[ 2/3 ] 
f(z) = -297/8*z^3 + 16*z + 1
*
[ -2/3 ] 
f(z) = -297/8*z^3 + 19*z + 1
*
[ -1/7 ] 
f(z) = -294*z^3 + 14*z + 1
*
-2/17 | 0.13921925919270610677354341247138413605 | 0.024569145045990533199043074435559110174
f(z) = -289*z^3 + 13*z + 1
*
-2/17 | 0.13360661113735949624706114038386353740 | 0.023578635794874418621088973810696385758
f(z) = -289*z^3 + 14*z + 1
*
-3/17 | 0.13152249629550488324696846159635459770 | 0.023210835246739406662414336585264673596
f(z) = -289*z^3 + 15*z + 1
*
[ -1/17 ] 
f(z) = -289*z^3 + 19*z + 1
*
-2/17 | 0.10584424890620052273526344096591641593 | 0.018679187913654761694106141866656137316
f(z) = -289/4*z^3 + 13/2*z + 1
*
-6/17 | 0.14828194356159981439605340074224812225 | 0.026168510019317774376107831035753899542
f(z) = -289/8*z^3 + 8*z + 1
*
[ -2/17 ] 
f(z) = -289/8*z^3 + 10*z + 1
*
-2/17 | 0.11372640587566657410179675421256645484 | 0.020070215699472936759721592265084493875
f(z) = -289/8*z^3 + 14*z + 1
*
-2/17 | 0.10620555513349008015538725688207156962 | 0.018742950536410922984211983889965496893
f(z) = -289/16*z^3 + 15/4*z + 1
*
[ 1/3 ] 
f(z) = -297*z^3 + 31*z + 1
*
-1/9 | 0.12660172024194824184124712304568615526 | 0.018638884054513344793760291620524776291
f(z) = -297*z^3 + 32/3*z + 1
*
[ -1/3 ] 
f(z) = -297*z^3 + 37*z + 1
*
[ 1/3 ] 
f(z) = -297/2*z^3 + 29/2*z + 1
*
-2/9 | 0.16305971227285493248369601935296090946 | 0.024006396320743070234314036666886445241
f(z) = -297/2*z^3 + 37/3*z + 1
*
[ 1/3 ] 
f(z) = -297/4*z^3 + 25/4*z + 1
*
[ -2/9 ] 
f(z) = -297/8*z^3 + 22/3*z + 1
*
-2/9 | 0.16584347171608090464915661723955518134 | 0.024416234112826668988706845716752726022
f(z) = -297/8*z^3 + 25/3*z + 1
*
[ 2/3 ] 
f(z) = -297/16*z^3 + 31/4*z + 1
*
[ 1/4 ] 
f(z) = -296*z^3 + 31/2*z + 1
*
[ 2/5 ] 
f(z) = -295/8*z^3 + 22/5*z + 1
*
-1/7 | 0.13208566703732883518043551296921467999 | 0.020713709104457744716569885152151738804
f(z) = -294*z^3 + 27/2*z + 1
*
[ -1/14 ] 
f(z) = -294*z^3 + 33/2*z + 1
*
[ -2/17 ] 
f(z) = -289*z^3 + 27/2*z + 1
*
-3/17 | 0.14988318310915016509792557292039358656 | 0.026451093671358942231653457475519342564
f(z) = -289/2*z^3 + 21/2*z + 1
*
[ -1/17 ] 
f(z) = -289/2*z^3 + 37/2*z + 1
*
6/17 | 0.10362828380019966579775740871673892234 | 0.018288118686437948158692879233314048437
f(z) = -289/3*z^3 + 26/3*z + 1
*
-3/17 | 0.099765887004767789425673417343744333456 | 0.017606490385566293180782454425242423451
f(z) = -289/3*z^3 + 28/3*z + 1
*
[ -3/17 ] 
f(z) = -289/3*z^3 + 29/3*z + 1
*
-2/17 | 0.14904471648271183001006364739664066794 | 0.026303122706130123516801654775400419855
f(z) = -289/3*z^3 + 34/3*z + 1
*
-2/17 | 0.064623277528260663071095445529484330899 | 0.011404590773905803736532426831835149813
f(z) = -289/3*z^3 + 37/3*z + 1
*
[ -2/17 ] 
f(z) = -289/4*z^3 + 21/2*z + 1
*
-2/17 | 0.10279332271695017705214172115354264772 | 0.018140766372677117303551844605294157775
f(z) = -289/4*z^3 + 25/2*z + 1
*
-3/17 | 0.14134987939193499990729007395371580647 | 0.024945152769464430859224388790117954982
f(z) = -289/4*z^3 + 33/4*z + 1
*
-4/17 | 0.14454332439116603995726403657526229490 | 0.025508725753816377410296464556117372714
f(z) = -289/6*z^3 + 23/3*z + 1
*
-5/17 | 0.093476898312706589828515673254316899526 | 0.016496621849676675635659503100954484694
f(z) = -289/6*z^3 + 37/6*z + 1
*
[ -6/17 ] 
f(z) = -289/8*z^3 + 25/3*z + 1
*
[ -4/17 ] 
f(z) = -289/8*z^3 + 29/4*z + 1
*
-6/17 | 0.15283736378274350815124705271557128213 | 0.026972441751232790016680906113255150529
f(z) = -289/9*z^3 + 22/3*z + 1
*
[ -3/17 ] 
f(z) = -289/9*z^3 + 23/3*z + 1
*
[ -4/17 ] 
f(z) = -289/16*z^3 + 25/4*z + 1
*
-4/17 | 0.092420242370090059254546397487497459014 | 0.016310145256794377568989622691354524088
f(z) = -289/16*z^3 + 31/4*z + 1
*
[ -2/17 ] 
f(z) = -289/16*z^3 + 39/4*z + 1
*
[ -6/17 ] 
f(z) = -289/18*z^3 + 35/6*z + 1
*
[ -1/4 ] 
f(z) = -288*z^3 + 23*z + 1
*
-1/6 | 0.067351972927323953321458511284928376975 | 0.010596417890119563982311044243949181658
f(z) = -288*z^3 + 29/2*z + 1
*
[ 1/3 ] 
f(z) = -288*z^3 + 30*z + 1
*
-1/12 | 0.13742594563055705410016157715347691105 | 0.021621085256367594359820712271615336926
f(z) = -288*z^3 + 33/2*z + 1
*
-5/24 | 0.10571085376277999181191269577573522566 | 0.016631381878010285128753512622671395935
f(z) = -288*z^3 + 35/2*z + 1
*
[ -1/3 ] 
f(z) = -288*z^3 + 36*z + 1
*
[ -1/9 ] 
f(z) = -297*z^3 + 41/3*z + 1
*
[ -1/3 ] 
f(z) = -297/2*z^3 + 41/2*z + 1
*
[ -1/3 ] 
f(z) = -297/4*z^3 + 49/4*z + 1
*
[ -2/9 ] 
f(z) = -297/4*z^3 + 55/6*z + 1
*
[ -1/3 ] 
f(z) = -297/5*z^3 + 53/5*z + 1
*
-2/9 | 0.18679100046120829368937247486732326923 | 0.027500225063051110160143286724860465956
f(z) = -297/16*z^3 + 41/12*z + 1
*
[ -2/3 ] 
f(z) = -297/16*z^3 + 43/4*z + 1
*
[ -1/4 ] 
f(z) = -296*z^3 + 47/2*z + 1
*
[ 1/2 ] 
f(z) = -296/15*z^3 + 59/15*z + 1
*
[ 1/2 ] 
f(z) = -296/17*z^3 + 57/17*z + 1
*
[ 1/2 ] 
f(z) = -296/19*z^3 + 55/19*z + 1
*
[ -2/5 ] 
f(z) = -295/8*z^3 + 47/5*z + 1
*
[ 2/7 ] 
f(z) = -294*z^3 + 43/2*z + 1
*
-2/21 | 0.11937681822885594512297937095395418631 | 0.017601509547805764459557700954382761698
f(z) = -294*z^3 + 44/3*z + 1
*
[ -2/7 ] 
f(z) = -294*z^3 + 57/2*z + 1
*
[ -1/7 ] 
f(z) = -294/5*z^3 + 46/5*z + 1
*
[ 1/2 ] 
f(z) = -292/15*z^3 + 58/15*z + 1
*
[ 1/2 ] 
f(z) = -292/17*z^3 + 56/17*z + 1
*
[ 1/2 ] 
f(z) = -292/19*z^3 + 54/19*z + 1
*
[ 2/3 ] 
f(z) = -291/8*z^3 + 47/3*z + 1
*
[ -2/3 ] 
f(z) = -291/8*z^3 + 56/3*z + 1
*
-4/17 | 0.18461378646443316074794572576365166214 | 0.029029269928579833217191565343167554621
f(z) = -289*z^3 + 41/2*z + 1
*
4/17 | 0.12518016960593598492218544966869349706 | 0.017749201865790742266711902439094500174
f(z) = -289*z^3 + 45/4*z + 1
*
[ -3/17 ] 
f(z) = -289*z^3 + 47/3*z + 1
*
[ 4/17 ] 
f(z) = -289*z^3 + 51/4*z + 1
*
-2/17 | 0.11661084674886962561877077357215228845 | 0.016534164038936791171433784122882778034
f(z) = -289*z^3 + 53/4*z + 1
*
-2/17 | 0.15778418373275029041490084686170679301 | 0.022372100446241928469004578866145386212
f(z) = -289*z^3 + 55/4*z + 1
*
-4/17 | 0.14252726232713540917624427317690804273 | 0.022411448513749137904881109785927969164
f(z) = -289/2*z^3 + 51/4*z + 1
*
[ -4/17 ] 
f(z) = -289/2*z^3 + 53/4*z + 1
*
6/17 | 0.11052596668272317062247010705206091372 | 0.017379461103074903781819840532370907742
f(z) = -289/3*z^3 + 53/6*z + 1
*
[ 6/17 ] 
f(z) = -289/4*z^3 + 43/6*z + 1
*
[ -5/17 ] 
f(z) = -289/5*z^3 + 47/5*z + 1
*
-6/17 | 0.16831257090745544557134247786222968852 | 0.029703476312604120566217315920514594141
f(z) = -289/5*z^3 + 51/5*z + 1
*
-4/17 | 0.12809461395104062720643823444094557395 | 0.022605889214056129731771321482336426106
f(z) = -289/6*z^3 + 43/6*z + 1
*
[ -6/17 ] 
f(z) = -289/6*z^3 + 59/6*z + 1
*
-4/17 | 0.14380075538552612280004903186955098861 | 0.025377678614849989843357595869800657302
f(z) = -289/7*z^3 + 51/7*z + 1
*
-6/17 | 0.16584422214097006237788881728635277886 | 0.029267866906121597892000179151341487144
f(z) = -289/7*z^3 + 57/7*z + 1
*
[ 8/17 ] 
f(z) = -289/8*z^3 + 55/8*z + 1
*
-5/17 | 0.061444579638488197483734162245919853541 | 0.010843620330850211084969575991440204416
f(z) = -289/8*z^3 + 57/8*z + 1
*
[ 10/17 ] 
f(z) = -289/8*z^3 + 59/5*z + 1
*
[ -6/17 ] 
f(z) = -289/9*z^3 + 47/6*z + 1
*
8/17 | 0.12534327523908371256313552061734541379 | 0.022120338290450441126076012478276005103
f(z) = -289/9*z^3 + 55/9*z + 1
*
-2/17 | 0.11104638279590479257620355050216524724 | 0.019597250420422527731041590210485775298
f(z) = -289/10*z^3 + 49/10*z + 1
*
[ -6/17 ] 
f(z) = -289/12*z^3 + 41/6*z + 1
*
-4/17 | 0.12427002009587193463561253415779794475 | 0.021930932302817466988297500167887998432
f(z) = -289/12*z^3 + 43/12*z + 1
*
[ -2/17 ] 
f(z) = -289/12*z^3 + 59/6*z + 1
*
-6/17 | 0.15155990322397816833074892289938460819 | 0.026746997987626826869860983832121293570
f(z) = -289/14*z^3 + 46/7*z + 1
*
-6/17 | 0.15247976895398188856630064408352258719 | 0.026909334108895897885981116969653634530
f(z) = -289/14*z^3 + 57/14*z + 1
*
[ -8/17 ] 
f(z) = -289/16*z^3 + 57/8*z + 1
*
[ -3/17 ] 
f(z) = -289/18*z^3 + 43/6*z + 1
*
[ -1/24 ] 
f(z) = -288*z^3 + 51/2*z + 1
*
[ -1/3 ] 
f(z) = -288/5*z^3 + 52/5*z + 1
*
[ -1/4 ] 
f(z) = -288/7*z^3 + 53/7*z + 1
*
[ -1/6 ] 
f(z) = -288/7*z^3 + 57/7*z + 1
*
[ 1/2 ] 
f(z) = -288/13*z^3 + 59/13*z + 1
*
[ 1/2 ] 
f(z) = -288/17*z^3 + 55/17*z + 1
*
[ 1/2 ] 
f(z) = -288/19*z^3 + 53/19*z + 1
*
[ -2/7 ] 
f(z) = -287/8*z^3 + 52/7*z + 1
*
[ 2/3 ] 
f(z) = -285/8*z^3 + 46/3*z + 1
*
[ -2/5 ] 
f(z) = -285/8*z^3 + 46/5*z + 1
*
[ -2/3 ] 
f(z) = -285/8*z^3 + 55/3*z + 1
*
[ 1/4 ] 
f(z) = -284*z^3 + 59/4*z + 1
*
[ 1/2 ] 
f(z) = -284/13*z^3 + 58/13*z + 1
*
[ 1/2 ] 
f(z) = -284/15*z^3 + 56/15*z + 1
*
[ 1/2 ] 
f(z) = -284/17*z^3 + 54/17*z + 1
*
[ 1/2 ] 
f(z) = -284/19*z^3 + 52/19*z + 1
*
[ -1/6 ] 
f(z) = -297*z^3 + 61/4*z + 1
*
[ 2/9 ] 
f(z) = -297*z^3 + 67/6*z + 1
*
[ -1/9 ] 
f(z) = -297/2*z^3 + 71/6*z + 1
*
[ 2/3 ] 
f(z) = -297/4*z^3 + 65/2*z + 1
*
[ -2/3 ] 
f(z) = -297/4*z^3 + 71/2*z + 1
*
[ -1/3 ] 
f(z) = -297/7*z^3 + 61/7*z + 1
*
[ -1/3 ] 
f(z) = -297/8*z^3 + 65/8*z + 1
*
[ 4/9 ] 
f(z) = -297/8*z^3 + 73/12*z + 1
*
[ -1/3 ] 
f(z) = -297/10*z^3 + 73/10*z + 1
*
2/3 | 0.20191875098251432053766519082366799626 | 0.029727401656176111795757583486577370363
f(z) = -297/16*z^3 + 73/12*z + 1
*
[ 1/2 ] 
f(z) = -296*z^3 + 73*z + 1
*
[ -1/2 ] 
f(z) = -296*z^3 + 77*z + 1
*
[ -1/4 ] 
f(z) = -296/3*z^3 + 67/6*z + 1
*
[ 1/2 ] 
f(z) = -296/3*z^3 + 71/3*z + 1
*
[ 1/2 ] 
f(z) = -296/5*z^3 + 69/5*z + 1
*
[ 1/2 ] 
f(z) = -296/7*z^3 + 67/7*z + 1
*
[ 1/2 ] 
f(z) = -296/9*z^3 + 65/9*z + 1
*
[ 1/2 ] 
f(z) = -296/11*z^3 + 63/11*z + 1
*
[ 1/2 ] 
f(z) = -296/13*z^3 + 61/13*z + 1
*
[ -1/21 ] 
f(z) = -294*z^3 + 68/3*z + 1
*
-5/42 | 0.12752909110794186272822309837909613585 | 0.017059973744618076488615015021232226160
f(z) = -294*z^3 + 79/6*z + 1
*
[ 1/4 ] 
f(z) = -292*z^3 + 61/4*z + 1
*
[ 1/2 ] 
f(z) = -292*z^3 + 72*z + 1
*
[ -1/2 ] 
f(z) = -292*z^3 + 76*z + 1
*
[ 1/2 ] 
f(z) = -292/3*z^3 + 70/3*z + 1
*
[ 1/2 ] 
f(z) = -292/5*z^3 + 68/5*z + 1
*
[ 1/2 ] 
f(z) = -292/7*z^3 + 66/7*z + 1
*
[ 1/2 ] 
f(z) = -292/9*z^3 + 64/9*z + 1
*
[ 1/2 ] 
f(z) = -292/11*z^3 + 62/11*z + 1
*
[ 1/2 ] 
f(z) = -292/13*z^3 + 60/13*z + 1
*
[ 1/3 ] 
f(z) = -291/4*z^3 + 73/12*z + 1
*
-3/34 | 0.17035826841968587671965893362288007720 | 0.024154970433465406559260178171127579845
f(z) = -289*z^3 + 61/4*z + 1
*
-3/17 | 0.19060861676461952631383295089181163027 | 0.028175538591697736767533070642426646584
f(z) = -289/2*z^3 + 65/6*z + 1
*
-5/34 | 0.19962694645466898273831696231974939965 | 0.028304954224213653158485952119278268920
f(z) = -289/2*z^3 + 65/8*z + 1
*
[ -3/17 ] 
f(z) = -289/2*z^3 + 67/6*z + 1
*
[ 6/17 ] 
f(z) = -289/3*z^3 + 61/6*z + 1
*
-6/17 | 0.20044398486175422881681287402282660182 | 0.029629390983515783532425691184043186778
f(z) = -289/4*z^3 + 73/6*z + 1
*
[ -6/17 ] 
f(z) = -289/4*z^3 + 77/6*z + 1
*
[ -2/17 ] 
f(z) = -289/6*z^3 + 61/6*z + 1
*
-2/17 | 0.070702390900241457621303473129482515360 | 0.012477420920060193361457784616656352539
f(z) = -289/6*z^3 + 79/6*z + 1
*
[ -7/17 ] 
f(z) = -289/7*z^3 + 73/7*z + 1
*
-6/17 | 0.10485436155025879209538988107376431756 | 0.013334055391160132730763641482171413452
f(z) = -289/8*z^3 + 71/9*z + 1
*
-3/17 | 0.10843404384511808814698553052548968783 | 0.019136229905277221593328820893246116083
f(z) = -289/8*z^3 + 73/8*z + 1
*
[ -10/17 ] 
f(z) = -289/8*z^3 + 76/5*z + 1
*
-6/17 | 0.14686812196154815381256748854017446687 | 0.020824320278133573725555671807189583886
f(z) = -289/9*z^3 + 67/12*z + 1
*
[ -5/17 ] 
f(z) = -289/10*z^3 + 69/10*z + 1
*
-1/17 | 0.14347858100121999572185054105937869648 | 0.025320821903903386565721068346138575692
f(z) = -289/11*z^3 + 78/11*z + 1
*
-5/17 | 0.068037743398338169239398612526062221913 | 0.012007169093191341625414400842064496599
f(z) = -289/12*z^3 + 73/12*z + 1
*
[ -4/17 ] 
f(z) = -289/12*z^3 + 79/12*z + 1
*
10/17 | 0.16226172003128327893040704657579335323 | 0.028635633876935409624126572724697068523
f(z) = -289/15*z^3 + 67/15*z + 1
*
-6/17 | 0.20158759454927359461802997940738104162 | 0.029798438004744271060094623307300052864
f(z) = -289/16*z^3 + 65/12*z + 1
*
[ -6/17 ] 
f(z) = -289/16*z^3 + 73/12*z + 1
*
-3/17 | 0.11575637209337713109945978401771561070 | 0.020428460203362700804632109674556882915
f(z) = -289/18*z^3 + 61/6*z + 1
*
[ 9/17 ] 
f(z) = -289/18*z^3 + 65/18*z + 1
*
15/17 | 0.11885407960559689923091703002684467227 | 0.020975137621552621628369783705396029816
f(z) = -289/18*z^3 + 67/6*z + 1
*
12/17 | 0.15621427156749475882848869017932475012 | 0.024563638192334732376252231088932614832
f(z) = -289/18*z^3 + 73/12*z + 1
*
[ 1/2 ] 
f(z) = -288*z^3 + 71*z + 1
*
[ -1/2 ] 
f(z) = -288*z^3 + 75*z + 1
*
-1/4 | 0.095801121855082879018641090123916894809 | 0.015072293763600945965173812171229609094
f(z) = -288/5*z^3 + 61/10*z + 1
*
5/12 | 0.086801030663169800261161878809526074837 | 0.013656318504470782965449914357596005253
f(z) = -288/5*z^3 + 71/10*z + 1
*
-5/24 | 0.097945172419345017093147282641519376265 | 0.015409615073861351329337962051146758795
f(z) = -288/5*z^3 + 79/10*z + 1
*
[ -1/3 ] 
f(z) = -288/7*z^3 + 60/7*z + 1
*
[ 1/2 ] 
f(z) = -288/7*z^3 + 65/7*z + 1
*
-1/6 | 0.16607649642066378298906138756473159550 | 0.026128647481480999035202083878776972905
f(z) = -288/7*z^3 + 65/14*z + 1
*
[ 1/2 ] 
f(z) = -288/11*z^3 + 61/11*z + 1
*
[ -1/4 ] 
f(z) = -288/11*z^3 + 73/11*z + 1
*
[ -1/3 ] 
f(z) = -288/11*z^3 + 76/11*z + 1
*
[ 1/3 ] 
f(z) = -285/4*z^3 + 71/12*z + 1
*
[ 1/2 ] 
f(z) = -284*z^3 + 70*z + 1
*
[ -1/2 ] 
f(z) = -284*z^3 + 74*z + 1
*
[ 1/2 ] 
f(z) = -284/3*z^3 + 68/3*z + 1
*
[ 1/2 ] 
f(z) = -284/5*z^3 + 66/5*z + 1
*
[ 1/2 ] 
f(z) = -284/7*z^3 + 64/7*z + 1
*
[ 1/2 ] 
f(z) = -284/9*z^3 + 62/9*z + 1
*
[ 1/2 ] 
f(z) = -284/11*z^3 + 60/11*z + 1
*
[ -1/6 ] 
f(z) = -297/2*z^3 + 89/8*z + 1
*
-1/9 | 0.15624886106772014275816326521048128763 | 0.023003671668325691043574393334812781519
f(z) = -297/4*z^3 + 83/12*z + 1
*
[ -2/11 ] 
f(z) = -297/8*z^3 + 85/11*z + 1
*
[ -1/3 ] 
f(z) = -297/13*z^3 + 85/13*z + 1
*
[ -1/3 ] 
f(z) = -297/14*z^3 + 89/14*z + 1
*
[ -4/9 ] 
f(z) = -297/16*z^3 + 83/12*z + 1
*
-2/9 | 0.068018754554242611302440649255877481594 | 0.010014032015094677383425300179379144765
f(z) = -297/16*z^3 + 89/12*z + 1
*
[ -1/3 ] 
f(z) = -297/16*z^3 + 97/16*z + 1
*
[ -1/2 ] 
f(z) = -296/3*z^3 + 83/3*z + 1
*
[ -1/4 ] 
f(z) = -296/5*z^3 + 87/10*z + 1
*
[ -1/2 ] 
f(z) = -296/5*z^3 + 89/5*z + 1
*
[ -1/2 ] 
f(z) = -296/7*z^3 + 95/7*z + 1
*
[ -1/5 ] 
f(z) = -295*z^3 + 89/5*z + 1
*
-1/7 | 0.19715203086594215566919860900709464508 | 0.026373656716680307566428468769983997087
f(z) = -294*z^3 + 83/6*z + 1
*
[ 1/3 ] 
f(z) = -294*z^3 + 92/3*z + 1
*
[ -2/7 ] 
f(z) = -294/5*z^3 + 93/10*z + 1
*
-1/7 | 0.15147840872861387576964400455526813199 | 0.023754883965751701104802090481507456013
f(z) = -294/5*z^3 + 97/10*z + 1
*
[ -1/7 ] 
f(z) = -294/11*z^3 + 94/11*z + 1
*
[ -1/4 ] 
f(z) = -292*z^3 + 93/4*z + 1
*
[ -1/2 ] 
f(z) = -292/3*z^3 + 82/3*z + 1
*
[ -1/2 ] 
f(z) = -292/5*z^3 + 88/5*z + 1
*
[ -1/2 ] 
f(z) = -292/7*z^3 + 94/7*z + 1
*
[ 1/3 ] 
f(z) = -291*z^3 + 91/3*z + 1
*
[ 1/3 ] 
f(z) = -291/2*z^3 + 85/6*z + 1
*
[ 2/3 ] 
f(z) = -291/16*z^3 + 91/12*z + 1
*
[ -1/5 ] 
f(z) = -290*z^3 + 88/5*z + 1
*
[ -4/17 ] 
f(z) = -289*z^3 + 85/4*z + 1
*
[ 6/17 ] 
f(z) = -289/2*z^3 + 97/6*z + 1
*
-7/34 | 0.13262862465251351900930047586604849679 | 0.018805312690901042965482835756939185668
f(z) = -289/2*z^3 + 97/8*z + 1
*
-2/17 | 0.090807427854095203544393172998484237311 | 0.012875516728962283917570727321754566649
f(z) = -289/3*z^3 + 85/12*z + 1
*
[ -6/17 ] 
f(z) = -289/3*z^3 + 95/6*z + 1
*
-9/17 | 0.12750206671794910126645608196499062261 | 0.022501317626756742663358716730919764572
f(z) = -289/4*z^3 + 89/4*z + 1
*
-4/17 | 0.11498548687332325922311900696368396735 | 0.018080690506599554806201349913492835874
f(z) = -289/5*z^3 + 87/10*z + 1
*
10/17 | 0.13032517956294940062575737682423918282 | 0.022999535110258804640664007272421509647
f(z) = -289/6*z^3 + 85/6*z + 1
*
[ -4/17 ] 
f(z) = -289/6*z^3 + 95/12*z + 1
*
-6/17 | 0.16008436018555223187159517259554675375 | 0.025172183465646478884596680778893489626
f(z) = -289/7*z^3 + 93/14*z + 1
*
-2/17 | 0.14630979945872610256512490281320646215 | 0.025820469850191248314755717562605479725
f(z) = -289/7*z^3 + 95/7*z + 1
*
[ -8/17 ] 
f(z) = -289/8*z^3 + 89/8*z + 1
*
-9/17 | 0.14397669603584064038122144974887539550 | 0.025408728279832618592450422504816806764
f(z) = -289/8*z^3 + 97/8*z + 1
*
-6/17 | 0.20210630276081692917046369577018098362 | 0.028656500285491352541677159014022125972
f(z) = -289/9*z^3 + 91/12*z + 1
*
-8/17 | 0.064278002710620567550537334916607985877 | 0.011343657343254623547240021357237309363
f(z) = -289/10*z^3 + 89/10*z + 1
*
[ 10/17 ] 
f(z) = -289/10*z^3 + 93/10*z + 1
*
[ -2/17 ] 
f(z) = -289/10*z^3 + 99/10*z + 1
*
[ -3/17 ] 
f(z) = -289/12*z^3 + 89/12*z + 1
*
-4/17 | 0.069749835640442538397028619792114059050 | 0.012309315813927384817830966173452787111
f(z) = -289/12*z^3 + 91/12*z + 1
*
-6/17 | 0.14353342612973349708624070233861425654 | 0.025330500865889881631759877613438507088
f(z) = -289/13*z^3 + 88/13*z + 1
*
-7/17 | 0.14025092745484046421033012358430378148 | 0.024751211861449151777286208901239848184
f(z) = -289/14*z^3 + 85/14*z + 1
*
[ -7/17 ] 
f(z) = -289/14*z^3 + 97/14*z + 1
*
-7/17 | 0.11628433269328833709913899641212453854 | 0.020521633666811687423883762784411791479
f(z) = -289/14*z^3 + 99/14*z + 1
*
12/17 | 0.11499515475206737947150164791177319306 | 0.016998446741661371378984115012800969748
f(z) = -289/16*z^3 + 85/12*z + 1
*
11/17 | 0.066073040428585072709516073898376947726 | 0.011660442120816522599559365085554311333
f(z) = -289/16*z^3 + 89/16*z + 1
*
[ 12/17 ] 
f(z) = -289/18*z^3 + 91/12*z + 1
*
-5/24 | 0.11678536956330497897716103962168809761 | 0.018373724266105156756765354640174443088
f(z) = -288/5*z^3 + 81/10*z + 1
*
[ -5/24 ] 
f(z) = -288/5*z^3 + 83/10*z + 1
*
[ -1/2 ] 
f(z) = -288/5*z^3 + 87/5*z + 1
*
[ -1/8 ] 
f(z) = -288/5*z^3 + 99/10*z + 1
*
[ -1/6 ] 
f(z) = -288/11*z^3 + 85/11*z + 1
*
[ -1/4 ] 
f(z) = -288/13*z^3 + 83/13*z + 1
*
[ -1/3 ] 
f(z) = -288/13*z^3 + 84/13*z + 1
*
[ -1/6 ] 
f(z) = -288/13*z^3 + 99/13*z + 1
*
[ -1/7 ] 
f(z) = -287*z^3 + 97/7*z + 1
*
[ -1/5 ] 
f(z) = -285*z^3 + 87/5*z + 1
*
[ 1/3 ] 
f(z) = -285*z^3 + 89/3*z + 1
*
[ 1/3 ] 
f(z) = -285/2*z^3 + 83/6*z + 1
*
[ 2/5 ] 
f(z) = -285/4*z^3 + 99/10*z + 1
*
[ 2/3 ] 
f(z) = -285/16*z^3 + 89/12*z + 1
*
[ -1/4 ] 
f(z) = -284*z^3 + 91/4*z + 1
*
[ -1/2 ] 
f(z) = -284/3*z^3 + 80/3*z + 1
*
[ -1/2 ] 
f(z) = -284/5*z^3 + 86/5*z + 1
*
[ -1/2 ] 
f(z) = -284/7*z^3 + 92/7*z + 1
*
[ -1/2 ] 
f(z) = -284/9*z^3 + 98/9*z + 1
*
[ 1/3 ] 
f(z) = -282*z^3 + 88/3*z + 1
*
[ -1/6 ] 
f(z) = -282*z^3 + 89/6*z + 1
*
10/17 | 0.21120352156461101898677539229610172742 | 0.029027962058110082655245515646487350838
f(z) = -289/16*z^3 + 87/20*z + 1
*
[ 11/24 ] 
f(z) = -288/11*z^3 + 95/22*z + 1
*
11/24 | 0.13906500896588424745334279922829106208 | 0.021878957435824627402372960781139445733
f(z) = -288/13*z^3 + 95/26*z + 1
*
[ 3/7 ] 
f(z) = -287/9*z^3 + 95/21*z + 1
*
[ -2/13 ] 
f(z) = -299/8*z^3 + 109/13*z + 1
*
-4/9 | 0.11883788438938542982064421647898373712 | 0.017495856645425707242598839710836592204
f(z) = -297/10*z^3 + 103/15*z + 1
*
-2/9 | 0.16133600061149443702949614755495002973 | 0.023752623609455174747975177525285019183
f(z) = -297/16*z^3 + 101/12*z + 1
*
[ -1/3 ] 
f(z) = -297/17*z^3 + 101/17*z + 1
*
[ -1/3 ] 
f(z) = -297/19*z^3 + 109/19*z + 1
*
[ -1/8 ] 
f(z) = -296*z^3 + 109/8*z + 1
*
[ -1/4 ] 
f(z) = -296/7*z^3 + 107/14*z + 1
*
[ -1/2 ] 
f(z) = -296/9*z^3 + 101/9*z + 1
*
[ 3/4 ] 
f(z) = -296/9*z^3 + 109/6*z + 1
*
[ -1/2 ] 
f(z) = -296/11*z^3 + 107/11*z + 1
*
[ -1/2 ] 
f(z) = -296/13*z^3 + 113/13*z + 1
*
[ -1/2 ] 
f(z) = -296/15*z^3 + 119/15*z + 1
*
[ -1/5 ] 
f(z) = -295/2*z^3 + 119/10*z + 1
*
[ 2/5 ] 
f(z) = -295/4*z^3 + 103/10*z + 1
*
-1/14 | 0.20875574869550151044847191380213270068 | 0.027925923103842784240195633925212134438
f(z) = -294*z^3 + 109/6*z + 1
*
[ -1/3 ] 
f(z) = -294*z^3 + 110/3*z + 1
*
[ -3/14 ] 
f(z) = -294*z^3 + 115/6*z + 1
*
-3/28 | 0.13400022001761210291940168299539788614 | 0.017261348988175560502197218115060336678
f(z) = -294*z^3 + 115/8*z + 1
*
[ -5/14 ] 
f(z) = -294/5*z^3 + 113/10*z + 1
*
[ -1/7 ] 
f(z) = -294/13*z^3 + 110/13*z + 1
*
[ -1/2 ] 
f(z) = -292/9*z^3 + 100/9*z + 1
*
[ -1/2 ] 
f(z) = -292/11*z^3 + 106/11*z + 1
*
[ -1/2 ] 
f(z) = -292/13*z^3 + 112/13*z + 1
*
[ -1/2 ] 
f(z) = -292/15*z^3 + 118/15*z + 1
*
[ -1/3 ] 
f(z) = -291*z^3 + 109/3*z + 1
*
-2/3 | 0.18056690468943852499091397430558956619 | 0.026664002219237210377733964709088955710
f(z) = -291/16*z^3 + 103/12*z + 1
*
[ 5/17 ] 
f(z) = -289*z^3 + 113/5*z + 1
*
[ 5/17 ] 
f(z) = -289/2*z^3 + 101/10*z + 1
*
-10/51 | 0.14982740908438059085610627811206875613 | 0.019053160424686300102224485749861897298
f(z) = -289/2*z^3 + 104/9*z + 1
*
-4/17 | 0.17726433833096909820283816370330413491 | 0.025134176879186797449360576604866958492
f(z) = -289/2*z^3 + 105/8*z + 1
*
[ -3/17 ] 
f(z) = -289/4*z^3 + 107/12*z + 1
*
[ 8/17 ] 
f(z) = -289/4*z^3 + 119/8*z + 1
*
[ -2/17 ] 
f(z) = -289/5*z^3 + 103/10*z + 1
*
[ -1/17 ] 
f(z) = -289/6*z^3 + 109/6*z + 1
*
[ -9/17 ] 
f(z) = -289/9*z^3 + 107/9*z + 1
*
21/34 | 0.13730509178660635552296409024587482698 | 0.019468385439907876627041143666275546014
f(z) = -289/9*z^3 + 119/12*z + 1
*
-9/17 | 0.13964995359849473889405659117890635662 | 0.024645153160009229272930865131383545756
f(z) = -289/10*z^3 + 111/10*z + 1
*
[ 11/17 ] 
f(z) = -289/11*z^3 + 115/11*z + 1
*
-3/17 | 0.13410439826241113210838636910055812177 | 0.023666484301958422892931969254330401394
f(z) = -289/12*z^3 + 109/12*z + 1
*
-3/17 | 0.12304612994781295581758796290957878701 | 0.021714942541469884082357575273513277218
f(z) = -289/12*z^3 + 113/12*z + 1
*
-3/17 | 0.12666929289888320219900146249726360516 | 0.022354351317139965825295117996195489461
f(z) = -289/14*z^3 + 107/14*z + 1
*
-6/17 | 0.14884970458123633679004195287364335316 | 0.026268707383703980123809247079011941801
f(z) = -289/15*z^3 + 101/15*z + 1
*
12/17 | 0.13087610338044951273803149515004479958 | 0.023096761077843612963994060360984543084
f(z) = -289/15*z^3 + 119/15*z + 1
*
[ 12/17 ] 
f(z) = -289/16*z^3 + 103/12*z + 1
*
-4/17 | 0.083444043727546444600010226304809338237 | 0.014726043116838215018088955170453683181
f(z) = -289/18*z^3 + 115/18*z + 1
*
[ -7/24 ] 
f(z) = -288/7*z^3 + 111/14*z + 1
*
-7/24 | 0.11182561624757166933740590623962079767 | 0.017593411285190309151363215204010328564
f(z) = -288/7*z^3 + 113/14*z + 1
*
[ -7/12 ] 
f(z) = -288/7*z^3 + 117/7*z + 1
*
[ -1/2 ] 
f(z) = -288/11*z^3 + 105/11*z + 1
*
[ -1/2 ] 
f(z) = -288/13*z^3 + 111/13*z + 1
*
[ -1/3 ] 
f(z) = -288/17*z^3 + 100/17*z + 1
*
[ -1/4 ] 
f(z) = -288/17*z^3 + 103/17*z + 1
*
[ -1/3 ] 
f(z) = -288/19*z^3 + 108/19*z + 1
*
[ -1/4 ] 
f(z) = -288/19*z^3 + 113/19*z + 1
*
[ 1/4 ] 
f(z) = -286*z^3 + 119/8*z + 1
*
[ -1/3 ] 
f(z) = -285*z^3 + 107/3*z + 1
*
[ -1/5 ] 
f(z) = -285/2*z^3 + 117/10*z + 1
*
[ -1/3 ] 
f(z) = -285/2*z^3 + 119/6*z + 1
*
-2/3 | 0.17993021872598677291962498392663409359 | 0.026651979614568616153664649657762179075
f(z) = -285/16*z^3 + 101/12*z + 1
*
[ -1/2 ] 
f(z) = -284/11*z^3 + 104/11*z + 1
*
[ -1/2 ] 
f(z) = -284/13*z^3 + 110/13*z + 1
*
[ -1/2 ] 
f(z) = -284/15*z^3 + 116/15*z + 1
*
[ -1/3 ] 
f(z) = -282*z^3 + 106/3*z + 1
*
[ 1/4 ] 
f(z) = -282*z^3 + 117/8*z + 1
*
[ 2/5 ] 
f(z) = -299/8*z^3 + 112/25*z + 1
*
[ 1/2 ] 
f(z) = -298/15*z^3 + 119/30*z + 1
*
[ 1/2 ] 
f(z) = -298/17*z^3 + 115/34*z + 1
*
[ 1/2 ] 
f(z) = -298/19*z^3 + 111/38*z + 1
*
[ 2/5 ] 
f(z) = -297/8*z^3 + 111/25*z + 1
*
[ 1/2 ] 
f(z) = -294/17*z^3 + 113/34*z + 1
*
[ 1/2 ] 
f(z) = -294/19*z^3 + 109/38*z + 1
*
[ 2/5 ] 
f(z) = -293/8*z^3 + 109/25*z + 1
*
[ 2/5 ] 
f(z) = -291/8*z^3 + 108/25*z + 1
*
[ 1/2 ] 
f(z) = -290/13*z^3 + 119/26*z + 1
*
[ 1/2 ] 
f(z) = -290/17*z^3 + 111/34*z + 1
*
[ 1/2 ] 
f(z) = -290/19*z^3 + 107/38*z + 1
*
[ 2/5 ] 
f(z) = -289/8*z^3 + 107/25*z + 1
*
[ 8/17 ] 
f(z) = -289/12*z^3 + 101/24*z + 1
*
-2/17 | 0.12408396870029149067302873764796475384 | 0.019511365267968059437837097640322554459
f(z) = -289/15*z^3 + 113/30*z + 1
*
[ 10/17 ] 
f(z) = -289/16*z^3 + 111/20*z + 1
*
-10/51 | 0.16629897184995811256784285805135691140 | 0.021147806055520713219706239581943795796
f(z) = -289/16*z^3 + 115/36*z + 1
*
-3/34 | 0.19054474889203192901881160358126899105 | 0.027017196279551197501125876309446027928
f(z) = -289/18*z^3 + 107/24*z + 1
*
[ 2/5 ] 
f(z) = -287/8*z^3 + 106/25*z + 1
*
[ 1/2 ] 
f(z) = -286/15*z^3 + 113/30*z + 1
*
[ 1/2 ] 
f(z) = -286/17*z^3 + 109/34*z + 1
*
[ 1/2 ] 
f(z) = -286/19*z^3 + 105/38*z + 1
*
[ 1/2 ] 
f(z) = -282/11*z^3 + 119/22*z + 1
*
[ 1/2 ] 
f(z) = -282/13*z^3 + 115/26*z + 1
*
[ 1/2 ] 
f(z) = -282/17*z^3 + 107/34*z + 1
*
[ 1/2 ] 
f(z) = -282/19*z^3 + 103/38*z + 1
*
[ 1/4 ] 
f(z) = -298*z^3 + 125/8*z + 1
*
[ 1/2 ] 
f(z) = -298/5*z^3 + 139/10*z + 1
*
[ 1/2 ] 
f(z) = -298/7*z^3 + 135/14*z + 1
*
[ 1/2 ] 
f(z) = -298/9*z^3 + 131/18*z + 1
*
[ -2/9 ] 
f(z) = -297*z^3 + 121/6*z + 1
*
[ 2/3 ] 
f(z) = -297/2*z^3 + 131/2*z + 1
*
-4/33 | 0.20349222988345642786006349053457763212 | 0.025148492328219043289621700640759767015
f(z) = -297/2*z^3 + 134/11*z + 1
*
[ -2/3 ] 
f(z) = -297/2*z^3 + 137/2*z + 1
*
[ -1/9 ] 
f(z) = -297/4*z^3 + 131/12*z + 1
*
-2/9 | 0.13645925645388696710589436001372688385 | 0.020090155602533071430779320261147830598
f(z) = -297/5*z^3 + 134/15*z + 1
*
[ -4/9 ] 
f(z) = -297/8*z^3 + 127/12*z + 1
*
[ 2/3 ] 
f(z) = -297/10*z^3 + 127/10*z + 1
*
[ 2/3 ] 
f(z) = -297/14*z^3 + 125/14*z + 1
*
-4/3 | 0.15967672854949661793437461489491446423 | 0.025501387943919466393683620292593895503
f(z) = -297/16*z^3 + 131/4*z + 1
*
[ 4/3 ] 
f(z) = -297/16*z^3 + 133/4*z + 1
*
[ -4/3 ] 
f(z) = -297/16*z^3 + 139/4*z + 1
*
[ -1/6 ] 
f(z) = -296*z^3 + 137/9*z + 1
*
[ -3/4 ] 
f(z) = -296/9*z^3 + 125/6*z + 1
*
[ -1/4 ] 
f(z) = -296/9*z^3 + 127/18*z + 1
*
[ -1/2 ] 
f(z) = -296/17*z^3 + 125/17*z + 1
*
[ -1/2 ] 
f(z) = -296/19*z^3 + 131/19*z + 1
*
[ 1/4 ] 
f(z) = -294*z^3 + 123/8*z + 1
*
-5/21 | 0.19705831871115442745147500481164737059 | 0.026361120542491807700355149054182994774
f(z) = -294*z^3 + 127/6*z + 1
*
-1/21 | 0.21655499621712160345730570658778306602 | 0.028969253349441393426902190205884721695
f(z) = -294*z^3 + 133/6*z + 1
*
[ -5/21 ] 
f(z) = -294/5*z^3 + 128/15*z + 1
*
-3/7 | 0.12877149809614098642756247099348553634 | 0.020193980257940332996500032333235709206
f(z) = -294/5*z^3 + 133/10*z + 1
*
[ 1/2 ] 
f(z) = -294/5*z^3 + 137/10*z + 1
*
-2/7 | 0.15087780915231732389023156048517117188 | 0.022246171725362630074478141383042750803
f(z) = -294/5*z^3 + 137/15*z + 1
*
[ -1/6 ] 
f(z) = -292*z^3 + 136/9*z + 1
*
[ -1/4 ] 
f(z) = -292/3*z^3 + 133/12*z + 1
*
[ -1/2 ] 
f(z) = -292/17*z^3 + 124/17*z + 1
*
[ -1/2 ] 
f(z) = -292/19*z^3 + 130/19*z + 1
*
[ -1/3 ] 
f(z) = -291/2*z^3 + 121/6*z + 1
*
[ -2/3 ] 
f(z) = -291/16*z^3 + 127/12*z + 1
*
[ 1/4 ] 
f(z) = -290*z^3 + 121/8*z + 1
*
[ -1/10 ] 
f(z) = -290*z^3 + 139/10*z + 1
*
[ 1/2 ] 
f(z) = -290/3*z^3 + 139/6*z + 1
*
[ 1/2 ] 
f(z) = -290/7*z^3 + 131/14*z + 1
*
[ 1/2 ] 
f(z) = -290/9*z^3 + 127/18*z + 1
*
-5/51 | 0.20687218230136675078795835667038491441 | 0.026307395294895989679798544465887817934
f(z) = -289*z^3 + 124/9*z + 1
*
-3/34 | 0.22980921177852939440913342105796869179 | 0.028192836957115798609007862603390094610
f(z) = -289*z^3 + 131/12*z + 1
*
-5/51 | 0.17231048929230586400069407877972604545 | 0.021912275033024991093643332945151173157
f(z) = -289*z^3 + 133/9*z + 1
*
[ -6/17 ] 
f(z) = -289/2*z^3 + 131/6*z + 1
*
[ -4/17 ] 
f(z) = -289/3*z^3 + 127/12*z + 1
*
[ -3/17 ] 
f(z) = -289/5*z^3 + 127/15*z + 1
*
-3/17 | 0.14459226171039464125045887413278184154 | 0.021373455822896912229271626181063725902
f(z) = -289/5*z^3 + 137/15*z + 1
*
[ -1/17 ] 
f(z) = -289/7*z^3 + 127/7*z + 1
*
-4/17 | 0.15839570826123619739372818820799043727 | 0.024906654365869144763761283426242057199
f(z) = -289/9*z^3 + 131/18*z + 1
*
[ -10/17 ] 
f(z) = -289/10*z^3 + 127/10*z + 1
*
-3/17 | 0.15388711043291376889781311454779028340 | 0.027157699005574846347404629201821318076
f(z) = -289/12*z^3 + 121/12*z + 1
*
[ 12/17 ] 
f(z) = -289/12*z^3 + 139/12*z + 1
*
[ -2/17 ] 
f(z) = -289/14*z^3 + 137/14*z + 1
*
12/17 | 0.13971773895230558767619938541745588264 | 0.024657115787877168574512517474571196671
f(z) = -289/15*z^3 + 139/15*z + 1
*
[ -12/17 ] 
f(z) = -289/16*z^3 + 137/12*z + 1
*
[ -12/17 ] 
f(z) = -289/18*z^3 + 125/12*z + 1
*
-9/17 | 0.16719317189066195648538321142158383101 | 0.029505926943591393266356776785941000755
f(z) = -289/19*z^3 + 138/19*z + 1
*
-1/6 | 0.15790982683983848850415530717623768019 | 0.020395456913099532882834052063922419670
f(z) = -288*z^3 + 121/8*z + 1
*
-1/4 | 0.17930639723940535413164732085813391072 | 0.024052734168062593776834893849854578495
f(z) = -288*z^3 + 125/6*z + 1
*
-1/4 | 0.18584108472625107307435876362786257183 | 0.027484890140304069069068807189729206945
f(z) = -288/5*z^3 + 124/15*z + 1
*
-1/12 | 0.14690994569209393082369901231291784825 | 0.023113193409315169154647620585943457128
f(z) = -288/5*z^3 + 139/10*z + 1
*
[ -1/2 ] 
f(z) = -288/17*z^3 + 123/17*z + 1
*
[ -1/6 ] 
f(z) = -288/17*z^3 + 127/17*z + 1
*
[ -1/2 ] 
f(z) = -288/19*z^3 + 129/19*z + 1
*
[ 2/7 ] 
f(z) = -287/2*z^3 + 129/14*z + 1
*
[ 2/3 ] 
f(z) = -287/8*z^3 + 139/9*z + 1
*
[ 1/2 ] 
f(z) = -286/3*z^3 + 137/6*z + 1
*
[ 1/2 ] 
f(z) = -286/5*z^3 + 133/10*z + 1
*
[ 1/2 ] 
f(z) = -286/7*z^3 + 129/14*z + 1
*
[ 1/2 ] 
f(z) = -286/9*z^3 + 125/18*z + 1
*
[ -2/15 ] 
f(z) = -285/8*z^3 + 137/15*z + 1
*
[ -2/3 ] 
f(z) = -285/16*z^3 + 125/12*z + 1
*
[ -1/6 ] 
f(z) = -284*z^3 + 134/9*z + 1
*
[ -1/4 ] 
f(z) = -284/3*z^3 + 131/12*z + 1
*
[ -1/2 ] 
f(z) = -284/17*z^3 + 122/17*z + 1
*
[ -1/2 ] 
f(z) = -284/19*z^3 + 128/19*z + 1
*
[ 2/3 ] 
f(z) = -283/8*z^3 + 137/9*z + 1
*
[ 1/2 ] 
f(z) = -282*z^3 + 139/2*z + 1
*
[ 1/2 ] 
f(z) = -282/5*z^3 + 131/10*z + 1
*
[ 1/2 ] 
f(z) = -282/7*z^3 + 127/14*z + 1
*
[ 2/3 ] 
f(z) = -281/8*z^3 + 136/9*z + 1
*
[ 1/2 ] 
f(z) = -298/11*z^3 + 127/22*z + 1
*
[ 1/2 ] 
f(z) = -298/13*z^3 + 123/26*z + 1
*
-1/3 | 0.19530678779544861661632733207795020587 | 0.028753958207059423225470686391952566474
f(z) = -297/7*z^3 + 134/21*z + 1
*
[ -2/5 ] 
f(z) = -295/16*z^3 + 129/20*z + 1
*
[ 1/2 ] 
f(z) = -294/11*z^3 + 125/22*z + 1
*
[ 1/2 ] 
f(z) = -294/13*z^3 + 121/26*z + 1
*
[ 1/2 ] 
f(z) = -290/11*z^3 + 123/22*z + 1
*
-7/34 | 0.097564076474289755050400810869385288396 | 0.013833536842480030621035699102158192955
f(z) = -289/6*z^3 + 121/24*z + 1
*
[ -4/17 ] 
f(z) = -289/10*z^3 + 137/20*z + 1
*
10/17 | 0.18832347356457685035232304982226548223 | 0.029612593147517161584470907476001084744
f(z) = -289/15*z^3 + 137/30*z + 1
*
[ -2/5 ] 
f(z) = -285/16*z^3 + 127/20*z + 1
*
[ 2/3 ] 
f(z) = -299/8*z^3 + 145/9*z + 1
*
-2 | 0.11918052169231415688864861760781840932 | 0.016825355925169255353689355208255433148
f(z) = -299/8*z^3 + 149*z + 1
*
[ 2 ] 
f(z) = -299/8*z^3 + 150*z + 1
*
[ -2 ] 
f(z) = -299/8*z^3 + 151*z + 1
*
[ 1/2 ] 
f(z) = -298*z^3 + 147/2*z + 1
*
[ -1/2 ] 
f(z) = -298*z^3 + 155/2*z + 1
*
[ 1/2 ] 
f(z) = -298/3*z^3 + 143/6*z + 1
*
[ -1/11 ] 
f(z) = -297*z^3 + 159/11*z + 1
*
[ -1/6 ] 
f(z) = -297/4*z^3 + 145/16*z + 1
*
-1/9 | 0.14935921911492887001166531168014437089 | 0.021989347081821073366569206094345713465
f(z) = -297/4*z^3 + 155/12*z + 1
*
-2 | 0.11905658756620100213186771018668006538 | 0.016823853571355183729413976716714099798
f(z) = -297/8*z^3 + 148*z + 1
*
[ 2 ] 
f(z) = -297/8*z^3 + 149*z + 1
*
[ -2 ] 
f(z) = -297/8*z^3 + 150*z + 1
*
-2/3 | 0.17044562183711863073653102983542142322 | 0.029935658664996595060079278770508199627
f(z) = -297/10*z^3 + 147/10*z + 1
*
[ -2/3 ] 
f(z) = -297/10*z^3 + 157/10*z + 1
*
[ -1/5 ] 
f(z) = -295/3*z^3 + 149/15*z + 1
*
[ -2/5 ] 
f(z) = -295/4*z^3 + 153/10*z + 1
*
[ 2/3 ] 
f(z) = -295/8*z^3 + 143/9*z + 1
*
-2 | 0.11893181830526932255854967912112310395 | 0.016822338862658046054943798022726197230
f(z) = -295/8*z^3 + 147*z + 1
*
[ 2 ] 
f(z) = -295/8*z^3 + 148*z + 1
*
[ -2 ] 
f(z) = -295/8*z^3 + 149*z + 1
*
[ 1/2 ] 
f(z) = -294*z^3 + 145/2*z + 1
*
-11/42 | 0.11668043418347670559693288713239736473 | 0.015608714265797726234296579448615948030
f(z) = -294*z^3 + 145/6*z + 1
*
[ -1/2 ] 
f(z) = -294*z^3 + 153/2*z + 1
*
[ 3/7 ] 
f(z) = -294*z^3 + 158/3*z + 1
*
[ 3/7 ] 
f(z) = -294/5*z^3 + 142/15*z + 1
*
[ 5/7 ] 
f(z) = -294/5*z^3 + 148/5*z + 1
*
[ -1/14 ] 
f(z) = -294/5*z^3 + 153/10*z + 1
*
[ -1/7 ] 
f(z) = -294/17*z^3 + 142/17*z + 1
*
[ -1/7 ] 
f(z) = -294/19*z^3 + 158/19*z + 1
*
[ 2/3 ] 
f(z) = -293/8*z^3 + 142/9*z + 1
*
-2 | 0.11880620257628802172143386060728021912 | 0.016820811613904698707973815274828203196
f(z) = -293/8*z^3 + 146*z + 1
*
[ 2 ] 
f(z) = -293/8*z^3 + 147*z + 1
*
[ -2 ] 
f(z) = -293/8*z^3 + 148*z + 1
*
[ -1/3 ] 
f(z) = -291/4*z^3 + 145/12*z + 1
*
[ -1/3 ] 
f(z) = -291/5*z^3 + 157/15*z + 1
*
-2 | 0.11867972881371789067387091228084004777 | 0.016819271635887136793801752535580037578
f(z) = -291/8*z^3 + 145*z + 1
*
[ 2 ] 
f(z) = -291/8*z^3 + 146*z + 1
*
[ -2 ] 
f(z) = -291/8*z^3 + 147*z + 1
*
[ 1/2 ] 
f(z) = -290*z^3 + 143/2*z + 1
*
[ -1/2 ] 
f(z) = -290*z^3 + 151/2*z + 1
*
[ -1/5 ] 
f(z) = -290/3*z^3 + 148/15*z + 1
*
[ -1/34 ] 
f(z) = -289*z^3 + 141/4*z + 1
*
-4/51 | 0.14993068659313028670117110424166150275 | 0.019066293955823861740526755708656760591
f(z) = -289*z^3 + 142/9*z + 1
*
[ -5/17 ] 
f(z) = -289*z^3 + 147/5*z + 1
*
-2/17 | 0.17318733959409528963238090144670090988 | 0.024556102302237864632142835881084263417
f(z) = -289/3*z^3 + 145/12*z + 1
*
[ -3/34 ] 
f(z) = -289/3*z^3 + 157/12*z + 1
*
[ -8/17 ] 
f(z) = -289/4*z^3 + 153/8*z + 1
*
[ -2/17 ] 
f(z) = -289/7*z^3 + 141/14*z + 1
*
[ 2/3 ] 
f(z) = -289/8*z^3 + 140/9*z + 1
*
-2 | 0.11855238521331783824241370367275727593 | 0.016817718735246849493775293385248599673
f(z) = -289/8*z^3 + 144*z + 1
*
[ 2 ] 
f(z) = -289/8*z^3 + 145*z + 1
*
[ -1/17 ] 
f(z) = -289/8*z^3 + 145/8*z + 1
*
[ -2 ] 
f(z) = -289/8*z^3 + 146*z + 1
*
[ -3/34 ] 
f(z) = -289/9*z^3 + 151/12*z + 1
*
[ -11/17 ] 
f(z) = -289/11*z^3 + 149/11*z + 1
*
-2/17 | 0.063620077847449257906759056316995667404 | 0.011227548038505024142594686555117141514
f(z) = -289/15*z^3 + 154/15*z + 1
*
[ -1/16 ] 
f(z) = -288*z^3 + 145/8*z + 1
*
13/24 | 0.091904984030023305801498326008176142436 | 0.014459318333818340774742747901511459826
f(z) = -288/5*z^3 + 149/10*z + 1
*
[ -1/12 ] 
f(z) = -288/11*z^3 + 145/11*z + 1
*
[ -1/6 ] 
f(z) = -288/19*z^3 + 141/19*z + 1
*
[ -1/7 ] 
f(z) = -287/2*z^3 + 153/14*z + 1
*
[ -2/7 ] 
f(z) = -287/4*z^3 + 145/14*z + 1
*
-2 | 0.11842415972552959556481168489701632174 | 0.016816152714355056881517927445608263460
f(z) = -287/8*z^3 + 143*z + 1
*
[ 2 ] 
f(z) = -287/8*z^3 + 144*z + 1
*
[ -2 ] 
f(z) = -287/8*z^3 + 145*z + 1
*
[ 1/2 ] 
f(z) = -286*z^3 + 141/2*z + 1
*
[ -1/2 ] 
f(z) = -286*z^3 + 149/2*z + 1
*
[ -1/11 ] 
f(z) = -286*z^3 + 158/11*z + 1
*
[ -1/3 ] 
f(z) = -285/4*z^3 + 143/12*z + 1
*
[ -2/5 ] 
f(z) = -285/4*z^3 + 149/10*z + 1
*
-2 | 0.11829504004863161893461608661694342095 | 0.016814573371188652542517059110964504449
f(z) = -285/8*z^3 + 142*z + 1
*
[ 2 ] 
f(z) = -285/8*z^3 + 143*z + 1
*
[ -2 ] 
f(z) = -285/8*z^3 + 144*z + 1
*
-2 | 0.11816501362165245859076753803385546264 | 0.016812980499201667587968926904587509287
f(z) = -283/8*z^3 + 141*z + 1
*
[ 2 ] 
f(z) = -283/8*z^3 + 142*z + 1
*
[ -2 ] 
f(z) = -283/8*z^3 + 143*z + 1
*
[ -1/2 ] 
f(z) = -282*z^3 + 147/2*z + 1
*
[ -1/3 ] 
f(z) = -282/5*z^3 + 154/15*z + 1
*
-2 | 0.11803406761703337883772562847498482965 | 0.016811373887192062410620279078819895086
f(z) = -281/8*z^3 + 140*z + 1
*
[ 2 ] 
f(z) = -281/8*z^3 + 141*z + 1
*
[ -2 ] 
f(z) = -281/8*z^3 + 142*z + 1
*
[ -1/4 ] 
f(z) = -296/11*z^3 + 147/22*z + 1
*
-1/4 | 0.16154262773406847941678409759358299177 | 0.025306252029454319014918643472999318609
f(z) = -296/15*z^3 + 157/30*z + 1
*
[ 3/5 ] 
f(z) = -295/18*z^3 + 157/30*z + 1
*
[ -2/7 ] 
f(z) = -294/11*z^3 + 147/22*z + 1
*
10/17 | 0.098376247363161212696541446109157953662 | 0.015468999872423559952301147545183775893
f(z) = -289/15*z^3 + 143/30*z + 1
*
12/17 | 0.11896696494276114599516623100459871371 | 0.016868236261196025429888015268058992742
f(z) = -289/18*z^3 + 155/24*z + 1
*
-5/24 | 0.13568066009975303826374024609759060389 | 0.021346501246157022308360902386677775726
f(z) = -288/11*z^3 + 157/22*z + 1
*
-1/12 | 0.17913591799187990575592183653619557287 | 0.028183273090164651634904687539646923516
f(z) = -288/17*z^3 + 157/34*z + 1
*
[ 4/7 ] 
f(z) = -287/16*z^3 + 143/28*z + 1
*
[ -2/3 ] 
f(z) = -299/8*z^3 + 172/9*z + 1
*
[ -1/2 ] 
f(z) = -298/3*z^3 + 167/6*z + 1
*
[ -1/2 ] 
f(z) = -298/5*z^3 + 179/10*z + 1
*
-1/6 | 0.24440723182182405265943246796742563253 | 0.029883607546377411651394840355807958980
f(z) = -297*z^3 + 175/12*z + 1
*
[ 4/9 ] 
f(z) = -297/4*z^3 + 161/12*z + 1
*
[ -1/9 ] 
f(z) = -297/5*z^3 + 161/15*z + 1
*
[ -2/3 ] 
f(z) = -297/14*z^3 + 167/14*z + 1
*
[ -2/3 ] 
f(z) = -295/8*z^3 + 170/9*z + 1
*
[ 3/5 ] 
f(z) = -295/9*z^3 + 167/15*z + 1
*
-1/42 | 0.22243770273766858536233842253460178878 | 0.029756201785409469058826969488065865306
f(z) = -294*z^3 + 169/6*z + 1
*
[ -3/7 ] 
f(z) = -294*z^3 + 172/3*z + 1
*
[ -5/7 ] 
f(z) = -294/5*z^3 + 162/5*z + 1
*
-8/21 | 0.12742221742291259813813461884479442078 | 0.018787763066965705631350685071998497236
f(z) = -294/5*z^3 + 173/15*z + 1
*
[ -1/2 ] 
f(z) = -294/5*z^3 + 177/10*z + 1
*
[ -2/3 ] 
f(z) = -293/8*z^3 + 169/9*z + 1
*
[ -1/2 ] 
f(z) = -290/3*z^3 + 163/6*z + 1
*
[ 3/5 ] 
f(z) = -290/9*z^3 + 164/15*z + 1
*
[ -3/34 ] 
f(z) = -289*z^3 + 175/12*z + 1
*
[ -5/17 ] 
f(z) = -289/2*z^3 + 169/10*z + 1
*
-5/34 | 0.16506084899688756008977482552676072957 | 0.023403853327625110759940194213451360142
f(z) = -289/4*z^3 + 169/16*z + 1
*
[ -2/3 ] 
f(z) = -289/8*z^3 + 167/9*z + 1
*
[ 14/17 ] 
f(z) = -289/8*z^3 + 170/7*z + 1
*
[ -1/17 ] 
f(z) = -289/9*z^3 + 163/9*z + 1
*
[ -2/17 ] 
f(z) = -289/9*z^3 + 179/18*z + 1
*
-12/17 | 0.15214933094566601990848599298346794362 | 0.026851019049599517526686097405464756689
f(z) = -289/10*z^3 + 169/10*z + 1
*
[ -12/17 ] 
f(z) = -289/12*z^3 + 173/12*z + 1
*
[ 13/17 ] 
f(z) = -289/13*z^3 + 165/13*z + 1
*
14/17 | 0.15458103939196413495172029028526178464 | 0.027280162243386809237746406697234791623
f(z) = -289/15*z^3 + 166/15*z + 1
*
-12/17 | 0.10847428687592331105335600937220988194 | 0.019143331917360012421065392534105076469
f(z) = -289/15*z^3 + 169/15*z + 1
*
[ -2/17 ] 
f(z) = -289/18*z^3 + 175/18*z + 1
*
[ -1/18 ] 
f(z) = -288*z^3 + 179/9*z + 1
*
[ -1/12 ] 
f(z) = -288/13*z^3 + 171/13*z + 1
*
[ -2/3 ] 
f(z) = -287/8*z^3 + 166/9*z + 1
*
[ -1/2 ] 
f(z) = -286/3*z^3 + 161/6*z + 1
*
[ -1/2 ] 
f(z) = -286/5*z^3 + 173/10*z + 1
*
[ -1/6 ] 
f(z) = -285*z^3 + 179/12*z + 1
*
-2/15 | 0.14716673038126076317013117499832175402 | 0.017602540179307203325343833234158678258
f(z) = -285/2*z^3 + 173/15*z + 1
*
[ -2/3 ] 
f(z) = -283/8*z^3 + 164/9*z + 1
*
[ -1/2 ] 
f(z) = -282/5*z^3 + 171/10*z + 1
*
[ -2/3 ] 
f(z) = -281/8*z^3 + 163/9*z + 1
*
[ -1/6 ] 
f(z) = -297/5*z^3 + 173/20*z + 1
*
-1/3 | 0.18628885620537495931315509798914138221 | 0.027426297089993313926239387977644602244
f(z) = -297/8*z^3 + 179/24*z + 1
*
[ -1/4 ] 
f(z) = -296/13*z^3 + 167/26*z + 1
*
[ -1/5 ] 
f(z) = -295/4*z^3 + 179/20*z + 1
*
-5/14 | 0.15874346341141050354151389918661692128 | 0.024894191755179745924865544572338931625
f(z) = -294/11*z^3 + 163/22*z + 1
*
10/21 | 0.16069039303461671791134490721325445741 | 0.023692987710705992969097571478836822079
f(z) = -294/11*z^3 + 167/33*z + 1
*
-1/7 | 0.15279348233859064733597552423364120490 | 0.022528628071401469703480533322626686359
f(z) = -294/13*z^3 + 161/39*z + 1
*
[ -2/7 ] 
f(z) = -294/13*z^3 + 165/26*z + 1
*
[ -1/4 ] 
f(z) = -292/5*z^3 + 173/20*z + 1
*
-1/3 | 0.19151402052387292430698988085900697066 | 0.028280543862932333726808002398061629653
f(z) = -291/8*z^3 + 169/24*z + 1
*
[ 6/17 ] 
f(z) = -289/5*z^3 + 161/30*z + 1
*
15/34 | 0.12388221913950613231692854605291640068 | 0.017565166447776991048880610002354791703
f(z) = -289/5*z^3 + 173/20*z + 1
*
-4/17 | 0.13175154112224928323876197533029099666 | 0.018680951678443346955098121558158077544
f(z) = -289/5*z^3 + 179/20*z + 1
*
-3/34 | 0.13897745778448119612832851578365063210 | 0.019705508953825511994951147997077005967
f(z) = -289/6*z^3 + 161/24*z + 1
*
[ -3/17 ] 
f(z) = -289/7*z^3 + 167/21*z + 1
*
[ -4/17 ] 
f(z) = -289/14*z^3 + 179/28*z + 1
*
-4/17 | 0.14612749847099577650006531046246057172 | 0.022977561309701604988386534696950843978
f(z) = -289/15*z^3 + 167/30*z + 1
*
[ 10/17 ] 
f(z) = -289/15*z^3 + 179/30*z + 1
*
[ -10/17 ] 
f(z) = -289/16*z^3 + 179/20*z + 1
*
-11/24 | 0.18126168783392866392868603510705999283 | 0.028517718312858695912982211693341728116
f(z) = -288/11*z^3 + 169/22*z + 1
*
-5/12 | 0.13639388893140830512628632731041770875 | 0.021458712818038606801963751574757442590
f(z) = -288/11*z^3 + 177/22*z + 1
*
[ -2/7 ] 
f(z) = -287/16*z^3 + 167/28*z + 1
*
[ -1/5 ] 
f(z) = -285/4*z^3 + 177/20*z + 1
*
[ -1/3 ] 
f(z) = -285/7*z^3 + 179/21*z + 1
*
-1/3 | 0.19024615641481833830237116747869696020 | 0.028180017333494537715145958080017348686
f(z) = -285/8*z^3 + 167/24*z + 1
*
[ -1/4 ] 
f(z) = -284/5*z^3 + 171/20*z + 1
*
[ -1/3 ] 
f(z) = -282/7*z^3 + 178/21*z + 1
*
-4/33 | 0.20964424284349025912280675975064228818 | 0.025908785980793012681152753357031693248
f(z) = -297/16*z^3 + 177/44*z + 1
*
-9/34 | 0.12405112905950775536173687321868909956 | 0.017589116057980276859398414455297960952
f(z) = -289/10*z^3 + 161/40*z + 1
*
-5/34 | 0.13436991341310993809796312793698923345 | 0.019052208711378976874333060788500668646
f(z) = -289/10*z^3 + 177/40*z + 1
*
[ -1/4 ] 
f(z) = -298*z^3 + 189/8*z + 1
*
[ -1/2 ] 
f(z) = -298/7*z^3 + 191/14*z + 1
*
[ -2/33 ] 
f(z) = -297/8*z^3 + 194/11*z + 1
*
[ -1/4 ] 
f(z) = -294*z^3 + 187/8*z + 1
*
-4/21 | 0.22621683687913873511043054559507484200 | 0.027693849916287425834394455748993851777
f(z) = -294*z^3 + 197/12*z + 1
*
-2/21 | 0.17826603070791731638051468740482967168 | 0.026284426810065375549010034477582287187
f(z) = -294/5*z^3 + 188/15*z + 1
*
[ -1/6 ] 
f(z) = -291*z^3 + 181/12*z + 1
*
[ 2/3 ] 
f(z) = -291/4*z^3 + 191/6*z + 1
*
[ -1/4 ] 
f(z) = -290*z^3 + 185/8*z + 1
*
[ -1/2 ] 
f(z) = -290/7*z^3 + 187/14*z + 1
*
[ -1/2 ] 
f(z) = -290/9*z^3 + 199/18*z + 1
*
-3/34 | 0.20888636318188155436334147828601528009 | 0.025626036198353427645413071119522491517
f(z) = -289*z^3 + 191/12*z + 1
*
-6/17 | 0.090199359198266607991805472870651831402 | 0.012789299132720506733253600356128479008
f(z) = -289/3*z^3 + 181/12*z + 1
*
-5/17 | 0.21193564174320431810891717819382948885 | 0.029128585175607115972034627467273333510
f(z) = -289/3*z^3 + 182/15*z + 1
*
[ -5/17 ] 
f(z) = -289/3*z^3 + 191/15*z + 1
*
-3/34 | 0.13005294272795656704892275693283334128 | 0.018440108692816174608098448317418931430
f(z) = -289/3*z^3 + 193/12*z + 1
*
22/51 | 0.21754046327198147343321072699664410095 | 0.027664052731815791360813584087099760623
f(z) = -289/4*z^3 + 197/18*z + 1
*
[ 10/17 ] 
f(z) = -289/5*z^3 + 193/10*z + 1
*
-1/17 | 0.14781856137492623358233103238094481058 | 0.026086733229079632240540292418653466099
f(z) = -289/6*z^3 + 181/6*z + 1
*
[ -14/17 ] 
f(z) = -289/8*z^3 + 187/7*z + 1
*
[ 12/17 ] 
f(z) = -289/9*z^3 + 187/12*z + 1
*
[ -1/17 ] 
f(z) = -289/10*z^3 + 181/10*z + 1
*
[ -1/17 ] 
f(z) = -289/11*z^3 + 199/11*z + 1
*
[ 14/17 ] 
f(z) = -289/14*z^3 + 193/14*z + 1
*
[ -5/24 ] 
f(z) = -288*z^3 + 183/10*z + 1
*
[ 5/6 ] 
f(z) = -288/5*z^3 + 199/5*z + 1
*
[ -1/4 ] 
f(z) = -286*z^3 + 183/8*z + 1
*
[ -1/2 ] 
f(z) = -286/7*z^3 + 185/14*z + 1
*
[ -1/2 ] 
f(z) = -286/9*z^3 + 197/18*z + 1
*
[ 2/3 ] 
f(z) = -285/4*z^3 + 187/6*z + 1
*
-2/15 | 0.24103037313813495530568732124282718867 | 0.028829524285861768953962225765084755338
f(z) = -285/8*z^3 + 182/15*z + 1
*
[ -1/4 ] 
f(z) = -282*z^3 + 181/8*z + 1
*
[ -1/2 ] 
f(z) = -282/7*z^3 + 183/14*z + 1
*
[ -2/11 ] 
f(z) = -297/4*z^3 + 197/22*z + 1
*
[ -3/8 ] 
f(z) = -296/9*z^3 + 199/24*z + 1
*
[ -1/4 ] 
f(z) = -296/15*z^3 + 187/30*z + 1
*
[ 2/5 ] 
f(z) = -295/6*z^3 + 191/30*z + 1
*
-3/7 | 0.099289774244100187161668158630105519523 | 0.015570648556124851616673385124423642425
f(z) = -294/13*z^3 + 199/26*z + 1
*
[ -1/3 ] 
f(z) = -291/7*z^3 + 181/21*z + 1
*
[ -1/3 ] 
f(z) = -291/8*z^3 + 193/24*z + 1
*
[ -2/9 ] 
f(z) = -291/8*z^3 + 197/27*z + 1
*
-5/34 | 0.12590118318596259866261309738870661496 | 0.017851433837676982528046005393125078249
f(z) = -289/5*z^3 + 189/20*z + 1
*
[ -3/17 ] 
f(z) = -289/8*z^3 + 187/24*z + 1
*
-8/17 | 0.16702933065382272416001472360649492374 | 0.026264233123640359851709721807107080756
f(z) = -289/11*z^3 + 183/22*z + 1
*
10/17 | 0.18275050165583934565002431666035310828 | 0.025117358786763554104247964840645721830
f(z) = -289/12*z^3 + 181/30*z + 1
*
-8/17 | 0.18856599977066973543494301318046998481 | 0.029650728753943180624156903121492445056
f(z) = -289/12*z^3 + 191/24*z + 1
*
[ -6/17 ] 
f(z) = -289/15*z^3 + 187/30*z + 1
*
-4/17 | 0.087307424565228257722343666993030050988 | 0.013728502312915900872659724919277755369
f(z) = -289/15*z^3 + 197/30*z + 1
*
[ 3/8 ] 
f(z) = -288/5*z^3 + 193/30*z + 1
*
[ -11/24 ] 
f(z) = -288/11*z^3 + 191/22*z + 1
*
[ -3/7 ] 
f(z) = -287/9*z^3 + 193/21*z + 1
*
[ -1/3 ] 
f(z) = -285/8*z^3 + 191/24*z + 1
*
[ -2/9 ] 
f(z) = -285/8*z^3 + 196/27*z + 1
*
-5/34 | 0.19305968214646942138426527375398098811 | 0.027373786769502765734736332749136124757
f(z) = -289/15*z^3 + 193/60*z + 1
*
[ -1/13 ] 
f(z) = -299*z^3 + 205/13*z + 1
*
[ -1/2 ] 
f(z) = -298/9*z^3 + 203/18*z + 1
*
[ -4/9 ] 
f(z) = -297/4*z^3 + 215/12*z + 1
*
-1/9 | 0.13804289616222903951838902131105047304 | 0.020323306280513598242299308227843010151
f(z) = -297/5*z^3 + 206/15*z + 1
*
[ -3/5 ] 
f(z) = -295/9*z^3 + 217/15*z + 1
*
[ 5/21 ] 
f(z) = -294*z^3 + 202/15*z + 1
*
[ -4/21 ] 
f(z) = -294*z^3 + 203/12*z + 1
*
[ -3/7 ] 
f(z) = -294/5*z^3 + 212/15*z + 1
*
[ -1/8 ] 
f(z) = -292*z^3 + 217/16*z + 1
*
[ 3/4 ] 
f(z) = -292/9*z^3 + 215/12*z + 1
*
[ -2/3 ] 
f(z) = -291/4*z^3 + 209/6*z + 1
*
[ -3/5 ] 
f(z) = -290/9*z^3 + 214/15*z + 1
*
[ 6/17 ] 
f(z) = -289*z^3 + 205/6*z + 1
*
-13/51 | 0.23181715305019152365274893460687398113 | 0.029479582095501975906871640819929038886
f(z) = -289*z^3 + 214/9*z + 1
*
-1/34 | 0.20045796153033431247204246704539141652 | 0.028422783225228202624289404011583200350
f(z) = -289/3*z^3 + 217/12*z + 1
*
[ 12/17 ] 
f(z) = -289/8*z^3 + 211/12*z + 1
*
-1/17 | 0.14215101169439272832634690714022194658 | 0.025086535045553596508780896807795287584
f(z) = -289/12*z^3 + 205/12*z + 1
*
[ -1/17 ] 
f(z) = -289/12*z^3 + 217/12*z + 1
*
[ -5/6 ] 
f(z) = -288/5*z^3 + 211/5*z + 1
*
[ 5/8 ] 
f(z) = -288/5*z^3 + 219/10*z + 1
*
[ -1/13 ] 
f(z) = -286*z^3 + 204/13*z + 1
*
-2/15 | 0.24793876179179349556817444093393567934 | 0.029655833252129180502691036529471059305
f(z) = -285*z^3 + 211/15*z + 1
*
-4/15 | 0.23753461399093306771182817484046096702 | 0.028411398255023230508408873929229078150
f(z) = -285/2*z^3 + 212/15*z + 1
*
[ 2/5 ] 
f(z) = -285/2*z^3 + 213/10*z + 1
*
[ -2/3 ] 
f(z) = -285/4*z^3 + 205/6*z + 1
*
[ -2/19 ] 
f(z) = -285/8*z^3 + 207/19*z + 1
*
2/3 | 0.21110778441115122528405169211205776060 | 0.025250498177371937981864813875438757135
f(z) = -285/8*z^3 + 212/15*z + 1
*
[ -1/8 ] 
f(z) = -284*z^3 + 215/16*z + 1
*
[ 3/4 ] 
f(z) = -284/9*z^3 + 209/12*z + 1
*
[ 3/2 ] 
f(z) = -284/9*z^3 + 214/3*z + 1
*
[ -3/2 ] 
f(z) = -284/9*z^3 + 218/3*z + 1
*
[ -1/2 ] 
f(z) = -298/11*z^3 + 215/22*z + 1
*
-1/6 | 0.12246597435846676576933692186757082247 | 0.014973882271131509296672792444314452323
f(z) = -297/2*z^3 + 203/24*z + 1
*
[ -1/4 ] 
f(z) = -296/17*z^3 + 207/34*z + 1
*
-2/21 | 0.14336123153724983162246227640246708780 | 0.019177889725188254904964578419212513394
f(z) = -294/5*z^3 + 211/30*z + 1
*
[ 11/21 ] 
f(z) = -294/11*z^3 + 212/33*z + 1
*
[ -1/2 ] 
f(z) = -294/11*z^3 + 213/22*z + 1
*
-2/7 | 0.14226823137072021956147034482271930197 | 0.020976732919958726722388810682731656166
f(z) = -294/11*z^3 + 215/33*z + 1
*
-2/21 | 0.19796378571090135806097023553504210235 | 0.029188761402822640496906672363292575236
f(z) = -294/13*z^3 + 203/39*z + 1
*
[ -2/7 ] 
f(z) = -294/17*z^3 + 201/34*z + 1
*
[ -2/7 ] 
f(z) = -294/19*z^3 + 219/38*z + 1
*
[ -1/4 ] 
f(z) = -292/7*z^3 + 213/28*z + 1
*
[ -1/3 ] 
f(z) = -291/10*z^3 + 217/30*z + 1
*
[ -3/10 ] 
f(z) = -290/9*z^3 + 217/30*z + 1
*
[ -1/2 ] 
f(z) = -290/11*z^3 + 211/22*z + 1
*
[ -5/17 ] 
f(z) = -289/4*z^3 + 213/20*z + 1
*
15/34 | 0.098614991544935677313891677827468778908 | 0.013982545297983926193435787201100293888
f(z) = -289/5*z^3 + 201/20*z + 1
*
-2/17 | 0.18043644551874353029694736875056814357 | 0.025583947565653932117140120177655778078
f(z) = -289/5*z^3 + 211/20*z + 1
*
[ -4/17 ] 
f(z) = -289/7*z^3 + 211/28*z + 1
*
[ -7/34 ] 
f(z) = -289/7*z^3 + 213/28*z + 1
*
[ -2/17 ] 
f(z) = -289/11*z^3 + 217/22*z + 1
*
[ -8/17 ] 
f(z) = -289/12*z^3 + 203/24*z + 1
*
[ 9/17 ] 
f(z) = -289/12*z^3 + 211/36*z + 1
*
[ 5/12 ] 
f(z) = -288/7*z^3 + 201/35*z + 1
*
[ -1/8 ] 
f(z) = -288/11*z^3 + 207/22*z + 1
*
[ -1/7 ] 
f(z) = -287/3*z^3 + 209/21*z + 1
*
[ 1/3 ] 
f(z) = -287/4*z^3 + 215/36*z + 1
*
[ -1/4 ] 
f(z) = -284/7*z^3 + 211/28*z + 1
*
[ 1/3 ] 
f(z) = -283/4*z^3 + 211/36*z + 1
*
[ -1/2 ] 
f(z) = -282/11*z^3 + 207/22*z + 1
*
[ -1/2 ] 
f(z) = -282/13*z^3 + 219/26*z + 1
*
[ 1/3 ] 
f(z) = -281/4*z^3 + 209/36*z + 1
*
[ 8/17 ] 
f(z) = -289/10*z^3 + 211/40*z + 1
*
[ 9/17 ] 
f(z) = -289/15*z^3 + 203/45*z + 1
*
[ 1/2 ] 
f(z) = -295/19*z^3 + 219/76*z + 1
*
[ 1/2 ] 
f(z) = -293/19*z^3 + 217/76*z + 1
*
[ 1/2 ] 
f(z) = -291/19*z^3 + 215/76*z + 1
*
[ 1/2 ] 
f(z) = -289/19*z^3 + 213/76*z + 1
*
[ 1/2 ] 
f(z) = -287/17*z^3 + 219/68*z + 1
*
[ 1/2 ] 
f(z) = -287/18*z^3 + 215/72*z + 1
*
[ 1/2 ] 
f(z) = -287/19*z^3 + 211/76*z + 1
*
[ 1/2 ] 
f(z) = -285/17*z^3 + 217/68*z + 1
*
[ 1/2 ] 
f(z) = -283/16*z^3 + 219/64*z + 1
*
[ 1/2 ] 
f(z) = -283/17*z^3 + 215/68*z + 1
*
[ 1/2 ] 
f(z) = -283/18*z^3 + 211/72*z + 1
*
[ 1/2 ] 
f(z) = -283/19*z^3 + 207/76*z + 1
*
[ 1/2 ] 
f(z) = -281/16*z^3 + 217/64*z + 1
*
[ 1/2 ] 
f(z) = -281/17*z^3 + 213/68*z + 1
*
[ 1/2 ] 
f(z) = -281/18*z^3 + 209/72*z + 1
*
[ 1/2 ] 
f(z) = -281/19*z^3 + 205/76*z + 1
*
-2/9 | 0.22627672461677433398040645355492176159 | 0.027666795229107452791125040743417532155
f(z) = -297*z^3 + 233/12*z + 1
*
[ -1/18 ] 
f(z) = -297*z^3 + 239/12*z + 1
*
[ 3/2 ] 
f(z) = -296/9*z^3 + 223/3*z + 1
*
[ -3/2 ] 
f(z) = -296/9*z^3 + 227/3*z + 1
*
[ 2/5 ] 
f(z) = -295/2*z^3 + 221/10*z + 1
*
[ -1/28 ] 
f(z) = -294*z^3 + 235/8*z + 1
*
[ 3/2 ] 
f(z) = -292/9*z^3 + 220/3*z + 1
*
[ -3/2 ] 
f(z) = -292/9*z^3 + 224/3*z + 1
*
-7/68 | 0.13139324145787239197441825683982166928 | 0.015569735931124282942094852629550781612
f(z) = -289*z^3 + 225/16*z + 1
*
[ -6/17 ] 
f(z) = -289*z^3 + 239/6*z + 1
*
-5/51 | 0.14606359261771850516768294890363984947 | 0.018574525711674602795507937746099220433
f(z) = -289/2*z^3 + 223/18*z + 1
*
[ 9/17 ] 
f(z) = -289/3*z^3 + 235/9*z + 1
*
[ -10/17 ] 
f(z) = -289/5*z^3 + 227/10*z + 1
*
[ 9/17 ] 
f(z) = -289/6*z^3 + 227/18*z + 1
*
[ -2/51 ] 
f(z) = -289/8*z^3 + 239/9*z + 1
*
[ -12/17 ] 
f(z) = -289/9*z^3 + 221/12*z + 1
*
[ -1/17 ] 
f(z) = -289/13*z^3 + 235/13*z + 1
*
[ -14/17 ] 
f(z) = -289/14*z^3 + 227/14*z + 1
*
[ 15/17 ] 
f(z) = -289/15*z^3 + 223/15*z + 1
*
[ 3/8 ] 
f(z) = -288*z^3 + 233/6*z + 1
*
[ -1/12 ] 
f(z) = -288/17*z^3 + 223/17*z + 1
*
[ 1/4 ] 
f(z) = -287*z^3 + 239/16*z + 1
*
[ -2/7 ] 
f(z) = -287/2*z^3 + 227/14*z + 1
*
[ 1/4 ] 
f(z) = -285*z^3 + 237/16*z + 1
*
[ 1/4 ] 
f(z) = -283*z^3 + 235/16*z + 1
*
[ 1/4 ] 
f(z) = -281*z^3 + 233/16*z + 1
*
[ 1/3 ] 
f(z) = -299/4*z^3 + 227/36*z + 1
*
[ -2/5 ] 
f(z) = -299/8*z^3 + 237/25*z + 1
*
[ -1/2 ] 
f(z) = -298/13*z^3 + 227/26*z + 1
*
[ -1/2 ] 
f(z) = -298/15*z^3 + 239/30*z + 1
*
[ -1/9 ] 
f(z) = -297/7*z^3 + 221/21*z + 1
*
[ -1/6 ] 
f(z) = -297/7*z^3 + 229/28*z + 1
*
-2/9 | 0.25436126812366464297802142235324052821 | 0.027677326861911388903424390387854034995
f(z) = -297/8*z^3 + 227/33*z + 1
*
[ -2/15 ] 
f(z) = -297/8*z^3 + 229/25*z + 1
*
-26/99 | 0.17770575890489743023615896271740501674 | 0.019336357342202126936427995666059321979
f(z) = -297/8*z^3 + 233/33*z + 1
*
[ -2/5 ] 
f(z) = -297/8*z^3 + 236/25*z + 1
*
[ -1/4 ] 
f(z) = -296/19*z^3 + 227/38*z + 1
*
[ 1/3 ] 
f(z) = -295/4*z^3 + 223/36*z + 1
*
[ -1/5 ] 
f(z) = -295/6*z^3 + 239/30*z + 1
*
[ -2/5 ] 
f(z) = -295/12*z^3 + 223/30*z + 1
*
[ 4/5 ] 
f(z) = -295/16*z^3 + 231/20*z + 1
*
[ -1/3 ] 
f(z) = -294/11*z^3 + 230/33*z + 1
*
[ -1/2 ] 
f(z) = -294/13*z^3 + 225/26*z + 1
*
[ 1/3 ] 
f(z) = -293/3*z^3 + 239/27*z + 1
*
[ 1/3 ] 
f(z) = -293/4*z^3 + 221/36*z + 1
*
[ -2/5 ] 
f(z) = -293/8*z^3 + 234/25*z + 1
*
[ 1/3 ] 
f(z) = -292/3*z^3 + 238/27*z + 1
*
[ -2/5 ] 
f(z) = -291/8*z^3 + 233/25*z + 1
*
[ -1/3 ] 
f(z) = -291/11*z^3 + 229/33*z + 1
*
[ 1/3 ] 
f(z) = -290/3*z^3 + 236/27*z + 1
*
[ -1/2 ] 
f(z) = -290/13*z^3 + 223/26*z + 1
*
-5/34 | 0.22900373852945325434041972727030699686 | 0.026437258833841303010808827169214764919
f(z) = -289*z^3 + 229/20*z + 1
*
[ 1/3 ] 
f(z) = -289/3*z^3 + 235/27*z + 1
*
-13/34 | 0.11859045720582154010211995048016016801 | 0.016814851513052528651700955191496938185
f(z) = -289/5*z^3 + 229/20*z + 1
*
[ 8/17 ] 
f(z) = -289/6*z^3 + 229/24*z + 1
*
-7/34 | 0.11022419506697471143085131887545172380 | 0.015628605512332355165734399683125693571
f(z) = -289/7*z^3 + 221/28*z + 1
*
-6/17 | 0.19898248714300397194100565683695842447 | 0.028213576824318451129235896575711714883
f(z) = -289/7*z^3 + 235/28*z + 1
*
[ -2/5 ] 
f(z) = -289/8*z^3 + 232/25*z + 1
*
[ -6/17 ] 
f(z) = -289/10*z^3 + 223/30*z + 1
*
[ -3/17 ] 
f(z) = -289/10*z^3 + 227/30*z + 1
*
[ 10/17 ] 
f(z) = -289/12*z^3 + 229/30*z + 1
*
-4/17 | 0.086662501615373312714146486767253278544 | 0.013627092538743472098094803223954497648
f(z) = -289/15*z^3 + 227/30*z + 1
*
[ -4/17 ] 
f(z) = -289/18*z^3 + 221/36*z + 1
*
-1/3 | 0.20685111412935890156384012546579528081 | 0.029343685082678615341865435305356314475
f(z) = -288/7*z^3 + 233/28*z + 1
*
[ 2/3 ] 
f(z) = -288/19*z^3 + 237/38*z + 1
*
[ 1/3 ] 
f(z) = -287/3*z^3 + 233/27*z + 1
*
[ -2/5 ] 
f(z) = -287/8*z^3 + 231/25*z + 1
*
[ 1/3 ] 
f(z) = -286/3*z^3 + 232/27*z + 1
*
[ -3/11 ] 
f(z) = -286/9*z^3 + 232/33*z + 1
*
[ -1/2 ] 
f(z) = -286/15*z^3 + 233/30*z + 1
*
[ -1/3 ] 
f(z) = -285/11*z^3 + 227/33*z + 1
*
[ 4/5 ] 
f(z) = -285/16*z^3 + 223/20*z + 1
*
-4/5 | 0.21017770570437933088525571519305236663 | 0.028942414736658447143683147349502178265
f(z) = -285/16*z^3 + 233/20*z + 1
*
[ 1/3 ] 
f(z) = -284/3*z^3 + 230/27*z + 1
*
[ 1/3 ] 
f(z) = -283/3*z^3 + 229/27*z + 1
*
[ -2/5 ] 
f(z) = -283/8*z^3 + 229/25*z + 1
*
[ -1/3 ] 
f(z) = -282/11*z^3 + 226/33*z + 1
*
[ 1/3 ] 
f(z) = -281/3*z^3 + 227/27*z + 1
*
[ -2/5 ] 
f(z) = -281/8*z^3 + 228/25*z + 1
*
-2/9 | 0.19205545365932472003519509751155079903 | 0.028275281931019257788485063062187492097
f(z) = -297/14*z^3 + 233/42*z + 1
*
[ 1/2 ] 
f(z) = -295/14*z^3 + 239/56*z + 1
*
[ 1/2 ] 
f(z) = -293/14*z^3 + 237/56*z + 1
*
[ 1/2 ] 
f(z) = -291/13*z^3 + 239/52*z + 1
*
[ 1/2 ] 
f(z) = -291/14*z^3 + 235/56*z + 1
*
[ 1/2 ] 
f(z) = -289/14*z^3 + 233/56*z + 1
*
[ 1/2 ] 
f(z) = -287/12*z^3 + 239/48*z + 1
*
[ 1/2 ] 
f(z) = -287/13*z^3 + 235/52*z + 1
*
[ 1/2 ] 
f(z) = -285/13*z^3 + 233/52*z + 1
*
[ 1/2 ] 
f(z) = -285/14*z^3 + 229/56*z + 1
*
[ 1/2 ] 
f(z) = -283/11*z^3 + 239/44*z + 1
*
[ 1/2 ] 
f(z) = -283/12*z^3 + 235/48*z + 1
*
[ 1/2 ] 
f(z) = -283/13*z^3 + 231/52*z + 1
*
[ 1/2 ] 
f(z) = -283/14*z^3 + 227/56*z + 1
*
[ 1/2 ] 
f(z) = -281/11*z^3 + 237/44*z + 1
*
[ 1/2 ] 
f(z) = -281/12*z^3 + 233/48*z + 1
*
[ 1/2 ] 
f(z) = -281/13*z^3 + 229/52*z + 1
*
[ 1/2 ] 
f(z) = -281/14*z^3 + 225/56*z + 1
*
[ 1/2 ] 
f(z) = -299/15*z^3 + 239/60*z + 1
*
[ 1/2 ] 
f(z) = -299/16*z^3 + 235/64*z + 1
*
[ 1/2 ] 
f(z) = -299/17*z^3 + 231/68*z + 1
*
[ 1/2 ] 
f(z) = -299/18*z^3 + 227/72*z + 1
*
[ 1/2 ] 
f(z) = -299/19*z^3 + 223/76*z + 1
*
[ 1/2 ] 
f(z) = -297/16*z^3 + 233/64*z + 1
*
[ 1/2 ] 
f(z) = -297/17*z^3 + 229/68*z + 1
*
[ 1/2 ] 
f(z) = -297/19*z^3 + 221/76*z + 1
*
[ 1/2 ] 
f(z) = -295/16*z^3 + 231/64*z + 1
*
[ 1/2 ] 
f(z) = -295/17*z^3 + 227/68*z + 1
*
[ 1/2 ] 
f(z) = -295/18*z^3 + 223/72*z + 1
*
[ 1/2 ] 
f(z) = -293/15*z^3 + 233/60*z + 1
*
[ 1/2 ] 
f(z) = -293/16*z^3 + 229/64*z + 1
*
[ 1/2 ] 
f(z) = -293/17*z^3 + 225/68*z + 1
*
[ 1/2 ] 
f(z) = -293/18*z^3 + 221/72*z + 1
*
[ 1/2 ] 
f(z) = -291/16*z^3 + 227/64*z + 1
*
[ 1/2 ] 
f(z) = -291/17*z^3 + 223/68*z + 1
*
-8/51 | 0.21757035219896024306215860775561307209 | 0.027667853628621845787329401873965379178
f(z) = -289/14*z^3 + 221/63*z + 1
*
[ 1/2 ] 
f(z) = -289/16*z^3 + 225/64*z + 1
*
19/34 | 0.20601343846247687260232920352495312260 | 0.029210490110749680148608007660815875721
f(z) = -289/19*z^3 + 229/76*z + 1
*
[ 1/2 ] 
f(z) = -287/15*z^3 + 227/60*z + 1
*
[ 1/2 ] 
f(z) = -287/16*z^3 + 223/64*z + 1
*
[ 1/2 ] 
f(z) = -285/16*z^3 + 221/64*z + 1
*
-2/15 | 0.22492042609311833914213005756575629313 | 0.026902621449794378646307524583097056273
f(z) = -285/16*z^3 + 229/60*z + 1
*
[ 1/2 ] 
f(z) = -283/15*z^3 + 223/60*z + 1
*
[ 1/2 ] 
f(z) = -281/15*z^3 + 221/60*z + 1
*
[ 1/4 ] 
f(z) = -299*z^3 + 251/16*z + 1
*
[ -1/12 ] 
f(z) = -297*z^3 + 241/16*z + 1
*
[ 1/4 ] 
f(z) = -297*z^3 + 249/16*z + 1
*
-1/33 | 0.24146035218392094708394085280310529329 | 0.029840765015667446382935081124310649361
f(z) = -297*z^3 + 256/11*z + 1
*
[ 2/3 ] 
f(z) = -297/5*z^3 + 259/10*z + 1
*
[ 2/3 ] 
f(z) = -297/7*z^3 + 257/14*z + 1
*
0 | 0.14483814464758897976353158724097111459 | 0.025438173260824685426771527063367278091
f(z) = -297/19*z^3 + 259/19*z + 1
*
0 | 0.14477623592850878037962080077720954608 | 0.025442370924124034463433072875651050938
f(z) = -296/19*z^3 + 258/19*z + 1
*
[ 1/4 ] 
f(z) = -295*z^3 + 247/16*z + 1
*
[ 1/3 ] 
f(z) = -295/2*z^3 + 259/18*z + 1
*
0 | 0.11830699421513075484963753905963732499 | 0.020803148739380862631095572331552153954
f(z) = -295/18*z^3 + 259/18*z + 1
*
0 | 0.14471411954118935104119656853872783807 | 0.025446588119968300406664324988842938405
f(z) = -295/19*z^3 + 257/19*z + 1
*
[ -1/42 ] 
f(z) = -294*z^3 + 259/6*z + 1
*
0 | 0.14465179408766701460223257999536225420 | 0.025450825009780721915581224885117265142
f(z) = -294/19*z^3 + 256/19*z + 1
*
[ 1/4 ] 
f(z) = -293*z^3 + 245/16*z + 1
*
[ 1/3 ] 
f(z) = -293/2*z^3 + 257/18*z + 1
*
0 | 0.14457192828252941880119697310016634054 | 0.025452030815582389849251355095422507381
f(z) = -293/17*z^3 + 259/17*z + 1
*
0 | 0.11818207487462949974869809059553180410 | 0.020806071049147301743325638490966731763
f(z) = -293/18*z^3 + 257/18*z + 1
*
0 | 0.14458925815581378479069984614129039668 | 0.025455081756896542071725490811751430631
f(z) = -293/19*z^3 + 255/19*z + 1
*
[ -3/4 ] 
f(z) = -292/9*z^3 + 247/12*z + 1
*
0 | 0.14450912186150093360882023075520872300 | 0.025456295427812790352135018377620059019
f(z) = -292/17*z^3 + 258/17*z + 1
*
0 | 0.14452651031914535746351313955179637724 | 0.025459358526592497142244324108940968110
f(z) = -292/19*z^3 + 254/19*z + 1
*
[ 1/4 ] 
f(z) = -291*z^3 + 243/16*z + 1
*
0 | 0.11876525076995153547203074874040715963 | 0.020933982637157826207079886572106141968
f(z) = -291/16*z^3 + 259/16*z + 1
*
0 | 0.14444610169715709395257807042197869608 | 0.025460580138803290066266874717008012119
f(z) = -291/17*z^3 + 257/17*z + 1
*
0 | 0.14446354913662583711880038634473403071 | 0.025463655486116865907878014928235822876
f(z) = -291/19*z^3 + 253/19*z + 1
*
0 | 0.14438286632965288024406164133494992756 | 0.025464885116803174097341376272611154859
f(z) = -290/17*z^3 + 256/17*z + 1
*
0 | 0.14440037315246913182256848359965017629 | 0.025467972804720092229690517355105574759
f(z) = -290/19*z^3 + 252/19*z + 1
*
[ 1/4 ] 
f(z) = -289*z^3 + 241/16*z + 1
*
[ 8/17 ] 
f(z) = -289/2*z^3 + 247/8*z + 1
*
[ 1/3 ] 
f(z) = -289/2*z^3 + 253/18*z + 1
*
-15/34 | 0.13260679013493569208435372876776447168 | 0.018802216791116348719467119157857859338
f(z) = -289/3*z^3 + 253/12*z + 1
*
[ 10/17 ] 
f(z) = -289/4*z^3 + 243/10*z + 1
*
[ -12/17 ] 
f(z) = -289/8*z^3 + 245/12*z + 1
*
[ -1/17 ] 
f(z) = -289/14*z^3 + 253/14*z + 1
*
-1/17 | 0.14007136390342618588571827489966159976 | 0.024719522833901864561985596392525435216
f(z) = -289/15*z^3 + 256/15*z + 1
*
[ -15/17 ] 
f(z) = -289/15*z^3 + 257/15*z + 1
*
0 | 0.12395818382634047110614017494469431590 | 0.021875900042330330843154340250611326499
f(z) = -289/15*z^3 + 259/15*z + 1
*
[ 16/17 ] 
f(z) = -289/16*z^3 + 255/16*z + 1
*
0 | 0.11863850364237780221752106763400133523 | 0.020937093193364509226880998887375470385
f(z) = -289/16*z^3 + 257/16*z + 1
*
0 | 0.11792967933005685493723873799058651940 | 0.020812001252475556015190357708758313193
f(z) = -289/18*z^3 + 253/18*z + 1
*
0 | 0.14433698089593694810465989817651123322 | 0.025472310653685993860856692921597747291
f(z) = -289/19*z^3 + 251/19*z + 1
*
[ 5/12 ] 
f(z) = -288*z^3 + 243/5*z + 1
*
-1/8 | 0.12555567084203477521634191703665306915 | 0.014679152796585594117123079072525157530
f(z) = -288*z^3 + 247/18*z + 1
*
[ 2/3 ] 
f(z) = -288*z^3 + 255/2*z + 1
*
-1/18 | 0.21418686502557621858284232450123877590 | 0.025041335828532576371501919034877823980
f(z) = -288*z^3 + 259/18*z + 1
*
[ 2/3 ] 
f(z) = -288/7*z^3 + 249/14*z + 1
*
[ 11/12 ] 
f(z) = -288/11*z^3 + 241/11*z + 1
*
0 | 0.14425574407053852239823207881016204951 | 0.025473556556954022053290313969453994843
f(z) = -288/17*z^3 + 254/17*z + 1
*
[ -1/12 ] 
f(z) = -288/19*z^3 + 249/19*z + 1
*
0 | 0.14427337088113331573267339065631439203 | 0.025476669206363570852123349570252337921
f(z) = -288/19*z^3 + 250/19*z + 1
*
[ 1/3 ] 
f(z) = -287/2*z^3 + 251/18*z + 1
*
0 | 0.12383050256417973657213092808526984939 | 0.021880182292888270563157001040497286227
f(z) = -287/15*z^3 + 257/15*z + 1
*
0 | 0.11851088300476945503321719886145985695 | 0.020940234192230394899116989654815982347
f(z) = -287/16*z^3 + 255/16*z + 1
*
0 | 0.14419185418337077038600826425371637679 | 0.025477923365824589305570244728368449015
f(z) = -287/17*z^3 + 253/17*z + 1
*
0 | 0.11780217967869268728813297173768712774 | 0.020815010134788658613406204461268537774
f(z) = -287/18*z^3 + 251/18*z + 1
*
0 | 0.14420954160679557058089256134900256545 | 0.025481048638199427252122053580613793038
f(z) = -287/19*z^3 + 249/19*z + 1
*
0 | 0.12376633027356323832498103340417497532 | 0.021882339015555071324978913198622164193
f(z) = -286/15*z^3 + 256/15*z + 1
*
0 | 0.14412774310150381850247973812147099534 | 0.025482311135208676996122080194809530688
f(z) = -286/17*z^3 + 252/17*z + 1
*
0 | 0.14414549155608172207281360277740776087 | 0.025485449126770820166874958270593813406
f(z) = -286/19*z^3 + 248/19*z + 1
*
4/15 | 0.10721677975371206772362084990716723899 | 0.012824146249776046267931697260851669872
f(z) = -285*z^3 + 244/15*z + 1
*
[ -1/15 ] 
f(z) = -285*z^3 + 259/15*z + 1
*
0 | 0.14402771089324251860347835395744111707 | 0.025480404526205071749415071538557921840
f(z) = -285/13*z^3 + 259/13*z + 1
*
0 | 0.13120123858783389478706679864760288742 | 0.023211232149868208161838497270117396050
f(z) = -285/14*z^3 + 257/14*z + 1
*
0 | 0.11838237673311437116247761943138378136 | 0.020943406162785067742581398819224254426
f(z) = -285/16*z^3 + 253/16*z + 1
*
0 | 0.14406340928795409846272241825875331886 | 0.025486720043771419959944131027170185824
f(z) = -285/17*z^3 + 251/17*z + 1
*
[ -3/4 ] 
f(z) = -284/9*z^3 + 241/12*z + 1
*
0 | 0.14396302848812987386767524278871244210 | 0.025484808819909078996490758708577677463
f(z) = -284/13*z^3 + 258/13*z + 1
*
0 | 0.12363731466626296099737592092777812092 | 0.021886684104707134145110169294392646383
f(z) = -284/15*z^3 + 254/15*z + 1
*
0 | 0.14399885118966188815226402835958872264 | 0.025491150272360750100066813625216515438
f(z) = -284/17*z^3 + 250/17*z + 1
*
0 | 0.14401672297895941279645819829770234049 | 0.025494313995285311016244481925726518951
f(z) = -284/19*z^3 + 246/19*z + 1
*
[ 1/3 ] 
f(z) = -283/2*z^3 + 247/18*z + 1
*
0 | 0.097874663796293424824571177227642246358 | 0.017336920454809773634922016924592160351
f(z) = -283/12*z^3 + 259/12*z + 1
*
0 | 0.14389811936013720716995547546171335458 | 0.025489234416536497016636058705401438075
f(z) = -283/13*z^3 + 257/13*z + 1
*
0 | 0.13107170956300556880047952633623847340 | 0.023217242485749550199535973347939538231
f(z) = -283/14*z^3 + 255/14*z + 1
*
0 | 0.12357246821823298198237111739226873290 | 0.021888872654141845438767292080481961526
f(z) = -283/15*z^3 + 253/15*z + 1
*
0 | 0.11825297244921194017098880945692544963 | 0.020946609647250091339775991159887500338
f(z) = -283/16*z^3 + 251/16*z + 1
*
0 | 0.14393406723726632005334952136541563748 | 0.025495602004042123856213467811459876098
f(z) = -283/17*z^3 + 249/17*z + 1
*
0 | 0.11754451616165965360715789490505401338 | 0.020821118025347130832476920926190329192
f(z) = -283/18*z^3 + 247/18*z + 1
*
0 | 0.14395200133900451056430828933839580317 | 0.025498778741342704493311508728288270774
f(z) = -283/19*z^3 + 245/19*z + 1
*
0 | 0.14383298191423337532617150964248961020 | 0.025493681499138447580461616992003125893
f(z) = -282/13*z^3 + 256/13*z + 1
*
0 | 0.14386905584487643966197291997654566839 | 0.025500075424133930731495658852805949102
f(z) = -282/17*z^3 + 248/17*z + 1
*
0 | 0.14388705269512881799665983853066194875 | 0.025503265276434951685905102367613777942
f(z) = -282/19*z^3 + 244/19*z + 1
*
[ 1/3 ] 
f(z) = -281/2*z^3 + 245/18*z + 1
*
0 | 0.14374947348199148394016811517093299423 | 0.025494932815033005168599227122711140941
f(z) = -281/11*z^3 + 259/11*z + 1
*
0 | 0.097744095491315573772198043860313217149 | 0.017335570609442607324493135472144330102
f(z) = -281/12*z^3 + 257/12*z + 1
*
0 | 0.14376761453849549954677382406740478548 | 0.025498150253021197429355120431564974442
f(z) = -281/13*z^3 + 255/13*z + 1
*
0 | 0.13094126813049481792199868976032981167 | 0.023223311730045433220395506146673223113
f(z) = -281/14*z^3 + 253/14*z + 1
*
0 | 0.12344209008094071264405633235682847551 | 0.021893282228648309675171399614101438813
f(z) = -281/15*z^3 + 251/15*z + 1
*
0 | 0.11812265751351714662622672716018832586 | 0.020949845201468156261277770611056745684
f(z) = -281/16*z^3 + 249/16*z + 1
*
0 | 0.14380381540983823038263373077076648557 | 0.025504570720243598764980363320413492061
f(z) = -281/17*z^3 + 247/17*z + 1
*
0 | 0.11741432734945650043908376535775982334 | 0.020824218098243671488544653367452941105
f(z) = -281/18*z^3 + 245/18*z + 1
*
0 | 0.14382187544927230810925338535874055934 | 0.025507773789311301060648590089529276634
f(z) = -281/19*z^3 + 243/19*z + 1
*
[ 1/3 ] 
f(z) = -299/3*z^3 + 245/27*z + 1
*
[ -2/13 ] 
f(z) = -299/4*z^3 + 241/26*z + 1
*
[ 1/3 ] 
f(z) = -298/3*z^3 + 244/27*z + 1
*
[ -1/2 ] 
f(z) = -298/17*z^3 + 251/34*z + 1
*
[ -2/11 ] 
f(z) = -297/2*z^3 + 251/22*z + 1
*
-1/6 | 0.16998983241271251595530526053811395928 | 0.020784611817048380843781126840565479543
f(z) = -297/2*z^3 + 251/24*z + 1
*
[ -2/9 ] 
f(z) = -297/5*z^3 + 253/30*z + 1
*
[ -1/9 ] 
f(z) = -297/8*z^3 + 251/24*z + 1
*
[ -1/6 ] 
f(z) = -297/8*z^3 + 257/32*z + 1
*
[ 2/3 ] 
f(z) = -297/13*z^3 + 251/26*z + 1
*
[ 2/3 ] 
f(z) = -297/17*z^3 + 247/34*z + 1
*
[ 2/3 ] 
f(z) = -297/19*z^3 + 245/38*z + 1
*
[ 1/3 ] 
f(z) = -296/3*z^3 + 242/27*z + 1
*
[ -1/8 ] 
f(z) = -296/3*z^3 + 253/24*z + 1
*
[ 1/3 ] 
f(z) = -295/3*z^3 + 241/27*z + 1
*
[ 1/2 ] 
f(z) = -295/9*z^3 + 259/36*z + 1
*
-4/5 | 0.18734896160214832129091012487525724598 | 0.025676857203790239425493243007748407585
f(z) = -295/16*z^3 + 241/20*z + 1
*
[ -3/5 ] 
f(z) = -295/18*z^3 + 257/30*z + 1
*
[ -3/14 ] 
f(z) = -294/5*z^3 + 251/30*z + 1
*
[ -1/2 ] 
f(z) = -294/17*z^3 + 249/34*z + 1
*
[ 1/2 ] 
f(z) = -293/9*z^3 + 257/36*z + 1
*
[ -1/4 ] 
f(z) = -292/9*z^3 + 253/36*z + 1
*
[ 1/2 ] 
f(z) = -291/8*z^3 + 259/32*z + 1
*
[ -1/3 ] 
f(z) = -291/13*z^3 + 253/39*z + 1
*
[ -1/2 ] 
f(z) = -290/17*z^3 + 247/34*z + 1
*
[ -1/2 ] 
f(z) = -290/19*z^3 + 259/38*z + 1
*
-5/17 | 0.20720509110289898231198859330352718667 | 0.028478414934677949064928205918364507696
f(z) = -289/6*z^3 + 251/30*z + 1
*
[ -5/17 ] 
f(z) = -289/6*z^3 + 257/30*z + 1
*
[ 1/2 ] 
f(z) = -289/8*z^3 + 257/32*z + 1
*
[ -3/17 ] 
f(z) = -289/11*z^3 + 247/33*z + 1
*
[ -2/17 ] 
f(z) = -289/13*z^3 + 255/26*z + 1
*
12/17 | 0.14894331421050693703895887070973365954 | 0.018940732387883829716360170129321872984
f(z) = -289/16*z^3 + 253/36*z + 1
*
-1/4 | 0.15187419926591962888428405320036656991 | 0.020372891308797826643487930752861108144
f(z) = -288/5*z^3 + 253/30*z + 1
*
[ 2/3 ] 
f(z) = -288/11*z^3 + 245/22*z + 1
*
[ 1/2 ] 
f(z) = -287/8*z^3 + 255/32*z + 1
*
[ 1/2 ] 
f(z) = -287/9*z^3 + 251/36*z + 1
*
[ -4/7 ] 
f(z) = -287/16*z^3 + 241/28*z + 1
*
[ -1/2 ] 
f(z) = -286/17*z^3 + 245/34*z + 1
*
[ -1/2 ] 
f(z) = -286/19*z^3 + 257/38*z + 1
*
[ 1/2 ] 
f(z) = -285/7*z^3 + 257/28*z + 1
*
[ 1/2 ] 
f(z) = -285/8*z^3 + 253/32*z + 1
*
[ -1/3 ] 
f(z) = -285/13*z^3 + 251/39*z + 1
*
[ -1/4 ] 
f(z) = -284/9*z^3 + 251/36*z + 1
*
[ 1/2 ] 
f(z) = -283/6*z^3 + 259/24*z + 1
*
[ 1/2 ] 
f(z) = -283/7*z^3 + 255/28*z + 1
*
[ 1/2 ] 
f(z) = -283/8*z^3 + 251/32*z + 1
*
[ 1/2 ] 
f(z) = -283/9*z^3 + 247/36*z + 1
*
[ -1/6 ] 
f(z) = -282/5*z^3 + 257/30*z + 1
*
[ -1/3 ] 
f(z) = -282/13*z^3 + 250/39*z + 1
*
[ -1/2 ] 
f(z) = -282/17*z^3 + 243/34*z + 1
*
[ -1/2 ] 
f(z) = -282/19*z^3 + 255/38*z + 1
*
[ 1/2 ] 
f(z) = -281/6*z^3 + 257/24*z + 1
*
[ 1/2 ] 
f(z) = -281/7*z^3 + 253/28*z + 1
*
[ 1/2 ] 
f(z) = -281/8*z^3 + 249/32*z + 1
*
[ 1/2 ] 
f(z) = -281/9*z^3 + 245/36*z + 1
*
[ 1/2 ] 
f(z) = -299/10*z^3 + 259/40*z + 1
*
[ 1/2 ] 
f(z) = -299/11*z^3 + 255/44*z + 1
*
[ 1/2 ] 
f(z) = -299/12*z^3 + 251/48*z + 1
*
[ 1/2 ] 
f(z) = -299/14*z^3 + 243/56*z + 1
*
[ 1/2 ] 
f(z) = -297/10*z^3 + 257/40*z + 1
*
[ 1/2 ] 
f(z) = -297/13*z^3 + 245/52*z + 1
*
[ 1/2 ] 
f(z) = -297/14*z^3 + 241/56*z + 1
*
[ 1/2 ] 
f(z) = -295/11*z^3 + 251/44*z + 1
*
[ 1/2 ] 
f(z) = -295/12*z^3 + 247/48*z + 1
*
[ 1/2 ] 
f(z) = -295/13*z^3 + 243/52*z + 1
*
11/28 | 0.18503357890005001222241707247052459241 | 0.023835253251861019976519948985116314828
f(z) = -294/5*z^3 + 243/40*z + 1
*
[ 1/2 ] 
f(z) = -293/10*z^3 + 253/40*z + 1
*
[ 1/2 ] 
f(z) = -293/11*z^3 + 249/44*z + 1
*
[ 1/2 ] 
f(z) = -293/12*z^3 + 245/48*z + 1
*
[ 1/2 ] 
f(z) = -293/13*z^3 + 241/52*z + 1
*
[ 1/2 ] 
f(z) = -291/10*z^3 + 251/40*z + 1
*
[ 1/2 ] 
f(z) = -291/11*z^3 + 247/44*z + 1
*
-11/34 | 0.20238293568619743697482229632244705255 | 0.028695723859406929260618384713204078585
f(z) = -289/10*z^3 + 241/40*z + 1
*
[ 1/2 ] 
f(z) = -289/11*z^3 + 245/44*z + 1
*
[ 1/2 ] 
f(z) = -289/12*z^3 + 241/48*z + 1
*
[ 1/2 ] 
f(z) = -287/10*z^3 + 247/40*z + 1
*
[ 1/2 ] 
f(z) = -287/11*z^3 + 243/44*z + 1
*
-1/5 | 0.19234305574572361179341731087255193792 | 0.026486503278035140835434852811323310183
f(z) = -285/8*z^3 + 257/40*z + 1
*
[ 1/2 ] 
f(z) = -285/11*z^3 + 241/44*z + 1
*
[ 1/2 ] 
f(z) = -283/10*z^3 + 243/40*z + 1
*
[ 1/2 ] 
f(z) = -281/10*z^3 + 241/40*z + 1
*
[ 7/17 ] 
f(z) = -289/9*z^3 + 253/63*z + 1
*
[ 1/3 ] 
f(z) = -299/2*z^3 + 263/18*z + 1
*
0 | 0.13204931055797283304980301254287236558 | 0.023164743034098389164894461778291560149
f(z) = -299/10*z^3 + 279/10*z + 1
*
0 | 0.14489325543569594917018621973715333886 | 0.025417891357095190040847180295147754596
f(z) = -299/11*z^3 + 277/11*z + 1
*
0 | 0.098887335616572264637478124334079146826 | 0.017347305405876159152150779051600431868
f(z) = -299/12*z^3 + 275/12*z + 1
*
0 | 0.13208342694935721347772650456515215965 | 0.023170727900178571697731786375779514270
f(z) = -299/14*z^3 + 271/14*z + 1
*
0 | 0.12458370941711368057426208204795810294 | 0.021855090365013458472988082607409613951
f(z) = -299/15*z^3 + 269/15*z + 1
*
0 | 0.11926373814419356813321229432803620804 | 0.020921834697374995188279580761069462539
f(z) = -299/16*z^3 + 267/16*z + 1
*
0 | 0.14494435810986396802991718304509091515 | 0.025426856040897440613435793507429034088
f(z) = -299/17*z^3 + 265/17*z + 1
*
0 | 0.11855433289134008394190873499973425344 | 0.020797387319952483108606683638265521835
f(z) = -299/18*z^3 + 263/18*z + 1
*
0 | 0.14496134460319457164321667685783565084 | 0.025429835895554698427595528004880767403
f(z) = -299/19*z^3 + 261/19*z + 1
*
[ -1/6 ] 
f(z) = -298*z^3 + 275/18*z + 1
*
0 | 0.14483153183979110724363693506191432134 | 0.025422003725733264792404422095016454803
f(z) = -298/11*z^3 + 276/11*z + 1
*
0 | 0.14484864678036501217467548428083303425 | 0.025425007878748209125149585117628576791
f(z) = -298/13*z^3 + 272/13*z + 1
*
0 | 0.12452209917533953599078730812471672797 | 0.021857127580983642373423822790932745930
f(z) = -298/15*z^3 + 268/15*z + 1
*
0 | 0.14488280430726624195389020039455054774 | 0.025431003484574607806322139801334235651
f(z) = -298/17*z^3 + 264/17*z + 1
*
0 | 0.14489984708241812649879719253378903457 | 0.025433994970530078510457213081787186731
f(z) = -298/19*z^3 + 260/19*z + 1
*
[ 2/3 ] 
f(z) = -297*z^3 + 263/2*z + 1
*
[ -2/3 ] 
f(z) = -297*z^3 + 269/2*z + 1
*
[ 5/9 ] 
f(z) = -297/5*z^3 + 263/15*z + 1
*
[ 4/3 ] 
f(z) = -297/8*z^3 + 265/4*z + 1
*
[ -4/3 ] 
f(z) = -297/8*z^3 + 271/4*z + 1
*
0 | 0.13192559987901897216931523402121704501 | 0.023170320742689663311042462044890211503
f(z) = -297/10*z^3 + 277/10*z + 1
*
0 | 0.14478677389969813571897074556120843234 | 0.025429150927733047138459678800283824049
f(z) = -297/13*z^3 + 271/13*z + 1
*
0 | 0.13195994405548479617849727636108409066 | 0.023176352669662793809880729067138918960
f(z) = -297/14*z^3 + 269/14*z + 1
*
0 | 0.11914036866330021144841413171387721216 | 0.020924828523519815006212472713868394766
f(z) = -297/16*z^3 + 265/16*z + 1
*
0 | 0.14482104521639134480967866338505182024 | 0.025435170058218594672126424302896156350
f(z) = -297/17*z^3 + 263/17*z + 1
*
[ -1/12 ] 
f(z) = -296*z^3 + 271/18*z + 1
*
[ 1/3 ] 
f(z) = -296*z^3 + 278/9*z + 1
*
0 | 0.13112709516191946953189723459150207446 | 0.023043727942753598579296250849213193316
f(z) = -296/9*z^3 + 278/9*z + 1
*
0 | 0.14470746400149794387068108180034529437 | 0.025430285232954107183940014577838765493
f(z) = -296/11*z^3 + 274/11*z + 1
*
0 | 0.14472469359609999113781163203955338071 | 0.025433313089935787775443263994162680078
f(z) = -296/13*z^3 + 270/13*z + 1
*
0 | 0.12439722670545955945254905423970510939 | 0.021861048973089224422213493113560064550
f(z) = -296/15*z^3 + 266/15*z + 1
*
0 | 0.14475907946329583463395316147360878105 | 0.025439355918595709063929641182302795671
f(z) = -296/17*z^3 + 262/17*z + 1
*
[ 1/3 ] 
f(z) = -295*z^3 + 277/9*z + 1
*
[ -2/5 ] 
f(z) = -295/2*z^3 + 271/10*z + 1
*
[ 1/2 ] 
f(z) = -295/4*z^3 + 279/16*z + 1
*
0 | 0.11609456398424697406979169650820061593 | 0.020414114130954544859795717020282807031
f(z) = -295/8*z^3 + 279/8*z + 1
*
0 | 0.13106469006487710728340355136370302115 | 0.023046467032561809625069426826572110962
f(z) = -295/9*z^3 + 277/9*z + 1
*
0 | 0.14464511697450801323417859028945678722 | 0.025434454681302276649059138845455967204
f(z) = -295/11*z^3 + 273/11*z + 1
*
0 | 0.098639311894296546692648783375133424003 | 0.017344775687190870965715999689340708226
f(z) = -295/12*z^3 + 271/12*z + 1
*
0 | 0.14466240447413293863735607552167496977 | 0.025437494522086122030121070066704809750
f(z) = -295/13*z^3 + 269/13*z + 1
*
0 | 0.13183563221908356029715555388619665802 | 0.023182029806426656683434513980678259222
f(z) = -295/14*z^3 + 267/14*z + 1
*
0 | 0.11901617176134372137608188251552590671 | 0.020927850800103242574175721018028510200
f(z) = -295/16*z^3 + 263/16*z + 1
*
0 | 0.14469690566019630008357459347160906384 | 0.025443561224313853621600793681395704934
f(z) = -295/17*z^3 + 261/17*z + 1
*
0 | 0.14458255932904485604211693768240912478 | 0.025438643469016567651136484494647116766
f(z) = -294/11*z^3 + 272/11*z + 1
*
0 | 0.14459990512422981434442526828322576101 | 0.025441695382756678738988157112901770323
f(z) = -294/13*z^3 + 268/13*z + 1
*
0 | 0.14463452240528284475827023850501677829 | 0.025447786135850699243438084880035076137
f(z) = -294/17*z^3 + 260/17*z + 1
*
[ 1/3 ] 
f(z) = -293*z^3 + 275/9*z + 1
*
[ 1/2 ] 
f(z) = -293/4*z^3 + 277/16*z + 1
*
0 | 0.14448490535544153212538770823932105154 | 0.025436710343287280199596435360968723305
f(z) = -293/7*z^3 + 279/7*z + 1
*
0 | 0.11311660300647753060683191024117513009 | 0.019914289721919548683132860202904558084
f(z) = -293/8*z^3 + 277/8*z + 1
*
0 | 0.13093924540691687846432707427641396506 | 0.023051983525827294662934357001652498359
f(z) = -293/9*z^3 + 275/9*z + 1
*
0 | 0.13167567123969628404485464447276864000 | 0.023181632021299132326941991799916614319
f(z) = -293/10*z^3 + 273/10*z + 1
*
0 | 0.14451978963725595480769668712036106994 | 0.025442851755567436115003880467370204439
f(z) = -293/11*z^3 + 271/11*z + 1
*
0 | 0.098513009475194913447487685731626923939 | 0.017343312651944607450299164799962587006
f(z) = -293/12*z^3 + 269/12*z + 1
*
0 | 0.14453719412250252211669869716666288209 | 0.025445915832391252757838129026669066839
f(z) = -293/13*z^3 + 267/13*z + 1
*
0 | 0.13171048023523184899259881622273970153 | 0.023187760179355510214840745943513586649
f(z) = -293/14*z^3 + 265/14*z + 1
*
0 | 0.12420990162536914131098007990179775120 | 0.021867275904290380662805428283698459068
f(z) = -293/15*z^3 + 263/15*z + 1
*
0 | 0.11889113626422694257004257390265030703 | 0.020930902007360056346816932290281053215
f(z) = -293/16*z^3 + 261/16*z + 1
*
[ 1/3 ] 
f(z) = -292*z^3 + 274/9*z + 1
*
0 | 0.14442180348640627915703190445862109554 | 0.025440913683573721128791287870484252492
f(z) = -292/7*z^3 + 278/7*z + 1
*
0 | 0.13087620296769634997625391722629025758 | 0.023054761141024233969291011514487329049
f(z) = -292/9*z^3 + 274/9*z + 1
*
0 | 0.14445680645671935731814820491035959396 | 0.025447079702311241838841565015495985144
f(z) = -292/11*z^3 + 270/11*z + 1
*
0 | 0.14447427003054737308990943278631251139 | 0.025450156033333566214834885211767493554
f(z) = -292/13*z^3 + 266/13*z + 1
*
0 | 0.12414807006933373630157046172848877466 | 0.021869553338692868383354370537443995851
f(z) = -292/15*z^3 + 262/15*z + 1
*
[ 1/2 ] 
f(z) = -291/4*z^3 + 275/16*z + 1
*
0 | 0.14435848586102189748912248325658638549 | 0.025445136662024488696617118986793861076
f(z) = -291/7*z^3 + 277/7*z + 1
*
0 | 0.11584270072121337695225496088101115789 | 0.020418843641703538789927265073101847090
f(z) = -291/8*z^3 + 275/8*z + 1
*
0 | 0.13154943051470796043099662363750536191 | 0.023187367318889551394173184965700913107
f(z) = -291/10*z^3 + 271/10*z + 1
*
0 | 0.14439360833024478018155834912472720111 | 0.025451327472519303571897067282027835701
f(z) = -291/11*z^3 + 269/11*z + 1
*
0 | 0.14441113139524710642258624598814499248 | 0.025454416149856574816093189831085868792
f(z) = -291/13*z^3 + 265/13*z + 1
*
0 | 0.13158447667026845791139919383061655198 | 0.023193544678068657397608698185560435150
f(z) = -291/14*z^3 + 263/14*z + 1
*
[ -1/6 ] 
f(z) = -290*z^3 + 271/18*z + 1
*
[ 1/3 ] 
f(z) = -290*z^3 + 272/9*z + 1
*
0 | 0.14429495099879859189885666876869827244 | 0.025449379441807785768225332493158489859
f(z) = -290/7*z^3 + 276/7*z + 1
*
0 | 0.13074947056213801060863699504795115402 | 0.023060355647364489280024555076065673858
f(z) = -290/9*z^3 + 272/9*z + 1
*
0 | 0.14433019378567130662404275604854693915 | 0.025455595231407506046259574027033882748
f(z) = -290/11*z^3 + 268/11*z + 1
*
0 | 0.14434777674856952310516978970165820246 | 0.025458696348192331492192065378939957056
f(z) = -290/13*z^3 + 264/13*z + 1
*
[ 1/3 ] 
f(z) = -289*z^3 + 271/9*z + 1
*
[ -9/17 ] 
f(z) = -289/3*z^3 + 269/9*z + 1
*
[ 1/2 ] 
f(z) = -289/3*z^3 + 277/12*z + 1
*
[ -10/17 ] 
f(z) = -289/4*z^3 + 277/10*z + 1
*
0 | 0.14421347653331831125449601411349326873 | 0.025450514843130862877382590261691097583
f(z) = -289/5*z^3 + 279/5*z + 1
*
0 | 0.11104226144945599697550458622472943073 | 0.019596523093188692384237810234066253186
f(z) = -289/6*z^3 + 277/6*z + 1
*
0 | 0.14423119740395562945620237966700115328 | 0.025453642188036691223566247357004630303
f(z) = -289/7*z^3 + 275/7*z + 1
*
0 | 0.10810891933978654278665877287221207748 | 0.019078852562689586529985011054953231244
f(z) = -289/8*z^3 + 273/8*z + 1
*
0 | 0.13068577762793999346142158982488015827 | 0.023063172757904911081819164196900642091
f(z) = -289/9*z^3 + 271/9*z + 1
*
0 | 0.13142232328603826224060331119251261609 | 0.023193156908170803373962888378154368195
f(z) = -289/10*z^3 + 269/10*z + 1
*
0 | 0.14426656133566160831479376885688356307 | 0.025459883146166471437919436879793575617
f(z) = -289/11*z^3 + 267/11*z + 1
*
0 | 0.098260934269353659295434952515936815550 | 0.017340899243520572753678457047424348219
f(z) = -289/12*z^3 + 265/12*z + 1
*
0 | 0.14428420460736266306283498422449052902 | 0.025462996796562419995473625797398217731
f(z) = -289/13*z^3 + 263/13*z + 1
*
0 | 0.13145760985552376236653612503916640692 | 0.023199384213565846716052477522392278542
f(z) = -289/14*z^3 + 261/14*z + 1
*
[ -1/17 ] 
f(z) = -289/15*z^3 + 271/15*z + 1
*
[ -2/3 ] 
f(z) = -288*z^3 + 261/2*z + 1
*
[ -3/8 ] 
f(z) = -288*z^3 + 265/6*z + 1
*
[ -5/12 ] 
f(z) = -288*z^3 + 267/5*z + 1
*
1/4 | 0.24989302990041158680896499038363807924 | 0.029215868499679042526712738139292169758
f(z) = -288*z^3 + 271/18*z + 1
*
0 | 0.14414944143576795351771164455308648313 | 0.025454784991243216145888919197707291154
f(z) = -288/5*z^3 + 278/5*z + 1
*
0 | 0.14416722356521003814441126460046969782 | 0.025457925067799367169226505728832701094
f(z) = -288/7*z^3 + 274/7*z + 1
*
[ -11/12 ] 
f(z) = -288/11*z^3 + 265/11*z + 1
*
0 | 0.14420270947749261930146312896378476042 | 0.025464191385992308059500601732788229343
f(z) = -288/11*z^3 + 266/11*z + 1
*
0 | 0.14422041347314645409872346892371519437 | 0.025467317665208971388983200667553966616
f(z) = -288/13*z^3 + 262/13*z + 1
*
[ 1/3 ] 
f(z) = -287*z^3 + 269/9*z + 1
*
[ 1/2 ] 
f(z) = -287/2*z^3 + 279/8*z + 1
*
[ 1/2 ] 
f(z) = -287/3*z^3 + 275/12*z + 1
*
[ 1/2 ] 
f(z) = -287/4*z^3 + 271/16*z + 1
*
0 | 0.11840543880735890632492772533213712323 | 0.020921602770946496423716961936559986948
f(z) = -287/4*z^3 + 279/4*z + 1
*
0 | 0.14408518414231437242335954523122359696 | 0.025459075344576398033032384485294515233
f(z) = -287/5*z^3 + 277/5*z + 1
*
0 | 0.11091506419139356487956211265892989353 | 0.019598093953283399268890405671855518798
f(z) = -287/6*z^3 + 275/6*z + 1
*
0 | 0.11558736464911066478214233793486815800 | 0.020423664258055525719001491442947035573
f(z) = -287/8*z^3 + 271/8*z + 1
*
0 | 0.13055773076153923392138821170056674350 | 0.023068847252136059692346301412996335818
f(z) = -287/9*z^3 + 269/9*z + 1
*
0 | 0.13129433757609270097857468723837152791 | 0.023199001705577450882746157861148405481
f(z) = -287/10*z^3 + 267/10*z + 1
*
0 | 0.14413863669284258839634326342578012721 | 0.025468520122117949423983015821532216352
f(z) = -287/11*z^3 + 265/11*z + 1
*
0 | 0.098133070604605309088536955198337282401 | 0.017339584588028216749977568049368722783
f(z) = -287/12*z^3 + 263/12*z + 1
*
0 | 0.14415640183190075949512419420979582032 | 0.025471659126426276708804631072710285334
f(z) = -287/13*z^3 + 261/13*z + 1
*
[ 1/3 ] 
f(z) = -286*z^3 + 268/9*z + 1
*
[ -1/6 ] 
f(z) = -286*z^3 + 269/18*z + 1
*
0 | 0.14402070310558321292946524040563286029 | 0.025463386073168127504609735358290189630
f(z) = -286/5*z^3 + 276/5*z + 1
*
0 | 0.14403860903207436266277773762131904704 | 0.025466551906339401883946044813221505796
f(z) = -286/7*z^3 + 272/7*z + 1
*
0 | 0.13049337376816440161128456343928123147 | 0.023071704863244666656301273137849934890
f(z) = -286/9*z^3 + 268/9*z + 1
*
[ -2/5 ] 
f(z) = -285/2*z^3 + 263/10*z + 1
*
[ 1/2 ] 
f(z) = -285/2*z^3 + 277/8*z + 1
*
[ 1/2 ] 
f(z) = -285/4*z^3 + 269/16*z + 1
*
0 | 0.11827618895802966357836454598141712472 | 0.020924620142732985005123679290451629811
f(z) = -285/4*z^3 + 277/4*z + 1
*
0 | 0.14397396523565369000612905077831231325 | 0.025470896209448546054826967949923381318
f(z) = -285/7*z^3 + 271/7*z + 1
*
0 | 0.11260590658803796571760686102362750742 | 0.019921472292439850669019453908779885749
f(z) = -285/8*z^3 + 269/8*z + 1
*
0 | 0.14400982219151532801611406124582042890 | 0.025477239778576781662843109378275461252
f(z) = -285/11*z^3 + 263/11*z + 1
*
[ 1/3 ] 
f(z) = -284*z^3 + 266/9*z + 1
*
0 | 0.12352936667663666691698600005089940946 | 0.021867574796525648764350018686155430426
f(z) = -284/3*z^3 + 278/3*z + 1
*
0 | 0.14389106353146102792219922437044949061 | 0.025472069346575550180099270962572108712
f(z) = -284/5*z^3 + 274/5*z + 1
*
0 | 0.14390909499082027330180470830488909411 | 0.025475261334819616732668386818610702336
f(z) = -284/7*z^3 + 270/7*z + 1
*
0 | 0.13036398488773744895098347345895703336 | 0.023077461392384070345424280567949581528
f(z) = -284/9*z^3 + 266/9*z + 1
*
0 | 0.14394507735823241784361845999146126032 | 0.025481631051850554572281566786479132061
f(z) = -284/11*z^3 + 262/11*z + 1
*
[ 1/3 ] 
f(z) = -283*z^3 + 265/9*z + 1
*
[ 1/2 ] 
f(z) = -283*z^3 + 279/4*z + 1
*
[ 1/2 ] 
f(z) = -283/2*z^3 + 275/8*z + 1
*
0 | 0.13096330170896006834689212794780252932 | 0.023198039780275381862684922129355409757
f(z) = -283/2*z^3 + 279/2*z + 1
*
[ 1/2 ] 
f(z) = -283/3*z^3 + 271/12*z + 1
*
0 | 0.12346414134351810303067224886528333073 | 0.021869684292851953338350656220602451936
f(z) = -283/3*z^3 + 277/3*z + 1
*
[ 1/2 ] 
f(z) = -283/4*z^3 + 267/16*z + 1
*
0 | 0.11814603066438738997156824431373564747 | 0.020927666632327890161289133280914411614
f(z) = -283/4*z^3 + 275/4*z + 1
*
0 | 0.14382590181730506442068039153906029112 | 0.025476442241861664654782175129460264335
f(z) = -283/5*z^3 + 273/5*z + 1
*
0 | 0.11065590749715376324382728052321653636 | 0.019600911939026200923854495870061043074
f(z) = -283/6*z^3 + 271/6*z + 1
*
0 | 0.14384399670547951901835470179526928405 | 0.025479647459890021016601528509830575428
f(z) = -283/7*z^3 + 269/7*z + 1
*
0 | 0.11532845865715280636253434275207203258 | 0.020428579127242896046292228383862102552
f(z) = -283/8*z^3 + 267/8*z + 1
*
0 | 0.13029894984224820061325068154178625025 | 0.023080360546238266089834308624445091092
f(z) = -283/9*z^3 + 265/9*z + 1
*
0 | 0.13103568154458459247782461127693923908 | 0.023210860702504716797720786127396278370
f(z) = -283/10*z^3 + 263/10*z + 1
*
0 | 0.14388010536480462503913387857913588009 | 0.025486043527372327870284219749903933521
f(z) = -283/11*z^3 + 261/11*z + 1
*
0 | 0.14376051000587454387182686149805967830 | 0.025480836213413672053935760458094771013
f(z) = -282/5*z^3 + 272/5*z + 1
*
0 | 0.14377866877068713002664331654578427497 | 0.025484054764266117553100865772823189590
f(z) = -282/7*z^3 + 268/7*z + 1
*
0 | 0.14381490461159041780329630723153919403 | 0.025490477387050874379474889381325541140
f(z) = -282/11*z^3 + 260/11*z + 1
*
[ 1/3 ] 
f(z) = -281*z^3 + 263/9*z + 1
*
[ 1/2 ] 
f(z) = -281*z^3 + 277/4*z + 1
*
0 | 0.14365835743387954760531603647735014897 | 0.025478772773060565178184031884438303423
f(z) = -281*z^3 + 279*z + 1
*
[ 1/2 ] 
f(z) = -281/2*z^3 + 273/8*z + 1
*
0 | 0.13083209332403794819522869111386168140 | 0.023203948846215039072784755199794582279
f(z) = -281/2*z^3 + 277/2*z + 1
*
[ 1/2 ] 
f(z) = -281/3*z^3 + 269/12*z + 1
*
0 | 0.12333196378394012976293689616062885105 | 0.021873750591591218352283206167802795015
f(z) = -281/3*z^3 + 275/3*z + 1
*
[ 1/2 ] 
f(z) = -281/4*z^3 + 265/16*z + 1
*
0 | 0.11801495106579329550232010662156554520 | 0.020930742740902904480272816026111058262
f(z) = -281/4*z^3 + 273/4*z + 1
*
0 | 0.14369488646637740359580258993710381165 | 0.025485251441863812426022236508410732759
f(z) = -281/5*z^3 + 271/5*z + 1
*
0 | 0.11052392268087927484034764997759376370 | 0.019602158637164855052548551666771670677
f(z) = -281/6*z^3 + 269/6*z + 1
*
0 | 0.14371310956041049354592311086347610971 | 0.025488483429757763637101689585430969768
f(z) = -281/7*z^3 + 267/7*z + 1
*
0 | 0.10530207291754282004285140957448087297 | 0.018676028574482314921773036392655882709
f(z) = -281/8*z^3 + 265/8*z + 1
*
0 | 0.13016819051908491870672314848416341329 | 0.023086201232968233629366309788593870889
f(z) = -281/9*z^3 + 263/9*z + 1
*
0 | 0.13090498598914179985808800879002076977 | 0.023216876849041875256804269998222515692
f(z) = -281/10*z^3 + 261/10*z + 1
*
-2 | 0.11808791405813554142177998051541455766 | 0.016827618195520553441617620248556247917
f(z) = -281/16*z^3 + 279/4*z + 1
*
[ 1/2 ] 
f(z) = -299/5*z^3 + 279/20*z + 1
*
[ 1/2 ] 
f(z) = -299/6*z^3 + 275/24*z + 1
*
[ 1/2 ] 
f(z) = -299/7*z^3 + 271/28*z + 1
*
[ 6/13 ] 
f(z) = -299/8*z^3 + 265/39*z + 1
*
[ 1/2 ] 
f(z) = -299/8*z^3 + 267/32*z + 1
*
[ 1/2 ] 
f(z) = -299/9*z^3 + 263/36*z + 1
*
[ -3/13 ] 
f(z) = -299/9*z^3 + 277/39*z + 1
*
[ -1/4 ] 
f(z) = -298/3*z^3 + 269/24*z + 1
*
[ -1/2 ] 
f(z) = -298/19*z^3 + 263/38*z + 1
*
[ 1/2 ] 
f(z) = -297/5*z^3 + 277/20*z + 1
*
[ 1/2 ] 
f(z) = -297/7*z^3 + 269/28*z + 1
*
-2/9 | 0.17486910083186202051797188048860554670 | 0.019027697485054731237598118490267661728
f(z) = -297/8*z^3 + 260/33*z + 1
*
[ 1/2 ] 
f(z) = -297/8*z^3 + 265/32*z + 1
*
[ -1/6 ] 
f(z) = -296/3*z^3 + 263/27*z + 1
*
[ -1/10 ] 
f(z) = -295*z^3 + 279/20*z + 1
*
[ 1/2 ] 
f(z) = -295/6*z^3 + 271/24*z + 1
*
[ 1/2 ] 
f(z) = -295/7*z^3 + 267/28*z + 1
*
[ -1/5 ] 
f(z) = -295/7*z^3 + 269/35*z + 1
*
[ 1/2 ] 
f(z) = -295/8*z^3 + 263/32*z + 1
*
[ 2/3 ] 
f(z) = -295/16*z^3 + 277/36*z + 1
*
[ -3/7 ] 
f(z) = -294/11*z^3 + 272/33*z + 1
*
[ -1/2 ] 
f(z) = -294/19*z^3 + 261/38*z + 1
*
[ 1/2 ] 
f(z) = -293/5*z^3 + 273/20*z + 1
*
[ 1/2 ] 
f(z) = -293/6*z^3 + 269/24*z + 1
*
[ 1/2 ] 
f(z) = -293/7*z^3 + 265/28*z + 1
*
[ 1/2 ] 
f(z) = -293/8*z^3 + 261/32*z + 1
*
[ 2/3 ] 
f(z) = -293/16*z^3 + 275/36*z + 1
*
[ -1/6 ] 
f(z) = -292/3*z^3 + 262/27*z + 1
*
[ -1/6 ] 
f(z) = -291/2*z^3 + 265/24*z + 1
*
[ 1/2 ] 
f(z) = -291/5*z^3 + 271/20*z + 1
*
[ 1/2 ] 
f(z) = -291/7*z^3 + 263/28*z + 1
*
[ -1/4 ] 
f(z) = -290/3*z^3 + 265/24*z + 1
*
[ -1/5 ] 
f(z) = -290/7*z^3 + 268/35*z + 1
*
-5/34 | 0.21942647958146328926457055654305373669 | 0.025331615426652260234097356094065516201
f(z) = -289*z^3 + 277/20*z + 1
*
7/17 | 0.21636193819837717683718147866746458858 | 0.028422538679840793920017111754998994429
f(z) = -289/4*z^3 + 263/28*z + 1
*
-2/17 | 0.20713366107591739114477902766765653906 | 0.029369325630490313156174275572021364926
f(z) = -289/5*z^3 + 261/20*z + 1
*
[ 1/2 ] 
f(z) = -289/6*z^3 + 265/24*z + 1
*
[ 1/2 ] 
f(z) = -289/7*z^3 + 261/28*z + 1
*
[ -5/17 ] 
f(z) = -289/7*z^3 + 279/35*z + 1
*
-13/34 | 0.12838886679418491077376554103248253288 | 0.018204160620837234191154605023216338752
f(z) = -289/9*z^3 + 277/36*z + 1
*
[ 17/24 ] 
f(z) = -288/17*z^3 + 275/34*z + 1
*
[ -1/7 ] 
f(z) = -287/4*z^3 + 265/28*z + 1
*
[ 1/2 ] 
f(z) = -287/5*z^3 + 267/20*z + 1
*
[ 1/2 ] 
f(z) = -287/6*z^3 + 263/24*z + 1
*
[ 2/3 ] 
f(z) = -287/16*z^3 + 269/36*z + 1
*
[ -1/4 ] 
f(z) = -286/3*z^3 + 263/24*z + 1
*
[ -3/13 ] 
f(z) = -286/9*z^3 + 274/39*z + 1
*
[ -1/10 ] 
f(z) = -285*z^3 + 277/20*z + 1
*
[ -1/6 ] 
f(z) = -285/2*z^3 + 263/24*z + 1
*
[ -1/5 ] 
f(z) = -285/7*z^3 + 267/35*z + 1
*
[ -4/5 ] 
f(z) = -285/16*z^3 + 273/20*z + 1
*
[ -1/6 ] 
f(z) = -284/3*z^3 + 260/27*z + 1
*
[ 1/2 ] 
f(z) = -283/5*z^3 + 263/20*z + 1
*
[ 2/3 ] 
f(z) = -283/16*z^3 + 265/36*z + 1
*
[ 1/2 ] 
f(z) = -281/5*z^3 + 261/20*z + 1
*
[ 2/3 ] 
f(z) = -281/16*z^3 + 263/36*z + 1
*
[ -2/9 ] 
f(z) = -297/14*z^3 + 275/42*z + 1
*
[ -1/3 ] 
f(z) = -291/14*z^3 + 265/42*z + 1
*
[ 7/17 ] 
f(z) = -289/8*z^3 + 263/56*z + 1
*
[ -6/17 ] 
f(z) = -289/14*z^3 + 269/42*z + 1
*
[ -2/7 ] 
f(z) = -287/12*z^3 + 271/42*z + 1
*
[ -3/7 ] 
f(z) = -287/18*z^3 + 263/42*z + 1
*
[ -1/3 ] 
f(z) = -285/14*z^3 + 263/42*z + 1
*
[ 4/9 ] 
f(z) = -297/10*z^3 + 277/60*z + 1
*
[ 1/3 ] 
f(z) = -299*z^3 + 281/9*z + 1
*
[ 1/2 ] 
f(z) = -299*z^3 + 295/4*z + 1
*
0 | 0.14480760133808382242114931587750336801 | 0.025402865491737631777829903980594172471
f(z) = -299*z^3 + 297*z + 1
*
[ 1/2 ] 
f(z) = -299/2*z^3 + 291/8*z + 1
*
0 | 0.13198078742396953297621597417390586958 | 0.023152722367088691573744471660169094726
f(z) = -299/2*z^3 + 295/2*z + 1
*
[ 1/2 ] 
f(z) = -299/3*z^3 + 287/12*z + 1
*
0 | 0.12448114250462804636170678978323366861 | 0.021837097570037921808417528676422942199
f(z) = -299/3*z^3 + 293/3*z + 1
*
[ 1/2 ] 
f(z) = -299/4*z^3 + 283/16*z + 1
*
0 | 0.11916254798052641464076674049507934809 | 0.020904083418485137767578141633850079687
f(z) = -299/4*z^3 + 291/4*z + 1
*
0 | 0.14484193599524012669042425927169493266 | 0.025408888647078836504151341764666319595
f(z) = -299/5*z^3 + 289/5*z + 1
*
0 | 0.11167145924149915586943576888068805678 | 0.019589959588894894680736088218806868839
f(z) = -299/6*z^3 + 287/6*z + 1
*
0 | 0.14485906671870580877748914581254570721 | 0.025411893803299599258698976318871871571
f(z) = -299/7*z^3 + 285/7*z + 1
*
0 | 0.11634304763959572652154060994922163041 | 0.020409472726416903091754411424062132509
f(z) = -299/8*z^3 + 283/8*z + 1
*
0 | 0.13131305849211749860301965656102357630 | 0.023035586055983192484830865692158438923
f(z) = -299/9*z^3 + 281/9*z + 1
*
-2 | 0.11923138773338565617583519916156524860 | 0.016840528454899042749478458840176284232
f(z) = -299/16*z^3 + 297/4*z + 1
*
[ 1/3 ] 
f(z) = -298*z^3 + 280/9*z + 1
*
0 | 0.14474559153737579620033394272439238473 | 0.025406918787664602906930679578770374886
f(z) = -298*z^3 + 296*z + 1
*
-1 | 0.12760148558640182503904072560542190257 | 0.022384483583354384539707870509090167323
f(z) = -298*z^3 + 299*z + 1
*
0 | 0.12441919027094076368186541995116223967 | 0.021839064176434896482636556552809321621
f(z) = -298/3*z^3 + 292/3*z + 1
*
0 | 0.14478004116457526589289368827672536434 | 0.025412965665301606733637925078823833236
f(z) = -298/5*z^3 + 288/5*z + 1
*
0 | 0.14479722912803723161732076215207416400 | 0.025415982635885410303342462049437354204
f(z) = -298/7*z^3 + 284/7*z + 1
*
0 | 0.13125127797938340469641995613695827431 | 0.023038287556677063037307839474759817354
f(z) = -298/9*z^3 + 280/9*z + 1
*
[ 1/2 ] 
f(z) = -297*z^3 + 293/4*z + 1
*
0 | 0.14468337339718648664679321704824589491 | 0.025410990519060679819049087057864046689
f(z) = -297*z^3 + 295*z + 1
*
-1 | 0.12753916853566496049186974415327885716 | 0.022386708035907174618636853210026233230
f(z) = -297*z^3 + 298*z + 1
*
[ -1 ] 
f(z) = -297*z^3 + 299*z + 1
*
[ 1/2 ] 
f(z) = -297/2*z^3 + 289/8*z + 1
*
0 | 0.13185661728497246221214626116459187348 | 0.023158205210668689825576948580038082157
f(z) = -297/2*z^3 + 293/2*z + 1
*
-1 | 0.11468226909320820288974506605160016458 | 0.020118130741358067693532579400448289812
f(z) = -297/2*z^3 + 299/2*z + 1
*
[ 1/2 ] 
f(z) = -297/4*z^3 + 281/16*z + 1
*
0 | 0.11903849319760001215985496759455486360 | 0.020906935959694074151803706760179360429
f(z) = -297/4*z^3 + 289/4*z + 1
*
0 | 0.14471793876697548027019555774188957914 | 0.025417061294598824851153055052183116237
f(z) = -297/5*z^3 + 287/5*z + 1
*
[ -2/3 ] 
f(z) = -297/5*z^3 + 289/10*z + 1
*
0 | 0.14473518435423843917392945239323111649 | 0.025420090166846858875042479677973343046
f(z) = -297/7*z^3 + 283/7*z + 1
*
[ -2/3 ] 
f(z) = -297/7*z^3 + 299/14*z + 1
*
0 | 0.10660538423221841439036655158835294612 | 0.018723287578933387223987319627210061453
f(z) = -297/8*z^3 + 281/8*z + 1
*
-2 | 0.11910776845885778375864139197192826251 | 0.016839138505470998981679354142107018806
f(z) = -297/16*z^3 + 295/4*z + 1
*
[ 2 ] 
f(z) = -297/16*z^3 + 299/4*z + 1
*
0 | 0.14462094551284406771288077924777316996 | 0.025415080835174256664326371791884344421
f(z) = -296*z^3 + 294*z + 1
*
-1 | 0.12747664107210183738366038377599468171 | 0.022388942430809210266624692755673330993
f(z) = -296*z^3 + 297*z + 1
*
[ -1 ] 
f(z) = -296*z^3 + 298*z + 1
*
0 | 0.12429362692924839298293480014448138350 | 0.021842842781188211596621469548742522347
f(z) = -296/3*z^3 + 290/3*z + 1
*
-1 | 0.10709114220806240056429922158355661241 | 0.018786457725493002879719129476757261904
f(z) = -296/3*z^3 + 299/3*z + 1
*
0 | 0.14465562740558195518935477073922934589 | 0.025421175686126340714657333017634279212
f(z) = -296/5*z^3 + 286/5*z + 1
*
0 | 0.14467293100432385313826964614582237600 | 0.025424216548286419034024290007188678505
f(z) = -296/7*z^3 + 282/7*z + 1
*
[ 1/2 ] 
f(z) = -295*z^3 + 291/4*z + 1
*
0 | 0.14455830646542272437009961070219176484 | 0.025419189886987929424315668801345303420
f(z) = -295*z^3 + 293*z + 1
*
-1 | 0.12741390176998290806723932984912896358 | 0.022391186847284676247468016491184707234
f(z) = -295*z^3 + 296*z + 1
*
[ -1 ] 
f(z) = -295*z^3 + 297*z + 1
*
[ 1/2 ] 
f(z) = -295/2*z^3 + 287/8*z + 1
*
0 | 0.13173160893801329572570994817088848840 | 0.023163738311466282046139318173878262822
f(z) = -295/2*z^3 + 291/2*z + 1
*
-1 | 0.11455751278754937290774824284959809871 | 0.020119933638402416509505628965756638228
f(z) = -295/2*z^3 + 297/2*z + 1
*
[ -1 ] 
f(z) = -295/2*z^3 + 299/2*z + 1
*
[ 1/2 ] 
f(z) = -295/3*z^3 + 283/12*z + 1
*
0 | 0.12423208023837582586550396284870431344 | 0.021845018213395693075053623245402372556
f(z) = -295/3*z^3 + 289/3*z + 1
*
-1 | 0.10702722686974418243031442875578301438 | 0.018786285870726452380455313046315232892
f(z) = -295/3*z^3 + 298/3*z + 1
*
0 | 0.11891360176747642228789375348913050207 | 0.020909814851740471065909689311443701135
f(z) = -295/4*z^3 + 287/4*z + 1
*
-1 | 0.11879346699779981879221318404040985546 | 0.020839337407411641178677901234476683832
f(z) = -295/4*z^3 + 299/4*z + 1
*
0 | 0.11142274463733432778777443995845391626 | 0.019592619565885871095966756843858565382
f(z) = -295/6*z^3 + 283/6*z + 1
*
0 | 0.14461046767121190984263656191938123041 | 0.025428361934081651458214470568579275403
f(z) = -295/7*z^3 + 281/7*z + 1
*
-2 | 0.11898331794998496316731531898131424777 | 0.016837737790724988210282930382602511346
f(z) = -295/16*z^3 + 293/4*z + 1
*
[ 2 ] 
f(z) = -295/16*z^3 + 297/4*z + 1
*
0 | 0.14449545482154914026633379146016026940 | 0.025423317827244761888647234845615473511
f(z) = -294*z^3 + 292*z + 1
*
-1 | 0.12735094918903850562618496742072566310 | 0.022393441365464705610616307839772049764
f(z) = -294*z^3 + 295*z + 1
*
[ -1 ] 
f(z) = -294*z^3 + 296*z + 1
*
0 | 0.14453037213304531816547112864643081605 | 0.025429461369330127538518737181066455418
f(z) = -294/5*z^3 + 284/5*z + 1
*
-1 | 0.12726650108985199018954088991121226936 | 0.022325718946491119810835518378658059412
f(z) = -294/5*z^3 + 299/5*z + 1
*
[ 1/2 ] 
f(z) = -293*z^3 + 289/4*z + 1
*
0 | 0.14443238913320569028829520342951096605 | 0.025427464810475042373329451664257517482
f(z) = -293*z^3 + 291*z + 1
*
-1 | 0.12728778187426045506575970513039469817 | 0.022395706066400922433854067092963348119
f(z) = -293*z^3 + 294*z + 1
*
[ -1 ] 
f(z) = -293*z^3 + 295*z + 1
*
[ 1/2 ] 
f(z) = -293/2*z^3 + 285/8*z + 1
*
0 | 0.13160575098951985631352718502271883799 | 0.023169322492172247718068325873677392860
f(z) = -293/2*z^3 + 289/2*z + 1
*
-1 | 0.11443124927296214084919008979763637827 | 0.020121636213069675547260895126996933794
f(z) = -293/2*z^3 + 295/2*z + 1
*
[ -1 ] 
f(z) = -293/2*z^3 + 297/2*z + 1
*
[ 1/2 ] 
f(z) = -293/3*z^3 + 281/12*z + 1
*
0 | 0.12410524797111341239984773402289203106 | 0.021848851525057680050235851749170106698
f(z) = -293/3*z^3 + 287/3*z + 1
*
-1 | 0.10690185282366741787443849709806338910 | 0.018786485051033730799633304413510993953
f(z) = -293/3*z^3 + 296/3*z + 1
*
[ -1 ] 
f(z) = -293/3*z^3 + 299/3*z + 1
*
0 | 0.11878786232847494854398070535889127182 | 0.020912720528933141923236760100196851814
f(z) = -293/4*z^3 + 285/4*z + 1
*
-1 | 0.11866691465468240770663789297317980340 | 0.020841674979047425493291499708239795110
f(z) = -293/4*z^3 + 297/4*z + 1
*
0 | 0.14446742535667305327978259109463927837 | 0.025433632972233321384386098357474853691
f(z) = -293/5*z^3 + 283/5*z + 1
*
-1 | 0.12720304395498796852083097043729251917 | 0.022327708726614960301346397469515943211
f(z) = -293/5*z^3 + 298/5*z + 1
*
0 | 0.11129712336561127394670807508706355842 | 0.019593968533444061345983681894062148922
f(z) = -293/6*z^3 + 281/6*z + 1
*
-1 | 0.094002715983309730419121747868786001991 | 0.016490421275654498379071352063710251962
f(z) = -293/6*z^3 + 299/6*z + 1
*
-2 | 0.11885802494598749549791702917768706762 | 0.016836326158751791541729344201605806581
f(z) = -293/16*z^3 + 291/4*z + 1
*
[ 2 ] 
f(z) = -293/16*z^3 + 295/4*z + 1
*
[ -2 ] 
f(z) = -293/16*z^3 + 299/4*z + 1
*
0 | 0.14436910793753027046906451147948945981 | 0.025431630993023542093297310415626888931
f(z) = -292*z^3 + 290*z + 1
*
-1 | 0.12722439835570028933722433576521826527 | 0.022397981032079234151054141022519252687
f(z) = -292*z^3 + 293*z + 1
*
[ -1 ] 
f(z) = -292*z^3 + 294*z + 1
*
0 | 0.12404306034132135427533541769785516784 | 0.021851055138547140221517407277481066274
f(z) = -292/3*z^3 + 286/3*z + 1
*
-1 | 0.10683832393798660065852105669631651038 | 0.018786493213634839921790384437178780758
f(z) = -292/3*z^3 + 295/3*z + 1
*
[ -1 ] 
f(z) = -292/3*z^3 + 298/3*z + 1
*
0 | 0.14440426388565546419612811935336223430 | 0.025437823959875679724030457553636004342
f(z) = -292/5*z^3 + 282/5*z + 1
*
-1 | 0.12713936862017906300590880378052434141 | 0.022329706688118705448621732810455221932
f(z) = -292/5*z^3 + 297/5*z + 1
*
-1 | 0.12709661574147501707945729231995203863 | 0.022295916818605846588216554956591303333
f(z) = -292/7*z^3 + 299/7*z + 1
*
[ 1/2 ] 
f(z) = -291*z^3 + 287/4*z + 1
*
0 | 0.14430560975661269605899429458178209505 | 0.025435816533077286383460304242455668871
f(z) = -291*z^3 + 289*z + 1
*
-1 | 0.12716079714826400023130368141798100333 | 0.022400266345433878941739931152652866970
f(z) = -291*z^3 + 292*z + 1
*
[ -1 ] 
f(z) = -291*z^3 + 293*z + 1
*
[ 1/2 ] 
f(z) = -291/2*z^3 + 283/8*z + 1
*
0 | 0.13147903181202390581479595900366052135 | 0.023174958594872110945203006891064447231
f(z) = -291/2*z^3 + 287/2*z + 1
*
-1 | 0.11430346680911113399154424752735805129 | 0.020123238267030572297092765295596756529
f(z) = -291/2*z^3 + 293/2*z + 1
*
[ -1 ] 
f(z) = -291/2*z^3 + 295/2*z + 1
*
0 | 0.11866126328589365544764707672556502964 | 0.020915653435883574773949541050622350153
f(z) = -291/4*z^3 + 283/4*z + 1
*
-1 | 0.11853949150929092239594208673089360284 | 0.020844031155708019806617859274344326904
f(z) = -291/4*z^3 + 295/4*z + 1
*
[ -1 ] 
f(z) = -291/4*z^3 + 299/4*z + 1
*
0 | 0.14434088625044224107710294902677466747 | 0.025442034492493361146086637127252411290
f(z) = -291/5*z^3 + 281/5*z + 1
*
-1 | 0.12707547357963658330234960714938921808 | 0.022331712890839067914830901229400755935
f(z) = -291/5*z^3 + 296/5*z + 1
*
-1 | 0.12703257212910961198030835929068340802 | 0.022297786130771632494066742858013245411
f(z) = -291/7*z^3 + 298/7*z + 1
*
-1 | 0.11845368823089973269954306701000167164 | 0.020779731735936152482377327748224176754
f(z) = -291/8*z^3 + 299/8*z + 1
*
-2 | 0.11873187795556865200049677342668727283 | 0.016834903454531556142385619290974270001
f(z) = -291/16*z^3 + 289/4*z + 1
*
[ 2 ] 
f(z) = -291/16*z^3 + 293/4*z + 1
*
[ -2 ] 
f(z) = -291/16*z^3 + 297/4*z + 1
*
0 | 0.14424189309728759691199452541037176305 | 0.025440021590693850252422194276113562325
f(z) = -290*z^3 + 288*z + 1
*
-1 | 0.12709697675150325248872700348480762433 | 0.022402562090361733798720792572463970472
f(z) = -290*z^3 + 291*z + 1
*
[ -1 ] 
f(z) = -290*z^3 + 292*z + 1
*
0 | 0.12391596663851446099641766205522543099 | 0.021855126822200496004781287767314059914
f(z) = -290/3*z^3 + 284/3*z + 1
*
-1 | 0.10671060858072775227274411804701051050 | 0.018786508073949820561149207361921558691
f(z) = -290/3*z^3 + 293/3*z + 1
*
[ -1 ] 
f(z) = -290/3*z^3 + 296/3*z + 1
*
-1 | 0.12696830625333297748476697134061967932 | 0.022299662709463598363051151204478016864
f(z) = -290/7*z^3 + 297/7*z + 1
*
-1 | 0.11336197760070810192168132947324481009 | 0.019886518678980476770048894827519230015
f(z) = -290/9*z^3 + 299/9*z + 1
*
[ 1/2 ] 
f(z) = -289*z^3 + 285/4*z + 1
*
0 | 0.14417795645092373762694970554516754520 | 0.025444246327830190051519333906450621334
f(z) = -289*z^3 + 287*z + 1
*
-1 | 0.12703293564940298774122469404128431371 | 0.022404868351736889033641915227279858104
f(z) = -289*z^3 + 290*z + 1
*
[ -1 ] 
f(z) = -289*z^3 + 291*z + 1
*
0 | 0.13135143953771487298490851277369425331 | 0.023180647481644189006540968103931308961
f(z) = -289/2*z^3 + 285/2*z + 1
*
-1 | 0.11417545769089826450140016843944552333 | 0.020124969495669491681415260217519917768
f(z) = -289/2*z^3 + 291/2*z + 1
*
[ -1 ] 
f(z) = -289/2*z^3 + 293/2*z + 1
*
0 | 0.12385209118868228870623052404617084845 | 0.021857177019251120517019828485153035108
f(z) = -289/3*z^3 + 283/3*z + 1
*
-1 | 0.10664641907171649076090927885693728847 | 0.018786514755863356665746396555663669972
f(z) = -289/3*z^3 + 292/3*z + 1
*
[ -1 ] 
f(z) = -289/3*z^3 + 295/3*z + 1
*
0 | 0.11853379280559330037336666785837511865 | 0.020918614027825462515464580963272616181
f(z) = -289/4*z^3 + 281/4*z + 1
*
-1 | 0.11841118549446564840109981719479904523 | 0.020846406200137686063887690632487068125
f(z) = -289/4*z^3 + 293/4*z + 1
*
[ -1 ] 
f(z) = -289/4*z^3 + 297/4*z + 1
*
-1 | 0.12694701827977182408403513286308541991 | 0.022335750262411530645057649751638333242
f(z) = -289/5*z^3 + 294/5*z + 1
*
[ -1 ] 
f(z) = -289/5*z^3 + 299/5*z + 1
*
[ 12/17 ] 
f(z) = -289/6*z^3 + 283/12*z + 1
*
-1 | 0.093745740539226108254698111676772407331 | 0.016484288161143285308260596404449272040
f(z) = -289/6*z^3 + 295/6*z + 1
*
[ -9/17 ] 
f(z) = -289/6*z^3 + 295/18*z + 1
*
-1 | 0.12690381656597665622001326101080349712 | 0.022301546604326273676808331727425975075
f(z) = -289/7*z^3 + 296/7*z + 1
*
-1 | 0.11832478168153709288191259769703274905 | 0.020781585574627838608479574530342763386
f(z) = -289/8*z^3 + 297/8*z + 1
*
-1 | 0.11329733610998946691770750611268612627 | 0.019886866237732395219546505112455826410
f(z) = -289/9*z^3 + 298/9*z + 1
*
-1 | 0.11400264698218407957347373683816714846 | 0.019998908069951134246324045502400423855
f(z) = -289/10*z^3 + 299/10*z + 1
*
-2 | 0.11860486525057604269369897424872604427 | 0.016833469519850242953732298478137425077
f(z) = -289/16*z^3 + 287/4*z + 1
*
[ 2 ] 
f(z) = -289/16*z^3 + 291/4*z + 1
*
[ -2 ] 
f(z) = -289/16*z^3 + 295/4*z + 1
*
0 | 0.14411379829320968812428779658124074161 | 0.025448490908372023349135514525316004854
f(z) = -288*z^3 + 286*z + 1
*
-1 | 0.12696867231016534311366616712762497740 | 0.022407185215425495128049396302473041781
f(z) = -288*z^3 + 289*z + 1
*
[ -1 ] 
f(z) = -288*z^3 + 290*z + 1
*
-7/36 | 0.13510714519974252729157619380862449277 | 0.015795849084289400983178408468052723344
f(z) = -288*z^3 + 295/18*z + 1
*
[ -2/3 ] 
f(z) = -288/5*z^3 + 281/10*z + 1
*
-1 | 0.12688245492979188589046729078233289874 | 0.022337781554097600159507087006234193797
f(z) = -288/5*z^3 + 293/5*z + 1
*
[ -1 ] 
f(z) = -288/5*z^3 + 298/5*z + 1
*
[ -2/3 ] 
f(z) = -288/7*z^3 + 291/14*z + 1
*
-1 | 0.12683910150263939394773742797186925737 | 0.022303437865479690605249062757120019479
f(z) = -288/7*z^3 + 295/7*z + 1
*
-1 | 0.12675189738539122838071125846568907680 | 0.022235444619969776862921771290829995051
f(z) = -288/11*z^3 + 299/11*z + 1
*
[ 1/2 ] 
f(z) = -287*z^3 + 283/4*z + 1
*
0 | 0.14404941708393576852904869546521787190 | 0.025452755498163769416693432819074211475
f(z) = -287*z^3 + 285*z + 1
*
-1 | 0.12690418518598980748566340963046610805 | 0.022409512768300887989649904825952045680
f(z) = -287*z^3 + 288*z + 1
*
[ -1 ] 
f(z) = -287*z^3 + 289*z + 1
*
[ 2/7 ] 
f(z) = -287*z^3 + 293/14*z + 1
*
[ -1/2 ] 
f(z) = -287*z^3 + 299/4*z + 1
*
0 | 0.13122296205176996220294801740469959206 | 0.023186390035180469401186060061151144430
f(z) = -287/2*z^3 + 283/2*z + 1
*
-1 | 0.11404655754491513574609438100292257269 | 0.020126715445586339445956866476097141584
f(z) = -287/2*z^3 + 289/2*z + 1
*
[ -1 ] 
f(z) = -287/2*z^3 + 291/2*z + 1
*
0 | 0.12372367549222787280686578104958281754 | 0.021861306525127327907093564739352852927
f(z) = -287/3*z^3 + 281/3*z + 1
*
-1 | 0.10651736868019641439186946386339846073 | 0.018786526582678706699750065564919864214
f(z) = -287/3*z^3 + 290/3*z + 1
*
[ -1 ] 
f(z) = -287/3*z^3 + 293/3*z + 1
*
-1 | 0.11828198429046103351066361920574299444 | 0.020848800380351324748462975230790916631
f(z) = -287/4*z^3 + 291/4*z + 1
*
[ -1 ] 
f(z) = -287/4*z^3 + 295/4*z + 1
*
-1 | 0.12681766569231682519413484249064142050 | 0.022339821332685559872838504116032881910
f(z) = -287/5*z^3 + 292/5*z + 1
*
[ -1 ] 
f(z) = -287/5*z^3 + 297/5*z + 1
*
-1 | 0.093616888132652245426233292956853959422 | 0.016481345652073819445033187541417892227
f(z) = -287/6*z^3 + 293/6*z + 1
*
[ -1 ] 
f(z) = -287/6*z^3 + 299/6*z + 1
*
-1 | 0.11819497147717917330866131031247822211 | 0.020783450616752865132808596573291733470
f(z) = -287/8*z^3 + 295/8*z + 1
*
-1 | 0.11316737219736657580357663531405146545 | 0.019887561252632566169966525259454606137
f(z) = -287/9*z^3 + 296/9*z + 1
*
-1 | 0.11387318090901238588297961985885133445 | 0.019999743249769049745089782595126575311
f(z) = -287/10*z^3 + 297/10*z + 1
*
-1 | 0.12668664626481403243615324578355554428 | 0.022237066420780043366666950626642778878
f(z) = -287/11*z^3 + 298/11*z + 1
*
-1 | 0.097763651461281564131889263267660543224 | 0.017150183174803477762155313773098988434
f(z) = -287/12*z^3 + 299/12*z + 1
*
-2 | 0.11847697485944348304498448903811477385 | 0.016832024193213295617522854155022096153
f(z) = -287/16*z^3 + 285/4*z + 1
*
[ 2 ] 
f(z) = -287/16*z^3 + 289/4*z + 1
*
[ -2 ] 
f(z) = -287/16*z^3 + 293/4*z + 1
*
0 | 0.14398481126677219037264762946858461414 | 0.025457040265039063058600518094810877758
f(z) = -286*z^3 + 284*z + 1
*
-1 | 0.12683947271284953652737836476791318300 | 0.022411851098258998829984118176600581438
f(z) = -286*z^3 + 287*z + 1
*
[ -1 ] 
f(z) = -286*z^3 + 288*z + 1
*
0 | 0.12365913215798621674858055818989219611 | 0.021863385997382033536338294470590507378
f(z) = -286/3*z^3 + 280/3*z + 1
*
-1 | 0.10645250466399949290788726743565709097 | 0.018786531710950335436395016065989544606
f(z) = -286/3*z^3 + 289/3*z + 1
*
[ -1 ] 
f(z) = -286/3*z^3 + 292/3*z + 1
*
-1 | 0.12675264898113881969569019880422714139 | 0.022341869661224674985707988532115530836
f(z) = -286/5*z^3 + 291/5*z + 1
*
[ -1 ] 
f(z) = -286/5*z^3 + 296/5*z + 1
*
-1 | 0.12670898890788257436898762574512056387 | 0.022307242689550783303199932278946411855
f(z) = -286/7*z^3 + 293/7*z + 1
*
-1 | 0.11310204657416331045974782492010688362 | 0.019887908683845016613937959078739047916
f(z) = -286/9*z^3 + 295/9*z + 1
*
[ 1/2 ] 
f(z) = -285*z^3 + 281/4*z + 1
*
0 | 0.14391997926904331421430593525167636055 | 0.025461345378851854854055924725760990815
f(z) = -285*z^3 + 283*z + 1
*
-1 | 0.12677453331026374568784346473003285022 | 0.022414200294234055040880954635138206844
f(z) = -285*z^3 + 286*z + 1
*
[ -1 ] 
f(z) = -285*z^3 + 287*z + 1
*
[ -1/2 ] 
f(z) = -285*z^3 + 297/4*z + 1
*
0 | 0.13109358698545126920077665171656687455 | 0.023192187159431356208485173761490555935
f(z) = -285/2*z^3 + 281/2*z + 1
*
-1 | 0.11391675387984133078080306866358381259 | 0.020128476340578325372660254844946929758
f(z) = -285/2*z^3 + 287/2*z + 1
*
[ -1 ] 
f(z) = -285/2*z^3 + 289/2*z + 1
*
-1 | 0.11815187531784663900672250614620421947 | 0.020851213969769848008147901058929542392
f(z) = -285/4*z^3 + 289/4*z + 1
*
[ -1 ] 
f(z) = -285/4*z^3 + 293/4*z + 1
*
-1 | 0.12664358816442670434240520885004427188 | 0.022309156355137905077089266215064991541
f(z) = -285/7*z^3 + 292/7*z + 1
*
[ -1 ] 
f(z) = -285/7*z^3 + 299/7*z + 1
*
-1 | 0.11806424485810228352700087865448519821 | 0.020785326958318060857495968899643768386
f(z) = -285/8*z^3 + 293/8*z + 1
*
-1 | 0.12655545012477869466763597853368427438 | 0.022240326141191341036702074572846483294
f(z) = -285/11*z^3 + 296/11*z + 1
*
-1 | 0.12651112382724867885020961412207144501 | 0.022206257300659211542296681298157458794
f(z) = -285/13*z^3 + 298/13*z + 1
*
-1 | 0.11365283672901305998194477292089584449 | 0.019937542625548892998961598967525988770
f(z) = -285/14*z^3 + 299/14*z + 1
*
-2 | 0.11834819456040416853073987704126227880 | 0.016830567309756420400823848648102079730
f(z) = -285/16*z^3 + 283/4*z + 1
*
[ 2 ] 
f(z) = -285/16*z^3 + 287/4*z + 1
*
[ -2 ] 
f(z) = -285/16*z^3 + 291/4*z + 1
*
0 | 0.14385491950149794181818179983612287690 | 0.025465671011508111224333659492619984136
f(z) = -284*z^3 + 282*z + 1
*
-1 | 0.12670936538106609832315956556483316954 | 0.022416560446214578612967893223596195941
f(z) = -284*z^3 + 285*z + 1
*
[ -1 ] 
f(z) = -284*z^3 + 286*z + 1
*
-1 | 0.10632209103228544101265500769302768744 | 0.018786540354560472524565459748393705873
f(z) = -284/3*z^3 + 287/3*z + 1
*
[ -1 ] 
f(z) = -284/3*z^3 + 290/3*z + 1
*
-1 | 0.12662192670877030892199950693240469841 | 0.022345992223707721732690075758065094676
f(z) = -284/5*z^3 + 289/5*z + 1
*
[ -1 ] 
f(z) = -284/5*z^3 + 294/5*z + 1
*
-1 | 0.12657795562044139720719717734244695279 | 0.022311077592366501478915589542286134965
f(z) = -284/7*z^3 + 291/7*z + 1
*
[ -1 ] 
f(z) = -284/7*z^3 + 298/7*z + 1
*
-1 | 0.11297069986288663216784223409858480708 | 0.019888603329333646890607082803234237625
f(z) = -284/9*z^3 + 293/9*z + 1
*
-1 | 0.12648950181173742304655487027616768229 | 0.022241964117310158199273895204829721983
f(z) = -284/11*z^3 + 295/11*z + 1
*
-1 | 0.12644501576901952264296721786353106635 | 0.022207756298772579374861517808554444855
f(z) = -284/13*z^3 + 297/13*z + 1
*
-1 | 0.10605568269946791871182785321281658082 | 0.018604812298209424109430608039890002138
f(z) = -284/15*z^3 + 299/15*z + 1
*
0 | 0.14378963035807555900187219365670631364 | 0.025470017336998128095283969619083644290
f(z) = -283*z^3 + 281*z + 1
*
-1 | 0.12664396731116900410474152417127273837 | 0.022418931645259688810339311932404589073
f(z) = -283*z^3 + 284*z + 1
*
[ -1 ] 
f(z) = -283*z^3 + 285*z + 1
*
[ -1/2 ] 
f(z) = -283*z^3 + 295/4*z + 1
*
-1 | 0.11378603393982644866591153578057677479 | 0.020130252409332068065547436026225049632
f(z) = -283/2*z^3 + 285/2*z + 1
*
[ -1 ] 
f(z) = -283/2*z^3 + 287/2*z + 1
*
-1 | 0.10625550456629400744977911771265815301 | 0.018786361105231508574224643696866533844
f(z) = -283/3*z^3 + 286/3*z + 1
*
[ -1 ] 
f(z) = -283/3*z^3 + 289/3*z + 1
*
-1 | 0.11802084573015691878160876173179925856 | 0.020853647247359721252071476581744175399
f(z) = -283/4*z^3 + 287/4*z + 1
*
[ -1 ] 
f(z) = -283/4*z^3 + 291/4*z + 1
*
-1 | 0.12655621789037610638088957232893965619 | 0.022348066587132173962788554151956837619
f(z) = -283/5*z^3 + 288/5*z + 1
*
[ -1 ] 
f(z) = -283/5*z^3 + 293/5*z + 1
*
-1 | 0.093354477762442608827696633768666110644 | 0.016475017308225392686395820675120342740
f(z) = -283/6*z^3 + 289/6*z + 1
*
[ -1 ] 
f(z) = -283/6*z^3 + 295/6*z + 1
*
-1 | 0.12651208962686380620186389961279763432 | 0.022313006453821511766438981761141757181
f(z) = -283/7*z^3 + 290/7*z + 1
*
[ -1 ] 
f(z) = -283/7*z^3 + 297/7*z + 1
*
-1 | 0.11793258879239130932654923245856816612 | 0.020787214695627260054998593210450543505
f(z) = -283/8*z^3 + 291/8*z + 1
*
[ -1 ] 
f(z) = -283/8*z^3 + 299/8*z + 1
*
-1 | 0.11290467547022248903689450202364670182 | 0.019888950516950153024758919307973792538
f(z) = -283/9*z^3 + 292/9*z + 1
*
-1 | 0.11360951677819886003841334810734078917 | 0.020001067678444821657570490866574347761
f(z) = -283/10*z^3 + 293/10*z + 1
*
-1 | 0.12642331777819826113995991635453906281 | 0.022243607541976239902163756011717971375
f(z) = -283/11*z^3 + 294/11*z + 1
*
-1 | 0.097500005239702623368964377869201719374 | 0.017144439553621410649280223656157878978
f(z) = -283/12*z^3 + 295/12*z + 1
*
-1 | 0.12637867083458152018477926758476330122 | 0.022209259687197324672722929296959662946
f(z) = -283/13*z^3 + 296/13*z + 1
*
-1 | 0.11352022246187256255026350271681865074 | 0.019937752548672590222706279297011399689
f(z) = -283/14*z^3 + 297/14*z + 1
*
-1 | 0.10599020920193431856105382634547906472 | 0.018604260128957210286385644510551962362
f(z) = -283/15*z^3 + 298/15*z + 1
*
-2 | 0.11821851187446551457589734273953454435 | 0.016829098701153361835092026761394455389
f(z) = -283/16*z^3 + 281/4*z + 1
*
[ 2 ] 
f(z) = -283/16*z^3 + 285/4*z + 1
*
[ -2 ] 
f(z) = -283/16*z^3 + 289/4*z + 1
*
-1 | 0.11775399672681553787084354565151375121 | 0.020656988392356661414871312952875333355
f(z) = -283/16*z^3 + 299/16*z + 1
*
0 | 0.14372411021566844319440962499556072954 | 0.025474384531429472291693882746695289806
f(z) = -282*z^3 + 280*z + 1
*
-1 | 0.12657833746932374074254454175851426302 | 0.022421313983515715991393557304404517926
f(z) = -282*z^3 + 283*z + 1
*
[ -1 ] 
f(z) = -282*z^3 + 284*z + 1
*
-1 | 0.12649027508338453837171839236581498451 | 0.022350149759487651791432214618724867218
f(z) = -282/5*z^3 + 287/5*z + 1
*
[ -1 ] 
f(z) = -282/5*z^3 + 292/5*z + 1
*
-1 | 0.12644598851696997040663979834545743101 | 0.022314942992598910538409552484964531209
f(z) = -282/7*z^3 + 289/7*z + 1
*
[ -1 ] 
f(z) = -282/7*z^3 + 296/7*z + 1
*
-1 | 0.12635689633284949792390558516533854397 | 0.022245256443838083957506087391738270471
f(z) = -282/11*z^3 + 293/11*z + 1
*
-1 | 0.12631208732003392793681731658002408133 | 0.022210767482792353569130468813277662483
f(z) = -282/13*z^3 + 295/13*z + 1
*
-1 | 0.12622193477606301673025964702778997810 | 0.022142475958407711075895701031796926825
f(z) = -282/17*z^3 + 299/17*z + 1
*
-1 | 0.12651247420687630989306621552857141281 | 0.022423707554233133647010206537976463502
f(z) = -281*z^3 + 282*z + 1
*
[ -1 ] 
f(z) = -281*z^3 + 283*z + 1
*
[ -1/2 ] 
f(z) = -281*z^3 + 293/4*z + 1
*
-1 | 0.11365438469696764074680175222828496322 | 0.020132043885562732742251425437050379554
f(z) = -281/2*z^3 + 283/2*z + 1
*
[ -1 ] 
f(z) = -281/2*z^3 + 285/2*z + 1
*
-1 | 0.10612473220143854616487255113050781316 | 0.018786549155158324686844617878154644604
f(z) = -281/3*z^3 + 284/3*z + 1
*
[ -1 ] 
f(z) = -281/3*z^3 + 287/3*z + 1
*
-1 | 0.11788888240627908603488091529544067687 | 0.020856100497776819037756983922286922941
f(z) = -281/4*z^3 + 285/4*z + 1
*
[ -1 ] 
f(z) = -281/4*z^3 + 289/4*z + 1
*
-1 | 0.12642409661533846944142524732822731382 | 0.022352241807261903746264675233253219126
f(z) = -281/5*z^3 + 286/5*z + 1
*
[ -1 ] 
f(z) = -281/5*z^3 + 291/5*z + 1
*
-1 | 0.093222197923270091152713482150406315613 | 0.016471859857369958834833944542860693547
f(z) = -281/6*z^3 + 287/6*z + 1
*
[ -1 ] 
f(z) = -281/6*z^3 + 293/6*z + 1
*
-1 | 0.12637965060612170409695087842754667699 | 0.022316887262311923127904910613830127029
f(z) = -281/7*z^3 + 288/7*z + 1
*
[ -1 ] 
f(z) = -281/7*z^3 + 295/7*z + 1
*
-1 | 0.11779998996814190897807931163353840318 | 0.020789113925231559262450699816940076243
f(z) = -281/8*z^3 + 289/8*z + 1
*
[ -1 ] 
f(z) = -281/8*z^3 + 297/8*z + 1
*
-1 | 0.11277191621598116638843100939536093674 | 0.019889644553011121924831274388973777399
f(z) = -281/9*z^3 + 290/9*z + 1
*
[ -1 ] 
f(z) = -281/9*z^3 + 299/9*z + 1
*
-1 | 0.11347724860224337550432896550134640634 | 0.020001900695290170088429917191806208547
f(z) = -281/10*z^3 + 291/10*z + 1
*
-1 | 0.12629023576610892547678689353747682922 | 0.022246910851699551184363004873791737608
f(z) = -281/11*z^3 + 292/11*z + 1
*
-1 | 0.097365727274018227826668089008456760019 | 0.017141332486877895062378380101484944170
f(z) = -281/12*z^3 + 293/12*z + 1
*
-1 | 0.12624526350302197423903918577990138214 | 0.022212279702398884897172797440383653261
f(z) = -281/13*z^3 + 294/13*z + 1
*
-1 | 0.11338665149812067596948314008638492235 | 0.019937953726442236409610827849793091347
f(z) = -281/14*z^3 + 295/14*z + 1
*
-1 | 0.10585647395127219805626823768602158479 | 0.018602774534890353520491271807058940634
f(z) = -281/15*z^3 + 296/15*z + 1
*
[ 2 ] 
f(z) = -281/16*z^3 + 283/4*z + 1
*
[ -2 ] 
f(z) = -281/16*z^3 + 287/4*z + 1
*
-1 | 0.11762009652965596371479881120022493828 | 0.020657820505477726968058285316879726623
f(z) = -281/16*z^3 + 297/16*z + 1
*
-1 | 0.12615478051812959802035119982811040650 | 0.022143709036362137190458096557790302169
f(z) = -281/17*z^3 + 298/17*z + 1
*
-1 | 0.099732872713208373659842017359419498092 | 0.017495633704498923042348259777137765363
f(z) = -281/18*z^3 + 299/18*z + 1
*
[ -2/13 ] 
f(z) = -299/2*z^3 + 287/26*z + 1
*
[ -2/23 ] 
f(z) = -299/8*z^3 + 294/23*z + 1
*
[ 2/3 ] 
f(z) = -299/16*z^3 + 281/36*z + 1
*
-1/9 | 0.18242154405328001878311749384638734162 | 0.026856933714300222184825613739770184729
f(z) = -297/10*z^3 + 281/30*z + 1
*
[ 3/8 ] 
f(z) = -296/3*z^3 + 293/24*z + 1
*
[ -4/5 ] 
f(z) = -295/16*z^3 + 281/20*z + 1
*
-13/84 | 0.16483061331482894616573064443700372451 | 0.018600477157829994632050337970057328700
f(z) = -294*z^3 + 289/24*z + 1
*
[ -3/7 ] 
f(z) = -294/13*z^3 + 292/39*z + 1
*
[ -5/34 ] 
f(z) = -289*z^3 + 281/20*z + 1
*
[ 7/17 ] 
f(z) = -289/5*z^3 + 293/35*z + 1
*
[ -3/17 ] 
f(z) = -289/13*z^3 + 287/39*z + 1
*
[ -10/17 ] 
f(z) = -289/15*z^3 + 281/30*z + 1
*
[ -2/17 ] 
f(z) = -289/15*z^3 + 293/30*z + 1
*
-28/51 | 0.22984273138055117511617561307320436545 | 0.029228500046846592129759065713672893374
f(z) = -289/16*z^3 + 295/36*z + 1
*
[ -3/34 ] 
f(z) = -289/18*z^3 + 299/24*z + 1
*
[ -2/15 ] 
f(z) = -285/4*z^3 + 293/30*z + 1
*
-1/3 | 0.13761441019893122025570051449888884064 | 0.020260222618035461827397003665236295556
f(z) = -297/14*z^3 + 281/42*z + 1
*
[ -1/5 ] 
f(z) = -295/8*z^3 + 299/40*z + 1
*
[ -1/4 ] 
f(z) = -292/11*z^3 + 293/44*z + 1
*
[ -1/3 ] 
f(z) = -291/16*z^3 + 289/48*z + 1
*
[ 7/17 ] 
f(z) = -289/6*z^3 + 283/42*z + 1
*
-9/34 | 0.099787967503746665635135657372577396979 | 0.014148860674789969705884721947862934299
f(z) = -289/10*z^3 + 281/40*z + 1
*
[ -4/17 ] 
f(z) = -289/11*z^3 + 295/44*z + 1
*
[ -1/5 ] 
f(z) = -285/8*z^3 + 297/40*z + 1
*
[ -1/3 ] 
f(z) = -285/16*z^3 + 287/48*z + 1
*
[ -1/3 ] 
f(z) = -285/17*z^3 + 299/51*z + 1
*
[ -1/4 ] 
f(z) = -284/11*z^3 + 291/44*z + 1
*
[ -1/3 ] 
f(z) = -282/17*z^3 + 298/51*z + 1
*
[ 15/34 ] 
f(z) = -289/9*z^3 + 299/60*z + 1
*
[ 7/18 ] 
f(z) = -288/7*z^3 + 293/63*z + 1
*
[ -3/4 ] 
f(z) = -296/27*z^3 + 17/2*z + 1
*
[ 3/5 ] 
f(z) = -290/27*z^3 + 16/5*z + 1
*
-6/17 | 0.057599487645256096528654419096235867197 | 0.010165045947932895668861429446340119157
f(z) = -289/24*z^3 + 8/3*z + 1
*
-2/17 | 0.061302961927501933970743510710740553381 | 0.010818627911680055298546163507851302195
f(z) = -289/24*z^3 + 11/3*z + 1
*
[ -6/17 ] 
f(z) = -289/24*z^3 + 16/3*z + 1
*
-6/17 | 0.11552588937601403796689226952459058957 | 0.020387785060093553485112221961157777293
f(z) = -289/24*z^3 + 17/3*z + 1
*
12/17 | 0.11319870094638795775060696811959701446 | 0.019977087356281682587377644946339791512
f(z) = -289/32*z^3 + 11/4*z + 1
*
[ 2/3 ] 
f(z) = -297/32*z^3 + 29/8*z + 1
*
[ 3/2 ] 
f(z) = -296/27*z^3 + 25*z + 1
*
[ 3/4 ] 
f(z) = -296/27*z^3 + 35/6*z + 1
*
[ -3/5 ] 
f(z) = -295/27*z^3 + 33/5*z + 1
*
[ 5/7 ] 
f(z) = -294/25*z^3 + 28/5*z + 1
*
[ 3/4 ] 
f(z) = -292/27*z^3 + 23/4*z + 1
*
[ -3/2 ] 
f(z) = -292/27*z^3 + 26*z + 1
*
14/17 | 0.14745901047561037163536052177798092939 | 0.026023280383202324420261525860216853204
f(z) = -289/24*z^3 + 20/3*z + 1
*
[ -2/17 ] 
f(z) = -289/24*z^3 + 29/3*z + 1
*
[ -5/17 ] 
f(z) = -289/25*z^3 + 27/5*z + 1
*
[ 10/17 ] 
f(z) = -289/25*z^3 + 33/10*z + 1
*
15/17 | 0.13888223773067682478287623949862125396 | 0.024509668151541988120659357075712128690
f(z) = -289/25*z^3 + 36/5*z + 1
*
-15/34 | 0.18310467172821852707820713078357252227 | 0.025962273348121314527855313340004429358
f(z) = -289/27*z^3 + 23/4*z + 1
*
[ -12/17 ] 
f(z) = -289/27*z^3 + 31/4*z + 1
*
[ -6/17 ] 
f(z) = -289/27*z^3 + 31/6*z + 1
*
-6/17 | 0.15145327885207383513342947344668996746 | 0.026728181125118392775599247171306681166
f(z) = -289/32*z^3 + 21/8*z + 1
*
[ -4/17 ] 
f(z) = -289/32*z^3 + 23/4*z + 1
*
-12/17 | 0.12285483049793252462109888314913027834 | 0.021681182385306255010237686059992755052
f(z) = -289/32*z^3 + 25/4*z + 1
*
-3/17 | 0.15312744686589818830413748766502522082 | 0.027023635051547297567498970660835486968
f(z) = -289/36*z^3 + 23/12*z + 1
*
[ -6/17 ] 
f(z) = -289/36*z^3 + 29/6*z + 1
*
[ -5/12 ] 
f(z) = -288/25*z^3 + 27/5*z + 1
*
-5/12 | 0.099749997690637309162010261579970294751 | 0.015693566411321027526946453979731367673
f(z) = -288/25*z^3 + 29/10*z + 1
*
[ 5/6 ] 
f(z) = -288/25*z^3 + 39/5*z + 1
*
[ 5/8 ] 
f(z) = -288/25*z^3 + 39/10*z + 1
*
[ -3/7 ] 
f(z) = -287/27*z^3 + 37/7*z + 1
*
[ 3/2 ] 
f(z) = -284/27*z^3 + 24*z + 1
*
[ -3/4 ] 
f(z) = -284/27*z^3 + 33/4*z + 1
*
[ 3/4 ] 
f(z) = -298/27*z^3 + 47/8*z + 1
*
[ -3/2 ] 
f(z) = -298/27*z^3 + 53/2*z + 1
*
[ 5/9 ] 
f(z) = -297/25*z^3 + 43/15*z + 1
*
[ 2/3 ] 
f(z) = -297/28*z^3 + 59/14*z + 1
*
[ -2/3 ] 
f(z) = -297/32*z^3 + 53/8*z + 1
*
[ 3/5 ] 
f(z) = -295/27*z^3 + 49/15*z + 1
*
[ -5/7 ] 
f(z) = -294/25*z^3 + 42/5*z + 1
*
[ -5/14 ] 
f(z) = -294/25*z^3 + 53/10*z + 1
*
[ 3/2 ] 
f(z) = -290/27*z^3 + 49/2*z + 1
*
[ -3/10 ] 
f(z) = -290/27*z^3 + 53/10*z + 1
*
[ 10/17 ] 
f(z) = -289/20*z^3 + 43/10*z + 1
*
-6/17 | 0.10961499976451745035786434154387529565 | 0.019344642717160393690262707826317355215
f(z) = -289/20*z^3 + 53/10*z + 1
*
[ 10/17 ] 
f(z) = -289/24*z^3 + 52/15*z + 1
*
[ 15/17 ] 
f(z) = -289/27*z^3 + 41/5*z + 1
*
[ -9/17 ] 
f(z) = -289/27*z^3 + 53/9*z + 1
*
-6/17 | 0.10678357188375438064166218752784131333 | 0.015140762145325115168727312561744016893
f(z) = -289/27*z^3 + 53/12*z + 1
*
[ 12/17 ] 
f(z) = -289/27*z^3 + 59/12*z + 1
*
[ -8/17 ] 
f(z) = -289/32*z^3 + 41/8*z + 1
*
[ 12/17 ] 
f(z) = -289/32*z^3 + 49/12*z + 1
*
[ 12/17 ] 
f(z) = -289/36*z^3 + 43/12*z + 1
*
15/17 | 0.098684213413124485642577293302720271047 | 0.017415598726469645670879536899256184511
f(z) = -289/36*z^3 + 59/12*z + 1
*
[ -5/6 ] 
f(z) = -288/25*z^3 + 51/5*z + 1
*
[ 3/4 ] 
f(z) = -286/27*z^3 + 45/8*z + 1
*
[ -3/2 ] 
f(z) = -286/27*z^3 + 51/2*z + 1
*
-15/34 | 0.23830659517492118981857704190155379743 | 0.027511223960391953972858978341101039365
f(z) = -289/27*z^3 + 59/20*z + 1
*
-6/17 | 0.15895654469290978859578126080327830033 | 0.023496767016197835214871193185414935729
f(z) = -289/32*z^3 + 55/24*z + 1
*
[ 6/11 ] 
f(z) = -286/27*z^3 + 51/22*z + 1
*
[ -3/13 ] 
f(z) = -299/27*z^3 + 77/13*z + 1
*
[ 2/3 ] 
f(z) = -297/20*z^3 + 61/10*z + 1
*
[ -4/9 ] 
f(z) = -297/32*z^3 + 61/12*z + 1
*
[ 4/3 ] 
f(z) = -297/32*z^3 + 67/4*z + 1
*
[ -4/3 ] 
f(z) = -297/32*z^3 + 73/4*z + 1
*
[ -3/2 ] 
f(z) = -296/27*z^3 + 79/3*z + 1
*
[ 3/2 ] 
f(z) = -292/27*z^3 + 74/3*z + 1
*
[ -3/4 ] 
f(z) = -290/27*z^3 + 67/8*z + 1
*
-6/17 | 0.11467282285384239974314632215171315147 | 0.020237237533561306600410245930409704766
f(z) = -289/20*z^3 + 63/10*z + 1
*
-10/17 | 0.14239775348352707325864192158602128848 | 0.025130079558297753824286133533226494128
f(z) = -289/20*z^3 + 73/10*z + 1
*
[ -10/17 ] 
f(z) = -289/20*z^3 + 77/10*z + 1
*
[ 12/17 ] 
f(z) = -289/24*z^3 + 67/12*z + 1
*
[ -4/17 ] 
f(z) = -289/24*z^3 + 71/12*z + 1
*
[ -10/17 ] 
f(z) = -289/25*z^3 + 67/10*z + 1
*
-6/17 | 0.20021765475651099727627697205940018872 | 0.028388710308952934343626057181436438205
f(z) = -289/27*z^3 + 65/12*z + 1
*
14/17 | 0.15244862345811482339753798627507778953 | 0.026903837612147355255624572409479815010
f(z) = -289/30*z^3 + 68/15*z + 1
*
-8/17 | 0.14533055014313028715436217353200770538 | 0.025647653828826288702996982749158857350
f(z) = -289/30*z^3 + 77/15*z + 1
*
[ -2/17 ] 
f(z) = -289/32*z^3 + 77/8*z + 1
*
[ -12/17 ] 
f(z) = -289/36*z^3 + 77/12*z + 1
*
[ -5/24 ] 
f(z) = -288/25*z^3 + 63/10*z + 1
*
[ -5/8 ] 
f(z) = -288/25*z^3 + 71/10*z + 1
*
[ -3/11 ] 
f(z) = -286/27*z^3 + 60/11*z + 1
*
[ 3/4 ] 
f(z) = -284/27*z^3 + 67/12*z + 1
*
[ -3/2 ] 
f(z) = -284/27*z^3 + 76/3*z + 1
*
2/3 | 0.17637724847971242189672716211810866926 | 0.025967064886517847073253646748052243138
f(z) = -297/32*z^3 + 71/24*z + 1
*
-5/21 | 0.21071658012826987981844852300479552995 | 0.028188229785949820936783809155230294379
f(z) = -294/25*z^3 + 71/30*z + 1
*
11/17 | 0.066738707280558649839504588579586792760 | 0.011777917716745448362612016777306173735
f(z) = -289/24*z^3 + 73/24*z + 1
*
-5/34 | 0.13080619751213053127663361518907493631 | 0.018546912120729427293231792048317029306
f(z) = -289/25*z^3 + 61/20*z + 1
*
-3/17 | 0.11404118305878793786231511177040126551 | 0.020125766966690729097552435131251991318
f(z) = -289/28*z^3 + 65/28*z + 1
*
-5/17 | 0.14064664176022242389339274026317202087 | 0.024821046755141878221519439334138431894
f(z) = -289/30*z^3 + 67/30*z + 1
*
[ 7/12 ] 
f(z) = -288/35*z^3 + 73/35*z + 1
*
[ 3/5 ] 
f(z) = -287/27*z^3 + 79/25*z + 1
*
[ 4/7 ] 
f(z) = -287/32*z^3 + 61/28*z + 1
*
[ 3/5 ] 
f(z) = -284/27*z^3 + 78/25*z + 1
*
[ 3/5 ] 
f(z) = -281/27*z^3 + 77/25*z + 1
*
[ -2/3 ] 
f(z) = -297/20*z^3 + 91/10*z + 1
*
[ -5/9 ] 
f(z) = -297/25*z^3 + 97/15*z + 1
*
[ -2/5 ] 
f(z) = -295/24*z^3 + 82/15*z + 1
*
[ 3/4 ] 
f(z) = -295/27*z^3 + 93/16*z + 1
*
[ 3 ] 
f(z) = -295/27*z^3 + 99*z + 1
*
[ -5/21 ] 
f(z) = -294/25*z^3 + 88/15*z + 1
*
-10/21 | 0.18328672470192178554452698445753623934 | 0.027024702808229978649101846080084731939
f(z) = -294/25*z^3 + 94/15*z + 1
*
[ -3 ] 
f(z) = -293/27*z^3 + 99*z + 1
*
[ 3/2 ] 
f(z) = -293/27*z^3 + 99/4*z + 1
*
[ -3/8 ] 
f(z) = -292/27*z^3 + 83/16*z + 1
*
[ 3 ] 
f(z) = -292/27*z^3 + 98*z + 1
*
[ -3 ] 
f(z) = -290/27*z^3 + 98*z + 1
*
[ -3/5 ] 
f(z) = -290/27*z^3 + 98/15*z + 1
*
[ -2/17 ] 
f(z) = -289/20*z^3 + 97/10*z + 1
*
-4/17 | 0.11324368787324067571187771102138572880 | 0.019985026561944944022875348145892456524
f(z) = -289/24*z^3 + 95/12*z + 1
*
[ 3 ] 
f(z) = -289/27*z^3 + 97*z + 1
*
[ 14/17 ] 
f(z) = -289/28*z^3 + 95/14*z + 1
*
[ -12/17 ] 
f(z) = -289/32*z^3 + 83/12*z + 1
*
[ -3/17 ] 
f(z) = -289/36*z^3 + 83/12*z + 1
*
-15/17 | 0.14143653442321871172514467421759494546 | 0.024960445481442070130361300442127529585
f(z) = -289/36*z^3 + 91/12*z + 1
*
-10/17 | 0.16069385140099629068791653386188749572 | 0.028358939459697785797065694713666512550
f(z) = -289/36*z^3 + 95/18*z + 1
*
[ 5/4 ] 
f(z) = -288/25*z^3 + 91/5*z + 1
*
[ -5/4 ] 
f(z) = -288/25*z^3 + 99/5*z + 1
*
[ -3 ] 
f(z) = -287/27*z^3 + 97*z + 1
*
[ 3/2 ] 
f(z) = -287/27*z^3 + 97/4*z + 1
*
[ 3 ] 
f(z) = -286/27*z^3 + 96*z + 1
*
[ -3 ] 
f(z) = -284/27*z^3 + 96*z + 1
*
[ 3/4 ] 
f(z) = -283/27*z^3 + 89/16*z + 1
*
[ 3 ] 
f(z) = -283/27*z^3 + 95*z + 1
*
[ -3 ] 
f(z) = -281/27*z^3 + 95*z + 1
*
[ 3/2 ] 
f(z) = -281/27*z^3 + 95/4*z + 1
*
[ 3/5 ] 
f(z) = -299/27*z^3 + 83/25*z + 1
*
2/3 | 0.19754198371628864266985269545997611151 | 0.029083033969442739439040174628970649450
f(z) = -297/32*z^3 + 95/24*z + 1
*
[ 3/5 ] 
f(z) = -296/27*z^3 + 82/25*z + 1
*
[ 3/5 ] 
f(z) = -293/27*z^3 + 81/25*z + 1
*
[ 2/3 ] 
f(z) = -291/32*z^3 + 85/24*z + 1
*
11/17 | 0.15550003118999898339686059531953386315 | 0.027442344134835753010737981800365955598
f(z) = -289/20*z^3 + 81/20*z + 1
*
-6/17 | 0.13348653838635660703534982952393423430 | 0.019731821035254756070047643261431401321
f(z) = -289/20*z^3 + 89/30*z + 1
*
-9/17 | 0.15827373563628319145609169619160819112 | 0.027931842119889216874278855838603317371
f(z) = -289/24*z^3 + 97/24*z + 1
*
-10/17 | 0.18397236896696924912619980358772367158 | 0.026085303485382332313582628447677497308
f(z) = -289/25*z^3 + 89/20*z + 1
*
[ 21/34 ] 
f(z) = -289/27*z^3 + 97/28*z + 1
*
[ 2/3 ] 
f(z) = -285/32*z^3 + 83/24*z + 1
*
[ 10/17 ] 
f(z) = -289/32*z^3 + 97/40*z + 1
*
[ -3 ] 
f(z) = -299/27*z^3 + 101*z + 1
*
[ 3/2 ] 
f(z) = -299/27*z^3 + 101/4*z + 1
*
[ 3 ] 
f(z) = -298/27*z^3 + 100*z + 1
*
[ -2/3 ] 
f(z) = -297/28*z^3 + 101/14*z + 1
*
[ -3 ] 
f(z) = -296/27*z^3 + 100*z + 1
*
[ -3/2 ] 
f(z) = -295/27*z^3 + 105/4*z + 1
*
[ -3/4 ] 
f(z) = -292/27*z^3 + 101/12*z + 1
*
[ -12/17 ] 
f(z) = -289/24*z^3 + 101/12*z + 1
*
[ -10/17 ] 
f(z) = -289/24*z^3 + 103/15*z + 1
*
33/34 | 0.19829894092670826209349600170465626350 | 0.028116657321686185141356116562017944748
f(z) = -289/27*z^3 + 101/12*z + 1
*
[ -3/2 ] 
f(z) = -289/27*z^3 + 103/4*z + 1
*
[ 6/7 ] 
f(z) = -287/27*z^3 + 107/14*z + 1
*
[ -3/2 ] 
f(z) = -283/27*z^3 + 101/4*z + 1
*
[ -1/3 ] 
f(z) = -297/20*z^3 + 113/20*z + 1
*
[ 2/3 ] 
f(z) = -297/26*z^3 + 119/26*z + 1
*
[ 2/3 ] 
f(z) = -297/34*z^3 + 115/34*z + 1
*
[ 2/3 ] 
f(z) = -297/38*z^3 + 113/38*z + 1
*
[ 4/5 ] 
f(z) = -295/32*z^3 + 113/20*z + 1
*
-5/42 | 0.19874249881456523510370364252243203963 | 0.026586418692865022808560210411342811672
f(z) = -294/25*z^3 + 107/30*z + 1
*
[ -5/17 ] 
f(z) = -289/20*z^3 + 113/20*z + 1
*
-7/17 | 0.13751779304697118722097648209839033095 | 0.024268873598147677178499466815157522817
f(z) = -289/21*z^3 + 100/21*z + 1
*
-8/17 | 0.16752463430847275252504679466177848383 | 0.029564422788690063538859016005173922892
f(z) = -289/21*z^3 + 106/21*z + 1
*
[ 11/17 ] 
f(z) = -289/22*z^3 + 109/22*z + 1
*
-7/17 | 0.14123560295334313980587518466866798877 | 0.024924985485057204685638785055306719103
f(z) = -289/22*z^3 + 115/22*z + 1
*
12/17 | 0.082351628888317254765281180852020180283 | 0.014533255863184874476134321785616138769
f(z) = -289/26*z^3 + 105/26*z + 1
*
[ -15/34 ] 
f(z) = -289/27*z^3 + 107/20*z + 1
*
-1/17 | 0.13030939731918896693847323022963584012 | 0.022996749890467018897365338946702548886
f(z) = -289/28*z^3 + 113/28*z + 1
*
-2/17 | 0.13199551035927053827676309580997444977 | 0.023294311851979528949286560094858377677
f(z) = -289/30*z^3 + 109/30*z + 1
*
-6/17 | 0.18655782432200503365450915824607295319 | 0.027576755279950691893701830262822002035
f(z) = -289/32*z^3 + 103/24*z + 1
*
[ -6/17 ] 
f(z) = -289/32*z^3 + 119/24*z + 1
*
[ -2/7 ] 
f(z) = -287/24*z^3 + 115/21*z + 1
*
[ 4/5 ] 
f(z) = -285/32*z^3 + 109/20*z + 1
*
-2/5 | 0.20081903592308356707875416699262804192 | 0.027522979925289913958776992806812045302
f(z) = -295/32*z^3 + 119/40*z + 1
*
-2/5 | 0.19732863680080721502299949751694660778 | 0.027173040197428539062515173720327151941
f(z) = -285/32*z^3 + 117/40*z + 1
*
[ -3/4 ] 
f(z) = -299/27*z^3 + 137/16*z + 1
*
[ -3/4 ] 
f(z) = -293/27*z^3 + 135/16*z + 1
*
[ 18/17 ] 
f(z) = -289/24*z^3 + 122/9*z + 1
*
[ -18/17 ] 
f(z) = -289/24*z^3 + 139/9*z + 1
*
[ 15/17 ] 
f(z) = -289/25*z^3 + 133/15*z + 1
*
[ -21/17 ] 
f(z) = -289/27*z^3 + 127/7*z + 1
*
[ -14/17 ] 
f(z) = -289/28*z^3 + 129/14*z + 1
*
[ -2/17 ] 
f(z) = -289/28*z^3 + 135/14*z + 1
*
[ 16/17 ] 
f(z) = -289/32*z^3 + 127/16*z + 1
*
-14/17 | 0.13387419450759059459520783307216780735 | 0.023625858389458137518364729675494029260
f(z) = -289/36*z^3 + 125/18*z + 1
*
[ -3/4 ] 
f(z) = -287/27*z^3 + 133/16*z + 1
*
-2 | 0.097795092278734470868070622717046963029 | 0.013943009810989529383925871509916775724
f(z) = -281/24*z^3 + 139/3*z + 1
*
[ -3/4 ] 
f(z) = -281/27*z^3 + 131/16*z + 1
*
[ 2/3 ] 
f(z) = -299/24*z^3 + 136/27*z + 1
*
[ -1/3 ] 
f(z) = -297/23*z^3 + 125/23*z + 1
*
[ -1/3 ] 
f(z) = -297/25*z^3 + 133/25*z + 1
*
[ -1/3 ] 
f(z) = -297/26*z^3 + 137/26*z + 1
*
[ -1/2 ] 
f(z) = -296/21*z^3 + 137/21*z + 1
*
[ -3/8 ] 
f(z) = -296/27*z^3 + 125/24*z + 1
*
[ -3/10 ] 
f(z) = -296/27*z^3 + 133/25*z + 1
*
[ 2/3 ] 
f(z) = -295/24*z^3 + 134/27*z + 1
*
[ 2/3 ] 
f(z) = -293/24*z^3 + 133/27*z + 1
*
[ -1/2 ] 
f(z) = -292/21*z^3 + 136/21*z + 1
*
[ 3/4 ] 
f(z) = -290/27*z^3 + 137/24*z + 1
*
-8/17 | 0.11495331539931835249605001895760056561 | 0.020286738314373382867613264617066066198
f(z) = -289/21*z^3 + 127/21*z + 1
*
13/17 | 0.14270353849539992170593009622054587737 | 0.025184043904561044104632891817192671661
f(z) = -289/22*z^3 + 125/22*z + 1
*
[ 2/3 ] 
f(z) = -289/24*z^3 + 131/27*z + 1
*
[ -8/17 ] 
f(z) = -289/24*z^3 + 139/24*z + 1
*
-4/17 | 0.15133708551002738217626064768477654953 | 0.026707675549304588569724060827559908611
f(z) = -289/28*z^3 + 135/28*z + 1
*
-7/17 | 0.12958158357281160297639078959959364510 | 0.022868306731058596525455031907153817965
f(z) = -289/28*z^3 + 137/28*z + 1
*
-5/17 | 0.16429382462075004124732005378139006918 | 0.028994255756528399724802191006048206401
f(z) = -289/30*z^3 + 121/30*z + 1
*
[ -1/3 ] 
f(z) = -288/23*z^3 + 124/23*z + 1
*
[ -1/4 ] 
f(z) = -288/23*z^3 + 133/23*z + 1
*
[ -1/3 ] 
f(z) = -288/25*z^3 + 132/25*z + 1
*
[ 2/3 ] 
f(z) = -287/24*z^3 + 130/27*z + 1
*
-4/5 | 0.21498550413391114634785813135007539936 | 0.029604470189454578768203037211900408735
f(z) = -285/32*z^3 + 139/20*z + 1
*
[ -1/2 ] 
f(z) = -284/21*z^3 + 134/21*z + 1
*
[ -3/10 ] 
f(z) = -284/27*z^3 + 132/25*z + 1
*
[ 2/3 ] 
f(z) = -283/24*z^3 + 128/27*z + 1
*
[ 2/3 ] 
f(z) = -281/24*z^3 + 127/27*z + 1
*
[ 5/9 ] 
f(z) = -288/25*z^3 + 124/45*z + 1
*
[ 3/5 ] 
f(z) = -295/36*z^3 + 137/60*z + 1
*
-4/17 | 0.14536017446120245884042563621972051080 | 0.022856904796287522424195868843319213096
f(z) = -289/33*z^3 + 131/66*z + 1
*
-2 | 0.098935929191601298792504673992357334179 | 0.013980608882645277967143305960581745028
f(z) = -299/24*z^3 + 148/3*z + 1
*
[ 2 ] 
f(z) = -299/24*z^3 + 151/3*z + 1
*
[ -2 ] 
f(z) = -299/24*z^3 + 154/3*z + 1
*
[ 3/2 ] 
f(z) = -298/27*z^3 + 151/6*z + 1
*
-2 | 0.098688421897153716512074879209854225473 | 0.013972497371419946119068879081465325877
f(z) = -295/24*z^3 + 146/3*z + 1
*
[ 2 ] 
f(z) = -295/24*z^3 + 149/3*z + 1
*
[ -2 ] 
f(z) = -295/24*z^3 + 152/3*z + 1
*
[ 6/5 ] 
f(z) = -295/27*z^3 + 159/10*z + 1
*
-2 | 0.098562381379193130276096567692712852978 | 0.013968244468257823148348403681590238923
f(z) = -293/24*z^3 + 145/3*z + 1
*
[ 2 ] 
f(z) = -293/24*z^3 + 148/3*z + 1
*
[ -2 ] 
f(z) = -293/24*z^3 + 151/3*z + 1
*
[ -3/2 ] 
f(z) = -290/27*z^3 + 155/6*z + 1
*
-2 | 0.098309803879858482283364729550469444094 | 0.013959927426916791691199463831298287545
f(z) = -289/24*z^3 + 143/3*z + 1
*
[ 2 ] 
f(z) = -289/24*z^3 + 146/3*z + 1
*
[ -2 ] 
f(z) = -289/24*z^3 + 149/3*z + 1
*
[ -3/34 ] 
f(z) = -289/27*z^3 + 149/12*z + 1
*
[ -15/17 ] 
f(z) = -289/27*z^3 + 157/15*z + 1
*
-3/17 | 0.12063448820484458884987321980727126280 | 0.019640793475973376106546452934226752281
f(z) = -289/36*z^3 + 155/12*z + 1
*
-2 | 0.098183243312455148660313005377565761346 | 0.013955862797120221543740761255104528652
f(z) = -287/24*z^3 + 142/3*z + 1
*
[ 2 ] 
f(z) = -287/24*z^3 + 145/3*z + 1
*
[ -2 ] 
f(z) = -287/24*z^3 + 148/3*z + 1
*
[ 3/2 ] 
f(z) = -286/27*z^3 + 145/6*z + 1
*
-2 | 0.097924349637832889247705305431852142349 | 0.013947183958474050420120936615219119313
f(z) = -283/24*z^3 + 140/3*z + 1
*
[ 2 ] 
f(z) = -283/24*z^3 + 143/3*z + 1
*
[ -2 ] 
f(z) = -283/24*z^3 + 146/3*z + 1
*
[ 2 ] 
f(z) = -281/24*z^3 + 142/3*z + 1
*
[ -2 ] 
f(z) = -281/24*z^3 + 145/3*z + 1
*
[ -1/3 ] 
f(z) = -297/28*z^3 + 145/28*z + 1
*
[ -1/3 ] 
f(z) = -297/29*z^3 + 149/29*z + 1
*
[ -1/3 ] 
f(z) = -297/31*z^3 + 157/31*z + 1
*
[ -1/2 ] 
f(z) = -296/23*z^3 + 143/23*z + 1
*
[ -1/2 ] 
f(z) = -296/25*z^3 + 149/25*z + 1
*
[ -1/2 ] 
f(z) = -296/27*z^3 + 155/27*z + 1
*
-5/14 | 0.20601206072653597822162405314272612464 | 0.027558891203063703421639893643132858740
f(z) = -294/25*z^3 + 149/30*z + 1
*
[ -1/2 ] 
f(z) = -292/23*z^3 + 142/23*z + 1
*
[ -1/2 ] 
f(z) = -292/25*z^3 + 148/25*z + 1
*
[ -1/2 ] 
f(z) = -292/27*z^3 + 154/27*z + 1
*
[ -2/3 ] 
f(z) = -291/32*z^3 + 157/24*z + 1
*
-9/17 | 0.16384860080916605992491083319390539308 | 0.028915683521133911325091234255178648898
f(z) = -289/20*z^3 + 141/20*z + 1
*
[ -3/17 ] 
f(z) = -289/21*z^3 + 149/21*z + 1
*
-5/17 | 0.16438843517935370149580832194079248417 | 0.029010952444549113600802649439977515183
f(z) = -289/26*z^3 + 155/26*z + 1
*
[ -7/17 ] 
f(z) = -289/28*z^3 + 145/28*z + 1
*
[ -5/17 ] 
f(z) = -289/30*z^3 + 157/30*z + 1
*
-6/17 | 0.15387648749800393683292881084529923659 | 0.027155824290609925356507574168981128723
f(z) = -289/33*z^3 + 157/33*z + 1
*
-6/17 | 0.12294802284390712306703938795463374470 | 0.021697628789910784033156613793077942345
f(z) = -289/35*z^3 + 141/35*z + 1
*
-8/17 | 0.10236571783043790769451306536659952882 | 0.018065303491032616460976418876531775375
f(z) = -289/36*z^3 + 145/36*z + 1
*
[ -1/2 ] 
f(z) = -288/23*z^3 + 141/23*z + 1
*
[ -1/4 ] 
f(z) = -288/25*z^3 + 143/25*z + 1
*
[ -1/2 ] 
f(z) = -288/25*z^3 + 147/25*z + 1
*
[ -1/3 ] 
f(z) = -288/29*z^3 + 148/29*z + 1
*
[ -1/2 ] 
f(z) = -288/29*z^3 + 159/29*z + 1
*
[ -1/3 ] 
f(z) = -288/31*z^3 + 156/31*z + 1
*
[ -4/7 ] 
f(z) = -287/32*z^3 + 159/28*z + 1
*
[ -6/13 ] 
f(z) = -286/27*z^3 + 141/26*z + 1
*
[ -2/3 ] 
f(z) = -285/32*z^3 + 155/24*z + 1
*
[ -4/5 ] 
f(z) = -285/32*z^3 + 159/20*z + 1
*
[ -1/2 ] 
f(z) = -284/23*z^3 + 140/23*z + 1
*
[ -1/2 ] 
f(z) = -284/25*z^3 + 146/25*z + 1
*
[ -1/2 ] 
f(z) = -284/27*z^3 + 152/27*z + 1
*
[ -1/2 ] 
f(z) = -284/29*z^3 + 158/29*z + 1
*
[ 10/17 ] 
f(z) = -289/35*z^3 + 151/70*z + 1
*
-1/4 | 0.11426775951205014505083415085878486807 | 0.017977631218968318888150784294342213596
f(z) = -288/35*z^3 + 141/70*z + 1
*
[ 5/3 ] 
f(z) = -297/25*z^3 + 167/5*z + 1
*
[ -5/3 ] 
f(z) = -297/25*z^3 + 173/5*z + 1
*
[ -6/5 ] 
f(z) = -290/27*z^3 + 173/10*z + 1
*
-2/17 | 0.12441607143952637598059607204169093136 | 0.021197781144981692705247565930283362105
f(z) = -289/20*z^3 + 177/10*z + 1
*
[ -15/17 ] 
f(z) = -289/25*z^3 + 167/15*z + 1
*
[ 24/17 ] 
f(z) = -289/27*z^3 + 173/8*z + 1
*
[ -16/17 ] 
f(z) = -289/32*z^3 + 161/16*z + 1
*
-2/17 | 0.19592009574620713863347374222968821481 | 0.029959097881098546651713159359664061774
f(z) = -289/32*z^3 + 173/8*z + 1
*
[ 18/17 ] 
f(z) = -289/36*z^3 + 163/18*z + 1
*
[ -2/17 ] 
f(z) = -289/36*z^3 + 173/18*z + 1
*
[ 5/3 ] 
f(z) = -288/25*z^3 + 162/5*z + 1
*
[ -5/3 ] 
f(z) = -288/25*z^3 + 168/5*z + 1
*
[ -3/5 ] 
f(z) = -298/27*z^3 + 166/25*z + 1
*
[ -3/8 ] 
f(z) = -298/27*z^3 + 167/32*z + 1
*
[ 5/6 ] 
f(z) = -297/25*z^3 + 161/20*z + 1
*
[ -1/3 ] 
f(z) = -297/32*z^3 + 161/32*z + 1
*
[ 8/9 ] 
f(z) = -297/32*z^3 + 173/24*z + 1
*
-8/9 | 0.15041551027105473656426064486024740981 | 0.022144859095000768096591621037486375662
f(z) = -297/32*z^3 + 179/24*z + 1
*
[ -1/3 ] 
f(z) = -297/34*z^3 + 169/34*z + 1
*
[ -1/3 ] 
f(z) = -297/35*z^3 + 173/35*z + 1
*
[ -1/2 ] 
f(z) = -296/29*z^3 + 161/29*z + 1
*
[ -1/2 ] 
f(z) = -296/31*z^3 + 167/31*z + 1
*
[ -1/2 ] 
f(z) = -296/33*z^3 + 173/33*z + 1
*
[ -1/2 ] 
f(z) = -296/35*z^3 + 179/35*z + 1
*
[ -4/5 ] 
f(z) = -295/32*z^3 + 163/20*z + 1
*
[ -10/21 ] 
f(z) = -294/25*z^3 + 173/30*z + 1
*
-5/14 | 0.20314440308027159194841364994446852492 | 0.027175275482691200289448984906088370524
f(z) = -294/25*z^3 + 179/30*z + 1
*
[ -3/5 ] 
f(z) = -292/27*z^3 + 164/25*z + 1
*
[ -1/2 ] 
f(z) = -292/29*z^3 + 160/29*z + 1
*
[ -1/2 ] 
f(z) = -292/31*z^3 + 166/31*z + 1
*
[ -1/2 ] 
f(z) = -292/33*z^3 + 172/33*z + 1
*
[ -1/2 ] 
f(z) = -292/35*z^3 + 178/35*z + 1
*
[ 2/3 ] 
f(z) = -291/20*z^3 + 179/30*z + 1
*
[ -6/17 ] 
f(z) = -289/20*z^3 + 169/30*z + 1
*
-4/17 | 0.14388481797015085347808451837764680475 | 0.025392513816865589047774838749854810685
f(z) = -289/21*z^3 + 163/21*z + 1
*
[ -11/17 ] 
f(z) = -289/22*z^3 + 177/22*z + 1
*
[ 14/17 ] 
f(z) = -289/24*z^3 + 167/21*z + 1
*
[ -5/34 ] 
f(z) = -289/25*z^3 + 161/20*z + 1
*
[ 13/17 ] 
f(z) = -289/26*z^3 + 161/26*z + 1
*
[ -4/17 ] 
f(z) = -289/28*z^3 + 163/28*z + 1
*
-5/17 | 0.092166469129821309085444739321592085332 | 0.016265359847181448178392336147859243717
f(z) = -289/30*z^3 + 169/30*z + 1
*
-3/17 | 0.13838169136789555023548655554452989900 | 0.024421332699531046511584500209086981105
f(z) = -289/30*z^3 + 179/30*z + 1
*
[ -5/17 ] 
f(z) = -289/35*z^3 + 179/35*z + 1
*
[ -1/6 ] 
f(z) = -288/23*z^3 + 169/23*z + 1
*
[ -1/4 ] 
f(z) = -288/29*z^3 + 163/29*z + 1
*
[ -1/2 ] 
f(z) = -288/31*z^3 + 165/31*z + 1
*
[ -1/4 ] 
f(z) = -288/31*z^3 + 173/31*z + 1
*
[ -5/12 ] 
f(z) = -288/35*z^3 + 169/35*z + 1
*
[ -1/3 ] 
f(z) = -288/35*z^3 + 172/35*z + 1
*
[ -1/2 ] 
f(z) = -288/35*z^3 + 177/35*z + 1
*
[ -3/5 ] 
f(z) = -286/27*z^3 + 162/25*z + 1
*
[ -3/8 ] 
f(z) = -286/27*z^3 + 165/32*z + 1
*
[ -1/2 ] 
f(z) = -284/31*z^3 + 164/31*z + 1
*
[ -1/2 ] 
f(z) = -284/33*z^3 + 170/33*z + 1
*
[ -1/2 ] 
f(z) = -284/35*z^3 + 176/35*z + 1
*
[ -3/5 ] 
f(z) = -283/27*z^3 + 161/25*z + 1
*
[ 5/8 ] 
f(z) = -296/25*z^3 + 161/40*z + 1
*
[ 2/3 ] 
f(z) = -291/28*z^3 + 173/42*z + 1
*
-21/34 | 0.15359604990493543605557560157245840941 | 0.021778268108541470867909891710533369136
f(z) = -289/36*z^3 + 163/48*z + 1
*
35/48 | 0.10715575643882422557574403189666919414 | 0.013840117851913557785763379839734610366
f(z) = -288/25*z^3 + 173/40*z + 1
*
[ 2/3 ] 
f(z) = -285/28*z^3 + 169/42*z + 1
*
-1/3 | 0.14744964493523809623082765827836249317 | 0.021708210840854297047746279807131504680
f(z) = -297/20*z^3 + 179/60*z + 1
*
[ 9/17 ] 
f(z) = -289/24*z^3 + 179/72*z + 1
*
10/17 | 0.17389899783286308199387413037906627390 | 0.027344441848454569341207440835751873179
f(z) = -289/33*z^3 + 167/66*z + 1
*
[ 5/4 ] 
f(z) = -296/25*z^3 + 187/10*z + 1
*
[ 4/3 ] 
f(z) = -291/32*z^3 + 197/12*z + 1
*
[ -18/17 ] 
f(z) = -289/36*z^3 + 197/18*z + 1
*
[ 4/3 ] 
f(z) = -285/32*z^3 + 193/12*z + 1
*
[ -2/9 ] 
f(z) = -297/20*z^3 + 187/30*z + 1
*
[ -2/3 ] 
f(z) = -297/26*z^3 + 197/26*z + 1
*
-2/9 | 0.18820522829386548201059251805903847418 | 0.027708434150172416346027472821153528843
f(z) = -297/32*z^3 + 191/24*z + 1
*
[ -1/3 ] 
f(z) = -297/37*z^3 + 181/37*z + 1
*
[ -1/3 ] 
f(z) = -297/38*z^3 + 185/38*z + 1
*
[ -1/2 ] 
f(z) = -296/39*z^3 + 191/39*z + 1
*
[ -1/7 ] 
f(z) = -294/23*z^3 + 190/23*z + 1
*
-5/21 | 0.21450167210505497074459308543470241846 | 0.028694573626276123331450701471215259630
f(z) = -294/25*z^3 + 191/30*z + 1
*
[ -1/2 ] 
f(z) = -292/37*z^3 + 184/37*z + 1
*
[ -1/2 ] 
f(z) = -292/39*z^3 + 190/39*z + 1
*
15/17 | 0.14052025201860032773075625263584021847 | 0.024798741738492276354928660426187907813
f(z) = -289/24*z^3 + 193/24*z + 1
*
[ -9/34 ] 
f(z) = -289/27*z^3 + 199/36*z + 1
*
-5/17 | 0.092005689945134203476867955093286223926 | 0.016236985848268799498841108378407094679
f(z) = -289/30*z^3 + 187/30*z + 1
*
-11/17 | 0.12048976271828660621597032786866437002 | 0.021263799807215624786924867608782595467
f(z) = -289/32*z^3 + 185/32*z + 1
*
-7/17 | 0.14934574125112383959423659739647569249 | 0.026356246973853118666576355731662793875
f(z) = -289/33*z^3 + 181/33*z + 1
*
[ -9/17 ] 
f(z) = -289/36*z^3 + 185/36*z + 1
*
-9/17 | 0.16358001964933438135649375764627725458 | 0.028868284838575265746417121269943563909
f(z) = -289/38*z^3 + 195/38*z + 1
*
-8/17 | 0.16358168063150731781573763415336514786 | 0.028868577965490049806948417939673538701
f(z) = -289/38*z^3 + 197/38*z + 1
*
-13/17 | 0.15774127090677573615493213837600528347 | 0.027837873776378391902447839876951521873
f(z) = -289/39*z^3 + 181/39*z + 1
*
[ -1/6 ] 
f(z) = -288/25*z^3 + 183/25*z + 1
*
[ -1/3 ] 
f(z) = -288/37*z^3 + 180/37*z + 1
*
[ -1/2 ] 
f(z) = -288/37*z^3 + 183/37*z + 1
*
[ 6/7 ] 
f(z) = -287/24*z^3 + 181/21*z + 1
*
[ 5/7 ] 
f(z) = -287/25*z^3 + 191/35*z + 1
*
[ -3/4 ] 
f(z) = -286/27*z^3 + 199/24*z + 1
*
[ -1/2 ] 
f(z) = -284/37*z^3 + 182/37*z + 1
*
[ -1/2 ] 
f(z) = -284/39*z^3 + 188/39*z + 1
*
[ -2/5 ] 
f(z) = -295/32*z^3 + 199/40*z + 1
*
[ -2/5 ] 
f(z) = -285/32*z^3 + 197/40*z + 1
*
[ 9/17 ] 
f(z) = -289/21*z^3 + 187/63*z + 1
*
10/17 | 0.25713498930245838437747914318270104946 | 0.028939362382632121376591670482644647425
f(z) = -289/24*z^3 + 188/75*z + 1
*
[ 5/8 ] 
f(z) = -288/35*z^3 + 183/70*z + 1
*
[ 10/17 ] 
f(z) = -289/36*z^3 + 187/90*z + 1
*
[ -5/4 ] 
f(z) = -296/25*z^3 + 203/10*z + 1
*
[ -4/3 ] 
f(z) = -291/32*z^3 + 215/12*z + 1
*
[ 18/17 ] 
f(z) = -289/27*z^3 + 217/18*z + 1
*
[ -4/3 ] 
f(z) = -285/32*z^3 + 211/12*z + 1
*
[ -2/3 ] 
f(z) = -299/24*z^3 + 217/27*z + 1
*
[ -3/4 ] 
f(z) = -298/27*z^3 + 205/24*z + 1
*
[ -5/6 ] 
f(z) = -297/25*z^3 + 209/20*z + 1
*
-2/9 | 0.15707046528027961304565507960235890224 | 0.023124631996726676154393651434130189238
f(z) = -297/32*z^3 + 215/24*z + 1
*
[ -2/3 ] 
f(z) = -297/34*z^3 + 217/34*z + 1
*
[ -3/16 ] 
f(z) = -296/27*z^3 + 215/32*z + 1
*
0 | 0.12460284748555386898638905326493416457 | 0.021897183910037374487657142470792603494
f(z) = -296/39*z^3 + 218/39*z + 1
*
[ -2/3 ] 
f(z) = -295/24*z^3 + 215/27*z + 1
*
0 | 0.13204104378260522826004292741289026793 | 0.023218149457146204093671781889595163189
f(z) = -295/38*z^3 + 219/38*z + 1
*
0 | 0.12454026292989195707806553279219615188 | 0.021899209179982627595219261163805524655
f(z) = -295/39*z^3 + 217/39*z + 1
*
[ -1/7 ] 
f(z) = -294/25*z^3 + 206/25*z + 1
*
[ -2/3 ] 
f(z) = -293/24*z^3 + 214/27*z + 1
*
0 | 0.14474412832884928733312469990963769632 | 0.025482346803875863048470582112131956290
f(z) = -293/37*z^3 + 219/37*z + 1
*
0 | 0.13191726827486683436781267365984912661 | 0.023224165418046094526953383773553105613
f(z) = -293/38*z^3 + 217/38*z + 1
*
0 | 0.12441757740271944611116291919483896057 | 0.021903837430082858704987493196645166443
f(z) = -293/39*z^3 + 215/39*z + 1
*
0 | 0.14468190039493247464653484283723661298 | 0.025486731578375195097064552629446967713
f(z) = -292/37*z^3 + 218/37*z + 1
*
0 | 0.12435540643590705792353834541895788148 | 0.021906077093957800861936531396870608816
f(z) = -292/39*z^3 + 214/39*z + 1
*
0 | 0.14461946261820668945175477393151079766 | 0.025491137347142314750775961290878169937
f(z) = -291/37*z^3 + 217/37*z + 1
*
0 | 0.13179265976138874645606841378826027021 | 0.023230239765113129811938763360059135911
f(z) = -291/38*z^3 + 215/38*z + 1
*
0 | 0.14455681357841663421925564046453979564 | 0.025495564288222582690503704869220765357
f(z) = -290/37*z^3 + 216/37*z + 1
*
0 | 0.12422940108469283954465648891016760171 | 0.021910407426932070088031918799699587778
f(z) = -290/39*z^3 + 212/39*z + 1
*
[ -2/17 ] 
f(z) = -289/22*z^3 + 213/22*z + 1
*
[ -2/3 ] 
f(z) = -289/24*z^3 + 212/27*z + 1
*
[ -14/17 ] 
f(z) = -289/24*z^3 + 218/21*z + 1
*
-12/17 | 0.15942136290490201692039316681647693528 | 0.028134373156075818722772566696711230370
f(z) = -289/26*z^3 + 209/26*z + 1
*
-3/17 | 0.10649282065488130248641437496517915812 | 0.018793646598886040718091018734169319429
f(z) = -289/28*z^3 + 205/28*z + 1
*
[ -3/17 ] 
f(z) = -289/30*z^3 + 209/30*z + 1
*
-5/17 | 0.093720336694745878963799237884304674255 | 0.016539583383538923828786232590074687073
f(z) = -289/30*z^3 + 211/30*z + 1
*
[ -11/17 ] 
f(z) = -289/33*z^3 + 205/33*z + 1
*
-4/17 | 0.11046480196507477034033161822430705674 | 0.019494614162540621711815116815685440349
f(z) = -289/33*z^3 + 214/33*z + 1
*
0 | 0.14447660974599114322877876750325478334 | 0.025496952082533405189976101936625245837
f(z) = -289/35*z^3 + 219/35*z + 1
*
[ -4/17 ] 
f(z) = -289/36*z^3 + 205/36*z + 1
*
0 | 0.10525135566146273238089063027240606461 | 0.018574555262890635849407900985218980945
f(z) = -289/36*z^3 + 217/36*z + 1
*
0 | 0.14449395184083704011243376520702406909 | 0.025500012581821656598322534907234794236
f(z) = -289/37*z^3 + 215/37*z + 1
*
0 | 0.13166720695213055087293193906212337915 | 0.023236373502961666694350892008371093610
f(z) = -289/38*z^3 + 213/38*z + 1
*
0 | 0.12416763108588550490469907444299736341 | 0.021912862888771886708188992586187778534
f(z) = -289/39*z^3 + 211/39*z + 1
*
[ -1/6 ] 
f(z) = -288/29*z^3 + 211/29*z + 1
*
-5/6 | 0.16536709433489762248542869789880227272 | 0.029201527172043375044038267433565577196
f(z) = -288/35*z^3 + 207/35*z + 1
*
[ -1/4 ] 
f(z) = -288/37*z^3 + 203/37*z + 1
*
0 | 0.14443087595607540229468797893917887876 | 0.025504482410339577668638731833196816372
f(z) = -288/37*z^3 + 214/37*z + 1
*
[ -2/3 ] 
f(z) = -287/24*z^3 + 211/27*z + 1
*
0 | 0.13150597859792366841168358344036532124 | 0.023236397533280844553186009949259346884
f(z) = -287/34*z^3 + 219/34*z + 1
*
0 | 0.10512492944339478330562278591423416613 | 0.018575008355121196340704341322830344707
f(z) = -287/36*z^3 + 215/36*z + 1
*
0 | 0.14436758445987134168926439488923693894 | 0.025508973958405519364679117320324386487
f(z) = -287/37*z^3 + 213/37*z + 1
*
0 | 0.13154089832592087102971393035125547912 | 0.023242567660982626836953292620778518417
f(z) = -287/38*z^3 + 211/38*z + 1
*
0 | 0.12404138113232962437036852687406893969 | 0.021917443399136235594599014635899725490
f(z) = -287/39*z^3 + 209/39*z + 1
*
0 | 0.14428655654094613005807106222365684797 | 0.025510389931068759948062294562390960253
f(z) = -286/35*z^3 + 216/35*z + 1
*
0 | 0.14430407587289252371260168583697834421 | 0.025513487412913213710809065192215182472
f(z) = -286/37*z^3 + 212/37*z + 1
*
0 | 0.13137856366086133327880623867487495121 | 0.023242603297582463603616206917225633796
f(z) = -285/34*z^3 + 217/34*z + 1
*
0 | 0.14424034870052706282648790548321142998 | 0.025518022963057070820408742135048210079
f(z) = -285/37*z^3 + 211/37*z + 1
*
0 | 0.12379642499441187193715329877892498024 | 0.021914850338334834815956798214205684502
f(z) = -284/33*z^3 + 218/33*z + 1
*
0 | 0.14415876191564530969287752137589797996 | 0.025519458195045749629797750570356465255
f(z) = -284/35*z^3 + 214/35*z + 1
*
0 | 0.14417640143267234003257927336029552148 | 0.025522580800369007780734036494404016702
f(z) = -284/37*z^3 + 210/37*z + 1
*
0 | 0.12385037726381677603583275719807384125 | 0.021924401146522352071671212330487765896
f(z) = -284/39*z^3 + 206/39*z + 1
*
[ -2/3 ] 
f(z) = -283/24*z^3 + 209/27*z + 1
*
0 | 0.11839581620225081880520631222897291660 | 0.020971912117653012062397014275164516778
f(z) = -283/32*z^3 + 219/32*z + 1
*
0 | 0.12373316812186085132103267110877765561 | 0.021917338054054641628945865396972791539
f(z) = -283/33*z^3 + 217/33*z + 1
*
0 | 0.13125026585775694399063693455980552154 | 0.023248870857779037492623470657794785114
f(z) = -283/34*z^3 + 215/34*z + 1
*
0 | 0.14409453231328351048981202971184021710 | 0.025524025808025503557872689005194042495
f(z) = -283/35*z^3 + 213/35*z + 1
*
0 | 0.10486945742288299030401306159260939653 | 0.018575935497092720183155779276384527736
f(z) = -283/36*z^3 + 211/36*z + 1
*
0 | 0.14411223254352015866328509225254267690 | 0.025527161118756003450775365743422579540
f(z) = -283/37*z^3 + 209/37*z + 1
*
0 | 0.13128566634396675072209825352124854101 | 0.023255141483798845615685387798987516639
f(z) = -283/38*z^3 + 207/38*z + 1
*
0 | 0.12378523529909627003547530565187129815 | 0.021926560915978496551470751947783005254
f(z) = -283/39*z^3 + 205/39*z + 1
*
0 | 0.14403007912839269652279772348664028381 | 0.025528616001192652572103203218672006930
f(z) = -282/35*z^3 + 212/35*z + 1
*
0 | 0.14404784049133816200419367541726475032 | 0.025531764114538396176045779274593926433
f(z) = -282/37*z^3 + 208/37*z + 1
*
[ -2/3 ] 
f(z) = -281/24*z^3 + 208/27*z + 1
*
0 | 0.14392967710173545991222356058456658790 | 0.025526893135075318092243702929200445639
f(z) = -281/31*z^3 + 219/31*z + 1
*
0 | 0.11826649999278144053669443175452673121 | 0.020975356629482189122289728046411347358
f(z) = -281/32*z^3 + 217/32*z + 1
*
0 | 0.12360287994943263451749283538073292175 | 0.021921799389756750828411612190905056667
f(z) = -281/33*z^3 + 215/33*z + 1
*
0 | 0.13112107286663182622758136424160822117 | 0.023255201305405944351600306007785299361
f(z) = -281/34*z^3 + 213/34*z + 1
*
0 | 0.14396540079872980197281599037286294682 | 0.025533228972228067360307580096930578762
f(z) = -281/35*z^3 + 211/35*z + 1
*
0 | 0.10474038729685781138755251482213093219 | 0.018576409864126979995148466351254675933
f(z) = -281/36*z^3 + 209/36*z + 1
*
0 | 0.14398322371824743441355208875978968491 | 0.025536389986488941885938292921380606783
f(z) = -281/37*z^3 + 207/37*z + 1
*
0 | 0.13115671873193610082277622831511497907 | 0.023261523338586678382397745089585225223
f(z) = -281/38*z^3 + 205/38*z + 1
*
0 | 0.12365738242948279400261205587965792147 | 0.021931465769976957825761962064673067437
f(z) = -281/39*z^3 + 203/39*z + 1
*
28/33 | 0.23757290842402937062047443579274151093 | 0.029360337091574191865540000667190174334
f(z) = -297/32*z^3 + 217/44*z + 1
*
[ -4/11 ] 
f(z) = -297/32*z^3 + 219/44*z + 1
*
[ -6/17 ] 
f(z) = -289/28*z^3 + 215/42*z + 1
*
[ -5/16 ] 
f(z) = -288/25*z^3 + 213/40*z + 1
*
-14/85 | 0.23826188781942712011232910272976717998 | 0.026815281468621669886630684992195505058
f(z) = -289/24*z^3 + 212/75*z + 1
*
[ 10/17 ] 
f(z) = -289/28*z^3 + 201/70*z + 1
*
12/17 | 0.16751916844220570701923377045952645095 | 0.026341256804550169180388042103643601760
f(z) = -289/30*z^3 + 203/60*z + 1
*
-10/51 | 0.22781059555452976905836157443760602021 | 0.028970078639611734939708044273028397964
f(z) = -289/32*z^3 + 205/72*z + 1
*
3/4 | 0.14451826001467814973189143146094933523 | 0.022736911916758774963925376021082665775
f(z) = -288/35*z^3 + 219/70*z + 1
*
[ 2/3 ] 
f(z) = -288/37*z^3 + 219/74*z + 1
*
[ 1/2 ] 
f(z) = -299/20*z^3 + 219/80*z + 1
*
[ 1/2 ] 
f(z) = -297/20*z^3 + 217/80*z + 1
*
[ 1/2 ] 
f(z) = -293/20*z^3 + 213/80*z + 1
*
[ 1/2 ] 
f(z) = -291/20*z^3 + 211/80*z + 1
*
[ 1/2 ] 
f(z) = -289/20*z^3 + 209/80*z + 1
*
[ -6/13 ] 
f(z) = -299/24*z^3 + 227/39*z + 1
*
0 | 0.11187427016958479939021635227486967006 | 0.019625537684787704186074863485814492725
f(z) = -299/30*z^3 + 239/30*z + 1
*
0 | 0.14506276883989249045522758519955256276 | 0.025447628236693089972520670918708643486
f(z) = -299/31*z^3 + 237/31*z + 1
*
0 | 0.11939906514780621431856083175543269431 | 0.020945574429532742378774787516385787959
f(z) = -299/32*z^3 + 235/32*z + 1
*
0 | 0.12473491925990369539966703266854194649 | 0.021881616343359398585621840831526861713
f(z) = -299/33*z^3 + 233/33*z + 1
*
0 | 0.13225258706893895731464750006541335424 | 0.023200402804842372367625809189022001003
f(z) = -299/34*z^3 + 231/34*z + 1
*
0 | 0.14509639062708292540512103937981144744 | 0.025453526336859782148321647911653477578
f(z) = -299/35*z^3 + 229/35*z + 1
*
0 | 0.10587085348329584432731091828822664241 | 0.018572388643138993171481611461117763452
f(z) = -299/36*z^3 + 227/36*z + 1
*
0 | 0.14511316699264710148244156043725420372 | 0.025456469329865183886011818706497846603
f(z) = -299/37*z^3 + 225/37*z + 1
*
0 | 0.13228613982202070324724094904957961134 | 0.023206288794704348737766389096011570419
f(z) = -299/38*z^3 + 223/38*z + 1
*
0 | 0.14500160575653232298805020683136691996 | 0.025451856477341442989481233125284796673
f(z) = -298/31*z^3 + 236/31*z + 1
*
0 | 0.12467484499862205860792809523712989295 | 0.021883938765255820582382367999897786428
f(z) = -298/33*z^3 + 232/33*z + 1
*
0 | 0.14503533780483243797951409470249050877 | 0.025457777399717039500966095084491597377
f(z) = -298/35*z^3 + 228/35*z + 1
*
0 | 0.14505216907650522214417002150383615034 | 0.025460731760868502448432613105208003536
f(z) = -298/37*z^3 + 224/37*z + 1
*
0 | 0.12472430528588873190820282997982533292 | 0.021892620435546790693641077493567848903
f(z) = -298/39*z^3 + 220/39*z + 1
*
0 | 0.14492328329489839238869929876251966697 | 0.025453126308357286058505294373186593270
f(z) = -297/29*z^3 + 239/29*z + 1
*
0 | 0.14494023997226498327389821506860534273 | 0.025456104438861710631240599072375823799
f(z) = -297/31*z^3 + 235/31*z + 1
*
[ -8/9 ] 
f(z) = -297/32*z^3 + 227/24*z + 1
*
0 | 0.11927659170548096802366278783148404154 | 0.020948753611469140646983455936689650623
f(z) = -297/32*z^3 + 233/32*z + 1
*
0 | 0.13213022425037051815744524815841707529 | 0.023206259274106874519280905606146166091
f(z) = -297/34*z^3 + 229/34*z + 1
*
0 | 0.14497408300740465180466727718967259129 | 0.025462048349519015485990607545936716707
f(z) = -297/35*z^3 + 227/35*z + 1
*
0 | 0.14499096954585528354222120828384326039 | 0.025465014161404606349992291089440619000
f(z) = -297/37*z^3 + 223/37*z + 1
*
0 | 0.13216399734965565380997987710983838330 | 0.023212190901809374340891278135694062337
f(z) = -297/38*z^3 + 221/38*z + 1
*
[ -2/3 ] 
f(z) = -297/38*z^3 + 227/38*z + 1
*
0 | 0.14486165737104668257647511413200062632 | 0.025457382531602186146773343186747255164
f(z) = -296/29*z^3 + 238/29*z + 1
*
0 | 0.14487867013893630453980614365439169277 | 0.025460372284363181604080223590098447511
f(z) = -296/31*z^3 + 234/31*z + 1
*
0 | 0.12455202088674787195281126461608741632 | 0.021888251855882627849962549251190915689
f(z) = -296/33*z^3 + 230/33*z + 1
*
0 | 0.14491262489383569297338628050533203367 | 0.025466339351149021728213455598663332155
f(z) = -296/35*z^3 + 226/35*z + 1
*
0 | 0.11912046858247954651812070347357997708 | 0.020946190394457129727593330418239277968
f(z) = -295/28*z^3 + 239/28*z + 1
*
0 | 0.14479982566410351715122389253162431405 | 0.025461658718580728229156358322592352776
f(z) = -295/29*z^3 + 237/29*z + 1
*
0 | 0.14481689489489607241426520126615898304 | 0.025464660178886605332261703726722600011
f(z) = -295/31*z^3 + 233/31*z + 1
*
0 | 0.11915330278859718429316694392185858797 | 0.020951963974270700454479229999601155204
f(z) = -295/32*z^3 + 231/32*z + 1
*
0 | 0.12448926833360833229077843075830369424 | 0.021890242269966607182295086868009024025
f(z) = -295/33*z^3 + 229/33*z + 1
*
0 | 0.13200704742312578584896213213940485313 | 0.023212171523825015460262759040768725871
f(z) = -295/34*z^3 + 227/34*z + 1
*
0 | 0.10562553594291284913213317671897079328 | 0.018573236092040011873338878966125577674
f(z) = -295/36*z^3 + 223/36*z + 1
*
0 | 0.14486796027808784329476983569453473317 | 0.025473639536100601938317264555910273826
f(z) = -295/37*z^3 + 221/37*z + 1
*
-5/7 | 0.12597927656052379998368819356393465316 | 0.016852650103727384361269387114868468807
f(z) = -294/25*z^3 + 227/30*z + 1
*
[ 5/6 ] 
f(z) = -294/25*z^3 + 239/30*z + 1
*
0 | 0.14473778679502053811620263807389194706 | 0.025465955035376155641553698703470791782
f(z) = -294/29*z^3 + 236/29*z + 1
*
[ -1/7 ] 
f(z) = -294/29*z^3 + 238/29*z + 1
*
0 | 0.14475491286481726228591594620507442731 | 0.025468968289433948763395986487406743494
f(z) = -294/31*z^3 + 232/31*z + 1
*
0 | 0.14480614782593641272845351079759682345 | 0.025477982847725815766133279588324976289
f(z) = -294/37*z^3 + 220/37*z + 1
*
0 | 0.13109521721691529902936338071575002170 | 0.023079442517082388036811044480739433820
f(z) = -293/27*z^3 + 239/27*z + 1
*
0 | 0.11899612514126611655922942960667479961 | 0.020949385402894992726673774395509524457
f(z) = -293/28*z^3 + 237/28*z + 1
*
0 | 0.14467553937083901775837186021349353757 | 0.025470271650050187557557304786413861562
f(z) = -293/29*z^3 + 235/29*z + 1
*
0 | 0.11150405526075104615053212159709959060 | 0.019630399098038396974250247810878514454
f(z) = -293/30*z^3 + 233/30*z + 1
*
0 | 0.14469272265951223982540856778579549152 | 0.025473296784998717857780269666166732652
f(z) = -293/31*z^3 + 231/31*z + 1
*
0 | 0.11902918746360965462743972949499286674 | 0.020955206057410148275764398802618986371
f(z) = -293/32*z^3 + 229/32*z + 1
*
0 | 0.12436624345671679913115526367028824460 | 0.021894800038169599553521630816145505491
f(z) = -293/33*z^3 + 227/33*z + 1
*
0 | 0.13188304568299723333233890361531305424 | 0.023218140496934494165320448234941373663
f(z) = -293/34*z^3 + 225/34*z + 1
*
0 | 0.14472701704455408136638350935495554161 | 0.025479334345369224988628794179487172782
f(z) = -293/35*z^3 + 223/35*z + 1
*
0 | 0.10550164747459356476841471467207666061 | 0.018573669276724714101455476097318003278
f(z) = -293/36*z^3 + 221/36*z + 1
*
0 | 0.13103270206679102179249203213358317328 | 0.023082329555041438464913775153639280823
f(z) = -292/27*z^3 + 238/27*z + 1
*
0 | 0.14461308198450212623848943157838202008 | 0.025474608732673686890313054954775450677
f(z) = -292/29*z^3 + 234/29*z + 1
*
0 | 0.14463032287574586323476399600416215069 | 0.025477645836596856499831629216587868872
f(z) = -292/31*z^3 + 230/31*z + 1
*
0 | 0.12430390111525179837630208131391700631 | 0.021897004070457172849210088914686154691
f(z) = -292/33*z^3 + 226/33*z + 1
*
0 | 0.14466473198606141957197439879409214821 | 0.025483707242730377273677936843650267883
f(z) = -292/35*z^3 + 222/35*z + 1
*
-2/3 | 0.20001917678268560099201135119362317467 | 0.029536485563599948137368651553846052097
f(z) = -291/20*z^3 + 239/30*z + 1
*
0 | 0.13168901213782424781208975966987380764 | 0.023211970468849993816652564530614411124
f(z) = -291/26*z^3 + 239/26*z + 1
*
0 | 0.11887094106733783690247950777761652072 | 0.020952611982324507440938271406009136916
f(z) = -291/28*z^3 + 235/28*z + 1
*
0 | 0.14455041321466402115779194420604709253 | 0.025478966455357913797277634811941227968
f(z) = -291/29*z^3 + 233/29*z + 1
*
0 | 0.14456771209604542433352551132421599681 | 0.025482015617298235902897624023528428495
f(z) = -291/31*z^3 + 229/31*z + 1
*
0 | 0.11890423457557476872043085983611314515 | 0.020958480413695161685362666566302101354
f(z) = -291/32*z^3 + 227/32*z + 1
*
0 | 0.13175820790516724396076700030978341993 | 0.023224167159234868461516796845583936091
f(z) = -291/34*z^3 + 223/34*z + 1
*
0 | 0.14460223670196833460904109567087606534 | 0.025488101046295854604959324134025658147
f(z) = -291/35*z^3 + 221/35*z + 1
*
0 | 0.13090703500870999125523930025696143149 | 0.023088145374999395731572668375955258097
f(z) = -290/27*z^3 + 236/27*z + 1
*
0 | 0.14450488888850736409642512428956044337 | 0.025486406302258747921792124565785052484
f(z) = -290/31*z^3 + 228/31*z + 1
*
0 | 0.12417754955798736904985661664886935000 | 0.021901262344802512171804611072547541194
f(z) = -290/33*z^3 + 224/33*z + 1
*
0 | 0.14438952905198927484951699234709075387 | 0.025481584250424228779734058144332266476
f(z) = -289/25*z^3 + 239/25*z + 1
*
[ -13/17 ] 
f(z) = -289/26*z^3 + 229/26*z + 1
*
0 | 0.13156285833104649658389530712182548329 | 0.023217958260547436447180016418651756797
f(z) = -289/26*z^3 + 237/26*z + 1
*
0 | 0.13084388020646672898869650694112693663 | 0.023091074394549821378765984917874621958
f(z) = -289/27*z^3 + 235/27*z + 1
*
0 | 0.11874490491594118366609119555969233522 | 0.020955870683910111827067561996227357452
f(z) = -289/28*z^3 + 233/28*z + 1
*
0 | 0.14442443576648750933907945710482867033 | 0.025487744519747304133210371443984852176
f(z) = -289/29*z^3 + 231/29*z + 1
*
[ 15/17 ] 
f(z) = -289/30*z^3 + 221/30*z + 1
*
0 | 0.14444185180660069672198983257070334923 | 0.025490818068753016040720585314773093818
f(z) = -289/31*z^3 + 227/31*z + 1
*
0 | 0.12411560470445593950910081405180151752 | 0.021903681373807842211221841789369842680
f(z) = -289/33*z^3 + 223/33*z + 1
*
[ -3/17 ] 
f(z) = -289/33*z^3 + 229/33*z + 1
*
0 | 0.14432609860008061688739857943829045568 | 0.025485980187630746385143978830433789542
f(z) = -288/25*z^3 + 238/25*z + 1
*
0 | 0.14436112417224836223241443325986151401 | 0.025492165216166722415045606704466106603
f(z) = -288/29*z^3 + 230/29*z + 1
*
[ -1/6 ] 
f(z) = -288/31*z^3 + 225/31*z + 1
*
0 | 0.14437859938896707473422659705237788408 | 0.025495251096207738168166401944022593258
f(z) = -288/31*z^3 + 226/31*z + 1
*
[ -6/7 ] 
f(z) = -287/24*z^3 + 230/21*z + 1
*
0 | 0.092532976714684916693035881627642895176 | 0.016350078185070337246445777280552782711
f(z) = -287/24*z^3 + 239/24*z + 1
*
0 | 0.14426245012014858021843278982040245410 | 0.025490397287304760328310445521499854791
f(z) = -287/25*z^3 + 237/25*z + 1
*
0 | 0.13143583915851045910617420656661408527 | 0.023224004272424242475684171897117020824
f(z) = -287/26*z^3 + 235/26*z + 1
*
0 | 0.13071692070813800347155844583057764125 | 0.023096975257584240595142638450098178444
f(z) = -287/27*z^3 + 233/27*z + 1
*
0 | 0.14429759536230139535167017899751568191 | 0.025496607262142201867167668151513696697
f(z) = -287/29*z^3 + 229/29*z + 1
*
0 | 0.11112732074638665197379576055508912311 | 0.019635598542378498636858590899449136888
f(z) = -287/30*z^3 + 227/30*z + 1
*
0 | 0.14431513015921742599895516436517410290 | 0.025499705566235675745165103981169701409
f(z) = -287/31*z^3 + 225/31*z + 1
*
0 | 0.11865177034727703791438414434055038314 | 0.020965128226196128078380829026348217390
f(z) = -287/32*z^3 + 223/32*z + 1
*
0 | 0.12398900147854871801762712496049295572 | 0.021908188196666467623859388360802810975
f(z) = -287/33*z^3 + 221/33*z + 1
*
0 | 0.14419858210806538629387450783555081649 | 0.025494835730174683403719590772485952313
f(z) = -286/25*z^3 + 236/25*z + 1
*
-3/26 | 0.23240013217684883750534269920692290101 | 0.026071104871543765184601860399663252703
f(z) = -286/27*z^3 + 229/26*z + 1
*
[ -3/13 ] 
f(z) = -286/27*z^3 + 230/39*z + 1
*
0 | 0.13065311302752770187970305240049115090 | 0.023099947347446592258914673125566257093
f(z) = -286/27*z^3 + 232/27*z + 1
*
0 | 0.14423384784087619352073056526467730442 | 0.025501070840477237988841680308496463738
f(z) = -286/29*z^3 + 228/29*z + 1
*
0 | 0.14425144262572509187116372773582144601 | 0.025504181662670304059565464043058267265
f(z) = -286/31*z^3 + 224/31*z + 1
*
0 | 0.14411676096872295082234120575739469608 | 0.025496158660824432464814195302849741173
f(z) = -285/23*z^3 + 239/23*z + 1
*
0 | 0.13130794266506995635588245356708393107 | 0.023230109510590726193430370873550247110
f(z) = -285/26*z^3 + 233/26*z + 1
*
0 | 0.11849022941850611281189127923609997412 | 0.020962486727462347787490150946541345187
f(z) = -285/28*z^3 + 229/28*z + 1
*
0 | 0.14416988009669738937136019432180167106 | 0.025505556136216311748749744711638503464
f(z) = -285/29*z^3 + 227/29*z + 1
*
0 | 0.14418753528141539397855656310828867670 | 0.025508679571601139056749526181479456402
f(z) = -285/31*z^3 + 223/31*z + 1
*
0 | 0.11852423553492642647698962122603952470 | 0.020968502858645582963234697985976758894
f(z) = -285/32*z^3 + 221/32*z + 1
*
0 | 0.14405238797364567530041292020645585737 | 0.025500627529952424632497372845278990885
f(z) = -284/23*z^3 + 238/23*z + 1
*
0 | 0.14407018139261731707246944113259241831 | 0.025503777379504125490737891366835347109
f(z) = -284/25*z^3 + 234/25*z + 1
*
0 | 0.13052483422570088146557586444116277385 | 0.023105935471249013174199004114106696794
f(z) = -284/27*z^3 + 230/27*z + 1
*
0 | 0.14410569060276960317365550366139401435 | 0.025510063336680634881454110363778601823
f(z) = -284/29*z^3 + 226/29*z + 1
*
0 | 0.14412340660355155538780981355852560522 | 0.025513199481409756347254844872270317148
f(z) = -284/31*z^3 + 222/31*z + 1
*
0 | 0.13114344624228337899661291018678632634 | 0.023229949483189869329914198626337868047
f(z) = -283/22*z^3 + 239/22*z + 1
*
0 | 0.14398779041348143475843691510926977092 | 0.025505118199515956426764549692805674050
f(z) = -283/23*z^3 + 237/23*z + 1
*
0 | 0.086254195222583551635522244503741478630 | 0.015278541590496838010518998944913185133
f(z) = -283/24*z^3 + 235/24*z + 1
*
0 | 0.14400564560202486381520190915623594965 | 0.025508280958614954050568578423345067448
f(z) = -283/25*z^3 + 233/25*z + 1
*
0 | 0.13117915664609172668418678395520214420 | 0.023236275006121146115463761748387760321
f(z) = -283/26*z^3 + 231/26*z + 1
*
0 | 0.13046036002593024382167745043123907860 | 0.023108951760823851140191924885249913119
f(z) = -283/27*z^3 + 229/27*z + 1
*
0 | 0.11836156598001872000311762513249419868 | 0.020965845242372262014869984285369012662
f(z) = -283/28*z^3 + 227/28*z + 1
*
0 | 0.14404127781615864061559223637561830084 | 0.025514592631504597546034310454229571916
f(z) = -283/29*z^3 + 225/29*z + 1
*
0 | 0.11087112450715496778621519595340683369 | 0.019639034166354395184865027418891628283
f(z) = -283/30*z^3 + 223/30*z + 1
*
0 | 0.14405905505351690009246620053280677074 | 0.025517741582806518534224661438952022258
f(z) = -283/31*z^3 + 221/31*z + 1
*
0 | 0.14392296671585217981922788870794957009 | 0.025509630858191581042054523083446419281
f(z) = -282/23*z^3 + 236/23*z + 1
*
[ 5/6 ] 
f(z) = -282/25*z^3 + 229/30*z + 1
*
0 | 0.14394088410438057309151821104187616293 | 0.025512806626296782044785619185561014943
f(z) = -282/25*z^3 + 232/25*z + 1
*
0 | 0.14397664017776887011730574464292799449 | 0.025519144212672934754067174978156947955
f(z) = -282/29*z^3 + 224/29*z + 1
*
0 | 0.14399447907659325290334444439058582605 | 0.025522306068868027419033728634559818869
f(z) = -282/31*z^3 + 220/31*z + 1
*
0 | 0.12349523669404897929318871906885337928 | 0.021902708136776672714160684115304599966
f(z) = -281/21*z^3 + 239/21*z + 1
*
0 | 0.13101350856629971674706308567857393673 | 0.023236124055633570635533728562168376140
f(z) = -281/22*z^3 + 237/22*z + 1
*
0 | 0.14385791529180635533172706329591040049 | 0.025514165696994949109350882147992539613
f(z) = -281/23*z^3 + 235/23*z + 1
*
0 | 0.094998694889296959568225235644727996225 | 0.016848655407575211579547754674082316025
f(z) = -281/24*z^3 + 233/24*z + 1
*
0 | 0.14387589531524791182549273858559011063 | 0.025517354574689952481147379701046143390
f(z) = -281/25*z^3 + 231/25*z + 1
*
0 | 0.13104946864046428784902352697810293753 | 0.023242501815862126869957671131390176680
f(z) = -281/26*z^3 + 229/26*z + 1
*
0 | 0.13033073421095730305278354222806166225 | 0.023115029446410789428246359007232413661
f(z) = -281/27*z^3 + 227/27*z + 1
*
0 | 0.11823200226548231485152785560443639314 | 0.020969238226273757734766711745369304291
f(z) = -281/28*z^3 + 225/28*z + 1
*
0 | 0.14391177611211669934181543463874273571 | 0.025523718274558628418539198957777943441
f(z) = -281/29*z^3 + 223/29*z + 1
*
0 | 0.11074065110751926360880476742883765914 | 0.019640596876571600000759428612385976549
f(z) = -281/30*z^3 + 221/30*z + 1
*
[ 2/3 ] 
f(z) = -297/25*z^3 + 239/50*z + 1
*
[ 2/3 ] 
f(z) = -297/29*z^3 + 235/58*z + 1
*
[ -6/17 ] 
f(z) = -289/21*z^3 + 233/42*z + 1
*
[ -10/17 ] 
f(z) = -289/32*z^3 + 233/40*z + 1
*
[ 2/3 ] 
f(z) = -288/23*z^3 + 233/46*z + 1
*
[ 2/3 ] 
f(z) = -288/25*z^3 + 231/50*z + 1
*
[ 2/3 ] 
f(z) = -288/29*z^3 + 227/58*z + 1
*
[ 6/7 ] 
f(z) = -287/36*z^3 + 239/42*z + 1
*
[ 5/9 ] 
f(z) = -297/20*z^3 + 227/60*z + 1
*
[ 2/3 ] 
f(z) = -297/31*z^3 + 233/62*z + 1
*
[ 2/3 ] 
f(z) = -297/35*z^3 + 229/70*z + 1
*
[ 2/3 ] 
f(z) = -297/37*z^3 + 227/74*z + 1
*
[ 3/5 ] 
f(z) = -289/27*z^3 + 239/75*z + 1
*
-6/17 | 0.23150617840108420604508502489298116161 | 0.029440036261307410399505916501210324040
f(z) = -289/32*z^3 + 229/72*z + 1
*
[ 2/3 ] 
f(z) = -288/31*z^3 + 225/62*z + 1
*
[ 3/5 ] 
f(z) = -286/27*z^3 + 236/75*z + 1
*
[ 3/5 ] 
f(z) = -283/27*z^3 + 233/75*z + 1
*
2/3 | 0.15115722787204470513433241220890900270 | 0.022254058151219145674722632693350310306
f(z) = -297/35*z^3 + 221/105*z + 1
*
[ 10/7 ] 
f(z) = -294/25*z^3 + 243/10*z + 1
*
[ -10/7 ] 
f(z) = -294/25*z^3 + 257/10*z + 1
*
[ -18/17 ] 
f(z) = -289/27*z^3 + 251/18*z + 1
*
0 | 0.11929901543272305150103858559911505646 | 0.020928023213772939295859507240398324958
f(z) = -299/20*z^3 + 259/20*z + 1
*
0 | 0.12463466898974911066558819017514590291 | 0.021864029945237233721762192507379922688
f(z) = -299/21*z^3 + 257/21*z + 1
*
0 | 0.13215137315428961966893520834760775805 | 0.023182647359437773002742339493677181050
f(z) = -299/22*z^3 + 255/22*z + 1
*
0 | 0.087260147633490357330854761033131610718 | 0.015307606594128088776857822562544772263
f(z) = -299/24*z^3 + 251/24*z + 1
*
0 | 0.14501216218605104016439062363247805820 | 0.025438750567229317191504614729430615250
f(z) = -299/25*z^3 + 249/25*z + 1
*
0 | 0.13146593971151798218958789445366240968 | 0.023062405235478999362658142745577505537
f(z) = -299/27*z^3 + 245/27*z + 1
*
0 | 0.11936667820652941053105491579831908339 | 0.020939892952142459278536296828340196231
f(z) = -299/28*z^3 + 243/28*z + 1
*
0 | 0.14504592324107368164167468552329679939 | 0.025444673098447806217099665942546854633
f(z) = -299/29*z^3 + 241/29*z + 1
*
0 | 0.12457322759435765516152415019539470486 | 0.021866102055272896371368655888277515998
f(z) = -298/21*z^3 + 256/21*z + 1
*
0 | 0.14493386112394114782872370006900082349 | 0.025439965390640541808027869103910922909
f(z) = -298/23*z^3 + 252/23*z + 1
*
0 | 0.14495083257575951381356319902328859916 | 0.025442944357346734349135938088961933701
f(z) = -298/25*z^3 + 248/25*z + 1
*
0 | 0.13140466576274273796374788060693538035 | 0.023065211422982339570639945482227021568
f(z) = -298/27*z^3 + 244/27*z + 1
*
0 | 0.14498470480098125253381154590180395962 | 0.025448889884711165213288047089645735075
f(z) = -298/29*z^3 + 240/29*z + 1
*
0 | 0.11917587182802622615258896931195793796 | 0.020931064005600902236503382235670487219
f(z) = -297/20*z^3 + 257/20*z + 1
*
0 | 0.14487227152815828329291484976740641532 | 0.025444167023744568739725439876254471080
f(z) = -297/23*z^3 + 251/23*z + 1
*
0 | 0.14488929916481698372527596754852825983 | 0.025447157616951905864430770397429258249
f(z) = -297/25*z^3 + 247/25*z + 1
*
0 | 0.13206239731302798074291726131473925124 | 0.023194346712066890613468626249694446764
f(z) = -297/26*z^3 + 245/26*z + 1
*
0 | 0.11924398260666776531921784005210255049 | 0.020943026419177994356079524129706973498
f(z) = -297/28*z^3 + 241/28*z + 1
*
0 | 0.12444869619653533091728061078769960610 | 0.021870094006445888770442844434780432860
f(z) = -296/21*z^3 + 254/21*z + 1
*
0 | 0.14481047639935392373754729207709938243 | 0.025448388201436652085075223676160662510
f(z) = -296/23*z^3 + 250/23*z + 1
*
0 | 0.14482756059413737293709405672733958419 | 0.025451390506461595114177171044670135029
f(z) = -296/25*z^3 + 246/25*z + 1
*
0 | 0.13128150621206639662257900184145422122 | 0.023070863495680679718534414211733859398
f(z) = -296/27*z^3 + 242/27*z + 1
*
0 | 0.12438767068025842849099432293155644313 | 0.021872377298345683399229130807061797561
f(z) = -295/21*z^3 + 253/21*z + 1
*
0 | 0.13190448798403918830833758574039706167 | 0.023194137431419064616101018947605470487
f(z) = -295/22*z^3 + 251/22*z + 1
*
0 | 0.14474847436106763419557406525237610871 | 0.025452629085108053390439970703857846714
f(z) = -295/23*z^3 + 249/23*z + 1
*
0 | 0.093036376678662481577953764759828810081 | 0.016359553338831662245333442522131235534
f(z) = -295/24*z^3 + 247/24*z + 1
*
0 | 0.13193877026755427517698932894411902507 | 0.023200165641735972197100826870897132180
f(z) = -295/26*z^3 + 243/26*z + 1
*
0 | 0.13121961788572799818308457054159506481 | 0.023073709601967034481209506583180022634
f(z) = -295/27*z^3 + 241/27*z + 1
*
0 | 0.14468626402296440250335131100536736983 | 0.025456889838059454482775035663410542308
f(z) = -294/23*z^3 + 248/23*z + 1
*
0 | 0.14470346246883219660941648496951317378 | 0.025459915826357644097938644891925171489
f(z) = -294/25*z^3 + 244/25*z + 1
*
-5/21 | 0.10031502123745707052556043514366378752 | 0.013419460717816147390917360526053506767
f(z) = -294/25*z^3 + 251/30*z + 1
*
[ -1/7 ] 
f(z) = -294/31*z^3 + 254/31*z + 1
*
0 | 0.11892710031408895931220247454267856942 | 0.020937233513871834725135083858905166531
f(z) = -293/20*z^3 + 253/20*z + 1
*
0 | 0.12426292495998681096601654553137274409 | 0.021876610714738481666098488153523294551
f(z) = -293/21*z^3 + 251/21*z + 1
*
0 | 0.13177979997422956026031277899876170595 | 0.023199963987896058560979916941002747500
f(z) = -293/22*z^3 + 249/22*z + 1
*
0 | 0.14462384398064752716817591814709724385 | 0.025461170625530364684648884643436862083
f(z) = -293/23*z^3 + 247/23*z + 1
*
0 | 0.095763227763546461212177737766703315667 | 0.016859210864741297142937741864727791241
f(z) = -293/24*z^3 + 245/24*z + 1
*
0 | 0.14464110012709142177831933249623935660 | 0.025464208587161407569797029239916584266
f(z) = -293/25*z^3 + 243/25*z + 1
*
0 | 0.13181431229125733387685851421642173452 | 0.023206039915408012435273179709072947421
f(z) = -293/26*z^3 + 241/26*z + 1
*
0 | 0.12420023554160580822914626433421771505 | 0.021878742652531215217194568328452766860
f(z) = -292/21*z^3 + 250/21*z + 1
*
0 | 0.14456121281546834014340472229961669869 | 0.025465471614729086133235600051485138476
f(z) = -292/23*z^3 + 246/23*z + 1
*
0 | 0.14457852705100745170891172424677719489 | 0.025468521638764335513199393518055603095
f(z) = -292/25*z^3 + 242/25*z + 1
*
0 | 0.11880144995268323100469210336301259839 | 0.020940363232979178565115057028411587074
f(z) = -291/20*z^3 + 251/20*z + 1
*
0 | 0.13165426667901298338278263856159013646 | 0.023205846111542114334614449343261418850
f(z) = -291/22*z^3 + 247/22*z + 1
*
0 | 0.14449836909433270004241657887027179701 | 0.025469792974863249798758178965536514136
f(z) = -291/23*z^3 + 245/23*z + 1
*
0 | 0.14451574181142393955652412251394125465 | 0.025472855151346611181973642891347025381
f(z) = -291/25*z^3 + 241/25*z + 1
*
0 | 0.12407421640288612467937135898411181802 | 0.021883037419710624241640864495886396199
f(z) = -290/21*z^3 + 248/21*z + 1
*
0 | 0.14443531136950418978537131521782338637 | 0.025474134877170935127534171553472222450
f(z) = -290/23*z^3 + 244/23*z + 1
*
0 | 0.11867494117028930886582234425408919632 | 0.020943523617671938943300452996454733800
f(z) = -289/20*z^3 + 249/20*z + 1
*
0 | 0.12401088376415038119226794949158211929 | 0.021885200425218980760508769995633633814
f(z) = -289/21*z^3 + 247/21*z + 1
*
0 | 0.13152787655874497661805565432082327429 | 0.023211784745168704370982413326321393915
f(z) = -289/22*z^3 + 245/22*z + 1
*
0 | 0.14437203817840395109337145346414402795 | 0.025478497494952386574271307906079626569
f(z) = -289/23*z^3 + 243/23*z + 1
*
0 | 0.095512573024352434974478641115940354563 | 0.016855873777512692081365066744835827186
f(z) = -289/24*z^3 + 241/24*z + 1
*
[ -2/17 ] 
f(z) = -289/26*z^3 + 251/26*z + 1
*
-14/17 | 0.092317693120022288478858117519060298594 | 0.016292047563889798334278985692212104797
f(z) = -289/30*z^3 + 241/30*z + 1
*
[ 20/17 ] 
f(z) = -289/32*z^3 + 253/20*z + 1
*
0 | 0.11854756215645668791103277576500455500 | 0.020946715200614005442372307770686385832
f(z) = -287/20*z^3 + 247/20*z + 1
*
0 | 0.13140061783583771634805681759116114375 | 0.023217780854569042922142571904257261750
f(z) = -287/22*z^3 + 243/22*z + 1
*
0 | 0.14424483947163555885840557666245558501 | 0.025487285580642977375439730710032596615
f(z) = -287/23*z^3 + 241/23*z + 1
*
0 | 0.12381957574289752504259490046566435588 | 0.021891753008912068182225474505000742537
f(z) = -286/21*z^3 + 244/21*z + 1
*
0 | 0.14418091095474751319418634608360716034 | 0.025491711405757510739138910869703413013
f(z) = -286/23*z^3 + 240/23*z + 1
*
[ -3/26 ] 
f(z) = -286/27*z^3 + 255/26*z + 1
*
0 | 0.13127247848817262266935436429999599132 | 0.023223835429249512878400978114352253721
f(z) = -285/22*z^3 + 241/22*z + 1
*
0 | 0.12368989652553917003950164766229861684 | 0.021895992318386176329805211042597757594
f(z) = -284/21*z^3 + 242/21*z + 1
*
0 | 0.11829014495862805282473476567949834263 | 0.020953194158643092092729148904962520246
f(z) = -283/20*z^3 + 243/20*z + 1
*
0 | 0.12362523701595618859102053734366499935 | 0.021898219796835763187398939019074267914
f(z) = -283/21*z^3 + 241/21*z + 1
*
0 | 0.11816008189889938018238562084480587434 | 0.020956482667107872004053191560981099336
f(z) = -281/20*z^3 + 241/20*z + 1
*
[ -6/23 ] 
f(z) = -299/27*z^3 + 257/46*z + 1
*
[ 2/3 ] 
f(z) = -297/23*z^3 + 241/46*z + 1
*
[ -2/9 ] 
f(z) = -297/28*z^3 + 253/42*z + 1
*
[ -1/4 ] 
f(z) = -296/21*z^3 + 247/42*z + 1
*
[ -2/7 ] 
f(z) = -294/23*z^3 + 255/46*z + 1
*
[ -8/17 ] 
f(z) = -289/20*z^3 + 253/40*z + 1
*
-10/17 | 0.18205571620174198926950907625941776226 | 0.025021866980326533959389585583157254030
f(z) = -289/32*z^3 + 249/40*z + 1
*
[ -5/18 ] 
f(z) = -288/25*z^3 + 247/45*z + 1
*
[ -3/8 ] 
f(z) = -284/27*z^3 + 247/48*z + 1
*
[ -3/7 ] 
f(z) = -284/27*z^3 + 258/49*z + 1
*
[ -3/7 ] 
f(z) = -281/27*z^3 + 257/49*z + 1
*
[ 3/5 ] 
f(z) = -298/27*z^3 + 248/75*z + 1
*
-1/9 | 0.17618777673887040211397236065746226677 | 0.025939169990600065811119015360184681570
f(z) = -297/20*z^3 + 251/60*z + 1
*
[ 2/3 ] 
f(z) = -295/32*z^3 + 259/72*z + 1
*
[ 2/3 ] 
f(z) = -293/32*z^3 + 257/72*z + 1
*
[ 3/5 ] 
f(z) = -292/27*z^3 + 242/75*z + 1
*
[ 2/3 ] 
f(z) = -289/32*z^3 + 253/72*z + 1
*
[ 2/3 ] 
f(z) = -287/32*z^3 + 251/72*z + 1
*
[ 2/3 ] 
f(z) = -283/32*z^3 + 247/72*z + 1
*
[ 2/3 ] 
f(z) = -281/32*z^3 + 245/72*z + 1
*
-9/34 | 0.14834905716862853912286819525559930916 | 0.021034300964558366139548697689378085727
f(z) = -289/20*z^3 + 241/80*z + 1
*
[ 6/5 ] 
f(z) = -295/24*z^3 + 268/15*z + 1
*
-2 | 0.11831663202173420020255754648027835660 | 0.016860210680505938282433874807840478333
f(z) = -283/32*z^3 + 279/8*z + 1
*
-2 | 0.11818660827805479365381447558960809127 | 0.016858965837057991822068625115346829108
f(z) = -281/32*z^3 + 277/8*z + 1
*
[ -2/3 ] 
f(z) = -291/20*z^3 + 269/30*z + 1
*
[ -3/17 ] 
f(z) = -289/39*z^3 + 269/39*z + 1
*
[ -5/6 ] 
f(z) = -288/35*z^3 + 277/35*z + 1
*
[ -1/6 ] 
f(z) = -288/37*z^3 + 267/37*z + 1
*
[ -3/7 ] 
f(z) = -299/27*z^3 + 263/49*z + 1
*
[ -4/13 ] 
f(z) = -299/32*z^3 + 267/52*z + 1
*
[ -1/2 ] 
f(z) = -298/21*z^3 + 275/42*z + 1
*
3/4 | 0.15422578452111804789462655683506373928 | 0.024160041391406883909000599673109535287
f(z) = -296/21*z^3 + 277/42*z + 1
*
[ -1/4 ] 
f(z) = -296/23*z^3 + 267/46*z + 1
*
[ -3/7 ] 
f(z) = -296/27*z^3 + 262/49*z + 1
*
[ -2/7 ] 
f(z) = -294/25*z^3 + 273/50*z + 1
*
[ -5/28 ] 
f(z) = -294/25*z^3 + 279/40*z + 1
*
[ -3/7 ] 
f(z) = -293/27*z^3 + 261/49*z + 1
*
[ 3/4 ] 
f(z) = -293/27*z^3 + 277/48*z + 1
*
[ -1/2 ] 
f(z) = -290/21*z^3 + 271/42*z + 1
*
[ -3/7 ] 
f(z) = -290/27*z^3 + 260/49*z + 1
*
[ -4/17 ] 
f(z) = -289/22*z^3 + 263/44*z + 1
*
[ 3/4 ] 
f(z) = -287/27*z^3 + 271/48*z + 1
*
[ -1/2 ] 
f(z) = -286/21*z^3 + 269/42*z + 1
*
[ -1/2 ] 
f(z) = -282/23*z^3 + 279/46*z + 1
*
[ 3/4 ] 
f(z) = -281/27*z^3 + 265/48*z + 1
*
[ 2/3 ] 
f(z) = -299/32*z^3 + 263/72*z + 1
*
[ 12/17 ] 
f(z) = -289/30*z^3 + 263/60*z + 1
*
-5/36 | 0.24806921919039464042233064065862195598 | 0.029002640408069619006507500051040124245
f(z) = -288/25*z^3 + 263/90*z + 1
*
[ 4/7 ] 
f(z) = -287/24*z^3 + 265/84*z + 1
*
-7/34 | 0.15776557065708131241170175660297246041 | 0.022369461312276605396113931086141937092
f(z) = -289/27*z^3 + 265/108*z + 1
*
-2/5 | 0.098649150651760858247608681355007355466 | 0.011799376350235618195112388974985164996
f(z) = -285/32*z^3 + 271/120*z + 1
*
[ 4/7 ] 
f(z) = -294/37*z^3 + 273/148*z + 1
*
-2 | 0.11932513789106814459639164744140977191 | 0.016869869615819273210420441129804306755
f(z) = -299/32*z^3 + 295/8*z + 1
*
-2 | 0.11920204411724191252172687469071428093 | 0.016868690481536576357862118729619540873
f(z) = -297/32*z^3 + 293/8*z + 1
*
[ 3 ] 
f(z) = -296/27*z^3 + 298/3*z + 1
*
[ -6/5 ] 
f(z) = -295/24*z^3 + 293/15*z + 1
*
[ -3 ] 
f(z) = -295/27*z^3 + 299/3*z + 1
*
[ 3/2 ] 
f(z) = -295/27*z^3 + 299/12*z + 1
*
-2 | 0.11907812485212942346988030583246672961 | 0.016867503471423780839580699208977765408
f(z) = -295/32*z^3 + 291/8*z + 1
*
[ 2 ] 
f(z) = -295/32*z^3 + 299/8*z + 1
*
[ 3 ] 
f(z) = -293/27*z^3 + 295/3*z + 1
*
-2 | 0.11895336892519554961379928025203572870 | 0.016866308492116447798531668392418814388
f(z) = -293/32*z^3 + 289/8*z + 1
*
[ 2 ] 
f(z) = -293/32*z^3 + 297/8*z + 1
*
[ -3 ] 
f(z) = -292/27*z^3 + 296/3*z + 1
*
-2 | 0.11882776493713958961791256781413951314 | 0.016865105448712220361083943366907637963
f(z) = -291/32*z^3 + 287/8*z + 1
*
[ 2 ] 
f(z) = -291/32*z^3 + 295/8*z + 1
*
[ 3 ] 
f(z) = -290/27*z^3 + 292/3*z + 1
*
[ -3 ] 
f(z) = -289/27*z^3 + 293/3*z + 1
*
[ 3/2 ] 
f(z) = -289/27*z^3 + 293/12*z + 1
*
-2 | 0.11870130125359267138632806473547970398 | 0.016863894244739973970741630364424238386
f(z) = -289/32*z^3 + 285/8*z + 1
*
[ 2 ] 
f(z) = -289/32*z^3 + 293/8*z + 1
*
[ 3 ] 
f(z) = -287/27*z^3 + 289/3*z + 1
*
-2 | 0.11857396599859615569866521567948593028 | 0.016862674782128306279013194312686729063
f(z) = -287/32*z^3 + 283/8*z + 1
*
[ 2 ] 
f(z) = -287/32*z^3 + 291/8*z + 1
*
[ -2 ] 
f(z) = -287/32*z^3 + 299/8*z + 1
*
[ -3 ] 
f(z) = -286/27*z^3 + 290/3*z + 1
*
-2 | 0.11844574704785182686746164640684258874 | 0.016861446961173355737031074539755539041
f(z) = -285/32*z^3 + 281/8*z + 1
*
[ 2 ] 
f(z) = -285/32*z^3 + 289/8*z + 1
*
[ -2 ] 
f(z) = -285/32*z^3 + 297/8*z + 1
*
[ 3 ] 
f(z) = -284/27*z^3 + 286/3*z + 1
*
[ -3 ] 
f(z) = -283/27*z^3 + 287/3*z + 1
*
[ 3/2 ] 
f(z) = -283/27*z^3 + 287/12*z + 1
*
[ 2 ] 
f(z) = -283/32*z^3 + 287/8*z + 1
*
[ -2 ] 
f(z) = -283/32*z^3 + 295/8*z + 1
*
[ 3 ] 
f(z) = -281/27*z^3 + 283/3*z + 1
*
[ 2 ] 
f(z) = -281/32*z^3 + 285/8*z + 1
*
[ -2 ] 
f(z) = -281/32*z^3 + 293/8*z + 1
*
20/21 | 0.16756216498086071547316043415763872883 | 0.022415325870591316885631341383849354308
f(z) = -294/25*z^3 + 281/30*z + 1
*
[ -5/42 ] 
f(z) = -294/25*z^3 + 287/30*z + 1
*
[ -20/17 ] 
f(z) = -289/32*z^3 + 287/20*z + 1
*
[ -5/7 ] 
f(z) = -287/25*z^3 + 289/35*z + 1
*
[ 3/4 ] 
f(z) = -299/27*z^3 + 283/48*z + 1
*
[ -1/2 ] 
f(z) = -298/23*z^3 + 287/46*z + 1
*
[ -1/2 ] 
f(z) = -298/25*z^3 + 299/50*z + 1
*
[ -1/4 ] 
f(z) = -296/25*z^3 + 287/50*z + 1
*
[ -5/8 ] 
f(z) = -296/25*z^3 + 289/40*z + 1
*
[ -1/2 ] 
f(z) = -294/23*z^3 + 285/46*z + 1
*
[ -1/2 ] 
f(z) = -294/25*z^3 + 297/50*z + 1
*
[ -2/3 ] 
f(z) = -291/28*z^3 + 299/42*z + 1
*
[ -1/2 ] 
f(z) = -290/23*z^3 + 283/46*z + 1
*
[ -5/9 ] 
f(z) = -288/25*z^3 + 286/45*z + 1
*
[ -2/7 ] 
f(z) = -287/32*z^3 + 293/56*z + 1
*
-6/7 | 0.22463979981797928899294533930388359798 | 0.029536911317979786410710594543620667654
f(z) = -287/36*z^3 + 295/42*z + 1
*
[ -1/2 ] 
f(z) = -286/23*z^3 + 281/46*z + 1
*
[ -1/2 ] 
f(z) = -286/25*z^3 + 293/50*z + 1
*
[ -2/3 ] 
f(z) = -285/28*z^3 + 295/42*z + 1
*
[ -1/2 ] 
f(z) = -282/25*z^3 + 291/50*z + 1
*
-1/24 | 0.11479433580472130098026823801974005456 | 0.018060476935369149065589554087566838068
f(z) = -288/35*z^3 + 281/70*z + 1
*
-7/24 | 0.18174963320449519840361699163463211080 | 0.028594486265293458846084115047770819052
f(z) = -288/35*z^3 + 289/70*z + 1
*
[ 4/7 ] 
f(z) = -294/29*z^3 + 297/116*z + 1
*
-20/99 | 0.25258419445292352222450427328982543517 | 0.027483961538622914642618900947076456280
f(z) = -297/32*z^3 + 281/132*z + 1
*
[ 4/7 ] 
f(z) = -294/31*z^3 + 291/124*z + 1
*
[ 2/3 ] 
f(z) = -297/40*z^3 + 14/5*z + 1
*
[ 2/3 ] 
f(z) = -297/56*z^3 + 13/7*z + 1
*
[ 10/17 ] 
f(z) = -289/40*z^3 + 9/5*z + 1
*
-2/17 | 0.16998174696449583639829177666717729021 | 0.029998049268174541484214008803735040688
f(z) = -289/40*z^3 + 13/5*z + 1
*
-6/17 | 0.15219617893605496227542861474562643972 | 0.026328132102777510891456042915648269744
f(z) = -289/54*z^3 + 6*z + 1
*
[ -6/17 ] 
f(z) = -289/54*z^3 + 9/2*z + 1
*
[ 12/17 ] 
f(z) = -289/54*z^3 + 9/4*z + 1
*
21/17 | 0.17318901872778837381360297795631115638 | 0.028846148635379575160225937222617710204
f(z) = -289/54*z^3 + 15/2*z + 1
*
-2/17 | 0.14130122062322113165563075654931329812 | 0.024936565564265791435191980743023548178
f(z) = -289/56*z^3 + 11/7*z + 1
*
14/17 | 0.16838552300815151053578830273890250759 | 0.029716350757948857983693719149080333647
f(z) = -289/56*z^3 + 16/7*z + 1
*
-2/3 | 0.16767871010083076737919461705317550493 | 0.029449701182481497249969241506367713854
f(z) = -297/40*z^3 + 24/5*z + 1
*
[ -2/3 ] 
f(z) = -297/40*z^3 + 29/5*z + 1
*
[ -2/3 ] 
f(z) = -297/56*z^3 + 34/7*z + 1
*
[ -10/17 ] 
f(z) = -289/40*z^3 + 26/5*z + 1
*
-6/17 | 0.12820727223911890335310108729286867452 | 0.022625770930396803722741385406029962796
f(z) = -289/40*z^3 + 27/5*z + 1
*
-6/17 | 0.15615622808090275080242751273632103658 | 0.023082827551603693500781045765148288499
f(z) = -289/40*z^3 + 31/15*z + 1
*
12/17 | 0.15248979192202611199120970405982370433 | 0.026911102942871152619054204234043437946
f(z) = -289/45*z^3 + 23/15*z + 1
*
[ -7/17 ] 
f(z) = -289/49*z^3 + 31/7*z + 1
*
15/17 | 0.10052544854491232755070229278590849971 | 0.017740536334089375360899116739979820906
f(z) = -289/50*z^3 + 27/10*z + 1
*
-21/34 | 0.20449583642512720840056364145104440549 | 0.028995310462106855587103526714681506490
f(z) = -289/54*z^3 + 35/8*z + 1
*
[ 14/17 ] 
f(z) = -289/56*z^3 + 23/7*z + 1
*
18/17 | 0.14661452041763319009935831687454190204 | 0.025874246414449347707451797374711324176
f(z) = -289/56*z^3 + 30/7*z + 1
*
-14/17 | 0.15759036390199757146964680631649466729 | 0.027811242000643120902467421732197314033
f(z) = -289/56*z^3 + 32/7*z + 1
*
-14/17 | 0.12804304420605995892687093854436495476 | 0.022596788285407594282388517576259536240
f(z) = -289/56*z^3 + 36/7*z + 1
*
[ -7/12 ] 
f(z) = -288/49*z^3 + 33/7*z + 1
*
[ 2/3 ] 
f(z) = -291/56*z^3 + 38/21*z + 1
*
10/17 | 0.14231643381891282351666565691336160144 | 0.025115728421489639840502194616931149578
f(z) = -289/44*z^3 + 39/22*z + 1
*
[ 2/3 ] 
f(z) = -285/56*z^3 + 37/21*z + 1
*
[ 2/3 ] 
f(z) = -291/40*z^3 + 41/15*z + 1
*
[ -2/17 ] 
f(z) = -289/40*z^3 + 48/5*z + 1
*
15/17 | 0.15892353505766835673075776466016176962 | 0.028046517462420053139842723616478306616
f(z) = -289/45*z^3 + 52/15*z + 1
*
-4/17 | 0.15927242087573000793712325863160625237 | 0.028108088155427266485850328054873282506
f(z) = -289/48*z^3 + 43/12*z + 1
*
-12/17 | 0.11237928057758099049700970606131736350 | 0.019832477637686712481500142213809998976
f(z) = -289/48*z^3 + 59/12*z + 1
*
[ 14/17 ] 
f(z) = -289/49*z^3 + 53/14*z + 1
*
[ -10/17 ] 
f(z) = -289/50*z^3 + 47/10*z + 1
*
[ -5/17 ] 
f(z) = -289/50*z^3 + 49/10*z + 1
*
[ -3/17 ] 
f(z) = -289/54*z^3 + 41/6*z + 1
*
-15/17 | 0.18154950000711728215781403071860721537 | 0.024738011630128369762806319517665025317
f(z) = -289/54*z^3 + 57/10*z + 1
*
24/17 | 0.10187210391362896843440374414240944026 | 0.016235213952140582657280869024031564388
f(z) = -289/54*z^3 + 59/6*z + 1
*
[ -14/17 ] 
f(z) = -289/56*z^3 + 40/7*z + 1
*
[ 7/6 ] 
f(z) = -288/49*z^3 + 57/7*z + 1
*
[ 2/3 ] 
f(z) = -297/52*z^3 + 53/26*z + 1
*
2/3 | 0.20187749294152023028157341591857990801 | 0.029721327458756554104149663776070937426
f(z) = -297/56*z^3 + 46/21*z + 1
*
21/34 | 0.18415459132850035404251134497603940868 | 0.026111140656632844131872537678413655078
f(z) = -289/54*z^3 + 41/24*z + 1
*
-2/3 | 0.19477626342718580073144138001941946109 | 0.028762273624890828184769766151165053156
f(z) = -291/40*z^3 + 71/15*z + 1
*
[ -6/17 ] 
f(z) = -289/40*z^3 + 71/15*z + 1
*
-12/17 | 0.15744861974493725698503014830047771524 | 0.027786227266514877642291969546937133728
f(z) = -289/48*z^3 + 61/12*z + 1
*
[ -12/17 ] 
f(z) = -289/48*z^3 + 65/12*z + 1
*
-4/17 | 0.15424796449736399152418574572283884363 | 0.027171860868042322966341265944613312597
f(z) = -289/48*z^3 + 73/12*z + 1
*
20/17 | 0.068924569298982597635986290289507381737 | 0.011794993651130265637133220335271824054
f(z) = -289/50*z^3 + 69/10*z + 1
*
[ -12/17 ] 
f(z) = -289/54*z^3 + 61/12*z + 1
*
[ -15/17 ] 
f(z) = -289/54*z^3 + 63/10*z + 1
*
[ -9/17 ] 
f(z) = -289/54*z^3 + 79/18*z + 1
*
[ -2/17 ] 
f(z) = -289/56*z^3 + 67/7*z + 1
*
[ 7/8 ] 
f(z) = -288/49*z^3 + 61/14*z + 1
*
[ -7/6 ] 
f(z) = -288/49*z^3 + 69/7*z + 1
*
[ -7/24 ] 
f(z) = -288/49*z^3 + 69/14*z + 1
*
[ 7/9 ] 
f(z) = -297/49*z^3 + 71/21*z + 1
*
-10/17 | 0.14663442213180159198221597344149262043 | 0.025877758630394919471078002548373580231
f(z) = -289/44*z^3 + 61/22*z + 1
*
-21/34 | 0.10366800678080779198363252130170455208 | 0.014699008518434439710275651382119570602
f(z) = -289/49*z^3 + 71/28*z + 1
*
-4/17 | 0.15241089369040040647571764006527832427 | 0.026897179135863956052675920085082235277
f(z) = -289/42*z^3 + 79/42*z + 1
*
-3/17 | 0.10818865457926072946815529426038870867 | 0.019092924083219705244201015596876663083
f(z) = -289/48*z^3 + 73/48*z + 1
*
-15/34 | 0.20007322813246901671454425028855756645 | 0.028368232166823989492621822010141382044
f(z) = -289/50*z^3 + 69/40*z + 1
*
[ -2/9 ] 
f(z) = -297/40*z^3 + 88/15*z + 1
*
[ -6/5 ] 
f(z) = -295/54*z^3 + 97/10*z + 1
*
[ 3 ] 
f(z) = -293/54*z^3 + 99/2*z + 1
*
[ -2/3 ] 
f(z) = -291/40*z^3 + 86/15*z + 1
*
-6/17 | 0.16766840209495962802346103544111403680 | 0.024784543395898130982604364912246216813
f(z) = -289/40*z^3 + 91/15*z + 1
*
-3/17 | 0.14720464050988962105412096696688052104 | 0.025978389664638120273133764474177027528
f(z) = -289/45*z^3 + 88/15*z + 1
*
-6/17 | 0.078755513298469209074021458017046531146 | 0.013898620353403671735588851231632283232
f(z) = -289/45*z^3 + 92/15*z + 1
*
[ -14/17 ] 
f(z) = -289/49*z^3 + 87/14*z + 1
*
-3/17 | 0.18855278176557099249063387706593094173 | 0.027929187945573334155511080838013143647
f(z) = -289/54*z^3 + 95/6*z + 1
*
[ -3 ] 
f(z) = -289/54*z^3 + 99/2*z + 1
*
[ -7/8 ] 
f(z) = -288/49*z^3 + 93/14*z + 1
*
[ -6/7 ] 
f(z) = -287/54*z^3 + 85/14*z + 1
*
[ 3 ] 
f(z) = -287/54*z^3 + 97/2*z + 1
*
[ -3 ] 
f(z) = -283/54*z^3 + 97/2*z + 1
*
[ 3/2 ] 
f(z) = -283/54*z^3 + 97/8*z + 1
*
[ 3 ] 
f(z) = -281/54*z^3 + 95/2*z + 1
*
[ 3/4 ] 
f(z) = -299/54*z^3 + 89/32*z + 1
*
[ 3/4 ] 
f(z) = -293/54*z^3 + 87/32*z + 1
*
[ -6/17 ] 
f(z) = -289/56*z^3 + 94/21*z + 1
*
[ 3/4 ] 
f(z) = -287/54*z^3 + 85/32*z + 1
*
[ 3/4 ] 
f(z) = -281/54*z^3 + 83/32*z + 1
*
-1/17 | 0.13727604606245259820800047558449152413 | 0.024226210558841839376527467762834750424
f(z) = -289/48*z^3 + 97/48*z + 1
*
-6/17 | 0.21197732383401063611925897288133457208 | 0.026956602814445448918914429180503208179
f(z) = -289/56*z^3 + 86/63*z + 1
*
[ 3 ] 
f(z) = -299/54*z^3 + 101/2*z + 1
*
[ -3/2 ] 
f(z) = -299/54*z^3 + 113/8*z + 1
*
[ -3 ] 
f(z) = -295/54*z^3 + 101/2*z + 1
*
[ 3/2 ] 
f(z) = -295/54*z^3 + 101/8*z + 1
*
[ -3/2 ] 
f(z) = -293/54*z^3 + 111/8*z + 1
*
[ -3/17 ] 
f(z) = -289/45*z^3 + 103/15*z + 1
*
[ -15/17 ] 
f(z) = -289/45*z^3 + 107/15*z + 1
*
20/17 | 0.10661806668960064875907618833763768341 | 0.017707632158762346633478373151861305082
f(z) = -289/48*z^3 + 103/12*z + 1
*
[ 18/17 ] 
f(z) = -289/54*z^3 + 109/18*z + 1
*
[ 21/17 ] 
f(z) = -289/54*z^3 + 117/14*z + 1
*
[ -3/2 ] 
f(z) = -287/54*z^3 + 109/8*z + 1
*
[ -3/2 ] 
f(z) = -281/54*z^3 + 107/8*z + 1
*
[ -6/13 ] 
f(z) = -299/54*z^3 + 113/26*z + 1
*
-2/9 | 0.13750563667553240272756875547497163977 | 0.020244208482627531648226214229836153247
f(z) = -297/56*z^3 + 100/21*z + 1
*
-2/3 | 0.16780238900260964082844224205077883297 | 0.024704634871570017445992192576959767333
f(z) = -297/56*z^3 + 109/21*z + 1
*
[ 3/4 ] 
f(z) = -296/45*z^3 + 101/30*z + 1
*
-2/5 | 0.17586337449420241746011416441634513145 | 0.024102715679063265324574192945712507887
f(z) = -295/56*z^3 + 117/35*z + 1
*
[ -2/3 ] 
f(z) = -291/56*z^3 + 101/21*z + 1
*
[ -4/17 ] 
f(z) = -289/40*z^3 + 113/20*z + 1
*
-12/17 | 0.11207701202141131596771030515196503117 | 0.017623352497485570648616267709226588336
f(z) = -289/45*z^3 + 101/30*z + 1
*
[ -8/17 ] 
f(z) = -289/48*z^3 + 107/24*z + 1
*
-12/17 | 0.090985249802724097979261684434641653451 | 0.012900729968985189695886359450824297496
f(z) = -289/54*z^3 + 113/24*z + 1
*
[ -2/3 ] 
f(z) = -285/56*z^3 + 100/21*z + 1
*
-2/5 | 0.16283243477546085721150750104701462054 | 0.022422758132491485462552379726716377018
f(z) = -285/56*z^3 + 116/35*z + 1
*
[ 2/3 ] 
f(z) = -297/46*z^3 + 109/46*z + 1
*
[ 2/3 ] 
f(z) = -297/50*z^3 + 107/50*z + 1
*
[ 2/3 ] 
f(z) = -297/58*z^3 + 103/58*z + 1
*
-2/17 | 0.086347357380424816258355200585822479294 | 0.015238414283480010395200875301578848533
f(z) = -289/42*z^3 + 109/42*z + 1
*
13/17 | 0.16383674181424717955165320109725786306 | 0.028913590668694161367924537870164775554
f(z) = -289/52*z^3 + 113/52*z + 1
*
-3/85 | 0.25943510154468191368082793099030356597 | 0.029198229454278052494176445385700757658
f(z) = -289/54*z^3 + 117/50*z + 1
*
-1/17 | 0.11524562614347815686137914735378459131 | 0.020338324747984717078374655886369106698
f(z) = -289/56*z^3 + 113/56*z + 1
*
[ 2/3 ] 
f(z) = -283/40*z^3 + 119/45*z + 1
*
[ 2/3 ] 
f(z) = -281/40*z^3 + 118/45*z + 1
*
[ 2/3 ] 
f(z) = -299/56*z^3 + 118/63*z + 1
*
[ 2/3 ] 
f(z) = -295/56*z^3 + 116/63*z + 1
*
[ 2/3 ] 
f(z) = -293/56*z^3 + 115/63*z + 1
*
[ 2/3 ] 
f(z) = -289/56*z^3 + 113/63*z + 1
*
[ 2/3 ] 
f(z) = -283/56*z^3 + 110/63*z + 1
*
[ 2/3 ] 
f(z) = -281/56*z^3 + 109/63*z + 1
*
[ 10/9 ] 
f(z) = -297/40*z^3 + 139/15*z + 1
*
-2/17 | 0.12250167900585330932040491829795640932 | 0.019661671419223052609830263369844036332
f(z) = -289/48*z^3 + 127/12*z + 1
*
[ 7/4 ] 
f(z) = -288/49*z^3 + 129/7*z + 1
*
[ -7/4 ] 
f(z) = -288/49*z^3 + 137/7*z + 1
*
-2 | 0.11857136087406152324424375083036101768 | 0.016905159650111777683084869644870056711
f(z) = -285/56*z^3 + 139/7*z + 1
*
-2 | 0.11836142260984832660117198654079806999 | 0.016875227971441403077877912550238378754
f(z) = -283/40*z^3 + 139/5*z + 1
*
-2 | 0.11844281960407238649221257763835737592 | 0.016904234559883917450952048023939843546
f(z) = -283/56*z^3 + 138/7*z + 1
*
-2 | 0.11823162797111598194755370205671869163 | 0.016874093155681334404991349444792465610
f(z) = -281/40*z^3 + 138/5*z + 1
*
-2 | 0.11831337356847482580225936565612273335 | 0.016903305110914175753673783368177736482
f(z) = -281/56*z^3 + 137/7*z + 1
*
[ -7/9 ] 
f(z) = -297/49*z^3 + 125/21*z + 1
*
[ -5/9 ] 
f(z) = -297/50*z^3 + 139/30*z + 1
*
[ -2/3 ] 
f(z) = -297/52*z^3 + 131/26*z + 1
*
[ -2/9 ] 
f(z) = -297/56*z^3 + 121/21*z + 1
*
[ -3/5 ] 
f(z) = -295/54*z^3 + 139/30*z + 1
*
[ -6/17 ] 
f(z) = -289/45*z^3 + 139/30*z + 1
*
[ 15/17 ] 
f(z) = -289/50*z^3 + 131/30*z + 1
*
[ 15/17 ] 
f(z) = -289/54*z^3 + 121/30*z + 1
*
-6/17 | 0.17717153715179418751371131710550029072 | 0.025738723052189436918194420595364494138
f(z) = -289/56*z^3 + 122/21*z + 1
*
-10/17 | 0.21644167864195564398859474421035847172 | 0.029747898088386286054918839904940908522
f(z) = -289/56*z^3 + 122/35*z + 1
*
[ 2/3 ] 
f(z) = -299/40*z^3 + 127/45*z + 1
*
[ 5/7 ] 
f(z) = -294/55*z^3 + 128/55*z + 1
*
[ 2/3 ] 
f(z) = -293/40*z^3 + 124/45*z + 1
*
[ 2/3 ] 
f(z) = -289/40*z^3 + 122/45*z + 1
*
-3/17 | 0.12101192217576985540491478464479377450 | 0.021355949496291931883463851382808726586
f(z) = -289/56*z^3 + 121/56*z + 1
*
[ 2/3 ] 
f(z) = -287/40*z^3 + 121/45*z + 1
*
-15/34 | 0.13435749485427425479831519096551427674 | 0.019050447893284939957958994575244692349
f(z) = -289/45*z^3 + 127/60*z + 1
*
[ 7/11 ] 
f(z) = -286/49*z^3 + 138/77*z + 1
*
[ 10/17 ] 
f(z) = -289/45*z^3 + 137/90*z + 1
*
[ 21/34 ] 
f(z) = -289/49*z^3 + 137/84*z + 1
*
-2 | 0.11936816760220367696910692934397540784 | 0.016884058391040864746733805336453822644
f(z) = -299/40*z^3 + 147/5*z + 1
*
[ 2 ] 
f(z) = -299/40*z^3 + 152/5*z + 1
*
[ -2 ] 
f(z) = -299/40*z^3 + 157/5*z + 1
*
-2 | 0.11944684576932502931210128886488381073 | 0.016911515114463823947819908270990502948
f(z) = -299/56*z^3 + 146/7*z + 1
*
[ 2 ] 
f(z) = -299/56*z^3 + 153/7*z + 1
*
-2 | 0.11924528712594622675324233824477761219 | 0.016882978052459405437108941593628385589
f(z) = -297/40*z^3 + 146/5*z + 1
*
-2/9 | 0.090479703657591026644393055034946278537 | 0.012785661983369864663992612003923210326
f(z) = -297/40*z^3 + 148/15*z + 1
*
[ 2 ] 
f(z) = -297/40*z^3 + 151/5*z + 1
*
[ -2 ] 
f(z) = -297/40*z^3 + 156/5*z + 1
*
-2 | 0.11932429821745225000362998937202474974 | 0.016910619905705030821593943878999115229
f(z) = -297/56*z^3 + 145/7*z + 1
*
[ 2 ] 
f(z) = -297/56*z^3 + 152/7*z + 1
*
[ -2 ] 
f(z) = -297/56*z^3 + 159/7*z + 1
*
-2 | 0.11920092908119971313509929962767711197 | 0.016909720497487911517448343062693222279
f(z) = -295/56*z^3 + 144/7*z + 1
*
[ 2 ] 
f(z) = -295/56*z^3 + 151/7*z + 1
*
[ -2 ] 
f(z) = -295/56*z^3 + 158/7*z + 1
*
-2 | 0.11899704426914028898390703349524728696 | 0.016880797608948517794711232079144418803
f(z) = -293/40*z^3 + 144/5*z + 1
*
[ 2 ] 
f(z) = -293/40*z^3 + 149/5*z + 1
*
[ -2 ] 
f(z) = -293/40*z^3 + 154/5*z + 1
*
-2 | 0.11907672720158332677360204712146682906 | 0.016908816866325181456751883567705470256
f(z) = -293/56*z^3 + 143/7*z + 1
*
[ 2 ] 
f(z) = -293/56*z^3 + 150/7*z + 1
*
[ -2 ] 
f(z) = -293/56*z^3 + 157/7*z + 1
*
-2 | 0.11887165935825554401950709105378722646 | 0.016879697367582729983187549456703324846
f(z) = -291/40*z^3 + 143/5*z + 1
*
[ 2 ] 
f(z) = -291/40*z^3 + 148/5*z + 1
*
[ -2 ] 
f(z) = -291/40*z^3 + 153/5*z + 1
*
-2 | 0.11895168118935047128063142401926176063 | 0.016907908988934071904820720010465358516
f(z) = -291/56*z^3 + 142/7*z + 1
*
[ 2 ] 
f(z) = -291/56*z^3 + 149/7*z + 1
*
[ -2 ] 
f(z) = -291/56*z^3 + 156/7*z + 1
*
-2 | 0.11874541671794822226563381916085742862 | 0.016878590354045941794255746249004860320
f(z) = -289/40*z^3 + 142/5*z + 1
*
[ 2 ] 
f(z) = -289/40*z^3 + 147/5*z + 1
*
[ -2 ] 
f(z) = -289/40*z^3 + 152/5*z + 1
*
26/17 | 0.16996512134077362940533152256473701095 | 0.026542227213606463762606394511882164969
f(z) = -289/48*z^3 + 151/12*z + 1
*
[ -18/17 ] 
f(z) = -289/54*z^3 + 143/18*z + 1
*
-2 | 0.11882577941856364204245562923660937395 | 0.016906996842258826867793342663569632645
f(z) = -289/56*z^3 + 141/7*z + 1
*
[ 2 ] 
f(z) = -289/56*z^3 + 148/7*z + 1
*
[ -2 ] 
f(z) = -289/56*z^3 + 155/7*z + 1
*
-2 | 0.11861830449203582865505107441909021855 | 0.016877476497895694350897217310849804356
f(z) = -287/40*z^3 + 141/5*z + 1
*
[ 2 ] 
f(z) = -287/40*z^3 + 146/5*z + 1
*
[ -2 ] 
f(z) = -287/40*z^3 + 151/5*z + 1
*
[ 2 ] 
f(z) = -285/56*z^3 + 146/7*z + 1
*
[ -2 ] 
f(z) = -285/56*z^3 + 153/7*z + 1
*
[ 2 ] 
f(z) = -283/40*z^3 + 144/5*z + 1
*
[ -2 ] 
f(z) = -283/40*z^3 + 149/5*z + 1
*
[ 2 ] 
f(z) = -283/56*z^3 + 145/7*z + 1
*
[ -2 ] 
f(z) = -283/56*z^3 + 152/7*z + 1
*
[ 2 ] 
f(z) = -281/40*z^3 + 143/5*z + 1
*
[ -2 ] 
f(z) = -281/40*z^3 + 148/5*z + 1
*
[ 2 ] 
f(z) = -281/56*z^3 + 144/7*z + 1
*
[ -2 ] 
f(z) = -281/56*z^3 + 151/7*z + 1
*
[ -2/5 ] 
f(z) = -295/56*z^3 + 152/35*z + 1
*
[ -4/17 ] 
f(z) = -289/56*z^3 + 155/28*z + 1
*
[ -10/17 ] 
f(z) = -289/56*z^3 + 157/35*z + 1
*
-2/7 | 0.21961177077095813163158936569653187375 | 0.028875797623138414902502654573867038755
f(z) = -287/40*z^3 + 143/35*z + 1
*
[ -2/5 ] 
f(z) = -285/56*z^3 + 151/35*z + 1
*
-1/3 | 0.16117593267167814427430635412810870014 | 0.028307607162140025283316424915217280764
f(z) = -297/40*z^3 + 153/40*z + 1
*
[ 5/6 ] 
f(z) = -297/50*z^3 + 157/40*z + 1
*
-6/17 | 0.20178957255740484300581389243587408452 | 0.025661053084084340041903439808136368557
f(z) = -289/40*z^3 + 143/45*z + 1
*
-8/17 | 0.14372858114188259637471711722722265851 | 0.025364941444210344861204382129089328506
f(z) = -289/40*z^3 + 149/40*z + 1
*
[ 13/17 ] 
f(z) = -289/52*z^3 + 153/52*z + 1
*
-21/34 | 0.25040994744949949218000404317543790311 | 0.027827559762328119567244306967487390650
f(z) = -289/54*z^3 + 141/56*z + 1
*
[ 6/7 ] 
f(z) = -287/54*z^3 + 157/42*z + 1
*
[ 7/11 ] 
f(z) = -297/49*z^3 + 145/77*z + 1
*
[ 2/3 ] 
f(z) = -291/52*z^3 + 155/78*z + 1
*
-10/17 | 0.19429702261629717205395036839327115384 | 0.026704320831053177087989751027750464162
f(z) = -289/48*z^3 + 143/60*z + 1
*
[ 2/3 ] 
f(z) = -285/44*z^3 + 157/66*z + 1
*
[ 2/3 ] 
f(z) = -285/52*z^3 + 151/78*z + 1
*
[ 5/8 ] 
f(z) = -288/55*z^3 + 159/110*z + 1
*
[ -2 ] 
f(z) = -299/56*z^3 + 160/7*z + 1
*
[ -10/9 ] 
f(z) = -297/40*z^3 + 166/15*z + 1
*
[ 5/3 ] 
f(z) = -297/50*z^3 + 169/10*z + 1
*
[ 30/17 ] 
f(z) = -289/54*z^3 + 171/10*z + 1
*
[ -3/4 ] 
f(z) = -295/54*z^3 + 173/32*z + 1
*
[ 14/17 ] 
f(z) = -289/40*z^3 + 164/35*z + 1
*
-4/17 | 0.15267446893604811345779519825231253089 | 0.026114096941781571403107683953196965615
f(z) = -289/40*z^3 + 173/20*z + 1
*
-14/17 | 0.20455630966228004258954847628319917071 | 0.026871683956957886183539844228585964955
f(z) = -289/40*z^3 + 179/35*z + 1
*
[ -7/34 ] 
f(z) = -289/49*z^3 + 171/28*z + 1
*
[ 20/17 ] 
f(z) = -289/50*z^3 + 163/20*z + 1
*
[ -3/4 ] 
f(z) = -289/54*z^3 + 171/32*z + 1
*
[ -2/7 ] 
f(z) = -287/40*z^3 + 178/35*z + 1
*
[ -3/4 ] 
f(z) = -283/54*z^3 + 169/32*z + 1
*
0 | 0.14517520960259398028330389494480054815 | 0.025497372560473488340749368222952865139
f(z) = -297/59*z^3 + 179/59*z + 1
*
0 | 0.14511440925672474351494182231539738153 | 0.025501800092163495981953457968145204803
f(z) = -296/59*z^3 + 178/59*z + 1
*
0 | 0.13220963235777126783008022883895903897 | 0.023247794139002983660738033594262980857
f(z) = -295/58*z^3 + 179/58*z + 1
*
0 | 0.14499220618371305607306808881558202395 | 0.025510718969218444097225866506837615587
f(z) = -294/59*z^3 + 176/59*z + 1
*
0 | 0.12457030807111841300596786242049225276 | 0.021930725815157022211364602702997384258
f(z) = -293/57*z^3 + 179/57*z + 1
*
0 | 0.13208696972876368074179231601805883059 | 0.023254041526674809698678085876673705464
f(z) = -293/58*z^3 + 177/58*z + 1
*
0 | 0.14493080079286319804170629815211610328 | 0.025515210675603559309897424604691794803
f(z) = -293/59*z^3 + 175/59*z + 1
*
0 | 0.12450760925463509910699326986161057256 | 0.021932888688053571746686662972598474895
f(z) = -292/57*z^3 + 178/57*z + 1
*
0 | 0.14486919103447436970531844536148865462 | 0.025519724138219354383569407011479369736
f(z) = -292/59*z^3 + 174/59*z + 1
*
0 | 0.11340488561637986675273670479256940039 | 0.019989145739780718528702285765961803140
f(z) = -291/56*z^3 + 179/56*z + 1
*
0 | 0.13196348889152329373008609143210688852 | 0.023260350711041955106958942309517929147
f(z) = -291/58*z^3 + 175/58*z + 1
*
0 | 0.14480737554316908498766097182503380422 | 0.025524259543095742575651061724364179553
f(z) = -291/59*z^3 + 173/59*z + 1
*
0 | 0.12438365917439911630421236327534510866 | 0.021937614010597884889776549976151681309
f(z) = -290/57*z^3 + 176/57*z + 1
*
0 | 0.14474535293983607074598272040806331868 | 0.025528817078533446208560290233626105098
f(z) = -290/59*z^3 + 172/59*z + 1
*
-1/17 | 0.16479029205469662916298793970407722152 | 0.029081871367083835733520864681172226681
f(z) = -289/42*z^3 + 169/42*z + 1
*
13/17 | 0.16603074234530797282523256266757116618 | 0.029300783630294383933510586337426189566
f(z) = -289/52*z^3 + 165/52*z + 1
*
0 | 0.14464894170623938343205719486839431192 | 0.025527364892887022673380048817380615995
f(z) = -289/55*z^3 + 179/55*z + 1
*
0 | 0.11613292023025364672272468602518027787 | 0.020494912688782917049872018829141386403
f(z) = -289/56*z^3 + 177/56*z + 1
*
0 | 0.12432137151475015692686543572135571466 | 0.021939994701698573519286540012076474710
f(z) = -289/57*z^3 + 175/57*z + 1
*
0 | 0.13183917885327037465928063566842109617 | 0.023266722770781649747592880945325985332
f(z) = -289/58*z^3 + 173/58*z + 1
*
0 | 0.14468312183144539439460412511802390248 | 0.025533396935139985598681767281053929895
f(z) = -289/59*z^3 + 171/59*z + 1
*
0 | 0.14458638667404835511943608510629243196 | 0.025531943438633601647015728391732177348
f(z) = -288/55*z^3 + 178/55*z + 1
*
0 | 0.14462068081086046926955177799180373961 | 0.025537999305866369423564563627172543740
f(z) = -288/59*z^3 + 170/59*z + 1
*
0 | 0.11811648096070336898046658033802572151 | 0.020870545477074118180671508032912213703
f(z) = -287/54*z^3 + 179/54*z + 1
*
0 | 0.14452361954456372130662459771236685772 | 0.025536544516761172124557452132176071330
f(z) = -287/55*z^3 + 177/55*z + 1
*
0 | 0.12419719751823286630406614936439715479 | 0.021944975314594746865765700617217768879
f(z) = -287/57*z^3 + 173/57*z + 1
*
0 | 0.13171402839811411513745226982286385891 | 0.023273158811478892938228360045913252137
f(z) = -287/58*z^3 + 171/58*z + 1
*
0 | 0.14455802845664687422282462010622618557 | 0.025542624386044502758568926496850750005
f(z) = -287/59*z^3 + 169/59*z + 1
*
0 | 0.12413427469994988829804655095658790840 | 0.021947392933363575957536181699864719725
f(z) = -286/57*z^3 + 172/57*z + 1
*
0 | 0.14449516333287792242205289830576183667 | 0.025547272373425329449195909782008679898
f(z) = -286/59*z^3 + 168/59*z + 1
*
0 | 0.14438008650132332239263696538968448643 | 0.025542744425821483954972900027932510870
f(z) = -285/53*z^3 + 179/53*z + 1
*
0 | 0.11588153712874522115160468820855943355 | 0.020500974603057554820631690966238824819
f(z) = -285/56*z^3 + 173/56*z + 1
*
0 | 0.13158802608097171878635732570990159275 | 0.023279659966499507017391397726581175444
f(z) = -285/58*z^3 + 169/58*z + 1
*
0 | 0.14443208398893691277716115958265403026 | 0.025551943468217725933616670062603066734
f(z) = -285/59*z^3 + 167/59*z + 1
*
0 | 0.14431661556023680894078498556414181767 | 0.025547401966416688309440125190764825991
f(z) = -284/53*z^3 + 178/53*z + 1
*
0 | 0.14433403106186943011889338830718374669 | 0.025550484915798006445316285765156501026
f(z) = -284/55*z^3 + 174/55*z + 1
*
0 | 0.12400778376700225342888812481964526194 | 0.021952265763450878671282098244308205447
f(z) = -284/57*z^3 + 170/57*z + 1
*
0 | 0.14436878895931599581888665572937933938 | 0.025556637873128164091913571442170965060
f(z) = -284/59*z^3 + 166/59*z + 1
*
0 | 0.11857336614600411880047633162895292933 | 0.021003362230810115787641389112504790942
f(z) = -283/52*z^3 + 179/52*z + 1
*
0 | 0.14425292625776938219127947306789525092 | 0.025552082744412947966129026209595064341
f(z) = -283/53*z^3 + 177/53*z + 1
*
0 | 0.11786314524959718288574414945125694682 | 0.020877558036866953111595464889437829307
f(z) = -283/54*z^3 + 175/54*z + 1
*
0 | 0.14427040095794623153150301310017283258 | 0.025555178106125436019509821136911442018
f(z) = -283/55*z^3 + 173/55*z + 1
*
0 | 0.11290209622565864489959473347933744342 | 0.019998788098209025089250489049928072437
f(z) = -283/56*z^3 + 171/56*z + 1
*
0 | 0.12394317908185881797553330730438679356 | 0.021954538113466348850013356388325227574
f(z) = -283/57*z^3 + 169/57*z + 1
*
0 | 0.13146116022127883005089059405973003945 | 0.023286227397898106994185815565612458451
f(z) = -283/58*z^3 + 167/58*z + 1
*
0 | 0.14430527676341158421331545877483154901 | 0.025561355793401161174723056417187480264
f(z) = -283/59*z^3 + 165/59*z + 1
*
0 | 0.14418901708578480176361946175530248926 | 0.025556786964555520879204601118993074591
f(z) = -282/53*z^3 + 176/53*z + 1
*
0 | 0.14420655138858953520391626463901055745 | 0.025559894832619327521634387520768107467
f(z) = -282/55*z^3 + 172/55*z + 1
*
0 | 0.14424154590531623641061565503646204676 | 0.025566097436860535354818708403330344969
f(z) = -282/59*z^3 + 164/59*z + 1
*
0 | 0.12376259519952346454252600455321125390 | 0.021950125960087542509963646196458447520
f(z) = -281/51*z^3 + 179/51*z + 1
*
0 | 0.11844526647696679020230137600185466644 | 0.021007062063898657560866340340980535768
f(z) = -281/52*z^3 + 177/52*z + 1
*
0 | 0.14412488652046372549321630625788609416 | 0.025561514834166009106654671547951454031
f(z) = -281/53*z^3 + 175/53*z + 1
*
0 | 0.11773516536061741688961435353791000989 | 0.020881120870413345618580500454660376227
f(z) = -281/54*z^3 + 173/54*z + 1
*
0 | 0.14414248083413422613231841905521448101 | 0.025564635303647326723928452615643566552
f(z) = -281/55*z^3 + 171/55*z + 1
*
0 | 0.11562669331727140581650591018240266231 | 0.020507169218380225477005426669455146464
f(z) = -281/56*z^3 + 169/56*z + 1
*
0 | 0.12381641185631437014314310494083340801 | 0.021959670704954978248500825895799818625
f(z) = -281/57*z^3 + 167/57*z + 1
*
0 | 0.13133341889648264954386927826468412170 | 0.023292862297362648471397961974405166182
f(z) = -281/58*z^3 + 165/58*z + 1
*
0 | 0.14417759487360694019345822382318725942 | 0.025570863013951485951198850609011106628
f(z) = -281/59*z^3 + 163/59*z + 1
*
[ 2/3 ] 
f(z) = -291/44*z^3 + 161/66*z + 1
*
[ 7/10 ] 
f(z) = -290/49*z^3 + 173/70*z + 1
*
-15/34 | 0.16790141492276212604846038847860112764 | 0.023806615028541065310820328850967442878
f(z) = -289/45*z^3 + 163/60*z + 1
*
[ 12/17 ] 
f(z) = -289/45*z^3 + 167/60*z + 1
*
46/51 | 0.13103486448969655095975216132542038402 | 0.016663361594560807124495554121899903060
f(z) = -289/56*z^3 + 170/63*z + 1
*
[ 5/7 ] 
f(z) = -287/50*z^3 + 177/70*z + 1
*
[ 10/17 ] 
f(z) = -289/44*z^3 + 173/110*z + 1
*
-5/24 | 0.18120939705362589678981206729506910285 | 0.028509491457195737846898859665555340267
f(z) = -288/55*z^3 + 179/110*z + 1
*
-2/15 | 0.12862446633651389942050417810655184120 | 0.015384709104189831349155222669536989050
f(z) = -285/56*z^3 + 167/105*z + 1
*
[ -5/3 ] 
f(z) = -297/50*z^3 + 181/10*z + 1
*
28/17 | 0.19358374802268057016183153350337064470 | 0.029253734231844329143665476898127313627
f(z) = -289/48*z^3 + 187/12*z + 1
*
[ -3/4 ] 
f(z) = -296/45*z^3 + 181/30*z + 1
*
-4/17 | 0.16892616664486204179283849597083528053 | 0.028363126150981706806861376999912956750
f(z) = -289/40*z^3 + 193/20*z + 1
*
18/17 | 0.18875022508706379133894531624063780037 | 0.027900833348470869653676215059033598618
f(z) = -289/48*z^3 + 185/36*z + 1
*
18/17 | 0.18881206786998990426414231254365567827 | 0.027909974874948155921596643130572836872
f(z) = -289/48*z^3 + 197/36*z + 1
*
[ 21/17 ] 
f(z) = -289/49*z^3 + 193/21*z + 1
*
[ -20/17 ] 
f(z) = -289/50*z^3 + 197/20*z + 1
*
[ -15/17 ] 
f(z) = -289/50*z^3 + 199/30*z + 1
*
0 | 0.13238625226206239913138256922351775487 | 0.023223851013986548895673736103884897174
f(z) = -299/50*z^3 + 199/50*z + 1
*
0 | 0.12488529315222161288354158664041682364 | 0.021907995675139797815441268958395075537
f(z) = -299/51*z^3 + 197/51*z + 1
*
0 | 0.14524656073463050534348793222511445935 | 0.025479869919708065147738893515728687088
f(z) = -299/53*z^3 + 193/53*z + 1
*
0 | 0.11885632874816806902798204586450003489 | 0.020850364926508871602878721897019507619
f(z) = -299/54*z^3 + 191/54*z + 1
*
0 | 0.14526313408748478897224216118651187168 | 0.025482777299220011727100495747144642075
f(z) = -299/55*z^3 + 189/55*z + 1
*
0 | 0.11389437959366671851073571372002015726 | 0.019979915269281595747357769997987791741
f(z) = -299/56*z^3 + 187/56*z + 1
*
0 | 0.12493604691051006243486302692276367253 | 0.021916899150393085983440488368483825405
f(z) = -299/57*z^3 + 185/57*z + 1
*
0 | 0.13245254588174210093722654280327748872 | 0.023235480568568784613335889300138227443
f(z) = -299/58*z^3 + 183/58*z + 1
*
0 | 0.14529621447438319297932307891730155957 | 0.025488580424270283460557825404504052111
f(z) = -299/59*z^3 + 181/59*z + 1
*
0 | 0.12482570908465890111460250189796612389 | 0.021910419651762982762515652505325563801
f(z) = -298/51*z^3 + 196/51*z + 1
*
0 | 0.14518599679224565555233372846965670131 | 0.025484222285652311690701296380441243862
f(z) = -298/53*z^3 + 192/53*z + 1
*
0 | 0.14520262374481716597799163947621312778 | 0.025487140783059962516124239988169873183
f(z) = -298/55*z^3 + 188/55*z + 1
*
0 | 0.12487559002647530226689300052038462995 | 0.021919175158748176735176853227643972031
f(z) = -298/57*z^3 + 184/57*z + 1
*
0 | 0.14523581090868792317410715136704051530 | 0.025492966062906496014584053072792250498
f(z) = -298/59*z^3 + 180/59*z + 1
*
[ -1/3 ] 
f(z) = -297/40*z^3 + 193/40*z + 1
*
[ -1/3 ] 
f(z) = -297/41*z^3 + 197/41*z + 1
*
0 | 0.14509180467651301245756378287190765905 | 0.025482724009391753304730903223293135423
f(z) = -297/49*z^3 + 199/49*z + 1
*
0 | 0.13226476374059647394252709109304647879 | 0.023229888676921431102564834184717053694
f(z) = -297/50*z^3 + 197/50*z + 1
*
0 | 0.11944607166645803035958432801051895240 | 0.020978519669451050074936724923829503231
f(z) = -297/52*z^3 + 193/52*z + 1
*
0 | 0.14512523406945974549963412270564881480 | 0.025488595271356978578967754122168311819
f(z) = -297/53*z^3 + 191/53*z + 1
*
0 | 0.11662567167642176201697513623698256382 | 0.020483167952636821237284988215506031640
f(z) = -297/56*z^3 + 185/56*z + 1
*
0 | 0.13233148755409521762619229386374289951 | 0.023241607495417303412694969116636876744
f(z) = -297/58*z^3 + 181/58*z + 1
*
[ -1/2 ] 
f(z) = -296/41*z^3 + 197/41*z + 1
*
0 | 0.14503073283078170843635337336625457849 | 0.025487095146612218020725782585545692777
f(z) = -296/49*z^3 + 198/49*z + 1
*
0 | 0.12470387501439314779929656878598804571 | 0.021914938065930375020507712703286793010
f(z) = -296/51*z^3 + 194/51*z + 1
*
0 | 0.14506427125674059641859137589231365579 | 0.025492989049489197504046047311022090822
f(z) = -296/53*z^3 + 190/53*z + 1
*
0 | 0.14508100645620147809029414321440397291 | 0.025495930023534020757237661374863175425
f(z) = -296/55*z^3 + 186/55*z + 1
*
0 | 0.12475408069850275572523285891702935514 | 0.021923761003130143132313138247184358228
f(z) = -296/57*z^3 + 182/57*z + 1
*
0 | 0.098945276293594539861845619870522565041 | 0.017398576588395217692685193987317125852
f(z) = -295/48*z^3 + 199/48*z + 1
*
0 | 0.14496945885865669866801298633751188407 | 0.025491487086724450715500115106752005331
f(z) = -295/49*z^3 + 197/49*z + 1
*
0 | 0.12464162237275399997114352173087427142 | 0.021917032264576980153476823558383089462
f(z) = -295/51*z^3 + 193/51*z + 1
*
0 | 0.11932389004308838423419072868199385048 | 0.020981960104691949753317734619081424241
f(z) = -295/52*z^3 + 191/52*z + 1
*
0 | 0.14500310703156915050301127675623741220 | 0.025497403794781738316009352139676792356
f(z) = -295/53*z^3 + 189/53*z + 1
*
0 | 0.11861298336718934408694073006042793559 | 0.020856953993120440317667432625449729505
f(z) = -295/54*z^3 + 187/54*z + 1
*
[ -3/10 ] 
f(z) = -295/54*z^3 + 193/40*z + 1
*
0 | 0.10889715453803362930121541458007557164 | 0.019148518802114285615117784882205502638
f(z) = -295/56*z^3 + 183/56*z + 1
*
0 | 0.12469302563617776788555827646891963956 | 0.021926071034784848865243849173338084677
f(z) = -295/57*z^3 + 181/57*z + 1
*
0 | 0.14494174005826713000577980714259494191 | 0.025501839684065109006065912366055622576
f(z) = -294/53*z^3 + 188/53*z + 1
*
0 | 0.14495858492413062972436459685889410868 | 0.025504803461570318064504136488669613614
f(z) = -294/55*z^3 + 184/55*z + 1
*
0 | 0.14482932937611124530317524685596516613 | 0.025497346532427545511100185772588340474
f(z) = -293/47*z^3 + 199/47*z + 1
*
0 | 0.098822060983072344193624544089024903870 | 0.017397721475258677646735959456489400438
f(z) = -293/48*z^3 + 197/48*z + 1
*
0 | 0.14484629915092896074221996384242216916 | 0.025500334078050855714575298991712154784
f(z) = -293/49*z^3 + 195/49*z + 1
*
0 | 0.13201936854758466770514306865651741958 | 0.023242140271936230342542615301571286354
f(z) = -293/50*z^3 + 193/50*z + 1
*
0 | 0.12451960726244833952993938316569273033 | 0.021921799887696721482589035051782077112
f(z) = -293/51*z^3 + 191/51*z + 1
*
0 | 0.11920089669499749011457635079606603622 | 0.020985435637249897041689456183476556721
f(z) = -293/52*z^3 + 189/52*z + 1
*
0 | 0.14488016898782182727813506722296716489 | 0.025506296896300269368383469203071598911
f(z) = -293/53*z^3 + 187/53*z + 1
*
0 | 0.11849010055370585976187604666410031764 | 0.020860299274287393517510121831755116714
f(z) = -293/54*z^3 + 185/54*z + 1
*
0 | 0.14489706922796384037764114684132330200 | 0.025509272200275219809732438272110674155
f(z) = -293/55*z^3 + 183/55*z + 1
*
0 | 0.11638093538546652440033880488433729761 | 0.020488978662499802342381786166666941748
f(z) = -293/56*z^3 + 181/56*z + 1
*
[ -1/2 ] 
f(z) = -292/41*z^3 + 196/41*z + 1
*
0 | 0.14476738472124579175993826462221476089 | 0.025501790242057097211865726224651854985
f(z) = -292/47*z^3 + 198/47*z + 1
*
0 | 0.14478441068942995775053405754806126082 | 0.025504789485775815973424672067648379622
f(z) = -292/49*z^3 + 194/49*z + 1
*
0 | 0.12445777484224164194081421805292430217 | 0.021924110006763299013062481196666147130
f(z) = -292/51*z^3 + 190/51*z + 1
*
0 | 0.14481839245770796822816124724974575870 | 0.025510775612611972273770824638483594500
f(z) = -292/53*z^3 + 186/53*z + 1
*
0 | 0.14483534843761110710779519568646671590 | 0.025513762527404078233223990036338967849
f(z) = -292/55*z^3 + 182/55*z + 1
*
0 | 0.13186127521832183560287965289953349728 | 0.023242334167935216531445955022864347533
f(z) = -291/46*z^3 + 199/46*z + 1
*
0 | 0.14470523211426300808457648137424640180 | 0.025506255381496644802229897437123043463
f(z) = -291/47*z^3 + 197/47*z + 1
*
0 | 0.14472231464938233375358870424892136455 | 0.025509266409480573238623543912013311227
f(z) = -291/49*z^3 + 193/49*z + 1
*
0 | 0.13189544031146188515112991167035118961 | 0.023248356227939754751609315339433163064
f(z) = -291/50*z^3 + 191/50*z + 1
*
0 | 0.11907708076137117631130475963733980298 | 0.020988946892980164998001056772145456046
f(z) = -291/52*z^3 + 187/52*z + 1
*
0 | 0.14475640909170659032663588152379274323 | 0.025515276016322746854263661499482770498
f(z) = -291/53*z^3 + 185/53*z + 1
*
0 | 0.14477342118048605390736780335126398716 | 0.025518274627185960572386159069179332686
f(z) = -291/55*z^3 + 181/55*z + 1
*
0 | 0.14464287015390670794657112222988927963 | 0.025510742133517583323469409027777909379
f(z) = -290/47*z^3 + 196/47*z + 1
*
0 | 0.14466000963326931528229215935375700518 | 0.025513765032868633102592504923305951569
f(z) = -290/49*z^3 + 192/49*z + 1
*
0 | 0.12433348698860368823655544354808917485 | 0.021928765114743286631451942610553434151
f(z) = -290/51*z^3 + 188/51*z + 1
*
0 | 0.14469421749972087490170973938985776586 | 0.025519798292987538275068398595306864920
f(z) = -290/53*z^3 + 184/53*z + 1
*
[ -8/17 ] 
f(z) = -289/40*z^3 + 189/40*z + 1
*
[ 14/17 ] 
f(z) = -289/42*z^3 + 187/42*z + 1
*
[ -6/17 ] 
f(z) = -289/42*z^3 + 197/42*z + 1
*
0 | 0.13099996196696192014618478470272985586 | 0.023118619401145006717001815979073140989
f(z) = -289/45*z^3 + 199/45*z + 1
*
0 | 0.13173628327651405631016741749294375266 | 0.023248563958814280177937975624360477943
f(z) = -289/46*z^3 + 197/46*z + 1
*
0 | 0.14458029742470624375864754316764397884 | 0.025515250683119313481298690113208437248
f(z) = -289/47*z^3 + 195/47*z + 1
*
0 | 0.098572109007582388389042184625086832227 | 0.017395814758245494722640105189793083778
f(z) = -289/48*z^3 + 193/48*z + 1
*
0 | 0.14459749422940976798233213076523927434 | 0.025518285541884821082966397781572199521
f(z) = -289/49*z^3 + 191/49*z + 1
*
35/34 | 0.12378945744694490012923870415045884140 | 0.017552013837328669241636678482386345570
f(z) = -289/50*z^3 + 189/40*z + 1
*
0 | 0.13177067690927799540209422833841871945 | 0.023254633680467274174991474033369216560
f(z) = -289/50*z^3 + 189/50*z + 1
*
0 | 0.11895243116188968864961957220022655667 | 0.020992494513595206534716787916302935303
f(z) = -289/52*z^3 + 185/52*z + 1
*
0 | 0.14463181627758887203978528440214442232 | 0.025524342630429019159054132614221667531
f(z) = -289/53*z^3 + 183/53*z + 1
*
0 | 0.11824186051378740670722712022796605029 | 0.020867094382752080212289920702025329870
f(z) = -289/54*z^3 + 181/54*z + 1
*
-7/17 | 0.15048220636100310565170943058667896357 | 0.026556808133898381486878945815871572005
f(z) = -289/56*z^3 + 185/56*z + 1
*
[ -1/2 ] 
f(z) = -288/41*z^3 + 195/41*z + 1
*
[ -1/3 ] 
f(z) = -288/41*z^3 + 196/41*z + 1
*
0 | 0.14451751249678355344370224525932988422 | 0.025519781217564534911928564200141542281
f(z) = -288/47*z^3 + 194/47*z + 1
*
0 | 0.14453476701176608567541100677818246810 | 0.025522828124750812506625477070123402985
f(z) = -288/49*z^3 + 190/49*z + 1
*
0 | 0.14456920400689305494724198772377356073 | 0.025528909218773588129429997748809266421
f(z) = -288/53*z^3 + 182/53*z + 1
*
[ 5/6 ] 
f(z) = -288/55*z^3 + 189/55*z + 1
*
0 | 0.11875768589615606744373664405906296574 | 0.020983842932743679874726700342145763652
f(z) = -287/44*z^3 + 199/44*z + 1
*
0 | 0.13087406233872243018018235146043763018 | 0.023124741336634165661275953282128429977
f(z) = -287/45*z^3 + 197/45*z + 1
*
0 | 0.13161044175296238086298161363580908631 | 0.023254855609665963347458053479074380960
f(z) = -287/46*z^3 + 195/46*z + 1
*
0 | 0.14445451392565692128630818124280559008 | 0.025524333926415227447331069902282832639
f(z) = -287/47*z^3 + 193/47*z + 1
*
0 | 0.098447417069506095535379502884850678468 | 0.017395127913886798772937039792614404166
f(z) = -287/48*z^3 + 191/48*z + 1
*
0 | 0.13164506700497070125212164959417737497 | 0.023260973705047887425956323237761946721
f(z) = -287/50*z^3 + 187/50*z + 1
*
0 | 0.12414547655525997184782624394685357824 | 0.021935836499240071805763679611521746033
f(z) = -287/51*z^3 + 185/51*z + 1
*
0 | 0.11882693659077074694989370930688247177 | 0.020996079157185174053320419224910402792
f(z) = -287/52*z^3 + 183/52*z + 1
*
0 | 0.14450637925476663912515336906583430512 | 0.025533498250488071348799182260112126062
f(z) = -287/53*z^3 + 181/53*z + 1
*
[ -3/7 ] 
f(z) = -287/54*z^3 + 181/42*z + 1
*
0 | 0.13081079001091660879484760274126139772 | 0.023127825213727670055292062751928267216
f(z) = -286/45*z^3 + 196/45*z + 1
*
0 | 0.14439130025204138547543374646368663267 | 0.025528909001569336311071039576214421659
f(z) = -286/47*z^3 + 192/47*z + 1
*
0 | 0.14440867135801791759109583339690118684 | 0.025531980276521202643943192818399664978
f(z) = -286/49*z^3 + 188/49*z + 1
*
0 | 0.12408237970406213218290775457684244974 | 0.021938217708641983974999125111615994809
f(z) = -286/51*z^3 + 184/51*z + 1
*
0 | 0.14444334057369660016562958453646025459 | 0.025538109920417143357851820466023471834
f(z) = -286/53*z^3 + 180/53*z + 1
*
0 | 0.14429293604204709759759588089494124578 | 0.025527326358400772373333299387194122220
f(z) = -285/43*z^3 + 199/43*z + 1
*
0 | 0.11863086528901984420291005139388181300 | 0.020987367070622429214437991752897743884
f(z) = -285/44*z^3 + 197/44*z + 1
*
0 | 0.13148373901645914257339393308041161604 | 0.023261210207254214720266208244729314598
f(z) = -285/46*z^3 + 193/46*z + 1
*
0 | 0.14432787000164572332654936558732073750 | 0.025533506637298177603532579304802970397
f(z) = -285/47*z^3 + 191/47*z + 1
*
0 | 0.14434529999628069435823280853288720323 | 0.025536590233582769274687197990999690259
f(z) = -285/49*z^3 + 187/49*z + 1
*
0 | 0.11870058551060909178533182481006234816 | 0.020999701498759438745487601747680527137
f(z) = -285/52*z^3 + 181/52*z + 1
*
[ -1/2 ] 
f(z) = -284/41*z^3 + 194/41*z + 1
*
0 | 0.14422916864863524143410655562897111195 | 0.025531921826498395409868042113459829019
f(z) = -284/43*z^3 + 198/43*z + 1
*
0 | 0.13068359293616878266731004615370974157 | 0.023134039460358295897208133961381240969
f(z) = -284/45*z^3 + 194/45*z + 1
*
0 | 0.14426422168496594350825209365279876777 | 0.025538127030284580875884103790662990416
f(z) = -284/47*z^3 + 190/47*z + 1
*
0 | 0.14428171096908614635487583742968782386 | 0.025541223040884532872162727994421064593
f(z) = -284/49*z^3 + 186/49*z + 1
*
0 | 0.12395553716569196885770001059172847015 | 0.021943016898239680376160503971524064424
f(z) = -284/51*z^3 + 182/51*z + 1
*
0 | 0.11097732678937077381672831174309331038 | 0.019657846190298884238645649530226542282
f(z) = -283/42*z^3 + 199/42*z + 1
*
0 | 0.14416518086910038019418247002952596387 | 0.025536540061918559008824007116963525586
f(z) = -283/43*z^3 + 197/43*z + 1
*
0 | 0.11850316998386002024205022739007635953 | 0.020990928111170552297324390847504717948
f(z) = -283/44*z^3 + 195/44*z + 1
*
0 | 0.13061966518659027005041654868911071641 | 0.023137170104481734125393115318180480166
f(z) = -283/45*z^3 + 193/45*z + 1
*
0 | 0.13135616319523776230438266977234174024 | 0.023267628865674750138683598205266362574
f(z) = -283/46*z^3 + 191/46*z + 1
*
0 | 0.14420035379707521288952654240813096094 | 0.025542770379661786046135758359152112323
f(z) = -283/47*z^3 + 189/47*z + 1
*
0 | 0.098192341588871482463940450227426331153 | 0.017393191959676939457497508622035649856
f(z) = -283/48*z^3 + 187/48*z + 1
*
0 | 0.14421790277561585555305376674959025959 | 0.025545878898590193415263749024222041583
f(z) = -283/49*z^3 + 185/49*z + 1
*
0 | 0.13139126117711701823319986925230596418 | 0.023273845907924126006531458895516806866
f(z) = -283/50*z^3 + 183/50*z + 1
*
0 | 0.12389075488394691686348520195640354673 | 0.021945252011079346281843336387025437153
f(z) = -283/51*z^3 + 181/51*z + 1
*
0 | 0.14410097117448123503477694426010615365 | 0.025541181264178586664782246339011941864
f(z) = -282/43*z^3 + 196/43*z + 1
*
0 | 0.14415387389947121867830546017985503511 | 0.025550558009368611071096683849608423545
f(z) = -282/49*z^3 + 184/49*z + 1
*
0 | 0.14401879222471082177586502459400355105 | 0.025542698299560632763201248611229675895
f(z) = -281/41*z^3 + 199/41*z + 1
*
0 | 0.11084862316047996913567990960378272789 | 0.019659746444006219009441766982792418500
f(z) = -281/42*z^3 + 197/42*z + 1
*
0 | 0.14403653801984670345449484177274852670 | 0.025545845635295363796783375671683820110
f(z) = -281/43*z^3 + 195/43*z + 1
*
0 | 0.11837458782830425738078047568544766785 | 0.020994526731730402075855533896086296398
f(z) = -281/44*z^3 + 193/44*z + 1
*
0 | 0.13049114363905128553001169734367562303 | 0.023143479133864192781103439499760230242
f(z) = -281/45*z^3 + 191/45*z + 1
*
0 | 0.13122770217029143278562570253279257173 | 0.023274112727250254541639480110255969591
f(z) = -281/46*z^3 + 189/46*z + 1
*
0 | 0.14407195320955336622900644559184106991 | 0.025552126756612417730566680930120965341
f(z) = -281/47*z^3 + 187/47*z + 1
*
0 | 0.098064001353860842004281645634089910945 | 0.017392308058806194414696373669798971727
f(z) = -281/48*z^3 + 185/48*z + 1
*
0 | 0.14408962280845698967436397920754912502 | 0.025555260578434540063892321803908946994
f(z) = -281/49*z^3 + 183/49*z + 1
*
0 | 0.13126304139340329513441731255022246154 | 0.023280380375382442401312114298636280410
f(z) = -281/50*z^3 + 181/50*z + 1
*
[ 3/4 ] 
f(z) = -292/45*z^3 + 199/60*z + 1
*
[ 12/17 ] 
f(z) = -289/40*z^3 + 191/60*z + 1
*
[ 3/4 ] 
f(z) = -284/45*z^3 + 193/60*z + 1
*
[ 12/17 ] 
f(z) = -289/56*z^3 + 181/84*z + 1
*
-4/17 | 0.16385726179932784748713585567238353577 | 0.025765446739521029429633081481145988800
f(z) = -289/55*z^3 + 197/110*z + 1
*
[ 2/3 ] 
f(z) = -288/59*z^3 + 197/118*z + 1
*
[ 3/2 ] 
f(z) = -284/45*z^3 + 218/15*z + 1
*
[ 20/17 ] 
f(z) = -289/40*z^3 + 203/20*z + 1
*
[ -2/17 ] 
f(z) = -289/44*z^3 + 211/22*z + 1
*
0 | 0.11661371329642984073261347582718165503 | 0.020456954234364383625545308507840995918
f(z) = -299/40*z^3 + 219/40*z + 1
*
0 | 0.14514665110678643882489000050911025033 | 0.025462343278744467436872648018410049843
f(z) = -299/41*z^3 + 217/41*z + 1
*
0 | 0.11197492913135248464646209666769942658 | 0.019643195777613594961549509287188407001
f(z) = -299/42*z^3 + 215/42*z + 1
*
0 | 0.14516335902944412078302714526701690266 | 0.025465274265156765857764068703094821116
f(z) = -299/43*z^3 + 213/43*z + 1
*
0 | 0.11950089097519020718056716304182510068 | 0.020963437219695127188042688134569891373
f(z) = -299/44*z^3 + 211/44*z + 1
*
0 | 0.13161692963611705776636375327574869320 | 0.023088892634688402484912663545326244738
f(z) = -299/45*z^3 + 209/45*z + 1
*
0 | 0.14519670703732184962871618370896126691 | 0.025471124337602600644696412170137368051
f(z) = -299/47*z^3 + 205/47*z + 1
*
0 | 0.099189273774428638112769519505677229736 | 0.017400272890593629540827030979855762577
f(z) = -299/48*z^3 + 203/48*z + 1
*
0 | 0.14521334729358459611815409649566457478 | 0.025474043453641293170918031798603732015
f(z) = -299/49*z^3 + 201/49*z + 1
*
0 | 0.14508576255824631711169202628968171727 | 0.025466628360919154100950382516399321549
f(z) = -298/41*z^3 + 216/41*z + 1
*
0 | 0.14510252494408783413685169909384157233 | 0.025469570630671479872936589595072281496
f(z) = -298/43*z^3 + 212/43*z + 1
*
0 | 0.13155614986798267307975180354518391594 | 0.023091801140282705554935324697814510616
f(z) = -298/45*z^3 + 208/45*z + 1
*
0 | 0.14513598144127632898387881127876996231 | 0.025475443186083769070429752143897162115
f(z) = -298/47*z^3 + 204/47*z + 1
*
0 | 0.14515267572531732941131759311266782769 | 0.025478373502056386310487644107410308038
f(z) = -298/49*z^3 + 200/49*z + 1
*
0 | 0.11363922301678675071627541497282288666 | 0.019958652821466106650861664407533675924
f(z) = -297/40*z^3 + 217/40*z + 1
*
-10/33 | 0.23903917429286743774482625349917620283 | 0.029541544875157487225018044650844175880
f(z) = -297/40*z^3 + 219/55*z + 1
*
0 | 0.14502467311220094894070721710792888283 | 0.025470933576916968811943075976359788747
f(z) = -297/41*z^3 + 215/41*z + 1
*
[ -1/3 ] 
f(z) = -297/43*z^3 + 205/43*z + 1
*
0 | 0.14504149031758183758395694219862494629 | 0.025473887211715887370012445783295110575
f(z) = -297/43*z^3 + 211/43*z + 1
*
0 | 0.13223126639107549543046388931158841428 | 0.023224005479625812895553225506982950496
f(z) = -297/46*z^3 + 205/46*z + 1
*
[ -1/3 ] 
f(z) = -297/46*z^3 + 217/46*z + 1
*
0 | 0.14507505601255453452125108385027272531 | 0.025479782412641120088039892262224279333
f(z) = -297/47*z^3 + 203/47*z + 1
*
-2/3 | 0.12467137131790106446857904306017239899 | 0.021896248063421798172939248085790044134
f(z) = -297/50*z^3 + 207/50*z + 1
*
-1/3 | 0.12421787444285959952752717435593381456 | 0.021816599624755200125516286097202197194
f(z) = -297/56*z^3 + 201/56*z + 1
*
0 | 0.14496338143832913717009116566820369326 | 0.025475259094251520233649948306622527763
f(z) = -296/41*z^3 + 214/41*z + 1
*
[ -1/2 ] 
f(z) = -296/43*z^3 + 203/43*z + 1
*
0 | 0.14498025382311514492168562327285116753 | 0.025478224176672312922975955009667772420
f(z) = -296/43*z^3 + 210/43*z + 1
*
0 | 0.13143398844976387764270968601917824406 | 0.023097660087165179162725286752283846078
f(z) = -296/45*z^3 + 206/45*z + 1
*
[ -1/2 ] 
f(z) = -296/45*z^3 + 209/45*z + 1
*
0 | 0.14501392943131093755115755932161982090 | 0.025484142187382550708371929833426441243
f(z) = -296/47*z^3 + 202/47*z + 1
*
[ -1/2 ] 
f(z) = -296/47*z^3 + 215/47*z + 1
*
0 | 0.14490188619304960081660886614765051555 | 0.025479605082429888741530218276844548653
f(z) = -295/41*z^3 + 213/41*z + 1
*
0 | 0.11173130791077898255821089294384671191 | 0.019646877454149914571158832661428998117
f(z) = -295/42*z^3 + 211/42*z + 1
*
0 | 0.14491881412066295697169920758394603364 | 0.025482581695928747139398651272939935313
f(z) = -295/43*z^3 + 209/43*z + 1
*
0 | 0.11925645584651812654830449535061823328 | 0.020970102448847691120425259626509520749
f(z) = -295/44*z^3 + 207/44*z + 1
*
0 | 0.13210875571726910921791557323434372644 | 0.023230055950566893166086232873922037199
f(z) = -295/46*z^3 + 203/46*z + 1
*
0 | 0.14495260036457784403394176676597068102 | 0.025488522682445810604099678061140126134
f(z) = -295/47*z^3 + 201/47*z + 1
*
0 | 0.14484018601934412925285321134725239848 | 0.025483971712983469183679840736322084460
f(z) = -294/41*z^3 + 212/41*z + 1
*
0 | 0.14485716985681058099661111521936508280 | 0.025486959941909902351758749025287963915
f(z) = -294/43*z^3 + 208/43*z + 1
*
0 | 0.14489106746609082692384647464073285260 | 0.025492924072029979539731105284539038836
f(z) = -294/47*z^3 + 200/47*z + 1
*
0 | 0.10863862187863284176211205319321219741 | 0.019125936719981534200015734655856818726
f(z) = -293/40*z^3 + 213/40*z + 1
*
0 | 0.14477827954657777786964922916824740311 | 0.025488359159499401093986987864673837575
f(z) = -293/41*z^3 + 211/41*z + 1
*
0 | 0.11160672378130917042384813144674520703 | 0.019648473992522262083068813889892633341
f(z) = -293/42*z^3 + 209/42*z + 1
*
0 | 0.14479531966457440682399757643785873633 | 0.025491359089108860212737494244807331518
f(z) = -293/43*z^3 + 207/43*z + 1
*
0 | 0.11913301737114836473764364686757481198 | 0.020973485415219431027230130279228048764
f(z) = -293/44*z^3 + 205/44*z + 1
*
0 | 0.13124922156920082553869587380526147503 | 0.023106555135463218613077737878599944002
f(z) = -293/45*z^3 + 203/45*z + 1
*
0 | 0.13198542897549156486398105028027122167 | 0.023236165176735914597633495249109138137
f(z) = -293/46*z^3 + 201/46*z + 1
*
0 | 0.14471616539031604560083880364309102804 | 0.025492767597652599652102132577168559744
f(z) = -292/41*z^3 + 210/41*z + 1
*
[ -1/2 ] 
f(z) = -292/43*z^3 + 202/43*z + 1
*
0 | 0.14473326216321988043050192342603822003 | 0.025495779314119324597646136560683961724
f(z) = -292/43*z^3 + 206/43*z + 1
*
0 | 0.13118722056801310691525678625414406747 | 0.023109549072851131671501255612520819664
f(z) = -292/45*z^3 + 202/45*z + 1
*
[ -1/2 ] 
f(z) = -292/45*z^3 + 208/45*z + 1
*
[ -1/2 ] 
f(z) = -292/47*z^3 + 214/47*z + 1
*
0 | 0.11612068094480930798014662821185484089 | 0.020467841417875479297843230527905930891
f(z) = -291/40*z^3 + 211/40*z + 1
*
0 | 0.14465384215213897330180758421640692866 | 0.025497197205238401033559675368682639889
f(z) = -291/41*z^3 + 209/41*z + 1
*
0 | 0.14467099595807641434242755279789800893 | 0.025500220795668493568862631741483168952
f(z) = -291/43*z^3 + 205/43*z + 1
*
0 | 0.11900875039187829627563942420907275183 | 0.020976902740677356592968598417941959320
f(z) = -291/44*z^3 + 203/44*z + 1
*
0 | 0.14459130841945210052925274257979424234 | 0.025501648162205836152495204794088177237
f(z) = -290/41*z^3 + 208/41*z + 1
*
0 | 0.14460851964034917277515161259789859404 | 0.025504683714650564519383547122216414149
f(z) = -290/43*z^3 + 204/43*z + 1
*
0 | 0.11314288629740889689643854669433577070 | 0.019967237295202421803245140108461431595
f(z) = -289/40*z^3 + 209/40*z + 1
*
0 | 0.14452856276529421678663571783613310583 | 0.025506120650691547169264027995866751081
f(z) = -289/41*z^3 + 207/41*z + 1
*
0 | 0.11135815514702312432940308159878088245 | 0.019652271400711992587083297788124465133
f(z) = -289/42*z^3 + 205/42*z + 1
*
-6/17 | 0.10810689312862293828418893089673312088 | 0.019078494980870367853671069475532340819
f(z) = -289/42*z^3 + 211/42*z + 1
*
0 | 0.14454583178692766796073390494746022591 | 0.025509168254160886985675641080670091948
f(z) = -289/43*z^3 + 203/43*z + 1
*
0 | 0.11888364370950503672816060093978376887 | 0.020980355037313097252459848478188366267
f(z) = -289/44*z^3 + 201/44*z + 1
*
[ -9/17 ] 
f(z) = -289/45*z^3 + 211/45*z + 1
*
16/17 | 0.10940357558315636451818652746772358872 | 0.019307330987388149118819738656383519345
f(z) = -289/48*z^3 + 205/48*z + 1
*
-5/17 | 0.13570916761419924802823126494137051311 | 0.023949690887010472258053823368452645221
f(z) = -289/55*z^3 + 212/55*z + 1
*
0 | 0.14446560374814184177631707300693034009 | 0.025510614855054361516243814470691290347
f(z) = -288/41*z^3 + 206/41*z + 1
*
[ -1/2 ] 
f(z) = -288/43*z^3 + 201/43*z + 1
*
0 | 0.14448293096019110260005257091196849449 | 0.025513674599530778004307927981628967040
f(z) = -288/43*z^3 + 202/43*z + 1
*
[ -1/3 ] 
f(z) = -288/43*z^3 + 204/43*z + 1
*
[ -1/2 ] 
f(z) = -288/47*z^3 + 213/47*z + 1
*
[ -1/2 ] 
f(z) = -288/49*z^3 + 219/49*z + 1
*
0 | 0.11586915246781611531364891592341753470 | 0.020473454646639268039554829034279332439
f(z) = -287/40*z^3 + 207/40*z + 1
*
0 | 0.14441981570781039182143819199460593715 | 0.025518202938363015282737020895348346198
f(z) = -287/43*z^3 + 201/43*z + 1
*
0 | 0.14433903978475179451542023131455828867 | 0.025519669160169704642913592930371257331
f(z) = -286/41*z^3 + 204/41*z + 1
*
0 | 0.14435648456254679643082715860395289419 | 0.025522753460568023862498613625942498906
f(z) = -286/43*z^3 + 200/43*z + 1
*
0 | 0.14427543188084898924487915373820289182 | 0.025524229641071491891990152958113106823
f(z) = -285/41*z^3 + 203/41*z + 1
*
0 | 0.14421160469820639505352939682428953491 | 0.025528812598222898155918819871945669963
f(z) = -284/41*z^3 + 202/41*z + 1
*
[ -1/2 ] 
f(z) = -284/43*z^3 + 200/43*z + 1
*
[ -1/2 ] 
f(z) = -284/45*z^3 + 206/45*z + 1
*
[ -1/2 ] 
f(z) = -284/47*z^3 + 212/47*z + 1
*
[ -1/2 ] 
f(z) = -284/49*z^3 + 218/49*z + 1
*
0 | 0.11561415984739595040728217233114880579 | 0.020479186491978257134866446676881682182
f(z) = -283/40*z^3 + 203/40*z + 1
*
0 | 0.14414755671943711867017509099240021193 | 0.025533418227636383943890582708563635401
f(z) = -283/41*z^3 + 201/41*z + 1
*
0 | 0.14408328641134631925009929893564049173 | 0.025538046727768724239756408102450756943
f(z) = -282/41*z^3 + 200/41*z + 1
*
0 | 0.11263287686720707053084314871867323678 | 0.019976195800488069612686729426901013917
f(z) = -281/40*z^3 + 201/40*z + 1
*
-2/5 | 0.20749700091624721400145731915019131653 | 0.028438219337747948079786805638525623519
f(z) = -295/48*z^3 + 209/60*z + 1
*
[ 7/9 ] 
f(z) = -288/49*z^3 + 206/63*z + 1
*
[ 2/3 ] 
f(z) = -297/47*z^3 + 217/94*z + 1
*
[ 2/3 ] 
f(z) = -297/49*z^3 + 215/98*z + 1
*
[ 2/3 ] 
f(z) = -288/41*z^3 + 215/82*z + 1
*
[ 2/3 ] 
f(z) = -288/43*z^3 + 213/86*z + 1
*
[ 2/3 ] 
f(z) = -288/47*z^3 + 209/94*z + 1
*
[ 2/3 ] 
f(z) = -288/49*z^3 + 207/98*z + 1
*
[ 2/3 ] 
f(z) = -297/53*z^3 + 211/106*z + 1
*
[ 2/3 ] 
f(z) = -297/59*z^3 + 205/118*z + 1
*
[ 2/3 ] 
f(z) = -288/53*z^3 + 203/106*z + 1
*
[ 14/23 ] 
f(z) = -299/56*z^3 + 215/161*z + 1
*
[ 7/3 ] 
f(z) = -297/49*z^3 + 235/7*z + 1
*
[ 3/2 ] 
f(z) = -296/45*z^3 + 227/15*z + 1
*
[ 3/2 ] 
f(z) = -292/45*z^3 + 224/15*z + 1
*
[ 7/3 ] 
f(z) = -288/49*z^3 + 228/7*z + 1
*
[ -7/3 ] 
f(z) = -288/49*z^3 + 234/7*z + 1
*
[ -3/2 ] 
f(z) = -284/45*z^3 + 238/15*z + 1
*
[ 7/6 ] 
f(z) = -297/49*z^3 + 235/28*z + 1
*
[ 10/9 ] 
f(z) = -297/50*z^3 + 223/30*z + 1
*
[ -20/17 ] 
f(z) = -289/40*z^3 + 237/20*z + 1
*
-22/17 | 0.17253786031750633049696479002446017365 | 0.028003904317577414440976564180959319104
f(z) = -289/44*z^3 + 237/22*z + 1
*
[ -21/17 ] 
f(z) = -289/49*z^3 + 227/21*z + 1
*
[ -3/5 ] 
f(z) = -299/54*z^3 + 233/50*z + 1
*
[ -1/3 ] 
f(z) = -297/47*z^3 + 221/47*z + 1
*
[ -1/3 ] 
f(z) = -297/49*z^3 + 229/49*z + 1
*
[ -1/3 ] 
f(z) = -297/50*z^3 + 233/50*z + 1
*
[ -1/2 ] 
f(z) = -296/49*z^3 + 221/49*z + 1
*
[ -1/2 ] 
f(z) = -296/51*z^3 + 227/51*z + 1
*
[ -1/2 ] 
f(z) = -296/53*z^3 + 233/53*z + 1
*
[ -1/2 ] 
f(z) = -296/55*z^3 + 239/55*z + 1
*
[ -3/5 ] 
f(z) = -293/54*z^3 + 231/50*z + 1
*
[ -1/2 ] 
f(z) = -292/49*z^3 + 220/49*z + 1
*
[ -1/2 ] 
f(z) = -292/51*z^3 + 226/51*z + 1
*
[ -1/2 ] 
f(z) = -292/53*z^3 + 232/53*z + 1
*
[ -1/2 ] 
f(z) = -292/55*z^3 + 238/55*z + 1
*
-12/17 | 0.079256095636022533731447437346870356675 | 0.013986962154172663207256708673900563257
f(z) = -289/42*z^3 + 235/42*z + 1
*
-7/17 | 0.13529602389668533418881349723514666046 | 0.023876780084444077822710957268720655280
f(z) = -289/44*z^3 + 225/44*z + 1
*
[ -11/17 ] 
f(z) = -289/44*z^3 + 233/44*z + 1
*
[ -5/17 ] 
f(z) = -289/45*z^3 + 223/45*z + 1
*
[ -8/17 ] 
f(z) = -289/56*z^3 + 239/56*z + 1
*
[ -1/4 ] 
f(z) = -288/41*z^3 + 223/41*z + 1
*
[ -1/4 ] 
f(z) = -288/43*z^3 + 233/43*z + 1
*
[ -1/3 ] 
f(z) = -288/47*z^3 + 220/47*z + 1
*
[ -1/3 ] 
f(z) = -288/49*z^3 + 228/49*z + 1
*
[ -1/2 ] 
f(z) = -288/53*z^3 + 231/53*z + 1
*
-1/4 | 0.15456317301766408267446451485521583504 | 0.027293705043471116464960884294950134655
f(z) = -288/55*z^3 + 238/55*z + 1
*
[ -3/5 ] 
f(z) = -287/54*z^3 + 229/50*z + 1
*
[ -1/2 ] 
f(z) = -284/51*z^3 + 224/51*z + 1
*
[ -1/2 ] 
f(z) = -284/53*z^3 + 230/53*z + 1
*
[ -1/2 ] 
f(z) = -284/55*z^3 + 236/55*z + 1
*
[ -3/5 ] 
f(z) = -281/54*z^3 + 227/50*z + 1
*
-4/9 | 0.19870527861393054170551818612518686411 | 0.029254299562650453491842547465454482609
f(z) = -297/40*z^3 + 223/60*z + 1
*
[ 4/5 ] 
f(z) = -295/48*z^3 + 221/60*z + 1
*
-15/34 | 0.17782448549044558561675031476865098127 | 0.025213599722592387483521247459896771892
f(z) = -289/45*z^3 + 223/60*z + 1
*
[ 2/3 ] 
f(z) = -297/41*z^3 + 223/82*z + 1
*
[ 2/3 ] 
f(z) = -297/43*z^3 + 221/86*z + 1
*
14/17 | 0.22643835928160532034842643606400990954 | 0.029746234845521395617965081416938050924
f(z) = -289/48*z^3 + 229/84*z + 1
*
-4/7 | 0.14795825627577926608920332124924333508 | 0.019454388304840548993766881717330865024
f(z) = -287/48*z^3 + 227/84*z + 1
*
[ 2/3 ] 
f(z) = -293/48*z^3 + 239/108*z + 1
*
[ 2/3 ] 
f(z) = -289/48*z^3 + 235/108*z + 1
*
[ 2/3 ] 
f(z) = -287/48*z^3 + 233/108*z + 1
*
[ 2/3 ] 
f(z) = -283/48*z^3 + 229/108*z + 1
*
[ 2/3 ] 
f(z) = -281/48*z^3 + 227/108*z + 1
*
-3/17 | 0.17325674187691810931502405135708364379 | 0.025610605123131216703884544439870802067
f(z) = -289/52*z^3 + 235/156*z + 1
*
[ 21/34 ] 
f(z) = -289/54*z^3 + 239/168*z + 1
*
[ -7/3 ] 
f(z) = -297/49*z^3 + 241/7*z + 1
*
[ -3/2 ] 
f(z) = -296/45*z^3 + 247/15*z + 1
*
[ -3/2 ] 
f(z) = -292/45*z^3 + 244/15*z + 1
*
[ 6/5 ] 
f(z) = -295/54*z^3 + 241/30*z + 1
*
[ -14/17 ] 
f(z) = -289/40*z^3 + 249/35*z + 1
*
[ 22/17 ] 
f(z) = -289/44*z^3 + 247/22*z + 1
*
[ 18/17 ] 
f(z) = -289/48*z^3 + 245/36*z + 1
*
[ -2/17 ] 
f(z) = -289/52*z^3 + 249/26*z + 1
*
[ 12/13 ] 
f(z) = -299/54*z^3 + 241/52*z + 1
*
[ -2/3 ] 
f(z) = -297/46*z^3 + 247/46*z + 1
*
[ -5/6 ] 
f(z) = -297/50*z^3 + 253/40*z + 1
*
[ -2/3 ] 
f(z) = -297/50*z^3 + 257/50*z + 1
*
[ -1/3 ] 
f(z) = -297/52*z^3 + 241/52*z + 1
*
[ -1/3 ] 
f(z) = -297/53*z^3 + 245/53*z + 1
*
[ -1/3 ] 
f(z) = -297/56*z^3 + 257/56*z + 1
*
[ 7/8 ] 
f(z) = -296/49*z^3 + 251/56*z + 1
*
[ -1/2 ] 
f(z) = -296/57*z^3 + 245/57*z + 1
*
[ -1/2 ] 
f(z) = -296/59*z^3 + 251/59*z + 1
*
[ -2/3 ] 
f(z) = -293/40*z^3 + 259/45*z + 1
*
[ -1/2 ] 
f(z) = -292/57*z^3 + 244/57*z + 1
*
[ -1/2 ] 
f(z) = -292/59*z^3 + 250/59*z + 1
*
-10/51 | 0.23065795041140372612566539558191165394 | 0.029332169322521934483457189602856994983
f(z) = -289/40*z^3 + 242/45*z + 1
*
[ -2/3 ] 
f(z) = -289/40*z^3 + 257/45*z + 1
*
-6/17 | 0.13136541291399913883873181705799204989 | 0.023183113476009488133966833279517596704
f(z) = -289/42*z^3 + 253/42*z + 1
*
[ -4/17 ] 
f(z) = -289/44*z^3 + 247/44*z + 1
*
[ 16/17 ] 
f(z) = -289/48*z^3 + 253/48*z + 1
*
-16/17 | 0.12996161889058689583625948673069201505 | 0.022935374627405436594443196017183252314
f(z) = -289/48*z^3 + 259/48*z + 1
*
-20/51 | 0.20172735572251859570197624903914117899 | 0.025653141131635530933357468246792221955
f(z) = -289/50*z^3 + 256/45*z + 1
*
[ -7/17 ] 
f(z) = -289/56*z^3 + 241/56*z + 1
*
[ -1/4 ] 
f(z) = -288/47*z^3 + 253/47*z + 1
*
[ -7/16 ] 
f(z) = -288/49*z^3 + 247/56*z + 1
*
[ -1/3 ] 
f(z) = -288/53*z^3 + 244/53*z + 1
*
[ -1/3 ] 
f(z) = -288/55*z^3 + 252/55*z + 1
*
[ -1/2 ] 
f(z) = -288/59*z^3 + 249/59*z + 1
*
[ -2/3 ] 
f(z) = -287/40*z^3 + 256/45*z + 1
*
[ -1/2 ] 
f(z) = -284/57*z^3 + 242/57*z + 1
*
[ -1/2 ] 
f(z) = -284/59*z^3 + 248/59*z + 1
*
[ -2/3 ] 
f(z) = -283/40*z^3 + 254/45*z + 1
*
[ -2/3 ] 
f(z) = -281/40*z^3 + 253/45*z + 1
*
-4/5 | 0.17091336099157376466541479066069484134 | 0.023424298308735166210671953718021856781
f(z) = -295/48*z^3 + 251/60*z + 1
*
-6/17 | 0.17987511729303063845367941540102653710 | 0.026588925490364664724076563317875034641
f(z) = -289/44*z^3 + 241/66*z + 1
*
-15/34 | 0.17835846001230450369108817057303343209 | 0.025289311567443679359436973103824812546
f(z) = -289/45*z^3 + 247/60*z + 1
*
[ 12/17 ] 
f(z) = -289/42*z^3 + 253/84*z + 1
*
[ 3/4 ] 
f(z) = -289/54*z^3 + 257/96*z + 1
*
-2/7 | 0.17193115863229014163624922384621231542 | 0.022606481084092473814626579686587016668
f(z) = -287/48*z^3 + 251/84*z + 1
*
[ 3/4 ] 
f(z) = -283/54*z^3 + 251/96*z + 1
*
[ 2/3 ] 
f(z) = -299/48*z^3 + 245/108*z + 1
*
[ 2/3 ] 
f(z) = -295/48*z^3 + 241/108*z + 1
*
[ 7/4 ] 
f(z) = -296/49*z^3 + 265/14*z + 1
*
-2 | 0.098059825859636954252197327912558328242 | 0.013987940581779462735958654002521980954
f(z) = -283/48*z^3 + 277/12*z + 1
*
-2 | 0.097930223446488962245943955650841395190 | 0.013983908050383833950740361375253887184
f(z) = -281/48*z^3 + 275/12*z + 1
*
[ 4/3 ] 
f(z) = -297/40*z^3 + 269/20*z + 1
*
[ -10/9 ] 
f(z) = -297/50*z^3 + 277/30*z + 1
*
[ 4/3 ] 
f(z) = -297/56*z^3 + 271/28*z + 1
*
[ 14/9 ] 
f(z) = -297/56*z^3 + 277/21*z + 1
*
[ 24/17 ] 
f(z) = -289/54*z^3 + 263/24*z + 1
*
3/68 | 0.14669648944364191354573757766168330855 | 0.016514136787338291885584517906016248735
f(z) = -289/54*z^3 + 267/32*z + 1
*
[ -2/3 ] 
f(z) = -299/40*z^3 + 262/45*z + 1
*
-2/11 | 0.23204485671600833792904384324472137755 | 0.028677155399335694335838328640811278646
f(z) = -297/40*z^3 + 261/55*z + 1
*
[ -10/33 ] 
f(z) = -297/40*z^3 + 274/55*z + 1
*
[ -1/3 ] 
f(z) = -297/58*z^3 + 265/58*z + 1
*
[ -2/3 ] 
f(z) = -297/58*z^3 + 277/58*z + 1
*
[ -1/3 ] 
f(z) = -297/59*z^3 + 269/59*z + 1
*
[ -21/34 ] 
f(z) = -289/54*z^3 + 261/56*z + 1
*
-15/17 | 0.24102576457407564027141162254159888734 | 0.027126343106715673239098890305266145968
f(z) = -289/54*z^3 + 267/50*z + 1
*
[ -11/17 ] 
f(z) = -289/55*z^3 + 261/55*z + 1
*
[ -5/17 ] 
f(z) = -289/55*z^3 + 267/55*z + 1
*
[ -1/4 ] 
f(z) = -288/49*z^3 + 263/49*z + 1
*
-5/6 | 0.15605052493763245033258668940741873727 | 0.027556350690599606058692825235760892962
f(z) = -288/55*z^3 + 266/55*z + 1
*
[ -1/3 ] 
f(z) = -288/59*z^3 + 268/59*z + 1
*
[ 10/13 ] 
f(z) = -299/40*z^3 + 268/65*z + 1
*
[ -2/5 ] 
f(z) = -295/48*z^3 + 269/60*z + 1
*
[ -15/34 ] 
f(z) = -289/45*z^3 + 271/60*z + 1
*
-12/17 | 0.19033411217847637765310570877414240369 | 0.026987330258750831544564148035416028424
f(z) = -289/45*z^3 + 277/60*z + 1
*
[ 3/4 ] 
f(z) = -295/54*z^3 + 263/96*z + 1
*
-5/8 | 0.086979767104959952239235909093857413508 | 0.013684438928373512017310387537296051545
f(z) = -288/55*z^3 + 269/110*z + 1
*
-2 | 0.099064046512888944396626095669089326285 | 0.014018893307155576482040173084686940850
f(z) = -299/48*z^3 + 293/12*z + 1
*
[ -7/4 ] 
f(z) = -296/49*z^3 + 281/14*z + 1
*
-2 | 0.098818860452172557458177876087091241185 | 0.014011451716629120014537099860963040058
f(z) = -295/48*z^3 + 289/12*z + 1
*
[ 3 ] 
f(z) = -295/54*z^3 + 299/6*z + 1
*
-2 | 0.098694506034321548510100219237356105089 | 0.014007612213845154048985942411384127206
f(z) = -293/48*z^3 + 287/12*z + 1
*
[ 2 ] 
f(z) = -293/48*z^3 + 299/12*z + 1
*
-2 | 0.098443251152056207088775699843931691687 | 0.013999839802036773681816787126457058290
f(z) = -289/48*z^3 + 283/12*z + 1
*
[ 2 ] 
f(z) = -289/48*z^3 + 295/12*z + 1
*
[ 3 ] 
f(z) = -289/54*z^3 + 293/6*z + 1
*
-2 | 0.098316327221617503358651992383679891728 | 0.013995905958488640846682054686203998991
f(z) = -287/48*z^3 + 281/12*z + 1
*
[ 2 ] 
f(z) = -287/48*z^3 + 293/12*z + 1
*
[ -3 ] 
f(z) = -287/54*z^3 + 295/6*z + 1
*
[ 2 ] 
f(z) = -283/48*z^3 + 289/12*z + 1
*
[ 3 ] 
f(z) = -283/54*z^3 + 287/6*z + 1
*
[ 2 ] 
f(z) = -281/48*z^3 + 287/12*z + 1
*
[ -2 ] 
f(z) = -281/48*z^3 + 299/12*z + 1
*
[ -3 ] 
f(z) = -281/54*z^3 + 289/6*z + 1
*
[ -4/3 ] 
f(z) = -297/40*z^3 + 299/20*z + 1
*
[ -7/6 ] 
f(z) = -297/49*z^3 + 283/28*z + 1
*
[ -22/17 ] 
f(z) = -289/44*z^3 + 281/22*z + 1
*
[ 24/17 ] 
f(z) = -289/48*z^3 + 295/24*z + 1
*
[ 3/2 ] 
f(z) = -287/54*z^3 + 295/24*z + 1
*
[ 3/2 ] 
f(z) = -281/54*z^3 + 289/24*z + 1
*
[ -5/7 ] 
f(z) = -294/55*z^3 + 282/55*z + 1
*
-5/17 | 0.11089060879922440354257440639113861261 | 0.019569759727388911587728353377117847288
f(z) = -289/40*z^3 + 281/40*z + 1
*
[ -10/51 ] 
f(z) = -289/40*z^3 + 287/45*z + 1
*
-3/17 | 0.15908472222674158381929464273095756843 | 0.028074963461626463210207785856149679786
f(z) = -289/48*z^3 + 281/48*z + 1
*
-5/17 | 0.16202605636358205656723019189041406096 | 0.028594044409591621346121521248591542727
f(z) = -289/52*z^3 + 285/52*z + 1
*
[ -1/6 ] 
f(z) = -288/41*z^3 + 295/41*z + 1
*
[ -1/4 ] 
f(z) = -288/53*z^3 + 283/53*z + 1
*
-1/6 | 0.15641536745026951190027395738353503810 | 0.027620776800214325301852254792275066173
f(z) = -288/55*z^3 + 283/55*z + 1
*
[ -1/4 ] 
f(z) = -288/55*z^3 + 293/55*z + 1
*
[ -4/9 ] 
f(z) = -297/40*z^3 + 283/60*z + 1
*
-21/34 | 0.13200482665093521157164619009028173808 | 0.018716864842584937107868699276728798307
f(z) = -289/45*z^3 + 287/60*z + 1
*
[ -10/17 ] 
f(z) = -289/48*z^3 + 287/60*z + 1
*
-10/17 | 0.17885779223531348793040880098637187110 | 0.024582342038343929354801573141775110437
f(z) = -289/48*z^3 + 299/60*z + 1
*
[ -7/18 ] 
f(z) = -288/49*z^3 + 281/63*z + 1
*
[ -2/3 ] 
f(z) = -283/56*z^3 + 299/63*z + 1
*
[ -2/3 ] 
f(z) = -281/56*z^3 + 298/63*z + 1
*
15/17 | 0.17930405319489570986377863096905514943 | 0.022801628294825676522392196828174885016
f(z) = -289/50*z^3 + 293/90*z + 1
*
[ 3/4 ] 
f(z) = -296/51*z^3 + 299/102*z + 1
*
[ 3/4 ] 
f(z) = -296/57*z^3 + 295/114*z + 1
*
[ 2/3 ] 
f(z) = -285/58*z^3 + 293/174*z + 1
*
[ -4/3 ] 
f(z) = -297/64*z^3 + 10*z + 1
*
[ 4/3 ] 
f(z) = -297/64*z^3 + 17/2*z + 1
*
-4/17 | 0.10768247624658610026442845648055829500 | 0.019003594712077122889214540205509952173
f(z) = -289/64*z^3 + 3/2*z + 1
*
[ -4/17 ] 
f(z) = -289/64*z^3 + 11/2*z + 1
*
[ 12/17 ] 
f(z) = -289/64*z^3 + 11/6*z + 1
*
[ -12/17 ] 
f(z) = -289/64*z^3 + 14/3*z + 1
*
14/17 | 0.15102975975579732576577551195100901948 | 0.026653439295816161100400371122953970482
f(z) = -289/72*z^3 + 11/9*z + 1
*
[ -6/17 ] 
f(z) = -289/72*z^3 + 13/3*z + 1
*
[ 12/17 ] 
f(z) = -289/72*z^3 + 19/12*z + 1
*
[ 4/5 ] 
f(z) = -285/64*z^3 + 13/5*z + 1
*
[ -4/9 ] 
f(z) = -297/64*z^3 + 25/6*z + 1
*
[ 2/3 ] 
f(z) = -297/64*z^3 + 25/16*z + 1
*
[ -4/5 ] 
f(z) = -295/64*z^3 + 26/5*z + 1
*
[ 4/5 ] 
f(z) = -295/64*z^3 + 27/10*z + 1
*
[ 4/3 ] 
f(z) = -291/64*z^3 + 25/3*z + 1
*
28/17 | 0.099725957284618005299947001832171944750 | 0.015107177827610878382012912579949258507
f(z) = -289/64*z^3 + 23/2*z + 1
*
-2/17 | 0.13026478870074538819410201596470514879 | 0.022988877447938615072960412476801580155
f(z) = -289/64*z^3 + 25/16*z + 1
*
-28/51 | 0.18438256865224402439461634361905608900 | 0.023447449845898562979451938392744484792
f(z) = -289/64*z^3 + 29/18*z + 1
*
[ 20/17 ] 
f(z) = -289/64*z^3 + 32/5*z + 1
*
[ -8/17 ] 
f(z) = -289/64*z^3 + 33/8*z + 1
*
-12/17 | 0.13044034685075413225596784500845957025 | 0.016587758338659237182946733232048361583
f(z) = -289/64*z^3 + 34/9*z + 1
*
-10/17 | 0.061374124786043146951794292018588323489 | 0.010831186595036976721606484045576029658
f(z) = -289/75*z^3 + 23/15*z + 1
*
[ -4/3 ] 
f(z) = -285/64*z^3 + 29/3*z + 1
*
-4/13 | 0.24753416224009665443269714694707314128 | 0.029948263114766892385025182221251090934
f(z) = -299/64*z^3 + 48/13*z + 1
*
4/3 | 0.20396081787868336964946062807275551899 | 0.028222308507610979674089403598938289787
f(z) = -297/64*z^3 + 43/6*z + 1
*
[ -4/11 ] 
f(z) = -297/64*z^3 + 48/11*z + 1
*
[ -4/3 ] 
f(z) = -291/64*z^3 + 59/6*z + 1
*
[ 18/17 ] 
f(z) = -289/72*z^3 + 41/9*z + 1
*
-10/17 | 0.10526063612573170276375609353892191427 | 0.017951442199124162580458789758492403765
f(z) = -289/72*z^3 + 44/9*z + 1
*
-14/17 | 0.11578570851659756346811486995947640365 | 0.019526767490403876693435776812862285224
f(z) = -289/72*z^3 + 47/9*z + 1
*
-18/17 | 0.14671582315126346685259874206652635958 | 0.024487472469829046778113435749404050195
f(z) = -289/72*z^3 + 50/9*z + 1
*
[ -12/17 ] 
f(z) = -289/72*z^3 + 53/12*z + 1
*
[ -18/17 ] 
f(z) = -289/72*z^3 + 58/9*z + 1
*
[ 15/17 ] 
f(z) = -289/75*z^3 + 43/15*z + 1
*
[ -4/7 ] 
f(z) = -287/64*z^3 + 59/14*z + 1
*
[ 4/3 ] 
f(z) = -285/64*z^3 + 49/6*z + 1
*
[ -4/5 ] 
f(z) = -285/64*z^3 + 51/10*z + 1
*
-4/99 | 0.27318018143086789865565957154896940869 | 0.029725033333229221271742085451382958943
f(z) = -297/64*z^3 + 58/33*z + 1
*
[ 2/3 ] 
f(z) = -297/68*z^3 + 49/34*z + 1
*
[ 2/3 ] 
f(z) = -297/76*z^3 + 47/38*z + 1
*
15/17 | 0.10670875625781785191734923298999181485 | 0.018831754495594483031176469966328785731
f(z) = -289/72*z^3 + 43/24*z + 1
*
[ 6/7 ] 
f(z) = -287/72*z^3 + 58/21*z + 1
*
[ -4/13 ] 
f(z) = -299/64*z^3 + 61/13*z + 1
*
[ -4 ] 
f(z) = -299/64*z^3 + 76*z + 1
*
[ 4/3 ] 
f(z) = -299/64*z^3 + 77/9*z + 1
*
[ -2/3 ] 
f(z) = -297/64*z^3 + 73/16*z + 1
*
[ 4 ] 
f(z) = -297/64*z^3 + 75*z + 1
*
[ -4 ] 
f(z) = -295/64*z^3 + 75*z + 1
*
[ 4/3 ] 
f(z) = -295/64*z^3 + 76/9*z + 1
*
[ 4 ] 
f(z) = -293/64*z^3 + 74*z + 1
*
[ -4 ] 
f(z) = -291/64*z^3 + 74*z + 1
*
[ 16/17 ] 
f(z) = -289/64*z^3 + 63/16*z + 1
*
-16/17 | 0.082811303059149362743787506826319692340 | 0.014614378269973698920384534606972536027
f(z) = -289/64*z^3 + 65/16*z + 1
*
[ 4 ] 
f(z) = -289/64*z^3 + 73*z + 1
*
[ -5/17 ] 
f(z) = -289/75*z^3 + 71/15*z + 1
*
[ -15/17 ] 
f(z) = -289/75*z^3 + 77/15*z + 1
*
[ -4 ] 
f(z) = -287/64*z^3 + 73*z + 1
*
[ 4/3 ] 
f(z) = -287/64*z^3 + 74/9*z + 1
*
[ 4 ] 
f(z) = -285/64*z^3 + 72*z + 1
*
[ -4/15 ] 
f(z) = -285/64*z^3 + 76/15*z + 1
*
[ -4 ] 
f(z) = -283/64*z^3 + 72*z + 1
*
[ 4/3 ] 
f(z) = -283/64*z^3 + 73/9*z + 1
*
[ 4 ] 
f(z) = -281/64*z^3 + 71*z + 1
*
[ 4/5 ] 
f(z) = -297/64*z^3 + 68/25*z + 1
*
[ 4/5 ] 
f(z) = -293/64*z^3 + 67/25*z + 1
*
[ 4/5 ] 
f(z) = -289/64*z^3 + 66/25*z + 1
*
-6/7 | 0.19457034502419011798722906739443476778 | 0.025583209345560791407577043488105445192
f(z) = -287/72*z^3 + 65/21*z + 1
*
[ 4/5 ] 
f(z) = -281/64*z^3 + 64/25*z + 1
*
[ 2/3 ] 
f(z) = -291/64*z^3 + 73/48*z + 1
*
[ 12/19 ] 
f(z) = -285/64*z^3 + 68/57*z + 1
*
[ 2/3 ] 
f(z) = -285/64*z^3 + 71/48*z + 1
*
[ 11/17 ] 
f(z) = -289/77*z^3 + 79/77*z + 1
*
[ 6/5 ] 
f(z) = -295/72*z^3 + 91/15*z + 1
*
[ -4/3 ] 
f(z) = -293/64*z^3 + 89/9*z + 1
*
[ -20/17 ] 
f(z) = -289/64*z^3 + 81/10*z + 1
*
-6/17 | 0.088590730242279667877934583899278327681 | 0.015325144594334610518596543275304607182
f(z) = -289/64*z^3 + 81/16*z + 1
*
[ -4/3 ] 
f(z) = -289/64*z^3 + 88/9*z + 1
*
-14/17 | 0.17132705250174254927596877352423650648 | 0.029162395328684207354460919724550539245
f(z) = -289/64*z^3 + 89/16*z + 1
*
[ -28/17 ] 
f(z) = -289/64*z^3 + 97/7*z + 1
*
[ -2/17 ] 
f(z) = -289/72*z^3 + 86/9*z + 1
*
[ -4/3 ] 
f(z) = -281/64*z^3 + 86/9*z + 1
*
[ 8/9 ] 
f(z) = -297/64*z^3 + 85/24*z + 1
*
-8/9 | 0.17952090802284106696845156025096072860 | 0.026429888816708209202347906332278991796
f(z) = -297/64*z^3 + 91/24*z + 1
*
-10/17 | 0.15391113778278928201167740426398568788 | 0.027161939305714248127618476075046444753
f(z) = -289/60*z^3 + 83/30*z + 1
*
[ 3/4 ] 
f(z) = -296/63*z^3 + 97/42*z + 1
*
[ 2/3 ] 
f(z) = -297/70*z^3 + 97/70*z + 1
*
[ 2/3 ] 
f(z) = -297/74*z^3 + 95/74*z + 1
*
[ 11/17 ] 
f(z) = -289/66*z^3 + 85/66*z + 1
*
[ -6/5 ] 
f(z) = -295/72*z^3 + 116/15*z + 1
*
[ -4/19 ] 
f(z) = -285/64*z^3 + 113/19*z + 1
*
[ -4/9 ] 
f(z) = -291/64*z^3 + 112/27*z + 1
*
-10/17 | 0.16786672620682902752473929537895425223 | 0.029624794503914747881817686417500074680
f(z) = -289/60*z^3 + 101/30*z + 1
*
-10/17 | 0.092706717429667498056753634124231755861 | 0.016360701820100567231381547696739985949
f(z) = -289/60*z^3 + 107/30*z + 1
*
[ -6/7 ] 
f(z) = -287/72*z^3 + 107/21*z + 1
*
[ 2/3 ] 
f(z) = -297/62*z^3 + 101/62*z + 1
*
-3/17 | 0.10520565077285387101577348292092240818 | 0.018566489352728108657560257509517300588
f(z) = -289/60*z^3 + 109/60*z + 1
*
[ 12/17 ] 
f(z) = -289/60*z^3 + 119/60*z + 1
*
-4/17 | 0.15854753062766463020268587021138604372 | 0.027980160929335006029515772778460796719
f(z) = -289/66*z^3 + 115/66*z + 1
*
-5/34 | 0.18914171096636361712073390744722042722 | 0.026818260589925272157689658409028703077
f(z) = -289/75*z^3 + 113/60*z + 1
*
[ 2/3 ] 
f(z) = -299/72*z^3 + 109/81*z + 1
*
[ 2/3 ] 
f(z) = -295/72*z^3 + 107/81*z + 1
*
[ 2/3 ] 
f(z) = -293/72*z^3 + 106/81*z + 1
*
3/4 | 0.19578810835731308600898358140332699690 | 0.027720058511308911952253717572329810645
f(z) = -292/63*z^3 + 107/84*z + 1
*
[ 2/3 ] 
f(z) = -289/72*z^3 + 104/81*z + 1
*
[ 2/3 ] 
f(z) = -287/72*z^3 + 103/81*z + 1
*
3/4 | 0.18245741520576160112066739524221829001 | 0.025934676498976332858645595977719271844
f(z) = -284/63*z^3 + 101/84*z + 1
*
[ 2/3 ] 
f(z) = -283/72*z^3 + 101/81*z + 1
*
[ 2/3 ] 
f(z) = -281/72*z^3 + 100/81*z + 1
*
[ -4/51 ] 
f(z) = -289/64*z^3 + 124/9*z + 1
*
-2 | 0.10520634043079247003129667481216959681 | 0.014999659007672100602421907775586708156
f(z) = -287/72*z^3 + 139/9*z + 1
*
-4/15 | 0.23399680657625370524163412847715588890 | 0.025794612487256023437590646525547908608
f(z) = -285/64*z^3 + 136/15*z + 1
*
-2 | 0.10495056929547402418724783026639793950 | 0.014994175559864455045654995913364099716
f(z) = -283/72*z^3 + 137/9*z + 1
*
-2 | 0.10482133160392523152895536180637413224 | 0.014991402463061381932163106101660319222
f(z) = -281/72*z^3 + 136/9*z + 1
*
[ -4/5 ] 
f(z) = -299/64*z^3 + 131/25*z + 1
*
[ -4/15 ] 
f(z) = -297/64*z^3 + 127/25*z + 1
*
-68/99 | 0.13990722946856074225950787715180188386 | 0.015223458150331257847574914415574889016
f(z) = -297/64*z^3 + 130/33*z + 1
*
[ -8/9 ] 
f(z) = -297/64*z^3 + 139/24*z + 1
*
[ -4/5 ] 
f(z) = -291/64*z^3 + 129/25*z + 1
*
[ -10/17 ] 
f(z) = -289/60*z^3 + 131/30*z + 1
*
[ -6/17 ] 
f(z) = -289/60*z^3 + 133/30*z + 1
*
-10/17 | 0.16642989725960047986159775401144755028 | 0.029371225715979511054047251426628278616
f(z) = -289/60*z^3 + 137/30*z + 1
*
20/17 | 0.20677952801836318950367785906691973032 | 0.023028815719756817420414605708277208012
f(z) = -289/64*z^3 + 124/25*z + 1
*
[ -10/17 ] 
f(z) = -289/75*z^3 + 121/30*z + 1
*
20/17 | 0.15492433787398588394603464126092981725 | 0.024005785570213281808704119407186447007
f(z) = -289/75*z^3 + 127/30*z + 1
*
[ -4/5 ] 
f(z) = -287/64*z^3 + 128/25*z + 1
*
[ -4/5 ] 
f(z) = -283/64*z^3 + 127/25*z + 1
*
[ 4/5 ] 
f(z) = -299/64*z^3 + 137/50*z + 1
*
[ 4/5 ] 
f(z) = -291/64*z^3 + 133/50*z + 1
*
-10/17 | 0.20902315189710662186651554608983730110 | 0.028728290501915837800145312870506721814
f(z) = -289/72*z^3 + 139/45*z + 1
*
[ 4/5 ] 
f(z) = -287/64*z^3 + 131/50*z + 1
*
[ 4/5 ] 
f(z) = -283/64*z^3 + 129/50*z + 1
*
0 | 0.14534036101233944263182489024450246513 | 0.025526378387533731999548053267307493877
f(z) = -297/79*z^3 + 139/79*z + 1
*
0 | 0.14528009309918189050831026024924013264 | 0.025530916678521014243144133922374986111
f(z) = -296/79*z^3 + 138/79*z + 1
*
0 | 0.11203129075411210131054123579672074299 | 0.019699626556183335368296009869918731978
f(z) = -295/78*z^3 + 139/78*z + 1
*
0 | 0.14521962828146022233688037247341192400 | 0.025535476977154455074391899171071675970
f(z) = -295/79*z^3 + 137/79*z + 1
*
[ 5/7 ] 
f(z) = -294/65*z^3 + 124/65*z + 1
*
0 | 0.14515896526754385067846559438164537514 | 0.025540059471271233799349182856940469443
f(z) = -294/79*z^3 + 136/79*z + 1
*
0 | 0.14508147284742320278788959117052329490 | 0.025541736639677400717951560650318394921
f(z) = -293/77*z^3 + 139/77*z + 1
*
0 | 0.11191074539721078568348106939956495076 | 0.019701997298384304375276360224202940364
f(z) = -293/78*z^3 + 137/78*z + 1
*
0 | 0.14509810275304403702305315007434540117 | 0.025544664350992798927009548006001507554
f(z) = -293/79*z^3 + 135/79*z + 1
*
0 | 0.14502035551399131541311549448046740815 | 0.025546352821580000454103376548322667968
f(z) = -292/77*z^3 + 138/77*z + 1
*
0 | 0.14503703942064521948067243863931869111 | 0.025549291808760884997057688496163260284
f(z) = -292/79*z^3 + 134/79*z + 1
*
0 | 0.11927984465564199597885623193568008808 | 0.021024686773244719389671734530240632750
f(z) = -291/76*z^3 + 139/76*z + 1
*
0 | 0.14495903567996345188233799917608078960 | 0.025550991694544249578351625503018033631
f(z) = -291/77*z^3 + 137/77*z + 1
*
0 | 0.14497577393993354233112742154285052690 | 0.025553942039374227074280345069402123028
f(z) = -291/79*z^3 + 133/79*z + 1
*
0 | 0.14489751199819023458249182812283339557 | 0.025555653454891448712746368567661136752
f(z) = -290/77*z^3 + 136/77*z + 1
*
0 | 0.14491430496722253151751074504487243564 | 0.025558615240025988941511010221560195543
f(z) = -290/79*z^3 + 132/79*z + 1
*
-10/17 | 0.13663652485381615259492088779437991009 | 0.024113349095377025843073851493930222147
f(z) = -289/66*z^3 + 133/66*z + 1
*
-4/17 | 0.12779642840841324384835682287410278835 | 0.022553266007396993860981010833279554731
f(z) = -289/70*z^3 + 121/70*z + 1
*
0 | 0.12447527404096472877309602067411110756 | 0.021967155121251418555862119090903363008
f(z) = -289/75*z^3 + 139/75*z + 1
*
0 | 0.11915653708724240536465534639724813216 | 0.021028514731730369123462732724418583565
f(z) = -289/76*z^3 + 137/76*z + 1
*
0 | 0.14483578310802683712126383351504219919 | 0.025560338301363201729815525550935406323
f(z) = -289/77*z^3 + 135/77*z + 1
*
0 | 0.11166413117829277328196188860846457179 | 0.019706269457708221712980703043351026964
f(z) = -289/78*z^3 + 133/78*z + 1
*
0 | 0.14485263114537585886002777323843655794 | 0.025563311610341921449415228061768547933
f(z) = -289/79*z^3 + 131/79*z + 1
*
0 | 0.14477384763515202481637973977298181240 | 0.025565046435160105656681562317572912660
f(z) = -288/77*z^3 + 134/77*z + 1
*
0 | 0.14479075110362713642302455137480738114 | 0.025568031352419267920743911896804573377
f(z) = -288/79*z^3 + 130/79*z + 1
*
0 | 0.13185081551693693242524126412246365996 | 0.023297328358021846000594451979828949556
f(z) = -287/74*z^3 + 139/74*z + 1
*
0 | 0.12435004998597863616673074929699098002 | 0.021971983521691878605482304381375363979
f(z) = -287/75*z^3 + 137/75*z + 1
*
0 | 0.11903240244640006205340153100802502558 | 0.021032383866308062829834223116725243266
f(z) = -287/76*z^3 + 135/76*z + 1
*
0 | 0.11154114152895608653233702063950288964 | 0.019708718443951312597511807152411616654
f(z) = -287/78*z^3 + 131/78*z + 1
*
0 | 0.14472866345739668108828702001560758103 | 0.025572774670866433959331634321733697806
f(z) = -287/79*z^3 + 129/79*z + 1
*
0 | 0.12428867446913885849361167469444955829 | 0.021974691376210258491276813417328699002
f(z) = -286/75*z^3 + 136/75*z + 1
*
0 | 0.14466636680810518797055867894493014599 | 0.025577541772843439480548526723493802985
f(z) = -286/79*z^3 + 128/79*z + 1
*
0 | 0.14455257405068868565012909270882079193 | 0.025573259751700827840624252414694481542
f(z) = -285/73*z^3 + 139/73*z + 1
*
0 | 0.13172572946897685638263650639094231571 | 0.023304021514768511019893958161188111079
f(z) = -285/74*z^3 + 137/74*z + 1
*
0 | 0.14458678776801472776066715286208344408 | 0.025579312610226497058607842623946845608
f(z) = -285/77*z^3 + 131/77*z + 1
*
0 | 0.14460385974298424985567213085836282755 | 0.025582332868103171260598573127360238623
f(z) = -285/79*z^3 + 127/79*z + 1
*
0 | 0.14448968393002301025192090460351490320 | 0.025578039098485206413450847398272593526
f(z) = -284/73*z^3 + 138/73*z + 1
*
0 | 0.12416322127354591387960281257783485822 | 0.021979781822117532604048027491053814963
f(z) = -284/75*z^3 + 134/75*z + 1
*
0 | 0.14452401194104791080847046421097717903 | 0.025584115955907037150153163645199894045
f(z) = -284/77*z^3 + 130/77*z + 1
*
0 | 0.14454114083488365834652954954010593031 | 0.025587148169033454797481801096874932427
f(z) = -284/79*z^3 + 126/79*z + 1
*
0 | 0.10233026380932295090724332275312533771 | 0.018126158241261997993456047764448903166
f(z) = -283/72*z^3 + 139/72*z + 1
*
0 | 0.14442657937624516768977906484934772101 | 0.025582842597729127268686379379263528485
f(z) = -283/73*z^3 + 137/73*z + 1
*
0 | 0.13159979224826060953815625167086386138 | 0.023310783828858365102330588361701794204
f(z) = -283/74*z^3 + 135/74*z + 1
*
0 | 0.12410017432720409916092395534386389696 | 0.021982347292826590607489870283324794602
f(z) = -283/75*z^3 + 133/75*z + 1
*
0 | 0.11878160701284589296912381848926951432 | 0.021040248746725925202395739818987310645
f(z) = -283/76*z^3 + 131/76*z + 1
*
0 | 0.14446102244806716349855096037935783964 | 0.025588943633208953409579042756433033688
f(z) = -283/77*z^3 + 129/77*z + 1
*
0 | 0.11128953970848514538979939920134151834 | 0.019713149680841804544708290648094361061
f(z) = -283/78*z^3 + 127/78*z + 1
*
0 | 0.14447820864207542086618094608222267194 | 0.025591987890699964787109790751672613885
f(z) = -283/79*z^3 + 125/79*z + 1
*
0 | 0.14436325892124209065720279129821013835 | 0.025587670464277595646178807591672156384
f(z) = -282/73*z^3 + 136/73*z + 1
*
0 | 0.14439781782871773846525993885930840984 | 0.025593795858943109250976947581496404507
f(z) = -282/77*z^3 + 128/77*z + 1
*
0 | 0.14441506170805442608917826381401636232 | 0.025596852250889994044508972018624840419
f(z) = -282/79*z^3 + 124/79*z + 1
*
0 | 0.14428234732326599512221814315641008818 | 0.025589441563156414375087069331716570353
f(z) = -281/71*z^3 + 139/71*z + 1
*
0 | 0.095547612961244516250856977894723515785 | 0.016946009707568620720176971222209550458
f(z) = -281/72*z^3 + 137/72*z + 1
*
0 | 0.14429972108176366242361796088974291120 | 0.025592522915699233442831289538031333159
f(z) = -281/73*z^3 + 135/73*z + 1
*
0 | 0.13147299218467626947333269397995673075 | 0.023317616555719743371730912221799964692
f(z) = -281/74*z^3 + 133/74*z + 1
*
0 | 0.12397239879968438368687460223973870152 | 0.021987336035094354827856125639776802055
f(z) = -281/75*z^3 + 131/75*z + 1
*
0 | 0.11865492317604829289057678703996931695 | 0.021044246085014214078316494775932132885
f(z) = -281/76*z^3 + 129/76*z + 1
*
0 | 0.14433439660761294761593069011867779812 | 0.025598672852672492809267259154784880086
f(z) = -281/77*z^3 + 127/77*z + 1
*
0 | 0.11116400540306289845977156434424080868 | 0.019715681599043246213339618067360788010
f(z) = -281/78*z^3 + 125/78*z + 1
*
0 | 0.14435169856133568875092563706214564533 | 0.025601741470157101242810396860133415024
f(z) = -281/79*z^3 + 123/79*z + 1
*
[ 2/3 ] 
f(z) = -291/76*z^3 + 137/114*z + 1
*
[ 2/3 ] 
f(z) = -285/68*z^3 + 139/102*z + 1
*
[ 4 ] 
f(z) = -299/64*z^3 + 151/2*z + 1
*
-2 | 0.10595290385607732521966635111194339764 | 0.015015628097394299515917927280836561326
f(z) = -299/72*z^3 + 145/9*z + 1
*
[ 2 ] 
f(z) = -299/72*z^3 + 154/9*z + 1
*
[ -4 ] 
f(z) = -297/64*z^3 + 151/2*z + 1
*
[ 4 ] 
f(z) = -295/64*z^3 + 149/2*z + 1
*
-2 | 0.10570741305375768913207526230211306680 | 0.015010383059261762510551779283090800505
f(z) = -295/72*z^3 + 143/9*z + 1
*
[ 2 ] 
f(z) = -295/72*z^3 + 152/9*z + 1
*
[ -4 ] 
f(z) = -293/64*z^3 + 149/2*z + 1
*
[ 4/3 ] 
f(z) = -293/64*z^3 + 151/18*z + 1
*
-2 | 0.10558342356214664763043467033451431561 | 0.015007731698109686400468291217637536715
f(z) = -293/72*z^3 + 142/9*z + 1
*
[ 2 ] 
f(z) = -293/72*z^3 + 151/9*z + 1
*
[ 4 ] 
f(z) = -291/64*z^3 + 147/2*z + 1
*
26/17 | 0.10086280431993420119302673605847340464 | 0.015851384384710312571239727817023707784
f(z) = -289/64*z^3 + 145/16*z + 1
*
[ -4 ] 
f(z) = -289/64*z^3 + 147/2*z + 1
*
[ 4/3 ] 
f(z) = -289/64*z^3 + 149/18*z + 1
*
[ -2/17 ] 
f(z) = -289/64*z^3 + 153/16*z + 1
*
-2 | 0.10533289907760781619866787227906839286 | 0.015002369949334795841375531647794595414
f(z) = -289/72*z^3 + 140/9*z + 1
*
[ 2 ] 
f(z) = -289/72*z^3 + 149/9*z + 1
*
[ -2 ] 
f(z) = -289/72*z^3 + 158/9*z + 1
*
[ 4 ] 
f(z) = -287/64*z^3 + 145/2*z + 1
*
[ 2 ] 
f(z) = -287/72*z^3 + 148/9*z + 1
*
[ -2 ] 
f(z) = -287/72*z^3 + 157/9*z + 1
*
[ -4 ] 
f(z) = -285/64*z^3 + 145/2*z + 1
*
[ 4 ] 
f(z) = -283/64*z^3 + 143/2*z + 1
*
[ 2 ] 
f(z) = -283/72*z^3 + 146/9*z + 1
*
[ -2 ] 
f(z) = -283/72*z^3 + 155/9*z + 1
*
[ -4 ] 
f(z) = -281/64*z^3 + 143/2*z + 1
*
[ 4/3 ] 
f(z) = -281/64*z^3 + 145/18*z + 1
*
[ 2 ] 
f(z) = -281/72*z^3 + 145/9*z + 1
*
[ -2 ] 
f(z) = -281/72*z^3 + 154/9*z + 1
*
[ 12/13 ] 
f(z) = -299/64*z^3 + 152/39*z + 1
*
[ -6/13 ] 
f(z) = -299/72*z^3 + 158/39*z + 1
*
[ -2/3 ] 
f(z) = -297/68*z^3 + 151/34*z + 1
*
[ -3/17 ] 
f(z) = -289/63*z^3 + 143/21*z + 1
*
[ 21/17 ] 
f(z) = -289/63*z^3 + 151/21*z + 1
*
-4/5 | 0.24328215339679919522829613572850999555 | 0.028863953122660153057521314320553643172
f(z) = -285/64*z^3 + 143/30*z + 1
*
-2/5 | 0.21247152539939414032297510445622996649 | 0.029119996027184679909626182699532475858
f(z) = -295/72*z^3 + 142/45*z + 1
*
0 | 0.13255132763139743766554501296013916513 | 0.023252809351563224510760435903652983741
f(z) = -299/70*z^3 + 159/70*z + 1
*
0 | 0.14539493098792565902120476545574689927 | 0.025505897763223214868270128026072000958
f(z) = -299/71*z^3 + 157/71*z + 1
*
0 | 0.10331543220682973665526084126802161971 | 0.018124104006414466304717408026796357253
f(z) = -299/72*z^3 + 155/72*z + 1
*
0 | 0.14541130807771437156939983679694334994 | 0.025508770713297689735034312535668595604
f(z) = -299/73*z^3 + 153/73*z + 1
*
0 | 0.13258408183074735012610401214185330321 | 0.023258555255180761751490102227904277845
f(z) = -299/74*z^3 + 151/74*z + 1
*
0 | 0.12508299174971367541560878614741541459 | 0.021942676940719709386357680662094916820
f(z) = -299/75*z^3 + 149/75*z + 1
*
0 | 0.11976502008202372110341806255313657626 | 0.021009772053718649857531462521452454560
f(z) = -299/76*z^3 + 147/76*z + 1
*
0 | 0.14544399811967978653447051215038560004 | 0.025514505362109583959115084447360744499
f(z) = -299/77*z^3 + 145/77*z + 1
*
0 | 0.14546031122868667588513130816639167503 | 0.025517367088358930224340853180119237819
f(z) = -299/79*z^3 + 141/79*z + 1
*
0 | 0.14533484442963906919547425906124736393 | 0.025510349228758649365044839272042107150
f(z) = -298/71*z^3 + 156/71*z + 1
*
0 | 0.14535127387735513246593591952333642127 | 0.025513233058514116672478983680295034980
f(z) = -298/73*z^3 + 152/73*z + 1
*
0 | 0.12502404338952191701463249461790475289 | 0.021945232895627210468405858294776670644
f(z) = -298/75*z^3 + 148/75*z + 1
*
0 | 0.14538406823337095331086766369573788720 | 0.025518989389543877761010868743163426090
f(z) = -298/77*z^3 + 144/77*z + 1
*
0 | 0.14540043329997124388386884432177610255 | 0.025521861918604363461460910484408488390
f(z) = -298/79*z^3 + 140/79*z + 1
*
0 | 0.13243090619109410403745536412661035736 | 0.023259068562179006142385140263237371666
f(z) = -297/70*z^3 + 157/70*z + 1
*
0 | 0.14527456217522356555929040348395772473 | 0.025514822024236017486634119656313699856
f(z) = -297/71*z^3 + 155/71*z + 1
*
0 | 0.14529104431705969389656591788046513789 | 0.025517716811246421925306600531066740211
f(z) = -297/73*z^3 + 151/73*z + 1
*
0 | 0.13246387049491301261780028570454111676 | 0.023264858139738206256735222166458872814
f(z) = -297/74*z^3 + 149/74*z + 1
*
0 | 0.11964491339435337416417212387358348142 | 0.021013442585220171069267531039068154925
f(z) = -297/76*z^3 + 145/76*z + 1
*
0 | 0.12485388748068308612743666703962552384 | 0.021941300630104760350255729314874970235
f(z) = -296/69*z^3 + 158/69*z + 1
*
0 | 0.14521408294515759563209848075859835127 | 0.025519316329798907721737309958500811053
f(z) = -296/71*z^3 + 154/71*z + 1
*
0 | 0.14523061812055836617887211526025935653 | 0.025522222152450973329683039407395772457
f(z) = -296/73*z^3 + 150/73*z + 1
*
0 | 0.12490349308823472689487126420481296539 | 0.021950018112356948451989600319829043269
f(z) = -296/75*z^3 + 146/75*z + 1
*
0 | 0.14526362311692210508627398360528324904 | 0.025528022312639212170126951579148014178
f(z) = -296/77*z^3 + 142/77*z + 1
*
0 | 0.11945766776431329014365672164734762737 | 0.021005483632198671051735152293978190846
f(z) = -295/68*z^3 + 159/68*z + 1
*
0 | 0.12479212285132632144299829878582990081 | 0.021943496328361702567583399859257531340
f(z) = -295/69*z^3 + 157/69*z + 1
*
0 | 0.14515340544732365412070322418007247559 | 0.025523832327760512609511735245873682863
f(z) = -295/71*z^3 + 153/71*z + 1
*
0 | 0.10307401246542208058213475914527997920 | 0.018124575192771943252992368389660845741
f(z) = -295/72*z^3 + 151/72*z + 1
*
0 | 0.14516999399902762576175222823687558683 | 0.025526749265264994457288545390048042956
f(z) = -295/73*z^3 + 149/73*z + 1
*
0 | 0.13234287327868626041810032523645018555 | 0.023271223275330514267151354956993440477
f(z) = -295/74*z^3 + 147/74*z + 1
*
0 | 0.11952402217643366389606130173377436512 | 0.021017151418317420817487616972413282487
f(z) = -295/76*z^3 + 143/76*z + 1
*
0 | 0.14520310533468423986337940093803249608 | 0.025532571575646505378175850470076920265
f(z) = -295/77*z^3 + 141/77*z + 1
*
0 | 0.14509252837684233340295803618449478655 | 0.025528370202637527943739078610018512805
f(z) = -294/71*z^3 + 152/71*z + 1
*
0 | 0.14510917065092485058231835585631128855 | 0.025531298335040657718403986290173272716
f(z) = -294/73*z^3 + 148/73*z + 1
*
0 | 0.14499799069935929365853395698535864818 | 0.025527039525027859213287141824362331505
f(z) = -293/67*z^3 + 159/67*z + 1
*
0 | 0.11933555051310244056761715094073417219 | 0.021009141574969323457899821718666083262
f(z) = -293/68*z^3 + 157/68*z + 1
*
0 | 0.12467109336052697191680180331924374223 | 0.021948469164936316934141373178866777234
f(z) = -293/69*z^3 + 155/69*z + 1
*
0 | 0.13218768712072515295128777596820687567 | 0.023271772923041460073884831597619588405
f(z) = -293/70*z^3 + 153/70*z + 1
*
0 | 0.14503145041590363086162506617752418432 | 0.025532930141184702954396592002685548819
f(z) = -293/71*z^3 + 151/71*z + 1
*
0 | 0.10009965383303970271397547655360832626 | 0.017622642958795855084749790897119475823
f(z) = -293/72*z^3 + 149/72*z + 1
*
0 | 0.14504814676182032569490696850411007804 | 0.025535869549379832446015700294094745983
f(z) = -293/73*z^3 + 147/73*z + 1
*
0 | 0.13222107983348232320467470931764272119 | 0.023277651743115371302762095920934517499
f(z) = -293/74*z^3 + 145/74*z + 1
*
0 | 0.12472014886555151871688269265368343666 | 0.021957105435064212866575780900782865852
f(z) = -293/75*z^3 + 143/75*z + 1
*
0 | 0.11940233610600840382582949480559304866 | 0.021020899244586606489037343640192598281
f(z) = -293/76*z^3 + 141/76*z + 1
*
0 | 0.14493660123834564253392350424186487195 | 0.025531598918458077697821457828291809021
f(z) = -292/67*z^3 + 158/67*z + 1
*
0 | 0.12460872499426075461913065691480519673 | 0.021950700934831871752912158474034822270
f(z) = -292/69*z^3 + 154/69*z + 1
*
0 | 0.14497017023359545845259595337193077076 | 0.025537512332430056301102064446188862497
f(z) = -292/71*z^3 + 150/71*z + 1
*
0 | 0.12466001100707204496144663513722909869 | 0.021959735325717521540712789288946783623
f(z) = -292/75*z^3 + 142/75*z + 1
*
0 | 0.14487500749493674253717878172711035927 | 0.025536180589823153248907666870832768037
f(z) = -291/67*z^3 + 157/67*z + 1
*
0 | 0.11921262223558736749718378445524008067 | 0.021012837912023711781842888698120398714
f(z) = -291/68*z^3 + 155/68*z + 1
*
0 | 0.13206486848013001269287688211583242257 | 0.023278220235451633783062930205499879649
f(z) = -291/70*z^3 + 151/70*z + 1
*
0 | 0.14490868648572929861832596627911308918 | 0.025542116967710773104288292718514799185
f(z) = -291/71*z^3 + 149/71*z + 1
*
0 | 0.14492549203742419255258057901241270216 | 0.025545079173617871459330444142706225618
f(z) = -291/73*z^3 + 145/73*z + 1
*
0 | 0.13209847960484716355879638761389395369 | 0.023284144651025066833656930144362799650
f(z) = -291/74*z^3 + 143/74*z + 1
*
0 | 0.14481320810440677693454034591136218924 | 0.025540784731027819293983279955628059830
f(z) = -290/67*z^3 + 156/67*z + 1
*
0 | 0.12448544236354462078014839845294354079 | 0.021955565567346275913692570362409135668
f(z) = -290/69*z^3 + 152/69*z + 1
*
0 | 0.14484699781466294934994345780388082058 | 0.025546744240709798643088706612333801679
f(z) = -290/71*z^3 + 148/71*z + 1
*
0 | 0.14486385850728642942114959795214067652 | 0.025549717970291162904187350935643385046
f(z) = -290/73*z^3 + 144/73*z + 1
*
15/17 | 0.13866244578417261810550045931145783320 | 0.024470879694794580254543284522562687065
f(z) = -289/60*z^3 + 157/60*z + 1
*
-4/17 | 0.13390283785656255075218861407581708597 | 0.023630913312171961186756097733080265348
f(z) = -289/65*z^3 + 146/65*z + 1
*
[ 13/17 ] 
f(z) = -289/65*z^3 + 149/65*z + 1
*
0 | 0.14473421654897892063103378811695400850 | 0.025542414031865284733931676744796820108
f(z) = -289/65*z^3 + 159/65*z + 1
*
0 | 0.11156263323546048262672556102317304880 | 0.019688357297467055498785220322444362520
f(z) = -289/66*z^3 + 157/66*z + 1
*
0 | 0.14475120168830228524246917357116421787 | 0.025545411536334723586668454767635396482
f(z) = -289/67*z^3 + 155/67*z + 1
*
0 | 0.12442452536306395540877755758340441128 | 0.021958199092929859440209305875408992108
f(z) = -289/69*z^3 + 151/69*z + 1
*
0 | 0.13194122941125964440493671765014031827 | 0.023284732455474714089925749355873037954
f(z) = -289/70*z^3 + 149/70*z + 1
*
0 | 0.14478510284912029985902365948953286286 | 0.025551394347493144764175461223094075386
f(z) = -289/71*z^3 + 147/71*z + 1
*
0 | 0.092845526768966149884179562930646447267 | 0.016385198623278107538582528726241479807
f(z) = -289/72*z^3 + 145/72*z + 1
*
[ 14/17 ] 
f(z) = -289/72*z^3 + 158/63*z + 1
*
0 | 0.14480201904609862315332121718450022447 | 0.025554379685151145651794965782314971185
f(z) = -289/73*z^3 + 143/73*z + 1
*
0 | 0.13197506182695768064597083325003485259 | 0.023290703134627594174743906724303061085
f(z) = -289/74*z^3 + 141/74*z + 1
*
[ 13/17 ] 
f(z) = -289/78*z^3 + 145/78*z + 1
*
0 | 0.14467194539568264620479218153560616332 | 0.025547051918011906817366836073434299269
f(z) = -288/65*z^3 + 158/65*z + 1
*
0 | 0.14468898685425735238333765978824118216 | 0.025550061202402020922238851867515586979
f(z) = -288/67*z^3 + 154/67*z + 1
*
0 | 0.14472300020400807694139788606180518071 | 0.025556067486547925473594101285094881848
f(z) = -288/71*z^3 + 146/71*z + 1
*
0 | 0.14473997227237626501098880373288125842 | 0.025559064517593386810703516047929842425
f(z) = -288/73*z^3 + 142/73*z + 1
*
0 | 0.11892878837586951276471382590799299701 | 0.021014075818578533546532413918748517912
f(z) = -287/64*z^3 + 159/64*z + 1
*
0 | 0.14460946404290876907116587476032866058 | 0.025551712776872671676990307024412515116
f(z) = -287/65*z^3 + 157/65*z + 1
*
0 | 0.11143897089042592127648871193751557080 | 0.019690665442875409081283378459029450656
f(z) = -287/66*z^3 + 155/66*z + 1
*
0 | 0.14462656219580567601975222436160257124 | 0.025554733928321702605373967297460111281
f(z) = -287/67*z^3 + 153/67*z + 1
*
0 | 0.11896428898293721737361355264934758485 | 0.021020348584480836091979797607576328406
f(z) = -287/68*z^3 + 151/68*z + 1
*
0 | 0.12429999858238497947936397690570604493 | 0.021963139708479729702180729541291988251
f(z) = -287/69*z^3 + 149/69*z + 1
*
0 | 0.14466068848022950069950731930817846661 | 0.025560763858821138624409515865183853707
f(z) = -287/71*z^3 + 145/71*z + 1
*
0 | 0.10258151552223095647537800076278673473 | 0.018125600825562867764127788100968349675
f(z) = -287/72*z^3 + 143/72*z + 1
*
0 | 0.14467771679067933114988118785157017757 | 0.025563772669486257905870097945044221041
f(z) = -287/73*z^3 + 141/73*z + 1
*
0 | 0.14456392629218944854819013242361827467 | 0.025559429915658679807186415625771761069
f(z) = -286/67*z^3 + 152/67*z + 1
*
0 | 0.12423741959882116337288038632439638195 | 0.021965629328026305131368888720275794214
f(z) = -286/69*z^3 + 148/69*z + 1
*
0 | 0.14459816626449478683556853737591004012 | 0.025565483667759211067156962789615841110
f(z) = -286/71*z^3 + 144/71*z + 1
*
0 | 0.14461525119142358626423220248900244394 | 0.025568504345210708812241730117331926859
f(z) = -286/73*z^3 + 140/73*z + 1
*
0 | 0.11880313197883913713081196104618915305 | 0.021017843323530728539396174627707807262
f(z) = -285/64*z^3 + 157/64*z + 1
*
0 | 0.14450107770816498871913142017577229851 | 0.025564149368490638410105758661379027688
f(z) = -285/67*z^3 + 151/67*z + 1
*
0 | 0.11883886164427113820333338061378434924 | 0.021024164373300575762558103108324162837
f(z) = -285/68*z^3 + 149/68*z + 1
*
0 | 0.14453543212912843123402104752474992441 | 0.025570227119348325098136673615884120446
f(z) = -285/71*z^3 + 143/71*z + 1
*
0 | 0.13084033534336024577221581335660269140 | 0.023161786516829646388753040906517213469
f(z) = -284/63*z^3 + 158/63*z + 1
*
0 | 0.14442074446963441128757478652233177301 | 0.025565835208454537871471265780596834889
f(z) = -284/65*z^3 + 154/65*z + 1
*
0 | 0.14443801499380505629599553963778558934 | 0.025568892493448683414893231434603192249
f(z) = -284/67*z^3 + 150/67*z + 1
*
0 | 0.12411162328779859444035852236797181557 | 0.021970647776966688533940083020522204891
f(z) = -284/69*z^3 + 146/69*z + 1
*
0 | 0.13149596284172906831000954860700100897 | 0.023292392121627023308686571317694106930
f(z) = -283/62*z^3 + 159/62*z + 1
*
0 | 0.13077694040974985741905276373191394329 | 0.023165028877402836948356555357472734294
f(z) = -283/63*z^3 + 157/63*z + 1
*
0 | 0.11867661672412320871215627816406865645 | 0.021021651407910017862027241889541921783
f(z) = -283/64*z^3 + 155/64*z + 1
*
0 | 0.14435740792738333810276066018758773466 | 0.025570589989544874207518271160128199092
f(z) = -283/65*z^3 + 153/65*z + 1
*
0 | 0.11118703015482883493267402297396594365 | 0.019694991764291548027077093245356675776
f(z) = -283/66*z^3 + 151/66*z + 1
*
0 | 0.14437473668429778156767459767088037466 | 0.025573659499758791474386348963725808020
f(z) = -283/67*z^3 + 149/67*z + 1
*
0 | 0.11871257854013091749172695263626317214 | 0.021028021464463507274740487952831174894
f(z) = -283/68*z^3 + 147/68*z + 1
*
0 | 0.12404840305334242075421481720798235884 | 0.021973176845419975026335043989610549788
f(z) = -283/69*z^3 + 145/69*z + 1
*
0 | 0.13156527810410234117460725439671091222 | 0.023304670204058763015124041314024923976
f(z) = -283/70*z^3 + 143/70*z + 1
*
0 | 0.14440932231569083468126706182565708433 | 0.025579785787370759150096299748518981677
f(z) = -283/71*z^3 + 141/71*z + 1
*
0 | 0.14429385391568473291860475787186292002 | 0.025575368771838372723322350299136672850
f(z) = -282/65*z^3 + 152/65*z + 1
*
0 | 0.14431124129974213988797000951419320522 | 0.025578450599284090624018591660452816598
f(z) = -282/67*z^3 + 148/67*z + 1
*
0 | 0.14434594370855917230062328692734797367 | 0.025584601428849467041298499176457330445
f(z) = -282/71*z^3 + 140/71*z + 1
*
0 | 0.14419511479630020936683159371554009661 | 0.025573970289694276251581991520226692869
f(z) = -281/61*z^3 + 159/61*z + 1
*
0 | 0.13136845876625465220049389593515926228 | 0.023299076853173154647085442903606846606
f(z) = -281/62*z^3 + 157/62*z + 1
*
0 | 0.13064949544297290834493057331836731296 | 0.023171563887876365343000015664325771044
f(z) = -281/63*z^3 + 155/63*z + 1
*
0 | 0.11854923078506940043422616817661783304 | 0.021025500830914868539757378207152725275
f(z) = -281/64*z^3 + 153/64*z + 1
*
0 | 0.14423008093531607287009780595939159075 | 0.025580171768860891938250665184979141567
f(z) = -281/65*z^3 + 151/65*z + 1
*
0 | 0.11105976202924827785719222251487081138 | 0.019697193337852160395232734531648012254
f(z) = -281/66*z^3 + 149/66*z + 1
*
0 | 0.14424752734493989972842053495639849169 | 0.025583266006567986800252109247035070478
f(z) = -281/67*z^3 + 147/67*z + 1
*
0 | 0.11858542790696652374128797733818087163 | 0.021031920633147955187264563313092798217
f(z) = -281/68*z^3 + 145/68*z + 1
*
0 | 0.12392131104657622219981184256074872956 | 0.021978275279589558203597445621528050188
f(z) = -281/69*z^3 + 143/69*z + 1
*
0 | 0.13143824464417199230663314379361743872 | 0.023311453846464636669151100664589172697
f(z) = -281/70*z^3 + 141/70*z + 1
*
[ 12/17 ] 
f(z) = -289/63*z^3 + 157/84*z + 1
*
[ 2/3 ] 
f(z) = -291/68*z^3 + 143/102*z + 1
*
[ 5/8 ] 
f(z) = -288/65*z^3 + 147/130*z + 1
*
[ -2 ] 
f(z) = -299/72*z^3 + 163/9*z + 1
*
[ -4/3 ] 
f(z) = -295/64*z^3 + 179/18*z + 1
*
[ -2 ] 
f(z) = -295/72*z^3 + 161/9*z + 1
*
[ -2 ] 
f(z) = -293/72*z^3 + 160/9*z + 1
*
[ 28/17 ] 
f(z) = -289/64*z^3 + 177/14*z + 1
*
[ -4/3 ] 
f(z) = -287/64*z^3 + 175/18*z + 1
*
[ -4/3 ] 
f(z) = -283/64*z^3 + 173/18*z + 1
*
[ -2/3 ] 
f(z) = -297/76*z^3 + 161/38*z + 1
*
18/17 | 0.094144216575380545201522427478684879287 | 0.016200642298846734145424786854385863237
f(z) = -289/60*z^3 + 167/30*z + 1
*
-6/17 | 0.12240793600070678969108264268782404035 | 0.020937179146205667157574203098708102174
f(z) = -289/60*z^3 + 173/30*z + 1
*
[ -3/17 ] 
f(z) = -289/72*z^3 + 163/24*z + 1
*
-2/9 | 0.16202170342110558880947615154834340456 | 0.023853575911997123346382636570211636941
f(z) = -297/64*z^3 + 179/48*z + 1
*
-3/4 | 0.17511919300126383727900818801282899992 | 0.027433071353648858184402018373142087430
f(z) = -296/63*z^3 + 167/42*z + 1
*
0 | 0.099290018899188713603774515031343316080 | 0.017417946098557716304805309995484755394
f(z) = -299/60*z^3 + 179/60*z + 1
*
0 | 0.14531272167359319863751858610465104218 | 0.025491476198782824945967281873196269858
f(z) = -299/61*z^3 + 177/61*z + 1
*
0 | 0.13248556030062914287678584829911330549 | 0.023241272121184295304325054985719382415
f(z) = -299/62*z^3 + 175/62*z + 1
*
0 | 0.13176609231104500026832955967053673900 | 0.023115059488724854056198155098951827585
f(z) = -299/63*z^3 + 173/63*z + 1
*
0 | 0.11966532366151537095773383592103985394 | 0.020992282814640181158625501924767798839
f(z) = -299/64*z^3 + 171/64*z + 1
*
0 | 0.11217381532232907578886473478673663150 | 0.019678085376715141975423453736256062782
f(z) = -299/66*z^3 + 167/66*z + 1
*
0 | 0.14536211227528208859557428447463815609 | 0.025500140542364689731600975253355468104
f(z) = -299/67*z^3 + 165/67*z + 1
*
0 | 0.11969951152514274358596285770665461353 | 0.020998280218734655391192897022252107760
f(z) = -299/68*z^3 + 163/68*z + 1
*
0 | 0.14525237128672892641818185447934717377 | 0.025495872874613242532329647693982483372
f(z) = -298/61*z^3 + 176/61*z + 1
*
0 | 0.13170579496428205768764249281148146936 | 0.023118068059836307064828073986814020736
f(z) = -298/63*z^3 + 172/63*z + 1
*
0 | 0.14528542604826161319534938501278453203 | 0.025501674914128827620373769201273015616
f(z) = -298/65*z^3 + 168/65*z + 1
*
0 | 0.14530192059561816384172082376997119206 | 0.025504570170700555109631088695428383260
f(z) = -298/67*z^3 + 164/67*z + 1
*
0 | 0.12497475496653991175692377514255772411 | 0.021936581392347730537918276236775563378
f(z) = -298/69*z^3 + 160/69*z + 1
*
0 | 0.14519182350345353207006014366154144108 | 0.025500290488548525151868905030844951521
f(z) = -297/61*z^3 + 175/61*z + 1
*
0 | 0.13236471537667323969989262530045174060 | 0.023247443355230864882919481928400685011
f(z) = -297/62*z^3 + 173/62*z + 1
*
0 | 0.11954458502161902118536287526417695028 | 0.020995821740001510954442328018540342786
f(z) = -297/64*z^3 + 169/64*z + 1
*
0 | 0.14522498489124687172662480631516477965 | 0.025506114680306220476745840668682336482
f(z) = -297/65*z^3 + 167/65*z + 1
*
0 | 0.14524153254360476849658716443929640739 | 0.025509020973042600673824291593293815770
f(z) = -297/67*z^3 + 163/67*z + 1
*
0 | 0.11957898462554104817303273164584281251 | 0.021001863401794413750119139978528848218
f(z) = -297/68*z^3 + 161/68*z + 1
*
0 | 0.14513107702774127557910548638984838780 | 0.025504729216615180023318483763574318295
f(z) = -296/61*z^3 + 174/61*z + 1
*
0 | 0.13158460781682363220924371871822969247 | 0.023124129305545627882575649625095464497
f(z) = -296/63*z^3 + 170/63*z + 1
*
0 | 0.14516434573246135835122086086318083990 | 0.025510575719808366200571191946664884993
f(z) = -296/65*z^3 + 166/65*z + 1
*
0 | 0.14518094683316810240481752065204403546 | 0.025513493127898311907759191319618710363
f(z) = -296/67*z^3 + 162/67*z + 1
*
0 | 0.14507013055075597637073043713949675464 | 0.025509189236952172251123577154614867582
f(z) = -295/61*z^3 + 173/61*z + 1
*
0 | 0.13224307636284518473646609006864599976 | 0.023253674946106646181259031761753493529
f(z) = -295/62*z^3 + 171/62*z + 1
*
0 | 0.13152371541797764134411229445549252558 | 0.023127182232529893579531220868140634123
f(z) = -295/63*z^3 + 169/63*z + 1
*
0 | 0.11942305367322103178413950852748175683 | 0.020999397076705922046881983603729509237
f(z) = -295/64*z^3 + 167/64*z + 1
*
0 | 0.11193279234173566826112120904641044564 | 0.019682306556323194006696130564192022827
f(z) = -295/66*z^3 + 163/66*z + 1
*
0 | 0.14512016216555340472694732114723907763 | 0.025517986815922099259977137646606672417
f(z) = -295/67*z^3 + 161/67*z + 1
*
0 | 0.14500898275068156490255841518899957366 | 0.025513670729843836780739225840261357811
f(z) = -294/61*z^3 + 172/61*z + 1
*
0 | 0.14504246818829276549334435551577367695 | 0.025519562340234110240710081843262639915
f(z) = -294/65*z^3 + 164/65*z + 1
*
0 | 0.14505917722915761996388130745003360419 | 0.025522502219948806041747999146625603409
f(z) = -294/67*z^3 + 160/67*z + 1
*
0 | 0.098924767474778975858137753892621597863 | 0.017415803054600754126346458400167703917
f(z) = -293/60*z^3 + 173/60*z + 1
*
0 | 0.14494763229254982232745092737534109193 | 0.025518173877753420899053750882643426759
f(z) = -293/61*z^3 + 171/61*z + 1
*
0 | 0.13212063274981015207005459578150625802 | 0.023259967934790125157121023367059102797
f(z) = -293/62*z^3 + 169/62*z + 1
*
0 | 0.13140132637790799742439025544491876285 | 0.023133333337320273280257618378069440831
f(z) = -293/63*z^3 + 167/63*z + 1
*
0 | 0.11930071913411520648603867075554731025 | 0.021003009476284163690922365898321262463
f(z) = -293/64*z^3 + 165/64*z + 1
*
0 | 0.14498122715986652052912917049585132498 | 0.025524088287337271849707215789171450048
f(z) = -293/65*z^3 + 163/65*z + 1
*
0 | 0.11180953297294454439589003683021793279 | 0.019684178751091292496138062153679228171
f(z) = -293/66*z^3 + 161/66*z + 1
*
0 | 0.14488607782806525202693686920927537957 | 0.025522698865357271621119223655651770350
f(z) = -292/61*z^3 + 170/61*z + 1
*
0 | 0.13133982706039905873448755589192285992 | 0.023136431776893180187383216017124792110
f(z) = -292/63*z^3 + 166/63*z + 1
*
0 | 0.14491978284323869752854316548313513674 | 0.025528636240192864783999763193013853359
f(z) = -292/65*z^3 + 162/65*z + 1
*
0 | 0.14482431799542702549996034549363555649 | 0.025527245879579682682134958703099633779
f(z) = -291/61*z^3 + 169/61*z + 1
*
0 | 0.13199737381813547728273149549967229395 | 0.023266323387904607658373624989377017187
f(z) = -291/62*z^3 + 167/62*z + 1
*
0 | 0.11917757071271315853132182413155523375 | 0.021006659606782931037739562305337429617
f(z) = -291/64*z^3 + 163/64*z + 1
*
0 | 0.14485813388370707812225320188288480977 | 0.025533206387502036975119660549484327456
f(z) = -291/65*z^3 + 161/65*z + 1
*
0 | 0.14476235141914794374135048135793897582 | 0.025531815109628416242709509800647826301
f(z) = -290/61*z^3 + 168/61*z + 1
*
0 | 0.13121621203904036096131776187841569231 | 0.023142675096968908063923733966206327937
f(z) = -290/63*z^3 + 164/63*z + 1
*
0 | 0.14470017670987035385752949583966443019 | 0.025536406747030914816201324777672078675
f(z) = -289/61*z^3 + 167/61*z + 1
*
0 | 0.13187328863265075831741569507723715957 | 0.023272742398539640933021384329424249457
f(z) = -289/62*z^3 + 165/62*z + 1
*
0 | 0.13115409357760462076992944485784563483 | 0.023145820249073746807964169090562446253
f(z) = -289/63*z^3 + 163/63*z + 1
*
0 | 0.11905359750242818688612674647928016414 | 0.021010348153306231930978244271283876265
f(z) = -289/64*z^3 + 161/64*z + 1
*
-2/17 | 0.10403705080717478684634458740042562910 | 0.018360257095610817417102828879314343360
f(z) = -289/70*z^3 + 179/70*z + 1
*
35/34 | 0.088824063466291708401529217124568210009 | 0.012594296987821468326666351434396356501
f(z) = -289/75*z^3 + 161/60*z + 1
*
-12/17 | 0.12363382335210191437506498737151402385 | 0.021818657534469242491552255523311595491
f(z) = -289/75*z^3 + 169/75*z + 1
*
0 | 0.14463779246417895924260770187825176478 | 0.025541020985671219339802203354972967796
f(z) = -288/61*z^3 + 166/61*z + 1
*
0 | 0.098552163905848479387689614516376330368 | 0.017413636115229087933550896891071927436
f(z) = -287/60*z^3 + 167/60*z + 1
*
0 | 0.14457519726441046017502238338509011074 | 0.025545658021827609736389861669177776119
f(z) = -287/61*z^3 + 165/61*z + 1
*
0 | 0.13174836603661736162526728830279665926 | 0.023279226087104855419881919826493561925
f(z) = -287/62*z^3 + 163/62*z + 1
*
0 | 0.14451238967845996019207906734212965475 | 0.025550318054210984752460424173169209167
f(z) = -286/61*z^3 + 164/61*z + 1
*
0 | 0.13096647755054601332439483342888365764 | 0.023155351339089375125439545174116040394
f(z) = -286/63*z^3 + 160/63*z + 1
*
0 | 0.14444936825958407205592556081904151931 | 0.025555001284003998309098686053335084726
f(z) = -285/61*z^3 + 163/61*z + 1
*
0 | 0.13162259464569954917524525734739728078 | 0.023285775602217749545745139859806540802
f(z) = -285/62*z^3 + 161/62*z + 1
*
0 | 0.14438613154620065553836635995702651780 | 0.025559707914900970068410285704403699748
f(z) = -284/61*z^3 + 162/61*z + 1
*
0 | 0.098299528537161675033747954131339877732 | 0.017412178401358808629131234613096576398
f(z) = -283/60*z^3 + 163/60*z + 1
*
0 | 0.14432267806168511762219927219315111538 | 0.025564438153148588397599575828824223692
f(z) = -283/61*z^3 + 161/61*z + 1
*
0 | 0.14425900631416320404207379661392814421 | 0.025569192207587424407422092878512455010
f(z) = -282/61*z^3 + 160/61*z + 1
*
0 | 0.098171906000413575482285344897743161330 | 0.017411445671262468647858162323453798526
f(z) = -281/60*z^3 + 161/60*z + 1
*
[ 5/7 ] 
f(z) = -287/75*z^3 + 163/105*z + 1
*
[ 2/3 ] 
f(z) = -288/77*z^3 + 179/154*z + 1
*
[ 2/3 ] 
f(z) = -288/79*z^3 + 177/158*z + 1
*
[ -4/3 ] 
f(z) = -299/64*z^3 + 181/18*z + 1
*
[ 36/17 ] 
f(z) = -289/64*z^3 + 187/9*z + 1
*
[ 30/17 ] 
f(z) = -289/72*z^3 + 194/15*z + 1
*
[ 12/11 ] 
f(z) = -297/64*z^3 + 185/33*z + 1
*
[ 5/4 ] 
f(z) = -296/75*z^3 + 191/30*z + 1
*
[ -21/17 ] 
f(z) = -289/63*z^3 + 185/21*z + 1
*
[ -4/17 ] 
f(z) = -289/72*z^3 + 197/36*z + 1
*
[ 24/17 ] 
f(z) = -289/72*z^3 + 199/24*z + 1
*
[ -2/5 ] 
f(z) = -295/72*z^3 + 187/45*z + 1
*
[ -6/17 ] 
f(z) = -289/63*z^3 + 185/42*z + 1
*
[ -20/51 ] 
f(z) = -289/64*z^3 + 191/45*z + 1
*
[ -10/17 ] 
f(z) = -289/72*z^3 + 184/45*z + 1
*
100/99 | 0.21190700698626899047174598678169872904 | 0.023057832428468899076908664840989258771
f(z) = -297/64*z^3 + 197/66*z + 1
*
-1/17 | 0.15681544624231695592194084144849945004 | 0.027674486033905509811556133760372657612
f(z) = -289/60*z^3 + 181/60*z + 1
*
[ 14/17 ] 
f(z) = -289/70*z^3 + 181/70*z + 1
*
[ 5/6 ] 
f(z) = -288/65*z^3 + 187/65*z + 1
*
[ 8/11 ] 
f(z) = -297/64*z^3 + 183/88*z + 1
*
[ 3/4 ] 
f(z) = -292/63*z^3 + 191/84*z + 1
*
[ 3/4 ] 
f(z) = -284/63*z^3 + 185/84*z + 1
*
[ 2/3 ] 
f(z) = -297/65*z^3 + 199/130*z + 1
*
[ 2/3 ] 
f(z) = -297/67*z^3 + 197/134*z + 1
*
[ 2/3 ] 
f(z) = -288/61*z^3 + 195/122*z + 1
*
[ 2/3 ] 
f(z) = -288/65*z^3 + 191/130*z + 1
*
[ 2/3 ] 
f(z) = -288/67*z^3 + 189/134*z + 1
*
[ 2/3 ] 
f(z) = -297/71*z^3 + 193/142*z + 1
*
[ 2/3 ] 
f(z) = -297/73*z^3 + 191/146*z + 1
*
[ 2/3 ] 
f(z) = -297/79*z^3 + 185/158*z + 1
*
[ 2/3 ] 
f(z) = -288/71*z^3 + 185/142*z + 1
*
[ 2/3 ] 
f(z) = -288/73*z^3 + 183/146*z + 1
*
[ -30/17 ] 
f(z) = -289/72*z^3 + 211/15*z + 1
*
[ -4/33 ] 
f(z) = -297/64*z^3 + 205/22*z + 1
*
[ -4/27 ] 
f(z) = -297/64*z^3 + 212/27*z + 1
*
-6/17 | 0.15388096119531638452432416138827430848 | 0.025619699192899252437925367816481014399
f(z) = -289/60*z^3 + 203/30*z + 1
*
10/9 | 0.12836092143091980743150116613235090338 | 0.018897881696307935003418631523511078336
f(z) = -297/64*z^3 + 203/48*z + 1
*
[ -4/7 ] 
f(z) = -297/64*z^3 + 209/49*z + 1
*
[ -3/4 ] 
f(z) = -296/63*z^3 + 209/42*z + 1
*
[ -4/7 ] 
f(z) = -293/64*z^3 + 208/49*z + 1
*
[ -2/3 ] 
f(z) = -291/64*z^3 + 217/48*z + 1
*
[ -4/7 ] 
f(z) = -289/64*z^3 + 207/49*z + 1
*
[ -6/17 ] 
f(z) = -289/64*z^3 + 211/48*z + 1
*
[ -4/7 ] 
f(z) = -285/64*z^3 + 206/49*z + 1
*
[ -2/3 ] 
f(z) = -285/64*z^3 + 215/48*z + 1
*
[ -4/7 ] 
f(z) = -281/64*z^3 + 205/49*z + 1
*
[ 15/17 ] 
f(z) = -289/60*z^3 + 217/60*z + 1
*
[ 2/3 ] 
f(z) = -297/61*z^3 + 203/122*z + 1
*
[ 2/3 ] 
f(z) = -287/64*z^3 + 215/144*z + 1
*
[ 2/3 ] 
f(z) = -283/64*z^3 + 211/144*z + 1
*
[ 2/3 ] 
f(z) = -281/64*z^3 + 209/144*z + 1
*
-30/17 | 0.18634915959602432892340643877227963955 | 0.027254656844518900797233242107053022299
f(z) = -289/64*z^3 + 233/16*z + 1
*
[ 3/2 ] 
f(z) = -296/63*z^3 + 229/21*z + 1
*
[ -5/4 ] 
f(z) = -296/75*z^3 + 239/30*z + 1
*
[ 3/2 ] 
f(z) = -292/63*z^3 + 226/21*z + 1
*
[ 24/17 ] 
f(z) = -289/64*z^3 + 223/24*z + 1
*
-20/17 | 0.14162266769545151559738196090380066447 | 0.023131536794190945217882783272192415973
f(z) = -289/70*z^3 + 228/35*z + 1
*
[ -24/17 ] 
f(z) = -289/72*z^3 + 233/24*z + 1
*
[ 3/2 ] 
f(z) = -284/63*z^3 + 220/21*z + 1
*
[ -4/9 ] 
f(z) = -285/64*z^3 + 223/54*z + 1
*
-12/23 | 0.29114743479330729416494161157268082145 | 0.029306554650965499010536297450408162850
f(z) = -299/64*z^3 + 220/69*z + 1
*
-1/3 | 0.16004770247550232097655295576840115367 | 0.028109454146038872344362629571049724925
f(z) = -297/64*z^3 + 225/64*z + 1
*
-2/3 | 0.14917555816431808346671274204988941096 | 0.026199960680919441073649344756903379720
f(z) = -297/70*z^3 + 237/70*z + 1
*
16/17 | 0.16249033311717956719497861428120745761 | 0.028675979071266767426599060717230024138
f(z) = -289/70*z^3 + 221/70*z + 1
*
[ 11/12 ] 
f(z) = -288/77*z^3 + 235/77*z + 1
*
33/34 | 0.16807419688824870685978844363469060108 | 0.023831113653154240370024073833059969172
f(z) = -289/63*z^3 + 223/84*z + 1
*
-28/51 | 0.28057615887009824832477099004490017419 | 0.028602314315016294909681898725774442091
f(z) = -289/64*z^3 + 239/126*z + 1
*
[ 12/17 ] 
f(z) = -289/66*z^3 + 233/132*z + 1
*
[ 2/3 ] 
f(z) = -299/64*z^3 + 227/144*z + 1
*
[ 2/3 ] 
f(z) = -295/64*z^3 + 223/144*z + 1
*
[ 2/3 ] 
f(z) = -293/64*z^3 + 221/144*z + 1
*
[ 12/17 ] 
f(z) = -289/78*z^3 + 223/156*z + 1
*
[ -3/2 ] 
f(z) = -296/63*z^3 + 257/21*z + 1
*
[ -3/2 ] 
f(z) = -292/63*z^3 + 254/21*z + 1
*
-2/17 | 0.17273417918286747902946892804070756440 | 0.027671900192802891614617385278727260955
f(z) = -289/60*z^3 + 257/30*z + 1
*
[ -24/17 ] 
f(z) = -289/64*z^3 + 257/24*z + 1
*
[ -3/2 ] 
f(z) = -284/63*z^3 + 248/21*z + 1
*
-2/3 | 0.18377150085980374541201070959403811041 | 0.026588284101924871033761448922265430177
f(z) = -297/64*z^3 + 251/48*z + 1
*
[ -4/5 ] 
f(z) = -293/64*z^3 + 259/50*z + 1
*
[ -4/5 ] 
f(z) = -289/64*z^3 + 257/50*z + 1
*
[ -4/5 ] 
f(z) = -281/64*z^3 + 253/50*z + 1
*
[ -1/2 ] 
f(z) = -296/61*z^3 + 257/61*z + 1
*
[ -1/2 ] 
f(z) = -292/61*z^3 + 256/61*z + 1
*
[ -15/34 ] 
f(z) = -289/75*z^3 + 241/60*z + 1
*
-10/17 | 0.17882808414849425068022902304725088241 | 0.024981174055846083179712744068142403702
f(z) = -289/75*z^3 + 257/60*z + 1
*
-11/17 | 0.16045017809278967395356587306236064598 | 0.028315936466520830427106825676566715781
f(z) = -289/77*z^3 + 240/77*z + 1
*
[ -1/2 ] 
f(z) = -288/61*z^3 + 255/61*z + 1
*
-2/7 | 0.15115346994637904167336662632729107355 | 0.019874513068604466415235752828602315047
f(z) = -287/72*z^3 + 241/63*z + 1
*
[ -1/2 ] 
f(z) = -284/61*z^3 + 254/61*z + 1
*
-1/6 | 0.16944401203117579171027187795911423650 | 0.026658455312039885461209421714669455144
f(z) = -288/77*z^3 + 247/154*z + 1
*
4/5 | 0.21793211249494864028192235941083969018 | 0.029868389367090999376587715877699885893
f(z) = -295/72*z^3 + 247/180*z + 1
*
[ 8/3 ] 
f(z) = -297/64*z^3 + 269/8*z + 1
*
[ -8/3 ] 
f(z) = -297/64*z^3 + 275/8*z + 1
*
-2 | 0.11873549103608658488475992664158359834 | 0.016919898410850671229461065981683694201
f(z) = -287/64*z^3 + 279/16*z + 1
*
-2 | 0.11860796341721373125537175946791796016 | 0.016919070886181974194575715526898958936
f(z) = -285/64*z^3 + 277/16*z + 1
*
-2 | 0.11847954360963883919449436865960356953 | 0.016918240205935440172891550430147638781
f(z) = -283/64*z^3 + 275/16*z + 1
*
-2 | 0.11835021893393371731977766476553139967 | 0.016917406369747222300290012108140681978
f(z) = -281/64*z^3 + 273/16*z + 1
*
-12/7 | 0.28870351770782826544538670037369914669 | 0.029611011820317326284899371414500363775
f(z) = -287/64*z^3 + 268/21*z + 1
*
[ -4/5 ] 
f(z) = -297/64*z^3 + 261/50*z + 1
*
[ -2/9 ] 
f(z) = -297/64*z^3 + 275/48*z + 1
*
-20/51 | 0.26100251117150451894701714479286738114 | 0.026821654061391336656376478863991444048
f(z) = -289/64*z^3 + 263/45*z + 1
*
[ -1/3 ] 
f(z) = -297/61*z^3 + 277/61*z + 1
*
-28/33 | 0.29348294003287497341402845875713436253 | 0.029238539657697009840265944804948993087
f(z) = -297/64*z^3 + 271/77*z + 1
*
[ -1/2 ] 
f(z) = -296/63*z^3 + 263/63*z + 1
*
[ -1/2 ] 
f(z) = -296/65*z^3 + 269/65*z + 1
*
[ -1/2 ] 
f(z) = -296/67*z^3 + 275/67*z + 1
*
[ -1/2 ] 
f(z) = -292/63*z^3 + 262/63*z + 1
*
[ -1/2 ] 
f(z) = -292/65*z^3 + 268/65*z + 1
*
[ -1/2 ] 
f(z) = -292/67*z^3 + 274/67*z + 1
*
-4/17 | 0.16109318497144996854574032454012167361 | 0.028429413074275988623198964653645676049
f(z) = -289/60*z^3 + 271/60*z + 1
*
[ -9/17 ] 
f(z) = -289/63*z^3 + 263/63*z + 1
*
[ -7/17 ] 
f(z) = -289/63*z^3 + 265/63*z + 1
*
-13/17 | 0.15774488076778316775697303421651211582 | 0.027838510837652828702478921585109058537
f(z) = -289/78*z^3 + 271/78*z + 1
*
[ -1/3 ] 
f(z) = -288/61*z^3 + 276/61*z + 1
*
[ -1/2 ] 
f(z) = -288/65*z^3 + 267/65*z + 1
*
[ -5/12 ] 
f(z) = -288/65*z^3 + 271/65*z + 1
*
[ -1/2 ] 
f(z) = -288/67*z^3 + 273/67*z + 1
*
[ -1/2 ] 
f(z) = -284/63*z^3 + 260/63*z + 1
*
[ -1/2 ] 
f(z) = -284/65*z^3 + 266/65*z + 1
*
[ -1/2 ] 
f(z) = -284/67*z^3 + 272/67*z + 1
*
[ -1/2 ] 
f(z) = -284/69*z^3 + 278/69*z + 1
*
[ 2/3 ] 
f(z) = -291/74*z^3 + 277/222*z + 1
*
[ 2/3 ] 
f(z) = -285/74*z^3 + 269/222*z + 1
*
-2 | 0.11948259814871917222382692167225485587 | 0.016924797409691602030809340501067601670
f(z) = -299/64*z^3 + 291/16*z + 1
*
-2 | 0.11936017182110377430904014461367478646 | 0.016923988768008332751095448239546966133
f(z) = -297/64*z^3 + 289/16*z + 1
*
-2 | 0.11923692403313828065191885055155030820 | 0.016923176988667281296806129149126210063
f(z) = -295/64*z^3 + 287/16*z + 1
*
-2 | 0.11911284359856540749843045102793698385 | 0.016922362066992617235753219119574751857
f(z) = -293/64*z^3 + 285/16*z + 1
*
-2 | 0.11898791909930625166989453545902300367 | 0.016921543998937758343924546994091267515
f(z) = -291/64*z^3 + 283/16*z + 1
*
[ 2 ] 
f(z) = -291/64*z^3 + 299/16*z + 1
*
-2 | 0.11886213887896231268006061775115363884 | 0.016920722781118995945618646812689439109
f(z) = -289/64*z^3 + 281/16*z + 1
*
[ 2 ] 
f(z) = -289/64*z^3 + 297/16*z + 1
*
[ 2 ] 
f(z) = -287/64*z^3 + 295/16*z + 1
*
[ 2 ] 
f(z) = -285/64*z^3 + 293/16*z + 1
*
[ 2 ] 
f(z) = -283/64*z^3 + 291/16*z + 1
*
[ 2 ] 
f(z) = -281/64*z^3 + 289/16*z + 1
*
[ -2/17 ] 
f(z) = -289/60*z^3 + 287/30*z + 1
*
[ -12/23 ] 
f(z) = -299/64*z^3 + 289/69*z + 1
*
[ -1/3 ] 
f(z) = -297/62*z^3 + 281/62*z + 1
*
[ -2/3 ] 
f(z) = -297/62*z^3 + 287/62*z + 1
*
[ -1/3 ] 
f(z) = -297/64*z^3 + 289/64*z + 1
*
[ -1/3 ] 
f(z) = -297/65*z^3 + 293/65*z + 1
*
[ -1/2 ] 
f(z) = -296/69*z^3 + 281/69*z + 1
*
[ -1/2 ] 
f(z) = -296/71*z^3 + 287/71*z + 1
*
[ -1/2 ] 
f(z) = -296/73*z^3 + 293/73*z + 1
*
[ -1/2 ] 
f(z) = -296/75*z^3 + 299/75*z + 1
*
[ -1/2 ] 
f(z) = -292/69*z^3 + 280/69*z + 1
*
[ -1/2 ] 
f(z) = -292/71*z^3 + 286/71*z + 1
*
[ -1/2 ] 
f(z) = -292/75*z^3 + 298/75*z + 1
*
-15/17 | 0.15916976929739224488813046467624817407 | 0.028021995149357966442718651619603869886
f(z) = -289/60*z^3 + 293/60*z + 1
*
-8/17 | 0.13321823381640611868550043062191845003 | 0.023425147019125888633406450132182324044
f(z) = -289/66*z^3 + 295/66*z + 1
*
-15/34 | 0.17882895011698126649782760227609192591 | 0.024673574484848486529398618987799507210
f(z) = -289/75*z^3 + 281/60*z + 1
*
20/17 | 0.16041503606031678925002792183589687168 | 0.028309734668737650950804350302549221038
f(z) = -289/78*z^3 + 283/78*z + 1
*
[ -1/3 ] 
f(z) = -288/65*z^3 + 292/65*z + 1
*
[ -1/2 ] 
f(z) = -288/71*z^3 + 285/71*z + 1
*
[ -1/2 ] 
f(z) = -288/73*z^3 + 291/73*z + 1
*
[ -1/2 ] 
f(z) = -284/73*z^3 + 290/73*z + 1
*
[ -1/2 ] 
f(z) = -284/75*z^3 + 296/75*z + 1
*
-3/34 | 0.18558362679869603685128860054205550658 | 0.026313762518495824094271375603796918112
f(z) = -289/63*z^3 + 283/84*z + 1
*
[ 3/4 ] 
f(z) = -296/69*z^3 + 287/138*z + 1
*
5/7 | 0.16415231501004969185068070534728881403 | 0.025742409287909700717434479074848907999
f(z) = -294/65*z^3 + 287/130*z + 1
*
[ 3/4 ] 
f(z) = -296/75*z^3 + 283/150*z + 1
*
[ 2/3 ] 
f(z) = -291/62*z^3 + 295/186*z + 1
*
[ 2/3 ] 
f(z) = -285/62*z^3 + 287/186*z + 1
*
[ 2/3 ] 
f(z) = -291/70*z^3 + 283/210*z + 1
*
12/17 | 0.13115669155422848615760757857987017233 | 0.023146278734953272200867327103877254991
f(z) = -289/81*z^3 + 10/9*z + 1
*
-6/17 | 0.10195786337857503457072513211855829772 | 0.017993326127817363202354427843798510246
f(z) = -289/81*z^3 + 16/9*z + 1
*
[ 12/17 ] 
f(z) = -289/96*z^3 + 13/12*z + 1
*
-4/17 | 0.064282846142646611303634117997342263311 | 0.011344512102751680972266716031845185414
f(z) = -289/96*z^3 + 17/12*z + 1
*
[ 3/4 ] 
f(z) = -296/81*z^3 + 31/18*z + 1
*
-12/17 | 0.14915398364419522149871412132105388437 | 0.026322405963021564910213486490033026797
f(z) = -289/81*z^3 + 22/9*z + 1
*
18/17 | 0.15155080097900109523195127989272583259 | 0.026745391641074039263446229690701103436
f(z) = -289/81*z^3 + 23/9*z + 1
*
-15/17 | 0.15981998197079636593077996230558265469 | 0.028204720676274149344270787563800741550
f(z) = -289/81*z^3 + 28/9*z + 1
*
[ -9/17 ] 
f(z) = -289/81*z^3 + 35/9*z + 1
*
-12/17 | 0.19027651865931014055829045640087097890 | 0.029919696286039398334860119184349205821
f(z) = -289/81*z^3 + 35/18*z + 1
*
[ 14/17 ] 
f(z) = -289/98*z^3 + 25/14*z + 1
*
[ 2/3 ] 
f(z) = -297/80*z^3 + 23/20*z + 1
*
[ 2/3 ] 
f(z) = -291/88*z^3 + 32/33*z + 1
*
[ 2/3 ] 
f(z) = -285/88*z^3 + 31/33*z + 1
*
-15/17 | 0.090818885045286658349625306657420418550 | 0.015071507637205777979046143920983815831
f(z) = -289/81*z^3 + 46/9*z + 1
*
21/17 | 0.11385702988403532755383892192095953426 | 0.018517950228292165396675409406395363350
f(z) = -289/81*z^3 + 52/9*z + 1
*
-18/17 | 0.12458211279311497460917731034837921424 | 0.020079128531078081524663723500368963796
f(z) = -289/81*z^3 + 55/9*z + 1
*
[ -12/17 ] 
f(z) = -289/96*z^3 + 47/12*z + 1
*
[ -7/17 ] 
f(z) = -289/98*z^3 + 55/14*z + 1
*
[ -14/17 ] 
f(z) = -289/98*z^3 + 59/14*z + 1
*
18/17 | 0.12952931022204266668391271804303528609 | 0.022859081631424183132229930097630344658
f(z) = -289/80*z^3 + 51/20*z + 1
*
-14/17 | 0.13935288532123836794469244021107820601 | 0.024592727126177433834176563381678597417
f(z) = -289/80*z^3 + 59/20*z + 1
*
-12/17 | 0.13387235915118531805061249494353457571 | 0.023625534489316779132929520590966183569
f(z) = -289/90*z^3 + 53/30*z + 1
*
[ 3/4 ] 
f(z) = -284/81*z^3 + 59/36*z + 1
*
[ 2/3 ] 
f(z) = -297/92*z^3 + 43/46*z + 1
*
[ 3/2 ] 
f(z) = -296/81*z^3 + 77/9*z + 1
*
[ -3/4 ] 
f(z) = -296/81*z^3 + 79/18*z + 1
*
[ 3/2 ] 
f(z) = -292/81*z^3 + 76/9*z + 1
*
[ -3/17 ] 
f(z) = -289/81*z^3 + 61/9*z + 1
*
-3/17 | 0.14111997335674885045062875905597654338 | 0.021893594092056075154896742523409807838
f(z) = -289/81*z^3 + 70/9*z + 1
*
[ 18/17 ] 
f(z) = -289/81*z^3 + 73/18*z + 1
*
[ -6/17 ] 
f(z) = -289/81*z^3 + 77/18*z + 1
*
[ 22/17 ] 
f(z) = -289/88*z^3 + 63/11*z + 1
*
26/17 | 0.16470719022560091636252481769790001449 | 0.026148359634396619286006664285349655114
f(z) = -289/88*z^3 + 68/11*z + 1
*
[ -4/17 ] 
f(z) = -289/96*z^3 + 65/12*z + 1
*
[ 3/2 ] 
f(z) = -284/81*z^3 + 74/9*z + 1
*
[ 3/4 ] 
f(z) = -292/81*z^3 + 61/36*z + 1
*
20/17 | 0.10769380751880287552808244887396504615 | 0.019005594433037167617619232360539623487
f(z) = -289/80*z^3 + 71/20*z + 1
*
33/34 | 0.090631877980816170784677563113789831310 | 0.012850625644790148529055361347441145957
f(z) = -289/81*z^3 + 61/36*z + 1
*
[ 15/17 ] 
f(z) = -289/90*z^3 + 71/30*z + 1
*
[ 7/9 ] 
f(z) = -297/98*z^3 + 65/42*z + 1
*
-2/17 | 0.14102895220927896533486526788142471631 | 0.024888516162247874774079797664050197675
f(z) = -289/84*z^3 + 65/42*z + 1
*
[ 2/3 ] 
f(z) = -291/80*z^3 + 67/60*z + 1
*
12/17 | 0.16210881252178471303489509997701019746 | 0.023962731490267292470516530761062821196
f(z) = -289/80*z^3 + 73/60*z + 1
*
[ 12/17 ] 
f(z) = -289/90*z^3 + 71/60*z + 1
*
[ 11/17 ] 
f(z) = -289/88*z^3 + 73/88*z + 1
*
[ -3/2 ] 
f(z) = -296/81*z^3 + 89/9*z + 1
*
[ -3/2 ] 
f(z) = -292/81*z^3 + 88/9*z + 1
*
-18/17 | 0.11627644472267175733002949897730757894 | 0.017223329445970286443614415086513014195
f(z) = -289/81*z^3 + 95/18*z + 1
*
[ -22/17 ] 
f(z) = -289/88*z^3 + 80/11*z + 1
*
28/17 | 0.098434637878303852025041360235921532279 | 0.014986825553222284710396618215861842246
f(z) = -289/96*z^3 + 89/12*z + 1
*
28/17 | 0.13243181785647387468469374511419451697 | 0.020441710388707076440738051501382620199
f(z) = -289/98*z^3 + 93/14*z + 1
*
[ -3/2 ] 
f(z) = -284/81*z^3 + 86/9*z + 1
*
[ -2/3 ] 
f(z) = -297/80*z^3 + 83/20*z + 1
*
[ -8/17 ] 
f(z) = -289/96*z^3 + 91/24*z + 1
*
[ 14/17 ] 
f(z) = -289/84*z^3 + 89/42*z + 1
*
-6/17 | 0.14810088834094855287856530069265255064 | 0.026136557744874500214005129965584964284
f(z) = -289/84*z^3 + 95/42*z + 1
*
-4/9 | 0.14075848657090389641609242841590621914 | 0.020723107915673909373833078524994005081
f(z) = -297/80*z^3 + 89/60*z + 1
*
[ 3/4 ] 
f(z) = -296/99*z^3 + 89/66*z + 1
*
[ 12/17 ] 
f(z) = -289/80*z^3 + 83/60*z + 1
*
-6/17 | 0.19324896173741325773972142181842724048 | 0.028565831239213311359252308273056539137
f(z) = -289/80*z^3 + 97/60*z + 1
*
[ 2/3 ] 
f(z) = -297/82*z^3 + 91/82*z + 1
*
[ 2/3 ] 
f(z) = -297/86*z^3 + 89/86*z + 1
*
[ 2/3 ] 
f(z) = -297/94*z^3 + 85/94*z + 1
*
[ 2/3 ] 
f(z) = -297/98*z^3 + 83/98*z + 1
*
0 | 0.13188050483652683010518291669596134857 | 0.023176129011729100708188339306311471097
f(z) = -296/99*z^3 + 98/99*z + 1
*
[ 2/3 ] 
f(z) = -295/88*z^3 + 98/99*z + 1
*
0 | 0.13254011813462102388166102894244586692 | 0.023305906888952098823925004791952394193
f(z) = -295/98*z^3 + 99/98*z + 1
*
0 | 0.13182056231962835451027283847156140517 | 0.023179379909335330990108211023317721324
f(z) = -295/99*z^3 + 97/99*z + 1
*
[ 2/3 ] 
f(z) = -293/88*z^3 + 97/99*z + 1
*
0 | 0.14524679244440705258935529718117801453 | 0.025570841318067175521186830972474140012
f(z) = -293/97*z^3 + 99/97*z + 1
*
0 | 0.13241959519396585946394553028123108340 | 0.023312600568467685482230069720993988633
f(z) = -293/98*z^3 + 97/98*z + 1
*
0 | 0.13170009148254430345811067382494021592 | 0.023185931229180465574883756885308799342
f(z) = -293/99*z^3 + 95/99*z + 1
*
0 | 0.14518620892901416571322821822862247989 | 0.025575569063960739183829068594163880416
f(z) = -292/97*z^3 + 98/97*z + 1
*
0 | 0.13163956060594055875819225906773899316 | 0.023189231943323109625208088546138075952
f(z) = -292/99*z^3 + 94/99*z + 1
*
0 | 0.13229828196824069910201288660265229739 | 0.023319362521395628240642962338214932932
f(z) = -291/98*z^3 + 95/98*z + 1
*
0 | 0.14506444347488394102954800850722850360 | 0.025585095250753001761757785501659889941
f(z) = -290/97*z^3 + 96/97*z + 1
*
0 | 0.13151790145077562436768738686522983296 | 0.023195884223550824453761497979844582923
f(z) = -290/99*z^3 + 92/99*z + 1
*
[ 2/3 ] 
f(z) = -289/88*z^3 + 95/99*z + 1
*
0 | 0.14498661077749828959531141592280943589 | 0.025586956076157301347772111759916187854
f(z) = -289/95*z^3 + 99/95*z + 1
*
0 | 0.098978147756371943320555603253895141454 | 0.017467471689701324119562341698767972752
f(z) = -289/96*z^3 + 97/96*z + 1
*
0 | 0.14500325889655382840606395465296314965 | 0.025589894103943042371364612101180457814
f(z) = -289/97*z^3 + 95/97*z + 1
*
0 | 0.13217616801559161823463494661068573518 | 0.023326193965040319224708041124869266463
f(z) = -289/98*z^3 + 93/98*z + 1
*
0 | 0.13145677053926249726790219710627007334 | 0.023199236092658710319853094892019297601
f(z) = -289/99*z^3 + 91/99*z + 1
*
0 | 0.14494187130239240286548488952589232419 | 0.025594717076131335681269033856039282142
f(z) = -288/97*z^3 + 94/97*z + 1
*
[ 2/3 ] 
f(z) = -287/88*z^3 + 94/99*z + 1
*
0 | 0.13201972910196165459227501169145922419 | 0.023327174477964472311030594057257753761
f(z) = -287/94*z^3 + 99/94*z + 1
*
0 | 0.14486352255792711213460925209997850272 | 0.025596603546970134221428982415242746418
f(z) = -287/95*z^3 + 97/95*z + 1
*
0 | 0.098856147519206642444080218559596341145 | 0.017467348381081196823946733211316172619
f(z) = -287/96*z^3 + 95/96*z + 1
*
0 | 0.14488027933945070603872540832310177550 | 0.025599564379937668300497358246247570346
f(z) = -287/97*z^3 + 93/97*z + 1
*
0 | 0.13133389936739073586026969953375717687 | 0.023205992060841377595214379517467852532
f(z) = -287/99*z^3 + 89/99*z + 1
*
0 | 0.14480166999374901752174603720100732170 | 0.025601463870005071855310105804130683660
f(z) = -286/95*z^3 + 96/95*z + 1
*
0 | 0.14481848164119858117836957418532855563 | 0.025604436230647002622012228216915093628
f(z) = -286/97*z^3 + 92/97*z + 1
*
0 | 0.13189576134387473345787649856958299558 | 0.023334102399397430527133375162803041234
f(z) = -285/94*z^3 + 97/94*z + 1
*
0 | 0.14475647682734214625394699538941291193 | 0.025609332846252734536709587281713302122
f(z) = -285/97*z^3 + 91/97*z + 1
*
0 | 0.13192949511400265681644934044175068814 | 0.023340070348924106147553285278398580508
f(z) = -285/98*z^3 + 89/98*z + 1
*
0 | 0.12431675758537513926791367420654682480 | 0.022006961325042510164951307069471614128
f(z) = -284/93*z^3 + 98/93*z + 1
*
0 | 0.14467734103726180049576435177452214724 | 0.025611258776842223383624538147902155725
f(z) = -284/95*z^3 + 94/95*z + 1
*
0 | 0.14469426350363818813130455614368086322 | 0.025614254447500812907773771471652921247
f(z) = -284/97*z^3 + 90/97*z + 1
*
0 | 0.13114804879055034263960917523307434386 | 0.023216258963368942427934007906153978277
f(z) = -284/99*z^3 + 86/99*z + 1
*
[ 2/3 ] 
f(z) = -283/88*z^3 + 92/99*z + 1
*
0 | 0.11891853802017382855138146569535403065 | 0.021064503869448822329087439873852247925
f(z) = -283/92*z^3 + 99/92*z + 1
*
0 | 0.12425422227748412963667763803390301803 | 0.022009634406331163596776736959998197602
f(z) = -283/93*z^3 + 97/93*z + 1
*
0 | 0.13177095734163765417050831769253933855 | 0.023341102968597063138821079530917867627
f(z) = -283/94*z^3 + 95/94*z + 1
*
0 | 0.14461486183511054305721999623833723862 | 0.025616193803094990551081242191222865249
f(z) = -283/95*z^3 + 93/95*z + 1
*
0 | 0.098607597690448842507482697363353163571 | 0.017466747890519316859689654649998675080
f(z) = -283/96*z^3 + 91/96*z + 1
*
0 | 0.14463184026170541526115088680946212298 | 0.025619201257934741157953975532042112632
f(z) = -283/97*z^3 + 89/97*z + 1
*
0 | 0.13180491421628436146961114977899439659 | 0.023347117882077319771982240001936802262
f(z) = -283/98*z^3 + 87/98*z + 1
*
0 | 0.13108568136413341608980457394540252221 | 0.023219717365308452789223426075199002118
f(z) = -283/99*z^3 + 85/99*z + 1
*
0 | 0.14455217091995704803097980179843881326 | 0.025621154177557464654617605490439020910
f(z) = -282/95*z^3 + 92/95*z + 1
*
0 | 0.14456920567883250481222316546014899315 | 0.025624173503941481878449159489862481973
f(z) = -282/97*z^3 + 88/97*z + 1
*
[ 2/3 ] 
f(z) = -281/88*z^3 + 91/99*z + 1
*
0 | 0.14445501473779367257452422326978677250 | 0.025620065286681078820822014782519327732
f(z) = -281/91*z^3 + 99/91*z + 1
*
0 | 0.11879277292116420136867938332473916786 | 0.021068694661451885645666001192282330493
f(z) = -281/92*z^3 + 97/92*z + 1
*
0 | 0.12412851395755942789949204885271298823 | 0.022015024104935745544486105985946977015
f(z) = -281/93*z^3 + 95/93*z + 1
*
0 | 0.13164530572655383128961606825471237391 | 0.023348177517557556101331732352403366964
f(z) = -281/94*z^3 + 93/94*z + 1
*
0 | 0.14448926685083426247696270461603427465 | 0.025626140128554166824270143693876440108
f(z) = -281/95*z^3 + 91/95*z + 1
*
0 | 0.098481025646735752968907832580182386646 | 0.017466270112868357286115477697694251212
f(z) = -281/96*z^3 + 89/96*z + 1
*
0 | 0.14450635831778287865421164440295291700 | 0.025629171414798285941478188738924346861
f(z) = -281/97*z^3 + 87/97*z + 1
*
0 | 0.13167948868232528741919017899183564245 | 0.023354240093925334566525995762249055569
f(z) = -281/98*z^3 + 85/98*z + 1
*
0 | 0.13096031216693899769681879138900997596 | 0.023226689317579569328016143433964106651
f(z) = -281/99*z^3 + 83/99*z + 1
*
10/17 | 0.20584440099666067925162919429305894307 | 0.028291400719743810006407004222099055157
f(z) = -289/96*z^3 + 89/120*z + 1
*
-30/17 | 0.12318221125437749822691371771558228956 | 0.017954853517600539335977331438680983760
f(z) = -289/81*z^3 + 106/9*z + 1
*
[ -18/17 ] 
f(z) = -289/81*z^3 + 107/18*z + 1
*
-30/17 | 0.19898277787612255580392334212635007485 | 0.028662962579447230899803980894845741098
f(z) = -289/81*z^3 + 115/9*z + 1
*
[ -2/17 ] 
f(z) = -289/88*z^3 + 105/11*z + 1
*
-28/17 | 0.19294142588876612423084614096655885395 | 0.028574303921611201539139077453414819646
f(z) = -289/96*z^3 + 107/12*z + 1
*
[ 20/17 ] 
f(z) = -289/80*z^3 + 103/20*z + 1
*
[ -4/17 ] 
f(z) = -289/80*z^3 + 109/20*z + 1
*
-18/17 | 0.17521839609923203528890880193446242033 | 0.028744002440470524467813205601990285079
f(z) = -289/80*z^3 + 111/20*z + 1
*
-4/17 | 0.11104763573918818702568397874509055270 | 0.018011372199691948923949655936150460585
f(z) = -289/80*z^3 + 119/20*z + 1
*
-6/17 | 0.20104633394483811556215622196249138366 | 0.029718429507188937969427647078768906774
f(z) = -289/88*z^3 + 107/33*z + 1
*
-15/17 | 0.16060784358523730996994521054931666621 | 0.028012957162065299807893527991076239176
f(z) = -289/90*z^3 + 103/30*z + 1
*
[ -6/17 ] 
f(z) = -289/96*z^3 + 101/24*z + 1
*
[ 15/17 ] 
f(z) = -289/81*z^3 + 119/45*z + 1
*
18/17 | 0.15519274341485044450556581204379092954 | 0.027388114583822025725096725229539204115
f(z) = -289/84*z^3 + 113/42*z + 1
*
-4/9 | 0.17037384443959649096166308087494221492 | 0.025083216297239026806073334172035260718
f(z) = -297/80*z^3 + 119/60*z + 1
*
[ 4/5 ] 
f(z) = -295/96*z^3 + 103/60*z + 1
*
12/17 | 0.13632199782151821199885244597401163342 | 0.020150955270089717817894375684410283274
f(z) = -289/80*z^3 + 113/60*z + 1
*
[ 3/4 ] 
f(z) = -286/81*z^3 + 119/72*z + 1
*
[ 2/3 ] 
f(z) = -299/88*z^3 + 100/99*z + 1
*
0 | 0.11915113552714527642856442711710357664 | 0.020902081389479112547048609549641906107
f(z) = -299/90*z^3 + 119/90*z + 1
*
0 | 0.12522924249444780377748121128582116005 | 0.021968332969562239760377140091365266195
f(z) = -299/93*z^3 + 113/93*z + 1
*
0 | 0.13274658326337282379949590415681464976 | 0.023287062060051880936526124751536790295
f(z) = -299/94*z^3 + 111/94*z + 1
*
0 | 0.14559006038934424809835475714197229987 | 0.025540128327723395328212031427106197768
f(z) = -299/95*z^3 + 109/95*z + 1
*
0 | 0.099582369419827918648784970973279854347 | 0.017469231672544252890308351773430570180
f(z) = -299/96*z^3 + 107/96*z + 1
*
0 | 0.14560618570738138428426181424885200927 | 0.025542957110752212271607668776952515427
f(z) = -299/97*z^3 + 105/97*z + 1
*
0 | 0.13277883391791918453379698005896768936 | 0.023292719629349979907247624325220569782
f(z) = -299/98*z^3 + 103/98*z + 1
*
0 | 0.13205917585990522039556261447884500066 | 0.023166473654146702239564848276026149804
f(z) = -299/99*z^3 + 101/99*z + 1
*
0 | 0.14549817905574757849346441871236921933 | 0.025539019045481052969468722788820704162
f(z) = -298/91*z^3 + 116/91*z + 1
*
0 | 0.12517075822977702540914571123821017139 | 0.021970985472902382274731527935342375559
f(z) = -298/93*z^3 + 112/93*z + 1
*
0 | 0.14553059342986992370440671675372042219 | 0.025544708679010698307789087374622111604
f(z) = -298/95*z^3 + 108/95*z + 1
*
0 | 0.14554676954316061901925569161118171536 | 0.025547548041455603128582648406746731910
f(z) = -298/97*z^3 + 104/97*z + 1
*
0 | 0.13199981036525312450109364882518848698 | 0.023169676024786767405279753839888287964
f(z) = -298/99*z^3 + 100/99*z + 1
*
0 | 0.14542212782315548112468583906172770093 | 0.025540739233604940530152426430878724621
f(z) = -297/89*z^3 + 119/89*z + 1
*
0 | 0.14543841773591748213886838527612172585 | 0.025543600259091367174924241768724381237
f(z) = -297/91*z^3 + 115/91*z + 1
*
0 | 0.11977574130390651946339325732713452358 | 0.021036420116716876902438999010635031545
f(z) = -297/92*z^3 + 113/92*z + 1
*
0 | 0.13262740654987822221135715994364111345 | 0.023293580259251120083098402950584390251
f(z) = -297/94*z^3 + 109/94*z + 1
*
0 | 0.14547093472702573976798738294592524037 | 0.025549311274347363293818797835871919576
f(z) = -297/95*z^3 + 107/95*z + 1
*
0 | 0.14548716195716442226440017995702210880 | 0.025552161290776498441397307018985721472
f(z) = -297/97*z^3 + 103/97*z + 1
*
0 | 0.13265986102896920643533331485989652738 | 0.023299280295413658786482079257317707349
f(z) = -297/98*z^3 + 101/98*z + 1
*
0 | 0.14536212103578020875701776940856820811 | 0.025545331925441133823768990683579653541
f(z) = -296/89*z^3 + 118/89*z + 1
*
0 | 0.14537846277830936329616819895491222337 | 0.025548203755008374356301923539540688557
f(z) = -296/91*z^3 + 114/91*z + 1
*
0 | 0.12505114502458839230847910453258927120 | 0.021975965846861043064690986968096594319
f(z) = -296/93*z^3 + 110/93*z + 1
*
0 | 0.14541108303928926355415655222050695674 | 0.025553936303407423624203953752402486407
f(z) = -296/95*z^3 + 106/95*z + 1
*
0 | 0.14542736171093975940644305485632855601 | 0.025556797049161916482284010498168634755
f(z) = -296/97*z^3 + 102/97*z + 1
*
0 | 0.11391668121643238175740212373614251675 | 0.020031154362122999567852277270793258817
f(z) = -295/88*z^3 + 119/88*z + 1
*
0 | 0.14530191901934414492343964456790359802 | 0.025549947013109892293886334143353204135
f(z) = -295/89*z^3 + 117/89*z + 1
*
0 | 0.14531831292303265312553170735769062189 | 0.025552829723630209976779929185726128568
f(z) = -295/91*z^3 + 113/91*z + 1
*
0 | 0.11965568838834786158894332122446232665 | 0.021040303657190307205130837385740670321
f(z) = -295/92*z^3 + 111/92*z + 1
*
0 | 0.12499104719913272803124528389550529015 | 0.021978475264499459246176325818539647515
f(z) = -295/93*z^3 + 109/93*z + 1
*
0 | 0.13250745723358782196890314753995266900 | 0.023300163783173243697204123463844581235
f(z) = -295/94*z^3 + 107/94*z + 1
*
0 | 0.099343448768856244944212650888184481928 | 0.017468591394212482898237391052966141462
f(z) = -295/96*z^3 + 103/96*z + 1
*
0 | 0.14536736755396622473044229188448731063 | 0.025561455509370407651008780354954990491
f(z) = -295/97*z^3 + 101/97*z + 1
*
[ 5/7 ] 
f(z) = -294/85*z^3 + 116/85*z + 1
*
0 | 0.14524152049841788947965151743872814379 | 0.025554584688520484271108680410043218426
f(z) = -294/89*z^3 + 116/89*z + 1
*
0 | 0.14529079568235852117769476355461366855 | 0.025563254432934699583209512658878107942
f(z) = -294/95*z^3 + 104/95*z + 1
*
[ 5/7 ] 
f(z) = -294/95*z^3 + 112/95*z + 1
*
0 | 0.14530717822349863603059831766245287330 | 0.025566136866508388287921440370810110526
f(z) = -294/97*z^3 + 100/97*z + 1
*
0 | 0.12482076497860738827476681621817600170 | 0.021974819001179465269292324644453862731
f(z) = -293/87*z^3 + 119/87*z + 1
*
0 | 0.11664809115027260517078350159899207048 | 0.020536011698851898529750305597585804753
f(z) = -293/88*z^3 + 117/88*z + 1
*
0 | 0.14518092418502374749179160771915070210 | 0.025559245145922909758409203341972455145
f(z) = -293/89*z^3 + 115/89*z + 1
*
0 | 0.11879065505891134917144995237467794845 | 0.020913212191885772494627062578350613597
f(z) = -293/90*z^3 + 113/90*z + 1
*
0 | 0.14519742341802359951126962529367190097 | 0.025562149852194275541823095861945986199
f(z) = -293/91*z^3 + 111/91*z + 1
*
0 | 0.11953485144800933035381228481061867486 | 0.021044228701475040344904462904796959800
f(z) = -293/92*z^3 + 109/92*z + 1
*
0 | 0.12486922914063059868953782496090009788 | 0.021983351164787711138660830315347051728
f(z) = -293/93*z^3 + 107/93*z + 1
*
0 | 0.13238672522353242295727906397452253263 | 0.023306813777696352825050608622678509917
f(z) = -293/94*z^3 + 105/94*z + 1
*
0 | 0.14523035746895150978196175804147759542 | 0.025567947924399973774191713097329420498
f(z) = -293/95*z^3 + 103/95*z + 1
*
0 | 0.099221787808460938092945487306960238884 | 0.017468093777810547656942474899165751183
f(z) = -293/96*z^3 + 101/96*z + 1
*
0 | 0.12475888264514518274627512137337657091 | 0.021977152258266830139338648543794757022
f(z) = -292/87*z^3 + 118/87*z + 1
*
0 | 0.14512012877847047089997732225774225933 | 0.025563928581944892218551609709601197947
f(z) = -292/89*z^3 + 114/89*z + 1
*
0 | 0.14513668118613409665226756761885987865 | 0.025566844404656282634118655916467940259
f(z) = -292/91*z^3 + 110/91*z + 1
*
0 | 0.12480853994832855437071734058320509721 | 0.021985899740527471752876669931929127434
f(z) = -292/93*z^3 + 106/93*z + 1
*
0 | 0.14516972118190282549056147557634065662 | 0.025572664631659174132357395773395595506
f(z) = -292/95*z^3 + 102/95*z + 1
*
0 | 0.13219877632023786921319682434110153901 | 0.023301823304376457800270379060965225931
f(z) = -291/86*z^3 + 119/86*z + 1
*
0 | 0.10658372989450010906274864037246941100 | 0.018786824736613110974301557143891260873
f(z) = -291/88*z^3 + 115/88*z + 1
*
0 | 0.14505913296518526900562227154080791223 | 0.025568635195629588207079547861334225697
f(z) = -291/89*z^3 + 113/89*z + 1
*
0 | 0.14507573889192978668077423157546620224 | 0.025571562214937761134651542570478667136
f(z) = -291/91*z^3 + 109/91*z + 1
*
0 | 0.11941322016690792023509092328194733588 | 0.021048196012007420869588747464256017827
f(z) = -291/92*z^3 + 107/92*z + 1
*
0 | 0.13226520022959135373985796178999355122 | 0.023313531417280554839616952920465105118
f(z) = -291/94*z^3 + 103/94*z + 1
*
0 | 0.14510888551755038198943516410904363956 | 0.025577404756259599292576547865011031455
f(z) = -291/95*z^3 + 101/95*z + 1
*
3/5 | 0.10095066356901240680380846223535710366 | 0.012662413783481277908022576796089844078
f(z) = -290/81*z^3 + 101/90*z + 1
*
0 | 0.14499793541854303340736647465276224604 | 0.025573365188474031370198760627394689264
f(z) = -290/89*z^3 + 112/89*z + 1
*
0 | 0.14501459521214828123697464570716582321 | 0.025576303485385651548942430840988930836
f(z) = -290/91*z^3 + 108/91*z + 1
*
0 | 0.12468759470270393994010335215252814839 | 0.021991219285987875277082029846982807585
f(z) = -290/93*z^3 + 104/93*z + 1
*
0 | 0.13207601550436892207365206404743563040 | 0.023308519243962076810164013527271103078
f(z) = -289/86*z^3 + 117/86*z + 1
*
0 | 0.12457616026253958002245087942151019157 | 0.021984959326110629024859643635875102947
f(z) = -289/87*z^3 + 115/87*z + 1
*
0 | 0.14493653479869272174261041140303376652 | 0.025578118764468327766781027464519893239
f(z) = -289/89*z^3 + 111/89*z + 1
*
0 | 0.11854637313060106681792195563251492191 | 0.020920834179201312598313030580104328137
f(z) = -289/90*z^3 + 109/90*z + 1
*
0 | 0.14495324881034525199118127180471259991 | 0.025581068420851881530731344292613428241
f(z) = -289/91*z^3 + 107/91*z + 1
*
0 | 0.11929078402395448158682126230095058849 | 0.021052206370941675287631290354748752634
f(z) = -289/92*z^3 + 105/92*z + 1
*
0 | 0.12462630237999060700882815704135654845 | 0.021993808309819572066605507318848273711
f(z) = -289/93*z^3 + 103/93*z + 1
*
0 | 0.13214287175721342124362416348800621662 | 0.023320317905892135230240462393220490093
f(z) = -289/94*z^3 + 101/94*z + 1
*
0 | 0.14484132569107712113358708111459134066 | 0.025576962120632711396685887802761866725
f(z) = -288/85*z^3 + 118/85*z + 1
*
0 | 0.14487492975238084328988311203585479065 | 0.025582896130135619926935115524208105470
f(z) = -288/89*z^3 + 110/89*z + 1
*
0 | 0.14489169833671863932270117563467679341 | 0.025585857228733538004497915887952586136
f(z) = -288/91*z^3 + 106/91*z + 1
*
0 | 0.14477940456175126778335267608437835154 | 0.025581740350485196782066463386679020052
f(z) = -287/85*z^3 + 117/85*z + 1
*
0 | 0.13195243483113788160327407563687610972 | 0.023315283943060699194801963896956176270
f(z) = -287/86*z^3 + 115/86*z + 1
*
0 | 0.12445263458961792298173945108639754172 | 0.021990109668171078701620212431025884738
f(z) = -287/87*z^3 + 113/87*z + 1
*
0 | 0.11342766589109685139252958017894024758 | 0.020042057129403397503177711681473012996
f(z) = -287/88*z^3 + 111/88*z + 1
*
0 | 0.14481311891277198815057564657444610073 | 0.025587697494572837526569591071275259359
f(z) = -287/89*z^3 + 109/89*z + 1
*
0 | 0.11842301203177074280187814908835921206 | 0.020924707864971335192820473120395307147
f(z) = -287/90*z^3 + 107/90*z + 1
*
0 | 0.11916753228747621569367781777355991878 | 0.021056260580806761256070054103158864306
f(z) = -287/92*z^3 + 103/92*z + 1
*
0 | 0.12450310521916821003282137379344157283 | 0.021999027556349920312305231911691458016
f(z) = -287/93*z^3 + 101/93*z + 1
*
0 | 0.14471727553104898315017733058069780323 | 0.025586542620908036626955091553021477516
f(z) = -286/85*z^3 + 116/85*z + 1
*
0 | 0.12438952752339750588761585586031029252 | 0.021992522564378833376149168078917278110
f(z) = -286/87*z^3 + 112/87*z + 1
*
0 | 0.14475110089926634035587525052573442735 | 0.025592523069492253038583803435986376168
f(z) = -286/89*z^3 + 108/89*z + 1
*
0 | 0.12444119764766970030254021467262433441 | 0.022001658030977874416658833502920410985
f(z) = -286/93*z^3 + 100/93*z + 1
*
0 | 0.14463793436955595496349913400897928417 | 0.025588361119637141576819773109227563318
f(z) = -285/83*z^3 + 119/83*z + 1
*
0 | 0.13182802326793453225218882598115477912 | 0.023322118639007997678691278156162529015
f(z) = -285/86*z^3 + 113/86*z + 1
*
0 | 0.11615582324540971471581206135001417139 | 0.020549499440154449067353094511150619476
f(z) = -285/88*z^3 + 109/88*z + 1
*
0 | 0.14468887431731411383494716944890703666 | 0.025597373069263861217252678167300057778
f(z) = -285/89*z^3 + 107/89*z + 1
*
0 | 0.14470580878273626305625129123388867296 | 0.025600368999885234713268253948182066437
f(z) = -285/91*z^3 + 103/91*z + 1
*
0 | 0.11904345400955496762618978981158391410 | 0.021060359465190005189538715836294965131
f(z) = -285/92*z^3 + 101/92*z + 1
*
0 | 0.14457532884756138774418945165750156532 | 0.025593200243487392812892238087947746466
f(z) = -284/83*z^3 + 118/83*z + 1
*
0 | 0.14459238814414777732757931875262439161 | 0.025596220136279812865424805771310758743
f(z) = -284/85*z^3 + 114/85*z + 1
*
0 | 0.12426475240614398370407689631130774305 | 0.021997755197161834303314302470008906223
f(z) = -284/87*z^3 + 110/87*z + 1
*
0 | 0.14462643775822684873239925884708804898 | 0.025602247710958601783522573210327547492
f(z) = -284/89*z^3 + 106/89*z + 1
*
0 | 0.14464342825032096931699792659107553157 | 0.025605255423753491630412516346750108549
f(z) = -284/91*z^3 + 102/91*z + 1
*
0 | 0.13166853725067063481503225142457753808 | 0.023322960898921449698422126703075794971
f(z) = -283/82*z^3 + 119/82*z + 1
*
0 | 0.14451251079904280690158173653552775351 | 0.025598063965382680499058627949057669974
f(z) = -283/83*z^3 + 117/83*z + 1
*
0 | 0.098505586240119631952997337850043655746 | 0.017448678204951678891194078844294855524
f(z) = -283/84*z^3 + 115/84*z + 1
*
0 | 0.14452962694148405030397695210124046941 | 0.025601095814366750962994552689218636643
f(z) = -283/85*z^3 + 113/85*z + 1
*
0 | 0.13170276955778804730993365169524304092 | 0.023329024600828149626714867008629639746
f(z) = -283/86*z^3 + 111/86*z + 1
*
0 | 0.12420204789962210047952363327684144803 | 0.022000392555542732657257880691139833692
f(z) = -283/87*z^3 + 109/87*z + 1
*
0 | 0.10937494815967994021305602680429717278 | 0.019374010621787954378987229813666510644
f(z) = -283/88*z^3 + 107/88*z + 1
*
0 | 0.14456378979898550407565805355165194807 | 0.025607147214392445205832949406505288516
f(z) = -283/89*z^3 + 105/89*z + 1
*
0 | 0.11817379467882674534641522869154716802 | 0.020932584580356228858394604146244779187
f(z) = -283/90*z^3 + 103/90*z + 1
*
0 | 0.14458083669034382084102968995935269124 | 0.025610166796662439314404733968891178185
f(z) = -283/91*z^3 + 101/91*z + 1
*
0 | 0.14444947877513625511179023916272622131 | 0.025602952505050349488168579931716422496
f(z) = -282/83*z^3 + 116/83*z + 1
*
0 | 0.14446665214412393776519956049101041982 | 0.025605996399388160184290467784511208457
f(z) = -282/85*z^3 + 112/85*z + 1
*
0 | 0.14450092900204528126487406877669261139 | 0.025612071802171362014265529869894710516
f(z) = -282/89*z^3 + 104/89*z + 1
*
0 | 0.14451803266899576364606870016861100963 | 0.025615103342169350398773086863976941361
f(z) = -282/91*z^3 + 100/91*z + 1
*
0 | 0.13080586209065394892224581953931178098 | 0.023199296561120831106326905733882084222
f(z) = -281/81*z^3 + 119/81*z + 1
*
0 | 0.13154220023042786918378430676447395893 | 0.023329891066602858437514585751122464861
f(z) = -281/82*z^3 + 117/82*z + 1
*
0 | 0.14438623131210107790715425772727462471 | 0.025607866085012070929705392242031210604
f(z) = -281/83*z^3 + 115/83*z + 1
*
0 | 0.098380397826501864985389462301431728840 | 0.017448423094343398366638557946582370563
f(z) = -281/84*z^3 + 113/84*z + 1
*
0 | 0.14440346229216978562894768150424463280 | 0.025610922114843330873239675295536634576
f(z) = -281/85*z^3 + 111/85*z + 1
*
0 | 0.13157666221323790233353868169469256321 | 0.023336003130286519071454016834774372028
f(z) = -281/86*z^3 + 109/86*z + 1
*
0 | 0.12407703140051422872487169748518951651 | 0.022005893328305959218324078324116497315
f(z) = -281/87*z^3 + 107/87*z + 1
*
0 | 0.11590468944170632598815021317454213580 | 0.020556473694728069251049221167568356939
f(z) = -281/88*z^3 + 105/88*z + 1
*
0 | 0.14443785391513711128810668374841904274 | 0.025617021699737196645863310532585681076
f(z) = -281/89*z^3 + 103/89*z + 1
*
0 | 0.11804791579806808826961448169310648929 | 0.020936589257166608770005700277016738239
f(z) = -281/90*z^3 + 101/90*z + 1
*
-2 | 0.11895646140339893257275929785693893774 | 0.016960064863999860978880832683685358125
f(z) = -289/88*z^3 + 139/11*z + 1
*
-2 | 0.11882998573287192628725805960442376780 | 0.016959491156077314914350694082396280043
f(z) = -287/88*z^3 + 138/11*z + 1
*
-2 | 0.11870262628649209697121836995649772614 | 0.016958917230317486859723407101320207862
f(z) = -285/88*z^3 + 137/11*z + 1
*
-2 | 0.11857437043349965516416959326320384744 | 0.016958343132765106076523469407547408814
f(z) = -283/88*z^3 + 136/11*z + 1
*
-2 | 0.11844520526634020357577656744040439101 | 0.016957768911126613463061253993342162205
f(z) = -281/88*z^3 + 135/11*z + 1
*
-4/3 | 0.17061273099822438956398048056864377805 | 0.027383554936117202259936899191804580835
f(z) = -297/80*z^3 + 127/20*z + 1
*
[ 4/3 ] 
f(z) = -297/80*z^3 + 137/20*z + 1
*
[ -2/3 ] 
f(z) = -291/88*z^3 + 131/33*z + 1
*
[ -20/17 ] 
f(z) = -289/80*z^3 + 137/20*z + 1
*
-3/34 | 0.17289921684052869983280755638678843011 | 0.024515249594246818893434566708907250284
f(z) = -289/81*z^3 + 121/36*z + 1
*
-9/34 | 0.080653764870839526739725823106867783298 | 0.011379601570505292491985136289244564236
f(z) = -289/81*z^3 + 133/36*z + 1
*
[ -6/17 ] 
f(z) = -289/90*z^3 + 127/30*z + 1
*
-15/17 | 0.15260105181505315319127297544496686789 | 0.025480386529906989195498373902234227544
f(z) = -289/90*z^3 + 133/30*z + 1
*
[ -15/17 ] 
f(z) = -289/90*z^3 + 139/30*z + 1
*
-8/17 | 0.12576036116449802589640825691901386153 | 0.019896372610097190437135521956291465323
f(z) = -289/96*z^3 + 139/24*z + 1
*
[ -2/3 ] 
f(z) = -285/88*z^3 + 130/33*z + 1
*
[ 16/17 ] 
f(z) = -289/96*z^3 + 125/48*z + 1
*
-16/17 | 0.15324836665768385862288035883097869707 | 0.027044974742050899658968431442818580885
f(z) = -289/96*z^3 + 131/48*z + 1
*
[ 3/4 ] 
f(z) = -298/81*z^3 + 125/72*z + 1
*
-4/5 | 0.18200173112400258389123139826006750825 | 0.024943999800957809258375567132541428472
f(z) = -295/96*z^3 + 133/60*z + 1
*
-2/3 | 0.18825336870941796903492774947437355049 | 0.027799049054311005792583104368103029020
f(z) = -291/80*z^3 + 127/60*z + 1
*
[ 3/4 ] 
f(z) = -290/81*z^3 + 121/72*z + 1
*
-12/17 | 0.15052765549632484919542771411558446278 | 0.022250818659430758909027616191303945621
f(z) = -289/80*z^3 + 133/60*z + 1
*
0 | 0.11979634204076666616080295261052408044 | 0.021015266706606567913427158000490282149
f(z) = -299/80*z^3 + 139/80*z + 1
*
0 | 0.13191348849193843432031762066019774341 | 0.023140916455642563792463539851038404619
f(z) = -299/81*z^3 + 137/81*z + 1
*
0 | 0.13264933446114217808144577892174100816 | 0.023270002194275014547387139407453328201
f(z) = -299/82*z^3 + 135/82*z + 1
*
0 | 0.14549287401148518901195516788049169143 | 0.025523079412738477485797965713410404246
f(z) = -299/83*z^3 + 133/83*z + 1
*
0 | 0.099486549632002995224722547805797867459 | 0.017452422491540829894896175485026393001
f(z) = -299/84*z^3 + 131/84*z + 1
*
0 | 0.14550912383944938357027840170667864042 | 0.025525930037914393222865983080313312924
f(z) = -299/85*z^3 + 129/85*z + 1
*
0 | 0.13268183413617860875537841926216405493 | 0.023275703447978873159635954331166887948
f(z) = -299/86*z^3 + 127/86*z + 1
*
0 | 0.12518171433122680452214766351321076983 | 0.021959995344146060264365979157526128339
f(z) = -299/87*z^3 + 125/87*z + 1
*
0 | 0.10940233058875388301919053064278844130 | 0.019191897819923542471886471002873645540
f(z) = -299/88*z^3 + 123/88*z + 1
*
0 | 0.14554156075067263379582075934679165855 | 0.025531620281279780382482722846278162108
f(z) = -299/89*z^3 + 121/89*z + 1
*
0 | 0.13185366238883278256446497899561018587 | 0.023144022948043947609207313516674730881
f(z) = -298/81*z^3 + 136/81*z + 1
*
0 | 0.14543309960272697051329725828316253178 | 0.025527595772688573712044861406267683842
f(z) = -298/83*z^3 + 132/83*z + 1
*
0 | 0.14544940099449205705394090574156240102 | 0.025530457125026164684207124937018513644
f(z) = -298/85*z^3 + 128/85*z + 1
*
0 | 0.12512204292023421603905557025127131907 | 0.021962434567136450859882176168178455869
f(z) = -298/87*z^3 + 124/87*z + 1
*
0 | 0.14548194064451364768165600424965992494 | 0.025536168747996485720649888378204513354
f(z) = -298/89*z^3 + 120/89*z + 1
*
0 | 0.11967644384868114011330423616653934527 | 0.021018980333319152820285602523504107514
f(z) = -297/80*z^3 + 137/80*z + 1
*
0 | 0.13252954011940284948989812691020403131 | 0.023276391809199454593392450112958449109
f(z) = -297/82*z^3 + 133/82*z + 1
*
0 | 0.14537313149619185484154091271742235038 | 0.025532133924157782479715739479535001213
f(z) = -297/83*z^3 + 131/83*z + 1
*
0 | 0.14538948478049244241230792718023442392 | 0.025535006079696877861833667037383771269
f(z) = -297/85*z^3 + 127/85*z + 1
*
0 | 0.13256224670746946542723126996017979934 | 0.023282136123696394311963972932281587445
f(z) = -297/86*z^3 + 125/86*z + 1
*
0 | 0.13173342683600506066171831783961184472 | 0.023150282138310584764989096557415087627
f(z) = -296/81*z^3 + 134/81*z + 1
*
0 | 0.14531296843163270171272759810120194836 | 0.025536694052114843977784612337591555051
f(z) = -296/83*z^3 + 130/83*z + 1
*
0 | 0.14532937394036155306997750270081028268 | 0.025539577087687646841297337273454617336
f(z) = -296/85*z^3 + 126/85*z + 1
*
0 | 0.12500211971974518636129622826683513424 | 0.021967350344582720032709068126598258671
f(z) = -296/87*z^3 + 122/87*z + 1
*
0 | 0.13167301484705401278513716619132122048 | 0.023153435103295358207486241683373472461
f(z) = -295/81*z^3 + 133/81*z + 1
*
0 | 0.13240896526756314370372264699108729867 | 0.023282844916842149124574342808118105304
f(z) = -295/82*z^3 + 131/82*z + 1
*
0 | 0.14525260913645539252451586397738485663 | 0.025541276343764757552356006303337373088
f(z) = -295/83*z^3 + 129/83*z + 1
*
0 | 0.099246388943130246827594261317287416104 | 0.017451524355998962917111645060068716987
f(z) = -295/84*z^3 + 127/84*z + 1
*
0 | 0.13244188142389229775748140068717708427 | 0.023288632906813383875959534507097340710
f(z) = -295/86*z^3 + 123/86*z + 1
*
0 | 0.12494186541009089356795156415396891191 | 0.021969827119227120975808265484128558818
f(z) = -295/87*z^3 + 121/87*z + 1
*
0 | 0.14519205232555691897016190161113616848 | 0.025545880988583827302857282510536737625
f(z) = -294/83*z^3 + 128/83*z + 1
*
0 | 0.14520856329165706822369374828702043506 | 0.025548786017944905569484831197318384179
f(z) = -294/85*z^3 + 124/85*z + 1
*
0 | 0.11943429165910421459310575898409885780 | 0.021026525051282178114739718920911343515
f(z) = -293/80*z^3 + 133/80*z + 1
*
0 | 0.13155159600211803608947990261617539211 | 0.023159788453133389787530010460024206324
f(z) = -293/81*z^3 + 131/81*z + 1
*
0 | 0.13228759966158281041262922981910348446 | 0.023289362624576066599523245034705945382
f(z) = -293/82*z^3 + 129/82*z + 1
*
0 | 0.14513129670116080745104815543006131676 | 0.025550508178355382282899525421958716292
f(z) = -293/83*z^3 + 127/83*z + 1
*
0 | 0.099125129610440410610052622608573857590 | 0.017451077006547807135450759923714302024
f(z) = -293/84*z^3 + 125/84*z + 1
*
0 | 0.14514786090672614878401848149834710422 | 0.025553424323111097322163328790467226811
f(z) = -293/85*z^3 + 123/85*z + 1
*
0 | 0.13232072809292091520102079124778980401 | 0.023295194917645033308253314643050630829
f(z) = -293/86*z^3 + 121/86*z + 1
*
0 | 0.13149058653110037682950267318970755222 | 0.023162989115110151754736383218198520045
f(z) = -292/81*z^3 + 130/81*z + 1
*
0 | 0.14507034095264982648088018787794083047 | 0.025555158107206186708489384077947288459
f(z) = -292/83*z^3 + 126/83*z + 1
*
0 | 0.14508695874261879096758676641576538749 | 0.025558085447469265310597840282599376002
f(z) = -292/85*z^3 + 122/85*z + 1
*
0 | 0.11931201691783055999111226017348965185 | 0.021030357569826103672898173066648587615
f(z) = -291/80*z^3 + 131/80*z + 1
*
0 | 0.13216543285428712703176612539989490347 | 0.023295946067282692475215972398619028378
f(z) = -291/82*z^3 + 127/82*z + 1
*
0 | 0.14500918375639592304892019330452159570 | 0.025559830971643555983296310511317382757
f(z) = -291/83*z^3 + 125/83*z + 1
*
0 | 0.14502585547907500375309721182701236617 | 0.025562769588375578130802715899879959040
f(z) = -291/85*z^3 + 121/85*z + 1
*
0 | 0.13136796085672899350835597100280050822 | 0.023169439118956315491160092445729118759
f(z) = -290/81*z^3 + 128/81*z + 1
*
-3/5 | 0.11665520899055858432374140150967161533 | 0.014632261681243239321028203117073528163
f(z) = -290/81*z^3 + 131/90*z + 1
*
0 | 0.14494782377558733265123471400589173265 | 0.025564526970593194769925674874469144331
f(z) = -290/83*z^3 + 124/83*z + 1
*
0 | 0.11918892890459321391151201965824092372 | 0.021034231176878907474159249963374111759
f(z) = -289/80*z^3 + 129/80*z + 1
*
0 | 0.13130634195948942471561715066691833480 | 0.023172688748441117968816372177336319770
f(z) = -289/81*z^3 + 127/81*z + 1
*
0 | 0.13204245418995723374338221865083067922 | 0.023302596408238798779984512124306254965
f(z) = -289/82*z^3 + 125/82*z + 1
*
0 | 0.14488625966005280640692283595363734632 | 0.025569246305437773768029666439945282374
f(z) = -289/83*z^3 + 123/83*z + 1
*
0 | 0.14482449004608289734964512792004605363 | 0.025573989180056262305031478129804264666
f(z) = -288/83*z^3 + 122/83*z + 1
*
0 | 0.11906501672149273976748621069358945106 | 0.021038146632909194413199112379808918822
f(z) = -287/80*z^3 + 127/80*z + 1
*
0 | 0.13118248520857416135075893505392669979 | 0.023179237995178808575818203008981675273
f(z) = -287/81*z^3 + 125/81*z + 1
*
0 | 0.14476251355624824662244440288696296533 | 0.025578755800864034303686758213146038034
f(z) = -287/83*z^3 + 121/83*z + 1
*
0 | 0.13112024457895517113010690677108403317 | 0.023182537911056294013938515398808582898
f(z) = -286/81*z^3 + 124/81*z + 1
*
0 | 0.14470032879921480890475319677782537125 | 0.025583546376853765663119065788356371959
f(z) = -286/83*z^3 + 120/83*z + 1
*
0 | 0.13179401759086363164073923334669720261 | 0.023316102585551477060367153565901622070
f(z) = -285/82*z^3 + 121/82*z + 1
*
0 | 0.13099513176576083617050814870456211585 | 0.023189189088672667942677007402325575387
f(z) = -284/81*z^3 + 122/81*z + 1
*
0 | 0.11881467514479251117466774130775200960 | 0.021046106233749746631054609945984409949
f(z) = -283/80*z^3 + 123/80*z + 1
*
0 | 0.13093225672081587986944989917649100710 | 0.023192540660594148372417831208030580845
f(z) = -283/81*z^3 + 121/81*z + 1
*
0 | 0.11868822282787223732025377502161669565 | 0.021050152001505252991899075277263240142
f(z) = -281/80*z^3 + 121/80*z + 1
*
[ 2/3 ] 
f(z) = -291/92*z^3 + 125/138*z + 1
*
[ 12/17 ] 
f(z) = -289/99*z^3 + 137/132*z + 1
*
[ 2/3 ] 
f(z) = -285/92*z^3 + 121/138*z + 1
*
-2 | 0.11957600679890094188526061407246043909 | 0.016962928634538948819280914026776769330
f(z) = -299/88*z^3 + 144/11*z + 1
*
[ 2 ] 
f(z) = -299/88*z^3 + 155/11*z + 1
*
[ 3/2 ] 
f(z) = -298/81*z^3 + 155/18*z + 1
*
-2 | 0.11933070808077732017717229004104290438 | 0.016961784244168190471029548016196103753
f(z) = -295/88*z^3 + 142/11*z + 1
*
[ 2 ] 
f(z) = -295/88*z^3 + 153/11*z + 1
*
-2 | 0.11920681060345513161586129036425934195 | 0.016961211450160284763585673895681359374
f(z) = -293/88*z^3 + 141/11*z + 1
*
[ 2 ] 
f(z) = -293/88*z^3 + 152/11*z + 1
*
-2 | 0.11908206566000204903335198761892020204 | 0.016960638309651476235494518487671097074
f(z) = -291/88*z^3 + 140/11*z + 1
*
[ 2 ] 
f(z) = -291/88*z^3 + 151/11*z + 1
*
[ 3/2 ] 
f(z) = -290/81*z^3 + 151/18*z + 1
*
[ 2 ] 
f(z) = -289/88*z^3 + 150/11*z + 1
*
36/17 | 0.14673573830415850989940762064849978863 | 0.020600657760034262786833771914237896797
f(z) = -289/96*z^3 + 155/12*z + 1
*
[ 2 ] 
f(z) = -287/88*z^3 + 149/11*z + 1
*
[ 3/2 ] 
f(z) = -286/81*z^3 + 149/18*z + 1
*
[ 2 ] 
f(z) = -285/88*z^3 + 148/11*z + 1
*
[ -2 ] 
f(z) = -285/88*z^3 + 159/11*z + 1
*
[ 2 ] 
f(z) = -283/88*z^3 + 147/11*z + 1
*
[ -2 ] 
f(z) = -283/88*z^3 + 158/11*z + 1
*
[ 2 ] 
f(z) = -281/88*z^3 + 146/11*z + 1
*
[ -2 ] 
f(z) = -281/88*z^3 + 157/11*z + 1
*
[ -3/4 ] 
f(z) = -292/81*z^3 + 157/36*z + 1
*
-2/17 | 0.18549873854382208749532670000134790248 | 0.028968000183967005250331365889569835201
f(z) = -289/80*z^3 + 151/20*z + 1
*
-6/17 | 0.10695245985550998572447588613338759422 | 0.014908430616465556592840617795202484789
f(z) = -289/81*z^3 + 145/36*z + 1
*
[ -12/17 ] 
f(z) = -289/81*z^3 + 151/36*z + 1
*
-9/34 | 0.14157632921520724499874666296643124722 | 0.019518426593865748055580137317967990094
f(z) = -289/81*z^3 + 157/36*z + 1
*
[ -6/17 ] 
f(z) = -289/88*z^3 + 140/33*z + 1
*
21/17 | 0.17656119586633677623554229865464583664 | 0.028686477116017454822530263410567643827
f(z) = -289/90*z^3 + 157/30*z + 1
*
-6/17 | 0.17864505421944067666334942720703899117 | 0.027955919585338798012551851215601544598
f(z) = -289/96*z^3 + 149/24*z + 1
*
[ 24/17 ] 
f(z) = -289/96*z^3 + 151/24*z + 1
*
-15/17 | 0.16872967433270294722713588966530828957 | 0.027558982849354456478211008345678344445
f(z) = -289/99*z^3 + 152/33*z + 1
*
[ -3/4 ] 
f(z) = -284/81*z^3 + 155/36*z + 1
*
[ -8/17 ] 
f(z) = -289/80*z^3 + 157/40*z + 1
*
-2/3 | 0.17808478650058126842123280071917359370 | 0.026218456440509561198165283489259254162
f(z) = -297/80*z^3 + 149/60*z + 1
*
[ 14/17 ] 
f(z) = -289/88*z^3 + 155/77*z + 1
*
-12/17 | 0.16286410553275869170689165390099457929 | 0.028741941702771955655505818848027436904
f(z) = -289/84*z^3 + 151/84*z + 1
*
[ 13/17 ] 
f(z) = -289/91*z^3 + 141/91*z + 1
*
-4/7 | 0.20099333497731166984001672107280002303 | 0.026427740389460174169436254918426688667
f(z) = -287/96*z^3 + 145/84*z + 1
*
[ 9/13 ] 
f(z) = -299/81*z^3 + 155/117*z + 1
*
[ 9/13 ] 
f(z) = -286/81*z^3 + 146/117*z + 1
*
[ 2/3 ] 
f(z) = -288/97*z^3 + 159/194*z + 1
*
[ -2 ] 
f(z) = -299/88*z^3 + 166/11*z + 1
*
[ -3/2 ] 
f(z) = -298/81*z^3 + 179/18*z + 1
*
[ -2 ] 
f(z) = -295/88*z^3 + 164/11*z + 1
*
[ -2 ] 
f(z) = -293/88*z^3 + 163/11*z + 1
*
[ -2 ] 
f(z) = -291/88*z^3 + 162/11*z + 1
*
[ -3/2 ] 
f(z) = -290/81*z^3 + 175/18*z + 1
*
[ -2 ] 
f(z) = -289/88*z^3 + 161/11*z + 1
*
-4/17 | 0.15018824494683376134378409045474684869 | 0.020973533979702015568711373151155985818
f(z) = -289/96*z^3 + 161/12*z + 1
*
[ -2 ] 
f(z) = -287/88*z^3 + 160/11*z + 1
*
[ -3/2 ] 
f(z) = -286/81*z^3 + 173/18*z + 1
*
[ -4/3 ] 
f(z) = -297/80*z^3 + 167/20*z + 1
*
-24/17 | 0.17315698596532111762390787059337008058 | 0.026573335679990741025294837239422037003
f(z) = -289/96*z^3 + 169/24*z + 1
*
-6/17 | 0.16811956560171270541534009918315915225 | 0.025707983157143725718014052109544815148
f(z) = -289/96*z^3 + 173/24*z + 1
*
[ -7/9 ] 
f(z) = -297/98*z^3 + 173/42*z + 1
*
[ -3/5 ] 
f(z) = -295/81*z^3 + 179/45*z + 1
*
[ -3/5 ] 
f(z) = -290/81*z^3 + 178/45*z + 1
*
[ -6/17 ] 
f(z) = -289/84*z^3 + 179/42*z + 1
*
-4/9 | 0.17727534854423158912895681051289852521 | 0.026099287283969735844583468515268178578
f(z) = -297/80*z^3 + 179/60*z + 1
*
-1/17 | 0.14065370476887062699281774357260907733 | 0.024822293221219524747765453074129832585
f(z) = -289/80*z^3 + 161/80*z + 1
*
[ 3/4 ] 
f(z) = -292/99*z^3 + 175/132*z + 1
*
[ 12/17 ] 
f(z) = -289/88*z^3 + 161/132*z + 1
*
[ 3/4 ] 
f(z) = -284/99*z^3 + 169/132*z + 1
*
[ 2/3 ] 
f(z) = -297/85*z^3 + 179/170*z + 1
*
[ 2/3 ] 
f(z) = -297/89*z^3 + 175/178*z + 1
*
[ 2/3 ] 
f(z) = -288/83*z^3 + 173/166*z + 1
*
[ 2/3 ] 
f(z) = -288/85*z^3 + 171/170*z + 1
*
[ 2/3 ] 
f(z) = -288/89*z^3 + 167/178*z + 1
*
[ 2/3 ] 
f(z) = -297/91*z^3 + 173/182*z + 1
*
[ 2/3 ] 
f(z) = -297/95*z^3 + 169/190*z + 1
*
[ 2/3 ] 
f(z) = -297/97*z^3 + 167/194*z + 1
*
[ 2/3 ] 
f(z) = -288/91*z^3 + 165/182*z + 1
*
[ 2/3 ] 
f(z) = -288/95*z^3 + 161/190*z + 1
*
[ 2/3 ] 
f(z) = -287/96*z^3 + 179/216*z + 1
*
[ 2/3 ] 
f(z) = -283/96*z^3 + 175/216*z + 1
*
[ 2/3 ] 
f(z) = -281/96*z^3 + 173/216*z + 1
*
42/17 | 0.22187050449660816040168097380600487384 | 0.029933311540844907553152205706050952944
f(z) = -289/81*z^3 + 184/9*z + 1
*
[ -2/17 ] 
f(z) = -289/80*z^3 + 191/20*z + 1
*
[ -9/34 ] 
f(z) = -289/81*z^3 + 181/36*z + 1
*
-18/17 | 0.18344722951765298949021764684306898205 | 0.024695611346716997909640145481721707372
f(z) = -289/81*z^3 + 187/36*z + 1
*
[ -24/17 ] 
f(z) = -289/96*z^3 + 185/24*z + 1
*
[ -2/3 ] 
f(z) = -297/92*z^3 + 181/46*z + 1
*
[ -14/17 ] 
f(z) = -289/84*z^3 + 191/42*z + 1
*
-10/17 | 0.14248956597777506556088669844906752019 | 0.023842235528053002642610634855850212050
f(z) = -289/84*z^3 + 197/42*z + 1
*
[ 21/17 ] 
f(z) = -289/98*z^3 + 197/42*z + 1
*
-4/5 | 0.19395934698619936253537577782287564358 | 0.026417306867191362114604918959775937132
f(z) = -295/96*z^3 + 193/60*z + 1
*
-2/3 | 0.17338261117407275977891861208891407002 | 0.025603110033225402149081821867683774157
f(z) = -291/80*z^3 + 187/60*z + 1
*
-3/17 | 0.15611502591176793014713666981487886310 | 0.027550877211432180360825446163321712875
f(z) = -289/88*z^3 + 185/88*z + 1
*
1/17 | 0.16214431919792735700141015842149456995 | 0.028614915205395510141711706144544306379
f(z) = -289/90*z^3 + 181/90*z + 1
*
[ 5/6 ] 
f(z) = -288/85*z^3 + 183/85*z + 1
*
[ 5/6 ] 
f(z) = -288/95*z^3 + 181/95*z + 1
*
[ 2/3 ] 
f(z) = -297/83*z^3 + 181/166*z + 1
*
[ 2/3 ] 
f(z) = -289/80*z^3 + 199/180*z + 1
*
[ 2/3 ] 
f(z) = -287/80*z^3 + 197/180*z + 1
*
[ 2/3 ] 
f(z) = -283/80*z^3 + 193/180*z + 1
*
[ 2/3 ] 
f(z) = -281/80*z^3 + 191/180*z + 1
*
[ 2/3 ] 
f(z) = -299/96*z^3 + 191/216*z + 1
*
[ 2/3 ] 
f(z) = -295/96*z^3 + 187/216*z + 1
*
[ 2/3 ] 
f(z) = -293/96*z^3 + 185/216*z + 1
*
[ 2/3 ] 
f(z) = -289/96*z^3 + 181/216*z + 1
*
[ -3/17 ] 
f(z) = -289/90*z^3 + 203/30*z + 1
*
-6/17 | 0.13690208812559351631077143593267071322 | 0.021131725610725901009457620651976919829
f(z) = -289/90*z^3 + 217/30*z + 1
*
30/17 | 0.16177891802626375564962799775172638198 | 0.024112621789345673718781152461794011633
f(z) = -289/96*z^3 + 205/24*z + 1
*
[ -10/17 ] 
f(z) = -289/88*z^3 + 211/55*z + 1
*
[ 9/11 ] 
f(z) = -286/81*z^3 + 212/99*z + 1
*
[ 27/34 ] 
f(z) = -289/81*z^3 + 215/108*z + 1
*
-10/17 | 0.14944272394992846694303225635224328149 | 0.020539514154606856510550809154654568569
f(z) = -289/96*z^3 + 209/120*z + 1
*
[ 2/3 ] 
f(z) = -299/80*z^3 + 209/180*z + 1
*
[ 2/3 ] 
f(z) = -293/80*z^3 + 203/180*z + 1
*
[ 7/3 ] 
f(z) = -297/98*z^3 + 239/14*z + 1
*
[ 3/2 ] 
f(z) = -296/99*z^3 + 233/33*z + 1
*
[ 3/2 ] 
f(z) = -292/99*z^3 + 230/33*z + 1
*
45/34 | 0.18314698571619167576995517153918683661 | 0.024000559272008448657176015437331480917
f(z) = -289/81*z^3 + 229/36*z + 1
*
[ -2/17 ] 
f(z) = -289/96*z^3 + 229/24*z + 1
*
[ 28/17 ] 
f(z) = -289/98*z^3 + 235/28*z + 1
*
[ -3/17 ] 
f(z) = -289/99*z^3 + 223/33*z + 1
*
[ 3/2 ] 
f(z) = -284/99*z^3 + 224/33*z + 1
*
[ 7/6 ] 
f(z) = -297/98*z^3 + 239/56*z + 1
*
[ -2/5 ] 
f(z) = -295/88*z^3 + 222/55*z + 1
*
[ -15/17 ] 
f(z) = -289/81*z^3 + 221/45*z + 1
*
[ -4/17 ] 
f(z) = -289/88*z^3 + 239/44*z + 1
*
[ -16/17 ] 
f(z) = -289/96*z^3 + 227/48*z + 1
*
[ -2/5 ] 
f(z) = -285/88*z^3 + 221/55*z + 1
*
-2/3 | 0.19711018756336896497631866581135748854 | 0.028901717682723941673835132543486030834
f(z) = -297/80*z^3 + 229/60*z + 1
*
[ -4/9 ] 
f(z) = -297/80*z^3 + 239/60*z + 1
*
-18/17 | 0.18294164599174976069070413734642865046 | 0.026756288007337869148320658821072103668
f(z) = -289/80*z^3 + 233/60*z + 1
*
-18/17 | 0.19533359548792241112209806371907603536 | 0.028462842192996846927525163385099094743
f(z) = -289/96*z^3 + 239/72*z + 1
*
18/17 | 0.12643735362611856066585833289255108596 | 0.022313419123796456103668670442255178830
f(z) = -289/90*z^3 + 229/90*z + 1
*
18/17 | 0.13695876172196511699332111880111406080 | 0.024170216833351115138439867739951037973
f(z) = -289/90*z^3 + 239/90*z + 1
*
-2/5 | 0.10985829112373356618455060813239429531 | 0.015056478721386077766222618849488523184
f(z) = -295/96*z^3 + 239/120*z + 1
*
[ 3/4 ] 
f(z) = -287/81*z^3 + 239/144*z + 1
*
[ 3/4 ] 
f(z) = -283/81*z^3 + 235/144*z + 1
*
[ 3/4 ] 
f(z) = -281/81*z^3 + 233/144*z + 1
*
7/8 | 0.16194384018659540357534401171413363927 | 0.025478460849240109611306619679988604126
f(z) = -288/91*z^3 + 233/182*z + 1
*
[ 9/14 ] 
f(z) = -287/81*z^3 + 229/252*z + 1
*
[ 2/3 ] 
f(z) = -285/94*z^3 + 239/282*z + 1
*
[ 2/3 ] 
f(z) = -285/98*z^3 + 233/294*z + 1
*
[ -7/3 ] 
f(z) = -297/98*z^3 + 251/14*z + 1
*
[ 27/17 ] 
f(z) = -289/81*z^3 + 253/27*z + 1
*
[ -4/5 ] 
f(z) = -295/96*z^3 + 253/60*z + 1
*
[ -2/3 ] 
f(z) = -291/80*z^3 + 247/60*z + 1
*
[ -6/17 ] 
f(z) = -289/80*z^3 + 257/60*z + 1
*
[ -12/17 ] 
f(z) = -289/90*z^3 + 241/60*z + 1
*
[ 18/17 ] 
f(z) = -289/96*z^3 + 247/72*z + 1
*
[ 20/17 ] 
f(z) = -289/96*z^3 + 259/60*z + 1
*
[ -3/7 ] 
f(z) = -287/81*z^3 + 251/63*z + 1
*
[ 9/10 ] 
f(z) = -290/81*z^3 + 251/90*z + 1
*
[ 16/17 ] 
f(z) = -289/80*z^3 + 251/80*z + 1
*
-11/17 | 0.15509420712315343326312895128910149332 | 0.027370725090033333456379206980767485717
f(z) = -289/88*z^3 + 257/88*z + 1
*
-10/17 | 0.13101505759916933328153855748670849818 | 0.023121283449060615011322158538736211751
f(z) = -289/90*z^3 + 253/90*z + 1
*
-5/12 | 0.15720280874027382181615826799999201214 | 0.027759827971905604078893676395471159138
f(z) = -288/85*z^3 + 254/85*z + 1
*
[ 3/4 ] 
f(z) = -299/81*z^3 + 251/144*z + 1
*
[ 3/4 ] 
f(z) = -295/81*z^3 + 247/144*z + 1
*
[ 3/4 ] 
f(z) = -293/81*z^3 + 245/144*z + 1
*
0 | 0.19201540422921173945326865565234260587 | 0.028269385670819170534026969350605926864
f(z) = -297/80*z^3 + 251/240*z + 1
*
[ 2/3 ] 
f(z) = -291/86*z^3 + 259/258*z + 1
*
[ 2/3 ] 
f(z) = -285/82*z^3 + 257/246*z + 1
*
[ 2/3 ] 
f(z) = -285/86*z^3 + 251/258*z + 1
*
[ 2/3 ] 
f(z) = -291/94*z^3 + 247/282*z + 1
*
[ 2/3 ] 
f(z) = -291/98*z^3 + 241/294*z + 1
*
[ -3/2 ] 
f(z) = -296/99*z^3 + 277/33*z + 1
*
[ -3/2 ] 
f(z) = -292/99*z^3 + 274/33*z + 1
*
-2 | 0.11892744347878621049176118793162644774 | 0.016947251780949635237821167447730986582
f(z) = -289/80*z^3 + 279/20*z + 1
*
30/17 | 0.18369554146704903156115304302459941180 | 0.027324952745073611911432287612762749699
f(z) = -289/90*z^3 + 277/30*z + 1
*
[ -28/17 ] 
f(z) = -289/98*z^3 + 269/28*z + 1
*
30/17 | 0.17697184931950579624724300058175038795 | 0.026310691100526713645277749548742216383
f(z) = -289/99*z^3 + 278/33*z + 1
*
-2 | 0.11880094212284814883609282863561007418 | 0.016946598720790071841475252194968282638
f(z) = -287/80*z^3 + 277/20*z + 1
*
-2 | 0.098512975183228895321351540564225615110 | 0.014067121857275896930187426462095354020
f(z) = -287/96*z^3 + 275/24*z + 1
*
[ -3/2 ] 
f(z) = -284/99*z^3 + 268/33*z + 1
*
-2 | 0.11854528149875826588161460732640165892 | 0.016945289315012445433082087039769873984
f(z) = -283/80*z^3 + 273/20*z + 1
*
-2 | 0.098257340301409572399511287808507930850 | 0.014060035911227453187813786006765074644
f(z) = -283/96*z^3 + 271/24*z + 1
*
-2 | 0.11841609687912000099833831083757329716 | 0.016944633036886015443977703533783952044
f(z) = -281/80*z^3 + 271/20*z + 1
*
-2 | 0.098127127478655654370510572726359083094 | 0.014056302361457563152196183026795452341
f(z) = -281/96*z^3 + 269/24*z + 1
*
[ -21/17 ] 
f(z) = -289/98*z^3 + 265/42*z + 1
*
[ -3/4 ] 
f(z) = -296/99*z^3 + 265/66*z + 1
*
[ -6/17 ] 
f(z) = -289/99*z^3 + 277/66*z + 1
*
-4/7 | 0.21123186048307625867066816185227925394 | 0.027773959626370474941605611410506387004
f(z) = -287/80*z^3 + 269/140*z + 1
*
[ 3/4 ] 
f(z) = -296/87*z^3 + 275/174*z + 1
*
[ 3/4 ] 
f(z) = -296/93*z^3 + 271/186*z + 1
*
15/17 | 0.20899649668809088761151312767560573497 | 0.023521596072026324770629265170790662364
f(z) = -289/81*z^3 + 271/225*z + 1
*
[ 2/3 ] 
f(z) = -291/82*z^3 + 265/246*z + 1
*
[ 7/10 ] 
f(z) = -285/98*z^3 + 279/280*z + 1
*
[ 3 ] 
f(z) = -293/81*z^3 + 299/9*z + 1
*
[ 3 ] 
f(z) = -292/81*z^3 + 298/9*z + 1
*
[ 3 ] 
f(z) = -290/81*z^3 + 296/9*z + 1
*
[ 3 ] 
f(z) = -289/81*z^3 + 295/9*z + 1
*
[ 3 ] 
f(z) = -287/81*z^3 + 293/9*z + 1
*
[ -3 ] 
f(z) = -287/81*z^3 + 299/9*z + 1
*
[ 3 ] 
f(z) = -286/81*z^3 + 292/9*z + 1
*
[ -3 ] 
f(z) = -286/81*z^3 + 298/9*z + 1
*
[ 3 ] 
f(z) = -284/81*z^3 + 290/9*z + 1
*
[ -3 ] 
f(z) = -284/81*z^3 + 296/9*z + 1
*
[ 3 ] 
f(z) = -283/81*z^3 + 289/9*z + 1
*
[ -3 ] 
f(z) = -283/81*z^3 + 295/9*z + 1
*
[ 3 ] 
f(z) = -281/81*z^3 + 287/9*z + 1
*
[ -3 ] 
f(z) = -281/81*z^3 + 293/9*z + 1
*
-2 | 0.11954714413726103632290011034389581537 | 0.016950499431743943511783983153858755988
f(z) = -299/80*z^3 + 289/20*z + 1
*
-2 | 0.099258994777871304952582065645459080277 | 0.014087729534823242968602739104385426138
f(z) = -299/96*z^3 + 287/24*z + 1
*
-2 | 0.11942487266236492705423403809029757612 | 0.016949852349030451732659630777356898238
f(z) = -297/80*z^3 + 287/20*z + 1
*
-2 | 0.099012672170653794971081972709167102982 | 0.014080818466871456194825087779939913976
f(z) = -295/96*z^3 + 283/24*z + 1
*
-2 | 0.11917784965799605075130122074333411862 | 0.016948554457898133623037903311843943162
f(z) = -293/80*z^3 + 283/20*z + 1
*
-2 | 0.098889809851758163505633105536754677369 | 0.014077544575258598661938148133315495728
f(z) = -293/96*z^3 + 281/24*z + 1
*
-2 | 0.11905307531818844870803575679030573949 | 0.016947903703382639026543826612567058957
f(z) = -291/80*z^3 + 281/20*z + 1
*
[ 2 ] 
f(z) = -289/80*z^3 + 299/20*z + 1
*
[ -27/17 ] 
f(z) = -289/81*z^3 + 287/27*z + 1
*
-30/17 | 0.19241009460243753701506965848128999770 | 0.028471057111790218459090487562410073600
f(z) = -289/90*z^3 + 287/30*z + 1
*
[ 2 ] 
f(z) = -287/80*z^3 + 297/20*z + 1
*
[ 3/2 ] 
f(z) = -287/81*z^3 + 299/36*z + 1
*
[ 2 ] 
f(z) = -287/96*z^3 + 299/24*z + 1
*
[ 2 ] 
f(z) = -283/80*z^3 + 293/20*z + 1
*
[ 3/2 ] 
f(z) = -283/81*z^3 + 295/36*z + 1
*
[ 2 ] 
f(z) = -283/96*z^3 + 295/24*z + 1
*
[ 2 ] 
f(z) = -281/80*z^3 + 291/20*z + 1
*
[ 3/2 ] 
f(z) = -281/81*z^3 + 293/36*z + 1
*
[ 2 ] 
f(z) = -281/96*z^3 + 293/24*z + 1
*
[ 10/9 ] 
f(z) = -297/80*z^3 + 281/60*z + 1
*
-11/17 | 0.11169303451263703886333830182477948784 | 0.019711370262136681316994596584259587448
f(z) = -289/80*z^3 + 281/80*z + 1
*
20/17 | 0.15951991855306293576566682679731388629 | 0.028050045684694360427569692087410717893
f(z) = -289/84*z^3 + 295/84*z + 1
*
[ 7/10 ] 
f(z) = -295/98*z^3 + 293/280*z + 1
*
[ 2/3 ] 
f(z) = -297/104*z^3 + 10/13*z + 1
*
-6/17 | 0.14337352051542816670012239462728515086 | 0.025302281032985170173268330236794231803
f(z) = -289/108*z^3 + 7/6*z + 1
*
[ 12/17 ] 
f(z) = -289/108*z^3 + 11/12*z + 1
*
[ 2/3 ] 
f(z) = -297/112*z^3 + 19/28*z + 1
*
[ -10/17 ] 
f(z) = -289/100*z^3 + 37/10*z + 1
*
[ -6/17 ] 
f(z) = -289/108*z^3 + 25/6*z + 1
*
[ -3/17 ] 
f(z) = -289/108*z^3 + 27/4*z + 1
*
24/17 | 0.15403413626952089166892297802930160884 | 0.022677609758207872734294350131328857823
f(z) = -289/108*z^3 + 33/8*z + 1
*
[ 6/7 ] 
f(z) = -287/108*z^3 + 25/14*z + 1
*
[ 2/3 ] 
f(z) = -291/104*z^3 + 29/39*z + 1
*
[ 15/17 ] 
f(z) = -289/108*z^3 + 39/20*z + 1
*
-6/17 | 0.12282030396017776057247366841187909176 | 0.021675089208838059084002737234861473123
f(z) = -289/112*z^3 + 23/28*z + 1
*
18/17 | 0.12538052182803306998332840052226389569 | 0.022126911496281815747128879680869143041
f(z) = -289/112*z^3 + 39/28*z + 1
*
[ 2/3 ] 
f(z) = -285/104*z^3 + 28/39*z + 1
*
[ 2/3 ] 
f(z) = -297/116*z^3 + 37/58*z + 1
*
[ -2/3 ] 
f(z) = -297/104*z^3 + 49/13*z + 1
*
[ 6/5 ] 
f(z) = -295/108*z^3 + 41/10*z + 1
*
21/17 | 0.13241150131407449853462292127780466393 | 0.022401633703229568143489104248238526747
f(z) = -289/108*z^3 + 41/12*z + 1
*
-6/17 | 0.15774071428173226788326130687179453248 | 0.023714802648084834987194974810844947852
f(z) = -289/108*z^3 + 43/6*z + 1
*
[ 24/17 ] 
f(z) = -289/108*z^3 + 45/8*z + 1
*
[ 18/17 ] 
f(z) = -289/108*z^3 + 55/18*z + 1
*
-3/5 | 0.19280588403202175121502225739954353591 | 0.026424748287924294249269067334669477458
f(z) = -295/108*z^3 + 53/20*z + 1
*
-14/17 | 0.10812016072860342524723444789467237240 | 0.019080836421201418283357740000797255043
f(z) = -289/112*z^3 + 55/28*z + 1
*
[ 2/3 ] 
f(z) = -297/100*z^3 + 41/50*z + 1
*
[ 2/3 ] 
f(z) = -291/112*z^3 + 55/84*z + 1
*
[ 2/3 ] 
f(z) = -285/112*z^3 + 53/84*z + 1
*
[ -3/5 ] 
f(z) = -295/108*z^3 + 73/20*z + 1
*
-12/17 | 0.13089907571776747906537580780887041544 | 0.023100815191411544563181982567635827193
f(z) = -289/112*z^3 + 71/28*z + 1
*
-3/7 | 0.19534345807844756418623061630075093452 | 0.025484175115859745128024083890686926041
f(z) = -287/108*z^3 + 79/28*z + 1
*
[ 3/4 ] 
f(z) = -295/108*z^3 + 77/64*z + 1
*
[ 3/4 ] 
f(z) = -289/108*z^3 + 75/64*z + 1
*
[ 3/4 ] 
f(z) = -283/108*z^3 + 73/64*z + 1
*
[ 12/17 ] 
f(z) = -289/112*z^3 + 73/84*z + 1
*
0 | 0.13287509731928085268762639354146154930 | 0.023309606631233661324999480360047925387
f(z) = -299/110*z^3 + 79/110*z + 1
*
0 | 0.12537382127056714346212465724020134651 | 0.021993695693402578143232109037562042906
f(z) = -299/111*z^3 + 77/111*z + 1
*
0 | 0.12005435969198663064695271645408598063 | 0.021060529438865575742573432113309135956
f(z) = -299/112*z^3 + 75/112*z + 1
*
0 | 0.14573445671072129964743756062970614379 | 0.025565459044450613633382129397740550897
f(z) = -299/113*z^3 + 73/113*z + 1
*
0 | 0.11256235218013785021395709267352150605 | 0.019746244433603704146741064932626581321
f(z) = -299/114*z^3 + 71/114*z + 1
*
0 | 0.12531579080774852335507464846566220775 | 0.021996442765873795473122178748240515334
f(z) = -298/111*z^3 + 76/111*z + 1
*
0 | 0.14567544243984393663460899609687722779 | 0.025570133750640137773485223265845929095
f(z) = -298/113*z^3 + 72/113*z + 1
*
[ 2/3 ] 
f(z) = -297/106*z^3 + 79/106*z + 1
*
0 | 0.14558409233673240130231681231346729662 | 0.025569185340592154493538159551733134949
f(z) = -297/109*z^3 + 79/109*z + 1
*
0 | 0.11993609232581682866078040826713064101 | 0.021064582843378624717075471856570435213
f(z) = -297/112*z^3 + 73/112*z + 1
*
0 | 0.14561623927885739116512502510916666246 | 0.025574831363506704500486534518567650199
f(z) = -297/113*z^3 + 71/113*z + 1
*
[ 2/3 ] 
f(z) = -297/118*z^3 + 73/118*z + 1
*
0 | 0.14552459807514449048707913993981564627 | 0.025573884961618983129546458407439820162
f(z) = -296/109*z^3 + 78/109*z + 1
*
0 | 0.14555684601335825754370196015694985494 | 0.025579552079570426793876313775969307366
f(z) = -296/113*z^3 + 70/113*z + 1
*
0 | 0.10622288343657824420979398902355700140 | 0.018678273912012182884103623772568811077
f(z) = -295/108*z^3 + 79/108*z + 1
*
0 | 0.14546491184476335559710515045744376054 | 0.025578607736113994439987433671489542673
f(z) = -295/109*z^3 + 77/109*z + 1
*
0 | 0.12513745847289901769591803839014246807 | 0.022004220280890829906742704227828159072
f(z) = -295/111*z^3 + 73/111*z + 1
*
0 | 0.11981706389938032370682995691848944472 | 0.021068679990991817576418951086211680796
f(z) = -295/112*z^3 + 71/112*z + 1
*
0 | 0.14549726141718201957078728184582864913 | 0.025584296097745911973414952038555717698
f(z) = -295/113*z^3 + 69/113*z + 1
*
0 | 0.14540503240142920122644075498327183871 | 0.025583353863882630315592932558736534924
f(z) = -294/109*z^3 + 76/109*z + 1
*
0 | 0.14543748425225054686577862755493263395 | 0.025589063619380007827836348263956954773
f(z) = -294/113*z^3 + 68/113*z + 1
*
0 | 0.14532864993191887409401896168744617835 | 0.025585252409621308175917778617196631584
f(z) = -293/107*z^3 + 79/107*z + 1
*
0 | 0.10610287862074739760109843474131999679 | 0.018679516614039675317239693149759741820
f(z) = -293/108*z^3 + 77/108*z + 1
*
0 | 0.14534495848883590898331451505940177186 | 0.025588123547179900259666275407783164682
f(z) = -293/109*z^3 + 75/109*z + 1
*
0 | 0.13251769820152800072946771685203503333 | 0.023329871699877742689144516137194893841
f(z) = -293/110*z^3 + 73/110*z + 1
*
0 | 0.12501760784670319729651049472224520137 | 0.022009473382594446942926516329866994079
f(z) = -293/111*z^3 + 71/111*z + 1
*
0 | 0.11969726454335290424650400715540807152 | 0.021072821687379332938815240703643423668
f(z) = -293/112*z^3 + 69/112*z + 1
*
0 | 0.14526832829622917312318076655206277330 | 0.025590034966495070453800057990736460660
f(z) = -292/107*z^3 + 78/107*z + 1
*
0 | 0.14528468883837227244504431942057001437 | 0.025592916990749242279756422915517991912
f(z) = -292/109*z^3 + 74/109*z + 1
*
0 | 0.12495635643644818048811173748363376074 | 0.022011938651720090768765697606669728001
f(z) = -292/111*z^3 + 70/111*z + 1
*
0 | 0.13236418819606690981039333156669442572 | 0.023330979385925025857125226251976004624
f(z) = -291/106*z^3 + 79/106*z + 1
*
0 | 0.14520780930834358710050786097207160656 | 0.025594841413071599505884463602272027655
f(z) = -291/107*z^3 + 77/107*z + 1
*
0 | 0.14522422216896062747378384433425250231 | 0.025597734401862140118552275398849985348
f(z) = -291/109*z^3 + 73/109*z + 1
*
0 | 0.13239701393651913640717542062004536950 | 0.023336765366893565357831005761002985752
f(z) = -291/110*z^3 + 71/110*z + 1
*
0 | 0.11957668419498285759034275197523958422 | 0.021077008759030108054821501737396607752
f(z) = -291/112*z^3 + 67/112*z + 1
*
0 | 0.14514709167133160378503593625649968675 | 0.025599671958371795383812496260151625778
f(z) = -290/107*z^3 + 76/107*z + 1
*
0 | 0.14516355718689282641016450235115689834 | 0.025602575990358514269003861353498993812
f(z) = -290/109*z^3 + 72/109*z + 1
*
0 | 0.12483532949758867462598526935664549488 | 0.022017275352577554918151988041080538667
f(z) = -290/111*z^3 + 68/111*z + 1
*
0 | 0.12472599576619486231002914371116072312 | 0.022011402005404375369719419290288304245
f(z) = -289/105*z^3 + 79/105*z + 1
*
0 | 0.13224250003917233730242774658246186388 | 0.023337900112005897493634608128842125316
f(z) = -289/106*z^3 + 77/106*z + 1
*
0 | 0.14508617407542371178430103420295208959 | 0.025604526814014776064115029635663141218
f(z) = -289/107*z^3 + 75/107*z + 1
*
0 | 0.10586050780629422827643143818707376269 | 0.018682057252832451049074294413988408463
f(z) = -289/108*z^3 + 73/108*z + 1
*
0 | 0.14510269258566350346999705925634820116 | 0.025607441968687904684067967469327774567
f(z) = -289/109*z^3 + 71/109*z + 1
*
0 | 0.13227553707923009459342086283967803708 | 0.023343730424807272923046759068676625388
f(z) = -289/110*z^3 + 69/110*z + 1
*
0 | 0.12477555137522714013350276329785147624 | 0.022020147483244270534088919633896269209
f(z) = -289/111*z^3 + 67/111*z + 1
*
-4/17 | 0.16358059542637818936474837099289226998 | 0.028868386450592062139106289731743876319
f(z) = -289/114*z^3 + 73/114*z + 1
*
0 | 0.14502505519784122221125316242046092675 | 0.025609406194259672402408441875800061394
f(z) = -288/107*z^3 + 74/107*z + 1
*
0 | 0.14504162704580057744564772411385223159 | 0.025612332551951463570969978341382620429
f(z) = -288/109*z^3 + 70/109*z + 1
*
0 | 0.11641417941142477902677047950362681101 | 0.020569757969598912621835269774388894790
f(z) = -287/104*z^3 + 79/104*z + 1
*
0 | 0.13212000605441902694985007792081539266 | 0.023344892874919256820275856285774907878
f(z) = -287/106*z^3 + 75/106*z + 1
*
0 | 0.14496373370262325909294363305170731856 | 0.025614310316048247937662464922345546072
f(z) = -287/107*z^3 + 73/107*z + 1
*
0 | 0.10573812097802639275914672979128800594 | 0.018683355993872333630040499215015821570
f(z) = -287/108*z^3 + 71/108*z + 1
*
0 | 0.14498035923469293655754672350733871246 | 0.025617247957944777153950122428831504206
f(z) = -287/109*z^3 + 69/109*z + 1
*
0 | 0.13215325713850562887284164101407140828 | 0.023350768162236886270715575637501705968
f(z) = -287/110*z^3 + 67/110*z + 1
*
0 | 0.12454186846905848169264752315925895361 | 0.022019456999709794991964870323620208341
f(z) = -286/105*z^3 + 76/105*z + 1
*
0 | 0.14490220824045086177739683029114771280 | 0.025619239399048362839519352372067837070
f(z) = -286/107*z^3 + 72/107*z + 1
*
0 | 0.14491888780641524901154182458430749828 | 0.025622188407201535798617760703414500412
f(z) = -286/109*z^3 + 68/109*z + 1
*
0 | 0.14480694361792901496741531885216042106 | 0.025618261088125896359655845161467189483
f(z) = -285/103*z^3 + 79/103*z + 1
*
0 | 0.10963502576593982629770826945714212200 | 0.019395884232498276413563148311163338111
f(z) = -285/104*z^3 + 77/104*z + 1
*
0 | 0.13199669548679780997019095787656702884 | 0.023351958982524632432164652716867552737
f(z) = -285/106*z^3 + 73/106*z + 1
*
0 | 0.14484047744846814125252096770399987504 | 0.025624193665698301813604941702826395407
f(z) = -285/107*z^3 + 71/107*z + 1
*
0 | 0.14485721140154984149346070060870513894 | 0.025627154123038072415787357216036145298
f(z) = -285/109*z^3 + 67/109*z + 1
*
0 | 0.14474489621302058116883079491871336357 | 0.025623217616254592613112218968756985019
f(z) = -284/103*z^3 + 78/103*z + 1
*
0 | 0.12441809077033861223659805750650096902 | 0.022024899658745454766863119263975506669
f(z) = -284/105*z^3 + 74/105*z + 1
*
0 | 0.14477853995010043092245836175818690409 | 0.025629173341251986317775177237832300372
f(z) = -284/107*z^3 + 70/107*z + 1
*
0 | 0.14479532864700558647224600727003575269 | 0.025632145331598789603549416940157520842
f(z) = -284/109*z^3 + 66/109*z + 1
*
0 | 0.11149514226836658548090981069380417106 | 0.019749568863168587469503727357110238078
f(z) = -283/102*z^3 + 79/102*z + 1
*
0 | 0.14468263998676986892497199442696772518 | 0.025628199611118376742949814738787568769
f(z) = -283/103*z^3 + 77/103*z + 1
*
0 | 0.11616651161894430782171645895804997647 | 0.020577026712878916667391548688132670315
f(z) = -283/104*z^3 + 75/104*z + 1
*
0 | 0.12435485631392273709713519168463117880 | 0.022027460105210842793988134300624491128
f(z) = -283/105*z^3 + 73/105*z + 1
*
0 | 0.13187255736432634559027371460010219663 | 0.023359099776384079188734561924808302835
f(z) = -283/106*z^3 + 71/106*z + 1
*
0 | 0.14471639435486937098133169576505636828 | 0.025634178653825091996839019270365278008
f(z) = -283/107*z^3 + 69/107*z + 1
*
0 | 0.10549089083388901132626884834175815853 | 0.018686012417888033334995185383729065957
f(z) = -283/108*z^3 + 67/108*z + 1
*
0 | 0.14462017352740255878940253977541760891 | 0.025633207301898309843105468318674235450
f(z) = -282/103*z^3 + 76/103*z + 1
*
0 | 0.14465403925820486408077949394037413846 | 0.025639209834442092815063817060889521653
f(z) = -282/107*z^3 + 68/107*z + 1
*
0 | 0.14454047251002645080573821614091237984 | 0.025635221795493405151367731205914480523
f(z) = -281/101*z^3 + 79/101*z + 1
*
0 | 0.11136994164433496496770365032098110993 | 0.019752205772024439837481886493969461729
f(z) = -281/102*z^3 + 77/102*z + 1
*
0 | 0.14455749540876528748336786953502000682 | 0.025638240920705840250380066235032566582
f(z) = -281/103*z^3 + 75/103*z + 1
*
0 | 0.11318896548162421700933040054181936269 | 0.020074821844259604207870472063572962252
f(z) = -281/104*z^3 + 73/104*z + 1
*
0 | 0.12422982361165262235160349977684829459 | 0.022032992051266650207574061890573317354
f(z) = -281/105*z^3 + 71/105*z + 1
*
0 | 0.13174758049216793470637876073888205637 | 0.023366316632886778319125989321548777968
f(z) = -281/106*z^3 + 69/106*z + 1
*
0 | 0.14459147324125383850482393841337358561 | 0.025644267117084253955297548137310775933
f(z) = -281/107*z^3 + 67/107*z + 1
*
0 | 0.10536602540744769060768828469361109220 | 0.018687370977302892983910080294390843331
f(z) = -281/108*z^3 + 65/108*z + 1
*
[ 26/17 ] 
f(z) = -289/104*z^3 + 89/13*z + 1
*
[ -18/17 ] 
f(z) = -289/108*z^3 + 89/18*z + 1
*
[ 3 ] 
f(z) = -289/108*z^3 + 99/4*z + 1
*
[ -30/17 ] 
f(z) = -289/108*z^3 + 99/10*z + 1
*
[ 3 ] 
f(z) = -283/108*z^3 + 97/4*z + 1
*
[ -3 ] 
f(z) = -281/108*z^3 + 99/4*z + 1
*
[ 3/2 ] 
f(z) = -281/108*z^3 + 99/16*z + 1
*
[ 20/17 ] 
f(z) = -289/100*z^3 + 83/20*z + 1
*
[ -5/17 ] 
f(z) = -289/100*z^3 + 93/20*z + 1
*
[ 3/4 ] 
f(z) = -296/117*z^3 + 85/78*z + 1
*
0 | 0.11995952176773316987096591278742682486 | 0.021043892501225115925278060424896239624
f(z) = -299/100*z^3 + 99/100*z + 1
*
0 | 0.14563837494513578303425897789413264968 | 0.025548603906012962872801897921920829639
f(z) = -299/101*z^3 + 97/101*z + 1
*
0 | 0.11246633074444421242143023993429976916 | 0.019729399878534014510591301899144290794
f(z) = -299/102*z^3 + 95/102*z + 1
*
0 | 0.14565443901139314577278962737516768050 | 0.025551421943951685535315938972193572438
f(z) = -299/103*z^3 + 93/103*z + 1
*
0 | 0.12532684441029820668587273722484875027 | 0.021985454780276409888930788601064769751
f(z) = -299/105*z^3 + 89/105*z + 1
*
0 | 0.13284309036459296290946430232646932271 | 0.023303991812969816694030598363836038380
f(z) = -299/106*z^3 + 87/106*z + 1
*
0 | 0.14568650640195849459741034082307317123 | 0.025557047364176005866342516508051229593
f(z) = -299/107*z^3 + 85/107*z + 1
*
0 | 0.10646058245287764202283247157932060576 | 0.018675841815157854228173303877118709184
f(z) = -299/108*z^3 + 83/108*z + 1
*
0 | 0.14570250987037087664278167364338559927 | 0.025559854771741109261734196875342378032
f(z) = -299/109*z^3 + 81/109*z + 1
*
0 | 0.14557905999504127761167017183347224943 | 0.025553215923149513253718689153206114623
f(z) = -298/101*z^3 + 96/101*z + 1
*
0 | 0.14559517448151392457907796495169058802 | 0.025556044468356085173411461201533627417
f(z) = -298/103*z^3 + 92/103*z + 1
*
0 | 0.12526763017695574318625280185693875067 | 0.021987989221815433551056114138222386971
f(z) = -298/105*z^3 + 88/105*z + 1
*
0 | 0.14562734234213309379196335817326172537 | 0.025561690831838686363721761121177529431
f(z) = -298/107*z^3 + 84/107*z + 1
*
0 | 0.14564339586169677119067970170414409849 | 0.025564508675639512708090238739617722070
f(z) = -298/109*z^3 + 80/109*z + 1
*
0 | 0.11984065041259860104440792462849652929 | 0.021047820215476305182043902401520985928
f(z) = -297/100*z^3 + 97/100*z + 1
*
0 | 0.14551955426288733675895691232911413183 | 0.025557850407323123705712926939512608097
f(z) = -297/101*z^3 + 95/101*z + 1
*
0 | 0.14553571948771328097826682210757280757 | 0.025560689533652193254521653971438301394
f(z) = -297/103*z^3 + 91/103*z + 1
*
0 | 0.11416676153570429080959050485090702842 | 0.020051305321804570582770593261301072625
f(z) = -297/104*z^3 + 89/104*z + 1
*
0 | 0.13272452211325649657261459549375801355 | 0.023310636833218910602267514730104369006
f(z) = -297/106*z^3 + 85/106*z + 1
*
0 | 0.14556798845126286249467973944392210161 | 0.025566356987400090703197354857576638654
f(z) = -297/107*z^3 + 83/107*z + 1
*
0 | 0.14545985651631684563876320029319473137 | 0.025562507550517396526642389751127954206
f(z) = -296/101*z^3 + 94/101*z + 1
*
0 | 0.14547607280066087424874837127389698711 | 0.025565357332587263128877202597339781614
f(z) = -296/103*z^3 + 90/103*z + 1
*
0 | 0.12514759642677470853944531458065835611 | 0.021992915813372037998843834605298510335
f(z) = -296/105*z^3 + 86/105*z + 1
*
0 | 0.14550844350602925715641344266281282957 | 0.025571046025125620201854014927419166858
f(z) = -296/107*z^3 + 82/107*z + 1
*
0 | 0.14539996551098317038150119243877066379 | 0.025567187547048504069159848154610308641
f(z) = -295/101*z^3 + 93/101*z + 1
*
0 | 0.11222905679049661939030586826799585633 | 0.019734401814381711277980854113654335814
f(z) = -295/102*z^3 + 91/102*z + 1
*
0 | 0.14541623317907544328413230600188255889 | 0.025570048060251561607349472089739964676
f(z) = -295/103*z^3 + 89/103*z + 1
*
0 | 0.11689978388687340405409658059206115748 | 0.020555704317683378441151977852108159880
f(z) = -295/104*z^3 + 87/104*z + 1
*
[ 2/3 ] 
f(z) = -295/104*z^3 + 89/117*z + 1
*
0 | 0.13260518899539513209028401752425900218 | 0.023317348974893541746713406573140608328
f(z) = -295/106*z^3 + 83/106*z + 1
*
0 | 0.14544870627123936779058653755864952441 | 0.025575758141644427785191466243598727366
f(z) = -295/107*z^3 + 81/107*z + 1
*
0 | 0.14533987999039400201325781415189409755 | 0.025571890593601881423213278441532524339
f(z) = -294/101*z^3 + 92/101*z + 1
*
0 | 0.14535619936956926908576329753574832243 | 0.025574761914115239603912892316207590060
f(z) = -294/103*z^3 + 88/103*z + 1
*
0 | 0.14538877549967160565322185010311693636 | 0.025580493535986641654832567639668473975
f(z) = -294/107*z^3 + 80/107*z + 1
*
0 | 0.11960059154505624379563104381349419730 | 0.021055802310513356087307718799877342006
f(z) = -293/100*z^3 + 93/100*z + 1
*
0 | 0.14527959868575264793635564702729905046 | 0.025576616889269627473568980890965301759
f(z) = -293/101*z^3 + 91/101*z + 1
*
0 | 0.11210874187390182060079153897994495440 | 0.019736854773732275793606618806008664656
f(z) = -293/102*z^3 + 89/102*z + 1
*
0 | 0.14529597010649009676723260369469596258 | 0.025579499094065914789950763252534971203
f(z) = -293/103*z^3 + 87/103*z + 1
*
0 | 0.10680966615418458176796839312658391575 | 0.018803947257628777641120768706781308670
f(z) = -293/104*z^3 + 85/104*z + 1
*
[ 2/3 ] 
f(z) = -293/104*z^3 + 88/117*z + 1
*
0 | 0.12496764848406345816692990421401905768 | 0.022000677987440357706361093872520098783
f(z) = -293/105*z^3 + 83/105*z + 1
*
0 | 0.13248508106882704342644455158283353576 | 0.023324129421439024331915055416292252729
f(z) = -293/106*z^3 + 81/106*z + 1
*
0 | 0.14521912031579672070010426682254953584 | 0.025581366635588630543318748360297091130
f(z) = -292/101*z^3 + 90/101*z + 1
*
0 | 0.14523554411176046707963627624303596167 | 0.025584259802446982558153970469127886479
f(z) = -292/103*z^3 + 86/103*z + 1
*
0 | 0.12490727473385293574290871376528610133 | 0.022003292565540409524578103535036526810
f(z) = -292/105*z^3 + 82/105*z + 1
*
0 | 0.11947938380332860066348352306401916232 | 0.021059858248284971672896461068381203027
f(z) = -291/100*z^3 + 91/100*z + 1
*
0 | 0.14515844358663417264006857140632106026 | 0.025586140036579435263498514192802810637
f(z) = -291/101*z^3 + 89/101*z + 1
*
0 | 0.14517492009471440631419021387682785871 | 0.025589044244096672025299761149564691393
f(z) = -291/103*z^3 + 85/103*z + 1
*
0 | 0.11665857502716353387922841514268773523 | 0.020562652528933918919689921409152370406
f(z) = -291/104*z^3 + 83/104*z + 1
*
0 | 0.14509756719157662377429965062417819512 | 0.025590937298785867751020202051525095611
f(z) = -290/101*z^3 + 88/101*z + 1
*
0 | 0.14511409675193142225620706587352488197 | 0.025593852626387864247716477566777262710
f(z) = -290/103*z^3 + 84/103*z + 1
*
0 | 0.11935737670284914357141663778993574412 | 0.021063958517851890578733589624938240437
f(z) = -289/100*z^3 + 89/100*z + 1
*
0 | 0.14503648981096992912350499350625367246 | 0.025595758631315436632535763537939625558
f(z) = -289/101*z^3 + 87/101*z + 1
*
0 | 0.14505307276706775265046214779694735666 | 0.025598685159268690281177446813853209273
f(z) = -289/103*z^3 + 83/103*z + 1
*
[ 2/3 ] 
f(z) = -289/104*z^3 + 86/117*z + 1
*
0 | 0.14497521011202193036813134866952557769 | 0.025600604245880527921063821107295059974
f(z) = -288/101*z^3 + 86/101*z + 1
*
0 | 0.14499184681068481139168523978600680671 | 0.025603542055303927188776886043762153667
f(z) = -288/103*z^3 + 82/103*z + 1
*
0 | 0.11923455962010929838505465314700716872 | 0.021068103949171173762447352625745246819
f(z) = -287/100*z^3 + 87/100*z + 1
*
0 | 0.14491372674862733546781673663722050050 | 0.025605474356840412235683037838322675662
f(z) = -287/101*z^3 + 85/101*z + 1
*
0 | 0.11174302972276910920185549044181290049 | 0.019744390999516702786356144509239335035
f(z) = -287/102*z^3 + 83/102*z + 1
*
0 | 0.14493041754007477637434115371543750216 | 0.025608423529717210586493509115507872307
f(z) = -287/103*z^3 + 81/103*z + 1
*
[ 2/3 ] 
f(z) = -287/104*z^3 + 85/117*z + 1
*
0 | 0.14485203836118966854662651470842373680 | 0.025610369181244083352818016729186944326
f(z) = -286/101*z^3 + 84/101*z + 1
*
0 | 0.14486878359908326162200047295742921262 | 0.025613329800434082817132024831076682893
f(z) = -286/103*z^3 + 80/103*z + 1
*
0 | 0.14479014357644023098987652776092330678 | 0.025615288938873947591117222396304625787
f(z) = -285/101*z^3 + 83/101*z + 1
*
0 | 0.14472804100725401330408344376733476516 | 0.025620233852290384061171236069544323598
f(z) = -284/101*z^3 + 82/101*z + 1
*
0 | 0.11898645194112439089231410311763437207 | 0.021076533726815634840627600927760578742
f(z) = -283/100*z^3 + 83/100*z + 1
*
0 | 0.14466572925246249585955094599607235732 | 0.025625204146877196356886599668391667799
f(z) = -283/101*z^3 + 81/101*z + 1
*
[ 2/3 ] 
f(z) = -283/104*z^3 + 83/117*z + 1
*
0 | 0.14460320689666327516414511291656706357 | 0.025630200050887976827779285517385957933
f(z) = -282/101*z^3 + 80/101*z + 1
*
0 | 0.11886113900770239577496504414640261423 | 0.021080819845224029028998556186832173407
f(z) = -281/100*z^3 + 81/100*z + 1
*
[ 2/3 ] 
f(z) = -281/104*z^3 + 82/117*z + 1
*
[ -3 ] 
f(z) = -299/108*z^3 + 105/4*z + 1
*
[ 3/2 ] 
f(z) = -299/108*z^3 + 105/16*z + 1
*
[ 3 ] 
f(z) = -295/108*z^3 + 101/4*z + 1
*
[ -3 ] 
f(z) = -293/108*z^3 + 103/4*z + 1
*
[ 3/2 ] 
f(z) = -293/108*z^3 + 103/16*z + 1
*
[ -26/17 ] 
f(z) = -289/104*z^3 + 106/13*z + 1
*
[ -3 ] 
f(z) = -287/108*z^3 + 101/4*z + 1
*
[ 3/2 ] 
f(z) = -287/108*z^3 + 101/16*z + 1
*
[ 10/9 ] 
f(z) = -297/100*z^3 + 113/30*z + 1
*
[ -2/3 ] 
f(z) = -297/112*z^3 + 103/28*z + 1
*
[ -20/17 ] 
f(z) = -289/100*z^3 + 117/20*z + 1
*
20/17 | 0.078401859556048543390392823727202576704 | 0.012939472762860765640034529575745045492
f(z) = -289/112*z^3 + 107/28*z + 1
*
[ -14/17 ] 
f(z) = -289/112*z^3 + 111/28*z + 1
*
[ -3/7 ] 
f(z) = -287/108*z^3 + 107/28*z + 1
*
[ 5/7 ] 
f(z) = -294/115*z^3 + 104/115*z + 1
*
[ 2/3 ] 
f(z) = -291/100*z^3 + 119/150*z + 1
*
[ 2/3 ] 
f(z) = -291/116*z^3 + 107/174*z + 1
*
[ 2/3 ] 
f(z) = -285/116*z^3 + 103/174*z + 1
*
[ -3/2 ] 
f(z) = -295/108*z^3 + 125/16*z + 1
*
-2 | 0.11913300768351828223303318715366923908 | 0.016985235723379816486722201650133847615
f(z) = -291/104*z^3 + 139/13*z + 1
*
[ -2/17 ] 
f(z) = -289/104*z^3 + 124/13*z + 1
*
-2 | 0.11900736616351746580324563053038639990 | 0.016984807003977497168256059578559686544
f(z) = -289/104*z^3 + 138/13*z + 1
*
[ -3/2 ] 
f(z) = -289/108*z^3 + 123/16*z + 1
*
-2 | 0.11888084750267030630525810386996922595 | 0.016984379504813065681256459176205982958
f(z) = -287/104*z^3 + 137/13*z + 1
*
-2 | 0.11875343910700251126419617303482210851 | 0.016983953287796826028158300481413578140
f(z) = -285/104*z^3 + 136/13*z + 1
*
-2 | 0.11862512810376505969223574273589007180 | 0.016983528416477835752765711980863514546
f(z) = -283/104*z^3 + 135/13*z + 1
*
[ -3/2 ] 
f(z) = -283/108*z^3 + 121/16*z + 1
*
-2 | 0.11849590133298122131153732145362828497 | 0.016983104956075351378047320891929274508
f(z) = -281/104*z^3 + 134/13*z + 1
*
[ 4/3 ] 
f(z) = -297/112*z^3 + 139/28*z + 1
*
[ -9/17 ] 
f(z) = -289/108*z^3 + 131/36*z + 1
*
2/17 | 0.12793746209284747302337842237858535972 | 0.020534121346685209968592552364320776363
f(z) = -289/112*z^3 + 127/28*z + 1
*
[ 15/17 ] 
f(z) = -289/100*z^3 + 127/60*z + 1
*
-2/3 | 0.16514632805061692679111811371801015344 | 0.024386872362984507903274866189162319656
f(z) = -291/112*z^3 + 139/84*z + 1
*
-2/3 | 0.16413280288497881455335214151385649939 | 0.024312003550855872993318796573301703517
f(z) = -285/112*z^3 + 137/84*z + 1
*
13/17 | 0.14284903527196259769484133576977290198 | 0.025209720893706233777568890583500222639
f(z) = -289/104*z^3 + 121/104*z + 1
*
[ 13/17 ] 
f(z) = -289/104*z^3 + 137/104*z + 1
*
[ 12/17 ] 
f(z) = -289/117*z^3 + 127/156*z + 1
*
[ 2/3 ] 
f(z) = -288/119*z^3 + 137/238*z + 1
*
-2 | 0.11950479132539479589869701747211141927 | 0.016986528607821237708945362924303391855
f(z) = -297/104*z^3 + 142/13*z + 1
*
[ 2 ] 
f(z) = -297/104*z^3 + 155/13*z + 1
*
-2 | 0.11938170833153773681958238157346694294 | 0.016986096583259179382934262017635048998
f(z) = -295/104*z^3 + 141/13*z + 1
*
[ 2 ] 
f(z) = -295/104*z^3 + 154/13*z + 1
*
-2 | 0.11925778438601120157590807020907600838 | 0.016985665602716606733250695739486985209
f(z) = -293/104*z^3 + 140/13*z + 1
*
[ 2 ] 
f(z) = -293/104*z^3 + 153/13*z + 1
*
[ 2 ] 
f(z) = -291/104*z^3 + 152/13*z + 1
*
[ 2 ] 
f(z) = -289/104*z^3 + 151/13*z + 1
*
[ 2 ] 
f(z) = -287/104*z^3 + 150/13*z + 1
*
[ 2 ] 
f(z) = -285/104*z^3 + 149/13*z + 1
*
[ 2 ] 
f(z) = -283/104*z^3 + 148/13*z + 1
*
[ 2 ] 
f(z) = -281/104*z^3 + 147/13*z + 1
*
[ -2/3 ] 
f(z) = -291/104*z^3 + 146/39*z + 1
*
-21/17 | 0.23143480727897396722211515734289966638 | 0.028071088752741038253775824735167118621
f(z) = -289/108*z^3 + 141/28*z + 1
*
[ -4/17 ] 
f(z) = -289/112*z^3 + 151/28*z + 1
*
2/17 | 0.17880300890441542125743180114332554244 | 0.027808835131162632072213507198689868864
f(z) = -289/112*z^3 + 155/28*z + 1
*
[ -2/3 ] 
f(z) = -285/104*z^3 + 145/39*z + 1
*
[ 5/6 ] 
f(z) = -297/100*z^3 + 149/80*z + 1
*
-4/9 | 0.10669247421375106388963906040515027574 | 0.015707753832718840591800233997885534735
f(z) = -297/112*z^3 + 149/84*z + 1
*
[ 14/17 ] 
f(z) = -289/104*z^3 + 152/91*z + 1
*
[ 12/17 ] 
f(z) = -289/104*z^3 + 151/156*z + 1
*
[ 5/7 ] 
f(z) = -287/100*z^3 + 149/140*z + 1
*
[ 2/3 ] 
f(z) = -297/107*z^3 + 157/214*z + 1
*
[ 2/3 ] 
f(z) = -297/109*z^3 + 155/218*z + 1
*
[ 2/3 ] 
f(z) = -288/101*z^3 + 155/202*z + 1
*
[ 2/3 ] 
f(z) = -288/103*z^3 + 153/206*z + 1
*
[ 2/3 ] 
f(z) = -288/107*z^3 + 149/214*z + 1
*
[ 2/3 ] 
f(z) = -288/109*z^3 + 147/218*z + 1
*
[ 2/3 ] 
f(z) = -297/113*z^3 + 151/226*z + 1
*
[ 2/3 ] 
f(z) = -297/115*z^3 + 149/230*z + 1
*
[ 2/3 ] 
f(z) = -297/119*z^3 + 145/238*z + 1
*
[ 2/3 ] 
f(z) = -288/113*z^3 + 143/226*z + 1
*
[ 2/3 ] 
f(z) = -288/115*z^3 + 141/230*z + 1
*
[ 2/3 ] 
f(z) = -283/112*z^3 + 157/252*z + 1
*
[ 2/3 ] 
f(z) = -281/112*z^3 + 155/252*z + 1
*
[ -2 ] 
f(z) = -297/104*z^3 + 168/13*z + 1
*
[ -2 ] 
f(z) = -295/104*z^3 + 167/13*z + 1
*
[ -2 ] 
f(z) = -293/104*z^3 + 166/13*z + 1
*
[ -2 ] 
f(z) = -291/104*z^3 + 165/13*z + 1
*
[ -2 ] 
f(z) = -289/104*z^3 + 164/13*z + 1
*
[ -2 ] 
f(z) = -287/104*z^3 + 163/13*z + 1
*
[ -2 ] 
f(z) = -285/104*z^3 + 162/13*z + 1
*
[ -2 ] 
f(z) = -283/104*z^3 + 161/13*z + 1
*
[ -2 ] 
f(z) = -281/104*z^3 + 160/13*z + 1
*
[ -10/9 ] 
f(z) = -297/100*z^3 + 167/30*z + 1
*
[ 5/3 ] 
f(z) = -297/100*z^3 + 173/20*z + 1
*
[ -6/5 ] 
f(z) = -295/108*z^3 + 173/30*z + 1
*
[ -6/17 ] 
f(z) = -289/104*z^3 + 163/39*z + 1
*
[ -21/17 ] 
f(z) = -289/108*z^3 + 165/28*z + 1
*
[ -24/17 ] 
f(z) = -289/108*z^3 + 169/24*z + 1
*
[ -6/7 ] 
f(z) = -287/108*z^3 + 173/42*z + 1
*
-5/9 | 0.19103256346919878532033488565340372123 | 0.028124687360757334675144800326790090028
f(z) = -297/100*z^3 + 163/60*z + 1
*
[ 6/7 ] 
f(z) = -293/108*z^3 + 179/98*z + 1
*
[ 6/7 ] 
f(z) = -281/108*z^3 + 171/98*z + 1
*
2/51 | 0.21053535343399895117027190689790703860 | 0.026773231203556825033230659321009997947
f(z) = -289/104*z^3 + 176/117*z + 1
*
[ 5/6 ] 
f(z) = -288/115*z^3 + 177/115*z + 1
*
[ 3/4 ] 
f(z) = -292/117*z^3 + 167/156*z + 1
*
[ 3/4 ] 
f(z) = -284/117*z^3 + 161/156*z + 1
*
[ 2/3 ] 
f(z) = -297/101*z^3 + 163/202*z + 1
*
[ 2/3 ] 
f(z) = -297/103*z^3 + 161/206*z + 1
*
[ 2/3 ] 
f(z) = -299/112*z^3 + 173/252*z + 1
*
[ 2/3 ] 
f(z) = -295/112*z^3 + 169/252*z + 1
*
[ 2/3 ] 
f(z) = -293/112*z^3 + 167/252*z + 1
*
[ 2/3 ] 
f(z) = -289/112*z^3 + 163/252*z + 1
*
[ -6 ] 
f(z) = -295/108*z^3 + 199/2*z + 1
*
[ 6 ] 
f(z) = -293/108*z^3 + 197/2*z + 1
*
[ -6 ] 
f(z) = -289/108*z^3 + 195/2*z + 1
*
[ 6 ] 
f(z) = -287/108*z^3 + 193/2*z + 1
*
[ -6 ] 
f(z) = -283/108*z^3 + 191/2*z + 1
*
[ 6 ] 
f(z) = -281/108*z^3 + 189/2*z + 1
*
[ -5/3 ] 
f(z) = -297/100*z^3 + 197/20*z + 1
*
[ -4/3 ] 
f(z) = -297/112*z^3 + 181/28*z + 1
*
[ -2/3 ] 
f(z) = -297/100*z^3 + 191/50*z + 1
*
[ 6/5 ] 
f(z) = -283/108*z^3 + 197/50*z + 1
*
[ 6/7 ] 
f(z) = -299/108*z^3 + 183/98*z + 1
*
-6/17 | 0.16625796970832519243685011494758563830 | 0.024576054961245289503139628589898778551
f(z) = -289/112*z^3 + 181/84*z + 1
*
[ 10/13 ] 
f(z) = -299/100*z^3 + 191/130*z + 1
*
12/13 | 0.23061638843900641431256137842557050215 | 0.027901442843471466811758885407225018100
f(z) = -299/108*z^3 + 199/156*z + 1
*
0 | 0.19112315874938187827794223475658647587 | 0.027059585936293451091603086550420399046
f(z) = -292/105*z^3 + 191/140*z + 1
*
[ 4/5 ] 
f(z) = -285/112*z^3 + 193/140*z + 1
*
[ 12/17 ] 
f(z) = -289/114*z^3 + 193/228*z + 1
*
[ 17/24 ] 
f(z) = -288/119*z^3 + 191/238*z + 1
*
[ 6 ] 
f(z) = -299/108*z^3 + 201/2*z + 1
*
3/34 | 0.18208153620303554195059501848908824001 | 0.020965279506873913597150047590342551272
f(z) = -289/108*z^3 + 219/16*z + 1
*
[ 28/17 ] 
f(z) = -289/112*z^3 + 207/28*z + 1
*
[ -2/3 ] 
f(z) = -297/116*z^3 + 211/58*z + 1
*
[ 6/5 ] 
f(z) = -289/108*z^3 + 201/50*z + 1
*
[ -8/17 ] 
f(z) = -289/112*z^3 + 207/56*z + 1
*
[ 26/33 ] 
f(z) = -297/104*z^3 + 215/143*z + 1
*
[ 4/5 ] 
f(z) = -295/112*z^3 + 201/140*z + 1
*
[ 3/4 ] 
f(z) = -281/108*z^3 + 217/192*z + 1
*
[ 42/17 ] 
f(z) = -289/108*z^3 + 237/14*z + 1
*
[ -2/9 ] 
f(z) = -297/104*z^3 + 220/39*z + 1
*
[ 3/2 ] 
f(z) = -296/117*z^3 + 235/39*z + 1
*
[ 3/2 ] 
f(z) = -292/117*z^3 + 232/39*z + 1
*
-30/17 | 0.15260198611700845587943162482613075625 | 0.022236247883200755437593173014149216931
f(z) = -289/112*z^3 + 239/28*z + 1
*
[ 3/2 ] 
f(z) = -284/117*z^3 + 226/39*z + 1
*
[ -6/23 ] 
f(z) = -299/108*z^3 + 231/46*z + 1
*
[ -12/13 ] 
f(z) = -299/108*z^3 + 231/52*z + 1
*
-3/13 | 0.25202008510587922114303327395507064835 | 0.028812584597155064801993275821953369620
f(z) = -299/108*z^3 + 233/52*z + 1
*
-4/17 | 0.18247357275013179353995845327237984969 | 0.029782514897372269133710104277622258624
f(z) = -289/104*z^3 + 229/52*z + 1
*
[ -5/9 ] 
f(z) = -297/100*z^3 + 223/60*z + 1
*
[ -10/17 ] 
f(z) = -289/104*z^3 + 238/65*z + 1
*
10/9 | 0.15920832796846418082434476822377706833 | 0.023285151137664085995020553894939718106
f(z) = -297/112*z^3 + 233/84*z + 1
*
-1/17 | 0.14396206952373539816567660200259079694 | 0.025406147021323454942423180526916691406
f(z) = -289/112*z^3 + 225/112*z + 1
*
-10/17 | 0.21558952389285009817048578494825059791 | 0.029630777334236801811433764897870312063
f(z) = -289/112*z^3 + 223/140*z + 1
*
[ 3/4 ] 
f(z) = -299/108*z^3 + 235/192*z + 1
*
[ 3/4 ] 
f(z) = -293/108*z^3 + 229/192*z + 1
*
-5/51 | 0.099222610893140856960017266422923381524 | 0.012617880364189805594282095675343515376
f(z) = -289/100*z^3 + 221/180*z + 1
*
[ 3/4 ] 
f(z) = -287/108*z^3 + 223/192*z + 1
*
-8/17 | 0.089285886036822969367146475069615185799 | 0.014039602004884371490481520633467682896
f(z) = -289/105*z^3 + 233/210*z + 1
*
6/7 | 0.23147934668900497728134365937480141907 | 0.026594579840484676525353192874275033774
f(z) = -287/104*z^3 + 235/273*z + 1
*
[ -28/17 ] 
f(z) = -289/112*z^3 + 241/28*z + 1
*
[ -3/4 ] 
f(z) = -299/108*z^3 + 249/64*z + 1
*
[ -2/5 ] 
f(z) = -295/104*z^3 + 257/65*z + 1
*
[ -3/4 ] 
f(z) = -293/108*z^3 + 247/64*z + 1
*
[ -15/17 ] 
f(z) = -289/108*z^3 + 253/60*z + 1
*
[ -3/4 ] 
f(z) = -287/108*z^3 + 245/64*z + 1
*
[ -2/5 ] 
f(z) = -285/104*z^3 + 256/65*z + 1
*
[ -3/4 ] 
f(z) = -281/108*z^3 + 243/64*z + 1
*
-12/17 | 0.19990800445006420558818526671055813927 | 0.029094069031925883961130206739036936362
f(z) = -289/112*z^3 + 241/84*z + 1
*
[ 10/11 ] 
f(z) = -297/100*z^3 + 259/110*z + 1
*
[ 16/17 ] 
f(z) = -289/112*z^3 + 249/112*z + 1
*
-2 | 0.11927983558330092297161011574140844420 | 0.016997467925736223758036882160432602323
f(z) = -293/112*z^3 + 279/28*z + 1
*
-2 | 0.11915499764238894454705156600752913038 | 0.016997103680660964717495061521400510138
f(z) = -291/112*z^3 + 277/28*z + 1
*
[ 30/17 ] 
f(z) = -289/108*z^3 + 263/30*z + 1
*
-2 | 0.11902929116795496917279950567248275328 | 0.016996741194045780343453797699284975197
f(z) = -289/112*z^3 + 275/28*z + 1
*
[ -3/17 ] 
f(z) = -289/117*z^3 + 263/39*z + 1
*
[ -12/7 ] 
f(z) = -287/108*z^3 + 263/28*z + 1
*
-2 | 0.11877522248698518050972365117257867858 | 0.016996021756830365251699845250240603921
f(z) = -285/112*z^3 + 271/28*z + 1
*
[ -3/2 ] 
f(z) = -284/117*z^3 + 278/39*z + 1
*
-2 | 0.11864683451490959508416397955982519393 | 0.016995664940198619361077538416085404679
f(z) = -283/112*z^3 + 269/28*z + 1
*
-2 | 0.11851752646104511849408876498801466219 | 0.016995310149990368238676454505334904464
f(z) = -281/112*z^3 + 267/28*z + 1
*
[ 4/3 ] 
f(z) = -297/104*z^3 + 277/52*z + 1
*
[ -6/5 ] 
f(z) = -281/108*z^3 + 279/50*z + 1
*
[ -15/17 ] 
f(z) = -289/100*z^3 + 263/60*z + 1
*
20/17 | 0.12947583814108146106540566068636030854 | 0.022849644982208658218401223373212311440
f(z) = -289/105*z^3 + 274/105*z + 1
*
-4/5 | 0.18172792082384468220564053066977346394 | 0.024906473102555223790177462184432583208
f(z) = -295/112*z^3 + 271/140*z + 1
*
3/34 | 0.18473361525491808202871439944232449654 | 0.026193240022590434897394145379301264788
f(z) = -289/117*z^3 + 263/156*z + 1
*
-4/5 | 0.14357336525659674140652518548327632028 | 0.019770697698255391104038278273223818513
f(z) = -285/112*z^3 + 263/140*z + 1
*
[ 3/4 ] 
f(z) = -296/105*z^3 + 263/210*z + 1
*
[ 3 ] 
f(z) = -287/108*z^3 + 295/12*z + 1
*
[ -3 ] 
f(z) = -283/108*z^3 + 299/12*z + 1
*
[ 3 ] 
f(z) = -281/108*z^3 + 289/12*z + 1
*
-2 | 0.11964925886261542743980907116258206081 | 0.016998570585253742975412744854110516802
f(z) = -299/112*z^3 + 285/28*z + 1
*
-2 | 0.11952695438524632783685852798527242505 | 0.016998201439264977037666957532269246992
f(z) = -297/112*z^3 + 283/28*z + 1
*
[ -3/2 ] 
f(z) = -296/117*z^3 + 287/39*z + 1
*
-2 | 0.11940381718601597691825548547139207480 | 0.016997833865915595932412003002847513672
f(z) = -295/112*z^3 + 281/28*z + 1
*
[ -3/2 ] 
f(z) = -292/117*z^3 + 284/39*z + 1
*
[ 30/17 ] 
f(z) = -289/100*z^3 + 283/30*z + 1
*
[ 2 ] 
f(z) = -285/112*z^3 + 299/28*z + 1
*
[ 2 ] 
f(z) = -283/112*z^3 + 297/28*z + 1
*
[ 2 ] 
f(z) = -281/112*z^3 + 295/28*z + 1
*
[ -3/13 ] 
f(z) = -299/108*z^3 + 285/52*z + 1
*
[ -6/5 ] 
f(z) = -299/108*z^3 + 291/50*z + 1
*
[ -6/5 ] 
f(z) = -293/108*z^3 + 287/50*z + 1
*
[ -4/17 ] 
f(z) = -289/104*z^3 + 281/52*z + 1
*
[ -6/5 ] 
f(z) = -287/108*z^3 + 283/50*z + 1
*
[ 3/2 ] 
f(z) = -283/108*z^3 + 299/48*z + 1
*
[ -6/13 ] 
f(z) = -299/108*z^3 + 293/78*z + 1
*
[ -3/4 ] 
f(z) = -296/117*z^3 + 293/78*z + 1
*
-10/11 | 0.22200006579162764489533907107761458255 | 0.027435774597498557438822041330659873849
f(z) = -297/100*z^3 + 281/110*z + 1
*
40/51 | 0.20729004446257269915938154478638437494 | 0.026360533734928542131537333995872710866
f(z) = -289/100*z^3 + 293/180*z + 1
*
[ 5/3 ] 
f(z) = -297/125*z^3 + 7*z + 1
*
5/3 | 0.14398952455030668717062996107185744024 | 0.018943740604057345071224860964076366554
f(z) = -297/125*z^3 + 16/3*z + 1
*
[ 2/3 ] 
f(z) = -297/136*z^3 + 8/17*z + 1
*
[ -5/4 ] 
f(z) = -296/125*z^3 + 11/2*z + 1
*
[ 5/6 ] 
f(z) = -296/125*z^3 + 13/9*z + 1
*
[ 3/4 ] 
f(z) = -296/135*z^3 + 9/10*z + 1
*
[ 5/7 ] 
f(z) = -294/125*z^3 + 4/5*z + 1
*
20/21 | 0.093931203067570400992205755578562805585 | 0.012565476976361408990713487733278764093
f(z) = -294/125*z^3 + 5/6*z + 1
*
[ -10/7 ] 
f(z) = -294/125*z^3 + 13/2*z + 1
*
[ -5/21 ] 
f(z) = -294/125*z^3 + 16/3*z + 1
*
-5/21 | 0.18985166875280052329656912764930410442 | 0.024779873090148581630984945432055225079
f(z) = -294/125*z^3 + 17/6*z + 1
*
-10/21 | 0.089414893588405580895039037973594088393 | 0.013183774928522319907079162316485680829
f(z) = -294/125*z^3 + 17/15*z + 1
*
[ -5/2 ] 
f(z) = -292/125*z^3 + 16*z + 1
*
[ 5/6 ] 
f(z) = -291/125*z^3 + 17/12*z + 1
*
2/17 | 0.11357568143701025129531536475842396164 | 0.020043616142653022925368317245665594644
f(z) = -289/120*z^3 + 8/15*z + 1
*
-10/17 | 0.10366410905690350439831234707703899048 | 0.018294441058309271619928484461389090951
f(z) = -289/125*z^3 + z + 1
*
[ 15/17 ] 
f(z) = -289/125*z^3 + 5/3*z + 1
*
[ -10/17 ] 
f(z) = -289/125*z^3 + 7/2*z + 1
*
-10/17 | 0.11140484938467508140322398188333429134 | 0.015796009597856038578036052497330652239
f(z) = -289/125*z^3 + 9/4*z + 1
*
-5/51 | 0.18837732274412248968524223057874679074 | 0.023955452293747520229516813722288646961
f(z) = -289/125*z^3 + 11/9*z + 1
*
5/34 | 0.18614569305138987560720016496967679144 | 0.024296160683724049869958012698338551128
f(z) = -289/125*z^3 + 17/4*z + 1
*
-4/17 | 0.078341107780685756090559342674428668359 | 0.013825486870771163276669754516570635970
f(z) = -289/128*z^3 + 11/8*z + 1
*
-12/17 | 0.14536091496106487572055970797207280836 | 0.025653012553046314484658689876106535184
f(z) = -289/128*z^3 + 15/8*z + 1
*
-3/17 | 0.097581331949790179904048836573596837422 | 0.017220964343279259536950796322919444184
f(z) = -289/135*z^3 + 11/15*z + 1
*
15/17 | 0.12767756743431358014841409204881911587 | 0.022532289653048490326066145183304677925
f(z) = -289/135*z^3 + 14/15*z + 1
*
[ -15/17 ] 
f(z) = -289/135*z^3 + 19/5*z + 1
*
-5/48 | 0.11962268359522982611511015875775915532 | 0.015450332242909725982735680588036820247
f(z) = -288/125*z^3 + 5/8*z + 1
*
[ -5/8 ] 
f(z) = -288/125*z^3 + 7/2*z + 1
*
[ 5/6 ] 
f(z) = -288/125*z^3 + 7/5*z + 1
*
[ -5/3 ] 
f(z) = -288/125*z^3 + 8*z + 1
*
-5/24 | 0.10279587211421754662042106521438067693 | 0.016172770758726112756610430805876960441
f(z) = -288/125*z^3 + 9/10*z + 1
*
[ 5/2 ] 
f(z) = -288/125*z^3 + 15*z + 1
*
[ 5/4 ] 
f(z) = -284/125*z^3 + 15/4*z + 1
*
-4/9 | 0.090790738488479581428173459458044438481 | 0.013366627599343682209870421059314986008
f(z) = -297/128*z^3 + 17/24*z + 1
*
[ 2/3 ] 
f(z) = -297/128*z^3 + 17/32*z + 1
*
15/34 | 0.11005394500236571036792916454516056129 | 0.015604465884035623862901869449134102811
f(z) = -289/125*z^3 + 17/20*z + 1
*
[ 12/17 ] 
f(z) = -289/128*z^3 + 17/24*z + 1
*
[ 12/17 ] 
f(z) = -289/135*z^3 + 13/20*z + 1
*
[ 3/4 ] 
f(z) = -284/135*z^3 + 17/20*z + 1
*
[ 5/2 ] 
f(z) = -298/125*z^3 + 31/2*z + 1
*
10/9 | 0.11155763888249721297170846361605959535 | 0.016424025617917126982727313654571207512
f(z) = -297/125*z^3 + 23/15*z + 1
*
[ -10/9 ] 
f(z) = -297/125*z^3 + 29/6*z + 1
*
[ 4/3 ] 
f(z) = -297/128*z^3 + 35/8*z + 1
*
[ 5/4 ] 
f(z) = -296/125*z^3 + 39/10*z + 1
*
[ -3/2 ] 
f(z) = -296/135*z^3 + 33/5*z + 1
*
[ -5/6 ] 
f(z) = -294/125*z^3 + 23/6*z + 1
*
[ 20/21 ] 
f(z) = -294/125*z^3 + 25/12*z + 1
*
65/42 | 0.10651428487546996826065343022620715913 | 0.012996505507119517034522303422910187806
f(z) = -294/125*z^3 + 29/6*z + 1
*
[ 5/4 ] 
f(z) = -294/125*z^3 + 31/8*z + 1
*
[ 15/7 ] 
f(z) = -294/125*z^3 + 34/3*z + 1
*
[ 3/2 ] 
f(z) = -292/135*z^3 + 26/5*z + 1
*
-14/17 | 0.11803593633472170209628156813306700883 | 0.020830753282725548164699321694444418918
f(z) = -289/120*z^3 + 32/15*z + 1
*
[ -11/17 ] 
f(z) = -289/121*z^3 + 39/11*z + 1
*
-45/34 | 0.14498541263610421981264601454187001966 | 0.018415906213827761610410371317037600536
f(z) = -289/125*z^3 + 21/4*z + 1
*
20/17 | 0.10666614211665493504024261588098841403 | 0.016772529782553264605142509159167161959
f(z) = -289/125*z^3 + 21/10*z + 1
*
[ -5/17 ] 
f(z) = -289/125*z^3 + 23/5*z + 1
*
-5/17 | 0.16696314357410919794147910871112994397 | 0.024862786525914083688568564801700177943
f(z) = -289/125*z^3 + 33/5*z + 1
*
-20/17 | 0.14029907793043805263915063175850677327 | 0.023119518545671642131543433659101695256
f(z) = -289/128*z^3 + 27/8*z + 1
*
[ -8/17 ] 
f(z) = -289/128*z^3 + 29/8*z + 1
*
[ 16/17 ] 
f(z) = -289/128*z^3 + 31/16*z + 1
*
[ 15/17 ] 
f(z) = -289/135*z^3 + 23/15*z + 1
*
[ 11/12 ] 
f(z) = -288/121*z^3 + 21/11*z + 1
*
-5/12 | 0.14147893613345537236050504031023469509 | 0.022258738159568195778094337626305154808
f(z) = -288/125*z^3 + 23/10*z + 1
*
-5/12 | 0.15078233902508078608034713616224550697 | 0.023571048479817305344665949152778102858
f(z) = -288/125*z^3 + 24/5*z + 1
*
[ -5/4 ] 
f(z) = -288/125*z^3 + 27/5*z + 1
*
5/4 | 0.15344191822722025730262101060173563431 | 0.022693228849825733189699964727346328759
f(z) = -288/125*z^3 + 32/15*z + 1
*
-5/6 | 0.10105437442624771102061812423128841752 | 0.015048191385749627774163653533476415994
f(z) = -288/125*z^3 + 33/10*z + 1
*
[ 5/3 ] 
f(z) = -288/125*z^3 + 34/5*z + 1
*
[ -5/7 ] 
f(z) = -287/125*z^3 + 25/7*z + 1
*
[ 5/6 ] 
f(z) = -286/125*z^3 + 25/18*z + 1
*
[ -5/6 ] 
f(z) = -284/125*z^3 + 34/9*z + 1
*
[ -3/2 ] 
f(z) = -284/135*z^3 + 32/5*z + 1
*
[ 5/3 ] 
f(z) = -282/125*z^3 + 20/3*z + 1
*
[ -5/2 ] 
f(z) = -282/125*z^3 + 31/2*z + 1
*
[ 10/13 ] 
f(z) = -299/125*z^3 + 29/26*z + 1
*
[ 5/6 ] 
f(z) = -297/125*z^3 + 29/20*z + 1
*
8/9 | 0.11849690657346011309434018372601318120 | 0.017445656332475399024723179946802636512
f(z) = -297/128*z^3 + 29/24*z + 1
*
[ 11/14 ] 
f(z) = -294/121*z^3 + 27/22*z + 1
*
35/34 | 0.091094486571737097775198578800550282377 | 0.012916218568101822848513141477465014355
f(z) = -289/125*z^3 + 21/20*z + 1
*
12/17 | 0.19303952955970668599837795360198444486 | 0.027370929349420210653078229656798008121
f(z) = -289/135*z^3 + 23/20*z + 1
*
-12/17 | 0.11811747906041506687094667584936224218 | 0.018573175105688839588311733849725917984
f(z) = -289/135*z^3 + 37/30*z + 1
*
[ 5/7 ] 
f(z) = -287/125*z^3 + 27/35*z + 1
*
[ 5/7 ] 
f(z) = -293/125*z^3 + 39/49*z + 1
*
[ 2/3 ] 
f(z) = -291/136*z^3 + 23/51*z + 1
*
[ 5/7 ] 
f(z) = -288/125*z^3 + 38/49*z + 1
*
[ 2/3 ] 
f(z) = -285/136*z^3 + 22/51*z + 1
*
[ 5/7 ] 
f(z) = -283/125*z^3 + 37/49*z + 1
*
[ 2/3 ] 
f(z) = -297/124*z^3 + 35/62*z + 1
*
[ 3/2 ] 
f(z) = -298/135*z^3 + 53/10*z + 1
*
[ -5/3 ] 
f(z) = -297/125*z^3 + 41/5*z + 1
*
-10/9 | 0.18862111231977463570094465458857559697 | 0.021959463078808247191476283593941041954
f(z) = -297/125*z^3 + 43/12*z + 1
*
[ -5/9 ] 
f(z) = -297/125*z^3 + 53/15*z + 1
*
[ -4/3 ] 
f(z) = -297/128*z^3 + 47/8*z + 1
*
[ -2/3 ] 
f(z) = -297/136*z^3 + 59/17*z + 1
*
[ -5/14 ] 
f(z) = -294/125*z^3 + 41/10*z + 1
*
-20/21 | 0.10466375257440951113646251690372859441 | 0.014945419715175180898638945188737352174
f(z) = -294/125*z^3 + 44/15*z + 1
*
-5/21 | 0.21833369855103980170708440328807133691 | 0.025220611078230051380606977684690468559
f(z) = -294/125*z^3 + 46/3*z + 1
*
-10/7 | 0.24320789578213823848253810205820590369 | 0.028024310563998684204261290435182813329
f(z) = -294/125*z^3 + 47/8*z + 1
*
[ 5 ] 
f(z) = -291/125*z^3 + 59*z + 1
*
-5/17 | 0.15905895011539298052412336683690439886 | 0.022434023466824971523951509907739723298
f(z) = -289/125*z^3 + 48/5*z + 1
*
-15/17 | 0.15293451668733916162436931407638727382 | 0.021507671547532187492963569837556315271
f(z) = -289/125*z^3 + 49/15*z + 1
*
[ -5 ] 
f(z) = -289/125*z^3 + 59*z + 1
*
[ -15/17 ] 
f(z) = -289/125*z^3 + 59/15*z + 1
*
[ -6/17 ] 
f(z) = -289/135*z^3 + 41/10*z + 1
*
-21/17 | 0.095393169440994659793486594135361621800 | 0.015948263415950234551752761368742460885
f(z) = -289/135*z^3 + 44/15*z + 1
*
[ -11/12 ] 
f(z) = -288/121*z^3 + 45/11*z + 1
*
[ -5/18 ] 
f(z) = -288/125*z^3 + 43/9*z + 1
*
5/3 | 0.19272174112815195845561076479661504460 | 0.026807239466427966423212594989276682416
f(z) = -288/125*z^3 + 53/10*z + 1
*
[ 10/9 ] 
f(z) = -288/125*z^3 + 53/18*z + 1
*
[ -5/24 ] 
f(z) = -288/125*z^3 + 59/10*z + 1
*
[ -5/4 ] 
f(z) = -286/125*z^3 + 43/8*z + 1
*
[ 5 ] 
f(z) = -286/125*z^3 + 58*z + 1
*
[ 3/2 ] 
f(z) = -286/135*z^3 + 51/10*z + 1
*
[ -5 ] 
f(z) = -284/125*z^3 + 58*z + 1
*
[ 5/2 ] 
f(z) = -283/125*z^3 + 59/4*z + 1
*
[ 5 ] 
f(z) = -281/125*z^3 + 57*z + 1
*
[ 10/11 ] 
f(z) = -297/125*z^3 + 41/22*z + 1
*
[ 8/9 ] 
f(z) = -297/128*z^3 + 41/24*z + 1
*
-8/9 | 0.19345360067082429434138540487861894377 | 0.028481123526131092679966767659525656588
f(z) = -297/128*z^3 + 47/24*z + 1
*
5/7 | 0.21735656842077481293206868173224897139 | 0.029076482222712080529460674087945990349
f(z) = -294/125*z^3 + 49/30*z + 1
*
65/102 | 0.21633662051971555761414429629467883306 | 0.023387880237731741409945295683793717981
f(z) = -289/125*z^3 + 41/36*z + 1
*
-12/17 | 0.17893908659856183102876852091981364762 | 0.026450562548527741099225010534513829124
f(z) = -289/128*z^3 + 53/24*z + 1
*
-21/34 | 0.20932411481334609640800263604532110061 | 0.029661756818933893655112803769565210316
f(z) = -289/135*z^3 + 43/20*z + 1
*
[ 15/16 ] 
f(z) = -288/125*z^3 + 47/24*z + 1
*
[ 5/6 ] 
f(z) = -282/125*z^3 + 41/30*z + 1
*
[ 5/6 ] 
f(z) = -281/125*z^3 + 49/36*z + 1
*
[ 5/7 ] 
f(z) = -298/125*z^3 + 40/49*z + 1
*
[ 4/5 ] 
f(z) = -295/128*z^3 + 49/40*z + 1
*
[ 4/5 ] 
f(z) = -285/128*z^3 + 47/40*z + 1
*
-5/18 | 0.10228606992982484155845584126591053466 | 0.012506490697757082360804660194822986268
f(z) = -297/125*z^3 + 47/60*z + 1
*
[ 3/4 ] 
f(z) = -292/135*z^3 + 53/60*z + 1
*
[ 12/17 ] 
f(z) = -289/120*z^3 + 47/60*z + 1
*
20/51 | 0.22401297494185853718385940861452197494 | 0.028487145141612245129509998922260510117
f(z) = -289/128*z^3 + 43/72*z + 1
*
-5/56 | 0.21055469343694816396816254145572450895 | 0.020546074707327425181675755594626981858
f(z) = -294/125*z^3 + 53/96*z + 1
*
[ 2/3 ] 
f(z) = -291/128*z^3 + 49/96*z + 1
*
21/68 | 0.23840031100150541931536909903207332294 | 0.028249777895778895022210372553166462271
f(z) = -289/135*z^3 + 43/80*z + 1
*
[ 11/16 ] 
f(z) = -288/121*z^3 + 59/88*z + 1
*
[ 2/3 ] 
f(z) = -285/128*z^3 + 47/96*z + 1
*
[ 15/22 ] 
f(z) = -286/135*z^3 + 57/110*z + 1
*
[ -5 ] 
f(z) = -299/125*z^3 + 61*z + 1
*
[ 5/4 ] 
f(z) = -299/125*z^3 + 63/16*z + 1
*
[ -5/3 ] 
f(z) = -298/125*z^3 + 74/9*z + 1
*
[ -5/12 ] 
f(z) = -297/125*z^3 + 61/16*z + 1
*
[ -5/2 ] 
f(z) = -297/125*z^3 + 65/4*z + 1
*
[ 5 ] 
f(z) = -296/125*z^3 + 60*z + 1
*
[ 5/2 ] 
f(z) = -296/125*z^3 + 77/5*z + 1
*
[ 3/2 ] 
f(z) = -296/135*z^3 + 79/15*z + 1
*
[ 11/7 ] 
f(z) = -294/121*z^3 + 70/11*z + 1
*
[ -5 ] 
f(z) = -294/125*z^3 + 60*z + 1
*
10/7 | 0.19797171800236832919651038462059065284 | 0.026088992301905826923740800033656848560
f(z) = -294/125*z^3 + 79/15*z + 1
*
[ 5/2 ] 
f(z) = -293/125*z^3 + 61/4*z + 1
*
[ -5/3 ] 
f(z) = -293/125*z^3 + 73/9*z + 1
*
[ 5/3 ] 
f(z) = -292/125*z^3 + 62/9*z + 1
*
[ 5/2 ] 
f(z) = -292/125*z^3 + 76/5*z + 1
*
-10/17 | 0.12765063003211989065786995498106080320 | 0.020265384753788169193916976727095989615
f(z) = -289/120*z^3 + 68/15*z + 1
*
-10/17 | 0.070566575547868910389798468950113877624 | 0.010986122119933129677124306692564173103
f(z) = -289/120*z^3 + 77/15*z + 1
*
[ 5/4 ] 
f(z) = -289/125*z^3 + 61/16*z + 1
*
[ -35/17 ] 
f(z) = -289/125*z^3 + 79/7*z + 1
*
[ -16/17 ] 
f(z) = -289/128*z^3 + 65/16*z + 1
*
36/17 | 0.17186031180113955423483366689192747251 | 0.024428393795611614338335572268380904968
f(z) = -289/128*z^3 + 71/8*z + 1
*
-42/17 | 0.17526660471511939082327103940938639499 | 0.023367230947680547400443701481412569537
f(z) = -289/135*z^3 + 67/5*z + 1
*
-5/12 | 0.14070788801453799982574052031183577031 | 0.019112698499251823872090543250807360368
f(z) = -288/125*z^3 + 63/10*z + 1
*
-5/12 | 0.20911569884223953299798355069246842876 | 0.027847431421605339708246572246842671165
f(z) = -288/125*z^3 + 73/10*z + 1
*
[ 35/24 ] 
f(z) = -288/125*z^3 + 73/14*z + 1
*
[ -5/2 ] 
f(z) = -288/125*z^3 + 79/5*z + 1
*
[ 5/3 ] 
f(z) = -287/125*z^3 + 61/9*z + 1
*
[ -5/2 ] 
f(z) = -287/125*z^3 + 63/4*z + 1
*
[ 5/2 ] 
f(z) = -284/125*z^3 + 74/5*z + 1
*
[ -5/2 ] 
f(z) = -284/125*z^3 + 78/5*z + 1
*
[ 3/2 ] 
f(z) = -284/135*z^3 + 76/15*z + 1
*
[ -5/3 ] 
f(z) = -283/125*z^3 + 71/9*z + 1
*
[ -5/6 ] 
f(z) = -297/125*z^3 + 77/20*z + 1
*
-5/14 | 0.15539834600370595378255098920995716848 | 0.020694021574314218546329619350352762964
f(z) = -294/125*z^3 + 73/30*z + 1
*
5/42 | 0.093879156767572312064078147207081856998 | 0.012371527725941664623832123176564056410
f(z) = -294/125*z^3 + 79/30*z + 1
*
[ 5/4 ] 
f(z) = -292/125*z^3 + 77/20*z + 1
*
[ -3/4 ] 
f(z) = -292/135*z^3 + 71/20*z + 1
*
[ 20/17 ] 
f(z) = -289/125*z^3 + 67/20*z + 1
*
-5/34 | 0.22485485188027577508585543169590779603 | 0.029732160399823968254154198782564944142
f(z) = -289/125*z^3 + 77/20*z + 1
*
-6/17 | 0.13731524566094979227004683806353723305 | 0.018307406954178910662270657109285981017
f(z) = -289/135*z^3 + 67/20*z + 1
*
-3/4 | 0.20890576775286415964799541770562274932 | 0.026863605319812356823649369259568729916
f(z) = -298/135*z^3 + 63/40*z + 1
*
[ 5/6 ] 
f(z) = -292/125*z^3 + 64/45*z + 1
*
20/17 | 0.20146207603530180252295910446477422142 | 0.027689090863533773498025580335803393631
f(z) = -289/128*z^3 + 67/40*z + 1
*
[ 5/6 ] 
f(z) = -284/125*z^3 + 62/45*z + 1
*
[ 3/4 ] 
f(z) = -299/135*z^3 + 73/80*z + 1
*
[ 8/11 ] 
f(z) = -297/128*z^3 + 75/88*z + 1
*
[ 3/4 ] 
f(z) = -293/135*z^3 + 71/80*z + 1
*
[ 12/17 ] 
f(z) = -289/126*z^3 + 61/84*z + 1
*
[ 3/4 ] 
f(z) = -287/135*z^3 + 69/80*z + 1
*
[ 3/4 ] 
f(z) = -281/135*z^3 + 67/80*z + 1
*
[ 2/3 ] 
f(z) = -297/122*z^3 + 71/122*z + 1
*
[ 2/3 ] 
f(z) = -297/130*z^3 + 67/130*z + 1
*
[ 2/3 ] 
f(z) = -297/134*z^3 + 65/134*z + 1
*
[ 2/3 ] 
f(z) = -293/120*z^3 + 79/135*z + 1
*
[ 2/3 ] 
f(z) = -289/120*z^3 + 77/135*z + 1
*
[ 2/3 ] 
f(z) = -287/120*z^3 + 76/135*z + 1
*
[ 2/3 ] 
f(z) = -283/120*z^3 + 74/135*z + 1
*
[ 2/3 ] 
f(z) = -281/120*z^3 + 73/135*z + 1
*
[ 2/3 ] 
f(z) = -299/136*z^3 + 73/153*z + 1
*
[ 2/3 ] 
f(z) = -295/136*z^3 + 71/153*z + 1
*
[ 2/3 ] 
f(z) = -293/136*z^3 + 70/153*z + 1
*
[ 2/3 ] 
f(z) = -287/136*z^3 + 67/153*z + 1
*
[ 2/3 ] 
f(z) = -283/136*z^3 + 65/153*z + 1
*
[ 2/3 ] 
f(z) = -281/136*z^3 + 64/153*z + 1
*
[ -5/2 ] 
f(z) = -296/125*z^3 + 81/5*z + 1
*
[ -11/7 ] 
f(z) = -294/121*z^3 + 84/11*z + 1
*
-10/21 | 0.10652332384881095282307119396124532772 | 0.013761522050022837537898911301637853586
f(z) = -294/125*z^3 + 92/15*z + 1
*
[ -3/2 ] 
f(z) = -292/135*z^3 + 98/15*z + 1
*
[ -5/4 ] 
f(z) = -291/125*z^3 + 87/16*z + 1
*
2/17 | 0.087520296938032853871092418451213149880 | 0.013132491818971688156605617447513580251
f(z) = -289/120*z^3 + 98/15*z + 1
*
[ 11/6 ] 
f(z) = -288/121*z^3 + 93/11*z + 1
*
-5/8 | 0.19956958095303609825659570084364721242 | 0.021581729200703817797045723630850193581
f(z) = -288/125*z^3 + 83/18*z + 1
*
[ -5/48 ] 
f(z) = -288/125*z^3 + 85/8*z + 1
*
[ 3 ] 
f(z) = -287/135*z^3 + 99/5*z + 1
*
[ 3 ] 
f(z) = -284/135*z^3 + 98/5*z + 1
*
[ -5/4 ] 
f(z) = -281/125*z^3 + 85/16*z + 1
*
[ 3 ] 
f(z) = -281/135*z^3 + 97/5*z + 1
*
[ 10/9 ] 
f(z) = -297/125*z^3 + 91/30*z + 1
*
[ -4/9 ] 
f(z) = -297/128*z^3 + 89/24*z + 1
*
[ -8/9 ] 
f(z) = -297/128*z^3 + 95/24*z + 1
*
[ -11/14 ] 
f(z) = -294/121*z^3 + 83/22*z + 1
*
[ -15/28 ] 
f(z) = -294/125*z^3 + 85/24*z + 1
*
[ -5/9 ] 
f(z) = -291/125*z^3 + 95/27*z + 1
*
[ 22/17 ] 
f(z) = -289/121*z^3 + 93/22*z + 1
*
24/17 | 0.21518742398126836502986678490131427033 | 0.029922761401895024958959277170265827892
f(z) = -289/128*z^3 + 83/24*z + 1
*
[ -12/17 ] 
f(z) = -289/128*z^3 + 85/24*z + 1
*
-21/34 | 0.19328476871100814991214437691587113960 | 0.025054160639560621104422867874723663105
f(z) = -289/135*z^3 + 83/20*z + 1
*
-6/17 | 0.21769165467438447131827109802330453242 | 0.028046741435676124062536302595245966592
f(z) = -289/135*z^3 + 87/20*z + 1
*
[ -11/24 ] 
f(z) = -288/121*z^3 + 81/22*z + 1
*
5/4 | 0.18434215469396815605521480409118037647 | 0.023917205713033178332670139554360110806
f(z) = -288/125*z^3 + 89/30*z + 1
*
-5/6 | 0.20894143298364914692011154556143756551 | 0.027030865097707042170149979522585347955
f(z) = -288/125*z^3 + 91/20*z + 1
*
[ -10/13 ] 
f(z) = -286/125*z^3 + 95/26*z + 1
*
[ -5/12 ] 
f(z) = -282/125*z^3 + 91/24*z + 1
*
5/28 | 0.23395172411023184557815408386408835747 | 0.029940088763889454352607826177653904751
f(z) = -294/125*z^3 + 99/40*z + 1
*
5/6 | 0.20554738261892233154573061164777180143 | 0.026548270425605781672162548327050400672
f(z) = -288/125*z^3 + 81/40*z + 1
*
-12/17 | 0.16819491278387873322532848257088546594 | 0.029682712234984701836713676805702283430
f(z) = -289/120*z^3 + 97/60*z + 1
*
-3/4 | 0.20375970453806837203533886780844625757 | 0.028962604861865499411727314978264193948
f(z) = -284/135*z^3 + 91/60*z + 1
*
[ 25/34 ] 
f(z) = -289/125*z^3 + 89/100*z + 1
*
[ 2/3 ] 
f(z) = -299/120*z^3 + 82/135*z + 1
*
[ 12/17 ] 
f(z) = -289/132*z^3 + 89/132*z + 1
*
[ 2/3 ] 
f(z) = -285/124*z^3 + 97/186*z + 1
*
[ 3 ] 
f(z) = -299/135*z^3 + 103/5*z + 1
*
[ -3 ] 
f(z) = -298/135*z^3 + 106/5*z + 1
*
-5/3 | 0.23258425492727689757625093309483868347 | 0.029269637323847431744873838386012012121
f(z) = -297/125*z^3 + 113/15*z + 1
*
[ 3 ] 
f(z) = -296/135*z^3 + 102/5*z + 1
*
[ 5/3 ] 
f(z) = -294/125*z^3 + 104/15*z + 1
*
40/21 | 0.11595333679404035204628352462185999388 | 0.014693065921689362256796295203510485010
f(z) = -294/125*z^3 + 107/15*z + 1
*
[ 3 ] 
f(z) = -293/135*z^3 + 101/5*z + 1
*
[ -3 ] 
f(z) = -292/135*z^3 + 104/5*z + 1
*
[ 5/3 ] 
f(z) = -291/125*z^3 + 103/15*z + 1
*
-2/17 | 0.070095654067070591506431521568798741777 | 0.010297842116469924238007708064221314018
f(z) = -289/120*z^3 + 113/15*z + 1
*
[ 30/17 ] 
f(z) = -289/120*z^3 + 119/15*z + 1
*
[ -5/51 ] 
f(z) = -289/125*z^3 + 101/9*z + 1
*
[ 40/17 ] 
f(z) = -289/125*z^3 + 107/8*z + 1
*
-30/17 | 0.18940196077104744198806692519842400474 | 0.023681167407112231522317855902626107109
f(z) = -289/125*z^3 + 119/15*z + 1
*
[ -3/17 ] 
f(z) = -289/135*z^3 + 101/15*z + 1
*
[ -3 ] 
f(z) = -289/135*z^3 + 103/5*z + 1
*
[ -11/6 ] 
f(z) = -288/121*z^3 + 105/11*z + 1
*
[ -15/4 ] 
f(z) = -288/125*z^3 + 101/3*z + 1
*
65/36 | 0.24821514355725772267497516143692889674 | 0.025835728884232961034538713446350825882
f(z) = -288/125*z^3 + 119/18*z + 1
*
[ -3 ] 
f(z) = -286/135*z^3 + 102/5*z + 1
*
[ -3 ] 
f(z) = -283/135*z^3 + 101/5*z + 1
*
[ -5/3 ] 
f(z) = -282/125*z^3 + 118/15*z + 1
*
[ -5/8 ] 
f(z) = -298/125*z^3 + 113/32*z + 1
*
[ -2/3 ] 
f(z) = -297/128*z^3 + 113/32*z + 1
*
[ -3/4 ] 
f(z) = -296/135*z^3 + 107/30*z + 1
*
[ -11/21 ] 
f(z) = -294/121*z^3 + 118/33*z + 1
*
[ -10/21 ] 
f(z) = -294/125*z^3 + 109/30*z + 1
*
[ -5/4 ] 
f(z) = -292/125*z^3 + 109/20*z + 1
*
[ 4/3 ] 
f(z) = -291/128*z^3 + 103/24*z + 1
*
[ -20/17 ] 
f(z) = -289/125*z^3 + 101/20*z + 1
*
-55/34 | 0.17216151080231205092641664811759264372 | 0.021571286483185363703777701110886783058
f(z) = -289/125*z^3 + 117/20*z + 1
*
-12/17 | 0.18831792990549597028953461776748082900 | 0.025230376393168092026640802561301326079
f(z) = -289/128*z^3 + 109/24*z + 1
*
-24/17 | 0.21308617542922917237655692421307040511 | 0.028411578925042596004173743543152604413
f(z) = -289/128*z^3 + 113/24*z + 1
*
[ 24/17 ] 
f(z) = -289/128*z^3 + 115/24*z + 1
*
[ 3/2 ] 
f(z) = -289/135*z^3 + 103/20*z + 1
*
[ 11/8 ] 
f(z) = -288/121*z^3 + 105/22*z + 1
*
5/3 | 0.23218850433275884615527938654987977379 | 0.029285647526885597111054371597234805681
f(z) = -288/125*z^3 + 111/20*z + 1
*
[ 4/3 ] 
f(z) = -285/128*z^3 + 101/24*z + 1
*
[ -5/4 ] 
f(z) = -284/125*z^3 + 107/20*z + 1
*
[ 3/2 ] 
f(z) = -283/135*z^3 + 101/20*z + 1
*
[ -5/6 ] 
f(z) = -282/125*z^3 + 113/30*z + 1
*
-3/8 | 0.22722186906522420613651030914225467147 | 0.028139069290750441059295497403692901852
f(z) = -296/135*z^3 + 119/40*z + 1
*
2/17 | 0.081980954627858411931561403754089434286 | 0.014467839988090879439248031096503192779
f(z) = -289/132*z^3 + 101/66*z + 1
*
[ 20/27 ] 
f(z) = -297/125*z^3 + 103/108*z + 1
*
[ 3/4 ] 
f(z) = -298/135*z^3 + 109/120*z + 1
*
-5/22 | 0.29712901211948643615383132740783528119 | 0.028093230768687465354299073567714845517
f(z) = -297/125*z^3 + 113/132*z + 1
*
9/17 | 0.16206493527772507816176595329214668733 | 0.028600905685009617218464260181324549123
f(z) = -289/126*z^3 + 109/126*z + 1
*
[ 3/4 ] 
f(z) = -286/135*z^3 + 103/120*z + 1
*
[ 2/3 ] 
f(z) = -291/124*z^3 + 101/186*z + 1
*
[ 2/3 ] 
f(z) = -288/137*z^3 + 119/274*z + 1
*
[ 2/3 ] 
f(z) = -288/139*z^3 + 117/278*z + 1
*
[ 8/3 ] 
f(z) = -297/128*z^3 + 137/8*z + 1
*
-2 | 0.11945670412697012829403992329073837968 | 0.017031386328503923763332620615484870447
f(z) = -295/136*z^3 + 139/17*z + 1
*
[ -5/3 ] 
f(z) = -294/125*z^3 + 122/15*z + 1
*
-2 | 0.098954941271958400711489566723021326037 | 0.014108373793117537811323910071252859038
f(z) = -293/120*z^3 + 139/15*z + 1
*
-2 | 0.11933236877284502807944887770502810054 | 0.017031191583127270579467833153582796390
f(z) = -293/136*z^3 + 138/17*z + 1
*
[ -5/3 ] 
f(z) = -291/125*z^3 + 121/15*z + 1
*
-2 | 0.11920716235629281679975834756795879265 | 0.017030999758860781419876535737000604386
f(z) = -291/136*z^3 + 137/17*z + 1
*
-6/17 | 0.11120554130075136640548456620947729746 | 0.016155465349699754299630591339008633167
f(z) = -289/120*z^3 + 122/15*z + 1
*
-2/17 | 0.20398788044624635911846504089350929695 | 0.029429230352125037017989240347162656182
f(z) = -289/120*z^3 + 128/15*z + 1
*
[ -30/17 ] 
f(z) = -289/120*z^3 + 136/15*z + 1
*
-2 | 0.098705242576206587828221973371727645183 | 0.014101912412689258024060057111803888196
f(z) = -289/120*z^3 + 137/15*z + 1
*
-55/17 | 0.23685101491023234134766992921103851070 | 0.029491873998525566820021657551925939989
f(z) = -289/125*z^3 + 123/5*z + 1
*
-2 | 0.098578554420022505792914038685813053014 | 0.014098569069141797891223506844967085341
f(z) = -287/120*z^3 + 136/15*z + 1
*
-2 | 0.11895408514314952572692136269132219374 | 0.017030625109358112403220269329653770026
f(z) = -287/136*z^3 + 135/17*z + 1
*
-2 | 0.11882618801453705748820026723757854403 | 0.017030442402479460512605526197997599949
f(z) = -285/136*z^3 + 134/17*z + 1
*
-2 | 0.098322469556933685863572846608033505914 | 0.014091802342881234208377768946528393510
f(z) = -283/120*z^3 + 134/15*z + 1
*
-2 | 0.11869736714065515461717914425030485623 | 0.017030262853264588505442908612025054659
f(z) = -283/136*z^3 + 133/17*z + 1
*
-2 | 0.098193046148013075716866898268433482942 | 0.014088378087458330699683455592501522531
f(z) = -281/120*z^3 + 133/15*z + 1
*
-2 | 0.11856760857686813745452942789393351917 | 0.017030086521021238006412454452446446196
f(z) = -281/136*z^3 + 132/17*z + 1
*
[ -5/6 ] 
f(z) = -299/125*z^3 + 139/36*z + 1
*
[ -3/2 ] 
f(z) = -299/135*z^3 + 133/20*z + 1
*
-4/3 | 0.20478659591504768922876603078493391291 | 0.026942405458441456162638458436862967168
f(z) = -297/128*z^3 + 125/24*z + 1
*
-4/9 | 0.22839023582028769840053839326889056545 | 0.029689719595538666712066168133628863247
f(z) = -297/128*z^3 + 137/24*z + 1
*
-15/28 | 0.16358383256118667161427948558218489433 | 0.016940058316569236051854502164201301625
f(z) = -294/125*z^3 + 125/24*z + 1
*
[ -15/14 ] 
f(z) = -294/125*z^3 + 139/30*z + 1
*
[ -3/2 ] 
f(z) = -293/135*z^3 + 131/20*z + 1
*
[ -5/12 ] 
f(z) = -292/125*z^3 + 137/36*z + 1
*
[ -4/3 ] 
f(z) = -291/128*z^3 + 139/24*z + 1
*
[ -22/17 ] 
f(z) = -289/121*z^3 + 127/22*z + 1
*
[ 25/17 ] 
f(z) = -289/125*z^3 + 133/25*z + 1
*
[ -5/6 ] 
f(z) = -289/125*z^3 + 137/36*z + 1
*
-14/17 | 0.11552542893153980415378747334096171117 | 0.018495589856065007134289613501539792994
f(z) = -289/128*z^3 + 129/32*z + 1
*
[ 21/17 ] 
f(z) = -289/135*z^3 + 121/35*z + 1
*
[ -11/8 ] 
f(z) = -288/121*z^3 + 137/22*z + 1
*
-5/4 | 0.21807087954597347552617323584509987892 | 0.026793797486030979312516661833797822124
f(z) = -288/125*z^3 + 137/30*z + 1
*
[ -3/2 ] 
f(z) = -287/135*z^3 + 129/20*z + 1
*
[ 15/13 ] 
f(z) = -286/125*z^3 + 124/39*z + 1
*
[ -4/3 ] 
f(z) = -285/128*z^3 + 137/24*z + 1
*
[ -3/2 ] 
f(z) = -281/135*z^3 + 127/20*z + 1
*
[ 18/17 ] 
f(z) = -289/120*z^3 + 124/45*z + 1
*
-15/17 | 0.17503086308366921683987156266781513816 | 0.021707738735089140246468766880684384130
f(z) = -289/125*z^3 + 127/45*z + 1
*
-12/17 | 0.13806985107333923749784902418893195654 | 0.022885443038169089751431259573831469055
f(z) = -289/126*z^3 + 139/42*z + 1
*
[ 20/17 ] 
f(z) = -289/128*z^3 + 131/40*z + 1
*
[ 25/24 ] 
f(z) = -288/125*z^3 + 127/50*z + 1
*
-15/16 | 0.11188057260932384550559067589064469834 | 0.013746472758566714388629689721336983950
f(z) = -288/125*z^3 + 137/40*z + 1
*
-8/51 | 0.18883367270453377232448061470935977344 | 0.024013485126716143249851826782114768784
f(z) = -289/128*z^3 + 139/72*z + 1
*
[ 5/6 ] 
f(z) = -298/125*z^3 + 131/90*z + 1
*
20/21 | 0.23641597202355211183410410426570908538 | 0.023069636415660879715494633850777053282
f(z) = -294/125*z^3 + 125/96*z + 1
*
-3/4 | 0.23796103199499857655237698173964162287 | 0.028197724547710828290669347682618336304
f(z) = -289/135*z^3 + 123/80*z + 1
*
-5/16 | 0.21687679932153046329485554965679765574 | 0.024530759899840071164405877586539748784
f(z) = -288/125*z^3 + 131/120*z + 1
*
[ 10/13 ] 
f(z) = -286/125*z^3 + 137/130*z + 1
*
-8/15 | 0.20248270229219113890064948371935568552 | 0.024218856350747846503902865011735378145
f(z) = -285/128*z^3 + 121/120*z + 1
*
-35/99 | 0.29042314620094590359801118557033448074 | 0.026079313778142331523015667471805929867
f(z) = -297/125*z^3 + 128/231*z + 1
*
[ 2/3 ] 
f(z) = -297/125*z^3 + 139/250*z + 1
*
[ 2/3 ] 
f(z) = -297/127*z^3 + 137/254*z + 1
*
[ 2/3 ] 
f(z) = -288/121*z^3 + 135/242*z + 1
*
[ 2/3 ] 
f(z) = -288/125*z^3 + 131/250*z + 1
*
[ 2/3 ] 
f(z) = -288/127*z^3 + 129/254*z + 1
*
[ 2/3 ] 
f(z) = -297/131*z^3 + 133/262*z + 1
*
[ 2/3 ] 
f(z) = -297/133*z^3 + 131/266*z + 1
*
[ 2/3 ] 
f(z) = -297/137*z^3 + 127/274*z + 1
*
[ 2/3 ] 
f(z) = -297/139*z^3 + 125/278*z + 1
*
[ 2/3 ] 
f(z) = -288/131*z^3 + 125/262*z + 1
*
[ 2/3 ] 
f(z) = -288/133*z^3 + 123/266*z + 1
*
[ 2/3 ] 
f(z) = -283/128*z^3 + 139/288*z + 1
*
[ 2/3 ] 
f(z) = -281/128*z^3 + 137/288*z + 1
*
-2 | 0.099324615040706520850605551774800043845 | 0.014118098497455529847007723470146190460
f(z) = -299/120*z^3 + 142/15*z + 1
*
[ 2 ] 
f(z) = -299/120*z^3 + 157/15*z + 1
*
-2 | 0.11970281115000883646570373372010573898 | 0.017031784348696072109081996877921431761
f(z) = -299/136*z^3 + 141/17*z + 1
*
[ 2 ] 
f(z) = -299/136*z^3 + 158/17*z + 1
*
[ -8/3 ] 
f(z) = -297/128*z^3 + 143/8*z + 1
*
-2 | 0.11958018086249025915027368028102799574 | 0.017031583936426734791896248263332969151
f(z) = -297/136*z^3 + 140/17*z + 1
*
[ 2 ] 
f(z) = -297/136*z^3 + 157/17*z + 1
*
[ 2 ] 
f(z) = -295/136*z^3 + 156/17*z + 1
*
[ 5/2 ] 
f(z) = -294/125*z^3 + 153/10*z + 1
*
[ 2 ] 
f(z) = -293/120*z^3 + 154/15*z + 1
*
[ 2 ] 
f(z) = -293/136*z^3 + 155/17*z + 1
*
[ 2 ] 
f(z) = -291/136*z^3 + 154/17*z + 1
*
[ -2/17 ] 
f(z) = -289/120*z^3 + 143/15*z + 1
*
[ 2 ] 
f(z) = -289/120*z^3 + 152/15*z + 1
*
2/17 | 0.15866039069984397241037432539963899570 | 0.022215006747757708269777548729578078022
f(z) = -289/120*z^3 + 158/15*z + 1
*
[ 2 ] 
f(z) = -287/120*z^3 + 151/15*z + 1
*
[ 2 ] 
f(z) = -287/136*z^3 + 152/17*z + 1
*
[ 5/2 ] 
f(z) = -286/125*z^3 + 149/10*z + 1
*
[ -5/2 ] 
f(z) = -286/125*z^3 + 157/10*z + 1
*
[ 2 ] 
f(z) = -285/136*z^3 + 151/17*z + 1
*
[ 2 ] 
f(z) = -283/120*z^3 + 149/15*z + 1
*
[ 2 ] 
f(z) = -283/136*z^3 + 150/17*z + 1
*
[ 5/2 ] 
f(z) = -282/125*z^3 + 147/10*z + 1
*
[ 2 ] 
f(z) = -281/120*z^3 + 148/15*z + 1
*
[ 2 ] 
f(z) = -281/136*z^3 + 149/17*z + 1
*
-35/99 | 0.28328724054077417092764675979394287095 | 0.028696792401434858833993564074192120867
f(z) = -297/125*z^3 + 155/33*z + 1
*
[ -24/17 ] 
f(z) = -289/128*z^3 + 149/24*z + 1
*
-6/17 | 0.24371310937358851742062440475219797587 | 0.029179920621417732361916043450094012349
f(z) = -289/135*z^3 + 157/20*z + 1
*
[ 5/4 ] 
f(z) = -298/125*z^3 + 157/40*z + 1
*
[ -3/4 ] 
f(z) = -298/135*z^3 + 143/40*z + 1
*
[ -20/33 ] 
f(z) = -297/125*z^3 + 155/44*z + 1
*
[ -5/8 ] 
f(z) = -296/125*z^3 + 141/40*z + 1
*
[ -3/8 ] 
f(z) = -296/135*z^3 + 159/40*z + 1
*
[ -4/5 ] 
f(z) = -295/128*z^3 + 149/40*z + 1
*
[ 21/17 ] 
f(z) = -289/126*z^3 + 155/42*z + 1
*
24/17 | 0.16080258967333579124535279866968967625 | 0.026126124634727745697635886229451665802
f(z) = -289/126*z^3 + 157/42*z + 1
*
[ -9/17 ] 
f(z) = -289/135*z^3 + 157/45*z + 1
*
[ -5/9 ] 
f(z) = -288/125*z^3 + 158/45*z + 1
*
[ 5/4 ] 
f(z) = -286/125*z^3 + 151/40*z + 1
*
[ -3/4 ] 
f(z) = -286/135*z^3 + 141/40*z + 1
*
[ -4/5 ] 
f(z) = -285/128*z^3 + 147/40*z + 1
*
[ 5/4 ] 
f(z) = -282/125*z^3 + 149/40*z + 1
*
45/34 | 0.13904571391847468077831147139347586415 | 0.016882356238767294451201567475142947662
f(z) = -289/125*z^3 + 151/60*z + 1
*
39/34 | 0.19641315262212299465589671560056870769 | 0.027275168969829342310379598546360938018
f(z) = -289/135*z^3 + 149/60*z + 1
*
4/33 | 0.24017343781580195350935980274579887921 | 0.029681722303657013486118302995732707670
f(z) = -297/128*z^3 + 157/88*z + 1
*
65/68 | 0.19362340996228729823115766238546391526 | 0.022943838889637265251636678969641063201
f(z) = -289/125*z^3 + 153/80*z + 1
*
[ 14/17 ] 
f(z) = -289/120*z^3 + 149/105*z + 1
*
[ 11/15 ] 
f(z) = -285/121*z^3 + 149/165*z + 1
*
5/6 | 0.25730267064934543418801556497955667622 | 0.027147583280324746210625136314961886692
f(z) = -297/125*z^3 + 159/220*z + 1
*
[ 25/36 ] 
f(z) = -288/125*z^3 + 151/225*z + 1
*
[ 2/3 ] 
f(z) = -299/128*z^3 + 155/288*z + 1
*
[ 2/3 ] 
f(z) = -295/128*z^3 + 151/288*z + 1
*
[ 2/3 ] 
f(z) = -293/128*z^3 + 149/288*z + 1
*
[ 2/3 ] 
f(z) = -289/128*z^3 + 145/288*z + 1
*
[ 2/3 ] 
f(z) = -287/128*z^3 + 143/288*z + 1
*
[ -2 ] 
f(z) = -299/120*z^3 + 172/15*z + 1
*
[ -2 ] 
f(z) = -299/136*z^3 + 175/17*z + 1
*
[ -5/2 ] 
f(z) = -298/125*z^3 + 163/10*z + 1
*
[ -2 ] 
f(z) = -297/136*z^3 + 174/17*z + 1
*
[ -2 ] 
f(z) = -295/136*z^3 + 173/17*z + 1
*
[ 10/3 ] 
f(z) = -294/125*z^3 + 161/6*z + 1
*
[ -5/2 ] 
f(z) = -294/125*z^3 + 161/10*z + 1
*
[ -2 ] 
f(z) = -293/120*z^3 + 169/15*z + 1
*
[ -2 ] 
f(z) = -293/136*z^3 + 172/17*z + 1
*
[ -10/3 ] 
f(z) = -291/125*z^3 + 163/6*z + 1
*
[ -2 ] 
f(z) = -291/136*z^3 + 171/17*z + 1
*
[ -2 ] 
f(z) = -289/120*z^3 + 167/15*z + 1
*
38/17 | 0.14946145519856302369780416416219650682 | 0.020664588667175827812946740273972838342
f(z) = -289/120*z^3 + 173/15*z + 1
*
52/17 | 0.23050497540479911271329386288981206418 | 0.029212668949648418165253826680793631765
f(z) = -289/128*z^3 + 167/8*z + 1
*
[ -2 ] 
f(z) = -287/120*z^3 + 166/15*z + 1
*
[ -2 ] 
f(z) = -287/136*z^3 + 169/17*z + 1
*
[ -2 ] 
f(z) = -285/136*z^3 + 168/17*z + 1
*
[ -2 ] 
f(z) = -283/120*z^3 + 164/15*z + 1
*
[ -2 ] 
f(z) = -283/136*z^3 + 167/17*z + 1
*
[ -2 ] 
f(z) = -281/120*z^3 + 163/15*z + 1
*
[ -2 ] 
f(z) = -281/136*z^3 + 166/17*z + 1
*
[ -5/27 ] 
f(z) = -297/125*z^3 + 175/27*z + 1
*
-65/34 | 0.16254698270649463804700408660702054440 | 0.019583312730239287259885407481250491410
f(z) = -289/125*z^3 + 161/20*z + 1
*
[ -25/17 ] 
f(z) = -289/125*z^3 + 167/25*z + 1
*
[ -5/7 ] 
f(z) = -297/125*z^3 + 177/49*z + 1
*
[ -5/6 ] 
f(z) = -296/125*z^3 + 173/45*z + 1
*
[ -5/6 ] 
f(z) = -292/125*z^3 + 172/45*z + 1
*
[ -5/7 ] 
f(z) = -292/125*z^3 + 176/49*z + 1
*
[ -2/3 ] 
f(z) = -291/136*z^3 + 176/51*z + 1
*
[ -6/17 ] 
f(z) = -289/126*z^3 + 173/42*z + 1
*
5/4 | 0.23914323889770993871456792368307551659 | 0.028811465809319252894365230524695591626
f(z) = -288/125*z^3 + 161/45*z + 1
*
[ 8/7 ] 
f(z) = -287/128*z^3 + 171/56*z + 1
*
[ -2/3 ] 
f(z) = -285/136*z^3 + 175/51*z + 1
*
[ -5/7 ] 
f(z) = -282/125*z^3 + 174/49*z + 1
*
10/9 | 0.19432432972253301822181736087140696546 | 0.023309028229667515684982582254456551624
f(z) = -297/125*z^3 + 167/60*z + 1
*
[ 22/21 ] 
f(z) = -294/121*z^3 + 179/66*z + 1
*
-20/21 | 0.17843496940299434680280586888416539212 | 0.021497463377337109212258982482997184948
f(z) = -294/125*z^3 + 161/60*z + 1
*
2/17 | 0.15981777521710248213594963215907680617 | 0.027501961389382394284111279768284687844
f(z) = -289/132*z^3 + 167/66*z + 1
*
-33/34 | 0.15216283034370133594410825731086912862 | 0.020905424847112275637192103675208577767
f(z) = -289/135*z^3 + 161/60*z + 1
*
-15/68 | 0.17378767028761042218848455938940783669 | 0.020593358565789983003282088520649868570
f(z) = -289/135*z^3 + 163/80*z + 1
*
[ 6/7 ] 
f(z) = -287/120*z^3 + 167/105*z + 1
*
[ 14/17 ] 
f(z) = -289/126*z^3 + 169/126*z + 1
*
4/15 | 0.21286882070915533265450511039707801138 | 0.025461134862120781762814923171858679666
f(z) = -285/128*z^3 + 169/120*z + 1
*
95/99 | 0.16823362726266251273601762263421169406 | 0.018305684372708471498801545517365091007
f(z) = -297/125*z^3 + 163/165*z + 1
*
[ 12/17 ] 
f(z) = -289/138*z^3 + 173/276*z + 1
*
[ -15/7 ] 
f(z) = -294/125*z^3 + 184/15*z + 1
*
-38/17 | 0.13815009774615946278212560717366782803 | 0.018883583597387596207585161317227076650
f(z) = -289/120*z^3 + 188/15*z + 1
*
[ -15/13 ] 
f(z) = -299/125*z^3 + 197/39*z + 1
*
[ -3/2 ] 
f(z) = -298/135*z^3 + 199/30*z + 1
*
[ -3/2 ] 
f(z) = -286/135*z^3 + 193/30*z + 1
*
-5/3 | 0.21944341970952615063419180445863327436 | 0.025904799119672935629374869629912187892
f(z) = -282/125*z^3 + 191/30*z + 1
*
[ -11/34 ] 
f(z) = -289/121*z^3 + 191/44*z + 1
*
-12/17 | 0.094440741897239592886762972021317698877 | 0.014997475365129979119427401275449484367
f(z) = -289/126*z^3 + 181/42*z + 1
*
[ -20/17 ] 
f(z) = -289/128*z^3 + 199/40*z + 1
*
[ -4/7 ] 
f(z) = -287/128*z^3 + 195/56*z + 1
*
-12/17 | 0.14589132047411515248482878849773513764 | 0.024411438131442251220638710450934936390
f(z) = -289/120*z^3 + 197/60*z + 1
*
8/51 | 0.19473822277842253293441331379843447475 | 0.024235403018596783464769523392444130823
f(z) = -289/128*z^3 + 193/72*z + 1
*
-40/51 | 0.12846375649029487923332783363580473628 | 0.015926785512640969822165162181582865843
f(z) = -289/128*z^3 + 199/72*z + 1
*
[ 15/13 ] 
f(z) = -286/135*z^3 + 192/65*z + 1
*
3/68 | 0.087496775221309654439684357121216735449 | 0.010261209643851706801731035253216319411
f(z) = -289/135*z^3 + 187/80*z + 1
*
35/36 | 0.17387246709097389412711414096413271516 | 0.020328038506192438653278605353259608214
f(z) = -288/125*z^3 + 187/90*z + 1
*
-14/17 | 0.14327860075178601528153360331831280421 | 0.018821894487408732597467681146111594390
f(z) = -289/120*z^3 + 194/105*z + 1
*
[ 10/11 ] 
f(z) = -286/125*z^3 + 197/110*z + 1
*
-12/17 | 0.13009773041890216340607969776266934761 | 0.022959395326129169358064897447787983882
f(z) = -289/132*z^3 + 199/132*z + 1
*
5/99 | 0.13423322308454100626748512738035164505 | 0.014606063330492821452413154264421683193
f(z) = -297/125*z^3 + 199/165*z + 1
*
[ 5/7 ] 
f(z) = -297/125*z^3 + 199/245*z + 1
*
[ 5/7 ] 
f(z) = -296/125*z^3 + 198/245*z + 1
*
[ 5/7 ] 
f(z) = -292/125*z^3 + 194/245*z + 1
*
[ 5/7 ] 
f(z) = -291/125*z^3 + 193/245*z + 1
*
[ 5/7 ] 
f(z) = -289/125*z^3 + 191/245*z + 1
*
[ 5/7 ] 
f(z) = -286/125*z^3 + 188/245*z + 1
*
[ 5/7 ] 
f(z) = -284/125*z^3 + 186/245*z + 1
*
[ 5/7 ] 
f(z) = -282/125*z^3 + 184/245*z + 1
*
[ 5/7 ] 
f(z) = -281/125*z^3 + 183/245*z + 1
*
-40/99 | 0.24781399581221133771720289794261779034 | 0.026964911024568045478992771687326734951
f(z) = -297/128*z^3 + 199/264*z + 1
*
[ 11/4 ] 
f(z) = -288/121*z^3 + 205/11*z + 1
*
[ -11/4 ] 
f(z) = -288/121*z^3 + 213/11*z + 1
*
[ -15/11 ] 
f(z) = -297/125*z^3 + 203/33*z + 1
*
[ 15/8 ] 
f(z) = -296/125*z^3 + 211/24*z + 1
*
[ -45/34 ] 
f(z) = -289/125*z^3 + 209/36*z + 1
*
[ -5/11 ] 
f(z) = -297/125*z^3 + 203/55*z + 1
*
[ -5/14 ] 
f(z) = -296/125*z^3 + 201/49*z + 1
*
[ -5/4 ] 
f(z) = -294/125*z^3 + 219/40*z + 1
*
[ -18/17 ] 
f(z) = -289/120*z^3 + 209/45*z + 1
*
80/51 | 0.13068056646898290930748005521562711185 | 0.015325245333058931921689029767343378601
f(z) = -289/125*z^3 + 202/45*z + 1
*
-24/17 | 0.21404293861662602388365740647563705366 | 0.024778733332959044265972881510570262166
f(z) = -289/135*z^3 + 209/40*z + 1
*
[ -5/11 ] 
f(z) = -286/125*z^3 + 202/55*z + 1
*
[ -5/4 ] 
f(z) = -282/125*z^3 + 213/40*z + 1
*
-4/17 | 0.15792469983152274554007540332123830749 | 0.026292942761626485245753930184630505770
f(z) = -289/120*z^3 + 203/60*z + 1
*
[ 20/17 ] 
f(z) = -289/120*z^3 + 209/60*z + 1
*
[ -12/17 ] 
f(z) = -289/120*z^3 + 217/60*z + 1
*
[ -12/17 ] 
f(z) = -289/135*z^3 + 209/60*z + 1
*
[ -3/4 ] 
f(z) = -284/135*z^3 + 211/60*z + 1
*
5/4 | 0.24533730358521885591579101027163179746 | 0.028531663586760922664750830041925007810
f(z) = -288/125*z^3 + 217/90*z + 1
*
-6/7 | 0.16702578646383917269839437739617494720 | 0.021961495009324675340406292361184853191
f(z) = -287/120*z^3 + 202/105*z + 1
*
-55/84 | 0.19186174838528936389947539941472125425 | 0.021650832915883117893792218223456178439
f(z) = -294/125*z^3 + 217/120*z + 1
*
[ 15/17 ] 
f(z) = -289/120*z^3 + 209/120*z + 1
*
[ 55/72 ] 
f(z) = -288/125*z^3 + 205/198*z + 1
*
[ 5/7 ] 
f(z) = -299/125*z^3 + 201/245*z + 1
*
[ 3/4 ] 
f(z) = -289/135*z^3 + 209/240*z + 1
*
[ 3/4 ] 
f(z) = -283/135*z^3 + 203/240*z + 1
*
5/126 | 0.13505317254637439488049401884319545850 | 0.013962500030473241373901121869440011870
f(z) = -294/125*z^3 + 217/270*z + 1
*
-5/14 | 0.11647554058622293809744234728545296379 | 0.013502770450258215239828032026031408790
f(z) = -294/125*z^3 + 223/30*z + 1
*
5/42 | 0.14922289521636445374569998578937561019 | 0.017246022313228336171080387190351305122
f(z) = -294/125*z^3 + 229/30*z + 1
*
[ 30/17 ] 
f(z) = -289/125*z^3 + 229/30*z + 1
*
[ -5/4 ] 
f(z) = -298/125*z^3 + 221/40*z + 1
*
[ -21/17 ] 
f(z) = -289/126*z^3 + 223/42*z + 1
*
[ -24/17 ] 
f(z) = -289/135*z^3 + 239/40*z + 1
*
[ -25/24 ] 
f(z) = -288/125*z^3 + 223/50*z + 1
*
[ -2/3 ] 
f(z) = -297/124*z^3 + 221/62*z + 1
*
[ -5/8 ] 
f(z) = -293/125*z^3 + 225/64*z + 1
*
[ -5/6 ] 
f(z) = -291/125*z^3 + 229/60*z + 1
*
[ -15/34 ] 
f(z) = -289/125*z^3 + 223/60*z + 1
*
-12/17 | 0.095680922407656612103039169294286791337 | 0.011697276770065654798248780585676545545
f(z) = -289/128*z^3 + 223/72*z + 1
*
26/17 | 0.085791853411087975671715001374571360943 | 0.013905553710103019866830439056836768781
f(z) = -289/132*z^3 + 239/66*z + 1
*
[ -15/34 ] 
f(z) = -289/135*z^3 + 221/60*z + 1
*
[ -15/22 ] 
f(z) = -286/125*z^3 + 233/66*z + 1
*
[ -5/8 ] 
f(z) = -283/125*z^3 + 223/64*z + 1
*
[ 18/17 ] 
f(z) = -289/135*z^3 + 221/90*z + 1
*
[ 15/14 ] 
f(z) = -287/125*z^3 + 227/84*z + 1
*
[ 11/13 ] 
f(z) = -299/121*z^3 + 227/143*z + 1
*
[ 10/13 ] 
f(z) = -299/120*z^3 + 229/195*z + 1
*
[ 4/5 ] 
f(z) = -289/128*z^3 + 239/200*z + 1
*
[ 4/5 ] 
f(z) = -287/128*z^3 + 237/200*z + 1
*
[ 4/5 ] 
f(z) = -283/128*z^3 + 233/200*z + 1
*
[ 4/5 ] 
f(z) = -281/128*z^3 + 231/200*z + 1
*
[ 35/48 ] 
f(z) = -288/125*z^3 + 239/280*z + 1
*
-5/14 | 0.17676465980837714413428450654944121301 | 0.020196446688355286726712583919043987700
f(z) = -294/125*z^3 + 253/30*z + 1
*
-36/17 | 0.21062988351197587223018698428902742395 | 0.025311027107386212864069910252116543173
f(z) = -289/128*z^3 + 257/24*z + 1
*
[ -3/34 ] 
f(z) = -289/135*z^3 + 247/20*z + 1
*
[ -30/17 ] 
f(z) = -289/135*z^3 + 247/30*z + 1
*
[ 15/8 ] 
f(z) = -288/125*z^3 + 257/30*z + 1
*
[ -5/22 ] 
f(z) = -297/125*z^3 + 243/44*z + 1
*
-40/33 | 0.22943341688987117676003539308533651875 | 0.026155691046575237516673665016404549463
f(z) = -297/125*z^3 + 258/55*z + 1
*
[ 8/5 ] 
f(z) = -295/128*z^3 + 251/40*z + 1
*
5/48 | 0.25352838340561676514889452802771882108 | 0.028915348306518887193412538358663806861
f(z) = -288/125*z^3 + 257/40*z + 1
*
[ 8/5 ] 
f(z) = -285/128*z^3 + 243/40*z + 1
*
[ -10/9 ] 
f(z) = -282/125*z^3 + 253/54*z + 1
*
[ -15/23 ] 
f(z) = -299/125*z^3 + 245/69*z + 1
*
[ -5/13 ] 
f(z) = -299/125*z^3 + 257/65*z + 1
*
-10/9 | 0.28289940520709144325867312633779204893 | 0.027240784062696393319496782725112871386
f(z) = -297/125*z^3 + 259/66*z + 1
*
[ -20/21 ] 
f(z) = -294/125*z^3 + 251/60*z + 1
*
-12/17 | 0.11117766251695593817329914443117253089 | 0.017810587316256330712654456189516661748
f(z) = -289/120*z^3 + 257/60*z + 1
*
45/34 | 0.23296021056085034004099780339584357322 | 0.026641291384186884555847860487683885731
f(z) = -289/125*z^3 + 251/60*z + 1
*
[ 22/17 ] 
f(z) = -289/132*z^3 + 257/66*z + 1
*
[ -5/13 ] 
f(z) = -286/125*z^3 + 256/65*z + 1
*
4/33 | 0.21123559442835797733793315110696836395 | 0.025530517562677225074126229674095681313
f(z) = -297/128*z^3 + 245/88*z + 1
*
[ 5/6 ] 
f(z) = -293/125*z^3 + 257/180*z + 1
*
[ 5/6 ] 
f(z) = -287/125*z^3 + 251/180*z + 1
*
[ 5/6 ] 
f(z) = -283/125*z^3 + 247/180*z + 1
*
[ 4/5 ] 
f(z) = -299/128*z^3 + 249/200*z + 1
*
[ 4/5 ] 
f(z) = -297/128*z^3 + 247/200*z + 1
*
[ 4/5 ] 
f(z) = -293/128*z^3 + 243/200*z + 1
*
[ 4/5 ] 
f(z) = -291/128*z^3 + 241/200*z + 1
*
[ 3/4 ] 
f(z) = -296/123*z^3 + 251/246*z + 1
*
[ 3/4 ] 
f(z) = -296/129*z^3 + 247/258*z + 1
*
5/63 | 0.18090481819774587482587116092848016532 | 0.018702881849972447996984220892141002816
f(z) = -294/125*z^3 + 247/270*z + 1
*
[ 11/15 ] 
f(z) = -288/121*z^3 + 252/275*z + 1
*
[ 10/3 ] 
f(z) = -297/125*z^3 + 271/10*z + 1
*
[ -10/3 ] 
f(z) = -297/125*z^3 + 277/10*z + 1
*
[ 10/3 ] 
f(z) = -288/125*z^3 + 263/10*z + 1
*
[ -10/3 ] 
f(z) = -288/125*z^3 + 269/10*z + 1
*
20/9 | 0.23576886404979126954600922268244670448 | 0.028177412209453223027453886245889933141
f(z) = -297/128*z^3 + 269/24*z + 1
*
-2 | 0.11944131077189575741523499818883246528 | 0.017020478263783060884578575575172264660
f(z) = -295/128*z^3 + 279/32*z + 1
*
-2 | 0.11931712388609029361480866141318525199 | 0.017020230503942169795189501676094238954
f(z) = -293/128*z^3 + 277/32*z + 1
*
-2 | 0.11919207153508618351493180269434211764 | 0.017019985353062883407119977397424793502
f(z) = -291/128*z^3 + 275/32*z + 1
*
[ -30/17 ] 
f(z) = -289/125*z^3 + 263/30*z + 1
*
[ 32/17 ] 
f(z) = -289/128*z^3 + 271/32*z + 1
*
-5/3 | 0.29852147704410762052408584216307079367 | 0.028723779566760246309331727489181807791
f(z) = -288/125*z^3 + 261/32*z + 1
*
[ 25/12 ] 
f(z) = -288/125*z^3 + 263/25*z + 1
*
-2 | 0.11893932004966276287398762852249361270 | 0.017019503133561245551839751620393523332
f(z) = -287/128*z^3 + 271/32*z + 1
*
-2 | 0.11881159500697586030623071365956741645 | 0.017019266194542987153454949376099901748
f(z) = -285/128*z^3 + 269/32*z + 1
*
-2 | 0.11868295266461525465056264269750218847 | 0.017019032123613687103527011206945229835
f(z) = -283/128*z^3 + 267/32*z + 1
*
-2 | 0.11855337931308588726092831114886663266 | 0.017018800987301248106641078715271019455
f(z) = -281/128*z^3 + 265/32*z + 1
*
15/8 | 0.12023063299093741713590445529564267439 | 0.013468127903640498136944477019526340215
f(z) = -296/135*z^3 + 279/40*z + 1
*
[ -5/28 ] 
f(z) = -294/125*z^3 + 267/40*z + 1
*
[ -15/68 ] 
f(z) = -289/125*z^3 + 271/48*z + 1
*
-20/51 | 0.26511626225443128854867004885050821897 | 0.029980714719622821396954475255408806617
f(z) = -289/125*z^3 + 277/45*z + 1
*
[ -8/7 ] 
f(z) = -287/128*z^3 + 269/56*z + 1
*
[ 25/21 ] 
f(z) = -294/125*z^3 + 262/75*z + 1
*
-20/17 | 0.086166955236400954523919952364906854966 | 0.013753042720630683589389335315041501768
f(z) = -289/120*z^3 + 263/60*z + 1
*
[ -6/17 ] 
f(z) = -289/132*z^3 + 271/66*z + 1
*
[ -35/36 ] 
f(z) = -288/125*z^3 + 265/63*z + 1
*
[ -6/7 ] 
f(z) = -287/135*z^3 + 261/70*z + 1
*
[ -5/8 ] 
f(z) = -284/125*z^3 + 279/80*z + 1
*
-6/11 | 0.23787319718901433157314740063941134888 | 0.026733466153315381455940765380490888842
f(z) = -286/135*z^3 + 271/110*z + 1
*
21/17 | 0.15441679959440141734178981830608562911 | 0.027251177522220774309755415353988804034
f(z) = -289/132*z^3 + 265/132*z + 1
*
[ 5/6 ] 
f(z) = -299/125*z^3 + 263/180*z + 1
*
[ 5 ] 
f(z) = -294/125*z^3 + 298/5*z + 1
*
[ 5 ] 
f(z) = -293/125*z^3 + 297/5*z + 1
*
[ -5 ] 
f(z) = -293/125*z^3 + 299/5*z + 1
*
[ 4 ] 
f(z) = -293/128*z^3 + 299/8*z + 1
*
[ 5 ] 
f(z) = -292/125*z^3 + 296/5*z + 1
*
[ -5 ] 
f(z) = -292/125*z^3 + 298/5*z + 1
*
[ -5 ] 
f(z) = -291/125*z^3 + 297/5*z + 1
*
[ 4 ] 
f(z) = -291/128*z^3 + 297/8*z + 1
*
[ 5 ] 
f(z) = -289/125*z^3 + 293/5*z + 1
*
[ 4 ] 
f(z) = -289/128*z^3 + 295/8*z + 1
*
[ -4 ] 
f(z) = -289/128*z^3 + 299/8*z + 1
*
[ 3 ] 
f(z) = -289/135*z^3 + 299/15*z + 1
*
[ 5 ] 
f(z) = -288/125*z^3 + 292/5*z + 1
*
[ -5 ] 
f(z) = -288/125*z^3 + 294/5*z + 1
*
[ 5 ] 
f(z) = -287/125*z^3 + 291/5*z + 1
*
[ -5 ] 
f(z) = -287/125*z^3 + 293/5*z + 1
*
[ 4 ] 
f(z) = -287/128*z^3 + 293/8*z + 1
*
[ -4 ] 
f(z) = -287/128*z^3 + 297/8*z + 1
*
[ -5 ] 
f(z) = -286/125*z^3 + 292/5*z + 1
*
[ 3 ] 
f(z) = -286/135*z^3 + 296/15*z + 1
*
[ 4 ] 
f(z) = -285/128*z^3 + 291/8*z + 1
*
[ -4 ] 
f(z) = -285/128*z^3 + 295/8*z + 1
*
[ 5 ] 
f(z) = -284/125*z^3 + 288/5*z + 1
*
[ 5 ] 
f(z) = -283/125*z^3 + 287/5*z + 1
*
[ -5 ] 
f(z) = -283/125*z^3 + 289/5*z + 1
*
[ 4 ] 
f(z) = -283/128*z^3 + 289/8*z + 1
*
[ -4 ] 
f(z) = -283/128*z^3 + 293/8*z + 1
*
[ 3 ] 
f(z) = -283/135*z^3 + 293/15*z + 1
*
[ 5 ] 
f(z) = -282/125*z^3 + 286/5*z + 1
*
[ -5 ] 
f(z) = -282/125*z^3 + 288/5*z + 1
*
[ -5 ] 
f(z) = -281/125*z^3 + 287/5*z + 1
*
[ 4 ] 
f(z) = -281/128*z^3 + 287/8*z + 1
*
[ -4 ] 
f(z) = -281/128*z^3 + 291/8*z + 1
*
-2 | 0.11968713689277833460053222651803307684 | 0.017020981359861796978689028508941815500
f(z) = -299/128*z^3 + 283/32*z + 1
*
-2 | 0.11956464444512926371110649550290619381 | 0.017020728569752906495127881490349691503
f(z) = -297/128*z^3 + 281/32*z + 1
*
[ -25/12 ] 
f(z) = -288/125*z^3 + 287/25*z + 1
*
[ -15/8 ] 
f(z) = -288/125*z^3 + 289/30*z + 1
*
[ 5/2 ] 
f(z) = -287/125*z^3 + 299/20*z + 1
*
[ 2 ] 
f(z) = -283/128*z^3 + 299/32*z + 1
*
[ 5/2 ] 
f(z) = -281/125*z^3 + 293/20*z + 1
*
[ 2 ] 
f(z) = -281/128*z^3 + 297/32*z + 1
*
[ -2/9 ] 
f(z) = -297/136*z^3 + 286/51*z + 1
*
[ 55/34 ] 
f(z) = -289/125*z^3 + 283/44*z + 1
*
[ -3/17 ] 
f(z) = -289/126*z^3 + 283/42*z + 1
*
5/48 | 0.16867209346828249928974397173489375847 | 0.018925110826798927550004229521986928331
f(z) = -288/125*z^3 + 297/40*z + 1
*
[ -8/5 ] 
f(z) = -285/128*z^3 + 293/40*z + 1
*
[ 5/3 ] 
f(z) = -281/125*z^3 + 299/45*z + 1
*
[ -5/18 ] 
f(z) = -297/125*z^3 + 287/60*z + 1
*
[ 4/3 ] 
f(z) = -297/136*z^3 + 281/68*z + 1
*
11/7 | 0.14318335065200166687522390507785830794 | 0.017680582817225703109788152952456216539
f(z) = -294/121*z^3 + 299/66*z + 1
*
-28/51 | 0.24492911433056745755854584787665058133 | 0.029095756467465638052493549514962694283
f(z) = -289/128*z^3 + 283/72*z + 1
*
-22/17 | 0.17674944708424094351055397958306348817 | 0.027732712765064552198172715259946055505
f(z) = -289/132*z^3 + 293/66*z + 1
*
[ -5/16 ] 
f(z) = -284/125*z^3 + 283/64*z + 1
*
[ 4/3 ] 
f(z) = -281/128*z^3 + 299/72*z + 1
*
4/3 | 0.24280913198171673997867445552286898944 | 0.028772210995593238497369912027905299578
f(z) = -297/128*z^3 + 289/88*z + 1
*
[ -5/9 ] 
f(z) = -296/125*z^3 + 286/81*z + 1
*
[ -5/8 ] 
f(z) = -292/125*z^3 + 281/80*z + 1
*
[ -12/17 ] 
f(z) = -289/126*z^3 + 299/84*z + 1
*
[ -3/4 ] 
f(z) = -289/135*z^3 + 283/80*z + 1
*
[ -5/9 ] 
f(z) = -286/125*z^3 + 284/81*z + 1
*
[ 5/4 ] 
f(z) = -283/125*z^3 + 299/80*z + 1
*
[ -3/4 ] 
f(z) = -283/135*z^3 + 281/80*z + 1
*
[ -5/9 ] 
f(z) = -281/125*z^3 + 283/81*z + 1
*
[ 5/4 ] 
f(z) = -281/125*z^3 + 297/80*z + 1
*
-2/7 | 0.15941057846284674873989452797993423028 | 0.020635971602046305238159792955172179481
f(z) = -287/120*z^3 + 283/105*z + 1
*
[ 33/34 ] 
f(z) = -289/121*z^3 + 293/132*z + 1
*
3/34 | 0.13877702613903411877522534396005072115 | 0.019677089901937887145267033556274107343
f(z) = -289/126*z^3 + 283/168*z + 1
*
[ 6/7 ] 
f(z) = -287/135*z^3 + 293/210*z + 1
*
[ 14/17 ] 
f(z) = -289/128*z^3 + 295/224*z + 1
*
[ 25/33 ] 
f(z) = -297/125*z^3 + 287/275*z + 1
*
56/99 | 0.24199105610444641289698531288745695761 | 0.026331310607421757950428875364335366596
f(z) = -297/128*z^3 + 295/264*z + 1
*
[ 2/3 ] 
f(z) = -297/152*z^3 + 7/19*z + 1
*
[ 12/17 ] 
f(z) = -289/144*z^3 + 7/12*z + 1
*
-12/17 | 0.16519252555063897291871264377651816909 | 0.029152856754892026629011995913315322258
f(z) = -289/144*z^3 + 17/12*z + 1
*
2/17 | 0.11091981496841038259109451333593991721 | 0.019574913975523322383667800788178965449
f(z) = -289/144*z^3 + 19/36*z + 1
*
-4/17 | 0.098675443791353715923623381593149736520 | 0.017414051080615660219336559008670012718
f(z) = -289/144*z^3 + 31/36*z + 1
*
[ 2/3 ] 
f(z) = -291/152*z^3 + 20/57*z + 1
*
[ 2/3 ] 
f(z) = -297/140*z^3 + 31/70*z + 1
*
[ 2/3 ] 
f(z) = -297/148*z^3 + 29/74*z + 1
*
[ -12/17 ] 
f(z) = -289/144*z^3 + 41/12*z + 1
*
[ -6/17 ] 
f(z) = -289/144*z^3 + 49/12*z + 1
*
2/17 | 0.13939934865349396371791882344987650705 | 0.024600926885004821641479268347530668831
f(z) = -289/144*z^3 + 55/36*z + 1
*
[ 15/17 ] 
f(z) = -289/150*z^3 + 41/30*z + 1
*
20/17 | 0.078881446148135309228134162942175110492 | 0.013920844738646366932083045258873020117
f(z) = -289/150*z^3 + 47/30*z + 1
*
-15/17 | 0.13852171615076289714970664869445807172 | 0.024357713454189560096455395673738335580
f(z) = -289/150*z^3 + 59/30*z + 1
*
[ 14/17 ] 
f(z) = -289/147*z^3 + 47/42*z + 1
*
-6/17 | 0.15793318802840254384652527395415660980 | 0.027871742938054731887343021211400654067
f(z) = -289/140*z^3 + 53/70*z + 1
*
10/17 | 0.074405187921049706150551471729486248049 | 0.013130883362021425761874803760037951305
f(z) = -289/140*z^3 + 57/70*z + 1
*
[ 2/3 ] 
f(z) = -297/146*z^3 + 59/146*z + 1
*
[ 2/3 ] 
f(z) = -297/158*z^3 + 53/158*z + 1
*
[ 2/3 ] 
f(z) = -289/152*z^3 + 59/171*z + 1
*
[ 2/3 ] 
f(z) = -287/152*z^3 + 58/171*z + 1
*
[ 2/3 ] 
f(z) = -283/152*z^3 + 56/171*z + 1
*
[ 2/3 ] 
f(z) = -281/152*z^3 + 55/171*z + 1
*
[ -2/3 ] 
f(z) = -297/152*z^3 + 64/19*z + 1
*
-18/17 | 0.13856696345236695480984400488592325443 | 0.024074560379939883125465650170162834267
f(z) = -289/144*z^3 + 79/36*z + 1
*
[ 21/17 ] 
f(z) = -289/147*z^3 + 67/21*z + 1
*
[ -7/17 ] 
f(z) = -289/147*z^3 + 79/21*z + 1
*
[ 3/4 ] 
f(z) = -296/153*z^3 + 77/102*z + 1
*
35/34 | 0.15113610518870739625450098698939322589 | 0.021429474401962674477780867674473781297
f(z) = -289/150*z^3 + 77/120*z + 1
*
[ 2/3 ] 
f(z) = -297/142*z^3 + 61/142*z + 1
*
[ 12/17 ] 
f(z) = -289/156*z^3 + 79/156*z + 1
*
[ 2/3 ] 
f(z) = -299/152*z^3 + 64/171*z + 1
*
7/8 | 0.23087712894113440490447881146799198181 | 0.029714677256197081058624000599701570171
f(z) = -296/147*z^3 + 67/168*z + 1
*
[ 2/3 ] 
f(z) = -295/152*z^3 + 62/171*z + 1
*
[ 2/3 ] 
f(z) = -293/152*z^3 + 61/171*z + 1
*
[ 2/3 ] 
f(z) = -285/148*z^3 + 79/222*z + 1
*
-6/17 | 0.19513716034526735245462755483950425939 | 0.027641321473737633658338869731149999944
f(z) = -289/144*z^3 + 97/12*z + 1
*
[ 18/17 ] 
f(z) = -289/144*z^3 + 83/36*z + 1
*
-15/17 | 0.18032144727371196105321159731904835961 | 0.029570228063810292569314582225968346954
f(z) = -289/150*z^3 + 89/30*z + 1
*
[ 14/17 ] 
f(z) = -289/140*z^3 + 83/70*z + 1
*
14/17 | 0.13316811788619423877399672976837148240 | 0.023501251355738345398255929513091863037
f(z) = -289/140*z^3 + 93/70*z + 1
*
[ 5/7 ] 
f(z) = -294/145*z^3 + 92/145*z + 1
*
[ 5/7 ] 
f(z) = -294/155*z^3 + 88/155*z + 1
*
5/17 | 0.11205285904037475931228587874111589651 | 0.019774871397427568341546299175137869946
f(z) = -289/140*z^3 + 81/140*z + 1
*
[ 2/3 ] 
f(z) = -291/140*z^3 + 89/210*z + 1
*
[ 2/3 ] 
f(z) = -291/148*z^3 + 83/222*z + 1
*
-6/17 | 0.20780089946999792469056527607972350166 | 0.028956734817987012019447817103128679508
f(z) = -289/144*z^3 + 109/12*z + 1
*
[ 24/17 ] 
f(z) = -289/144*z^3 + 103/24*z + 1
*
-14/17 | 0.11085286426057395812870173811799246940 | 0.018410967343707412549340659537811773161
f(z) = -289/144*z^3 + 103/36*z + 1
*
[ -21/17 ] 
f(z) = -289/147*z^3 + 101/21*z + 1
*
[ -10/17 ] 
f(z) = -289/150*z^3 + 101/30*z + 1
*
[ -15/17 ] 
f(z) = -289/150*z^3 + 109/30*z + 1
*
-15/17 | 0.17882887614550214410810008846083573926 | 0.027992041524445338443209106774025239157
f(z) = -289/150*z^3 + 119/30*z + 1
*
21/17 | 0.12896371841571430984958092311333678902 | 0.022069434098907820069277089988709458391
f(z) = -289/144*z^3 + 115/48*z + 1
*
-14/17 | 0.13949213940129066251020643999263405361 | 0.024617302416341239358125484822555103080
f(z) = -289/140*z^3 + 113/70*z + 1
*
[ 6/7 ] 
f(z) = -287/144*z^3 + 109/84*z + 1
*
[ 7/10 ] 
f(z) = -290/147*z^3 + 113/210*z + 1
*
[ 2/3 ] 
f(z) = -297/145*z^3 + 119/290*z + 1
*
[ 2/3 ] 
f(z) = -297/149*z^3 + 115/298*z + 1
*
[ 2/3 ] 
f(z) = -288/143*z^3 + 113/286*z + 1
*
[ 2/3 ] 
f(z) = -288/145*z^3 + 111/290*z + 1
*
[ 2/3 ] 
f(z) = -288/149*z^3 + 107/298*z + 1
*
-2 | 0.11960462437144521816339096242345003374 | 0.017052475867578970251989169702628681887
f(z) = -297/152*z^3 + 139/19*z + 1
*
-2 | 0.11948076889247952617455347986559231768 | 0.017052371342604476899174122066937416646
f(z) = -295/152*z^3 + 138/19*z + 1
*
-2 | 0.11935604182046985000862456056992245085 | 0.017052270008637551860220742825705467142
f(z) = -293/152*z^3 + 137/19*z + 1
*
-2 | 0.11923043025612470182456912248943871728 | 0.017052171904927436040617495382577894551
f(z) = -291/152*z^3 + 136/19*z + 1
*
-2 | 0.11910392099925839734555466100356193715 | 0.017052077069501045537329112574797683096
f(z) = -289/152*z^3 + 135/19*z + 1
*
-2 | 0.11897650053897137184650631881775647901 | 0.017051985538992740762053058820370235981
f(z) = -287/152*z^3 + 134/19*z + 1
*
-2 | 0.11871887034909190973309684553318836156 | 0.017051812531178757638263392581301953583
f(z) = -283/152*z^3 + 132/19*z + 1
*
-2 | 0.11858863194974773229875317496534157662 | 0.017051731118431999548418570234098277113
f(z) = -281/152*z^3 + 131/19*z + 1
*
-20/17 | 0.14369671877800739927597376154997262027 | 0.023063501590853157265211851660237361011
f(z) = -289/144*z^3 + 127/36*z + 1
*
[ -24/17 ] 
f(z) = -289/144*z^3 + 137/24*z + 1
*
-14/17 | 0.087083863709045543469262540730026419338 | 0.013777417499745667066325778951629998972
f(z) = -289/144*z^3 + 139/36*z + 1
*
-10/17 | 0.18396829049926119727760014542605300759 | 0.028369874914211605582105580049473609684
f(z) = -289/150*z^3 + 131/30*z + 1
*
[ -5/17 ] 
f(z) = -289/150*z^3 + 137/30*z + 1
*
-6/7 | 0.17394272680936601798780302805341847297 | 0.022870973444326517411557104474970603931
f(z) = -287/144*z^3 + 137/84*z + 1
*
[ 13/17 ] 
f(z) = -289/143*z^3 + 125/143*z + 1
*
[ 13/17 ] 
f(z) = -289/156*z^3 + 121/156*z + 1
*
[ 38/51 ] 
f(z) = -289/152*z^3 + 122/171*z + 1
*
[ 5/7 ] 
f(z) = -287/150*z^3 + 121/210*z + 1
*
[ 12/17 ] 
f(z) = -289/152*z^3 + 121/228*z + 1
*
-2 | 0.11972762086518566508961544592019754469 | 0.017052583543246040750030134348620458683
f(z) = -299/152*z^3 + 140/19*z + 1
*
[ 2 ] 
f(z) = -299/152*z^3 + 159/19*z + 1
*
[ 2 ] 
f(z) = -297/152*z^3 + 158/19*z + 1
*
[ 2 ] 
f(z) = -295/152*z^3 + 157/19*z + 1
*
[ 2 ] 
f(z) = -293/152*z^3 + 156/19*z + 1
*
[ 2 ] 
f(z) = -291/152*z^3 + 155/19*z + 1
*
[ 2 ] 
f(z) = -289/152*z^3 + 154/19*z + 1
*
[ 2 ] 
f(z) = -287/152*z^3 + 153/19*z + 1
*
[ 2 ] 
f(z) = -283/152*z^3 + 151/19*z + 1
*
[ 2 ] 
f(z) = -281/152*z^3 + 150/19*z + 1
*
[ -14/17 ] 
f(z) = -289/147*z^3 + 149/42*z + 1
*
-14/17 | 0.14433184388908657153466513010606832234 | 0.020464703322527814722385353085585470510
f(z) = -289/147*z^3 + 151/84*z + 1
*
5/34 | 0.18596229392591317095182890528737560214 | 0.026367453444958646752164855182387628469
f(z) = -289/150*z^3 + 149/120*z + 1
*
[ 14/17 ] 
f(z) = -289/152*z^3 + 143/133*z + 1
*
[ 3/4 ] 
f(z) = -292/153*z^3 + 151/204*z + 1
*
[ 3/4 ] 
f(z) = -284/153*z^3 + 145/204*z + 1
*
[ -2 ] 
f(z) = -299/152*z^3 + 178/19*z + 1
*
[ -2 ] 
f(z) = -297/152*z^3 + 177/19*z + 1
*
[ -2 ] 
f(z) = -295/152*z^3 + 176/19*z + 1
*
[ -2 ] 
f(z) = -293/152*z^3 + 175/19*z + 1
*
[ -2 ] 
f(z) = -291/152*z^3 + 174/19*z + 1
*
[ -2 ] 
f(z) = -289/152*z^3 + 173/19*z + 1
*
[ -2 ] 
f(z) = -287/152*z^3 + 172/19*z + 1
*
[ -2 ] 
f(z) = -283/152*z^3 + 170/19*z + 1
*
[ -2 ] 
f(z) = -281/152*z^3 + 169/19*z + 1
*
-20/17 | 0.14294236820214240527058950140335651355 | 0.022058855743368938456041407475613619255
f(z) = -289/144*z^3 + 163/36*z + 1
*
28/17 | 0.15455685174717941261941642935665141199 | 0.021879806490881402161012528379038745390
f(z) = -289/147*z^3 + 167/42*z + 1
*
-6/5 | 0.18894002978222084526470651936783052980 | 0.024851046087144269513926391415929100817
f(z) = -295/144*z^3 + 167/60*z + 1
*
[ 20/17 ] 
f(z) = -289/150*z^3 + 169/60*z + 1
*
[ 5/6 ] 
f(z) = -288/145*z^3 + 171/145*z + 1
*
[ 5/6 ] 
f(z) = -288/155*z^3 + 169/155*z + 1
*
[ -2/17 ] 
f(z) = -289/152*z^3 + 181/19*z + 1
*
[ 38/17 ] 
f(z) = -289/152*z^3 + 191/19*z + 1
*
-10/17 | 0.17621382582508571587552161904362168491 | 0.026628849174154882111563154313679147925
f(z) = -289/144*z^3 + 187/36*z + 1
*
[ -4/17 ] 
f(z) = -289/144*z^3 + 193/36*z + 1
*
[ 30/17 ] 
f(z) = -289/150*z^3 + 193/30*z + 1
*
[ -2/3 ] 
f(z) = -291/152*z^3 + 191/57*z + 1
*
[ 6/5 ] 
f(z) = -295/144*z^3 + 187/60*z + 1
*
[ 4/5 ] 
f(z) = -295/144*z^3 + 191/180*z + 1
*
[ -38/17 ] 
f(z) = -289/152*z^3 + 208/19*z + 1
*
13/17 | 0.15272854301812682740363353535015705387 | 0.026953237273595238422066245252307507983
f(z) = -289/156*z^3 + 205/156*z + 1
*
[ -30/17 ] 
f(z) = -289/150*z^3 + 227/30*z + 1
*
[ 3/2 ] 
f(z) = -296/153*z^3 + 239/51*z + 1
*
[ 3/2 ] 
f(z) = -292/153*z^3 + 236/51*z + 1
*
[ -6/17 ] 
f(z) = -289/152*z^3 + 232/57*z + 1
*
[ 3/2 ] 
f(z) = -284/153*z^3 + 230/51*z + 1
*
[ -10/17 ] 
f(z) = -289/140*z^3 + 239/70*z + 1
*
[ 11/12 ] 
f(z) = -288/143*z^3 + 229/143*z + 1
*
[ 7/8 ] 
f(z) = -296/147*z^3 + 235/168*z + 1
*
[ 3/4 ] 
f(z) = -296/141*z^3 + 239/282*z + 1
*
[ 3/4 ] 
f(z) = -296/147*z^3 + 235/294*z + 1
*
[ -2/3 ] 
f(z) = -297/140*z^3 + 241/70*z + 1
*
[ -2/3 ] 
f(z) = -297/148*z^3 + 251/74*z + 1
*
[ -14/17 ] 
f(z) = -289/140*z^3 + 253/70*z + 1
*
[ -8/17 ] 
f(z) = -289/144*z^3 + 257/72*z + 1
*
-6/13 | 0.23472861579644109101083669238305106221 | 0.028398966360119413473054955234480940761
f(z) = -299/144*z^3 + 251/156*z + 1
*
[ 16/17 ] 
f(z) = -289/144*z^3 + 247/144*z + 1
*
-2 | 0.10590674479918209455091109360573948510 | 0.015107280075952246962590640837767620615
f(z) = -295/144*z^3 + 277/36*z + 1
*
-2 | 0.10578222963859365467191299331857170016 | 0.015105132211190884389218546419975573451
f(z) = -293/144*z^3 + 275/36*z + 1
*
-2 | 0.10540336770873156534223579222900491379 | 0.015098593472555211167406961345933494230
f(z) = -287/144*z^3 + 269/36*z + 1
*
-2 | 0.10514622941219135101267193374762398079 | 0.015094152214804772948348753408709344894
f(z) = -283/144*z^3 + 265/36*z + 1
*
-2 | 0.10501624951142152769940934230015146410 | 0.015091906065233261813333644372100100262
f(z) = -281/144*z^3 + 263/36*z + 1
*
[ 7/4 ] 
f(z) = -296/147*z^3 + 277/42*z + 1
*
-18/17 | 0.10998255905705304729463721113995920924 | 0.017512042533176087113961836751502950856
f(z) = -289/140*z^3 + 267/70*z + 1
*
[ -20/17 ] 
f(z) = -289/150*z^3 + 271/60*z + 1
*
2/17 | 0.12910103496759429042463133112191244064 | 0.020460016956650632059552234723651902922
f(z) = -289/156*z^3 + 275/78*z + 1
*
7/34 | 0.20585983815579611818195479569769245252 | 0.027273323800924481190211304459844512501
f(z) = -289/147*z^3 + 271/84*z + 1
*
5/34 | 0.20907354670744144810481061241984752577 | 0.029021267915500943619696534576525902775
f(z) = -289/150*z^3 + 269/120*z + 1
*
[ 12/13 ] 
f(z) = -299/144*z^3 + 263/156*z + 1
*
-16/17 | 0.16381251141120315950029162389672492049 | 0.028909314534125112254284369611037557227
f(z) = -289/144*z^3 + 265/144*z + 1
*
-2 | 0.10615319329824710295704128546285008073 | 0.015111529819930656836489637614063980334
f(z) = -299/144*z^3 + 281/36*z + 1
*
40/17 | 0.14049467093600524427348068205642172337 | 0.019384477322022986324133568424561950136
f(z) = -289/150*z^3 + 281/30*z + 1
*
[ 2 ] 
f(z) = -281/144*z^3 + 299/36*z + 1
*
[ -3/2 ] 
f(z) = -284/153*z^3 + 298/51*z + 1
*
[ 4/3 ] 
f(z) = -297/152*z^3 + 283/76*z + 1
*
[ -6/5 ] 
f(z) = -295/144*z^3 + 287/60*z + 1
*
[ -21/34 ] 
f(z) = -289/147*z^3 + 283/84*z + 1
*
-12/13 | 0.22871256205176339388811188702221587328 | 0.027671105773816059414398590704761835251
f(z) = -299/144*z^3 + 289/156*z + 1
*
-7/8 | 0.22415619455872039379009176970861511753 | 0.028849669981767443815210895588125779262
f(z) = -296/147*z^3 + 283/168*z + 1
*
-4/5 | 0.089724667467562821597949730857754230490 | 0.012297092305825494733126754842861538964
f(z) = -295/144*z^3 + 281/180*z + 1
*
[ 14/17 ] 
f(z) = -289/144*z^3 + 289/252*z + 1
*
[ 11/14 ] 
f(z) = -294/143*z^3 + 285/286*z + 1
*
-6/17 | 0.14540906842778558272543365810512951892 | 0.025661510583528510242830801943648118201
f(z) = -289/162*z^3 + 5/9*z + 1
*
-12/17 | 0.081379516015565827603537621398009303219 | 0.014361699267422183708037668584125500107
f(z) = -289/162*z^3 + 19/18*z + 1
*
[ 13/17 ] 
f(z) = -289/169*z^3 + 9/13*z + 1
*
4/17 | 0.090946139379914323932320782289700802517 | 0.016049998417999436743825117021192744356
f(z) = -289/160*z^3 + 17/20*z + 1
*
[ 12/17 ] 
f(z) = -289/162*z^3 + 17/36*z + 1
*
14/17 | 0.12394271179132444811414499460646667555 | 0.021873169567576553176558078280043699788
f(z) = -289/168*z^3 + 8/21*z + 1
*
[ 2/3 ] 
f(z) = -297/160*z^3 + 13/40*z + 1
*
4/17 | 0.14329722998420542314059296731171682787 | 0.025288817427891188620758636018808284411
f(z) = -289/176*z^3 + 15/44*z + 1
*
24/17 | 0.13726583217128747338281880422304728156 | 0.023320320442496388923339711936505413752
f(z) = -289/162*z^3 + 20/9*z + 1
*
18/17 | 0.11725582892490843886280846538151649245 | 0.020693081438942614095150357802314555771
f(z) = -289/162*z^3 + 25/18*z + 1
*
[ 18/17 ] 
f(z) = -289/162*z^3 + 37/18*z + 1
*
[ 13/12 ] 
f(z) = -288/169*z^3 + 27/13*z + 1
*
[ 13/14 ] 
f(z) = -294/169*z^3 + 37/26*z + 1
*
12/17 | 0.11589565508852625000679100033868755973 | 0.020453040596406754475557386291075432778
f(z) = -289/160*z^3 + 23/20*z + 1
*
20/17 | 0.094646560979086889714830869039278597807 | 0.016632791256651756183150443541149032865
f(z) = -289/160*z^3 + 37/20*z + 1
*
12/17 | 0.12528234531081529616529758181943348155 | 0.019699801888922660944139125252093045623
f(z) = -289/162*z^3 + 35/36*z + 1
*
[ 14/17 ] 
f(z) = -289/168*z^3 + 20/21*z + 1
*
-14/17 | 0.10953239510320049180640853005999634192 | 0.019330064806624596156358619729669317167
f(z) = -289/168*z^3 + 23/21*z + 1
*
-14/17 | 0.074544583444849579228793217717877334748 | 0.013155483613903676394599093804746015468
f(z) = -289/168*z^3 + 29/21*z + 1
*
-2/17 | 0.11422376049296058379669035687052917249 | 0.020157987878426104445914409215528010547
f(z) = -289/168*z^3 + 32/21*z + 1
*
[ 5/6 ] 
f(z) = -288/175*z^3 + 33/35*z + 1
*
[ 12/17 ] 
f(z) = -289/160*z^3 + 29/60*z + 1
*
12/17 | 0.081855831162346385043529897922993260803 | 0.011606276583313366575485669654361777371
f(z) = -289/162*z^3 + 25/72*z + 1
*
[ 2/3 ] 
f(z) = -297/164*z^3 + 25/82*z + 1
*
[ 2/3 ] 
f(z) = -297/172*z^3 + 23/86*z + 1
*
[ 12/17 ] 
f(z) = -289/168*z^3 + 37/84*z + 1
*
[ 2/3 ] 
f(z) = -291/160*z^3 + 37/120*z + 1
*
[ 2/3 ] 
f(z) = -291/176*z^3 + 31/132*z + 1
*
[ 2/3 ] 
f(z) = -285/176*z^3 + 29/132*z + 1
*
-6/17 | 0.14761565204671682181751290346526851981 | 0.022352651077501756415777072710213710910
f(z) = -289/162*z^3 + 41/9*z + 1
*
-30/17 | 0.16088766851953868561978860049281422095 | 0.023264040228702299181138363923601369936
f(z) = -289/162*z^3 + 56/9*z + 1
*
[ -13/17 ] 
f(z) = -289/169*z^3 + 43/13*z + 1
*
[ -13/12 ] 
f(z) = -288/169*z^3 + 51/13*z + 1
*
-20/17 | 0.14487236847320947567605522034371474346 | 0.024432109033171091390802780700293159693
f(z) = -289/160*z^3 + 47/20*z + 1
*
[ 20/17 ] 
f(z) = -289/160*z^3 + 53/20*z + 1
*
-14/17 | 0.14227209233084607211456625490414265401 | 0.024263479074693703916133343103056645302
f(z) = -289/168*z^3 + 44/21*z + 1
*
22/17 | 0.17515642457781100898435485364548981365 | 0.029234325464273539735576989875534040803
f(z) = -289/168*z^3 + 50/21*z + 1
*
-14/17 | 0.083696209402340219273046658021516188588 | 0.013834693713647447741281140259250491571
f(z) = -289/168*z^3 + 53/21*z + 1
*
-10/17 | 0.15841853910616605947507117192331093335 | 0.027957396755615229263142225786453336869
f(z) = -289/160*z^3 + 53/40*z + 1
*
-10/17 | 0.13385036441711436173510611019489112243 | 0.023621652901275218662964307700514460162
f(z) = -289/176*z^3 + 47/44*z + 1
*
4/17 | 0.15044086997455323771421633513222628965 | 0.026549513168530420875442546736967089868
f(z) = -289/176*z^3 + 59/44*z + 1
*
[ 13/18 ] 
f(z) = -288/169*z^3 + 59/117*z + 1
*
[ 12/17 ] 
f(z) = -289/176*z^3 + 53/132*z + 1
*
[ 2/3 ] 
f(z) = -297/166*z^3 + 49/166*z + 1
*
[ 2/3 ] 
f(z) = -297/170*z^3 + 47/170*z + 1
*
[ 2/3 ] 
f(z) = -297/178*z^3 + 43/178*z + 1
*
[ 2/3 ] 
f(z) = -299/168*z^3 + 55/189*z + 1
*
[ 2/3 ] 
f(z) = -295/168*z^3 + 53/189*z + 1
*
[ 2/3 ] 
f(z) = -293/168*z^3 + 52/189*z + 1
*
[ 2/3 ] 
f(z) = -289/168*z^3 + 50/189*z + 1
*
[ 2/3 ] 
f(z) = -283/168*z^3 + 47/189*z + 1
*
[ 2/3 ] 
f(z) = -281/168*z^3 + 46/189*z + 1
*
[ -18/17 ] 
f(z) = -289/162*z^3 + 71/18*z + 1
*
[ -6/17 ] 
f(z) = -289/162*z^3 + 73/18*z + 1
*
3/17 | 0.087256683636171605916861517962368205662 | 0.013287808181226134863206150902431360311
f(z) = -289/162*z^3 + 79/18*z + 1
*
[ 4/3 ] 
f(z) = -297/160*z^3 + 71/20*z + 1
*
-4/17 | 0.16814269238192444161348521951702139747 | 0.026756699980013366564513410521114482488
f(z) = -289/160*z^3 + 67/20*z + 1
*
-14/17 | 0.14663244348647441779375620119257268846 | 0.023446827200492968673297121559954603921
f(z) = -289/168*z^3 + 65/21*z + 1
*
-10/17 | 0.099352967239095167437746947846353537038 | 0.017533619105586816119474351903170180737
f(z) = -289/160*z^3 + 69/40*z + 1
*
-12/17 | 0.20090884220343183413597816046199478594 | 0.029698105641816071594583235000076937058
f(z) = -289/160*z^3 + 79/60*z + 1
*
12/17 | 0.13037207475578562805519151057476805684 | 0.023007811083004487315229672672831192761
f(z) = -289/168*z^3 + 65/84*z + 1
*
[ 3/4 ] 
f(z) = -296/171*z^3 + 73/114*z + 1
*
16/17 | 0.14709426457258254234782476034780857364 | 0.025958910733138197080631771076949820308
f(z) = -289/176*z^3 + 69/176*z + 1
*
[ 2/3 ] 
f(z) = -291/164*z^3 + 71/246*z + 1
*
[ 2/3 ] 
f(z) = -291/172*z^3 + 65/258*z + 1
*
[ 2/3 ] 
f(z) = -285/164*z^3 + 67/246*z + 1
*
[ 2/3 ] 
f(z) = -285/172*z^3 + 61/258*z + 1
*
[ 13/7 ] 
f(z) = -294/169*z^3 + 84/13*z + 1
*
[ -13/7 ] 
f(z) = -294/169*z^3 + 98/13*z + 1
*
3/17 | 0.085666948679004651409939101065441553825 | 0.012650290005363679221947363624029174960
f(z) = -289/162*z^3 + 97/18*z + 1
*
[ -13/14 ] 
f(z) = -294/169*z^3 + 93/26*z + 1
*
[ -20/17 ] 
f(z) = -289/160*z^3 + 87/20*z + 1
*
-12/17 | 0.19070059553968479517806434197806634474 | 0.028841411378884260258597439910433945796
f(z) = -289/160*z^3 + 93/20*z + 1
*
[ -6/17 ] 
f(z) = -289/168*z^3 + 85/21*z + 1
*
-10/17 | 0.12100510701194428285489582252569898068 | 0.018519898639732983592061093575037321600
f(z) = -289/168*z^3 + 86/21*z + 1
*
-6/17 | 0.15223682580662074049496358845146723364 | 0.023061887416210125028749441713409262048
f(z) = -289/168*z^3 + 92/21*z + 1
*
[ -13/24 ] 
f(z) = -288/169*z^3 + 87/26*z + 1
*
[ 5/4 ] 
f(z) = -288/175*z^3 + 97/35*z + 1
*
-4/9 | 0.17563916468719217236274947827969055134 | 0.025858400816195506000656823878648784515
f(z) = -297/160*z^3 + 97/60*z + 1
*
21/34 | 0.13910999792684009601690167224355421260 | 0.019724301720678714939593295185713261019
f(z) = -289/162*z^3 + 97/72*z + 1
*
5/24 | 0.17087272939525759781051346277927738606 | 0.026883233972243602746864334824386598184
f(z) = -288/175*z^3 + 89/70*z + 1
*
[ 13/16 ] 
f(z) = -288/169*z^3 + 93/104*z + 1
*
18/17 | 0.13687135224008856184894361220528307661 | 0.020232160185605487052532938447064824437
f(z) = -289/176*z^3 + 89/132*z + 1
*
[ 13/18 ] 
f(z) = -297/169*z^3 + 83/156*z + 1
*
[ 12/17 ] 
f(z) = -289/171*z^3 + 97/228*z + 1
*
[ 13/19 ] 
f(z) = -285/169*z^3 + 81/247*z + 1
*
-9/17 | 0.090498149522757397398915073655883284961 | 0.013246306295008008696303622993042310950
f(z) = -289/162*z^3 + 103/18*z + 1
*
-9/17 | 0.16129157730383318167502387365158544054 | 0.023414368978563365626183454662056470884
f(z) = -289/162*z^3 + 109/18*z + 1
*
[ 13/6 ] 
f(z) = -288/169*z^3 + 111/13*z + 1
*
[ -4/3 ] 
f(z) = -297/160*z^3 + 101/20*z + 1
*
[ -4/17 ] 
f(z) = -289/160*z^3 + 107/20*z + 1
*
-12/17 | 0.14547215735791229286884072082245511918 | 0.021354196733551791928424303154052758081
f(z) = -289/162*z^3 + 101/36*z + 1
*
[ -12/17 ] 
f(z) = -289/162*z^3 + 119/36*z + 1
*
-6/17 | 0.13147968992341921631612058119408064823 | 0.019315849268747350266546565791423598845
f(z) = -289/168*z^3 + 113/21*z + 1
*
[ 26/17 ] 
f(z) = -289/169*z^3 + 113/26*z + 1
*
[ -5/6 ] 
f(z) = -288/175*z^3 + 117/35*z + 1
*
[ 15/17 ] 
f(z) = -289/162*z^3 + 113/90*z + 1
*
2/3 | 0.099787540928613363830413729712831315070 | 0.014691177986356936617227242136512851202
f(z) = -297/160*z^3 + 119/120*z + 1
*
[ 9/13 ] 
f(z) = -299/162*z^3 + 103/234*z + 1
*
[ -3/17 ] 
f(z) = -289/162*z^3 + 121/18*z + 1
*
[ -13/6 ] 
f(z) = -288/169*z^3 + 123/13*z + 1
*
-2 | 0.099400006844971716026454200529411217993 | 0.014171828446172839738090940735886355228
f(z) = -299/168*z^3 + 139/21*z + 1
*
-2 | 0.099151121193692995115333268916654818249 | 0.014165614613771736142652576772319325181
f(z) = -295/168*z^3 + 137/21*z + 1
*
[ -13/21 ] 
f(z) = -294/169*z^3 + 128/39*z + 1
*
-2 | 0.099026903774692519126851968575994179783 | 0.014162691376281619840352600547292288129
f(z) = -293/168*z^3 + 136/21*z + 1
*
-2 | 0.098773684321370691685532095499208234746 | 0.014156471480091565876217933112056130396
f(z) = -289/168*z^3 + 134/21*z + 1
*
[ 13/8 ] 
f(z) = -288/169*z^3 + 127/26*z + 1
*
[ -5/12 ] 
f(z) = -288/175*z^3 + 129/35*z + 1
*
-2 | 0.098386849680831181380480071708187127853 | 0.014146938696940498047354664602482758116
f(z) = -283/168*z^3 + 131/21*z + 1
*
-2 | 0.098254944055473784909029830214900518283 | 0.014143556011523134095571673746431826097
f(z) = -281/168*z^3 + 130/21*z + 1
*
[ -2/3 ] 
f(z) = -297/160*z^3 + 133/40*z + 1
*
[ -10/17 ] 
f(z) = -289/160*z^3 + 133/40*z + 1
*
[ 22/17 ] 
f(z) = -289/176*z^3 + 131/44*z + 1
*
-12/17 | 0.18456119333908107521541972980750529978 | 0.029334684121747983606308091611570586711
f(z) = -289/176*z^3 + 135/44*z + 1
*
[ 18/17 ] 
f(z) = -289/168*z^3 + 125/63*z + 1
*
[ 16/17 ] 
f(z) = -289/160*z^3 + 123/80*z + 1
*
-10/17 | 0.16856361899834723309834371134911556561 | 0.023167503554929463454904565048443063962
f(z) = -289/168*z^3 + 136/105*z + 1
*
[ 15/17 ] 
f(z) = -289/175*z^3 + 121/105*z + 1
*
[ 5/6 ] 
f(z) = -297/175*z^3 + 137/140*z + 1
*
9/17 | 0.15283465444630931240980274096848655290 | 0.026971963612789760365450704886611215991
f(z) = -289/165*z^3 + 136/165*z + 1
*
[ 3/4 ] 
f(z) = -284/171*z^3 + 137/228*z + 1
*
-36/17 | 0.15066947840909486204807858443640809818 | 0.020884245092921269606565047446438173050
f(z) = -289/162*z^3 + 151/18*z + 1
*
[ 13/9 ] 
f(z) = -297/169*z^3 + 155/39*z + 1
*
[ 2 ] 
f(z) = -295/168*z^3 + 158/21*z + 1
*
[ 2 ] 
f(z) = -293/168*z^3 + 157/21*z + 1
*
[ 2 ] 
f(z) = -289/168*z^3 + 155/21*z + 1
*
-2/17 | 0.20000403649952360985949729233345447336 | 0.028003782171576773574601700340990825417
f(z) = -289/168*z^3 + 158/21*z + 1
*
[ -26/17 ] 
f(z) = -289/169*z^3 + 147/26*z + 1
*
[ -5/17 ] 
f(z) = -289/175*z^3 + 159/35*z + 1
*
[ -13/8 ] 
f(z) = -288/169*z^3 + 159/26*z + 1
*
[ -5/4 ] 
f(z) = -288/175*z^3 + 153/35*z + 1
*
[ 2 ] 
f(z) = -283/168*z^3 + 152/21*z + 1
*
[ 2 ] 
f(z) = -281/168*z^3 + 151/21*z + 1
*
-10/17 | 0.11936468098805669109789427371839812746 | 0.018679215260741291399448008430148629824
f(z) = -289/160*z^3 + 149/40*z + 1
*
-15/34 | 0.13618090880158620320507348094196051333 | 0.018982673543913607152981906179619332601
f(z) = -289/162*z^3 + 145/72*z + 1
*
[ 6/7 ] 
f(z) = -287/162*z^3 + 143/126*z + 1
*
[ 3/4 ] 
f(z) = -292/171*z^3 + 143/228*z + 1
*
21/68 | 0.22233982241134689131984922975478733438 | 0.026346654390345193912457608926810271898
f(z) = -289/162*z^3 + 145/288*z + 1
*
[ 35/48 ] 
f(z) = -288/175*z^3 + 141/280*z + 1
*
-6/17 | 0.16182270098876413895329839672471650152 | 0.022194933587464766462736293833342040871
f(z) = -289/162*z^3 + 163/18*z + 1
*
[ 2 ] 
f(z) = -299/168*z^3 + 160/21*z + 1
*
[ 5/3 ] 
f(z) = -297/175*z^3 + 179/35*z + 1
*
[ -2 ] 
f(z) = -295/168*z^3 + 179/21*z + 1
*
[ -2 ] 
f(z) = -293/168*z^3 + 178/21*z + 1
*
[ -2 ] 
f(z) = -289/168*z^3 + 176/21*z + 1
*
30/17 | 0.16331092378683707421537972412320589937 | 0.024297065988191575830551723223686355872
f(z) = -289/175*z^3 + 166/35*z + 1
*
[ 5/3 ] 
f(z) = -288/175*z^3 + 174/35*z + 1
*
[ -2 ] 
f(z) = -283/168*z^3 + 173/21*z + 1
*
[ -2 ] 
f(z) = -281/168*z^3 + 172/21*z + 1
*
[ 8/9 ] 
f(z) = -297/160*z^3 + 161/120*z + 1
*
-2/3 | 0.14867146854090563045647175125539419440 | 0.021954058380355179654934546228895380321
f(z) = -291/176*z^3 + 163/132*z + 1
*
-12/17 | 0.13644945873513834669857083855178554707 | 0.020169796390452455609272134857285531291
f(z) = -289/176*z^3 + 163/132*z + 1
*
-2/3 | 0.16335133314778608716807973696777107842 | 0.024196249145328355114930213739308243753
f(z) = -285/176*z^3 + 161/132*z + 1
*
[ 4/5 ] 
f(z) = -285/176*z^3 + 173/220*z + 1
*
[ -2 ] 
f(z) = -299/168*z^3 + 181/21*z + 1
*
[ -22/17 ] 
f(z) = -289/176*z^3 + 199/44*z + 1
*
[ 5/4 ] 
f(z) = -296/175*z^3 + 199/70*z + 1
*
[ -12/17 ] 
f(z) = -289/160*z^3 + 199/60*z + 1
*
9/34 | 0.20175507724679210763019756385885390820 | 0.027045225524534011853833841080618946219
f(z) = -289/162*z^3 + 193/72*z + 1
*
-5/6 | 0.18299927657792045349798318099140875099 | 0.025847258704458420270937094548234427806
f(z) = -297/175*z^3 + 193/140*z + 1
*
-4/7 | 0.16142363715751761986972110283231954064 | 0.021224892735885246740985279989159546376
f(z) = -287/160*z^3 + 187/140*z + 1
*
-12/17 | 0.17633424710511574722560789476429650603 | 0.022423965808338170291307374675389671045
f(z) = -289/160*z^3 + 197/180*z + 1
*
[ 27/34 ] 
f(z) = -289/162*z^3 + 187/216*z + 1
*
[ 5/6 ] 
f(z) = -282/175*z^3 + 193/210*z + 1
*
[ 4/5 ] 
f(z) = -295/176*z^3 + 181/220*z + 1
*
[ 3/4 ] 
f(z) = -295/162*z^3 + 199/288*z + 1
*
[ 3/4 ] 
f(z) = -293/162*z^3 + 197/288*z + 1
*
[ 3/4 ] 
f(z) = -289/162*z^3 + 193/288*z + 1
*
[ 3/4 ] 
f(z) = -287/162*z^3 + 191/288*z + 1
*
[ 3/4 ] 
f(z) = -283/162*z^3 + 187/288*z + 1
*
[ 3/4 ] 
f(z) = -281/162*z^3 + 185/288*z + 1
*
[ -13/9 ] 
f(z) = -297/169*z^3 + 209/39*z + 1
*
[ -2/17 ] 
f(z) = -289/168*z^3 + 200/21*z + 1
*
-6/17 | 0.16865581978992730325592654786915688438 | 0.022695332870745660764654128464729773555
f(z) = -289/168*z^3 + 211/21*z + 1
*
[ -5/3 ] 
f(z) = -288/175*z^3 + 216/35*z + 1
*
-10/17 | 0.15970227116499398799679355357121330963 | 0.023668058279800663489838698122170692287
f(z) = -289/160*z^3 + 213/40*z + 1
*
[ -13/34 ] 
f(z) = -289/169*z^3 + 201/52*z + 1
*
[ -4/9 ] 
f(z) = -297/160*z^3 + 217/60*z + 1
*
[ 4/3 ] 
f(z) = -291/160*z^3 + 209/60*z + 1
*
[ 15/17 ] 
f(z) = -289/165*z^3 + 203/165*z + 1
*
-15/17 | 0.14059539668144744991389104812833139821 | 0.024812003122956098641837301917096508523
f(z) = -289/165*z^3 + 214/165*z + 1
*
[ 13/15 ] 
f(z) = -285/169*z^3 + 217/195*z + 1
*
[ 3/4 ] 
f(z) = -299/162*z^3 + 203/288*z + 1
*
[ -5/3 ] 
f(z) = -297/175*z^3 + 221/35*z + 1
*
-42/17 | 0.18316979133697281402049468418386167526 | 0.024337687616242883174425047552943233785
f(z) = -289/168*z^3 + 232/21*z + 1
*
[ 42/17 ] 
f(z) = -289/168*z^3 + 233/21*z + 1
*
-35/17 | 0.20395920497393829341375028579060637158 | 0.028994591570156445434921022783164920737
f(z) = -289/175*z^3 + 227/35*z + 1
*
[ 3/2 ] 
f(z) = -292/171*z^3 + 238/57*z + 1
*
[ 3/2 ] 
f(z) = -284/171*z^3 + 232/57*z + 1
*
[ 26/21 ] 
f(z) = -294/169*z^3 + 223/78*z + 1
*
[ -10/17 ] 
f(z) = -289/175*z^3 + 229/70*z + 1
*
[ -5/8 ] 
f(z) = -288/175*z^3 + 227/70*z + 1
*
10/9 | 0.17075417019397168363619765744591082832 | 0.024881275480989380789802866568611621074
f(z) = -297/160*z^3 + 239/120*z + 1
*
3/17 | 0.16318537790121410049690356774078684029 | 0.028798639227709391882120641686715238269
f(z) = -289/168*z^3 + 233/168*z + 1
*
[ 26/33 ] 
f(z) = -297/169*z^3 + 235/286*z + 1
*
[ 13/4 ] 
f(z) = -288/169*z^3 + 243/13*z + 1
*
[ -13/4 ] 
f(z) = -288/169*z^3 + 251/13*z + 1
*
[ -42/17 ] 
f(z) = -289/168*z^3 + 250/21*z + 1
*
[ 3/2 ] 
f(z) = -296/171*z^3 + 241/57*z + 1
*
-2 | 0.11860127228594126203778066804066969708 | 0.017081835097152190437989142220624438327
f(z) = -281/176*z^3 + 259/44*z + 1
*
[ -18/17 ] 
f(z) = -289/168*z^3 + 244/63*z + 1
*
12/7 | 0.15473953305251374798155625123197613777 | 0.018448738648358008526131863926311498646
f(z) = -287/162*z^3 + 244/63*z + 1
*
[ 6/5 ] 
f(z) = -295/162*z^3 + 251/90*z + 1
*
-10/17 | 0.19855475520022291872534695362564275839 | 0.026249140062410271721278676323329560033
f(z) = -289/168*z^3 + 241/105*z + 1
*
[ 35/34 ] 
f(z) = -289/175*z^3 + 249/140*z + 1
*
[ 16/17 ] 
f(z) = -289/176*z^3 + 245/176*z + 1
*
[ 35/17 ] 
f(z) = -289/175*z^3 + 263/35*z + 1
*
-2 | 0.11973673862310480917408332619914729915 | 0.017062576958845296869880136091685099975
f(z) = -299/160*z^3 + 279/40*z + 1
*
-2 | 0.11974831977361341782345149300138937163 | 0.017081739306358509843229753787539564636
f(z) = -299/176*z^3 + 277/44*z + 1
*
-2 | 0.11961351223646349148271581235650491768 | 0.017062509414778563909550109825526303138
f(z) = -297/160*z^3 + 277/40*z + 1
*
-2 | 0.11949986682078698752877951092519069628 | 0.017081741177567687230806538602241343724
f(z) = -295/176*z^3 + 273/44*z + 1
*
-2 | 0.11936444746836965307679010971019025839 | 0.017062383847806844755440947729232378450
f(z) = -293/160*z^3 + 273/40*z + 1
*
-2 | 0.11937430141090673492169952784120422371 | 0.017081746356724463131737307000294660530
f(z) = -293/176*z^3 + 271/44*z + 1
*
-2 | 0.11923858305354597553813517538919889734 | 0.017062325874015979894767778426608666128
f(z) = -291/160*z^3 + 271/40*z + 1
*
-2 | 0.11924782508788074954938359733120355949 | 0.017081754336954941350374252108069456578
f(z) = -291/176*z^3 + 269/44*z + 1
*
-30/17 | 0.13616485538740200671226389007239297808 | 0.019589768958540586423978584872850162441
f(z) = -289/160*z^3 + 261/40*z + 1
*
-2 | 0.11911181274865101966263223273565855348 | 0.017062271135782889559262806932112218000
f(z) = -289/160*z^3 + 269/40*z + 1
*
[ 27/17 ] 
f(z) = -289/162*z^3 + 263/54*z + 1
*
-2 | 0.11912042371144858901176416874358169359 | 0.017081765091003259096676378631339344610
f(z) = -289/176*z^3 + 267/44*z + 1
*
-2 | 0.11898412275063466515484330516987506194 | 0.017062219651843796805375779967185254237
f(z) = -287/160*z^3 + 267/40*z + 1
*
-2 | 0.11899208278948450999179756429934679042 | 0.017081778586088609308174579337651113450
f(z) = -287/176*z^3 + 265/44*z + 1
*
-2 | 0.11886278746556332504371392564345087131 | 0.017081794783453650960331235009548693140
f(z) = -285/176*z^3 + 263/44*z + 1
*
-2 | 0.11872592678337861573925622902615309725 | 0.017062126507647146040193290934168808420
f(z) = -283/160*z^3 + 263/40*z + 1
*
-2 | 0.11873252250594465484055430694584709220 | 0.017081813637877756914691393947568630770
f(z) = -283/176*z^3 + 261/44*z + 1
*
-2 | 0.11859539149381769898247608237645942125 | 0.017062084869856266139662895839047535029
f(z) = -281/160*z^3 + 261/40*z + 1
*
[ 24/17 ] 
f(z) = -289/162*z^3 + 277/72*z + 1
*
[ 35/24 ] 
f(z) = -288/175*z^3 + 267/70*z + 1
*
[ -2/3 ] 
f(z) = -297/164*z^3 + 271/82*z + 1
*
[ -12/17 ] 
f(z) = -289/168*z^3 + 275/84*z + 1
*
-10/9 | 0.11126214732184735419541115998278661521 | 0.015989505279512388457329314691390209687
f(z) = -297/160*z^3 + 263/120*z + 1
*
-6/17 | 0.15030449359713503025602856882188839241 | 0.021530492765587646348509501930060898595
f(z) = -289/176*z^3 + 269/132*z + 1
*
38/51 | 0.20115239438030762517591499917570489094 | 0.025580024798929216957396469270801378663
f(z) = -289/168*z^3 + 275/189*z + 1
*
-5/6 | 0.21487875591061088059929201022407575805 | 0.028906160203657397949526406309884794846
f(z) = -282/175*z^3 + 277/210*z + 1
*
[ 3 ] 
f(z) = -287/162*z^3 + 299/18*z + 1
*
[ 3 ] 
f(z) = -283/162*z^3 + 295/18*z + 1
*
[ 3 ] 
f(z) = -281/162*z^3 + 293/18*z + 1
*
[ -35/17 ] 
f(z) = -289/175*z^3 + 297/35*z + 1
*
[ -4/3 ] 
f(z) = -291/160*z^3 + 299/60*z + 1
*
-15/34 | 0.14555997500620517168140016765030292556 | 0.018510481974927764726646388089426151651
f(z) = -289/162*z^3 + 289/72*z + 1
*
[ -2/3 ] 
f(z) = -297/172*z^3 + 281/86*z + 1
*
[ -3/5 ] 
f(z) = -295/162*z^3 + 299/90*z + 1
*
[ -16/17 ] 
f(z) = -289/160*z^3 + 293/80*z + 1
*
[ 6/5 ] 
f(z) = -295/168*z^3 + 283/105*z + 1
*
-2/5 | 0.19046552852745759943429147804816188449 | 0.024556566729082068769164260512241176538
f(z) = -295/168*z^3 + 292/105*z + 1
*
[ 10/9 ] 
f(z) = -297/160*z^3 + 287/120*z + 1
*
2/51 | 0.20939908109587013239326891539594762562 | 0.026628734417042222383092303651774594044
f(z) = -289/168*z^3 + 284/189*z + 1
*
-4/5 | 0.21545798538961152168056826333700039508 | 0.029529301240610347369370239726832376751
f(z) = -295/176*z^3 + 291/220*z + 1
*
-4/5 | 0.13368707286869222499592485705092155762 | 0.018409310801678187001345563585223334381
f(z) = -285/176*z^3 + 283/220*z + 1
*
[ 14/17 ] 
f(z) = -289/160*z^3 + 283/280*z + 1
*
[ 4/5 ] 
f(z) = -295/192*z^3 + 11/15*z + 1
*
[ 12/17 ] 
f(z) = -289/192*z^3 + 1/3*z + 1
*
-4/17 | 0.092210541666015642635172595212974687769 | 0.016273137682953468859452632724679937240
f(z) = -289/192*z^3 + 4/3*z + 1
*
4/17 | 0.077016353395549478824136902384241840897 | 0.013591696784345890577208971735109878189
f(z) = -289/192*z^3 + 5/6*z + 1
*
-20/17 | 0.13727038326424015256041969139348530091 | 0.022485672821049434027890285851609730086
f(z) = -289/192*z^3 + 7/3*z + 1
*
-12/17 | 0.077017407580095934720520720464917308836 | 0.013134763301724902742853738142018462192
f(z) = -289/192*z^3 + 11/6*z + 1
*
-20/17 | 0.20088213278594678183385783655060372649 | 0.029876136050976939900720844818949797398
f(z) = -289/192*z^3 + 13/3*z + 1
*
[ -4/17 ] 
f(z) = -289/192*z^3 + 16/3*z + 1
*
4/17 | 0.15681748975930889824309653278582752380 | 0.024895817320259053720326561752225090984
f(z) = -289/192*z^3 + 17/6*z + 1
*
[ -12/17 ] 
f(z) = -289/192*z^3 + 19/6*z + 1
*
[ 14/17 ] 
f(z) = -289/196*z^3 + 11/14*z + 1
*
[ 2/3 ] 
f(z) = -297/184*z^3 + 5/23*z + 1
*
[ 3/4 ] 
f(z) = -292/189*z^3 + 15/28*z + 1
*
15/17 | 0.21486312910987557416632966843584768137 | 0.029530941119181348434188799686989078287
f(z) = -289/189*z^3 + 16/35*z + 1
*
12/13 | 0.23632708633258537389309995338157227054 | 0.028592359529629561461101956889875705111
f(z) = -299/192*z^3 + 19/78*z + 1
*
[ 2/3 ] 
f(z) = -291/184*z^3 + 14/69*z + 1
*
[ 2/3 ] 
f(z) = -285/184*z^3 + 13/69*z + 1
*
[ 2/3 ] 
f(z) = -297/188*z^3 + 19/94*z + 1
*
[ 2/3 ] 
f(z) = -297/196*z^3 + 17/98*z + 1
*
[ 3/2 ] 
f(z) = -296/189*z^3 + 27/7*z + 1
*
[ -3/2 ] 
f(z) = -292/189*z^3 + 36/7*z + 1
*
-21/17 | 0.17176849583079870098862874292897545357 | 0.027301376178289470561696853459030044604
f(z) = -289/189*z^3 + 20/7*z + 1
*
[ -21/17 ] 
f(z) = -289/189*z^3 + 29/7*z + 1
*
24/17 | 0.11542044652919914460445095349146159852 | 0.017150588978294696279354755955251797378
f(z) = -289/189*z^3 + 31/14*z + 1
*
-36/17 | 0.10146343843287746355709953727362201240 | 0.013995100766070703158059738728234529519
f(z) = -289/192*z^3 + 22/3*z + 1
*
-12/17 | 0.15403309848150379428272387260679265125 | 0.023333999226066094960489705428229650975
f(z) = -289/192*z^3 + 23/6*z + 1
*
[ 3/2 ] 
f(z) = -284/189*z^3 + 26/7*z + 1
*
-4/5 | 0.15734571008745121391095749025670784864 | 0.021564802361296536384522742764131710431
f(z) = -295/192*z^3 + 37/30*z + 1
*
12/17 | 0.097070781438395290140493718338447010820 | 0.017130863378509703602404303776899513489
f(z) = -289/189*z^3 + 23/21*z + 1
*
3/17 | 0.097070111478131609231755016697060152377 | 0.017130745145220797488965748156356272382
f(z) = -289/189*z^3 + 29/21*z + 1
*
[ 15/17 ] 
f(z) = -289/189*z^3 + 37/35*z + 1
*
-4/7 | 0.21234057044357524971253553979113427502 | 0.027919739082224488569774349386348970257
f(z) = -287/192*z^3 + 26/21*z + 1
*
[ 3/4 ] 
f(z) = -298/189*z^3 + 31/56*z + 1
*
[ 3/4 ] 
f(z) = -296/189*z^3 + 23/42*z + 1
*
[ 3/4 ] 
f(z) = -286/189*z^3 + 29/56*z + 1
*
[ 12/17 ] 
f(z) = -289/180*z^3 + 23/60*z + 1
*
[ 12/17 ] 
f(z) = -289/189*z^3 + 29/84*z + 1
*
[ 2/3 ] 
f(z) = -297/190*z^3 + 37/190*z + 1
*
[ 2/3 ] 
f(z) = -297/194*z^3 + 35/194*z + 1
*
[ 2/3 ] 
f(z) = -283/184*z^3 + 38/207*z + 1
*
[ 2/3 ] 
f(z) = -281/184*z^3 + 37/207*z + 1
*
[ -3/4 ] 
f(z) = -296/189*z^3 + 45/14*z + 1
*
[ 3/2 ] 
f(z) = -290/189*z^3 + 53/14*z + 1
*
[ -3/17 ] 
f(z) = -289/189*z^3 + 47/7*z + 1
*
-12/17 | 0.18512350640393221882994880755604194889 | 0.025348376815158692158104823222926244245
f(z) = -289/189*z^3 + 55/14*z + 1
*
[ -20/17 ] 
f(z) = -289/192*z^3 + 59/15*z + 1
*
[ -14/17 ] 
f(z) = -289/196*z^3 + 45/14*z + 1
*
21/17 | 0.17159049047101507368495580992172510983 | 0.028687277692314748072133466296335943634
f(z) = -289/189*z^3 + 44/21*z + 1
*
[ 21/17 ] 
f(z) = -289/189*z^3 + 53/21*z + 1
*
-33/34 | 0.15213490357977014469493771605539000675 | 0.020633009689376004885648634480324453362
f(z) = -289/189*z^3 + 59/28*z + 1
*
24/17 | 0.10274751310306335720768959463083351492 | 0.017327931264445667487982040705698785170
f(z) = -289/192*z^3 + 47/24*z + 1
*
[ 4/5 ] 
f(z) = -299/192*z^3 + 56/75*z + 1
*
-3/17 | 0.13010390083670161151951185713310453156 | 0.022960484269503729025742344416605382966
f(z) = -289/180*z^3 + 43/60*z + 1
*
[ 4/5 ] 
f(z) = -287/192*z^3 + 53/75*z + 1
*
[ 4/5 ] 
f(z) = -283/192*z^3 + 52/75*z + 1
*
[ 7/9 ] 
f(z) = -297/196*z^3 + 53/84*z + 1
*
[ 3/4 ] 
f(z) = -284/189*z^3 + 43/84*z + 1
*
[ 3/4 ] 
f(z) = -289/189*z^3 + 59/112*z + 1
*
[ 3/4 ] 
f(z) = -283/189*z^3 + 57/112*z + 1
*
[ 12/17 ] 
f(z) = -289/198*z^3 + 41/132*z + 1
*
[ 2/3 ] 
f(z) = -297/182*z^3 + 41/182*z + 1
*
[ 2/3 ] 
f(z) = -295/184*z^3 + 44/207*z + 1
*
[ 2/3 ] 
f(z) = -293/184*z^3 + 43/207*z + 1
*
[ 2/3 ] 
f(z) = -289/184*z^3 + 41/207*z + 1
*
[ 2/3 ] 
f(z) = -287/184*z^3 + 40/207*z + 1
*
[ 2/3 ] 
f(z) = -291/188*z^3 + 53/282*z + 1
*
[ 2/3 ] 
f(z) = -291/196*z^3 + 47/294*z + 1
*
[ 2/3 ] 
f(z) = -285/188*z^3 + 49/282*z + 1
*
[ 2/3 ] 
f(z) = -285/196*z^3 + 43/294*z + 1
*
[ 4 ] 
f(z) = -299/192*z^3 + 77/3*z + 1
*
[ -3/2 ] 
f(z) = -298/189*z^3 + 73/14*z + 1
*
[ 4 ] 
f(z) = -295/192*z^3 + 76/3*z + 1
*
[ -4 ] 
f(z) = -293/192*z^3 + 77/3*z + 1
*
[ -36/17 ] 
f(z) = -289/192*z^3 + 74/9*z + 1
*
[ -4 ] 
f(z) = -289/192*z^3 + 76/3*z + 1
*
[ 4 ] 
f(z) = -287/192*z^3 + 74/3*z + 1
*
[ -3/2 ] 
f(z) = -286/189*z^3 + 71/14*z + 1
*
[ 4 ] 
f(z) = -283/192*z^3 + 73/3*z + 1
*
[ -4 ] 
f(z) = -281/192*z^3 + 74/3*z + 1
*
[ -2/3 ] 
f(z) = -297/184*z^3 + 74/23*z + 1
*
-24/17 | 0.18588050721248026195937037660447996105 | 0.029722672751839043767273131797835913520
f(z) = -289/192*z^3 + 65/24*z + 1
*
[ 20/17 ] 
f(z) = -289/192*z^3 + 67/30*z + 1
*
[ 24/17 ] 
f(z) = -289/192*z^3 + 79/24*z + 1
*
[ 4/3 ] 
f(z) = -289/192*z^3 + 79/27*z + 1
*
[ -4/7 ] 
f(z) = -287/192*z^3 + 68/21*z + 1
*
[ 4/3 ] 
f(z) = -281/192*z^3 + 77/27*z + 1
*
[ 16/17 ] 
f(z) = -289/192*z^3 + 61/48*z + 1
*
-16/17 | 0.13112072789764822306466847473372633453 | 0.023139931938539985664245305903680428431
f(z) = -289/192*z^3 + 67/48*z + 1
*
[ 15/17 ] 
f(z) = -289/180*z^3 + 67/60*z + 1
*
18/17 | 0.10451262820184007778389218826476940790 | 0.018444186072520198834541402579776585780
f(z) = -289/180*z^3 + 77/90*z + 1
*
[ 3/4 ] 
f(z) = -295/189*z^3 + 61/112*z + 1
*
[ 5/7 ] 
f(z) = -294/185*z^3 + 76/185*z + 1
*
5/17 | 0.15243302207066737737083642132195712969 | 0.026901084309527173810697093237434607001
f(z) = -289/195*z^3 + 64/195*z + 1
*
52/17 | 0.23281331101971344688900825788816764299 | 0.029527687467656441613114446080520463087
f(z) = -289/192*z^3 + 83/6*z + 1
*
[ 3 ] 
f(z) = -283/189*z^3 + 99/7*z + 1
*
[ -4/5 ] 
f(z) = -295/192*z^3 + 97/30*z + 1
*
[ 4/3 ] 
f(z) = -293/192*z^3 + 80/27*z + 1
*
[ 3/2 ] 
f(z) = -292/189*z^3 + 80/21*z + 1
*
-15/34 | 0.22107599618619601026712995263516985235 | 0.028656544221967918209570956625131267005
f(z) = -289/189*z^3 + 83/28*z + 1
*
-33/34 | 0.21916867165914815579863453944617242442 | 0.028237035884628390365641213914587296702
f(z) = -289/189*z^3 + 87/28*z + 1
*
[ -12/17 ] 
f(z) = -289/189*z^3 + 89/28*z + 1
*
[ -8/17 ] 
f(z) = -289/192*z^3 + 83/24*z + 1
*
[ 28/17 ] 
f(z) = -289/192*z^3 + 94/21*z + 1
*
[ -3/4 ] 
f(z) = -284/189*z^3 + 89/28*z + 1
*
[ 12/13 ] 
f(z) = -299/192*z^3 + 97/78*z + 1
*
3/5 | 0.16663972367559705062018404852553507949 | 0.020901904547689285791684882775512314302
f(z) = -290/189*z^3 + 97/70*z + 1
*
-12/17 | 0.23505402415091976509398563428024029535 | 0.027853252153394216459074881244624665537
f(z) = -289/189*z^3 + 83/112*z + 1
*
[ 3/4 ] 
f(z) = -290/189*z^3 + 89/168*z + 1
*
[ 21/29 ] 
f(z) = -290/189*z^3 + 86/203*z + 1
*
-3/34 | 0.11504561613779868485480201855331961793 | 0.016312231170736748923711098326017653793
f(z) = -289/198*z^3 + 91/264*z + 1
*
[ -3 ] 
f(z) = -299/189*z^3 + 109/7*z + 1
*
[ 3 ] 
f(z) = -298/189*z^3 + 104/7*z + 1
*
[ -3 ] 
f(z) = -296/189*z^3 + 108/7*z + 1
*
[ 3 ] 
f(z) = -295/189*z^3 + 103/7*z + 1
*
[ -3 ] 
f(z) = -293/189*z^3 + 107/7*z + 1
*
[ 3 ] 
f(z) = -292/189*z^3 + 102/7*z + 1
*
[ -3 ] 
f(z) = -290/189*z^3 + 106/7*z + 1
*
[ 3 ] 
f(z) = -289/189*z^3 + 101/7*z + 1
*
[ 3 ] 
f(z) = -286/189*z^3 + 100/7*z + 1
*
[ -3 ] 
f(z) = -284/189*z^3 + 104/7*z + 1
*
[ -3 ] 
f(z) = -281/189*z^3 + 103/7*z + 1
*
[ 3/2 ] 
f(z) = -299/189*z^3 + 109/28*z + 1
*
[ -3/2 ] 
f(z) = -296/189*z^3 + 109/21*z + 1
*
[ -3/5 ] 
f(z) = -295/189*z^3 + 113/35*z + 1
*
[ 3/2 ] 
f(z) = -293/189*z^3 + 107/28*z + 1
*
-6/17 | 0.18074283682890156082818666843069361772 | 0.026003115152700181602989362491606678707
f(z) = -289/189*z^3 + 116/21*z + 1
*
[ -24/17 ] 
f(z) = -289/192*z^3 + 113/24*z + 1
*
[ -7/17 ] 
f(z) = -289/196*z^3 + 103/28*z + 1
*
[ 12/7 ] 
f(z) = -287/192*z^3 + 101/21*z + 1
*
[ -4/3 ] 
f(z) = -287/192*z^3 + 119/27*z + 1
*
[ -3/2 ] 
f(z) = -284/189*z^3 + 106/21*z + 1
*
[ -4/3 ] 
f(z) = -283/192*z^3 + 118/27*z + 1
*
[ 3/2 ] 
f(z) = -281/189*z^3 + 103/28*z + 1
*
-10/17 | 0.16432295275665836427067514995590500831 | 0.028999396233501203554082589899443098624
f(z) = -289/180*z^3 + 113/90*z + 1
*
[ 4/5 ] 
f(z) = -293/192*z^3 + 109/150*z + 1
*
[ 4/5 ] 
f(z) = -289/192*z^3 + 107/150*z + 1
*
[ 4/5 ] 
f(z) = -281/192*z^3 + 103/150*z + 1
*
[ 13/17 ] 
f(z) = -289/182*z^3 + 113/182*z + 1
*
5/17 | 0.16468446230733436246118236230511873612 | 0.029063194738374549439814746692818849064
f(z) = -289/190*z^3 + 101/190*z + 1
*
[ 13/17 ] 
f(z) = -289/195*z^3 + 109/195*z + 1
*
-10/51 | 0.21415641135626309821662625184170615796 | 0.027233711685209714273812471464870896450
f(z) = -289/184*z^3 + 116/207*z + 1
*
[ 12/17 ] 
f(z) = -289/184*z^3 + 101/276*z + 1
*
[ 14/19 ] 
f(z) = -285/196*z^3 + 115/266*z + 1
*
-12/5 | 0.23144574736993120316957241501437618190 | 0.025775866288031229357104899910742521899
f(z) = -295/192*z^3 + 124/15*z + 1
*
60/17 | 0.13648008058731679281116791055824382936 | 0.016702913906249067064540331005527362619
f(z) = -289/189*z^3 + 131/7*z + 1
*
[ 42/17 ] 
f(z) = -289/189*z^3 + 139/14*z + 1
*
[ 36/17 ] 
f(z) = -289/192*z^3 + 131/18*z + 1
*
[ -4/3 ] 
f(z) = -299/192*z^3 + 122/27*z + 1
*
[ -12/13 ] 
f(z) = -299/192*z^3 + 133/39*z + 1
*
-2 | 0.11962662068780312670575518191338265418 | 0.017090927321950090378214781039636066738
f(z) = -297/184*z^3 + 137/23*z + 1
*
-2 | 0.11950161158536189143457205061065099712 | 0.017090955885104524611039181920037345871
f(z) = -295/184*z^3 + 136/23*z + 1
*
[ -4/3 ] 
f(z) = -295/192*z^3 + 121/27*z + 1
*
-2 | 0.11937569502540849641856172987712132090 | 0.017090986885403990810983235786875625605
f(z) = -293/184*z^3 + 135/23*z + 1
*
-2 | 0.11924885683713070392027250374618234314 | 0.017091020269688532984784565593666632281
f(z) = -291/184*z^3 + 134/23*z + 1
*
[ -6/17 ] 
f(z) = -289/180*z^3 + 121/30*z + 1
*
-2 | 0.11912108249318081088223489376069793450 | 0.017091055977849439048032787995468941303
f(z) = -289/184*z^3 + 133/23*z + 1
*
-12/17 | 0.11021292877337665872925098496749301812 | 0.013488247169370041826982173324925968208
f(z) = -289/189*z^3 + 131/28*z + 1
*
[ 28/17 ] 
f(z) = -289/196*z^3 + 123/28*z + 1
*
-2 | 0.11899235709688341175782217514330194199 | 0.017091093942292168975678102933767626069
f(z) = -287/184*z^3 + 132/23*z + 1
*
-2 | 0.11886266536883389262341204886133433622 | 0.017091134087358244401189323903961873792
f(z) = -285/184*z^3 + 131/23*z + 1
*
-2 | 0.11873199163285099841972085398114498347 | 0.017091176328702726219294494497085482673
f(z) = -283/184*z^3 + 130/23*z + 1
*
-2 | 0.11860031980124412993787629011136399344 | 0.017091220572623601577208814301811122088
f(z) = -281/184*z^3 + 129/23*z + 1
*
-24/17 | 0.17772989141749867155254675762606154364 | 0.025415344925345516703509434595671841594
f(z) = -289/189*z^3 + 121/42*z + 1
*
-21/17 | 0.088508709717338063529388114069540123239 | 0.014893437272640732661966715909587807939
f(z) = -289/180*z^3 + 127/60*z + 1
*
[ 14/17 ] 
f(z) = -289/184*z^3 + 137/161*z + 1
*
[ -4 ] 
f(z) = -299/192*z^3 + 157/6*z + 1
*
[ -12/5 ] 
f(z) = -295/192*z^3 + 154/15*z + 1
*
[ -4 ] 
f(z) = -295/192*z^3 + 155/6*z + 1
*
[ 4 ] 
f(z) = -293/192*z^3 + 151/6*z + 1
*
[ 4 ] 
f(z) = -289/192*z^3 + 149/6*z + 1
*
[ -4 ] 
f(z) = -287/192*z^3 + 151/6*z + 1
*
[ -4 ] 
f(z) = -283/192*z^3 + 149/6*z + 1
*
[ 4 ] 
f(z) = -281/192*z^3 + 145/6*z + 1
*
[ 2 ] 
f(z) = -295/184*z^3 + 159/23*z + 1
*
[ -3/2 ] 
f(z) = -295/189*z^3 + 145/28*z + 1
*
[ 2 ] 
f(z) = -293/184*z^3 + 158/23*z + 1
*
[ 2 ] 
f(z) = -291/184*z^3 + 157/23*z + 1
*
[ 2 ] 
f(z) = -289/184*z^3 + 156/23*z + 1
*
[ -3/2 ] 
f(z) = -289/189*z^3 + 143/28*z + 1
*
3/17 | 0.20080819048219850601633131708958813591 | 0.027733449201597785872736823010906243962
f(z) = -289/189*z^3 + 155/21*z + 1
*
[ -28/17 ] 
f(z) = -289/196*z^3 + 157/28*z + 1
*
[ 2 ] 
f(z) = -287/184*z^3 + 155/23*z + 1
*
[ 2 ] 
f(z) = -285/184*z^3 + 154/23*z + 1
*
[ 2 ] 
f(z) = -283/184*z^3 + 153/23*z + 1
*
[ -3/2 ] 
f(z) = -283/189*z^3 + 141/28*z + 1
*
[ 2 ] 
f(z) = -281/184*z^3 + 152/23*z + 1
*
-28/17 | 0.25346416576081326203810140023947567460 | 0.029787209946249702922515693930431108664
f(z) = -289/192*z^3 + 155/42*z + 1
*
[ 4/3 ] 
f(z) = -287/192*z^3 + 157/54*z + 1
*
[ 3/2 ] 
f(z) = -286/189*z^3 + 157/42*z + 1
*
[ 4/3 ] 
f(z) = -283/192*z^3 + 155/54*z + 1
*
-15/17 | 0.15285833323635554280252707889303540715 | 0.025218084576172967584036360830131088780
f(z) = -289/180*z^3 + 143/60*z + 1
*
-12/17 | 0.16551249763022313233385428221899468250 | 0.026025721384501422012037967011911230484
f(z) = -289/198*z^3 + 151/132*z + 1
*
[ 14/17 ] 
f(z) = -289/182*z^3 + 157/182*z + 1
*
[ 2 ] 
f(z) = -297/184*z^3 + 160/23*z + 1
*
[ 30/17 ] 
f(z) = -289/180*z^3 + 163/30*z + 1
*
[ -2 ] 
f(z) = -289/184*z^3 + 179/23*z + 1
*
[ -2 ] 
f(z) = -287/184*z^3 + 178/23*z + 1
*
[ -2 ] 
f(z) = -285/184*z^3 + 177/23*z + 1
*
[ -2 ] 
f(z) = -283/184*z^3 + 176/23*z + 1
*
[ -2 ] 
f(z) = -281/184*z^3 + 175/23*z + 1
*
[ 4/3 ] 
f(z) = -299/192*z^3 + 163/54*z + 1
*
[ 3/2 ] 
f(z) = -298/189*z^3 + 163/42*z + 1
*
[ 14/9 ] 
f(z) = -297/196*z^3 + 169/42*z + 1
*
[ 4/3 ] 
f(z) = -295/192*z^3 + 161/54*z + 1
*
[ -3/4 ] 
f(z) = -290/189*z^3 + 179/56*z + 1
*
[ -6/17 ] 
f(z) = -289/189*z^3 + 169/42*z + 1
*
[ -16/17 ] 
f(z) = -289/192*z^3 + 163/48*z + 1
*
[ 6/5 ] 
f(z) = -295/189*z^3 + 169/70*z + 1
*
[ 18/17 ] 
f(z) = -289/180*z^3 + 167/90*z + 1
*
-15/34 | 0.22838039445150219680420788816071927984 | 0.026365297088425453609512069771376315091
f(z) = -289/189*z^3 + 163/140*z + 1
*
20/17 | 0.19682481519861743798896166904679860134 | 0.022151729207989708040323300825084848943
f(z) = -289/192*z^3 + 167/150*z + 1
*
-5/17 | 0.11194493114021813507292323792704098431 | 0.019755824490779495820944516012068942680
f(z) = -289/180*z^3 + 169/180*z + 1
*
[ 5/6 ] 
f(z) = -288/185*z^3 + 163/185*z + 1
*
[ -2 ] 
f(z) = -297/184*z^3 + 183/23*z + 1
*
[ -2 ] 
f(z) = -295/184*z^3 + 182/23*z + 1
*
[ -2 ] 
f(z) = -293/184*z^3 + 181/23*z + 1
*
[ -2 ] 
f(z) = -291/184*z^3 + 180/23*z + 1
*
[ -30/17 ] 
f(z) = -289/180*z^3 + 197/30*z + 1
*
40/17 | 0.21512340554909445124613787728324641590 | 0.029469777685710025854917194293777073933
f(z) = -289/192*z^3 + 185/24*z + 1
*
[ 24/17 ] 
f(z) = -289/189*z^3 + 187/56*z + 1
*
-4/13 | 0.24065379764067031546565817565431818845 | 0.027671392433980865436832299895535857088
f(z) = -299/192*z^3 + 187/78*z + 1
*
24/17 | 0.16132470930994886127958604807712399288 | 0.025486859802806261891846466377050932433
f(z) = -289/180*z^3 + 187/60*z + 1
*
[ -12/17 ] 
f(z) = -289/180*z^3 + 193/60*z + 1
*
-3/4 | 0.21328760899172333191532843796596625038 | 0.028754337320333556945750758918213530376
f(z) = -292/189*z^3 + 185/84*z + 1
*
-21/34 | 0.19761319881178822268817180238680008845 | 0.026417364183722429468611239190772196426
f(z) = -289/189*z^3 + 197/84*z + 1
*
-12/23 | 0.24511533636818520116994711913686236826 | 0.027740726815037189348432721719629540181
f(z) = -299/192*z^3 + 185/138*z + 1
*
[ 21/23 ] 
f(z) = -299/189*z^3 + 197/161*z + 1
*
5/17 | 0.14251246970778482090437995950290770901 | 0.025150324455226961473153751976964399118
f(z) = -289/195*z^3 + 181/195*z + 1
*
7/51 | 0.11631195199863591042675316993026237509 | 0.014791087253536778796042319023985170496
f(z) = -289/196*z^3 + 187/252*z + 1
*
[ -2/17 ] 
f(z) = -289/184*z^3 + 219/23*z + 1
*
-40/17 | 0.21421560538221975734740009646503760363 | 0.028753465432820180746845297359408647047
f(z) = -289/192*z^3 + 215/24*z + 1
*
[ -3/2 ] 
f(z) = -290/189*z^3 + 215/42*z + 1
*
[ -15/17 ] 
f(z) = -289/180*z^3 + 203/60*z + 1
*
[ -9/17 ] 
f(z) = -289/189*z^3 + 209/63*z + 1
*
[ 21/17 ] 
f(z) = -289/196*z^3 + 205/84*z + 1
*
[ 21/22 ] 
f(z) = -286/189*z^3 + 205/154*z + 1
*
[ 6/7 ] 
f(z) = -287/180*z^3 + 211/210*z + 1
*
75/34 | 0.13706496951693182940612065606501502021 | 0.015717041517949173731387474652405838084
f(z) = -289/189*z^3 + 227/28*z + 1
*
[ -14/9 ] 
f(z) = -297/196*z^3 + 223/42*z + 1
*
[ -28/17 ] 
f(z) = -289/192*z^3 + 239/42*z + 1
*
[ -4/3 ] 
f(z) = -289/192*z^3 + 239/54*z + 1
*
[ -4/3 ] 
f(z) = -281/192*z^3 + 235/54*z + 1
*
[ -2/3 ] 
f(z) = -291/184*z^3 + 221/69*z + 1
*
-15/17 | 0.13200413828154740675142686435523075386 | 0.020234977775426803341394626028891882201
f(z) = -289/180*z^3 + 227/60*z + 1
*
[ -2/3 ] 
f(z) = -285/184*z^3 + 220/69*z + 1
*
[ -4/5 ] 
f(z) = -281/192*z^3 + 239/75*z + 1
*
-21/34 | 0.17147781263553866526761191822590988934 | 0.022420491024262953096527524262145462238
f(z) = -289/189*z^3 + 233/84*z + 1
*
[ 18/17 ] 
f(z) = -289/189*z^3 + 223/126*z + 1
*
-18/17 | 0.14453159649915133117050764670814616706 | 0.021112201664738772995582203456043480374
f(z) = -289/192*z^3 + 235/144*z + 1
*
[ 11/12 ] 
f(z) = -288/187*z^3 + 225/187*z + 1
*
-21/26 | 0.21104342132424759854341944241866333801 | 0.023675266955557974739152476044052856154
f(z) = -286/189*z^3 + 223/182*z + 1
*
[ 7/3 ] 
f(z) = -297/196*z^3 + 247/28*z + 1
*
[ -4/3 ] 
f(z) = -293/192*z^3 + 241/54*z + 1
*
-26/17 | 0.084938204533306878217882222203444603242 | 0.012361676026620337193619145335942739402
f(z) = -289/192*z^3 + 241/48*z + 1
*
[ -12/7 ] 
f(z) = -287/192*z^3 + 251/42*z + 1
*
-2 | 0.098385211533135061091170864696807268698 | 0.014170168051449003156597818937977965774
f(z) = -283/192*z^3 + 259/48*z + 1
*
-2 | 0.098253072508594303689209675023453725875 | 0.014166953773182808165664701538909136227
f(z) = -281/192*z^3 + 257/48*z + 1
*
[ -4/5 ] 
f(z) = -293/192*z^3 + 242/75*z + 1
*
[ -4/5 ] 
f(z) = -289/192*z^3 + 241/75*z + 1
*
-12/17 | 0.17390837057586134439322468970364560478 | 0.026160728482319343305635558802586696973
f(z) = -289/198*z^3 + 257/66*z + 1
*
[ 7/6 ] 
f(z) = -297/196*z^3 + 247/112*z + 1
*
[ 18/17 ] 
f(z) = -289/192*z^3 + 251/144*z + 1
*
-9/17 | 0.14650296704191021980568207151184849285 | 0.025854559690899743235305414700701851016
f(z) = -289/180*z^3 + 241/180*z + 1
*
[ 46/51 ] 
f(z) = -289/184*z^3 + 242/207*z + 1
*
[ 14/15 ] 
f(z) = -285/196*z^3 + 251/210*z + 1
*
[ -7/3 ] 
f(z) = -297/196*z^3 + 271/28*z + 1
*
[ 46/17 ] 
f(z) = -289/184*z^3 + 279/23*z + 1
*
-2 | 0.099406190983010585804877847329478797716 | 0.014194668258925050285367175160836094449
f(z) = -299/192*z^3 + 275/48*z + 1
*
-2 | 0.099157354654999592208250110167074409208 | 0.014188822565672589917230632897797204597
f(z) = -295/192*z^3 + 271/48*z + 1
*
-2 | 0.099031048535905495693744164310559608467 | 0.014185785288534541840638728638324015021
f(z) = -293/192*z^3 + 269/48*z + 1
*
-2 | 0.098774587459516426862290939421841921858 | 0.014179478107805743446619376639533661193
f(z) = -289/192*z^3 + 265/48*z + 1
*
-2 | 0.098645435813027083466157678356928521768 | 0.014176355163895719081320848229070141762
f(z) = -287/192*z^3 + 263/48*z + 1
*
[ -6/17 ] 
f(z) = -289/184*z^3 + 278/69*z + 1
*
[ -6/17 ] 
f(z) = -289/198*z^3 + 265/66*z + 1
*
[ -7/9 ] 
f(z) = -297/196*z^3 + 269/84*z + 1
*
[ -3/4 ] 
f(z) = -292/189*z^3 + 269/84*z + 1
*
[ -21/34 ] 
f(z) = -289/189*z^3 + 269/84*z + 1
*
[ 60/17 ] 
f(z) = -289/192*z^3 + 292/15*z + 1
*
[ 12/5 ] 
f(z) = -295/192*z^3 + 283/30*z + 1
*
[ -46/17 ] 
f(z) = -289/184*z^3 + 296/23*z + 1
*
[ 3 ] 
f(z) = -284/189*z^3 + 298/21*z + 1
*
[ 3 ] 
f(z) = -281/189*z^3 + 295/21*z + 1
*
-10/17 | 0.19124214932366583619394608019125890352 | 0.027116080160930543715075524250416490071
f(z) = -289/192*z^3 + 289/48*z + 1
*
[ -6/5 ] 
f(z) = -290/189*z^3 + 283/70*z + 1
*
3/17 | 0.19744669200997255409690668622947166042 | 0.029186334725884570918391912614898634550
f(z) = -289/198*z^3 + 289/66*z + 1
*
-15/17 | 0.16849512861884283232519340984105319744 | 0.024831324482678011585127596994278739935
f(z) = -289/198*z^3 + 295/66*z + 1
*
[ 4/3 ] 
f(z) = -297/184*z^3 + 287/92*z + 1
*
[ -10/17 ] 
f(z) = -289/180*z^3 + 293/90*z + 1
*
-21/34 | 0.22484253144130140088304885654560428803 | 0.028695074654098738081794194834147213267
f(z) = -289/189*z^3 + 281/84*z + 1
*
-10/17 | 0.18277223443402263806491369941816505806 | 0.025120345755237604588837383489250450691
f(z) = -289/192*z^3 + 293/240*z + 1
*
[ -6/5 ] 
f(z) = -295/216*z^3 + 19/5*z + 1
*
[ -10/17 ] 
f(z) = -289/200*z^3 + 16/5*z + 1
*
30/17 | 0.19166259418101017009429532209999240468 | 0.029131368905801846783302547366531118696
f(z) = -289/200*z^3 + 18/5*z + 1
*
-6/17 | 0.11552556370974510795838655077909732880 | 0.020387727587141575967760539310399417370
f(z) = -289/216*z^3 + z + 1
*
[ 12/17 ] 
f(z) = -289/216*z^3 + 1/4*z + 1
*
30/17 | 0.18763083900072337143866128918486079750 | 0.028982701099115606582451069955002344033
f(z) = -289/216*z^3 + 3*z + 1
*
[ -6/17 ] 
f(z) = -289/216*z^3 + 4*z + 1
*
-6/17 | 0.16225970731703161904900054112462576298 | 0.021133445170352232843531002892836903220
f(z) = -289/216*z^3 + 10*z + 1
*
[ 18/17 ] 
f(z) = -289/216*z^3 + 14/9*z + 1
*
30/17 | 0.22859745082608801322330567268578683083 | 0.027848898158132438604840659870990965941
f(z) = -289/216*z^3 + 17/5*z + 1
*
[ 2/3 ] 
f(z) = -297/200*z^3 + 4/25*z + 1
*
-3/17 | 0.12521431053340843743096104292700851767 | 0.022097578849135188687568569799658749791
f(z) = -289/216*z^3 + 17/24*z + 1
*
[ 6/7 ] 
f(z) = -287/216*z^3 + 17/21*z + 1
*
[ 2/3 ] 
f(z) = -297/208*z^3 + 7/52*z + 1
*
[ 2/3 ] 
f(z) = -291/200*z^3 + 11/75*z + 1
*
[ 2/3 ] 
f(z) = -297/212*z^3 + 13/106*z + 1
*
[ 2/3 ] 
f(z) = -291/208*z^3 + 19/156*z + 1
*
[ 2/3 ] 
f(z) = -285/208*z^3 + 17/156*z + 1
*
[ 2/3 ] 
f(z) = -281/216*z^3 + 19/243*z + 1
*
[ 10/9 ] 
f(z) = -297/200*z^3 + 29/15*z + 1
*
[ 6/5 ] 
f(z) = -295/216*z^3 + 32/15*z + 1
*
[ 30/17 ] 
f(z) = -289/216*z^3 + 23/5*z + 1
*
[ -18/17 ] 
f(z) = -289/216*z^3 + 31/9*z + 1
*
[ -12/17 ] 
f(z) = -289/216*z^3 + 37/12*z + 1
*
[ -6/7 ] 
f(z) = -287/216*z^3 + 22/7*z + 1
*
12/17 | 0.15961193172465192507500194728346033158 | 0.028168004372050023686198114821160780695
f(z) = -289/208*z^3 + 23/52*z + 1
*
-15/17 | 0.18215547916066098223904487470471607599 | 0.025035578472279187832728420616632830353
f(z) = -289/216*z^3 + 31/40*z + 1
*
[ 6/7 ] 
f(z) = -283/216*z^3 + 39/49*z + 1
*
[ 10/13 ] 
f(z) = -299/200*z^3 + 38/65*z + 1
*
[ 2/3 ] 
f(z) = -297/202*z^3 + 31/202*z + 1
*
[ 2/3 ] 
f(z) = -297/206*z^3 + 29/206*z + 1
*
[ 2/3 ] 
f(z) = -297/214*z^3 + 25/214*z + 1
*
[ 2/3 ] 
f(z) = -297/218*z^3 + 23/218*z + 1
*
[ 2/3 ] 
f(z) = -299/200*z^3 + 37/225*z + 1
*
[ 2/3 ] 
f(z) = -293/200*z^3 + 34/225*z + 1
*
[ 2/3 ] 
f(z) = -289/200*z^3 + 32/225*z + 1
*
[ 2/3 ] 
f(z) = -287/200*z^3 + 31/225*z + 1
*
[ 2/3 ] 
f(z) = -283/200*z^3 + 29/225*z + 1
*
[ 2/3 ] 
f(z) = -281/200*z^3 + 28/225*z + 1
*
[ 2/3 ] 
f(z) = -299/216*z^3 + 28/243*z + 1
*
[ 2/3 ] 
f(z) = -295/216*z^3 + 26/243*z + 1
*
[ 2/3 ] 
f(z) = -293/216*z^3 + 25/243*z + 1
*
[ 2/3 ] 
f(z) = -289/216*z^3 + 23/243*z + 1
*
[ 2/3 ] 
f(z) = -287/216*z^3 + 22/243*z + 1
*
[ 2/3 ] 
f(z) = -283/216*z^3 + 20/243*z + 1
*
[ -6/13 ] 
f(z) = -299/216*z^3 + 45/13*z + 1
*
[ -6 ] 
f(z) = -299/216*z^3 + 51*z + 1
*
[ -10/9 ] 
f(z) = -297/200*z^3 + 56/15*z + 1
*
[ 6 ] 
f(z) = -295/216*z^3 + 50*z + 1
*
[ -6 ] 
f(z) = -293/216*z^3 + 50*z + 1
*
[ 6 ] 
f(z) = -289/216*z^3 + 49*z + 1
*
3/17 | 0.16380833723815894981903241958692064362 | 0.022216197137583990297225590989016926199
f(z) = -289/216*z^3 + 59/8*z + 1
*
[ -6 ] 
f(z) = -287/216*z^3 + 49*z + 1
*
[ 6 ] 
f(z) = -283/216*z^3 + 48*z + 1
*
[ -6 ] 
f(z) = -281/216*z^3 + 48*z + 1
*
[ 6/5 ] 
f(z) = -299/216*z^3 + 54/25*z + 1
*
[ 6/5 ] 
f(z) = -293/216*z^3 + 53/25*z + 1
*
[ 20/17 ] 
f(z) = -289/200*z^3 + 43/20*z + 1
*
-21/17 | 0.15445223924966839927426605618930153352 | 0.026130528345175361860168314702832727713
f(z) = -289/216*z^3 + 41/24*z + 1
*
[ 6/5 ] 
f(z) = -287/216*z^3 + 52/25*z + 1
*
[ 6/5 ] 
f(z) = -281/216*z^3 + 51/25*z + 1
*
[ 12/13 ] 
f(z) = -299/216*z^3 + 57/52*z + 1
*
-2/3 | 0.14313154880080814983537667321670142588 | 0.025138440887545232274782200713555256165
f(z) = -297/208*z^3 + 59/52*z + 1
*
[ 6/7 ] 
f(z) = -295/216*z^3 + 41/49*z + 1
*
[ 6/7 ] 
f(z) = -289/216*z^3 + 40/49*z + 1
*
[ 3/4 ] 
f(z) = -299/216*z^3 + 57/128*z + 1
*
[ 3/4 ] 
f(z) = -293/216*z^3 + 55/128*z + 1
*
[ 3/4 ] 
f(z) = -287/216*z^3 + 53/128*z + 1
*
[ 3/4 ] 
f(z) = -281/216*z^3 + 51/128*z + 1
*
[ 12/17 ] 
f(z) = -289/208*z^3 + 43/156*z + 1
*
[ 30/17 ] 
f(z) = -289/200*z^3 + 74/15*z + 1
*
[ -42/17 ] 
f(z) = -289/216*z^3 + 67/7*z + 1
*
[ -2/3 ] 
f(z) = -297/200*z^3 + 79/25*z + 1
*
[ -20/17 ] 
f(z) = -289/200*z^3 + 77/20*z + 1
*
[ 24/17 ] 
f(z) = -289/216*z^3 + 71/24*z + 1
*
[ 10/11 ] 
f(z) = -297/200*z^3 + 62/55*z + 1
*
-10/11 | 0.23527127898206954521828603088342921366 | 0.029075891290392102128523611552681160070
f(z) = -297/200*z^3 + 73/55*z + 1
*
-10/13 | 0.22281054749098028488914882288958032232 | 0.026957042375964438144709596992213326934
f(z) = -299/200*z^3 + 77/65*z + 1
*
[ 3/4 ] 
f(z) = -296/207*z^3 + 65/138*z + 1
*
10/9 | 0.22465868091730796635666512803034986697 | 0.024445355969412611622421036203549286278
f(z) = -297/200*z^3 + 79/165*z + 1
*
[ 5/7 ] 
f(z) = -294/205*z^3 + 68/205*z + 1
*
[ 5/7 ] 
f(z) = -294/215*z^3 + 64/215*z + 1
*
[ 12/17 ] 
f(z) = -289/207*z^3 + 77/276*z + 1
*
[ 10/3 ] 
f(z) = -297/200*z^3 + 86/5*z + 1
*
[ -10/3 ] 
f(z) = -297/200*z^3 + 89/5*z + 1
*
[ -30/17 ] 
f(z) = -289/200*z^3 + 91/15*z + 1
*
[ -30/17 ] 
f(z) = -289/216*z^3 + 86/15*z + 1
*
[ 3 ] 
f(z) = -281/216*z^3 + 99/8*z + 1
*
[ -6/5 ] 
f(z) = -289/216*z^3 + 94/25*z + 1
*
[ -6/5 ] 
f(z) = -283/216*z^3 + 93/25*z + 1
*
[ 5/7 ] 
f(z) = -287/200*z^3 + 93/280*z + 1
*
[ 3 ] 
f(z) = -299/216*z^3 + 105/8*z + 1
*
[ -3 ] 
f(z) = -295/216*z^3 + 109/8*z + 1
*
[ 3 ] 
f(z) = -293/216*z^3 + 103/8*z + 1
*
[ -3 ] 
f(z) = -289/216*z^3 + 107/8*z + 1
*
[ 3 ] 
f(z) = -287/216*z^3 + 101/8*z + 1
*
[ -3 ] 
f(z) = -283/216*z^3 + 105/8*z + 1
*
[ 3/2 ] 
f(z) = -295/216*z^3 + 109/32*z + 1
*
[ 3/2 ] 
f(z) = -289/216*z^3 + 107/32*z + 1
*
[ 10/7 ] 
f(z) = -287/200*z^3 + 113/35*z + 1
*
[ 3/2 ] 
f(z) = -283/216*z^3 + 105/32*z + 1
*
-4/3 | 0.16939426943567800566240191861254353017 | 0.027474904935992317747457014349783241681
f(z) = -297/208*z^3 + 119/52*z + 1
*
18/17 | 0.14250893712228801195782155629554631651 | 0.023519729261521362567623759453867221849
f(z) = -289/208*z^3 + 107/52*z + 1
*
[ 15/17 ] 
f(z) = -289/200*z^3 + 119/120*z + 1
*
[ 15/17 ] 
f(z) = -289/216*z^3 + 109/120*z + 1
*
[ 6/7 ] 
f(z) = -281/216*z^3 + 116/147*z + 1
*
[ 18/23 ] 
f(z) = -299/216*z^3 + 118/207*z + 1
*
[ 13/17 ] 
f(z) = -289/208*z^3 + 105/208*z + 1
*
-2 | 0.11974866326553513477347567376182329932 | 0.017108363414470372196982640707371787747
f(z) = -299/200*z^3 + 137/25*z + 1
*
-2 | 0.10617399125543777203429946132927356550 | 0.015184857983241107378075222268569415568
f(z) = -299/216*z^3 + 136/27*z + 1
*
-2 | 0.11962377534412472635326873771240795914 | 0.017108427577612058253573735506455156393
f(z) = -297/200*z^3 + 136/25*z + 1
*
-2 | 0.10592140577530997447424941386659372396 | 0.015180899348764652779513125359776947905
f(z) = -295/216*z^3 + 134/27*z + 1
*
-2 | 0.11937123479877725860390897543807214127 | 0.017108559760452130630752075407296474979
f(z) = -293/200*z^3 + 134/25*z + 1
*
-2 | 0.10579368070878723478032153505148284565 | 0.015178889254973993921436652245292286525
f(z) = -293/216*z^3 + 133/27*z + 1
*
-2 | 0.11924355247381760344609792176854070261 | 0.017108627521449115304142887712915536974
f(z) = -291/200*z^3 + 133/25*z + 1
*
-2 | 0.11911490832863230172484892572562990581 | 0.017108696204031202600136788847171656556
f(z) = -289/200*z^3 + 132/25*z + 1
*
-2 | 0.10553528529492398558177577834998524426 | 0.015174804521892306398535776420879114551
f(z) = -289/216*z^3 + 131/27*z + 1
*
-39/34 | 0.12422202930985157625072813859341568108 | 0.015202730331731782920555003439355968646
f(z) = -289/216*z^3 + 131/32*z + 1
*
-2 | 0.11898528651344718391543736260644428688 | 0.017108765649110860245859068418255257565
f(z) = -287/200*z^3 + 131/25*z + 1
*
[ 12/7 ] 
f(z) = -287/216*z^3 + 121/28*z + 1
*
-2 | 0.10540458134023983922719754829208619453 | 0.015172728603001795630823773079489702677
f(z) = -287/216*z^3 + 130/27*z + 1
*
-2 | 0.11872304432016002782774253794220658580 | 0.017108906122089031646269503449940741282
f(z) = -283/200*z^3 + 129/25*z + 1
*
-2 | 0.10514007330279349883536687923270791229 | 0.015168506235264227672735313193546848983
f(z) = -283/216*z^3 + 128/27*z + 1
*
-2 | 0.11859039003790523765639395115478162127 | 0.017108976760477381556513948513146138932
f(z) = -281/200*z^3 + 128/25*z + 1
*
-2 | 0.10500623263647734522492653823191103313 | 0.015166358318197465961636002137595771892
f(z) = -281/216*z^3 + 127/27*z + 1
*
26/17 | 0.17297873276526961719235009092147910801 | 0.027625802522171100242966724565292602926
f(z) = -289/208*z^3 + 131/52*z + 1
*
[ 21/17 ] 
f(z) = -289/216*z^3 + 125/56*z + 1
*
[ -15/17 ] 
f(z) = -289/216*z^3 + 127/40*z + 1
*
[ 6/7 ] 
f(z) = -299/216*z^3 + 125/147*z + 1
*
[ 6/7 ] 
f(z) = -293/216*z^3 + 122/147*z + 1
*
[ 5/6 ] 
f(z) = -297/200*z^3 + 133/160*z + 1
*
[ 14/17 ] 
f(z) = -289/200*z^3 + 134/175*z + 1
*
[ 14/17 ] 
f(z) = -289/216*z^3 + 131/189*z + 1
*
[ 3/4 ] 
f(z) = -292/207*z^3 + 127/276*z + 1
*
[ 3/4 ] 
f(z) = -284/207*z^3 + 121/276*z + 1
*
[ 6 ] 
f(z) = -299/216*z^3 + 152/3*z + 1
*
[ -6 ] 
f(z) = -295/216*z^3 + 151/3*z + 1
*
[ 6 ] 
f(z) = -293/216*z^3 + 149/3*z + 1
*
[ -6 ] 
f(z) = -289/216*z^3 + 148/3*z + 1
*
[ 6 ] 
f(z) = -287/216*z^3 + 146/3*z + 1
*
[ -6 ] 
f(z) = -283/216*z^3 + 145/3*z + 1
*
[ 6 ] 
f(z) = -281/216*z^3 + 143/3*z + 1
*
[ -3/2 ] 
f(z) = -299/216*z^3 + 153/32*z + 1
*
[ 2 ] 
f(z) = -293/200*z^3 + 159/25*z + 1
*
[ -3/2 ] 
f(z) = -293/216*z^3 + 151/32*z + 1
*
[ 2 ] 
f(z) = -291/200*z^3 + 158/25*z + 1
*
[ 2 ] 
f(z) = -289/200*z^3 + 157/25*z + 1
*
[ 2 ] 
f(z) = -289/216*z^3 + 158/27*z + 1
*
[ 2 ] 
f(z) = -287/200*z^3 + 156/25*z + 1
*
[ -3/2 ] 
f(z) = -287/216*z^3 + 149/32*z + 1
*
[ 2 ] 
f(z) = -287/216*z^3 + 157/27*z + 1
*
[ 2 ] 
f(z) = -283/200*z^3 + 154/25*z + 1
*
[ 2 ] 
f(z) = -283/216*z^3 + 155/27*z + 1
*
[ 2 ] 
f(z) = -281/200*z^3 + 153/25*z + 1
*
[ -3/2 ] 
f(z) = -281/216*z^3 + 147/32*z + 1
*
[ 2 ] 
f(z) = -281/216*z^3 + 154/27*z + 1
*
[ -6/7 ] 
f(z) = -299/216*z^3 + 156/49*z + 1
*
[ 4/3 ] 
f(z) = -297/208*z^3 + 145/52*z + 1
*
[ -6/7 ] 
f(z) = -293/216*z^3 + 155/49*z + 1
*
26/17 | 0.14723315336393267577974117185301347083 | 0.022898845566561819787627520075706017977
f(z) = -289/208*z^3 + 155/52*z + 1
*
-15/17 | 0.18595894096988320485767020065947566111 | 0.022369340840219212196482046457485715563
f(z) = -289/216*z^3 + 151/40*z + 1
*
[ -6/7 ] 
f(z) = -281/216*z^3 + 153/49*z + 1
*
[ 6/5 ] 
f(z) = -289/216*z^3 + 157/75*z + 1
*
[ 6/5 ] 
f(z) = -283/216*z^3 + 154/75*z + 1
*
[ 5/6 ] 
f(z) = -288/205*z^3 + 159/205*z + 1
*
[ 5/6 ] 
f(z) = -288/215*z^3 + 157/215*z + 1
*
[ 2 ] 
f(z) = -299/200*z^3 + 162/25*z + 1
*
[ 2 ] 
f(z) = -299/216*z^3 + 163/27*z + 1
*
[ 2 ] 
f(z) = -297/200*z^3 + 161/25*z + 1
*
[ 2 ] 
f(z) = -295/216*z^3 + 161/27*z + 1
*
[ 12/5 ] 
f(z) = -295/216*z^3 + 169/20*z + 1
*
[ 2 ] 
f(z) = -293/216*z^3 + 160/27*z + 1
*
[ -3/17 ] 
f(z) = -289/216*z^3 + 161/24*z + 1
*
[ -10/7 ] 
f(z) = -287/200*z^3 + 162/35*z + 1
*
[ -2 ] 
f(z) = -283/200*z^3 + 179/25*z + 1
*
[ -2 ] 
f(z) = -281/200*z^3 + 178/25*z + 1
*
[ -2/3 ] 
f(z) = -297/208*z^3 + 163/52*z + 1
*
-4/17 | 0.067177494386618202643894528730935665293 | 0.010272438475850453139450760060847114266
f(z) = -289/208*z^3 + 173/52*z + 1
*
-2/3 | 0.15961296534107281479718314448619489903 | 0.023569770270987698982688475168793822955
f(z) = -291/208*z^3 + 175/156*z + 1
*
-12/17 | 0.18318867697472634128357170445552232162 | 0.027078731933914915217322769344125476105
f(z) = -289/208*z^3 + 173/156*z + 1
*
-2/3 | 0.14440050431401804899577636144571058242 | 0.021389177007401708170017053871669740952
f(z) = -285/208*z^3 + 173/156*z + 1
*
[ 4/5 ] 
f(z) = -295/208*z^3 + 171/260*z + 1
*
[ 4/5 ] 
f(z) = -285/208*z^3 + 163/260*z + 1
*
[ 48/17 ] 
f(z) = -289/216*z^3 + 181/16*z + 1
*
[ -2 ] 
f(z) = -299/200*z^3 + 187/25*z + 1
*
[ -2 ] 
f(z) = -299/216*z^3 + 190/27*z + 1
*
[ -2 ] 
f(z) = -297/200*z^3 + 186/25*z + 1
*
[ -2 ] 
f(z) = -295/216*z^3 + 188/27*z + 1
*
[ -2 ] 
f(z) = -293/200*z^3 + 184/25*z + 1
*
[ -2 ] 
f(z) = -293/216*z^3 + 187/27*z + 1
*
[ -2 ] 
f(z) = -291/200*z^3 + 183/25*z + 1
*
[ -2 ] 
f(z) = -289/200*z^3 + 182/25*z + 1
*
[ 42/17 ] 
f(z) = -289/216*z^3 + 184/21*z + 1
*
[ -2 ] 
f(z) = -289/216*z^3 + 185/27*z + 1
*
[ -2 ] 
f(z) = -287/200*z^3 + 181/25*z + 1
*
[ -2 ] 
f(z) = -287/216*z^3 + 184/27*z + 1
*
[ -2 ] 
f(z) = -283/216*z^3 + 182/27*z + 1
*
[ -2 ] 
f(z) = -281/216*z^3 + 181/27*z + 1
*
[ 5/3 ] 
f(z) = -297/200*z^3 + 181/40*z + 1
*
[ -10/11 ] 
f(z) = -297/200*z^3 + 183/55*z + 1
*
[ -5/17 ] 
f(z) = -289/200*z^3 + 181/40*z + 1
*
[ 26/17 ] 
f(z) = -289/208*z^3 + 187/52*z + 1
*
10/99 | 0.23133442593018289545623760025314739862 | 0.025171751061444802923695508159493234290
f(z) = -297/200*z^3 + 184/165*z + 1
*
[ 15/17 ] 
f(z) = -289/210*z^3 + 197/210*z + 1
*
[ -10/13 ] 
f(z) = -299/200*z^3 + 207/65*z + 1
*
-6/23 | 0.28084822046489361516445040534835541908 | 0.029301007794529718071625029021432422895
f(z) = -299/216*z^3 + 202/69*z + 1
*
20/17 | 0.11804227139847462302724807712656135247 | 0.020831871282498881724121621879635761151
f(z) = -289/210*z^3 + 211/210*z + 1
*
[ 66/17 ] 
f(z) = -289/216*z^3 + 230/11*z + 1
*
[ -2/17 ] 
f(z) = -289/200*z^3 + 238/25*z + 1
*
[ 36/17 ] 
f(z) = -289/216*z^3 + 235/36*z + 1
*
[ -5/3 ] 
f(z) = -297/200*z^3 + 229/40*z + 1
*
[ -4/3 ] 
f(z) = -297/208*z^3 + 223/52*z + 1
*
-30/17 | 0.10235914425095147382789592430728520408 | 0.011253140699467812358513130733375720800
f(z) = -289/200*z^3 + 223/45*z + 1
*
-26/17 | 0.19502049286648985807135961948369445035 | 0.028558898196392276251370882642980052623
f(z) = -289/208*z^3 + 231/52*z + 1
*
2/17 | 0.16636466378857109601243753280278477859 | 0.024301429008371887898946184630268774608
f(z) = -289/208*z^3 + 235/52*z + 1
*
[ -2/3 ] 
f(z) = -291/200*z^3 + 236/75*z + 1
*
[ -9/17 ] 
f(z) = -289/216*z^3 + 235/72*z + 1
*
[ 3/2 ] 
f(z) = -284/207*z^3 + 236/69*z + 1
*
-2/5 | 0.21555665551761579634763341134909824274 | 0.028640915662444584950575874390120370275
f(z) = -295/216*z^3 + 232/135*z + 1
*
-13/17 | 0.081728582954671489843498209248261305188 | 0.014423301924320219290661456130963114784
f(z) = -289/208*z^3 + 233/208*z + 1
*
[ 11/12 ] 
f(z) = -288/209*z^3 + 223/209*z + 1
*
[ 10/3 ] 
f(z) = -291/200*z^3 + 253/15*z + 1
*
[ -2/17 ] 
f(z) = -289/216*z^3 + 257/27*z + 1
*
[ -10/33 ] 
f(z) = -297/200*z^3 + 244/55*z + 1
*
[ -26/17 ] 
f(z) = -289/208*z^3 + 255/52*z + 1
*
-2 | 0.11884668903619520298879930202885210236 | 0.017117181838187225125828799208619911896
f(z) = -285/208*z^3 + 259/52*z + 1
*
-2 | 0.11871451363929215855510096840383338017 | 0.017117256325868293736840856146494741476
f(z) = -283/208*z^3 + 257/52*z + 1
*
-2 | 0.11858129321175198433277513810544466383 | 0.017117329774217255670703788988228576309
f(z) = -281/208*z^3 + 255/52*z + 1
*
[ 3/2 ] 
f(z) = -296/207*z^3 + 245/69*z + 1
*
[ 3/2 ] 
f(z) = -292/207*z^3 + 242/69*z + 1
*
[ 10/9 ] 
f(z) = -291/200*z^3 + 256/135*z + 1
*
[ 16/17 ] 
f(z) = -289/208*z^3 + 243/208*z + 1
*
-14/17 | 0.10823030910333678281102804592746375758 | 0.019100275192899362824150879433288694228
f(z) = -289/210*z^3 + 241/210*z + 1
*
-10/17 | 0.13465736452142169458324580629252535201 | 0.023764070715662605740295284499343001862
f(z) = -289/210*z^3 + 247/210*z + 1
*
[ -10/3 ] 
f(z) = -291/200*z^3 + 262/15*z + 1
*
[ -36/17 ] 
f(z) = -289/216*z^3 + 269/36*z + 1
*
-2 | 0.11961876085269477180578248129179071616 | 0.017116727036232323858142236026044528097
f(z) = -297/208*z^3 + 271/52*z + 1
*
-2 | 0.11949249778147441884748797797193913002 | 0.017116802681374204622047633261079366946
f(z) = -295/208*z^3 + 269/52*z + 1
*
-2 | 0.11936528964829652437754287278431344725 | 0.017116878653243072303498621486131345632
f(z) = -293/208*z^3 + 267/52*z + 1
*
-2 | 0.11923712090070851973528983431624770028 | 0.017116954764729729650829687655951980612
f(z) = -291/208*z^3 + 265/52*z + 1
*
[ -10/51 ] 
f(z) = -289/200*z^3 + 277/45*z + 1
*
-2 | 0.11910797556552393244690143389517463050 | 0.017117030813974014009970029610614377213
f(z) = -289/208*z^3 + 263/52*z + 1
*
[ -4/17 ] 
f(z) = -289/208*z^3 + 277/52*z + 1
*
-2 | 0.11897783723234080952829728105084282674 | 0.017117106583319190464019577613544091839
f(z) = -287/208*z^3 + 261/52*z + 1
*
-2/9 | 0.21733625245007812650746071629867321125 | 0.028334303855556478940176411616127781109
f(z) = -297/200*z^3 + 268/75*z + 1
*
[ -6/5 ] 
f(z) = -281/216*z^3 + 278/75*z + 1
*
-5/9 | 0.19649032284843457672513319750160370811 | 0.027246589067343410490318379602476335178
f(z) = -297/200*z^3 + 271/120*z + 1
*
[ 3 ] 
f(z) = -283/216*z^3 + 299/24*z + 1
*
[ -6/5 ] 
f(z) = -299/216*z^3 + 287/75*z + 1
*
[ -6/5 ] 
f(z) = -293/216*z^3 + 284/75*z + 1
*
[ -6/5 ] 
f(z) = -287/216*z^3 + 281/75*z + 1
*
[ 4/3 ] 
f(z) = -297/200*z^3 + 289/100*z + 1
*
[ 24/23 ] 
f(z) = -299/216*z^3 + 285/184*z + 1
*
15/17 | 0.10736975641487094838877288330938803098 | 0.018948406522248212682684206279748963114
f(z) = -289/210*z^3 + 281/210*z + 1
*
[ 15/17 ] 
f(z) = -289/225*z^3 + 13/15*z + 1
*
[ 2/3 ] 
f(z) = -297/232*z^3 + 2/29*z + 1
*
[ 2/3 ] 
f(z) = -297/224*z^3 + 5/56*z + 1
*
[ 2/3 ] 
f(z) = -291/232*z^3 + 5/87*z + 1
*
[ 12/17 ] 
f(z) = -289/224*z^3 + 19/84*z + 1
*
[ 2/3 ] 
f(z) = -285/232*z^3 + 4/87*z + 1
*
[ 2/3 ] 
f(z) = -297/236*z^3 + 7/118*z + 1
*
[ 2/3 ] 
f(z) = -291/224*z^3 + 13/168*z + 1
*
[ 2/3 ] 
f(z) = -285/224*z^3 + 11/168*z + 1
*
[ 2/3 ] 
f(z) = -297/226*z^3 + 19/226*z + 1
*
[ 2/3 ] 
f(z) = -297/230*z^3 + 17/230*z + 1
*
[ 2/3 ] 
f(z) = -297/238*z^3 + 13/238*z + 1
*
[ 2/3 ] 
f(z) = -299/232*z^3 + 19/261*z + 1
*
[ 2/3 ] 
f(z) = -295/232*z^3 + 17/261*z + 1
*
[ 2/3 ] 
f(z) = -293/232*z^3 + 16/261*z + 1
*
[ 2/3 ] 
f(z) = -289/232*z^3 + 14/261*z + 1
*
[ 2/3 ] 
f(z) = -287/232*z^3 + 13/261*z + 1
*
[ 2/3 ] 
f(z) = -283/232*z^3 + 11/261*z + 1
*
[ 2/3 ] 
f(z) = -281/232*z^3 + 10/261*z + 1
*
[ 12/17 ] 
f(z) = -289/234*z^3 + 31/156*z + 1
*
[ -15/17 ] 
f(z) = -289/225*z^3 + 47/15*z + 1
*
14/17 | 0.13805692349023109204857283667404847866 | 0.024364018293902930458834956585356603711
f(z) = -289/224*z^3 + 53/56*z + 1
*
[ 5/7 ] 
f(z) = -294/235*z^3 + 56/235*z + 1
*
[ 12/17 ] 
f(z) = -289/228*z^3 + 49/228*z + 1
*
[ 4/3 ] 
f(z) = -297/224*z^3 + 73/28*z + 1
*
[ 3/4 ] 
f(z) = -296/225*z^3 + 61/150*z + 1
*
[ 4/5 ] 
f(z) = -285/224*z^3 + 79/140*z + 1
*
2/3 | 0.19795853168676957557845709408401435492 | 0.029144360066039999054332405380522881113
f(z) = -297/224*z^3 + 71/168*z + 1
*
[ -2/3 ] 
f(z) = -297/232*z^3 + 89/29*z + 1
*
[ 4/5 ] 
f(z) = -295/224*z^3 + 83/140*z + 1
*
-3/17 | 0.16928589196978235815410026952126286329 | 0.029875246127321539907049805551546471668
f(z) = -289/228*z^3 + 85/228*z + 1
*
[ 13/17 ] 
f(z) = -289/234*z^3 + 97/234*z + 1
*
-10/17 | 0.21223165725721510243830358857287308692 | 0.029169269758163606767828481739940579126
f(z) = -289/224*z^3 + 97/280*z + 1
*
[ -4/3 ] 
f(z) = -297/224*z^3 + 115/28*z + 1
*
[ 28/17 ] 
f(z) = -289/224*z^3 + 109/28*z + 1
*
-2 | 0.11971564157642582021265902845858553011 | 0.017139656943776750581317526666511603160
f(z) = -299/232*z^3 + 135/29*z + 1
*
-2 | 0.11958870984126034103460172561243056443 | 0.017139728783433258353302185296512705386
f(z) = -297/232*z^3 + 134/29*z + 1
*
-2 | 0.11946080033563821398907879053773583512 | 0.017139797447794073664992803013256881349
f(z) = -295/232*z^3 + 133/29*z + 1
*
-2 | 0.11933189608372831220836907030012332036 | 0.017139862559561528792747339921413640856
f(z) = -293/232*z^3 + 132/29*z + 1
*
-2 | 0.11920197961483504676315415614710959577 | 0.017139923715776564971561712570658784696
f(z) = -291/232*z^3 + 131/29*z + 1
*
-12/17 | 0.17683614347661885118488854130597155084 | 0.025659568020408181902497635270726913714
f(z) = -289/224*z^3 + 123/28*z + 1
*
36/17 | 0.13146351125019867111819683916245967348 | 0.018987660706687207716501534444712613281
f(z) = -289/224*z^3 + 127/28*z + 1
*
[ 30/17 ] 
f(z) = -289/225*z^3 + 133/30*z + 1
*
-2 | 0.11907103294222453919349796859626879618 | 0.017139980486045052586067191472859047516
f(z) = -289/232*z^3 + 130/29*z + 1
*
-2 | 0.11893903754073022034993362833187899597 | 0.017140032410628076349341716521539374708
f(z) = -287/232*z^3 + 129/29*z + 1
*
-2 | 0.11880597432304861057674026402920345151 | 0.017140078998384375190688773217747975405
f(z) = -285/232*z^3 + 128/29*z + 1
*
-2 | 0.11867182361462810910766741611230372453 | 0.017140119724551963693836865603677735449
f(z) = -283/232*z^3 + 127/29*z + 1
*
-2 | 0.11853656512704486409288711793353371290 | 0.017140154028354669709236426384782758428
f(z) = -281/232*z^3 + 126/29*z + 1
*
-4/9 | 0.17118126915545122863382712594588702512 | 0.024724213031841534672720988589840593059
f(z) = -297/224*z^3 + 127/84*z + 1
*
4/3 | 0.19387656055457806641565469647159923810 | 0.027877300938457257257307653695998079675
f(z) = -291/224*z^3 + 131/84*z + 1
*
4/3 | 0.19709247127530362035995818931061902731 | 0.028466643989872164833573058275079152849
f(z) = -285/224*z^3 + 127/84*z + 1
*
[ 16/17 ] 
f(z) = -289/224*z^3 + 121/112*z + 1
*
[ 14/17 ] 
f(z) = -289/232*z^3 + 128/203*z + 1
*
8/17 | 0.16358124756573190872899521799201489900 | 0.028868501538881316367717927600054390552
f(z) = -289/228*z^3 + 121/228*z + 1
*
[ -28/17 ] 
f(z) = -289/224*z^3 + 143/28*z + 1
*
[ -4/17 ] 
f(z) = -289/224*z^3 + 149/28*z + 1
*
[ 2 ] 
f(z) = -289/232*z^3 + 159/29*z + 1
*
[ 2 ] 
f(z) = -287/232*z^3 + 158/29*z + 1
*
[ 2 ] 
f(z) = -285/232*z^3 + 157/29*z + 1
*
[ 2 ] 
f(z) = -283/232*z^3 + 156/29*z + 1
*
[ 2 ] 
f(z) = -281/232*z^3 + 155/29*z + 1
*
-14/17 | 0.12167764790707915264250623447563258630 | 0.019041168282470701015997169587123523774
f(z) = -289/224*z^3 + 149/56*z + 1
*
[ 8/9 ] 
f(z) = -297/224*z^3 + 155/168*z + 1
*
19/17 | 0.16548261525889102586648857063809042671 | 0.029204051224390878643977757564627465338
f(z) = -289/228*z^3 + 157/228*z + 1
*
[ 5/6 ] 
f(z) = -288/235*z^3 + 153/235*z + 1
*
[ 2 ] 
f(z) = -299/232*z^3 + 164/29*z + 1
*
[ 2 ] 
f(z) = -297/232*z^3 + 163/29*z + 1
*
[ 2 ] 
f(z) = -295/232*z^3 + 162/29*z + 1
*
[ 2 ] 
f(z) = -293/232*z^3 + 161/29*z + 1
*
[ 2 ] 
f(z) = -291/232*z^3 + 160/29*z + 1
*
[ -30/17 ] 
f(z) = -289/225*z^3 + 167/30*z + 1
*
[ -2/3 ] 
f(z) = -297/224*z^3 + 173/56*z + 1
*
-18/17 | 0.10812699460729706114281006905427896716 | 0.016654805946021573122942145673447307665
f(z) = -289/224*z^3 + 165/56*z + 1
*
[ -14/17 ] 
f(z) = -289/224*z^3 + 173/56*z + 1
*
22/17 | 0.073793285872325571668162546420890025347 | 0.012698588101977143592552519654162640715
f(z) = -289/220*z^3 + 167/110*z + 1
*
-2/3 | 0.19795853168676957557845709408401435492 | 0.029322405032366714394884024183931851166
f(z) = -285/224*z^3 + 179/168*z + 1
*
[ -2 ] 
f(z) = -299/232*z^3 + 193/29*z + 1
*
[ -2 ] 
f(z) = -297/232*z^3 + 192/29*z + 1
*
[ -2 ] 
f(z) = -295/232*z^3 + 191/29*z + 1
*
[ -2 ] 
f(z) = -293/232*z^3 + 190/29*z + 1
*
[ -2 ] 
f(z) = -291/232*z^3 + 189/29*z + 1
*
[ -2 ] 
f(z) = -289/232*z^3 + 188/29*z + 1
*
[ -2 ] 
f(z) = -287/232*z^3 + 187/29*z + 1
*
[ -2 ] 
f(z) = -285/232*z^3 + 186/29*z + 1
*
[ -2 ] 
f(z) = -283/232*z^3 + 185/29*z + 1
*
[ -2 ] 
f(z) = -281/232*z^3 + 184/29*z + 1
*
[ -8/17 ] 
f(z) = -289/224*z^3 + 191/56*z + 1
*
30/17 | 0.23589045813751921686299929341873975661 | 0.029633274867587497433378811840876254374
f(z) = -289/225*z^3 + 191/60*z + 1
*
-8/9 | 0.19829004242347510853362966534006805894 | 0.029193166592305772353321696058031335404
f(z) = -297/224*z^3 + 197/168*z + 1
*
-2/3 | 0.19795853168676957557845709408401435492 | 0.029232193669661429806553247686376249471
f(z) = -291/224*z^3 + 181/168*z + 1
*
-14/17 | 0.17228647580755376359759407807644403606 | 0.025678739116628144516028548731326946942
f(z) = -289/224*z^3 + 205/56*z + 1
*
[ -5/17 ] 
f(z) = -289/225*z^3 + 203/45*z + 1
*
[ -15/34 ] 
f(z) = -289/225*z^3 + 211/60*z + 1
*
[ 5/4 ] 
f(z) = -296/225*z^3 + 203/90*z + 1
*
[ 4/3 ] 
f(z) = -291/224*z^3 + 215/84*z + 1
*
[ 4/3 ] 
f(z) = -285/224*z^3 + 211/84*z + 1
*
5/4 | 0.18787716342269228896645021768787369529 | 0.026705044842479878440647881246739576945
f(z) = -284/225*z^3 + 211/180*z + 1
*
-10/17 | 0.12626969639178779789725849879743730736 | 0.018611614050468615727332402609980953380
f(z) = -289/224*z^3 + 221/56*z + 1
*
[ 3/2 ] 
f(z) = -284/225*z^3 + 238/75*z + 1
*
-20/17 | 0.18473164455121400824142769711293234420 | 0.024587731045519071143469580023159427845
f(z) = -289/224*z^3 + 229/140*z + 1
*
-8/9 | 0.080983799222756171717857801875467304705 | 0.011800474422789042968169817895695971230
f(z) = -297/224*z^3 + 239/168*z + 1
*
5/4 | 0.20664145479596864561167410788052133154 | 0.029256696261411576697508806617829136696
f(z) = -292/225*z^3 + 221/180*z + 1
*
-20/51 | 0.23293859127346777510076708859734947520 | 0.029622192466361583080085074869419355714
f(z) = -289/224*z^3 + 239/252*z + 1
*
-10/17 | 0.13922284507537697740995134123833117086 | 0.019480520937221185442642623415570747588
f(z) = -289/225*z^3 + 254/45*z + 1
*
-2 | 0.11882242176070383779155923601776838610 | 0.017132815425739257447431402832135387337
f(z) = -285/224*z^3 + 257/56*z + 1
*
-2 | 0.11868898791562540529037377448610238114 | 0.017132875613794550181999503170068089303
f(z) = -283/224*z^3 + 255/56*z + 1
*
-2 | 0.11855446927571335662544309092037608229 | 0.017132931481880874660744151809356403401
f(z) = -281/224*z^3 + 253/56*z + 1
*
[ 3/2 ] 
f(z) = -296/225*z^3 + 247/75*z + 1
*
[ 3/2 ] 
f(z) = -292/225*z^3 + 244/75*z + 1
*
[ -12/17 ] 
f(z) = -289/224*z^3 + 257/84*z + 1
*
[ -2/17 ] 
f(z) = -289/232*z^3 + 276/29*z + 1
*
-2 | 0.11972764293262379600500250658696803946 | 0.017132307408642111714830987468940738928
f(z) = -299/224*z^3 + 271/56*z + 1
*
-2 | 0.11960129046063495874631242739079958879 | 0.017132386779597463265564886109377322359
f(z) = -297/224*z^3 + 269/56*z + 1
*
-2 | 0.11947397765941030588521307138656049358 | 0.017132464419446786135484917273914986556
f(z) = -295/224*z^3 + 267/56*z + 1
*
-2 | 0.11934568823128112179697966891036303199 | 0.017132540029388091978331660470156813563
f(z) = -293/224*z^3 + 265/56*z + 1
*
-2 | 0.11921640541776665578940682218904467398 | 0.017132613289565435003653821315704795542
f(z) = -291/224*z^3 + 263/56*z + 1
*
-2 | 0.11908611198053879870629008205687605505 | 0.017132683857610769589751645043070668205
f(z) = -289/224*z^3 + 261/56*z + 1
*
[ -2/3 ] 
f(z) = -291/232*z^3 + 266/87*z + 1
*
[ -2/3 ] 
f(z) = -285/232*z^3 + 265/87*z + 1
*
[ 22/17 ] 
f(z) = -289/220*z^3 + 267/110*z + 1
*
2/17 | 0.16940093173884001248450487316169172472 | 0.026815975226073260608965063904405340268
f(z) = -289/220*z^3 + 277/110*z + 1
*
[ 20/17 ] 
f(z) = -289/224*z^3 + 271/140*z + 1
*
-18/17 | 0.18595659348449923716603218816188874652 | 0.026609272898098958818869393581846833547
f(z) = -289/224*z^3 + 271/168*z + 1
*
[ -4/9 ] 
f(z) = -297/224*z^3 + 295/84*z + 1
*
[ -10/17 ] 
f(z) = -289/225*z^3 + 283/90*z + 1
*
[ 4/3 ] 
f(z) = -297/232*z^3 + 293/116*z + 1
*
-9/17 | 0.16963014301533338671647998602686218725 | 0.029935998884658581095045854550221928877
f(z) = -289/225*z^3 + 281/225*z + 1
*
[ 2/3 ] 
f(z) = -285/256*z^3 - 1/192*z + 1
*
[ 5/6 ] 
f(z) = -297/250*z^3 + 5/8*z + 1
*
[ -5/9 ] 
f(z) = -297/250*z^3 + 19/6*z + 1
*
20/17 | 0.089413939678231674095997434897309267204 | 0.015779598784153111011340523770665021676
f(z) = -289/250*z^3 + 1/2*z + 1
*
15/34 | 0.096544361190371268850425231696292076353 | 0.013688952181212379811155939025870154958
f(z) = -289/250*z^3 + 5/8*z + 1
*
[ 20/17 ] 
f(z) = -289/250*z^3 + 7/4*z + 1
*
[ -5/17 ] 
f(z) = -289/250*z^3 + 9/2*z + 1
*
-12/17 | 0.12836058899258246470689483730706973483 | 0.022652827973909817628681619558516463648
f(z) = -289/256*z^3 + 5/16*z + 1
*
[ 16/17 ] 
f(z) = -289/256*z^3 + 15/16*z + 1
*
[ 2/3 ] 
f(z) = -297/248*z^3 + 1/31*z + 1
*
5/9 | 0.089413217357450020811153296290343757751 | 0.013163822640652490951994210067618454665
f(z) = -297/250*z^3 + 17/30*z + 1
*
[ 8/9 ] 
f(z) = -297/256*z^3 + 19/24*z + 1
*
9/34 | 0.20021679331036261052679351779469691542 | 0.028388588165153062871820680554880431643
f(z) = -289/243*z^3 + 11/36*z + 1
*
[ 3/4 ] 
f(z) = -296/243*z^3 + 19/54*z + 1
*
[ 12/17 ] 
f(z) = -289/256*z^3 + 7/48*z + 1
*
[ 2/3 ] 
f(z) = -297/256*z^3 + 1/64*z + 1
*
[ 12/17 ] 
f(z) = -289/240*z^3 + 11/60*z + 1
*
[ 5/7 ] 
f(z) = -287/250*z^3 + 13/70*z + 1
*
[ 2/3 ] 
f(z) = -291/248*z^3 + 2/93*z + 1
*
[ 5/7 ] 
f(z) = -291/250*z^3 + 19/98*z + 1
*
[ 12/17 ] 
f(z) = -289/252*z^3 + 13/84*z + 1
*
[ 2/3 ] 
f(z) = -285/248*z^3 + 1/93*z + 1
*
[ 5/7 ] 
f(z) = -281/250*z^3 + 17/98*z + 1
*
[ 9/13 ] 
f(z) = -299/243*z^3 + 17/117*z + 1
*
[ 12/17 ] 
f(z) = -289/243*z^3 + 19/108*z + 1
*
[ 9/13 ] 
f(z) = -286/243*z^3 + 14/117*z + 1
*
[ 2/3 ] 
f(z) = -297/244*z^3 + 5/122*z + 1
*
[ 35/51 ] 
f(z) = -289/250*z^3 + 11/126*z + 1
*
[ 2/3 ] 
f(z) = -291/256*z^3 + 1/192*z + 1
*
[ 2/3 ] 
f(z) = -297/250*z^3 + 7/250*z + 1
*
[ 2/3 ] 
f(z) = -297/254*z^3 + 5/254*z + 1
*
[ 2/3 ] 
f(z) = -299/248*z^3 + 10/279*z + 1
*
[ 2/3 ] 
f(z) = -295/248*z^3 + 8/279*z + 1
*
[ 2/3 ] 
f(z) = -293/248*z^3 + 7/279*z + 1
*
[ 2/3 ] 
f(z) = -289/248*z^3 + 5/279*z + 1
*
[ 2/3 ] 
f(z) = -287/248*z^3 + 4/279*z + 1
*
[ 2/3 ] 
f(z) = -283/248*z^3 + 2/279*z + 1
*
[ 2/3 ] 
f(z) = -281/248*z^3 + 1/279*z + 1
*
[ -10/3 ] 
f(z) = -297/250*z^3 + 29/2*z + 1
*
20/9 | 0.096237213442788902353663120708059940890 | 0.011647749715343721522891155985606704172
f(z) = -297/250*z^3 + 31/6*z + 1
*
[ 5/3 ] 
f(z) = -297/250*z^3 + 37/10*z + 1
*
[ 4/3 ] 
f(z) = -297/256*z^3 + 37/16*z + 1
*
[ -5/3 ] 
f(z) = -291/250*z^3 + 29/6*z + 1
*
[ 18/17 ] 
f(z) = -289/243*z^3 + 25/18*z + 1
*
[ -9/17 ] 
f(z) = -289/243*z^3 + 29/9*z + 1
*
30/17 | 0.14536504091031586529285192998461977367 | 0.020896153428196423134055168077832386759
f(z) = -289/250*z^3 + 21/5*z + 1
*
-55/17 | 0.17847362877013941574323389732838453580 | 0.022178380090502205122232605602423486050
f(z) = -289/250*z^3 + 25/2*z + 1
*
5/17 | 0.090031821869653909180914775272048270279 | 0.013819768597898942635786028316845930440
f(z) = -289/250*z^3 + 27/10*z + 1
*
[ -30/17 ] 
f(z) = -289/250*z^3 + 31/6*z + 1
*
[ -10/17 ] 
f(z) = -289/250*z^3 + 31/10*z + 1
*
5/17 | 0.089414803682167991508192641055785997610 | 0.013091874677131173382106863958504947735
f(z) = -289/250*z^3 + 37/10*z + 1
*
30/17 | 0.16201454564492300035196200464419858705 | 0.021459991120163734819553856139193119598
f(z) = -289/250*z^3 + 38/15*z + 1
*
[ -8/17 ] 
f(z) = -289/256*z^3 + 27/8*z + 1
*
[ 10/7 ] 
f(z) = -287/250*z^3 + 37/14*z + 1
*
18/17 | 0.18310346462728229657352352313707378367 | 0.025962102194189689528216607416044867013
f(z) = -289/243*z^3 + 23/36*z + 1
*
[ 15/17 ] 
f(z) = -289/250*z^3 + 23/30*z + 1
*
95/102 | 0.26064441214722825204423033152427139479 | 0.028177939922001429628379394743223951387
f(z) = -289/250*z^3 + 29/72*z + 1
*
[ 8/11 ] 
f(z) = -297/256*z^3 + 21/88*z + 1
*
[ 4/5 ] 
f(z) = -295/256*z^3 + 39/80*z + 1
*
[ 4/5 ] 
f(z) = -285/256*z^3 + 37/80*z + 1
*
[ 3/4 ] 
f(z) = -292/243*z^3 + 37/108*z + 1
*
[ 3/4 ] 
f(z) = -284/243*z^3 + 35/108*z + 1
*
[ -5/3 ] 
f(z) = -297/250*z^3 + 49/10*z + 1
*
[ -18/17 ] 
f(z) = -289/243*z^3 + 59/18*z + 1
*
40/17 | 0.13628874912403272202609348055388742071 | 0.019059493663984952260646504872669277099
f(z) = -289/250*z^3 + 51/10*z + 1
*
[ -16/17 ] 
f(z) = -289/256*z^3 + 49/16*z + 1
*
-12/17 | 0.077016727760524174065852375914843326205 | 0.011421932541963070150036314782469389724
f(z) = -289/256*z^3 + 53/16*z + 1
*
-40/17 | 0.17880913647685700937201791471126222961 | 0.023927135474126987790952601689362651907
f(z) = -289/256*z^3 + 55/8*z + 1
*
-8/17 | 0.22094626023917672162628752715121020180 | 0.029290501627609167973852785665887457003
f(z) = -289/256*z^3 + 59/8*z + 1
*
[ 5 ] 
f(z) = -287/250*z^3 + 59/2*z + 1
*
[ -5 ] 
f(z) = -283/250*z^3 + 59/2*z + 1
*
[ 10/9 ] 
f(z) = -297/250*z^3 + 47/30*z + 1
*
[ 22/17 ] 
f(z) = -289/242*z^3 + 49/22*z + 1
*
15/17 | 0.14337397425063564153466377685249347456 | 0.024062395958172600826391928644877250689
f(z) = -289/243*z^3 + 43/27*z + 1
*
6/17 | 0.14243339122624461671824716890381905571 | 0.023391746019246098714331674752644903169
f(z) = -289/243*z^3 + 49/27*z + 1
*
-15/17 | 0.12770830284467711825766490925067294096 | 0.018421819369162059397258394250656433077
f(z) = -289/250*z^3 + 41/30*z + 1
*
4/9 | 0.077018063645673792006954271184206807347 | 0.011338951442771897601550792361199867249
f(z) = -297/256*z^3 + 47/48*z + 1
*
5/11 | 0.22263045141571180947385241634012160134 | 0.024224662106385649383226170394452623202
f(z) = -297/250*z^3 + 47/66*z + 1
*
-5/9 | 0.16302190539648430139825005276268095385 | 0.017738591235189374876112461053820218556
f(z) = -297/250*z^3 + 59/66*z + 1
*
10/17 | 0.089415555252578349261828187491323583243 | 0.015779883897582719916555371291428420911
f(z) = -289/240*z^3 + 43/60*z + 1
*
4/17 | 0.081148906120281765819731626155618147170 | 0.014321001680040023251481256275529088019
f(z) = -289/240*z^3 + 49/60*z + 1
*
[ 14/17 ] 
f(z) = -289/245*z^3 + 41/70*z + 1
*
[ 7/8 ] 
f(z) = -288/245*z^3 + 53/70*z + 1
*
[ 5/6 ] 
f(z) = -287/250*z^3 + 43/72*z + 1
*
[ 9/11 ] 
f(z) = -286/243*z^3 + 56/99*z + 1
*
[ 7/9 ] 
f(z) = -297/245*z^3 + 47/105*z + 1
*
20/33 | 0.22263027354115765928995256428752912565 | 0.027513658528316538188736159945793575934
f(z) = -297/250*z^3 + 59/110*z + 1
*
[ 27/34 ] 
f(z) = -289/243*z^3 + 53/108*z + 1
*
[ 10/13 ] 
f(z) = -299/250*z^3 + 53/130*z + 1
*
[ 25/34 ] 
f(z) = -289/250*z^3 + 53/200*z + 1
*
[ 5/3 ] 
f(z) = -299/250*z^3 + 67/18*z + 1
*
[ -5/2 ] 
f(z) = -299/250*z^3 + 71/8*z + 1
*
[ 5 ] 
f(z) = -297/250*z^3 + 61/2*z + 1
*
[ 20/9 ] 
f(z) = -297/250*z^3 + 77/12*z + 1
*
[ -4/3 ] 
f(z) = -297/256*z^3 + 61/16*z + 1
*
[ 8/3 ] 
f(z) = -297/256*z^3 + 71/8*z + 1
*
[ -8/3 ] 
f(z) = -297/256*z^3 + 77/8*z + 1
*
[ -5 ] 
f(z) = -293/250*z^3 + 61/2*z + 1
*
[ 5/2 ] 
f(z) = -291/250*z^3 + 63/8*z + 1
*
[ 5/3 ] 
f(z) = -289/250*z^3 + 65/18*z + 1
*
-40/17 | 0.17128187025820640913981210700819204105 | 0.023072713822779260621356637472472210691
f(z) = -289/250*z^3 + 67/10*z + 1
*
[ -5/2 ] 
f(z) = -289/250*z^3 + 69/8*z + 1
*
-16/17 | 0.15258836623341640675537474082255528864 | 0.021777508696107192058012412152297233373
f(z) = -289/256*z^3 + 69/16*z + 1
*
4/17 | 0.16543860368969427587205693842074728099 | 0.023247532435651647800893756168427731347
f(z) = -289/256*z^3 + 77/16*z + 1
*
[ 5/2 ] 
f(z) = -281/250*z^3 + 61/8*z + 1
*
[ -8/9 ] 
f(z) = -297/256*z^3 + 73/24*z + 1
*
[ 5/4 ] 
f(z) = -293/250*z^3 + 65/32*z + 1
*
-12/17 | 0.19304340578729289702568507183956908831 | 0.028269372578903230264152513346420500485
f(z) = -289/240*z^3 + 77/20*z + 1
*
[ -11/17 ] 
f(z) = -289/242*z^3 + 67/22*z + 1
*
[ -20/17 ] 
f(z) = -289/250*z^3 + 69/20*z + 1
*
30/17 | 0.15197775110446639409679893261935923899 | 0.020313656298205083056825731776456023234
f(z) = -289/250*z^3 + 71/30*z + 1
*
[ 24/17 ] 
f(z) = -289/256*z^3 + 61/24*z + 1
*
[ 7/6 ] 
f(z) = -288/245*z^3 + 61/35*z + 1
*
[ 5/4 ] 
f(z) = -283/250*z^3 + 63/32*z + 1
*
4/3 | 0.19742000178455820997012356840831614207 | 0.027641975747325651541588839041843667537
f(z) = -297/256*z^3 + 79/48*z + 1
*
80/51 | 0.19691802636864491324382719892362978615 | 0.023967370359797469394610966708857580397
f(z) = -289/250*z^3 + 74/45*z + 1
*
-12/17 | 0.061280196721517442605458102812644872191 | 0.010814610352248420830288030134083058208
f(z) = -289/240*z^3 + 61/60*z + 1
*
-10/17 | 0.14075745295448300669391123121317165168 | 0.024840602499945398408857661670479377817
f(z) = -289/240*z^3 + 67/60*z + 1
*
-56/51 | 0.15839504144503908559415506808220670791 | 0.020142683862520197784132238192288375168
f(z) = -289/256*z^3 + 71/72*z + 1
*
[ 9/10 ] 
f(z) = -290/243*z^3 + 77/90*z + 1
*
[ 5/6 ] 
f(z) = -291/250*z^3 + 73/120*z + 1
*
-2/17 | 0.14017795587603329784201986027325197675 | 0.024738333978645117080468835751411029127
f(z) = -289/252*z^3 + 65/126*z + 1
*
[ 14/17 ] 
f(z) = -289/252*z^3 + 71/126*z + 1
*
[ 3/4 ] 
f(z) = -298/243*z^3 + 77/216*z + 1
*
[ 3/4 ] 
f(z) = -290/243*z^3 + 73/216*z + 1
*
[ 3/4 ] 
f(z) = -286/243*z^3 + 71/216*z + 1
*
[ 30/41 ] 
f(z) = -287/250*z^3 + 61/246*z + 1
*
4/15 | 0.10379337169144303458413105836061682146 | 0.012414674096592108522856675615896378602
f(z) = -285/256*z^3 + 79/240*z + 1
*
[ 35/48 ] 
f(z) = -288/245*z^3 + 71/280*z + 1
*
-30/17 | 0.18616443633657839874826349917067490567 | 0.020132078409099740767210322735656157299
f(z) = -289/250*z^3 + 83/18*z + 1
*
[ -4/17 ] 
f(z) = -289/256*z^3 + 85/16*z + 1
*
36/17 | 0.16251939972196163383486194865885759692 | 0.022247120119302455041732810168353762403
f(z) = -289/256*z^3 + 93/16*z + 1
*
[ -5/3 ] 
f(z) = -281/250*z^3 + 85/18*z + 1
*
[ -2/3 ] 
f(z) = -297/248*z^3 + 94/31*z + 1
*
[ -10/33 ] 
f(z) = -297/250*z^3 + 97/22*z + 1
*
[ 3/2 ] 
f(z) = -296/243*z^3 + 83/27*z + 1
*
[ 3/2 ] 
f(z) = -292/243*z^3 + 82/27*z + 1
*
[ -22/17 ] 
f(z) = -289/242*z^3 + 83/22*z + 1
*
-12/17 | 0.14241295441201889531762979614726761296 | 0.021336676082816743494059791480057152365
f(z) = -289/243*z^3 + 88/27*z + 1
*
-18/17 | 0.19326367018870399654750763574977520478 | 0.024756140237370258170359484485785984099
f(z) = -289/243*z^3 + 91/36*z + 1
*
-45/34 | 0.18570887380267492253836914553885161627 | 0.023658044043040241473071964000674203075
f(z) = -289/243*z^3 + 95/36*z + 1
*
[ -15/17 ] 
f(z) = -289/250*z^3 + 91/30*z + 1
*
[ -24/17 ] 
f(z) = -289/256*z^3 + 95/24*z + 1
*
[ 3/2 ] 
f(z) = -284/243*z^3 + 80/27*z + 1
*
[ 10/9 ] 
f(z) = -291/250*z^3 + 83/54*z + 1
*
-6/17 | 0.15975267124874015052313902371540010016 | 0.025722582241243548300470465159814009709
f(z) = -289/252*z^3 + 83/42*z + 1
*
[ 8/7 ] 
f(z) = -287/256*z^3 + 89/56*z + 1
*
[ 10/11 ] 
f(z) = -297/250*z^3 + 97/110*z + 1
*
-28/51 | 0.20973927704207207147691300300503460184 | 0.026671996247293608740411427741769780537
f(z) = -289/256*z^3 + 85/144*z + 1
*
[ 13/17 ] 
f(z) = -289/247*z^3 + 93/247*z + 1
*
4/17 | 0.079112756783494121142088756053257402213 | 0.010599333967564313615386275692104516603
f(z) = -289/256*z^3 + 109/16*z + 1
*
[ -10/9 ] 
f(z) = -297/250*z^3 + 101/30*z + 1
*
-5/3 | 0.19161650639507819025071439332184448071 | 0.024280749808412584013722550240591068113
f(z) = -297/250*z^3 + 107/30*z + 1
*
[ -5/4 ] 
f(z) = -297/250*z^3 + 117/32*z + 1
*
[ -3/2 ] 
f(z) = -296/243*z^3 + 119/27*z + 1
*
[ -3/2 ] 
f(z) = -292/243*z^3 + 118/27*z + 1
*
[ 5/3 ] 
f(z) = -291/250*z^3 + 109/30*z + 1
*
9/34 | 0.18434013278065197619184447538432201470 | 0.022828611483219182009107287374367523966
f(z) = -289/243*z^3 + 119/36*z + 1
*
-15/17 | 0.21148148140696365558896984129761874724 | 0.026995351054863548401062774835006361089
f(z) = -289/250*z^3 + 101/30*z + 1
*
[ -7/12 ] 
f(z) = -288/245*z^3 + 109/35*z + 1
*
[ -5/4 ] 
f(z) = -287/250*z^3 + 115/32*z + 1
*
[ -3/2 ] 
f(z) = -284/243*z^3 + 116/27*z + 1
*
[ 4/3 ] 
f(z) = -291/256*z^3 + 109/48*z + 1
*
30/17 | 0.17584346878374365777246881191671118624 | 0.020232482424877966179363090578927355179
f(z) = -289/250*z^3 + 119/45*z + 1
*
[ 4/3 ] 
f(z) = -285/256*z^3 + 107/48*z + 1
*
[ 9/8 ] 
f(z) = -296/243*z^3 + 119/72*z + 1
*
[ 20/17 ] 
f(z) = -289/240*z^3 + 109/60*z + 1
*
-6/17 | 0.15351873909826001583227908321470406472 | 0.024899973161250988251182956561564839850
f(z) = -289/240*z^3 + 119/60*z + 1
*
-5/102 | 0.18073213361409126156143583613758232685 | 0.019138390626777560366597685305915287921
f(z) = -289/250*z^3 + 101/72*z + 1
*
24/17 | 0.13217127287824840510761993985507925161 | 0.016030749165206387346688189583923672068
f(z) = -289/256*z^3 + 119/72*z + 1
*
-5/51 | 0.17079341633954557297792280538687622244 | 0.021591477392264320002698372853416925183
f(z) = -289/250*z^3 + 109/90*z + 1
*
3/17 | 0.14879676769541409239713348481629323208 | 0.025463444285926365531888156328075827395
f(z) = -289/252*z^3 + 115/84*z + 1
*
[ 15/17 ] 
f(z) = -289/243*z^3 + 107/135*z + 1
*
7/6 | 0.22651709371843437679130470620680943940 | 0.029256694896516184904773829892044378961
f(z) = -288/245*z^3 + 103/280*z + 1
*
[ 10/3 ] 
f(z) = -297/250*z^3 + 139/10*z + 1
*
[ 9/4 ] 
f(z) = -296/243*z^3 + 121/18*z + 1
*
[ -9/4 ] 
f(z) = -296/243*z^3 + 137/18*z + 1
*
4/17 | 0.13735878780106065934719486303302867965 | 0.018071378830631101463480257183570090551
f(z) = -289/256*z^3 + 125/16*z + 1
*
-2 | 0.11968372937864867162999788342082624531 | 0.017153347201945549903840866448595411583
f(z) = -299/248*z^3 + 134/31*z + 1
*
-2 | 0.11955548435686491036670519541822879520 | 0.017153382363856987972486883375607798660
f(z) = -297/248*z^3 + 133/31*z + 1
*
-2 | 0.11942622141063945288733189851917310526 | 0.017153410682001553546940360752656483514
f(z) = -295/248*z^3 + 132/31*z + 1
*
-2 | 0.11929592195082129556614346632468344957 | 0.017153431582656703313348807598199643759
f(z) = -293/248*z^3 + 131/31*z + 1
*
-2 | 0.11916456680904166962115974162294798551 | 0.017153444454672987806844085585790393583
f(z) = -291/248*z^3 + 130/31*z + 1
*
[ -27/17 ] 
f(z) = -289/243*z^3 + 125/27*z + 1
*
[ -7/17 ] 
f(z) = -289/245*z^3 + 127/35*z + 1
*
-2 | 0.11903213621100132842539715048440867578 | 0.017153448646868315999125987015628056131
f(z) = -289/248*z^3 + 129/31*z + 1
*
[ 30/17 ] 
f(z) = -289/250*z^3 + 121/30*z + 1
*
[ -7/6 ] 
f(z) = -288/245*z^3 + 121/35*z + 1
*
-2 | 0.11889860974809499900944227844443665923 | 0.017153443465216881777175177454233467227
f(z) = -287/248*z^3 + 128/31*z + 1
*
-2 | 0.11876396634724192164834078007869229431 | 0.017153428169814226002721938032978623296
f(z) = -285/248*z^3 + 127/31*z + 1
*
-2 | 0.11862818423877888377131912852421375725 | 0.017153401971597997629450480315505992764
f(z) = -283/248*z^3 + 126/31*z + 1
*
-2 | 0.11849124092225823251250388349920716879 | 0.017153364028801843453558395726759857695
f(z) = -281/248*z^3 + 125/31*z + 1
*
[ -5/6 ] 
f(z) = -297/250*z^3 + 121/40*z + 1
*
[ 8/5 ] 
f(z) = -295/256*z^3 + 133/40*z + 1
*
[ 8/5 ] 
f(z) = -285/256*z^3 + 129/40*z + 1
*
[ 9/7 ] 
f(z) = -287/243*z^3 + 137/63*z + 1
*
-21/17 | 0.13291986967496784818485033701362399272 | 0.022250436205879679903497936208554546323
f(z) = -289/252*z^3 + 131/84*z + 1
*
[ 20/17 ] 
f(z) = -289/256*z^3 + 137/80*z + 1
*
45/34 | 0.15202035039319083459911400549790037097 | 0.018645140329476281983005885098913487227
f(z) = -289/250*z^3 + 139/120*z + 1
*
-20/51 | 0.18406715924355557853553403554362065487 | 0.023407340054906903262271832967029077853
f(z) = -289/256*z^3 + 133/144*z + 1
*
[ 14/17 ] 
f(z) = -289/248*z^3 + 125/217*z + 1
*
21/17 | 0.16642995921577063858751005452557094972 | 0.029371236649884345418788574149848830990
f(z) = -289/240*z^3 + 121/240*z + 1
*
[ 45/17 ] 
f(z) = -289/250*z^3 + 157/18*z + 1
*
-5/3 | 0.22883376634527940396544733294160610134 | 0.027653220891605461285629666451166216878
f(z) = -297/250*z^3 + 157/30*z + 1
*
[ 32/17 ] 
f(z) = -289/256*z^3 + 143/32*z + 1
*
[ 7/4 ] 
f(z) = -288/245*z^3 + 141/35*z + 1
*
[ 2 ] 
f(z) = -287/248*z^3 + 159/31*z + 1
*
[ 2 ] 
f(z) = -285/248*z^3 + 158/31*z + 1
*
[ 2 ] 
f(z) = -283/248*z^3 + 157/31*z + 1
*
[ 2 ] 
f(z) = -281/248*z^3 + 156/31*z + 1
*
[ 25/17 ] 
f(z) = -289/250*z^3 + 141/50*z + 1
*
-20/17 | 0.18363858930893891223905472917865953497 | 0.022261074673294026275695638085436324826
f(z) = -289/250*z^3 + 153/40*z + 1
*
[ -12/17 ] 
f(z) = -289/256*z^3 + 143/48*z + 1
*
20/99 | 0.18813172875219606384171426116958188017 | 0.019057607938214802150866876185458588779
f(z) = -297/250*z^3 + 155/66*z + 1
*
-18/17 | 0.16090446654030821214834906399646777651 | 0.028048886721259326262008000101880244311
f(z) = -289/252*z^3 + 155/126*z + 1
*
[ 9/10 ] 
f(z) = -295/243*z^3 + 157/180*z + 1
*
[ 5/6 ] 
f(z) = -288/245*z^3 + 151/245*z + 1
*
4/3 | 0.13220151658974886829809553849560518463 | 0.015812558324206117815418198656819466202
f(z) = -285/256*z^3 + 151/240*z + 1
*
-52/17 | 0.16512759580073170797290904920486133572 | 0.020833975432611793327870562681213334842
f(z) = -289/256*z^3 + 173/16*z + 1
*
[ 2 ] 
f(z) = -299/248*z^3 + 165/31*z + 1
*
[ 2 ] 
f(z) = -297/248*z^3 + 164/31*z + 1
*
[ 2 ] 
f(z) = -295/248*z^3 + 163/31*z + 1
*
[ 2 ] 
f(z) = -293/248*z^3 + 162/31*z + 1
*
[ 2 ] 
f(z) = -291/248*z^3 + 161/31*z + 1
*
42/17 | 0.20169133259297597960246379625566758412 | 0.027733812382863529782341247361260596737
f(z) = -289/243*z^3 + 160/27*z + 1
*
[ -9/34 ] 
f(z) = -289/243*z^3 + 175/36*z + 1
*
[ 2 ] 
f(z) = -289/248*z^3 + 160/31*z + 1
*
[ -32/17 ] 
f(z) = -289/256*z^3 + 177/32*z + 1
*
[ 3/2 ] 
f(z) = -298/243*z^3 + 167/54*z + 1
*
[ -4/9 ] 
f(z) = -297/256*z^3 + 167/48*z + 1
*
[ -3/4 ] 
f(z) = -296/243*z^3 + 163/54*z + 1
*
[ 3/2 ] 
f(z) = -290/243*z^3 + 163/54*z + 1
*
[ -35/34 ] 
f(z) = -289/250*z^3 + 179/56*z + 1
*
[ -6/17 ] 
f(z) = -289/252*z^3 + 167/42*z + 1
*
[ 3/2 ] 
f(z) = -286/243*z^3 + 161/54*z + 1
*
[ -8/5 ] 
f(z) = -285/256*z^3 + 179/40*z + 1
*
[ -4/3 ] 
f(z) = -285/256*z^3 + 179/48*z + 1
*
-20/17 | 0.19296741466643469135680666587922902229 | 0.029613520105149562849741575722230040112
f(z) = -289/240*z^3 + 169/60*z + 1
*
30/17 | 0.11341405252056167575896684579771719401 | 0.017252748786072884564295622872640353390
f(z) = -289/240*z^3 + 179/60*z + 1
*
[ 40/33 ] 
f(z) = -297/250*z^3 + 169/88*z + 1
*
[ 21/17 ] 
f(z) = -289/252*z^3 + 163/84*z + 1
*
-27/34 | 0.14433777116724922500545350392400872687 | 0.019699105011612705892497963709593292713
f(z) = -289/243*z^3 + 169/108*z + 1
*
[ 18/17 ] 
f(z) = -289/252*z^3 + 169/126*z + 1
*
[ 35/34 ] 
f(z) = -289/245*z^3 + 179/140*z + 1
*
[ 8/9 ] 
f(z) = -291/256*z^3 + 167/216*z + 1
*
[ 8/9 ] 
f(z) = -285/256*z^3 + 163/216*z + 1
*
[ -2 ] 
f(z) = -299/248*z^3 + 196/31*z + 1
*
[ -2 ] 
f(z) = -297/248*z^3 + 195/31*z + 1
*
[ -2 ] 
f(z) = -295/248*z^3 + 194/31*z + 1
*
[ -2 ] 
f(z) = -293/248*z^3 + 193/31*z + 1
*
[ -2 ] 
f(z) = -291/248*z^3 + 192/31*z + 1
*
[ -3/17 ] 
f(z) = -289/243*z^3 + 181/27*z + 1
*
[ 35/17 ] 
f(z) = -289/245*z^3 + 193/35*z + 1
*
[ -2 ] 
f(z) = -289/248*z^3 + 191/31*z + 1
*
[ -7/4 ] 
f(z) = -288/245*z^3 + 181/35*z + 1
*
[ -2 ] 
f(z) = -287/248*z^3 + 190/31*z + 1
*
[ -2 ] 
f(z) = -285/248*z^3 + 189/31*z + 1
*
[ -2 ] 
f(z) = -283/248*z^3 + 188/31*z + 1
*
[ -2 ] 
f(z) = -281/248*z^3 + 187/31*z + 1
*
-16/9 | 0.21741768245513471519986976342753058905 | 0.027093011491465305194220495159036136093
f(z) = -297/256*z^3 + 191/48*z + 1
*
[ 16/9 ] 
f(z) = -297/256*z^3 + 197/48*z + 1
*
[ 9/5 ] 
f(z) = -295/243*z^3 + 197/45*z + 1
*
[ -8/5 ] 
f(z) = -295/256*z^3 + 183/40*z + 1
*
[ -4/3 ] 
f(z) = -291/256*z^3 + 181/48*z + 1
*
[ 9/5 ] 
f(z) = -290/243*z^3 + 194/45*z + 1
*
36/17 | 0.21481412290792765606364865849540123730 | 0.026632402430946580287775159585594376403
f(z) = -289/256*z^3 + 199/48*z + 1
*
[ -8/7 ] 
f(z) = -287/256*z^3 + 187/56*z + 1
*
-35/33 | 0.22562205876603576738712265330535778177 | 0.022452928456389976407250520200581528424
f(z) = -297/250*z^3 + 185/66*z + 1
*
[ -2/3 ] 
f(z) = -297/256*z^3 + 193/64*z + 1
*
[ -12/17 ] 
f(z) = -289/240*z^3 + 181/60*z + 1
*
[ -10/17 ] 
f(z) = -289/240*z^3 + 187/60*z + 1
*
8/51 | 0.13985981173353601066487315934783284308 | 0.016042631571714345302436489540943360247
f(z) = -289/256*z^3 + 191/72*z + 1
*
[ 35/24 ] 
f(z) = -288/245*z^3 + 197/70*z + 1
*
21/17 | 0.14170488539995448085324777202551364243 | 0.022387224889539226988174411397199440691
f(z) = -289/252*z^3 + 187/84*z + 1
*
12/17 | 0.15839504144503908559415506808220670791 | 0.019871200278503899811550035526885806604
f(z) = -289/256*z^3 + 181/144*z + 1
*
[ 9/10 ] 
f(z) = -296/243*z^3 + 197/225*z + 1
*
[ 9/10 ] 
f(z) = -292/243*z^3 + 194/225*z + 1
*
[ 9/10 ] 
f(z) = -284/243*z^3 + 188/225*z + 1
*
[ 15/17 ] 
f(z) = -289/240*z^3 + 193/240*z + 1
*
56/99 | 0.23590590885484078060224948804645309420 | 0.025669179101817241472700463444819262846
f(z) = -297/256*z^3 + 197/264*z + 1
*
[ 8/3 ] 
f(z) = -291/256*z^3 + 209/24*z + 1
*
[ 36/17 ] 
f(z) = -289/243*z^3 + 211/36*z + 1
*
[ 8/3 ] 
f(z) = -285/256*z^3 + 205/24*z + 1
*
[ -6/17 ] 
f(z) = -289/243*z^3 + 215/54*z + 1
*
[ -25/17 ] 
f(z) = -289/250*z^3 + 209/50*z + 1
*
-80/99 | 0.28304147474394494233507682453748268869 | 0.027909177584873682703702866655946503667
f(z) = -297/250*z^3 + 203/66*z + 1
*
[ -5/6 ] 
f(z) = -293/250*z^3 + 217/72*z + 1
*
[ -14/17 ] 
f(z) = -289/245*z^3 + 211/70*z + 1
*
[ -40/51 ] 
f(z) = -289/250*z^3 + 215/72*z + 1
*
[ -7/8 ] 
f(z) = -288/245*z^3 + 213/70*z + 1
*
[ -5/7 ] 
f(z) = -287/250*z^3 + 209/70*z + 1
*
[ -5/6 ] 
f(z) = -283/250*z^3 + 215/72*z + 1
*
[ 21/17 ] 
f(z) = -289/245*z^3 + 209/105*z + 1
*
-7/6 | 0.21623190959797391038598507545456872292 | 0.029629867820764714864682659087714472798
f(z) = -297/245*z^3 + 211/140*z + 1
*
-12/17 | 0.15839504144503908559415506808220670791 | 0.019565574738539599000735187064717805992
f(z) = -289/256*z^3 + 205/144*z + 1
*
20/51 | 0.21397982390071752868847177938870261543 | 0.025006995928545042561101214775660950417
f(z) = -289/250*z^3 + 203/180*z + 1
*
[ 10/11 ] 
f(z) = -299/250*z^3 + 215/242*z + 1
*
[ 10/11 ] 
f(z) = -289/250*z^3 + 207/242*z + 1
*
[ 11/12 ] 
f(z) = -288/253*z^3 + 219/253*z + 1
*
[ 11/13 ] 
f(z) = -299/242*z^3 + 201/286*z + 1
*
[ 7/8 ] 
f(z) = -296/245*z^3 + 219/280*z + 1
*
[ 9/2 ] 
f(z) = -296/243*z^3 + 229/9*z + 1
*
[ -9/2 ] 
f(z) = -296/243*z^3 + 233/9*z + 1
*
[ 9/2 ] 
f(z) = -292/243*z^3 + 226/9*z + 1
*
[ -9/2 ] 
f(z) = -292/243*z^3 + 230/9*z + 1
*
[ -10 ] 
f(z) = -291/250*z^3 + 235/2*z + 1
*
[ 10 ] 
f(z) = -289/250*z^3 + 233/2*z + 1
*
[ 9/2 ] 
f(z) = -284/243*z^3 + 220/9*z + 1
*
[ -9/2 ] 
f(z) = -284/243*z^3 + 224/9*z + 1
*
[ 10/3 ] 
f(z) = -283/250*z^3 + 239/18*z + 1
*
[ -10 ] 
f(z) = -281/250*z^3 + 227/2*z + 1
*
[ 9/4 ] 
f(z) = -292/243*z^3 + 239/36*z + 1
*
[ -8/3 ] 
f(z) = -291/256*z^3 + 227/24*z + 1
*
[ -35/17 ] 
f(z) = -289/245*z^3 + 227/35*z + 1
*
42/17 | 0.15824769527607905697306271520217614768 | 0.021406092314358296747488966184217784169
f(z) = -289/245*z^3 + 232/35*z + 1
*
[ -8/3 ] 
f(z) = -285/256*z^3 + 223/24*z + 1
*
[ 9/4 ] 
f(z) = -284/243*z^3 + 233/36*z + 1
*
[ -20/13 ] 
f(z) = -299/250*z^3 + 233/52*z + 1
*
[ -3/2 ] 
f(z) = -298/243*z^3 + 239/54*z + 1
*
[ -3/2 ] 
f(z) = -290/243*z^3 + 235/54*z + 1
*
-20/51 | 0.22308355595406639383104832948407186822 | 0.023926584543431926124674522705510452088
f(z) = -289/250*z^3 + 224/45*z + 1
*
-12/17 | 0.13443567902291563355271823145774753598 | 0.016297105964990527011416532955172947450
f(z) = -289/256*z^3 + 239/48*z + 1
*
[ -5/14 ] 
f(z) = -287/250*z^3 + 221/56*z + 1
*
[ -3/2 ] 
f(z) = -286/243*z^3 + 233/54*z + 1
*
-20/17 | 0.15513760728847602046688899328344471539 | 0.022747395166388095323864214674421076941
f(z) = -289/240*z^3 + 229/60*z + 1
*
[ -6/17 ] 
f(z) = -289/240*z^3 + 239/60*z + 1
*
[ -9/7 ] 
f(z) = -287/243*z^3 + 235/63*z + 1
*
[ -4/5 ] 
f(z) = -295/256*z^3 + 239/80*z + 1
*
-21/17 | 0.17179459464587834816239692371491191847 | 0.026334475947893402145931204270123202980
f(z) = -289/252*z^3 + 227/84*z + 1
*
[ -4/5 ] 
f(z) = -285/256*z^3 + 237/80*z + 1
*
18/17 | 0.14021422733840069762760133265081665968 | 0.022726592230524468371459292699186634714
f(z) = -289/252*z^3 + 239/126*z + 1
*
[ 9/8 ] 
f(z) = -292/243*z^3 + 235/144*z + 1
*
[ 9/8 ] 
f(z) = -284/243*z^3 + 229/144*z + 1
*
5/6 | 0.28969503003803508672572692083344804514 | 0.027390355702214601707379296973694612970
f(z) = -297/250*z^3 + 221/264*z + 1
*
[ 10 ] 
f(z) = -299/250*z^3 + 241/2*z + 1
*
[ 10/3 ] 
f(z) = -293/250*z^3 + 247/18*z + 1
*
[ -10/3 ] 
f(z) = -287/250*z^3 + 253/18*z + 1
*
[ 7/3 ] 
f(z) = -297/245*z^3 + 251/35*z + 1
*
[ -36/17 ] 
f(z) = -289/243*z^3 + 245/36*z + 1
*
[ 7/3 ] 
f(z) = -288/245*z^3 + 244/35*z + 1
*
[ -20/11 ] 
f(z) = -297/250*z^3 + 241/44*z + 1
*
[ -16/9 ] 
f(z) = -297/256*z^3 + 251/48*z + 1
*
[ -9/5 ] 
f(z) = -295/243*z^3 + 247/45*z + 1
*
[ -9/5 ] 
f(z) = -290/243*z^3 + 244/45*z + 1
*
[ -9/8 ] 
f(z) = -296/243*z^3 + 247/72*z + 1
*
-2 | 0.11914137756374045212262579762532154513 | 0.017159625066118324098581031970803532293
f(z) = -291/256*z^3 + 259/64*z + 1
*
-10/17 | 0.15694645597329890419164972833196265992 | 0.022760104090137103777896046006834818985
f(z) = -289/240*z^3 + 247/60*z + 1
*
[ 30/17 ] 
f(z) = -289/240*z^3 + 251/60*z + 1
*
-2 | 0.11900810705137713787045591640077380759 | 0.017159589091561245396312267079044154579
f(z) = -289/256*z^3 + 257/64*z + 1
*
-2 | 0.098576707061358422364792006774665914281 | 0.014213618123022991678450129621070629440
f(z) = -287/240*z^3 + 257/60*z + 1
*
-2 | 0.11887371338773540798110347566893413344 | 0.017159540922783535959261373945755990419
f(z) = -287/256*z^3 + 255/64*z + 1
*
-2 | 0.11873817430587110067318518490768657907 | 0.017159479664448752384269896281246023794
f(z) = -285/256*z^3 + 253/64*z + 1
*
-2 | 0.098307955351871038081117256390204116454 | 0.014207000996734680621954621091246866105
f(z) = -283/240*z^3 + 253/60*z + 1
*
-2 | 0.11860146677354568756582751908427733067 | 0.017159404362081799918523561156341841782
f(z) = -283/256*z^3 + 251/64*z + 1
*
-2 | 0.098170856814011624792229669091155509517 | 0.014203478881590038929038110990337229724
f(z) = -281/240*z^3 + 251/60*z + 1
*
-2 | 0.11846356695403150045740435605675890079 | 0.017159313997754624898592866042978371162
f(z) = -281/256*z^3 + 249/64*z + 1
*
-15/17 | 0.24637624752190220914604841508158381181 | 0.028149997594243709243190233902879769463
f(z) = -289/250*z^3 + 253/90*z + 1
*
5/3 | 0.23055985277348546686917254773970832842 | 0.026295747872059952995615897117105124465
f(z) = -297/250*z^3 + 257/110*z + 1
*
-24/17 | 0.18599589137251504578372898429381961079 | 0.029871484141407860282913671735962315199
f(z) = -289/240*z^3 + 253/120*z + 1
*
[ 7/6 ] 
f(z) = -297/245*z^3 + 251/140*z + 1
*
[ 10/9 ] 
f(z) = -281/250*z^3 + 241/162*z + 1
*
[ 18/17 ] 
f(z) = -289/240*z^3 + 253/180*z + 1
*
[ -9/4 ] 
f(z) = -292/243*z^3 + 271/36*z + 1
*
[ -7/3 ] 
f(z) = -288/245*z^3 + 274/35*z + 1
*
[ -9/4 ] 
f(z) = -284/243*z^3 + 265/36*z + 1
*
-4/9 | 0.23562973423922943443837332717091332581 | 0.028236908095757847057957584735565586563
f(z) = -297/256*z^3 + 263/48*z + 1
*
-15/34 | 0.24120875496809549107463361590344322133 | 0.027322072640207504258936121870468397023
f(z) = -289/250*z^3 + 273/40*z + 1
*
[ 40/17 ] 
f(z) = -289/250*z^3 + 279/40*z + 1
*
-36/17 | 0.20783367034127346882764852847294919969 | 0.024816827246943816203376066245089168478
f(z) = -289/256*z^3 + 271/48*z + 1
*
[ 40/17 ] 
f(z) = -289/256*z^3 + 273/40*z + 1
*
-2 | 0.099357392044874743478345981186475319249 | 0.014232532637138714286648879676008431058
f(z) = -299/240*z^3 + 269/60*z + 1
*
-2 | 0.11966364864609970785583913552959808695 | 0.017159663073869434769679049415121655596
f(z) = -299/256*z^3 + 267/64*z + 1
*
-2 | 0.11953466213793368031584504312132872571 | 0.017159667972326094283050589266173166241
f(z) = -297/256*z^3 + 265/64*z + 1
*
-2 | 0.11940463459382950061449854850420902922 | 0.017159663741824899381365419015915572612
f(z) = -295/256*z^3 + 263/64*z + 1
*
-2 | 0.098971699333754971116097201944240551228 | 0.014223242559229733937513840457571148190
f(z) = -293/240*z^3 + 263/60*z + 1
*
-2 | 0.11927354646317415099615849881099525893 | 0.017159649686636501101608566200147912277
f(z) = -293/256*z^3 + 261/64*z + 1
*
35/17 | 0.22161429069987048541802369076629831152 | 0.025040914909402436080711802993794607256
f(z) = -289/250*z^3 + 279/70*z + 1
*
[ 10/7 ] 
f(z) = -297/250*z^3 + 267/98*z + 1
*
[ -8/11 ] 
f(z) = -297/256*z^3 + 263/88*z + 1
*
[ -9/10 ] 
f(z) = -290/243*z^3 + 277/90*z + 1
*
[ -20/17 ] 
f(z) = -289/256*z^3 + 273/80*z + 1
*
-20/51 | 0.095684158547703842751102721750299390142 | 0.011395575300859108909436112288118059739
f(z) = -289/256*z^3 + 277/144*z + 1
*
4/5 | 0.23436066082951695576171268108940492113 | 0.027984339706532642441387739942877970362
f(z) = -285/256*z^3 + 271/240*z + 1
*
[ 5 ] 
f(z) = -291/250*z^3 + 299/10*z + 1
*
[ 70/17 ] 
f(z) = -289/250*z^3 + 285/14*z + 1
*
[ 5 ] 
f(z) = -289/250*z^3 + 297/10*z + 1
*
[ -5 ] 
f(z) = -287/250*z^3 + 299/10*z + 1
*
[ 4 ] 
f(z) = -287/256*z^3 + 299/16*z + 1
*
[ 4 ] 
f(z) = -285/256*z^3 + 297/16*z + 1
*
[ 5 ] 
f(z) = -283/250*z^3 + 291/10*z + 1
*
[ 4 ] 
f(z) = -283/256*z^3 + 295/16*z + 1
*
[ 5 ] 
f(z) = -281/250*z^3 + 289/10*z + 1
*
[ -5 ] 
f(z) = -281/250*z^3 + 293/10*z + 1
*
[ 4 ] 
f(z) = -281/256*z^3 + 293/16*z + 1
*
[ -7/3 ] 
f(z) = -297/245*z^3 + 281/35*z + 1
*
[ -2/17 ] 
f(z) = -289/248*z^3 + 295/31*z + 1
*
[ -55/17 ] 
f(z) = -289/250*z^3 + 295/22*z + 1
*
[ 3 ] 
f(z) = -281/243*z^3 + 299/27*z + 1
*
-20/9 | 0.23120233388604772384656819962814515419 | 0.027419400949786472389808823064124724426
f(z) = -297/256*z^3 + 287/48*z + 1
*
[ -15/7 ] 
f(z) = -287/250*z^3 + 283/42*z + 1
*
[ 7/4 ] 
f(z) = -296/245*z^3 + 289/70*z + 1
*
[ -35/24 ] 
f(z) = -288/245*z^3 + 293/70*z + 1
*
[ -10/7 ] 
f(z) = -287/250*z^3 + 283/70*z + 1
*
[ -20/23 ] 
f(z) = -299/250*z^3 + 281/92*z + 1
*
[ -5/7 ] 
f(z) = -299/250*z^3 + 295/98*z + 1
*
[ -2/3 ] 
f(z) = -291/248*z^3 + 281/93*z + 1
*
[ -5/7 ] 
f(z) = -289/250*z^3 + 293/98*z + 1
*
[ -21/17 ] 
f(z) = -289/252*z^3 + 299/84*z + 1
*
[ -9/11 ] 
f(z) = -286/243*z^3 + 298/99*z + 1
*
[ -2/3 ] 
f(z) = -285/248*z^3 + 280/93*z + 1
*
[ 4/3 ] 
f(z) = -297/248*z^3 + 295/124*z + 1
*
-8/17 | 0.18778666884859279973159164282419265832 | 0.029560463413368348225401838335820979176
f(z) = -289/240*z^3 + 287/120*z + 1
*
-4/3 | 0.23723367709906522359867138620934481813 | 0.028134687058900789146669213805029714933
f(z) = -297/256*z^3 + 287/176*z + 1
*
15/68 | 0.26139766897726000923252934079780504432 | 0.029328976439079932204871933835233946382
f(z) = -289/250*z^3 + 297/160*z + 1
*
-7/6 | 0.22620426694349854174243776947647729806 | 0.029583285727348987038841906168508664679
f(z) = -282/245*z^3 + 299/210*z + 1
*
-16/15 | 0.24098489573167488406249782616549828545 | 0.028556044042301027478764134073538373623
f(z) = -285/256*z^3 + 289/240*z + 1
*
[ 33/34 ] 
f(z) = -289/242*z^3 + 289/264*z + 1
*
[ 2/3 ] 
f(z) = -297/272*z^3 - 1/68*z + 1
*
[ 2/3 ] 
f(z) = -297/268*z^3 - 1/134*z + 1
*
[ 2/3 ] 
f(z) = -291/272*z^3 - 5/204*z + 1
*
[ 2/3 ] 
f(z) = -285/272*z^3 - 7/204*z + 1
*
[ 2/3 ] 
f(z) = -297/266*z^3 - 1/266*z + 1
*
[ 2/3 ] 
f(z) = -297/274*z^3 - 5/274*z + 1
*
[ 2/3 ] 
f(z) = -297/278*z^3 - 7/278*z + 1
*
[ 2/3 ] 
f(z) = -295/264*z^3 - 1/297*z + 1
*
[ 2/3 ] 
f(z) = -293/264*z^3 - 2/297*z + 1
*
[ 2/3 ] 
f(z) = -289/264*z^3 - 4/297*z + 1
*
[ 2/3 ] 
f(z) = -287/264*z^3 - 5/297*z + 1
*
[ 2/3 ] 
f(z) = -283/264*z^3 - 7/297*z + 1
*
[ 2/3 ] 
f(z) = -281/264*z^3 - 8/297*z + 1
*
-12/17 | 0.14367583644706777422611316676741245944 | 0.022495467545706715274356977840779270064
f(z) = -289/270*z^3 + 11/5*z + 1
*
[ 5/7 ] 
f(z) = -294/275*z^3 + 8/55*z + 1
*
[ 12/17 ] 
f(z) = -289/270*z^3 + 7/60*z + 1
*
[ 2/3 ] 
f(z) = -297/260*z^3 + 1/130*z + 1
*
[ 12/17 ] 
f(z) = -289/264*z^3 + 17/132*z + 1
*
[ 2/3 ] 
f(z) = -297/262*z^3 + 1/262*z + 1
*
[ 2/3 ] 
f(z) = -299/264*z^3 + 1/297*z + 1
*
24/17 | 0.18641430089357385388608969375622297823 | 0.028985337330438183515432298333984703848
f(z) = -289/270*z^3 + 23/10*z + 1
*
-10/17 | 0.13032738638133998786000348644554874423 | 0.022999924565291412211034002027873824415
f(z) = -289/264*z^3 + 29/33*z + 1
*
6/17 | 0.13749632779124870695324168572520956438 | 0.024265085451418890919081476538255302433
f(z) = -289/264*z^3 + 32/33*z + 1
*
[ 5/6 ] 
f(z) = -288/275*z^3 + 29/55*z + 1
*
[ 12/17 ] 
f(z) = -289/276*z^3 + 29/276*z + 1
*
-21/17 | 0.17817789554621263387742136553095339801 | 0.025248258725058265183904551801360346477
f(z) = -289/270*z^3 + 43/10*z + 1
*
30/17 | 0.16899494150981699161287211778756893338 | 0.025406767711676793268486245980728650449
f(z) = -289/270*z^3 + 43/15*z + 1
*
-12/17 | 0.21291155943210104386246121157525776616 | 0.029794573497050979272890036389484012444
f(z) = -289/270*z^3 + 47/10*z + 1
*
[ -30/17 ] 
f(z) = -289/270*z^3 + 49/10*z + 1
*
-24/17 | 0.17987083118627033407672318493213015340 | 0.026290695787375190224160596729136884162
f(z) = -289/270*z^3 + 52/15*z + 1
*
-22/17 | 0.17992063424432013546913067261079968850 | 0.029740258075125667127914816650937364734
f(z) = -289/264*z^3 + 53/33*z + 1
*
[ -12/17 ] 
f(z) = -289/270*z^3 + 59/20*z + 1
*
[ 6/7 ] 
f(z) = -287/270*z^3 + 43/70*z + 1
*
-3/34 | 0.15501871631922511103467880835712310359 | 0.021979986906769642660622888555619212018
f(z) = -289/270*z^3 + 41/120*z + 1
*
[ 3/4 ] 
f(z) = -296/261*z^3 + 53/174*z + 1
*
[ 3/4 ] 
f(z) = -289/270*z^3 + 43/160*z + 1
*
[ 3/4 ] 
f(z) = -283/270*z^3 + 41/160*z + 1
*
[ 3/4 ] 
f(z) = -296/279*z^3 + 49/186*z + 1
*
[ 5/7 ] 
f(z) = -294/265*z^3 + 44/265*z + 1
*
15/17 | 0.14034765369304663516542051459575824370 | 0.024768281920505786612102024108221546411
f(z) = -289/264*z^3 + 49/264*z + 1
*
[ -3/17 ] 
f(z) = -289/270*z^3 + 67/10*z + 1
*
[ 22/17 ] 
f(z) = -289/264*z^3 + 68/33*z + 1
*
-22/17 | 0.15483546319457224924925242677574801725 | 0.024255549817782206347966466364037201554
f(z) = -289/264*z^3 + 74/33*z + 1
*
-2/3 | 0.15761203448706152291873035093090549845 | 0.027681673574515010686301850067095350422
f(z) = -297/272*z^3 + 67/68*z + 1
*
-57/68 | 0.11965785169704528862072534874779796775 | 0.014179124682040509620708955505991851649
f(z) = -289/270*z^3 + 67/160*z + 1
*
-3/17 | 0.20934020600346836270964315780443484182 | 0.026597920518271393922754425945155837535
f(z) = -289/270*z^3 + 97/10*z + 1
*
-6/17 | 0.19504057517025743990698291486058708268 | 0.029265997116125745361509896962828934042
f(z) = -289/264*z^3 + 98/33*z + 1
*
-12/17 | 0.22227936485825562426809487068466677615 | 0.028554194757562982038768337678938744356
f(z) = -289/270*z^3 + 89/20*z + 1
*
[ 24/17 ] 
f(z) = -289/270*z^3 + 97/40*z + 1
*
[ 13/17 ] 
f(z) = -289/260*z^3 + 89/260*z + 1
*
[ 13/17 ] 
f(z) = -289/273*z^3 + 85/273*z + 1
*
[ -3 ] 
f(z) = -299/270*z^3 + 113/10*z + 1
*
[ -3 ] 
f(z) = -293/270*z^3 + 111/10*z + 1
*
[ 3 ] 
f(z) = -289/270*z^3 + 103/10*z + 1
*
[ -3 ] 
f(z) = -287/270*z^3 + 109/10*z + 1
*
[ 3 ] 
f(z) = -283/270*z^3 + 101/10*z + 1
*
[ -3 ] 
f(z) = -281/270*z^3 + 107/10*z + 1
*
-26/17 | 0.17156662715433024744227142250383452444 | 0.025627759613633525649513292172543078022
f(z) = -289/264*z^3 + 101/33*z + 1
*
-22/17 | 0.14605273195968610168507410939319752619 | 0.021630166421614897199351474952159076350
f(z) = -289/264*z^3 + 107/33*z + 1
*
[ -22/17 ] 
f(z) = -289/264*z^3 + 119/33*z + 1
*
[ 30/17 ] 
f(z) = -289/270*z^3 + 113/30*z + 1
*
[ -6/17 ] 
f(z) = -289/270*z^3 + 119/30*z + 1
*
[ 3/2 ] 
f(z) = -299/270*z^3 + 113/40*z + 1
*
[ 3/2 ] 
f(z) = -293/270*z^3 + 111/40*z + 1
*
-12/17 | 0.20541432121509184647226060890476222214 | 0.025901597060117140959311497370301922849
f(z) = -289/270*z^3 + 103/40*z + 1
*
[ 5/4 ] 
f(z) = -288/275*z^3 + 101/55*z + 1
*
[ 3/2 ] 
f(z) = -287/270*z^3 + 109/40*z + 1
*
[ 3/2 ] 
f(z) = -281/270*z^3 + 107/40*z + 1
*
-4/3 | 0.16755897580812366966049645974433456494 | 0.027328785862916117330074497456073366611
f(z) = -297/272*z^3 + 115/68*z + 1
*
[ 18/17 ] 
f(z) = -289/270*z^3 + 113/90*z + 1
*
[ 15/17 ] 
f(z) = -289/275*z^3 + 113/165*z + 1
*
-2 | 0.099297049489621405596850486274600817137 | 0.014246776437408189080462122663170026659
f(z) = -299/264*z^3 + 133/33*z + 1
*
-2 | 0.099036402264947134921337484003282211147 | 0.014240337160431681658665206711506919354
f(z) = -295/264*z^3 + 131/33*z + 1
*
-2 | 0.098904458279597020014998027117716674266 | 0.014237051976509704044382119293644529620
f(z) = -293/264*z^3 + 130/33*z + 1
*
-2 | 0.098636189262867962236608090425209038469 | 0.014230194110172482818977931973700304863
f(z) = -289/264*z^3 + 128/33*z + 1
*
[ -6/17 ] 
f(z) = -289/264*z^3 + 131/33*z + 1
*
-26/17 | 0.18544656992077183773225285748058194585 | 0.026578628672214156532501634049641114277
f(z) = -289/264*z^3 + 134/33*z + 1
*
3/17 | 0.11911602264212611472507195145427889272 | 0.016842324216132459426554612515624828130
f(z) = -289/270*z^3 + 131/30*z + 1
*
-2 | 0.098501886585977146450599087298536625784 | 0.014226916531261380966729133721119615799
f(z) = -287/264*z^3 + 127/33*z + 1
*
-2 | 0.098226625029125893498531099585648871604 | 0.014219760408709739460721975278835271499
f(z) = -283/264*z^3 + 125/33*z + 1
*
-2 | 0.098088717165034952749851859531801259891 | 0.014216326603232935805980427736467466841
f(z) = -281/264*z^3 + 124/33*z + 1
*
[ -15/34 ] 
f(z) = -289/270*z^3 + 139/40*z + 1
*
[ 18/17 ] 
f(z) = -289/264*z^3 + 127/99*z + 1
*
-12/17 | 0.16961977854819307713581184992636276397 | 0.029934169783584697417388957952081970928
f(z) = -289/264*z^3 + 127/132*z + 1
*
[ 14/17 ] 
f(z) = -289/264*z^3 + 122/231*z + 1
*
15/34 | 0.12112902478542898220653898283385938277 | 0.017174793096150269495787478937950774829
f(z) = -289/275*z^3 + 133/220*z + 1
*
[ 14/17 ] 
f(z) = -289/266*z^3 + 139/266*z + 1
*
-22/17 | 0.17163005173545671925385697592529270278 | 0.024444950752391928046366322741147169560
f(z) = -289/264*z^3 + 140/33*z + 1
*
[ 2 ] 
f(z) = -283/264*z^3 + 158/33*z + 1
*
[ 2 ] 
f(z) = -281/264*z^3 + 157/33*z + 1
*
57/34 | 0.22298855352602152858384186893553738593 | 0.026910608543043159875306069105230342471
f(z) = -289/270*z^3 + 147/40*z + 1
*
[ 4/3 ] 
f(z) = -297/272*z^3 + 149/68*z + 1
*
[ 6/7 ] 
f(z) = -287/264*z^3 + 146/231*z + 1
*
[ 5/6 ] 
f(z) = -288/265*z^3 + 147/265*z + 1
*
-66/17 | 0.22953548061474738112198282344417232276 | 0.027359568329981530740107551877978443524
f(z) = -289/270*z^3 + 163/10*z + 1
*
[ 2 ] 
f(z) = -299/264*z^3 + 166/33*z + 1
*
[ 2 ] 
f(z) = -295/264*z^3 + 164/33*z + 1
*
[ 2 ] 
f(z) = -293/264*z^3 + 163/33*z + 1
*
[ 2 ] 
f(z) = -289/264*z^3 + 161/33*z + 1
*
[ 2 ] 
f(z) = -287/264*z^3 + 160/33*z + 1
*
[ -5/7 ] 
f(z) = -294/275*z^3 + 162/55*z + 1
*
[ -5/6 ] 
f(z) = -288/275*z^3 + 161/55*z + 1
*
[ -3/2 ] 
f(z) = -283/270*z^3 + 161/40*z + 1
*
-3/7 | 0.22317511316616878974895890444994745223 | 0.026342713195937297642760718447306613270
f(z) = -287/270*z^3 + 177/70*z + 1
*
[ -2 ] 
f(z) = -299/264*z^3 + 199/33*z + 1
*
[ -2 ] 
f(z) = -295/264*z^3 + 197/33*z + 1
*
[ -2 ] 
f(z) = -293/264*z^3 + 196/33*z + 1
*
[ -2 ] 
f(z) = -289/264*z^3 + 194/33*z + 1
*
[ -2 ] 
f(z) = -287/264*z^3 + 193/33*z + 1
*
[ -2 ] 
f(z) = -283/264*z^3 + 191/33*z + 1
*
[ -2 ] 
f(z) = -281/264*z^3 + 190/33*z + 1
*
[ 5/3 ] 
f(z) = -288/275*z^3 + 182/55*z + 1
*
[ -5/4 ] 
f(z) = -288/275*z^3 + 189/55*z + 1
*
[ -5/12 ] 
f(z) = -288/275*z^3 + 197/55*z + 1
*
-2/3 | 0.16310726924103626456193072270043023152 | 0.024085768078579094005609149665560031138
f(z) = -291/272*z^3 + 199/204*z + 1
*
-2/3 | 0.15803565440469256067286840356510366997 | 0.023408869668430831949861960163954049535
f(z) = -285/272*z^3 + 197/204*z + 1
*
[ -2/3 ] 
f(z) = -297/272*z^3 + 203/68*z + 1
*
[ 5/4 ] 
f(z) = -296/275*z^3 + 207/110*z + 1
*
[ 15/13 ] 
f(z) = -299/270*z^3 + 209/130*z + 1
*
[ 11/12 ] 
f(z) = -288/275*z^3 + 217/275*z + 1
*
-6/5 | 0.20152898652794533213033863762029824525 | 0.026686528932905061852198332593258805413
f(z) = -295/264*z^3 + 238/165*z + 1
*
-6/7 | 0.20776155632441199612524295647288294606 | 0.027317664409476861447268390533915634399
f(z) = -287/264*z^3 + 223/231*z + 1
*
[ -5/17 ] 
f(z) = -289/275*z^3 + 247/55*z + 1
*
[ -5/3 ] 
f(z) = -288/275*z^3 + 248/55*z + 1
*
[ -4/3 ] 
f(z) = -297/272*z^3 + 251/68*z + 1
*
-2 | 0.11921944422988019885933889531616126652 | 0.017170868806525834559276937823448579638
f(z) = -293/272*z^3 + 259/68*z + 1
*
-2 | 0.11908543242149893603477568718182170746 | 0.017170738513315093798010993668612783001
f(z) = -291/272*z^3 + 257/68*z + 1
*
[ -21/17 ] 
f(z) = -289/270*z^3 + 241/70*z + 1
*
[ -3/7 ] 
f(z) = -287/270*z^3 + 247/70*z + 1
*
-2 | 0.11881389696428171132141278333483169838 | 0.017170422745094305351774497061536120481
f(z) = -287/272*z^3 + 253/68*z + 1
*
-2 | 0.11867632385535388428939898193297850373 | 0.017170234775659777658623333825147485643
f(z) = -285/272*z^3 + 251/68*z + 1
*
-2 | 0.11853751264992413744990774098730024870 | 0.017170024948363571182863841852887291042
f(z) = -283/272*z^3 + 249/68*z + 1
*
-2 | 0.11839743623639011423041374451566911131 | 0.017169791799593498545661937088556939101
f(z) = -281/272*z^3 + 247/68*z + 1
*
[ 3/2 ] 
f(z) = -296/261*z^3 + 251/87*z + 1
*
[ 3/2 ] 
f(z) = -296/279*z^3 + 253/93*z + 1
*
[ 3/2 ] 
f(z) = -292/261*z^3 + 248/87*z + 1
*
[ 3/2 ] 
f(z) = -292/279*z^3 + 250/93*z + 1
*
[ 3/2 ] 
f(z) = -284/261*z^3 + 242/87*z + 1
*
[ 3/2 ] 
f(z) = -284/279*z^3 + 244/93*z + 1
*
-2 | 0.11961473493539032796988820730345883537 | 0.017171162735379725338758146028894060991
f(z) = -299/272*z^3 + 265/68*z + 1
*
-2 | 0.11948407323543621337618479832776283063 | 0.017171079884780450749455443120804059276
f(z) = -297/272*z^3 + 263/68*z + 1
*
-2 | 0.11935231695672298551945604407984183848 | 0.017170982242052372732740615425371374201
f(z) = -295/272*z^3 + 261/68*z + 1
*
[ 10/7 ] 
f(z) = -294/275*z^3 + 273/110*z + 1
*
-2/5 | 0.20154732375337391206649953600545098142 | 0.026163223884363415290675529961865965143
f(z) = -295/264*z^3 + 277/165*z + 1
*
-11/17 | 0.074357687860249100586360397167913489745 | 0.013122500643349664649870816147210804395
f(z) = -289/264*z^3 + 265/264*z + 1
*
-14/17 | 0.15451030921832817678790281269016038170 | 0.027267679919423394580546800203298972940
f(z) = -289/273*z^3 + 274/273*z + 1
*
[ 60/17 ] 
f(z) = -289/270*z^3 + 281/20*z + 1
*
-15/34 | 0.24707918872963931998651749640512236781 | 0.027633525035206375588371440841609729735
f(z) = -289/270*z^3 + 283/40*z + 1
*
[ -18/17 ] 
f(z) = -289/270*z^3 + 283/90*z + 1
*
[ -9/17 ] 
f(z) = -289/270*z^3 + 287/90*z + 1
*
[ 6/5 ] 
f(z) = -295/264*z^3 + 293/165*z + 1
*
-4/9 | 0.20874677935233914462432733408378778032 | 0.029455975553406092644177889303024018508
f(z) = -297/272*z^3 + 299/204*z + 1
*
[ 2/3 ] 
f(z) = -297/280*z^3 - 1/35*z + 1
*
[ 2/3 ] 
f(z) = -297/296*z^3 - 2/37*z + 1
*
[ 2/3 ] 
f(z) = -291/280*z^3 - 4/105*z + 1
*
[ 2/3 ] 
f(z) = -291/296*z^3 - 7/111*z + 1
*
[ 2/3 ] 
f(z) = -285/296*z^3 - 8/111*z + 1
*
[ 2/3 ] 
f(z) = -297/284*z^3 - 5/142*z + 1
*
[ 2/3 ] 
f(z) = -297/292*z^3 - 7/146*z + 1
*
[ 2/3 ] 
f(z) = -297/290*z^3 - 13/290*z + 1
*
[ 2/3 ] 
f(z) = -297/298*z^3 - 17/298*z + 1
*
[ 12/17 ] 
f(z) = -289/288*z^3 + 1/12*z + 1
*
12/17 | 0.13321743766077480883673361820079730633 | 0.023397208441349033225770862542237410083
f(z) = -289/297*z^3 + 9/11*z + 1
*
[ 3/4 ] 
f(z) = -296/297*z^3 + 5/22*z + 1
*
[ 14/17 ] 
f(z) = -289/280*z^3 + 17/35*z + 1
*
6/17 | 0.12919917590715565819429918395289561912 | 0.022800820167355549614715610016274172804
f(z) = -289/288*z^3 + 7/24*z + 1
*
[ 17/24 ] 
f(z) = -288/289*z^3 + 3/34*z + 1
*
[ 14/17 ] 
f(z) = -289/294*z^3 + 19/42*z + 1
*
[ 12/17 ] 
f(z) = -289/297*z^3 + 3/44*z + 1
*
-3/34 | 0.13321874193948224756522731219904256437 | 0.018816136061205251166327603479750652556
f(z) = -289/297*z^3 + 15/44*z + 1
*
[ 3/4 ] 
f(z) = -284/297*z^3 + 9/44*z + 1
*
[ 3/4 ] 
f(z) = -290/297*z^3 + 19/88*z + 1
*
[ 3/2 ] 
f(z) = -292/297*z^3 + 28/11*z + 1
*
[ -12/17 ] 
f(z) = -289/288*z^3 + 35/12*z + 1
*
[ 17/12 ] 
f(z) = -288/289*z^3 + 39/17*z + 1
*
-14/17 | 0.14673694796539838670641404708476717944 | 0.025895852190806083556381337551599364926
f(z) = -289/280*z^3 + 32/35*z + 1
*
-10/17 | 0.068460876200178466308356354767597736188 | 0.012031028399823770915353173267280861393
f(z) = -289/280*z^3 + 37/35*z + 1
*
6/17 | 0.10487047359798644747184350404937411880 | 0.017717917600815765414277689792307160964
f(z) = -289/288*z^3 + 31/24*z + 1
*
[ 17/21 ] 
f(z) = -294/289*z^3 + 22/51*z + 1
*
[ 33/34 ] 
f(z) = -289/297*z^3 + 39/44*z + 1
*
2/17 | 0.088509831882410854809290101103913185612 | 0.015620043592568696365897103336007160826
f(z) = -289/288*z^3 + 37/72*z + 1
*
[ 3/4 ] 
f(z) = -292/297*z^3 + 29/132*z + 1
*
[ 3/4 ] 
f(z) = -293/297*z^3 + 39/176*z + 1
*
[ 3/4 ] 
f(z) = -287/297*z^3 + 37/176*z + 1
*
[ 3/4 ] 
f(z) = -281/297*z^3 + 35/176*z + 1
*
[ 5/7 ] 
f(z) = -294/295*z^3 + 32/295*z + 1
*
[ -3/2 ] 
f(z) = -296/297*z^3 + 43/11*z + 1
*
-15/17 | 0.14436745545603636268804193093345060917 | 0.020326289130693011736662749575421977997
f(z) = -289/297*z^3 + 45/11*z + 1
*
[ -33/17 ] 
f(z) = -289/297*z^3 + 57/11*z + 1
*
[ -3/2 ] 
f(z) = -284/297*z^3 + 42/11*z + 1
*
[ 3/2 ] 
f(z) = -298/297*z^3 + 57/22*z + 1
*
[ 17/14 ] 
f(z) = -294/289*z^3 + 57/34*z + 1
*
30/17 | 0.15203475729353186658156336496419757491 | 0.023998966900335541830046901806199758292
f(z) = -289/288*z^3 + 47/24*z + 1
*
28/17 | 0.072072432017082509275515182847900890164 | 0.012106414599581437862885848307027954697
f(z) = -289/294*z^3 + 55/42*z + 1
*
[ 3/4 ] 
f(z) = -299/297*z^3 + 41/176*z + 1
*
[ -17/12 ] 
f(z) = -288/289*z^3 + 63/17*z + 1
*
-24/17 | 0.11630912348222760657797922711991796477 | 0.017237144424864626261968093534801659048
f(z) = -289/288*z^3 + 71/24*z + 1
*
[ 21/17 ] 
f(z) = -289/294*z^3 + 71/42*z + 1
*
6/5 | 0.22752137401605197691138105307773950593 | 0.028453270101807691479226346336984954695
f(z) = -290/297*z^3 + 63/110*z + 1
*
[ 4/5 ] 
f(z) = -295/288*z^3 + 73/180*z + 1
*
[ 3/4 ] 
f(z) = -298/297*z^3 + 61/264*z + 1
*
[ 13/17 ] 
f(z) = -289/299*z^3 + 77/299*z + 1
*
[ 3/2 ] 
f(z) = -296/297*z^3 + 85/33*z + 1
*
[ -3/2 ] 
f(z) = -290/297*z^3 + 85/22*z + 1
*
[ -24/17 ] 
f(z) = -289/288*z^3 + 89/24*z + 1
*
24/17 | 0.19448316780300420133476204098037747123 | 0.029238677939451524908331442227989346507
f(z) = -289/297*z^3 + 86/33*z + 1
*
[ -6/17 ] 
f(z) = -289/297*z^3 + 87/22*z + 1
*
6/17 | 0.15358937804532006566093055707312501804 | 0.022858919087705278441531077941928479058
f(z) = -289/297*z^3 + 92/33*z + 1
*
[ -17/24 ] 
f(z) = -288/289*z^3 + 99/34*z + 1
*
[ 3/2 ] 
f(z) = -284/297*z^3 + 82/33*z + 1
*
[ 18/17 ] 
f(z) = -289/288*z^3 + 85/72*z + 1
*
-8/17 | 0.073222370946234521994560548175530963749 | 0.012283560704017430984460796309482478927
f(z) = -289/288*z^3 + 97/72*z + 1
*
[ 6/7 ] 
f(z) = -287/288*z^3 + 95/168*z + 1
*
-5/17 | 0.13543219185419371816067757518169325064 | 0.023900810741682448176996666042191660262
f(z) = -289/280*z^3 + 81/280*z + 1
*
[ 13/17 ] 
f(z) = -289/286*z^3 + 81/286*z + 1
*
[ 3 ] 
f(z) = -299/297*z^3 + 107/11*z + 1
*
[ -3 ] 
f(z) = -298/297*z^3 + 114/11*z + 1
*
[ 3 ] 
f(z) = -296/297*z^3 + 106/11*z + 1
*
[ -3 ] 
f(z) = -295/297*z^3 + 113/11*z + 1
*
[ 17/7 ] 
f(z) = -294/289*z^3 + 112/17*z + 1
*
[ 3 ] 
f(z) = -293/297*z^3 + 105/11*z + 1
*
[ -3 ] 
f(z) = -292/297*z^3 + 112/11*z + 1
*
[ 3 ] 
f(z) = -290/297*z^3 + 104/11*z + 1
*
[ -3 ] 
f(z) = -289/297*z^3 + 111/11*z + 1
*
[ 3 ] 
f(z) = -287/297*z^3 + 103/11*z + 1
*
[ 3 ] 
f(z) = -284/297*z^3 + 102/11*z + 1
*
[ -3 ] 
f(z) = -283/297*z^3 + 109/11*z + 1
*
[ 3 ] 
f(z) = -281/297*z^3 + 101/11*z + 1
*
[ -2/3 ] 
f(z) = -297/280*z^3 + 104/35*z + 1
*
[ -2/3 ] 
f(z) = -297/296*z^3 + 109/37*z + 1
*
[ -17/14 ] 
f(z) = -294/289*z^3 + 113/34*z + 1
*
[ -10/17 ] 
f(z) = -289/280*z^3 + 107/35*z + 1
*
-30/17 | 0.19044713370253629798597775928534483749 | 0.026749561829482002003946324037554605591
f(z) = -289/288*z^3 + 103/24*z + 1
*
[ 3/2 ] 
f(z) = -295/297*z^3 + 113/44*z + 1
*
[ 3/2 ] 
f(z) = -289/297*z^3 + 111/44*z + 1
*
[ 3/2 ] 
f(z) = -283/297*z^3 + 109/44*z + 1
*
[ 16/17 ] 
f(z) = -289/288*z^3 + 119/144*z + 1
*
[ 15/17 ] 
f(z) = -289/297*z^3 + 103/165*z + 1
*
[ 14/17 ] 
f(z) = -289/296*z^3 + 116/259*z + 1
*
[ -17/7 ] 
f(z) = -294/289*z^3 + 126/17*z + 1
*
-2 | 0.11958566443430213307073943142079244962 | 0.017176311780545582250221487325529530498
f(z) = -299/280*z^3 + 132/35*z + 1
*
-2 | 0.11951759319993888538200099061009723562 | 0.017185305451799926353383484538267528426
f(z) = -299/296*z^3 + 131/37*z + 1
*
-2 | 0.11945405811507272424765177259179280415 | 0.017176169810668796478375737450536600943
f(z) = -297/280*z^3 + 131/35*z + 1
*
-2 | 0.11938385023446659232370699654161893545 | 0.017185009761026884902749940437127236623
f(z) = -297/296*z^3 + 130/37*z + 1
*
-2 | 0.11924890890402288793570330813376341505 | 0.017184687263397866315206067632703741167
f(z) = -295/296*z^3 + 129/37*z + 1
*
-2 | 0.11918744528156527609909424456758219439 | 0.017175829881475322075171665784118500708
f(z) = -293/280*z^3 + 129/35*z + 1
*
-2 | 0.11911274249125347062209216292720077668 | 0.017184336289881549487428804666715882860
f(z) = -293/296*z^3 + 128/37*z + 1
*
[ -3/2 ] 
f(z) = -292/297*z^3 + 128/33*z + 1
*
-2 | 0.11905239137494432744867130616146307954 | 0.017175629464260418097735176574169793788
f(z) = -291/280*z^3 + 128/35*z + 1
*
-2 | 0.11897532321314499053165131170446274749 | 0.017183955062178742803179675057216800078
f(z) = -291/296*z^3 + 127/37*z + 1
*
-2 | 0.11891613942054669843141593029231179048 | 0.017175406973340216380092470760776809734
f(z) = -289/280*z^3 + 127/35*z + 1
*
-18/17 | 0.11796304042356387096577058819684929589 | 0.017018469342725992212298510887978135870
f(z) = -289/280*z^3 + 128/35*z + 1
*
-2 | 0.11883662215733847310475008048213568983 | 0.017183541684399966473162772467668909905
f(z) = -289/296*z^3 + 126/37*z + 1
*
-30/17 | 0.15485836443191400332167164960104651652 | 0.022118687558077688406343645574860004527
f(z) = -289/297*z^3 + 122/33*z + 1
*
[ 33/17 ] 
f(z) = -289/297*z^3 + 137/33*z + 1
*
-2 | 0.11869660921334049581453854674730418154 | 0.017183094133993486037999773622610548882
f(z) = -287/296*z^3 + 125/37*z + 1
*
-2 | 0.11855525299812040148271533386567352623 | 0.017182610251844348876271315342393646419
f(z) = -285/296*z^3 + 124/37*z + 1
*
-2 | 0.11849993064328199795521972307762538378 | 0.017174592197499531325325519982217821847
f(z) = -283/280*z^3 + 124/35*z + 1
*
-2 | 0.11841252077552024334549361310621564731 | 0.017182087731455168457820346461292142050
f(z) = -283/296*z^3 + 123/37*z + 1
*
-2 | 0.11835861665010224888770761397032756930 | 0.017174266046670878178463882008998800973
f(z) = -281/280*z^3 + 123/35*z + 1
*
-2 | 0.11826837836883391054318594151157414584 | 0.017181524107108200098131540577181267264
f(z) = -281/296*z^3 + 122/37*z + 1
*
[ -3/4 ] 
f(z) = -292/297*z^3 + 127/44*z + 1
*
[ -14/17 ] 
f(z) = -289/294*z^3 + 121/42*z + 1
*
[ -21/17 ] 
f(z) = -289/294*z^3 + 139/42*z + 1
*
[ 21/17 ] 
f(z) = -289/297*z^3 + 129/77*z + 1
*
14/9 | 0.078675837815728870168950818483843406245 | 0.011363382128264530161573901012929980960
f(z) = -297/280*z^3 + 127/105*z + 1
*
[ 12/13 ] 
f(z) = -299/288*z^3 + 125/156*z + 1
*
-16/17 | 0.16832287724167058010092370960376499732 | 0.029705295154492034890762119301212784665
f(z) = -289/288*z^3 + 137/144*z + 1
*
[ 17/18 ] 
f(z) = -288/289*z^3 + 127/153*z + 1
*
[ 17/6 ] 
f(z) = -288/289*z^3 + 147/17*z + 1
*
[ -17/6 ] 
f(z) = -288/289*z^3 + 159/17*z + 1
*
-36/17 | 0.20758423142091548293036235619008513888 | 0.029476824194967074647286472882265305289
f(z) = -289/288*z^3 + 143/36*z + 1
*
[ 2 ] 
f(z) = -283/280*z^3 + 159/35*z + 1
*
[ 2 ] 
f(z) = -281/280*z^3 + 158/35*z + 1
*
[ 2 ] 
f(z) = -281/296*z^3 + 159/37*z + 1
*
[ -17/21 ] 
f(z) = -294/289*z^3 + 148/51*z + 1
*
[ -7/17 ] 
f(z) = -289/294*z^3 + 151/42*z + 1
*
[ -15/17 ] 
f(z) = -289/297*z^3 + 159/55*z + 1
*
[ 10/9 ] 
f(z) = -297/280*z^3 + 148/105*z + 1
*
-6/5 | 0.22185603050667892889475335294773355078 | 0.029419380104903186341331815003055922880
f(z) = -295/288*z^3 + 157/120*z + 1
*
-6/7 | 0.16808715589981711499439015653315521043 | 0.022090946750356690473688004202884801881
f(z) = -287/288*z^3 + 151/168*z + 1
*
[ 5/6 ] 
f(z) = -288/295*z^3 + 141/295*z + 1
*
[ 2 ] 
f(z) = -299/280*z^3 + 167/35*z + 1
*
[ 2 ] 
f(z) = -299/296*z^3 + 168/37*z + 1
*
[ 2 ] 
f(z) = -297/280*z^3 + 166/35*z + 1
*
[ 2 ] 
f(z) = -297/296*z^3 + 167/37*z + 1
*
[ 2 ] 
f(z) = -295/296*z^3 + 166/37*z + 1
*
[ 2 ] 
f(z) = -293/280*z^3 + 164/35*z + 1
*
[ 2 ] 
f(z) = -293/296*z^3 + 165/37*z + 1
*
[ 2 ] 
f(z) = -291/280*z^3 + 163/35*z + 1
*
[ 2 ] 
f(z) = -291/296*z^3 + 164/37*z + 1
*
[ 2 ] 
f(z) = -289/280*z^3 + 162/35*z + 1
*
4/17 | 0.17144421102445687441548907522545611715 | 0.023703931528581521768957136615291575911
f(z) = -289/288*z^3 + 173/36*z + 1
*
[ 2 ] 
f(z) = -289/296*z^3 + 163/37*z + 1
*
[ 17/8 ] 
f(z) = -288/289*z^3 + 171/34*z + 1
*
[ 2 ] 
f(z) = -287/296*z^3 + 162/37*z + 1
*
[ 2 ] 
f(z) = -285/296*z^3 + 161/37*z + 1
*
[ 2 ] 
f(z) = -283/296*z^3 + 160/37*z + 1
*
[ -3/2 ] 
f(z) = -299/297*z^3 + 173/44*z + 1
*
[ -3/2 ] 
f(z) = -293/297*z^3 + 171/44*z + 1
*
[ -3/5 ] 
f(z) = -290/297*z^3 + 166/55*z + 1
*
[ -3/2 ] 
f(z) = -287/297*z^3 + 169/44*z + 1
*
[ -3/2 ] 
f(z) = -281/297*z^3 + 167/44*z + 1
*
[ 3/2 ] 
f(z) = -290/297*z^3 + 167/66*z + 1
*
2/9 | 0.13230416346037193986189009749460979339 | 0.018444253020135844347622593386470607589
f(z) = -297/280*z^3 + 163/105*z + 1
*
[ 6/5 ] 
f(z) = -290/297*z^3 + 173/110*z + 1
*
[ 17/16 ] 
f(z) = -288/289*z^3 + 161/136*z + 1
*
[ 17/18 ] 
f(z) = -297/289*z^3 + 175/204*z + 1
*
[ -2 ] 
f(z) = -293/280*z^3 + 199/35*z + 1
*
[ -2 ] 
f(z) = -291/280*z^3 + 198/35*z + 1
*
[ -2 ] 
f(z) = -289/280*z^3 + 197/35*z + 1
*
[ 36/17 ] 
f(z) = -289/288*z^3 + 181/36*z + 1
*
[ -4/17 ] 
f(z) = -289/288*z^3 + 191/36*z + 1
*
[ -2 ] 
f(z) = -287/296*z^3 + 199/37*z + 1
*
[ -2 ] 
f(z) = -285/296*z^3 + 198/37*z + 1
*
[ -2 ] 
f(z) = -283/280*z^3 + 194/35*z + 1
*
[ -2 ] 
f(z) = -283/296*z^3 + 197/37*z + 1
*
[ -2 ] 
f(z) = -281/280*z^3 + 193/35*z + 1
*
[ -2 ] 
f(z) = -281/296*z^3 + 196/37*z + 1
*
[ -3/4 ] 
f(z) = -296/297*z^3 + 191/66*z + 1
*
[ 6/5 ] 
f(z) = -295/288*z^3 + 197/120*z + 1
*
[ 15/17 ] 
f(z) = -289/285*z^3 + 187/285*z + 1
*
[ -2 ] 
f(z) = -299/280*z^3 + 202/35*z + 1
*
[ -2 ] 
f(z) = -299/296*z^3 + 205/37*z + 1
*
[ -2 ] 
f(z) = -297/280*z^3 + 201/35*z + 1
*
[ -2 ] 
f(z) = -297/296*z^3 + 204/37*z + 1
*
[ -2 ] 
f(z) = -295/296*z^3 + 203/37*z + 1
*
[ -2 ] 
f(z) = -293/296*z^3 + 202/37*z + 1
*
[ -2 ] 
f(z) = -291/296*z^3 + 201/37*z + 1
*
[ -36/17 ] 
f(z) = -289/288*z^3 + 215/36*z + 1
*
[ -2 ] 
f(z) = -289/296*z^3 + 200/37*z + 1
*
[ -17/8 ] 
f(z) = -288/289*z^3 + 203/34*z + 1
*
[ 17/9 ] 
f(z) = -297/289*z^3 + 211/51*z + 1
*
-6/17 | 0.13323570987177474635833762511497311881 | 0.015441252873954517891206140516576049181
f(z) = -289/297*z^3 + 207/44*z + 1
*
-10/17 | 0.17123110034429733206484455181291368139 | 0.025521438834850227573427756431615678724
f(z) = -289/288*z^3 + 205/72*z + 1
*
-12/7 | 0.24971362739364654375642405260975926197 | 0.029275053300983705024642085215631856109
f(z) = -287/288*z^3 + 211/84*z + 1
*
-6/17 | 0.18063794105212210139524172611212604397 | 0.024386417339276608714725882988442138196
f(z) = -289/280*z^3 + 206/105*z + 1
*
30/17 | 0.19763856099868828793180347879271426737 | 0.025219407046739312561612162005954068333
f(z) = -289/288*z^3 + 211/120*z + 1
*
-56/17 | 0.22942363360147954735252189737016527922 | 0.028358580633673543474294437742628407154
f(z) = -289/294*z^3 + 233/21*z + 1
*
[ -3/17 ] 
f(z) = -289/297*z^3 + 221/33*z + 1
*
-75/34 | 0.24141356693490573052533683267118141038 | 0.027739093110361389710957519605644735757
f(z) = -289/297*z^3 + 223/44*z + 1
*
[ -18/17 ] 
f(z) = -289/288*z^3 + 221/72*z + 1
*
-14/17 | 0.17123135199765520511852731041127891620 | 0.025107176118313738663538256807272177935
f(z) = -289/288*z^3 + 229/72*z + 1
*
-14/9 | 0.086764929172192354845406626516772764485 | 0.011528417032225000567732146140273291961
f(z) = -297/280*z^3 + 232/105*z + 1
*
[ 20/17 ] 
f(z) = -289/280*z^3 + 221/140*z + 1
*
[ 18/17 ] 
f(z) = -289/297*z^3 + 227/198*z + 1
*
[ -3/2 ] 
f(z) = -298/297*z^3 + 259/66*z + 1
*
-2 | 0.10572379969203266987118021536098006039 | 0.015227125960584874574357475508168240019
f(z) = -295/288*z^3 + 259/72*z + 1
*
-2 | 0.10558882379193011171947799173429597644 | 0.015224684047353057626706262259199029041
f(z) = -293/288*z^3 + 257/72*z + 1
*
[ -8/17 ] 
f(z) = -289/288*z^3 + 241/72*z + 1
*
-2 | 0.10531521283560912949347757251210500688 | 0.015219656724335965713227627864195021736
f(z) = -289/288*z^3 + 253/72*z + 1
*
-12/17 | 0.18245583744745132360650133365706973745 | 0.023751018815854918725705744852657928763
f(z) = -289/297*z^3 + 241/66*z + 1
*
-2 | 0.10517652307044295671861534804237909915 | 0.015217067190320052480091763556231226484
f(z) = -287/288*z^3 + 251/72*z + 1
*
-2 | 0.10489522986503371050719809399068298464 | 0.015211725142064980207193039587272459691
f(z) = -283/288*z^3 + 247/72*z + 1
*
-2 | 0.10475256476798154176017100644001424467 | 0.015208967725187820432351426654120134882
f(z) = -281/288*z^3 + 245/72*z + 1
*
[ -3/4 ] 
f(z) = -298/297*z^3 + 255/88*z + 1
*
[ 28/17 ] 
f(z) = -289/294*z^3 + 257/84*z + 1
*
28/17 | 0.10047847450503898765636149891799216120 | 0.016199580675773939605809881124703788243
f(z) = -289/280*z^3 + 247/140*z + 1
*
4/17 | 0.16563564997919221344180516470424854682 | 0.026601569825516943196380428119240301698
f(z) = -289/280*z^3 + 253/140*z + 1
*
-15/68 | 0.16744692805879679942523890814934923562 | 0.019052095287159859644149259241280840997
f(z) = -289/297*z^3 + 243/176*z + 1
*
[ -17/9 ] 
f(z) = -297/289*z^3 + 265/51*z + 1
*
[ 42/17 ] 
f(z) = -289/294*z^3 + 277/42*z + 1
*
-2 | 0.10599022150615595780241846555554026649 | 0.015231875773950589566543462493487547939
f(z) = -299/288*z^3 + 263/72*z + 1
*
-10/17 | 0.15368223032217492860729464454447302693 | 0.021922310052834594756525895675862579956
f(z) = -289/288*z^3 + 277/72*z + 1
*
20/17 | 0.16560764326777765602954876828672560680 | 0.026215501966444576534141496377574365740
f(z) = -289/280*z^3 + 277/140*z + 1
*
[ 20/17 ] 
f(z) = -289/288*z^3 + 277/180*z + 1
*
-6/17 | 0.17399332487376346281011814575784826993 | 0.019444231689147325043457413265989837632
f(z) = -289/297*z^3 + 285/22*z + 1
*
[ 12/7 ] 
f(z) = -287/288*z^3 + 281/84*z + 1
*
30/17 | 0.23109249529498830561134386478257986207 | 0.028423425124975201334667810806636041082
f(z) = -289/288*z^3 + 283/120*z + 1
*
[ 4/3 ] 
f(z) = -297/280*z^3 + 299/140*z + 1
*
[ 2/3 ] 
f(z) = -279/8*z^3 + 15*z + 1
*
[ -2/3 ] 
f(z) = -279/8*z^3 + 18*z + 1
*
[ -1/5 ] 
f(z) = -275*z^3 + 17*z + 1
*
[ 2/5 ] 
f(z) = -275/4*z^3 + 19/2*z + 1
*
[ -2/5 ] 
f(z) = -275/8*z^3 + 9*z + 1
*
[ 1/4 ] 
f(z) = -272*z^3 + 14*z + 1
*
[ 2/3 ] 
f(z) = -261/8*z^3 + 14*z + 1
*
[ -2/3 ] 
f(z) = -261/8*z^3 + 17*z + 1
*
[ 1/4 ] 
f(z) = -280*z^3 + 29/2*z + 1
*
[ 1/3 ] 
f(z) = -279*z^3 + 29*z + 1
*
[ -1/3 ] 
f(z) = -279*z^3 + 35*z + 1
*
[ 1/3 ] 
f(z) = -279/2*z^3 + 27/2*z + 1
*
[ -1/3 ] 
f(z) = -279/2*z^3 + 39/2*z + 1
*
[ 2/3 ] 
f(z) = -279/16*z^3 + 29/4*z + 1
*
[ -1/5 ] 
f(z) = -275/2*z^3 + 23/2*z + 1
*
[ -1/5 ] 
f(z) = -275/3*z^3 + 29/3*z + 1
*
[ -2/5 ] 
f(z) = -275/4*z^3 + 29/2*z + 1
*
[ -1/5 ] 
f(z) = -275/4*z^3 + 35/4*z + 1
*
-1/5 | 0.069152634710568205260219414449898744708 | 0.012311812874001032880329038273942973854
f(z) = -275/6*z^3 + 29/6*z + 1
*
[ 2/5 ] 
f(z) = -275/6*z^3 + 35/6*z + 1
*
[ 3/5 ] 
f(z) = -275/9*z^3 + 31/3*z + 1
*
[ -2/5 ] 
f(z) = -275/16*z^3 + 25/4*z + 1
*
[ 3/5 ] 
f(z) = -275/18*z^3 + 29/6*z + 1
*
[ -1/4 ] 
f(z) = -272*z^3 + 22*z + 1
*
[ -1/4 ] 
f(z) = -272/3*z^3 + 32/3*z + 1
*
[ 1/3 ] 
f(z) = -270*z^3 + 28*z + 1
*
[ -1/6 ] 
f(z) = -270*z^3 + 29/2*z + 1
*
-1/9 | 0.16717151608450286258479860765691583674 | 0.024962021979020359503506324464603180345
f(z) = -270*z^3 + 31/3*z + 1
*
[ -1/3 ] 
f(z) = -270*z^3 + 34*z + 1
*
[ 1/4 ] 
f(z) = -264*z^3 + 27/2*z + 1
*
[ 1/3 ] 
f(z) = -261*z^3 + 27*z + 1
*
[ -1/3 ] 
f(z) = -261*z^3 + 33*z + 1
*
[ 1/3 ] 
f(z) = -261/2*z^3 + 25/2*z + 1
*
[ -1/3 ] 
f(z) = -261/2*z^3 + 37/2*z + 1
*
[ 2/3 ] 
f(z) = -261/16*z^3 + 27/4*z + 1
*
[ -2/3 ] 
f(z) = -261/16*z^3 + 39/4*z + 1
*
[ -1/4 ] 
f(z) = -280*z^3 + 45/2*z + 1
*
[ 1/2 ] 
f(z) = -280/11*z^3 + 59/11*z + 1
*
[ 1/2 ] 
f(z) = -280/13*z^3 + 57/13*z + 1
*
[ 1/2 ] 
f(z) = -280/17*z^3 + 53/17*z + 1
*
[ 1/2 ] 
f(z) = -280/19*z^3 + 51/19*z + 1
*
[ -1/6 ] 
f(z) = -279*z^3 + 59/4*z + 1
*
[ -1/3 ] 
f(z) = -279/4*z^3 + 47/4*z + 1
*
[ -1/3 ] 
f(z) = -279/5*z^3 + 51/5*z + 1
*
[ -1/3 ] 
f(z) = -279/7*z^3 + 59/7*z + 1
*
[ -2/3 ] 
f(z) = -279/16*z^3 + 41/4*z + 1
*
[ -1/6 ] 
f(z) = -276*z^3 + 44/3*z + 1
*
[ 1/4 ] 
f(z) = -276*z^3 + 57/4*z + 1
*
[ 1/2 ] 
f(z) = -276/11*z^3 + 58/11*z + 1
*
[ 1/2 ] 
f(z) = -276/13*z^3 + 56/13*z + 1
*
[ 1/2 ] 
f(z) = -276/17*z^3 + 52/17*z + 1
*
[ 1/2 ] 
f(z) = -276/19*z^3 + 50/19*z + 1
*
[ -1/10 ] 
f(z) = -275*z^3 + 55/4*z + 1
*
[ 2/5 ] 
f(z) = -275/2*z^3 + 41/2*z + 1
*
[ -2/5 ] 
f(z) = -275/2*z^3 + 51/2*z + 1
*
[ -1/5 ] 
f(z) = -275/6*z^3 + 47/6*z + 1
*
-1/5 | 0.087205147951099720565538777567209481400 | 0.015525850428073913435942620217548151383
f(z) = -275/6*z^3 + 53/6*z + 1
*
[ -1/5 ] 
f(z) = -275/7*z^3 + 53/7*z + 1
*
[ -1/5 ] 
f(z) = -275/8*z^3 + 59/8*z + 1
*
[ -3/5 ] 
f(z) = -275/9*z^3 + 41/3*z + 1
*
[ -2/5 ] 
f(z) = -275/12*z^3 + 43/6*z + 1
*
[ 4/5 ] 
f(z) = -275/16*z^3 + 43/4*z + 1
*
-4/5 | 0.15342524749922921238995967659171292848 | 0.027315559924271815893981803734992769035
f(z) = -275/16*z^3 + 45/4*z + 1
*
[ -4/5 ] 
f(z) = -275/16*z^3 + 53/4*z + 1
*
[ -3/5 ] 
f(z) = -275/18*z^3 + 49/6*z + 1
*
[ 2/3 ] 
f(z) = -273/8*z^3 + 44/3*z + 1
*
[ -2/7 ] 
f(z) = -273/8*z^3 + 51/7*z + 1
*
[ -2/3 ] 
f(z) = -273/8*z^3 + 53/3*z + 1
*
[ -1/8 ] 
f(z) = -272*z^3 + 53/4*z + 1
*
[ -1/4 ] 
f(z) = -272/5*z^3 + 42/5*z + 1
*
[ -1/4 ] 
f(z) = -272/7*z^3 + 52/7*z + 1
*
[ 3/4 ] 
f(z) = -272/9*z^3 + 50/3*z + 1
*
[ -3/4 ] 
f(z) = -272/9*z^3 + 58/3*z + 1
*
[ 1/2 ] 
f(z) = -272/9*z^3 + 59/9*z + 1
*
[ 1/2 ] 
f(z) = -272/11*z^3 + 57/11*z + 1
*
[ 1/2 ] 
f(z) = -272/13*z^3 + 55/13*z + 1
*
[ 1/2 ] 
f(z) = -272/15*z^3 + 53/15*z + 1
*
[ -1/9 ] 
f(z) = -270*z^3 + 40/3*z + 1
*
[ -1/3 ] 
f(z) = -270/7*z^3 + 58/7*z + 1
*
[ 1/4 ] 
f(z) = -268*z^3 + 55/4*z + 1
*
[ 1/2 ] 
f(z) = -268/9*z^3 + 58/9*z + 1
*
[ 1/2 ] 
f(z) = -268/11*z^3 + 56/11*z + 1
*
[ 1/2 ] 
f(z) = -268/13*z^3 + 54/13*z + 1
*
[ 1/2 ] 
f(z) = -268/15*z^3 + 52/15*z + 1
*
[ 1/2 ] 
f(z) = -268/17*z^3 + 50/17*z + 1
*
[ 2/3 ] 
f(z) = -267/8*z^3 + 43/3*z + 1
*
[ -2/3 ] 
f(z) = -267/8*z^3 + 52/3*z + 1
*
[ -2/5 ] 
f(z) = -265/8*z^3 + 44/5*z + 1
*
[ -1/4 ] 
f(z) = -264*z^3 + 43/2*z + 1
*
[ -1/6 ] 
f(z) = -264*z^3 + 43/3*z + 1
*
[ 1/2 ] 
f(z) = -264/7*z^3 + 59/7*z + 1
*
[ 1/2 ] 
f(z) = -264/13*z^3 + 53/13*z + 1
*
[ 1/2 ] 
f(z) = -264/17*z^3 + 49/17*z + 1
*
[ -1/6 ] 
f(z) = -261*z^3 + 57/4*z + 1
*
[ -1/3 ] 
f(z) = -261/4*z^3 + 45/4*z + 1
*
[ 2/3 ] 
f(z) = -261/4*z^3 + 57/2*z + 1
*
[ -1/3 ] 
f(z) = -261/5*z^3 + 49/5*z + 1
*
[ -1/3 ] 
f(z) = -261/7*z^3 + 57/7*z + 1
*
[ 1/2 ] 
f(z) = -280*z^3 + 69*z + 1
*
[ -1/10 ] 
f(z) = -280*z^3 + 69/5*z + 1
*
[ -1/2 ] 
f(z) = -280*z^3 + 73*z + 1
*
[ -1/4 ] 
f(z) = -280/3*z^3 + 65/6*z + 1
*
[ 1/2 ] 
f(z) = -280/3*z^3 + 67/3*z + 1
*
[ -1/2 ] 
f(z) = -280/3*z^3 + 79/3*z + 1
*
[ 1/2 ] 
f(z) = -280/9*z^3 + 61/9*z + 1
*
[ 2/3 ] 
f(z) = -279/4*z^3 + 61/2*z + 1
*
[ -2/3 ] 
f(z) = -279/4*z^3 + 67/2*z + 1
*
[ -1/3 ] 
f(z) = -279/8*z^3 + 63/8*z + 1
*
[ -2/9 ] 
f(z) = -279/8*z^3 + 65/9*z + 1
*
[ -1/3 ] 
f(z) = -279/10*z^3 + 71/10*z + 1
*
[ -1/3 ] 
f(z) = -279/11*z^3 + 75/11*z + 1
*
[ 1/2 ] 
f(z) = -276*z^3 + 68*z + 1
*
[ -1/2 ] 
f(z) = -276*z^3 + 72*z + 1
*
[ 1/2 ] 
f(z) = -276/5*z^3 + 64/5*z + 1
*
[ 1/2 ] 
f(z) = -276/7*z^3 + 62/7*z + 1
*
-1/10 | 0.14235035848859866941455945732620728937 | 0.020326863903577747361103900753422003111
f(z) = -275/2*z^3 + 67/8*z + 1
*
[ 2/5 ] 
f(z) = -275/3*z^3 + 79/6*z + 1
*
[ -2/5 ] 
f(z) = -275/6*z^3 + 65/6*z + 1
*
[ 2/5 ] 
f(z) = -275/7*z^3 + 67/14*z + 1
*
[ -1/5 ] 
f(z) = -275/9*z^3 + 65/9*z + 1
*
-1/5 | 0.16257630741638739566077895157582187183 | 0.028944798459728583081730560321526021685
f(z) = -275/12*z^3 + 71/12*z + 1
*
-2/5 | 0.16213269812985312302819573947765696737 | 0.028865819046321729905344580149223978325
f(z) = -275/14*z^3 + 79/14*z + 1
*
[ 1/3 ] 
f(z) = -273/2*z^3 + 79/6*z + 1
*
[ 1/2 ] 
f(z) = -272*z^3 + 67*z + 1
*
[ -1/2 ] 
f(z) = -272*z^3 + 71*z + 1
*
[ 1/2 ] 
f(z) = -272/3*z^3 + 65/3*z + 1
*
[ -1/2 ] 
f(z) = -272/3*z^3 + 77/3*z + 1
*
[ 1/2 ] 
f(z) = -272/5*z^3 + 63/5*z + 1
*
[ 1/2 ] 
f(z) = -272/7*z^3 + 61/7*z + 1
*
[ -1/4 ] 
f(z) = -272/9*z^3 + 62/9*z + 1
*
[ -1/4 ] 
f(z) = -272/11*z^3 + 72/11*z + 1
*
4/15 | 0.12900106825079393300113422870530209115 | 0.017897277493153668655782313369944577347
f(z) = -270*z^3 + 76/5*z + 1
*
-1/9 | 0.16114144001170419294874340302101659241 | 0.021804801624522030201435906453462525962
f(z) = -270*z^3 + 77/6*z + 1
*
[ -1/3 ] 
f(z) = -270/11*z^3 + 74/11*z + 1
*
[ 1/2 ] 
f(z) = -268*z^3 + 66*z + 1
*
[ -1/2 ] 
f(z) = -268*z^3 + 70*z + 1
*
[ 1/2 ] 
f(z) = -268/3*z^3 + 64/3*z + 1
*
[ -1/2 ] 
f(z) = -268/3*z^3 + 76/3*z + 1
*
[ 1/2 ] 
f(z) = -268/5*z^3 + 62/5*z + 1
*
[ 1/2 ] 
f(z) = -268/7*z^3 + 60/7*z + 1
*
[ 1/3 ] 
f(z) = -267/2*z^3 + 77/6*z + 1
*
[ 1/2 ] 
f(z) = -264*z^3 + 65*z + 1
*
-1/12 | 0.20496805411067586418033277677567356991 | 0.027819783057002941891137400212738823616
f(z) = -264*z^3 + 65/6*z + 1
*
[ -1/2 ] 
f(z) = -264*z^3 + 69*z + 1
*
[ 1/2 ] 
f(z) = -264/5*z^3 + 61/5*z + 1
*
[ -2/3 ] 
f(z) = -261/4*z^3 + 63/2*z + 1
*
[ -1/3 ] 
f(z) = -261/8*z^3 + 61/8*z + 1
*
[ -2/9 ] 
f(z) = -261/8*z^3 + 64/9*z + 1
*
[ -1/3 ] 
f(z) = -261/10*z^3 + 69/10*z + 1
*
[ -1/3 ] 
f(z) = -261/11*z^3 + 73/11*z + 1
*
[ -1/5 ] 
f(z) = -280*z^3 + 86/5*z + 1
*
[ -1/7 ] 
f(z) = -280*z^3 + 96/7*z + 1
*
[ -1/2 ] 
f(z) = -280/9*z^3 + 97/9*z + 1
*
[ -1/6 ] 
f(z) = -279/2*z^3 + 87/8*z + 1
*
[ -1/3 ] 
f(z) = -279/13*z^3 + 83/13*z + 1
*
[ -1/3 ] 
f(z) = -279/14*z^3 + 87/14*z + 1
*
[ -1/3 ] 
f(z) = -279/16*z^3 + 95/16*z + 1
*
[ -1/3 ] 
f(z) = -279/17*z^3 + 99/17*z + 1
*
[ 1/3 ] 
f(z) = -276*z^3 + 86/3*z + 1
*
[ -1/4 ] 
f(z) = -276*z^3 + 89/4*z + 1
*
[ -1/2 ] 
f(z) = -276/5*z^3 + 84/5*z + 1
*
[ -1/2 ] 
f(z) = -276/7*z^3 + 90/7*z + 1
*
[ 2/5 ] 
f(z) = -275*z^3 + 85/2*z + 1
*
[ -2/5 ] 
f(z) = -275*z^3 + 95/2*z + 1
*
[ -1/10 ] 
f(z) = -275/2*z^3 + 99/8*z + 1
*
[ 3/5 ] 
f(z) = -275/3*z^3 + 97/3*z + 1
*
[ 3/5 ] 
f(z) = -275/6*z^3 + 95/6*z + 1
*
[ -2/15 ] 
f(z) = -275/8*z^3 + 82/9*z + 1
*
[ -2/11 ] 
f(z) = -275/8*z^3 + 84/11*z + 1
*
-14/55 | 0.23233843696260160092192568675811890270 | 0.028989158902334112769731713696573972017
f(z) = -275/8*z^3 + 85/11*z + 1
*
[ 4/5 ] 
f(z) = -275/8*z^3 + 87/4*z + 1
*
[ -4/5 ] 
f(z) = -275/8*z^3 + 97/4*z + 1
*
[ -3/10 ] 
f(z) = -275/9*z^3 + 85/12*z + 1
*
[ -1/5 ] 
f(z) = -275/12*z^3 + 83/12*z + 1
*
[ 3/5 ] 
f(z) = -275/12*z^3 + 91/12*z + 1
*
[ -1/5 ] 
f(z) = -275/13*z^3 + 89/13*z + 1
*
[ -2/5 ] 
f(z) = -275/14*z^3 + 93/14*z + 1
*
[ -1/5 ] 
f(z) = -275/14*z^3 + 95/14*z + 1
*
[ 1/3 ] 
f(z) = -273*z^3 + 85/3*z + 1
*
[ -1/7 ] 
f(z) = -273*z^3 + 95/7*z + 1
*
[ 2/3 ] 
f(z) = -273/16*z^3 + 85/12*z + 1
*
-2/3 | 0.17871693694760417806822871208416410443 | 0.026642023968928935983375962189650785820
f(z) = -273/16*z^3 + 97/12*z + 1
*
[ -1/2 ] 
f(z) = -272/5*z^3 + 83/5*z + 1
*
[ -1/2 ] 
f(z) = -272/7*z^3 + 89/7*z + 1
*
[ -1/2 ] 
f(z) = -272/9*z^3 + 95/9*z + 1
*
[ -3/8 ] 
f(z) = -272/9*z^3 + 95/12*z + 1
*
[ -1/4 ] 
f(z) = -272/13*z^3 + 82/13*z + 1
*
[ -1/4 ] 
f(z) = -272/15*z^3 + 92/15*z + 1
*
[ -1/5 ] 
f(z) = -270*z^3 + 84/5*z + 1
*
[ -1/15 ] 
f(z) = -270*z^3 + 86/5*z + 1
*
[ -1/3 ] 
f(z) = -270/13*z^3 + 82/13*z + 1
*
[ -1/3 ] 
f(z) = -270/17*z^3 + 98/17*z + 1
*
[ -1/4 ] 
f(z) = -268*z^3 + 87/4*z + 1
*
[ -1/2 ] 
f(z) = -268/5*z^3 + 82/5*z + 1
*
[ -1/2 ] 
f(z) = -268/7*z^3 + 88/7*z + 1
*
[ -1/2 ] 
f(z) = -268/9*z^3 + 94/9*z + 1
*
[ 1/3 ] 
f(z) = -267*z^3 + 83/3*z + 1
*
[ 2/3 ] 
f(z) = -267/16*z^3 + 83/12*z + 1
*
-2/3 | 0.17560233963114549576176862014557206973 | 0.026264731052796461817347502755586073557
f(z) = -267/16*z^3 + 95/12*z + 1
*
[ -1/7 ] 
f(z) = -266*z^3 + 94/7*z + 1
*
[ -1/5 ] 
f(z) = -265*z^3 + 83/5*z + 1
*
[ 2/5 ] 
f(z) = -265/4*z^3 + 91/10*z + 1
*
[ 1/3 ] 
f(z) = -264*z^3 + 82/3*z + 1
*
-1/6 | 0.10254439860392199010726812041878188947 | 0.013918085602410749124888920570348184150
f(z) = -264*z^3 + 83/6*z + 1
*
[ -1/12 ] 
f(z) = -264*z^3 + 89/6*z + 1
*
-1/12 | 0.19965080074781557205258173543177549290 | 0.027098086031309278288422021149453024217
f(z) = -264*z^3 + 95/6*z + 1
*
[ -1/2 ] 
f(z) = -264/5*z^3 + 81/5*z + 1
*
[ -1/4 ] 
f(z) = -264/5*z^3 + 83/10*z + 1
*
[ -1/2 ] 
f(z) = -264/7*z^3 + 87/7*z + 1
*
[ -1/6 ] 
f(z) = -261/2*z^3 + 85/8*z + 1
*
[ -1/3 ] 
f(z) = -261/13*z^3 + 81/13*z + 1
*
[ -1/3 ] 
f(z) = -261/14*z^3 + 85/14*z + 1
*
[ -1/3 ] 
f(z) = -261/16*z^3 + 93/16*z + 1
*
[ -1/3 ] 
f(z) = -261/17*z^3 + 97/17*z + 1
*
[ 3/7 ] 
f(z) = -280/9*z^3 + 92/21*z + 1
*
[ 1/2 ] 
f(z) = -274/19*z^3 + 99/38*z + 1
*
[ 3/7 ] 
f(z) = -266/9*z^3 + 86/21*z + 1
*
[ 1/2 ] 
f(z) = -266/17*z^3 + 99/34*z + 1
*
[ 1/2 ] 
f(z) = -262/17*z^3 + 97/34*z + 1
*
[ -1/8 ] 
f(z) = -280*z^3 + 107/8*z + 1
*
[ -1/14 ] 
f(z) = -280*z^3 + 115/7*z + 1
*
[ 3/4 ] 
f(z) = -280/9*z^3 + 103/6*z + 1
*
[ -3/10 ] 
f(z) = -280/9*z^3 + 107/15*z + 1
*
[ -3/4 ] 
f(z) = -280/9*z^3 + 119/6*z + 1
*
[ -1/2 ] 
f(z) = -280/11*z^3 + 103/11*z + 1
*
[ -1/2 ] 
f(z) = -280/13*z^3 + 109/13*z + 1
*
2/3 | 0.16762321204769346199698630907476336091 | 0.029766810154221764521430160157419592941
f(z) = -279/10*z^3 + 109/10*z + 1
*
[ 2/3 ] 
f(z) = -279/10*z^3 + 119/10*z + 1
*
[ 2/3 ] 
f(z) = -279/14*z^3 + 117/14*z + 1
*
[ -1/3 ] 
f(z) = -279/19*z^3 + 107/19*z + 1
*
[ 1/4 ] 
f(z) = -278*z^3 + 115/8*z + 1
*
[ -1/3 ] 
f(z) = -276*z^3 + 104/3*z + 1
*
[ -1/2 ] 
f(z) = -276/11*z^3 + 102/11*z + 1
*
[ -1/2 ] 
f(z) = -276/13*z^3 + 108/13*z + 1
*
-1/10 | 0.18164484935804958491446234523451481274 | 0.025937905396864050023310451496397482827
f(z) = -275/2*z^3 + 115/8*z + 1
*
[ -3/5 ] 
f(z) = -275/3*z^3 + 107/3*z + 1
*
[ -2/5 ] 
f(z) = -275/3*z^3 + 109/6*z + 1
*
[ -3/5 ] 
f(z) = -275/6*z^3 + 115/6*z + 1
*
-1/5 | 0.067481715894090299860888613367007829065 | 0.012014325440843560766901839245467657843
f(z) = -275/12*z^3 + 107/12*z + 1
*
-3/5 | 0.15569914191414398393834958247404470938 | 0.027720400067367452666491296329593958884
f(z) = -275/12*z^3 + 119/12*z + 1
*
[ -1/5 ] 
f(z) = -275/16*z^3 + 107/16*z + 1
*
[ -1/5 ] 
f(z) = -275/17*z^3 + 113/17*z + 1
*
[ -2/5 ] 
f(z) = -275/18*z^3 + 107/18*z + 1
*
[ -1/5 ] 
f(z) = -275/18*z^3 + 119/18*z + 1
*
[ 1/4 ] 
f(z) = -274*z^3 + 113/8*z + 1
*
[ 1/2 ] 
f(z) = -274/9*z^3 + 119/18*z + 1
*
[ -1/3 ] 
f(z) = -273*z^3 + 103/3*z + 1
*
[ -1/3 ] 
f(z) = -273/2*z^3 + 115/6*z + 1
*
[ -2/13 ] 
f(z) = -273/8*z^3 + 108/13*z + 1
*
[ -1/2 ] 
f(z) = -272/11*z^3 + 101/11*z + 1
*
[ -1/2 ] 
f(z) = -272/13*z^3 + 107/13*z + 1
*
[ -1/2 ] 
f(z) = -272/15*z^3 + 113/15*z + 1
*
[ -1/4 ] 
f(z) = -272/19*z^3 + 112/19*z + 1
*
[ 1/4 ] 
f(z) = -270*z^3 + 111/8*z + 1
*
[ -2/9 ] 
f(z) = -270*z^3 + 113/6*z + 1
*
[ -1/18 ] 
f(z) = -270*z^3 + 119/6*z + 1
*
[ -1/12 ] 
f(z) = -270*z^3 + 119/8*z + 1
*
[ -1/6 ] 
f(z) = -270/7*z^3 + 113/14*z + 1
*
[ -1/3 ] 
f(z) = -270/19*z^3 + 106/19*z + 1
*
[ -1/2 ] 
f(z) = -268/11*z^3 + 100/11*z + 1
*
[ -1/2 ] 
f(z) = -268/13*z^3 + 106/13*z + 1
*
[ -1/2 ] 
f(z) = -268/15*z^3 + 112/15*z + 1
*
[ -1/2 ] 
f(z) = -268/17*z^3 + 118/17*z + 1
*
[ -1/3 ] 
f(z) = -267*z^3 + 101/3*z + 1
*
[ -1/3 ] 
f(z) = -267/2*z^3 + 113/6*z + 1
*
[ -2/3 ] 
f(z) = -267/16*z^3 + 119/12*z + 1
*
[ 1/4 ] 
f(z) = -266*z^3 + 109/8*z + 1
*
[ 1/2 ] 
f(z) = -266/9*z^3 + 115/18*z + 1
*
[ -1/5 ] 
f(z) = -265/2*z^3 + 113/10*z + 1
*
[ -1/3 ] 
f(z) = -264*z^3 + 100/3*z + 1
*
[ -1/8 ] 
f(z) = -264*z^3 + 105/8*z + 1
*
[ -1/4 ] 
f(z) = -264/7*z^3 + 103/14*z + 1
*
[ -1/2 ] 
f(z) = -264/13*z^3 + 105/13*z + 1
*
[ -1/2 ] 
f(z) = -264/17*z^3 + 117/17*z + 1
*
[ 1/4 ] 
f(z) = -262*z^3 + 107/8*z + 1
*
[ 1/2 ] 
f(z) = -262/7*z^3 + 117/14*z + 1
*
[ 1/2 ] 
f(z) = -262/9*z^3 + 113/18*z + 1
*
[ -1/9 ] 
f(z) = -261*z^3 + 119/9*z + 1
*
[ 2/3 ] 
f(z) = -261/2*z^3 + 115/2*z + 1
*
[ 2/3 ] 
f(z) = -261/10*z^3 + 111/10*z + 1
*
[ 2/3 ] 
f(z) = -261/14*z^3 + 109/14*z + 1
*
-4/3 | 0.15842643639503833777128950356398117058 | 0.025839273213407845718655894934142186816
f(z) = -261/16*z^3 + 115/4*z + 1
*
[ 4/3 ] 
f(z) = -261/16*z^3 + 117/4*z + 1
*
[ -1/3 ] 
f(z) = -261/19*z^3 + 105/19*z + 1
*
[ 1/2 ] 
f(z) = -278/11*z^3 + 117/22*z + 1
*
[ 1/2 ] 
f(z) = -278/13*z^3 + 113/26*z + 1
*
[ 1/2 ] 
f(z) = -278/15*z^3 + 109/30*z + 1
*
[ 1/2 ] 
f(z) = -278/17*z^3 + 105/34*z + 1
*
[ 1/2 ] 
f(z) = -278/19*z^3 + 101/38*z + 1
*
[ 1/2 ] 
f(z) = -274/11*z^3 + 115/22*z + 1
*
[ 1/2 ] 
f(z) = -274/13*z^3 + 111/26*z + 1
*
[ 1/2 ] 
f(z) = -274/15*z^3 + 107/30*z + 1
*
[ 1/2 ] 
f(z) = -274/17*z^3 + 103/34*z + 1
*
[ 1/2 ] 
f(z) = -270/11*z^3 + 113/22*z + 1
*
[ 1/2 ] 
f(z) = -270/13*z^3 + 109/26*z + 1
*
[ 1/2 ] 
f(z) = -270/17*z^3 + 101/34*z + 1
*
[ 1/2 ] 
f(z) = -266/11*z^3 + 111/22*z + 1
*
[ 1/2 ] 
f(z) = -266/13*z^3 + 107/26*z + 1
*
[ 1/2 ] 
f(z) = -266/15*z^3 + 103/30*z + 1
*
[ 1/2 ] 
f(z) = -262/11*z^3 + 109/22*z + 1
*
[ 1/2 ] 
f(z) = -262/13*z^3 + 105/26*z + 1
*
[ 1/2 ] 
f(z) = -262/15*z^3 + 101/30*z + 1
*
[ -1/6 ] 
f(z) = -280*z^3 + 133/9*z + 1
*
[ -1/4 ] 
f(z) = -280/9*z^3 + 125/18*z + 1
*
[ -1/2 ] 
f(z) = -280/17*z^3 + 121/17*z + 1
*
[ -1/2 ] 
f(z) = -280/19*z^3 + 127/19*z + 1
*
[ -1/9 ] 
f(z) = -279*z^3 + 121/9*z + 1
*
[ 2/3 ] 
f(z) = -279/2*z^3 + 123/2*z + 1
*
[ -2/3 ] 
f(z) = -279/2*z^3 + 129/2*z + 1
*
-2 | 0.11790218893302950511979315585950707181 | 0.016809753319163642756665761416707567585
f(z) = -279/8*z^3 + 139*z + 1
*
[ 4/3 ] 
f(z) = -279/16*z^3 + 125/4*z + 1
*
[ -4/3 ] 
f(z) = -279/16*z^3 + 131/4*z + 1
*
[ 1/2 ] 
f(z) = -278*z^3 + 137/2*z + 1
*
[ 1/2 ] 
f(z) = -278/3*z^3 + 133/6*z + 1
*
[ 1/2 ] 
f(z) = -278/5*z^3 + 129/10*z + 1
*
[ 1/2 ] 
f(z) = -278/7*z^3 + 125/14*z + 1
*
[ 1/2 ] 
f(z) = -278/9*z^3 + 121/18*z + 1
*
[ 2/3 ] 
f(z) = -277/8*z^3 + 134/9*z + 1
*
-2 | 0.11776936418583823462398114770292472616 | 0.016808118574182886349191845139269406680
f(z) = -277/8*z^3 + 138*z + 1
*
[ 2 ] 
f(z) = -277/8*z^3 + 139*z + 1
*
[ -1/6 ] 
f(z) = -276/5*z^3 + 128/15*z + 1
*
[ -1/2 ] 
f(z) = -276/17*z^3 + 120/17*z + 1
*
[ -1/2 ] 
f(z) = -276/19*z^3 + 126/19*z + 1
*
[ -2/5 ] 
f(z) = -275/7*z^3 + 137/14*z + 1
*
[ 2/3 ] 
f(z) = -275/8*z^3 + 133/9*z + 1
*
-2 | 0.11763557970144307674207442541533068101 | 0.016806469426230455358359970886627597693
f(z) = -275/8*z^3 + 137*z + 1
*
[ 2 ] 
f(z) = -275/8*z^3 + 138*z + 1
*
[ -2 ] 
f(z) = -275/8*z^3 + 139*z + 1
*
[ -3/5 ] 
f(z) = -275/12*z^3 + 131/12*z + 1
*
[ 6/5 ] 
f(z) = -275/18*z^3 + 133/6*z + 1
*
[ -1/5 ] 
f(z) = -275/19*z^3 + 125/19*z + 1
*
[ 1/2 ] 
f(z) = -274*z^3 + 135/2*z + 1
*
[ 1/2 ] 
f(z) = -274/3*z^3 + 131/6*z + 1
*
[ 1/2 ] 
f(z) = -274/5*z^3 + 127/10*z + 1
*
[ 1/2 ] 
f(z) = -274/7*z^3 + 123/14*z + 1
*
[ 2/7 ] 
f(z) = -273/2*z^3 + 121/14*z + 1
*
[ -1/3 ] 
f(z) = -273/4*z^3 + 139/12*z + 1
*
-2 | 0.11750082150716048623851911425497648603 | 0.016804805644047158431970290835916900578
f(z) = -273/8*z^3 + 136*z + 1
*
[ 2 ] 
f(z) = -273/8*z^3 + 137*z + 1
*
[ -2 ] 
f(z) = -273/8*z^3 + 138*z + 1
*
[ -2/3 ] 
f(z) = -273/16*z^3 + 121/12*z + 1
*
[ -1/6 ] 
f(z) = -272*z^3 + 131/9*z + 1
*
[ -1/12 ] 
f(z) = -272*z^3 + 134/9*z + 1
*
[ -1/8 ] 
f(z) = -272/3*z^3 + 125/12*z + 1
*
[ 3/8 ] 
f(z) = -272/3*z^3 + 133/12*z + 1
*
[ -1/2 ] 
f(z) = -272/19*z^3 + 125/19*z + 1
*
[ 2/3 ] 
f(z) = -271/8*z^3 + 131/9*z + 1
*
-2 | 0.11736507532287661305017073020732662302 | 0.016803126990974113734824174786880988277
f(z) = -271/8*z^3 + 135*z + 1
*
[ 2 ] 
f(z) = -271/8*z^3 + 136*z + 1
*
[ -2 ] 
f(z) = -271/8*z^3 + 137*z + 1
*
[ 1/2 ] 
f(z) = -270*z^3 + 133/2*z + 1
*
[ -2/15 ] 
f(z) = -270*z^3 + 133/10*z + 1
*
[ -1/10 ] 
f(z) = -270*z^3 + 137/10*z + 1
*
[ 1/2 ] 
f(z) = -270/7*z^3 + 121/14*z + 1
*
[ 2/3 ] 
f(z) = -269/8*z^3 + 130/9*z + 1
*
-2 | 0.11722832655196021592817782927170410995 | 0.016801433224786851450859653009531697682
f(z) = -269/8*z^3 + 134*z + 1
*
[ 2 ] 
f(z) = -269/8*z^3 + 135*z + 1
*
[ -2 ] 
f(z) = -269/8*z^3 + 136*z + 1
*
[ -1/6 ] 
f(z) = -268*z^3 + 130/9*z + 1
*
[ -1/4 ] 
f(z) = -268/3*z^3 + 127/12*z + 1
*
[ -1/2 ] 
f(z) = -268/19*z^3 + 124/19*z + 1
*
[ -1/3 ] 
f(z) = -267/4*z^3 + 137/12*z + 1
*
-2 | 0.11709056027183727008693347811427105928 | 0.016799724097523080429435054687702413284
f(z) = -267/8*z^3 + 133*z + 1
*
[ 2 ] 
f(z) = -267/8*z^3 + 134*z + 1
*
[ -2 ] 
f(z) = -267/8*z^3 + 135*z + 1
*
[ 1/2 ] 
f(z) = -266*z^3 + 131/2*z + 1
*
[ -1/2 ] 
f(z) = -266*z^3 + 139/2*z + 1
*
[ 1/2 ] 
f(z) = -266/3*z^3 + 127/6*z + 1
*
[ 1/2 ] 
f(z) = -266/5*z^3 + 123/10*z + 1
*
[ 2/3 ] 
f(z) = -265/8*z^3 + 128/9*z + 1
*
-2 | 0.11695176122421203892542723366985013285 | 0.016797999355303829053784802183083235680
f(z) = -265/8*z^3 + 132*z + 1
*
[ 2 ] 
f(z) = -265/8*z^3 + 133*z + 1
*
[ -2 ] 
f(z) = -265/8*z^3 + 134*z + 1
*
[ -1/6 ] 
f(z) = -264/5*z^3 + 127/15*z + 1
*
[ -1/2 ] 
f(z) = -264/19*z^3 + 123/19*z + 1
*
[ 2/3 ] 
f(z) = -263/8*z^3 + 127/9*z + 1
*
-2 | 0.11681191380491857380168045793715989524 | 0.016796258738147654919003789102363586020
f(z) = -263/8*z^3 + 131*z + 1
*
[ 2 ] 
f(z) = -263/8*z^3 + 132*z + 1
*
[ -2 ] 
f(z) = -263/8*z^3 + 133*z + 1
*
[ 1/2 ] 
f(z) = -262*z^3 + 129/2*z + 1
*
[ -1/2 ] 
f(z) = -262*z^3 + 137/2*z + 1
*
[ 1/2 ] 
f(z) = -262/3*z^3 + 125/6*z + 1
*
[ 1/2 ] 
f(z) = -262/5*z^3 + 121/10*z + 1
*
[ -2/3 ] 
f(z) = -261/2*z^3 + 121/2*z + 1
*
-2 | 0.11667100205338575061705339950326176279 | 0.016794501979777601468072213218422271106
f(z) = -261/8*z^3 + 130*z + 1
*
[ 2 ] 
f(z) = -261/8*z^3 + 131*z + 1
*
[ -2 ] 
f(z) = -261/8*z^3 + 132*z + 1
*
[ -4/3 ] 
f(z) = -261/16*z^3 + 123/4*z + 1
*
-3/10 | 0.21393914948977174633010816655601397048 | 0.026953389209808117236620773939741934771
f(z) = -280/9*z^3 + 139/30*z + 1
*
[ -3/10 ] 
f(z) = -275/18*z^3 + 137/24*z + 1
*
[ 4/7 ] 
f(z) = -273/16*z^3 + 135/28*z + 1
*
[ -2/5 ] 
f(z) = -265/16*z^3 + 123/20*z + 1
*
[ 3/5 ] 
f(z) = -265/18*z^3 + 139/30*z + 1
*
-1/10 | 0.15122330682746587421802530274199226267 | 0.019052055952525837918250435035557884336
f(z) = -280*z^3 + 143/10*z + 1
*
[ -1/5 ] 
f(z) = -280/3*z^3 + 146/15*z + 1
*
[ 3/5 ] 
f(z) = -280/9*z^3 + 158/15*z + 1
*
[ -1/6 ] 
f(z) = -279/4*z^3 + 143/16*z + 1
*
[ 2 ] 
f(z) = -279/8*z^3 + 140*z + 1
*
[ -2 ] 
f(z) = -279/8*z^3 + 141*z + 1
*
[ -2/3 ] 
f(z) = -279/10*z^3 + 149/10*z + 1
*
[ -2/3 ] 
f(z) = -279/14*z^3 + 159/14*z + 1
*
[ -1/2 ] 
f(z) = -278*z^3 + 145/2*z + 1
*
[ -1/2 ] 
f(z) = -278/3*z^3 + 157/6*z + 1
*
[ -2 ] 
f(z) = -277/8*z^3 + 140*z + 1
*
1/4 | 0.12801391440560768344229668396498077866 | 0.015793838069773645253885597108264003713
f(z) = -276*z^3 + 155/12*z + 1
*
[ -1/3 ] 
f(z) = -276/5*z^3 + 152/15*z + 1
*
-6/55 | 0.11815812194515207613760806086312427335 | 0.014742737437029154927434575314547687654
f(z) = -275*z^3 + 146/11*z + 1
*
[ -1/15 ] 
f(z) = -275*z^3 + 155/9*z + 1
*
[ -1/11 ] 
f(z) = -275*z^3 + 157/11*z + 1
*
[ -3/10 ] 
f(z) = -275/3*z^3 + 151/12*z + 1
*
[ 6/5 ] 
f(z) = -275/8*z^3 + 149/3*z + 1
*
[ -6/5 ] 
f(z) = -275/8*z^3 + 154/3*z + 1
*
[ -2/5 ] 
f(z) = -275/9*z^3 + 151/18*z + 1
*
[ -6/5 ] 
f(z) = -275/18*z^3 + 143/6*z + 1
*
[ -1/2 ] 
f(z) = -274*z^3 + 143/2*z + 1
*
[ -1/2 ] 
f(z) = -274/3*z^3 + 155/6*z + 1
*
[ -1/7 ] 
f(z) = -273/2*z^3 + 151/14*z + 1
*
[ -2/7 ] 
f(z) = -273/4*z^3 + 141/14*z + 1
*
[ -1/3 ] 
f(z) = -273/5*z^3 + 151/15*z + 1
*
[ 3/4 ] 
f(z) = -272/3*z^3 + 152/3*z + 1
*
[ 3/4 ] 
f(z) = -272/15*z^3 + 148/15*z + 1
*
[ -2/3 ] 
f(z) = -271/8*z^3 + 158/9*z + 1
*
[ -1/2 ] 
f(z) = -270*z^3 + 141/2*z + 1
*
-1/18 | 0.15227388338243194251753589600078051488 | 0.020604891078969919707899435708483299472
f(z) = -270*z^3 + 143/6*z + 1
*
-1/6 | 0.22391611289080540430360919054952065980 | 0.028340199093271257401743759083710007251
f(z) = -270*z^3 + 143/10*z + 1
*
[ -2/3 ] 
f(z) = -269/8*z^3 + 157/9*z + 1
*
[ -1/3 ] 
f(z) = -267/5*z^3 + 149/15*z + 1
*
[ -1/2 ] 
f(z) = -266/3*z^3 + 151/6*z + 1
*
[ -1/5 ] 
f(z) = -265/3*z^3 + 143/15*z + 1
*
[ -2/5 ] 
f(z) = -265/4*z^3 + 141/10*z + 1
*
[ -2/3 ] 
f(z) = -265/8*z^3 + 155/9*z + 1
*
[ 3/5 ] 
f(z) = -265/9*z^3 + 149/15*z + 1
*
[ -1/11 ] 
f(z) = -264*z^3 + 156/11*z + 1
*
[ -1/3 ] 
f(z) = -264/5*z^3 + 148/15*z + 1
*
[ -2/3 ] 
f(z) = -263/8*z^3 + 154/9*z + 1
*
[ -1/2 ] 
f(z) = -262/3*z^3 + 149/6*z + 1
*
[ -1/6 ] 
f(z) = -261/4*z^3 + 141/16*z + 1
*
[ -2/9 ] 
f(z) = -261/4*z^3 + 157/18*z + 1
*
[ -2/3 ] 
f(z) = -261/10*z^3 + 141/10*z + 1
*
[ -2/3 ] 
f(z) = -261/14*z^3 + 151/14*z + 1
*
[ -3/14 ] 
f(z) = -280/9*z^3 + 149/21*z + 1
*
[ -1/4 ] 
f(z) = -280/11*z^3 + 145/22*z + 1
*
-1/6 | 0.19962966855607390196699135416541848938 | 0.029711159059985282768171208577844196996
f(z) = -276/7*z^3 + 149/21*z + 1
*
-3/10 | 0.20080087269500575694041789263285339536 | 0.028673282275702428902777989061792210247
f(z) = -275/7*z^3 + 155/28*z + 1
*
[ -1/10 ] 
f(z) = -280/3*z^3 + 179/15*z + 1
*
[ -2/9 ] 
f(z) = -279/4*z^3 + 161/18*z + 1
*
[ -1/4 ] 
f(z) = -278*z^3 + 179/8*z + 1
*
[ -1/2 ] 
f(z) = -278/5*z^3 + 169/10*z + 1
*
[ -2/3 ] 
f(z) = -277/8*z^3 + 161/9*z + 1
*
[ -1/12 ] 
f(z) = -276*z^3 + 179/12*z + 1
*
-1/10 | 0.19931144140081024561343176628786639704 | 0.028460599515136942205532051624175623684
f(z) = -275/3*z^3 + 167/12*z + 1
*
[ 4/5 ] 
f(z) = -275/4*z^3 + 175/4*z + 1
*
[ -2/15 ] 
f(z) = -275/4*z^3 + 175/18*z + 1
*
[ -2/3 ] 
f(z) = -275/8*z^3 + 160/9*z + 1
*
[ 4/5 ] 
f(z) = -275/12*z^3 + 173/12*z + 1
*
[ -1/4 ] 
f(z) = -274*z^3 + 177/8*z + 1
*
[ -1/2 ] 
f(z) = -274/5*z^3 + 167/10*z + 1
*
[ -1/2 ] 
f(z) = -274/7*z^3 + 179/14*z + 1
*
[ -1/6 ] 
f(z) = -273*z^3 + 175/12*z + 1
*
[ 2/3 ] 
f(z) = -273/4*z^3 + 179/6*z + 1
*
[ -3/4 ] 
f(z) = -272/3*z^3 + 160/3*z + 1
*
1/3 | 0.19802751428579483748538985763136332481 | 0.026796028786172774207126742402919591750
f(z) = -270*z^3 + 161/6*z + 1
*
[ -1/4 ] 
f(z) = -270*z^3 + 175/8*z + 1
*
-1/15 | 0.22530530791754328460765866973812866532 | 0.028516024151722200419613486434007974787
f(z) = -270*z^3 + 177/10*z + 1
*
[ -1/2 ] 
f(z) = -270/7*z^3 + 177/14*z + 1
*
[ -1/6 ] 
f(z) = -267*z^3 + 173/12*z + 1
*
[ 2/3 ] 
f(z) = -267/4*z^3 + 175/6*z + 1
*
[ -1/4 ] 
f(z) = -266*z^3 + 173/8*z + 1
*
[ -1/2 ] 
f(z) = -266/5*z^3 + 163/10*z + 1
*
[ -1/4 ] 
f(z) = -262*z^3 + 171/8*z + 1
*
[ -1/2 ] 
f(z) = -262/5*z^3 + 161/10*z + 1
*
[ -1/2 ] 
f(z) = -262/7*z^3 + 173/14*z + 1
*
[ -1/4 ] 
f(z) = -280/13*z^3 + 165/26*z + 1
*
[ -1/6 ] 
f(z) = -279/5*z^3 + 171/20*z + 1
*
-4/9 | 0.23009171662785613336454030149625174447 | 0.029391784779434064838103063611717903449
f(z) = -279/16*z^3 + 169/36*z + 1
*
[ -1/4 ] 
f(z) = -276/5*z^3 + 169/20*z + 1
*
[ -1/6 ] 
f(z) = -276/7*z^3 + 170/21*z + 1
*
[ -1/3 ] 
f(z) = -276/7*z^3 + 176/21*z + 1
*
-6/55 | 0.21729580620091418079173077286701456170 | 0.027112270948879005143503527309032679929
f(z) = -275/2*z^3 + 179/22*z + 1
*
[ -2/5 ] 
f(z) = -275/13*z^3 + 179/26*z + 1
*
-1/3 | 0.19649409953784604834879444906218551244 | 0.029292134249006226158055187914419312487
f(z) = -273/8*z^3 + 163/24*z + 1
*
[ -2/7 ] 
f(z) = -273/16*z^3 + 165/28*z + 1
*
-4/7 | 0.22492832572724800516850204984049208258 | 0.029770609532019567531643861984268554884
f(z) = -273/16*z^3 + 177/28*z + 1
*
[ -1/6 ] 
f(z) = -270/11*z^3 + 169/22*z + 1
*
[ -1/4 ] 
f(z) = -268/5*z^3 + 167/20*z + 1
*
[ -1/3 ] 
f(z) = -267/7*z^3 + 173/21*z + 1
*
-1/3 | 0.18752503179701514980186044435793705731 | 0.028048000591343709010553384144075728415
f(z) = -267/8*z^3 + 161/24*z + 1
*
[ -1/5 ] 
f(z) = -265/4*z^3 + 173/20*z + 1
*
[ 2/5 ] 
f(z) = -265/6*z^3 + 167/30*z + 1
*
[ -1/6 ] 
f(z) = -264/7*z^3 + 169/21*z + 1
*
[ -1/3 ] 
f(z) = -264/7*z^3 + 172/21*z + 1
*
[ -1/4 ] 
f(z) = -264/13*z^3 + 163/26*z + 1
*
[ -1/6 ] 
f(z) = -261/5*z^3 + 169/20*z + 1
*
-3/10 | 0.097929935707859526550131025772357013130 | 0.013983866962858502500091625437961379500
f(z) = -275/12*z^3 + 179/48*z + 1
*
[ -3/10 ] 
f(z) = -280/3*z^3 + 191/15*z + 1
*
[ -1/2 ] 
f(z) = -278/7*z^3 + 181/14*z + 1
*
[ -1/2 ] 
f(z) = -278/9*z^3 + 193/18*z + 1
*
[ -2/15 ] 
f(z) = -275/2*z^3 + 197/18*z + 1
*
[ -4/5 ] 
f(z) = -275/4*z^3 + 185/4*z + 1
*
[ -1/10 ] 
f(z) = -275/4*z^3 + 187/16*z + 1
*
-4/5 | 0.14123572762065996688051160687691483595 | 0.025145359346998290569826379352049837062
f(z) = -275/12*z^3 + 191/12*z + 1
*
[ 6/5 ] 
f(z) = -275/12*z^3 + 199/6*z + 1
*
[ -1/2 ] 
f(z) = -274/9*z^3 + 191/18*z + 1
*
[ -2/3 ] 
f(z) = -273/4*z^3 + 197/6*z + 1
*
[ -3/8 ] 
f(z) = -272/3*z^3 + 197/12*z + 1
*
[ -3/4 ] 
f(z) = -272/15*z^3 + 188/15*z + 1
*
-1/15 | 0.13386456667976743106610074131473486371 | 0.016942722085789102698686129945273391915
f(z) = -270*z^3 + 197/10*z + 1
*
[ 3/4 ] 
f(z) = -268/9*z^3 + 197/12*z + 1
*
[ -2/3 ] 
f(z) = -267/4*z^3 + 193/6*z + 1
*
[ -1/2 ] 
f(z) = -266/9*z^3 + 187/18*z + 1
*
[ 2/5 ] 
f(z) = -265/2*z^3 + 197/10*z + 1
*
[ -3/5 ] 
f(z) = -265/9*z^3 + 199/15*z + 1
*
[ -1/2 ] 
f(z) = -262/9*z^3 + 185/18*z + 1
*
[ -3/7 ] 
f(z) = -280/9*z^3 + 190/21*z + 1
*
[ -3/8 ] 
f(z) = -280/9*z^3 + 193/24*z + 1
*
[ -2/11 ] 
f(z) = -275/4*z^3 + 193/22*z + 1
*
[ -1/3 ] 
f(z) = -273/8*z^3 + 187/24*z + 1
*
[ -2/9 ] 
f(z) = -273/8*z^3 + 194/27*z + 1
*
[ -1/8 ] 
f(z) = -272/5*z^3 + 197/20*z + 1
*
-1/3 | 0.16454729637559427066877697253038771866 | 0.024570173944224513058699531703027345447
f(z) = -270/7*z^3 + 181/21*z + 1
*
[ -1/6 ] 
f(z) = -270/13*z^3 + 197/26*z + 1
*
[ -1/3 ] 
f(z) = -267/8*z^3 + 185/24*z + 1
*
[ -2/9 ] 
f(z) = -267/8*z^3 + 193/27*z + 1
*
[ -3/7 ] 
f(z) = -266/9*z^3 + 184/21*z + 1
*
[ -1/2 ] 
f(z) = -266/11*z^3 + 199/22*z + 1
*
[ -1/2 ] 
f(z) = -262/11*z^3 + 197/22*z + 1
*
[ 4/9 ] 
f(z) = -261/8*z^3 + 187/36*z + 1
*
-1/6 | 0.095559950459917279336530306117545237843 | 0.012970104547596327781717646481219927186
f(z) = -264/7*z^3 + 191/42*z + 1
*
[ 1/2 ] 
f(z) = -275/19*z^3 + 199/76*z + 1
*
-1/8 | 0.19460525576150221479201457410881815936 | 0.027832175625962251721044238265031322342
f(z) = -272/15*z^3 + 197/60*z + 1
*
[ 1/2 ] 
f(z) = -271/18*z^3 + 199/72*z + 1
*
[ 1/2 ] 
f(z) = -269/18*z^3 + 197/72*z + 1
*
[ 1/2 ] 
f(z) = -267/17*z^3 + 199/68*z + 1
*
[ 1/2 ] 
f(z) = -265/17*z^3 + 197/68*z + 1
*
[ 1/2 ] 
f(z) = -265/18*z^3 + 193/72*z + 1
*
[ 1/2 ] 
f(z) = -263/16*z^3 + 199/64*z + 1
*
[ 1/2 ] 
f(z) = -263/17*z^3 + 195/68*z + 1
*
[ 1/2 ] 
f(z) = -263/18*z^3 + 191/72*z + 1
*
[ 1/2 ] 
f(z) = -261/16*z^3 + 197/64*z + 1
*
[ 1/2 ] 
f(z) = -261/17*z^3 + 193/68*z + 1
*
-5/28 | 0.22767153398451201379282506265259554299 | 0.027517010628076808213427368595207672470
f(z) = -280*z^3 + 209/14*z + 1
*
[ -3/5 ] 
f(z) = -280/9*z^3 + 208/15*z + 1
*
[ 3/2 ] 
f(z) = -280/9*z^3 + 211/3*z + 1
*
[ -3/2 ] 
f(z) = -280/9*z^3 + 215/3*z + 1
*
[ -1/9 ] 
f(z) = -279/2*z^3 + 211/18*z + 1
*
[ -1/8 ] 
f(z) = -276*z^3 + 213/16*z + 1
*
[ -4/5 ] 
f(z) = -275/12*z^3 + 203/12*z + 1
*
[ -6/5 ] 
f(z) = -275/12*z^3 + 209/6*z + 1
*
[ -1/13 ] 
f(z) = -273*z^3 + 203/13*z + 1
*
[ -2/7 ] 
f(z) = -273/2*z^3 + 219/14*z + 1
*
[ 3/2 ] 
f(z) = -272/9*z^3 + 205/3*z + 1
*
[ -3/2 ] 
f(z) = -272/9*z^3 + 209/3*z + 1
*
-1/9 | 0.18737227081411976961098348050764712961 | 0.022557382629191986510530858397428064677
f(z) = -270*z^3 + 212/15*z + 1
*
-1/30 | 0.23188604896012874470838296217965208417 | 0.029348923173236929363432348039505026544
f(z) = -270*z^3 + 213/10*z + 1
*
-8/45 | 0.16328506167232210475106045733535330699 | 0.019657570449299483534683131616875915649
f(z) = -270*z^3 + 218/15*z + 1
*
[ -1/8 ] 
f(z) = -268*z^3 + 211/16*z + 1
*
[ 3/2 ] 
f(z) = -268/9*z^3 + 202/3*z + 1
*
[ -3/2 ] 
f(z) = -268/9*z^3 + 206/3*z + 1
*
[ 1/4 ] 
f(z) = -267*z^3 + 219/16*z + 1
*
[ 1/4 ] 
f(z) = -265*z^3 + 217/16*z + 1
*
[ 1/4 ] 
f(z) = -263*z^3 + 215/16*z + 1
*
[ 1/4 ] 
f(z) = -261*z^3 + 213/16*z + 1
*
[ -1/9 ] 
f(z) = -261/2*z^3 + 209/18*z + 1
*
[ -2/9 ] 
f(z) = -261/2*z^3 + 215/18*z + 1
*
[ -1/7 ] 
f(z) = -280/3*z^3 + 208/21*z + 1
*
[ -3/14 ] 
f(z) = -280/3*z^3 + 209/21*z + 1
*
[ -1/4 ] 
f(z) = -280/17*z^3 + 205/34*z + 1
*
[ 4/9 ] 
f(z) = -279/8*z^3 + 203/36*z + 1
*
[ -1/2 ] 
f(z) = -278/11*z^3 + 205/22*z + 1
*
[ -1/2 ] 
f(z) = -278/13*z^3 + 217/26*z + 1
*
[ -1/4 ] 
f(z) = -276/7*z^3 + 209/28*z + 1
*
3/10 | 0.19915814609798906929539726440245887743 | 0.024582333722241870161325426613696123183
f(z) = -275/2*z^3 + 209/24*z + 1
*
[ -3/10 ] 
f(z) = -275/6*z^3 + 203/24*z + 1
*
[ -4/15 ] 
f(z) = -275/16*z^3 + 215/36*z + 1
*
[ -2/5 ] 
f(z) = -275/17*z^3 + 207/34*z + 1
*
[ -1/2 ] 
f(z) = -274/11*z^3 + 203/22*z + 1
*
[ -1/2 ] 
f(z) = -274/13*z^3 + 215/26*z + 1
*
[ -1/3 ] 
f(z) = -273/10*z^3 + 211/30*z + 1
*
[ 1/3 ] 
f(z) = -272/3*z^3 + 218/27*z + 1
*
[ 1/3 ] 
f(z) = -271/3*z^3 + 217/27*z + 1
*
[ -1/2 ] 
f(z) = -270/11*z^3 + 201/22*z + 1
*
[ -1/2 ] 
f(z) = -270/13*z^3 + 213/26*z + 1
*
[ 1/3 ] 
f(z) = -269/3*z^3 + 215/27*z + 1
*
[ 1/3 ] 
f(z) = -268/3*z^3 + 214/27*z + 1
*
[ -1/4 ] 
f(z) = -268/7*z^3 + 207/28*z + 1
*
[ -1/3 ] 
f(z) = -267/10*z^3 + 209/30*z + 1
*
[ -1/7 ] 
f(z) = -266/3*z^3 + 206/21*z + 1
*
[ 1/3 ] 
f(z) = -266/3*z^3 + 212/27*z + 1
*
[ -1/2 ] 
f(z) = -266/13*z^3 + 211/26*z + 1
*
[ 1/3 ] 
f(z) = -265/3*z^3 + 211/27*z + 1
*
[ -2/5 ] 
f(z) = -265/12*z^3 + 211/30*z + 1
*
[ 4/5 ] 
f(z) = -265/16*z^3 + 207/20*z + 1
*
[ -1/4 ] 
f(z) = -264/17*z^3 + 203/34*z + 1
*
[ 1/3 ] 
f(z) = -263/3*z^3 + 209/27*z + 1
*
[ -2/5 ] 
f(z) = -263/8*z^3 + 219/25*z + 1
*
[ 1/3 ] 
f(z) = -262/3*z^3 + 208/27*z + 1
*
[ -1/2 ] 
f(z) = -262/13*z^3 + 209/26*z + 1
*
[ -2/5 ] 
f(z) = -261/8*z^3 + 218/25*z + 1
*
[ 2/3 ] 
f(z) = -261/13*z^3 + 219/26*z + 1
*
[ 2/3 ] 
f(z) = -261/17*z^3 + 215/34*z + 1
*
[ 2/3 ] 
f(z) = -261/19*z^3 + 213/38*z + 1
*
[ 1/2 ] 
f(z) = -275/14*z^3 + 219/56*z + 1
*
3/5 | 0.18717863185267434962578142738354700837 | 0.027873111791885078998194236331866206931
f(z) = -275/16*z^3 + 217/48*z + 1
*
[ 1/2 ] 
f(z) = -271/13*z^3 + 219/52*z + 1
*
[ 1/2 ] 
f(z) = -271/14*z^3 + 215/56*z + 1
*
[ 1/2 ] 
f(z) = -269/13*z^3 + 217/52*z + 1
*
[ 1/2 ] 
f(z) = -269/14*z^3 + 213/56*z + 1
*
[ 1/2 ] 
f(z) = -267/13*z^3 + 215/52*z + 1
*
[ 1/2 ] 
f(z) = -267/14*z^3 + 211/56*z + 1
*
[ 1/2 ] 
f(z) = -265/12*z^3 + 217/48*z + 1
*
[ 1/2 ] 
f(z) = -265/13*z^3 + 213/52*z + 1
*
[ 1/2 ] 
f(z) = -265/14*z^3 + 209/56*z + 1
*
[ 1/2 ] 
f(z) = -263/11*z^3 + 219/44*z + 1
*
[ 1/2 ] 
f(z) = -263/12*z^3 + 215/48*z + 1
*
[ 1/2 ] 
f(z) = -263/13*z^3 + 211/52*z + 1
*
[ 1/2 ] 
f(z) = -263/14*z^3 + 207/56*z + 1
*
[ 1/2 ] 
f(z) = -261/11*z^3 + 217/44*z + 1
*
[ 1/2 ] 
f(z) = -261/13*z^3 + 209/52*z + 1
*
[ 1/2 ] 
f(z) = -261/14*z^3 + 205/56*z + 1
*
[ 1/2 ] 
f(z) = -279/16*z^3 + 215/64*z + 1
*
[ 1/2 ] 
f(z) = -279/17*z^3 + 211/68*z + 1
*
[ 1/2 ] 
f(z) = -279/19*z^3 + 203/76*z + 1
*
[ 1/2 ] 
f(z) = -277/15*z^3 + 217/60*z + 1
*
[ 1/2 ] 
f(z) = -277/16*z^3 + 213/64*z + 1
*
[ 1/2 ] 
f(z) = -277/17*z^3 + 209/68*z + 1
*
[ 1/2 ] 
f(z) = -277/18*z^3 + 205/72*z + 1
*
[ 1/2 ] 
f(z) = -277/19*z^3 + 201/76*z + 1
*
[ 1/2 ] 
f(z) = -275/16*z^3 + 211/64*z + 1
*
[ 1/2 ] 
f(z) = -275/17*z^3 + 207/68*z + 1
*
[ 1/2 ] 
f(z) = -275/18*z^3 + 203/72*z + 1
*
[ 1/2 ] 
f(z) = -273/16*z^3 + 209/64*z + 1
*
[ 1/2 ] 
f(z) = -273/17*z^3 + 205/68*z + 1
*
[ 1/2 ] 
f(z) = -271/15*z^3 + 211/60*z + 1
*
[ 1/2 ] 
f(z) = -271/16*z^3 + 207/64*z + 1
*
[ 1/2 ] 
f(z) = -271/17*z^3 + 203/68*z + 1
*
[ 1/2 ] 
f(z) = -269/15*z^3 + 209/60*z + 1
*
[ 1/2 ] 
f(z) = -269/16*z^3 + 205/64*z + 1
*
[ 1/2 ] 
f(z) = -269/17*z^3 + 201/68*z + 1
*
[ 1/2 ] 
f(z) = -267/16*z^3 + 203/64*z + 1
*
[ 1/2 ] 
f(z) = -265/16*z^3 + 201/64*z + 1
*
[ 1/2 ] 
f(z) = -263/15*z^3 + 203/60*z + 1
*
[ 1/4 ] 
f(z) = -279*z^3 + 231/16*z + 1
*
[ -1/12 ] 
f(z) = -279*z^3 + 239/16*z + 1
*
[ -2/9 ] 
f(z) = -279/2*z^3 + 223/18*z + 1
*
[ 1/4 ] 
f(z) = -277*z^3 + 229/16*z + 1
*
0 | 0.14355884788702548116764225002111477853 | 0.025526031476446736494782471137283624295
f(z) = -277/19*z^3 + 239/19*z + 1
*
0 | 0.14349250305912986173297328494534764423 | 0.025530652792827181029930987432898892506
f(z) = -276/19*z^3 + 238/19*z + 1
*
[ 1/4 ] 
f(z) = -275*z^3 + 227/16*z + 1
*
-4/15 | 0.11705135195025384749555273349064640979 | 0.014979705238986076606811920837915036166
f(z) = -275/2*z^3 + 221/18*z + 1
*
[ 1/3 ] 
f(z) = -275/2*z^3 + 239/18*z + 1
*
0 | 0.11701817739467449522376376337975870250 | 0.020833709503185641844351989374168813263
f(z) = -275/18*z^3 + 239/18*z + 1
*
0 | 0.14342591967669306007013667569777978566 | 0.025535297270041475565045297845814337128
f(z) = -275/19*z^3 + 237/19*z + 1
*
0 | 0.14335909601791123484824586460532581950 | 0.025539965114061826624338523033516406990
f(z) = -274/19*z^3 + 236/19*z + 1
*
[ 1/4 ] 
f(z) = -273*z^3 + 225/16*z + 1
*
0 | 0.14327344835216220753348471965753239031 | 0.025541343923886881294542757812409267850
f(z) = -273/17*z^3 + 239/17*z + 1
*
0 | 0.14329203034227105639935375778776895589 | 0.025544656533484954185197825714747779909
f(z) = -273/19*z^3 + 235/19*z + 1
*
0 | 0.14322472089027763992355086263617127310 | 0.025549371739575632461179141718811342064
f(z) = -272/19*z^3 + 234/19*z + 1
*
[ 1/4 ] 
f(z) = -271*z^3 + 223/16*z + 1
*
[ 1/3 ] 
f(z) = -271/2*z^3 + 235/18*z + 1
*
0 | 0.11745696142374150938989726701222631064 | 0.020966524484622987509013841298382198306
f(z) = -271/16*z^3 + 239/16*z + 1
*
0 | 0.14313844865671395279181903120103638944 | 0.025550769848583275418255472693624655978
f(z) = -271/17*z^3 + 237/17*z + 1
*
0 | 0.11674928943703676086891282397759996123 | 0.020840202282375655888517215247794827097
f(z) = -271/18*z^3 + 235/18*z + 1
*
0 | 0.14315716588317751503967494773385491662 | 0.025554110946311121019569837380716343733
f(z) = -271/19*z^3 + 233/19*z + 1
*
[ 2/3 ] 
f(z) = -270*z^3 + 239/2*z + 1
*
[ 2/3 ] 
f(z) = -270/7*z^3 + 233/14*z + 1
*
0 | 0.14307057793711207307153557939828789623 | 0.025555518856015119986582957332554920362
f(z) = -270/17*z^3 + 236/17*z + 1
*
0 | 0.14308936352267652260873220245167858537 | 0.025558874370426507888671402330533642740
f(z) = -270/19*z^3 + 232/19*z + 1
*
[ 1/4 ] 
f(z) = -269*z^3 + 221/16*z + 1
*
[ 1/3 ] 
f(z) = -269/2*z^3 + 233/18*z + 1
*
0 | 0.12263890178621969237259776800759569140 | 0.021920505539098529949574575862216487648
f(z) = -269/15*z^3 + 239/15*z + 1
*
0 | 0.11732090154365672319092573301508962703 | 0.020969964951437073627652651913828912319
f(z) = -269/16*z^3 + 237/16*z + 1
*
0 | 0.14300245754479456702852341371494133317 | 0.025560292183467679758946215657639125233
f(z) = -269/17*z^3 + 235/17*z + 1
*
0 | 0.11661336698752353105277690818248381161 | 0.020843500061985788740895089946814609182
f(z) = -269/18*z^3 + 233/18*z + 1
*
0 | 0.14302131199065252695045030854215774118 | 0.025563662231460986920976795984035257792
f(z) = -269/19*z^3 + 231/19*z + 1
*
[ -3/4 ] 
f(z) = -268/9*z^3 + 229/12*z + 1
*
0 | 0.12257149391179948310168993021287552637 | 0.021923051214224066387596306564335355513
f(z) = -268/15*z^3 + 238/15*z + 1
*
0 | 0.14293408563598607270414954115695802693 | 0.025565090051940341974208270506501442098
f(z) = -268/17*z^3 + 234/17*z + 1
*
0 | 0.14295300944886282868385657827623555959 | 0.025568474751805092309072472964395301421
f(z) = -268/19*z^3 + 230/19*z + 1
*
0 | 0.13000150725861791685172007629278895667 | 0.023267535634585514925975456877757769948
f(z) = -267/14*z^3 + 239/14*z + 1
*
0 | 0.11718383456010957776033614038441130797 | 0.020973441800183249968995481165822227143
f(z) = -267/16*z^3 + 235/16*z + 1
*
0 | 0.14286546034641091936547845179787803494 | 0.025569912685310196881231953656663486194
f(z) = -267/17*z^3 + 233/17*z + 1
*
0 | 0.14288445403864616044763785668471968822 | 0.025573312156748913802091570328686635458
f(z) = -267/19*z^3 + 229/19*z + 1
*
[ -1/14 ] 
f(z) = -266*z^3 + 229/14*z + 1
*
0 | 0.12243384735285798124950609547381540049 | 0.021927810207431238137366071158013284322
f(z) = -266/15*z^3 + 236/15*z + 1
*
0 | 0.14279657979098807000502153132384637762 | 0.025574760310380830924161690362604882286
f(z) = -266/17*z^3 + 232/17*z + 1
*
[ 1/3 ] 
f(z) = -265/2*z^3 + 229/18*z + 1
*
0 | 0.14268908138439301720155025933167288827 | 0.025572758150377396664502034320659465637
f(z) = -265/13*z^3 + 239/13*z + 1
*
0 | 0.12986327616806372592516370442328880877 | 0.023274115453271122563044027602929944991
f(z) = -265/14*z^3 + 237/14*z + 1
*
0 | 0.11704574545232754163194344512540246474 | 0.020976955713378040133967403087822779699
f(z) = -265/16*z^3 + 233/16*z + 1
*
0 | 0.14272744206352036811304922093806641483 | 0.025579633156932139774729491423875154119
f(z) = -265/17*z^3 + 231/17*z + 1
*
0 | 0.11633849189769280047428001023098056900 | 0.020850201627303678377047085707329562975
f(z) = -265/18*z^3 + 229/18*z + 1
*
0 | 0.14274657707436708958212301975334027969 | 0.025583062536390192537864855689405644519
f(z) = -265/19*z^3 + 227/19*z + 1
*
0 | 0.14261954097976461154880848985099446813 | 0.025577626040253723497773125469953017422
f(z) = -264/13*z^3 + 238/13*z + 1
*
0 | 0.14265804523637796062511412688150681201 | 0.025584531457771186569585112506344707642
f(z) = -264/17*z^3 + 230/17*z + 1
*
0 | 0.14267725169812899579171326473294754681 | 0.025587975976613763095487857835758017238
f(z) = -264/19*z^3 + 226/19*z + 1
*
[ 1/3 ] 
f(z) = -263/2*z^3 + 227/18*z + 1
*
0 | 0.096525605033660903844853028638005834510 | 0.017322852971445193290890808954997746490
f(z) = -263/12*z^3 + 239/12*z + 1
*
0 | 0.14254973844720321472120285776407684472 | 0.025582519367557847447922437964608345789
f(z) = -263/13*z^3 + 237/13*z + 1
*
0 | 0.12972400546014170325749450231920767571 | 0.023280764442443397375459766781527308048
f(z) = -263/14*z^3 + 235/14*z + 1
*
0 | 0.12222543988915150121527715689143746990 | 0.021935043285474673341295815499156495711
f(z) = -263/15*z^3 + 233/15*z + 1
*
0 | 0.11690661886095109495095711099011543380 | 0.020980507391907199250388520139241745922
f(z) = -263/16*z^3 + 231/16*z + 1
*
0 | 0.14258838736017576557357998550160504558 | 0.025589455448784131442185797165720518261
f(z) = -263/17*z^3 + 229/17*z + 1
*
0 | 0.11619950896938593862038678631611936964 | 0.020853606755729201022369035920266845460
f(z) = -263/18*z^3 + 227/18*z + 1
*
0 | 0.14260766580847664364187567972364735268 | 0.025592915232592969094464836289141394105
f(z) = -263/19*z^3 + 225/19*z + 1
*
0 | 0.14247967180303296789383838419601024195 | 0.025587438368225265867849161034445018552
f(z) = -262/13*z^3 + 236/13*z + 1
*
0 | 0.12215441261795102166020250598559089438 | 0.021937294385331714438962230704549243923
f(z) = -262/15*z^3 + 232/15*z + 1
*
0 | 0.14251846646344484949615481137498043578 | 0.025594405368989259194351171710911164148
f(z) = -262/17*z^3 + 228/17*z + 1
*
0 | 0.14253781743998762656214508964422072864 | 0.025597880544874965725780927308193390127
f(z) = -262/19*z^3 + 224/19*z + 1
*
[ 2/3 ] 
f(z) = -261*z^3 + 231/2*z + 1
*
[ -2/3 ] 
f(z) = -261*z^3 + 237/2*z + 1
*
[ -1/12 ] 
f(z) = -261*z^3 + 237/16*z + 1
*
[ 2/3 ] 
f(z) = -261/5*z^3 + 227/10*z + 1
*
[ 2/3 ] 
f(z) = -261/7*z^3 + 225/14*z + 1
*
[ 4/3 ] 
f(z) = -261/8*z^3 + 233/4*z + 1
*
[ -4/3 ] 
f(z) = -261/8*z^3 + 239/4*z + 1
*
0 | 0.14238982130300856861959471014832146594 | 0.025588875748506390021927053868018653346
f(z) = -261/11*z^3 + 239/11*z + 1
*
0 | 0.14240933904097444720298882086740540675 | 0.025592383281328121432223465297292421800
f(z) = -261/13*z^3 + 235/13*z + 1
*
0 | 0.12958367937818382340467502002511248912 | 0.023287483896663712211335506801848297484
f(z) = -261/14*z^3 + 233/14*z + 1
*
0 | 0.11676643907778003684609356096899282430 | 0.020984097555670732011502186903270066089
f(z) = -261/16*z^3 + 229/16*z + 1
*
0 | 0.14244828055229757607320809821419693431 | 0.025599381460591132733080266802043285081
f(z) = -261/17*z^3 + 227/17*z + 1
*
0 | 0.14246770460491219332170491302127345212 | 0.025602872157217755927293522539121548697
f(z) = -261/19*z^3 + 223/19*z + 1
*
-1/10 | 0.13529849720169158821157604176525201183 | 0.017045749051898872035207748142099045040
f(z) = -280/3*z^3 + 223/30*z + 1
*
[ 1/3 ] 
f(z) = -280/3*z^3 + 226/27*z + 1
*
[ -1/4 ] 
f(z) = -280/19*z^3 + 225/38*z + 1
*
[ -1/6 ] 
f(z) = -279/7*z^3 + 227/28*z + 1
*
[ -2/5 ] 
f(z) = -279/8*z^3 + 227/25*z + 1
*
[ -2/15 ] 
f(z) = -279/8*z^3 + 228/25*z + 1
*
[ 2/3 ] 
f(z) = -279/11*z^3 + 237/22*z + 1
*
[ 2/3 ] 
f(z) = -279/13*z^3 + 235/26*z + 1
*
[ -2/9 ] 
f(z) = -279/16*z^3 + 229/36*z + 1
*
[ 2/3 ] 
f(z) = -279/17*z^3 + 231/34*z + 1
*
[ 2/3 ] 
f(z) = -279/19*z^3 + 229/38*z + 1
*
[ 1/3 ] 
f(z) = -278/3*z^3 + 224/27*z + 1
*
[ -1/2 ] 
f(z) = -278/15*z^3 + 229/30*z + 1
*
[ 1/3 ] 
f(z) = -277/3*z^3 + 223/27*z + 1
*
[ -2/5 ] 
f(z) = -277/8*z^3 + 226/25*z + 1
*
[ -1/3 ] 
f(z) = -276/11*z^3 + 224/33*z + 1
*
[ 1/3 ] 
f(z) = -275/3*z^3 + 221/27*z + 1
*
[ -3/11 ] 
f(z) = -275/9*z^3 + 229/33*z + 1
*
[ 1/2 ] 
f(z) = -275/9*z^3 + 239/36*z + 1
*
[ -2/5 ] 
f(z) = -275/19*z^3 + 221/38*z + 1
*
[ 1/3 ] 
f(z) = -274/3*z^3 + 220/27*z + 1
*
[ -1/2 ] 
f(z) = -274/15*z^3 + 227/30*z + 1
*
[ -1/2 ] 
f(z) = -274/17*z^3 + 239/34*z + 1
*
-2/21 | 0.20703951080629444167180842130816012214 | 0.023924156318360965515490401401686222499
f(z) = -273*z^3 + 220/21*z + 1
*
-4/21 | 0.15191838269496998425265592557045320132 | 0.017554712726439402877388226911096631848
f(z) = -273/2*z^3 + 230/21*z + 1
*
[ -2/13 ] 
f(z) = -273/4*z^3 + 237/26*z + 1
*
[ -2/5 ] 
f(z) = -273/8*z^3 + 224/25*z + 1
*
[ 6/13 ] 
f(z) = -273/8*z^3 + 238/39*z + 1
*
[ -1/3 ] 
f(z) = -273/11*z^3 + 223/33*z + 1
*
[ -4/7 ] 
f(z) = -273/16*z^3 + 233/28*z + 1
*
[ -2/5 ] 
f(z) = -271/8*z^3 + 223/25*z + 1
*
[ 1/2 ] 
f(z) = -271/8*z^3 + 239/32*z + 1
*
[ 1/2 ] 
f(z) = -271/9*z^3 + 235/36*z + 1
*
[ -1/9 ] 
f(z) = -270/7*z^3 + 220/21*z + 1
*
[ 2/3 ] 
f(z) = -270/11*z^3 + 229/22*z + 1
*
[ 2/3 ] 
f(z) = -270/13*z^3 + 227/26*z + 1
*
[ 2/3 ] 
f(z) = -270/17*z^3 + 223/34*z + 1
*
[ -1/2 ] 
f(z) = -270/17*z^3 + 237/34*z + 1
*
[ 2/3 ] 
f(z) = -270/19*z^3 + 221/38*z + 1
*
[ -2/5 ] 
f(z) = -269/8*z^3 + 222/25*z + 1
*
[ 1/2 ] 
f(z) = -269/8*z^3 + 237/32*z + 1
*
[ 1/2 ] 
f(z) = -269/9*z^3 + 233/36*z + 1
*
[ 1/2 ] 
f(z) = -267/7*z^3 + 239/28*z + 1
*
[ -2/5 ] 
f(z) = -267/8*z^3 + 221/25*z + 1
*
[ 1/2 ] 
f(z) = -267/8*z^3 + 235/32*z + 1
*
[ -1/3 ] 
f(z) = -267/11*z^3 + 221/33*z + 1
*
[ -1/2 ] 
f(z) = -266/15*z^3 + 223/30*z + 1
*
[ -1/2 ] 
f(z) = -266/17*z^3 + 235/34*z + 1
*
[ -1/5 ] 
f(z) = -265/6*z^3 + 233/30*z + 1
*
[ 1/2 ] 
f(z) = -265/7*z^3 + 237/28*z + 1
*
[ 1/2 ] 
f(z) = -265/8*z^3 + 233/32*z + 1
*
[ 1/2 ] 
f(z) = -265/9*z^3 + 229/36*z + 1
*
[ -3/5 ] 
f(z) = -265/18*z^3 + 239/30*z + 1
*
-1/12 | 0.18838673610572824467680868374935935638 | 0.025569243714673335634130439846006946158
f(z) = -264/5*z^3 + 221/30*z + 1
*
[ 5/12 ] 
f(z) = -264/5*z^3 + 233/30*z + 1
*
-1/4 | 0.11689965845981560751056307035008076021 | 0.015866487838313435937795617953270164428
f(z) = -264/5*z^3 + 239/30*z + 1
*
[ -1/4 ] 
f(z) = -264/19*z^3 + 223/38*z + 1
*
[ 1/2 ] 
f(z) = -263/6*z^3 + 239/24*z + 1
*
[ 1/2 ] 
f(z) = -263/7*z^3 + 235/28*z + 1
*
[ 1/2 ] 
f(z) = -263/8*z^3 + 231/32*z + 1
*
[ 1/2 ] 
f(z) = -263/9*z^3 + 227/36*z + 1
*
[ -1/2 ] 
f(z) = -262/15*z^3 + 221/30*z + 1
*
[ -1/2 ] 
f(z) = -262/17*z^3 + 233/34*z + 1
*
[ -1/6 ] 
f(z) = -261/7*z^3 + 225/28*z + 1
*
[ 1/2 ] 
f(z) = -261/7*z^3 + 233/28*z + 1
*
[ -2/15 ] 
f(z) = -261/8*z^3 + 227/25*z + 1
*
[ 1/2 ] 
f(z) = -261/8*z^3 + 229/32*z + 1
*
[ 2/3 ] 
f(z) = -261/11*z^3 + 221/22*z + 1
*
[ -2/9 ] 
f(z) = -261/16*z^3 + 227/36*z + 1
*
[ -4/9 ] 
f(z) = -261/16*z^3 + 233/36*z + 1
*
[ 1/2 ] 
f(z) = -279/10*z^3 + 239/40*z + 1
*
[ 1/2 ] 
f(z) = -279/11*z^3 + 235/44*z + 1
*
[ 1/2 ] 
f(z) = -279/13*z^3 + 227/52*z + 1
*
[ 1/2 ] 
f(z) = -279/14*z^3 + 223/56*z + 1
*
[ 1/2 ] 
f(z) = -277/10*z^3 + 237/40*z + 1
*
[ 1/2 ] 
f(z) = -277/11*z^3 + 233/44*z + 1
*
[ 1/2 ] 
f(z) = -277/12*z^3 + 229/48*z + 1
*
[ 1/2 ] 
f(z) = -277/13*z^3 + 225/52*z + 1
*
[ 1/2 ] 
f(z) = -277/14*z^3 + 221/56*z + 1
*
[ 1/2 ] 
f(z) = -275/12*z^3 + 227/48*z + 1
*
[ 1/2 ] 
f(z) = -275/13*z^3 + 223/52*z + 1
*
[ 1/2 ] 
f(z) = -273/10*z^3 + 233/40*z + 1
*
[ 1/2 ] 
f(z) = -273/11*z^3 + 229/44*z + 1
*
[ 1/2 ] 
f(z) = -271/10*z^3 + 231/40*z + 1
*
[ 1/2 ] 
f(z) = -271/11*z^3 + 227/44*z + 1
*
[ 1/2 ] 
f(z) = -271/12*z^3 + 223/48*z + 1
*
[ 1/2 ] 
f(z) = -269/10*z^3 + 229/40*z + 1
*
[ 1/2 ] 
f(z) = -269/11*z^3 + 225/44*z + 1
*
[ 1/2 ] 
f(z) = -269/12*z^3 + 221/48*z + 1
*
[ 1/2 ] 
f(z) = -267/10*z^3 + 227/40*z + 1
*
[ 1/2 ] 
f(z) = -267/11*z^3 + 223/44*z + 1
*
[ 1/2 ] 
f(z) = -265/11*z^3 + 221/44*z + 1
*
[ 1/2 ] 
f(z) = -263/10*z^3 + 223/40*z + 1
*
[ 1/2 ] 
f(z) = -261/10*z^3 + 221/40*z + 1
*
0 | 0.14368381034221221304849610627662772384 | 0.025499409997739439625217766111184012202
f(z) = -280/11*z^3 + 258/11*z + 1
*
0 | 0.14370201560386959881654993825193135092 | 0.025502640865782346913322273977929841393
f(z) = -280/13*z^3 + 254/13*z + 1
*
0 | 0.14373834431249751932046539320978547968 | 0.025509088082304413267934782856391681305
f(z) = -280/17*z^3 + 246/17*z + 1
*
0 | 0.14375646798643955943148948542345977367 | 0.025512304471063959244985791331331612072
f(z) = -280/19*z^3 + 242/19*z + 1
*
[ 2/3 ] 
f(z) = -279*z^3 + 247/2*z + 1
*
[ -2/3 ] 
f(z) = -279*z^3 + 253/2*z + 1
*
[ 2/3 ] 
f(z) = -279/5*z^3 + 243/10*z + 1
*
[ 2/3 ] 
f(z) = -279/7*z^3 + 241/14*z + 1
*
[ 4/3 ] 
f(z) = -279/8*z^3 + 249/4*z + 1
*
[ -4/3 ] 
f(z) = -279/8*z^3 + 255/4*z + 1
*
0 | 0.13077336146988824612732709995028457827 | 0.023222952099235514700599056405367329981
f(z) = -279/10*z^3 + 259/10*z + 1
*
0 | 0.14361791354101489903624517496111249681 | 0.025503909123901384429903573884095637753
f(z) = -279/11*z^3 + 257/11*z + 1
*
0 | 0.14363618346392696813433912208346916826 | 0.025507153527347734631488616255318751936
f(z) = -279/13*z^3 + 253/13*z + 1
*
0 | 0.13080990134466333985795393462955484266 | 0.023229440911269374175054329077708430565
f(z) = -279/14*z^3 + 251/14*z + 1
*
0 | 0.11799141901773104203638374304809604794 | 0.020953113395349475114826675090879045462
f(z) = -279/16*z^3 + 247/16*z + 1
*
0 | 0.14367264091595867626437726970689205557 | 0.025513627702613065584773340147157591820
f(z) = -279/17*z^3 + 245/17*z + 1
*
0 | 0.14369082867445960030177674410192609093 | 0.025516857515165958306529300870331597463
f(z) = -279/19*z^3 + 241/19*z + 1
*
0 | 0.14355178140947057124953907400931899232 | 0.025508430384597838101649155574134381848
f(z) = -278/11*z^3 + 256/11*z + 1
*
0 | 0.14357011645461621051619471435516859148 | 0.025511688430009074929477503112820163920
f(z) = -278/13*z^3 + 252/13*z + 1
*
0 | 0.12324478540535850253205456804627270206 | 0.021899979212448015622127174870769747751
f(z) = -278/15*z^3 + 248/15*z + 1
*
0 | 0.14360670356583901596826893352160253012 | 0.025518189775867949096659066022557028029
f(z) = -278/17*z^3 + 244/17*z + 1
*
0 | 0.14362495586374148085488824830259852072 | 0.025521433117509777377052362882776332357
f(z) = -278/19*z^3 + 240/19*z + 1
*
[ 1/3 ] 
f(z) = -277*z^3 + 259/9*z + 1
*
[ 1/3 ] 
f(z) = -277/2*z^3 + 241/18*z + 1
*
0 | 0.12990386893814234612503521877672904252 | 0.023098055579525998552762479640253662332
f(z) = -277/9*z^3 + 259/9*z + 1
*
0 | 0.13064079468619331882717585473637175626 | 0.023229087488164304519824544429920212704
f(z) = -277/10*z^3 + 257/10*z + 1
*
0 | 0.14348541226070536020612475339879687918 | 0.025512973973293638239034482136155088430
f(z) = -277/11*z^3 + 255/11*z + 1
*
0 | 0.097479130539557833876284146955646713080 | 0.017332650624276125983590044780496132268
f(z) = -277/12*z^3 + 253/12*z + 1
*
0 | 0.14350381289401082938197872508684962453 | 0.025516245768462345568206722823439517066
f(z) = -277/13*z^3 + 251/13*z + 1
*
0 | 0.13067759598237857794627677295294893840 | 0.023235631083760294695556087293410839751
f(z) = -277/14*z^3 + 249/14*z + 1
*
0 | 0.12317751361889897438489680361576492312 | 0.021902050177365837872376781862227292931
f(z) = -277/15*z^3 + 247/15*z + 1
*
0 | 0.11785924377712674289078202627841002735 | 0.020956414813336251300248138326473934527
f(z) = -277/16*z^3 + 245/16*z + 1
*
0 | 0.14354053059001881158826717518488354428 | 0.025522774499208220156824062511295057589
f(z) = -277/17*z^3 + 243/17*z + 1
*
0 | 0.11715117125415150170090045450681876106 | 0.020830513263030576454733872753429776997
f(z) = -277/18*z^3 + 241/18*z + 1
*
0 | 0.14341880438964230155624214514678948258 | 0.025517540085878269050691026806693633802
f(z) = -276/11*z^3 + 254/11*z + 1
*
0 | 0.14343727108205228559623310367037789077 | 0.025520825739846943353292380187378197568
f(z) = -276/13*z^3 + 250/13*z + 1
*
0 | 0.14347412029838682482028352091283392382 | 0.025527382072253642132465341869272386946
f(z) = -276/17*z^3 + 242/17*z + 1
*
[ -2/15 ] 
f(z) = -275*z^3 + 241/18*z + 1
*
[ 1/3 ] 
f(z) = -275*z^3 + 257/9*z + 1
*
[ 1/2 ] 
f(z) = -275/4*z^3 + 259/16*z + 1
*
0 | 0.11479952757707164811270546724233507888 | 0.020438705010564505488371529957681494322
f(z) = -275/8*z^3 + 259/8*z + 1
*
0 | 0.12977027975178292987171889620346594990 | 0.023104071270715417442824609537653538000
f(z) = -275/9*z^3 + 257/9*z + 1
*
0 | 0.097346774315491715047595599616090638576 | 0.017331447663219427360010041598042510241
f(z) = -275/12*z^3 + 251/12*z + 1
*
0 | 0.14337048930028842101724745092816442752 | 0.025525428543785626003713957723029138309
f(z) = -275/13*z^3 + 249/13*z + 1
*
0 | 0.13054433853502549529009758388902266429 | 0.023241883328529940101620074829987136942
f(z) = -275/14*z^3 + 247/14*z + 1
*
0 | 0.11772611832259954485635174118383349020 | 0.020959750054886094133415135264806936787
f(z) = -275/16*z^3 + 243/16*z + 1
*
0 | 0.14340747098258125590190175242409944501 | 0.025532012697145231229056532240106196003
f(z) = -275/17*z^3 + 241/17*z + 1
*
[ 1/3 ] 
f(z) = -274*z^3 + 256/9*z + 1
*
0 | 0.12970312202506048398025834702736545197 | 0.023107101702783283284207356990020834078
f(z) = -274/9*z^3 + 256/9*z + 1
*
0 | 0.14328486556771740804955553246054528353 | 0.025526740678633504905386166750233912014
f(z) = -274/11*z^3 + 252/11*z + 1
*
0 | 0.14330346581160714792132562208550334034 | 0.025530054382425259043198272283704032714
f(z) = -274/13*z^3 + 248/13*z + 1
*
0 | 0.12297736554144614404984722334645350011 | 0.021908882749618819941033136077007071659
f(z) = -274/15*z^3 + 244/15*z + 1
*
0 | 0.14334058091572601419351398105937567121 | 0.025536666578586723289626074137262298426
f(z) = -274/17*z^3 + 240/17*z + 1
*
[ 1/2 ] 
f(z) = -273/4*z^3 + 257/16*z + 1
*
0 | 0.10800916581976537250087604269589637699 | 0.019254783652264359565456456784513065293
f(z) = -273/8*z^3 + 257/8*z + 1
*
0 | 0.13037277967601551879790079797246313849 | 0.023241542953816878800977827103677264182
f(z) = -273/10*z^3 + 253/10*z + 1
*
0 | 0.14321753111329654711636409662351052364 | 0.025531375563066588290151370366925715315
f(z) = -273/11*z^3 + 251/11*z + 1
*
0 | 0.11759202889242916471456889457603528259 | 0.020963119734975302018590253495465414535
f(z) = -273/16*z^3 + 241/16*z + 1
*
[ 1/3 ] 
f(z) = -272*z^3 + 254/9*z + 1
*
0 | 0.14311239219689117247042439505331061141 | 0.025529333805296463732797712775408551901
f(z) = -272/7*z^3 + 258/7*z + 1
*
0 | 0.12956807147148199259860677001953674103 | 0.023113208411422449409817471729924563415
f(z) = -272/9*z^3 + 254/9*z + 1
*
0 | 0.14314995092890984540716682668395292782 | 0.025536033779996692430134141774003595370
f(z) = -272/11*z^3 + 250/11*z + 1
*
0 | 0.14316868667011254687452966949172699978 | 0.025539375985265648885573733233412354149
f(z) = -272/13*z^3 + 246/13*z + 1
*
0 | 0.12284375509890611514087466642173171730 | 0.021913680441463472196822155180618522807
f(z) = -272/15*z^3 + 242/15*z + 1
*
[ 1/3 ] 
f(z) = -271*z^3 + 253/9*z + 1
*
[ 1/2 ] 
f(z) = -271/3*z^3 + 259/12*z + 1
*
[ 1/2 ] 
f(z) = -271/4*z^3 + 255/16*z + 1
*
0 | 0.10985593921423190609869957673558949425 | 0.019609712454649654218098764362554416217
f(z) = -271/6*z^3 + 259/6*z + 1
*
0 | 0.14304442686117483999519986047822622707 | 0.025533986592364452742334986590367754275
f(z) = -271/7*z^3 + 257/7*z + 1
*
0 | 0.11452928664347792687805597284795697224 | 0.020443923148615649905602599757049072128
f(z) = -271/8*z^3 + 255/8*z + 1
*
0 | 0.12950017505315298018658230752680550748 | 0.023116284961770511589901809092870004119
f(z) = -271/9*z^3 + 253/9*z + 1
*
0 | 0.13023730337594770957105798657421161117 | 0.023247865234585749396665272675461813426
f(z) = -271/10*z^3 + 251/10*z + 1
*
0 | 0.14308212321442520230788657382361541163 | 0.025540715538046551440326092065245339558
f(z) = -271/11*z^3 + 249/11*z + 1
*
0 | 0.097077077063882698497684949787169518846 | 0.017328635855074327384317273048566326559
f(z) = -271/12*z^3 + 247/12*z + 1
*
0 | 0.14310092744731024027951533140766224523 | 0.025544072166759057959837771148251193501
f(z) = -271/13*z^3 + 245/13*z + 1
*
0 | 0.13027491187327300798542369092259491791 | 0.023254578497643492386631205024939850972
f(z) = -271/14*z^3 + 243/14*z + 1
*
0 | 0.12277606415699285759102451201007091058 | 0.021916005012138126741003163153506712189
f(z) = -271/15*z^3 + 241/15*z + 1
*
[ -2/3 ] 
f(z) = -270*z^3 + 245/2*z + 1
*
0 | 0.14297621116311196987004808424809404253 | 0.025538662896480232309764767799361413939
f(z) = -270/7*z^3 + 256/7*z + 1
*
0 | 0.14301404614985673577985115900846378893 | 0.025545421048513405430118024944686354947
f(z) = -270/11*z^3 + 248/11*z + 1
*
0 | 0.14303291937704511943991508275902119805 | 0.025548792217626167396374250133108842913
f(z) = -270/13*z^3 + 244/13*z + 1
*
[ 1/3 ] 
f(z) = -269*z^3 + 251/9*z + 1
*
[ 1/2 ] 
f(z) = -269/3*z^3 + 257/12*z + 1
*
[ 1/2 ] 
f(z) = -269/4*z^3 + 253/16*z + 1
*
0 | 0.14288871107666605429294448003200772893 | 0.025539961113567768716074548009468773442
f(z) = -269/5*z^3 + 259/5*z + 1
*
0 | 0.10971918575954883458970310158443309703 | 0.019611232522124717800695663595926700684
f(z) = -269/6*z^3 + 257/6*z + 1
*
0 | 0.14290774325135996181882344361559360996 | 0.025543362928854129742922345065257318066
f(z) = -269/7*z^3 + 255/7*z + 1
*
0 | 0.11154021523610555627087924045649956659 | 0.019936723750000411999488218675744556827
f(z) = -269/8*z^3 + 253/8*z + 1
*
0 | 0.12936363080565977386032591680932992400 | 0.023122485152194972248048250323100460649
f(z) = -269/9*z^3 + 251/9*z + 1
*
0 | 0.13010082864662008196071295411000406363 | 0.023254252064005313487092484875825562938
f(z) = -269/10*z^3 + 249/10*z + 1
*
0 | 0.14294571789507174156823909905784877638 | 0.025550150525413665277877576032261467806
f(z) = -269/11*z^3 + 247/11*z + 1
*
0 | 0.096940741046664094956930650875119572981 | 0.017327210372300404980941247040414023493
f(z) = -269/12*z^3 + 245/12*z + 1
*
0 | 0.14296466062473772258896707452135553766 | 0.025553536353275142758593567269289814164
f(z) = -269/13*z^3 + 243/13*z + 1
*
0 | 0.13013871413820678769477801821144112015 | 0.023261023725493488761802647295457438409
f(z) = -269/14*z^3 + 241/14*z + 1
*
[ 1/3 ] 
f(z) = -268*z^3 + 250/9*z + 1
*
0 | 0.14281991840084350343544780753569242467 | 0.025544670180540080254939751275232073785
f(z) = -268/5*z^3 + 258/5*z + 1
*
0 | 0.14283902125396478976043460348383484803 | 0.025548086903417074125042894387277766201
f(z) = -268/7*z^3 + 254/7*z + 1
*
0 | 0.12929497926452695899084477286145534806 | 0.023125609076756084155556163512799271201
f(z) = -268/9*z^3 + 250/9*z + 1
*
0 | 0.14287713658949222570663559734759163587 | 0.025554904185528497194768076233905105393
f(z) = -268/11*z^3 + 246/11*z + 1
*
0 | 0.14289614933544541077962551423172817451 | 0.025558304791900763840703581414586708231
f(z) = -268/13*z^3 + 242/13*z + 1
*
[ 1/2 ] 
f(z) = -267/2*z^3 + 259/8*z + 1
*
[ 1/2 ] 
f(z) = -267/4*z^3 + 251/16*z + 1
*
0 | 0.11707045723142209290802913546736527509 | 0.020953149642876625416419828645108926946
f(z) = -267/4*z^3 + 259/4*z + 1
*
0 | 0.14275086921959678095023423314860724091 | 0.025549403283667251507082841733030283498
f(z) = -267/5*z^3 + 257/5*z + 1
*
0 | 0.14277004327805389728113961028155452337 | 0.025552835036866259170310667063131846561
f(z) = -267/7*z^3 + 253/7*z + 1
*
0 | 0.11425504357011127202801956856025489610 | 0.020449249810697519417311566032114636635
f(z) = -267/8*z^3 + 251/8*z + 1
*
0 | 0.12996334066210484869358660310669133936 | 0.023260704616521608659363412835823597327
f(z) = -267/10*z^3 + 247/10*z + 1
*
0 | 0.14280830035179088927332848472385746587 | 0.025559682248450349616383757590571961982
f(z) = -267/11*z^3 + 245/11*z + 1
*
0 | 0.14282738363355987601471180310633315013 | 0.025563097754531378538916572212436342544
f(z) = -267/13*z^3 + 241/13*z + 1
*
[ 1/3 ] 
f(z) = -266*z^3 + 248/9*z + 1
*
[ -1/6 ] 
f(z) = -266*z^3 + 259/18*z + 1
*
0 | 0.14268156161290769150757051712386430542 | 0.025554160640976648028991034639206224410
f(z) = -266/5*z^3 + 256/5*z + 1
*
0 | 0.12915690791176805714914794927634396262 | 0.023131905309694684618820155540486639208
f(z) = -266/9*z^3 + 248/9*z + 1
*
0 | 0.14273920727958144119324170832572615587 | 0.025564484936630445601684518166835819560
f(z) = -266/11*z^3 + 244/11*z + 1
*
0 | 0.14275836162249901146471871958240767212 | 0.025567915465076832214852726689884304243
f(z) = -266/13*z^3 + 240/13*z + 1
*
[ 1/3 ] 
f(z) = -265*z^3 + 247/9*z + 1
*
[ -2/5 ] 
f(z) = -265/2*z^3 + 247/10*z + 1
*
[ 1/2 ] 
f(z) = -265/2*z^3 + 257/8*z + 1
*
[ 1/2 ] 
f(z) = -265/3*z^3 + 253/12*z + 1
*
0 | 0.12224900618273622401363455606461521588 | 0.021909484866702950703518089140913555534
f(z) = -265/3*z^3 + 259/3*z + 1
*
[ 1/2 ] 
f(z) = -265/4*z^3 + 249/16*z + 1
*
0 | 0.11693150947108844220411138696349183332 | 0.020956482324020176715094958838944694778
f(z) = -265/4*z^3 + 257/4*z + 1
*
0 | 0.10944261138479159653533702623838309137 | 0.019614320907634182385662791195342452919
f(z) = -265/6*z^3 + 253/6*z + 1
*
0 | 0.14263131171271912926828598821015963096 | 0.025562404661324066543375268770703292531
f(z) = -265/7*z^3 + 251/7*z + 1
*
0 | 0.10524207151541272316547266587834032652 | 0.018861499534488857340744444800752369433
f(z) = -265/8*z^3 + 249/8*z + 1
*
0 | 0.12908748426222649564640850318226442627 | 0.023135077913814611625349315982917115871
f(z) = -265/9*z^3 + 247/9*z + 1
*
0 | 0.14266985544910311162293288325223084418 | 0.025569312475427264580381377329804186563
f(z) = -265/11*z^3 + 243/11*z + 1
*
0 | 0.096665020314620704339508055599271245164 | 0.017324319156893062655697617944957236047
f(z) = -265/12*z^3 + 241/12*z + 1
*
[ -1/22 ] 
f(z) = -264*z^3 + 259/11*z + 1
*
0 | 0.14254216333460854707480681488054763432 | 0.025563749004483722847649874605009846221
f(z) = -264/5*z^3 + 254/5*z + 1
*
0 | 0.14256155423011239336168989853538810891 | 0.025567226599982739270155181731683737164
f(z) = -264/7*z^3 + 250/7*z + 1
*
[ 1/3 ] 
f(z) = -263*z^3 + 245/9*z + 1
*
[ 1/2 ] 
f(z) = -263*z^3 + 259/4*z + 1
*
[ 1/2 ] 
f(z) = -263/2*z^3 + 255/8*z + 1
*
0 | 0.12960740652418954208305387083693823599 | 0.023259839152998986446125248574869192408
f(z) = -263/2*z^3 + 259/2*z + 1
*
[ 1/2 ] 
f(z) = -263/3*z^3 + 251/12*z + 1
*
0 | 0.12210893459174991460001550417649419329 | 0.021914134800761437074487834818726582845
f(z) = -263/3*z^3 + 257/3*z + 1
*
[ 1/2 ] 
f(z) = -263/4*z^3 + 247/16*z + 1
*
0 | 0.11679151127176233046672810891661966187 | 0.020959849745236980230329998736558854581
f(z) = -263/4*z^3 + 255/4*z + 1
*
0 | 0.14247206871345565918790791202837795264 | 0.025568580461113583221981841715690555678
f(z) = -263/5*z^3 + 253/5*z + 1
*
0 | 0.10930172599876790613242887271313800656 | 0.019615704334011298066940999467720428475
f(z) = -263/6*z^3 + 251/6*z + 1
*
0 | 0.14249153298196863855787564215474307614 | 0.025572073592925908975535100286262673487
f(z) = -263/7*z^3 + 249/7*z + 1
*
0 | 0.11397667803211121749675427182017033299 | 0.020454689043756696150371000433383168964
f(z) = -263/8*z^3 + 247/8*z + 1
*
0 | 0.12894785125912143590050822259974267252 | 0.023141472851339099946765932733038819218
f(z) = -263/9*z^3 + 245/9*z + 1
*
0 | 0.12968526395023336639491736549803157534 | 0.023273811743418098621989114513102876234
f(z) = -263/10*z^3 + 243/10*z + 1
*
0 | 0.14253036770948976919588041986030814248 | 0.025579043021139283914185235132440100879
f(z) = -263/11*z^3 + 241/11*z + 1
*
[ 1/3 ] 
f(z) = -262*z^3 + 244/9*z + 1
*
[ -1/6 ] 
f(z) = -262*z^3 + 257/18*z + 1
*
0 | 0.12203746585935021614261125386713173563 | 0.021916292315771935100623595585593264564
f(z) = -262/3*z^3 + 256/3*z + 1
*
0 | 0.14240170776710327802775020403987800689 | 0.025573437072889276932851670366401135568
f(z) = -262/5*z^3 + 252/5*z + 1
*
0 | 0.14242124596601055169081404656373549769 | 0.025576945871400948890652017266168465589
f(z) = -262/7*z^3 + 248/7*z + 1
*
0 | 0.12887763793593262053241317760225080675 | 0.023144695492328676708033675422826688320
f(z) = -262/9*z^3 + 244/9*z + 1
*
0 | 0.14246022784303761080397593975138080059 | 0.025583946493758407035427407684749840959
f(z) = -262/11*z^3 + 240/11*z + 1
*
[ 1/2 ] 
f(z) = -261*z^3 + 257/4*z + 1
*
0 | 0.14229175711751392309083340789447328232 | 0.025571252633068517450288860952870862603
f(z) = -261*z^3 + 259*z + 1
*
[ 1/2 ] 
f(z) = -261/2*z^3 + 253/8*z + 1
*
0 | 0.12946619273464462545839014695409926352 | 0.023266370371159413570932780907221584802
f(z) = -261/2*z^3 + 257/2*z + 1
*
[ 1/2 ] 
f(z) = -261/4*z^3 + 245/16*z + 1
*
0 | 0.11665044662979627958569749811852338555 | 0.020963252552059798050360918115769901397
f(z) = -261/4*z^3 + 253/4*z + 1
*
0 | 0.14233107846401209904392064140806228091 | 0.025578319072513403047892598930985430889
f(z) = -261/5*z^3 + 251/5*z + 1
*
[ -2/3 ] 
f(z) = -261/5*z^3 + 257/10*z + 1
*
0 | 0.14235069115707445179006734550659707773 | 0.025581843669716163451365508929628262360
f(z) = -261/7*z^3 + 247/7*z + 1
*
0 | 0.11098345270688510227850590667209740990 | 0.019944837035880967486948150113517418522
f(z) = -261/8*z^3 + 245/8*z + 1
*
0 | 0.12954464386698294990218523023388010718 | 0.023280468824682036255736695502976773757
f(z) = -261/10*z^3 + 241/10*z + 1
*
-2 | 0.11672859510391001437248938054459818798 | 0.016812118236640489954771441599625607361
f(z) = -261/16*z^3 + 259/4*z + 1
*
[ -1/8 ] 
f(z) = -280/3*z^3 + 251/24*z + 1
*
-1/4 | 0.14926086386997291495784592057420528302 | 0.018804815141475107348109473714115671572
f(z) = -280/3*z^3 + 253/30*z + 1
*
[ -1/6 ] 
f(z) = -280/3*z^3 + 259/27*z + 1
*
[ -3/20 ] 
f(z) = -280/9*z^3 + 251/30*z + 1
*
[ 1/2 ] 
f(z) = -279/5*z^3 + 259/20*z + 1
*
[ 1/2 ] 
f(z) = -279/7*z^3 + 251/28*z + 1
*
[ 1/2 ] 
f(z) = -279/8*z^3 + 247/32*z + 1
*
[ -1/6 ] 
f(z) = -279/8*z^3 + 255/32*z + 1
*
[ -4/9 ] 
f(z) = -279/16*z^3 + 241/36*z + 1
*
[ -1/4 ] 
f(z) = -278/3*z^3 + 259/24*z + 1
*
[ -1/2 ] 
f(z) = -278/17*z^3 + 241/34*z + 1
*
[ -1/2 ] 
f(z) = -278/19*z^3 + 253/38*z + 1
*
[ 1/2 ] 
f(z) = -277/5*z^3 + 257/20*z + 1
*
[ 1/2 ] 
f(z) = -277/6*z^3 + 253/24*z + 1
*
[ 1/2 ] 
f(z) = -277/7*z^3 + 249/28*z + 1
*
[ 1/2 ] 
f(z) = -277/8*z^3 + 245/32*z + 1
*
[ 1/2 ] 
f(z) = -277/9*z^3 + 241/36*z + 1
*
[ 2/3 ] 
f(z) = -277/16*z^3 + 259/36*z + 1
*
[ -1/6 ] 
f(z) = -276/11*z^3 + 254/33*z + 1
*
[ -1/3 ] 
f(z) = -276/13*z^3 + 248/39*z + 1
*
[ 3/10 ] 
f(z) = -275/2*z^3 + 241/24*z + 1
*
[ -2/11 ] 
f(z) = -275/2*z^3 + 243/22*z + 1
*
[ 1/2 ] 
f(z) = -275/6*z^3 + 251/24*z + 1
*
[ 1/2 ] 
f(z) = -275/7*z^3 + 247/28*z + 1
*
[ 1/2 ] 
f(z) = -275/8*z^3 + 243/32*z + 1
*
[ -4/15 ] 
f(z) = -275/8*z^3 + 259/36*z + 1
*
-12/55 | 0.19343850383401080868829227184063403912 | 0.024135565336425747513166553468250580239
f(z) = -275/9*z^3 + 257/33*z + 1
*
[ 2/3 ] 
f(z) = -275/16*z^3 + 257/36*z + 1
*
[ -1/4 ] 
f(z) = -274/3*z^3 + 257/24*z + 1
*
[ -1/2 ] 
f(z) = -274/19*z^3 + 251/38*z + 1
*
[ -1/6 ] 
f(z) = -273/2*z^3 + 259/24*z + 1
*
[ 1/2 ] 
f(z) = -273/5*z^3 + 253/20*z + 1
*
[ 1/2 ] 
f(z) = -273/8*z^3 + 241/32*z + 1
*
[ -2/21 ] 
f(z) = -273/8*z^3 + 248/21*z + 1
*
[ -1/6 ] 
f(z) = -272/3*z^3 + 257/27*z + 1
*
[ 1/2 ] 
f(z) = -271/5*z^3 + 251/20*z + 1
*
[ 1/2 ] 
f(z) = -271/6*z^3 + 247/24*z + 1
*
[ 1/2 ] 
f(z) = -271/7*z^3 + 243/28*z + 1
*
[ 2/3 ] 
f(z) = -271/16*z^3 + 253/36*z + 1
*
[ 7/15 ] 
f(z) = -270/7*z^3 + 254/35*z + 1
*
[ -1/6 ] 
f(z) = -270/17*z^3 + 253/34*z + 1
*
[ -1/2 ] 
f(z) = -270/19*z^3 + 249/38*z + 1
*
[ 1/2 ] 
f(z) = -269/5*z^3 + 249/20*z + 1
*
[ 1/2 ] 
f(z) = -269/6*z^3 + 245/24*z + 1
*
[ 1/2 ] 
f(z) = -269/7*z^3 + 241/28*z + 1
*
[ 2/3 ] 
f(z) = -269/16*z^3 + 251/36*z + 1
*
[ -1/6 ] 
f(z) = -268/3*z^3 + 256/27*z + 1
*
[ -1/4 ] 
f(z) = -268/9*z^3 + 247/36*z + 1
*
[ -1/6 ] 
f(z) = -267/2*z^3 + 257/24*z + 1
*
[ 1/2 ] 
f(z) = -267/5*z^3 + 247/20*z + 1
*
[ -1/3 ] 
f(z) = -267/13*z^3 + 245/39*z + 1
*
[ -1/4 ] 
f(z) = -266/3*z^3 + 253/24*z + 1
*
[ 1/2 ] 
f(z) = -265/6*z^3 + 241/24*z + 1
*
[ 2/3 ] 
f(z) = -265/16*z^3 + 247/36*z + 1
*
[ -4/5 ] 
f(z) = -265/16*z^3 + 257/20*z + 1
*
[ -1/3 ] 
f(z) = -264/13*z^3 + 244/39*z + 1
*
[ 1/2 ] 
f(z) = -263/5*z^3 + 243/20*z + 1
*
[ 2/3 ] 
f(z) = -263/16*z^3 + 245/36*z + 1
*
[ -1/4 ] 
f(z) = -262/3*z^3 + 251/24*z + 1
*
[ -1/2 ] 
f(z) = -262/19*z^3 + 245/38*z + 1
*
[ 1/2 ] 
f(z) = -261/5*z^3 + 241/20*z + 1
*
[ -1/6 ] 
f(z) = -261/8*z^3 + 253/32*z + 1
*
[ 3/5 ] 
f(z) = -275/19*z^3 + 259/57*z + 1
*
-1/3 | 0.22072980965793555580807938563855624204 | 0.029867982511886520863045408531442829277
f(z) = -270/7*z^3 + 257/42*z + 1
*
[ -1/3 ] 
f(z) = -267/14*z^3 + 257/42*z + 1
*
-1/5 | 0.19592802485575284136199782625186980922 | 0.027253227631437091712970674803940595959
f(z) = -265/8*z^3 + 253/40*z + 1
*
[ 6/11 ] 
f(z) = -275/18*z^3 + 245/66*z + 1
*
[ 1/3 ] 
f(z) = -280*z^3 + 262/9*z + 1
*
[ -1/12 ] 
f(z) = -280*z^3 + 269/18*z + 1
*
0 | 0.14359237035477607170880857489954344675 | 0.025483182242334923450872279762517318474
f(z) = -280*z^3 + 278*z + 1
*
0 | 0.12326707550169524081053508365593632164 | 0.021876074207342986010561494646590178819
f(z) = -280/3*z^3 + 274/3*z + 1
*
0 | 0.13010246298154398016011978226885138389 | 0.023089143010480590566517762732947304735
f(z) = -280/9*z^3 + 262/9*z + 1
*
[ 1/2 ] 
f(z) = -279*z^3 + 275/4*z + 1
*
0 | 0.14352614730263862548691784240821887990 | 0.025487613121916072385499209831153228627
f(z) = -279*z^3 + 277*z + 1
*
[ 1/2 ] 
f(z) = -279/2*z^3 + 271/8*z + 1
*
0 | 0.13069994865630395633694166815673374337 | 0.023209915329099949835490929523004737827
f(z) = -279/2*z^3 + 275/2*z + 1
*
[ 1/2 ] 
f(z) = -279/4*z^3 + 263/16*z + 1
*
0 | 0.11788293702656228516957273204641860461 | 0.020933848982045227245363451972963850000
f(z) = -279/4*z^3 + 271/4*z + 1
*
0 | 0.14356293759277236877572118876027071169 | 0.025494146403127855152966258517361822778
f(z) = -279/5*z^3 + 269/5*z + 1
*
[ -2/3 ] 
f(z) = -279/5*z^3 + 273/10*z + 1
*
0 | 0.14358129072237101392247551170812162532 | 0.025497405582556675887064957022725984421
f(z) = -279/7*z^3 + 265/7*z + 1
*
0 | 0.11506588150340236648270296856877690741 | 0.020433591553927550058343408331232827867
f(z) = -279/8*z^3 + 263/8*z + 1
*
-2 | 0.11795638809589017823650139770920879198 | 0.016826125617318517292134067218900813719
f(z) = -279/16*z^3 + 277/4*z + 1
*
[ 1/3 ] 
f(z) = -278*z^3 + 260/9*z + 1
*
[ -1/6 ] 
f(z) = -278*z^3 + 265/18*z + 1
*
0 | 0.14345968658370589255004797488766388507 | 0.025492065596723147261495273856361985308
f(z) = -278*z^3 + 276*z + 1
*
-1 | 0.12631346714305210988482644641270719846 | 0.022430956610585357259464383025386940366
f(z) = -278*z^3 + 279*z + 1
*
0 | 0.12313348987969522340973165373146422842 | 0.021880202556661341550278882545706577340
f(z) = -278/3*z^3 + 272/3*z + 1
*
0 | 0.14349660890908809241651783290055410384 | 0.025498626508454105268802353232060063679
f(z) = -278/5*z^3 + 268/5*z + 1
*
0 | 0.14351502775489396848739534730430384328 | 0.025501899444821670506434837570075407106
f(z) = -278/7*z^3 + 264/7*z + 1
*
0 | 0.12997030387391606484487044901796293482 | 0.023095070056818473914160411050607378448
f(z) = -278/9*z^3 + 260/9*z + 1
*
[ 1/2 ] 
f(z) = -277*z^3 + 273/4*z + 1
*
0 | 0.14339298648591469486127574808131407860 | 0.025496539853967199107998869115680837564
f(z) = -277*z^3 + 275*z + 1
*
-1 | 0.12624665335475881864415077977065839766 | 0.022433396066346992502456682577677291440
f(z) = -277*z^3 + 278*z + 1
*
[ -1 ] 
f(z) = -277*z^3 + 279*z + 1
*
[ 1/2 ] 
f(z) = -277/2*z^3 + 269/8*z + 1
*
0 | 0.13056685424731636927047575976280514260 | 0.023215940224878654539467108945877184684
f(z) = -277/2*z^3 + 273/2*z + 1
*
-1 | 0.11338889692316670709698570860635469887 | 0.020135789829323746654531368414564948235
f(z) = -277/2*z^3 + 279/2*z + 1
*
[ 1/2 ] 
f(z) = -277/3*z^3 + 265/12*z + 1
*
0 | 0.12306685637708341973236109118554883405 | 0.021882374342129938695380347092498234959
f(z) = -277/3*z^3 + 271/3*z + 1
*
[ 1/2 ] 
f(z) = -277/4*z^3 + 261/16*z + 1
*
0 | 0.11774997512806349287106536023385517032 | 0.020936985882159732620169906140077039597
f(z) = -277/4*z^3 + 269/4*z + 1
*
0 | 0.14343004179767421573621293260998703387 | 0.025503128615776484725500614527825451876
f(z) = -277/5*z^3 + 267/5*z + 1
*
0 | 0.11026024269815820774760157083354081465 | 0.019605245285394990110520487159231244469
f(z) = -277/6*z^3 + 265/6*z + 1
*
0 | 0.14344852683199654748715490330696779320 | 0.025506415418191661277105776691596555569
f(z) = -277/7*z^3 + 263/7*z + 1
*
0 | 0.11208072588182223070699725613344672638 | 0.019928943279162113683701025330122134130
f(z) = -277/8*z^3 + 261/8*z + 1
*
-2 | 0.11782392069237032649866475239260185680 | 0.016824620787249880231520990353925843805
f(z) = -277/16*z^3 + 275/4*z + 1
*
[ 2 ] 
f(z) = -277/16*z^3 + 279/4*z + 1
*
0 | 0.14332604527863535932927309147907063472 | 0.025501036083188221357549697787308295996
f(z) = -276*z^3 + 274*z + 1
*
-1 | 0.12617959763265887129111520693881981035 | 0.022435847238000360044798419074540782631
f(z) = -276*z^3 + 277*z + 1
*
[ -1 ] 
f(z) = -276*z^3 + 278*z + 1
*
0 | 0.14336323453821557439620477740465102384 | 0.025507652917195037311667027417499121096
f(z) = -276/5*z^3 + 266/5*z + 1
*
0 | 0.14338178623847379794749753028307871726 | 0.025510953696036522383878715778276354222
f(z) = -276/7*z^3 + 262/7*z + 1
*
[ 3/10 ] 
f(z) = -275*z^3 + 269/12*z + 1
*
[ 1/2 ] 
f(z) = -275*z^3 + 271/4*z + 1
*
0 | 0.14325886121240228400188501997826021791 | 0.025505554476292914446540202939919535346
f(z) = -275*z^3 + 273*z + 1
*
-1 | 0.12611229821828889632324186526876370919 | 0.022438310225795124334348779402634084245
f(z) = -275*z^3 + 276*z + 1
*
[ -1 ] 
f(z) = -275*z^3 + 277*z + 1
*
[ 1/2 ] 
f(z) = -275/2*z^3 + 267/8*z + 1
*
0 | 0.13043279634634712609999389566469501650 | 0.023222024554380374308599796236092227967
f(z) = -275/2*z^3 + 271/2*z + 1
*
-1 | 0.11325372662590613780552124562395324527 | 0.020137513174756040010139723023404340241
f(z) = -275/2*z^3 + 277/2*z + 1
*
[ -1 ] 
f(z) = -275/2*z^3 + 279/2*z + 1
*
[ 1/2 ] 
f(z) = -275/3*z^3 + 263/12*z + 1
*
0 | 0.12293389936108499745993031726445832427 | 0.021886934187536429603759562661488726698
f(z) = -275/3*z^3 + 269/3*z + 1
*
-1 | 0.10572359016876392398793618694352430608 | 0.018786550841449520239432773120886654164
f(z) = -275/3*z^3 + 278/3*z + 1
*
0 | 0.11761605166053516674047729837180419469 | 0.020940153980887261573284163901795952802
f(z) = -275/4*z^3 + 267/4*z + 1
*
-1 | 0.11748725451908083772381522472610406377 | 0.020863583021038612885796406101862518779
f(z) = -275/4*z^3 + 279/4*z + 1
*
0 | 0.11012645325076487097694474581259289737 | 0.019606719115990992085669675816901590341
f(z) = -275/6*z^3 + 263/6*z + 1
*
0 | 0.14331480424050850867801402392206390658 | 0.025515514474151731520472911743700009023
f(z) = -275/7*z^3 + 261/7*z + 1
*
[ 6/5 ] 
f(z) = -275/9*z^3 + 265/6*z + 1
*
[ -6/5 ] 
f(z) = -275/9*z^3 + 275/6*z + 1
*
-2 | 0.11769049826429695745864020894709071105 | 0.016823103522153868351580397603684284640
f(z) = -275/16*z^3 + 273/4*z + 1
*
[ 2 ] 
f(z) = -275/16*z^3 + 277/4*z + 1
*
[ -1/6 ] 
f(z) = -274*z^3 + 263/18*z + 1
*
0 | 0.14319143251863959898576194934350911745 | 0.025510095227593205868985089867657027993
f(z) = -274*z^3 + 272*z + 1
*
-1 | 0.12604475333394382358978710337128026153 | 0.022440785131213161920852775630553469676
f(z) = -274*z^3 + 275*z + 1
*
[ -1 ] 
f(z) = -274*z^3 + 276*z + 1
*
0 | 0.12286653872380886374981432325752571841 | 0.021889138532929528125781428195857793367
f(z) = -274/3*z^3 + 268/3*z + 1
*
-1 | 0.10565588014748939583273291238750354280 | 0.018786548944993620355145244878402618744
f(z) = -274/3*z^3 + 277/3*z + 1
*
0 | 0.14322889260020049388785739096444310120 | 0.025516768882790610525408086905548899554
f(z) = -274/5*z^3 + 264/5*z + 1
*
-1 | 0.12595410449767645163144109582380871214 | 0.022367140391395066819846550725979738534
f(z) = -274/5*z^3 + 279/5*z + 1
*
0 | 0.14324757908540094021984109509597901834 | 0.025520097950798016237700576080323699359
f(z) = -274/7*z^3 + 260/7*z + 1
*
[ 1/2 ] 
f(z) = -273*z^3 + 269/4*z + 1
*
0 | 0.14312375740938181453460496273684951194 | 0.025514658533845543672258731396417054252
f(z) = -273*z^3 + 271*z + 1
*
-1 | 0.12597696118239512381669040288084827248 | 0.022443272056988317413221720254853361169
f(z) = -273*z^3 + 274*z + 1
*
[ -1 ] 
f(z) = -273*z^3 + 275*z + 1
*
[ 2/7 ] 
f(z) = -273*z^3 + 277/14*z + 1
*
[ 1/2 ] 
f(z) = -273/2*z^3 + 265/8*z + 1
*
0 | 0.13029776090185635431177509373196473330 | 0.023228169364128174267514067460069614143
f(z) = -273/2*z^3 + 269/2*z + 1
*
-1 | 0.11311822417289535431342347838036616667 | 0.020139368723765356118751136252432158662
f(z) = -273/2*z^3 + 275/2*z + 1
*
[ -1 ] 
f(z) = -273/2*z^3 + 277/2*z + 1
*
0 | 0.11748115261460142051658828390872430723 | 0.020943353831539809603966660203635829719
f(z) = -273/4*z^3 + 265/4*z + 1
*
-1 | 0.11735141926431774284125369688068616764 | 0.020866119128401005262739114853379881835
f(z) = -273/4*z^3 + 277/4*z + 1
*
0 | 0.14316135438649108453061116351922544007 | 0.025521360943356104429100126568494786921
f(z) = -273/5*z^3 + 263/5*z + 1
*
-1 | 0.12588597831762371105139356600703381142 | 0.022369305924198354827284658965737438732
f(z) = -273/5*z^3 + 278/5*z + 1
*
-2 | 0.11755610693209192028042591942673126332 | 0.016821573634897134731951649034704203630
f(z) = -273/16*z^3 + 271/4*z + 1
*
[ 2 ] 
f(z) = -273/16*z^3 + 275/4*z + 1
*
[ -2 ] 
f(z) = -273/16*z^3 + 279/4*z + 1
*
0 | 0.14305583407698934598701915289190153980 | 0.025519244594290981880665599680420132184
f(z) = -272*z^3 + 270*z + 1
*
-1 | 0.12590891994660387181983093423279867603 | 0.022445771107126550406139726320726634091
f(z) = -272*z^3 + 273*z + 1
*
[ -1 ] 
f(z) = -272*z^3 + 274*z + 1
*
0 | 0.12273107789402598266097268993902996581 | 0.021893580337402077228723415041314755819
f(z) = -272/3*z^3 + 266/3*z + 1
*
-1 | 0.10551867921264088363067856052498316827 | 0.018786359169323726475419609196422446042
f(z) = -272/3*z^3 + 275/3*z + 1
*
[ -1 ] 
f(z) = -272/3*z^3 + 278/3*z + 1
*
0 | 0.14309356895387277415741446864130793048 | 0.025525975990875656744399970869512387389
f(z) = -272/5*z^3 + 262/5*z + 1
*
-1 | 0.12581760058248726711001344342572615664 | 0.022371480964287067321640574014776263220
f(z) = -272/5*z^3 + 277/5*z + 1
*
-1 | 0.12577166619293058388458692788471554338 | 0.022334742692318144571451577509710350072
f(z) = -272/7*z^3 + 279/7*z + 1
*
[ 1/2 ] 
f(z) = -271*z^3 + 267/4*z + 1
*
0 | 0.14298766069385880239207537589797674442 | 0.025523853610696076845582737908205348234
f(z) = -271*z^3 + 269*z + 1
*
-1 | 0.12584062778942851887071064255676165558 | 0.022448282386926482589851778173709931305
f(z) = -271*z^3 + 272*z + 1
*
[ -1 ] 
f(z) = -271*z^3 + 273*z + 1
*
[ 1/2 ] 
f(z) = -271/2*z^3 + 263/8*z + 1
*
0 | 0.13016173355265376943745431152272548398 | 0.023234375727185034643206794104195806751
f(z) = -271/2*z^3 + 267/2*z + 1
*
-1 | 0.11298172291393207557401887110350259148 | 0.020141240929478059179437448334503915607
f(z) = -271/2*z^3 + 273/2*z + 1
*
[ -1 ] 
f(z) = -271/2*z^3 + 275/2*z + 1
*
0 | 0.12266297407732083105084363281582275702 | 0.021895817993031975757703789745949250061
f(z) = -271/3*z^3 + 265/3*z + 1
*
-1 | 0.10545021823420869223576143663272388159 | 0.018786355172296911614820192923246407247
f(z) = -271/3*z^3 + 274/3*z + 1
*
[ -1 ] 
f(z) = -271/3*z^3 + 277/3*z + 1
*
0 | 0.11734526367247772418198051418298787357 | 0.020946586001553425391726601605429669242
f(z) = -271/4*z^3 + 263/4*z + 1
*
-1 | 0.11721458026186501115536391071483221700 | 0.020868676722567629735063938119220527508
f(z) = -271/4*z^3 + 275/4*z + 1
*
[ -1 ] 
f(z) = -271/4*z^3 + 279/4*z + 1
*
0 | 0.14302553448583294861531738001520880523 | 0.025530614229880551569105329943346557254
f(z) = -271/5*z^3 + 261/5*z + 1
*
-1 | 0.12574896942760779074330348080480931660 | 0.022373665585784247516528137632265820008
f(z) = -271/5*z^3 + 276/5*z + 1
*
-1 | 0.092546894557748729024912821445695383326 | 0.016455655491102582498049935697639922350
f(z) = -271/6*z^3 + 277/6*z + 1
*
-1 | 0.12570286348591872015672685567051187301 | 0.022336767338532110003579402101395592686
f(z) = -271/7*z^3 + 278/7*z + 1
*
-1 | 0.11712236790982951522591788060400828915 | 0.020798785847110747726999810252060229608
f(z) = -271/8*z^3 + 279/8*z + 1
*
-2 | 0.11742073251119150410965855471397190342 | 0.016820030934260768536206322387997541967
f(z) = -271/16*z^3 + 269/4*z + 1
*
[ 2 ] 
f(z) = -271/16*z^3 + 273/4*z + 1
*
[ -2 ] 
f(z) = -271/16*z^3 + 277/4*z + 1
*
0 | 0.14291923541212792273374993901551748717 | 0.025528485787394614049999508042637566650
f(z) = -270*z^3 + 268*z + 1
*
-1 | 0.12577208285332725671101720552801620898 | 0.022450806003000354509131525301166835426
f(z) = -270*z^3 + 271*z + 1
*
[ -1 ] 
f(z) = -270*z^3 + 272*z + 1
*
[ -2/3 ] 
f(z) = -270/7*z^3 + 275/14*z + 1
*
-1 | 0.12563380418744346361929598848439413575 | 0.022338800341433102622075999856267156917
f(z) = -270/7*z^3 + 277/7*z + 1
*
[ 1/2 ] 
f(z) = -269*z^3 + 265/4*z + 1
*
0 | 0.14285055636337504065163991858774655306 | 0.025533141331330185441153999223517004115
f(z) = -269*z^3 + 267*z + 1
*
-1 | 0.12570328326005485265664995185269754053 | 0.022453342063295401697433437504217438857
f(z) = -269*z^3 + 270*z + 1
*
[ -1 ] 
f(z) = -269*z^3 + 271*z + 1
*
[ 1/2 ] 
f(z) = -269/2*z^3 + 261/8*z + 1
*
0 | 0.13002469961873304570229667175723954714 | 0.023240644744034420875810391529386487992
f(z) = -269/2*z^3 + 265/2*z + 1
*
-1 | 0.11284420801489557657877749083523099901 | 0.020143130058990010307406450046232097913
f(z) = -269/2*z^3 + 271/2*z + 1
*
[ -1 ] 
f(z) = -269/2*z^3 + 273/2*z + 1
*
0 | 0.12252601042889758812144422615732397351 | 0.021900327311901019283326516512554247723
f(z) = -269/3*z^3 + 263/3*z + 1
*
-1 | 0.10531253228163160895293683605807428180 | 0.018786345118177938390389389378307937966
f(z) = -269/3*z^3 + 272/3*z + 1
*
[ -1 ] 
f(z) = -269/3*z^3 + 275/3*z + 1
*
0 | 0.11720837019885132782345003998888029720 | 0.020949851072959681300167183878377459339
f(z) = -269/4*z^3 + 261/4*z + 1
*
-1 | 0.11707672256670843802609870418559750380 | 0.020871256125613177465853979534850993059
f(z) = -269/4*z^3 + 273/4*z + 1
*
[ -1 ] 
f(z) = -269/4*z^3 + 277/4*z + 1
*
-1 | 0.12561093929561954134816241392640144271 | 0.022378063873629910179649542299167465866
f(z) = -269/5*z^3 + 274/5*z + 1
*
[ -1 ] 
f(z) = -269/5*z^3 + 279/5*z + 1
*
-1 | 0.092408691289410564311636010702244618879 | 0.016452280088074229508910974055441664987
f(z) = -269/6*z^3 + 275/6*z + 1
*
-1 | 0.12556448637639292216389752649891068538 | 0.022340841761359167300530859763357905130
f(z) = -269/7*z^3 + 276/7*z + 1
*
-1 | 0.11698381624890479659741395800811654413 | 0.020800756064539891238406429901166111885
f(z) = -269/8*z^3 + 277/8*z + 1
*
-1 | 0.11195472894397132559559280190454500395 | 0.019893792897964048637059567532994420878
f(z) = -269/9*z^3 + 278/9*z + 1
*
-1 | 0.11265839154426737783372950173346674547 | 0.020006065463201069279113440533433022903
f(z) = -269/10*z^3 + 279/10*z + 1
*
-2 | 0.11728436050303912645676142754697795406 | 0.016818475224823326246548670407915198905
f(z) = -269/16*z^3 + 267/4*z + 1
*
[ 2 ] 
f(z) = -269/16*z^3 + 271/4*z + 1
*
[ -2 ] 
f(z) = -269/16*z^3 + 275/4*z + 1
*
0 | 0.14278162165831295545182956079389880205 | 0.025537820452099637928225818502365820085
f(z) = -268*z^3 + 266*z + 1
*
-1 | 0.12563422711035383208475655849160837194 | 0.022455890677115660180379841241273053397
f(z) = -268*z^3 + 269*z + 1
*
[ -1 ] 
f(z) = -268*z^3 + 270*z + 1
*
0 | 0.12245611323459264094994551815420258696 | 0.021902414307429427482877430768946871987
f(z) = -268/3*z^3 + 262/3*z + 1
*
-1 | 0.10524433711807662002348304624056439005 | 0.018786523542810200222276233809866266342
f(z) = -268/3*z^3 + 271/3*z + 1
*
[ -1 ] 
f(z) = -268/3*z^3 + 274/3*z + 1
*
-1 | 0.12554153648389089618272562130310393737 | 0.022380277692393931718887317383477219734
f(z) = -268/5*z^3 + 273/5*z + 1
*
[ -1 ] 
f(z) = -268/5*z^3 + 278/5*z + 1
*
-1 | 0.12549490810999788939638489217860828996 | 0.022342891659254804630652370211085270856
f(z) = -268/7*z^3 + 275/7*z + 1
*
-1 | 0.11188497377812091933172273976573239318 | 0.019894136825681847652236480070597528932
f(z) = -268/9*z^3 + 277/9*z + 1
*
-1 | 0.12540107554373088677427795199254187292 | 0.022268932585442740776280558674074736340
f(z) = -268/11*z^3 + 279/11*z + 1
*
[ 1/2 ] 
f(z) = -267*z^3 + 263/4*z + 1
*
0 | 0.14271242938647708400549244568972452005 | 0.025542523361997414263313446494802156394
f(z) = -267*z^3 + 265*z + 1
*
-1 | 0.12556491248363988135605693152171860303 | 0.022458451955144211619304871225697396949
f(z) = -267*z^3 + 268*z + 1
*
[ -1 ] 
f(z) = -267*z^3 + 269*z + 1
*
[ -1/2 ] 
f(z) = -267*z^3 + 279/4*z + 1
*
0 | 0.12988664409176452920823521949244104344 | 0.023246977543497033558945721601663741817
f(z) = -267/2*z^3 + 263/2*z + 1
*
-1 | 0.11270566430871858467707075531328900894 | 0.020145036385548015592105864280915641688
f(z) = -267/2*z^3 + 269/2*z + 1
*
[ -1 ] 
f(z) = -267/2*z^3 + 271/2*z + 1
*
-1 | 0.11693783089754426958630900031943554928 | 0.020873857666442983122704483470322132228
f(z) = -267/4*z^3 + 271/4*z + 1
*
[ -1 ] 
f(z) = -267/4*z^3 + 275/4*z + 1
*
-1 | 0.12547187258254019629981910937454571347 | 0.022382501397421803996651494147146511847
f(z) = -267/5*z^3 + 272/5*z + 1
*
[ -1 ] 
f(z) = -267/5*z^3 + 277/5*z + 1
*
-1 | 0.12542506742350506725735541495374157708 | 0.022344950096678527053681788656943071274
f(z) = -267/7*z^3 + 274/7*z + 1
*
-1 | 0.11684422008910276921944233028628410319 | 0.020802738451927385166524178660355677215
f(z) = -267/8*z^3 + 275/8*z + 1
*
-1 | 0.11251843876863955227908672340713434133 | 0.020006772497569731699224851192965923057
f(z) = -267/10*z^3 + 277/10*z + 1
*
-1 | 0.12533087688024803207510951278934259225 | 0.022270667187481476032586707376942198252
f(z) = -267/11*z^3 + 278/11*z + 1
*
-2 | 0.11714697608574280941063372924425164968 | 0.016816906306839718116424076556430779423
f(z) = -267/16*z^3 + 265/4*z + 1
*
[ 2 ] 
f(z) = -267/16*z^3 + 269/4*z + 1
*
[ -2 ] 
f(z) = -267/16*z^3 + 273/4*z + 1
*
0 | 0.14264297761590776484062348908136049057 | 0.025547250276060808123847563688109044148
f(z) = -266*z^3 + 264*z + 1
*
-1 | 0.12549533743768134088603660825933425551 | 0.022461026009465878650871934061668051699
f(z) = -266*z^3 + 267*z + 1
*
[ -1 ] 
f(z) = -266*z^3 + 268*z + 1
*
[ 2/7 ] 
f(z) = -266*z^3 + 269/14*z + 1
*
0 | 0.12231761304834616937245222040433998921 | 0.021906992730695559265174451625970594242
f(z) = -266/3*z^3 + 260/3*z + 1
*
-1 | 0.10510509827508343281631013430185825091 | 0.018786509462899851361959916946749563676
f(z) = -266/3*z^3 + 269/3*z + 1
*
[ -1 ] 
f(z) = -266/3*z^3 + 272/3*z + 1
*
-1 | 0.12540194561968879808419085017547548675 | 0.022384735067078946122255138097202009565
f(z) = -266/5*z^3 + 271/5*z + 1
*
[ -1 ] 
f(z) = -266/5*z^3 + 276/5*z + 1
*
-1 | 0.11174467014251345122228042082585232429 | 0.019894823591607036239450026470624596517
f(z) = -266/9*z^3 + 275/9*z + 1
*
-1 | 0.12526041106748096329859282808586240510 | 0.022272407745828322434636781504540611903
f(z) = -266/11*z^3 + 277/11*z + 1
*
-1 | 0.12521283903352280913677227892968867943 | 0.022235505231348948515514227027576086718
f(z) = -266/13*z^3 + 279/13*z + 1
*
[ 1/2 ] 
f(z) = -265*z^3 + 261/4*z + 1
*
0 | 0.14257326439282658234095523272338747170 | 0.025552001412116155833842159300078365364
f(z) = -265*z^3 + 263*z + 1
*
-1 | 0.12542550000827265463916861255629113512 | 0.022463612953590381273107967041813913541
f(z) = -265*z^3 + 266*z + 1
*
[ -1 ] 
f(z) = -265*z^3 + 267*z + 1
*
[ -1/2 ] 
f(z) = -265*z^3 + 277/4*z + 1
*
0 | 0.12974755162523089605443817976662962381 | 0.023253375283685514454345492971321466585
f(z) = -265/2*z^3 + 261/2*z + 1
*
-1 | 0.11256607628534826428317613757001857927 | 0.020146960188734176244798791148330785826
f(z) = -265/2*z^3 + 267/2*z + 1
*
[ -1 ] 
f(z) = -265/2*z^3 + 269/2*z + 1
*
-1 | 0.10503405065957953647020289498740318109 | 0.018786316445684590245535739081500498130
f(z) = -265/3*z^3 + 268/3*z + 1
*
[ -1 ] 
f(z) = -265/3*z^3 + 271/3*z + 1
*
-1 | 0.11679788962661325653929796323254287341 | 0.020876481680977340272444702104700911210
f(z) = -265/4*z^3 + 269/4*z + 1
*
[ -1 ] 
f(z) = -265/4*z^3 + 273/4*z + 1
*
-1 | 0.092128499253512641165622262626100986820 | 0.016445295467518430810520959514326657514
f(z) = -265/6*z^3 + 271/6*z + 1
*
[ -1 ] 
f(z) = -265/6*z^3 + 277/6*z + 1
*
-1 | 0.12528459081928829066411072124572701805 | 0.022349092839460418281154436417175299823
f(z) = -265/7*z^3 + 272/7*z + 1
*
[ -1 ] 
f(z) = -265/7*z^3 + 279/7*z + 1
*
-1 | 0.11670356356138953621040793347710929754 | 0.020804733105453023913344093231974312839
f(z) = -265/8*z^3 + 273/8*z + 1
*
-1 | 0.11167411764483095240807228011029411537 | 0.019895166389974109512337948689131812033
f(z) = -265/9*z^3 + 274/9*z + 1
*
-1 | 0.12518967606407194537476440464382054644 | 0.022274154291679341914947243383561395894
f(z) = -265/11*z^3 + 276/11*z + 1
*
-1 | 0.096263778520093909184506705652929714596 | 0.017116550297752099552014932395122640886
f(z) = -265/12*z^3 + 277/12*z + 1
*
-1 | 0.12514191998192392735758872068924174132 | 0.022237090495926243499333761767853751272
f(z) = -265/13*z^3 + 278/13*z + 1
*
-1 | 0.11228255959012165847400077654386959244 | 0.019939324596633241521207464744355377444
f(z) = -265/14*z^3 + 279/14*z + 1
*
-2 | 0.11700856410438235160045459758513363020 | 0.016815323976115774792249356000072938944
f(z) = -265/16*z^3 + 263/4*z + 1
*
[ 2 ] 
f(z) = -265/16*z^3 + 267/4*z + 1
*
[ -2 ] 
f(z) = -265/16*z^3 + 271/4*z + 1
*
0 | 0.14250328774130657547225226674573047701 | 0.025556776990825987800662157796519510908
f(z) = -264*z^3 + 262*z + 1
*
-1 | 0.12535539820890163877673808955496871714 | 0.022466212902475965431877822640119900583
f(z) = -264*z^3 + 265*z + 1
*
[ -1 ] 
f(z) = -264*z^3 + 266*z + 1
*
-1 | 0.12526129450950716013315532424549528355 | 0.022389232618184081732463002579669181763
f(z) = -264/5*z^3 + 269/5*z + 1
*
[ -1 ] 
f(z) = -264/5*z^3 + 274/5*z + 1
*
-1 | 0.12521395085910881843816760936495065528 | 0.022351177271075172888706790340554297681
f(z) = -264/7*z^3 + 271/7*z + 1
*
[ -1 ] 
f(z) = -264/7*z^3 + 278/7*z + 1
*
-1 | 0.12507072824498472878757528950130886976 | 0.022238680464167560816682717678797389354
f(z) = -264/13*z^3 + 277/13*z + 1
*
0 | 0.14243304566293619185629617198813137550 | 0.025561577235737163404017170777045440391
f(z) = -263*z^3 + 261*z + 1
*
-1 | 0.12528503003041042853753596970334858727 | 0.022468825972553515275189443978817564249
f(z) = -263*z^3 + 264*z + 1
*
[ -1 ] 
f(z) = -263*z^3 + 265*z + 1
*
[ -1/2 ] 
f(z) = -263*z^3 + 275/4*z + 1
*
-1 | 0.11242608022067967288003541603018899879 | 0.020149018631167910217150386779728612944
f(z) = -263/2*z^3 + 265/2*z + 1
*
[ -1 ] 
f(z) = -263/2*z^3 + 267/2*z + 1
*
-1 | 0.10489322349757270180955421005670951291 | 0.018786297634440465064750371672289140550
f(z) = -263/3*z^3 + 266/3*z + 1
*
[ -1 ] 
f(z) = -263/3*z^3 + 269/3*z + 1
*
-1 | 0.11665688276914763222077422672131467378 | 0.020879128512341712723695802604842759750
f(z) = -263/4*z^3 + 267/4*z + 1
*
[ -1 ] 
f(z) = -263/4*z^3 + 271/4*z + 1
*
-1 | 0.12519056630492700484558684804930236968 | 0.022391496660843262996595825468916914597
f(z) = -263/5*z^3 + 268/5*z + 1
*
[ -1 ] 
f(z) = -263/5*z^3 + 273/5*z + 1
*
-1 | 0.091987130769814720734636981734055693211 | 0.016441800931000162315554088916722417765
f(z) = -263/6*z^3 + 269/6*z + 1
*
[ -1 ] 
f(z) = -263/6*z^3 + 275/6*z + 1
*
-1 | 0.12514304039322236937233526270782356647 | 0.022353270494747053567318775580378165552
f(z) = -263/7*z^3 + 270/7*z + 1
*
[ -1 ] 
f(z) = -263/7*z^3 + 277/7*z + 1
*
-1 | 0.11656183043229084787138439349445244388 | 0.020806740120872184545877138951114571000
f(z) = -263/8*z^3 + 271/8*z + 1
*
[ -1 ] 
f(z) = -263/8*z^3 + 279/8*z + 1
*
-1 | 0.11153220104608552773770461394927244666 | 0.019895850714504412059365274456503838878
f(z) = -263/9*z^3 + 272/9*z + 1
*
-1 | 0.11223531929978818217383241676526239996 | 0.020008179628628915250803415871604808560
f(z) = -263/10*z^3 + 273/10*z + 1
*
-1 | 0.12504739020208261407740381053321003927 | 0.022277665471374387946565392063430536816
f(z) = -263/11*z^3 + 274/11*z + 1
*
-1 | 0.096121306852294884859587492610206873546 | 0.017113267601777020029824312311575485138
f(z) = -263/12*z^3 + 275/12*z + 1
*
-1 | 0.12499926171727456466081198524798428525 | 0.022240275151855196241880128645862457120
f(z) = -263/13*z^3 + 276/13*z + 1
*
-1 | 0.11213906179195938083046046433965820924 | 0.019939315919374021112391419680151979517
f(z) = -263/14*z^3 + 277/14*z + 1
*
-1 | 0.10460728971773008288402760113516028550 | 0.018588189859343217295598181655945367565
f(z) = -263/15*z^3 + 278/15*z + 1
*
-2 | 0.11686910906095030458869561741229797698 | 0.016813728023878310477313782711067502718
f(z) = -263/16*z^3 + 261/4*z + 1
*
[ 2 ] 
f(z) = -263/16*z^3 + 265/4*z + 1
*
[ -2 ] 
f(z) = -263/16*z^3 + 269/4*z + 1
*
-1 | 0.11636931111066816210198027330164024961 | 0.020665056762086390222740910896013407299
f(z) = -263/16*z^3 + 279/16*z + 1
*
0 | 0.14236253613647684430333793722786148942 | 0.025566402373330013755432576534692207875
f(z) = -262*z^3 + 260*z + 1
*
-1 | 0.12521439344064995866795821220309278306 | 0.022471452281751160866122285194603601653
f(z) = -262*z^3 + 263*z + 1
*
[ -1 ] 
f(z) = -262*z^3 + 264*z + 1
*
-1 | 0.10482240626233779854272229719638491931 | 0.018786287066114414422970205625306826684
f(z) = -262/3*z^3 + 265/3*z + 1
*
[ -1 ] 
f(z) = -262/3*z^3 + 268/3*z + 1
*
-1 | 0.12511956692364398885096226596440037980 | 0.022393770990580618712724632441503693553
f(z) = -262/5*z^3 + 267/5*z + 1
*
[ -1 ] 
f(z) = -262/5*z^3 + 272/5*z + 1
*
-1 | 0.12507185734183196645665812429031326422 | 0.022355372575221744786769386688858501999
f(z) = -262/7*z^3 + 269/7*z + 1
*
[ -1 ] 
f(z) = -262/7*z^3 + 276/7*z + 1
*
-1 | 0.11146083277654991868349417869664685164 | 0.019896192198052525508262434206101358903
f(z) = -262/9*z^3 + 271/9*z + 1
*
-1 | 0.12497583514187977360756311280977491117 | 0.022279430168301430270793733067782744947
f(z) = -262/11*z^3 + 273/11*z + 1
*
-1 | 0.12492751826887949657994701105364146439 | 0.022241874574660755750593777822439580123
f(z) = -262/13*z^3 + 275/13*z + 1
*
-1 | 0.10453432264166165446531500174682536441 | 0.018587126111655380423823697549986636398
f(z) = -262/15*z^3 + 277/15*z + 1
*
-1 | 0.12483026208396420443043044111062015778 | 0.022167566577222382603114065454162798629
f(z) = -262/17*z^3 + 279/17*z + 1
*
-1 | 0.12514348638412782884005609837381874089 | 0.022474091949519393478968657680782314960
f(z) = -261*z^3 + 262*z + 1
*
[ -1 ] 
f(z) = -261*z^3 + 263*z + 1
*
[ -1/2 ] 
f(z) = -261*z^3 + 273/4*z + 1
*
-1 | 0.11228435560832186478084927113945614417 | 0.020150978411563719520231571200052840789
f(z) = -261/2*z^3 + 263/2*z + 1
*
[ -1 ] 
f(z) = -261/2*z^3 + 265/2*z + 1
*
-1 | 0.11651479397241319300712463731587885837 | 0.020881798511063051257499051340742934878
f(z) = -261/4*z^3 + 265/4*z + 1
*
[ -1 ] 
f(z) = -261/4*z^3 + 269/4*z + 1
*
-1 | 0.12504829427817954240096225778114867706 | 0.022396055690321514294207979745034276313
f(z) = -261/5*z^3 + 266/5*z + 1
*
[ -1 ] 
f(z) = -261/5*z^3 + 271/5*z + 1
*
[ -2/3 ] 
f(z) = -261/7*z^3 + 267/14*z + 1
*
-1 | 0.12500039960106087890649021968077277655 | 0.022357483577906562949313317494780798076
f(z) = -261/7*z^3 + 268/7*z + 1
*
[ -1 ] 
f(z) = -261/7*z^3 + 275/7*z + 1
*
-1 | 0.11641900409264580068248366586073082643 | 0.020808759593409273420043631601745770387
f(z) = -261/8*z^3 + 269/8*z + 1
*
[ -1 ] 
f(z) = -261/8*z^3 + 277/8*z + 1
*
-1 | 0.11209211950493909824838405745661162355 | 0.020008879334575996923933128972498798501
f(z) = -261/10*z^3 + 271/10*z + 1
*
-1 | 0.12490400248704507821610784026905056722 | 0.022281200978894837505729502818452610996
f(z) = -261/11*z^3 + 272/11*z + 1
*
-1 | 0.12485549574502113948015466999709349689 | 0.022243478748138357147898266659598992291
f(z) = -261/13*z^3 + 274/13*z + 1
*
-1 | 0.11199510546980997942631683494125221878 | 0.019939410654697531228110121280802136510
f(z) = -261/14*z^3 + 275/14*z + 1
*
[ 2 ] 
f(z) = -261/16*z^3 + 263/4*z + 1
*
[ -2 ] 
f(z) = -261/16*z^3 + 267/4*z + 1
*
-1 | 0.11622497161346359556563141932690324029 | 0.020665826784073330119065654521362822927
f(z) = -261/16*z^3 + 277/16*z + 1
*
-1 | 0.12475785486835718862524950855019375436 | 0.022168844054702188547508164181257222005
f(z) = -261/17*z^3 + 278/17*z + 1
*
[ 3/8 ] 
f(z) = -280/3*z^3 + 275/24*z + 1
*
-12/55 | 0.23449742088144572925630502701832165424 | 0.029258538040410309783405416877151029012
f(z) = -275/2*z^3 + 265/22*z + 1
*
[ -1/10 ] 
f(z) = -275/6*z^3 + 275/24*z + 1
*
[ 3/5 ] 
f(z) = -275/13*z^3 + 271/39*z + 1
*
[ -2/13 ] 
f(z) = -273/2*z^3 + 279/26*z + 1
*
[ -1/7 ] 
f(z) = -273/4*z^3 + 263/28*z + 1
*
[ -1/8 ] 
f(z) = -272/7*z^3 + 269/28*z + 1
*
-1/12 | 0.25431746534586295408194353593071933600 | 0.028977173919237204684458654164951715536
f(z) = -270*z^3 + 269/24*z + 1
*
[ -1/5 ] 
f(z) = -270/7*z^3 + 264/35*z + 1
*
[ -1/10 ] 
f(z) = -265*z^3 + 273/20*z + 1
*
[ -1/5 ] 
f(z) = -265/7*z^3 + 263/35*z + 1
*
-1/6 | 0.074395973037282280232539937715202912206 | 0.010097572712937381391468863903228251905
f(z) = -264/5*z^3 + 269/30*z + 1
*
[ 3/5 ] 
f(z) = -275/14*z^3 + 269/42*z + 1
*
[ -4/11 ] 
f(z) = -275/16*z^3 + 265/44*z + 1
*
[ 3/5 ] 
f(z) = -275/16*z^3 + 265/48*z + 1
*
-18/55 | 0.13321770832306135784304611499630799692 | 0.016621740964038808150622862334771480773
f(z) = -275/16*z^3 + 279/44*z + 1
*
[ 3/5 ] 
f(z) = -275/17*z^3 + 263/51*z + 1
*
-1/12 | 0.16152118889984106319766847268941550259 | 0.021922852582073299104818003666780208810
f(z) = -264/7*z^3 + 263/42*z + 1
*
-1 | 0.12644637585751893589495570801518880397 | 0.022426112451783815913827823394266554278
f(z) = -280*z^3 + 281*z + 1
*
[ -1 ] 
f(z) = -280*z^3 + 282*z + 1
*
-1 | 0.10605847573098180886480252276340201726 | 0.018786550941654813064802024253016980948
f(z) = -280/3*z^3 + 283/3*z + 1
*
[ -1 ] 
f(z) = -280/3*z^3 + 286/3*z + 1
*
-1 | 0.11270517794202925925186888909930313426 | 0.019889991372953413661018654377148428422
f(z) = -280/9*z^3 + 289/9*z + 1
*
[ -1 ] 
f(z) = -280/9*z^3 + 298/9*z + 1
*
-1 | 0.12622333434985970062706222068091331532 | 0.022248570794519514429682706043697068456
f(z) = -280/11*z^3 + 291/11*z + 1
*
-1 | 0.12617819764246936374664932697628602048 | 0.022213796362836943867252728054962484139
f(z) = -280/13*z^3 + 293/13*z + 1
*
-1 | 0.12608738178485828467919252336536419557 | 0.022144944425041469389035677562885551481
f(z) = -280/17*z^3 + 297/17*z + 1
*
-1 | 0.12604169900675769930681876375958589356 | 0.022110858108500969308269433723097100120
f(z) = -280/19*z^3 + 299/19*z + 1
*
-1 | 0.12638004073703711368427934786718806796 | 0.022428528771678628012582125361043343603
f(z) = -279*z^3 + 280*z + 1
*
[ -1 ] 
f(z) = -279*z^3 + 281*z + 1
*
[ -1/2 ] 
f(z) = -279*z^3 + 291/4*z + 1
*
-1 | 0.11352244498287155334727580233584619970 | 0.020133966669444349428624165064172731743
f(z) = -279/2*z^3 + 281/2*z + 1
*
[ -1 ] 
f(z) = -279/2*z^3 + 283/2*z + 1
*
-1 | 0.11775597194256778759829457579209150870 | 0.020858574011514746517617507028907808410
f(z) = -279/4*z^3 + 283/4*z + 1
*
[ -1 ] 
f(z) = -279/4*z^3 + 287/4*z + 1
*
-1 | 0.12629102591601609454774881496102468945 | 0.022356452798610213686723012905222101780
f(z) = -279/5*z^3 + 284/5*z + 1
*
[ -1 ] 
f(z) = -279/5*z^3 + 289/5*z + 1
*
[ -2/3 ] 
f(z) = -279/7*z^3 + 283/14*z + 1
*
-1 | 0.12624625755188739472544376782882994784 | 0.022320799211621848103658581810188620609
f(z) = -279/7*z^3 + 286/7*z + 1
*
[ -1 ] 
f(z) = -279/7*z^3 + 293/7*z + 1
*
-1 | 0.11766643478538143576267517361027508501 | 0.020791024743875466793045798992630355337
f(z) = -279/8*z^3 + 287/8*z + 1
*
[ -1 ] 
f(z) = -279/8*z^3 + 295/8*z + 1
*
-1 | 0.11334336723688633720321970713942977802 | 0.020002617782855783357177377687494759144
f(z) = -279/10*z^3 + 289/10*z + 1
*
[ -1 ] 
f(z) = -279/10*z^3 + 299/10*z + 1
*
-1 | 0.12615619033718141539524385907962315828 | 0.022250236301411449664096496772470756139
f(z) = -279/11*z^3 + 290/11*z + 1
*
-1 | 0.12611088797830591668750850222832918446 | 0.022215317480901728998919236843720907917
f(z) = -279/13*z^3 + 292/13*z + 1
*
-1 | 0.11325210993140163087402470375251541574 | 0.019938145849937381795316260254673932665
f(z) = -279/14*z^3 + 293/14*z + 1
*
[ 2 ] 
f(z) = -279/16*z^3 + 281/4*z + 1
*
[ -2 ] 
f(z) = -279/16*z^3 + 285/4*z + 1
*
-1 | 0.11748522086588516912355577447853811621 | 0.020658647788039570861648118427758953209
f(z) = -279/16*z^3 + 295/16*z + 1
*
-1 | 0.12601973678922976760005830928848528232 | 0.022146182117452762865649856356291883081
f(z) = -279/17*z^3 + 296/17*z + 1
*
-1 | 0.12597388429052572517406612449956897166 | 0.022111956665081525725250907151614197768
f(z) = -279/19*z^3 + 298/19*z + 1
*
[ -1 ] 
f(z) = -278*z^3 + 280*z + 1
*
-1 | 0.10592421373191880632875128707252822141 | 0.018786369418728904563971063759510623745
f(z) = -278/3*z^3 + 281/3*z + 1
*
[ -1 ] 
f(z) = -278/3*z^3 + 284/3*z + 1
*
-1 | 0.12622413024880529073201425723801459576 | 0.022358571878782374465797710366660441873
f(z) = -278/5*z^3 + 283/5*z + 1
*
[ -1 ] 
f(z) = -278/5*z^3 + 288/5*z + 1
*
-1 | 0.12617919894731155487547360337259229602 | 0.022322767001088630439225957443312318832
f(z) = -278/7*z^3 + 285/7*z + 1
*
[ -1 ] 
f(z) = -278/7*z^3 + 292/7*z + 1
*
-1 | 0.11257097543029189009833530436124476152 | 0.019890684542982083785482966702794588948
f(z) = -278/9*z^3 + 287/9*z + 1
*
[ -1 ] 
f(z) = -278/9*z^3 + 296/9*z + 1
*
-1 | 0.12608880196207627154905782769399352593 | 0.022251907401642966694403984668459065160
f(z) = -278/11*z^3 + 289/11*z + 1
*
-1 | 0.12604333273119023635055133787327233694 | 0.022216843073359848100050091295534630737
f(z) = -278/13*z^3 + 291/13*z + 1
*
-1 | 0.10565404220303729016418593663214850345 | 0.018600498519237838493179593208076873313
f(z) = -278/15*z^3 + 293/15*z + 1
*
-1 | 0.12595184372455376166846791050586251577 | 0.022147422106224373897098321848426639913
f(z) = -278/17*z^3 + 295/17*z + 1
*
-1 | 0.12590582023906760503092291073278344558 | 0.022113056457472124069602772978459321059
f(z) = -278/19*z^3 + 297/19*z + 1
*
[ -1/2 ] 
f(z) = -277*z^3 + 289/4*z + 1
*
[ -1 ] 
f(z) = -277/2*z^3 + 281/2*z + 1
*
-1 | 0.10585827198813736844367766251675721764 | 0.018786552727469734376109714896966224733
f(z) = -277/3*z^3 + 280/3*z + 1
*
[ -1 ] 
f(z) = -277/3*z^3 + 283/3*z + 1
*
-1 | 0.11762210064467473506017271207372923617 | 0.020861068085057783357966945896964384532
f(z) = -277/4*z^3 + 281/4*z + 1
*
[ -1 ] 
f(z) = -277/4*z^3 + 285/4*z + 1
*
-1 | 0.12615699204813861052158049303856726624 | 0.022360700107589991538384921673997868425
f(z) = -277/5*z^3 + 282/5*z + 1
*
[ -1 ] 
f(z) = -277/5*z^3 + 287/5*z + 1
*
-1 | 0.092954387806890074471063576363080336876 | 0.016465372802584512058446960283177329255
f(z) = -277/6*z^3 + 283/6*z + 1
*
[ -1 ] 
f(z) = -277/6*z^3 + 289/6*z + 1
*
-1 | 0.12611189661886271430200608965944981354 | 0.022324742741243818525449608274273502671
f(z) = -277/7*z^3 + 284/7*z + 1
*
[ -1 ] 
f(z) = -277/7*z^3 + 291/7*z + 1
*
-1 | 0.11753190934769632258263690764726026353 | 0.020792947248438658022720705028898764758
f(z) = -277/8*z^3 + 285/8*z + 1
*
[ -1 ] 
f(z) = -277/8*z^3 + 293/8*z + 1
*
-1 | 0.11250350766760850848574224055119236147 | 0.019891030862596103250822900866775084846
f(z) = -277/9*z^3 + 286/9*z + 1
*
[ -1 ] 
f(z) = -277/9*z^3 + 295/9*z + 1
*
-1 | 0.11320785868225558515418578365788865579 | 0.020003218380475238974666124309438667948
f(z) = -277/10*z^3 + 287/10*z + 1
*
[ -1 ] 
f(z) = -277/10*z^3 + 297/10*z + 1
*
-1 | 0.12602116743919025191228321751672239683 | 0.022253584124635276940052280644720962931
f(z) = -277/11*z^3 + 288/11*z + 1
*
[ -1 ] 
f(z) = -277/11*z^3 + 299/11*z + 1
*
-1 | 0.097096327077006780204008825396378072890 | 0.017135371623302684358570926849318839456
f(z) = -277/12*z^3 + 289/12*z + 1
*
-1 | 0.12597553010222729548037045338599361614 | 0.022218373156945418941050632933394525518
f(z) = -277/13*z^3 + 290/13*z + 1
*
-1 | 0.11311658354987153321567013533392253606 | 0.019938328599115284492915239014595511014
f(z) = -277/14*z^3 + 291/14*z + 1
*
-1 | 0.10558503648539599888358865770330199917 | 0.018599544768562446897963988171126414850
f(z) = -277/15*z^3 + 292/15*z + 1
*
[ -2 ] 
f(z) = -277/16*z^3 + 283/4*z + 1
*
-1 | 0.11734935541506139947942221799028561625 | 0.020659469965538295138271111425656730741
f(z) = -277/16*z^3 + 293/16*z + 1
*
-1 | 0.12588370076417915059147534422689258132 | 0.022148664383595657426096853782036663038
f(z) = -277/17*z^3 + 294/17*z + 1
*
-1 | 0.099461452935298461771325509057976372558 | 0.017489341293596285608693692166096118220
f(z) = -277/18*z^3 + 295/18*z + 1
*
-1 | 0.12583750501150569719687327589995319308 | 0.022114157466077603449801927341996940125
f(z) = -277/19*z^3 + 296/19*z + 1
*
-1 | 0.12608960954894134595162228583740500899 | 0.022362837555204855741543806029410356406
f(z) = -276/5*z^3 + 281/5*z + 1
*
[ -1 ] 
f(z) = -276/5*z^3 + 286/5*z + 1
*
-1 | 0.12604434878837212216493630611827187205 | 0.022326726488383215705664983160459668992
f(z) = -276/7*z^3 + 283/7*z + 1
*
[ -1 ] 
f(z) = -276/7*z^3 + 290/7*z + 1
*
-1 | 0.12595328496352917831077354599587710164 | 0.022255266499962595622646015137139649848
f(z) = -276/11*z^3 + 287/11*z + 1
*
[ -1 ] 
f(z) = -276/11*z^3 + 298/11*z + 1
*
-1 | 0.12590747827268082943772028497790357993 | 0.022219907748356030121020531181722383090
f(z) = -276/13*z^3 + 289/13*z + 1
*
-1 | 0.12581530606119877160730254253308424439 | 0.022149908941406384704261010318115318166
f(z) = -276/17*z^3 + 293/17*z + 1
*
-1 | 0.12576893674649232158918772091371611120 | 0.022115259670729109084125279348950956721
f(z) = -276/19*z^3 + 295/19*z + 1
*
[ -1/2 ] 
f(z) = -275*z^3 + 287/4*z + 1
*
[ 3/5 ] 
f(z) = -275*z^3 + 295/3*z + 1
*
[ 3/5 ] 
f(z) = -275/2*z^3 + 293/6*z + 1
*
[ -1/2 ] 
f(z) = -275/2*z^3 + 299/8*z + 1
*
[ -1/15 ] 
f(z) = -275/2*z^3 + 299/18*z + 1
*
[ -1 ] 
f(z) = -275/3*z^3 + 281/3*z + 1
*
[ -1 ] 
f(z) = -275/4*z^3 + 283/4*z + 1
*
[ 3/5 ] 
f(z) = -275/4*z^3 + 289/12*z + 1
*
-1 | 0.092818558976109325049504337865494043703 | 0.016461993687792825217712687102287965905
f(z) = -275/6*z^3 + 281/6*z + 1
*
[ -1 ] 
f(z) = -275/6*z^3 + 287/6*z + 1
*
-1 | 0.12597655365813903325519942334313469346 | 0.022328718299359042655080728941100206791
f(z) = -275/7*z^3 + 282/7*z + 1
*
[ -1 ] 
f(z) = -275/7*z^3 + 289/7*z + 1
*
-1 | 0.11739639945355303596367597291088928963 | 0.020794881535873029001010601265654695943
f(z) = -275/8*z^3 + 283/8*z + 1
*
[ -1 ] 
f(z) = -275/8*z^3 + 291/8*z + 1
*
-1 | 0.11236783017095941991669115839950322220 | 0.019891722892249584735527630723630519903
f(z) = -275/9*z^3 + 284/9*z + 1
*
[ -1 ] 
f(z) = -275/9*z^3 + 293/9*z + 1
*
-1 | 0.096960142707943480219419050788953205170 | 0.017132334551373689094316425487124438241
f(z) = -275/12*z^3 + 287/12*z + 1
*
[ -1 ] 
f(z) = -275/12*z^3 + 299/12*z + 1
*
-1 | 0.12583917540368042108710608954579772142 | 0.022221446864248557466525217053281087090
f(z) = -275/13*z^3 + 288/13*z + 1
*
-1 | 0.11298070996653656726283010546878816736 | 0.019938616730638768568930173075813011181
f(z) = -275/14*z^3 + 289/14*z + 1
*
[ -2 ] 
f(z) = -275/16*z^3 + 281/4*z + 1
*
-1 | 0.11721248553898123903233496296967840711 | 0.020660286752427385436924935884165238553
f(z) = -275/16*z^3 + 291/16*z + 1
*
-6/5 | 0.18485397397245605895367089366317341476 | 0.026134161619224156599596214154191820764
f(z) = -275/16*z^3 + 295/12*z + 1
*
[ 6/5 ] 
f(z) = -275/16*z^3 + 299/12*z + 1
*
-1 | 0.12574665774814872065286717540590527013 | 0.022151155771085872760913942537634871827
f(z) = -275/17*z^3 + 292/17*z + 1
*
-1 | 0.099324236063256980299222881234936126739 | 0.017486129894289368974810543103508546240
f(z) = -275/18*z^3 + 293/18*z + 1
*
-1 | 0.12570011356190502503589195458328157007 | 0.022116363050670037260676565342543165388
f(z) = -275/19*z^3 + 294/19*z + 1
*
[ -1 ] 
f(z) = -274/3*z^3 + 280/3*z + 1
*
[ -1 ] 
f(z) = -274/5*z^3 + 284/5*z + 1
*
-1 | 0.12590850941064358197535420422528595588 | 0.022330718231586789762084850063700931260
f(z) = -274/7*z^3 + 281/7*z + 1
*
[ -1 ] 
f(z) = -274/7*z^3 + 288/7*z + 1
*
-1 | 0.11229961679457002046810067708541240606 | 0.019892068569708963030216947715122974763
f(z) = -274/9*z^3 + 283/9*z + 1
*
[ -1 ] 
f(z) = -274/9*z^3 + 292/9*z + 1
*
-1 | 0.12581676883396399910376061986531841783 | 0.022258648326680070093055356124961418739
f(z) = -274/11*z^3 + 285/11*z + 1
*
[ -1 ] 
f(z) = -274/11*z^3 + 296/11*z + 1
*
-1 | 0.12577061963592315938807835314743982063 | 0.022222990521234831141467086657410404201
f(z) = -274/13*z^3 + 287/13*z + 1
*
-1 | 0.10537960996635635371674550616207103518 | 0.018597189334052746777672191639224158169
f(z) = -274/15*z^3 + 289/15*z + 1
*
-1 | 0.12567775393670205545009524794011832779 | 0.022152404863641817197316176351070448764
f(z) = -274/17*z^3 + 291/17*z + 1
*
-1 | 0.12563103355453615261527889983756162164 | 0.022117467584541613888374536943712443710
f(z) = -274/19*z^3 + 293/19*z + 1
*
[ -1/2 ] 
f(z) = -273*z^3 + 285/4*z + 1
*
[ -1/2 ] 
f(z) = -273/2*z^3 + 297/8*z + 1
*
[ -1 ] 
f(z) = -273/4*z^3 + 281/4*z + 1
*
[ -1 ] 
f(z) = -273/5*z^3 + 283/5*z + 1
*
-1 | 0.11725989058729904119459362385750467453 | 0.020796827703134718860130647689178846533
f(z) = -273/8*z^3 + 281/8*z + 1
*
[ -1 ] 
f(z) = -273/8*z^3 + 289/8*z + 1
*
-1 | 0.11293516315241596164632281748275202870 | 0.020004645371752970910198448364430262905
f(z) = -273/10*z^3 + 283/10*z + 1
*
[ -1 ] 
f(z) = -273/10*z^3 + 293/10*z + 1
*
-1 | 0.12574813146924138695871082484460574572 | 0.022260347837977321013068328734702004866
f(z) = -273/11*z^3 + 284/11*z + 1
*
[ -1 ] 
f(z) = -273/11*z^3 + 295/11*z + 1
*
-1 | 0.11707459627220584759550337910613847246 | 0.020661097851634796572128773843915565977
f(z) = -273/16*z^3 + 289/16*z + 1
*
-1 | 0.12560859271735677076191374030978580757 | 0.022153656209648819530036825396511323909
f(z) = -273/17*z^3 + 290/17*z + 1
*
-1 | 0.12556169479977659682432540603704375189 | 0.022118573250368096081661761986550786494
f(z) = -273/19*z^3 + 292/19*z + 1
*
[ -1/16 ] 
f(z) = -272*z^3 + 289/16*z + 1
*
[ -1 ] 
f(z) = -272/5*z^3 + 282/5*z + 1
*
[ -1 ] 
f(z) = -272/7*z^3 + 286/7*z + 1
*
-1 | 0.11216243152767420206410748802581769712 | 0.019892759165667710133947167249477207709
f(z) = -272/9*z^3 + 281/9*z + 1
*
[ -1 ] 
f(z) = -272/9*z^3 + 290/9*z + 1
*
-1 | 0.12567923872950118141306790809669942141 | 0.022262053121422070342698255282267699235
f(z) = -272/11*z^3 + 283/11*z + 1
*
[ -1 ] 
f(z) = -272/11*z^3 + 294/11*z + 1
*
-1 | 0.12563274186293495779261758458933259216 | 0.022226091524683627366709146779094065436
f(z) = -272/13*z^3 + 285/13*z + 1
*
[ -1 ] 
f(z) = -272/13*z^3 + 298/13*z + 1
*
-1 | 0.10524241526686080274164404000915654052 | 0.018595767466818528598611693106509702501
f(z) = -272/15*z^3 + 287/15*z + 1
*
-1 | 0.12549209535129359299702124359553762667 | 0.022119680025541585883926798939764718135
f(z) = -272/19*z^3 + 291/19*z + 1
*
[ -1/2 ] 
f(z) = -271*z^3 + 283/4*z + 1
*
[ -1/2 ] 
f(z) = -271/2*z^3 + 295/8*z + 1
*
[ -1 ] 
f(z) = -271/5*z^3 + 281/5*z + 1
*
[ -1 ] 
f(z) = -271/6*z^3 + 283/6*z + 1
*
[ -1 ] 
f(z) = -271/7*z^3 + 285/7*z + 1
*
[ -1 ] 
f(z) = -271/8*z^3 + 287/8*z + 1
*
-1 | 0.11209345587193458617894701249711645767 | 0.019893104049331029852390718288311619634
f(z) = -271/9*z^3 + 280/9*z + 1
*
[ -1 ] 
f(z) = -271/9*z^3 + 289/9*z + 1
*
-1 | 0.11279729446039258435070671750444522057 | 0.020005356362891098113207867921998223253
f(z) = -271/10*z^3 + 281/10*z + 1
*
[ -1 ] 
f(z) = -271/10*z^3 + 291/10*z + 1
*
-1 | 0.12561008870710222787140990195146109687 | 0.022263764207342090828985509881268643105
f(z) = -271/11*z^3 + 282/11*z + 1
*
[ -1 ] 
f(z) = -271/11*z^3 + 293/11*z + 1
*
-1 | 0.096685765351266444133445494551269201201 | 0.017126326242060504625200136758583888883
f(z) = -271/12*z^3 + 283/12*z + 1
*
[ -1 ] 
f(z) = -271/12*z^3 + 295/12*z + 1
*
-1 | 0.12556341603417224127745188213805954480 | 0.022227648904103394853447640225217093787
f(z) = -271/13*z^3 + 284/13*z + 1
*
[ -1 ] 
f(z) = -271/13*z^3 + 297/13*z + 1
*
-1 | 0.11270394862396737054785564264091780616 | 0.019938817223637887054355605592041221999
f(z) = -271/14*z^3 + 285/14*z + 1
*
[ -1 ] 
f(z) = -271/14*z^3 + 299/14*z + 1
*
-1 | 0.10517291216980945828952116274139295192 | 0.018594954817405284826646269608796328601
f(z) = -271/15*z^3 + 286/15*z + 1
*
-1 | 0.11693567231223138687770111674362990006 | 0.020661902954056048613674602587793942479
f(z) = -271/16*z^3 + 287/16*z + 1
*
-1 | 0.12546949030917372805877212468890249745 | 0.022156165622077886639388600665800995949
f(z) = -271/17*z^3 + 288/17*z + 1
*
-1 | 0.099047365069314538058582068934306461840 | 0.017479687026941600321873867429208685932
f(z) = -271/18*z^3 + 289/18*z + 1
*
-1 | 0.12542223324070242590991068032595127902 | 0.022120787886806444884909845266791365859
f(z) = -271/19*z^3 + 290/19*z + 1
*
-1/15 | 0.19142725691541377612298475717654701537 | 0.023045554505668233416970458168201880759
f(z) = -270*z^3 + 293/15*z + 1
*
[ -1 ] 
f(z) = -270/7*z^3 + 284/7*z + 1
*
-1 | 0.12554067947294564284275854478702764325 | 0.022265481126213032983084087173681697931
f(z) = -270/11*z^3 + 281/11*z + 1
*
[ -1 ] 
f(z) = -270/11*z^3 + 292/11*z + 1
*
-1 | 0.12549382965895246885114026215941998315 | 0.022229210890521605421836710981029126812
f(z) = -270/13*z^3 + 283/13*z + 1
*
[ -1 ] 
f(z) = -270/13*z^3 + 296/13*z + 1
*
-1 | 0.12539954519256562739537038638162170864 | 0.022157423667375970481284256422971847322
f(z) = -270/17*z^3 + 287/17*z + 1
*
-1 | 0.12535210647723190892258624516103731129 | 0.022121896810243298125217555606174208858
f(z) = -270/19*z^3 + 289/19*z + 1
*
[ -1/2 ] 
f(z) = -269*z^3 + 281/4*z + 1
*
[ -1/2 ] 
f(z) = -269/2*z^3 + 293/8*z + 1
*
[ -1 ] 
f(z) = -269/6*z^3 + 281/6*z + 1
*
[ -1 ] 
f(z) = -269/7*z^3 + 283/7*z + 1
*
[ -1 ] 
f(z) = -269/8*z^3 + 285/8*z + 1
*
[ -1 ] 
f(z) = -269/9*z^3 + 287/9*z + 1
*
[ -1 ] 
f(z) = -269/10*z^3 + 289/10*z + 1
*
-1 | 0.12547100907615174573706062047517098289 | 0.022267203908657284821997957260588627200
f(z) = -269/11*z^3 + 280/11*z + 1
*
[ -1 ] 
f(z) = -269/11*z^3 + 291/11*z + 1
*
-1 | 0.096546508273230583199384875114180276660 | 0.017123170487719419759670593373041133802
f(z) = -269/12*z^3 + 281/12*z + 1
*
[ -1 ] 
f(z) = -269/12*z^3 + 293/12*z + 1
*
-1 | 0.12542398077113656173915358190536959096 | 0.022230777500254283221029648278925686334
f(z) = -269/13*z^3 + 282/13*z + 1
*
[ -1 ] 
f(z) = -269/13*z^3 + 295/13*z + 1
*
-1 | 0.11256433443230480675725419720226514984 | 0.019938959036050130099911498629785799262
f(z) = -269/14*z^3 + 283/14*z + 1
*
[ -1 ] 
f(z) = -269/14*z^3 + 297/14*z + 1
*
-1 | 0.10503311830012129247835079914745885509 | 0.018593308071858114023592175718739181606
f(z) = -269/15*z^3 + 284/15*z + 1
*
[ -1 ] 
f(z) = -269/15*z^3 + 299/15*z + 1
*
-1 | 0.11679569800928747467434555493517066652 | 0.020662701738021978661043781318851419423
f(z) = -269/16*z^3 + 285/16*z + 1
*
-1 | 0.12532933481185196444988693169190413682 | 0.022158683923851917680602359986407815595
f(z) = -269/17*z^3 + 286/17*z + 1
*
-1 | 0.098907027610539552245169206378336812786 | 0.017476338618949817924760511940468879866
f(z) = -269/18*z^3 + 287/18*z + 1
*
-1 | 0.12528171304738349330182649815681388262 | 0.022123006771252615306021191423070113531
f(z) = -269/19*z^3 + 288/19*z + 1
*
[ -1 ] 
f(z) = -268/7*z^3 + 282/7*z + 1
*
[ -1 ] 
f(z) = -268/9*z^3 + 286/9*z + 1
*
[ -1 ] 
f(z) = -268/11*z^3 + 290/11*z + 1
*
-1 | 0.12535386738224193819801841364496493882 | 0.022232348749542982315446920883839319751
f(z) = -268/13*z^3 + 281/13*z + 1
*
[ -1 ] 
f(z) = -268/13*z^3 + 294/13*z + 1
*
-1 | 0.10496282354158746319427877973847052587 | 0.018592473801393031597579471324652742341
f(z) = -268/15*z^3 + 283/15*z + 1
*
[ -1 ] 
f(z) = -268/15*z^3 + 298/15*z + 1
*
-1 | 0.12525885714676534641033748866402646164 | 0.022159946379731427483984911588350893071
f(z) = -268/17*z^3 + 285/17*z + 1
*
-1 | 0.12521105091458386156576188895457621882 | 0.022124117744537856933547474660699152253
f(z) = -268/19*z^3 + 287/19*z + 1
*
[ -1/2 ] 
f(z) = -267/2*z^3 + 291/8*z + 1
*
[ -1 ] 
f(z) = -267/7*z^3 + 281/7*z + 1
*
[ -1 ] 
f(z) = -267/8*z^3 + 283/8*z + 1
*
[ -1 ] 
f(z) = -267/10*z^3 + 287/10*z + 1
*
[ -1 ] 
f(z) = -267/11*z^3 + 289/11*z + 1
*
-1 | 0.12528348748110261324378348194184947924 | 0.022233924654549258813317500261933544388
f(z) = -267/13*z^3 + 280/13*z + 1
*
[ -1 ] 
f(z) = -267/13*z^3 + 293/13*z + 1
*
-1 | 0.11242365945669564414685104633063717885 | 0.019939089690145396102375550477588771666
f(z) = -267/14*z^3 + 281/14*z + 1
*
[ -1 ] 
f(z) = -267/14*z^3 + 295/14*z + 1
*
-1 | 0.11665465735574664190593276691133211992 | 0.020663493868739707178742012413642995205
f(z) = -267/16*z^3 + 283/16*z + 1
*
[ -1 ] 
f(z) = -267/16*z^3 + 299/16*z + 1
*
-1 | 0.12518811015386341317684670377038147351 | 0.022161211022731325846530652592760905790
f(z) = -267/17*z^3 + 284/17*z + 1
*
-1 | 0.12514011801883085475496717204367715622 | 0.022125229704088172625565645131840071397
f(z) = -267/19*z^3 + 286/19*z + 1
*
[ -1 ] 
f(z) = -266/9*z^3 + 284/9*z + 1
*
[ -1 ] 
f(z) = -266/11*z^3 + 288/11*z + 1
*
[ -1 ] 
f(z) = -266/13*z^3 + 292/13*z + 1
*
-1 | 0.10482142824095887093041447900809024612 | 0.018590783018859836791131381627989155396
f(z) = -266/15*z^3 + 281/15*z + 1
*
[ -1 ] 
f(z) = -266/15*z^3 + 296/15*z + 1
*
-1 | 0.12511709176617290607543917246884903741 | 0.022162477840045683538972957079607178582
f(z) = -266/17*z^3 + 283/17*z + 1
*
[ -1/2 ] 
f(z) = -265/2*z^3 + 289/8*z + 1
*
[ -1 ] 
f(z) = -265/8*z^3 + 281/8*z + 1
*
[ -1 ] 
f(z) = -265/9*z^3 + 283/9*z + 1
*
[ -1 ] 
f(z) = -265/11*z^3 + 287/11*z + 1
*
[ -1 ] 
f(z) = -265/12*z^3 + 289/12*z + 1
*
[ -1 ] 
f(z) = -265/13*z^3 + 291/13*z + 1
*
[ -1 ] 
f(z) = -265/14*z^3 + 293/14*z + 1
*
-1 | 0.11651253397512685114465823279800256443 | 0.020664278997705285279242167698519970260
f(z) = -265/16*z^3 + 281/16*z + 1
*
[ -1 ] 
f(z) = -265/16*z^3 + 297/16*z + 1
*
-1 | 0.12504579989282687488950018293056796017 | 0.022163746818331547394019058028527383813
f(z) = -265/17*z^3 + 282/17*z + 1
*
[ -1 ] 
f(z) = -265/17*z^3 + 299/17*z + 1
*
-1 | 0.098622468078335724300510372695109454457 | 0.017469381940251161759750710705457610831
f(z) = -265/18*z^3 + 283/18*z + 1
*
-1 | 0.12499743157913953647186836385308474956 | 0.022127456474262019255247507510037692816
f(z) = -265/19*z^3 + 284/19*z + 1
*
[ -1 ] 
f(z) = -264/13*z^3 + 290/13*z + 1
*
-1 | 0.12497423241869486380716333606894390443 | 0.022165017943694272939136869972668833397
f(z) = -264/17*z^3 + 281/17*z + 1
*
[ -1 ] 
f(z) = -264/17*z^3 + 298/17*z + 1
*
-1 | 0.12492567379476960786974436092198850282 | 0.022128571229130043179203288460127309567
f(z) = -264/19*z^3 + 283/19*z + 1
*
[ -1/3 ] 
f(z) = -263*z^3 + 299/9*z + 1
*
[ -1/2 ] 
f(z) = -263/2*z^3 + 287/8*z + 1
*
[ -1/2 ] 
f(z) = -263/3*z^3 + 299/12*z + 1
*
[ -1 ] 
f(z) = -263/9*z^3 + 281/9*z + 1
*
[ -1 ] 
f(z) = -263/10*z^3 + 283/10*z + 1
*
[ -1 ] 
f(z) = -263/11*z^3 + 285/11*z + 1
*
[ -1 ] 
f(z) = -263/12*z^3 + 287/12*z + 1
*
[ -1 ] 
f(z) = -263/13*z^3 + 289/13*z + 1
*
[ -1 ] 
f(z) = -263/14*z^3 + 291/14*z + 1
*
[ -1 ] 
f(z) = -263/15*z^3 + 293/15*z + 1
*
[ -1 ] 
f(z) = -263/16*z^3 + 295/16*z + 1
*
-1 | 0.12490238720400591254449369951986941633 | 0.022166291201672446269105536898694343371
f(z) = -263/17*z^3 + 280/17*z + 1
*
[ -1 ] 
f(z) = -263/17*z^3 + 297/17*z + 1
*
-1 | 0.098478864742099194532335532983002750809 | 0.017465886861944411102516600698408569801
f(z) = -263/18*z^3 + 281/18*z + 1
*
[ -1 ] 
f(z) = -263/18*z^3 + 299/18*z + 1
*
-1 | 0.12485363676582573641192920221370820063 | 0.022129686858714171709974039766056373649
f(z) = -263/19*z^3 + 282/19*z + 1
*
[ -1/3 ] 
f(z) = -262*z^3 + 298/9*z + 1
*
[ -1 ] 
f(z) = -262/9*z^3 + 280/9*z + 1
*
[ -1 ] 
f(z) = -262/11*z^3 + 284/11*z + 1
*
[ -1 ] 
f(z) = -262/13*z^3 + 288/13*z + 1
*
[ -1 ] 
f(z) = -262/15*z^3 + 292/15*z + 1
*
[ -1 ] 
f(z) = -262/17*z^3 + 296/17*z + 1
*
-1 | 0.12478131830960612465117140880129472369 | 0.022130803333155852378026907550253160318
f(z) = -262/19*z^3 + 281/19*z + 1
*
[ -1/2 ] 
f(z) = -261/2*z^3 + 285/8*z + 1
*
[ -1 ] 
f(z) = -261/10*z^3 + 281/10*z + 1
*
[ -1 ] 
f(z) = -261/11*z^3 + 283/11*z + 1
*
[ -1 ] 
f(z) = -261/13*z^3 + 287/13*z + 1
*
[ -1 ] 
f(z) = -261/14*z^3 + 289/14*z + 1
*
[ -1 ] 
f(z) = -261/16*z^3 + 293/16*z + 1
*
[ -1 ] 
f(z) = -261/17*z^3 + 295/17*z + 1
*
-1 | 0.12470871621770677796386009215357932178 | 0.022131920621768237310931320314565850956
f(z) = -261/19*z^3 + 280/19*z + 1
*
[ -1 ] 
f(z) = -261/19*z^3 + 299/19*z + 1
*
-3/20 | 0.12111806530119820309626194016175677765 | 0.015259209743461309059748520038248046030
f(z) = -280/3*z^3 + 283/30*z + 1
*
[ -3/20 ] 
f(z) = -280/3*z^3 + 293/30*z + 1
*
[ -1/6 ] 
f(z) = -276/13*z^3 + 296/39*z + 1
*
14/55 | 0.19261310642477711619789067638360306013 | 0.022119571726717443490016631156616217187
f(z) = -275*z^3 + 293/22*z + 1
*
[ -1/11 ] 
f(z) = -275/2*z^3 + 289/22*z + 1
*
[ 3/5 ] 
f(z) = -275/7*z^3 + 283/21*z + 1
*
[ 3/5 ] 
f(z) = -275/8*z^3 + 281/24*z + 1
*
-1/7 | 0.19269430461761127729650073848553993843 | 0.022266516412139059806979192095198780009
f(z) = -273*z^3 + 292/21*z + 1
*
[ 4/7 ] 
f(z) = -273/8*z^3 + 291/28*z + 1
*
[ -2/3 ] 
f(z) = -270/11*z^3 + 295/22*z + 1
*
[ -1/6 ] 
f(z) = -270/19*z^3 + 281/38*z + 1
*
-2/5 | 0.21024935747816169693021625301628346631 | 0.029245298639305338385946355444927170405
f(z) = -265/6*z^3 + 287/30*z + 1
*
-5/44 | 0.14777079735914452328569805376505667031 | 0.017049837466178400118013438043360683170
f(z) = -264*z^3 + 295/22*z + 1
*
-1/6 | 0.18023969540998131885340617882868251643 | 0.024463466984266991475443532284813914275
f(z) = -264/5*z^3 + 299/30*z + 1
*
[ -1/6 ] 
f(z) = -264/13*z^3 + 295/39*z + 1
*
[ -2/3 ] 
f(z) = -261/11*z^3 + 287/22*z + 1
*
[ -2/3 ] 
f(z) = -261/13*z^3 + 297/26*z + 1
*
[ -1/4 ] 
f(z) = -276/11*z^3 + 289/44*z + 1
*
[ -1/3 ] 
f(z) = -276/17*z^3 + 296/51*z + 1
*
[ -1/3 ] 
f(z) = -273/16*z^3 + 283/48*z + 1
*
[ -1/3 ] 
f(z) = -273/17*z^3 + 295/51*z + 1
*
-5/18 | 0.13080276721567311467391503429053887042 | 0.017699533967607136459455623537276363283
f(z) = -270/7*z^3 + 293/42*z + 1
*
[ -1/4 ] 
f(z) = -268/11*z^3 + 287/44*z + 1
*
[ -1/3 ] 
f(z) = -267/16*z^3 + 281/48*z + 1
*
[ -1/3 ] 
f(z) = -267/17*z^3 + 293/51*z + 1
*
[ -3/14 ] 
f(z) = -266/9*z^3 + 295/42*z + 1
*
[ -1/5 ] 
f(z) = -265/8*z^3 + 293/40*z + 1
*
[ -1/3 ] 
f(z) = -264/17*z^3 + 292/51*z + 1
*
[ 8/15 ] 
f(z) = -275/16*z^3 + 289/72*z + 1
*
5/8 | 0.15828580800788624876803586506172149652 | 0.022637818235350754159378821344317831224
f(z) = -272/15*z^3 + 293/60*z + 1
*
[ 3/4 ] 
f(z) = -280/27*z^3 + 11/2*z + 1
*
[ -2/5 ] 
f(z) = -275/24*z^3 + 16/3*z + 1
*
[ 3/5 ] 
f(z) = -275/27*z^3 + 3*z + 1
*
-3/10 | 0.20445071246063002801664444764413876482 | 0.029194459721080290579476937500787895146
f(z) = -275/27*z^3 + 9/4*z + 1
*
[ -3/5 ] 
f(z) = -275/27*z^3 + 19/3*z + 1
*
[ -3/4 ] 
f(z) = -272/27*z^3 + 8*z + 1
*
[ 3/4 ] 
f(z) = -272/27*z^3 + 16/3*z + 1
*
[ -3/2 ] 
f(z) = -280/27*z^3 + 25*z + 1
*
[ -3/5 ] 
f(z) = -280/27*z^3 + 32/5*z + 1
*
[ 2/3 ] 
f(z) = -279/32*z^3 + 27/8*z + 1
*
[ -3/10 ] 
f(z) = -275/27*z^3 + 21/4*z + 1
*
[ -6/5 ] 
f(z) = -275/27*z^3 + 33/2*z + 1
*
3/5 | 0.16848892962273306046681428595153077072 | 0.021022575592620555401293522936747685155
f(z) = -275/27*z^3 + 36/11*z + 1
*
[ 4/5 ] 
f(z) = -275/32*z^3 + 21/4*z + 1
*
[ -4/5 ] 
f(z) = -275/32*z^3 + 31/4*z + 1
*
[ -2/5 ] 
f(z) = -275/32*z^3 + 39/8*z + 1
*
[ 3/5 ] 
f(z) = -275/36*z^3 + 25/12*z + 1
*
[ 3/2 ] 
f(z) = -272/27*z^3 + 23*z + 1
*
[ 3/4 ] 
f(z) = -268/27*z^3 + 21/4*z + 1
*
[ -3/2 ] 
f(z) = -268/27*z^3 + 24*z + 1
*
[ -3/7 ] 
f(z) = -266/27*z^3 + 36/7*z + 1
*
[ -3/5 ] 
f(z) = -265/27*z^3 + 31/5*z + 1
*
[ 2/3 ] 
f(z) = -261/32*z^3 + 25/8*z + 1
*
[ -3/8 ] 
f(z) = -280/27*z^3 + 41/8*z + 1
*
3/4 | 0.22946623282275680914140535346028672700 | 0.028909588069928758912734870769187557254
f(z) = -280/27*z^3 + 41/10*z + 1
*
[ -3/14 ] 
f(z) = -280/27*z^3 + 43/7*z + 1
*
[ 3/5 ] 
f(z) = -280/27*z^3 + 46/15*z + 1
*
[ -3/4 ] 
f(z) = -280/27*z^3 + 49/6*z + 1
*
[ 2/3 ] 
f(z) = -279/20*z^3 + 57/10*z + 1
*
[ 2/3 ] 
f(z) = -279/28*z^3 + 55/14*z + 1
*
[ -2/3 ] 
f(z) = -279/32*z^3 + 51/8*z + 1
*
[ 3/2 ] 
f(z) = -278/27*z^3 + 47/2*z + 1
*
-6/5 | 0.16133396912956785208700084923660202200 | 0.027018404728878749023118627812156330241
f(z) = -275/24*z^3 + 49/3*z + 1
*
[ 6/5 ] 
f(z) = -275/24*z^3 + 50/3*z + 1
*
[ -6/5 ] 
f(z) = -275/24*z^3 + 55/3*z + 1
*
[ 3/4 ] 
f(z) = -274/27*z^3 + 43/8*z + 1
*
[ -3/2 ] 
f(z) = -274/27*z^3 + 49/2*z + 1
*
[ 3/2 ] 
f(z) = -266/27*z^3 + 45/2*z + 1
*
[ 3/5 ] 
f(z) = -265/27*z^3 + 43/15*z + 1
*
[ 3/4 ] 
f(z) = -262/27*z^3 + 41/8*z + 1
*
[ -3/2 ] 
f(z) = -262/27*z^3 + 47/2*z + 1
*
[ 2/3 ] 
f(z) = -261/20*z^3 + 53/10*z + 1
*
[ 2/3 ] 
f(z) = -261/28*z^3 + 51/14*z + 1
*
[ -2/3 ] 
f(z) = -261/32*z^3 + 49/8*z + 1
*
[ 4/3 ] 
f(z) = -261/32*z^3 + 59/4*z + 1
*
[ 4/7 ] 
f(z) = -273/32*z^3 + 57/28*z + 1
*
[ 3/2 ] 
f(z) = -280/27*z^3 + 71/3*z + 1
*
[ -3/20 ] 
f(z) = -280/27*z^3 + 79/10*z + 1
*
[ -3/10 ] 
f(z) = -280/27*z^3 + 79/15*z + 1
*
[ 4/3 ] 
f(z) = -279/32*z^3 + 63/4*z + 1
*
[ -4/3 ] 
f(z) = -279/32*z^3 + 69/4*z + 1
*
[ -3/4 ] 
f(z) = -278/27*z^3 + 65/8*z + 1
*
-12/55 | 0.23745235250935030098290220525404406054 | 0.029627228574902658473908153265731898164
f(z) = -275/27*z^3 + 75/11*z + 1
*
[ -2/5 ] 
f(z) = -275/28*z^3 + 71/14*z + 1
*
[ -3/5 ] 
f(z) = -275/36*z^3 + 65/12*z + 1
*
[ 6/5 ] 
f(z) = -275/36*z^3 + 67/6*z + 1
*
[ -6/5 ] 
f(z) = -275/36*z^3 + 77/6*z + 1
*
[ -3/8 ] 
f(z) = -272/27*z^3 + 61/12*z + 1
*
[ -3/2 ] 
f(z) = -272/27*z^3 + 73/3*z + 1
*
[ 3/2 ] 
f(z) = -268/27*z^3 + 68/3*z + 1
*
[ -3/4 ] 
f(z) = -266/27*z^3 + 63/8*z + 1
*
[ -2/5 ] 
f(z) = -265/24*z^3 + 79/15*z + 1
*
[ -4/3 ] 
f(z) = -261/32*z^3 + 65/4*z + 1
*
[ 3/5 ] 
f(z) = -278/27*z^3 + 76/25*z + 1
*
[ 3/5 ] 
f(z) = -275/39*z^3 + 73/39*z + 1
*
[ 2/3 ] 
f(z) = -273/32*z^3 + 79/24*z + 1
*
[ 5/8 ] 
f(z) = -272/25*z^3 + 73/20*z + 1
*
[ 3/5 ] 
f(z) = -272/27*z^3 + 74/25*z + 1
*
[ 3/5 ] 
f(z) = -269/27*z^3 + 73/25*z + 1
*
[ 2/3 ] 
f(z) = -267/32*z^3 + 77/24*z + 1
*
[ 3/5 ] 
f(z) = -266/27*z^3 + 72/25*z + 1
*
[ 3/5 ] 
f(z) = -263/27*z^3 + 71/25*z + 1
*
[ 3 ] 
f(z) = -280/27*z^3 + 94*z + 1
*
[ -2/3 ] 
f(z) = -279/20*z^3 + 87/10*z + 1
*
[ -2/3 ] 
f(z) = -279/28*z^3 + 97/14*z + 1
*
[ -3 ] 
f(z) = -278/27*z^3 + 94*z + 1
*
[ 3/4 ] 
f(z) = -277/27*z^3 + 87/16*z + 1
*
[ 3 ] 
f(z) = -277/27*z^3 + 93*z + 1
*
[ -3/2 ] 
f(z) = -277/27*z^3 + 99/4*z + 1
*
[ 4/5 ] 
f(z) = -275/24*z^3 + 85/12*z + 1
*
[ 6/5 ] 
f(z) = -275/27*z^3 + 89/6*z + 1
*
[ -3 ] 
f(z) = -275/27*z^3 + 93*z + 1
*
[ 3/2 ] 
f(z) = -275/27*z^3 + 93/4*z + 1
*
[ -2/5 ] 
f(z) = -275/36*z^3 + 85/18*z + 1
*
[ 3 ] 
f(z) = -274/27*z^3 + 92*z + 1
*
[ 5/4 ] 
f(z) = -272/25*z^3 + 86/5*z + 1
*
[ -5/4 ] 
f(z) = -272/25*z^3 + 94/5*z + 1
*
[ -3 ] 
f(z) = -272/27*z^3 + 92*z + 1
*
[ 3/4 ] 
f(z) = -271/27*z^3 + 85/16*z + 1
*
[ 3 ] 
f(z) = -271/27*z^3 + 91*z + 1
*
[ -3/2 ] 
f(z) = -271/27*z^3 + 97/4*z + 1
*
[ -3 ] 
f(z) = -269/27*z^3 + 91*z + 1
*
[ 3/2 ] 
f(z) = -269/27*z^3 + 91/4*z + 1
*
[ -3/8 ] 
f(z) = -268/27*z^3 + 81/16*z + 1
*
[ 3 ] 
f(z) = -268/27*z^3 + 90*z + 1
*
[ -3/4 ] 
f(z) = -268/27*z^3 + 95/12*z + 1
*
[ -3 ] 
f(z) = -266/27*z^3 + 90*z + 1
*
[ 6/7 ] 
f(z) = -266/27*z^3 + 99/14*z + 1
*
[ 3/4 ] 
f(z) = -265/27*z^3 + 83/16*z + 1
*
[ 3 ] 
f(z) = -265/27*z^3 + 89*z + 1
*
[ -3/2 ] 
f(z) = -265/27*z^3 + 95/4*z + 1
*
[ -3 ] 
f(z) = -263/27*z^3 + 89*z + 1
*
[ 3/2 ] 
f(z) = -263/27*z^3 + 89/4*z + 1
*
[ 3 ] 
f(z) = -262/27*z^3 + 88*z + 1
*
[ -2/3 ] 
f(z) = -261/20*z^3 + 83/10*z + 1
*
[ -2/3 ] 
f(z) = -261/28*z^3 + 93/14*z + 1
*
[ 3/5 ] 
f(z) = -275/21*z^3 + 85/21*z + 1
*
[ 3/5 ] 
f(z) = -275/24*z^3 + 83/24*z + 1
*
[ 6/11 ] 
f(z) = -275/24*z^3 + 85/33*z + 1
*
-2/5 | 0.21435549345804738960679674042495152695 | 0.026745404431053358011534014981363120261
f(z) = -275/24*z^3 + 95/33*z + 1
*
[ 2/3 ] 
f(z) = -261/34*z^3 + 99/34*z + 1
*
[ 2/3 ] 
f(z) = -261/38*z^3 + 97/38*z + 1
*
-3/14 | 0.17383488555477487976727299820188965885 | 0.021010164554285741881642260716370290003
f(z) = -280/27*z^3 + 107/14*z + 1
*
[ 5/6 ] 
f(z) = -276/25*z^3 + 112/15*z + 1
*
[ -4/5 ] 
f(z) = -275/24*z^3 + 115/12*z + 1
*
[ -3/16 ] 
f(z) = -272/27*z^3 + 107/16*z + 1
*
[ 5/6 ] 
f(z) = -264/25*z^3 + 107/15*z + 1
*
[ -3/7 ] 
f(z) = -280/27*z^3 + 110/21*z + 1
*
[ -1/3 ] 
f(z) = -279/20*z^3 + 111/20*z + 1
*
[ 2/3 ] 
f(z) = -279/22*z^3 + 113/22*z + 1
*
[ -1/3 ] 
f(z) = -279/22*z^3 + 119/22*z + 1
*
[ 2/3 ] 
f(z) = -279/26*z^3 + 111/26*z + 1
*
[ 2/3 ] 
f(z) = -279/34*z^3 + 107/34*z + 1
*
[ 2/3 ] 
f(z) = -279/38*z^3 + 105/38*z + 1
*
[ 2/3 ] 
f(z) = -265/24*z^3 + 119/27*z + 1
*
[ 4/5 ] 
f(z) = -265/32*z^3 + 101/20*z + 1
*
[ 2/3 ] 
f(z) = -263/24*z^3 + 118/27*z + 1
*
[ -1/3 ] 
f(z) = -261/20*z^3 + 109/20*z + 1
*
[ 2/3 ] 
f(z) = -261/22*z^3 + 105/22*z + 1
*
[ -1/3 ] 
f(z) = -261/22*z^3 + 117/22*z + 1
*
[ 2/3 ] 
f(z) = -261/26*z^3 + 103/26*z + 1
*
-3/8 | 0.25231869519201231848972010110334664174 | 0.027062167655437482554751617798952190307
f(z) = -280/27*z^3 + 101/40*z + 1
*
[ 5/9 ] 
f(z) = -279/25*z^3 + 119/45*z + 1
*
-3/10 | 0.27443879253778340504342271331901867980 | 0.029192632580172257931516289697500604700
f(z) = -275/27*z^3 + 103/44*z + 1
*
-2/5 | 0.17637841877165553905895995278128312587 | 0.024533913408231480214716521432141129915
f(z) = -265/32*z^3 + 113/40*z + 1
*
[ 5/9 ] 
f(z) = -261/25*z^3 + 109/45*z + 1
*
[ 3/5 ] 
f(z) = -265/36*z^3 + 119/60*z + 1
*
-6/7 | 0.24166637013628571645636214678282158723 | 0.029208465191530260152457737270655303799
f(z) = -280/27*z^3 + 123/14*z + 1
*
[ -6/7 ] 
f(z) = -280/27*z^3 + 137/14*z + 1
*
-2 | 0.097531723662930619202311472676641339769 | 0.013934253020971789311957272671348786378
f(z) = -277/24*z^3 + 137/3*z + 1
*
-2 | 0.097398619273608637350072798976709368125 | 0.013929816369767206409938597236134901737
f(z) = -275/24*z^3 + 136/3*z + 1
*
[ 2 ] 
f(z) = -275/24*z^3 + 139/3*z + 1
*
[ -3/4 ] 
f(z) = -275/27*z^3 + 129/16*z + 1
*
[ 3/2 ] 
f(z) = -274/27*z^3 + 139/6*z + 1
*
-3/4 | 0.24254501698066955206105871598664887875 | 0.028740914098004546366878363314513812525
f(z) = -272/27*z^3 + 139/17*z + 1
*
-2 | 0.097129501260491809996261680784793156824 | 0.013920823384454562482258862928068553980
f(z) = -271/24*z^3 + 134/3*z + 1
*
[ 2 ] 
f(z) = -271/24*z^3 + 137/3*z + 1
*
-2 | 0.096993459092090243631013323902440995853 | 0.013916265736781410051927591858508435049
f(z) = -269/24*z^3 + 133/3*z + 1
*
[ 2 ] 
f(z) = -269/24*z^3 + 136/3*z + 1
*
[ -2 ] 
f(z) = -269/24*z^3 + 139/3*z + 1
*
[ -3/4 ] 
f(z) = -269/27*z^3 + 127/16*z + 1
*
-2 | 0.096717301054121668913135789503243519810 | 0.013906876105748268984989971145049351349
f(z) = -265/24*z^3 + 131/3*z + 1
*
[ 2 ] 
f(z) = -265/24*z^3 + 134/3*z + 1
*
[ -2 ] 
f(z) = -265/24*z^3 + 137/3*z + 1
*
-2 | 0.096579221912601943033975774893559824776 | 0.013902339956541958799277448071758898101
f(z) = -263/24*z^3 + 130/3*z + 1
*
[ 2 ] 
f(z) = -263/24*z^3 + 133/3*z + 1
*
[ -2 ] 
f(z) = -263/24*z^3 + 136/3*z + 1
*
[ -3/4 ] 
f(z) = -263/27*z^3 + 125/16*z + 1
*
[ 3/2 ] 
f(z) = -262/27*z^3 + 133/6*z + 1
*
[ -1/2 ] 
f(z) = -280/23*z^3 + 139/23*z + 1
*
[ -1/3 ] 
f(z) = -279/23*z^3 + 123/23*z + 1
*
[ -1/3 ] 
f(z) = -279/25*z^3 + 131/25*z + 1
*
[ -1/3 ] 
f(z) = -279/26*z^3 + 135/26*z + 1
*
[ 3/4 ] 
f(z) = -278/27*z^3 + 131/24*z + 1
*
[ 2/3 ] 
f(z) = -277/24*z^3 + 125/27*z + 1
*
4/5 | 0.073372460494218763752939103730785828846 | 0.013063103199042699774012019078785427627
f(z) = -275/21*z^3 + 134/21*z + 1
*
[ -1/5 ] 
f(z) = -275/21*z^3 + 137/21*z + 1
*
[ 2/3 ] 
f(z) = -275/24*z^3 + 124/27*z + 1
*
-1/5 | 0.11452614887998214264724957285264424768 | 0.020390033150462697568688330167934469946
f(z) = -275/24*z^3 + 131/24*z + 1
*
[ -2/5 ] 
f(z) = -275/26*z^3 + 135/26*z + 1
*
[ -6/11 ] 
f(z) = -275/27*z^3 + 129/22*z + 1
*
4/5 | 0.10486130954757249319110523102366366969 | 0.018669322235890301036416887921049409476
f(z) = -275/36*z^3 + 131/36*z + 1
*
[ -1/4 ] 
f(z) = -272/21*z^3 + 122/21*z + 1
*
3/4 | 0.12565124588395503176612036334275622685 | 0.022414499191723762892288421805625023278
f(z) = -272/21*z^3 + 125/21*z + 1
*
[ -1/2 ] 
f(z) = -272/21*z^3 + 131/21*z + 1
*
[ -1/4 ] 
f(z) = -272/23*z^3 + 132/23*z + 1
*
[ -1/2 ] 
f(z) = -272/23*z^3 + 137/23*z + 1
*
[ -5/8 ] 
f(z) = -272/25*z^3 + 137/20*z + 1
*
[ -3/10 ] 
f(z) = -272/27*z^3 + 131/25*z + 1
*
[ 2/3 ] 
f(z) = -271/24*z^3 + 122/27*z + 1
*
[ -1/3 ] 
f(z) = -270/23*z^3 + 122/23*z + 1
*
[ 2/3 ] 
f(z) = -269/24*z^3 + 121/27*z + 1
*
[ -1/2 ] 
f(z) = -268/21*z^3 + 130/21*z + 1
*
[ -1/2 ] 
f(z) = -268/23*z^3 + 136/23*z + 1
*
[ 3/4 ] 
f(z) = -266/27*z^3 + 125/24*z + 1
*
-4/5 | 0.19796586404834129657660864387802040055 | 0.027536687312270221094224319925071437151
f(z) = -265/32*z^3 + 131/20*z + 1
*
[ -1/2 ] 
f(z) = -264/23*z^3 + 135/23*z + 1
*
[ -1/3 ] 
f(z) = -261/23*z^3 + 121/23*z + 1
*
[ -1/3 ] 
f(z) = -261/25*z^3 + 129/25*z + 1
*
[ -1/3 ] 
f(z) = -261/26*z^3 + 133/26*z + 1
*
[ 6/5 ] 
f(z) = -280/27*z^3 + 151/10*z + 1
*
[ 5/3 ] 
f(z) = -279/25*z^3 + 157/5*z + 1
*
[ -3/2 ] 
f(z) = -278/27*z^3 + 149/6*z + 1
*
[ 2 ] 
f(z) = -277/24*z^3 + 140/3*z + 1
*
[ -2 ] 
f(z) = -277/24*z^3 + 143/3*z + 1
*
[ -5/6 ] 
f(z) = -276/25*z^3 + 148/15*z + 1
*
[ -2 ] 
f(z) = -275/24*z^3 + 142/3*z + 1
*
[ -2 ] 
f(z) = -271/24*z^3 + 140/3*z + 1
*
[ -3/2 ] 
f(z) = -266/27*z^3 + 143/6*z + 1
*
[ -3/19 ] 
f(z) = -266/27*z^3 + 144/19*z + 1
*
[ 6/5 ] 
f(z) = -265/27*z^3 + 143/10*z + 1
*
[ -5/6 ] 
f(z) = -264/25*z^3 + 143/15*z + 1
*
[ 5/3 ] 
f(z) = -261/25*z^3 + 147/5*z + 1
*
[ -5/3 ] 
f(z) = -261/25*z^3 + 153/5*z + 1
*
[ -1/2 ] 
f(z) = -280/27*z^3 + 151/27*z + 1
*
[ -1/2 ] 
f(z) = -280/29*z^3 + 157/29*z + 1
*
[ 5/6 ] 
f(z) = -279/25*z^3 + 151/20*z + 1
*
[ -1/3 ] 
f(z) = -279/28*z^3 + 143/28*z + 1
*
[ -1/3 ] 
f(z) = -279/29*z^3 + 147/29*z + 1
*
[ -1/3 ] 
f(z) = -279/32*z^3 + 159/32*z + 1
*
[ -3/5 ] 
f(z) = -277/27*z^3 + 159/25*z + 1
*
[ -1/2 ] 
f(z) = -276/25*z^3 + 144/25*z + 1
*
[ -1/2 ] 
f(z) = -276/29*z^3 + 156/29*z + 1
*
[ -3/5 ] 
f(z) = -275/21*z^3 + 155/21*z + 1
*
[ -1/5 ] 
f(z) = -275/23*z^3 + 149/23*z + 1
*
[ -1/5 ] 
f(z) = -275/24*z^3 + 155/24*z + 1
*
[ -3/5 ] 
f(z) = -274/27*z^3 + 158/25*z + 1
*
[ -2/3 ] 
f(z) = -273/32*z^3 + 151/24*z + 1
*
[ -4/7 ] 
f(z) = -273/32*z^3 + 155/28*z + 1
*
[ 3/4 ] 
f(z) = -272/21*z^3 + 146/21*z + 1
*
[ -1/4 ] 
f(z) = -272/25*z^3 + 142/25*z + 1
*
[ -1/2 ] 
f(z) = -272/25*z^3 + 143/25*z + 1
*
[ -1/2 ] 
f(z) = -272/27*z^3 + 149/27*z + 1
*
[ -1/4 ] 
f(z) = -272/27*z^3 + 152/27*z + 1
*
[ -1/2 ] 
f(z) = -272/29*z^3 + 155/29*z + 1
*
[ 3/4 ] 
f(z) = -272/33*z^3 + 142/33*z + 1
*
[ 3/4 ] 
f(z) = -272/39*z^3 + 140/39*z + 1
*
[ -3/5 ] 
f(z) = -271/27*z^3 + 157/25*z + 1
*
[ -1/3 ] 
f(z) = -270/29*z^3 + 146/29*z + 1
*
[ -1/3 ] 
f(z) = -270/31*z^3 + 154/31*z + 1
*
[ -1/2 ] 
f(z) = -268/25*z^3 + 142/25*z + 1
*
[ -1/2 ] 
f(z) = -268/27*z^3 + 148/27*z + 1
*
[ -3/5 ] 
f(z) = -268/27*z^3 + 156/25*z + 1
*
[ -1/2 ] 
f(z) = -268/29*z^3 + 154/29*z + 1
*
[ -2/3 ] 
f(z) = -267/32*z^3 + 149/24*z + 1
*
[ -4/5 ] 
f(z) = -265/32*z^3 + 151/20*z + 1
*
[ -1/2 ] 
f(z) = -264/25*z^3 + 141/25*z + 1
*
[ -5/12 ] 
f(z) = -264/25*z^3 + 157/30*z + 1
*
[ -1/2 ] 
f(z) = -264/29*z^3 + 153/29*z + 1
*
[ -1/2 ] 
f(z) = -264/31*z^3 + 159/31*z + 1
*
[ -3/5 ] 
f(z) = -262/27*z^3 + 154/25*z + 1
*
[ 5/6 ] 
f(z) = -261/25*z^3 + 141/20*z + 1
*
[ -1/3 ] 
f(z) = -261/28*z^3 + 141/28*z + 1
*
[ -1/3 ] 
f(z) = -261/31*z^3 + 153/31*z + 1
*
[ -1/3 ] 
f(z) = -261/32*z^3 + 157/32*z + 1
*
[ 2/3 ] 
f(z) = -267/28*z^3 + 157/42*z + 1
*
[ 5/8 ] 
f(z) = -264/25*z^3 + 141/40*z + 1
*
[ 6/11 ] 
f(z) = -275/27*z^3 + 145/66*z + 1
*
[ -5/3 ] 
f(z) = -279/25*z^3 + 163/5*z + 1
*
[ 8/5 ] 
f(z) = -275/32*z^3 + 179/8*z + 1
*
[ 5/4 ] 
f(z) = -264/25*z^3 + 167/10*z + 1
*
[ -1/2 ] 
f(z) = -280/31*z^3 + 163/31*z + 1
*
[ -1/2 ] 
f(z) = -280/33*z^3 + 169/33*z + 1
*
[ -2/3 ] 
f(z) = -279/22*z^3 + 179/22*z + 1
*
[ -4/9 ] 
f(z) = -279/32*z^3 + 179/36*z + 1
*
[ -1/3 ] 
f(z) = -279/34*z^3 + 167/34*z + 1
*
[ -1/3 ] 
f(z) = -279/35*z^3 + 171/35*z + 1
*
[ -1/3 ] 
f(z) = -279/37*z^3 + 179/37*z + 1
*
[ -1/2 ] 
f(z) = -276/31*z^3 + 162/31*z + 1
*
[ -1/2 ] 
f(z) = -276/35*z^3 + 174/35*z + 1
*
-2/11 | 0.23962194886364054545111588995521691455 | 0.029897931839892637488445630220371074441
f(z) = -275/24*z^3 + 161/33*z + 1
*
[ -3/5 ] 
f(z) = -275/24*z^3 + 163/24*z + 1
*
[ -1/5 ] 
f(z) = -275/26*z^3 + 167/26*z + 1
*
[ -1/5 ] 
f(z) = -275/27*z^3 + 173/27*z + 1
*
[ -3/11 ] 
f(z) = -275/27*z^3 + 179/33*z + 1
*
[ 4/5 ] 
f(z) = -275/28*z^3 + 169/28*z + 1
*
[ -1/5 ] 
f(z) = -275/28*z^3 + 179/28*z + 1
*
[ -2/5 ] 
f(z) = -275/34*z^3 + 163/34*z + 1
*
[ 4/5 ] 
f(z) = -275/36*z^3 + 167/36*z + 1
*
[ -2/5 ] 
f(z) = -275/38*z^3 + 177/38*z + 1
*
[ -3/8 ] 
f(z) = -274/27*z^3 + 163/32*z + 1
*
[ 2/3 ] 
f(z) = -273/20*z^3 + 167/30*z + 1
*
[ -6/17 ] 
f(z) = -272/27*z^3 + 173/34*z + 1
*
[ -1/4 ] 
f(z) = -272/29*z^3 + 162/29*z + 1
*
[ -1/2 ] 
f(z) = -272/31*z^3 + 161/31*z + 1
*
[ -1/4 ] 
f(z) = -272/31*z^3 + 172/31*z + 1
*
[ -1/2 ] 
f(z) = -272/33*z^3 + 167/33*z + 1
*
[ -1/2 ] 
f(z) = -272/35*z^3 + 173/35*z + 1
*
[ -1/2 ] 
f(z) = -272/37*z^3 + 179/37*z + 1
*
[ -1/3 ] 
f(z) = -270/37*z^3 + 178/37*z + 1
*
[ -1/2 ] 
f(z) = -268/31*z^3 + 160/31*z + 1
*
[ -1/2 ] 
f(z) = -268/33*z^3 + 166/33*z + 1
*
[ -1/2 ] 
f(z) = -268/35*z^3 + 172/35*z + 1
*
[ -1/2 ] 
f(z) = -268/37*z^3 + 178/37*z + 1
*
[ 2/3 ] 
f(z) = -267/20*z^3 + 163/30*z + 1
*
[ 5/7 ] 
f(z) = -266/25*z^3 + 176/35*z + 1
*
5/6 | 0.18241278605186955508478884090787704136 | 0.024758414948147696421799740820306073353
f(z) = -264/25*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -264/35*z^3 + 171/35*z + 1
*
[ -1/2 ] 
f(z) = -264/37*z^3 + 177/37*z + 1
*
[ -3/8 ] 
f(z) = -262/27*z^3 + 161/32*z + 1
*
[ -2/3 ] 
f(z) = -261/22*z^3 + 171/22*z + 1
*
[ -4/9 ] 
f(z) = -261/32*z^3 + 175/36*z + 1
*
[ -1/3 ] 
f(z) = -261/34*z^3 + 165/34*z + 1
*
[ -1/3 ] 
f(z) = -261/35*z^3 + 169/35*z + 1
*
[ -1/3 ] 
f(z) = -261/37*z^3 + 177/37*z + 1
*
42/55 | 0.25556323736408693735754156498911743071 | 0.027184800007243896230151188748065305091
f(z) = -275/27*z^3 + 177/44*z + 1
*
[ -8/5 ] 
f(z) = -275/32*z^3 + 189/8*z + 1
*
[ 4/3 ] 
f(z) = -273/32*z^3 + 185/12*z + 1
*
[ 4/3 ] 
f(z) = -267/32*z^3 + 181/12*z + 1
*
[ -4/3 ] 
f(z) = -267/32*z^3 + 199/12*z + 1
*
[ -5/4 ] 
f(z) = -264/25*z^3 + 183/10*z + 1
*
[ -1/2 ] 
f(z) = -280/37*z^3 + 181/37*z + 1
*
[ -1/2 ] 
f(z) = -280/39*z^3 + 187/39*z + 1
*
[ -5/6 ] 
f(z) = -279/25*z^3 + 199/20*z + 1
*
[ -2/3 ] 
f(z) = -279/26*z^3 + 189/26*z + 1
*
[ -1/3 ] 
f(z) = -279/38*z^3 + 183/38*z + 1
*
0 | 0.12339585260837988564963182423939032911 | 0.021940872778689660689233068505819489260
f(z) = -277/39*z^3 + 199/39*z + 1
*
[ -1/2 ] 
f(z) = -276/37*z^3 + 180/37*z + 1
*
-2/5 | 0.22583493463641896275209965980797431845 | 0.028177708740147840624192467371680863561
f(z) = -275/24*z^3 + 194/33*z + 1
*
-24/55 | 0.12527957150317493547405548413254762270 | 0.015631289652286211751987865831351386128
f(z) = -275/27*z^3 + 185/33*z + 1
*
-3/5 | 0.093080465957022548901931324348800567587 | 0.016571881662703301777479241552673858555
f(z) = -275/28*z^3 + 183/28*z + 1
*
[ -1/5 ] 
f(z) = -275/29*z^3 + 185/29*z + 1
*
[ -1/5 ] 
f(z) = -275/31*z^3 + 197/31*z + 1
*
[ -4/15 ] 
f(z) = -275/32*z^3 + 193/36*z + 1
*
-1/5 | 0.12464468955084236420875046814389643768 | 0.022191520249529964752369713521314124357
f(z) = -275/36*z^3 + 191/36*z + 1
*
0 | 0.13076439845624545311508600846876750342 | 0.023281062408003443911261776377487327544
f(z) = -275/38*z^3 + 199/38*z + 1
*
0 | 0.12326421710006677972888740861956415353 | 0.021945743374031319757453753750792897468
f(z) = -275/39*z^3 + 197/39*z + 1
*
[ -3/4 ] 
f(z) = -274/27*z^3 + 193/24*z + 1
*
0 | 0.12319804671702454443202201358708664191 | 0.021948197935624863917308996219015791443
f(z) = -274/39*z^3 + 196/39*z + 1
*
[ 5/7 ] 
f(z) = -273/25*z^3 + 181/35*z + 1
*
0 | 0.14345800712400245602084338529364818380 | 0.025574245198477239240430200233188373429
f(z) = -273/37*z^3 + 199/37*z + 1
*
0 | 0.13063175571198330923272777433464541284 | 0.023287710586960179289174351919932305816
f(z) = -273/38*z^3 + 197/38*z + 1
*
-3/4 | 0.16433338231835120210351116580413428698 | 0.029314874191934067828284522301040564459
f(z) = -272/21*z^3 + 181/21*z + 1
*
[ -1/4 ] 
f(z) = -272/33*z^3 + 182/33*z + 1
*
[ -1/4 ] 
f(z) = -272/35*z^3 + 192/35*z + 1
*
0 | 0.14339129497875247392762795499001946718 | 0.025579086325732060369255005023780063868
f(z) = -272/37*z^3 + 198/37*z + 1
*
[ -1/2 ] 
f(z) = -272/39*z^3 + 185/39*z + 1
*
0 | 0.12306499223946061142849259317006112847 | 0.021953146183909972364369116488973428354
f(z) = -272/39*z^3 + 194/39*z + 1
*
0 | 0.10408118546459249271408886306551151847 | 0.018578896448370693570125065883413462761
f(z) = -271/36*z^3 + 199/36*z + 1
*
0 | 0.14332434159392050492018521975086000738 | 0.025583952460939462707122881091283435586
f(z) = -271/37*z^3 + 197/37*z + 1
*
0 | 0.13049815584969826604468269290524779737 | 0.023294428415783965181958677474674551697
f(z) = -271/38*z^3 + 195/38*z + 1
*
0 | 0.12299913832492306559037036769286543452 | 0.021955824618801731683163668611996603216
f(z) = -271/39*z^3 + 193/39*z + 1
*
0 | 0.14325714521816117208961896478962893740 | 0.025588843832663089221805852664715357537
f(z) = -270/37*z^3 + 196/37*z + 1
*
0 | 0.14317110774646341381740035033300493469 | 0.025590436759340483617534015165778840235
f(z) = -269/35*z^3 + 199/35*z + 1
*
0 | 0.10394648123550208920550293014077660798 | 0.018579417986509196275451926814346034268
f(z) = -269/36*z^3 + 197/36*z + 1
*
0 | 0.14318970408098475691838438477157300271 | 0.025593760672454061704059040502792142989
f(z) = -269/37*z^3 + 195/37*z + 1
*
0 | 0.13036358495370733127742947004516899167 | 0.023301217186825634736978863235749146116
f(z) = -269/38*z^3 + 193/38*z + 1
*
0 | 0.12286463394697978522538679560919092142 | 0.021960852957480665976215109439230805385
f(z) = -269/39*z^3 + 191/39*z + 1
*
0 | 0.14310335256485592466925138240155042346 | 0.025595365015817003657583173489887558789
f(z) = -268/35*z^3 + 198/35*z + 1
*
0 | 0.14312201639247710354153014220040317259 | 0.025598703214901751576452792927659781060
f(z) = -268/37*z^3 + 194/37*z + 1
*
[ -1/2 ] 
f(z) = -268/39*z^3 + 184/39*z + 1
*
0 | 0.12279701354994298613131842265161586494 | 0.021963387498127002067409072418051687493
f(z) = -268/39*z^3 + 190/39*z + 1
*
0 | 0.13019056514696787104730244213023644872 | 0.023301373020373905015170202592967544755
f(z) = -267/34*z^3 + 199/34*z + 1
*
0 | 0.14303534853043648785760844676525833410 | 0.025600319097197762874016471509798838211
f(z) = -267/35*z^3 + 197/35*z + 1
*
0 | 0.14305408034301438084521264620298781719 | 0.025603671697685613062486751978504777281
f(z) = -267/37*z^3 + 193/37*z + 1
*
0 | 0.13022802880256487269802004804327798126 | 0.023308078226797942764699651906731648349
f(z) = -267/38*z^3 + 191/38*z + 1
*
0 | 0.14298589410297258868319239524202560977 | 0.025608666361628105134643687917647011898
f(z) = -266/37*z^3 + 192/37*z + 1
*
0 | 0.12266102731777666704697593365787181398 | 0.021968497968711097519003654384002748871
f(z) = -266/39*z^3 + 188/39*z + 1
*
0 | 0.12253501623386196471110145020391913987 | 0.021960743630127968001122516510775567416
f(z) = -265/33*z^3 + 199/33*z + 1
*
0 | 0.13005373426946239838353080236371502689 | 0.023308249382213642431301672732755095808
f(z) = -265/34*z^3 + 197/34*z + 1
*
0 | 0.10367409660713598726209364522288633414 | 0.018580486840832207944829381183141691298
f(z) = -265/36*z^3 + 193/36*z + 1
*
0 | 0.14291745582243169154664084860864380946 | 0.025613687450748729421653224268341984923
f(z) = -265/37*z^3 + 191/37*z + 1
*
0 | 0.13009147286003703078397040028640735359 | 0.023315012897966479455269038723659417250
f(z) = -265/38*z^3 + 189/38*z + 1
*
0 | 0.12259265781391481803690929007570159253 | 0.021971074162582138418822512165441817499
f(z) = -265/39*z^3 + 187/39*z + 1
*
0 | 0.14282982485790661351840123424358350698 | 0.025615338701228936850203110408845177287
f(z) = -264/35*z^3 + 194/35*z + 1
*
0 | 0.14284876363087425998968282382195508360 | 0.025618735212319212041836054162662052623
f(z) = -264/37*z^3 + 190/37*z + 1
*
[ -2/3 ] 
f(z) = -263/24*z^3 + 199/27*z + 1
*
0 | 0.11706012064267679076386733818353134679 | 0.021008055406703499259136493398409866016
f(z) = -263/32*z^3 + 199/32*z + 1
*
0 | 0.12239709662137269563318623586125348487 | 0.021965849456881623093161225965195213170
f(z) = -263/33*z^3 + 197/33*z + 1
*
0 | 0.12991588467368126758947595015284368960 | 0.023315199817422536671264288360341841556
f(z) = -263/34*z^3 + 195/34*z + 1
*
0 | 0.14276080685674586982701618932698079304 | 0.025620398508788292446015229579524449549
f(z) = -263/35*z^3 + 193/35*z + 1
*
0 | 0.10353638672447825532474350173325682803 | 0.018581034574166848167085029512286523419
f(z) = -263/36*z^3 + 191/36*z + 1
*
0 | 0.14277981563687849698973670007762835018 | 0.025623809896919858141907809154566662098
f(z) = -263/37*z^3 + 189/37*z + 1
*
0 | 0.12995390226574056994931776121627765328 | 0.023322022599391549101297545634937153717
f(z) = -263/38*z^3 + 187/38*z + 1
*
0 | 0.12245412308894722799104839044209138620 | 0.021976083644099926659641953058434675885
f(z) = -263/39*z^3 + 185/39*z + 1
*
[ -3/4 ] 
f(z) = -262/27*z^3 + 187/24*z + 1
*
0 | 0.12232878325848297573114737749807042518 | 0.021968609014017884398368066591166734295
f(z) = -262/33*z^3 + 196/33*z + 1
*
0 | 0.14269153062085301574127499696668070204 | 0.025625485370826658325816672422477626277
f(z) = -262/35*z^3 + 192/35*z + 1
*
0 | 0.14271060992780552320484563506046311397 | 0.025628911758497108759995844954118300053
f(z) = -262/37*z^3 + 188/37*z + 1
*
0 | 0.12238602130791990632253148285424348874 | 0.021978888200120373132115917299822183085
f(z) = -262/39*z^3 + 184/39*z + 1
*
[ -5/6 ] 
f(z) = -261/25*z^3 + 189/20*z + 1
*
[ -2/3 ] 
f(z) = -261/26*z^3 + 181/26*z + 1
*
0 | 0.14258360372549974708306367914565161261 | 0.025623700388961687534773310341749842230
f(z) = -261/31*z^3 + 199/31*z + 1
*
0 | 0.11692109480988824415493664364710832803 | 0.021011890738332922692539219662711436806
f(z) = -261/32*z^3 + 197/32*z + 1
*
0 | 0.12977700107445687457508502784761312206 | 0.023322225740007236893733658995419269975
f(z) = -261/34*z^3 + 193/34*z + 1
*
0 | 0.14262199421024398712135526449102219313 | 0.025630599543234483380173354320832335907
f(z) = -261/35*z^3 + 191/35*z + 1
*
0 | 0.14264114456948079177665597599128352561 | 0.025634041054422330498858571546166981862
f(z) = -261/37*z^3 + 187/37*z + 1
*
[ -1/3 ] 
f(z) = -261/38*z^3 + 181/38*z + 1
*
0 | 0.12981530182543108251232009887361212166 | 0.023329108768223613929906325995175831893
f(z) = -261/38*z^3 + 185/38*z + 1
*
-3/5 | 0.20498192986893830471231031125744913624 | 0.021985114294550880700198598047277761715
f(z) = -280/27*z^3 + 181/40*z + 1
*
-2/5 | 0.18389378693587388284821779247488307135 | 0.029143608336486980362438855514763684799
f(z) = -275/21*z^3 + 193/42*z + 1
*
[ -2/5 ] 
f(z) = -265/32*z^3 + 193/40*z + 1
*
[ 2/3 ] 
f(z) = -261/35*z^3 + 197/70*z + 1
*
[ 2/3 ] 
f(z) = -261/37*z^3 + 195/74*z + 1
*
[ -3/55 ] 
f(z) = -275/27*z^3 + 213/11*z + 1
*
[ -4/3 ] 
f(z) = -273/32*z^3 + 203/12*z + 1
*
[ -3/34 ] 
f(z) = -272/27*z^3 + 211/17*z + 1
*
-3/10 | 0.15057260268155852545905044557394982258 | 0.018970076183292834350262916514442261276
f(z) = -280/27*z^3 + 203/30*z + 1
*
0 | 0.14386464754134194773573901305180117201 | 0.025531502979352812379694087288893523268
f(z) = -280/31*z^3 + 218/31*z + 1
*
0 | 0.12353791273263895489734876022501107179 | 0.021924139396998227708200459570670091480
f(z) = -280/33*z^3 + 214/33*z + 1
*
0 | 0.14391838064999620568221357710660733939 | 0.025541038935872650515267519229686543637
f(z) = -280/37*z^3 + 206/37*z + 1
*
0 | 0.12359260116835747008419750413791260439 | 0.021933844894376116679083921440147243769
f(z) = -280/39*z^3 + 202/39*z + 1
*
0 | 0.11813627428927155749324655643542438356 | 0.020978837036574998922224508099815940050
f(z) = -279/32*z^3 + 215/32*z + 1
*
[ -2/3 ] 
f(z) = -279/34*z^3 + 209/34*z + 1
*
0 | 0.13099097210569507518074550547655314145 | 0.023261595759647882430547121782727681485
f(z) = -279/34*z^3 + 211/34*z + 1
*
0 | 0.14383536237371608030881132166706072159 | 0.025542524051047819929707510497233640066
f(z) = -279/35*z^3 + 209/35*z + 1
*
0 | 0.14385330969572957640127021221010836135 | 0.025545711166487419182346956199500682645
f(z) = -279/37*z^3 + 205/37*z + 1
*
0 | 0.13102686677653836779528506629072867170 | 0.023267969995289164385819841089640316431
f(z) = -279/38*z^3 + 203/38*z + 1
*
[ -2/3 ] 
f(z) = -279/38*z^3 + 219/38*z + 1
*
0 | 0.14373389922935432926755854630407224111 | 0.025540791806272213005623449060069051382
f(z) = -278/31*z^3 + 216/31*z + 1
*
0 | 0.12340729042196632254642786116788590631 | 0.021928855537510569092211458667065177676
f(z) = -278/33*z^3 + 212/33*z + 1
*
0 | 0.14376999907078159984821870532864543144 | 0.025547206566736354492205831937684807862
f(z) = -278/35*z^3 + 208/35*z + 1
*
0 | 0.14378800924775518007257540018637248409 | 0.025550406884705481061964347725274328562
f(z) = -278/37*z^3 + 204/37*z + 1
*
0 | 0.12346235467769091752317785802555700474 | 0.021938640179122392780841758923545121469
f(z) = -278/39*z^3 + 200/39*z + 1
*
[ -2/3 ] 
f(z) = -277/24*z^3 + 206/27*z + 1
*
0 | 0.14365002348061058726312932194636943610 | 0.025542243302509652913505350831313552345
f(z) = -277/29*z^3 + 219/29*z + 1
*
0 | 0.11047902494194929781287848834238827302 | 0.019644146701251251908647900354416408233
f(z) = -277/30*z^3 + 217/30*z + 1
*
0 | 0.14366817721765286411156776828765271203 | 0.025545471197341471052490872927557868159
f(z) = -277/31*z^3 + 215/31*z + 1
*
0 | 0.11800512620630542331781066469635673233 | 0.020982353998094866633595951038707895129
f(z) = -277/32*z^3 + 213/32*z + 1
*
0 | 0.12334266569366888051636608716435931255 | 0.021931415675355168783098887371578976126
f(z) = -277/33*z^3 + 211/33*z + 1
*
0 | 0.13085995072598655095282883255487928108 | 0.023268055368252182031039073760725992318
f(z) = -277/34*z^3 + 209/34*z + 1
*
0 | 0.14370440420743271603426062052487087551 | 0.025551912676184663896867738924365715637
f(z) = -277/35*z^3 + 207/35*z + 1
*
0 | 0.10447951607327619961218899817518276745 | 0.018577381019588160030253848420707290404
f(z) = -277/36*z^3 + 205/36*z + 1
*
0 | 0.14372247768130469560775131716188283678 | 0.025555126299515689413436733227983044658
f(z) = -277/37*z^3 + 203/37*z + 1
*
0 | 0.13089609770110940977430103756471716364 | 0.023274482619782443315011016391995991534
f(z) = -277/38*z^3 + 201/38*z + 1
*
0 | 0.14358400305644822493159644300490957583 | 0.025546932769915023146515982745856332846
f(z) = -276/29*z^3 + 218/29*z + 1
*
0 | 0.14360222109971298156839381664639965584 | 0.025550174183419152634813527439943557041
f(z) = -276/31*z^3 + 214/31*z + 1
*
0 | 0.14363857613690361713302477609419647263 | 0.025556642589865459867552394715799353628
f(z) = -276/35*z^3 + 206/35*z + 1
*
0 | 0.14365671335429112171222669179366935405 | 0.025559869622566656762108225948091521699
f(z) = -276/37*z^3 + 202/37*z + 1
*
[ -2/3 ] 
f(z) = -275/24*z^3 + 205/27*z + 1
*
-2/55 | 0.20426893305533766106850174488177526554 | 0.025486891607627547303224541697704200182
f(z) = -275/24*z^3 + 215/33*z + 1
*
-3/25 | 0.23939233389060444876741938664280590502 | 0.027093922605717650295801582405788392704
f(z) = -275/27*z^3 + 212/25*z + 1
*
-4/5 | 0.15305521427953436576730412548201211517 | 0.027249679863777883170425803132160122402
f(z) = -275/28*z^3 + 211/28*z + 1
*
0 | 0.11783778121927396991251482936031126099 | 0.020979630319673956725272690277919183707
f(z) = -275/28*z^3 + 219/28*z + 1
*
0 | 0.14351774639477673790600412058649421745 | 0.025551645936648492234078707915786209521
f(z) = -275/29*z^3 + 217/29*z + 1
*
0 | 0.14353602920156477203733269514859029803 | 0.025554900975258776625383767145709856547
f(z) = -275/31*z^3 + 213/31*z + 1
*
[ -1/5 ] 
f(z) = -275/32*z^3 + 203/32*z + 1
*
0 | 0.11787304258264347643870076689944158712 | 0.020985908190492683073257840894215454600
f(z) = -275/32*z^3 + 211/32*z + 1
*
0 | 0.13072799560375757436227637327198905013 | 0.023274581308479377150469208368303291238
f(z) = -275/34*z^3 + 207/34*z + 1
*
[ -1/5 ] 
f(z) = -275/34*z^3 + 215/34*z + 1
*
0 | 0.10434768907653866133343993868284192037 | 0.018577878154922285426655400533633393181
f(z) = -275/36*z^3 + 203/36*z + 1
*
0 | 0.14359071460706172244045141211495005932 | 0.025564637068210769787772804699945432331
f(z) = -275/37*z^3 + 201/37*z + 1
*
[ -3/5 ] 
f(z) = -275/39*z^3 + 203/39*z + 1
*
-1/5 | 0.14838925864571605473555580591217579017 | 0.026418961368634519857020914574985996595
f(z) = -275/39*z^3 + 206/39*z + 1
*
0 | 0.14345125179870867203634496985833174827 | 0.025556383014927577128843488063244062777
f(z) = -274/29*z^3 + 216/29*z + 1
*
0 | 0.14346959983121723409475769946010730865 | 0.025559651786307956086752229408740037586
f(z) = -274/31*z^3 + 212/31*z + 1
*
0 | 0.12314324841405985463659590817583473180 | 0.021938435410714319634393584236262118113
f(z) = -274/33*z^3 + 208/33*z + 1
*
0 | 0.14350621369882869631475050684644950822 | 0.025566174685290039442951854226276640013
f(z) = -274/35*z^3 + 204/35*z + 1
*
0 | 0.14352447976214655093470860120984842109 | 0.025569428853549101046159540434708234143
f(z) = -274/37*z^3 + 200/37*z + 1
*
0 | 0.14338451755300567556351326956244393449 | 0.025561144219689920584557108972506442989
f(z) = -273/29*z^3 + 215/29*z + 1
*
0 | 0.14340293127839863793758108223923219666 | 0.025564426832753198358437697719213128110
f(z) = -273/31*z^3 + 211/31*z + 1
*
0 | 0.11774000997329240940644310838854900666 | 0.020989500308096334236584519067652249956
f(z) = -273/32*z^3 + 209/32*z + 1
*
0 | 0.13059509333257801888218220418682926903 | 0.023281174788092849127130985862394971267
f(z) = -273/34*z^3 + 205/34*z + 1
*
[ -3/4 ] 
f(z) = -272/21*z^3 + 202/21*z + 1
*
0 | 0.12973591941173591420417007695002538554 | 0.023143150235673269989163178161636793362
f(z) = -272/27*z^3 + 218/27*z + 1
*
0 | 0.14331754192381290750614960789203177698 | 0.025565929768638652619980102731225017357
f(z) = -272/29*z^3 + 214/29*z + 1
*
0 | 0.14333602181429219552820235997566572073 | 0.025569226333565622741738951298712017974
f(z) = -272/31*z^3 + 210/31*z + 1
*
0 | 0.12301083547982968106969527942640453739 | 0.021943485343411065106675583945257953461
f(z) = -272/33*z^3 + 206/33*z + 1
*
0 | 0.14337289822520995255435161572652267267 | 0.025575804591321006336743157406440636044
f(z) = -272/35*z^3 + 202/35*z + 1
*
[ -1/4 ] 
f(z) = -272/37*z^3 + 202/37*z + 1
*
[ -1/4 ] 
f(z) = -272/39*z^3 + 212/39*z + 1
*
[ -2/3 ] 
f(z) = -271/24*z^3 + 203/27*z + 1
*
0 | 0.13038704378624991593535110144108803910 | 0.023274594480267598862115896858129373610
f(z) = -271/26*z^3 + 219/26*z + 1
*
0 | 0.12966863380364632858088510117562305207 | 0.023146355503984911696333394017126204497
f(z) = -271/27*z^3 + 217/27*z + 1
*
0 | 0.11757022582449974172476517747348468510 | 0.020986742620721080198583773929985391576
f(z) = -271/28*z^3 + 215/28*z + 1
*
0 | 0.14325032315838862323171398843287486091 | 0.025570739882288683827152687876403848944
f(z) = -271/29*z^3 + 213/29*z + 1
*
0 | 0.11008055477988733568234095693491057971 | 0.019649807206802761565808167417694947537
f(z) = -271/30*z^3 + 211/30*z + 1
*
0 | 0.14326886969126693525423974278144673892 | 0.025574050510547618124420321288260485179
f(z) = -271/31*z^3 + 209/31*z + 1
*
0 | 0.11760601464128815689357782403747025882 | 0.020993131063725006925320332986046238710
f(z) = -271/32*z^3 + 207/32*z + 1
*
0 | 0.12294374980020201643560647212448370022 | 0.021945937551695155837110670642957409351
f(z) = -271/33*z^3 + 205/33*z + 1
*
0 | 0.13046123021515792188250874424366590151 | 0.023287837046389457100356665159501350979
f(z) = -271/34*z^3 + 203/34*z + 1
*
0 | 0.14330587879123235998696834717603529442 | 0.025580656778845157231697053027491681610
f(z) = -271/35*z^3 + 201/35*z + 1
*
0 | 0.14318285948482883172629502768050015316 | 0.025575574784013953282544580118243579750
f(z) = -270/29*z^3 + 212/29*z + 1
*
0 | 0.14320147314260367631087717132485533259 | 0.025578899588380463518325320511558854117
f(z) = -270/31*z^3 + 208/31*z + 1
*
[ -2/3 ] 
f(z) = -269/24*z^3 + 202/27*z + 1
*
0 | 0.14307770078660160821854170995796011305 | 0.025573741177830709090699576420498229105
f(z) = -269/25*z^3 + 219/25*z + 1
*
0 | 0.13025166686929852304013594992436317598 | 0.023281212922652712709856165992305467357
f(z) = -269/26*z^3 + 217/26*z + 1
*
0 | 0.12953332461244871163633932816964136444 | 0.023152816262287199103532093602860311245
f(z) = -269/27*z^3 + 215/27*z + 1
*
0 | 0.11743498425664314460588542873565654185 | 0.020990356121820297289421724489930064483
f(z) = -269/28*z^3 + 213/28*z + 1
*
0 | 0.14311514911178691637581216965707248510 | 0.025580434700095654464177985773648240748
f(z) = -269/29*z^3 + 211/29*z + 1
*
0 | 0.10994441453635869862523328943604858895 | 0.019651489965543701279193385488645098997
f(z) = -269/30*z^3 + 209/30*z + 1
*
0 | 0.14313383038221599533198746469781786376 | 0.025583773794672935134026695863831483164
f(z) = -269/31*z^3 + 207/31*z + 1
*
0 | 0.11747104254917923822923320384655631834 | 0.020996801189329509855305277883576413437
f(z) = -269/32*z^3 + 205/32*z + 1
*
0 | 0.12280781120782040388493594913129999983 | 0.021950696448001632713673029229295512965
f(z) = -269/33*z^3 + 203/33*z + 1
*
0 | 0.13032639225487113239194584771206440479 | 0.023294569355273179247838644673328415056
f(z) = -269/34*z^3 + 201/34*z + 1
*
0 | 0.14300960506964751792187299295976584018 | 0.025578597404743110421423513453762692544
f(z) = -268/25*z^3 + 218/25*z + 1
*
0 | 0.12946529741625920679580791500129313078 | 0.023156072061614740647312278263239682192
f(z) = -268/27*z^3 + 214/27*z + 1
*
0 | 0.14304719022818810829002875482515930365 | 0.025585319859771463243148128062844927619
f(z) = -268/29*z^3 + 210/29*z + 1
*
0 | 0.14306593960436607503579498582224641327 | 0.025588673360010924288677612690701862432
f(z) = -268/31*z^3 + 206/31*z + 1
*
0 | 0.12274102194661885984303363397508644909 | 0.021953372879327261944711046683769339800
f(z) = -268/33*z^3 + 202/33*z + 1
*
0 | 0.14294125800723665749124542594647463334 | 0.025583478872437340178985882915312428355
f(z) = -267/25*z^3 + 217/25*z + 1
*
0 | 0.13011529291471500286121080510342277113 | 0.023287900873910600792241258800008170301
f(z) = -267/26*z^3 + 215/26*z + 1
*
0 | 0.11729874763698106267617297432553010987 | 0.020994008824115273610492849477958458832
f(z) = -267/28*z^3 + 211/28*z + 1
*
0 | 0.14297898100293869833753212995546128723 | 0.025590230495285792704833142410899943327
f(z) = -267/29*z^3 + 209/29*z + 1
*
0 | 0.14299779898337532180910915530071467163 | 0.025593598518008091137047712821569636714
f(z) = -267/31*z^3 + 205/31*z + 1
*
0 | 0.11733507935019724403147481194617917949 | 0.021000511436659921643533539680938912663
f(z) = -267/32*z^3 + 203/32*z + 1
*
0 | 0.14287265773687166166278169215350859253 | 0.025588385813412674357172543020735266015
f(z) = -266/25*z^3 + 216/25*z + 1
*
0 | 0.12932848863969540982589144402706554730 | 0.023162635289341575625610652869973573258
f(z) = -266/27*z^3 + 212/27*z + 1
*
0 | 0.14291051958462987111182110814327811660 | 0.025595166841941100264267165030354665652
f(z) = -266/29*z^3 + 208/29*z + 1
*
0 | 0.14292940667332963622838672844824995130 | 0.025598549505357579932100323416105447026
f(z) = -266/31*z^3 + 204/31*z + 1
*
0 | 0.12260462631031920850980631820732879884 | 0.021958396590589157817124621403423190769
f(z) = -266/33*z^3 + 200/33*z + 1
*
0 | 0.14278475709941645186135107517835703201 | 0.025589905166094510510975218115235287411
f(z) = -265/23*z^3 + 219/23*z + 1
*
[ -2/3 ] 
f(z) = -265/24*z^3 + 200/27*z + 1
*
0 | 0.093926069724216678065779369950220817785 | 0.016833444029275227804500081931553521777
f(z) = -265/24*z^3 + 217/24*z + 1
*
0 | 0.12997790712593776492693462446281578271 | 0.023294659630399587358922640288831831337
f(z) = -265/26*z^3 + 213/26*z + 1
*
0 | 0.12925970332474977100118280007065170740 | 0.023165943039527546208578977537197469977
f(z) = -265/27*z^3 + 211/27*z + 1
*
0 | 0.11716150121298673899028993695851679365 | 0.020997701477827080894594097161911025609
f(z) = -265/28*z^3 + 209/28*z + 1
*
0 | 0.14284180410123604101303785066957545219 | 0.025600129138150273272460500540426319162
f(z) = -265/29*z^3 + 207/29*z + 1
*
0 | 0.14286076080777921750325919151958396889 | 0.025603526561884822261215849547586311461
f(z) = -265/31*z^3 + 203/31*z + 1
*
0 | 0.11719811037910057190944795856628335249 | 0.021004262577961953861582460003266692765
f(z) = -265/32*z^3 + 201/32*z + 1
*
0 | 0.14271557395669335842115067986029146073 | 0.025594848754297967332201572747061238860
f(z) = -264/23*z^3 + 218/23*z + 1
*
0 | 0.14273469001807585573467022402248390680 | 0.025598277060587870656108434898108847523
f(z) = -264/25*z^3 + 214/25*z + 1
*
0 | 0.14277283265980756750375188151832551666 | 0.025605117625490120066735373814221238561
f(z) = -264/29*z^3 + 206/29*z + 1
*
0 | 0.14279185949943277972578057359102283623 | 0.025608529930601455468147375773170271743
f(z) = -264/31*z^3 + 202/31*z + 1
*
0 | 0.12980111959117680559489496506415361632 | 0.023294603638307292729270102220557517788
f(z) = -263/22*z^3 + 219/22*z + 1
*
0 | 0.14264613136437533892226220223597834783 | 0.025599818407859942428653190529595058854
f(z) = -263/23*z^3 + 217/23*z + 1
*
0 | 0.090934023944429119722426420113853562506 | 0.016319366517743118063788858125169850712
f(z) = -263/24*z^3 + 215/24*z + 1
*
0 | 0.14266531873949957265643075566634154261 | 0.025603261847329388454314865166787336477
f(z) = -263/25*z^3 + 213/25*z + 1
*
0 | 0.12983949437452775454396258132204745978 | 0.023301490523186882272007390206833906608
f(z) = -263/26*z^3 + 211/26*z + 1
*
0 | 0.12912136134800575731778383214490985111 | 0.023172611633196590788953288493562816981
f(z) = -263/27*z^3 + 209/27*z + 1
*
0 | 0.11702322990156783252430930148676934368 | 0.021001434853700850078255848966158868212
f(z) = -263/28*z^3 + 207/28*z + 1
*
0 | 0.14270360334615772337749971874588660674 | 0.025610132548755994199285810556498384369
f(z) = -263/29*z^3 + 205/29*z + 1
*
0 | 0.10953411065770903280326052208660079545 | 0.019657408970602312007675121314054763823
f(z) = -263/30*z^3 + 203/30*z + 1
*
0 | 0.14272270083984605461349019491467857953 | 0.025613559857760384259898528022162884620
f(z) = -263/31*z^3 + 201/31*z + 1
*
0 | 0.14257642736902124077700071814651100478 | 0.025604814370360715651209929440996093174
f(z) = -262/23*z^3 + 216/23*z + 1
*
0 | 0.14259568659203997838041764155711254362 | 0.025608273068543942120865776636810971075
f(z) = -262/25*z^3 + 212/25*z + 1
*
0 | 0.12905180082463715916622452422774092634 | 0.023175972811572646187079889821713036571
f(z) = -262/27*z^3 + 208/27*z + 1
*
0 | 0.14263411422454378656234124837773894545 | 0.025615174156017580385082424453964174846
f(z) = -262/29*z^3 + 204/29*z + 1
*
0 | 0.14265328289910445214331081409237639640 | 0.025618616592912014312867838682133765538
f(z) = -262/31*z^3 + 200/31*z + 1
*
0 | 0.12966137593413775410269250249052731301 | 0.023301446745259196745568298267755188501
f(z) = -261/22*z^3 + 217/22*z + 1
*
0 | 0.14250645999504318416589037349003880134 | 0.025609836888640070463384906196458707547
f(z) = -261/23*z^3 + 215/23*z + 1
*
0 | 0.14252579160613400967777599937084544242 | 0.025613310972599828407693603641089969199
f(z) = -261/25*z^3 + 211/25*z + 1
*
0 | 0.12970003919016766167372902601258685864 | 0.023308394919261583047010898483738546938
f(z) = -261/26*z^3 + 209/26*z + 1
*
0 | 0.11688391827911485737236624698545302873 | 0.021005209743736431698011353121067344412
f(z) = -261/28*z^3 + 205/28*z + 1
*
[ -2/3 ] 
f(z) = -261/34*z^3 + 201/34*z + 1
*
[ -2/3 ] 
f(z) = -261/38*z^3 + 211/38*z + 1
*
[ 2/3 ] 
f(z) = -279/29*z^3 + 219/58*z + 1
*
[ -4/11 ] 
f(z) = -275/32*z^3 + 215/44*z + 1
*
[ 2/3 ] 
f(z) = -270/23*z^3 + 217/46*z + 1
*
[ 2/3 ] 
f(z) = -270/29*z^3 + 211/58*z + 1
*
[ 2/3 ] 
f(z) = -261/23*z^3 + 209/46*z + 1
*
[ 2/3 ] 
f(z) = -261/25*z^3 + 207/50*z + 1
*
[ 2/3 ] 
f(z) = -279/35*z^3 + 213/70*z + 1
*
[ 2/3 ] 
f(z) = -279/37*z^3 + 211/74*z + 1
*
[ 2/3 ] 
f(z) = -270/31*z^3 + 209/62*z + 1
*
[ 2/3 ] 
f(z) = -270/37*z^3 + 203/74*z + 1
*
[ 3/5 ] 
f(z) = -268/27*z^3 + 218/75*z + 1
*
[ 3/5 ] 
f(z) = -262/27*z^3 + 212/75*z + 1
*
[ 2/3 ] 
f(z) = -261/31*z^3 + 201/62*z + 1
*
[ 12/5 ] 
f(z) = -275/27*z^3 + 237/4*z + 1
*
0 | 0.14379263453558514199632933402956052473 | 0.025518722909318555464854900221572752718
f(z) = -280/23*z^3 + 234/23*z + 1
*
0 | 0.13026557941917944746805411103424015211 | 0.023118091107769568945044994617856423238
f(z) = -280/27*z^3 + 226/27*z + 1
*
0 | 0.14384668402710006858583711855252548633 | 0.025528315013961562333403895330586815968
f(z) = -280/29*z^3 + 222/29*z + 1
*
0 | 0.11802909884183757983749334038326228641 | 0.020959804641490878554527240231943906334
f(z) = -279/20*z^3 + 239/20*z + 1
*
0 | 0.13088265266264181842813831274421658859 | 0.023242360211909661548521050811247897525
f(z) = -279/22*z^3 + 235/22*z + 1
*
0 | 0.14372712282438456188200193269569291653 | 0.025523302690970236539258850364140661820
f(z) = -279/23*z^3 + 233/23*z + 1
*
0 | 0.14374522944081514569564843338578228694 | 0.025526518094178660604027411101546310496
f(z) = -279/25*z^3 + 229/25*z + 1
*
0 | 0.13091886592336016840027499155863336902 | 0.023248791023273434678245879357350017131
f(z) = -279/26*z^3 + 227/26*z + 1
*
0 | 0.11810152558613394150625342977327956138 | 0.020972666303794216021816135422531263656
f(z) = -279/28*z^3 + 223/28*z + 1
*
0 | 0.14378136231376387670039679465400639110 | 0.025532934630147947865796574770805467359
f(z) = -279/29*z^3 + 221/29*z + 1
*
0 | 0.12329954241386162861778189083135877205 | 0.021909709257772125229746868960389878751
f(z) = -278/21*z^3 + 236/21*z + 1
*
0 | 0.14366137851811335969681846967973487687 | 0.025527905240212436118408915707437268573
f(z) = -278/23*z^3 + 232/23*z + 1
*
0 | 0.14367954910197123955972058970495449136 | 0.025531134061679054622637954781995981890
f(z) = -278/25*z^3 + 228/25*z + 1
*
0 | 0.13013457799907672462132013485352473837 | 0.023124260743583263512064927345992028692
f(z) = -278/27*z^3 + 224/27*z + 1
*
0 | 0.14371580934606125309938515625935662899 | 0.025537577324890538629887754289745411767
f(z) = -278/29*z^3 + 220/29*z + 1
*
0 | 0.11789718267885222842002489720842276835 | 0.020963160685247877915252248111832067996
f(z) = -277/20*z^3 + 237/20*z + 1
*
0 | 0.12323349924235909575849394329955101615 | 0.021912004915842118936041095608582772347
f(z) = -277/21*z^3 + 235/21*z + 1
*
0 | 0.13075086546045468676857831638770379353 | 0.023248659044287711336872633628475742120
f(z) = -277/22*z^3 + 233/22*z + 1
*
0 | 0.14359539995914656947436882103704989225 | 0.025532530757802257713017313261593360723
f(z) = -277/23*z^3 + 231/23*z + 1
*
0 | 0.094736307141329542406545282018180379168 | 0.016844952391614023239693822245007972193
f(z) = -277/24*z^3 + 229/24*z + 1
*
0 | 0.14361363496406511228606119916658470105 | 0.025535773102780466142450338836510002977
f(z) = -277/25*z^3 + 227/25*z + 1
*
0 | 0.13078733549874099270881719296500820423 | 0.023255143739302650912916454576816378738
f(z) = -277/26*z^3 + 225/26*z + 1
*
0 | 0.13006872809194856323631607834121711472 | 0.023127368993580070236561736871808216196
f(z) = -277/27*z^3 + 223/27*z + 1
*
0 | 0.11797012298302088444785604442485286966 | 0.020976130115746344495625905304777359821
f(z) = -277/28*z^3 + 221/28*z + 1
*
0 | 0.14354748535653056978060430074210409540 | 0.025540435421987333014057954767088579307
f(z) = -276/25*z^3 + 226/25*z + 1
*
0 | 0.12310070203511371774542184528883356250 | 0.021916631440838779188356032507057846261
f(z) = -275/21*z^3 + 233/21*z + 1
*
0 | 0.14346273336344826258499147661697285910 | 0.025541851513772450533088344125367958820
f(z) = -275/23*z^3 + 229/23*z + 1
*
0 | 0.087947971461286033137716951153718332971 | 0.015658101413073980612807191677937296569
f(z) = -275/24*z^3 + 227/24*z + 1
*
[ -2/11 ] 
f(z) = -275/24*z^3 + 227/33*z + 1
*
[ -2/15 ] 
f(z) = -275/24*z^3 + 235/27*z + 1
*
0 | 0.13065486409159437705280581346012476404 | 0.023261561103295374008519109560112890044
f(z) = -275/26*z^3 + 223/26*z + 1
*
0 | 0.12993632155453070043481257386103733090 | 0.023133633059839555132975171755700438957
f(z) = -275/27*z^3 + 221/27*z + 1
*
[ -3/25 ] 
f(z) = -275/27*z^3 + 237/25*z + 1
*
[ -4/5 ] 
f(z) = -275/28*z^3 + 239/28*z + 1
*
-4/5 | 0.089001230207071254766403221013412999541 | 0.015845621738803969313938560855472325980
f(z) = -275/36*z^3 + 221/36*z + 1
*
[ -1/5 ] 
f(z) = -275/36*z^3 + 227/36*z + 1
*
[ -1/5 ] 
f(z) = -275/37*z^3 + 233/37*z + 1
*
[ -1/5 ] 
f(z) = -275/38*z^3 + 239/38*z + 1
*
0 | 0.12303291096779744901172003168840195074 | 0.021918778377386176790911035829929516478
f(z) = -274/21*z^3 + 232/21*z + 1
*
0 | 0.14339604192151808826333082273840911506 | 0.025546547166512189694051677580585775081
f(z) = -274/23*z^3 + 228/23*z + 1
*
0 | 0.14341447296019931005948496300319033944 | 0.025549830725756142489128045160838341890
f(z) = -274/25*z^3 + 224/25*z + 1
*
0 | 0.12986976153877556405877297399006941244 | 0.023136789162352473323179162470646334716
f(z) = -274/27*z^3 + 220/27*z + 1
*
0 | 0.11763049718162690283203696478362260812 | 0.020969977473208473705665032137088581331
f(z) = -273/20*z^3 + 233/20*z + 1
*
0 | 0.13048444346339275053659673283089584767 | 0.023261449246504379492141265137197578661
f(z) = -273/22*z^3 + 229/22*z + 1
*
0 | 0.14332910941597042730090184961225578774 | 0.025551266616404204927660857722726127597
f(z) = -273/23*z^3 + 227/23*z + 1
*
0 | 0.14334760673937727532110520754453819869 | 0.025554564132477416257982265278116474345
f(z) = -273/25*z^3 + 223/25*z + 1
*
0 | 0.12289866969419865828937673001864920822 | 0.021923476469693350042534120816912361509
f(z) = -272/21*z^3 + 230/21*z + 1
*
0 | 0.14326193409765763602374698910462259166 | 0.025556010077308556470920969808309432213
f(z) = -272/23*z^3 + 226/23*z + 1
*
0 | 0.14328049818434466853634007475181545868 | 0.025559321661711196400393614091334187619
f(z) = -272/25*z^3 + 222/25*z + 1
*
-21/34 | 0.16936117448722200473050254492961392325 | 0.018545571522758608722807858966580290265
f(z) = -272/27*z^3 + 227/34*z + 1
*
[ -3/4 ] 
f(z) = -272/33*z^3 + 230/33*z + 1
*
0 | 0.11749570018631040143873203922066877032 | 0.020973439504423086804246647013820868558
f(z) = -271/20*z^3 + 231/20*z + 1
*
0 | 0.12283118234370040674469776370621871646 | 0.021925843822857763341468432229097454200
f(z) = -271/21*z^3 + 229/21*z + 1
*
0 | 0.13034978108847316624091689149361120032 | 0.023267942943774322853415665850917748166
f(z) = -271/22*z^3 + 227/22*z + 1
*
0 | 0.14319451419832380164181510153222382580 | 0.025560777765837883894442540831865421070
f(z) = -271/23*z^3 + 225/23*z + 1
*
0 | 0.091483162160345606923763040226958981651 | 0.016330100286230630681855798052918947657
f(z) = -271/24*z^3 + 223/24*z + 1
*
0 | 0.14321314553204759509620919368515257821 | 0.025564103531377585134741350813006713002
f(z) = -271/25*z^3 + 221/25*z + 1
*
0 | 0.14312684793032537892020641871535591804 | 0.025565569901403519618653259588147376957
f(z) = -270/23*z^3 + 224/23*z + 1
*
0 | 0.11735991474569556512488628404937850127 | 0.020976938180151084322684761723774899751
f(z) = -269/20*z^3 + 229/20*z + 1
*
0 | 0.12269649886667684829933352994963135856 | 0.021930800454519395674279953573023183338
f(z) = -269/21*z^3 + 227/21*z + 1
*
0 | 0.13021413223779617896849509717232757960 | 0.023274503973976790965946298345966624398
f(z) = -269/22*z^3 + 225/22*z + 1
*
0 | 0.14305893348634670239721110862102901134 | 0.025570386706262554409460534995620789402
f(z) = -269/23*z^3 + 223/23*z + 1
*
0 | 0.094200107016503202344937877125623680994 | 0.016837348814802878392258762631135961893
f(z) = -269/24*z^3 + 221/24*z + 1
*
0 | 0.12262723186186359905336502116324183625 | 0.021933020464780078788370823652228102519
f(z) = -268/21*z^3 + 226/21*z + 1
*
0 | 0.14299076903911026092666175759365604059 | 0.025575228405565878225565015852481592129
f(z) = -268/23*z^3 + 222/23*z + 1
*
0 | 0.11722312625560428212765622521124286058 | 0.020980474187302020951334502124904132876
f(z) = -267/20*z^3 + 227/20*z + 1
*
0 | 0.13007748235072953518297630958290658690 | 0.023281133578181132817790971364963638825
f(z) = -267/22*z^3 + 223/22*z + 1
*
0 | 0.14292235274108161839260294585146666165 | 0.025580095227407220455198486957931327201
f(z) = -267/23*z^3 + 221/23*z + 1
*
0 | 0.14285368272416886142781017164900124823 | 0.025584987402873214267213807782525392512
f(z) = -266/23*z^3 + 220/23*z + 1
*
0 | 0.12242204364662493462845011860272630933 | 0.021940496666428957345639442318863136479
f(z) = -265/21*z^3 + 223/21*z + 1
*
0 | 0.12993981654184333158741044546516454300 | 0.023287833030316365445053023219827949390
f(z) = -265/22*z^3 + 221/22*z + 1
*
0 | 0.11694648007004314524597314551739284320 | 0.020987661036415563880358134874963488942
f(z) = -263/20*z^3 + 223/20*z + 1
*
0 | 0.12228224175276517337542184420580879670 | 0.021945237164410118399687536505990011069
f(z) = -263/21*z^3 + 221/21*z + 1
*
0 | 0.12221349930065347048421824210932012476 | 0.021947905561178061439211119386217452752
f(z) = -262/21*z^3 + 220/21*z + 1
*
0 | 0.11680659149626594109371250040617046374 | 0.020991313347068147900121327690828139333
f(z) = -261/20*z^3 + 221/20*z + 1
*
-3/8 | 0.22298817087408952116368382999004456649 | 0.023916354120259370188291032854543216057
f(z) = -280/27*z^3 + 221/40*z + 1
*
-3/8 | 0.27413179812361450988253078777454444364 | 0.029401708323128050332263959390505094769
f(z) = -280/27*z^3 + 229/40*z + 1
*
[ 2/3 ] 
f(z) = -279/23*z^3 + 225/46*z + 1
*
[ 2/3 ] 
f(z) = -279/25*z^3 + 223/50*z + 1
*
[ -2/5 ] 
f(z) = -275/21*z^3 + 235/42*z + 1
*
[ -5/12 ] 
f(z) = -272/25*z^3 + 238/45*z + 1
*
[ 9/14 ] 
f(z) = -280/27*z^3 + 235/63*z + 1
*
[ 3/5 ] 
f(z) = -277/27*z^3 + 227/75*z + 1
*
[ 2/3 ] 
f(z) = -275/32*z^3 + 239/72*z + 1
*
[ 3/5 ] 
f(z) = -274/27*z^3 + 224/75*z + 1
*
[ 3/5 ] 
f(z) = -271/27*z^3 + 221/75*z + 1
*
[ 2/3 ] 
f(z) = -271/32*z^3 + 235/72*z + 1
*
[ 2/3 ] 
f(z) = -269/32*z^3 + 233/72*z + 1
*
[ 2/3 ] 
f(z) = -265/32*z^3 + 229/72*z + 1
*
[ 2/3 ] 
f(z) = -263/32*z^3 + 227/72*z + 1
*
[ 3/5 ] 
f(z) = -275/29*z^3 + 239/87*z + 1
*
[ 3/5 ] 
f(z) = -275/31*z^3 + 235/93*z + 1
*
[ 3/5 ] 
f(z) = -275/32*z^3 + 233/96*z + 1
*
[ 3/5 ] 
f(z) = -275/34*z^3 + 229/102*z + 1
*
[ 3/5 ] 
f(z) = -275/37*z^3 + 223/111*z + 1
*
[ 3/5 ] 
f(z) = -275/38*z^3 + 221/114*z + 1
*
[ 6/5 ] 
f(z) = -265/24*z^3 + 241/15*z + 1
*
-2 | 0.11697327623539029293284365897432130260 | 0.016847359028402436112756513630542125439
f(z) = -263/32*z^3 + 259/8*z + 1
*
-2 | 0.11683340650469940405450423596933679040 | 0.016846022489228234893159289429610231162
f(z) = -261/32*z^3 + 257/8*z + 1
*
[ -4/5 ] 
f(z) = -275/36*z^3 + 257/36*z + 1
*
[ -1/5 ] 
f(z) = -275/39*z^3 + 245/39*z + 1
*
[ -2/3 ] 
f(z) = -273/20*z^3 + 257/30*z + 1
*
[ -3/4 ] 
f(z) = -272/39*z^3 + 244/39*z + 1
*
[ -2/3 ] 
f(z) = -267/20*z^3 + 253/30*z + 1
*
-3/5 | 0.24898547459644569668198396086397777652 | 0.026704666700063817089174260038516474993
f(z) = -280/27*z^3 + 241/40*z + 1
*
[ -3/7 ] 
f(z) = -278/27*z^3 + 256/49*z + 1
*
[ -2/5 ] 
f(z) = -275/23*z^3 + 249/46*z + 1
*
[ -3/7 ] 
f(z) = -275/27*z^3 + 255/49*z + 1
*
[ 3/4 ] 
f(z) = -275/27*z^3 + 259/48*z + 1
*
[ -3/10 ] 
f(z) = -275/36*z^3 + 241/48*z + 1
*
[ -3/7 ] 
f(z) = -272/27*z^3 + 254/49*z + 1
*
[ 3/4 ] 
f(z) = -269/27*z^3 + 253/48*z + 1
*
[ -3/7 ] 
f(z) = -269/27*z^3 + 253/49*z + 1
*
[ -3/14 ] 
f(z) = -266/27*z^3 + 257/42*z + 1
*
[ 3/4 ] 
f(z) = -263/27*z^3 + 247/48*z + 1
*
[ -3/7 ] 
f(z) = -263/27*z^3 + 251/49*z + 1
*
[ -1/2 ] 
f(z) = -262/21*z^3 + 257/42*z + 1
*
[ 2/3 ] 
f(z) = -277/32*z^3 + 241/72*z + 1
*
[ 3/5 ] 
f(z) = -275/23*z^3 + 251/69*z + 1
*
[ 3/5 ] 
f(z) = -275/26*z^3 + 245/78*z + 1
*
-3/5 | 0.18995303057964031306495358866092802731 | 0.026422116925231005177788876407181546782
f(z) = -265/36*z^3 + 259/60*z + 1
*
[ 3/5 ] 
f(z) = -275/28*z^3 + 241/84*z + 1
*
-2 | 0.11805566290456770083380978786238274639 | 0.016857712326028318578124701646150605343
f(z) = -279/32*z^3 + 275/8*z + 1
*
-2 | 0.11792378271120526288372013335314638995 | 0.016856450040847615799810362518522861384
f(z) = -277/32*z^3 + 273/8*z + 1
*
[ 3 ] 
f(z) = -275/27*z^3 + 277/3*z + 1
*
-2 | 0.11779095422203206539261941708808179859 | 0.016855178873142785851682069263001401555
f(z) = -275/32*z^3 + 271/8*z + 1
*
[ 2 ] 
f(z) = -275/32*z^3 + 279/8*z + 1
*
[ -3 ] 
f(z) = -274/27*z^3 + 278/3*z + 1
*
-2 | 0.11765716366690488172341574339890391443 | 0.016853898712700517280967512757261878966
f(z) = -273/32*z^3 + 269/8*z + 1
*
[ 2 ] 
f(z) = -273/32*z^3 + 277/8*z + 1
*
[ 3 ] 
f(z) = -272/27*z^3 + 274/3*z + 1
*
[ -3 ] 
f(z) = -271/27*z^3 + 275/3*z + 1
*
[ 3/2 ] 
f(z) = -271/27*z^3 + 275/12*z + 1
*
-2 | 0.11752239697282554339281453188105316314 | 0.016852609447430129148159314015546148006
f(z) = -271/32*z^3 + 267/8*z + 1
*
[ 2 ] 
f(z) = -271/32*z^3 + 275/8*z + 1
*
[ 3 ] 
f(z) = -269/27*z^3 + 271/3*z + 1
*
-2 | 0.11738663975497303918499748767187454402 | 0.016851310963325671687084873614572898149
f(z) = -269/32*z^3 + 265/8*z + 1
*
[ 2 ] 
f(z) = -269/32*z^3 + 273/8*z + 1
*
[ -3 ] 
f(z) = -268/27*z^3 + 272/3*z + 1
*
-2 | 0.11724987730740042485393064005038735537 | 0.016850003144427277252757664375540175926
f(z) = -267/32*z^3 + 263/8*z + 1
*
[ 2 ] 
f(z) = -267/32*z^3 + 271/8*z + 1
*
[ -2 ] 
f(z) = -267/32*z^3 + 279/8*z + 1
*
[ 3 ] 
f(z) = -266/27*z^3 + 268/3*z + 1
*
[ -6/5 ] 
f(z) = -265/24*z^3 + 266/15*z + 1
*
[ -3 ] 
f(z) = -265/27*z^3 + 269/3*z + 1
*
[ 3/2 ] 
f(z) = -265/27*z^3 + 269/12*z + 1
*
-2 | 0.11711209459338136179466762552570618143 | 0.016848685872781756528743051888840298613
f(z) = -265/32*z^3 + 261/8*z + 1
*
[ 2 ] 
f(z) = -265/32*z^3 + 269/8*z + 1
*
[ -2 ] 
f(z) = -265/32*z^3 + 277/8*z + 1
*
[ 3 ] 
f(z) = -263/27*z^3 + 265/3*z + 1
*
[ 2 ] 
f(z) = -263/32*z^3 + 267/8*z + 1
*
[ -2 ] 
f(z) = -263/32*z^3 + 275/8*z + 1
*
[ -3 ] 
f(z) = -262/27*z^3 + 266/3*z + 1
*
[ 2 ] 
f(z) = -261/32*z^3 + 265/8*z + 1
*
[ -2 ] 
f(z) = -261/32*z^3 + 273/8*z + 1
*
[ -5/7 ] 
f(z) = -273/25*z^3 + 279/35*z + 1
*
[ -5/7 ] 
f(z) = -266/25*z^3 + 274/35*z + 1
*
[ -1/4 ] 
f(z) = -280/23*z^3 + 265/46*z + 1
*
[ -1/2 ] 
f(z) = -278/21*z^3 + 265/42*z + 1
*
[ -1/2 ] 
f(z) = -278/23*z^3 + 277/46*z + 1
*
[ -3/10 ] 
f(z) = -278/27*z^3 + 263/50*z + 1
*
[ -12/55 ] 
f(z) = -275/27*z^3 + 267/44*z + 1
*
[ -2/5 ] 
f(z) = -275/27*z^3 + 277/54*z + 1
*
-3/10 | 0.16160040392882471699857736686106374182 | 0.017189775443470212534508252354388309113
f(z) = -275/27*z^3 + 279/44*z + 1
*
[ -1/2 ] 
f(z) = -274/21*z^3 + 263/42*z + 1
*
[ -1/2 ] 
f(z) = -274/23*z^3 + 275/46*z + 1
*
[ -4/13 ] 
f(z) = -273/32*z^3 + 263/52*z + 1
*
[ -1/2 ] 
f(z) = -270/23*z^3 + 273/46*z + 1
*
[ -1/2 ] 
f(z) = -266/23*z^3 + 271/46*z + 1
*
[ -3/10 ] 
f(z) = -266/27*z^3 + 261/50*z + 1
*
[ -1/4 ] 
f(z) = -264/23*z^3 + 263/46*z + 1
*
[ -5/8 ] 
f(z) = -264/25*z^3 + 269/40*z + 1
*
[ -1/2 ] 
f(z) = -262/23*z^3 + 269/46*z + 1
*
[ -5/9 ] 
f(z) = -261/25*z^3 + 271/45*z + 1
*
-1/10 | 0.20390679357650016862995335304391835377 | 0.029116791036226370437197046604622567425
f(z) = -275/21*z^3 + 263/84*z + 1
*
-4/7 | 0.22335801248113068635113876785831578512 | 0.025809817579005464470283950415626849089
f(z) = -273/32*z^3 + 269/84*z + 1
*
-6/35 | 0.27393346566204455772831597042540724006 | 0.029807329950613845754308975842203603588
f(z) = -280/27*z^3 + 277/105*z + 1
*
[ 8/13 ] 
f(z) = -273/32*z^3 + 271/104*z + 1
*
3/5 | 0.20372672994673165996188368455096604287 | 0.028338013155260803439828138369024312923
f(z) = -265/24*z^3 + 277/120*z + 1
*
-5/24 | 0.25226975996261127110539702379485848649 | 0.028817646267558979565751527399259674976
f(z) = -264/25*z^3 + 271/120*z + 1
*
[ -3 ] 
f(z) = -280/27*z^3 + 284/3*z + 1
*
[ 2 ] 
f(z) = -279/32*z^3 + 283/8*z + 1
*
[ -2 ] 
f(z) = -279/32*z^3 + 291/8*z + 1
*
[ 3 ] 
f(z) = -278/27*z^3 + 280/3*z + 1
*
[ -3 ] 
f(z) = -277/27*z^3 + 281/3*z + 1
*
[ 3/2 ] 
f(z) = -277/27*z^3 + 281/12*z + 1
*
[ 2 ] 
f(z) = -277/32*z^3 + 281/8*z + 1
*
[ -2 ] 
f(z) = -277/32*z^3 + 289/8*z + 1
*
[ -3/2 ] 
f(z) = -275/27*z^3 + 295/12*z + 1
*
[ -2 ] 
f(z) = -275/32*z^3 + 287/8*z + 1
*
[ -2 ] 
f(z) = -273/32*z^3 + 285/8*z + 1
*
[ -2 ] 
f(z) = -271/32*z^3 + 283/8*z + 1
*
[ -3/2 ] 
f(z) = -269/27*z^3 + 289/12*z + 1
*
[ -2 ] 
f(z) = -269/32*z^3 + 281/8*z + 1
*
[ -3/2 ] 
f(z) = -263/27*z^3 + 283/12*z + 1
*
-1 | 0.11739351539947923830897314222499238502 | 0.020593750975356517106736654388401507251
f(z) = -279/20*z^3 + 299/20*z + 1
*
-1 | 0.10551596984930763096702492773405205868 | 0.018510133201186232172874168310063193021
f(z) = -278/21*z^3 + 299/21*z + 1
*
-1 | 0.11725696343001400377621057942237839759 | 0.020594042812606084257691736205152727849
f(z) = -277/20*z^3 + 297/20*z + 1
*
-1 | 0.10544748092495839281732151742641136594 | 0.018508996065226910660061607395398275239
f(z) = -277/21*z^3 + 298/21*z + 1
*
-1 | 0.11293179574195574418824100114276844274 | 0.019811054050094328382026518565525303616
f(z) = -277/22*z^3 + 299/22*z + 1
*
-1 | 0.10530973813336449871893835133416270009 | 0.018506693466146578644298525967977731033
f(z) = -275/21*z^3 + 296/21*z + 1
*
-1 | 0.12560644465704757134080809232159668198 | 0.022047460684043387416314647577700007097
f(z) = -275/23*z^3 + 298/23*z + 1
*
-1 | 0.096681894029203563114739705924373455061 | 0.016960415936841930882193728080781200835
f(z) = -275/24*z^3 + 299/24*z + 1
*
[ 9/10 ] 
f(z) = -275/27*z^3 + 293/36*z + 1
*
-1 | 0.10524048045074670348098541287928261471 | 0.018505527781727591200881217003904372547
f(z) = -274/21*z^3 + 295/21*z + 1
*
-1 | 0.12553700779681667006693648841454538446 | 0.022048281291858433943585751864501345754
f(z) = -274/23*z^3 + 297/23*z + 1
*
-1 | 0.12548969835705285501440807522975627422 | 0.022014023424919230379637116749145605873
f(z) = -274/25*z^3 + 299/25*z + 1
*
-1 | 0.11698079993494266449809309659321824897 | 0.020594585409119416851195108666278829475
f(z) = -273/20*z^3 + 293/20*z + 1
*
-1 | 0.11265557336090420949891094643360620612 | 0.019809400657120164673693834223637619611
f(z) = -273/22*z^3 + 295/22*z + 1
*
-1 | 0.12546730945859235658626393893303249956 | 0.022049100846037188980393321151689568335
f(z) = -273/23*z^3 + 296/23*z + 1
*
-1 | 0.12541981792350194764008474475241147878 | 0.022014702447937962281922163556396417783
f(z) = -273/25*z^3 + 298/25*z + 1
*
-1 | 0.10510118281166586594600931826466087823 | 0.018503167077145078837629334314168271789
f(z) = -272/21*z^3 + 293/21*z + 1
*
-1 | 0.12539734766456677729483281933584020220 | 0.022049919299329170079225857929083394103
f(z) = -272/23*z^3 + 295/23*z + 1
*
-1 | 0.12534967262616577484618570259513436777 | 0.022015379292592573010930037630311444583
f(z) = -272/25*z^3 + 297/25*z + 1
*
-1 | 0.11173867928840014378046575390430199836 | 0.019601751661921416139499412834835550833
f(z) = -272/27*z^3 + 299/27*z + 1
*
-1 | 0.11684115766146030907258043733891711856 | 0.020594835189025453609966089598948902855
f(z) = -271/20*z^3 + 291/20*z + 1
*
-1 | 0.10503010529262020248652344038198634826 | 0.018501789746571875373633332303546356517
f(z) = -271/21*z^3 + 292/21*z + 1
*
-1 | 0.11251491521155402548345873663364125877 | 0.019808361991137503847849861954590394389
f(z) = -271/22*z^3 + 293/22*z + 1
*
-1 | 0.12532712041439432054789030506206421280 | 0.022050736603469603693305454171341271416
f(z) = -271/23*z^3 + 294/23*z + 1
*
-1 | 0.096402204954170104976675522912557653219 | 0.016951401916433710415440936251044645176
f(z) = -271/24*z^3 + 295/24*z + 1
*
-1 | 0.12527926044829639801993660537081804788 | 0.022016053898510339587761290065735868734
f(z) = -271/25*z^3 + 296/25*z + 1
*
-1 | 0.11241919474080529639627702546592944749 | 0.019744377150212276528991752366866002446
f(z) = -271/26*z^3 + 297/26*z + 1
*
-1 | 0.11166808057752858302534802702786361871 | 0.019600886108334822567140636673125755741
f(z) = -271/27*z^3 + 298/27*z + 1
*
-1 | 0.11664971241127707210181981673322699944 | 0.020463269377104375471554261380663671653
f(z) = -271/28*z^3 + 299/28*z + 1
*
-1 | 0.12525662568484768289561937715607181683 | 0.022051552709156645683033271937991051339
f(z) = -270/23*z^3 + 293/23*z + 1
*
-1 | 0.12511186390327450918566278928777572220 | 0.021947741836668439968407312799124910457
f(z) = -270/29*z^3 + 299/29*z + 1
*
-1 | 0.11670045395442846845554798121324338179 | 0.020595069940506555839253344952254728422
f(z) = -269/20*z^3 + 289/20*z + 1
*
-1 | 0.10489025090298545590368071502803143525 | 0.018499550930224329950791176374286807759
f(z) = -269/21*z^3 + 290/21*z + 1
*
-1 | 0.11237449425431098946382195570618471743 | 0.019807525318460607148848235088639816212
f(z) = -269/22*z^3 + 291/22*z + 1
*
-1 | 0.12518586142946734570704336097424479357 | 0.022052367566028028705147303655505860395
f(z) = -269/23*z^3 + 292/23*z + 1
*
-1 | 0.096259725660364957437892647242419224191 | 0.016946619810031150462341291136269832633
f(z) = -269/24*z^3 + 293/24*z + 1
*
-1 | 0.12513762726792278645442210886016247666 | 0.022017396146534262102312510223384065304
f(z) = -269/25*z^3 + 294/25*z + 1
*
-1 | 0.11227737324043733766090115257094184217 | 0.019742897798083637340432855870579827918
f(z) = -269/26*z^3 + 295/26*z + 1
*
-1 | 0.11152606993361956081639502387457358460 | 0.019599125649061019907853818743016450111
f(z) = -269/27*z^3 + 296/27*z + 1
*
-1 | 0.11650751179366884834710669726048125450 | 0.020462415328545558525615648914821770096
f(z) = -269/28*z^3 + 297/28*z + 1
*
-1 | 0.12504053121008802407491353371286036803 | 0.021948126971458186639520112799740907839
f(z) = -269/29*z^3 + 298/29*z + 1
*
-1 | 0.091835393861832003634242043158458528362 | 0.016110218911825365729595078787138466192
f(z) = -269/30*z^3 + 299/30*z + 1
*
-1 | 0.10481940271655457106148230095534748527 | 0.018498325044327259177827475761854653305
f(z) = -268/21*z^3 + 289/21*z + 1
*
-1 | 0.12511482557820431000512940011068862994 | 0.022053181122637120220259379292471358454
f(z) = -268/23*z^3 + 291/23*z + 1
*
-1 | 0.12506640211480571519329119720904598822 | 0.022018063661704109697166073146467069010
f(z) = -268/25*z^3 + 293/25*z + 1
*
-1 | 0.11145465381525314050603924905687981730 | 0.019598230488374437971965971079887797281
f(z) = -268/27*z^3 + 295/27*z + 1
*
-1 | 0.12496892243613651306832852285818416410 | 0.021948507479738144030904950376719276234
f(z) = -268/29*z^3 + 297/29*z + 1
*
-1 | 0.12491986164778065645739037243164001179 | 0.021914059851569928120746099329485796003
f(z) = -268/31*z^3 + 299/31*z + 1
*
-1 | 0.11655867254728337220087316815333974908 | 0.020595289127812685569858748966769905212
f(z) = -267/20*z^3 + 287/20*z + 1
*
-1 | 0.11223168553232079849931590632825859981 | 0.019806430350148371802825023774184572800
f(z) = -267/22*z^3 + 289/22*z + 1
*
-1 | 0.12504351603705593321780278478828179512 | 0.022053993326428374336595748865956667505
f(z) = -267/23*z^3 + 290/23*z + 1
*
-1 | 0.12499490177919795502207931366952700727 | 0.022018728684209146895738268045494810643
f(z) = -267/25*z^3 + 292/25*z + 1
*
-1 | 0.11213510859123596837218588923234276650 | 0.019741496660370067674641156043938587535
f(z) = -267/26*z^3 + 293/26*z + 1
*
-1 | 0.11636420986834123616058126934427511837 | 0.020461528770055039962489410577912398281
f(z) = -267/28*z^3 + 295/28*z + 1
*
-1 | 0.12489703543409403540453522265968478335 | 0.021948883271194008495949713398329480722
f(z) = -267/29*z^3 + 296/29*z + 1
*
-1 | 0.12484777871842125832983526755457749211 | 0.021914293492663546028926731724021244031
f(z) = -267/31*z^3 + 298/31*z + 1
*
-1 | 0.11626569584424193844960455202881892388 | 0.020395903291975895481752447393495777521
f(z) = -267/32*z^3 + 299/32*z + 1
*
-1 | 0.12497193068769470730332424969993001057 | 0.022054804123712160171569400541941707343
f(z) = -266/23*z^3 + 289/23*z + 1
*
-1 | 0.12492312412503884904060453787398902493 | 0.022019391147319701693766982466143580385
f(z) = -266/25*z^3 + 291/25*z + 1
*
-1 | 0.11131098933916084194155580230182762381 | 0.019596409651787464549337660286560859260
f(z) = -266/27*z^3 + 293/27*z + 1
*
-1 | 0.12482486803146055415957749745378454434 | 0.021949254253811076725089311323464369939
f(z) = -266/29*z^3 + 295/29*z + 1
*
-1 | 0.12477541381587319109028485021303592702 | 0.021914521226864644131490390811320428288
f(z) = -266/31*z^3 + 297/31*z + 1
*
-1 | 0.10438106695483104872293267108549096270 | 0.018311042923409562673887255534804031786
f(z) = -266/33*z^3 + 299/33*z + 1
*
-1 | 0.10460521642814564865146957603385433880 | 0.018494584137840683321946177935623113042
f(z) = -265/21*z^3 + 286/21*z + 1
*
-1 | 0.11208842868302512409001243701738945591 | 0.019805421133915606469417569956023604865
f(z) = -265/22*z^3 + 287/22*z + 1
*
-1 | 0.12490006738708981332978416708057829679 | 0.022055613459638948857544131897075718859
f(z) = -265/23*z^3 + 288/23*z + 1
*
-1 | 0.095973549340896294112279890418863995968 | 0.016937225984453079930500788964924232155
f(z) = -265/24*z^3 + 289/24*z + 1
*
-1 | 0.11199042731296501948123833738070595429 | 0.019739828322668324111538633696040546025
f(z) = -265/26*z^3 + 291/26*z + 1
*
-1 | 0.11123873664793030910797708804269252169 | 0.019595483708221101833027643513820768713
f(z) = -265/27*z^3 + 292/27*z + 1
*
-1 | 0.11621978942850426703779543791599955174 | 0.020460608757559511615963780787209951063
f(z) = -265/28*z^3 + 293/28*z + 1
*
-1 | 0.12475241803016650660336288329080034425 | 0.021949620333837847203975287980701975326
f(z) = -265/29*z^3 + 294/29*z + 1
*
-1 | 0.12470276472304057744376450907599831253 | 0.021914742947966126443262760946889883768
f(z) = -265/31*z^3 + 296/31*z + 1
*
-1 | 0.11612048220685813335165351473507316644 | 0.020394440654399383974672006012760833284
f(z) = -265/32*z^3 + 297/32*z + 1
*
-1 | 0.10430925057588545574972682914899384405 | 0.018309204653734534528273340368446378491
f(z) = -265/33*z^3 + 298/33*z + 1
*
-1 | 0.11179180801019821633103852583174187301 | 0.019611071765017616248626630827313131789
f(z) = -265/34*z^3 + 299/34*z + 1
*
-1 | 0.12482792396712128307266289192934107706 | 0.022056421278172840743060990400548925545
f(z) = -264/23*z^3 + 287/23*z + 1
*
-1 | 0.12477872819150504725656310461379581478 | 0.022020708121624110822119844066556685666
f(z) = -264/25*z^3 + 289/25*z + 1
*
-1 | 0.12467968320616957208206173600454946778 | 0.021949981415748724306744979133245668153
f(z) = -264/29*z^3 + 293/29*z + 1
*
-1 | 0.12462982919654636081209836374614114832 | 0.021914958547799837420071175198274308125
f(z) = -264/31*z^3 + 295/31*z + 1
*
-1 | 0.12452944584433311852161643526786139217 | 0.021845571180746139169666627979407665818
f(z) = -264/35*z^3 + 299/35*z + 1
*
-1 | 0.11627180966974828110479853514216381237 | 0.020595678566791125330732792604720840255
f(z) = -263/20*z^3 + 283/20*z + 1
*
-1 | 0.10446103614490399010915469002079750106 | 0.018492036207073770368581474770313816762
f(z) = -263/21*z^3 + 284/21*z + 1
*
-1 | 0.11194470653271240197658466748313586594 | 0.019804497268828370117826338975259959789
f(z) = -263/22*z^3 + 285/22*z + 1
*
-1 | 0.12475549823418659353664361930495831145 | 0.022057227522064413745105473018332188583
f(z) = -263/23*z^3 + 286/23*z + 1
*
-1 | 0.095828784460972805015750627220385954669 | 0.016932429647737761117629686141708845828
f(z) = -263/24*z^3 + 287/24*z + 1
*
-1 | 0.12470610551350798055548927270186508515 | 0.022021362492452757846952514104540256991
f(z) = -263/25*z^3 + 288/25*z + 1
*
-1 | 0.11184526835938590539380484291870394207 | 0.019738236196371432319112688777324594815
f(z) = -263/26*z^3 + 289/26*z + 1
*
-1 | 0.11109337933339118516594057753527333360 | 0.019593600084813081735720199110362533155
f(z) = -263/27*z^3 + 290/27*z + 1
*
-1 | 0.11607423286057027490908056904245977202 | 0.020459654314470354570244179728537988709
f(z) = -263/28*z^3 + 291/28*z + 1
*
-1 | 0.12460666130904345176118547986138328980 | 0.021950337402205799742615590372630427076
f(z) = -263/29*z^3 + 292/29*z + 1
*
-1 | 0.091401963952571300967945873383923062578 | 0.016091406061758406683251488232835905289
f(z) = -263/30*z^3 + 293/30*z + 1
*
-1 | 0.12455660496631480523028818977541015250 | 0.021915167916194839401923670165334647398
f(z) = -263/31*z^3 + 294/31*z + 1
*
-1 | 0.11597411955259208735530092606304499109 | 0.020392935134368843869891031714095815675
f(z) = -263/32*z^3 + 295/32*z + 1
*
-1 | 0.10416165047760858332028606763021459744 | 0.018304933337463760123679369253571746313
f(z) = -263/33*z^3 + 296/33*z + 1
*
-1 | 0.11164568890228237929122437485544794232 | 0.019608524985118051890215217812702882606
f(z) = -263/34*z^3 + 297/34*z + 1
*
-1 | 0.12445581134827880313224037389443600583 | 0.021845492204590794413839577104144277713
f(z) = -263/35*z^3 + 298/35*z + 1
*
-1 | 0.10230998195071209521953063914598397224 | 0.017947722950594350786267383610854241536
f(z) = -263/36*z^3 + 299/36*z + 1
*
-1 | 0.10438748903308441137103309373584308946 | 0.018490562558769665074464000978112897036
f(z) = -262/21*z^3 + 283/21*z + 1
*
-1 | 0.12468278796879951550309960188249048256 | 0.022058032132822873190883461199710482222
f(z) = -262/23*z^3 + 285/23*z + 1
*
-1 | 0.12463319671890858195016461360821312889 | 0.022022014023093841498385657068810492886
f(z) = -262/25*z^3 + 287/25*z + 1
*
-1 | 0.11102027022131814380689594431144207580 | 0.019592642123867411222214061897188345891
f(z) = -262/27*z^3 + 289/27*z + 1
*
-1 | 0.12453335006155846938388789344209349081 | 0.021950688194019685268919473536580976017
f(z) = -262/29*z^3 + 291/29*z + 1
*
-1 | 0.12448308973514566207721065533660270147 | 0.021915370940934662314339651871845157510
f(z) = -262/31*z^3 + 293/31*z + 1
*
-1 | 0.10408792938347426665038400664698124355 | 0.018302862745384928485573701575800956558
f(z) = -262/33*z^3 + 295/33*z + 1
*
-1 | 0.12438188248019612182261846248345455269 | 0.021845404639346387154918357253667138083
f(z) = -262/35*z^3 + 297/35*z + 1
*
-1 | 0.12433093038147785012123004064292168277 | 0.021810746616604863191132338879230404773
f(z) = -262/37*z^3 + 299/37*z + 1
*
-1 | 0.11612669373388522907478556972851979761 | 0.020595847644257415929635114605760731965
f(z) = -261/20*z^3 + 281/20*z + 1
*
-1 | 0.11179919722349028888616304772253759146 | 0.019803427301771673958006224015652188413
f(z) = -261/22*z^3 + 283/22*z + 1
*
-1 | 0.12460979092518103224766805996913597107 | 0.022058835050687482848194513991816698931
f(z) = -261/23*z^3 + 284/23*z + 1
*
-1 | 0.12455999954272603400720819453236880725 | 0.022022662639723782947561661370815921627
f(z) = -261/25*z^3 + 286/25*z + 1
*
-1 | 0.11169896171197381733090154588045844341 | 0.019736604419558455312571838154331822666
f(z) = -261/26*z^3 + 287/26*z + 1
*
-1 | 0.11592752213121687209166567177677264661 | 0.020458664430340311895840952765470696911
f(z) = -261/28*z^3 + 289/28*z + 1
*
-1 | 0.12440928117827980301140807705267007110 | 0.021915567507713496618121591892285257375
f(z) = -261/31*z^3 + 292/31*z + 1
*
-1 | 0.11582658953111494353069073450418354958 | 0.020391385527130715670714922049305222913
f(z) = -261/32*z^3 + 293/32*z + 1
*
-1 | 0.11149774354554438009271963311212274032 | 0.019605807403622224883716604403096470222
f(z) = -261/34*z^3 + 295/34*z + 1
*
-1 | 0.12430765687355998595626056756427234631 | 0.021845308344993839328377094739961805448
f(z) = -261/35*z^3 + 296/35*z + 1
*
-1 | 0.12425649331443789532327322426840888893 | 0.021810506288647335070131053136081862696
f(z) = -261/37*z^3 + 298/37*z + 1
*
-1 | 0.11139541575615716844556904343658397462 | 0.019541534675677519611115201374801949434
f(z) = -261/38*z^3 + 299/38*z + 1
*
[ -5/9 ] 
f(z) = -279/25*z^3 + 281/45*z + 1
*
[ -1/2 ] 
f(z) = -278/25*z^3 + 289/50*z + 1
*
[ -2/5 ] 
f(z) = -275/29*z^3 + 291/58*z + 1
*
-36/55 | 0.19247520784417878446200165714766622085 | 0.024015373684608288005009456017259747131
f(z) = -275/32*z^3 + 283/44*z + 1
*
[ -1/2 ] 
f(z) = -274/25*z^3 + 287/50*z + 1
*
[ -1/2 ] 
f(z) = -274/27*z^3 + 299/54*z + 1
*
[ -2/7 ] 
f(z) = -273/32*z^3 + 291/56*z + 1
*
-21/68 | 0.22702435904159492825521584272166329410 | 0.026901759032588348868727954296679988323
f(z) = -272/27*z^3 + 287/51*z + 1
*
[ -2/3 ] 
f(z) = -267/28*z^3 + 283/42*z + 1
*
[ -1/2 ] 
f(z) = -266/25*z^3 + 283/50*z + 1
*
[ -1/2 ] 
f(z) = -266/27*z^3 + 295/54*z + 1
*
[ -1/4 ] 
f(z) = -264/25*z^3 + 283/50*z + 1
*
[ -5/11 ] 
f(z) = -264/25*z^3 + 296/55*z + 1
*
[ -1/2 ] 
f(z) = -262/25*z^3 + 281/50*z + 1
*
[ -1/2 ] 
f(z) = -262/27*z^3 + 293/54*z + 1
*
[ 3/4 ] 
f(z) = -280/33*z^3 + 293/66*z + 1
*
[ 3/4 ] 
f(z) = -280/39*z^3 + 289/78*z + 1
*
[ 5/8 ] 
f(z) = -276/25*z^3 + 297/80*z + 1
*
[ 5/8 ] 
f(z) = -268/25*z^3 + 287/80*z + 1
*
[ 2/3 ] 
f(z) = -267/38*z^3 + 299/114*z + 1
*
[ 2/3 ] 
f(z) = -279/40*z^3 + 13/5*z + 1
*
[ 2/3 ] 
f(z) = -279/56*z^3 + 12/7*z + 1
*
[ -3/5 ] 
f(z) = -275/54*z^3 + 9/2*z + 1
*
[ 6/5 ] 
f(z) = -275/54*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -261/40*z^3 + 12/5*z + 1
*
[ 2/3 ] 
f(z) = -261/56*z^3 + 11/7*z + 1
*
[ -2/3 ] 
f(z) = -279/40*z^3 + 28/5*z + 1
*
[ -2/3 ] 
f(z) = -279/56*z^3 + 33/7*z + 1
*
-2/5 | 0.15574421959265009177624163606887963057 | 0.027728425617585234353759552829541500837
f(z) = -275/56*z^3 + 23/7*z + 1
*
[ -2/5 ] 
f(z) = -275/56*z^3 + 30/7*z + 1
*
[ 2/3 ] 
f(z) = -273/40*z^3 + 38/15*z + 1
*
[ 2/3 ] 
f(z) = -267/40*z^3 + 37/15*z + 1
*
[ -2/3 ] 
f(z) = -261/40*z^3 + 27/5*z + 1
*
[ -2/3 ] 
f(z) = -261/56*z^3 + 32/7*z + 1
*
[ 2/3 ] 
f(z) = -267/56*z^3 + 34/21*z + 1
*
[ 4/5 ] 
f(z) = -275/48*z^3 + 41/12*z + 1
*
-4/5 | 0.13636415067371324543248225823025386680 | 0.024278032396649438530600565831804499959
f(z) = -275/48*z^3 + 47/12*z + 1
*
[ -2/5 ] 
f(z) = -275/48*z^3 + 53/12*z + 1
*
[ -6/5 ] 
f(z) = -275/54*z^3 + 55/6*z + 1
*
[ 3/4 ] 
f(z) = -272/45*z^3 + 46/15*z + 1
*
[ 2/3 ] 
f(z) = -279/44*z^3 + 51/22*z + 1
*
[ 2/3 ] 
f(z) = -279/52*z^3 + 49/26*z + 1
*
[ 2/3 ] 
f(z) = -261/44*z^3 + 47/22*z + 1
*
[ 2/3 ] 
f(z) = -261/52*z^3 + 45/26*z + 1
*
[ -4/5 ] 
f(z) = -275/48*z^3 + 71/12*z + 1
*
[ 7/5 ] 
f(z) = -275/49*z^3 + 79/7*z + 1
*
-2/3 | 0.15890621653762116785059703151599795352 | 0.023688763371365899458615047834694319035
f(z) = -273/40*z^3 + 68/15*z + 1
*
-2/3 | 0.15223420462190830635669674283295794187 | 0.022769573855504804895692723118795518047
f(z) = -267/40*z^3 + 67/15*z + 1
*
[ 7/10 ] 
f(z) = -275/49*z^3 + 65/28*z + 1
*
[ 7/9 ] 
f(z) = -270/49*z^3 + 64/21*z + 1
*
[ 3/4 ] 
f(z) = -269/54*z^3 + 79/32*z + 1
*
[ 3/4 ] 
f(z) = -263/54*z^3 + 77/32*z + 1
*
[ 3/5 ] 
f(z) = -275/42*z^3 + 71/42*z + 1
*
[ 3/5 ] 
f(z) = -275/48*z^3 + 67/48*z + 1
*
[ -3 ] 
f(z) = -277/54*z^3 + 95/2*z + 1
*
[ 3/2 ] 
f(z) = -277/54*z^3 + 95/8*z + 1
*
-6/5 | 0.14843764162437303649657975745656898561 | 0.024901444163738003273073892343421928218
f(z) = -275/48*z^3 + 97/12*z + 1
*
[ -7/5 ] 
f(z) = -275/49*z^3 + 89/7*z + 1
*
[ 3 ] 
f(z) = -275/54*z^3 + 93/2*z + 1
*
[ -2/3 ] 
f(z) = -273/40*z^3 + 83/15*z + 1
*
[ -3/4 ] 
f(z) = -272/45*z^3 + 86/15*z + 1
*
[ -3 ] 
f(z) = -271/54*z^3 + 93/2*z + 1
*
[ 3/2 ] 
f(z) = -271/54*z^3 + 93/8*z + 1
*
[ 3 ] 
f(z) = -269/54*z^3 + 91/2*z + 1
*
[ -2/3 ] 
f(z) = -267/40*z^3 + 82/15*z + 1
*
[ -6/5 ] 
f(z) = -265/54*z^3 + 89/10*z + 1
*
[ -3 ] 
f(z) = -265/54*z^3 + 91/2*z + 1
*
[ 3/2 ] 
f(z) = -265/54*z^3 + 91/8*z + 1
*
[ 3 ] 
f(z) = -263/54*z^3 + 89/2*z + 1
*
[ 3/4 ] 
f(z) = -275/54*z^3 + 81/32*z + 1
*
-3/11 | 0.23207555847534377825100978448122700597 | 0.028956359222957992622172398042251646888
f(z) = -275/54*z^3 + 89/22*z + 1
*
[ 4/5 ] 
f(z) = -275/56*z^3 + 81/28*z + 1
*
[ -2/3 ] 
f(z) = -267/56*z^3 + 97/21*z + 1
*
[ 2/3 ] 
f(z) = -279/50*z^3 + 99/50*z + 1
*
[ 2/3 ] 
f(z) = -279/58*z^3 + 95/58*z + 1
*
[ 2/3 ] 
f(z) = -261/46*z^3 + 93/46*z + 1
*
[ 2/3 ] 
f(z) = -261/50*z^3 + 91/50*z + 1
*
[ 6/5 ] 
f(z) = -275/48*z^3 + 101/12*z + 1
*
[ -3/2 ] 
f(z) = -275/54*z^3 + 105/8*z + 1
*
[ 7/6 ] 
f(z) = -270/49*z^3 + 107/14*z + 1
*
[ -3/2 ] 
f(z) = -269/54*z^3 + 103/8*z + 1
*
[ -3/2 ] 
f(z) = -263/54*z^3 + 101/8*z + 1
*
[ -2/3 ] 
f(z) = -279/44*z^3 + 117/22*z + 1
*
[ -2/5 ] 
f(z) = -275/52*z^3 + 113/26*z + 1
*
[ -3/10 ] 
f(z) = -275/54*z^3 + 115/24*z + 1
*
[ 7/8 ] 
f(z) = -272/49*z^3 + 115/28*z + 1
*
[ -7/9 ] 
f(z) = -270/49*z^3 + 118/21*z + 1
*
-3/5 | 0.18826588561948877162142743586420443174 | 0.026187438166640479067927930854401615520
f(z) = -265/54*z^3 + 103/30*z + 1
*
-2/5 | 0.12997067702140900198104148372327020527 | 0.018078681949069043084931050970968247918
f(z) = -265/56*z^3 + 114/35*z + 1
*
[ -2/3 ] 
f(z) = -261/44*z^3 + 113/22*z + 1
*
-1/3 | 0.15904387016472450491984605088563013342 | 0.028243276283472182297270450775987260665
f(z) = -279/40*z^3 + 111/40*z + 1
*
[ 2/3 ] 
f(z) = -279/46*z^3 + 101/46*z + 1
*
[ 2/3 ] 
f(z) = -277/40*z^3 + 116/45*z + 1
*
-3/5 | 0.12357516434334505449252551556907396533 | 0.022001103871703630907560244482671870824
f(z) = -275/42*z^3 + 113/42*z + 1
*
[ 2/3 ] 
f(z) = -271/40*z^3 + 113/45*z + 1
*
[ 2/3 ] 
f(z) = -269/40*z^3 + 112/45*z + 1
*
[ 2/3 ] 
f(z) = -263/40*z^3 + 109/45*z + 1
*
[ 2/3 ] 
f(z) = -277/56*z^3 + 107/63*z + 1
*
3/5 | 0.23522873364672544387909917420106140541 | 0.029349784853624481062977751997232764507
f(z) = -275/54*z^3 + 113/66*z + 1
*
[ 2/3 ] 
f(z) = -275/56*z^3 + 106/63*z + 1
*
[ 2/3 ] 
f(z) = -271/56*z^3 + 104/63*z + 1
*
[ 2/3 ] 
f(z) = -269/56*z^3 + 103/63*z + 1
*
[ 2/3 ] 
f(z) = -265/56*z^3 + 101/63*z + 1
*
[ 2/3 ] 
f(z) = -263/56*z^3 + 100/63*z + 1
*
-2 | 0.11810091376708740410305328490029190666 | 0.016872951206377954093394292074718624605
f(z) = -279/40*z^3 + 137/5*z + 1
*
-2 | 0.11818300985339025706138615235666938490 | 0.016902371281665501656678218844240984520
f(z) = -279/56*z^3 + 136/7*z + 1
*
-2 | 0.11796926682713565547341005387047414133 | 0.016871802048464352010597693863028898741
f(z) = -277/40*z^3 + 136/5*z + 1
*
-2 | 0.11805171526464698384765458204984265716 | 0.016901433050991558307896077252723992945
f(z) = -277/56*z^3 + 135/7*z + 1
*
[ -6/5 ] 
f(z) = -275/48*z^3 + 121/12*z + 1
*
[ -12/5 ] 
f(z) = -275/54*z^3 + 123/4*z + 1
*
-2 | 0.11791947631955763657251608281876255520 | 0.016900490398169497853729579729346296245
f(z) = -275/56*z^3 + 134/7*z + 1
*
-2 | 0.11770312061852607193907827388231469727 | 0.016869481801778142155769673507662351877
f(z) = -273/40*z^3 + 134/5*z + 1
*
[ 2 ] 
f(z) = -273/40*z^3 + 139/5*z + 1
*
[ 7/4 ] 
f(z) = -272/49*z^3 + 122/7*z + 1
*
[ -7/4 ] 
f(z) = -272/49*z^3 + 130/7*z + 1
*
-2 | 0.11756859354476411941548807089002409733 | 0.016868310558087985593677199795374311333
f(z) = -271/40*z^3 + 133/5*z + 1
*
[ 2 ] 
f(z) = -271/40*z^3 + 138/5*z + 1
*
-2 | 0.11765210993552436667883626366031339694 | 0.016898591745516391344160661792647473006
f(z) = -271/56*z^3 + 132/7*z + 1
*
[ 2 ] 
f(z) = -271/56*z^3 + 139/7*z + 1
*
[ -7/6 ] 
f(z) = -270/49*z^3 + 131/14*z + 1
*
-2 | 0.11743307810718703245375069211169061264 | 0.016867131795938138650478450610434540616
f(z) = -269/40*z^3 + 132/5*z + 1
*
[ 2 ] 
f(z) = -269/40*z^3 + 137/5*z + 1
*
-2 | 0.11751695401026200163393410205180151690 | 0.016897635706677780452922325134198546658
f(z) = -269/56*z^3 + 131/7*z + 1
*
[ 2 ] 
f(z) = -269/56*z^3 + 138/7*z + 1
*
-2 | 0.11729655961823794538792886585789874132 | 0.016865945435434943203847402773969605009
f(z) = -267/40*z^3 + 131/5*z + 1
*
[ 2 ] 
f(z) = -267/40*z^3 + 136/5*z + 1
*
-2 | 0.11738079673730414677549359970380369999 | 0.016896675167754923620603037442771919789
f(z) = -267/56*z^3 + 130/7*z + 1
*
[ 2 ] 
f(z) = -267/56*z^3 + 137/7*z + 1
*
-2 | 0.11724362305685062610126452516599700077 | 0.016895710110700323725758948279279604362
f(z) = -265/56*z^3 + 129/7*z + 1
*
[ 2 ] 
f(z) = -265/56*z^3 + 136/7*z + 1
*
-2 | 0.11702045307041853640984864249551386624 | 0.016863549594862825541290899227149734513
f(z) = -263/40*z^3 + 129/5*z + 1
*
[ 2 ] 
f(z) = -263/40*z^3 + 134/5*z + 1
*
[ -2 ] 
f(z) = -263/40*z^3 + 139/5*z + 1
*
-2 | 0.11710541756432185448700924195251907491 | 0.016894740518127845145029630526882107785
f(z) = -263/56*z^3 + 128/7*z + 1
*
[ 2 ] 
f(z) = -263/56*z^3 + 135/7*z + 1
*
-2 | 0.11688083394027594141895374409168650755 | 0.016862339950060254131107236086561991026
f(z) = -261/40*z^3 + 128/5*z + 1
*
[ 2 ] 
f(z) = -261/40*z^3 + 133/5*z + 1
*
[ -2 ] 
f(z) = -261/40*z^3 + 138/5*z + 1
*
-2 | 0.11696616449967929734992194626436834304 | 0.016893766373360246691650864329299725139
f(z) = -261/56*z^3 + 127/7*z + 1
*
[ 2 ] 
f(z) = -261/56*z^3 + 134/7*z + 1
*
[ -2/3 ] 
f(z) = -279/52*z^3 + 127/26*z + 1
*
6/5 | 0.20674800602089154648894528347461850116 | 0.025209753870499767714264435745467558308
f(z) = -275/54*z^3 + 135/22*z + 1
*
[ -3/5 ] 
f(z) = -265/54*z^3 + 133/30*z + 1
*
[ -2/3 ] 
f(z) = -261/52*z^3 + 123/26*z + 1
*
[ 3/4 ] 
f(z) = -272/57*z^3 + 134/57*z + 1
*
[ 5/6 ] 
f(z) = -261/50*z^3 + 137/40*z + 1
*
[ 7/11 ] 
f(z) = -275/49*z^3 + 131/77*z + 1
*
[ 2/3 ] 
f(z) = -267/52*z^3 + 139/78*z + 1
*
[ 7/11 ] 
f(z) = -264/49*z^3 + 124/77*z + 1
*
[ 2 ] 
f(z) = -279/40*z^3 + 142/5*z + 1
*
[ -2 ] 
f(z) = -279/40*z^3 + 147/5*z + 1
*
[ 5/3 ] 
f(z) = -279/50*z^3 + 159/10*z + 1
*
[ 2 ] 
f(z) = -279/56*z^3 + 143/7*z + 1
*
[ -2 ] 
f(z) = -279/56*z^3 + 150/7*z + 1
*
[ 2 ] 
f(z) = -277/40*z^3 + 141/5*z + 1
*
[ -2 ] 
f(z) = -277/40*z^3 + 146/5*z + 1
*
[ 2 ] 
f(z) = -277/56*z^3 + 142/7*z + 1
*
[ -2 ] 
f(z) = -277/56*z^3 + 149/7*z + 1
*
[ 2 ] 
f(z) = -275/56*z^3 + 141/7*z + 1
*
[ -2 ] 
f(z) = -275/56*z^3 + 148/7*z + 1
*
[ -2 ] 
f(z) = -273/40*z^3 + 144/5*z + 1
*
[ -2 ] 
f(z) = -271/40*z^3 + 143/5*z + 1
*
[ -2 ] 
f(z) = -271/56*z^3 + 146/7*z + 1
*
[ -2 ] 
f(z) = -269/40*z^3 + 142/5*z + 1
*
[ -2 ] 
f(z) = -269/56*z^3 + 145/7*z + 1
*
[ -2 ] 
f(z) = -267/40*z^3 + 141/5*z + 1
*
[ -2 ] 
f(z) = -267/56*z^3 + 144/7*z + 1
*
[ -2 ] 
f(z) = -265/56*z^3 + 143/7*z + 1
*
[ -2 ] 
f(z) = -263/56*z^3 + 142/7*z + 1
*
[ 5/3 ] 
f(z) = -261/50*z^3 + 149/10*z + 1
*
[ -2 ] 
f(z) = -261/56*z^3 + 141/7*z + 1
*
[ -7/10 ] 
f(z) = -275/49*z^3 + 145/28*z + 1
*
[ -4/5 ] 
f(z) = -275/56*z^3 + 151/28*z + 1
*
[ 6/5 ] 
f(z) = -275/56*z^3 + 152/21*z + 1
*
-2/7 | 0.21595446045002681028993384506959663072 | 0.028582864776896726869825591064732597801
f(z) = -273/40*z^3 + 142/35*z + 1
*
[ -7/15 ] 
f(z) = -270/49*z^3 + 152/35*z + 1
*
[ -2/5 ] 
f(z) = -265/56*z^3 + 149/35*z + 1
*
[ 7/6 ] 
f(z) = -264/49*z^3 + 157/21*z + 1
*
-1/3 | 0.15663358916702755527709152365794877110 | 0.027815254555453037263624555105718440416
f(z) = -279/40*z^3 + 151/40*z + 1
*
[ 5/6 ] 
f(z) = -279/50*z^3 + 147/40*z + 1
*
0 | 0.14391955822695743902468828366923367017 | 0.025590168961711516969804544100909615988
f(z) = -277/59*z^3 + 159/59*z + 1
*
0 | 0.14385448309749850464997977010293241822 | 0.025595057458440379264145412463116992073
f(z) = -276/59*z^3 + 158/59*z + 1
*
-2/5 | 0.094978373168562517942590340590157841227 | 0.016909781708572793362724451345430025849
f(z) = -275/42*z^3 + 149/42*z + 1
*
0 | 0.13094481913305958877513186440529720058 | 0.023313184186455318074336873073301603219
f(z) = -275/58*z^3 + 159/58*z + 1
*
0 | 0.14378917838773153610463002023528235033 | 0.025599971208986466230626331032177693906
f(z) = -275/59*z^3 + 157/59*z + 1
*
0 | 0.14372364247137783194880712577510046601 | 0.025604910443396413122730310675391872419
f(z) = -274/59*z^3 + 156/59*z + 1
*
0 | 0.13081345164186422343863871001063091079 | 0.023320101502988472322198713665173165119
f(z) = -273/58*z^3 + 157/58*z + 1
*
0 | 0.14365787370481038533463674837985397298 | 0.025609875394707032238654527875168659209
f(z) = -273/59*z^3 + 155/59*z + 1
*
0 | 0.12323013137462151818053328941416825338 | 0.021982604793616115899580063580797884181
f(z) = -272/57*z^3 + 158/57*z + 1
*
0 | 0.14359187042680616011452708980830275125 | 0.025614866298995764148905701699078914059
f(z) = -272/59*z^3 + 154/59*z + 1
*
0 | 0.10609948641757738814169984397117269069 | 0.018939171019031792394072966162188897880
f(z) = -271/56*z^3 + 159/56*z + 1
*
0 | 0.12316382793945654115863855065254952830 | 0.021985222355586545960408464889406614550
f(z) = -271/57*z^3 + 157/57*z + 1
*
0 | 0.13068114519884011909249348413842957724 | 0.023327092726376563113393027006268835219
f(z) = -271/58*z^3 + 155/58*z + 1
*
0 | 0.14352563095829392781714713068491066947 | 0.025619883395432175666314872964842650711
f(z) = -271/59*z^3 + 153/59*z + 1
*
0 | 0.14345915360209756965740289767997395558 | 0.025624926926330530342161014526013840946
f(z) = -270/59*z^3 + 152/59*z + 1
*
0 | 0.14335582187368218347327085718531235310 | 0.025623452604964304747422755113759554480
f(z) = -269/55*z^3 + 159/55*z + 1
*
0 | 0.11484041033712894479087969837820513303 | 0.020526601382125602115234329117070319412
f(z) = -269/56*z^3 + 157/56*z + 1
*
0 | 0.12302947070703154057295178361457283891 | 0.021990315917920903439586683598167061384
f(z) = -269/57*z^3 + 155/57*z + 1
*
0 | 0.13054788627948783281357885009898989176 | 0.023334159248225345007065976447141085855
f(z) = -269/58*z^3 + 153/58*z + 1
*
0 | 0.14339243664267474532353942428905181666 | 0.025629997137203458007742375157678689203
f(z) = -269/59*z^3 + 151/59*z + 1
*
0 | 0.14328873270046619196428976434458235110 | 0.025628521976521163415834613642568915921
f(z) = -268/55*z^3 + 158/55*z + 1
*
0 | 0.12296244706669361514331181584752841043 | 0.021992976820607504983728116300143741372
f(z) = -268/57*z^3 + 154/57*z + 1
*
0 | 0.14332547834585082779097742116541783120 | 0.025635094276816750640254964331640687711
f(z) = -268/59*z^3 + 150/59*z + 1
*
0 | 0.14322139949706058576310222592041409352 | 0.025633618307238178066923979751689126894
f(z) = -267/55*z^3 + 157/55*z + 1
*
0 | 0.11185359624338554222264951574162193188 | 0.020019441245955151881632563399699221143
f(z) = -267/56*z^3 + 155/56*z + 1
*
0 | 0.13041366106486470479703690137863505097 | 0.023341302497570416786253233390040951410
f(z) = -267/58*z^3 + 151/58*z + 1
*
0 | 0.14325827695854800084636993116700946122 | 0.025640218597245312616097713667278199433
f(z) = -267/59*z^3 + 149/59*z + 1
*
0 | 0.14315382048104295706750021086046084703 | 0.025638741849957210769813898804217335507
f(z) = -266/55*z^3 + 156/55*z + 1
*
0 | 0.14319083070850941336424767989706168731 | 0.025645370353930294224627240929351435732
f(z) = -266/59*z^3 + 148/59*z + 1
*
0 | 0.11667816908324003615639031147426045403 | 0.020911078622452309509468097810652323719
f(z) = -265/54*z^3 + 157/54*z + 1
*
0 | 0.11457071489889176685854901114152973010 | 0.020533380373599234459975317808376140653
f(z) = -265/56*z^3 + 153/56*z + 1
*
0 | 0.12276094127727577546853694364302723929 | 0.022001233949634410825188652972496619588
f(z) = -265/57*z^3 + 151/57*z + 1
*
0 | 0.13027845543297193554929483688492761404 | 0.023348523942186591928058224041124127614
f(z) = -265/58*z^3 + 149/58*z + 1
*
0 | 0.14312313780401828166003711905315095143 | 0.025650549805737438151872031131276411683
f(z) = -265/59*z^3 + 147/59*z + 1
*
0 | 0.14299923650574759570504978088108512849 | 0.025645721268341213578957363272910869211
f(z) = -264/53*z^3 + 158/53*z + 1
*
0 | 0.14305519643361182844461582977921231884 | 0.025655757215016669507764701464012432276
f(z) = -264/59*z^3 + 146/59*z + 1
*
0 | 0.11725064217604907517804339129208321949 | 0.021042247127225234889851493583028944443
f(z) = -263/52*z^3 + 159/52*z + 1
*
0 | 0.14293084102000989269407000890961049072 | 0.025650913487786022777514237139996734111
f(z) = -263/53*z^3 + 157/53*z + 1
*
0 | 0.11654169782731983696409411660650842779 | 0.020915017272372826664838393518019146093
f(z) = -263/54*z^3 + 155/54*z + 1
*
0 | 0.14294959043724794017156709928314879011 | 0.025654278329664006477856276693286933297
f(z) = -263/55*z^3 + 153/55*z + 1
*
0 | 0.10457403220036645580007871281401484450 | 0.018767254386091655559786533366922479240
f(z) = -263/56*z^3 + 151/56*z + 1
*
0 | 0.12262363963379123251098056176877081396 | 0.022006505729323179610738650590455760530
f(z) = -263/57*z^3 + 149/57*z + 1
*
0 | 0.13014225494982429870131295585285107140 | 0.023355825089953733881087355580356159488
f(z) = -263/58*z^3 + 147/58*z + 1
*
0 | 0.14298700476578994402425469071748975058 | 0.025660992847662960863080232924390372936
f(z) = -263/59*z^3 + 145/59*z + 1
*
0 | 0.14286219189371819462156591631705958031 | 0.025656133846823412297064844083556224015
f(z) = -262/53*z^3 + 156/53*z + 1
*
0 | 0.14288100995005071618735963769201096095 | 0.025659513317385948621764985187739738120
f(z) = -262/55*z^3 + 152/55*z + 1
*
0 | 0.12255616119899367049324117887174851592 | 0.022009443042939247655328768679650156308
f(z) = -262/57*z^3 + 148/57*z + 1
*
0 | 0.14291856094871845242302498559791995909 | 0.025666256973178504684537758808961820662
f(z) = -262/59*z^3 + 144/59*z + 1
*
-1/3 | 0.15389328779969607637705388932644699052 | 0.027656163790356212557735875764449337608
f(z) = -261/40*z^3 + 149/40*z + 1
*
0 | 0.11711301934854001138873736052956035102 | 0.021046381498470885700426380867993021637
f(z) = -261/52*z^3 + 157/52*z + 1
*
0 | 0.14279328723796111204580411329080672147 | 0.025661382614402972569657608827821051487
f(z) = -261/53*z^3 + 155/53*z + 1
*
0 | 0.14281217443816572372018273519265488538 | 0.025664776833279366094997267297771755667
f(z) = -261/55*z^3 + 151/55*z + 1
*
0 | 0.11429703196767959417752853682077319413 | 0.020540320387228542722068260437080504151
f(z) = -261/56*z^3 + 149/56*z + 1
*
0 | 0.14284986310992686204965862957758213932 | 0.025671549864736226509537431017084373931
f(z) = -261/59*z^3 + 143/59*z + 1
*
[ 2/3 ] 
f(z) = -273/44*z^3 + 149/66*z + 1
*
[ 7/10 ] 
f(z) = -270/49*z^3 + 159/70*z + 1
*
[ 2/3 ] 
f(z) = -267/44*z^3 + 145/66*z + 1
*
[ -5/3 ] 
f(z) = -279/50*z^3 + 171/10*z + 1
*
[ -5/3 ] 
f(z) = -261/50*z^3 + 161/10*z + 1
*
[ -3/4 ] 
f(z) = -277/54*z^3 + 167/32*z + 1
*
[ 7/6 ] 
f(z) = -276/49*z^3 + 164/21*z + 1
*
[ -2/7 ] 
f(z) = -273/40*z^3 + 177/35*z + 1
*
[ -7/8 ] 
f(z) = -272/49*z^3 + 179/28*z + 1
*
[ -3/4 ] 
f(z) = -271/54*z^3 + 165/32*z + 1
*
[ -3/4 ] 
f(z) = -265/54*z^3 + 163/32*z + 1
*
0 | 0.12369818110847328597271913444909579766 | 0.021952582051848053725242565962833304350
f(z) = -280/51*z^3 + 178/51*z + 1
*
0 | 0.14406053302208543700743951101077720684 | 0.025566266563184463307223099170492196630
f(z) = -280/53*z^3 + 174/53*z + 1
*
0 | 0.12375217903621802977595692742822071537 | 0.021962165005524686661289556290130196822
f(z) = -280/57*z^3 + 166/57*z + 1
*
0 | 0.14411342214112972110976055799665252529 | 0.025575652737783517896972602805460230135
f(z) = -280/59*z^3 + 162/59*z + 1
*
0 | 0.13113392737375578548430586110451687001 | 0.023286981995079871935104868123882671102
f(z) = -279/50*z^3 + 179/50*z + 1
*
0 | 0.11831627423209658259610699178946714590 | 0.021010801727266636471310263072446111512
f(z) = -279/52*z^3 + 175/52*z + 1
*
0 | 0.14399595503480576164409372783389076915 | 0.025571042364212333706863925225943087582
f(z) = -279/53*z^3 + 173/53*z + 1
*
0 | 0.14401367061182523133929356368579973624 | 0.025574188325988564354781653426871030556
f(z) = -279/55*z^3 + 169/55*z + 1
*
0 | 0.10884220935554706293430819348203668043 | 0.019328381451912471546046581200788797210
f(z) = -279/56*z^3 + 167/56*z + 1
*
0 | 0.13120478993530866014003476713334855120 | 0.023299565887197307942306623886561541701
f(z) = -279/58*z^3 + 163/58*z + 1
*
0 | 0.14404902616478049894385301611980279557 | 0.025580466824174230560317986726275376032
f(z) = -279/59*z^3 + 161/59*z + 1
*
0 | 0.12356971024420531430055556388599491423 | 0.021957716723961779129275350408699520446
f(z) = -278/51*z^3 + 176/51*z + 1
*
0 | 0.14393115098643109053540072244293222567 | 0.025575842452556287743813787793740056390
f(z) = -278/53*z^3 + 172/53*z + 1
*
0 | 0.14394892782453207706758071889093150374 | 0.025579001307379996432595714327124485639
f(z) = -278/55*z^3 + 168/55*z + 1
*
0 | 0.12362304086093413255216283415568247921 | 0.021967193306633465714148223536477948868
f(z) = -278/57*z^3 + 164/57*z + 1
*
0 | 0.14398440538528211349839044091109846232 | 0.025585305491693991582582948505716895724
f(z) = -278/59*z^3 + 160/59*z + 1
*
0 | 0.14383036508647529935578063385041495335 | 0.025574309633325000989760085156431833483
f(z) = -277/49*z^3 + 179/49*z + 1
*
0 | 0.13100390655362325952404233378334833635 | 0.023293651986235382408936119094977638232
f(z) = -277/50*z^3 + 177/50*z + 1
*
0 | 0.12350461668483479053068322590007240308 | 0.021960211992398587914212890171837938668
f(z) = -277/51*z^3 + 175/51*z + 1
*
0 | 0.11818637688151877569015979628438751973 | 0.021014581969471902178786788477502977223
f(z) = -277/52*z^3 + 173/52*z + 1
*
0 | 0.14386611928818843070553745137532965309 | 0.025580667046272915160344479670899825381
f(z) = -277/53*z^3 + 171/53*z + 1
*
0 | 0.11747652031954394932310311408966901920 | 0.020888363201270368644590416848153081141
f(z) = -277/54*z^3 + 169/54*z + 1
*
0 | 0.14388395781280748490735480535760464561 | 0.025583838893551027098836453785304879109
f(z) = -277/55*z^3 + 167/55*z + 1
*
0 | 0.11536829214474994703468840975220967472 | 0.020513501605894001713438434288148404632
f(z) = -277/56*z^3 + 165/56*z + 1
*
0 | 0.12355709874574739318661615905264167314 | 0.021969543766500440159651397179616831772
f(z) = -277/57*z^3 + 163/57*z + 1
*
0 | 0.13107526091079144258594552376418580162 | 0.023306339421345547269941880937842636664
f(z) = -277/58*z^3 + 161/58*z + 1
*
0 | 0.14376497936966775437730709620443504614 | 0.025579132664111793627504453178082442108
f(z) = -276/49*z^3 + 178/49*z + 1
*
0 | 0.14380085833449139699894666827103465015 | 0.025585516366214341885807397752218180570
f(z) = -276/53*z^3 + 170/53*z + 1
*
0 | 0.14381875897551527186265407137148347470 | 0.025588701306479557431743889010147470694
f(z) = -276/55*z^3 + 166/55*z + 1
*
0 | 0.14369936190048245866590162077849674758 | 0.025583980440324665012241869997208709493
f(z) = -275/49*z^3 + 177/49*z + 1
*
0 | 0.12337373887749745102858283970659053041 | 0.021965242437732913538744078085152016605
f(z) = -275/51*z^3 + 173/51*z + 1
*
[ 4/5 ] 
f(z) = -275/52*z^3 + 163/52*z + 1
*
0 | 0.11805556162957190599311804056555310981 | 0.021018403559051365334717291639210037045
f(z) = -275/52*z^3 + 171/52*z + 1
*
0 | 0.14373536650270205956820863081834293720 | 0.025590390636074774650337343822591422635
f(z) = -275/53*z^3 + 169/53*z + 1
*
0 | 0.11734582991185784783986443012073457693 | 0.020892044178301647982044605160741029089
f(z) = -275/54*z^3 + 167/54*z + 1
*
-2/5 | 0.14267572435944841069397782959487207776 | 0.025401733821540554784944142959653072217
f(z) = -275/54*z^3 + 179/54*z + 1
*
0 | 0.11238526869458852996127561890605548912 | 0.020008874625721851546064835165469778975
f(z) = -275/56*z^3 + 163/56*z + 1
*
0 | 0.12342762855860214244956131417394169616 | 0.021974836861320351403962048626671384627
f(z) = -275/57*z^3 + 161/57*z + 1
*
0 | 0.14363351102975968086627622149325025250 | 0.025588853186211141296132446539245244223
f(z) = -274/49*z^3 + 176/49*z + 1
*
0 | 0.12330795135782231922333096184654478806 | 0.021967777863022689888908766691647483833
f(z) = -274/51*z^3 + 172/51*z + 1
*
0 | 0.14366964215288855850239705412874031990 | 0.025595290082437998882189381747065883083
f(z) = -274/53*z^3 + 168/53*z + 1
*
0 | 0.14368766833449587537614963925669771472 | 0.025598501514863138443479424435183995177
f(z) = -274/55*z^3 + 164/55*z + 1
*
0 | 0.12336203000935948408064235630186710429 | 0.021977412179309827566793202579264840202
f(z) = -274/57*z^3 + 160/57*z + 1
*
0 | 0.14354925595104727254122457249104983495 | 0.025590512118140360176983695740272578170
f(z) = -273/47*z^3 + 179/47*z + 1
*
0 | 0.13074109291229134758836009263247297507 | 0.023307202119193551220594031068185202228
f(z) = -273/50*z^3 + 173/50*z + 1
*
0 | 0.14360368362757839496762911735185227625 | 0.025600214934825853074809269846195258725
f(z) = -273/53*z^3 + 167/53*z + 1
*
0 | 0.14362177324258078108948900129928466283 | 0.025603439768760826030215268105734012358
f(z) = -273/55*z^3 + 163/55*z + 1
*
0 | 0.14348286882212724587753318422537957245 | 0.025595421872776317474103237147362830382
f(z) = -272/47*z^3 + 178/47*z + 1
*
0 | 0.14350110239845410143636946579808482276 | 0.025598674498557823757905153186635053722
f(z) = -272/49*z^3 + 174/49*z + 1
*
0 | 0.14353748925150730595897926136510991017 | 0.025605165425747703463081812406127249717
f(z) = -272/53*z^3 + 166/53*z + 1
*
0 | 0.14355564274822667187310469508742534150 | 0.025608403766399884344770809567150190286
f(z) = -272/55*z^3 + 162/55*z + 1
*
0 | 0.13057167662551490710419184458362115356 | 0.023307552160239834486369233004968505985
f(z) = -271/46*z^3 + 179/46*z + 1
*
0 | 0.14341624277822034037509418830278657944 | 0.025600357179803566380125372039302222478
f(z) = -271/47*z^3 + 177/47*z + 1
*
0 | 0.097409639200655096893542116001844788040 | 0.017387999490049884034994694237467048219
f(z) = -271/48*z^3 + 175/48*z + 1
*
0 | 0.14343454125017830870491200761992678850 | 0.025603623528223340689762901981543728865
f(z) = -271/49*z^3 + 173/49*z + 1
*
0 | 0.13060827359748700505956148421469644323 | 0.023314084862087517026539662452280167906
f(z) = -271/50*z^3 + 171/50*z + 1
*
0 | 0.12310917433477199829167928301581567689 | 0.021975466474565093329090756104224589615
f(z) = -271/51*z^3 + 169/51*z + 1
*
0 | 0.11779112486428127897107946604890734655 | 0.021026173958549585853687770526114449336
f(z) = -271/52*z^3 + 167/52*z + 1
*
0 | 0.14347105733136362742500970793366242167 | 0.025610141790750943522486307230984346799
f(z) = -271/53*z^3 + 165/53*z + 1
*
0 | 0.11708164815155127745111474890770850503 | 0.020899529605686932296339757121664973871
f(z) = -271/54*z^3 + 163/54*z + 1
*
0 | 0.14348927516289491584089847598020627528 | 0.025613393744540889675255105338697440656
f(z) = -271/55*z^3 + 161/55*z + 1
*
0 | 0.14334937609302063135456759182439369035 | 0.025605318274128012398365482559910975884
f(z) = -270/47*z^3 + 176/47*z + 1
*
0 | 0.14336773992445839280152201207476935397 | 0.025608598454073763925459327931439631752
f(z) = -270/49*z^3 + 172/49*z + 1
*
0 | 0.14340438615552804812075305637747732733 | 0.025615144268472543500866854987370434981
f(z) = -270/53*z^3 + 164/53*z + 1
*
0 | 0.12970069519855248311668322218148026442 | 0.023182732119379309332235595511287869866
f(z) = -269/45*z^3 + 179/45*z + 1
*
0 | 0.13043763513076754303893858528989380234 | 0.023314452932521149367412772546260620798
f(z) = -269/46*z^3 + 177/46*z + 1
*
0 | 0.14328226702143892548866249042127022524 | 0.025610305393740605717218285507505803961
f(z) = -269/47*z^3 + 175/47*z + 1
*
0 | 0.097274695469275631667520544260416300387 | 0.017386901462680710420126640971097802511
f(z) = -269/48*z^3 + 173/48*z + 1
*
0 | 0.14330069668119891706061684112613422347 | 0.025613599515368968101546700971724992202
f(z) = -269/49*z^3 + 171/49*z + 1
*
0 | 0.13047449447894131068183836597410133771 | 0.023321041180899458174070558182146232979
f(z) = -269/50*z^3 + 169/50*z + 1
*
0 | 0.12297546057141140483713421578406945321 | 0.021980662133845990267727370483524823301
f(z) = -269/51*z^3 + 167/51*z + 1
*
0 | 0.11765747636115280828678850523163705053 | 0.021030124411802308454184690000296769422
f(z) = -269/52*z^3 + 165/52*z + 1
*
0 | 0.14333747399380865406986297279606091961 | 0.025620173100691675910980395191860546554
f(z) = -269/53*z^3 + 163/53*z + 1
*
0 | 0.11694812988520426975698058268881586483 | 0.020903335659386089826515067260549897018
f(z) = -269/54*z^3 + 161/54*z + 1
*
0 | 0.12963327547884853505290539654349882699 | 0.023186116499774741487666860625830770946
f(z) = -268/45*z^3 + 178/45*z + 1
*
0 | 0.14321491379932919996031081325697459578 | 0.025615318779769979591267560289283021048
f(z) = -268/47*z^3 + 174/47*z + 1
*
0 | 0.14323340976131959793696954971177308513 | 0.025618626954526041708495195472790393158
f(z) = -268/49*z^3 + 170/49*z + 1
*
0 | 0.12290823975961941717314537679796248300 | 0.021983281339780389022704255325965265434
f(z) = -268/51*z^3 + 166/51*z + 1
*
0 | 0.14327031909717116096954682823394314426 | 0.025625228532383443653731018052268240678
f(z) = -268/53*z^3 + 162/53*z + 1
*
0 | 0.11744860469477383694947644136442627126 | 0.021020830085697657094233051230975162249
f(z) = -267/44*z^3 + 179/44*z + 1
*
0 | 0.13030261606363242909869202132575546628 | 0.023321427777825247919792932504871815858
f(z) = -267/46*z^3 + 175/46*z + 1
*
0 | 0.14314731464321004196537880644500108037 | 0.025620358676536193899608478568118824796
f(z) = -267/47*z^3 + 173/47*z + 1
*
0 | 0.14316587738647804695391958254489981333 | 0.025623681017173404756183744644970527327
f(z) = -267/49*z^3 + 169/49*z + 1
*
0 | 0.13033974157943693963807859771691259782 | 0.023328072464338115664569562125664911099
f(z) = -267/50*z^3 + 167/50*z + 1
*
0 | 0.11752285596053326531675152580923200983 | 0.021034119500631390885681159672763588019
f(z) = -267/52*z^3 + 163/52*z + 1
*
0 | 0.14320291969746422925044484835387059721 | 0.025630310811773738207882143738342785093
f(z) = -267/53*z^3 + 161/53*z + 1
*
0 | 0.12949769498565569190032652818284416874 | 0.023192940018959495325565583973977759101
f(z) = -266/45*z^3 + 176/45*z + 1
*
0 | 0.14307946774998097848115782963300484535 | 0.025625425331605611444950343650616434075
f(z) = -266/47*z^3 + 172/47*z + 1
*
0 | 0.12277306140936871939422887320031263669 | 0.021988563190463970464931005247963977599
f(z) = -266/51*z^3 + 164/51*z + 1
*
0 | 0.14313527400713975380537296785461308497 | 0.025635420190395256112939474670565673313
f(z) = -266/53*z^3 + 160/53*z + 1
*
0 | 0.14297389080146401572973969253168089845 | 0.025623801735990551009379969688225901246
f(z) = -265/43*z^3 + 179/43*z + 1
*
0 | 0.11731245806402306585341484435015288652 | 0.021024755986870383023556892275016228433
f(z) = -265/44*z^3 + 177/44*z + 1
*
0 | 0.13016660505641392806437089802795754794 | 0.023328478101250514376776463739034613720
f(z) = -265/46*z^3 + 173/46*z + 1
*
0 | 0.14301137129663358338322225994841505570 | 0.025630518995846935353693681758055006474
f(z) = -265/47*z^3 + 171/47*z + 1
*
0 | 0.097004967511910750302172238165935301767 | 0.017385244543585949706591926496642310328
f(z) = -265/48*z^3 + 169/48*z + 1
*
0 | 0.14303006906052894099779181045479919791 | 0.025633870011842060667520735638681633782
f(z) = -265/49*z^3 + 167/49*z + 1
*
0 | 0.12270510026574785199652404732040503371 | 0.021991226115336080166577160003532381938
f(z) = -265/51*z^3 + 163/51*z + 1
*
0 | 0.11738724941861623560578475787814819785 | 0.021038160104439812169516358223228051962
f(z) = -265/52*z^3 + 161/52*z + 1
*
0 | 0.14290540583175067048416357054331251147 | 0.025628893518973132044452219847672308396
f(z) = -264/43*z^3 + 178/43*z + 1
*
0 | 0.14294302343995724607060104670749067750 | 0.025635639923488436759996351039726651526
f(z) = -264/47*z^3 + 170/47*z + 1
*
0 | 0.14296178945385894720458810392692318814 | 0.025639005451680061055533469871049045299
f(z) = -264/49*z^3 + 166/49*z + 1
*
0 | 0.10964713083490127684127928064862960615 | 0.019677692002359794198178883065484707019
f(z) = -263/42*z^3 + 179/42*z + 1
*
0 | 0.14283666658761060562859631009338340214 | 0.025634012585216665612960622721519347800
f(z) = -263/43*z^3 + 177/43*z + 1
*
0 | 0.11717530281344449054303002869912183736 | 0.021028726438068129920615607700874897770
f(z) = -263/44*z^3 + 175/44*z + 1
*
0 | 0.12929244418469711295255007930300529895 | 0.023203314811124443465751830933286895811
f(z) = -263/45*z^3 + 173/45*z + 1
*
0 | 0.13002958742223529543083666054143324696 | 0.023335605346038117566197935562209866447
f(z) = -263/46*z^3 + 171/46*z + 1
*
0 | 0.14287442231623948274977418905205367201 | 0.025640788372176402806824815491426700215
f(z) = -263/47*z^3 + 169/47*z + 1
*
0 | 0.096867053466373867717415571008727926928 | 0.017384130608556656199730550962930584564
f(z) = -263/48*z^3 + 167/48*z + 1
*
0 | 0.14289325708051073414271184778646720184 | 0.025644168530758252024550237671047363993
f(z) = -263/49*z^3 + 165/49*z + 1
*
0 | 0.13006725698132949799584737896238342812 | 0.023342365668684740486992714746537149851
f(z) = -263/50*z^3 + 163/50*z + 1
*
0 | 0.12256842487868151894877668882923726594 | 0.021996596678928868457154079259158418586
f(z) = -263/51*z^3 + 161/51*z + 1
*
0 | 0.14276767117337538287626401402393526924 | 0.025639159192996055094542362595257571151
f(z) = -262/43*z^3 + 176/43*z + 1
*
0 | 0.12922351844479381925139116535107516845 | 0.023206810993377072026144318862286687799
f(z) = -262/45*z^3 + 172/45*z + 1
*
0 | 0.14280556604096066842886495158505912165 | 0.025645964603034835875134663993266933341
f(z) = -262/47*z^3 + 168/47*z + 1
*
0 | 0.14282447006149068292375046823098219682 | 0.025649359511614440803477121631113266969
f(z) = -262/49*z^3 + 164/49*z + 1
*
0 | 0.12249970690888443127800123286661089081 | 0.021999304609501606075297659382935846528
f(z) = -262/51*z^3 + 160/51*z + 1
*
0 | 0.14267935617170573634084827319491655548 | 0.025640908061716375026960931558812918542
f(z) = -261/41*z^3 + 179/41*z + 1
*
0 | 0.14269841767209324016160500232790242685 | 0.025644333604079813864253430228033814495
f(z) = -261/43*z^3 + 175/43*z + 1
*
0 | 0.11703712388317950462029631411632831217 | 0.021032742323878115535627796114565655595
f(z) = -261/44*z^3 + 173/44*z + 1
*
0 | 0.12989154814551140148337535389236220605 | 0.023342810994920452307194034398156652572
f(z) = -261/46*z^3 + 169/46*z + 1
*
0 | 0.14273645270848306448153290308163112741 | 0.025651168880726435859685837001049392767
f(z) = -261/47*z^3 + 167/47*z + 1
*
0 | 0.14275542649676878328828973787348121000 | 0.025654578660347470232386927926614148121
f(z) = -261/49*z^3 + 163/49*z + 1
*
0 | 0.12992949575330433460451425571744528791 | 0.023349630559773336221238414592450807972
f(z) = -261/50*z^3 + 161/50*z + 1
*
10/13 | 0.23990637927623172202663782952028819570 | 0.029348424163166736414066444300762984019
f(z) = -273/40*z^3 + 178/65*z + 1
*
[ 5/7 ] 
f(z) = -273/50*z^3 + 167/70*z + 1
*
[ 2/3 ] 
f(z) = -261/53*z^3 + 179/106*z + 1
*
[ 2/3 ] 
f(z) = -261/55*z^3 + 177/110*z + 1
*
[ 2/3 ] 
f(z) = -261/59*z^3 + 173/118*z + 1
*
[ -6/5 ] 
f(z) = -275/56*z^3 + 187/21*z + 1
*
[ -7/6 ] 
f(z) = -264/49*z^3 + 193/21*z + 1
*
[ -1/2 ] 
f(z) = -280/41*z^3 + 193/41*z + 1
*
0 | 0.14395407259405487567125756691926837202 | 0.025547373146477176954829499006406823269
f(z) = -280/41*z^3 + 198/41*z + 1
*
0 | 0.14397187984407263264080613660568756734 | 0.025550533379826039066956388934202290723
f(z) = -280/43*z^3 + 194/43*z + 1
*
[ -1/2 ] 
f(z) = -280/43*z^3 + 199/43*z + 1
*
0 | 0.14400741742101230574788569198176182182 | 0.025556840195065366767027897146470958367
f(z) = -280/47*z^3 + 186/47*z + 1
*
[ -1/3 ] 
f(z) = -279/40*z^3 + 191/40*z + 1
*
0 | 0.11535560631232211854075185382726208974 | 0.020485041369730081131316514986431572017
f(z) = -279/40*z^3 + 199/40*z + 1
*
[ -1/3 ] 
f(z) = -279/41*z^3 + 195/41*z + 1
*
0 | 0.14388912593742197742090779819045977363 | 0.025552071474549002434175242031079754212
f(z) = -279/41*z^3 + 197/41*z + 1
*
0 | 0.14390699506961467802313947524295752576 | 0.025555244704909541456474449822421940070
f(z) = -279/43*z^3 + 193/43*z + 1
*
0 | 0.11824510641489815654610278116925293088 | 0.020998163627341471261276519630961886370
f(z) = -279/44*z^3 + 191/44*z + 1
*
0 | 0.13109834356845816825979374817987844013 | 0.023280662963461759366531556546426944386
f(z) = -279/46*z^3 + 187/46*z + 1
*
0 | 0.14394265588299408980352269473621156342 | 0.025561577411751527357740707754309108032
f(z) = -279/47*z^3 + 185/47*z + 1
*
0 | 0.14396044777273032079251197409541620108 | 0.025564736925267546526117239112444622127
f(z) = -279/49*z^3 + 181/49*z + 1
*
-2/3 | 0.12129313294903050060541069480666169278 | 0.021539437273623424245157762381712768610
f(z) = -279/50*z^3 + 199/50*z + 1
*
-1/3 | 0.16503919096341434322488225351451441237 | 0.029307935371245063898299963821417954623
f(z) = -279/52*z^3 + 187/52*z + 1
*
-1/3 | 0.12013785382402286356778415403008837540 | 0.021334280875716831532005081082969569116
f(z) = -279/56*z^3 + 199/56*z + 1
*
0 | 0.14382395065614267398485882535556034435 | 0.025556793492414386194908357908320485230
f(z) = -278/41*z^3 + 196/41*z + 1
*
0 | 0.14384188210227716433988516902842425936 | 0.025559979820308932523950820804804535027
f(z) = -278/43*z^3 + 192/43*z + 1
*
0 | 0.13029667284347964907802210094464026441 | 0.023153064183105619951437053573788875780
f(z) = -278/45*z^3 + 188/45*z + 1
*
0 | 0.14387766701017649835557676833190925300 | 0.025566338618667314898909798776670706646
f(z) = -278/47*z^3 + 184/47*z + 1
*
0 | 0.14389552068264275596745634695104004145 | 0.025569511126571733687440043318870098081
f(z) = -278/49*z^3 + 180/49*z + 1
*
0 | 0.10856922859835615227113346885513120906 | 0.019304568038579583940249429828205830239
f(z) = -277/40*z^3 + 197/40*z + 1
*
0 | 0.14375854513459826173737424576790201082 | 0.025561539411362138332877582529501350329
f(z) = -277/41*z^3 + 195/41*z + 1
*
0 | 0.11058850035988357046665510030243313429 | 0.019663612397759812168345247269377767539
f(z) = -277/42*z^3 + 193/42*z + 1
*
0 | 0.14377653933097786448193755028036008181 | 0.025564738938454613807465393789746144098
f(z) = -277/43*z^3 + 191/43*z + 1
*
0 | 0.11811471307391437158590439553967331063 | 0.021001839511340226343412110327010401771
f(z) = -277/44*z^3 + 189/44*z + 1
*
0 | 0.13023139264242948527445351000916888876 | 0.023156292187773894214734419575163613589
f(z) = -277/45*z^3 + 187/45*z + 1
*
0 | 0.13096807475526234443155740316208895760 | 0.023287280775917936871542781552594040706
f(z) = -277/46*z^3 + 185/46*z + 1
*
0 | 0.14381244920047487658440278311672459580 | 0.025571124030509804847779002183824930587
f(z) = -277/47*z^3 + 183/47*z + 1
*
0 | 0.097805654192042765747267068395589598375 | 0.017390709414478272844461181473312752165
f(z) = -277/48*z^3 + 181/48*z + 1
*
[ -1/2 ] 
f(z) = -276/41*z^3 + 192/41*z + 1
*
0 | 0.14369290773998029354082353607684596243 | 0.025566309445375372650679084861382412883
f(z) = -276/41*z^3 + 194/41*z + 1
*
0 | 0.14371096512750860927197054662339761914 | 0.025569522274488409884322252396934172337
f(z) = -276/43*z^3 + 190/43*z + 1
*
[ -1/2 ] 
f(z) = -276/43*z^3 + 198/43*z + 1
*
0 | 0.14374700083480492343710651971301092769 | 0.025575933864721434320595040253233459914
f(z) = -276/47*z^3 + 182/47*z + 1
*
0 | 0.14362703682204580438664316956386649986 | 0.025571103811176167047751282722735719920
f(z) = -275/41*z^3 + 193/41*z + 1
*
0 | 0.14364515784629163917530816554290709749 | 0.025574330046308548172974202355467722180
f(z) = -275/43*z^3 + 189/43*z + 1
*
0 | 0.13083688282750236317846288731961583170 | 0.023293967397364150267269640159277061476
f(z) = -275/46*z^3 + 183/46*z + 1
*
0 | 0.14368132027684126818507964786434646002 | 0.025580768341535614184739709942017982768
f(z) = -275/47*z^3 + 181/47*z + 1
*
-3/5 | 0.16500020044100435959221723813611071528 | 0.029376344090210826677855079627800990193
f(z) = -275/57*z^3 + 194/57*z + 1
*
0 | 0.14356093071286816379421791231569271375 | 0.025575922728271135188183547025282546527
f(z) = -274/41*z^3 + 192/41*z + 1
*
0 | 0.14357911582413160671309737969655929319 | 0.025579162474615557149927299093982788648
f(z) = -274/43*z^3 + 188/43*z + 1
*
0 | 0.13003415949913276767024979662886146846 | 0.023166077280713803622167772691970498795
f(z) = -274/45*z^3 + 184/45*z + 1
*
0 | 0.14361540587277174490530748653001138580 | 0.025585627684023273674425646631117019460
f(z) = -274/47*z^3 + 180/47*z + 1
*
0 | 0.11210841989418591303520313225399485692 | 0.019985557283738760594848210159557907093
f(z) = -273/40*z^3 + 193/40*z + 1
*
0 | 0.14349458772658346085304273757043806849 | 0.025580766418997931540122192679575329020
f(z) = -273/41*z^3 + 191/41*z + 1
*
0 | 0.14351283737996313605951963940533659350 | 0.025584019782959105261497280196785035219
f(z) = -273/43*z^3 + 187/43*z + 1
*
0 | 0.11785113857399663241331477283006479801 | 0.021009311193106864678315433768018528024
f(z) = -273/44*z^3 + 185/44*z + 1
*
0 | 0.13070475460557355791935746031228633337 | 0.023300724092733202203907149255027033084
f(z) = -273/46*z^3 + 181/46*z + 1
*
0 | 0.14342800615913232542162675800697003907 | 0.025585635108572712501520700244967039706
f(z) = -272/41*z^3 + 190/41*z + 1
*
[ -1/2 ] 
f(z) = -272/41*z^3 + 191/41*z + 1
*
0 | 0.14344632081459384394992208480611914926 | 0.025588902197785803436695872293248470945
f(z) = -272/43*z^3 + 186/43*z + 1
*
[ -1/2 ] 
f(z) = -272/43*z^3 + 197/43*z + 1
*
0 | 0.12990149365651485980443311750660360657 | 0.023172686463107063038851851932876671987
f(z) = -272/45*z^3 + 182/45*z + 1
*
-1/4 | 0.093694470199458319023785815477645598740 | 0.016713838464397730960877926070800593643
f(z) = -272/45*z^3 + 197/45*z + 1
*
-1/2 | 0.16661634953851504984813557198717558620 | 0.029722124964109887032162232070719974544
f(z) = -272/57*z^3 + 182/57*z + 1
*
0 | 0.11482740861051516341427775684549460312 | 0.020497139079332096657810371229078320706
f(z) = -271/40*z^3 + 191/40*z + 1
*
0 | 0.14336118428799708655612596429707550917 | 0.025590529025138576967697461135576355093
f(z) = -271/41*z^3 + 189/41*z + 1
*
0 | 0.11019133261678034774917422872368570496 | 0.019669581481578964298957958662286155703
f(z) = -271/42*z^3 + 187/42*z + 1
*
0 | 0.14337956441044272360386900221556362348 | 0.025593809948487994753969871233108564625
f(z) = -271/43*z^3 + 185/43*z + 1
*
0 | 0.11771793069588555377933859936575922435 | 0.021013108514788749751124652429223159973
f(z) = -271/44*z^3 + 183/44*z + 1
*
0 | 0.12983480252770965247743732989723480414 | 0.023176017267574072844547737512980914643
f(z) = -271/45*z^3 + 181/45*z + 1
*
0 | 0.14329412037193416673040244153758908001 | 0.025595448399815010357445649897231459529
f(z) = -270/41*z^3 + 188/41*z + 1
*
[ -1/3 ] 
f(z) = -270/41*z^3 + 194/41*z + 1
*
0 | 0.14331256643127379087398904853407175159 | 0.025598743267453555481718803375478059733
f(z) = -270/43*z^3 + 184/43*z + 1
*
[ -7/18 ] 
f(z) = -270/49*z^3 + 185/42*z + 1
*
0 | 0.10479740809869607467239198678109934647 | 0.018731512849936189303580305858482953660
f(z) = -269/40*z^3 + 189/40*z + 1
*
0 | 0.14322681265070160782478364937245310319 | 0.025600393466748356797026595931897276666
f(z) = -269/41*z^3 + 187/41*z + 1
*
0 | 0.11005599358628275020489885899567228499 | 0.019671433630614765654130902721592557444
f(z) = -269/42*z^3 + 185/42*z + 1
*
0 | 0.14324532512192488926582439287790686639 | 0.025603702390116732401225600317201338538
f(z) = -269/43*z^3 + 183/43*z + 1
*
0 | 0.11758375743557267789269395540407492402 | 0.021016947874072604017468253797816679164
f(z) = -269/44*z^3 + 181/44*z + 1
*
0 | 0.14315925934478162220083102409185579579 | 0.025605364463163344866040326581225904826
f(z) = -268/41*z^3 + 186/41*z + 1
*
[ -1/2 ] 
f(z) = -268/41*z^3 + 190/41*z + 1
*
0 | 0.14317783870803154783329034866916018204 | 0.025608687555010042031626670936790441586
f(z) = -268/43*z^3 + 182/43*z + 1
*
[ -1/2 ] 
f(z) = -268/43*z^3 + 196/43*z + 1
*
-1/2 | 0.16443785673705372504221559420712833573 | 0.029411239430578820084465381893403828475
f(z) = -268/57*z^3 + 181/57*z + 1
*
0 | 0.11455754937175503326937272279246090846 | 0.020503391986952544947762807784859798915
f(z) = -267/40*z^3 + 187/40*z + 1
*
0 | 0.14309145865509805944142908776789676608 | 0.025610361629415693036705730899090699001
f(z) = -267/41*z^3 + 185/41*z + 1
*
0 | 0.14311010539574578323635707181964142992 | 0.025613699003817258110631832367985981284
f(z) = -267/43*z^3 + 181/43*z + 1
*
0 | 0.14302340876272867651688912130367229038 | 0.025615385209045821689331231183368366993
f(z) = -266/41*z^3 + 184/41*z + 1
*
0 | 0.14304212337144973444960635197439434161 | 0.025618736981427514442722126920203110746
f(z) = -266/43*z^3 + 180/43*z + 1
*
0 | 0.14295510782861209623584442821079655128 | 0.025620435448833699362581790997841812936
f(z) = -265/41*z^3 + 183/41*z + 1
*
0 | 0.10978442411585480967606708929451318985 | 0.019675580635564252447172218777172990188
f(z) = -265/42*z^3 + 181/42*z + 1
*
[ -3/10 ] 
f(z) = -265/54*z^3 + 191/40*z + 1
*
0 | 0.14288655399324933585171700079745744182 | 0.025625512598854851698451533482493013728
f(z) = -264/41*z^3 + 182/41*z + 1
*
[ -1/2 ] 
f(z) = -264/41*z^3 + 189/41*z + 1
*
[ -1/2 ] 
f(z) = -264/43*z^3 + 195/43*z + 1
*
[ -7/12 ] 
f(z) = -264/49*z^3 + 191/42*z + 1
*
0 | 0.11428369854798203295181051339399294160 | 0.020509788115695097438497462712013903175
f(z) = -263/40*z^3 + 183/40*z + 1
*
0 | 0.14281774537639978461857420796787185621 | 0.025630616912537562369571914727364578540
f(z) = -263/41*z^3 + 181/41*z + 1
*
0 | 0.14274868007677150592127739713017918863 | 0.025635748646721296131600382716329596467
f(z) = -262/41*z^3 + 180/41*z + 1
*
0 | 0.10419098394350342921203088832045075908 | 0.018724162428516234461007050535804943619
f(z) = -261/40*z^3 + 181/40*z + 1
*
[ -1/3 ] 
f(z) = -261/40*z^3 + 189/40*z + 1
*
[ -1/3 ] 
f(z) = -261/41*z^3 + 193/41*z + 1
*
-2/3 | 0.12119452915902770873400292290320028005 | 0.021779869654092812877079209147065330185
f(z) = -261/50*z^3 + 191/50*z + 1
*
-1/3 | 0.16168340932017900780083464302349860724 | 0.029056126581440855381454657432433494617
f(z) = -261/52*z^3 + 185/52*z + 1
*
-1/3 | 0.11752711382266172967957217054036822126 | 0.021120798419213378799332661452744305734
f(z) = -261/56*z^3 + 197/56*z + 1
*
[ 7/9 ] 
f(z) = -279/49*z^3 + 199/63*z + 1
*
[ 3/4 ] 
f(z) = -268/45*z^3 + 181/60*z + 1
*
[ 4/5 ] 
f(z) = -265/48*z^3 + 197/60*z + 1
*
[ 7/9 ] 
f(z) = -261/49*z^3 + 185/63*z + 1
*
[ 2/3 ] 
f(z) = -279/49*z^3 + 199/98*z + 1
*
[ 2/3 ] 
f(z) = -270/41*z^3 + 199/82*z + 1
*
[ 2/3 ] 
f(z) = -270/43*z^3 + 197/86*z + 1
*
[ 2/3 ] 
f(z) = -270/47*z^3 + 193/94*z + 1
*
[ 2/3 ] 
f(z) = -270/49*z^3 + 191/98*z + 1
*
[ 2/3 ] 
f(z) = -261/41*z^3 + 191/82*z + 1
*
[ 2/3 ] 
f(z) = -261/43*z^3 + 189/86*z + 1
*
[ 2/3 ] 
f(z) = -261/47*z^3 + 185/94*z + 1
*
[ 2/3 ] 
f(z) = -261/49*z^3 + 183/98*z + 1
*
[ 2/3 ] 
f(z) = -279/53*z^3 + 195/106*z + 1
*
[ 2/3 ] 
f(z) = -279/55*z^3 + 193/110*z + 1
*
[ 2/3 ] 
f(z) = -279/59*z^3 + 189/118*z + 1
*
[ 2/3 ] 
f(z) = -270/53*z^3 + 187/106*z + 1
*
[ 2/3 ] 
f(z) = -270/59*z^3 + 181/118*z + 1
*
[ 3/2 ] 
f(z) = -272/45*z^3 + 209/15*z + 1
*
[ 7/3 ] 
f(z) = -270/49*z^3 + 214/7*z + 1
*
[ 3/2 ] 
f(z) = -268/45*z^3 + 206/15*z + 1
*
[ 7/3 ] 
f(z) = -261/49*z^3 + 207/7*z + 1
*
[ -7/3 ] 
f(z) = -261/49*z^3 + 213/7*z + 1
*
[ -7/6 ] 
f(z) = -276/49*z^3 + 200/21*z + 1
*
[ 6/5 ] 
f(z) = -265/54*z^3 + 217/30*z + 1
*
[ 7/6 ] 
f(z) = -261/49*z^3 + 207/28*z + 1
*
[ -1/2 ] 
f(z) = -280/47*z^3 + 211/47*z + 1
*
[ -1/3 ] 
f(z) = -279/43*z^3 + 203/43*z + 1
*
[ -1/3 ] 
f(z) = -279/44*z^3 + 207/44*z + 1
*
[ -1/3 ] 
f(z) = -279/46*z^3 + 215/46*z + 1
*
[ -1/3 ] 
f(z) = -279/47*z^3 + 219/47*z + 1
*
[ -1/2 ] 
f(z) = -276/47*z^3 + 210/47*z + 1
*
[ -1/2 ] 
f(z) = -276/49*z^3 + 216/49*z + 1
*
[ -3/5 ] 
f(z) = -275/42*z^3 + 211/42*z + 1
*
[ -2/5 ] 
f(z) = -275/46*z^3 + 205/46*z + 1
*
[ -1/2 ] 
f(z) = -272/45*z^3 + 203/45*z + 1
*
[ -1/2 ] 
f(z) = -272/47*z^3 + 209/47*z + 1
*
[ -1/2 ] 
f(z) = -272/49*z^3 + 215/49*z + 1
*
[ -1/3 ] 
f(z) = -270/43*z^3 + 202/43*z + 1
*
[ -1/3 ] 
f(z) = -270/47*z^3 + 218/47*z + 1
*
-7/9 | 0.21630315872366864506990215639249716849 | 0.029268991678270510023741743136783821297
f(z) = -270/49*z^3 + 215/42*z + 1
*
[ -1/2 ] 
f(z) = -268/45*z^3 + 202/45*z + 1
*
[ -1/2 ] 
f(z) = -268/47*z^3 + 208/47*z + 1
*
[ -1/2 ] 
f(z) = -268/49*z^3 + 214/49*z + 1
*
[ -1/2 ] 
f(z) = -264/47*z^3 + 207/47*z + 1
*
[ -1/2 ] 
f(z) = -264/49*z^3 + 213/49*z + 1
*
-2/9 | 0.21648046985371541565303418138105579040 | 0.027890696007352601170527026796733175589
f(z) = -261/40*z^3 + 217/45*z + 1
*
[ -1/3 ] 
f(z) = -261/43*z^3 + 201/43*z + 1
*
[ -1/3 ] 
f(z) = -261/44*z^3 + 205/44*z + 1
*
[ -1/3 ] 
f(z) = -261/46*z^3 + 213/46*z + 1
*
[ -1/3 ] 
f(z) = -261/47*z^3 + 217/47*z + 1
*
-3/8 | 0.19532436914658097344154615727945420143 | 0.027935022231775513624853200717432212976
f(z) = -272/45*z^3 + 211/60*z + 1
*
-2/5 | 0.21482342421882926012292463476971769166 | 0.029881542903884512593521562683143280494
f(z) = -265/48*z^3 + 203/60*z + 1
*
[ 2/3 ] 
f(z) = -279/41*z^3 + 207/82*z + 1
*
[ 2/3 ] 
f(z) = -279/43*z^3 + 205/86*z + 1
*
[ 2/3 ] 
f(z) = -279/47*z^3 + 201/94*z + 1
*
[ 2/3 ] 
f(z) = -271/48*z^3 + 217/108*z + 1
*
[ 2/3 ] 
f(z) = -269/48*z^3 + 215/108*z + 1
*
[ 2/3 ] 
f(z) = -265/48*z^3 + 211/108*z + 1
*
[ 2/3 ] 
f(z) = -263/48*z^3 + 209/108*z + 1
*
[ 3/5 ] 
f(z) = -275/41*z^3 + 215/123*z + 1
*
[ 3/5 ] 
f(z) = -275/43*z^3 + 211/129*z + 1
*
[ 3/5 ] 
f(z) = -275/46*z^3 + 205/138*z + 1
*
[ 3/5 ] 
f(z) = -275/47*z^3 + 203/141*z + 1
*
[ 7/3 ] 
f(z) = -279/49*z^3 + 221/7*z + 1
*
[ -7/3 ] 
f(z) = -279/49*z^3 + 227/7*z + 1
*
[ -3/2 ] 
f(z) = -272/45*z^3 + 229/15*z + 1
*
[ -7/3 ] 
f(z) = -270/49*z^3 + 220/7*z + 1
*
[ -3/2 ] 
f(z) = -268/45*z^3 + 226/15*z + 1
*
[ 7/4 ] 
f(z) = -264/49*z^3 + 237/14*z + 1
*
[ 7/6 ] 
f(z) = -279/49*z^3 + 221/28*z + 1
*
[ -6/55 ] 
f(z) = -275/54*z^3 + 225/22*z + 1
*
[ 4/3 ] 
f(z) = -261/40*z^3 + 237/20*z + 1
*
[ 4/3 ] 
f(z) = -261/56*z^3 + 239/28*z + 1
*
[ -1/2 ] 
f(z) = -280/51*z^3 + 223/51*z + 1
*
[ -1/2 ] 
f(z) = -280/53*z^3 + 229/53*z + 1
*
[ -2/3 ] 
f(z) = -279/46*z^3 + 239/46*z + 1
*
[ -1/3 ] 
f(z) = -279/49*z^3 + 227/49*z + 1
*
[ -1/3 ] 
f(z) = -279/50*z^3 + 231/50*z + 1
*
[ -1/3 ] 
f(z) = -279/52*z^3 + 239/52*z + 1
*
[ -1/2 ] 
f(z) = -276/53*z^3 + 228/53*z + 1
*
[ -1/2 ] 
f(z) = -276/55*z^3 + 234/55*z + 1
*
-1/5 | 0.10828803198301120304359776709380239400 | 0.019279409842426787059001813688815383489
f(z) = -275/42*z^3 + 221/42*z + 1
*
[ -3/5 ] 
f(z) = -275/51*z^3 + 235/51*z + 1
*
-6/25 | 0.24286771219029480606269060612141252660 | 0.027487258637607586898015027803601706190
f(z) = -275/54*z^3 + 223/50*z + 1
*
[ -2/5 ] 
f(z) = -275/54*z^3 + 233/54*z + 1
*
[ -1/4 ] 
f(z) = -272/41*z^3 + 222/41*z + 1
*
[ -1/4 ] 
f(z) = -272/43*z^3 + 232/43*z + 1
*
[ -1/2 ] 
f(z) = -272/53*z^3 + 227/53*z + 1
*
[ -1/2 ] 
f(z) = -272/55*z^3 + 233/55*z + 1
*
-1/4 | 0.15273522270213763990414958923110712799 | 0.027245917871491419385045659586270450354
f(z) = -272/55*z^3 + 237/55*z + 1
*
[ -1/2 ] 
f(z) = -272/57*z^3 + 239/57*z + 1
*
[ -1/3 ] 
f(z) = -270/49*z^3 + 226/49*z + 1
*
[ -3/5 ] 
f(z) = -269/54*z^3 + 223/50*z + 1
*
[ -1/2 ] 
f(z) = -268/51*z^3 + 220/51*z + 1
*
[ -1/2 ] 
f(z) = -268/53*z^3 + 226/53*z + 1
*
[ -1/2 ] 
f(z) = -268/55*z^3 + 232/55*z + 1
*
[ -1/2 ] 
f(z) = -268/57*z^3 + 238/57*z + 1
*
[ 7/8 ] 
f(z) = -264/49*z^3 + 223/56*z + 1
*
[ -1/2 ] 
f(z) = -264/53*z^3 + 225/53*z + 1
*
[ -3/5 ] 
f(z) = -263/54*z^3 + 221/50*z + 1
*
[ -2/3 ] 
f(z) = -261/46*z^3 + 231/46*z + 1
*
[ -1/3 ] 
f(z) = -261/49*z^3 + 225/49*z + 1
*
[ -1/3 ] 
f(z) = -261/50*z^3 + 229/50*z + 1
*
[ -5/6 ] 
f(z) = -261/50*z^3 + 233/40*z + 1
*
[ -1/3 ] 
f(z) = -261/52*z^3 + 237/52*z + 1
*
-6/11 | 0.23315979369475556283160616402124607610 | 0.029091640614508778609768388200938898724
f(z) = -275/54*z^3 + 221/66*z + 1
*
0 | 0.19992441121853139403310490097983057259 | 0.028653626166062635881017260412949753889
f(z) = -268/57*z^3 + 237/76*z + 1
*
-4/5 | 0.089289473891543333390251229912808034482 | 0.012420001471709008869212939878585118869
f(z) = -265/48*z^3 + 227/60*z + 1
*
[ 3/4 ] 
f(z) = -271/54*z^3 + 239/96*z + 1
*
[ 3/4 ] 
f(z) = -265/54*z^3 + 233/96*z + 1
*
[ 2/3 ] 
f(z) = -277/48*z^3 + 223/108*z + 1
*
[ 2/3 ] 
f(z) = -275/48*z^3 + 221/108*z + 1
*
-10/21 | 0.097362623221091608913518075082360503900 | 0.011250599503620256010463936774341123582
f(z) = -273/40*z^3 + 236/105*z + 1
*
-2 | 0.096859203237471339674834060716031318157 | 0.013950381015770601908855046721700730679
f(z) = -265/48*z^3 + 259/12*z + 1
*
[ -7/4 ] 
f(z) = -264/49*z^3 + 253/14*z + 1
*
-2 | 0.096719803506435541730395148619202771975 | 0.013945874161921416959272466825164941077
f(z) = -263/48*z^3 + 257/12*z + 1
*
[ 4/3 ] 
f(z) = -279/40*z^3 + 253/20*z + 1
*
[ 4/3 ] 
f(z) = -279/56*z^3 + 255/28*z + 1
*
[ -3/20 ] 
f(z) = -275/54*z^3 + 249/32*z + 1
*
[ -7/6 ] 
f(z) = -261/49*z^3 + 255/28*z + 1
*
[ -1/2 ] 
f(z) = -280/57*z^3 + 241/57*z + 1
*
[ -1/2 ] 
f(z) = -280/59*z^3 + 247/59*z + 1
*
[ -5/6 ] 
f(z) = -279/50*z^3 + 243/40*z + 1
*
[ -2/3 ] 
f(z) = -279/50*z^3 + 249/50*z + 1
*
[ -1/3 ] 
f(z) = -279/53*z^3 + 243/53*z + 1
*
[ -1/3 ] 
f(z) = -279/55*z^3 + 251/55*z + 1
*
[ -1/3 ] 
f(z) = -279/56*z^3 + 255/56*z + 1
*
[ -2/3 ] 
f(z) = -277/40*z^3 + 251/45*z + 1
*
[ -1/2 ] 
f(z) = -276/59*z^3 + 246/59*z + 1
*
[ -1/5 ] 
f(z) = -275/41*z^3 + 257/41*z + 1
*
-1/5 | 0.10042381724556515037820516241565788994 | 0.017879278948591152865851702726269031417
f(z) = -275/48*z^3 + 251/48*z + 1
*
[ -3/5 ] 
f(z) = -275/57*z^3 + 251/57*z + 1
*
[ -2/5 ] 
f(z) = -275/58*z^3 + 247/58*z + 1
*
[ -1/4 ] 
f(z) = -272/45*z^3 + 242/45*z + 1
*
[ -1/4 ] 
f(z) = -272/47*z^3 + 252/47*z + 1
*
[ -1/2 ] 
f(z) = -272/59*z^3 + 245/59*z + 1
*
[ -2/3 ] 
f(z) = -271/40*z^3 + 248/45*z + 1
*
7/6 | 0.21750021258181411840044907450480277716 | 0.029111182258790458874792958923593871434
f(z) = -270/49*z^3 + 251/42*z + 1
*
[ -7/12 ] 
f(z) = -270/49*z^3 + 257/56*z + 1
*
[ -1/3 ] 
f(z) = -270/53*z^3 + 242/53*z + 1
*
[ -2/3 ] 
f(z) = -269/40*z^3 + 247/45*z + 1
*
[ -1/2 ] 
f(z) = -268/59*z^3 + 244/59*z + 1
*
[ -1/2 ] 
f(z) = -264/59*z^3 + 243/59*z + 1
*
[ -2/3 ] 
f(z) = -263/40*z^3 + 244/45*z + 1
*
[ -2/3 ] 
f(z) = -261/50*z^3 + 241/50*z + 1
*
[ -1/3 ] 
f(z) = -261/53*z^3 + 241/53*z + 1
*
[ -1/3 ] 
f(z) = -261/55*z^3 + 249/55*z + 1
*
[ -1/3 ] 
f(z) = -261/56*z^3 + 253/56*z + 1
*
[ 10/13 ] 
f(z) = -273/40*z^3 + 243/65*z + 1
*
[ 3/4 ] 
f(z) = -277/54*z^3 + 245/96*z + 1
*
-2 | 0.097668250681051551342238933380417881894 | 0.013975740720743386086719212125972207726
f(z) = -277/48*z^3 + 271/12*z + 1
*
-2 | 0.097534820081122314372486909206195838834 | 0.013971456793421673751891373193484753322
f(z) = -275/48*z^3 + 269/12*z + 1
*
[ 14/5 ] 
f(z) = -275/56*z^3 + 274/7*z + 1
*
[ -14/5 ] 
f(z) = -275/56*z^3 + 279/7*z + 1
*
-2 | 0.097267136131832620462644166646498877723 | 0.013963077577575881422814959816706500679
f(z) = -271/48*z^3 + 265/12*z + 1
*
[ 2 ] 
f(z) = -271/48*z^3 + 277/12*z + 1
*
[ 3 ] 
f(z) = -271/54*z^3 + 275/6*z + 1
*
-2 | 0.097131820735963812419494974646109447350 | 0.013958833240686347005771073014968798404
f(z) = -269/48*z^3 + 263/12*z + 1
*
[ 2 ] 
f(z) = -269/48*z^3 + 275/12*z + 1
*
[ -3 ] 
f(z) = -269/54*z^3 + 277/6*z + 1
*
[ 2 ] 
f(z) = -265/48*z^3 + 271/12*z + 1
*
[ 3 ] 
f(z) = -265/54*z^3 + 269/6*z + 1
*
[ 2 ] 
f(z) = -263/48*z^3 + 269/12*z + 1
*
[ -3 ] 
f(z) = -263/54*z^3 + 271/6*z + 1
*
[ -7/6 ] 
f(z) = -279/49*z^3 + 269/28*z + 1
*
[ 3/2 ] 
f(z) = -269/54*z^3 + 277/24*z + 1
*
[ 3/2 ] 
f(z) = -263/54*z^3 + 271/24*z + 1
*
[ -4/3 ] 
f(z) = -261/40*z^3 + 267/20*z + 1
*
[ -2/9 ] 
f(z) = -279/40*z^3 + 263/45*z + 1
*
[ -1/3 ] 
f(z) = -279/58*z^3 + 263/58*z + 1
*
[ -2/3 ] 
f(z) = -279/58*z^3 + 269/58*z + 1
*
[ -1/3 ] 
f(z) = -279/59*z^3 + 267/59*z + 1
*
[ -1/5 ] 
f(z) = -275/42*z^3 + 263/42*z + 1
*
[ -1/5 ] 
f(z) = -275/43*z^3 + 269/43*z + 1
*
-1/5 | 0.16254130421756267644645931503938871152 | 0.028938566552069169842236103676165052647
f(z) = -275/52*z^3 + 271/52*z + 1
*
[ -6/25 ] 
f(z) = -275/54*z^3 + 273/50*z + 1
*
[ -1/4 ] 
f(z) = -272/49*z^3 + 262/49*z + 1
*
[ -1/3 ] 
f(z) = -270/59*z^3 + 266/59*z + 1
*
[ -2/9 ] 
f(z) = -261/40*z^3 + 262/45*z + 1
*
[ -1/3 ] 
f(z) = -261/59*z^3 + 265/59*z + 1
*
[ -7/15 ] 
f(z) = -275/49*z^3 + 275/63*z + 1
*
[ 14/15 ] 
f(z) = -275/56*z^3 + 265/63*z + 1
*
-14/15 | 0.22876659885068676772582288920920710972 | 0.029276519768563228241505481308177147855
f(z) = -275/56*z^3 + 274/63*z + 1
*
-2/5 | 0.22667133227560049211138516317065080231 | 0.028282067125203488147047173353667280399
f(z) = -275/56*z^3 + 274/77*z + 1
*
[ -3/8 ] 
f(z) = -272/45*z^3 + 271/60*z + 1
*
[ -2/5 ] 
f(z) = -265/48*z^3 + 263/60*z + 1
*
[ 3/4 ] 
f(z) = -280/57*z^3 + 277/114*z + 1
*
[ 2/3 ] 
f(z) = -273/58*z^3 + 277/174*z + 1
*
[ 2/3 ] 
f(z) = -267/58*z^3 + 269/174*z + 1
*
[ 2 ] 
f(z) = -277/48*z^3 + 283/12*z + 1
*
[ -2 ] 
f(z) = -277/48*z^3 + 295/12*z + 1
*
[ 3 ] 
f(z) = -277/54*z^3 + 281/6*z + 1
*
[ 2 ] 
f(z) = -275/48*z^3 + 281/12*z + 1
*
[ -2 ] 
f(z) = -275/48*z^3 + 293/12*z + 1
*
[ -3 ] 
f(z) = -275/54*z^3 + 283/6*z + 1
*
[ -2 ] 
f(z) = -271/48*z^3 + 289/12*z + 1
*
[ -2 ] 
f(z) = -269/48*z^3 + 287/12*z + 1
*
[ -2 ] 
f(z) = -265/48*z^3 + 283/12*z + 1
*
[ -2 ] 
f(z) = -263/48*z^3 + 281/12*z + 1
*
[ -4/3 ] 
f(z) = -279/40*z^3 + 283/20*z + 1
*
[ -4/3 ] 
f(z) = -279/56*z^3 + 297/28*z + 1
*
[ 3/2 ] 
f(z) = -275/54*z^3 + 283/24*z + 1
*
[ -4/3 ] 
f(z) = -261/56*z^3 + 281/28*z + 1
*
[ -1/5 ] 
f(z) = -275/46*z^3 + 287/46*z + 1
*
[ -1/5 ] 
f(z) = -275/47*z^3 + 293/47*z + 1
*
[ -1/5 ] 
f(z) = -275/48*z^3 + 299/48*z + 1
*
[ -4/5 ] 
f(z) = -275/52*z^3 + 293/52*z + 1
*
-1/5 | 0.14302428104032895682841914934446513181 | 0.025366315073831524626314207892874751946
f(z) = -275/54*z^3 + 281/54*z + 1
*
-1/5 | 0.13013797013477536862114578817995279089 | 0.022938578326360258534438831125652457527
f(z) = -275/56*z^3 + 291/56*z + 1
*
[ -1/4 ] 
f(z) = -272/53*z^3 + 282/53*z + 1
*
[ -1/4 ] 
f(z) = -272/55*z^3 + 292/55*z + 1
*
[ -3/4 ] 
f(z) = -272/57*z^3 + 286/57*z + 1
*
-2/9 | 0.19861807046495782475742875320104057372 | 0.025371359151769490527638219054645232539
f(z) = -279/56*z^3 + 299/63*z + 1
*
[ -2/3 ] 
f(z) = -277/56*z^3 + 296/63*z + 1
*
[ -6/11 ] 
f(z) = -275/54*z^3 + 287/66*z + 1
*
[ 9/10 ] 
f(z) = -275/54*z^3 + 289/72*z + 1
*
[ -2/3 ] 
f(z) = -275/56*z^3 + 295/63*z + 1
*
-10/13 | 0.21985382788143814863626057086228209661 | 0.026895338981924087554333419582335015466
f(z) = -273/40*z^3 + 282/65*z + 1
*
-5/7 | 0.19174880485280351639271391713332833080 | 0.025379101449527672296108721118080804380
f(z) = -273/50*z^3 + 293/70*z + 1
*
[ -7/12 ] 
f(z) = -272/49*z^3 + 290/63*z + 1
*
[ -2/3 ] 
f(z) = -271/56*z^3 + 293/63*z + 1
*
-7/10 | 0.21665980780786063212813784102178471704 | 0.027421796535825757065703908516872985537
f(z) = -270/49*z^3 + 289/70*z + 1
*
[ -2/3 ] 
f(z) = -269/56*z^3 + 292/63*z + 1
*
-4/5 | 0.17643291588583785509903834730774103214 | 0.024541493856506608470804023501290882280
f(z) = -265/48*z^3 + 287/60*z + 1
*
[ -2/3 ] 
f(z) = -265/56*z^3 + 290/63*z + 1
*
[ -2/3 ] 
f(z) = -263/56*z^3 + 289/63*z + 1
*
-7/9 | 0.23234891960599705026043389382035939849 | 0.029935139593639656717302040972095946952
f(z) = -261/49*z^3 + 284/63*z + 1
*
-2/9 | 0.16129532281968252543665203305374932940 | 0.020741284162558831864424135026287281513
f(z) = -261/56*z^3 + 298/63*z + 1
*
[ 3/4 ] 
f(z) = -280/51*z^3 + 281/102*z + 1
*
[ 2/3 ] 
f(z) = -273/46*z^3 + 295/138*z + 1
*
[ 2/3 ] 
f(z) = -267/46*z^3 + 287/138*z + 1
*
[ 2/3 ] 
f(z) = -273/50*z^3 + 289/150*z + 1
*
[ 2/3 ] 
f(z) = -267/50*z^3 + 281/150*z + 1
*
[ 5/8 ] 
f(z) = -272/55*z^3 + 293/220*z + 1
*
[ 4/3 ] 
f(z) = -279/64*z^3 + 8*z + 1
*
[ -4/3 ] 
f(z) = -279/64*z^3 + 19/2*z + 1
*
[ -4/5 ] 
f(z) = -275/64*z^3 + 5*z + 1
*
[ 4/5 ] 
f(z) = -275/64*z^3 + 5/2*z + 1
*
[ 6/5 ] 
f(z) = -275/72*z^3 + 17/3*z + 1
*
[ 4/5 ] 
f(z) = -265/64*z^3 + 12/5*z + 1
*
[ -4/3 ] 
f(z) = -261/64*z^3 + 9*z + 1
*
[ 4/3 ] 
f(z) = -261/64*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -279/64*z^3 + 23/16*z + 1
*
[ -4/9 ] 
f(z) = -279/64*z^3 + 37/9*z + 1
*
[ -6/5 ] 
f(z) = -275/72*z^3 + 22/3*z + 1
*
[ -2/5 ] 
f(z) = -275/72*z^3 + 37/9*z + 1
*
[ -4/3 ] 
f(z) = -273/64*z^3 + 28/3*z + 1
*
[ -4/7 ] 
f(z) = -273/64*z^3 + 29/7*z + 1
*
[ 4/3 ] 
f(z) = -267/64*z^3 + 23/3*z + 1
*
[ 2/3 ] 
f(z) = -261/64*z^3 + 21/16*z + 1
*
[ 2/3 ] 
f(z) = -261/76*z^3 + 39/38*z + 1
*
[ 4/3 ] 
f(z) = -273/64*z^3 + 47/6*z + 1
*
[ -4/3 ] 
f(z) = -267/64*z^3 + 55/6*z + 1
*
[ -4/5 ] 
f(z) = -265/64*z^3 + 49/10*z + 1
*
[ 2/3 ] 
f(z) = -279/68*z^3 + 45/34*z + 1
*
[ 2/3 ] 
f(z) = -279/76*z^3 + 43/38*z + 1
*
[ 3/4 ] 
f(z) = -272/63*z^3 + 44/21*z + 1
*
[ 4/5 ] 
f(z) = -261/64*z^3 + 59/25*z + 1
*
[ 2/3 ] 
f(z) = -261/68*z^3 + 41/34*z + 1
*
[ -4 ] 
f(z) = -279/64*z^3 + 71*z + 1
*
[ -2/3 ] 
f(z) = -279/64*z^3 + 71/16*z + 1
*
[ 4 ] 
f(z) = -277/64*z^3 + 70*z + 1
*
[ -2/5 ] 
f(z) = -275/64*z^3 + 67/16*z + 1
*
[ -4 ] 
f(z) = -275/64*z^3 + 70*z + 1
*
[ 4/3 ] 
f(z) = -275/64*z^3 + 71/9*z + 1
*
[ 12/5 ] 
f(z) = -275/64*z^3 + 76/3*z + 1
*
[ 4 ] 
f(z) = -273/64*z^3 + 69*z + 1
*
[ -4 ] 
f(z) = -271/64*z^3 + 69*z + 1
*
[ 4/3 ] 
f(z) = -271/64*z^3 + 70/9*z + 1
*
[ 4 ] 
f(z) = -269/64*z^3 + 68*z + 1
*
[ -4 ] 
f(z) = -267/64*z^3 + 68*z + 1
*
[ 4 ] 
f(z) = -265/64*z^3 + 67*z + 1
*
[ -4 ] 
f(z) = -263/64*z^3 + 67*z + 1
*
[ 4/3 ] 
f(z) = -263/64*z^3 + 68/9*z + 1
*
[ 4 ] 
f(z) = -261/64*z^3 + 66*z + 1
*
[ -2/3 ] 
f(z) = -261/64*z^3 + 69/16*z + 1
*
[ -4/9 ] 
f(z) = -261/64*z^3 + 73/18*z + 1
*
[ 4/5 ] 
f(z) = -277/64*z^3 + 63/25*z + 1
*
-4/55 | 0.21519776574943429558821386876654431359 | 0.026850495803850956398085639309796733632
f(z) = -275/64*z^3 + 61/22*z + 1
*
-3/5 | 0.16451849657310159710321021528186352497 | 0.029290582384859707542127436251207946525
f(z) = -275/72*z^3 + 73/24*z + 1
*
[ 4/5 ] 
f(z) = -275/72*z^3 + 79/36*z + 1
*
[ 4/5 ] 
f(z) = -273/64*z^3 + 62/25*z + 1
*
[ 4/5 ] 
f(z) = -269/64*z^3 + 61/25*z + 1
*
[ 2/3 ] 
f(z) = -273/64*z^3 + 67/48*z + 1
*
[ 2/3 ] 
f(z) = -267/64*z^3 + 65/48*z + 1
*
[ 2/3 ] 
f(z) = -261/74*z^3 + 79/74*z + 1
*
[ -4/3 ] 
f(z) = -277/64*z^3 + 85/9*z + 1
*
[ 8/5 ] 
f(z) = -275/64*z^3 + 91/8*z + 1
*
[ -4/15 ] 
f(z) = -275/64*z^3 + 91/18*z + 1
*
[ 5/4 ] 
f(z) = -272/75*z^3 + 88/15*z + 1
*
[ -4/3 ] 
f(z) = -269/64*z^3 + 83/9*z + 1
*
[ -4/3 ] 
f(z) = -265/64*z^3 + 82/9*z + 1
*
[ 6/5 ] 
f(z) = -265/72*z^3 + 82/15*z + 1
*
[ -3/5 ] 
f(z) = -275/63*z^3 + 89/21*z + 1
*
[ -4/11 ] 
f(z) = -275/64*z^3 + 95/22*z + 1
*
[ -3/5 ] 
f(z) = -275/72*z^3 + 97/24*z + 1
*
[ 2/3 ] 
f(z) = -279/70*z^3 + 89/70*z + 1
*
[ 2/3 ] 
f(z) = -279/74*z^3 + 87/74*z + 1
*
[ 2/3 ] 
f(z) = -261/62*z^3 + 85/62*z + 1
*
[ 2/3 ] 
f(z) = -261/70*z^3 + 81/70*z + 1
*
[ 2/3 ] 
f(z) = -277/72*z^3 + 98/81*z + 1
*
[ 2/3 ] 
f(z) = -275/72*z^3 + 97/81*z + 1
*
[ 2/3 ] 
f(z) = -271/72*z^3 + 95/81*z + 1
*
[ 2/3 ] 
f(z) = -269/72*z^3 + 94/81*z + 1
*
[ 2/3 ] 
f(z) = -265/72*z^3 + 92/81*z + 1
*
[ 2/3 ] 
f(z) = -263/72*z^3 + 91/81*z + 1
*
[ -8/5 ] 
f(z) = -275/64*z^3 + 101/8*z + 1
*
[ -5/4 ] 
f(z) = -272/75*z^3 + 112/15*z + 1
*
[ -6/5 ] 
f(z) = -265/72*z^3 + 107/15*z + 1
*
[ -3/4 ] 
f(z) = -272/63*z^3 + 100/21*z + 1
*
[ -4/9 ] 
f(z) = -267/64*z^3 + 110/27*z + 1
*
[ 4/5 ] 
f(z) = -263/64*z^3 + 119/50*z + 1
*
0 | 0.14409605388183783419049175799258548431 | 0.025621551448463420052841142592838665172
f(z) = -277/79*z^3 + 119/79*z + 1
*
0 | 0.14403158706042109739597836344084272244 | 0.025626568371479140725278342824355290605
f(z) = -276/79*z^3 + 118/79*z + 1
*
0 | 0.11077798979639871107765014008664786505 | 0.019722717531148859945474520965786129969
f(z) = -275/78*z^3 + 119/78*z + 1
*
0 | 0.14396689487101587876773339200365411780 | 0.025631611537601277169634286889029256236
f(z) = -275/79*z^3 + 117/79*z + 1
*
0 | 0.14390197573129830574597891066951375394 | 0.025636681188075751555977206825986692484
f(z) = -274/79*z^3 + 116/79*z + 1
*
0 | 0.14383682804221059004340430350694980023 | 0.025641777567306209037163721041413613589
f(z) = -273/79*z^3 + 115/79*z + 1
*
0 | 0.14375360738620961943952856336941618968 | 0.025643718006118260916895555570415428376
f(z) = -272/77*z^3 + 118/77*z + 1
*
0 | 0.14377145018772408875992803550496563026 | 0.025646900922907590022252996329277295614
f(z) = -272/79*z^3 + 114/79*z + 1
*
0 | 0.11800815997155489550147791166092686658 | 0.021064915569395950497639698695022517748
f(z) = -271/76*z^3 + 119/76*z + 1
*
0 | 0.14368793554141656481198372345649232370 | 0.025648855394833136301577864712699462038
f(z) = -271/77*z^3 + 117/77*z + 1
*
0 | 0.11051784606237951473568781285369937579 | 0.019727865401652600753809809181730052608
f(z) = -271/78*z^3 + 115/78*z + 1
*
0 | 0.14370584053459815462095297578723392930 | 0.025652051505760818872100237269417068810
f(z) = -271/79*z^3 + 113/79*z + 1
*
0 | 0.14362202981160671716714085178120233419 | 0.025654020162014088576303861106031750741
f(z) = -270/77*z^3 + 116/77*z + 1
*
0 | 0.14363999743213468516820645828502323903 | 0.025657229570068636616334817631147232686
f(z) = -270/79*z^3 + 112/79*z + 1
*
0 | 0.12319419359592137528805484011760993644 | 0.022019758525003443881530670982574868723
f(z) = -269/75*z^3 + 119/75*z + 1
*
0 | 0.11787604997501834513179300364538217499 | 0.021069192309864476614540271926243519641
f(z) = -269/76*z^3 + 117/76*z + 1
*
0 | 0.14355588852377367243264865964898695951 | 0.025659212564060841229820032476988228995
f(z) = -269/77*z^3 + 115/77*z + 1
*
0 | 0.11038482831951674646782747592240557361 | 0.019730209626537078730806156966548855894
f(z) = -269/78*z^3 + 113/78*z + 1
*
0 | 0.14357391921192827847036090606260553041 | 0.025662435373412606080711094492766437446
f(z) = -269/79*z^3 + 111/79*z + 1
*
0 | 0.12312671775193037276841029369855771793 | 0.022022358159861088430942185337589027066
f(z) = -268/75*z^3 + 118/75*z + 1
*
0 | 0.14348950998688428290951839077955694318 | 0.025664432860792216687034997544516187427
f(z) = -268/77*z^3 + 114/77*z + 1
*
0 | 0.14350760418761190059362899166110933848 | 0.025667669176811318629293230354794276665
f(z) = -268/79*z^3 + 110/79*z + 1
*
0 | 0.13056019932544013806267532237552841172 | 0.023367529764251150188200170405031424236
f(z) = -267/74*z^3 + 119/74*z + 1
*
0 | 0.11774299007131295037273492618257755853 | 0.021073518876646045337500716919003720159
f(z) = -267/76*z^3 + 115/76*z + 1
*
0 | 0.14342289249161858170068000938402061311 | 0.025669681315505235891411957882126974533
f(z) = -267/77*z^3 + 113/77*z + 1
*
0 | 0.14344105065459796767830219367522698783 | 0.025672931244779832568035908178241933873
f(z) = -267/79*z^3 + 109/79*z + 1
*
0 | 0.12299414695080454431941932314360411879 | 0.022028159445070264827973645151734131250
f(z) = -266/75*z^3 + 116/75*z + 1
*
0 | 0.14337425688981474300355971050783963076 | 0.025678221845390374126025234830749225663
f(z) = -266/79*z^3 + 108/79*z + 1
*
0 | 0.14325227897272608241602766931672451486 | 0.025673694504985483721816342679199260785
f(z) = -265/73*z^3 + 119/73*z + 1
*
0 | 0.13042604590413774743518832807245809509 | 0.023374975128134421425136802040412986713
f(z) = -265/74*z^3 + 117/74*z + 1
*
0 | 0.11760896649199632714448538555375209380 | 0.021077896270937963869685775002344442621
f(z) = -265/76*z^3 + 113/76*z + 1
*
0 | 0.14328893369565075558166753927374511305 | 0.025680263769818695321047534425781741017
f(z) = -265/77*z^3 + 111/77*z + 1
*
0 | 0.11011903558180880729114149103324346147 | 0.019735549751702389967280577899711551396
f(z) = -265/78*z^3 + 109/78*z + 1
*
0 | 0.14330722115143794688754262962228149824 | 0.025683541250334332828962505716556621833
f(z) = -265/79*z^3 + 107/79*z + 1
*
0 | 0.14318480292070488163471914197558141315 | 0.025679001058297075476729420804618168574
f(z) = -264/73*z^3 + 118/73*z + 1
*
0 | 0.14323994167861747466030959101751337550 | 0.025688889734985584007463265451617131589
f(z) = -264/79*z^3 + 106/79*z + 1
*
0 | 0.10102014345478690359013504529959680133 | 0.018129459966724072834769056646967574826
f(z) = -263/72*z^3 + 119/72*z + 1
*
0 | 0.14311707994032434447490906906630740454 | 0.025684336634245896220261295354936777050
f(z) = -263/73*z^3 + 117/73*z + 1
*
0 | 0.13029091286825523083525121824380655115 | 0.023382503806581535386889909571868961250
f(z) = -263/74*z^3 + 115/74*z + 1
*
0 | 0.12279191414299791677286984815643948299 | 0.022036704914097136325610164937822680998
f(z) = -263/75*z^3 + 113/75*z + 1
*
0 | 0.11747396516689544199642017585075731531 | 0.021082325522322845913764411384987778220
f(z) = -263/76*z^3 + 111/76*z + 1
*
0 | 0.14315399808539106811158658713992604619 | 0.025690962105267251837875649555342813893
f(z) = -263/77*z^3 + 109/77*z + 1
*
0 | 0.10998313197665347814743979939216193873 | 0.019737992047873949162163416733625913500
f(z) = -263/78*z^3 + 107/78*z + 1
*
0 | 0.14317241669119911526142208484030677472 | 0.025694267578465172141503814376417012952
f(z) = -263/79*z^3 + 105/79*z + 1
*
0 | 0.14304910821651399184185705242506759098 | 0.025689701511803469831427716582651409268
f(z) = -262/73*z^3 + 116/73*z + 1
*
0 | 0.12272400908357988227436352272819805486 | 0.022039586272129331023313487067069758408
f(z) = -262/75*z^3 + 112/75*z + 1
*
0 | 0.14308615949959817503517678331771315325 | 0.025696355425378529201391028054500018250
f(z) = -262/77*z^3 + 108/77*z + 1
*
0 | 0.14310464438944116024901723478257561006 | 0.025699675063707389733020634456700399784
f(z) = -262/79*z^3 + 104/79*z + 1
*
0 | 0.14296225195272262586625961354572578206 | 0.025691747264434476236671507950628162846
f(z) = -261/71*z^3 + 119/71*z + 1
*
0 | 0.14298088591410449207650781820375813343 | 0.025695095973760323013787449296142119531
f(z) = -261/73*z^3 + 115/73*z + 1
*
0 | 0.13015478579630528789028461249419094447 | 0.023390117434923345611431134979975805127
f(z) = -261/74*z^3 + 113/74*z + 1
*
0 | 0.11733797171521985107147249760810731256 | 0.021086807689806946051260610810626552812
f(z) = -261/76*z^3 + 109/76*z + 1
*
0 | 0.14301807130031512081649990485192354953 | 0.025701778559767500597587078187229487208
f(z) = -261/77*z^3 + 107/77*z + 1
*
0 | 0.14303662295372579016068712839248215894 | 0.025705112477527287422445917426781289737
f(z) = -261/79*z^3 + 103/79*z + 1
*
-2 | 0.10456008689734099841235400142629303306 | 0.014985791998019526415298489118671673844
f(z) = -277/72*z^3 + 134/9*z + 1
*
[ 4 ] 
f(z) = -275/64*z^3 + 139/2*z + 1
*
-2 | 0.10442805299037788175964655343633950328 | 0.014982953999083642329386966286334752040
f(z) = -275/72*z^3 + 133/9*z + 1
*
[ -4 ] 
f(z) = -273/64*z^3 + 139/2*z + 1
*
[ 4 ] 
f(z) = -271/64*z^3 + 137/2*z + 1
*
-2 | 0.10416109258126148569027011607752056347 | 0.014977210837969796064813817684681397693
f(z) = -271/72*z^3 + 131/9*z + 1
*
[ -4 ] 
f(z) = -269/64*z^3 + 137/2*z + 1
*
[ 4/3 ] 
f(z) = -269/64*z^3 + 139/18*z + 1
*
-2 | 0.10402613734229222213475014950340834162 | 0.014974305001206117092364834848537432005
f(z) = -269/72*z^3 + 130/9*z + 1
*
[ 2 ] 
f(z) = -269/72*z^3 + 139/9*z + 1
*
[ 4 ] 
f(z) = -267/64*z^3 + 135/2*z + 1
*
[ -4 ] 
f(z) = -265/64*z^3 + 135/2*z + 1
*
[ 4/3 ] 
f(z) = -265/64*z^3 + 137/18*z + 1
*
-2 | 0.10375320248297238780910604816866278259 | 0.014968423069853274875292109418724761802
f(z) = -265/72*z^3 + 128/9*z + 1
*
[ 2 ] 
f(z) = -265/72*z^3 + 137/9*z + 1
*
[ 4 ] 
f(z) = -263/64*z^3 + 133/2*z + 1
*
-2 | 0.10361519210627325002721099594816278389 | 0.014965446252441838101760880813870282761
f(z) = -263/72*z^3 + 127/9*z + 1
*
[ 2 ] 
f(z) = -263/72*z^3 + 136/9*z + 1
*
[ -4 ] 
f(z) = -261/64*z^3 + 133/2*z + 1
*
[ -4/5 ] 
f(z) = -279/64*z^3 + 126/25*z + 1
*
-52/55 | 0.21488420958596560717518288906697985175 | 0.025958719446932001150886899840808502192
f(z) = -275/64*z^3 + 123/22*z + 1
*
[ -6/11 ] 
f(z) = -275/72*z^3 + 131/33*z + 1
*
-4/5 | 0.15516250103363471862669427915797732947 | 0.027624857473379207864565231104828866348
f(z) = -275/72*z^3 + 133/36*z + 1
*
[ -4/13 ] 
f(z) = -273/64*z^3 + 121/26*z + 1
*
[ -4/5 ] 
f(z) = -271/64*z^3 + 124/25*z + 1
*
[ -4/5 ] 
f(z) = -267/64*z^3 + 123/25*z + 1
*
[ -4/5 ] 
f(z) = -263/64*z^3 + 122/25*z + 1
*
[ -4/15 ] 
f(z) = -261/64*z^3 + 126/25*z + 1
*
[ 4/5 ] 
f(z) = -279/64*z^3 + 127/50*z + 1
*
[ 4/5 ] 
f(z) = -271/64*z^3 + 123/50*z + 1
*
[ 4/5 ] 
f(z) = -267/64*z^3 + 121/50*z + 1
*
0 | 0.14421853165719915216329239088796812757 | 0.025594306409610113323252303066158285114
f(z) = -280/71*z^3 + 138/71*z + 1
*
0 | 0.14423596435921379747784970251871787355 | 0.025597400172331056871573405740074485845
f(z) = -280/73*z^3 + 134/73*z + 1
*
0 | 0.14428811771524810311855448061400650128 | 0.025606655771866658402375045338103986701
f(z) = -280/79*z^3 + 122/79*z + 1
*
0 | 0.13131033324772308334899279851876477357 | 0.023318308445016770054305432834482956232
f(z) = -279/70*z^3 + 139/70*z + 1
*
0 | 0.14415449519213310966572006136309363158 | 0.025599196190328258903060655301218944395
f(z) = -279/71*z^3 + 137/71*z + 1
*
0 | 0.14417198723943790360172848631029790846 | 0.025602302457324158724833734976611083846
f(z) = -279/73*z^3 + 133/73*z + 1
*
0 | 0.13134531736631323813656995007506487843 | 0.023324520983267078850885790352285385195
f(z) = -279/74*z^3 + 131/74*z + 1
*
0 | 0.11852736616590093552876406401150027244 | 0.021048287785682304353419750629862018834
f(z) = -279/76*z^3 + 127/76*z + 1
*
0 | 0.14420689838218444453941509718576900773 | 0.025608502036402189641554355254366530630
f(z) = -279/77*z^3 + 125/77*z + 1
*
0 | 0.14422431766772463269453266424952284539 | 0.025611595382242319639529073825724195738
f(z) = -279/79*z^3 + 121/79*z + 1
*
0 | 0.14409023639401177745408161537017663743 | 0.025604111130274066346871114022871119316
f(z) = -278/71*z^3 + 136/71*z + 1
*
0 | 0.14410778819250664986793932691820946241 | 0.025607229996690316926657588753636015918
f(z) = -278/73*z^3 + 132/73*z + 1
*
0 | 0.12378064346671442904207093230760122745 | 0.021995198497920577701843232161339123684
f(z) = -278/75*z^3 + 128/75*z + 1
*
0 | 0.14414281835004548938732675617844071496 | 0.025613454679701335497795739056579755526
f(z) = -278/77*z^3 + 124/77*z + 1
*
0 | 0.14416029690108886196432766299856191127 | 0.025616560530413433279595319741843589818
f(z) = -278/79*z^3 + 120/79*z + 1
*
0 | 0.12366447858274612801296546969489093504 | 0.021988636850204500371851296964513577602
f(z) = -277/69*z^3 + 139/69*z + 1
*
0 | 0.13118153168873054152902338206153032367 | 0.023325235304550424160427248021734993022
f(z) = -277/70*z^3 + 137/70*z + 1
*
0 | 0.14402575371272754438660776434340918184 | 0.025609051457303551128654382944761755223
f(z) = -277/71*z^3 + 135/71*z + 1
*
0 | 0.099094415243495665289213487693495779661 | 0.017619862515448362595773250396938668998
f(z) = -277/72*z^3 + 133/72*z + 1
*
0 | 0.14404336567249596321091474740663003357 | 0.025612183019349551659395091734879398724
f(z) = -277/73*z^3 + 131/73*z + 1
*
0 | 0.13121675563273226788906762737304574480 | 0.023331498432992498578635401041136727097
f(z) = -277/74*z^3 + 129/74*z + 1
*
0 | 0.12371731455991123760780822623460433176 | 0.021998031553742848427124075963196921188
f(z) = -277/75*z^3 + 127/75*z + 1
*
0 | 0.11839892385450361263972314774316096675 | 0.021052374699091075756851843265139608141
f(z) = -277/76*z^3 + 125/76*z + 1
*
0 | 0.14407851566008821081918002678553580081 | 0.025618432997688626329177782290637989551
f(z) = -277/77*z^3 + 123/77*z + 1
*
0 | 0.11090824266939797709884770981155844125 | 0.019720465405269592824254297991990500869
f(z) = -277/78*z^3 + 121/78*z + 1
*
0 | 0.14396104558189644317836952064052730891 | 0.025614017402213774403407068837216437063
f(z) = -276/71*z^3 + 134/71*z + 1
*
0 | 0.14397871811726317432252157015774599321 | 0.025617161757178653971652193845650537176
f(z) = -276/73*z^3 + 130/73*z + 1
*
0 | 0.14401398875858648399080810914270278752 | 0.025623437224385708644428189057715786813
f(z) = -276/77*z^3 + 122/77*z + 1
*
0 | 0.11819864949137691712237912134506144527 | 0.021043878669095364721187753512103508457
f(z) = -275/68*z^3 + 139/68*z + 1
*
0 | 0.12353367976643458555261193567805244244 | 0.021993718030944034478080430538478740316
f(z) = -275/69*z^3 + 137/69*z + 1
*
0 | 0.14389611041862936291250640576421859005 | 0.025619009198792077251486226113742066517
f(z) = -275/71*z^3 + 133/71*z + 1
*
0 | 0.10181729030934833789661787551200551739 | 0.018127370430254361698346665170661232849
f(z) = -275/72*z^3 + 131/72*z + 1
*
0 | 0.14391384394821923167386091086584619522 | 0.025622166445060709414622083334187494484
f(z) = -275/73*z^3 + 129/73*z + 1
*
0 | 0.13108729456799958324559268378533163080 | 0.023338550261102580163621580195364229784
f(z) = -275/74*z^3 + 127/74*z + 1
*
0 | 0.11826958385936162365973612895517890363 | 0.021056507698612728438817451327514461858
f(z) = -275/76*z^3 + 123/76*z + 1
*
0 | 0.12346948799976280185005938037059024492 | 0.021996556226687086648121755995017317621
f(z) = -274/69*z^3 + 136/69*z + 1
*
0 | 0.14383094662329922553621064660136160801 | 0.025624027083866327776133774638421421023
f(z) = -274/71*z^3 + 132/71*z + 1
*
0 | 0.14384874157009690045899357533814509355 | 0.025627197320935640914694625672632695952
f(z) = -274/73*z^3 + 128/73*z + 1
*
0 | 0.12352287294102063940105854103711784300 | 0.022006066955864473913722482119790583005
f(z) = -274/75*z^3 + 124/75*z + 1
*
0 | 0.14388425602416553168356581145050576268 | 0.025633524355237283466757361000291057982
f(z) = -274/77*z^3 + 120/77*z + 1
*
0 | 0.14372976253469294964674619273013238828 | 0.025622691009529139377784805156615187951
f(z) = -273/67*z^3 + 139/67*z + 1
*
0 | 0.11806790611582654958106041539548204617 | 0.021047954322040320657115494301586958661
f(z) = -273/68*z^3 + 137/68*z + 1
*
0 | 0.14376555257930404056184957658162281326 | 0.025629071297356205779635439929792655333
f(z) = -273/71*z^3 + 131/71*z + 1
*
0 | 0.14378340937071486119406288902587966943 | 0.025632254625851795772102125702682919401
f(z) = -273/73*z^3 + 127/73*z + 1
*
0 | 0.13095692149347510053236945340035604993 | 0.023345677859702490972083592997773158095
f(z) = -273/74*z^3 + 125/74*z + 1
*
0 | 0.11813933353620537338721119478679059459 | 0.021060687681434361187700378471338271962
f(z) = -273/76*z^3 + 121/76*z + 1
*
0 | 0.14366401153196123814625060928672462154 | 0.025627735305839372679591475827653609383
f(z) = -272/67*z^3 + 138/67*z + 1
*
[ 3/4 ] 
f(z) = -272/69*z^3 + 130/69*z + 1
*
0 | 0.12333834356180991246401389660748016966 | 0.022001908398329347397443536748037394746
f(z) = -272/69*z^3 + 134/69*z + 1
*
0 | 0.14369992665282575005817722676161364323 | 0.025634142082325550442413365262108792249
f(z) = -272/71*z^3 + 130/71*z + 1
*
0 | 0.14371784572073762058429483294763620614 | 0.025637338604018602379054789060106975793
f(z) = -272/73*z^3 + 126/73*z + 1
*
0 | 0.12339210086848229105581395654616377200 | 0.022011497981771043624614851674542822354
f(z) = -272/75*z^3 + 122/75*z + 1
*
[ 3/4 ] 
f(z) = -272/75*z^3 + 128/75*z + 1
*
0 | 0.11040892085091690343335386632414646295 | 0.019708421827721852392273634703052008506
f(z) = -271/66*z^3 + 139/66*z + 1
*
0 | 0.14359802611720920125188412224178236229 | 0.025632806212892856591426890313693594291
f(z) = -271/67*z^3 + 137/67*z + 1
*
0 | 0.11793623258818314269320852435444008008 | 0.021052076251689287137556556819253009397
f(z) = -271/68*z^3 + 135/68*z + 1
*
0 | 0.12327242121277580971418224942478377627 | 0.022004606677267573095479679235397118206
f(z) = -271/69*z^3 + 133/69*z + 1
*
0 | 0.13078965987265307841357229815546476443 | 0.023346463017739986793566106872676099845
f(z) = -271/70*z^3 + 131/70*z + 1
*
0 | 0.14363406719258477382015960787597725870 | 0.025639239685035797150663474425394123256
f(z) = -271/71*z^3 + 129/71*z + 1
*
0 | 0.10155537129526948803382883441058947554 | 0.018128028794527111580668215066932730262
f(z) = -271/72*z^3 + 127/72*z + 1
*
0 | 0.14365204897343114508982728381288819013 | 0.025642449502860322977132519862385627311
f(z) = -271/73*z^3 + 125/73*z + 1
*
0 | 0.13082562346034424961207430819442835871 | 0.023352882658029859087842205652348004432
f(z) = -271/74*z^3 + 123/74*z + 1
*
0 | 0.12332636665930896834781596043716299135 | 0.022014236149304492080074757092161086095
f(z) = -271/75*z^3 + 121/75*z + 1
*
0 | 0.14353180461215228573174029635913784434 | 0.025637903977825897478917395867351547348
f(z) = -270/67*z^3 + 136/67*z + 1
*
0 | 0.14356797252959016234654870054285154759 | 0.025644364355000530362727040142162722478
f(z) = -270/71*z^3 + 128/71*z + 1
*
0 | 0.14358601746441412537730472725999110026 | 0.025647587573070929523446099695231898724
f(z) = -270/73*z^3 + 124/73*z + 1
*
0 | 0.14344715798411941108524952804402750643 | 0.025639778042371180911019945516435819540
f(z) = -269/65*z^3 + 139/65*z + 1
*
0 | 0.11027617618354976778540434417846444143 | 0.019710789118740533349556290486288266091
f(z) = -269/66*z^3 + 137/66*z + 1
*
0 | 0.14346534532040849220385707094858025588 | 0.025643028851046565245769174682456313257
f(z) = -269/67*z^3 + 135/67*z + 1
*
0 | 0.11780361557155802090497665563239425209 | 0.021056245367914187984495696987611948458
f(z) = -269/68*z^3 + 133/68*z + 1
*
0 | 0.12313986788621040356913123711415085486 | 0.022010048335142883471925187869280548247
f(z) = -269/69*z^3 + 131/69*z + 1
*
0 | 0.13065717014630532442497543067284299171 | 0.023353692671739547639045461987085292159
f(z) = -269/70*z^3 + 129/70*z + 1
*
0 | 0.14350164097688526292994912770358939924 | 0.025649516345041180173072063597650406311
f(z) = -269/71*z^3 + 127/71*z + 1
*
0 | 0.098570550967751818552389021596625842127 | 0.017618522972809157745386144186122080055
f(z) = -269/72*z^3 + 125/72*z + 1
*
0 | 0.14351974951140477753565042668501795894 | 0.025652753068670130509107864758826588914
f(z) = -269/73*z^3 + 123/73*z + 1
*
0 | 0.13069338724188237518048901393758603451 | 0.023360166123740860391473500228991332929
f(z) = -269/74*z^3 + 121/74*z + 1
*
0 | 0.14338039459329643594495431025590278026 | 0.025644916558220201588002259079349502212
f(z) = -268/65*z^3 + 138/65*z + 1
*
0 | 0.12307219989065348553699464629768807933 | 0.022012607133527647415758326787915124990
f(z) = -268/69*z^3 + 130/69*z + 1
*
0 | 0.14343507082928880177261669607876997143 | 0.025654695911343891026429049133366257861
f(z) = -268/71*z^3 + 126/71*z + 1
*
0 | 0.14345324341396308455930012413183536635 | 0.025657946247060577372741230494386258260
f(z) = -268/73*z^3 + 122/73*z + 1
*
0 | 0.11763210314849754409248959107254338361 | 0.021053672449612823656755753096727622814
f(z) = -267/64*z^3 + 139/64*z + 1
*
0 | 0.14331338950668548172609078482165450025 | 0.025650082584246252860193545991544066316
f(z) = -267/65*z^3 + 137/65*z + 1
*
0 | 0.14333170649927272851950584376841198576 | 0.025653360940680185289766496224970939096
f(z) = -267/67*z^3 + 133/67*z + 1
*
0 | 0.11767004143999597082383679166668041143 | 0.021060462605880772770556278666505119287
f(z) = -267/68*z^3 + 131/68*z + 1
*
0 | 0.13052372511815329783432287206047128469 | 0.023361001648264759923448329947796032490
f(z) = -267/70*z^3 + 127/70*z + 1
*
0 | 0.14336826036313128258042071492820979886 | 0.025659903313517591854187830715601358692
f(z) = -267/71*z^3 + 125/71*z + 1
*
0 | 0.14338649745322837915827949695449070385 | 0.025663167369086279977026779779601439571
f(z) = -267/73*z^3 + 121/73*z + 1
*
0 | 0.14324614096706780809864575807575519724 | 0.025655276379742723436174991450618886088
f(z) = -266/65*z^3 + 136/65*z + 1
*
0 | 0.14326452348425438545552075265607169121 | 0.025658568674779735534238955497392777563
f(z) = -266/67*z^3 + 132/67*z + 1
*
0 | 0.12293820705788355032505001880937451389 | 0.022018140652215864267086394093937143284
f(z) = -266/69*z^3 + 128/69*z + 1
*
0 | 0.14330120783598659955502385687161843570 | 0.025665138814653297751564307651280817561
f(z) = -266/71*z^3 + 124/71*z + 1
*
0 | 0.14331950989165216643958246755210561055 | 0.025668416699092261468584150833327739099
f(z) = -266/73*z^3 + 120/73*z + 1
*
0 | 0.12959705677683631888814893351838901564 | 0.023226403574823611437741668967578694872
f(z) = -265/63*z^3 + 139/63*z + 1
*
0 | 0.11749729493761180640782725496387216747 | 0.021057882478538117217592331507012345373
f(z) = -265/64*z^3 + 137/64*z + 1
*
0 | 0.11000882969562523125515139325497983571 | 0.019715798636573066111962533946432571901
f(z) = -265/66*z^3 + 133/66*z + 1
*
0 | 0.14319709571074980635466772552203173880 | 0.025663804552658531695831523216071821211
f(z) = -265/67*z^3 + 131/67*z + 1
*
0 | 0.11753549627005651737610217112807481841 | 0.021064728926956963169294521967929062678
f(z) = -265/68*z^3 + 129/68*z + 1
*
0 | 0.12287084509048893520393022907041004017 | 0.022020930927201552104949705585417443818
f(z) = -265/69*z^3 + 127/69*z + 1
*
0 | 0.14323391148639876009803311715958392708 | 0.025670402681384674188273710602437415410
f(z) = -265/71*z^3 + 123/71*z + 1
*
0 | 0.091295061549944613057383961507246668305 | 0.016361914357351187651917681829702226777
f(z) = -265/72*z^3 + 121/72*z + 1
*
0 | 0.14311090640344149419797294629172370202 | 0.025665748333801851842881383546099698836
f(z) = -264/65*z^3 + 134/65*z + 1
*
0 | 0.14312942138787456634867676831482712339 | 0.025669068841950433181660859401137046499
f(z) = -264/67*z^3 + 130/67*z + 1
*
0 | 0.14316636953360360985821578893230089000 | 0.025675695183949895648525890289784922873
f(z) = -264/71*z^3 + 122/71*z + 1
*
0 | 0.13017958527638162880160525150634740536 | 0.023362524532636358412108448683217428317
f(z) = -263/62*z^3 + 139/62*z + 1
*
0 | 0.12946119253451341626165106298573641286 | 0.023233599033140171089838689868961567085
f(z) = -263/63*z^3 + 137/63*z + 1
*
0 | 0.11736149764985944170152763556116131983 | 0.021062141673063380158566898683788406654
f(z) = -263/64*z^3 + 135/64*z + 1
*
0 | 0.14304291676764796850229127160070111637 | 0.025671027028616169795543555529403235758
f(z) = -263/65*z^3 + 133/65*z + 1
*
0 | 0.10987316602586032850491653930518692312 | 0.019718257139226750179752574973269384065
f(z) = -263/66*z^3 + 131/66*z + 1
*
0 | 0.14306149870500609881752926797975269634 | 0.025674361813916580440872625810733579152
f(z) = -263/67*z^3 + 129/67*z + 1
*
0 | 0.11739996583208632277604895960583067632 | 0.021069045319661219550613877768987261021
f(z) = -263/68*z^3 + 127/68*z + 1
*
0 | 0.12273641474076434791510182448097673217 | 0.022026744779845090527358988166301241024
f(z) = -263/69*z^3 + 125/69*z + 1
*
0 | 0.13025391331384831535605920925721762946 | 0.023375863725529710093743624003023881158
f(z) = -263/70*z^3 + 123/70*z + 1
*
0 | 0.14309858017724544999132828377184181364 | 0.025681016596254831529155549651606651803
f(z) = -263/71*z^3 + 121/71*z + 1
*
0 | 0.12939288458532006239403480724146022496 | 0.023237226880973797775333356931459688608
f(z) = -262/63*z^3 + 136/63*z + 1
*
0 | 0.14297467645469801853344910169641944029 | 0.025676334565529635852794455078575009439
f(z) = -262/65*z^3 + 132/65*z + 1
*
0 | 0.14299332583149242449946339075127288864 | 0.025679683743509160895336895239500941019
f(z) = -262/67*z^3 + 128/67*z + 1
*
0 | 0.12266727549468796163595521725374527747 | 0.022029397680375785538111957174213998738
f(z) = -262/69*z^3 + 124/69*z + 1
*
0 | 0.14303054159708843365905277512188981718 | 0.025686367195937593088727560206624601296
f(z) = -262/71*z^3 + 120/71*z + 1
*
0 | 0.14286866482392243701536176154438237097 | 0.025674928720885416408822589494926144425
f(z) = -261/61*z^3 + 139/61*z + 1
*
0 | 0.13004264831818615108050727166073599889 | 0.023369965207972831020759401260001712912
f(z) = -261/62*z^3 + 137/62*z + 1
*
0 | 0.11722469665689944258248262880113440787 | 0.021066451028310774180275505892175259244
f(z) = -261/64*z^3 + 133/64*z + 1
*
0 | 0.14290618360828546391876340928665416450 | 0.025681671221876814272297974911257877237
f(z) = -261/65*z^3 + 131/65*z + 1
*
0 | 0.14292490091635548541161025589725681656 | 0.025685034909436552617424706750384623462
f(z) = -261/67*z^3 + 127/67*z + 1
*
0 | 0.11726343558116900257351158863873196696 | 0.021073412800653019716220824889727585901
f(z) = -261/68*z^3 + 125/68*z + 1
*
0 | 0.13011751784468945290285580445585686175 | 0.023383420011086640509939195728725684292
f(z) = -261/70*z^3 + 121/70*z + 1
*
[ 36/55 ] 
f(z) = -275/64*z^3 + 130/99*z + 1
*
[ 2/3 ] 
f(z) = -273/68*z^3 + 131/102*z + 1
*
[ 2/3 ] 
f(z) = -273/76*z^3 + 125/114*z + 1
*
[ 2/3 ] 
f(z) = -267/68*z^3 + 127/102*z + 1
*
[ 2/3 ] 
f(z) = -267/76*z^3 + 121/114*z + 1
*
[ 4 ] 
f(z) = -279/64*z^3 + 141/2*z + 1
*
[ -4 ] 
f(z) = -277/64*z^3 + 141/2*z + 1
*
[ 4/3 ] 
f(z) = -277/64*z^3 + 143/18*z + 1
*
[ 2 ] 
f(z) = -277/72*z^3 + 143/9*z + 1
*
[ -2 ] 
f(z) = -277/72*z^3 + 152/9*z + 1
*
[ -12/5 ] 
f(z) = -275/64*z^3 + 157/6*z + 1
*
[ 2 ] 
f(z) = -275/72*z^3 + 142/9*z + 1
*
[ -2 ] 
f(z) = -275/72*z^3 + 151/9*z + 1
*
[ 2 ] 
f(z) = -271/72*z^3 + 140/9*z + 1
*
[ -2 ] 
f(z) = -271/72*z^3 + 149/9*z + 1
*
[ -2 ] 
f(z) = -269/72*z^3 + 148/9*z + 1
*
[ -2 ] 
f(z) = -265/72*z^3 + 146/9*z + 1
*
[ -2 ] 
f(z) = -263/72*z^3 + 145/9*z + 1
*
[ -2/3 ] 
f(z) = -279/68*z^3 + 147/34*z + 1
*
[ -2/3 ] 
f(z) = -279/76*z^3 + 157/38*z + 1
*
[ -2/5 ] 
f(z) = -275/68*z^3 + 141/34*z + 1
*
[ -2/5 ] 
f(z) = -275/76*z^3 + 155/38*z + 1
*
-12/13 | 0.20323016412907878080259905943027432333 | 0.021916254849639314702295690237205275168
f(z) = -273/64*z^3 + 145/39*z + 1
*
[ -2/3 ] 
f(z) = -261/68*z^3 + 143/34*z + 1
*
[ -2/3 ] 
f(z) = -261/76*z^3 + 153/38*z + 1
*
0 | 0.14413100198508653105644420833407091103 | 0.025578772613625363399313099146540067717
f(z) = -280/61*z^3 + 158/61*z + 1
*
0 | 0.14418359330918397099744316927802481193 | 0.025588105938878157275343643612473978895
f(z) = -280/67*z^3 + 146/67*z + 1
*
0 | 0.12385640266000135545148654949283480728 | 0.021980661459008008522602531386009151310
f(z) = -280/69*z^3 + 142/69*z + 1
*
0 | 0.14406666634161949110851253526433087882 | 0.025583599396260391135428216313130036799
f(z) = -279/61*z^3 + 157/61*z + 1
*
0 | 0.11842096208894137878179723767357787082 | 0.021029392371856269686031756806625259748
f(z) = -279/64*z^3 + 151/64*z + 1
*
0 | 0.14410187199364297955869301741497958746 | 0.025589851274788053523134627070089789232
f(z) = -279/65*z^3 + 149/65*z + 1
*
0 | 0.14411943766604307859693119558993548847 | 0.025592970616251431690899530614593199689
f(z) = -279/67*z^3 + 145/67*z + 1
*
0 | 0.11845739773687435979672023483125545680 | 0.021035862675113306171873750493539503640
f(z) = -279/68*z^3 + 143/68*z + 1
*
0 | 0.14400210631088134704028432266345482259 | 0.025588450857247506101117060571865164507
f(z) = -278/61*z^3 + 156/61*z + 1
*
0 | 0.13045666745930284620724250854847447024 | 0.023181494422560434888982837062682440667
f(z) = -278/63*z^3 + 152/63*z + 1
*
0 | 0.14403743295520540254327889632468548447 | 0.025594728224470774623336332928662375690
f(z) = -278/65*z^3 + 148/65*z + 1
*
0 | 0.14405505887314268435595177684409349233 | 0.025597860261539581944050352384271042985
f(z) = -278/67*z^3 + 144/67*z + 1
*
0 | 0.12372902159076595158167816657554567465 | 0.021986025549901228290023553962573761397
f(z) = -278/69*z^3 + 140/69*z + 1
*
0 | 0.097913990523897830032913497534476549111 | 0.017409972571418285320077138140148921944
f(z) = -277/60*z^3 + 157/60*z + 1
*
0 | 0.14393732032151341203067379324562743542 | 0.025593327219049164265313099940506546339
f(z) = -277/61*z^3 + 155/61*z + 1
*
0 | 0.13111078512529306623151623282398458756 | 0.023312655940535350858426887156655436136
f(z) = -277/62*z^3 + 153/62*z + 1
*
0 | 0.13039194246843180654297082674057949290 | 0.023184839365272131056657452454879445624
f(z) = -277/63*z^3 + 151/63*z + 1
*
0 | 0.11829179831004101405891173784601985966 | 0.021033326830846579189712463529491407973
f(z) = -277/64*z^3 + 149/64*z + 1
*
0 | 0.14397276879338755072243928063054689822 | 0.025599630270530625618992668453407635865
f(z) = -277/65*z^3 + 147/65*z + 1
*
0 | 0.11080257005449965546875437327832771102 | 0.019701675880738052073969453760509799714
f(z) = -277/66*z^3 + 145/66*z + 1
*
0 | 0.14399045537194207859839164540966369878 | 0.025602775100456042769397924098211134347
f(z) = -277/67*z^3 + 143/67*z + 1
*
0 | 0.11832847577077926056218417082072384543 | 0.021039848407406021848193940091258653606
f(z) = -277/68*z^3 + 141/68*z + 1
*
0 | 0.14387230678558620207116812784724946482 | 0.025598228706988933311150825720220258565
f(z) = -276/61*z^3 + 154/61*z + 1
*
0 | 0.14390787792894684551965270521408546181 | 0.025604557640495725918516496486732565449
f(z) = -276/65*z^3 + 146/65*z + 1
*
0 | 0.14392562558750756066569151933537223076 | 0.025607715361623585467788823485882722190
f(z) = -276/67*z^3 + 142/67*z + 1
*
0 | 0.14380706409836552594305719953543141259 | 0.025603155549299252035539237684725657733
f(z) = -275/61*z^3 + 153/61*z + 1
*
0 | 0.13098059058024007498983879824864147316 | 0.023319552871694306554331679842283055458
f(z) = -275/62*z^3 + 151/62*z + 1
*
0 | 0.13026180951519104316428636489532776802 | 0.023191582361137513188032421866437642545
f(z) = -275/63*z^3 + 149/63*z + 1
*
0 | 0.11816172686258851837126090337989032235 | 0.021037305029517327106228270759315848819
f(z) = -275/64*z^3 + 147/64*z + 1
*
0 | 0.14386056792828162572550839558070782570 | 0.025612681276622967860106291728058656925
f(z) = -275/67*z^3 + 141/67*z + 1
*
[ 4/5 ] 
f(z) = -275/68*z^3 + 159/68*z + 1
*
[ 4/5 ] 
f(z) = -275/76*z^3 + 157/76*z + 1
*
0 | 0.14374159063807443174934257184628330429 | 0.025608107977170169992851043090472497985
f(z) = -274/61*z^3 + 152/61*z + 1
*
0 | 0.13019639833520343221695253474284902125 | 0.023194980742918064950250418334663726593
f(z) = -274/63*z^3 + 148/63*z + 1
*
0 | 0.14377740969157206168343123990676719752 | 0.025614489277012029248223069472065058876
f(z) = -274/65*z^3 + 144/65*z + 1
*
0 | 0.14379528078584807315051094555473011713 | 0.025617673080042584191328466401370469292
f(z) = -274/67*z^3 + 140/67*z + 1
*
0 | 0.14367588476565092158112289448947667029 | 0.025613086224799091266863090649890793943
f(z) = -273/61*z^3 + 151/61*z + 1
*
0 | 0.13084947378999508325559306453069415140 | 0.023326523167887791433140428365320925451
f(z) = -273/62*z^3 + 149/62*z + 1
*
0 | 0.11803073489335021082753244359296858909 | 0.021041327811767420155623601297754792926
f(z) = -273/64*z^3 + 145/64*z + 1
*
0 | 0.14360994482450134368830296974998039494 | 0.025618090529441546929101990061585726321
f(z) = -272/61*z^3 + 150/61*z + 1
*
0 | 0.13006487839564000512158361538800009573 | 0.023201832112060220045168344725301644132
f(z) = -272/63*z^3 + 146/63*z + 1
*
0 | 0.14364601527118990108650167592282104337 | 0.025624525013974175236145548163261112526
f(z) = -272/65*z^3 + 142/65*z + 1
*
0 | 0.097520251431860790881942192566356565366 | 0.017407744203566746668434364420837903982
f(z) = -271/60*z^3 + 151/60*z + 1
*
0 | 0.14354376914024936925115185803825234754 | 0.025623121131463021437398342462019796747
f(z) = -271/61*z^3 + 149/61*z + 1
*
0 | 0.13071742158975302468636272005263963555 | 0.023333568203258220741466664549248019131
f(z) = -271/62*z^3 + 147/62*z + 1
*
0 | 0.12999876631436788474427021134832765926 | 0.023205285441259914985985439934273833881
f(z) = -271/63*z^3 + 145/63*z + 1
*
0 | 0.11789880927400309426333872228709277903 | 0.021045396044543275221009841760325507673
f(z) = -271/64*z^3 + 143/64*z + 1
*
0 | 0.14357996661271994591870676203059760800 | 0.025629582521095755535187277117599435469
f(z) = -271/65*z^3 + 141/65*z + 1
*
0 | 0.14347735602048045851048906969760424741 | 0.025628178274391858946511920602389755677
f(z) = -270/61*z^3 + 148/61*z + 1
*
0 | 0.097387121627341666612090743026380354269 | 0.017406996540056093458838203688756505563
f(z) = -269/60*z^3 + 149/60*z + 1
*
0 | 0.14341070375448171860798063905452857286 | 0.025633262204973276243967940383992352308
f(z) = -269/61*z^3 + 147/61*z + 1
*
0 | 0.13058442053067151598922040275309940898 | 0.023340689388692802547691885339196795882
f(z) = -269/62*z^3 + 145/62*z + 1
*
0 | 0.12986582949018923736803293845177645421 | 0.023212248260683546982570356781848018731
f(z) = -269/63*z^3 + 143/63*z + 1
*
0 | 0.11776593659322488292688406589679713541 | 0.021049510618652498726116472349013408411
f(z) = -269/64*z^3 + 141/64*z + 1
*
0 | 0.14334381061297705301197508361954552230 | 0.025638373173224509789583127166964485970
f(z) = -268/61*z^3 + 146/61*z + 1
*
0 | 0.12979900131696839859339479984455880449 | 0.023215758106649798264789899923264183260
f(z) = -268/63*z^3 + 142/63*z + 1
*
0 | 0.14327667484785749985621911834007436997 | 0.025643511432491125127435315947394736824
f(z) = -267/61*z^3 + 145/61*z + 1
*
0 | 0.13045045687163717781925344107708144703 | 0.023347888173100921716338736716879415256
f(z) = -267/62*z^3 + 143/62*z + 1
*
0 | 0.14320929469190665389629731591269505338 | 0.025648677239504517755152889401315487372
f(z) = -266/61*z^3 + 144/61*z + 1
*
0 | 0.14314166835852106408928470143732884949 | 0.025653870854440635378318414624190622955
f(z) = -265/61*z^3 + 143/61*z + 1
*
0 | 0.13031551657073130763175688044299537187 | 0.023355166044746247940328486117833730622
f(z) = -265/62*z^3 + 141/62*z + 1
*
0 | 0.14307379404142549602334228062919675869 | 0.025659092540979952348480900996851626806
f(z) = -264/61*z^3 + 142/61*z + 1
*
0 | 0.096981888913344205791878444640700030683 | 0.017404739415547129315772328696656189425
f(z) = -263/60*z^3 + 143/60*z + 1
*
0 | 0.14300566991438294556318451000021790298 | 0.025664342566368727982779953468793594110
f(z) = -263/61*z^3 + 141/61*z + 1
*
0 | 0.14293729413089928713176872504457635271 | 0.025669621201481581392571602215966040185
f(z) = -262/61*z^3 + 140/61*z + 1
*
[ 5/7 ] 
f(z) = -266/75*z^3 + 148/105*z + 1
*
[ 2/3 ] 
f(z) = -261/73*z^3 + 159/146*z + 1
*
[ 2/3 ] 
f(z) = -261/77*z^3 + 155/154*z + 1
*
[ 2/3 ] 
f(z) = -261/79*z^3 + 153/158*z + 1
*
[ -4/3 ] 
f(z) = -275/64*z^3 + 169/18*z + 1
*
[ -4/3 ] 
f(z) = -271/64*z^3 + 167/18*z + 1
*
[ -4/3 ] 
f(z) = -263/64*z^3 + 163/18*z + 1
*
[ -4/5 ] 
f(z) = -275/72*z^3 + 169/36*z + 1
*
[ 8/11 ] 
f(z) = -275/64*z^3 + 167/88*z + 1
*
[ 3/4 ] 
f(z) = -268/63*z^3 + 173/84*z + 1
*
[ 2/3 ] 
f(z) = -270/61*z^3 + 179/122*z + 1
*
[ 2/3 ] 
f(z) = -270/67*z^3 + 173/134*z + 1
*
[ 2/3 ] 
f(z) = -261/61*z^3 + 171/122*z + 1
*
[ 2/3 ] 
f(z) = -261/65*z^3 + 167/130*z + 1
*
[ 2/3 ] 
f(z) = -261/67*z^3 + 165/134*z + 1
*
[ 2/3 ] 
f(z) = -279/71*z^3 + 177/142*z + 1
*
[ 2/3 ] 
f(z) = -279/73*z^3 + 175/146*z + 1
*
[ 2/3 ] 
f(z) = -279/77*z^3 + 171/154*z + 1
*
[ 2/3 ] 
f(z) = -279/79*z^3 + 169/158*z + 1
*
[ 2/3 ] 
f(z) = -270/71*z^3 + 169/142*z + 1
*
[ 2/3 ] 
f(z) = -270/73*z^3 + 167/146*z + 1
*
[ 2/3 ] 
f(z) = -270/77*z^3 + 163/154*z + 1
*
[ 2/3 ] 
f(z) = -270/79*z^3 + 161/158*z + 1
*
[ 2/3 ] 
f(z) = -261/71*z^3 + 161/142*z + 1
*
[ -4/25 ] 
f(z) = -275/64*z^3 + 184/25*z + 1
*
[ -12/55 ] 
f(z) = -275/64*z^3 + 191/33*z + 1
*
[ -2/5 ] 
f(z) = -265/72*z^3 + 184/45*z + 1
*
[ 2/3 ] 
f(z) = -279/61*z^3 + 187/122*z + 1
*
[ 2/3 ] 
f(z) = -279/65*z^3 + 183/130*z + 1
*
[ 2/3 ] 
f(z) = -279/67*z^3 + 181/134*z + 1
*
[ 20/31 ] 
f(z) = -279/64*z^3 + 196/155*z + 1
*
[ 2/3 ] 
f(z) = -271/64*z^3 + 199/144*z + 1
*
[ 2/3 ] 
f(z) = -269/64*z^3 + 197/144*z + 1
*
[ 2/3 ] 
f(z) = -265/64*z^3 + 193/144*z + 1
*
[ 2/3 ] 
f(z) = -263/64*z^3 + 191/144*z + 1
*
4/5 | 0.15883316151968099073602911467744775544 | 0.022093400418360726193600799037529218244
f(z) = -265/72*z^3 + 199/180*z + 1
*
-6/5 | 0.13805422640774377257158911133016053992 | 0.016149163953180717659259346509280648067
f(z) = -275/72*z^3 + 215/33*z + 1
*
[ 3/2 ] 
f(z) = -272/63*z^3 + 211/21*z + 1
*
[ 3/2 ] 
f(z) = -268/63*z^3 + 208/21*z + 1
*
[ -4/7 ] 
f(z) = -277/64*z^3 + 204/49*z + 1
*
[ -2/3 ] 
f(z) = -273/64*z^3 + 211/48*z + 1
*
[ -4/7 ] 
f(z) = -269/64*z^3 + 202/49*z + 1
*
[ -2/3 ] 
f(z) = -267/64*z^3 + 209/48*z + 1
*
[ -4/7 ] 
f(z) = -265/64*z^3 + 201/49*z + 1
*
[ -4/7 ] 
f(z) = -261/64*z^3 + 200/49*z + 1
*
[ 2/3 ] 
f(z) = -277/64*z^3 + 205/144*z + 1
*
[ 2/3 ] 
f(z) = -275/64*z^3 + 203/144*z + 1
*
[ 20/29 ] 
f(z) = -261/64*z^3 + 216/145*z + 1
*
[ 8/3 ] 
f(z) = -261/64*z^3 + 237/8*z + 1
*
[ -12/11 ] 
f(z) = -275/64*z^3 + 232/33*z + 1
*
[ -12/13 ] 
f(z) = -273/64*z^3 + 223/39*z + 1
*
[ -3/2 ] 
f(z) = -272/63*z^3 + 239/21*z + 1
*
[ -3/2 ] 
f(z) = -268/63*z^3 + 236/21*z + 1
*
[ -4/9 ] 
f(z) = -273/64*z^3 + 221/54*z + 1
*
[ -4/15 ] 
f(z) = -265/64*z^3 + 227/45*z + 1
*
-1/3 | 0.16486385249876976272675269003709630326 | 0.029276798473639719561020177484803975635
f(z) = -279/64*z^3 + 223/64*z + 1
*
[ 8/9 ] 
f(z) = -279/64*z^3 + 239/72*z + 1
*
-2/3 | 0.13274885750681133542633170265394777056 | 0.023573763987238088204245631439710184984
f(z) = -279/70*z^3 + 229/70*z + 1
*
-2/5 | 0.15836680521190394821361115506865008980 | 0.028195346126477502040541869677952767156
f(z) = -275/78*z^3 + 239/78*z + 1
*
[ 8/9 ] 
f(z) = -261/64*z^3 + 223/72*z + 1
*
-2/3 | 0.12738252538678174955659653791394926133 | 0.022891914497995420795014542189956065326
f(z) = -261/70*z^3 + 221/70*z + 1
*
[ 8/3 ] 
f(z) = -279/64*z^3 + 253/8*z + 1
*
[ -8/3 ] 
f(z) = -279/64*z^3 + 259/8*z + 1
*
-2 | 0.11741848509177030475535500782654568510 | 0.016911481310751480973845942906485693936
f(z) = -267/64*z^3 + 259/16*z + 1
*
-2 | 0.11728143030630060989295502594105382313 | 0.016910622326409048941338082775431471278
f(z) = -265/64*z^3 + 257/16*z + 1
*
-2 | 0.11714334315451178852511820048448325790 | 0.016909760227099214486224381614014330534
f(z) = -263/64*z^3 + 255/16*z + 1
*
[ -8/3 ] 
f(z) = -261/64*z^3 + 243/8*z + 1
*
-2 | 0.11700420781124236495409483922678435570 | 0.016908895023263595895427723452967763534
f(z) = -261/64*z^3 + 253/16*z + 1
*
[ -4/15 ] 
f(z) = -279/64*z^3 + 253/50*z + 1
*
[ -4/5 ] 
f(z) = -277/64*z^3 + 251/50*z + 1
*
[ -4/5 ] 
f(z) = -273/64*z^3 + 249/50*z + 1
*
4/3 | 0.20718730671022396379700318342608946869 | 0.022982986998844884614331546719789465806
f(z) = -273/64*z^3 + 257/42*z + 1
*
[ -4/5 ] 
f(z) = -269/64*z^3 + 247/50*z + 1
*
[ -4/5 ] 
f(z) = -261/64*z^3 + 243/50*z + 1
*
[ -1/2 ] 
f(z) = -280/61*z^3 + 253/61*z + 1
*
-8/9 | 0.17100451294588223252303278769177313874 | 0.021844019048049585419120357595927071833
f(z) = -279/64*z^3 + 257/72*z + 1
*
[ -1/2 ] 
f(z) = -276/61*z^3 + 252/61*z + 1
*
[ -1/2 ] 
f(z) = -272/61*z^3 + 251/61*z + 1
*
[ -1/2 ] 
f(z) = -272/63*z^3 + 257/63*z + 1
*
[ -5/8 ] 
f(z) = -272/75*z^3 + 241/60*z + 1
*
[ -1/2 ] 
f(z) = -268/61*z^3 + 250/61*z + 1
*
[ -1/2 ] 
f(z) = -268/63*z^3 + 256/63*z + 1
*
[ -1/2 ] 
f(z) = -264/61*z^3 + 249/61*z + 1
*
-8/9 | 0.16714742432883159984445994653708668458 | 0.021534774030736444734799120874207458751
f(z) = -261/64*z^3 + 241/72*z + 1
*
[ 2/3 ] 
f(z) = -267/70*z^3 + 251/210*z + 1
*
[ 2/3 ] 
f(z) = -273/74*z^3 + 253/222*z + 1
*
[ 2/3 ] 
f(z) = -267/74*z^3 + 245/222*z + 1
*
-2 | 0.11821997643618911827817977707505448787 | 0.016916569378109221873498192413164110356
f(z) = -279/64*z^3 + 271/16*z + 1
*
-2 | 0.11808880287997066420984209900952846331 | 0.016915729232413162233245431473401397110
f(z) = -277/64*z^3 + 269/16*z + 1
*
-2 | 0.11795668473797560608049562963929983673 | 0.016914885934996695658528927003024168420
f(z) = -275/64*z^3 + 267/16*z + 1
*
[ 12/5 ] 
f(z) = -275/72*z^3 + 271/12*z + 1
*
-2 | 0.11782360818337686318168547537646067648 | 0.016914039489191636742402365905101063213
f(z) = -273/64*z^3 + 265/16*z + 1
*
-2 | 0.11768955908084006189677742680196460133 | 0.016913189899374419846097334049721873994
f(z) = -271/64*z^3 + 263/16*z + 1
*
[ 2 ] 
f(z) = -271/64*z^3 + 279/16*z + 1
*
-2 | 0.11755452297719852036765427175157016129 | 0.016912337171018882493969749616771881016
f(z) = -269/64*z^3 + 261/16*z + 1
*
[ 2 ] 
f(z) = -269/64*z^3 + 277/16*z + 1
*
[ 2 ] 
f(z) = -267/64*z^3 + 275/16*z + 1
*
[ 2 ] 
f(z) = -265/64*z^3 + 273/16*z + 1
*
[ 2 ] 
f(z) = -263/64*z^3 + 271/16*z + 1
*
[ 2 ] 
f(z) = -261/64*z^3 + 269/16*z + 1
*
[ 12/7 ] 
f(z) = -273/64*z^3 + 272/21*z + 1
*
[ 6/5 ] 
f(z) = -275/63*z^3 + 271/42*z + 1
*
[ -4/21 ] 
f(z) = -273/64*z^3 + 269/42*z + 1
*
[ -1/2 ] 
f(z) = -280/67*z^3 + 271/67*z + 1
*
[ -1/2 ] 
f(z) = -280/69*z^3 + 277/69*z + 1
*
[ -1/3 ] 
f(z) = -279/61*z^3 + 275/61*z + 1
*
[ -1/2 ] 
f(z) = -276/65*z^3 + 264/65*z + 1
*
[ -1/2 ] 
f(z) = -276/67*z^3 + 270/67*z + 1
*
[ -2/5 ] 
f(z) = -275/62*z^3 + 261/62*z + 1
*
[ 12/13 ] 
f(z) = -273/64*z^3 + 277/78*z + 1
*
[ -1/2 ] 
f(z) = -272/65*z^3 + 263/65*z + 1
*
[ -1/2 ] 
f(z) = -272/67*z^3 + 269/67*z + 1
*
[ -1/2 ] 
f(z) = -272/69*z^3 + 275/69*z + 1
*
[ -1/3 ] 
f(z) = -270/61*z^3 + 274/61*z + 1
*
[ -1/2 ] 
f(z) = -268/65*z^3 + 262/65*z + 1
*
[ -1/2 ] 
f(z) = -268/69*z^3 + 274/69*z + 1
*
[ -1/2 ] 
f(z) = -264/65*z^3 + 261/65*z + 1
*
[ -1/2 ] 
f(z) = -264/67*z^3 + 267/67*z + 1
*
[ -1/2 ] 
f(z) = -264/71*z^3 + 279/71*z + 1
*
[ -1/3 ] 
f(z) = -261/61*z^3 + 273/61*z + 1
*
[ -2/3 ] 
f(z) = -261/62*z^3 + 271/62*z + 1
*
[ -1/3 ] 
f(z) = -261/62*z^3 + 277/62*z + 1
*
[ 3/4 ] 
f(z) = -280/69*z^3 + 269/138*z + 1
*
[ 2/3 ] 
f(z) = -273/62*z^3 + 271/186*z + 1
*
[ 2/3 ] 
f(z) = -267/62*z^3 + 263/186*z + 1
*
[ 2 ] 
f(z) = -279/64*z^3 + 287/16*z + 1
*
[ 2 ] 
f(z) = -277/64*z^3 + 285/16*z + 1
*
[ 2 ] 
f(z) = -275/64*z^3 + 283/16*z + 1
*
[ -2 ] 
f(z) = -275/64*z^3 + 299/16*z + 1
*
[ -12/5 ] 
f(z) = -275/72*z^3 + 281/12*z + 1
*
[ 2 ] 
f(z) = -273/64*z^3 + 281/16*z + 1
*
[ -2 ] 
f(z) = -273/64*z^3 + 297/16*z + 1
*
[ -2 ] 
f(z) = -271/64*z^3 + 295/16*z + 1
*
[ -2 ] 
f(z) = -269/64*z^3 + 293/16*z + 1
*
[ -2 ] 
f(z) = -267/64*z^3 + 291/16*z + 1
*
[ -2 ] 
f(z) = -265/64*z^3 + 289/16*z + 1
*
[ -2 ] 
f(z) = -263/64*z^3 + 287/16*z + 1
*
[ -2 ] 
f(z) = -261/64*z^3 + 285/16*z + 1
*
[ -1/2 ] 
f(z) = -280/71*z^3 + 283/71*z + 1
*
[ -1/2 ] 
f(z) = -280/73*z^3 + 289/73*z + 1
*
[ -1/3 ] 
f(z) = -279/64*z^3 + 287/64*z + 1
*
[ -1/3 ] 
f(z) = -279/65*z^3 + 291/65*z + 1
*
[ -1/3 ] 
f(z) = -279/67*z^3 + 299/67*z + 1
*
[ -2/3 ] 
f(z) = -279/70*z^3 + 299/70*z + 1
*
[ -1/2 ] 
f(z) = -276/71*z^3 + 282/71*z + 1
*
[ -1/2 ] 
f(z) = -276/73*z^3 + 288/73*z + 1
*
[ -8/15 ] 
f(z) = -275/64*z^3 + 295/72*z + 1
*
[ -3/5 ] 
f(z) = -275/69*z^3 + 283/69*z + 1
*
-1/5 | 0.15906708756509442091429768771291836251 | 0.027904335077994565730747410863686935065
f(z) = -275/72*z^3 + 299/72*z + 1
*
[ -1/2 ] 
f(z) = -272/71*z^3 + 281/71*z + 1
*
[ -1/2 ] 
f(z) = -272/73*z^3 + 287/73*z + 1
*
[ -1/2 ] 
f(z) = -272/75*z^3 + 293/75*z + 1
*
[ -1/2 ] 
f(z) = -272/77*z^3 + 299/77*z + 1
*
[ -1/3 ] 
f(z) = -270/67*z^3 + 298/67*z + 1
*
[ -1/2 ] 
f(z) = -268/71*z^3 + 280/71*z + 1
*
[ -1/2 ] 
f(z) = -268/73*z^3 + 286/73*z + 1
*
[ -1/2 ] 
f(z) = -268/75*z^3 + 292/75*z + 1
*
[ -1/2 ] 
f(z) = -268/77*z^3 + 298/77*z + 1
*
[ -1/2 ] 
f(z) = -264/73*z^3 + 285/73*z + 1
*
[ -1/3 ] 
f(z) = -261/64*z^3 + 285/64*z + 1
*
[ -1/3 ] 
f(z) = -261/65*z^3 + 289/65*z + 1
*
[ -1/3 ] 
f(z) = -261/67*z^3 + 297/67*z + 1
*
[ -2/3 ] 
f(z) = -261/70*z^3 + 291/70*z + 1
*
20/21 | 0.30595765228725307008866230728141022552 | 0.029810461837183363635640971782323168943
f(z) = -273/64*z^3 + 296/105*z + 1
*
[ 2/3 ] 
f(z) = -279/88*z^3 + 10/11*z + 1
*
[ 4/5 ] 
f(z) = -275/96*z^3 + 19/12*z + 1
*
[ 3/4 ] 
f(z) = -272/81*z^3 + 14/9*z + 1
*
[ 2/3 ] 
f(z) = -261/88*z^3 + 9/11*z + 1
*
[ 2/3 ] 
f(z) = -261/80*z^3 + 19/20*z + 1
*
[ 3/4 ] 
f(z) = -280/81*z^3 + 29/18*z + 1
*
[ -3/5 ] 
f(z) = -275/81*z^3 + 35/9*z + 1
*
-4/5 | 0.14545547902775086463685371293096111348 | 0.025896636430168717306448292470105985180
f(z) = -275/96*z^3 + 25/12*z + 1
*
[ -3/4 ] 
f(z) = -272/81*z^3 + 38/9*z + 1
*
[ 2/3 ] 
f(z) = -279/80*z^3 + 21/20*z + 1
*
[ 2/3 ] 
f(z) = -273/88*z^3 + 29/33*z + 1
*
[ 2/3 ] 
f(z) = -267/88*z^3 + 28/33*z + 1
*
-2/3 | 0.16538726707170499394126252322946938033 | 0.029721746882994939493482180941696156256
f(z) = -261/80*z^3 + 39/20*z + 1
*
[ 2/3 ] 
f(z) = -279/92*z^3 + 39/46*z + 1
*
[ 2/3 ] 
f(z) = -261/92*z^3 + 35/46*z + 1
*
[ -2/3 ] 
f(z) = -279/88*z^3 + 43/11*z + 1
*
[ -4/5 ] 
f(z) = -275/96*z^3 + 49/12*z + 1
*
[ -2/3 ] 
f(z) = -261/88*z^3 + 42/11*z + 1
*
-2/3 | 0.16820955542649700674191659386673611872 | 0.029870933991420779822311917672927891913
f(z) = -279/80*z^3 + 41/20*z + 1
*
-2/5 | 0.095579174309888046102380026108356783367 | 0.017016747282009660800580305442776497403
f(z) = -275/96*z^3 + 47/24*z + 1
*
[ 3/4 ] 
f(z) = -272/99*z^3 + 40/33*z + 1
*
[ 3/4 ] 
f(z) = -268/81*z^3 + 55/36*z + 1
*
[ 7/10 ] 
f(z) = -275/98*z^3 + 53/56*z + 1
*
[ 9/14 ] 
f(z) = -280/81*z^3 + 55/63*z + 1
*
[ 2/3 ] 
f(z) = -267/80*z^3 + 59/60*z + 1
*
[ 3/2 ] 
f(z) = -280/81*z^3 + 73/9*z + 1
*
[ -3/4 ] 
f(z) = -280/81*z^3 + 77/18*z + 1
*
[ 3/2 ] 
f(z) = -272/81*z^3 + 71/9*z + 1
*
[ 3/2 ] 
f(z) = -268/81*z^3 + 70/9*z + 1
*
9/10 | 0.12426970806653269089248775834113774039 | 0.017745044480573365687371427741523589743
f(z) = -275/81*z^3 + 71/36*z + 1
*
6/5 | 0.065782909561816271777879997494516377001 | 0.011645107020921593763471537101176067808
f(z) = -275/96*z^3 + 71/24*z + 1
*
[ -2/3 ] 
f(z) = -261/80*z^3 + 79/20*z + 1
*
[ 2/3 ] 
f(z) = -273/80*z^3 + 61/60*z + 1
*
[ 2/3 ] 
f(z) = -279/94*z^3 + 77/94*z + 1
*
[ 2/3 ] 
f(z) = -279/98*z^3 + 75/98*z + 1
*
0 | 0.13070699573859193600746130699770366464 | 0.023240858620157721183644587829397509182
f(z) = -277/99*z^3 + 79/99*z + 1
*
0 | 0.13129802764201003282150572047677899847 | 0.023376068805181756974601530584171478794
f(z) = -275/98*z^3 + 79/98*z + 1
*
0 | 0.13051470570797281265247495785485385621 | 0.023251688405158505874242528787885214717
f(z) = -274/99*z^3 + 76/99*z + 1
*
0 | 0.14399574199283430464480977655313564307 | 0.025670107142072967405512597363997835013
f(z) = -273/97*z^3 + 79/97*z + 1
*
0 | 0.14393091245482785412513887137098914073 | 0.025675346855392881850515970857828442917
f(z) = -272/97*z^3 + 78/97*z + 1
*
0 | 0.13038539283364913923156976611439063117 | 0.023259007594572557882769014077215039929
f(z) = -272/99*z^3 + 74/99*z + 1
*
0 | 0.097840228142661813750145327130532081046 | 0.017464861291053080440078732197941472108
f(z) = -271/96*z^3 + 79/96*z + 1
*
0 | 0.14386585492196223177560030059382763616 | 0.025680614696310738355994890225622035821
f(z) = -271/97*z^3 + 77/97*z + 1
*
0 | 0.13103927900539110846390209637013099207 | 0.023391021003873317744554719270887433726
f(z) = -271/98*z^3 + 75/98*z + 1
*
0 | 0.13032039582064610700434086766360133389 | 0.023262697559167781275810159986707596605
f(z) = -271/99*z^3 + 73/99*z + 1
*
0 | 0.14380056778333210976868539534450799536 | 0.025685910929275464351382770616392017302
f(z) = -270/97*z^3 + 76/97*z + 1
*
0 | 0.14371724670626623392260892742256789659 | 0.025688053762747313046960841142728398321
f(z) = -269/95*z^3 + 79/95*z + 1
*
0 | 0.097709361357681687940774327425954857802 | 0.017464593743642841178207225936684225778
f(z) = -269/96*z^3 + 77/96*z + 1
*
0 | 0.14373504941088290751097725558943604122 | 0.025691235822269021664578851846678976546
f(z) = -269/97*z^3 + 75/97*z + 1
*
0 | 0.13090853468558933566475210102836891748 | 0.023398621627360114466731068049884352510
f(z) = -269/98*z^3 + 73/98*z + 1
*
0 | 0.13018971260974124058515657472265167644 | 0.023270139204036384091188240829758738286
f(z) = -269/99*z^3 + 71/99*z + 1
*
0 | 0.14365143349767501360411142087834619237 | 0.025693394386074812767411263760557798201
f(z) = -268/95*z^3 + 78/95*z + 1
*
0 | 0.14366929815916629486316103001009040487 | 0.025696589646867505391198074726520289902
f(z) = -268/97*z^3 + 74/97*z + 1
*
0 | 0.13012402314713765767096343048136453429 | 0.023273891282652930605542507227246218586
f(z) = -268/99*z^3 + 70/99*z + 1
*
0 | 0.13074100555769219298488393807977688243 | 0.023399890277145133980918909512882258248
f(z) = -267/94*z^3 + 79/94*z + 1
*
0 | 0.14358538531303103361363886961122943162 | 0.025698764113022784919194948860186974697
f(z) = -267/95*z^3 + 77/95*z + 1
*
0 | 0.14360331236509131913820182990290700215 | 0.025701972678303539477267507195390099849
f(z) = -267/97*z^3 + 73/97*z + 1
*
0 | 0.13077685968693362637179367998939880961 | 0.023406307412202749118766749013051674372
f(z) = -267/98*z^3 + 71/98*z + 1
*
0 | 0.14353709034767106147844158306476163119 | 0.025707385195530001640410883165035188289
f(z) = -266/97*z^3 + 72/97*z + 1
*
0 | 0.12999194021438824066120097691781205407 | 0.023281458968628218484295018827019301170
f(z) = -266/99*z^3 + 68/99*z + 1
*
0 | 0.12309086009171254570156184181206166672 | 0.022060362048077502877442177025597811153
f(z) = -265/93*z^3 + 79/93*z + 1
*
0 | 0.13060813431975688229934203706980815543 | 0.023407609040760639052934485210301012563
f(z) = -265/94*z^3 + 77/94*z + 1
*
0 | 0.097445850832385437165159195705698851231 | 0.017464259717120227478548312323040539068
f(z) = -265/96*z^3 + 73/96*z + 1
*
0 | 0.14347063040776472582664658772272316863 | 0.025712827481285111204281038021777477559
f(z) = -265/97*z^3 + 71/97*z + 1
*
0 | 0.13064424065072562447522189488182199634 | 0.023414080022706859065436991317581943305
f(z) = -265/98*z^3 + 69/98*z + 1
*
0 | 0.12992554337329267211431460562968750861 | 0.023285274990949623045861407539581313874
f(z) = -265/99*z^3 + 67/99*z + 1
*
0 | 0.14338581395575590257256387433865981863 | 0.025715050712146605295651520803436643326
f(z) = -264/95*z^3 + 74/95*z + 1
*
0 | 0.14340393082781506125112376371688354507 | 0.025718299822158914402133589095920444622
f(z) = -264/97*z^3 + 70/97*z + 1
*
0 | 0.11762067501895828463002920092587546255 | 0.021108654631535482670847035474313162699
f(z) = -263/92*z^3 + 79/92*z + 1
*
0 | 0.12295696341976244505422014557315987886 | 0.022066325286364559465138189550488643823
f(z) = -263/93*z^3 + 77/93*z + 1
*
0 | 0.13047430181439842505196060664584785141 | 0.023415415485814408338960713478825852219
f(z) = -263/94*z^3 + 75/94*z + 1
*
0 | 0.14331880882772081406596374504102407858 | 0.025720539669235872601946455264058297327
f(z) = -263/95*z^3 + 73/95*z + 1
*
0 | 0.097312146394644377513852707046088464092 | 0.017464008681865508029868504924469458080
f(z) = -263/96*z^3 + 71/96*z + 1
*
0 | 0.14333698987158101585864861094629889419 | 0.025723802508661202719148634687830743603
f(z) = -263/97*z^3 + 69/97*z + 1
*
0 | 0.13051066392828423305920525296750931482 | 0.023421941169360811776222781452355839566
f(z) = -263/98*z^3 + 67/98*z + 1
*
0 | 0.12979203037704158125470458424652005568 | 0.023292972453296480671137249133566619306
f(z) = -263/99*z^3 + 65/99*z + 1
*
0 | 0.12288861627807523709770553530352739189 | 0.022069147516837551234703499228572579639
f(z) = -262/93*z^3 + 76/93*z + 1
*
0 | 0.14325156011094954811992159758188218086 | 0.025726059157114174234268338662947315608
f(z) = -262/95*z^3 + 72/95*z + 1
*
0 | 0.14326980578386551792876180587680988876 | 0.025729335835290900890612889748126315365
f(z) = -262/97*z^3 + 68/97*z + 1
*
0 | 0.12972491074002316964938495040630481578 | 0.023296854325805711939445618920808392258
f(z) = -262/99*z^3 + 64/99*z + 1
*
[ 2/3 ] 
f(z) = -261/82*z^3 + 75/82*z + 1
*
[ 2/3 ] 
f(z) = -261/86*z^3 + 73/86*z + 1
*
0 | 0.14314736540361277564488636971020246993 | 0.025725014003944775748637242165018032969
f(z) = -261/91*z^3 + 79/91*z + 1
*
0 | 0.11748573695982607483504483596107934456 | 0.021113362582913595534083554274319778947
f(z) = -261/92*z^3 + 77/92*z + 1
*
[ 2/3 ] 
f(z) = -261/94*z^3 + 69/94*z + 1
*
0 | 0.13033949401748915455214769054251582016 | 0.023423311350600390805529723322357210541
f(z) = -261/94*z^3 + 73/94*z + 1
*
0 | 0.14318406602609568565550532872380992647 | 0.025731609473059169401035264306805235362
f(z) = -261/95*z^3 + 71/95*z + 1
*
0 | 0.14320237679023827722655812305160041248 | 0.025734900100606962255634897631752435356
f(z) = -261/97*z^3 + 67/97*z + 1
*
0 | 0.13037611557248377056805934289874291241 | 0.023429892610495928876959072580908396138
f(z) = -261/98*z^3 + 65/98*z + 1
*
[ 2/3 ] 
f(z) = -261/98*z^3 + 67/98*z + 1
*
[ -3/2 ] 
f(z) = -280/81*z^3 + 85/9*z + 1
*
[ 6/5 ] 
f(z) = -275/81*z^3 + 91/18*z + 1
*
[ 7/5 ] 
f(z) = -275/98*z^3 + 81/14*z + 1
*
[ -3/2 ] 
f(z) = -272/81*z^3 + 83/9*z + 1
*
[ -3/2 ] 
f(z) = -268/81*z^3 + 82/9*z + 1
*
[ -2/3 ] 
f(z) = -279/80*z^3 + 81/20*z + 1
*
[ 9/10 ] 
f(z) = -275/81*z^3 + 95/36*z + 1
*
[ 3/4 ] 
f(z) = -280/99*z^3 + 83/66*z + 1
*
[ 4/5 ] 
f(z) = -265/96*z^3 + 91/60*z + 1
*
0 | 0.12406533804126964710646120926495863890 | 0.022017740994533306104529610398848826651
f(z) = -280/93*z^3 + 94/93*z + 1
*
0 | 0.14444329672659614102332133785617652834 | 0.025634195222720468189868272634508251799
f(z) = -280/97*z^3 + 86/97*z + 1
*
0 | 0.13089730751443903506202065649711137714 | 0.023230203207732321123957276717888623214
f(z) = -280/99*z^3 + 82/99*z + 1
*
[ 2/3 ] 
f(z) = -279/82*z^3 + 83/82*z + 1
*
[ 2/3 ] 
f(z) = -279/86*z^3 + 81/86*z + 1
*
0 | 0.14432833127731465313173570402488394085 | 0.025630066292877539641047272407647981893
f(z) = -279/91*z^3 + 97/91*z + 1
*
0 | 0.11866614707994510607605352937724504841 | 0.021072932732351186888060480083275395683
f(z) = -279/92*z^3 + 95/92*z + 1
*
0 | 0.13151879489631045726216599065912283545 | 0.023355327412987452349848705337300450418
f(z) = -279/94*z^3 + 91/94*z + 1
*
0 | 0.14436281341273999424911232232191958800 | 0.025636189688118446062036782028171136086
f(z) = -279/95*z^3 + 89/95*z + 1
*
0 | 0.14438001943838610908785435485865173059 | 0.025639245162910152386741373282302549626
f(z) = -279/97*z^3 + 85/97*z + 1
*
0 | 0.13155320696990505678346075498825662867 | 0.023361438366531357111418726351580973185
f(z) = -279/98*z^3 + 83/98*z + 1
*
0 | 0.14426466277587412485367231129711952403 | 0.025635105822052091403225110089658336849
f(z) = -278/91*z^3 + 96/91*z + 1
*
0 | 0.12393730170656558866420137903979149520 | 0.022023035880126364108725996280349756885
f(z) = -278/93*z^3 + 92/93*z + 1
*
0 | 0.14429926108714984760696794838029209576 | 0.025641253768151652628934049214939175367
f(z) = -278/95*z^3 + 88/95*z + 1
*
0 | 0.14431652497113536597111735799117151935 | 0.025644321473606008737263121408738052834
f(z) = -278/97*z^3 + 84/97*z + 1
*
0 | 0.13077065078606241558656571234434264494 | 0.023237287682343991409670355646737972703
f(z) = -278/99*z^3 + 80/99*z + 1
*
[ 2/3 ] 
f(z) = -277/88*z^3 + 89/99*z + 1
*
0 | 0.14418338109568883175269611591804011479 | 0.025637078998609720869539436683462461939
f(z) = -277/89*z^3 + 99/89*z + 1
*
0 | 0.11779355930647814774578425257476763903 | 0.020944735534141915313351238554653830600
f(z) = -277/90*z^3 + 97/90*z + 1
*
0 | 0.14420077441983264370757424272530803500 | 0.025640171685310051452683805871487379980
f(z) = -277/91*z^3 + 95/91*z + 1
*
0 | 0.11853864862304610289871302786473016880 | 0.021077218997386514947011594647869600902
f(z) = -277/92*z^3 + 93/92*z + 1
*
0 | 0.12387450552593994549286654320155273993 | 0.022025981496262723610591402755844738444
f(z) = -277/93*z^3 + 91/93*z + 1
*
0 | 0.13139141300852854695374519701909271476 | 0.023362554057482309892991068174757481456
f(z) = -277/94*z^3 + 89/94*z + 1
*
0 | 0.14423548969393689250926312929724908379 | 0.025646344367750327701109188181708822735
f(z) = -277/95*z^3 + 87/95*z + 1
*
0 | 0.098228397515357284113194147434085017763 | 0.017465876912241114374218192868002561999
f(z) = -277/96*z^3 + 85/96*z + 1
*
0 | 0.14425281182748626408290698712815078153 | 0.025649424396134007943114982537274816526
f(z) = -277/97*z^3 + 83/97*z + 1
*
0 | 0.13142605729836904832585184119880985450 | 0.023368714118293355909595554639272494323
f(z) = -277/98*z^3 + 81/98*z + 1
*
0 | 0.14411921224522453065551479054095578403 | 0.025642158929323141144448167141482985514
f(z) = -276/89*z^3 + 98/89*z + 1
*
0 | 0.14413666468425042882666657786119148428 | 0.025645264124031289649575055488885341875
f(z) = -276/91*z^3 + 94/91*z + 1
*
0 | 0.14417149771620080106618434789593597857 | 0.025651461730355572290602634071281352057
f(z) = -276/95*z^3 + 86/95*z + 1
*
0 | 0.14418887849452830485736391199038724277 | 0.025654554174959216419557278573331278560
f(z) = -276/97*z^3 + 82/97*z + 1
*
0 | 0.14405482007041343446745943299976411743 | 0.025647265584716368490097925039748844954
f(z) = -275/89*z^3 + 97/89*z + 1
*
0 | 0.14407233202825387620057754082217108774 | 0.025650383382742304938270725679437624035
f(z) = -275/91*z^3 + 93/91*z + 1
*
0 | 0.11841026542940479061973967119420168982 | 0.021081554396723963850277473753576817424
f(z) = -275/92*z^3 + 91/92*z + 1
*
0 | 0.12374514783484780255421404105065808742 | 0.022031367432127762473532418400817662916
f(z) = -275/93*z^3 + 89/93*z + 1
*
0 | 0.13126314797408867593715469904171120389 | 0.023369858890746068598950681234422684663
f(z) = -275/94*z^3 + 87/94*z + 1
*
0 | 0.098099216709653512464743873781242484705 | 0.017465411177323534562565278889108862663
f(z) = -275/96*z^3 + 83/96*z + 1
*
0 | 0.14412472344358181919262540727070578219 | 0.025659711057738657995394856178924351420
f(z) = -275/97*z^3 + 81/97*z + 1
*
0 | 0.14399020301006311958332837918162872507 | 0.025652399211447497873374945806686272000
f(z) = -274/89*z^3 + 96/89*z + 1
*
0 | 0.14400777489481262955698089423476307130 | 0.025655529709169349639837742389480855689
f(z) = -274/91*z^3 + 92/91*z + 1
*
0 | 0.12368168408396612037828751754695939387 | 0.022034359761575561203444560681885264495
f(z) = -274/93*z^3 + 88/93*z + 1
*
0 | 0.14404284586021824081700917421798189485 | 0.025661777734288480350002967524506025637
f(z) = -274/95*z^3 + 84/95*z + 1
*
0 | 0.14406034512997787103490682238017423878 | 0.025664895295375268128593902355097998560
f(z) = -274/97*z^3 + 80/97*z + 1
*
0 | 0.11539195883951406092772229675191369901 | 0.020570913457228510813161165857452585312
f(z) = -273/88*z^3 + 97/88*z + 1
*
0 | 0.14392535948654007863993496412358545003 | 0.025657560059412771001080609574685969758
f(z) = -273/89*z^3 + 95/89*z + 1
*
0 | 0.11828098512342939333405907024505102717 | 0.021085939896330175509899737591060780042
f(z) = -273/92*z^3 + 89/92*z + 1
*
0 | 0.13113398745022298006504395634343140582 | 0.023377243390863529848556458754109403730
f(z) = -273/94*z^3 + 85/94*z + 1
*
0 | 0.14397818286816448151958088189620097167 | 0.025666976878598802962809683411770614054
f(z) = -273/95*z^3 + 83/95*z + 1
*
0 | 0.12349789818998953273030151627168672764 | 0.022030370806793413112053581713145060038
f(z) = -272/87*z^3 + 98/87*z + 1
*
0 | 0.14386028790553788038931475783259226432 | 0.025662748381801637392647301152461064667
f(z) = -272/89*z^3 + 94/89*z + 1
*
0 | 0.14387798088532580438425599275585606355 | 0.025665904572401783668127437264940716125
f(z) = -272/91*z^3 + 90/91*z + 1
*
0 | 0.12355201084311884435161499522669075557 | 0.022040023779283229588450476417399708869
f(z) = -272/93*z^3 + 86/93*z + 1
*
0 | 0.14391329306351922758369995630235837304 | 0.025672203791991738888522897685098118570
f(z) = -272/95*z^3 + 82/95*z + 1
*
0 | 0.13093290196141681519957647942387542153 | 0.023372032287750800929807659879573670842
f(z) = -271/86*z^3 + 99/86*z + 1
*
0 | 0.12343356921331568545820845878785475657 | 0.022033372222178769868038682655773049387
f(z) = -271/87*z^3 + 97/87*z + 1
*
[ 2/3 ] 
f(z) = -271/88*z^3 + 86/99*z + 1
*
0 | 0.11240906738512498805042923692495567936 | 0.020065455764016334904151521964024126675
f(z) = -271/88*z^3 + 95/88*z + 1
*
0 | 0.14379498665584122578720150245900084343 | 0.025667964435152964922286848243843200385
f(z) = -271/89*z^3 + 93/89*z + 1
*
0 | 0.11740534540438374552059492565686920572 | 0.020957310824397612531317653794686986994
f(z) = -271/90*z^3 + 91/90*z + 1
*
0 | 0.14381274081237407902198130006128133285 | 0.025671133621152141087387135768859221859
f(z) = -271/91*z^3 + 89/91*z + 1
*
0 | 0.11815079506781647949994936536508685851 | 0.021090376488884121225992871320864706293
f(z) = -271/92*z^3 + 87/92*z + 1
*
0 | 0.12348683178123993830912829704827927881 | 0.022042879797727817045897648964591912147
f(z) = -271/93*z^3 + 85/93*z + 1
*
0 | 0.13100391883336351754641226421959306279 | 0.023384709075626490893329569478291699629
f(z) = -271/94*z^3 + 83/94*z + 1
*
0 | 0.14384817484801401866144925312345272181 | 0.025677458734341078310197135076057830034
f(z) = -271/95*z^3 + 81/95*z + 1
*
0 | 0.14372945410908581276385554475052137762 | 0.025673208479412428286261784429516017416
f(z) = -270/89*z^3 + 92/89*z + 1
*
0 | 0.14374726986769134586311290065797728704 | 0.025676390761622667500428779933707962239
f(z) = -270/91*z^3 + 88/91*z + 1
*
0 | 0.14362785725229460037154997831346490767 | 0.025672076271165254856250809453374959670
f(z) = -269/85*z^3 + 99/85*z + 1
*
0 | 0.13080141783905370339387475240485365745 | 0.023379475537549981044779899517270820225
f(z) = -269/86*z^3 + 97/86*z + 1
*
0 | 0.12330214720465214958864062846334384279 | 0.022039054177880975711417769814725002684
f(z) = -269/87*z^3 + 95/87*z + 1
*
[ 2/3 ] 
f(z) = -269/88*z^3 + 85/99*z + 1
*
0 | 0.11513016493822426807210414643600497699 | 0.020578392186232452101493534282318538055
f(z) = -269/88*z^3 + 93/88*z + 1
*
0 | 0.14366368861951391995709063328152584247 | 0.025678480777991104666165875302409087748
f(z) = -269/89*z^3 + 91/89*z + 1
*
0 | 0.11727410922719775744996262784766565740 | 0.020961601282020708519815184533822224323
f(z) = -269/90*z^3 + 89/90*z + 1
*
0 | 0.14368156640997957779688504179088647810 | 0.025681676258374746932823787532575953674
f(z) = -269/91*z^3 + 87/91*z + 1
*
0 | 0.11801968235611336107449115190379298939 | 0.021094865194728331357567507926128537135
f(z) = -269/92*z^3 + 85/92*z + 1
*
0 | 0.12335474705995590312428912232560415561 | 0.022048455888127465125319099093231947239
f(z) = -269/93*z^3 + 83/93*z + 1
*
0 | 0.13087292925173660189274568098830072797 | 0.023392257503916222403601089993076893454
f(z) = -269/94*z^3 + 81/94*z + 1
*
0 | 0.14356173170774659658279264170503241126 | 0.025677350387002537904549253129294577088
f(z) = -268/85*z^3 + 98/85*z + 1
*
0 | 0.12323608447089727604432681771856859187 | 0.022041919414313680677622661541206660567
f(z) = -268/87*z^3 + 94/87*z + 1
*
0 | 0.14359768852372561743739010857727577215 | 0.025683781597825306700837486442133906611
f(z) = -268/89*z^3 + 90/89*z + 1
*
0 | 0.14361562878036123014337139398857974362 | 0.025686990379512359293191509692196572767
f(z) = -268/91*z^3 + 86/91*z + 1
*
0 | 0.12328887172573227892249628225613078985 | 0.022051360905595811981976538860405047812
f(z) = -268/93*z^3 + 82/93*z + 1
*
0 | 0.14349536899259622986334594488833807262 | 0.025682653084869515403683905944073534938
f(z) = -267/85*z^3 + 97/85*z + 1
*
0 | 0.13066899265492387223499691179927552034 | 0.023387001482110022798699595622244695109
f(z) = -267/86*z^3 + 95/86*z + 1
*
0 | 0.10505534905733366182675202428141612200 | 0.018802697978975091250239918293619109326
f(z) = -267/88*z^3 + 91/88*z + 1
*
0 | 0.14354945530212709177670234784894807627 | 0.025692333396743508138567723891094844632
f(z) = -267/91*z^3 + 85/91*z + 1
*
0 | 0.11788763380501419596391006368798658414 | 0.021099407062861594983227123323205249176
f(z) = -267/92*z^3 + 83/92*z + 1
*
0 | 0.14342876739801982481610983612204076327 | 0.025687984636514521180402320741583530037
f(z) = -266/85*z^3 + 96/85*z + 1
*
0 | 0.12310324711475562513590190877121927796 | 0.022047699202583758397586965577766554000
f(z) = -266/87*z^3 + 92/87*z + 1
*
0 | 0.14346497777016491733973397449853600647 | 0.025694469886999623320694060743523571344
f(z) = -266/89*z^3 + 88/89*z + 1
*
0 | 0.12315744674913344089303043765385660779 | 0.022057406316438668770568226346002971433
f(z) = -266/93*z^3 + 80/93*z + 1
*
0 | 0.14334371679441616082283316701427370470 | 0.025690082004836144804767068993727233858
f(z) = -265/83*z^3 + 99/83*z + 1
*
0 | 0.097338372353570460035797542847256418501 | 0.017444997408340611932798928694312886668
f(z) = -265/84*z^3 + 97/84*z + 1
*
0 | 0.13053561282974329932739797989904768870 | 0.023394611728654982622859671401559159493
f(z) = -265/86*z^3 + 93/86*z + 1
*
0 | 0.12303646906563863633790542323390102166 | 0.022050614080385483721043611021788077042
f(z) = -265/87*z^3 + 91/87*z + 1
*
[ 2/3 ] 
f(z) = -265/88*z^3 + 83/99*z + 1
*
0 | 0.11486461349399380173675646021401302770 | 0.020586052923035817268025859957342365600
f(z) = -265/88*z^3 + 89/88*z + 1
*
0 | 0.14339826369507938904522290964821239957 | 0.025699857908394985489170540524639934019
f(z) = -265/89*z^3 + 87/89*z + 1
*
0 | 0.14341639400227149199324188339749925704 | 0.025703107224716300096925702744582348550
f(z) = -265/91*z^3 + 83/91*z + 1
*
0 | 0.11775463594637826214471243482794258129 | 0.021104003171975271315772117153930791637
f(z) = -265/92*z^3 + 81/92*z + 1
*
0 | 0.14327656744988397717298344488616293755 | 0.025695458261811956194136971571306715190
f(z) = -264/83*z^3 + 98/83*z + 1
*
0 | 0.14329484064227859090151815851660490962 | 0.025698735406573608124388686792372671486
f(z) = -264/85*z^3 + 94/85*z + 1
*
0 | 0.14333130817862145768428169139194733909 | 0.025705275555285204040348389294847417322
f(z) = -264/89*z^3 + 86/89*z + 1
*
0 | 0.14334950273573977776086007725329530363 | 0.025708538597465422922587450499878960401
f(z) = -264/91*z^3 + 82/91*z + 1
*
0 | 0.13036458756857692151736935021904262930 | 0.023395725749100754728068688929067948658
f(z) = -263/82*z^3 + 99/82*z + 1
*
0 | 0.14320917352354689472545526080850374296 | 0.025700864099691168077216796837762479533
f(z) = -263/83*z^3 + 97/83*z + 1
*
0 | 0.097203894150300677850632243297462816470 | 0.017444581321509248917893556413741177640
f(z) = -263/84*z^3 + 95/84*z + 1
*
0 | 0.14322751196963697844044512612157015761 | 0.025704155187120586553190181451952541722
f(z) = -263/85*z^3 + 93/85*z + 1
*
0 | 0.13040126448793866377885764564833477906 | 0.023402307928837700697559108491252676063
f(z) = -263/86*z^3 + 91/86*z + 1
*
0 | 0.12290218551825425127158979549761722554 | 0.022056494635382575584228191172548996768
f(z) = -263/87*z^3 + 89/87*z + 1
*
[ 2/3 ] 
f(z) = -263/88*z^3 + 82/99*z + 1
*
0 | 0.11187793711735405192490321314598275332 | 0.020078041000174721655975631467173516517
f(z) = -263/88*z^3 + 87/88*z + 1
*
0 | 0.14326410946528852083551363232436259959 | 0.025710723113175789122407625073315799467
f(z) = -263/89*z^3 + 85/89*z + 1
*
0 | 0.11687472094202654125369288088143704216 | 0.020974782869803116812460282976677548877
f(z) = -263/90*z^3 + 83/90*z + 1
*
0 | 0.14328236873023478770690872887325647627 | 0.025713999990455351798857437079951212283
f(z) = -263/91*z^3 + 81/91*z + 1
*
0 | 0.14314153322574575219698877245000289393 | 0.025706299804019285963224920231012420016
f(z) = -262/83*z^3 + 96/83*z + 1
*
0 | 0.14315993739406162079917942285009781386 | 0.025709604945844371972840835312054870725
f(z) = -262/85*z^3 + 92/85*z + 1
*
0 | 0.12283467647992250030382931308802506720 | 0.022059460652435339130432268268855585908
f(z) = -262/87*z^3 + 88/87*z + 1
*
0 | 0.14319666578034574810650902899317067004 | 0.025716200871484267168290584638897486363
f(z) = -262/89*z^3 + 84/89*z + 1
*
0 | 0.14321499021594433183839204935052523219 | 0.025719491694382564252501985368484399523
f(z) = -262/91*z^3 + 80/91*z + 1
*
0 | 0.13022899269291301159992126029869187651 | 0.023403453156814143299373776133970038426
f(z) = -261/82*z^3 + 97/82*z + 1
*
0 | 0.14307364474709136005254040881763152040 | 0.025711765664263174066906251950165972374
f(z) = -261/83*z^3 + 95/83*z + 1
*
0 | 0.14309211511123677157705584485020511612 | 0.025715084973528552129035772986015787750
f(z) = -261/85*z^3 + 91/85*z + 1
*
0 | 0.13026593344895799957080736284551651557 | 0.023410091780332600589277178863435437131
f(z) = -261/86*z^3 + 89/86*z + 1
*
0 | 0.11459519497258703926142578564398220858 | 0.020593903262855177878919989082018747465
f(z) = -261/88*z^3 + 85/88*z + 1
*
0 | 0.14312897532954390250040951221861883354 | 0.025721709123609594927119240899271453379
f(z) = -261/89*z^3 + 83/89*z + 1
*
[ 9/5 ] 
f(z) = -275/81*z^3 + 103/9*z + 1
*
[ -9/5 ] 
f(z) = -275/81*z^3 + 113/9*z + 1
*
[ -7/5 ] 
f(z) = -275/98*z^3 + 101/14*z + 1
*
[ 6/5 ] 
f(z) = -275/96*z^3 + 103/24*z + 1
*
-4/3 | 0.17552448059995517855766007151069279109 | 0.028794214597593533273239674937674003923
f(z) = -261/80*z^3 + 111/20*z + 1
*
[ 3/4 ] 
f(z) = -278/81*z^3 + 115/72*z + 1
*
[ 3/4 ] 
f(z) = -274/81*z^3 + 113/72*z + 1
*
-2/3 | 0.18222080386317121014689886240424405654 | 0.027254650568685855659098326703141201062
f(z) = -267/80*z^3 + 119/60*z + 1
*
[ 3/4 ] 
f(z) = -266/81*z^3 + 109/72*z + 1
*
[ 3/4 ] 
f(z) = -262/81*z^3 + 107/72*z + 1
*
0 | 0.13074233955509740558700738096449880100 | 0.023202701212049204795003929148898459854
f(z) = -280/81*z^3 + 118/81*z + 1
*
0 | 0.14432276693111542713058115736847623281 | 0.025612804930629895239652344580246405056
f(z) = -280/83*z^3 + 114/83*z + 1
*
0 | 0.12401368286438210199286822087290202800 | 0.022008573806310609731640703868330316851
f(z) = -280/87*z^3 + 106/87*z + 1
*
0 | 0.14437456307106573695152021324647382218 | 0.025621997135414467396442241878114207906
f(z) = -280/89*z^3 + 102/89*z + 1
*
0 | 0.11856090048182004855799742730234731898 | 0.021054242865551146837522519224431505022
f(z) = -279/80*z^3 + 119/80*z + 1
*
0 | 0.13141499474393742610412763795408952694 | 0.023336894408441589235972976713992150828
f(z) = -279/82*z^3 + 115/82*z + 1
*
0 | 0.14425908413806823641599988019693768510 | 0.025617769270153237245655885633468997800
f(z) = -279/83*z^3 + 113/83*z + 1
*
0 | 0.14427643150953555092427919286439151606 | 0.025620849845372112010557547464253011883
f(z) = -279/85*z^3 + 109/85*z + 1
*
0 | 0.13144968950999392513080118329493671258 | 0.023343055562985359087149536976114008560
f(z) = -279/86*z^3 + 107/86*z + 1
*
0 | 0.11292537513257264091336356953328677031 | 0.020053476855038104681843815540610258618
f(z) = -279/88*z^3 + 103/88*z + 1
*
0 | 0.14431105498750431975681313775066776473 | 0.025626998340458114649747215443912515727
f(z) = -279/89*z^3 + 101/89*z + 1
*
0 | 0.13061463655242591905744916530992925874 | 0.023209564736807208248601611404934370493
f(z) = -278/81*z^3 + 116/81*z + 1
*
0 | 0.14419518142334759536460198440368978654 | 0.025622759334766815887323701230109406594
f(z) = -278/83*z^3 + 112/83*z + 1
*
0 | 0.14421258758308195817809514148878092928 | 0.025625852321906980289846374011983087136
f(z) = -278/85*z^3 + 108/85*z + 1
*
0 | 0.12388633140399650941759344072826282550 | 0.022013978713423175639903381971343998580
f(z) = -278/87*z^3 + 104/87*z + 1
*
0 | 0.14424732816678549935471600234374609601 | 0.025632025549102220169013279805553162096
f(z) = -278/89*z^3 + 100/89*z + 1
*
0 | 0.11843269604331418492155249386373835503 | 0.021058379692634111025516824635268793327
f(z) = -277/80*z^3 + 117/80*z + 1
*
0 | 0.13055045304227203191130269458776366795 | 0.023213023945719442578826000298098133174
f(z) = -277/81*z^3 + 115/81*z + 1
*
0 | 0.13128690875992014172039403159321319391 | 0.023343972278799467338054003839145220612
f(z) = -277/82*z^3 + 113/82*z + 1
*
0 | 0.14413105726162544730123757810024071588 | 0.025627775358639571473368050537118701256
f(z) = -277/83*z^3 + 111/83*z + 1
*
0 | 0.098124307422253343285493329477193103587 | 0.017447368774065970944844288807159199134
f(z) = -277/84*z^3 + 109/84*z + 1
*
0 | 0.14414852261006219886329236664583522754 | 0.025630880851895511168447453846511074152
f(z) = -277/85*z^3 + 107/85*z + 1
*
0 | 0.13132183948037671151857039348983088143 | 0.023350183269504624335923233980367746194
f(z) = -277/86*z^3 + 105/86*z + 1
*
0 | 0.12382232546087825703297826476071054506 | 0.022016703419691254574530812295021572918
f(z) = -277/87*z^3 + 103/87*z + 1
*
0 | 0.11565010013972504619020979410673888388 | 0.020563609557134385353720880088407699132
f(z) = -277/88*z^3 + 101/88*z + 1
*
0 | 0.14406671011163853366015291282018983355 | 0.025632817578974584138817265740182037515
f(z) = -276/83*z^3 + 110/83*z + 1
*
0 | 0.14408423505332494585331823240570210520 | 0.025635935673591875471756254838166972316
f(z) = -276/85*z^3 + 106/85*z + 1
*
0 | 0.13042141427712295605754424639985357157 | 0.023219998110890644309835708340061240940
f(z) = -275/81*z^3 + 113/81*z + 1
*
0 | 0.13115792999516887763553844288732391441 | 0.023351126067725470517499447663882941740
f(z) = -275/82*z^3 + 111/82*z + 1
*
0 | 0.14400213841596550616263149631991748580 | 0.025637886236060017807366140556570627086
f(z) = -275/83*z^3 + 109/83*z + 1
*
0 | 0.097995448414616461767068239200319195476 | 0.017446936453459469646569490093406437453
f(z) = -275/84*z^3 + 107/84*z + 1
*
0 | 0.13119309990652920725555264577119774447 | 0.023357387656590101406805354120651898586
f(z) = -275/86*z^3 + 103/86*z + 1
*
0 | 0.12369261186684779196411185581841418857 | 0.022022014021229134949331023565003994232
f(z) = -275/87*z^3 + 101/87*z + 1
*
0 | 0.13035655588246243560332880432063568943 | 0.023223513415649466656416498461090900385
f(z) = -274/81*z^3 + 112/81*z + 1
*
0 | 0.14393734060080012600940262959836427608 | 0.025642981573321114646841545284910817186
f(z) = -274/83*z^3 + 108/83*z + 1
*
0 | 0.14395498595935930458705763768359195834 | 0.025646125160680023687390382217538193225
f(z) = -274/85*z^3 + 104/85*z + 1
*
0 | 0.12362793471787534217065441074727886081 | 0.022024784108735995994724968870046875966
f(z) = -274/87*z^3 + 100/87*z + 1
*
0 | 0.11817359136447965928569448338974674023 | 0.021066794821201726097598324819736022523
f(z) = -273/80*z^3 + 113/80*z + 1
*
0 | 0.13102804590746088370815235228173240885 | 0.023358357202175847326305187801983217961
f(z) = -273/82*z^3 + 109/82*z + 1
*
0 | 0.14387231507572046731622400424650506254 | 0.025648103837373265710473909781066888474
f(z) = -273/83*z^3 + 107/83*z + 1
*
0 | 0.14389002126641347368504736271207243381 | 0.025651260318293306159123063869681691131
f(z) = -273/85*z^3 + 103/85*z + 1
*
0 | 0.13106345831338980358754001094847414634 | 0.023364670168391189930562786341494370916
f(z) = -273/86*z^3 + 101/86*z + 1
*
0 | 0.13022615309509008304495201827940963010 | 0.023230601358198915642786473844157164056
f(z) = -272/81*z^3 + 110/81*z + 1
*
0 | 0.14380706023345403997008238572387195928 | 0.025653253278076184183968798312167463314
f(z) = -272/83*z^3 + 106/83*z + 1
*
0 | 0.11804266570472528250652738176653146706 | 0.021071074976983269141597136642342702303
f(z) = -271/80*z^3 + 111/80*z + 1
*
0 | 0.13016060546194922014816060355056015158 | 0.023234174358606356023681585039963697078
f(z) = -271/81*z^3 + 109/81*z + 1
*
0 | 0.13089724368821899242790505881171708505 | 0.023365667147285568285585573843079365476
f(z) = -271/82*z^3 + 107/82*z + 1
*
0 | 0.14374157444963874497418032647214346379 | 0.025658430148589208409077216269673718604
f(z) = -271/83*z^3 + 105/83*z + 1
*
0 | 0.097736040238228944251683531852896809395 | 0.017446263344853769217963256248120332543
f(z) = -271/84*z^3 + 103/84*z + 1
*
0 | 0.14375940357371645682112305966149395757 | 0.025661612716586741909984054135570267724
f(z) = -271/85*z^3 + 101/85*z + 1
*
0 | 0.14367585608257957318041462942883870444 | 0.025663634705427762629312409194002846726
f(z) = -270/83*z^3 + 104/83*z + 1
*
0 | 0.11791080709866092778606642161876831480 | 0.021075404806146108970586048487774150848
f(z) = -269/80*z^3 + 109/80*z + 1
*
0 | 0.13002880948558533966892257241546523641 | 0.023241379342581770150339023740868929869
f(z) = -269/81*z^3 + 107/81*z + 1
*
0 | 0.13076551025491088159319980431854957168 | 0.023373057407693677849923236478858900287
f(z) = -269/82*z^3 + 105/82*z + 1
*
0 | 0.14360990347300095607646416192444283106 | 0.025668867208521004203532340285563565897
f(z) = -269/83*z^3 + 103/83*z + 1
*
0 | 0.097603398015713316495320103249139674739 | 0.017445653831504618852643883947875655636
f(z) = -269/84*z^3 + 101/84*z + 1
*
0 | 0.12996255779680831418396249032826523450 | 0.023245011703628300116922802348714657112
f(z) = -268/81*z^3 + 106/81*z + 1
*
0 | 0.14354371494379467499888110757825646807 | 0.025674127921270686859213575024706436153
f(z) = -268/83*z^3 + 102/83*z + 1
*
0 | 0.11777800214514581950170532649744205063 | 0.021079785301495461981339559837647880001
f(z) = -267/80*z^3 + 107/80*z + 1
*
0 | 0.13063283224317509975042456732644277560 | 0.023380529528925264060089358554511366079
f(z) = -267/82*z^3 + 103/82*z + 1
*
0 | 0.14347728879976323278163883724050376759 | 0.025679417110611270410333534545844213880
f(z) = -267/83*z^3 + 101/83*z + 1
*
0 | 0.12982933851840078067743323991676373096 | 0.023252337126865428969612114449861514949
f(z) = -266/81*z^3 + 104/81*z + 1
*
0 | 0.14341062332735858941927387972452430636 | 0.025684735047071308245841965490198222555
f(z) = -266/83*z^3 + 100/83*z + 1
*
0 | 0.12976236747349132639033008558936261157 | 0.023256030582189651546957549297556725719
f(z) = -265/81*z^3 + 103/81*z + 1
*
0 | 0.13049919599866197512566637343729172366 | 0.023388085098832921750144775907423759505
f(z) = -265/82*z^3 + 101/82*z + 1
*
0 | 0.11750949812751282709035654836196865116 | 0.021088702402863511396686892902791642360
f(z) = -263/80*z^3 + 103/80*z + 1
*
0 | 0.12962769379229392162929949397518919552 | 0.023263479983454717885182868665915992240
f(z) = -263/81*z^3 + 101/81*z + 1
*
0 | 0.12955998758614758447841000019220103631 | 0.023267236339029895706433554212927407932
f(z) = -262/81*z^3 + 100/81*z + 1
*
0 | 0.11737377077163002709573422575265965463 | 0.021093241138476316703956416040270225393
f(z) = -261/80*z^3 + 101/80*z + 1
*
[ 2/3 ] 
f(z) = -273/92*z^3 + 113/138*z + 1
*
[ 2/3 ] 
f(z) = -267/92*z^3 + 109/138*z + 1
*
-2 | 0.11831511759239977684118095456903357754 | 0.016957194614822121756754089297949760778
f(z) = -279/88*z^3 + 134/11*z + 1
*
-2 | 0.11818409392542471206770737724402604600 | 0.016956620295038705699093419970107593981
f(z) = -277/88*z^3 + 133/11*z + 1
*
[ -6/5 ] 
f(z) = -275/81*z^3 + 121/18*z + 1
*
-2 | 0.11791918314535189789325764513757112322 | 0.016955471798947221316096601727637645427
f(z) = -273/88*z^3 + 131/11*z + 1
*
-2 | 0.11778526750961438106746112632737559541 | 0.016954897734346218944049521195433533203
f(z) = -271/88*z^3 + 130/11*z + 1
*
-2 | 0.11765035881594874026763094680421690916 | 0.016954323869796160859707592359079906297
f(z) = -269/88*z^3 + 129/11*z + 1
*
-2 | 0.11751444196909131322609015616076348159 | 0.016953750266164190964521021742436874026
f(z) = -267/88*z^3 + 128/11*z + 1
*
[ 2 ] 
f(z) = -267/88*z^3 + 139/11*z + 1
*
[ 3/2 ] 
f(z) = -266/81*z^3 + 139/18*z + 1
*
-2 | 0.11737750152115394114216161683902941009 | 0.016953176986431393023987735857301035118
f(z) = -265/88*z^3 + 127/11*z + 1
*
[ 2 ] 
f(z) = -265/88*z^3 + 138/11*z + 1
*
-2 | 0.11723952166037528024198871416596717940 | 0.016952604095754880625433631936770262150
f(z) = -263/88*z^3 + 126/11*z + 1
*
[ 2 ] 
f(z) = -263/88*z^3 + 137/11*z + 1
*
[ 3/2 ] 
f(z) = -262/81*z^3 + 137/18*z + 1
*
-2 | 0.11710048619941284325626800326109717381 | 0.016952031661530963815056904151768575131
f(z) = -261/88*z^3 + 125/11*z + 1
*
[ 2 ] 
f(z) = -261/88*z^3 + 136/11*z + 1
*
[ 4/3 ] 
f(z) = -279/80*z^3 + 129/20*z + 1
*
[ -2/3 ] 
f(z) = -273/88*z^3 + 128/33*z + 1
*
[ -3/4 ] 
f(z) = -272/99*z^3 + 128/33*z + 1
*
[ -2/3 ] 
f(z) = -267/88*z^3 + 127/33*z + 1
*
[ 4/3 ] 
f(z) = -261/80*z^3 + 121/20*z + 1
*
[ 9/10 ] 
f(z) = -280/81*z^3 + 121/45*z + 1
*
-2/5 | 0.094677222923112955764498844067981796884 | 0.016856165451080179520498881632867858843
f(z) = -275/84*z^3 + 127/42*z + 1
*
-2/3 | 0.16731381430498018023721821275100801922 | 0.024942116439434443406059604968076895065
f(z) = -273/80*z^3 + 121/60*z + 1
*
-4/5 | 0.17150645774896454444559100317715240356 | 0.023856232597328393442943362908438221173
f(z) = -265/96*z^3 + 121/60*z + 1
*
3/5 | 0.22342060709767792917205120161315396327 | 0.027876470057569843916701677622360096575
f(z) = -275/81*z^3 + 136/99*z + 1
*
[ 3/4 ] 
f(z) = -272/87*z^3 + 124/87*z + 1
*
[ 3/4 ] 
f(z) = -272/93*z^3 + 122/93*z + 1
*
9/14 | 0.21419676640658956361067887522516944963 | 0.025888412989349691144801785872255500710
f(z) = -280/81*z^3 + 131/126*z + 1
*
[ 2/3 ] 
f(z) = -261/95*z^3 + 137/190*z + 1
*
[ 2/3 ] 
f(z) = -261/97*z^3 + 135/194*z + 1
*
[ 2 ] 
f(z) = -279/88*z^3 + 145/11*z + 1
*
[ -2 ] 
f(z) = -279/88*z^3 + 156/11*z + 1
*
[ 3/2 ] 
f(z) = -278/81*z^3 + 145/18*z + 1
*
[ 2 ] 
f(z) = -277/88*z^3 + 144/11*z + 1
*
[ -2 ] 
f(z) = -277/88*z^3 + 155/11*z + 1
*
[ 3/2 ] 
f(z) = -274/81*z^3 + 143/18*z + 1
*
[ 2 ] 
f(z) = -273/88*z^3 + 142/11*z + 1
*
[ -2 ] 
f(z) = -273/88*z^3 + 153/11*z + 1
*
[ 9/4 ] 
f(z) = -272/81*z^3 + 158/9*z + 1
*
[ 2 ] 
f(z) = -271/88*z^3 + 141/11*z + 1
*
[ -2 ] 
f(z) = -271/88*z^3 + 152/11*z + 1
*
[ 2 ] 
f(z) = -269/88*z^3 + 140/11*z + 1
*
[ -2 ] 
f(z) = -269/88*z^3 + 151/11*z + 1
*
[ -2 ] 
f(z) = -267/88*z^3 + 150/11*z + 1
*
[ -2 ] 
f(z) = -265/88*z^3 + 149/11*z + 1
*
[ -2 ] 
f(z) = -263/88*z^3 + 148/11*z + 1
*
[ -2 ] 
f(z) = -261/88*z^3 + 147/11*z + 1
*
[ -4/3 ] 
f(z) = -279/80*z^3 + 159/20*z + 1
*
[ -3/8 ] 
f(z) = -272/81*z^3 + 149/36*z + 1
*
[ 9/8 ] 
f(z) = -272/81*z^3 + 157/36*z + 1
*
[ -3/4 ] 
f(z) = -268/81*z^3 + 151/36*z + 1
*
[ -4/3 ] 
f(z) = -261/80*z^3 + 151/20*z + 1
*
[ 4/5 ] 
f(z) = -275/92*z^3 + 153/92*z + 1
*
[ 3/4 ] 
f(z) = -268/99*z^3 + 157/132*z + 1
*
[ 2/3 ] 
f(z) = -279/89*z^3 + 159/178*z + 1
*
[ 2/3 ] 
f(z) = -270/83*z^3 + 157/166*z + 1
*
[ 2/3 ] 
f(z) = -270/89*z^3 + 151/178*z + 1
*
[ 2/3 ] 
f(z) = -261/83*z^3 + 149/166*z + 1
*
[ 2/3 ] 
f(z) = -261/85*z^3 + 147/170*z + 1
*
[ 2/3 ] 
f(z) = -261/89*z^3 + 143/178*z + 1
*
[ 2/3 ] 
f(z) = -279/91*z^3 + 157/182*z + 1
*
[ 2/3 ] 
f(z) = -279/95*z^3 + 153/190*z + 1
*
[ 2/3 ] 
f(z) = -279/97*z^3 + 151/194*z + 1
*
[ 2/3 ] 
f(z) = -270/91*z^3 + 149/182*z + 1
*
[ 2/3 ] 
f(z) = -270/97*z^3 + 143/194*z + 1
*
[ 2/3 ] 
f(z) = -261/91*z^3 + 141/182*z + 1
*
[ 2/3 ] 
f(z) = -265/96*z^3 + 157/216*z + 1
*
[ 2/3 ] 
f(z) = -263/96*z^3 + 155/216*z + 1
*
[ -3/2 ] 
f(z) = -278/81*z^3 + 169/18*z + 1
*
[ -3/2 ] 
f(z) = -274/81*z^3 + 167/18*z + 1
*
[ -9/4 ] 
f(z) = -272/81*z^3 + 166/9*z + 1
*
[ -3/2 ] 
f(z) = -266/81*z^3 + 163/18*z + 1
*
[ -3/2 ] 
f(z) = -262/81*z^3 + 161/18*z + 1
*
[ -3/10 ] 
f(z) = -275/81*z^3 + 167/36*z + 1
*
[ -9/10 ] 
f(z) = -275/81*z^3 + 175/36*z + 1
*
[ -3/5 ] 
f(z) = -280/81*z^3 + 176/45*z + 1
*
[ -2/3 ] 
f(z) = -279/92*z^3 + 177/46*z + 1
*
[ -2/5 ] 
f(z) = -275/84*z^3 + 169/42*z + 1
*
[ -3/5 ] 
f(z) = -265/81*z^3 + 173/45*z + 1
*
[ -2/3 ] 
f(z) = -261/92*z^3 + 173/46*z + 1
*
-2/3 | 0.19879981417415263766997154786630961554 | 0.029734362671919329673364690993155351134
f(z) = -267/80*z^3 + 179/60*z + 1
*
-3/14 | 0.084647999732014165842684002533548845667 | 0.010230791120464497624597849898821053031
f(z) = -280/81*z^3 + 167/126*z + 1
*
-3/28 | 0.10151344968200078922876339635130171361 | 0.012269195998751346501767676605594182351
f(z) = -280/81*z^3 + 173/126*z + 1
*
[ 7/9 ] 
f(z) = -261/98*z^3 + 167/126*z + 1
*
[ 2/3 ] 
f(z) = -279/83*z^3 + 165/166*z + 1
*
[ 2/3 ] 
f(z) = -279/85*z^3 + 163/170*z + 1
*
[ 2/3 ] 
f(z) = -269/80*z^3 + 179/180*z + 1
*
[ 2/3 ] 
f(z) = -263/80*z^3 + 173/180*z + 1
*
[ 2/3 ] 
f(z) = -277/96*z^3 + 169/216*z + 1
*
[ 2/3 ] 
f(z) = -275/96*z^3 + 167/216*z + 1
*
[ 2/3 ] 
f(z) = -271/96*z^3 + 163/216*z + 1
*
[ 2/3 ] 
f(z) = -269/96*z^3 + 161/216*z + 1
*
[ 8/5 ] 
f(z) = -275/96*z^3 + 185/24*z + 1
*
[ -2/5 ] 
f(z) = -275/92*z^3 + 183/46*z + 1
*
-2/3 | 0.19926901363845365648380683375238590678 | 0.029705801410288098439564409277571959162
f(z) = -273/80*z^3 + 181/60*z + 1
*
[ 7/9 ] 
f(z) = -279/98*z^3 + 181/126*z + 1
*
[ 2/3 ] 
f(z) = -277/80*z^3 + 187/180*z + 1
*
[ 2/3 ] 
f(z) = -271/80*z^3 + 181/180*z + 1
*
[ 12/5 ] 
f(z) = -275/96*z^3 + 205/12*z + 1
*
[ -12/5 ] 
f(z) = -275/96*z^3 + 215/12*z + 1
*
[ 7/3 ] 
f(z) = -261/98*z^3 + 211/14*z + 1
*
[ -8/5 ] 
f(z) = -275/96*z^3 + 215/24*z + 1
*
[ 3/2 ] 
f(z) = -272/99*z^3 + 215/33*z + 1
*
[ 3/2 ] 
f(z) = -268/99*z^3 + 212/33*z + 1
*
[ -3/10 ] 
f(z) = -280/81*z^3 + 209/45*z + 1
*
[ 6/5 ] 
f(z) = -275/84*z^3 + 205/42*z + 1
*
[ -7/10 ] 
f(z) = -275/98*z^3 + 213/56*z + 1
*
[ -2/5 ] 
f(z) = -265/88*z^3 + 219/55*z + 1
*
[ 7/6 ] 
f(z) = -261/98*z^3 + 211/56*z + 1
*
[ 9/11 ] 
f(z) = -275/81*z^3 + 203/99*z + 1
*
[ 3/4 ] 
f(z) = -265/81*z^3 + 217/144*z + 1
*
[ 3/4 ] 
f(z) = -263/81*z^3 + 215/144*z + 1
*
[ 2/3 ] 
f(z) = -267/94*z^3 + 215/282*z + 1
*
[ 2/3 ] 
f(z) = -267/98*z^3 + 209/294*z + 1
*
[ 7/3 ] 
f(z) = -279/98*z^3 + 225/14*z + 1
*
[ -7/3 ] 
f(z) = -279/98*z^3 + 237/14*z + 1
*
[ -7/3 ] 
f(z) = -261/98*z^3 + 223/14*z + 1
*
[ 3/2 ] 
f(z) = -280/99*z^3 + 221/33*z + 1
*
-9/8 | 0.20574820404941698898321149878774167271 | 0.026901298140259458566361835489660051576
f(z) = -272/81*z^3 + 233/36*z + 1
*
[ -9/10 ] 
f(z) = -280/81*z^3 + 221/45*z + 1
*
[ 7/6 ] 
f(z) = -279/98*z^3 + 225/56*z + 1
*
9/8 | 0.088812435228510005766327999488517438532 | 0.011512804524636454160577048264123170758
f(z) = -280/81*z^3 + 227/72*z + 1
*
[ -2/3 ] 
f(z) = -267/80*z^3 + 239/60*z + 1
*
-3/5 | 0.12858691028920524048180079087259547882 | 0.022893386262905626540855953013237068538
f(z) = -275/84*z^3 + 239/84*z + 1
*
-2/5 | 0.15151719717209061670232411453342907287 | 0.021075763243407577514206363723802197011
f(z) = -265/96*z^3 + 233/120*z + 1
*
[ 3/4 ] 
f(z) = -277/81*z^3 + 229/144*z + 1
*
[ 3/4 ] 
f(z) = -275/81*z^3 + 227/144*z + 1
*
[ 3/4 ] 
f(z) = -271/81*z^3 + 223/144*z + 1
*
[ 3/4 ] 
f(z) = -269/81*z^3 + 221/144*z + 1
*
[ 2/3 ] 
f(z) = -273/86*z^3 + 235/258*z + 1
*
[ 2/3 ] 
f(z) = -267/82*z^3 + 233/246*z + 1
*
[ 2/3 ] 
f(z) = -267/86*z^3 + 227/258*z + 1
*
-6/55 | 0.22462254333309233096485776754852941076 | 0.028026437152874483006248367361421768977
f(z) = -275/96*z^3 + 229/264*z + 1
*
5/6 | 0.19663544056803764572933991426975982875 | 0.029265523976493590142375129941288800708
f(z) = -276/95*z^3 + 233/285*z + 1
*
[ 2/3 ] 
f(z) = -273/94*z^3 + 223/282*z + 1
*
[ -3/2 ] 
f(z) = -272/99*z^3 + 259/33*z + 1
*
-2 | 0.097468105668623254762403301069529597979 | 0.014038079661145294155594613431058014238
f(z) = -271/96*z^3 + 259/24*z + 1
*
-2 | 0.11762118522967854741747038187106174544 | 0.016940675688376458988513357808006478000
f(z) = -269/80*z^3 + 259/20*z + 1
*
-2 | 0.097332129366137453569065174675484037642 | 0.014034164450734142008562872173474859520
f(z) = -269/96*z^3 + 257/24*z + 1
*
[ -3/2 ] 
f(z) = -268/99*z^3 + 256/33*z + 1
*
-2 | 0.11748526719114713461967711244690615912 | 0.016940013241636027808579332500599955972
f(z) = -267/80*z^3 + 257/20*z + 1
*
-2 | 0.097060226028824535646558309381349597077 | 0.014026685053098900688097955129401835639
f(z) = -265/96*z^3 + 253/24*z + 1
*
-2 | 0.11721035396618959175620394762093718506 | 0.016938686291104795407199651806568946325
f(z) = -263/80*z^3 + 253/20*z + 1
*
-2 | 0.096921166549557932318470330830233432057 | 0.014022672175244135913250849633350745759
f(z) = -263/96*z^3 + 251/24*z + 1
*
-2 | 0.11707132707253011588303536995808086955 | 0.016938021890393366610378377385848199849
f(z) = -261/80*z^3 + 251/20*z + 1
*
[ 4/3 ] 
f(z) = -279/88*z^3 + 259/44*z + 1
*
[ 4/3 ] 
f(z) = -261/88*z^3 + 243/44*z + 1
*
[ -3/7 ] 
f(z) = -280/81*z^3 + 250/63*z + 1
*
[ -9/14 ] 
f(z) = -280/81*z^3 + 251/63*z + 1
*
[ -3/4 ] 
f(z) = -280/99*z^3 + 259/66*z + 1
*
[ -2/3 ] 
f(z) = -273/80*z^3 + 241/60*z + 1
*
[ -3/7 ] 
f(z) = -266/81*z^3 + 248/63*z + 1
*
[ -4/5 ] 
f(z) = -265/96*z^3 + 241/60*z + 1
*
-3/5 | 0.16055181680417467265793254460699015638 | 0.028584361728907600112083397944178668206
f(z) = -275/96*z^3 + 259/96*z + 1
*
[ 3/4 ] 
f(z) = -280/87*z^3 + 257/174*z + 1
*
[ 3/4 ] 
f(z) = -280/93*z^3 + 253/186*z + 1
*
[ 2/3 ] 
f(z) = -273/82*z^3 + 241/246*z + 1
*
[ 7/10 ] 
f(z) = -265/98*z^3 + 251/280*z + 1
*
[ 3 ] 
f(z) = -272/81*z^3 + 278/9*z + 1
*
[ 3 ] 
f(z) = -271/81*z^3 + 277/9*z + 1
*
[ 3 ] 
f(z) = -269/81*z^3 + 275/9*z + 1
*
[ 3 ] 
f(z) = -268/81*z^3 + 274/9*z + 1
*
[ 3 ] 
f(z) = -266/81*z^3 + 272/9*z + 1
*
[ -3 ] 
f(z) = -266/81*z^3 + 278/9*z + 1
*
[ 3 ] 
f(z) = -265/81*z^3 + 271/9*z + 1
*
[ -3 ] 
f(z) = -265/81*z^3 + 277/9*z + 1
*
[ 3 ] 
f(z) = -263/81*z^3 + 269/9*z + 1
*
[ -3 ] 
f(z) = -263/81*z^3 + 275/9*z + 1
*
[ 3 ] 
f(z) = -262/81*z^3 + 268/9*z + 1
*
[ -3 ] 
f(z) = -262/81*z^3 + 274/9*z + 1
*
[ -3/2 ] 
f(z) = -280/99*z^3 + 265/33*z + 1
*
-2 | 0.11828599202413711350475861027506556129 | 0.016943975756121945623978817111015549482
f(z) = -279/80*z^3 + 269/20*z + 1
*
-2 | 0.11815495355173075264664270112877152479 | 0.016943317510337976013556678467480464606
f(z) = -277/80*z^3 + 267/20*z + 1
*
-2 | 0.097867012576121376598668896281202193873 | 0.014049192185876999322944636804857652894
f(z) = -277/96*z^3 + 265/24*z + 1
*
-2 | 0.097735015730852448379515150303543744465 | 0.014045518513148758388709927735769552479
f(z) = -275/96*z^3 + 263/24*z + 1
*
-2 | 0.11789002072805730647488458763386142494 | 0.016941998282491887282624918476240214710
f(z) = -273/80*z^3 + 263/20*z + 1
*
-2 | 0.11775609808695856831575052259365776894 | 0.016941337384155796994599385437175001159
f(z) = -271/80*z^3 + 261/20*z + 1
*
[ 2 ] 
f(z) = -269/80*z^3 + 279/20*z + 1
*
[ 2 ] 
f(z) = -267/80*z^3 + 277/20*z + 1
*
[ 3/2 ] 
f(z) = -265/81*z^3 + 277/36*z + 1
*
[ 2 ] 
f(z) = -265/96*z^3 + 277/24*z + 1
*
[ 2 ] 
f(z) = -263/80*z^3 + 273/20*z + 1
*
[ 3/2 ] 
f(z) = -263/81*z^3 + 275/36*z + 1
*
[ 2 ] 
f(z) = -263/96*z^3 + 275/24*z + 1
*
[ 2 ] 
f(z) = -261/80*z^3 + 271/20*z + 1
*
[ -6/5 ] 
f(z) = -275/84*z^3 + 275/42*z + 1
*
-4/7 | 0.13000472867335457528122071428988624667 | 0.017206903586450932742916678640309240459
f(z) = -273/80*z^3 + 261/140*z + 1
*
[ 3 ] 
f(z) = -280/81*z^3 + 286/9*z + 1
*
[ -3 ] 
f(z) = -280/81*z^3 + 292/9*z + 1
*
[ 3 ] 
f(z) = -278/81*z^3 + 284/9*z + 1
*
[ -3 ] 
f(z) = -278/81*z^3 + 290/9*z + 1
*
[ 3 ] 
f(z) = -277/81*z^3 + 283/9*z + 1
*
[ -3 ] 
f(z) = -277/81*z^3 + 289/9*z + 1
*
[ 3 ] 
f(z) = -275/81*z^3 + 281/9*z + 1
*
[ -3 ] 
f(z) = -275/81*z^3 + 287/9*z + 1
*
[ 3 ] 
f(z) = -274/81*z^3 + 280/9*z + 1
*
[ -3 ] 
f(z) = -274/81*z^3 + 286/9*z + 1
*
[ -3 ] 
f(z) = -272/81*z^3 + 284/9*z + 1
*
[ -3 ] 
f(z) = -271/81*z^3 + 283/9*z + 1
*
[ -3 ] 
f(z) = -269/81*z^3 + 281/9*z + 1
*
[ -3 ] 
f(z) = -268/81*z^3 + 280/9*z + 1
*
[ 2 ] 
f(z) = -279/80*z^3 + 289/20*z + 1
*
[ 2 ] 
f(z) = -277/80*z^3 + 287/20*z + 1
*
[ 3/2 ] 
f(z) = -277/81*z^3 + 289/36*z + 1
*
[ 2 ] 
f(z) = -277/96*z^3 + 289/24*z + 1
*
[ 3/2 ] 
f(z) = -275/81*z^3 + 287/36*z + 1
*
[ 2 ] 
f(z) = -275/96*z^3 + 287/24*z + 1
*
[ 2 ] 
f(z) = -273/80*z^3 + 283/20*z + 1
*
[ 2 ] 
f(z) = -271/80*z^3 + 281/20*z + 1
*
[ 3/2 ] 
f(z) = -271/81*z^3 + 283/36*z + 1
*
[ 2 ] 
f(z) = -271/96*z^3 + 283/24*z + 1
*
[ -2 ] 
f(z) = -269/80*z^3 + 299/20*z + 1
*
[ 3/2 ] 
f(z) = -269/81*z^3 + 281/36*z + 1
*
[ 2 ] 
f(z) = -269/96*z^3 + 281/24*z + 1
*
[ -2 ] 
f(z) = -267/80*z^3 + 297/20*z + 1
*
[ -2 ] 
f(z) = -263/80*z^3 + 293/20*z + 1
*
[ -2 ] 
f(z) = -263/96*z^3 + 299/24*z + 1
*
[ -2 ] 
f(z) = -261/80*z^3 + 291/20*z + 1
*
3/2 | 0.15948723056696292759737216330226414293 | 0.020326687395678988606193569027061282437
f(z) = -280/81*z^3 + 284/45*z + 1
*
[ -3/8 ] 
f(z) = -280/81*z^3 + 299/72*z + 1
*
[ -3/4 ] 
f(z) = -262/81*z^3 + 299/72*z + 1
*
-1/3 | 0.13497493657723805731203816754542215524 | 0.023734046328646119393690226347619749950
f(z) = -279/88*z^3 + 295/88*z + 1
*
-4/5 | 0.16497504336473554783855913750643724637 | 0.029259429929446025242611800161746632813
f(z) = -275/84*z^3 + 281/84*z + 1
*
-2/5 | 0.14684188874093381388933759902252544888 | 0.025914371935490256723966280846975660146
f(z) = -275/98*z^3 + 289/98*z + 1
*
-1/3 | 0.15719642342650934659965508816617730308 | 0.027674585659063554696890996293443799677
f(z) = -261/88*z^3 + 293/88*z + 1
*
-3/14 | 0.17941211435424817386414769954302445658 | 0.021684243836242716011167500489267800116
f(z) = -280/81*z^3 + 293/126*z + 1
*
[ 6/7 ] 
f(z) = -280/81*z^3 + 299/126*z + 1
*
[ 14/15 ] 
f(z) = -275/98*z^3 + 299/126*z + 1
*
[ 6/7 ] 
f(z) = -266/81*z^3 + 283/126*z + 1
*
-3/5 | 0.25657261390991600107210897909709523235 | 0.029728516719469715038747547355960006134
f(z) = -280/81*z^3 + 299/180*z + 1
*
[ 2/3 ] 
f(z) = -279/104*z^3 + 9/13*z + 1
*
[ -6/5 ] 
f(z) = -275/108*z^3 + 11/2*z + 1
*
[ 2/3 ] 
f(z) = -261/104*z^3 + 8/13*z + 1
*
[ 2/3 ] 
f(z) = -279/112*z^3 + 17/28*z + 1
*
[ 2/3 ] 
f(z) = -261/112*z^3 + 15/28*z + 1
*
[ 6/5 ] 
f(z) = -275/108*z^3 + 23/6*z + 1
*
[ 6/5 ] 
f(z) = -265/108*z^3 + 37/10*z + 1
*
[ 4/5 ] 
f(z) = -275/112*z^3 + 37/28*z + 1
*
[ 3/4 ] 
f(z) = -272/117*z^3 + 38/39*z + 1
*
[ 2/3 ] 
f(z) = -267/104*z^3 + 25/39*z + 1
*
[ 2/3 ] 
f(z) = -279/100*z^3 + 37/50*z + 1
*
[ 2/3 ] 
f(z) = -279/116*z^3 + 33/58*z + 1
*
[ 2/3 ] 
f(z) = -261/100*z^3 + 33/50*z + 1
*
[ -2/3 ] 
f(z) = -279/104*z^3 + 48/13*z + 1
*
[ -2/5 ] 
f(z) = -275/104*z^3 + 51/13*z + 1
*
[ -3/5 ] 
f(z) = -275/108*z^3 + 43/12*z + 1
*
[ -2/3 ] 
f(z) = -261/104*z^3 + 47/13*z + 1
*
-2/3 | 0.16369877778028287518266148397326607056 | 0.029069902557871114879917632863830668303
f(z) = -279/112*z^3 + 45/28*z + 1
*
-2/3 | 0.16203889489696191904358545722505480615 | 0.029120010896846565096766104283666355708
f(z) = -261/112*z^3 + 43/28*z + 1
*
3/5 | 0.18854439679491450814556469910774313781 | 0.023524921447725438874971334293407249330
f(z) = -275/108*z^3 + 59/44*z + 1
*
[ 2/3 ] 
f(z) = -267/112*z^3 + 47/84*z + 1
*
[ 2/3 ] 
f(z) = -261/118*z^3 + 57/118*z + 1
*
[ 12/5 ] 
f(z) = -275/108*z^3 + 61/4*z + 1
*
[ -3/10 ] 
f(z) = -275/108*z^3 + 73/16*z + 1
*
[ -6/11 ] 
f(z) = -275/108*z^3 + 79/22*z + 1
*
[ -3/5 ] 
f(z) = -265/108*z^3 + 71/20*z + 1
*
[ 4/5 ] 
f(z) = -275/104*z^3 + 75/52*z + 1
*
[ 3/4 ] 
f(z) = -280/117*z^3 + 79/78*z + 1
*
[ 3/4 ] 
f(z) = -277/108*z^3 + 71/64*z + 1
*
[ 3/4 ] 
f(z) = -271/108*z^3 + 69/64*z + 1
*
[ 3/4 ] 
f(z) = -265/108*z^3 + 67/64*z + 1
*
0 | 0.14447752464809770664837155185683714352 | 0.025640269614829503522836174713135417024
f(z) = -280/101*z^3 + 78/101*z + 1
*
0 | 0.14449460419012954256358865143459509722 | 0.025643300702631296448944645853089107405
f(z) = -280/103*z^3 + 74/103*z + 1
*
0 | 0.14452869487068575354226972190360091611 | 0.025649350738738596161452080073819944983
f(z) = -280/107*z^3 + 66/107*z + 1
*
0 | 0.11873497140555480502297148836548237507 | 0.021085154671123206989162464471985813886
f(z) = -279/100*z^3 + 79/100*z + 1
*
0 | 0.14441436185159801827212658234660617529 | 0.025645343746046871395835916372897824688
f(z) = -279/101*z^3 + 77/101*z + 1
*
0 | 0.14443149841599219981648842904688013199 | 0.025648386885793364622951624902110675625
f(z) = -279/103*z^3 + 73/103*z + 1
*
0 | 0.11591548274437385622964176579938660161 | 0.020584465162289104832329932249966339867
f(z) = -279/104*z^3 + 71/104*z + 1
*
0 | 0.13162175344654954132478942448391747057 | 0.023373610964419748691307509654163064049
f(z) = -279/106*z^3 + 67/106*z + 1
*
[ 2/3 ] 
f(z) = -279/106*z^3 + 71/106*z + 1
*
0 | 0.14446570269849478018174491924586862304 | 0.025654460939447854828024892938523835168
f(z) = -279/107*z^3 + 65/107*z + 1
*
[ 2/3 ] 
f(z) = -279/110*z^3 + 69/110*z + 1
*
[ 2/3 ] 
f(z) = -279/118*z^3 + 65/118*z + 1
*
0 | 0.14435098264621991700767732572644886998 | 0.025650444429360923344350749463209231786
f(z) = -278/101*z^3 + 76/101*z + 1
*
0 | 0.14436817661587263412171286443528721178 | 0.025653499711389574554832057669915754360
f(z) = -278/103*z^3 + 72/103*z + 1
*
0 | 0.12404170906246310498213708195898489195 | 0.022041588542750277887735125535446413047
f(z) = -278/105*z^3 + 68/105*z + 1
*
0 | 0.14440249526179858864637200355156041438 | 0.025659597962361457786960462400409601898
f(z) = -278/107*z^3 + 64/107*z + 1
*
0 | 0.11860793738466276376332754135426711631 | 0.021089539151358374369856582027137061664
f(z) = -277/100*z^3 + 77/100*z + 1
*
0 | 0.14428738554242023923215757516296209782 | 0.025655571908103154271654230685815299332
f(z) = -277/101*z^3 + 75/101*z + 1
*
0 | 0.11111593556629330969465960464534446213 | 0.019757395037274976246677677164868099679
f(z) = -277/102*z^3 + 73/102*z + 1
*
0 | 0.14430463730410633285416832036084631542 | 0.025658639423747818226622998868845269745
f(z) = -277/103*z^3 + 71/103*z + 1
*
0 | 0.10617484076596372159960289265182370846 | 0.018878824727902081124101755133959847174
f(z) = -277/104*z^3 + 69/104*z + 1
*
0 | 0.12397719377553531255907860374715094517 | 0.022044240374276953332904713141364758686
f(z) = -277/105*z^3 + 67/105*z + 1
*
0 | 0.13149506456847073263091346627132944695 | 0.023380984220586914745204325894406283222
f(z) = -277/106*z^3 + 65/106*z + 1
*
0 | 0.14422356903520928786189864421521648988 | 0.025660726428773456869238344583537310039
f(z) = -276/101*z^3 + 74/101*z + 1
*
0 | 0.14424087897963493917377054828942755596 | 0.025663806270378926162301189066417648050
f(z) = -276/103*z^3 + 70/103*z + 1
*
0 | 0.14415953160393633119831210243694294892 | 0.025665908241093516926930775960519633379
f(z) = -275/101*z^3 + 73/101*z + 1
*
0 | 0.11098917366267605760964512719179643129 | 0.019760316333486573272746967625912848542
f(z) = -275/102*z^3 + 71/102*z + 1
*
0 | 0.14417690012579265078419653589950878666 | 0.025669000502030327251339955941621135717
f(z) = -275/103*z^3 + 69/103*z + 1
*
0 | 0.11566100020540372634312313338776252730 | 0.020592080074876805487276870721414565350
f(z) = -275/104*z^3 + 67/104*z + 1
*
[ 2/3 ] 
f(z) = -275/104*z^3 + 79/117*z + 1
*
0 | 0.14409527171207136245419135713171045956 | 0.025671117598061312816005639869269092485
f(z) = -274/101*z^3 + 72/101*z + 1
*
0 | 0.14411269921008889792466997341506073952 | 0.025674222372740818518324096267454050893
f(z) = -274/103*z^3 + 68/103*z + 1
*
0 | 0.12378646457299008551518184985141480697 | 0.022053026801956257088873316733015236223
f(z) = -274/105*z^3 + 64/105*z + 1
*
0 | 0.11835122185866800496386304472965132885 | 0.021098460992398240458824922654958689009
f(z) = -273/100*z^3 + 73/100*z + 1
*
0 | 0.14403078780698304140741674105185648180 | 0.025676354756006746210724447367311563195
f(z) = -273/101*z^3 + 71/101*z + 1
*
0 | 0.14404827468398722249062644672477908605 | 0.025679472139896472051251504258759465617
f(z) = -273/103*z^3 + 67/103*z + 1
*
0 | 0.14396607831971273769584652520192603607 | 0.025681619974648431881246047718858333539
f(z) = -272/101*z^3 + 70/101*z + 1
*
0 | 0.14398362498268027825838671221463178742 | 0.025684750064287707072950991013995265566
f(z) = -272/103*z^3 + 66/103*z + 1
*
0 | 0.11822151560492273738111439841996061683 | 0.021103000379838142910404423206377291915
f(z) = -271/100*z^3 + 71/100*z + 1
*
0 | 0.14390114166474459327937914193741082333 | 0.025686913517151675183074812870447670327
f(z) = -271/101*z^3 + 69/101*z + 1
*
0 | 0.11072986935522273429607427858015377867 | 0.019765712384128764216518412399074778841
f(z) = -271/102*z^3 + 67/102*z + 1
*
0 | 0.14391874852486087021404671177452211986 | 0.025690056410167555936716627160199451718
f(z) = -271/103*z^3 + 65/103*z + 1
*
0 | 0.11540296753697088690762349784822287267 | 0.020599878586446896385757116724054883441
f(z) = -271/104*z^3 + 63/104*z + 1
*
[ 2/3 ] 
f(z) = -271/104*z^3 + 77/117*z + 1
*
0 | 0.14383597623977151955103839624971181351 | 0.025692235650187666686068164625523176704
f(z) = -270/101*z^3 + 68/101*z + 1
*
0 | 0.14385364371248894895594368965867907126 | 0.025695391445311153649697986400801003052
f(z) = -270/103*z^3 + 64/103*z + 1
*
0 | 0.11809089342077573989271821708749111774 | 0.021107593476820239148242683694296682657
f(z) = -269/100*z^3 + 69/100*z + 1
*
0 | 0.14377058042545704247666011664452068085 | 0.025697586643993924230426151372490823468
f(z) = -269/101*z^3 + 67/101*z + 1
*
0 | 0.11060040259555672532421544793754790583 | 0.019768741422265801507317689982626550512
f(z) = -269/102*z^3 + 65/102*z + 1
*
0 | 0.14378830893055447405148979104968536372 | 0.025700755441076481376726748019774023402
f(z) = -269/103*z^3 + 63/103*z + 1
*
[ 2/3 ] 
f(z) = -269/104*z^3 + 76/117*z + 1
*
0 | 0.14370495258519290698047770485240922181 | 0.025702966772436013569002906674499151985
f(z) = -268/101*z^3 + 66/101*z + 1
*
0 | 0.14372274254683605808102493090695104345 | 0.025706148672466395254074613241764124133
f(z) = -268/103*z^3 + 62/103*z + 1
*
0 | 0.11795934226446584240348507389835617130 | 0.021112241368946010085448358594955461533
f(z) = -267/100*z^3 + 67/100*z + 1
*
0 | 0.14363909106485234956968059906362318551 | 0.025708376313070579655717142812767563905
f(z) = -267/101*z^3 + 65/101*z + 1
*
0 | 0.14357299419253894590284939235643295990 | 0.025713815547209721569841677269579317836
f(z) = -266/101*z^3 + 64/101*z + 1
*
0 | 0.14350666027833093765297751696342924667 | 0.025719284759986745026608146917466958743
f(z) = -265/101*z^3 + 63/101*z + 1
*
[ 2/3 ] 
f(z) = -265/104*z^3 + 74/117*z + 1
*
0 | 0.14344008761402094059342004878685151797 | 0.025724784240423327417004674143229742917
f(z) = -264/101*z^3 + 62/101*z + 1
*
0 | 0.11769339945605514978751399863332684959 | 0.021121706036194596566712599292461755832
f(z) = -263/100*z^3 + 63/100*z + 1
*
0 | 0.14337327447285093334233509008445358133 | 0.025730314281498131345049791217891126495
f(z) = -263/101*z^3 + 61/101*z + 1
*
[ 2/3 ] 
f(z) = -263/104*z^3 + 73/117*z + 1
*
0 | 0.11755898028349285423823732667748664574 | 0.021126525141104665158892252793334699030
f(z) = -261/100*z^3 + 61/100*z + 1
*
[ 2/3 ] 
f(z) = -261/106*z^3 + 63/106*z + 1
*
[ 2/3 ] 
f(z) = -261/110*z^3 + 61/110*z + 1
*
[ 3 ] 
f(z) = -277/108*z^3 + 95/4*z + 1
*
[ -3 ] 
f(z) = -275/108*z^3 + 97/4*z + 1
*
[ 3/2 ] 
f(z) = -275/108*z^3 + 97/16*z + 1
*
[ 3 ] 
f(z) = -271/108*z^3 + 93/4*z + 1
*
[ -3 ] 
f(z) = -269/108*z^3 + 95/4*z + 1
*
[ 3/2 ] 
f(z) = -269/108*z^3 + 95/16*z + 1
*
[ 3 ] 
f(z) = -265/108*z^3 + 91/4*z + 1
*
[ -3 ] 
f(z) = -263/108*z^3 + 93/4*z + 1
*
[ 3/2 ] 
f(z) = -263/108*z^3 + 93/16*z + 1
*
-2/5 | 0.16926699358603340297344231381928452257 | 0.029281180374741650054364269353092022162
f(z) = -275/112*z^3 + 81/28*z + 1
*
[ -2/3 ] 
f(z) = -261/112*z^3 + 99/28*z + 1
*
[ 2/3 ] 
f(z) = -277/104*z^3 + 80/117*z + 1
*
[ 2/3 ] 
f(z) = -273/116*z^3 + 95/174*z + 1
*
[ 2/3 ] 
f(z) = -267/116*z^3 + 91/174*z + 1
*
[ -3/2 ] 
f(z) = -277/108*z^3 + 119/16*z + 1
*
[ -3/2 ] 
f(z) = -271/108*z^3 + 117/16*z + 1
*
[ -3/2 ] 
f(z) = -265/108*z^3 + 115/16*z + 1
*
[ -2/3 ] 
f(z) = -279/112*z^3 + 101/28*z + 1
*
-4/3 | 0.18071883041039832504913199999879121361 | 0.029392496100270839388054798601708347805
f(z) = -279/112*z^3 + 117/28*z + 1
*
-6/5 | 0.23050113012014017131383523802073673554 | 0.026669283005866319670422962769274830425
f(z) = -275/108*z^3 + 105/22*z + 1
*
[ -4/5 ] 
f(z) = -275/112*z^3 + 107/28*z + 1
*
[ -2/5 ] 
f(z) = -275/112*z^3 + 109/28*z + 1
*
[ 3/4 ] 
f(z) = -272/105*z^3 + 118/105*z + 1
*
[ 3/4 ] 
f(z) = -272/111*z^3 + 116/111*z + 1
*
[ 2/3 ] 
f(z) = -273/100*z^3 + 107/150*z + 1
*
[ 2/3 ] 
f(z) = -267/100*z^3 + 103/150*z + 1
*
[ 2/3 ] 
f(z) = -261/113*z^3 + 119/226*z + 1
*
[ 2/3 ] 
f(z) = -261/115*z^3 + 117/230*z + 1
*
[ 2/3 ] 
f(z) = -261/119*z^3 + 113/238*z + 1
*
-2 | 0.11836574533866455066497753863689909927 | 0.016982682973509708248363697280917331774
f(z) = -279/104*z^3 + 133/13*z + 1
*
-2 | 0.11823464635969208113258825805058049868 | 0.016982262537432472594467705107232069642
f(z) = -277/104*z^3 + 132/13*z + 1
*
-2 | 0.11810259032031603874494108198244330151 | 0.016981843718255684134526206943739784824
f(z) = -275/104*z^3 + 131/13*z + 1
*
-2 | 0.11783554912463582421221517697207392363 | 0.016981011221221413946251792154054842521
f(z) = -271/104*z^3 + 129/13*z + 1
*
-2 | 0.11770053415289655639658846510833109175 | 0.016980597693236593143508056043461485774
f(z) = -269/104*z^3 + 128/13*z + 1
*
-2 | 0.11756450246807938302408281615380497410 | 0.016980186081946055438723404362857803296
f(z) = -267/104*z^3 + 127/13*z + 1
*
-2 | 0.11742743826504138134890808260180414715 | 0.016979776466955364582465033427344037721
f(z) = -265/104*z^3 + 126/13*z + 1
*
[ 2 ] 
f(z) = -265/104*z^3 + 139/13*z + 1
*
-2 | 0.11728932535842951807404443594079902313 | 0.016979368929773694673672203850016460841
f(z) = -263/104*z^3 + 125/13*z + 1
*
[ 2 ] 
f(z) = -263/104*z^3 + 138/13*z + 1
*
-2 | 0.11715014717010487490161379855636673280 | 0.016978963553829469657227650574810528477
f(z) = -261/104*z^3 + 124/13*z + 1
*
[ 2 ] 
f(z) = -261/104*z^3 + 137/13*z + 1
*
[ 4/3 ] 
f(z) = -279/112*z^3 + 131/28*z + 1
*
[ -3/5 ] 
f(z) = -275/117*z^3 + 137/39*z + 1
*
[ 4/3 ] 
f(z) = -261/112*z^3 + 123/28*z + 1
*
[ 12/11 ] 
f(z) = -275/108*z^3 + 137/44*z + 1
*
[ 5/6 ] 
f(z) = -279/100*z^3 + 139/80*z + 1
*
-2/3 | 0.15885340120535903131286339619608780219 | 0.023759602908734387018680493581326741506
f(z) = -267/112*z^3 + 131/84*z + 1
*
[ 5/6 ] 
f(z) = -261/100*z^3 + 129/80*z + 1
*
[ 5/7 ] 
f(z) = -273/100*z^3 + 139/140*z + 1
*
[ 2/3 ] 
f(z) = -279/109*z^3 + 139/218*z + 1
*
[ 2/3 ] 
f(z) = -270/101*z^3 + 139/202*z + 1
*
[ 2/3 ] 
f(z) = -270/103*z^3 + 137/206*z + 1
*
[ 2/3 ] 
f(z) = -270/107*z^3 + 133/214*z + 1
*
[ 2/3 ] 
f(z) = -270/109*z^3 + 131/218*z + 1
*
[ 2/3 ] 
f(z) = -261/101*z^3 + 131/202*z + 1
*
[ 2/3 ] 
f(z) = -261/103*z^3 + 129/206*z + 1
*
[ 2/3 ] 
f(z) = -261/107*z^3 + 125/214*z + 1
*
[ 2/3 ] 
f(z) = -261/109*z^3 + 123/218*z + 1
*
[ 2/3 ] 
f(z) = -279/113*z^3 + 135/226*z + 1
*
[ 2/3 ] 
f(z) = -279/115*z^3 + 133/230*z + 1
*
[ 2/3 ] 
f(z) = -279/119*z^3 + 129/238*z + 1
*
[ 2/3 ] 
f(z) = -270/113*z^3 + 127/226*z + 1
*
[ 2/3 ] 
f(z) = -270/119*z^3 + 121/238*z + 1
*
[ 2/3 ] 
f(z) = -265/112*z^3 + 139/252*z + 1
*
[ 2/3 ] 
f(z) = -263/112*z^3 + 137/252*z + 1
*
[ 2 ] 
f(z) = -279/104*z^3 + 146/13*z + 1
*
[ -2 ] 
f(z) = -279/104*z^3 + 159/13*z + 1
*
[ 2 ] 
f(z) = -277/104*z^3 + 145/13*z + 1
*
[ -2 ] 
f(z) = -277/104*z^3 + 158/13*z + 1
*
[ 2 ] 
f(z) = -275/104*z^3 + 144/13*z + 1
*
[ -2 ] 
f(z) = -275/104*z^3 + 157/13*z + 1
*
[ 2 ] 
f(z) = -271/104*z^3 + 142/13*z + 1
*
[ -2 ] 
f(z) = -271/104*z^3 + 155/13*z + 1
*
[ 2 ] 
f(z) = -269/104*z^3 + 141/13*z + 1
*
[ -2 ] 
f(z) = -269/104*z^3 + 154/13*z + 1
*
[ 2 ] 
f(z) = -267/104*z^3 + 140/13*z + 1
*
[ -2 ] 
f(z) = -267/104*z^3 + 153/13*z + 1
*
[ -2 ] 
f(z) = -265/104*z^3 + 152/13*z + 1
*
[ -2 ] 
f(z) = -263/104*z^3 + 151/13*z + 1
*
[ -2 ] 
f(z) = -261/104*z^3 + 150/13*z + 1
*
[ 6/5 ] 
f(z) = -275/104*z^3 + 155/39*z + 1
*
[ -3/4 ] 
f(z) = -272/117*z^3 + 142/39*z + 1
*
[ -2/3 ] 
f(z) = -267/104*z^3 + 142/39*z + 1
*
[ 5/3 ] 
f(z) = -261/100*z^3 + 153/20*z + 1
*
[ 6/7 ] 
f(z) = -263/108*z^3 + 159/98*z + 1
*
[ 4/5 ] 
f(z) = -275/108*z^3 + 149/108*z + 1
*
[ 4/5 ] 
f(z) = -275/116*z^3 + 147/116*z + 1
*
[ 3/4 ] 
f(z) = -268/117*z^3 + 149/156*z + 1
*
[ 2/3 ] 
f(z) = -279/101*z^3 + 147/202*z + 1
*
[ 2/3 ] 
f(z) = -279/103*z^3 + 145/206*z + 1
*
[ 2/3 ] 
f(z) = -279/107*z^3 + 141/214*z + 1
*
[ 2/3 ] 
f(z) = -277/112*z^3 + 151/252*z + 1
*
[ 2/3 ] 
f(z) = -275/112*z^3 + 149/252*z + 1
*
[ 2/3 ] 
f(z) = -271/112*z^3 + 145/252*z + 1
*
[ 2/3 ] 
f(z) = -269/112*z^3 + 143/252*z + 1
*
-3/10 | 0.17441729851298269427089168974167724282 | 0.020700542621797414432247823326085417835
f(z) = -275/108*z^3 + 169/16*z + 1
*
[ -6 ] 
f(z) = -265/108*z^3 + 179/2*z + 1
*
[ 6 ] 
f(z) = -263/108*z^3 + 177/2*z + 1
*
[ 5/3 ] 
f(z) = -279/100*z^3 + 163/20*z + 1
*
[ -4/3 ] 
f(z) = -279/112*z^3 + 173/28*z + 1
*
[ -6/5 ] 
f(z) = -265/108*z^3 + 161/30*z + 1
*
[ -5/3 ] 
f(z) = -261/100*z^3 + 177/20*z + 1
*
[ -4/3 ] 
f(z) = -261/112*z^3 + 165/28*z + 1
*
[ 6/7 ] 
f(z) = -275/108*z^3 + 167/98*z + 1
*
[ 6/7 ] 
f(z) = -269/108*z^3 + 163/98*z + 1
*
[ 10/13 ] 
f(z) = -273/100*z^3 + 171/130*z + 1
*
[ 4/5 ] 
f(z) = -265/112*z^3 + 177/140*z + 1
*
[ -6 ] 
f(z) = -277/108*z^3 + 187/2*z + 1
*
[ 6 ] 
f(z) = -275/108*z^3 + 185/2*z + 1
*
[ -12/5 ] 
f(z) = -275/108*z^3 + 193/12*z + 1
*
[ -6 ] 
f(z) = -271/108*z^3 + 183/2*z + 1
*
[ 6 ] 
f(z) = -269/108*z^3 + 181/2*z + 1
*
[ -5/3 ] 
f(z) = -279/100*z^3 + 187/20*z + 1
*
[ -2/3 ] 
f(z) = -279/100*z^3 + 187/50*z + 1
*
[ 6/5 ] 
f(z) = -277/108*z^3 + 193/50*z + 1
*
[ 6/5 ] 
f(z) = -271/108*z^3 + 189/50*z + 1
*
[ -2/3 ] 
f(z) = -261/100*z^3 + 183/50*z + 1
*
-3/4 | 0.15593418294498669942195824455303406401 | 0.027816569529366089010887570055463582323
f(z) = -272/105*z^3 + 188/105*z + 1
*
[ 42/55 ] 
f(z) = -275/108*z^3 + 181/154*z + 1
*
[ 3/4 ] 
f(z) = -263/108*z^3 + 199/192*z + 1
*
[ 3/2 ] 
f(z) = -272/117*z^3 + 217/39*z + 1
*
[ 3/2 ] 
f(z) = -268/117*z^3 + 214/39*z + 1
*
[ -2/3 ] 
f(z) = -279/116*z^3 + 207/58*z + 1
*
[ -4/5 ] 
f(z) = -275/104*z^3 + 205/52*z + 1
*
[ -2/5 ] 
f(z) = -275/108*z^3 + 211/54*z + 1
*
[ 3/4 ] 
f(z) = -275/108*z^3 + 211/192*z + 1
*
[ 3/4 ] 
f(z) = -269/108*z^3 + 205/192*z + 1
*
[ 3/2 ] 
f(z) = -280/117*z^3 + 223/39*z + 1
*
[ -6/5 ] 
f(z) = -275/104*z^3 + 220/39*z + 1
*
[ -2/5 ] 
f(z) = -275/116*z^3 + 225/58*z + 1
*
[ -3/4 ] 
f(z) = -269/108*z^3 + 239/64*z + 1
*
[ -3/4 ] 
f(z) = -263/108*z^3 + 237/64*z + 1
*
4/15 | 0.22302169500983432159665497252451951637 | 0.028541312829656086549906220390324040051
f(z) = -275/112*z^3 + 233/252*z + 1
*
0 | 0.19766965194422151226833474210335801927 | 0.027495484753796481676453656760983005846
f(z) = -265/102*z^3 + 229/255*z + 1
*
-2 | 0.11785669706143369509271276629156031068 | 0.016993569122057667685512837184114213994
f(z) = -271/112*z^3 + 257/28*z + 1
*
-2 | 0.11772157117505000865022651966174496692 | 0.016993228027493085295236476448096134025
f(z) = -269/112*z^3 + 255/28*z + 1
*
-2 | 0.11758542293670052613131060127024396241 | 0.016992889485737626095599128136478018823
f(z) = -267/112*z^3 + 253/28*z + 1
*
-2 | 0.11744823631686273688950669147826611714 | 0.016992553577962282327391455558706929158
f(z) = -265/112*z^3 + 251/28*z + 1
*
-2 | 0.11730999489559808576121629172716811302 | 0.016992220386793407164321352624878224355
f(z) = -263/112*z^3 + 249/28*z + 1
*
-2 | 0.11717068184942869364952542157509477645 | 0.016991889996286615101343418462613802813
f(z) = -261/112*z^3 + 247/28*z + 1
*
[ -12/55 ] 
f(z) = -275/108*z^3 + 251/44*z + 1
*
[ 4/3 ] 
f(z) = -261/104*z^3 + 245/52*z + 1
*
[ -3/4 ] 
f(z) = -275/108*z^3 + 241/64*z + 1
*
[ -2/5 ] 
f(z) = -265/104*z^3 + 254/65*z + 1
*
-4/5 | 0.15073281366085744452655217617719297703 | 0.020966656940734839356879869055770843096
f(z) = -265/112*z^3 + 247/140*z + 1
*
[ 3/4 ] 
f(z) = -280/111*z^3 + 241/222*z + 1
*
[ 3 ] 
f(z) = -269/108*z^3 + 277/12*z + 1
*
[ 3 ] 
f(z) = -263/108*z^3 + 271/12*z + 1
*
[ -3/2 ] 
f(z) = -280/117*z^3 + 275/39*z + 1
*
-2 | 0.11838728470358384046313957690072509914 | 0.016994957456896992177037305107566713557
f(z) = -279/112*z^3 + 265/28*z + 1
*
-2 | 0.11825609530841819324075277204110418204 | 0.016994606933109097878502860217037367347
f(z) = -277/112*z^3 + 263/28*z + 1
*
-2 | 0.11812394401929015012137437425213954903 | 0.016994258652321601135842671335836444897
f(z) = -275/112*z^3 + 261/28*z + 1
*
[ -3/2 ] 
f(z) = -272/117*z^3 + 269/39*z + 1
*
[ -3/2 ] 
f(z) = -268/117*z^3 + 266/39*z + 1
*
[ 2 ] 
f(z) = -265/112*z^3 + 279/28*z + 1
*
[ 2 ] 
f(z) = -263/112*z^3 + 277/28*z + 1
*
[ 2 ] 
f(z) = -261/112*z^3 + 275/28*z + 1
*
[ 4/3 ] 
f(z) = -279/104*z^3 + 261/52*z + 1
*
[ -6/5 ] 
f(z) = -269/108*z^3 + 271/50*z + 1
*
[ -6/5 ] 
f(z) = -263/108*z^3 + 267/50*z + 1
*
[ 6/5 ] 
f(z) = -275/117*z^3 + 277/78*z + 1
*
-3/5 | 0.15780558637921545405094535437453989074 | 0.028095427717318608838194953833638224285
f(z) = -275/102*z^3 + 269/102*z + 1
*
[ -3 ] 
f(z) = -277/108*z^3 + 293/12*z + 1
*
[ 3 ] 
f(z) = -275/108*z^3 + 283/12*z + 1
*
[ -3 ] 
f(z) = -271/108*z^3 + 287/12*z + 1
*
[ -3 ] 
f(z) = -265/108*z^3 + 281/12*z + 1
*
[ 10/3 ] 
f(z) = -261/100*z^3 + 297/10*z + 1
*
[ 2 ] 
f(z) = -279/112*z^3 + 293/28*z + 1
*
[ 2 ] 
f(z) = -277/112*z^3 + 291/28*z + 1
*
[ 2 ] 
f(z) = -275/112*z^3 + 289/28*z + 1
*
[ 2 ] 
f(z) = -271/112*z^3 + 285/28*z + 1
*
[ 2 ] 
f(z) = -269/112*z^3 + 283/28*z + 1
*
[ 2 ] 
f(z) = -267/112*z^3 + 281/28*z + 1
*
[ 3/2 ] 
f(z) = -277/108*z^3 + 293/48*z + 1
*
[ 3/2 ] 
f(z) = -271/108*z^3 + 287/48*z + 1
*
[ 3/2 ] 
f(z) = -265/108*z^3 + 281/48*z + 1
*
[ -3/4 ] 
f(z) = -280/117*z^3 + 287/78*z + 1
*
[ -2/3 ] 
f(z) = -267/112*z^3 + 299/84*z + 1
*
[ 10/9 ] 
f(z) = -261/100*z^3 + 299/90*z + 1
*
-2/3 | 0.16735665648619599171225368434765392549 | 0.029534778388167038925292250501690733757
f(z) = -279/110*z^3 + 289/110*z + 1
*
-2/5 | 0.15790748102332880925343597052370261234 | 0.027700911164252382162804941597453276381
f(z) = -275/102*z^3 + 299/102*z + 1
*
-3/4 | 0.12696814842948568837101110027587580382 | 0.022352867979386466763368396859644336956
f(z) = -272/105*z^3 + 293/105*z + 1
*
-2/3 | 0.16302691724731875451305649740748641798 | 0.028913916702331670448701815272841603749
f(z) = -261/110*z^3 + 281/110*z + 1
*
[ 9/10 ] 
f(z) = -275/108*z^3 + 281/144*z + 1
*
[ 4/5 ] 
f(z) = -275/106*z^3 + 299/212*z + 1
*
[ 4/5 ] 
f(z) = -275/114*z^3 + 295/228*z + 1
*
[ 4/5 ] 
f(z) = -275/118*z^3 + 293/236*z + 1
*
[ -5/6 ] 
f(z) = -279/125*z^3 + 15/4*z + 1
*
[ 2/3 ] 
f(z) = -279/136*z^3 + 7/17*z + 1
*
[ 5/6 ] 
f(z) = -276/125*z^3 + 4/3*z + 1
*
[ 4/5 ] 
f(z) = -275/128*z^3 + 9/8*z + 1
*
[ 5/7 ] 
f(z) = -273/125*z^3 + 5/7*z + 1
*
[ -5/2 ] 
f(z) = -272/125*z^3 + 15*z + 1
*
[ 5/4 ] 
f(z) = -272/125*z^3 + 18/5*z + 1
*
[ 3/4 ] 
f(z) = -272/135*z^3 + 4/5*z + 1
*
[ 5/2 ] 
f(z) = -268/125*z^3 + 14*z + 1
*
[ 5/3 ] 
f(z) = -267/125*z^3 + 19/3*z + 1
*
[ 5/4 ] 
f(z) = -264/125*z^3 + 7/2*z + 1
*
[ -5/6 ] 
f(z) = -264/125*z^3 + 11/3*z + 1
*
[ 5/6 ] 
f(z) = -264/125*z^3 + 19/15*z + 1
*
[ 5/6 ] 
f(z) = -261/125*z^3 + 5/4*z + 1
*
[ 2/3 ] 
f(z) = -261/136*z^3 + 6/17*z + 1
*
[ 2/3 ] 
f(z) = -279/128*z^3 + 15/32*z + 1
*
[ 15/22 ] 
f(z) = -264/125*z^3 + 17/33*z + 1
*
[ 2/3 ] 
f(z) = -261/128*z^3 + 13/32*z + 1
*
[ 2/3 ] 
f(z) = -267/136*z^3 + 19/51*z + 1
*
[ 5/3 ] 
f(z) = -279/125*z^3 + 33/5*z + 1
*
[ -5/3 ] 
f(z) = -279/125*z^3 + 39/5*z + 1
*
[ 4/3 ] 
f(z) = -279/128*z^3 + 33/8*z + 1
*
[ 5/2 ] 
f(z) = -278/125*z^3 + 29/2*z + 1
*
[ -5/4 ] 
f(z) = -276/125*z^3 + 21/4*z + 1
*
[ -4/5 ] 
f(z) = -275/128*z^3 + 29/8*z + 1
*
-4/5 | 0.14168874012404520642925652068680757349 | 0.022196066868601261204319329251019431375
f(z) = -275/128*z^3 + 37/8*z + 1
*
[ 5/4 ] 
f(z) = -274/125*z^3 + 29/8*z + 1
*
[ -5/3 ] 
f(z) = -273/125*z^3 + 23/3*z + 1
*
[ -5/4 ] 
f(z) = -272/125*z^3 + 26/5*z + 1
*
[ -5/12 ] 
f(z) = -272/125*z^3 + 34/9*z + 1
*
[ -3/2 ] 
f(z) = -272/135*z^3 + 31/5*z + 1
*
[ 3/2 ] 
f(z) = -268/135*z^3 + 24/5*z + 1
*
[ 5/6 ] 
f(z) = -266/125*z^3 + 23/18*z + 1
*
[ -5/2 ] 
f(z) = -262/125*z^3 + 29/2*z + 1
*
[ 5/3 ] 
f(z) = -261/125*z^3 + 31/5*z + 1
*
[ -5/9 ] 
f(z) = -261/125*z^3 + 31/9*z + 1
*
[ -5/3 ] 
f(z) = -261/125*z^3 + 37/5*z + 1
*
[ 4/3 ] 
f(z) = -261/128*z^3 + 31/8*z + 1
*
[ 5/6 ] 
f(z) = -279/125*z^3 + 27/20*z + 1
*
-3/4 | 0.19462085239659343315635711118801912563 | 0.027893507924836834871650087556648647640
f(z) = -268/135*z^3 + 29/20*z + 1
*
[ 5/7 ] 
f(z) = -266/125*z^3 + 24/35*z + 1
*
-5/12 | 0.098606683055006564813281531665402252229 | 0.013383629670795849685231419259824433228
f(z) = -264/125*z^3 + 23/30*z + 1
*
[ 5/7 ] 
f(z) = -278/125*z^3 + 36/49*z + 1
*
[ 3/4 ] 
f(z) = -278/135*z^3 + 33/40*z + 1
*
[ 2/3 ] 
f(z) = -273/136*z^3 + 20/51*z + 1
*
[ 5/7 ] 
f(z) = -268/125*z^3 + 34/49*z + 1
*
[ 3/4 ] 
f(z) = -266/135*z^3 + 31/40*z + 1
*
[ 5/7 ] 
f(z) = -263/125*z^3 + 33/49*z + 1
*
3/7 | 0.22924548143157007662140028430077786747 | 0.027880083428225958035774565687251498713
f(z) = -266/135*z^3 + 37/70*z + 1
*
[ 2/3 ] 
f(z) = -261/124*z^3 + 27/62*z + 1
*
15/17 | 0.24202549213507412214027467072563494494 | 0.028679351839810524788639933097149699168
f(z) = -272/135*z^3 + 37/85*z + 1
*
[ 10/3 ] 
f(z) = -279/125*z^3 + 51/2*z + 1
*
[ -5 ] 
f(z) = -279/125*z^3 + 57*z + 1
*
[ 5/4 ] 
f(z) = -279/125*z^3 + 59/16*z + 1
*
[ -4/3 ] 
f(z) = -279/128*z^3 + 45/8*z + 1
*
[ -2/3 ] 
f(z) = -279/136*z^3 + 58/17*z + 1
*
[ 5/3 ] 
f(z) = -277/125*z^3 + 59/9*z + 1
*
[ 5 ] 
f(z) = -276/125*z^3 + 56*z + 1
*
[ -5/6 ] 
f(z) = -276/125*z^3 + 56/15*z + 1
*
[ 8/5 ] 
f(z) = -275/128*z^3 + 47/8*z + 1
*
[ -8/5 ] 
f(z) = -275/128*z^3 + 57/8*z + 1
*
[ -5 ] 
f(z) = -274/125*z^3 + 56*z + 1
*
[ 3/2 ] 
f(z) = -274/135*z^3 + 49/10*z + 1
*
[ -5/13 ] 
f(z) = -273/125*z^3 + 51/13*z + 1
*
[ 5/2 ] 
f(z) = -273/125*z^3 + 57/4*z + 1
*
[ 5/3 ] 
f(z) = -272/125*z^3 + 58/9*z + 1
*
[ -3/4 ] 
f(z) = -272/135*z^3 + 52/15*z + 1
*
[ 5 ] 
f(z) = -271/125*z^3 + 55*z + 1
*
[ -5 ] 
f(z) = -269/125*z^3 + 55*z + 1
*
[ 5/4 ] 
f(z) = -269/125*z^3 + 57/16*z + 1
*
[ -5/8 ] 
f(z) = -268/125*z^3 + 55/16*z + 1
*
[ -5/2 ] 
f(z) = -267/125*z^3 + 59/4*z + 1
*
[ -5/4 ] 
f(z) = -266/125*z^3 + 41/8*z + 1
*
[ 5 ] 
f(z) = -266/125*z^3 + 54*z + 1
*
[ -5/14 ] 
f(z) = -266/125*z^3 + 57/14*z + 1
*
[ -5/11 ] 
f(z) = -264/125*z^3 + 40/11*z + 1
*
[ -5/4 ] 
f(z) = -264/125*z^3 + 51/10*z + 1
*
[ -5 ] 
f(z) = -264/125*z^3 + 54*z + 1
*
[ 5/2 ] 
f(z) = -263/125*z^3 + 55/4*z + 1
*
[ 5/3 ] 
f(z) = -262/125*z^3 + 56/9*z + 1
*
[ 3/2 ] 
f(z) = -262/135*z^3 + 47/10*z + 1
*
[ -10/3 ] 
f(z) = -261/125*z^3 + 49/2*z + 1
*
[ 5 ] 
f(z) = -261/125*z^3 + 53*z + 1
*
[ -4/3 ] 
f(z) = -261/128*z^3 + 43/8*z + 1
*
[ -2/3 ] 
f(z) = -261/136*z^3 + 57/17*z + 1
*
[ 5/6 ] 
f(z) = -271/125*z^3 + 47/36*z + 1
*
5/4 | 0.23777011036903132038332307806061774617 | 0.027397726518660785891163382010939986870
f(z) = -264/125*z^3 + 47/22*z + 1
*
5/44 | 0.23058179398016708147302615152719894173 | 0.026442459834190869343898150850330627379
f(z) = -264/125*z^3 + 49/22*z + 1
*
-3/4 | 0.19988989625787239128626813469936982271 | 0.025984801620623281144214622635571307020
f(z) = -274/135*z^3 + 59/40*z + 1
*
[ 5/6 ] 
f(z) = -272/125*z^3 + 59/45*z + 1
*
[ 11/15 ] 
f(z) = -270/121*z^3 + 46/55*z + 1
*
[ 5/6 ] 
f(z) = -268/125*z^3 + 58/45*z + 1
*
[ 4/5 ] 
f(z) = -265/128*z^3 + 43/40*z + 1
*
-3/4 | 0.20352383190452849521442495031430817000 | 0.026612124174924448644389356009967065077
f(z) = -262/135*z^3 + 57/40*z + 1
*
5/12 | 0.21295812905091602609943390850959878353 | 0.026273911093877078115053131123397717845
f(z) = -276/125*z^3 + 59/60*z + 1
*
[ 3/4 ] 
f(z) = -268/135*z^3 + 47/60*z + 1
*
[ 2/3 ] 
f(z) = -273/128*z^3 + 43/96*z + 1
*
[ 2/3 ] 
f(z) = -267/128*z^3 + 41/96*z + 1
*
[ 2/3 ] 
f(z) = -279/130*z^3 + 59/130*z + 1
*
[ 2/3 ] 
f(z) = -279/134*z^3 + 57/134*z + 1
*
[ 2/3 ] 
f(z) = -261/122*z^3 + 55/122*z + 1
*
[ 2/3 ] 
f(z) = -261/130*z^3 + 51/130*z + 1
*
[ 2/3 ] 
f(z) = -261/134*z^3 + 49/134*z + 1
*
[ 2/3 ] 
f(z) = -271/136*z^3 + 59/153*z + 1
*
[ 2/3 ] 
f(z) = -269/136*z^3 + 58/153*z + 1
*
[ 2/3 ] 
f(z) = -265/136*z^3 + 56/153*z + 1
*
[ 2/3 ] 
f(z) = -263/136*z^3 + 55/153*z + 1
*
[ -5/3 ] 
f(z) = -278/125*z^3 + 70/9*z + 1
*
[ -3/2 ] 
f(z) = -278/135*z^3 + 63/10*z + 1
*
[ -5/2 ] 
f(z) = -277/125*z^3 + 61/4*z + 1
*
-5/6 | 0.19907441019516156410159834592829158827 | 0.026608691845247083670903285500367678931
f(z) = -276/125*z^3 + 71/15*z + 1
*
[ 5/2 ] 
f(z) = -276/125*z^3 + 72/5*z + 1
*
[ -5/2 ] 
f(z) = -276/125*z^3 + 76/5*z + 1
*
[ -2/5 ] 
f(z) = -275/136*z^3 + 65/17*z + 1
*
[ -5/6 ] 
f(z) = -274/125*z^3 + 67/18*z + 1
*
[ 5/2 ] 
f(z) = -272/125*z^3 + 71/5*z + 1
*
[ -5/17 ] 
f(z) = -272/125*z^3 + 78/17*z + 1
*
[ 3/2 ] 
f(z) = -272/135*z^3 + 73/15*z + 1
*
[ -5/3 ] 
f(z) = -268/125*z^3 + 68/9*z + 1
*
[ -5/2 ] 
f(z) = -268/125*z^3 + 74/5*z + 1
*
[ 10/7 ] 
f(z) = -266/125*z^3 + 65/14*z + 1
*
[ -3/2 ] 
f(z) = -266/135*z^3 + 61/10*z + 1
*
[ 5/2 ] 
f(z) = -264/125*z^3 + 69/5*z + 1
*
[ -5/2 ] 
f(z) = -264/125*z^3 + 73/5*z + 1
*
[ -5/3 ] 
f(z) = -263/125*z^3 + 67/9*z + 1
*
[ 5/4 ] 
f(z) = -276/125*z^3 + 73/20*z + 1
*
[ -5/8 ] 
f(z) = -272/125*z^3 + 69/20*z + 1
*
[ -3/8 ] 
f(z) = -272/135*z^3 + 79/20*z + 1
*
[ 5/4 ] 
f(z) = -268/125*z^3 + 71/20*z + 1
*
[ -3/4 ] 
f(z) = -268/135*z^3 + 69/20*z + 1
*
[ -5/6 ] 
f(z) = -261/125*z^3 + 73/20*z + 1
*
-4/5 | 0.19811540479852117081493930948654098566 | 0.027557488155374868539886846712646777925
f(z) = -265/128*z^3 + 63/40*z + 1
*
[ 4/5 ] 
f(z) = -275/136*z^3 + 71/68*z + 1
*
[ 5/6 ] 
f(z) = -273/125*z^3 + 79/60*z + 1
*
[ 5/6 ] 
f(z) = -267/125*z^3 + 77/60*z + 1
*
[ 8/11 ] 
f(z) = -275/128*z^3 + 67/88*z + 1
*
[ 3/4 ] 
f(z) = -269/135*z^3 + 63/80*z + 1
*
[ 3/4 ] 
f(z) = -263/135*z^3 + 61/80*z + 1
*
[ 20/29 ] 
f(z) = -261/125*z^3 + 63/116*z + 1
*
[ 2/3 ] 
f(z) = -279/122*z^3 + 63/122*z + 1
*
[ 2/3 ] 
f(z) = -277/120*z^3 + 71/135*z + 1
*
[ 2/3 ] 
f(z) = -271/120*z^3 + 68/135*z + 1
*
[ 2/3 ] 
f(z) = -269/120*z^3 + 67/135*z + 1
*
[ 2/3 ] 
f(z) = -263/120*z^3 + 64/135*z + 1
*
[ 2/3 ] 
f(z) = -277/136*z^3 + 62/153*z + 1
*
[ 2/3 ] 
f(z) = -275/136*z^3 + 61/153*z + 1
*
5/6 | 0.24035799049322024622504944416058087896 | 0.026493153880881997115075143168731265105
f(z) = -264/125*z^3 + 74/165*z + 1
*
[ 3 ] 
f(z) = -278/135*z^3 + 96/5*z + 1
*
[ -3 ] 
f(z) = -277/135*z^3 + 99/5*z + 1
*
[ 5/3 ] 
f(z) = -276/125*z^3 + 98/15*z + 1
*
[ -3 ] 
f(z) = -274/135*z^3 + 98/5*z + 1
*
[ 5/3 ] 
f(z) = -273/125*z^3 + 97/15*z + 1
*
[ 15/4 ] 
f(z) = -272/125*z^3 + 94/3*z + 1
*
[ 3 ] 
f(z) = -272/135*z^3 + 94/5*z + 1
*
[ -5/4 ] 
f(z) = -271/125*z^3 + 83/16*z + 1
*
[ -3 ] 
f(z) = -271/135*z^3 + 97/5*z + 1
*
[ 3 ] 
f(z) = -269/135*z^3 + 93/5*z + 1
*
[ -3/2 ] 
f(z) = -268/135*z^3 + 92/15*z + 1
*
[ -3 ] 
f(z) = -268/135*z^3 + 96/5*z + 1
*
[ -5/19 ] 
f(z) = -266/125*z^3 + 94/19*z + 1
*
[ 3 ] 
f(z) = -266/135*z^3 + 92/5*z + 1
*
[ 5/3 ] 
f(z) = -264/125*z^3 + 94/15*z + 1
*
[ 3 ] 
f(z) = -263/135*z^3 + 91/5*z + 1
*
[ -3 ] 
f(z) = -262/135*z^3 + 94/5*z + 1
*
[ -5/4 ] 
f(z) = -261/125*z^3 + 81/16*z + 1
*
[ 3/2 ] 
f(z) = -277/135*z^3 + 99/20*z + 1
*
[ -5/9 ] 
f(z) = -276/125*z^3 + 94/27*z + 1
*
[ 4/3 ] 
f(z) = -273/128*z^3 + 97/24*z + 1
*
[ 3/2 ] 
f(z) = -271/135*z^3 + 97/20*z + 1
*
[ 4/3 ] 
f(z) = -267/128*z^3 + 95/24*z + 1
*
[ 11/14 ] 
f(z) = -280/121*z^3 + 89/77*z + 1
*
-35/132 | 0.099442040047348202238153983483774858535 | 0.010182886959571233042010315287612298372
f(z) = -264/125*z^3 + 89/66*z + 1
*
[ 3/4 ] 
f(z) = -274/135*z^3 + 97/120*z + 1
*
[ 3/4 ] 
f(z) = -262/135*z^3 + 91/120*z + 1
*
[ 2/3 ] 
f(z) = -273/124*z^3 + 89/186*z + 1
*
[ 2/3 ] 
f(z) = -267/124*z^3 + 85/186*z + 1
*
[ 2/3 ] 
f(z) = -261/133*z^3 + 99/266*z + 1
*
[ 2/3 ] 
f(z) = -261/137*z^3 + 95/274*z + 1
*
[ 2/3 ] 
f(z) = -261/139*z^3 + 93/278*z + 1
*
[ -5/3 ] 
f(z) = -276/125*z^3 + 116/15*z + 1
*
[ -5/3 ] 
f(z) = -267/125*z^3 + 113/15*z + 1
*
[ -5/3 ] 
f(z) = -264/125*z^3 + 112/15*z + 1
*
[ -2/3 ] 
f(z) = -279/128*z^3 + 111/32*z + 1
*
[ -5/8 ] 
f(z) = -278/125*z^3 + 111/32*z + 1
*
-3/2 | 0.22328513075509387577984666087087162954 | 0.027955423317894066763576668390764316294
f(z) = -272/135*z^3 + 109/20*z + 1
*
[ 11/9 ] 
f(z) = -270/121*z^3 + 116/33*z + 1
*
[ -5/4 ] 
f(z) = -268/125*z^3 + 103/20*z + 1
*
[ -5/12 ] 
f(z) = -264/125*z^3 + 113/30*z + 1
*
[ -2/3 ] 
f(z) = -261/128*z^3 + 109/32*z + 1
*
[ 8/9 ] 
f(z) = -279/128*z^3 + 115/72*z + 1
*
[ 8/9 ] 
f(z) = -261/128*z^3 + 107/72*z + 1
*
-3/4 | 0.24177300309281396828965058460751887307 | 0.028794133786371889086064210426388975156
f(z) = -277/135*z^3 + 119/80*z + 1
*
[ 5/6 ] 
f(z) = -274/125*z^3 + 119/90*z + 1
*
[ 5/6 ] 
f(z) = -262/125*z^3 + 113/90*z + 1
*
45/44 | 0.22311560545629491465068803573625211797 | 0.025743143281228333566397731631238449054
f(z) = -264/125*z^3 + 111/110*z + 1
*
[ 3/4 ] 
f(z) = -272/123*z^3 + 112/123*z + 1
*
[ 3/4 ] 
f(z) = -272/129*z^3 + 110/129*z + 1
*
[ 11/16 ] 
f(z) = -272/121*z^3 + 107/176*z + 1
*
[ 2/3 ] 
f(z) = -270/121*z^3 + 119/242*z + 1
*
[ 2/3 ] 
f(z) = -270/127*z^3 + 113/254*z + 1
*
[ 2/3 ] 
f(z) = -261/121*z^3 + 111/242*z + 1
*
[ 2/3 ] 
f(z) = -261/125*z^3 + 107/250*z + 1
*
[ 2/3 ] 
f(z) = -261/127*z^3 + 105/254*z + 1
*
[ 2/3 ] 
f(z) = -279/131*z^3 + 117/262*z + 1
*
[ 2/3 ] 
f(z) = -279/133*z^3 + 115/266*z + 1
*
[ 2/3 ] 
f(z) = -279/137*z^3 + 111/274*z + 1
*
[ 2/3 ] 
f(z) = -279/139*z^3 + 109/278*z + 1
*
[ 2/3 ] 
f(z) = -270/131*z^3 + 109/262*z + 1
*
[ 2/3 ] 
f(z) = -270/133*z^3 + 107/266*z + 1
*
[ 2/3 ] 
f(z) = -270/137*z^3 + 103/274*z + 1
*
[ 2/3 ] 
f(z) = -270/139*z^3 + 101/278*z + 1
*
[ 2/3 ] 
f(z) = -261/131*z^3 + 101/262*z + 1
*
[ 2/3 ] 
f(z) = -263/128*z^3 + 119/288*z + 1
*
[ 8/3 ] 
f(z) = -279/128*z^3 + 129/8*z + 1
*
[ -8/3 ] 
f(z) = -279/128*z^3 + 135/8*z + 1
*
-2 | 0.11843689804877163266738223294364109969 | 0.017029913464931353515166873785243881540
f(z) = -279/136*z^3 + 131/17*z + 1
*
-2 | 0.097931368304275455723182057782656975694 | 0.014081445522470177054557549573402768770
f(z) = -277/120*z^3 + 131/15*z + 1
*
-2 | 0.11830522094134328969384216720051168699 | 0.017029743743936224894855142135790439599
f(z) = -277/136*z^3 + 130/17*z + 1
*
-2 | 0.11817256228762868851989322932726660783 | 0.017029577416609768799801881364396605116
f(z) = -275/136*z^3 + 129/17*z + 1
*
-2 | 0.11803890675693760240635597447626536399 | 0.017029414541018863333282951663314310079
f(z) = -273/136*z^3 + 128/17*z + 1
*
-2 | 0.097531556955693732869684215634857555910 | 0.014070829355015883336663044760797775541
f(z) = -271/120*z^3 + 128/15*z + 1
*
-2 | 0.11790423864252417477823310713470270333 | 0.017029255174569548366049161084325948746
f(z) = -271/136*z^3 + 127/17*z + 1
*
-2 | 0.097396280989806922427127197773824731413 | 0.014067230670630885122534966189436969347
f(z) = -269/120*z^3 + 127/15*z + 1
*
-2 | 0.11776854184872284275054982613894766752 | 0.017029099373837791897779729431229432409
f(z) = -269/136*z^3 + 126/17*z + 1
*
-2 | 0.11763179987750997989257042799586650977 | 0.017028947194383399506339014005189243390
f(z) = -267/136*z^3 + 125/17*z + 1
*
-5/14 | 0.22251138400656468707714529827986413064 | 0.023004535027793061091521865602768342967
f(z) = -266/125*z^3 + 127/14*z + 1
*
[ 5/2 ] 
f(z) = -266/125*z^3 + 139/10*z + 1
*
-2 | 0.11749399581445922593773949712502279652 | 0.017028798690545508073976118527048971281
f(z) = -265/136*z^3 + 124/17*z + 1
*
-2 | 0.096984213878330840848937390093351373435 | 0.014056247239245422437874592285466415108
f(z) = -263/120*z^3 + 124/15*z + 1
*
[ 2 ] 
f(z) = -263/120*z^3 + 139/15*z + 1
*
-2 | 0.11735511231405630813113216366176823570 | 0.017028653915217955230548111321464530476
f(z) = -263/136*z^3 + 123/17*z + 1
*
[ 5/2 ] 
f(z) = -262/125*z^3 + 137/10*z + 1
*
[ 8/3 ] 
f(z) = -261/128*z^3 + 121/8*z + 1
*
[ -8/3 ] 
f(z) = -261/128*z^3 + 127/8*z + 1
*
-2 | 0.11721513158433682332175290674188073888 | 0.017028512919602650772619997516901991854
f(z) = -261/136*z^3 + 122/17*z + 1
*
[ 2 ] 
f(z) = -261/136*z^3 + 139/17*z + 1
*
[ -2/5 ] 
f(z) = -275/128*z^3 + 123/32*z + 1
*
[ -5/7 ] 
f(z) = -273/125*z^3 + 123/35*z + 1
*
-10/21 | 0.26941690027935089187501021150418299635 | 0.027831335358055795762380977322005813637
f(z) = -273/125*z^3 + 128/21*z + 1
*
40/21 | 0.16566956732168947257966989667256720692 | 0.016994722979423023435495543856028479010
f(z) = -273/125*z^3 + 137/21*z + 1
*
[ -4/3 ] 
f(z) = -273/128*z^3 + 133/24*z + 1
*
-3/8 | 0.21361279912272569924264116928378516605 | 0.025954402492938142352188434106318153063
f(z) = -272/135*z^3 + 139/20*z + 1
*
[ -5/6 ] 
f(z) = -269/125*z^3 + 133/36*z + 1
*
[ -3/2 ] 
f(z) = -269/135*z^3 + 123/20*z + 1
*
[ -4/3 ] 
f(z) = -267/128*z^3 + 131/24*z + 1
*
[ -5/7 ] 
f(z) = -266/125*z^3 + 122/35*z + 1
*
[ -3/2 ] 
f(z) = -263/135*z^3 + 121/20*z + 1
*
[ 6/5 ] 
f(z) = -275/126*z^3 + 139/42*z + 1
*
[ -3/4 ] 
f(z) = -274/135*z^3 + 139/40*z + 1
*
[ -5/8 ] 
f(z) = -264/125*z^3 + 137/40*z + 1
*
[ 5/4 ] 
f(z) = -262/125*z^3 + 139/40*z + 1
*
[ -3/4 ] 
f(z) = -262/135*z^3 + 137/40*z + 1
*
-8/9 | 0.19563741487690677782334628125728572393 | 0.024990611905282096955552044047314467872
f(z) = -279/128*z^3 + 133/72*z + 1
*
-8/9 | 0.21993652371216445624140264850648686447 | 0.028335963645658153627889881619322373076
f(z) = -261/128*z^3 + 125/72*z + 1
*
[ 5/6 ] 
f(z) = -278/125*z^3 + 121/90*z + 1
*
[ 15/17 ] 
f(z) = -272/135*z^3 + 122/85*z + 1
*
-5/7 | 0.20924580630168657201438722934756737509 | 0.024179101657589675831040616356956437407
f(z) = -273/125*z^3 + 124/105*z + 1
*
[ 10/13 ] 
f(z) = -273/125*z^3 + 129/130*z + 1
*
[ 2/3 ] 
f(z) = -279/121*z^3 + 127/242*z + 1
*
[ 2/3 ] 
f(z) = -279/125*z^3 + 123/250*z + 1
*
[ 2/3 ] 
f(z) = -279/127*z^3 + 121/254*z + 1
*
[ 2/3 ] 
f(z) = -277/128*z^3 + 133/288*z + 1
*
[ 2/3 ] 
f(z) = -275/128*z^3 + 131/288*z + 1
*
[ 2/3 ] 
f(z) = -271/128*z^3 + 127/288*z + 1
*
[ 2/3 ] 
f(z) = -269/128*z^3 + 125/288*z + 1
*
[ 2/3 ] 
f(z) = -265/128*z^3 + 121/288*z + 1
*
[ 2 ] 
f(z) = -279/136*z^3 + 148/17*z + 1
*
[ -5/2 ] 
f(z) = -278/125*z^3 + 153/10*z + 1
*
[ 2 ] 
f(z) = -277/120*z^3 + 146/15*z + 1
*
[ 2 ] 
f(z) = -277/136*z^3 + 147/17*z + 1
*
[ -10/3 ] 
f(z) = -276/125*z^3 + 155/6*z + 1
*
[ 2 ] 
f(z) = -275/136*z^3 + 146/17*z + 1
*
[ 5/2 ] 
f(z) = -274/125*z^3 + 143/10*z + 1
*
[ -5/2 ] 
f(z) = -274/125*z^3 + 151/10*z + 1
*
[ 2 ] 
f(z) = -273/136*z^3 + 145/17*z + 1
*
[ -15/4 ] 
f(z) = -272/135*z^3 + 148/5*z + 1
*
[ 2 ] 
f(z) = -271/120*z^3 + 143/15*z + 1
*
[ -2 ] 
f(z) = -271/120*z^3 + 158/15*z + 1
*
[ 2 ] 
f(z) = -271/136*z^3 + 144/17*z + 1
*
[ 2 ] 
f(z) = -269/120*z^3 + 142/15*z + 1
*
[ -2 ] 
f(z) = -269/120*z^3 + 157/15*z + 1
*
[ 2 ] 
f(z) = -269/136*z^3 + 143/17*z + 1
*
[ 2 ] 
f(z) = -267/136*z^3 + 142/17*z + 1
*
[ -2 ] 
f(z) = -267/136*z^3 + 159/17*z + 1
*
[ -5/2 ] 
f(z) = -266/125*z^3 + 147/10*z + 1
*
[ 2 ] 
f(z) = -265/136*z^3 + 141/17*z + 1
*
[ -2 ] 
f(z) = -265/136*z^3 + 158/17*z + 1
*
[ 10/3 ] 
f(z) = -264/125*z^3 + 145/6*z + 1
*
[ -2 ] 
f(z) = -263/120*z^3 + 154/15*z + 1
*
[ 2 ] 
f(z) = -263/136*z^3 + 140/17*z + 1
*
[ -2 ] 
f(z) = -263/136*z^3 + 157/17*z + 1
*
[ -2 ] 
f(z) = -261/136*z^3 + 156/17*z + 1
*
[ 3/2 ] 
f(z) = -278/135*z^3 + 149/30*z + 1
*
[ 15/8 ] 
f(z) = -272/135*z^3 + 151/20*z + 1
*
-3/8 | 0.24749532681981050586736574064552248177 | 0.029587924455902144585895870747060274084
f(z) = -272/135*z^3 + 159/20*z + 1
*
[ 3/2 ] 
f(z) = -266/135*z^3 + 143/30*z + 1
*
[ -5/16 ] 
f(z) = -264/125*z^3 + 141/32*z + 1
*
-40/33 | 0.22692421293584499689498426308874862674 | 0.023193064949969548457022662482144331871
f(z) = -264/125*z^3 + 142/33*z + 1
*
10/87 | 0.27589529307483964134855576331494054422 | 0.028239153641947952139851874201633814951
f(z) = -261/125*z^3 + 140/29*z + 1
*
[ 11/10 ] 
f(z) = -280/121*z^3 + 159/55*z + 1
*
[ -5/9 ] 
f(z) = -279/125*z^3 + 157/45*z + 1
*
[ 5/4 ] 
f(z) = -278/125*z^3 + 147/40*z + 1
*
[ -3/5 ] 
f(z) = -275/126*z^3 + 145/42*z + 1
*
[ 6/5 ] 
f(z) = -275/136*z^3 + 157/51*z + 1
*
[ -10/21 ] 
f(z) = -273/125*z^3 + 151/42*z + 1
*
[ 10/9 ] 
f(z) = -273/125*z^3 + 151/54*z + 1
*
[ 5/4 ] 
f(z) = -266/125*z^3 + 141/40*z + 1
*
[ -4/5 ] 
f(z) = -265/128*z^3 + 143/40*z + 1
*
[ 11/12 ] 
f(z) = -270/121*z^3 + 157/88*z + 1
*
[ 4/5 ] 
f(z) = -275/124*z^3 + 145/124*z + 1
*
5/11 | 0.23008025596952737286290020264446685557 | 0.025360303661406022682703925864207475232
f(z) = -264/125*z^3 + 149/165*z + 1
*
[ -2 ] 
f(z) = -279/136*z^3 + 165/17*z + 1
*
[ -2 ] 
f(z) = -277/120*z^3 + 161/15*z + 1
*
[ -2 ] 
f(z) = -277/136*z^3 + 164/17*z + 1
*
[ -2 ] 
f(z) = -275/136*z^3 + 163/17*z + 1
*
[ -2 ] 
f(z) = -273/136*z^3 + 162/17*z + 1
*
[ -2 ] 
f(z) = -271/136*z^3 + 161/17*z + 1
*
[ -2 ] 
f(z) = -269/136*z^3 + 160/17*z + 1
*
[ -11/9 ] 
f(z) = -270/121*z^3 + 170/33*z + 1
*
[ 11/6 ] 
f(z) = -270/121*z^3 + 175/22*z + 1
*
-15/8 | 0.29692434285400588663289527885899291918 | 0.029852720858444883151026229031340369097
f(z) = -264/125*z^3 + 167/24*z + 1
*
-5/12 | 0.18012160889776904083074668755049223394 | 0.021514334326511779863319369262158104377
f(z) = -264/125*z^3 + 173/30*z + 1
*
-5/11 | 0.15529166132505655429706919819995414243 | 0.015539889104739806740740120328063710879
f(z) = -264/125*z^3 + 175/33*z + 1
*
[ -5/7 ] 
f(z) = -277/125*z^3 + 173/49*z + 1
*
[ -10/23 ] 
f(z) = -276/125*z^3 + 171/46*z + 1
*
[ 8/7 ] 
f(z) = -273/128*z^3 + 163/56*z + 1
*
[ -2/3 ] 
f(z) = -273/136*z^3 + 173/51*z + 1
*
[ -5/6 ] 
f(z) = -272/125*z^3 + 167/45*z + 1
*
[ -5/7 ] 
f(z) = -272/125*z^3 + 172/49*z + 1
*
[ -5/6 ] 
f(z) = -268/125*z^3 + 166/45*z + 1
*
[ -5/7 ] 
f(z) = -267/125*z^3 + 171/49*z + 1
*
[ -2/3 ] 
f(z) = -267/136*z^3 + 172/51*z + 1
*
[ -5/7 ] 
f(z) = -262/125*z^3 + 170/49*z + 1
*
5/4 | 0.19826141685226150537064599749093683947 | 0.023584968629573905654911013856226220177
f(z) = -276/125*z^3 + 179/60*z + 1
*
[ 15/14 ] 
f(z) = -266/135*z^3 + 163/70*z + 1
*
[ 11/12 ] 
f(z) = -272/121*z^3 + 178/99*z + 1
*
-3/4 | 0.21794689047835204526928158487129514814 | 0.028278852816446383745563595591940280473
f(z) = -278/135*z^3 + 179/120*z + 1
*
-3/4 | 0.22266804262765477876867894726886090591 | 0.029057790494052302845197905098346235192
f(z) = -266/135*z^3 + 173/120*z + 1
*
[ 11/14 ] 
f(z) = -266/121*z^3 + 167/154*z + 1
*
-5/24 | 0.27132662438968565727403143248594225076 | 0.029526297345513724413305430807842917677
f(z) = -272/125*z^3 + 161/180*z + 1
*
[ 5/7 ] 
f(z) = -277/125*z^3 + 179/245*z + 1
*
[ 5/7 ] 
f(z) = -276/125*z^3 + 178/245*z + 1
*
[ 5/7 ] 
f(z) = -274/125*z^3 + 176/245*z + 1
*
[ 5/7 ] 
f(z) = -272/125*z^3 + 174/245*z + 1
*
[ 5/7 ] 
f(z) = -271/125*z^3 + 173/245*z + 1
*
[ 5/7 ] 
f(z) = -269/125*z^3 + 171/245*z + 1
*
[ 5/7 ] 
f(z) = -267/125*z^3 + 169/245*z + 1
*
[ 5/7 ] 
f(z) = -264/125*z^3 + 166/245*z + 1
*
[ 5/7 ] 
f(z) = -262/125*z^3 + 164/245*z + 1
*
[ 5/7 ] 
f(z) = -261/125*z^3 + 163/245*z + 1
*
[ 11/4 ] 
f(z) = -272/121*z^3 + 194/11*z + 1
*
[ -3/2 ] 
f(z) = -274/135*z^3 + 187/30*z + 1
*
[ -11/6 ] 
f(z) = -270/121*z^3 + 199/22*z + 1
*
[ -3/2 ] 
f(z) = -262/135*z^3 + 181/30*z + 1
*
[ -5/29 ] 
f(z) = -261/125*z^3 + 199/29*z + 1
*
[ -4/7 ] 
f(z) = -273/128*z^3 + 193/56*z + 1
*
[ 11/8 ] 
f(z) = -272/121*z^3 + 199/44*z + 1
*
[ -15/16 ] 
f(z) = -272/125*z^3 + 191/48*z + 1
*
[ -11/15 ] 
f(z) = -270/121*z^3 + 196/55*z + 1
*
[ -5/12 ] 
f(z) = -267/125*z^3 + 181/48*z + 1
*
[ 20/19 ] 
f(z) = -266/125*z^3 + 183/76*z + 1
*
-75/68 | 0.21935233987507031908355779343060411981 | 0.025568399805626382654541104259501385306
f(z) = -272/135*z^3 + 197/85*z + 1
*
[ 10/11 ] 
f(z) = -264/125*z^3 + 181/110*z + 1
*
[ 5/7 ] 
f(z) = -279/125*z^3 + 181/245*z + 1
*
[ 3/4 ] 
f(z) = -277/135*z^3 + 197/240*z + 1
*
[ 3/4 ] 
f(z) = -271/135*z^3 + 191/240*z + 1
*
[ -11/4 ] 
f(z) = -272/121*z^3 + 202/11*z + 1
*
[ -15/8 ] 
f(z) = -264/125*z^3 + 215/24*z + 1
*
[ -5/4 ] 
f(z) = -278/125*z^3 + 211/40*z + 1
*
[ -5/14 ] 
f(z) = -276/125*z^3 + 200/49*z + 1
*
[ -6/5 ] 
f(z) = -275/126*z^3 + 209/42*z + 1
*
[ -5/4 ] 
f(z) = -274/125*z^3 + 209/40*z + 1
*
[ -5/4 ] 
f(z) = -262/125*z^3 + 203/40*z + 1
*
[ 20/17 ] 
f(z) = -272/125*z^3 + 215/68*z + 1
*
[ -5/8 ] 
f(z) = -263/125*z^3 + 219/64*z + 1
*
[ -2/3 ] 
f(z) = -261/124*z^3 + 213/62*z + 1
*
[ 11/13 ] 
f(z) = -273/121*z^3 + 205/143*z + 1
*
[ 4/5 ] 
f(z) = -269/128*z^3 + 219/200*z + 1
*
[ 4/5 ] 
f(z) = -267/128*z^3 + 217/200*z + 1
*
[ 4/5 ] 
f(z) = -263/128*z^3 + 213/200*z + 1
*
[ 4/5 ] 
f(z) = -261/128*z^3 + 211/200*z + 1
*
[ 11/15 ] 
f(z) = -261/121*z^3 + 219/275*z + 1
*
[ 10/3 ] 
f(z) = -261/125*z^3 + 239/10*z + 1
*
[ -5/31 ] 
f(z) = -279/125*z^3 + 225/31*z + 1
*
[ -15/7 ] 
f(z) = -266/125*z^3 + 236/21*z + 1
*
[ 8/5 ] 
f(z) = -265/128*z^3 + 227/40*z + 1
*
[ -5/12 ] 
f(z) = -276/125*z^3 + 227/60*z + 1
*
[ -2/5 ] 
f(z) = -275/124*z^3 + 239/62*z + 1
*
[ -5/8 ] 
f(z) = -273/125*z^3 + 221/64*z + 1
*
[ -5/6 ] 
f(z) = -273/125*z^3 + 223/60*z + 1
*
-15/136 | 0.28065953916062007233588364994490967469 | 0.027303232144332319128039413826760422265
f(z) = -272/125*z^3 + 233/68*z + 1
*
[ -11/18 ] 
f(z) = -270/121*z^3 + 229/66*z + 1
*
[ -5/6 ] 
f(z) = -267/125*z^3 + 221/60*z + 1
*
-15/19 | 0.25041087673990923534581354965118845280 | 0.028573005426229153378173797251887541828
f(z) = -266/135*z^3 + 237/95*z + 1
*
-5/24 | 0.087481601231525892356085947407122921469 | 0.0099933255558787660558328887076805781088
f(z) = -264/125*z^3 + 227/120*z + 1
*
[ 55/68 ] 
f(z) = -272/125*z^3 + 222/187*z + 1
*
[ 5/6 ] 
f(z) = -269/125*z^3 + 233/180*z + 1
*
[ 5/6 ] 
f(z) = -263/125*z^3 + 227/180*z + 1
*
[ 4/5 ] 
f(z) = -279/128*z^3 + 229/200*z + 1
*
[ 4/5 ] 
f(z) = -277/128*z^3 + 227/200*z + 1
*
[ 4/5 ] 
f(z) = -273/128*z^3 + 223/200*z + 1
*
[ 4/5 ] 
f(z) = -271/128*z^3 + 221/200*z + 1
*
[ 3/4 ] 
f(z) = -280/123*z^3 + 233/246*z + 1
*
[ 3/4 ] 
f(z) = -280/129*z^3 + 229/258*z + 1
*
36/55 | 0.25542295150923221827443893341213956290 | 0.028027558583787524318097162389329686321
f(z) = -275/128*z^3 + 221/264*z + 1
*
-2 | 0.11815893125221068228826161625284121695 | 0.017018125859896518353976377461579117406
f(z) = -275/128*z^3 + 259/32*z + 1
*
-2 | 0.11802549021965797522093293394167215338 | 0.017017907138251346919390922553850026276
f(z) = -273/128*z^3 + 257/32*z + 1
*
-2 | 0.11789104462342877638423217224261489433 | 0.017017691691409221904171306047704031656
f(z) = -271/128*z^3 + 255/32*z + 1
*
-2 | 0.11775557867260905210326628208900844048 | 0.017017479588349362924402449464671045688
f(z) = -269/128*z^3 + 253/32*z + 1
*
-2 | 0.11761907618779102173169614958155425811 | 0.017017270898128496176510387970205481297
f(z) = -267/128*z^3 + 251/32*z + 1
*
-2 | 0.11748152058778706572256421388140196914 | 0.017017065689755583005910155451810580562
f(z) = -265/128*z^3 + 249/32*z + 1
*
-2 | 0.11734289487575231870987357768513329897 | 0.017016864032052482038650203041203378574
f(z) = -263/128*z^3 + 247/32*z + 1
*
-2 | 0.11720318162468313703408513551177629463 | 0.017016665993499182143584474191302706662
f(z) = -261/128*z^3 + 245/32*z + 1
*
[ -11/10 ] 
f(z) = -280/121*z^3 + 259/55*z + 1
*
[ -6/5 ] 
f(z) = -275/136*z^3 + 242/51*z + 1
*
[ -10/9 ] 
f(z) = -267/125*z^3 + 245/54*z + 1
*
[ -8/15 ] 
f(z) = -275/128*z^3 + 251/72*z + 1
*
[ -4/5 ] 
f(z) = -275/136*z^3 + 241/68*z + 1
*
[ -6/7 ] 
f(z) = -266/135*z^3 + 253/70*z + 1
*
[ 4/3 ] 
f(z) = -261/136*z^3 + 249/68*z + 1
*
[ 10/9 ] 
f(z) = -279/125*z^3 + 257/90*z + 1
*
[ 10/9 ] 
f(z) = -261/125*z^3 + 241/90*z + 1
*
[ 11/12 ] 
f(z) = -276/121*z^3 + 241/132*z + 1
*
[ 5/6 ] 
f(z) = -277/125*z^3 + 241/180*z + 1
*
10/9 | 0.25845694896780879165852725794736100104 | 0.028252715057141621944466933834182070245
f(z) = -261/125*z^3 + 257/180*z + 1
*
[ 11/15 ] 
f(z) = -279/121*z^3 + 241/275*z + 1
*
[ -10/3 ] 
f(z) = -279/125*z^3 + 261/10*z + 1
*
[ 5 ] 
f(z) = -274/125*z^3 + 278/5*z + 1
*
[ 5 ] 
f(z) = -273/125*z^3 + 277/5*z + 1
*
[ -5 ] 
f(z) = -273/125*z^3 + 279/5*z + 1
*
[ 4 ] 
f(z) = -273/128*z^3 + 279/8*z + 1
*
[ 5 ] 
f(z) = -272/125*z^3 + 276/5*z + 1
*
[ -5 ] 
f(z) = -272/125*z^3 + 278/5*z + 1
*
[ -5 ] 
f(z) = -271/125*z^3 + 277/5*z + 1
*
[ 4 ] 
f(z) = -271/128*z^3 + 277/8*z + 1
*
[ 5 ] 
f(z) = -269/125*z^3 + 273/5*z + 1
*
[ 4 ] 
f(z) = -269/128*z^3 + 275/8*z + 1
*
[ -4 ] 
f(z) = -269/128*z^3 + 279/8*z + 1
*
[ 5 ] 
f(z) = -268/125*z^3 + 272/5*z + 1
*
[ -5 ] 
f(z) = -268/125*z^3 + 274/5*z + 1
*
[ 3 ] 
f(z) = -268/135*z^3 + 278/15*z + 1
*
[ 5 ] 
f(z) = -267/125*z^3 + 271/5*z + 1
*
[ -5 ] 
f(z) = -267/125*z^3 + 273/5*z + 1
*
[ 4 ] 
f(z) = -267/128*z^3 + 273/8*z + 1
*
[ -4 ] 
f(z) = -267/128*z^3 + 277/8*z + 1
*
[ -5 ] 
f(z) = -266/125*z^3 + 272/5*z + 1
*
[ 4 ] 
f(z) = -265/128*z^3 + 271/8*z + 1
*
[ -4 ] 
f(z) = -265/128*z^3 + 275/8*z + 1
*
[ 5 ] 
f(z) = -264/125*z^3 + 268/5*z + 1
*
[ 5 ] 
f(z) = -263/125*z^3 + 267/5*z + 1
*
[ -5 ] 
f(z) = -263/125*z^3 + 269/5*z + 1
*
[ 4 ] 
f(z) = -263/128*z^3 + 269/8*z + 1
*
[ -4 ] 
f(z) = -263/128*z^3 + 273/8*z + 1
*
[ 5 ] 
f(z) = -262/125*z^3 + 266/5*z + 1
*
[ -5 ] 
f(z) = -262/125*z^3 + 268/5*z + 1
*
[ 3 ] 
f(z) = -262/135*z^3 + 272/15*z + 1
*
[ -5 ] 
f(z) = -261/125*z^3 + 267/5*z + 1
*
[ 4 ] 
f(z) = -261/128*z^3 + 267/8*z + 1
*
[ -4 ] 
f(z) = -261/128*z^3 + 271/8*z + 1
*
-2 | 0.11842286092329563010112994036605517236 | 0.017018572852729636376401901618690637647
f(z) = -279/128*z^3 + 263/32*z + 1
*
-2 | 0.11829138313623273083342210435937909155 | 0.017018347787555469195887832731474566728
f(z) = -277/128*z^3 + 261/32*z + 1
*
[ 11/6 ] 
f(z) = -276/121*z^3 + 268/33*z + 1
*
[ 5/2 ] 
f(z) = -267/125*z^3 + 279/20*z + 1
*
[ 2 ] 
f(z) = -263/128*z^3 + 279/32*z + 1
*
[ 5/2 ] 
f(z) = -261/125*z^3 + 273/20*z + 1
*
[ 2 ] 
f(z) = -261/128*z^3 + 277/32*z + 1
*
[ -5/21 ] 
f(z) = -279/125*z^3 + 261/49*z + 1
*
[ -8/7 ] 
f(z) = -273/128*z^3 + 261/56*z + 1
*
[ -11/8 ] 
f(z) = -272/121*z^3 + 263/44*z + 1
*
[ -8/5 ] 
f(z) = -265/128*z^3 + 277/40*z + 1
*
[ -4/9 ] 
f(z) = -279/128*z^3 + 265/72*z + 1
*
[ -8/9 ] 
f(z) = -279/128*z^3 + 277/72*z + 1
*
[ 4/3 ] 
f(z) = -279/136*z^3 + 265/68*z + 1
*
-115/136 | 0.26392925380079014681131944222752036439 | 0.025321751683467375079446506257627437185
f(z) = -272/125*z^3 + 269/68*z + 1
*
[ -5/12 ] 
f(z) = -262/125*z^3 + 271/72*z + 1
*
[ -4/9 ] 
f(z) = -261/128*z^3 + 263/72*z + 1
*
[ -8/9 ] 
f(z) = -261/128*z^3 + 269/72*z + 1
*
[ -3/4 ] 
f(z) = -277/135*z^3 + 279/80*z + 1
*
[ -5/8 ] 
f(z) = -276/125*z^3 + 277/80*z + 1
*
[ -3/4 ] 
f(z) = -271/135*z^3 + 277/80*z + 1
*
[ 5/4 ] 
f(z) = -263/125*z^3 + 279/80*z + 1
*
[ 5/4 ] 
f(z) = -261/125*z^3 + 277/80*z + 1
*
[ 6/7 ] 
f(z) = -266/135*z^3 + 269/210*z + 1
*
[ 15/19 ] 
f(z) = -266/135*z^3 + 274/285*z + 1
*
[ 5 ] 
f(z) = -279/125*z^3 + 283/5*z + 1
*
[ 4 ] 
f(z) = -279/128*z^3 + 285/8*z + 1
*
[ -4 ] 
f(z) = -279/128*z^3 + 289/8*z + 1
*
[ 5 ] 
f(z) = -278/125*z^3 + 282/5*z + 1
*
[ -5 ] 
f(z) = -278/125*z^3 + 284/5*z + 1
*
[ -3 ] 
f(z) = -278/135*z^3 + 298/15*z + 1
*
[ 5 ] 
f(z) = -277/125*z^3 + 281/5*z + 1
*
[ -5 ] 
f(z) = -277/125*z^3 + 283/5*z + 1
*
[ 4 ] 
f(z) = -277/128*z^3 + 283/8*z + 1
*
[ -4 ] 
f(z) = -277/128*z^3 + 287/8*z + 1
*
[ 3 ] 
f(z) = -277/135*z^3 + 287/15*z + 1
*
[ -5 ] 
f(z) = -276/125*z^3 + 282/5*z + 1
*
[ 4 ] 
f(z) = -275/128*z^3 + 281/8*z + 1
*
[ -4 ] 
f(z) = -275/128*z^3 + 285/8*z + 1
*
[ 3 ] 
f(z) = -274/135*z^3 + 284/15*z + 1
*
[ -4 ] 
f(z) = -273/128*z^3 + 283/8*z + 1
*
[ -3 ] 
f(z) = -272/135*z^3 + 292/15*z + 1
*
[ -4 ] 
f(z) = -271/128*z^3 + 281/8*z + 1
*
[ 3 ] 
f(z) = -271/135*z^3 + 281/15*z + 1
*
[ -3 ] 
f(z) = -269/135*z^3 + 289/15*z + 1
*
[ -3 ] 
f(z) = -266/135*z^3 + 286/15*z + 1
*
[ -3 ] 
f(z) = -263/135*z^3 + 283/15*z + 1
*
[ 5/2 ] 
f(z) = -279/125*z^3 + 291/20*z + 1
*
[ 2 ] 
f(z) = -279/128*z^3 + 295/32*z + 1
*
[ 5/2 ] 
f(z) = -277/125*z^3 + 289/20*z + 1
*
[ 2 ] 
f(z) = -277/128*z^3 + 293/32*z + 1
*
[ 2 ] 
f(z) = -275/128*z^3 + 291/32*z + 1
*
[ 2 ] 
f(z) = -273/128*z^3 + 289/32*z + 1
*
[ 5/2 ] 
f(z) = -271/125*z^3 + 283/20*z + 1
*
[ -5/2 ] 
f(z) = -271/125*z^3 + 299/20*z + 1
*
[ 2 ] 
f(z) = -271/128*z^3 + 287/32*z + 1
*
[ 5/2 ] 
f(z) = -269/125*z^3 + 281/20*z + 1
*
[ -5/2 ] 
f(z) = -269/125*z^3 + 297/20*z + 1
*
[ 2 ] 
f(z) = -269/128*z^3 + 285/32*z + 1
*
[ 2 ] 
f(z) = -267/128*z^3 + 283/32*z + 1
*
[ 2 ] 
f(z) = -265/128*z^3 + 281/32*z + 1
*
[ -5/2 ] 
f(z) = -263/125*z^3 + 291/20*z + 1
*
[ -5/2 ] 
f(z) = -261/125*z^3 + 289/20*z + 1
*
[ 5/3 ] 
f(z) = -278/125*z^3 + 296/45*z + 1
*
[ -5/24 ] 
f(z) = -276/125*z^3 + 283/48*z + 1
*
[ 5/3 ] 
f(z) = -274/125*z^3 + 292/45*z + 1
*
[ 20/13 ] 
f(z) = -273/125*z^3 + 287/52*z + 1
*
[ 5/3 ] 
f(z) = -271/125*z^3 + 289/45*z + 1
*
[ 5/3 ] 
f(z) = -269/125*z^3 + 287/45*z + 1
*
[ 5/3 ] 
f(z) = -268/125*z^3 + 286/45*z + 1
*
[ 5/3 ] 
f(z) = -266/125*z^3 + 284/45*z + 1
*
-5/4 | 0.28678137770252822061974932650047629350 | 0.027272800124527758841463900455099751529
f(z) = -266/125*z^3 + 295/56*z + 1
*
15/8 | 0.24534470868804946827347526511859630432 | 0.027612420435840285105376863590634868703
f(z) = -264/125*z^3 + 289/40*z + 1
*
[ 5/3 ] 
f(z) = -263/125*z^3 + 281/45*z + 1
*
[ -11/14 ] 
f(z) = -280/121*z^3 + 285/77*z + 1
*
[ 4/3 ] 
f(z) = -277/128*z^3 + 295/72*z + 1
*
[ 4/3 ] 
f(z) = -275/128*z^3 + 293/72*z + 1
*
[ 4/3 ] 
f(z) = -271/128*z^3 + 289/72*z + 1
*
[ 4/3 ] 
f(z) = -269/128*z^3 + 287/72*z + 1
*
[ 3/2 ] 
f(z) = -269/135*z^3 + 289/60*z + 1
*
[ 4/3 ] 
f(z) = -265/128*z^3 + 283/72*z + 1
*
-5/6 | 0.27845666089707590117859210315017629645 | 0.026550541423889945923345882672965773096
f(z) = -264/125*z^3 + 287/66*z + 1
*
[ 4/3 ] 
f(z) = -263/128*z^3 + 281/72*z + 1
*
[ 3/2 ] 
f(z) = -263/135*z^3 + 283/60*z + 1
*
[ 5/4 ] 
f(z) = -277/125*z^3 + 293/80*z + 1
*
72/55 | 0.23504497922202311426083052500302725396 | 0.027829437426852352810733859764110467942
f(z) = -275/128*z^3 + 291/88*z + 1
*
[ 5/4 ] 
f(z) = -273/125*z^3 + 289/80*z + 1
*
[ -5/9 ] 
f(z) = -271/125*z^3 + 281/81*z + 1
*
[ 5/4 ] 
f(z) = -271/125*z^3 + 287/80*z + 1
*
[ 5/4 ] 
f(z) = -267/125*z^3 + 283/80*z + 1
*
[ -5/9 ] 
f(z) = -266/125*z^3 + 280/81*z + 1
*
-3/7 | 0.20950412335476083543148930316671988286 | 0.026713362152570544570915644537334474072
f(z) = -266/135*z^3 + 283/105*z + 1
*
-3/5 | 0.17429382857575519514112613436775984945 | 0.024243950748887772735375941514678570492
f(z) = -265/126*z^3 + 299/210*z + 1
*
[ 4/5 ] 
f(z) = -275/122*z^3 + 291/244*z + 1
*
[ 4/5 ] 
f(z) = -275/126*z^3 + 289/252*z + 1
*
[ 4/5 ] 
f(z) = -275/134*z^3 + 285/268*z + 1
*
[ 4/5 ] 
f(z) = -275/138*z^3 + 283/276*z + 1
*
[ 2/3 ] 
f(z) = -279/152*z^3 + 6/19*z + 1
*
[ 2/3 ] 
f(z) = -261/152*z^3 + 5/19*z + 1
*
[ 2/3 ] 
f(z) = -273/152*z^3 + 17/57*z + 1
*
[ 2/3 ] 
f(z) = -267/152*z^3 + 16/57*z + 1
*
-6/5 | 0.15563235924487769505531294869937193182 | 0.026294162908922396601853370675761588151
f(z) = -275/144*z^3 + 31/12*z + 1
*
[ 6/5 ] 
f(z) = -275/144*z^3 + 35/12*z + 1
*
[ 4/5 ] 
f(z) = -275/144*z^3 + 35/36*z + 1
*
[ 2/3 ] 
f(z) = -279/140*z^3 + 27/70*z + 1
*
[ 2/3 ] 
f(z) = -279/148*z^3 + 25/74*z + 1
*
[ 2/3 ] 
f(z) = -261/140*z^3 + 23/70*z + 1
*
[ 2/3 ] 
f(z) = -261/148*z^3 + 21/74*z + 1
*
[ 2/3 ] 
f(z) = -261/154*z^3 + 39/154*z + 1
*
[ 2/3 ] 
f(z) = -261/158*z^3 + 37/158*z + 1
*
[ -6/5 ] 
f(z) = -275/144*z^3 + 55/12*z + 1
*
-4/5 | 0.10050857250957375404718724229835082071 | 0.017894368626011657745505865616943139952
f(z) = -275/144*z^3 + 53/36*z + 1
*
[ 7/10 ] 
f(z) = -275/147*z^3 + 41/84*z + 1
*
[ 2/3 ] 
f(z) = -279/142*z^3 + 53/142*z + 1
*
[ 2/3 ] 
f(z) = -279/146*z^3 + 51/146*z + 1
*
[ 2/3 ] 
f(z) = -279/154*z^3 + 47/154*z + 1
*
[ 2/3 ] 
f(z) = -279/158*z^3 + 45/158*z + 1
*
[ 2/3 ] 
f(z) = -261/142*z^3 + 45/142*z + 1
*
[ 2/3 ] 
f(z) = -261/146*z^3 + 43/146*z + 1
*
[ 2/3 ] 
f(z) = -277/152*z^3 + 53/171*z + 1
*
[ 2/3 ] 
f(z) = -275/152*z^3 + 52/171*z + 1
*
[ 2/3 ] 
f(z) = -271/152*z^3 + 50/171*z + 1
*
[ 2/3 ] 
f(z) = -269/152*z^3 + 49/171*z + 1
*
[ 2/3 ] 
f(z) = -265/152*z^3 + 47/171*z + 1
*
[ 2/3 ] 
f(z) = -263/152*z^3 + 46/171*z + 1
*
[ -2/3 ] 
f(z) = -279/152*z^3 + 63/19*z + 1
*
[ -2/5 ] 
f(z) = -275/152*z^3 + 72/19*z + 1
*
[ -2/3 ] 
f(z) = -261/152*z^3 + 62/19*z + 1
*
[ 4/5 ] 
f(z) = -275/152*z^3 + 69/76*z + 1
*
[ 3/4 ] 
f(z) = -280/153*z^3 + 71/102*z + 1
*
[ 2/3 ] 
f(z) = -267/140*z^3 + 73/210*z + 1
*
[ 2/3 ] 
f(z) = -273/148*z^3 + 71/222*z + 1
*
[ 2/3 ] 
f(z) = -267/148*z^3 + 67/222*z + 1
*
[ 7/5 ] 
f(z) = -275/147*z^3 + 83/21*z + 1
*
[ 38/55 ] 
f(z) = -275/152*z^3 + 87/209*z + 1
*
[ 2/3 ] 
f(z) = -279/149*z^3 + 99/298*z + 1
*
[ 2/3 ] 
f(z) = -270/143*z^3 + 97/286*z + 1
*
[ 2/3 ] 
f(z) = -270/149*z^3 + 91/298*z + 1
*
[ 2/3 ] 
f(z) = -261/143*z^3 + 89/286*z + 1
*
[ 2/3 ] 
f(z) = -261/149*z^3 + 83/298*z + 1
*
[ -7/5 ] 
f(z) = -275/147*z^3 + 113/21*z + 1
*
-3/5 | 0.15259980552635915784380116436680850200 | 0.026192894389590519168818387899018217332
f(z) = -275/144*z^3 + 113/48*z + 1
*
[ 7/8 ] 
f(z) = -272/147*z^3 + 107/84*z + 1
*
6/55 | 0.14686494180634351679546038708572297033 | 0.018324523444613912131817050346181149866
f(z) = -275/144*z^3 + 113/132*z + 1
*
[ 3/4 ] 
f(z) = -272/141*z^3 + 106/141*z + 1
*
[ 3/4 ] 
f(z) = -272/147*z^3 + 104/147*z + 1
*
[ 3/4 ] 
f(z) = -272/159*z^3 + 100/159*z + 1
*
[ 2/3 ] 
f(z) = -279/143*z^3 + 105/286*z + 1
*
[ 2/3 ] 
f(z) = -279/145*z^3 + 103/290*z + 1
*
-2 | 0.11845742498469586205410055399970567723 | 0.017051653139265196894868090779915885042
f(z) = -279/152*z^3 + 130/19*z + 1
*
-2 | 0.11832523422668112439852142741663456253 | 0.017051578620231885477951126908644246805
f(z) = -277/152*z^3 + 129/19*z + 1
*
-12/5 | 0.21616720863340802679057963558686735463 | 0.029558415744587468489363017226633736447
f(z) = -275/144*z^3 + 125/12*z + 1
*
[ 12/5 ] 
f(z) = -275/144*z^3 + 139/12*z + 1
*
-2 | 0.11819204406917362898608347379913039051 | 0.017051507585112661365558982333255698710
f(z) = -275/152*z^3 + 128/19*z + 1
*
-2 | 0.11805783851308853002207963843219741416 | 0.017051440054610645257329633900521353416
f(z) = -273/152*z^3 + 127/19*z + 1
*
-2 | 0.11792260115289489912936507298663044380 | 0.017051376046020590958348960628916844036
f(z) = -271/152*z^3 + 126/19*z + 1
*
-2 | 0.11778631516207842957118010468424976748 | 0.017051315572869328964783311601161945108
f(z) = -269/152*z^3 + 125/19*z + 1
*
-2 | 0.11764896327792021628867249657999165658 | 0.017051258644525019576873282593070556286
f(z) = -267/152*z^3 + 124/19*z + 1
*
-2 | 0.11751052778555117654680080644988132103 | 0.017051205265772451243174217552845144723
f(z) = -265/152*z^3 + 123/19*z + 1
*
-2 | 0.11737099050123877122812827404081020281 | 0.017051155436351356531159996175623125055
f(z) = -263/152*z^3 + 122/19*z + 1
*
-2 | 0.11723033275485953504973050242534184942 | 0.017051109150454427438298550377451403431
f(z) = -261/152*z^3 + 121/19*z + 1
*
[ -4/5 ] 
f(z) = -275/144*z^3 + 125/36*z + 1
*
[ -2/5 ] 
f(z) = -275/144*z^3 + 137/36*z + 1
*
[ 7/4 ] 
f(z) = -272/147*z^3 + 128/21*z + 1
*
12/55 | 0.20624102136438298001639016661316171698 | 0.025732951545482566886315426334280790327
f(z) = -275/144*z^3 + 133/132*z + 1
*
[ 4/5 ] 
f(z) = -275/148*z^3 + 139/148*z + 1
*
[ 4/5 ] 
f(z) = -275/156*z^3 + 137/156*z + 1
*
[ 3/4 ] 
f(z) = -268/153*z^3 + 133/204*z + 1
*
[ 2 ] 
f(z) = -279/152*z^3 + 149/19*z + 1
*
[ 2 ] 
f(z) = -277/152*z^3 + 148/19*z + 1
*
[ -12/5 ] 
f(z) = -275/144*z^3 + 149/12*z + 1
*
[ 2 ] 
f(z) = -275/152*z^3 + 147/19*z + 1
*
[ 2 ] 
f(z) = -273/152*z^3 + 146/19*z + 1
*
[ 2 ] 
f(z) = -271/152*z^3 + 145/19*z + 1
*
[ 2 ] 
f(z) = -269/152*z^3 + 144/19*z + 1
*
[ 2 ] 
f(z) = -267/152*z^3 + 143/19*z + 1
*
[ 2 ] 
f(z) = -265/152*z^3 + 142/19*z + 1
*
[ 2 ] 
f(z) = -263/152*z^3 + 141/19*z + 1
*
[ 2 ] 
f(z) = -261/152*z^3 + 140/19*z + 1
*
[ -2 ] 
f(z) = -261/152*z^3 + 159/19*z + 1
*
[ -7/4 ] 
f(z) = -272/147*z^3 + 152/21*z + 1
*
[ 6/5 ] 
f(z) = -275/152*z^3 + 158/57*z + 1
*
-6/5 | 0.18356518576066073804275871301556044365 | 0.024511789301474184775634547108594638629
f(z) = -265/144*z^3 + 149/60*z + 1
*
[ -2 ] 
f(z) = -279/152*z^3 + 168/19*z + 1
*
[ -2 ] 
f(z) = -277/152*z^3 + 167/19*z + 1
*
[ -2 ] 
f(z) = -275/152*z^3 + 166/19*z + 1
*
[ -2 ] 
f(z) = -273/152*z^3 + 165/19*z + 1
*
[ -2 ] 
f(z) = -271/152*z^3 + 164/19*z + 1
*
[ -2 ] 
f(z) = -269/152*z^3 + 163/19*z + 1
*
[ -2 ] 
f(z) = -267/152*z^3 + 162/19*z + 1
*
[ -2 ] 
f(z) = -265/152*z^3 + 161/19*z + 1
*
[ -2 ] 
f(z) = -263/152*z^3 + 160/19*z + 1
*
[ -3/5 ] 
f(z) = -275/144*z^3 + 161/48*z + 1
*
[ -3/5 ] 
f(z) = -275/153*z^3 + 169/51*z + 1
*
[ 6/5 ] 
f(z) = -265/144*z^3 + 169/60*z + 1
*
6/5 | 0.19833048563694549232326931515157149050 | 0.024745944056738080742739364381897586044
f(z) = -275/144*z^3 + 169/132*z + 1
*
[ 4/5 ] 
f(z) = -265/144*z^3 + 167/180*z + 1
*
[ -2/3 ] 
f(z) = -273/152*z^3 + 188/57*z + 1
*
[ -2/3 ] 
f(z) = -267/152*z^3 + 187/57*z + 1
*
[ 3/2 ] 
f(z) = -268/153*z^3 + 218/51*z + 1
*
[ 6/5 ] 
f(z) = -275/156*z^3 + 211/78*z + 1
*
[ 3/2 ] 
f(z) = -280/153*z^3 + 227/51*z + 1
*
[ -2/3 ] 
f(z) = -279/140*z^3 + 237/70*z + 1
*
[ -2/3 ] 
f(z) = -261/140*z^3 + 233/70*z + 1
*
[ 3/4 ] 
f(z) = -280/141*z^3 + 221/282*z + 1
*
-2 | 0.10475339544020101469482977040180280924 | 0.015087361141136739555083691822790491359
f(z) = -277/144*z^3 + 259/36*z + 1
*
-2 | 0.10462049109817871006892222992036610683 | 0.015085061701107979790433538602182834067
f(z) = -275/144*z^3 + 257/36*z + 1
*
-2 | 0.10435164956139158714867216972443812155 | 0.015080407114797982222284328206607310442
f(z) = -271/144*z^3 + 253/36*z + 1
*
-2 | 0.10421567989142885219498613242091942861 | 0.015078051231362884333773075764009537895
f(z) = -269/144*z^3 + 251/36*z + 1
*
-2 | 0.10394055844480421201329615765836110529 | 0.015073280340864760468755083249739125322
f(z) = -265/144*z^3 + 247/36*z + 1
*
-2 | 0.10380137163777110207986946419975885682 | 0.015070864513587861545481948719227780814
f(z) = -263/144*z^3 + 245/36*z + 1
*
[ -6/5 ] 
f(z) = -275/152*z^3 + 253/57*z + 1
*
[ -2/3 ] 
f(z) = -279/148*z^3 + 247/74*z + 1
*
[ -4/5 ] 
f(z) = -275/152*z^3 + 259/76*z + 1
*
[ -2/3 ] 
f(z) = -261/148*z^3 + 243/74*z + 1
*
[ 4/3 ] 
f(z) = -261/152*z^3 + 251/76*z + 1
*
-4/5 | 0.13493232014324450184628298403968257270 | 0.018768837374893858073237081759230296686
f(z) = -265/144*z^3 + 257/180*z + 1
*
[ 4/3 ] 
f(z) = -279/152*z^3 + 267/76*z + 1
*
[ -6/5 ] 
f(z) = -265/144*z^3 + 269/60*z + 1
*
[ 4/5 ] 
f(z) = -275/146*z^3 + 279/292*z + 1
*
[ 2 ] 
f(z) = -277/144*z^3 + 295/36*z + 1
*
[ 2 ] 
f(z) = -275/144*z^3 + 293/36*z + 1
*
[ 2 ] 
f(z) = -271/144*z^3 + 289/36*z + 1
*
[ 2 ] 
f(z) = -269/144*z^3 + 287/36*z + 1
*
[ 2 ] 
f(z) = -265/144*z^3 + 283/36*z + 1
*
[ 2 ] 
f(z) = -263/144*z^3 + 281/36*z + 1
*
[ -3/2 ] 
f(z) = -280/153*z^3 + 295/51*z + 1
*
[ -3/2 ] 
f(z) = -268/153*z^3 + 286/51*z + 1
*
[ -2/5 ] 
f(z) = -275/148*z^3 + 281/74*z + 1
*
[ -2/5 ] 
f(z) = -275/156*z^3 + 295/78*z + 1
*
[ -7/10 ] 
f(z) = -275/147*z^3 + 281/84*z + 1
*
[ -7/8 ] 
f(z) = -272/147*z^3 + 299/84*z + 1
*
[ 6/5 ] 
f(z) = -275/153*z^3 + 281/102*z + 1
*
-12/11 | 0.14308625314231666155887835493394049365 | 0.017553723692910820138575368809038006099
f(z) = -275/144*z^3 + 289/132*z + 1
*
[ 4/5 ] 
f(z) = -275/142*z^3 + 281/284*z + 1
*
[ 2/3 ] 
f(z) = -279/160*z^3 + 11/40*z + 1
*
[ 2/3 ] 
f(z) = -279/176*z^3 + 9/44*z + 1
*
[ 2/3 ] 
f(z) = -261/160*z^3 + 9/40*z + 1
*
[ 2/3 ] 
f(z) = -261/176*z^3 + 7/44*z + 1
*
[ 2/3 ] 
f(z) = -279/172*z^3 + 19/86*z + 1
*
[ 2/3 ] 
f(z) = -261/164*z^3 + 17/82*z + 1
*
[ 2/3 ] 
f(z) = -261/172*z^3 + 15/86*z + 1
*
-6/5 | 0.14265075944315408715954474214235105035 | 0.022231059854549894928645230911344836379
f(z) = -275/162*z^3 + 34/9*z + 1
*
[ 3/4 ] 
f(z) = -272/171*z^3 + 32/57*z + 1
*
[ 13/18 ] 
f(z) = -270/169*z^3 + 35/78*z + 1
*
[ 2/3 ] 
f(z) = -279/164*z^3 + 21/82*z + 1
*
[ 2/3 ] 
f(z) = -273/160*z^3 + 31/120*z + 1
*
[ 2/3 ] 
f(z) = -273/176*z^3 + 25/132*z + 1
*
[ 2/3 ] 
f(z) = -267/160*z^3 + 29/120*z + 1
*
[ 2/3 ] 
f(z) = -267/176*z^3 + 23/132*z + 1
*
[ 2/3 ] 
f(z) = -279/170*z^3 + 39/170*z + 1
*
[ 2/3 ] 
f(z) = -279/178*z^3 + 35/178*z + 1
*
[ 2/3 ] 
f(z) = -261/166*z^3 + 33/166*z + 1
*
[ 2/3 ] 
f(z) = -261/170*z^3 + 31/170*z + 1
*
[ 2/3 ] 
f(z) = -261/178*z^3 + 27/178*z + 1
*
[ 2/3 ] 
f(z) = -265/168*z^3 + 38/189*z + 1
*
[ 2/3 ] 
f(z) = -263/168*z^3 + 37/189*z + 1
*
[ 6/5 ] 
f(z) = -275/162*z^3 + 47/18*z + 1
*
[ -3/5 ] 
f(z) = -275/162*z^3 + 59/18*z + 1
*
-6/5 | 0.17222839078579980065845493575245126186 | 0.029151315678580821208265947949988864855
f(z) = -275/168*z^3 + 46/21*z + 1
*
[ 6/5 ] 
f(z) = -275/168*z^3 + 53/21*z + 1
*
-2/5 | 0.18141907921783061507026710603810657122 | 0.029547636877317185533757094518599553065
f(z) = -275/168*z^3 + 58/21*z + 1
*
-2/3 | 0.14358142266222965832288799499815712787 | 0.025497429012657293009589967406884515971
f(z) = -279/176*z^3 + 53/44*z + 1
*
-2/3 | 0.15033126865311050449328464178918711297 | 0.027016033305454388386068655243874382308
f(z) = -261/176*z^3 + 51/44*z + 1
*
[ 2/3 ] 
f(z) = -279/166*z^3 + 41/166*z + 1
*
[ 2/3 ] 
f(z) = -277/168*z^3 + 44/189*z + 1
*
[ 2/3 ] 
f(z) = -275/168*z^3 + 43/189*z + 1
*
[ 2/3 ] 
f(z) = -271/168*z^3 + 41/189*z + 1
*
[ 2/3 ] 
f(z) = -269/168*z^3 + 40/189*z + 1
*
[ 2/3 ] 
f(z) = -273/164*z^3 + 59/246*z + 1
*
[ 2/3 ] 
f(z) = -273/172*z^3 + 53/258*z + 1
*
[ 2/3 ] 
f(z) = -267/164*z^3 + 55/246*z + 1
*
[ 2/3 ] 
f(z) = -267/172*z^3 + 49/258*z + 1
*
[ 4/3 ] 
f(z) = -279/160*z^3 + 67/20*z + 1
*
[ -2/5 ] 
f(z) = -275/168*z^3 + 79/21*z + 1
*
[ 4/3 ] 
f(z) = -261/160*z^3 + 63/20*z + 1
*
[ 13/15 ] 
f(z) = -270/169*z^3 + 68/65*z + 1
*
[ 4/5 ] 
f(z) = -275/168*z^3 + 67/84*z + 1
*
[ 3/4 ] 
f(z) = -280/171*z^3 + 67/114*z + 1
*
[ 13/19 ] 
f(z) = -266/169*z^3 + 68/247*z + 1
*
[ -4/3 ] 
f(z) = -279/160*z^3 + 97/20*z + 1
*
[ -6/5 ] 
f(z) = -275/168*z^3 + 88/21*z + 1
*
[ 5/4 ] 
f(z) = -272/175*z^3 + 92/35*z + 1
*
[ -4/3 ] 
f(z) = -261/160*z^3 + 93/20*z + 1
*
[ 9/10 ] 
f(z) = -275/162*z^3 + 91/72*z + 1
*
[ 5/6 ] 
f(z) = -276/175*z^3 + 94/105*z + 1
*
[ 5/6 ] 
f(z) = -264/175*z^3 + 89/105*z + 1
*
[ 3/4 ] 
f(z) = -272/165*z^3 + 98/165*z + 1
*
[ 3/4 ] 
f(z) = -272/177*z^3 + 94/177*z + 1
*
48/55 | 0.21825368671526452270671481760445913147 | 0.027231786905011658728527307428771561189
f(z) = -275/162*z^3 + 91/198*z + 1
*
[ 9/5 ] 
f(z) = -275/162*z^3 + 107/18*z + 1
*
-4/3 | 0.17144607296449570807130871317420818792 | 0.028043013673504442976552098621964918561
f(z) = -279/176*z^3 + 113/44*z + 1
*
[ 5/6 ] 
f(z) = -261/175*z^3 + 117/140*z + 1
*
[ -9/5 ] 
f(z) = -275/162*z^3 + 127/18*z + 1
*
-2 | 0.097991249942967408527052709824193756199 | 0.014137149034322999860439098283279245828
f(z) = -277/168*z^3 + 128/21*z + 1
*
-2 | 0.097857361816217477787830173418559752674 | 0.014133825927421041309647796551748725973
f(z) = -275/168*z^3 + 127/21*z + 1
*
-2 | 0.097586452819742169954910039634712626544 | 0.014127085989375351372601409090329652476
f(z) = -271/168*z^3 + 125/21*z + 1
*
-2 | 0.097449396914805368739856323888306335220 | 0.014123667776162821029687485688389828442
f(z) = -269/168*z^3 + 124/21*z + 1
*
-2 | 0.097171991127271762665227823686735453954 | 0.014116731210114293932695229039122538536
f(z) = -265/168*z^3 + 122/21*z + 1
*
-2 | 0.097031603270640651271458549918988265280 | 0.014113211312561943684556817002761948913
f(z) = -263/168*z^3 + 121/21*z + 1
*
[ -2/3 ] 
f(z) = -279/160*z^3 + 131/40*z + 1
*
[ 4/3 ] 
f(z) = -279/176*z^3 + 135/44*z + 1
*
[ -2/3 ] 
f(z) = -261/160*z^3 + 129/40*z + 1
*
[ 4/3 ] 
f(z) = -261/176*z^3 + 127/44*z + 1
*
[ -2/3 ] 
f(z) = -261/176*z^3 + 139/44*z + 1
*
[ 13/14 ] 
f(z) = -280/169*z^3 + 123/91*z + 1
*
-5/6 | 0.19103655498984607577452202395754729718 | 0.028432234109433666693841883367869599365
f(z) = -276/175*z^3 + 136/105*z + 1
*
[ 13/15 ] 
f(z) = -275/169*z^3 + 125/117*z + 1
*
[ 5/6 ] 
f(z) = -279/175*z^3 + 127/140*z + 1
*
[ 4/5 ] 
f(z) = -275/164*z^3 + 135/164*z + 1
*
[ 4/5 ] 
f(z) = -275/172*z^3 + 133/172*z + 1
*
[ 3/4 ] 
f(z) = -268/171*z^3 + 125/228*z + 1
*
[ 13/5 ] 
f(z) = -275/169*z^3 + 151/13*z + 1
*
[ 2 ] 
f(z) = -277/168*z^3 + 149/21*z + 1
*
[ 2 ] 
f(z) = -275/168*z^3 + 148/21*z + 1
*
[ -5/4 ] 
f(z) = -272/175*z^3 + 148/35*z + 1
*
[ 2 ] 
f(z) = -271/168*z^3 + 146/21*z + 1
*
[ 13/9 ] 
f(z) = -270/169*z^3 + 142/39*z + 1
*
[ 2 ] 
f(z) = -269/168*z^3 + 145/21*z + 1
*
[ 2 ] 
f(z) = -265/168*z^3 + 143/21*z + 1
*
[ 2 ] 
f(z) = -263/168*z^3 + 142/21*z + 1
*
[ 5/3 ] 
f(z) = -261/175*z^3 + 159/35*z + 1
*
[ -2/3 ] 
f(z) = -279/176*z^3 + 141/44*z + 1
*
[ 13/10 ] 
f(z) = -275/169*z^3 + 155/52*z + 1
*
[ 13/12 ] 
f(z) = -264/169*z^3 + 149/78*z + 1
*
-2/3 | 0.19820967313845064869324520474081581021 | 0.029547881430937670985367116731444556510
f(z) = -273/160*z^3 + 151/120*z + 1
*
-2/3 | 0.14624194476528231665502700662336602752 | 0.021800851470735012378836660974091837647
f(z) = -273/176*z^3 + 157/132*z + 1
*
-2/3 | 0.19576470272841843675318491877630373391 | 0.029280402969532003222568723960692802860
f(z) = -267/160*z^3 + 149/120*z + 1
*
-2/3 | 0.13847914330121052842836110175421100192 | 0.020712238019537539144984504992042387707
f(z) = -267/176*z^3 + 155/132*z + 1
*
[ 42/55 ] 
f(z) = -275/168*z^3 + 149/231*z + 1
*
[ 13/17 ] 
f(z) = -272/169*z^3 + 140/221*z + 1
*
[ 4/5 ] 
f(z) = -265/176*z^3 + 157/220*z + 1
*
[ -13/5 ] 
f(z) = -275/169*z^3 + 161/13*z + 1
*
[ 5/3 ] 
f(z) = -279/175*z^3 + 169/35*z + 1
*
[ -2 ] 
f(z) = -277/168*z^3 + 170/21*z + 1
*
[ -2 ] 
f(z) = -275/168*z^3 + 169/21*z + 1
*
[ -2 ] 
f(z) = -271/168*z^3 + 167/21*z + 1
*
[ -2 ] 
f(z) = -269/168*z^3 + 166/21*z + 1
*
[ -2 ] 
f(z) = -265/168*z^3 + 164/21*z + 1
*
[ -2 ] 
f(z) = -263/168*z^3 + 163/21*z + 1
*
[ 5/4 ] 
f(z) = -264/175*z^3 + 179/70*z + 1
*
6/55 | 0.21459626290145662498800584221289428075 | 0.026775445537230466169076426759006018397
f(z) = -275/162*z^3 + 169/198*z + 1
*
[ 13/16 ] 
f(z) = -272/169*z^3 + 173/208*z + 1
*
[ 3/4 ] 
f(z) = -275/162*z^3 + 179/288*z + 1
*
[ 3/4 ] 
f(z) = -271/162*z^3 + 175/288*z + 1
*
[ 3/4 ] 
f(z) = -269/162*z^3 + 173/288*z + 1
*
[ 3/4 ] 
f(z) = -265/162*z^3 + 169/288*z + 1
*
[ 3/4 ] 
f(z) = -263/162*z^3 + 167/288*z + 1
*
[ -13/9 ] 
f(z) = -270/169*z^3 + 196/39*z + 1
*
[ -3/5 ] 
f(z) = -275/171*z^3 + 185/57*z + 1
*
[ -3/4 ] 
f(z) = -272/171*z^3 + 184/57*z + 1
*
[ -4/3 ] 
f(z) = -261/176*z^3 + 193/44*z + 1
*
[ 13/10 ] 
f(z) = -280/169*z^3 + 197/65*z + 1
*
[ 4/3 ] 
f(z) = -273/160*z^3 + 197/60*z + 1
*
[ 4/3 ] 
f(z) = -267/160*z^3 + 193/60*z + 1
*
-5/6 | 0.18283668571143203378089103161952640385 | 0.026054367746488279078364988390383687271
f(z) = -279/175*z^3 + 183/140*z + 1
*
-4/7 | 0.19091707627143314109121991681814154497 | 0.025269017196010293132424324869234893410
f(z) = -273/160*z^3 + 183/140*z + 1
*
[ 3/4 ] 
f(z) = -277/162*z^3 + 181/288*z + 1
*
[ -5/3 ] 
f(z) = -279/175*z^3 + 211/35*z + 1
*
[ 13/6 ] 
f(z) = -270/169*z^3 + 209/26*z + 1
*
[ -5/3 ] 
f(z) = -261/175*z^3 + 201/35*z + 1
*
[ -4/3 ] 
f(z) = -279/176*z^3 + 201/44*z + 1
*
[ -13/15 ] 
f(z) = -270/169*z^3 + 218/65*z + 1
*
[ 13/12 ] 
f(z) = -270/169*z^3 + 203/104*z + 1
*
-3/5 | 0.13059506849131745669778637286315131505 | 0.023250915200295737471668262084927521607
f(z) = -275/168*z^3 + 211/168*z + 1
*
[ 13/4 ] 
f(z) = -272/169*z^3 + 230/13*z + 1
*
[ -13/4 ] 
f(z) = -272/169*z^3 + 238/13*z + 1
*
[ -13/6 ] 
f(z) = -270/169*z^3 + 233/26*z + 1
*
[ 3/2 ] 
f(z) = -280/171*z^3 + 229/57*z + 1
*
[ -13/10 ] 
f(z) = -275/169*z^3 + 235/52*z + 1
*
[ 3/2 ] 
f(z) = -272/171*z^3 + 223/57*z + 1
*
[ 3/2 ] 
f(z) = -268/171*z^3 + 220/57*z + 1
*
-2 | 0.11723083297532874924375401497599403641 | 0.017082175192626629881623316008358847708
f(z) = -261/176*z^3 + 239/44*z + 1
*
[ 6/5 ] 
f(z) = -265/162*z^3 + 227/90*z + 1
*
[ 13/12 ] 
f(z) = -272/169*z^3 + 230/117*z + 1
*
[ 13/14 ] 
f(z) = -266/169*z^3 + 233/182*z + 1
*
18/55 | 0.21584096131522390322843100914562112620 | 0.026930748123293705077263136179182242701
f(z) = -275/168*z^3 + 233/231*z + 1
*
-2 | 0.11846387784623810983961589316001604295 | 0.017062046530663489558588778094578648873
f(z) = -279/160*z^3 + 259/40*z + 1
*
-2 | 0.11846902077563468947909099261723268585 | 0.017081859101514038355053749313109682724
f(z) = -279/176*z^3 + 257/44*z + 1
*
-2 | 0.11833137025054525677132891900218974923 | 0.017062011491907471017251766761377434373
f(z) = -277/160*z^3 + 257/40*z + 1
*
-2 | 0.11833575152489875272035668129051599609 | 0.017081885583035439384087554600261274914
f(z) = -277/176*z^3 + 255/44*z + 1
*
-2 | 0.11806330886128694226047857723089848669 | 0.017061951300548277338362429186644340647
f(z) = -273/160*z^3 + 253/40*z + 1
*
-2 | 0.11806609180554937070577527998891054647 | 0.017081945661012560526655373765183953095
f(z) = -273/176*z^3 + 251/44*z + 1
*
[ 13/8 ] 
f(z) = -272/169*z^3 + 241/52*z + 1
*
-2 | 0.11792772185111889435014932416173855236 | 0.017061926127829477003112678536562531215
f(z) = -271/160*z^3 + 251/40*z + 1
*
-2 | 0.11792966619029689258200307882031124844 | 0.017081979074586912819657803310623393240
f(z) = -271/176*z^3 + 249/44*z + 1
*
-2 | 0.11779107442918630044389657821575842851 | 0.017061904214378446701662610185577542113
f(z) = -269/160*z^3 + 249/40*z + 1
*
-2 | 0.11779215250581543125413108952280758358 | 0.017082014597957992776638624130884567226
f(z) = -269/176*z^3 + 247/44*z + 1
*
-2 | 0.11765334887755997537264436192110012636 | 0.017061885535421401701895388654703273220
f(z) = -267/160*z^3 + 247/40*z + 1
*
-2 | 0.11765353194891803409045258513758627020 | 0.017082052111361663180667795671400153415
f(z) = -267/176*z^3 + 245/44*z + 1
*
-2 | 0.11751378518920687122595897798897447764 | 0.017082091482027029752255678682758640043
f(z) = -265/176*z^3 + 243/44*z + 1
*
-2 | 0.11737459012602433115730085574155256981 | 0.017061857746901381980722466285573285125
f(z) = -263/160*z^3 + 243/40*z + 1
*
-2 | 0.11737289234786795273578358436537890993 | 0.017082132563124481695536289537390349340
f(z) = -263/176*z^3 + 241/44*z + 1
*
-2 | 0.11723351904791854600841313419400011874 | 0.017061848550880498489241481578561636653
f(z) = -261/160*z^3 + 241/40*z + 1
*
[ -9/10 ] 
f(z) = -275/162*z^3 + 251/72*z + 1
*
[ -13/18 ] 
f(z) = -270/169*z^3 + 251/78*z + 1
*
[ 6/5 ] 
f(z) = -265/168*z^3 + 256/105*z + 1
*
[ 14/15 ] 
f(z) = -275/168*z^3 + 256/189*z + 1
*
[ 3 ] 
f(z) = -265/162*z^3 + 277/18*z + 1
*
[ 3 ] 
f(z) = -263/162*z^3 + 275/18*z + 1
*
[ -2/3 ] 
f(z) = -279/164*z^3 + 267/82*z + 1
*
[ -2/3 ] 
f(z) = -279/172*z^3 + 277/86*z + 1
*
[ -4/5 ] 
f(z) = -275/168*z^3 + 277/84*z + 1
*
[ -2/3 ] 
f(z) = -261/164*z^3 + 263/82*z + 1
*
[ -2/3 ] 
f(z) = -261/172*z^3 + 273/86*z + 1
*
-2/3 | 0.20548071939286495392942356963016589702 | 0.029403058182382806415187708722329633937
f(z) = -273/160*z^3 + 271/120*z + 1
*
-2/3 | 0.20276709109910071756414467077966657008 | 0.029045541377557682250475167217672610834
f(z) = -267/160*z^3 + 269/120*z + 1
*
-4/5 | 0.18013656870040344846154121475340484526 | 0.025056665146052760834513852523855918046
f(z) = -265/176*z^3 + 267/220*z + 1
*
[ 3 ] 
f(z) = -277/162*z^3 + 289/18*z + 1
*
[ 3 ] 
f(z) = -275/162*z^3 + 287/18*z + 1
*
[ -3 ] 
f(z) = -275/162*z^3 + 299/18*z + 1
*
[ 3 ] 
f(z) = -271/162*z^3 + 283/18*z + 1
*
[ -3 ] 
f(z) = -271/162*z^3 + 295/18*z + 1
*
[ 3 ] 
f(z) = -269/162*z^3 + 281/18*z + 1
*
[ -3 ] 
f(z) = -269/162*z^3 + 293/18*z + 1
*
[ -3 ] 
f(z) = -265/162*z^3 + 289/18*z + 1
*
[ -3 ] 
f(z) = -263/162*z^3 + 287/18*z + 1
*
[ 14/5 ] 
f(z) = -275/168*z^3 + 283/21*z + 1
*
[ -14/5 ] 
f(z) = -275/168*z^3 + 298/21*z + 1
*
[ 2 ] 
f(z) = -279/160*z^3 + 299/40*z + 1
*
[ 2 ] 
f(z) = -277/160*z^3 + 297/40*z + 1
*
[ 2 ] 
f(z) = -277/176*z^3 + 299/44*z + 1
*
[ 2 ] 
f(z) = -273/160*z^3 + 293/40*z + 1
*
[ 2 ] 
f(z) = -273/176*z^3 + 295/44*z + 1
*
[ -3/2 ] 
f(z) = -272/171*z^3 + 299/57*z + 1
*
[ 2 ] 
f(z) = -271/160*z^3 + 291/40*z + 1
*
[ 2 ] 
f(z) = -271/176*z^3 + 293/44*z + 1
*
[ 2 ] 
f(z) = -269/160*z^3 + 289/40*z + 1
*
[ 2 ] 
f(z) = -269/176*z^3 + 291/44*z + 1
*
[ -3/2 ] 
f(z) = -268/171*z^3 + 296/57*z + 1
*
[ 2 ] 
f(z) = -267/160*z^3 + 287/40*z + 1
*
[ 2 ] 
f(z) = -267/176*z^3 + 289/44*z + 1
*
[ 2 ] 
f(z) = -265/176*z^3 + 287/44*z + 1
*
[ 2 ] 
f(z) = -263/160*z^3 + 283/40*z + 1
*
[ 2 ] 
f(z) = -263/176*z^3 + 285/44*z + 1
*
[ 2 ] 
f(z) = -261/160*z^3 + 281/40*z + 1
*
[ 2 ] 
f(z) = -261/176*z^3 + 283/44*z + 1
*
[ -13/10 ] 
f(z) = -280/169*z^3 + 297/65*z + 1
*
[ 3/2 ] 
f(z) = -275/162*z^3 + 299/72*z + 1
*
[ -4/3 ] 
f(z) = -273/160*z^3 + 287/60*z + 1
*
[ 3/2 ] 
f(z) = -271/162*z^3 + 295/72*z + 1
*
[ 3/2 ] 
f(z) = -269/162*z^3 + 293/72*z + 1
*
[ -4/3 ] 
f(z) = -267/160*z^3 + 283/60*z + 1
*
[ 3/2 ] 
f(z) = -265/162*z^3 + 289/72*z + 1
*
[ -13/12 ] 
f(z) = -264/169*z^3 + 293/78*z + 1
*
[ -5/4 ] 
f(z) = -264/175*z^3 + 291/70*z + 1
*
[ 3/2 ] 
f(z) = -263/162*z^3 + 287/72*z + 1
*
[ -3/5 ] 
f(z) = -265/162*z^3 + 293/90*z + 1
*
[ 6/5 ] 
f(z) = -275/171*z^3 + 283/114*z + 1
*
-2/5 | 0.21155286692829534139140696624323439882 | 0.027311704853771938493221179280700705678
f(z) = -265/168*z^3 + 289/105*z + 1
*
-4/9 | 0.20360089406409765418893846212082497056 | 0.026007862199189809486311602761289901207
f(z) = -279/160*z^3 + 287/180*z + 1
*
-4/9 | 0.19279060099982260809000810779692995365 | 0.024838564186387621259897513424755974545
f(z) = -261/160*z^3 + 283/180*z + 1
*
[ 4/5 ] 
f(z) = -275/192*z^3 + 2/3*z + 1
*
-4/5 | 0.15403270679109895764827380476848368179 | 0.027423710903064971245619995184486802016
f(z) = -275/192*z^3 + 7/6*z + 1
*
[ -4/5 ] 
f(z) = -275/192*z^3 + 19/6*z + 1
*
-4/5 | 0.18383711257691563125199157019859826771 | 0.025571403988038009062232780411234124649
f(z) = -265/192*z^3 + 17/15*z + 1
*
[ 2/3 ] 
f(z) = -279/184*z^3 + 4/23*z + 1
*
[ 3/4 ] 
f(z) = -272/189*z^3 + 10/21*z + 1
*
[ 3/4 ] 
f(z) = -268/189*z^3 + 13/28*z + 1
*
[ 4/5 ] 
f(z) = -265/192*z^3 + 19/30*z + 1
*
[ 2/3 ] 
f(z) = -261/184*z^3 + 3/23*z + 1
*
[ 2/3 ] 
f(z) = -273/184*z^3 + 11/69*z + 1
*
[ 2/3 ] 
f(z) = -267/184*z^3 + 10/69*z + 1
*
[ 2/3 ] 
f(z) = -279/188*z^3 + 15/94*z + 1
*
[ 2/3 ] 
f(z) = -279/196*z^3 + 13/98*z + 1
*
[ 2/3 ] 
f(z) = -261/188*z^3 + 11/94*z + 1
*
[ 2/3 ] 
f(z) = -261/196*z^3 + 9/98*z + 1
*
[ 2/3 ] 
f(z) = -261/194*z^3 + 19/194*z + 1
*
12/55 | 0.21957640730472619106525513703967264123 | 0.026604913463434242028309583848843470098
f(z) = -275/192*z^3 + 20/11*z + 1
*
-12/5 | 0.16711590313278907868611255563662736110 | 0.022910235689218097431610860471567112031
f(z) = -275/192*z^3 + 23/3*z + 1
*
[ -12/5 ] 
f(z) = -275/192*z^3 + 29/3*z + 1
*
[ -3/4 ] 
f(z) = -272/189*z^3 + 22/7*z + 1
*
[ 3/2 ] 
f(z) = -272/189*z^3 + 25/7*z + 1
*
[ -3/2 ] 
f(z) = -268/189*z^3 + 34/7*z + 1
*
[ 3/4 ] 
f(z) = -274/189*z^3 + 27/56*z + 1
*
[ 3/4 ] 
f(z) = -262/189*z^3 + 25/56*z + 1
*
36/55 | 0.21023379105632428766087052058503914723 | 0.026231134440113735616315406274876853600
f(z) = -275/192*z^3 + 35/66*z + 1
*
[ 7/10 ] 
f(z) = -275/196*z^3 + 29/112*z + 1
*
[ 2/3 ] 
f(z) = -279/182*z^3 + 33/182*z + 1
*
[ 2/3 ] 
f(z) = -279/190*z^3 + 29/190*z + 1
*
[ 2/3 ] 
f(z) = -279/194*z^3 + 27/194*z + 1
*
[ 2/3 ] 
f(z) = -261/182*z^3 + 25/182*z + 1
*
[ 2/3 ] 
f(z) = -261/190*z^3 + 21/190*z + 1
*
[ 2/3 ] 
f(z) = -277/184*z^3 + 35/207*z + 1
*
[ 2/3 ] 
f(z) = -275/184*z^3 + 34/207*z + 1
*
[ 2/3 ] 
f(z) = -271/184*z^3 + 32/207*z + 1
*
[ 2/3 ] 
f(z) = -269/184*z^3 + 31/207*z + 1
*
[ 2/3 ] 
f(z) = -265/184*z^3 + 29/207*z + 1
*
[ 2/3 ] 
f(z) = -263/184*z^3 + 28/207*z + 1
*
[ 2/3 ] 
f(z) = -267/188*z^3 + 37/282*z + 1
*
[ 2/3 ] 
f(z) = -267/196*z^3 + 31/294*z + 1
*
[ 3/2 ] 
f(z) = -278/189*z^3 + 51/14*z + 1
*
[ -6/5 ] 
f(z) = -275/189*z^3 + 55/14*z + 1
*
[ 12/5 ] 
f(z) = -275/192*z^3 + 53/6*z + 1
*
[ -4/5 ] 
f(z) = -265/192*z^3 + 47/15*z + 1
*
[ 12/11 ] 
f(z) = -275/192*z^3 + 59/33*z + 1
*
[ 4/5 ] 
f(z) = -271/192*z^3 + 49/75*z + 1
*
[ 4/5 ] 
f(z) = -263/192*z^3 + 47/75*z + 1
*
[ 3/4 ] 
f(z) = -277/189*z^3 + 55/112*z + 1
*
3/20 | 0.23646774200096520471270674247886984282 | 0.028186625329846063371782257591677914144
f(z) = -275/189*z^3 + 41/112*z + 1
*
[ 3/4 ] 
f(z) = -271/189*z^3 + 53/112*z + 1
*
[ 3/4 ] 
f(z) = -265/189*z^3 + 51/112*z + 1
*
[ 2/3 ] 
f(z) = -273/188*z^3 + 41/282*z + 1
*
[ -4 ] 
f(z) = -277/192*z^3 + 73/3*z + 1
*
[ 4 ] 
f(z) = -275/192*z^3 + 71/3*z + 1
*
[ -3/2 ] 
f(z) = -274/189*z^3 + 69/14*z + 1
*
[ 4 ] 
f(z) = -271/192*z^3 + 70/3*z + 1
*
[ -4 ] 
f(z) = -269/192*z^3 + 71/3*z + 1
*
[ -4 ] 
f(z) = -265/192*z^3 + 70/3*z + 1
*
[ 4 ] 
f(z) = -263/192*z^3 + 68/3*z + 1
*
[ -3/2 ] 
f(z) = -262/189*z^3 + 67/14*z + 1
*
[ -2/3 ] 
f(z) = -279/184*z^3 + 73/23*z + 1
*
[ 4/3 ] 
f(z) = -277/192*z^3 + 76/27*z + 1
*
[ -3/5 ] 
f(z) = -275/189*z^3 + 67/21*z + 1
*
-3/10 | 0.20993992533939026522313000537132246747 | 0.027880677849323264070273073208631347063
f(z) = -275/189*z^3 + 69/28*z + 1
*
-4/11 | 0.22930784945745560970186787428739646866 | 0.027568441437432015527094754657400812917
f(z) = -275/192*z^3 + 64/33*z + 1
*
-8/5 | 0.18088245872124898296612140603908647095 | 0.028048621656532296030115334216802170500
f(z) = -275/192*z^3 + 79/24*z + 1
*
[ 4/3 ] 
f(z) = -269/192*z^3 + 74/27*z + 1
*
[ 3/2 ] 
f(z) = -268/189*z^3 + 74/21*z + 1
*
[ 4/3 ] 
f(z) = -265/192*z^3 + 73/27*z + 1
*
[ -2/3 ] 
f(z) = -261/184*z^3 + 72/23*z + 1
*
[ 4/5 ] 
f(z) = -275/184*z^3 + 65/92*z + 1
*
[ 3 ] 
f(z) = -277/189*z^3 + 97/7*z + 1
*
[ 3 ] 
f(z) = -274/189*z^3 + 96/7*z + 1
*
[ 3 ] 
f(z) = -271/189*z^3 + 95/7*z + 1
*
[ -3 ] 
f(z) = -269/189*z^3 + 99/7*z + 1
*
[ 3 ] 
f(z) = -268/189*z^3 + 94/7*z + 1
*
[ 3 ] 
f(z) = -265/189*z^3 + 93/7*z + 1
*
[ -3 ] 
f(z) = -263/189*z^3 + 97/7*z + 1
*
[ 3 ] 
f(z) = -262/189*z^3 + 92/7*z + 1
*
[ -2/5 ] 
f(z) = -275/184*z^3 + 86/23*z + 1
*
-4/55 | 0.22526202474725898781690652895331856895 | 0.025982550509664816224691986327557034073
f(z) = -275/192*z^3 + 91/33*z + 1
*
[ 8/5 ] 
f(z) = -275/192*z^3 + 97/24*z + 1
*
[ 7/5 ] 
f(z) = -275/196*z^3 + 85/28*z + 1
*
[ 3/2 ] 
f(z) = -269/189*z^3 + 99/28*z + 1
*
[ 3/2 ] 
f(z) = -263/189*z^3 + 97/28*z + 1
*
[ 6/5 ] 
f(z) = -275/189*z^3 + 95/42*z + 1
*
-2/5 | 0.13404561839900876895744802748021322265 | 0.023090870258272046937492739619900784473
f(z) = -275/192*z^3 + 83/48*z + 1
*
[ 42/55 ] 
f(z) = -275/189*z^3 + 83/154*z + 1
*
[ 4/5 ] 
f(z) = -269/192*z^3 + 97/150*z + 1
*
[ 3/4 ] 
f(z) = -278/189*z^3 + 83/168*z + 1
*
[ 3/4 ] 
f(z) = -272/183*z^3 + 92/183*z + 1
*
[ 3/4 ] 
f(z) = -272/195*z^3 + 88/195*z + 1
*
[ -3 ] 
f(z) = -278/189*z^3 + 102/7*z + 1
*
[ -3 ] 
f(z) = -275/189*z^3 + 101/7*z + 1
*
[ -3 ] 
f(z) = -272/189*z^3 + 100/7*z + 1
*
[ 3/2 ] 
f(z) = -275/189*z^3 + 101/28*z + 1
*
-52/55 | 0.21027481904779748205369504989781647513 | 0.023992873227189605651659023122479418089
f(z) = -275/192*z^3 + 100/33*z + 1
*
[ -4/3 ] 
f(z) = -275/192*z^3 + 116/27*z + 1
*
[ -3/2 ] 
f(z) = -272/189*z^3 + 103/21*z + 1
*
[ -4/3 ] 
f(z) = -271/192*z^3 + 115/27*z + 1
*
[ -3/5 ] 
f(z) = -265/189*z^3 + 111/35*z + 1
*
[ -4/3 ] 
f(z) = -263/192*z^3 + 113/27*z + 1
*
-2 | 0.11722483925229747500162195649923935432 | 0.017091744214373175466390279840767960054
f(z) = -261/184*z^3 + 119/23*z + 1
*
[ 6/5 ] 
f(z) = -275/192*z^3 + 107/48*z + 1
*
-12/11 | 0.19857899538623900626119466046843000540 | 0.024399756197436662556142900738379599230
f(z) = -275/192*z^3 + 107/66*z + 1
*
-36/55 | 0.27055866870434175028124653563433002356 | 0.029688400719887573798833206129916877203
f(z) = -275/192*z^3 + 113/99*z + 1
*
[ 4/5 ] 
f(z) = -277/192*z^3 + 101/150*z + 1
*
[ 8/11 ] 
f(z) = -275/192*z^3 + 101/264*z + 1
*
[ 4 ] 
f(z) = -269/192*z^3 + 139/6*z + 1
*
[ 12/5 ] 
f(z) = -265/192*z^3 + 128/15*z + 1
*
[ 4 ] 
f(z) = -265/192*z^3 + 137/6*z + 1
*
[ -4 ] 
f(z) = -263/192*z^3 + 139/6*z + 1
*
-2 | 0.11846763335935310916318610168386607526 | 0.017091266715339065921130395987991235395
f(z) = -279/184*z^3 + 128/23*z + 1
*
-2 | 0.11833391534931497745758981913122260796 | 0.017091314642208316116683830596536469706
f(z) = -277/184*z^3 + 127/23*z + 1
*
[ -3/2 ] 
f(z) = -277/189*z^3 + 139/28*z + 1
*
-2 | 0.11819914835300893477395759212792423208 | 0.017091364226891063289178200454311776114
f(z) = -275/184*z^3 + 126/23*z + 1
*
[ -3/10 ] 
f(z) = -275/189*z^3 + 125/28*z + 1
*
[ -8/5 ] 
f(z) = -275/192*z^3 + 127/24*z + 1
*
[ -4/11 ] 
f(z) = -275/192*z^3 + 130/33*z + 1
*
[ -4/15 ] 
f(z) = -275/192*z^3 + 131/27*z + 1
*
[ -7/5 ] 
f(z) = -275/196*z^3 + 125/28*z + 1
*
-2 | 0.11806331447412676061587313014800842582 | 0.017091415330440524669062280164201051066
f(z) = -273/184*z^3 + 125/23*z + 1
*
-2 | 0.11792639531931194634949787674103855151 | 0.017091467800324157585138299099198631648
f(z) = -271/184*z^3 + 124/23*z + 1
*
[ -3/2 ] 
f(z) = -271/189*z^3 + 137/28*z + 1
*
-2 | 0.11778837197830627745690343171418464313 | 0.017091521469365850423652367442556973618
f(z) = -269/184*z^3 + 123/23*z + 1
*
-2 | 0.11764922500303769275125903920342421413 | 0.017091576154602678777560222537543522609
f(z) = -267/184*z^3 + 122/23*z + 1
*
-2 | 0.11750893438557786986507337182039365151 | 0.017091631656048663274260309199083249787
f(z) = -265/184*z^3 + 121/23*z + 1
*
[ -3/2 ] 
f(z) = -265/189*z^3 + 135/28*z + 1
*
-2 | 0.11736747953489209126230734537095430456 | 0.017091687755357220922594235542891628464
f(z) = -263/184*z^3 + 120/23*z + 1
*
3/5 | 0.24230996005922991535243346490713223280 | 0.029519425417934405036500355964372294438
f(z) = -275/189*z^3 + 136/77*z + 1
*
[ 4/5 ] 
f(z) = -275/188*z^3 + 129/188*z + 1
*
[ 4/5 ] 
f(z) = -275/196*z^3 + 127/196*z + 1
*
[ 7/9 ] 
f(z) = -261/196*z^3 + 131/252*z + 1
*
[ 4 ] 
f(z) = -277/192*z^3 + 143/6*z + 1
*
[ -4 ] 
f(z) = -275/192*z^3 + 145/6*z + 1
*
[ -4 ] 
f(z) = -271/192*z^3 + 143/6*z + 1
*
[ 2 ] 
f(z) = -279/184*z^3 + 151/23*z + 1
*
[ 2 ] 
f(z) = -277/184*z^3 + 150/23*z + 1
*
[ 2 ] 
f(z) = -275/184*z^3 + 149/23*z + 1
*
[ 2 ] 
f(z) = -273/184*z^3 + 148/23*z + 1
*
[ 2 ] 
f(z) = -271/184*z^3 + 147/23*z + 1
*
[ 2 ] 
f(z) = -269/184*z^3 + 146/23*z + 1
*
[ 2 ] 
f(z) = -267/184*z^3 + 145/23*z + 1
*
[ 2 ] 
f(z) = -265/184*z^3 + 144/23*z + 1
*
[ 2 ] 
f(z) = -263/184*z^3 + 143/23*z + 1
*
[ 2 ] 
f(z) = -261/184*z^3 + 142/23*z + 1
*
[ 4/3 ] 
f(z) = -275/192*z^3 + 151/54*z + 1
*
[ 3/2 ] 
f(z) = -274/189*z^3 + 151/42*z + 1
*
[ 4/3 ] 
f(z) = -271/192*z^3 + 149/54*z + 1
*
[ 4/3 ] 
f(z) = -263/192*z^3 + 145/54*z + 1
*
[ 3/2 ] 
f(z) = -262/189*z^3 + 145/42*z + 1
*
[ 6/5 ] 
f(z) = -265/189*z^3 + 153/70*z + 1
*
[ 14/15 ] 
f(z) = -275/196*z^3 + 145/126*z + 1
*
[ 7/9 ] 
f(z) = -279/196*z^3 + 145/252*z + 1
*
[ 14/5 ] 
f(z) = -275/196*z^3 + 163/14*z + 1
*
[ -14/5 ] 
f(z) = -275/196*z^3 + 173/14*z + 1
*
[ -2 ] 
f(z) = -279/184*z^3 + 174/23*z + 1
*
[ -2 ] 
f(z) = -277/184*z^3 + 173/23*z + 1
*
[ -2 ] 
f(z) = -275/184*z^3 + 172/23*z + 1
*
[ -2 ] 
f(z) = -273/184*z^3 + 171/23*z + 1
*
[ -2 ] 
f(z) = -271/184*z^3 + 170/23*z + 1
*
[ -2 ] 
f(z) = -269/184*z^3 + 169/23*z + 1
*
[ -2 ] 
f(z) = -267/184*z^3 + 168/23*z + 1
*
[ -2 ] 
f(z) = -265/184*z^3 + 167/23*z + 1
*
[ -2 ] 
f(z) = -263/184*z^3 + 166/23*z + 1
*
[ -2 ] 
f(z) = -261/184*z^3 + 165/23*z + 1
*
[ -3/4 ] 
f(z) = -278/189*z^3 + 177/56*z + 1
*
[ -2/5 ] 
f(z) = -275/192*z^3 + 179/48*z + 1
*
[ 6/5 ] 
f(z) = -275/184*z^3 + 160/69*z + 1
*
-3/4 | 0.20818336046812057781215546553441409997 | 0.028191515823554776946328571121203089192
f(z) = -268/189*z^3 + 179/84*z + 1
*
[ 21/5 ] 
f(z) = -275/189*z^3 + 185/7*z + 1
*
[ -6/5 ] 
f(z) = -275/192*z^3 + 187/48*z + 1
*
[ 21/20 ] 
f(z) = -275/189*z^3 + 185/112*z + 1
*
[ 7/3 ] 
f(z) = -261/196*z^3 + 219/28*z + 1
*
[ -3/2 ] 
f(z) = -278/189*z^3 + 209/42*z + 1
*
[ -2/3 ] 
f(z) = -273/184*z^3 + 218/69*z + 1
*
[ -2/3 ] 
f(z) = -267/184*z^3 + 217/69*z + 1
*
[ 7/6 ] 
f(z) = -261/196*z^3 + 219/112*z + 1
*
-21/25 | 0.25887743737435448751638971826188596203 | 0.029299205779047549337930265486500352093
f(z) = -275/189*z^3 + 213/175*z + 1
*
[ 46/55 ] 
f(z) = -275/184*z^3 + 215/253*z + 1
*
[ 7/3 ] 
f(z) = -279/196*z^3 + 233/28*z + 1
*
[ -21/10 ] 
f(z) = -275/189*z^3 + 221/28*z + 1
*
-12/5 | 0.23517357505835367993919410237048027714 | 0.026531618372056282902483090124004588493
f(z) = -265/192*z^3 + 221/30*z + 1
*
[ -4/3 ] 
f(z) = -277/192*z^3 + 233/54*z + 1
*
[ -4/3 ] 
f(z) = -269/192*z^3 + 229/54*z + 1
*
[ -4/3 ] 
f(z) = -265/192*z^3 + 227/54*z + 1
*
-2 | 0.097014257981548332850592048141672360904 | 0.014136336908671851464304719603037350544
f(z) = -263/192*z^3 + 239/48*z + 1
*
[ -4/5 ] 
f(z) = -277/192*z^3 + 238/75*z + 1
*
[ -12/11 ] 
f(z) = -275/192*z^3 + 239/66*z + 1
*
[ -4/5 ] 
f(z) = -269/192*z^3 + 236/75*z + 1
*
[ 7/6 ] 
f(z) = -279/196*z^3 + 233/112*z + 1
*
-3/5 | 0.16653509861173927023035751528889781345 | 0.029649614647982456004595936576641857095
f(z) = -275/192*z^3 + 227/192*z + 1
*
[ -7/3 ] 
f(z) = -279/196*z^3 + 257/28*z + 1
*
[ 12/5 ] 
f(z) = -275/189*z^3 + 251/28*z + 1
*
[ -7/3 ] 
f(z) = -261/196*z^3 + 243/28*z + 1
*
-2 | 0.097985689006329576009949659054605908141 | 0.014160428587859588949192890088454059206
f(z) = -277/192*z^3 + 253/48*z + 1
*
-2 | 0.097849375372178624796170182873354729887 | 0.014156966555854216088770056516047460910
f(z) = -275/192*z^3 + 251/48*z + 1
*
-2 | 0.097575546174350741161373355624862705307 | 0.014150237250072272887368321763948200076
f(z) = -271/192*z^3 + 247/48*z + 1
*
-2 | 0.097437991960467703332585981768288227285 | 0.014146968890129053473031545667817903916
f(z) = -269/192*z^3 + 245/48*z + 1
*
-2 | 0.097156335329894236286538999909120796133 | 0.014139869660311516867854585689104652447
f(z) = -265/192*z^3 + 241/48*z + 1
*
-12/55 | 0.25947246775719213890235013326315032709 | 0.028989611289413752490716041454971309444
f(z) = -275/192*z^3 + 241/66*z + 1
*
[ -12/25 ] 
f(z) = -275/192*z^3 + 256/75*z + 1
*
[ 4/3 ] 
f(z) = -261/184*z^3 + 255/92*z + 1
*
[ 3 ] 
f(z) = -263/189*z^3 + 277/21*z + 1
*
[ -6/5 ] 
f(z) = -275/184*z^3 + 275/69*z + 1
*
-21/55 | 0.25326237279573693514846581995257932190 | 0.028571433980308894871719052533316580047
f(z) = -275/189*z^3 + 262/77*z + 1
*
[ 4/3 ] 
f(z) = -279/184*z^3 + 271/92*z + 1
*
[ -3/4 ] 
f(z) = -268/189*z^3 + 263/84*z + 1
*
[ 9/10 ] 
f(z) = -275/189*z^3 + 269/252*z + 1
*
[ -21/4 ] 
f(z) = -272/189*z^3 + 286/7*z + 1
*
[ 3 ] 
f(z) = -278/189*z^3 + 292/21*z + 1
*
[ 3 ] 
f(z) = -275/189*z^3 + 289/21*z + 1
*
[ 3 ] 
f(z) = -272/189*z^3 + 286/21*z + 1
*
[ 21/8 ] 
f(z) = -272/189*z^3 + 295/28*z + 1
*
[ -3 ] 
f(z) = -271/189*z^3 + 299/21*z + 1
*
[ 3 ] 
f(z) = -269/189*z^3 + 283/21*z + 1
*
[ -3 ] 
f(z) = -268/189*z^3 + 296/21*z + 1
*
[ -3 ] 
f(z) = -265/189*z^3 + 293/21*z + 1
*
[ -12/5 ] 
f(z) = -265/192*z^3 + 281/30*z + 1
*
[ -3 ] 
f(z) = -262/189*z^3 + 290/21*z + 1
*
[ 2 ] 
f(z) = -275/192*z^3 + 299/48*z + 1
*
[ 2 ] 
f(z) = -271/192*z^3 + 295/48*z + 1
*
[ 2 ] 
f(z) = -269/192*z^3 + 293/48*z + 1
*
[ 2 ] 
f(z) = -265/192*z^3 + 289/48*z + 1
*
[ 2 ] 
f(z) = -263/192*z^3 + 287/48*z + 1
*
[ -21/55 ] 
f(z) = -275/189*z^3 + 295/77*z + 1
*
-4/5 | 0.25526988515685442700019625191036672662 | 0.028039031810404532143401672428242584280
f(z) = -275/192*z^3 + 281/66*z + 1
*
[ -2/3 ] 
f(z) = -279/188*z^3 + 297/94*z + 1
*
[ -4/5 ] 
f(z) = -275/184*z^3 + 295/92*z + 1
*
[ 3/2 ] 
f(z) = -271/189*z^3 + 299/84*z + 1
*
[ 3/2 ] 
f(z) = -265/189*z^3 + 293/84*z + 1
*
[ -2/3 ] 
f(z) = -261/188*z^3 + 293/94*z + 1
*
[ 21/17 ] 
f(z) = -272/189*z^3 + 284/119*z + 1
*
-48/55 | 0.23163599323028231441384228710433114682 | 0.025747973819929010511634669239837123276
f(z) = -275/189*z^3 + 299/154*z + 1
*
[ 21/20 ] 
f(z) = -272/189*z^3 + 286/175*z + 1
*
-8/11 | 0.19865117888048160384753433052221629768 | 0.024785957355946380497257238003204357769
f(z) = -275/192*z^3 + 299/264*z + 1
*
[ 6/5 ] 
f(z) = -275/216*z^3 + 2*z + 1
*
[ -6/5 ] 
f(z) = -275/216*z^3 + 11/3*z + 1
*
[ -6/5 ] 
f(z) = -265/216*z^3 + 18/5*z + 1
*
[ 2/3 ] 
f(z) = -279/200*z^3 + 3/25*z + 1
*
[ 2/3 ] 
f(z) = -261/200*z^3 + 2/25*z + 1
*
[ 2/3 ] 
f(z) = -279/208*z^3 + 5/52*z + 1
*
[ 2/3 ] 
f(z) = -261/208*z^3 + 3/52*z + 1
*
[ 2/3 ] 
f(z) = -273/200*z^3 + 8/75*z + 1
*
[ 2/3 ] 
f(z) = -267/200*z^3 + 7/75*z + 1
*
[ 2/3 ] 
f(z) = -279/212*z^3 + 9/106*z + 1
*
[ 2/3 ] 
f(z) = -261/212*z^3 + 5/106*z + 1
*
[ 2/3 ] 
f(z) = -267/208*z^3 + 11/156*z + 1
*
[ 2/3 ] 
f(z) = -279/214*z^3 + 17/214*z + 1
*
[ 2/3 ] 
f(z) = -279/218*z^3 + 15/218*z + 1
*
[ 2/3 ] 
f(z) = -261/202*z^3 + 15/202*z + 1
*
[ 2/3 ] 
f(z) = -261/206*z^3 + 13/206*z + 1
*
[ 2/3 ] 
f(z) = -261/214*z^3 + 9/214*z + 1
*
[ 2/3 ] 
f(z) = -261/218*z^3 + 7/218*z + 1
*
[ 2/3 ] 
f(z) = -263/200*z^3 + 19/225*z + 1
*
[ 2/3 ] 
f(z) = -277/216*z^3 + 17/243*z + 1
*
[ 2/3 ] 
f(z) = -275/216*z^3 + 16/243*z + 1
*
[ 2/3 ] 
f(z) = -271/216*z^3 + 14/243*z + 1
*
[ 2/3 ] 
f(z) = -269/216*z^3 + 13/243*z + 1
*
[ 2/3 ] 
f(z) = -265/216*z^3 + 11/243*z + 1
*
[ 2/3 ] 
f(z) = -263/216*z^3 + 10/243*z + 1
*
[ -3/5 ] 
f(z) = -275/216*z^3 + 25/8*z + 1
*
6/5 | 0.18074105715298617754900794092577633168 | 0.020756980962004484298301741802847260924
f(z) = -275/216*z^3 + 28/11*z + 1
*
[ -12/5 ] 
f(z) = -275/216*z^3 + 35/4*z + 1
*
[ 6/5 ] 
f(z) = -265/216*z^3 + 29/15*z + 1
*
[ 6/7 ] 
f(z) = -277/216*z^3 + 38/49*z + 1
*
[ 4/5 ] 
f(z) = -275/208*z^3 + 31/52*z + 1
*
[ 6/7 ] 
f(z) = -271/216*z^3 + 37/49*z + 1
*
[ 6/7 ] 
f(z) = -265/216*z^3 + 36/49*z + 1
*
[ 10/13 ] 
f(z) = -273/200*z^3 + 33/65*z + 1
*
[ 3/4 ] 
f(z) = -272/207*z^3 + 28/69*z + 1
*
[ 2/3 ] 
f(z) = -279/202*z^3 + 23/202*z + 1
*
[ 2/3 ] 
f(z) = -279/206*z^3 + 21/206*z + 1
*
[ 2/3 ] 
f(z) = -277/200*z^3 + 26/225*z + 1
*
[ 2/3 ] 
f(z) = -271/200*z^3 + 23/225*z + 1
*
[ 2/3 ] 
f(z) = -269/200*z^3 + 22/225*z + 1
*
[ 6 ] 
f(z) = -277/216*z^3 + 47*z + 1
*
[ -6 ] 
f(z) = -275/216*z^3 + 47*z + 1
*
[ 6 ] 
f(z) = -271/216*z^3 + 46*z + 1
*
[ -6 ] 
f(z) = -269/216*z^3 + 46*z + 1
*
[ 6 ] 
f(z) = -265/216*z^3 + 45*z + 1
*
[ -6 ] 
f(z) = -263/216*z^3 + 45*z + 1
*
[ 6/5 ] 
f(z) = -269/216*z^3 + 49/25*z + 1
*
[ 6/5 ] 
f(z) = -263/216*z^3 + 48/25*z + 1
*
-2/3 | 0.14820254630541484684562200235483091047 | 0.026318055872777003685026122697346520738
f(z) = -279/208*z^3 + 57/52*z + 1
*
-4/5 | 0.14820290469496591994702397117345203850 | 0.026385783240576648033656445650018564953
f(z) = -275/208*z^3 + 57/52*z + 1
*
6/11 | 0.26174111304388031046140704797489724970 | 0.027196412814121831366970411924862611824
f(z) = -275/216*z^3 + 41/55*z + 1
*
-2/3 | 0.14270847967624600379672773002491616897 | 0.025646141846914097017791063079607121811
f(z) = -261/208*z^3 + 55/52*z + 1
*
[ 3/4 ] 
f(z) = -280/207*z^3 + 59/138*z + 1
*
[ 3/4 ] 
f(z) = -275/216*z^3 + 49/128*z + 1
*
[ 3/4 ] 
f(z) = -269/216*z^3 + 47/128*z + 1
*
[ 3/4 ] 
f(z) = -263/216*z^3 + 45/128*z + 1
*
[ 10/3 ] 
f(z) = -261/200*z^3 + 76/5*z + 1
*
[ -10/3 ] 
f(z) = -261/200*z^3 + 79/5*z + 1
*
[ -2/3 ] 
f(z) = -279/200*z^3 + 78/25*z + 1
*
[ -2/3 ] 
f(z) = -261/200*z^3 + 77/25*z + 1
*
[ 10/9 ] 
f(z) = -261/200*z^3 + 77/45*z + 1
*
[ 4/5 ] 
f(z) = -275/216*z^3 + 61/108*z + 1
*
[ 18/25 ] 
f(z) = -275/216*z^3 + 61/225*z + 1
*
[ 10/3 ] 
f(z) = -279/200*z^3 + 81/5*z + 1
*
[ -10/3 ] 
f(z) = -279/200*z^3 + 84/5*z + 1
*
[ 12/5 ] 
f(z) = -275/216*z^3 + 95/12*z + 1
*
[ 3 ] 
f(z) = -275/216*z^3 + 97/8*z + 1
*
[ 3 ] 
f(z) = -269/216*z^3 + 95/8*z + 1
*
[ -3 ] 
f(z) = -265/216*z^3 + 99/8*z + 1
*
[ 3 ] 
f(z) = -263/216*z^3 + 93/8*z + 1
*
[ -6/5 ] 
f(z) = -277/216*z^3 + 92/25*z + 1
*
-6/25 | 0.28127039835060568722241335467786640857 | 0.028789994045930087202201044313960783514
f(z) = -275/216*z^3 + 81/25*z + 1
*
[ -6/5 ] 
f(z) = -271/216*z^3 + 91/25*z + 1
*
[ 3/2 ] 
f(z) = -265/216*z^3 + 99/32*z + 1
*
[ 10/9 ] 
f(z) = -279/200*z^3 + 82/45*z + 1
*
[ 3/4 ] 
f(z) = -272/201*z^3 + 86/201*z + 1
*
[ 3/4 ] 
f(z) = -272/213*z^3 + 82/213*z + 1
*
[ 3/4 ] 
f(z) = -272/219*z^3 + 80/219*z + 1
*
[ 5/7 ] 
f(z) = -273/200*z^3 + 83/280*z + 1
*
[ -3 ] 
f(z) = -277/216*z^3 + 103/8*z + 1
*
[ -6/55 ] 
f(z) = -275/216*z^3 + 112/11*z + 1
*
[ -3 ] 
f(z) = -271/216*z^3 + 101/8*z + 1
*
[ 3/2 ] 
f(z) = -277/216*z^3 + 103/32*z + 1
*
[ -2/5 ] 
f(z) = -275/216*z^3 + 100/27*z + 1
*
[ -6/11 ] 
f(z) = -275/216*z^3 + 106/33*z + 1
*
[ 10/7 ] 
f(z) = -273/200*z^3 + 108/35*z + 1
*
[ 3/2 ] 
f(z) = -271/216*z^3 + 101/32*z + 1
*
-2 | 0.10389478541940908555731136274213637088 | 0.015148181127157529618177126607674890092
f(z) = -265/216*z^3 + 119/27*z + 1
*
-2 | 0.11734715899972713494088360036657180768 | 0.017109578811961617063042204153681661854
f(z) = -263/200*z^3 + 119/25*z + 1
*
-2 | 0.10375043497983140264728778748355455853 | 0.015145769941082816940375502845723645779
f(z) = -263/216*z^3 + 118/27*z + 1
*
-2 | 0.11720316502873459148438516837643155071 | 0.017109635966702737614208854911320321806
f(z) = -261/200*z^3 + 118/25*z + 1
*
-4/3 | 0.16195728201171349799952856103196808168 | 0.026898630451119301383177832637739738709
f(z) = -261/208*z^3 + 103/52*z + 1
*
[ 6/7 ] 
f(z) = -275/216*z^3 + 113/147*z + 1
*
[ 6/7 ] 
f(z) = -269/216*z^3 + 110/147*z + 1
*
[ 6/7 ] 
f(z) = -263/216*z^3 + 107/147*z + 1
*
[ 5/6 ] 
f(z) = -261/200*z^3 + 113/160*z + 1
*
[ 42/55 ] 
f(z) = -275/216*z^3 + 100/231*z + 1
*
[ 3/4 ] 
f(z) = -268/207*z^3 + 109/276*z + 1
*
[ -6 ] 
f(z) = -271/216*z^3 + 139/3*z + 1
*
[ 6 ] 
f(z) = -269/216*z^3 + 137/3*z + 1
*
[ -6 ] 
f(z) = -265/216*z^3 + 136/3*z + 1
*
[ 6 ] 
f(z) = -263/216*z^3 + 134/3*z + 1
*
-2 | 0.11845669024141073695498401500834837305 | 0.017109047380153963308335746697136629057
f(z) = -279/200*z^3 + 127/25*z + 1
*
-2 | 0.11832192676837581515606660856041855770 | 0.017109117744115812837818231324967985242
f(z) = -277/200*z^3 + 126/25*z + 1
*
-2 | 0.10473528246033135950666909699870479278 | 0.015161985077700115388941599420134888145
f(z) = -277/216*z^3 + 125/27*z + 1
*
-2 | 0.10459813299528890782118296911660891435 | 0.015159758061139004081612591878137548102
f(z) = -275/216*z^3 + 124/27*z + 1
*
[ -6/25 ] 
f(z) = -275/216*z^3 + 131/25*z + 1
*
-2 | 0.11804913352243884958818018154582136204 | 0.017109256659560742552151095252612860340
f(z) = -273/200*z^3 + 124/25*z + 1
*
-2 | 0.11791106473791712513676103579211440223 | 0.017109324635330405595078639857157178167
f(z) = -271/200*z^3 + 123/25*z + 1
*
-2 | 0.10432038077195507535603648161038539170 | 0.015155218679893405668801534685560678156
f(z) = -271/216*z^3 + 122/27*z + 1
*
-2 | 0.11777185420674047387179520540727648222 | 0.017109391200760528535476103991233566000
f(z) = -269/200*z^3 + 122/25*z + 1
*
-2 | 0.10417973421846135847788673317209687370 | 0.015152904352313890607821042340465139319
f(z) = -269/216*z^3 + 121/27*z + 1
*
-2 | 0.11763148093878707090516412375363344620 | 0.017109456007525610183927655274159641167
f(z) = -267/200*z^3 + 121/25*z + 1
*
[ 4/3 ] 
f(z) = -279/208*z^3 + 137/52*z + 1
*
[ 4/3 ] 
f(z) = -261/208*z^3 + 129/52*z + 1
*
-3/5 | 0.21342080783660624802962766529614604428 | 0.029686441546779272856678996468678853376
f(z) = -265/216*z^3 + 133/120*z + 1
*
[ 5/6 ] 
f(z) = -279/200*z^3 + 123/160*z + 1
*
[ 4/5 ] 
f(z) = -275/204*z^3 + 125/204*z + 1
*
[ 4/5 ] 
f(z) = -275/212*z^3 + 123/212*z + 1
*
[ -6 ] 
f(z) = -277/216*z^3 + 142/3*z + 1
*
[ 6 ] 
f(z) = -275/216*z^3 + 140/3*z + 1
*
[ 18/5 ] 
f(z) = -275/216*z^3 + 155/9*z + 1
*
[ 2 ] 
f(z) = -279/200*z^3 + 152/25*z + 1
*
[ 2 ] 
f(z) = -277/200*z^3 + 151/25*z + 1
*
[ 2 ] 
f(z) = -277/216*z^3 + 152/27*z + 1
*
[ -3/2 ] 
f(z) = -275/216*z^3 + 145/32*z + 1
*
[ 2 ] 
f(z) = -275/216*z^3 + 151/27*z + 1
*
[ 2 ] 
f(z) = -273/200*z^3 + 149/25*z + 1
*
[ -10/7 ] 
f(z) = -273/200*z^3 + 157/35*z + 1
*
[ 2 ] 
f(z) = -271/200*z^3 + 148/25*z + 1
*
[ 2 ] 
f(z) = -271/216*z^3 + 149/27*z + 1
*
[ 2 ] 
f(z) = -269/200*z^3 + 147/25*z + 1
*
[ -3/2 ] 
f(z) = -269/216*z^3 + 143/32*z + 1
*
[ 2 ] 
f(z) = -269/216*z^3 + 148/27*z + 1
*
[ 2 ] 
f(z) = -267/200*z^3 + 146/25*z + 1
*
[ 2 ] 
f(z) = -265/216*z^3 + 146/27*z + 1
*
[ 12/5 ] 
f(z) = -265/216*z^3 + 153/20*z + 1
*
[ 2 ] 
f(z) = -263/200*z^3 + 144/25*z + 1
*
[ -3/2 ] 
f(z) = -263/216*z^3 + 141/32*z + 1
*
[ 2 ] 
f(z) = -263/216*z^3 + 145/27*z + 1
*
[ 2 ] 
f(z) = -261/200*z^3 + 143/25*z + 1
*
[ -12/11 ] 
f(z) = -275/216*z^3 + 151/44*z + 1
*
[ -6/7 ] 
f(z) = -275/216*z^3 + 152/49*z + 1
*
[ -6/7 ] 
f(z) = -269/216*z^3 + 151/49*z + 1
*
[ -6/7 ] 
f(z) = -263/216*z^3 + 150/49*z + 1
*
[ -10/9 ] 
f(z) = -261/200*z^3 + 158/45*z + 1
*
[ -2/3 ] 
f(z) = -261/208*z^3 + 159/52*z + 1
*
[ 6/5 ] 
f(z) = -277/216*z^3 + 151/75*z + 1
*
[ 6/5 ] 
f(z) = -271/216*z^3 + 148/75*z + 1
*
[ 48/55 ] 
f(z) = -275/216*z^3 + 145/176*z + 1
*
[ 4/5 ] 
f(z) = -265/208*z^3 + 147/260*z + 1
*
[ -18/5 ] 
f(z) = -275/216*z^3 + 160/9*z + 1
*
[ -2 ] 
f(z) = -279/200*z^3 + 177/25*z + 1
*
[ -2 ] 
f(z) = -277/200*z^3 + 176/25*z + 1
*
[ -2 ] 
f(z) = -277/216*z^3 + 179/27*z + 1
*
-102/55 | 0.20927407402027453424256739500080315880 | 0.022206123494211780174848376326429550001
f(z) = -275/216*z^3 + 172/33*z + 1
*
[ -2 ] 
f(z) = -275/216*z^3 + 178/27*z + 1
*
[ -2 ] 
f(z) = -273/200*z^3 + 174/25*z + 1
*
[ -2 ] 
f(z) = -271/200*z^3 + 173/25*z + 1
*
[ -2 ] 
f(z) = -271/216*z^3 + 176/27*z + 1
*
[ -2 ] 
f(z) = -269/200*z^3 + 172/25*z + 1
*
[ -2 ] 
f(z) = -269/216*z^3 + 175/27*z + 1
*
[ -2 ] 
f(z) = -267/200*z^3 + 171/25*z + 1
*
[ -2 ] 
f(z) = -265/216*z^3 + 173/27*z + 1
*
[ -2 ] 
f(z) = -263/200*z^3 + 169/25*z + 1
*
[ -2 ] 
f(z) = -263/216*z^3 + 172/27*z + 1
*
[ -2 ] 
f(z) = -261/200*z^3 + 168/25*z + 1
*
[ -10/9 ] 
f(z) = -279/200*z^3 + 163/45*z + 1
*
[ 5/3 ] 
f(z) = -279/200*z^3 + 171/40*z + 1
*
[ -2/3 ] 
f(z) = -279/208*z^3 + 161/52*z + 1
*
[ -4/5 ] 
f(z) = -275/208*z^3 + 161/52*z + 1
*
[ 5/3 ] 
f(z) = -261/200*z^3 + 161/40*z + 1
*
-2/3 | 0.15961296534107281479718314448619489903 | 0.023873210436878812449277735018927742174
f(z) = -267/208*z^3 + 167/156*z + 1
*
[ -2/5 ] 
f(z) = -275/208*z^3 + 193/52*z + 1
*
[ -5/3 ] 
f(z) = -279/200*z^3 + 219/40*z + 1
*
[ -4/3 ] 
f(z) = -279/208*z^3 + 215/52*z + 1
*
[ -5/3 ] 
f(z) = -261/200*z^3 + 209/40*z + 1
*
[ -4/3 ] 
f(z) = -261/208*z^3 + 207/52*z + 1
*
[ -3/5 ] 
f(z) = -275/207*z^3 + 217/69*z + 1
*
[ -10/13 ] 
f(z) = -273/200*z^3 + 202/65*z + 1
*
[ -3/4 ] 
f(z) = -272/207*z^3 + 212/69*z + 1
*
[ 6/5 ] 
f(z) = -275/204*z^3 + 215/102*z + 1
*
[ 12/11 ] 
f(z) = -275/216*z^3 + 211/132*z + 1
*
[ 10/3 ] 
f(z) = -273/200*z^3 + 238/15*z + 1
*
[ 10/3 ] 
f(z) = -267/200*z^3 + 233/15*z + 1
*
-2 | 0.11747558952713464178211338945215795013 | 0.017117839652149589501907187866241878455
f(z) = -265/208*z^3 + 239/52*z + 1
*
-2 | 0.11733206926412349631296570142617230932 | 0.017117887501371906975640137656466538925
f(z) = -263/208*z^3 + 237/52*z + 1
*
-2 | 0.11718729351338337602846558389393653559 | 0.017117930149024619535521885395100516370
f(z) = -261/208*z^3 + 235/52*z + 1
*
[ 3/2 ] 
f(z) = -280/207*z^3 + 233/69*z + 1
*
[ -42/55 ] 
f(z) = -275/216*z^3 + 235/77*z + 1
*
[ -2/3 ] 
f(z) = -273/200*z^3 + 233/75*z + 1
*
[ 3/2 ] 
f(z) = -272/207*z^3 + 227/69*z + 1
*
[ 3/2 ] 
f(z) = -268/207*z^3 + 224/69*z + 1
*
[ -2/3 ] 
f(z) = -267/200*z^3 + 232/75*z + 1
*
[ 10/9 ] 
f(z) = -267/200*z^3 + 236/135*z + 1
*
-2/5 | 0.21072528657019822486331800659367402364 | 0.028047477643937404181587164147384496214
f(z) = -265/216*z^3 + 229/135*z + 1
*
-18/25 | 0.26134943252354858611623301125269465245 | 0.029578981008961889573798609936462769256
f(z) = -275/216*z^3 + 236/225*z + 1
*
[ 24/5 ] 
f(z) = -275/216*z^3 + 241/8*z + 1
*
[ -10/3 ] 
f(z) = -273/200*z^3 + 247/15*z + 1
*
[ -10/3 ] 
f(z) = -267/200*z^3 + 242/15*z + 1
*
-2 | 0.11844700941130446525416698745196223200 | 0.017117401890249132551831830686889377475
f(z) = -279/208*z^3 + 253/52*z + 1
*
-2 | 0.11831164336185808234672525598820932760 | 0.017117472358624866242304473031805187692
f(z) = -277/208*z^3 + 251/52*z + 1
*
-2 | 0.11817517563086513751554102010178674463 | 0.017117540840017784181621918720491462027
f(z) = -275/208*z^3 + 249/52*z + 1
*
12/55 | 0.25314646572942453580241572304771030129 | 0.026720742886327184438181643583009532743
f(z) = -275/216*z^3 + 241/44*z + 1
*
-2 | 0.11789885446683552939665650321195649663 | 0.017117670353889023600173376861165698448
f(z) = -271/208*z^3 + 245/52*z + 1
*
-2 | 0.11775895916408097132602697696442335227 | 0.017117730571186385939960827683125571419
f(z) = -269/208*z^3 + 243/52*z + 1
*
-2 | 0.11761787838516261713283431767452312545 | 0.017117787166853415301394211828048378154
f(z) = -267/208*z^3 + 241/52*z + 1
*
-3/11 | 0.20793089555564875017287194374210229462 | 0.023658357195299927363399997624844615957
f(z) = -275/216*z^3 + 243/88*z + 1
*
[ 4/3 ] 
f(z) = -261/200*z^3 + 257/100*z + 1
*
[ 10/9 ] 
f(z) = -273/200*z^3 + 241/135*z + 1
*
-9/5 | 0.19803135303373694158776662663746392117 | 0.029652771546278736692682510891989085090
f(z) = -275/216*z^3 + 265/72*z + 1
*
[ -6/5 ] 
f(z) = -269/216*z^3 + 272/75*z + 1
*
[ -6/5 ] 
f(z) = -263/216*z^3 + 269/75*z + 1
*
[ 4/3 ] 
f(z) = -279/200*z^3 + 273/100*z + 1
*
-6/5 | 0.19637987274933513276873735826729002950 | 0.028100781627388701157373389978141740459
f(z) = -275/208*z^3 + 271/156*z + 1
*
-4/5 | 0.20377622405127947353141315904205045617 | 0.028344897694104334293382082223796588368
f(z) = -265/208*z^3 + 277/260*z + 1
*
[ 9/10 ] 
f(z) = -275/216*z^3 + 265/288*z + 1
*
[ 3 ] 
f(z) = -277/216*z^3 + 293/24*z + 1
*
[ 3 ] 
f(z) = -271/216*z^3 + 287/24*z + 1
*
[ 3 ] 
f(z) = -265/216*z^3 + 281/24*z + 1
*
[ -3 ] 
f(z) = -263/216*z^3 + 295/24*z + 1
*
[ 2 ] 
f(z) = -271/208*z^3 + 297/52*z + 1
*
[ 2 ] 
f(z) = -269/208*z^3 + 295/52*z + 1
*
[ 2 ] 
f(z) = -267/208*z^3 + 293/52*z + 1
*
[ 2 ] 
f(z) = -265/208*z^3 + 291/52*z + 1
*
[ 2 ] 
f(z) = -263/208*z^3 + 289/52*z + 1
*
[ 2 ] 
f(z) = -261/208*z^3 + 287/52*z + 1
*
-3/5 | 0.22861707029960897989404814525625489279 | 0.025489239449966170131790217895893328727
f(z) = -275/216*z^3 + 291/88*z + 1
*
-18/11 | 0.23984611720775105798050659283457122381 | 0.027014269003080931934791420941985469956
f(z) = -275/216*z^3 + 299/99*z + 1
*
[ 3/2 ] 
f(z) = -263/216*z^3 + 295/96*z + 1
*
[ 6/5 ] 
f(z) = -275/207*z^3 + 287/138*z + 1
*
[ 2/3 ] 
f(z) = -261/236*z^3 - 1/118*z + 1
*
[ 2/3 ] 
f(z) = -261/238*z^3 - 3/238*z + 1
*
[ 2/3 ] 
f(z) = -279/232*z^3 + 1/29*z + 1
*
[ 4/5 ] 
f(z) = -275/224*z^3 + 15/28*z + 1
*
[ 2/3 ] 
f(z) = -279/224*z^3 + 3/56*z + 1
*
[ 2/3 ] 
f(z) = -261/224*z^3 + 1/56*z + 1
*
[ 2/3 ] 
f(z) = -273/232*z^3 + 2/87*z + 1
*
[ 2/3 ] 
f(z) = -267/232*z^3 + 1/87*z + 1
*
[ 2/3 ] 
f(z) = -279/220*z^3 + 7/110*z + 1
*
[ 2/3 ] 
f(z) = -279/236*z^3 + 3/118*z + 1
*
[ 2/3 ] 
f(z) = -261/220*z^3 + 3/110*z + 1
*
[ 2/3 ] 
f(z) = -267/224*z^3 + 5/168*z + 1
*
[ 2/3 ] 
f(z) = -279/226*z^3 + 11/226*z + 1
*
[ 2/3 ] 
f(z) = -279/230*z^3 + 9/230*z + 1
*
[ 2/3 ] 
f(z) = -279/238*z^3 + 5/238*z + 1
*
[ 2/3 ] 
f(z) = -261/226*z^3 + 3/226*z + 1
*
[ 2/3 ] 
f(z) = -261/230*z^3 + 1/230*z + 1
*
[ 2/3 ] 
f(z) = -277/232*z^3 + 8/261*z + 1
*
[ 2/3 ] 
f(z) = -275/232*z^3 + 7/261*z + 1
*
[ 2/3 ] 
f(z) = -271/232*z^3 + 5/261*z + 1
*
[ 2/3 ] 
f(z) = -269/232*z^3 + 4/261*z + 1
*
[ 2/3 ] 
f(z) = -265/232*z^3 + 2/261*z + 1
*
[ 2/3 ] 
f(z) = -263/232*z^3 + 1/261*z + 1
*
[ 3/4 ] 
f(z) = -272/225*z^3 + 26/75*z + 1
*
[ 4/5 ] 
f(z) = -275/232*z^3 + 59/116*z + 1
*
[ 4/3 ] 
f(z) = -279/224*z^3 + 69/28*z + 1
*
[ 4/3 ] 
f(z) = -261/224*z^3 + 65/28*z + 1
*
[ 4/5 ] 
f(z) = -265/224*z^3 + 71/140*z + 1
*
[ 3/4 ] 
f(z) = -272/231*z^3 + 76/231*z + 1
*
[ 3/4 ] 
f(z) = -272/237*z^3 + 74/237*z + 1
*
[ -2/3 ] 
f(z) = -279/232*z^3 + 88/29*z + 1
*
[ -4/5 ] 
f(z) = -275/224*z^3 + 85/28*z + 1
*
-2/5 | 0.10860417315907350709887024951870136390 | 0.018283003728105624681021309813955871977
f(z) = -275/224*z^3 + 95/56*z + 1
*
[ 5/4 ] 
f(z) = -272/225*z^3 + 94/45*z + 1
*
[ -4/3 ] 
f(z) = -279/224*z^3 + 111/28*z + 1
*
[ -2/5 ] 
f(z) = -275/232*z^3 + 107/29*z + 1
*
-2 | 0.11755689084526031376798005661796757798 | 0.017140158363875067539249574575453813038
f(z) = -267/232*z^3 + 119/29*z + 1
*
-2 | 0.11741195587382746257593043286551215993 | 0.017140115820654151135052393224218451630
f(z) = -265/232*z^3 + 118/29*z + 1
*
-2 | 0.11726569759186723345439928120677024535 | 0.017140059682547595614575480999552009934
f(z) = -263/232*z^3 + 117/29*z + 1
*
[ -4/3 ] 
f(z) = -261/224*z^3 + 107/28*z + 1
*
[ 4/5 ] 
f(z) = -275/228*z^3 + 119/228*z + 1
*
[ 4/5 ] 
f(z) = -275/236*z^3 + 117/236*z + 1
*
-2 | 0.11840017792975010903419163929223311764 | 0.017140181310417885057321104244824755385
f(z) = -279/232*z^3 + 125/29*z + 1
*
-2 | 0.11826264042006262304378946339405103047 | 0.017140200929976224643303394877155878345
f(z) = -277/232*z^3 + 124/29*z + 1
*
-2 | 0.11812393029126807202255398479556387360 | 0.017140212201854002821136553914813750066
f(z) = -275/232*z^3 + 123/29*z + 1
*
-2 | 0.11798402449867376819934485092154956807 | 0.017140214393197440474601514040093873905
f(z) = -273/232*z^3 + 122/29*z + 1
*
-2 | 0.11784289922345267812092002320412954802 | 0.017140206719935284547763601236545878199
f(z) = -271/232*z^3 + 121/29*z + 1
*
-2 | 0.11770052983409412144030280568323513161 | 0.017140188342942022137237788489755896221
f(z) = -269/232*z^3 + 120/29*z + 1
*
6/5 | 0.11232016851601486296699883004942863256 | 0.018027526357480583540813576158600196448
f(z) = -275/224*z^3 + 127/56*z + 1
*
[ 15/19 ] 
f(z) = -266/225*z^3 + 134/285*z + 1
*
[ 2 ] 
f(z) = -279/232*z^3 + 154/29*z + 1
*
[ 2 ] 
f(z) = -277/232*z^3 + 153/29*z + 1
*
[ 2 ] 
f(z) = -275/232*z^3 + 152/29*z + 1
*
[ 2 ] 
f(z) = -273/232*z^3 + 151/29*z + 1
*
[ 2 ] 
f(z) = -271/232*z^3 + 150/29*z + 1
*
[ 2 ] 
f(z) = -269/232*z^3 + 149/29*z + 1
*
[ 2 ] 
f(z) = -267/232*z^3 + 148/29*z + 1
*
[ 2 ] 
f(z) = -265/232*z^3 + 147/29*z + 1
*
[ 2 ] 
f(z) = -263/232*z^3 + 146/29*z + 1
*
-8/5 | 0.18879287850549918825323139683056364434 | 0.029362537378236459914109112824712537867
f(z) = -275/224*z^3 + 155/56*z + 1
*
[ 6/5 ] 
f(z) = -275/234*z^3 + 145/78*z + 1
*
[ -2 ] 
f(z) = -271/232*z^3 + 179/29*z + 1
*
[ -2 ] 
f(z) = -269/232*z^3 + 178/29*z + 1
*
[ -2 ] 
f(z) = -267/232*z^3 + 177/29*z + 1
*
[ -2 ] 
f(z) = -265/232*z^3 + 176/29*z + 1
*
[ -2 ] 
f(z) = -263/232*z^3 + 175/29*z + 1
*
[ -2/3 ] 
f(z) = -279/224*z^3 + 171/56*z + 1
*
[ -5/4 ] 
f(z) = -272/225*z^3 + 166/45*z + 1
*
[ -2/3 ] 
f(z) = -261/224*z^3 + 169/56*z + 1
*
[ 6/5 ] 
f(z) = -275/232*z^3 + 163/87*z + 1
*
-2/3 | 0.19795956530319046530063829128674892237 | 0.029608687178872976717182545979900562453
f(z) = -267/224*z^3 + 173/168*z + 1
*
[ -2 ] 
f(z) = -279/232*z^3 + 183/29*z + 1
*
[ -2 ] 
f(z) = -277/232*z^3 + 182/29*z + 1
*
[ -2 ] 
f(z) = -275/232*z^3 + 181/29*z + 1
*
[ -2 ] 
f(z) = -273/232*z^3 + 180/29*z + 1
*
8/5 | 0.14213401603384485290845323172575665783 | 0.021549233746178983172763107098600380003
f(z) = -275/224*z^3 + 183/56*z + 1
*
[ 8/5 ] 
f(z) = -275/224*z^3 + 197/56*z + 1
*
[ 4/3 ] 
f(z) = -267/224*z^3 + 199/84*z + 1
*
[ -2/5 ] 
f(z) = -275/224*z^3 + 207/56*z + 1
*
[ 6/5 ] 
f(z) = -275/228*z^3 + 217/114*z + 1
*
[ 15/17 ] 
f(z) = -272/225*z^3 + 206/255*z + 1
*
-2 | 0.11758070594122720444798463785722240463 | 0.017133156586744157555372868878336105240
f(z) = -267/224*z^3 + 239/56*z + 1
*
-2 | 0.11743673448311338481911563163472976009 | 0.017133157388413123559626451942996331824
f(z) = -265/224*z^3 + 237/56*z + 1
*
-2 | 0.11729147366566027417488864029212240879 | 0.017133148083632751971847670781579716762
f(z) = -263/224*z^3 + 235/56*z + 1
*
-2 | 0.11714489677191833426175593020139497109 | 0.017133127777590148020071602709638825147
f(z) = -261/224*z^3 + 233/56*z + 1
*
[ -3/4 ] 
f(z) = -272/225*z^3 + 226/75*z + 1
*
[ 3/2 ] 
f(z) = -272/225*z^3 + 229/75*z + 1
*
[ 3/2 ] 
f(z) = -268/225*z^3 + 226/75*z + 1
*
[ 15/16 ] 
f(z) = -272/225*z^3 + 239/240*z + 1
*
-2 | 0.11841884587810805128676200041171947915 | 0.017132982548970810374341555803589922896
f(z) = -279/224*z^3 + 251/56*z + 1
*
-2 | 0.11828209714083338827684534284993871478 | 0.017133028300085327152438449814902217892
f(z) = -277/224*z^3 + 249/56*z + 1
*
-2 | 0.11814420183454459501881341564588377818 | 0.017133068183826168408992033491999845758
f(z) = -275/224*z^3 + 247/56*z + 1
*
-2 | 0.11786488317887892432349530864340994102 | 0.017133127945273255229150141739724852056
f(z) = -271/224*z^3 + 243/56*z + 1
*
-2 | 0.11772341385452291075642781006587534879 | 0.017133146512965301795881291319178431804
f(z) = -269/224*z^3 + 241/56*z + 1
*
[ -3/5 ] 
f(z) = -275/234*z^3 + 241/78*z + 1
*
-2/5 | 0.22668500606294708703657813836560926660 | 0.029919055228511648211431092333044385694
f(z) = -265/232*z^3 + 244/145*z + 1
*
-3/5 | 0.16358228118215279845117641519474946645 | 0.029123900251180138594113549169223790983
f(z) = -275/228*z^3 + 251/228*z + 1
*
[ 15/4 ] 
f(z) = -272/225*z^3 + 266/15*z + 1
*
[ -15/4 ] 
f(z) = -272/225*z^3 + 274/15*z + 1
*
[ -8/5 ] 
f(z) = -275/224*z^3 + 267/56*z + 1
*
[ -6/5 ] 
f(z) = -275/234*z^3 + 275/78*z + 1
*
[ -2/3 ] 
f(z) = -273/232*z^3 + 263/87*z + 1
*
[ -2/3 ] 
f(z) = -267/232*z^3 + 262/87*z + 1
*
[ 4/3 ] 
f(z) = -279/232*z^3 + 277/116*z + 1
*
[ 2 ] 
f(z) = -271/224*z^3 + 299/56*z + 1
*
[ 2 ] 
f(z) = -269/224*z^3 + 297/56*z + 1
*
[ 2 ] 
f(z) = -267/224*z^3 + 295/56*z + 1
*
[ 2 ] 
f(z) = -265/224*z^3 + 293/56*z + 1
*
[ 2 ] 
f(z) = -263/224*z^3 + 291/56*z + 1
*
[ 2 ] 
f(z) = -261/224*z^3 + 289/56*z + 1
*
[ 15/8 ] 
f(z) = -272/225*z^3 + 283/60*z + 1
*
[ 15/14 ] 
f(z) = -266/225*z^3 + 299/210*z + 1
*
[ 2/3 ] 
f(z) = -261/248*z^3 - 1/31*z + 1
*
[ 2/3 ] 
f(z) = -279/256*z^3 - 1/64*z + 1
*
[ 2/3 ] 
f(z) = -261/256*z^3 - 3/64*z + 1
*
[ 2/3 ] 
f(z) = -273/248*z^3 - 1/93*z + 1
*
[ 2/3 ] 
f(z) = -267/248*z^3 - 2/93*z + 1
*
[ 2/3 ] 
f(z) = -261/244*z^3 - 3/122*z + 1
*
[ 2/3 ] 
f(z) = -273/256*z^3 - 5/192*z + 1
*
[ 2/3 ] 
f(z) = -267/256*z^3 - 7/192*z + 1
*
[ 2/3 ] 
f(z) = -279/250*z^3 - 1/250*z + 1
*
[ 2/3 ] 
f(z) = -279/254*z^3 - 3/254*z + 1
*
[ 2/3 ] 
f(z) = -261/242*z^3 - 5/242*z + 1
*
[ 2/3 ] 
f(z) = -261/250*z^3 - 9/250*z + 1
*
[ 2/3 ] 
f(z) = -261/254*z^3 - 11/254*z + 1
*
[ 2/3 ] 
f(z) = -277/248*z^3 - 1/279*z + 1
*
[ 2/3 ] 
f(z) = -275/248*z^3 - 2/279*z + 1
*
[ 2/3 ] 
f(z) = -271/248*z^3 - 4/279*z + 1
*
[ 2/3 ] 
f(z) = -269/248*z^3 - 5/279*z + 1
*
[ 2/3 ] 
f(z) = -265/248*z^3 - 7/279*z + 1
*
[ 2/3 ] 
f(z) = -263/248*z^3 - 8/279*z + 1
*
[ 5/3 ] 
f(z) = -279/250*z^3 + 7/2*z + 1
*
[ 4/5 ] 
f(z) = -275/256*z^3 + 7/16*z + 1
*
[ -5/3 ] 
f(z) = -261/250*z^3 + 9/2*z + 1
*
[ 10/13 ] 
f(z) = -273/250*z^3 + 9/26*z + 1
*
[ 3/4 ] 
f(z) = -272/243*z^3 + 8/27*z + 1
*
[ 5/6 ] 
f(z) = -267/250*z^3 + 13/24*z + 1
*
[ 3/4 ] 
f(z) = -280/243*z^3 + 17/54*z + 1
*
[ 5/7 ] 
f(z) = -273/250*z^3 + 11/70*z + 1
*
[ 8/11 ] 
f(z) = -275/256*z^3 + 17/88*z + 1
*
[ 5/7 ] 
f(z) = -271/250*z^3 + 15/98*z + 1
*
[ 5/7 ] 
f(z) = -261/250*z^3 + 13/98*z + 1
*
[ 2/3 ] 
f(z) = -279/244*z^3 + 1/122*z + 1
*
[ 2/3 ] 
f(z) = -279/242*z^3 + 3/242*z + 1
*
[ 4/3 ] 
f(z) = -279/256*z^3 + 35/16*z + 1
*
[ 9/5 ] 
f(z) = -275/243*z^3 + 37/9*z + 1
*
[ 8/5 ] 
f(z) = -275/256*z^3 + 25/8*z + 1
*
[ -8/5 ] 
f(z) = -275/256*z^3 + 35/8*z + 1
*
[ 10/9 ] 
f(z) = -261/250*z^3 + 25/18*z + 1
*
[ 5/3 ] 
f(z) = -261/250*z^3 + 33/10*z + 1
*
[ 4/3 ] 
f(z) = -261/256*z^3 + 33/16*z + 1
*
[ 9/10 ] 
f(z) = -275/243*z^3 + 29/36*z + 1
*
[ 9/10 ] 
f(z) = -280/243*z^3 + 37/45*z + 1
*
[ 5/6 ] 
f(z) = -279/250*z^3 + 23/40*z + 1
*
[ 5/6 ] 
f(z) = -261/250*z^3 + 21/40*z + 1
*
[ 4/5 ] 
f(z) = -265/256*z^3 + 33/80*z + 1
*
[ 3/4 ] 
f(z) = -268/243*z^3 + 31/108*z + 1
*
[ -5/3 ] 
f(z) = -279/250*z^3 + 47/10*z + 1
*
[ -10/9 ] 
f(z) = -279/250*z^3 + 59/18*z + 1
*
[ -4/3 ] 
f(z) = -279/256*z^3 + 59/16*z + 1
*
[ 5 ] 
f(z) = -277/250*z^3 + 57/2*z + 1
*
[ -9/5 ] 
f(z) = -275/243*z^3 + 47/9*z + 1
*
[ -4/5 ] 
f(z) = -275/256*z^3 + 47/16*z + 1
*
[ -10/7 ] 
f(z) = -273/250*z^3 + 55/14*z + 1
*
[ -5 ] 
f(z) = -273/250*z^3 + 57/2*z + 1
*
[ 9/4 ] 
f(z) = -272/243*z^3 + 56/9*z + 1
*
[ 5/2 ] 
f(z) = -271/250*z^3 + 59/8*z + 1
*
[ 5 ] 
f(z) = -267/250*z^3 + 55/2*z + 1
*
[ -5 ] 
f(z) = -263/250*z^3 + 55/2*z + 1
*
[ 5/2 ] 
f(z) = -261/250*z^3 + 57/8*z + 1
*
[ -4/3 ] 
f(z) = -261/256*z^3 + 57/16*z + 1
*
[ 9/8 ] 
f(z) = -272/243*z^3 + 55/36*z + 1
*
[ 5/4 ] 
f(z) = -263/250*z^3 + 59/32*z + 1
*
[ 8/9 ] 
f(z) = -279/256*z^3 + 53/72*z + 1
*
[ 5/6 ] 
f(z) = -277/250*z^3 + 41/72*z + 1
*
[ 8/9 ] 
f(z) = -261/256*z^3 + 49/72*z + 1
*
[ 9/11 ] 
f(z) = -275/243*z^3 + 53/99*z + 1
*
[ 4/5 ] 
f(z) = -275/248*z^3 + 57/124*z + 1
*
[ 3/4 ] 
f(z) = -262/243*z^3 + 59/216*z + 1
*
[ -5/2 ] 
f(z) = -279/250*z^3 + 67/8*z + 1
*
[ 8/3 ] 
f(z) = -279/256*z^3 + 67/8*z + 1
*
[ -8/3 ] 
f(z) = -279/256*z^3 + 73/8*z + 1
*
-4/5 | 0.14520730700783294153539136771010578405 | 0.020331358638245848012346277647054347844
f(z) = -275/256*z^3 + 79/16*z + 1
*
[ 10/3 ] 
f(z) = -273/250*z^3 + 77/6*z + 1
*
[ -9/4 ] 
f(z) = -272/243*z^3 + 64/9*z + 1
*
[ 5/3 ] 
f(z) = -269/250*z^3 + 61/18*z + 1
*
[ -5/2 ] 
f(z) = -269/250*z^3 + 65/8*z + 1
*
[ -10/3 ] 
f(z) = -267/250*z^3 + 79/6*z + 1
*
[ 8/3 ] 
f(z) = -261/256*z^3 + 63/8*z + 1
*
[ -8/3 ] 
f(z) = -261/256*z^3 + 69/8*z + 1
*
[ 3/2 ] 
f(z) = -280/243*z^3 + 79/27*z + 1
*
[ 5/4 ] 
f(z) = -273/250*z^3 + 61/32*z + 1
*
[ -5/6 ] 
f(z) = -273/250*z^3 + 71/24*z + 1
*
[ 3/2 ] 
f(z) = -272/243*z^3 + 77/27*z + 1
*
[ 3/2 ] 
f(z) = -268/243*z^3 + 76/27*z + 1
*
[ 6/5 ] 
f(z) = -275/252*z^3 + 73/42*z + 1
*
[ 20/21 ] 
f(z) = -273/250*z^3 + 79/84*z + 1
*
[ 5/6 ] 
f(z) = -273/250*z^3 + 67/120*z + 1
*
[ 3/4 ] 
f(z) = -278/243*z^3 + 67/216*z + 1
*
[ 3/4 ] 
f(z) = -274/243*z^3 + 65/216*z + 1
*
[ 3/4 ] 
f(z) = -266/243*z^3 + 61/216*z + 1
*
[ 3/4 ] 
f(z) = -272/249*z^3 + 70/249*z + 1
*
[ -5/3 ] 
f(z) = -271/250*z^3 + 83/18*z + 1
*
[ -3/5 ] 
f(z) = -275/243*z^3 + 83/27*z + 1
*
[ -3/4 ] 
f(z) = -272/243*z^3 + 80/27*z + 1
*
[ -2/3 ] 
f(z) = -261/248*z^3 + 92/31*z + 1
*
[ 6/5 ] 
f(z) = -275/243*z^3 + 97/54*z + 1
*
[ 8/7 ] 
f(z) = -273/256*z^3 + 85/56*z + 1
*
-3/5 | 0.15810470948359579897806451186821440540 | 0.028148683066197720626635281487321736139
f(z) = -275/252*z^3 + 89/84*z + 1
*
[ 7/8 ] 
f(z) = -272/245*z^3 + 99/140*z + 1
*
[ 9/4 ] 
f(z) = -280/243*z^3 + 115/18*z + 1
*
-12/5 | 0.21672893245841149743659269473953244586 | 0.028966250693529478550096808502142179239
f(z) = -275/256*z^3 + 111/16*z + 1
*
[ -3/2 ] 
f(z) = -280/243*z^3 + 115/27*z + 1
*
[ -5/12 ] 
f(z) = -279/250*z^3 + 115/32*z + 1
*
[ -5/4 ] 
f(z) = -277/250*z^3 + 113/32*z + 1
*
[ -9/10 ] 
f(z) = -275/243*z^3 + 109/36*z + 1
*
[ -2/5 ] 
f(z) = -275/248*z^3 + 114/31*z + 1
*
[ 5/3 ] 
f(z) = -273/250*z^3 + 103/30*z + 1
*
[ -3/2 ] 
f(z) = -272/243*z^3 + 113/27*z + 1
*
[ -9/8 ] 
f(z) = -272/243*z^3 + 119/36*z + 1
*
-2 | 0.11764383381715266095196506215721980061 | 0.017152834918147180226580841806206697521
f(z) = -269/248*z^3 + 119/31*z + 1
*
[ -3/2 ] 
f(z) = -268/243*z^3 + 112/27*z + 1
*
-2 | 0.11749806232084102670648865676205066929 | 0.017152685873369255416131177336698189113
f(z) = -267/248*z^3 + 118/31*z + 1
*
[ 5/3 ] 
f(z) = -267/250*z^3 + 101/30*z + 1
*
[ -5/4 ] 
f(z) = -267/250*z^3 + 111/32*z + 1
*
-2 | 0.11735091835428204109629203018470800679 | 0.017152515916416308092865058599158804566
f(z) = -265/248*z^3 + 117/31*z + 1
*
-2 | 0.11720237085373630131960724166718510874 | 0.017152323512764734036773900297217767584
f(z) = -263/248*z^3 + 116/31*z + 1
*
-2 | 0.11705238751890681065683013779911083690 | 0.017152107017927667944157817515871141108
f(z) = -261/248*z^3 + 115/31*z + 1
*
[ -5/6 ] 
f(z) = -279/250*z^3 + 119/40*z + 1
*
[ 4/3 ] 
f(z) = -273/256*z^3 + 103/48*z + 1
*
[ 4/3 ] 
f(z) = -267/256*z^3 + 101/48*z + 1
*
[ -5/6 ] 
f(z) = -261/250*z^3 + 117/40*z + 1
*
[ 9/8 ] 
f(z) = -280/243*z^3 + 113/72*z + 1
*
-2/5 | 0.17982278219027824036653939196410044927 | 0.029678020463654174515221069027827003391
f(z) = -275/256*z^3 + 107/64*z + 1
*
-8/13 | 0.23632673376167217461243845909010272147 | 0.028910516029035352067219312451029317292
f(z) = -273/256*z^3 + 107/104*z + 1
*
[ 4/5 ] 
f(z) = -275/244*z^3 + 115/244*z + 1
*
[ 4/5 ] 
f(z) = -275/252*z^3 + 113/252*z + 1
*
[ -9/4 ] 
f(z) = -280/243*z^3 + 131/18*z + 1
*
[ 10/3 ] 
f(z) = -279/250*z^3 + 131/10*z + 1
*
[ -10/3 ] 
f(z) = -279/250*z^3 + 137/10*z + 1
*
[ 10/3 ] 
f(z) = -261/250*z^3 + 123/10*z + 1
*
[ -10/3 ] 
f(z) = -261/250*z^3 + 129/10*z + 1
*
-2 | 0.11821377678805271937500671222707440045 | 0.017153249255537238482958382258195303517
f(z) = -277/248*z^3 + 123/31*z + 1
*
-2 | 0.11807320697481857498905383844659010224 | 0.017153170441846682706911700588719470904
f(z) = -275/248*z^3 + 122/31*z + 1
*
-2 | 0.11793137787633610169356984780477729443 | 0.017153075907732910127917428013237065779
f(z) = -273/248*z^3 + 121/31*z + 1
*
[ -5/3 ] 
f(z) = -273/250*z^3 + 139/30*z + 1
*
[ 7/4 ] 
f(z) = -272/245*z^3 + 134/35*z + 1
*
-2 | 0.11778826273874038268532468315277335280 | 0.017152964483471125343342589902545565153
f(z) = -271/248*z^3 + 120/31*z + 1
*
[ -5/3 ] 
f(z) = -267/250*z^3 + 137/30*z + 1
*
[ -9/10 ] 
f(z) = -280/243*z^3 + 137/45*z + 1
*
[ 8/5 ] 
f(z) = -265/256*z^3 + 121/40*z + 1
*
[ 9/7 ] 
f(z) = -280/243*z^3 + 134/63*z + 1
*
[ 9/7 ] 
f(z) = -266/243*z^3 + 128/63*z + 1
*
[ 10/9 ] 
f(z) = -279/250*z^3 + 133/90*z + 1
*
24/55 | 0.23598985020534839581261458323562694072 | 0.028093328001872449560264178215281400872
f(z) = -275/256*z^3 + 139/88*z + 1
*
-5/6 | 0.12281889815826064907568458790043525379 | 0.012232606364652748181786552247448120070
f(z) = -273/250*z^3 + 137/168*z + 1
*
[ 9/10 ] 
f(z) = -265/243*z^3 + 139/180*z + 1
*
[ 2 ] 
f(z) = -277/248*z^3 + 154/31*z + 1
*
[ 2 ] 
f(z) = -275/248*z^3 + 153/31*z + 1
*
[ 2 ] 
f(z) = -273/248*z^3 + 152/31*z + 1
*
[ 2 ] 
f(z) = -271/248*z^3 + 151/31*z + 1
*
[ 2 ] 
f(z) = -269/248*z^3 + 150/31*z + 1
*
[ 2 ] 
f(z) = -267/248*z^3 + 149/31*z + 1
*
[ 2 ] 
f(z) = -265/248*z^3 + 148/31*z + 1
*
[ 2 ] 
f(z) = -263/248*z^3 + 147/31*z + 1
*
[ 2 ] 
f(z) = -261/248*z^3 + 146/31*z + 1
*
[ 3/2 ] 
f(z) = -278/243*z^3 + 157/54*z + 1
*
[ -6/5 ] 
f(z) = -275/252*z^3 + 143/42*z + 1
*
[ 3/2 ] 
f(z) = -274/243*z^3 + 155/54*z + 1
*
[ 3/2 ] 
f(z) = -266/243*z^3 + 151/54*z + 1
*
[ 3/2 ] 
f(z) = -262/243*z^3 + 149/54*z + 1
*
[ 8/9 ] 
f(z) = -273/256*z^3 + 155/216*z + 1
*
[ 8/9 ] 
f(z) = -267/256*z^3 + 151/216*z + 1
*
[ -7/4 ] 
f(z) = -272/245*z^3 + 174/35*z + 1
*
[ -2 ] 
f(z) = -265/248*z^3 + 179/31*z + 1
*
[ -2 ] 
f(z) = -263/248*z^3 + 178/31*z + 1
*
[ -2 ] 
f(z) = -261/248*z^3 + 177/31*z + 1
*
[ -3/4 ] 
f(z) = -280/243*z^3 + 161/54*z + 1
*
[ -4/3 ] 
f(z) = -273/256*z^3 + 175/48*z + 1
*
[ -5/9 ] 
f(z) = -267/250*z^3 + 169/54*z + 1
*
[ -4/3 ] 
f(z) = -267/256*z^3 + 173/48*z + 1
*
[ 9/5 ] 
f(z) = -265/243*z^3 + 179/45*z + 1
*
[ -8/5 ] 
f(z) = -265/256*z^3 + 171/40*z + 1
*
[ 10/7 ] 
f(z) = -273/250*z^3 + 177/70*z + 1
*
[ 6/5 ] 
f(z) = -275/248*z^3 + 164/93*z + 1
*
[ 7/6 ] 
f(z) = -276/245*z^3 + 176/105*z + 1
*
10/21 | 0.12852802663562335622002329380328701070 | 0.014177999584997700075468112663432787865
f(z) = -273/250*z^3 + 173/105*z + 1
*
[ 7/6 ] 
f(z) = -264/245*z^3 + 169/105*z + 1
*
[ 9/10 ] 
f(z) = -272/243*z^3 + 179/225*z + 1
*
[ 9/10 ] 
f(z) = -268/243*z^3 + 176/225*z + 1
*
[ 11/13 ] 
f(z) = -273/242*z^3 + 179/286*z + 1
*
[ 16/5 ] 
f(z) = -275/256*z^3 + 187/16*z + 1
*
[ -16/5 ] 
f(z) = -275/256*z^3 + 197/16*z + 1
*
[ 20/3 ] 
f(z) = -261/250*z^3 + 189/4*z + 1
*
[ -2 ] 
f(z) = -277/248*z^3 + 185/31*z + 1
*
[ -2 ] 
f(z) = -275/248*z^3 + 184/31*z + 1
*
[ -2 ] 
f(z) = -273/248*z^3 + 183/31*z + 1
*
[ 8/3 ] 
f(z) = -273/256*z^3 + 197/24*z + 1
*
[ -2 ] 
f(z) = -271/248*z^3 + 182/31*z + 1
*
[ -2 ] 
f(z) = -269/248*z^3 + 181/31*z + 1
*
[ -2 ] 
f(z) = -267/248*z^3 + 180/31*z + 1
*
[ 8/3 ] 
f(z) = -267/256*z^3 + 193/24*z + 1
*
[ 9/5 ] 
f(z) = -280/243*z^3 + 188/45*z + 1
*
[ -6/5 ] 
f(z) = -275/243*z^3 + 187/54*z + 1
*
[ -8/7 ] 
f(z) = -273/256*z^3 + 183/56*z + 1
*
[ -9/14 ] 
f(z) = -280/243*z^3 + 191/63*z + 1
*
[ -2/3 ] 
f(z) = -279/256*z^3 + 191/64*z + 1
*
[ -2/3 ] 
f(z) = -261/256*z^3 + 189/64*z + 1
*
[ 16/15 ] 
f(z) = -275/256*z^3 + 185/144*z + 1
*
[ 10/11 ] 
f(z) = -279/250*z^3 + 199/242*z + 1
*
[ 10/11 ] 
f(z) = -269/250*z^3 + 191/242*z + 1
*
[ 7/8 ] 
f(z) = -264/245*z^3 + 191/280*z + 1
*
[ 9/2 ] 
f(z) = -280/243*z^3 + 217/9*z + 1
*
[ -20/3 ] 
f(z) = -279/250*z^3 + 203/4*z + 1
*
[ 9/2 ] 
f(z) = -272/243*z^3 + 211/9*z + 1
*
[ -9/2 ] 
f(z) = -272/243*z^3 + 215/9*z + 1
*
[ -10 ] 
f(z) = -271/250*z^3 + 219/2*z + 1
*
[ 10 ] 
f(z) = -269/250*z^3 + 217/2*z + 1
*
[ 9/2 ] 
f(z) = -268/243*z^3 + 208/9*z + 1
*
[ -9/2 ] 
f(z) = -268/243*z^3 + 212/9*z + 1
*
[ -10 ] 
f(z) = -261/250*z^3 + 211/2*z + 1
*
[ -8/3 ] 
f(z) = -273/256*z^3 + 215/24*z + 1
*
[ -8/3 ] 
f(z) = -267/256*z^3 + 211/24*z + 1
*
[ -8/9 ] 
f(z) = -279/256*z^3 + 215/72*z + 1
*
[ -5/7 ] 
f(z) = -273/250*z^3 + 207/70*z + 1
*
[ -5/6 ] 
f(z) = -263/250*z^3 + 211/72*z + 1
*
[ -8/9 ] 
f(z) = -261/256*z^3 + 211/72*z + 1
*
104/55 | 0.23635559009668973417581578261638830018 | 0.026720030465572351021520475529173414304
f(z) = -275/256*z^3 + 217/88*z + 1
*
[ 9/8 ] 
f(z) = -268/243*z^3 + 217/144*z + 1
*
-15/29 | 0.30258919561493028432840897356278947644 | 0.029723387724277641471751760434679733257
f(z) = -261/250*z^3 + 211/174*z + 1
*
[ -9/2 ] 
f(z) = -280/243*z^3 + 221/9*z + 1
*
[ 10 ] 
f(z) = -279/250*z^3 + 225/2*z + 1
*
[ 10/3 ] 
f(z) = -263/250*z^3 + 223/18*z + 1
*
[ 7/3 ] 
f(z) = -279/245*z^3 + 237/35*z + 1
*
[ 9/4 ] 
f(z) = -268/243*z^3 + 221/36*z + 1
*
[ 7/3 ] 
f(z) = -261/245*z^3 + 223/35*z + 1
*
[ -9/5 ] 
f(z) = -280/243*z^3 + 238/45*z + 1
*
[ -3/2 ] 
f(z) = -278/243*z^3 + 229/54*z + 1
*
[ -3/2 ] 
f(z) = -274/243*z^3 + 227/54*z + 1
*
[ -5/21 ] 
f(z) = -273/250*z^3 + 221/42*z + 1
*
[ 15/7 ] 
f(z) = -273/250*z^3 + 233/42*z + 1
*
[ -3/2 ] 
f(z) = -266/243*z^3 + 223/54*z + 1
*
[ -9/5 ] 
f(z) = -265/243*z^3 + 229/45*z + 1
*
[ -3/2 ] 
f(z) = -262/243*z^3 + 221/54*z + 1
*
[ -9/7 ] 
f(z) = -280/243*z^3 + 232/63*z + 1
*
[ -8/15 ] 
f(z) = -275/256*z^3 + 229/72*z + 1
*
[ -2/5 ] 
f(z) = -275/256*z^3 + 235/64*z + 1
*
-2 | 0.11775528741165903178431863131413108091 | 0.017158595553504126338892621740531970162
f(z) = -271/256*z^3 + 239/64*z + 1
*
-2 | 0.097330417803189331293486508072754931917 | 0.014182405825227939582482256922349350488
f(z) = -269/240*z^3 + 239/60*z + 1
*
-2 | 0.11760968257195176947617459393970223223 | 0.017158389244860216611292397987565986128
f(z) = -269/256*z^3 + 237/64*z + 1
*
-2 | 0.11746269213544835812841796171522642002 | 0.017158158523913298080213503173627132697
f(z) = -267/256*z^3 + 235/64*z + 1
*
[ -9/7 ] 
f(z) = -266/243*z^3 + 226/63*z + 1
*
-2 | 0.11731428403654244353825353702275782339 | 0.017157901657875789549554843872678904617
f(z) = -265/256*z^3 + 233/64*z + 1
*
-2 | 0.096892419951775493080477201435713145274 | 0.014171084336228995886041284202715396077
f(z) = -263/240*z^3 + 233/60*z + 1
*
-2 | 0.11716442489588374441305561286431383096 | 0.017157616790206290937607191466869212298
f(z) = -263/256*z^3 + 231/64*z + 1
*
-2 | 0.11701307993965071983927893352465857835 | 0.017157301930497899213419321902729302511
f(z) = -261/256*z^3 + 229/64*z + 1
*
[ -4/5 ] 
f(z) = -265/256*z^3 + 233/80*z + 1
*
[ 7/6 ] 
f(z) = -279/245*z^3 + 237/140*z + 1
*
[ 7/6 ] 
f(z) = -261/245*z^3 + 223/140*z + 1
*
[ 10/9 ] 
f(z) = -271/250*z^3 + 233/162*z + 1
*
[ -10/3 ] 
f(z) = -277/250*z^3 + 245/18*z + 1
*
[ -9/4 ] 
f(z) = -268/243*z^3 + 253/36*z + 1
*
[ -7/3 ] 
f(z) = -261/245*z^3 + 253/35*z + 1
*
[ -9/8 ] 
f(z) = -280/243*z^3 + 241/72*z + 1
*
-2 | 0.11832445016420670628624343565918099125 | 0.017159207485409894184225694286436001490
f(z) = -279/256*z^3 + 247/64*z + 1
*
-2 | 0.097895238677526242210549779644280457726 | 0.014196598504960046758322526819618831559
f(z) = -277/240*z^3 + 247/60*z + 1
*
-2 | 0.11818409082970326826278512554818555986 | 0.017159083665787534675801665152908816335
f(z) = -277/256*z^3 + 245/64*z + 1
*
-2 | 0.11804246243684613936271535204529328268 | 0.017158941300915083805459195688546860432
f(z) = -275/256*z^3 + 243/64*z + 1
*
[ -15/13 ] 
f(z) = -273/250*z^3 + 259/78*z + 1
*
-2 | 0.11789953748109384964969384190501730829 | 0.017158779068118379790937544280272158882
f(z) = -273/256*z^3 + 241/64*z + 1
*
-2 | 0.097473771180735778083801352703789078722 | 0.014186068413498005289313503607693043875
f(z) = -271/240*z^3 + 241/60*z + 1
*
[ 10/7 ] 
f(z) = -277/250*z^3 + 251/98*z + 1
*
18/55 | 0.23601852953258252113005232572750093035 | 0.026719569447740661205325426017286850083
f(z) = -275/243*z^3 + 254/99*z + 1
*
[ -3/5 ] 
f(z) = -275/252*z^3 + 257/84*z + 1
*
[ -8/11 ] 
f(z) = -275/256*z^3 + 259/88*z + 1
*
[ 10/7 ] 
f(z) = -267/250*z^3 + 243/98*z + 1
*
[ 18/5 ] 
f(z) = -275/243*z^3 + 277/18*z + 1
*
[ 5 ] 
f(z) = -271/250*z^3 + 279/10*z + 1
*
[ 5 ] 
f(z) = -269/250*z^3 + 277/10*z + 1
*
[ -5 ] 
f(z) = -267/250*z^3 + 279/10*z + 1
*
[ 4 ] 
f(z) = -267/256*z^3 + 279/16*z + 1
*
[ 4 ] 
f(z) = -265/256*z^3 + 277/16*z + 1
*
[ 5 ] 
f(z) = -263/250*z^3 + 271/10*z + 1
*
[ 4 ] 
f(z) = -263/256*z^3 + 275/16*z + 1
*
[ 5 ] 
f(z) = -261/250*z^3 + 269/10*z + 1
*
[ -5 ] 
f(z) = -261/250*z^3 + 273/10*z + 1
*
[ 4 ] 
f(z) = -261/256*z^3 + 273/16*z + 1
*
[ -7/3 ] 
f(z) = -279/245*z^3 + 267/35*z + 1
*
[ 7/4 ] 
f(z) = -264/245*z^3 + 261/70*z + 1
*
[ -2/3 ] 
f(z) = -273/248*z^3 + 278/93*z + 1
*
[ -2/3 ] 
f(z) = -267/248*z^3 + 277/93*z + 1
*
[ 4/3 ] 
f(z) = -261/248*z^3 + 263/124*z + 1
*
[ 5 ] 
f(z) = -279/250*z^3 + 287/10*z + 1
*
[ -5 ] 
f(z) = -279/250*z^3 + 291/10*z + 1
*
[ 4 ] 
f(z) = -279/256*z^3 + 291/16*z + 1
*
[ -4 ] 
f(z) = -279/256*z^3 + 299/16*z + 1
*
[ -5 ] 
f(z) = -277/250*z^3 + 289/10*z + 1
*
[ 4 ] 
f(z) = -277/256*z^3 + 289/16*z + 1
*
[ -4 ] 
f(z) = -277/256*z^3 + 297/16*z + 1
*
[ -18/5 ] 
f(z) = -275/243*z^3 + 287/18*z + 1
*
[ 4 ] 
f(z) = -275/256*z^3 + 287/16*z + 1
*
[ -4 ] 
f(z) = -275/256*z^3 + 295/16*z + 1
*
[ 5 ] 
f(z) = -273/250*z^3 + 281/10*z + 1
*
[ 4 ] 
f(z) = -273/256*z^3 + 285/16*z + 1
*
[ -4 ] 
f(z) = -273/256*z^3 + 293/16*z + 1
*
[ -5 ] 
f(z) = -271/250*z^3 + 283/10*z + 1
*
[ 4 ] 
f(z) = -271/256*z^3 + 283/16*z + 1
*
[ -4 ] 
f(z) = -271/256*z^3 + 291/16*z + 1
*
[ -5 ] 
f(z) = -269/250*z^3 + 281/10*z + 1
*
[ 4 ] 
f(z) = -269/256*z^3 + 281/16*z + 1
*
[ -4 ] 
f(z) = -269/256*z^3 + 289/16*z + 1
*
[ -4 ] 
f(z) = -267/256*z^3 + 287/16*z + 1
*
[ -4 ] 
f(z) = -265/256*z^3 + 285/16*z + 1
*
[ -4 ] 
f(z) = -263/256*z^3 + 283/16*z + 1
*
[ -4 ] 
f(z) = -261/256*z^3 + 281/16*z + 1
*
[ 3 ] 
f(z) = -280/243*z^3 + 298/27*z + 1
*
[ 3 ] 
f(z) = -278/243*z^3 + 296/27*z + 1
*
[ 3 ] 
f(z) = -277/243*z^3 + 295/27*z + 1
*
[ 3 ] 
f(z) = -275/243*z^3 + 293/27*z + 1
*
[ 3 ] 
f(z) = -274/243*z^3 + 292/27*z + 1
*
[ 3 ] 
f(z) = -272/243*z^3 + 290/27*z + 1
*
[ 3 ] 
f(z) = -271/243*z^3 + 289/27*z + 1
*
[ 3 ] 
f(z) = -269/243*z^3 + 287/27*z + 1
*
[ 3 ] 
f(z) = -268/243*z^3 + 286/27*z + 1
*
[ 3 ] 
f(z) = -266/243*z^3 + 284/27*z + 1
*
[ 3 ] 
f(z) = -265/243*z^3 + 283/27*z + 1
*
[ 3 ] 
f(z) = -263/243*z^3 + 281/27*z + 1
*
[ -3 ] 
f(z) = -263/243*z^3 + 299/27*z + 1
*
[ 3 ] 
f(z) = -262/243*z^3 + 280/27*z + 1
*
[ -3 ] 
f(z) = -262/243*z^3 + 298/27*z + 1
*
[ 5/2 ] 
f(z) = -273/250*z^3 + 297/40*z + 1
*
[ 5/2 ] 
f(z) = -269/250*z^3 + 293/40*z + 1
*
[ 5/2 ] 
f(z) = -267/250*z^3 + 291/40*z + 1
*
[ 5/2 ] 
f(z) = -263/250*z^3 + 287/40*z + 1
*
-5/3 | 0.30945724853171638743594574836573927790 | 0.029565974244059857292898586837345036995
f(z) = -261/250*z^3 + 281/58*z + 1
*
[ 2 ] 
f(z) = -269/240*z^3 + 299/60*z + 1
*
[ 2 ] 
f(z) = -267/256*z^3 + 299/64*z + 1
*
[ 2 ] 
f(z) = -265/256*z^3 + 297/64*z + 1
*
[ 2 ] 
f(z) = -263/240*z^3 + 293/60*z + 1
*
[ 2 ] 
f(z) = -263/256*z^3 + 295/64*z + 1
*
[ 2 ] 
f(z) = -261/256*z^3 + 293/64*z + 1
*
[ -5/9 ] 
f(z) = -279/250*z^3 + 283/90*z + 1
*
[ -5/7 ] 
f(z) = -279/250*z^3 + 291/98*z + 1
*
-63/55 | 0.22792398767671348269797429094224501033 | 0.025421722280477933150353581386920245028
f(z) = -275/243*z^3 + 290/99*z + 1
*
[ -9/11 ] 
f(z) = -275/243*z^3 + 295/99*z + 1
*
[ -5/7 ] 
f(z) = -269/250*z^3 + 289/98*z + 1
*
[ 5/3 ] 
f(z) = -263/250*z^3 + 299/90*z + 1
*
[ -5/9 ] 
f(z) = -261/250*z^3 + 281/90*z + 1
*
[ -10/9 ] 
f(z) = -261/250*z^3 + 287/90*z + 1
*
[ 3/2 ] 
f(z) = -263/243*z^3 + 299/108*z + 1
*
[ 4/3 ] 
f(z) = -263/256*z^3 + 299/144*z + 1
*
-8/21 | 0.26709839823157506022101316804707737972 | 0.029139555790433282450324966833026540544
f(z) = -273/256*z^3 + 299/168*z + 1
*
[ 5/4 ] 
f(z) = -267/250*z^3 + 299/160*z + 1
*
[ 5/4 ] 
f(z) = -261/250*z^3 + 293/160*z + 1
*
-16/13 | 0.23632755437261361397324681055331984377 | 0.027913843362595398569938706361396782635
f(z) = -273/256*z^3 + 297/208*z + 1
*
[ 2/3 ] 
f(z) = -261/274*z^3 - 21/274*z + 1
*
[ 2/3 ] 
f(z) = -261/278*z^3 - 23/278*z + 1
*
[ 2/3 ] 
f(z) = -279/272*z^3 - 3/68*z + 1
*
[ 2/3 ] 
f(z) = -261/272*z^3 - 5/68*z + 1
*
[ 2/3 ] 
f(z) = -279/260*z^3 - 3/130*z + 1
*
[ 2/3 ] 
f(z) = -279/268*z^3 - 5/134*z + 1
*
[ 2/3 ] 
f(z) = -261/260*z^3 - 7/130*z + 1
*
[ 2/3 ] 
f(z) = -261/268*z^3 - 9/134*z + 1
*
[ 2/3 ] 
f(z) = -273/272*z^3 - 11/204*z + 1
*
[ 2/3 ] 
f(z) = -267/272*z^3 - 13/204*z + 1
*
[ 2/3 ] 
f(z) = -279/262*z^3 - 7/262*z + 1
*
[ 2/3 ] 
f(z) = -279/266*z^3 - 9/266*z + 1
*
[ 2/3 ] 
f(z) = -279/274*z^3 - 13/274*z + 1
*
[ 2/3 ] 
f(z) = -279/278*z^3 - 15/278*z + 1
*
[ 2/3 ] 
f(z) = -261/262*z^3 - 15/262*z + 1
*
[ 2/3 ] 
f(z) = -261/266*z^3 - 17/266*z + 1
*
[ 2/3 ] 
f(z) = -277/264*z^3 - 10/297*z + 1
*
[ 2/3 ] 
f(z) = -271/264*z^3 - 13/297*z + 1
*
[ 2/3 ] 
f(z) = -269/264*z^3 - 14/297*z + 1
*
[ 2/3 ] 
f(z) = -265/264*z^3 - 16/297*z + 1
*
[ 2/3 ] 
f(z) = -263/264*z^3 - 17/297*z + 1
*
[ 4/5 ] 
f(z) = -275/272*z^3 + 27/68*z + 1
*
[ 3/4 ] 
f(z) = -272/261*z^3 + 22/87*z + 1
*
[ 3/4 ] 
f(z) = -272/279*z^3 + 20/93*z + 1
*
[ 3/4 ] 
f(z) = -277/270*z^3 + 39/160*z + 1
*
[ 3/4 ] 
f(z) = -271/270*z^3 + 37/160*z + 1
*
[ 3/4 ] 
f(z) = -280/261*z^3 + 47/174*z + 1
*
[ 3/4 ] 
f(z) = -280/279*z^3 + 43/186*z + 1
*
-4/5 | 0.15761203448706152291873035093090549845 | 0.028060968080493754031844409271368276959
f(z) = -275/272*z^3 + 61/68*z + 1
*
-2/3 | 0.15740216294989881583384290539453148076 | 0.028078437498936066367138234691792195937
f(z) = -261/272*z^3 + 63/68*z + 1
*
[ 3/4 ] 
f(z) = -272/267*z^3 + 64/267*z + 1
*
[ 3/4 ] 
f(z) = -272/273*z^3 + 62/273*z + 1
*
[ 3 ] 
f(z) = -277/270*z^3 + 99/10*z + 1
*
[ 3 ] 
f(z) = -271/270*z^3 + 97/10*z + 1
*
[ 5/4 ] 
f(z) = -272/275*z^3 + 96/55*z + 1
*
-4/3 | 0.16310656561385279291770021012963758127 | 0.027268896594212707539261463445819505672
f(z) = -261/272*z^3 + 99/68*z + 1
*
[ 5/6 ] 
f(z) = -276/275*z^3 + 82/165*z + 1
*
[ -3 ] 
f(z) = -269/270*z^3 + 103/10*z + 1
*
[ -3 ] 
f(z) = -263/270*z^3 + 101/10*z + 1
*
-2 | 0.097374651350499674478821353402015304059 | 0.014197525408966508508158170441542879754
f(z) = -271/264*z^3 + 119/33*z + 1
*
-2 | 0.097227759990789540475250901617925604923 | 0.014193572152189812084387348384518896190
f(z) = -269/264*z^3 + 118/33*z + 1
*
-2 | 0.096928607499058039223163338695777210661 | 0.014185300360010906493173354758879746730
f(z) = -265/264*z^3 + 116/33*z + 1
*
-2 | 0.096777309322858157806562904783725844566 | 0.014181126943221318339827490692879198382
f(z) = -263/264*z^3 + 115/33*z + 1
*
[ 3/2 ] 
f(z) = -269/270*z^3 + 103/40*z + 1
*
[ 3/2 ] 
f(z) = -263/270*z^3 + 101/40*z + 1
*
[ 5/6 ] 
f(z) = -279/275*z^3 + 111/220*z + 1
*
[ 5/6 ] 
f(z) = -261/275*z^3 + 101/220*z + 1
*
[ 4/5 ] 
f(z) = -275/268*z^3 + 109/268*z + 1
*
[ 4/5 ] 
f(z) = -275/276*z^3 + 107/276*z + 1
*
-2 | 0.097807047620623825238016032970028255087 | 0.014208989500964246024819248573697116960
f(z) = -277/264*z^3 + 122/33*z + 1
*
[ 4/3 ] 
f(z) = -261/272*z^3 + 133/68*z + 1
*
[ 2 ] 
f(z) = -277/264*z^3 + 155/33*z + 1
*
[ 2 ] 
f(z) = -271/264*z^3 + 152/33*z + 1
*
[ 2 ] 
f(z) = -269/264*z^3 + 151/33*z + 1
*
[ 2 ] 
f(z) = -265/264*z^3 + 149/33*z + 1
*
[ 2 ] 
f(z) = -263/264*z^3 + 148/33*z + 1
*
[ -3/2 ] 
f(z) = -277/270*z^3 + 159/40*z + 1
*
[ -3/2 ] 
f(z) = -271/270*z^3 + 157/40*z + 1
*
[ 4/3 ] 
f(z) = -279/272*z^3 + 141/68*z + 1
*
[ 5/3 ] 
f(z) = -279/275*z^3 + 177/55*z + 1
*
[ 5/3 ] 
f(z) = -261/275*z^3 + 167/55*z + 1
*
[ -2 ] 
f(z) = -277/264*z^3 + 188/33*z + 1
*
[ -2 ] 
f(z) = -271/264*z^3 + 185/33*z + 1
*
[ -2 ] 
f(z) = -269/264*z^3 + 184/33*z + 1
*
[ -2 ] 
f(z) = -265/264*z^3 + 182/33*z + 1
*
[ -2 ] 
f(z) = -263/264*z^3 + 181/33*z + 1
*
[ -5/4 ] 
f(z) = -272/275*z^3 + 184/55*z + 1
*
[ -4/5 ] 
f(z) = -275/272*z^3 + 197/68*z + 1
*
[ -2/3 ] 
f(z) = -261/272*z^3 + 199/68*z + 1
*
-2/3 | 0.15930389500019525782533662191510082111 | 0.023748046835556716022071145727094148479
f(z) = -273/272*z^3 + 193/204*z + 1
*
-2/3 | 0.15740074133645644890275192321517369642 | 0.023477179810629278312115187648622119061
f(z) = -267/272*z^3 + 191/204*z + 1
*
[ -2/3 ] 
f(z) = -279/272*z^3 + 201/68*z + 1
*
-6/5 | 0.20152974362619241681466814615275073840 | 0.027119044102062065220477856909738573520
f(z) = -265/264*z^3 + 211/165*z + 1
*
[ -5/3 ] 
f(z) = -261/275*z^3 + 233/55*z + 1
*
-2 | 0.11782389817942084369228832349731027718 | 0.017168593103852118341714560546783327341
f(z) = -273/272*z^3 + 239/68*z + 1
*
-2 | 0.11767705003782820508486640964905476912 | 0.017168217663547092568795050048296835449
f(z) = -271/272*z^3 + 237/68*z + 1
*
-2 | 0.11752874964122954874537213775356756151 | 0.017167807759217568262199758145564311517
f(z) = -269/272*z^3 + 235/68*z + 1
*
-2 | 0.11737896105735736342437205261245619500 | 0.017167361051263223184784759740405253606
f(z) = -267/272*z^3 + 233/68*z + 1
*
-2 | 0.11722764675751406301636418269939964459 | 0.017166875031140605143627423517475128284
f(z) = -265/272*z^3 + 231/68*z + 1
*
-2 | 0.11707476751010256999288403295045029453 | 0.017166347007100849222660270925889196547
f(z) = -263/272*z^3 + 229/68*z + 1
*
-2 | 0.11692028226462718936403083041251640197 | 0.017165774088498799788755631674280799330
f(z) = -261/272*z^3 + 227/68*z + 1
*
[ -4/3 ] 
f(z) = -261/272*z^3 + 235/68*z + 1
*
[ 3/2 ] 
f(z) = -280/261*z^3 + 239/87*z + 1
*
[ 3/2 ] 
f(z) = -272/261*z^3 + 233/87*z + 1
*
[ 3/2 ] 
f(z) = -272/279*z^3 + 235/93*z + 1
*
[ 3/2 ] 
f(z) = -268/261*z^3 + 230/87*z + 1
*
[ 3/2 ] 
f(z) = -268/279*z^3 + 232/93*z + 1
*
[ 6/5 ] 
f(z) = -275/276*z^3 + 221/138*z + 1
*
[ -5/3 ] 
f(z) = -279/275*z^3 + 243/55*z + 1
*
[ -4/3 ] 
f(z) = -279/272*z^3 + 243/68*z + 1
*
-2 | 0.11825606645244364815711360602058364975 | 0.017169533767182983548809066588989693845
f(z) = -279/272*z^3 + 245/68*z + 1
*
-2 | 0.11811337402406178617144934857790415332 | 0.017169249182820198980559686763892693994
f(z) = -277/272*z^3 + 243/68*z + 1
*
-2 | 0.11796932849972884560227565123670411719 | 0.017168936263772254699461171312178706645
f(z) = -275/272*z^3 + 241/68*z + 1
*
[ -2/5 ] 
f(z) = -275/272*z^3 + 249/68*z + 1
*
[ 3/2 ] 
f(z) = -280/279*z^3 + 241/93*z + 1
*
[ -3/4 ] 
f(z) = -272/261*z^3 + 254/87*z + 1
*
[ -3/5 ] 
f(z) = -275/261*z^3 + 265/87*z + 1
*
[ -3/4 ] 
f(z) = -272/279*z^3 + 268/93*z + 1
*
[ 6/5 ] 
f(z) = -265/264*z^3 + 266/165*z + 1
*
-2/5 | 0.17503836941494866247864323417621783876 | 0.022754213146306960989597382810028315149
f(z) = -265/264*z^3 + 274/165*z + 1
*
-6/5 | 0.19809213916721386680058121577798510469 | 0.028467860645200054284999020166632254804
f(z) = -275/272*z^3 + 263/204*z + 1
*
[ 3 ] 
f(z) = -269/270*z^3 + 289/30*z + 1
*
[ 3 ] 
f(z) = -263/270*z^3 + 283/30*z + 1
*
[ 2 ] 
f(z) = -265/272*z^3 + 299/68*z + 1
*
[ 2 ] 
f(z) = -263/272*z^3 + 297/68*z + 1
*
[ 2 ] 
f(z) = -261/272*z^3 + 295/68*z + 1
*
[ -3/5 ] 
f(z) = -275/279*z^3 + 281/93*z + 1
*
[ 6/5 ] 
f(z) = -275/261*z^3 + 293/174*z + 1
*
[ 6/5 ] 
f(z) = -275/279*z^3 + 295/186*z + 1
*
-3/5 | 0.14294363158933795495793116567078559998 | 0.025352011353026296922351910161653776693
f(z) = -275/273*z^3 + 281/273*z + 1
*
[ 2/3 ] 
f(z) = -279/290*z^3 - 21/290*z + 1
*
[ 2/3 ] 
f(z) = -279/298*z^3 - 25/298*z + 1
*
[ 2/3 ] 
f(z) = -261/286*z^3 - 27/286*z + 1
*
[ 2/3 ] 
f(z) = -261/298*z^3 - 33/298*z + 1
*
[ 2/3 ] 
f(z) = -279/280*z^3 - 2/35*z + 1
*
[ 2/3 ] 
f(z) = -279/296*z^3 - 3/37*z + 1
*
[ 2/3 ] 
f(z) = -261/280*z^3 - 3/35*z + 1
*
[ 2/3 ] 
f(z) = -261/296*z^3 - 4/37*z + 1
*
[ 2/3 ] 
f(z) = -273/296*z^3 - 10/111*z + 1
*
[ 2/3 ] 
f(z) = -267/280*z^3 - 8/105*z + 1
*
[ 2/3 ] 
f(z) = -267/296*z^3 - 11/111*z + 1
*
[ 2/3 ] 
f(z) = -279/284*z^3 - 9/142*z + 1
*
[ 2/3 ] 
f(z) = -279/292*z^3 - 11/146*z + 1
*
[ 2/3 ] 
f(z) = -261/284*z^3 - 13/142*z + 1
*
[ 2/3 ] 
f(z) = -261/292*z^3 - 15/146*z + 1
*
[ 2/3 ] 
f(z) = -279/286*z^3 - 19/286*z + 1
*
[ 3/4 ] 
f(z) = -272/297*z^3 + 2/11*z + 1
*
[ 4/5 ] 
f(z) = -275/288*z^3 + 13/36*z + 1
*
[ 3/4 ] 
f(z) = -280/297*z^3 + 13/66*z + 1
*
[ 3/4 ] 
f(z) = -278/297*z^3 + 17/88*z + 1
*
[ 3/4 ] 
f(z) = -266/297*z^3 + 15/88*z + 1
*
[ 7/10 ] 
f(z) = -275/294*z^3 + 5/168*z + 1
*
[ 3/2 ] 
f(z) = -280/297*z^3 + 27/11*z + 1
*
[ 3/2 ] 
f(z) = -268/297*z^3 + 26/11*z + 1
*
[ 6/5 ] 
f(z) = -275/288*z^3 + 37/24*z + 1
*
[ 3/4 ] 
f(z) = -268/297*z^3 + 23/132*z + 1
*
[ 3/4 ] 
f(z) = -269/297*z^3 + 31/176*z + 1
*
[ 3/4 ] 
f(z) = -263/297*z^3 + 29/176*z + 1
*
[ -3/2 ] 
f(z) = -272/297*z^3 + 41/11*z + 1
*
[ 3/2 ] 
f(z) = -274/297*z^3 + 53/22*z + 1
*
[ 3/2 ] 
f(z) = -262/297*z^3 + 51/22*z + 1
*
[ 4/5 ] 
f(z) = -275/296*z^3 + 51/148*z + 1
*
[ 17/22 ] 
f(z) = -264/289*z^3 + 47/187*z + 1
*
[ 3/4 ] 
f(z) = -274/297*z^3 + 49/264*z + 1
*
[ 3/4 ] 
f(z) = -262/297*z^3 + 43/264*z + 1
*
[ 3/4 ] 
f(z) = -272/285*z^3 + 58/285*z + 1
*
[ 3/4 ] 
f(z) = -272/291*z^3 + 56/291*z + 1
*
[ 12/5 ] 
f(z) = -275/288*z^3 + 73/12*z + 1
*
[ -3/4 ] 
f(z) = -280/297*z^3 + 63/22*z + 1
*
[ -6/5 ] 
f(z) = -275/288*z^3 + 77/24*z + 1
*
[ 3/2 ] 
f(z) = -272/297*z^3 + 79/33*z + 1
*
[ 17/18 ] 
f(z) = -270/289*z^3 + 79/102*z + 1
*
[ 4/5 ] 
f(z) = -265/288*z^3 + 61/180*z + 1
*
[ -12/5 ] 
f(z) = -275/288*z^3 + 83/12*z + 1
*
[ 3 ] 
f(z) = -272/297*z^3 + 98/11*z + 1
*
[ 3 ] 
f(z) = -269/297*z^3 + 97/11*z + 1
*
[ 3 ] 
f(z) = -266/297*z^3 + 96/11*z + 1
*
[ 3 ] 
f(z) = -263/297*z^3 + 95/11*z + 1
*
[ -3/2 ] 
f(z) = -278/297*z^3 + 83/22*z + 1
*
[ -3/4 ] 
f(z) = -272/297*z^3 + 94/33*z + 1
*
[ -3/2 ] 
f(z) = -266/297*z^3 + 81/22*z + 1
*
[ 7/5 ] 
f(z) = -275/294*z^3 + 89/42*z + 1
*
[ 6/7 ] 
f(z) = -280/297*z^3 + 81/154*z + 1
*
[ 17/20 ] 
f(z) = -280/289*z^3 + 89/170*z + 1
*
[ -3 ] 
f(z) = -280/297*z^3 + 108/11*z + 1
*
[ 3 ] 
f(z) = -278/297*z^3 + 100/11*z + 1
*
[ -3 ] 
f(z) = -277/297*z^3 + 107/11*z + 1
*
[ -3 ] 
f(z) = -274/297*z^3 + 106/11*z + 1
*
[ -3 ] 
f(z) = -271/297*z^3 + 105/11*z + 1
*
[ -3 ] 
f(z) = -268/297*z^3 + 104/11*z + 1
*
[ -3 ] 
f(z) = -265/297*z^3 + 103/11*z + 1
*
[ -3 ] 
f(z) = -262/297*z^3 + 102/11*z + 1
*
[ -2/3 ] 
f(z) = -279/280*z^3 + 103/35*z + 1
*
[ -2/3 ] 
f(z) = -279/296*z^3 + 108/37*z + 1
*
[ -4/5 ] 
f(z) = -275/288*z^3 + 103/36*z + 1
*
-2 | 0.11782712461497256547719899211220557960 | 0.017179559283504966785036857792868054273
f(z) = -275/296*z^3 + 119/37*z + 1
*
-2 | 0.11767696738741946848617433930785288362 | 0.017178802920302291675682744065295383467
f(z) = -273/296*z^3 + 118/37*z + 1
*
-2 | 0.11763131873666131817222909540038178847 | 0.017172139006433996259254827851581190021
f(z) = -271/280*z^3 + 118/35*z + 1
*
-2 | 0.11752520384669185170337648320945528221 | 0.017177990235019718050878063281597678911
f(z) = -271/296*z^3 + 117/37*z + 1
*
-2 | 0.11748147283760183080686528705305374772 | 0.017171598322285017587887095027902959015
f(z) = -269/280*z^3 + 117/35*z + 1
*
-2 | 0.11737178885039618495023246867949051961 | 0.017177117484647958798548241716057740268
f(z) = -269/296*z^3 + 116/37*z + 1
*
-2 | 0.11733007733842371375164952505856337101 | 0.017171013091517113036335424539751490667
f(z) = -267/280*z^3 + 116/35*z + 1
*
-2 | 0.11721667493805058412727580503248212764 | 0.017176180643887650911261405389804761387
f(z) = -267/296*z^3 + 115/37*z + 1
*
-2 | 0.11705981215317312039633021778524160654 | 0.017175175379516555972434058589754860410
f(z) = -265/296*z^3 + 114/37*z + 1
*
-2 | 0.11702247162593434973514427063038398054 | 0.017169696726405013995979120273084429680
f(z) = -263/280*z^3 + 114/35*z + 1
*
-2 | 0.11690114784720498579477100477956401345 | 0.017174097021945869462551063283792426740
f(z) = -263/296*z^3 + 113/37*z + 1
*
[ -2/3 ] 
f(z) = -261/280*z^3 + 102/35*z + 1
*
-2 | 0.11686617340295075805335108676630387560 | 0.017168958881645520772223870102650489688
f(z) = -261/280*z^3 + 113/35*z + 1
*
[ -2/3 ] 
f(z) = -261/296*z^3 + 107/37*z + 1
*
-2 | 0.11674062646295752648485787032357180468 | 0.017172940533597472710759116206606905535
f(z) = -261/296*z^3 + 112/37*z + 1
*
[ 3/2 ] 
f(z) = -277/297*z^3 + 107/44*z + 1
*
[ 3/2 ] 
f(z) = -271/297*z^3 + 105/44*z + 1
*
[ 3/2 ] 
f(z) = -265/297*z^3 + 103/44*z + 1
*
-3/7 | 0.22407136213253719196095675403225993610 | 0.027836933056570440859623279574868592149
f(z) = -280/297*z^3 + 116/77*z + 1
*
-2/5 | 0.11132949214775884853496029440294780514 | 0.018057087902217645405511487775355363195
f(z) = -275/288*z^3 + 119/72*z + 1
*
[ 17/15 ] 
f(z) = -270/289*z^3 + 112/85*z + 1
*
[ 4/5 ] 
f(z) = -275/284*z^3 + 105/284*z + 1
*
[ 4/5 ] 
f(z) = -275/292*z^3 + 103/292*z + 1
*
[ -3/2 ] 
f(z) = -280/297*z^3 + 125/33*z + 1
*
-2 | 0.11821596424818217058936277792971689163 | 0.017173909607865450170094359205532139527
f(z) = -279/280*z^3 + 122/35*z + 1
*
-2 | 0.11812279006583158160270088558535220249 | 0.017180916740895431376570882706781630555
f(z) = -279/296*z^3 + 121/37*z + 1
*
-2 | 0.11807194187231912322653479000782489728 | 0.017173520889691141281497259447901449497
f(z) = -277/280*z^3 + 121/35*z + 1
*
-2 | 0.11797571851541364641516746387468351508 | 0.017180262808488703179330001321447808861
f(z) = -277/296*z^3 + 120/37*z + 1
*
[ -2/5 ] 
f(z) = -275/296*z^3 + 135/37*z + 1
*
[ -3/2 ] 
f(z) = -268/297*z^3 + 122/33*z + 1
*
[ -3/4 ] 
f(z) = -268/297*z^3 + 125/44*z + 1
*
[ 17/20 ] 
f(z) = -275/289*z^3 + 139/272*z + 1
*
[ 2 ] 
f(z) = -279/280*z^3 + 157/35*z + 1
*
[ 2 ] 
f(z) = -279/296*z^3 + 158/37*z + 1
*
[ 2 ] 
f(z) = -277/280*z^3 + 156/35*z + 1
*
[ 2 ] 
f(z) = -277/296*z^3 + 157/37*z + 1
*
[ 2 ] 
f(z) = -275/296*z^3 + 156/37*z + 1
*
[ 2 ] 
f(z) = -273/296*z^3 + 155/37*z + 1
*
[ 2 ] 
f(z) = -271/280*z^3 + 153/35*z + 1
*
[ 2 ] 
f(z) = -271/296*z^3 + 154/37*z + 1
*
[ 2 ] 
f(z) = -269/280*z^3 + 152/35*z + 1
*
[ 2 ] 
f(z) = -269/296*z^3 + 153/37*z + 1
*
[ 2 ] 
f(z) = -267/280*z^3 + 151/35*z + 1
*
[ 2 ] 
f(z) = -267/296*z^3 + 152/37*z + 1
*
[ 2 ] 
f(z) = -265/296*z^3 + 151/37*z + 1
*
[ 2 ] 
f(z) = -263/280*z^3 + 149/35*z + 1
*
[ 2 ] 
f(z) = -263/296*z^3 + 150/37*z + 1
*
[ 2 ] 
f(z) = -261/280*z^3 + 148/35*z + 1
*
[ 2 ] 
f(z) = -261/296*z^3 + 149/37*z + 1
*
[ -7/5 ] 
f(z) = -275/294*z^3 + 149/42*z + 1
*
3/2 | 0.21729836328619360000707259626857851920 | 0.026037186676565546846905579804971889093
f(z) = -280/297*z^3 + 156/77*z + 1
*
-8/5 | 0.17144052781815302050448894478945168022 | 0.026828493127299580143043535964147886572
f(z) = -275/288*z^3 + 149/72*z + 1
*
[ 3/2 ] 
f(z) = -266/297*z^3 + 155/66*z + 1
*
-15/14 | 0.24132448374990223887109859212774590705 | 0.028960828143389956377657517903244023019
f(z) = -280/297*z^3 + 141/154*z + 1
*
-4/5 | 0.19727156214986221517730009676278091774 | 0.027126066464044053602291040229772287500
f(z) = -265/288*z^3 + 151/180*z + 1
*
[ -3/8 ] 
f(z) = -272/297*z^3 + 167/44*z + 1
*
[ -3/2 ] 
f(z) = -269/297*z^3 + 163/44*z + 1
*
[ -3/2 ] 
f(z) = -263/297*z^3 + 161/44*z + 1
*
[ 3/2 ] 
f(z) = -278/297*z^3 + 161/66*z + 1
*
[ 6/5 ] 
f(z) = -275/296*z^3 + 167/111*z + 1
*
[ 12/11 ] 
f(z) = -275/288*z^3 + 161/132*z + 1
*
[ 6/5 ] 
f(z) = -265/288*z^3 + 179/120*z + 1
*
[ 17/5 ] 
f(z) = -275/289*z^3 + 199/17*z + 1
*
[ -2 ] 
f(z) = -279/280*z^3 + 192/35*z + 1
*
[ -2 ] 
f(z) = -279/296*z^3 + 195/37*z + 1
*
[ -2 ] 
f(z) = -277/280*z^3 + 191/35*z + 1
*
[ -2 ] 
f(z) = -277/296*z^3 + 194/37*z + 1
*
[ -2 ] 
f(z) = -275/296*z^3 + 193/37*z + 1
*
[ -2 ] 
f(z) = -273/296*z^3 + 192/37*z + 1
*
[ -2 ] 
f(z) = -271/280*z^3 + 188/35*z + 1
*
[ -2 ] 
f(z) = -271/296*z^3 + 191/37*z + 1
*
[ -2 ] 
f(z) = -269/280*z^3 + 187/35*z + 1
*
[ -2 ] 
f(z) = -269/296*z^3 + 190/37*z + 1
*
[ -2 ] 
f(z) = -267/280*z^3 + 186/35*z + 1
*
[ -2 ] 
f(z) = -267/296*z^3 + 189/37*z + 1
*
[ -2 ] 
f(z) = -265/296*z^3 + 188/37*z + 1
*
[ -2 ] 
f(z) = -263/280*z^3 + 184/35*z + 1
*
[ -2 ] 
f(z) = -263/296*z^3 + 187/37*z + 1
*
[ -2 ] 
f(z) = -261/280*z^3 + 183/35*z + 1
*
[ -2 ] 
f(z) = -261/296*z^3 + 186/37*z + 1
*
[ 17/9 ] 
f(z) = -270/289*z^3 + 194/51*z + 1
*
[ 17/14 ] 
f(z) = -280/289*z^3 + 191/119*z + 1
*
5/4 | 0.16689266024176418650470815996307331396 | 0.029525516090210745184744078954830165864
f(z) = -272/285*z^3 + 197/285*z + 1
*
[ -17/5 ] 
f(z) = -275/289*z^3 + 209/17*z + 1
*
[ 8/5 ] 
f(z) = -275/288*z^3 + 203/72*z + 1
*
[ 17/10 ] 
f(z) = -275/289*z^3 + 215/68*z + 1
*
[ 17/12 ] 
f(z) = -264/289*z^3 + 217/102*z + 1
*
[ 17/15 ] 
f(z) = -275/289*z^3 + 205/153*z + 1
*
-2 | 0.10431609731819616137648480242337724381 | 0.015200317225209229892672919272806981976
f(z) = -275/288*z^3 + 239/72*z + 1
*
-2 | 0.10401769693747644279492757433004357361 | 0.015194204226883899207549605480834064034
f(z) = -271/288*z^3 + 235/72*z + 1
*
-2 | 0.10386615265214801781823735442133673276 | 0.015191033618995218197539998951169785537
f(z) = -269/288*z^3 + 233/72*z + 1
*
-2 | 0.10355816100105579776010241920683307767 | 0.015184444649936547282719631901106260972
f(z) = -265/288*z^3 + 229/72*z + 1
*
-2 | 0.10340162118853627354072157348509528462 | 0.015181017658592667430618516618241703673
f(z) = -263/288*z^3 + 227/72*z + 1
*
[ 33/28 ] 
f(z) = -280/297*z^3 + 225/154*z + 1
*
7/5 | 0.21952423055714801097421636568206934969 | 0.029891347079981415576429074520133949541
f(z) = -265/294*z^3 + 221/210*z + 1
*
[ -3/10 ] 
f(z) = -280/297*z^3 + 243/55*z + 1
*
[ -17/9 ] 
f(z) = -270/289*z^3 + 248/51*z + 1
*
-2 | 0.10446303348640794583683499095894703074 | 0.015203266702095089064148344630091215154
f(z) = -277/288*z^3 + 241/72*z + 1
*
[ -3/2 ] 
f(z) = -274/297*z^3 + 247/66*z + 1
*
[ -3/2 ] 
f(z) = -262/297*z^3 + 241/66*z + 1
*
[ -3/4 ] 
f(z) = -274/297*z^3 + 251/88*z + 1
*
[ -3/4 ] 
f(z) = -262/297*z^3 + 249/88*z + 1
*
[ 17/6 ] 
f(z) = -270/289*z^3 + 277/34*z + 1
*
[ -3/7 ] 
f(z) = -280/297*z^3 + 270/77*z + 1
*
[ -2/5 ] 
f(z) = -275/288*z^3 + 263/72*z + 1
*
[ 17/10 ] 
f(z) = -280/289*z^3 + 273/85*z + 1
*
[ -17/15 ] 
f(z) = -270/289*z^3 + 262/85*z + 1
*
[ 4/3 ] 
f(z) = -261/280*z^3 + 267/140*z + 1
*
[ 4/3 ] 
f(z) = -261/296*z^3 + 269/148*z + 1
*
[ 3 ] 
f(z) = -277/297*z^3 + 299/33*z + 1
*
[ 3 ] 
f(z) = -274/297*z^3 + 296/33*z + 1
*
[ 3 ] 
f(z) = -271/297*z^3 + 293/33*z + 1
*
[ 3 ] 
f(z) = -268/297*z^3 + 290/33*z + 1
*
[ 3 ] 
f(z) = -265/297*z^3 + 287/33*z + 1
*
[ 3 ] 
f(z) = -262/297*z^3 + 284/33*z + 1
*
[ -8/5 ] 
f(z) = -275/288*z^3 + 293/72*z + 1
*
[ -17/10 ] 
f(z) = -275/289*z^3 + 295/68*z + 1
*
[ 2 ] 
f(z) = -263/288*z^3 + 299/72*z + 1
*
[ -3/5 ] 
f(z) = -275/288*z^3 + 289/96*z + 1
*
[ -17/18 ] 
f(z) = -270/289*z^3 + 295/102*z + 1
*
[ 17/12 ] 
f(z) = -270/289*z^3 + 295/136*z + 1
*
[ 4/3 ] 
f(z) = -279/280*z^3 + 283/140*z + 1
*
[ 4/3 ] 
f(z) = -279/296*z^3 + 285/148*z + 1
*
-6/11 | 0.23065379458531028221332547419983641422 | 0.028225296744660622913111204838988950992
f(z) = -275/288*z^3 + 295/264*z + 1
*
[ -1/16 ] 
f(z) = -256*z^3 + 18*z + 1
*
[ -1/6 ] 
f(z) = -252*z^3 + 14*z + 1
*
[ -1/5 ] 
f(z) = -250*z^3 + 16*z + 1
*
[ -1/7 ] 
f(z) = -245*z^3 + 13*z + 1
*
[ -2/7 ] 
f(z) = -245/4*z^3 + 19/2*z + 1
*
[ -2/7 ] 
f(z) = -245/8*z^3 + 7*z + 1
*
[ 4/7 ] 
f(z) = -245/16*z^3 + 17/4*z + 1
*
[ -1/9 ] 
f(z) = -243*z^3 + 13*z + 1
*
-2/9 | 0.15803862241427329662712154434774562828 | 0.028770590688707779007777526801345296377
f(z) = -243/2*z^3 + 11*z + 1
*
[ -2/9 ] 
f(z) = -243/4*z^3 + 17/2*z + 1
*
[ -2/9 ] 
f(z) = -243/8*z^3 + 7*z + 1
*
[ 2/3 ] 
f(z) = -243/8*z^3 + 13*z + 1
*
[ -2/3 ] 
f(z) = -243/8*z^3 + 16*z + 1
*
14/27 | 0.19480848454765818584558592824151487165 | 0.029553720719167764984074054690826337558
f(z) = -243/8*z^3 + 17/3*z + 1
*
[ 4/9 ] 
f(z) = -243/8*z^3 + 19/4*z + 1
*
-2/9 | 0.15356991118224185051813866660300873682 | 0.027957071437535185964697015204067985779
f(z) = -243/16*z^3 + 13/4*z + 1
*
-1/11 | 0.12354677393773797867750290905737231231 | 0.022508321300311875846240744852178349949
f(z) = -242*z^3 + 15*z + 1
*
6/11 | 0.098127224993097948689576600433949807196 | 0.017877270591992288083512051129060646822
f(z) = -242/9*z^3 + 17/3*z + 1
*
1/4 | 0.14683320692212424463961851025315034078 | 0.023537282162707962438266739954275143142
f(z) = -256*z^3 + 23/2*z + 1
*
-1/8 | 0.18541463902660710889283811218049710081 | 0.029721864470211481479104506660255184704
f(z) = -256*z^3 + 25/2*z + 1
*
[ -3/16 ] 
f(z) = -256/3*z^3 + 28/3*z + 1
*
-1/8 | 0.14865895836164959164451386702166912971 | 0.026808692751508845780414348307279712641
f(z) = -256/3*z^3 + 34/3*z + 1
*
-3/16 | 0.098892249377260235703011288627847340143 | 0.017833919719866002725732743491780709440
f(z) = -256/5*z^3 + 39/5*z + 1
*
[ -3/16 ] 
f(z) = -256/9*z^3 + 22/3*z + 1
*
[ -3/8 ] 
f(z) = -256/9*z^3 + 23/3*z + 1
*
[ 1/3 ] 
f(z) = -252*z^3 + 26*z + 1
*
[ -1/3 ] 
f(z) = -252*z^3 + 32*z + 1
*
[ -1/10 ] 
f(z) = -250*z^3 + 27/2*z + 1
*
-1/10 | 0.13129852025561556537710376268983991501 | 0.021127401467029039830912392926360911160
f(z) = -250*z^3 + 29/2*z + 1
*
-1/5 | 0.14407213419660552066761476507949422828 | 0.023182818918731748151029325258817113277
f(z) = -250*z^3 + 31/2*z + 1
*
[ -1/5 ] 
f(z) = -250/3*z^3 + 28/3*z + 1
*
2/5 | 0.11077305778707303441869542962295196481 | 0.020062273270596875049627043895375137271
f(z) = -250/3*z^3 + 31/3*z + 1
*
[ 3/5 ] 
f(z) = -250/9*z^3 + 28/3*z + 1
*
[ -3/5 ] 
f(z) = -250/9*z^3 + 38/3*z + 1
*
[ 1/4 ] 
f(z) = -248*z^3 + 25/2*z + 1
*
[ 2/7 ] 
f(z) = -245*z^3 + 35/2*z + 1
*
[ -1/7 ] 
f(z) = -245/2*z^3 + 21/2*z + 1
*
[ -2/7 ] 
f(z) = -245/2*z^3 + 29/2*z + 1
*
[ -1/7 ] 
f(z) = -245/3*z^3 + 29/3*z + 1
*
[ -1/7 ] 
f(z) = -245/4*z^3 + 37/4*z + 1
*
4/7 | 0.14973816257557763920363122561918812966 | 0.027218893722996284025722863439281287405
f(z) = -245/6*z^3 + 34/3*z + 1
*
[ 3/7 ] 
f(z) = -245/6*z^3 + 37/6*z + 1
*
18/35 | 0.20753394598090835654195436614323803847 | 0.029186164391169033888799797015700377872
f(z) = -245/8*z^3 + 28/5*z + 1
*
[ 4/7 ] 
f(z) = -245/8*z^3 + 37/4*z + 1
*
-2/7 | 0.099019006623316158286067784212063570728 | 0.013925360458496841735745590842319809456
f(z) = -245/8*z^3 + 37/5*z + 1
*
-1/7 | 0.15412362593577247054552188386417054470 | 0.028016068331486545896386719799611746058
f(z) = -245/8*z^3 + 37/8*z + 1
*
-2/35 | 0.11880543914153609847356691416056079447 | 0.016707989919243782981593635564597674862
f(z) = -245/8*z^3 + 38/5*z + 1
*
[ -3/7 ] 
f(z) = -245/9*z^3 + 25/3*z + 1
*
[ -2/7 ] 
f(z) = -245/12*z^3 + 37/6*z + 1
*
[ -2/7 ] 
f(z) = -245/16*z^3 + 23/4*z + 1
*
-2/7 | 0.093134458882830757288994625083765902577 | 0.016929665054498271203668834619155826543
f(z) = -245/16*z^3 + 27/4*z + 1
*
[ -4/7 ] 
f(z) = -245/16*z^3 + 31/4*z + 1
*
[ -3/7 ] 
f(z) = -245/18*z^3 + 35/6*z + 1
*
[ 1/3 ] 
f(z) = -243*z^3 + 25*z + 1
*
[ -1/3 ] 
f(z) = -243*z^3 + 31*z + 1
*
-2/27 | 0.15268656004959256424950870053533526165 | 0.023163549389308883773206473682072363365
f(z) = -243*z^3 + 34/3*z + 1
*
[ -2/9 ] 
f(z) = -243*z^3 + 35/2*z + 1
*
-5/27 | 0.077376527142294104298594544724485918988 | 0.011738525037512046326985519751934442757
f(z) = -243*z^3 + 37/3*z + 1
*
-1/9 | 0.15589450932440985065002051004494422847 | 0.028380259520564222653226839447437611301
f(z) = -243/2*z^3 + 25/2*z + 1
*
-4/27 | 0.11596251749978156616687539098986773766 | 0.017592272041117045030552205617801299004
f(z) = -243/2*z^3 + 32/3*z + 1
*
[ -1/3 ] 
f(z) = -243/2*z^3 + 35/2*z + 1
*
-2/9 | 0.090871782596811585413966537774801932887 | 0.013785843518853979821851172341687352675
f(z) = -243/4*z^3 + 35/6*z + 1
*
[ -4/9 ] 
f(z) = -243/8*z^3 + 37/4*z + 1
*
-2/9 | 0.15410065642055768192813445985165599725 | 0.028053692464587281742305040009012135971
f(z) = -243/10*z^3 + 36/5*z + 1
*
-2/9 | 0.16271890581696105269406140336686972672 | 0.029622626197679164218090511145564502655
f(z) = -243/16*z^3 + 29/4*z + 1
*
-2/9 | 0.090065900436854048946381085918289395218 | 0.016396303111818353134255456384370419592
f(z) = -243/16*z^3 + 33/4*z + 1
*
[ -2/3 ] 
f(z) = -243/16*z^3 + 37/4*z + 1
*
-4/27 | 0.16107347791275970224901166045662690561 | 0.024435899660900894329057667673511046170
f(z) = -243/16*z^3 + 37/12*z + 1
*
-3/22 | 0.11748648334809764589631475611836675182 | 0.019004346449601889156018762267631093628
f(z) = -242*z^3 + 25/2*z + 1
*
-1/11 | 0.12448252928528205943750351459569715605 | 0.020136010935410461596388868076877272079
f(z) = -242*z^3 + 31/2*z + 1
*
-2/11 | 0.10106208288872478846343938544078503031 | 0.018411956544365408841736080256879048583
f(z) = -242/3*z^3 + 26/3*z + 1
*
-2/11 | 0.079552265970994220491729849151753858581 | 0.014493198855563648159014385659979104411
f(z) = -242/3*z^3 + 29/3*z + 1
*
[ -3/11 ] 
f(z) = -242/3*z^3 + 32/3*z + 1
*
[ -1/11 ] 
f(z) = -242/3*z^3 + 38/3*z + 1
*
[ -3/11 ] 
f(z) = -242/9*z^3 + 20/3*z + 1
*
[ 1/4 ] 
f(z) = -260*z^3 + 53/4*z + 1
*
[ 1/2 ] 
f(z) = -260/7*z^3 + 58/7*z + 1
*
[ 1/2 ] 
f(z) = -260/9*z^3 + 56/9*z + 1
*
[ 1/2 ] 
f(z) = -260/11*z^3 + 54/11*z + 1
*
[ 1/2 ] 
f(z) = -260/17*z^3 + 48/17*z + 1
*
[ -2/7 ] 
f(z) = -259/8*z^3 + 50/7*z + 1
*
[ -3/16 ] 
f(z) = -256*z^3 + 46/3*z + 1
*
-3/32 | 0.15632043412084555410756025064147882494 | 0.022552271509575378727307829598690055513
f(z) = -256*z^3 + 57/4*z + 1
*
7/16 | 0.16238884872675861965983883246744776955 | 0.029284698344220340017736334996981060317
f(z) = -256/3*z^3 + 40/3*z + 1
*
[ -3/8 ] 
f(z) = -256/3*z^3 + 47/3*z + 1
*
[ -1/16 ] 
f(z) = -256/3*z^3 + 52/3*z + 1
*
3/8 | 0.11244013573321781875065365363759334776 | 0.018024091802132808504066750897345701387
f(z) = -256/3*z^3 + 53/6*z + 1
*
[ -1/4 ] 
f(z) = -256/5*z^3 + 41/5*z + 1
*
[ -5/16 ] 
f(z) = -256/5*z^3 + 46/5*z + 1
*
[ -1/8 ] 
f(z) = -256/5*z^3 + 49/5*z + 1
*
-1/4 | 0.17758513689544133821049029532724117706 | 0.028466799592737878404254114840972425400
f(z) = -256/5*z^3 + 57/10*z + 1
*
[ 1/2 ] 
f(z) = -256/5*z^3 + 59/5*z + 1
*
[ 7/16 ] 
f(z) = -256/7*z^3 + 40/7*z + 1
*
[ -1/4 ] 
f(z) = -256/7*z^3 + 51/7*z + 1
*
[ 3/4 ] 
f(z) = -256/9*z^3 + 47/3*z + 1
*
15/32 | 0.15805772238949989019138061283704875163 | 0.022802909226553597111456833961375252650
f(z) = -256/9*z^3 + 47/12*z + 1
*
[ -3/4 ] 
f(z) = -256/9*z^3 + 55/3*z + 1
*
[ 1/2 ] 
f(z) = -256/9*z^3 + 55/9*z + 1
*
[ 1/2 ] 
f(z) = -256/11*z^3 + 53/11*z + 1
*
[ 1/2 ] 
f(z) = -256/13*z^3 + 51/13*z + 1
*
[ 1/2 ] 
f(z) = -256/17*z^3 + 47/17*z + 1
*
[ 2/3 ] 
f(z) = -255/8*z^3 + 41/3*z + 1
*
[ -2/5 ] 
f(z) = -255/8*z^3 + 43/5*z + 1
*
[ -2/3 ] 
f(z) = -255/8*z^3 + 50/3*z + 1
*
-1/12 | 0.13232378277452568277726346024141610853 | 0.019133758565882762659919977303924741132
f(z) = -252*z^3 + 43/4*z + 1
*
[ 1/4 ] 
f(z) = -252*z^3 + 51/4*z + 1
*
[ -1/12 ] 
f(z) = -252*z^3 + 59/4*z + 1
*
[ -1/6 ] 
f(z) = -252/5*z^3 + 42/5*z + 1
*
[ -1/3 ] 
f(z) = -252/5*z^3 + 48/5*z + 1
*
[ 1/2 ] 
f(z) = -252/5*z^3 + 58/5*z + 1
*
[ 1/2 ] 
f(z) = -252/11*z^3 + 52/11*z + 1
*
[ 1/2 ] 
f(z) = -252/13*z^3 + 50/13*z + 1
*
[ 1/2 ] 
f(z) = -252/17*z^3 + 46/17*z + 1
*
-1/5 | 0.10906699380487383574358672809340794535 | 0.017550100034878229649938633589063820808
f(z) = -250/3*z^3 + 53/6*z + 1
*
-1/5 | 0.10101201385507393970571621660064369225 | 0.016253963605640648152468037590136766788
f(z) = -250/3*z^3 + 59/6*z + 1
*
[ -1/5 ] 
f(z) = -250/7*z^3 + 52/7*z + 1
*
[ -3/10 ] 
f(z) = -250/9*z^3 + 41/6*z + 1
*
3/5 | 0.13238278865983249816323884574667761519 | 0.021301872388935155591838384800096051638
f(z) = -250/9*z^3 + 47/6*z + 1
*
[ 2/3 ] 
f(z) = -249/8*z^3 + 40/3*z + 1
*
[ -2/3 ] 
f(z) = -249/8*z^3 + 49/3*z + 1
*
[ -1/4 ] 
f(z) = -248*z^3 + 41/2*z + 1
*
[ 1/2 ] 
f(z) = -248/3*z^3 + 59/3*z + 1
*
[ 1/2 ] 
f(z) = -248/5*z^3 + 57/5*z + 1
*
[ 1/2 ] 
f(z) = -248/7*z^3 + 55/7*z + 1
*
[ 1/2 ] 
f(z) = -248/9*z^3 + 53/9*z + 1
*
[ 1/2 ] 
f(z) = -248/11*z^3 + 51/11*z + 1
*
[ 1/2 ] 
f(z) = -248/13*z^3 + 49/13*z + 1
*
[ 1/2 ] 
f(z) = -248/15*z^3 + 47/15*z + 1
*
[ 1/2 ] 
f(z) = -248/17*z^3 + 45/17*z + 1
*
[ -2/7 ] 
f(z) = -245*z^3 + 49/2*z + 1
*
-8/35 | 0.16309778481560836213670155078158570772 | 0.022936964538330335037303657662965279636
f(z) = -245/2*z^3 + 57/5*z + 1
*
[ 3/7 ] 
f(z) = -245/3*z^3 + 41/3*z + 1
*
[ -3/7 ] 
f(z) = -245/3*z^3 + 55/3*z + 1
*
[ -2/7 ] 
f(z) = -245/6*z^3 + 47/6*z + 1
*
[ -1/7 ] 
f(z) = -245/6*z^3 + 53/6*z + 1
*
[ -4/7 ] 
f(z) = -245/8*z^3 + 51/4*z + 1
*
-2/7 | 0.14075055816119416762220657519416641407 | 0.025585157572027007596516740357263596464
f(z) = -245/12*z^3 + 43/6*z + 1
*
[ 6/7 ] 
f(z) = -245/18*z^3 + 59/6*z + 1
*
[ 1/4 ] 
f(z) = -244*z^3 + 49/4*z + 1
*
[ 1/2 ] 
f(z) = -244/3*z^3 + 58/3*z + 1
*
[ 1/2 ] 
f(z) = -244/5*z^3 + 56/5*z + 1
*
[ 1/2 ] 
f(z) = -244/7*z^3 + 54/7*z + 1
*
[ 1/2 ] 
f(z) = -244/9*z^3 + 52/9*z + 1
*
[ 1/2 ] 
f(z) = -244/11*z^3 + 50/11*z + 1
*
[ 1/2 ] 
f(z) = -244/13*z^3 + 48/13*z + 1
*
[ 1/2 ] 
f(z) = -244/15*z^3 + 46/15*z + 1
*
-5/27 | 0.11686125621576889959463591698176812967 | 0.017728616580080362903778601787294794457
f(z) = -243*z^3 + 43/3*z + 1
*
-1/27 | 0.17660563501213913580977269992705670862 | 0.026792229438565173922065579896931997021
f(z) = -243*z^3 + 58/3*z + 1
*
-2/9 | 0.18853545813277953811611312867956443252 | 0.028602061600419621197211089490797496991
f(z) = -243/2*z^3 + 55/6*z + 1
*
1/3 | 0.17647011681444617308599994013469637466 | 0.026771670441988189713871759103313818536
f(z) = -243/2*z^3 + 59/6*z + 1
*
-2/9 | 0.093762343895071465069355746434626373974 | 0.014224360565628236474294178553331107943
f(z) = -243/4*z^3 + 47/6*z + 1
*
[ 2/3 ] 
f(z) = -243/4*z^3 + 53/2*z + 1
*
-2/9 | 0.13282320885016526078101737571040747222 | 0.020150149150311555165419813510676272880
f(z) = -243/4*z^3 + 53/6*z + 1
*
[ -2/3 ] 
f(z) = -243/4*z^3 + 59/2*z + 1
*
-10/27 | 0.16326982552468808300394312956482274345 | 0.024769099952848459408780028163575162020
f(z) = -243/4*z^3 + 59/6*z + 1
*
-2/9 | 0.099069234564406745452103681774206696993 | 0.018035340690483668782242478667781189689
f(z) = -243/5*z^3 + 42/5*z + 1
*
[ -1/3 ] 
f(z) = -243/5*z^3 + 47/5*z + 1
*
[ -1/9 ] 
f(z) = -243/5*z^3 + 53/5*z + 1
*
[ -1/3 ] 
f(z) = -243/7*z^3 + 55/7*z + 1
*
[ -2/27 ] 
f(z) = -243/8*z^3 + 44/3*z + 1
*
-4/27 | 0.11626737540185472094092980152880838360 | 0.017638520977952736452164161139968086274
f(z) = -243/8*z^3 + 53/12*z + 1
*
[ -1/3 ] 
f(z) = -243/8*z^3 + 59/8*z + 1
*
-2/9 | 0.15552531518969277150537001192004268007 | 0.028313048523832214945476613446671682864
f(z) = -243/10*z^3 + 41/5*z + 1
*
2/3 | 0.11996440978501421783362604656803355703 | 0.018199385264242724332664021854178744936
f(z) = -243/16*z^3 + 59/12*z + 1
*
[ 3/11 ] 
f(z) = -242*z^3 + 46/3*z + 1
*
[ -1/22 ] 
f(z) = -242*z^3 + 47/2*z + 1
*
[ -3/22 ] 
f(z) = -242/3*z^3 + 59/6*z + 1
*
-2/11 | 0.12367485284796426978633182670411942007 | 0.022531655307111761880758171899243708350
f(z) = -242/5*z^3 + 43/5*z + 1
*
[ 5/11 ] 
f(z) = -242/5*z^3 + 44/5*z + 1
*
-3/11 | 0.13965626457720659386186214441626989059 | 0.025443222631529630687213063444462814461
f(z) = -242/7*z^3 + 53/7*z + 1
*
[ -3/22 ] 
f(z) = -242/9*z^3 + 53/6*z + 1
*
-2/11 | 0.15769756777145033322305660330000335812 | 0.028730070487039211487920604452668298289
f(z) = -242/15*z^3 + 53/15*z + 1
*
[ 1/2 ] 
f(z) = -260*z^3 + 64*z + 1
*
[ -1/2 ] 
f(z) = -260*z^3 + 68*z + 1
*
[ -1/10 ] 
f(z) = -260*z^3 + 68/5*z + 1
*
[ 1/2 ] 
f(z) = -260/3*z^3 + 62/3*z + 1
*
[ -1/2 ] 
f(z) = -260/3*z^3 + 74/3*z + 1
*
-3/32 | 0.15541125497325221070426223424103471903 | 0.022421104684824121581517835766715330371
f(z) = -256*z^3 + 61/4*z + 1
*
[ 1/2 ] 
f(z) = -256*z^3 + 63*z + 1
*
[ -1/2 ] 
f(z) = -256*z^3 + 67*z + 1
*
-7/32 | 0.19201638389928281735607509276975715468 | 0.027702108482092671905687328410196998124
f(z) = -256*z^3 + 69/4*z + 1
*
[ 1/2 ] 
f(z) = -256/3*z^3 + 61/3*z + 1
*
-1/8 | 0.093688078425612256152930470656008960789 | 0.015018147348338564926808710056886022489
f(z) = -256/3*z^3 + 71/6*z + 1
*
-1/8 | 0.18263506807730496889329565051560409035 | 0.026348670700754610761112475739533142961
f(z) = -256/3*z^3 + 79/12*z + 1
*
[ -1/2 ] 
f(z) = -256/5*z^3 + 79/5*z + 1
*
[ -7/16 ] 
f(z) = -256/7*z^3 + 72/7*z + 1
*
-3/32 | 0.19179446537296838231537630207574990401 | 0.027670092406353149669394616735187564930
f(z) = -256/9*z^3 + 71/12*z + 1
*
[ 9/16 ] 
f(z) = -256/9*z^3 + 74/9*z + 1
*
[ -1/4 ] 
f(z) = -256/11*z^3 + 71/11*z + 1
*
[ 1/3 ] 
f(z) = -255*z^3 + 79/3*z + 1
*
[ 1/3 ] 
f(z) = -255/2*z^3 + 73/6*z + 1
*
[ 2/3 ] 
f(z) = -255/16*z^3 + 79/12*z + 1
*
[ 1/2 ] 
f(z) = -252*z^3 + 62*z + 1
*
[ -1/2 ] 
f(z) = -252*z^3 + 66*z + 1
*
[ -1/2 ] 
f(z) = -252/5*z^3 + 78/5*z + 1
*
[ -1/3 ] 
f(z) = -252/11*z^3 + 72/11*z + 1
*
-3/25 | 0.12959175095726769745156821845342300348 | 0.018173270164300186383477623174681045840
f(z) = -250*z^3 + 63/5*z + 1
*
-3/25 | 0.096531736645206027910045800899191302036 | 0.013537106463364920523280579103931998394
f(z) = -250*z^3 + 68/5*z + 1
*
[ 2/5 ] 
f(z) = -250*z^3 + 77/2*z + 1
*
[ -1/5 ] 
f(z) = -250/9*z^3 + 64/9*z + 1
*
-3/25 | 0.21292359632619646300565221909136768593 | 0.029859292831580918234853509956712852571
f(z) = -250/9*z^3 + 71/15*z + 1
*
[ -1/5 ] 
f(z) = -250/11*z^3 + 76/11*z + 1
*
[ 1/3 ] 
f(z) = -249*z^3 + 77/3*z + 1
*
[ 1/3 ] 
f(z) = -249/2*z^3 + 71/6*z + 1
*
[ 2/3 ] 
f(z) = -249/16*z^3 + 77/12*z + 1
*
[ 1/2 ] 
f(z) = -248*z^3 + 61*z + 1
*
[ -1/2 ] 
f(z) = -248*z^3 + 65*z + 1
*
[ -1/4 ] 
f(z) = -248/3*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -248/3*z^3 + 71/3*z + 1
*
[ -1/2 ] 
f(z) = -248/5*z^3 + 77/5*z + 1
*
[ 1/3 ] 
f(z) = -246*z^3 + 76/3*z + 1
*
[ -2/7 ] 
f(z) = -245/3*z^3 + 67/6*z + 1
*
[ 4/7 ] 
f(z) = -245/4*z^3 + 77/4*z + 1
*
[ 6/7 ] 
f(z) = -245/8*z^3 + 67/3*z + 1
*
[ -1/7 ] 
f(z) = -245/8*z^3 + 69/8*z + 1
*
[ -6/7 ] 
f(z) = -245/8*z^3 + 74/3*z + 1
*
26/35 | 0.18153428032389068312830446837899912513 | 0.025529748028079418365492071957820918484
f(z) = -245/8*z^3 + 77/5*z + 1
*
-12/35 | 0.19010486186805437687542655553227908151 | 0.026735056396758979966835105181026982595
f(z) = -245/9*z^3 + 73/15*z + 1
*
[ -1/7 ] 
f(z) = -245/9*z^3 + 77/9*z + 1
*
[ 4/7 ] 
f(z) = -245/12*z^3 + 71/12*z + 1
*
-3/7 | 0.077504084629178906378554424969316538136 | 0.014088428803545390943514384013765033865
f(z) = -245/12*z^3 + 77/12*z + 1
*
[ -6/7 ] 
f(z) = -245/18*z^3 + 73/6*z + 1
*
[ 1/2 ] 
f(z) = -244*z^3 + 60*z + 1
*
[ -1/2 ] 
f(z) = -244*z^3 + 64*z + 1
*
[ -1/2 ] 
f(z) = -244/3*z^3 + 70/3*z + 1
*
[ -1/2 ] 
f(z) = -244/5*z^3 + 76/5*z + 1
*
-7/27 | 0.12781847481052572615395184245804719482 | 0.019390898276692472205573073035635940923
f(z) = -243*z^3 + 61/3*z + 1
*
-2/9 | 0.18727645673753269754784864006660327507 | 0.027222964193261573169515301261912378840
f(z) = -243*z^3 + 67/4*z + 1
*
-4/27 | 0.11142410135323595030379389990824039608 | 0.015295379624363090253712769001782859222
f(z) = -243*z^3 + 77/6*z + 1
*
[ -1/18 ] 
f(z) = -243*z^3 + 79/4*z + 1
*
[ -4/9 ] 
f(z) = -243/4*z^3 + 61/4*z + 1
*
-1/9 | 0.16909369817145960294541783045880128417 | 0.025652619508510209552282531991384656621
f(z) = -243/4*z^3 + 73/12*z + 1
*
[ 5/9 ] 
f(z) = -243/5*z^3 + 71/5*z + 1
*
[ -2/9 ] 
f(z) = -243/5*z^3 + 79/10*z + 1
*
[ -1/9 ] 
f(z) = -243/7*z^3 + 73/7*z + 1
*
[ -1/3 ] 
f(z) = -243/11*z^3 + 71/11*z + 1
*
[ -1/3 ] 
f(z) = -243/13*z^3 + 79/13*z + 1
*
-4/9 | 0.15436425806778348943404529970998131022 | 0.023418067147074131358738319820252989358
f(z) = -243/16*z^3 + 73/12*z + 1
*
[ -3/11 ] 
f(z) = -242*z^3 + 68/3*z + 1
*
[ -3/22 ] 
f(z) = -242*z^3 + 77/6*z + 1
*
-3/22 | 0.098636199032373032638396081634011842330 | 0.015955167313410407866012684532546721443
f(z) = -242/3*z^3 + 65/6*z + 1
*
-3/22 | 0.095488881343064868822572231540307152683 | 0.015446064359180726100992180977809876005
f(z) = -242/3*z^3 + 67/6*z + 1
*
-1/11 | 0.081270753565764306632280839376352544662 | 0.013146172333781166400685889903952304046
f(z) = -242/3*z^3 + 73/6*z + 1
*
-1/11 | 0.16605552321171921305193212715515616076 | 0.026860763919839624725117316103928750410
f(z) = -242/3*z^3 + 79/6*z + 1
*
[ -5/11 ] 
f(z) = -242/5*z^3 + 66/5*z + 1
*
-5/22 | 0.15520614796968027381127913809299562010 | 0.025105793645935516702566659367183253214
f(z) = -242/5*z^3 + 71/10*z + 1
*
5/11 | 0.11526487768304578143527111871711719187 | 0.018644984567878433198306558051583632159
f(z) = -242/5*z^3 + 73/10*z + 1
*
-4/11 | 0.15982825318912317720258593710573183501 | 0.029118248587060166571977736653429465713
f(z) = -242/9*z^3 + 68/9*z + 1
*
7/11 | 0.15113296138218554822493763072264198938 | 0.027534100207037278610575508847537063760
f(z) = -242/15*z^3 + 68/15*z + 1
*
-4/11 | 0.083680030175603369840602012314193086537 | 0.015245213983179129291115258093886619325
f(z) = -242/15*z^3 + 77/15*z + 1
*
-12/35 | 0.12921040065747994177845566481103300215 | 0.018171273026268890328062076005702030086
f(z) = -245/16*z^3 + 61/20*z + 1
*
-4/35 | 0.084624617617044606695392248409124609825 | 0.011901031369287862191379152845412311535
f(z) = -245/16*z^3 + 79/20*z + 1
*
[ 4/9 ] 
f(z) = -243/10*z^3 + 71/20*z + 1
*
[ -1/5 ] 
f(z) = -260*z^3 + 82/5*z + 1
*
[ -1/4 ] 
f(z) = -260*z^3 + 85/4*z + 1
*
[ -1/2 ] 
f(z) = -260/7*z^3 + 86/7*z + 1
*
[ -1/2 ] 
f(z) = -260/9*z^3 + 92/9*z + 1
*
[ -1/2 ] 
f(z) = -260/11*z^3 + 98/11*z + 1
*
[ -1/7 ] 
f(z) = -259*z^3 + 93/7*z + 1
*
[ 1/3 ] 
f(z) = -258*z^3 + 80/3*z + 1
*
[ -1/6 ] 
f(z) = -258*z^3 + 85/6*z + 1
*
[ -1/3 ] 
f(z) = -258*z^3 + 98/3*z + 1
*
-7/32 | 0.071041900161856650741512539040253878638 | 0.010249179705883943684900013511348921852
f(z) = -256/3*z^3 + 85/12*z + 1
*
[ 3/8 ] 
f(z) = -256/5*z^3 + 83/15*z + 1
*
[ -1/16 ] 
f(z) = -256/5*z^3 + 86/5*z + 1
*
-1/4 | 0.14519282076663133262971076052364770360 | 0.023274329165855458418486365767527441601
f(z) = -256/5*z^3 + 87/10*z + 1
*
[ 5/8 ] 
f(z) = -256/5*z^3 + 97/5*z + 1
*
[ -1/2 ] 
f(z) = -256/7*z^3 + 85/7*z + 1
*
-3/8 | 0.12951382207176317764701109094049285390 | 0.018684894882950830901510338571758637702
f(z) = -256/9*z^3 + 83/12*z + 1
*
[ -1/8 ] 
f(z) = -256/9*z^3 + 85/9*z + 1
*
[ -1/2 ] 
f(z) = -256/9*z^3 + 91/9*z + 1
*
[ -1/4 ] 
f(z) = -256/13*z^3 + 81/13*z + 1
*
[ -5/16 ] 
f(z) = -256/15*z^3 + 88/15*z + 1
*
[ -1/5 ] 
f(z) = -255*z^3 + 81/5*z + 1
*
[ -1/3 ] 
f(z) = -255*z^3 + 97/3*z + 1
*
[ 2/5 ] 
f(z) = -255/4*z^3 + 87/10*z + 1
*
-2/3 | 0.18998725093667739581856662633051980715 | 0.028613072848259640894470557582115837363
f(z) = -255/16*z^3 + 91/12*z + 1
*
[ -2/11 ] 
f(z) = -253/8*z^3 + 83/11*z + 1
*
[ -1/4 ] 
f(z) = -252*z^3 + 83/4*z + 1
*
[ -1/7 ] 
f(z) = -252*z^3 + 92/7*z + 1
*
[ -1/6 ] 
f(z) = -252/11*z^3 + 84/11*z + 1
*
[ -1/2 ] 
f(z) = -252/11*z^3 + 96/11*z + 1
*
[ -1/3 ] 
f(z) = -252/13*z^3 + 80/13*z + 1
*
[ -1/6 ] 
f(z) = -252/13*z^3 + 98/13*z + 1
*
[ -1/3 ] 
f(z) = -252/17*z^3 + 96/17*z + 1
*
-2/25 | 0.16234477261182023766118759841090654673 | 0.022766382818682268808356783220487268584
f(z) = -250*z^3 + 83/5*z + 1
*
[ -2/5 ] 
f(z) = -250*z^3 + 87/2*z + 1
*
[ 3/5 ] 
f(z) = -250/3*z^3 + 88/3*z + 1
*
-1/10 | 0.098384144364422093940510113339904651415 | 0.015831109992181252750177388157868147884
f(z) = -250/3*z^3 + 89/6*z + 1
*
[ -3/5 ] 
f(z) = -250/3*z^3 + 98/3*z + 1
*
[ -1/5 ] 
f(z) = -250/13*z^3 + 88/13*z + 1
*
[ -1/3 ] 
f(z) = -249*z^3 + 95/3*z + 1
*
-2/3 | 0.17170472547961295041224049949740955945 | 0.025952695548625551109821995033769430833
f(z) = -249/16*z^3 + 89/12*z + 1
*
[ -1/4 ] 
f(z) = -248/5*z^3 + 81/10*z + 1
*
[ -1/2 ] 
f(z) = -248/7*z^3 + 83/7*z + 1
*
[ -1/2 ] 
f(z) = -248/9*z^3 + 89/9*z + 1
*
[ 3/4 ] 
f(z) = -248/9*z^3 + 91/6*z + 1
*
[ -1/2 ] 
f(z) = -248/11*z^3 + 95/11*z + 1
*
[ -1/6 ] 
f(z) = -246*z^3 + 83/6*z + 1
*
[ -1/3 ] 
f(z) = -246*z^3 + 94/3*z + 1
*
[ 1/4 ] 
f(z) = -246*z^3 + 99/8*z + 1
*
-3/14 | 0.15844282241659787625451378768102549541 | 0.023004226939541840060712091988895137015
f(z) = -245/2*z^3 + 85/8*z + 1
*
5/14 | 0.14463542762616088275246780640053182642 | 0.020999538823295642846725126398345846869
f(z) = -245/3*z^3 + 89/12*z + 1
*
-2/7 | 0.12453866054762913591816093666470518433 | 0.017514271232203513935497311319171937862
f(z) = -245/4*z^3 + 87/10*z + 1
*
[ -4/7 ] 
f(z) = -245/4*z^3 + 91/4*z + 1
*
-6/35 | 0.14089642911187091323586794604912275974 | 0.019814716685269668513802944004603798404
f(z) = -245/4*z^3 + 93/10*z + 1
*
-3/14 | 0.18571078030155307578652109511790941071 | 0.026963246867336735318697017944157599758
f(z) = -245/4*z^3 + 93/16*z + 1
*
-2/7 | 0.21191856472628850372158259212060996751 | 0.029802787386941680369068445931856149491
f(z) = -245/4*z^3 + 97/10*z + 1
*
18/35 | 0.20692799408708946942500308405139456001 | 0.029100947433034555135322365232078664001
f(z) = -245/6*z^3 + 83/10*z + 1
*
[ -2/35 ] 
f(z) = -245/8*z^3 + 93/5*z + 1
*
[ -3/14 ] 
f(z) = -245/9*z^3 + 83/12*z + 1
*
[ -1/7 ] 
f(z) = -245/11*z^3 + 93/11*z + 1
*
[ -3/7 ] 
f(z) = -245/12*z^3 + 85/12*z + 1
*
[ 6/7 ] 
f(z) = -245/12*z^3 + 89/6*z + 1
*
5/7 | 0.12836130202014008550489223764533716223 | 0.023333080743983098147443596230673281445
f(z) = -245/16*z^3 + 93/16*z + 1
*
-2/7 | 0.13434508813148644916028488446901262958 | 0.024420793024035093275434056417554044003
f(z) = -245/18*z^3 + 83/18*z + 1
*
-4/7 | 0.087664237196910810108425414122622826246 | 0.015935306768345712407572799003975566695
f(z) = -245/18*z^3 + 89/18*z + 1
*
[ -1/4 ] 
f(z) = -244*z^3 + 81/4*z + 1
*
[ -1/2 ] 
f(z) = -244/7*z^3 + 82/7*z + 1
*
[ -1/2 ] 
f(z) = -244/9*z^3 + 88/9*z + 1
*
[ -1/2 ] 
f(z) = -244/11*z^3 + 94/11*z + 1
*
[ -1/27 ] 
f(z) = -243*z^3 + 85/3*z + 1
*
-1/18 | 0.16839430523707189748394588977471967865 | 0.024478208428743915251852205080107603963
f(z) = -243*z^3 + 95/4*z + 1
*
[ -2/27 ] 
f(z) = -243*z^3 + 95/6*z + 1
*
[ -1/6 ] 
f(z) = -243/2*z^3 + 83/8*z + 1
*
-8/27 | 0.15357126043099705905800460648386404722 | 0.023297764221136566344642381910055353284
f(z) = -243/2*z^3 + 85/6*z + 1
*
-4/27 | 0.16134754219493563430310516421126431844 | 0.022148456925901975434911438449724037928
f(z) = -243/2*z^3 + 89/12*z + 1
*
[ 4/9 ] 
f(z) = -243/2*z^3 + 91/4*z + 1
*
[ -2/27 ] 
f(z) = -243/4*z^3 + 89/6*z + 1
*
[ -5/9 ] 
f(z) = -243/5*z^3 + 89/5*z + 1
*
-1/9 | 0.18916325809956011785859053782742371809 | 0.028697302959792739382463049722410885647
f(z) = -243/5*z^3 + 94/15*z + 1
*
[ -1/9 ] 
f(z) = -243/8*z^3 + 83/8*z + 1
*
-5/9 | 0.15620774085456851941118048849500563052 | 0.028437282645717576162489059014668624483
f(z) = -243/8*z^3 + 91/8*z + 1
*
-4/9 | 0.10009662861678460422298824405784085031 | 0.018222375564019155709673395556636444504
f(z) = -243/10*z^3 + 83/10*z + 1
*
-5/9 | 0.15212566916729813656166364704060960238 | 0.027694150290586315659556472074538057869
f(z) = -243/10*z^3 + 97/10*z + 1
*
[ -1/3 ] 
f(z) = -243/14*z^3 + 83/14*z + 1
*
[ -2/9 ] 
f(z) = -243/14*z^3 + 89/14*z + 1
*
[ -1/3 ] 
f(z) = -243/16*z^3 + 91/16*z + 1
*
[ 8/9 ] 
f(z) = -243/16*z^3 + 95/8*z + 1
*
[ -1/3 ] 
f(z) = -243/17*z^3 + 95/17*z + 1
*
3/11 | 0.14316421531028307627228130301533897757 | 0.019663531042196804593593203130185160202
f(z) = -242*z^3 + 83/6*z + 1
*
4/11 | 0.16701413833967562765738181179855282019 | 0.024292145518804357204593288556049232094
f(z) = -242/3*z^3 + 89/12*z + 1
*
-6/11 | 0.094995340150310587066793189990550631006 | 0.017306689361335790140717342633786945298
f(z) = -242/5*z^3 + 82/5*z + 1
*
-3/22 | 0.13450426123192649285500626544909621552 | 0.021757103511437062528616067220437682616
f(z) = -242/5*z^3 + 89/10*z + 1
*
[ 7/11 ] 
f(z) = -242/7*z^3 + 94/7*z + 1
*
-4/11 | 0.16267032736097530775923500337035789167 | 0.026313182335014414469930815423730006643
f(z) = -242/9*z^3 + 91/18*z + 1
*
-3/11 | 0.15335843386688623529091648607975033772 | 0.027939547052261180693593295006609351607
f(z) = -242/15*z^3 + 83/15*z + 1
*
[ -3/11 ] 
f(z) = -242/15*z^3 + 88/15*z + 1
*
-4/11 | 0.089415111258216383403125373417620285731 | 0.016290057515522986819778038941215513863
f(z) = -242/15*z^3 + 92/15*z + 1
*
[ 3/7 ] 
f(z) = -259/9*z^3 + 83/21*z + 1
*
[ 1/2 ] 
f(z) = -258/17*z^3 + 95/34*z + 1
*
[ 1/2 ] 
f(z) = -254/15*z^3 + 97/30*z + 1
*
[ 1/2 ] 
f(z) = -254/17*z^3 + 93/34*z + 1
*
[ 1/2 ] 
f(z) = -250/13*z^3 + 99/26*z + 1
*
[ 1/2 ] 
f(z) = -250/17*z^3 + 91/34*z + 1
*
[ 1/2 ] 
f(z) = -246/13*z^3 + 97/26*z + 1
*
[ 1/2 ] 
f(z) = -246/17*z^3 + 89/34*z + 1
*
[ 1/2 ] 
f(z) = -242/13*z^3 + 95/26*z + 1
*
-3/11 | 0.17342782778712365334219445578496407131 | 0.028053291147570624359411104904884422882
f(z) = -242/19*z^3 + 93/38*z + 1
*
[ -3/10 ] 
f(z) = -260/9*z^3 + 104/15*z + 1
*
[ -1/2 ] 
f(z) = -260/17*z^3 + 116/17*z + 1
*
[ 2/7 ] 
f(z) = -259/2*z^3 + 113/14*z + 1
*
[ 1/4 ] 
f(z) = -258*z^3 + 105/8*z + 1
*
[ 1/2 ] 
f(z) = -258/5*z^3 + 119/10*z + 1
*
[ 1/2 ] 
f(z) = -258/7*z^3 + 115/14*z + 1
*
[ 3/8 ] 
f(z) = -256*z^3 + 103/3*z + 1
*
11/32 | 0.15647817819460032055770179019308410597 | 0.022575029168868941171635177484739856000
f(z) = -256*z^3 + 109/4*z + 1
*
[ 5/16 ] 
f(z) = -256*z^3 + 114/5*z + 1
*
[ -3/8 ] 
f(z) = -256*z^3 + 119/3*z + 1
*
[ -5/8 ] 
f(z) = -256/5*z^3 + 113/5*z + 1
*
[ -9/16 ] 
f(z) = -256/9*z^3 + 106/9*z + 1
*
[ 11/16 ] 
f(z) = -256/11*z^3 + 116/11*z + 1
*
[ -1/2 ] 
f(z) = -256/13*z^3 + 103/13*z + 1
*
[ -3/16 ] 
f(z) = -256/15*z^3 + 104/15*z + 1
*
[ -1/2 ] 
f(z) = -256/15*z^3 + 109/15*z + 1
*
[ -1/4 ] 
f(z) = -256/17*z^3 + 101/17*z + 1
*
[ -1/2 ] 
f(z) = -256/17*z^3 + 115/17*z + 1
*
[ -1/4 ] 
f(z) = -256/19*z^3 + 111/19*z + 1
*
[ -1/3 ] 
f(z) = -255/2*z^3 + 109/6*z + 1
*
[ -1/5 ] 
f(z) = -255/2*z^3 + 111/10*z + 1
*
[ -2/3 ] 
f(z) = -255/16*z^3 + 115/12*z + 1
*
[ 1/4 ] 
f(z) = -254*z^3 + 103/8*z + 1
*
[ 1/2 ] 
f(z) = -254/5*z^3 + 117/10*z + 1
*
[ 1/2 ] 
f(z) = -254/7*z^3 + 113/14*z + 1
*
[ 1/2 ] 
f(z) = -254/9*z^3 + 109/18*z + 1
*
[ -1/14 ] 
f(z) = -252*z^3 + 114/7*z + 1
*
[ -1/9 ] 
f(z) = -252*z^3 + 118/9*z + 1
*
[ -1/2 ] 
f(z) = -252/13*z^3 + 102/13*z + 1
*
[ -1/2 ] 
f(z) = -252/17*z^3 + 114/17*z + 1
*
[ -1/3 ] 
f(z) = -252/19*z^3 + 104/19*z + 1
*
[ -2/5 ] 
f(z) = -250/3*z^3 + 101/6*z + 1
*
-6/25 | 0.10581759106067398724545074745040425880 | 0.014839306177097509912309370721955445031
f(z) = -250/3*z^3 + 112/15*z + 1
*
[ 1/2 ] 
f(z) = -250/3*z^3 + 119/6*z + 1
*
[ 1/2 ] 
f(z) = -250/7*z^3 + 111/14*z + 1
*
[ 1/2 ] 
f(z) = -250/9*z^3 + 107/18*z + 1
*
[ -1/5 ] 
f(z) = -250/17*z^3 + 112/17*z + 1
*
[ -1/3 ] 
f(z) = -249/2*z^3 + 107/6*z + 1
*
[ -2/3 ] 
f(z) = -249/16*z^3 + 113/12*z + 1
*
[ -1/8 ] 
f(z) = -248*z^3 + 103/8*z + 1
*
[ -1/4 ] 
f(z) = -248/7*z^3 + 101/14*z + 1
*
[ -3/4 ] 
f(z) = -248/9*z^3 + 107/6*z + 1
*
[ -1/2 ] 
f(z) = -248/13*z^3 + 101/13*z + 1
*
[ -1/2 ] 
f(z) = -248/15*z^3 + 107/15*z + 1
*
[ -1/2 ] 
f(z) = -248/17*z^3 + 113/17*z + 1
*
[ -1/2 ] 
f(z) = -248/19*z^3 + 119/19*z + 1
*
[ -2/13 ] 
f(z) = -247/8*z^3 + 107/13*z + 1
*
[ 2/3 ] 
f(z) = -247/8*z^3 + 119/9*z + 1
*
[ 1/2 ] 
f(z) = -246/5*z^3 + 113/10*z + 1
*
[ 1/2 ] 
f(z) = -246/7*z^3 + 109/14*z + 1
*
11/35 | 0.071849233105680392832736541780307185149 | 0.010104388074395895459333375108394759982
f(z) = -245*z^3 + 101/5*z + 1
*
-6/35 | 0.10760082853537910812337361392071315094 | 0.015132249596162288118827782207407831178
f(z) = -245/2*z^3 + 101/10*z + 1
*
-2/35 | 0.13027773255636551824756564367283663885 | 0.018321375334176044657082288687479763366
f(z) = -245/2*z^3 + 119/10*z + 1
*
3/7 | 0.17140907516926660473919264557429414180 | 0.025971581592352528921529216082001150856
f(z) = -245/4*z^3 + 103/12*z + 1
*
[ 3/7 ] 
f(z) = -245/4*z^3 + 119/12*z + 1
*
[ -2/21 ] 
f(z) = -245/8*z^3 + 106/9*z + 1
*
[ -6/35 ] 
f(z) = -245/8*z^3 + 116/15*z + 1
*
[ 2/3 ] 
f(z) = -245/8*z^3 + 118/9*z + 1
*
[ 6/7 ] 
f(z) = -245/9*z^3 + 119/6*z + 1
*
[ -6/7 ] 
f(z) = -245/12*z^3 + 103/6*z + 1
*
[ -4/7 ] 
f(z) = -245/12*z^3 + 113/12*z + 1
*
[ -1/7 ] 
f(z) = -245/13*z^3 + 109/13*z + 1
*
-1/7 | 0.13674541339767546754946663806190386893 | 0.024857115984042335236682226102890269718
f(z) = -245/16*z^3 + 117/16*z + 1
*
[ -2/7 ] 
f(z) = -245/18*z^3 + 101/18*z + 1
*
[ -1/2 ] 
f(z) = -244/13*z^3 + 100/13*z + 1
*
[ -1/2 ] 
f(z) = -244/15*z^3 + 106/15*z + 1
*
[ -1/2 ] 
f(z) = -244/17*z^3 + 112/17*z + 1
*
[ -1/2 ] 
f(z) = -244/19*z^3 + 118/19*z + 1
*
-2/9 | 0.095574909712603485575745821707086973494 | 0.013119733602195595015647347353188797582
f(z) = -243*z^3 + 101/6*z + 1
*
-2/27 | 0.13640706252094624077496534494009823454 | 0.018724834029289756052604468947449911313
f(z) = -243*z^3 + 107/6*z + 1
*
-1/27 | 0.18753151518629971790485701674702161853 | 0.028449756891889411204940801003561665984
f(z) = -243*z^3 + 112/3*z + 1
*
[ 2/3 ] 
f(z) = -243/2*z^3 + 107/2*z + 1
*
[ -4/9 ] 
f(z) = -243/2*z^3 + 109/4*z + 1
*
[ -2/3 ] 
f(z) = -243/2*z^3 + 113/2*z + 1
*
-2/27 | 0.12049423077182714495754982257181613715 | 0.018279762571790602099085809170927117703
f(z) = -243/2*z^3 + 115/6*z + 1
*
-4/27 | 0.11878376841861392487833900709655381455 | 0.016305653885557382347013731245972592152
f(z) = -243/2*z^3 + 119/12*z + 1
*
-2/9 | 0.16872490444359751354560626022192848001 | 0.025596671088904540120752258701102822648
f(z) = -243/5*z^3 + 106/15*z + 1
*
[ -2/9 ] 
f(z) = -243/7*z^3 + 101/14*z + 1
*
[ -4/27 ] 
f(z) = -243/8*z^3 + 101/12*z + 1
*
-10/27 | 0.21798565657307836144312471815025116163 | 0.026580013298659324288846135936797995186
f(z) = -243/8*z^3 + 112/15*z + 1
*
[ -10/27 ] 
f(z) = -243/8*z^3 + 118/15*z + 1
*
-2/9 | 0.15455161210536584335863237230582516879 | 0.023446489979453194236100890897125342311
f(z) = -243/10*z^3 + 113/15*z + 1
*
[ -1/9 ] 
f(z) = -243/11*z^3 + 113/11*z + 1
*
[ 2/3 ] 
f(z) = -243/14*z^3 + 101/14*z + 1
*
[ 4/3 ] 
f(z) = -243/16*z^3 + 109/4*z + 1
*
[ -8/9 ] 
f(z) = -243/16*z^3 + 113/8*z + 1
*
[ -4/3 ] 
f(z) = -243/16*z^3 + 115/4*z + 1
*
[ -1/3 ] 
f(z) = -243/19*z^3 + 103/19*z + 1
*
-7/44 | 0.10161936293525195731620209887573666632 | 0.013426832791943394546199129603525619241
f(z) = -242*z^3 + 105/8*z + 1
*
-2/11 | 0.10941895962660348366582797318458029919 | 0.014457383246054172645357289020608623809
f(z) = -242*z^3 + 113/8*z + 1
*
[ 1/2 ] 
f(z) = -242*z^3 + 119/2*z + 1
*
[ 4/11 ] 
f(z) = -242/3*z^3 + 107/12*z + 1
*
-2/11 | 0.19254318346495707698741551080769654217 | 0.028005335822958007550226506000195926320
f(z) = -242/3*z^3 + 113/12*z + 1
*
[ 1/2 ] 
f(z) = -242/3*z^3 + 115/6*z + 1
*
-3/11 | 0.14052201740147173802745770363931907537 | 0.021331453588244079862942867912850923271
f(z) = -242/5*z^3 + 119/15*z + 1
*
-4/11 | 0.18094910369680593219084020235451317905 | 0.029269915639659152650185927086473818423
f(z) = -242/7*z^3 + 113/14*z + 1
*
[ -7/11 ] 
f(z) = -242/7*z^3 + 116/7*z + 1
*
[ -1/11 ] 
f(z) = -242/9*z^3 + 110/9*z + 1
*
-2/11 | 0.099266681246847923730864160929721566285 | 0.018084861989562727251770474566263311590
f(z) = -242/15*z^3 + 113/15*z + 1
*
[ 2/3 ] 
f(z) = -241/8*z^3 + 116/9*z + 1
*
-2/7 | 0.21141415682731225505484483274623287696 | 0.028178266505988333140387825004722562885
f(z) = -259/16*z^3 + 107/28*z + 1
*
[ 1/2 ] 
f(z) = -258/11*z^3 + 107/22*z + 1
*
[ 1/2 ] 
f(z) = -258/13*z^3 + 103/26*z + 1
*
13/32 | 0.15086344416772120052613539953513883105 | 0.021764994275220038547529212614052043254
f(z) = -256/5*z^3 + 109/20*z + 1
*
[ 1/2 ] 
f(z) = -254/11*z^3 + 105/22*z + 1
*
[ 1/2 ] 
f(z) = -254/13*z^3 + 101/26*z + 1
*
-3/20 | 0.18822625627593995932596228477872044972 | 0.024763672113650525858944711460766485301
f(z) = -250/9*z^3 + 103/24*z + 1
*
[ 1/2 ] 
f(z) = -250/11*z^3 + 103/22*z + 1
*
[ 1/2 ] 
f(z) = -246/11*z^3 + 101/22*z + 1
*
-4/35 | 0.17545005658142085718022457722233981038 | 0.024674104130879517985388818813703917358
f(z) = -245/8*z^3 + 103/20*z + 1
*
[ 3/7 ] 
f(z) = -245/8*z^3 + 103/24*z + 1
*
18/35 | 0.18799031962519493161977201656681940540 | 0.026437681539742362458003615344578155753
f(z) = -245/12*z^3 + 107/30*z + 1
*
[ -2/5 ] 
f(z) = -245/16*z^3 + 119/20*z + 1
*
14/27 | 0.24993777840793620244403664131141114508 | 0.029275001205234242086435323613936460034
f(z) = -243/8*z^3 + 116/21*z + 1
*
[ 6/11 ] 
f(z) = -242/15*z^3 + 119/30*z + 1
*
13/22 | 0.17827314306436919994355534446744162242 | 0.028837058331353763779558764321199893669
f(z) = -242/17*z^3 + 101/34*z + 1
*
[ -1/6 ] 
f(z) = -260*z^3 + 128/9*z + 1
*
[ -1/4 ] 
f(z) = -260/3*z^3 + 125/12*z + 1
*
[ -1/2 ] 
f(z) = -260/19*z^3 + 122/19*z + 1
*
[ -2/7 ] 
f(z) = -259/4*z^3 + 137/14*z + 1
*
[ 2/3 ] 
f(z) = -259/8*z^3 + 125/9*z + 1
*
-2 | 0.11652900964169804420759963289695465420 | 0.016792728807420562281892656263662041895
f(z) = -259/8*z^3 + 129*z + 1
*
[ 2 ] 
f(z) = -259/8*z^3 + 130*z + 1
*
[ -2 ] 
f(z) = -259/8*z^3 + 131*z + 1
*
[ 1/2 ] 
f(z) = -258*z^3 + 127/2*z + 1
*
[ -1/2 ] 
f(z) = -258*z^3 + 135/2*z + 1
*
[ 2/3 ] 
f(z) = -257/8*z^3 + 124/9*z + 1
*
-2 | 0.11638591986323327758492549884705564050 | 0.016790938941598695182505418951373101366
f(z) = -257/8*z^3 + 128*z + 1
*
[ 2 ] 
f(z) = -257/8*z^3 + 129*z + 1
*
[ -2 ] 
f(z) = -257/8*z^3 + 130*z + 1
*
[ -1/6 ] 
f(z) = -256*z^3 + 127/9*z + 1
*
-1/8 | 0.20522728592052486969880130552600696448 | 0.029608038765264261108624622224140133435
f(z) = -256/3*z^3 + 127/12*z + 1
*
[ -3/16 ] 
f(z) = -256/5*z^3 + 122/15*z + 1
*
-1/8 | 0.17546129469172048250284317396600515869 | 0.028126348857744682173577148701791179006
f(z) = -256/5*z^3 + 123/10*z + 1
*
[ -1/16 ] 
f(z) = -256/7*z^3 + 120/7*z + 1
*
21/32 | 0.19147410349894807803952719812281071972 | 0.027623873957659250887277057266897848105
f(z) = -256/9*z^3 + 127/12*z + 1
*
[ -1/8 ] 
f(z) = -256/13*z^3 + 121/13*z + 1
*
[ -1/2 ] 
f(z) = -256/19*z^3 + 121/19*z + 1
*
[ -1/3 ] 
f(z) = -255/4*z^3 + 133/12*z + 1
*
[ -2/5 ] 
f(z) = -255/4*z^3 + 137/10*z + 1
*
-2 | 0.11624171562085755897432443848289249920 | 0.016789132095912508611524239147547801957
f(z) = -255/8*z^3 + 127*z + 1
*
[ 2 ] 
f(z) = -255/8*z^3 + 128*z + 1
*
[ -2 ] 
f(z) = -255/8*z^3 + 129*z + 1
*
[ -2/15 ] 
f(z) = -255/8*z^3 + 136/15*z + 1
*
[ 1/2 ] 
f(z) = -254*z^3 + 125/2*z + 1
*
[ -1/2 ] 
f(z) = -254*z^3 + 133/2*z + 1
*
[ 1/2 ] 
f(z) = -254/3*z^3 + 121/6*z + 1
*
[ 2/3 ] 
f(z) = -253/8*z^3 + 122/9*z + 1
*
-2 | 0.11609637941465653110826075138472693349 | 0.016787307976815221806387178741550716605
f(z) = -253/8*z^3 + 126*z + 1
*
[ 2 ] 
f(z) = -253/8*z^3 + 127*z + 1
*
[ -2 ] 
f(z) = -253/8*z^3 + 128*z + 1
*
1/4 | 0.23572980303244119294231488543673661253 | 0.029413517321882829326529949671885928169
f(z) = -252*z^3 + 137/12*z + 1
*
[ -1/6 ] 
f(z) = -252/17*z^3 + 126/17*z + 1
*
[ -1/2 ] 
f(z) = -252/19*z^3 + 120/19*z + 1
*
[ 2/3 ] 
f(z) = -251/8*z^3 + 121/9*z + 1
*
-2 | 0.11594989332918089975631898129341284247 | 0.016785466283377978026773222420531884130
f(z) = -251/8*z^3 + 125*z + 1
*
[ 2 ] 
f(z) = -251/8*z^3 + 126*z + 1
*
[ -2 ] 
f(z) = -251/8*z^3 + 127*z + 1
*
[ 3/10 ] 
f(z) = -250*z^3 + 121/6*z + 1
*
[ 1/2 ] 
f(z) = -250*z^3 + 123/2*z + 1
*
[ -1/2 ] 
f(z) = -250*z^3 + 131/2*z + 1
*
[ -1/25 ] 
f(z) = -250*z^3 + 132/5*z + 1
*
[ -2/5 ] 
f(z) = -250/7*z^3 + 129/14*z + 1
*
-12/25 | 0.10023101928739265571159384663532523098 | 0.014055874535977288877303391207388634901
f(z) = -250/9*z^3 + 131/15*z + 1
*
[ -1/5 ] 
f(z) = -250/19*z^3 + 124/19*z + 1
*
[ -1/3 ] 
f(z) = -249/4*z^3 + 131/12*z + 1
*
-2 | 0.11580223902018297704940308866860285211 | 0.016783606707045466386988492558974285674
f(z) = -249/8*z^3 + 124*z + 1
*
[ 2 ] 
f(z) = -249/8*z^3 + 125*z + 1
*
[ -2 ] 
f(z) = -249/8*z^3 + 126*z + 1
*
[ -1/6 ] 
f(z) = -248*z^3 + 125/9*z + 1
*
[ -1/4 ] 
f(z) = -248/9*z^3 + 121/18*z + 1
*
-2 | 0.11565339770081966442779468665465229147 | 0.016781728931381482624121466359790086965
f(z) = -247/8*z^3 + 123*z + 1
*
[ 2 ] 
f(z) = -247/8*z^3 + 124*z + 1
*
[ -2 ] 
f(z) = -247/8*z^3 + 125*z + 1
*
[ 1/2 ] 
f(z) = -246*z^3 + 121/2*z + 1
*
[ -1/2 ] 
f(z) = -246*z^3 + 129/2*z + 1
*
[ 3/7 ] 
f(z) = -245*z^3 + 131/3*z + 1
*
-6/35 | 0.15311937056774014578640423837922128588 | 0.019621020644828403229719767795444250963
f(z) = -245*z^3 + 137/10*z + 1
*
[ -1/14 ] 
f(z) = -245/2*z^3 + 125/8*z + 1
*
[ 3/7 ] 
f(z) = -245/2*z^3 + 127/6*z + 1
*
-9/35 | 0.12979442027549190185784883834369086254 | 0.018253405578119144531703011967693253833
f(z) = -245/2*z^3 + 131/10*z + 1
*
-2/7 | 0.11381708921068745951034517273662003077 | 0.016525041083378560001608964378713881038
f(z) = -245/3*z^3 + 125/12*z + 1
*
-6/35 | 0.13521171339062400644916541450004748820 | 0.019015256882329101556632389878084787950
f(z) = -245/3*z^3 + 136/15*z + 1
*
-2/7 | 0.17752510367916034609485922613855796605 | 0.025774772944673902550144634020694633530
f(z) = -245/3*z^3 + 137/12*z + 1
*
[ -2/5 ] 
f(z) = -245/4*z^3 + 133/10*z + 1
*
-6/35 | 0.20628062623803444843704938255731959241 | 0.029009906016292951456029688279695018440
f(z) = -245/6*z^3 + 128/15*z + 1
*
-2 | 0.11550335012729590421616381995956406018 | 0.016779832631803932264821225849800168094
f(z) = -245/8*z^3 + 122*z + 1
*
[ 2 ] 
f(z) = -245/8*z^3 + 123*z + 1
*
[ -2 ] 
f(z) = -245/8*z^3 + 124*z + 1
*
[ -2/7 ] 
f(z) = -245/9*z^3 + 121/18*z + 1
*
[ -6/7 ] 
f(z) = -245/9*z^3 + 133/6*z + 1
*
[ 3/5 ] 
f(z) = -245/9*z^3 + 137/15*z + 1
*
[ 6/7 ] 
f(z) = -245/16*z^3 + 133/12*z + 1
*
[ -1/7 ] 
f(z) = -245/16*z^3 + 133/16*z + 1
*
[ -1/6 ] 
f(z) = -244*z^3 + 124/9*z + 1
*
[ -1/4 ] 
f(z) = -244/3*z^3 + 121/12*z + 1
*
[ -4/27 ] 
f(z) = -243/2*z^3 + 125/12*z + 1
*
-4/27 | 0.15269331214508097821329939517477531739 | 0.020960475758798280149120897623315612429
f(z) = -243/2*z^3 + 131/12*z + 1
*
-1/9 | 0.10455089177661337578724137937765988329 | 0.015861053812315122096520426296670331535
f(z) = -243/4*z^3 + 133/12*z + 1
*
[ -1/6 ] 
f(z) = -243/4*z^3 + 139/16*z + 1
*
-4/9 | 0.15852920341852480373330448249963507810 | 0.025626229740465793469223642863828893627
f(z) = -243/5*z^3 + 121/10*z + 1
*
-2 | 0.11535207658392114163606655689536600899 | 0.016777917475308751025112834063574452461
f(z) = -243/8*z^3 + 121*z + 1
*
[ 2 ] 
f(z) = -243/8*z^3 + 122*z + 1
*
[ -2 ] 
f(z) = -243/8*z^3 + 123*z + 1
*
-4/9 | 0.12665116299741399378038347750749570548 | 0.019213809443025939768622725917137894595
f(z) = -243/10*z^3 + 122/15*z + 1
*
-2/3 | 0.15115471414759243880096962449286824444 | 0.027517390021341043661285863456444387169
f(z) = -243/10*z^3 + 123/10*z + 1
*
[ -2/3 ] 
f(z) = -243/10*z^3 + 133/10*z + 1
*
2/3 | 0.18590619587146570234951472732300899765 | 0.028203185325863381944829440564539802090
f(z) = -243/10*z^3 + 137/15*z + 1
*
[ -1/9 ] 
f(z) = -243/13*z^3 + 133/13*z + 1
*
-20/27 | 0.18854546787360293185247077870000826939 | 0.028603580143543924696731743757757659948
f(z) = -243/16*z^3 + 127/12*z + 1
*
-22/27 | 0.17248630253447885722324558176274051454 | 0.026167299770451122937853600347176951221
f(z) = -243/16*z^3 + 139/12*z + 1
*
[ 4/11 ] 
f(z) = -242*z^3 + 121/4*z + 1
*
[ -1/2 ] 
f(z) = -242*z^3 + 127/2*z + 1
*
[ -3/11 ] 
f(z) = -242/5*z^3 + 124/15*z + 1
*
-5/11 | 0.15862866330881729839027140879494000090 | 0.025659411946360115262966245253848052727
f(z) = -242/7*z^3 + 135/14*z + 1
*
-9/22 | 0.17886537773744578632513495815414841607 | 0.028932856865669127664082075050501203975
f(z) = -242/9*z^3 + 127/18*z + 1
*
-9/22 | 0.16672946602932648746472484755178063973 | 0.026969779377856879992984219169703109833
f(z) = -242/9*z^3 + 139/18*z + 1
*
-2 | 0.11519955686754975372289755964755361734 | 0.016775983120182186757288782999826289395
f(z) = -241/8*z^3 + 120*z + 1
*
[ 2 ] 
f(z) = -241/8*z^3 + 121*z + 1
*
[ -2 ] 
f(z) = -241/8*z^3 + 122*z + 1
*
[ 4/7 ] 
f(z) = -259/16*z^3 + 127/28*z + 1
*
-1/4 | 0.20364231290935508089020397092721086333 | 0.029379375494948510916565232283829475713
f(z) = -256/7*z^3 + 127/28*z + 1
*
5/8 | 0.17011906882673865270928443151013710576 | 0.027269992995220455635675816475525847053
f(z) = -256/15*z^3 + 137/30*z + 1
*
[ -2/5 ] 
f(z) = -255/16*z^3 + 121/20*z + 1
*
[ -2/7 ] 
f(z) = -245/11*z^3 + 139/22*z + 1
*
18/35 | 0.11265997605539049407597758179033581637 | 0.015843733736746261988441624364174008340
f(z) = -245/12*z^3 + 137/30*z + 1
*
[ 3/5 ] 
f(z) = -245/18*z^3 + 127/30*z + 1
*
[ 4/7 ] 
f(z) = -245/18*z^3 + 133/36*z + 1
*
-1/9 | 0.068785238813567734050484361485651720077 | 0.010435170430167368726286099675661720727
f(z) = -243/8*z^3 + 121/24*z + 1
*
-2/9 | 0.18258522960833297231858301072055118917 | 0.027699373032028756218948576372455592106
f(z) = -243/11*z^3 + 124/33*z + 1
*
-2/9 | 0.15737420343865250997763384058683905270 | 0.023874695538168939111766805992867331339
f(z) = -243/14*z^3 + 137/21*z + 1
*
[ -8/27 ] 
f(z) = -243/16*z^3 + 137/24*z + 1
*
-9/22 | 0.18155459874542294800364220286081477054 | 0.029367859142175458335070718408018418845
f(z) = -242/15*z^3 + 121/30*z + 1
*
-1/11 | 0.16118969631382951550669035226796871466 | 0.026073678822932732225584908502851895959
f(z) = -242/15*z^3 + 139/30*z + 1
*
[ -1/5 ] 
f(z) = -260/3*z^3 + 142/15*z + 1
*
[ 3/5 ] 
f(z) = -260/9*z^3 + 146/15*z + 1
*
[ -1/7 ] 
f(z) = -259/2*z^3 + 149/14*z + 1
*
[ -2/3 ] 
f(z) = -259/8*z^3 + 152/9*z + 1
*
[ -1/3 ] 
f(z) = -258/5*z^3 + 146/15*z + 1
*
[ -1/2 ] 
f(z) = -258/5*z^3 + 159/10*z + 1
*
[ -2/3 ] 
f(z) = -257/8*z^3 + 151/9*z + 1
*
[ -5/16 ] 
f(z) = -256*z^3 + 146/5*z + 1
*
[ 3/4 ] 
f(z) = -256/3*z^3 + 143/3*z + 1
*
-1/8 | 0.16202380378342480706654788766202191602 | 0.023375093822431343605259475996213463863
f(z) = -256/3*z^3 + 145/12*z + 1
*
[ -3/32 ] 
f(z) = -256/3*z^3 + 149/12*z + 1
*
[ -3/4 ] 
f(z) = -256/3*z^3 + 151/3*z + 1
*
[ -3/32 ] 
f(z) = -256/9*z^3 + 143/12*z + 1
*
[ -1/16 ] 
f(z) = -256/9*z^3 + 154/9*z + 1
*
[ -11/16 ] 
f(z) = -256/11*z^3 + 148/11*z + 1
*
-3/16 | 0.074798220333545337494631394896543438706 | 0.013488877692815735603849700655847181111
f(z) = -256/15*z^3 + 149/15*z + 1
*
[ -1/8 ] 
f(z) = -256/17*z^3 + 157/17*z + 1
*
[ -1/2 ] 
f(z) = -254/3*z^3 + 145/6*z + 1
*
[ -1/2 ] 
f(z) = -254/5*z^3 + 157/10*z + 1
*
[ -1/11 ] 
f(z) = -253*z^3 + 155/11*z + 1
*
[ -2/3 ] 
f(z) = -253/8*z^3 + 149/9*z + 1
*
[ -1/21 ] 
f(z) = -252*z^3 + 158/7*z + 1
*
[ -1/6 ] 
f(z) = -252/19*z^3 + 140/19*z + 1
*
[ -2/3 ] 
f(z) = -251/8*z^3 + 148/9*z + 1
*
-9/50 | 0.10479237636226230923488397707337505307 | 0.013393629870895077923402930744417006186
f(z) = -250*z^3 + 141/10*z + 1
*
[ -2/25 ] 
f(z) = -250*z^3 + 151/10*z + 1
*
[ -1/15 ] 
f(z) = -250*z^3 + 154/9*z + 1
*
[ -1/2 ] 
f(z) = -250/3*z^3 + 143/6*z + 1
*
[ -1/10 ] 
f(z) = -250/7*z^3 + 159/14*z + 1
*
[ -2/5 ] 
f(z) = -250/9*z^3 + 143/18*z + 1
*
[ -3/25 ] 
f(z) = -250/9*z^3 + 146/15*z + 1
*
[ -1/3 ] 
f(z) = -249/5*z^3 + 143/15*z + 1
*
[ -2/3 ] 
f(z) = -247/8*z^3 + 146/9*z + 1
*
[ -1/3 ] 
f(z) = -246/5*z^3 + 142/15*z + 1
*
[ -1/2 ] 
f(z) = -246/5*z^3 + 153/10*z + 1
*
[ -3/7 ] 
f(z) = -245*z^3 + 145/3*z + 1
*
-5/14 | 0.16647058562075503276713899912144244007 | 0.024169773499169328637775736010588410113
f(z) = -245/2*z^3 + 149/8*z + 1
*
[ -3/7 ] 
f(z) = -245/2*z^3 + 155/6*z + 1
*
[ 4/7 ] 
f(z) = -245/2*z^3 + 157/4*z + 1
*
-6/35 | 0.11863292360527217160342823603096900200 | 0.016683728506116251340016975981648184536
f(z) = -245/3*z^3 + 146/15*z + 1
*
-1/7 | 0.093416598548166491772009011055671883215 | 0.013137475843790132223356743597952382974
f(z) = -245/3*z^3 + 154/15*z + 1
*
-16/35 | 0.14944741623519201160854409982890824634 | 0.021017269427706213722596084120440450845
f(z) = -245/6*z^3 + 143/15*z + 1
*
[ 4/7 ] 
f(z) = -245/6*z^3 + 151/12*z + 1
*
-4/35 | 0.19483317327781334247243078216319768990 | 0.027400013994156373980774186375274494045
f(z) = -245/6*z^3 + 158/15*z + 1
*
[ -2/3 ] 
f(z) = -245/8*z^3 + 145/9*z + 1
*
24/35 | 0.11155607698092158957304210143386649546 | 0.015688488869664745243008725157666460413
f(z) = -245/9*z^3 + 157/15*z + 1
*
-1/7 | 0.091812498618002403285913869481219239048 | 0.016689363615403040055680862884509304638
f(z) = -245/12*z^3 + 149/12*z + 1
*
[ -1/7 ] 
f(z) = -245/17*z^3 + 141/17*z + 1
*
[ -1/7 ] 
f(z) = -245/18*z^3 + 149/18*z + 1
*
[ -1/7 ] 
f(z) = -245/19*z^3 + 157/19*z + 1
*
-4/27 | 0.17805056149922726608624677571605403633 | 0.022317783102264199865317918415856022217
f(z) = -243*z^3 + 151/12*z + 1
*
[ -1/18 ] 
f(z) = -243/2*z^3 + 155/8*z + 1
*
-4/27 | 0.13052810767998987768391476410031412344 | 0.019801967297949756793727497868832321058
f(z) = -243/5*z^3 + 151/15*z + 1
*
-1/9 | 0.13970752187530327211958644401423511078 | 0.021194544444288002968336548301781321201
f(z) = -243/5*z^3 + 154/15*z + 1
*
[ 7/9 ] 
f(z) = -243/7*z^3 + 145/7*z + 1
*
-14/27 | 0.12918703188405215113965779267646314272 | 0.019598517332059369025326019947088880310
f(z) = -243/10*z^3 + 143/15*z + 1
*
-1/9 | 0.13536430698916146887670210886588977798 | 0.024642780421338427040167253154630729107
f(z) = -243/16*z^3 + 147/16*z + 1
*
-4/27 | 0.10878430854852268555900006676396542812 | 0.016503290813723757530558144005779156913
f(z) = -243/16*z^3 + 151/12*z + 1
*
[ -4/11 ] 
f(z) = -242*z^3 + 143/4*z + 1
*
-7/33 | 0.21310357633844129896479203633948504473 | 0.027725614932903295354875048571729917021
f(z) = -242*z^3 + 143/9*z + 1
*
[ -1/2 ] 
f(z) = -242/5*z^3 + 151/10*z + 1
*
[ -9/22 ] 
f(z) = -242/9*z^3 + 143/18*z + 1
*
-9/22 | 0.094370410697599444439815561938860995847 | 0.015265143090330108592984247324488927994
f(z) = -242/9*z^3 + 145/18*z + 1
*
[ -1/11 ] 
f(z) = -242/13*z^3 + 158/13*z + 1
*
-2/11 | 0.13625175511165199311623615632843059424 | 0.024822973389252580279613669928970872807
f(z) = -242/15*z^3 + 143/15*z + 1
*
[ -2/3 ] 
f(z) = -241/8*z^3 + 143/9*z + 1
*
-7/32 | 0.17592303926109697108593741382723598413 | 0.025380329632009900955936389043984985799
f(z) = -256/5*z^3 + 149/20*z + 1
*
-1/3 | 0.19230475813828120263682934356864941695 | 0.028962101543916474586489588111130146119
f(z) = -255/8*z^3 + 157/24*z + 1
*
[ -2/5 ] 
f(z) = -250/11*z^3 + 157/22*z + 1
*
-1/3 | 0.18322810251164043067837350246268746718 | 0.027694422195745360106173487746337917622
f(z) = -249/8*z^3 + 155/24*z + 1
*
[ -1/4 ] 
f(z) = -248/11*z^3 + 141/22*z + 1
*
-1/4 | 0.16881034209805986732879555348542681392 | 0.027198626761525391073293575523711445689
f(z) = -248/15*z^3 + 151/30*z + 1
*
4/7 | 0.16958516721825198192620196549656415445 | 0.023849305930852943961326952876986011530
f(z) = -245/8*z^3 + 157/20*z + 1
*
[ -2/7 ] 
f(z) = -245/13*z^3 + 157/26*z + 1
*
-22/35 | 0.18097006917011167128756309547407582880 | 0.025450401204080609743850221325336226438
f(z) = -245/16*z^3 + 151/20*z + 1
*
-12/35 | 0.16655435234182621314602221331771860214 | 0.023423072714862820393101945928799928195
f(z) = -245/18*z^3 + 143/30*z + 1
*
[ -3/14 ] 
f(z) = -245/18*z^3 + 151/24*z + 1
*
-3/7 | 0.11008301967225063660667928464699907618 | 0.015481328096205358992849999590428762658
f(z) = -245/18*z^3 + 157/30*z + 1
*
-2/9 | 0.16627625486420954333294334993731374496 | 0.024170323441680293404607657556175158101
f(z) = -243/5*z^3 + 143/20*z + 1
*
[ 10/27 ] 
f(z) = -243/5*z^3 + 149/30*z + 1
*
-7/27 | 0.096499350632410609803514916467274372112 | 0.014639582381606240902937729120880101024
f(z) = -243/7*z^3 + 142/21*z + 1
*
14/27 | 0.11915036686747049029349481074926166755 | 0.018075889631625048179662824850603923106
f(z) = -243/7*z^3 + 145/21*z + 1
*
[ -7/27 ] 
f(z) = -243/7*z^3 + 151/21*z + 1
*
-2/9 | 0.19511495869068594318882877146020098072 | 0.029600214850322883083016531225742728175
f(z) = -243/7*z^3 + 155/21*z + 1
*
[ 4/9 ] 
f(z) = -243/7*z^3 + 157/28*z + 1
*
-7/27 | 0.14997768116068843656174862158381081489 | 0.022752594751831907147031605984914252930
f(z) = -243/8*z^3 + 145/24*z + 1
*
[ 14/27 ] 
f(z) = -243/8*z^3 + 152/21*z + 1
*
5/9 | 0.079352054106125569237451080643299347741 | 0.012038225393468449129221132979118718905
f(z) = -243/10*z^3 + 151/30*z + 1
*
[ -2/9 ] 
f(z) = -243/11*z^3 + 145/22*z + 1
*
[ -3/11 ] 
f(z) = -242/7*z^3 + 152/21*z + 1
*
[ 13/22 ] 
f(z) = -242/13*z^3 + 151/26*z + 1
*
-7/22 | 0.15179912825860092655401524243445458815 | 0.024554681883077369523647593987258940771
f(z) = -242/13*z^3 + 153/26*z + 1
*
-3/11 | 0.17509219829231659226897955157604791918 | 0.028322515936668013683849919321602724375
f(z) = -242/15*z^3 + 151/30*z + 1
*
-2/7 | 0.11615398073874103237800907926541867904 | 0.016864333089318019774298691038960523526
f(z) = -245/11*z^3 + 157/44*z + 1
*
[ 14/27 ] 
f(z) = -243/14*z^3 + 157/42*z + 1
*
-1/3 | 0.18371995146209331756344039709343397230 | 0.027871517755795987541358579981125635384
f(z) = -243/16*z^3 + 145/48*z + 1
*
[ -1/10 ] 
f(z) = -260/3*z^3 + 178/15*z + 1
*
[ -1/4 ] 
f(z) = -258*z^3 + 169/8*z + 1
*
[ -1/2 ] 
f(z) = -258/7*z^3 + 171/14*z + 1
*
-7/64 | 0.22178643609819663763791579017824369113 | 0.026664182624608772333747125686797408518
f(z) = -256*z^3 + 161/16*z + 1
*
[ -3/32 ] 
f(z) = -256*z^3 + 167/12*z + 1
*
-11/32 | 0.14218754961694799105788485169091701941 | 0.020513327270852429522881526793656516519
f(z) = -256/3*z^3 + 169/12*z + 1
*
-5/16 | 0.21181238817190271272419854125575423948 | 0.029605000074144268781571510890298797929
f(z) = -256/3*z^3 + 179/15*z + 1
*
[ -3/8 ] 
f(z) = -256/5*z^3 + 163/15*z + 1
*
-21/32 | 0.13205645272730171982872615640190448576 | 0.019051718946706601796069983075731122909
f(z) = -256/9*z^3 + 167/12*z + 1
*
[ 13/16 ] 
f(z) = -256/13*z^3 + 166/13*z + 1
*
[ -3/4 ] 
f(z) = -256/15*z^3 + 179/15*z + 1
*
[ -1/8 ] 
f(z) = -256/19*z^3 + 175/19*z + 1
*
[ -1/6 ] 
f(z) = -255*z^3 + 169/12*z + 1
*
-2/15 | 0.23299143058821401847591806679298156226 | 0.028243734903867320843080927748289737723
f(z) = -255/2*z^3 + 169/15*z + 1
*
[ 2/3 ] 
f(z) = -255/4*z^3 + 167/6*z + 1
*
[ -2/17 ] 
f(z) = -255/8*z^3 + 169/17*z + 1
*
[ -1/4 ] 
f(z) = -254*z^3 + 167/8*z + 1
*
[ -1/2 ] 
f(z) = -254/7*z^3 + 169/14*z + 1
*
[ -1/18 ] 
f(z) = -252*z^3 + 178/9*z + 1
*
[ 5/6 ] 
f(z) = -252/5*z^3 + 174/5*z + 1
*
[ -3/10 ] 
f(z) = -250*z^3 + 161/6*z + 1
*
-1/5 | 0.13606853438761229061319836593533231303 | 0.017391070323309672636373625479223541978
f(z) = -250*z^3 + 161/10*z + 1
*
[ -1/4 ] 
f(z) = -250*z^3 + 165/8*z + 1
*
[ -1/20 ] 
f(z) = -250*z^3 + 173/8*z + 1
*
[ -1/2 ] 
f(z) = -250/7*z^3 + 167/14*z + 1
*
[ -1/2 ] 
f(z) = -250/9*z^3 + 179/18*z + 1
*
[ -1/6 ] 
f(z) = -249*z^3 + 167/12*z + 1
*
[ 2/3 ] 
f(z) = -249/4*z^3 + 163/6*z + 1
*
[ -1/4 ] 
f(z) = -246*z^3 + 163/8*z + 1
*
[ -1/2 ] 
f(z) = -246/7*z^3 + 165/14*z + 1
*
2/7 | 0.23360438499378987056335052145041351910 | 0.029934530449612996759432229146122330340
f(z) = -245*z^3 + 163/10*z + 1
*
[ -4/7 ] 
f(z) = -245/2*z^3 + 171/4*z + 1
*
-5/14 | 0.10527819556748867907818397851803825379 | 0.015285283774181708587809387922503571183
f(z) = -245/3*z^3 + 161/12*z + 1
*
[ -3/7 ] 
f(z) = -245/4*z^3 + 175/12*z + 1
*
6/7 | 0.15743501440494601048142143918768677473 | 0.028618001260725591890247901783305284570
f(z) = -245/6*z^3 + 173/6*z + 1
*
[ 6/7 ] 
f(z) = -245/6*z^3 + 179/6*z + 1
*
[ 8/7 ] 
f(z) = -245/16*z^3 + 161/8*z + 1
*
[ -6/7 ] 
f(z) = -245/16*z^3 + 161/12*z + 1
*
[ -8/7 ] 
f(z) = -245/16*z^3 + 175/8*z + 1
*
[ 3/4 ] 
f(z) = -244/9*z^3 + 179/12*z + 1
*
-1/6 | 0.21721042662119497803009948504684484849 | 0.027226284197385931154905043319405598500
f(z) = -243*z^3 + 161/12*z + 1
*
[ -1/27 ] 
f(z) = -243/2*z^3 + 169/6*z + 1
*
14/27 | 0.10735117157136705386388472098048740693 | 0.016285874564767679910032262781099108516
f(z) = -243/5*z^3 + 166/15*z + 1
*
[ -7/9 ] 
f(z) = -243/7*z^3 + 163/7*z + 1
*
[ -7/9 ] 
f(z) = -243/14*z^3 + 179/14*z + 1
*
-2/27 | 0.18724287416713254736506207632687383825 | 0.028405968162212826628124491689135936782
f(z) = -243/16*z^3 + 163/12*z + 1
*
[ -1/9 ] 
f(z) = -243/16*z^3 + 163/16*z + 1
*
[ -2/27 ] 
f(z) = -243/16*z^3 + 175/12*z + 1
*
[ -1/9 ] 
f(z) = -243/17*z^3 + 173/17*z + 1
*
[ -1/4 ] 
f(z) = -242*z^3 + 161/8*z + 1
*
[ -5/22 ] 
f(z) = -242*z^3 + 179/10*z + 1
*
[ -6/11 ] 
f(z) = -242/3*z^3 + 161/6*z + 1
*
[ -4/11 ] 
f(z) = -242/3*z^3 + 173/12*z + 1
*
[ 9/11 ] 
f(z) = -242/9*z^3 + 160/9*z + 1
*
[ -1/2 ] 
f(z) = -242/9*z^3 + 175/18*z + 1
*
-1/11 | 0.10562297819701302690926436461869596201 | 0.019242881494844259256864184986427116671
f(z) = -242/15*z^3 + 167/15*z + 1
*
[ -2/7 ] 
f(z) = -259/16*z^3 + 163/28*z + 1
*
[ -1/3 ] 
f(z) = -258/7*z^3 + 170/21*z + 1
*
-9/32 | 0.19860512916652834755273912377639597528 | 0.028652663494366247337676787024931792584
f(z) = -256/5*z^3 + 161/20*z + 1
*
[ -5/32 ] 
f(z) = -256/5*z^3 + 173/20*z + 1
*
[ -3/16 ] 
f(z) = -256/7*z^3 + 160/21*z + 1
*
[ -1/5 ] 
f(z) = -255/4*z^3 + 171/20*z + 1
*
[ -1/3 ] 
f(z) = -255/7*z^3 + 169/21*z + 1
*
[ -1/4 ] 
f(z) = -252/5*z^3 + 163/20*z + 1
*
7/20 | 0.18729738360040281193643693430388750642 | 0.024641466536025851606902502189246665621
f(z) = -250/3*z^3 + 173/24*z + 1
*
[ -2/5 ] 
f(z) = -250/13*z^3 + 171/26*z + 1
*
[ -1/3 ] 
f(z) = -249/7*z^3 + 167/21*z + 1
*
[ -1/3 ] 
f(z) = -249/8*z^3 + 179/24*z + 1
*
[ -1/4 ] 
f(z) = -248/13*z^3 + 161/26*z + 1
*
[ -1/3 ] 
f(z) = -246/7*z^3 + 166/21*z + 1
*
-1/14 | 0.11224106420316867970152588673647244655 | 0.016296218872423315223222031038683005829
f(z) = -245/6*z^3 + 173/24*z + 1
*
-2/7 | 0.12785097203678563138564717621533048070 | 0.017980092219610425534134170821581691328
f(z) = -245/12*z^3 + 173/30*z + 1
*
-12/35 | 0.21148182853420167503825784143052271228 | 0.029741367775621843758652199280565586183
f(z) = -245/18*z^3 + 173/30*z + 1
*
[ -1/4 ] 
f(z) = -244/5*z^3 + 161/20*z + 1
*
-1/3 | 0.18274240524839002660381937321452114755 | 0.027723217604203774761779666988152593465
f(z) = -243/8*z^3 + 161/24*z + 1
*
[ -4/9 ] 
f(z) = -243/10*z^3 + 161/20*z + 1
*
[ -2/9 ] 
f(z) = -243/13*z^3 + 167/26*z + 1
*
-16/27 | 0.17993584951561313398843177846924907126 | 0.027297444750922448820865918453643071264
f(z) = -243/14*z^3 + 170/21*z + 1
*
-3/11 | 0.12322600733517481515799725275262699602 | 0.016925028472999563613374661472413809147
f(z) = -242/5*z^3 + 173/30*z + 1
*
-3/44 | 0.10414496564128571839785468317728503513 | 0.013760537356243820184923441442303350107
f(z) = -242/9*z^3 + 163/24*z + 1
*
-5/22 | 0.16112572229907075463550330720851231659 | 0.026063330531745522032064888842067473001
f(z) = -242/15*z^3 + 169/30*z + 1
*
-4/11 | 0.21462084827766951466802619270751599151 | 0.027060035634930204651377523800416240443
f(z) = -253/16*z^3 + 169/44*z + 1
*
-1/7 | 0.18784131871639936626222810504933233425 | 0.026416727064087854303862143573280392978
f(z) = -245/8*z^3 + 169/40*z + 1
*
-11/27 | 0.15713405727254559496941559009917371375 | 0.023838263794749846053903926835057143916
f(z) = -243/16*z^3 + 169/48*z + 1
*
-8/27 | 0.19165900878476141696806992042506956398 | 0.029075924655384577717501306190269610736
f(z) = -243/19*z^3 + 178/57*z + 1
*
-2/15 | 0.23727608712505803853135727881630136871 | 0.028763130415862028139129218236680733780
f(z) = -255/16*z^3 + 167/60*z + 1
*
[ 1/2 ] 
f(z) = -247/17*z^3 + 179/68*z + 1
*
[ 1/2 ] 
f(z) = -245/17*z^3 + 177/68*z + 1
*
[ 1/2 ] 
f(z) = -243/16*z^3 + 179/64*z + 1
*
[ 1/2 ] 
f(z) = -241/16*z^3 + 177/64*z + 1
*
[ -3/10 ] 
f(z) = -260/3*z^3 + 182/15*z + 1
*
[ 3/4 ] 
f(z) = -260/9*z^3 + 191/12*z + 1
*
[ 3/2 ] 
f(z) = -260/9*z^3 + 196/3*z + 1
*
[ -3/5 ] 
f(z) = -260/9*z^3 + 196/15*z + 1
*
-1/32 | 0.17032115836020186586731833608544097051 | 0.024572149052472704256689983405135543308
f(z) = -256*z^3 + 181/4*z + 1
*
-3/32 | 0.19656061707056507739038254793334405715 | 0.028357702748177876305213995361482907038
f(z) = -256/3*z^3 + 181/12*z + 1
*
-3/32 | 0.13216790275599609168493859571195455883 | 0.019067797787077032091083162031927048933
f(z) = -256/3*z^3 + 185/12*z + 1
*
[ -5/16 ] 
f(z) = -256/3*z^3 + 188/15*z + 1
*
15/32 | 0.12948800575427836716056614257879494164 | 0.018681170375629895788941248875249388043
f(z) = -256/3*z^3 + 197/12*z + 1
*
[ 7/8 ] 
f(z) = -256/7*z^3 + 195/7*z + 1
*
[ 3/2 ] 
f(z) = -256/9*z^3 + 193/3*z + 1
*
[ -3/2 ] 
f(z) = -256/9*z^3 + 197/3*z + 1
*
[ -1/16 ] 
f(z) = -256/11*z^3 + 188/11*z + 1
*
[ -13/16 ] 
f(z) = -256/13*z^3 + 198/13*z + 1
*
[ 2/5 ] 
f(z) = -255/2*z^3 + 189/10*z + 1
*
-4/15 | 0.24044285303498253412566710739201247907 | 0.029147012761391675539913698201717626652
f(z) = -255/2*z^3 + 196/15*z + 1
*
[ -2/3 ] 
f(z) = -255/4*z^3 + 185/6*z + 1
*
-2/15 | 0.21703381122840009271084130190851187879 | 0.026309317102502035440777318732022775996
f(z) = -255/8*z^3 + 181/15*z + 1
*
[ -1/2 ] 
f(z) = -254/9*z^3 + 181/18*z + 1
*
-5/42 | 0.24306241344276990710980493674217659510 | 0.029756114049861967887379329653009806947
f(z) = -252*z^3 + 183/14*z + 1
*
[ -2/21 ] 
f(z) = -252*z^3 + 193/14*z + 1
*
[ -5/6 ] 
f(z) = -252/5*z^3 + 186/5*z + 1
*
[ -3/25 ] 
f(z) = -250*z^3 + 194/15*z + 1
*
-8/25 | 0.19363609463955563036449911920963512046 | 0.027154514353348142609670807616235297989
f(z) = -250/3*z^3 + 188/15*z + 1
*
[ -2/3 ] 
f(z) = -249/4*z^3 + 181/6*z + 1
*
[ 3/2 ] 
f(z) = -248/9*z^3 + 187/3*z + 1
*
[ -3/2 ] 
f(z) = -248/9*z^3 + 191/3*z + 1
*
[ 1/4 ] 
f(z) = -247*z^3 + 199/16*z + 1
*
[ -1/35 ] 
f(z) = -245*z^3 + 181/5*z + 1
*
[ -2/35 ] 
f(z) = -245*z^3 + 193/10*z + 1
*
[ 1/4 ] 
f(z) = -245*z^3 + 197/16*z + 1
*
[ 2/5 ] 
f(z) = -245/2*z^3 + 181/10*z + 1
*
[ -2/35 ] 
f(z) = -245/2*z^3 + 189/10*z + 1
*
-4/21 | 0.18510561278201991240425737038752949973 | 0.024044427698587002265400961682381246845
f(z) = -245/2*z^3 + 197/18*z + 1
*
[ -1/14 ] 
f(z) = -245/3*z^3 + 185/12*z + 1
*
[ -3/35 ] 
f(z) = -245/3*z^3 + 199/15*z + 1
*
[ -2/35 ] 
f(z) = -245/4*z^3 + 187/10*z + 1
*
[ -6/7 ] 
f(z) = -245/6*z^3 + 193/6*z + 1
*
[ -4/7 ] 
f(z) = -245/6*z^3 + 193/12*z + 1
*
[ -3/5 ] 
f(z) = -245/9*z^3 + 187/15*z + 1
*
[ -3/35 ] 
f(z) = -245/9*z^3 + 193/15*z + 1
*
[ 3/2 ] 
f(z) = -244/9*z^3 + 184/3*z + 1
*
[ -3/2 ] 
f(z) = -244/9*z^3 + 188/3*z + 1
*
-5/54 | 0.087953727106864871836328804158521185751 | 0.011024577446307377203073959252341134639
f(z) = -243*z^3 + 181/12*z + 1
*
[ 4/9 ] 
f(z) = -243*z^3 + 187/4*z + 1
*
[ 1/4 ] 
f(z) = -243*z^3 + 195/16*z + 1
*
5/9 | 0.091870911676013515220694086068429566035 | 0.013937417932246171280663363435602033526
f(z) = -243/4*z^3 + 193/12*z + 1
*
[ 10/9 ] 
f(z) = -243/8*z^3 + 188/5*z + 1
*
[ 8/9 ] 
f(z) = -243/8*z^3 + 191/8*z + 1
*
[ -10/9 ] 
f(z) = -243/8*z^3 + 197/5*z + 1
*
-2/27 | 0.14139469634781932846267139509708200218 | 0.021367097760018669925934383615357264127
f(z) = -243/16*z^3 + 187/12*z + 1
*
[ -1/9 ] 
f(z) = -243/19*z^3 + 193/19*z + 1
*
7/11 | 0.13235805998579650446436869062046469106 | 0.021409938877092068107711012512141307242
f(z) = -242/3*z^3 + 181/6*z + 1
*
9/22 | 0.21434450242765577053824523799191744733 | 0.029440106719934661794589090729456820868
f(z) = -242/3*z^3 + 193/18*z + 1
*
[ 1/4 ] 
f(z) = -241*z^3 + 193/16*z + 1
*
[ -3/7 ] 
f(z) = -259/9*z^3 + 181/21*z + 1
*
[ -1/2 ] 
f(z) = -258/11*z^3 + 195/22*z + 1
*
[ -3/8 ] 
f(z) = -256/7*z^3 + 185/21*z + 1
*
-1/4 | 0.16586768584126131981811701687405449615 | 0.023929648780691623662180432034156269157
f(z) = -256/7*z^3 + 197/28*z + 1
*
-1/4 | 0.084351886071850139962053890316201616533 | 0.013521560858387668956247667630255665659
f(z) = -256/15*z^3 + 197/30*z + 1
*
[ -1/3 ] 
f(z) = -255/8*z^3 + 181/24*z + 1
*
[ -2/9 ] 
f(z) = -255/8*z^3 + 191/27*z + 1
*
[ 4/5 ] 
f(z) = -255/16*z^3 + 199/20*z + 1
*
[ -1/2 ] 
f(z) = -254/11*z^3 + 193/22*z + 1
*
[ 1/3 ] 
f(z) = -253/3*z^3 + 199/27*z + 1
*
[ -2/11 ] 
f(z) = -253/4*z^3 + 189/22*z + 1
*
[ 1/3 ] 
f(z) = -251/3*z^3 + 197/27*z + 1
*
[ 1/3 ] 
f(z) = -250/3*z^3 + 196/27*z + 1
*
-3/10 | 0.13271021977519140653505149239724684398 | 0.016961840407258432814414848126760867107
f(z) = -250/9*z^3 + 187/30*z + 1
*
[ -3/20 ] 
f(z) = -250/9*z^3 + 199/24*z + 1
*
[ -1/2 ] 
f(z) = -250/11*z^3 + 191/22*z + 1
*
-3/5 | 0.17518796123343954431319129883113420182 | 0.028189703752665834498360639479672119949
f(z) = -250/13*z^3 + 193/26*z + 1
*
[ -2/5 ] 
f(z) = -250/17*z^3 + 199/34*z + 1
*
[ -2/9 ] 
f(z) = -249/8*z^3 + 190/27*z + 1
*
[ 1/3 ] 
f(z) = -248/3*z^3 + 194/27*z + 1
*
[ -3/8 ] 
f(z) = -248/9*z^3 + 181/24*z + 1
*
[ -1/4 ] 
f(z) = -248/15*z^3 + 181/30*z + 1
*
[ 1/3 ] 
f(z) = -247/3*z^3 + 193/27*z + 1
*
[ -1/2 ] 
f(z) = -246/11*z^3 + 189/22*z + 1
*
[ 1/3 ] 
f(z) = -245/3*z^3 + 191/27*z + 1
*
[ -3/14 ] 
f(z) = -245/6*z^3 + 181/24*z + 1
*
16/35 | 0.10096830823588028871981605648755990362 | 0.014199496995743145128103814063193376487
f(z) = -245/6*z^3 + 181/30*z + 1
*
-1/5 | 0.20172996562620497581088400010789575402 | 0.028369932020340062869123157683499701135
f(z) = -245/6*z^3 + 199/30*z + 1
*
-2/35 | 0.076824473557535532865682377935211254273 | 0.010804072094892457212241912365215866187
f(z) = -245/12*z^3 + 197/30*z + 1
*
[ 4/5 ] 
f(z) = -245/16*z^3 + 191/20*z + 1
*
[ -2/7 ] 
f(z) = -245/17*z^3 + 193/34*z + 1
*
[ 1/3 ] 
f(z) = -244/3*z^3 + 190/27*z + 1
*
[ 8/27 ] 
f(z) = -243/2*z^3 + 199/24*z + 1
*
[ 10/27 ] 
f(z) = -243/4*z^3 + 199/30*z + 1
*
-1/18 | 0.10656643275844372684147883124081677872 | 0.015490757534208093528465004359425906628
f(z) = -243/5*z^3 + 183/20*z + 1
*
-2/9 | 0.091595883832937823920848638541660133610 | 0.013314601895361896145553825752843142173
f(z) = -243/7*z^3 + 195/28*z + 1
*
-5/27 | 0.10741320790909402720681211917340205290 | 0.016295285882780240161905432153055876602
f(z) = -243/8*z^3 + 193/24*z + 1
*
-1/3 | 0.11743800681135325510991281278630661988 | 0.017816113416093908174117940273462667225
f(z) = -243/10*z^3 + 191/30*z + 1
*
[ -4/9 ] 
f(z) = -243/14*z^3 + 187/28*z + 1
*
-2/3 | 0.13523486810323660321144925824707426594 | 0.020516013625878741008276177030227316452
f(z) = -243/14*z^3 + 197/21*z + 1
*
[ 2/3 ] 
f(z) = -243/17*z^3 + 199/34*z + 1
*
[ 2/3 ] 
f(z) = -243/19*z^3 + 197/38*z + 1
*
[ 1/3 ] 
f(z) = -242/3*z^3 + 188/27*z + 1
*
[ -2/11 ] 
f(z) = -242/13*z^3 + 185/26*z + 1
*
[ -1/2 ] 
f(z) = -242/13*z^3 + 199/26*z + 1
*
[ -5/22 ] 
f(z) = -242/15*z^3 + 187/30*z + 1
*
-3/11 | 0.096239390523677184697097737551695793260 | 0.015567465018009742240869021375504258290
f(z) = -242/15*z^3 + 191/30*z + 1
*
[ 1/3 ] 
f(z) = -241/3*z^3 + 187/27*z + 1
*
[ 1/2 ] 
f(z) = -255/14*z^3 + 199/56*z + 1
*
[ 1/2 ] 
f(z) = -253/14*z^3 + 197/56*z + 1
*
[ 1/2 ] 
f(z) = -251/13*z^3 + 199/52*z + 1
*
[ 1/2 ] 
f(z) = -251/14*z^3 + 195/56*z + 1
*
[ 1/2 ] 
f(z) = -249/13*z^3 + 197/52*z + 1
*
[ 1/2 ] 
f(z) = -249/14*z^3 + 193/56*z + 1
*
[ 1/2 ] 
f(z) = -247/12*z^3 + 199/48*z + 1
*
[ 1/2 ] 
f(z) = -247/14*z^3 + 191/56*z + 1
*
[ 1/2 ] 
f(z) = -245/12*z^3 + 197/48*z + 1
*
[ 1/2 ] 
f(z) = -245/13*z^3 + 193/52*z + 1
*
[ 1/2 ] 
f(z) = -243/11*z^3 + 199/44*z + 1
*
[ 1/2 ] 
f(z) = -243/13*z^3 + 191/52*z + 1
*
[ 1/2 ] 
f(z) = -243/14*z^3 + 187/56*z + 1
*
5/9 | 0.065884554245190691203295249406766522972 | 0.0099951176171327152076306386083748680689
f(z) = -243/16*z^3 + 193/48*z + 1
*
-4/27 | 0.16559234110403067355426031996576412076 | 0.025121440750310056212736563149217637902
f(z) = -243/19*z^3 + 187/57*z + 1
*
[ 5/11 ] 
f(z) = -242/9*z^3 + 196/45*z + 1
*
[ 1/2 ] 
f(z) = -241/11*z^3 + 197/44*z + 1
*
[ 1/2 ] 
f(z) = -241/12*z^3 + 193/48*z + 1
*
[ 1/2 ] 
f(z) = -241/13*z^3 + 189/52*z + 1
*
[ 1/2 ] 
f(z) = -241/14*z^3 + 185/56*z + 1
*
[ 1/2 ] 
f(z) = -259/15*z^3 + 199/60*z + 1
*
[ 1/2 ] 
f(z) = -259/16*z^3 + 195/64*z + 1
*
[ 1/2 ] 
f(z) = -259/17*z^3 + 191/68*z + 1
*
[ 1/2 ] 
f(z) = -259/18*z^3 + 187/72*z + 1
*
[ 1/2 ] 
f(z) = -257/15*z^3 + 197/60*z + 1
*
[ 1/2 ] 
f(z) = -257/16*z^3 + 193/64*z + 1
*
[ 1/2 ] 
f(z) = -257/17*z^3 + 189/68*z + 1
*
-5/32 | 0.15319009750810423002889670025757914332 | 0.022100659398823872352031176954982903821
f(z) = -256/15*z^3 + 181/60*z + 1
*
[ 1/2 ] 
f(z) = -255/16*z^3 + 191/64*z + 1
*
[ 1/2 ] 
f(z) = -253/15*z^3 + 193/60*z + 1
*
[ 1/2 ] 
f(z) = -253/16*z^3 + 189/64*z + 1
*
[ 1/2 ] 
f(z) = -253/17*z^3 + 185/68*z + 1
*
[ 1/2 ] 
f(z) = -251/15*z^3 + 191/60*z + 1
*
[ 1/2 ] 
f(z) = -251/16*z^3 + 187/64*z + 1
*
[ 1/2 ] 
f(z) = -251/17*z^3 + 183/68*z + 1
*
[ 1/2 ] 
f(z) = -249/16*z^3 + 185/64*z + 1
*
[ 1/2 ] 
f(z) = -249/17*z^3 + 181/68*z + 1
*
[ 1/2 ] 
f(z) = -247/15*z^3 + 187/60*z + 1
*
[ 1/2 ] 
f(z) = -247/16*z^3 + 183/64*z + 1
*
[ 1/2 ] 
f(z) = -245/16*z^3 + 181/64*z + 1
*
-12/35 | 0.084983997674381466960776830935157061530 | 0.010352150682243904934087806059566212418
f(z) = -245/16*z^3 + 193/60*z + 1
*
[ 1/2 ] 
f(z) = -241/15*z^3 + 181/60*z + 1
*
[ -1/13 ] 
f(z) = -260*z^3 + 202/13*z + 1
*
[ -1/8 ] 
f(z) = -260*z^3 + 209/16*z + 1
*
[ -3/2 ] 
f(z) = -260/9*z^3 + 200/3*z + 1
*
[ 1/4 ] 
f(z) = -259*z^3 + 211/16*z + 1
*
[ -2/7 ] 
f(z) = -259/2*z^3 + 211/14*z + 1
*
[ 1/4 ] 
f(z) = -257*z^3 + 209/16*z + 1
*
0 | 0.14218456804310019487103435224382823922 | 0.025623106597895024023123529114145295029
f(z) = -257/19*z^3 + 219/19*z + 1
*
-1/32 | 0.13204255242993715032787637672062102523 | 0.019049713557699127161438005394137231608
f(z) = -256/3*z^3 + 205/12*z + 1
*
0 | 0.14211310225325809556646170973293349653 | 0.025628233483265203240390750682676184411
f(z) = -256/19*z^3 + 218/19*z + 1
*
-2/15 | 0.18310155576033256673303001650082435972 | 0.022195974282507001167103709623980784903
f(z) = -255*z^3 + 203/15*z + 1
*
[ 1/4 ] 
f(z) = -255*z^3 + 207/16*z + 1
*
4/15 | 0.22241776064365619115400558463489476884 | 0.026961971320884335422192240023426560223
f(z) = -255*z^3 + 212/15*z + 1
*
0 | 0.14204135958198351025788975936785154742 | 0.025633388201882123502185764252395883368
f(z) = -255/19*z^3 + 217/19*z + 1
*
0 | 0.14196933787535616195343121073277963480 | 0.025638571021611202737133358795055094166
f(z) = -254/19*z^3 + 216/19*z + 1
*
[ 1/4 ] 
f(z) = -253*z^3 + 205/16*z + 1
*
[ 1/3 ] 
f(z) = -253/2*z^3 + 217/18*z + 1
*
0 | 0.14187700580305162033293075783467971432 | 0.025640162524629765095426183966084930673
f(z) = -253/17*z^3 + 219/17*z + 1
*
0 | 0.11548850306514612920416505963834979631 | 0.020871204403813676684078372390089170717
f(z) = -253/18*z^3 + 217/18*z + 1
*
0 | 0.14189703495422251359453081700556761166 | 0.025643782214010333034281486294622116931
f(z) = -253/19*z^3 + 215/19*z + 1
*
[ -1/8 ] 
f(z) = -252*z^3 + 207/16*z + 1
*
[ 2/3 ] 
f(z) = -252/5*z^3 + 219/10*z + 1
*
0 | 0.14180434116391917916772182624639096248 | 0.025645385612086706060258874071726187173
f(z) = -252/17*z^3 + 218/17*z + 1
*
0 | 0.14182444861380005616485200870037223135 | 0.025649022054396146466286013423947289095
f(z) = -252/19*z^3 + 214/19*z + 1
*
[ 1/4 ] 
f(z) = -251*z^3 + 203/16*z + 1
*
[ 1/3 ] 
f(z) = -251/2*z^3 + 215/18*z + 1
*
0 | 0.11604916670283907456926714543332782209 | 0.021002652267829090532502867695375032702
f(z) = -251/16*z^3 + 219/16*z + 1
*
0 | 0.14173139026004793432241181838455343500 | 0.025650637481009517223793385434409449925
f(z) = -251/17*z^3 + 217/17*z + 1
*
0 | 0.11534296619273138372884210835764945904 | 0.020874843648719096566466757523042588628
f(z) = -251/18*z^3 + 215/18*z + 1
*
0 | 0.14175157662327380882088318410831145817 | 0.025654290821911746749959944031596257480
f(z) = -251/19*z^3 + 213/19*z + 1
*
-3/50 | 0.13735016952395119704182572534717853836 | 0.017554877531825646024320055980980332424
f(z) = -250*z^3 + 219/10*z + 1
*
-1/25 | 0.20568310200725973299344118984711275869 | 0.028843923732783056223814020977984924578
f(z) = -250/3*z^3 + 212/15*z + 1
*
-2/25 | 0.17812362574823507085006260395597363000 | 0.024979126753482854611545522262030902029
f(z) = -250/3*z^3 + 218/15*z + 1
*
[ -1/10 ] 
f(z) = -250/9*z^3 + 203/18*z + 1
*
0 | 0.14165815082691256044873673151989956572 | 0.025655918412578131865914732730524482382
f(z) = -250/17*z^3 + 216/17*z + 1
*
0 | 0.14167841672538484637774830647492764634 | 0.025659588799595945316625594678403107499
f(z) = -250/19*z^3 + 212/19*z + 1
*
[ 1/4 ] 
f(z) = -249*z^3 + 201/16*z + 1
*
0 | 0.11590231696717948586035736331828008299 | 0.021006489614337001160847303775858533688
f(z) = -249/16*z^3 + 217/16*z + 1
*
0 | 0.14158462057300914819496632666322091798 | 0.025661228691907654450938496889779884290
f(z) = -249/17*z^3 + 215/17*z + 1
*
0 | 0.14160496663601066435460105081431696046 | 0.025664916274454041542368040780354188166
f(z) = -249/19*z^3 + 211/19*z + 1
*
0 | 0.12114669755374556210956942690580440264 | 0.021973023164217456810606329683284235641
f(z) = -248/15*z^3 + 218/15*z + 1
*
0 | 0.14151079717942492725486991002429865497 | 0.025666568608120069638085068598033324084
f(z) = -248/17*z^3 + 214/17*z + 1
*
0 | 0.14153122404373718649140671386789585443 | 0.025670273537530188106899598895570450283
f(z) = -248/19*z^3 + 210/19*z + 1
*
[ -1/13 ] 
f(z) = -247*z^3 + 201/13*z + 1
*
[ 1/3 ] 
f(z) = -247/2*z^3 + 211/18*z + 1
*
[ -2/19 ] 
f(z) = -247/8*z^3 + 206/19*z + 1
*
0 | 0.12857044407588844364192575258537967654 | 0.023336609478245641869048881330639884119
f(z) = -247/14*z^3 + 219/14*z + 1
*
0 | 0.12107249695477279727511574515785795592 | 0.021975669449519192141515800590673446199
f(z) = -247/15*z^3 + 217/15*z + 1
*
0 | 0.11575429336657820036308275797263436457 | 0.021010371078221298656546251759018987027
f(z) = -247/16*z^3 + 215/16*z + 1
*
0 | 0.14143667829939937666072358671195258509 | 0.025671938454417562177201551729386454704
f(z) = -247/17*z^3 + 213/17*z + 1
*
0 | 0.11504841533923999366516420083896307083 | 0.020882248320447022835786669233770877119
f(z) = -247/18*z^3 + 211/18*z + 1
*
0 | 0.14136226155787651459978990055579899630 | 0.025677338528157490742831104599493087237
f(z) = -246/17*z^3 + 212/17*z + 1
*
0 | 0.14138285196575011167079344729507523111 | 0.025681078613153136687134305867241345707
f(z) = -246/19*z^3 + 208/19*z + 1
*
[ -1/21 ] 
f(z) = -245*z^3 + 203/9*z + 1
*
[ -3/14 ] 
f(z) = -245*z^3 + 203/12*z + 1
*
-3/35 | 0.22644436235047482598856153842881182105 | 0.027583853717714809949112833860192408182
f(z) = -245*z^3 + 212/15*z + 1
*
[ -3/35 ] 
f(z) = -245*z^3 + 217/15*z + 1
*
[ 1/3 ] 
f(z) = -245/2*z^3 + 209/18*z + 1
*
-5/21 | 0.17942466540976398115518603956099238255 | 0.023306496923292037146836550113322420650
f(z) = -245/2*z^3 + 215/18*z + 1
*
[ -2/21 ] 
f(z) = -245/4*z^3 + 217/18*z + 1
*
0 | 0.14124609246698201505915990989605865815 | 0.025675234112124328408306789406097278812
f(z) = -245/13*z^3 + 219/13*z + 1
*
0 | 0.11560507698199253628715989861036401268 | 0.021014297558402640646136895494955746468
f(z) = -245/16*z^3 + 213/16*z + 1
*
0 | 0.14128754455104815416512514696144179522 | 0.025682769130929060094931482102737654982
f(z) = -245/17*z^3 + 211/17*z + 1
*
0 | 0.11489936408803855790358629765110071358 | 0.020886015469661327107943924822281041824
f(z) = -245/18*z^3 + 209/18*z + 1
*
0 | 0.14130821771677751490163949784724300036 | 0.025686527028656844391792520568875359352
f(z) = -245/19*z^3 + 207/19*z + 1
*
[ -1/8 ] 
f(z) = -244*z^3 + 205/16*z + 1
*
[ -3/4 ] 
f(z) = -244/9*z^3 + 211/12*z + 1
*
0 | 0.14117090505845683601526232781270964203 | 0.025680659436418687861361219388728816295
f(z) = -244/13*z^3 + 218/13*z + 1
*
0 | 0.12084809438015089404037616929703559067 | 0.021983699502611680087298807269237526329
f(z) = -244/15*z^3 + 214/15*z + 1
*
0 | 0.14121252484588790539273118955507504296 | 0.025688230568631737336914472304001789192
f(z) = -244/17*z^3 + 210/17*z + 1
*
0 | 0.14123328143746984617887448299573385571 | 0.025692006438448934662008362828020839275
f(z) = -244/19*z^3 + 206/19*z + 1
*
[ -4/9 ] 
f(z) = -243*z^3 + 205/4*z + 1
*
-13/54 | 0.22442226424256064147211639796299082519 | 0.028130253420774683972364848830454220681
f(z) = -243*z^3 + 205/12*z + 1
*
[ 2/3 ] 
f(z) = -243*z^3 + 215/2*z + 1
*
-2/27 | 0.17143122492920041582002302461672955918 | 0.021488081041193272856143571309639199868
f(z) = -243*z^3 + 217/12*z + 1
*
[ 2/3 ] 
f(z) = -243/5*z^3 + 211/10*z + 1
*
[ 2/3 ] 
f(z) = -243/7*z^3 + 209/14*z + 1
*
[ -8/9 ] 
f(z) = -243/8*z^3 + 209/8*z + 1
*
[ 4/3 ] 
f(z) = -243/8*z^3 + 217/4*z + 1
*
0 | 0.14109541112631357096869703247391385318 | 0.025686115580842266566638183661784349383
f(z) = -243/13*z^3 + 217/13*z + 1
*
0 | 0.12827046506674310996765538892363191535 | 0.023351361784283402151583044004611383448
f(z) = -243/14*z^3 + 215/14*z + 1
*
0 | 0.11545464843326827327300501756502455844 | 0.021018269980074303323786975031844214372
f(z) = -243/16*z^3 + 211/16*z + 1
*
0 | 0.14113719997967569768099928158346027350 | 0.025693723151555459473086897080388949440
f(z) = -243/17*z^3 + 209/17*z + 1
*
0 | 0.14115804067322841024843228418891759312 | 0.025697517154911817073808573989060422964
f(z) = -243/19*z^3 + 205/19*z + 1
*
15/44 | 0.18690210108121037105106540559328397697 | 0.024695128833658164562933557740690638741
f(z) = -242*z^3 + 201/8*z + 1
*
[ 9/22 ] 
f(z) = -242/3*z^3 + 217/18*z + 1
*
0 | 0.14101960816097839709015057823683471251 | 0.025691602855862473742266019530048678899
f(z) = -242/13*z^3 + 216/13*z + 1
*
0 | 0.12069593391226818130742929216817679075 | 0.021988942111168490451605842735635755470
f(z) = -242/15*z^3 + 212/15*z + 1
*
[ -1/11 ] 
f(z) = -242/17*z^3 + 206/17*z + 1
*
0 | 0.14106156745951259022784042664728747046 | 0.025699247194462680949975374660860358256
f(z) = -242/17*z^3 + 208/17*z + 1
*
0 | 0.14108249293940784128053330496300449139 | 0.025703059494936693235584107586258019892
f(z) = -242/19*z^3 + 204/19*z + 1
*
[ 1/3 ] 
f(z) = -241/2*z^3 + 205/18*z + 1
*
0 | 0.14092237308783412712932112770484238970 | 0.025693270835124206310191207602385838654
f(z) = -241/11*z^3 + 219/11*z + 1
*
0 | 0.094918486037983127926010170021139860367 | 0.017305742981732370123786567261292438033
f(z) = -241/12*z^3 + 217/12*z + 1
*
0 | 0.14094349362193026071843792039602568363 | 0.025697121576428258925270897086401598946
f(z) = -241/13*z^3 + 215/13*z + 1
*
0 | 0.12811863335477028020160980860089202671 | 0.023358865407115909390620431178740837266
f(z) = -241/14*z^3 + 213/14*z + 1
*
0 | 0.12062093905822394302097831487528535686 | 0.021991869620860860835785644645200798758
f(z) = -241/15*z^3 + 211/15*z + 1
*
0 | 0.11530298786403137135884994512124230670 | 0.021022289295704118659623793511572028851
f(z) = -241/16*z^3 + 209/16*z + 1
*
0 | 0.14098562476182563144830987865453444795 | 0.025704803016672311401451027925414201232
f(z) = -241/17*z^3 + 207/17*z + 1
*
0 | 0.11459761333914122064841410726447208949 | 0.020893683891813398203196481617388275892
f(z) = -241/18*z^3 + 205/18*z + 1
*
0 | 0.14100663572082366348019223180560968527 | 0.025708633780008276906140590896636860827
f(z) = -241/19*z^3 + 203/19*z + 1
*
[ 1/3 ] 
f(z) = -260/3*z^3 + 206/27*z + 1
*
[ -1/4 ] 
f(z) = -260/7*z^3 + 205/28*z + 1
*
[ -1/7 ] 
f(z) = -259/3*z^3 + 205/21*z + 1
*
[ 1/3 ] 
f(z) = -259/3*z^3 + 205/27*z + 1
*
[ -2/5 ] 
f(z) = -259/8*z^3 + 217/25*z + 1
*
[ -1/3 ] 
f(z) = -258/11*z^3 + 218/33*z + 1
*
[ -1/2 ] 
f(z) = -258/13*z^3 + 207/26*z + 1
*
[ 1/3 ] 
f(z) = -257/3*z^3 + 203/27*z + 1
*
[ -2/5 ] 
f(z) = -257/8*z^3 + 216/25*z + 1
*
[ 1/3 ] 
f(z) = -256/3*z^3 + 202/27*z + 1
*
-1/8 | 0.10694880208435431162503069317511326104 | 0.015429450639611319849801594462257046716
f(z) = -256/5*z^3 + 201/20*z + 1
*
1/2 | 0.19958509889129206563480189110273673835 | 0.028794043240580041185135366002649892257
f(z) = -256/5*z^3 + 211/20*z + 1
*
[ -7/32 ] 
f(z) = -256/7*z^3 + 205/28*z + 1
*
2/5 | 0.15492246934014180386700175005111695310 | 0.018780043298797699106918042460471201172
f(z) = -255/4*z^3 + 211/30*z + 1
*
[ -1/3 ] 
f(z) = -255/11*z^3 + 217/33*z + 1
*
-4/5 | 0.15799004928448085811816338282882032151 | 0.022094342802793000738030810251907679053
f(z) = -255/16*z^3 + 209/20*z + 1
*
[ 1/3 ] 
f(z) = -254/3*z^3 + 200/27*z + 1
*
[ -1/2 ] 
f(z) = -254/13*z^3 + 205/26*z + 1
*
[ -1/2 ] 
f(z) = -254/15*z^3 + 217/30*z + 1
*
[ -2/5 ] 
f(z) = -253/8*z^3 + 214/25*z + 1
*
[ 1/2 ] 
f(z) = -253/9*z^3 + 217/36*z + 1
*
[ 2/3 ] 
f(z) = -252/11*z^3 + 213/22*z + 1
*
[ 2/3 ] 
f(z) = -252/13*z^3 + 211/26*z + 1
*
[ 2/3 ] 
f(z) = -252/17*z^3 + 207/34*z + 1
*
[ 2/3 ] 
f(z) = -252/19*z^3 + 205/38*z + 1
*
[ -2/5 ] 
f(z) = -251/8*z^3 + 213/25*z + 1
*
[ 1/2 ] 
f(z) = -251/8*z^3 + 219/32*z + 1
*
[ 1/2 ] 
f(z) = -251/9*z^3 + 215/36*z + 1
*
-1/10 | 0.23391905197495008756747964640566739012 | 0.029897453523455076638777396114953656776
f(z) = -250/3*z^3 + 211/30*z + 1
*
[ -6/25 ] 
f(z) = -250/9*z^3 + 203/30*z + 1
*
-3/10 | 0.18563491376371357737909855957036382678 | 0.023726204256229446138254806326195450505
f(z) = -250/9*z^3 + 217/30*z + 1
*
[ -1/2 ] 
f(z) = -250/13*z^3 + 203/26*z + 1
*
[ -2/5 ] 
f(z) = -250/19*z^3 + 213/38*z + 1
*
[ -2/5 ] 
f(z) = -249/8*z^3 + 212/25*z + 1
*
[ 1/2 ] 
f(z) = -249/8*z^3 + 217/32*z + 1
*
[ -1/3 ] 
f(z) = -249/10*z^3 + 203/30*z + 1
*
[ -1/3 ] 
f(z) = -249/11*z^3 + 215/33*z + 1
*
[ -1/4 ] 
f(z) = -248/17*z^3 + 201/34*z + 1
*
[ 1/2 ] 
f(z) = -247/7*z^3 + 219/28*z + 1
*
[ -2/5 ] 
f(z) = -247/8*z^3 + 211/25*z + 1
*
[ 6/13 ] 
f(z) = -247/8*z^3 + 211/39*z + 1
*
[ 1/2 ] 
f(z) = -247/8*z^3 + 215/32*z + 1
*
[ 1/2 ] 
f(z) = -247/9*z^3 + 211/36*z + 1
*
[ -1/3 ] 
f(z) = -246/11*z^3 + 214/33*z + 1
*
[ -1/2 ] 
f(z) = -246/13*z^3 + 201/26*z + 1
*
-9/70 | 0.23932628124436980956060982713788740511 | 0.028166005563057344532167870537344471070
f(z) = -245*z^3 + 201/20*z + 1
*
-9/70 | 0.25084969465402423423158807331703143503 | 0.029522181426878700993928837441486740563
f(z) = -245/3*z^3 + 207/20*z + 1
*
[ -4/35 ] 
f(z) = -245/4*z^3 + 211/20*z + 1
*
-3/35 | 0.18550031622420781464393661267613611868 | 0.026087504375942540330368224584456142040
f(z) = -245/6*z^3 + 209/30*z + 1
*
-9/35 | 0.10584273935627224840384299491892427820 | 0.014885003876657352024642427711975759560
f(z) = -245/6*z^3 + 211/30*z + 1
*
[ -4/35 ] 
f(z) = -245/8*z^3 + 203/20*z + 1
*
[ 1/2 ] 
f(z) = -245/8*z^3 + 213/32*z + 1
*
[ -3/7 ] 
f(z) = -245/8*z^3 + 215/24*z + 1
*
[ 1/2 ] 
f(z) = -245/9*z^3 + 209/36*z + 1
*
-4/35 | 0.18115863763817650893183342910527798436 | 0.025476920192489559240071108799271173600
f(z) = -245/16*z^3 + 209/20*z + 1
*
-26/35 | 0.18789057598619108537969227281143288653 | 0.026423654271908272899008686065334871798
f(z) = -245/16*z^3 + 219/20*z + 1
*
[ -6/35 ] 
f(z) = -245/18*z^3 + 217/30*z + 1
*
[ -2/7 ] 
f(z) = -245/19*z^3 + 211/38*z + 1
*
[ -1/4 ] 
f(z) = -244/7*z^3 + 201/28*z + 1
*
4/9 | 0.19510004361466225549575601668924870939 | 0.026781721329353947492395388630599007742
f(z) = -243/5*z^3 + 203/30*z + 1
*
-7/18 | 0.18431574408692996928568125384378751443 | 0.026792587754717275114982904347222910518
f(z) = -243/5*z^3 + 207/20*z + 1
*
[ -2/5 ] 
f(z) = -243/8*z^3 + 209/25*z + 1
*
[ 1/2 ] 
f(z) = -243/8*z^3 + 211/32*z + 1
*
-5/27 | 0.092793145401034277755471934121738841757 | 0.014077326817684852332010222293646406940
f(z) = -243/8*z^3 + 217/24*z + 1
*
[ -5/27 ] 
f(z) = -243/10*z^3 + 217/30*z + 1
*
[ 2/3 ] 
f(z) = -243/11*z^3 + 205/22*z + 1
*
[ 2/3 ] 
f(z) = -243/13*z^3 + 203/26*z + 1
*
[ -2/9 ] 
f(z) = -243/17*z^3 + 211/34*z + 1
*
[ -4/11 ] 
f(z) = -242/5*z^3 + 203/20*z + 1
*
[ 5/11 ] 
f(z) = -242/7*z^3 + 208/35*z + 1
*
-5/22 | 0.17902786394529321930952368096361433581 | 0.028959140265250213499605903886291552277
f(z) = -242/15*z^3 + 217/30*z + 1
*
-1/22 | 0.18415701858794558376894013129203487769 | 0.029788820659493862081138301639379528169
f(z) = -242/17*z^3 + 205/34*z + 1
*
[ 1/2 ] 
f(z) = -241/6*z^3 + 217/24*z + 1
*
[ 1/2 ] 
f(z) = -241/7*z^3 + 213/28*z + 1
*
[ -2/5 ] 
f(z) = -241/8*z^3 + 208/25*z + 1
*
[ 1/2 ] 
f(z) = -241/8*z^3 + 209/32*z + 1
*
[ 1/2 ] 
f(z) = -241/9*z^3 + 205/36*z + 1
*
[ 1/2 ] 
f(z) = -259/10*z^3 + 219/40*z + 1
*
[ 1/2 ] 
f(z) = -259/11*z^3 + 215/44*z + 1
*
[ 1/2 ] 
f(z) = -259/12*z^3 + 211/48*z + 1
*
[ 1/2 ] 
f(z) = -259/13*z^3 + 207/52*z + 1
*
[ 1/2 ] 
f(z) = -257/10*z^3 + 217/40*z + 1
*
[ 1/2 ] 
f(z) = -257/11*z^3 + 213/44*z + 1
*
[ 1/2 ] 
f(z) = -257/12*z^3 + 209/48*z + 1
*
[ 1/2 ] 
f(z) = -257/13*z^3 + 205/52*z + 1
*
[ 1/2 ] 
f(z) = -257/14*z^3 + 201/56*z + 1
*
[ 9/16 ] 
f(z) = -256/15*z^3 + 208/45*z + 1
*
[ 1/2 ] 
f(z) = -255/11*z^3 + 211/44*z + 1
*
[ 1/2 ] 
f(z) = -255/13*z^3 + 203/52*z + 1
*
[ 1/2 ] 
f(z) = -253/10*z^3 + 213/40*z + 1
*
[ 1/2 ] 
f(z) = -253/12*z^3 + 205/48*z + 1
*
[ 1/2 ] 
f(z) = -253/13*z^3 + 201/52*z + 1
*
[ 1/2 ] 
f(z) = -251/10*z^3 + 211/40*z + 1
*
[ 1/2 ] 
f(z) = -251/11*z^3 + 207/44*z + 1
*
[ 1/2 ] 
f(z) = -251/12*z^3 + 203/48*z + 1
*
[ 1/2 ] 
f(z) = -249/10*z^3 + 209/40*z + 1
*
[ 1/2 ] 
f(z) = -249/11*z^3 + 205/44*z + 1
*
[ 1/2 ] 
f(z) = -247/10*z^3 + 207/40*z + 1
*
[ 1/2 ] 
f(z) = -247/11*z^3 + 203/44*z + 1
*
[ 1/2 ] 
f(z) = -245/11*z^3 + 201/44*z + 1
*
[ 1/2 ] 
f(z) = -243/10*z^3 + 203/40*z + 1
*
17/27 | 0.16374252366187592104081120894668715651 | 0.024840811350652093472042243325095304224
f(z) = -243/14*z^3 + 205/42*z + 1
*
[ 1/2 ] 
f(z) = -241/10*z^3 + 201/40*z + 1
*
-4/15 | 0.18006089905935878326187243925086878255 | 0.021827379173325695670658623449144392333
f(z) = -255/16*z^3 + 203/60*z + 1
*
-10/27 | 0.21629559398640995102577146131946521179 | 0.026373936042314005359577864454458356466
f(z) = -243/16*z^3 + 203/60*z + 1
*
-4/11 | 0.16111663848850622990640399083941926771 | 0.023434356316010256244872503181953046317
f(z) = -242/15*z^3 + 203/60*z + 1
*
-1/10 | 0.19295554527445620126292532792696292543 | 0.026911063909768935161831143852106659493
f(z) = -260/3*z^3 + 223/15*z + 1
*
[ -3/4 ] 
f(z) = -260/9*z^3 + 223/12*z + 1
*
0 | 0.14231914605382484647085730477402384712 | 0.025593831026041604428280053710191727241
f(z) = -260/11*z^3 + 238/11*z + 1
*
0 | 0.14237782761008638377540061217960140081 | 0.025604383969035900704563162173040382798
f(z) = -260/17*z^3 + 226/17*z + 1
*
0 | 0.14239732529283375780590587307849561583 | 0.025607890316645989152888514259196099740
f(z) = -260/19*z^3 + 222/19*z + 1
*
[ 1/3 ] 
f(z) = -259/2*z^3 + 223/18*z + 1
*
0 | 0.12940294779553607476693055092886617019 | 0.023287196645051242594908456420784805018
f(z) = -259/10*z^3 + 239/10*z + 1
*
0 | 0.14224820003651188835635014159800728421 | 0.025598812570242769046830490609928198700
f(z) = -259/11*z^3 + 237/11*z + 1
*
0 | 0.096243585603907867806368745932705571115 | 0.017319878271431000668353741206362179479
f(z) = -259/12*z^3 + 235/12*z + 1
*
0 | 0.14226786702298205425332799876284085461 | 0.025602351817138983217846794188911201088
f(z) = -259/13*z^3 + 233/13*z + 1
*
0 | 0.12194386376610320132215692005204997162 | 0.021944868981389189875534325957344564779
f(z) = -259/15*z^3 + 229/15*z + 1
*
0 | 0.11662519003512866494051526633792554395 | 0.020987726944255898161281481624922476848
f(z) = -259/16*z^3 + 227/16*z + 1
*
0 | 0.14230710559705604650012216177141571823 | 0.025609413143067788590460180865802427538
f(z) = -259/17*z^3 + 225/17*z + 1
*
0 | 0.11591837403522918124494491119046856260 | 0.020860529199058198751816766252331284722
f(z) = -259/18*z^3 + 223/18*z + 1
*
0 | 0.14232667747032293134395166503422675444 | 0.025612935273507955358943542992152932078
f(z) = -259/19*z^3 + 221/19*z + 1
*
0 | 0.14217698116833843198212672201069447920 | 0.025603820628265084949489471020979548993
f(z) = -258/11*z^3 + 236/11*z + 1
*
0 | 0.14219672363833575197562594684323247528 | 0.025607375934169152441011370734567477718
f(z) = -258/13*z^3 + 232/13*z + 1
*
0 | 0.14223611244998926725552501427992378498 | 0.025614469234786803392467340578387785937
f(z) = -258/17*z^3 + 224/17*z + 1
*
0 | 0.14225575908058492870488102751088424012 | 0.025618007281533804662164685608805576534
f(z) = -258/19*z^3 + 220/19*z + 1
*
[ 1/3 ] 
f(z) = -257*z^3 + 239/9*z + 1
*
[ 1/3 ] 
f(z) = -257/2*z^3 + 221/18*z + 1
*
0 | 0.12852252164703943125576686611939156929 | 0.023161066757920702127307261597771054544
f(z) = -257/9*z^3 + 239/9*z + 1
*
0 | 0.12926015914222888858447585767845140741 | 0.023293996543691225715013138188455595995
f(z) = -257/10*z^3 + 237/10*z + 1
*
0 | 0.14210548734244961346336662722897451600 | 0.025608855450597577182339173608895937325
f(z) = -257/11*z^3 + 235/11*z + 1
*
0 | 0.096099915129277678934513999030254893035 | 0.017318183001827101752854407077201887863
f(z) = -257/12*z^3 + 233/12*z + 1
*
0 | 0.14212530587765324551459115080039583390 | 0.025612426952393629105441053517738349722
f(z) = -257/13*z^3 + 231/13*z + 1
*
0 | 0.12929979624955406782362358415953550000 | 0.023301139553936313692609607204700832564
f(z) = -257/14*z^3 + 229/14*z + 1
*
0 | 0.12180145367928599650581336612006665288 | 0.021949861889771855139516243669036557759
f(z) = -257/15*z^3 + 227/15*z + 1
*
0 | 0.11648285529477178509735211313149749480 | 0.020991396317639654031954366032220263683
f(z) = -257/16*z^3 + 225/16*z + 1
*
0 | 0.14216484608184545091051575268598191818 | 0.025619552499707682920979793292430492497
f(z) = -257/17*z^3 + 223/17*z + 1
*
0 | 0.11577618962426065550628455976357987663 | 0.020864047969968823136036659610288065875
f(z) = -257/18*z^3 + 221/18*z + 1
*
[ -1/24 ] 
f(z) = -256*z^3 + 229/9*z + 1
*
-11/64 | 0.23166119550442834935245178827589012571 | 0.027851371493387283612904974808745580333
f(z) = -256*z^3 + 233/16*z + 1
*
[ 1/3 ] 
f(z) = -256*z^3 + 238/9*z + 1
*
[ 9/16 ] 
f(z) = -256/3*z^3 + 236/9*z + 1
*
0 | 0.12845067382736811113634815162943858663 | 0.023164393766198717359229211973709403015
f(z) = -256/9*z^3 + 238/9*z + 1
*
0 | 0.14203371642749296158532131441177261592 | 0.025613917291121673978678881098028854823
f(z) = -256/11*z^3 + 234/11*z + 1
*
[ -1/16 ] 
f(z) = -256/13*z^3 + 222/13*z + 1
*
0 | 0.14205361161633200122662492018113108453 | 0.025617505127406127971645445223179670035
f(z) = -256/13*z^3 + 230/13*z + 1
*
[ 15/16 ] 
f(z) = -256/15*z^3 + 224/15*z + 1
*
0 | 0.12172983582223369751041365840150580255 | 0.021952378808620530843628902467487707436
f(z) = -256/15*z^3 + 226/15*z + 1
*
0 | 0.14209330438139249786372748432559093136 | 0.025624663196820121623390478388170580640
f(z) = -256/17*z^3 + 222/17*z + 1
*
[ -2/5 ] 
f(z) = -255/2*z^3 + 239/10*z + 1
*
[ 1/2 ] 
f(z) = -255/4*z^3 + 239/16*z + 1
*
0 | 0.11340707037444750610432260731838970892 | 0.020465922519338532719115421014123427932
f(z) = -255/8*z^3 + 239/8*z + 1
*
0 | 0.14196166626723711561626410699856605332 | 0.025619006407171055272473278460148034272
f(z) = -255/11*z^3 + 233/11*z + 1
*
0 | 0.14198163870499544275526352538348811809 | 0.025622610718280888277515888747980189522
f(z) = -255/13*z^3 + 229/13*z + 1
*
0 | 0.12915620583984841356250511085120820924 | 0.023308078525284399644152982293538190888
f(z) = -255/14*z^3 + 227/14*z + 1
*
0 | 0.11633941803646253099159144871287248419 | 0.020995106456922065991648561697058428342
f(z) = -255/16*z^3 + 223/16*z + 1
*
[ 1/3 ] 
f(z) = -254*z^3 + 236/9*z + 1
*
0 | 0.12830613646900348307181045711589432504 | 0.023171101884388726939560274729985808481
f(z) = -254/9*z^3 + 236/9*z + 1
*
0 | 0.14188933468018309612568118913659816560 | 0.025624123059592803241455843997195159745
f(z) = -254/11*z^3 + 232/11*z + 1
*
0 | 0.14190938496910626560012405119786411240 | 0.025627743987634404952261795648172640991
f(z) = -254/13*z^3 + 228/13*z + 1
*
0 | 0.12158473015120645639668065441187540707 | 0.021957267574650364464909818847506709023
f(z) = -254/15*z^3 + 224/15*z + 1
*
0 | 0.14194938641541386539347278561109004686 | 0.025634967941323792345341031279147289289
f(z) = -254/17*z^3 + 220/17*z + 1
*
[ 1/3 ] 
f(z) = -253*z^3 + 235/9*z + 1
*
[ 1/2 ] 
f(z) = -253/4*z^3 + 237/16*z + 1
*
0 | 0.14177636128259502380604556041340361587 | 0.025621973940460581456015166982822074985
f(z) = -253/7*z^3 + 239/7*z + 1
*
0 | 0.11040943059533315040760319758759746367 | 0.019953309055915261882037977233204090364
f(z) = -253/8*z^3 + 237/8*z + 1
*
0 | 0.12823344252752397689669900227139825074 | 0.023174483341315096547793338867566905126
f(z) = -253/9*z^3 + 235/9*z + 1
*
0 | 0.12897123576902536736755205552451211704 | 0.023307818116140617871036909758354447345
f(z) = -253/10*z^3 + 233/10*z + 1
*
0 | 0.095811302480410616929703360507401728139 | 0.017315119905366314027553525321935103141
f(z) = -253/12*z^3 + 229/12*z + 1
*
0 | 0.14183684820857217745743114615318179523 | 0.025632905201688509848257349266943240308
f(z) = -253/13*z^3 + 227/13*z + 1
*
0 | 0.12901149330650492411693943931370367033 | 0.023315093500886544102457882777370113022
f(z) = -253/14*z^3 + 225/14*z + 1
*
0 | 0.12151330520938514018784708749619783781 | 0.021960013018589951526441851501880705385
f(z) = -253/15*z^3 + 223/15*z + 1
*
0 | 0.11619486104600193346946694427429953941 | 0.020998858165092324917002938565180675146
f(z) = -253/16*z^3 + 221/16*z + 1
*
[ 2/3 ] 
f(z) = -252*z^3 + 223/2*z + 1
*
[ -2/3 ] 
f(z) = -252*z^3 + 229/2*z + 1
*
0 | 0.14174381837096061465105518669634741918 | 0.025634440034885027283511034186714475137
f(z) = -252/11*z^3 + 230/11*z + 1
*
0 | 0.14176402619734388559425595168690254599 | 0.025638094630334838121805100041372413292
f(z) = -252/13*z^3 + 226/13*z + 1
*
[ 1/3 ] 
f(z) = -251*z^3 + 233/9*z + 1
*
[ 1/2 ] 
f(z) = -251/3*z^3 + 239/12*z + 1
*
[ 1/2 ] 
f(z) = -251/4*z^3 + 235/16*z + 1
*
0 | 0.10844071592309487098822649092384060068 | 0.019625669988989933179382733414199248452
f(z) = -251/6*z^3 + 239/6*z + 1
*
0 | 0.14162995183246814763655574810155696205 | 0.025632279089634687102252108940402297378
f(z) = -251/7*z^3 + 237/7*z + 1
*
0 | 0.11311555866515053563808301464156413730 | 0.020471726012551003291885415066639073385
f(z) = -251/8*z^3 + 235/8*z + 1
*
0 | 0.12808719291725533414004774400932398841 | 0.023181301936376950487545465327319515333
f(z) = -251/9*z^3 + 233/9*z + 1
*
0 | 0.12882506587861280117382598298055790660 | 0.023314842655931682454612335711323018794
f(z) = -251/10*z^3 + 231/10*z + 1
*
0 | 0.14167062915584974121741425208620637907 | 0.025639640897585943532851325836762511707
f(z) = -251/11*z^3 + 229/11*z + 1
*
0 | 0.095666325248308385827238613812184977316 | 0.017313752610358937349591701669719019859
f(z) = -251/12*z^3 + 227/12*z + 1
*
0 | 0.14169091668300514757816986391226504003 | 0.025643312547200715954768888411605778037
f(z) = -251/13*z^3 + 225/13*z + 1
*
0 | 0.12886564097251306024152307518140411482 | 0.023322185962326150569408586879863089587
f(z) = -251/14*z^3 + 223/14*z + 1
*
0 | 0.12136649831962252984016377330575805745 | 0.021964986338059895759035458279080929785
f(z) = -251/15*z^3 + 221/15*z + 1
*
7/20 | 0.13182895426171032989127268243579864343 | 0.017343855543918187218117284236247659615
f(z) = -250*z^3 + 221/8*z + 1
*
[ 1/3 ] 
f(z) = -250*z^3 + 232/9*z + 1
*
[ -2/15 ] 
f(z) = -250*z^3 + 233/18*z + 1
*
0 | 0.14155631073005136308594488935815311275 | 0.025637474001148588148504428923133670507
f(z) = -250/7*z^3 + 236/7*z + 1
*
[ 7/10 ] 
f(z) = -250/7*z^3 + 239/14*z + 1
*
0 | 0.12801363268733971929413286724064118310 | 0.023184739436117022941560241397350437618
f(z) = -250/9*z^3 + 232/9*z + 1
*
0 | 0.14159714952722341184438243199307124452 | 0.025644870376452075832362530115560024681
f(z) = -250/11*z^3 + 228/11*z + 1
*
0 | 0.14161751738635469658689958934701629249 | 0.025648559229716506906474076075071355565
f(z) = -250/13*z^3 + 224/13*z + 1
*
[ 1/2 ] 
f(z) = -249/4*z^3 + 233/16*z + 1
*
0 | 0.14146182255697124649115260317407918989 | 0.025638972404750842620914456086090653813
f(z) = -249/5*z^3 + 239/5*z + 1
*
0 | 0.14148237561305582497889215504249919181 | 0.025642697503355263476137273961968298484
f(z) = -249/7*z^3 + 235/7*z + 1
*
0 | 0.10377681165795756226104787091623877955 | 0.018808826029933533587190808110517982788
f(z) = -249/8*z^3 + 233/8*z + 1
*
0 | 0.12867773303961134919327254565598691106 | 0.023321945008730612596446769698400288180
f(z) = -249/10*z^3 + 229/10*z + 1
*
0 | 0.14152337717114043029193624828433115171 | 0.025650128750862764074061611669791480198
f(z) = -249/11*z^3 + 227/11*z + 1
*
0 | 0.14154382600097984726315322218721070326 | 0.025653834959184455320628365641576714449
f(z) = -249/13*z^3 + 223/13*z + 1
*
0 | 0.12871863073982727584110806669806341605 | 0.023329357432721061474392661102386693934
f(z) = -249/14*z^3 + 221/14*z + 1
*
[ 1/3 ] 
f(z) = -248*z^3 + 230/9*z + 1
*
0 | 0.14138750861790221000269582337490796902 | 0.025644207103655452403227716353437296311
f(z) = -248/5*z^3 + 238/5*z + 1
*
0 | 0.14140814412432218419003861105517105670 | 0.025647949875598288843158411233658182552
f(z) = -248/7*z^3 + 234/7*z + 1
*
0 | 0.12786562976990678165872853155952857885 | 0.023191671763028996480727372977444132569
f(z) = -248/9*z^3 + 230/9*z + 1
*
0 | 0.14144930974589306007194367350104479833 | 0.025655416304106956841875363626135399712
f(z) = -248/11*z^3 + 226/11*z + 1
*
0 | 0.14146984019282158265223249960745825765 | 0.025659140020849066386752155111268021107
f(z) = -248/13*z^3 + 222/13*z + 1
*
[ 1/3 ] 
f(z) = -247*z^3 + 229/9*z + 1
*
[ 1/2 ] 
f(z) = -247/2*z^3 + 239/8*z + 1
*
[ 1/2 ] 
f(z) = -247/3*z^3 + 235/12*z + 1
*
[ 1/2 ] 
f(z) = -247/4*z^3 + 231/16*z + 1
*
0 | 0.11563170907313424683594370973727448585 | 0.020988121005081785444966259251582081638
f(z) = -247/4*z^3 + 239/4*z + 1
*
0 | 0.14131289525729013949884420796770309046 | 0.025649470798382809213975222072965566126
f(z) = -247/5*z^3 + 237/5*z + 1
*
0 | 0.10814421385611093491405545253148452209 | 0.019629078084247122400960806677582007261
f(z) = -247/6*z^3 + 235/6*z + 1
*
0 | 0.14133361387823018127630868869755913679 | 0.025653231401134715175227620863219936249
f(z) = -247/7*z^3 + 233/7*z + 1
*
0 | 0.11281938454557340278319897836550238188 | 0.020477660613523667736824167745256655216
f(z) = -247/8*z^3 + 231/8*z + 1
*
0 | 0.12779118235523793908834212934787752880 | 0.023195166967201402804523076465116108084
f(z) = -247/9*z^3 + 229/9*z + 1
*
0 | 0.12852921859803333951991684280795646097 | 0.023329126709681112582619039811706296294
f(z) = -247/10*z^3 + 227/10*z + 1
*
0 | 0.14137494488156097845330916253272884664 | 0.025660733323454479229132756514469533395
f(z) = -247/11*z^3 + 225/11*z + 1
*
0 | 0.095370803706132963557869709806433951771 | 0.017310597452730059852389641837413202609
f(z) = -247/12*z^3 + 223/12*z + 1
*
0 | 0.14123798005253569150759629497924585153 | 0.025654763774115947769488539401011500814
f(z) = -246/5*z^3 + 236/5*z + 1
*
0 | 0.14125878246023859869410890340147840712 | 0.025658542367206506150703441803735329864
f(z) = -246/7*z^3 + 232/7*z + 1
*
0 | 0.14130028017955623747396253708206637693 | 0.025666080100228902753372702966411487655
f(z) = -246/11*z^3 + 224/11*z + 1
*
0 | 0.14132097583101632467274048587701649110 | 0.025669839301890966191478243410395968581
f(z) = -246/13*z^3 + 220/13*z + 1
*
-3/28 | 0.17173450910176896815067024277327385851 | 0.020756307253072768646949055008807291470
f(z) = -245*z^3 + 221/16*z + 1
*
[ 1/3 ] 
f(z) = -245*z^3 + 227/9*z + 1
*
-2/35 | 0.14504903719780880724827859126328460647 | 0.018586872077766360626494079669009395465
f(z) = -245*z^3 + 233/10*z + 1
*
[ -2/21 ] 
f(z) = -245/2*z^3 + 227/18*z + 1
*
[ -2/5 ] 
f(z) = -245/2*z^3 + 231/10*z + 1
*
[ 1/2 ] 
f(z) = -245/2*z^3 + 237/8*z + 1
*
[ 1/2 ] 
f(z) = -245/3*z^3 + 233/12*z + 1
*
0 | 0.12079716544478979413525947222877880961 | 0.021958097733578047369031246240929608263
f(z) = -245/3*z^3 + 239/3*z + 1
*
[ 1/2 ] 
f(z) = -245/4*z^3 + 229/16*z + 1
*
0 | 0.11548149002288257375869805955130287452 | 0.020991832341468617634957743218084749728
f(z) = -245/4*z^3 + 237/4*z + 1
*
0 | 0.10799416334964447283138078476192911614 | 0.019630811573731064703727159768495574907
f(z) = -245/6*z^3 + 233/6*z + 1
*
0 | 0.10981704447110823687708837374526188126 | 0.019962168701809454770139559850067320964
f(z) = -245/8*z^3 + 229/8*z + 1
*
0 | 0.12764138358084053551702448076147907347 | 0.023202216419541896421157872262324767394
f(z) = -245/9*z^3 + 227/9*z + 1
*
0 | 0.14122531321215901349867058007478479923 | 0.025671456929882060229552203067850678719
f(z) = -245/11*z^3 + 223/11*z + 1
*
0 | 0.095220221759426047862445024230049437615 | 0.017308807933594062858230675446296218827
f(z) = -245/12*z^3 + 221/12*z + 1
*
[ 1/3 ] 
f(z) = -244*z^3 + 226/9*z + 1
*
0 | 0.12072258733017083374883286006775491813 | 0.021960868283912098424854534731469804507
f(z) = -244/3*z^3 + 238/3*z + 1
*
0 | 0.14108723427211456922475468657382253461 | 0.025665438729517762694418868248685121145
f(z) = -244/5*z^3 + 234/5*z + 1
*
0 | 0.14110820630296118672207520482521349257 | 0.025669253790288528703563071968659633499
f(z) = -244/7*z^3 + 230/7*z + 1
*
0 | 0.12756602731977871946337275923088802251 | 0.023205771060967439112621909369772849334
f(z) = -244/9*z^3 + 226/9*z + 1
*
0 | 0.14115004152204392064492837881450965560 | 0.025676864112070249793660118083111383504
f(z) = -244/11*z^3 + 222/11*z + 1
*
[ -2/3 ] 
f(z) = -243*z^3 + 221/2*z + 1
*
[ -5/27 ] 
f(z) = -243*z^3 + 221/15*z + 1
*
[ -1/12 ] 
f(z) = -243*z^3 + 235/16*z + 1
*
[ 1/2 ] 
f(z) = -243*z^3 + 239/4*z + 1
*
[ 1/2 ] 
f(z) = -243/2*z^3 + 235/8*z + 1
*
0 | 0.12814433603260971804094805635152541132 | 0.023328400265386448422955846393136680528
f(z) = -243/2*z^3 + 239/2*z + 1
*
[ 1/2 ] 
f(z) = -243/4*z^3 + 227/16*z + 1
*
0 | 0.11533004244565693293683271524891807055 | 0.020995585728515019382002359604065240884
f(z) = -243/4*z^3 + 235/4*z + 1
*
-2/27 | 0.12812557788386755974369010546925098739 | 0.019437487820688038127274519014602855841
f(z) = -243/5*z^3 + 229/15*z + 1
*
0 | 0.14101139870170679511081802980975931573 | 0.025670821299962043138537584937549442412
f(z) = -243/5*z^3 + 233/5*z + 1
*
0 | 0.14103245658571566173401724079853647662 | 0.025674654842372968818810631416623398873
f(z) = -243/7*z^3 + 229/7*z + 1
*
[ -4/3 ] 
f(z) = -243/8*z^3 + 223/4*z + 1
*
0 | 0.11251839644634786125828947476865057345 | 0.020483731632523113224116654760240120862
f(z) = -243/8*z^3 + 227/8*z + 1
*
0 | 0.12822856801414131978263702580734606001 | 0.023343734516131762666887336701011611179
f(z) = -243/10*z^3 + 223/10*z + 1
*
0 | 0.14107446262179665697945487592190761567 | 0.025682301950732173646748613380028916848
f(z) = -243/11*z^3 + 221/11*z + 1
*
-3/22 | 0.20747974520402306143592437877090633424 | 0.024760959790170034221854102061496333484
f(z) = -242*z^3 + 223/18*z + 1
*
[ 1/3 ] 
f(z) = -242*z^3 + 224/9*z + 1
*
[ 5/11 ] 
f(z) = -242/3*z^3 + 232/15*z + 1
*
0 | 0.12057043134026084473389694882745615444 | 0.021966077473552131020561870855633290752
f(z) = -242/3*z^3 + 236/3*z + 1
*
[ -1/22 ] 
f(z) = -242/5*z^3 + 231/10*z + 1
*
0 | 0.14093525129668139500269298963492781960 | 0.025676234333116257756321901484180627402
f(z) = -242/5*z^3 + 232/5*z + 1
*
0 | 0.14095639573966365186078183774617577047 | 0.025680086525295720145794383554857336123
f(z) = -242/7*z^3 + 228/7*z + 1
*
0 | 0.12741438857064308086443233429549194654 | 0.023212941178667314458581461700964851474
f(z) = -242/9*z^3 + 224/9*z + 1
*
8/11 | 0.093917278098322255466305817183531274907 | 0.015191845391234310778283285086121248961
f(z) = -242/9*z^3 + 229/18*z + 1
*
[ -1/11 ] 
f(z) = -242/19*z^3 + 230/19*z + 1
*
[ 1/3 ] 
f(z) = -241*z^3 + 223/9*z + 1
*
[ 1/2 ] 
f(z) = -241*z^3 + 237/4*z + 1
*
0 | 0.14081621359210310862557959849161755025 | 0.025673915607024000952162545724062813467
f(z) = -241*z^3 + 239*z + 1
*
[ 1/2 ] 
f(z) = -241/2*z^3 + 233/8*z + 1
*
0 | 0.12799146491931102526409030152459475136 | 0.023335679783837360420567817434934914162
f(z) = -241/2*z^3 + 237/2*z + 1
*
[ 1/2 ] 
f(z) = -241/3*z^3 + 229/12*z + 1
*
0 | 0.12049284832877608056769991178722024602 | 0.021968515842954202316749915747488733953
f(z) = -241/3*z^3 + 235/3*z + 1
*
[ 1/2 ] 
f(z) = -241/4*z^3 + 225/16*z + 1
*
0 | 0.11517734608122488239748823107647678276 | 0.020999382015028090504897309376320606853
f(z) = -241/4*z^3 + 233/4*z + 1
*
0 | 0.14085878948191697231140755150803036771 | 0.025681678135031900668271037992708196627
f(z) = -241/5*z^3 + 231/5*z + 1
*
0 | 0.10768933123447915962023006801357858569 | 0.019634151006925813810605857048246215996
f(z) = -241/6*z^3 + 229/6*z + 1
*
0 | 0.14088002119842364716881323290129045493 | 0.025685549147352709141468338165112995879
f(z) = -241/7*z^3 + 227/7*z + 1
*
0 | 0.10571031350396146876993766924603451394 | 0.019273332228306384234341417709968953816
f(z) = -241/8*z^3 + 225/8*z + 1
*
0 | 0.12733810099839043116343373193773297961 | 0.023216557065376974725232824355143972070
f(z) = -241/9*z^3 + 223/9*z + 1
*
0 | 0.12807639224193279201513716462430330509 | 0.023351163916367991228530720941139883956
f(z) = -241/10*z^3 + 221/10*z + 1
*
-2 | 0.11526145213740082218452745475038247124 | 0.016795208806389602112231667017856704020
f(z) = -241/16*z^3 + 239/4*z + 1
*
[ 1/2 ] 
f(z) = -259/5*z^3 + 239/20*z + 1
*
[ 1/2 ] 
f(z) = -259/6*z^3 + 235/24*z + 1
*
[ 1/2 ] 
f(z) = -259/8*z^3 + 227/32*z + 1
*
[ 1/2 ] 
f(z) = -259/9*z^3 + 223/36*z + 1
*
[ -4/7 ] 
f(z) = -259/16*z^3 + 225/28*z + 1
*
-1/6 | 0.21578684677655780343307981925856514645 | 0.029379863979227495710044271630879110816
f(z) = -258/5*z^3 + 223/30*z + 1
*
[ -1/2 ] 
f(z) = -258/17*z^3 + 231/34*z + 1
*
[ 1/2 ] 
f(z) = -257/5*z^3 + 237/20*z + 1
*
[ 1/2 ] 
f(z) = -257/6*z^3 + 233/24*z + 1
*
[ 1/2 ] 
f(z) = -257/7*z^3 + 229/28*z + 1
*
[ 1/2 ] 
f(z) = -257/8*z^3 + 225/32*z + 1
*
[ 1/2 ] 
f(z) = -257/9*z^3 + 221/36*z + 1
*
[ 2/3 ] 
f(z) = -257/16*z^3 + 239/36*z + 1
*
[ -3/8 ] 
f(z) = -256/11*z^3 + 229/33*z + 1
*
[ -3/16 ] 
f(z) = -256/11*z^3 + 236/33*z + 1
*
[ 1/2 ] 
f(z) = -255/7*z^3 + 227/28*z + 1
*
[ 1/2 ] 
f(z) = -255/8*z^3 + 223/32*z + 1
*
[ -1/2 ] 
f(z) = -254/17*z^3 + 229/34*z + 1
*
[ -2/11 ] 
f(z) = -253/2*z^3 + 235/22*z + 1
*
[ 1/2 ] 
f(z) = -253/5*z^3 + 233/20*z + 1
*
[ 1/2 ] 
f(z) = -253/6*z^3 + 229/24*z + 1
*
[ 1/2 ] 
f(z) = -253/7*z^3 + 225/28*z + 1
*
[ 1/2 ] 
f(z) = -253/8*z^3 + 221/32*z + 1
*
[ -3/11 ] 
f(z) = -253/9*z^3 + 223/33*z + 1
*
[ 2/3 ] 
f(z) = -253/16*z^3 + 235/36*z + 1
*
-5/12 | 0.12567584858273120532772718549467931737 | 0.018172480365391653441808224820761740899
f(z) = -252/5*z^3 + 227/20*z + 1
*
[ 1/2 ] 
f(z) = -251/5*z^3 + 231/20*z + 1
*
[ 1/2 ] 
f(z) = -251/6*z^3 + 227/24*z + 1
*
[ 1/2 ] 
f(z) = -251/7*z^3 + 223/28*z + 1
*
[ 2/3 ] 
f(z) = -251/16*z^3 + 233/36*z + 1
*
-4/25 | 0.24613829159644317624594894827937737116 | 0.028898991259762107524921108470336601556
f(z) = -250*z^3 + 223/20*z + 1
*
[ -3/20 ] 
f(z) = -250/3*z^3 + 229/24*z + 1
*
9/25 | 0.13474338977647751638809485679353516193 | 0.017221702120554210367795615940208260262
f(z) = -250/3*z^3 + 229/30*z + 1
*
[ -1/2 ] 
f(z) = -250/17*z^3 + 227/34*z + 1
*
[ -1/2 ] 
f(z) = -250/19*z^3 + 239/38*z + 1
*
[ 1/2 ] 
f(z) = -249/5*z^3 + 229/20*z + 1
*
[ 1/2 ] 
f(z) = -249/7*z^3 + 221/28*z + 1
*
[ -1/3 ] 
f(z) = -249/13*z^3 + 239/39*z + 1
*
[ 3/8 ] 
f(z) = -248/3*z^3 + 239/24*z + 1
*
[ -1/4 ] 
f(z) = -248/19*z^3 + 221/38*z + 1
*
[ -2/13 ] 
f(z) = -247/4*z^3 + 233/26*z + 1
*
[ 1/2 ] 
f(z) = -247/5*z^3 + 227/20*z + 1
*
[ 1/2 ] 
f(z) = -247/6*z^3 + 223/24*z + 1
*
[ 2/3 ] 
f(z) = -247/16*z^3 + 229/36*z + 1
*
[ -1/3 ] 
f(z) = -246/13*z^3 + 238/39*z + 1
*
[ -1/2 ] 
f(z) = -246/17*z^3 + 225/34*z + 1
*
[ -1/2 ] 
f(z) = -246/19*z^3 + 237/38*z + 1
*
[ -4/35 ] 
f(z) = -245/2*z^3 + 227/20*z + 1
*
12/35 | 0.16163799969496607986161931840163309031 | 0.020712614721731899073929359920218535830
f(z) = -245/3*z^3 + 233/30*z + 1
*
[ 1/2 ] 
f(z) = -245/6*z^3 + 221/24*z + 1
*
-12/35 | 0.12559880861738760312792894238880321926 | 0.017663363255181757563865204167503440112
f(z) = -245/6*z^3 + 239/30*z + 1
*
-1/14 | 0.098616134898141588905855260564743689996 | 0.014318022820449783669604777365196662494
f(z) = -245/9*z^3 + 221/36*z + 1
*
[ -6/35 ] 
f(z) = -245/9*z^3 + 229/30*z + 1
*
[ -6/35 ] 
f(z) = -245/12*z^3 + 223/30*z + 1
*
[ 2/3 ] 
f(z) = -245/16*z^3 + 227/36*z + 1
*
[ -3/5 ] 
f(z) = -245/18*z^3 + 227/30*z + 1
*
-8/27 | 0.15778636919714409247099668723212220190 | 0.021659608532711224482184961284776588096
f(z) = -243/4*z^3 + 221/24*z + 1
*
[ -8/27 ] 
f(z) = -243/4*z^3 + 233/24*z + 1
*
[ 1/2 ] 
f(z) = -243/5*z^3 + 223/20*z + 1
*
-2/9 | 0.13510143729287208626205781363680885314 | 0.018545608590017592060604650303916609258
f(z) = -243/5*z^3 + 227/30*z + 1
*
-2/27 | 0.13505482502979573256421720284827756344 | 0.018539210043830144554777261007257978896
f(z) = -243/5*z^3 + 233/30*z + 1
*
-1/9 | 0.13246670937730086003994712103173320778 | 0.020096065849566060609769682422563580889
f(z) = -243/7*z^3 + 226/21*z + 1
*
[ -2/15 ] 
f(z) = -243/8*z^3 + 226/25*z + 1
*
[ -14/27 ] 
f(z) = -243/8*z^3 + 233/21*z + 1
*
-11/27 | 0.15714827955935366215544713139845608835 | 0.023840421408640686078431152033375946251
f(z) = -243/11*z^3 + 232/33*z + 1
*
[ -11/27 ] 
f(z) = -243/11*z^3 + 235/33*z + 1
*
[ -2/9 ] 
f(z) = -243/19*z^3 + 233/38*z + 1
*
-2/11 | 0.21315520208860196891093673204543897620 | 0.028163916546102739586498593089945713735
f(z) = -242/3*z^3 + 229/24*z + 1
*
[ -4/11 ] 
f(z) = -242/7*z^3 + 233/28*z + 1
*
[ -3/11 ] 
f(z) = -242/13*z^3 + 236/39*z + 1
*
[ -13/22 ] 
f(z) = -242/13*z^3 + 239/26*z + 1
*
[ -1/2 ] 
f(z) = -242/19*z^3 + 235/38*z + 1
*
[ 1/2 ] 
f(z) = -241/5*z^3 + 221/20*z + 1
*
[ 2/3 ] 
f(z) = -241/16*z^3 + 223/36*z + 1
*
3/7 | 0.21504197470073393992581647621250347752 | 0.028661799020586985229356781762523722153
f(z) = -259/6*z^3 + 235/42*z + 1
*
[ 3/5 ] 
f(z) = -250/17*z^3 + 236/51*z + 1
*
[ 3/5 ] 
f(z) = -250/19*z^3 + 232/57*z + 1
*
[ 16/27 ] 
f(z) = -243/16*z^3 + 223/48*z + 1
*
[ 6/11 ] 
f(z) = -253/18*z^3 + 221/66*z + 1
*
-3/14 | 0.16061608784026086692829778222794287864 | 0.018902703038309631970744516291547260821
f(z) = -245/9*z^3 + 223/60*z + 1
*
-8/35 | 0.20194881253507067863955102840139356059 | 0.028400709162982747342906923757336384773
f(z) = -245/12*z^3 + 229/60*z + 1
*
-4/27 | 0.21161263114154344014617695698463697748 | 0.029048432855287520729283439391933003603
f(z) = -243/10*z^3 + 227/60*z + 1
*
[ 18/35 ] 
f(z) = -245/18*z^3 + 239/90*z + 1
*
[ 1/3 ] 
f(z) = -260*z^3 + 242/9*z + 1
*
0 | 0.14222070653810111333597324649676528278 | 0.025576128247451535161477443421235334539
f(z) = -260*z^3 + 258*z + 1
*
0 | 0.12189578679628685012989837478231990472 | 0.021921015243238345816220576034155053963
f(z) = -260/3*z^3 + 254/3*z + 1
*
0 | 0.14227986650676015969706282440803333864 | 0.025586767225293581152532961598701886154
f(z) = -260/7*z^3 + 246/7*z + 1
*
0 | 0.12873640755179013146376501116050464242 | 0.023151191903119160252199689371009342605
f(z) = -260/9*z^3 + 242/9*z + 1
*
[ 1/3 ] 
f(z) = -259*z^3 + 241/9*z + 1
*
[ 1/2 ] 
f(z) = -259*z^3 + 255/4*z + 1
*
0 | 0.14214938230639786274780456380339156942 | 0.025581029452065129674648920499447066119
f(z) = -259*z^3 + 257*z + 1
*
[ 1/2 ] 
f(z) = -259/2*z^3 + 251/8*z + 1
*
0 | 0.12932389383251076460239434658567390230 | 0.023272970190291882671932632700486410704
f(z) = -259/2*z^3 + 255/2*z + 1
*
[ 1/2 ] 
f(z) = -259/3*z^3 + 247/12*z + 1
*
0 | 0.12182453870263190267940243455420205323 | 0.021923395388514552062636581831062235243
f(z) = -259/3*z^3 + 253/3*z + 1
*
[ 1/2 ] 
f(z) = -259/4*z^3 + 243/16*z + 1
*
0 | 0.11650829917300461075843280142092560660 | 0.020966691407286574785650050706849322495
f(z) = -259/4*z^3 + 251/4*z + 1
*
0 | 0.14218900654442686411997105589714203389 | 0.025588160181608861936202039984719617294
f(z) = -259/5*z^3 + 249/5*z + 1
*
0 | 0.10901881351608548593271220811882170837 | 0.019618892703824713478662663037004562288
f(z) = -259/6*z^3 + 247/6*z + 1
*
0 | 0.11369406419526650515821618880692848733 | 0.020460245113377423130949206066103072420
f(z) = -259/8*z^3 + 243/8*z + 1
*
0 | 0.12866538638340487205983786655341719412 | 0.023154465992970274310752323604381996980
f(z) = -259/9*z^3 + 241/9*z + 1
*
-2 | 0.11658700601735308851702531725467219705 | 0.016810494396062297222759419179495732881
f(z) = -259/16*z^3 + 257/4*z + 1
*
0 | 0.14207778230629984085739197641947836272 | 0.025585956485635998740815588193522483446
f(z) = -258*z^3 + 256*z + 1
*
-1 | 0.12492912150133187432707641402826835276 | 0.022482092322130030011846227427207478975
f(z) = -258*z^3 + 259*z + 1
*
0 | 0.14211755974674183264217146888239162141 | 0.025593119772138209662566087113580704234
f(z) = -258/5*z^3 + 248/5*z + 1
*
0 | 0.14213739937006580372276986972746201688 | 0.025596692573816407204498396296797529350
f(z) = -258/7*z^3 + 244/7*z + 1
*
[ 1/2 ] 
f(z) = -257*z^3 + 253/4*z + 1
*
0 | 0.14200590439706222650709253798142575378 | 0.025590909590086048923638565478718773600
f(z) = -257*z^3 + 255*z + 1
*
-1 | 0.12485711154326428442982719800702658699 | 0.022484786650041268024437186077287072792
f(z) = -257*z^3 + 258*z + 1
*
[ -1 ] 
f(z) = -257*z^3 + 259*z + 1
*
[ 1/2 ] 
f(z) = -257/2*z^3 + 249/8*z + 1
*
0 | 0.12918049301214941840965366390843210972 | 0.023279639896051031308261383301270774536
f(z) = -257/2*z^3 + 253/2*z + 1
*
-1 | 0.11199695821953375902718615146000216379 | 0.020154835992042527661772521523909519825
f(z) = -257/2*z^3 + 259/2*z + 1
*
[ 1/2 ] 
f(z) = -257/3*z^3 + 245/12*z + 1
*
0 | 0.12168224846040930942181483351780509237 | 0.021928379895823138544894837489246206340
f(z) = -257/3*z^3 + 251/3*z + 1
*
[ 1/2 ] 
f(z) = -257/4*z^3 + 241/16*z + 1
*
0 | 0.11636505214926003872538836042333019129 | 0.020970166991584383195813239397563492277
f(z) = -257/4*z^3 + 249/4*z + 1
*
0 | 0.14204583622919767677245018699808197135 | 0.025598105712742241387170204022560647614
f(z) = -257/5*z^3 + 247/5*z + 1
*
0 | 0.10887675339984243582055551294341109071 | 0.019620699326183107588879238149961387191
f(z) = -257/6*z^3 + 245/6*z + 1
*
0 | 0.14206575266745668051437697881082734676 | 0.025601694857665522757758150802980320438
f(z) = -257/7*z^3 + 243/7*z + 1
*
0 | 0.10365556069826845685581444979420964328 | 0.018679787249704962142465220354336429703
f(z) = -257/8*z^3 + 241/8*z + 1
*
-2 | 0.11644432520973769350572974441219065929 | 0.016808856278805893391188029418136034862
f(z) = -257/16*z^3 + 255/4*z + 1
*
[ 2 ] 
f(z) = -257/16*z^3 + 259/4*z + 1
*
0 | 0.14193374641291565592806194071526446636 | 0.025595889010588139447043318422650988440
f(z) = -256*z^3 + 254*z + 1
*
-1 | 0.12478482047801567244199829847143027797 | 0.022487494957527135203843758476649161383
f(z) = -256*z^3 + 257*z + 1
*
[ -1 ] 
f(z) = -256*z^3 + 258*z + 1
*
0 | 0.12160913478632667590611603685440571640 | 0.021930611960378878246898302488459848329
f(z) = -256/3*z^3 + 250/3*z + 1
*
-1 | 0.10439275328070587468762891080810389079 | 0.018786392546538085862307714961771249745
f(z) = -256/3*z^3 + 259/3*z + 1
*
0 | 0.14197383383992727302688487856531499510 | 0.025603118252107096730363266134354063316
f(z) = -256/5*z^3 + 246/5*z + 1
*
0 | 0.14199382769026251570292398501084367905 | 0.025606723880697963073768042061437025270
f(z) = -256/7*z^3 + 242/7*z + 1
*
[ 1/2 ] 
f(z) = -255*z^3 + 251/4*z + 1
*
0 | 0.14186130616267465914383038153358953447 | 0.025600894995623025904868257931010468105
f(z) = -255*z^3 + 253*z + 1
*
-1 | 0.12471224610224860821050564824855770502 | 0.022490217373729752893345522891422432356
f(z) = -255*z^3 + 256*z + 1
*
[ -1 ] 
f(z) = -255*z^3 + 257*z + 1
*
[ -1/15 ] 
f(z) = -255*z^3 + 257/15*z + 1
*
[ 1/2 ] 
f(z) = -255/2*z^3 + 247/8*z + 1
*
0 | 0.12903597307445793915356816012436124617 | 0.023286380808795977882337760459722388801
f(z) = -255/2*z^3 + 251/2*z + 1
*
-1 | 0.11185255534198977425060163861489047986 | 0.020156969129772136750335406542707420611
f(z) = -255/2*z^3 + 257/2*z + 1
*
[ -1 ] 
f(z) = -255/2*z^3 + 259/2*z + 1
*
0 | 0.11622068841464576523903698479951397530 | 0.020973680004119527208554236635297803967
f(z) = -255/4*z^3 + 247/4*z + 1
*
-1 | 0.11608186665761934108367131674164376987 | 0.020889951131962157661262248073761545074
f(z) = -255/4*z^3 + 259/4*z + 1
*
0 | 0.14192162226840790440447610983658642536 | 0.025611779896736589671976548864548363988
f(z) = -255/7*z^3 + 241/7*z + 1
*
-2 | 0.11630053570218807124535694628988660274 | 0.016807203656385640812610528157523430292
f(z) = -255/16*z^3 + 253/4*z + 1
*
[ 2 ] 
f(z) = -255/16*z^3 + 257/4*z + 1
*
0 | 0.14178858142933840770226124357959389724 | 0.025605927797037534579103457344001284965
f(z) = -254*z^3 + 252*z + 1
*
[ -1/6 ] 
f(z) = -254*z^3 + 253/18*z + 1
*
-1 | 0.12463938618661881349635911619695547647 | 0.022492954029504716775167677385903318054
f(z) = -254*z^3 + 255*z + 1
*
[ -1 ] 
f(z) = -254*z^3 + 256*z + 1
*
0 | 0.12146516110983592491379765753850764009 | 0.021935674324973763133984660472786878937
f(z) = -254/3*z^3 + 248/3*z + 1
*
-1 | 0.10424693603591949931620967426373244261 | 0.018786359105740742030489710656914539056
f(z) = -254/3*z^3 + 257/3*z + 1
*
0 | 0.14182898371235137120803946602000164169 | 0.025613224138754451965362143245365215894
f(z) = -254/5*z^3 + 244/5*z + 1
*
-1 | 0.12454155383701699876239632779398999939 | 0.022412346117998542226011057685972516536
f(z) = -254/5*z^3 + 259/5*z + 1
*
0 | 0.14184913420633342121911126255090914201 | 0.025616863163059354481011137161581881658
f(z) = -254/7*z^3 + 240/7*z + 1
*
[ 1/2 ] 
f(z) = -253*z^3 + 249/4*z + 1
*
0 | 0.14171556996968359185331582286403627568 | 0.025610987670103999028008142564900276708
f(z) = -253*z^3 + 251*z + 1
*
-1 | 0.12456623847536425238328250660220105724 | 0.022495705057450753115494392970736542118
f(z) = -253*z^3 + 254*z + 1
*
[ -1 ] 
f(z) = -253*z^3 + 255*z + 1
*
[ 1/2 ] 
f(z) = -253/2*z^3 + 245/8*z + 1
*
0 | 0.12889031641449018675974048818470121768 | 0.023293194284816250148413335942330833346
f(z) = -253/2*z^3 + 249/2*z + 1
*
-1 | 0.11170570299302159794546940052603318212 | 0.020158886521580865044608558068814312720
f(z) = -253/2*z^3 + 255/2*z + 1
*
[ -1 ] 
f(z) = -253/2*z^3 + 257/2*z + 1
*
[ 1/2 ] 
f(z) = -253/3*z^3 + 241/12*z + 1
*
0 | 0.12139222942886469182792347429862416829 | 0.021938132075495831575515919054642932624
f(z) = -253/3*z^3 + 247/3*z + 1
*
-1 | 0.10417359456777150442684475737721935026 | 0.018786341034312675859230558885568358220
f(z) = -253/3*z^3 + 256/3*z + 1
*
[ -1 ] 
f(z) = -253/3*z^3 + 259/3*z + 1
*
0 | 0.11607519042114211645962958521308474342 | 0.020977231163215155968227833766438285073
f(z) = -253/4*z^3 + 245/4*z + 1
*
-1 | 0.11593527880932185178070898255090741271 | 0.020892717460642098031210190085139968807
f(z) = -253/4*z^3 + 257/4*z + 1
*
0 | 0.14175613154273105732528466228377063621 | 0.025618318000479277412585243519896744275
f(z) = -253/5*z^3 + 243/5*z + 1
*
-1 | 0.12446801694445684123439076717259256814 | 0.022414716880424362835947733367074959219
f(z) = -253/5*z^3 + 258/5*z + 1
*
0 | 0.10858617187773904416656023875208183905 | 0.019623807812363113177962445134706428983
f(z) = -253/6*z^3 + 241/6*z + 1
*
-1 | 0.091264284129325899842980739523371444350 | 0.016423809251606215080501287214785580722
f(z) = -253/6*z^3 + 259/6*z + 1
*
-2 | 0.11615562011633458407846335647251912807 | 0.016805536295012559132372361427360126339
f(z) = -253/16*z^3 + 251/4*z + 1
*
[ 2 ] 
f(z) = -253/16*z^3 + 255/4*z + 1
*
[ -2 ] 
f(z) = -253/16*z^3 + 259/4*z + 1
*
0 | 0.14164226951384924025047169092558612578 | 0.025616074873580991551139817987941352696
f(z) = -252*z^3 + 250*z + 1
*
-1 | 0.12449280068588607399156793932157374170 | 0.022498470591940008648517041655786760303
f(z) = -252*z^3 + 253*z + 1
*
[ 2/7 ] 
f(z) = -252*z^3 + 253/14*z + 1
*
[ -1 ] 
f(z) = -252*z^3 + 254*z + 1
*
0 | 0.14168299163794140958510241726855717302 | 0.025623439489972246646760707074168852310
f(z) = -252/5*z^3 + 242/5*z + 1
*
[ -2/3 ] 
f(z) = -252/5*z^3 + 249/10*z + 1
*
-1 | 0.12439418686489017412826402459566357392 | 0.022417098803798261897736036706719563817
f(z) = -252/5*z^3 + 257/5*z + 1
*
[ 1/2 ] 
f(z) = -251*z^3 + 247/4*z + 1
*
0 | 0.14156867776491329005384843007394761416 | 0.025621189669775383116265821022153071568
f(z) = -251*z^3 + 249*z + 1
*
-1 | 0.12441907050832121285756018503784054023 | 0.022501250769148990224428595579176461627
f(z) = -251*z^3 + 252*z + 1
*
[ -1 ] 
f(z) = -251*z^3 + 253*z + 1
*
[ 1/2 ] 
f(z) = -251/2*z^3 + 243/8*z + 1
*
0 | 0.12874350500858642150898288930701147507 | 0.023300081717611358012694759100038624361
f(z) = -251/2*z^3 + 247/2*z + 1
*
-1 | 0.11155833936429123618826848510141080174 | 0.020160941063620234283874713257562869719
f(z) = -251/2*z^3 + 253/2*z + 1
*
[ -1 ] 
f(z) = -251/2*z^3 + 255/2*z + 1
*
0 | 0.12124446506886446190098473275775277450 | 0.021942900682439916293375266848307795084
f(z) = -251/3*z^3 + 245/3*z + 1
*
-1 | 0.10402603443530689543659128016200843865 | 0.018786302111993966355631975213465161097
f(z) = -251/3*z^3 + 254/3*z + 1
*
[ -1 ] 
f(z) = -251/3*z^3 + 257/3*z + 1
*
0 | 0.11592854020382560727755340686055423535 | 0.020980821207037824184214385546220628612
f(z) = -251/4*z^3 + 243/4*z + 1
*
-1 | 0.11578752132426238153134843062728721763 | 0.020895508827662515841220869739927016199
f(z) = -251/4*z^3 + 255/4*z + 1
*
[ -1 ] 
f(z) = -251/4*z^3 + 259/4*z + 1
*
0 | 0.14160956171609399921845669001811632373 | 0.025628588873357620715123645661410653732
f(z) = -251/5*z^3 + 241/5*z + 1
*
-1 | 0.12432006125105441166565975233783848881 | 0.022419491981238547466637166693754360144
f(z) = -251/5*z^3 + 256/5*z + 1
*
-1 | 0.091115477225516435182995697400024435539 | 0.016419936550074699407507451250233762988
f(z) = -251/6*z^3 + 257/6*z + 1
*
-1 | 0.12427023343799781156540976895650630882 | 0.022379099206023114429591551523280576654
f(z) = -251/7*z^3 + 258/7*z + 1
*
-1 | 0.11568786510615913876747553627863672184 | 0.020819047093347779834718426185562718272
f(z) = -251/8*z^3 + 259/8*z + 1
*
-2 | 0.11600956066167244956370495825627700748 | 0.016803853955432967006995837745019544566
f(z) = -251/16*z^3 + 249/4*z + 1
*
[ 2 ] 
f(z) = -251/16*z^3 + 253/4*z + 1
*
[ -2 ] 
f(z) = -251/16*z^3 + 257/4*z + 1
*
0 | 0.14149479239846070994732917016842546162 | 0.025626332324605766344490818152393027234
f(z) = -250*z^3 + 248*z + 1
*
-1 | 0.12434504560510644689278442452558795492 | 0.022504045727090170822867944822475653775
f(z) = -250*z^3 + 251*z + 1
*
[ -1/6 ] 
f(z) = -250*z^3 + 251/18*z + 1
*
[ -1 ] 
f(z) = -250*z^3 + 252*z + 1
*
0 | 0.12117169501654481289411109617419766960 | 0.021945585927185928083149511448658899840
f(z) = -250/3*z^3 + 244/3*z + 1
*
-1 | 0.10395181108618936687709848868907189383 | 0.018786281229246078176105430009436148143
f(z) = -250/3*z^3 + 253/3*z + 1
*
[ -1 ] 
f(z) = -250/3*z^3 + 256/3*z + 1
*
-1 | 0.12419560798274967949353773039722923256 | 0.022381312867706840600829071855916660566
f(z) = -250/7*z^3 + 257/7*z + 1
*
[ 6/5 ] 
f(z) = -250/9*z^3 + 241/6*z + 1
*
[ -6/5 ] 
f(z) = -250/9*z^3 + 251/6*z + 1
*
-1 | 0.11058224317630883398633660298669847581 | 0.019900245598473243990914213806248222568
f(z) = -250/9*z^3 + 259/9*z + 1
*
[ 1/2 ] 
f(z) = -249*z^3 + 245/4*z + 1
*
0 | 0.14142061106214297304424589133116020674 | 0.025631503107667277196004619692571209844
f(z) = -249*z^3 + 247*z + 1
*
-1 | 0.12427072361053370721547789641792726994 | 0.022506855605644279025967898481192428814
f(z) = -249*z^3 + 250*z + 1
*
[ -1 ] 
f(z) = -249*z^3 + 251*z + 1
*
[ 1/2 ] 
f(z) = -249/2*z^3 + 241/8*z + 1
*
0 | 0.12859552040098894571473829344553890673 | 0.023307044539226816561340448549289249952
f(z) = -249/2*z^3 + 245/2*z + 1
*
-1 | 0.11140979365142572428665839992737446516 | 0.020163015571521921116620588531740002910
f(z) = -249/2*z^3 + 251/2*z + 1
*
[ -1 ] 
f(z) = -249/2*z^3 + 253/2*z + 1
*
0 | 0.11578071936755707968001085784605827597 | 0.020984450894314521313412634287810580093
f(z) = -249/4*z^3 + 241/4*z + 1
*
-1 | 0.11563857538661568871960642968340990142 | 0.020898325632452160025342198680365268871
f(z) = -249/4*z^3 + 253/4*z + 1
*
[ -1 ] 
f(z) = -249/4*z^3 + 257/4*z + 1
*
-1 | 0.12417091388955596653642004627671211760 | 0.022424312476337686192818891771954001134
f(z) = -249/5*z^3 + 254/5*z + 1
*
[ -1 ] 
f(z) = -249/5*z^3 + 259/5*z + 1
*
-1 | 0.12412068056991976994391804220631966090 | 0.022383536291248296052412539302929467243
f(z) = -249/7*z^3 + 256/7*z + 1
*
-1 | 0.11553810814073443036996739531714509990 | 0.020821143262971870741543052247952507759
f(z) = -249/8*z^3 + 257/8*z + 1
*
-1 | 0.11120950644582375229596172800020387585 | 0.020013127131345987201775676007168078359
f(z) = -249/10*z^3 + 259/10*z + 1
*
-2 | 0.11586233912241610475298112579883991412 | 0.016802156392761050612762788794898674160
f(z) = -249/16*z^3 + 247/4*z + 1
*
[ 2 ] 
f(z) = -249/16*z^3 + 251/4*z + 1
*
[ -2 ] 
f(z) = -249/16*z^3 + 255/4*z + 1
*
0 | 0.14134613137522867094029646944927736488 | 0.025636702292297852080971776962416209956
f(z) = -248*z^3 + 246*z + 1
*
-1 | 0.12419610213029642834481998193579046873 | 0.022509680546593289554476121556138227945
f(z) = -248*z^3 + 249*z + 1
*
[ -1 ] 
f(z) = -248*z^3 + 250*z + 1
*
0 | 0.12102319936189969424010062852368333053 | 0.021950623637982213369422681403660847420
f(z) = -248/3*z^3 + 242/3*z + 1
*
-1 | 0.10380246589748282979142273485852482469 | 0.018786236538609148496621235675070792525
f(z) = -248/3*z^3 + 251/3*z + 1
*
[ -1 ] 
f(z) = -248/3*z^3 + 254/3*z + 1
*
-1 | 0.12409588730401896945481337633635220563 | 0.022426739985830374337997961152198718170
f(z) = -248/5*z^3 + 253/5*z + 1
*
[ -1 ] 
f(z) = -248/5*z^3 + 258/5*z + 1
*
-1 | 0.12404544874581279165710150662700113818 | 0.022385769551458195525389553070046256766
f(z) = -248/7*z^3 + 255/7*z + 1
*
-1 | 0.11043167148744994740042382292535462518 | 0.019900911394610147773696303252821777915
f(z) = -248/9*z^3 + 257/9*z + 1
*
-1 | 0.12394389705613375174977144193100721191 | 0.022304792532707214058781233157984246361
f(z) = -248/11*z^3 + 259/11*z + 1
*
[ 1/2 ] 
f(z) = -247*z^3 + 243/4*z + 1
*
0 | 0.14127135092814505427180621210838116315 | 0.025641930155645958239643105394911066594
f(z) = -247*z^3 + 245*z + 1
*
-1 | 0.12412117874102672125787783937993634382 | 0.022512520693654132997032689413139065860
f(z) = -247*z^3 + 248*z + 1
*
[ -1 ] 
f(z) = -247*z^3 + 249*z + 1
*
[ -1/2 ] 
f(z) = -247*z^3 + 259/4*z + 1
*
0 | 0.12844634368991863806733450021704169875 | 0.023314084221649596353495758949101711206
f(z) = -247/2*z^3 + 243/2*z + 1
*
-1 | 0.11126069887595157802140925020532992070 | 0.020165228587133305132499263344368181651
f(z) = -247/2*z^3 + 249/2*z + 1
*
[ -1 ] 
f(z) = -247/2*z^3 + 251/2*z + 1
*
0 | 0.12094746898521956668803981487134989786 | 0.021952975828755157563805098843923316661
f(z) = -247/3*z^3 + 241/3*z + 1
*
-1 | 0.10372733920100251199811240937655660793 | 0.018786212696976365667615838413356888786
f(z) = -247/3*z^3 + 250/3*z + 1
*
[ -1 ] 
f(z) = -247/3*z^3 + 253/3*z + 1
*
-1 | 0.11548842172283179176115063903143093866 | 0.020901168283405653774631634012702513539
f(z) = -247/4*z^3 + 251/4*z + 1
*
[ -1 ] 
f(z) = -247/4*z^3 + 255/4*z + 1
*
-1 | 0.12402055550752252329671858035262030680 | 0.022429179133091885935823073373720394774
f(z) = -247/5*z^3 + 252/5*z + 1
*
[ -1 ] 
f(z) = -247/5*z^3 + 257/5*z + 1
*
-1 | 0.090815563550289346053265181331111763398 | 0.016412284682886771849456964974712063053
f(z) = -247/6*z^3 + 253/6*z + 1
*
[ -1 ] 
f(z) = -247/6*z^3 + 259/6*z + 1
*
-1 | 0.12396991002670175106533515511874661588 | 0.022388012723936709710874630766724099468
f(z) = -247/7*z^3 + 254/7*z + 1
*
-1 | 0.11538713013947723430878167460647471588 | 0.020823252530606408228154401883739804211
f(z) = -247/8*z^3 + 255/8*z + 1
*
-1 | 0.11035592399266876766511266672309739133 | 0.019901243034617825711030764598548251534
f(z) = -247/9*z^3 + 256/9*z + 1
*
-1 | 0.11105745859584890852649208050681286884 | 0.020013684602045954184248321536412400305
f(z) = -247/10*z^3 + 257/10*z + 1
*
-1 | 0.12386793890148748593654861069884572917 | 0.022306652336861180091279860911395089243
f(z) = -247/11*z^3 + 258/11*z + 1
*
-1 | 0.094940257952083761082174361339775342714 | 0.017085333016952587274679569354102560918
f(z) = -247/12*z^3 + 259/12*z + 1
*
-2 | 0.11571393684382483939250071939540381772 | 0.016800443356305086704048050030897394039
f(z) = -247/16*z^3 + 245/4*z + 1
*
[ 2 ] 
f(z) = -247/16*z^3 + 249/4*z + 1
*
[ -2 ] 
f(z) = -247/16*z^3 + 253/4*z + 1
*
0 | 0.14119626728201027904549787998166201240 | 0.025647186978739836394224912685914192393
f(z) = -246*z^3 + 244*z + 1
*
-1 | 0.12404595098982314562432907613973379109 | 0.022515376192513143407261529849848341778
f(z) = -246*z^3 + 247*z + 1
*
[ -1 ] 
f(z) = -246*z^3 + 248*z + 1
*
-1 | 0.12394491600662926637363486869169329842 | 0.022431630016942062493202021035417291982
f(z) = -246/5*z^3 + 251/5*z + 1
*
[ -1 ] 
f(z) = -246/5*z^3 + 256/5*z + 1
*
-1 | 0.12389406189833582317314135684987929850 | 0.022390265885083571705670756872035840805
f(z) = -246/7*z^3 + 253/7*z + 1
*
-1 | 0.12379166785808852493400505918127803635 | 0.022308518745139176808853129751263542752
f(z) = -246/11*z^3 + 257/11*z + 1
*
-1 | 0.12374012276204590452690176905559672574 | 0.022268121559298415889263732671676999294
f(z) = -246/13*z^3 + 259/13*z + 1
*
[ 1/2 ] 
f(z) = -245*z^3 + 241/4*z + 1
*
-3/35 | 0.23980336798155119847288736985557138708 | 0.029211153480521054940972022621142402421
f(z) = -245*z^3 + 242/15*z + 1
*
0 | 0.14112087796815613171557930977168087788 | 0.025652473046558295873912495057005784422
f(z) = -245*z^3 + 243*z + 1
*
-1 | 0.12397041639376885114724237247573481403 | 0.022518247190861263006553978848031043044
f(z) = -245*z^3 + 246*z + 1
*
[ -1 ] 
f(z) = -245*z^3 + 247*z + 1
*
[ -2/21 ] 
f(z) = -245*z^3 + 247/18*z + 1
*
[ -1/2 ] 
f(z) = -245*z^3 + 257/4*z + 1
*
0 | 0.12829595551308611127846411412445953702 | 0.023321202278266161056862285373650025028
f(z) = -245/2*z^3 + 241/2*z + 1
*
-1 | 0.11110973117375998788549476870558520467 | 0.020167344246741686860353935501060399544
f(z) = -245/2*z^3 + 247/2*z + 1
*
[ -1 ] 
f(z) = -245/2*z^3 + 249/2*z + 1
*
-1 | 0.10357616523834489441389541921859510884 | 0.018786161934239226417939619531732041089
f(z) = -245/3*z^3 + 248/3*z + 1
*
[ -1 ] 
f(z) = -245/3*z^3 + 251/3*z + 1
*
-1/14 | 0.094968257181271314571084586195509513569 | 0.013788389445036049833729523925475956336
f(z) = -245/3*z^3 + 257/12*z + 1
*
-3/35 | 0.18446618615740735685337930196106762452 | 0.025942071348160833086149918277545967708
f(z) = -245/3*z^3 + 259/15*z + 1
*
[ -1/14 ] 
f(z) = -245/4*z^3 + 245/16*z + 1
*
-1 | 0.11533704058666773140463336110860656478 | 0.020904037198137135874719807897766046105
f(z) = -245/4*z^3 + 249/4*z + 1
*
[ -1 ] 
f(z) = -245/4*z^3 + 253/4*z + 1
*
-1 | 0.090664417436894684018626697907184217276 | 0.016408504141769201588306315824937533626
f(z) = -245/6*z^3 + 251/6*z + 1
*
[ -1 ] 
f(z) = -245/6*z^3 + 257/6*z + 1
*
-1 | 0.11523491102578079237150921564369088360 | 0.020825374982284260029152152907951966785
f(z) = -245/8*z^3 + 253/8*z + 1
*
-1 | 0.11020349302468576405336854498980113563 | 0.019901903643614161242629334742911897634
f(z) = -245/9*z^3 + 254/9*z + 1
*
-1 | 0.12371508133717792191117756819302857365 | 0.022310391791040166973258888825511418888
f(z) = -245/11*z^3 + 256/11*z + 1
*
-1 | 0.094787185629410868386976930280950241836 | 0.017081615782386714838697797920838134220
f(z) = -245/12*z^3 + 257/12*z + 1
*
-1 | 0.12366332009150030907726177056393717009 | 0.022269803732642486655967024548532619649
f(z) = -245/13*z^3 + 258/13*z + 1
*
-2 | 0.11556433471797395263742662031790454834 | 0.016798714589387033835280558855273122229
f(z) = -245/16*z^3 + 243/4*z + 1
*
[ 2 ] 
f(z) = -245/16*z^3 + 247/4*z + 1
*
[ -2 ] 
f(z) = -245/16*z^3 + 251/4*z + 1
*
0 | 0.14104518048764099948789749063237838816 | 0.025657788648103103655364404150630638709
f(z) = -244*z^3 + 242*z + 1
*
-1 | 0.12389457243943985134215198226321879261 | 0.022521133838430023813008505244762592766
f(z) = -244*z^3 + 245*z + 1
*
[ -1 ] 
f(z) = -244*z^3 + 246*z + 1
*
-1 | 0.10350011293465275546456540266245532631 | 0.018786134977372103525763033595484839091
f(z) = -244/3*z^3 + 247/3*z + 1
*
[ -1 ] 
f(z) = -244/3*z^3 + 250/3*z + 1
*
-1 | 0.12379270376398907715019352379217154322 | 0.022436567395674352383245718351209052028
f(z) = -244/5*z^3 + 249/5*z + 1
*
[ -1 ] 
f(z) = -244/5*z^3 + 254/5*z + 1
*
-1 | 0.12374142720119296374116208800412095573 | 0.022394802483040692067117678740234899389
f(z) = -244/7*z^3 + 251/7*z + 1
*
[ -1 ] 
f(z) = -244/7*z^3 + 258/7*z + 1
*
-1 | 0.11012680438594575973480177659830154293 | 0.019902232548475626633265360048227513088
f(z) = -244/9*z^3 + 253/9*z + 1
*
-1 | 0.12363817671773040876280442367055071847 | 0.022312271508139496291325688717753144104
f(z) = -244/11*z^3 + 255/11*z + 1
*
-1 | 0.12358619750165451200425972729901578638 | 0.022271490895224970286430588136885272697
f(z) = -244/13*z^3 + 257/13*z + 1
*
-1 | 0.10318930668422088021169343610784469829 | 0.018569821764947819371825400586265935366
f(z) = -244/15*z^3 + 259/15*z + 1
*
0 | 0.14096917231075284562154343921169328183 | 0.025663134076473010045416043282801630170
f(z) = -243*z^3 + 241*z + 1
*
-1/18 | 0.17645179781966164721952200415962712978 | 0.022117385750344149007051830465208520054
f(z) = -243*z^3 + 241/12*z + 1
*
-1 | 0.12381841658240318627360721458905292044 | 0.022524036287028326619689536481374588248
f(z) = -243*z^3 + 244*z + 1
*
[ -1 ] 
f(z) = -243*z^3 + 245*z + 1
*
[ -1/2 ] 
f(z) = -243*z^3 + 255/4*z + 1
*
-1 | 0.11095752261585605926222340181598573269 | 0.020169480938592264100494153021258360567
f(z) = -243/2*z^3 + 245/2*z + 1
*
[ -1 ] 
f(z) = -243/2*z^3 + 247/2*z + 1
*
-1/27 | 0.17753853717864624841692717077694773880 | 0.026933756796325163132995833892405566569
f(z) = -243/2*z^3 + 259/6*z + 1
*
-1 | 0.11518441174360242174809765984567435297 | 0.020906932803742252796560933396735411970
f(z) = -243/4*z^3 + 247/4*z + 1
*
[ -1 ] 
f(z) = -243/4*z^3 + 251/4*z + 1
*
[ -2/3 ] 
f(z) = -243/5*z^3 + 241/10*z + 1
*
-14/27 | 0.13529458436183685263793231268986992793 | 0.020525072972719630885820552643952703967
f(z) = -243/5*z^3 + 241/15*z + 1
*
-1 | 0.12371612587992675847723965798855994893 | 0.022439054094238713236870080958084669954
f(z) = -243/5*z^3 + 248/5*z + 1
*
[ -1 ] 
f(z) = -243/5*z^3 + 253/5*z + 1
*
-1 | 0.12366463544672283226431198438952752512 | 0.022397086076741132292638772965528754043
f(z) = -243/7*z^3 + 250/7*z + 1
*
[ -2/3 ] 
f(z) = -243/7*z^3 + 251/14*z + 1
*
[ -1 ] 
f(z) = -243/7*z^3 + 257/7*z + 1
*
-1 | 0.11508143022373502283051035262687451385 | 0.020827510702103238478044345005376384716
f(z) = -243/8*z^3 + 251/8*z + 1
*
[ -1 ] 
f(z) = -243/8*z^3 + 259/8*z + 1
*
-1 | 0.11075155434808011520045150417590152565 | 0.020015138022309897677228397491781632231
f(z) = -243/10*z^3 + 253/10*z + 1
*
-1 | 0.12356095134591585381014193480815457288 | 0.022314157930083693389128246216339614778
f(z) = -243/11*z^3 + 254/11*z + 1
*
-1 | 0.12350875231557089807682758113745696121 | 0.022273183059007176340125947903094584098
f(z) = -243/13*z^3 + 256/13*z + 1
*
-1 | 0.11064715559968905090509775861008454472 | 0.019939743825260298495965224609737830954
f(z) = -243/14*z^3 + 257/14*z + 1
*
-2 | 0.11541351316894421225895194198167814039 | 0.016796969829155190380187242704788627160
f(z) = -243/16*z^3 + 241/4*z + 1
*
[ 2 ] 
f(z) = -243/16*z^3 + 245/4*z + 1
*
[ -2 ] 
f(z) = -243/16*z^3 + 249/4*z + 1
*
-1 | 0.11487262722494741000437110475327104783 | 0.020672337878637546220884280639415933713
f(z) = -243/16*z^3 + 259/16*z + 1
*
0 | 0.14089285087650194256771143072588946450 | 0.025668509628939455062730543210195822626
f(z) = -242*z^3 + 240*z + 1
*
-3/22 | 0.21729932398720450497881514470175661105 | 0.025932843798258010006184742711175046487
f(z) = -242*z^3 + 241/18*z + 1
*
-1 | 0.12374194624670472373024808274422073568 | 0.022526954690580038368960529012004346993
f(z) = -242*z^3 + 243*z + 1
*
[ -1 ] 
f(z) = -242*z^3 + 244*z + 1
*
[ 5/11 ] 
f(z) = -242*z^3 + 244/5*z + 1
*
-15/44 | 0.18241596296002920132164170781705040808 | 0.024102381303120683216787571070875811603
f(z) = -242*z^3 + 249/8*z + 1
*
-1 | 0.10334603123794534866249662773136582201 | 0.018785889933298035011181767298143340964
f(z) = -242/3*z^3 + 245/3*z + 1
*
[ -1 ] 
f(z) = -242/3*z^3 + 248/3*z + 1
*
-1 | 0.12363923000579429498885925093161546119 | 0.022441552936794381651357715995953280846
f(z) = -242/5*z^3 + 247/5*z + 1
*
[ -1 ] 
f(z) = -242/5*z^3 + 252/5*z + 1
*
-1 | 0.12358752391055400153504433015474942440 | 0.022399379972911478589132248944532212262
f(z) = -242/7*z^3 + 249/7*z + 1
*
[ -1 ] 
f(z) = -242/7*z^3 + 256/7*z + 1
*
-1 | 0.10997246764268985303937188822462780507 | 0.019902887392969065914209850126264299521
f(z) = -242/9*z^3 + 251/9*z + 1
*
-1 | 0.12343098182256442034981701852354298721 | 0.022274880235647679687467820809174365885
f(z) = -242/13*z^3 + 255/13*z + 1
*
-1 | 0.10303467899939853349919876652715772889 | 0.018567898047003275429182927530770517824
f(z) = -242/15*z^3 + 257/15*z + 1
*
-1 | 0.12332540641805089628006611062497823974 | 0.022193489711886500717491049405681090826
f(z) = -242/17*z^3 + 259/17*z + 1
*
-1 | 0.12366515882434634104785359354998916065 | 0.022529889205162429614945888582216024972
f(z) = -241*z^3 + 242*z + 1
*
[ -1 ] 
f(z) = -241*z^3 + 243*z + 1
*
[ -1/2 ] 
f(z) = -241*z^3 + 253/4*z + 1
*
-1 | 0.11080340049558009466993779688380160435 | 0.020171520314944111312723027870756629253
f(z) = -241/2*z^3 + 243/2*z + 1
*
[ -1 ] 
f(z) = -241/2*z^3 + 245/2*z + 1
*
-1 | 0.10326903023414393488150515572895610758 | 0.018785859555650743392627903193141132313
f(z) = -241/3*z^3 + 244/3*z + 1
*
[ -1 ] 
f(z) = -241/3*z^3 + 247/3*z + 1
*
-1 | 0.11503051445460382464219769347649410143 | 0.020909855537068793955528020376744871419
f(z) = -241/4*z^3 + 245/4*z + 1
*
[ -1 ] 
f(z) = -241/4*z^3 + 249/4*z + 1
*
-1 | 0.12356201348958544953999974797960046248 | 0.022444064028318221720711777788545874804
f(z) = -241/5*z^3 + 246/5*z + 1
*
[ -1 ] 
f(z) = -241/5*z^3 + 251/5*z + 1
*
-1 | 0.090356383926911638979705413033593823741 | 0.016400438380100519687086700063839135575
f(z) = -241/6*z^3 + 247/6*z + 1
*
[ -1 ] 
f(z) = -241/6*z^3 + 253/6*z + 1
*
-1 | 0.12351008991807132115279946231166114700 | 0.022401684252105766232672721091138698496
f(z) = -241/7*z^3 + 248/7*z + 1
*
[ -1 ] 
f(z) = -241/7*z^3 + 255/7*z + 1
*
-1 | 0.11492666664142987243520182838975986898 | 0.020829659772006175170432176586585852878
f(z) = -241/8*z^3 + 249/8*z + 1
*
[ -1 ] 
f(z) = -241/8*z^3 + 257/8*z + 1
*
-1 | 0.10989481417641283374838148305296806605 | 0.019903213263883972014718561070064644356
f(z) = -241/9*z^3 + 250/9*z + 1
*
[ -1 ] 
f(z) = -241/9*z^3 + 259/9*z + 1
*
-1 | 0.11059569950768620346082986963363756247 | 0.020015680293725230717491050746332907938
f(z) = -241/10*z^3 + 251/10*z + 1
*
-1 | 0.12340552756253024352221658424972291781 | 0.022317951023415724150397493842289969934
f(z) = -241/11*z^3 + 252/11*z + 1
*
-1 | 0.094477191357967695415804585988507917521 | 0.017074017932486808866292740628020387917
f(z) = -241/12*z^3 + 253/12*z + 1
*
-1 | 0.12335288327763282289033692405813992473 | 0.022276582436488819464467389440207301906
f(z) = -241/13*z^3 + 254/13*z + 1
*
-1 | 0.11049106237167737400744378860978147567 | 0.019939687306195144376621089826130491401
f(z) = -241/14*z^3 + 255/14*z + 1
*
-1 | 0.10295635477834424139277626530160492875 | 0.018566827808340246052879396197301941638
f(z) = -241/15*z^3 + 256/15*z + 1
*
[ 2 ] 
f(z) = -241/16*z^3 + 243/4*z + 1
*
[ -2 ] 
f(z) = -241/16*z^3 + 247/4*z + 1
*
-1 | 0.11471608244574956164604117261339428687 | 0.020673005864527749283726198698495862914
f(z) = -241/16*z^3 + 257/16*z + 1
*
-1 | 0.12324685438078255899246717209815356581 | 0.022194804859636349210859630035825134572
f(z) = -241/17*z^3 + 258/17*z + 1
*
-1 | 0.096821017239833667944744989364527616735 | 0.017423792164305561655713351365719589791
f(z) = -241/18*z^3 + 259/18*z + 1
*
[ -1/6 ] 
f(z) = -260/3*z^3 + 254/27*z + 1
*
[ -1/4 ] 
f(z) = -260/9*z^3 + 245/36*z + 1
*
[ 2/3 ] 
f(z) = -259/16*z^3 + 241/36*z + 1
*
-1/12 | 0.23885272991476894339596701206104335195 | 0.027356816277139411167426968752602866340
f(z) = -258*z^3 + 259/24*z + 1
*
[ -1/6 ] 
f(z) = -258/5*z^3 + 253/30*z + 1
*
[ -1/3 ] 
f(z) = -258/13*z^3 + 242/39*z + 1
*
[ -1/2 ] 
f(z) = -258/19*z^3 + 243/38*z + 1
*
[ -1/6 ] 
f(z) = -256/3*z^3 + 253/27*z + 1
*
[ -9/32 ] 
f(z) = -256/9*z^3 + 245/36*z + 1
*
[ -3/8 ] 
f(z) = -256/13*z^3 + 251/39*z + 1
*
[ -1/6 ] 
f(z) = -255/2*z^3 + 253/24*z + 1
*
[ -1/3 ] 
f(z) = -255/13*z^3 + 241/39*z + 1
*
[ -4/5 ] 
f(z) = -255/16*z^3 + 249/20*z + 1
*
[ -1/4 ] 
f(z) = -254/3*z^3 + 247/24*z + 1
*
[ -1/2 ] 
f(z) = -254/19*z^3 + 241/38*z + 1
*
[ -5/12 ] 
f(z) = -252/5*z^3 + 243/20*z + 1
*
[ 3/5 ] 
f(z) = -250/7*z^3 + 256/21*z + 1
*
[ -7/25 ] 
f(z) = -250/7*z^3 + 258/35*z + 1
*
[ -1/10 ] 
f(z) = -250/11*z^3 + 247/22*z + 1
*
[ 3/5 ] 
f(z) = -250/11*z^3 + 248/33*z + 1
*
[ 3/5 ] 
f(z) = -250/13*z^3 + 244/39*z + 1
*
[ -1/6 ] 
f(z) = -249/2*z^3 + 251/24*z + 1
*
[ -1/8 ] 
f(z) = -248/3*z^3 + 247/24*z + 1
*
[ -1/6 ] 
f(z) = -248/3*z^3 + 251/27*z + 1
*
-1/12 | 0.14622929274307087388206610036214369082 | 0.016840124741084817708001312248661651346
f(z) = -246*z^3 + 257/24*z + 1
*
[ -1/6 ] 
f(z) = -246/5*z^3 + 251/30*z + 1
*
[ -4/35 ] 
f(z) = -245*z^3 + 259/20*z + 1
*
-3/7 | 0.17530812893259777071061091924453018809 | 0.024654144390459106115958154822397597910
f(z) = -245/4*z^3 + 249/20*z + 1
*
[ -6/35 ] 
f(z) = -245/4*z^3 + 259/30*z + 1
*
[ -3/7 ] 
f(z) = -245/11*z^3 + 245/33*z + 1
*
-18/35 | 0.14702724548222945567000797350785176893 | 0.020676913053153578071774827995590335983
f(z) = -245/12*z^3 + 257/30*z + 1
*
[ -4/5 ] 
f(z) = -245/16*z^3 + 241/20*z + 1
*
[ -4/21 ] 
f(z) = -245/16*z^3 + 245/36*z + 1
*
[ -4/7 ] 
f(z) = -245/18*z^3 + 259/36*z + 1
*
[ -1/6 ] 
f(z) = -244/3*z^3 + 250/27*z + 1
*
[ -1/4 ] 
f(z) = -244/9*z^3 + 241/36*z + 1
*
-4/27 | 0.14627061425566628548699144441490773359 | 0.018334319283834898554224445298268438943
f(z) = -243/2*z^3 + 241/24*z + 1
*
-4/27 | 0.19254222405142077168609234685063506552 | 0.024134243431890639982467382267690294654
f(z) = -243/2*z^3 + 253/24*z + 1
*
[ -4/9 ] 
f(z) = -243/5*z^3 + 257/20*z + 1
*
-2/9 | 0.19986867653880317617514856931262913593 | 0.027436319840610899817379120770292268459
f(z) = -243/5*z^3 + 257/30*z + 1
*
[ -7/18 ] 
f(z) = -243/7*z^3 + 247/28*z + 1
*
[ -1/6 ] 
f(z) = -243/8*z^3 + 251/32*z + 1
*
-10/27 | 0.16711253954291573722507892711666785242 | 0.025352064792198400527052196122308330640
f(z) = -243/13*z^3 + 256/39*z + 1
*
-8/27 | 0.17144965327792763368180944593888787481 | 0.026010033300856710993890514355916486281
f(z) = -243/13*z^3 + 259/39*z + 1
*
-5/22 | 0.068652213358209563994050452286847336928 | 0.011105025957120258012610116969473444930
f(z) = -242/15*z^3 + 241/30*z + 1
*
-5/22 | 0.18211474537608581632062924769896135590 | 0.029458467187699758307967079941254717893
f(z) = -242/15*z^3 + 247/30*z + 1
*
[ -3/22 ] 
f(z) = -242/15*z^3 + 259/30*z + 1
*
[ -3/7 ] 
f(z) = -259/18*z^3 + 251/42*z + 1
*
-1/5 | 0.21255781480049592338864196242879477751 | 0.029725449462696370857301476635311808144
f(z) = -255/8*z^3 + 251/40*z + 1
*
[ -1/3 ] 
f(z) = -255/14*z^3 + 253/42*z + 1
*
[ -4/11 ] 
f(z) = -253/16*z^3 + 257/44*z + 1
*
[ -1/3 ] 
f(z) = -249/14*z^3 + 251/42*z + 1
*
-9/35 | 0.15473547756330471071424558200758848939 | 0.021760946451257237534506843074925094624
f(z) = -245/8*z^3 + 241/40*z + 1
*
-2/21 | 0.22182738338581609870440717503257331503 | 0.023832109289275301874134138088056784936
f(z) = -245/8*z^3 + 242/45*z + 1
*
17/35 | 0.18467017476885533516112974691293714949 | 0.025970758920786637123678887340728005873
f(z) = -245/9*z^3 + 244/45*z + 1
*
-1/14 | 0.19027491812015735945647647176452027724 | 0.027625911547005554220919098568670644862
f(z) = -245/12*z^3 + 245/48*z + 1
*
[ -8/35 ] 
f(z) = -245/16*z^3 + 247/40*z + 1
*
[ -5/18 ] 
f(z) = -243/10*z^3 + 259/40*z + 1
*
[ -7/27 ] 
f(z) = -243/14*z^3 + 253/42*z + 1
*
[ 6/13 ] 
f(z) = -247/12*z^3 + 251/78*z + 1
*
4/7 | 0.10048110293982025860066283446159944276 | 0.014130979752475557835916698355107447433
f(z) = -245/12*z^3 + 259/60*z + 1
*
-1 | 0.12507230678164940149884323682935077144 | 0.022476745096856700947745756228141174598
f(z) = -260*z^3 + 261*z + 1
*
[ -1 ] 
f(z) = -260*z^3 + 262*z + 1
*
-1 | 0.10467995412627757853629919383932942306 | 0.018786263538620363614487827262865882574
f(z) = -260/3*z^3 + 263/3*z + 1
*
[ -1 ] 
f(z) = -260/3*z^3 + 266/3*z + 1
*
-1 | 0.12492866504257943726367440257881660209 | 0.022359603568878787576355652593868724653
f(z) = -260/7*z^3 + 267/7*z + 1
*
[ -1 ] 
f(z) = -260/7*z^3 + 274/7*z + 1
*
-1 | 0.11131726569400250313288859656787809757 | 0.019896873697517647487245522220396576247
f(z) = -260/9*z^3 + 269/9*z + 1
*
[ -1 ] 
f(z) = -260/9*z^3 + 278/9*z + 1
*
-1 | 0.12483189007507885081912170240007942826 | 0.022282977935030034774028067755000718181
f(z) = -260/11*z^3 + 271/11*z + 1
*
-1 | 0.12468516334115599888483408497875015075 | 0.022170123617855374645831687129797533630
f(z) = -260/17*z^3 + 277/17*z + 1
*
-1 | 0.12463582825561621006353364107503032364 | 0.022133038693015352040081377954246243311
f(z) = -260/19*z^3 + 279/19*z + 1
*
-1 | 0.12500085252995197545953519960481225050 | 0.022479411846335735891965502891415109887
f(z) = -259*z^3 + 260*z + 1
*
[ -1 ] 
f(z) = -259*z^3 + 261*z + 1
*
[ 2/7 ] 
f(z) = -259*z^3 + 261/14*z + 1
*
[ -1/2 ] 
f(z) = -259*z^3 + 271/4*z + 1
*
-1 | 0.11214088584513026120100521772242106624 | 0.020152839352975900183366870136426936516
f(z) = -259/2*z^3 + 261/2*z + 1
*
[ -1 ] 
f(z) = -259/2*z^3 + 263/2*z + 1
*
-1 | 0.10460934862695522807020384036316429842 | 0.018786436176191617109573365379586168430
f(z) = -259/3*z^3 + 262/3*z + 1
*
[ -1 ] 
f(z) = -259/3*z^3 + 265/3*z + 1
*
-1 | 0.11637160650432769440223613006277473605 | 0.020884492035272432693391187202189099175
f(z) = -259/4*z^3 + 263/4*z + 1
*
[ -1 ] 
f(z) = -259/4*z^3 + 267/4*z + 1
*
-1 | 0.12490492072342942108417205572049646559 | 0.022400656536292605925391883540638130420
f(z) = -259/5*z^3 + 264/5*z + 1
*
[ -1 ] 
f(z) = -259/5*z^3 + 269/5*z + 1
*
-1 | 0.091701114320660969776365834664539678374 | 0.016434687194635399084262218519629923416
f(z) = -259/6*z^3 + 265/6*z + 1
*
[ -1 ] 
f(z) = -259/6*z^3 + 271/6*z + 1
*
-1 | 0.11627506754592331807853422396016803738 | 0.020810791617643055062436078145301242588
f(z) = -259/8*z^3 + 267/8*z + 1
*
[ -1 ] 
f(z) = -259/8*z^3 + 275/8*z + 1
*
-1 | 0.11124506256535448032370904058397545173 | 0.019897213667843285844650555561953225726
f(z) = -259/9*z^3 + 268/9*z + 1
*
[ -1 ] 
f(z) = -259/9*z^3 + 277/9*z + 1
*
-1 | 0.11194845576345366108326185324195427361 | 0.020009692755843419081824484955863782826
f(z) = -259/10*z^3 + 269/10*z + 1
*
[ -1 ] 
f(z) = -259/10*z^3 + 279/10*z + 1
*
-1 | 0.12475949571811002133496829796086242548 | 0.022284761068712119821848734388797690093
f(z) = -259/11*z^3 + 270/11*z + 1
*
-1 | 0.095834065550262874927301833731026069313 | 0.017106753464970964058636590238246577699
f(z) = -259/12*z^3 + 271/12*z + 1
*
-1 | 0.12471060472513953306642282673055057272 | 0.022246701408696253657008060469232533286
f(z) = -259/13*z^3 + 272/13*z + 1
*
-1 | 0.10431682999148479202535276242316294319 | 0.018584437770583945600616679445273186299
f(z) = -259/15*z^3 + 274/15*z + 1
*
[ 2 ] 
f(z) = -259/16*z^3 + 261/4*z + 1
*
[ -2 ] 
f(z) = -259/16*z^3 + 265/4*z + 1
*
-1 | 0.11607949793012314816352814805480766936 | 0.020666588670196504792029136069313591535
f(z) = -259/16*z^3 + 275/16*z + 1
*
-1 | 0.12461218526010798637313093834442674645 | 0.022171405249794004341941425239050724430
f(z) = -259/17*z^3 + 276/17*z + 1
*
-1 | 0.098188924467851098196669544909544238665 | 0.017458858255655718060565822826645028472
f(z) = -259/18*z^3 + 277/18*z + 1
*
-1 | 0.12456265216230212475477832828118427485 | 0.022134157514490697934300493400742327595
f(z) = -259/19*z^3 + 278/19*z + 1
*
[ -1 ] 
f(z) = -258*z^3 + 260*z + 1
*
-1 | 0.12483281551669029682901406611081809304 | 0.022402972853193345179366706786051281012
f(z) = -258/5*z^3 + 263/5*z + 1
*
[ -1 ] 
f(z) = -258/5*z^3 + 268/5*z + 1
*
-1 | 0.12478435683461203525436693871274320580 | 0.022363870783395195880165048249014639047
f(z) = -258/7*z^3 + 265/7*z + 1
*
[ -1 ] 
f(z) = -258/7*z^3 + 272/7*z + 1
*
-1 | 0.12468681720249762412646644085039423828 | 0.022286550412073492334078490623841631442
f(z) = -258/11*z^3 + 269/11*z + 1
*
-1 | 0.12463773179170154203483287326910613596 | 0.022248319926232781147987640452038246280
f(z) = -258/13*z^3 + 271/13*z + 1
*
-1 | 0.12453891835632117895945197169790127093 | 0.022172688932981365009019189248238641209
f(z) = -258/17*z^3 + 275/17*z + 1
*
-1 | 0.12448918564978988246932391696078910086 | 0.022135277052895271139300222802954959162
f(z) = -258/19*z^3 + 277/19*z + 1
*
[ -1/2 ] 
f(z) = -257*z^3 + 269/4*z + 1
*
[ -1 ] 
f(z) = -257/2*z^3 + 261/2*z + 1
*
-1 | 0.10446523357808988485381181725947486021 | 0.018786407946000635653575641329294691453
f(z) = -257/3*z^3 + 260/3*z + 1
*
[ -1 ] 
f(z) = -257/3*z^3 + 263/3*z + 1
*
-1 | 0.11622730324163575123370138421556333366 | 0.020887209450914245949165707965921130404
f(z) = -257/4*z^3 + 261/4*z + 1
*
[ -1 ] 
f(z) = -257/4*z^3 + 265/4*z + 1
*
-1 | 0.12476042845008984649025124319477087611 | 0.022405299881467704378356203833114963852
f(z) = -257/5*z^3 + 262/5*z + 1
*
[ -1 ] 
f(z) = -257/5*z^3 + 267/5*z + 1
*
-1 | 0.091556050756455896544834352788958272128 | 0.016430997820186433710817970870517591713
f(z) = -257/6*z^3 + 263/6*z + 1
*
[ -1 ] 
f(z) = -257/6*z^3 + 269/6*z + 1
*
-1 | 0.12471177880274074189986075967536135171 | 0.022366018142520378728034428389262630520
f(z) = -257/7*z^3 + 264/7*z + 1
*
[ -1 ] 
f(z) = -257/7*z^3 + 271/7*z + 1
*
-1 | 0.11613000339608085454678307058286165971 | 0.020812836287383282607807464741781938571
f(z) = -257/8*z^3 + 265/8*z + 1
*
[ -1 ] 
f(z) = -257/8*z^3 + 273/8*z + 1
*
-1 | 0.11109980615360666054979661264174950642 | 0.019897891931775679942224030646583504749
f(z) = -257/9*z^3 + 266/9*z + 1
*
[ -1 ] 
f(z) = -257/9*z^3 + 275/9*z + 1
*
-1 | 0.11180235412129602832182264586921105152 | 0.020010269983814800742911448845371856122
f(z) = -257/10*z^3 + 267/10*z + 1
*
[ -1 ] 
f(z) = -257/10*z^3 + 277/10*z + 1
*
-1 | 0.12461385228842443954982023701011809752 | 0.022288345997371342321430918100636360503
f(z) = -257/11*z^3 + 268/11*z + 1
*
[ -1 ] 
f(z) = -257/11*z^3 + 279/11*z + 1
*
-1 | 0.095688227351123439379817029544518639837 | 0.017103335786006769636612379552253879593
f(z) = -257/12*z^3 + 269/12*z + 1
*
-1 | 0.12456457090715472799527100141805283748 | 0.022249943255338479843408008533219217682
f(z) = -257/13*z^3 + 270/13*z + 1
*
-1 | 0.11170444292003467322344627771869539745 | 0.019939677556231076321510160551382384141
f(z) = -257/14*z^3 + 271/14*z + 1
*
-1 | 0.10417143597640888577916774691180933816 | 0.018582788822089037013884499097036060208
f(z) = -257/15*z^3 + 272/15*z + 1
*
[ -2 ] 
f(z) = -257/16*z^3 + 263/4*z + 1
*
-1 | 0.11593287208994874144126281966828360014 | 0.020667342010608347374777536547492550243
f(z) = -257/16*z^3 + 273/16*z + 1
*
-1 | 0.12446536033384047421016574399034803631 | 0.022173974649214146206559814520727077182
f(z) = -257/17*z^3 + 274/17*z + 1
*
-1 | 0.098041247431523606472418233779934778370 | 0.017455090429491387954064149158607826534
f(z) = -257/18*z^3 + 275/18*z + 1
*
-1 | 0.12441542640273255477267621760924683151 | 0.022136397274014980325548866874030632639
f(z) = -257/19*z^3 + 276/19*z + 1
*
[ -1 ] 
f(z) = -256/3*z^3 + 262/3*z + 1
*
[ -9/16 ] 
f(z) = -256/3*z^3 + 268/9*z + 1
*
-1 | 0.12468775731133385220045135099285222508 | 0.022407637708947853118852674020403796716
f(z) = -256/5*z^3 + 261/5*z + 1
*
[ -1 ] 
f(z) = -256/5*z^3 + 266/5*z + 1
*
-1 | 0.12463891518758969885863866250408978181 | 0.022368174761112459913710073855459248594
f(z) = -256/7*z^3 + 263/7*z + 1
*
[ -1 ] 
f(z) = -256/7*z^3 + 270/7*z + 1
*
-1 | 0.11102674840069683273525305227081065500 | 0.019898230176596902919106606935556984550
f(z) = -256/9*z^3 + 265/9*z + 1
*
[ -1 ] 
f(z) = -256/9*z^3 + 274/9*z + 1
*
-1 | 0.12454059870948259300807701674096757466 | 0.022290147856984991880610906617203487853
f(z) = -256/11*z^3 + 267/11*z + 1
*
[ -1 ] 
f(z) = -256/11*z^3 + 278/11*z + 1
*
-1 | 0.12449111978641420713308417347077226656 | 0.022251571410869440184427616923653685843
f(z) = -256/13*z^3 + 269/13*z + 1
*
-1 | 0.10409675195358922219843242719855880397 | 0.018581675127205335831081546134234652517
f(z) = -256/15*z^3 + 271/15*z + 1
*
-1 | 0.12434137207797236450432217077012720175 | 0.022137518142697444949179664988375063368
f(z) = -256/19*z^3 + 275/19*z + 1
*
[ -1/2 ] 
f(z) = -255*z^3 + 267/4*z + 1
*
[ -1/2 ] 
f(z) = -255/2*z^3 + 279/8*z + 1
*
[ -1 ] 
f(z) = -255/4*z^3 + 263/4*z + 1
*
-1 | 0.12456576373270668969617912062547110373 | 0.022370340708727642774862349662320007373
f(z) = -255/7*z^3 + 262/7*z + 1
*
[ -1 ] 
f(z) = -255/7*z^3 + 269/7*z + 1
*
-1 | 0.11598379383494362780082733272444935993 | 0.020814893695538005466094901093762543367
f(z) = -255/8*z^3 + 263/8*z + 1
*
[ -1 ] 
f(z) = -255/8*z^3 + 271/8*z + 1
*
-1 | 0.12446705417225091971448366472943377882 | 0.022291956023413084402720492743775740323
f(z) = -255/11*z^3 + 266/11*z + 1
*
[ -1 ] 
f(z) = -255/11*z^3 + 277/11*z + 1
*
-1 | 0.12441737611708099497970829884842188379 | 0.022253204407518186867607595755294104859
f(z) = -255/13*z^3 + 268/13*z + 1
*
-1 | 0.11155639634136787856297512946296595393 | 0.019939615964480200563451310050487002274
f(z) = -255/14*z^3 + 269/14*z + 1
*
[ -2 ] 
f(z) = -255/16*z^3 + 261/4*z + 1
*
-1 | 0.11578507569159664504404445494339559788 | 0.020668086378327639765011226717741369638
f(z) = -255/16*z^3 + 271/16*z + 1
*
-1 | 0.12426702030409330351116849147180679881 | 0.022138639622828155110249226435990355544
f(z) = -255/19*z^3 + 274/19*z + 1
*
[ -1 ] 
f(z) = -254/3*z^3 + 260/3*z + 1
*
[ -1 ] 
f(z) = -254/5*z^3 + 264/5*z + 1
*
-1 | 0.12449232215478891393830354167546899777 | 0.022372516055644586737987829430578908054
f(z) = -254/7*z^3 + 261/7*z + 1
*
[ -1 ] 
f(z) = -254/7*z^3 + 268/7*z + 1
*
-1 | 0.11087976242650429422897789183154261232 | 0.019898904765769578847168032473733598399
f(z) = -254/9*z^3 + 263/9*z + 1
*
[ -1 ] 
f(z) = -254/9*z^3 + 272/9*z + 1
*
-1 | 0.12439321635586389801290214710574191104 | 0.022293770529270615069658072544738005946
f(z) = -254/11*z^3 + 265/11*z + 1
*
[ -1 ] 
f(z) = -254/11*z^3 + 276/11*z + 1
*
-1 | 0.12434333755900485827685193139615650389 | 0.022254842259805034818002298306060152224
f(z) = -254/13*z^3 + 267/13*z + 1
*
-1 | 0.10394959991687969963057396946983382385 | 0.018579975420336610688636898991440927472
f(z) = -254/15*z^3 + 269/15*z + 1
*
-1 | 0.12424291617959840839705754935823868185 | 0.022177843803764329875580588921884867357
f(z) = -254/17*z^3 + 271/17*z + 1
*
-1 | 0.12419236868096471404594495280667731320 | 0.022139761677305973449020479527186030331
f(z) = -254/19*z^3 + 273/19*z + 1
*
[ -1/2 ] 
f(z) = -253*z^3 + 265/4*z + 1
*
[ -1/2 ] 
f(z) = -253/2*z^3 + 277/8*z + 1
*
[ -1 ] 
f(z) = -253/4*z^3 + 261/4*z + 1
*
[ -1 ] 
f(z) = -253/5*z^3 + 263/5*z + 1
*
[ -1 ] 
f(z) = -253/6*z^3 + 265/6*z + 1
*
-1 | 0.12441858814325525649905120682115865240 | 0.022374700872873588219369575962968793845
f(z) = -253/7*z^3 + 260/7*z + 1
*
[ -1 ] 
f(z) = -253/7*z^3 + 267/7*z + 1
*
-1 | 0.11583642062908147457973697322628942897 | 0.020816963933970882731382726187744369765
f(z) = -253/8*z^3 + 261/8*z + 1
*
[ -1 ] 
f(z) = -253/8*z^3 + 269/8*z + 1
*
-1 | 0.11080582957380496616962558824007136602 | 0.019899241057905449858278880379339008246
f(z) = -253/9*z^3 + 262/9*z + 1
*
[ -1 ] 
f(z) = -253/9*z^3 + 271/9*z + 1
*
-1 | 0.11150798200954598760509553244846684097 | 0.020011647446502000445826563200962459503
f(z) = -253/10*z^3 + 263/10*z + 1
*
[ -1 ] 
f(z) = -253/10*z^3 + 273/10*z + 1
*
-1 | 0.095392025345432969132522536179681193894 | 0.017096172811301368668234895812844266620
f(z) = -253/12*z^3 + 265/12*z + 1
*
[ -1 ] 
f(z) = -253/12*z^3 + 277/12*z + 1
*
-1 | 0.12426900174383838455556970208387812112 | 0.022256484982069143842041477470393836014
f(z) = -253/13*z^3 + 266/13*z + 1
*
[ -1 ] 
f(z) = -253/13*z^3 + 279/13*z + 1
*
-1 | 0.11140781906721657347555829581538581088 | 0.019939656506913914289587723125045683441
f(z) = -253/14*z^3 + 267/14*z + 1
*
-1 | 0.10387505992206492619120883838335108022 | 0.018579020177323630550388534186803770529
f(z) = -253/15*z^3 + 268/15*z + 1
*
-1 | 0.11563608988920258986225199532979856829 | 0.020668821328443953839092470688092460449
f(z) = -253/16*z^3 + 269/16*z + 1
*
-1 | 0.12416817016621547592918138709140905064 | 0.022179137456161067903238484780960679088
f(z) = -253/17*z^3 + 270/17*z + 1
*
-1 | 0.097744299600777608694187271840427900512 | 0.017447737673195017694827034260064757921
f(z) = -253/18*z^3 + 271/18*z + 1
*
-1 | 0.12411741477927561382306913553615734626 | 0.022140884268017958853025390697811700551
f(z) = -253/19*z^3 + 272/19*z + 1
*
-5/21 | 0.12361908856904308149682431902801553155 | 0.015133659071753331960033832038525068166
f(z) = -252*z^3 + 263/14*z + 1
*
-1/24 | 0.19238044338301650326543755567446104932 | 0.023172733158564709700271962544129806170
f(z) = -252*z^3 + 279/16*z + 1
*
[ -1 ] 
f(z) = -252/5*z^3 + 262/5*z + 1
*
-1 | 0.12424465146229289106549807678676334619 | 0.022297418690296751014445490995796667856
f(z) = -252/11*z^3 + 263/11*z + 1
*
[ -1 ] 
f(z) = -252/11*z^3 + 274/11*z + 1
*
-1 | 0.12419436627458205681046117466841511837 | 0.022258132588459261488799187932137920231
f(z) = -252/13*z^3 + 265/13*z + 1
*
[ -1 ] 
f(z) = -252/13*z^3 + 278/13*z + 1
*
-1 | 0.12409312113297884724987176469785913590 | 0.022180433039927473129718046027685339268
f(z) = -252/17*z^3 + 269/17*z + 1
*
-1 | 0.12404215614005953844690659250147564005 | 0.022142007355813491054451777285803815552
f(z) = -252/19*z^3 + 271/19*z + 1
*
[ -1/2 ] 
f(z) = -251*z^3 + 263/4*z + 1
*
[ -1/2 ] 
f(z) = -251/2*z^3 + 275/8*z + 1
*
[ -1 ] 
f(z) = -251/5*z^3 + 261/5*z + 1
*
[ -1 ] 
f(z) = -251/6*z^3 + 263/6*z + 1
*
[ -1 ] 
f(z) = -251/7*z^3 + 265/7*z + 1
*
[ -1 ] 
f(z) = -251/8*z^3 + 267/8*z + 1
*
-1 | 0.11065707234916193428818787424473376065 | 0.019899911502207872732200355940992968115
f(z) = -251/9*z^3 + 260/9*z + 1
*
[ -1 ] 
f(z) = -251/9*z^3 + 269/9*z + 1
*
-1 | 0.11135967433120871004093658136192498182 | 0.020012447826530331387438021976098512925
f(z) = -251/10*z^3 + 261/10*z + 1
*
[ -1 ] 
f(z) = -251/10*z^3 + 271/10*z + 1
*
-1 | 0.12416991960215434404575283440390396098 | 0.022299252411248028200288111772807575666
f(z) = -251/11*z^3 + 262/11*z + 1
*
[ -1 ] 
f(z) = -251/11*z^3 + 273/11*z + 1
*
-1 | 0.095242657638177754101762687744425262555 | 0.017092610342100337311244765807495830596
f(z) = -251/12*z^3 + 263/12*z + 1
*
[ -1 ] 
f(z) = -251/12*z^3 + 275/12*z + 1
*
-1 | 0.12411942872512011461820327755229197417 | 0.022259785092924143260140225622585046633
f(z) = -251/13*z^3 + 264/13*z + 1
*
[ -1 ] 
f(z) = -251/13*z^3 + 277/13*z + 1
*
-1 | 0.11125803981581216953390907308950862337 | 0.019939682258028902332330717170001178813
f(z) = -251/14*z^3 + 265/14*z + 1
*
[ -1 ] 
f(z) = -251/14*z^3 + 279/14*z + 1
*
-1 | 0.10372403989264846144608836226338021206 | 0.018576897727954388697426538252846595161
f(z) = -251/15*z^3 + 266/15*z + 1
*
-1 | 0.11548589537794337695954699829202267941 | 0.020669546397279818494638665002801105988
f(z) = -251/16*z^3 + 267/16*z + 1
*
-1 | 0.12401776661216608970473322500694558579 | 0.022181730532456794331765674935004187208
f(z) = -251/17*z^3 + 268/17*z + 1
*
-1 | 0.097593033912115900516890563078456068803 | 0.017443801349241601101686533400477606978
f(z) = -251/18*z^3 + 269/18*z + 1
*
-1 | 0.12396659027420966844415665007529998271 | 0.022143130900477674477840559448859165146
f(z) = -251/19*z^3 + 270/19*z + 1
*
[ 3/5 ] 
f(z) = -250*z^3 + 268/3*z + 1
*
[ -3/5 ] 
f(z) = -250*z^3 + 278/3*z + 1
*
[ -1 ] 
f(z) = -250/7*z^3 + 264/7*z + 1
*
[ -7/10 ] 
f(z) = -250/7*z^3 + 279/14*z + 1
*
[ -1 ] 
f(z) = -250/9*z^3 + 268/9*z + 1
*
-1 | 0.12409488489602684765926370191049922968 | 0.022301092603186931225679780130708971986
f(z) = -250/11*z^3 + 261/11*z + 1
*
[ -1 ] 
f(z) = -250/11*z^3 + 272/11*z + 1
*
-1 | 0.12404418663974697682224977880276301334 | 0.022261442509202638906532692874218867125
f(z) = -250/13*z^3 + 263/13*z + 1
*
[ -1 ] 
f(z) = -250/13*z^3 + 276/13*z + 1
*
-1 | 0.12394210410577616250547428483476229346 | 0.022183029910335774287325736986590890755
f(z) = -250/17*z^3 + 267/17*z + 1
*
-1 | 0.12389071466198400143563634930287937573 | 0.022144254860703998951071431268060173016
f(z) = -250/19*z^3 + 269/19*z + 1
*
[ -1/2 ] 
f(z) = -249*z^3 + 261/4*z + 1
*
[ -1/2 ] 
f(z) = -249/2*z^3 + 273/8*z + 1
*
[ -1 ] 
f(z) = -249/7*z^3 + 263/7*z + 1
*
[ -1 ] 
f(z) = -249/8*z^3 + 265/8*z + 1
*
[ -1 ] 
f(z) = -249/10*z^3 + 269/10*z + 1
*
-1 | 0.12401954487904748253947178817318746763 | 0.022302939299259653754349192699940476644
f(z) = -249/11*z^3 + 260/11*z + 1
*
[ -1 ] 
f(z) = -249/11*z^3 + 271/11*z + 1
*
-1 | 0.12396863753268399447458717478757398319 | 0.022263104850813433125333429365713541009
f(z) = -249/13*z^3 + 262/13*z + 1
*
[ -1 ] 
f(z) = -249/13*z^3 + 275/13*z + 1
*
-1 | 0.11110769111550439245942804549151567764 | 0.019939809717011749889175472339634577544
f(z) = -249/14*z^3 + 263/14*z + 1
*
[ -1 ] 
f(z) = -249/14*z^3 + 277/14*z + 1
*
-1 | 0.11533447237900728559947099278185086999 | 0.020670261101508049279178341791875725380
f(z) = -249/16*z^3 + 265/16*z + 1
*
-1 | 0.12386613108503185348029919460336278247 | 0.022184331149322286316764077356485251343
f(z) = -249/17*z^3 + 266/17*z + 1
*
-1 | 0.12381452675250032306509556321084788086 | 0.022145379194066234117002258374398938099
f(z) = -249/19*z^3 + 268/19*z + 1
*
[ -1/12 ] 
f(z) = -248*z^3 + 265/18*z + 1
*
[ 3/4 ] 
f(z) = -248/3*z^3 + 277/6*z + 1
*
[ -1 ] 
f(z) = -248/7*z^3 + 262/7*z + 1
*
[ -1 ] 
f(z) = -248/9*z^3 + 266/9*z + 1
*
[ -1 ] 
f(z) = -248/11*z^3 + 270/11*z + 1
*
-1 | 0.12389277888758629608340414852508530367 | 0.022264772131044428541377551073137526668
f(z) = -248/13*z^3 + 261/13*z + 1
*
[ -1 ] 
f(z) = -248/13*z^3 + 274/13*z + 1
*
-1 | 0.10349779067832053913120671324657540560 | 0.018574107980620647918982395309026889424
f(z) = -248/15*z^3 + 263/15*z + 1
*
[ -1 ] 
f(z) = -248/15*z^3 + 278/15*z + 1
*
-1 | 0.12378984498987194948331892287343286477 | 0.022185634224322319100135647110442503437
f(z) = -248/17*z^3 + 265/17*z + 1
*
-1 | 0.12373802396322072315561838418226810368 | 0.022146503856989533577703503159290589140
f(z) = -248/19*z^3 + 267/19*z + 1
*
[ -1/2 ] 
f(z) = -247/2*z^3 + 271/8*z + 1
*
[ -1 ] 
f(z) = -247/7*z^3 + 261/7*z + 1
*
[ -1 ] 
f(z) = -247/8*z^3 + 263/8*z + 1
*
[ -1 ] 
f(z) = -247/9*z^3 + 265/9*z + 1
*
[ -1 ] 
f(z) = -247/10*z^3 + 267/10*z + 1
*
[ -1 ] 
f(z) = -247/11*z^3 + 269/11*z + 1
*
[ -1 ] 
f(z) = -247/12*z^3 + 271/12*z + 1
*
-1 | 0.11095479645321519543663374030934590016 | 0.019939687220340315264422368401222249726
f(z) = -247/14*z^3 + 261/14*z + 1
*
[ -1 ] 
f(z) = -247/14*z^3 + 275/14*z + 1
*
-1 | 0.10342140542327666616842906614280533063 | 0.018573097507422798207308200141060057320
f(z) = -247/15*z^3 + 262/15*z + 1
*
[ -1 ] 
f(z) = -247/15*z^3 + 277/15*z + 1
*
-1 | 0.11518180062394398184084118042111950864 | 0.020670964937221501603720038406579884710
f(z) = -247/16*z^3 + 263/16*z + 1
*
[ -1 ] 
f(z) = -247/16*z^3 + 279/16*z + 1
*
-1 | 0.12371324322843288512217245936291203141 | 0.022186939109366288867154201193306357468
f(z) = -247/17*z^3 + 264/17*z + 1
*
-1 | 0.097288732059772376407763667572374412303 | 0.017436100867585735927317711775621848151
f(z) = -247/18*z^3 + 265/18*z + 1
*
[ -1 ] 
f(z) = -246/7*z^3 + 260/7*z + 1
*
[ -1 ] 
f(z) = -246/11*z^3 + 268/11*z + 1
*
[ -1 ] 
f(z) = -246/13*z^3 + 272/13*z + 1
*
-1 | 0.12363632317651960702021477255051829083 | 0.022188245777584657313396076809992562758
f(z) = -246/17*z^3 + 263/17*z + 1
*
-1 | 0.12358406325367545749176040683941415178 | 0.022148753991297753275985552171218317615
f(z) = -246/19*z^3 + 265/19*z + 1
*
[ -1/2 ] 
f(z) = -245/2*z^3 + 269/8*z + 1
*
17/35 | 0.19129248456439872784653022584369683292 | 0.026902075585289122025945241194827094578
f(z) = -245/3*z^3 + 274/15*z + 1
*
[ 6/7 ] 
f(z) = -245/4*z^3 + 269/6*z + 1
*
[ -1 ] 
f(z) = -245/8*z^3 + 261/8*z + 1
*
[ -1 ] 
f(z) = -245/9*z^3 + 263/9*z + 1
*
[ -1 ] 
f(z) = -245/11*z^3 + 267/11*z + 1
*
[ -1 ] 
f(z) = -245/12*z^3 + 269/12*z + 1
*
[ -1 ] 
f(z) = -245/13*z^3 + 271/13*z + 1
*
-1 | 0.11502785933836292053055987347210961317 | 0.020671657378952319281365241261117934593
f(z) = -245/16*z^3 + 261/16*z + 1
*
[ -1 ] 
f(z) = -245/16*z^3 + 277/16*z + 1
*
-1 | 0.12355908217706538313772028396362033008 | 0.022189554201182832823939818303896270200
f(z) = -245/17*z^3 + 262/17*z + 1
*
[ -1 ] 
f(z) = -245/17*z^3 + 279/17*z + 1
*
-1 | 0.097133698075819827404235834071451407585 | 0.017431983666441659962574708915794104937
f(z) = -245/18*z^3 + 263/18*z + 1
*
-1 | 0.12350660000526449890163932085907243901 | 0.022149879369518271861040125235604657157
f(z) = -245/19*z^3 + 264/19*z + 1
*
[ -1 ] 
f(z) = -244/9*z^3 + 262/9*z + 1
*
[ -1 ] 
f(z) = -244/11*z^3 + 266/11*z + 1
*
[ -1 ] 
f(z) = -244/13*z^3 + 270/13*z + 1
*
[ -1 ] 
f(z) = -244/15*z^3 + 274/15*z + 1
*
-1 | 0.12348151753958027872615044219862800832 | 0.022190864351415331782846856064198123859
f(z) = -244/17*z^3 + 261/17*z + 1
*
[ -1 ] 
f(z) = -244/17*z^3 + 278/17*z + 1
*
-1 | 0.12342881121965859897661890710705874217 | 0.022151004890907318610908889988293244170
f(z) = -244/19*z^3 + 263/19*z + 1
*
[ -1/2 ] 
f(z) = -243/2*z^3 + 267/8*z + 1
*
-16/27 | 0.14624396996878998838289326087602723743 | 0.022186166353871638691538213575730004900
f(z) = -243/4*z^3 + 277/12*z + 1
*
[ -1 ] 
f(z) = -243/10*z^3 + 263/10*z + 1
*
[ -1 ] 
f(z) = -243/11*z^3 + 265/11*z + 1
*
[ -1 ] 
f(z) = -243/13*z^3 + 269/13*z + 1
*
[ -1 ] 
f(z) = -243/14*z^3 + 271/14*z + 1
*
[ -1 ] 
f(z) = -243/16*z^3 + 275/16*z + 1
*
-1 | 0.12340362653958801227082312080339623596 | 0.022192176198559175912303921417258470630
f(z) = -243/17*z^3 + 260/17*z + 1
*
[ -1 ] 
f(z) = -243/17*z^3 + 277/17*z + 1
*
-1 | 0.12335069414792449507437934422248635604 | 0.022152130505684083793603825598857903327
f(z) = -243/19*z^3 + 262/19*z + 1
*
[ -5/11 ] 
f(z) = -242*z^3 + 266/5*z + 1
*
-5/66 | 0.21583991708710865347814338361650423147 | 0.025758675878708871351130824608717381404
f(z) = -242*z^3 + 277/18*z + 1
*
[ -1/3 ] 
f(z) = -242*z^3 + 278/9*z + 1
*
[ -1 ] 
f(z) = -242/9*z^3 + 260/9*z + 1
*
[ -1 ] 
f(z) = -242/13*z^3 + 268/13*z + 1
*
[ -1 ] 
f(z) = -242/15*z^3 + 272/15*z + 1
*
[ -1 ] 
f(z) = -242/17*z^3 + 276/17*z + 1
*
-1 | 0.12327224600614561535529460820451987508 | 0.022153256162727719075848423167707043263
f(z) = -242/19*z^3 + 261/19*z + 1
*
[ -1/3 ] 
f(z) = -241*z^3 + 277/9*z + 1
*
[ -1/2 ] 
f(z) = -241/2*z^3 + 265/8*z + 1
*
[ -1/2 ] 
f(z) = -241/3*z^3 + 277/12*z + 1
*
[ -1 ] 
f(z) = -241/10*z^3 + 261/10*z + 1
*
[ -1 ] 
f(z) = -241/11*z^3 + 263/11*z + 1
*
[ -1 ] 
f(z) = -241/12*z^3 + 265/12*z + 1
*
[ -1 ] 
f(z) = -241/13*z^3 + 267/13*z + 1
*
[ -1 ] 
f(z) = -241/14*z^3 + 269/14*z + 1
*
[ -1 ] 
f(z) = -241/15*z^3 + 271/15*z + 1
*
[ -1 ] 
f(z) = -241/16*z^3 + 273/16*z + 1
*
[ -1 ] 
f(z) = -241/17*z^3 + 275/17*z + 1
*
[ -1 ] 
f(z) = -241/18*z^3 + 277/18*z + 1
*
-1 | 0.12319346397482566002537530487637592589 | 0.022154381809542164162364560672392750884
f(z) = -241/19*z^3 + 260/19*z + 1
*
[ -1 ] 
f(z) = -241/19*z^3 + 279/19*z + 1
*
9/26 | 0.24119112472978113578245414248959878147 | 0.029682756338777089872675885118765332563
f(z) = -260/3*z^3 + 275/39*z + 1
*
[ -1/5 ] 
f(z) = -260/7*z^3 + 262/35*z + 1
*
[ -3/13 ] 
f(z) = -260/9*z^3 + 268/39*z + 1
*
[ -1/7 ] 
f(z) = -259/4*z^3 + 261/28*z + 1
*
[ 4/7 ] 
f(z) = -259/8*z^3 + 275/28*z + 1
*
-5/32 | 0.23865749398980155571620765904487458837 | 0.027942865791672331038851100618240597387
f(z) = -256*z^3 + 269/20*z + 1
*
[ -5/32 ] 
f(z) = -256*z^3 + 273/20*z + 1
*
-1/8 | 0.20525211761440579516930759003341667635 | 0.029611621221426149508035821128714334233
f(z) = -256/7*z^3 + 261/28*z + 1
*
[ -5/16 ] 
f(z) = -256/7*z^3 + 272/35*z + 1
*
[ -3/16 ] 
f(z) = -256/13*z^3 + 274/39*z + 1
*
[ -1/10 ] 
f(z) = -255*z^3 + 271/20*z + 1
*
[ -1/5 ] 
f(z) = -255/7*z^3 + 261/35*z + 1
*
-5/21 | 0.15549943918517574868735880876480485634 | 0.020801656522091606699821943495641107170
f(z) = -252/5*z^3 + 261/35*z + 1
*
[ -1/12 ] 
f(z) = -252/5*z^3 + 267/20*z + 1
*
[ -2/3 ] 
f(z) = -252/11*z^3 + 279/22*z + 1
*
[ -4/25 ] 
f(z) = -250*z^3 + 273/20*z + 1
*
-11/50 | 0.13957745728705906917914882371841157863 | 0.017839549651598125435540266116327181586
f(z) = -250/3*z^3 + 271/30*z + 1
*
-8/25 | 0.20809874824165187067283848693427119028 | 0.029182681341309069759121152025982762790
f(z) = -250/7*z^3 + 268/35*z + 1
*
[ 3/4 ] 
f(z) = -248/15*z^3 + 269/30*z + 1
*
[ -2/13 ] 
f(z) = -247/2*z^3 + 271/26*z + 1
*
[ -3/13 ] 
f(z) = -247/9*z^3 + 265/39*z + 1
*
-9/70 | 0.094892376851925031070482414998338205025 | 0.011167763107362163320387410210371595480
f(z) = -245*z^3 + 261/20*z + 1
*
[ -3/14 ] 
f(z) = -245/2*z^3 + 271/24*z + 1
*
[ -6/35 ] 
f(z) = -245/3*z^3 + 277/30*z + 1
*
17/35 | 0.21186256966595851203906977931997404380 | 0.029794912622029558921619550304750398301
f(z) = -245/4*z^3 + 269/20*z + 1
*
-12/35 | 0.16892017577650413950419181073797249731 | 0.023755786051751534288444749589052510279
f(z) = -245/6*z^3 + 269/30*z + 1
*
-1/7 | 0.10414862047351919294188018132701297008 | 0.014646754505083398205398700711325224839
f(z) = -245/6*z^3 + 271/30*z + 1
*
[ -4/21 ] 
f(z) = -245/8*z^3 + 265/36*z + 1
*
[ -3/7 ] 
f(z) = -245/13*z^3 + 265/39*z + 1
*
-1/9 | 0.15693204033766037834630090553149362566 | 0.023807616504987272096104654993730787881
f(z) = -243/8*z^3 + 265/24*z + 1
*
-5/27 | 0.14561837579294164054649292525355791393 | 0.022091259627403896383099406389976719141
f(z) = -243/10*z^3 + 271/30*z + 1
*
-5/27 | 0.15615514981020542945408059138887875326 | 0.023689757132839887352291716890140625521
f(z) = -243/10*z^3 + 277/30*z + 1
*
[ -2/3 ] 
f(z) = -243/11*z^3 + 271/22*z + 1
*
-4/9 | 0.15111411303373778807448987506907103929 | 0.022924998896704995476045261364135924740
f(z) = -243/13*z^3 + 274/39*z + 1
*
-13/44 | 0.15203059357939843951280244008790705340 | 0.020087602404584240509853703023518855237
f(z) = -242/3*z^3 + 265/24*z + 1
*
-3/11 | 0.21206752473563605671401484221457439662 | 0.029127365009777687035066612595089434132
f(z) = -242/5*z^3 + 263/30*z + 1
*
[ -3/22 ] 
f(z) = -242/5*z^3 + 277/30*z + 1
*
[ -4/11 ] 
f(z) = -242/9*z^3 + 263/36*z + 1
*
-15/22 | 0.18089618786049580934485648641167834946 | 0.029261356094277847464280361050130704541
f(z) = -242/15*z^3 + 271/30*z + 1
*
[ 17/22 ] 
f(z) = -242/17*z^3 + 279/34*z + 1
*
[ -2/11 ] 
f(z) = -242/19*z^3 + 263/38*z + 1
*
[ 3/7 ] 
f(z) = -259/6*z^3 + 277/42*z + 1
*
[ -2/7 ] 
f(z) = -259/12*z^3 + 263/42*z + 1
*
[ -1/3 ] 
f(z) = -255/16*z^3 + 277/48*z + 1
*
[ -1/3 ] 
f(z) = -249/16*z^3 + 275/48*z + 1
*
[ 10/21 ] 
f(z) = -245/8*z^3 + 263/45*z + 1
*
[ -8/35 ] 
f(z) = -245/8*z^3 + 279/40*z + 1
*
5/9 | 0.19391111202382931497255657153983059425 | 0.027301813391390304058532811524427591581
f(z) = -243/8*z^3 + 279/40*z + 1
*
-7/18 | 0.087655210929461339458824472333523030047 | 0.012741776035574061125682975166123858998
f(z) = -243/10*z^3 + 267/40*z + 1
*
-1/3 | 0.097069582712730345156113834410494628296 | 0.014726090316237582324747283307458600817
f(z) = -243/14*z^3 + 263/42*z + 1
*
-16/27 | 0.11034814441077764775455237699625831683 | 0.016740534938028802563804006324369703804
f(z) = -243/14*z^3 + 277/42*z + 1
*
19/27 | 0.13080766840221330541931052258537827179 | 0.019844378487215072289629000541608807400
f(z) = -243/16*z^3 + 265/48*z + 1
*
-11/27 | 0.18239162616215797450510069951866094273 | 0.027670002123508986127300092742930713441
f(z) = -243/17*z^3 + 274/51*z + 1
*
[ 7/16 ] 
f(z) = -256/9*z^3 + 262/63*z + 1
*
[ 4/7 ] 
f(z) = -245/17*z^3 + 269/68*z + 1
*
[ 4/7 ] 
f(z) = -245/19*z^3 + 263/76*z + 1
*
[ 14/27 ] 
f(z) = -243/16*z^3 + 265/84*z + 1
*
[ -1/3 ] 
f(z) = -260*z^3 + 296/9*z + 1
*
[ -1 ] 
f(z) = -260/11*z^3 + 282/11*z + 1
*
[ -1 ] 
f(z) = -260/17*z^3 + 294/17*z + 1
*
[ -1 ] 
f(z) = -260/19*z^3 + 298/19*z + 1
*
[ -1/3 ] 
f(z) = -259*z^3 + 295/9*z + 1
*
[ -1/2 ] 
f(z) = -259/2*z^3 + 283/8*z + 1
*
[ -1/2 ] 
f(z) = -259/3*z^3 + 295/12*z + 1
*
[ -1 ] 
f(z) = -259/11*z^3 + 281/11*z + 1
*
[ -1 ] 
f(z) = -259/12*z^3 + 283/12*z + 1
*
[ -1 ] 
f(z) = -259/13*z^3 + 285/13*z + 1
*
[ -1 ] 
f(z) = -259/15*z^3 + 289/15*z + 1
*
[ -1 ] 
f(z) = -259/16*z^3 + 291/16*z + 1
*
[ -1 ] 
f(z) = -259/17*z^3 + 293/17*z + 1
*
[ -1 ] 
f(z) = -259/18*z^3 + 295/18*z + 1
*
[ -1 ] 
f(z) = -259/19*z^3 + 297/19*z + 1
*
[ -1 ] 
f(z) = -258/11*z^3 + 280/11*z + 1
*
[ -1 ] 
f(z) = -258/13*z^3 + 284/13*z + 1
*
[ -1 ] 
f(z) = -258/17*z^3 + 292/17*z + 1
*
[ -1 ] 
f(z) = -258/19*z^3 + 296/19*z + 1
*
[ -1/3 ] 
f(z) = -257*z^3 + 293/9*z + 1
*
[ -1/2 ] 
f(z) = -257/2*z^3 + 281/8*z + 1
*
[ -1/2 ] 
f(z) = -257/3*z^3 + 293/12*z + 1
*
[ -1 ] 
f(z) = -257/12*z^3 + 281/12*z + 1
*
[ -1 ] 
f(z) = -257/13*z^3 + 283/13*z + 1
*
[ -1 ] 
f(z) = -257/14*z^3 + 285/14*z + 1
*
[ -1 ] 
f(z) = -257/15*z^3 + 287/15*z + 1
*
[ -1 ] 
f(z) = -257/16*z^3 + 289/16*z + 1
*
[ -1 ] 
f(z) = -257/17*z^3 + 291/17*z + 1
*
[ -1 ] 
f(z) = -257/18*z^3 + 293/18*z + 1
*
[ -1 ] 
f(z) = -257/19*z^3 + 295/19*z + 1
*
[ -1 ] 
f(z) = -256/13*z^3 + 282/13*z + 1
*
[ -1 ] 
f(z) = -256/15*z^3 + 286/15*z + 1
*
[ -1 ] 
f(z) = -256/19*z^3 + 294/19*z + 1
*
[ -1 ] 
f(z) = -255/13*z^3 + 281/13*z + 1
*
[ -1 ] 
f(z) = -255/14*z^3 + 283/14*z + 1
*
[ -1 ] 
f(z) = -255/16*z^3 + 287/16*z + 1
*
[ -1 ] 
f(z) = -255/19*z^3 + 293/19*z + 1
*
[ -1/3 ] 
f(z) = -254*z^3 + 290/9*z + 1
*
[ -1 ] 
f(z) = -254/13*z^3 + 280/13*z + 1
*
[ -1 ] 
f(z) = -254/15*z^3 + 284/15*z + 1
*
[ -1 ] 
f(z) = -254/17*z^3 + 288/17*z + 1
*
[ -1 ] 
f(z) = -254/19*z^3 + 292/19*z + 1
*
[ -1/3 ] 
f(z) = -253*z^3 + 289/9*z + 1
*
[ -1/2 ] 
f(z) = -253/3*z^3 + 289/12*z + 1
*
[ -1 ] 
f(z) = -253/14*z^3 + 281/14*z + 1
*
[ -1 ] 
f(z) = -253/15*z^3 + 283/15*z + 1
*
[ -1 ] 
f(z) = -253/16*z^3 + 285/16*z + 1
*
[ -1 ] 
f(z) = -253/17*z^3 + 287/17*z + 1
*
[ -1 ] 
f(z) = -253/18*z^3 + 289/18*z + 1
*
[ -1 ] 
f(z) = -253/19*z^3 + 291/19*z + 1
*
[ -1 ] 
f(z) = -252/17*z^3 + 286/17*z + 1
*
[ -1 ] 
f(z) = -252/19*z^3 + 290/19*z + 1
*
[ -1/3 ] 
f(z) = -251*z^3 + 287/9*z + 1
*
[ -1/2 ] 
f(z) = -251/3*z^3 + 287/12*z + 1
*
[ -1/2 ] 
f(z) = -251/4*z^3 + 299/16*z + 1
*
[ -1 ] 
f(z) = -251/15*z^3 + 281/15*z + 1
*
[ -1 ] 
f(z) = -251/16*z^3 + 283/16*z + 1
*
[ -1 ] 
f(z) = -251/17*z^3 + 285/17*z + 1
*
[ -1 ] 
f(z) = -251/18*z^3 + 287/18*z + 1
*
[ -1 ] 
f(z) = -251/19*z^3 + 289/19*z + 1
*
-6/25 | 0.24203082984304560030570095530312676123 | 0.029410110314487435664249175302930721479
f(z) = -250*z^3 + 281/15*z + 1
*
[ -1/3 ] 
f(z) = -250*z^3 + 286/9*z + 1
*
[ -1 ] 
f(z) = -250/17*z^3 + 284/17*z + 1
*
[ -1 ] 
f(z) = -250/19*z^3 + 288/19*z + 1
*
[ -1/2 ] 
f(z) = -249/4*z^3 + 297/16*z + 1
*
[ -1 ] 
f(z) = -249/16*z^3 + 281/16*z + 1
*
[ -1 ] 
f(z) = -249/17*z^3 + 283/17*z + 1
*
[ -1 ] 
f(z) = -249/19*z^3 + 287/19*z + 1
*
[ -1/3 ] 
f(z) = -248*z^3 + 284/9*z + 1
*
[ -3/4 ] 
f(z) = -248/3*z^3 + 293/6*z + 1
*
[ -1 ] 
f(z) = -248/17*z^3 + 282/17*z + 1
*
[ -1 ] 
f(z) = -248/19*z^3 + 286/19*z + 1
*
[ -1/3 ] 
f(z) = -247*z^3 + 283/9*z + 1
*
[ -1/2 ] 
f(z) = -247/3*z^3 + 283/12*z + 1
*
[ -1/2 ] 
f(z) = -247/4*z^3 + 295/16*z + 1
*
[ -1 ] 
f(z) = -247/17*z^3 + 281/17*z + 1
*
[ -1 ] 
f(z) = -247/18*z^3 + 283/18*z + 1
*
[ -1 ] 
f(z) = -246/17*z^3 + 280/17*z + 1
*
[ -1 ] 
f(z) = -246/19*z^3 + 284/19*z + 1
*
[ -1/3 ] 
f(z) = -245*z^3 + 281/9*z + 1
*
-17/35 | 0.17591151139628094488545715696899953434 | 0.024739000001393356525100326619100153204
f(z) = -245/2*z^3 + 299/10*z + 1
*
[ -1/2 ] 
f(z) = -245/3*z^3 + 281/12*z + 1
*
[ -6/7 ] 
f(z) = -245/4*z^3 + 283/6*z + 1
*
[ -1/2 ] 
f(z) = -245/4*z^3 + 293/16*z + 1
*
[ -1 ] 
f(z) = -245/18*z^3 + 281/18*z + 1
*
[ -1 ] 
f(z) = -245/19*z^3 + 283/19*z + 1
*
[ -1/3 ] 
f(z) = -244*z^3 + 280/9*z + 1
*
[ -1 ] 
f(z) = -244/19*z^3 + 282/19*z + 1
*
-1/18 | 0.20355223781395772704452643683841706702 | 0.025514295800365254202485302143509774824
f(z) = -243*z^3 + 289/12*z + 1
*
[ -1/2 ] 
f(z) = -243/4*z^3 + 291/16*z + 1
*
[ -1 ] 
f(z) = -243/19*z^3 + 281/19*z + 1
*
[ -5/11 ] 
f(z) = -242/3*z^3 + 298/15*z + 1
*
-8/11 | 0.11678620006834288114066756568696267896 | 0.018891070218310738491149649887144816946
f(z) = -242/9*z^3 + 283/18*z + 1
*
[ -1 ] 
f(z) = -242/19*z^3 + 280/19*z + 1
*
[ -1/2 ] 
f(z) = -241/4*z^3 + 289/16*z + 1
*
1/4 | 0.21366084806331831922019439384455857528 | 0.024471483194568165913272670993829576381
f(z) = -258*z^3 + 283/24*z + 1
*
[ 7/16 ] 
f(z) = -256/5*z^3 + 298/35*z + 1
*
-1/8 | 0.20664478514169898026863656280441038589 | 0.029812540674949446831934409836143483357
f(z) = -256/7*z^3 + 289/28*z + 1
*
[ -2/15 ] 
f(z) = -255/4*z^3 + 289/30*z + 1
*
[ -1/11 ] 
f(z) = -253/2*z^3 + 287/22*z + 1
*
[ 6/11 ] 
f(z) = -253/8*z^3 + 283/33*z + 1
*
[ -2/23 ] 
f(z) = -253/8*z^3 + 293/23*z + 1
*
[ -5/21 ] 
f(z) = -252/5*z^3 + 282/35*z + 1
*
-1/6 | 0.13719420880923619020783133825627709345 | 0.018352907402266141871897439726365678843
f(z) = -252/5*z^3 + 284/35*z + 1
*
[ -2/3 ] 
f(z) = -252/13*z^3 + 289/26*z + 1
*
-1/20 | 0.15246223531318362786431944865235165483 | 0.020058438603140388240430635240900547180
f(z) = -250/3*z^3 + 293/24*z + 1
*
[ -6/25 ] 
f(z) = -250/3*z^3 + 299/30*z + 1
*
33/50 | 0.21701108462249298140427421642725905950 | 0.027736427459830658282400801520307135783
f(z) = -250/9*z^3 + 293/30*z + 1
*
[ -1/10 ] 
f(z) = -250/13*z^3 + 291/26*z + 1
*
2/3 | 0.16806249990981767272555347992675008220 | 0.025402183202105772961693590761884964360
f(z) = -249/10*z^3 + 287/30*z + 1
*
-3/4 | 0.16478286522412959213552636545809317887 | 0.026549721967403991280758108651971406511
f(z) = -248/15*z^3 + 289/30*z + 1
*
19/70 | 0.20502542425460296385939273882892717294 | 0.024129181342298532796677816398339824268
f(z) = -245*z^3 + 281/20*z + 1
*
-13/70 | 0.16865411637207283007606742836848129030 | 0.019848688390047325806485325932471655424
f(z) = -245*z^3 + 289/20*z + 1
*
-13/35 | 0.20484305986967445025464706924909875685 | 0.028807736447590053498423035339191141817
f(z) = -245/6*z^3 + 289/30*z + 1
*
[ 4/7 ] 
f(z) = -245/9*z^3 + 293/36*z + 1
*
26/35 | 0.19655897923432044607602322296877628669 | 0.027642719620533798958324216470097140615
f(z) = -245/12*z^3 + 293/30*z + 1
*
[ 7/27 ] 
f(z) = -243*z^3 + 283/21*z + 1
*
-5/27 | 0.22853582196286937554679737065593782832 | 0.027866444437167238954771808464584308780
f(z) = -243/2*z^3 + 299/30*z + 1
*
[ -4/9 ] 
f(z) = -243/7*z^3 + 283/28*z + 1
*
2/3 | 0.19291566450333072705703196543673112616 | 0.029266567543619031290506176096538408631
f(z) = -243/7*z^3 + 289/21*z + 1
*
[ -2/3 ] 
f(z) = -243/13*z^3 + 281/26*z + 1
*
[ -13/27 ] 
f(z) = -243/13*z^3 + 289/39*z + 1
*
-5/27 | 0.11964798716233346673940002047621013556 | 0.018151381883683363923799232649135115963
f(z) = -243/13*z^3 + 298/39*z + 1
*
-5/22 | 0.17882830242611999680109352964184408671 | 0.022951649706598959376750086290521468858
f(z) = -242/3*z^3 + 281/30*z + 1
*
[ -5/22 ] 
f(z) = -242/3*z^3 + 287/30*z + 1
*
[ -15/22 ] 
f(z) = -242/15*z^3 + 299/30*z + 1
*
[ -1/4 ] 
f(z) = -260/11*z^3 + 285/44*z + 1
*
[ -1/3 ] 
f(z) = -258/17*z^3 + 290/51*z + 1
*
[ -11/32 ] 
f(z) = -256/11*z^3 + 293/44*z + 1
*
[ -3/8 ] 
f(z) = -256/17*z^3 + 295/51*z + 1
*
[ -1/5 ] 
f(z) = -255/8*z^3 + 291/40*z + 1
*
[ 4/11 ] 
f(z) = -253/4*z^3 + 291/44*z + 1
*
[ -1/4 ] 
f(z) = -252/11*z^3 + 283/44*z + 1
*
-9/25 | 0.20073383427300778988310838145212992825 | 0.028149864280807033615272507216750713151
f(z) = -250/9*z^3 + 287/45*z + 1
*
[ -1/3 ] 
f(z) = -249/17*z^3 + 287/51*z + 1
*
[ -4/13 ] 
f(z) = -247/16*z^3 + 297/52*z + 1
*
[ -1/3 ] 
f(z) = -246/17*z^3 + 286/51*z + 1
*
-11/35 | 0.093164903466350855955612165370948250245 | 0.013102079157240377767238894699219856259
f(z) = -245/8*z^3 + 281/40*z + 1
*
[ -1/5 ] 
f(z) = -245/8*z^3 + 289/40*z + 1
*
[ 4/7 ] 
f(z) = -245/11*z^3 + 287/44*z + 1
*
9/14 | 0.094578761487807896932706236735285245499 | 0.013731838777812716770702105698208081914
f(z) = -245/12*z^3 + 293/48*z + 1
*
[ 4/7 ] 
f(z) = -245/13*z^3 + 281/52*z + 1
*
[ -3/7 ] 
f(z) = -245/16*z^3 + 295/48*z + 1
*
-2/7 | 0.16877945996649098568441610588718559398 | 0.023735996736109368319338932059880696864
f(z) = -245/18*z^3 + 293/45*z + 1
*
[ -1/4 ] 
f(z) = -244/11*z^3 + 281/44*z + 1
*
-2/27 | 0.13992793662840494253601622324707381397 | 0.019208150523918208537339871988733929076
f(z) = -243/7*z^3 + 281/42*z + 1
*
-1/18 | 0.097194148620176512952868745974246527685 | 0.014128379369062105718856196042815925281
f(z) = -243/10*z^3 + 283/40*z + 1
*
-14/27 | 0.16526053660958001318324845810631485714 | 0.025071103839240043236771621059630826971
f(z) = -243/14*z^3 + 289/42*z + 1
*
[ -3/11 ] 
f(z) = -242/17*z^3 + 292/51*z + 1
*
5/8 | 0.15805234166477583769920609028723241543 | 0.022802132952066019194802375762284417736
f(z) = -256/15*z^3 + 289/60*z + 1
*
-2/15 | 0.13049387350732378984480850709562221924 | 0.016906230159073022456479190635778187594
f(z) = -250/7*z^3 + 292/63*z + 1
*
-12/35 | 0.20908039682936618390581735568317545682 | 0.025468698012701515926220716131927272093
f(z) = -245/16*z^3 + 293/60*z + 1
*
-10/27 | 0.20382187280865434704648489145088288301 | 0.024852956726515024215509915358269549384
f(z) = -243/16*z^3 + 299/60*z + 1
*
-2/11 | 0.19028081017765075926596393217679258077 | 0.025141553223461005061366789326659320492
f(z) = -242/9*z^3 + 289/72*z + 1
*
-4/11 | 0.17727155818165610036595918370393397017 | 0.025784083494391105852293472120530395417
f(z) = -242/15*z^3 + 293/60*z + 1
*
-1/7 | 0.088022988736240649197378742383987160509 | 0.012378955198463168015575172465600103603
f(z) = -245/16*z^3 + 281/80*z + 1
*
[ 19/35 ] 
f(z) = -245/19*z^3 + 281/95*z + 1
*
[ 5/9 ] 
f(z) = -243/19*z^3 + 299/95*z + 1
*
[ 3/5 ] 
f(z) = -260/27*z^3 + 14/5*z + 1
*
[ 5/8 ] 
f(z) = -256/25*z^3 + 17/5*z + 1
*
3/4 | 0.082267761309397582093348517868406082253 | 0.013187476807344980720393530795710094111
f(z) = -256/27*z^3 + 7/2*z + 1
*
-3/32 | 0.18364695504458294006275892541268192384 | 0.026494655131717820940486694941226347353
f(z) = -256/27*z^3 + 15/4*z + 1
*
-3/8 | 0.20575131221625200030489933005433919116 | 0.029683639779078355580649182554548164278
f(z) = -256/27*z^3 + 17/4*z + 1
*
[ -3/5 ] 
f(z) = -250/27*z^3 + 6*z + 1
*
[ 3/5 ] 
f(z) = -250/27*z^3 + 8/3*z + 1
*
-3/5 | 0.18310300724292408485577409001468441487 | 0.029463323244696887573750571885348399748
f(z) = -250/27*z^3 + 11/2*z + 1
*
-3/10 | 0.11257570067651565057600495544173361994 | 0.018114690241706014964796627058920286137
f(z) = -250/27*z^3 + 13/6*z + 1
*
[ -3/4 ] 
f(z) = -248/27*z^3 + 15/2*z + 1
*
-2/7 | 0.16216612193703696969309397911389178599 | 0.029478005890761398095866677110232149328
f(z) = -245/24*z^3 + 7/3*z + 1
*
[ -2/7 ] 
f(z) = -245/24*z^3 + 16/3*z + 1
*
-2/7 | 0.13878261309221303192098364197980508510 | 0.025227431213135325524324698438725522161
f(z) = -245/24*z^3 + 19/3*z + 1
*
[ 6/7 ] 
f(z) = -245/27*z^3 + 13/2*z + 1
*
[ 4/7 ] 
f(z) = -245/32*z^3 + 7/4*z + 1
*
[ 3/4 ] 
f(z) = -244/27*z^3 + 19/4*z + 1
*
[ 5/9 ] 
f(z) = -243/25*z^3 + 11/5*z + 1
*
-2/9 | 0.095808836258263239021605992546442484547 | 0.017441792203947765599324574970146819374
f(z) = -243/32*z^3 + 15/8*z + 1
*
[ -4/9 ] 
f(z) = -243/32*z^3 + 19/4*z + 1
*
-3/11 | 0.12667085288246995348671510847480959485 | 0.023077480416445523764708226220172427845
f(z) = -242/27*z^3 + 7/3*z + 1
*
[ -6/11 ] 
f(z) = -242/27*z^3 + 11/2*z + 1
*
[ -3/11 ] 
f(z) = -242/27*z^3 + 16/3*z + 1
*
[ -3/22 ] 
f(z) = -242/27*z^3 + 17/2*z + 1
*
[ 3/2 ] 
f(z) = -260/27*z^3 + 22*z + 1
*
[ -3/10 ] 
f(z) = -260/27*z^3 + 26/5*z + 1
*
[ -3/4 ] 
f(z) = -260/27*z^3 + 31/4*z + 1
*
[ -5/16 ] 
f(z) = -256/25*z^3 + 26/5*z + 1
*
[ -5/8 ] 
f(z) = -256/25*z^3 + 33/5*z + 1
*
[ -3/16 ] 
f(z) = -256/27*z^3 + 20/3*z + 1
*
[ 9/16 ] 
f(z) = -256/27*z^3 + 20/9*z + 1
*
[ -3/2 ] 
f(z) = -256/27*z^3 + 23*z + 1
*
[ -3/4 ] 
f(z) = -256/27*z^3 + 23/3*z + 1
*
33/32 | 0.17923708064928727500510463762163262594 | 0.025858444739614193712421647256441568373
f(z) = -256/27*z^3 + 35/4*z + 1
*
-15/64 | 0.15308989213136146180527518807330847253 | 0.018405169015678460127923197241111786901
f(z) = -256/27*z^3 + 35/16*z + 1
*
[ 5/6 ] 
f(z) = -252/25*z^3 + 34/5*z + 1
*
[ 6/5 ] 
f(z) = -250/27*z^3 + 27/2*z + 1
*
-6/25 | 0.20274897082290232412703206751006028693 | 0.028432456503449854217570780364834489190
f(z) = -250/27*z^3 + 31/5*z + 1
*
[ -3/10 ] 
f(z) = -250/27*z^3 + 31/6*z + 1
*
[ 3/4 ] 
f(z) = -250/27*z^3 + 39/8*z + 1
*
[ 3/2 ] 
f(z) = -248/27*z^3 + 21*z + 1
*
[ 3/4 ] 
f(z) = -248/27*z^3 + 29/6*z + 1
*
[ -6/7 ] 
f(z) = -245/24*z^3 + 29/3*z + 1
*
[ 4/7 ] 
f(z) = -245/24*z^3 + 31/12*z + 1
*
-3/7 | 0.13989481342439879967577653704965776019 | 0.019673856258927540611388094635469662603
f(z) = -245/27*z^3 + 28/5*z + 1
*
[ -4/7 ] 
f(z) = -245/32*z^3 + 21/4*z + 1
*
6/7 | 0.087885348390015699983352453593121954028 | 0.015975499608718314323704247688786428729
f(z) = -245/32*z^3 + 33/8*z + 1
*
[ 6/7 ] 
f(z) = -245/36*z^3 + 29/6*z + 1
*
[ -3/2 ] 
f(z) = -244/27*z^3 + 22*z + 1
*
[ -5/9 ] 
f(z) = -243/25*z^3 + 29/5*z + 1
*
-10/27 | 0.10245592423526325839551509448638914909 | 0.015543233539873979122690357486808649509
f(z) = -243/25*z^3 + 38/15*z + 1
*
[ 2/3 ] 
f(z) = -243/32*z^3 + 23/8*z + 1
*
-4/27 | 0.17716431600561755808257522051229337785 | 0.026876984997804325967917372515868556795
f(z) = -243/32*z^3 + 23/12*z + 1
*
[ -5/11 ] 
f(z) = -242/25*z^3 + 26/5*z + 1
*
-5/11 | 0.073859496480264383652911267198654139228 | 0.011947344236572757604736318751172126108
f(z) = -242/25*z^3 + 27/10*z + 1
*
-6/11 | 0.15644783611346953336079269828093031427 | 0.020671246851796753893740914642172814192
f(z) = -242/27*z^3 + 35/8*z + 1
*
[ 15/22 ] 
f(z) = -242/27*z^3 + 37/10*z + 1
*
-15/32 | 0.20483289942623182161099672794683344331 | 0.029551140821313244714170559016093301573
f(z) = -256/27*z^3 + 41/12*z + 1
*
[ -3/32 ] 
f(z) = -256/27*z^3 + 47/4*z + 1
*
[ -15/16 ] 
f(z) = -256/27*z^3 + 52/5*z + 1
*
[ -9/16 ] 
f(z) = -256/27*z^3 + 52/9*z + 1
*
[ 3/2 ] 
f(z) = -254/27*z^3 + 43/2*z + 1
*
[ -3/11 ] 
f(z) = -253/27*z^3 + 59/11*z + 1
*
[ -5/6 ] 
f(z) = -252/25*z^3 + 46/5*z + 1
*
[ -3/2 ] 
f(z) = -250/27*z^3 + 45/2*z + 1
*
-3/25 | 0.17490532211349728676775675865201890236 | 0.024527808664230978714822905539618930392
f(z) = -250/27*z^3 + 52/15*z + 1
*
-6/35 | 0.18832399950062221388627054145497793373 | 0.026484608010745527252337933374530953018
f(z) = -245/27*z^3 + 43/5*z + 1
*
6/7 | 0.22011266022809584568243077180405404751 | 0.028205674007867684554541890846436326071
f(z) = -245/27*z^3 + 49/10*z + 1
*
[ -6/7 ] 
f(z) = -245/27*z^3 + 53/6*z + 1
*
[ -2/7 ] 
f(z) = -245/32*z^3 + 41/8*z + 1
*
[ -6/7 ] 
f(z) = -245/36*z^3 + 43/6*z + 1
*
[ -3/7 ] 
f(z) = -245/36*z^3 + 55/12*z + 1
*
[ 2/3 ] 
f(z) = -243/20*z^3 + 49/10*z + 1
*
20/27 | 0.12365988238615952972352131956044883782 | 0.018760012617990586969607627576163642243
f(z) = -243/25*z^3 + 56/15*z + 1
*
[ 2/3 ] 
f(z) = -243/28*z^3 + 47/14*z + 1
*
-8/9 | 0.16149122836964451953248596996291917934 | 0.029399130163640642007436384198817168226
f(z) = -243/32*z^3 + 49/8*z + 1
*
[ 4/3 ] 
f(z) = -243/32*z^3 + 55/4*z + 1
*
[ -5/22 ] 
f(z) = -242/25*z^3 + 59/10*z + 1
*
[ 3/2 ] 
f(z) = -242/27*z^3 + 41/2*z + 1
*
[ 12/11 ] 
f(z) = -242/27*z^3 + 43/4*z + 1
*
[ 9/11 ] 
f(z) = -242/27*z^3 + 52/9*z + 1
*
[ -3/4 ] 
f(z) = -242/27*z^3 + 59/8*z + 1
*
[ 4/7 ] 
f(z) = -259/32*z^3 + 53/28*z + 1
*
5/8 | 0.14153175742736417430424138264323610135 | 0.025523395571094750984336559720632539459
f(z) = -256/21*z^3 + 58/21*z + 1
*
-5/32 | 0.11213769032351537705728798631527911005 | 0.016178048972647793312774345793235764959
f(z) = -256/25*z^3 + 53/20*z + 1
*
-1/7 | 0.14331571357765788999094240172434088135 | 0.026051442795932126608310199201905220706
f(z) = -245/24*z^3 + 53/24*z + 1
*
-12/35 | 0.091311489038815236996672243660766853757 | 0.012841427542337843752440738147255860100
f(z) = -245/32*z^3 + 43/20*z + 1
*
[ 5/9 ] 
f(z) = -243/20*z^3 + 59/20*z + 1
*
-1/9 | 0.16189261448165377280012620263675049332 | 0.029472201640475453172128314202340607375
f(z) = -243/28*z^3 + 59/28*z + 1
*
-2/11 | 0.077002807729221085883729185593818008279 | 0.014028726790299711121347951471480477649
f(z) = -242/21*z^3 + 50/21*z + 1
*
[ 3/4 ] 
f(z) = -260/27*z^3 + 61/12*z + 1
*
[ -3/2 ] 
f(z) = -260/27*z^3 + 70/3*z + 1
*
[ -3/13 ] 
f(z) = -260/27*z^3 + 76/13*z + 1
*
[ 3/2 ] 
f(z) = -256/27*z^3 + 65/3*z + 1
*
[ -3/4 ] 
f(z) = -254/27*z^3 + 61/8*z + 1
*
[ 3/4 ] 
f(z) = -253/27*z^3 + 79/16*z + 1
*
[ -3/20 ] 
f(z) = -250/27*z^3 + 63/8*z + 1
*
-3/5 | 0.081985415834276484958036466021772294526 | 0.010478646945648994487337173702436392633
f(z) = -250/27*z^3 + 63/10*z + 1
*
-12/25 | 0.12888760689097014642329296122083562049 | 0.018074524678905564942902242282862436193
f(z) = -250/27*z^3 + 67/15*z + 1
*
[ -3/2 ] 
f(z) = -248/27*z^3 + 67/3*z + 1
*
[ 3/4 ] 
f(z) = -247/27*z^3 + 77/16*z + 1
*
26/35 | 0.20356304913285430697887956622950187901 | 0.028627724432636457287001641028626646153
f(z) = -245/24*z^3 + 62/15*z + 1
*
-2/7 | 0.12289789517712353258739657062408039892 | 0.017283525136163306475921295098986807962
f(z) = -245/24*z^3 + 68/15*z + 1
*
[ -4/7 ] 
f(z) = -245/24*z^3 + 73/12*z + 1
*
[ -2/5 ] 
f(z) = -245/24*z^3 + 77/15*z + 1
*
[ -6/35 ] 
f(z) = -245/27*z^3 + 71/10*z + 1
*
[ -3/14 ] 
f(z) = -245/27*z^3 + 73/12*z + 1
*
-2/7 | 0.15812178409755018816700645197590448123 | 0.028742839918777996723613506850985220176
f(z) = -245/36*z^3 + 73/18*z + 1
*
[ 3/2 ] 
f(z) = -244/27*z^3 + 62/3*z + 1
*
[ -3/8 ] 
f(z) = -244/27*z^3 + 79/16*z + 1
*
[ -2/9 ] 
f(z) = -243/20*z^3 + 61/10*z + 1
*
[ -2/3 ] 
f(z) = -243/20*z^3 + 79/10*z + 1
*
-2/9 | 0.15405370827359359560178045023214918063 | 0.028045145655590451133989911350398664503
f(z) = -243/28*z^3 + 69/14*z + 1
*
[ -4/3 ] 
f(z) = -243/32*z^3 + 61/4*z + 1
*
[ -8/9 ] 
f(z) = -243/32*z^3 + 65/8*z + 1
*
-4/9 | 0.15888241431178961020021923094991428530 | 0.024103500987961355990304884455330553940
f(z) = -243/32*z^3 + 65/12*z + 1
*
-2/9 | 0.14963861585400116713709160779423389680 | 0.026489519963311062371667901464946643689
f(z) = -243/32*z^3 + 71/8*z + 1
*
-15/22 | 0.18095243147265824403495413630573677823 | 0.029270453933115571588272154648338561352
f(z) = -242/25*z^3 + 63/10*z + 1
*
[ 10/11 ] 
f(z) = -242/25*z^3 + 79/10*z + 1
*
[ -9/11 ] 
f(z) = -242/27*z^3 + 74/9*z + 1
*
9/11 | 0.12401744202332148940161592411297210587 | 0.020060779477257037006782602964190617278
f(z) = -242/27*z^3 + 77/18*z + 1
*
[ 3/4 ] 
f(z) = -241/27*z^3 + 75/16*z + 1
*
[ 3/5 ] 
f(z) = -257/27*z^3 + 69/25*z + 1
*
-1/8 | 0.12842527598523408284531182932905415694 | 0.023159813598586711936356607737075869267
f(z) = -256/35*z^3 + 74/35*z + 1
*
[ 2/3 ] 
f(z) = -255/32*z^3 + 73/24*z + 1
*
[ 3/5 ] 
f(z) = -254/27*z^3 + 68/25*z + 1
*
[ 6/11 ] 
f(z) = -253/24*z^3 + 76/33*z + 1
*
[ 3/5 ] 
f(z) = -251/27*z^3 + 67/25*z + 1
*
[ 3/5 ] 
f(z) = -250/21*z^3 + 76/21*z + 1
*
[ 3/5 ] 
f(z) = -250/33*z^3 + 68/33*z + 1
*
[ 3/5 ] 
f(z) = -250/39*z^3 + 64/39*z + 1
*
[ 2/3 ] 
f(z) = -249/32*z^3 + 71/24*z + 1
*
[ 3/5 ] 
f(z) = -248/27*z^3 + 66/25*z + 1
*
5/7 | 0.058827627959198260698701279035449932126 | 0.010693486054960730571281269543418604411
f(z) = -245/24*z^3 + 77/24*z + 1
*
51/70 | 0.24401323725488762796331482838537560990 | 0.028717607453078169625435692211742456816
f(z) = -245/27*z^3 + 63/20*z + 1
*
-2/9 | 0.13332807286904175289868698936846937994 | 0.020226740322660531035503953665090816709
f(z) = -243/32*z^3 + 61/24*z + 1
*
[ 3/5 ] 
f(z) = -242/27*z^3 + 64/25*z + 1
*
[ -3 ] 
f(z) = -260/27*z^3 + 88*z + 1
*
[ -3/5 ] 
f(z) = -260/27*z^3 + 92/15*z + 1
*
[ 3/4 ] 
f(z) = -259/27*z^3 + 81/16*z + 1
*
[ 3 ] 
f(z) = -259/27*z^3 + 87*z + 1
*
[ -3/2 ] 
f(z) = -259/27*z^3 + 93/4*z + 1
*
[ -3 ] 
f(z) = -257/27*z^3 + 87*z + 1
*
[ 3/2 ] 
f(z) = -257/27*z^3 + 87/4*z + 1
*
[ 5/4 ] 
f(z) = -256/25*z^3 + 81/5*z + 1
*
[ -5/4 ] 
f(z) = -256/25*z^3 + 89/5*z + 1
*
[ 3 ] 
f(z) = -256/27*z^3 + 86*z + 1
*
[ -3 ] 
f(z) = -254/27*z^3 + 86*z + 1
*
[ 3 ] 
f(z) = -253/27*z^3 + 85*z + 1
*
[ -3/2 ] 
f(z) = -253/27*z^3 + 91/4*z + 1
*
[ -3 ] 
f(z) = -251/27*z^3 + 85*z + 1
*
[ 3/2 ] 
f(z) = -251/27*z^3 + 85/4*z + 1
*
-12/25 | 0.19313457275488650038164553260175082463 | 0.027084183544202686303698799593985902310
f(z) = -250/27*z^3 + 82/15*z + 1
*
[ 3 ] 
f(z) = -250/27*z^3 + 84*z + 1
*
-6/25 | 0.10779898623817758118245332517664445717 | 0.013777908014421258133383727974123016907
f(z) = -250/27*z^3 + 87/10*z + 1
*
[ -6/5 ] 
f(z) = -250/27*z^3 + 91/6*z + 1
*
[ -3 ] 
f(z) = -248/27*z^3 + 84*z + 1
*
[ 3 ] 
f(z) = -247/27*z^3 + 83*z + 1
*
[ -3/2 ] 
f(z) = -247/27*z^3 + 89/4*z + 1
*
-2/7 | 0.11564895665178124894254109004905702216 | 0.016264083663771213380038239406276837887
f(z) = -245/24*z^3 + 83/15*z + 1
*
6/7 | 0.076397348748199489753742486394383482918 | 0.010744004163152869511586424111496040475
f(z) = -245/24*z^3 + 92/15*z + 1
*
-2/7 | 0.084875019518520193148352268228698612010 | 0.011936246191739125595444485417528861465
f(z) = -245/24*z^3 + 98/15*z + 1
*
[ -3 ] 
f(z) = -245/27*z^3 + 83*z + 1
*
[ 3/2 ] 
f(z) = -245/27*z^3 + 83/4*z + 1
*
[ -3/5 ] 
f(z) = -245/27*z^3 + 89/15*z + 1
*
-6/7 | 0.11963124537908124273867245503800682088 | 0.017369195245237623583363333500179717794
f(z) = -245/27*z^3 + 97/12*z + 1
*
[ 8/7 ] 
f(z) = -245/32*z^3 + 81/8*z + 1
*
[ -8/7 ] 
f(z) = -245/32*z^3 + 95/8*z + 1
*
[ -2/7 ] 
f(z) = -245/36*z^3 + 91/18*z + 1
*
[ 3 ] 
f(z) = -244/27*z^3 + 82*z + 1
*
[ -3/4 ] 
f(z) = -244/27*z^3 + 89/12*z + 1
*
-10/27 | 0.17947179813883126417530620235709587573 | 0.027227045123202940770023045780469736005
f(z) = -243/25*z^3 + 83/15*z + 1
*
[ -2/9 ] 
f(z) = -243/28*z^3 + 83/14*z + 1
*
[ -2/3 ] 
f(z) = -243/28*z^3 + 89/14*z + 1
*
28/27 | 0.19357061138919277532176616827514321450 | 0.029365927268097152349532148340370014561
f(z) = -243/32*z^3 + 83/12*z + 1
*
[ -4/27 ] 
f(z) = -243/32*z^3 + 95/12*z + 1
*
[ -3 ] 
f(z) = -242/27*z^3 + 82*z + 1
*
[ -9/22 ] 
f(z) = -242/27*z^3 + 89/18*z + 1
*
[ -15/11 ] 
f(z) = -242/27*z^3 + 92/5*z + 1
*
[ 3 ] 
f(z) = -241/27*z^3 + 81*z + 1
*
[ -3/2 ] 
f(z) = -241/27*z^3 + 87/4*z + 1
*
[ 4/5 ] 
f(z) = -255/32*z^3 + 97/20*z + 1
*
-3/70 | 0.19100587105080067735152754274291239588 | 0.022479237961752385131589272800723010987
f(z) = -245/27*z^3 + 87/20*z + 1
*
[ 4/5 ] 
f(z) = -245/32*z^3 + 93/20*z + 1
*
-1/9 | 0.15248851228336278001902355089647583010 | 0.027760205098057026231508086720384424185
f(z) = -243/20*z^3 + 83/20*z + 1
*
-2/9 | 0.10475559383446726478409119017428961807 | 0.015892108452786763104186274862905349659
f(z) = -243/20*z^3 + 83/30*z + 1
*
2/3 | 0.16180343152848759118260171181054256646 | 0.024546638396676497207635523385530704533
f(z) = -243/20*z^3 + 97/30*z + 1
*
[ 2/3 ] 
f(z) = -243/22*z^3 + 97/22*z + 1
*
[ 2/3 ] 
f(z) = -243/26*z^3 + 95/26*z + 1
*
[ 2/3 ] 
f(z) = -243/34*z^3 + 91/34*z + 1
*
[ 2/3 ] 
f(z) = -243/38*z^3 + 89/38*z + 1
*
-3/11 | 0.11550199233260148659734753419964831730 | 0.021042685870199355938868340601296225054
f(z) = -242/21*z^3 + 95/21*z + 1
*
-3/44 | 0.11375269089447633789983761376868782554 | 0.015029993459483881440433018148301336992
f(z) = -242/27*z^3 + 89/24*z + 1
*
[ 16/27 ] 
f(z) = -243/32*z^3 + 95/48*z + 1
*
[ 9/8 ] 
f(z) = -256/27*z^3 + 109/9*z + 1
*
[ 21/16 ] 
f(z) = -256/27*z^3 + 116/7*z + 1
*
-3/32 | 0.12666086134549640064476730809352371680 | 0.015685632586729468477920565498241848274
f(z) = -256/27*z^3 + 119/4*z + 1
*
6/5 | 0.20006145973283611614133525116286034285 | 0.024827648495199612651994607752213011830
f(z) = -250/27*z^3 + 117/10*z + 1
*
[ -6/35 ] 
f(z) = -245/24*z^3 + 107/15*z + 1
*
-6/7 | 0.16286054520868137513236412079161052895 | 0.022903600771573332615562054237398214663
f(z) = -245/27*z^3 + 101/15*z + 1
*
-3/14 | 0.14944143383802361965377828359360026456 | 0.021694107845307136364373478436212848669
f(z) = -245/27*z^3 + 109/12*z + 1
*
[ -12/7 ] 
f(z) = -245/27*z^3 + 113/4*z + 1
*
[ -3/4 ] 
f(z) = -245/27*z^3 + 119/16*z + 1
*
[ -5/27 ] 
f(z) = -243/25*z^3 + 101/15*z + 1
*
-20/27 | 0.19297065067661187685680070720589261486 | 0.029274909305592798467785497996484132296
f(z) = -243/25*z^3 + 104/15*z + 1
*
[ -10/11 ] 
f(z) = -242/25*z^3 + 101/10*z + 1
*
57/44 | 0.10820948042919614167963141021845735750 | 0.013579372569596558624473958627192815308
f(z) = -242/27*z^3 + 107/8*z + 1
*
-2 | 0.094975632063977090440489447429898110517 | 0.013847740975290789749889205763017965679
f(z) = -241/24*z^3 + 119/3*z + 1
*
[ -2/7 ] 
f(z) = -259/24*z^3 + 113/21*z + 1
*
[ 2/3 ] 
f(z) = -259/24*z^3 + 116/27*z + 1
*
[ -3/7 ] 
f(z) = -259/27*z^3 + 107/21*z + 1
*
[ 2/3 ] 
f(z) = -257/24*z^3 + 115/27*z + 1
*
[ -3/8 ] 
f(z) = -256/21*z^3 + 113/21*z + 1
*
[ -7/16 ] 
f(z) = -256/21*z^3 + 118/21*z + 1
*
[ 11/16 ] 
f(z) = -256/33*z^3 + 106/33*z + 1
*
[ 3/4 ] 
f(z) = -254/27*z^3 + 119/24*z + 1
*
[ 2/3 ] 
f(z) = -253/24*z^3 + 113/27*z + 1
*
[ -5/12 ] 
f(z) = -252/25*z^3 + 103/20*z + 1
*
[ 2/3 ] 
f(z) = -251/24*z^3 + 112/27*z + 1
*
39/50 | 0.15372298766238721645175495030405471175 | 0.019647505580755552369198574072539985789
f(z) = -250/27*z^3 + 119/30*z + 1
*
[ -3/8 ] 
f(z) = -248/27*z^3 + 119/24*z + 1
*
[ 2/3 ] 
f(z) = -247/24*z^3 + 110/27*z + 1
*
[ -2/7 ] 
f(z) = -245/22*z^3 + 119/22*z + 1
*
-3/7 | 0.10481375378298355956675434580102763097 | 0.019052687543747386932505732718380297850
f(z) = -245/24*z^3 + 101/24*z + 1
*
[ 2/3 ] 
f(z) = -245/24*z^3 + 109/27*z + 1
*
[ 9/14 ] 
f(z) = -245/27*z^3 + 115/36*z + 1
*
[ -4/9 ] 
f(z) = -243/20*z^3 + 113/20*z + 1
*
-2/9 | 0.14827820700682767356885198032703138439 | 0.026993728094301784622929021365705013622
f(z) = -243/22*z^3 + 111/22*z + 1
*
[ -1/3 ] 
f(z) = -243/22*z^3 + 115/22*z + 1
*
[ -1/3 ] 
f(z) = -243/23*z^3 + 119/23*z + 1
*
[ -5/18 ] 
f(z) = -243/25*z^3 + 107/20*z + 1
*
[ -3/11 ] 
f(z) = -242/21*z^3 + 116/21*z + 1
*
[ 3/4 ] 
f(z) = -242/27*z^3 + 113/24*z + 1
*
[ 2/3 ] 
f(z) = -241/24*z^3 + 107/27*z + 1
*
-2/5 | 0.19295278485972517507245026793457014519 | 0.026983756209658325256827557848240186348
f(z) = -255/32*z^3 + 111/40*z + 1
*
[ 5/9 ] 
f(z) = -252/25*z^3 + 104/45*z + 1
*
-3/20 | 0.26880781284422037309475645820041529125 | 0.029185437452681742255314569699400572346
f(z) = -250/27*z^3 + 107/40*z + 1
*
-2/35 | 0.19891477049906320457233910513184914185 | 0.027974022101191046564440863992892331212
f(z) = -245/32*z^3 + 101/40*z + 1
*
[ 3/5 ] 
f(z) = -245/36*z^3 + 107/60*z + 1
*
[ 13/22 ] 
f(z) = -242/39*z^3 + 115/78*z + 1
*
-2 | 0.096296782800519035738912873136571155491 | 0.013892689099987043844226032927608450613
f(z) = -259/24*z^3 + 128/3*z + 1
*
[ 2 ] 
f(z) = -259/24*z^3 + 131/3*z + 1
*
[ -2 ] 
f(z) = -259/24*z^3 + 134/3*z + 1
*
[ -6/7 ] 
f(z) = -259/27*z^3 + 129/14*z + 1
*
-2 | 0.096155491030282012654448921745089474845 | 0.013888019735705491243579164986119231616
f(z) = -257/24*z^3 + 127/3*z + 1
*
[ 2 ] 
f(z) = -257/24*z^3 + 130/3*z + 1
*
[ -2 ] 
f(z) = -257/24*z^3 + 133/3*z + 1
*
[ -3/4 ] 
f(z) = -257/27*z^3 + 123/16*z + 1
*
[ 15/16 ] 
f(z) = -256/25*z^3 + 134/15*z + 1
*
[ 15/16 ] 
f(z) = -256/27*z^3 + 124/15*z + 1
*
[ -9/8 ] 
f(z) = -256/27*z^3 + 125/9*z + 1
*
15/8 | 0.19698695450132214578018919927038737670 | 0.024107958667160635903987472445050897956
f(z) = -256/27*z^3 + 131/4*z + 1
*
[ -3/2 ] 
f(z) = -254/27*z^3 + 137/6*z + 1
*
-2 | 0.095867510482808051934326478967469340818 | 0.013878243598828562131133165909207633730
f(z) = -253/24*z^3 + 125/3*z + 1
*
[ 2 ] 
f(z) = -253/24*z^3 + 128/3*z + 1
*
[ -2 ] 
f(z) = -253/24*z^3 + 131/3*z + 1
*
-2 | 0.095720786706407586467085812742062769270 | 0.013873134503809807435089617853073704193
f(z) = -251/24*z^3 + 124/3*z + 1
*
[ 2 ] 
f(z) = -251/24*z^3 + 127/3*z + 1
*
[ -2 ] 
f(z) = -251/24*z^3 + 130/3*z + 1
*
[ -3/4 ] 
f(z) = -251/27*z^3 + 121/16*z + 1
*
[ 3/2 ] 
f(z) = -250/27*z^3 + 127/6*z + 1
*
[ 9/10 ] 
f(z) = -250/27*z^3 + 133/18*z + 1
*
-2 | 0.095426949576883586606178984662240808809 | 0.013863219038226758364178956432603946977
f(z) = -247/24*z^3 + 122/3*z + 1
*
[ 2 ] 
f(z) = -247/24*z^3 + 125/3*z + 1
*
[ -2 ] 
f(z) = -247/24*z^3 + 128/3*z + 1
*
-2 | 0.095276697793612326821178049497071787159 | 0.013857960950864920718761255302395449966
f(z) = -245/24*z^3 + 121/3*z + 1
*
-26/35 | 0.13960223387580177676351632322939052840 | 0.019632709858696552412512451962969662909
f(z) = -245/24*z^3 + 122/15*z + 1
*
[ 2 ] 
f(z) = -245/24*z^3 + 124/3*z + 1
*
[ -2 ] 
f(z) = -245/24*z^3 + 127/3*z + 1
*
-6/7 | 0.20193077867143982711288375671804176886 | 0.028398173002905174411321661693572778342
f(z) = -245/24*z^3 + 137/15*z + 1
*
[ 9/7 ] 
f(z) = -245/27*z^3 + 137/9*z + 1
*
[ 10/9 ] 
f(z) = -243/25*z^3 + 121/10*z + 1
*
[ 5/3 ] 
f(z) = -243/25*z^3 + 137/5*z + 1
*
[ -10/9 ] 
f(z) = -243/25*z^3 + 139/10*z + 1
*
[ -3/2 ] 
f(z) = -242/27*z^3 + 131/6*z + 1
*
[ 2 ] 
f(z) = -241/24*z^3 + 122/3*z + 1
*
[ -2 ] 
f(z) = -241/24*z^3 + 125/3*z + 1
*
[ -1/2 ] 
f(z) = -260/21*z^3 + 128/21*z + 1
*
[ -1/2 ] 
f(z) = -260/23*z^3 + 134/23*z + 1
*
[ -1/4 ] 
f(z) = -256/21*z^3 + 121/21*z + 1
*
[ -1/2 ] 
f(z) = -256/21*z^3 + 127/21*z + 1
*
[ 3/4 ] 
f(z) = -256/21*z^3 + 137/21*z + 1
*
[ -1/4 ] 
f(z) = -256/23*z^3 + 131/23*z + 1
*
[ -1/2 ] 
f(z) = -256/23*z^3 + 133/23*z + 1
*
[ -1/2 ] 
f(z) = -256/25*z^3 + 139/25*z + 1
*
-3/8 | 0.12241327858371790809172675638812849423 | 0.022075628743961121999873952878152000250
f(z) = -256/33*z^3 + 124/33*z + 1
*
[ 3/4 ] 
f(z) = -256/39*z^3 + 131/39*z + 1
*
[ -1/3 ] 
f(z) = -252/23*z^3 + 120/23*z + 1
*
[ -1/2 ] 
f(z) = -252/23*z^3 + 132/23*z + 1
*
[ -1/3 ] 
f(z) = -252/25*z^3 + 128/25*z + 1
*
[ -1/2 ] 
f(z) = -252/25*z^3 + 138/25*z + 1
*
[ -1/5 ] 
f(z) = -250/21*z^3 + 136/21*z + 1
*
[ -1/2 ] 
f(z) = -248/21*z^3 + 125/21*z + 1
*
[ -1/2 ] 
f(z) = -248/23*z^3 + 131/23*z + 1
*
[ -1/2 ] 
f(z) = -248/25*z^3 + 137/25*z + 1
*
[ -3/10 ] 
f(z) = -248/27*z^3 + 129/25*z + 1
*
[ -6/13 ] 
f(z) = -247/27*z^3 + 133/26*z + 1
*
[ -3/7 ] 
f(z) = -245/24*z^3 + 125/24*z + 1
*
[ -2/7 ] 
f(z) = -245/26*z^3 + 137/26*z + 1
*
-6/35 | 0.15576964943819480913230242455413712356 | 0.018332331868524789840601911860389408629
f(z) = -245/27*z^3 + 127/20*z + 1
*
-12/35 | 0.21393695727461053109381553022622824516 | 0.027414307150118907463977242912836092493
f(z) = -245/27*z^3 + 127/30*z + 1
*
-12/35 | 0.077666508624572239672225702695330147911 | 0.010922490186802699012099857232183259143
f(z) = -245/32*z^3 + 123/20*z + 1
*
[ 6/7 ] 
f(z) = -245/32*z^3 + 131/24*z + 1
*
-6/7 | 0.14868464178924848564166177963576432750 | 0.022528418066230546506401999583279676768
f(z) = -245/32*z^3 + 139/24*z + 1
*
[ -1/2 ] 
f(z) = -244/21*z^3 + 124/21*z + 1
*
[ -1/2 ] 
f(z) = -244/23*z^3 + 130/23*z + 1
*
[ -1/2 ] 
f(z) = -244/25*z^3 + 136/25*z + 1
*
[ -5/9 ] 
f(z) = -243/20*z^3 + 131/20*z + 1
*
[ -2/9 ] 
f(z) = -243/22*z^3 + 133/22*z + 1
*
[ -1/3 ] 
f(z) = -243/25*z^3 + 127/25*z + 1
*
[ 5/6 ] 
f(z) = -243/25*z^3 + 131/20*z + 1
*
[ -1/3 ] 
f(z) = -243/26*z^3 + 131/26*z + 1
*
[ -8/27 ] 
f(z) = -243/32*z^3 + 121/24*z + 1
*
-2/3 | 0.091083811185915961208986118107386023177 | 0.013818009642015504239357447185142486969
f(z) = -243/32*z^3 + 125/24*z + 1
*
[ 7/9 ] 
f(z) = -243/35*z^3 + 137/35*z + 1
*
-5/9 | 0.12576045701882469221232560791828610109 | 0.022894420227410522473290246992842647660
f(z) = -243/35*z^3 + 138/35*z + 1
*
[ 15/22 ] 
f(z) = -242/25*z^3 + 121/30*z + 1
*
-6/25 | 0.20324390617865776787222371004495650805 | 0.022066926733463324572378268153673546604
f(z) = -250/27*z^3 + 123/40*z + 1
*
[ 5/8 ] 
f(z) = -248/25*z^3 + 131/40*z + 1
*
[ 4/7 ] 
f(z) = -245/22*z^3 + 127/44*z + 1
*
[ 4/7 ] 
f(z) = -245/26*z^3 + 121/52*z + 1
*
-10/27 | 0.17948482050815919003744345030200763222 | 0.022497560583471132260305141030169361191
f(z) = -243/25*z^3 + 137/60*z + 1
*
20/27 | 0.23112175393265487009458307950842906435 | 0.028181759248365764107749006740889136963
f(z) = -243/32*z^3 + 133/60*z + 1
*
[ -6/5 ] 
f(z) = -260/27*z^3 + 157/10*z + 1
*
39/32 | 0.18745462803460127321890416405373453604 | 0.026031131752448494486653582358517997662
f(z) = -256/27*z^3 + 149/12*z + 1
*
[ 5/3 ] 
f(z) = -252/25*z^3 + 142/5*z + 1
*
[ -5/3 ] 
f(z) = -252/25*z^3 + 148/5*z + 1
*
[ -3/25 ] 
f(z) = -250/27*z^3 + 142/15*z + 1
*
[ 5/4 ] 
f(z) = -248/25*z^3 + 157/10*z + 1
*
[ -6/5 ] 
f(z) = -245/27*z^3 + 149/10*z + 1
*
[ -9/7 ] 
f(z) = -245/27*z^3 + 151/9*z + 1
*
[ 10/9 ] 
f(z) = -243/20*z^3 + 151/10*z + 1
*
[ -5/3 ] 
f(z) = -243/25*z^3 + 143/5*z + 1
*
[ -21/22 ] 
f(z) = -242/27*z^3 + 143/14*z + 1
*
[ -12/11 ] 
f(z) = -242/27*z^3 + 151/12*z + 1
*
[ -1/2 ] 
f(z) = -260/27*z^3 + 146/27*z + 1
*
[ -1/2 ] 
f(z) = -260/29*z^3 + 152/29*z + 1
*
[ -1/2 ] 
f(z) = -260/31*z^3 + 158/31*z + 1
*
[ -3/5 ] 
f(z) = -259/27*z^3 + 153/25*z + 1
*
[ -4/7 ] 
f(z) = -259/32*z^3 + 151/28*z + 1
*
[ -1/4 ] 
f(z) = -256/25*z^3 + 141/25*z + 1
*
[ -5/32 ] 
f(z) = -256/25*z^3 + 153/20*z + 1
*
[ -1/2 ] 
f(z) = -256/27*z^3 + 145/27*z + 1
*
[ -1/4 ] 
f(z) = -256/27*z^3 + 151/27*z + 1
*
[ -3/5 ] 
f(z) = -256/27*z^3 + 152/25*z + 1
*
[ -1/2 ] 
f(z) = -256/29*z^3 + 151/29*z + 1
*
[ -1/2 ] 
f(z) = -256/31*z^3 + 157/31*z + 1
*
[ -3/8 ] 
f(z) = -256/33*z^3 + 157/33*z + 1
*
[ -2/3 ] 
f(z) = -255/32*z^3 + 145/24*z + 1
*
[ -4/5 ] 
f(z) = -255/32*z^3 + 147/20*z + 1
*
[ -3/5 ] 
f(z) = -253/27*z^3 + 151/25*z + 1
*
[ -1/3 ] 
f(z) = -252/29*z^3 + 144/29*z + 1
*
[ -1/2 ] 
f(z) = -252/29*z^3 + 150/29*z + 1
*
[ -1/3 ] 
f(z) = -252/31*z^3 + 152/31*z + 1
*
[ -1/2 ] 
f(z) = -252/31*z^3 + 156/31*z + 1
*
[ -3/5 ] 
f(z) = -250/21*z^3 + 146/21*z + 1
*
[ -1/5 ] 
f(z) = -250/23*z^3 + 148/23*z + 1
*
[ -3/8 ] 
f(z) = -250/27*z^3 + 159/32*z + 1
*
[ 2/3 ] 
f(z) = -249/20*z^3 + 151/30*z + 1
*
[ -2/3 ] 
f(z) = -249/32*z^3 + 143/24*z + 1
*
[ -1/2 ] 
f(z) = -248/27*z^3 + 143/27*z + 1
*
[ -1/2 ] 
f(z) = -248/29*z^3 + 149/29*z + 1
*
[ -3/5 ] 
f(z) = -247/27*z^3 + 149/25*z + 1
*
[ -4/5 ] 
f(z) = -245/32*z^3 + 143/20*z + 1
*
[ -3/7 ] 
f(z) = -245/33*z^3 + 155/33*z + 1
*
[ -1/2 ] 
f(z) = -244/27*z^3 + 142/27*z + 1
*
[ -3/5 ] 
f(z) = -244/27*z^3 + 148/25*z + 1
*
[ -1/2 ] 
f(z) = -244/29*z^3 + 148/29*z + 1
*
[ -1/2 ] 
f(z) = -244/31*z^3 + 154/31*z + 1
*
-10/27 | 0.16013665716912391064535277329582640796 | 0.024293777829371724054318304657438866127
f(z) = -243/20*z^3 + 143/30*z + 1
*
-5/9 | 0.074994252071025100480754654043199445900 | 0.013652542001317597198485010167292154321
f(z) = -243/22*z^3 + 141/22*z + 1
*
[ -10/27 ] 
f(z) = -243/25*z^3 + 151/30*z + 1
*
2/3 | 0.14762819908662538548260656621575974931 | 0.022396162960820445562177307428763304489
f(z) = -243/26*z^3 + 149/39*z + 1
*
[ -2/9 ] 
f(z) = -243/26*z^3 + 155/26*z + 1
*
7/9 | 0.12522147612462624412941170548926520529 | 0.022796299916950155142826254571572217965
f(z) = -243/28*z^3 + 143/28*z + 1
*
[ -1/3 ] 
f(z) = -243/29*z^3 + 143/29*z + 1
*
[ -1/3 ] 
f(z) = -243/31*z^3 + 151/31*z + 1
*
-2/3 | 0.13003635159994313270996227678284922560 | 0.019727364685617957745657437953775330078
f(z) = -243/32*z^3 + 149/24*z + 1
*
[ -1/3 ] 
f(z) = -243/32*z^3 + 155/32*z + 1
*
[ -7/11 ] 
f(z) = -242/21*z^3 + 152/21*z + 1
*
[ -3/5 ] 
f(z) = -241/27*z^3 + 147/25*z + 1
*
[ 2/3 ] 
f(z) = -255/28*z^3 + 149/42*z + 1
*
3/4 | 0.11945522528416622625025393219831101469 | 0.012969686293855799826870774333182639676
f(z) = -250/27*z^3 + 147/40*z + 1
*
[ 2/3 ] 
f(z) = -249/28*z^3 + 145/42*z + 1
*
-3/14 | 0.17314696392673663552575061886684027493 | 0.020377445902848090710465033805632090274
f(z) = -245/27*z^3 + 149/60*z + 1
*
-2/9 | 0.17648991760629961322118316966869672932 | 0.026774674351565402102345663555530220188
f(z) = -243/23*z^3 + 151/69*z + 1
*
[ -15/16 ] 
f(z) = -256/25*z^3 + 166/15*z + 1
*
[ 15/8 ] 
f(z) = -256/27*z^3 + 169/5*z + 1
*
[ 4/3 ] 
f(z) = -255/32*z^3 + 173/12*z + 1
*
[ -9/10 ] 
f(z) = -250/27*z^3 + 173/18*z + 1
*
[ -3/50 ] 
f(z) = -250/27*z^3 + 177/10*z + 1
*
[ 4/3 ] 
f(z) = -249/32*z^3 + 169/12*z + 1
*
[ -5/4 ] 
f(z) = -248/25*z^3 + 173/10*z + 1
*
[ -3/28 ] 
f(z) = -245/27*z^3 + 167/16*z + 1
*
[ -10/9 ] 
f(z) = -243/20*z^3 + 169/10*z + 1
*
-5/27 | 0.16044837793905720986325071005861703042 | 0.023665225076150903855973432804082737786
f(z) = -243/25*z^3 + 176/15*z + 1
*
[ -1/2 ] 
f(z) = -260/33*z^3 + 164/33*z + 1
*
[ -1/2 ] 
f(z) = -260/37*z^3 + 176/37*z + 1
*
[ 6/7 ] 
f(z) = -259/24*z^3 + 163/21*z + 1
*
-6/7 | 0.14909706110327563414559435390235645456 | 0.019872352855061827838451114380582135867
f(z) = -259/24*z^3 + 170/21*z + 1
*
[ 5/7 ] 
f(z) = -259/25*z^3 + 171/35*z + 1
*
[ -3/14 ] 
f(z) = -259/27*z^3 + 171/28*z + 1
*
0 | 0.12203641809115897925195044665439965030 | 0.021992204868725155876608262315392245875
f(z) = -257/39*z^3 + 179/39*z + 1
*
[ -1/4 ] 
f(z) = -256/29*z^3 + 161/29*z + 1
*
[ -1/4 ] 
f(z) = -256/31*z^3 + 171/31*z + 1
*
[ -1/2 ] 
f(z) = -256/33*z^3 + 163/33*z + 1
*
[ -7/16 ] 
f(z) = -256/35*z^3 + 164/35*z + 1
*
[ -5/16 ] 
f(z) = -256/35*z^3 + 172/35*z + 1
*
[ -1/2 ] 
f(z) = -256/37*z^3 + 175/37*z + 1
*
[ 13/16 ] 
f(z) = -256/39*z^3 + 160/39*z + 1
*
0 | 0.12196466462056326749111327799616985908 | 0.021994727101471528981778593472278348815
f(z) = -256/39*z^3 + 178/39*z + 1
*
[ -3/8 ] 
f(z) = -256/39*z^3 + 179/39*z + 1
*
0 | 0.12939316426371750311949583904945197905 | 0.023350841050823566154751754328683956197
f(z) = -255/38*z^3 + 179/38*z + 1
*
0 | 0.12182240932759284132322287122401529194 | 0.022000190606731351400968742125094816017
f(z) = -254/39*z^3 + 176/39*z + 1
*
0 | 0.14207583485924415838867188774667930630 | 0.025676095121927964965811903189515630023
f(z) = -253/37*z^3 + 179/37*z + 1
*
0 | 0.12925028545877417318540282580579854634 | 0.023358248271168974128979776578152570385
f(z) = -253/38*z^3 + 177/38*z + 1
*
0 | 0.12175190330510013144812822732982480995 | 0.022003132718766679950855466284135305886
f(z) = -253/39*z^3 + 175/39*z + 1
*
[ -1/6 ] 
f(z) = -252/23*z^3 + 168/23*z + 1
*
[ 5/7 ] 
f(z) = -252/25*z^3 + 166/35*z + 1
*
[ -5/14 ] 
f(z) = -252/25*z^3 + 178/35*z + 1
*
[ -1/2 ] 
f(z) = -252/37*z^3 + 174/37*z + 1
*
[ -1/3 ] 
f(z) = -252/37*z^3 + 176/37*z + 1
*
0 | 0.14200394190074782101026282426183443643 | 0.025681483504594171820437603837665077026
f(z) = -252/37*z^3 + 178/37*z + 1
*
0 | 0.10268789895193131267596924772206452045 | 0.018584521501338982304380810211165166463
f(z) = -251/36*z^3 + 179/36*z + 1
*
0 | 0.14193176869222969139093351919139352812 | 0.025686902097573827803729831270786865168
f(z) = -251/37*z^3 + 177/37*z + 1
*
0 | 0.12910629546214579105459499191547928362 | 0.023365739765477452936085578469703491646
f(z) = -251/38*z^3 + 175/38*z + 1
*
0 | 0.12160798935825369213108726357187156069 | 0.022008691540382930628976170517141225198
f(z) = -251/39*z^3 + 173/39*z + 1
*
-3/10 | 0.19303851356216620728818578230273571813 | 0.024672466559413723164001939365963201374
f(z) = -250/27*z^3 + 161/30*z + 1
*
[ -1/5 ] 
f(z) = -250/27*z^3 + 172/27*z + 1
*
21/25 | 0.24219776588700047242496447478762179640 | 0.026683140125341738378261909462627281925
f(z) = -250/27*z^3 + 177/35*z + 1
*
[ -3/5 ] 
f(z) = -250/33*z^3 + 178/33*z + 1
*
0 | 0.14185931303977703472352601900963686912 | 0.025692351200178548060915137300202115701
f(z) = -250/37*z^3 + 176/37*z + 1
*
0 | 0.12153561070149897560019437179564756524 | 0.022011495238212086821372273538505663329
f(z) = -250/39*z^3 + 172/39*z + 1
*
0 | 0.14176652651228649336697265399278921726 | 0.025694197879445965994958096833659427063
f(z) = -249/35*z^3 + 179/35*z + 1
*
0 | 0.14178657272360845861636248346525613383 | 0.025697831115958924683335385200063202082
f(z) = -249/37*z^3 + 175/37*z + 1
*
0 | 0.12896117685072459850938500461888405154 | 0.023373317230013165844671117191415326544
f(z) = -249/38*z^3 + 173/38*z + 1
*
[ -1/2 ] 
f(z) = -248/33*z^3 + 161/33*z + 1
*
[ -1/2 ] 
f(z) = -248/35*z^3 + 167/35*z + 1
*
0 | 0.14169342083244733470328168992802274737 | 0.025699692034835148957885169940122211791
f(z) = -248/35*z^3 + 178/35*z + 1
*
[ -1/2 ] 
f(z) = -248/37*z^3 + 173/37*z + 1
*
0 | 0.14171354549766553547621611690793723748 | 0.025703342152782569433814803903919321154
f(z) = -248/37*z^3 + 174/37*z + 1
*
0 | 0.12138896534022314102769157885650208573 | 0.022016964565771996710369301918186120813
f(z) = -248/39*z^3 + 170/39*z + 1
*
[ -1/2 ] 
f(z) = -248/39*z^3 + 179/39*z + 1
*
0 | 0.12877450427853189551989507689266268220 | 0.023373648109428490560187709297546898664
f(z) = -247/34*z^3 + 179/34*z + 1
*
0 | 0.14162002535335761004906390265430393185 | 0.025705217476108462079961857171916001873
f(z) = -247/35*z^3 + 177/35*z + 1
*
0 | 0.10239620316919499265391637190708567434 | 0.018585766134588112895377517519429589051
f(z) = -247/36*z^3 + 175/36*z + 1
*
0 | 0.14164022908919633281647825276604581450 | 0.025708884622913925510057939180648654279
f(z) = -247/37*z^3 + 173/37*z + 1
*
0 | 0.14154633776784357961056129172916195319 | 0.025710774518118427861469897876941809573
f(z) = -246/35*z^3 + 176/35*z + 1
*
0 | 0.14156662119833065827405758880626289606 | 0.025714458843095896005162166011749946493
f(z) = -246/37*z^3 + 172/37*z + 1
*
-1/7 | 0.096429973358188416847487888300614020867 | 0.017528712463151235026251998341152765067
f(z) = -245/24*z^3 + 173/24*z + 1
*
-57/70 | 0.24525320968745175083870986049413690661 | 0.028863538231144193040793960853189497163
f(z) = -245/27*z^3 + 167/20*z + 1
*
0 | 0.12110831984866763263840666891072991279 | 0.022014658322441413668668451279773806945
f(z) = -245/33*z^3 + 179/33*z + 1
*
[ -2/7 ] 
f(z) = -245/34*z^3 + 173/34*z + 1
*
0 | 0.12862675446020954353256275562700551880 | 0.023381333785362003591318808183769846656
f(z) = -245/34*z^3 + 177/34*z + 1
*
0 | 0.10224861363234221452890145898157846190 | 0.018586405094811519149383888352347702771
f(z) = -245/36*z^3 + 173/36*z + 1
*
[ -4/7 ] 
f(z) = -245/36*z^3 + 179/36*z + 1
*
0 | 0.14149271949764682071367682906750800362 | 0.025720065134633338212956473600819045678
f(z) = -245/37*z^3 + 171/37*z + 1
*
0 | 0.12866748201235846059812201049724900831 | 0.023388737101219974249931892191445568191
f(z) = -245/38*z^3 + 169/38*z + 1
*
0 | 0.12116941127435074274072823829475800480 | 0.022025763313944268597156503885017915983
f(z) = -245/39*z^3 + 167/39*z + 1
*
[ -3/7 ] 
f(z) = -245/39*z^3 + 175/39*z + 1
*
[ -1/2 ] 
f(z) = -244/33*z^3 + 160/33*z + 1
*
0 | 0.12103395978677946520771385372528519490 | 0.022017510621175121482478180135579809337
f(z) = -244/33*z^3 + 178/33*z + 1
*
[ -1/2 ] 
f(z) = -244/35*z^3 + 166/35*z + 1
*
0 | 0.14139807691006679189517797395953839690 | 0.025721984686492845677300252371605818212
f(z) = -244/35*z^3 + 174/35*z + 1
*
0 | 0.14141852163172970321984757727823945448 | 0.025725703823478474467432395241659031349
f(z) = -244/37*z^3 + 170/37*z + 1
*
[ -1/2 ] 
f(z) = -244/37*z^3 + 172/37*z + 1
*
0 | 0.12109426049312432498685163032760017856 | 0.022028480033766027507894530420433530053
f(z) = -244/39*z^3 + 166/39*z + 1
*
[ -1/2 ] 
f(z) = -244/39*z^3 + 178/39*z + 1
*
[ -10/27 ] 
f(z) = -243/20*z^3 + 161/30*z + 1
*
-10/27 | 0.16643019339524628091053120513371963532 | 0.025248548420573992576995101050542608416
f(z) = -243/20*z^3 + 167/30*z + 1
*
[ -2/3 ] 
f(z) = -243/22*z^3 + 163/22*z + 1
*
[ -5/6 ] 
f(z) = -243/25*z^3 + 179/20*z + 1
*
[ -2/3 ] 
f(z) = -243/26*z^3 + 173/26*z + 1
*
-8/27 | 0.11002522752608968289047231905199425691 | 0.016691546335464949102512796127725148005
f(z) = -243/32*z^3 + 169/24*z + 1
*
0 | 0.11562052726958806662721758454026779694 | 0.021048467864811401013513545677321230384
f(z) = -243/32*z^3 + 179/32*z + 1
*
[ -1/3 ] 
f(z) = -243/34*z^3 + 163/34*z + 1
*
0 | 0.12847781611377069143430602495158026942 | 0.023389109595620732300530638536137303901
f(z) = -243/34*z^3 + 175/34*z + 1
*
[ -1/3 ] 
f(z) = -243/35*z^3 + 167/35*z + 1
*
0 | 0.14134402521671993801861328657283847919 | 0.025731375240318271802124938999402473980
f(z) = -243/37*z^3 + 169/37*z + 1
*
[ -1/3 ] 
f(z) = -243/37*z^3 + 175/37*z + 1
*
0 | 0.12851886882045428619642318070223296555 | 0.023396583152417255039495744218078659746
f(z) = -243/38*z^3 + 167/38*z + 1
*
[ -1/3 ] 
f(z) = -243/38*z^3 + 179/38*z + 1
*
[ -5/11 ] 
f(z) = -242/35*z^3 + 162/35*z + 1
*
0 | 0.14124861924032149738318565431856193600 | 0.025733325150916356992849273725303897733
f(z) = -242/35*z^3 + 172/35*z + 1
*
0 | 0.14126922783985396742660478281015888974 | 0.025737079720663844369136384078418309863
f(z) = -242/37*z^3 + 168/37*z + 1
*
0 | 0.12094513004175732842071838054110907509 | 0.022034341811788455837919190878200017775
f(z) = -242/39*z^3 + 164/39*z + 1
*
0 | 0.14113194784360930444068339687537995123 | 0.025731480956358685443550436160811396567
f(z) = -241/31*z^3 + 179/31*z + 1
*
0 | 0.11547021509736414646839099893860096931 | 0.021052778525362134043563884025335146607
f(z) = -241/32*z^3 + 177/32*z + 1
*
0 | 0.12080907078479694839631652660365032616 | 0.022026170202788380598615863039563685272
f(z) = -241/33*z^3 + 175/33*z + 1
*
0 | 0.12832766995900513369408716628871119272 | 0.023396977411401511562281977669314077384
f(z) = -241/34*z^3 + 173/34*z + 1
*
0 | 0.14117343553098581242921802195841900349 | 0.025739045080952465844319989389800866449
f(z) = -241/35*z^3 + 171/35*z + 1
*
0 | 0.10194985744279953045350309520558745010 | 0.018587717773156684682273900511274825762
f(z) = -241/36*z^3 + 169/36*z + 1
*
0 | 0.14119412705899476878723968233373229278 | 0.025742817604941934270877088111205701729
f(z) = -241/37*z^3 + 167/37*z + 1
*
0 | 0.12836905305589275600555464675901082665 | 0.023404522466831901968009964617135703496
f(z) = -241/38*z^3 + 165/38*z + 1
*
0 | 0.12087114553230335341003947834635344909 | 0.022037487804562727269013490507833473900
f(z) = -241/39*z^3 + 163/39*z + 1
*
5/8 | 0.14292730571962000015199008239683836921 | 0.022911168352146283289040265000128643391
f(z) = -256/21*z^3 + 179/42*z + 1
*
22/27 | 0.18822136135410188674176255453503334871 | 0.028554411065601366814448484375093079537
f(z) = -243/28*z^3 + 179/42*z + 1
*
-2/27 | 0.18722684231872271803363883688455172244 | 0.028403536025996499670874687861252513376
f(z) = -243/38*z^3 + 173/57*z + 1
*
7/11 | 0.15052980787483311768323034751523530195 | 0.024349359503504624725853170379904624629
f(z) = -242/21*z^3 + 169/42*z + 1
*
-20/33 | 0.22692045727640202027653556967713337891 | 0.029523245582945874708593423581097914248
f(z) = -242/25*z^3 + 178/45*z + 1
*
-3/20 | 0.20509048952192416271021576789286137378 | 0.023969210911173477089262348820632596941
f(z) = -260/27*z^3 + 173/60*z + 1
*
-4/35 | 0.13727526773967639391841892008271261861 | 0.019305461148319857896519700116349164685
f(z) = -245/24*z^3 + 173/60*z + 1
*
-33/70 | 0.16224793098005383435877819863451811661 | 0.019094752581362175265539039329756010023
f(z) = -245/27*z^3 + 161/60*z + 1
*
-1/3 | 0.12371501767722436675439383939495696202 | 0.018768377002107037442431758494089623560
f(z) = -243/20*z^3 + 161/60*z + 1
*
[ 2/3 ] 
f(z) = -243/37*z^3 + 179/74*z + 1
*
[ -4/3 ] 
f(z) = -255/32*z^3 + 191/12*z + 1
*
[ -4/3 ] 
f(z) = -249/32*z^3 + 187/12*z + 1
*
[ -3/35 ] 
f(z) = -245/27*z^3 + 191/15*z + 1
*
0 | 0.14251366134520065593460355532917783647 | 0.025628811502228349509060355710551010169
f(z) = -260/31*z^3 + 198/31*z + 1
*
0 | 0.12218827160783863488566785325339683843 | 0.021973613976803743136638258151424477603
f(z) = -260/33*z^3 + 194/33*z + 1
*
0 | 0.14257141760586949991421322617400475578 | 0.025639198045551869391433319502803984753
f(z) = -260/37*z^3 + 186/37*z + 1
*
-6/7 | 0.17138457979059668054948987142615863141 | 0.022842937468473082324397848716350436945
f(z) = -259/24*z^3 + 191/21*z + 1
*
[ -2/3 ] 
f(z) = -259/24*z^3 + 197/27*z + 1
*
0 | 0.10925471971974458078037148450768553986 | 0.019661346096486811377771821709866087510
f(z) = -259/30*z^3 + 199/30*z + 1
*
0 | 0.14244345376191716520375622430333918075 | 0.025633950192504480547752037101078775048
f(z) = -259/31*z^3 + 197/31*z + 1
*
0 | 0.11678101720164468755846563845779325450 | 0.021015769411070745656672617111364165560
f(z) = -259/32*z^3 + 195/32*z + 1
*
0 | 0.12211813659483037587869921875839677367 | 0.021976230907076318978452950684147547937
f(z) = -259/33*z^3 + 193/33*z + 1
*
0 | 0.12963706783995020871976269307220344931 | 0.023329328602674298705878451533691590068
f(z) = -259/34*z^3 + 191/34*z + 1
*
0 | 0.10325785561423171140784461870606402768 | 0.018582157746779487873972908703356418192
f(z) = -259/36*z^3 + 187/36*z + 1
*
0 | 0.12967565600092466222963525271670173930 | 0.023336272881055057430779795311940202873
f(z) = -259/38*z^3 + 183/38*z + 1
*
0 | 0.12217601891936314845360919809018712209 | 0.021986647339596829511331761553985652312
f(z) = -259/39*z^3 + 181/39*z + 1
*
0 | 0.14237297895655846820374208958664559003 | 0.025639116723117322708112120105788390022
f(z) = -258/31*z^3 + 196/31*z + 1
*
0 | 0.14241180419907062488004208857853951317 | 0.025646108533865879545021888550016569672
f(z) = -258/35*z^3 + 188/35*z + 1
*
0 | 0.14243117092735609715116259121193083983 | 0.025649596174643611883116661275482095820
f(z) = -258/37*z^3 + 184/37*z + 1
*
[ -2/3 ] 
f(z) = -257/24*z^3 + 196/27*z + 1
*
0 | 0.14228270219563686686122226372150358965 | 0.025640791371186166417740643141316257809
f(z) = -257/29*z^3 + 199/29*z + 1
*
0 | 0.10911342727577714209802033380952758925 | 0.019663350367962646508685378634622620876
f(z) = -257/30*z^3 + 197/30*z + 1
*
0 | 0.14230223488688436377681716613361199170 | 0.025644311360991436089193796084802385120
f(z) = -257/31*z^3 + 195/31*z + 1
*
0 | 0.11663987178018588889406773368554550183 | 0.021019692286736475066813796484340205263
f(z) = -257/32*z^3 + 193/32*z + 1
*
0 | 0.12197809812838835459575398721153773768 | 0.021981695017737642181253655599540639476
f(z) = -257/33*z^3 + 191/33*z + 1
*
0 | 0.12949606898108584882888950272434715172 | 0.023336509898211470106701456138402134112
f(z) = -257/34*z^3 + 189/34*z + 1
*
0 | 0.14234120724578865591540749168910111090 | 0.025651334576803952387131595919442992587
f(z) = -257/35*z^3 + 187/35*z + 1
*
0 | 0.10311700286108691162398362084432407719 | 0.018582733644935058446306167830495513534
f(z) = -257/36*z^3 + 185/36*z + 1
*
0 | 0.14236064718807500908121175997421039461 | 0.025654837852302241079224273937304001958
f(z) = -257/37*z^3 + 183/37*z + 1
*
0 | 0.12953494889963631832123871659840600472 | 0.023343516455331186305513871125967099865
f(z) = -257/38*z^3 + 181/38*z + 1
*
[ -21/32 ] 
f(z) = -256/27*z^3 + 185/28*z + 1
*
[ -9/32 ] 
f(z) = -256/27*z^3 + 191/36*z + 1
*
[ -3/20 ] 
f(z) = -256/27*z^3 + 197/25*z + 1
*
0 | 0.14221161232677961946990779816017927877 | 0.025645998482583591955310760840828180930
f(z) = -256/29*z^3 + 198/29*z + 1
*
0 | 0.14223121948714996637953670619853922327 | 0.025649534376712618717522314583210094293
f(z) = -256/31*z^3 + 194/31*z + 1
*
0 | 0.12190715696312948813582084954517870758 | 0.021984356349947422130849042963075366671
f(z) = -256/33*z^3 + 190/33*z + 1
*
-11/16 | 0.14188906686481254052775375868797682505 | 0.025587831640278448887056658946669053737
f(z) = -256/33*z^3 + 199/33*z + 1
*
0 | 0.14227034008191924426269092553048242391 | 0.025656589262721401707976356570559847854
f(z) = -256/35*z^3 + 186/35*z + 1
*
0 | 0.14228985379405597496558145458046817656 | 0.025660108304687526228339755166246023156
f(z) = -256/37*z^3 + 182/37*z + 1
*
[ -1/2 ] 
f(z) = -256/39*z^3 + 181/39*z + 1
*
-3/4 | 0.14249777159878197933460042120974626469 | 0.025697603552911367026132507305859226052
f(z) = -256/39*z^3 + 196/39*z + 1
*
0 | 0.11645958198201108265236878269743631856 | 0.021016791753888954099250503921925836845
f(z) = -255/28*z^3 + 199/28*z + 1
*
0 | 0.14214024846810596328279383024177087947 | 0.025651234111089754550941821586430989000
f(z) = -255/29*z^3 + 197/29*z + 1
*
0 | 0.14215993066774357291627574615840215902 | 0.025654786044593225358040068096590585664
f(z) = -255/31*z^3 + 193/31*z + 1
*
0 | 0.11649764213805620303805960894061830685 | 0.021023660251612433561743024503326047741
f(z) = -255/32*z^3 + 191/32*z + 1
*
0 | 0.14221878867487422766401394050279406320 | 0.025665407811028081324129224733827106101
f(z) = -255/37*z^3 + 181/37*z + 1
*
0 | 0.14206860849919381450594303428175388530 | 0.025656498533126793933736882968610494297
f(z) = -254/29*z^3 + 196/29*z + 1
*
0 | 0.14208836631481752751919614240935602861 | 0.025660066642738921648311611554357505566
f(z) = -254/31*z^3 + 192/31*z + 1
*
0 | 0.12176445396870592765418237336494606177 | 0.021989724314452030771010001210489907579
f(z) = -254/33*z^3 + 188/33*z + 1
*
0 | 0.14212778679125403747129450420863626175 | 0.025667185677735834539125734521026494097
f(z) = -254/35*z^3 + 184/35*z + 1
*
0 | 0.14214744973616325427008177334597616503 | 0.025670736654426249132046140049415389595
f(z) = -254/37*z^3 + 180/37*z + 1
*
-2/11 | 0.22184367498598716014693020490129731077 | 0.027970711133981136991411691953086241126
f(z) = -253/24*z^3 + 193/33*z + 1
*
[ -2/3 ] 
f(z) = -253/24*z^3 + 194/27*z + 1
*
[ -6/11 ] 
f(z) = -253/24*z^3 + 197/33*z + 1
*
0 | 0.12841370943124197670229324002867939455 | 0.023207061366788494894056701093021383971
f(z) = -253/27*z^3 + 199/27*z + 1
*
0 | 0.11631594769905487673444651498725160816 | 0.021020741073082015124514190702794503345
f(z) = -253/28*z^3 + 197/28*z + 1
*
0 | 0.14199669027490733951989987425255546546 | 0.025661792028950676778356947011346246416
f(z) = -253/29*z^3 + 195/29*z + 1
*
0 | 0.10882756613667415048471246954679312890 | 0.019667432838113942491203775115669770961
f(z) = -253/30*z^3 + 193/30*z + 1
*
0 | 0.14201652428991192115633812547173691209 | 0.025665376453116911052181656931889861321
f(z) = -253/31*z^3 + 191/31*z + 1
*
0 | 0.11635431148665215541517252736026101510 | 0.021027674217346562633623545886097476527
f(z) = -253/32*z^3 + 189/32*z + 1
*
0 | 0.12921080858155209664120805610099831715 | 0.023351113968170333272342942257463834805
f(z) = -253/34*z^3 + 185/34*z + 1
*
0 | 0.14205609643840602649007310993563131076 | 0.025672527973640582972281985565369281760
f(z) = -253/35*z^3 + 183/35*z + 1
*
0 | 0.10283204141034330722761892629048135174 | 0.018583915269263101044540944401529100098
f(z) = -253/36*z^3 + 181/36*z + 1
*
[ -1/6 ] 
f(z) = -252/25*z^3 + 182/25*z + 1
*
0 | 0.14192449162501135500939265507501878322 | 0.025667114882720367590428077937227374377
f(z) = -252/29*z^3 + 194/29*z + 1
*
0 | 0.14194440242957095849837165351106890119 | 0.025670715761625673264996015767857552243
f(z) = -252/31*z^3 + 190/31*z + 1
*
[ -2/3 ] 
f(z) = -251/24*z^3 + 193/27*z + 1
*
0 | 0.12898656003958266578180882404041879681 | 0.023344069972270972502930293064372665045
f(z) = -251/26*z^3 + 199/26*z + 1
*
0 | 0.12826887483658575619613662949895621363 | 0.023214182846110835541999596044107427913
f(z) = -251/27*z^3 + 197/27*z + 1
*
0 | 0.11617119050354406396202466278887040965 | 0.021024736213172431567267064615682380053
f(z) = -251/28*z^3 + 195/28*z + 1
*
0 | 0.14185201035377817726962399026193393745 | 0.025672467382568536930059850317947990944
f(z) = -251/29*z^3 + 193/29*z + 1
*
0 | 0.10868296336558763527651196113553721875 | 0.019669512085766677911402657958755836534
f(z) = -251/30*z^3 + 191/30*z + 1
*
0 | 0.14187199854495181988402581167005429296 | 0.025676084858166253877587951121355975742
f(z) = -251/31*z^3 + 189/31*z + 1
*
0 | 0.11620986264432303319453473676663924245 | 0.021031735121896291913427756891609168040
f(z) = -251/32*z^3 + 187/32*z + 1
*
0 | 0.12154728222120630159062082965465321794 | 0.021997704723968758169927704421935029410
f(z) = -251/33*z^3 + 185/33*z + 1
*
0 | 0.12906651317567202670453593205290970817 | 0.023358539941877106544767790082145361426
f(z) = -251/34*z^3 + 183/34*z + 1
*
0 | 0.14191187756717586526515129991512511251 | 0.025683302189064435698698490195725772876
f(z) = -251/35*z^3 + 181/35*z + 1
*
[ -3/4 ] 
f(z) = -250/27*z^3 + 181/24*z + 1
*
-3/10 | 0.11970419833891619405819428590778563941 | 0.015299526379678757822362058804873346026
f(z) = -250/27*z^3 + 191/30*z + 1
*
0 | 0.12819603047871109826291947822405591862 | 0.023217773771428771962673574775677159264
f(z) = -250/27*z^3 + 196/27*z + 1
*
[ -1/5 ] 
f(z) = -250/29*z^3 + 184/29*z + 1
*
0 | 0.14177924423958674253816626835618623061 | 0.025677849820673847598212385514486629740
f(z) = -250/29*z^3 + 192/29*z + 1
*
0 | 0.14179931042142584148939368626675962014 | 0.025681484036715146322016837458247818567
f(z) = -250/31*z^3 + 188/31*z + 1
*
[ -1/5 ] 
f(z) = -250/31*z^3 + 196/31*z + 1
*
0 | 0.12147570545347531253881367959984266850 | 0.022000645709633542308229660806382723181
f(z) = -250/33*z^3 + 184/33*z + 1
*
[ -3/5 ] 
f(z) = -250/39*z^3 + 194/39*z + 1
*
0 | 0.14166580183380274121758085862105335821 | 0.025675942231346407011300299572703857964
f(z) = -249/25*z^3 + 199/25*z + 1
*
0 | 0.12884050487614269898063927791769925565 | 0.023351446273097662360049690374764933485
f(z) = -249/26*z^3 + 197/26*z + 1
*
0 | 0.11602529269738575088896968269248037602 | 0.021028778110951999248274801689419824184
f(z) = -249/28*z^3 + 193/28*z + 1
*
0 | 0.14170619103451381527779418291146614098 | 0.025683262493334860655676358641438768132
f(z) = -249/29*z^3 + 191/29*z + 1
*
0 | 0.14172633581817183192206153748615491769 | 0.025686913595398808380103939848637388437
f(z) = -249/31*z^3 + 187/31*z + 1
*
0 | 0.11606427802400338077857518061371532168 | 0.021035843930515698582745557513709296980
f(z) = -249/32*z^3 + 185/32*z + 1
*
0 | 0.12892108439086882234660383302074278887 | 0.023366050750242860004202623148805454155
f(z) = -249/34*z^3 + 181/34*z + 1
*
0 | 0.14159230004412905494540542129272804719 | 0.025681351217718646433306767688527342325
f(z) = -248/25*z^3 + 198/25*z + 1
*
0 | 0.12804947636609703586721054059837414016 | 0.023225017001473972085485969007261812059
f(z) = -248/27*z^3 + 194/27*z + 1
*
0 | 0.14163284846391709625574843859559188883 | 0.025688705701045604432900322040841640746
f(z) = -248/29*z^3 + 190/29*z + 1
*
0 | 0.12132962481041058466753149728088408355 | 0.022006201657145702717434400633070000353
f(z) = -248/33*z^3 + 182/33*z + 1
*
[ -2/3 ] 
f(z) = -247/24*z^3 + 191/27*z + 1
*
0 | 0.089787635643002745195523240136735631329 | 0.016297205816128273660224574430512895016
f(z) = -247/24*z^3 + 199/24*z + 1
*
0 | 0.14151850532658939805029523460683270406 | 0.025686790743308873775396827612317543237
f(z) = -247/25*z^3 + 197/25*z + 1
*
0 | 0.12797576202029393547109109896580888548 | 0.023228669718101871807000398332092568586
f(z) = -247/27*z^3 + 193/27*z + 1
*
[ -6/19 ] 
f(z) = -247/27*z^3 + 193/38*z + 1
*
0 | 0.11587823616070496763498738107364845242 | 0.021032867730581554404405851638067141298
f(z) = -247/28*z^3 + 191/28*z + 1
*
0 | 0.14155921422601003702333914787821040991 | 0.025694179748572851022513965604021503618
f(z) = -247/29*z^3 + 189/29*z + 1
*
0 | 0.10839032519539857977693730622556102695 | 0.019673749347960995470000216376488945210
f(z) = -247/30*z^3 + 187/30*z + 1
*
0 | 0.14157951807573567065191967906694084406 | 0.025697865066884985215974870937803227362
f(z) = -247/31*z^3 + 185/31*z + 1
*
0 | 0.11591753962035512450786735014041204502 | 0.021040001636788320828732791824943100827
f(z) = -247/32*z^3 + 183/32*z + 1
*
0 | 0.12125511638763932425353318780961068620 | 0.022008816401904527036558218663435219066
f(z) = -247/33*z^3 + 181/33*z + 1
*
0 | 0.14144441533678662665871343161463338046 | 0.025692261113359473278026697627165879095
f(z) = -246/25*z^3 + 196/25*z + 1
*
[ 5/6 ] 
f(z) = -246/25*z^3 + 199/30*z + 1
*
0 | 0.14148528599142816199064638157321047650 | 0.025699684945035146126929947744277978589
f(z) = -246/29*z^3 + 188/29*z + 1
*
0 | 0.14150567032017448469422697370110663196 | 0.025703387597384650903530337474318743135
f(z) = -246/31*z^3 + 184/31*z + 1
*
[ -1/7 ] 
f(z) = -245/22*z^3 + 181/22*z + 1
*
[ -1/7 ] 
f(z) = -245/23*z^3 + 189/23*z + 1
*
0 | 0.14134945912768260607422203908658634600 | 0.025694023752011156369283535517105075129
f(z) = -245/23*z^3 + 199/23*z + 1
*
[ -2/3 ] 
f(z) = -245/24*z^3 + 190/27*z + 1
*
0 | 0.12854489226800854133513888421109497608 | 0.023366453154592102624192145980481247711
f(z) = -245/26*z^3 + 193/26*z + 1
*
0 | 0.12782744706496810080883915058805757885 | 0.023236038406623128433129107838454985342
f(z) = -245/27*z^3 + 191/27*z + 1
*
-1/7 | 0.14403859641270707615023263477487165920 | 0.026182845978146619917841274750043114155
f(z) = -245/27*z^3 + 194/27*z + 1
*
0 | 0.14141106140278669370830755835652679799 | 0.025705221603983639562713604196985509983
f(z) = -245/29*z^3 + 187/29*z + 1
*
0 | 0.14143152685125572433475226560400291848 | 0.025708941743574579462628292404224990734
f(z) = -245/31*z^3 + 183/31*z + 1
*
0 | 0.11576962899639580477702101383801500334 | 0.021044209263708139254394274832835210404
f(z) = -245/32*z^3 + 181/32*z + 1
*
[ -6/7 ] 
f(z) = -245/32*z^3 + 187/24*z + 1
*
[ -4/35 ] 
f(z) = -245/32*z^3 + 197/20*z + 1
*
[ -2/7 ] 
f(z) = -245/38*z^3 + 191/38*z + 1
*
0 | 0.14127468885846610924715040359467734250 | 0.025699538938692558646271078228446415885
f(z) = -244/23*z^3 + 198/23*z + 1
*
0 | 0.14129534002104539037464560888861156924 | 0.025703295629725636801464039191554259130
f(z) = -244/25*z^3 + 194/25*z + 1
*
0 | 0.12775284169685906123187492443431306733 | 0.023239754808494171873335223911527492432
f(z) = -244/27*z^3 + 190/27*z + 1
*
0 | 0.14133653807422927120570176414394636274 | 0.025710790043484765203423307536886360170
f(z) = -244/29*z^3 + 186/29*z + 1
*
0 | 0.14135708529080671099721091286398504406 | 0.025714527825509135372091190091086214429
f(z) = -244/31*z^3 + 182/31*z + 1
*
-1/9 | 0.11641792950410251850285761725481866253 | 0.021193633223462390353401954026910053609
f(z) = -243/20*z^3 + 183/20*z + 1
*
0 | 0.12835382826710446592058517200404767409 | 0.023366537875288613898411674451201648149
f(z) = -243/22*z^3 + 199/22*z + 1
*
0 | 0.14119961544638485298333326123016508128 | 0.025705085752784838400683589262924834304
f(z) = -243/23*z^3 + 197/23*z + 1
*
0 | 0.14122034986317734532812581882911997470 | 0.025708860408685989749146633261809315613
f(z) = -243/25*z^3 + 193/25*z + 1
*
0 | 0.12839529714237752902224060900942511143 | 0.023374087194680141446010131488212312298
f(z) = -243/26*z^3 + 191/26*z + 1
*
-7/9 | 0.14466046453326375349760882319597060166 | 0.026335125872047407756914905762176205966
f(z) = -243/28*z^3 + 183/28*z + 1
*
0 | 0.11558057222575080972247056211059405071 | 0.021041194135170947791417390827444763751
f(z) = -243/28*z^3 + 187/28*z + 1
*
0 | 0.14126171359096754528569992656211649356 | 0.025716390586204820675363766564987544797
f(z) = -243/29*z^3 + 185/29*z + 1
*
0 | 0.14128234323184616779235624382364760926 | 0.025720146167876610023508682482524035765
f(z) = -243/31*z^3 + 181/31*z + 1
*
-8/9 | 0.13807026398766907116855435838413289703 | 0.020946161718716528883044066877923618767
f(z) = -243/32*z^3 + 181/24*z + 1
*
-8/9 | 0.18795434427438306149344740140701992208 | 0.028181182713014045682385856095258861911
f(z) = -243/32*z^3 + 197/24*z + 1
*
[ -2/3 ] 
f(z) = -243/34*z^3 + 193/34*z + 1
*
[ -2/9 ] 
f(z) = -243/34*z^3 + 199/34*z + 1
*
-2/9 | 0.16358100425826952252291473218626312270 | 0.029779569361377728926940212489143676532
f(z) = -243/38*z^3 + 183/38*z + 1
*
0 | 0.14112423642313618297593933923138943828 | 0.025710664515399836688661505066327475951
f(z) = -242/23*z^3 + 196/23*z + 1
*
0 | 0.14114505476824689641785932189784216767 | 0.025714457297564499776068145357845305536
f(z) = -242/25*z^3 + 192/25*z + 1
*
0 | 0.12760272306604507024818391203336030318 | 0.023247252825983790720483919593753291841
f(z) = -242/27*z^3 + 188/27*z + 1
*
[ -15/22 ] 
f(z) = -242/27*z^3 + 199/30*z + 1
*
0 | 0.14118658550881142853373123117370055840 | 0.025722023559496498708268625537600741757
f(z) = -242/29*z^3 + 184/29*z + 1
*
0 | 0.14120729823811695705362710355846016310 | 0.025725797100086479389243626477518634182
f(z) = -242/31*z^3 + 180/31*z + 1
*
[ -7/11 ] 
f(z) = -242/35*z^3 + 188/35*z + 1
*
0 | 0.12068293849343954155760865801636381616 | 0.022003173491536003702741349679292694879
f(z) = -241/21*z^3 + 199/21*z + 1
*
0 | 0.12820267762737110492628828861554275654 | 0.023374188540063210131271514632779507415
f(z) = -241/22*z^3 + 197/22*z + 1
*
0 | 0.14104854929014479867490676827808636319 | 0.025716275552316237340335469556527831903
f(z) = -241/23*z^3 + 195/23*z + 1
*
[ -2/3 ] 
f(z) = -241/24*z^3 + 188/27*z + 1
*
0 | 0.092190791508252982917728740418234907857 | 0.016808423835224939547831921119198992835
f(z) = -241/24*z^3 + 193/24*z + 1
*
0 | 0.14106945224590076267361050759987798142 | 0.025720086624268296076146533316003149731
f(z) = -241/25*z^3 + 191/25*z + 1
*
0 | 0.12824448358158656113010331226653924285 | 0.023381810691753126917660616712376811880
f(z) = -241/26*z^3 + 189/26*z + 1
*
0 | 0.12752720486897976235289100200703347626 | 0.023251034890697114881501236011862908648
f(z) = -241/27*z^3 + 187/27*z + 1
*
0 | 0.11542992635445890872810838450594580183 | 0.021045432994908812952656808544275144733
f(z) = -241/28*z^3 + 185/28*z + 1
*
0 | 0.14111115135368977145612646989098855174 | 0.025727689295487423687539436021509600907
f(z) = -241/29*z^3 + 183/29*z + 1
*
0 | 0.10794147523088495538408668549533829784 | 0.019680122443874770339762529620751232323
f(z) = -241/30*z^3 + 181/30*z + 1
*
-3/8 | 0.11828301481916117596044950887990438393 | 0.018960702100111066378350414096903374411
f(z) = -256/21*z^3 + 191/42*z + 1
*
[ -2/5 ] 
f(z) = -255/32*z^3 + 191/40*z + 1
*
[ 2/3 ] 
f(z) = -252/25*z^3 + 199/50*z + 1
*
[ 2/3 ] 
f(z) = -252/29*z^3 + 195/58*z + 1
*
-18/35 | 0.20164645537152758562590275154285047329 | 0.028358187705404775506803072914449195822
f(z) = -245/32*z^3 + 181/40*z + 1
*
[ 2/3 ] 
f(z) = -243/23*z^3 + 193/46*z + 1
*
[ 2/3 ] 
f(z) = -243/25*z^3 + 191/50*z + 1
*
[ 2/3 ] 
f(z) = -243/29*z^3 + 187/58*z + 1
*
[ -15/44 ] 
f(z) = -242/27*z^3 + 199/40*z + 1
*
[ 9/16 ] 
f(z) = -256/21*z^3 + 194/63*z + 1
*
[ 2/3 ] 
f(z) = -252/31*z^3 + 193/62*z + 1
*
[ 2/3 ] 
f(z) = -252/37*z^3 + 187/74*z + 1
*
[ 3/5 ] 
f(z) = -247/27*z^3 + 197/75*z + 1
*
[ 3/5 ] 
f(z) = -244/27*z^3 + 194/75*z + 1
*
[ 2/3 ] 
f(z) = -243/31*z^3 + 185/62*z + 1
*
[ 2/3 ] 
f(z) = -243/35*z^3 + 181/70*z + 1
*
[ 3/5 ] 
f(z) = -241/27*z^3 + 191/75*z + 1
*
[ 3/5 ] 
f(z) = -250/37*z^3 + 196/111*z + 1
*
16/27 | 0.081890807940726876296793802342700331369 | 0.012423370947969017728053482338451340237
f(z) = -243/38*z^3 + 199/114*z + 1
*
[ -12/5 ] 
f(z) = -250/27*z^3 + 219/4*z + 1
*
-6/5 | 0.18513652924114163610631675544224935389 | 0.024804140100854259110777582954875969859
f(z) = -245/24*z^3 + 218/15*z + 1
*
[ 15/7 ] 
f(z) = -245/27*z^3 + 211/5*z + 1
*
0 | 0.12207211977895344925278591770021645270 | 0.021952725920879568021999331272284993518
f(z) = -260/21*z^3 + 218/21*z + 1
*
0 | 0.14243622724437048860500044062056408075 | 0.025614886212854063606613829047458533275
f(z) = -260/23*z^3 + 214/23*z + 1
*
0 | 0.12891189088969848588341547263253961878 | 0.023182749785686932166668912577776111404
f(z) = -260/27*z^3 + 206/27*z + 1
*
0 | 0.14249434870471712114311148333166866219 | 0.025625338431521367172457377691675317452
f(z) = -260/29*z^3 + 202/29*z + 1
*
0 | 0.11666563809570883673149898572185185879 | 0.020995005927901075205593509726807634249
f(z) = -259/20*z^3 + 219/20*z + 1
*
0 | 0.12952056965101781347043245559912750375 | 0.023308363730693580148611065416393537512
f(z) = -259/22*z^3 + 215/22*z + 1
*
0 | 0.14236572709610719993206130789550162287 | 0.025619962596533013180752557746022879554
f(z) = -259/23*z^3 + 213/23*z + 1
*
0 | 0.083564739681722073941377408957612723396 | 0.015038208624393548484162274952045110244
f(z) = -259/24*z^3 + 211/24*z + 1
*
[ -6/7 ] 
f(z) = -259/24*z^3 + 212/21*z + 1
*
0 | 0.14238520512843075652061349756187627161 | 0.025623467839471481803418054976864143489
f(z) = -259/25*z^3 + 209/25*z + 1
*
0 | 0.12955952575028152939869539808764479232 | 0.023315374222800079001175087714752547465
f(z) = -259/26*z^3 + 207/26*z + 1
*
0 | 0.12884153748373444055999484309994616995 | 0.023186165930123934102109696614881319665
f(z) = -259/27*z^3 + 205/27*z + 1
*
0 | 0.14242406832428384715978339631049536403 | 0.025630461612793524173287211485615023365
f(z) = -259/29*z^3 + 201/29*z + 1
*
0 | 0.14229495750618307090697920493389852186 | 0.025625066296640736240144874988892211610
f(z) = -258/23*z^3 + 212/23*z + 1
*
0 | 0.14231450958417865035729704879800810356 | 0.025628587315963237834919489704027164510
f(z) = -258/25*z^3 + 208/25*z + 1
*
[ 5/6 ] 
f(z) = -258/25*z^3 + 209/30*z + 1
*
0 | 0.14235352017076426185011500831381081981 | 0.025635612504241492185868469223890696693
f(z) = -258/29*z^3 + 200/29*z + 1
*
0 | 0.11652360353214166084852041943863968591 | 0.020998739564830081621503207464231014859
f(z) = -257/20*z^3 + 217/20*z + 1
*
0 | 0.12185958609124170160286472759602984240 | 0.021960337942193256166302949378621348610
f(z) = -257/21*z^3 + 215/21*z + 1
*
0 | 0.12937868445610593389064481735736458737 | 0.023315356011837585318505299291932611137
f(z) = -257/22*z^3 + 213/22*z + 1
*
0 | 0.14222391640699784467808377925820813466 | 0.025630197573635067926471333246679565266
f(z) = -257/23*z^3 + 211/23*z + 1
*
0 | 0.093364486350315149839029120271936191699 | 0.016825230889238762514531493734791558615
f(z) = -257/24*z^3 + 209/24*z + 1
*
0 | 0.14224354309586935641800471265897055981 | 0.025633734502769079312092622763969913448
f(z) = -257/25*z^3 + 207/25*z + 1
*
0 | 0.12941793786925733784787839871620721815 | 0.023322429876486558708495848124778821030
f(z) = -257/26*z^3 + 205/26*z + 1
*
0 | 0.12870002363694777375238572494918734257 | 0.023193054423469478644157870791607994420
f(z) = -257/27*z^3 + 203/27*z + 1
*
0 | 0.11660211064171479933904288532398290370 | 0.021012887345176225658524464017928302294
f(z) = -257/28*z^3 + 201/28*z + 1
*
0 | 0.12178922958410838204018014168088773681 | 0.021963089694335074262827762634092070547
f(z) = -256/21*z^3 + 214/21*z + 1
*
0 | 0.14215260170705868629956998425135913402 | 0.025635356691529695111486338244640752139
f(z) = -256/23*z^3 + 210/23*z + 1
*
[ -1/8 ] 
f(z) = -256/23*z^3 + 211/23*z + 1
*
0 | 0.14217230357850730300026796878324972266 | 0.025638909665559089007952897787095894303
f(z) = -256/25*z^3 + 206/25*z + 1
*
0 | 0.12862885906274471120115191143800633559 | 0.023196527135628399059171421403066725751
f(z) = -256/27*z^3 + 202/27*z + 1
*
[ -11/16 ] 
f(z) = -256/33*z^3 + 202/33*z + 1
*
[ -3/16 ] 
f(z) = -256/33*z^3 + 218/33*z + 1
*
[ -1/4 ] 
f(z) = -256/37*z^3 + 201/37*z + 1
*
[ -1/4 ] 
f(z) = -256/39*z^3 + 211/39*z + 1
*
0 | 0.12923570368638142602251803853904939735 | 0.023322425044969873220773334564496254383
f(z) = -255/22*z^3 + 211/22*z + 1
*
0 | 0.14208101129061060329390187406286306541 | 0.025640543917957338506869446217026801712
f(z) = -255/23*z^3 + 209/23*z + 1
*
0 | 0.12927525898725419908118105982009334867 | 0.023329563362891484033179483172094415849
f(z) = -255/26*z^3 + 203/26*z + 1
*
0 | 0.12164561829714070424522754162946336286 | 0.021968263505724439177539724953932119486
f(z) = -254/21*z^3 + 212/21*z + 1
*
0 | 0.14200914301725969193103317928742061434 | 0.025645759524234318215982650675252428648
f(z) = -254/23*z^3 + 208/23*z + 1
*
0 | 0.14202899699545694089981959295569722168 | 0.025649345000067970377606425027588287655
f(z) = -254/25*z^3 + 204/25*z + 1
*
0 | 0.12848570409933745418674890333155446975 | 0.023203530417989003088601929881324339160
f(z) = -254/27*z^3 + 200/27*z + 1
*
0 | 0.11623622366490863623160355220760663113 | 0.021006333261322396129798006573861572852
f(z) = -253/20*z^3 + 213/20*z + 1
*
0 | 0.12157339281432834178922916980693635999 | 0.021970872114098339384511125798733105278
f(z) = -253/21*z^3 + 211/21*z + 1
*
0 | 0.093078750517026901406479543677850833552 | 0.016821290224851251676665138815316566173
f(z) = -253/24*z^3 + 205/24*z + 1
*
0 | 0.14195692563746003353555316355958988247 | 0.025654605721619824054484940030641036165
f(z) = -253/25*z^3 + 203/25*z + 1
*
0 | 0.12913147215857479960449640079702650226 | 0.023336776205911067198328724496955830372
f(z) = -253/26*z^3 + 201/26*z + 1
*
[ -3/23 ] 
f(z) = -253/27*z^3 + 203/23*z + 1
*
0 | 0.14186456421276712376899512668055314568 | 0.025656276980416930656132607034579993235
f(z) = -252/23*z^3 + 206/23*z + 1
*
0 | 0.14188457266502146135561956812418105029 | 0.025659895518956384572395311944940982896
f(z) = -252/25*z^3 + 202/25*z + 1
*
[ -5/21 ] 
f(z) = -252/25*z^3 + 202/35*z + 1
*
[ -1/6 ] 
f(z) = -252/29*z^3 + 210/29*z + 1
*
0 | 0.11609084374674829305047924637910041364 | 0.021010195005839590574494872906849501499
f(z) = -251/20*z^3 + 211/20*z + 1
*
0 | 0.12142809118072180209940339460012292242 | 0.021976133453378364178455440747167838206
f(z) = -251/21*z^3 + 209/21*z + 1
*
0 | 0.12894638681292068193005783657950379142 | 0.023336799396065812336790359702371923788
f(z) = -251/22*z^3 + 207/22*z + 1
*
0 | 0.14179184927414849178055869433858188956 | 0.025661579391974386902253109562754613732
f(z) = -251/23*z^3 + 205/23*z + 1
*
0 | 0.082962742915991858959526608145531126582 | 0.015014650170747417528554751671002428719
f(z) = -251/24*z^3 + 203/24*z + 1
*
0 | 0.14181193586851272644364257576593401857 | 0.025665214676644351148806357184558642775
f(z) = -251/25*z^3 + 201/25*z + 1
*
0 | 0.12135501055618067957088537850117640162 | 0.021978786477251007828583077023574206268
f(z) = -250/21*z^3 + 208/21*z + 1
*
0 | 0.14171884766286660385574865419305200362 | 0.025666911306824233585293698714051184640
f(z) = -250/23*z^3 + 204/23*z + 1
*
[ -1/5 ] 
f(z) = -250/33*z^3 + 208/33*z + 1
*
-1/5 | 0.14898041975591724829296726346649848753 | 0.026982065430175725105997847540241131500
f(z) = -250/39*z^3 + 205/39*z + 1
*
0 | 0.11594431341156082039184263292236404034 | 0.021014101178072913366785621114110350021
f(z) = -249/20*z^3 + 209/20*z + 1
*
-2/3 | 0.17842010161710120703712692440034400913 | 0.026967706125090034002350955255905932867
f(z) = -249/20*z^3 + 211/30*z + 1
*
0 | 0.12880001538854594389010582082002844766 | 0.023344107834808012689358782123473421214
f(z) = -249/22*z^3 + 205/22*z + 1
*
0 | 0.14164555710941858786399646783891166163 | 0.025672273015720275412850795600560611408
f(z) = -249/23*z^3 + 203/23*z + 1
*
0 | 0.12120797830725195578633462192149939056 | 0.021984137981571180516466761695147043429
f(z) = -248/21*z^3 + 206/21*z + 1
*
0 | 0.14157197531724175222717379978426520921 | 0.025677664813518457912859755648817130701
f(z) = -248/23*z^3 + 202/23*z + 1
*
[ -3/16 ] 
f(z) = -248/27*z^3 + 213/32*z + 1
*
0 | 0.11579661430595241875479713079504512141 | 0.021018052682201337016939971821226912966
f(z) = -247/20*z^3 + 207/20*z + 1
*
0 | 0.12113402204732641635445376717382428098 | 0.021986836767703060721546383914789871652
f(z) = -247/21*z^3 + 205/21*z + 1
*
0 | 0.12865247772219496822917113161979650249 | 0.023351499270232375065164537429719809906
f(z) = -247/22*z^3 + 203/22*z + 1
*
0 | 0.14149809996228164644567096788979971318 | 0.025683086999252189487637334865270510439
f(z) = -247/23*z^3 + 201/23*z + 1
*
[ -6/13 ] 
f(z) = -247/24*z^3 + 209/39*z + 1
*
0 | 0.14142392869255146790688240730929668126 | 0.025688539876209367801458904443668787966
f(z) = -246/23*z^3 + 200/23*z + 1
*
0 | 0.12850375507854266279286926248982393730 | 0.023358975376256407089802072368715904121
f(z) = -245/22*z^3 + 201/22*z + 1
*
[ -1/7 ] 
f(z) = -245/26*z^3 + 213/26*z + 1
*
[ -6/35 ] 
f(z) = -245/36*z^3 + 211/30*z + 1
*
0 | 0.12090933070689340300393795404285767986 | 0.021994839115632935737196581481708949512
f(z) = -244/21*z^3 + 202/21*z + 1
*
-2/9 | 0.11828929486547761240135621314462284950 | 0.017945259379431044886413464857260221065
f(z) = -243/20*z^3 + 203/30*z + 1
*
-1/9 | 0.13494625945871145380827230055759035063 | 0.024566675769176410845773244575316872054
f(z) = -243/22*z^3 + 201/22*z + 1
*
[ -7/9 ] 
f(z) = -243/28*z^3 + 211/28*z + 1
*
-2/9 | 0.17746890220439884982349427662194600991 | 0.026451162923035109516769274808543282873
f(z) = -243/32*z^3 + 205/24*z + 1
*
[ -2/3 ] 
f(z) = -243/38*z^3 + 203/38*z + 1
*
[ -15/22 ] 
f(z) = -242/25*z^3 + 209/30*z + 1
*
[ -3/11 ] 
f(z) = -242/39*z^3 + 200/39*z + 1
*
-8/11 | 0.15516107980955188482069869635809481371 | 0.028267961407205566059645302582533299327
f(z) = -242/39*z^3 + 206/39*z + 1
*
0 | 0.11534631410439527818080215047577422623 | 0.021030188629241765781570779080131277163
f(z) = -241/20*z^3 + 201/20*z + 1
*
[ 6/7 ] 
f(z) = -259/36*z^3 + 215/42*z + 1
*
[ -4/11 ] 
f(z) = -253/32*z^3 + 211/44*z + 1
*
[ 2/3 ] 
f(z) = -252/23*z^3 + 201/46*z + 1
*
-6/25 | 0.25945764986458389434327570631393272188 | 0.028170256405943694778255960733706534890
f(z) = -250/27*z^3 + 203/40*z + 1
*
-4/9 | 0.17470551340472167990345638320240191093 | 0.028241128617897683148847729520468763704
f(z) = -243/26*z^3 + 213/52*z + 1
*
-4/11 | 0.13285735546145023923183866960748825537 | 0.021490703778122668103579477182157337247
f(z) = -242/21*z^3 + 211/42*z + 1
*
[ 3/5 ] 
f(z) = -259/27*z^3 + 209/75*z + 1
*
[ 3/5 ] 
f(z) = -256/27*z^3 + 206/75*z + 1
*
[ 3/5 ] 
f(z) = -253/27*z^3 + 203/75*z + 1
*
[ 2/3 ] 
f(z) = -253/32*z^3 + 217/72*z + 1
*
[ 2/3 ] 
f(z) = -251/32*z^3 + 215/72*z + 1
*
[ 2/3 ] 
f(z) = -247/32*z^3 + 211/72*z + 1
*
[ 2/3 ] 
f(z) = -245/32*z^3 + 209/72*z + 1
*
-3/7 | 0.18778308691712833986486572087878481901 | 0.026408537739405163207094746614075597375
f(z) = -245/36*z^3 + 203/60*z + 1
*
20/27 | 0.23683722068844968612364073501636908261 | 0.029686408609786042534136400291136267807
f(z) = -243/25*z^3 + 209/60*z + 1
*
-7/27 | 0.18344219987337909472273666835170891549 | 0.027829381023911719272082659782033161968
f(z) = -243/26*z^3 + 205/78*z + 1
*
[ 2/3 ] 
f(z) = -241/32*z^3 + 205/72*z + 1
*
[ 3/5 ] 
f(z) = -250/29*z^3 + 212/87*z + 1
*
[ 3/5 ] 
f(z) = -250/31*z^3 + 208/93*z + 1
*
[ 6/5 ] 
f(z) = -245/24*z^3 + 223/15*z + 1
*
-2 | 0.11552448341139409847824540949780237928 | 0.016833536149030240909164415483964730027
f(z) = -243/32*z^3 + 239/8*z + 1
*
[ 21/11 ] 
f(z) = -242/27*z^3 + 232/7*z + 1
*
-2 | 0.11537314930823306584559379111359127669 | 0.016832095461399949997676650040123476555
f(z) = -241/32*z^3 + 237/8*z + 1
*
-7/8 | 0.13144468926201871388815503581874465500 | 0.023704325168688147219918880546815336601
f(z) = -256/21*z^3 + 220/21*z + 1
*
[ -1/8 ] 
f(z) = -256/25*z^3 + 229/25*z + 1
*
-1/8 | 0.11720198310363730409227754542440119746 | 0.021135839975746202352756281925836275073
f(z) = -256/27*z^3 + 220/27*z + 1
*
[ -3/4 ] 
f(z) = -256/33*z^3 + 221/33*z + 1
*
-7/8 | 0.14473828405541480734645256603474582547 | 0.026101650579190633233826610408494724764
f(z) = -256/35*z^3 + 236/35*z + 1
*
[ -3/4 ] 
f(z) = -256/39*z^3 + 235/39*z + 1
*
[ -2/11 ] 
f(z) = -253/24*z^3 + 226/33*z + 1
*
[ -1/6 ] 
f(z) = -252/31*z^3 + 224/31*z + 1
*
[ 21/25 ] 
f(z) = -250/27*z^3 + 222/35*z + 1
*
[ -1/5 ] 
f(z) = -250/37*z^3 + 232/37*z + 1
*
[ -3/13 ] 
f(z) = -247/27*z^3 + 227/39*z + 1
*
[ -1/7 ] 
f(z) = -245/27*z^3 + 221/27*z + 1
*
-15/14 | 0.25098908428173501664572187422464882498 | 0.028839346797989469181931844609918095945
f(z) = -245/27*z^3 + 223/20*z + 1
*
[ -9/14 ] 
f(z) = -245/27*z^3 + 227/36*z + 1
*
[ -1/7 ] 
f(z) = -245/29*z^3 + 237/29*z + 1
*
-1/7 | 0.11798694234555449603286679492262281592 | 0.021447264940118415577803509211309673224
f(z) = -245/32*z^3 + 229/32*z + 1
*
[ -4/21 ] 
f(z) = -245/32*z^3 + 235/36*z + 1
*
-1/7 | 0.16011244788707012726711260293323254255 | 0.029104696009390916040289411656232311583
f(z) = -245/33*z^3 + 236/33*z + 1
*
[ -1/9 ] 
f(z) = -243/22*z^3 + 223/22*z + 1
*
[ -1/9 ] 
f(z) = -243/23*z^3 + 233/23*z + 1
*
-1/9 | 0.15019799548884702457227476892478570350 | 0.027343221450933865459476527565283579039
f(z) = -243/25*z^3 + 228/25*z + 1
*
-8/9 | 0.095568431587807409841235396739054567417 | 0.017398027051685126867850581408031424069
f(z) = -243/28*z^3 + 227/28*z + 1
*
[ -7/9 ] 
f(z) = -243/35*z^3 + 227/35*z + 1
*
[ -2/9 ] 
f(z) = -243/38*z^3 + 221/38*z + 1
*
-1/11 | 0.14337354952341401171705842500396595517 | 0.026120454753966230689118890042968136660
f(z) = -242/21*z^3 + 233/21*z + 1
*
-5/8 | 0.11621799251314537681863107242805660958 | 0.018629680162309501395131773125200140576
f(z) = -256/21*z^3 + 221/42*z + 1
*
-3/8 | 0.18512315306037231814154751501625250152 | 0.029675139430436408095763784697021105482
f(z) = -256/21*z^3 + 233/42*z + 1
*
[ -5/12 ] 
f(z) = -256/25*z^3 + 233/45*z + 1
*
[ 3/4 ] 
f(z) = -251/27*z^3 + 235/48*z + 1
*
[ -9/25 ] 
f(z) = -250/27*z^3 + 224/45*z + 1
*
3/4 | 0.14471722081840039643578036700198453191 | 0.023316756699174784037948240204810974290
f(z) = -248/21*z^3 + 223/42*z + 1
*
[ 3/4 ] 
f(z) = -245/27*z^3 + 229/48*z + 1
*
[ -8/35 ] 
f(z) = -245/32*z^3 + 231/40*z + 1
*
[ -4/9 ] 
f(z) = -243/22*z^3 + 239/44*z + 1
*
[ -14/27 ] 
f(z) = -243/28*z^3 + 221/42*z + 1
*
-10/27 | 0.12202249220818997677798240454080769173 | 0.018511609823110356050240735313429357572
f(z) = -243/28*z^3 + 239/42*z + 1
*
[ -7/22 ] 
f(z) = -242/21*z^3 + 223/42*z + 1
*
-15/44 | 0.20708167533729010995124615327206123023 | 0.027361429443332581783562136721147933629
f(z) = -242/25*z^3 + 229/40*z + 1
*
-15/44 | 0.18096111825533954034841813169181741895 | 0.019717228476107388612630531499776368312
f(z) = -242/27*z^3 + 223/40*z + 1
*
[ 2/3 ] 
f(z) = -259/32*z^3 + 223/72*z + 1
*
[ 2/3 ] 
f(z) = -257/32*z^3 + 221/72*z + 1
*
[ 3/5 ] 
f(z) = -250/23*z^3 + 224/69*z + 1
*
[ 12/19 ] 
f(z) = -247/27*z^3 + 233/76*z + 1
*
-12/35 | 0.20386466445896709582791665900788100024 | 0.028670141563237509542332011810983083268
f(z) = -245/36*z^3 + 223/60*z + 1
*
35/54 | 0.19974592398268176704140679359491743618 | 0.025037192634892036637516530890665594219
f(z) = -243/25*z^3 + 221/60*z + 1
*
[ 20/27 ] 
f(z) = -243/32*z^3 + 229/60*z + 1
*
[ 4/7 ] 
f(z) = -259/24*z^3 + 233/84*z + 1
*
[ 8/13 ] 
f(z) = -247/32*z^3 + 239/104*z + 1
*
[ 4/7 ] 
f(z) = -245/27*z^3 + 239/108*z + 1
*
[ 4/7 ] 
f(z) = -245/29*z^3 + 233/116*z + 1
*
[ 4/7 ] 
f(z) = -245/31*z^3 + 227/124*z + 1
*
24/35 | 0.24045312594250978571713028093612290766 | 0.029290302408588703692162819351014870340
f(z) = -245/32*z^3 + 227/120*z + 1
*
-10/27 | 0.23602476393155448994829146790549112006 | 0.028779606249049140976886338804723630860
f(z) = -243/32*z^3 + 233/120*z + 1
*
-2 | 0.11669246931057460538386557002872855495 | 0.016844676131081978084622088477550489014
f(z) = -259/32*z^3 + 255/8*z + 1
*
[ 3 ] 
f(z) = -257/27*z^3 + 259/3*z + 1
*
-2 | 0.11655044818905179764874640201190230775 | 0.016843319827627949424603954714560002097
f(z) = -257/32*z^3 + 253/8*z + 1
*
-2 | 0.11640732629127365508830406649138200185 | 0.016841953450328683861107899009588777803
f(z) = -255/32*z^3 + 251/8*z + 1
*
[ 2 ] 
f(z) = -255/32*z^3 + 259/8*z + 1
*
[ 3 ] 
f(z) = -254/27*z^3 + 256/3*z + 1
*
[ -3 ] 
f(z) = -253/27*z^3 + 257/3*z + 1
*
[ 3/2 ] 
f(z) = -253/27*z^3 + 257/12*z + 1
*
-2 | 0.11626308637136606046706318067461231422 | 0.016840576868401005105801429381119349926
f(z) = -253/32*z^3 + 249/8*z + 1
*
[ 2 ] 
f(z) = -253/32*z^3 + 257/8*z + 1
*
[ 3 ] 
f(z) = -251/27*z^3 + 253/3*z + 1
*
-2 | 0.11611771077383215942163804552222456055 | 0.016839189948771314706276901749719200639
f(z) = -251/32*z^3 + 247/8*z + 1
*
[ 2 ] 
f(z) = -251/32*z^3 + 255/8*z + 1
*
[ -3 ] 
f(z) = -250/27*z^3 + 254/3*z + 1
*
-2 | 0.11597118142044075825591885003521836183 | 0.016837792556030141830280460941259331462
f(z) = -249/32*z^3 + 245/8*z + 1
*
[ 2 ] 
f(z) = -249/32*z^3 + 253/8*z + 1
*
[ 3 ] 
f(z) = -248/27*z^3 + 250/3*z + 1
*
[ -3 ] 
f(z) = -247/27*z^3 + 251/3*z + 1
*
[ 3/2 ] 
f(z) = -247/27*z^3 + 251/12*z + 1
*
-2 | 0.11582347979658446507132777196322853535 | 0.016836384552385965778727410774619894998
f(z) = -247/32*z^3 + 243/8*z + 1
*
[ 2 ] 
f(z) = -247/32*z^3 + 251/8*z + 1
*
[ -2 ] 
f(z) = -247/32*z^3 + 259/8*z + 1
*
[ -6/5 ] 
f(z) = -245/24*z^3 + 248/15*z + 1
*
[ 3 ] 
f(z) = -245/27*z^3 + 247/3*z + 1
*
-2 | 0.11567458693708156286803526541914979749 | 0.016834965797618326381299010406030940760
f(z) = -245/32*z^3 + 241/8*z + 1
*
[ 2 ] 
f(z) = -245/32*z^3 + 249/8*z + 1
*
[ -2 ] 
f(z) = -245/32*z^3 + 257/8*z + 1
*
[ 12/7 ] 
f(z) = -245/36*z^3 + 245/12*z + 1
*
[ -12/7 ] 
f(z) = -245/36*z^3 + 259/12*z + 1
*
[ -3 ] 
f(z) = -244/27*z^3 + 248/3*z + 1
*
[ 2 ] 
f(z) = -243/32*z^3 + 247/8*z + 1
*
[ -2 ] 
f(z) = -243/32*z^3 + 255/8*z + 1
*
[ 3 ] 
f(z) = -242/27*z^3 + 244/3*z + 1
*
[ 15/11 ] 
f(z) = -242/27*z^3 + 254/15*z + 1
*
[ -3 ] 
f(z) = -241/27*z^3 + 245/3*z + 1
*
[ 3/2 ] 
f(z) = -241/27*z^3 + 245/12*z + 1
*
[ 2 ] 
f(z) = -241/32*z^3 + 245/8*z + 1
*
[ -2 ] 
f(z) = -241/32*z^3 + 253/8*z + 1
*
-5/6 | 0.20054021875264497797328520265428276487 | 0.027304001320423865171410258958861267969
f(z) = -258/25*z^3 + 251/30*z + 1
*
[ -7/8 ] 
f(z) = -256/21*z^3 + 241/21*z + 1
*
[ -1/8 ] 
f(z) = -256/27*z^3 + 247/27*z + 1
*
[ -1/5 ] 
f(z) = -250/39*z^3 + 244/39*z + 1
*
[ -2/3 ] 
f(z) = -249/20*z^3 + 241/30*z + 1
*
-5/6 | 0.18343515838478434797024775525031194740 | 0.025138121239691424915536147822912798316
f(z) = -246/25*z^3 + 241/30*z + 1
*
[ -1/7 ] 
f(z) = -245/31*z^3 + 253/31*z + 1
*
-1/7 | 0.11628013811902894101062936102717627669 | 0.020954864618913329596364680316552274344
f(z) = -245/36*z^3 + 257/36*z + 1
*
[ -1/9 ] 
f(z) = -243/25*z^3 + 253/25*z + 1
*
[ -1/11 ] 
f(z) = -242/21*z^3 + 254/21*z + 1
*
[ -3/8 ] 
f(z) = -260/27*z^3 + 241/48*z + 1
*
[ -3/7 ] 
f(z) = -260/27*z^3 + 250/49*z + 1
*
[ 3/4 ] 
f(z) = -257/27*z^3 + 241/48*z + 1
*
[ -3/7 ] 
f(z) = -257/27*z^3 + 249/49*z + 1
*
-21/64 | 0.21733245174261727245394130974697213397 | 0.026128704196109491034886100583798659062
f(z) = -256/27*z^3 + 257/48*z + 1
*
[ -1/2 ] 
f(z) = -254/21*z^3 + 253/42*z + 1
*
[ -3/7 ] 
f(z) = -254/27*z^3 + 248/49*z + 1
*
[ -3/10 ] 
f(z) = -254/27*z^3 + 259/50*z + 1
*
[ -5/18 ] 
f(z) = -252/25*z^3 + 242/45*z + 1
*
[ -3/7 ] 
f(z) = -251/27*z^3 + 247/49*z + 1
*
[ -1/2 ] 
f(z) = -250/21*z^3 + 251/42*z + 1
*
-7/10 | 0.11647703559443680109594564381776310726 | 0.018742458695667198578339822163970696932
f(z) = -250/21*z^3 + 257/42*z + 1
*
[ -2/5 ] 
f(z) = -250/23*z^3 + 241/46*z + 1
*
-69/100 | 0.21127180995553850238626515535707814903 | 0.022938545311350718860715603359332178402
f(z) = -250/27*z^3 + 243/40*z + 1
*
[ -1/4 ] 
f(z) = -248/21*z^3 + 241/42*z + 1
*
[ -5/8 ] 
f(z) = -248/25*z^3 + 259/40*z + 1
*
[ -3/7 ] 
f(z) = -248/27*z^3 + 246/49*z + 1
*
[ -4/13 ] 
f(z) = -247/32*z^3 + 259/52*z + 1
*
[ -2/7 ] 
f(z) = -245/23*z^3 + 247/46*z + 1
*
[ -18/35 ] 
f(z) = -245/24*z^3 + 254/45*z + 1
*
[ -9/35 ] 
f(z) = -245/27*z^3 + 247/45*z + 1
*
[ -16/27 ] 
f(z) = -243/32*z^3 + 257/48*z + 1
*
-4/11 | 0.17256540454686822387656483572581702448 | 0.027913787524882033490941492626416006455
f(z) = -242/21*z^3 + 253/42*z + 1
*
[ -1/2 ] 
f(z) = -242/23*z^3 + 259/46*z + 1
*
[ -3/7 ] 
f(z) = -242/27*z^3 + 244/49*z + 1
*
-15/44 | 0.26164774387616997135560499879186142792 | 0.028508711683495842615496018513704584089
f(z) = -242/27*z^3 + 247/40*z + 1
*
[ -3/10 ] 
f(z) = -242/27*z^3 + 257/50*z + 1
*
[ 3/4 ] 
f(z) = -248/33*z^3 + 257/66*z + 1
*
[ 3/4 ] 
f(z) = -248/39*z^3 + 253/78*z + 1
*
-3/5 | 0.21002394252058384552525096453115973275 | 0.029536340590040597330254107004454923932
f(z) = -245/36*z^3 + 247/60*z + 1
*
-10/27 | 0.22961981310205620973837553458280661525 | 0.028781741218021232864155883246209788833
f(z) = -243/25*z^3 + 257/60*z + 1
*
[ 4/7 ] 
f(z) = -245/23*z^3 + 251/92*z + 1
*
[ 5/8 ] 
f(z) = -244/25*z^3 + 257/80*z + 1
*
20/27 | 0.18254738951243613105251266298284323532 | 0.027693632442091318526122105994246318602
f(z) = -243/28*z^3 + 253/84*z + 1
*
-6/35 | 0.17505738942967236849865617493578138499 | 0.021324255424648208844540276328594438701
f(z) = -245/32*z^3 + 247/120*z + 1
*
[ 3 ] 
f(z) = -260/27*z^3 + 262/3*z + 1
*
[ -3 ] 
f(z) = -259/27*z^3 + 263/3*z + 1
*
[ 3/2 ] 
f(z) = -259/27*z^3 + 263/12*z + 1
*
[ 2 ] 
f(z) = -259/32*z^3 + 263/8*z + 1
*
[ -2 ] 
f(z) = -259/32*z^3 + 271/8*z + 1
*
[ -3/2 ] 
f(z) = -257/27*z^3 + 277/12*z + 1
*
[ 2 ] 
f(z) = -257/32*z^3 + 261/8*z + 1
*
[ -2 ] 
f(z) = -257/32*z^3 + 269/8*z + 1
*
[ -3 ] 
f(z) = -256/27*z^3 + 260/3*z + 1
*
[ -2 ] 
f(z) = -255/32*z^3 + 267/8*z + 1
*
[ -2 ] 
f(z) = -253/32*z^3 + 265/8*z + 1
*
[ -3/2 ] 
f(z) = -251/27*z^3 + 271/12*z + 1
*
[ -2 ] 
f(z) = -251/32*z^3 + 263/8*z + 1
*
[ 9/5 ] 
f(z) = -250/27*z^3 + 274/9*z + 1
*
[ -2 ] 
f(z) = -249/32*z^3 + 261/8*z + 1
*
[ -2/35 ] 
f(z) = -245/24*z^3 + 278/15*z + 1
*
[ -3/2 ] 
f(z) = -245/27*z^3 + 265/12*z + 1
*
[ 12/7 ] 
f(z) = -245/32*z^3 + 275/12*z + 1
*
[ 15/11 ] 
f(z) = -242/25*z^3 + 274/15*z + 1
*
-1 | 0.11598043114206781978237393366524228002 | 0.020595998807303776357990185672424208686
f(z) = -259/20*z^3 + 279/20*z + 1
*
[ -5/7 ] 
f(z) = -259/25*z^3 + 269/35*z + 1
*
-1 | 0.11583300362065675237906095912406563230 | 0.020596131411970449157636288191038974362
f(z) = -257/20*z^3 + 277/20*z + 1
*
-1 | 0.10402163175472698106280465010850643999 | 0.018484121381531458067275575804994012104
f(z) = -257/21*z^3 + 278/21*z + 1
*
-1 | 0.11150404898516648884941733794190618037 | 0.019801075382233536018162377593525720083
f(z) = -257/22*z^3 + 279/22*z + 1
*
-1 | 0.10394633912151209205033942239786097157 | 0.018482577447021480469355860978117431228
f(z) = -256/21*z^3 + 277/21*z + 1
*
-1 | 0.12424042353758408056384970047348162613 | 0.022062822062323433835936482662823255386
f(z) = -256/23*z^3 + 279/23*z + 1
*
[ -1/8 ] 
f(z) = -256/29*z^3 + 265/29*z + 1
*
[ -7/8 ] 
f(z) = -256/35*z^3 + 271/35*z + 1
*
-1 | 0.11135502489122491902816563033415368258 | 0.019799907231568214487319983955264927869
f(z) = -255/22*z^3 + 277/22*z + 1
*
-1 | 0.12416565713719008141111786455646394213 | 0.022063613492942010026470567990347198073
f(z) = -255/23*z^3 + 278/23*z + 1
*
-1 | 0.10379795490115270640850042726946739462 | 0.018480004453853296478779557633989385879
f(z) = -254/21*z^3 + 275/21*z + 1
*
-1 | 0.12409058746579561817005888680826324540 | 0.022064402774222464529757791388273222069
f(z) = -254/23*z^3 + 277/23*z + 1
*
-1 | 0.12403934858148597310062901254784004216 | 0.022027114835550820509062075576813467327
f(z) = -254/25*z^3 + 279/25*z + 1
*
-1 | 0.11553457847750375837656180400480026332 | 0.020596338246441662545681179127704824890
f(z) = -253/20*z^3 + 273/20*z + 1
*
-1 | 0.10372279120991077571600573076761023207 | 0.018478607515098066843386488229748489490
f(z) = -253/21*z^3 + 274/21*z + 1
*
-1 | 0.095088504313289905249902996434943040256 | 0.016907576160400818157692612033035119278
f(z) = -253/24*z^3 + 277/24*z + 1
*
-1 | 0.12396375947779634556478011110365995250 | 0.022027737293156177285218519433750224122
f(z) = -253/25*z^3 + 278/25*z + 1
*
-1 | 0.11110188532256780025312693224999123718 | 0.019729658486868856212466398271441079087
f(z) = -253/26*z^3 + 279/26*z + 1
*
-1 | 0.12393952839218212920295922863985567171 | 0.022065974603036877857423254726873950203
f(z) = -252/23*z^3 + 275/23*z + 1
*
[ -5/7 ] 
f(z) = -252/25*z^3 + 264/35*z + 1
*
-1 | 0.12388786033801829023806908663848969770 | 0.022028356099838130740650741898546936153
f(z) = -252/25*z^3 + 277/25*z + 1
*
[ -1/6 ] 
f(z) = -252/37*z^3 + 266/37*z + 1
*
-1 | 0.11538354204805932133627133149103045352 | 0.020596411061117164949214952679723626239
f(z) = -251/20*z^3 + 271/20*z + 1
*
-1 | 0.10357154187925462867055520366702684882 | 0.018475775750621347143709213062727973773
f(z) = -251/21*z^3 + 272/21*z + 1
*
-1 | 0.11105332792391070199771038763334958949 | 0.019797466139189129830602420223715625253
f(z) = -251/22*z^3 + 273/22*z + 1
*
-1 | 0.12386353395464090478807005490080410636 | 0.022066757003759973234166049058829504067
f(z) = -251/23*z^3 + 274/23*z + 1
*
-1 | 0.094935576718052324088966382839640719776 | 0.016902162304155908154313776951745463966
f(z) = -251/24*z^3 + 275/24*z + 1
*
-1 | 0.12381164860643343111465794127965244124 | 0.022028971164966069447943252033174752901
f(z) = -251/25*z^3 + 276/25*z + 1
*
-1 | 0.11095020867869815146871934055473904794 | 0.019727927332486925433961967885587154802
f(z) = -251/26*z^3 + 277/26*z + 1
*
-1 | 0.11019640680299765932792411118866295746 | 0.019581347886928018685024827135810620421
f(z) = -251/27*z^3 + 278/27*z + 1
*
-1 | 0.11517599377332117199449773566296081001 | 0.020453145474857014847946320058509533149
f(z) = -251/28*z^3 + 279/28*z + 1
*
-1 | 0.10349545118705369897250877543411535862 | 0.018474340601508663630355746712668969655
f(z) = -250/21*z^3 + 271/21*z + 1
*
-1 | 0.12378722617444508475576672578147721184 | 0.022067536961448164126342644082144705402
f(z) = -250/23*z^3 + 273/23*z + 1
*
-1 | 0.11011965868332766874141520867124197062 | 0.019580248205518216325325030504756947270
f(z) = -250/27*z^3 + 277/27*z + 1
*
-1 | 0.12363017832588206689038621942829266285 | 0.021954453697689732338231649669798223046
f(z) = -250/29*z^3 + 279/29*z + 1
*
-1 | 0.11523126304327091442414006364649358660 | 0.020596462484803214341290384036256055381
f(z) = -249/20*z^3 + 269/20*z + 1
*
-1 | 0.11090061493891220539203780217833431274 | 0.019796191134963731139162187199630681460
f(z) = -249/22*z^3 + 271/22*z + 1
*
-1 | 0.12371060245523272138022485260874100592 | 0.022068314398580579407004628257933527059
f(z) = -249/23*z^3 + 272/23*z + 1
*
-1 | 0.12365827698565586468627473715105904751 | 0.022030189698490128138736582679368465459
f(z) = -249/25*z^3 + 274/25*z + 1
*
-1 | 0.11079596329372736792865829303289370812 | 0.019725917500849623388045396159855804266
f(z) = -249/26*z^3 + 275/26*z + 1
*
-1 | 0.11502195410423999115629035118844079287 | 0.020451919642443687516328560527935875406
f(z) = -249/28*z^3 + 277/28*z + 1
*
-1 | 0.12355288528255058985105001027800458654 | 0.021954727012800558023067028349916320722
f(z) = -249/29*z^3 + 278/29*z + 1
*
-1 | 0.10334232488135055999621640987191774633 | 0.018471430940679760579348040350241673609
f(z) = -248/21*z^3 + 269/21*z + 1
*
-1 | 0.12363366016821568149929741746366276227 | 0.022069089235919041758943143910559311560
f(z) = -248/23*z^3 + 271/23*z + 1
*
-1 | 0.12358111182411513696269393716114209299 | 0.022030792975943705121332010511207622225
f(z) = -248/25*z^3 + 273/25*z + 1
*
-1 | 0.10996520070920080762630359997270845796 | 0.019578009998464188468975511001730259889
f(z) = -248/27*z^3 + 275/27*z + 1
*
-1 | 0.12347526793717121219759343720342958034 | 0.021954993525771965590647822173095334974
f(z) = -248/29*z^3 + 277/29*z + 1
*
-1 | 0.11507772083797999578111838529987457362 | 0.020596491739268544229652076682670332534
f(z) = -247/20*z^3 + 267/20*z + 1
*
-1 | 0.10326528402439222873762313459170502330 | 0.018469956089033269098733434060620370664
f(z) = -247/21*z^3 + 268/21*z + 1
*
-1 | 0.11074728351665323451285691721528956013 | 0.019794994951917399427186155202131569518
f(z) = -247/22*z^3 + 269/22*z + 1
*
-1 | 0.12355639665163705341988887575094520730 | 0.022069861392466884306364207212756922215
f(z) = -247/23*z^3 + 270/23*z + 1
*
-2/13 | 0.23960655809654767163022495321589589432 | 0.029675072702488251810637855454635747456
f(z) = -247/24*z^3 + 263/39*z + 1
*
-1 | 0.094627996576130466381538995167015231499 | 0.016891465461860915868754235795841811730
f(z) = -247/24*z^3 + 271/24*z + 1
*
-1 | 0.12350362352498058862952144431836208844 | 0.022031392129866070024933190573177596011
f(z) = -247/25*z^3 + 272/25*z + 1
*
-1 | 0.10988748546724492246232806727060888054 | 0.019576871110813682485870016363049250874
f(z) = -247/27*z^3 + 274/27*z + 1
*
-1 | 0.11486662108556684408183588404965421869 | 0.020450650220246108725560500862870645009
f(z) = -247/28*z^3 + 275/28*z + 1
*
-1 | 0.12339732355392282193423313034714223831 | 0.021955253104206760552442456367697442315
f(z) = -247/29*z^3 + 276/29*z + 1
*
-1 | 0.090189858460255798586209301754477171825 | 0.016036553648887510180974106329917868963
f(z) = -247/30*z^3 + 277/30*z + 1
*
-1 | 0.12334379075879905185916613619190640352 | 0.021917571966373771803209076787046556242
f(z) = -247/31*z^3 + 278/31*z + 1
*
-1 | 0.11475955473161287173174682444691760704 | 0.020379193533810747406881949811725983100
f(z) = -247/32*z^3 + 279/32*z + 1
*
-1 | 0.12347880921021714904609050603831815604 | 0.022070630785426648966100088138111256446
f(z) = -246/23*z^3 + 269/23*z + 1
*
-1 | 0.12342580936834908108125278048825934014 | 0.022031987059668884751348324431141075463
f(z) = -246/25*z^3 + 271/25*z + 1
*
[ -5/6 ] 
f(z) = -246/25*z^3 + 271/30*z + 1
*
-1 | 0.12331904936217956423815265319985265892 | 0.021955505613075663935569422653533613617
f(z) = -246/29*z^3 + 275/29*z + 1
*
-1 | 0.12326528316848008005354293737619981291 | 0.021917656378712925575822687632998098022
f(z) = -246/31*z^3 + 277/31*z + 1
*
-1 | 0.11059200804541801571942715060080092449 | 0.019793643491979987553375537360119940817
f(z) = -245/22*z^3 + 267/22*z + 1
*
-1 | 0.12340089511458781214911392993291557961 | 0.022071397330156632097733166932752525924
f(z) = -245/23*z^3 + 268/23*z + 1
*
-1 | 0.094473301507362288668495633981773263459 | 0.016886179660993648086069332303821985532
f(z) = -245/24*z^3 + 269/24*z + 1
*
-1 | 0.11048489813280255897041646529987838636 | 0.019721984068066073585001649262992212585
f(z) = -245/26*z^3 + 271/26*z + 1
*
-1 | 0.10973106874789566439537026922467391096 | 0.019574552838323787020376967575904814311
f(z) = -245/27*z^3 + 272/27*z + 1
*
-1 | 0.12324044255591727258683371306248610660 | 0.021955750914657086466149085990834817394
f(z) = -245/29*z^3 + 274/29*z + 1
*
-1 | 0.12318644091734940270678844702235202614 | 0.021917732179701225110283803586567405137
f(z) = -245/31*z^3 + 276/31*z + 1
*
[ -1/7 ] 
f(z) = -245/32*z^3 + 261/32*z + 1
*
-1 | 0.11460196873102819529010742967441736768 | 0.020377242532575209456074532106269051208
f(z) = -245/32*z^3 + 277/32*z + 1
*
[ -1/7 ] 
f(z) = -245/33*z^3 + 269/33*z + 1
*
-1 | 0.10278853697403088444255339604515593874 | 0.018265006633792617559157881590624469512
f(z) = -245/33*z^3 + 278/33*z + 1
*
[ -1/7 ] 
f(z) = -245/34*z^3 + 277/34*z + 1
*
-1 | 0.11026953587478744309955809808888545552 | 0.019581848480776146076657808746462760165
f(z) = -245/34*z^3 + 279/34*z + 1
*
-1 | 0.10303118486441458007851074161214906214 | 0.018465264103751426087919055925748955066
f(z) = -244/21*z^3 + 265/21*z + 1
*
-1 | 0.12332265160071473510689071226002272537 | 0.022072160940126241839951808803124769997
f(z) = -244/23*z^3 + 267/23*z + 1
*
-1 | 0.12326919242982440790297046977644137126 | 0.022033163833841443328905910754041940783
f(z) = -244/25*z^3 + 269/25*z + 1
*
-1 | 0.10965236167502615560802342851870509854 | 0.019573373072049093328336438638980615828
f(z) = -244/27*z^3 + 271/27*z + 1
*
-1 | 0.12316150029310717723227525455344070248 | 0.021955988868475307736742365602666034980
f(z) = -244/29*z^3 + 273/29*z + 1
*
-1 | 0.12310726113632138891966657052254028350 | 0.021917799211626233226517398708768095508
f(z) = -244/31*z^3 + 275/31*z + 1
*
-1 | 0.10270911730428926697378253611715891950 | 0.018262588477239348949623339090493750751
f(z) = -244/33*z^3 + 277/33*z + 1
*
-1 | 0.12299798074784442420092952542189395407 | 0.021842186995151834895453449989737021495
f(z) = -244/35*z^3 + 279/35*z + 1
*
-1 | 0.11476676171729852528344174996472964007 | 0.020596480473179640411307446251485654292
f(z) = -243/20*z^3 + 263/20*z + 1
*
-1 | 0.11043476665003168800240206745006362236 | 0.019792135120182498224883437984289858775
f(z) = -243/22*z^3 + 265/22*z + 1
*
-1 | 0.12324407586930747755678271641165043964 | 0.022072921526870130282357022549306425398
f(z) = -243/23*z^3 + 266/23*z + 1
*
-1 | 0.12319038403319340175640404960572088576 | 0.022033745466160487415863543741402344746
f(z) = -243/25*z^3 + 268/25*z + 1
*
[ -1/9 ] 
f(z) = -243/26*z^3 + 263/26*z + 1
*
-1 | 0.11032803435362656626341900128777765224 | 0.019720058259998806638281798380092836633
f(z) = -243/26*z^3 + 269/26*z + 1
*
-1 | 0.11455198673706570527368546042358415270 | 0.020447975203617263348567261153776539021
f(z) = -243/28*z^3 + 271/28*z + 1
*
-1 | 0.12308221969509656198202223422202415539 | 0.021956219331237011954168873261084436435
f(z) = -243/29*z^3 + 272/29*z + 1
*
-1 | 0.12302774091920688019857141373064209847 | 0.021917857313677567505208724963416123360
f(z) = -243/31*z^3 + 274/31*z + 1
*
-1 | 0.11444302837972714992319837200914752745 | 0.020375234523491852296919064588779516507
f(z) = -243/32*z^3 + 275/32*z + 1
*
-1 | 0.11010945905460980976667831043490355741 | 0.019578434621419902670358158294203983750
f(z) = -243/34*z^3 + 277/34*z + 1
*
-1 | 0.12291797404076768531981203320586408463 | 0.021841906474787023406879835705131081280
f(z) = -243/35*z^3 + 278/35*z + 1
*
-1 | 0.10287519482835342259499519408747840312 | 0.018462374556459760635343810918286846417
f(z) = -242/21*z^3 + 263/21*z + 1
*
-1 | 0.12316516508521687121585243183778590407 | 0.022073678999941062335826876956878877689
f(z) = -242/23*z^3 + 265/23*z + 1
*
[ -1/11 ] 
f(z) = -242/23*z^3 + 278/23*z + 1
*
-1 | 0.12311123854837794645330509320457245409 | 0.022034322450153375517636621279555511671
f(z) = -242/25*z^3 + 267/25*z + 1
*
-1 | 0.10949393584393430352926087120659455401 | 0.019570971300350921579506437251374625407
f(z) = -242/27*z^3 + 269/27*z + 1
*
-1 | 0.12300259784597603026376370770263177595 | 0.021956442156766130200632138630103581524
f(z) = -242/29*z^3 + 271/29*z + 1
*
-1 | 0.12294787732206977383191104116585757879 | 0.021917906321876041047189426238009469798
f(z) = -242/31*z^3 + 273/31*z + 1
*
-3/11 | 0.094268737257112348426723824644858565498 | 0.016917826878570566860149086173539748050
f(z) = -242/35*z^3 + 263/35*z + 1
*
-1 | 0.12278207568297669640993862573712287923 | 0.021803846212877456429797853042107232883
f(z) = -242/37*z^3 + 279/37*z + 1
*
-1 | 0.11460930089036311238915704748759939997 | 0.020596438237434031123143559936061066496
f(z) = -241/20*z^3 + 261/20*z + 1
*
-1 | 0.10279618058650790734554736764073828431 | 0.018460815511158656259908851701826222459
f(z) = -241/21*z^3 + 262/21*z + 1
*
-1 | 0.11027749331267305540411588546138164794 | 0.019790819255147781834255265688035209699
f(z) = -241/22*z^3 + 263/22*z + 1
*
-1 | 0.12308591637681948561776900533128336005 | 0.022074433266861481828363460884010289130
f(z) = -241/23*z^3 + 264/23*z + 1
*
-1 | 0.094157856512901949493302982517843826917 | 0.016874984891631283351776986499280896142
f(z) = -241/24*z^3 + 265/24*z + 1
*
-1 | 0.12303175307690725721662239241281650396 | 0.022034894674042041193827932948882239603
f(z) = -241/25*z^3 + 266/25*z + 1
*
-1 | 0.11016916592876792617754440834774670153 | 0.019717963646227219784003165178638983578
f(z) = -241/26*z^3 + 267/26*z + 1
*
-1 | 0.10941421127140330650748072740954926784 | 0.019569748892780639168819345809142013589
f(z) = -241/27*z^3 + 268/27*z + 1
*
-1 | 0.11439263984941663311034256123214933088 | 0.020446566782066540922263552215507061578
f(z) = -241/28*z^3 + 269/28*z + 1
*
-1 | 0.12292263179193303111900288153903286689 | 0.021956657195936937413685246826129912491
f(z) = -241/29*z^3 + 270/29*z + 1
*
-1 | 0.089715104794851274575970712278793902514 | 0.016014495169305121729091782990725068860
f(z) = -241/30*z^3 + 271/30*z + 1
*
-1 | 0.12286766736256957912304272903483782117 | 0.021917946069000918212644030874701081836
f(z) = -241/31*z^3 + 272/31*z + 1
*
-1 | 0.11428271016305393119030362870301830458 | 0.020373167801851068140078552754066469882
f(z) = -241/32*z^3 + 273/32*z + 1
*
-1 | 0.10246879095164385804720707643150663124 | 0.018255202626683032888780159778804077143
f(z) = -241/33*z^3 + 274/33*z + 1
*
-1 | 0.10994864779506645654684454951689921354 | 0.019575062946884816146999528914063249139
f(z) = -241/34*z^3 + 275/34*z + 1
*
-1 | 0.12275691437549806243537750165122787660 | 0.021841309420522012420872482801484696718
f(z) = -241/35*z^3 + 276/35*z + 1
*
-1 | 0.10060856468550193957491355684420269894 | 0.017889091663533421437156006637141212548
f(z) = -241/36*z^3 + 277/36*z + 1
*
-1 | 0.12270111901241308810155998497215879450 | 0.021803372425679303354936132605890613866
f(z) = -241/37*z^3 + 278/37*z + 1
*
-1 | 0.10983770833384119858895854580983486402 | 0.019505163824315476839836473158859871560
f(z) = -241/38*z^3 + 279/38*z + 1
*
[ -1/2 ] 
f(z) = -258/23*z^3 + 267/46*z + 1
*
[ -1/2 ] 
f(z) = -258/25*z^3 + 279/50*z + 1
*
[ -2/3 ] 
f(z) = -255/28*z^3 + 275/42*z + 1
*
[ -1/2 ] 
f(z) = -254/23*z^3 + 265/46*z + 1
*
[ -1/2 ] 
f(z) = -254/25*z^3 + 277/50*z + 1
*
[ -5/9 ] 
f(z) = -252/25*z^3 + 266/45*z + 1
*
[ -1/2 ] 
f(z) = -250/23*z^3 + 263/46*z + 1
*
[ -2/5 ] 
f(z) = -250/27*z^3 + 269/54*z + 1
*
[ -2/3 ] 
f(z) = -249/28*z^3 + 271/42*z + 1
*
[ 3/4 ] 
f(z) = -248/21*z^3 + 265/42*z + 1
*
[ -1/4 ] 
f(z) = -248/23*z^3 + 261/46*z + 1
*
[ -1/2 ] 
f(z) = -246/23*z^3 + 261/46*z + 1
*
[ -1/2 ] 
f(z) = -246/25*z^3 + 273/50*z + 1
*
[ -24/35 ] 
f(z) = -245/27*z^3 + 269/40*z + 1
*
[ -2/9 ] 
f(z) = -243/23*z^3 + 277/46*z + 1
*
[ -4/9 ] 
f(z) = -243/26*z^3 + 265/52*z + 1
*
-2/9 | 0.19254407371978584777364899691759835173 | 0.029210194792379772714936460539971094045
f(z) = -243/28*z^3 + 263/42*z + 1
*
[ -6/11 ] 
f(z) = -242/21*z^3 + 263/42*z + 1
*
-7/22 | 0.12466896626316330869079458342312465727 | 0.020166168557101922290374443878629415763
f(z) = -242/21*z^3 + 265/42*z + 1
*
[ -1/2 ] 
f(z) = -242/25*z^3 + 271/50*z + 1
*
3/4 | 0.18155466245703966047641145497072214944 | 0.029103112353004531401388201640659373637
f(z) = -256/39*z^3 + 275/78*z + 1
*
-2/5 | 0.17409302163990341423434281827428553403 | 0.024346285839559641147286543761091872744
f(z) = -255/28*z^3 + 277/70*z + 1
*
-3/7 | 0.13633404270846117274420013300870416065 | 0.019173093653641865489276296313333837398
f(z) = -245/36*z^3 + 263/60*z + 1
*
-35/54 | 0.12957860842087474302443059235286997176 | 0.016242056487099922359406799802682873269
f(z) = -243/25*z^3 + 269/60*z + 1
*
-7/22 | 0.17933586130380130939395748905928525884 | 0.029008961217753382955460538636368121573
f(z) = -242/35*z^3 + 269/70*z + 1
*
21/32 | 0.17113203331880349474132461800422071025 | 0.024689133580628265604549082377481395833
f(z) = -256/21*z^3 + 277/84*z + 1
*
[ 5/8 ] 
f(z) = -252/25*z^3 + 267/80*z + 1
*
-1/9 | 0.16865120990110415555345669908521590146 | 0.025585491145010244656776381868281047673
f(z) = -243/32*z^3 + 265/96*z + 1
*
-51/160 | 0.18040669139478841908541052521745159894 | 0.017773449537163940177223744307564285732
f(z) = -256/27*z^3 + 263/100*z + 1
*
[ 2/3 ] 
f(z) = -249/38*z^3 + 275/114*z + 1
*
-5/9 | 0.17857030165083428970318947799870419786 | 0.027090282212196078096234762383165608312
f(z) = -243/35*z^3 + 274/105*z + 1
*
-3/8 | 0.18134104533261977514849361593114238128 | 0.026161982681099125336574324462099574439
f(z) = -256/33*z^3 + 265/132*z + 1
*
[ 5/9 ] 
f(z) = -243/26*z^3 + 271/130*z + 1
*
-11/32 | 0.16035607997535283947922553486732690069 | 0.023134492135683555101236510933685878923
f(z) = -256/35*z^3 + 261/140*z + 1
*
-2/7 | 0.19548150073004150534765763322466332998 | 0.028381852435399498396802878341638976635
f(z) = -245/39*z^3 + 275/156*z + 1
*
[ -9/5 ] 
f(z) = -250/27*z^3 + 284/9*z + 1
*
[ -12/7 ] 
f(z) = -245/32*z^3 + 289/12*z + 1
*
[ 14/9 ] 
f(z) = -243/28*z^3 + 299/14*z + 1
*
[ -15/11 ] 
f(z) = -242/25*z^3 + 296/15*z + 1
*
-1 | 0.10424263781612522869767762136904475362 | 0.018488130656818547394260454870794318778
f(z) = -260/21*z^3 + 281/21*z + 1
*
-1 | 0.12453650483084213945761643856966541559 | 0.022059636214598256180955032848602758100
f(z) = -260/23*z^3 + 283/23*z + 1
*
-1 | 0.11087317966444467761831102854203015955 | 0.019590693183150708697296191025142678718
f(z) = -260/27*z^3 + 287/27*z + 1
*
-1 | 0.12438585027000110292580740700720682663 | 0.021951373787461072777045434235269131881
f(z) = -260/29*z^3 + 289/29*z + 1
*
-1 | 0.12433517694295611281786186605761976301 | 0.021915757500091299570688198868514255412
f(z) = -260/31*z^3 + 291/31*z + 1
*
-1 | 0.10394063337754591216547902252519165480 | 0.018298851202610276182481492442622172255
f(z) = -260/33*z^3 + 293/33*z + 1
*
-1 | 0.12418175534871689578682849353513209838 | 0.021810255965927881458250295614508238879
f(z) = -260/37*z^3 + 297/37*z + 1
*
[ -1 ] 
f(z) = -259/20*z^3 + 299/20*z + 1
*
-1 | 0.11165188275782766044199880721037513172 | 0.019802209918628791519518329708450429399
f(z) = -259/22*z^3 + 281/22*z + 1
*
-1 | 0.12446292738615833210063271573771167095 | 0.022060435562165886179804308007895884251
f(z) = -259/23*z^3 + 282/23*z + 1
*
-1 | 0.095536846225021926416073686486787991662 | 0.016922813721780817224707459047862522811
f(z) = -259/24*z^3 + 283/24*z + 1
*
-1 | 0.12441273085014758245951205018846363483 | 0.022023950828043621989298630943847106759
f(z) = -259/25*z^3 + 284/25*z + 1
*
-1 | 0.11155148906343020307745242313465021696 | 0.019734931904483256921623954030625483207
f(z) = -259/26*z^3 + 285/26*z + 1
*
-1 | 0.11079919356810705810669897734034437788 | 0.019589701908010080776486124478368295039
f(z) = -259/27*z^3 + 286/27*z + 1
*
-1 | 0.12431165703355941761856218070710057012 | 0.021951708381086066171931745588897697263
f(z) = -259/29*z^3 + 288/29*z + 1
*
-1 | 0.091105513988697243721226606796465660978 | 0.016078124540078677788835879695100129522
f(z) = -259/30*z^3 + 289/30*z + 1
*
-1 | 0.12426077464795943002298745969645792521 | 0.021915940799447783901731989671994846113
f(z) = -259/31*z^3 + 290/31*z + 1
*
-1 | 0.11567787334841626868720231392501667869 | 0.020389790586724127216828723656817130528
f(z) = -259/32*z^3 + 291/32*z + 1
*
-1 | 0.10386498645653006862843982809187868775 | 0.018296545891250092180008988541242643703
f(z) = -259/33*z^3 + 292/33*z + 1
*
-1 | 0.11134860511687358189577427903465034663 | 0.019603031946619319883451954564832557551
f(z) = -259/34*z^3 + 293/34*z + 1
*
-1 | 0.10201205272805699188552436027094214026 | 0.017937839771775047289217165719258806160
f(z) = -259/36*z^3 + 295/36*z + 1
*
-1 | 0.11124476869535498286766887991068808119 | 0.019538110677392696987749453458197496316
f(z) = -259/38*z^3 + 297/38*z + 1
*
-1 | 0.10371124192856240620152338457417026896 | 0.018204237331583416399958202352563216996
f(z) = -259/39*z^3 + 298/39*z + 1
*
-1 | 0.12438905626393557854933254954004746098 | 0.022061233029640891406056246021423296673
f(z) = -258/23*z^3 + 281/23*z + 1
*
[ -5/6 ] 
f(z) = -258/25*z^3 + 281/30*z + 1
*
-1 | 0.12433865466694512778399752500799261833 | 0.022024590244370530418861797228318031664
f(z) = -258/25*z^3 + 283/25*z + 1
*
-1 | 0.12423716506112099902744346686214037486 | 0.021952037363977433766142085142430369715
f(z) = -258/29*z^3 + 287/29*z + 1
*
-1 | 0.12418607188315931709593297677749398615 | 0.021916117284935257011100098515500810186
f(z) = -258/31*z^3 + 289/31*z + 1
*
-1 | 0.12408317552383880586854494261864515302 | 0.021844965648906739262889493315834451601
f(z) = -258/35*z^3 + 293/35*z + 1
*
-1 | 0.12403136690482201549111618348191468254 | 0.021809724701295265935577458288760699136
f(z) = -258/37*z^3 + 295/37*z + 1
*
[ -1 ] 
f(z) = -257/20*z^3 + 297/20*z + 1
*
[ -1 ] 
f(z) = -257/21*z^3 + 299/21*z + 1
*
-1 | 0.12431488910896757664303679585490710954 | 0.022062028551881955149528730090175426232
f(z) = -257/23*z^3 + 280/23*z + 1
*
-1 | 0.095387568897390807280451499068820473765 | 0.016917624819912622924988031881642651360
f(z) = -257/24*z^3 + 281/24*z + 1
*
-1 | 0.12426428076765646530746741275035387443 | 0.022025226435889221606278026444654748122
f(z) = -257/25*z^3 + 282/25*z + 1
*
-1 | 0.11140348380389248937480194910696906407 | 0.019733333042314022337054976713960612194
f(z) = -257/26*z^3 + 283/26*z + 1
*
-1 | 0.11065032789975019280652737391593710669 | 0.019587684991066255889896192882773790578
f(z) = -257/27*z^3 + 284/27*z + 1
*
-1 | 0.11563056387500904999932158633553564516 | 0.020456574119353445733070179682644543850
f(z) = -257/28*z^3 + 285/28*z + 1
*
-1 | 0.12416237193484798321102038823674342349 | 0.021952360627065738891967325067473563813
f(z) = -257/29*z^3 + 286/29*z + 1
*
-1 | 0.090956669852109725672508907950983231621 | 0.016071553259559352562180991856945504215
f(z) = -257/30*z^3 + 287/30*z + 1
*
-1 | 0.12411106620903943581758296540643110384 | 0.021916286833430277766050891015892340617
f(z) = -257/31*z^3 + 288/31*z + 1
*
-1 | 0.11552795175236606950843348561770371128 | 0.020388149024275135184640942059387820032
f(z) = -257/32*z^3 + 289/32*z + 1
*
-1 | 0.10371588431712141910900597117300528250 | 0.018292427253057808331458218830307162261
f(z) = -257/33*z^3 + 290/33*z + 1
*
-1 | 0.11119760205066764183182199071753195378 | 0.019600082141292579808209739488350986738
f(z) = -257/34*z^3 + 291/34*z + 1
*
-1 | 0.12400773871677266393248040583164740669 | 0.021844832986630920647360320413098954549
f(z) = -257/35*z^3 + 292/35*z + 1
*
-1 | 0.10186126839056184491301241897405771299 | 0.017932776942176156450422646892824007447
f(z) = -257/36*z^3 + 293/36*z + 1
*
-1 | 0.12395571144291700568234468016570144801 | 0.021809443434794771702256538151036459061
f(z) = -257/37*z^3 + 294/37*z + 1
*
-1 | 0.11109354679664013342314400970710085066 | 0.019534733287140666795576469835329060640
f(z) = -257/38*z^3 + 295/38*z + 1
*
-1 | 0.10355979967022118201175621299597296084 | 0.018199166590702259932313156186973466758
f(z) = -257/39*z^3 + 296/39*z + 1
*
[ -1 ] 
f(z) = -256/21*z^3 + 298/21*z + 1
*
-1 | 0.12418960674778556683418599896909033469 | 0.022025859320846942905041781936799484955
f(z) = -256/25*z^3 + 281/25*z + 1
*
-1 | 0.11057544350544764658228208024446729160 | 0.019586659038739474755075788743234334332
f(z) = -256/27*z^3 + 283/27*z + 1
*
-1 | 0.12408727520739959149878163415416679888 | 0.021952678059173568022816724800672408766
f(z) = -256/29*z^3 + 285/29*z + 1
*
[ -1/8 ] 
f(z) = -256/31*z^3 + 283/31*z + 1
*
-1 | 0.12403575515621729695715649423572060396 | 0.021916449319484096906974519921760149077
f(z) = -256/31*z^3 + 287/31*z + 1
*
-1 | 0.10364035691241936351823285276116096812 | 0.018290249325883972553825631188484953982
f(z) = -256/33*z^3 + 289/33*z + 1
*
-1/8 | 0.14373727611443616441763543721406420789 | 0.025444845392182916457014030800878549832
f(z) = -256/35*z^3 + 284/35*z + 1
*
-1 | 0.12393199289862017762488899554040145256 | 0.021844690856195129041475121267297710775
f(z) = -256/35*z^3 + 291/35*z + 1
*
-1 | 0.12387974511387091358314961506506275114 | 0.021809151524236486476426571803495204064
f(z) = -256/37*z^3 + 293/37*z + 1
*
-1 | 0.10348361069613433439722766012493602945 | 0.018196599107954841868813980197800868275
f(z) = -256/39*z^3 + 295/39*z + 1
*
[ -1 ] 
f(z) = -255/22*z^3 + 299/22*z + 1
*
-1 | 0.11125297030981498590751223099207337679 | 0.019731460121674317230243912677868377855
f(z) = -255/26*z^3 + 281/26*z + 1
*
-1 | 0.11548027805898581971096016644294192900 | 0.020455471489280061298074051599618660993
f(z) = -255/28*z^3 + 283/28*z + 1
*
-1 | 0.12401187240144966311728885334060260127 | 0.021952989546968917970601319089946227290
f(z) = -255/29*z^3 + 284/29*z + 1
*
-1 | 0.12396013622495414674233658039934928532 | 0.021916604615271845963783749024374116506
f(z) = -255/31*z^3 + 286/31*z + 1
*
-1 | 0.11537680501768392419019947782492535296 | 0.020386459506207307555268842582294829936
f(z) = -255/32*z^3 + 287/32*z + 1
*
-1 | 0.12380346534802878401217466537268543808 | 0.021808848799918039485177290701724867497
f(z) = -255/37*z^3 + 292/37*z + 1
*
-1 | 0.11094172978393192260834159722536590882 | 0.019531401142249790777372673055920848970
f(z) = -255/38*z^3 + 293/38*z + 1
*
[ -1 ] 
f(z) = -254/21*z^3 + 296/21*z + 1
*
-1 | 0.11042475931941367011753796337911360746 | 0.019584571350220147417259464257782433670
f(z) = -254/27*z^3 + 281/27*z + 1
*
-1 | 0.12393616100919427433310204249175864844 | 0.021953294974917392978230947772666315833
f(z) = -254/29*z^3 + 283/29*z + 1
*
-1 | 0.12388420688465474573455090843072886720 | 0.021916752590540438437916668754497536930
f(z) = -254/31*z^3 + 285/31*z + 1
*
-1 | 0.10348837043598628336135390132308302536 | 0.018285837200408266576502740855070167830
f(z) = -254/33*z^3 + 287/33*z + 1
*
-1 | 0.12377956401385270492633491130982317730 | 0.021844377563999764636513201230360720639
f(z) = -254/35*z^3 + 289/35*z + 1
*
-1 | 0.12372686954368522569683096229500349800 | 0.021808535089059155704619622140909259476
f(z) = -254/37*z^3 + 291/37*z + 1
*
-1 | 0.10333028408810945324012643780427787175 | 0.018191398607161406963262307798563108754
f(z) = -254/39*z^3 + 293/39*z + 1
*
[ -1 ] 
f(z) = -253/20*z^3 + 293/20*z + 1
*
[ -1 ] 
f(z) = -253/21*z^3 + 295/21*z + 1
*
-1 | 0.11034895452618474950939555104939335590 | 0.019583509287395525891131619193844816963
f(z) = -253/27*z^3 + 280/27*z + 1
*
-1 | 0.11532876147346511185899497319368038513 | 0.020454329008553286908225965934360230687
f(z) = -253/28*z^3 + 281/28*z + 1
*
-1 | 0.12386013849184919839905883772847893545 | 0.021953594225233176936921230483830048412
f(z) = -253/29*z^3 + 282/29*z + 1
*
-1 | 0.090654384813959968970772374041630140646 | 0.016057964313118377765400151304817099171
f(z) = -253/30*z^3 + 283/30*z + 1
*
-1 | 0.12380796457335678861808708844737641816 | 0.021916893112555145815610322283893640445
f(z) = -253/31*z^3 + 284/31*z + 1
*
-1 | 0.11522441293028573229668328721888941095 | 0.020384720652363878805507079640009525910
f(z) = -253/32*z^3 + 285/32*z + 1
*
-1 | 0.11089318258624094468416022685717310827 | 0.019594227591606055747905976741133756020
f(z) = -253/34*z^3 + 287/34*z + 1
*
-1 | 0.12370287576000236605863050047000990501 | 0.021844206081592279653424535524096273857
f(z) = -253/35*z^3 + 288/35*z + 1
*
-1 | 0.10155595980272023769372335644671988132 | 0.017922398963666815141350685546277111373
f(z) = -253/36*z^3 + 289/36*z + 1
*
-1 | 0.12364995506654820830175836024431245137 | 0.021808210215735608057133168438958937656
f(z) = -253/37*z^3 + 290/37*z + 1
*
-1 | 0.11078799259469606334591055033992511984 | 0.019527882931643841690221018711316710599
f(z) = -253/38*z^3 + 291/38*z + 1
*
-1 | 0.10325314116842581089266462998469957296 | 0.018188765052162129544445022123097334840
f(z) = -253/39*z^3 + 292/39*z + 1
*
[ -1 ] 
f(z) = -252/23*z^3 + 298/23*z + 1
*
-1 | 0.12378380227913695344786323160782443269 | 0.021953887177828744808716104620679925482
f(z) = -252/29*z^3 + 281/29*z + 1
*
-1 | 0.12373140669720970607156897848365663274 | 0.021917026046044809745095877631805816444
f(z) = -252/31*z^3 + 283/31*z + 1
*
-1 | 0.12357271924919157818054002825897521332 | 0.021807874000811509623953209340146638781
f(z) = -252/37*z^3 + 289/37*z + 1
*
[ -1 ] 
f(z) = -251/20*z^3 + 291/20*z + 1
*
[ -1 ] 
f(z) = -251/21*z^3 + 293/21*z + 1
*
[ -1 ] 
f(z) = -251/22*z^3 + 295/22*z + 1
*
[ -1 ] 
f(z) = -251/23*z^3 + 297/23*z + 1
*
[ -1 ] 
f(z) = -251/24*z^3 + 299/24*z + 1
*
-1 | 0.12370714976876317809576577575011632110 | 0.021954173710263276142817517635818247635
f(z) = -251/29*z^3 + 280/29*z + 1
*
-1 | 0.090501826152204563779139935469744297194 | 0.016051105590152362808581436484308838044
f(z) = -251/30*z^3 + 281/30*z + 1
*
-1 | 0.12365453062994258230398204935318641993 | 0.021917151253145650431847524261350418831
f(z) = -251/31*z^3 + 282/31*z + 1
*
-1 | 0.11507075477097685670567433519407129737 | 0.020382931034036398724452971767460457805
f(z) = -251/32*z^3 + 283/32*z + 1
*
-1 | 0.10325802276661518270858525773266108442 | 0.018279074821949734202112102540994078407
f(z) = -251/33*z^3 + 284/33*z + 1
*
-1 | 0.11073907273660109315874188449080968776 | 0.019591204725019554253139342214246072951
f(z) = -251/34*z^3 + 285/34*z + 1
*
-1 | 0.12354853841676388492077599065944009553 | 0.021843832620198783877268018800102469194
f(z) = -251/35*z^3 + 286/35*z + 1
*
-1 | 0.10140139385396571895815901217808180712 | 0.017917079688244152741070715136645997127
f(z) = -251/36*z^3 + 287/36*z + 1
*
-1 | 0.12349515939049600629090940269522268487 | 0.021807526261869897749123972465761317274
f(z) = -251/37*z^3 + 288/37*z + 1
*
-1 | 0.11063231392023039101278802078157202788 | 0.019524176347736989495847709125468595319
f(z) = -251/38*z^3 + 289/38*z + 1
*
-1 | 0.10309788263239374761113418778097933425 | 0.018183429957854860240080706498945133239
f(z) = -251/39*z^3 + 290/39*z + 1
*
[ -1 ] 
f(z) = -250/21*z^3 + 292/21*z + 1
*
[ -1 ] 
f(z) = -250/23*z^3 + 296/23*z + 1
*
-1 | 0.12357733371232091399557533720677144684 | 0.021917268593343629980124290884074127179
f(z) = -250/31*z^3 + 281/31*z + 1
*
-1 | 0.10318059818473334032301845364244409174 | 0.018276781281532799607044298578668321167
f(z) = -250/33*z^3 + 283/33*z + 1
*
-1 | 0.12341727275507807316922264549882292561 | 0.021807166813141560324009981215360017786
f(z) = -250/37*z^3 + 287/37*z + 1
*
-1 | 0.10301872791072367663802206021353283621 | 0.018180545444423757209766619381474403838
f(z) = -250/39*z^3 + 289/39*z + 1
*
[ -1 ] 
f(z) = -249/20*z^3 + 289/20*z + 1
*
[ -1 ] 
f(z) = -249/22*z^3 + 293/22*z + 1
*
[ -1 ] 
f(z) = -249/23*z^3 + 295/23*z + 1
*
[ -1 ] 
f(z) = -249/25*z^3 + 299/25*z + 1
*
-1 | 0.12349981325159192827684922813697565875 | 0.021917377923415328033827931053076772213
f(z) = -249/31*z^3 + 280/31*z + 1
*
-1 | 0.11491580929845858572411339793439003478 | 0.020381089171894462023373801177675211114
f(z) = -249/32*z^3 + 281/32*z + 1
*
-1 | 0.11058366773080311397592416354086674733 | 0.019588115827812967005852129703050930126
f(z) = -249/34*z^3 + 283/34*z + 1
*
-1 | 0.12339290195201008182241550894074741457 | 0.021843417362118405717859570192408169197
f(z) = -249/35*z^3 + 284/35*z + 1
*
-1 | 0.12333905657270718702253051595286535218 | 0.021806795465432052895915864350420665274
f(z) = -249/37*z^3 + 286/37*z + 1
*
-1 | 0.11047597618780576022066514703868853675 | 0.019520509469959977455180227011433322635
f(z) = -249/38*z^3 + 287/38*z + 1
*
[ -1 ] 
f(z) = -248/21*z^3 + 290/21*z + 1
*
[ -1 ] 
f(z) = -248/23*z^3 + 294/23*z + 1
*
[ -1 ] 
f(z) = -248/25*z^3 + 298/25*z + 1
*
-1 | 0.10302476972453580909932562667379229808 | 0.018272133586216862707872160047555448745
f(z) = -248/33*z^3 + 281/33*z + 1
*
-1 | 0.12331458966728016845402170823690755671 | 0.021843193621883040887276507188087528691
f(z) = -248/35*z^3 + 283/35*z + 1
*
-1 | 0.12326050803771002185479950377976792992 | 0.021806412026046853537492231160104652690
f(z) = -248/37*z^3 + 285/37*z + 1
*
-1 | 0.10286252165595456504414707143296283796 | 0.018175253094624003360802133151015995381
f(z) = -248/39*z^3 + 287/39*z + 1
*
[ -1 ] 
f(z) = -247/20*z^3 + 287/20*z + 1
*
[ -1 ] 
f(z) = -247/21*z^3 + 289/21*z + 1
*
[ -1 ] 
f(z) = -247/22*z^3 + 291/22*z + 1
*
[ -1 ] 
f(z) = -247/23*z^3 + 293/23*z + 1
*
[ -1 ] 
f(z) = -247/24*z^3 + 295/24*z + 1
*
[ -1 ] 
f(z) = -247/25*z^3 + 297/25*z + 1
*
-1 | 0.10294636030593316332177105749533705006 | 0.018269778919168813977494290215507146423
f(z) = -247/33*z^3 + 280/33*z + 1
*
-1 | 0.11042759772077633742470391998455728898 | 0.019585074759730390714154450432026332636
f(z) = -247/34*z^3 + 281/34*z + 1
*
-1 | 0.12323594427359194365905875319102994047 | 0.021842958900969768564433388201628762820
f(z) = -247/35*z^3 + 282/35*z + 1
*
-1 | 0.10108833040874349879532151841068711540 | 0.017906169740245734297108560616534106083
f(z) = -247/36*z^3 + 283/36*z + 1
*
-1 | 0.12318162430836215308583823146016193986 | 0.021806016298714600642965895237925742090
f(z) = -247/37*z^3 + 284/37*z + 1
*
[ -1 ] 
f(z) = -246/23*z^3 + 292/23*z + 1
*
[ -1 ] 
f(z) = -246/25*z^3 + 296/25*z + 1
*
-1 | 0.12315696292032164886635439300883960340 | 0.021842713015226913512751703734166054547
f(z) = -246/35*z^3 + 281/35*z + 1
*
-1 | 0.12310240250626655833489937938406030949 | 0.021805608083508356980175865022575477092
f(z) = -246/37*z^3 + 283/37*z + 1
*
[ -1 ] 
f(z) = -245/22*z^3 + 289/22*z + 1
*
[ -1 ] 
f(z) = -245/23*z^3 + 291/23*z + 1
*
[ -1 ] 
f(z) = -245/24*z^3 + 293/24*z + 1
*
[ -1 ] 
f(z) = -245/26*z^3 + 297/26*z + 1
*
[ -1 ] 
f(z) = -245/27*z^3 + 299/27*z + 1
*
-1 | 0.10092978794329169845575938678042945388 | 0.017900574522605906243650647782527428322
f(z) = -245/36*z^3 + 281/36*z + 1
*
[ -1/7 ] 
f(z) = -245/36*z^3 + 293/36*z + 1
*
[ 6/5 ] 
f(z) = -245/36*z^3 + 299/30*z + 1
*
-1 | 0.12302283971571864091282545368327732675 | 0.021805187176764841421149492369308746605
f(z) = -245/37*z^3 + 282/37*z + 1
*
-1 | 0.11015992903838546992806850531076479346 | 0.019513057342612346473626851542059623861
f(z) = -245/38*z^3 + 283/38*z + 1
*
-1 | 0.10262412464991051436191498363639528666 | 0.018166860092340521448173197419079247237
f(z) = -245/39*z^3 + 284/39*z + 1
*
[ -1 ] 
f(z) = -244/21*z^3 + 286/21*z + 1
*
[ -1 ] 
f(z) = -244/23*z^3 + 290/23*z + 1
*
[ -1 ] 
f(z) = -244/25*z^3 + 294/25*z + 1
*
[ -1 ] 
f(z) = -244/27*z^3 + 298/27*z + 1
*
-1 | 0.12294293298305742308349593209204530942 | 0.021804753371001567795615636654812004079
f(z) = -244/37*z^3 + 281/37*z + 1
*
-1 | 0.10254397065338226502143520718100955246 | 0.018164012967014272575575346378906276895
f(z) = -244/39*z^3 + 283/39*z + 1
*
[ -1 ] 
f(z) = -243/20*z^3 + 283/20*z + 1
*
[ -1 ] 
f(z) = -243/22*z^3 + 287/22*z + 1
*
[ -1 ] 
f(z) = -243/23*z^3 + 289/23*z + 1
*
[ -1 ] 
f(z) = -243/25*z^3 + 293/25*z + 1
*
[ -1 ] 
f(z) = -243/26*z^3 + 295/26*z + 1
*
[ -1/9 ] 
f(z) = -243/28*z^3 + 283/28*z + 1
*
[ -1 ] 
f(z) = -243/28*z^3 + 299/28*z + 1
*
[ -1/9 ] 
f(z) = -243/29*z^3 + 293/29*z + 1
*
-1/9 | 0.15857625851437757793983363117127914683 | 0.027951211493971114553981918626960016247
f(z) = -243/32*z^3 + 291/32*z + 1
*
-1 | 0.12286267931600254530312493794456731955 | 0.021804306454831828258389142730729498563
f(z) = -243/37*z^3 + 280/37*z + 1
*
-1 | 0.10999886875441529760093038527221021912 | 0.019509036803357614250587369840832115489
f(z) = -243/38*z^3 + 281/38*z + 1
*
[ -1 ] 
f(z) = -242/21*z^3 + 284/21*z + 1
*
[ -1 ] 
f(z) = -242/23*z^3 + 288/23*z + 1
*
[ -1 ] 
f(z) = -242/25*z^3 + 292/25*z + 1
*
[ -1 ] 
f(z) = -242/27*z^3 + 296/27*z + 1
*
-1 | 0.10238157847664679176437759845707437613 | 0.018158059306465138645624578089101162120
f(z) = -242/39*z^3 + 281/39*z + 1
*
[ -1 ] 
f(z) = -241/20*z^3 + 281/20*z + 1
*
[ -1 ] 
f(z) = -241/21*z^3 + 283/21*z + 1
*
[ -1 ] 
f(z) = -241/22*z^3 + 285/22*z + 1
*
[ -1 ] 
f(z) = -241/23*z^3 + 287/23*z + 1
*
[ -1 ] 
f(z) = -241/24*z^3 + 289/24*z + 1
*
[ -1 ] 
f(z) = -241/25*z^3 + 291/25*z + 1
*
[ -1 ] 
f(z) = -241/26*z^3 + 293/26*z + 1
*
[ -1 ] 
f(z) = -241/27*z^3 + 295/27*z + 1
*
[ -1 ] 
f(z) = -241/28*z^3 + 297/28*z + 1
*
[ -1 ] 
f(z) = -241/29*z^3 + 299/29*z + 1
*
-1 | 0.10230140136465513035121252274367811848 | 0.018155318755311891947765230217667113787
f(z) = -241/39*z^3 + 280/39*z + 1
*
[ 6/7 ] 
f(z) = -259/27*z^3 + 289/42*z + 1
*
[ -2/7 ] 
f(z) = -259/32*z^3 + 289/56*z + 1
*
[ -5/24 ] 
f(z) = -256/25*z^3 + 281/45*z + 1
*
[ -3/14 ] 
f(z) = -256/27*z^3 + 299/49*z + 1
*
-9/32 | 0.20572959045042081394696618584015626115 | 0.029680505990693955191561884792483747509
f(z) = -256/39*z^3 + 287/52*z + 1
*
-3/8 | 0.20602408605999448572708505715150834687 | 0.029722992726243506052792346349760991316
f(z) = -256/39*z^3 + 295/52*z + 1
*
[ -1/2 ] 
f(z) = -254/27*z^3 + 289/54*z + 1
*
[ -5/11 ] 
f(z) = -253/25*z^3 + 291/55*z + 1
*
-3/5 | 0.098426813795596624764263136299997140363 | 0.015837975981234587269851499209601774091
f(z) = -250/21*z^3 + 299/42*z + 1
*
[ -1/2 ] 
f(z) = -250/27*z^3 + 287/54*z + 1
*
[ -2/5 ] 
f(z) = -250/29*z^3 + 283/58*z + 1
*
[ -1/2 ] 
f(z) = -250/29*z^3 + 299/58*z + 1
*
[ -1/4 ] 
f(z) = -248/25*z^3 + 281/50*z + 1
*
[ -6/19 ] 
f(z) = -247/24*z^3 + 296/57*z + 1
*
[ -1/2 ] 
f(z) = -246/29*z^3 + 297/58*z + 1
*
[ -4/7 ] 
f(z) = -245/22*z^3 + 281/44*z + 1
*
[ -2/7 ] 
f(z) = -245/27*z^3 + 283/54*z + 1
*
[ -3/14 ] 
f(z) = -245/36*z^3 + 287/48*z + 1
*
[ 5/6 ] 
f(z) = -244/25*z^3 + 296/45*z + 1
*
[ -3/14 ] 
f(z) = -244/27*z^3 + 298/49*z + 1
*
[ -2/9 ] 
f(z) = -243/25*z^3 + 299/50*z + 1
*
-2/3 | 0.17232903500270727402833605697285621644 | 0.026143441257702243360212784197021604677
f(z) = -243/28*z^3 + 281/42*z + 1
*
-7/11 | 0.14768443555602282914498014016105398432 | 0.023889098545956324928594435680706457005
f(z) = -242/21*z^3 + 283/42*z + 1
*
[ -2/11 ] 
f(z) = -242/21*z^3 + 289/42*z + 1
*
-3/11 | 0.12672586106742746303996427766037390069 | 0.020498887184442256271759906120228928628
f(z) = -242/21*z^3 + 295/42*z + 1
*
[ -1/2 ] 
f(z) = -242/27*z^3 + 283/54*z + 1
*
[ -1/2 ] 
f(z) = -242/29*z^3 + 295/58*z + 1
*
-3/10 | 0.24229491035872224632393317715927994135 | 0.024888874729591731883850007977126198944
f(z) = -260/27*z^3 + 283/65*z + 1
*
[ -2/5 ] 
f(z) = -250/31*z^3 + 297/62*z + 1
*
[ 2/3 ] 
f(z) = -249/22*z^3 + 299/66*z + 1
*
[ 2/3 ] 
f(z) = -249/26*z^3 + 293/78*z + 1
*
[ -12/35 ] 
f(z) = -245/27*z^3 + 299/60*z + 1
*
[ -12/35 ] 
f(z) = -245/32*z^3 + 289/60*z + 1
*
[ -12/35 ] 
f(z) = -245/36*z^3 + 283/60*z + 1
*
5/6 | 0.22119900091256966122438182365297596157 | 0.027726232836540060623927575055010281043
f(z) = -243/25*z^3 + 293/60*z + 1
*
[ 20/27 ] 
f(z) = -243/25*z^3 + 299/60*z + 1
*
[ 21/32 ] 
f(z) = -256/27*z^3 + 299/84*z + 1
*
7/9 | 0.16254755612976264532621263950778579187 | 0.024659526963606265378031522436532548058
f(z) = -243/28*z^3 + 289/84*z + 1
*
[ 2/3 ] 
f(z) = -255/38*z^3 + 283/114*z + 1
*
[ 2/3 ] 
f(z) = -249/34*z^3 + 281/102*z + 1
*
[ 5/9 ] 
f(z) = -243/22*z^3 + 287/110*z + 1
*
[ 5/9 ] 
f(z) = -243/23*z^3 + 283/115*z + 1
*
[ -6/7 ] 
f(z) = -245/54*z^3 + 11/2*z + 1
*
24/35 | 0.17893798993408825563581315510315296382 | 0.025164623384176792385514386555403724649
f(z) = -245/54*z^3 + 13/10*z + 1
*
[ 6/7 ] 
f(z) = -245/54*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -243/40*z^3 + 11/5*z + 1
*
[ 7/9 ] 
f(z) = -243/49*z^3 + 19/7*z + 1
*
[ 2/3 ] 
f(z) = -243/56*z^3 + 10/7*z + 1
*
[ 7/11 ] 
f(z) = -242/49*z^3 + 10/7*z + 1
*
[ 7/8 ] 
f(z) = -256/49*z^3 + 27/7*z + 1
*
[ -7/16 ] 
f(z) = -256/49*z^3 + 30/7*z + 1
*
[ 7/10 ] 
f(z) = -250/49*z^3 + 29/14*z + 1
*
[ 2/3 ] 
f(z) = -249/40*z^3 + 34/15*z + 1
*
[ -3/7 ] 
f(z) = -245/54*z^3 + 25/6*z + 1
*
-3/35 | 0.20452961107358632686495513046231837706 | 0.028763655138156060588723043192389270583
f(z) = -245/54*z^3 + 27/10*z + 1
*
-6/7 | 0.21559522420566703838537753409195891997 | 0.029307642969500022948288771812153660921
f(z) = -245/54*z^3 + 29/5*z + 1
*
-6/7 | 0.18712186391881401779579479505682766998 | 0.026315547828589325786864305572977693146
f(z) = -245/54*z^3 + 33/10*z + 1
*
-12/35 | 0.14146242176989186421170821314794469108 | 0.019894314047923361015322808008789860675
f(z) = -245/54*z^3 + 37/10*z + 1
*
-2/3 | 0.13848033847777145555226016136869344029 | 0.025210047239805872469001345108169457364
f(z) = -243/40*z^3 + 21/5*z + 1
*
[ -2/3 ] 
f(z) = -243/40*z^3 + 26/5*z + 1
*
[ -2/9 ] 
f(z) = -243/40*z^3 + 29/5*z + 1
*
-10/27 | 0.15501356230789798785383804226390878520 | 0.023516570845302022587162722489874788851
f(z) = -243/40*z^3 + 32/15*z + 1
*
[ 10/9 ] 
f(z) = -243/40*z^3 + 38/5*z + 1
*
-2/27 | 0.11728878743341009515814152332927392089 | 0.017793475860897788228711086195765905498
f(z) = -243/40*z^3 + 38/15*z + 1
*
[ -7/9 ] 
f(z) = -243/49*z^3 + 37/7*z + 1
*
[ -2/3 ] 
f(z) = -243/56*z^3 + 31/7*z + 1
*
-6/11 | 0.14206444805159435474060292027471309507 | 0.025881956607852942545554191471321127080
f(z) = -242/45*z^3 + 29/15*z + 1
*
[ -7/11 ] 
f(z) = -242/49*z^3 + 32/7*z + 1
*
[ 2/3 ] 
f(z) = -255/56*z^3 + 32/21*z + 1
*
[ 2/3 ] 
f(z) = -249/56*z^3 + 31/21*z + 1
*
-3/7 | 0.22214238559311621959259477417046376186 | 0.029608174956002690849972025534282751135
f(z) = -259/54*z^3 + 45/14*z + 1
*
[ 6/7 ] 
f(z) = -259/54*z^3 + 47/14*z + 1
*
[ -3/7 ] 
f(z) = -259/54*z^3 + 59/14*z + 1
*
[ 3/4 ] 
f(z) = -256/45*z^3 + 43/15*z + 1
*
-3/8 | 0.15740097722431894313033499617899646697 | 0.028385201159075201958411104997811010458
f(z) = -256/45*z^3 + 52/15*z + 1
*
[ -7/8 ] 
f(z) = -256/49*z^3 + 43/7*z + 1
*
-4/7 | 0.15971501361780636762079795654633290036 | 0.029032451760156811056466195621002193941
f(z) = -245/48*z^3 + 41/12*z + 1
*
[ 6/7 ] 
f(z) = -245/48*z^3 + 43/12*z + 1
*
[ -4/7 ] 
f(z) = -245/48*z^3 + 53/12*z + 1
*
[ -3/14 ] 
f(z) = -245/54*z^3 + 47/8*z + 1
*
-12/35 | 0.21290710603652200820050548524965816571 | 0.029793950294523859862379842226492939380
f(z) = -245/54*z^3 + 47/10*z + 1
*
[ 12/7 ] 
f(z) = -245/54*z^3 + 55/4*z + 1
*
[ -10/9 ] 
f(z) = -243/40*z^3 + 47/5*z + 1
*
-10/27 | 0.19201244617806906095829886102892946292 | 0.029129543418642136920830692374754153820
f(z) = -243/40*z^3 + 53/15*z + 1
*
[ -5/9 ] 
f(z) = -243/50*z^3 + 43/10*z + 1
*
[ -2/9 ] 
f(z) = -243/56*z^3 + 40/7*z + 1
*
[ 2/3 ] 
f(z) = -243/44*z^3 + 43/22*z + 1
*
-5/27 | 0.092884772065864325549715765976104555204 | 0.014091227181773735522934079874911782103
f(z) = -243/50*z^3 + 47/30*z + 1
*
[ 2/3 ] 
f(z) = -243/52*z^3 + 41/26*z + 1
*
26/27 | 0.15578262077227571236981134771125255986 | 0.023633242042276356443564100654630922900
f(z) = -243/56*z^3 + 53/21*z + 1
*
[ -3/8 ] 
f(z) = -256/45*z^3 + 67/15*z + 1
*
[ 15/16 ] 
f(z) = -256/45*z^3 + 74/15*z + 1
*
[ -7/10 ] 
f(z) = -250/49*z^3 + 69/14*z + 1
*
[ 7/5 ] 
f(z) = -250/49*z^3 + 72/7*z + 1
*
-2/3 | 0.16679232874183376318440960158797653832 | 0.025210200334276998554932716900958201078
f(z) = -249/40*z^3 + 64/15*z + 1
*
[ -2/3 ] 
f(z) = -249/40*z^3 + 79/15*z + 1
*
-39/35 | 0.19976404587509127816037934827775289331 | 0.026332222969823134238364574760053045446
f(z) = -245/54*z^3 + 73/10*z + 1
*
-10/27 | 0.11438619606060050620591983733824142674 | 0.017353133773164466478026492784598662184
f(z) = -243/40*z^3 + 62/15*z + 1
*
[ -10/27 ] 
f(z) = -243/40*z^3 + 68/15*z + 1
*
-2/3 | 0.17766337524185061890179772392950292268 | 0.026952695546675952872350616289963720086
f(z) = -243/40*z^3 + 73/15*z + 1
*
-10/27 | 0.15252414309397957051767309898475819563 | 0.023138909675297507641349123975378210496
f(z) = -243/40*z^3 + 77/15*z + 1
*
[ 10/9 ] 
f(z) = -243/50*z^3 + 61/10*z + 1
*
[ -10/9 ] 
f(z) = -243/50*z^3 + 79/10*z + 1
*
14/9 | 0.18743658015702052039080827191344750536 | 0.029756801144346036827585973994668526975
f(z) = -243/56*z^3 + 68/7*z + 1
*
[ 14/9 ] 
f(z) = -243/56*z^3 + 76/7*z + 1
*
-6/11 | 0.15463659492114598319744464954865526440 | 0.028172408330349446931601930096298787650
f(z) = -242/45*z^3 + 74/15*z + 1
*
[ -3/11 ] 
f(z) = -242/45*z^3 + 76/15*z + 1
*
[ -7/22 ] 
f(z) = -242/49*z^3 + 65/14*z + 1
*
[ 7/10 ] 
f(z) = -260/49*z^3 + 76/35*z + 1
*
[ 3/4 ] 
f(z) = -257/54*z^3 + 75/32*z + 1
*
-6/11 | 0.22814374095337810688203159258981547294 | 0.028765042211078775365593589064030859852
f(z) = -253/54*z^3 + 71/22*z + 1
*
[ 3/4 ] 
f(z) = -251/54*z^3 + 73/32*z + 1
*
-3/7 | 0.17778372343218291220660200580749040024 | 0.025002295184244969712427057606581535543
f(z) = -245/54*z^3 + 71/30*z + 1
*
[ 3/4 ] 
f(z) = -245/54*z^3 + 71/32*z + 1
*
28/27 | 0.12834114758950060631574680870330907461 | 0.019470191154377971344639861461181533671
f(z) = -243/49*z^3 + 76/21*z + 1
*
20/27 | 0.19361105335517111275592802030629813192 | 0.029372062578736384138762949500895769957
f(z) = -243/50*z^3 + 77/30*z + 1
*
[ 15/22 ] 
f(z) = -242/45*z^3 + 61/30*z + 1
*
-3/22 | 0.17015311696452958019395527922684710727 | 0.027523581369719432497125616616068678844
f(z) = -242/45*z^3 + 73/30*z + 1
*
[ 5/8 ] 
f(z) = -256/45*z^3 + 73/45*z + 1
*
[ 5/8 ] 
f(z) = -256/55*z^3 + 67/55*z + 1
*
7/9 | 0.11822503760691558970040220900309818709 | 0.021522613359849522609938434464871482391
f(z) = -243/56*z^3 + 75/56*z + 1
*
[ 2/3 ] 
f(z) = -243/58*z^3 + 79/58*z + 1
*
[ -3 ] 
f(z) = -259/54*z^3 + 89/2*z + 1
*
[ 3/2 ] 
f(z) = -259/54*z^3 + 89/8*z + 1
*
[ 3 ] 
f(z) = -257/54*z^3 + 87/2*z + 1
*
[ -3/2 ] 
f(z) = -257/54*z^3 + 99/8*z + 1
*
[ -3/4 ] 
f(z) = -256/45*z^3 + 83/15*z + 1
*
[ -3/16 ] 
f(z) = -256/45*z^3 + 98/15*z + 1
*
[ -3 ] 
f(z) = -253/54*z^3 + 87/2*z + 1
*
[ 3/2 ] 
f(z) = -253/54*z^3 + 87/8*z + 1
*
[ 3 ] 
f(z) = -251/54*z^3 + 85/2*z + 1
*
[ -3/2 ] 
f(z) = -251/54*z^3 + 97/8*z + 1
*
[ -7/5 ] 
f(z) = -250/49*z^3 + 82/7*z + 1
*
[ -3 ] 
f(z) = -247/54*z^3 + 85/2*z + 1
*
[ 3/2 ] 
f(z) = -247/54*z^3 + 85/8*z + 1
*
-2/7 | 0.14716795460619400654704903532197737333 | 0.025351340734401990088540253423266178338
f(z) = -245/48*z^3 + 83/12*z + 1
*
[ 3 ] 
f(z) = -245/54*z^3 + 83/2*z + 1
*
-10/27 | 0.12253052634334737434191500452304440064 | 0.018588681922824640006893639151598940428
f(z) = -243/40*z^3 + 83/15*z + 1
*
10/9 | 0.16827187363317811865577063935960491316 | 0.025527943353152160222028496826034737511
f(z) = -243/40*z^3 + 89/15*z + 1
*
[ -14/9 ] 
f(z) = -243/56*z^3 + 85/7*z + 1
*
[ -3 ] 
f(z) = -241/54*z^3 + 83/2*z + 1
*
[ 3/2 ] 
f(z) = -241/54*z^3 + 83/8*z + 1
*
[ -2/3 ] 
f(z) = -255/56*z^3 + 95/21*z + 1
*
[ -6/11 ] 
f(z) = -253/54*z^3 + 93/22*z + 1
*
[ -2/3 ] 
f(z) = -249/56*z^3 + 94/21*z + 1
*
[ 3/4 ] 
f(z) = -248/45*z^3 + 83/30*z + 1
*
[ -12/35 ] 
f(z) = -245/54*z^3 + 89/20*z + 1
*
[ -4/9 ] 
f(z) = -243/40*z^3 + 89/20*z + 1
*
-20/27 | 0.19408499398915023608111992752240191061 | 0.029443962471426415843331713197729656112
f(z) = -243/50*z^3 + 83/30*z + 1
*
[ -14/27 ] 
f(z) = -243/56*z^3 + 86/21*z + 1
*
-22/27 | 0.13560528742899276222142478363697514043 | 0.020542426940132898932536604368763170928
f(z) = -243/56*z^3 + 92/21*z + 1
*
-15/22 | 0.17336382786084297355708347863292469628 | 0.028042938664994536481291752089742343992
f(z) = -242/45*z^3 + 83/30*z + 1
*
[ 11/16 ] 
f(z) = -256/55*z^3 + 96/55*z + 1
*
[ 2/3 ] 
f(z) = -243/46*z^3 + 85/46*z + 1
*
[ 2/3 ] 
f(z) = -243/50*z^3 + 83/50*z + 1
*
-21/44 | 0.21999222528689572908099890882377064840 | 0.029067283430390526376527802127933809544
f(z) = -242/49*z^3 + 87/56*z + 1
*
[ 2/3 ] 
f(z) = -241/40*z^3 + 98/45*z + 1
*
[ 2/3 ] 
f(z) = -257/56*z^3 + 97/63*z + 1
*
[ 2/3 ] 
f(z) = -253/56*z^3 + 95/63*z + 1
*
[ 2/3 ] 
f(z) = -251/56*z^3 + 94/63*z + 1
*
[ 2/3 ] 
f(z) = -247/56*z^3 + 92/63*z + 1
*
[ 9/14 ] 
f(z) = -245/54*z^3 + 95/72*z + 1
*
[ 2/3 ] 
f(z) = -241/56*z^3 + 89/63*z + 1
*
[ -15/16 ] 
f(z) = -256/45*z^3 + 106/15*z + 1
*
[ 7/4 ] 
f(z) = -256/49*z^3 + 115/7*z + 1
*
-3/14 | 0.22353539858801968776718229078081898968 | 0.028186563568938623530403631782249098411
f(z) = -245/54*z^3 + 103/8*z + 1
*
-2/9 | 0.19722438013837648589031852697623252759 | 0.029208602314747770286073916499848255110
f(z) = -243/40*z^3 + 107/15*z + 1
*
-2 | 0.11557426923537919571115993140228704834 | 0.016851085999637957322961053501781850277
f(z) = -243/40*z^3 + 119/5*z + 1
*
-10/9 | 0.19167319953997895008565771643190289078 | 0.027515436982656461348479264327709458600
f(z) = -243/50*z^3 + 106/15*z + 1
*
-2 | 0.11566295473729797780056206467378963550 | 0.016884791890246365567302835755913794841
f(z) = -243/56*z^3 + 118/7*z + 1
*
[ 14/11 ] 
f(z) = -242/49*z^3 + 115/14*z + 1
*
-2 | 0.11542320886244994011889211521472337958 | 0.016849793137079905225790475734355564372
f(z) = -241/40*z^3 + 118/5*z + 1
*
-2 | 0.11551227240820456758033580415891998143 | 0.016883771501826071434430771242907533882
f(z) = -241/56*z^3 + 117/7*z + 1
*
-2/5 | 0.18476464534209087556346642622603219471 | 0.025838674210892982583373572575062822452
f(z) = -255/56*z^3 + 113/35*z + 1
*
-3/13 | 0.23203584426408375837464729377569389526 | 0.028735230136719800444095486610165615280
f(z) = -247/54*z^3 + 119/26*z + 1
*
[ -2/7 ] 
f(z) = -245/44*z^3 + 109/22*z + 1
*
-2/9 | 0.14017867905920432834162987344480395744 | 0.025519226483284358765458749694570761917
f(z) = -243/44*z^3 + 105/22*z + 1
*
[ -2/3 ] 
f(z) = -243/44*z^3 + 109/22*z + 1
*
[ -7/27 ] 
f(z) = -243/49*z^3 + 109/21*z + 1
*
-10/27 | 0.18027396739561950079688444136313263135 | 0.027348739443856732342438519371381928152
f(z) = -243/50*z^3 + 101/30*z + 1
*
-20/27 | 0.18969117468003764082868979562118780012 | 0.028777391356448963561138490108899597970
f(z) = -243/50*z^3 + 113/30*z + 1
*
-5/9 | 0.19309104905891922056964620252621818033 | 0.029293174527325891608361724012813731904
f(z) = -243/50*z^3 + 119/30*z + 1
*
[ -2/3 ] 
f(z) = -243/52*z^3 + 119/26*z + 1
*
-10/27 | 0.13527556326659705505107792529684493804 | 0.020034085682435857133647248606158683404
f(z) = -243/56*z^3 + 107/21*z + 1
*
[ -4/9 ] 
f(z) = -243/56*z^3 + 115/28*z + 1
*
-6/11 | 0.14537259992153550591671411542770852006 | 0.023515141269508117313680217352655190982
f(z) = -242/45*z^3 + 103/30*z + 1
*
21/22 | 0.14285842600406745707743673900378130339 | 0.023108454212405992809253617616461120491
f(z) = -242/45*z^3 + 107/30*z + 1
*
-15/22 | 0.17217130008726364658358319510101314079 | 0.027850038083463589727179911600314954521
f(z) = -242/45*z^3 + 113/30*z + 1
*
[ 2/3 ] 
f(z) = -259/40*z^3 + 107/45*z + 1
*
[ 2/3 ] 
f(z) = -257/40*z^3 + 106/45*z + 1
*
[ 2/3 ] 
f(z) = -253/40*z^3 + 104/45*z + 1
*
[ 2/3 ] 
f(z) = -251/40*z^3 + 103/45*z + 1
*
[ 2/3 ] 
f(z) = -247/40*z^3 + 101/45*z + 1
*
-1/9 | 0.15272735417664292264152010991193321022 | 0.027803685750102107561856185354416483047
f(z) = -243/56*z^3 + 115/56*z + 1
*
9/11 | 0.11262714101107529197600794548902729384 | 0.020518932192356276408116993790356078171
f(z) = -242/45*z^3 + 107/45*z + 1
*
[ 7/11 ] 
f(z) = -253/49*z^3 + 117/77*z + 1
*
-7/25 | 0.11154714171414882077095186794041164512 | 0.014256963923700225651836104660805768058
f(z) = -250/49*z^3 + 103/70*z + 1
*
-4/9 | 0.11103868089634050120320968793873888252 | 0.016845293837458193561847842639413237927
f(z) = -243/40*z^3 + 107/60*z + 1
*
-4/27 | 0.16728122049554210920474578845299481759 | 0.025377654795509285031494985077592989634
f(z) = -243/40*z^3 + 113/60*z + 1
*
-2 | 0.11674014959490916500355137750356876480 | 0.016861122377428462938362225128724483182
f(z) = -259/40*z^3 + 127/5*z + 1
*
[ 2 ] 
f(z) = -259/40*z^3 + 132/5*z + 1
*
[ -2 ] 
f(z) = -259/40*z^3 + 137/5*z + 1
*
-2 | 0.11659838358664283041711882688346462193 | 0.016859896792101878563823116065954273009
f(z) = -257/40*z^3 + 126/5*z + 1
*
[ 2 ] 
f(z) = -257/40*z^3 + 131/5*z + 1
*
[ -2 ] 
f(z) = -257/40*z^3 + 136/5*z + 1
*
-2 | 0.11668445076956973040041408769524390170 | 0.016891804364378593357879931224244556401
f(z) = -257/56*z^3 + 125/7*z + 1
*
[ 2 ] 
f(z) = -257/56*z^3 + 132/7*z + 1
*
[ -2 ] 
f(z) = -257/56*z^3 + 139/7*z + 1
*
[ -7/4 ] 
f(z) = -256/49*z^3 + 123/7*z + 1
*
-2 | 0.11654195670461969524687975198342075557 | 0.016890816470819277644169991001881014520
f(z) = -255/56*z^3 + 124/7*z + 1
*
[ 2 ] 
f(z) = -255/56*z^3 + 131/7*z + 1
*
[ -2 ] 
f(z) = -255/56*z^3 + 138/7*z + 1
*
-2 | 0.11631153885112655564587036979434805802 | 0.016857421238878758236307165900857570695
f(z) = -253/40*z^3 + 124/5*z + 1
*
[ 2 ] 
f(z) = -253/40*z^3 + 129/5*z + 1
*
[ -2 ] 
f(z) = -253/40*z^3 + 134/5*z + 1
*
-2 | 0.11639834824410747367486080888688693377 | 0.016889823966488719947717143096038204191
f(z) = -253/56*z^3 + 123/7*z + 1
*
[ 2 ] 
f(z) = -253/56*z^3 + 130/7*z + 1
*
[ -2 ] 
f(z) = -253/56*z^3 + 137/7*z + 1
*
-2 | 0.11616642525188783901472344294101895171 | 0.016856171096224993822762188406591942231
f(z) = -251/40*z^3 + 123/5*z + 1
*
[ 2 ] 
f(z) = -251/40*z^3 + 128/5*z + 1
*
[ -2 ] 
f(z) = -251/40*z^3 + 133/5*z + 1
*
-2 | 0.11625360767509540292033856622172530195 | 0.016888826839062411873283345483043034419
f(z) = -251/56*z^3 + 122/7*z + 1
*
[ 2 ] 
f(z) = -251/56*z^3 + 129/7*z + 1
*
[ -2 ] 
f(z) = -251/56*z^3 + 136/7*z + 1
*
-2 | 0.11602016021990775026702354429710699522 | 0.016854912591362650651336078691433710585
f(z) = -249/40*z^3 + 122/5*z + 1
*
[ 2 ] 
f(z) = -249/40*z^3 + 127/5*z + 1
*
[ -2 ] 
f(z) = -249/40*z^3 + 132/5*z + 1
*
-2 | 0.11610771685555516823645491893955666139 | 0.016887825077269189205701216696612755825
f(z) = -249/56*z^3 + 121/7*z + 1
*
[ 2 ] 
f(z) = -249/56*z^3 + 128/7*z + 1
*
[ -2 ] 
f(z) = -249/56*z^3 + 135/7*z + 1
*
-2 | 0.11587272525323139632815842988822913307 | 0.016853645634402285640767499406276809886
f(z) = -247/40*z^3 + 121/5*z + 1
*
[ 2 ] 
f(z) = -247/40*z^3 + 126/5*z + 1
*
[ -2 ] 
f(z) = -247/40*z^3 + 131/5*z + 1
*
-2 | 0.11596065720028743172398919902284902182 | 0.016886818670959977751161079619251418811
f(z) = -247/56*z^3 + 120/7*z + 1
*
[ 2 ] 
f(z) = -247/56*z^3 + 127/7*z + 1
*
[ -2 ] 
f(z) = -247/56*z^3 + 134/7*z + 1
*
[ 9/7 ] 
f(z) = -245/54*z^3 + 139/18*z + 1
*
[ 2 ] 
f(z) = -243/40*z^3 + 124/5*z + 1
*
[ -2 ] 
f(z) = -243/40*z^3 + 129/5*z + 1
*
[ 5/3 ] 
f(z) = -243/50*z^3 + 139/10*z + 1
*
[ 2 ] 
f(z) = -243/56*z^3 + 125/7*z + 1
*
[ -2 ] 
f(z) = -243/56*z^3 + 132/7*z + 1
*
15/11 | 0.10700827127488705845300568369227393016 | 0.017801283518145031536402820859445907724
f(z) = -242/45*z^3 + 136/15*z + 1
*
[ -14/11 ] 
f(z) = -242/49*z^3 + 137/14*z + 1
*
[ 2 ] 
f(z) = -241/40*z^3 + 123/5*z + 1
*
[ -2 ] 
f(z) = -241/40*z^3 + 128/5*z + 1
*
[ 2 ] 
f(z) = -241/56*z^3 + 124/7*z + 1
*
[ -2 ] 
f(z) = -241/56*z^3 + 131/7*z + 1
*
[ -2/7 ] 
f(z) = -245/52*z^3 + 127/26*z + 1
*
-3/7 | 0.19303804213972542400779095157223040163 | 0.027147558945165207352536501255267056936
f(z) = -245/54*z^3 + 131/30*z + 1
*
[ -2/9 ] 
f(z) = -243/44*z^3 + 127/22*z + 1
*
[ -7/18 ] 
f(z) = -243/49*z^3 + 121/28*z + 1
*
[ -10/27 ] 
f(z) = -243/50*z^3 + 131/30*z + 1
*
[ -6/11 ] 
f(z) = -242/45*z^3 + 133/30*z + 1
*
-15/22 | 0.13200398903871875795783153682421655235 | 0.021352665165646749703839149675373032914
f(z) = -242/45*z^3 + 137/30*z + 1
*
0 | 0.14257249334847440381131650458397048993 | 0.025693014686996587301464315257945452938
f(z) = -257/59*z^3 + 139/59*z + 1
*
-5/16 | 0.15530012957376675698221716905311874467 | 0.028006340848185843345557947712802404705
f(z) = -256/45*z^3 + 124/45*z + 1
*
[ 3/4 ] 
f(z) = -256/51*z^3 + 127/51*z + 1
*
[ 3/4 ] 
f(z) = -256/57*z^3 + 125/57*z + 1
*
0 | 0.14250249656987516501708397425019230691 | 0.025698455639456927362172596349049986308
f(z) = -256/59*z^3 + 138/59*z + 1
*
0 | 0.12958720437697006896983114770280133612 | 0.023385858355391601854219769514408510329
f(z) = -255/58*z^3 + 139/58*z + 1
*
0 | 0.14243223408371751936411838957957821564 | 0.025703927077816932320948378483010371946
f(z) = -255/59*z^3 + 137/59*z + 1
*
0 | 0.14236170386412370867643024018569551848 | 0.025709429302843122676169552974454125149
f(z) = -254/59*z^3 + 136/59*z + 1
*
0 | 0.12192786680613919248321340205211617239 | 0.022034933028757062768832886430939991174
f(z) = -253/57*z^3 + 139/57*z + 1
*
0 | 0.12944580154007593864218995176552088119 | 0.023393582144141420009554918092307872279
f(z) = -253/58*z^3 + 137/58*z + 1
*
0 | 0.14229090386194757931488608801966207200 | 0.025714962619533465899099447639103694744
f(z) = -253/59*z^3 + 135/59*z + 1
*
0 | 0.14221983200441672490449186732066054205 | 0.025720527337194630662031043702810121113
f(z) = -252/59*z^3 + 134/59*z + 1
*
0 | 0.11074212251963007142412749547613834017 | 0.020042180023893392362541724775354329556
f(z) = -251/56*z^3 + 139/56*z + 1
*
0 | 0.12178530158531017102198833153115401758 | 0.022040781620419761060379967693540335149
f(z) = -251/57*z^3 + 137/57*z + 1
*
0 | 0.12930331015249169971319903683638986172 | 0.023401395609897126092740802519599639095
f(z) = -251/58*z^3 + 135/58*z + 1
*
0 | 0.14214848619476772009086326641859343461 | 0.025726123769520975287266938212503846279
f(z) = -251/59*z^3 + 133/59*z + 1
*
0 | 0.12171257146341063215295633624734266011 | 0.022043544865030811231868993345979925845
f(z) = -250/57*z^3 + 136/57*z + 1
*
0 | 0.14207686431187428457751102664090824519 | 0.025731752234675316636434696673938754315
f(z) = -250/59*z^3 + 132/59*z + 1
*
0 | 0.14196554102177275526942185402931585448 | 0.025730267876457409425352471740726031105
f(z) = -249/55*z^3 + 139/55*z + 1
*
0 | 0.11345083316791904507019572729989445155 | 0.020562175209617529586967690951351798762
f(z) = -249/56*z^3 + 137/56*z + 1
*
0 | 0.12915971331645414977924090365802084044 | 0.023409300584915345970292666380653856108
f(z) = -249/58*z^3 + 133/58*z + 1
*
0 | 0.14200496420986821231356016240060872875 | 0.025737413055371527086555121038341938894
f(z) = -249/59*z^3 + 131/59*z + 1
*
0 | 0.14189320874574672392450160013708725174 | 0.025735928635052093310163046659000812140
f(z) = -248/55*z^3 + 138/55*z + 1
*
0 | 0.12156833989999870899272044606523195077 | 0.022049498687102636360020933484392377076
f(z) = -248/57*z^3 + 134/57*z + 1
*
0 | 0.14193278371775289618241357386431829059 | 0.025743106558959008716306159993003924212
f(z) = -248/59*z^3 + 130/59*z + 1
*
0 | 0.11541211949735528845335249870926556049 | 0.020948263662966497516450350742709030639
f(z) = -247/54*z^3 + 139/54*z + 1
*
0 | 0.14182059270872389920686699913307305459 | 0.025741622126336666263612118601464074910
f(z) = -247/55*z^3 + 137/55*z + 1
*
0 | 0.10665022697418707476836353760410704234 | 0.019357906986724115832447930933520938484
f(z) = -247/56*z^3 + 135/56*z + 1
*
0 | 0.12901499373748164503288184763038992948 | 0.023417298954904549552127129031301800938
f(z) = -247/58*z^3 + 131/58*z + 1
*
0 | 0.14186032063900927388081616251042739194 | 0.025748833077509095355031126109290653347
f(z) = -247/59*z^3 + 129/59*z + 1
*
0 | 0.14174769067456579178717447536581190893 | 0.025747348683617456574386404639812729609
f(z) = -246/55*z^3 + 136/55*z + 1
*
0 | 0.14178757275119401586973810384934731221 | 0.025754592947903434730286168491699581764
f(z) = -246/59*z^3 + 128/59*z + 1
*
0 | 0.14165443339682744711631640474032127430 | 0.025749460937010084625636633347077070784
f(z) = -245/53*z^3 + 139/53*z + 1
*
0 | 0.11526594949166713822028825698128781989 | 0.020952652117060628428266097662658591365
f(z) = -245/54*z^3 + 137/54*z + 1
*
0 | 0.12135089673910999446206509854442992783 | 0.022058753124241008200921515138652866259
f(z) = -245/57*z^3 + 131/57*z + 1
*
0 | 0.12886913371185200766355981574941353528 | 0.023425392661053000119272677929531930738
f(z) = -245/58*z^3 + 129/58*z + 1
*
0 | 0.14171453780552977131823864648920590088 | 0.025760386511924404589258524939220208717
f(z) = -245/59*z^3 + 127/59*z + 1
*
0 | 0.14158087389976293588439119061608679662 | 0.025755237623678771830383840792772261539
f(z) = -244/53*z^3 + 138/53*z + 1
*
0 | 0.14160101953712766596181073736427341420 | 0.025758902353688677170644088073014317427
f(z) = -244/55*z^3 + 134/55*z + 1
*
0 | 0.12127646068467977150221842695756227858 | 0.022061624406302621751094920368563837650
f(z) = -244/57*z^3 + 130/57*z + 1
*
0 | 0.14164121352648728284354976548494058773 | 0.025766214116347618367458577419826430287
f(z) = -244/59*z^3 + 126/59*z + 1
*
[ 5/6 ] 
f(z) = -243/50*z^3 + 127/40*z + 1
*
0 | 0.11582608262165551006866752680844821740 | 0.021085888773750376413329062783014932500
f(z) = -243/52*z^3 + 139/52*z + 1
*
0 | 0.14150702091663439210375596207363078520 | 0.025761048256284998352600441454380296538
f(z) = -243/53*z^3 + 137/53*z + 1
*
0 | 0.14152724582713388309288069179743913109 | 0.025764730157663329088904131576997425486
f(z) = -243/55*z^3 + 133/55*z + 1
*
0 | 0.12872211511358223145036658892623243716 | 0.023433583702151565516208923899042675971
f(z) = -243/58*z^3 + 127/58*z + 1
*
0 | 0.14156759761135917556936993680316099928 | 0.025772076113036577737039063600715017943
f(z) = -243/59*z^3 + 125/59*z + 1
*
0 | 0.14143287209518979295151851182626786566 | 0.025766893186128392100901244778879387804
f(z) = -242/53*z^3 + 136/53*z + 1
*
0 | 0.14149368772982522057389303492264339770 | 0.025777972859039531189371956786887659409
f(z) = -242/59*z^3 + 124/59*z + 1
*
0 | 0.12099436792134956415589191988842605040 | 0.022059953976153110851685431567014117171
f(z) = -241/51*z^3 + 139/51*z + 1
*
0 | 0.11567740634991924668378930666489912718 | 0.021090554081151624099100945476513445173
f(z) = -241/52*z^3 + 137/52*z + 1
*
0 | 0.14135842505477240975797009318311832694 | 0.025772772769694602301787485156628739965
f(z) = -241/53*z^3 + 135/53*z + 1
*
0 | 0.11497010045686935335130209399308412233 | 0.020961596546054741839797637860628968710
f(z) = -241/54*z^3 + 133/54*z + 1
*
0 | 0.14137881039966430796457322072192826265 | 0.025776489469718157137225896861667234826
f(z) = -241/55*z^3 + 131/55*z + 1
*
0 | 0.11286441526613238284965781668475923346 | 0.020577683483042423086473161414148980576
f(z) = -241/56*z^3 + 129/56*z + 1
*
0 | 0.12105552410924699807462929664134924440 | 0.022071104104159493153374731927992949180
f(z) = -241/57*z^3 + 127/57*z + 1
*
0 | 0.12857391938088599942645899919353740985 | 0.023441874136816675976312763938248325917
f(z) = -241/58*z^3 + 125/58*z + 1
*
0 | 0.14141948152350886717328973655191671332 | 0.025783904716688599694674696218465148991
f(z) = -241/59*z^3 + 123/59*z + 1
*
[ 2/3 ] 
f(z) = -255/44*z^3 + 137/66*z + 1
*
[ 2/3 ] 
f(z) = -255/52*z^3 + 131/78*z + 1
*
[ 2/3 ] 
f(z) = -249/44*z^3 + 133/66*z + 1
*
[ 2/3 ] 
f(z) = -249/52*z^3 + 127/78*z + 1
*
-4/7 | 0.080132038940082155782112107892515119875 | 0.011269225622105909678445629027376099240
f(z) = -245/48*z^3 + 121/60*z + 1
*
-4/35 | 0.13592606671958784764548348231313496627 | 0.019115718681934817633707101456341042077
f(z) = -245/48*z^3 + 139/60*z + 1
*
[ 20/27 ] 
f(z) = -243/50*z^3 + 139/60*z + 1
*
5/8 | 0.11699319436514257179537594196232943058 | 0.018753944592038867324754649692178482826
f(z) = -256/45*z^3 + 137/90*z + 1
*
-7/18 | 0.22873620416135633908134072638831041795 | 0.028670985079317077596491553240716838916
f(z) = -243/49*z^3 + 139/84*z + 1
*
-3/35 | 0.23662325452903262556449409183536116192 | 0.028331047936180329755834252755516437663
f(z) = -245/54*z^3 + 157/10*z + 1
*
[ -5/3 ] 
f(z) = -243/50*z^3 + 151/10*z + 1
*
[ 15/11 ] 
f(z) = -242/45*z^3 + 154/15*z + 1
*
-2/7 | 0.20625299466754002173320115216631910968 | 0.027490362701431494096776148581013041186
f(z) = -259/40*z^3 + 141/35*z + 1
*
[ -2/5 ] 
f(z) = -255/56*z^3 + 148/35*z + 1
*
[ -3/4 ] 
f(z) = -253/54*z^3 + 159/32*z + 1
*
[ -3/13 ] 
f(z) = -247/54*z^3 + 145/26*z + 1
*
[ -3/4 ] 
f(z) = -247/54*z^3 + 157/32*z + 1
*
-12/35 | 0.23731225479683316075651178020559654845 | 0.028592584876055704925565779831127568551
f(z) = -245/54*z^3 + 149/20*z + 1
*
[ -2/9 ] 
f(z) = -243/52*z^3 + 149/26*z + 1
*
[ -15/22 ] 
f(z) = -242/45*z^3 + 149/30*z + 1
*
[ -3/4 ] 
f(z) = -241/54*z^3 + 155/32*z + 1
*
0 | 0.12236046732775436849624717566532381780 | 0.022004580633653019744452131591382073737
f(z) = -260/51*z^3 + 158/51*z + 1
*
0 | 0.14272412514264028864733762319813170417 | 0.025666660063143209230961712829695112640
f(z) = -260/53*z^3 + 154/53*z + 1
*
0 | 0.12241733801485514061317884441859850245 | 0.022014807920679050404538545221450277487
f(z) = -260/57*z^3 + 146/57*z + 1
*
0 | 0.14278090935600047738447114471852410501 | 0.025676871799244673186911347717835400138
f(z) = -260/59*z^3 + 142/59*z + 1
*
0 | 0.12979070166624745053416946350889807099 | 0.023356976358658717883574408460983344243
f(z) = -259/50*z^3 + 159/50*z + 1
*
0 | 0.12229200909622704979295029663106073541 | 0.022007520790345353503242392527949569138
f(z) = -259/51*z^3 + 157/51*z + 1
*
0 | 0.11697436571711301214082219316844205491 | 0.021050564174076097592853449181360287257
f(z) = -259/52*z^3 + 155/52*z + 1
*
0 | 0.14265470367615224603050788290779604137 | 0.025671966469396530133515031752645170458
f(z) = -259/53*z^3 + 153/53*z + 1
*
0 | 0.11626569939076684333995235716084028362 | 0.020923033446388002540485372176764005295
f(z) = -259/54*z^3 + 151/54*z + 1
*
0 | 0.14267373070088912239018664187879161104 | 0.025675390549559819729015675170807535220
f(z) = -259/55*z^3 + 149/55*z + 1
*
0 | 0.12234805667912787185975895807065812373 | 0.022017607044999718334583379914887228969
f(z) = -259/57*z^3 + 145/57*z + 1
*
0 | 0.12986681007797423067448409292330519793 | 0.023370672735599253025968785925975530627
f(z) = -259/58*z^3 + 143/58*z + 1
*
0 | 0.14271169777226674492120872058255431586 | 0.025682223057414311528065472664821783534
f(z) = -259/59*z^3 + 141/59*z + 1
*
0 | 0.14258502088506423206876759916602172969 | 0.025677302113315648261793225176630910204
f(z) = -258/53*z^3 + 152/53*z + 1
*
0 | 0.14260411860189794935923863302872331072 | 0.025680741309395082155875515300296061201
f(z) = -258/55*z^3 + 148/55*z + 1
*
0 | 0.14264222642247570326036544303478235923 | 0.025687603923825273765224673773651759179
f(z) = -258/59*z^3 + 140/59*z + 1
*
0 | 0.14247664802616552749447899247935371386 | 0.025675742384212747185455862341519879140
f(z) = -257/49*z^3 + 159/49*z + 1
*
0 | 0.12965085911023615290446361810911344443 | 0.023364404655245284843779627989926094228
f(z) = -257/50*z^3 + 157/50*z + 1
*
0 | 0.12215223787267730802557028592652940648 | 0.022013076772398200528310038867198106778
f(z) = -257/51*z^3 + 155/51*z + 1
*
0 | 0.11683466571799444844460192518988462742 | 0.021054796137328611566430356355552708112
f(z) = -257/52*z^3 + 153/52*z + 1
*
0 | 0.14251507479378393661552811031285684609 | 0.025682667278921437184056428829179246287
f(z) = -257/53*z^3 + 151/53*z + 1
*
0 | 0.11612614151781575780640521570901847291 | 0.020927112863691885189240040952708240189
f(z) = -257/54*z^3 + 149/54*z + 1
*
0 | 0.14253424373036857152728904586560148081 | 0.025686121716433442728745229869409500357
f(z) = -257/55*z^3 + 147/55*z + 1
*
0 | 0.11401924181125657754070230871885346368 | 0.020547428088366090802871612307091978079
f(z) = -257/56*z^3 + 145/56*z + 1
*
0 | 0.12220974481030686626088719527508507935 | 0.022023440107978711695099849307026663938
f(z) = -257/57*z^3 + 143/57*z + 1
*
0 | 0.12972753517626545253319053647164967573 | 0.023378222462904836417832306039936611265
f(z) = -257/58*z^3 + 141/58*z + 1
*
0 | 0.14240629247380445766235703143071562657 | 0.025681106492917625498297461535103740372
f(z) = -256/49*z^3 + 158/49*z + 1
*
0 | 0.12208195451154500062848009278761865483 | 0.022015878794479748175405935716200419032
f(z) = -256/51*z^3 + 154/51*z + 1
*
0 | 0.14244486340422293477942879516225085302 | 0.025688062254172276774157809640492269407
f(z) = -256/53*z^3 + 150/53*z + 1
*
0 | 0.14246410409414704495514714391651859128 | 0.025691532060164376273682470007642942967
f(z) = -256/55*z^3 + 146/55*z + 1
*
0 | 0.12213864309418495833215601563198983051 | 0.022026101836610959570466568857402390037
f(z) = -256/57*z^3 + 142/57*z + 1
*
0 | 0.14233566851571834965940408464018470587 | 0.025686500444484622754655509971532918029
f(z) = -255/49*z^3 + 157/49*z + 1
*
0 | 0.11669390343211472332526321228024054443 | 0.021059078399920864022157075381877601061
f(z) = -255/52*z^3 + 151/52*z + 1
*
0 | 0.14237438469545371422952073011324368687 | 0.025693487331034928072177856007509130880
f(z) = -255/53*z^3 + 149/53*z + 1
*
0 | 0.10401842059043449094251551239731937686 | 0.018771606826265935635839486776379754909
f(z) = -255/56*z^3 + 143/56*z + 1
*
0 | 0.14226477409545265582016796967467215796 | 0.025691924531775140412054984642767139536
f(z) = -254/49*z^3 + 156/49*z + 1
*
0 | 0.12194058215528046503487513010745637186 | 0.022021531710950304654294891213991311629
f(z) = -254/51*z^3 + 152/51*z + 1
*
0 | 0.14230363662336013914803813837995898696 | 0.025698942805556977327312217755250392430
f(z) = -254/53*z^3 + 148/53*z + 1
*
0 | 0.14232302244491548369420970943876466599 | 0.025702443735900086709783522144006225131
f(z) = -254/55*z^3 + 144/55*z + 1
*
0 | 0.12199770613570290362983875843987833248 | 0.022031847862670218038524500714014076023
f(z) = -254/57*z^3 + 140/57*z + 1
*
0 | 0.14217405608746955498264516067319011600 | 0.025693845766162478074264663758690924147
f(z) = -253/47*z^3 + 159/47*z + 1
*
0 | 0.096167045651040976465357084776879196708 | 0.017379410187363464316460746878214633097
f(z) = -253/48*z^3 + 157/48*z + 1
*
0 | 0.14219360713282028926793114365350360085 | 0.025697379051753626713921538810959753649
f(z) = -253/49*z^3 + 155/49*z + 1
*
0 | 0.12936796435725974761899641926639539682 | 0.023379515326149525720463765945756480959
f(z) = -253/50*z^3 + 153/50*z + 1
*
0 | 0.12186845541955471604779658653430555648 | 0.022024196140145569253866997096073024078
f(z) = -253/51*z^3 + 151/51*z + 1
*
0 | 0.11655206257420713576873488828843365951 | 0.021063412003012623882218757898513634877
f(z) = -253/52*z^3 + 149/52*z + 1
*
0 | 0.14223261712028119948223837302899688120 | 0.025704428977940890481382482862618080663
f(z) = -253/53*z^3 + 147/53*z + 1
*
0 | 0.11584382909269498263757249278876266756 | 0.020935419299272005533526159709750721013
f(z) = -253/54*z^3 + 145/54*z + 1
*
0 | 0.11373721922008430037378515394320846462 | 0.020554710535339480251937925168310462282
f(z) = -253/56*z^3 + 141/56*z + 1
*
0 | 0.14210253984034529038601439968264829785 | 0.025699314990998466119331245605482747975
f(z) = -252/47*z^3 + 158/47*z + 1
*
0 | 0.14216132409464789005811041815845033785 | 0.025709946152619720608215387464554740285
f(z) = -252/53*z^3 + 146/53*z + 1
*
0 | 0.14218085725566985390256388687250875825 | 0.025713478734503459883258049964924840483
f(z) = -252/55*z^3 + 142/55*z + 1
*
0 | 0.12918547729098410647341988626659160369 | 0.023380070143404942312885540527208501546
f(z) = -251/46*z^3 + 159/46*z + 1
*
0 | 0.14203074624538834991493476769302059903 | 0.025704815118325066144249291833308354397
f(z) = -251/47*z^3 + 157/47*z + 1
*
0 | 0.096024844407746246664398451742309744907 | 0.017378637636688415971947360106343798170
f(z) = -251/48*z^3 + 155/48*z + 1
*
0 | 0.14205044713883715157239531852069175436 | 0.025708380598597149913889748439834698479
f(z) = -251/49*z^3 + 153/49*z + 1
*
0 | 0.12922487911276312022178154696237984718 | 0.023387201110261969778346819643875360931
f(z) = -251/50*z^3 + 151/50*z + 1
*
0 | 0.12172544480868398663975792345426806182 | 0.022029948702777431145633332301604262406
f(z) = -251/51*z^3 + 149/51*z + 1
*
0 | 0.11640912648148528809332080291269794097 | 0.021067798018342490817546970429210144950
f(z) = -251/52*z^3 + 147/52*z + 1
*
0 | 0.14208975543061305990330986200546971340 | 0.025715494638334512124570091807281601488
f(z) = -251/53*z^3 + 145/53*z + 1
*
0 | 0.11570104169136547637845511156588480362 | 0.020939648381033106132976126339407389605
f(z) = -251/54*z^3 + 143/54*z + 1
*
0 | 0.14210936310512348121630999370405047355 | 0.025719043247783623145847809336187836368
f(z) = -251/55*z^3 + 141/55*z + 1
*
0 | 0.14195867314237043982695741469601395988 | 0.025710346456157263658903110180979952179
f(z) = -250/47*z^3 + 156/47*z + 1
*
0 | 0.14197844982511343696205024794558040593 | 0.025713928240586637852052731667862778605
f(z) = -250/49*z^3 + 152/49*z + 1
*
0 | 0.12165352304779562016770978480337499845 | 0.022032850518644334613941825643191442318
f(z) = -250/51*z^3 + 148/51*z + 1
*
0 | 0.14201790898767406778003533474317211393 | 0.025721074748213446933978520592318607771
f(z) = -250/53*z^3 + 144/53*z + 1
*
0 | 0.12904097312978935594877601876256040135 | 0.023387779751136977645618216784635300085
f(z) = -249/46*z^3 + 157/46*z + 1
*
0 | 0.14188631834571818368482235014079927585 | 0.025715909316893569144833362340691074166
f(z) = -249/47*z^3 + 155/47*z + 1
*
0 | 0.14190617140350752148833577730007187196 | 0.025719507545670847623152532552883334869
f(z) = -249/49*z^3 + 151/49*z + 1
*
0 | 0.12908067928104921092810507955197761100 | 0.023394976215158500436285665375725941115
f(z) = -249/50*z^3 + 149/50*z + 1
*
0 | 0.11626507810187932491210830428613223255 | 0.021072237549390923818870365171664830575
f(z) = -249/52*z^3 + 145/52*z + 1
*
0 | 0.14194578260028807544610436385335560662 | 0.025726686799852779057566567389533088427
f(z) = -249/53*z^3 + 143/53*z + 1
*
0 | 0.12823060287068888463887832296688410231 | 0.023257868882387067465666803065292860328
f(z) = -248/45*z^3 + 158/45*z + 1
*
0 | 0.14181367964411496252905393043143272653 | 0.025721504017397048786138792073716696017
f(z) = -248/47*z^3 + 154/47*z + 1
*
0 | 0.14183360966952427866229141258959344570 | 0.025725118832483428384955732960361796166
f(z) = -248/49*z^3 + 150/49*z + 1
*
0 | 0.12150986937024179673636268602271512069 | 0.022038893575030120133126613043694683557
f(z) = -248/51*z^3 + 146/51*z + 1
*
0 | 0.14187337407747980553942135310617148246 | 0.025732331115399605747486867791333488687
f(z) = -248/53*z^3 + 142/53*z + 1
*
0 | 0.11603986924662757737121309980765436349 | 0.021062205485709111325821228677141028586
f(z) = -247/44*z^3 + 159/44*z + 1
*
0 | 0.12815760021320972975219936192032858597 | 0.023261674868910879473046250627233375988
f(z) = -247/45*z^3 + 157/45*z + 1
*
0 | 0.12889533213330168120184093988549021537 | 0.023395579374278072466250596449134153609
f(z) = -247/46*z^3 + 155/46*z + 1
*
0 | 0.14174075480009490332704364919573603916 | 0.025727130879078198239911977566049214010
f(z) = -247/47*z^3 + 153/47*z + 1
*
0 | 0.095733972816250921659670692614652093372 | 0.017376515679569055171041875197596634832
f(z) = -247/48*z^3 + 151/48*z + 1
*
0 | 0.14176076239262573384452584068654123910 | 0.025730762424235001648430546673575372856
f(z) = -247/49*z^3 + 149/49*z + 1
*
0 | 0.12893534735486892552954426881738713733 | 0.023402842471217747562054629372998246984
f(z) = -247/50*z^3 + 147/50*z + 1
*
0 | 0.12143606579936766642442580699420914005 | 0.022041660231504509874811439035507556228
f(z) = -247/51*z^3 + 145/51*z + 1
*
0 | 0.14180068120244158621237398666233245513 | 0.025738008021636524570939623508267316021
f(z) = -247/53*z^3 + 141/53*z + 1
*
0 | 0.14166754154962882910773991677072406979 | 0.025732790227979709243533904003010483995
f(z) = -246/47*z^3 + 152/47*z + 1
*
0 | 0.14168762731581909866920474994637519145 | 0.025736438648798541530188832328382317612
f(z) = -246/49*z^3 + 148/49*z + 1
*
0 | 0.14172770173212549972326680931053016076 | 0.025743717850068227497893305963703902599
f(z) = -246/53*z^3 + 140/53*z + 1
*
0 | 0.14155360988203002037298731829471289709 | 0.025731133581532719505150799351104038018
f(z) = -245/43*z^3 + 159/43*z + 1
*
0 | 0.12874853626664549157464644131932851106 | 0.023403470867784806169771672618091482309
f(z) = -245/46*z^3 + 153/46*z + 1
*
0 | 0.14159403760170197899586858917145587996 | 0.025738482394863180415465682863225171253
f(z) = -245/47*z^3 + 151/47*z + 1
*
0 | 0.095587334160805025323474770036177566983 | 0.017375540376851371171054823012142221990
f(z) = -245/48*z^3 + 149/48*z + 1
*
-3/7 | 0.14749418362644232017802456664979512284 | 0.026810990864549448218786810467449490944
f(z) = -245/48*z^3 + 157/48*z + 1
*
0 | 0.12128966202511541490185487455768714372 | 0.022047622086276419335811336725534582040
f(z) = -245/51*z^3 + 143/51*z + 1
*
0 | 0.11597357425348007401128203605340784892 | 0.021081281738636392959608714485353497940
f(z) = -245/52*z^3 + 141/52*z + 1
*
0 | 0.14147965333482150199935130471071750616 | 0.025736824404218667879370787112996879435
f(z) = -244/43*z^3 + 158/43*z + 1
*
0 | 0.12793684892541975517380784038922018708 | 0.023273227902461726335117726888353346948
f(z) = -244/45*z^3 + 154/45*z + 1
*
0 | 0.14152024063788330099839708251357507844 | 0.025744207715297825221048902038793603442
f(z) = -244/47*z^3 + 150/47*z + 1
*
0 | 0.14154048459970707974522069301916963913 | 0.025747890331691231845751470860689940467
f(z) = -244/49*z^3 + 146/49*z + 1
*
0 | 0.12121602362459616856673098674507857076 | 0.022050630189351879005625303892767463734
f(z) = -244/51*z^3 + 142/51*z + 1
*
0 | 0.14140540015981530853902168819502596432 | 0.025742548416465751045333516011218050215
f(z) = -243/43*z^3 + 157/43*z + 1
*
0 | 0.11574478624559998421248240291489544098 | 0.021071088943656707133962290095811161968
f(z) = -243/44*z^3 + 155/44*z + 1
*
0 | 0.12860056706221822185680175423926990892 | 0.023411456141297250476125136845212551041
f(z) = -243/46*z^3 + 151/46*z + 1
*
0 | 0.14144614831188611486273535941183981524 | 0.025749966529751231747479855705829474568
f(z) = -243/47*z^3 + 149/47*z + 1
*
0 | 0.14146647231031864792083566613982333612 | 0.025753666469874270536725836736056243743
f(z) = -243/49*z^3 + 145/49*z + 1
*
0 | 0.12864121509731545194107560732710570795 | 0.023418856028503411127130983779226897000
f(z) = -243/50*z^3 + 143/50*z + 1
*
0 | 0.14133084796729578006858574032401124363 | 0.025748305959786247129479694457041031687
f(z) = -242/43*z^3 + 156/43*z + 1
*
0 | 0.14137175824911993661470381705524042994 | 0.025755759183682230664876748747681692360
f(z) = -242/47*z^3 + 148/47*z + 1
*
0 | 0.14139216291997304258066670037921560018 | 0.025759476600762018371922141734636008180
f(z) = -242/49*z^3 + 144/49*z + 1
*
0 | 0.12106889575483728636947382391376820319 | 0.022056890020431846256878392056005578341
f(z) = -242/51*z^3 + 140/51*z + 1
*
0 | 0.14123540630106292708904070609397741371 | 0.025750343725337769456710453144080407299
f(z) = -241/41*z^3 + 159/41*z + 1
*
0 | 0.10806562582941759366451011557586082046 | 0.019702757848619577526594251531833890353
f(z) = -241/42*z^3 + 157/42*z + 1
*
0 | 0.14125599433854409909792101614596867598 | 0.025754097380711126970057814267029373684
f(z) = -241/43*z^3 + 155/43*z + 1
*
0 | 0.11559546201176195980842507928990909933 | 0.021075613812778709962253456792876159891
f(z) = -241/44*z^3 + 153/44*z + 1
*
0 | 0.12771343352574781583078227753532989339 | 0.023284988500835518517722556950743075084
f(z) = -241/45*z^3 + 151/45*z + 1
*
0 | 0.12845140560573072375285156886982867217 | 0.023419537161238383235724198239615334087
f(z) = -241/46*z^3 + 149/46*z + 1
*
0 | 0.14129706804623325048810385958185698629 | 0.025761586027635929545635666544300659712
f(z) = -241/47*z^3 + 147/47*z + 1
*
0 | 0.095291559067662600864523720033657101975 | 0.017373762460703680079732980832198267694
f(z) = -241/48*z^3 + 145/48*z + 1
*
0 | 0.14131755403293062326183467955073634896 | 0.025765321076890403039040349253999991931
f(z) = -241/49*z^3 + 143/49*z + 1
*
0 | 0.12849237761826185853754816294778775738 | 0.023427007266882761071078694171971962469
f(z) = -241/50*z^3 + 141/50*z + 1
*
[ 5/7 ] 
f(z) = -259/50*z^3 + 157/70*z + 1
*
21/25 | 0.10431870779786640348473896981856254753 | 0.013333089766230731025506276669790463974
f(z) = -250/49*z^3 + 157/70*z + 1
*
[ 21/32 ] 
f(z) = -256/49*z^3 + 145/84*z + 1
*
[ 2/3 ] 
f(z) = -243/59*z^3 + 157/118*z + 1
*
-5/11 | 0.17147111735728376320552942553102722806 | 0.027736778116875431435251778731278890390
f(z) = -242/51*z^3 + 151/102*z + 1
*
-12/7 | 0.15539541215069887384820470746845495929 | 0.023720578012064523081881500604552425598
f(z) = -245/48*z^3 + 175/12*z + 1
*
[ -9/7 ] 
f(z) = -245/54*z^3 + 167/18*z + 1
*
[ -12/7 ] 
f(z) = -245/54*z^3 + 179/12*z + 1
*
[ 14/9 ] 
f(z) = -243/49*z^3 + 173/14*z + 1
*
[ -15/11 ] 
f(z) = -242/45*z^3 + 176/15*z + 1
*
[ -7/10 ] 
f(z) = -260/49*z^3 + 176/35*z + 1
*
[ -2/7 ] 
f(z) = -259/40*z^3 + 176/35*z + 1
*
[ -3/4 ] 
f(z) = -259/54*z^3 + 161/32*z + 1
*
-3/8 | 0.18792373304533427401747841991712762081 | 0.029895607701423756579441139508334522520
f(z) = -256/45*z^3 + 179/30*z + 1
*
[ -7/32 ] 
f(z) = -256/49*z^3 + 163/28*z + 1
*
[ -7/25 ] 
f(z) = -250/49*z^3 + 174/35*z + 1
*
[ -3/4 ] 
f(z) = -248/45*z^3 + 163/30*z + 1
*
[ 8/7 ] 
f(z) = -245/48*z^3 + 163/24*z + 1
*
-3/7 | 0.15107697692032535772793987066211247690 | 0.020756241060992554849154210692720645134
f(z) = -245/54*z^3 + 161/30*z + 1
*
-3/11 | 0.13168024430899900336800892145497119618 | 0.021182015100815118529153076435713198079
f(z) = -242/45*z^3 + 167/30*z + 1
*
0 | 0.14260977171685545065372295691196964471 | 0.025646095421364939679205010024232669465
f(z) = -260/41*z^3 + 178/41*z + 1
*
0 | 0.14262890414520921306429202817154799867 | 0.025649536083791475384768702642170550414
f(z) = -260/43*z^3 + 174/43*z + 1
*
0 | 0.14266708039173401335234835118611112891 | 0.025656401473514898247663020198146631442
f(z) = -260/47*z^3 + 166/47*z + 1
*
0 | 0.14268612446496334555639790057653562944 | 0.025659826246679956117004341273893925398
f(z) = -260/49*z^3 + 162/49*z + 1
*
-1/2 | 0.16518282162778230163752174755506323541 | 0.029705498819865999749324552534315972834
f(z) = -260/51*z^3 + 167/51*z + 1
*
-1/2 | 0.16445301010361105680179596575039644767 | 0.029574253844411801353903022512442439853
f(z) = -260/57*z^3 + 179/57*z + 1
*
0 | 0.11400573625625397337417405851957599366 | 0.020516333237308352232261027220954400697
f(z) = -259/40*z^3 + 179/40*z + 1
*
0 | 0.14253992474585785829968538563877157683 | 0.025651310993103228560831734197473587328
f(z) = -259/41*z^3 + 177/41*z + 1
*
0 | 0.14255912863223922266149750839290396988 | 0.025654766901072331876178857885491813162
f(z) = -259/43*z^3 + 173/43*z + 1
*
0 | 0.11689790587345366252094863150502014967 | 0.021036804553873639029483564052685305407
f(z) = -259/44*z^3 + 171/44*z + 1
*
0 | 0.12901518804620927659456611364787345392 | 0.023217415873535306376254658065418878546
f(z) = -259/45*z^3 + 169/45*z + 1
*
0 | 0.12975247187206321193683904337001711206 | 0.023350096571528405606214847183314181090
f(z) = -259/46*z^3 + 167/46*z + 1
*
0 | 0.14259744714188316858859381591481988053 | 0.025661662653328561725375564574633677389
f(z) = -259/47*z^3 + 165/47*z + 1
*
0 | 0.096590218456017541896655203500482499651 | 0.017382257896688590078518643264135279998
f(z) = -259/48*z^3 + 163/48*z + 1
*
0 | 0.14246981327000069328430205581610795016 | 0.025656555048025209092698943246943262660
f(z) = -258/41*z^3 + 176/41*z + 1
*
0 | 0.14252755098801362489411815657679837127 | 0.025666952695825440040036561397499466326
f(z) = -258/47*z^3 + 164/47*z + 1
*
0 | 0.14254673720588332220506151792593349384 | 0.025670407829538603582397051625052020180
f(z) = -258/49*z^3 + 160/49*z + 1
*
0 | 0.11101271682277500984709026581034880434 | 0.020005621679067534883281507090220516758
f(z) = -257/40*z^3 + 177/40*z + 1
*
0 | 0.14239943527788215580401776019345928302 | 0.025661827860947595441367856466750308235
f(z) = -257/41*z^3 + 175/41*z + 1
*
0 | 0.10922903450232478356263520071578379906 | 0.019684183967066167255117888883264844212
f(z) = -257/42*z^3 + 173/42*z + 1
*
0 | 0.14241878369446065528371129331025596025 | 0.025665314642581598721641179163607279206
f(z) = -257/43*z^3 + 171/43*z + 1
*
0 | 0.11675763303426689038875628085078175442 | 0.021040914063529471610623170212697903946
f(z) = -257/44*z^3 + 169/44*z + 1
*
0 | 0.12887498719509332880507794051231391110 | 0.023224584637773407907168686475992907048
f(z) = -257/45*z^3 + 167/45*z + 1
*
0 | 0.12961234289885773597724384454830387834 | 0.023357463641860505455229962133286503856
f(z) = -257/46*z^3 + 165/46*z + 1
*
0 | 0.14245738993678680930556097356031272776 | 0.025672271880459673879199134957919463960
f(z) = -257/47*z^3 + 163/47*z + 1
*
0 | 0.096451266526007218988234487270698693806 | 0.017381500100269116435027037951999081299
f(z) = -257/48*z^3 + 161/48*z + 1
*
0 | 0.14232878873506436009197801866486164723 | 0.025667129710476288923100538638914584066
f(z) = -256/41*z^3 + 174/41*z + 1
*
0 | 0.14234821023601790067235254731927717317 | 0.025670632123365325581776633300494700659
f(z) = -256/43*z^3 + 170/43*z + 1
*
-9/16 | 0.15543046292945291689571048607360804409 | 0.028029844758924698381533830121492727489
f(z) = -256/45*z^3 + 161/45*z + 1
*
0 | 0.12880448659553520231920473573898732788 | 0.023228199256953449727315735898346599434
f(z) = -256/45*z^3 + 166/45*z + 1
*
0 | 0.14238696197210099088633251723552405963 | 0.025677620490549439601143005509929021578
f(z) = -256/47*z^3 + 162/47*z + 1
*
-1/2 | 0.16087728673973027373255758227722056149 | 0.029012107971385082229846670371790294368
f(z) = -256/51*z^3 + 166/51*z + 1
*
-3/8 | 0.16204216327133933441574664586081801903 | 0.029222178170810123189520254747458313946
f(z) = -256/51*z^3 + 172/51*z + 1
*
0 | 0.14225787158372013907623593394783198188 | 0.025672460879074278001070030109462971819
f(z) = -255/41*z^3 + 173/41*z + 1
*
0 | 0.14227736672352452258730780425298807037 | 0.025675979054964218666222748998121412750
f(z) = -255/43*z^3 + 169/43*z + 1
*
0 | 0.11661628925468973813827356212491364746 | 0.021045071815178508805816817872974996294
f(z) = -255/44*z^3 + 167/44*z + 1
*
0 | 0.12947114516335627940989669401532672698 | 0.023364913815817194841018452232738385012
f(z) = -255/46*z^3 + 163/46*z + 1
*
0 | 0.14231626505474326251540193099992909375 | 0.025682998813346352756693277308277666750
f(z) = -255/47*z^3 + 161/47*z + 1
*
0 | 0.14218668174227305241524725581908198601 | 0.025677821653131035977001608057621229058
f(z) = -254/41*z^3 + 172/41*z + 1
*
0 | 0.14220625108174120682843849378900094699 | 0.025681355725398392724523965641516908401
f(z) = -254/43*z^3 + 168/43*z + 1
*
0 | 0.12866267482115925704717902606195461507 | 0.023235489969875887659004014567545065416
f(z) = -254/45*z^3 + 164/45*z + 1
*
0 | 0.14224529712203484441229354120457410014 | 0.025688407140106405488010042493412790282
f(z) = -254/47*z^3 + 160/47*z + 1
*
0 | 0.10396696963976675914839636234851917884 | 0.018789020699078858407743755208937588418
f(z) = -253/40*z^3 + 173/40*z + 1
*
0 | 0.14211521710503044032426961956997670284 | 0.025683212323033455631351306388051392570
f(z) = -253/41*z^3 + 171/41*z + 1
*
0 | 0.10894496428941644456685186590395161061 | 0.019688649156426877917313313521468918842
f(z) = -253/42*z^3 + 169/42*z + 1
*
0 | 0.14213486121140940656314589445045514649 | 0.025686762426712039022373612763013997813
f(z) = -253/43*z^3 + 167/43*z + 1
*
0 | 0.12859135948453801052921544494769869075 | 0.023239166472286298361353481894677493769
f(z) = -253/45*z^3 + 163/45*z + 1
*
0 | 0.14204347554180936132610976112427179216 | 0.025688633183238361258715622292804550928
f(z) = -252/41*z^3 + 170/41*z + 1
*
0 | 0.14206319498887914356320920990631795765 | 0.025692199455046479730853040945711382528
f(z) = -252/43*z^3 + 166/43*z + 1
*
[ 5/6 ] 
f(z) = -252/55*z^3 + 164/55*z + 1
*
0 | 0.11343696997503440377079824066598235053 | 0.020529895236581055675309438688896821435
f(z) = -251/40*z^3 + 171/40*z + 1
*
0 | 0.14197145489755524764608597286664716922 | 0.025694084532346639778988169637350461942
f(z) = -251/41*z^3 + 169/41*z + 1
*
0 | 0.10880231138875666290521744432975656544 | 0.019691111767183524947324410786200014477
f(z) = -251/42*z^3 + 167/42*z + 1
*
0 | 0.14199125026572957023925676900944210470 | 0.025697667110714854610881926565539957000
f(z) = -251/43*z^3 + 165/43*z + 1
*
0 | 0.11633032255887275638122691893830211710 | 0.021053536034124973584180391678066448109
f(z) = -251/44*z^3 + 163/44*z + 1
*
0 | 0.12844789932626887037649217707226046186 | 0.023246582812530827231094926769179012575
f(z) = -251/45*z^3 + 161/45*z + 1
*
0 | 0.14189915299195310741939526649440969666 | 0.025699566673179033881434545118625779901
f(z) = -250/41*z^3 + 168/41*z + 1
*
0 | 0.14191902486838212281205846852719768483 | 0.025703165698278483325949762766874752561
f(z) = -250/43*z^3 + 164/43*z + 1
*
-3/5 | 0.15924536897975614701346190128951563995 | 0.028841165653203871948930761563788097076
f(z) = -250/51*z^3 + 175/51*z + 1
*
0 | 0.11043954817507627902195059177881470808 | 0.020016400728285348497375303294784076687
f(z) = -249/40*z^3 + 169/40*z + 1
*
0 | 0.14182656761903109818441427083847670678 | 0.025705079912853641480014343429887733956
f(z) = -249/41*z^3 + 167/41*z + 1
*
0 | 0.14184651659770609130164301977390585730 | 0.025708695526624948049584156634466430767
f(z) = -249/43*z^3 + 163/43*z + 1
*
0 | 0.11618566551390683495061711042951398331 | 0.021057844569611545302869884140780395009
f(z) = -249/44*z^3 + 161/44*z + 1
*
0 | 0.14175369654675629129274593043221979038 | 0.025710624562865167125679689380722903676
f(z) = -248/41*z^3 + 166/41*z + 1
*
0 | 0.14177372322861642721028638900522589996 | 0.025714256909047942414088186164067022261
f(z) = -248/43*z^3 + 162/43*z + 1
*
-1/2 | 0.16239412299253133803930915741849933142 | 0.029454288877042087635501222841601404578
f(z) = -248/51*z^3 + 164/51*z + 1
*
0 | 0.11314589741138530488848770824522315818 | 0.020536925425851590223393622367897116054
f(z) = -247/40*z^3 + 167/40*z + 1
*
0 | 0.14168053751662244187077581437960405518 | 0.025716200939165972436838976780143297577
f(z) = -247/41*z^3 + 165/41*z + 1
*
0 | 0.10851051532698498800587927126538538125 | 0.019695564860726242044625588635893727315
f(z) = -247/42*z^3 + 163/42*z + 1
*
0 | 0.14170064250966360481846370429312887418 | 0.025719850163328934275681158835419451887
f(z) = -247/43*z^3 + 161/43*z + 1
*
0 | 0.14162727216261534689847402346446922819 | 0.025725475611820691250219043775452644256
f(z) = -246/43*z^3 + 160/43*z + 1
*
0 | 0.14153334641385518396510626184081624927 | 0.025727450157232439306656320114184416361
f(z) = -245/41*z^3 + 163/41*z + 1
*
-3/7 | 0.16062795545295092700942195499513616310 | 0.029198403220750797818245475459496630879
f(z) = -245/51*z^3 + 164/51*z + 1
*
0 | 0.14145930968801686417509647932237575892 | 0.025733123653946730775360544716820513434
f(z) = -244/41*z^3 + 162/41*z + 1
*
-1/2 | 0.16074388885931487886674359943230190781 | 0.029241216981447079407379814462321378966
f(z) = -244/51*z^3 + 163/51*z + 1
*
0 | 0.11285017546908536232692181387856821363 | 0.020544131288736631398467600385258364366
f(z) = -243/40*z^3 + 163/40*z + 1
*
0 | 0.14138497569702613420400253950692428283 | 0.025738830187023053712351989676971811190
f(z) = -243/41*z^3 + 161/41*z + 1
*
[ -14/27 ] 
f(z) = -243/49*z^3 + 179/42*z + 1
*
-4/9 | 0.098874497187014732017078510732118582395 | 0.017999889170525139806689959599888322267
f(z) = -243/52*z^3 + 165/52*z + 1
*
0 | 0.14131034204353327266360186881913722943 | 0.025744570095984260528849961979172852119
f(z) = -242/41*z^3 + 160/41*z + 1
*
0 | 0.10984806655176425480014161529708813335 | 0.020027736283365797664039841740910366695
f(z) = -241/40*z^3 + 161/40*z + 1
*
[ 3/4 ] 
f(z) = -244/45*z^3 + 163/60*z + 1
*
[ 20/27 ] 
f(z) = -243/40*z^3 + 179/60*z + 1
*
22/27 | 0.17919795229798570263920829620593964192 | 0.027185500918805234114809568950665586430
f(z) = -243/44*z^3 + 161/66*z + 1
*
-2/27 | 0.083790026340595962785083050966819893519 | 0.012711494795884400544404417283793934311
f(z) = -243/44*z^3 + 167/66*z + 1
*
[ 2/3 ] 
f(z) = -252/47*z^3 + 177/94*z + 1
*
[ 2/3 ] 
f(z) = -243/41*z^3 + 175/82*z + 1
*
[ 2/3 ] 
f(z) = -243/43*z^3 + 173/86*z + 1
*
[ 2/3 ] 
f(z) = -243/47*z^3 + 169/94*z + 1
*
[ 2/3 ] 
f(z) = -243/49*z^3 + 167/98*z + 1
*
-1/8 | 0.18472725029772959956310862895197428274 | 0.029611676435732086934198039088705273857
f(z) = -256/55*z^3 + 173/110*z + 1
*
[ 2/3 ] 
f(z) = -252/53*z^3 + 171/106*z + 1
*
[ 2/3 ] 
f(z) = -252/55*z^3 + 169/110*z + 1
*
[ 2/3 ] 
f(z) = -252/59*z^3 + 165/118*z + 1
*
26/35 | 0.11788266907267205953540577449958393815 | 0.016578217805106880417111472258411688631
f(z) = -245/44*z^3 + 173/110*z + 1
*
[ 22/35 ] 
f(z) = -245/44*z^3 + 177/110*z + 1
*
[ 2/3 ] 
f(z) = -243/53*z^3 + 163/106*z + 1
*
[ 2/3 ] 
f(z) = -243/55*z^3 + 161/110*z + 1
*
-1/11 | 0.16466682738805011366649339371684549880 | 0.026636131640499635865433839603866084268
f(z) = -242/57*z^3 + 175/114*z + 1
*
[ 3/2 ] 
f(z) = -256/45*z^3 + 197/15*z + 1
*
[ 3/2 ] 
f(z) = -248/45*z^3 + 191/15*z + 1
*
[ 12/7 ] 
f(z) = -245/48*z^3 + 185/12*z + 1
*
[ -12/7 ] 
f(z) = -245/48*z^3 + 199/12*z + 1
*
[ 3/2 ] 
f(z) = -244/45*z^3 + 188/15*z + 1
*
-2/27 | 0.17946503053601971384809300086568042741 | 0.024530875925702033701963969560239635211
f(z) = -243/40*z^3 + 188/15*z + 1
*
[ -14/9 ] 
f(z) = -243/49*z^3 + 191/14*z + 1
*
[ 7/3 ] 
f(z) = -243/49*z^3 + 193/7*z + 1
*
[ -7/3 ] 
f(z) = -243/49*z^3 + 199/7*z + 1
*
[ 21/16 ] 
f(z) = -256/49*z^3 + 194/21*z + 1
*
-33/35 | 0.096242139849328947185411267025905390001 | 0.012919278558070143547349350564341001110
f(z) = -245/54*z^3 + 191/30*z + 1
*
[ 7/6 ] 
f(z) = -243/49*z^3 + 193/28*z + 1
*
[ -5/27 ] 
f(z) = -243/50*z^3 + 197/30*z + 1
*
[ 10/9 ] 
f(z) = -243/56*z^3 + 191/35*z + 1
*
[ -1/2 ] 
f(z) = -260/41*z^3 + 188/41*z + 1
*
[ -1/2 ] 
f(z) = -260/43*z^3 + 194/43*z + 1
*
-6/7 | 0.21001800659322117829153180761759810304 | 0.027992181080258063660085807905309406619
f(z) = -259/54*z^3 + 197/42*z + 1
*
[ -1/2 ] 
f(z) = -256/41*z^3 + 187/41*z + 1
*
[ -1/2 ] 
f(z) = -256/43*z^3 + 193/43*z + 1
*
-1/4 | 0.11192966165422963013557127421598204086 | 0.020185045974617081978301335076136601141
f(z) = -256/45*z^3 + 196/45*z + 1
*
[ -1/2 ] 
f(z) = -256/45*z^3 + 199/45*z + 1
*
-2/3 | 0.22574169103430521400884466569031814449 | 0.029201003840726971971539664333688004359
f(z) = -253/40*z^3 + 194/45*z + 1
*
[ -1/2 ] 
f(z) = -252/41*z^3 + 186/41*z + 1
*
[ -1/3 ] 
f(z) = -252/41*z^3 + 192/41*z + 1
*
[ -1/2 ] 
f(z) = -252/43*z^3 + 192/43*z + 1
*
[ -1/2 ] 
f(z) = -248/41*z^3 + 185/41*z + 1
*
[ -1/2 ] 
f(z) = -248/43*z^3 + 191/43*z + 1
*
[ -1/2 ] 
f(z) = -248/45*z^3 + 197/45*z + 1
*
-2/3 | 0.21637442135153007807620463173358352796 | 0.028076461574898208447152341955689356827
f(z) = -247/40*z^3 + 191/45*z + 1
*
-3/14 | 0.17871408679453034954914907381345263669 | 0.020958746265445930918517594043779009242
f(z) = -245/54*z^3 + 187/40*z + 1
*
[ -1/2 ] 
f(z) = -244/41*z^3 + 184/41*z + 1
*
[ -1/2 ] 
f(z) = -244/43*z^3 + 190/43*z + 1
*
[ -1/2 ] 
f(z) = -244/45*z^3 + 196/45*z + 1
*
-8/9 | 0.14448296984322761271538550181032022462 | 0.026302813346169634355610783252424491511
f(z) = -243/40*z^3 + 197/40*z + 1
*
[ -1/3 ] 
f(z) = -243/41*z^3 + 191/41*z + 1
*
[ -1/3 ] 
f(z) = -243/43*z^3 + 199/43*z + 1
*
[ -4/9 ] 
f(z) = -243/44*z^3 + 191/44*z + 1
*
-2/3 | 0.12495055721739815170208804519071743749 | 0.022746979713631377791188009493648121413
f(z) = -243/50*z^3 + 183/50*z + 1
*
[ -5/18 ] 
f(z) = -243/50*z^3 + 199/40*z + 1
*
[ 8/9 ] 
f(z) = -243/56*z^3 + 185/56*z + 1
*
-1/3 | 0.12301226639614805572947235788151649717 | 0.022394118046008860815788362364138373948
f(z) = -243/56*z^3 + 195/56*z + 1
*
[ -5/11 ] 
f(z) = -242/45*z^3 + 194/45*z + 1
*
[ 21/22 ] 
f(z) = -242/49*z^3 + 187/42*z + 1
*
[ 4/5 ] 
f(z) = -245/48*z^3 + 181/60*z + 1
*
[ 2/3 ] 
f(z) = -252/41*z^3 + 183/82*z + 1
*
[ 2/3 ] 
f(z) = -252/43*z^3 + 181/86*z + 1
*
[ 2/3 ] 
f(z) = -253/48*z^3 + 199/108*z + 1
*
[ 2/3 ] 
f(z) = -251/48*z^3 + 197/108*z + 1
*
[ 2/3 ] 
f(z) = -247/48*z^3 + 193/108*z + 1
*
[ 2/3 ] 
f(z) = -245/48*z^3 + 191/108*z + 1
*
[ 2/3 ] 
f(z) = -241/48*z^3 + 187/108*z + 1
*
[ 3/5 ] 
f(z) = -250/41*z^3 + 188/123*z + 1
*
[ 3/5 ] 
f(z) = -250/43*z^3 + 184/129*z + 1
*
20/27 | 0.090516722188364859280118918367948043397 | 0.013731978533588920321965541867671699145
f(z) = -243/46*z^3 + 193/138*z + 1
*
[ -3/2 ] 
f(z) = -256/45*z^3 + 217/15*z + 1
*
[ -3/2 ] 
f(z) = -248/45*z^3 + 211/15*z + 1
*
-15/7 | 0.22567571718683563561177888712039516737 | 0.026213798821630414293760372961522793373
f(z) = -245/54*z^3 + 203/10*z + 1
*
[ -3/2 ] 
f(z) = -244/45*z^3 + 208/15*z + 1
*
[ -2/27 ] 
f(z) = -243/40*z^3 + 218/15*z + 1
*
[ -8/7 ] 
f(z) = -245/48*z^3 + 205/24*z + 1
*
54/35 | 0.22973653195320107302660729939579506781 | 0.029279978414444047882529534878366231596
f(z) = -245/48*z^3 + 213/20*z + 1
*
[ -6/35 ] 
f(z) = -245/54*z^3 + 209/30*z + 1
*
[ -1/2 ] 
f(z) = -260/47*z^3 + 206/47*z + 1
*
[ -1/2 ] 
f(z) = -260/49*z^3 + 212/49*z + 1
*
[ -1/2 ] 
f(z) = -260/51*z^3 + 218/51*z + 1
*
[ -3/5 ] 
f(z) = -257/54*z^3 + 219/50*z + 1
*
[ -9/16 ] 
f(z) = -256/45*z^3 + 206/45*z + 1
*
[ -5/16 ] 
f(z) = -256/45*z^3 + 214/45*z + 1
*
[ -5/8 ] 
f(z) = -256/45*z^3 + 217/45*z + 1
*
[ -1/2 ] 
f(z) = -256/47*z^3 + 205/47*z + 1
*
[ -1/2 ] 
f(z) = -256/49*z^3 + 211/49*z + 1
*
[ -1/3 ] 
f(z) = -252/43*z^3 + 200/43*z + 1
*
[ -1/2 ] 
f(z) = -252/47*z^3 + 204/47*z + 1
*
[ -1/3 ] 
f(z) = -252/47*z^3 + 216/47*z + 1
*
[ -3/5 ] 
f(z) = -251/54*z^3 + 217/50*z + 1
*
[ -1/2 ] 
f(z) = -248/47*z^3 + 203/47*z + 1
*
[ -1/2 ] 
f(z) = -248/49*z^3 + 209/49*z + 1
*
[ 7/8 ] 
f(z) = -248/49*z^3 + 209/56*z + 1
*
[ -1/2 ] 
f(z) = -248/51*z^3 + 215/51*z + 1
*
-12/13 | 0.23809480982937644680177980298827220298 | 0.027156569213801572845181671525547385853
f(z) = -247/54*z^3 + 207/52*z + 1
*
[ -3/7 ] 
f(z) = -245/48*z^3 + 205/48*z + 1
*
[ -3/7 ] 
f(z) = -245/51*z^3 + 215/51*z + 1
*
-2/7 | 0.11936384178895323449088925259209320917 | 0.021697553036168791620437351339374913541
f(z) = -245/54*z^3 + 209/54*z + 1
*
[ 15/14 ] 
f(z) = -245/54*z^3 + 211/40*z + 1
*
[ -1/2 ] 
f(z) = -244/47*z^3 + 202/47*z + 1
*
[ -1/2 ] 
f(z) = -244/49*z^3 + 208/49*z + 1
*
[ -1/2 ] 
f(z) = -244/51*z^3 + 214/51*z + 1
*
[ -1/3 ] 
f(z) = -243/44*z^3 + 203/44*z + 1
*
[ -1/3 ] 
f(z) = -243/46*z^3 + 211/46*z + 1
*
[ -1/3 ] 
f(z) = -243/47*z^3 + 215/47*z + 1
*
[ -4/9 ] 
f(z) = -243/52*z^3 + 217/52*z + 1
*
-7/9 | 0.14873150592616262914566251360275968304 | 0.027076250185855030845349917087390053301
f(z) = -243/56*z^3 + 219/56*z + 1
*
-9/11 | 0.14508670881084488936153347451234988639 | 0.026432566017183352138933194366974648646
f(z) = -242/45*z^3 + 217/45*z + 1
*
-15/32 | 0.19573343489946992227262332058750423369 | 0.028238365586562801671439397111501498722
f(z) = -256/45*z^3 + 203/60*z + 1
*
[ 10/13 ] 
f(z) = -247/40*z^3 + 218/65*z + 1
*
26/27 | 0.19172018112208107831234638604384201177 | 0.029085204898886711811681819061294589561
f(z) = -243/52*z^3 + 215/78*z + 1
*
-4/7 | 0.15649715172253287697273266746620078215 | 0.020858671504518306629071925824999336934
f(z) = -259/48*z^3 + 211/84*z + 1
*
-21/32 | 0.22652287823680803646042799456655386823 | 0.028209278455566356281549237964311417815
f(z) = -256/49*z^3 + 205/84*z + 1
*
[ 3/4 ] 
f(z) = -247/54*z^3 + 215/96*z + 1
*
-14/27 | 0.20977338975408841412122175928715358232 | 0.026294087329675704383665894241800160773
f(z) = -243/49*z^3 + 211/84*z + 1
*
[ 3/4 ] 
f(z) = -241/54*z^3 + 209/96*z + 1
*
[ 2/3 ] 
f(z) = -259/48*z^3 + 205/108*z + 1
*
[ 2/3 ] 
f(z) = -257/48*z^3 + 203/108*z + 1
*
-6/35 | 0.18946940436408020203046384998890738372 | 0.026645689970042945913048529390696816855
f(z) = -245/52*z^3 + 213/130*z + 1
*
0 | 0.18917325205006100338955586150750287441 | 0.028490480362046342552249887631009814862
f(z) = -255/56*z^3 + 205/168*z + 1
*
2/3 | 0.15059075493452280895346569693794434645 | 0.022845602051458606437784256588513215172
f(z) = -243/55*z^3 + 214/165*z + 1
*
[ 7/4 ] 
f(z) = -248/49*z^3 + 223/14*z + 1
*
[ -7/4 ] 
f(z) = -248/49*z^3 + 239/14*z + 1
*
-2 | 0.095426375104856296874959802457405567545 | 0.013904960121553622409665670338696552170
f(z) = -245/48*z^3 + 239/12*z + 1
*
[ -15/7 ] 
f(z) = -245/54*z^3 + 223/10*z + 1
*
-2 | 0.095125914993447251471978571237187226684 | 0.013895352639353489888696850567573997734
f(z) = -241/48*z^3 + 235/12*z + 1
*
[ -21/16 ] 
f(z) = -256/49*z^3 + 226/21*z + 1
*
[ 4/3 ] 
f(z) = -243/40*z^3 + 221/20*z + 1
*
14/9 | 0.18795376018241408664698694570150312997 | 0.025380307913273491184862980878208581519
f(z) = -243/49*z^3 + 235/21*z + 1
*
[ 4/3 ] 
f(z) = -243/56*z^3 + 223/28*z + 1
*
46/27 | 0.14935665158977827135002116059543738888 | 0.019833616407463598171717741652410898930
f(z) = -243/56*z^3 + 233/21*z + 1
*
-12/11 | 0.088277702854684877751001077370510149954 | 0.013532131481517217649863396754889852909
f(z) = -242/45*z^3 + 227/30*z + 1
*
[ -1/2 ] 
f(z) = -260/53*z^3 + 224/53*z + 1
*
[ -1/2 ] 
f(z) = -260/57*z^3 + 236/57*z + 1
*
[ -6/7 ] 
f(z) = -259/54*z^3 + 239/42*z + 1
*
[ -1/4 ] 
f(z) = -256/41*z^3 + 221/41*z + 1
*
[ -1/4 ] 
f(z) = -256/43*z^3 + 231/43*z + 1
*
[ -1/2 ] 
f(z) = -256/53*z^3 + 223/53*z + 1
*
[ -1/2 ] 
f(z) = -256/55*z^3 + 229/55*z + 1
*
[ -1/2 ] 
f(z) = -256/57*z^3 + 235/57*z + 1
*
[ -2/3 ] 
f(z) = -253/40*z^3 + 239/45*z + 1
*
[ -6/23 ] 
f(z) = -253/54*z^3 + 237/46*z + 1
*
[ -1/2 ] 
f(z) = -252/53*z^3 + 222/53*z + 1
*
[ -1/2 ] 
f(z) = -252/55*z^3 + 228/55*z + 1
*
[ -2/3 ] 
f(z) = -251/40*z^3 + 238/45*z + 1
*
[ -3/5 ] 
f(z) = -250/51*z^3 + 226/51*z + 1
*
[ -1/2 ] 
f(z) = -248/53*z^3 + 221/53*z + 1
*
[ -1/2 ] 
f(z) = -248/55*z^3 + 227/55*z + 1
*
[ -1/2 ] 
f(z) = -248/57*z^3 + 233/57*z + 1
*
[ -1/2 ] 
f(z) = -248/59*z^3 + 239/59*z + 1
*
[ -2/3 ] 
f(z) = -247/40*z^3 + 236/45*z + 1
*
[ -2/7 ] 
f(z) = -245/46*z^3 + 227/46*z + 1
*
-5/7 | 0.10268880455418241968879063609924132758 | 0.018666421502875487857951204930603522513
f(z) = -245/48*z^3 + 221/48*z + 1
*
[ -4/7 ] 
f(z) = -245/52*z^3 + 223/52*z + 1
*
[ -3/7 ] 
f(z) = -245/57*z^3 + 235/57*z + 1
*
[ -1/2 ] 
f(z) = -244/53*z^3 + 220/53*z + 1
*
[ -1/2 ] 
f(z) = -244/55*z^3 + 226/55*z + 1
*
[ -1/2 ] 
f(z) = -244/57*z^3 + 232/57*z + 1
*
[ -1/2 ] 
f(z) = -244/59*z^3 + 238/59*z + 1
*
[ -2/3 ] 
f(z) = -243/46*z^3 + 223/46*z + 1
*
[ -1/3 ] 
f(z) = -243/49*z^3 + 223/49*z + 1
*
[ -5/6 ] 
f(z) = -243/50*z^3 + 223/40*z + 1
*
[ -1/3 ] 
f(z) = -243/50*z^3 + 227/50*z + 1
*
[ -2/3 ] 
f(z) = -243/50*z^3 + 233/50*z + 1
*
[ -1/3 ] 
f(z) = -243/52*z^3 + 235/52*z + 1
*
[ -1/3 ] 
f(z) = -243/53*z^3 + 239/53*z + 1
*
[ -5/9 ] 
f(z) = -243/55*z^3 + 229/55*z + 1
*
[ -2/3 ] 
f(z) = -241/40*z^3 + 233/45*z + 1
*
-3/8 | 0.18158029539509775148277525658676352143 | 0.026196499168966060448320024626492815797
f(z) = -256/45*z^3 + 223/60*z + 1
*
-14/25 | 0.22557823538014171521519083298953591461 | 0.028831404501857423357785763520581021419
f(z) = -250/49*z^3 + 237/70*z + 1
*
[ 22/27 ] 
f(z) = -243/44*z^3 + 227/66*z + 1
*
22/27 | 0.16511242596968503910267110709811950157 | 0.025048634486854508700792772315414475556
f(z) = -243/44*z^3 + 239/66*z + 1
*
26/27 | 0.19275414150892867543666703114184636706 | 0.029242063449367868881747380567783500551
f(z) = -243/52*z^3 + 239/78*z + 1
*
[ 3/4 ] 
f(z) = -259/54*z^3 + 227/96*z + 1
*
[ 3/4 ] 
f(z) = -253/54*z^3 + 221/96*z + 1
*
-1/22 | 0.17615583106480886052023240298051265741 | 0.028494566755856321218074256275042664441
f(z) = -242/57*z^3 + 229/114*z + 1
*
[ 24/35 ] 
f(z) = -245/48*z^3 + 233/120*z + 1
*
-2 | 0.096439911541562618959618962633100443408 | 0.013937040135683259577795256821720061783
f(z) = -259/48*z^3 + 253/12*z + 1
*
-2 | 0.096299386760206392636869701684557847549 | 0.013932712319604028949349295905590344558
f(z) = -257/48*z^3 + 251/12*z + 1
*
-2 | 0.096012960878335364979322976404426553699 | 0.013923633828118748685640421561392863584
f(z) = -253/48*z^3 + 247/12*z + 1
*
[ 2 ] 
f(z) = -253/48*z^3 + 259/12*z + 1
*
[ 3 ] 
f(z) = -253/54*z^3 + 257/6*z + 1
*
-2 | 0.095867024869112362767599953609599470267 | 0.013918881035261956392334211613456197979
f(z) = -251/48*z^3 + 245/12*z + 1
*
[ 2 ] 
f(z) = -251/48*z^3 + 257/12*z + 1
*
[ -3 ] 
f(z) = -251/54*z^3 + 259/6*z + 1
*
-2 | 0.095574784351470052738631962508815137092 | 0.013909695018378771878518147170897129328
f(z) = -247/48*z^3 + 241/12*z + 1
*
[ 2 ] 
f(z) = -247/48*z^3 + 253/12*z + 1
*
[ 3 ] 
f(z) = -247/54*z^3 + 251/6*z + 1
*
[ 2 ] 
f(z) = -245/48*z^3 + 251/12*z + 1
*
[ -3 ] 
f(z) = -245/54*z^3 + 253/6*z + 1
*
[ 2 ] 
f(z) = -241/48*z^3 + 247/12*z + 1
*
[ -2 ] 
f(z) = -241/48*z^3 + 259/12*z + 1
*
[ 3 ] 
f(z) = -241/54*z^3 + 245/6*z + 1
*
[ 3/2 ] 
f(z) = -251/54*z^3 + 259/24*z + 1
*
[ -6/5 ] 
f(z) = -245/54*z^3 + 251/30*z + 1
*
[ 3/2 ] 
f(z) = -245/54*z^3 + 253/24*z + 1
*
[ -4/3 ] 
f(z) = -243/40*z^3 + 251/20*z + 1
*
[ -7/6 ] 
f(z) = -243/49*z^3 + 241/28*z + 1
*
[ -10/9 ] 
f(z) = -243/56*z^3 + 254/35*z + 1
*
[ -3/22 ] 
f(z) = -242/45*z^3 + 253/30*z + 1
*
[ -1/2 ] 
f(z) = -260/59*z^3 + 242/59*z + 1
*
[ -2/3 ] 
f(z) = -259/40*z^3 + 242/45*z + 1
*
[ -2/3 ] 
f(z) = -257/40*z^3 + 241/45*z + 1
*
[ -1/4 ] 
f(z) = -256/45*z^3 + 241/45*z + 1
*
[ -1/4 ] 
f(z) = -256/47*z^3 + 251/47*z + 1
*
[ -5/8 ] 
f(z) = -256/55*z^3 + 243/55*z + 1
*
-5/8 | 0.14315208237663380414477878342720841529 | 0.025815599917212245507025600506968444698
f(z) = -256/55*z^3 + 254/55*z + 1
*
[ -3/8 ] 
f(z) = -256/57*z^3 + 245/57*z + 1
*
[ -1/2 ] 
f(z) = -256/59*z^3 + 241/59*z + 1
*
[ 12/11 ] 
f(z) = -253/54*z^3 + 249/44*z + 1
*
[ -1/3 ] 
f(z) = -252/53*z^3 + 240/53*z + 1
*
-5/6 | 0.15166018350665162803282783151650915334 | 0.027427819600614113425247263818800142541
f(z) = -252/55*z^3 + 241/55*z + 1
*
[ -1/3 ] 
f(z) = -252/55*z^3 + 248/55*z + 1
*
[ -1/2 ] 
f(z) = -252/59*z^3 + 240/59*z + 1
*
[ -1/5 ] 
f(z) = -250/41*z^3 + 256/41*z + 1
*
[ -7/20 ] 
f(z) = -250/49*z^3 + 251/56*z + 1
*
[ -3/5 ] 
f(z) = -250/57*z^3 + 242/57*z + 1
*
[ -1/3 ] 
f(z) = -243/55*z^3 + 247/55*z + 1
*
[ -1/3 ] 
f(z) = -243/56*z^3 + 251/56*z + 1
*
[ -2/3 ] 
f(z) = -243/58*z^3 + 253/58*z + 1
*
[ -1/3 ] 
f(z) = -243/58*z^3 + 259/58*z + 1
*
[ -3/11 ] 
f(z) = -242/51*z^3 + 256/51*z + 1
*
-6/13 | 0.23062435931187934776826243084293771754 | 0.028562634862386100495208819825513702422
f(z) = -247/54*z^3 + 245/78*z + 1
*
[ 6/7 ] 
f(z) = -245/44*z^3 + 259/66*z + 1
*
-4/7 | 0.15946052691194232582812327832914442975 | 0.022425445294537603701977991567949022338
f(z) = -245/48*z^3 + 241/60*z + 1
*
[ 6/7 ] 
f(z) = -245/52*z^3 + 257/78*z + 1
*
-2/7 | 0.18024809514519456098276988796970366646 | 0.024024308203479191712307855698493310489
f(z) = -259/48*z^3 + 247/84*z + 1
*
[ 3/4 ] 
f(z) = -248/51*z^3 + 245/102*z + 1
*
[ 3/4 ] 
f(z) = -248/57*z^3 + 241/114*z + 1
*
[ 2/3 ] 
f(z) = -249/50*z^3 + 257/150*z + 1
*
-4/27 | 0.13390680714342136066303058823025281505 | 0.020314538095716154049795128612754155161
f(z) = -243/50*z^3 + 241/150*z + 1
*
-1/9 | 0.17980442238003751436337711164859476636 | 0.027277506395215093401683488966945179507
f(z) = -243/50*z^3 + 259/150*z + 1
*
[ 2/3 ] 
f(z) = -255/58*z^3 + 253/174*z + 1
*
[ 2/3 ] 
f(z) = -249/58*z^3 + 245/174*z + 1
*
[ 11/18 ] 
f(z) = -243/44*z^3 + 251/176*z + 1
*
[ 2 ] 
f(z) = -259/48*z^3 + 265/12*z + 1
*
[ -2 ] 
f(z) = -259/48*z^3 + 277/12*z + 1
*
[ 3 ] 
f(z) = -259/54*z^3 + 263/6*z + 1
*
[ 2 ] 
f(z) = -257/48*z^3 + 263/12*z + 1
*
[ -2 ] 
f(z) = -257/48*z^3 + 275/12*z + 1
*
[ -3 ] 
f(z) = -257/54*z^3 + 265/6*z + 1
*
[ -2 ] 
f(z) = -253/48*z^3 + 271/12*z + 1
*
[ -2 ] 
f(z) = -251/48*z^3 + 269/12*z + 1
*
[ -2 ] 
f(z) = -247/48*z^3 + 265/12*z + 1
*
[ -2 ] 
f(z) = -245/48*z^3 + 263/12*z + 1
*
[ 3/2 ] 
f(z) = -257/54*z^3 + 265/24*z + 1
*
[ -4/3 ] 
f(z) = -243/56*z^3 + 265/28*z + 1
*
[ -1/4 ] 
f(z) = -256/49*z^3 + 261/49*z + 1
*
[ -3/4 ] 
f(z) = -256/51*z^3 + 263/51*z + 1
*
[ -1/4 ] 
f(z) = -256/51*z^3 + 271/51*z + 1
*
[ -1/3 ] 
f(z) = -252/59*z^3 + 264/59*z + 1
*
[ -1/5 ] 
f(z) = -250/43*z^3 + 268/43*z + 1
*
8/7 | 0.11207775449513710036266649873608434950 | 0.020086591643409411420012584633383417993
f(z) = -245/44*z^3 + 265/44*z + 1
*
[ -2/7 ] 
f(z) = -245/54*z^3 + 263/54*z + 1
*
[ -8/9 ] 
f(z) = -243/40*z^3 + 277/40*z + 1
*
[ -2/9 ] 
f(z) = -243/46*z^3 + 265/46*z + 1
*
[ -7/9 ] 
f(z) = -243/56*z^3 + 275/56*z + 1
*
[ -1/3 ] 
f(z) = -243/59*z^3 + 263/59*z + 1
*
[ -9/11 ] 
f(z) = -242/45*z^3 + 262/45*z + 1
*
[ -21/22 ] 
f(z) = -242/49*z^3 + 275/42*z + 1
*
-35/44 | 0.22488457804697201429859390910513847585 | 0.029679419190889632777201371741898880227
f(z) = -242/49*z^3 + 279/56*z + 1
*
[ -15/32 ] 
f(z) = -256/45*z^3 + 263/60*z + 1
*
[ -7/15 ] 
f(z) = -250/49*z^3 + 268/63*z + 1
*
[ -2/3 ] 
f(z) = -241/56*z^3 + 278/63*z + 1
*
28/27 | 0.11314392305165967069080663398143306436 | 0.017164672836011516415667868362878907311
f(z) = -243/56*z^3 + 275/84*z + 1
*
-14/27 | 0.24526541124746446746818315794486922404 | 0.028727730780069241556315109061588482761
f(z) = -243/40*z^3 + 269/105*z + 1
*
[ 2/3 ] 
f(z) = -255/46*z^3 + 271/138*z + 1
*
[ 2/3 ] 
f(z) = -249/46*z^3 + 263/138*z + 1
*
[ 14/19 ] 
f(z) = -247/56*z^3 + 271/133*z + 1
*
7/9 | 0.17912242327027007946632288394560378328 | 0.027174042671509276480831175487315114100
f(z) = -243/44*z^3 + 265/132*z + 1
*
9/14 | 0.18726280804572974915178878585912783385 | 0.027188584928720355605390099326078281425
f(z) = -245/51*z^3 + 269/204*z + 1
*
[ -3/2 ] 
f(z) = -259/54*z^3 + 299/24*z + 1
*
[ -3/2 ] 
f(z) = -253/54*z^3 + 293/24*z + 1
*
[ -3/19 ] 
f(z) = -247/54*z^3 + 283/38*z + 1
*
[ -3/2 ] 
f(z) = -247/54*z^3 + 287/24*z + 1
*
[ -3/2 ] 
f(z) = -241/54*z^3 + 281/24*z + 1
*
-1 | 0.11547149927625077364294973956922405995 | 0.020256581402763900709222986910136700076
f(z) = -259/40*z^3 + 299/40*z + 1
*
-1 | 0.12392701484073186728278187059715314445 | 0.021739889755108779748642707508447153290
f(z) = -258/41*z^3 + 299/41*z + 1
*
-1 | 0.11531983559337053293401091360359893168 | 0.020253821708167051461810208142991441839
f(z) = -257/40*z^3 + 297/40*z + 1
*
-1 | 0.12385091571199878772974530991613398778 | 0.021739316022347547038863673541164700815
f(z) = -257/41*z^3 + 298/41*z + 1
*
-1 | 0.090643829344719052420950529403611534813 | 0.015901188772017456789021154551627286429
f(z) = -257/42*z^3 + 299/42*z + 1
*
-1 | 0.12377450192116496282521353640419482535 | 0.021738729343736347907521944304065262475
f(z) = -256/41*z^3 + 297/41*z + 1
*
-1 | 0.12372150063779355313618086579279784869 | 0.021703837437373780743609123611887285983
f(z) = -256/43*z^3 + 299/43*z + 1
*
[ 17/16 ] 
f(z) = -256/51*z^3 + 292/51*z + 1
*
[ -1/4 ] 
f(z) = -256/53*z^3 + 281/53*z + 1
*
[ -1/4 ] 
f(z) = -256/55*z^3 + 291/55*z + 1
*
-1 | 0.12369777084960015246753772624465999355 | 0.021738129522837642184969367645103712722
f(z) = -255/41*z^3 + 296/41*z + 1
*
-1 | 0.12364454057388781616213983636969444999 | 0.021703091386294126399009773745326848155
f(z) = -255/43*z^3 + 298/43*z + 1
*
-1 | 0.11506045575179137813445169564567558916 | 0.020184474115117353178010922279372101700
f(z) = -255/44*z^3 + 299/44*z + 1
*
-1 | 0.12362071984577610561163605530393940362 | 0.021737516359722601653846094002609894460
f(z) = -254/41*z^3 + 295/41*z + 1
*
-1 | 0.12356725858659431670338564841222146892 | 0.021702330839289978559156929796095860815
f(z) = -254/43*z^3 + 297/43*z + 1
*
-1 | 0.10995042093509374649051380749265096252 | 0.019288046538752777951087782787529494876
f(z) = -254/45*z^3 + 299/45*z + 1
*
[ 10/11 ] 
f(z) = -253/40*z^3 + 282/55*z + 1
*
-1 | 0.11501272271611816486585951843456650416 | 0.020248103470225473968379477280188976945
f(z) = -253/40*z^3 + 293/40*z + 1
*
-10/11 | 0.18356748536685731953391335352543850276 | 0.023144735170439269609145693788519799804
f(z) = -253/40*z^3 + 293/55*z + 1
*
-1 | 0.12354334622471191790670881354216180862 | 0.021736889650897026479809737500866546117
f(z) = -253/41*z^3 + 294/41*z + 1
*
-1 | 0.090336834609392430660556199908381141862 | 0.015884864791735953266092513368527796159
f(z) = -253/42*z^3 + 295/42*z + 1
*
-1 | 0.12348965196480253678900205451538356922 | 0.021701555579404338030683422954586447367
f(z) = -253/43*z^3 + 296/43*z + 1
*
-1 | 0.10987257897174751057937594031121048468 | 0.019285725121415081387280463187353848595
f(z) = -253/45*z^3 + 298/45*z + 1
*
-1 | 0.12346564726740762397441746939144614838 | 0.021736249189225412279988048936375779205
f(z) = -252/41*z^3 + 293/41*z + 1
*
[ -1/6 ] 
f(z) = -252/41*z^3 + 294/41*z + 1
*
-1 | 0.12341171796292293707504057169887619186 | 0.021700765385829216660765338690088177495
f(z) = -252/43*z^3 + 295/43*z + 1
*
-1 | 0.12330305682438318143867621318478601420 | 0.021630431954445462461373679480523494774
f(z) = -252/47*z^3 + 299/47*z + 1
*
[ -5/6 ] 
f(z) = -252/55*z^3 + 296/55*z + 1
*
-1 | 0.11485723102708775589129108676860794355 | 0.020245141272260216108730037529622448091
f(z) = -251/40*z^3 + 291/40*z + 1
*
-1 | 0.12338762022026572285939620143072628092 | 0.021735594763853114428922351565448965663
f(z) = -251/41*z^3 + 292/41*z + 1
*
-1 | 0.090180873116650700022269966375695138418 | 0.015876431813619861794462926538885042912
f(z) = -251/42*z^3 + 293/42*z + 1
*
-1 | 0.12333345380029830142431794640576754349 | 0.021699960033823683643380078899437687923
f(z) = -251/43*z^3 + 294/43*z + 1
*
-1 | 0.11474889738137539527958018388025944738 | 0.020177491582314267306060838930149569760
f(z) = -251/44*z^3 + 295/44*z + 1
*
-1 | 0.10971590387033286608193541032361320389 | 0.019281014626757997649949611276522471919
f(z) = -251/45*z^3 + 296/45*z + 1
*
-1 | 0.11041564018207476325293040281645679898 | 0.019392489405954632460424757416348984275
f(z) = -251/46*z^3 + 297/46*z + 1
*
-1 | 0.12322431117332076913425704368066339497 | 0.021629329317695035246560078915735317064
f(z) = -251/47*z^3 + 298/47*z + 1
*
-1 | 0.094295843406143768654909624360565925290 | 0.016541843137665787936705253309981345203
f(z) = -251/48*z^3 + 299/48*z + 1
*
-1 | 0.12330926229450032611191358402876408216 | 0.021734926160126554444357644064492758678
f(z) = -250/41*z^3 + 291/41*z + 1
*
-1 | 0.12325485666060243212906828265530359125 | 0.021699139294629855548478742588697595022
f(z) = -250/43*z^3 + 293/43*z + 1
*
[ -1/5 ] 
f(z) = -250/47*z^3 + 292/47*z + 1
*
-1 | 0.12314522824940655554836651825035550195 | 0.021628208922961735665430786059309995808
f(z) = -250/47*z^3 + 297/47*z + 1
*
-1 | 0.12308999875777078743668857373465363661 | 0.021593056254840797359032582919277647297
f(z) = -250/49*z^3 + 299/49*z + 1
*
-1 | 0.11470041993684208798538325305623458115 | 0.020242107813284078629357294550081216550
f(z) = -249/40*z^3 + 289/40*z + 1
*
-1 | 0.12323057066553360857636066851613977762 | 0.021734243159511411472711437460964676837
f(z) = -249/41*z^3 + 290/41*z + 1
*
-1 | 0.12317592369122586732417302449456323776 | 0.021698302935386770307856865167675386202
f(z) = -249/43*z^3 + 292/43*z + 1
*
-1 | 0.11459112516036984742287866194278547223 | 0.020173880803984830741118624725298080992
f(z) = -249/44*z^3 + 293/44*z + 1
*
-1 | 0.11025803215082668758687425100083155603 | 0.019387816060766190406851664242098941726
f(z) = -249/46*z^3 + 295/46*z + 1
*
-1 | 0.12306580514216335169436551964814453080 | 0.021627070509341302354646269711959071973
f(z) = -249/47*z^3 + 296/47*z + 1
*
-1 | 0.12301032676065594635460610577024211785 | 0.021591769040130399255573437633903216549
f(z) = -249/49*z^3 + 298/49*z + 1
*
-1 | 0.11014642237392840557624335554532659621 | 0.019322430080368658779439741495667315742
f(z) = -249/50*z^3 + 299/50*z + 1
*
-1 | 0.12315154247237923224669400222309184326 | 0.021733545539508740003728805903000715096
f(z) = -248/41*z^3 + 289/41*z + 1
*
-1 | 0.12309665200264828211898582226290566886 | 0.021697450719042083409342107341166425216
f(z) = -248/43*z^3 + 291/43*z + 1
*
-1 | 0.10947837061091012808251119586425016340 | 0.019273775313996127307231181209018724031
f(z) = -248/45*z^3 + 293/45*z + 1
*
-1 | 0.12298603890315706197649243307204916793 | 0.021625913811293847942777117707751580055
f(z) = -248/47*z^3 + 295/47*z + 1
*
-7/8 | 0.22659240982638795618285638083031702554 | 0.029842786882469526585962243549550723843
f(z) = -248/49*z^3 + 281/56*z + 1
*
-1 | 0.12293030937252594983980227874732386648 | 0.021590462349775417895475057217845013667
f(z) = -248/49*z^3 + 297/49*z + 1
*
-1 | 0.10252962113452800487848641490229735112 | 0.017986253142322091345383242577633646527
f(z) = -248/51*z^3 + 299/51*z + 1
*
-1 | 0.11454226681325859063585840759011524090 | 0.020239001104076200047338104770241025077
f(z) = -247/40*z^3 + 287/40*z + 1
*
-1 | 0.12307217481701240349815238110180572544 | 0.021732833073568952982894913798320864099
f(z) = -247/41*z^3 + 288/41*z + 1
*
-1 | 0.089864944081290268589514043941977565659 | 0.015859191167127861985466157505051883523
f(z) = -247/42*z^3 + 289/42*z + 1
*
-1 | 0.12301703866779722460428315860644420426 | 0.021696582404261522494669815848714928745
f(z) = -247/43*z^3 + 290/43*z + 1
*
-1 | 0.11443199366407833858678976264948153215 | 0.020170187432511644051532390038861555846
f(z) = -247/44*z^3 + 291/44*z + 1
*
-1 | 0.10939850905768740999198274581515864741 | 0.019271314710526047223599452615077467749
f(z) = -247/45*z^3 + 292/45*z + 1
*
-1 | 0.11009775174035198837332211290374447491 | 0.019382817973801678865316855884738743981
f(z) = -247/46*z^3 + 293/46*z + 1
*
-1 | 0.12290592654533163596591668114712855417 | 0.021624738558544406661611250808717914375
f(z) = -247/47*z^3 + 294/47*z + 1
*
-1 | 0.093976960010951215918319251330503806098 | 0.016524945884667152001647327145460609545
f(z) = -247/48*z^3 + 295/48*z + 1
*
-1 | 0.12284994357534938939097569422794907457 | 0.021589135899314174673033689473642278204
f(z) = -247/49*z^3 + 296/49*z + 1
*
-1 | 0.10998578490122337303367762442340161585 | 0.019316993181268906047258812871888188294
f(z) = -247/50*z^3 + 297/50*z + 1
*
-1 | 0.10244899921352473531503418740246563988 | 0.017982678265012449839516610108664620058
f(z) = -247/51*z^3 + 298/51*z + 1
*
-1 | 0.12293708072139282715361334953566235490 | 0.021695697745336034422999391670044248356
f(z) = -246/43*z^3 + 289/43*z + 1
*
-1 | 0.12282546504232934254449301255715763394 | 0.021623544475980956390583816970940249695
f(z) = -246/47*z^3 + 293/47*z + 1
*
[ 7/6 ] 
f(z) = -246/49*z^3 + 293/42*z + 1
*
-1 | 0.12276922631122311197773717662029726832 | 0.021587789399220873493315106597095868275
f(z) = -246/49*z^3 + 295/49*z + 1
*
-1 | 0.12265586882709523456022907647400929303 | 0.021516899035654900282069069400258795595
f(z) = -246/53*z^3 + 299/53*z + 1
*
-1 | 0.12291240933847390164343151205454354048 | 0.021731362676894927766648541017362422883
f(z) = -245/41*z^3 + 286/41*z + 1
*
-1 | 0.12285677515927812232067133460701395319 | 0.021694796492086556648205660745711358865
f(z) = -245/43*z^3 + 288/43*z + 1
*
-1 | 0.11427147920263248288320361207695513003 | 0.020166409183826915141261893005253266338
f(z) = -245/44*z^3 + 289/44*z + 1
*
-1 | 0.10993738357606944146203069438728638110 | 0.019377951581257262391539955546585346554
f(z) = -245/46*z^3 + 291/46*z + 1
*
-1 | 0.12274465132779597468084578410560438329 | 0.021622331283549840629471711228116900732
f(z) = -245/47*z^3 + 292/47*z + 1
*
-1 | 0.093814394917879882606495861749000436606 | 0.016516116916755829697030148600779504796
f(z) = -245/48*z^3 + 293/48*z + 1
*
-1 | 0.10228772437681569784244479905083499333 | 0.017975617392516046240644964816090119989
f(z) = -245/51*z^3 + 296/51*z + 1
*
-1 | 0.11404548257014244650202337462591515001 | 0.020030004887817637835120969036017179725
f(z) = -245/52*z^3 + 297/52*z + 1
*
-1 | 0.12257427243173151348206701901717611406 | 0.021515229251910791071503086944280429039
f(z) = -245/53*z^3 + 298/53*z + 1
*
-1 | 0.096147092641747227685749968067981858266 | 0.016866598432893158402414803084844694115
f(z) = -245/54*z^3 + 299/54*z + 1
*
[ -2/7 ] 
f(z) = -245/58*z^3 + 281/58*z + 1
*
-1 | 0.12283200552819666786421995007841848477 | 0.021730604272002999145261371175152593380
f(z) = -244/41*z^3 + 285/41*z + 1
*
-1 | 0.12277611893773458112102627796966489442 | 0.021693878389766342460479972413353693656
f(z) = -244/43*z^3 + 287/43*z + 1
*
-1 | 0.10915683105613672223792877476144425312 | 0.019263785991467300734186504244099225315
f(z) = -244/45*z^3 + 289/45*z + 1
*
-1 | 0.12266348229467058081092994883124841965 | 0.021621098696148513380779493464891610417
f(z) = -244/47*z^3 + 291/47*z + 1
*
-1 | 0.12260672494688625744983924679641413654 | 0.021585035066056363051034296952952332745
f(z) = -244/49*z^3 + 293/49*z + 1
*
-1 | 0.10220603154011690937796664822143933387 | 0.017971949082947579557226060579786511097
f(z) = -244/51*z^3 + 295/51*z + 1
*
-1 | 0.12249231343891127274551817546719249846 | 0.021513536368198283042518472781535421070
f(z) = -244/53*z^3 + 297/53*z + 1
*
-1 | 0.12243465155862812882506925215084841121 | 0.021478092008514111784628201687868702937
f(z) = -244/55*z^3 + 299/55*z + 1
*
-1 | 0.11422184097346433391945726771924495051 | 0.020232559626262301608706816141070730174
f(z) = -243/40*z^3 + 283/40*z + 1
*
-1 | 0.12275125028013665379456213923339545532 | 0.021729830072670562236526184443695226253
f(z) = -243/41*z^3 + 284/41*z + 1
*
-1 | 0.12269510897278247956161938981564488448 | 0.021692943178960767257858437952524230192
f(z) = -243/43*z^3 + 286/43*z + 1
*
-1 | 0.11410955745962462854661051702715536684 | 0.020162543693815412890420348580573246641
f(z) = -243/44*z^3 + 287/44*z + 1
*
-1 | 0.10977494667242586465679870731208348986 | 0.019372869837480147602662068009798720720
f(z) = -243/46*z^3 + 289/46*z + 1
*
-1 | 0.12258195479445930605846930702066903354 | 0.021619846423515527313761844978367073575
f(z) = -243/47*z^3 + 290/47*z + 1
*
-1 | 0.12252493452505905289163212232187593555 | 0.021583626627616175032665390303181917211
f(z) = -243/49*z^3 + 292/49*z + 1
*
[ -2/9 ] 
f(z) = -243/50*z^3 + 287/50*z + 1
*
-1 | 0.10966025304299302500416718982509250741 | 0.019305795895869671991371040676131540956
f(z) = -243/50*z^3 + 293/50*z + 1
*
-1 | 0.11388146686856549131123891067865830631 | 0.020024962257241160469169792608933056965
f(z) = -243/52*z^3 + 295/52*z + 1
*
-1 | 0.12240998859785684137501235581463520105 | 0.021511820049406269538288441311394274328
f(z) = -243/53*z^3 + 296/53*z + 1
*
-1 | 0.12235205510861760905380397264024024463 | 0.021476223867210633645782787655354217048
f(z) = -243/55*z^3 + 298/55*z + 1
*
-1 | 0.11376559888262603883445939935653575721 | 0.019957323920137851921932942318581119312
f(z) = -243/56*z^3 + 299/56*z + 1
*
-1 | 0.12267014050113469371174594184741645021 | 0.021729039830725336773138038708933602883
f(z) = -242/41*z^3 + 283/41*z + 1
*
-1 | 0.12261374213946568692825661703448234461 | 0.021691990595484540537357293597402218678
f(z) = -242/43*z^3 + 285/43*z + 1
*
-1 | 0.10899393708180408444575995866711920898 | 0.019258641148883761285739608515351092857
f(z) = -242/45*z^3 + 287/45*z + 1
*
-1 | 0.12250006563649291333145970342073394269 | 0.021618574170117682872702861234327970844
f(z) = -242/47*z^3 + 289/47*z + 1
*
-1 | 0.12244277999155194422745166788169452858 | 0.021582196928573285726899930598286060512
f(z) = -242/49*z^3 + 291/49*z + 1
*
-1 | 0.10204051894967559467371433328810422205 | 0.017964334180213112584701579897611654761
f(z) = -242/51*z^3 + 293/51*z + 1
*
-1 | 0.12232729461368516323413652173284695730 | 0.021510079954419906514471969340688381159
f(z) = -242/53*z^3 + 295/53*z + 1
*
[ -3/11 ] 
f(z) = -242/57*z^3 + 284/57*z + 1
*
-1 | 0.10186589182716756982643022372543375237 | 0.017869818465122814803389379684195602477
f(z) = -242/57*z^3 + 299/57*z + 1
*
-1 | 0.11405951996603758019097078924710201406 | 0.020229220518246572812675555397771458484
f(z) = -241/40*z^3 + 281/40*z + 1
*
-1 | 0.12258867305691242946421332668714933134 | 0.021728233293379800134925779105213051210
f(z) = -241/41*z^3 + 282/41*z + 1
*
-1 | 0.089380683483620991844850407158904173399 | 0.015832348634956441698389407157605967996
f(z) = -241/42*z^3 + 283/42*z + 1
*
-1 | 0.12253201527112045654241512710418927683 | 0.021691020370276245724561931402448739811
f(z) = -241/43*z^3 + 284/43*z + 1
*
-1 | 0.11394620346975173136746538345889305662 | 0.020158588514863130787882093123486639361
f(z) = -241/44*z^3 + 285/44*z + 1
*
-1 | 0.10891194802940115905173162750236431541 | 0.019256030007160504178000643566508249909
f(z) = -241/45*z^3 + 286/45*z + 1
*
-1 | 0.10961106794301213803375252910306979541 | 0.019367684845405956593020729029527221772
f(z) = -241/46*z^3 + 287/46*z + 1
*
-1 | 0.12241781158716754065020707882894533017 | 0.021617281635034253178635443173211369015
f(z) = -241/47*z^3 + 288/47*z + 1
*
-1 | 0.093488061879152813288009160429175907075 | 0.016498591974247358505161679390048311602
f(z) = -241/48*z^3 + 289/48*z + 1
*
-1 | 0.12236025807815976104751133442194146726 | 0.021580745652386280318591427423373529839
f(z) = -241/49*z^3 + 290/49*z + 1
*
-1 | 0.10949530780679224318525542353111835151 | 0.019300029744538516629799651726645134554
f(z) = -241/50*z^3 + 291/50*z + 1
*
-1 | 0.10195875986582133781405991440781767290 | 0.017960750706694606837979346320582782602
f(z) = -241/51*z^3 + 292/51*z + 1
*
-1 | 0.11371597964450977673492554402466519398 | 0.020019810571247394377033871663043240319
f(z) = -241/52*z^3 + 293/52*z + 1
*
-1 | 0.12224422814660272021498573420705072968 | 0.021508315735989607901481837189469320546
f(z) = -241/53*z^3 + 294/53*z + 1
*
-1 | 0.095815851884261447064410271120947308660 | 0.016848297360291227117502436027721816489
f(z) = -241/54*z^3 + 295/54*z + 1
*
-1 | 0.12218574366342189202378733645878603614 | 0.021472412181373513303408560772401238103
f(z) = -241/55*z^3 + 296/55*z + 1
*
-1 | 0.11359900964091732253692974662087741794 | 0.019951590076874492545505906126511422811
f(z) = -241/56*z^3 + 297/56*z + 1
*
-1 | 0.10178330226722655280114395395908841103 | 0.017865829744293067922831160020177296726
f(z) = -241/57*z^3 + 298/57*z + 1
*
-1 | 0.10926201164033997698188994150979372412 | 0.019167282376123886932779370248437954637
f(z) = -241/58*z^3 + 299/58*z + 1
*
-5/7 | 0.22153910928474837471499055343496526986 | 0.029527767471238918290868666104531767742
f(z) = -259/50*z^3 + 283/70*z + 1
*
[ -2/3 ] 
f(z) = -257/56*z^3 + 286/63*z + 1
*
[ -7/12 ] 
f(z) = -256/49*z^3 + 283/63*z + 1
*
[ -2/3 ] 
f(z) = -253/56*z^3 + 284/63*z + 1
*
[ -2/3 ] 
f(z) = -251/56*z^3 + 283/63*z + 1
*
[ -2/3 ] 
f(z) = -247/56*z^3 + 281/63*z + 1
*
-20/27 | 0.18974323311890573070958523475416634100 | 0.028785288961971411998708556178779760340
f(z) = -243/40*z^3 + 293/60*z + 1
*
-4/7 | 0.18100726561666724577351084176377128248 | 0.024125493990607475986086186333601494939
f(z) = -259/48*z^3 + 295/84*z + 1
*
-18/35 | 0.18827731275954014859390031462898844481 | 0.026478042304621313468985656127570397804
f(z) = -245/54*z^3 + 283/90*z + 1
*
-10/23 | 0.25037771721601230542946778036912127764 | 0.028882348148414627297844287477188108381
f(z) = -253/40*z^3 + 287/115*z + 1
*
-1/11 | 0.16640307167978731609432311550010844822 | 0.026916982569908714373953187720167777788
f(z) = -242/57*z^3 + 289/114*z + 1
*
[ 26/35 ] 
f(z) = -245/52*z^3 + 293/130*z + 1
*
-24/35 | 0.24674280129482936520221571269372933432 | 0.029038846372322559493844885423556058109
f(z) = -245/54*z^3 + 281/120*z + 1
*
-7/27 | 0.16446251260743643047410039401615690619 | 0.024950038380816571844840420198090146491
f(z) = -243/40*z^3 + 289/120*z + 1
*
-5/27 | 0.10668959703903436216480154071446455524 | 0.016185509382989926422999082241319779207
f(z) = -243/44*z^3 + 289/132*z + 1
*
-35/54 | 0.094271083986756917217967743075790197206 | 0.011816427802958114687350822746520755453
f(z) = -243/50*z^3 + 293/120*z + 1
*
[ 7/10 ] 
f(z) = -255/49*z^3 + 297/140*z + 1
*
-13/27 | 0.19215254621951088573153361346680386953 | 0.029150797510870869329237270216428247697
f(z) = -243/52*z^3 + 289/156*z + 1
*
-7/27 | 0.18181874984182711504235133300953907904 | 0.027583093040380521147168880794217560290
f(z) = -243/56*z^3 + 289/168*z + 1
*
[ 12/19 ] 
f(z) = -247/54*z^3 + 283/228*z + 1
*
[ -4/7 ] 
f(z) = -245/64*z^3 + 4*z + 1
*
[ 4/5 ] 
f(z) = -245/64*z^3 + 11/5*z + 1
*
[ 6/7 ] 
f(z) = -245/72*z^3 + 7/3*z + 1
*
[ -6/7 ] 
f(z) = -245/72*z^3 + 14/3*z + 1
*
-6/35 | 0.16912367122648994455217946064042566209 | 0.023784404269499328623661384279697044262
f(z) = -245/72*z^3 + 14/15*z + 1
*
[ -4/9 ] 
f(z) = -243/64*z^3 + 4*z + 1
*
-4/9 | 0.079156878854448394261436097872741539364 | 0.012008616031777894112872171279121432444
f(z) = -243/64*z^3 + 4/3*z + 1
*
[ 4/3 ] 
f(z) = -243/64*z^3 + 7*z + 1
*
-4/27 | 0.16565992084615422506740174485222575513 | 0.025131693039011086651921034636482825505
f(z) = -243/64*z^3 + 11/6*z + 1
*
-4/9 | 0.079529977223200084439256300196273336535 | 0.011473750374192297428768939376987157211
f(z) = -243/64*z^3 + 16/3*z + 1
*
[ -4/3 ] 
f(z) = -243/64*z^3 + 17/2*z + 1
*
4/3 | 0.16152292298894918230283016310753299150 | 0.023100785961077513625672234475775937884
f(z) = -243/64*z^3 + 17/3*z + 1
*
-20/27 | 0.18819750768172098301578856922840420975 | 0.028550792307551332854692742681777802778
f(z) = -243/64*z^3 + 17/6*z + 1
*
[ 2/3 ] 
f(z) = -243/64*z^3 + 19/16*z + 1
*
[ 4/3 ] 
f(z) = -255/64*z^3 + 22/3*z + 1
*
[ 4/5 ] 
f(z) = -255/64*z^3 + 23/10*z + 1
*
[ -4/5 ] 
f(z) = -255/64*z^3 + 24/5*z + 1
*
[ -4/3 ] 
f(z) = -249/64*z^3 + 26/3*z + 1
*
[ 12/7 ] 
f(z) = -245/64*z^3 + 35/3*z + 1
*
-2/7 | 0.16161681004312781490075954905585232676 | 0.028830274085990914666813365866419901508
f(z) = -245/72*z^3 + 34/9*z + 1
*
[ 8/9 ] 
f(z) = -243/64*z^3 + 23/8*z + 1
*
-8/9 | 0.15815661957733650353143615217589102623 | 0.028792071817997941862939446760765518762
f(z) = -243/64*z^3 + 25/8*z + 1
*
[ 20/27 ] 
f(z) = -243/64*z^3 + 26/15*z + 1
*
-20/27 | 0.19987510284438474920783015089150922457 | 0.029251306105508856365069215639039725144
f(z) = -243/64*z^3 + 29/6*z + 1
*
[ 2/3 ] 
f(z) = -243/68*z^3 + 37/34*z + 1
*
[ 2/3 ] 
f(z) = -243/76*z^3 + 35/38*z + 1
*
[ 15/22 ] 
f(z) = -242/75*z^3 + 31/30*z + 1
*
[ -4/7 ] 
f(z) = -259/64*z^3 + 57/14*z + 1
*
[ 15/16 ] 
f(z) = -256/75*z^3 + 44/15*z + 1
*
[ -5/8 ] 
f(z) = -256/75*z^3 + 59/15*z + 1
*
[ -4/3 ] 
f(z) = -255/64*z^3 + 53/6*z + 1
*
[ -4/11 ] 
f(z) = -253/64*z^3 + 47/11*z + 1
*
[ 4/3 ] 
f(z) = -249/64*z^3 + 43/6*z + 1
*
[ 8/7 ] 
f(z) = -245/64*z^3 + 41/8*z + 1
*
[ -4/5 ] 
f(z) = -245/64*z^3 + 47/10*z + 1
*
[ -4/35 ] 
f(z) = -245/64*z^3 + 49/5*z + 1
*
[ -8/7 ] 
f(z) = -245/64*z^3 + 55/8*z + 1
*
[ -2/7 ] 
f(z) = -245/72*z^3 + 43/9*z + 1
*
10/7 | 0.15827976343446132924006690323458398721 | 0.026506920594193123189947539304636932511
f(z) = -245/72*z^3 + 49/9*z + 1
*
[ -8/9 ] 
f(z) = -243/64*z^3 + 41/8*z + 1
*
[ -4/27 ] 
f(z) = -243/64*z^3 + 47/6*z + 1
*
10/9 | 0.082279036834175773004482538997445248392 | 0.014978721371108244593155336980614074080
f(z) = -243/64*z^3 + 51/16*z + 1
*
-2/9 | 0.16458205293324196105140547960542962645 | 0.029961808115722275478901554268555775176
f(z) = -243/64*z^3 + 59/16*z + 1
*
[ -5/11 ] 
f(z) = -242/75*z^3 + 58/15*z + 1
*
[ 6/7 ] 
f(z) = -259/72*z^3 + 52/21*z + 1
*
-6/7 | 0.21907430342352673878652302225349209843 | 0.029199246630982431236157902305251236770
f(z) = -259/72*z^3 + 59/21*z + 1
*
[ 4/5 ] 
f(z) = -257/64*z^3 + 58/25*z + 1
*
[ 3/4 ] 
f(z) = -256/63*z^3 + 41/21*z + 1
*
-5/8 | 0.13662925189094330184619749877345024194 | 0.021901593793714769755638040477362533586
f(z) = -256/75*z^3 + 43/30*z + 1
*
[ 4/5 ] 
f(z) = -253/64*z^3 + 57/25*z + 1
*
[ 4/5 ] 
f(z) = -249/64*z^3 + 56/25*z + 1
*
10/11 | 0.17942265709052371703414062934015820863 | 0.029023001106889830576172945236283009735
f(z) = -242/75*z^3 + 47/30*z + 1
*
[ 4/5 ] 
f(z) = -241/64*z^3 + 54/25*z + 1
*
[ 2/3 ] 
f(z) = -249/64*z^3 + 59/48*z + 1
*
[ -4 ] 
f(z) = -259/64*z^3 + 66*z + 1
*
[ 4/3 ] 
f(z) = -259/64*z^3 + 67/9*z + 1
*
[ 4 ] 
f(z) = -257/64*z^3 + 65*z + 1
*
[ -5/16 ] 
f(z) = -256/75*z^3 + 68/15*z + 1
*
[ -15/16 ] 
f(z) = -256/75*z^3 + 76/15*z + 1
*
[ -4 ] 
f(z) = -255/64*z^3 + 65*z + 1
*
[ 4 ] 
f(z) = -253/64*z^3 + 64*z + 1
*
[ -4/3 ] 
f(z) = -253/64*z^3 + 79/9*z + 1
*
[ -4 ] 
f(z) = -251/64*z^3 + 64*z + 1
*
[ 4/3 ] 
f(z) = -251/64*z^3 + 65/9*z + 1
*
[ 4 ] 
f(z) = -249/64*z^3 + 63*z + 1
*
[ -4/13 ] 
f(z) = -247/64*z^3 + 60/13*z + 1
*
[ -4 ] 
f(z) = -247/64*z^3 + 63*z + 1
*
[ 4/3 ] 
f(z) = -247/64*z^3 + 64/9*z + 1
*
[ 4 ] 
f(z) = -245/64*z^3 + 62*z + 1
*
[ -12/7 ] 
f(z) = -245/64*z^3 + 77/6*z + 1
*
[ -4/3 ] 
f(z) = -245/64*z^3 + 77/9*z + 1
*
[ -2/7 ] 
f(z) = -245/64*z^3 + 77/16*z + 1
*
[ 6/5 ] 
f(z) = -245/72*z^3 + 76/15*z + 1
*
[ -4 ] 
f(z) = -243/64*z^3 + 62*z + 1
*
[ -2/3 ] 
f(z) = -243/64*z^3 + 67/16*z + 1
*
[ 4 ] 
f(z) = -241/64*z^3 + 61*z + 1
*
[ -4/3 ] 
f(z) = -241/64*z^3 + 76/9*z + 1
*
-3/4 | 0.14067557796856129030781369084797967565 | 0.025368994838679011323292735134489379674
f(z) = -256/63*z^3 + 76/21*z + 1
*
-3/7 | 0.14455758188998049823859806828817134631 | 0.026277185392406186705870106428512631386
f(z) = -245/72*z^3 + 71/24*z + 1
*
[ 10/11 ] 
f(z) = -242/75*z^3 + 77/30*z + 1
*
[ 2/3 ] 
f(z) = -255/64*z^3 + 61/48*z + 1
*
[ 3/4 ] 
f(z) = -248/63*z^3 + 79/42*z + 1
*
[ 2/3 ] 
f(z) = -243/62*z^3 + 77/62*z + 1
*
28/45 | 0.28199051151348350031345598740006320164 | 0.028743599925634932389345616869539221864
f(z) = -243/64*z^3 + 79/75*z + 1
*
[ 2/3 ] 
f(z) = -243/70*z^3 + 73/70*z + 1
*
[ 2/3 ] 
f(z) = -243/74*z^3 + 71/74*z + 1
*
[ 7/11 ] 
f(z) = -242/63*z^3 + 62/63*z + 1
*
[ -4/3 ] 
f(z) = -257/64*z^3 + 80/9*z + 1
*
[ 5/4 ] 
f(z) = -256/75*z^3 + 83/15*z + 1
*
[ -4/17 ] 
f(z) = -255/64*z^3 + 93/17*z + 1
*
[ -2/9 ] 
f(z) = -243/64*z^3 + 91/16*z + 1
*
[ 15/11 ] 
f(z) = -242/75*z^3 + 94/15*z + 1
*
[ -3/8 ] 
f(z) = -256/63*z^3 + 89/21*z + 1
*
[ -3/4 ] 
f(z) = -256/63*z^3 + 97/21*z + 1
*
[ -3/5 ] 
f(z) = -250/63*z^3 + 86/21*z + 1
*
[ -3/7 ] 
f(z) = -245/72*z^3 + 95/24*z + 1
*
-28/27 | 0.25613258774826113635946219719987383447 | 0.029777546380490078514962183945928353227
f(z) = -243/64*z^3 + 85/21*z + 1
*
-3/11 | 0.16135640402885119341504026604112405900 | 0.029244727060966819363126874334178772624
f(z) = -242/63*z^3 + 83/21*z + 1
*
-10/11 | 0.18365169114183348792333529328049799725 | 0.029707080040635154040226077704486162112
f(z) = -242/75*z^3 + 83/30*z + 1
*
[ 12/17 ] 
f(z) = -255/64*z^3 + 80/51*z + 1
*
0 | 0.14276200876665476225165134050250123734 | 0.025727167294616480290811939305161598654
f(z) = -257/79*z^3 + 99/79*z + 1
*
-5/32 | 0.20404442533745499576246944643067747529 | 0.029437388055538467621051743095905738608
f(z) = -256/75*z^3 + 89/60*z + 1
*
[ 11/16 ] 
f(z) = -256/77*z^3 + 86/77*z + 1
*
0 | 0.14269271365033540643411254179389338612 | 0.025732758794290973266364306235766550943
f(z) = -256/79*z^3 + 98/79*z + 1
*
0 | 0.14262315804810309548641431427309396996 | 0.025738382028899775567520003379535135691
f(z) = -255/79*z^3 + 97/79*z + 1
*
0 | 0.14255333999266221057421986759440067398 | 0.025744037314441758641905571080712274661
f(z) = -254/79*z^3 + 96/79*z + 1
*
0 | 0.10929466411243063187328079133346485051 | 0.019751847278251952196992410439751808422
f(z) = -253/78*z^3 + 97/78*z + 1
*
0 | 0.14248325749432952135628751235246865846 | 0.025749724971392809968286020335728208970
f(z) = -253/79*z^3 + 95/79*z + 1
*
0 | 0.14241290854069296704432000383692349340 | 0.025755445324788018577225182120395208617
f(z) = -252/79*z^3 + 94/79*z + 1
*
0 | 0.11664259629653687888036211579467625330 | 0.021110051534501887511392457146750562136
f(z) = -251/76*z^3 + 99/76*z + 1
*
0 | 0.14232304424308932525617503363530594032 | 0.025757715396532286603392917180357059346
f(z) = -251/77*z^3 + 97/77*z + 1
*
0 | 0.10915362617528093608875318069108564069 | 0.019754692941504317440331182010790780876
f(z) = -251/78*z^3 + 95/78*z + 1
*
0 | 0.14234229109626390761012243499386551771 | 0.025761198704305713521383381627258684987
f(z) = -251/79*z^3 + 93/79*z + 1
*
0 | 0.14225208384773787497263322377029498894 | 0.025763486505454404292400460466994871880
f(z) = -250/77*z^3 + 96/77*z + 1
*
0 | 0.14227140310212269452250500811074989231 | 0.025766985444353404852379624421266559254
f(z) = -250/79*z^3 + 92/79*z + 1
*
0 | 0.11650032948819466457907512375518723614 | 0.021114875228539227256019670461344629447
f(z) = -249/76*z^3 + 97/76*z + 1
*
0 | 0.14218085027228659849701452566845093246 | 0.025769291182057680525577701202269011530
f(z) = -249/77*z^3 + 95/77*z + 1
*
0 | 0.14220024247555740632536973377074077492 | 0.025772805884155678195465967430696153073
f(z) = -249/79*z^3 + 91/79*z + 1
*
0 | 0.12174620729246321985098984733630043806 | 0.022081759445453459600752801481792357850
f(z) = -248/75*z^3 + 98/75*z + 1
*
0 | 0.14210934140361443481219369368835858417 | 0.025775129768832601117493042865019104415
f(z) = -248/77*z^3 + 94/77*z + 1
*
0 | 0.14212880710969559017112111643027491488 | 0.025778660367844095601587413998544573353
f(z) = -248/79*z^3 + 90/79*z + 1
*
0 | 0.12917278196378439317039678089698098841 | 0.023445938835897095898809936161774729514
f(z) = -247/74*z^3 + 99/74*z + 1
*
0 | 0.12167434670677574245047245117862870140 | 0.022084910206428934230739401725186536247
f(z) = -247/75*z^3 + 97/75*z + 1
*
0 | 0.14203755510396878869501971524376966395 | 0.025781002613241621195147474058776183560
f(z) = -247/77*z^3 + 93/77*z + 1
*
0 | 0.14205709487312884609551281386278220467 | 0.025784549244549157000862572365990989564
f(z) = -247/79*z^3 + 89/79*z + 1
*
0 | 0.14196548921058095196767108475446872363 | 0.025786910067812690988615255917019674703
f(z) = -246/77*z^3 + 92/77*z + 1
*
0 | 0.14198510360953008635668454643923711797 | 0.025790472868494378284342736679344339486
f(z) = -246/79*z^3 + 88/79*z + 1
*
0 | 0.14185367013916903069293690013714546811 | 0.025785677514148690782746206765308823715
f(z) = -245/73*z^3 + 99/73*z + 1
*
0 | 0.12902814279469843125758601761027386328 | 0.023454296791119397917824026891500827841
f(z) = -245/74*z^3 + 97/74*z + 1
*
0 | 0.11621247171584593986244573828155353938 | 0.021124707706519149467163448725861513034
f(z) = -245/76*z^3 + 93/76*z + 1
*
0 | 0.14191283113726329755767496066128748474 | 0.025796431599092543804411988400507926648
f(z) = -245/79*z^3 + 87/79*z + 1
*
0 | 0.14178088620888244128751312517593220044 | 0.025791622231338988990320688157994271777
f(z) = -244/73*z^3 + 98/73*z + 1
*
0 | 0.12145707516709833362600799461306356704 | 0.022094480319568570367513467884800222434
f(z) = -244/75*z^3 + 94/75*z + 1
*
0 | 0.14182050986406287941053246505534428499 | 0.025798830243456596091639636063343000173
f(z) = -244/77*z^3 + 90/77*z + 1
*
0 | 0.14184027524898562852314699594687776524 | 0.025802425801044192910802803480994098041
f(z) = -244/79*z^3 + 86/79*z + 1
*
0 | 0.14170781486136297642131614666051091145 | 0.025797602361277218057052223098153876226
f(z) = -243/73*z^3 + 97/73*z + 1
*
0 | 0.12888236411695801473249130410044204466 | 0.023462756687931664402102983087429803039
f(z) = -243/74*z^3 + 95/74*z + 1
*
0 | 0.11606684588735866688892331103584418263 | 0.021129719207505135058884595934710110536
f(z) = -243/76*z^3 + 91/76*z + 1
*
0 | 0.14174759195674682142501896066844877963 | 0.025804843695785148661026297294694985057
f(z) = -243/77*z^3 + 89/77*z + 1
*
0 | 0.14176743371124162200226612828682391908 | 0.025808455844438402031452311193116573343
f(z) = -243/79*z^3 + 85/79*z + 1
*
0 | 0.14163445381595799905875206223196976110 | 0.025803618274082587590985518101580797597
f(z) = -242/73*z^3 + 96/73*z + 1
*
0 | 0.12131079704790696274600707127118958630 | 0.022100960714095746479875003368007031126
f(z) = -242/75*z^3 + 92/75*z + 1
*
0 | 0.14169430426404940321525691859378199404 | 0.025814522104855925767958230217602897968
f(z) = -242/79*z^3 + 84/79*z + 1
*
0 | 0.14154070918657391170349604793752561608 | 0.025806007205538244738341072625036452771
f(z) = -241/71*z^3 + 99/71*z + 1
*
0 | 0.089567506413201569434802027805112742746 | 0.016330140841914211348624007867277978746
f(z) = -241/72*z^3 + 97/72*z + 1
*
0 | 0.14156080076474230407615552613623768752 | 0.025809670345379523349776086496486344950
f(z) = -241/73*z^3 + 95/73*z + 1
*
0 | 0.12873542781941979609506510081088043872 | 0.023471320703479447366024974117251675389
f(z) = -241/74*z^3 + 93/74*z + 1
*
0 | 0.12123618842239102580788970618060802272 | 0.022104043211173806748903726850725554312
f(z) = -241/75*z^3 + 91/75*z + 1
*
0 | 0.11592006482906643948577049827313281656 | 0.021134796098146911321949336765058211034
f(z) = -241/76*z^3 + 89/76*z + 1
*
0 | 0.14160088833941431411318984372856307237 | 0.025816979198406922005482214648645613829
f(z) = -241/77*z^3 + 87/77*z + 1
*
0 | 0.10843184526821583587167258845408222672 | 0.019769527766127748874893502852099186173
f(z) = -241/78*z^3 + 85/78*z + 1
*
0 | 0.14162088462047863304554349865364660892 | 0.025820624963474762506973178788788865461
f(z) = -241/79*z^3 + 83/79*z + 1
*
[ 2/3 ] 
f(z) = -259/72*z^3 + 89/81*z + 1
*
[ 2/3 ] 
f(z) = -257/72*z^3 + 88/81*z + 1
*
[ 2/3 ] 
f(z) = -253/72*z^3 + 86/81*z + 1
*
[ 2/3 ] 
f(z) = -251/72*z^3 + 85/81*z + 1
*
[ 2/3 ] 
f(z) = -247/72*z^3 + 83/81*z + 1
*
[ 2/3 ] 
f(z) = -245/72*z^3 + 82/81*z + 1
*
[ 2/3 ] 
f(z) = -241/72*z^3 + 80/81*z + 1
*
[ -5/4 ] 
f(z) = -256/75*z^3 + 107/15*z + 1
*
-2 | 0.10247189973982150376762038633583198312 | 0.014940719993178377173161703728680443807
f(z) = -247/72*z^3 + 119/9*z + 1
*
[ -4/21 ] 
f(z) = -245/64*z^3 + 115/18*z + 1
*
[ -6/5 ] 
f(z) = -245/72*z^3 + 101/15*z + 1
*
[ -6/35 ] 
f(z) = -245/72*z^3 + 104/15*z + 1
*
-2 | 0.10232382108942420637008366763417150989 | 0.014937508975400496080862964664189984248
f(z) = -245/72*z^3 + 118/9*z + 1
*
[ -20/9 ] 
f(z) = -243/64*z^3 + 101/5*z + 1
*
[ -15/11 ] 
f(z) = -242/75*z^3 + 116/15*z + 1
*
-2 | 0.10202400928302329401698713929957701249 | 0.014931001826538061188465876705162236897
f(z) = -241/72*z^3 + 116/9*z + 1
*
[ -6/7 ] 
f(z) = -259/72*z^3 + 101/21*z + 1
*
[ -4/9 ] 
f(z) = -255/64*z^3 + 109/27*z + 1
*
[ -4/5 ] 
f(z) = -251/64*z^3 + 119/25*z + 1
*
[ -4/5 ] 
f(z) = -247/64*z^3 + 118/25*z + 1
*
-8/9 | 0.15403374040751984737045500197121824925 | 0.022812140484151490475984827641366385437
f(z) = -243/64*z^3 + 107/24*z + 1
*
[ -8/27 ] 
f(z) = -243/64*z^3 + 113/24*z + 1
*
[ -4/5 ] 
f(z) = -243/64*z^3 + 117/25*z + 1
*
[ -3/11 ] 
f(z) = -242/63*z^3 + 104/21*z + 1
*
[ -15/22 ] 
f(z) = -242/75*z^3 + 119/30*z + 1
*
[ 4/5 ] 
f(z) = -259/64*z^3 + 117/50*z + 1
*
[ 4/5 ] 
f(z) = -251/64*z^3 + 113/50*z + 1
*
[ 4/5 ] 
f(z) = -247/64*z^3 + 111/50*z + 1
*
[ 4/5 ] 
f(z) = -243/64*z^3 + 109/50*z + 1
*
21/22 | 0.13823218183591011516584792454397785677 | 0.022360123473187079794768895509016597923
f(z) = -242/63*z^3 + 103/42*z + 1
*
0 | 0.14289370938326460772149377079252833259 | 0.025697157087047335981105224788049396376
f(z) = -260/71*z^3 + 118/71*z + 1
*
0 | 0.14291241117752964190767300885458370786 | 0.025700520306793764575555501890701570886
f(z) = -260/73*z^3 + 114/73*z + 1
*
0 | 0.14294973164252317429432420035455716445 | 0.025707231797842878401801404253020865393
f(z) = -260/77*z^3 + 106/77*z + 1
*
0 | 0.14296835054426512223557277002334650505 | 0.025710580110689652123084503078669490991
f(z) = -260/79*z^3 + 102/79*z + 1
*
0 | 0.14282491200705250310129750252275132336 | 0.025702596953012429418259100441725339494
f(z) = -259/71*z^3 + 117/71*z + 1
*
0 | 0.10074661056261802484816818698342022109 | 0.018130237150401411269175578197694999415
f(z) = -259/72*z^3 + 115/72*z + 1
*
0 | 0.14284368213052280019100423623435146132 | 0.025705974801537142689417427465944427402
f(z) = -259/73*z^3 + 113/73*z + 1
*
0 | 0.12251775229697844991787237542789937555 | 0.022048145261400583040578720465882163206
f(z) = -259/75*z^3 + 109/75*z + 1
*
0 | 0.11720097143634514803892643066600325637 | 0.021091343862905056838630011966706307983
f(z) = -259/76*z^3 + 107/76*z + 1
*
0 | 0.10971144028152621249275366802325601711 | 0.019743536971696642005012934318472782895
f(z) = -259/78*z^3 + 103/78*z + 1
*
0 | 0.14289982530080180048897249153809898839 | 0.025716078257979491040995598047777970612
f(z) = -259/79*z^3 + 101/79*z + 1
*
0 | 0.14275585792133530250169570153195538072 | 0.025708067155570765246618539623156945967
f(z) = -258/71*z^3 + 116/71*z + 1
*
0 | 0.14277469687580765000437671575001195417 | 0.025711459752650618372035892216470443504
f(z) = -258/73*z^3 + 112/73*z + 1
*
0 | 0.14281229046830152394900140208487577427 | 0.025718229762754051277797659581115560717
f(z) = -258/77*z^3 + 104/77*z + 1
*
0 | 0.14283104534230400602252856535429492309 | 0.025721607218274060578782007257184326874
f(z) = -258/79*z^3 + 100/79*z + 1
*
0 | 0.12232397004533061518295274282514252271 | 0.022044024658140976369721334019958428363
f(z) = -257/69*z^3 + 119/69*z + 1
*
0 | 0.12984167362775438626707782332066256581 | 0.023398791373790672460305237589688756429
f(z) = -257/70*z^3 + 117/70*z + 1
*
0 | 0.14268654520195635556673766976326352179 | 0.025713567992039998926422806150985984158
f(z) = -257/71*z^3 + 115/71*z + 1
*
0 | 0.091734000567291374103585320468981017505 | 0.016531400752819834080179688499193965083
f(z) = -257/72*z^3 + 113/72*z + 1
*
0 | 0.14270545349478316139924540752888955126 | 0.025716975458893494568764815346192387200
f(z) = -257/73*z^3 + 111/73*z + 1
*
0 | 0.12987949024351851350453772606982113565 | 0.023405606312923885175689460155370695345
f(z) = -257/74*z^3 + 109/74*z + 1
*
0 | 0.12238069504425351704769881865694808821 | 0.022054247080406425082200536340263918013
f(z) = -257/75*z^3 + 107/75*z + 1
*
0 | 0.11706294930025181673323374909615330581 | 0.021095935162774444653077184872029817090
f(z) = -257/76*z^3 + 105/76*z + 1
*
0 | 0.14274318515787328133068893452346500982 | 0.025723775088690034364817141700661890961
f(z) = -257/77*z^3 + 103/77*z + 1
*
0 | 0.10957355531262011381987094150971262086 | 0.019746270124297481494217928201519722754
f(z) = -257/78*z^3 + 101/78*z + 1
*
0 | 0.12225432668910087016683186467605338568 | 0.022046963855198133783426099065867584747
f(z) = -256/69*z^3 + 118/69*z + 1
*
0 | 0.14261697190303090039114305438588671250 | 0.025719099763887913781413641931076422380
f(z) = -256/71*z^3 + 114/71*z + 1
*
0 | 0.14263595004720262373885077703927703141 | 0.025722522223198141413625940671634993692
f(z) = -256/73*z^3 + 110/73*z + 1
*
0 | 0.12231022762694162030563731710754226651 | 0.022057044855923620336340032358606735332
f(z) = -256/75*z^3 + 106/75*z + 1
*
[ 3/4 ] 
f(z) = -256/75*z^3 + 119/75*z + 1
*
0 | 0.14267382080030894104156854870486035359 | 0.025729351716660793198503163919530960060
f(z) = -256/77*z^3 + 102/77*z + 1
*
0 | 0.14254713605661749419845046140138433994 | 0.025724662776807529556195251041730098097
f(z) = -255/71*z^3 + 113/71*z + 1
*
0 | 0.14256618457084661308347854986329301496 | 0.025728100352745559459647496966241056603
f(z) = -255/73*z^3 + 109/73*z + 1
*
0 | 0.12974029127579397038651675747650526017 | 0.023413485068608961492178868387269466447
f(z) = -255/74*z^3 + 107/74*z + 1
*
0 | 0.11692388993760390267601944310988726200 | 0.021100582743400452841743946051191258938
f(z) = -255/76*z^3 + 103/76*z + 1
*
0 | 0.14260419544473804984360221803981559993 | 0.025734959956801866804886435089191271116
f(z) = -255/77*z^3 + 101/77*z + 1
*
0 | 0.12211424877513550979602204641523260771 | 0.022052894567422495192719468472179957167
f(z) = -254/69*z^3 + 116/69*z + 1
*
0 | 0.14247703567238320639409579232873219326 | 0.025730257340793881200789880102391860517
f(z) = -254/71*z^3 + 112/71*z + 1
*
0 | 0.14249615508118975650682891585707750895 | 0.025733710159042623941767507303484347642
f(z) = -254/73*z^3 + 108/73*z + 1
*
0 | 0.12217160712596660505619084903365910690 | 0.022063253044636473947345682058094637150
f(z) = -254/75*z^3 + 104/75*z + 1
*
0 | 0.14253430711815355439755975242781983285 | 0.025740600123621977405301918979942300177
f(z) = -254/77*z^3 + 100/77*z + 1
*
0 | 0.14236819902720889297935386076348500509 | 0.025728931483539655487112258931611913778
f(z) = -253/67*z^3 + 119/67*z + 1
*
0 | 0.11670701397982179857310499991757033196 | 0.021091414984897475084367176197541585058
f(z) = -253/68*z^3 + 117/68*z + 1
*
0 | 0.12956165557887262922303803094716610347 | 0.023414519408549194931277295639274592455
f(z) = -253/70*z^3 + 113/70*z + 1
*
0 | 0.14240666873726243128090026007703982210 | 0.025735883770222511955557195021272952522
f(z) = -253/71*z^3 + 111/71*z + 1
*
0 | 0.097476120269672706052718059838126299331 | 0.017615987536797937160230278707020058805
f(z) = -253/72*z^3 + 109/72*z + 1
*
0 | 0.14242585957106115154230416168894299027 | 0.025739351958001054445284187403437682863
f(z) = -253/73*z^3 + 107/73*z + 1
*
0 | 0.12960003727791323837037995473575587923 | 0.023421455789788722595922579651582304167
f(z) = -253/74*z^3 + 105/74*z + 1
*
0 | 0.12210138282940234506986392857361543314 | 0.022066291027975558954275105527120734312
f(z) = -253/75*z^3 + 103/75*z + 1
*
0 | 0.11678377762945108856221998827868160201 | 0.021105287792836563944078555711713435622
f(z) = -253/76*z^3 + 101/76*z + 1
*
0 | 0.14229741893548093427872512370094029876 | 0.025734558972257904106454613384875757236
f(z) = -252/67*z^3 + 118/67*z + 1
*
0 | 0.14233603321510917389873187585724075862 | 0.025741542383929726156266406169496815295
f(z) = -252/71*z^3 + 110/71*z + 1
*
0 | 0.14235529601029829515991957406085869196 | 0.025745026070018155708980686813183331140
f(z) = -252/73*z^3 + 106/73*z + 1
*
0 | 0.10903761325607747423527486955944737534 | 0.019733696849332063594472040235440517374
f(z) = -251/66*z^3 + 119/66*z + 1
*
0 | 0.14222636710503983114838827284254193991 | 0.025740218706375934458962501239502577415
f(z) = -251/67*z^3 + 117/67*z + 1
*
0 | 0.11656525477893667865142222839391240886 | 0.021096054217277002608960505092532269002
f(z) = -251/68*z^3 + 115/68*z + 1
*
0 | 0.12190212361341542066653479305960234114 | 0.022061924145637540930861783420918062573
f(z) = -251/69*z^3 + 113/69*z + 1
*
0 | 0.12942004149325948465654807211033632021 | 0.023422521722462682931000655972616668586
f(z) = -251/70*z^3 + 111/70*z + 1
*
0 | 0.14226512704634265850667950707636385527 | 0.025747233505294648572514864291909473996
f(z) = -251/71*z^3 + 109/71*z + 1
*
0 | 0.10018710839845398003167613872475783535 | 0.018131926830634885667841544181565507902
f(z) = -251/72*z^3 + 107/72*z + 1
*
0 | 0.14228446234539437275967595624032066168 | 0.025750732820059376695321458920231880730
f(z) = -251/73*z^3 + 105/73*z + 1
*
0 | 0.12945871212350196506197309276295941177 | 0.023429520357808685304772913651212439796
f(z) = -251/74*z^3 + 103/74*z + 1
*
0 | 0.12196012963912724172424900093912319435 | 0.022072422113197994999684627955086045025
f(z) = -251/75*z^3 + 101/75*z + 1
*
0 | 0.14215504144007053412123190580381052764 | 0.025745911010651316393680976079954546723
f(z) = -250/67*z^3 + 116/67*z + 1
*
0 | 0.12182983782581192841040400559702558947 | 0.022064783150358872283808854510491444387
f(z) = -250/69*z^3 + 112/69*z + 1
*
0 | 0.14219394814758610516085372733651761457 | 0.025752957462323138534698032424635839927
f(z) = -250/71*z^3 + 108/71*z + 1
*
0 | 0.14221335649913875363154779405329422461 | 0.025756472537742736512348812341878175559
f(z) = -250/73*z^3 + 104/73*z + 1
*
0 | 0.14206386692291720240599450440926098863 | 0.025748088762831890153673434170067153147
f(z) = -249/65*z^3 + 119/65*z + 1
*
0 | 0.14208343982040391298826821909956527935 | 0.025751636214500984032326403992957312826
f(z) = -249/67*z^3 + 115/67*z + 1
*
0 | 0.11642240132382749032462066793584281268 | 0.021100751290223939325600087006911086500
f(z) = -249/68*z^3 + 113/68*z + 1
*
0 | 0.12927733536258299695920206756739347638 | 0.023430618763490864607587063794267473522
f(z) = -249/70*z^3 + 109/70*z + 1
*
0 | 0.14212249441129851564965325229675751118 | 0.025758714587733608597254440581219865160
f(z) = -249/71*z^3 + 107/71*z + 1
*
0 | 0.14214197637025053517152638097041845490 | 0.025762245557425167275016024800391319022
f(z) = -249/73*z^3 + 103/73*z + 1
*
0 | 0.12931629931334265258720808041350014557 | 0.023437680708828834174954559744293951402
f(z) = -249/74*z^3 + 101/74*z + 1
*
0 | 0.14199191235596710698417765232639391734 | 0.025753831035675124683369843458760316161
f(z) = -248/65*z^3 + 118/65*z + 1
*
0 | 0.14201156010113774743814419489177646560 | 0.025757394652087925336037027146375065421
f(z) = -248/67*z^3 + 114/67*z + 1
*
0 | 0.12168650516033724850934974894388463064 | 0.022070930951085504122853864308734438229
f(z) = -248/69*z^3 + 110/69*z + 1
*
0 | 0.14205076370539930572659391561616529710 | 0.025764505219044799030919002703863367578
f(z) = -248/71*z^3 + 106/71*z + 1
*
0 | 0.14207031983300497385303555419718454973 | 0.025768052218290825549676194828164345216
f(z) = -248/73*z^3 + 102/73*z + 1
*
0 | 0.11623768592960859013313323133942609871 | 0.021098110865924528582610675531370298436
f(z) = -247/64*z^3 + 119/64*z + 1
*
0 | 0.10874946362742505233966075792087287221 | 0.019738935973060340590600331320251039512
f(z) = -247/66*z^3 + 115/66*z + 1
*
0 | 0.14193940011225031222040755628406994350 | 0.025763186662409853858323526842671841291
f(z) = -247/67*z^3 + 113/67*z + 1
*
0 | 0.11627843657900495841099972668653934051 | 0.021105507449157815369796993214126454494
f(z) = -247/68*z^3 + 111/68*z + 1
*
0 | 0.12161545398049962836317110946406505932 | 0.022074220684711145972905881730782903290
f(z) = -247/69*z^3 + 109/69*z + 1
*
0 | 0.12913352020225671586018175140022993536 | 0.023438812498247841084567367270381705729
f(z) = -247/70*z^3 + 107/70*z + 1
*
0 | 0.14197875387288561612400040305405259537 | 0.025770329698665561036288847690470456106
f(z) = -247/71*z^3 + 105/71*z + 1
*
0 | 0.099900883118907633705051753204468101019 | 0.018132844703419835448600902696776971262
f(z) = -247/72*z^3 + 103/72*z + 1
*
0 | 0.14199838473685263652896165164786476433 | 0.025773892864441425636389205405916839944
f(z) = -247/73*z^3 + 101/73*z + 1
*
0 | 0.14184715848496938166545799121920028835 | 0.025765416225917930286705818181143598842
f(z) = -246/65*z^3 + 116/65*z + 1
*
0 | 0.14186695765820638243273286554865984261 | 0.025769012589389916475043790331061784138
f(z) = -246/67*z^3 + 112/67*z + 1
*
0 | 0.14190646273144213023424077060482557264 | 0.025776188373986703227298025073577776532
f(z) = -246/71*z^3 + 104/71*z + 1
*
0 | 0.14192616890603110107678310261167745754 | 0.025779767844988649611789415974679680395
f(z) = -246/73*z^3 + 100/73*z + 1
*
0 | 0.11609228725990122836043945329659051814 | 0.021102860985033809297449153532257002223
f(z) = -245/64*z^3 + 117/64*z + 1
*
0 | 0.10860525140849747764563377920800994451 | 0.019741893081899810653072432068664117541
f(z) = -245/66*z^3 + 113/66*z + 1
*
0 | 0.14179423051755547971962276761531352623 | 0.025774872781969492572718457045614941196
f(z) = -245/67*z^3 + 111/67*z + 1
*
0 | 0.11613334310780034162746817672705664364 | 0.021110323977376255258318231115743174673
f(z) = -245/68*z^3 + 109/68*z + 1
*
0 | 0.12147043651600991020755319913604759607 | 0.022080482658163045116544385161890438412
f(z) = -245/69*z^3 + 107/69*z + 1
*
0 | 0.14183388807304322160378368293711420130 | 0.025782081597474957648466385117399415372
f(z) = -245/71*z^3 + 103/71*z + 1
*
0 | 0.096903635444596474018796368660313499203 | 0.017614813145627863551229519288671176456
f(z) = -245/72*z^3 + 101/72*z + 1
*
0 | 0.12811816410164092853301686763300538152 | 0.023306211280228285875188666280831468451
f(z) = -244/63*z^3 + 118/63*z + 1
*
0 | 0.14170126348598196456649108616184179956 | 0.025777137915117025473376460889164718224
f(z) = -244/65*z^3 + 114/65*z + 1
*
0 | 0.14172121644252217520496257852910746795 | 0.025780767594203141927413976852126484823
f(z) = -244/67*z^3 + 110/67*z + 1
*
0 | 0.12139646577570063535462826567461092734 | 0.022083454753510972493142350190401914584
f(z) = -244/69*z^3 + 106/69*z + 1
*
0 | 0.14176102766354724949402582047317462840 | 0.025788009726769123366388330208008021651
f(z) = -244/71*z^3 + 102/71*z + 1
*
0 | 0.12876236949019409663327722901958779178 | 0.023440911924678671439214099312007715023
f(z) = -243/62*z^3 + 119/62*z + 1
*
-28/135 | 0.16243267398990289143556120905844487324 | 0.016556939348626311740037438606739342405
f(z) = -243/64*z^3 + 106/75*z + 1
*
0 | 0.11594573724774194434193882801105105708 | 0.021107671640612624280519512507925279161
f(z) = -243/64*z^3 + 115/64*z + 1
*
0 | 0.14162788240992205252230179565776175037 | 0.025783050830720823296234192983708868680
f(z) = -243/65*z^3 + 113/65*z + 1
*
0 | 0.14164791315858825985776701919592226308 | 0.025786697385355760320169283933115519324
f(z) = -243/67*z^3 + 109/67*z + 1
*
0 | 0.11598710305966160403944104045281432113 | 0.021115202197542732731512765375860671042
f(z) = -243/68*z^3 + 107/68*z + 1
*
0 | 0.12884249284366037917879943044852282697 | 0.023455498208537450990291674400135499638
f(z) = -243/70*z^3 + 103/70*z + 1
*
0 | 0.14168787924228281571621488909697409873 | 0.025793973124778447516317967660426884598
f(z) = -243/71*z^3 + 101/71*z + 1
*
0 | 0.12797095314703629448247496860023389016 | 0.023314338681091324653786243158476939713
f(z) = -242/63*z^3 + 116/63*z + 1
*
0 | 0.14155420921353546447710019619507456978 | 0.025788998942177956700079092198969267800
f(z) = -242/65*z^3 + 112/65*z + 1
*
0 | 0.14157431836406658770384181256204804972 | 0.025792662520002003814059822920077978417
f(z) = -242/67*z^3 + 108/67*z + 1
*
0 | 0.12125075702276097306053156346813999755 | 0.022090022345299926807302912935863923583
f(z) = -242/69*z^3 + 104/69*z + 1
*
0 | 0.14161444052162679074031139267077117443 | 0.025799972159783305591456764128927224919
f(z) = -242/71*z^3 + 100/71*z + 1
*
0 | 0.14143976760565128440834211506088441839 | 0.025787603318913697332103380065211208248
f(z) = -241/61*z^3 + 119/61*z + 1
*
0 | 0.12861449158266762909499447164287434722 | 0.023449271348103367780234310616892930069
f(z) = -241/62*z^3 + 117/62*z + 1
*
0 | 0.12789690622669861544298765878695096727 | 0.023318439639168553069847559002404458843
f(z) = -241/63*z^3 + 115/63*z + 1
*
0 | 0.11579801750284214717866919332988940307 | 0.021112544166543197692593504798163540779
f(z) = -241/64*z^3 + 113/64*z + 1
*
0 | 0.14148024156032505287647141397836649272 | 0.025794982617575901382452977555778615782
f(z) = -241/65*z^3 + 111/65*z + 1
*
0 | 0.10831026092468823454021402220101615916 | 0.019747360246527306316953954513718969064
f(z) = -241/66*z^3 + 109/66*z + 1
*
0 | 0.14150042972966639183998847605956007690 | 0.025798663368128044565120482025983530299
f(z) = -241/67*z^3 + 107/67*z + 1
*
0 | 0.11583969815694244402704028499048681835 | 0.021120143473246020378586147787131471089
f(z) = -241/68*z^3 + 105/68*z + 1
*
0 | 0.12117591354410647294260403724693506561 | 0.022093053765435805196014346359133986462
f(z) = -241/69*z^3 + 103/69*z + 1
*
0 | 0.12869524462713830931136157579067192486 | 0.023463994417243374584738728620063592824
f(z) = -241/70*z^3 + 101/70*z + 1
*
21/32 | 0.20504787536628931084503244289972098967 | 0.029582155293576382991867622385832019577
f(z) = -256/63*z^3 + 115/84*z + 1
*
-12/35 | 0.27385371524014291749085483031627571956 | 0.029421578036314141049789038089594073494
f(z) = -245/64*z^3 + 113/90*z + 1
*
[ 2/3 ] 
f(z) = -255/76*z^3 + 113/114*z + 1
*
[ 2/3 ] 
f(z) = -249/68*z^3 + 115/102*z + 1
*
[ 2/3 ] 
f(z) = -249/76*z^3 + 109/114*z + 1
*
[ 4 ] 
f(z) = -259/64*z^3 + 131/2*z + 1
*
-2 | 0.10333600585903373263561350191208914396 | 0.014959419042166816743605504389134428760
f(z) = -259/72*z^3 + 125/9*z + 1
*
[ 2 ] 
f(z) = -259/72*z^3 + 134/9*z + 1
*
[ -4 ] 
f(z) = -257/64*z^3 + 131/2*z + 1
*
[ 4/3 ] 
f(z) = -257/64*z^3 + 133/18*z + 1
*
-2 | 0.10319479701656288093938804393297836413 | 0.014956367873314748462405535783809973936
f(z) = -257/72*z^3 + 124/9*z + 1
*
[ 2 ] 
f(z) = -257/72*z^3 + 133/9*z + 1
*
[ 4 ] 
f(z) = -255/64*z^3 + 129/2*z + 1
*
[ -4 ] 
f(z) = -253/64*z^3 + 129/2*z + 1
*
[ 4/3 ] 
f(z) = -253/64*z^3 + 131/18*z + 1
*
-2 | 0.10290906248702650842111975416583538401 | 0.014950188396484254229077013070108079684
f(z) = -253/72*z^3 + 122/9*z + 1
*
[ 2 ] 
f(z) = -253/72*z^3 + 131/9*z + 1
*
[ 4 ] 
f(z) = -251/64*z^3 + 127/2*z + 1
*
-2 | 0.10276450139173031589766133405569337973 | 0.014947059253738949866765880906595515490
f(z) = -251/72*z^3 + 121/9*z + 1
*
[ 2 ] 
f(z) = -251/72*z^3 + 130/9*z + 1
*
[ -2 ] 
f(z) = -251/72*z^3 + 139/9*z + 1
*
[ -4 ] 
f(z) = -249/64*z^3 + 127/2*z + 1
*
[ 4 ] 
f(z) = -247/64*z^3 + 125/2*z + 1
*
[ 2 ] 
f(z) = -247/72*z^3 + 128/9*z + 1
*
[ -2 ] 
f(z) = -247/72*z^3 + 137/9*z + 1
*
[ -4 ] 
f(z) = -245/64*z^3 + 125/2*z + 1
*
[ 4/3 ] 
f(z) = -245/64*z^3 + 127/18*z + 1
*
[ 12/7 ] 
f(z) = -245/72*z^3 + 125/12*z + 1
*
[ 2 ] 
f(z) = -245/72*z^3 + 127/9*z + 1
*
[ -2 ] 
f(z) = -245/72*z^3 + 136/9*z + 1
*
[ -12/7 ] 
f(z) = -245/72*z^3 + 139/12*z + 1
*
[ 4 ] 
f(z) = -243/64*z^3 + 123/2*z + 1
*
[ -4 ] 
f(z) = -241/64*z^3 + 123/2*z + 1
*
[ 4/3 ] 
f(z) = -241/64*z^3 + 125/18*z + 1
*
[ 2 ] 
f(z) = -241/72*z^3 + 125/9*z + 1
*
[ -2 ] 
f(z) = -241/72*z^3 + 134/9*z + 1
*
[ -4/5 ] 
f(z) = -259/64*z^3 + 121/25*z + 1
*
[ -3/16 ] 
f(z) = -256/63*z^3 + 136/21*z + 1
*
[ -6/11 ] 
f(z) = -253/72*z^3 + 128/33*z + 1
*
[ 12/13 ] 
f(z) = -247/64*z^3 + 125/39*z + 1
*
[ -12/35 ] 
f(z) = -245/64*z^3 + 131/30*z + 1
*
[ -4/7 ] 
f(z) = -245/72*z^3 + 139/36*z + 1
*
[ -28/27 ] 
f(z) = -243/64*z^3 + 127/21*z + 1
*
[ -20/27 ] 
f(z) = -243/64*z^3 + 133/30*z + 1
*
[ -2/3 ] 
f(z) = -243/68*z^3 + 139/34*z + 1
*
-5/11 | 0.17882822839404782648142113087473530446 | 0.027577222449047952194779509290788654373
f(z) = -242/75*z^3 + 131/30*z + 1
*
[ 6/7 ] 
f(z) = -245/64*z^3 + 127/48*z + 1
*
-2/5 | 0.21220182387536592596821150747842607169 | 0.029842623029497413540338340037654087777
f(z) = -245/72*z^3 + 137/45*z + 1
*
0 | 0.14279978010553590895538467939986451720 | 0.025680265402904731184566187634192075501
f(z) = -260/61*z^3 + 138/61*z + 1
*
0 | 0.12925550772224411169292429520545442159 | 0.023244543798605969266060117384364074627
f(z) = -260/63*z^3 + 134/63*z + 1
*
0 | 0.14285622208798896316048291604299835251 | 0.025690415594229881084282336489590235282
f(z) = -260/67*z^3 + 126/67*z + 1
*
0 | 0.12253030771351361599808740351804701323 | 0.022035123721178825488075251293996261288
f(z) = -260/69*z^3 + 122/69*z + 1
*
0 | 0.096705685977889379856888464263832678224 | 0.017403037291082254761217144951683723647
f(z) = -259/60*z^3 + 139/60*z + 1
*
0 | 0.14273063806664663607306853200010319219 | 0.025685631529688348080595056005596431268
f(z) = -259/61*z^3 + 137/61*z + 1
*
0 | 0.12990469069739444700400312969284777782 | 0.023377489685664940440012351906950150592
f(z) = -259/62*z^3 + 135/62*z + 1
*
0 | 0.11708687700328349287427503950104726018 | 0.021070811567898837093510708142894930095
f(z) = -259/64*z^3 + 131/64*z + 1
*
0 | 0.14276843278600636990912324281127319749 | 0.025692433021283928319645190624649925547
f(z) = -259/65*z^3 + 129/65*z + 1
*
0 | 0.10959778489272821079147220396973643418 | 0.019723083686560581744927797643405735740
f(z) = -259/66*z^3 + 127/66*z + 1
*
0 | 0.14278728745385045807276484035012325037 | 0.025695826084311025387129532298245423148
f(z) = -259/67*z^3 + 125/67*z + 1
*
0 | 0.11712589064773793793256161765755704758 | 0.021077832415767668374624738002665811173
f(z) = -259/68*z^3 + 123/68*z + 1
*
0 | 0.12246144180867772007047309741425048453 | 0.022038011694611131673587207872757638075
f(z) = -259/69*z^3 + 121/69*z + 1
*
0 | 0.14266123677666692985880351379959748835 | 0.025691027387277600501062303538322678471
f(z) = -258/61*z^3 + 136/61*z + 1
*
0 | 0.14269917099275243745086021481910946137 | 0.025697858738290583436529626899229725352
f(z) = -258/65*z^3 + 128/65*z + 1
*
0 | 0.14271809510014790233358331824677933500 | 0.025701266670062111358642752755701292418
f(z) = -258/67*z^3 + 124/67*z + 1
*
0 | 0.096567585543156389808451887012778150768 | 0.017402461971285049208868139980480419748
f(z) = -257/60*z^3 + 137/60*z + 1
*
0 | 0.14259157428319044354384187888339624037 | 0.025696453265676014442080425209163306371
f(z) = -257/61*z^3 + 135/61*z + 1
*
0 | 0.12976569707703087439060279962728578961 | 0.023385099625910277971070396287141537445
f(z) = -257/62*z^3 + 133/62*z + 1
*
0 | 0.12904751146082538242848740216210097814 | 0.023255675266752468176403264313296151656
f(z) = -257/63*z^3 + 131/63*z + 1
*
0 | 0.11694802339662535897734500355854377016 | 0.021075224344997177171340764084170713499
f(z) = -257/64*z^3 + 129/64*z + 1
*
0 | 0.14262964903062506589292734817276267099 | 0.025703314722764026471733961974467438480
f(z) = -257/65*z^3 + 127/65*z + 1
*
0 | 0.10946010450176759693748933031177293075 | 0.019725825133254497964345172677521863556
f(z) = -257/66*z^3 + 125/66*z + 1
*
0 | 0.14264864309152007697850315549579112810 | 0.025706737645896530202785589350349043589
f(z) = -257/67*z^3 + 123/67*z + 1
*
0 | 0.11698731582783690519978643200224609470 | 0.021082305241097791398215741379733736449
f(z) = -257/68*z^3 + 121/68*z + 1
*
0 | 0.14252164861166200365430839382214026859 | 0.025701909458920523650113691001370632222
f(z) = -256/61*z^3 + 134/61*z + 1
*
0 | 0.12897765668371215409260276092580380744 | 0.023259428210383848831995627965711095408
f(z) = -256/63*z^3 + 130/63*z + 1
*
0 | 0.14255986493663463212003082354476870793 | 0.025708801271735400167329316171219789344
f(z) = -256/65*z^3 + 126/65*z + 1
*
0 | 0.14257892947071109914351327126793971114 | 0.025712239310331522370913570718387555249
f(z) = -256/67*z^3 + 122/67*z + 1
*
[ 3/4 ] 
f(z) = -256/69*z^3 + 121/69*z + 1
*
0 | 0.14245145776504116992273751417089382076 | 0.025707396265154258459374929026694668323
f(z) = -255/61*z^3 + 133/61*z + 1
*
0 | 0.12962565177164345358860687061180645422 | 0.023392796735845817445566305290683713782
f(z) = -255/62*z^3 + 131/62*z + 1
*
0 | 0.11680812019739801465716906079317123054 | 0.021079690443429079050627914269257084631
f(z) = -255/64*z^3 + 127/64*z + 1
*
0 | 0.14250895225823874243085318884813521612 | 0.025717771966062367627065888688581804627
f(z) = -255/67*z^3 + 121/67*z + 1
*
0 | 0.14238099972345937999691534615666296571 | 0.025712913986700949590044646303325241175
f(z) = -254/61*z^3 + 132/61*z + 1
*
0 | 0.12883715118068834030620034718988571010 | 0.023266999059108282230677138758967061212
f(z) = -254/63*z^3 + 128/63*z + 1
*
0 | 0.14241950238920622248022193958515436219 | 0.025719867272143038938478340152698027630
f(z) = -254/65*z^3 + 124/65*z + 1
*
0 | 0.14243870945205644959405633104693976656 | 0.025723335920038223485580315107255197673
f(z) = -254/67*z^3 + 120/67*z + 1
*
0 | 0.096286139988684564393998775100960908691 | 0.017400933042005488680023400891467290308
f(z) = -253/60*z^3 + 133/60*z + 1
*
0 | 0.14231027244387053153583709840795255131 | 0.025718462930140989443474191907940279084
f(z) = -253/61*z^3 + 131/61*z + 1
*
0 | 0.12948453873666123638505485106858688917 | 0.023400582771273164877786356079245843372
f(z) = -253/62*z^3 + 129/62*z + 1
*
0 | 0.12876649640390268399359467171977474484 | 0.023270817401562370093551503984504109545
f(z) = -253/63*z^3 + 127/63*z + 1
*
0 | 0.11666715140834144631042822752948987667 | 0.021084210978824604328502061151710889785
f(z) = -253/64*z^3 + 125/64*z + 1
*
0 | 0.14234891989686385832457822056339671679 | 0.025725447338715888859658988837420678515
f(z) = -253/65*z^3 + 123/65*z + 1
*
0 | 0.14223927385969485031413042730298131178 | 0.025724043406389194728226180614744093495
f(z) = -252/61*z^3 + 130/61*z + 1
*
0 | 0.14227806719415084629991608301643211725 | 0.025731059200215652013852925618987796572
f(z) = -252/65*z^3 + 122/65*z + 1
*
0 | 0.096143795929438517908173394533426574787 | 0.017400165559014899876963666480019391706
f(z) = -251/60*z^3 + 131/60*z + 1
*
0 | 0.14216800188045588886522182498203768774 | 0.025729655730774315593524611310895691540
f(z) = -251/61*z^3 + 129/61*z + 1
*
0 | 0.12934234155734207800948237403981245168 | 0.023408459538461959967317232591692375085
f(z) = -251/62*z^3 + 127/62*z + 1
*
0 | 0.12862437249730792027069983035590307952 | 0.023278521039674026676688067591912877481
f(z) = -251/63*z^3 + 125/63*z + 1
*
0 | 0.11652510066346316700723198570572693216 | 0.021088787099826931434766206988988355292
f(z) = -251/64*z^3 + 123/64*z + 1
*
0 | 0.14220694220305569114678563193647180343 | 0.025736703175215299464502697752783631577
f(z) = -251/65*z^3 + 121/65*z + 1
*
0 | 0.14209645439141049597555714614189383903 | 0.025735300223120337836186185548874339361
f(z) = -250/61*z^3 + 128/61*z + 1
*
0 | 0.12855289917487570881965278604318938439 | 0.023282406791832868208026328399243381204
f(z) = -250/63*z^3 + 124/63*z + 1
*
0 | 0.14202462925317159299288198730828041181 | 0.025740977207829626185211021202964498443
f(z) = -249/61*z^3 + 127/61*z + 1
*
0 | 0.12919904343729174068538716085108209556 | 0.023416428896035644173503187636932566008
f(z) = -249/62*z^3 + 125/62*z + 1
*
0 | 0.11638195121661249182199164308606251070 | 0.021093419989354852288216478359496792197
f(z) = -249/64*z^3 + 121/64*z + 1
*
0 | 0.14195252430132358842632253228815392843 | 0.025746687013967958156832225185054564233
f(z) = -248/61*z^3 + 126/61*z + 1
*
0 | 0.12840911912663993666745007999299954950 | 0.023290247328571798509277827562398455595
f(z) = -248/63*z^3 + 122/63*z + 1
*
0 | 0.095854747383863974940134531552032424025 | 0.017398437272354611723629229584188601556
f(z) = -247/60*z^3 + 127/60*z + 1
*
0 | 0.14188013734603025768998090589315598352 | 0.025752429975351499513949566726089245443
f(z) = -247/61*z^3 + 125/61*z + 1
*
0 | 0.12905462718653421265288273221235358188 | 0.023424492756944074194625859419612959769
f(z) = -247/62*z^3 + 123/62*z + 1
*
0 | 0.12833680805977056865440200244501797211 | 0.023294202589886620877961075746732695137
f(z) = -247/63*z^3 + 121/63*z + 1
*
0 | 0.14180746617163491006998005051567037308 | 0.025758206430635773959579643340778896459
f(z) = -246/61*z^3 + 124/61*z + 1
*
0 | 0.14173450853625266007217320435514499689 | 0.025764016723406681346411428927279779908
f(z) = -245/61*z^3 + 123/61*z + 1
*
0 | 0.12890907520911201613550786907451836712 | 0.023432653090527742683681746181705498961
f(z) = -245/62*z^3 + 121/62*z + 1
*
0 | 0.14158772478134378720039197202370722885 | 0.025775740220964773694180279530560861228
f(z) = -243/61*z^3 + 121/61*z + 1
*
-5/9 | 0.15609552352565870699757992124016898027 | 0.028416853722781376743862428825194244280
f(z) = -243/65*z^3 + 127/65*z + 1
*
[ 7/9 ] 
f(z) = -243/70*z^3 + 127/70*z + 1
*
[ 7/9 ] 
f(z) = -243/77*z^3 + 125/77*z + 1
*
0 | 0.14151389404312252760387562892727037637 | 0.025781654138424614565261837105721773177
f(z) = -242/61*z^3 + 120/61*z + 1
*
0 | 0.095415176756441345766504067644906016859 | 0.017396300704193411552754695443220245480
f(z) = -241/60*z^3 + 121/60*z + 1
*
-6/35 | 0.13083838126161107277466070774384533648 | 0.018400221159612708996650337625699444252
f(z) = -245/64*z^3 + 129/80*z + 1
*
21/25 | 0.15248866539039215356529494990253662157 | 0.021384213830454107011765558665046554394
f(z) = -250/63*z^3 + 124/105*z + 1
*
[ 24/35 ] 
f(z) = -245/72*z^3 + 137/120*z + 1
*
[ 2/3 ] 
f(z) = -243/77*z^3 + 139/154*z + 1
*
[ 2/3 ] 
f(z) = -243/79*z^3 + 137/158*z + 1
*
[ -2 ] 
f(z) = -259/72*z^3 + 143/9*z + 1
*
[ -2 ] 
f(z) = -257/72*z^3 + 142/9*z + 1
*
[ -2 ] 
f(z) = -253/72*z^3 + 140/9*z + 1
*
[ -4/3 ] 
f(z) = -251/64*z^3 + 157/18*z + 1
*
[ -4/3 ] 
f(z) = -247/64*z^3 + 155/18*z + 1
*
-4/27 | 0.16701737019009482132470650795260513813 | 0.019815598787363824946290607511683165347
f(z) = -243/64*z^3 + 143/6*z + 1
*
[ 21/16 ] 
f(z) = -256/63*z^3 + 152/21*z + 1
*
[ -4/15 ] 
f(z) = -255/64*z^3 + 151/30*z + 1
*
[ -4/23 ] 
f(z) = -253/64*z^3 + 158/23*z + 1
*
[ 12/11 ] 
f(z) = -253/64*z^3 + 158/33*z + 1
*
[ -6/13 ] 
f(z) = -247/72*z^3 + 152/39*z + 1
*
[ -2/3 ] 
f(z) = -243/76*z^3 + 149/38*z + 1
*
-3/10 | 0.17514465620768832760013325683286550516 | 0.028182735489331222731532273572967272344
f(z) = -250/63*z^3 + 155/42*z + 1
*
-3/4 | 0.14018782455793071423003813122448504101 | 0.022586982937612224020185432519664913221
f(z) = -248/63*z^3 + 149/42*z + 1
*
-6/7 | 0.17303523192904358681727721363888700725 | 0.026217973814740973209764367262522942531
f(z) = -245/64*z^3 + 143/48*z + 1
*
[ 20/21 ] 
f(z) = -245/64*z^3 + 154/45*z + 1
*
-22/27 | 0.15561382801374723384261932503640129562 | 0.023607635077279160975836461327773226420
f(z) = -243/64*z^3 + 145/48*z + 1
*
-21/22 | 0.15940367596437117508847986761630263167 | 0.025784776231588849498745014961939396388
f(z) = -242/63*z^3 + 143/42*z + 1
*
[ 21/22 ] 
f(z) = -242/63*z^3 + 145/42*z + 1
*
[ 13/16 ] 
f(z) = -256/65*z^3 + 154/65*z + 1
*
-5/32 | 0.19162574418913836430196248320010894194 | 0.027645751084832701454441206435218605552
f(z) = -256/75*z^3 + 149/60*z + 1
*
-7/9 | 0.14564263922036904248811547403441472558 | 0.026513928657568042607347717045565762548
f(z) = -243/70*z^3 + 157/70*z + 1
*
[ 9/11 ] 
f(z) = -242/63*z^3 + 148/63*z + 1
*
[ 8/11 ] 
f(z) = -253/64*z^3 + 151/88*z + 1
*
[ 3/4 ] 
f(z) = -244/63*z^3 + 155/84*z + 1
*
[ 5/7 ] 
f(z) = -259/75*z^3 + 143/105*z + 1
*
-14/27 | 0.14082648308634688968557144959318361742 | 0.021364298175515631607434583363425075135
f(z) = -243/68*z^3 + 149/102*z + 1
*
[ 2/3 ] 
f(z) = -252/65*z^3 + 159/130*z + 1
*
[ 2/3 ] 
f(z) = -252/67*z^3 + 157/134*z + 1
*
[ 2/3 ] 
f(z) = -243/61*z^3 + 155/122*z + 1
*
[ 2/3 ] 
f(z) = -243/65*z^3 + 151/130*z + 1
*
[ 2/3 ] 
f(z) = -243/67*z^3 + 149/134*z + 1
*
[ 2/3 ] 
f(z) = -252/71*z^3 + 153/142*z + 1
*
[ 2/3 ] 
f(z) = -252/73*z^3 + 151/146*z + 1
*
[ 2/3 ] 
f(z) = -252/79*z^3 + 145/158*z + 1
*
[ 2/3 ] 
f(z) = -243/71*z^3 + 145/142*z + 1
*
[ 2/3 ] 
f(z) = -243/73*z^3 + 143/146*z + 1
*
[ -4/3 ] 
f(z) = -259/64*z^3 + 161/18*z + 1
*
[ -20/7 ] 
f(z) = -245/64*z^3 + 163/5*z + 1
*
[ 5/4 ] 
f(z) = -248/75*z^3 + 161/30*z + 1
*
[ -2/7 ] 
f(z) = -245/68*z^3 + 163/34*z + 1
*
40/27 | 0.19898325064732852014795141737919572184 | 0.027382410663055138864270490675060621965
f(z) = -243/64*z^3 + 179/24*z + 1
*
-5/11 | 0.18889588030210719750375737904934385890 | 0.028232003157453940847968312261068595756
f(z) = -242/75*z^3 + 161/30*z + 1
*
[ -5/22 ] 
f(z) = -242/75*z^3 + 167/30*z + 1
*
[ -18/35 ] 
f(z) = -245/72*z^3 + 173/45*z + 1
*
[ 28/27 ] 
f(z) = -243/64*z^3 + 173/42*z + 1
*
[ -6/11 ] 
f(z) = -242/63*z^3 + 167/42*z + 1
*
-5/8 | 0.13940258187977457375231768977908988695 | 0.020111541356506844805319821883730279592
f(z) = -256/75*z^3 + 161/60*z + 1
*
-15/32 | 0.19949953232807632038799520734592449770 | 0.028781698594938314419028973424308215596
f(z) = -256/75*z^3 + 173/60*z + 1
*
[ 5/6 ] 
f(z) = -252/65*z^3 + 162/65*z + 1
*
[ 6/7 ] 
f(z) = -245/66*z^3 + 169/66*z + 1
*
[ 3/4 ] 
f(z) = -260/63*z^3 + 167/84*z + 1
*
34/35 | 0.082369319553854118119230957106979283588 | 0.011583861569849759568591809862978863942
f(z) = -245/64*z^3 + 169/80*z + 1
*
[ 2/3 ] 
f(z) = -252/61*z^3 + 163/122*z + 1
*
[ 24/35 ] 
f(z) = -245/64*z^3 + 161/120*z + 1
*
10/11 | 0.18882824209018020252703474117262774738 | 0.024949627312236714082756144911951673709
f(z) = -242/75*z^3 + 173/120*z + 1
*
[ 2/3 ] 
f(z) = -251/64*z^3 + 179/144*z + 1
*
[ 7/10 ] 
f(z) = -250/77*z^3 + 179/154*z + 1
*
[ 2/3 ] 
f(z) = -247/64*z^3 + 175/144*z + 1
*
[ 2/3 ] 
f(z) = -245/64*z^3 + 173/144*z + 1
*
[ 2/3 ] 
f(z) = -241/64*z^3 + 169/144*z + 1
*
-2/35 | 0.20866454687409452924889236501857860561 | 0.029345164420650330168547406773760142681
f(z) = -245/66*z^3 + 167/165*z + 1
*
4/5 | 0.18230129394827354419991337199466511452 | 0.025637615613913130263130259337738730827
f(z) = -245/72*z^3 + 167/180*z + 1
*
[ 15/8 ] 
f(z) = -256/75*z^3 + 187/15*z + 1
*
-16/9 | 0.19619516752052872259315196575712152357 | 0.029696618103134179539040792857248901025
f(z) = -243/64*z^3 + 185/16*z + 1
*
[ 20/9 ] 
f(z) = -243/64*z^3 + 193/10*z + 1
*
[ 16/9 ] 
f(z) = -243/64*z^3 + 199/16*z + 1
*
[ -21/16 ] 
f(z) = -256/63*z^3 + 184/21*z + 1
*
[ 3/2 ] 
f(z) = -256/63*z^3 + 199/21*z + 1
*
[ 3/2 ] 
f(z) = -248/63*z^3 + 193/21*z + 1
*
[ -2/7 ] 
f(z) = -245/76*z^3 + 181/38*z + 1
*
[ 3/2 ] 
f(z) = -244/63*z^3 + 190/21*z + 1
*
[ -2/9 ] 
f(z) = -243/68*z^3 + 193/34*z + 1
*
[ -4/7 ] 
f(z) = -257/64*z^3 + 199/49*z + 1
*
[ -4/7 ] 
f(z) = -253/64*z^3 + 198/49*z + 1
*
[ -3/10 ] 
f(z) = -250/63*z^3 + 197/42*z + 1
*
[ -4/7 ] 
f(z) = -249/64*z^3 + 197/49*z + 1
*
[ -3/4 ] 
f(z) = -248/63*z^3 + 191/42*z + 1
*
-36/35 | 0.26111716701814742928089688313773345423 | 0.027904943885951981298216131735067819546
f(z) = -245/64*z^3 + 181/45*z + 1
*
[ -2/5 ] 
f(z) = -245/72*z^3 + 182/45*z + 1
*
[ -4/7 ] 
f(z) = -241/64*z^3 + 195/49*z + 1
*
[ 7/8 ] 
f(z) = -256/63*z^3 + 187/63*z + 1
*
[ 7/8 ] 
f(z) = -256/77*z^3 + 185/77*z + 1
*
-6/7 | 0.15942523450999034131631039814003750247 | 0.028979776699884129767846867470607310215
f(z) = -245/66*z^3 + 191/66*z + 1
*
-7/11 | 0.12259117071884958036380659962442420605 | 0.022334225096899944514236759206315575835
f(z) = -242/63*z^3 + 197/63*z + 1
*
[ 7/10 ] 
f(z) = -250/63*z^3 + 191/126*z + 1
*
[ 2/3 ] 
f(z) = -259/64*z^3 + 187/144*z + 1
*
[ 2/3 ] 
f(z) = -257/64*z^3 + 185/144*z + 1
*
[ 2/3 ] 
f(z) = -253/64*z^3 + 181/144*z + 1
*
-9/22 | 0.11948015457185274885309187471910789972 | 0.019326838174293189466935528789973025862
f(z) = -242/75*z^3 + 181/150*z + 1
*
[ -15/8 ] 
f(z) = -256/75*z^3 + 203/15*z + 1
*
[ 18/7 ] 
f(z) = -245/72*z^3 + 208/9*z + 1
*
[ -18/7 ] 
f(z) = -245/72*z^3 + 215/9*z + 1
*
[ -16/9 ] 
f(z) = -243/64*z^3 + 217/16*z + 1
*
[ 3/2 ] 
f(z) = -260/63*z^3 + 202/21*z + 1
*
[ -5/4 ] 
f(z) = -248/75*z^3 + 209/30*z + 1
*
[ -3/2 ] 
f(z) = -244/63*z^3 + 218/21*z + 1
*
-8/27 | 0.18190892099855395855622921129541984972 | 0.024510161187343423476559091303267299340
f(z) = -243/64*z^3 + 209/24*z + 1
*
[ -2/9 ] 
f(z) = -243/76*z^3 + 215/38*z + 1
*
-3/11 | 0.17009839997459597170089539858125377778 | 0.026408913488339747003916021787607978181
f(z) = -242/63*z^3 + 209/21*z + 1
*
[ -2/3 ] 
f(z) = -255/64*z^3 + 205/48*z + 1
*
4/51 | 0.26197042477093863303939883938735908195 | 0.027450491928443288375153836271306770712
f(z) = -255/64*z^3 + 218/51*z + 1
*
[ -2/3 ] 
f(z) = -249/64*z^3 + 203/48*z + 1
*
[ -4/9 ] 
f(z) = -249/64*z^3 + 217/54*z + 1
*
-34/35 | 0.17246441919718736273326465853568853302 | 0.023193084191796266083875476684836104531
f(z) = -245/72*z^3 + 212/45*z + 1
*
-5/8 | 0.14920086560924533624404296578005480096 | 0.026906418613849866826932244380469202179
f(z) = -256/65*z^3 + 204/65*z + 1
*
-5/9 | 0.10793391878821023531057483684909541418 | 0.019649137352916871770029656062322386576
f(z) = -243/70*z^3 + 201/70*z + 1
*
-2/3 | 0.15361185438514605406266884428440274686 | 0.027964707107249940915598597133038504867
f(z) = -243/70*z^3 + 213/70*z + 1
*
-2/35 | 0.19197535373531291789307496305818152829 | 0.026998109666777633321963152976127168949
f(z) = -245/64*z^3 + 201/80*z + 1
*
-16/35 | 0.17096662151319302793720217402937271185 | 0.024043584278717755311616958382344372475
f(z) = -245/64*z^3 + 209/80*z + 1
*
-2 | 0.11599950093484566685205166651831201328 | 0.016902752858911292274456788956702669421
f(z) = -247/64*z^3 + 239/16*z + 1
*
-2 | 0.11585136334235121362026994397593999191 | 0.016901863378125123695829136535435485387
f(z) = -245/64*z^3 + 237/16*z + 1
*
[ 8/3 ] 
f(z) = -243/64*z^3 + 221/8*z + 1
*
[ -8/3 ] 
f(z) = -243/64*z^3 + 227/8*z + 1
*
-2 | 0.11570201695920057786134358643185021873 | 0.016900970958789703211634775361859378800
f(z) = -243/64*z^3 + 235/16*z + 1
*
-2 | 0.11555144166793814859839104839640512961 | 0.016900075628869571323458287631974397430
f(z) = -241/64*z^3 + 233/16*z + 1
*
[ -3/2 ] 
f(z) = -260/63*z^3 + 230/21*z + 1
*
[ -3/2 ] 
f(z) = -256/63*z^3 + 227/21*z + 1
*
[ -3/2 ] 
f(z) = -248/63*z^3 + 221/21*z + 1
*
[ -4/19 ] 
f(z) = -247/64*z^3 + 225/38*z + 1
*
-40/27 | 0.15325722873553130341338449736490030896 | 0.020495498792270280295174624553547652390
f(z) = -243/64*z^3 + 221/24*z + 1
*
[ -4/5 ] 
f(z) = -253/64*z^3 + 239/50*z + 1
*
[ -4/5 ] 
f(z) = -249/64*z^3 + 237/50*z + 1
*
[ -12/19 ] 
f(z) = -247/64*z^3 + 235/57*z + 1
*
[ -8/35 ] 
f(z) = -245/64*z^3 + 223/40*z + 1
*
[ -4/15 ] 
f(z) = -245/64*z^3 + 226/45*z + 1
*
[ -6/7 ] 
f(z) = -245/64*z^3 + 239/48*z + 1
*
-2/3 | 0.20001414307023788786043658160544940542 | 0.029253240772576808468830807025368000312
f(z) = -243/64*z^3 + 233/48*z + 1
*
[ -21/22 ] 
f(z) = -242/63*z^3 + 233/42*z + 1
*
[ -4/5 ] 
f(z) = -241/64*z^3 + 233/50*z + 1
*
-2/7 | 0.17870539419584465669183573362957107230 | 0.023651090369960215052299042101438949099
f(z) = -259/72*z^3 + 239/63*z + 1
*
-5/8 | 0.18363746115685339351839977456014012521 | 0.026205469071858709560167781682739643736
f(z) = -256/75*z^3 + 221/60*z + 1
*
[ -15/32 ] 
f(z) = -256/75*z^3 + 233/60*z + 1
*
-3/7 | 0.15518137781130360219263563913498234451 | 0.028208342868519483043014451546757287534
f(z) = -245/78*z^3 + 227/78*z + 1
*
10/9 | 0.082822917379035795555354388763512272452 | 0.015077733652414398566800474484209736812
f(z) = -243/65*z^3 + 222/65*z + 1
*
-3/32 | 0.18339679077485969008577985827322891923 | 0.026458564056584086760878624752472144032
f(z) = -256/63*z^3 + 227/84*z + 1
*
[ 3/4 ] 
f(z) = -248/69*z^3 + 233/138*z + 1
*
8/9 | 0.17021862102975033056519538690897370919 | 0.027515822918113135795913207204253283772
f(z) = -243/68*z^3 + 231/136*z + 1
*
[ 3/4 ] 
f(z) = -248/75*z^3 + 229/150*z + 1
*
-6/11 | 0.10993357274927242992353260516360841091 | 0.014525378401219811200606350197460730949
f(z) = -242/63*z^3 + 227/168*z + 1
*
[ 2/3 ] 
f(z) = -249/62*z^3 + 239/186*z + 1
*
[ 2/3 ] 
f(z) = -249/70*z^3 + 227/210*z + 1
*
-1/3 | 0.12002564837816983574513694210947890761 | 0.018208675559188338530238635925308247279
f(z) = -243/70*z^3 + 221/210*z + 1
*
0 | 0.19615569142681720025669226893848762014 | 0.029758100810466441060287303451217597635
f(z) = -243/70*z^3 + 239/210*z + 1
*
[ 2/3 ] 
f(z) = -255/74*z^3 + 229/222*z + 1
*
[ 2/3 ] 
f(z) = -249/74*z^3 + 221/222*z + 1
*
-2 | 0.11686400808115531637045676547494828570 | 0.016908026726743901229227486631794597633
f(z) = -259/64*z^3 + 251/16*z + 1
*
-2 | 0.11672272738699478367765387243145202713 | 0.016907155350851061800764765460641237940
f(z) = -257/64*z^3 + 249/16*z + 1
*
-2 | 0.11658034875736917806295449649879223788 | 0.016906280910437534695693534567261357525
f(z) = -255/64*z^3 + 247/16*z + 1
*
-2 | 0.11643685481403737432790762961146851405 | 0.016905403421972914566800233895256816439
f(z) = -253/64*z^3 + 245/16*z + 1
*
-2 | 0.11629222775867332099638318292817591816 | 0.016904522903623000060431001328640470398
f(z) = -251/64*z^3 + 243/16*z + 1
*
[ 2 ] 
f(z) = -251/64*z^3 + 259/16*z + 1
*
-2 | 0.11614644935908294387210456344879084051 | 0.016903639375332465344735926739697753891
f(z) = -249/64*z^3 + 241/16*z + 1
*
[ 2 ] 
f(z) = -249/64*z^3 + 257/16*z + 1
*
[ 2 ] 
f(z) = -247/64*z^3 + 255/16*z + 1
*
[ 2 ] 
f(z) = -245/64*z^3 + 253/16*z + 1
*
[ 2 ] 
f(z) = -243/64*z^3 + 251/16*z + 1
*
[ 2 ] 
f(z) = -241/64*z^3 + 249/16*z + 1
*
-4/3 | 0.13654726169798315019896104982345126801 | 0.015255769035821584963515954757411325367
f(z) = -255/64*z^3 + 241/30*z + 1
*
[ -4/5 ] 
f(z) = -257/64*z^3 + 241/50*z + 1
*
-3/8 | 0.15784292700899444214465771875457404301 | 0.023975864431717065990390385847292414610
f(z) = -256/63*z^3 + 241/42*z + 1
*
[ 6/5 ] 
f(z) = -250/63*z^3 + 247/42*z + 1
*
[ -6/19 ] 
f(z) = -247/72*z^3 + 257/57*z + 1
*
-8/7 | 0.12297680076957603531558650206441068897 | 0.016239914465909582555687152239267521628
f(z) = -245/64*z^3 + 243/40*z + 1
*
[ -4/15 ] 
f(z) = -243/64*z^3 + 251/50*z + 1
*
[ -1/2 ] 
f(z) = -260/61*z^3 + 248/61*z + 1
*
[ -1/2 ] 
f(z) = -260/63*z^3 + 254/63*z + 1
*
[ -1/2 ] 
f(z) = -256/61*z^3 + 247/61*z + 1
*
[ -1/2 ] 
f(z) = -256/63*z^3 + 253/63*z + 1
*
[ -1/2 ] 
f(z) = -256/65*z^3 + 259/65*z + 1
*
[ -1/2 ] 
f(z) = -252/61*z^3 + 246/61*z + 1
*
[ -1/2 ] 
f(z) = -252/65*z^3 + 258/65*z + 1
*
[ -1/2 ] 
f(z) = -248/61*z^3 + 245/61*z + 1
*
[ -1/2 ] 
f(z) = -248/63*z^3 + 251/63*z + 1
*
[ -1/2 ] 
f(z) = -248/65*z^3 + 257/65*z + 1
*
-2/7 | 0.13860194607604673167014255753789754279 | 0.025084268674963196399274370101689846027
f(z) = -245/66*z^3 + 251/66*z + 1
*
-6/7 | 0.13321808980012852820098046519991993535 | 0.024007255939912745550214348230254318436
f(z) = -245/66*z^3 + 257/66*z + 1
*
8/7 | 0.14682851313495581055836258645651453634 | 0.026459992778730892809037430179785401828
f(z) = -245/72*z^3 + 257/72*z + 1
*
[ -12/35 ] 
f(z) = -245/72*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -244/63*z^3 + 250/63*z + 1
*
[ -1/2 ] 
f(z) = -244/65*z^3 + 256/65*z + 1
*
[ -5/9 ] 
f(z) = -243/65*z^3 + 257/65*z + 1
*
-7/9 | 0.068557668624782882533106975559148890429 | 0.012354789802107645799182263311727478921
f(z) = -243/70*z^3 + 257/70*z + 1
*
33/32 | 0.19031136647088736149226246689486766682 | 0.027456126463235134162085741242086035572
f(z) = -256/63*z^3 + 251/84*z + 1
*
38/35 | 0.11997757635248037768254962631895033238 | 0.016872831334299675581297360937053876968
f(z) = -245/64*z^3 + 241/80*z + 1
*
[ 6/7 ] 
f(z) = -245/68*z^3 + 253/102*z + 1
*
[ 6/7 ] 
f(z) = -245/76*z^3 + 251/114*z + 1
*
-1/10 | 0.14867813647898090002631614934377008439 | 0.023923976238618867581460425613393251512
f(z) = -250/63*z^3 + 257/126*z + 1
*
[ 2/3 ] 
f(z) = -255/62*z^3 + 247/186*z + 1
*
17/27 | 0.17712817388767287137148361203574591954 | 0.026871502002223221372295929650620822804
f(z) = -243/68*z^3 + 253/204*z + 1
*
[ 9/14 ] 
f(z) = -245/72*z^3 + 245/288*z + 1
*
[ 2 ] 
f(z) = -259/64*z^3 + 267/16*z + 1
*
[ 2 ] 
f(z) = -257/64*z^3 + 265/16*z + 1
*
[ 2 ] 
f(z) = -255/64*z^3 + 263/16*z + 1
*
[ -2 ] 
f(z) = -255/64*z^3 + 279/16*z + 1
*
[ 2 ] 
f(z) = -253/64*z^3 + 261/16*z + 1
*
[ -2 ] 
f(z) = -253/64*z^3 + 277/16*z + 1
*
[ -2 ] 
f(z) = -251/64*z^3 + 275/16*z + 1
*
[ -2 ] 
f(z) = -249/64*z^3 + 273/16*z + 1
*
[ -2 ] 
f(z) = -247/64*z^3 + 271/16*z + 1
*
[ -2 ] 
f(z) = -245/64*z^3 + 269/16*z + 1
*
[ 28/9 ] 
f(z) = -243/64*z^3 + 262/7*z + 1
*
[ -2 ] 
f(z) = -243/64*z^3 + 267/16*z + 1
*
[ -2 ] 
f(z) = -241/64*z^3 + 265/16*z + 1
*
-4/15 | 0.16725660814428953202274738863005087067 | 0.018445003062027716462240317381479026590
f(z) = -255/64*z^3 + 271/30*z + 1
*
[ -36/35 ] 
f(z) = -245/64*z^3 + 271/45*z + 1
*
-10/9 | 0.11751076719491698102729754270959337692 | 0.016869129942503736809131066544165017665
f(z) = -243/64*z^3 + 265/48*z + 1
*
[ -1/2 ] 
f(z) = -260/67*z^3 + 266/67*z + 1
*
[ -1/2 ] 
f(z) = -260/69*z^3 + 272/69*z + 1
*
[ -1/2 ] 
f(z) = -260/71*z^3 + 278/71*z + 1
*
[ -5/8 ] 
f(z) = -256/65*z^3 + 269/65*z + 1
*
-1/4 | 0.16343948001024696366365120398204170681 | 0.029079683801057928346821310649280555302
f(z) = -256/65*z^3 + 276/65*z + 1
*
[ -1/2 ] 
f(z) = -256/67*z^3 + 265/67*z + 1
*
[ -1/2 ] 
f(z) = -256/69*z^3 + 271/69*z + 1
*
[ -1/2 ] 
f(z) = -256/71*z^3 + 277/71*z + 1
*
[ -1/3 ] 
f(z) = -252/61*z^3 + 272/61*z + 1
*
[ -1/2 ] 
f(z) = -252/67*z^3 + 264/67*z + 1
*
[ -1/2 ] 
f(z) = -252/71*z^3 + 276/71*z + 1
*
[ -3/5 ] 
f(z) = -250/69*z^3 + 274/69*z + 1
*
[ -1/2 ] 
f(z) = -248/67*z^3 + 263/67*z + 1
*
[ -1/2 ] 
f(z) = -248/69*z^3 + 269/69*z + 1
*
[ -1/2 ] 
f(z) = -248/71*z^3 + 275/71*z + 1
*
-12/13 | 0.24766206794479988756683175523512857398 | 0.026999173484029652252828823514647757616
f(z) = -247/64*z^3 + 263/78*z + 1
*
[ -3/7 ] 
f(z) = -245/66*z^3 + 265/66*z + 1
*
[ -4/7 ] 
f(z) = -245/68*z^3 + 267/68*z + 1
*
[ -3/7 ] 
f(z) = -245/69*z^3 + 275/69*z + 1
*
-6/7 | 0.12156538010647373209745868078093541929 | 0.021699893199941859947458928833402375256
f(z) = -245/78*z^3 + 271/78*z + 1
*
[ -1/2 ] 
f(z) = -244/67*z^3 + 262/67*z + 1
*
[ -1/2 ] 
f(z) = -244/69*z^3 + 268/69*z + 1
*
[ -1/2 ] 
f(z) = -244/71*z^3 + 274/71*z + 1
*
[ -1/3 ] 
f(z) = -243/61*z^3 + 271/61*z + 1
*
[ -2/3 ] 
f(z) = -243/62*z^3 + 263/62*z + 1
*
[ -1/3 ] 
f(z) = -243/62*z^3 + 275/62*z + 1
*
[ -4/9 ] 
f(z) = -243/68*z^3 + 269/68*z + 1
*
[ -5/9 ] 
f(z) = -243/70*z^3 + 271/70*z + 1
*
[ -7/11 ] 
f(z) = -242/63*z^3 + 260/63*z + 1
*
[ 21/25 ] 
f(z) = -250/63*z^3 + 274/105*z + 1
*
0 | 0.18751727212787284322467653335805876351 | 0.028447596126808197993589487969477305712
f(z) = -243/70*z^3 + 277/105*z + 1
*
[ 5/6 ] 
f(z) = -244/75*z^3 + 278/135*z + 1
*
[ 16/21 ] 
f(z) = -245/64*z^3 + 275/144*z + 1
*
-4/9 | 0.17912280824939076629696921471629676814 | 0.028955183883929742423223504093463321527
f(z) = -243/70*z^3 + 271/140*z + 1
*
[ 15/22 ] 
f(z) = -242/63*z^3 + 277/210*z + 1
*
[ 19/27 ] 
f(z) = -243/76*z^3 + 265/228*z + 1
*
[ -2 ] 
f(z) = -259/64*z^3 + 283/16*z + 1
*
[ -2 ] 
f(z) = -257/64*z^3 + 281/16*z + 1
*
[ -12/7 ] 
f(z) = -259/64*z^3 + 283/21*z + 1
*
-8/7 | 0.22882313105621521919601626935716369729 | 0.029541314707125077566797502683415928072
f(z) = -259/64*z^3 + 289/56*z + 1
*
-10/7 | 0.22364906610560801601332159399236718083 | 0.028747091094234069990728754833702110973
f(z) = -245/72*z^3 + 299/45*z + 1
*
[ -1/2 ] 
f(z) = -260/73*z^3 + 284/73*z + 1
*
[ -1/2 ] 
f(z) = -260/77*z^3 + 296/77*z + 1
*
[ -5/16 ] 
f(z) = -256/65*z^3 + 298/65*z + 1
*
[ -3/8 ] 
f(z) = -256/69*z^3 + 289/69*z + 1
*
[ -1/2 ] 
f(z) = -256/73*z^3 + 283/73*z + 1
*
[ -1/2 ] 
f(z) = -256/75*z^3 + 289/75*z + 1
*
[ -1/2 ] 
f(z) = -256/77*z^3 + 295/77*z + 1
*
[ -1/3 ] 
f(z) = -252/65*z^3 + 288/65*z + 1
*
[ -1/3 ] 
f(z) = -252/67*z^3 + 296/67*z + 1
*
[ -1/2 ] 
f(z) = -252/73*z^3 + 282/73*z + 1
*
[ -1/2 ] 
f(z) = -248/73*z^3 + 281/73*z + 1
*
[ -1/2 ] 
f(z) = -248/75*z^3 + 287/75*z + 1
*
[ -1/2 ] 
f(z) = -248/77*z^3 + 293/77*z + 1
*
[ -1/2 ] 
f(z) = -248/79*z^3 + 299/79*z + 1
*
[ -2/7 ] 
f(z) = -245/62*z^3 + 299/62*z + 1
*
[ -4/7 ] 
f(z) = -245/76*z^3 + 289/76*z + 1
*
[ -1/2 ] 
f(z) = -244/73*z^3 + 280/73*z + 1
*
[ -1/2 ] 
f(z) = -244/75*z^3 + 286/75*z + 1
*
[ -1/2 ] 
f(z) = -244/77*z^3 + 292/77*z + 1
*
[ -1/2 ] 
f(z) = -244/79*z^3 + 298/79*z + 1
*
[ -1/3 ] 
f(z) = -243/64*z^3 + 283/64*z + 1
*
[ -1/3 ] 
f(z) = -243/65*z^3 + 287/65*z + 1
*
[ -1/3 ] 
f(z) = -243/67*z^3 + 295/67*z + 1
*
[ -1/3 ] 
f(z) = -243/68*z^3 + 299/68*z + 1
*
[ -2/3 ] 
f(z) = -243/70*z^3 + 283/70*z + 1
*
[ -2/3 ] 
f(z) = -243/74*z^3 + 293/74*z + 1
*
[ -4/9 ] 
f(z) = -243/76*z^3 + 295/76*z + 1
*
-16/35 | 0.17624969557614624797177438803179177552 | 0.024786559927175085793849755487194174967
f(z) = -245/64*z^3 + 289/80*z + 1
*
-3/4 | 0.18114368348057865296682315182616468237 | 0.026315779479666049889601176926789571872
f(z) = -244/63*z^3 + 295/84*z + 1
*
0 | 0.17578472731690084811032036032576754996 | 0.026569376570217691270388845735631372111
f(z) = -249/70*z^3 + 286/105*z + 1
*
[ 5/6 ] 
f(z) = -256/75*z^3 + 293/135*z + 1
*
[ 5/6 ] 
f(z) = -248/75*z^3 + 283/135*z + 1
*
-10/27 | 0.091176770992988309483071005369756301379 | 0.013832112252498323289721043358778406450
f(z) = -243/70*z^3 + 289/210*z + 1
*
19/27 | 0.18683944654049171082535122835374202306 | 0.028344765553733917369142084805967761299
f(z) = -243/76*z^3 + 289/228*z + 1
*
[ 2/3 ] 
f(z) = -243/88*z^3 + 8/11*z + 1
*
[ 7/9 ] 
f(z) = -243/98*z^3 + 17/14*z + 1
*
[ 9/11 ] 
f(z) = -242/81*z^3 + 16/9*z + 1
*
-9/22 | 0.13814164193454197192555691291283125600 | 0.022345477944577504306980500488456977945
f(z) = -242/81*z^3 + 17/18*z + 1
*
[ 2/3 ] 
f(z) = -243/80*z^3 + 17/20*z + 1
*
15/16 | 0.16341667198451976732207653092800229133 | 0.029470052783830633330536466352766880382
f(z) = -256/81*z^3 + 28/9*z + 1
*
[ -9/16 ] 
f(z) = -256/81*z^3 + 34/9*z + 1
*
[ -3/5 ] 
f(z) = -250/81*z^3 + 34/9*z + 1
*
[ 3/4 ] 
f(z) = -248/81*z^3 + 25/18*z + 1
*
[ 6/7 ] 
f(z) = -245/81*z^3 + 37/18*z + 1
*
21/22 | 0.081652471317414664673920614704355087298 | 0.013207918129481195410716080179150878998
f(z) = -242/81*z^3 + 25/18*z + 1
*
-15/22 | 0.12752842846711379850253940853635231039 | 0.020628708662438194568761200259052892477
f(z) = -242/81*z^3 + 37/18*z + 1
*
[ 3/4 ] 
f(z) = -256/99*z^3 + 37/33*z + 1
*
[ 2/3 ] 
f(z) = -255/88*z^3 + 26/33*z + 1
*
[ 2/3 ] 
f(z) = -249/88*z^3 + 25/33*z + 1
*
-4/9 | 0.12515559585549607491763514225743768436 | 0.022784306555905552516272516780598841668
f(z) = -243/80*z^3 + 37/20*z + 1
*
-10/27 | 0.15129594975131151795809240756677263287 | 0.022952584715567774566260382166371049368
f(z) = -243/88*z^3 + 29/33*z + 1
*
-2/9 | 0.19049949816290938960565272961734569840 | 0.028900019313434545602673440038589892391
f(z) = -243/88*z^3 + 32/33*z + 1
*
[ 2/3 ] 
f(z) = -243/92*z^3 + 31/46*z + 1
*
-3/8 | 0.15264892677927882430183252616146891798 | 0.025332280446054276835663629903824002582
f(z) = -256/81*z^3 + 46/9*z + 1
*
9/8 | 0.11768727683613451733186858545758377762 | 0.018865205629690871505182413220259753298
f(z) = -256/81*z^3 + 47/18*z + 1
*
[ -9/8 ] 
f(z) = -256/81*z^3 + 53/9*z + 1
*
[ -3/16 ] 
f(z) = -256/81*z^3 + 58/9*z + 1
*
-3/5 | 0.14315995953234846871910647506352087465 | 0.024026477954788664609789793993726368646
f(z) = -250/81*z^3 + 43/9*z + 1
*
[ 9/10 ] 
f(z) = -250/81*z^3 + 43/18*z + 1
*
-6/5 | 0.18162121297183676787481736750308054394 | 0.029539261525090154328085067145756040462
f(z) = -250/81*z^3 + 52/9*z + 1
*
-3/7 | 0.095001908571179478290849300679120349512 | 0.015882850646328128334884215445829463654
f(z) = -245/81*z^3 + 44/9*z + 1
*
[ 9/7 ] 
f(z) = -245/81*z^3 + 47/9*z + 1
*
[ -2/7 ] 
f(z) = -245/88*z^3 + 52/11*z + 1
*
[ -4/7 ] 
f(z) = -245/96*z^3 + 43/12*z + 1
*
[ -2/3 ] 
f(z) = -243/88*z^3 + 41/11*z + 1
*
[ -7/9 ] 
f(z) = -243/98*z^3 + 53/14*z + 1
*
12/11 | 0.063913010479902659928394217136123497234 | 0.010338423273750782420986090304058013471
f(z) = -242/81*z^3 + 43/18*z + 1
*
[ -3/11 ] 
f(z) = -242/81*z^3 + 44/9*z + 1
*
-12/11 | 0.16434244182165692781904585484092499425 | 0.027175843813796016232402905991066475590
f(z) = -242/81*z^3 + 47/9*z + 1
*
-9/11 | 0.12853279295674374704440205074336970810 | 0.020791172378932728571751868118834440144
f(z) = -242/81*z^3 + 49/18*z + 1
*
[ 3/4 ] 
f(z) = -260/81*z^3 + 53/36*z + 1
*
-6/7 | 0.073938018364511228325522580092976234941 | 0.013440201411158628006948858721683382745
f(z) = -245/96*z^3 + 49/24*z + 1
*
[ 3/4 ] 
f(z) = -244/81*z^3 + 49/36*z + 1
*
10/9 | 0.12980276341460188822206568710719060812 | 0.023630313396906713147225296762478833726
f(z) = -243/80*z^3 + 53/20*z + 1
*
-2/27 | 0.18578042828781399669940781061836003661 | 0.028184105561183739506684350102934971404
f(z) = -243/88*z^3 + 50/33*z + 1
*
[ 22/27 ] 
f(z) = -243/88*z^3 + 53/33*z + 1
*
18/25 | 0.18082984827411264772724474112333669116 | 0.025358633263150319818662360802823701606
f(z) = -250/81*z^3 + 47/45*z + 1
*
[ 2/3 ] 
f(z) = -249/80*z^3 + 53/60*z + 1
*
-4/27 | 0.18387059766795359559219114035527931423 | 0.027894371770115408676704282188765509915
f(z) = -243/80*z^3 + 49/60*z + 1
*
0 | 0.12996649657047924253736913438110086516 | 0.023454307038696075420171860961552830887
f(z) = -255/98*z^3 + 59/98*z + 1
*
0 | 0.14265390872132842330400355986454028103 | 0.025780565241600889169937702743122336376
f(z) = -253/97*z^3 + 59/97*z + 1
*
0 | 0.096488965535784266725218841231164784628 | 0.017462634574704315091325995480573555681
f(z) = -251/96*z^3 + 59/96*z + 1
*
0 | 0.14235432298513134449417899693269994492 | 0.025800731905902536210481897162898988516
f(z) = -249/95*z^3 + 59/95*z + 1
*
0 | 0.14228346787201531891102079127745620838 | 0.025806712015818562907422346628722216947
f(z) = -248/95*z^3 + 58/95*z + 1
*
0 | 0.12936728587802655441547789612534602289 | 0.023481242920916669491772392887013174731
f(z) = -247/94*z^3 + 59/94*z + 1
*
0 | 0.12170617195292879353779593691864577445 | 0.022123333843818542849141274521505188895
f(z) = -245/93*z^3 + 59/93*z + 1
*
0 | 0.12922413172900644509800891235159742086 | 0.023489922992764022645777076938236413335
f(z) = -245/94*z^3 + 57/94*z + 1
*
0 | 0.12163414021482400274098851275147312350 | 0.022126690548629956789913584903462378619
f(z) = -244/93*z^3 + 58/93*z + 1
*
0 | 0.11622484175028122602430390466194482856 | 0.021158482013920509066933450033106083074
f(z) = -243/92*z^3 + 59/92*z + 1
*
[ 2/3 ] 
f(z) = -243/98*z^3 + 59/98*z + 1
*
0 | 0.12148922968298478847659583952946576407 | 0.022133468394812824489443369237255695977
f(z) = -242/93*z^3 + 56/93*z + 1
*
0 | 0.14174020602848584486801995633452661338 | 0.025842379899793120030073077645780604566
f(z) = -241/91*z^3 + 59/91*z + 1
*
0 | 0.11607928573469312504684260918195412914 | 0.021163825596879028209330062680498214136
f(z) = -241/92*z^3 + 57/92*z + 1
*
[ 3/2 ] 
f(z) = -260/81*z^3 + 68/9*z + 1
*
-3/4 | 0.12197987232875560702249950598496182579 | 0.019144272321257249864696859912346059312
f(z) = -256/81*z^3 + 65/18*z + 1
*
[ 3/2 ] 
f(z) = -256/81*z^3 + 67/9*z + 1
*
[ -3/2 ] 
f(z) = -256/81*z^3 + 79/9*z + 1
*
[ 3/2 ] 
f(z) = -248/81*z^3 + 65/9*z + 1
*
[ -3/4 ] 
f(z) = -248/81*z^3 + 73/18*z + 1
*
[ -3/2 ] 
f(z) = -248/81*z^3 + 77/9*z + 1
*
[ -9/7 ] 
f(z) = -245/81*z^3 + 61/9*z + 1
*
[ -6/7 ] 
f(z) = -245/81*z^3 + 79/18*z + 1
*
12/7 | 0.18507829584556446620239793066476560047 | 0.028699251070043979136159088200231872534
f(z) = -245/96*z^3 + 79/12*z + 1
*
[ 3/2 ] 
f(z) = -244/81*z^3 + 64/9*z + 1
*
[ -3/2 ] 
f(z) = -244/81*z^3 + 76/9*z + 1
*
[ -2/9 ] 
f(z) = -243/88*z^3 + 62/11*z + 1
*
-9/11 | 0.13030053740571401709986565187872291740 | 0.020656072287694521655918772147267324353
f(z) = -242/81*z^3 + 61/18*z + 1
*
[ -6/11 ] 
f(z) = -242/81*z^3 + 67/18*z + 1
*
[ -9/22 ] 
f(z) = -242/81*z^3 + 71/18*z + 1
*
-3/11 | 0.079293956323610664090627881382561784984 | 0.012075211177541038399627034727999530370
f(z) = -242/81*z^3 + 79/18*z + 1
*
-15/32 | 0.19923402185639722539814146988407078931 | 0.028743393530858762428314530781672485260
f(z) = -256/81*z^3 + 73/36*z + 1
*
[ 6/7 ] 
f(z) = -245/88*z^3 + 62/33*z + 1
*
-8/7 | 0.10509617522764766717185859019971980991 | 0.018341072443438170362590122651418743230
f(z) = -245/96*z^3 + 77/24*z + 1
*
-10/9 | 0.12490059828810366625153330055809321219 | 0.022002116462791933492558296943014624617
f(z) = -243/80*z^3 + 73/20*z + 1
*
-22/27 | 0.19056667364767815002843811956527514886 | 0.028910210273651912166340578202334829333
f(z) = -243/88*z^3 + 68/33*z + 1
*
10/9 | 0.19375700815396290518582156532772350832 | 0.029394204875932170272462799117404077255
f(z) = -243/88*z^3 + 74/33*z + 1
*
-3/7 | 0.20257732084077928199565136521992330013 | 0.028489098301660397284658684617616138038
f(z) = -245/81*z^3 + 76/45*z + 1
*
-7/9 | 0.076345179893708203706307934704955840304 | 0.011582062917189288531843734878089462796
f(z) = -243/98*z^3 + 61/42*z + 1
*
[ 3/4 ] 
f(z) = -248/99*z^3 + 71/66*z + 1
*
-4/9 | 0.17396581461874450376814399583916843219 | 0.026391751426345626669210226451354740516
f(z) = -243/80*z^3 + 61/60*z + 1
*
-10/27 | 0.14921436762865478554074934617317046258 | 0.022636795098653222117658448681407245674
f(z) = -243/80*z^3 + 67/60*z + 1
*
0 | 0.12275428354365556521327738944543688359 | 0.022075402205904994804308659441037331480
f(z) = -260/93*z^3 + 74/93*z + 1
*
0 | 0.14313470109675349669588518986975380152 | 0.025740495607300810284995377154261561363
f(z) = -260/97*z^3 + 66/97*z + 1
*
0 | 0.12958993634022219745062273582686381950 | 0.023304685457519286739222938041783761118
f(z) = -260/99*z^3 + 62/99*z + 1
*
0 | 0.11660359017826213809372037968822157587 | 0.020983839860360788295136050243340301225
f(z) = -259/90*z^3 + 79/90*z + 1
*
0 | 0.11734980739548208354553681845112976380 | 0.021118128200567542388643296014496846768
f(z) = -259/92*z^3 + 75/92*z + 1
*
0 | 0.12268622709024179056850779942431171296 | 0.022078463779697838612722721029764278351
f(z) = -259/93*z^3 + 73/93*z + 1
*
0 | 0.13020369659545496014108459464525521872 | 0.023431298422365183628355293778587417271
f(z) = -259/94*z^3 + 71/94*z + 1
*
0 | 0.14304833453653370718874709758407395962 | 0.025742803798896530974405198530689396093
f(z) = -259/95*z^3 + 69/95*z + 1
*
0 | 0.097041802848947950094635061167503436865 | 0.017463524473216835687651208607132335850
f(z) = -259/96*z^3 + 67/96*z + 1
*
0 | 0.14306677688966238189827135416006423442 | 0.025746122662270366258402644854649666141
f(z) = -259/97*z^3 + 65/97*z + 1
*
0 | 0.12952207797973931683029324442022307005 | 0.023308635167690506420689728385373759905
f(z) = -259/99*z^3 + 61/99*z + 1
*
0 | 0.14294299498811847511640276366657383625 | 0.025741767574945565025641300843460216285
f(z) = -258/91*z^3 + 76/91*z + 1
*
0 | 0.14298009347404029061028060147493531957 | 0.025748448424203418782567325705751258468
f(z) = -258/95*z^3 + 68/95*z + 1
*
0 | 0.14299860233512033264219539497330898764 | 0.025751781576695704262255791444829296755
f(z) = -258/97*z^3 + 64/97*z + 1
*
[ 2/3 ] 
f(z) = -257/88*z^3 + 79/99*z + 1
*
0 | 0.14285570928351400323118614420104235825 | 0.025744053081624212457400616116690412008
f(z) = -257/89*z^3 + 79/89*z + 1
*
0 | 0.11646651997233340460979213571458643283 | 0.020988452526242948225456826450480460798
f(z) = -257/90*z^3 + 77/90*z + 1
*
0 | 0.14287436669207229370193882285775359341 | 0.025747415336578523967531006425681087497
f(z) = -257/91*z^3 + 75/91*z + 1
*
0 | 0.11721287163263477115356831165829206374 | 0.021122952693276693176964314941953209284
f(z) = -257/92*z^3 + 73/92*z + 1
*
0 | 0.12254935840644164764664164741822730068 | 0.022084641935262936817696727866137248983
f(z) = -257/93*z^3 + 71/93*z + 1
*
0 | 0.13006689489609581727155112221265892792 | 0.023439378539094549121033735808844891956
f(z) = -257/94*z^3 + 69/94*z + 1
*
0 | 0.14291159972729996666780664189461852386 | 0.025754125108558227507157074799189658846
f(z) = -257/95*z^3 + 67/95*z + 1
*
0 | 0.096904101219392446603497150326969163806 | 0.017463105521866751322708209488711252212
f(z) = -257/96*z^3 + 65/96*z + 1
*
0 | 0.14293017557888869823967853188152282676 | 0.025757472666116375915502040166908053391
f(z) = -257/97*z^3 + 63/97*z + 1
*
0 | 0.13010404662711684282883645634347289422 | 0.023446073659228539331644270731245037657
f(z) = -257/98*z^3 + 61/98*z + 1
*
0 | 0.14278675738625675222473956690441483327 | 0.025749718348221022871637804250343722081
f(z) = -256/89*z^3 + 78/89*z + 1
*
0 | 0.14280548284985452330468012104054371488 | 0.025753095239904879264639047970392057950
f(z) = -256/91*z^3 + 74/91*z + 1
*
0 | 0.12248054242584225464163654977157683267 | 0.022087758895394113615509321691314726312
f(z) = -256/93*z^3 + 70/93*z + 1
*
0 | 0.14284285141609248309216093903359845227 | 0.025759834170554458681275183218943740918
f(z) = -256/95*z^3 + 66/95*z + 1
*
0 | 0.14286149474603097472969848698322393990 | 0.025763196250510448509858127601670512569
f(z) = -256/97*z^3 + 62/97*z + 1
*
[ 11/16 ] 
f(z) = -256/99*z^3 + 76/99*z + 1
*
0 | 0.11133110723863246568996846832090879506 | 0.020091285377665515956697845211915578935
f(z) = -255/88*z^3 + 79/88*z + 1
*
0 | 0.14271754753137072017273098893775557369 | 0.025755415956721182962207726072576481724
f(z) = -255/89*z^3 + 77/89*z + 1
*
0 | 0.14273634154935179123319228940937608526 | 0.025758807605183290846785164828888378746
f(z) = -255/91*z^3 + 73/91*z + 1
*
0 | 0.11707491464863495944880359876012200806 | 0.021127837305433152359838010114801077069
f(z) = -255/92*z^3 + 71/92*z + 1
*
0 | 0.12992907393906312395195728770531598640 | 0.023447553591380107945685009845979286607
f(z) = -255/94*z^3 + 67/94*z + 1
*
0 | 0.14279255794060331921756388637391733028 | 0.025768952654375301573162669272963606089
f(z) = -255/97*z^3 + 61/97*z + 1
*
0 | 0.14264807777965326357223115306353001729 | 0.025761146230469337126030784375546835111
f(z) = -254/89*z^3 + 76/89*z + 1
*
0 | 0.14266694085688942708109502366197812019 | 0.025764552757207033953517626640970927570
f(z) = -254/91*z^3 + 72/91*z + 1
*
0 | 0.12234110403703100818273293849816682352 | 0.022093862883755986817587044397505527721
f(z) = -254/93*z^3 + 68/93*z + 1
*
0 | 0.14270458347365353862745073739469510318 | 0.025771350724414525553423957511988628223
f(z) = -254/95*z^3 + 64/95*z + 1
*
0 | 0.14272336324533925319299853048731061268 | 0.025774742206810228232619771294959574485
f(z) = -254/97*z^3 + 60/97*z + 1
*
0 | 0.12221471330768203315528774293036023478 | 0.022086772231858018709142239069321823764
f(z) = -253/87*z^3 + 79/87*z + 1
*
0 | 0.14257834616993269165703177555508022275 | 0.025766909497404738556086879239151408739
f(z) = -253/89*z^3 + 75/89*z + 1
*
0 | 0.11618929457653959623403007726538658079 | 0.020997852186844511871331835562166136978
f(z) = -253/90*z^3 + 73/90*z + 1
*
0 | 0.14259727881690579314546110877036089616 | 0.025770331025387120890346299909541881010
f(z) = -253/91*z^3 + 71/91*z + 1
*
0 | 0.12227254498350314834866113087682225765 | 0.022097223633469802663002614027285527638
f(z) = -253/93*z^3 + 67/93*z + 1
*
0 | 0.12979021840597831910104161208227990076 | 0.023455825524370485341571970771515805923
f(z) = -253/94*z^3 + 65/94*z + 1
*
0 | 0.14263505997528391756858853606193524759 | 0.025777158876283048464971419742291355135
f(z) = -253/95*z^3 + 63/95*z + 1
*
0 | 0.096627698011361832900756522907950743271 | 0.017462659769063665551268201118663191245
f(z) = -253/96*z^3 + 61/96*z + 1
*
0 | 0.14250835071873488742482665645256486495 | 0.025772706090145780877217707529864740668
f(z) = -252/89*z^3 + 74/89*z + 1
*
0 | 0.14256527417751929591541956526401537131 | 0.025783000725972284890017416997855613441
f(z) = -252/95*z^3 + 62/95*z + 1
*
0 | 0.12957401896454065940419188123436839842 | 0.023450388663503966919367707112502877190
f(z) = -251/86*z^3 + 79/86*z + 1
*
0 | 0.12207431545544728666564286963952457838 | 0.022093087535124108986949572903717654219
f(z) = -251/87*z^3 + 77/87*z + 1
*
0 | 0.10724823245215526432210502624889479267 | 0.019409853569218383743403691701410223458
f(z) = -251/88*z^3 + 75/88*z + 1
*
[ 2/3 ] 
f(z) = -251/88*z^3 + 76/99*z + 1
*
0 | 0.14243808941994357604492486703236528557 | 0.025778536346076438882906910508905929230
f(z) = -251/89*z^3 + 73/89*z + 1
*
0 | 0.11604910822433730890266886893114399975 | 0.021002641684352512256669577983300702043
f(z) = -251/90*z^3 + 71/90*z + 1
*
0 | 0.14245716276069593192548003028312765555 | 0.025781988251460932643599989466513530806
f(z) = -251/91*z^3 + 69/91*z + 1
*
0 | 0.11679587521985812393968314218144697713 | 0.021137792051887477591817579576328512587
f(z) = -251/92*z^3 + 67/92*z + 1
*
0 | 0.12213256921517518521121019969343178395 | 0.022103630337744929421751275021964604826
f(z) = -251/93*z^3 + 65/93*z + 1
*
0 | 0.12965031263017643230601939103119210323 | 0.023464196339811451849081278445061790387
f(z) = -251/94*z^3 + 63/94*z + 1
*
0 | 0.14249522409148692858474109844872499464 | 0.025788876615403269875384176234444959682
f(z) = -251/95*z^3 + 61/95*z + 1
*
18/25 | 0.15620454401445076382598727790328015910 | 0.019964676050947094200480161636024785430
f(z) = -250/81*z^3 + 79/90*z + 1
*
0 | 0.12200474855312143844811219764098739347 | 0.022096461492361378121759028955498243832
f(z) = -250/87*z^3 + 76/87*z + 1
*
0 | 0.14236756024445409473042367286429122961 | 0.025784400607434669499800456326725130097
f(z) = -250/89*z^3 + 72/89*z + 1
*
0 | 0.14238670472089323943191051886310527246 | 0.025787867892039946920023294902363596075
f(z) = -250/91*z^3 + 68/91*z + 1
*
0 | 0.12206218210480119758773324422626158421 | 0.022106863368338433083345572996908411155
f(z) = -250/93*z^3 + 64/93*z + 1
*
0 | 0.14225824163715572197037481256563226300 | 0.025783317829193845797087253633648526456
f(z) = -249/85*z^3 + 79/85*z + 1
*
0 | 0.12943247569322157338190300496594869788 | 0.023458736870441624831038760276672511191
f(z) = -249/86*z^3 + 77/86*z + 1
*
0 | 0.11376256685715599664483338838485344727 | 0.020618674774740540253172047075305470568
f(z) = -249/88*z^3 + 73/88*z + 1
*
0 | 0.14229676113982051423113603913038527279 | 0.025790299221402825691319832236280108536
f(z) = -249/89*z^3 + 71/89*z + 1
*
0 | 0.14231597728572047957608834257172561853 | 0.025793782014325675660052947673045256446
f(z) = -249/91*z^3 + 67/91*z + 1
*
0 | 0.11665476099175518960032878131622798771 | 0.021142864865507306597791566967690460512
f(z) = -249/92*z^3 + 65/92*z + 1
*
0 | 0.12950934058605733777633603858878577701 | 0.023472668098179883431809344306815554311
f(z) = -249/94*z^3 + 61/94*z + 1
*
0 | 0.14218702547089060886978213048964499425 | 0.025789219742758574017525508099091959315
f(z) = -248/85*z^3 + 78/85*z + 1
*
0 | 0.12186273403784503718179582195510300170 | 0.022102894523232939517100746322882108434
f(z) = -248/87*z^3 + 74/87*z + 1
*
0 | 0.14222569002989595805457989937100097587 | 0.025796232540200137652132198948957295065
f(z) = -248/89*z^3 + 70/89*z + 1
*
0 | 0.14224497838507492154674324052840039664 | 0.025799730972131878865072328735786294500
f(z) = -248/91*z^3 + 66/91*z + 1
*
0 | 0.096091360976684023710106622984118593817 | 0.017441384615755143948824888990808858511
f(z) = -247/84*z^3 + 79/84*z + 1
*
0 | 0.14211553410018657093254704940410652793 | 0.025795156452370977123946420373861582503
f(z) = -247/85*z^3 + 77/85*z + 1
*
0 | 0.12928984112033891120577782613002232855 | 0.023467186050542735513984766354928593751
f(z) = -247/86*z^3 + 75/86*z + 1
*
0 | 0.12179131585270695156622373846853465499 | 0.022106141083394633859934031617581774294
f(z) = -247/87*z^3 + 73/87*z + 1
*
0 | 0.11076762035656735745127471125129289759 | 0.020105248275957020868967569182759655724
f(z) = -247/88*z^3 + 71/88*z + 1
*
[ 2/3 ] 
f(z) = -247/88*z^3 + 74/99*z + 1
*
0 | 0.14215434481446596134775724222848942938 | 0.025802200921177317343678834139602227003
f(z) = -247/89*z^3 + 69/89*z + 1
*
0 | 0.11576550760885610464943910679438951511 | 0.021012406556861159423149407379455125202
f(z) = -247/90*z^3 + 67/90*z + 1
*
0 | 0.11651256195403963806539197951950364504 | 0.021148003160247583306042433010271023649
f(z) = -247/92*z^3 + 63/92*z + 1
*
0 | 0.12184939931035830080466762533866010782 | 0.022116683716097649896798115523248071195
f(z) = -247/93*z^3 + 61/93*z + 1
*
0 | 0.14204376538782512743208431287561662116 | 0.025801128317291996669967119047263244160
f(z) = -246/85*z^3 + 76/85*z + 1
*
0 | 0.14208272336887470706787883375148805738 | 0.025808204726913344179726656562158175592
f(z) = -246/89*z^3 + 68/89*z + 1
*
0 | 0.14210215778670359637846861354851020696 | 0.025811734835445781176492856714400654201
f(z) = -246/91*z^3 + 64/91*z + 1
*
0 | 0.14195211882217635362713995244442802369 | 0.025803573180783392279819898972011260291
f(z) = -245/83*z^3 + 79/83*z + 1
*
0 | 0.12914609827094598434586039260321474178 | 0.023475738336259282071714819627098069323
f(z) = -245/86*z^3 + 73/86*z + 1
*
0 | 0.12164764697244936149020640394251405347 | 0.022112695371992724481508453807610197728
f(z) = -245/87*z^3 + 71/87*z + 1
*
0 | 0.11347648286888384863945593651709996411 | 0.020627368962862691031498074434238137356
f(z) = -245/88*z^3 + 69/88*z + 1
*
[ 2/3 ] 
f(z) = -245/88*z^3 + 73/99*z + 1
*
0 | 0.14201082354364397263105125176511140599 | 0.025814244325314491492399194771695777231
f(z) = -245/89*z^3 + 67/89*z + 1
*
0 | 0.11636926128057230703225498504774836195 | 0.021153208380133384724774864991462002074
f(z) = -245/92*z^3 + 61/92*z + 1
*
0 | 0.14187971381412021888063653803013883200 | 0.025809600143090544753528673855852290431
f(z) = -244/83*z^3 + 78/83*z + 1
*
0 | 0.14189938726378864381771499601657299744 | 0.025813178976566643370907167325619572200
f(z) = -244/85*z^3 + 74/85*z + 1
*
0 | 0.12157435832392387868307074897852200221 | 0.022115815514712482765792174485802732380
f(z) = -244/87*z^3 + 70/87*z + 1
*
0 | 0.14193864316408461564948348867492077282 | 0.025820320089715655295870871791423544946
f(z) = -244/89*z^3 + 66/89*z + 1
*
0 | 0.14195822587869480188107963118633299970 | 0.025823882417410136894251130147000686164
f(z) = -244/91*z^3 + 62/91*z + 1
*
[ 2/3 ] 
f(z) = -243/82*z^3 + 67/82*z + 1
*
0 | 0.12896173147908534428987494926262559700 | 0.023477205345196102922137732002020590582
f(z) = -243/82*z^3 + 79/82*z + 1
*
0 | 0.14180702432213799098871377587134284015 | 0.025815663229847201021008388532893122833
f(z) = -243/83*z^3 + 77/83*z + 1
*
0 | 0.14182677345102477380700314566777324705 | 0.025819258516208092806333859982834093562
f(z) = -243/85*z^3 + 73/85*z + 1
*
[ 2/3 ] 
f(z) = -243/86*z^3 + 65/86*z + 1
*
0 | 0.12900122977056961727512583213789573227 | 0.023484395924054848130008470053997615831
f(z) = -243/86*z^3 + 71/86*z + 1
*
0 | 0.10445745214613099019992260135012687284 | 0.019016254091380829692211220312977007458
f(z) = -243/88*z^3 + 67/88*z + 1
*
0 | 0.14186618002990042264504993437953652636 | 0.025826432398984048819490894783063162405
f(z) = -243/89*z^3 + 65/89*z + 1
*
0 | 0.14188583774681835148937585420138003302 | 0.025830011043992973789254802947344625585
f(z) = -243/91*z^3 + 61/91*z + 1
*
[ 2/3 ] 
f(z) = -243/94*z^3 + 61/94*z + 1
*
0 | 0.14173404809983204091758884262281405032 | 0.025821762820230276724973313755224493647
f(z) = -242/83*z^3 + 76/83*z + 1
*
0 | 0.12143002965750937708334651662942464660 | 0.022122683061032610004613737094603763019
f(z) = -242/87*z^3 + 68/87*z + 1
*
0 | 0.14179343191478413975492880664136488988 | 0.025832581637625328307275903389275606960
f(z) = -242/89*z^3 + 64/89*z + 1
*
0 | 0.14181316521208374800413272612819982832 | 0.025836176740773533517109037953767086478
f(z) = -242/91*z^3 + 60/91*z + 1
*
0 | 0.12807773474384063685870030681844761891 | 0.023351408684209740739478177245912305110
f(z) = -241/81*z^3 + 79/81*z + 1
*
0 | 0.12881541329567696054525423316181267489 | 0.023485903827928187858224496260010779268
f(z) = -241/82*z^3 + 77/82*z + 1
*
0 | 0.14166078287406861638485063323430205303 | 0.025827899299074383538595878860941737103
f(z) = -241/83*z^3 + 75/83*z + 1
*
0 | 0.095656285975783299167660136543520103158 | 0.017440260256801406789735420236400378412
f(z) = -241/84*z^3 + 73/84*z + 1
*
0 | 0.14168068512527424159694358893939355482 | 0.025831527920415695248176574304506090629
f(z) = -241/85*z^3 + 71/85*z + 1
*
0 | 0.12885521783256259048535287323181873778 | 0.023493161076896254464062338083953036963
f(z) = -241/86*z^3 + 69/86*z + 1
*
0 | 0.12135588429789809427239705531071547016 | 0.022125866421213944218015756588331821348
f(z) = -241/87*z^3 + 67/87*z + 1
*
0 | 0.11318590496408828063228309425600329640 | 0.020636298177780318169423972744749572286
f(z) = -241/88*z^3 + 65/88*z + 1
*
[ 2/3 ] 
f(z) = -241/88*z^3 + 71/99*z + 1
*
0 | 0.14172039656600549941817969924625227471 | 0.025838768195892217679331638842307477532
f(z) = -241/89*z^3 + 63/89*z + 1
*
0 | 0.11533178370311918131529325850279488747 | 0.021027539415159221913690952168321761120
f(z) = -241/90*z^3 + 61/90*z + 1
*
[ -3/2 ] 
f(z) = -260/81*z^3 + 80/9*z + 1
*
-3/8 | 0.15906895552706672040333362649730621613 | 0.024042833780494775458535331549150323865
f(z) = -256/81*z^3 + 83/18*z + 1
*
15/8 | 0.19816686957634310680866303218765271340 | 0.029689871430259335205677544358739681340
f(z) = -256/81*z^3 + 88/9*z + 1
*
[ 9/5 ] 
f(z) = -250/81*z^3 + 94/9*z + 1
*
-12/7 | 0.16815483838719441345819134066867579447 | 0.025782343733957936584070009481341935146
f(z) = -245/96*z^3 + 85/12*z + 1
*
[ 12/7 ] 
f(z) = -245/96*z^3 + 95/12*z + 1
*
[ 14/9 ] 
f(z) = -243/98*z^3 + 89/14*z + 1
*
-6/11 | 0.083654749048383403296213295558055212495 | 0.012598842379281885067887432776268638098
f(z) = -242/81*z^3 + 85/18*z + 1
*
-3/8 | 0.17971432245343778808252427284269766954 | 0.025927296178029478425481715424667618024
f(z) = -256/81*z^3 + 85/36*z + 1
*
-9/14 | 0.16470228246739045081448808964704772319 | 0.023913034529126562090358182803530827605
f(z) = -245/81*z^3 + 89/36*z + 1
*
[ 8/7 ] 
f(z) = -245/96*z^3 + 83/24*z + 1
*
[ -6/7 ] 
f(z) = -245/96*z^3 + 97/24*z + 1
*
-4/9 | 0.16467720404607730752118274900157311399 | 0.028139355159909548146460029424860120795
f(z) = -243/80*z^3 + 87/20*z + 1
*
-2/27 | 0.13871408514523376320777219923482858335 | 0.021043833597474475633555327495018041582
f(z) = -243/88*z^3 + 83/33*z + 1
*
-6/25 | 0.16561353495696268811233029595781748160 | 0.023224776973883964021094110193061719319
f(z) = -250/81*z^3 + 83/45*z + 1
*
-12/35 | 0.18551101631270622166282582923584114465 | 0.026089009163703590723270753934126694215
f(z) = -245/81*z^3 + 91/45*z + 1
*
38/35 | 0.19982983824222540016098057157063679928 | 0.028102711012562898795779645787442729151
f(z) = -245/88*z^3 + 98/55*z + 1
*
[ 8/9 ] 
f(z) = -243/80*z^3 + 91/40*z + 1
*
[ 4/5 ] 
f(z) = -245/96*z^3 + 83/60*z + 1
*
3/5 | 0.19358067732823842172766018548387391150 | 0.024618353175934152637914883702143553027
f(z) = -260/81*z^3 + 89/90*z + 1
*
0 | 0.12942382737001808207670485600018819639 | 0.023274813405633126251216226120230660487
f(z) = -260/81*z^3 + 98/81*z + 1
*
0 | 0.14300550625817320812402020746648997776 | 0.025717261973880819978362733880394895650
f(z) = -260/83*z^3 + 94/83*z + 1
*
0 | 0.12269788126092439208782043770201603906 | 0.022065259153942339539880720877563214255
f(z) = -260/87*z^3 + 86/87*z + 1
*
0 | 0.14306103629883196378364473380406099981 | 0.025727248167003085531191521925713732539
f(z) = -260/89*z^3 + 82/89*z + 1
*
0 | 0.11723704046682655324861774229830513350 | 0.021097834801635015241246167069624110054
f(z) = -259/80*z^3 + 99/80*z + 1
*
0 | 0.12935536967047094573334560752302247988 | 0.023278634543698303231310295121550641111
f(z) = -259/81*z^3 + 97/81*z + 1
*
0 | 0.13009239679535900692641759258158605492 | 0.023411269046098696712147974599896842312
f(z) = -259/82*z^3 + 95/82*z + 1
*
0 | 0.14293711590926277401448198080694648277 | 0.025722789030392623491681006809734852834
f(z) = -259/83*z^3 + 93/83*z + 1
*
0 | 0.14295572010654191316353851150450479553 | 0.025726137019042365718177301378293206361
f(z) = -259/85*z^3 + 89/85*z + 1
*
0 | 0.13012960521826023065536515231246153364 | 0.023417965028498743053349482129068714999
f(z) = -259/86*z^3 + 87/86*z + 1
*
0 | 0.12262962503822306022071502867420512469 | 0.022068277743457332946494760259497809821
f(z) = -259/87*z^3 + 85/87*z + 1
*
[ 2/3 ] 
f(z) = -259/88*z^3 + 80/99*z + 1
*
0 | 0.10456343745286872715444114896855018237 | 0.018817108661967190801920205056730885741
f(z) = -259/88*z^3 + 83/88*z + 1
*
0 | 0.14299284685406443845207497712002430922 | 0.025732818303240885654715722998996175911
f(z) = -259/89*z^3 + 81/89*z + 1
*
0 | 0.14286847183001131167660127364086192279 | 0.025728347135454249086518354321857528805
f(z) = -258/83*z^3 + 92/83*z + 1
*
0 | 0.14288714367511517803121061487510572139 | 0.025731709638785727937229512836336945999
f(z) = -258/85*z^3 + 88/85*z + 1
*
0 | 0.14292440514070323789078795330209917854 | 0.025738419838098043987929348180873567051
f(z) = -258/89*z^3 + 80/89*z + 1
*
0 | 0.11709929226862948195851190611788970155 | 0.021102484535646911127807167484451511054
f(z) = -257/80*z^3 + 97/80*z + 1
*
0 | 0.12921768970972351472125237246781017900 | 0.023286343119615643628172563910424279611
f(z) = -257/81*z^3 + 95/81*z + 1
*
0 | 0.12995478497386831204827319504471044993 | 0.023419175189832016503536272812132033599
f(z) = -257/82*z^3 + 93/82*z + 1
*
0 | 0.14279957212914199639746044242880203111 | 0.025733936594931082741331606892896674884
f(z) = -257/83*z^3 + 91/83*z + 1
*
0 | 0.096794493669530604601689413818097107963 | 0.017443353125578620113587503736764592474
f(z) = -257/84*z^3 + 89/84*z + 1
*
0 | 0.14281831211671821019984153813640710909 | 0.025737313731465077059311501946845467853
f(z) = -257/85*z^3 + 87/85*z + 1
*
0 | 0.12999226497796923210603678289577190667 | 0.023425929468116818174696681395175398609
f(z) = -257/86*z^3 + 85/86*z + 1
*
0 | 0.12249235245078905503352169181721118379 | 0.022074368881734663015745390783169607317
f(z) = -257/87*z^3 + 83/87*z + 1
*
0 | 0.11432179497525314043914066479155273828 | 0.020601951248504428651261764362943336143
f(z) = -257/88*z^3 + 81/88*z + 1
*
0 | 0.12914846363383742110130336173142071823 | 0.023290231002870735234559641428356026521
f(z) = -256/81*z^3 + 94/81*z + 1
*
0 | 0.14273041489413629917001487242079272221 | 0.025739557718974334981840465131287233530
f(z) = -256/83*z^3 + 90/83*z + 1
*
0 | 0.14274922352428791318383539114663874470 | 0.025742949608655041003050553284598160043
f(z) = -256/85*z^3 + 86/85*z + 1
*
0 | 0.12242436592028704976466816827452345346 | 0.022077628199646742943012068830379567412
f(z) = -256/87*z^3 + 82/87*z + 1
*
0 | 0.12981614199087355483106264100262919442 | 0.023427173411432117334903530414117987626
f(z) = -255/82*z^3 + 91/82*z + 1
*
0 | 0.14266099819091446008192112580127529697 | 0.025745210822098833335149927045056640668
f(z) = -255/83*z^3 + 89/83*z + 1
*
0 | 0.12985389757717730685179493041706209967 | 0.023433986945203984267255779454019155533
f(z) = -255/86*z^3 + 83/86*z + 1
*
0 | 0.12900922959248314787613075084715207023 | 0.023298075097414248477013495209074273553
f(z) = -254/81*z^3 + 92/81*z + 1
*
0 | 0.14259132006350992690132659857348253161 | 0.025750896223262548670324810220743512540
f(z) = -254/83*z^3 + 88/83*z + 1
*
0 | 0.14261026750134809474487515500716270209 | 0.025754317984876439771145765245266807956
f(z) = -254/85*z^3 + 84/85*z + 1
*
0 | 0.12228554830451977864024131209393793300 | 0.022083829945552828209877646277607812815
f(z) = -254/87*z^3 + 80/87*z + 1
*
0 | 0.11682068072007173074275936894356059706 | 0.021111956958398796679437228674788303198
f(z) = -253/80*z^3 + 93/80*z + 1
*
0 | 0.12893921768148106036353647569793476730 | 0.023302031773500264533477159217707923057
f(z) = -253/81*z^3 + 91/81*z + 1
*
0 | 0.12967645226313068327170166459818974031 | 0.023435265586726587815398701436826943683
f(z) = -253/82*z^3 + 89/82*z + 1
*
0 | 0.14252137853373762148328401772093746541 | 0.025756614245947901261789795180911421144
f(z) = -253/83*z^3 + 87/83*z + 1
*
0 | 0.096516438987924004327067248620605658778 | 0.017442552920690804285110646840830796791
f(z) = -253/84*z^3 + 85/84*z + 1
*
0 | 0.14254039614800720560609881938373335149 | 0.025760051129309957433864559899069550236
f(z) = -253/85*z^3 + 83/85*z + 1
*
0 | 0.12971448752188216700429734108996379643 | 0.023442139358910701764082636190332750506
f(z) = -253/86*z^3 + 81/86*z + 1
*
0 | 0.14245117160085589295606351041426540769 | 0.025762365218244893814469647034402964448
f(z) = -252/83*z^3 + 86/83*z + 1
*
0 | 0.14247025991430357255649609176716357343 | 0.025765817349223622125302973756744312296
f(z) = -252/85*z^3 + 82/85*z + 1
*
0 | 0.11667978575567586273087143399605815219 | 0.021116782106556099494532024330000237090
f(z) = -251/80*z^3 + 91/80*z + 1
*
0 | 0.12879839404567705353114243090995706766 | 0.023310015570581474296660455481032987567
f(z) = -251/81*z^3 + 89/81*z + 1
*
0 | 0.12953569985117560771653510984338597178 | 0.023443453645906826225652203925335678621
f(z) = -251/82*z^3 + 87/82*z + 1
*
0 | 0.14238069724122201287005284122604918054 | 0.025768149472936120140909941495888481091
f(z) = -251/83*z^3 + 85/83*z + 1
*
0 | 0.096375828710770382762200825305766078799 | 0.017442158999894395311788985233839573381
f(z) = -251/84*z^3 + 83/84*z + 1
*
0 | 0.14239985678246860242221411764856711211 | 0.025771616978941084884442698944588440719
f(z) = -251/85*z^3 + 81/85*z + 1
*
0 | 0.12872757823843524224602716247164585682 | 0.023314043176869016253664482228691820221
f(z) = -250/81*z^3 + 88/81*z + 1
*
0 | 0.14230995340794106359928186687379498449 | 0.025773967347583699682630879330167105246
f(z) = -250/83*z^3 + 84/83*z + 1
*
0 | 0.11653780964822351974854459581876261002 | 0.021121668247117214659649391102720294479
f(z) = -249/80*z^3 + 89/80*z + 1
*
0 | 0.12939386844837550290149186953073203206 | 0.023451739575571956262833968003789256658
f(z) = -249/82*z^3 + 85/82*z + 1
*
0 | 0.12858512826194821198738515955130746546 | 0.023322171044903618946992562612279437056
f(z) = -248/81*z^3 + 86/81*z + 1
*
0 | 0.14216764901444319837648496627449485257 | 0.025785705331429527945534223794573126507
f(z) = -248/83*z^3 + 82/83*z + 1
*
0 | 0.11639473566333795704702873991207268154 | 0.021126616704346782413260178418253639269
f(z) = -247/80*z^3 + 87/80*z + 1
*
0 | 0.12851348986694432147938278188674431412 | 0.023326271813614983249798779686418218746
f(z) = -247/81*z^3 + 85/81*z + 1
*
0 | 0.12925094136955591297529184850927136304 | 0.023460125420867317346827276526525746659
f(z) = -247/82*z^3 + 83/82*z + 1
*
0 | 0.14209608424091991889878425323568132255 | 0.025791626140460062467668730478999490352
f(z) = -247/83*z^3 + 81/83*z + 1
*
0 | 0.14202424156638587049782356511826513771 | 0.025797581969299722585914104336678126315
f(z) = -246/83*z^3 + 80/83*z + 1
*
0 | 0.12836937551341858375843016299956682153 | 0.023334548316121963235797943455961191693
f(z) = -245/81*z^3 + 83/81*z + 1
*
0 | 0.12910690153918377062547030193744502631 | 0.023468613287722734190937534388804680742
f(z) = -245/82*z^3 + 81/82*z + 1
*
0 | 0.12829689517902630489605170003429182312 | 0.023338724579814609414136711478527335028
f(z) = -244/81*z^3 + 82/81*z + 1
*
0 | 0.11610522515205532490000674054973616463 | 0.021136706069948333593093908821017870764
f(z) = -243/80*z^3 + 83/80*z + 1
*
0 | 0.12815107706082870472252032518809383196 | 0.023347154486767905297447107995636170652
f(z) = -242/81*z^3 + 80/81*z + 1
*
[ 15/22 ] 
f(z) = -242/81*z^3 + 83/90*z + 1
*
0 | 0.11595875314768729815322220825428724843 | 0.021141849835794812992375328729893799086
f(z) = -241/80*z^3 + 81/80*z + 1
*
[ 2/3 ] 
f(z) = -249/92*z^3 + 97/138*z + 1
*
[ 24/35 ] 
f(z) = -245/96*z^3 + 89/120*z + 1
*
[ -9/5 ] 
f(z) = -250/81*z^3 + 104/9*z + 1
*
[ -6/5 ] 
f(z) = -250/81*z^3 + 113/18*z + 1
*
-2 | 0.11624314883383995184525841029303671780 | 0.016948610714365854216392106466124317275
f(z) = -249/88*z^3 + 119/11*z + 1
*
-2 | 0.11609623668390617058424560853435080094 | 0.016948043564171664423118425974421658169
f(z) = -247/88*z^3 + 118/11*z + 1
*
-2 | 0.11594812433801575283400048970865369712 | 0.016947477498064781967964528476836409583
f(z) = -245/88*z^3 + 117/11*z + 1
*
[ -12/7 ] 
f(z) = -245/96*z^3 + 109/12*z + 1
*
-2 | 0.11579879161336843097979975476127189902 | 0.016946912606558455618837393888988038274
f(z) = -243/88*z^3 + 116/11*z + 1
*
[ -14/9 ] 
f(z) = -243/98*z^3 + 107/14*z + 1
*
-15/11 | 0.11090039841069310173300949394070055818 | 0.015974920059013437844071853290111041390
f(z) = -242/81*z^3 + 115/18*z + 1
*
-2 | 0.11564821780340897690008699746407785927 | 0.016946348983067749661377467551777506526
f(z) = -241/88*z^3 + 115/11*z + 1
*
-3/8 | 0.13968200538755123196110592115020205595 | 0.024489364033113946788598995780006723262
f(z) = -256/99*z^3 + 100/33*z + 1
*
[ -3/5 ] 
f(z) = -250/99*z^3 + 118/33*z + 1
*
[ 9/10 ] 
f(z) = -260/81*z^3 + 112/45*z + 1
*
-15/16 | 0.18962718317553792253296937436558678729 | 0.026504175796438446821727550525647260112
f(z) = -256/81*z^3 + 119/45*z + 1
*
-3/25 | 0.20933968722344687031339029084057761487 | 0.029356704141425479283227296318067044574
f(z) = -250/81*z^3 + 107/45*z + 1
*
-9/25 | 0.18297499279306731453502802268542240977 | 0.025659457124209854527674930006500584519
f(z) = -250/81*z^3 + 113/45*z + 1
*
-8/9 | 0.11590672416158815999622705764458543919 | 0.021100569392338834912308895656261968208
f(z) = -243/80*z^3 + 101/40*z + 1
*
[ 3/4 ] 
f(z) = -254/81*z^3 + 103/72*z + 1
*
[ 3/4 ] 
f(z) = -250/81*z^3 + 101/72*z + 1
*
-2/3 | 0.16009177178502099848629244902880197448 | 0.024197429636087716548619087477648558449
f(z) = -249/80*z^3 + 113/60*z + 1
*
-4/5 | 0.16292183640599524623774040885663665618 | 0.022912220349214374442515077620366224497
f(z) = -245/96*z^3 + 113/60*z + 1
*
[ 6/7 ] 
f(z) = -245/99*z^3 + 109/66*z + 1
*
-4/27 | 0.083406579921100301047872132544896764872 | 0.012653323467161973710367074791536346757
f(z) = -243/80*z^3 + 109/60*z + 1
*
-3/5 | 0.17125204985319238703547876583033158326 | 0.021778741058127165487929074543351739077
f(z) = -260/81*z^3 + 119/90*z + 1
*
[ 3/4 ] 
f(z) = -256/87*z^3 + 115/87*z + 1
*
[ 3/4 ] 
f(z) = -256/93*z^3 + 113/93*z + 1
*
6/7 | 0.23070092566274053163223342573931425088 | 0.029562475396978518478768354311645739562
f(z) = -245/81*z^3 + 113/90*z + 1
*
[ 9/13 ] 
f(z) = -247/81*z^3 + 119/117*z + 1
*
[ 2/3 ] 
f(z) = -255/92*z^3 + 101/138*z + 1
*
-3/35 | 0.18384083000004765420009894825566742066 | 0.025854125506214527669691739507610189026
f(z) = -245/99*z^3 + 113/165*z + 1
*
-7/18 | 0.22619687376643433754442332270919329457 | 0.028352692205081451673147317067591285202
f(z) = -243/98*z^3 + 103/168*z + 1
*
[ 2/3 ] 
f(z) = -243/97*z^3 + 119/194*z + 1
*
-2 | 0.11696037856315273694049881330444169258 | 0.016951459753459310415026483492399578830
f(z) = -259/88*z^3 + 124/11*z + 1
*
[ 2 ] 
f(z) = -259/88*z^3 + 135/11*z + 1
*
-2 | 0.11681918177601268258920547736933522181 | 0.016950888443608003441865884120615079439
f(z) = -257/88*z^3 + 123/11*z + 1
*
[ 2 ] 
f(z) = -257/88*z^3 + 134/11*z + 1
*
-2 | 0.11667687844871243078972563070754316744 | 0.016950317806479377276219059138966332405
f(z) = -255/88*z^3 + 122/11*z + 1
*
[ 2 ] 
f(z) = -255/88*z^3 + 133/11*z + 1
*
[ 3/2 ] 
f(z) = -254/81*z^3 + 133/18*z + 1
*
-2 | 0.11638888046469328895988100342264395068 | 0.016949178860970097294859635039067242308
f(z) = -251/88*z^3 + 120/11*z + 1
*
[ 2 ] 
f(z) = -251/88*z^3 + 131/11*z + 1
*
[ 3/2 ] 
f(z) = -250/81*z^3 + 131/18*z + 1
*
[ 2 ] 
f(z) = -249/88*z^3 + 130/11*z + 1
*
[ 2 ] 
f(z) = -247/88*z^3 + 129/11*z + 1
*
[ 2 ] 
f(z) = -245/88*z^3 + 128/11*z + 1
*
[ -2 ] 
f(z) = -245/88*z^3 + 139/11*z + 1
*
[ 2 ] 
f(z) = -243/88*z^3 + 127/11*z + 1
*
[ -2 ] 
f(z) = -243/88*z^3 + 138/11*z + 1
*
[ 3/2 ] 
f(z) = -242/81*z^3 + 127/18*z + 1
*
-15/11 | 0.10858322782251179982297139744540694885 | 0.015320225557211828013321698892683723025
f(z) = -242/81*z^3 + 133/18*z + 1
*
[ 2 ] 
f(z) = -241/88*z^3 + 126/11*z + 1
*
[ -2 ] 
f(z) = -241/88*z^3 + 137/11*z + 1
*
9/8 | 0.20100132738589264060005805798430454190 | 0.028743156399980742365333958071615083370
f(z) = -256/81*z^3 + 121/36*z + 1
*
[ -3/4 ] 
f(z) = -256/99*z^3 + 125/33*z + 1
*
[ -3/8 ] 
f(z) = -256/99*z^3 + 133/33*z + 1
*
[ -2/3 ] 
f(z) = -255/88*z^3 + 125/33*z + 1
*
[ -2/3 ] 
f(z) = -249/88*z^3 + 124/33*z + 1
*
[ -9/14 ] 
f(z) = -245/81*z^3 + 137/36*z + 1
*
[ -6/7 ] 
f(z) = -245/88*z^3 + 139/33*z + 1
*
[ -8/7 ] 
f(z) = -245/96*z^3 + 125/24*z + 1
*
-10/7 | 0.15033312192886831805087653331505172405 | 0.023838655163057990019223004292517023842
f(z) = -245/96*z^3 + 137/24*z + 1
*
[ -3/7 ] 
f(z) = -245/99*z^3 + 125/33*z + 1
*
[ -22/27 ] 
f(z) = -243/88*z^3 + 134/33*z + 1
*
[ 12/11 ] 
f(z) = -242/81*z^3 + 131/36*z + 1
*
[ 15/16 ] 
f(z) = -256/81*z^3 + 122/45*z + 1
*
15/16 | 0.20170354343011782155456290586919689870 | 0.028192087675993263890397123162502968520
f(z) = -256/81*z^3 + 131/45*z + 1
*
-36/35 | 0.11943900253268784871901222483272693074 | 0.016747623635153948294931306438743628516
f(z) = -245/81*z^3 + 139/45*z + 1
*
-28/27 | 0.18948926406365438249470144525623790698 | 0.028107041924001359756520500764118054734
f(z) = -243/98*z^3 + 121/42*z + 1
*
36/35 | 0.17820378991715719647562815866804503548 | 0.025061370481193295660324698611867495601
f(z) = -245/96*z^3 + 137/60*z + 1
*
-10/27 | 0.18998952822429241278520938648807994294 | 0.028822653539679603482899345134903236113
f(z) = -243/80*z^3 + 127/60*z + 1
*
-14/27 | 0.16419119462247898589649282585663361984 | 0.024908877668683635802541953206042866117
f(z) = -243/80*z^3 + 139/60*z + 1
*
3/5 | 0.22396046821054791448423961502493377265 | 0.028624635885293939422637508536250430168
f(z) = -250/81*z^3 + 121/90*z + 1
*
-12/25 | 0.18032950906925915248963984042082273532 | 0.023048114596852074703375729803609531020
f(z) = -250/81*z^3 + 139/90*z + 1
*
[ 7/9 ] 
f(z) = -243/91*z^3 + 121/91*z + 1
*
[ 9/13 ] 
f(z) = -260/81*z^3 + 128/117*z + 1
*
[ 3/4 ] 
f(z) = -244/99*z^3 + 139/132*z + 1
*
[ 2/3 ] 
f(z) = -252/85*z^3 + 139/170*z + 1
*
[ 2/3 ] 
f(z) = -252/89*z^3 + 135/178*z + 1
*
[ 2/3 ] 
f(z) = -243/83*z^3 + 133/166*z + 1
*
[ 2/3 ] 
f(z) = -243/85*z^3 + 131/170*z + 1
*
[ 2/3 ] 
f(z) = -243/89*z^3 + 127/178*z + 1
*
-7/54 | 0.21732152782460033915114816144572304174 | 0.027240210199860302162720816141417838073
f(z) = -243/98*z^3 + 127/168*z + 1
*
[ 2/3 ] 
f(z) = -252/95*z^3 + 129/190*z + 1
*
[ 2/3 ] 
f(z) = -252/97*z^3 + 127/194*z + 1
*
[ 2/3 ] 
f(z) = -243/91*z^3 + 125/182*z + 1
*
[ 2/3 ] 
f(z) = -243/95*z^3 + 121/190*z + 1
*
-3/11 | 0.16687100969981439304816420763281540474 | 0.026992675160205990573098980549426954764
f(z) = -242/95*z^3 + 131/190*z + 1
*
[ 2/3 ] 
f(z) = -247/96*z^3 + 139/216*z + 1
*
[ 2/3 ] 
f(z) = -245/96*z^3 + 137/216*z + 1
*
[ 2/3 ] 
f(z) = -241/96*z^3 + 133/216*z + 1
*
[ -2 ] 
f(z) = -259/88*z^3 + 146/11*z + 1
*
[ -2 ] 
f(z) = -257/88*z^3 + 145/11*z + 1
*
[ 9/4 ] 
f(z) = -256/81*z^3 + 149/9*z + 1
*
[ -2 ] 
f(z) = -255/88*z^3 + 144/11*z + 1
*
[ -3/2 ] 
f(z) = -254/81*z^3 + 157/18*z + 1
*
[ -2 ] 
f(z) = -251/88*z^3 + 142/11*z + 1
*
[ -2 ] 
f(z) = -249/88*z^3 + 141/11*z + 1
*
[ -2 ] 
f(z) = -247/88*z^3 + 140/11*z + 1
*
[ -3/4 ] 
f(z) = -260/81*z^3 + 149/36*z + 1
*
[ -3/4 ] 
f(z) = -244/81*z^3 + 145/36*z + 1
*
[ -4/3 ] 
f(z) = -243/80*z^3 + 143/20*z + 1
*
-14/27 | 0.14605345150021240001584706423217414766 | 0.020802122897699855720375971183697640859
f(z) = -243/88*z^3 + 140/33*z + 1
*
3/35 | 0.19191738416130636361438211357117681522 | 0.026601603262569671852600761763659342423
f(z) = -245/81*z^3 + 151/45*z + 1
*
[ -14/27 ] 
f(z) = -243/98*z^3 + 151/42*z + 1
*
[ 13/16 ] 
f(z) = -256/91*z^3 + 148/91*z + 1
*
[ 5/6 ] 
f(z) = -252/85*z^3 + 158/85*z + 1
*
[ 5/6 ] 
f(z) = -252/95*z^3 + 156/95*z + 1
*
[ 3/4 ] 
f(z) = -260/99*z^3 + 151/132*z + 1
*
[ 2/3 ] 
f(z) = -252/83*z^3 + 141/166*z + 1
*
[ 2/3 ] 
f(z) = -247/80*z^3 + 157/180*z + 1
*
[ 2/3 ] 
f(z) = -241/80*z^3 + 151/180*z + 1
*
[ 2/3 ] 
f(z) = -259/96*z^3 + 151/216*z + 1
*
[ 2/3 ] 
f(z) = -257/96*z^3 + 149/216*z + 1
*
[ 2/3 ] 
f(z) = -253/96*z^3 + 145/216*z + 1
*
[ 2/3 ] 
f(z) = -251/96*z^3 + 143/216*z + 1
*
-3/22 | 0.083010326318092363945709309379390080567 | 0.011329183774727560233485171338831588315
f(z) = -242/81*z^3 + 169/18*z + 1
*
[ -18/11 ] 
f(z) = -242/81*z^3 + 173/18*z + 1
*
[ -9/32 ] 
f(z) = -256/81*z^3 + 173/36*z + 1
*
-2/7 | 0.16857464411233286601349688842592664153 | 0.026064084189937109419592038992392131734
f(z) = -245/96*z^3 + 161/24*z + 1
*
-12/11 | 0.16432046846378007230490174926104857941 | 0.022251745175090313701331450250563025612
f(z) = -242/81*z^3 + 179/36*z + 1
*
[ -3/5 ] 
f(z) = -260/81*z^3 + 172/45*z + 1
*
-9/25 | 0.19043236617454023585226252635294546709 | 0.025907346058804222241828517086389968374
f(z) = -250/81*z^3 + 173/45*z + 1
*
[ -4/7 ] 
f(z) = -245/88*z^3 + 161/44*z + 1
*
[ -4/9 ] 
f(z) = -243/88*z^3 + 167/44*z + 1
*
[ -2/3 ] 
f(z) = -243/92*z^3 + 169/46*z + 1
*
-2/3 | 0.16655840067530568103566383801953670743 | 0.025174842752393774402575161866970475532
f(z) = -249/80*z^3 + 173/60*z + 1
*
-4/5 | 0.20611759285277461328096891292322891775 | 0.028497884405798013822805439363963446975
f(z) = -245/96*z^3 + 173/60*z + 1
*
9/10 | 0.21354857579281441298957446656133341130 | 0.027293880365287227954830954940384001468
f(z) = -250/81*z^3 + 161/90*z + 1
*
12/13 | 0.24004389307619331447343369643553214298 | 0.029729236275553294146828041419442903951
f(z) = -247/96*z^3 + 173/156*z + 1
*
[ 2/3 ] 
f(z) = -259/80*z^3 + 169/180*z + 1
*
[ 2/3 ] 
f(z) = -257/80*z^3 + 167/180*z + 1
*
[ 2/3 ] 
f(z) = -253/80*z^3 + 163/180*z + 1
*
[ 2/3 ] 
f(z) = -251/80*z^3 + 161/180*z + 1
*
[ 7/10 ] 
f(z) = -250/91*z^3 + 167/182*z + 1
*
[ 22/9 ] 
f(z) = -243/88*z^3 + 188/11*z + 1
*
[ -22/9 ] 
f(z) = -243/88*z^3 + 197/11*z + 1
*
[ 7/3 ] 
f(z) = -243/98*z^3 + 197/14*z + 1
*
-21/32 | 0.19245231635312462253895640537111296227 | 0.026022114749327667647311162657519278170
f(z) = -256/81*z^3 + 181/36*z + 1
*
-9/8 | 0.13596464502938490083894780143025449272 | 0.018330053420806355753663385869445189801
f(z) = -256/81*z^3 + 185/36*z + 1
*
[ 3/2 ] 
f(z) = -248/99*z^3 + 197/33*z + 1
*
[ 3/2 ] 
f(z) = -244/99*z^3 + 194/33*z + 1
*
[ -12/11 ] 
f(z) = -242/81*z^3 + 197/36*z + 1
*
[ -9/25 ] 
f(z) = -250/81*z^3 + 188/45*z + 1
*
-36/35 | 0.19050704324887357216817451325198067832 | 0.025433054597778279463520107155387290561
f(z) = -245/81*z^3 + 199/45*z + 1
*
[ -8/9 ] 
f(z) = -243/80*z^3 + 181/40*z + 1
*
[ 10/9 ] 
f(z) = -243/88*z^3 + 193/55*z + 1
*
[ 7/6 ] 
f(z) = -243/98*z^3 + 197/56*z + 1
*
6/5 | 0.16696994922177891957064496028251911797 | 0.026423610028755881008950208568280607053
f(z) = -250/99*z^3 + 185/66*z + 1
*
-20/27 | 0.15567781053975699411170969852747918985 | 0.023617341644777953591773659119036842833
f(z) = -243/80*z^3 + 181/60*z + 1
*
45/44 | 0.21322517637750164441379317762471868705 | 0.028173162156876640215206143180431303123
f(z) = -242/81*z^3 + 193/72*z + 1
*
[ 9/11 ] 
f(z) = -253/81*z^3 + 185/99*z + 1
*
[ 8/9 ] 
f(z) = -243/88*z^3 + 181/88*z + 1
*
-24/35 | 0.14296047241813791510864812485792598978 | 0.020104989714881617200266095991246960556
f(z) = -245/96*z^3 + 199/120*z + 1
*
[ 3/4 ] 
f(z) = -247/81*z^3 + 199/144*z + 1
*
[ 3/4 ] 
f(z) = -245/81*z^3 + 197/144*z + 1
*
[ 3/4 ] 
f(z) = -241/81*z^3 + 193/144*z + 1
*
9/10 | 0.13628072218499789860087938584703106090 | 0.021929093520731870998330730770541031752
f(z) = -250/99*z^3 + 185/198*z + 1
*
[ 2/3 ] 
f(z) = -255/94*z^3 + 199/282*z + 1
*
[ 2/3 ] 
f(z) = -255/98*z^3 + 193/294*z + 1
*
[ 2/3 ] 
f(z) = -249/94*z^3 + 191/282*z + 1
*
[ 2/3 ] 
f(z) = -249/98*z^3 + 185/294*z + 1
*
[ -7/3 ] 
f(z) = -243/98*z^3 + 209/14*z + 1
*
[ 3/2 ] 
f(z) = -260/99*z^3 + 206/33*z + 1
*
-33/32 | 0.17275224235438901029399938344089460778 | 0.022971656144110038734842724922376279799
f(z) = -256/81*z^3 + 205/36*z + 1
*
[ 3/2 ] 
f(z) = -256/99*z^3 + 203/33*z + 1
*
[ -3/16 ] 
f(z) = -256/99*z^3 + 212/33*z + 1
*
[ -3/14 ] 
f(z) = -245/81*z^3 + 209/36*z + 1
*
46/27 | 0.21076332872901144881681038419326485859 | 0.028290077542682852818997866237112166700
f(z) = -243/88*z^3 + 215/33*z + 1
*
[ -3/10 ] 
f(z) = -260/81*z^3 + 208/45*z + 1
*
[ -9/10 ] 
f(z) = -260/81*z^3 + 212/45*z + 1
*
[ -15/16 ] 
f(z) = -256/81*z^3 + 218/45*z + 1
*
[ -2/5 ] 
f(z) = -255/88*z^3 + 218/55*z + 1
*
-21/25 | 0.084733681627060163248656662288658632056 | 0.011282133692735183976366218225258398799
f(z) = -250/81*z^3 + 203/45*z + 1
*
6/5 | 0.078324290692824874623880541584334868869 | 0.010368844577568662689384390648088773781
f(z) = -250/81*z^3 + 212/45*z + 1
*
-36/35 | 0.19055956335698452602994981352374327822 | 0.025195624660481397807233074271068332008
f(z) = -245/81*z^3 + 214/45*z + 1
*
[ -22/35 ] 
f(z) = -245/88*z^3 + 203/55*z + 1
*
[ -2/5 ] 
f(z) = -245/88*z^3 + 217/55*z + 1
*
[ -2/7 ] 
f(z) = -245/92*z^3 + 217/46*z + 1
*
[ -7/27 ] 
f(z) = -243/98*z^3 + 211/42*z + 1
*
6/7 | 0.11332539458513374749705152884655165447 | 0.014720484244445163344438838302618329221
f(z) = -245/88*z^3 + 208/99*z + 1
*
[ 27/35 ] 
f(z) = -245/81*z^3 + 203/135*z + 1
*
[ 3/4 ] 
f(z) = -259/81*z^3 + 211/144*z + 1
*
[ 3/4 ] 
f(z) = -257/81*z^3 + 209/144*z + 1
*
[ 3/4 ] 
f(z) = -253/81*z^3 + 205/144*z + 1
*
[ 3/4 ] 
f(z) = -251/81*z^3 + 203/144*z + 1
*
-6/35 | 0.20448501513304193445586724660562988185 | 0.024065581280303364986861899789853451489
f(z) = -245/81*z^3 + 211/180*z + 1
*
[ 21/32 ] 
f(z) = -256/81*z^3 + 211/252*z + 1
*
[ 2/3 ] 
f(z) = -255/82*z^3 + 217/246*z + 1
*
[ 2/3 ] 
f(z) = -255/86*z^3 + 211/258*z + 1
*
[ 2/3 ] 
f(z) = -249/82*z^3 + 209/246*z + 1
*
[ 2/3 ] 
f(z) = -249/86*z^3 + 203/258*z + 1
*
-3/8 | 0.12320401553612438309634931068570029848 | 0.016145312279429905793558112636052482556
f(z) = -256/81*z^3 + 229/36*z + 1
*
-2 | 0.096070151063984034377795638893135057933 | 0.013998767300428957989818546425570882189
f(z) = -251/96*z^3 + 239/24*z + 1
*
-2 | 0.11621412180970442948308527006886975048 | 0.016934026127993187564210061495379451636
f(z) = -249/80*z^3 + 239/20*z + 1
*
-2 | 0.11606724685044748009189791412739810108 | 0.016933359197027580916746935843813766368
f(z) = -247/80*z^3 + 237/20*z + 1
*
-2 | 0.095778373563511687749857758229317774126 | 0.013990659390560436909546732629384476680
f(z) = -247/96*z^3 + 235/24*z + 1
*
-2 | 0.095630168485337304264555682855117064859 | 0.013986472660792185610748264409140201743
f(z) = -245/96*z^3 + 233/24*z + 1
*
[ -3/2 ] 
f(z) = -244/99*z^3 + 238/33*z + 1
*
-2 | 0.11576989103941437317669742154275940264 | 0.016932025129851449413164457526074927623
f(z) = -243/80*z^3 + 233/20*z + 1
*
-2 | 0.11561936976695865852486209910451322869 | 0.016931358146890313396686357737048131421
f(z) = -241/80*z^3 + 231/20*z + 1
*
-2 | 0.095330056989600513922174979154149741310 | 0.013977980681011975071810811191153299048
f(z) = -241/96*z^3 + 229/24*z + 1
*
[ -9/35 ] 
f(z) = -245/81*z^3 + 229/45*z + 1
*
[ 4/3 ] 
f(z) = -243/88*z^3 + 227/44*z + 1
*
[ -7/18 ] 
f(z) = -243/98*z^3 + 221/56*z + 1
*
[ -2/3 ] 
f(z) = -249/80*z^3 + 233/60*z + 1
*
-36/35 | 0.089655069281563225467927149773608368597 | 0.011947013768506492939876794033131503487
f(z) = -245/96*z^3 + 227/60*z + 1
*
[ -4/5 ] 
f(z) = -245/96*z^3 + 233/60*z + 1
*
[ 28/27 ] 
f(z) = -243/98*z^3 + 227/84*z + 1
*
[ 27/32 ] 
f(z) = -256/81*z^3 + 223/108*z + 1
*
33/32 | 0.17442692724646435280405030867444057297 | 0.025164486293597413490755210815514688548
f(z) = -256/99*z^3 + 223/132*z + 1
*
33/32 | 0.17808502648750786328233637886222984141 | 0.025692238457010728826454224282858556533
f(z) = -256/99*z^3 + 235/132*z + 1
*
[ 3/4 ] 
f(z) = -248/87*z^3 + 221/174*z + 1
*
[ 17/22 ] 
f(z) = -242/85*z^3 + 239/170*z + 1
*
-12/25 | 0.16207116102331942915301664041615146024 | 0.019028705511418634878581915157115867391
f(z) = -250/81*z^3 + 233/180*z + 1
*
[ 7/10 ] 
f(z) = -255/98*z^3 + 237/280*z + 1
*
[ 3 ] 
f(z) = -253/81*z^3 + 259/9*z + 1
*
[ 3 ] 
f(z) = -251/81*z^3 + 257/9*z + 1
*
[ 3 ] 
f(z) = -250/81*z^3 + 256/9*z + 1
*
[ 3 ] 
f(z) = -248/81*z^3 + 254/9*z + 1
*
[ 3 ] 
f(z) = -247/81*z^3 + 253/9*z + 1
*
[ -3 ] 
f(z) = -247/81*z^3 + 259/9*z + 1
*
[ 3 ] 
f(z) = -245/81*z^3 + 251/9*z + 1
*
[ -3 ] 
f(z) = -245/81*z^3 + 257/9*z + 1
*
[ 3 ] 
f(z) = -244/81*z^3 + 250/9*z + 1
*
[ -3 ] 
f(z) = -244/81*z^3 + 256/9*z + 1
*
[ 3 ] 
f(z) = -242/81*z^3 + 248/9*z + 1
*
-45/22 | 0.19508683654238821473808701327955340531 | 0.025235619690134419651372258426319032392
f(z) = -242/81*z^3 + 253/18*z + 1
*
[ -3 ] 
f(z) = -242/81*z^3 + 254/9*z + 1
*
[ 3 ] 
f(z) = -241/81*z^3 + 247/9*z + 1
*
[ -3 ] 
f(z) = -241/81*z^3 + 253/9*z + 1
*
[ -3/2 ] 
f(z) = -260/99*z^3 + 250/33*z + 1
*
-2 | 0.11693123155994870280783141804452647719 | 0.016937356945025131857044681148194641875
f(z) = -259/80*z^3 + 249/20*z + 1
*
-2 | 0.096641918205288784728602334213306866019 | 0.014014844133830587400955161272583508912
f(z) = -259/96*z^3 + 247/24*z + 1
*
-2 | 0.11679005061662587019998879891941361321 | 0.016936691512033977181606930183868911489
f(z) = -257/80*z^3 + 247/20*z + 1
*
-2 | 0.096501695405162605222795694585999284895 | 0.014011028504111962158085718100159295972
f(z) = -257/96*z^3 + 245/24*z + 1
*
-3/2 | 0.22706448764547663843945641560964689967 | 0.029372115294470123796857166062361865466
f(z) = -256/81*z^3 + 253/36*z + 1
*
[ 27/16 ] 
f(z) = -256/81*z^3 + 254/27*z + 1
*
[ -3/2 ] 
f(z) = -256/99*z^3 + 247/33*z + 1
*
-2 | 0.11650436314779225449133047600082550401 | 0.016935359423080445346019705353804096033
f(z) = -253/80*z^3 + 243/20*z + 1
*
-2 | 0.096215830093061964145347138228054491319 | 0.014002991077782716381953607337859169780
f(z) = -253/96*z^3 + 241/24*z + 1
*
-2 | 0.11635982091530995545556715957273622461 | 0.016934692893191320327710521793652209194
f(z) = -251/80*z^3 + 241/20*z + 1
*
[ 2 ] 
f(z) = -249/80*z^3 + 259/20*z + 1
*
[ -3/2 ] 
f(z) = -248/99*z^3 + 241/33*z + 1
*
[ 2 ] 
f(z) = -247/80*z^3 + 257/20*z + 1
*
[ 3/2 ] 
f(z) = -247/81*z^3 + 259/36*z + 1
*
[ 2 ] 
f(z) = -247/96*z^3 + 259/24*z + 1
*
[ 3/2 ] 
f(z) = -245/81*z^3 + 257/36*z + 1
*
[ 2 ] 
f(z) = -243/80*z^3 + 253/20*z + 1
*
[ 2 ] 
f(z) = -241/80*z^3 + 251/20*z + 1
*
[ 3/2 ] 
f(z) = -241/81*z^3 + 253/36*z + 1
*
[ 2 ] 
f(z) = -241/96*z^3 + 253/24*z + 1
*
-6/5 | 0.22632558414574692678470567850690939711 | 0.029445850244782802239021791492368345536
f(z) = -250/81*z^3 + 242/45*z + 1
*
-9/25 | 0.21348435246914221926602558649359930610 | 0.027686934363715457714810269814302182675
f(z) = -250/81*z^3 + 248/45*z + 1
*
-3/7 | 0.20231812390914641957713206876728844728 | 0.026131182976429566957193337383484158775
f(z) = -245/81*z^3 + 256/45*z + 1
*
[ -2/9 ] 
f(z) = -243/92*z^3 + 259/46*z + 1
*
[ 27/22 ] 
f(z) = -242/81*z^3 + 253/54*z + 1
*
[ -3/7 ] 
f(z) = -259/81*z^3 + 247/63*z + 1
*
[ 6/5 ] 
f(z) = -250/99*z^3 + 251/66*z + 1
*
[ -3/4 ] 
f(z) = -248/99*z^3 + 247/66*z + 1
*
[ -12/35 ] 
f(z) = -245/96*z^3 + 253/60*z + 1
*
[ -20/27 ] 
f(z) = -243/80*z^3 + 241/60*z + 1
*
[ -10/27 ] 
f(z) = -243/80*z^3 + 247/60*z + 1
*
[ 6/7 ] 
f(z) = -245/92*z^3 + 247/138*z + 1
*
-4/7 | 0.18435569644414534503660287082367008278 | 0.024571788494483176773224370841857621794
f(z) = -259/80*z^3 + 253/140*z + 1
*
-33/70 | 0.22213721910902868123788618967990245866 | 0.026143046708683108432394503303872928532
f(z) = -245/81*z^3 + 241/180*z + 1
*
14/15 | 0.22614834119770802590684615852130648151 | 0.027414200520645695480317703949311404508
f(z) = -255/98*z^3 + 251/210*z + 1
*
[ 19/27 ] 
f(z) = -243/95*z^3 + 241/285*z + 1
*
0 | 0.18783005640909952561906505244107292070 | 0.028495047547182332426393432878858449014
f(z) = -243/95*z^3 + 254/285*z + 1
*
[ 3 ] 
f(z) = -260/81*z^3 + 266/9*z + 1
*
[ -3 ] 
f(z) = -260/81*z^3 + 272/9*z + 1
*
[ 3 ] 
f(z) = -259/81*z^3 + 265/9*z + 1
*
[ -3 ] 
f(z) = -259/81*z^3 + 271/9*z + 1
*
[ 3 ] 
f(z) = -257/81*z^3 + 263/9*z + 1
*
[ -3 ] 
f(z) = -257/81*z^3 + 269/9*z + 1
*
[ 3 ] 
f(z) = -256/81*z^3 + 262/9*z + 1
*
[ -3 ] 
f(z) = -256/81*z^3 + 268/9*z + 1
*
[ 3 ] 
f(z) = -254/81*z^3 + 260/9*z + 1
*
[ -3 ] 
f(z) = -254/81*z^3 + 266/9*z + 1
*
[ -3 ] 
f(z) = -253/81*z^3 + 265/9*z + 1
*
[ -3 ] 
f(z) = -251/81*z^3 + 263/9*z + 1
*
[ -3 ] 
f(z) = -250/81*z^3 + 262/9*z + 1
*
[ -3 ] 
f(z) = -248/81*z^3 + 260/9*z + 1
*
[ 2 ] 
f(z) = -259/80*z^3 + 269/20*z + 1
*
[ 3/2 ] 
f(z) = -259/81*z^3 + 271/36*z + 1
*
[ 2 ] 
f(z) = -259/96*z^3 + 271/24*z + 1
*
[ 2 ] 
f(z) = -257/80*z^3 + 267/20*z + 1
*
[ 3/2 ] 
f(z) = -257/81*z^3 + 269/36*z + 1
*
[ 2 ] 
f(z) = -257/96*z^3 + 269/24*z + 1
*
-45/32 | 0.19510941528774305175882617657923643054 | 0.024946090813218257634132911092383174656
f(z) = -256/81*z^3 + 277/36*z + 1
*
[ 2 ] 
f(z) = -253/80*z^3 + 263/20*z + 1
*
[ 3/2 ] 
f(z) = -253/81*z^3 + 265/36*z + 1
*
[ 2 ] 
f(z) = -253/96*z^3 + 265/24*z + 1
*
[ 2 ] 
f(z) = -251/80*z^3 + 261/20*z + 1
*
[ 3/2 ] 
f(z) = -251/81*z^3 + 263/36*z + 1
*
[ 2 ] 
f(z) = -251/96*z^3 + 263/24*z + 1
*
[ -2 ] 
f(z) = -249/80*z^3 + 279/20*z + 1
*
[ -2 ] 
f(z) = -247/80*z^3 + 277/20*z + 1
*
[ -2 ] 
f(z) = -241/80*z^3 + 271/20*z + 1
*
[ -2 ] 
f(z) = -241/96*z^3 + 277/24*z + 1
*
-6/25 | 0.14712140740044377514912815409157698216 | 0.018936058441055558725118719565297423029
f(z) = -250/81*z^3 + 263/45*z + 1
*
-12/35 | 0.20965665992656997756605138442520836147 | 0.026881321826979486325315893481292620074
f(z) = -245/81*z^3 + 271/45*z + 1
*
[ 15/11 ] 
f(z) = -242/81*z^3 + 262/45*z + 1
*
-3/20 | 0.18901163924285094030184399511834351556 | 0.024257339932902309991339071210120746264
f(z) = -250/81*z^3 + 269/72*z + 1
*
[ -9/20 ] 
f(z) = -250/81*z^3 + 277/72*z + 1
*
[ -6/7 ] 
f(z) = -245/99*z^3 + 263/66*z + 1
*
-11/16 | 0.16476595256845121301168065899469104028 | 0.029529378250734332709445861803556537273
f(z) = -256/99*z^3 + 265/99*z + 1
*
-5/6 | 0.16377934485798890956621616998350287290 | 0.029121414483117248579715576262869553648
f(z) = -252/85*z^3 + 277/85*z + 1
*
26/21 | 0.21858514753466277966999596353241590824 | 0.028393276124324446866357982656404726622
f(z) = -245/88*z^3 + 274/99*z + 1
*
-3/7 | 0.11596186955854950287207579265191538522 | 0.020727051261543755296952762777514890662
f(z) = -245/96*z^3 + 269/96*z + 1
*
-5/9 | 0.058017862574004574259254624820797335566 | 0.010383977181108017239773434543852688887
f(z) = -243/80*z^3 + 267/80*z + 1
*
1/11 | 0.15043592494032377175641301644021698549 | 0.026783346218759172985655258783239090737
f(z) = -242/91*z^3 + 275/91*z + 1
*
[ 6/7 ] 
f(z) = -259/81*z^3 + 275/126*z + 1
*
-4/11 | 0.22075716820450629291520036214728813689 | 0.027833721123642403996765266341741570854
f(z) = -253/96*z^3 + 277/132*z + 1
*
8/7 | 0.15400932747479047869991148264857816837 | 0.021658825635523372122963905877732891777
f(z) = -245/96*z^3 + 271/120*z + 1
*
-18/35 | 0.15545065434904665866885399622415756851 | 0.018294789742316090607621810110662278021
f(z) = -245/81*z^3 + 269/180*z + 1
*
[ 8/11 ] 
f(z) = -253/96*z^3 + 269/264*z + 1
*
[ 14/19 ] 
f(z) = -247/98*z^3 + 269/266*z + 1
*
-11/27 | 0.15674281086892097171836730997857837218 | 0.023778909157440544630823127829940106716
f(z) = -243/88*z^3 + 265/264*z + 1
*
0 | 0.17767828092298803521376804451649221056 | 0.026855581973747005813064736523439889185
f(z) = -249/95*z^3 + 272/285*z + 1
*
[ 9/4 ] 
f(z) = -248/81*z^3 + 289/18*z + 1
*
[ -2 ] 
f(z) = -259/80*z^3 + 289/20*z + 1
*
[ -2 ] 
f(z) = -259/96*z^3 + 295/24*z + 1
*
[ -2 ] 
f(z) = -257/80*z^3 + 287/20*z + 1
*
[ -2 ] 
f(z) = -257/96*z^3 + 293/24*z + 1
*
[ -27/16 ] 
f(z) = -256/81*z^3 + 286/27*z + 1
*
-45/32 | 0.11031934842621538329383011425818579292 | 0.014029023503488393854676430707812398171
f(z) = -256/81*z^3 + 289/36*z + 1
*
[ -2 ] 
f(z) = -253/80*z^3 + 283/20*z + 1
*
[ -2 ] 
f(z) = -253/96*z^3 + 289/24*z + 1
*
[ -2 ] 
f(z) = -251/80*z^3 + 281/20*z + 1
*
[ -2 ] 
f(z) = -251/96*z^3 + 287/24*z + 1
*
[ -2 ] 
f(z) = -247/96*z^3 + 283/24*z + 1
*
[ -2 ] 
f(z) = -245/96*z^3 + 281/24*z + 1
*
-20/9 | 0.10181657231713596303744871163909524954 | 0.014436495021764476479886035625269699418
f(z) = -243/80*z^3 + 289/20*z + 1
*
-48/35 | 0.17641663880249567191075321243433629348 | 0.022464252872053884332398163188901170326
f(z) = -245/81*z^3 + 286/45*z + 1
*
[ -10/9 ] 
f(z) = -243/88*z^3 + 292/55*z + 1
*
[ -4/3 ] 
f(z) = -243/88*z^3 + 293/44*z + 1
*
[ -7/6 ] 
f(z) = -243/98*z^3 + 293/56*z + 1
*
[ -3/4 ] 
f(z) = -254/81*z^3 + 295/72*z + 1
*
[ -3/4 ] 
f(z) = -250/81*z^3 + 293/72*z + 1
*
[ 9/8 ] 
f(z) = -248/81*z^3 + 287/72*z + 1
*
[ -3/8 ] 
f(z) = -248/81*z^3 + 295/72*z + 1
*
-4/7 | 0.21401984037989595261823706147018831065 | 0.027654987578105787728682666041739783693
f(z) = -245/96*z^3 + 287/60*z + 1
*
-12/35 | 0.22161239193960123400181186833221706915 | 0.028559718000887695448026238062929692040
f(z) = -245/96*z^3 + 293/60*z + 1
*
[ -3/4 ] 
f(z) = -242/81*z^3 + 289/72*z + 1
*
[ 17/16 ] 
f(z) = -256/85*z^3 + 294/85*z + 1
*
19/16 | 0.16522040792820141255482452239215115008 | 0.029302946979694809634049117230127645992
f(z) = -256/95*z^3 + 281/95*z + 1
*
-3/10 | 0.14700361166079109828632310856784446476 | 0.018694065479060124235912018342592836469
f(z) = -250/81*z^3 + 289/90*z + 1
*
-24/35 | 0.19032009534789165437271372382987009095 | 0.024160276655543029290419762962892672841
f(z) = -245/81*z^3 + 293/90*z + 1
*
[ -5/9 ] 
f(z) = -243/80*z^3 + 299/80*z + 1
*
3/25 | 0.16066408566173359383482566650208722457 | 0.022530692060744983976254561723514397304
f(z) = -250/99*z^3 + 281/165*z + 1
*
[ 3/4 ] 
f(z) = -254/99*z^3 + 293/264*z + 1
*
[ 3/4 ] 
f(z) = -250/99*z^3 + 287/264*z + 1
*
0 | 0.18447519966690013789300390140283648288 | 0.027734075970728761493865370431852424134
f(z) = -258/95*z^3 + 299/285*z + 1
*
[ 6/7 ] 
f(z) = -245/108*z^3 + 3/2*z + 1
*
-3/7 | 0.16396191700443008517992500556031795464 | 0.029804439408088573026126130136344320207
f(z) = -245/108*z^3 + 3/4*z + 1
*
-6/35 | 0.12848123398951794061726246842698773329 | 0.018068727979293020239875933295477769309
f(z) = -245/108*z^3 + 9/10*z + 1
*
[ -3/7 ] 
f(z) = -245/108*z^3 + 15/4*z + 1
*
[ 2/3 ] 
f(z) = -243/104*z^3 + 7/13*z + 1
*
[ 2/3 ] 
f(z) = -243/112*z^3 + 13/28*z + 1
*
-6/7 | 0.21584282958638451712384057021567991592 | 0.028768540701178024154579048676617902848
f(z) = -259/108*z^3 + 27/14*z + 1
*
[ -6/7 ] 
f(z) = -245/108*z^3 + 23/6*z + 1
*
-3/7 | 0.12728737841652384376163663486572142844 | 0.019310327481535709613790058962330447239
f(z) = -245/108*z^3 + 27/4*z + 1
*
[ -12/7 ] 
f(z) = -245/108*z^3 + 33/4*z + 1
*
15/7 | 0.14462266299189187921442058788337881919 | 0.020780914146493662643301332319455555859
f(z) = -245/108*z^3 + 39/4*z + 1
*
[ 10/9 ] 
f(z) = -243/100*z^3 + 31/10*z + 1
*
[ 3/4 ] 
f(z) = -256/117*z^3 + 35/39*z + 1
*
[ 2/3 ] 
f(z) = -255/104*z^3 + 23/39*z + 1
*
[ 2/3 ] 
f(z) = -249/104*z^3 + 22/39*z + 1
*
12/35 | 0.16899503234121137190549716302179455768 | 0.023766313370513663211506570577073674146
f(z) = -245/108*z^3 + 27/20*z + 1
*
-2/27 | 0.19626127488598613207625289047375862168 | 0.029774118511502860187460280213912772754
f(z) = -243/104*z^3 + 20/39*z + 1
*
[ 2/3 ] 
f(z) = -243/100*z^3 + 29/50*z + 1
*
[ 2/3 ] 
f(z) = -243/116*z^3 + 25/58*z + 1
*
[ -6/7 ] 
f(z) = -259/108*z^3 + 55/14*z + 1
*
[ -6/5 ] 
f(z) = -245/108*z^3 + 51/10*z + 1
*
[ -10/9 ] 
f(z) = -243/100*z^3 + 49/10*z + 1
*
[ -2/3 ] 
f(z) = -243/104*z^3 + 46/13*z + 1
*
48/35 | 0.18433088564988924492081244607785952314 | 0.025117004413782786258071651676083582929
f(z) = -245/108*z^3 + 57/20*z + 1
*
10/9 | 0.14399526634549668912958699757032336837 | 0.021845023312708395391279556756244922178
f(z) = -243/100*z^3 + 43/30*z + 1
*
26/27 | 0.16308756184549921465071366864026108886 | 0.024741449361117286487567899600568254284
f(z) = -243/104*z^3 + 44/39*z + 1
*
-2/3 | 0.15022886349820126466349286286640223118 | 0.027348840905526288156072167379297427375
f(z) = -243/112*z^3 + 41/28*z + 1
*
-4/9 | 0.15747761943106820103402776780926410188 | 0.028668461304394188035834369686729811603
f(z) = -243/112*z^3 + 47/28*z + 1
*
12/13 | 0.23666531313254246870052201669783799971 | 0.029310801962838828916009773514007406634
f(z) = -247/108*z^3 + 45/52*z + 1
*
-3/35 | 0.15123237642360498887672738232466531663 | 0.021268294103426038759397331397342026233
f(z) = -245/108*z^3 + 41/60*z + 1
*
-5/9 | 0.17883349806909783269677849671909965636 | 0.027130210829564604928790614724961004506
f(z) = -243/100*z^3 + 53/60*z + 1
*
[ 20/27 ] 
f(z) = -243/100*z^3 + 59/60*z + 1
*
[ 3/4 ] 
f(z) = -241/108*z^3 + 59/64*z + 1
*
[ 2/3 ] 
f(z) = -255/112*z^3 + 43/84*z + 1
*
[ 2/3 ] 
f(z) = -249/112*z^3 + 41/84*z + 1
*
14/27 | 0.14706392912680872533961943493622785971 | 0.022310559518848400005283316932183929622
f(z) = -243/112*z^3 + 55/84*z + 1
*
[ 2/3 ] 
f(z) = -243/106*z^3 + 55/106*z + 1
*
[ 2/3 ] 
f(z) = -243/110*z^3 + 53/110*z + 1
*
[ 2/3 ] 
f(z) = -243/118*z^3 + 49/118*z + 1
*
[ -2/7 ] 
f(z) = -245/104*z^3 + 61/13*z + 1
*
[ -6/35 ] 
f(z) = -245/108*z^3 + 69/10*z + 1
*
[ -2/9 ] 
f(z) = -243/104*z^3 + 73/13*z + 1
*
[ 6/7 ] 
f(z) = -245/104*z^3 + 61/39*z + 1
*
[ -5/9 ] 
f(z) = -243/100*z^3 + 71/20*z + 1
*
[ 6/7 ] 
f(z) = -259/108*z^3 + 67/42*z + 1
*
[ 3/4 ] 
f(z) = -259/108*z^3 + 65/64*z + 1
*
[ 3/4 ] 
f(z) = -253/108*z^3 + 63/64*z + 1
*
[ 3/4 ] 
f(z) = -248/117*z^3 + 67/78*z + 1
*
[ 3/4 ] 
f(z) = -247/108*z^3 + 61/64*z + 1
*
[ 26/35 ] 
f(z) = -245/104*z^3 + 62/65*z + 1
*
[ 2/3 ] 
f(z) = -259/104*z^3 + 71/117*z + 1
*
[ 2/3 ] 
f(z) = -257/104*z^3 + 70/117*z + 1
*
15/16 | 0.097466620640825356184420651406063918378 | 0.017576826281340577757777784165658755713
f(z) = -256/105*z^3 + 71/105*z + 1
*
7/8 | 0.12585956851669473613230677693843674430 | 0.022697121918432525486204828113502206403
f(z) = -256/105*z^3 + 76/105*z + 1
*
[ 2/3 ] 
f(z) = -253/104*z^3 + 68/117*z + 1
*
[ 2/3 ] 
f(z) = -251/104*z^3 + 67/117*z + 1
*
[ 2/3 ] 
f(z) = -245/104*z^3 + 64/117*z + 1
*
8/9 | 0.15538257464612554492989033128308265035 | 0.028287062915435229604011810389938546777
f(z) = -243/104*z^3 + 75/104*z + 1
*
[ 2/3 ] 
f(z) = -241/104*z^3 + 62/117*z + 1
*
[ 24/35 ] 
f(z) = -245/108*z^3 + 73/120*z + 1
*
[ 2/3 ] 
f(z) = -249/116*z^3 + 79/174*z + 1
*
[ 3 ] 
f(z) = -259/108*z^3 + 89/4*z + 1
*
[ -3 ] 
f(z) = -257/108*z^3 + 91/4*z + 1
*
[ 3/2 ] 
f(z) = -257/108*z^3 + 91/16*z + 1
*
[ 3 ] 
f(z) = -253/108*z^3 + 87/4*z + 1
*
[ -3 ] 
f(z) = -251/108*z^3 + 89/4*z + 1
*
[ 3/2 ] 
f(z) = -251/108*z^3 + 89/16*z + 1
*
[ 3 ] 
f(z) = -247/108*z^3 + 85/4*z + 1
*
[ 12/7 ] 
f(z) = -245/108*z^3 + 85/12*z + 1
*
[ -3 ] 
f(z) = -245/108*z^3 + 87/4*z + 1
*
[ 3/2 ] 
f(z) = -245/108*z^3 + 87/16*z + 1
*
[ 3 ] 
f(z) = -241/108*z^3 + 83/4*z + 1
*
[ -6/13 ] 
f(z) = -247/108*z^3 + 95/26*z + 1
*
-3/7 | 0.18322654072379855492364575788834736686 | 0.023750382481450009982740421927886560295
f(z) = -245/108*z^3 + 83/20*z + 1
*
-24/35 | 0.20601456524690621170381739244224886993 | 0.026316183180810242782017910112212509559
f(z) = -245/108*z^3 + 93/20*z + 1
*
-26/27 | 0.15644283245155633242918274004660302931 | 0.023733400470336089311550139776399898587
f(z) = -243/104*z^3 + 80/39*z + 1
*
[ 26/27 ] 
f(z) = -243/104*z^3 + 83/39*z + 1
*
-26/27 | 0.19125568687622532664851326763062852315 | 0.029014738085033319234255702170097879008
f(z) = -243/104*z^3 + 86/39*z + 1
*
[ -2/3 ] 
f(z) = -243/112*z^3 + 97/28*z + 1
*
[ 12/13 ] 
f(z) = -247/108*z^3 + 97/52*z + 1
*
[ 8/9 ] 
f(z) = -243/112*z^3 + 89/56*z + 1
*
-5/27 | 0.11099901623369376361911255779239949980 | 0.016839276448816196757893550847854273152
f(z) = -243/100*z^3 + 89/60*z + 1
*
-5/11 | 0.077850804315625852976854197016925959549 | 0.014183218720926610040744784526073834915
f(z) = -242/105*z^3 + 92/105*z + 1
*
[ 2/3 ] 
f(z) = -249/100*z^3 + 91/150*z + 1
*
[ 2/3 ] 
f(z) = -255/116*z^3 + 83/174*z + 1
*
[ 2/3 ] 
f(z) = -243/119*z^3 + 97/238*z + 1
*
[ -3/2 ] 
f(z) = -259/108*z^3 + 113/16*z + 1
*
[ -3/2 ] 
f(z) = -253/108*z^3 + 111/16*z + 1
*
-2 | 0.11643766757235877841326073433831202237 | 0.016976972148212743990305089054758524180
f(z) = -251/104*z^3 + 119/13*z + 1
*
-2 | 0.11629172583108635845804132872674903447 | 0.016976581600178406721405379552030218921
f(z) = -249/104*z^3 + 118/13*z + 1
*
[ -3/2 ] 
f(z) = -247/108*z^3 + 109/16*z + 1
*
-2 | 0.11599624159537166207434874415467266551 | 0.016975809001266507112551019616186536992
f(z) = -245/104*z^3 + 116/13*z + 1
*
-2 | 0.11584665807930866104879439232442799804 | 0.016975427149870188439176240047072473484
f(z) = -243/104*z^3 + 115/13*z + 1
*
-2 | 0.11569581870744170908531585290748166427 | 0.016975048399846590218473443067910294398
f(z) = -241/104*z^3 + 114/13*z + 1
*
[ -3/2 ] 
f(z) = -241/108*z^3 + 107/16*z + 1
*
-6/7 | 0.19108306964248508183452811306068300233 | 0.028072257952339178670488100534492588076
f(z) = -245/104*z^3 + 113/39*z + 1
*
[ 6/5 ] 
f(z) = -245/108*z^3 + 103/30*z + 1
*
-26/27 | 0.18781584445078589129692188499331876628 | 0.027701771054883578053880369553555801364
f(z) = -243/104*z^3 + 110/39*z + 1
*
-26/27 | 0.19066301218322448031783655964198909105 | 0.027799257018931857309121715410259363996
f(z) = -243/104*z^3 + 119/39*z + 1
*
[ -4/9 ] 
f(z) = -243/112*z^3 + 103/28*z + 1
*
[ 4/3 ] 
f(z) = -243/112*z^3 + 115/28*z + 1
*
[ 6/7 ] 
f(z) = -245/117*z^3 + 107/78*z + 1
*
[ 5/6 ] 
f(z) = -243/100*z^3 + 119/80*z + 1
*
[ 3/4 ] 
f(z) = -256/111*z^3 + 107/111*z + 1
*
[ 7/9 ] 
f(z) = -243/112*z^3 + 115/112*z + 1
*
[ 7/9 ] 
f(z) = -243/119*z^3 + 113/119*z + 1
*
7/11 | 0.14628414593293888223560111391856206409 | 0.026650720636862819606916472172450567924
f(z) = -242/105*z^3 + 113/105*z + 1
*
[ 2/3 ] 
f(z) = -252/107*z^3 + 117/214*z + 1
*
[ 2/3 ] 
f(z) = -252/109*z^3 + 115/218*z + 1
*
[ 2/3 ] 
f(z) = -243/101*z^3 + 115/202*z + 1
*
[ 2/3 ] 
f(z) = -243/103*z^3 + 113/206*z + 1
*
[ 2/3 ] 
f(z) = -243/107*z^3 + 109/214*z + 1
*
[ 2/3 ] 
f(z) = -243/109*z^3 + 107/218*z + 1
*
[ 2/3 ] 
f(z) = -252/113*z^3 + 111/226*z + 1
*
[ 2/3 ] 
f(z) = -252/115*z^3 + 109/230*z + 1
*
[ 2/3 ] 
f(z) = -243/113*z^3 + 103/226*z + 1
*
[ 2/3 ] 
f(z) = -243/115*z^3 + 101/230*z + 1
*
[ 2/3 ] 
f(z) = -241/112*z^3 + 115/252*z + 1
*
-2 | 0.11700988671603096638916026518311474336 | 0.016978560424482626045342162603043814869
f(z) = -259/104*z^3 + 123/13*z + 1
*
[ 2 ] 
f(z) = -259/104*z^3 + 136/13*z + 1
*
-2 | 0.11686852659259792312374700799687786027 | 0.016978159629033011344350278486318759873
f(z) = -257/104*z^3 + 122/13*z + 1
*
[ 2 ] 
f(z) = -257/104*z^3 + 135/13*z + 1
*
-2 | 0.11672604896235252834431993480480663806 | 0.016977761256724375331069188065008040553
f(z) = -255/104*z^3 + 121/13*z + 1
*
[ 2 ] 
f(z) = -255/104*z^3 + 134/13*z + 1
*
-2 | 0.11658243553910217869527304554353639371 | 0.016977365398743349801551198575754892972
f(z) = -253/104*z^3 + 120/13*z + 1
*
[ 2 ] 
f(z) = -253/104*z^3 + 133/13*z + 1
*
[ 2 ] 
f(z) = -251/104*z^3 + 132/13*z + 1
*
[ 2 ] 
f(z) = -249/104*z^3 + 131/13*z + 1
*
[ 2 ] 
f(z) = -245/104*z^3 + 129/13*z + 1
*
[ 2 ] 
f(z) = -243/104*z^3 + 128/13*z + 1
*
[ 2 ] 
f(z) = -241/104*z^3 + 127/13*z + 1
*
[ -3/4 ] 
f(z) = -256/117*z^3 + 139/39*z + 1
*
[ -3/5 ] 
f(z) = -250/117*z^3 + 134/39*z + 1
*
[ -2/3 ] 
f(z) = -249/104*z^3 + 139/39*z + 1
*
-3/7 | 0.13948467437750587198424996607465849421 | 0.017203294190912501795809418339964075116
f(z) = -245/108*z^3 + 123/20*z + 1
*
-6/7 | 0.19582040008594263071947681406748495282 | 0.025167385252864978747115532557444271603
f(z) = -245/108*z^3 + 133/30*z + 1
*
[ -10/27 ] 
f(z) = -243/100*z^3 + 121/30*z + 1
*
-10/9 | 0.20449892202097929122218227256391273804 | 0.028614165512218920056296489465252492337
f(z) = -243/100*z^3 + 127/30*z + 1
*
-14/9 | 0.15904222780872340649809643242363092291 | 0.025219677316956055355332360828425983223
f(z) = -243/112*z^3 + 137/28*z + 1
*
-2/3 | 0.15437735527398730356343285465120269324 | 0.023250036467175954071317163617062194363
f(z) = -255/112*z^3 + 127/84*z + 1
*
-2/3 | 0.16945976932649717673379996352303080423 | 0.025613376619579856368481620003837327066
f(z) = -249/112*z^3 + 125/84*z + 1
*
-20/27 | 0.17105657846725524978383532984893053615 | 0.025950401282244557452443162616864439416
f(z) = -243/112*z^3 + 121/84*z + 1
*
-5/8 | 0.15638562420866180863115980952087890668 | 0.028202095564020176713530521607654873468
f(z) = -256/105*z^3 + 121/105*z + 1
*
7/11 | 0.088490054249323455925187742915205375141 | 0.016121526361583179680753967180287504544
f(z) = -242/105*z^3 + 128/105*z + 1
*
[ 9/11 ] 
f(z) = -242/117*z^3 + 136/117*z + 1
*
[ 5/7 ] 
f(z) = -259/100*z^3 + 129/140*z + 1
*
[ 3/4 ] 
f(z) = -244/117*z^3 + 131/156*z + 1
*
-1/4 | 0.14426068499846299288851275520590650408 | 0.023124908315836381949791450873674533491
f(z) = -256/105*z^3 + 137/210*z + 1
*
[ 2/3 ] 
f(z) = -252/101*z^3 + 123/202*z + 1
*
[ 2/3 ] 
f(z) = -252/103*z^3 + 121/206*z + 1
*
[ 15/22 ] 
f(z) = -242/105*z^3 + 127/210*z + 1
*
[ 2/3 ] 
f(z) = -257/112*z^3 + 131/252*z + 1
*
[ 2/3 ] 
f(z) = -253/112*z^3 + 127/252*z + 1
*
[ 2/3 ] 
f(z) = -251/112*z^3 + 125/252*z + 1
*
[ 2/3 ] 
f(z) = -247/112*z^3 + 121/252*z + 1
*
[ -2 ] 
f(z) = -259/104*z^3 + 149/13*z + 1
*
[ -2 ] 
f(z) = -257/104*z^3 + 148/13*z + 1
*
[ -2 ] 
f(z) = -255/104*z^3 + 147/13*z + 1
*
[ -2 ] 
f(z) = -253/104*z^3 + 146/13*z + 1
*
[ -2 ] 
f(z) = -251/104*z^3 + 145/13*z + 1
*
[ -2 ] 
f(z) = -249/104*z^3 + 144/13*z + 1
*
[ -2 ] 
f(z) = -245/104*z^3 + 142/13*z + 1
*
[ -2 ] 
f(z) = -243/104*z^3 + 141/13*z + 1
*
[ -2 ] 
f(z) = -241/104*z^3 + 140/13*z + 1
*
[ -3/8 ] 
f(z) = -256/117*z^3 + 155/39*z + 1
*
[ -2/3 ] 
f(z) = -255/104*z^3 + 140/39*z + 1
*
[ -6/7 ] 
f(z) = -245/104*z^3 + 152/39*z + 1
*
[ 9/7 ] 
f(z) = -245/108*z^3 + 143/36*z + 1
*
[ -3/7 ] 
f(z) = -245/117*z^3 + 145/39*z + 1
*
[ 5/3 ] 
f(z) = -243/100*z^3 + 143/20*z + 1
*
-26/27 | 0.18100721402487863201149330981528833901 | 0.025343921461548858078822360873348064258
f(z) = -243/104*z^3 + 158/39*z + 1
*
[ -24/35 ] 
f(z) = -245/108*z^3 + 141/40*z + 1
*
-4/9 | 0.16914503087368426765551292930434392260 | 0.029980116429950256708808997401237817371
f(z) = -243/104*z^3 + 141/52*z + 1
*
-3/5 | 0.19304626565976594869033777632679439675 | 0.026807621814383600894134126012559099315
f(z) = -245/108*z^3 + 149/60*z + 1
*
[ 6/7 ] 
f(z) = -257/108*z^3 + 155/98*z + 1
*
[ 6/7 ] 
f(z) = -251/108*z^3 + 151/98*z + 1
*
-14/27 | 0.10452889601539778833330972806201236855 | 0.015857716911535464611714926799827422587
f(z) = -243/112*z^3 + 151/84*z + 1
*
10/9 | 0.19535896391790510325971920189836597878 | 0.029637232038542362082342484439498790612
f(z) = -243/112*z^3 + 155/84*z + 1
*
[ 13/16 ] 
f(z) = -256/117*z^3 + 142/117*z + 1
*
[ 5/6 ] 
f(z) = -252/115*z^3 + 152/115*z + 1
*
[ 10/13 ] 
f(z) = -247/100*z^3 + 151/130*z + 1
*
8/11 | 0.068398605027636209659735896134255417172 | 0.011064002850126399479033255055668556083
f(z) = -242/105*z^3 + 151/210*z + 1
*
[ 7/10 ] 
f(z) = -250/119*z^3 + 143/238*z + 1
*
[ -6 ] 
f(z) = -259/108*z^3 + 175/2*z + 1
*
[ 6 ] 
f(z) = -257/108*z^3 + 173/2*z + 1
*
[ -6 ] 
f(z) = -253/108*z^3 + 171/2*z + 1
*
[ 6 ] 
f(z) = -251/108*z^3 + 169/2*z + 1
*
[ -6 ] 
f(z) = -247/108*z^3 + 167/2*z + 1
*
[ 6 ] 
f(z) = -245/108*z^3 + 165/2*z + 1
*
[ -6 ] 
f(z) = -241/108*z^3 + 163/2*z + 1
*
-15/16 | 0.10550716737115967261927025047227165159 | 0.016784473330229846366543402774882388021
f(z) = -256/117*z^3 + 179/39*z + 1
*
[ -6/19 ] 
f(z) = -247/108*z^3 + 167/38*z + 1
*
[ -5/3 ] 
f(z) = -243/100*z^3 + 167/20*z + 1
*
[ -26/27 ] 
f(z) = -243/104*z^3 + 164/39*z + 1
*
[ 6/5 ] 
f(z) = -253/108*z^3 + 177/50*z + 1
*
[ 6/5 ] 
f(z) = -247/108*z^3 + 173/50*z + 1
*
[ -2/3 ] 
f(z) = -243/100*z^3 + 179/50*z + 1
*
[ 6/5 ] 
f(z) = -241/108*z^3 + 169/50*z + 1
*
-20/27 | 0.19609640853869473957714390372201450020 | 0.029308179808768702358217101813339524312
f(z) = -243/100*z^3 + 161/60*z + 1
*
35/27 | 0.072829354052188966170622775520446831238 | 0.010769224760141300897343970917243552370
f(z) = -243/100*z^3 + 173/60*z + 1
*
[ 7/8 ] 
f(z) = -256/119*z^3 + 179/119*z + 1
*
[ 6/7 ] 
f(z) = -245/102*z^3 + 163/102*z + 1
*
[ 6/7 ] 
f(z) = -245/114*z^3 + 161/114*z + 1
*
[ 8/9 ] 
f(z) = -243/104*z^3 + 179/104*z + 1
*
[ 4/5 ] 
f(z) = -255/112*z^3 + 169/140*z + 1
*
10/11 | 0.066071295840049188687598274663697150336 | 0.010687542606906757483155889910071873121
f(z) = -242/105*z^3 + 169/210*z + 1
*
[ 3/2 ] 
f(z) = -248/117*z^3 + 199/39*z + 1
*
15/7 | 0.24087996349328910112791432664518267167 | 0.028321083509651196217944579695795396356
f(z) = -245/108*z^3 + 183/20*z + 1
*
[ -9/7 ] 
f(z) = -245/108*z^3 + 199/36*z + 1
*
[ 3/2 ] 
f(z) = -244/117*z^3 + 196/39*z + 1
*
-26/27 | 0.17059728411710823181268691858655556268 | 0.023318753505567121717019684097154518624
f(z) = -243/104*z^3 + 188/39*z + 1
*
[ -14/9 ] 
f(z) = -243/112*z^3 + 193/28*z + 1
*
[ -3/11 ] 
f(z) = -242/117*z^3 + 188/39*z + 1
*
[ 6/5 ] 
f(z) = -259/108*z^3 + 181/50*z + 1
*
[ -4/7 ] 
f(z) = -245/104*z^3 + 183/52*z + 1
*
[ -4/9 ] 
f(z) = -243/104*z^3 + 193/52*z + 1
*
[ -2/3 ] 
f(z) = -243/116*z^3 + 199/58*z + 1
*
[ 10/9 ] 
f(z) = -243/104*z^3 + 194/65*z + 1
*
-28/27 | 0.15948295726274486289816166224436773437 | 0.023986062241963034810464152225144441684
f(z) = -243/112*z^3 + 193/84*z + 1
*
[ 28/27 ] 
f(z) = -243/112*z^3 + 199/84*z + 1
*
[ 7/8 ] 
f(z) = -256/105*z^3 + 181/105*z + 1
*
-7/16 | 0.14564205332450494617143478044762764346 | 0.026264633509518656534405463819434332063
f(z) = -256/105*z^3 + 184/105*z + 1
*
-6/7 | 0.16046500684526218913746130759147371925 | 0.029168782977262426286956118773438124692
f(z) = -245/102*z^3 + 197/102*z + 1
*
-9/11 | 0.13126959742285426462720885981433780901 | 0.023915300914657719379777001850980174190
f(z) = -242/117*z^3 + 188/117*z + 1
*
[ 3/4 ] 
f(z) = -257/108*z^3 + 193/192*z + 1
*
[ 3/4 ] 
f(z) = -251/108*z^3 + 187/192*z + 1
*
[ 3/4 ] 
f(z) = -245/108*z^3 + 181/192*z + 1
*
7/11 | 0.10989823046815503279720916551297985730 | 0.017776887915071212266236770795103432791
f(z) = -242/105*z^3 + 181/210*z + 1
*
6/7 | 0.25243762965563622558279557727496092022 | 0.029348603998008396721016015111201874833
f(z) = -259/104*z^3 + 181/273*z + 1
*
-21/44 | 0.19819547727300137495252451934400867544 | 0.026187307778730944951626486255077393496
f(z) = -242/105*z^3 + 187/280*z + 1
*
[ 24/7 ] 
f(z) = -245/108*z^3 + 219/8*z + 1
*
[ 12/7 ] 
f(z) = -259/108*z^3 + 209/28*z + 1
*
[ 3/2 ] 
f(z) = -256/117*z^3 + 205/39*z + 1
*
[ 15/7 ] 
f(z) = -245/108*z^3 + 219/20*z + 1
*
[ -12/11 ] 
f(z) = -253/108*z^3 + 207/44*z + 1
*
[ -3/11 ] 
f(z) = -253/108*z^3 + 213/44*z + 1
*
[ -8/9 ] 
f(z) = -243/112*z^3 + 215/56*z + 1
*
[ -3/5 ] 
f(z) = -245/108*z^3 + 209/60*z + 1
*
[ 15/16 ] 
f(z) = -256/105*z^3 + 218/105*z + 1
*
[ 10/11 ] 
f(z) = -253/100*z^3 + 219/110*z + 1
*
[ 3/4 ] 
f(z) = -248/105*z^3 + 209/210*z + 1
*
[ 3/4 ] 
f(z) = -248/111*z^3 + 205/222*z + 1
*
-2 | 0.11660236203833363041130210935250283044 | 0.016990598169954751807503487650282664064
f(z) = -253/112*z^3 + 239/28*z + 1
*
-2 | 0.11645742339844968046273615079684618686 | 0.016990283090863803678357245384315280467
f(z) = -251/112*z^3 + 237/28*z + 1
*
-2 | 0.11631130290765681330250221161176188962 | 0.016989971344358510015552956014361220284
f(z) = -249/112*z^3 + 235/28*z + 1
*
-2 | 0.11616398049820522586577840473861287862 | 0.016989663023087303919515867911116686942
f(z) = -247/112*z^3 + 233/28*z + 1
*
-2 | 0.11586564697322226617490491077771139690 | 0.016989057031208236059548316187687769042
f(z) = -243/112*z^3 + 229/28*z + 1
*
-2 | 0.11571459298350021974864294795311498106 | 0.016988759549875747030568386033200708342
f(z) = -241/112*z^3 + 227/28*z + 1
*
[ 4/3 ] 
f(z) = -243/104*z^3 + 229/52*z + 1
*
[ -3/4 ] 
f(z) = -257/108*z^3 + 235/64*z + 1
*
[ -6/11 ] 
f(z) = -253/108*z^3 + 233/66*z + 1
*
[ -3/4 ] 
f(z) = -251/108*z^3 + 233/64*z + 1
*
[ -26/35 ] 
f(z) = -245/104*z^3 + 237/65*z + 1
*
[ -3/4 ] 
f(z) = -245/108*z^3 + 231/64*z + 1
*
[ -20/27 ] 
f(z) = -243/100*z^3 + 221/60*z + 1
*
-5/9 | 0.17903937325786667997555916477288545078 | 0.025357973595102283745289592224660440976
f(z) = -243/100*z^3 + 233/60*z + 1
*
-5/8 | 0.11320102678796634129771246300528432132 | 0.020414319996317217845903700317623986063
f(z) = -256/105*z^3 + 226/105*z + 1
*
9/8 | 0.15067114302605529016599000292628384197 | 0.027171563856095211322936402189688833560
f(z) = -256/117*z^3 + 220/117*z + 1
*
8/7 | 0.14874391084537380524160284641062429347 | 0.027038162026327680548220899288602663713
f(z) = -245/104*z^3 + 229/104*z + 1
*
1/9 | 0.13942452379112587537752086402961751128 | 0.025381934141689901514268602386159461000
f(z) = -243/110*z^3 + 223/110*z + 1
*
-4/5 | 0.18925854302536282852579918458609624094 | 0.026467129714163978170327621209861306099
f(z) = -255/112*z^3 + 239/140*z + 1
*
[ 3 ] 
f(z) = -251/108*z^3 + 259/12*z + 1
*
-6/35 | 0.17029143695086874883137874337490967594 | 0.017913276864024488619452559869980491975
f(z) = -245/108*z^3 + 249/10*z + 1
*
[ 3 ] 
f(z) = -245/108*z^3 + 253/12*z + 1
*
-26/9 | 0.19925047359903322743838986268389938193 | 0.026283915748089482538219934904084065142
f(z) = -243/104*z^3 + 245/13*z + 1
*
[ -3 ] 
f(z) = -241/108*z^3 + 257/12*z + 1
*
-2 | 0.11688877148800480422572030371848806920 | 0.016991237960423041715715798702106999762
f(z) = -257/112*z^3 + 243/28*z + 1
*
[ -3/16 ] 
f(z) = -256/117*z^3 + 250/39*z + 1
*
[ -3/2 ] 
f(z) = -256/117*z^3 + 257/39*z + 1
*
-2 | 0.11674613838181735003858790328208826531 | 0.016990916489988878394412549502084172500
f(z) = -255/112*z^3 + 241/28*z + 1
*
[ -3/2 ] 
f(z) = -248/117*z^3 + 251/39*z + 1
*
[ -3/2 ] 
f(z) = -244/117*z^3 + 248/39*z + 1
*
[ 20/9 ] 
f(z) = -243/100*z^3 + 251/20*z + 1
*
[ 2 ] 
f(z) = -243/112*z^3 + 257/28*z + 1
*
[ 2 ] 
f(z) = -241/112*z^3 + 255/28*z + 1
*
[ -6/5 ] 
f(z) = -251/108*z^3 + 259/50*z + 1
*
[ -2/7 ] 
f(z) = -245/108*z^3 + 253/54*z + 1
*
[ 3/2 ] 
f(z) = -241/108*z^3 + 257/48*z + 1
*
[ -2/5 ] 
f(z) = -255/104*z^3 + 253/65*z + 1
*
[ 6/5 ] 
f(z) = -250/117*z^3 + 253/78*z + 1
*
[ -2/5 ] 
f(z) = -245/104*z^3 + 252/65*z + 1
*
[ -12/35 ] 
f(z) = -245/108*z^3 + 251/60*z + 1
*
12/11 | 0.23682070272728169349522560229464610073 | 0.029859059389228136868163593844468230700
f(z) = -253/108*z^3 + 247/132*z + 1
*
[ 6/7 ] 
f(z) = -245/116*z^3 + 241/174*z + 1
*
39/35 | 0.20012316396203509182488612028154576744 | 0.028143962349244519083272118905354463469
f(z) = -245/117*z^3 + 257/195*z + 1
*
-15/22 | 0.14307214701892134208905290252022654278 | 0.023143025237889917199504028407964571405
f(z) = -242/105*z^3 + 253/210*z + 1
*
0 | 0.22623223984863455709309225753154920798 | 0.029795351595931050665202405149106879761
f(z) = -248/105*z^3 + 253/280*z + 1
*
[ -3 ] 
f(z) = -259/108*z^3 + 275/12*z + 1
*
[ 3 ] 
f(z) = -257/108*z^3 + 265/12*z + 1
*
[ -3 ] 
f(z) = -253/108*z^3 + 269/12*z + 1
*
[ -3 ] 
f(z) = -247/108*z^3 + 263/12*z + 1
*
[ 10/3 ] 
f(z) = -243/100*z^3 + 277/10*z + 1
*
[ 26/9 ] 
f(z) = -243/104*z^3 + 262/13*z + 1
*
[ -26/9 ] 
f(z) = -243/104*z^3 + 271/13*z + 1
*
[ 2 ] 
f(z) = -257/112*z^3 + 271/28*z + 1
*
[ 2 ] 
f(z) = -255/112*z^3 + 269/28*z + 1
*
[ 2 ] 
f(z) = -253/112*z^3 + 267/28*z + 1
*
[ 2 ] 
f(z) = -251/112*z^3 + 265/28*z + 1
*
[ 2 ] 
f(z) = -249/112*z^3 + 263/28*z + 1
*
[ 2 ] 
f(z) = -247/112*z^3 + 261/28*z + 1
*
[ 12/5 ] 
f(z) = -245/108*z^3 + 273/20*z + 1
*
[ -20/9 ] 
f(z) = -243/100*z^3 + 269/20*z + 1
*
[ 3/2 ] 
f(z) = -259/108*z^3 + 275/48*z + 1
*
[ -6/5 ] 
f(z) = -257/108*z^3 + 263/50*z + 1
*
[ 3/2 ] 
f(z) = -253/108*z^3 + 269/48*z + 1
*
[ 3/2 ] 
f(z) = -247/108*z^3 + 263/48*z + 1
*
[ -3/14 ] 
f(z) = -245/108*z^3 + 277/48*z + 1
*
[ -2/7 ] 
f(z) = -245/116*z^3 + 271/58*z + 1
*
[ -3/4 ] 
f(z) = -248/117*z^3 + 275/78*z + 1
*
[ -6/11 ] 
f(z) = -242/117*z^3 + 269/78*z + 1
*
4/3 | 0.18925399893974191014038135031894275626 | 0.026996516349341437111031566083557635686
f(z) = -255/112*z^3 + 277/84*z + 1
*
5/4 | 0.066163949990017301487495721592714021135 | 0.011787357910951441031299936738430161558
f(z) = -256/105*z^3 + 274/105*z + 1
*
-4/7 | 0.14364298941417136426855808919413959330 | 0.025674780997262821807625618059882808809
f(z) = -245/108*z^3 + 269/108*z + 1
*
-7/11 | 0.12567821571275294734388959027902901910 | 0.022554691594488126439810143069392636461
f(z) = -242/105*z^3 + 263/105*z + 1
*
[ 18/7 ] 
f(z) = -245/108*z^3 + 281/18*z + 1
*
[ -18/7 ] 
f(z) = -245/108*z^3 + 295/18*z + 1
*
[ -10/3 ] 
f(z) = -243/100*z^3 + 283/10*z + 1
*
[ -2 ] 
f(z) = -257/112*z^3 + 299/28*z + 1
*
[ -2 ] 
f(z) = -255/112*z^3 + 297/28*z + 1
*
[ -2 ] 
f(z) = -253/112*z^3 + 295/28*z + 1
*
[ -2 ] 
f(z) = -251/112*z^3 + 293/28*z + 1
*
[ -2 ] 
f(z) = -249/112*z^3 + 291/28*z + 1
*
[ -2 ] 
f(z) = -247/112*z^3 + 289/28*z + 1
*
50/27 | 0.20975945380401267564913722364436599583 | 0.027032201567029443976896309934438740914
f(z) = -243/104*z^3 + 293/39*z + 1
*
[ -2 ] 
f(z) = -243/112*z^3 + 285/28*z + 1
*
[ -2 ] 
f(z) = -241/112*z^3 + 283/28*z + 1
*
[ -2/9 ] 
f(z) = -243/100*z^3 + 281/50*z + 1
*
[ -6/7 ] 
f(z) = -245/117*z^3 + 289/78*z + 1
*
-5/9 | 0.19963379915197313281180491680288764683 | 0.027386072076760467322889940630247910453
f(z) = -243/100*z^3 + 293/60*z + 1
*
[ -2/3 ] 
f(z) = -255/112*z^3 + 295/84*z + 1
*
[ -2/3 ] 
f(z) = -249/112*z^3 + 293/84*z + 1
*
[ 17/16 ] 
f(z) = -256/119*z^3 + 296/119*z + 1
*
-7/9 | 0.15975780366699317099260397016827448120 | 0.028159474816361461511826312039227985455
f(z) = -243/112*z^3 + 291/112*z + 1
*
21/22 | 0.17567216984774664769601601972234411329 | 0.028416330816952161096243990733543278057
f(z) = -242/105*z^3 + 281/210*z + 1
*
[ 11/16 ] 
f(z) = -256/121*z^3 + 6/11*z + 1
*
[ -5/4 ] 
f(z) = -256/125*z^3 + 5*z + 1
*
-5/8 | 0.080932291210567784556192751319216398376 | 0.012973401686363064858111100541379766054
f(z) = -256/125*z^3 + 9/10*z + 1
*
[ 5/6 ] 
f(z) = -256/125*z^3 + 11/9*z + 1
*
5/4 | 0.13449397972258665334107299130690306938 | 0.021559310841688507469883631310174145126
f(z) = -256/125*z^3 + 19/10*z + 1
*
[ 15/16 ] 
f(z) = -256/135*z^3 + 8/5*z + 1
*
[ 3/4 ] 
f(z) = -256/135*z^3 + 11/15*z + 1
*
[ -3/4 ] 
f(z) = -256/135*z^3 + 17/5*z + 1
*
[ 5/3 ] 
f(z) = -252/125*z^3 + 6*z + 1
*
[ 5/6 ] 
f(z) = -252/125*z^3 + 6/5*z + 1
*
[ -5/2 ] 
f(z) = -252/125*z^3 + 14*z + 1
*
[ -5/12 ] 
f(z) = -252/125*z^3 + 15/4*z + 1
*
[ -5/6 ] 
f(z) = -252/125*z^3 + 18/5*z + 1
*
5/3 | 0.16179583846671313373323661848697754068 | 0.020815770727390257090770762154026533401
f(z) = -252/125*z^3 + 19/4*z + 1
*
[ 5/2 ] 
f(z) = -248/125*z^3 + 13*z + 1
*
[ 3/4 ] 
f(z) = -248/135*z^3 + 7/10*z + 1
*
[ 5/6 ] 
f(z) = -246/125*z^3 + 7/6*z + 1
*
[ 5/4 ] 
f(z) = -244/125*z^3 + 13/4*z + 1
*
5/27 | 0.12377025156336466739911040866845039477 | 0.018776756343741027784345338954860867824
f(z) = -243/125*z^3 + 2/3*z + 1
*
[ 10/9 ] 
f(z) = -243/125*z^3 + 5/2*z + 1
*
10/9 | 0.096963939252553409400367180428231658361 | 0.014710063512655976141981906714583001205
f(z) = -243/125*z^3 + 5/3*z + 1
*
[ -5/3 ] 
f(z) = -243/125*z^3 + 7*z + 1
*
20/27 | 0.089413794324270201725153809844198747491 | 0.013564657165915801870092190387558012893
f(z) = -243/125*z^3 + 7/15*z + 1
*
-20/27 | 0.14156687117685161337463409220279398733 | 0.017744727670543536543093650860633421248
f(z) = -243/125*z^3 + 11/12*z + 1
*
-20/27 | 0.17490321431637243736490318834599669156 | 0.023657106757129322790086301105373442679
f(z) = -243/125*z^3 + 13/6*z + 1
*
-20/27 | 0.18657222928472657072174528114321822680 | 0.024984995068919392197813625380307142571
f(z) = -243/125*z^3 + 14/3*z + 1
*
10/27 | 0.19170395304262377511856964587412044555 | 0.029082742993137569390651644275310675340
f(z) = -243/125*z^3 + 16/15*z + 1
*
[ -5/9 ] 
f(z) = -243/125*z^3 + 17/5*z + 1
*
-5/18 | 0.13030663962256764198683662547457422491 | 0.016333311703114129627167841150257811587
f(z) = -243/125*z^3 + 17/12*z + 1
*
[ -5/18 ] 
f(z) = -243/125*z^3 + 19/4*z + 1
*
[ 8/9 ] 
f(z) = -243/128*z^3 + 11/8*z + 1
*
-8/9 | 0.16702029293255689068086008047975058258 | 0.029794183054863837642862765839258518737
f(z) = -243/128*z^3 + 17/8*z + 1
*
[ 2/3 ] 
f(z) = -243/136*z^3 + 5/17*z + 1
*
-5/22 | 0.089413217357450020811153296290343757751 | 0.014463278765438097440013211498869498223
f(z) = -242/125*z^3 + 1/2*z + 1
*
[ 10/11 ] 
f(z) = -242/125*z^3 + 3/2*z + 1
*
-15/11 | 0.10829148855416519859268228707246990282 | 0.015413977364343366380421720176859073382
f(z) = -242/125*z^3 + 9/2*z + 1
*
[ -5/22 ] 
f(z) = -242/125*z^3 + 11/2*z + 1
*
15/11 | 0.057147199010282647705217629098993154321 | 0.010174386318506704468381959169109858104
f(z) = -242/125*z^3 + 11/5*z + 1
*
-5/11 | 0.089413869496803740175400143289466386770 | 0.014463384254017364741293822875456176462
f(z) = -242/125*z^3 + 11/10*z + 1
*
45/22 | 0.14356388183579643501542763600453673597 | 0.019049488985558423221788697988544221363
f(z) = -242/125*z^3 + 15/2*z + 1
*
[ -15/11 ] 
f(z) = -242/125*z^3 + 16/3*z + 1
*
[ -5/11 ] 
f(z) = -242/125*z^3 + 18/5*z + 1
*
6/11 | 0.12996089690591735504050180147600663838 | 0.023676875816354909518936798208750846293
f(z) = -242/135*z^3 + 6/5*z + 1
*
[ 15/11 ] 
f(z) = -242/135*z^3 + 18/5*z + 1
*
[ 2/3 ] 
f(z) = -243/128*z^3 + 11/32*z + 1
*
-8/27 | 0.092195650642394786166428149545706206833 | 0.013986682956515252382968810132530824671
f(z) = -243/128*z^3 + 13/24*z + 1
*
28/27 | 0.19254282117585162836950738890263117760 | 0.029210004773276106047150601891385260271
f(z) = -243/128*z^3 + 19/24*z + 1
*
[ 15/22 ] 
f(z) = -242/125*z^3 + 13/30*z + 1
*
[ 15/22 ] 
f(z) = -242/135*z^3 + 11/30*z + 1
*
[ 2/3 ] 
f(z) = -249/136*z^3 + 16/51*z + 1
*
10/33 | 0.20941511077158362436330597239817852726 | 0.027245731029699548884143145968753382800
f(z) = -242/125*z^3 + 17/45*z + 1
*
[ -5/3 ] 
f(z) = -258/125*z^3 + 22/3*z + 1
*
[ 5/2 ] 
f(z) = -258/125*z^3 + 27/2*z + 1
*
[ -11/16 ] 
f(z) = -256/121*z^3 + 38/11*z + 1
*
-15/32 | 0.16057049259134937524544198635811610186 | 0.020395507923905798629928835433249742069
f(z) = -256/125*z^3 + 21/4*z + 1
*
[ -5/16 ] 
f(z) = -256/125*z^3 + 22/5*z + 1
*
[ 15/8 ] 
f(z) = -256/125*z^3 + 23/3*z + 1
*
[ 15/16 ] 
f(z) = -256/125*z^3 + 26/15*z + 1
*
-5/16 | 0.075959160508300590745214423676190369189 | 0.011659633219853815691622650788570182895
f(z) = -256/125*z^3 + 27/5*z + 1
*
-5/8 | 0.087006084328434155624805864181624473843 | 0.013210418569079029364807496412715734095
f(z) = -256/125*z^3 + 29/10*z + 1
*
[ 3/2 ] 
f(z) = -256/135*z^3 + 23/5*z + 1
*
[ -3/16 ] 
f(z) = -256/135*z^3 + 32/5*z + 1
*
[ 5/4 ] 
f(z) = -254/125*z^3 + 27/8*z + 1
*
[ -5/7 ] 
f(z) = -252/125*z^3 + 24/7*z + 1
*
[ -5/3 ] 
f(z) = -252/125*z^3 + 36/5*z + 1
*
[ -5/8 ] 
f(z) = -248/125*z^3 + 27/8*z + 1
*
[ 5/4 ] 
f(z) = -248/125*z^3 + 33/10*z + 1
*
[ -3/2 ] 
f(z) = -248/135*z^3 + 29/5*z + 1
*
[ -5/4 ] 
f(z) = -246/125*z^3 + 39/8*z + 1
*
[ 8/7 ] 
f(z) = -245/128*z^3 + 21/8*z + 1
*
[ -4/7 ] 
f(z) = -245/128*z^3 + 27/8*z + 1
*
-8/7 | 0.18943973914091659219320120645527356521 | 0.029433703114197186509231803534350970984
f(z) = -245/128*z^3 + 39/8*z + 1
*
[ -5/6 ] 
f(z) = -244/125*z^3 + 32/9*z + 1
*
[ 3/2 ] 
f(z) = -244/135*z^3 + 22/5*z + 1
*
[ 11/9 ] 
f(z) = -243/121*z^3 + 35/11*z + 1
*
55/27 | 0.17632105915641715643994945386869572682 | 0.022140295219559115738975186887309288082
f(z) = -243/125*z^3 + 23/3*z + 1
*
[ 5/3 ] 
f(z) = -243/125*z^3 + 29/5*z + 1
*
35/27 | 0.092068387896524030216821496093484475895 | 0.013838912283374185809592462696076386555
f(z) = -243/125*z^3 + 31/15*z + 1
*
-5/27 | 0.18834453131133523639532780601528711868 | 0.027576898885958865765617872018394084531
f(z) = -243/125*z^3 + 37/15*z + 1
*
-8/9 | 0.10722440483727828797699103310305217944 | 0.017103646201121623707427585412302580735
f(z) = -243/128*z^3 + 33/8*z + 1
*
-4/9 | 0.14448720287601350829884851601074209966 | 0.022634456442237092879018914394485362781
f(z) = -243/128*z^3 + 37/8*z + 1
*
[ -5/2 ] 
f(z) = -242/125*z^3 + 27/2*z + 1
*
20/11 | 0.096201647313161420147656855044367528507 | 0.014684852328638712828760252104064552401
f(z) = -242/125*z^3 + 28/5*z + 1
*
15/11 | 0.090236259129689638313211745439124889861 | 0.014232041877600866363187098779361534755
f(z) = -242/135*z^3 + 21/10*z + 1
*
12/11 | 0.088518941167062709691698020233645536902 | 0.016126789113536366836454917090064768194
f(z) = -242/135*z^3 + 22/15*z + 1
*
[ -3/11 ] 
f(z) = -242/135*z^3 + 24/5*z + 1
*
24/11 | 0.10987327132734964685561591684341427420 | 0.015971447683533097315699059462787542985
f(z) = -242/135*z^3 + 36/5*z + 1
*
[ 5/7 ] 
f(z) = -259/125*z^3 + 23/35*z + 1
*
[ 5/6 ] 
f(z) = -258/125*z^3 + 37/30*z + 1
*
[ 5/7 ] 
f(z) = -252/125*z^3 + 22/35*z + 1
*
-3/4 | 0.19303876856774077496468764211844367324 | 0.028043846558964368381453302435242606195
f(z) = -244/135*z^3 + 27/20*z + 1
*
[ 5/6 ] 
f(z) = -243/125*z^3 + 23/20*z + 1
*
-10/27 | 0.11837136059034915704101599840972970677 | 0.016249041947774089028114458193678842608
f(z) = -243/125*z^3 + 29/30*z + 1
*
-4/9 | 0.18597890441725372034118460384111927612 | 0.028214215687611256526853924845724965335
f(z) = -243/128*z^3 + 23/24*z + 1
*
8/27 | 0.18449167179443861045953748887398526587 | 0.027988592775543685096727438954931066798
f(z) = -243/128*z^3 + 31/24*z + 1
*
15/22 | 0.091106391875155538825453528263803457594 | 0.014737162826115740292883490095311078021
f(z) = -242/135*z^3 + 29/30*z + 1
*
[ 5/7 ] 
f(z) = -258/125*z^3 + 32/49*z + 1
*
[ 3/4 ] 
f(z) = -254/135*z^3 + 29/40*z + 1
*
[ 5/7 ] 
f(z) = -253/125*z^3 + 31/49*z + 1
*
[ 5/7 ] 
f(z) = -248/125*z^3 + 30/49*z + 1
*
[ 5/7 ] 
f(z) = -243/125*z^3 + 29/49*z + 1
*
-15/44 | 0.17926562965225774610597968240529257213 | 0.023686131905953249575035633961653303834
f(z) = -242/125*z^3 + 33/40*z + 1
*
[ 3/4 ] 
f(z) = -242/135*z^3 + 27/40*z + 1
*
[ 2/3 ] 
f(z) = -243/124*z^3 + 23/62*z + 1
*
[ 2/3 ] 
f(z) = -255/128*z^3 + 37/96*z + 1
*
[ 2/3 ] 
f(z) = -249/128*z^3 + 35/96*z + 1
*
[ -5 ] 
f(z) = -259/125*z^3 + 53*z + 1
*
[ 5/4 ] 
f(z) = -259/125*z^3 + 55/16*z + 1
*
[ 5/3 ] 
f(z) = -257/125*z^3 + 55/9*z + 1
*
[ -5/2 ] 
f(z) = -257/125*z^3 + 57/4*z + 1
*
[ 11/8 ] 
f(z) = -256/121*z^3 + 47/11*z + 1
*
[ -15/32 ] 
f(z) = -256/125*z^3 + 43/12*z + 1
*
[ 5 ] 
f(z) = -256/125*z^3 + 52*z + 1
*
[ -5/24 ] 
f(z) = -256/125*z^3 + 53/9*z + 1
*
[ -15/16 ] 
f(z) = -256/125*z^3 + 58/15*z + 1
*
[ -15/8 ] 
f(z) = -256/135*z^3 + 41/5*z + 1
*
[ -15/16 ] 
f(z) = -256/135*z^3 + 56/15*z + 1
*
[ -3/8 ] 
f(z) = -256/135*z^3 + 59/15*z + 1
*
[ -5 ] 
f(z) = -254/125*z^3 + 52*z + 1
*
[ -3/2 ] 
f(z) = -254/135*z^3 + 59/10*z + 1
*
[ 5/2 ] 
f(z) = -253/125*z^3 + 53/4*z + 1
*
[ 5 ] 
f(z) = -251/125*z^3 + 51*z + 1
*
[ -5/6 ] 
f(z) = -249/125*z^3 + 43/12*z + 1
*
[ -5 ] 
f(z) = -249/125*z^3 + 51*z + 1
*
[ 5/4 ] 
f(z) = -249/125*z^3 + 53/16*z + 1
*
[ -5/4 ] 
f(z) = -248/125*z^3 + 49/10*z + 1
*
[ 5/3 ] 
f(z) = -247/125*z^3 + 53/9*z + 1
*
[ -5/2 ] 
f(z) = -247/125*z^3 + 55/4*z + 1
*
[ 5 ] 
f(z) = -246/125*z^3 + 50*z + 1
*
[ 11/7 ] 
f(z) = -245/121*z^3 + 59/11*z + 1
*
[ -5 ] 
f(z) = -244/125*z^3 + 50*z + 1
*
[ -11/9 ] 
f(z) = -243/121*z^3 + 53/11*z + 1
*
[ -10/9 ] 
f(z) = -243/125*z^3 + 43/10*z + 1
*
[ 5/2 ] 
f(z) = -243/125*z^3 + 51/4*z + 1
*
[ -4/3 ] 
f(z) = -243/128*z^3 + 41/8*z + 1
*
[ -2/3 ] 
f(z) = -243/136*z^3 + 56/17*z + 1
*
[ 5/3 ] 
f(z) = -242/125*z^3 + 52/9*z + 1
*
[ 15/11 ] 
f(z) = -242/125*z^3 + 58/15*z + 1
*
[ -3/2 ] 
f(z) = -242/135*z^3 + 57/10*z + 1
*
[ 5 ] 
f(z) = -241/125*z^3 + 49*z + 1
*
-5/8 | 0.15724322273188092433243916755770739052 | 0.022527437247226545175984805428517265875
f(z) = -256/125*z^3 + 43/20*z + 1
*
-5/32 | 0.20912592234557435354999592263613870293 | 0.029410049132850145556691874325420184196
f(z) = -256/125*z^3 + 49/20*z + 1
*
-15/32 | 0.098619474487618136841633282757616686346 | 0.013800684137109683753897168365391406404
f(z) = -256/135*z^3 + 47/20*z + 1
*
-3/4 | 0.18782308889172590734007273189273459669 | 0.025849127450118117001090282181081523557
f(z) = -256/135*z^3 + 53/20*z + 1
*
[ 15/14 ] 
f(z) = -252/125*z^3 + 50/21*z + 1
*
[ 5/6 ] 
f(z) = -251/125*z^3 + 43/36*z + 1
*
[ 11/10 ] 
f(z) = -250/121*z^3 + 57/22*z + 1
*
-3/4 | 0.18355371543694645468544087790414179143 | 0.029574070728206442956626478725388525657
f(z) = -248/135*z^3 + 41/30*z + 1
*
4/3 | 0.17683085231134740229195239945431241740 | 0.026700572642741786997638751023341418381
f(z) = -243/128*z^3 + 47/24*z + 1
*
-21/22 | 0.13788040915458700009040053178026770350 | 0.021973806924919341554975121752724676991
f(z) = -242/135*z^3 + 59/30*z + 1
*
[ 5/6 ] 
f(z) = -241/125*z^3 + 41/36*z + 1
*
[ 4/5 ] 
f(z) = -255/128*z^3 + 41/40*z + 1
*
[ 5/6 ] 
f(z) = -248/125*z^3 + 53/45*z + 1
*
[ 15/19 ] 
f(z) = -247/125*z^3 + 55/57*z + 1
*
[ 11/14 ] 
f(z) = -245/121*z^3 + 43/44*z + 1
*
8/7 | 0.18271385333022978649077807547769808562 | 0.025695635162888514134687981386681530234
f(z) = -245/128*z^3 + 41/40*z + 1
*
[ 6/7 ] 
f(z) = -245/136*z^3 + 59/51*z + 1
*
[ 5/6 ] 
f(z) = -244/125*z^3 + 52/45*z + 1
*
20/33 | 0.21492534754686097221686387865778453364 | 0.027962634545095427451616485794885003569
f(z) = -242/125*z^3 + 59/45*z + 1
*
51/44 | 0.19316087271347757576104638365261625303 | 0.025522092098946047165547999010125845938
f(z) = -242/135*z^3 + 43/40*z + 1
*
[ 9/11 ] 
f(z) = -242/135*z^3 + 44/45*z + 1
*
33/32 | 0.10952964292204010713206742293468664723 | 0.015801787267396621381939492682918876373
f(z) = -256/135*z^3 + 41/60*z + 1
*
[ 3/4 ] 
f(z) = -244/135*z^3 + 41/60*z + 1
*
[ 20/27 ] 
f(z) = -243/125*z^3 + 43/60*z + 1
*
[ 3/4 ] 
f(z) = -257/135*z^3 + 59/80*z + 1
*
-15/64 | 0.20042206921831370648916100043382773535 | 0.024095660445497145589863934810988699982
f(z) = -256/125*z^3 + 57/80*z + 1
*
[ 8/11 ] 
f(z) = -253/128*z^3 + 59/88*z + 1
*
[ 3/4 ] 
f(z) = -251/135*z^3 + 57/80*z + 1
*
-10/81 | 0.23182722572276427138717878026002753306 | 0.022783571105801497633363574359716022987
f(z) = -243/125*z^3 + 41/108*z + 1
*
[ 2/3 ] 
f(z) = -253/120*z^3 + 59/135*z + 1
*
[ 2/3 ] 
f(z) = -251/120*z^3 + 58/135*z + 1
*
[ 2/3 ] 
f(z) = -247/120*z^3 + 56/135*z + 1
*
[ 24/35 ] 
f(z) = -245/128*z^3 + 53/120*z + 1
*
[ 2/3 ] 
f(z) = -243/122*z^3 + 47/122*z + 1
*
[ 2/3 ] 
f(z) = -243/130*z^3 + 43/130*z + 1
*
[ 2/3 ] 
f(z) = -243/134*z^3 + 41/134*z + 1
*
[ 2/3 ] 
f(z) = -241/120*z^3 + 53/135*z + 1
*
[ 2/3 ] 
f(z) = -259/136*z^3 + 53/153*z + 1
*
[ 2/3 ] 
f(z) = -257/136*z^3 + 52/153*z + 1
*
[ 2/3 ] 
f(z) = -253/136*z^3 + 50/153*z + 1
*
[ 2/3 ] 
f(z) = -251/136*z^3 + 49/153*z + 1
*
[ 2/3 ] 
f(z) = -247/136*z^3 + 47/153*z + 1
*
[ 2/3 ] 
f(z) = -245/136*z^3 + 46/153*z + 1
*
[ 2/3 ] 
f(z) = -241/136*z^3 + 44/153*z + 1
*
[ -11/8 ] 
f(z) = -256/121*z^3 + 63/11*z + 1
*
[ 5/2 ] 
f(z) = -256/125*z^3 + 67/5*z + 1
*
[ -5/2 ] 
f(z) = -256/125*z^3 + 71/5*z + 1
*
-15/8 | 0.15258141826033416017655539714183236627 | 0.020107394564106930393180164956282639014
f(z) = -256/125*z^3 + 79/10*z + 1
*
3/16 | 0.17786712625909856474239370556344010027 | 0.027534018113622012188236677824425067149
f(z) = -256/135*z^3 + 71/15*z + 1
*
[ -5/6 ] 
f(z) = -254/125*z^3 + 65/18*z + 1
*
[ -5/3 ] 
f(z) = -253/125*z^3 + 65/9*z + 1
*
[ 5/2 ] 
f(z) = -252/125*z^3 + 66/5*z + 1
*
[ -5/42 ] 
f(z) = -252/125*z^3 + 66/7*z + 1
*
5/3 | 0.25040349558823448560456745966488463452 | 0.027630973724933746746469732785727282418
f(z) = -252/125*z^3 + 69/14*z + 1
*
[ -10/9 ] 
f(z) = -252/125*z^3 + 79/18*z + 1
*
[ -5/4 ] 
f(z) = -251/125*z^3 + 79/16*z + 1
*
[ -5/3 ] 
f(z) = -248/125*z^3 + 64/9*z + 1
*
[ -5/2 ] 
f(z) = -248/125*z^3 + 69/5*z + 1
*
[ 3/2 ] 
f(z) = -248/135*z^3 + 67/15*z + 1
*
[ -11/7 ] 
f(z) = -245/121*z^3 + 73/11*z + 1
*
[ -2/7 ] 
f(z) = -245/136*z^3 + 79/17*z + 1
*
[ 5/2 ] 
f(z) = -244/125*z^3 + 64/5*z + 1
*
[ -5/2 ] 
f(z) = -244/125*z^3 + 68/5*z + 1
*
-40/27 | 0.17407179879121747471762471671755246950 | 0.023748668941787599975043151236028760234
f(z) = -243/125*z^3 + 61/15*z + 1
*
5/3 | 0.15124087052531276993526524286130324189 | 0.020588165031572685804739728362764000503
f(z) = -243/125*z^3 + 62/15*z + 1
*
-10/9 | 0.089559307754801826802364438299491389029 | 0.012064185630841769108471720732511635766
f(z) = -243/125*z^3 + 67/15*z + 1
*
-5/9 | 0.094640095010622630360885409370958676536 | 0.012535760850699011823705686772759840002
f(z) = -243/125*z^3 + 76/15*z + 1
*
-5/18 | 0.24779852112330105711301971163762441792 | 0.027016496059794254326411776365523015001
f(z) = -243/125*z^3 + 77/12*z + 1
*
-4/9 | 0.20492763257359721920075467061064828536 | 0.029771009866181763933523011280989174632
f(z) = -243/128*z^3 + 61/8*z + 1
*
-5/11 | 0.13881115286444355522236982172723342383 | 0.018938048194466439849046946381853203798
f(z) = -242/125*z^3 + 61/10*z + 1
*
-20/11 | 0.17667348468417230498613305093065466284 | 0.023798997208788231497739729288856031507
f(z) = -242/125*z^3 + 67/10*z + 1
*
-15/11 | 0.25007128865776653359210076366857376607 | 0.027507585998433468036798143109040962430
f(z) = -242/125*z^3 + 71/18*z + 1
*
-65/66 | 0.18143347557419812243054187595497890380 | 0.019780976721511930731702027876689219008
f(z) = -242/125*z^3 + 77/18*z + 1
*
-3/11 | 0.12211330410111163758956809741218413642 | 0.016415347549644659159680285240505877362
f(z) = -242/135*z^3 + 63/10*z + 1
*
-6/11 | 0.17422445067479565499599143229062765849 | 0.026854644920806562588433066595373047287
f(z) = -242/135*z^3 + 73/15*z + 1
*
[ -15/11 ] 
f(z) = -242/135*z^3 + 76/15*z + 1
*
[ -5/4 ] 
f(z) = -241/125*z^3 + 77/16*z + 1
*
[ 35/32 ] 
f(z) = -256/125*z^3 + 71/28*z + 1
*
[ -15/32 ] 
f(z) = -256/135*z^3 + 71/20*z + 1
*
3/2 | 0.16183800171349426906645465913958318664 | 0.021183976371604444936181181818214147776
f(z) = -256/135*z^3 + 77/20*z + 1
*
[ 5/4 ] 
f(z) = -252/125*z^3 + 67/20*z + 1
*
[ -3/4 ] 
f(z) = -244/135*z^3 + 67/20*z + 1
*
[ -5/6 ] 
f(z) = -243/125*z^3 + 71/20*z + 1
*
15/11 | 0.10421899493861329403163765855443334156 | 0.013930123505197388016635316215765937247
f(z) = -242/125*z^3 + 71/30*z + 1
*
-3/22 | 0.18485503539184976926930818629632689708 | 0.028615753792857309382485988797879673539
f(z) = -242/135*z^3 + 71/30*z + 1
*
-4/5 | 0.20467759255138088454477604328827805211 | 0.028623428591618343099104432377012963713
f(z) = -255/128*z^3 + 61/40*z + 1
*
[ 11/12 ] 
f(z) = -252/121*z^3 + 73/44*z + 1
*
[ 11/14 ] 
f(z) = -252/121*z^3 + 78/77*z + 1
*
[ 5/6 ] 
f(z) = -249/125*z^3 + 71/60*z + 1
*
[ 6/7 ] 
f(z) = -245/132*z^3 + 79/66*z + 1
*
[ 22/27 ] 
f(z) = -243/121*z^3 + 73/66*z + 1
*
-35/54 | 0.095529861001186886246469550292670449802 | 0.011974209458604764613252039171845854591
f(z) = -243/125*z^3 + 73/60*z + 1
*
[ 11/15 ] 
f(z) = -250/121*z^3 + 74/99*z + 1
*
-5/14 | 0.23705074548506268012492421034558612612 | 0.027647782330862863217784325035473702748
f(z) = -252/125*z^3 + 76/105*z + 1
*
[ 2/3 ] 
f(z) = -259/120*z^3 + 62/135*z + 1
*
[ 2/3 ] 
f(z) = -257/120*z^3 + 61/135*z + 1
*
[ 2/3 ] 
f(z) = -255/124*z^3 + 77/186*z + 1
*
[ 2/3 ] 
f(z) = -249/124*z^3 + 73/186*z + 1
*
[ 2/3 ] 
f(z) = -243/137*z^3 + 79/274*z + 1
*
[ 2/3 ] 
f(z) = -243/139*z^3 + 77/278*z + 1
*
[ -10/7 ] 
f(z) = -259/125*z^3 + 83/14*z + 1
*
[ -3 ] 
f(z) = -259/135*z^3 + 93/5*z + 1
*
[ 5/3 ] 
f(z) = -258/125*z^3 + 92/15*z + 1
*
[ 3 ] 
f(z) = -257/135*z^3 + 89/5*z + 1
*
-5/4 | 0.21975092031629260301589676642106757363 | 0.023703133434699302265654298137844851353
f(z) = -256/125*z^3 + 85/16*z + 1
*
[ -3 ] 
f(z) = -256/135*z^3 + 92/5*z + 1
*
[ 3 ] 
f(z) = -254/135*z^3 + 88/5*z + 1
*
[ -3 ] 
f(z) = -253/135*z^3 + 91/5*z + 1
*
[ 11/6 ] 
f(z) = -252/121*z^3 + 82/11*z + 1
*
[ -11/6 ] 
f(z) = -252/121*z^3 + 94/11*z + 1
*
[ 3 ] 
f(z) = -251/135*z^3 + 87/5*z + 1
*
[ 5/3 ] 
f(z) = -249/125*z^3 + 89/15*z + 1
*
[ 3 ] 
f(z) = -248/135*z^3 + 86/5*z + 1
*
[ -3 ] 
f(z) = -247/135*z^3 + 89/5*z + 1
*
[ 5/3 ] 
f(z) = -246/125*z^3 + 88/15*z + 1
*
[ -3/2 ] 
f(z) = -244/135*z^3 + 86/15*z + 1
*
[ -3 ] 
f(z) = -244/135*z^3 + 88/5*z + 1
*
[ -2/9 ] 
f(z) = -243/136*z^3 + 95/17*z + 1
*
-20/33 | 0.17140696138513152189727105744870401194 | 0.018536184753526822514065314367240709643
f(z) = -242/125*z^3 + 83/18*z + 1
*
[ 3 ] 
f(z) = -242/135*z^3 + 84/5*z + 1
*
3/22 | 0.098294563906651353788068471204092518425 | 0.012663977507755090784998905876591462477
f(z) = -242/135*z^3 + 87/10*z + 1
*
[ -3 ] 
f(z) = -241/135*z^3 + 87/5*z + 1
*
[ 3/2 ] 
f(z) = -259/135*z^3 + 93/20*z + 1
*
-15/32 | 0.14482073797481751470409872117933312454 | 0.018772105310510941272887504350980148909
f(z) = -256/135*z^3 + 83/20*z + 1
*
-33/32 | 0.18428164037578411650670420834452906325 | 0.023742295159144849134192949882730679131
f(z) = -256/135*z^3 + 87/20*z + 1
*
[ 4/3 ] 
f(z) = -255/128*z^3 + 91/24*z + 1
*
[ -10/11 ] 
f(z) = -253/125*z^3 + 83/22*z + 1
*
[ 3/2 ] 
f(z) = -253/135*z^3 + 91/20*z + 1
*
-85/84 | 0.20153764324596476098806339142572960211 | 0.021433278050114782980730241647349976221
f(z) = -252/125*z^3 + 97/28*z + 1
*
[ -5/4 ] 
f(z) = -252/125*z^3 + 99/20*z + 1
*
[ -11/10 ] 
f(z) = -250/121*z^3 + 97/22*z + 1
*
[ 4/3 ] 
f(z) = -249/128*z^3 + 89/24*z + 1
*
[ 3/2 ] 
f(z) = -247/135*z^3 + 89/20*z + 1
*
[ -5/9 ] 
f(z) = -246/125*z^3 + 92/27*z + 1
*
[ -5/4 ] 
f(z) = -244/125*z^3 + 97/20*z + 1
*
[ -12/11 ] 
f(z) = -242/135*z^3 + 81/20*z + 1
*
[ 3/2 ] 
f(z) = -241/135*z^3 + 87/20*z + 1
*
5/44 | 0.11113333922765135827835821511333790043 | 0.014418834044207954836861933586261808781
f(z) = -242/125*z^3 + 89/40*z + 1
*
[ 6/7 ] 
f(z) = -259/135*z^3 + 87/70*z + 1
*
[ 15/19 ] 
f(z) = -247/135*z^3 + 83/95*z + 1
*
[ 25/32 ] 
f(z) = -256/125*z^3 + 97/100*z + 1
*
4/5 | 0.18172179241880812736721480083630084167 | 0.022028716328213545217108508646875901313
f(z) = -255/128*z^3 + 83/120*z + 1
*
[ 20/27 ] 
f(z) = -243/128*z^3 + 83/120*z + 1
*
[ 45/64 ] 
f(z) = -256/125*z^3 + 85/144*z + 1
*
65/96 | 0.26546040132170587436488341911785072756 | 0.029079771107069856417930294785836387714
f(z) = -256/125*z^3 + 97/180*z + 1
*
[ 15/22 ] 
f(z) = -253/135*z^3 + 89/220*z + 1
*
[ 2/3 ] 
f(z) = -252/125*z^3 + 99/250*z + 1
*
[ 2/3 ] 
f(z) = -252/127*z^3 + 97/254*z + 1
*
[ 2/3 ] 
f(z) = -243/121*z^3 + 95/242*z + 1
*
[ 2/3 ] 
f(z) = -243/125*z^3 + 91/250*z + 1
*
[ 2/3 ] 
f(z) = -243/127*z^3 + 89/254*z + 1
*
[ 2/3 ] 
f(z) = -252/131*z^3 + 93/262*z + 1
*
[ 2/3 ] 
f(z) = -252/137*z^3 + 87/274*z + 1
*
[ 2/3 ] 
f(z) = -252/139*z^3 + 85/278*z + 1
*
[ 2/3 ] 
f(z) = -243/131*z^3 + 85/262*z + 1
*
[ 2/3 ] 
f(z) = -243/133*z^3 + 83/266*z + 1
*
[ 2/3 ] 
f(z) = -241/128*z^3 + 97/288*z + 1
*
[ 15/8 ] 
f(z) = -256/135*z^3 + 107/15*z + 1
*
-2 | 0.096275610695004636919208203105542769468 | 0.014037281881359793918224716243707441296
f(z) = -253/120*z^3 + 119/15*z + 1
*
-2 | 0.11664386398528334669712553711274760397 | 0.017027987683169595327584250871078110675
f(z) = -253/136*z^3 + 118/17*z + 1
*
-2 | 0.096129418680152974708292690907330104814 | 0.014033233308204024340751874335240845213
f(z) = -251/120*z^3 + 118/15*z + 1
*
-2 | 0.11649811343455866042410926823314616047 | 0.017027866274434024756119007840794142411
f(z) = -251/136*z^3 + 117/17*z + 1
*
[ 11/5 ] 
f(z) = -250/121*z^3 + 116/11*z + 1
*
[ -5/3 ] 
f(z) = -249/125*z^3 + 107/15*z + 1
*
-2 | 0.11635114857124380740844325197239774803 | 0.017027748899945629792194604420948052963
f(z) = -249/136*z^3 + 116/17*z + 1
*
-2 | 0.095836541306817432413086248236686597183 | 0.014025478741299454713592261958971814450
f(z) = -247/120*z^3 + 116/15*z + 1
*
-2 | 0.11620294798227040009793185838539776848 | 0.017027635589822083628500587454265708425
f(z) = -247/136*z^3 + 115/17*z + 1
*
[ -5/3 ] 
f(z) = -246/125*z^3 + 106/15*z + 1
*
-2 | 0.11605348965552709983432430453538671409 | 0.017027526369429236849524980211314496426
f(z) = -245/136*z^3 + 114/17*z + 1
*
-5/27 | 0.12314963929036361236008492551167168358 | 0.015515160113316900638771300563768109663
f(z) = -243/125*z^3 + 112/15*z + 1
*
-115/54 | 0.16793312649694910627737100985437896535 | 0.017574128441804152060816204474414358497
f(z) = -243/125*z^3 + 113/12*z + 1
*
[ 16/9 ] 
f(z) = -243/128*z^3 + 103/16*z + 1
*
[ 8/3 ] 
f(z) = -243/128*z^3 + 113/8*z + 1
*
[ -8/3 ] 
f(z) = -243/128*z^3 + 119/8*z + 1
*
-2 | 0.11590275095626556416741998634367962614 | 0.017027421258814663417392353190397459719
f(z) = -243/136*z^3 + 113/17*z + 1
*
-2 | 0.095386374075879700875049669629864413181 | 0.014013334112783459080827652108825288433
f(z) = -241/120*z^3 + 113/15*z + 1
*
-2 | 0.11575070860228365858612269882320964607 | 0.017027320272086433995200970992061441520
f(z) = -241/136*z^3 + 112/17*z + 1
*
[ -5/6 ] 
f(z) = -258/125*z^3 + 109/30*z + 1
*
[ -5/8 ] 
f(z) = -258/125*z^3 + 109/32*z + 1
*
[ -3/2 ] 
f(z) = -257/135*z^3 + 119/20*z + 1
*
-21/16 | 0.22290624291517084837076176344468018184 | 0.028176898462192320575324174870507742749
f(z) = -256/135*z^3 + 101/35*z + 1
*
[ -3/2 ] 
f(z) = -251/135*z^3 + 117/20*z + 1
*
[ -3/4 ] 
f(z) = -248/135*z^3 + 101/30*z + 1
*
[ -5/6 ] 
f(z) = -246/125*z^3 + 107/30*z + 1
*
12/7 | 0.12644831296018654888778668258089171625 | 0.016859827796759206821846202416839097360
f(z) = -245/128*z^3 + 113/24*z + 1
*
[ -2/3 ] 
f(z) = -243/128*z^3 + 107/32*z + 1
*
[ -8/27 ] 
f(z) = -243/128*z^3 + 109/24*z + 1
*
-2/9 | 0.16919138400261321719776954669921828013 | 0.027595030829936926037591593224046318329
f(z) = -243/128*z^3 + 115/32*z + 1
*
[ -15/22 ] 
f(z) = -242/125*z^3 + 101/30*z + 1
*
[ -6/11 ] 
f(z) = -242/135*z^3 + 101/30*z + 1
*
[ 9/8 ] 
f(z) = -256/135*z^3 + 113/45*z + 1
*
-3/8 | 0.21809770554986963459631454591444354483 | 0.027065948525181976431324920476871789264
f(z) = -248/135*z^3 + 117/40*z + 1
*
-10/11 | 0.21786251888285242293223753045662112387 | 0.027416975909030474589347373480505503420
f(z) = -242/125*z^3 + 113/40*z + 1
*
-3/8 | 0.17229608492899028501376280859474207062 | 0.024857070729163795113079210593778112743
f(z) = -256/135*z^3 + 101/60*z + 1
*
-5/54 | 0.11788231846598463328399495471430300148 | 0.014775982692575203173930288427113709318
f(z) = -243/125*z^3 + 109/60*z + 1
*
[ 25/27 ] 
f(z) = -243/125*z^3 + 119/75*z + 1
*
[ 21/22 ] 
f(z) = -242/135*z^3 + 111/70*z + 1
*
-3/4 | 0.23135755997718939461299142034417520656 | 0.027775961508288341654726916293215018391
f(z) = -259/135*z^3 + 113/80*z + 1
*
[ 5/6 ] 
f(z) = -254/125*z^3 + 109/90*z + 1
*
-3/4 | 0.22745837303594856185138911068473941487 | 0.027384898835348510850796297372921404796
f(z) = -253/135*z^3 + 111/80*z + 1
*
-3/4 | 0.22754689707579297442236673938031131444 | 0.027474948971532318356728599890100502187
f(z) = -247/135*z^3 + 109/80*z + 1
*
[ 6/7 ] 
f(z) = -245/128*z^3 + 119/96*z + 1
*
-3/4 | 0.23869941577909301325715262475367019088 | 0.028907383732700082151321219617181652212
f(z) = -241/135*z^3 + 107/80*z + 1
*
[ 3/4 ] 
f(z) = -256/123*z^3 + 103/123*z + 1
*
[ 3/4 ] 
f(z) = -256/129*z^3 + 101/129*z + 1
*
[ 10/13 ] 
f(z) = -247/125*z^3 + 113/130*z + 1
*
5/12 | 0.16600391282726145760300901684767431781 | 0.019117418590207330448312609649669958401
f(z) = -246/125*z^3 + 113/120*z + 1
*
24/35 | 0.13565484842307959034504731998607914640 | 0.016524516027515739617908908366873204344
f(z) = -245/128*z^3 + 113/120*z + 1
*
-20/27 | 0.24408863662364932912686514378779080444 | 0.029762872060039421145350111374845546691
f(z) = -243/128*z^3 + 119/120*z + 1
*
[ 7/9 ] 
f(z) = -243/133*z^3 + 109/133*z + 1
*
[ 16/21 ] 
f(z) = -245/128*z^3 + 115/144*z + 1
*
10/11 | 0.15026548493574375793791959365244823546 | 0.018945919791541358506165541046563897669
f(z) = -253/120*z^3 + 106/165*z + 1
*
-5/43 | 0.29837046509620032009051703567808134509 | 0.026865895612349568026297133675878290224
f(z) = -258/125*z^3 + 119/258*z + 1
*
[ 2/3 ] 
f(z) = -252/121*z^3 + 103/242*z + 1
*
[ 2/3 ] 
f(z) = -259/128*z^3 + 115/288*z + 1
*
[ 2/3 ] 
f(z) = -257/128*z^3 + 113/288*z + 1
*
[ 2/3 ] 
f(z) = -253/128*z^3 + 109/288*z + 1
*
[ 2/3 ] 
f(z) = -251/128*z^3 + 107/288*z + 1
*
[ 2/3 ] 
f(z) = -247/128*z^3 + 103/288*z + 1
*
[ 2/3 ] 
f(z) = -245/128*z^3 + 101/288*z + 1
*
4/5 | 0.22841262640135320835671287924775215705 | 0.025220553874210880776152390882328766536
f(z) = -245/128*z^3 + 113/280*z + 1
*
-2 | 0.096704135142545682905116828382597163925 | 0.014048763093944162309057611923432218551
f(z) = -259/120*z^3 + 122/15*z + 1
*
[ 2 ] 
f(z) = -259/120*z^3 + 137/15*z + 1
*
-2 | 0.11707403537080792580029144522354253305 | 0.017028375752938893979888605815130948689
f(z) = -259/136*z^3 + 121/17*z + 1
*
[ 2 ] 
f(z) = -259/136*z^3 + 138/17*z + 1
*
-2 | 0.096562432951207187017652054569454664291 | 0.014044970660686100986489779384609552685
f(z) = -257/120*z^3 + 121/15*z + 1
*
[ 2 ] 
f(z) = -257/120*z^3 + 136/15*z + 1
*
-2 | 0.11693180493961213561834169231160480855 | 0.017028242462206379323418505951286446830
f(z) = -257/136*z^3 + 120/17*z + 1
*
[ 2 ] 
f(z) = -257/136*z^3 + 137/17*z + 1
*
[ -15/8 ] 
f(z) = -256/125*z^3 + 131/15*z + 1
*
[ 15/4 ] 
f(z) = -256/135*z^3 + 137/5*z + 1
*
[ 5/2 ] 
f(z) = -254/125*z^3 + 133/10*z + 1
*
[ 2 ] 
f(z) = -253/120*z^3 + 134/15*z + 1
*
[ 2 ] 
f(z) = -253/136*z^3 + 135/17*z + 1
*
[ 2 ] 
f(z) = -251/120*z^3 + 133/15*z + 1
*
[ 2 ] 
f(z) = -251/136*z^3 + 134/17*z + 1
*
[ -11/5 ] 
f(z) = -250/121*z^3 + 126/11*z + 1
*
[ 10/3 ] 
f(z) = -249/125*z^3 + 137/6*z + 1
*
[ 2 ] 
f(z) = -249/136*z^3 + 133/17*z + 1
*
[ 2 ] 
f(z) = -247/120*z^3 + 131/15*z + 1
*
[ 2 ] 
f(z) = -247/136*z^3 + 132/17*z + 1
*
[ 5/2 ] 
f(z) = -246/125*z^3 + 129/10*z + 1
*
[ -5/2 ] 
f(z) = -246/125*z^3 + 137/10*z + 1
*
[ -10/3 ] 
f(z) = -246/125*z^3 + 139/6*z + 1
*
[ 2 ] 
f(z) = -245/136*z^3 + 131/17*z + 1
*
-10/27 | 0.12151733316004098335248262813890173804 | 0.015070865066591062950510834156125755528
f(z) = -243/125*z^3 + 127/15*z + 1
*
-5/18 | 0.28221619159030862052215517273935194204 | 0.028950314013146767528544649486115162737
f(z) = -243/125*z^3 + 137/12*z + 1
*
[ -16/9 ] 
f(z) = -243/128*z^3 + 121/16*z + 1
*
[ 2 ] 
f(z) = -243/136*z^3 + 130/17*z + 1
*
[ 5/2 ] 
f(z) = -242/125*z^3 + 127/10*z + 1
*
-3/11 | 0.23429327162598622203962272064004048636 | 0.028896479822755458029564478735066536594
f(z) = -242/135*z^3 + 123/10*z + 1
*
[ 2 ] 
f(z) = -241/120*z^3 + 128/15*z + 1
*
[ 2 ] 
f(z) = -241/136*z^3 + 129/17*z + 1
*
[ -5/7 ] 
f(z) = -259/125*z^3 + 121/35*z + 1
*
[ -5/6 ] 
f(z) = -259/125*z^3 + 131/36*z + 1
*
[ -3/7 ] 
f(z) = -259/135*z^3 + 129/35*z + 1
*
5/3 | 0.13697654450357159419148532317203760880 | 0.016800032939736203098943369318481564634
f(z) = -258/125*z^3 + 139/30*z + 1
*
[ 25/16 ] 
f(z) = -256/125*z^3 + 134/25*z + 1
*
-15/32 | 0.16893170364199998942005688996174266590 | 0.020674458058830646877175126536468219005
f(z) = -256/135*z^3 + 131/20*z + 1
*
[ -4/3 ] 
f(z) = -255/128*z^3 + 127/24*z + 1
*
[ 3/2 ] 
f(z) = -254/135*z^3 + 137/30*z + 1
*
[ -5/23 ] 
f(z) = -253/125*z^3 + 131/23*z + 1
*
[ 15/11 ] 
f(z) = -253/125*z^3 + 133/33*z + 1
*
-5/3 | 0.20565437937867377865265509680738346499 | 0.025223299071270102294462612940287269420
f(z) = -252/125*z^3 + 139/20*z + 1
*
[ -4/3 ] 
f(z) = -249/128*z^3 + 125/24*z + 1
*
[ -10/19 ] 
f(z) = -247/125*z^3 + 131/38*z + 1
*
-5/6 | 0.12018543329383975255156224807015699993 | 0.014766869226879709183273670067878697529
f(z) = -246/125*z^3 + 137/30*z + 1
*
[ -11/27 ] 
f(z) = -243/121*z^3 + 125/33*z + 1
*
-40/27 | 0.099258436421790190886425746399176101446 | 0.013114886676413080367549115645117559480
f(z) = -243/128*z^3 + 121/24*z + 1
*
-4/27 | 0.19737769324500226815095642538898411093 | 0.025609976468462285190861684503456364949
f(z) = -243/128*z^3 + 139/24*z + 1
*
15/11 | 0.21148190157103815033042739183641368729 | 0.026386862758302164220758331806464905194
f(z) = -242/125*z^3 + 121/30*z + 1
*
[ -20/33 ] 
f(z) = -242/125*z^3 + 121/36*z + 1
*
[ 20/11 ] 
f(z) = -242/125*z^3 + 137/20*z + 1
*
[ 3/2 ] 
f(z) = -242/135*z^3 + 131/30*z + 1
*
[ 5/4 ] 
f(z) = -258/125*z^3 + 137/40*z + 1
*
[ 5/4 ] 
f(z) = -246/125*z^3 + 131/40*z + 1
*
-8/7 | 0.19300014873757278989922974086195059830 | 0.025236081081612603411386464552621962311
f(z) = -245/128*z^3 + 131/40*z + 1
*
[ -4/5 ] 
f(z) = -245/128*z^3 + 139/40*z + 1
*
[ 5/4 ] 
f(z) = -242/125*z^3 + 129/40*z + 1
*
[ 25/22 ] 
f(z) = -242/125*z^3 + 131/50*z + 1
*
-39/44 | 0.15375851244717675865658696492809245941 | 0.018963753084635917696014661624505880352
f(z) = -242/135*z^3 + 123/40*z + 1
*
145/132 | 0.22510619058890788238971714341404597151 | 0.023050923850467336504920831575631349673
f(z) = -242/125*z^3 + 125/72*z + 1
*
[ 12/11 ] 
f(z) = -242/135*z^3 + 133/60*z + 1
*
5/12 | 0.22082805815069689667614811304163450385 | 0.026178266862399958130987648580297169225
f(z) = -256/125*z^3 + 131/90*z + 1
*
[ 20/23 ] 
f(z) = -253/125*z^3 + 127/92*z + 1
*
[ 11/15 ] 
f(z) = -255/121*z^3 + 127/165*z + 1
*
[ 7/10 ] 
f(z) = -250/133*z^3 + 131/266*z + 1
*
[ -2 ] 
f(z) = -259/120*z^3 + 152/15*z + 1
*
[ -2 ] 
f(z) = -259/136*z^3 + 155/17*z + 1
*
[ -5/2 ] 
f(z) = -258/125*z^3 + 143/10*z + 1
*
[ -2 ] 
f(z) = -257/120*z^3 + 151/15*z + 1
*
[ -2 ] 
f(z) = -257/136*z^3 + 154/17*z + 1
*
[ -45/16 ] 
f(z) = -256/125*z^3 + 158/9*z + 1
*
[ -5/2 ] 
f(z) = -254/125*z^3 + 141/10*z + 1
*
[ -2 ] 
f(z) = -253/120*z^3 + 149/15*z + 1
*
[ -2 ] 
f(z) = -253/136*z^3 + 152/17*z + 1
*
[ -2 ] 
f(z) = -251/120*z^3 + 148/15*z + 1
*
[ -2 ] 
f(z) = -251/136*z^3 + 151/17*z + 1
*
[ -2 ] 
f(z) = -249/136*z^3 + 150/17*z + 1
*
[ -2 ] 
f(z) = -247/120*z^3 + 146/15*z + 1
*
[ -2 ] 
f(z) = -247/136*z^3 + 149/17*z + 1
*
[ -2 ] 
f(z) = -245/136*z^3 + 148/17*z + 1
*
[ -2 ] 
f(z) = -243/136*z^3 + 147/17*z + 1
*
[ 35/11 ] 
f(z) = -242/125*z^3 + 142/7*z + 1
*
[ 45/22 ] 
f(z) = -242/125*z^3 + 155/18*z + 1
*
[ -30/11 ] 
f(z) = -242/135*z^3 + 147/10*z + 1
*
[ -2 ] 
f(z) = -241/120*z^3 + 143/15*z + 1
*
[ -2 ] 
f(z) = -241/136*z^3 + 146/17*z + 1
*
[ -5/32 ] 
f(z) = -256/125*z^3 + 149/20*z + 1
*
-15/8 | 0.19875436382645657306939051474753605097 | 0.024093442186818354230402617298607553771
f(z) = -256/125*z^3 + 153/20*z + 1
*
[ -5/14 ] 
f(z) = -252/125*z^3 + 142/35*z + 1
*
[ 12/7 ] 
f(z) = -245/128*z^3 + 145/24*z + 1
*
[ -2/7 ] 
f(z) = -245/128*z^3 + 149/32*z + 1
*
[ -20/11 ] 
f(z) = -242/125*z^3 + 159/20*z + 1
*
[ 11/10 ] 
f(z) = -260/121*z^3 + 148/55*z + 1
*
[ 8/7 ] 
f(z) = -259/128*z^3 + 155/56*z + 1
*
[ 10/9 ] 
f(z) = -258/125*z^3 + 143/54*z + 1
*
[ -9/16 ] 
f(z) = -256/135*z^3 + 152/45*z + 1
*
[ -4/5 ] 
f(z) = -255/128*z^3 + 141/40*z + 1
*
[ -5/9 ] 
f(z) = -252/125*z^3 + 154/45*z + 1
*
[ -3/8 ] 
f(z) = -248/135*z^3 + 157/40*z + 1
*
[ -11/14 ] 
f(z) = -245/121*z^3 + 155/44*z + 1
*
[ -11/18 ] 
f(z) = -243/121*z^3 + 149/44*z + 1
*
-20/27 | 0.16644640030262536862235612230040784743 | 0.016928600298456440461926339526798188377
f(z) = -243/125*z^3 + 149/48*z + 1
*
[ 34/27 ] 
f(z) = -243/136*z^3 + 155/51*z + 1
*
-3/44 | 0.21801243353380938331413096914962886469 | 0.026310082574081235491079194238693089269
f(z) = -242/135*z^3 + 147/40*z + 1
*
[ -9/11 ] 
f(z) = -242/135*z^3 + 154/45*z + 1
*
-20/21 | 0.23415937467710710918321644388648908417 | 0.028476765148504642113595778535206657837
f(z) = -252/125*z^3 + 149/70*z + 1
*
21/22 | 0.22167550439159478776810522786156420313 | 0.026887367683566359351012004584104234722
f(z) = -242/135*z^3 + 141/70*z + 1
*
-6/7 | 0.18209588730401298902710722559261981277 | 0.027590827323919685449829745661005007187
f(z) = -245/128*z^3 + 151/96*z + 1
*
[ 34/35 ] 
f(z) = -245/136*z^3 + 142/85*z + 1
*
-34/35 | 0.19927730971654697242403056402583389746 | 0.028025007154020430051215744443590230504
f(z) = -245/136*z^3 + 147/85*z + 1
*
[ 6/7 ] 
f(z) = -259/120*z^3 + 149/105*z + 1
*
8/15 | 0.21254014142056075046576964993501720441 | 0.025764584540975169589704783228567104509
f(z) = -255/128*z^3 + 143/120*z + 1
*
[ 6/7 ] 
f(z) = -245/138*z^3 + 157/138*z + 1
*
28/27 | 0.21755938332641575657516820643857306177 | 0.025482547094963716351123924527709675375
f(z) = -243/128*z^3 + 157/168*z + 1
*
5/36 | 0.24393562303312751581721793911232721943 | 0.026768025268884221444978243682955546382
f(z) = -252/125*z^3 + 151/180*z + 1
*
8/9 | 0.18691583823535322537872552252470282353 | 0.028356354673275827095000738029376589869
f(z) = -243/130*z^3 + 158/195*z + 1
*
[ 5/7 ] 
f(z) = -257/125*z^3 + 159/245*z + 1
*
[ 5/7 ] 
f(z) = -256/125*z^3 + 158/245*z + 1
*
[ 5/7 ] 
f(z) = -254/125*z^3 + 156/245*z + 1
*
[ 5/7 ] 
f(z) = -251/125*z^3 + 153/245*z + 1
*
[ 5/7 ] 
f(z) = -249/125*z^3 + 151/245*z + 1
*
[ 5/7 ] 
f(z) = -247/125*z^3 + 149/245*z + 1
*
[ 5/7 ] 
f(z) = -246/125*z^3 + 148/245*z + 1
*
[ 5/7 ] 
f(z) = -244/125*z^3 + 146/245*z + 1
*
[ 5/7 ] 
f(z) = -242/125*z^3 + 144/245*z + 1
*
[ 5/7 ] 
f(z) = -241/125*z^3 + 143/245*z + 1
*
[ -15/4 ] 
f(z) = -248/125*z^3 + 175/6*z + 1
*
[ 16/7 ] 
f(z) = -245/128*z^3 + 169/16*z + 1
*
[ -25/16 ] 
f(z) = -256/125*z^3 + 166/25*z + 1
*
3/32 | 0.24072393434332820302452999621034993287 | 0.028610503769788457402551691598396220172
f(z) = -256/135*z^3 + 167/20*z + 1
*
[ -21/16 ] 
f(z) = -256/135*z^3 + 176/35*z + 1
*
-20/21 | 0.17518349781639877270250890526860069000 | 0.021089999995169723022417547659054457797
f(z) = -252/125*z^3 + 162/35*z + 1
*
5/3 | 0.28491882266449813157310639733472179264 | 0.028544388722401624579417840603968555409
f(z) = -252/125*z^3 + 173/28*z + 1
*
[ -12/7 ] 
f(z) = -245/128*z^3 + 173/24*z + 1
*
-10/27 | 0.15144271003394523017579838222628329885 | 0.018015464743651223110945241119568383984
f(z) = -243/125*z^3 + 179/30*z + 1
*
-4/9 | 0.18837510566627024786772957231460251451 | 0.023732671428164466025543634224086752329
f(z) = -243/128*z^3 + 175/24*z + 1
*
[ -2/9 ] 
f(z) = -243/128*z^3 + 179/32*z + 1
*
[ -5/7 ] 
f(z) = -257/125*z^3 + 169/49*z + 1
*
[ -5/6 ] 
f(z) = -256/125*z^3 + 163/45*z + 1
*
[ -5/12 ] 
f(z) = -256/125*z^3 + 169/45*z + 1
*
35/24 | 0.20755801809296227189531408131663697555 | 0.024707348414421580138616710480411709228
f(z) = -256/125*z^3 + 178/45*z + 1
*
[ -11/12 ] 
f(z) = -252/121*z^3 + 169/44*z + 1
*
[ -2/3 ] 
f(z) = -249/136*z^3 + 169/51*z + 1
*
[ -5/6 ] 
f(z) = -248/125*z^3 + 161/45*z + 1
*
[ -5/7 ] 
f(z) = -247/125*z^3 + 167/49*z + 1
*
-24/35 | 0.19290883911585908809248691973134675763 | 0.024561880431198198231859976853963775584
f(z) = -245/128*z^3 + 161/40*z + 1
*
-8/7 | 0.22400647228692203475002668237872632774 | 0.028304186472372121161197376296567581670
f(z) = -245/128*z^3 + 171/40*z + 1
*
[ -6/7 ] 
f(z) = -245/136*z^3 + 178/51*z + 1
*
[ -16/27 ] 
f(z) = -243/128*z^3 + 161/48*z + 1
*
[ -5/7 ] 
f(z) = -242/125*z^3 + 166/49*z + 1
*
[ 15/13 ] 
f(z) = -247/135*z^3 + 167/65*z + 1
*
20/21 | 0.22498707801968626186953571405999116696 | 0.028264798741000433692405361052060106273
f(z) = -245/128*z^3 + 179/72*z + 1
*
-10/27 | 0.16624353482412263437119156030196300562 | 0.019998919031200384395964263655547791501
f(z) = -243/125*z^3 + 163/60*z + 1
*
[ 11/12 ] 
f(z) = -256/121*z^3 + 167/99*z + 1
*
[ 15/16 ] 
f(z) = -248/125*z^3 + 161/96*z + 1
*
35/33 | 0.18666159221432542680405320009995697352 | 0.022276488602022864501904896662055138641
f(z) = -242/125*z^3 + 169/90*z + 1
*
[ 10/11 ] 
f(z) = -253/125*z^3 + 173/110*z + 1
*
[ 22/25 ] 
f(z) = -250/121*z^3 + 161/110*z + 1
*
[ 7/8 ] 
f(z) = -256/133*z^3 + 177/133*z + 1
*
4/15 | 0.19211113646360335722974258397285764578 | 0.023288135519234696083026334185047897459
f(z) = -255/128*z^3 + 167/120*z + 1
*
-3/4 | 0.18426106603324879167218053473034945807 | 0.024191478213501085667543049927625049466
f(z) = -254/135*z^3 + 167/120*z + 1
*
[ 8/9 ] 
f(z) = -243/136*z^3 + 175/136*z + 1
*
-3/4 | 0.19317337609360835363243236114988568372 | 0.025523744154120384650338479799990651132
f(z) = -242/135*z^3 + 161/120*z + 1
*
[ 10/13 ] 
f(z) = -247/120*z^3 + 179/195*z + 1
*
[ 25/33 ] 
f(z) = -242/125*z^3 + 178/225*z + 1
*
[ 3/4 ] 
f(z) = -259/135*z^3 + 179/240*z + 1
*
[ 3/4 ] 
f(z) = -253/135*z^3 + 173/240*z + 1
*
[ 3/4 ] 
f(z) = -247/135*z^3 + 167/240*z + 1
*
[ 30/41 ] 
f(z) = -246/125*z^3 + 169/246*z + 1
*
[ 3/4 ] 
f(z) = -241/135*z^3 + 161/240*z + 1
*
[ 11/4 ] 
f(z) = -256/121*z^3 + 183/11*z + 1
*
[ -11/4 ] 
f(z) = -256/121*z^3 + 191/11*z + 1
*
[ -16/7 ] 
f(z) = -245/128*z^3 + 183/16*z + 1
*
5/32 | 0.25023304791058779465728791114619762126 | 0.029503165748428786222945802450175837687
f(z) = -256/125*z^3 + 193/20*z + 1
*
-145/96 | 0.28968635748380156554003230533523652413 | 0.028649147712667097118991184226201675346
f(z) = -256/125*z^3 + 197/36*z + 1
*
15/8 | 0.16382600598239966685448908825115767510 | 0.022054208084058054904500291075580012289
f(z) = -256/135*z^3 + 187/30*z + 1
*
-5/12 | 0.17877125488945346256526488837330240656 | 0.017790539710721748740041228447995593937
f(z) = -252/125*z^3 + 185/28*z + 1
*
[ -5/21 ] 
f(z) = -252/125*z^3 + 186/35*z + 1
*
-5/3 | 0.24827868898616010947529444292517606790 | 0.029202113132527884056885999817378029186
f(z) = -246/125*z^3 + 197/30*z + 1
*
-5/3 | 0.27172990599111897393430367655619805291 | 0.026914152094511681296158201689682178530
f(z) = -243/125*z^3 + 194/27*z + 1
*
56/27 | 0.15736041538163700124350859410628839515 | 0.019741402896391047024670807501403545335
f(z) = -243/128*z^3 + 181/24*z + 1
*
[ -4/27 ] 
f(z) = -243/128*z^3 + 187/24*z + 1
*
[ -4/7 ] 
f(z) = -259/128*z^3 + 191/56*z + 1
*
[ -11/32 ] 
f(z) = -256/121*z^3 + 183/44*z + 1
*
[ -5/14 ] 
f(z) = -256/125*z^3 + 199/49*z + 1
*
[ -9/8 ] 
f(z) = -256/135*z^3 + 193/45*z + 1
*
[ -5/4 ] 
f(z) = -254/125*z^3 + 199/40*z + 1
*
[ -5/11 ] 
f(z) = -253/125*z^3 + 199/55*z + 1
*
-4/7 | 0.10548751269859987212270738773236431426 | 0.013078217817330574959436846706315418916
f(z) = -245/128*z^3 + 199/40*z + 1
*
[ -5/4 ] 
f(z) = -242/125*z^3 + 193/40*z + 1
*
[ -35/44 ] 
f(z) = -242/125*z^3 + 195/56*z + 1
*
-45/62 | 0.28480169862881936887761479171407226808 | 0.028194521869287449092265386169805058124
f(z) = -248/125*z^3 + 195/62*z + 1
*
[ 10/9 ] 
f(z) = -243/136*z^3 + 196/85*z + 1
*
10/9 | 0.14796147155668406037266996341389667293 | 0.026936067088064979485215149198301714532
f(z) = -243/130*z^3 + 183/130*z + 1
*
[ 11/13 ] 
f(z) = -260/121*z^3 + 194/143*z + 1
*
[ 11/13 ] 
f(z) = -247/121*z^3 + 183/143*z + 1
*
[ 4/5 ] 
f(z) = -249/128*z^3 + 199/200*z + 1
*
[ 4/5 ] 
f(z) = -247/128*z^3 + 197/200*z + 1
*
[ 4/5 ] 
f(z) = -243/128*z^3 + 193/200*z + 1
*
[ 4/5 ] 
f(z) = -241/128*z^3 + 191/200*z + 1
*
[ 3/4 ] 
f(z) = -248/123*z^3 + 197/246*z + 1
*
[ 3/4 ] 
f(z) = -248/129*z^3 + 193/258*z + 1
*
[ 11/15 ] 
f(z) = -243/121*z^3 + 197/275*z + 1
*
[ 35/9 ] 
f(z) = -243/125*z^3 + 211/7*z + 1
*
[ -40/11 ] 
f(z) = -242/125*z^3 + 215/8*z + 1
*
[ 15/7 ] 
f(z) = -259/125*z^3 + 211/21*z + 1
*
40/21 | 0.25458624013068889513361687406575451889 | 0.029770616066252877566072379625318601545
f(z) = -252/125*z^3 + 207/35*z + 1
*
-10/21 | 0.15373502140796651660296554692241980851 | 0.017927316291935948262698635079742796631
f(z) = -252/125*z^3 + 212/35*z + 1
*
[ 20/9 ] 
f(z) = -243/125*z^3 + 203/20*z + 1
*
[ -5/4 ] 
f(z) = -258/125*z^3 + 201/40*z + 1
*
[ 8/5 ] 
f(z) = -255/128*z^3 + 219/40*z + 1
*
[ -5/18 ] 
f(z) = -252/125*z^3 + 214/45*z + 1
*
[ -11/25 ] 
f(z) = -250/121*z^3 + 202/55*z + 1
*
[ -8/35 ] 
f(z) = -245/128*z^3 + 219/40*z + 1
*
[ -25/22 ] 
f(z) = -242/125*z^3 + 219/50*z + 1
*
[ -35/48 ] 
f(z) = -256/125*z^3 + 218/63*z + 1
*
[ -5/8 ] 
f(z) = -253/125*z^3 + 217/64*z + 1
*
[ -2/3 ] 
f(z) = -243/124*z^3 + 209/62*z + 1
*
[ -5/8 ] 
f(z) = -243/125*z^3 + 215/64*z + 1
*
-75/64 | 0.16835258339358340330594972242386540039 | 0.019555319496459258502309732763896998493
f(z) = -256/135*z^3 + 203/80*z + 1
*
-34/35 | 0.17185953754971909819378525215260802654 | 0.023039513281779054707079997221048810830
f(z) = -245/136*z^3 + 217/85*z + 1
*
-15/44 | 0.22196740463039225744012449908111494025 | 0.029328261279623120148140269884659571185
f(z) = -242/135*z^3 + 209/120*z + 1
*
5/56 | 0.30562755440888703472497141642954644605 | 0.028237947519139948070031044959492878668
f(z) = -256/125*z^3 + 209/196*z + 1
*
[ 5/6 ] 
f(z) = -253/125*z^3 + 217/180*z + 1
*
[ 5/6 ] 
f(z) = -247/125*z^3 + 211/180*z + 1
*
[ 4/5 ] 
f(z) = -259/128*z^3 + 209/200*z + 1
*
[ 4/5 ] 
f(z) = -257/128*z^3 + 207/200*z + 1
*
[ 4/5 ] 
f(z) = -253/128*z^3 + 203/200*z + 1
*
[ 4/5 ] 
f(z) = -251/128*z^3 + 201/200*z + 1
*
-3/8 | 0.16759058810545166256458731523903328170 | 0.026864678928822223420595530392474868405
f(z) = -256/133*z^3 + 205/266*z + 1
*
[ 11/15 ] 
f(z) = -252/121*z^3 + 208/275*z + 1
*
[ -5/64 ] 
f(z) = -256/125*z^3 + 221/16*z + 1
*
[ 10/3 ] 
f(z) = -252/125*z^3 + 231/10*z + 1
*
[ -10/3 ] 
f(z) = -252/125*z^3 + 237/10*z + 1
*
[ 10/3 ] 
f(z) = -243/125*z^3 + 223/10*z + 1
*
[ -10/3 ] 
f(z) = -243/125*z^3 + 229/10*z + 1
*
-2 | 0.11677733559156120374389656826934093177 | 0.017016094268672559340391401768839189417
f(z) = -255/128*z^3 + 239/32*z + 1
*
-2 | 0.11663308876560943519605044539979766424 | 0.017015911378268833923934192631686934765
f(z) = -253/128*z^3 + 237/32*z + 1
*
-2 | 0.11648766025736298281039238136180026281 | 0.017015732437588234164347769758650179470
f(z) = -251/128*z^3 + 235/32*z + 1
*
-2 | 0.11634102971465501694321155148434405668 | 0.017015557508736666379576772858239703279
f(z) = -249/128*z^3 + 233/32*z + 1
*
-2 | 0.11619317623290796872800854348770190936 | 0.017015386651816186181021197287542058138
f(z) = -247/128*z^3 + 231/32*z + 1
*
-2 | 0.11604407833415272917908396423113371542 | 0.017015219924578212408461200652703806701
f(z) = -245/128*z^3 + 229/32*z + 1
*
[ -20/9 ] 
f(z) = -243/125*z^3 + 221/20*z + 1
*
-2 | 0.11589371394500466262339041213373618953 | 0.017015057382040921205240145075780833957
f(z) = -243/128*z^3 + 227/32*z + 1
*
-2 | 0.11574206037353145090503893159504169295 | 0.017014899076067240617220688127770464098
f(z) = -241/128*z^3 + 225/32*z + 1
*
15/8 | 0.25659877552403532634676737248708555625 | 0.029279072462284592351990328130778659098
f(z) = -248/135*z^3 + 237/40*z + 1
*
12/7 | 0.20570007243395733712467683342510730230 | 0.025039550987278867493225639280546566137
f(z) = -245/128*z^3 + 231/40*z + 1
*
[ -34/27 ] 
f(z) = -243/136*z^3 + 236/51*z + 1
*
-15/44 | 0.22611486655787706051141145591042242752 | 0.026080403945899399001704534123444792903
f(z) = -242/125*z^3 + 233/40*z + 1
*
[ -6/7 ] 
f(z) = -245/132*z^3 + 233/66*z + 1
*
[ -4/7 ] 
f(z) = -245/136*z^3 + 227/68*z + 1
*
[ -22/27 ] 
f(z) = -243/121*z^3 + 235/66*z + 1
*
[ 4/3 ] 
f(z) = -243/136*z^3 + 233/68*z + 1
*
[ 10/9 ] 
f(z) = -252/125*z^3 + 233/90*z + 1
*
-3/7 | 0.072653980149635192599148644656445569339 | 0.013206793313277526723941714818892505744
f(z) = -245/132*z^3 + 221/132*z + 1
*
[ 5/6 ] 
f(z) = -259/125*z^3 + 223/180*z + 1
*
[ 5/6 ] 
f(z) = -257/125*z^3 + 221/180*z + 1
*
[ 6/7 ] 
f(z) = -245/124*z^3 + 239/186*z + 1
*
[ 5 ] 
f(z) = -254/125*z^3 + 258/5*z + 1
*
[ 5 ] 
f(z) = -253/125*z^3 + 257/5*z + 1
*
[ -5 ] 
f(z) = -253/125*z^3 + 259/5*z + 1
*
[ 4 ] 
f(z) = -253/128*z^3 + 259/8*z + 1
*
[ 5 ] 
f(z) = -252/125*z^3 + 256/5*z + 1
*
[ -5 ] 
f(z) = -252/125*z^3 + 258/5*z + 1
*
[ -5 ] 
f(z) = -251/125*z^3 + 257/5*z + 1
*
[ 4 ] 
f(z) = -251/128*z^3 + 257/8*z + 1
*
[ 5 ] 
f(z) = -249/125*z^3 + 253/5*z + 1
*
[ 4 ] 
f(z) = -249/128*z^3 + 255/8*z + 1
*
[ -4 ] 
f(z) = -249/128*z^3 + 259/8*z + 1
*
[ 5 ] 
f(z) = -248/125*z^3 + 252/5*z + 1
*
[ -5 ] 
f(z) = -248/125*z^3 + 254/5*z + 1
*
[ 5 ] 
f(z) = -247/125*z^3 + 251/5*z + 1
*
[ -5 ] 
f(z) = -247/125*z^3 + 253/5*z + 1
*
[ 4 ] 
f(z) = -247/128*z^3 + 253/8*z + 1
*
[ -4 ] 
f(z) = -247/128*z^3 + 257/8*z + 1
*
[ 3 ] 
f(z) = -247/135*z^3 + 257/15*z + 1
*
[ -5 ] 
f(z) = -246/125*z^3 + 252/5*z + 1
*
[ 4 ] 
f(z) = -245/128*z^3 + 251/8*z + 1
*
[ -4 ] 
f(z) = -245/128*z^3 + 255/8*z + 1
*
[ 5 ] 
f(z) = -244/125*z^3 + 248/5*z + 1
*
[ 3 ] 
f(z) = -244/135*z^3 + 254/15*z + 1
*
[ 5 ] 
f(z) = -243/125*z^3 + 247/5*z + 1
*
[ -5 ] 
f(z) = -243/125*z^3 + 249/5*z + 1
*
[ 4 ] 
f(z) = -243/128*z^3 + 249/8*z + 1
*
[ -4 ] 
f(z) = -243/128*z^3 + 253/8*z + 1
*
[ 5 ] 
f(z) = -242/125*z^3 + 246/5*z + 1
*
[ -5 ] 
f(z) = -242/125*z^3 + 248/5*z + 1
*
[ -5 ] 
f(z) = -241/125*z^3 + 247/5*z + 1
*
[ 4 ] 
f(z) = -241/128*z^3 + 247/8*z + 1
*
[ -4 ] 
f(z) = -241/128*z^3 + 251/8*z + 1
*
[ 3 ] 
f(z) = -241/135*z^3 + 251/15*z + 1
*
-2 | 0.11706236296225642941463398652816065424 | 0.017016471642062109125095063514396863444
f(z) = -259/128*z^3 + 243/32*z + 1
*
-2 | 0.11692042055497246449145470836164155468 | 0.017016281045003860594566636760268343161
f(z) = -257/128*z^3 + 241/32*z + 1
*
-5/24 | 0.16871307435360247704100130640015232496 | 0.016257756260897185561291594662633850580
f(z) = -256/125*z^3 + 257/36*z + 1
*
40/21 | 0.22611718373113838023792894943286303352 | 0.025967159540815498074959549992830489717
f(z) = -252/125*z^3 + 242/35*z + 1
*
[ 5/2 ] 
f(z) = -247/125*z^3 + 259/20*z + 1
*
4/27 | 0.14940718524197629465778704607979603758 | 0.018040038529447698824936616989163747892
f(z) = -243/128*z^3 + 247/24*z + 1
*
[ 2 ] 
f(z) = -243/128*z^3 + 259/32*z + 1
*
[ -3/22 ] 
f(z) = -242/135*z^3 + 251/30*z + 1
*
[ 5/2 ] 
f(z) = -241/125*z^3 + 253/20*z + 1
*
[ 2 ] 
f(z) = -241/128*z^3 + 257/32*z + 1
*
[ -11/10 ] 
f(z) = -260/121*z^3 + 248/55*z + 1
*
[ -8/7 ] 
f(z) = -259/128*z^3 + 253/56*z + 1
*
[ -5/18 ] 
f(z) = -258/125*z^3 + 257/54*z + 1
*
[ -11/35 ] 
f(z) = -245/121*z^3 + 241/55*z + 1
*
-12/7 | 0.23769894237587777917192739159738599055 | 0.028645185463745796839318842424929870842
f(z) = -245/128*z^3 + 251/40*z + 1
*
16/9 | 0.16218569757371738867647513864543608397 | 0.021394554971805057329266541919341657061
f(z) = -243/128*z^3 + 245/48*z + 1
*
[ 5/3 ] 
f(z) = -241/125*z^3 + 259/45*z + 1
*
[ -10/21 ] 
f(z) = -252/125*z^3 + 249/70*z + 1
*
[ -5/13 ] 
f(z) = -247/125*z^3 + 253/65*z + 1
*
[ -4/9 ] 
f(z) = -243/136*z^3 + 245/68*z + 1
*
[ 4/3 ] 
f(z) = -241/128*z^3 + 259/72*z + 1
*
5/64 | 0.20110405120968878117513353782948968783 | 0.022936263026916513930014773415699118840
f(z) = -256/125*z^3 + 257/80*z + 1
*
10/7 | 0.20136591798326126455963108644905320260 | 0.026450858711950992066546775282598597751
f(z) = -245/136*z^3 + 253/85*z + 1
*
[ 5/4 ] 
f(z) = -243/125*z^3 + 259/80*z + 1
*
-15/22 | 0.25426019483152782286826146503719099824 | 0.029050786935876067344578591624493998350
f(z) = -242/125*z^3 + 253/90*z + 1
*
[ 5/4 ] 
f(z) = -241/125*z^3 + 257/80*z + 1
*
[ 20/21 ] 
f(z) = -252/125*z^3 + 249/140*z + 1
*
-6/11 | 0.17083998785668636927772010157687747242 | 0.021540014385237967417179477116155359078
f(z) = -253/120*z^3 + 241/165*z + 1
*
[ 5 ] 
f(z) = -259/125*z^3 + 263/5*z + 1
*
[ 4 ] 
f(z) = -259/128*z^3 + 265/8*z + 1
*
[ -4 ] 
f(z) = -259/128*z^3 + 269/8*z + 1
*
[ 3 ] 
f(z) = -259/135*z^3 + 269/15*z + 1
*
[ 5 ] 
f(z) = -258/125*z^3 + 262/5*z + 1
*
[ -5 ] 
f(z) = -258/125*z^3 + 264/5*z + 1
*
[ 5 ] 
f(z) = -257/125*z^3 + 261/5*z + 1
*
[ -5 ] 
f(z) = -257/125*z^3 + 263/5*z + 1
*
[ 4 ] 
f(z) = -257/128*z^3 + 263/8*z + 1
*
[ -4 ] 
f(z) = -257/128*z^3 + 267/8*z + 1
*
[ -3 ] 
f(z) = -257/135*z^3 + 277/15*z + 1
*
[ -5 ] 
f(z) = -256/125*z^3 + 262/5*z + 1
*
[ 55/16 ] 
f(z) = -256/125*z^3 + 274/11*z + 1
*
[ 3 ] 
f(z) = -256/135*z^3 + 266/15*z + 1
*
[ 4 ] 
f(z) = -255/128*z^3 + 261/8*z + 1
*
[ -4 ] 
f(z) = -255/128*z^3 + 265/8*z + 1
*
[ -3 ] 
f(z) = -254/135*z^3 + 274/15*z + 1
*
[ -4 ] 
f(z) = -253/128*z^3 + 263/8*z + 1
*
[ 3 ] 
f(z) = -253/135*z^3 + 263/15*z + 1
*
[ -4 ] 
f(z) = -251/128*z^3 + 261/8*z + 1
*
[ -3 ] 
f(z) = -251/135*z^3 + 271/15*z + 1
*
[ -3 ] 
f(z) = -248/135*z^3 + 268/15*z + 1
*
[ -15/4 ] 
f(z) = -248/135*z^3 + 271/10*z + 1
*
-80/27 | 0.14548732620292023727774613297922961577 | 0.016556694923070688350321029816327064398
f(z) = -243/125*z^3 + 262/15*z + 1
*
-80/27 | 0.13037827194319248056998745134696506024 | 0.014743847636984870279649572439687580748
f(z) = -243/125*z^3 + 277/15*z + 1
*
[ -3 ] 
f(z) = -242/135*z^3 + 262/15*z + 1
*
[ 5/2 ] 
f(z) = -259/125*z^3 + 271/20*z + 1
*
[ 2 ] 
f(z) = -259/128*z^3 + 275/32*z + 1
*
[ 5/2 ] 
f(z) = -257/125*z^3 + 269/20*z + 1
*
[ 2 ] 
f(z) = -257/128*z^3 + 273/32*z + 1
*
[ 2 ] 
f(z) = -255/128*z^3 + 271/32*z + 1
*
[ 2 ] 
f(z) = -253/128*z^3 + 269/32*z + 1
*
[ 5/2 ] 
f(z) = -251/125*z^3 + 263/20*z + 1
*
[ -5/2 ] 
f(z) = -251/125*z^3 + 279/20*z + 1
*
[ 2 ] 
f(z) = -251/128*z^3 + 267/32*z + 1
*
[ 5/2 ] 
f(z) = -249/125*z^3 + 261/20*z + 1
*
[ -5/2 ] 
f(z) = -249/125*z^3 + 277/20*z + 1
*
[ 2 ] 
f(z) = -249/128*z^3 + 265/32*z + 1
*
[ 2 ] 
f(z) = -247/128*z^3 + 263/32*z + 1
*
[ 2 ] 
f(z) = -245/128*z^3 + 261/32*z + 1
*
[ 22/9 ] 
f(z) = -243/121*z^3 + 277/22*z + 1
*
-10/27 | 0.090949280309161782327997241310607180422 | 0.010319212620150225624290356948045763089
f(z) = -243/125*z^3 + 269/30*z + 1
*
[ -5/2 ] 
f(z) = -243/125*z^3 + 271/20*z + 1
*
[ 25/11 ] 
f(z) = -242/125*z^3 + 264/25*z + 1
*
[ -5/2 ] 
f(z) = -241/125*z^3 + 269/20*z + 1
*
[ 5/3 ] 
f(z) = -259/125*z^3 + 277/45*z + 1
*
[ 5/3 ] 
f(z) = -256/125*z^3 + 274/45*z + 1
*
[ -8/5 ] 
f(z) = -255/128*z^3 + 269/40*z + 1
*
[ 5/3 ] 
f(z) = -254/125*z^3 + 272/45*z + 1
*
[ 5/3 ] 
f(z) = -253/125*z^3 + 271/45*z + 1
*
[ 5/3 ] 
f(z) = -251/125*z^3 + 269/45*z + 1
*
[ 5/3 ] 
f(z) = -248/125*z^3 + 266/45*z + 1
*
[ 15/8 ] 
f(z) = -248/135*z^3 + 277/40*z + 1
*
[ -8/5 ] 
f(z) = -245/128*z^3 + 261/40*z + 1
*
-8/35 | 0.19184355800216702993033812350111610223 | 0.022828190401409266678371642085971360488
f(z) = -245/128*z^3 + 279/40*z + 1
*
[ 5/3 ] 
f(z) = -244/125*z^3 + 262/45*z + 1
*
-15/44 | 0.21323352663765353678851681574647596540 | 0.024153277126662297982834395358389827774
f(z) = -242/125*z^3 + 273/40*z + 1
*
87/44 | 0.25491715062740672577701802667645027677 | 0.028696915044560879987322659107375427556
f(z) = -242/135*z^3 + 267/40*z + 1
*
[ 4/3 ] 
f(z) = -259/128*z^3 + 277/72*z + 1
*
[ 4/3 ] 
f(z) = -257/128*z^3 + 275/72*z + 1
*
[ 3/2 ] 
f(z) = -257/135*z^3 + 277/60*z + 1
*
-21/32 | 0.20217806520489905887038004111584174684 | 0.025947090212526275880930761008537065708
f(z) = -256/135*z^3 + 269/60*z + 1
*
[ 4/3 ] 
f(z) = -253/128*z^3 + 271/72*z + 1
*
[ -11/21 ] 
f(z) = -252/121*z^3 + 268/77*z + 1
*
[ -11/14 ] 
f(z) = -252/121*z^3 + 274/77*z + 1
*
[ 4/3 ] 
f(z) = -251/128*z^3 + 269/72*z + 1
*
[ 3/2 ] 
f(z) = -251/135*z^3 + 271/60*z + 1
*
[ -10/31 ] 
f(z) = -248/125*z^3 + 267/62*z + 1
*
[ 4/3 ] 
f(z) = -247/128*z^3 + 265/72*z + 1
*
[ 4/3 ] 
f(z) = -245/128*z^3 + 263/72*z + 1
*
4/21 | 0.18062691003678815152595471426629909587 | 0.021530475973648776708293326326527819795
f(z) = -245/128*z^3 + 275/72*z + 1
*
35/22 | 0.21621508338256328135146953094935111876 | 0.024532018390072112909249334348303731521
f(z) = -242/125*z^3 + 269/70*z + 1
*
[ -5/12 ] 
f(z) = -242/125*z^3 + 269/72*z + 1
*
[ -3/4 ] 
f(z) = -259/135*z^3 + 273/80*z + 1
*
[ 5/4 ] 
f(z) = -257/125*z^3 + 273/80*z + 1
*
[ -5/9 ] 
f(z) = -256/125*z^3 + 278/81*z + 1
*
[ 5/4 ] 
f(z) = -253/125*z^3 + 269/80*z + 1
*
[ -3/4 ] 
f(z) = -253/135*z^3 + 271/80*z + 1
*
[ -5/8 ] 
f(z) = -252/125*z^3 + 271/80*z + 1
*
[ 5/4 ] 
f(z) = -251/125*z^3 + 267/80*z + 1
*
[ -5/9 ] 
f(z) = -251/125*z^3 + 277/81*z + 1
*
-5/6 | 0.25800502397940720998869331048227113631 | 0.029176539207287964391100986792776863881
f(z) = -248/125*z^3 + 277/90*z + 1
*
[ 5/4 ] 
f(z) = -247/125*z^3 + 263/80*z + 1
*
[ -3/4 ] 
f(z) = -247/135*z^3 + 269/80*z + 1
*
[ -5/8 ] 
f(z) = -244/125*z^3 + 269/80*z + 1
*
[ 32/27 ] 
f(z) = -243/128*z^3 + 271/96*z + 1
*
[ -5/9 ] 
f(z) = -241/125*z^3 + 275/81*z + 1
*
[ -3/4 ] 
f(z) = -241/135*z^3 + 267/80*z + 1
*
-6/11 | 0.26411023707699078761827180355877664303 | 0.029782420856017391757502595754400330244
f(z) = -253/135*z^3 + 263/110*z + 1
*
4/3 | 0.10669943653368318759445943949436097235 | 0.012786426097700682844098054075523823445
f(z) = -255/128*z^3 + 263/120*z + 1
*
[ 10/11 ] 
f(z) = -253/120*z^3 + 271/165*z + 1
*
-32/35 | 0.18315991833084150555992675028088663115 | 0.025758366714468987609766309057462873165
f(z) = -245/128*z^3 + 271/160*z + 1
*
3/88 | 0.16448249633601337732227228423662060991 | 0.018368340729262551575093663445053835611
f(z) = -242/135*z^3 + 267/160*z + 1
*
[ 35/44 ] 
f(z) = -242/125*z^3 + 271/280*z + 1
*
[ -35/8 ] 
f(z) = -256/125*z^3 + 283/7*z + 1
*
[ -5/2 ] 
f(z) = -259/125*z^3 + 287/20*z + 1
*
-87/32 | 0.10031103055499211650014827447324329746 | 0.011201279333447671835307848495793212531
f(z) = -256/135*z^3 + 287/20*z + 1
*
[ -5/2 ] 
f(z) = -253/125*z^3 + 281/20*z + 1
*
[ -2 ] 
f(z) = -251/128*z^3 + 299/32*z + 1
*
[ -2 ] 
f(z) = -249/128*z^3 + 297/32*z + 1
*
[ -2 ] 
f(z) = -247/128*z^3 + 295/32*z + 1
*
[ -2 ] 
f(z) = -245/128*z^3 + 293/32*z + 1
*
[ -22/9 ] 
f(z) = -243/121*z^3 + 295/22*z + 1
*
[ 55/27 ] 
f(z) = -243/125*z^3 + 283/33*z + 1
*
[ -2 ] 
f(z) = -243/128*z^3 + 291/32*z + 1
*
[ -25/11 ] 
f(z) = -242/125*z^3 + 286/25*z + 1
*
[ -21/11 ] 
f(z) = -242/135*z^3 + 282/35*z + 1
*
[ -2 ] 
f(z) = -241/128*z^3 + 289/32*z + 1
*
[ -15/11 ] 
f(z) = -253/135*z^3 + 287/55*z + 1
*
-3/13 | 0.25070410759856598102776599479268486025 | 0.027984125314161393436618503042220869829
f(z) = -247/135*z^3 + 288/65*z + 1
*
[ -2/7 ] 
f(z) = -245/124*z^3 + 289/62*z + 1
*
[ -8/21 ] 
f(z) = -245/128*z^3 + 281/72*z + 1
*
[ -5/16 ] 
f(z) = -244/125*z^3 + 281/64*z + 1
*
[ -25/27 ] 
f(z) = -243/125*z^3 + 281/75*z + 1
*
[ -16/35 ] 
f(z) = -245/128*z^3 + 287/80*z + 1
*
-34/35 | 0.17027795286459521013105594201838365425 | 0.021905846937672549252425097476309758776
f(z) = -245/136*z^3 + 297/85*z + 1
*
[ -5/12 ] 
f(z) = -243/125*z^3 + 299/80*z + 1
*
-2/7 | 0.12784184042973574007777478392065300284 | 0.016564552488092480083400775861090613163
f(z) = -259/120*z^3 + 281/105*z + 1
*
-15/14 | 0.22630677735613288658093841014054647700 | 0.025155593901355928712382506486977425182
f(z) = -259/135*z^3 + 299/140*z + 1
*
[ 33/35 ] 
f(z) = -245/121*z^3 + 287/165*z + 1
*
[ 11/12 ] 
f(z) = -243/121*z^3 + 281/176*z + 1
*
-10/13 | 0.14897806082107192913934452254043419910 | 0.018450808780282397326085998175358666334
f(z) = -247/120*z^3 + 296/195*z + 1
*
-15/64 | 0.22746435358446157794479681352615764980 | 0.027346807907943035532241451514632009893
f(z) = -256/135*z^3 + 281/240*z + 1
*
[ 6/7 ] 
f(z) = -245/144*z^3 + 13/12*z + 1
*
[ 2/3 ] 
f(z) = -243/152*z^3 + 4/19*z + 1
*
[ 2/3 ] 
f(z) = -255/152*z^3 + 14/57*z + 1
*
[ 7/10 ] 
f(z) = -250/147*z^3 + 17/42*z + 1
*
[ 2/3 ] 
f(z) = -249/152*z^3 + 13/57*z + 1
*
[ 2/3 ] 
f(z) = -243/140*z^3 + 19/70*z + 1
*
[ 2/3 ] 
f(z) = -243/148*z^3 + 17/74*z + 1
*
[ 7/8 ] 
f(z) = -256/147*z^3 + 25/21*z + 1
*
[ 3/4 ] 
f(z) = -256/153*z^3 + 31/51*z + 1
*
[ 2/3 ] 
f(z) = -243/142*z^3 + 37/142*z + 1
*
[ 2/3 ] 
f(z) = -243/146*z^3 + 35/146*z + 1
*
[ 2/3 ] 
f(z) = -243/154*z^3 + 31/154*z + 1
*
[ 2/3 ] 
f(z) = -243/158*z^3 + 29/158*z + 1
*
[ 2/3 ] 
f(z) = -245/152*z^3 + 37/171*z + 1
*
[ 2/3 ] 
f(z) = -241/152*z^3 + 35/171*z + 1
*
[ -6/7 ] 
f(z) = -245/144*z^3 + 41/12*z + 1
*
-6/7 | 0.18072151150151062284782172863221290459 | 0.027996274588337317719214536789986718521
f(z) = -245/144*z^3 + 53/12*z + 1
*
-4/7 | 0.11714830405816328159400558886895681874 | 0.021294820125624210326763014142851667767
f(z) = -245/144*z^3 + 47/36*z + 1
*
[ 6/7 ] 
f(z) = -245/152*z^3 + 58/57*z + 1
*
-6/35 | 0.12190047092962753609245739064978872831 | 0.017143254165467099380841832201083387810
f(z) = -245/144*z^3 + 53/60*z + 1
*
[ 7/10 ] 
f(z) = -260/147*z^3 + 46/105*z + 1
*
[ 3/4 ] 
f(z) = -248/153*z^3 + 59/102*z + 1
*
[ 24/35 ] 
f(z) = -245/144*z^3 + 41/120*z + 1
*
[ 11/16 ] 
f(z) = -256/143*z^3 + 56/143*z + 1
*
[ 2/3 ] 
f(z) = -259/152*z^3 + 44/171*z + 1
*
[ 2/3 ] 
f(z) = -257/152*z^3 + 43/171*z + 1
*
[ 2/3 ] 
f(z) = -253/152*z^3 + 41/171*z + 1
*
[ 2/3 ] 
f(z) = -251/152*z^3 + 40/171*z + 1
*
4/35 | 0.10716458286745605317718110854378719266 | 0.015070898968828729387172378938982386612
f(z) = -245/144*z^3 + 49/180*z + 1
*
[ 2/3 ] 
f(z) = -255/148*z^3 + 59/222*z + 1
*
[ 2/3 ] 
f(z) = -249/148*z^3 + 55/222*z + 1
*
[ 12/7 ] 
f(z) = -245/144*z^3 + 65/12*z + 1
*
[ -12/7 ] 
f(z) = -245/144*z^3 + 79/12*z + 1
*
[ -2/3 ] 
f(z) = -243/152*z^3 + 61/19*z + 1
*
[ 21/16 ] 
f(z) = -256/147*z^3 + 68/21*z + 1
*
[ -7/8 ] 
f(z) = -256/147*z^3 + 73/21*z + 1
*
[ -7/16 ] 
f(z) = -256/147*z^3 + 76/21*z + 1
*
[ 7/5 ] 
f(z) = -250/147*z^3 + 76/21*z + 1
*
10/7 | 0.15901503690100985179661583372517132926 | 0.028149364857569386591845473286242843547
f(z) = -245/144*z^3 + 71/36*z + 1
*
[ -7/11 ] 
f(z) = -242/147*z^3 + 68/21*z + 1
*
[ 21/22 ] 
f(z) = -242/147*z^3 + 61/42*z + 1
*
-6/7 | 0.13518407013090160096398017809743313035 | 0.019011369322061538735469550428204961259
f(z) = -245/144*z^3 + 73/60*z + 1
*
[ 6/7 ] 
f(z) = -245/156*z^3 + 77/78*z + 1
*
-21/32 | 0.072283968853502965435089568711059033102 | 0.010428372340072101810800382720411228233
f(z) = -256/147*z^3 + 79/84*z + 1
*
[ 2/3 ] 
f(z) = -249/140*z^3 + 61/210*z + 1
*
[ 2/3 ] 
f(z) = -252/145*z^3 + 79/290*z + 1
*
[ 2/3 ] 
f(z) = -252/149*z^3 + 75/298*z + 1
*
[ 2/3 ] 
f(z) = -243/143*z^3 + 73/286*z + 1
*
[ 2/3 ] 
f(z) = -243/145*z^3 + 71/290*z + 1
*
[ 2/3 ] 
f(z) = -243/149*z^3 + 67/298*z + 1
*
[ -2/7 ] 
f(z) = -245/152*z^3 + 88/19*z + 1
*
-2/7 | 0.14765206791074836937559052845354089662 | 0.024856533865606630923980859059685111952
f(z) = -245/144*z^3 + 95/36*z + 1
*
[ 6/7 ] 
f(z) = -259/144*z^3 + 97/84*z + 1
*
[ 3/4 ] 
f(z) = -256/141*z^3 + 97/141*z + 1
*
[ 3/4 ] 
f(z) = -256/147*z^3 + 95/147*z + 1
*
[ 3/4 ] 
f(z) = -256/159*z^3 + 91/159*z + 1
*
[ 2/3 ] 
f(z) = -252/143*z^3 + 81/286*z + 1
*
-2 | 0.11694557865218488149852883112275845844 | 0.017051027154945147677189946910236671296
f(z) = -257/152*z^3 + 119/19*z + 1
*
-2 | 0.11680144235351732277969732882495803468 | 0.017050991400825593464687720194640360193
f(z) = -255/152*z^3 + 118/19*z + 1
*
-2 | 0.11665610566643162803831376270446991259 | 0.017050959099866288009557818440039460267
f(z) = -253/152*z^3 + 117/19*z + 1
*
-2 | 0.11650954719372904302428061832496991838 | 0.017050930209308677026043425839176880363
f(z) = -251/152*z^3 + 116/19*z + 1
*
-2 | 0.11636174492648193499985585485097908851 | 0.017050904676758018121400625153987974421
f(z) = -249/152*z^3 + 115/19*z + 1
*
-2 | 0.11606231776351350184879901019568622482 | 0.017050863422382980666319626961172742763
f(z) = -245/152*z^3 + 113/19*z + 1
*
[ -2/9 ] 
f(z) = -243/152*z^3 + 106/19*z + 1
*
-2 | 0.11591064556078736825023257795554105411 | 0.017050847538991928637642645773000723699
f(z) = -243/152*z^3 + 112/19*z + 1
*
-2 | 0.11575763489272599922933154454071666782 | 0.017050834688215538529960626780734682799
f(z) = -241/152*z^3 + 111/19*z + 1
*
[ -21/16 ] 
f(z) = -256/147*z^3 + 100/21*z + 1
*
[ -7/5 ] 
f(z) = -250/147*z^3 + 106/21*z + 1
*
[ -4/7 ] 
f(z) = -245/144*z^3 + 119/36*z + 1
*
10/9 | 0.19545915494003511974876349288829330157 | 0.027519770879122728395092507513505882455
f(z) = -243/152*z^3 + 102/95*z + 1
*
[ 21/25 ] 
f(z) = -250/147*z^3 + 106/105*z + 1
*
[ 6/7 ] 
f(z) = -245/153*z^3 + 103/102*z + 1
*
[ 7/9 ] 
f(z) = -243/140*z^3 + 107/140*z + 1
*
[ 7/9 ] 
f(z) = -243/154*z^3 + 103/154*z + 1
*
[ 5/7 ] 
f(z) = -259/150*z^3 + 101/210*z + 1
*
[ 3/4 ] 
f(z) = -244/153*z^3 + 115/204*z + 1
*
-10/27 | 0.17224487256509179578095226112378150061 | 0.026130673265681219632120522475476315354
f(z) = -243/140*z^3 + 113/210*z + 1
*
-2 | 0.11708853537150750084923218027044828190 | 0.017051066396181390586741435075813949521
f(z) = -259/152*z^3 + 120/19*z + 1
*
[ 2 ] 
f(z) = -259/152*z^3 + 139/19*z + 1
*
[ 2 ] 
f(z) = -257/152*z^3 + 138/19*z + 1
*
[ 2 ] 
f(z) = -255/152*z^3 + 137/19*z + 1
*
[ 2 ] 
f(z) = -253/152*z^3 + 136/19*z + 1
*
[ 2 ] 
f(z) = -251/152*z^3 + 135/19*z + 1
*
[ 2 ] 
f(z) = -249/152*z^3 + 134/19*z + 1
*
[ 2 ] 
f(z) = -245/152*z^3 + 132/19*z + 1
*
[ 2 ] 
f(z) = -243/152*z^3 + 131/19*z + 1
*
[ 2 ] 
f(z) = -241/152*z^3 + 130/19*z + 1
*
[ 7/4 ] 
f(z) = -256/147*z^3 + 121/21*z + 1
*
[ 21/11 ] 
f(z) = -242/147*z^3 + 136/21*z + 1
*
[ -7/10 ] 
f(z) = -250/147*z^3 + 137/42*z + 1
*
[ 14/11 ] 
f(z) = -242/147*z^3 + 121/42*z + 1
*
-6/7 | 0.18305411349223659855533077688316604305 | 0.024820035942080177446926331341632857230
f(z) = -245/144*z^3 + 133/60*z + 1
*
-6/5 | 0.19663933664161172953007418864197579746 | 0.026555343971613277631178832290759572210
f(z) = -245/144*z^3 + 137/60*z + 1
*
-6/7 | 0.21005865249996088423456681719405805729 | 0.027997598556597760784518306730090193466
f(z) = -259/144*z^3 + 125/84*z + 1
*
[ 13/16 ] 
f(z) = -256/143*z^3 + 136/143*z + 1
*
[ 9/11 ] 
f(z) = -242/153*z^3 + 128/153*z + 1
*
[ 3/4 ] 
f(z) = -260/153*z^3 + 127/204*z + 1
*
7/10 | 0.22614873253852595598987655054872024335 | 0.028904320376533089213945454907632423020
f(z) = -250/147*z^3 + 127/210*z + 1
*
[ -2 ] 
f(z) = -259/152*z^3 + 158/19*z + 1
*
[ -2 ] 
f(z) = -257/152*z^3 + 157/19*z + 1
*
[ -2 ] 
f(z) = -255/152*z^3 + 156/19*z + 1
*
[ -2 ] 
f(z) = -253/152*z^3 + 155/19*z + 1
*
[ -2 ] 
f(z) = -251/152*z^3 + 154/19*z + 1
*
[ -2 ] 
f(z) = -249/152*z^3 + 153/19*z + 1
*
[ -2 ] 
f(z) = -245/152*z^3 + 151/19*z + 1
*
[ -2 ] 
f(z) = -243/152*z^3 + 150/19*z + 1
*
[ -2 ] 
f(z) = -241/152*z^3 + 149/19*z + 1
*
[ -7/4 ] 
f(z) = -256/147*z^3 + 145/21*z + 1
*
[ -21/11 ] 
f(z) = -242/147*z^3 + 158/21*z + 1
*
38/27 | 0.20564083340322666469827962865432450241 | 0.029200862955926212964597903763162071571
f(z) = -243/152*z^3 + 143/57*z + 1
*
[ -21/22 ] 
f(z) = -242/147*z^3 + 149/42*z + 1
*
[ 6/5 ] 
f(z) = -245/144*z^3 + 157/60*z + 1
*
[ 10/9 ] 
f(z) = -243/140*z^3 + 157/70*z + 1
*
[ 5/6 ] 
f(z) = -252/145*z^3 + 146/145*z + 1
*
[ 5/6 ] 
f(z) = -252/155*z^3 + 144/155*z + 1
*
-4/9 | 0.19596537123876280803559972989873885448 | 0.029729227993668757021643989971911217069
f(z) = -243/154*z^3 + 149/231*z + 1
*
[ -2/7 ] 
f(z) = -245/144*z^3 + 167/36*z + 1
*
[ -3/4 ] 
f(z) = -256/153*z^3 + 167/51*z + 1
*
[ -3/5 ] 
f(z) = -250/153*z^3 + 166/51*z + 1
*
[ -3/7 ] 
f(z) = -245/144*z^3 + 175/48*z + 1
*
[ 8/7 ] 
f(z) = -245/144*z^3 + 169/72*z + 1
*
-38/35 | 0.20324586882301554473057307744008023391 | 0.028100838921651099852345595849799864253
f(z) = -245/152*z^3 + 173/95*z + 1
*
-6/11 | 0.23042046879228371312924776812549698696 | 0.029052098836500908007500345745143838557
f(z) = -253/144*z^3 + 179/132*z + 1
*
[ 8/9 ] 
f(z) = -243/152*z^3 + 173/152*z + 1
*
3/8 | 0.20324051756454543711344227391923454536 | 0.029321408679807596498596801854334940086
f(z) = -256/153*z^3 + 167/204*z + 1
*
[ -3/8 ] 
f(z) = -256/153*z^3 + 199/51*z + 1
*
[ -2/3 ] 
f(z) = -255/152*z^3 + 185/57*z + 1
*
[ -2/3 ] 
f(z) = -249/152*z^3 + 184/57*z + 1
*
[ -6/7 ] 
f(z) = -245/152*z^3 + 191/57*z + 1
*
[ -3/7 ] 
f(z) = -245/153*z^3 + 185/51*z + 1
*
[ 38/27 ] 
f(z) = -243/152*z^3 + 197/57*z + 1
*
[ -7/22 ] 
f(z) = -242/147*z^3 + 181/42*z + 1
*
[ -14/11 ] 
f(z) = -242/147*z^3 + 187/42*z + 1
*
6/35 | 0.15338863349356628650362300202262211643 | 0.019798220878959006457553536576857147418
f(z) = -245/144*z^3 + 193/60*z + 1
*
-6/7 | 0.14175025235565774106991837225017056645 | 0.024059540471085325169522288489239916751
f(z) = -245/156*z^3 + 181/78*z + 1
*
[ 38/35 ] 
f(z) = -245/152*z^3 + 188/95*z + 1
*
[ 10/9 ] 
f(z) = -243/152*z^3 + 197/95*z + 1
*
-5/9 | 0.15784510286929965989455147654224795856 | 0.028735360872516982892368639663226344464
f(z) = -243/140*z^3 + 187/140*z + 1
*
-7/9 | 0.15331127669669013849707292603094219688 | 0.027909987586713661904726661121532663619
f(z) = -243/154*z^3 + 191/154*z + 1
*
[ 7/8 ] 
f(z) = -248/147*z^3 + 193/168*z + 1
*
[ 3/4 ] 
f(z) = -248/141*z^3 + 185/282*z + 1
*
[ 3/4 ] 
f(z) = -248/147*z^3 + 181/294*z + 1
*
[ 3/2 ] 
f(z) = -260/153*z^3 + 212/51*z + 1
*
[ 3/2 ] 
f(z) = -256/153*z^3 + 209/51*z + 1
*
[ 3/2 ] 
f(z) = -248/153*z^3 + 203/51*z + 1
*
[ 3/2 ] 
f(z) = -244/153*z^3 + 200/51*z + 1
*
12/7 | 0.21357473432137267570602599845321618045 | 0.027155760554361661994212548102076679152
f(z) = -245/144*z^3 + 217/60*z + 1
*
[ 12/13 ] 
f(z) = -247/144*z^3 + 215/156*z + 1
*
-18/35 | 0.18878788518492441666550867878742115303 | 0.026549845742224884977983708605172752705
f(z) = -245/144*z^3 + 211/180*z + 1
*
-2 | 0.10337708692727279530226892199064214767 | 0.015063490252318698180298132210151132447
f(z) = -257/144*z^3 + 239/36*z + 1
*
-2 | 0.10308843364383405429746402153985237847 | 0.015058463706954523983133701395577413083
f(z) = -253/144*z^3 + 235/36*z + 1
*
-2 | 0.10294230719945733046205175890478211713 | 0.015055915806577720777884287509338761080
f(z) = -251/144*z^3 + 233/36*z + 1
*
-2 | 0.10264634775174640548798790467599987933 | 0.015050748013366532254707346006600056945
f(z) = -247/144*z^3 + 229/36*z + 1
*
-2 | 0.10249647013858647732885050334639153864 | 0.015048126956154580584502962526777979797
f(z) = -245/144*z^3 + 227/36*z + 1
*
-2 | 0.10219280274034805597056386171177380713 | 0.015042807419065983002978447370137342175
f(z) = -241/144*z^3 + 223/36*z + 1
*
[ 7/4 ] 
f(z) = -248/147*z^3 + 235/42*z + 1
*
-26/27 | 0.21419876147351355128645696566595526866 | 0.028543121688796102731788482544014460526
f(z) = -243/152*z^3 + 227/57*z + 1
*
-10/9 | 0.17641703580270360619337220492721118190 | 0.023387331691984148157943196122259043891
f(z) = -243/152*z^3 + 236/57*z + 1
*
21/11 | 0.086216346660649746416445475462045219410 | 0.011725198711590881207910098152680398977
f(z) = -242/147*z^3 + 223/42*z + 1
*
[ -2/3 ] 
f(z) = -243/140*z^3 + 229/70*z + 1
*
[ -2/3 ] 
f(z) = -243/148*z^3 + 239/74*z + 1
*
[ 4/3 ] 
f(z) = -243/152*z^3 + 235/76*z + 1
*
-6/11 | 0.19080823755336372207774637659235822606 | 0.029094614601520839988708307778581276799
f(z) = -242/153*z^3 + 235/102*z + 1
*
-6/13 | 0.17556049446698058267869922257341707982 | 0.021743021052425439882551387692198145363
f(z) = -247/144*z^3 + 239/156*z + 1
*
-4/9 | 0.11397159033547358163977108301338069584 | 0.020748282448878441585438245058319429335
f(z) = -243/140*z^3 + 223/140*z + 1
*
-8/9 | 0.077298828397060195518290430355573048168 | 0.014072085155860137833164995431727264413
f(z) = -243/140*z^3 + 227/140*z + 1
*
26/27 | 0.19053534674895660781652038786761487499 | 0.028905457778307759858999419390889056585
f(z) = -243/140*z^3 + 233/210*z + 1
*
[ 6/7 ] 
f(z) = -245/148*z^3 + 233/222*z + 1
*
-2 | 0.10351965481596866612032180154492886869 | 0.015065969927828789558169572382597120893
f(z) = -259/144*z^3 + 241/36*z + 1
*
[ 2 ] 
f(z) = -241/144*z^3 + 259/36*z + 1
*
[ -3/11 ] 
f(z) = -242/153*z^3 + 244/51*z + 1
*
[ -12/35 ] 
f(z) = -245/144*z^3 + 247/60*z + 1
*
[ -6/5 ] 
f(z) = -245/144*z^3 + 257/60*z + 1
*
[ -4/7 ] 
f(z) = -245/152*z^3 + 249/76*z + 1
*
[ -6/7 ] 
f(z) = -245/156*z^3 + 259/78*z + 1
*
[ 6/5 ] 
f(z) = -250/153*z^3 + 257/102*z + 1
*
-12/13 | 0.18438875150104843720193441259594109353 | 0.022836393334901340805771323026215636792
f(z) = -247/144*z^3 + 241/156*z + 1
*
-7/8 | 0.21748224846981652774436655512736917747 | 0.028642955855307691249464118785316326771
f(z) = -248/147*z^3 + 241/168*z + 1
*
-4/5 | 0.14393388015982919846399454672953579154 | 0.020241883167344820112926162852193093488
f(z) = -245/144*z^3 + 241/180*z + 1
*
-18/35 | 0.16479299060189564037430466358347508987 | 0.023175366764634040329570436583946632953
f(z) = -245/144*z^3 + 251/180*z + 1
*
-7/50 | 0.16459323246947243916802868861307013857 | 0.021036843628103709962427166069517095629
f(z) = -250/147*z^3 + 247/210*z + 1
*
-7/25 | 0.16152758800700657055622719707191043601 | 0.020645020208582388243318775862071680511
f(z) = -250/147*z^3 + 253/210*z + 1
*
[ 21/26 ] 
f(z) = -260/147*z^3 + 250/273*z + 1
*
[ 2 ] 
f(z) = -259/144*z^3 + 277/36*z + 1
*
[ 2 ] 
f(z) = -257/144*z^3 + 275/36*z + 1
*
[ 21/8 ] 
f(z) = -256/147*z^3 + 265/21*z + 1
*
[ 2 ] 
f(z) = -253/144*z^3 + 271/36*z + 1
*
[ 2 ] 
f(z) = -251/144*z^3 + 269/36*z + 1
*
[ 2 ] 
f(z) = -247/144*z^3 + 265/36*z + 1
*
[ 2 ] 
f(z) = -245/144*z^3 + 263/36*z + 1
*
[ -3/2 ] 
f(z) = -256/153*z^3 + 277/51*z + 1
*
[ -3/2 ] 
f(z) = -248/153*z^3 + 271/51*z + 1
*
[ -3/2 ] 
f(z) = -244/153*z^3 + 268/51*z + 1
*
[ -38/27 ] 
f(z) = -243/152*z^3 + 278/57*z + 1
*
-12/35 | 0.18468359836876321101865681240072416673 | 0.022775351552976700240870321495187585940
f(z) = -245/144*z^3 + 277/60*z + 1
*
-14/9 | 0.13067333772383095420767990316184545483 | 0.020781850684705728278785511940877405397
f(z) = -243/140*z^3 + 269/70*z + 1
*
[ -4/9 ] 
f(z) = -243/152*z^3 + 271/76*z + 1
*
-7/8 | 0.22197577769640005928979255796608960297 | 0.029408442731283156470774635505548433003
f(z) = -256/147*z^3 + 271/84*z + 1
*
[ -21/32 ] 
f(z) = -256/147*z^3 + 275/84*z + 1
*
-12/11 | 0.22861741358450426375492471942676289307 | 0.028348136245354629986939556143922157787
f(z) = -253/144*z^3 + 265/132*z + 1
*
2/35 | 0.18324832696407615335839224631323073534 | 0.025770799904090035776996602348139575963
f(z) = -245/144*z^3 + 271/180*z + 1
*
-5/7 | 0.22083597773545743840207537128150549174 | 0.029434050813461491428608428601317995935
f(z) = -259/150*z^3 + 269/210*z + 1
*
2/9 | 0.16368059128787003732106761986000203347 | 0.024831415804615713531307644005437748908
f(z) = -243/140*z^3 + 263/210*z + 1
*
[ -21/8 ] 
f(z) = -256/147*z^3 + 281/21*z + 1
*
[ -2 ] 
f(z) = -245/144*z^3 + 299/36*z + 1
*
[ -2 ] 
f(z) = -241/144*z^3 + 295/36*z + 1
*
[ -3/2 ] 
f(z) = -260/153*z^3 + 280/51*z + 1
*
[ -7/4 ] 
f(z) = -248/147*z^3 + 283/42*z + 1
*
-6/35 | 0.17653195863644912654472250858993888038 | 0.021620360689834135876238900165449420536
f(z) = -245/144*z^3 + 293/60*z + 1
*
[ -8/7 ] 
f(z) = -245/144*z^3 + 295/72*z + 1
*
[ -10/9 ] 
f(z) = -243/140*z^3 + 283/70*z + 1
*
[ -6/7 ] 
f(z) = -259/144*z^3 + 293/84*z + 1
*
7/32 | 0.22410419478513596718686522725011694262 | 0.029360350633680141902459063134725431291
f(z) = -256/147*z^3 + 295/84*z + 1
*
[ 12/11 ] 
f(z) = -253/144*z^3 + 287/132*z + 1
*
[ 17/16 ] 
f(z) = -256/153*z^3 + 298/153*z + 1
*
7/44 | 0.078096225961193519544497005089654914689 | 0.010231546890883265829029923537464447246
f(z) = -242/147*z^3 + 295/168*z + 1
*
-14/27 | 0.18784704305873153469282514225350221409 | 0.028497624532986335924944420865556700853
f(z) = -243/140*z^3 + 293/210*z + 1
*
-12/19 | 0.20913456629984802242741054615745869996 | 0.024738447863622509145225365794303296025
f(z) = -247/144*z^3 + 289/228*z + 1
*
[ 13/16 ] 
f(z) = -256/169*z^3 + 10/13*z + 1
*
[ 6/7 ] 
f(z) = -245/162*z^3 + 17/18*z + 1
*
[ 2/3 ] 
f(z) = -243/160*z^3 + 7/40*z + 1
*
[ 13/18 ] 
f(z) = -243/169*z^3 + 19/52*z + 1
*
[ 2/3 ] 
f(z) = -243/176*z^3 + 5/44*z + 1
*
[ 2/3 ] 
f(z) = -243/164*z^3 + 13/82*z + 1
*
[ 2/3 ] 
f(z) = -243/172*z^3 + 11/86*z + 1
*
[ 2/3 ] 
f(z) = -255/176*z^3 + 19/132*z + 1
*
[ 2/3 ] 
f(z) = -249/176*z^3 + 17/132*z + 1
*
[ 2/3 ] 
f(z) = -243/178*z^3 + 19/178*z + 1
*
[ 13/11 ] 
f(z) = -242/169*z^3 + 28/13*z + 1
*
[ 3/4 ] 
f(z) = -256/171*z^3 + 29/57*z + 1
*
-18/35 | 0.19702587001847562201693840719790834682 | 0.027708379968842929780658304509365432756
f(z) = -245/162*z^3 + 23/45*z + 1
*
3/14 | 0.17123110034429733206484455181291368139 | 0.024860950034521966195899020053685361217
f(z) = -245/162*z^3 + 29/72*z + 1
*
[ 20/27 ] 
f(z) = -243/160*z^3 + 29/60*z + 1
*
[ 2/3 ] 
f(z) = -249/160*z^3 + 23/120*z + 1
*
2/9 | 0.18456167325780779471949155312362520027 | 0.027999212455190337291374021022706803858
f(z) = -243/176*z^3 + 31/132*z + 1
*
5/8 | 0.13432130454173098193316760951302377248 | 0.024223084993511435651969727724850108205
f(z) = -256/165*z^3 + 34/165*z + 1
*
[ 2/3 ] 
f(z) = -243/166*z^3 + 25/166*z + 1
*
[ 2/3 ] 
f(z) = -243/170*z^3 + 23/170*z + 1
*
[ 2/3 ] 
f(z) = -257/168*z^3 + 34/189*z + 1
*
[ 2/3 ] 
f(z) = -253/168*z^3 + 32/189*z + 1
*
[ 2/3 ] 
f(z) = -251/168*z^3 + 31/189*z + 1
*
[ 2/3 ] 
f(z) = -247/168*z^3 + 29/189*z + 1
*
[ 2/3 ] 
f(z) = -241/168*z^3 + 26/189*z + 1
*
[ 15/22 ] 
f(z) = -242/175*z^3 + 37/210*z + 1
*
[ 2/3 ] 
f(z) = -249/172*z^3 + 37/258*z + 1
*
[ -13/16 ] 
f(z) = -256/169*z^3 + 42/13*z + 1
*
[ 13/8 ] 
f(z) = -256/169*z^3 + 57/13*z + 1
*
[ 9/7 ] 
f(z) = -245/162*z^3 + 49/18*z + 1
*
-9/7 | 0.16360970852982395537450616979189835829 | 0.026527648328388717769937034917583310649
f(z) = -245/162*z^3 + 53/18*z + 1
*
[ -6/7 ] 
f(z) = -245/162*z^3 + 59/18*z + 1
*
[ 13/9 ] 
f(z) = -243/169*z^3 + 43/13*z + 1
*
[ -13/11 ] 
f(z) = -242/169*z^3 + 50/13*z + 1
*
[ 4/3 ] 
f(z) = -243/160*z^3 + 59/20*z + 1
*
36/35 | 0.20895893866905914243622446228186669474 | 0.029386565682899923528280069358195506142
f(z) = -245/162*z^3 + 47/45*z + 1
*
[ 8/9 ] 
f(z) = -243/160*z^3 + 43/40*z + 1
*
-8/9 | 0.12190686412836166901082923807863409305 | 0.022192881944940574244478585935463332245
f(z) = -243/160*z^3 + 53/40*z + 1
*
-2/3 | 0.13342855058933162613751500300587719174 | 0.024290380139674613623575090213573497579
f(z) = -243/176*z^3 + 49/44*z + 1
*
-4/9 | 0.068313042791017789138086826890935312618 | 0.010363535206437013638377168319305924217
f(z) = -243/160*z^3 + 53/60*z + 1
*
[ 13/18 ] 
f(z) = -252/169*z^3 + 46/117*z + 1
*
[ 3/4 ] 
f(z) = -248/171*z^3 + 55/114*z + 1
*
[ 26/35 ] 
f(z) = -245/169*z^3 + 59/130*z + 1
*
[ 11/16 ] 
f(z) = -256/165*z^3 + 46/165*z + 1
*
[ 2/3 ] 
f(z) = -255/164*z^3 + 47/246*z + 1
*
[ 2/3 ] 
f(z) = -255/172*z^3 + 41/258*z + 1
*
[ 2/3 ] 
f(z) = -249/164*z^3 + 43/246*z + 1
*
[ -13/8 ] 
f(z) = -256/169*z^3 + 73/13*z + 1
*
[ 13/7 ] 
f(z) = -245/169*z^3 + 71/13*z + 1
*
[ -13/9 ] 
f(z) = -243/169*z^3 + 61/13*z + 1
*
[ 13/10 ] 
f(z) = -250/169*z^3 + 71/26*z + 1
*
[ -4/9 ] 
f(z) = -243/160*z^3 + 71/20*z + 1
*
24/35 | 0.19999331491232640928122739253713620339 | 0.028125701260954012033134484400194707673
f(z) = -245/162*z^3 + 62/45*z + 1
*
[ 13/14 ] 
f(z) = -245/169*z^3 + 61/52*z + 1
*
-10/9 | 0.12578860786821835424391661032482581482 | 0.022267513103257437201334658360200894649
f(z) = -243/160*z^3 + 71/40*z + 1
*
[ 10/9 ] 
f(z) = -243/160*z^3 + 79/40*z + 1
*
20/27 | 0.074116183549801506616939690523353004075 | 0.011243909599150675192938210222208150552
f(z) = -243/160*z^3 + 77/60*z + 1
*
[ 10/11 ] 
f(z) = -242/175*z^3 + 73/70*z + 1
*
36/35 | 0.17079969987700975829041842454784065695 | 0.024020109553698379502087728469709934073
f(z) = -245/162*z^3 + 79/90*z + 1
*
5/27 | 0.095644184702287297301979100183251018679 | 0.014509848119127396896487682476665859601
f(z) = -243/175*z^3 + 68/105*z + 1
*
20/27 | 0.13511907601622047498053946764238352463 | 0.020498447209256229671535106997598535814
f(z) = -243/176*z^3 + 67/132*z + 1
*
[ 9/13 ] 
f(z) = -247/162*z^3 + 67/234*z + 1
*
22/35 | 0.13381998965094209924449779728794326208 | 0.018819534309515951520076298838664597911
f(z) = -245/176*z^3 + 71/220*z + 1
*
[ 13/6 ] 
f(z) = -252/169*z^3 + 98/13*z + 1
*
[ -13/7 ] 
f(z) = -245/169*z^3 + 85/13*z + 1
*
[ 5/4 ] 
f(z) = -256/175*z^3 + 87/35*z + 1
*
[ -4/3 ] 
f(z) = -243/160*z^3 + 89/20*z + 1
*
[ -13/22 ] 
f(z) = -242/169*z^3 + 83/26*z + 1
*
[ 13/12 ] 
f(z) = -252/169*z^3 + 95/52*z + 1
*
-10/9 | 0.16815699233308091570301854000662887852 | 0.028733966897803092183235436945052692606
f(z) = -243/160*z^3 + 87/40*z + 1
*
-4/3 | 0.16394682638153210457591675036352126609 | 0.027503217501209837377518379562160286895
f(z) = -243/176*z^3 + 97/44*z + 1
*
28/27 | 0.15811265979649273336521367657625341716 | 0.023986724195511965116204172362642049510
f(z) = -243/160*z^3 + 83/60*z + 1
*
[ 8/9 ] 
f(z) = -243/176*z^3 + 85/88*z + 1
*
5/32 | 0.18283166934145791925019401650371297875 | 0.026377034267637207022206093515613587865
f(z) = -256/175*z^3 + 89/140*z + 1
*
[ 3/4 ] 
f(z) = -256/165*z^3 + 89/165*z + 1
*
[ 3/4 ] 
f(z) = -256/177*z^3 + 85/177*z + 1
*
[ 7/9 ] 
f(z) = -243/175*z^3 + 97/175*z + 1
*
[ -13/6 ] 
f(z) = -252/169*z^3 + 110/13*z + 1
*
-2 | 0.096602427068369171454151631665689672675 | 0.014102284355840765017230240402031324107
f(z) = -257/168*z^3 + 118/21*z + 1
*
[ -5/8 ] 
f(z) = -256/175*z^3 + 111/35*z + 1
*
-2 | 0.096312005565077682899963616208462410963 | 0.014095061947825319582786348774718394461
f(z) = -253/168*z^3 + 116/21*z + 1
*
-2 | 0.096164403453790295326409426238929074548 | 0.014091315643503319036447712025216388691
f(z) = -251/168*z^3 + 115/21*z + 1
*
[ -13/10 ] 
f(z) = -250/169*z^3 + 111/26*z + 1
*
-2 | 0.095864298919249847623853981386942636436 | 0.014083546662278399121033039955161861458
f(z) = -247/168*z^3 + 113/21*z + 1
*
[ -5/9 ] 
f(z) = -243/175*z^3 + 113/35*z + 1
*
-2 | 0.095406684559829196263686099179708596294 | 0.014071944465124307536696259993615748472
f(z) = -241/168*z^3 + 110/21*z + 1
*
-2/7 | 0.14040006364593241811200104376414029778 | 0.022899180757187796043982128053190817575
f(z) = -245/176*z^3 + 115/44*z + 1
*
-10/9 | 0.11127190587725693451926123201113931267 | 0.018480563754876993384698762011263820981
f(z) = -243/160*z^3 + 103/40*z + 1
*
[ 4/3 ] 
f(z) = -243/176*z^3 + 119/44*z + 1
*
15/14 | 0.13407064229296414174709490426745483232 | 0.019465643404963700925900598291092303521
f(z) = -245/162*z^3 + 101/72*z + 1
*
-4/27 | 0.17824933746400002155368767998735001037 | 0.026398430088614427337194919089969629582
f(z) = -243/160*z^3 + 107/60*z + 1
*
-28/27 | 0.13408697694109470982137747852414469726 | 0.019698889136449465583242824041823332852
f(z) = -243/160*z^3 + 113/60*z + 1
*
[ 26/27 ] 
f(z) = -243/169*z^3 + 101/78*z + 1
*
5/11 | 0.18521643752194906116427672196201878433 | 0.029311184071181620446628174778596258847
f(z) = -242/175*z^3 + 111/70*z + 1
*
5/22 | 0.068685745722520814959335022963142364038 | 0.010779963903852884892962446712100614501
f(z) = -242/175*z^3 + 117/70*z + 1
*
[ 13/14 ] 
f(z) = -252/169*z^3 + 110/91*z + 1
*
39/35 | 0.11174703277122398108515239856119635609 | 0.015715343594856179231890893403445746051
f(z) = -245/162*z^3 + 109/90*z + 1
*
-36/35 | 0.17407709566717822731999855303433659506 | 0.024481020234380863186078689790870067612
f(z) = -245/162*z^3 + 119/90*z + 1
*
[ 13/15 ] 
f(z) = -250/169*z^3 + 112/117*z + 1
*
[ 6/7 ] 
f(z) = -245/171*z^3 + 101/114*z + 1
*
10/27 | 0.16771493096359519749106623882929471237 | 0.025443451509012719489499585606804487490
f(z) = -243/175*z^3 + 104/105*z + 1
*
[ 6/7 ] 
f(z) = -245/176*z^3 + 113/132*z + 1
*
[ 5/6 ] 
f(z) = -243/175*z^3 + 107/140*z + 1
*
[ 7/9 ] 
f(z) = -243/161*z^3 + 101/161*z + 1
*
-12/35 | 0.22670762392863049860994128470444221427 | 0.029050765771504720333015157698022254211
f(z) = -245/162*z^3 + 107/180*z + 1
*
[ 3/4 ] 
f(z) = -260/171*z^3 + 119/228*z + 1
*
[ 3/4 ] 
f(z) = -244/171*z^3 + 107/228*z + 1
*
[ 13/5 ] 
f(z) = -250/169*z^3 + 138/13*z + 1
*
[ 2 ] 
f(z) = -257/168*z^3 + 139/21*z + 1
*
[ 2 ] 
f(z) = -253/168*z^3 + 137/21*z + 1
*
[ 2 ] 
f(z) = -251/168*z^3 + 136/21*z + 1
*
[ 2 ] 
f(z) = -247/168*z^3 + 134/21*z + 1
*
-20/9 | 0.15351994119815700533093783186512409087 | 0.021887908650952791535301638368089690459
f(z) = -243/160*z^3 + 139/20*z + 1
*
[ -13/27 ] 
f(z) = -243/169*z^3 + 133/39*z + 1
*
[ -5/11 ] 
f(z) = -242/175*z^3 + 122/35*z + 1
*
[ 2 ] 
f(z) = -241/168*z^3 + 131/21*z + 1
*
-12/35 | 0.23221197044887199429203058832442629932 | 0.029992238816141018619571617376202388344
f(z) = -245/162*z^3 + 128/45*z + 1
*
[ -2/3 ] 
f(z) = -243/160*z^3 + 127/40*z + 1
*
[ -8/9 ] 
f(z) = -243/160*z^3 + 133/40*z + 1
*
[ -2/3 ] 
f(z) = -243/176*z^3 + 137/44*z + 1
*
-3/14 | 0.081735643265173752480733158112663236767 | 0.011634075512031312892083162004209192285
f(z) = -245/162*z^3 + 125/72*z + 1
*
4/27 | 0.14966779960498829901886283607411343934 | 0.021382878416006695093631059375090311038
f(z) = -243/160*z^3 + 137/60*z + 1
*
[ 10/9 ] 
f(z) = -243/175*z^3 + 127/70*z + 1
*
6/7 | 0.091343981166324294299006266166458492496 | 0.012845997014432714491177883176427403005
f(z) = -245/162*z^3 + 121/90*z + 1
*
-24/35 | 0.11680038406528959164674531797644223634 | 0.016377639056651974134649003872093817723
f(z) = -245/162*z^3 + 139/90*z + 1
*
[ 15/16 ] 
f(z) = -256/175*z^3 + 128/105*z + 1
*
20/27 | 0.19178195503439155155630719633715599833 | 0.029094576405247911684258927196077148936
f(z) = -243/175*z^3 + 122/105*z + 1
*
[ 6/7 ] 
f(z) = -259/162*z^3 + 127/126*z + 1
*
[ 9/11 ] 
f(z) = -242/171*z^3 + 124/171*z + 1
*
[ 13/17 ] 
f(z) = -255/169*z^3 + 127/221*z + 1
*
[ -13/5 ] 
f(z) = -250/169*z^3 + 148/13*z + 1
*
[ -5/4 ] 
f(z) = -256/175*z^3 + 143/35*z + 1
*
[ -5/16 ] 
f(z) = -256/175*z^3 + 152/35*z + 1
*
[ -2 ] 
f(z) = -253/168*z^3 + 158/21*z + 1
*
[ -2 ] 
f(z) = -251/168*z^3 + 157/21*z + 1
*
[ -2 ] 
f(z) = -247/168*z^3 + 155/21*z + 1
*
[ 5/3 ] 
f(z) = -243/175*z^3 + 149/35*z + 1
*
[ -2 ] 
f(z) = -241/168*z^3 + 152/21*z + 1
*
[ -4/7 ] 
f(z) = -245/176*z^3 + 141/44*z + 1
*
10/7 | 0.13669572346380951769626834863631096005 | 0.021436659367836964793910414912928939060
f(z) = -245/176*z^3 + 147/44*z + 1
*
[ -10/9 ] 
f(z) = -243/160*z^3 + 151/40*z + 1
*
[ -4/9 ] 
f(z) = -243/176*z^3 + 155/44*z + 1
*
-2/9 | 0.18473706017560742989293441354135778901 | 0.028674568633210448317532466025013131535
f(z) = -243/176*z^3 + 157/44*z + 1
*
-3/11 | 0.17663039859610047331257856540422270486 | 0.028668147227271970908592688453412255994
f(z) = -242/171*z^3 + 158/57*z + 1
*
-15/14 | 0.18399851122547276213287131226873621311 | 0.025551193577789666187121354134709766131
f(z) = -245/162*z^3 + 149/72*z + 1
*
-2/3 | 0.13402511924974580170150700507905412767 | 0.020184883362872709343252183773076285241
f(z) = -255/176*z^3 + 151/132*z + 1
*
-2/3 | 0.18708024989978184323055185715878861804 | 0.028276663645965303912722267109030795754
f(z) = -249/160*z^3 + 143/120*z + 1
*
-2/3 | 0.13322074197022769368954216074128643634 | 0.020135947612727955818728392924997622241
f(z) = -249/176*z^3 + 149/132*z + 1
*
2/9 | 0.19141124708104191943625468010943091789 | 0.029038337585121013874990411499273003884
f(z) = -243/160*z^3 + 149/120*z + 1
*
10/9 | 0.13617973025489376575896788385487308664 | 0.020659355391577638538789353810147660153
f(z) = -243/160*z^3 + 157/120*z + 1
*
-22/27 | 0.18466586321405289439308172783231793793 | 0.028015018752722807883673193234782753328
f(z) = -243/176*z^3 + 151/132*z + 1
*
[ 6/7 ] 
f(z) = -245/174*z^3 + 151/174*z + 1
*
[ 4/5 ] 
f(z) = -255/176*z^3 + 149/220*z + 1
*
[ 4/5 ] 
f(z) = -245/176*z^3 + 141/220*z + 1
*
[ 26/33 ] 
f(z) = -242/169*z^3 + 145/234*z + 1
*
[ 3/4 ] 
f(z) = -253/162*z^3 + 157/288*z + 1
*
[ 3/4 ] 
f(z) = -251/162*z^3 + 155/288*z + 1
*
[ 3/4 ] 
f(z) = -247/162*z^3 + 151/288*z + 1
*
[ 3/4 ] 
f(z) = -245/162*z^3 + 149/288*z + 1
*
[ 3/4 ] 
f(z) = -241/162*z^3 + 145/288*z + 1
*
[ -2 ] 
f(z) = -257/168*z^3 + 160/21*z + 1
*
[ 12/7 ] 
f(z) = -245/162*z^3 + 175/36*z + 1
*
[ 20/9 ] 
f(z) = -243/160*z^3 + 161/20*z + 1
*
[ -20/9 ] 
f(z) = -243/160*z^3 + 179/20*z + 1
*
[ -13/14 ] 
f(z) = -245/169*z^3 + 173/52*z + 1
*
-10/9 | 0.10123735540211797665928066127270318389 | 0.015564709419550689066829636876338220087
f(z) = -243/160*z^3 + 167/40*z + 1
*
[ -13/18 ] 
f(z) = -243/169*z^3 + 163/52*z + 1
*
[ 5/4 ] 
f(z) = -248/175*z^3 + 169/70*z + 1
*
35/22 | 0.17495370768158035031682151519718338284 | 0.025914839006135400022036957086320742172
f(z) = -242/175*z^3 + 171/70*z + 1
*
[ 8/7 ] 
f(z) = -245/176*z^3 + 171/88*z + 1
*
-4/7 | 0.21216781259708279977502466993637361544 | 0.028278717267910188782024277674727361031
f(z) = -259/160*z^3 + 179/140*z + 1
*
[ 7/8 ] 
f(z) = -256/161*z^3 + 173/161*z + 1
*
[ 7/8 ] 
f(z) = -256/175*z^3 + 171/175*z + 1
*
[ 9/11 ] 
f(z) = -253/162*z^3 + 163/198*z + 1
*
[ 5/6 ] 
f(z) = -258/175*z^3 + 173/210*z + 1
*
[ 5/6 ] 
f(z) = -246/175*z^3 + 163/210*z + 1
*
[ 27/35 ] 
f(z) = -245/162*z^3 + 163/270*z + 1
*
[ 3/4 ] 
f(z) = -259/162*z^3 + 163/288*z + 1
*
[ 3/4 ] 
f(z) = -257/162*z^3 + 161/288*z + 1
*
[ 35/44 ] 
f(z) = -242/175*z^3 + 173/280*z + 1
*
[ 18/7 ] 
f(z) = -245/162*z^3 + 191/18*z + 1
*
[ -5/3 ] 
f(z) = -243/175*z^3 + 191/35*z + 1
*
[ -13/32 ] 
f(z) = -256/169*z^3 + 193/52*z + 1
*
[ -3/4 ] 
f(z) = -256/171*z^3 + 181/57*z + 1
*
[ -13/12 ] 
f(z) = -252/169*z^3 + 191/52*z + 1
*
[ -3/5 ] 
f(z) = -250/171*z^3 + 182/57*z + 1
*
12/7 | 0.19176202281304586319503899412567631961 | 0.028886053272813200672918210686885180834
f(z) = -245/176*z^3 + 191/44*z + 1
*
2/9 | 0.11610341635825385062398828069869188508 | 0.017602680397338471970614648977145934745
f(z) = -243/160*z^3 + 183/40*z + 1
*
[ -4/3 ] 
f(z) = -243/176*z^3 + 185/44*z + 1
*
[ 4/3 ] 
f(z) = -249/160*z^3 + 181/60*z + 1
*
[ -20/27 ] 
f(z) = -243/160*z^3 + 191/60*z + 1
*
-3/7 | 0.17176187542437492218653634797033152738 | 0.022930538845107755762621550100940639397
f(z) = -245/162*z^3 + 199/90*z + 1
*
-11/16 | 0.16302405667311609831209252575384022683 | 0.029399249763488239660097376572738496758
f(z) = -256/165*z^3 + 196/165*z + 1
*
-7/11 | 0.15525299627392064450941463104348019051 | 0.028284707172771596432028384209096773467
f(z) = -242/175*z^3 + 198/175*z + 1
*
[ 13/15 ] 
f(z) = -255/169*z^3 + 191/195*z + 1
*
4/7 | 0.15093343057124565581025674826397396869 | 0.021226252389480021043943101856892854930
f(z) = -245/176*z^3 + 199/220*z + 1
*
[ 13/4 ] 
f(z) = -256/169*z^3 + 217/13*z + 1
*
[ -18/7 ] 
f(z) = -245/162*z^3 + 205/18*z + 1
*
[ -12/7 ] 
f(z) = -245/162*z^3 + 217/36*z + 1
*
[ 3/2 ] 
f(z) = -260/171*z^3 + 214/57*z + 1
*
[ 3/2 ] 
f(z) = -256/171*z^3 + 211/57*z + 1
*
[ 3/2 ] 
f(z) = -248/171*z^3 + 205/57*z + 1
*
-48/35 | 0.17698744255599460578000158392246726524 | 0.021574421335593574682613868753910875774
f(z) = -245/162*z^3 + 203/45*z + 1
*
[ -3/7 ] 
f(z) = -245/171*z^3 + 205/57*z + 1
*
[ -2/7 ] 
f(z) = -245/176*z^3 + 203/44*z + 1
*
[ 3/2 ] 
f(z) = -244/171*z^3 + 202/57*z + 1
*
-2 | 0.11574112164123415792335112742173607571 | 0.017082637319932349600304337984228711510
f(z) = -241/176*z^3 + 219/44*z + 1
*
[ -13/25 ] 
f(z) = -250/169*z^3 + 216/65*z + 1
*
[ 13/12 ] 
f(z) = -256/169*z^3 + 217/117*z + 1
*
[ 26/25 ] 
f(z) = -250/169*z^3 + 213/130*z + 1
*
[ 15/16 ] 
f(z) = -256/165*z^3 + 214/165*z + 1
*
-15/44 | 0.16783818530144815733372032166347159689 | 0.022176238711333232997925442472473006863
f(z) = -242/175*z^3 + 213/280*z + 1
*
[ -13/4 ] 
f(z) = -256/169*z^3 + 225/13*z + 1
*
[ 26/11 ] 
f(z) = -242/169*z^3 + 223/26*z + 1
*
-2 | 0.11709129404499326260414635636499437516 | 0.017061842415031471614426046408726637059
f(z) = -259/160*z^3 + 239/40*z + 1
*
-2 | 0.11708758602770147571419370856470372598 | 0.017082219192074279054064201665849924249
f(z) = -259/176*z^3 + 237/44*z + 1
*
-2 | 0.11694789484066387647553723824830719788 | 0.017061839273441292960659325287546455925
f(z) = -257/160*z^3 + 237/40*z + 1
*
-2 | 0.11694312984192840038885513765070484157 | 0.017082264365238783225565849436994728101
f(z) = -257/176*z^3 + 235/44*z + 1
*
[ -3/8 ] 
f(z) = -256/171*z^3 + 221/57*z + 1
*
-2 | 0.11679744210953851535680301392783764775 | 0.017082310496671258553072325516544553801
f(z) = -255/176*z^3 + 233/44*z + 1
*
-2 | 0.11665748983113116209976248992502568743 | 0.017061841655647934922290610885890964695
f(z) = -253/160*z^3 + 233/40*z + 1
*
-2 | 0.11651044051184871170743980968618292266 | 0.017061846990985892859922969537382017898
f(z) = -251/160*z^3 + 231/40*z + 1
*
-2 | 0.11650227937598185047108361840404429164 | 0.017082404666861600575376646589766533231
f(z) = -251/176*z^3 + 229/44*z + 1
*
-2 | 0.11636212991297517170617951689815813708 | 0.017061854941536509614483718192902176032
f(z) = -249/160*z^3 + 229/40*z + 1
*
-2 | 0.11635275627314761257924262687550506071 | 0.017082452163761734383434285388163526107
f(z) = -249/176*z^3 + 227/44*z + 1
*
-2 | 0.11621253464675537868991207255419329057 | 0.017061865378352483105895981968326225733
f(z) = -247/160*z^3 + 227/40*z + 1
*
-2 | 0.11620190535645592864046834399742548800 | 0.017082499531336871692735601892131593538
f(z) = -247/176*z^3 + 225/44*z + 1
*
-2 | 0.11604970064072851643019681863340381446 | 0.017082546431515863971166877185795237990
f(z) = -245/176*z^3 + 223/44*z + 1
*
-2 | 0.11589611530259565592777741927433565932 | 0.017082592495255304626769702614906807179
f(z) = -243/176*z^3 + 221/44*z + 1
*
-2 | 0.11575579624940390223821747730200629655 | 0.017061910066006176058207683818185344978
f(z) = -241/160*z^3 + 221/40*z + 1
*
[ -9/14 ] 
f(z) = -245/162*z^3 + 229/72*z + 1
*
[ -10/11 ] 
f(z) = -242/175*z^3 + 227/70*z + 1
*
-39/35 | 0.11654009884663360909873953185545467577 | 0.015272037041705314334627091809905281741
f(z) = -245/162*z^3 + 229/90*z + 1
*
40/27 | 0.20464663431231805694757581539441842141 | 0.028932395127979753912136209257927417334
f(z) = -243/175*z^3 + 236/105*z + 1
*
[ 6/7 ] 
f(z) = -245/164*z^3 + 229/246*z + 1
*
[ 6/7 ] 
f(z) = -245/172*z^3 + 227/258*z + 1
*
-35/44 | 0.21223165725721510243830358857287308692 | 0.028041889782022393933792327687471693605
f(z) = -242/175*z^3 + 237/280*z + 1
*
[ 3 ] 
f(z) = -247/162*z^3 + 259/18*z + 1
*
[ 3 ] 
f(z) = -245/162*z^3 + 257/18*z + 1
*
[ 3 ] 
f(z) = -241/162*z^3 + 253/18*z + 1
*
[ -26/11 ] 
f(z) = -242/169*z^3 + 245/26*z + 1
*
[ -13/35 ] 
f(z) = -245/169*z^3 + 253/65*z + 1
*
[ -10/9 ] 
f(z) = -243/175*z^3 + 253/70*z + 1
*
-15/11 | 0.095645070510419983586020003038945278345 | 0.013466396224683396044464164734706894018
f(z) = -242/175*z^3 + 243/70*z + 1
*
5/22 | 0.19083884308441725316828430644443728481 | 0.026659002574502880563370426674987937863
f(z) = -242/175*z^3 + 257/70*z + 1
*
[ -2/3 ] 
f(z) = -243/164*z^3 + 259/82*z + 1
*
[ 6/5 ] 
f(z) = -250/171*z^3 + 259/114*z + 1
*
[ 35/32 ] 
f(z) = -256/175*z^3 + 257/140*z + 1
*
-5/6 | 0.19093330262696796774080298767110163698 | 0.025995998106842914738031048848266769548
f(z) = -258/175*z^3 + 257/210*z + 1
*
-5/6 | 0.18283316360315319560732404956182784999 | 0.025055623326316707694409413678119404272
f(z) = -246/175*z^3 + 247/210*z + 1
*
-4/5 | 0.18566510447049690017028233884488914169 | 0.025964600196440865892343198329789840937
f(z) = -255/176*z^3 + 259/220*z + 1
*
[ 3 ] 
f(z) = -259/162*z^3 + 271/18*z + 1
*
[ 3 ] 
f(z) = -257/162*z^3 + 269/18*z + 1
*
[ 3 ] 
f(z) = -253/162*z^3 + 265/18*z + 1
*
[ -3 ] 
f(z) = -253/162*z^3 + 277/18*z + 1
*
[ 3 ] 
f(z) = -251/162*z^3 + 263/18*z + 1
*
[ -3 ] 
f(z) = -251/162*z^3 + 275/18*z + 1
*
[ -3 ] 
f(z) = -247/162*z^3 + 271/18*z + 1
*
[ -3 ] 
f(z) = -245/162*z^3 + 269/18*z + 1
*
[ -3 ] 
f(z) = -241/162*z^3 + 265/18*z + 1
*
[ 35/16 ] 
f(z) = -256/175*z^3 + 264/35*z + 1
*
[ 2 ] 
f(z) = -259/160*z^3 + 279/40*z + 1
*
[ 2 ] 
f(z) = -257/160*z^3 + 277/40*z + 1
*
[ 2 ] 
f(z) = -257/176*z^3 + 279/44*z + 1
*
[ 2 ] 
f(z) = -255/176*z^3 + 277/44*z + 1
*
[ 2 ] 
f(z) = -253/160*z^3 + 273/40*z + 1
*
[ 2 ] 
f(z) = -251/160*z^3 + 271/40*z + 1
*
[ 2 ] 
f(z) = -251/176*z^3 + 273/44*z + 1
*
[ 2 ] 
f(z) = -249/160*z^3 + 269/40*z + 1
*
[ 2 ] 
f(z) = -249/176*z^3 + 271/44*z + 1
*
[ 2 ] 
f(z) = -247/160*z^3 + 267/40*z + 1
*
[ 2 ] 
f(z) = -247/176*z^3 + 269/44*z + 1
*
[ 2 ] 
f(z) = -245/176*z^3 + 267/44*z + 1
*
[ -3/2 ] 
f(z) = -244/171*z^3 + 278/57*z + 1
*
[ 2 ] 
f(z) = -243/160*z^3 + 263/40*z + 1
*
[ 2 ] 
f(z) = -243/176*z^3 + 265/44*z + 1
*
[ -3/11 ] 
f(z) = -242/171*z^3 + 272/57*z + 1
*
[ 2 ] 
f(z) = -241/160*z^3 + 261/40*z + 1
*
[ 2 ] 
f(z) = -241/176*z^3 + 263/44*z + 1
*
[ 3/2 ] 
f(z) = -253/162*z^3 + 277/72*z + 1
*
[ 3/2 ] 
f(z) = -251/162*z^3 + 275/72*z + 1
*
[ -4/3 ] 
f(z) = -249/160*z^3 + 271/60*z + 1
*
[ 3/2 ] 
f(z) = -247/162*z^3 + 271/72*z + 1
*
[ -26/27 ] 
f(z) = -243/169*z^3 + 263/78*z + 1
*
[ 35/22 ] 
f(z) = -242/175*z^3 + 271/70*z + 1
*
[ 3/2 ] 
f(z) = -241/162*z^3 + 265/72*z + 1
*
[ -2/3 ] 
f(z) = -243/172*z^3 + 269/86*z + 1
*
[ 35/27 ] 
f(z) = -243/175*z^3 + 269/105*z + 1
*
10/9 | 0.10090926984875205582765633721647566203 | 0.014394405235998850233852821078720664893
f(z) = -243/160*z^3 + 277/120*z + 1
*
-20/27 | 0.19975679039015245854222212159452550147 | 0.028675868045347282269008315384002299071
f(z) = -243/176*z^3 + 265/132*z + 1
*
-36/35 | 0.18519474530590769852478794750154426151 | 0.026044530957726476032399154688447384579
f(z) = -245/176*z^3 + 269/220*z + 1
*
[ -3 ] 
f(z) = -259/162*z^3 + 283/18*z + 1
*
[ -3 ] 
f(z) = -257/162*z^3 + 281/18*z + 1
*
[ -35/16 ] 
f(z) = -256/175*z^3 + 296/35*z + 1
*
[ -3/2 ] 
f(z) = -260/171*z^3 + 290/57*z + 1
*
[ 2 ] 
f(z) = -259/176*z^3 + 281/44*z + 1
*
[ -3/2 ] 
f(z) = -256/171*z^3 + 287/57*z + 1
*
[ -3/2 ] 
f(z) = -248/171*z^3 + 281/57*z + 1
*
-18/35 | 0.23932772904448073547048099260434674377 | 0.027924448996310024482336491391743102482
f(z) = -245/162*z^3 + 293/45*z + 1
*
[ 3/2 ] 
f(z) = -259/162*z^3 + 283/72*z + 1
*
[ 3/2 ] 
f(z) = -257/162*z^3 + 281/72*z + 1
*
[ -5/4 ] 
f(z) = -248/175*z^3 + 281/70*z + 1
*
-15/14 | 0.12848616200010856123665126687695942722 | 0.016310738047168235627571842966846977242
f(z) = -245/162*z^3 + 293/72*z + 1
*
52/27 | 0.081620256410833189615116516242170635137 | 0.010518597294364532950586921465097058662
f(z) = -243/160*z^3 + 293/60*z + 1
*
[ -13/21 ] 
f(z) = -252/169*z^3 + 290/91*z + 1
*
[ -3/5 ] 
f(z) = -245/162*z^3 + 289/90*z + 1
*
[ -8/9 ] 
f(z) = -243/176*z^3 + 283/88*z + 1
*
-40/27 | 0.16783245169714870810843967160706078227 | 0.022959667953934259580421586053792478662
f(z) = -243/175*z^3 + 299/105*z + 1
*
[ 15/11 ] 
f(z) = -242/175*z^3 + 298/105*z + 1
*
-4/3 | 0.21094670538081756120343329585525582738 | 0.029766404138293555038287485486213079331
f(z) = -249/176*z^3 + 299/132*z + 1
*
-28/27 | 0.18729026975341649051556702277068573965 | 0.026478598616295915552433072793400440697
f(z) = -243/176*z^3 + 295/132*z + 1
*
[ 36/35 ] 
f(z) = -245/162*z^3 + 293/180*z + 1
*
[ 3/4 ] 
f(z) = -256/189*z^3 + 3/7*z + 1
*
[ 21/16 ] 
f(z) = -256/189*z^3 + 18/7*z + 1
*
-4/7 | 0.15403446209426570390220421849619040100 | 0.027999860431749016986075215858659947768
f(z) = -245/192*z^3 + 7/6*z + 1
*
-12/7 | 0.16011752123042023307907474609471589117 | 0.023553828292582698821003154439890339390
f(z) = -245/192*z^3 + 14/3*z + 1
*
[ -12/7 ] 
f(z) = -245/192*z^3 + 16/3*z + 1
*
-4/5 | 0.16396854233612540523836092378125644455 | 0.023059421960987325697830664242471673549
f(z) = -245/192*z^3 + 16/15*z + 1
*
[ -4/7 ] 
f(z) = -245/192*z^3 + 19/6*z + 1
*
[ 4/5 ] 
f(z) = -245/192*z^3 + 17/30*z + 1
*
[ 3/4 ] 
f(z) = -244/189*z^3 + 11/28*z + 1
*
[ 2/3 ] 
f(z) = -243/184*z^3 + 2/23*z + 1
*
[ 7/9 ] 
f(z) = -243/196*z^3 + 13/28*z + 1
*
[ 3/4 ] 
f(z) = -248/189*z^3 + 17/42*z + 1
*
-3/11 | 0.12845144354368797134038209639267938631 | 0.020778013482818669664998307478031937858
f(z) = -242/189*z^3 + 11/42*z + 1
*
[ 2/3 ] 
f(z) = -255/184*z^3 + 8/69*z + 1
*
[ 2/3 ] 
f(z) = -249/184*z^3 + 7/69*z + 1
*
[ 15/22 ] 
f(z) = -242/189*z^3 + 9/70*z + 1
*
[ 2/3 ] 
f(z) = -243/188*z^3 + 7/94*z + 1
*
[ 2/3 ] 
f(z) = -243/196*z^3 + 5/98*z + 1
*
[ 24/35 ] 
f(z) = -245/192*z^3 + 17/120*z + 1
*
[ 2/3 ] 
f(z) = -243/182*z^3 + 17/182*z + 1
*
[ 2/3 ] 
f(z) = -243/190*z^3 + 13/190*z + 1
*
[ 2/3 ] 
f(z) = -243/194*z^3 + 11/194*z + 1
*
[ 2/3 ] 
f(z) = -245/184*z^3 + 19/207*z + 1
*
[ 2/3 ] 
f(z) = -241/184*z^3 + 17/207*z + 1
*
[ 2/3 ] 
f(z) = -249/196*z^3 + 19/294*z + 1
*
[ 3/2 ] 
f(z) = -260/189*z^3 + 24/7*z + 1
*
[ -3/8 ] 
f(z) = -256/189*z^3 + 27/7*z + 1
*
[ -3/2 ] 
f(z) = -256/189*z^3 + 33/7*z + 1
*
[ -3/5 ] 
f(z) = -250/189*z^3 + 22/7*z + 1
*
[ 6/5 ] 
f(z) = -250/189*z^3 + 29/14*z + 1
*
[ 3/2 ] 
f(z) = -248/189*z^3 + 23/7*z + 1
*
[ 12/7 ] 
f(z) = -245/192*z^3 + 25/6*z + 1
*
-4/7 | 0.18532688752860215158463699815801439307 | 0.026860047084053289814326979967772767610
f(z) = -245/192*z^3 + 31/6*z + 1
*
-12/35 | 0.18398959699305003161239888937602938038 | 0.024231889920152206644920562134662051536
f(z) = -245/192*z^3 + 31/15*z + 1
*
4/35 | 0.16830109187013637166220257624299770207 | 0.021899252704946344689947072910884850289
f(z) = -245/192*z^3 + 34/15*z + 1
*
[ -3/2 ] 
f(z) = -244/189*z^3 + 32/7*z + 1
*
3/11 | 0.10829462212518039343605080132489951064 | 0.016727904007739764930572726472929300722
f(z) = -242/189*z^3 + 24/7*z + 1
*
-21/22 | 0.10811052560851680890965032605603568650 | 0.016401073536686206540769709830181823948
f(z) = -242/189*z^3 + 27/14*z + 1
*
-6/11 | 0.16074554955039809491393939288703889117 | 0.023665694704803588654611463328470819715
f(z) = -242/189*z^3 + 33/7*z + 1
*
-21/22 | 0.13432831143484258219890774997733826545 | 0.019776428134528646116562340866249979329
f(z) = -242/189*z^3 + 33/14*z + 1
*
[ 21/11 ] 
f(z) = -242/189*z^3 + 36/7*z + 1
*
-4/7 | 0.19937037446045656241783417439989190154 | 0.026573014926026306611274524666387496617
f(z) = -259/192*z^3 + 25/21*z + 1
*
15/32 | 0.19006964335585275367311122122100796874 | 0.027421253189302268048784387327247036555
f(z) = -256/189*z^3 + 27/28*z + 1
*
44/35 | 0.11508636877238740347471346095449227217 | 0.016184965126055082571309187616383104708
f(z) = -245/192*z^3 + 23/30*z + 1
*
-8/7 | 0.15403490273895027129448920498250077065 | 0.027069450352894725080142042528452641062
f(z) = -245/192*z^3 + 37/24*z + 1
*
[ 3/4 ] 
f(z) = -250/189*z^3 + 23/56*z + 1
*
[ 6/7 ] 
f(z) = -245/192*z^3 + 37/48*z + 1
*
21/44 | 0.10186523695477993171518877309202399745 | 0.013459319802811476917248367016510484554
f(z) = -242/189*z^3 + 27/56*z + 1
*
21/25 | 0.19842580512427163265363489228098948515 | 0.025361022270184117846028810006605925210
f(z) = -250/189*z^3 + 27/70*z + 1
*
[ 3/4 ] 
f(z) = -260/189*z^3 + 37/84*z + 1
*
[ 11/16 ] 
f(z) = -256/187*z^3 + 36/187*z + 1
*
[ 2/3 ] 
f(z) = -259/184*z^3 + 26/207*z + 1
*
[ 2/3 ] 
f(z) = -257/184*z^3 + 25/207*z + 1
*
[ 2/3 ] 
f(z) = -251/184*z^3 + 22/207*z + 1
*
[ 2/3 ] 
f(z) = -247/184*z^3 + 20/207*z + 1
*
[ 2/3 ] 
f(z) = -255/188*z^3 + 29/282*z + 1
*
[ 2/3 ] 
f(z) = -255/196*z^3 + 23/294*z + 1
*
[ 2/3 ] 
f(z) = -249/188*z^3 + 25/282*z + 1
*
[ 3/2 ] 
f(z) = -254/189*z^3 + 47/14*z + 1
*
[ -3/4 ] 
f(z) = -248/189*z^3 + 43/14*z + 1
*
[ -4/5 ] 
f(z) = -245/192*z^3 + 46/15*z + 1
*
[ 14/9 ] 
f(z) = -243/196*z^3 + 47/14*z + 1
*
-24/11 | 0.18587334416759300277543775712419052383 | 0.026170131788392163924856004570296075897
f(z) = -242/189*z^3 + 45/7*z + 1
*
21/11 | 0.10810715300838274000581190517180010799 | 0.014957415765802398501391429466971323067
f(z) = -242/189*z^3 + 51/14*z + 1
*
21/25 | 0.19752065502939954004201341373139378894 | 0.027699264809397239946086883025838635598
f(z) = -250/189*z^3 + 41/35*z + 1
*
-12/13 | 0.20153302331499158593933581888135800994 | 0.024959697123209935601860254129187279428
f(z) = -247/192*z^3 + 46/39*z + 1
*
[ 8/7 ] 
f(z) = -245/192*z^3 + 43/24*z + 1
*
15/11 | 0.15185626597509044393651867351307469367 | 0.025485975538590469108509437458889249666
f(z) = -242/189*z^3 + 43/21*z + 1
*
[ 12/11 ] 
f(z) = -242/189*z^3 + 45/28*z + 1
*
3/5 | 0.11266680233083507098930087456961739921 | 0.018129349517540729295335812154358505908
f(z) = -250/189*z^3 + 55/42*z + 1
*
-6/7 | 0.10269030773793490084149725481756638431 | 0.018666694746503572770098779454076670427
f(z) = -245/192*z^3 + 53/48*z + 1
*
[ 21/22 ] 
f(z) = -242/189*z^3 + 47/42*z + 1
*
[ 4/5 ] 
f(z) = -259/192*z^3 + 46/75*z + 1
*
[ 4/5 ] 
f(z) = -251/192*z^3 + 44/75*z + 1
*
[ 4/5 ] 
f(z) = -247/192*z^3 + 43/75*z + 1
*
[ 6/7 ] 
f(z) = -245/184*z^3 + 56/69*z + 1
*
[ 6/7 ] 
f(z) = -245/198*z^3 + 49/66*z + 1
*
[ 9/11 ] 
f(z) = -242/189*z^3 + 40/63*z + 1
*
[ 3/4 ] 
f(z) = -253/189*z^3 + 47/112*z + 1
*
[ 3/4 ] 
f(z) = -247/189*z^3 + 45/112*z + 1
*
[ 3/4 ] 
f(z) = -241/189*z^3 + 43/112*z + 1
*
-24/35 | 0.10682179279778704215003586501709099427 | 0.015022691301992671610280548369721586056
f(z) = -245/192*z^3 + 47/120*z + 1
*
[ 4 ] 
f(z) = -259/192*z^3 + 67/3*z + 1
*
[ -4 ] 
f(z) = -257/192*z^3 + 68/3*z + 1
*
[ -21/8 ] 
f(z) = -256/189*z^3 + 75/7*z + 1
*
-3/8 | 0.22695327349731181162030355544104038329 | 0.029810007336768822792963046260276376725
f(z) = -256/189*z^3 + 75/14*z + 1
*
[ -4 ] 
f(z) = -253/192*z^3 + 67/3*z + 1
*
[ 4 ] 
f(z) = -251/192*z^3 + 65/3*z + 1
*
[ 4 ] 
f(z) = -247/192*z^3 + 64/3*z + 1
*
[ -12/35 ] 
f(z) = -245/192*z^3 + 61/15*z + 1
*
-12/7 | 0.15659667197015302508787049502961874295 | 0.018826770172587959035923164169988392891
f(z) = -245/192*z^3 + 64/15*z + 1
*
[ -4 ] 
f(z) = -245/192*z^3 + 65/3*z + 1
*
[ -14/9 ] 
f(z) = -243/196*z^3 + 65/14*z + 1
*
[ -4 ] 
f(z) = -241/192*z^3 + 64/3*z + 1
*
[ -4/7 ] 
f(z) = -259/192*z^3 + 67/21*z + 1
*
[ 4/3 ] 
f(z) = -257/192*z^3 + 71/27*z + 1
*
[ -3/4 ] 
f(z) = -256/189*z^3 + 65/21*z + 1
*
[ 3/2 ] 
f(z) = -256/189*z^3 + 71/21*z + 1
*
[ 4/3 ] 
f(z) = -253/192*z^3 + 70/27*z + 1
*
-3/5 | 0.22090697371288499427503405123365834006 | 0.029825246558209628884042339584668540807
f(z) = -250/189*z^3 + 61/35*z + 1
*
[ 4/3 ] 
f(z) = -245/192*z^3 + 68/27*z + 1
*
[ 3/2 ] 
f(z) = -244/189*z^3 + 68/21*z + 1
*
[ -2/3 ] 
f(z) = -243/184*z^3 + 71/23*z + 1
*
[ 4/3 ] 
f(z) = -241/192*z^3 + 67/27*z + 1
*
[ 36/35 ] 
f(z) = -245/192*z^3 + 62/45*z + 1
*
21/22 | 0.17133652002385729582524491943389864422 | 0.026890608551161878963713569076248080795
f(z) = -242/189*z^3 + 65/42*z + 1
*
-6/11 | 0.11122892104461292140115647261620208833 | 0.014609769232696549370837926300949456409
f(z) = -242/189*z^3 + 75/56*z + 1
*
[ 12/13 ] 
f(z) = -247/192*z^3 + 79/78*z + 1
*
[ 21/26 ] 
f(z) = -260/189*z^3 + 60/91*z + 1
*
[ 3/4 ] 
f(z) = -254/189*z^3 + 71/168*z + 1
*
3/20 | 0.098178678208447793755943939104087457774 | 0.012916713341742131055704648103828644156
f(z) = -250/189*z^3 + 61/168*z + 1
*
[ 3/4 ] 
f(z) = -242/189*z^3 + 65/168*z + 1
*
[ 3/4 ] 
f(z) = -256/195*z^3 + 79/195*z + 1
*
[ -3 ] 
f(z) = -260/189*z^3 + 96/7*z + 1
*
[ -3 ] 
f(z) = -257/189*z^3 + 95/7*z + 1
*
[ 3 ] 
f(z) = -256/189*z^3 + 90/7*z + 1
*
[ -3 ] 
f(z) = -254/189*z^3 + 94/7*z + 1
*
[ 3 ] 
f(z) = -253/189*z^3 + 89/7*z + 1
*
[ -3 ] 
f(z) = -251/189*z^3 + 93/7*z + 1
*
[ 3 ] 
f(z) = -250/189*z^3 + 88/7*z + 1
*
[ 21/10 ] 
f(z) = -250/189*z^3 + 89/14*z + 1
*
[ -3 ] 
f(z) = -248/189*z^3 + 92/7*z + 1
*
[ 3 ] 
f(z) = -247/189*z^3 + 87/7*z + 1
*
[ 3 ] 
f(z) = -244/189*z^3 + 86/7*z + 1
*
51/22 | 0.12881277967190244398279035395325885236 | 0.016595853113765122904647861977377441999
f(z) = -242/189*z^3 + 87/14*z + 1
*
[ -3 ] 
f(z) = -242/189*z^3 + 90/7*z + 1
*
[ 3 ] 
f(z) = -241/189*z^3 + 85/7*z + 1
*
[ -3/4 ] 
f(z) = -260/189*z^3 + 87/28*z + 1
*
3/2 | 0.23319384979158536464470361549133827261 | 0.029552037627408020507872430814011575949
f(z) = -260/189*z^3 + 99/35*z + 1
*
[ 12/7 ] 
f(z) = -259/192*z^3 + 92/21*z + 1
*
[ 3/2 ] 
f(z) = -257/189*z^3 + 95/28*z + 1
*
[ -21/16 ] 
f(z) = -256/189*z^3 + 86/21*z + 1
*
[ -21/32 ] 
f(z) = -256/189*z^3 + 87/28*z + 1
*
[ 3/2 ] 
f(z) = -251/189*z^3 + 93/28*z + 1
*
[ -3/2 ] 
f(z) = -248/189*z^3 + 97/21*z + 1
*
[ -8/7 ] 
f(z) = -245/192*z^3 + 85/24*z + 1
*
[ -7/9 ] 
f(z) = -243/196*z^3 + 85/28*z + 1
*
-12/11 | 0.10214578437734367195994472472889257083 | 0.015303744827729595826609969916584324386
f(z) = -242/189*z^3 + 88/21*z + 1
*
3/5 | 0.17568351636289312621629216883767389147 | 0.022342306642920285871267610252824646773
f(z) = -260/189*z^3 + 93/70*z + 1
*
33/50 | 0.20950925431941377083183236291882539316 | 0.026777610206881223886517189221977883060
f(z) = -250/189*z^3 + 87/70*z + 1
*
-24/25 | 0.12597728636265478366260299169859877439 | 0.016006164863169627070676044522793317656
f(z) = -250/189*z^3 + 97/70*z + 1
*
8/35 | 0.19210168855151599257666916613599954561 | 0.027015876537139989665221945734904059112
f(z) = -245/192*z^3 + 83/120*z + 1
*
-3/4 | 0.19752175752544600010767018606594173088 | 0.023084642670214947551112997410889177855
f(z) = -260/189*z^3 + 99/140*z + 1
*
[ 4/5 ] 
f(z) = -257/192*z^3 + 91/150*z + 1
*
[ 4/5 ] 
f(z) = -253/192*z^3 + 89/150*z + 1
*
[ 4/5 ] 
f(z) = -241/192*z^3 + 83/150*z + 1
*
[ 3/4 ] 
f(z) = -256/183*z^3 + 83/183*z + 1
*
[ 7/9 ] 
f(z) = -243/182*z^3 + 95/182*z + 1
*
-3/11 | 0.14286617576904721053507516328266108977 | 0.026028019062457290846853223990568056647
f(z) = -242/195*z^3 + 83/195*z + 1
*
[ 8/11 ] 
f(z) = -253/192*z^3 + 85/264*z + 1
*
[ 14/19 ] 
f(z) = -247/196*z^3 + 87/266*z + 1
*
-76/35 | 0.26122600490549101551202495004503395573 | 0.029516292390693711502583909501914790278
f(z) = -245/192*z^3 + 109/15*z + 1
*
[ 12/5 ] 
f(z) = -245/192*z^3 + 119/15*z + 1
*
[ -3/22 ] 
f(z) = -242/189*z^3 + 117/14*z + 1
*
[ -3/2 ] 
f(z) = -260/189*z^3 + 100/21*z + 1
*
-2 | 0.11708099170553854458035633272747676268 | 0.017091800773564274203438517620802104922
f(z) = -259/184*z^3 + 118/23*z + 1
*
[ -4/3 ] 
f(z) = -259/192*z^3 + 112/27*z + 1
*
-2 | 0.11693591440138128916923757530466105486 | 0.017091857150321137709632494013538947551
f(z) = -257/184*z^3 + 117/23*z + 1
*
[ -15/16 ] 
f(z) = -256/189*z^3 + 114/35*z + 1
*
-2 | 0.11678958415661824661986266090196670394 | 0.017091913037113432034435176553498595334
f(z) = -255/184*z^3 + 116/23*z + 1
*
[ -12/11 ] 
f(z) = -253/192*z^3 + 115/33*z + 1
*
-2 | 0.11649306847653903852786263880521405645 | 0.017092021973899558153228249832709237409
f(z) = -251/184*z^3 + 114/23*z + 1
*
[ -4/3 ] 
f(z) = -251/192*z^3 + 110/27*z + 1
*
-2 | 0.11634283293932658670777450484517989194 | 0.017092074265340989376406147151172745110
f(z) = -249/184*z^3 + 113/23*z + 1
*
-2 | 0.11619124418657758243519077570104644967 | 0.017092124544782483657038463027159215199
f(z) = -247/184*z^3 + 112/23*z + 1
*
[ -4/3 ] 
f(z) = -247/192*z^3 + 109/27*z + 1
*
[ -2/7 ] 
f(z) = -245/184*z^3 + 106/23*z + 1
*
-2 | 0.11603827508587038426173829517704350738 | 0.017092172346371808264139115686653388103
f(z) = -245/184*z^3 + 111/23*z + 1
*
-4/7 | 0.15734598536763415790742037823726784535 | 0.019333382537001980038426180156675919663
f(z) = -245/192*z^3 + 107/30*z + 1
*
-2 | 0.11588389760011936508914734537221051143 | 0.017092217164389756248674113334886104286
f(z) = -243/184*z^3 + 110/23*z + 1
*
[ -3/11 ] 
f(z) = -242/189*z^3 + 100/21*z + 1
*
-6/11 | 0.23618003252576525879807529643393669252 | 0.029502711186100672973886024027003369750
f(z) = -242/189*z^3 + 111/28*z + 1
*
-2 | 0.11572808274350715470407517858219463258 | 0.017092258449930328008345505264413684970
f(z) = -241/184*z^3 + 109/23*z + 1
*
[ 9/8 ] 
f(z) = -256/189*z^3 + 115/63*z + 1
*
[ 12/11 ] 
f(z) = -253/192*z^3 + 109/66*z + 1
*
-3/50 | 0.21691103638437244709989921517443837092 | 0.026918682755151106306053625126959934095
f(z) = -250/189*z^3 + 117/70*z + 1
*
[ 28/27 ] 
f(z) = -243/196*z^3 + 115/84*z + 1
*
[ 15/16 ] 
f(z) = -256/189*z^3 + 118/105*z + 1
*
[ -4 ] 
f(z) = -259/192*z^3 + 137/6*z + 1
*
[ 4 ] 
f(z) = -257/192*z^3 + 133/6*z + 1
*
[ 4 ] 
f(z) = -253/192*z^3 + 131/6*z + 1
*
[ -4 ] 
f(z) = -251/192*z^3 + 133/6*z + 1
*
[ -4 ] 
f(z) = -247/192*z^3 + 131/6*z + 1
*
[ 4 ] 
f(z) = -245/192*z^3 + 127/6*z + 1
*
[ 4 ] 
f(z) = -241/192*z^3 + 125/6*z + 1
*
-3/8 | 0.19026274256316257431877039914011055970 | 0.023328951044338392754003766862114175660
f(z) = -256/189*z^3 + 129/28*z + 1
*
[ -3/16 ] 
f(z) = -256/189*z^3 + 134/21*z + 1
*
[ 2 ] 
f(z) = -255/184*z^3 + 139/23*z + 1
*
[ -3/2 ] 
f(z) = -253/189*z^3 + 131/28*z + 1
*
[ 2 ] 
f(z) = -251/184*z^3 + 137/23*z + 1
*
[ 2 ] 
f(z) = -249/184*z^3 + 136/23*z + 1
*
[ 2 ] 
f(z) = -247/184*z^3 + 135/23*z + 1
*
[ -3/2 ] 
f(z) = -247/189*z^3 + 129/28*z + 1
*
[ -12/13 ] 
f(z) = -247/192*z^3 + 124/39*z + 1
*
[ 2 ] 
f(z) = -245/184*z^3 + 134/23*z + 1
*
[ -2/9 ] 
f(z) = -243/184*z^3 + 128/23*z + 1
*
[ 2 ] 
f(z) = -243/184*z^3 + 133/23*z + 1
*
[ -21/11 ] 
f(z) = -242/189*z^3 + 130/21*z + 1
*
[ 2 ] 
f(z) = -241/184*z^3 + 132/23*z + 1
*
[ -3/2 ] 
f(z) = -241/189*z^3 + 127/28*z + 1
*
[ 4/3 ] 
f(z) = -251/192*z^3 + 139/54*z + 1
*
[ 3/2 ] 
f(z) = -250/189*z^3 + 139/42*z + 1
*
[ 4/3 ] 
f(z) = -247/192*z^3 + 137/54*z + 1
*
-2/7 | 0.12836351307093482893437093180836080820 | 0.020655125960963597564978794150882757927
f(z) = -245/192*z^3 + 125/48*z + 1
*
[ -14/27 ] 
f(z) = -243/196*z^3 + 137/42*z + 1
*
-4/11 | 0.18550518733841376464343516311970242507 | 0.022323334112506689276778130607197963250
f(z) = -253/192*z^3 + 127/66*z + 1
*
3/2 | 0.20091542436583051144672821058224048199 | 0.028229538163047636227776718544966372402
f(z) = -256/189*z^3 + 137/84*z + 1
*
-12/19 | 0.20856038816986133737062217663580812957 | 0.024670528552222104847207874629397424077
f(z) = -247/192*z^3 + 125/114*z + 1
*
[ 9/10 ] 
f(z) = -250/189*z^3 + 121/126*z + 1
*
[ 13/16 ] 
f(z) = -256/195*z^3 + 124/195*z + 1
*
[ 5/6 ] 
f(z) = -252/185*z^3 + 138/185*z + 1
*
10/9 | 0.14393986511979151081132047095493363807 | 0.026203942301482062394228473493537467850
f(z) = -243/190*z^3 + 129/190*z + 1
*
5/11 | 0.15243302207066737737083642132195712969 | 0.027770951261529405637380950851774370447
f(z) = -242/195*z^3 + 128/195*z + 1
*
[ -3/10 ] 
f(z) = -260/189*z^3 + 156/35*z + 1
*
[ 2 ] 
f(z) = -259/184*z^3 + 141/23*z + 1
*
[ 2 ] 
f(z) = -257/184*z^3 + 140/23*z + 1
*
[ -2 ] 
f(z) = -249/184*z^3 + 159/23*z + 1
*
[ -2 ] 
f(z) = -247/184*z^3 + 158/23*z + 1
*
[ -2 ] 
f(z) = -245/184*z^3 + 157/23*z + 1
*
76/35 | 0.16560570301175192263704904415770920478 | 0.019648113031867287784467246041433481794
f(z) = -245/192*z^3 + 143/30*z + 1
*
[ -2 ] 
f(z) = -243/184*z^3 + 156/23*z + 1
*
[ -15/11 ] 
f(z) = -242/189*z^3 + 144/35*z + 1
*
[ -2 ] 
f(z) = -241/184*z^3 + 155/23*z + 1
*
[ 4/3 ] 
f(z) = -259/192*z^3 + 143/54*z + 1
*
-12/7 | 0.20109980876499625133117491067435430680 | 0.023743489284326987930766894515009067356
f(z) = -259/192*z^3 + 149/42*z + 1
*
[ -6/5 ] 
f(z) = -250/189*z^3 + 157/42*z + 1
*
[ -6/7 ] 
f(z) = -245/192*z^3 + 149/48*z + 1
*
-33/32 | 0.17925771228771256016050230770427293924 | 0.024892856341442936028366485002131453790
f(z) = -256/189*z^3 + 149/84*z + 1
*
[ 6/7 ] 
f(z) = -245/186*z^3 + 149/186*z + 1
*
[ 14/17 ] 
f(z) = -255/196*z^3 + 159/238*z + 1
*
[ -21/5 ] 
f(z) = -250/189*z^3 + 172/7*z + 1
*
[ 20/7 ] 
f(z) = -245/192*z^3 + 166/15*z + 1
*
[ -2 ] 
f(z) = -259/184*z^3 + 164/23*z + 1
*
[ -2 ] 
f(z) = -257/184*z^3 + 163/23*z + 1
*
-57/32 | 0.23583584431655388556917480220607000439 | 0.028029544844704454797913972377065871325
f(z) = -256/189*z^3 + 167/28*z + 1
*
[ -2 ] 
f(z) = -255/184*z^3 + 162/23*z + 1
*
[ -2 ] 
f(z) = -251/184*z^3 + 160/23*z + 1
*
-4/7 | 0.18041465393977094994744176146882626416 | 0.021018212353535282834305177299997408952
f(z) = -245/192*z^3 + 167/30*z + 1
*
[ -4/21 ] 
f(z) = -245/192*z^3 + 170/27*z + 1
*
[ -3/4 ] 
f(z) = -254/189*z^3 + 173/56*z + 1
*
2/7 | 0.096059742062880893434921271649782059333 | 0.014688963906096095876984552993780519556
f(z) = -245/192*z^3 + 173/48*z + 1
*
[ -3/4 ] 
f(z) = -242/189*z^3 + 171/56*z + 1
*
6/5 | 0.18469159534442888991373176797086348723 | 0.021859248111544653459001815589981031868
f(z) = -250/189*z^3 + 173/70*z + 1
*
21/64 | 0.21441580761017875648998893977573633793 | 0.025412242592394507514005587406098326616
f(z) = -256/189*z^3 + 171/112*z + 1
*
-6/5 | 0.18052826482295095841974546029964227621 | 0.024579328833681500088312586697609232190
f(z) = -250/189*z^3 + 172/105*z + 1
*
36/35 | 0.17910766908439687831880427327744008004 | 0.019242500538099190210380943641489842892
f(z) = -245/192*z^3 + 166/135*z + 1
*
8/7 | 0.20038539300209386313375264868232878581 | 0.027841221649603252651140623214749338263
f(z) = -245/192*z^3 + 167/120*z + 1
*
[ 7/8 ] 
f(z) = -256/189*z^3 + 169/189*z + 1
*
[ 8/9 ] 
f(z) = -243/184*z^3 + 169/184*z + 1
*
-12/35 | 0.24138550212592854542102465968675307508 | 0.025796269807255693629441272778728243292
f(z) = -245/192*z^3 + 181/15*z + 1
*
[ 15/8 ] 
f(z) = -256/189*z^3 + 183/35*z + 1
*
69/32 | 0.24734820597463073532967764377412992198 | 0.028866020276154199762779541726276071729
f(z) = -256/189*z^3 + 195/28*z + 1
*
48/25 | 0.21853918055858515969026693456066277965 | 0.025519262411713289346553173186167225334
f(z) = -250/189*z^3 + 194/35*z + 1
*
-3/4 | 0.17622919229109672524990925146321277042 | 0.023623486033459726823065811393174294454
f(z) = -256/189*z^3 + 193/42*z + 1
*
[ -3/2 ] 
f(z) = -254/189*z^3 + 197/42*z + 1
*
[ -3/10 ] 
f(z) = -250/189*z^3 + 187/42*z + 1
*
[ -21/20 ] 
f(z) = -250/189*z^3 + 191/56*z + 1
*
[ -3/2 ] 
f(z) = -242/189*z^3 + 191/42*z + 1
*
-69/44 | 0.15831764987176304773039809911613200368 | 0.018475979937934603434303043588834114055
f(z) = -242/189*z^3 + 195/56*z + 1
*
-3/50 | 0.13923427877457361297717711715289776184 | 0.016328740350746457552317218153356888296
f(z) = -250/189*z^3 + 187/70*z + 1
*
-4/13 | 0.20349829535767407354212486900658147366 | 0.023428061979192017772399209786522237921
f(z) = -247/192*z^3 + 185/78*z + 1
*
[ -9/11 ] 
f(z) = -242/189*z^3 + 194/63*z + 1
*
3/32 | 0.080806154325312065484026150098407553742 | 0.010802343264181328601584145679559127845
f(z) = -256/189*z^3 + 197/84*z + 1
*
3/4 | 0.24927233593970627645430260092050282811 | 0.029090570013100838882804200658871798745
f(z) = -256/189*z^3 + 195/112*z + 1
*
[ 10/9 ] 
f(z) = -243/184*z^3 + 199/115*z + 1
*
-21/23 | 0.24618894605986873130786907866363221487 | 0.028399152007036760020441319823240426478
f(z) = -253/189*z^3 + 195/161*z + 1
*
[ 6/7 ] 
f(z) = -259/180*z^3 + 187/210*z + 1
*
[ 21/8 ] 
f(z) = -256/189*z^3 + 209/21*z + 1
*
-12/5 | 0.17407525658509786115071911027301171857 | 0.019828728670041381125361907254752385025
f(z) = -245/192*z^3 + 203/30*z + 1
*
[ 7/3 ] 
f(z) = -243/196*z^3 + 205/28*z + 1
*
-4/19 | 0.21891644001779172268772617489841855886 | 0.022950149808557095929086315021391969392
f(z) = -247/192*z^3 + 217/57*z + 1
*
[ -4/3 ] 
f(z) = -245/192*z^3 + 217/54*z + 1
*
[ -4/3 ] 
f(z) = -241/192*z^3 + 215/54*z + 1
*
-2 | 0.095366406847230599265654163532837562084 | 0.014094546957722112038266143799283126844
f(z) = -241/192*z^3 + 217/48*z + 1
*
[ -9/16 ] 
f(z) = -256/189*z^3 + 202/63*z + 1
*
[ -2/3 ] 
f(z) = -255/184*z^3 + 215/69*z + 1
*
[ -2/3 ] 
f(z) = -249/184*z^3 + 214/69*z + 1
*
[ -6/7 ] 
f(z) = -245/184*z^3 + 217/69*z + 1
*
[ -6/7 ] 
f(z) = -245/198*z^3 + 203/66*z + 1
*
38/27 | 0.19146605056752974035387539564109978692 | 0.025699866528066759613655788514032564102
f(z) = -243/184*z^3 + 215/69*z + 1
*
[ 7/6 ] 
f(z) = -243/196*z^3 + 205/112*z + 1
*
[ 21/20 ] 
f(z) = -260/189*z^3 + 219/140*z + 1
*
[ 15/16 ] 
f(z) = -256/195*z^3 + 212/195*z + 1
*
-6/25 | 0.13653597537492882540059330682822462901 | 0.015586888100743116259688379440414416367
f(z) = -250/189*z^3 + 236/35*z + 1
*
-4/35 | 0.23939803372888044806300025556848929105 | 0.026848053361132899060431508924492858258
f(z) = -245/192*z^3 + 233/30*z + 1
*
[ -7/3 ] 
f(z) = -243/196*z^3 + 229/28*z + 1
*
[ -12/7 ] 
f(z) = -259/192*z^3 + 233/42*z + 1
*
-2 | 0.096727494969943878618335940224137488283 | 0.014129300649788723135088013482316515748
f(z) = -259/192*z^3 + 235/48*z + 1
*
[ -4/3 ] 
f(z) = -257/192*z^3 + 223/54*z + 1
*
-2 | 0.096581729534929863575899717762061985674 | 0.014125644041706793907524506489055362126
f(z) = -257/192*z^3 + 233/48*z + 1
*
[ -4/3 ] 
f(z) = -253/192*z^3 + 221/54*z + 1
*
-2 | 0.096285309902059644402761791047937767021 | 0.014118046754373189619934079968114107515
f(z) = -253/192*z^3 + 229/48*z + 1
*
-2 | 0.096136672224849798168282476636983616768 | 0.014114406543227232327501990367960153744
f(z) = -251/192*z^3 + 227/48*z + 1
*
-21/10 | 0.20185147268145061706538269461872974695 | 0.026544049444950443299073448012126574587
f(z) = -250/189*z^3 + 223/42*z + 1
*
-2 | 0.095833239959568265314070628087237038530 | 0.014106678106478305723796671534688557541
f(z) = -247/192*z^3 + 223/48*z + 1
*
-51/44 | 0.21580994294463291631473453975957446915 | 0.024746613559987933077837490600835813680
f(z) = -242/189*z^3 + 227/56*z + 1
*
3/22 | 0.22648247372293862740156886550315579717 | 0.029514161887701183037085247056415209927
f(z) = -242/189*z^3 + 239/42*z + 1
*
[ -4/5 ] 
f(z) = -257/192*z^3 + 233/75*z + 1
*
[ -9/8 ] 
f(z) = -256/189*z^3 + 227/63*z + 1
*
[ -12/23 ] 
f(z) = -253/192*z^3 + 226/69*z + 1
*
[ -4/5 ] 
f(z) = -253/192*z^3 + 232/75*z + 1
*
3/25 | 0.16639131553249848952864176087457052658 | 0.019118826886626562337289808427452624227
f(z) = -250/189*z^3 + 223/70*z + 1
*
[ -3/7 ] 
f(z) = -245/198*z^3 + 235/66*z + 1
*
-46/27 | 0.22361612956702785115638344184696223340 | 0.029644442046461575775513727813259177739
f(z) = -243/184*z^3 + 236/69*z + 1
*
[ -4/5 ] 
f(z) = -241/192*z^3 + 229/75*z + 1
*
[ 4/3 ] 
f(z) = -243/184*z^3 + 239/92*z + 1
*
-35/27 | 0.21657086884709109714957031429898282664 | 0.029453074396308376533081028416179257886
f(z) = -243/196*z^3 + 223/84*z + 1
*
[ 21/19 ] 
f(z) = -247/189*z^3 + 225/133*z + 1
*
3/20 | 0.19179478470726420397549060504927049570 | 0.025133813043267768906570312612394220177
f(z) = -250/189*z^3 + 229/168*z + 1
*
[ 14/15 ] 
f(z) = -255/196*z^3 + 223/210*z + 1
*
24/25 | 0.22024205321312709726534770300297318244 | 0.028149381139570139630405853568060829015
f(z) = -250/189*z^3 + 221/210*z + 1
*
[ 6/7 ] 
f(z) = -245/188*z^3 + 223/282*z + 1
*
-124/35 | 0.13750908546662474706307677822186426891 | 0.014240716113780550108503538487423755759
f(z) = -245/192*z^3 + 244/15*z + 1
*
-3/8 | 0.11617122777853821128953804968832516444 | 0.013145853546237209887222017643236012632
f(z) = -256/189*z^3 + 255/28*z + 1
*
[ -12/5 ] 
f(z) = -250/189*z^3 + 253/28*z + 1
*
30/11 | 0.23049596443558296512918150614865433705 | 0.026082759469885337694416788627672155710
f(z) = -242/189*z^3 + 255/28*z + 1
*
[ 3 ] 
f(z) = -242/189*z^3 + 256/21*z + 1
*
[ -4/11 ] 
f(z) = -253/192*z^3 + 259/66*z + 1
*
[ -21/50 ] 
f(z) = -250/189*z^3 + 253/70*z + 1
*
[ -3/4 ] 
f(z) = -244/189*z^3 + 257/84*z + 1
*
-7/27 | 0.21732057353808532479254096494418667657 | 0.029149815256279109650849513732780248653
f(z) = -243/196*z^3 + 247/84*z + 1
*
-12/37 | 0.23588700705349298437082175884993157268 | 0.024398053882293089725010648775410070622
f(z) = -259/192*z^3 + 247/111*z + 1
*
[ 21/20 ] 
f(z) = -250/189*z^3 + 253/168*z + 1
*
[ 21/4 ] 
f(z) = -256/189*z^3 + 267/7*z + 1
*
[ -42/11 ] 
f(z) = -242/189*z^3 + 279/14*z + 1
*
[ -21/10 ] 
f(z) = -260/189*z^3 + 264/35*z + 1
*
[ 3 ] 
f(z) = -260/189*z^3 + 274/21*z + 1
*
[ 3 ] 
f(z) = -257/189*z^3 + 271/21*z + 1
*
[ 3 ] 
f(z) = -254/189*z^3 + 268/21*z + 1
*
[ 3 ] 
f(z) = -251/189*z^3 + 265/21*z + 1
*
[ -3 ] 
f(z) = -250/189*z^3 + 278/21*z + 1
*
[ 3 ] 
f(z) = -248/189*z^3 + 262/21*z + 1
*
[ -3 ] 
f(z) = -247/189*z^3 + 275/21*z + 1
*
[ -12/5 ] 
f(z) = -245/192*z^3 + 263/30*z + 1
*
[ -3 ] 
f(z) = -244/189*z^3 + 272/21*z + 1
*
[ -3 ] 
f(z) = -241/189*z^3 + 269/21*z + 1
*
[ 2 ] 
f(z) = -253/192*z^3 + 277/48*z + 1
*
[ 2 ] 
f(z) = -251/192*z^3 + 275/48*z + 1
*
-21/10 | 0.21946599764528674878997366768295915701 | 0.028139035100761050035617366692097580644
f(z) = -250/189*z^3 + 271/42*z + 1
*
[ 2 ] 
f(z) = -247/192*z^3 + 271/48*z + 1
*
[ 2 ] 
f(z) = -245/192*z^3 + 269/48*z + 1
*
-3/11 | 0.19667293533224164479928224610806218077 | 0.025313856515037897704040169558907585874
f(z) = -242/189*z^3 + 263/42*z + 1
*
[ 2 ] 
f(z) = -241/192*z^3 + 265/48*z + 1
*
[ -6/5 ] 
f(z) = -260/189*z^3 + 267/70*z + 1
*
-15/11 | 0.19259645682309665114104511949580475716 | 0.021681256618995136290366366023436017899
f(z) = -242/189*z^3 + 267/70*z + 1
*
[ 3/2 ] 
f(z) = -247/189*z^3 + 275/84*z + 1
*
7/27 | 0.21621372777162403018376229449578146049 | 0.028645058018833432225968871148347083042
f(z) = -243/196*z^3 + 271/84*z + 1
*
[ -28/27 ] 
f(z) = -243/196*z^3 + 277/84*z + 1
*
[ 3/2 ] 
f(z) = -241/189*z^3 + 269/84*z + 1
*
[ 15/11 ] 
f(z) = -242/189*z^3 + 278/105*z + 1
*
-8/7 | 0.19527923983622447565133939656704344952 | 0.025373420536469007966421586593185328967
f(z) = -259/192*z^3 + 275/168*z + 1
*
-6/13 | 0.22552503864234879940082185245827825452 | 0.025431356575769673448571421041771391159
f(z) = -247/189*z^3 + 263/182*z + 1
*
[ 14/13 ] 
f(z) = -247/196*z^3 + 279/182*z + 1
*
[ -3 ] 
f(z) = -256/189*z^3 + 284/21*z + 1
*
[ -3 ] 
f(z) = -253/189*z^3 + 281/21*z + 1
*
[ 2 ] 
f(z) = -259/192*z^3 + 283/48*z + 1
*
[ 2 ] 
f(z) = -257/192*z^3 + 281/48*z + 1
*
-16/7 | 0.088430142210835585947580179515025840465 | 0.012514053003366926827611477901101629409
f(z) = -245/192*z^3 + 293/48*z + 1
*
[ 9/5 ] 
f(z) = -250/189*z^3 + 298/63*z + 1
*
[ 46/27 ] 
f(z) = -243/184*z^3 + 293/69*z + 1
*
[ 3/2 ] 
f(z) = -253/189*z^3 + 281/84*z + 1
*
[ -4/7 ] 
f(z) = -245/184*z^3 + 293/92*z + 1
*
[ -36/35 ] 
f(z) = -245/192*z^3 + 299/90*z + 1
*
[ -2/3 ] 
f(z) = -243/188*z^3 + 289/94*z + 1
*
[ -2/3 ] 
f(z) = -243/196*z^3 + 299/98*z + 1
*
[ -12/11 ] 
f(z) = -242/189*z^3 + 289/84*z + 1
*
[ 46/35 ] 
f(z) = -245/184*z^3 + 292/115*z + 1
*
-44/35 | 0.26905242139234961386469366203422060662 | 0.027289127418061377097432654187777611005
f(z) = -245/192*z^3 + 299/165*z + 1
*
8/9 | 0.15652098311727000138213857837156734282 | 0.027725171444374340371969400017611571798
f(z) = -243/182*z^3 + 283/182*z + 1
*
-8/11 | 0.16883556307911472727207193763766966468 | 0.021287290540635266123984072788447235330
f(z) = -253/192*z^3 + 283/264*z + 1
*
[ 20/21 ] 
f(z) = -245/192*z^3 + 299/270*z + 1
*
[ 2/3 ] 
f(z) = -243/218*z^3 - 1/218*z + 1
*
[ 2/3 ] 
f(z) = -241/216*z^3 - 1/243*z + 1
*
[ 6/7 ] 
f(z) = -259/216*z^3 + 5/7*z + 1
*
[ 6/7 ] 
f(z) = -245/216*z^3 + 2/3*z + 1
*
[ -6/7 ] 
f(z) = -245/216*z^3 + 3*z + 1
*
-6/7 | 0.11589351933673049899053121454983948418 | 0.016170351172562936960728805750270398988
f(z) = -245/216*z^3 + 6/5*z + 1
*
[ 6/5 ] 
f(z) = -245/216*z^3 + 9/5*z + 1
*
-6/35 | 0.12934659852070861809329984089570915662 | 0.018190426968565558186157839892290143837
f(z) = -245/216*z^3 + 13/15*z + 1
*
[ 12/7 ] 
f(z) = -245/216*z^3 + 15/4*z + 1
*
10/9 | 0.19166375853202385009290421579111078214 | 0.029076645223097049395104679581035344055
f(z) = -243/200*z^3 + 4/15*z + 1
*
[ 10/9 ] 
f(z) = -243/200*z^3 + 8/5*z + 1
*
[ -10/9 ] 
f(z) = -243/200*z^3 + 17/5*z + 1
*
[ 2/3 ] 
f(z) = -243/200*z^3 + 1/25*z + 1
*
[ 24/35 ] 
f(z) = -245/216*z^3 + 3/40*z + 1
*
[ 2/3 ] 
f(z) = -243/208*z^3 + 1/52*z + 1
*
[ 2/3 ] 
f(z) = -249/200*z^3 + 4/75*z + 1
*
[ 20/27 ] 
f(z) = -243/200*z^3 + 19/60*z + 1
*
[ 2/3 ] 
f(z) = -243/212*z^3 + 1/106*z + 1
*
[ 2/3 ] 
f(z) = -255/208*z^3 + 7/156*z + 1
*
[ 2/3 ] 
f(z) = -249/208*z^3 + 5/156*z + 1
*
[ 2/3 ] 
f(z) = -243/202*z^3 + 7/202*z + 1
*
[ 2/3 ] 
f(z) = -243/206*z^3 + 5/206*z + 1
*
[ 2/3 ] 
f(z) = -243/214*z^3 + 1/214*z + 1
*
[ 2/3 ] 
f(z) = -259/200*z^3 + 17/225*z + 1
*
[ 2/3 ] 
f(z) = -257/200*z^3 + 16/225*z + 1
*
[ 2/3 ] 
f(z) = -253/200*z^3 + 14/225*z + 1
*
[ 2/3 ] 
f(z) = -251/200*z^3 + 13/225*z + 1
*
[ 2/3 ] 
f(z) = -247/200*z^3 + 11/225*z + 1
*
[ 2/3 ] 
f(z) = -241/200*z^3 + 8/225*z + 1
*
[ 2/3 ] 
f(z) = -259/216*z^3 + 8/243*z + 1
*
[ 2/3 ] 
f(z) = -257/216*z^3 + 7/243*z + 1
*
[ 2/3 ] 
f(z) = -253/216*z^3 + 5/243*z + 1
*
[ 2/3 ] 
f(z) = -251/216*z^3 + 4/243*z + 1
*
[ 2/3 ] 
f(z) = -247/216*z^3 + 2/243*z + 1
*
[ 2/3 ] 
f(z) = -245/216*z^3 + 1/243*z + 1
*
[ -6/11 ] 
f(z) = -253/216*z^3 + 35/11*z + 1
*
-6/7 | 0.11241882922872643338126449777495674232 | 0.013351720698957272339046283837177433178
f(z) = -245/216*z^3 + 21/5*z + 1
*
78/35 | 0.18879831041136459731619419720531608741 | 0.022073071074204169978681577199301744414
f(z) = -245/216*z^3 + 24/5*z + 1
*
-10/9 | 0.19726725117670174740683077081356436052 | 0.027694924056812268029763568454842509420
f(z) = -243/200*z^3 + 31/15*z + 1
*
[ 6/7 ] 
f(z) = -253/216*z^3 + 34/49*z + 1
*
[ 6/7 ] 
f(z) = -247/216*z^3 + 33/49*z + 1
*
-3/35 | 0.090206600288639938093253597427072582829 | 0.012686043493987815731699310246196905733
f(z) = -245/216*z^3 + 27/40*z + 1
*
[ 6/7 ] 
f(z) = -241/216*z^3 + 32/49*z + 1
*
[ 3/4 ] 
f(z) = -256/207*z^3 + 25/69*z + 1
*
[ 10/13 ] 
f(z) = -247/200*z^3 + 28/65*z + 1
*
[ 3/4 ] 
f(z) = -245/216*z^3 + 39/128*z + 1
*
5/9 | 0.18215430183692995737396682910346339752 | 0.027633998471799771735895888871095001164
f(z) = -243/200*z^3 + 29/120*z + 1
*
[ 11/16 ] 
f(z) = -256/209*z^3 + 26/209*z + 1
*
[ 6 ] 
f(z) = -259/216*z^3 + 44*z + 1
*
[ -6 ] 
f(z) = -257/216*z^3 + 44*z + 1
*
[ 6 ] 
f(z) = -253/216*z^3 + 43*z + 1
*
[ -6 ] 
f(z) = -251/216*z^3 + 43*z + 1
*
[ 6 ] 
f(z) = -247/216*z^3 + 42*z + 1
*
[ -6 ] 
f(z) = -245/216*z^3 + 42*z + 1
*
[ -6/5 ] 
f(z) = -245/216*z^3 + 52/15*z + 1
*
[ -12/7 ] 
f(z) = -245/216*z^3 + 59/12*z + 1
*
[ -10/27 ] 
f(z) = -243/200*z^3 + 58/15*z + 1
*
[ 6 ] 
f(z) = -241/216*z^3 + 41*z + 1
*
[ 6/5 ] 
f(z) = -257/216*z^3 + 47/25*z + 1
*
[ 6/5 ] 
f(z) = -251/216*z^3 + 46/25*z + 1
*
12/7 | 0.15359634369337946609392877330622308758 | 0.019391495303189076604871979741769352792
f(z) = -245/216*z^3 + 51/20*z + 1
*
[ 10/11 ] 
f(z) = -253/200*z^3 + 52/55*z + 1
*
-4/7 | 0.14820210159197792821216685063394302181 | 0.026939673783700322065080327922804786900
f(z) = -245/208*z^3 + 59/52*z + 1
*
-2/3 | 0.15961193172465192507500194728346033158 | 0.029057008258692548134338926077249135654
f(z) = -243/208*z^3 + 53/52*z + 1
*
[ 3/4 ] 
f(z) = -257/216*z^3 + 43/128*z + 1
*
[ 3/4 ] 
f(z) = -251/216*z^3 + 41/128*z + 1
*
[ 3/4 ] 
f(z) = -248/207*z^3 + 47/138*z + 1
*
-4/27 | 0.15961296534107281479718314448619489903 | 0.024214330355279053355344577625455064471
f(z) = -243/208*z^3 + 43/156*z + 1
*
6/35 | 0.28251999316633537055863606248576974004 | 0.029537058831914959550888044536378206332
f(z) = -245/216*z^3 + 66/5*z + 1
*
[ 18/7 ] 
f(z) = -245/216*z^3 + 73/9*z + 1
*
[ 10/3 ] 
f(z) = -243/200*z^3 + 71/5*z + 1
*
[ -10/3 ] 
f(z) = -243/200*z^3 + 74/5*z + 1
*
[ -6/7 ] 
f(z) = -259/216*z^3 + 64/21*z + 1
*
-6/23 | 0.28333736647560554443257767220600908721 | 0.029576014966520364510412998010823353383
f(z) = -253/216*z^3 + 67/23*z + 1
*
-2/7 | 0.18093244823151186520031895334574214373 | 0.028592644714267249657567408090652739251
f(z) = -245/216*z^3 + 70/27*z + 1
*
[ -2/3 ] 
f(z) = -243/200*z^3 + 76/25*z + 1
*
[ 12/11 ] 
f(z) = -253/216*z^3 + 65/44*z + 1
*
-4/9 | 0.15961195153440947794137839221030534917 | 0.027855003853280291338517225491043991914
f(z) = -243/208*z^3 + 77/52*z + 1
*
[ 6/7 ] 
f(z) = -245/204*z^3 + 73/102*z + 1
*
[ 3/4 ] 
f(z) = -256/201*z^3 + 77/201*z + 1
*
[ 3/4 ] 
f(z) = -256/213*z^3 + 73/213*z + 1
*
[ 3/4 ] 
f(z) = -256/219*z^3 + 71/219*z + 1
*
[ 26/35 ] 
f(z) = -245/208*z^3 + 79/260*z + 1
*
[ 5/7 ] 
f(z) = -259/200*z^3 + 73/280*z + 1
*
[ -3 ] 
f(z) = -259/216*z^3 + 97/8*z + 1
*
[ 3 ] 
f(z) = -257/216*z^3 + 91/8*z + 1
*
[ -3 ] 
f(z) = -253/216*z^3 + 95/8*z + 1
*
[ 3 ] 
f(z) = -251/216*z^3 + 89/8*z + 1
*
[ -3 ] 
f(z) = -247/216*z^3 + 93/8*z + 1
*
[ -18/7 ] 
f(z) = -245/216*z^3 + 80/9*z + 1
*
[ 3 ] 
f(z) = -245/216*z^3 + 87/8*z + 1
*
6/35 | 0.21691113476118201465655636607741401707 | 0.021822865536989868165824139917913356035
f(z) = -245/216*z^3 + 96/5*z + 1
*
[ -3 ] 
f(z) = -241/216*z^3 + 91/8*z + 1
*
[ -6/5 ] 
f(z) = -259/216*z^3 + 89/25*z + 1
*
[ 3/2 ] 
f(z) = -259/216*z^3 + 97/32*z + 1
*
[ -6/5 ] 
f(z) = -253/216*z^3 + 88/25*z + 1
*
[ 3/2 ] 
f(z) = -253/216*z^3 + 95/32*z + 1
*
[ -6/5 ] 
f(z) = -247/216*z^3 + 87/25*z + 1
*
[ 3/2 ] 
f(z) = -247/216*z^3 + 93/32*z + 1
*
[ -12/35 ] 
f(z) = -245/216*z^3 + 81/20*z + 1
*
[ -3/7 ] 
f(z) = -245/216*z^3 + 85/24*z + 1
*
[ -6/5 ] 
f(z) = -241/216*z^3 + 86/25*z + 1
*
[ 3/2 ] 
f(z) = -241/216*z^3 + 91/32*z + 1
*
-3/7 | 0.22659116312432335094946193551465041928 | 0.029193327476254467730139702688117630498
f(z) = -259/216*z^3 + 87/56*z + 1
*
[ 8/9 ] 
f(z) = -243/208*z^3 + 83/104*z + 1
*
[ 6/7 ] 
f(z) = -245/207*z^3 + 97/138*z + 1
*
39/35 | 0.18879069669852721720160015855908312208 | 0.026550241134399459122359345461387809947
f(z) = -245/216*z^3 + 89/120*z + 1
*
[ 18/23 ] 
f(z) = -253/216*z^3 + 91/207*z + 1
*
[ 7/9 ] 
f(z) = -243/203*z^3 + 89/203*z + 1
*
[ 7/9 ] 
f(z) = -243/217*z^3 + 85/217*z + 1
*
[ 3/4 ] 
f(z) = -244/207*z^3 + 91/276*z + 1
*
[ -6/35 ] 
f(z) = -245/216*z^3 + 103/15*z + 1
*
[ 30/7 ] 
f(z) = -245/216*z^3 + 108/5*z + 1
*
[ -24/7 ] 
f(z) = -245/216*z^3 + 117/8*z + 1
*
[ 10/7 ] 
f(z) = -259/200*z^3 + 103/35*z + 1
*
-2 | 0.11705791765887042552069707321280449876 | 0.017109689672173410788307807812073588264
f(z) = -259/200*z^3 + 117/25*z + 1
*
-2 | 0.10345785541180367769214848948692293948 | 0.015140842228990828113542415478862736887
f(z) = -259/216*z^3 + 116/27*z + 1
*
-2 | 0.11691139239312967614013629082301013384 | 0.017109739419497545688102911821201199267
f(z) = -257/200*z^3 + 116/25*z + 1
*
-2 | 0.10330957301822555290290874790858082243 | 0.015138323018817535413958205054512450157
f(z) = -257/216*z^3 + 115/27*z + 1
*
-2 | 0.11661440613810111066736670542754889469 | 0.017109824801181922994013031095928740449
f(z) = -253/200*z^3 + 114/25*z + 1
*
[ -6/23 ] 
f(z) = -253/216*z^3 + 113/23*z + 1
*
-2 | 0.10300888275250480900966210789736087001 | 0.015133166603513906325557329225263465868
f(z) = -253/216*z^3 + 113/27*z + 1
*
-2 | 0.11646389198889065495396178899119823912 | 0.017109859205017675117628912368395310877
f(z) = -251/200*z^3 + 113/25*z + 1
*
-2 | 0.10285641572805447168196128081777198855 | 0.015130526229935311856884740558312685603
f(z) = -251/216*z^3 + 112/27*z + 1
*
-2 | 0.11631199353925594696798586433419551836 | 0.017109887182484911225191909373623225867
f(z) = -249/200*z^3 + 112/25*z + 1
*
-2 | 0.11615868187174072926060212293507772503 | 0.017109907990358636368959067757446593621
f(z) = -247/200*z^3 + 111/25*z + 1
*
-2 | 0.10254708172896018166200478662960835822 | 0.015125112520240318257630742427234750059
f(z) = -247/216*z^3 + 110/27*z + 1
*
15/7 | 0.16131288413265275988906297830062844753 | 0.023417462047402322511590568257380158251
f(z) = -245/216*z^3 + 109/24*z + 1
*
-2 | 0.10239014871445103035242054297632036667 | 0.015122335418214517335457907622155457780
f(z) = -245/216*z^3 + 109/27*z + 1
*
-2 | 0.11584769805241272258833572061958293321 | 0.017109924825505852905119522209668538062
f(z) = -243/200*z^3 + 109/25*z + 1
*
-2 | 0.11568996274134891458959961898926285958 | 0.017109919052429487659103541239619570961
f(z) = -241/200*z^3 + 108/25*z + 1
*
-2 | 0.10207157579952855341572803037579370746 | 0.015116630424069661165916201797245983606
f(z) = -241/216*z^3 + 107/27*z + 1
*
35/27 | 0.12379053284829849892250457236374641133 | 0.018779833147259889340154634815588911145
f(z) = -243/200*z^3 + 101/120*z + 1
*
[ 6/7 ] 
f(z) = -257/216*z^3 + 104/147*z + 1
*
[ 6/7 ] 
f(z) = -251/216*z^3 + 101/147*z + 1
*
[ 6/7 ] 
f(z) = -245/208*z^3 + 109/156*z + 1
*
[ 5/6 ] 
f(z) = -243/200*z^3 + 103/160*z + 1
*
[ 9/11 ] 
f(z) = -242/207*z^3 + 116/207*z + 1
*
[ 3/4 ] 
f(z) = -260/207*z^3 + 103/276*z + 1
*
[ -6 ] 
f(z) = -259/216*z^3 + 133/3*z + 1
*
[ 6 ] 
f(z) = -257/216*z^3 + 131/3*z + 1
*
[ -6 ] 
f(z) = -253/216*z^3 + 130/3*z + 1
*
[ 6 ] 
f(z) = -251/216*z^3 + 128/3*z + 1
*
[ -6 ] 
f(z) = -247/216*z^3 + 127/3*z + 1
*
[ 6 ] 
f(z) = -245/216*z^3 + 125/3*z + 1
*
[ -6 ] 
f(z) = -241/216*z^3 + 124/3*z + 1
*
[ -3/2 ] 
f(z) = -257/216*z^3 + 139/32*z + 1
*
[ 2 ] 
f(z) = -253/200*z^3 + 139/25*z + 1
*
[ 2 ] 
f(z) = -251/200*z^3 + 138/25*z + 1
*
[ -3/2 ] 
f(z) = -251/216*z^3 + 137/32*z + 1
*
[ 2 ] 
f(z) = -251/216*z^3 + 139/27*z + 1
*
[ 2 ] 
f(z) = -249/200*z^3 + 137/25*z + 1
*
[ 2 ] 
f(z) = -247/200*z^3 + 136/25*z + 1
*
[ -6/13 ] 
f(z) = -247/216*z^3 + 133/39*z + 1
*
[ 2 ] 
f(z) = -247/216*z^3 + 137/27*z + 1
*
[ -2/7 ] 
f(z) = -245/216*z^3 + 124/27*z + 1
*
[ -3/2 ] 
f(z) = -245/216*z^3 + 135/32*z + 1
*
[ 2 ] 
f(z) = -245/216*z^3 + 136/27*z + 1
*
[ 20/9 ] 
f(z) = -243/200*z^3 + 131/20*z + 1
*
[ 2 ] 
f(z) = -243/200*z^3 + 134/25*z + 1
*
[ -2/9 ] 
f(z) = -243/200*z^3 + 139/25*z + 1
*
[ 2 ] 
f(z) = -241/200*z^3 + 133/25*z + 1
*
[ 2 ] 
f(z) = -241/216*z^3 + 134/27*z + 1
*
-2/7 | 0.14353911646690069144526964823697946907 | 0.022814517854440586525681792556448283204
f(z) = -245/208*z^3 + 135/52*z + 1
*
[ -5/9 ] 
f(z) = -243/200*z^3 + 127/40*z + 1
*
[ 4/3 ] 
f(z) = -243/208*z^3 + 121/52*z + 1
*
[ 6/5 ] 
f(z) = -253/216*z^3 + 139/75*z + 1
*
[ 6/5 ] 
f(z) = -247/216*z^3 + 136/75*z + 1
*
12/35 | 0.22405924546904483474341620772510139255 | 0.028796720605773593338180024366320307128
f(z) = -245/216*z^3 + 133/60*z + 1
*
[ 6/5 ] 
f(z) = -241/216*z^3 + 133/75*z + 1
*
[ 12/13 ] 
f(z) = -247/216*z^3 + 139/156*z + 1
*
[ 5/6 ] 
f(z) = -252/205*z^3 + 134/205*z + 1
*
[ 5/6 ] 
f(z) = -252/215*z^3 + 132/215*z + 1
*
[ 4/5 ] 
f(z) = -255/208*z^3 + 139/260*z + 1
*
[ 4/5 ] 
f(z) = -245/208*z^3 + 131/260*z + 1
*
-174/35 | 0.22172193343354609768434065441643232958 | 0.021476279633247773788776158829921190295
f(z) = -245/216*z^3 + 141/5*z + 1
*
[ 2 ] 
f(z) = -259/200*z^3 + 142/25*z + 1
*
[ -10/7 ] 
f(z) = -259/200*z^3 + 152/35*z + 1
*
[ 2 ] 
f(z) = -259/216*z^3 + 143/27*z + 1
*
[ -12/7 ] 
f(z) = -259/216*z^3 + 143/28*z + 1
*
[ 2 ] 
f(z) = -257/200*z^3 + 141/25*z + 1
*
[ 2 ] 
f(z) = -257/216*z^3 + 142/27*z + 1
*
[ 2 ] 
f(z) = -253/216*z^3 + 140/27*z + 1
*
[ -12/5 ] 
f(z) = -245/216*z^3 + 159/20*z + 1
*
[ -20/9 ] 
f(z) = -243/200*z^3 + 149/20*z + 1
*
[ -2 ] 
f(z) = -243/200*z^3 + 159/25*z + 1
*
[ -2 ] 
f(z) = -241/200*z^3 + 158/25*z + 1
*
-3/7 | 0.21499730697579409750188541850865749264 | 0.026032885161275053830327440610276908714
f(z) = -259/216*z^3 + 143/56*z + 1
*
[ -6/7 ] 
f(z) = -257/216*z^3 + 149/49*z + 1
*
[ -6/7 ] 
f(z) = -251/216*z^3 + 148/49*z + 1
*
[ -12/13 ] 
f(z) = -247/216*z^3 + 159/52*z + 1
*
[ -18/35 ] 
f(z) = -245/216*z^3 + 146/45*z + 1
*
-57/35 | 0.13886311195014568746274959480226317916 | 0.016758218247839680194955108326355952885
f(z) = -245/216*z^3 + 147/40*z + 1
*
[ 5/3 ] 
f(z) = -243/200*z^3 + 151/40*z + 1
*
[ -2/3 ] 
f(z) = -243/208*z^3 + 157/52*z + 1
*
[ 6/5 ] 
f(z) = -259/216*z^3 + 142/75*z + 1
*
[ 9/7 ] 
f(z) = -245/216*z^3 + 151/72*z + 1
*
5/9 | 0.14946225748286196222444311417791255367 | 0.022599965849176665836097508292905683157
f(z) = -243/200*z^3 + 149/120*z + 1
*
26/35 | 0.13691358381137110279989675772498380477 | 0.019254596377550582813544502664527785584
f(z) = -245/208*z^3 + 159/260*z + 1
*
[ -2 ] 
f(z) = -259/200*z^3 + 167/25*z + 1
*
[ -2 ] 
f(z) = -259/216*z^3 + 170/27*z + 1
*
[ -2 ] 
f(z) = -257/200*z^3 + 166/25*z + 1
*
[ -2 ] 
f(z) = -257/216*z^3 + 169/27*z + 1
*
[ -2 ] 
f(z) = -253/200*z^3 + 164/25*z + 1
*
[ -2 ] 
f(z) = -253/216*z^3 + 167/27*z + 1
*
[ -2 ] 
f(z) = -251/200*z^3 + 163/25*z + 1
*
[ -2 ] 
f(z) = -251/216*z^3 + 166/27*z + 1
*
[ -2 ] 
f(z) = -249/200*z^3 + 162/25*z + 1
*
[ -2 ] 
f(z) = -247/200*z^3 + 161/25*z + 1
*
[ -2 ] 
f(z) = -247/216*z^3 + 164/27*z + 1
*
[ -2 ] 
f(z) = -245/216*z^3 + 163/27*z + 1
*
[ -2 ] 
f(z) = -241/216*z^3 + 161/27*z + 1
*
[ -10/11 ] 
f(z) = -253/200*z^3 + 173/55*z + 1
*
[ -4/7 ] 
f(z) = -245/208*z^3 + 163/52*z + 1
*
[ 8/7 ] 
f(z) = -245/208*z^3 + 173/104*z + 1
*
-2/3 | 0.14313209959387704155086578265911434049 | 0.021556442195002695247639291255641107819
f(z) = -255/208*z^3 + 163/156*z + 1
*
-2/3 | 0.14313106597745615182868458545637977303 | 0.021633865745321068818379781079464852397
f(z) = -249/208*z^3 + 161/156*z + 1
*
[ 26/27 ] 
f(z) = -243/208*z^3 + 163/156*z + 1
*
-26/27 | 0.14249849080434836850924299630742962497 | 0.021617952677540259825996103298956806223
f(z) = -243/208*z^3 + 175/156*z + 1
*
[ 18/19 ] 
f(z) = -247/216*z^3 + 166/171*z + 1
*
[ 7/8 ] 
f(z) = -256/203*z^3 + 167/203*z + 1
*
[ 7/8 ] 
f(z) = -256/217*z^3 + 165/217*z + 1
*
[ 8/9 ] 
f(z) = -243/200*z^3 + 167/200*z + 1
*
[ -3/14 ] 
f(z) = -245/216*z^3 + 183/32*z + 1
*
[ -3/7 ] 
f(z) = -259/216*z^3 + 199/56*z + 1
*
-15/7 | 0.22708865826151096375962663439182413957 | 0.026631888138373864761735037045176510184
f(z) = -245/216*z^3 + 187/40*z + 1
*
[ -5/3 ] 
f(z) = -243/200*z^3 + 199/40*z + 1
*
[ -4/9 ] 
f(z) = -243/208*z^3 + 181/52*z + 1
*
[ -4/3 ] 
f(z) = -243/208*z^3 + 199/52*z + 1
*
[ -10/13 ] 
f(z) = -247/200*z^3 + 197/65*z + 1
*
[ -20/27 ] 
f(z) = -243/200*z^3 + 181/60*z + 1
*
5/27 | 0.18578621597865686426312391246710180409 | 0.026954283372124370072005676018199505548
f(z) = -243/200*z^3 + 197/120*z + 1
*
[ 10/3 ] 
f(z) = -249/200*z^3 + 218/15*z + 1
*
-2 | 0.11598071935865860693028623149697841129 | 0.017118000385810806853494378259346257135
f(z) = -245/208*z^3 + 219/52*z + 1
*
-2 | 0.11582341571293013361134310182525917491 | 0.017117962451754775123198052539662808074
f(z) = -243/208*z^3 + 217/52*z + 1
*
-2 | 0.11566456486372184426327386600981529871 | 0.017117910643560865589287668858892930994
f(z) = -241/208*z^3 + 215/52*z + 1
*
[ 3/2 ] 
f(z) = -260/207*z^3 + 218/69*z + 1
*
[ -3/4 ] 
f(z) = -256/207*z^3 + 209/69*z + 1
*
[ 3/2 ] 
f(z) = -256/207*z^3 + 215/69*z + 1
*
[ -3/5 ] 
f(z) = -250/207*z^3 + 214/69*z + 1
*
[ 3/2 ] 
f(z) = -248/207*z^3 + 209/69*z + 1
*
[ 3/2 ] 
f(z) = -244/207*z^3 + 206/69*z + 1
*
26/27 | 0.14250005218070986226648818249920223028 | 0.021148237932429675197241356497050312587
f(z) = -243/208*z^3 + 211/156*z + 1
*
[ 15/14 ] 
f(z) = -245/216*z^3 + 219/160*z + 1
*
[ -10/3 ] 
f(z) = -249/200*z^3 + 227/15*z + 1
*
-3/7 | 0.088236278600363365317908054338752524338 | 0.011562953254230096990794107710313026483
f(z) = -245/216*z^3 + 229/24*z + 1
*
-2 | 0.11704123739920190375161735167689430490 | 0.017117966986748756573714961996981022352
f(z) = -259/208*z^3 + 233/52*z + 1
*
-2 | 0.11689387521448304502793225780565464149 | 0.017117997359988367458204983339940264502
f(z) = -257/208*z^3 + 231/52*z + 1
*
-2 | 0.11674518037981733118918586119139908992 | 0.017118020564367894442034157878306402528
f(z) = -255/208*z^3 + 229/52*z + 1
*
-2 | 0.11659512539983056753316702677622884027 | 0.017118035841752264225935592440264689435
f(z) = -253/208*z^3 + 227/52*z + 1
*
-2 | 0.11644368181658108653324723302947390626 | 0.017118042375958109527555049095811411949
f(z) = -251/208*z^3 + 225/52*z + 1
*
-2 | 0.11629082015975196950936128027130175399 | 0.017118039288080953105775297439401618158
f(z) = -249/208*z^3 + 223/52*z + 1
*
[ -2/7 ] 
f(z) = -245/208*z^3 + 239/52*z + 1
*
-14/9 | 0.15202054667132238100839009138631020914 | 0.022348092394013072126162389397631650811
f(z) = -243/208*z^3 + 225/52*z + 1
*
[ -2/3 ] 
f(z) = -249/200*z^3 + 229/75*z + 1
*
[ -12/19 ] 
f(z) = -247/216*z^3 + 231/76*z + 1
*
-12/7 | 0.17729001135395176550505077850819747931 | 0.021366565987476751162018544239352365232
f(z) = -245/216*z^3 + 223/60*z + 1
*
-46/27 | 0.12064488552627183374490664600438257484 | 0.016076571241673887428960532016307950302
f(z) = -243/200*z^3 + 227/75*z + 1
*
-18/13 | 0.25255638565583658960762862665560829203 | 0.029402236296882573993497316803918529937
f(z) = -247/216*z^3 + 224/117*z + 1
*
[ 10/9 ] 
f(z) = -249/200*z^3 + 221/135*z + 1
*
-2/5 | 0.18202526983057461993439192355175172382 | 0.024255833187217042877420347007355902209
f(z) = -245/216*z^3 + 227/135*z + 1
*
-2/27 | 0.20153407716124288687796598466043946820 | 0.029438739918507494985692164133001572041
f(z) = -243/208*z^3 + 235/156*z + 1
*
[ 36/35 ] 
f(z) = -245/216*z^3 + 221/180*z + 1
*
[ 3 ] 
f(z) = -241/216*z^3 + 257/24*z + 1
*
[ -6/19 ] 
f(z) = -247/216*z^3 + 244/57*z + 1
*
-3/5 | 0.25893681609568981800046551041400211467 | 0.029461805903519540098127078840598608799
f(z) = -245/216*z^3 + 243/40*z + 1
*
[ -3/7 ] 
f(z) = -245/207*z^3 + 245/69*z + 1
*
[ 30/23 ] 
f(z) = -253/216*z^3 + 256/115*z + 1
*
[ 4/3 ] 
f(z) = -243/200*z^3 + 241/100*z + 1
*
[ 3 ] 
f(z) = -259/216*z^3 + 275/24*z + 1
*
[ 3 ] 
f(z) = -253/216*z^3 + 269/24*z + 1
*
[ 3 ] 
f(z) = -247/216*z^3 + 263/24*z + 1
*
[ -3 ] 
f(z) = -245/216*z^3 + 277/24*z + 1
*
[ 2 ] 
f(z) = -253/208*z^3 + 279/52*z + 1
*
[ 2 ] 
f(z) = -251/208*z^3 + 277/52*z + 1
*
[ 2 ] 
f(z) = -249/208*z^3 + 275/52*z + 1
*
20/9 | 0.14908264051391227745872231765523635475 | 0.021448225205304397134320605056478918573
f(z) = -243/208*z^3 + 261/52*z + 1
*
[ 2 ] 
f(z) = -243/208*z^3 + 269/52*z + 1
*
[ 2 ] 
f(z) = -241/208*z^3 + 267/52*z + 1
*
[ -6/5 ] 
f(z) = -257/216*z^3 + 266/75*z + 1
*
[ -3/8 ] 
f(z) = -256/207*z^3 + 265/69*z + 1
*
[ -6/5 ] 
f(z) = -251/216*z^3 + 263/75*z + 1
*
[ -9/7 ] 
f(z) = -245/216*z^3 + 263/72*z + 1
*
-50/27 | 0.22364093939467341870877768379813541651 | 0.029017662032218571415251159325782981191
f(z) = -243/200*z^3 + 278/75*z + 1
*
[ 3/2 ] 
f(z) = -245/216*z^3 + 277/96*z + 1
*
-2/7 | 0.18309911035963819020603808358741848859 | 0.029189016486145352219934300785806152522
f(z) = -245/204*z^3 + 265/102*z + 1
*
[ 6/5 ] 
f(z) = -250/207*z^3 + 263/138*z + 1
*
-10/7 | 0.20603940803662855300239109931457619087 | 0.026809743262113189407703654230123046946
f(z) = -245/216*z^3 + 272/135*z + 1
*
-8/7 | 0.15760683001374760906266878256268859237 | 0.028170681080775264696528977562183321338
f(z) = -245/204*z^3 + 269/204*z + 1
*
-4/5 | 0.16954747889002772401757171829124325033 | 0.023710607958608634718828366751947661356
f(z) = -255/208*z^3 + 269/260*z + 1
*
[ -3 ] 
f(z) = -257/216*z^3 + 289/24*z + 1
*
[ -3 ] 
f(z) = -251/216*z^3 + 283/24*z + 1
*
[ 2 ] 
f(z) = -259/208*z^3 + 285/52*z + 1
*
[ 2 ] 
f(z) = -257/208*z^3 + 283/52*z + 1
*
[ 2 ] 
f(z) = -255/208*z^3 + 281/52*z + 1
*
[ -2/9 ] 
f(z) = -243/208*z^3 + 289/52*z + 1
*
[ -3/2 ] 
f(z) = -244/207*z^3 + 298/69*z + 1
*
[ 3/2 ] 
f(z) = -257/216*z^3 + 289/96*z + 1
*
[ 3/2 ] 
f(z) = -251/216*z^3 + 283/96*z + 1
*
[ 18/13 ] 
f(z) = -247/216*z^3 + 289/117*z + 1
*
-3/7 | 0.18626206224099139833423298076328658553 | 0.023771320074409396428797384500176315221
f(z) = -245/216*z^3 + 281/120*z + 1
*
-4/3 | 0.15902663921452662630147518237807008005 | 0.022504405650882773404550583538776813301
f(z) = -249/208*z^3 + 293/156*z + 1
*
-26/27 | 0.14249849080434836850924299630742962497 | 0.020146056420357342916004415058280429519
f(z) = -243/208*z^3 + 295/156*z + 1
*
[ 2/3 ] 
f(z) = -243/232*z^3 - 1/29*z + 1
*
[ 2/3 ] 
f(z) = -243/224*z^3 - 1/56*z + 1
*
[ 2/3 ] 
f(z) = -255/232*z^3 - 1/87*z + 1
*
[ 2/3 ] 
f(z) = -249/232*z^3 - 2/87*z + 1
*
[ 2/3 ] 
f(z) = -243/220*z^3 - 1/110*z + 1
*
[ 2/3 ] 
f(z) = -243/236*z^3 - 5/118*z + 1
*
[ 2/3 ] 
f(z) = -249/224*z^3 - 1/168*z + 1
*
[ 2/3 ] 
f(z) = -243/226*z^3 - 5/226*z + 1
*
[ 2/3 ] 
f(z) = -243/230*z^3 - 7/230*z + 1
*
[ 2/3 ] 
f(z) = -243/238*z^3 - 11/238*z + 1
*
[ 2/3 ] 
f(z) = -259/232*z^3 - 1/261*z + 1
*
[ 2/3 ] 
f(z) = -257/232*z^3 - 2/261*z + 1
*
[ 2/3 ] 
f(z) = -253/232*z^3 - 4/261*z + 1
*
[ 2/3 ] 
f(z) = -251/232*z^3 - 5/261*z + 1
*
[ 2/3 ] 
f(z) = -247/232*z^3 - 7/261*z + 1
*
[ 2/3 ] 
f(z) = -245/232*z^3 - 8/261*z + 1
*
[ 2/3 ] 
f(z) = -241/232*z^3 - 10/261*z + 1
*
[ 15/16 ] 
f(z) = -256/225*z^3 + 14/15*z + 1
*
[ 15/22 ] 
f(z) = -242/225*z^3 + 1/30*z + 1
*
-4/9 | 0.15156093684039905805293012010211917565 | 0.022992784989407297792666066191226789101
f(z) = -243/224*z^3 + 11/84*z + 1
*
[ 2/3 ] 
f(z) = -255/224*z^3 + 1/168*z + 1
*
[ 11/16 ] 
f(z) = -256/231*z^3 + 16/231*z + 1
*
[ 15/11 ] 
f(z) = -242/225*z^3 + 34/15*z + 1
*
[ 3/4 ] 
f(z) = -256/225*z^3 + 23/75*z + 1
*
[ -15/16 ] 
f(z) = -256/225*z^3 + 46/15*z + 1
*
[ -15/11 ] 
f(z) = -242/225*z^3 + 56/15*z + 1
*
-4/9 | 0.15155990322397816833074892289938460819 | 0.026162531882305220314582075490241023751
f(z) = -243/224*z^3 + 41/28*z + 1
*
[ 8/9 ] 
f(z) = -243/224*z^3 + 41/56*z + 1
*
-8/9 | 0.10814769107704090894928991783402863931 | 0.019688054137488768026493693854022398905
f(z) = -243/224*z^3 + 55/56*z + 1
*
[ 6/7 ] 
f(z) = -245/234*z^3 + 47/78*z + 1
*
[ 6/7 ] 
f(z) = -245/232*z^3 + 53/87*z + 1
*
28/27 | 0.17228664855050599224252569979306489666 | 0.026137010955790385003188396972118667453
f(z) = -243/224*z^3 + 53/84*z + 1
*
[ 3/4 ] 
f(z) = -248/225*z^3 + 43/150*z + 1
*
2/3 | 0.075422855024975604455452125849797038740 | 0.011442140204653645121868883211643338333
f(z) = -243/224*z^3 + 53/168*z + 1
*
[ 15/8 ] 
f(z) = -256/225*z^3 + 67/15*z + 1
*
[ 4/3 ] 
f(z) = -243/224*z^3 + 61/28*z + 1
*
-28/27 | 0.12950058450714648412362771138964506380 | 0.019646085314918069340215421465870829753
f(z) = -243/224*z^3 + 71/84*z + 1
*
[ 10/11 ] 
f(z) = -242/225*z^3 + 71/90*z + 1
*
[ 6/7 ] 
f(z) = -245/228*z^3 + 71/114*z + 1
*
[ 4/5 ] 
f(z) = -255/224*z^3 + 67/140*z + 1
*
[ 3/4 ] 
f(z) = -256/231*z^3 + 67/231*z + 1
*
[ 3/4 ] 
f(z) = -256/237*z^3 + 65/237*z + 1
*
[ 7/9 ] 
f(z) = -243/238*z^3 + 79/238*z + 1
*
[ -15/8 ] 
f(z) = -256/225*z^3 + 83/15*z + 1
*
[ -4/9 ] 
f(z) = -243/224*z^3 + 97/28*z + 1
*
[ -2/3 ] 
f(z) = -243/232*z^3 + 86/29*z + 1
*
[ -15/22 ] 
f(z) = -242/225*z^3 + 89/30*z + 1
*
[ 5/4 ] 
f(z) = -256/225*z^3 + 89/45*z + 1
*
5/4 | 0.18184046019821447150267763575468621428 | 0.029298032013952603160409096066640063442
f(z) = -248/225*z^3 + 83/90*z + 1
*
-28/27 | 0.15156093684039905805293012010211917565 | 0.022848433761297297900802067913742831760
f(z) = -243/224*z^3 + 95/84*z + 1
*
[ 7/9 ] 
f(z) = -243/224*z^3 + 83/224*z + 1
*
-2 | 0.11696909675491226284330469775565943858 | 0.017139902122940723017166822131475708350
f(z) = -259/232*z^3 + 115/29*z + 1
*
-2 | 0.11681869434843376828398601572268535617 | 0.017139798246174640346858085405881075179
f(z) = -257/232*z^3 + 114/29*z + 1
*
-2 | 0.11666684880826198953663073534938574632 | 0.017139675850716523839027069534124519562
f(z) = -255/232*z^3 + 113/29*z + 1
*
-2 | 0.11651352724946930061461777741177822592 | 0.017139533472091789081940811265086051490
f(z) = -253/232*z^3 + 112/29*z + 1
*
-2 | 0.11635869547861007475863331255299673109 | 0.017139369536884560122543102317178022991
f(z) = -251/232*z^3 + 111/29*z + 1
*
-2 | 0.11620231791582740098702996593798404567 | 0.017139182353672703617284744950761327554
f(z) = -249/232*z^3 + 110/29*z + 1
*
-2 | 0.11604435751068849758501526291680746211 | 0.017138970103089192308148599673831207438
f(z) = -247/232*z^3 + 109/29*z + 1
*
-2 | 0.11588477565111031194150291946523713134 | 0.017138730826911928766017304106152739704
f(z) = -245/232*z^3 + 108/29*z + 1
*
[ -4/3 ] 
f(z) = -243/224*z^3 + 103/28*z + 1
*
-2 | 0.11572353206465815972623695454899463510 | 0.017138462416071491454438587608165143666
f(z) = -243/232*z^3 + 107/29*z + 1
*
-2 | 0.11556058471141024915662910764457939932 | 0.017138162597451717392068236592225320337
f(z) = -241/232*z^3 + 106/29*z + 1
*
10/9 | 0.11534731452317396325129769846693067460 | 0.019157426874226515643074371974430465353
f(z) = -243/224*z^3 + 103/56*z + 1
*
[ 28/27 ] 
f(z) = -243/224*z^3 + 101/84*z + 1
*
-2/3 | 0.11809075437447248726079261474012775403 | 0.017915139488933275274098748998538152513
f(z) = -243/224*z^3 + 109/168*z + 1
*
[ 13/16 ] 
f(z) = -256/221*z^3 + 118/221*z + 1
*
[ 9/11 ] 
f(z) = -242/225*z^3 + 112/225*z + 1
*
[ 15/19 ] 
f(z) = -247/225*z^3 + 119/285*z + 1
*
[ 2 ] 
f(z) = -249/232*z^3 + 139/29*z + 1
*
[ 2 ] 
f(z) = -247/232*z^3 + 138/29*z + 1
*
[ -2/7 ] 
f(z) = -245/232*z^3 + 133/29*z + 1
*
[ 2 ] 
f(z) = -245/232*z^3 + 137/29*z + 1
*
[ 2 ] 
f(z) = -243/232*z^3 + 136/29*z + 1
*
[ 2 ] 
f(z) = -241/232*z^3 + 135/29*z + 1
*
[ -5/8 ] 
f(z) = -256/225*z^3 + 137/45*z + 1
*
5/11 | 0.14098749962112295397745369655819403885 | 0.021592656730020114128014618696649958123
f(z) = -242/225*z^3 + 137/90*z + 1
*
-8/27 | 0.19259039612540366418323512091269523384 | 0.029217222204157282027682324900017524491
f(z) = -243/224*z^3 + 121/168*z + 1
*
[ 5/6 ] 
f(z) = -252/235*z^3 + 128/235*z + 1
*
[ 2 ] 
f(z) = -259/232*z^3 + 144/29*z + 1
*
[ 2 ] 
f(z) = -257/232*z^3 + 143/29*z + 1
*
[ 2 ] 
f(z) = -255/232*z^3 + 142/29*z + 1
*
[ 2 ] 
f(z) = -253/232*z^3 + 141/29*z + 1
*
[ 2 ] 
f(z) = -251/232*z^3 + 140/29*z + 1
*
2/9 | 0.13989793236536250752238740272028581875 | 0.022034158104792067635026761585299031645
f(z) = -243/224*z^3 + 143/56*z + 1
*
[ -5/11 ] 
f(z) = -242/225*z^3 + 154/45*z + 1
*
-6/7 | 0.13721771308225284122111166539900562585 | 0.022436254640677686404415666259150326161
f(z) = -245/234*z^3 + 151/78*z + 1
*
-28/27 | 0.20491881866128856806017941869596882702 | 0.028769149905944157070621648178812094618
f(z) = -243/224*z^3 + 155/84*z + 1
*
[ 6/7 ] 
f(z) = -245/222*z^3 + 143/222*z + 1
*
[ -2 ] 
f(z) = -259/232*z^3 + 173/29*z + 1
*
[ -2 ] 
f(z) = -257/232*z^3 + 172/29*z + 1
*
[ -2 ] 
f(z) = -255/232*z^3 + 171/29*z + 1
*
[ -2 ] 
f(z) = -253/232*z^3 + 170/29*z + 1
*
[ -2 ] 
f(z) = -251/232*z^3 + 169/29*z + 1
*
[ -2 ] 
f(z) = -249/232*z^3 + 168/29*z + 1
*
[ -2 ] 
f(z) = -247/232*z^3 + 167/29*z + 1
*
[ -2 ] 
f(z) = -245/232*z^3 + 166/29*z + 1
*
[ -2/9 ] 
f(z) = -243/232*z^3 + 161/29*z + 1
*
[ -2 ] 
f(z) = -243/232*z^3 + 165/29*z + 1
*
[ -2 ] 
f(z) = -241/232*z^3 + 164/29*z + 1
*
[ -5/4 ] 
f(z) = -256/225*z^3 + 161/45*z + 1
*
[ 5/4 ] 
f(z) = -248/225*z^3 + 173/90*z + 1
*
[ 10/9 ] 
f(z) = -243/220*z^3 + 161/110*z + 1
*
-2/3 | 0.19795956530319046530063829128674892237 | 0.029813745054492547851657168053211091196
f(z) = -255/224*z^3 + 169/168*z + 1
*
-2/3 | 0.19795956530319046530063829128674892237 | 0.029921042154788931856778389538538653131
f(z) = -249/224*z^3 + 167/168*z + 1
*
5/4 | 0.18754537526455146993409518407944486916 | 0.027245789878300130103849838977193538088
f(z) = -244/225*z^3 + 161/180*z + 1
*
5/9 | 0.14315251025166691571095203680634619222 | 0.026060606044233540996406981335371925796
f(z) = -243/220*z^3 + 163/220*z + 1
*
[ 8/9 ] 
f(z) = -243/232*z^3 + 163/232*z + 1
*
[ -5/16 ] 
f(z) = -256/225*z^3 + 194/45*z + 1
*
-2/9 | 0.11413380801764825895402236999571663500 | 0.017086924655527867576565916777493232000
f(z) = -243/224*z^3 + 199/56*z + 1
*
[ 4/3 ] 
f(z) = -255/224*z^3 + 191/84*z + 1
*
[ 4/3 ] 
f(z) = -249/224*z^3 + 187/84*z + 1
*
-28/27 | 0.17277787284476877327212120600521667753 | 0.023565819669502895429226123675687634162
f(z) = -243/224*z^3 + 191/84*z + 1
*
5/8 | 0.086946334072068290146753347141949262870 | 0.012543704498924803413016206832578388769
f(z) = -256/225*z^3 + 197/180*z + 1
*
-2 | 0.11607955140392797465178419868266627694 | 0.017132587353355125718478956796531851048
f(z) = -247/224*z^3 + 219/56*z + 1
*
-2 | 0.11576155988155875823278221355397422401 | 0.017132265533065349036852053675622748175
f(z) = -243/224*z^3 + 215/56*z + 1
*
-2 | 0.11560011600775042367475805336120503236 | 0.017132068710509860541354057577236109912
f(z) = -241/224*z^3 + 213/56*z + 1
*
[ -15/32 ] 
f(z) = -256/225*z^3 + 203/60*z + 1
*
[ 3/2 ] 
f(z) = -256/225*z^3 + 217/75*z + 1
*
[ 3/2 ] 
f(z) = -248/225*z^3 + 211/75*z + 1
*
[ 3/2 ] 
f(z) = -244/225*z^3 + 208/75*z + 1
*
[ 10/9 ] 
f(z) = -243/232*z^3 + 202/145*z + 1
*
-2 | 0.11684768309151947704896198713391800476 | 0.017133050251427456736776709479233980111
f(z) = -257/224*z^3 + 229/56*z + 1
*
-2 | 0.11669698792087739586789685561205004323 | 0.017132990894806423775519620587094502020
f(z) = -255/224*z^3 + 227/56*z + 1
*
-2 | 0.11654485979475442257078051889649780176 | 0.017132916252246331684582861164332222348
f(z) = -253/224*z^3 + 225/56*z + 1
*
-2 | 0.11639126671176712010499183841723058856 | 0.017132825046934365273907463612025405945
f(z) = -251/224*z^3 + 223/56*z + 1
*
-2 | 0.11623617543169947044400873536409603144 | 0.017132715906158226139330138284818559274
f(z) = -249/224*z^3 + 221/56*z + 1
*
[ -14/9 ] 
f(z) = -243/224*z^3 + 239/56*z + 1
*
[ -3/4 ] 
f(z) = -256/225*z^3 + 223/75*z + 1
*
[ -6/7 ] 
f(z) = -245/234*z^3 + 229/78*z + 1
*
-28/27 | 0.22396474680801545688280218574703056723 | 0.029641021695386522398004111534002162930
f(z) = -243/224*z^3 + 239/84*z + 1
*
2/3 | 0.16289821937547624707052120016276308025 | 0.024010501926906602646941955102489787407
f(z) = -243/224*z^3 + 221/168*z + 1
*
14/27 | 0.13805692349023109204857283667404847866 | 0.020242902085298389330283256736106474720
f(z) = -243/224*z^3 + 229/168*z + 1
*
[ 15/4 ] 
f(z) = -256/225*z^3 + 251/15*z + 1
*
[ -15/4 ] 
f(z) = -256/225*z^3 + 259/15*z + 1
*
[ 30/11 ] 
f(z) = -242/225*z^3 + 259/30*z + 1
*
[ -2/3 ] 
f(z) = -249/232*z^3 + 259/87*z + 1
*
[ -6/7 ] 
f(z) = -245/232*z^3 + 256/87*z + 1
*
[ 4/3 ] 
f(z) = -243/232*z^3 + 245/116*z + 1
*
-2/5 | 0.22679575952807602779626910947826391842 | 0.029966225462813954296627889527789764292
f(z) = -245/232*z^3 + 242/145*z + 1
*
45/32 | 0.14098967246114024753064912877134593777 | 0.019695382660946155681083822919221951681
f(z) = -256/225*z^3 + 257/180*z + 1
*
[ 2 ] 
f(z) = -251/224*z^3 + 279/56*z + 1
*
[ 2 ] 
f(z) = -249/224*z^3 + 277/56*z + 1
*
[ 2 ] 
f(z) = -247/224*z^3 + 275/56*z + 1
*
[ 2 ] 
f(z) = -243/224*z^3 + 271/56*z + 1
*
[ 2 ] 
f(z) = -241/224*z^3 + 269/56*z + 1
*
[ -3/7 ] 
f(z) = -245/234*z^3 + 275/78*z + 1
*
[ -2/3 ] 
f(z) = -255/232*z^3 + 260/87*z + 1
*
[ -28/27 ] 
f(z) = -243/224*z^3 + 263/84*z + 1
*
-10/9 | 0.17788305528179825751318713595922323246 | 0.023146052923708130616271136302797134489
f(z) = -243/232*z^3 + 272/87*z + 1
*
-34/27 | 0.17788309841911210932957133706957277508 | 0.023113069603832911341084518405747791910
f(z) = -243/232*z^3 + 275/87*z + 1
*
[ -10/11 ] 
f(z) = -242/225*z^3 + 269/90*z + 1
*
58/35 | 0.22118439123563501587988108072649609610 | 0.028698922160897216715016453812095926845
f(z) = -245/232*z^3 + 278/145*z + 1
*
[ -30/11 ] 
f(z) = -242/225*z^3 + 281/30*z + 1
*
[ 2 ] 
f(z) = -257/224*z^3 + 285/56*z + 1
*
[ 2 ] 
f(z) = -255/224*z^3 + 283/56*z + 1
*
[ 2 ] 
f(z) = -253/224*z^3 + 281/56*z + 1
*
-15/8 | 0.25123033652126169768215447547417665140 | 0.030024423450693174290046656033804981280
f(z) = -256/225*z^3 + 287/60*z + 1
*
[ -3/8 ] 
f(z) = -256/225*z^3 + 287/75*z + 1
*
-20/27 | 0.15156144280092649551119766954727093262 | 0.019637917179601437307485800108918185116
f(z) = -243/224*z^3 + 281/84*z + 1
*
[ 2/3 ] 
f(z) = -243/248*z^3 - 2/31*z + 1
*
[ 2/3 ] 
f(z) = -243/256*z^3 - 5/64*z + 1
*
[ 2/3 ] 
f(z) = -255/248*z^3 - 4/93*z + 1
*
[ 2/3 ] 
f(z) = -249/248*z^3 - 5/93*z + 1
*
[ 24/35 ] 
f(z) = -245/256*z^3 - 1/120*z + 1
*
[ 2/3 ] 
f(z) = -243/244*z^3 - 7/122*z + 1
*
[ 2/3 ] 
f(z) = -255/256*z^3 - 11/192*z + 1
*
[ 2/3 ] 
f(z) = -249/256*z^3 - 13/192*z + 1
*
[ 2/3 ] 
f(z) = -243/242*z^3 - 13/242*z + 1
*
[ 2/3 ] 
f(z) = -243/250*z^3 - 17/250*z + 1
*
[ 2/3 ] 
f(z) = -243/254*z^3 - 19/254*z + 1
*
[ 2/3 ] 
f(z) = -259/248*z^3 - 10/279*z + 1
*
[ 2/3 ] 
f(z) = -257/248*z^3 - 11/279*z + 1
*
[ 2/3 ] 
f(z) = -253/248*z^3 - 13/279*z + 1
*
[ 2/3 ] 
f(z) = -251/248*z^3 - 14/279*z + 1
*
[ 2/3 ] 
f(z) = -247/248*z^3 - 16/279*z + 1
*
[ 2/3 ] 
f(z) = -245/248*z^3 - 17/279*z + 1
*
[ 15/22 ] 
f(z) = -242/243*z^3 - 1/270*z + 1
*
[ 2/3 ] 
f(z) = -241/248*z^3 - 19/279*z + 1
*
[ 9/8 ] 
f(z) = -256/243*z^3 + 13/9*z + 1
*
[ 9/10 ] 
f(z) = -250/243*z^3 + 13/18*z + 1
*
[ 5/3 ] 
f(z) = -249/250*z^3 + 19/6*z + 1
*
[ 9/7 ] 
f(z) = -245/243*z^3 + 17/9*z + 1
*
[ 8/7 ] 
f(z) = -245/256*z^3 + 11/8*z + 1
*
-10/27 | 0.20493774745077423904735864986670651910 | 0.029667777617184488711619959063870112103
f(z) = -243/250*z^3 + 4/3*z + 1
*
40/27 | 0.10260405043440273472347921851738950462 | 0.014198876657315688427421902765111795998
f(z) = -243/250*z^3 + 11/6*z + 1
*
[ 10/9 ] 
f(z) = -243/250*z^3 + 13/10*z + 1
*
[ 8/9 ] 
f(z) = -243/256*z^3 + 5/8*z + 1
*
4/9 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -243/256*z^3 + 15/16*z + 1
*
[ 9/11 ] 
f(z) = -242/243*z^3 + 4/9*z + 1
*
-9/22 | 0.18310278972739289865340556423773205094 | 0.029598547488355468471215946079235212991
f(z) = -242/243*z^3 + 11/18*z + 1
*
[ 3/4 ] 
f(z) = -256/243*z^3 + 7/27*z + 1
*
9/32 | 0.20021679331036261052679351779469691542 | 0.028885177481155072160031451534932744282
f(z) = -256/243*z^3 + 19/36*z + 1
*
[ 7/9 ] 
f(z) = -243/245*z^3 + 11/35*z + 1
*
5/54 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641
f(z) = -243/250*z^3 + 5/24*z + 1
*
35/27 | 0.089415002678164269922989140381536026433 | 0.013506648625873358068910414322246864255
f(z) = -243/250*z^3 + 13/30*z + 1
*
5/27 | 0.089413869496803740175400143289466386770 | 0.013506477452334157335689079911630071282
f(z) = -243/250*z^3 + 19/30*z + 1
*
-8/27 | 0.15403270679109895764827380476848368179 | 0.023184464436402604849024303216781364283
f(z) = -243/256*z^3 + 11/24*z + 1
*
[ 3/4 ] 
f(z) = -248/243*z^3 + 13/54*z + 1
*
[ 5/6 ] 
f(z) = -243/250*z^3 + 19/40*z + 1
*
[ 5/7 ] 
f(z) = -259/250*z^3 + 9/70*z + 1
*
[ 20/27 ] 
f(z) = -243/250*z^3 + 11/60*z + 1
*
[ 8/11 ] 
f(z) = -253/256*z^3 + 13/88*z + 1
*
[ 5/7 ] 
f(z) = -251/250*z^3 + 11/98*z + 1
*
[ 18/25 ] 
f(z) = -250/243*z^3 + 13/90*z + 1
*
[ 5/7 ] 
f(z) = -241/250*z^3 + 9/98*z + 1
*
[ 9/13 ] 
f(z) = -260/243*z^3 + 8/117*z + 1
*
[ 9/13 ] 
f(z) = -247/243*z^3 + 5/117*z + 1
*
[ 11/16 ] 
f(z) = -256/253*z^3 + 6/253*z + 1
*
[ 15/22 ] 
f(z) = -253/250*z^3 + 1/264*z + 1
*
[ -9/16 ] 
f(z) = -256/243*z^3 + 28/9*z + 1
*
[ -9/8 ] 
f(z) = -256/243*z^3 + 29/9*z + 1
*
[ 9/5 ] 
f(z) = -250/243*z^3 + 34/9*z + 1
*
[ -9/7 ] 
f(z) = -245/243*z^3 + 31/9*z + 1
*
[ -8/7 ] 
f(z) = -245/256*z^3 + 25/8*z + 1
*
4/7 | 0.12836058899258246470689483730706973483 | 0.021423908625903627246638676027559305175
f(z) = -245/256*z^3 + 25/16*z + 1
*
[ 10/3 ] 
f(z) = -243/250*z^3 + 23/2*z + 1
*
[ -10/27 ] 
f(z) = -243/250*z^3 + 23/6*z + 1
*
[ -5/6 ] 
f(z) = -243/250*z^3 + 23/8*z + 1
*
[ -20/9 ] 
f(z) = -243/250*z^3 + 25/4*z + 1
*
-20/9 | 0.24076098346588382095778766122511220823 | 0.028717878803339038412845137779077302503
f(z) = -243/250*z^3 + 35/6*z + 1
*
[ -8/9 ] 
f(z) = -243/256*z^3 + 23/8*z + 1
*
-9/11 | 0.18310279832816118539203286221071381191 | 0.028106043507444044199955074729155968999
f(z) = -242/243*z^3 + 25/18*z + 1
*
[ -9/11 ] 
f(z) = -242/243*z^3 + 26/9*z + 1
*
9/22 | 0.18343531965841530221179472406270286927 | 0.027257075034514778435193143609101259709
f(z) = -242/243*z^3 + 31/18*z + 1
*
-9/8 | 0.15306759565889499434528064204528397770 | 0.022082986117788483161608693925442745452
f(z) = -256/243*z^3 + 35/36*z + 1
*
[ 7/8 ] 
f(z) = -256/245*z^3 + 23/35*z + 1
*
[ 11/9 ] 
f(z) = -243/242*z^3 + 37/22*z + 1
*
[ 9/10 ] 
f(z) = -260/243*z^3 + 34/45*z + 1
*
[ 6/7 ] 
f(z) = -245/243*z^3 + 31/54*z + 1
*
18/35 | 0.19303685003995717310044679463045914608 | 0.027147391296351696881430656986293011670
f(z) = -245/243*z^3 + 37/45*z + 1
*
8/35 | 0.16396750871970451551617972657852187710 | 0.022917725208142613863866545147359669235
f(z) = -245/256*z^3 + 27/40*z + 1
*
[ 5/6 ] 
f(z) = -257/250*z^3 + 37/72*z + 1
*
[ 5/6 ] 
f(z) = -247/250*z^3 + 35/72*z + 1
*
[ 22/27 ] 
f(z) = -243/242*z^3 + 29/66*z + 1
*
-20/27 | 0.20493878106719512876953984706944108655 | 0.028023055537744264983344267415298308519
f(z) = -243/250*z^3 + 23/60*z + 1
*
[ 4/5 ] 
f(z) = -255/256*z^3 + 31/80*z + 1
*
[ 11/14 ] 
f(z) = -245/242*z^3 + 31/88*z + 1
*
44/35 | 0.072591307124924475646764091029039258465 | 0.010146081026533158373238714172815755598
f(z) = -245/256*z^3 + 21/80*z + 1
*
[ 4/5 ] 
f(z) = -245/256*z^3 + 29/80*z + 1
*
[ 3/4 ] 
f(z) = -260/243*z^3 + 29/108*z + 1
*
[ 3/4 ] 
f(z) = -244/243*z^3 + 25/108*z + 1
*
[ 10/13 ] 
f(z) = -247/250*z^3 + 37/130*z + 1
*
[ 16/21 ] 
f(z) = -245/256*z^3 + 35/144*z + 1
*
[ -5/7 ] 
f(z) = -259/250*z^3 + 41/14*z + 1
*
[ 5/3 ] 
f(z) = -259/250*z^3 + 59/18*z + 1
*
[ 5 ] 
f(z) = -257/250*z^3 + 53/2*z + 1
*
[ 9/4 ] 
f(z) = -256/243*z^3 + 53/9*z + 1
*
-9/16 | 0.21623323615327692369659406093361746102 | 0.029608133815350168931848075791202326301
f(z) = -256/243*z^3 + 55/9*z + 1
*
[ -5 ] 
f(z) = -253/250*z^3 + 53/2*z + 1
*
[ 5/2 ] 
f(z) = -251/250*z^3 + 55/8*z + 1
*
9/5 | 0.18318045784705228533073289501072126495 | 0.026133509915830534461307802174866619164
f(z) = -250/243*z^3 + 41/18*z + 1
*
[ -9/5 ] 
f(z) = -250/243*z^3 + 44/9*z + 1
*
[ -9/10 ] 
f(z) = -250/243*z^3 + 53/18*z + 1
*
[ 5 ] 
f(z) = -247/250*z^3 + 51/2*z + 1
*
12/7 | 0.088165518495034282970816633789659518558 | 0.013592866622319293412747373737713374289
f(z) = -245/256*z^3 + 41/16*z + 1
*
[ -4/7 ] 
f(z) = -245/256*z^3 + 49/16*z + 1
*
12/7 | 0.12709484755670097636854670831539803605 | 0.018647529467781481163652697475258494165
f(z) = -245/256*z^3 + 57/16*z + 1
*
[ -5/3 ] 
f(z) = -243/250*z^3 + 43/10*z + 1
*
-40/27 | 0.21963792960610981517039664517496640013 | 0.028538443504435492800273422914117474622
f(z) = -243/250*z^3 + 44/15*z + 1
*
[ -5 ] 
f(z) = -243/250*z^3 + 51/2*z + 1
*
20/9 | 0.16923354518244595848214935134189995250 | 0.023666705453456719223779296104592477726
f(z) = -243/250*z^3 + 51/10*z + 1
*
-10/9 | 0.16292159787515227202028970466045981641 | 0.020391809900973458424043265000864690676
f(z) = -243/250*z^3 + 59/15*z + 1
*
[ 8/3 ] 
f(z) = -243/256*z^3 + 59/8*z + 1
*
[ 18/11 ] 
f(z) = -242/243*z^3 + 55/18*z + 1
*
[ 5/2 ] 
f(z) = -241/250*z^3 + 53/8*z + 1
*
[ 5/4 ] 
f(z) = -253/250*z^3 + 57/32*z + 1
*
-20/27 | 0.089415364737508462378017317972677862165 | 0.012574769500914967373178846224962280602
f(z) = -243/250*z^3 + 49/30*z + 1
*
[ 5/4 ] 
f(z) = -243/250*z^3 + 55/32*z + 1
*
[ 40/27 ] 
f(z) = -243/250*z^3 + 59/24*z + 1
*
8/27 | 0.15403381374002358196106491888357413999 | 0.021455245323688857804144666866741864543
f(z) = -243/256*z^3 + 41/24*z + 1
*
12/11 | 0.14241359302136932402920691138152601389 | 0.024093806909252361316613045119059783368
f(z) = -242/243*z^3 + 41/27*z + 1
*
15/22 | 0.14241335622596053121177863697056114629 | 0.023021104667525237123445911540649822355
f(z) = -242/243*z^3 + 43/54*z + 1
*
[ 9/11 ] 
f(z) = -253/243*z^3 + 47/99*z + 1
*
-9/50 | 0.21290710603652200820050548524965816571 | 0.027211893404141763013920687675735709682
f(z) = -250/243*z^3 + 53/90*z + 1
*
[ 6/7 ] 
f(z) = -245/248*z^3 + 52/93*z + 1
*
[ 5/6 ] 
f(z) = -249/250*z^3 + 59/120*z + 1
*
[ 27/35 ] 
f(z) = -245/243*z^3 + 41/135*z + 1
*
[ 3/4 ] 
f(z) = -254/243*z^3 + 55/216*z + 1
*
[ 3/4 ] 
f(z) = -250/243*z^3 + 53/216*z + 1
*
[ 3/4 ] 
f(z) = -242/243*z^3 + 49/216*z + 1
*
[ 3/4 ] 
f(z) = -256/255*z^3 + 59/255*z + 1
*
[ 20/27 ] 
f(z) = -243/256*z^3 + 41/240*z + 1
*
[ -5/2 ] 
f(z) = -259/250*z^3 + 63/8*z + 1
*
[ -9/4 ] 
f(z) = -256/243*z^3 + 61/9*z + 1
*
[ -5/3 ] 
f(z) = -251/250*z^3 + 79/18*z + 1
*
[ -5/2 ] 
f(z) = -249/250*z^3 + 61/8*z + 1
*
-20/27 | 0.20932463233872254962866717705720243284 | 0.026038130885057883746260399659417818578
f(z) = -243/250*z^3 + 62/15*z + 1
*
[ -8/3 ] 
f(z) = -243/256*z^3 + 65/8*z + 1
*
[ -16/9 ] 
f(z) = -243/256*z^3 + 73/16*z + 1
*
-20/9 | 0.16833423926832775492594395635470393957 | 0.023569501151040838554551778652933733683
f(z) = -243/256*z^3 + 79/16*z + 1
*
[ -9/22 ] 
f(z) = -242/243*z^3 + 65/18*z + 1
*
[ -18/11 ] 
f(z) = -242/243*z^3 + 77/18*z + 1
*
-9/11 | 0.21900921448809381523711545799664759512 | 0.028571569423943032425040365025585683279
f(z) = -242/243*z^3 + 79/18*z + 1
*
[ -5/3 ] 
f(z) = -241/250*z^3 + 77/18*z + 1
*
[ 3/2 ] 
f(z) = -260/243*z^3 + 74/27*z + 1
*
[ -3/4 ] 
f(z) = -256/243*z^3 + 79/27*z + 1
*
[ -5/11 ] 
f(z) = -253/250*z^3 + 75/22*z + 1
*
[ 3/2 ] 
f(z) = -248/243*z^3 + 71/27*z + 1
*
[ -10/13 ] 
f(z) = -247/250*z^3 + 75/26*z + 1
*
[ 11/7 ] 
f(z) = -245/242*z^3 + 63/22*z + 1
*
[ 3/2 ] 
f(z) = -244/243*z^3 + 70/27*z + 1
*
[ -11/9 ] 
f(z) = -243/242*z^3 + 73/22*z + 1
*
-5/9 | 0.10511696706535025152932651670548608292 | 0.013998172054063938974791304760287827943
f(z) = -243/250*z^3 + 73/30*z + 1
*
20/9 | 0.13112279734753103408025692008253202613 | 0.017338136180784750822344430252821834771
f(z) = -243/250*z^3 + 77/20*z + 1
*
35/18 | 0.21372121311842408223754049361468266614 | 0.023301181483788161945054888869012556960
f(z) = -243/250*z^3 + 77/24*z + 1
*
-5/3 | 0.17032981352452088401239846985236811664 | 0.022446303131910589944258665271543070777
f(z) = -243/250*z^3 + 79/30*z + 1
*
-40/27 | 0.16085465512515605112374399631191081252 | 0.020813405969271558674756767436845665955
f(z) = -243/256*z^3 + 71/24*z + 1
*
36/25 | 0.19352989340992712311336910104660468430 | 0.025375744033706913399559328174587707437
f(z) = -250/243*z^3 + 76/45*z + 1
*
[ 3/4 ] 
f(z) = -256/249*z^3 + 61/249*z + 1
*
[ 7/9 ] 
f(z) = -243/259*z^3 + 73/259*z + 1
*
-4/7 | 0.15610727447233825136178538803272978363 | 0.021781282191241056872364194083838415793
f(z) = -245/256*z^3 + 81/16*z + 1
*
[ 16/7 ] 
f(z) = -245/256*z^3 + 89/16*z + 1
*
70/27 | 0.21068677883753212582806539448618813641 | 0.025079790696014524345759865466356083269
f(z) = -243/250*z^3 + 89/15*z + 1
*
-4/9 | 0.17840243298009944678035265254941894850 | 0.024646337064375457627486191696004990912
f(z) = -243/256*z^3 + 87/16*z + 1
*
[ 27/16 ] 
f(z) = -256/243*z^3 + 92/27*z + 1
*
[ -3/5 ] 
f(z) = -250/243*z^3 + 82/27*z + 1
*
[ -11/7 ] 
f(z) = -245/242*z^3 + 91/22*z + 1
*
[ -3/7 ] 
f(z) = -245/243*z^3 + 95/27*z + 1
*
[ -2/3 ] 
f(z) = -243/248*z^3 + 91/31*z + 1
*
56/27 | 0.11627008526748347914586120888094583367 | 0.014746522544517710171459354988162101151
f(z) = -243/256*z^3 + 83/24*z + 1
*
8/27 | 0.23105098764544033004309436065687772537 | 0.029047042271746366243410856664958981218
f(z) = -243/256*z^3 + 89/24*z + 1
*
[ 8/7 ] 
f(z) = -259/256*z^3 + 81/56*z + 1
*
-8/5 | 0.23229481194951657611877565182130512440 | 0.029287094998361267001385447821473719150
f(z) = -255/256*z^3 + 87/40*z + 1
*
[ 4/3 ] 
f(z) = -255/256*z^3 + 97/48*z + 1
*
[ 6/5 ] 
f(z) = -250/243*z^3 + 89/54*z + 1
*
[ 4/3 ] 
f(z) = -249/256*z^3 + 95/48*z + 1
*
[ 20/19 ] 
f(z) = -247/250*z^3 + 87/76*z + 1
*
[ 10/11 ] 
f(z) = -253/250*z^3 + 81/110*z + 1
*
6/7 | 0.14241400836531425057602548396968377531 | 0.020677012172829765003497010800089791532
f(z) = -245/243*z^3 + 89/108*z + 1
*
-16/21 | 0.10414258274537934774747629095023012990 | 0.013450939702166922024736617448279228911
f(z) = -245/256*z^3 + 89/144*z + 1
*
[ 9/4 ] 
f(z) = -248/243*z^3 + 103/18*z + 1
*
[ -9/4 ] 
f(z) = -248/243*z^3 + 119/18*z + 1
*
[ -16/7 ] 
f(z) = -245/256*z^3 + 103/16*z + 1
*
[ -3/2 ] 
f(z) = -260/243*z^3 + 110/27*z + 1
*
-2 | 0.11690093473919897106347874956455352436 | 0.017151864668533357956524212508588249689
f(z) = -259/248*z^3 + 114/31*z + 1
*
-2 | 0.11674797751404415863453600186836763629 | 0.017151594572559948286988546784383505880
f(z) = -257/248*z^3 + 113/31*z + 1
*
[ -5/4 ] 
f(z) = -257/250*z^3 + 109/32*z + 1
*
63/32 | 0.19328712327696011837619498335487959343 | 0.024372425225341029957631932711269630796
f(z) = -256/243*z^3 + 103/36*z + 1
*
[ -3/2 ] 
f(z) = -256/243*z^3 + 109/27*z + 1
*
-21/16 | 0.13410570032925475703374810181359278453 | 0.019391420337346705790121583734785807122
f(z) = -256/243*z^3 + 112/27*z + 1
*
[ -7/8 ] 
f(z) = -256/245*z^3 + 103/35*z + 1
*
-2 | 0.11659347936668410837316397339560211091 | 0.017151294698633611464189420751593561665
f(z) = -255/248*z^3 + 112/31*z + 1
*
-2 | 0.11643740225073947064443459653449984261 | 0.017150962864285081409528326815486194596
f(z) = -253/248*z^3 + 111/31*z + 1
*
-2 | 0.11627970644880142785365687413141685533 | 0.017150596723046005073819825488007515839
f(z) = -251/248*z^3 + 110/31*z + 1
*
-2 | 0.11612035046218842501741867381779840796 | 0.017150193750250863217755698261603128333
f(z) = -249/248*z^3 + 109/31*z + 1
*
[ -3/2 ] 
f(z) = -248/243*z^3 + 107/27*z + 1
*
-2 | 0.11595929089089879321841232638215105970 | 0.017149751227392165121281003809005880946
f(z) = -247/248*z^3 + 108/31*z + 1
*
[ -5/4 ] 
f(z) = -247/250*z^3 + 107/32*z + 1
*
[ -9/14 ] 
f(z) = -245/243*z^3 + 107/36*z + 1
*
-2 | 0.11579648230266185543994646226576582806 | 0.017149266224855786551680352964848848838
f(z) = -245/248*z^3 + 107/31*z + 1
*
[ -3/2 ] 
f(z) = -244/243*z^3 + 106/27*z + 1
*
[ -7/9 ] 
f(z) = -243/245*z^3 + 101/35*z + 1
*
-2 | 0.11563187708984204397056513910700915541 | 0.017148735582839204091116030514693336188
f(z) = -243/248*z^3 + 106/31*z + 1
*
[ 20/9 ] 
f(z) = -243/250*z^3 + 107/20*z + 1
*
-5/6 | 0.23069444977401998241591648201484241611 | 0.024233471628939548481110094519539487338
f(z) = -243/250*z^3 + 109/24*z + 1
*
55/27 | 0.11079089400507597098860893520385982524 | 0.014006038022119436997935902006291195547
f(z) = -243/250*z^3 + 109/30*z + 1
*
-8/9 | 0.19671590445575900553603732390916167434 | 0.024343447555587015870548941535010167060
f(z) = -243/256*z^3 + 101/24*z + 1
*
[ -8/27 ] 
f(z) = -243/256*z^3 + 107/24*z + 1
*
-56/27 | 0.23212812036448208453192237278996340154 | 0.028332065797444359783286222552565217902
f(z) = -243/256*z^3 + 113/24*z + 1
*
[ -7/11 ] 
f(z) = -242/245*z^3 + 104/35*z + 1
*
-2 | 0.11546542531277908555875465455494840949 | 0.017148155890227393194718325499611165858
f(z) = -241/248*z^3 + 105/31*z + 1
*
[ 8/5 ] 
f(z) = -255/256*z^3 + 117/40*z + 1
*
-36/35 | 0.18649711890136643119448126081534934301 | 0.023516243648843730652573319020355294687
f(z) = -245/243*z^3 + 103/45*z + 1
*
[ 8/5 ] 
f(z) = -245/256*z^3 + 113/40*z + 1
*
15/11 | 0.14424439347154021206105537309393943542 | 0.020939664105767621279763376875214279125
f(z) = -242/243*z^3 + 109/54*z + 1
*
[ 9/8 ] 
f(z) = -248/243*z^3 + 101/72*z + 1
*
[ 15/13 ] 
f(z) = -247/250*z^3 + 113/78*z + 1
*
63/44 | 0.19308663637863635854439108887653716457 | 0.024230736190544313492750047397523805913
f(z) = -242/243*z^3 + 107/72*z + 1
*
-63/44 | 0.18355470456953885233248124553305150472 | 0.022828003726772374224977367910526981386
f(z) = -242/243*z^3 + 115/72*z + 1
*
35/22 | 0.16148461575811164036448728193551008046 | 0.024539351328834182034678810364660531413
f(z) = -242/245*z^3 + 103/70*z + 1
*
-9/10 | 0.19113657741931202927367600341279984152 | 0.024101253420305206793380104080534478086
f(z) = -250/243*z^3 + 103/90*z + 1
*
-12/35 | 0.21777445393204864395852858233427755051 | 0.029176889552044066749545798675822871023
f(z) = -245/256*z^3 + 109/80*z + 1
*
[ 15/16 ] 
f(z) = -256/243*z^3 + 116/135*z + 1
*
[ 25/27 ] 
f(z) = -243/250*z^3 + 113/150*z + 1
*
[ 32/35 ] 
f(z) = -245/256*z^3 + 113/160*z + 1
*
[ 6/7 ] 
f(z) = -245/256*z^3 + 103/192*z + 1
*
[ 13/16 ] 
f(z) = -256/247*z^3 + 112/247*z + 1
*
[ 35/44 ] 
f(z) = -242/245*z^3 + 103/280*z + 1
*
[ 18/7 ] 
f(z) = -245/243*z^3 + 131/18*z + 1
*
[ -10/3 ] 
f(z) = -243/250*z^3 + 121/10*z + 1
*
-80/27 | 0.16379499350291844751467447459398796247 | 0.018592229768085579707669921313596830019
f(z) = -243/250*z^3 + 134/15*z + 1
*
[ -27/16 ] 
f(z) = -256/243*z^3 + 124/27*z + 1
*
9/32 | 0.19510363449973195748125261209533179050 | 0.023968434938167425340401547236168070277
f(z) = -256/243*z^3 + 127/36*z + 1
*
[ -7/16 ] 
f(z) = -256/245*z^3 + 122/35*z + 1
*
[ 7/4 ] 
f(z) = -256/245*z^3 + 127/35*z + 1
*
[ -5/3 ] 
f(z) = -249/250*z^3 + 131/30*z + 1
*
[ 2 ] 
f(z) = -247/248*z^3 + 139/31*z + 1
*
[ 2 ] 
f(z) = -245/248*z^3 + 138/31*z + 1
*
[ 2 ] 
f(z) = -243/248*z^3 + 137/31*z + 1
*
-20/9 | 0.11173867162956239918957376148343366361 | 0.011571190037455351017662008418399555893
f(z) = -243/250*z^3 + 125/24*z + 1
*
-40/27 | 0.22446904041498423453596499886743593307 | 0.027680702127945300621644083251696000755
f(z) = -243/250*z^3 + 133/30*z + 1
*
8/27 | 0.14509960093704072201955267075537181717 | 0.017303183961767912521855679475879393697
f(z) = -243/256*z^3 + 137/24*z + 1
*
[ -3/11 ] 
f(z) = -242/243*z^3 + 128/27*z + 1
*
[ 2 ] 
f(z) = -241/248*z^3 + 136/31*z + 1
*
[ -9/10 ] 
f(z) = -260/243*z^3 + 134/45*z + 1
*
20/9 | 0.15633463714282000390603112359691537001 | 0.019174283182129771121996535568415177988
f(z) = -243/250*z^3 + 139/40*z + 1
*
-21/22 | 0.14267970339553750424602487330283167910 | 0.020403173865251960418762480960543674351
f(z) = -242/243*z^3 + 121/54*z + 1
*
[ 3/2 ] 
f(z) = -242/243*z^3 + 139/54*z + 1
*
[ 9/7 ] 
f(z) = -259/243*z^3 + 125/63*z + 1
*
20/27 | 0.21809794757848188983226915336461851922 | 0.026945388754054433376976787668165822621
f(z) = -243/250*z^3 + 131/60*z + 1
*
18/11 | 0.14270311388128649692817791082673584723 | 0.017338727219910593751074399939820685734
f(z) = -242/243*z^3 + 139/72*z + 1
*
[ 14/11 ] 
f(z) = -242/245*z^3 + 127/70*z + 1
*
[ 12/11 ] 
f(z) = -242/243*z^3 + 137/108*z + 1
*
[ 9/10 ] 
f(z) = -245/243*z^3 + 127/180*z + 1
*
[ 8/9 ] 
f(z) = -249/256*z^3 + 139/216*z + 1
*
[ 6/7 ] 
f(z) = -245/246*z^3 + 139/246*z + 1
*
[ 6/7 ] 
f(z) = -245/258*z^3 + 137/258*z + 1
*
[ -18/7 ] 
f(z) = -245/243*z^3 + 145/18*z + 1
*
[ 2 ] 
f(z) = -259/248*z^3 + 145/31*z + 1
*
[ 2 ] 
f(z) = -257/248*z^3 + 144/31*z + 1
*
-9/8 | 0.23108561833764120396584722643583455672 | 0.027980933571802152483553181232856025669
f(z) = -256/243*z^3 + 143/36*z + 1
*
[ 2 ] 
f(z) = -255/248*z^3 + 143/31*z + 1
*
[ 2 ] 
f(z) = -253/248*z^3 + 142/31*z + 1
*
[ 2 ] 
f(z) = -251/248*z^3 + 141/31*z + 1
*
[ 2 ] 
f(z) = -249/248*z^3 + 140/31*z + 1
*
-8/3 | 0.25347750456766688396649080860762819207 | 0.029880588737323425344078956799334079445
f(z) = -249/256*z^3 + 151/24*z + 1
*
[ -2/7 ] 
f(z) = -245/248*z^3 + 142/31*z + 1
*
[ 22/9 ] 
f(z) = -243/242*z^3 + 145/22*z + 1
*
22/9 | 0.21063525654399534719376294791208556972 | 0.025853418935913965202805481954224334774
f(z) = -243/242*z^3 + 157/33*z + 1
*
[ 3/2 ] 
f(z) = -254/243*z^3 + 145/54*z + 1
*
[ 3/2 ] 
f(z) = -250/243*z^3 + 143/54*z + 1
*
[ -3/4 ] 
f(z) = -248/243*z^3 + 157/54*z + 1
*
[ -6/7 ] 
f(z) = -245/243*z^3 + 157/54*z + 1
*
72/35 | 0.19536280408724157578107568627914725410 | 0.023102993315236123656030122053165582527
f(z) = -245/256*z^3 + 147/40*z + 1
*
[ 12/7 ] 
f(z) = -245/256*z^3 + 155/48*z + 1
*
[ -35/27 ] 
f(z) = -243/250*z^3 + 143/42*z + 1
*
-80/81 | 0.23346505751372198687157688100723828837 | 0.023844477716465519111172131901484904154
f(z) = -243/250*z^3 + 143/54*z + 1
*
[ -16/27 ] 
f(z) = -243/256*z^3 + 145/48*z + 1
*
9/44 | 0.22039799024232353288283173819202599705 | 0.026428956266589969716376051338804005101
f(z) = -242/243*z^3 + 155/72*z + 1
*
15/22 | 0.29089283050075752614438200450183675530 | 0.029626270085756896217393653690811457064
f(z) = -253/250*z^3 + 147/88*z + 1
*
16/35 | 0.16645729068339860714816806515975068308 | 0.021558059224444302928334077910374170489
f(z) = -245/256*z^3 + 141/80*z + 1
*
[ 32/27 ] 
f(z) = -243/256*z^3 + 143/96*z + 1
*
[ 8/9 ] 
f(z) = -255/256*z^3 + 143/216*z + 1
*
35/27 | 0.21621440514396460261065289118322384242 | 0.025241048945416926025447924083078030351
f(z) = -243/250*z^3 + 151/210*z + 1
*
[ 9/10 ] 
f(z) = -244/243*z^3 + 158/225*z + 1
*
[ 7/8 ] 
f(z) = -256/259*z^3 + 159/259*z + 1
*
[ 11/13 ] 
f(z) = -247/242*z^3 + 157/286*z + 1
*
-9/22 | 0.21374341495934709351756857265331793118 | 0.025297687916399003536865796204843486007
f(z) = -242/243*z^3 + 173/18*z + 1
*
[ -2 ] 
f(z) = -259/248*z^3 + 176/31*z + 1
*
[ -2 ] 
f(z) = -257/248*z^3 + 175/31*z + 1
*
[ -9/32 ] 
f(z) = -256/243*z^3 + 167/36*z + 1
*
[ -3/16 ] 
f(z) = -256/243*z^3 + 172/27*z + 1
*
[ -7/4 ] 
f(z) = -256/245*z^3 + 167/35*z + 1
*
[ -2 ] 
f(z) = -255/248*z^3 + 174/31*z + 1
*
[ -2 ] 
f(z) = -253/248*z^3 + 173/31*z + 1
*
[ -2 ] 
f(z) = -251/248*z^3 + 172/31*z + 1
*
[ -2 ] 
f(z) = -249/248*z^3 + 171/31*z + 1
*
[ -2 ] 
f(z) = -247/248*z^3 + 170/31*z + 1
*
[ -2 ] 
f(z) = -245/248*z^3 + 169/31*z + 1
*
[ -22/9 ] 
f(z) = -243/242*z^3 + 163/22*z + 1
*
[ -2 ] 
f(z) = -243/248*z^3 + 168/31*z + 1
*
[ -2/9 ] 
f(z) = -243/248*z^3 + 172/31*z + 1
*
5/27 | 0.23383251578862621083389098310665688937 | 0.028008004608838341369973810244449922223
f(z) = -243/250*z^3 + 169/30*z + 1
*
[ 27/11 ] 
f(z) = -242/243*z^3 + 178/27*z + 1
*
[ -2 ] 
f(z) = -241/248*z^3 + 167/31*z + 1
*
[ 9/5 ] 
f(z) = -260/243*z^3 + 176/45*z + 1
*
[ -8/7 ] 
f(z) = -259/256*z^3 + 179/56*z + 1
*
[ -8/5 ] 
f(z) = -255/256*z^3 + 167/40*z + 1
*
[ -4/3 ] 
f(z) = -255/256*z^3 + 169/48*z + 1
*
[ 20/11 ] 
f(z) = -253/250*z^3 + 167/44*z + 1
*
[ -9/25 ] 
f(z) = -250/243*z^3 + 176/45*z + 1
*
[ -6/5 ] 
f(z) = -250/243*z^3 + 179/54*z + 1
*
[ -10/9 ] 
f(z) = -249/250*z^3 + 169/54*z + 1
*
[ -4/3 ] 
f(z) = -249/256*z^3 + 167/48*z + 1
*
[ 9/5 ] 
f(z) = -245/243*z^3 + 167/45*z + 1
*
[ -8/5 ] 
f(z) = -245/256*z^3 + 163/40*z + 1
*
-12/7 | 0.19908438546978388897916415093118914141 | 0.025010681223598209849381361407846650342
f(z) = -245/256*z^3 + 179/48*z + 1
*
[ -6/11 ] 
f(z) = -242/243*z^3 + 169/54*z + 1
*
[ -27/22 ] 
f(z) = -242/243*z^3 + 179/54*z + 1
*
[ 10/7 ] 
f(z) = -259/250*z^3 + 169/70*z + 1
*
[ -20/27 ] 
f(z) = -243/250*z^3 + 173/60*z + 1
*
[ 27/25 ] 
f(z) = -250/243*z^3 + 172/135*z + 1
*
[ 20/21 ] 
f(z) = -243/250*z^3 + 163/196*z + 1
*
-21/20 | 0.16380645525266129964356674261819176307 | 0.021550921897046662917811053900527153931
f(z) = -250/243*z^3 + 173/216*z + 1
*
[ 21/22 ] 
f(z) = -242/245*z^3 + 179/210*z + 1
*
[ 9/10 ] 
f(z) = -256/243*z^3 + 167/225*z + 1
*
[ 9/10 ] 
f(z) = -248/243*z^3 + 161/225*z + 1
*
[ 10/11 ] 
f(z) = -249/250*z^3 + 175/242*z + 1
*
[ 8/9 ] 
f(z) = -243/248*z^3 + 161/248*z + 1
*
[ 7/8 ] 
f(z) = -248/245*z^3 + 177/280*z + 1
*
[ 9/2 ] 
f(z) = -256/243*z^3 + 199/9*z + 1
*
[ 9/2 ] 
f(z) = -248/243*z^3 + 193/9*z + 1
*
[ -9/2 ] 
f(z) = -248/243*z^3 + 197/9*z + 1
*
[ 9/2 ] 
f(z) = -244/243*z^3 + 190/9*z + 1
*
[ -9/2 ] 
f(z) = -244/243*z^3 + 194/9*z + 1
*
[ -10 ] 
f(z) = -241/250*z^3 + 195/2*z + 1
*
[ 35/16 ] 
f(z) = -256/245*z^3 + 194/35*z + 1
*
[ 8/3 ] 
f(z) = -255/256*z^3 + 185/24*z + 1
*
[ 8/3 ] 
f(z) = -249/256*z^3 + 181/24*z + 1
*
[ -8/3 ] 
f(z) = -249/256*z^3 + 199/24*z + 1
*
[ -5/19 ] 
f(z) = -247/250*z^3 + 185/38*z + 1
*
-145/54 | 0.28922676349458064658329468738112781955 | 0.028603695188773974894388685467352878379
f(z) = -243/250*z^3 + 197/24*z + 1
*
8/35 | 0.13455556083886283766839071394118066174 | 0.015471768011348928207021158247783643211
f(z) = -245/256*z^3 + 187/40*z + 1
*
[ -5/18 ] 
f(z) = -243/250*z^3 + 187/40*z + 1
*
-16/9 | 0.23614729217304196792592606221468457127 | 0.029504775376696395760026511814590166334
f(z) = -243/256*z^3 + 187/48*z + 1
*
[ -22/27 ] 
f(z) = -243/242*z^3 + 191/66*z + 1
*
[ 14/9 ] 
f(z) = -243/245*z^3 + 193/70*z + 1
*
[ -2/3 ] 
f(z) = -243/256*z^3 + 187/64*z + 1
*
4/35 | 0.11508628826668777717669544163420839121 | 0.014437968907319047788827039860008429597
f(z) = -245/256*z^3 + 181/80*z + 1
*
52/35 | 0.23339968329164548694517199654717019189 | 0.029122773357919462565988696745340266246
f(z) = -245/256*z^3 + 189/80*z + 1
*
[ 35/27 ] 
f(z) = -243/245*z^3 + 199/105*z + 1
*
[ 35/32 ] 
f(z) = -256/245*z^3 + 187/140*z + 1
*
[ 9/8 ] 
f(z) = -244/243*z^3 + 199/144*z + 1
*
[ 36/35 ] 
f(z) = -245/243*z^3 + 197/180*z + 1
*
[ 10/11 ] 
f(z) = -259/250*z^3 + 183/242*z + 1
*
[ 9/2 ] 
f(z) = -260/243*z^3 + 202/9*z + 1
*
[ -9/2 ] 
f(z) = -260/243*z^3 + 206/9*z + 1
*
[ 10 ] 
f(z) = -259/250*z^3 + 209/2*z + 1
*
[ -9/2 ] 
f(z) = -256/243*z^3 + 203/9*z + 1
*
[ 10/3 ] 
f(z) = -253/250*z^3 + 215/18*z + 1
*
[ -10 ] 
f(z) = -251/250*z^3 + 203/2*z + 1
*
[ 10 ] 
f(z) = -249/250*z^3 + 201/2*z + 1
*
[ 9/4 ] 
f(z) = -260/243*z^3 + 215/36*z + 1
*
[ -8/3 ] 
f(z) = -255/256*z^3 + 203/24*z + 1
*
-9/14 | 0.23174259394862350896152162501638895707 | 0.026740121765717542298487145807623622889
f(z) = -245/243*z^3 + 215/36*z + 1
*
[ 9/4 ] 
f(z) = -244/243*z^3 + 203/36*z + 1
*
[ 7/3 ] 
f(z) = -243/245*z^3 + 209/35*z + 1
*
[ -27/11 ] 
f(z) = -242/243*z^3 + 200/27*z + 1
*
[ -3/2 ] 
f(z) = -254/243*z^3 + 217/54*z + 1
*
[ -3/2 ] 
f(z) = -250/243*z^3 + 215/54*z + 1
*
[ -9/5 ] 
f(z) = -245/243*z^3 + 217/45*z + 1
*
[ -12/7 ] 
f(z) = -245/256*z^3 + 211/48*z + 1
*
[ -8/35 ] 
f(z) = -245/256*z^3 + 217/40*z + 1
*
-35/18 | 0.10125791115077546835846563975419066184 | 0.011763304842124403476393943549557816885
f(z) = -243/250*z^3 + 219/40*z + 1
*
-52/27 | 0.23109452131985712618497442660748871190 | 0.028545698699284062383354188546490957018
f(z) = -243/256*z^3 + 205/48*z + 1
*
[ -3/2 ] 
f(z) = -242/243*z^3 + 211/54*z + 1
*
[ -5/6 ] 
f(z) = -253/250*z^3 + 209/72*z + 1
*
-2 | 0.11623274156452835276434005782847271854 | 0.017155197225433522359316040645242661254
f(z) = -251/256*z^3 + 219/64*z + 1
*
-2 | 0.11607166135997006595075774229587527834 | 0.017154651575786253116008604737629565053
f(z) = -249/256*z^3 + 217/64*z + 1
*
-2 | 0.095660727429758741246115716808964863681 | 0.014138045663484533123977972282653878686
f(z) = -247/240*z^3 + 217/60*z + 1
*
-2 | 0.11590880449682983655921788974322316576 | 0.017154057169682194831419490938078435489
f(z) = -247/256*z^3 + 215/64*z + 1
*
-2 | 0.11574412116543743553982239562646008085 | 0.017153410438713630570953274291278901930
f(z) = -245/256*z^3 + 213/64*z + 1
*
-2 | 0.11557755902837423313944715900817761745 | 0.017152707529410799210838735374577725543
f(z) = -243/256*z^3 + 211/64*z + 1
*
[ 35/22 ] 
f(z) = -242/245*z^3 + 201/70*z + 1
*
-2 | 0.095172162894866172649829741142985224923 | 0.014124370585437904087678562491644637800
f(z) = -241/240*z^3 + 211/60*z + 1
*
-2 | 0.11540906302763287027499675717736952397 | 0.017151944276312828020667198839690677381
f(z) = -241/256*z^3 + 209/64*z + 1
*
[ 21/16 ] 
f(z) = -256/245*z^3 + 214/105*z + 1
*
-5/54 | 0.15165810468765868165556646820628922291 | 0.017637179344196333986547026757789210091
f(z) = -243/250*z^3 + 217/120*z + 1
*
[ 9/8 ] 
f(z) = -260/243*z^3 + 211/144*z + 1
*
12/7 | 0.10414258274537934774747629095023012990 | 0.012833465342360465922494097657793818991
f(z) = -245/256*z^3 + 209/144*z + 1
*
[ 7/6 ] 
f(z) = -243/245*z^3 + 209/140*z + 1
*
[ 10/9 ] 
f(z) = -243/248*z^3 + 203/155*z + 1
*
[ 15/14 ] 
f(z) = -259/250*z^3 + 211/168*z + 1
*
[ 10/9 ] 
f(z) = -251/250*z^3 + 217/162*z + 1
*
[ 10/9 ] 
f(z) = -241/250*z^3 + 209/162*z + 1
*
14/9 | 0.15403338861632089758576285248667992444 | 0.022765152852907756824498971144170190184
f(z) = -243/256*z^3 + 217/192*z + 1
*
[ 15/16 ] 
f(z) = -256/255*z^3 + 208/255*z + 1
*
[ -10/3 ] 
f(z) = -257/250*z^3 + 229/18*z + 1
*
[ -10/3 ] 
f(z) = -247/250*z^3 + 221/18*z + 1
*
110/27 | 0.24358718842034596081074280037790783427 | 0.026125679378341703457616639180473554003
f(z) = -243/250*z^3 + 224/15*z + 1
*
[ -35/16 ] 
f(z) = -256/245*z^3 + 226/35*z + 1
*
[ 22/7 ] 
f(z) = -245/242*z^3 + 235/22*z + 1
*
[ -9/4 ] 
f(z) = -244/243*z^3 + 235/36*z + 1
*
[ -7/3 ] 
f(z) = -243/245*z^3 + 239/35*z + 1
*
-5/9 | 0.22765871024967220560204624913584272947 | 0.026392007197662023518014312919498073814
f(z) = -243/250*z^3 + 223/30*z + 1
*
80/27 | 0.24198739725684544879753102158768130810 | 0.027967022396667324769066923326312993414
f(z) = -243/250*z^3 + 229/30*z + 1
*
[ -9/5 ] 
f(z) = -260/243*z^3 + 226/45*z + 1
*
[ -3/10 ] 
f(z) = -250/243*z^3 + 239/54*z + 1
*
[ -9/35 ] 
f(z) = -245/243*z^3 + 223/45*z + 1
*
[ 35/18 ] 
f(z) = -243/250*z^3 + 233/56*z + 1
*
-16/27 | 0.19368791244798362993022030166375339246 | 0.023602312771217044140059576122687554502
f(z) = -243/256*z^3 + 229/48*z + 1
*
-2 | 0.096593513008873658797724276387156285888 | 0.014163237717317270585050448388395564119
f(z) = -259/240*z^3 + 229/60*z + 1
*
[ -9/7 ] 
f(z) = -259/243*z^3 + 223/63*z + 1
*
-2 | 0.11686021291213650020232863275644127539 | 0.017156954943398176551523176318954834176
f(z) = -259/256*z^3 + 227/64*z + 1
*
-2 | 0.096441892933789429101110499516367736242 | 0.014159217842304759890440372344212627731
f(z) = -257/240*z^3 + 227/60*z + 1
*
-2 | 0.11670578598095084776119183936654347822 | 0.017156573536452192890172525992249490348
f(z) = -257/256*z^3 + 225/64*z + 1
*
-2 | 0.11654975963405330184543808648078848879 | 0.017156155246745928860249234612863395615
f(z) = -255/256*z^3 + 223/64*z + 1
*
-2 | 0.096133116475801649731558911628220995580 | 0.014150820008473701098852552858683163515
f(z) = -253/240*z^3 + 223/60*z + 1
*
-2 | 0.11639209256773215826791235646174836623 | 0.017155697426211073340695835804569302759
f(z) = -253/256*z^3 + 221/64*z + 1
*
-2 | 0.095977955316695969766653685586629849392 | 0.014146740767990344072038700960259733904
f(z) = -251/240*z^3 + 221/60*z + 1
*
[ -9/8 ] 
f(z) = -248/243*z^3 + 229/72*z + 1
*
[ -11/27 ] 
f(z) = -243/242*z^3 + 239/66*z + 1
*
20/9 | 0.15361329828078361902812503106533111303 | 0.017826692756497412855781966264446685988
f(z) = -243/250*z^3 + 221/60*z + 1
*
-2/9 | 0.15798660959828619281763818060368054804 | 0.023194970084266621633608233718031916481
f(z) = -243/256*z^3 + 227/64*z + 1
*
-18/11 | 0.11574817156823420189520383348773111450 | 0.013272675174234875539530029422829333448
f(z) = -242/243*z^3 + 227/72*z + 1
*
[ -14/11 ] 
f(z) = -242/245*z^3 + 237/70*z + 1
*
[ 10/7 ] 
f(z) = -257/250*z^3 + 235/98*z + 1
*
[ -4/5 ] 
f(z) = -255/256*z^3 + 231/80*z + 1
*
[ 10/7 ] 
f(z) = -247/250*z^3 + 227/98*z + 1
*
4/7 | 0.22980693391014859149923182855008695761 | 0.028125556878643341929107963544617159965
f(z) = -245/256*z^3 + 221/80*z + 1
*
-3/35 | 0.16374310120452372814240793550914267223 | 0.021494915868350838952269020165212143824
f(z) = -245/243*z^3 + 226/135*z + 1
*
[ 22/21 ] 
f(z) = -245/242*z^3 + 229/198*z + 1
*
[ 16/17 ] 
f(z) = -255/256*z^3 + 223/272*z + 1
*
[ 5 ] 
f(z) = -251/250*z^3 + 259/10*z + 1
*
[ 18/5 ] 
f(z) = -250/243*z^3 + 253/18*z + 1
*
[ 5 ] 
f(z) = -249/250*z^3 + 257/10*z + 1
*
[ -5 ] 
f(z) = -247/250*z^3 + 259/10*z + 1
*
[ 4 ] 
f(z) = -247/256*z^3 + 259/16*z + 1
*
[ 4 ] 
f(z) = -245/256*z^3 + 257/16*z + 1
*
[ 5 ] 
f(z) = -243/250*z^3 + 251/10*z + 1
*
[ 4 ] 
f(z) = -243/256*z^3 + 255/16*z + 1
*
[ 5 ] 
f(z) = -241/250*z^3 + 249/10*z + 1
*
[ -5 ] 
f(z) = -241/250*z^3 + 253/10*z + 1
*
[ 4 ] 
f(z) = -241/256*z^3 + 253/16*z + 1
*
[ -9/4 ] 
f(z) = -260/243*z^3 + 247/36*z + 1
*
[ 20/7 ] 
f(z) = -259/250*z^3 + 255/28*z + 1
*
[ -22/7 ] 
f(z) = -245/242*z^3 + 249/22*z + 1
*
-5/27 | 0.18514689015419593490247302709383303140 | 0.021154167923427751917595698753162097413
f(z) = -243/250*z^3 + 253/30*z + 1
*
[ 3 ] 
f(z) = -241/243*z^3 + 259/27*z + 1
*
3/10 | 0.14896715162972742526661751146107036723 | 0.019230747440006438111367530592708833108
f(z) = -250/243*z^3 + 257/54*z + 1
*
-16/27 | 0.12284107021815529688716819466914748577 | 0.014789476579164949966089692310205517678
f(z) = -243/256*z^3 + 253/48*z + 1
*
[ -9/20 ] 
f(z) = -250/243*z^3 + 247/72*z + 1
*
[ 7/4 ] 
f(z) = -248/245*z^3 + 247/70*z + 1
*
[ -8/11 ] 
f(z) = -253/256*z^3 + 255/88*z + 1
*
[ -11/14 ] 
f(z) = -245/242*z^3 + 255/88*z + 1
*
16/35 | 0.23157854847213937220564735245675528015 | 0.028045020316016022774439803204972451937
f(z) = -245/256*z^3 + 241/80*z + 1
*
[ 4/3 ] 
f(z) = -243/248*z^3 + 247/124*z + 1
*
-7/6 | 0.21731856194965281930048386816060646912 | 0.028995191607591032894214221936011097885
f(z) = -246/245*z^3 + 257/210*z + 1
*
[ 5 ] 
f(z) = -259/250*z^3 + 267/10*z + 1
*
[ -5 ] 
f(z) = -259/250*z^3 + 271/10*z + 1
*
[ 4 ] 
f(z) = -259/256*z^3 + 271/16*z + 1
*
[ -4 ] 
f(z) = -259/256*z^3 + 279/16*z + 1
*
[ -5 ] 
f(z) = -257/250*z^3 + 269/10*z + 1
*
[ 4 ] 
f(z) = -257/256*z^3 + 269/16*z + 1
*
[ -4 ] 
f(z) = -257/256*z^3 + 277/16*z + 1
*
[ 4 ] 
f(z) = -255/256*z^3 + 267/16*z + 1
*
[ -4 ] 
f(z) = -255/256*z^3 + 275/16*z + 1
*
[ 5 ] 
f(z) = -253/250*z^3 + 261/10*z + 1
*
[ 4 ] 
f(z) = -253/256*z^3 + 265/16*z + 1
*
[ -4 ] 
f(z) = -253/256*z^3 + 273/16*z + 1
*
[ -5 ] 
f(z) = -251/250*z^3 + 263/10*z + 1
*
[ 4 ] 
f(z) = -251/256*z^3 + 263/16*z + 1
*
[ -4 ] 
f(z) = -251/256*z^3 + 271/16*z + 1
*
[ -18/5 ] 
f(z) = -250/243*z^3 + 263/18*z + 1
*
[ -5 ] 
f(z) = -249/250*z^3 + 261/10*z + 1
*
[ 4 ] 
f(z) = -249/256*z^3 + 261/16*z + 1
*
[ -4 ] 
f(z) = -249/256*z^3 + 269/16*z + 1
*
[ -4 ] 
f(z) = -247/256*z^3 + 267/16*z + 1
*
[ -4 ] 
f(z) = -245/256*z^3 + 265/16*z + 1
*
[ -4 ] 
f(z) = -243/256*z^3 + 263/16*z + 1
*
[ -4 ] 
f(z) = -241/256*z^3 + 261/16*z + 1
*
[ 3 ] 
f(z) = -260/243*z^3 + 278/27*z + 1
*
[ 3 ] 
f(z) = -259/243*z^3 + 277/27*z + 1
*
[ 3 ] 
f(z) = -257/243*z^3 + 275/27*z + 1
*
[ 3 ] 
f(z) = -256/243*z^3 + 274/27*z + 1
*
[ 3 ] 
f(z) = -254/243*z^3 + 272/27*z + 1
*
[ 3 ] 
f(z) = -253/243*z^3 + 271/27*z + 1
*
[ 3 ] 
f(z) = -251/243*z^3 + 269/27*z + 1
*
[ 3 ] 
f(z) = -250/243*z^3 + 268/27*z + 1
*
[ 3 ] 
f(z) = -248/243*z^3 + 266/27*z + 1
*
[ 3 ] 
f(z) = -247/243*z^3 + 265/27*z + 1
*
[ 3 ] 
f(z) = -245/243*z^3 + 263/27*z + 1
*
[ 3 ] 
f(z) = -244/243*z^3 + 262/27*z + 1
*
[ -5/36 ] 
f(z) = -243/250*z^3 + 263/32*z + 1
*
[ 3 ] 
f(z) = -242/243*z^3 + 260/27*z + 1
*
[ -3 ] 
f(z) = -242/243*z^3 + 278/27*z + 1
*
[ -3 ] 
f(z) = -241/243*z^3 + 277/27*z + 1
*
[ 5/2 ] 
f(z) = -253/250*z^3 + 277/40*z + 1
*
[ 5/2 ] 
f(z) = -249/250*z^3 + 273/40*z + 1
*
[ 5/2 ] 
f(z) = -247/250*z^3 + 271/40*z + 1
*
9/35 | 0.11198946057639518829061870781755413715 | 0.012550007052335933717803359576773867013
f(z) = -245/243*z^3 + 278/45*z + 1
*
8/35 | 0.25444267744599847273504174492413285409 | 0.028105944037120064664579516290511162783
f(z) = -245/256*z^3 + 267/40*z + 1
*
[ 5/2 ] 
f(z) = -243/250*z^3 + 267/40*z + 1
*
[ -10/7 ] 
f(z) = -259/250*z^3 + 267/70*z + 1
*
[ 2 ] 
f(z) = -247/240*z^3 + 277/60*z + 1
*
[ 2 ] 
f(z) = -247/256*z^3 + 279/64*z + 1
*
[ -8/21 ] 
f(z) = -245/256*z^3 + 271/72*z + 1
*
[ 2 ] 
f(z) = -245/256*z^3 + 277/64*z + 1
*
[ 2 ] 
f(z) = -243/256*z^3 + 275/64*z + 1
*
-21/11 | 0.16322589868229679571933319856718015746 | 0.021562411969585016798328204594347649052
f(z) = -242/245*z^3 + 277/70*z + 1
*
[ 2 ] 
f(z) = -241/240*z^3 + 271/60*z + 1
*
[ 2 ] 
f(z) = -241/256*z^3 + 273/64*z + 1
*
[ -2/3 ] 
f(z) = -255/248*z^3 + 275/93*z + 1
*
[ -18/25 ] 
f(z) = -250/243*z^3 + 263/90*z + 1
*
-36/25 | 0.20458743270212725969331336295851492610 | 0.022936185296919681224070745547745699102
f(z) = -250/243*z^3 + 277/90*z + 1
*
[ -2/3 ] 
f(z) = -249/248*z^3 + 274/93*z + 1
*
[ -6/7 ] 
f(z) = -245/248*z^3 + 269/93*z + 1
*
76/35 | 0.21777932996144607110292087670236210311 | 0.026121683976670576469829649866694820185
f(z) = -245/256*z^3 + 261/80*z + 1
*
-68/35 | 0.16715477701539702804627197314981619187 | 0.019977146149999652729509625725259601776
f(z) = -245/256*z^3 + 269/80*z + 1
*
[ -16/35 ] 
f(z) = -245/256*z^3 + 271/80*z + 1
*
[ -11/18 ] 
f(z) = -243/242*z^3 + 265/88*z + 1
*
[ 5/3 ] 
f(z) = -241/250*z^3 + 277/90*z + 1
*
[ 3/2 ] 
f(z) = -241/243*z^3 + 277/108*z + 1
*
12/7 | 0.10962338636327706916459880705066849920 | 0.014035651244241154946264914949709998601
f(z) = -245/243*z^3 + 274/135*z + 1
*
-40/27 | 0.21675367814352218087155019246342033925 | 0.024511624196833911087482904890012561985
f(z) = -243/250*z^3 + 277/120*z + 1
*
[ 4/3 ] 
f(z) = -241/256*z^3 + 277/144*z + 1
*
[ 5/4 ] 
f(z) = -247/250*z^3 + 279/160*z + 1
*
[ 5/4 ] 
f(z) = -241/250*z^3 + 273/160*z + 1
*
-17/16 | 0.16733657688148289649283904222794645918 | 0.029811644008452973138474763982968202361
f(z) = -256/255*z^3 + 274/255*z + 1
*
[ 55/54 ] 
f(z) = -243/250*z^3 + 271/264*z + 1
*
40/9 | 0.24210970438161535400022177301444251262 | 0.025322641374460168554141565961799005953
f(z) = -243/250*z^3 + 284/15*z + 1
*
[ -3 ] 
f(z) = -260/243*z^3 + 296/27*z + 1
*
[ -3 ] 
f(z) = -259/243*z^3 + 295/27*z + 1
*
[ -3 ] 
f(z) = -257/243*z^3 + 293/27*z + 1
*
[ -3 ] 
f(z) = -254/243*z^3 + 290/27*z + 1
*
[ -3 ] 
f(z) = -253/243*z^3 + 289/27*z + 1
*
[ -3 ] 
f(z) = -251/243*z^3 + 287/27*z + 1
*
[ -3 ] 
f(z) = -250/243*z^3 + 286/27*z + 1
*
[ -3 ] 
f(z) = -248/243*z^3 + 284/27*z + 1
*
[ -3 ] 
f(z) = -247/243*z^3 + 283/27*z + 1
*
[ -3 ] 
f(z) = -245/243*z^3 + 281/27*z + 1
*
[ 24/7 ] 
f(z) = -245/256*z^3 + 287/24*z + 1
*
[ -3 ] 
f(z) = -244/243*z^3 + 280/27*z + 1
*
85/27 | 0.16800262885618526376601050211130604207 | 0.018952675135522005018291466374830241279
f(z) = -243/250*z^3 + 283/30*z + 1
*
[ 5/2 ] 
f(z) = -259/250*z^3 + 283/40*z + 1
*
[ 5/2 ] 
f(z) = -257/250*z^3 + 281/40*z + 1
*
[ -5/2 ] 
f(z) = -241/250*z^3 + 297/40*z + 1
*
[ 2 ] 
f(z) = -259/240*z^3 + 289/60*z + 1
*
[ 2 ] 
f(z) = -259/256*z^3 + 291/64*z + 1
*
[ 2 ] 
f(z) = -257/240*z^3 + 287/60*z + 1
*
[ 2 ] 
f(z) = -257/256*z^3 + 289/64*z + 1
*
[ 2 ] 
f(z) = -255/256*z^3 + 287/64*z + 1
*
[ 2 ] 
f(z) = -253/240*z^3 + 283/60*z + 1
*
[ 2 ] 
f(z) = -253/256*z^3 + 285/64*z + 1
*
[ 2 ] 
f(z) = -251/240*z^3 + 281/60*z + 1
*
[ 2 ] 
f(z) = -251/256*z^3 + 283/64*z + 1
*
[ 2 ] 
f(z) = -249/256*z^3 + 281/64*z + 1
*
[ -2/7 ] 
f(z) = -245/256*z^3 + 293/64*z + 1
*
[ -14/9 ] 
f(z) = -243/245*z^3 + 283/70*z + 1
*
20/9 | 0.20927536989475565283225177471086792289 | 0.023627630559208086382612186712306684879
f(z) = -243/250*z^3 + 281/60*z + 1
*
[ -35/22 ] 
f(z) = -242/245*z^3 + 289/70*z + 1
*
[ -7/22 ] 
f(z) = -242/245*z^3 + 297/70*z + 1
*
[ 5/3 ] 
f(z) = -257/250*z^3 + 293/90*z + 1
*
[ -9/11 ] 
f(z) = -253/243*z^3 + 289/99*z + 1
*
[ 5/3 ] 
f(z) = -253/250*z^3 + 289/90*z + 1
*
[ 5/3 ] 
f(z) = -251/250*z^3 + 287/90*z + 1
*
[ -5/7 ] 
f(z) = -249/250*z^3 + 285/98*z + 1
*
[ 5/3 ] 
f(z) = -247/250*z^3 + 283/90*z + 1
*
[ -18/35 ] 
f(z) = -245/243*z^3 + 289/90*z + 1
*
[ 3/2 ] 
f(z) = -259/243*z^3 + 295/108*z + 1
*
[ 3/2 ] 
f(z) = -257/243*z^3 + 293/108*z + 1
*
[ 3/2 ] 
f(z) = -253/243*z^3 + 289/108*z + 1
*
[ 3/2 ] 
f(z) = -251/243*z^3 + 287/108*z + 1
*
[ 3/2 ] 
f(z) = -247/243*z^3 + 283/108*z + 1
*
[ 3/2 ] 
f(z) = -245/243*z^3 + 281/108*z + 1
*
-35/27 | 0.21921382678417363346693502548781662442 | 0.028681633195126870102196227984867225524
f(z) = -243/245*z^3 + 298/105*z + 1
*
[ 40/27 ] 
f(z) = -243/256*z^3 + 289/120*z + 1
*
[ 15/11 ] 
f(z) = -242/243*z^3 + 286/135*z + 1
*
[ 4/3 ] 
f(z) = -259/256*z^3 + 295/144*z + 1
*
[ 4/3 ] 
f(z) = -257/256*z^3 + 293/144*z + 1
*
[ 4/3 ] 
f(z) = -253/256*z^3 + 289/144*z + 1
*
[ 4/3 ] 
f(z) = -251/256*z^3 + 287/144*z + 1
*
[ 4/3 ] 
f(z) = -247/256*z^3 + 283/144*z + 1
*
[ 4/3 ] 
f(z) = -245/256*z^3 + 281/144*z + 1
*
[ 5/4 ] 
f(z) = -259/250*z^3 + 291/160*z + 1
*
[ 5/4 ] 
f(z) = -257/250*z^3 + 289/160*z + 1
*
[ 5/4 ] 
f(z) = -251/250*z^3 + 283/160*z + 1
*
[ 5/4 ] 
f(z) = -249/250*z^3 + 281/160*z + 1
*
[ 16/15 ] 
f(z) = -255/256*z^3 + 287/240*z + 1
*
[ 15/23 ] 
f(z) = -253/270*z^3 - 31/230*z + 1
*
[ 2/3 ] 
f(z) = -243/262*z^3 - 23/262*z + 1
*
[ 2/3 ] 
f(z) = -243/266*z^3 - 25/266*z + 1
*
[ 2/3 ] 
f(z) = -243/274*z^3 - 29/274*z + 1
*
[ 2/3 ] 
f(z) = -243/278*z^3 - 31/278*z + 1
*
[ 2/3 ] 
f(z) = -251/264*z^3 - 23/297*z + 1
*
[ 2/3 ] 
f(z) = -247/264*z^3 - 25/297*z + 1
*
[ 2/3 ] 
f(z) = -245/264*z^3 - 26/297*z + 1
*
[ 2/3 ] 
f(z) = -241/264*z^3 - 28/297*z + 1
*
[ 2/3 ] 
f(z) = -243/272*z^3 - 7/68*z + 1
*
[ 2/3 ] 
f(z) = -243/260*z^3 - 11/130*z + 1
*
[ 2/3 ] 
f(z) = -243/268*z^3 - 13/134*z + 1
*
[ 2/3 ] 
f(z) = -249/272*z^3 - 19/204*z + 1
*
[ 11/16 ] 
f(z) = -256/275*z^3 - 4/275*z + 1
*
[ 2/3 ] 
f(z) = -259/264*z^3 - 19/297*z + 1
*
[ 2/3 ] 
f(z) = -257/264*z^3 - 20/297*z + 1
*
[ 6/7 ] 
f(z) = -245/264*z^3 + 17/33*z + 1
*
[ 3/4 ] 
f(z) = -256/261*z^3 + 19/87*z + 1
*
[ 3/4 ] 
f(z) = -256/279*z^3 + 17/93*z + 1
*
[ 5/6 ] 
f(z) = -252/275*z^3 + 24/55*z + 1
*
[ 3/4 ] 
f(z) = -259/270*z^3 + 33/160*z + 1
*
[ 3/4 ] 
f(z) = -253/270*z^3 + 31/160*z + 1
*
[ 3/4 ] 
f(z) = -248/261*z^3 + 35/174*z + 1
*
[ 3/4 ] 
f(z) = -247/270*z^3 + 29/160*z + 1
*
[ 3/4 ] 
f(z) = -241/270*z^3 + 27/160*z + 1
*
[ 3/4 ] 
f(z) = -256/267*z^3 + 55/267*z + 1
*
[ 3/4 ] 
f(z) = -256/273*z^3 + 53/273*z + 1
*
-2/3 | 0.15930245206914564208610565775280641559 | 0.028417423623806941761419307052038513462
f(z) = -243/272*z^3 + 61/68*z + 1
*
[ 6/7 ] 
f(z) = -245/276*z^3 + 67/138*z + 1
*
[ 8/9 ] 
f(z) = -243/272*z^3 + 79/136*z + 1
*
[ 7/9 ] 
f(z) = -243/266*z^3 + 71/266*z + 1
*
[ 3 ] 
f(z) = -259/270*z^3 + 93/10*z + 1
*
[ -3 ] 
f(z) = -257/270*z^3 + 99/10*z + 1
*
[ 3 ] 
f(z) = -253/270*z^3 + 91/10*z + 1
*
[ -3 ] 
f(z) = -251/270*z^3 + 97/10*z + 1
*
[ 3 ] 
f(z) = -247/270*z^3 + 89/10*z + 1
*
[ 3 ] 
f(z) = -241/270*z^3 + 87/10*z + 1
*
-2/7 | 0.17980717801340664574175719033645188939 | 0.027568938924612296674675616280299438200
f(z) = -245/264*z^3 + 85/33*z + 1
*
[ -6/7 ] 
f(z) = -245/264*z^3 + 94/33*z + 1
*
[ 3/2 ] 
f(z) = -257/270*z^3 + 99/40*z + 1
*
[ 5/4 ] 
f(z) = -256/275*z^3 + 91/55*z + 1
*
[ 3/2 ] 
f(z) = -251/270*z^3 + 97/40*z + 1
*
-4/9 | 0.16310637939470119934847271908004233410 | 0.027362226688595665115908282675576589987
f(z) = -243/272*z^3 + 97/68*z + 1
*
[ 6/7 ] 
f(z) = -245/261*z^3 + 91/174*z + 1
*
6/5 | 0.16103399839354992505418102058249580117 | 0.022411318700631190014614190549082731075
f(z) = -245/264*z^3 + 83/165*z + 1
*
[ 6/7 ] 
f(z) = -245/279*z^3 + 89/186*z + 1
*
[ 5/6 ] 
f(z) = -243/275*z^3 + 91/220*z + 1
*
-2 | 0.096471080701964333624781861245955772544 | 0.014172689749402817086066685651850102205
f(z) = -259/264*z^3 + 113/33*z + 1
*
-2 | 0.096315036134722312891561111577091560020 | 0.014168267193235473374319737420269942802
f(z) = -257/264*z^3 + 112/33*z + 1
*
-2 | 0.095836725021444177500323434509013722013 | 0.014154438872818284207072881486114511324
f(z) = -251/264*z^3 + 109/33*z + 1
*
-2 | 0.095508889635919193752938759442901768115 | 0.014144707530283039895513229748010498343
f(z) = -247/264*z^3 + 107/33*z + 1
*
-2 | 0.095342126443277388483489238810171277262 | 0.014139672877670648265483535255723006400
f(z) = -245/264*z^3 + 106/33*z + 1
*
-2 | 0.095002618755606523162520142039764139042 | 0.014129236501914297070270211136971707986
f(z) = -241/264*z^3 + 104/33*z + 1
*
[ 6/7 ] 
f(z) = -259/270*z^3 + 113/210*z + 1
*
[ 6/7 ] 
f(z) = -245/272*z^3 + 101/204*z + 1
*
[ 13/16 ] 
f(z) = -256/273*z^3 + 106/273*z + 1
*
[ 9/11 ] 
f(z) = -242/261*z^3 + 104/261*z + 1
*
[ 9/11 ] 
f(z) = -242/279*z^3 + 100/279*z + 1
*
[ 2 ] 
f(z) = -245/264*z^3 + 139/33*z + 1
*
[ 2 ] 
f(z) = -241/264*z^3 + 137/33*z + 1
*
[ 4/3 ] 
f(z) = -243/272*z^3 + 125/68*z + 1
*
[ 10/9 ] 
f(z) = -243/275*z^3 + 131/110*z + 1
*
[ 15/16 ] 
f(z) = -256/275*z^3 + 124/165*z + 1
*
[ 6/7 ] 
f(z) = -259/264*z^3 + 128/231*z + 1
*
[ 5/6 ] 
f(z) = -252/265*z^3 + 122/265*z + 1
*
-5/9 | 0.16292353236752044436430392122013973001 | 0.029299201640818680109577035910212901542
f(z) = -243/260*z^3 + 127/260*z + 1
*
[ 2 ] 
f(z) = -259/264*z^3 + 146/33*z + 1
*
[ 2 ] 
f(z) = -257/264*z^3 + 145/33*z + 1
*
[ 2 ] 
f(z) = -251/264*z^3 + 142/33*z + 1
*
[ 2 ] 
f(z) = -247/264*z^3 + 140/33*z + 1
*
[ -2/7 ] 
f(z) = -245/264*z^3 + 151/33*z + 1
*
[ -3/2 ] 
f(z) = -259/270*z^3 + 153/40*z + 1
*
[ -3/2 ] 
f(z) = -253/270*z^3 + 151/40*z + 1
*
[ -5/6 ] 
f(z) = -252/275*z^3 + 156/55*z + 1
*
[ -3/2 ] 
f(z) = -247/270*z^3 + 149/40*z + 1
*
[ 5/3 ] 
f(z) = -243/275*z^3 + 157/55*z + 1
*
[ -3/2 ] 
f(z) = -241/270*z^3 + 147/40*z + 1
*
-22/35 | 0.20153033017173031296182951451271912179 | 0.028047247800952476111558187078884061222
f(z) = -245/264*z^3 + 158/165*z + 1
*
14/27 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = -243/272*z^3 + 151/204*z + 1
*
[ 7/8 ] 
f(z) = -256/273*z^3 + 157/273*z + 1
*
[ -2 ] 
f(z) = -259/264*z^3 + 179/33*z + 1
*
[ -2 ] 
f(z) = -257/264*z^3 + 178/33*z + 1
*
[ -2 ] 
f(z) = -251/264*z^3 + 175/33*z + 1
*
[ -2 ] 
f(z) = -247/264*z^3 + 173/33*z + 1
*
[ -2 ] 
f(z) = -245/264*z^3 + 172/33*z + 1
*
[ -2 ] 
f(z) = -241/264*z^3 + 170/33*z + 1
*
[ -5/8 ] 
f(z) = -256/275*z^3 + 163/55*z + 1
*
[ -5/4 ] 
f(z) = -256/275*z^3 + 179/55*z + 1
*
[ 5/3 ] 
f(z) = -252/275*z^3 + 162/55*z + 1
*
[ -5/9 ] 
f(z) = -243/275*z^3 + 169/55*z + 1
*
-2/7 | 0.18325200460733419612772186467707199309 | 0.027972791545094072831860081126232995097
f(z) = -245/272*z^3 + 175/68*z + 1
*
[ 5/4 ] 
f(z) = -248/275*z^3 + 177/110*z + 1
*
-6/13 | 0.24053678167370686537313648791649589895 | 0.028392016308674971285628082470599666800
f(z) = -247/270*z^3 + 177/130*z + 1
*
[ 8/7 ] 
f(z) = -245/272*z^3 + 177/136*z + 1
*
[ 10/9 ] 
f(z) = -243/260*z^3 + 163/130*z + 1
*
[ -2/3 ] 
f(z) = -243/272*z^3 + 197/68*z + 1
*
5/9 | 0.19282624923240815604416914906102647817 | 0.028166759093909858464796020409983290800
f(z) = -243/275*z^3 + 188/165*z + 1
*
-2/3 | 0.15740119250877516321898330768568474699 | 0.023477247105443534572629910236378538532
f(z) = -249/272*z^3 + 185/204*z + 1
*
[ 12/13 ] 
f(z) = -247/270*z^3 + 181/260*z + 1
*
2/7 | 0.21656743401038352601429486366165222135 | 0.029033060040904291711690415342048423875
f(z) = -245/264*z^3 + 217/33*z + 1
*
[ -6/7 ] 
f(z) = -259/270*z^3 + 201/70*z + 1
*
-2 | 0.11628538919926891374836383220064892099 | 0.017162967674149347366842178117531039176
f(z) = -253/272*z^3 + 219/68*z + 1
*
-2 | 0.11612218498103888918677439512434347102 | 0.017162118644885012672035701893343012966
f(z) = -251/272*z^3 + 217/68*z + 1
*
-2 | 0.11595708226560841359617647346231508876 | 0.017161202093739064551060362866074850087
f(z) = -249/272*z^3 + 215/68*z + 1
*
-2 | 0.11579002295558271079583008626842533602 | 0.017160213136235590983963869945233042172
f(z) = -247/272*z^3 + 213/68*z + 1
*
[ -4/7 ] 
f(z) = -245/272*z^3 + 207/68*z + 1
*
-2 | 0.11562094569834050387789013087820797713 | 0.017159146485786610998244145144648377251
f(z) = -245/272*z^3 + 211/68*z + 1
*
-2 | 0.11544978561284330101594742306690502572 | 0.017157996413761942143008294552994696988
f(z) = -243/272*z^3 + 209/68*z + 1
*
-2 | 0.11527647398588062136950552480126308080 | 0.017156756704761589540758240715732961082
f(z) = -241/272*z^3 + 207/68*z + 1
*
[ 3/2 ] 
f(z) = -248/261*z^3 + 215/87*z + 1
*
[ 3/2 ] 
f(z) = -244/261*z^3 + 212/87*z + 1
*
[ 3/2 ] 
f(z) = -244/279*z^3 + 214/93*z + 1
*
[ -5/16 ] 
f(z) = -256/275*z^3 + 236/55*z + 1
*
[ -5/3 ] 
f(z) = -252/275*z^3 + 228/55*z + 1
*
[ -5/3 ] 
f(z) = -243/275*z^3 + 223/55*z + 1
*
-2 | 0.11676414802509570676182247346140747606 | 0.017165153168504646376062328654968881381
f(z) = -259/272*z^3 + 225/68*z + 1
*
-2 | 0.11660631971160950637081539947998652183 | 0.017164480905025868536483618538916667008
f(z) = -257/272*z^3 + 223/68*z + 1
*
[ -4/3 ] 
f(z) = -243/272*z^3 + 227/68*z + 1
*
[ -4/9 ] 
f(z) = -243/272*z^3 + 233/68*z + 1
*
[ 3/2 ] 
f(z) = -260/261*z^3 + 224/87*z + 1
*
[ 3/2 ] 
f(z) = -260/279*z^3 + 226/93*z + 1
*
[ 3/2 ] 
f(z) = -256/261*z^3 + 221/87*z + 1
*
[ 3/2 ] 
f(z) = -256/279*z^3 + 223/93*z + 1
*
[ 15/11 ] 
f(z) = -253/270*z^3 + 221/110*z + 1
*
54/35 | 0.090071365497812608703914844276252058194 | 0.012002487448546705609342065038868467879
f(z) = -245/264*z^3 + 227/165*z + 1
*
[ -3/4 ] 
f(z) = -256/261*z^3 + 251/87*z + 1
*
[ 6/5 ] 
f(z) = -245/264*z^3 + 248/165*z + 1
*
[ 3 ] 
f(z) = -257/270*z^3 + 277/30*z + 1
*
[ 3 ] 
f(z) = -251/270*z^3 + 271/30*z + 1
*
-15/7 | 0.19579924675444180244859120844477413046 | 0.022004969865500491042151420093242539831
f(z) = -259/270*z^3 + 271/70*z + 1
*
[ 2 ] 
f(z) = -245/272*z^3 + 279/68*z + 1
*
[ 2 ] 
f(z) = -243/272*z^3 + 277/68*z + 1
*
[ 2 ] 
f(z) = -241/272*z^3 + 275/68*z + 1
*
[ -3/4 ] 
f(z) = -256/279*z^3 + 265/93*z + 1
*
[ -3/5 ] 
f(z) = -250/261*z^3 + 262/87*z + 1
*
[ -3/5 ] 
f(z) = -250/279*z^3 + 278/93*z + 1
*
-4/7 | 0.17440362755005041320111650421594076980 | 0.027703933004604817502930701640918256501
f(z) = -245/264*z^3 + 271/132*z + 1
*
[ 6/5 ] 
f(z) = -250/261*z^3 + 269/174*z + 1
*
-10/7 | 0.20153068353934405371568353286398918081 | 0.026338386757906113473977717972879471448
f(z) = -245/264*z^3 + 263/165*z + 1
*
-2/5 | 0.20201622100433287328627465028139612244 | 0.026286248206195850568252263092777834807
f(z) = -245/264*z^3 + 272/165*z + 1
*
[ 6/5 ] 
f(z) = -250/279*z^3 + 271/186*z + 1
*
14/9 | 0.17152214973033465341119579724930386955 | 0.024543790594999864889930194392915444844
f(z) = -243/272*z^3 + 271/204*z + 1
*
[ -3 ] 
f(z) = -259/270*z^3 + 299/30*z + 1
*
[ -3 ] 
f(z) = -253/270*z^3 + 293/30*z + 1
*
[ -3 ] 
f(z) = -247/270*z^3 + 287/30*z + 1
*
[ -3 ] 
f(z) = -241/270*z^3 + 281/30*z + 1
*
[ 2 ] 
f(z) = -259/272*z^3 + 293/68*z + 1
*
[ 2 ] 
f(z) = -257/272*z^3 + 291/68*z + 1
*
[ 2 ] 
f(z) = -253/272*z^3 + 287/68*z + 1
*
[ 2 ] 
f(z) = -251/272*z^3 + 285/68*z + 1
*
[ 2 ] 
f(z) = -249/272*z^3 + 283/68*z + 1
*
[ 2 ] 
f(z) = -247/272*z^3 + 281/68*z + 1
*
[ 3/2 ] 
f(z) = -259/270*z^3 + 299/120*z + 1
*
[ 3/2 ] 
f(z) = -253/270*z^3 + 293/120*z + 1
*
[ 3/2 ] 
f(z) = -247/270*z^3 + 287/120*z + 1
*
[ 3/2 ] 
f(z) = -241/270*z^3 + 281/120*z + 1
*
-4/3 | 0.15740362175751199516379588363968926220 | 0.022407328974746972586317664588578922718
f(z) = -249/272*z^3 + 281/204*z + 1
*
-5/9 | 0.13691412700128186051840976696556167114 | 0.024252132644882086174251797611711383138
f(z) = -243/260*z^3 + 283/260*z + 1
*
[ 2/3 ] 
f(z) = -243/298*z^3 - 41/298*z + 1
*
[ 17/26 ] 
f(z) = -260/289*z^3 - 32/221*z + 1
*
[ 2/3 ] 
f(z) = -243/286*z^3 - 35/286*z + 1
*
[ 2/3 ] 
f(z) = -243/290*z^3 - 37/290*z + 1
*
[ 2/3 ] 
f(z) = -243/280*z^3 - 4/35*z + 1
*
[ 2/3 ] 
f(z) = -243/296*z^3 - 5/37*z + 1
*
[ 17/25 ] 
f(z) = -250/289*z^3 - 6/85*z + 1
*
[ 2/3 ] 
f(z) = -255/296*z^3 - 13/111*z + 1
*
[ 2/3 ] 
f(z) = -249/280*z^3 - 11/105*z + 1
*
[ 2/3 ] 
f(z) = -249/296*z^3 - 14/111*z + 1
*
[ 24/35 ] 
f(z) = -245/288*z^3 - 7/120*z + 1
*
[ 2/3 ] 
f(z) = -243/284*z^3 - 17/142*z + 1
*
[ 2/3 ] 
f(z) = -243/292*z^3 - 19/146*z + 1
*
[ 11/16 ] 
f(z) = -256/297*z^3 - 14/297*z + 1
*
[ 17/16 ] 
f(z) = -256/289*z^3 + 18/17*z + 1
*
[ 3/4 ] 
f(z) = -256/297*z^3 + 5/33*z + 1
*
[ 3/4 ] 
f(z) = -248/297*z^3 + 3/22*z + 1
*
[ 6/7 ] 
f(z) = -245/288*z^3 + 11/24*z + 1
*
-6/7 | 0.13205195263651432935341023368279856684 | 0.023318536850065439478038726002559941384
f(z) = -245/288*z^3 + 19/24*z + 1
*
[ 17/22 ] 
f(z) = -242/289*z^3 + 7/34*z + 1
*
[ 3/4 ] 
f(z) = -260/297*z^3 + 7/44*z + 1
*
[ 3/4 ] 
f(z) = -254/297*z^3 + 13/88*z + 1
*
14/27 | 0.15487253748326757734223209403879857408 | 0.023000637711973425924690673191852961988
f(z) = -243/280*z^3 + 2/105*z + 1
*
-3/8 | 0.19425172436017856292055973926978164717 | 0.027436581538544018471221099158421667100
f(z) = -256/297*z^3 + 5/132*z + 1
*
6/7 | 0.18628921052907957484537962984167574075 | 0.025615924826038781122172201043637264685
f(z) = -245/288*z^3 + 7/120*z + 1
*
[ 3/4 ] 
f(z) = -244/297*z^3 + 17/132*z + 1
*
[ 17/24 ] 
f(z) = -256/289*z^3 + 5/153*z + 1
*
[ 17/24 ] 
f(z) = -252/289*z^3 + 7/272*z + 1
*
[ 3/2 ] 
f(z) = -256/297*z^3 + 25/11*z + 1
*
[ -3/2 ] 
f(z) = -248/297*z^3 + 39/11*z + 1
*
[ 12/7 ] 
f(z) = -245/288*z^3 + 35/12*z + 1
*
[ 3/2 ] 
f(z) = -244/297*z^3 + 24/11*z + 1
*
-10/9 | 0.14992589673260510898500113309786585942 | 0.026607186299960568933219925063436695874
f(z) = -243/280*z^3 + 34/35*z + 1
*
[ 15/16 ] 
f(z) = -256/297*z^3 + 38/55*z + 1
*
[ 6/7 ] 
f(z) = -245/297*z^3 + 29/66*z + 1
*
10/27 | 0.15266480372135523114936411141434564179 | 0.022672759798642766753274807885344870585
f(z) = -243/280*z^3 + 23/105*z + 1
*
24/35 | 0.21185101244524331049414279333982171183 | 0.029130831537183666935448225521144197199
f(z) = -245/288*z^3 + 23/120*z + 1
*
[ 3/4 ] 
f(z) = -257/297*z^3 + 27/176*z + 1
*
[ 3/4 ] 
f(z) = -251/297*z^3 + 25/176*z + 1
*
[ 3/4 ] 
f(z) = -245/297*z^3 + 23/176*z + 1
*
[ 3/4 ] 
f(z) = -250/297*z^3 + 37/264*z + 1
*
[ -3/2 ] 
f(z) = -260/297*z^3 + 40/11*z + 1
*
[ -17/16 ] 
f(z) = -256/289*z^3 + 50/17*z + 1
*
[ 33/16 ] 
f(z) = -256/297*z^3 + 46/11*z + 1
*
[ -12/7 ] 
f(z) = -245/288*z^3 + 49/12*z + 1
*
[ 17/9 ] 
f(z) = -243/289*z^3 + 59/17*z + 1
*
[ 17/11 ] 
f(z) = -242/289*z^3 + 40/17*z + 1
*
[ 3/2 ] 
f(z) = -250/297*z^3 + 49/22*z + 1
*
[ 10/9 ] 
f(z) = -243/280*z^3 + 41/35*z + 1
*
[ 17/18 ] 
f(z) = -243/289*z^3 + 47/68*z + 1
*
6/5 | 0.19696137545733452424995769479648522104 | 0.024631510950332566115844584803269055274
f(z) = -260/297*z^3 + 47/110*z + 1
*
[ 17/21 ] 
f(z) = -252/289*z^3 + 40/119*z + 1
*
-21/25 | 0.13652903830364332812603559213747670477 | 0.017073989731266041490633936496794315311
f(z) = -250/297*z^3 + 47/110*z + 1
*
[ 6/7 ] 
f(z) = -245/296*z^3 + 49/111*z + 1
*
-6/7 | 0.11480444044964159360636242331255549623 | 0.015786324435544297626069734510291440171
f(z) = -245/288*z^3 + 47/120*z + 1
*
[ 17/21 ] 
f(z) = -245/289*z^3 + 49/153*z + 1
*
4/35 | 0.20930008210471436699323991318042954521 | 0.028780062753238175263340073305415664299
f(z) = -245/288*z^3 + 47/180*z + 1
*
[ 4/5 ] 
f(z) = -245/288*z^3 + 53/180*z + 1
*
[ 3/4 ] 
f(z) = -256/285*z^3 + 49/285*z + 1
*
[ 3/4 ] 
f(z) = -256/291*z^3 + 47/291*z + 1
*
[ 17/8 ] 
f(z) = -256/289*z^3 + 77/17*z + 1
*
[ -3/16 ] 
f(z) = -256/297*z^3 + 70/11*z + 1
*
[ -17/9 ] 
f(z) = -243/289*z^3 + 77/17*z + 1
*
[ -17/11 ] 
f(z) = -242/289*z^3 + 62/17*z + 1
*
[ 3/2 ] 
f(z) = -260/297*z^3 + 76/33*z + 1
*
3/8 | 0.21114036699285073537302680084900998366 | 0.028264261306185541373716581144920492962
f(z) = -256/297*z^3 + 65/22*z + 1
*
[ -3/2 ] 
f(z) = -254/297*z^3 + 79/22*z + 1
*
[ -6/5 ] 
f(z) = -250/297*z^3 + 67/22*z + 1
*
[ 3/2 ] 
f(z) = -248/297*z^3 + 73/33*z + 1
*
[ -6/7 ] 
f(z) = -245/288*z^3 + 67/24*z + 1
*
[ -6/7 ] 
f(z) = -245/297*z^3 + 61/22*z + 1
*
-14/9 | 0.14771816297069276279213315047341292713 | 0.023862784573306292702218799050798371523
f(z) = -243/280*z^3 + 61/35*z + 1
*
10/9 | 0.12523901953007908123200212379441429742 | 0.019836551272295879808510871936249620569
f(z) = -243/280*z^3 + 69/35*z + 1
*
12/7 | 0.19038136146703710922243362838590370359 | 0.025224421201590404028212885289863119646
f(z) = -245/288*z^3 + 79/60*z + 1
*
[ 17/20 ] 
f(z) = -250/289*z^3 + 61/136*z + 1
*
[ 6/7 ] 
f(z) = -259/297*z^3 + 73/154*z + 1
*
[ 7/9 ] 
f(z) = -243/280*z^3 + 67/280*z + 1
*
[ 7/9 ] 
f(z) = -243/287*z^3 + 65/287*z + 1
*
[ 3 ] 
f(z) = -260/297*z^3 + 94/11*z + 1
*
[ 3 ] 
f(z) = -257/297*z^3 + 93/11*z + 1
*
[ -17/8 ] 
f(z) = -256/289*z^3 + 93/17*z + 1
*
[ 3 ] 
f(z) = -254/297*z^3 + 92/11*z + 1
*
[ 3 ] 
f(z) = -251/297*z^3 + 91/11*z + 1
*
[ -3 ] 
f(z) = -250/297*z^3 + 98/11*z + 1
*
[ 3 ] 
f(z) = -248/297*z^3 + 90/11*z + 1
*
[ -3 ] 
f(z) = -247/297*z^3 + 97/11*z + 1
*
[ 17/7 ] 
f(z) = -245/289*z^3 + 95/17*z + 1
*
[ 3 ] 
f(z) = -245/297*z^3 + 89/11*z + 1
*
[ -3 ] 
f(z) = -244/297*z^3 + 96/11*z + 1
*
[ -3 ] 
f(z) = -241/297*z^3 + 95/11*z + 1
*
[ 17/10 ] 
f(z) = -250/289*z^3 + 99/34*z + 1
*
[ -3/10 ] 
f(z) = -250/297*z^3 + 97/22*z + 1
*
[ -3/5 ] 
f(z) = -250/297*z^3 + 98/33*z + 1
*
[ 14/9 ] 
f(z) = -243/280*z^3 + 86/35*z + 1
*
-14/9 | 0.18210147355815168532140157856990501869 | 0.027409277065106072644067743895677290231
f(z) = -243/280*z^3 + 96/35*z + 1
*
[ -17/22 ] 
f(z) = -242/289*z^3 + 95/34*z + 1
*
[ 33/25 ] 
f(z) = -250/297*z^3 + 94/55*z + 1
*
[ 3/2 ] 
f(z) = -247/297*z^3 + 97/44*z + 1
*
33/35 | 0.22263065501822482964788691449114106409 | 0.028903477202161067919694230543094860081
f(z) = -245/297*z^3 + 82/55*z + 1
*
[ 3/2 ] 
f(z) = -241/297*z^3 + 95/44*z + 1
*
[ 6/5 ] 
f(z) = -250/297*z^3 + 91/66*z + 1
*
[ 8/7 ] 
f(z) = -245/288*z^3 + 89/72*z + 1
*
[ 17/14 ] 
f(z) = -245/289*z^3 + 97/68*z + 1
*
-33/50 | 0.23081993553386902150083385680156138485 | 0.028865780188913861606534763528289807623
f(z) = -250/297*z^3 + 97/110*z + 1
*
[ 6/7 ] 
f(z) = -259/288*z^3 + 83/168*z + 1
*
[ -3 ] 
f(z) = -259/297*z^3 + 101/11*z + 1
*
[ -3 ] 
f(z) = -256/297*z^3 + 100/11*z + 1
*
[ -17/7 ] 
f(z) = -245/289*z^3 + 109/17*z + 1
*
-2 | 0.11654834946138758792074632852556263598 | 0.017167305134491558719834801259744370444
f(z) = -257/280*z^3 + 111/35*z + 1
*
-2 | 0.11641377422334462606119896802607256642 | 0.017170370958851795127448978504017414157
f(z) = -257/296*z^3 + 110/37*z + 1
*
[ -3/2 ] 
f(z) = -256/297*z^3 + 119/33*z + 1
*
-2 | 0.11624731541854921663473985756361066111 | 0.017168945619259291328545845761787802373
f(z) = -255/296*z^3 + 109/37*z + 1
*
-2 | 0.11622321056995797035322278390573424471 | 0.017165385495456573826500588875354916564
f(z) = -253/280*z^3 + 109/35*z + 1
*
-2 | 0.11607874301126216915622690885928850102 | 0.017167417549185593645759671086926295639
f(z) = -253/296*z^3 + 108/37*z + 1
*
-2 | 0.11605775804771344528065156162888784156 | 0.017164313986705937664230254927710218800
f(z) = -251/280*z^3 + 108/35*z + 1
*
-2 | 0.11590798272417732648546684310798695291 | 0.017165779251631112832602104079511664248
f(z) = -251/296*z^3 + 107/37*z + 1
*
-2 | 0.11589030251259428527685218607042412394 | 0.017163160841733678644061390431400048610
f(z) = -249/280*z^3 + 107/35*z + 1
*
-2 | 0.11573495545902123225584237093565679582 | 0.017164022575854034831709438247887915386
f(z) = -249/296*z^3 + 106/37*z + 1
*
-2 | 0.11572077883218768369165129567765011429 | 0.017161920117335297665775352711388405423
f(z) = -247/280*z^3 + 106/35*z + 1
*
-2 | 0.11555957683244873009485180055731099464 | 0.017162138646816418536297589247675282811
f(z) = -247/296*z^3 + 105/37*z + 1
*
[ -4/7 ] 
f(z) = -245/288*z^3 + 109/36*z + 1
*
-2 | 0.11538175665286796516271590376550076774 | 0.017160117785263537737440903015174737455
f(z) = -245/296*z^3 + 104/37*z + 1
*
[ -3/7 ] 
f(z) = -245/297*z^3 + 115/33*z + 1
*
[ -3/2 ] 
f(z) = -244/297*z^3 + 116/33*z + 1
*
[ -2/3 ] 
f(z) = -243/280*z^3 + 101/35*z + 1
*
-2 | 0.11520139832882751774120364711150697232 | 0.017157949416929807672045225744580306312
f(z) = -243/296*z^3 + 103/37*z + 1
*
[ -2/3 ] 
f(z) = -243/296*z^3 + 106/37*z + 1
*
-2 | 0.11519908701285782673086578869571049339 | 0.017157605172475575411995163872402868500
f(z) = -241/280*z^3 + 103/35*z + 1
*
-2 | 0.11501839819780672651613492303836294472 | 0.017155621969075402275861943952031553710
f(z) = -241/296*z^3 + 102/37*z + 1
*
[ 3/2 ] 
f(z) = -259/297*z^3 + 101/44*z + 1
*
-3/7 | 0.20991566182649781183233899826121298182 | 0.026106416186504068821236501907196619546
f(z) = -259/297*z^3 + 115/77*z + 1
*
[ 9/8 ] 
f(z) = -256/297*z^3 + 119/99*z + 1
*
[ 17/18 ] 
f(z) = -252/289*z^3 + 110/153*z + 1
*
[ 12/13 ] 
f(z) = -247/288*z^3 + 101/156*z + 1
*
[ 9/10 ] 
f(z) = -250/297*z^3 + 113/198*z + 1
*
[ 33/40 ] 
f(z) = -256/297*z^3 + 103/275*z + 1
*
[ 13/16 ] 
f(z) = -256/299*z^3 + 100/299*z + 1
*
[ 5/6 ] 
f(z) = -252/295*z^3 + 116/295*z + 1
*
[ 17/6 ] 
f(z) = -252/289*z^3 + 130/17*z + 1
*
[ -3/8 ] 
f(z) = -256/297*z^3 + 125/33*z + 1
*
[ -17/10 ] 
f(z) = -250/289*z^3 + 139/34*z + 1
*
-2/9 | 0.14075992977077981693032250959971995477 | 0.020400808493628175046557254209999480825
f(z) = -243/280*z^3 + 124/35*z + 1
*
[ -14/9 ] 
f(z) = -243/280*z^3 + 131/35*z + 1
*
[ 2 ] 
f(z) = -243/280*z^3 + 139/35*z + 1
*
[ 2 ] 
f(z) = -241/280*z^3 + 138/35*z + 1
*
[ 2 ] 
f(z) = -241/296*z^3 + 139/37*z + 1
*
[ -33/32 ] 
f(z) = -256/297*z^3 + 127/44*z + 1
*
[ 12/7 ] 
f(z) = -245/297*z^3 + 125/44*z + 1
*
[ -3/4 ] 
f(z) = -244/297*z^3 + 123/44*z + 1
*
[ 17/12 ] 
f(z) = -252/289*z^3 + 139/68*z + 1
*
12/7 | 0.21133765793728046075730451189726561338 | 0.025864248397892226589939611985512776408
f(z) = -245/297*z^3 + 131/110*z + 1
*
-14/27 | 0.17641870187555326329941692459130104690 | 0.025629354363569423718521336504797118283
f(z) = -243/280*z^3 + 122/105*z + 1
*
-26/27 | 0.10625424022097959590341770714856550389 | 0.015180429630333461062493366910321864878
f(z) = -243/280*z^3 + 137/105*z + 1
*
[ 33/32 ] 
f(z) = -256/297*z^3 + 125/132*z + 1
*
-6/7 | 0.16808725961725091232900725732756646063 | 0.022090960381477372092986355829587656839
f(z) = -259/288*z^3 + 139/168*z + 1
*
[ 34/35 ] 
f(z) = -245/289*z^3 + 131/170*z + 1
*
19/16 | 0.16370266927439061144437958013291613098 | 0.028961164551333149009927984154258733466
f(z) = -256/285*z^3 + 121/285*z + 1
*
[ 6/7 ] 
f(z) = -245/282*z^3 + 133/282*z + 1
*
[ -17/6 ] 
f(z) = -252/289*z^3 + 142/17*z + 1
*
[ 2 ] 
f(z) = -257/280*z^3 + 146/35*z + 1
*
[ 2 ] 
f(z) = -257/296*z^3 + 147/37*z + 1
*
3/16 | 0.19869821911299037879035995517069944628 | 0.027442042841905765284298355407217307890
f(z) = -256/297*z^3 + 155/33*z + 1
*
[ 2 ] 
f(z) = -255/296*z^3 + 146/37*z + 1
*
[ 2 ] 
f(z) = -253/280*z^3 + 144/35*z + 1
*
[ 2 ] 
f(z) = -253/296*z^3 + 145/37*z + 1
*
[ 2 ] 
f(z) = -251/280*z^3 + 143/35*z + 1
*
[ 2 ] 
f(z) = -251/296*z^3 + 144/37*z + 1
*
[ 2 ] 
f(z) = -249/280*z^3 + 142/35*z + 1
*
[ 2 ] 
f(z) = -249/296*z^3 + 143/37*z + 1
*
[ 2 ] 
f(z) = -247/280*z^3 + 141/35*z + 1
*
[ 2 ] 
f(z) = -247/296*z^3 + 142/37*z + 1
*
[ 2 ] 
f(z) = -245/296*z^3 + 141/37*z + 1
*
[ 2 ] 
f(z) = -243/296*z^3 + 140/37*z + 1
*
[ -3/2 ] 
f(z) = -257/297*z^3 + 159/44*z + 1
*
[ -3/2 ] 
f(z) = -251/297*z^3 + 157/44*z + 1
*
[ -17/27 ] 
f(z) = -243/289*z^3 + 149/51*z + 1
*
[ 3/2 ] 
f(z) = -254/297*z^3 + 149/66*z + 1
*
[ 9/7 ] 
f(z) = -245/297*z^3 + 157/99*z + 1
*
[ 6/5 ] 
f(z) = -260/297*z^3 + 157/110*z + 1
*
[ 6/5 ] 
f(z) = -245/297*z^3 + 149/110*z + 1
*
[ 34/27 ] 
f(z) = -243/289*z^3 + 157/102*z + 1
*
[ 12/11 ] 
f(z) = -253/288*z^3 + 149/132*z + 1
*
24/35 | 0.12317646393066661880118916885303216979 | 0.016538745629254456970904694792301693562
f(z) = -245/288*z^3 + 143/120*z + 1
*
6/7 | 0.12255422925091284007661707624710386120 | 0.016895943980618449128114104144538317957
f(z) = -245/297*z^3 + 157/132*z + 1
*
[ 7/8 ] 
f(z) = -256/287*z^3 + 155/287*z + 1
*
[ 8/9 ] 
f(z) = -243/280*z^3 + 157/280*z + 1
*
[ 8/9 ] 
f(z) = -243/296*z^3 + 155/296*z + 1
*
[ -33/8 ] 
f(z) = -256/297*z^3 + 175/11*z + 1
*
[ -33/16 ] 
f(z) = -256/297*z^3 + 170/33*z + 1
*
[ -2 ] 
f(z) = -253/280*z^3 + 179/35*z + 1
*
[ -2 ] 
f(z) = -251/280*z^3 + 178/35*z + 1
*
[ -2 ] 
f(z) = -249/280*z^3 + 177/35*z + 1
*
[ -2 ] 
f(z) = -247/280*z^3 + 176/35*z + 1
*
[ -2 ] 
f(z) = -247/296*z^3 + 179/37*z + 1
*
[ -2/7 ] 
f(z) = -245/296*z^3 + 169/37*z + 1
*
[ -2 ] 
f(z) = -245/296*z^3 + 178/37*z + 1
*
[ -2 ] 
f(z) = -243/280*z^3 + 174/35*z + 1
*
[ -2 ] 
f(z) = -243/296*z^3 + 177/37*z + 1
*
[ -2 ] 
f(z) = -241/280*z^3 + 173/35*z + 1
*
[ -2 ] 
f(z) = -241/296*z^3 + 176/37*z + 1
*
[ -3/5 ] 
f(z) = -260/297*z^3 + 164/55*z + 1
*
[ -3/5 ] 
f(z) = -245/297*z^3 + 163/55*z + 1
*
[ 17/14 ] 
f(z) = -252/289*z^3 + 174/119*z + 1
*
[ 6/5 ] 
f(z) = -245/288*z^3 + 167/120*z + 1
*
[ 36/35 ] 
f(z) = -245/288*z^3 + 167/180*z + 1
*
[ 17/5 ] 
f(z) = -250/289*z^3 + 182/17*z + 1
*
[ -17/5 ] 
f(z) = -250/289*z^3 + 192/17*z + 1
*
[ -2 ] 
f(z) = -257/280*z^3 + 181/35*z + 1
*
[ -2 ] 
f(z) = -257/296*z^3 + 184/37*z + 1
*
[ -2 ] 
f(z) = -255/296*z^3 + 183/37*z + 1
*
[ -2 ] 
f(z) = -253/296*z^3 + 182/37*z + 1
*
[ -2 ] 
f(z) = -251/296*z^3 + 181/37*z + 1
*
[ -2 ] 
f(z) = -249/296*z^3 + 180/37*z + 1
*
[ -2/9 ] 
f(z) = -243/280*z^3 + 194/35*z + 1
*
-15/32 | 0.19498204288416967530033607273875754467 | 0.022700992707412736188548624314172518059
f(z) = -256/297*z^3 + 199/44*z + 1
*
[ -3/4 ] 
f(z) = -248/297*z^3 + 185/66*z + 1
*
-2/7 | 0.17966896545743496128599495671724014756 | 0.027195168564059410764590897590612095139
f(z) = -245/288*z^3 + 185/72*z + 1
*
[ -17/18 ] 
f(z) = -243/289*z^3 + 191/68*z + 1
*
-33/20 | 0.21993071773772944021452284552650808753 | 0.025605668838264033693200654604162564306
f(z) = -250/297*z^3 + 199/88*z + 1
*
14/27 | 0.16452297009032024168435808279173746760 | 0.022345633131525796046637092682978535521
f(z) = -243/280*z^3 + 197/105*z + 1
*
[ 17/15 ] 
f(z) = -250/289*z^3 + 188/153*z + 1
*
-4/9 | 0.095319343731391385590296427391909521733 | 0.015922510302805379846134183972610241166
f(z) = -243/280*z^3 + 199/140*z + 1
*
9/7 | 0.14060914118285043149209841111810735423 | 0.024829617242795052330569205803876065717
f(z) = -245/288*z^3 + 181/288*z + 1
*
[ -33/7 ] 
f(z) = -245/297*z^3 + 215/11*z + 1
*
[ 33/10 ] 
f(z) = -250/297*z^3 + 217/22*z + 1
*
[ -2/9 ] 
f(z) = -243/296*z^3 + 205/37*z + 1
*
[ -17/32 ] 
f(z) = -256/289*z^3 + 213/68*z + 1
*
-2 | 0.10259140391343250621551913804515062996 | 0.015162355463731106778602641406933956342
f(z) = -253/288*z^3 + 217/72*z + 1
*
-2 | 0.10242344623650281893140490054540849625 | 0.015158276024707805598120047495799791652
f(z) = -251/288*z^3 + 215/72*z + 1
*
-2 | 0.10208108347359645590055564596979300262 | 0.015149714043347365660351063162034080917
f(z) = -247/288*z^3 + 211/72*z + 1
*
-2 | 0.10190652618383183522893755131274854173 | 0.015145214878654651488262182927519444364
f(z) = -245/288*z^3 + 209/72*z + 1
*
[ -8/7 ] 
f(z) = -245/288*z^3 + 215/72*z + 1
*
[ -17/14 ] 
f(z) = -245/289*z^3 + 209/68*z + 1
*
-2 | 0.10155024108444349701681660521523148303 | 0.015135733294300665948120502508518769202
f(z) = -241/288*z^3 + 205/72*z + 1
*
-3/25 | 0.24704448904409443698141620917422686298 | 0.028695929790412267813384525780732015261
f(z) = -250/297*z^3 + 203/110*z + 1
*
3/5 | 0.25745533301290536030226348384832559624 | 0.029739112362743637191186889601237031913
f(z) = -250/297*z^3 + 213/110*z + 1
*
4/7 | 0.20930062396213275238498664902307014277 | 0.028311998289579232619337501966469590845
f(z) = -245/288*z^3 + 203/180*z + 1
*
[ 10/9 ] 
f(z) = -243/296*z^3 + 206/185*z + 1
*
[ 15/16 ] 
f(z) = -256/285*z^3 + 206/285*z + 1
*
75/32 | 0.16925810903976118130958491471699984209 | 0.019448229467582509682983824092241481504
f(z) = -256/297*z^3 + 223/44*z + 1
*
[ 12/5 ] 
f(z) = -250/297*z^3 + 239/44*z + 1
*
[ 33/14 ] 
f(z) = -245/297*z^3 + 227/44*z + 1
*
-2 | 0.10308320425031212155097126557002135711 | 0.015173874755325140980671741307115004922
f(z) = -259/288*z^3 + 223/72*z + 1
*
-2 | 0.10292121929357508057863460332724608515 | 0.015170148229011215628848066774596793102
f(z) = -257/288*z^3 + 221/72*z + 1
*
[ -17/12 ] 
f(z) = -252/289*z^3 + 235/68*z + 1
*
[ -3/2 ] 
f(z) = -250/297*z^3 + 235/66*z + 1
*
-6/35 | 0.17711094300823387669224717174119464496 | 0.022441609618499466936538056630809912547
f(z) = -245/288*z^3 + 223/120*z + 1
*
[ 33/26 ] 
f(z) = -260/297*z^3 + 232/143*z + 1
*
4/35 | 0.21970871082933240253904388953926923866 | 0.029277351680978799422838376728164052238
f(z) = -245/288*z^3 + 227/180*z + 1
*
[ 15/14 ] 
f(z) = -245/297*z^3 + 223/220*z + 1
*
[ 24/7 ] 
f(z) = -245/288*z^3 + 257/24*z + 1
*
[ -15/8 ] 
f(z) = -256/297*z^3 + 251/55*z + 1
*
[ -3/14 ] 
f(z) = -245/297*z^3 + 251/44*z + 1
*
[ -21/16 ] 
f(z) = -256/297*z^3 + 250/77*z + 1
*
[ -12/35 ] 
f(z) = -245/288*z^3 + 241/60*z + 1
*
[ 17/10 ] 
f(z) = -260/289*z^3 + 256/85*z + 1
*
[ 12/7 ] 
f(z) = -259/288*z^3 + 257/84*z + 1
*
[ -17/25 ] 
f(z) = -250/289*z^3 + 244/85*z + 1
*
[ -3/4 ] 
f(z) = -250/297*z^3 + 247/88*z + 1
*
-3/8 | 0.26052022405839111293465878696675301412 | 0.029614346757815031305231325077086716427
f(z) = -248/297*z^3 + 245/88*z + 1
*
51/32 | 0.19425293256846179354522250006802449479 | 0.025232625430332498037357807222404033132
f(z) = -256/297*z^3 + 245/132*z + 1
*
[ 4/3 ] 
f(z) = -243/280*z^3 + 251/140*z + 1
*
[ 4/3 ] 
f(z) = -243/296*z^3 + 253/148*z + 1
*
[ 3 ] 
f(z) = -256/297*z^3 + 278/33*z + 1
*
[ 3 ] 
f(z) = -250/297*z^3 + 272/33*z + 1
*
[ 3 ] 
f(z) = -247/297*z^3 + 269/33*z + 1
*
[ -24/7 ] 
f(z) = -245/288*z^3 + 271/24*z + 1
*
[ 3 ] 
f(z) = -244/297*z^3 + 266/33*z + 1
*
[ 3 ] 
f(z) = -241/297*z^3 + 263/33*z + 1
*
-21/25 | 0.23603094507381441008436640421347928792 | 0.026526423976434743527522362223222568186
f(z) = -250/297*z^3 + 271/55*z + 1
*
78/35 | 0.23930721402714696661336782425929347779 | 0.026997102613828826351325006606829314272
f(z) = -245/297*z^3 + 262/55*z + 1
*
[ -3/7 ] 
f(z) = -259/297*z^3 + 269/77*z + 1
*
[ 2 ] 
f(z) = -241/288*z^3 + 277/72*z + 1
*
[ -17/35 ] 
f(z) = -245/289*z^3 + 277/85*z + 1
*
[ 17/4 ] 
f(z) = -256/289*z^3 + 285/17*z + 1
*
[ -17/4 ] 
f(z) = -256/289*z^3 + 293/17*z + 1
*
[ 3 ] 
f(z) = -259/297*z^3 + 281/33*z + 1
*
[ -3 ] 
f(z) = -254/297*z^3 + 298/33*z + 1
*
[ -3 ] 
f(z) = -251/297*z^3 + 295/33*z + 1
*
[ -3 ] 
f(z) = -248/297*z^3 + 292/33*z + 1
*
[ -3 ] 
f(z) = -245/297*z^3 + 289/33*z + 1
*
[ 34/11 ] 
f(z) = -242/289*z^3 + 295/34*z + 1
*
[ -15/7 ] 
f(z) = -245/297*z^3 + 289/55*z + 1
*
[ 2 ] 
f(z) = -259/288*z^3 + 295/72*z + 1
*
[ 2 ] 
f(z) = -257/288*z^3 + 293/72*z + 1
*
[ 2 ] 
f(z) = -253/288*z^3 + 289/72*z + 1
*
[ 2 ] 
f(z) = -251/288*z^3 + 287/72*z + 1
*
[ 2 ] 
f(z) = -247/288*z^3 + 283/72*z + 1
*
[ 2 ] 
f(z) = -245/288*z^3 + 281/72*z + 1
*
[ -9/8 ] 
f(z) = -256/297*z^3 + 295/99*z + 1
*
[ 3/2 ] 
f(z) = -251/297*z^3 + 295/132*z + 1
*
[ 3/2 ] 
f(z) = -245/297*z^3 + 289/132*z + 1
*
-6/11 | 0.20105067400004674497930905015318976291 | 0.024664759207581624005679640897211226133
f(z) = -253/288*z^3 + 289/264*z + 1
*
[ 1/4 ] 
f(z) = -240*z^3 + 12*z + 1
*
-2/15 | 0.12183630622955594811182872240705619946 | 0.022495208209206583072592564751510639929
f(z) = -225*z^3 + 13*z + 1
*
[ -1/5 ] 
f(z) = -225*z^3 + 15*z + 1
*
[ -1/15 ] 
f(z) = -225*z^3 + 17*z + 1
*
-2/15 | 0.11538064550000674859073583119475639959 | 0.021303269314033652854299460208221765029
f(z) = -225/4*z^3 + 11/2*z + 1
*
[ 2/5 ] 
f(z) = -225/4*z^3 + 15/2*z + 1
*
[ -2/15 ] 
f(z) = -225/4*z^3 + 19/2*z + 1
*
[ -2/5 ] 
f(z) = -225/8*z^3 + 8*z + 1
*
[ -2/15 ] 
f(z) = -225/8*z^3 + 9*z + 1
*
[ 2/3 ] 
f(z) = -225/8*z^3 + 12*z + 1
*
-2/15 | 0.081309948149196220156592544082262198903 | 0.015012636788657400329098830114071955611
f(z) = -225/8*z^3 + 13*z + 1
*
[ -2/3 ] 
f(z) = -225/8*z^3 + 15*z + 1
*
[ 1/4 ] 
f(z) = -224*z^3 + 11*z + 1
*
[ -1/4 ] 
f(z) = -224*z^3 + 19*z + 1
*
[ -1/4 ] 
f(z) = -240*z^3 + 20*z + 1
*
[ 2/3 ] 
f(z) = -237/8*z^3 + 38/3*z + 1
*
[ 1/3 ] 
f(z) = -234*z^3 + 24*z + 1
*
[ -1/6 ] 
f(z) = -234*z^3 + 27/2*z + 1
*
[ -1/3 ] 
f(z) = -234*z^3 + 30*z + 1
*
[ 1/4 ] 
f(z) = -232*z^3 + 23/2*z + 1
*
[ -1/4 ] 
f(z) = -232*z^3 + 39/2*z + 1
*
[ 2/3 ] 
f(z) = -231/8*z^3 + 37/3*z + 1
*
[ 1/3 ] 
f(z) = -225*z^3 + 23*z + 1
*
[ -2/15 ] 
f(z) = -225*z^3 + 25/2*z + 1
*
[ -1/3 ] 
f(z) = -225*z^3 + 29*z + 1
*
-2/15 | 0.10738564268451127756590275553735214269 | 0.019827114475352780989275033197775799716
f(z) = -225/2*z^3 + 23/2*z + 1
*
-2/15 | 0.097195069629219688649816726309563454780 | 0.017945581213682835004697603387140574080
f(z) = -225/4*z^3 + 23/2*z + 1
*
[ -2/5 ] 
f(z) = -225/4*z^3 + 25/2*z + 1
*
[ -1/5 ] 
f(z) = -225/4*z^3 + 33/4*z + 1
*
[ -4/15 ] 
f(z) = -225/4*z^3 + 35/4*z + 1
*
[ -4/15 ] 
f(z) = -225/8*z^3 + 27/4*z + 1
*
-4/15 | 0.13524290059129393279297159950226562989 | 0.024970530556680299450745764667071233755
f(z) = -225/11*z^3 + 38/11*z + 1
*
[ 8/15 ] 
f(z) = -225/16*z^3 + 25/8*z + 1
*
[ -1/8 ] 
f(z) = -224*z^3 + 25/2*z + 1
*
[ -1/4 ] 
f(z) = -224/3*z^3 + 29/3*z + 1
*
-1/8 | 0.18107998500704031568992828973439179512 | 0.029661935812264550823897167204494645885
f(z) = -224/3*z^3 + 37/6*z + 1
*
[ -1/4 ] 
f(z) = -224/5*z^3 + 39/5*z + 1
*
[ -1/6 ] 
f(z) = -240*z^3 + 41/3*z + 1
*
[ -1/12 ] 
f(z) = -240*z^3 + 44/3*z + 1
*
[ -1/8 ] 
f(z) = -240*z^3 + 51/4*z + 1
*
[ 1/2 ] 
f(z) = -240*z^3 + 59*z + 1
*
[ -1/4 ] 
f(z) = -240/7*z^3 + 50/7*z + 1
*
[ 1/2 ] 
f(z) = -240/7*z^3 + 53/7*z + 1
*
[ 1/2 ] 
f(z) = -240/11*z^3 + 49/11*z + 1
*
[ 1/2 ] 
f(z) = -240/13*z^3 + 47/13*z + 1
*
[ -2/3 ] 
f(z) = -237/8*z^3 + 47/3*z + 1
*
[ 1/4 ] 
f(z) = -236*z^3 + 47/4*z + 1
*
[ 1/2 ] 
f(z) = -236*z^3 + 58*z + 1
*
[ 1/2 ] 
f(z) = -236/3*z^3 + 56/3*z + 1
*
[ 1/2 ] 
f(z) = -236/5*z^3 + 54/5*z + 1
*
[ 1/2 ] 
f(z) = -236/7*z^3 + 52/7*z + 1
*
[ 1/2 ] 
f(z) = -236/9*z^3 + 50/9*z + 1
*
[ 1/2 ] 
f(z) = -236/11*z^3 + 48/11*z + 1
*
[ 1/2 ] 
f(z) = -236/13*z^3 + 46/13*z + 1
*
[ 1/2 ] 
f(z) = -236/15*z^3 + 44/15*z + 1
*
[ -2/5 ] 
f(z) = -235/8*z^3 + 41/5*z + 1
*
[ -1/3 ] 
f(z) = -234/5*z^3 + 46/5*z + 1
*
[ -1/3 ] 
f(z) = -234/7*z^3 + 54/7*z + 1
*
[ 1/2 ] 
f(z) = -232*z^3 + 57*z + 1
*
[ 1/2 ] 
f(z) = -232/3*z^3 + 55/3*z + 1
*
[ -1/4 ] 
f(z) = -232/3*z^3 + 59/6*z + 1
*
[ 1/2 ] 
f(z) = -232/5*z^3 + 53/5*z + 1
*
[ 1/2 ] 
f(z) = -232/7*z^3 + 51/7*z + 1
*
[ 1/2 ] 
f(z) = -232/9*z^3 + 49/9*z + 1
*
[ 1/2 ] 
f(z) = -232/11*z^3 + 47/11*z + 1
*
[ 1/2 ] 
f(z) = -232/13*z^3 + 45/13*z + 1
*
[ 1/2 ] 
f(z) = -232/15*z^3 + 43/15*z + 1
*
[ -2/3 ] 
f(z) = -231/8*z^3 + 46/3*z + 1
*
[ -2/7 ] 
f(z) = -231/8*z^3 + 48/7*z + 1
*
[ -1/6 ] 
f(z) = -228*z^3 + 40/3*z + 1
*
[ 1/4 ] 
f(z) = -228*z^3 + 45/4*z + 1
*
[ 1/2 ] 
f(z) = -228*z^3 + 56*z + 1
*
[ 1/2 ] 
f(z) = -228/5*z^3 + 52/5*z + 1
*
[ 1/2 ] 
f(z) = -228/7*z^3 + 50/7*z + 1
*
[ 1/2 ] 
f(z) = -228/11*z^3 + 46/11*z + 1
*
[ 1/2 ] 
f(z) = -228/13*z^3 + 44/13*z + 1
*
4/15 | 0.13163964898407896315140545129684726163 | 0.019351956709984741522245125565833631429
f(z) = -225*z^3 + 47/4*z + 1
*
-2/15 | 0.11666358631063384003821350422619757468 | 0.017150369887327838797923417886415946272
f(z) = -225*z^3 + 49/4*z + 1
*
-2/15 | 0.19460060225461073579519707655881279860 | 0.028607660834948364761703535954515586706
f(z) = -225*z^3 + 51/4*z + 1
*
-1/10 | 0.19298668728961387384730818320538635157 | 0.028370403953930752907078608419639032684
f(z) = -225*z^3 + 57/4*z + 1
*
[ -4/15 ] 
f(z) = -225/2*z^3 + 51/4*z + 1
*
[ -1/3 ] 
f(z) = -225/4*z^3 + 41/4*z + 1
*
[ 2/3 ] 
f(z) = -225/4*z^3 + 49/2*z + 1
*
[ -2/3 ] 
f(z) = -225/4*z^3 + 55/2*z + 1
*
[ 7/15 ] 
f(z) = -225/7*z^3 + 41/7*z + 1
*
[ -1/5 ] 
f(z) = -225/7*z^3 + 51/7*z + 1
*
[ -1/3 ] 
f(z) = -225/7*z^3 + 53/7*z + 1
*
7/15 | 0.12578460984540067935448499550738859230 | 0.023224202009660821814702586153564815485
f(z) = -225/8*z^3 + 41/8*z + 1
*
[ -4/5 ] 
f(z) = -225/16*z^3 + 45/4*z + 1
*
[ -8/15 ] 
f(z) = -225/16*z^3 + 55/8*z + 1
*
-2/15 | 0.15406403785255051450611726561337310038 | 0.028197068165759246981815040791839154591
f(z) = -225/16*z^3 + 59/4*z + 1
*
[ 1/2 ] 
f(z) = -224*z^3 + 55*z + 1
*
[ -1/2 ] 
f(z) = -224*z^3 + 59*z + 1
*
[ 1/2 ] 
f(z) = -224/3*z^3 + 53/3*z + 1
*
[ 3/8 ] 
f(z) = -224/3*z^3 + 53/6*z + 1
*
-1/4 | 0.078064888990625320058221654949334009156 | 0.012787474697114968201837315939407906327
f(z) = -224/3*z^3 + 55/6*z + 1
*
[ 1/2 ] 
f(z) = -224/5*z^3 + 51/5*z + 1
*
-1/4 | 0.15034583971300041193172508915757364762 | 0.024627507269976013144563376644540800423
f(z) = -224/5*z^3 + 53/10*z + 1
*
[ 3/4 ] 
f(z) = -224/9*z^3 + 41/3*z + 1
*
[ -3/8 ] 
f(z) = -224/9*z^3 + 43/6*z + 1
*
[ 1/2 ] 
f(z) = -224/9*z^3 + 47/9*z + 1
*
[ -3/4 ] 
f(z) = -224/9*z^3 + 49/3*z + 1
*
[ -1/4 ] 
f(z) = -224/9*z^3 + 59/9*z + 1
*
[ 1/2 ] 
f(z) = -224/11*z^3 + 45/11*z + 1
*
[ 1/2 ] 
f(z) = -224/13*z^3 + 43/13*z + 1
*
[ 1/2 ] 
f(z) = -224/15*z^3 + 41/15*z + 1
*
[ -1/2 ] 
f(z) = -240*z^3 + 63*z + 1
*
[ -1/10 ] 
f(z) = -240*z^3 + 67/5*z + 1
*
-1/6 | 0.19192463818073174832989844398763094532 | 0.026390831170197496593533720761004984908
f(z) = -240*z^3 + 67/6*z + 1
*
[ 1/3 ] 
f(z) = -240*z^3 + 74/3*z + 1
*
[ -1/5 ] 
f(z) = -240*z^3 + 78/5*z + 1
*
-1/6 | 0.19398463134253074354643315783478238929 | 0.026674093039335966480983880856315230690
f(z) = -240*z^3 + 79/6*z + 1
*
[ -1/4 ] 
f(z) = -240/11*z^3 + 70/11*z + 1
*
[ 1/3 ] 
f(z) = -237*z^3 + 73/3*z + 1
*
[ 1/3 ] 
f(z) = -237/2*z^3 + 67/6*z + 1
*
[ 2/3 ] 
f(z) = -237/16*z^3 + 73/12*z + 1
*
[ -1/2 ] 
f(z) = -236*z^3 + 62*z + 1
*
[ -1/4 ] 
f(z) = -236*z^3 + 79/4*z + 1
*
[ -1/2 ] 
f(z) = -236/3*z^3 + 68/3*z + 1
*
[ -1/2 ] 
f(z) = -236/5*z^3 + 74/5*z + 1
*
[ -1/5 ] 
f(z) = -235*z^3 + 77/5*z + 1
*
[ 2/5 ] 
f(z) = -235/4*z^3 + 79/10*z + 1
*
[ -1/3 ] 
f(z) = -234/11*z^3 + 70/11*z + 1
*
[ -1/2 ] 
f(z) = -232*z^3 + 61*z + 1
*
[ -1/2 ] 
f(z) = -232/3*z^3 + 67/3*z + 1
*
[ -1/2 ] 
f(z) = -232/5*z^3 + 73/5*z + 1
*
[ -1/4 ] 
f(z) = -232/5*z^3 + 79/10*z + 1
*
[ -1/2 ] 
f(z) = -232/7*z^3 + 79/7*z + 1
*
[ 1/3 ] 
f(z) = -231*z^3 + 71/3*z + 1
*
[ 1/3 ] 
f(z) = -231/2*z^3 + 65/6*z + 1
*
[ 2/3 ] 
f(z) = -231/16*z^3 + 71/12*z + 1
*
[ -1/5 ] 
f(z) = -230*z^3 + 76/5*z + 1
*
[ -1/2 ] 
f(z) = -228*z^3 + 60*z + 1
*
[ 1/3 ] 
f(z) = -228*z^3 + 70/3*z + 1
*
[ -1/4 ] 
f(z) = -228*z^3 + 77/4*z + 1
*
[ -1/2 ] 
f(z) = -228/5*z^3 + 72/5*z + 1
*
[ -1/2 ] 
f(z) = -228/7*z^3 + 78/7*z + 1
*
[ 2/5 ] 
f(z) = -225*z^3 + 69/2*z + 1
*
[ -2/5 ] 
f(z) = -225*z^3 + 79/2*z + 1
*
-1/5 | 0.16073944573988964201900132360104592620 | 0.024673297713511515413068810837951296903
f(z) = -225/2*z^3 + 61/6*z + 1
*
-1/10 | 0.19161067439573976641242210624312435685 | 0.028168120355029231071209459637457851562
f(z) = -225/2*z^3 + 65/8*z + 1
*
[ -1/15 ] 
f(z) = -225/4*z^3 + 65/4*z + 1
*
[ -7/15 ] 
f(z) = -225/7*z^3 + 71/7*z + 1
*
[ -2/9 ] 
f(z) = -225/8*z^3 + 62/9*z + 1
*
3/5 | 0.093446010273781895253899215718838853331 | 0.017253374814792615082867827362059072240
f(z) = -225/8*z^3 + 65/8*z + 1
*
-14/45 | 0.095796334495219938306893145011249387645 | 0.012582719738439425260328043810918808456
f(z) = -225/8*z^3 + 65/9*z + 1
*
[ 4/5 ] 
f(z) = -225/8*z^3 + 71/4*z + 1
*
-2/5 | 0.21735522602002525244843114025101768609 | 0.028549316705135537301434135030956689408
f(z) = -225/8*z^3 + 74/9*z + 1
*
[ -1/3 ] 
f(z) = -225/11*z^3 + 69/11*z + 1
*
[ -1/5 ] 
f(z) = -225/11*z^3 + 75/11*z + 1
*
[ -1/3 ] 
f(z) = -225/13*z^3 + 77/13*z + 1
*
-4/15 | 0.080862185872807961931444410224694417793 | 0.014929964341114512568483547064928214107
f(z) = -225/14*z^3 + 79/14*z + 1
*
-2/5 | 0.19483468624402968906407041128615099676 | 0.029906873179074156575133296108291952234
f(z) = -225/16*z^3 + 65/12*z + 1
*
[ -1/8 ] 
f(z) = -224/3*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -224/3*z^3 + 65/3*z + 1
*
-1/8 | 0.17265650469936224454019459318772670221 | 0.028282121625773939681022860824045849798
f(z) = -224/3*z^3 + 67/6*z + 1
*
-1/8 | 0.097025935713385106589290087781120757358 | 0.015893402449439352347469754076127085585
f(z) = -224/3*z^3 + 73/6*z + 1
*
[ -1/2 ] 
f(z) = -224/5*z^3 + 71/5*z + 1
*
[ -1/4 ] 
f(z) = -224/11*z^3 + 69/11*z + 1
*
[ -1/4 ] 
f(z) = -224/13*z^3 + 79/13*z + 1
*
-1/4 | 0.14133179744517409073024605566818787097 | 0.026116230827167168805657278046376919663
f(z) = -224/15*z^3 + 74/15*z + 1
*
[ 1/3 ] 
f(z) = -222*z^3 + 68/3*z + 1
*
[ -1/6 ] 
f(z) = -222*z^3 + 79/6*z + 1
*
[ -1/3 ] 
f(z) = -240*z^3 + 92/3*z + 1
*
[ -1/2 ] 
f(z) = -240/7*z^3 + 81/7*z + 1
*
[ -1/2 ] 
f(z) = -240/11*z^3 + 93/11*z + 1
*
[ -1/4 ] 
f(z) = -240/13*z^3 + 80/13*z + 1
*
[ -1/2 ] 
f(z) = -240/13*z^3 + 99/13*z + 1
*
[ -1/7 ] 
f(z) = -238*z^3 + 90/7*z + 1
*
[ 1/4 ] 
f(z) = -238*z^3 + 95/8*z + 1
*
[ -1/3 ] 
f(z) = -237*z^3 + 91/3*z + 1
*
-2/3 | 0.16926083990244382655364695856195113929 | 0.025775739800000262615857887308841036186
f(z) = -237/16*z^3 + 85/12*z + 1
*
[ -1/2 ] 
f(z) = -236/7*z^3 + 80/7*z + 1
*
[ -1/2 ] 
f(z) = -236/9*z^3 + 86/9*z + 1
*
[ -1/2 ] 
f(z) = -236/11*z^3 + 92/11*z + 1
*
[ -1/2 ] 
f(z) = -236/13*z^3 + 98/13*z + 1
*
-1/12 | 0.12178880677931751362768615735597992048 | 0.016163588997135251797881893144998682779
f(z) = -234*z^3 + 85/8*z + 1
*
[ 1/4 ] 
f(z) = -234*z^3 + 93/8*z + 1
*
[ -1/6 ] 
f(z) = -234/5*z^3 + 83/10*z + 1
*
[ -1/3 ] 
f(z) = -234/17*z^3 + 94/17*z + 1
*
[ -1/4 ] 
f(z) = -232/7*z^3 + 99/14*z + 1
*
[ 3/4 ] 
f(z) = -232/9*z^3 + 85/6*z + 1
*
[ -1/2 ] 
f(z) = -232/9*z^3 + 85/9*z + 1
*
[ -1/2 ] 
f(z) = -232/11*z^3 + 91/11*z + 1
*
[ -1/2 ] 
f(z) = -232/13*z^3 + 97/13*z + 1
*
[ -1/3 ] 
f(z) = -231*z^3 + 89/3*z + 1
*
[ -1/7 ] 
f(z) = -231*z^3 + 89/7*z + 1
*
[ -2/11 ] 
f(z) = -231/8*z^3 + 82/11*z + 1
*
-2/3 | 0.18425150954425827067264140648061437948 | 0.028168577359693739999981098488760591970
f(z) = -231/16*z^3 + 83/12*z + 1
*
[ 1/4 ] 
f(z) = -230*z^3 + 91/8*z + 1
*
[ 1/2 ] 
f(z) = -230/9*z^3 + 97/18*z + 1
*
[ -1/3 ] 
f(z) = -228*z^3 + 88/3*z + 1
*
[ -1/2 ] 
f(z) = -228/11*z^3 + 90/11*z + 1
*
[ -1/2 ] 
f(z) = -228/13*z^3 + 96/13*z + 1
*
[ 1/4 ] 
f(z) = -226*z^3 + 89/8*z + 1
*
[ 1/2 ] 
f(z) = -226/7*z^3 + 99/14*z + 1
*
[ 1/2 ] 
f(z) = -226/9*z^3 + 95/18*z + 1
*
[ -4/15 ] 
f(z) = -225*z^3 + 83/4*z + 1
*
[ -1/6 ] 
f(z) = -225/2*z^3 + 81/8*z + 1
*
-7/30 | 0.19066337795488797001507944490356370385 | 0.028028861097986516403470379806239555443
f(z) = -225/2*z^3 + 89/8*z + 1
*
[ 2/3 ] 
f(z) = -225/2*z^3 + 99/2*z + 1
*
[ -4/5 ] 
f(z) = -225/8*z^3 + 81/4*z + 1
*
[ -8/15 ] 
f(z) = -225/8*z^3 + 87/8*z + 1
*
[ -1/5 ] 
f(z) = -225/13*z^3 + 87/13*z + 1
*
-7/15 | 0.15163639728490476802977456283324576674 | 0.027997338679908310230287847443325507052
f(z) = -225/13*z^3 + 88/13*z + 1
*
[ -1/3 ] 
f(z) = -225/14*z^3 + 81/14*z + 1
*
[ -2/5 ] 
f(z) = -225/14*z^3 + 85/14*z + 1
*
4/5 | 0.17995885439220371355974165952450529127 | 0.027623452166100271679042828228068770584
f(z) = -225/16*z^3 + 89/12*z + 1
*
[ -1/3 ] 
f(z) = -225/16*z^3 + 89/16*z + 1
*
-4/3 | 0.16188128080966992125914397702870271288 | 0.027064047914467806044635394336957157222
f(z) = -225/16*z^3 + 99/4*z + 1
*
[ -1/3 ] 
f(z) = -225/17*z^3 + 93/17*z + 1
*
[ -1/7 ] 
f(z) = -224*z^3 + 88/7*z + 1
*
[ -3/8 ] 
f(z) = -224/3*z^3 + 85/6*z + 1
*
-1/4 | 0.13181901397842739355642250683209710182 | 0.021592707395641199398491272299001369666
f(z) = -224/5*z^3 + 83/10*z + 1
*
[ -1/8 ] 
f(z) = -224/5*z^3 + 97/10*z + 1
*
[ -1/2 ] 
f(z) = -224/9*z^3 + 83/9*z + 1
*
[ -1/2 ] 
f(z) = -224/11*z^3 + 89/11*z + 1
*
[ -1/2 ] 
f(z) = -224/13*z^3 + 95/13*z + 1
*
[ -1/4 ] 
f(z) = -224/15*z^3 + 89/15*z + 1
*
[ -1/4 ] 
f(z) = -224/17*z^3 + 99/17*z + 1
*
[ -1/3 ] 
f(z) = -222*z^3 + 86/3*z + 1
*
[ 1/4 ] 
f(z) = -222*z^3 + 87/8*z + 1
*
[ 1/2 ] 
f(z) = -222/7*z^3 + 97/14*z + 1
*
[ 1/2 ] 
f(z) = -238/11*z^3 + 97/22*z + 1
*
[ 1/2 ] 
f(z) = -238/13*z^3 + 93/26*z + 1
*
[ 1/2 ] 
f(z) = -238/15*z^3 + 89/30*z + 1
*
[ 1/2 ] 
f(z) = -234/11*z^3 + 95/22*z + 1
*
10/21 | 0.23076063376564299453099006726896567945 | 0.027190086148228075823031377448680717716
f(z) = -231/8*z^3 + 85/21*z + 1
*
[ 1/2 ] 
f(z) = -230/11*z^3 + 93/22*z + 1
*
[ 1/2 ] 
f(z) = -230/13*z^3 + 89/26*z + 1
*
[ 1/2 ] 
f(z) = -226/11*z^3 + 91/22*z + 1
*
[ 1/2 ] 
f(z) = -226/13*z^3 + 87/26*z + 1
*
[ 1/2 ] 
f(z) = -226/15*z^3 + 83/30*z + 1
*
-1/8 | 0.085492186196013350137441465670995605353 | 0.014004108401586868511523495412743554114
f(z) = -224/15*z^3 + 97/30*z + 1
*
[ 1/2 ] 
f(z) = -222/11*z^3 + 89/22*z + 1
*
[ 1/2 ] 
f(z) = -222/13*z^3 + 85/26*z + 1
*
[ -1/20 ] 
f(z) = -240*z^3 + 108/5*z + 1
*
[ -1/4 ] 
f(z) = -240/17*z^3 + 100/17*z + 1
*
[ -1/2 ] 
f(z) = -240/17*z^3 + 111/17*z + 1
*
[ -1/4 ] 
f(z) = -240/19*z^3 + 110/19*z + 1
*
[ -1/2 ] 
f(z) = -240/19*z^3 + 117/19*z + 1
*
[ 2/3 ] 
f(z) = -239/8*z^3 + 115/9*z + 1
*
-2 | 0.11504577027137471077011057020062485958 | 0.016774029215700854704380931830152004551
f(z) = -239/8*z^3 + 119*z + 1
*
[ 1/2 ] 
f(z) = -238*z^3 + 117/2*z + 1
*
[ 1/2 ] 
f(z) = -238/3*z^3 + 113/6*z + 1
*
[ 1/2 ] 
f(z) = -238/5*z^3 + 109/10*z + 1
*
[ 1/2 ] 
f(z) = -238/9*z^3 + 101/18*z + 1
*
[ -1/3 ] 
f(z) = -237/2*z^3 + 103/6*z + 1
*
-2 | 0.11489069556804193161244599875855716812 | 0.016772055401818943083029858587247425728
f(z) = -237/8*z^3 + 118*z + 1
*
[ 2 ] 
f(z) = -237/8*z^3 + 119*z + 1
*
[ -2/3 ] 
f(z) = -237/16*z^3 + 109/12*z + 1
*
[ -1/4 ] 
f(z) = -236/3*z^3 + 119/12*z + 1
*
[ -1/2 ] 
f(z) = -236/15*z^3 + 104/15*z + 1
*
[ -1/2 ] 
f(z) = -236/17*z^3 + 110/17*z + 1
*
[ -1/2 ] 
f(z) = -236/19*z^3 + 116/19*z + 1
*
[ -1/5 ] 
f(z) = -235/2*z^3 + 107/10*z + 1
*
[ 2/3 ] 
f(z) = -235/8*z^3 + 113/9*z + 1
*
-2 | 0.11473431099205086764141170093825661517 | 0.016770061308841908923880294806302410737
f(z) = -235/8*z^3 + 117*z + 1
*
[ 2 ] 
f(z) = -235/8*z^3 + 118*z + 1
*
[ -2 ] 
f(z) = -235/8*z^3 + 119*z + 1
*
[ 1/2 ] 
f(z) = -234*z^3 + 115/2*z + 1
*
[ -1/9 ] 
f(z) = -234*z^3 + 116/9*z + 1
*
[ -1/12 ] 
f(z) = -234*z^3 + 117/8*z + 1
*
[ 1/2 ] 
f(z) = -234/5*z^3 + 107/10*z + 1
*
[ 1/2 ] 
f(z) = -234/7*z^3 + 103/14*z + 1
*
[ -1/6 ] 
f(z) = -234/7*z^3 + 111/14*z + 1
*
[ -1/3 ] 
f(z) = -234/19*z^3 + 102/19*z + 1
*
[ 2/3 ] 
f(z) = -233/8*z^3 + 112/9*z + 1
*
-2 | 0.11457659422140479254237030609802998681 | 0.016768046557085964475045809433789519469
f(z) = -233/8*z^3 + 116*z + 1
*
[ 2 ] 
f(z) = -233/8*z^3 + 117*z + 1
*
[ -2 ] 
f(z) = -233/8*z^3 + 118*z + 1
*
[ -1/8 ] 
f(z) = -232*z^3 + 101/8*z + 1
*
[ -3/4 ] 
f(z) = -232/9*z^3 + 101/6*z + 1
*
[ -1/4 ] 
f(z) = -232/9*z^3 + 119/18*z + 1
*
[ -1/2 ] 
f(z) = -232/15*z^3 + 103/15*z + 1
*
[ -1/2 ] 
f(z) = -232/17*z^3 + 109/17*z + 1
*
[ -1/2 ] 
f(z) = -232/19*z^3 + 115/19*z + 1
*
[ -1/3 ] 
f(z) = -231/2*z^3 + 101/6*z + 1
*
-2 | 0.11441752235847207516798374366892630709 | 0.016766010756522612123441650346168567464
f(z) = -231/8*z^3 + 115*z + 1
*
[ 2 ] 
f(z) = -231/8*z^3 + 116*z + 1
*
[ -2 ] 
f(z) = -231/8*z^3 + 117*z + 1
*
[ -2/3 ] 
f(z) = -231/16*z^3 + 107/12*z + 1
*
[ 1/2 ] 
f(z) = -230*z^3 + 113/2*z + 1
*
[ 1/2 ] 
f(z) = -230/3*z^3 + 109/6*z + 1
*
[ 1/2 ] 
f(z) = -230/7*z^3 + 101/14*z + 1
*
[ 2/3 ] 
f(z) = -229/8*z^3 + 110/9*z + 1
*
-2 | 0.11425707191001736064768014387810827258 | 0.016763953506407440498803446581814737673
f(z) = -229/8*z^3 + 114*z + 1
*
[ 2 ] 
f(z) = -229/8*z^3 + 115*z + 1
*
[ -2 ] 
f(z) = -229/8*z^3 + 116*z + 1
*
[ -1/2 ] 
f(z) = -228/17*z^3 + 108/17*z + 1
*
[ 2/3 ] 
f(z) = -227/8*z^3 + 109/9*z + 1
*
-2 | 0.11409521876635906773776122446150854949 | 0.016761874394892345965494235057618886621
f(z) = -227/8*z^3 + 113*z + 1
*
[ 2 ] 
f(z) = -227/8*z^3 + 114*z + 1
*
[ -2 ] 
f(z) = -227/8*z^3 + 115*z + 1
*
[ 1/2 ] 
f(z) = -226*z^3 + 111/2*z + 1
*
[ -1/2 ] 
f(z) = -226*z^3 + 119/2*z + 1
*
[ 1/2 ] 
f(z) = -226/3*z^3 + 107/6*z + 1
*
[ 1/2 ] 
f(z) = -226/5*z^3 + 103/10*z + 1
*
[ -1/9 ] 
f(z) = -225*z^3 + 115/9*z + 1
*
[ -2/3 ] 
f(z) = -225/2*z^3 + 105/2*z + 1
*
-1/10 | 0.17262923109734085192115863253665020210 | 0.025377714334970092698062475725435411050
f(z) = -225/2*z^3 + 113/8*z + 1
*
-1/5 | 0.17689415747878490767494761852392347732 | 0.027153025140559665025630687642454651305
f(z) = -225/4*z^3 + 103/12*z + 1
*
[ -1/15 ] 
f(z) = -225/7*z^3 + 113/7*z + 1
*
-2 | 0.11393193817960691543828716937771674557 | 0.016759772998620291827067257815199167160
f(z) = -225/8*z^3 + 112*z + 1
*
[ 2 ] 
f(z) = -225/8*z^3 + 113*z + 1
*
[ -2 ] 
f(z) = -225/8*z^3 + 114*z + 1
*
[ 11/15 ] 
f(z) = -225/11*z^3 + 117/11*z + 1
*
[ 4/3 ] 
f(z) = -225/16*z^3 + 101/4*z + 1
*
[ -1/5 ] 
f(z) = -225/16*z^3 + 105/16*z + 1
*
[ -4/3 ] 
f(z) = -225/16*z^3 + 107/4*z + 1
*
[ -1/5 ] 
f(z) = -225/17*z^3 + 111/17*z + 1
*
-8/15 | 0.16032735448609120391399663296767573132 | 0.029601990838433493471190236054782181572
f(z) = -225/17*z^3 + 115/17*z + 1
*
[ -1/3 ] 
f(z) = -225/19*z^3 + 101/19*z + 1
*
[ -1/14 ] 
f(z) = -224*z^3 + 113/7*z + 1
*
[ -1/6 ] 
f(z) = -224*z^3 + 119/9*z + 1
*
[ -1/2 ] 
f(z) = -224/15*z^3 + 101/15*z + 1
*
[ -1/2 ] 
f(z) = -224/17*z^3 + 107/17*z + 1
*
[ -1/4 ] 
f(z) = -224/19*z^3 + 109/19*z + 1
*
[ -1/2 ] 
f(z) = -224/19*z^3 + 113/19*z + 1
*
[ 2/3 ] 
f(z) = -223/8*z^3 + 107/9*z + 1
*
-2 | 0.11376720474093030476911445672646777478 | 0.016757648882301661995166351209064822111
f(z) = -223/8*z^3 + 111*z + 1
*
[ 2 ] 
f(z) = -223/8*z^3 + 112*z + 1
*
[ -2 ] 
f(z) = -223/8*z^3 + 113*z + 1
*
[ 1/2 ] 
f(z) = -222*z^3 + 109/2*z + 1
*
[ -1/2 ] 
f(z) = -222*z^3 + 117/2*z + 1
*
[ 1/2 ] 
f(z) = -222/5*z^3 + 101/10*z + 1
*
[ 2/3 ] 
f(z) = -221/8*z^3 + 106/9*z + 1
*
[ -2/13 ] 
f(z) = -221/8*z^3 + 106/13*z + 1
*
-2 | 0.11360099235680528675254537426045513810 | 0.016755501598271206310569043078610074620
f(z) = -221/8*z^3 + 110*z + 1
*
[ 2 ] 
f(z) = -221/8*z^3 + 111*z + 1
*
[ -2 ] 
f(z) = -221/8*z^3 + 112*z + 1
*
[ -2/5 ] 
f(z) = -235/16*z^3 + 117/20*z + 1
*
[ 4/7 ] 
f(z) = -231/16*z^3 + 111/28*z + 1
*
[ 2 ] 
f(z) = -239/8*z^3 + 120*z + 1
*
[ -2 ] 
f(z) = -239/8*z^3 + 121*z + 1
*
[ -1/2 ] 
f(z) = -238*z^3 + 125/2*z + 1
*
[ -1/2 ] 
f(z) = -238/3*z^3 + 137/6*z + 1
*
[ -1/3 ] 
f(z) = -237/4*z^3 + 127/12*z + 1
*
[ -1/3 ] 
f(z) = -237/5*z^3 + 139/15*z + 1
*
[ -2 ] 
f(z) = -237/8*z^3 + 120*z + 1
*
[ -1/6 ] 
f(z) = -236*z^3 + 122/9*z + 1
*
[ -1/5 ] 
f(z) = -235/3*z^3 + 137/15*z + 1
*
[ -2/5 ] 
f(z) = -235/4*z^3 + 129/10*z + 1
*
[ 3/5 ] 
f(z) = -235/9*z^3 + 131/15*z + 1
*
[ -1/2 ] 
f(z) = -234*z^3 + 123/2*z + 1
*
[ -2/3 ] 
f(z) = -233/8*z^3 + 139/9*z + 1
*
[ -1/6 ] 
f(z) = -232*z^3 + 121/9*z + 1
*
[ -1/3 ] 
f(z) = -231/4*z^3 + 125/12*z + 1
*
[ -2/7 ] 
f(z) = -231/4*z^3 + 129/14*z + 1
*
[ -1/3 ] 
f(z) = -231/5*z^3 + 137/15*z + 1
*
[ -1/2 ] 
f(z) = -230*z^3 + 121/2*z + 1
*
[ -1/10 ] 
f(z) = -230*z^3 + 133/10*z + 1
*
[ -1/2 ] 
f(z) = -230/3*z^3 + 133/6*z + 1
*
[ -1/5 ] 
f(z) = -230/3*z^3 + 136/15*z + 1
*
[ 3/5 ] 
f(z) = -230/9*z^3 + 128/15*z + 1
*
[ -2/3 ] 
f(z) = -229/8*z^3 + 137/9*z + 1
*
-1/12 | 0.12107346756532002295650804456050022086 | 0.015298156199862554259899349123931130060
f(z) = -228*z^3 + 127/12*z + 1
*
[ -1/6 ] 
f(z) = -228/5*z^3 + 124/15*z + 1
*
[ -1/3 ] 
f(z) = -228/5*z^3 + 136/15*z + 1
*
[ -2/3 ] 
f(z) = -227/8*z^3 + 136/9*z + 1
*
[ -1/2 ] 
f(z) = -226/3*z^3 + 131/6*z + 1
*
[ -1/30 ] 
f(z) = -225*z^3 + 125/4*z + 1
*
-1/5 | 0.21348888941854066303322657951405821837 | 0.028041478590793297548807582574038598626
f(z) = -225*z^3 + 136/9*z + 1
*
14/45 | 0.22323500070001675008030186213814339331 | 0.029321617204036119102656471761763917687
f(z) = -225/2*z^3 + 133/18*z + 1
*
[ 8/15 ] 
f(z) = -225/4*z^3 + 121/8*z + 1
*
[ -1/6 ] 
f(z) = -225/4*z^3 + 137/16*z + 1
*
[ -2/5 ] 
f(z) = -225/7*z^3 + 121/14*z + 1
*
[ -2/15 ] 
f(z) = -225/7*z^3 + 127/14*z + 1
*
[ 6/5 ] 
f(z) = -225/8*z^3 + 122/3*z + 1
*
[ -6/5 ] 
f(z) = -225/8*z^3 + 127/3*z + 1
*
[ -1/15 ] 
f(z) = -225/8*z^3 + 129/8*z + 1
*
[ -2/15 ] 
f(z) = -225/14*z^3 + 123/14*z + 1
*
[ -2/3 ] 
f(z) = -225/14*z^3 + 135/14*z + 1
*
[ -1/5 ] 
f(z) = -225/19*z^3 + 123/19*z + 1
*
[ -1/12 ] 
f(z) = -224*z^3 + 131/9*z + 1
*
[ 3/4 ] 
f(z) = -224/3*z^3 + 125/3*z + 1
*
[ -3/4 ] 
f(z) = -224/3*z^3 + 133/3*z + 1
*
[ 3/4 ] 
f(z) = -224/15*z^3 + 121/15*z + 1
*
[ -2/3 ] 
f(z) = -223/8*z^3 + 134/9*z + 1
*
[ -1/3 ] 
f(z) = -222/5*z^3 + 134/15*z + 1
*
[ -2/3 ] 
f(z) = -221/8*z^3 + 133/9*z + 1
*
-1/12 | 0.13606690390170039444483441419836039343 | 0.020681214247195322567337318645693227386
f(z) = -240/7*z^3 + 131/21*z + 1
*
[ 3/5 ] 
f(z) = -235/18*z^3 + 121/30*z + 1
*
[ -1/4 ] 
f(z) = -232/11*z^3 + 139/22*z + 1
*
-1/10 | 0.22416345155608161561058860101258744402 | 0.027374766357526910420836607504981720936
f(z) = -240*z^3 + 151/15*z + 1
*
[ -2/3 ] 
f(z) = -239/8*z^3 + 142/9*z + 1
*
[ -1/4 ] 
f(z) = -238*z^3 + 159/8*z + 1
*
[ -1/2 ] 
f(z) = -238/5*z^3 + 149/10*z + 1
*
[ 2/3 ] 
f(z) = -237/4*z^3 + 155/6*z + 1
*
[ -2/3 ] 
f(z) = -235/8*z^3 + 140/9*z + 1
*
[ -1/4 ] 
f(z) = -234*z^3 + 157/8*z + 1
*
[ -1/2 ] 
f(z) = -234/5*z^3 + 147/10*z + 1
*
[ -1/2 ] 
f(z) = -234/7*z^3 + 159/14*z + 1
*
[ -1/11 ] 
f(z) = -231*z^3 + 153/11*z + 1
*
[ -1/7 ] 
f(z) = -231/2*z^3 + 145/14*z + 1
*
[ 2/3 ] 
f(z) = -231/4*z^3 + 151/6*z + 1
*
[ -1/4 ] 
f(z) = -230*z^3 + 155/8*z + 1
*
[ -1/2 ] 
f(z) = -230/7*z^3 + 157/14*z + 1
*
[ -1/4 ] 
f(z) = -226*z^3 + 153/8*z + 1
*
[ -1/2 ] 
f(z) = -226/5*z^3 + 143/10*z + 1
*
[ -1/2 ] 
f(z) = -226/7*z^3 + 155/14*z + 1
*
[ 4/5 ] 
f(z) = -225/4*z^3 + 143/4*z + 1
*
[ -2/9 ] 
f(z) = -225/4*z^3 + 149/18*z + 1
*
[ -8/15 ] 
f(z) = -225/4*z^3 + 151/8*z + 1
*
[ -4/5 ] 
f(z) = -225/4*z^3 + 153/4*z + 1
*
[ -1/16 ] 
f(z) = -224*z^3 + 143/8*z + 1
*
[ -1/4 ] 
f(z) = -222*z^3 + 151/8*z + 1
*
[ -1/2 ] 
f(z) = -222/5*z^3 + 141/10*z + 1
*
[ -1/2 ] 
f(z) = -222/7*z^3 + 153/14*z + 1
*
-1/3 | 0.17889731077474207093041601402810355858 | 0.027243221386041091633837508838423521615
f(z) = -237/8*z^3 + 151/24*z + 1
*
[ -1/4 ] 
f(z) = -236/5*z^3 + 159/20*z + 1
*
[ 2/5 ] 
f(z) = -235/6*z^3 + 143/30*z + 1
*
[ -1/4 ] 
f(z) = -232/13*z^3 + 159/26*z + 1
*
-1/4 | 0.16385997469747549189417739630630989110 | 0.026687794095096079580629619590625388213
f(z) = -232/15*z^3 + 149/30*z + 1
*
-1/3 | 0.17619230478667475869181179618582713529 | 0.026936477100471319002259078158829658774
f(z) = -231/8*z^3 + 149/24*z + 1
*
-2/7 | 0.24796793796331971921400763701203900324 | 0.029217590042106077895077894597504418407
f(z) = -231/8*z^3 + 151/21*z + 1
*
[ -2/7 ] 
f(z) = -231/16*z^3 + 159/28*z + 1
*
[ -1/4 ] 
f(z) = -228/5*z^3 + 157/20*z + 1
*
-1/6 | 0.18722922580158908994026191414019104509 | 0.028681132471175156578471310817849274584
f(z) = -228/7*z^3 + 145/21*z + 1
*
[ 4/9 ] 
f(z) = -225/8*z^3 + 155/36*z + 1
*
[ -2/5 ] 
f(z) = -225/11*z^3 + 149/22*z + 1
*
-2/3 | 0.18903546420296734570891833987615289646 | 0.026906901042599130521851774053524523157
f(z) = -225/16*z^3 + 159/20*z + 1
*
-3/16 | 0.19878401621200547614159713524328822710 | 0.026536068859155305781599567447889063620
f(z) = -224/3*z^3 + 151/24*z + 1
*
[ -3/14 ] 
f(z) = -224/9*z^3 + 143/21*z + 1
*
[ 5/8 ] 
f(z) = -224/15*z^3 + 157/30*z + 1
*
[ -1/3 ] 
f(z) = -222/7*z^3 + 158/21*z + 1
*
-2/5 | 0.18114490596497453891529553728664305855 | 0.027805509553593744527098365879746313210
f(z) = -225/14*z^3 + 157/42*z + 1
*
-1/6 | 0.18783136900010985743682355216988617173 | 0.023580477605164608992504690706123709449
f(z) = -240*z^3 + 167/12*z + 1
*
[ -1/2 ] 
f(z) = -238/9*z^3 + 173/18*z + 1
*
[ -1/6 ] 
f(z) = -237*z^3 + 163/12*z + 1
*
[ -2/3 ] 
f(z) = -237/4*z^3 + 173/6*z + 1
*
[ 3/4 ] 
f(z) = -236/9*z^3 + 173/12*z + 1
*
[ 3/2 ] 
f(z) = -236/9*z^3 + 178/3*z + 1
*
[ 2/5 ] 
f(z) = -235/2*z^3 + 173/10*z + 1
*
[ 3/2 ] 
f(z) = -232/9*z^3 + 175/3*z + 1
*
[ -3/2 ] 
f(z) = -232/9*z^3 + 179/3*z + 1
*
[ -1/6 ] 
f(z) = -231*z^3 + 161/12*z + 1
*
[ -2/3 ] 
f(z) = -231/4*z^3 + 169/6*z + 1
*
[ -1/2 ] 
f(z) = -230/9*z^3 + 169/18*z + 1
*
[ -3/5 ] 
f(z) = -230/9*z^3 + 178/15*z + 1
*
[ -1/12 ] 
f(z) = -228*z^3 + 175/12*z + 1
*
[ 1/4 ] 
f(z) = -227*z^3 + 179/16*z + 1
*
[ -1/2 ] 
f(z) = -226/9*z^3 + 167/18*z + 1
*
-3/20 | 0.13390521622315603533021994755856953874 | 0.016352460593898136355369580868295290529
f(z) = -225*z^3 + 161/16*z + 1
*
-1/30 | 0.20164245841575068800776930676687083480 | 0.029642863349084521329827613869804133794
f(z) = -225*z^3 + 173/4*z + 1
*
[ 1/4 ] 
f(z) = -225*z^3 + 177/16*z + 1
*
-11/30 | 0.11457162302460325786390850575112835013 | 0.016842836531970460841979454306204911553
f(z) = -225/4*z^3 + 169/16*z + 1
*
[ 14/15 ] 
f(z) = -225/8*z^3 + 171/7*z + 1
*
[ -1/15 ] 
f(z) = -225/11*z^3 + 177/11*z + 1
*
[ 13/15 ] 
f(z) = -225/13*z^3 + 167/13*z + 1
*
[ 3/8 ] 
f(z) = -224*z^3 + 179/6*z + 1
*
[ 5/8 ] 
f(z) = -224/5*z^3 + 169/10*z + 1
*
[ 3/2 ] 
f(z) = -224/9*z^3 + 169/3*z + 1
*
[ -1/8 ] 
f(z) = -224/9*z^3 + 169/18*z + 1
*
[ -3/2 ] 
f(z) = -224/9*z^3 + 173/3*z + 1
*
[ -3/4 ] 
f(z) = -224/15*z^3 + 161/15*z + 1
*
[ 1/4 ] 
f(z) = -223*z^3 + 175/16*z + 1
*
[ 1/4 ] 
f(z) = -221*z^3 + 173/16*z + 1
*
[ -2/17 ] 
f(z) = -221/8*z^3 + 168/17*z + 1
*
[ -1/3 ] 
f(z) = -240/7*z^3 + 164/21*z + 1
*
[ -1/6 ] 
f(z) = -240/7*z^3 + 167/21*z + 1
*
[ -3/7 ] 
f(z) = -238/9*z^3 + 172/21*z + 1
*
[ -1/3 ] 
f(z) = -237/7*z^3 + 163/21*z + 1
*
[ -1/3 ] 
f(z) = -237/8*z^3 + 175/24*z + 1
*
[ -1/5 ] 
f(z) = -235/4*z^3 + 167/20*z + 1
*
[ -1/6 ] 
f(z) = -234/11*z^3 + 167/22*z + 1
*
[ 1/3 ] 
f(z) = -233/3*z^3 + 179/27*z + 1
*
[ 1/3 ] 
f(z) = -232/3*z^3 + 178/27*z + 1
*
[ -3/8 ] 
f(z) = -232/9*z^3 + 175/24*z + 1
*
[ -1/4 ] 
f(z) = -232/15*z^3 + 179/30*z + 1
*
[ -1/3 ] 
f(z) = -231/8*z^3 + 173/24*z + 1
*
[ 1/3 ] 
f(z) = -230/3*z^3 + 176/27*z + 1
*
[ 1/3 ] 
f(z) = -229/3*z^3 + 175/27*z + 1
*
[ -1/3 ] 
f(z) = -228/7*z^3 + 160/21*z + 1
*
[ -1/6 ] 
f(z) = -228/7*z^3 + 166/21*z + 1
*
[ 1/3 ] 
f(z) = -227/3*z^3 + 173/27*z + 1
*
[ 1/3 ] 
f(z) = -226/3*z^3 + 172/27*z + 1
*
[ -1/2 ] 
f(z) = -226/11*z^3 + 179/22*z + 1
*
-1/5 | 0.18947259749640792638264015470190976216 | 0.029083799468527512910003022887190441128
f(z) = -225/7*z^3 + 160/21*z + 1
*
[ -2/5 ] 
f(z) = -225/13*z^3 + 163/26*z + 1
*
[ -4/15 ] 
f(z) = -225/14*z^3 + 165/28*z + 1
*
-14/45 | 0.12857002042784478715456149784587693390 | 0.016887499321696134536619510342757136723
f(z) = -225/16*z^3 + 175/36*z + 1
*
[ 1/3 ] 
f(z) = -224/3*z^3 + 170/27*z + 1
*
-5/28 | 0.12443040031202956567190788179880487325 | 0.016911919788887748638079389829837919852
f(z) = -224/3*z^3 + 176/21*z + 1
*
[ -3/7 ] 
f(z) = -224/9*z^3 + 166/21*z + 1
*
[ -3/16 ] 
f(z) = -224/9*z^3 + 173/24*z + 1
*
-3/8 | 0.11584816786783185545577463399625315774 | 0.018976591582611827193016601399039599444
f(z) = -224/15*z^3 + 163/30*z + 1
*
[ -3/8 ] 
f(z) = -224/15*z^3 + 173/30*z + 1
*
[ 1/3 ] 
f(z) = -223/3*z^3 + 169/27*z + 1
*
[ -1/2 ] 
f(z) = -222/11*z^3 + 177/22*z + 1
*
[ 1/3 ] 
f(z) = -221/3*z^3 + 167/27*z + 1
*
[ 1/2 ] 
f(z) = -235/14*z^3 + 179/56*z + 1
*
[ 1/2 ] 
f(z) = -233/14*z^3 + 177/56*z + 1
*
[ 1/2 ] 
f(z) = -231/13*z^3 + 179/52*z + 1
*
[ 1/2 ] 
f(z) = -229/13*z^3 + 177/52*z + 1
*
[ 1/2 ] 
f(z) = -229/14*z^3 + 173/56*z + 1
*
[ 1/2 ] 
f(z) = -227/12*z^3 + 179/48*z + 1
*
[ 1/2 ] 
f(z) = -227/13*z^3 + 175/52*z + 1
*
[ 1/2 ] 
f(z) = -227/14*z^3 + 171/56*z + 1
*
[ 1/2 ] 
f(z) = -225/13*z^3 + 173/52*z + 1
*
3/5 | 0.15506875268511430515475239657541495137 | 0.023802853639635427341071066038171847445
f(z) = -225/16*z^3 + 163/48*z + 1
*
[ 1/2 ] 
f(z) = -223/11*z^3 + 179/44*z + 1
*
[ 1/2 ] 
f(z) = -223/12*z^3 + 175/48*z + 1
*
[ 1/2 ] 
f(z) = -223/13*z^3 + 171/52*z + 1
*
[ 1/2 ] 
f(z) = -223/14*z^3 + 167/56*z + 1
*
[ 1/2 ] 
f(z) = -221/11*z^3 + 177/44*z + 1
*
[ 1/2 ] 
f(z) = -221/12*z^3 + 173/48*z + 1
*
[ 1/2 ] 
f(z) = -221/14*z^3 + 165/56*z + 1
*
[ 1/2 ] 
f(z) = -239/15*z^3 + 179/60*z + 1
*
[ 1/2 ] 
f(z) = -239/16*z^3 + 175/64*z + 1
*
[ 1/2 ] 
f(z) = -237/16*z^3 + 173/64*z + 1
*
[ 1/2 ] 
f(z) = -235/16*z^3 + 171/64*z + 1
*
[ 1/2 ] 
f(z) = -233/15*z^3 + 173/60*z + 1
*
[ 1/2 ] 
f(z) = -233/16*z^3 + 169/64*z + 1
*
[ 1/2 ] 
f(z) = -231/16*z^3 + 167/64*z + 1
*
[ 1/2 ] 
f(z) = -229/15*z^3 + 169/60*z + 1
*
[ 1/2 ] 
f(z) = -227/15*z^3 + 167/60*z + 1
*
[ 1/2 ] 
f(z) = -223/15*z^3 + 163/60*z + 1
*
[ 1/2 ] 
f(z) = -221/15*z^3 + 161/60*z + 1
*
3/10 | 0.22637350356963575145916590421491657103 | 0.029084798676551696893177687324218855626
f(z) = -240*z^3 + 181/10*z + 1
*
-7/60 | 0.19150061610861225857413550114015702556 | 0.023385991725703735363674864493160038482
f(z) = -240*z^3 + 184/15*z + 1
*
-5/24 | 0.16705358012624837128418713280737845096 | 0.020972019881446252893488706247206997950
f(z) = -240*z^3 + 185/12*z + 1
*
-3/20 | 0.22965515343077005803986395400788941590 | 0.028045411169074959742708715747874371949
f(z) = -240*z^3 + 191/15*z + 1
*
[ 1/4 ] 
f(z) = -239*z^3 + 191/16*z + 1
*
[ 1/4 ] 
f(z) = -237*z^3 + 189/16*z + 1
*
0 | 0.14070006059785582992113350335519108887 | 0.025731256966140002566796793577463688624
f(z) = -237/19*z^3 + 199/19*z + 1
*
[ -3/2 ] 
f(z) = -236/9*z^3 + 182/3*z + 1
*
0 | 0.14062261712304906978965675320427433582 | 0.025736995965671008340185959325763824198
f(z) = -236/19*z^3 + 198/19*z + 1
*
[ 1/4 ] 
f(z) = -235*z^3 + 187/16*z + 1
*
[ 1/3 ] 
f(z) = -235/2*z^3 + 199/18*z + 1
*
[ -3/5 ] 
f(z) = -235/9*z^3 + 181/15*z + 1
*
0 | 0.11413556229459723769079126728505176702 | 0.020905536143523351965648306589868905413
f(z) = -235/18*z^3 + 199/18*z + 1
*
0 | 0.14054484840216523151712336966517078414 | 0.025742768940619286118672312001193902062
f(z) = -235/19*z^3 + 197/19*z + 1
*
-2/39 | 0.20236090966083958149586547541082646120 | 0.025231182707197014052437389477650824285
f(z) = -234*z^3 + 190/13*z + 1
*
0 | 0.14046675169157422739344299219118627475 | 0.025748576247168160493177178200958796511
f(z) = -234/19*z^3 + 196/19*z + 1
*
[ 1/4 ] 
f(z) = -233*z^3 + 185/16*z + 1
*
[ 1/3 ] 
f(z) = -233/2*z^3 + 197/18*z + 1
*
0 | 0.14036660342820037779684267901081028263 | 0.025750433541040614447101687172876595278
f(z) = -233/17*z^3 + 199/17*z + 1
*
0 | 0.11397894722769598639545749190356525782 | 0.020909584145960054709570666468207885660
f(z) = -233/18*z^3 + 197/18*z + 1
*
0 | 0.14038832421278060333599154686130414058 | 0.025754418246847636826736562999747531585
f(z) = -233/19*z^3 + 195/19*z + 1
*
0 | 0.14028775025213891291988196177098150026 | 0.025756290542281268386950546771952208565
f(z) = -232/17*z^3 + 198/17*z + 1
*
0 | 0.14030956315183024032146226087359113349 | 0.025760295306638881286296570794120364304
f(z) = -232/19*z^3 + 194/19*z + 1
*
[ 1/4 ] 
f(z) = -231*z^3 + 183/16*z + 1
*
[ -2/7 ] 
f(z) = -231/2*z^3 + 195/14*z + 1
*
0 | 0.11452547436318740657632239404018697448 | 0.021043124665307477851183285570040224094
f(z) = -231/16*z^3 + 199/16*z + 1
*
0 | 0.14020855985919300700073714471219001823 | 0.025762182786545148595719674887993208813
f(z) = -231/17*z^3 + 197/17*z + 1
*
0 | 0.14023046565870438099718723034761078259 | 0.025766207799081217564763964138910454720
f(z) = -231/19*z^3 + 193/19*z + 1
*
0 | 0.14012902935258914668109258943934961801 | 0.025768110649408010824028033093225002006
f(z) = -230/17*z^3 + 196/17*z + 1
*
0 | 0.14015102884670065512550090783062842692 | 0.025772156102381712417004861020126546867
f(z) = -230/19*z^3 + 192/19*z + 1
*
[ 1/4 ] 
f(z) = -229*z^3 + 181/16*z + 1
*
[ 1/3 ] 
f(z) = -229/2*z^3 + 193/18*z + 1
*
0 | 0.11968338323676673238465170978176902291 | 0.022026040927099491733910079527392910412
f(z) = -229/15*z^3 + 199/15*z + 1
*
0 | 0.11436597595106641083443198966327332379 | 0.021047447012611013254587534540507555863
f(z) = -229/16*z^3 + 197/16*z + 1
*
0 | 0.14004915579806479352888863541241728237 | 0.025774074512177390745391290736400324759
f(z) = -229/17*z^3 + 195/17*z + 1
*
0 | 0.11366168636884939712547064972713372956 | 0.020917832435023802786645870659499190551
f(z) = -229/18*z^3 + 193/18*z + 1
*
0 | 0.14007124979180076766876103994977361859 | 0.025778140600527424532074645064729601331
f(z) = -229/19*z^3 + 191/19*z + 1
*
-1/12 | 0.18015671651931761161315314902886401413 | 0.022763580206207952084886265660137996941
f(z) = -228*z^3 + 199/12*z + 1
*
0 | 0.13996893622321865290980690969477077393 | 0.025780074762006493961438626876168590646
f(z) = -228/17*z^3 + 194/17*z + 1
*
[ 1/3 ] 
f(z) = -227/2*z^3 + 191/18*z + 1
*
0 | 0.12701945599078345202957287897470720576 | 0.023413940327832502225826612626978423778
f(z) = -227/14*z^3 + 199/14*z + 1
*
0 | 0.11952240290388746190097115943382301467 | 0.022031982325871668334939609071495412128
f(z) = -227/15*z^3 + 197/15*z + 1
*
0 | 0.11420509178128426865719310982181369305 | 0.021051823779623565216669536079170801121
f(z) = -227/16*z^3 + 195/16*z + 1
*
0 | 0.13988836761684680503598140401301687594 | 0.025786111792010875930087535380696519643
f(z) = -227/17*z^3 + 193/17*z + 1
*
0 | 0.11350099400232783622698084933866345676 | 0.020922034974807384040711807213169386596
f(z) = -227/18*z^3 + 191/18*z + 1
*
0 | 0.13991065306676968926854986633112763718 | 0.025790219746895450243041651204157469008
f(z) = -227/19*z^3 + 189/19*z + 1
*
0 | 0.11944138488282477752642865363652480465 | 0.022034980845776283017435286659090259081
f(z) = -226/15*z^3 + 196/15*z + 1
*
0 | 0.13980744692826432740010711196858230317 | 0.025792186001387993139161407487556842475
f(z) = -226/17*z^3 + 192/17*z + 1
*
0 | 0.13982982935613775224074714925604497160 | 0.025796315193040925868443355410599949572
f(z) = -226/19*z^3 + 188/19*z + 1
*
[ 2/3 ] 
f(z) = -225*z^3 + 199/2*z + 1
*
3/10 | 0.23339147997626702942968420053246474565 | 0.029539459772714923210496422152797996436
f(z) = -225*z^3 + 199/12*z + 1
*
[ -2/9 ] 
f(z) = -225/2*z^3 + 199/18*z + 1
*
[ -1/10 ] 
f(z) = -225/4*z^3 + 185/16*z + 1
*
[ 2/3 ] 
f(z) = -225/7*z^3 + 193/14*z + 1
*
[ -14/15 ] 
f(z) = -225/8*z^3 + 186/7*z + 1
*
[ -13/15 ] 
f(z) = -225/13*z^3 + 197/13*z + 1
*
0 | 0.13968108560171455956996647072030415448 | 0.025789973454861106873596940249474394007
f(z) = -225/13*z^3 + 199/13*z + 1
*
[ 14/15 ] 
f(z) = -225/14*z^3 + 195/14*z + 1
*
0 | 0.12685696589508636127015585547691870391 | 0.023422196132747834692957528572324477670
f(z) = -225/14*z^3 + 197/14*z + 1
*
0 | 0.11404279756190370401889475796440622126 | 0.021056256179351267009886242111962360306
f(z) = -225/16*z^3 + 193/16*z + 1
*
0 | 0.13972617106661202640717301285425781125 | 0.025798297795539709599098312096803302830
f(z) = -225/17*z^3 + 191/17*z + 1
*
0 | 0.13974865132024448424295955166857608407 | 0.025802448430122352877526462675532493840
f(z) = -225/19*z^3 + 187/19*z + 1
*
-3/28 | 0.15123579666503493666786454746466273502 | 0.018785414081100423196542258518975462717
f(z) = -224*z^3 + 183/14*z + 1
*
0 | 0.13959925297131161667501000103361177674 | 0.025796079720228350995660018402976416522
f(z) = -224/13*z^3 + 198/13*z + 1
*
0 | 0.11927724400475196629065009517668467568 | 0.022040843555144432093806042289945346053
f(z) = -224/15*z^3 + 194/15*z + 1
*
0 | 0.13964453690014788421803588241663545748 | 0.025804447586197845585605469795594039483
f(z) = -224/17*z^3 + 190/17*z + 1
*
0 | 0.13966711583851563264460185877019763155 | 0.025808619872809237819697919111182259993
f(z) = -224/19*z^3 + 186/19*z + 1
*
[ 1/3 ] 
f(z) = -223/2*z^3 + 187/18*z + 1
*
0 | 0.093491207501364738207965804214601904665 | 0.017290223327992955323806127675179020018
f(z) = -223/12*z^3 + 199/12*z + 1
*
0 | 0.13951705710762299530232996638320066171 | 0.025802223972986285224825117208739123995
f(z) = -223/13*z^3 + 197/13*z + 1
*
0 | 0.12669303734895731961287464498495439593 | 0.023430555326106447374052168451774263691
f(z) = -223/14*z^3 + 195/14*z + 1
*
0 | 0.11919618205279597103265927570886580512 | 0.022044090162241874085998250325052458893
f(z) = -223/15*z^3 + 193/15*z + 1
*
0 | 0.11387906835655716095478029863293033394 | 0.021060745463576418145220512353467984690
f(z) = -223/16*z^3 + 191/16*z + 1
*
0 | 0.13956254125552281460294564449719225113 | 0.025810635791552858530953393018316036037
f(z) = -223/17*z^3 + 189/17*z + 1
*
0 | 0.11317536434284724054686358753421573628 | 0.020930602748779714620349465827310379898
f(z) = -223/18*z^3 + 187/18*z + 1
*
0 | 0.13958521974896690781416143826438699251 | 0.025814829942285001677398182991096664411
f(z) = -223/19*z^3 + 185/19*z + 1
*
0 | 0.13943449477156456036460892362786094974 | 0.025808406631758569140233461109275650535
f(z) = -222/13*z^3 + 196/13*z + 1
*
0 | 0.13948018091704030895218826492359262105 | 0.025816862836385749045888244350759953723
f(z) = -222/17*z^3 + 188/17*z + 1
*
0 | 0.13950295984746799414707402893436091588 | 0.025821079066380180294738982978735660133
f(z) = -222/19*z^3 + 184/19*z + 1
*
[ -1/13 ] 
f(z) = -221*z^3 + 199/13*z + 1
*
[ 1/3 ] 
f(z) = -221/2*z^3 + 185/18*z + 1
*
0 | 0.13932855254052475817723402123222193386 | 0.025810365534434707423237778467359500292
f(z) = -221/11*z^3 + 199/11*z + 1
*
0 | 0.093325611149281591799926483821880493642 | 0.017288402797315106816791653165865187138
f(z) = -221/12*z^3 + 197/12*z + 1
*
0 | 0.12652764465585763472574816201241078027 | 0.023439020209650775400149989383814217553
f(z) = -221/14*z^3 + 193/14*z + 1
*
0 | 0.11902985728702097169800996525361527649 | 0.022050068489701953249406562263141839860
f(z) = -221/15*z^3 + 191/15*z + 1
*
0 | 0.11371387856144772443920157358994309741 | 0.021065292924475176855419946892464518205
f(z) = -221/16*z^3 + 189/16*z + 1
*
0 | 0.11301037669069003316249545078712245388 | 0.020934970459285327355675028835775771200
f(z) = -221/18*z^3 + 185/18*z + 1
*
0 | 0.13942033288699013586780353971720381084 | 0.025827367679708982434751657896896214999
f(z) = -221/19*z^3 + 183/19*z + 1
*
[ 1/3 ] 
f(z) = -239/3*z^3 + 185/27*z + 1
*
[ 1/3 ] 
f(z) = -238/3*z^3 + 184/27*z + 1
*
[ -1/2 ] 
f(z) = -238/11*z^3 + 185/22*z + 1
*
[ -1/2 ] 
f(z) = -238/13*z^3 + 197/26*z + 1
*
[ -2/9 ] 
f(z) = -237/8*z^3 + 188/27*z + 1
*
[ -1/3 ] 
f(z) = -237/10*z^3 + 199/30*z + 1
*
[ 1/3 ] 
f(z) = -236/3*z^3 + 182/27*z + 1
*
[ -1/4 ] 
f(z) = -236/7*z^3 + 199/28*z + 1
*
[ 1/3 ] 
f(z) = -235/3*z^3 + 181/27*z + 1
*
[ 1/2 ] 
f(z) = -235/9*z^3 + 199/36*z + 1
*
[ -2/5 ] 
f(z) = -235/12*z^3 + 199/30*z + 1
*
[ 4/5 ] 
f(z) = -235/16*z^3 + 183/20*z + 1
*
-4/5 | 0.17118343718064112933038881429135649021 | 0.024215995173678747410071748685576818424
f(z) = -235/16*z^3 + 193/20*z + 1
*
[ -1/2 ] 
f(z) = -234/11*z^3 + 183/22*z + 1
*
[ 2/3 ] 
f(z) = -234/11*z^3 + 197/22*z + 1
*
[ 2/3 ] 
f(z) = -234/17*z^3 + 191/34*z + 1
*
[ 2/3 ] 
f(z) = -234/19*z^3 + 189/38*z + 1
*
[ 1/2 ] 
f(z) = -233/9*z^3 + 197/36*z + 1
*
[ -1/4 ] 
f(z) = -232/17*z^3 + 199/34*z + 1
*
[ -2/11 ] 
f(z) = -231/4*z^3 + 185/22*z + 1
*
[ -2/9 ] 
f(z) = -231/8*z^3 + 187/27*z + 1
*
-10/21 | 0.18446682977192552703543252760095188712 | 0.021735375359052862447277163418276352402
f(z) = -231/8*z^3 + 190/21*z + 1
*
[ 1/2 ] 
f(z) = -231/8*z^3 + 199/32*z + 1
*
[ -1/3 ] 
f(z) = -231/10*z^3 + 197/30*z + 1
*
[ -3/10 ] 
f(z) = -230/9*z^3 + 199/30*z + 1
*
[ -1/2 ] 
f(z) = -230/11*z^3 + 181/22*z + 1
*
[ -1/2 ] 
f(z) = -230/13*z^3 + 193/26*z + 1
*
[ 1/2 ] 
f(z) = -229/8*z^3 + 197/32*z + 1
*
[ 1/2 ] 
f(z) = -229/9*z^3 + 193/36*z + 1
*
[ -1/4 ] 
f(z) = -228/7*z^3 + 197/28*z + 1
*
[ 1/2 ] 
f(z) = -227/7*z^3 + 199/28*z + 1
*
[ 1/2 ] 
f(z) = -227/8*z^3 + 195/32*z + 1
*
[ 1/2 ] 
f(z) = -227/9*z^3 + 191/36*z + 1
*
[ -1/2 ] 
f(z) = -226/13*z^3 + 191/26*z + 1
*
[ 3/10 ] 
f(z) = -225/2*z^3 + 187/24*z + 1
*
[ 1/2 ] 
f(z) = -225/8*z^3 + 193/32*z + 1
*
[ 2/3 ] 
f(z) = -225/11*z^3 + 189/22*z + 1
*
[ -2/15 ] 
f(z) = -225/11*z^3 + 195/22*z + 1
*
[ 2/3 ] 
f(z) = -225/13*z^3 + 187/26*z + 1
*
[ 2/3 ] 
f(z) = -225/17*z^3 + 183/34*z + 1
*
[ -2/5 ] 
f(z) = -225/17*z^3 + 191/34*z + 1
*
[ 2/3 ] 
f(z) = -225/19*z^3 + 181/38*z + 1
*
[ -3/14 ] 
f(z) = -224/3*z^3 + 191/21*z + 1
*
-3/16 | 0.13521276146121494669474161232895918189 | 0.018049817169126317096256109313429197256
f(z) = -224/3*z^3 + 199/24*z + 1
*
[ 1/2 ] 
f(z) = -223/6*z^3 + 199/24*z + 1
*
[ 1/2 ] 
f(z) = -223/7*z^3 + 195/28*z + 1
*
[ 1/2 ] 
f(z) = -223/8*z^3 + 191/32*z + 1
*
[ -2/5 ] 
f(z) = -223/8*z^3 + 199/25*z + 1
*
[ 1/2 ] 
f(z) = -223/9*z^3 + 187/36*z + 1
*
[ -1/2 ] 
f(z) = -222/13*z^3 + 189/26*z + 1
*
[ 1/2 ] 
f(z) = -221/6*z^3 + 197/24*z + 1
*
[ 1/2 ] 
f(z) = -221/7*z^3 + 193/28*z + 1
*
[ 6/13 ] 
f(z) = -221/8*z^3 + 184/39*z + 1
*
[ 1/2 ] 
f(z) = -221/8*z^3 + 189/32*z + 1
*
[ -2/5 ] 
f(z) = -221/8*z^3 + 198/25*z + 1
*
[ 1/2 ] 
f(z) = -221/9*z^3 + 185/36*z + 1
*
[ 1/2 ] 
f(z) = -239/10*z^3 + 199/40*z + 1
*
[ 1/2 ] 
f(z) = -239/11*z^3 + 195/44*z + 1
*
[ 1/2 ] 
f(z) = -239/12*z^3 + 191/48*z + 1
*
[ 1/2 ] 
f(z) = -239/13*z^3 + 187/52*z + 1
*
[ 1/2 ] 
f(z) = -239/14*z^3 + 183/56*z + 1
*
[ 1/2 ] 
f(z) = -237/10*z^3 + 197/40*z + 1
*
[ 1/2 ] 
f(z) = -237/11*z^3 + 193/44*z + 1
*
[ 1/2 ] 
f(z) = -237/13*z^3 + 185/52*z + 1
*
[ 1/2 ] 
f(z) = -237/14*z^3 + 181/56*z + 1
*
[ 1/2 ] 
f(z) = -235/11*z^3 + 191/44*z + 1
*
[ 1/2 ] 
f(z) = -235/12*z^3 + 187/48*z + 1
*
[ 1/2 ] 
f(z) = -235/13*z^3 + 183/52*z + 1
*
[ 1/2 ] 
f(z) = -233/10*z^3 + 193/40*z + 1
*
[ 1/2 ] 
f(z) = -233/11*z^3 + 189/44*z + 1
*
[ 1/2 ] 
f(z) = -233/12*z^3 + 185/48*z + 1
*
[ 1/2 ] 
f(z) = -233/13*z^3 + 181/52*z + 1
*
[ 1/2 ] 
f(z) = -231/10*z^3 + 191/40*z + 1
*
[ 1/2 ] 
f(z) = -229/10*z^3 + 189/40*z + 1
*
[ 1/2 ] 
f(z) = -229/11*z^3 + 185/44*z + 1
*
[ 1/2 ] 
f(z) = -229/12*z^3 + 181/48*z + 1
*
[ 1/2 ] 
f(z) = -227/10*z^3 + 187/40*z + 1
*
[ 1/2 ] 
f(z) = -227/11*z^3 + 183/44*z + 1
*
[ 1/2 ] 
f(z) = -223/10*z^3 + 183/40*z + 1
*
[ 1/2 ] 
f(z) = -221/10*z^3 + 181/40*z + 1
*
-1/24 | 0.13827152415260792267069534600230247123 | 0.017358701030979769288498889680914071924
f(z) = -240*z^3 + 209/12*z + 1
*
-1/12 | 0.21828405904901350972813396361978040340 | 0.026656776894534912487030142632362060662
f(z) = -240*z^3 + 214/15*z + 1
*
0 | 0.14084585732435534866086451802619239159 | 0.025698802510870424967703037720937604178
f(z) = -240/11*z^3 + 218/11*z + 1
*
0 | 0.14086706493718992047898886255531387857 | 0.025702672062054366093260443889514495219
f(z) = -240/13*z^3 + 214/13*z + 1
*
0 | 0.14090936933186252144305109188302230486 | 0.025710390942145595408167273871334085147
f(z) = -240/17*z^3 + 206/17*z + 1
*
0 | 0.14093046647124972125824886141815318967 | 0.025714240336291476336487553867082800715
f(z) = -240/19*z^3 + 202/19*z + 1
*
[ 1/3 ] 
f(z) = -239/2*z^3 + 203/18*z + 1
*
0 | 0.12792295557600502329124212553791311609 | 0.023358679257691304297796372493014898813
f(z) = -239/10*z^3 + 219/10*z + 1
*
0 | 0.14076902409017909571062495839764616353 | 0.025704366103291391101213714667269951851
f(z) = -239/11*z^3 + 217/11*z + 1
*
0 | 0.094764190939319868382086674021030397959 | 0.017303902425479887703659145489619470936
f(z) = -239/12*z^3 + 215/12*z + 1
*
0 | 0.14079031950279840113135427931993730827 | 0.025708254636907541011783444018642449739
f(z) = -239/13*z^3 + 213/13*z + 1
*
0 | 0.12796554644700192344457766531435054016 | 0.023366456333279048992797589488804402028
f(z) = -239/14*z^3 + 211/14*z + 1
*
0 | 0.12046793921062446205933686734334137235 | 0.021997396324884926224407234447784430905
f(z) = -239/15*z^3 + 209/15*z + 1
*
0 | 0.11515007492595577261903682748599649031 | 0.021026356486083640742719117291660569709
f(z) = -239/16*z^3 + 207/16*z + 1
*
0 | 0.14083279858317582446732019338196661032 | 0.025716011299573987729809283392803610157
f(z) = -239/17*z^3 + 205/17*z + 1
*
0 | 0.11444487377036330416200878346627925773 | 0.020897587044106116961652490332050435612
f(z) = -239/18*z^3 + 203/18*z + 1
*
0 | 0.14085398261290522783131713398112801248 | 0.025719879494720092902701439924115171359
f(z) = -239/19*z^3 + 201/19*z + 1
*
0 | 0.14069187073984079514521578533078658803 | 0.025709961938970997661329027882828382328
f(z) = -238/11*z^3 + 216/11*z + 1
*
0 | 0.14071325468228459369428297626446613070 | 0.025713869629894745693099111972457027111
f(z) = -238/13*z^3 + 212/13*z + 1
*
0 | 0.12039096261077732644215906521844282438 | 0.022000184163040350306215770235533029521
f(z) = -238/15*z^3 + 208/15*z + 1
*
0 | 0.14077718153593117382539756682629652068 | 0.025725551591087591825874511779512940459
f(z) = -238/19*z^3 + 200/19*z + 1
*
0 | 0.12776823694632817975410427939344496776 | 0.023366282310092585048475315367229713786
f(z) = -237/10*z^3 + 217/10*z + 1
*
0 | 0.14061439459467001807458017435666804539 | 0.025715590349282341564336449448687402983
f(z) = -237/11*z^3 + 215/11*z + 1
*
0 | 0.14063586780612172965948494147801376511 | 0.025719517374753435577546407979104199176
f(z) = -237/13*z^3 + 211/13*z + 1
*
0 | 0.12781118341614027042724407936287650658 | 0.023374136369613440151075625937407672031
f(z) = -237/14*z^3 + 209/14*z + 1
*
0 | 0.11499588876237610784275250345192744179 | 0.021030472561427197944286022864284103163
f(z) = -237/16*z^3 + 205/16*z + 1
*
0 | 0.14067870062219628135478236291317822011 | 0.025727350649254630054373431222201166224
f(z) = -237/17*z^3 + 203/17*z + 1
*
[ -1/8 ] 
f(z) = -236*z^3 + 203/16*z + 1
*
[ 1/3 ] 
f(z) = -236*z^3 + 218/9*z + 1
*
[ -3/4 ] 
f(z) = -236/9*z^3 + 205/12*z + 1
*
0 | 0.12695187660042726421157218408033488832 | 0.023234953258198293943448038642010712301
f(z) = -236/9*z^3 + 218/9*z + 1
*
0 | 0.14053659294223239921662049464300169676 | 0.025721251670479207984145726650481521035
f(z) = -236/11*z^3 + 214/11*z + 1
*
0 | 0.14055815617117244910794195585439501522 | 0.025725198210143956837110565999630760590
f(z) = -236/13*z^3 + 210/13*z + 1
*
0 | 0.12023604275620507791904222005672504006 | 0.022005809667422862334091324503003538135
f(z) = -236/15*z^3 + 206/15*z + 1
*
0 | 0.14060116807373923510927096089689869688 | 0.025733070323360769958971076884157291219
f(z) = -236/17*z^3 + 202/17*z + 1
*
[ 1/3 ] 
f(z) = -235*z^3 + 217/9*z + 1
*
[ 1/2 ] 
f(z) = -235/4*z^3 + 219/16*z + 1
*
0 | 0.11190133395960944366902175234962441936 | 0.020496305748798409153243487327646030599
f(z) = -235/8*z^3 + 219/8*z + 1
*
0 | 0.12687365559520504919945109577278306486 | 0.023238697382157165478926118294321582080
f(z) = -235/9*z^3 + 217/9*z + 1
*
0 | 0.14045846303575978216053760197463844184 | 0.025726946243789709840870662498405883936
f(z) = -235/11*z^3 + 213/11*z + 1
*
0 | 0.094453809338860173536476187753267766600 | 0.017300545818754647831167904695796910200
f(z) = -235/12*z^3 + 211/12*z + 1
*
0 | 0.14048011704012217427569518707645824459 | 0.025730912479744123054719929710043223952
f(z) = -235/13*z^3 + 209/13*z + 1
*
0 | 0.12765552280709987630772674306136234151 | 0.023381907376738117124441757813934823788
f(z) = -235/14*z^3 + 207/14*z + 1
*
0 | 0.11484040799121229763630476355381635596 | 0.021034638562523661569531064125533143529
f(z) = -235/16*z^3 + 203/16*z + 1
*
0 | 0.14052330953312120212399343897865581045 | 0.025738823793320424583742854507751397844
f(z) = -235/17*z^3 + 201/17*z + 1
*
[ -1/13 ] 
f(z) = -234*z^3 + 200/13*z + 1
*
[ 2/3 ] 
f(z) = -234*z^3 + 207/2*z + 1
*
[ -2/3 ] 
f(z) = -234*z^3 + 213/2*z + 1
*
[ 2/3 ] 
f(z) = -234/5*z^3 + 203/10*z + 1
*
[ 2/3 ] 
f(z) = -234/7*z^3 + 201/14*z + 1
*
0 | 0.14038000209356829117414674841291151702 | 0.025732674415512142914934047234009119109
f(z) = -234/11*z^3 + 212/11*z + 1
*
0 | 0.14044512224729784300452974681016847685 | 0.025744611412868032193209767308589625960
f(z) = -234/17*z^3 + 200/17*z + 1
*
[ 1/3 ] 
f(z) = -233*z^3 + 215/9*z + 1
*
[ 1/2 ] 
f(z) = -233/4*z^3 + 217/16*z + 1
*
0 | 0.14025741310349454994107690142541672368 | 0.025730402435841860449570271462381724596
f(z) = -233/7*z^3 + 219/7*z + 1
*
0 | 0.10212996283768375266513072597876691755 | 0.018735872752993925514935550222363134722
f(z) = -233/8*z^3 + 217/8*z + 1
*
0 | 0.12671621533563095516514821705555392090 | 0.023246252326974831759202854093781535824
f(z) = -233/9*z^3 + 215/9*z + 1
*
0 | 0.12745486683452847432067032757287368103 | 0.023381758892409963356659830177790377092
f(z) = -233/10*z^3 + 213/10*z + 1
*
0 | 0.14030120729846402128288943181592934530 | 0.025738436537113118982404122325509667730
f(z) = -233/11*z^3 + 211/11*z + 1
*
0 | 0.094297679231685391975580992167013501763 | 0.017299030273764117358086141727761576929
f(z) = -233/12*z^3 + 209/12*z + 1
*
0 | 0.14032304516609023619245340437683585518 | 0.025742442721955188855165320480536556696
f(z) = -233/13*z^3 + 207/13*z + 1
*
0 | 0.12749854261910864414073710544236758386 | 0.023389771271143340311043221133092219068
f(z) = -233/14*z^3 + 205/14*z + 1
*
0 | 0.12000120541478493252841649723631537737 | 0.022014375139160550711201913494542474344
f(z) = -233/15*z^3 + 203/15*z + 1
*
0 | 0.11468361068717108013737486597336646486 | 0.021038855561943948674007146326906361531
f(z) = -233/16*z^3 + 201/16*z + 1
*
[ 1/3 ] 
f(z) = -232*z^3 + 214/9*z + 1
*
0 | 0.14017809437701107949964840890758190164 | 0.025736158146014420916772754239383463849
f(z) = -232/7*z^3 + 218/7*z + 1
*
0 | 0.12663699039091349233564046806434106941 | 0.023250063616004984625832073478075771409
f(z) = -232/9*z^3 + 214/9*z + 1
*
0 | 0.14022207579713602912581224573206271605 | 0.025744232965328041407043099777127020418
f(z) = -232/11*z^3 + 210/11*z + 1
*
0 | 0.14024400677232396440992015276810399950 | 0.025748259407891991572824382852908850954
f(z) = -232/13*z^3 + 206/13*z + 1
*
0 | 0.11992225979527524646706113148028375543 | 0.022017264944534613883638337989197064558
f(z) = -232/15*z^3 + 202/15*z + 1
*
[ 1/2 ] 
f(z) = -231/4*z^3 + 215/16*z + 1
*
0 | 0.11158491680348985426049865871348885904 | 0.020502821124472567291134962929594792314
f(z) = -231/8*z^3 + 215/8*z + 1
*
0 | 0.12729617047618134723655503670815166864 | 0.023389636232823589377552593146351526137
f(z) = -231/10*z^3 + 211/10*z + 1
*
0 | 0.14016462957966748901404500981273804587 | 0.025754110954895661669976717841697298692
f(z) = -231/13*z^3 + 205/13*z + 1
*
[ 1/3 ] 
f(z) = -230*z^3 + 212/9*z + 1
*
0 | 0.14001843036380269923907385121345115391 | 0.025747772772281987930078315078699334472
f(z) = -230/7*z^3 + 216/7*z + 1
*
0 | 0.12647751636980886682456574563593870337 | 0.023257755024329155104940244394229743116
f(z) = -230/9*z^3 + 212/9*z + 1
*
0 | 0.14006279107824633707410463183684858194 | 0.025755930195505082075442465797744897095
f(z) = -230/11*z^3 + 208/11*z + 1
*
0 | 0.14008491067099014379064801049116830671 | 0.025759997733230674139302853120557626378
f(z) = -230/13*z^3 + 204/13*z + 1
*
[ 1/3 ] 
f(z) = -229*z^3 + 211/9*z + 1
*
[ 1/2 ] 
f(z) = -229/3*z^3 + 217/12*z + 1
*
[ 1/2 ] 
f(z) = -229/4*z^3 + 213/16*z + 1
*
0 | 0.13991574101993226774743998758312031475 | 0.025749521401428394359169839548700584644
f(z) = -229/5*z^3 + 219/5*z + 1
*
0 | 0.10674787008974509603245726047563859328 | 0.019645441930949078258020579600318487367
f(z) = -229/6*z^3 + 217/6*z + 1
*
0 | 0.13993807914226534656296359467602229169 | 0.025753632418208138938794934777664043358
f(z) = -229/7*z^3 + 215/7*z + 1
*
0 | 0.10857219987159731183112389535546935229 | 0.019981184131352210320783253124363166423
f(z) = -229/8*z^3 + 213/8*z + 1
*
0 | 0.12639726137966402038563039407277753202 | 0.023261635633362655051167393561949591873
f(z) = -229/9*z^3 + 211/9*z + 1
*
0 | 0.12713610236306280532150637621597067834 | 0.023397608909675926750763894146484122068
f(z) = -229/10*z^3 + 209/10*z + 1
*
0 | 0.13998263196783007701136555211226119740 | 0.025761831738220386179291259509877218144
f(z) = -229/11*z^3 + 207/11*z + 1
*
0 | 0.093979292699517899259011769992355817259 | 0.017295565109522591697652123739931682351
f(z) = -229/12*z^3 + 205/12*z + 1
*
0 | 0.14000484709132143265633601558240294004 | 0.025765920118795767945349869907208491984
f(z) = -229/13*z^3 + 203/13*z + 1
*
0 | 0.12718053266196156357539761285160563717 | 0.023405785680381107481624742471194770802
f(z) = -229/14*z^3 + 201/14*z + 1
*
[ -1/8 ] 
f(z) = -228*z^3 + 201/16*z + 1
*
0 | 0.13983494220563150108972856031739129186 | 0.025755395173204379738340785043240299546
f(z) = -228/5*z^3 + 218/5*z + 1
*
0 | 0.13985737775626540684619962923628630452 | 0.025759527448466845630572378757130158291
f(z) = -228/7*z^3 + 214/7*z + 1
*
0 | 0.13990212436417268873821484801951954016 | 0.025767769069274452788696663602581215022
f(z) = -228/11*z^3 + 206/11*z + 1
*
0 | 0.13992443584719370867495851808545970705 | 0.025771878493235608229613999017727836385
f(z) = -228/13*z^3 + 202/13*z + 1
*
[ 1/3 ] 
f(z) = -227*z^3 + 209/9*z + 1
*
[ 1/2 ] 
f(z) = -227/2*z^3 + 219/8*z + 1
*
[ 1/2 ] 
f(z) = -227/3*z^3 + 215/12*z + 1
*
[ 1/2 ] 
f(z) = -227/4*z^3 + 211/16*z + 1
*
0 | 0.11407169307889560047698296682036480672 | 0.021027233930508125788452626292672848742
f(z) = -227/4*z^3 + 219/4*z + 1
*
0 | 0.13975378930788946147913507419581855200 | 0.025761304501893238471857684537912702533
f(z) = -227/5*z^3 + 217/5*z + 1
*
0 | 0.10658601632349668658287134088285846425 | 0.019647372967498879848081700626947431808
f(z) = -227/6*z^3 + 215/6*z + 1
*
0 | 0.13977632314043022087630794671762927661 | 0.025765458242014003860204934568847019289
f(z) = -227/7*z^3 + 213/7*z + 1
*
0 | 0.11126299898666402176508080424996330587 | 0.020509497530507974593697334290979599385
f(z) = -227/8*z^3 + 211/8*z + 1
*
0 | 0.12623570036531308991025846025636253355 | 0.023269467913719048337262506987552957369
f(z) = -227/9*z^3 + 209/9*z + 1
*
0 | 0.12697463857317405351119447870476321039 | 0.023405678976582264249341434890128698228
f(z) = -227/10*z^3 + 207/10*z + 1
*
0 | 0.13982126522380497233448311594480900684 | 0.025773742573340546911544143662678235754
f(z) = -227/11*z^3 + 205/11*z + 1
*
0 | 0.093816989207023543499168339303897347133 | 0.017293613564126290763712716262945264654
f(z) = -227/12*z^3 + 203/12*z + 1
*
0 | 0.13984367390597051732616958797881250151 | 0.025777873244055177474702537725422048425
f(z) = -227/13*z^3 + 201/13*z + 1
*
[ 1/3 ] 
f(z) = -226*z^3 + 208/9*z + 1
*
0 | 0.13967227920963658350984608741040026661 | 0.025767249769328631777509816485487999188
f(z) = -226/5*z^3 + 216/5*z + 1
*
0 | 0.13969491218895787413187438901184974859 | 0.025771425183623406948221898009020702264
f(z) = -226/7*z^3 + 212/7*z + 1
*
0 | 0.12615438819210899682253889396790467957 | 0.023273420097655562282109842771270466813
f(z) = -226/9*z^3 + 208/9*z + 1
*
0 | 0.13974005146321292676410733202110058217 | 0.025779752641016655518811031480346542829
f(z) = -226/11*z^3 + 204/11*z + 1
*
0 | 0.13976255819516022718584391443086755318 | 0.025783904764736975004028662714138144059
f(z) = -226/13*z^3 + 200/13*z + 1
*
[ -2/3 ] 
f(z) = -225*z^3 + 205/2*z + 1
*
[ 3/10 ] 
f(z) = -225*z^3 + 215/12*z + 1
*
[ -1/9 ] 
f(z) = -225/2*z^3 + 205/18*z + 1
*
[ 1/2 ] 
f(z) = -225/2*z^3 + 217/8*z + 1
*
[ 1/2 ] 
f(z) = -225/4*z^3 + 209/16*z + 1
*
-2/5 | 0.11830976103967201111551308334714413515 | 0.015539828045907268504237365034747302642
f(z) = -225/4*z^3 + 209/18*z + 1
*
0 | 0.11390821265848447717102685237311269978 | 0.021031407137896191856437529470914900950
f(z) = -225/4*z^3 + 217/4*z + 1
*
0 | 0.13961314175490308636547496530444818773 | 0.025777428664003127354795452364310736666
f(z) = -225/7*z^3 + 211/7*z + 1
*
[ 4/3 ] 
f(z) = -225/8*z^3 + 201/4*z + 1
*
[ -4/3 ] 
f(z) = -225/8*z^3 + 207/4*z + 1
*
0 | 0.10349336348572947711397582665511972608 | 0.019108464725581230506998245413787735111
f(z) = -225/8*z^3 + 209/8*z + 1
*
[ -2/45 ] 
f(z) = -225/8*z^3 + 212/9*z + 1
*
0 | 0.13965847995813211191811759820793471548 | 0.025785799668944352657935178367178698239
f(z) = -225/11*z^3 + 203/11*z + 1
*
[ -1/15 ] 
f(z) = -225/13*z^3 + 209/13*z + 1
*
[ -1/28 ] 
f(z) = -224*z^3 + 205/7*z + 1
*
[ 1/3 ] 
f(z) = -224*z^3 + 206/9*z + 1
*
[ -3/8 ] 
f(z) = -224*z^3 + 211/6*z + 1
*
0 | 0.11914062552985513336624078007635312547 | 0.022015598283449325216050153313776521759
f(z) = -224/3*z^3 + 218/3*z + 1
*
[ -5/8 ] 
f(z) = -224/5*z^3 + 201/10*z + 1
*
0 | 0.13950817473587290064399899408466153167 | 0.025779249677286518975688975755777139204
f(z) = -224/5*z^3 + 214/5*z + 1
*
0 | 0.12599068483510256498724265830053191856 | 0.023281397864502731869144268222345229851
f(z) = -224/9*z^3 + 206/9*z + 1
*
0 | 0.13957654754282639874737672046774359664 | 0.025791884059930605763306046278515985675
f(z) = -224/11*z^3 + 202/11*z + 1
*
[ 1/3 ] 
f(z) = -223*z^3 + 205/9*z + 1
*
[ 1/2 ] 
f(z) = -223*z^3 + 219/4*z + 1
*
[ 1/2 ] 
f(z) = -223/2*z^3 + 215/8*z + 1
*
0 | 0.12655568162259953820224991520722967417 | 0.023405152817704038931312802335767078562
f(z) = -223/2*z^3 + 219/2*z + 1
*
[ 1/2 ] 
f(z) = -223/3*z^3 + 211/12*z + 1
*
0 | 0.11905895612948281593793132628063400180 | 0.022018711659558187477889367948385041961
f(z) = -223/3*z^3 + 217/3*z + 1
*
[ 1/2 ] 
f(z) = -223/4*z^3 + 207/16*z + 1
*
0 | 0.11374327617395698794485937673129147450 | 0.021035632116277761024801715433899282529
f(z) = -223/4*z^3 + 215/4*z + 1
*
0 | 0.13942557391655633025822303017786358457 | 0.025785305111345986067683459291474369989
f(z) = -223/5*z^3 + 213/5*z + 1
*
0 | 0.10625696845046749709930363542636360660 | 0.019651117615924106594477288002079564769
f(z) = -223/6*z^3 + 211/6*z + 1
*
0 | 0.13944850964115229354671969214380801466 | 0.025789546834295684384600228921100306717
f(z) = -223/7*z^3 + 209/7*z + 1
*
0 | 0.11093538586880025152513384313467231407 | 0.020516342102230637212228082039108988299
f(z) = -223/8*z^3 + 207/8*z + 1
*
0 | 0.12590828725441760952966208685081364682 | 0.023285423984305592934285942518915306582
f(z) = -223/9*z^3 + 205/9*z + 1
*
0 | 0.12664742509626349946143344568658908468 | 0.023422119815894885645776865002621326104
f(z) = -223/10*z^3 + 203/10*z + 1
*
0 | 0.13949425100935069114495171505165227464 | 0.025798006223072609791205582311384952821
f(z) = -223/11*z^3 + 201/11*z + 1
*
0 | 0.13934260300759907719117299921847346147 | 0.025791398071470699721753242339102527265
f(z) = -222/5*z^3 + 212/5*z + 1
*
0 | 0.13936564145519763477468964439951598806 | 0.025795662336384214451735188223526030413
f(z) = -222/7*z^3 + 208/7*z + 1
*
0 | 0.13941158710679719022633470237641787353 | 0.025804166573885738768660812275174637887
f(z) = -222/11*z^3 + 200/11*z + 1
*
[ 1/3 ] 
f(z) = -221*z^3 + 203/9*z + 1
*
[ 1/2 ] 
f(z) = -221*z^3 + 217/4*z + 1
*
0 | 0.13921284088423659620725448676881816053 | 0.025788930156754144300318874810965770618
f(z) = -221*z^3 + 219*z + 1
*
[ 1/2 ] 
f(z) = -221/2*z^3 + 213/8*z + 1
*
0 | 0.12638905534770896810977001001522116305 | 0.023413346787819732644123026475701570488
f(z) = -221/2*z^3 + 217/2*z + 1
*
[ 1/2 ] 
f(z) = -221/3*z^3 + 209/12*z + 1
*
0 | 0.11889140011531784389204710124144405973 | 0.022024419545911467080975652294411860897
f(z) = -221/3*z^3 + 215/3*z + 1
*
[ 1/2 ] 
f(z) = -221/4*z^3 + 205/16*z + 1
*
0 | 0.11357685745462995543583887349877908816 | 0.021039910009140067742808936285364441297
f(z) = -221/4*z^3 + 213/4*z + 1
*
0 | 0.13925925867770910682138893102603260866 | 0.025797528970098443785950211877783304358
f(z) = -221/5*z^3 + 211/5*z + 1
*
0 | 0.10609179011137162649033319455580651148 | 0.019653314651213227202056150192182163994
f(z) = -221/6*z^3 + 209/6*z + 1
*
0 | 0.13928240077260027105559343180847209727 | 0.025801816001848090305439684528411283156
f(z) = -221/7*z^3 + 207/7*z + 1
*
0 | 0.10791692235845811715468824284589277050 | 0.019991417140523772558350228854254178138
f(z) = -221/8*z^3 + 205/8*z + 1
*
0 | 0.12574238397381116794514384207481144171 | 0.023293552070680884384638284178163410846
f(z) = -221/9*z^3 + 203/9*z + 1
*
0 | 0.12648162431818402408816040694947060582 | 0.023430495024283414851071515280789886314
f(z) = -221/10*z^3 + 201/10*z + 1
*
-2 | 0.11366787728639962092544573905273705518 | 0.016776639927760732839825925924912485664
f(z) = -221/16*z^3 + 219/4*z + 1
*
7/12 | 0.18255963097934693776905013619081794587 | 0.027747782399020312337042698991314918698
f(z) = -240/7*z^3 + 209/21*z + 1
*
[ -1/3 ] 
f(z) = -240/11*z^3 + 212/33*z + 1
*
[ 1/2 ] 
f(z) = -239/5*z^3 + 219/20*z + 1
*
[ 1/2 ] 
f(z) = -239/6*z^3 + 215/24*z + 1
*
[ 1/2 ] 
f(z) = -239/7*z^3 + 211/28*z + 1
*
[ -2/5 ] 
f(z) = -239/8*z^3 + 207/25*z + 1
*
[ 1/2 ] 
f(z) = -239/8*z^3 + 207/32*z + 1
*
[ 1/2 ] 
f(z) = -239/9*z^3 + 203/36*z + 1
*
[ -1/7 ] 
f(z) = -238/3*z^3 + 202/21*z + 1
*
[ -1/2 ] 
f(z) = -238/15*z^3 + 209/30*z + 1
*
[ 1/2 ] 
f(z) = -237/5*z^3 + 217/20*z + 1
*
[ 1/2 ] 
f(z) = -237/7*z^3 + 209/28*z + 1
*
[ 1/2 ] 
f(z) = -237/8*z^3 + 205/32*z + 1
*
[ -2/5 ] 
f(z) = -237/8*z^3 + 206/25*z + 1
*
[ -1/3 ] 
f(z) = -237/11*z^3 + 211/33*z + 1
*
[ 1/2 ] 
f(z) = -235/6*z^3 + 211/24*z + 1
*
[ 1/2 ] 
f(z) = -235/7*z^3 + 207/28*z + 1
*
[ 1/2 ] 
f(z) = -235/8*z^3 + 203/32*z + 1
*
[ 2/3 ] 
f(z) = -235/16*z^3 + 217/36*z + 1
*
[ -1/2 ] 
f(z) = -234/17*z^3 + 219/34*z + 1
*
[ 1/2 ] 
f(z) = -233/5*z^3 + 213/20*z + 1
*
[ 1/2 ] 
f(z) = -233/6*z^3 + 209/24*z + 1
*
[ 1/2 ] 
f(z) = -233/7*z^3 + 205/28*z + 1
*
[ 1/2 ] 
f(z) = -233/8*z^3 + 201/32*z + 1
*
[ -2/5 ] 
f(z) = -233/8*z^3 + 204/25*z + 1
*
[ 2/3 ] 
f(z) = -233/16*z^3 + 215/36*z + 1
*
[ -1/4 ] 
f(z) = -232/19*z^3 + 219/38*z + 1
*
-2/21 | 0.22376772801758281565787042161429365409 | 0.026366125377218508657862204030165083334
f(z) = -231*z^3 + 212/21*z + 1
*
-4/21 | 0.24974825409380752153997263164225761738 | 0.029427361302347132554151391407663551811
f(z) = -231/2*z^3 + 214/21*z + 1
*
[ 1/2 ] 
f(z) = -231/5*z^3 + 211/20*z + 1
*
[ -2/5 ] 
f(z) = -231/8*z^3 + 203/25*z + 1
*
[ -4/7 ] 
f(z) = -231/16*z^3 + 209/28*z + 1
*
[ -1/2 ] 
f(z) = -230/17*z^3 + 217/34*z + 1
*
[ 1/2 ] 
f(z) = -229/5*z^3 + 209/20*z + 1
*
[ 1/2 ] 
f(z) = -229/6*z^3 + 205/24*z + 1
*
[ 1/2 ] 
f(z) = -229/7*z^3 + 201/28*z + 1
*
[ -2/5 ] 
f(z) = -229/8*z^3 + 202/25*z + 1
*
[ 2/3 ] 
f(z) = -229/16*z^3 + 211/36*z + 1
*
[ -1/3 ] 
f(z) = -228/11*z^3 + 208/33*z + 1
*
[ 1/2 ] 
f(z) = -227/5*z^3 + 207/20*z + 1
*
[ 1/2 ] 
f(z) = -227/6*z^3 + 203/24*z + 1
*
[ -2/5 ] 
f(z) = -227/8*z^3 + 201/25*z + 1
*
[ 2/3 ] 
f(z) = -227/16*z^3 + 209/36*z + 1
*
[ -1/2 ] 
f(z) = -226/15*z^3 + 203/30*z + 1
*
[ -1/2 ] 
f(z) = -226/17*z^3 + 215/34*z + 1
*
-11/30 | 0.20311431850015582899744590962569597712 | 0.029859237160898678260770783180197823580
f(z) = -225/7*z^3 + 205/28*z + 1
*
3/5 | 0.19087140048617256658070647964131738827 | 0.029298513924273879129556944239956480590
f(z) = -225/8*z^3 + 203/24*z + 1
*
[ 3/5 ] 
f(z) = -225/13*z^3 + 217/39*z + 1
*
-14/45 | 0.081379699013918337046513307325258640804 | 0.010689114051036935200360097469842305329
f(z) = -225/16*z^3 + 211/36*z + 1
*
[ -4/9 ] 
f(z) = -225/16*z^3 + 217/36*z + 1
*
[ -2/5 ] 
f(z) = -225/19*z^3 + 205/38*z + 1
*
[ -1/7 ] 
f(z) = -224/3*z^3 + 200/21*z + 1
*
[ -3/16 ] 
f(z) = -224/3*z^3 + 215/24*z + 1
*
[ -1/8 ] 
f(z) = -224/11*z^3 + 205/22*z + 1
*
[ 1/2 ] 
f(z) = -223/5*z^3 + 203/20*z + 1
*
[ 2/3 ] 
f(z) = -223/16*z^3 + 205/36*z + 1
*
[ -1/3 ] 
f(z) = -222/11*z^3 + 206/33*z + 1
*
[ -1/2 ] 
f(z) = -222/17*z^3 + 213/34*z + 1
*
[ 1/2 ] 
f(z) = -221/5*z^3 + 201/20*z + 1
*
[ 2/3 ] 
f(z) = -221/16*z^3 + 203/36*z + 1
*
[ 8/15 ] 
f(z) = -225/14*z^3 + 207/56*z + 1
*
[ 3/5 ] 
f(z) = -225/14*z^3 + 215/42*z + 1
*
[ 3/5 ] 
f(z) = -225/16*z^3 + 211/48*z + 1
*
[ 3/5 ] 
f(z) = -225/17*z^3 + 209/51*z + 1
*
[ 3/5 ] 
f(z) = -225/19*z^3 + 205/57*z + 1
*
0 | 0.14073925783244718639690472978396417091 | 0.025679352316577537691746831203670340824
f(z) = -240*z^3 + 238*z + 1
*
0 | 0.14080333036372867783707837301419351722 | 0.025691043021288736072736889855124557815
f(z) = -240/7*z^3 + 226/7*z + 1
*
[ 1/3 ] 
f(z) = -239*z^3 + 221/9*z + 1
*
[ 1/2 ] 
f(z) = -239*z^3 + 235/4*z + 1
*
0 | 0.14066198093956149367597225588008221377 | 0.025684820067861309829382249521475961900
f(z) = -239*z^3 + 237*z + 1
*
[ 1/2 ] 
f(z) = -239/2*z^3 + 231/8*z + 1
*
0 | 0.12783732133635666460419026775189141409 | 0.023343042480629553181903313989842830954
f(z) = -239/2*z^3 + 235/2*z + 1
*
[ 1/2 ] 
f(z) = -239/3*z^3 + 227/12*z + 1
*
0 | 0.12033982727382051796599206047942298868 | 0.021974003137732469069310206506363830052
f(z) = -239/3*z^3 + 233/3*z + 1
*
[ 1/2 ] 
f(z) = -239/4*z^3 + 223/16*z + 1
*
0 | 0.11502338016400071691603163051458591564 | 0.021003222074477747494289754925032856658
f(z) = -239/4*z^3 + 231/4*z + 1
*
0 | 0.14070491216200025939606215744533308844 | 0.025692659291482842775775036355092933958
f(z) = -239/5*z^3 + 229/5*z + 1
*
0 | 0.10753657597202382263493475619635499917 | 0.019636134697563433798197285460036681608
f(z) = -239/6*z^3 + 227/6*z + 1
*
0 | 0.14072632060489590674208357112790683286 | 0.025696568464381126146412895534503885453
f(z) = -239/7*z^3 + 225/7*z + 1
*
0 | 0.11221243528472212882620944190194778442 | 0.020489944691615008026278163461548514773
f(z) = -239/8*z^3 + 223/8*z + 1
*
0 | 0.12718457651076912776868718311639081379 | 0.023223851543011184797421349330098762723
f(z) = -239/9*z^3 + 221/9*z + 1
*
-2 | 0.11510813106453142622912789248991296108 | 0.016793431245299885291932277389765837862
f(z) = -239/16*z^3 + 237/4*z + 1
*
[ 1/3 ] 
f(z) = -238*z^3 + 220/9*z + 1
*
[ -1/14 ] 
f(z) = -238*z^3 + 227/14*z + 1
*
0 | 0.14058438022205896951019832131418679900 | 0.025690319175629814516513036415776683445
f(z) = -238*z^3 + 236*z + 1
*
[ 2/7 ] 
f(z) = -238*z^3 + 237/14*z + 1
*
-1 | 0.12343286746538444405345707211138679440 | 0.022538791008998960432982729355264901743
f(z) = -238*z^3 + 239*z + 1
*
0 | 0.12026128305020258273197253126567127150 | 0.021976486585141167433267292160731865974
f(z) = -238/3*z^3 + 232/3*z + 1
*
0 | 0.14062749134430854344484410816956220204 | 0.025698197280500794824212111118605242993
f(z) = -238/5*z^3 + 228/5*z + 1
*
0 | 0.12710733431916678060655239108501895331 | 0.023227530562534745731822519435215590779
f(z) = -238/9*z^3 + 220/9*z + 1
*
[ 1/2 ] 
f(z) = -237*z^3 + 233/4*z + 1
*
0 | 0.14050645295457572999933781129043316958 | 0.025695849959215622191556773077397342810
f(z) = -237*z^3 + 235*z + 1
*
-1 | 0.12335478495660945773701659817756182687 | 0.022541791572939106903157488649871637207
f(z) = -237*z^3 + 238*z + 1
*
[ -1 ] 
f(z) = -237*z^3 + 239*z + 1
*
[ 1/2 ] 
f(z) = -237/2*z^3 + 229/8*z + 1
*
0 | 0.12768188392221364040814273581585933434 | 0.023350490050701558478706057636841835050
f(z) = -237/2*z^3 + 233/2*z + 1
*
-1 | 0.11049259139989245043779305540060291684 | 0.020175901903140116890995380867394698944
f(z) = -237/2*z^3 + 239/2*z + 1
*
[ 1/2 ] 
f(z) = -237/4*z^3 + 221/16*z + 1
*
0 | 0.11486812340609763252468885968436906573 | 0.021007106805934254130334254222967119844
f(z) = -237/4*z^3 + 229/4*z + 1
*
0 | 0.14054974549069837462613576395813520687 | 0.025703767307416854191530301533299587687
f(z) = -237/5*z^3 + 227/5*z + 1
*
0 | 0.14057133362674602484179655180603238499 | 0.025707715350322462883141486001557935114
f(z) = -237/7*z^3 + 223/7*z + 1
*
0 | 0.10920508038114034565507760097788811032 | 0.019971448294727448238118648536826656969
f(z) = -237/8*z^3 + 221/8*z + 1
*
-2 | 0.11495352887531088511495396231388270430 | 0.016791636863315113376771237065850561185
f(z) = -237/16*z^3 + 235/4*z + 1
*
[ 2 ] 
f(z) = -237/16*z^3 + 239/4*z + 1
*
0 | 0.14042819637719673995779351244738818158 | 0.025701412742616173008729497468008908890
f(z) = -236*z^3 + 234*z + 1
*
-1 | 0.12327637182144800022628790935796623022 | 0.022544809062004333475989611045924342629
f(z) = -236*z^3 + 237*z + 1
*
[ -1 ] 
f(z) = -236*z^3 + 238*z + 1
*
0 | 0.12010631532917834459161007264497365048 | 0.021982066728098227455601121022461772454
f(z) = -236/3*z^3 + 230/3*z + 1
*
-1 | 0.10288018166553937987058408688093732556 | 0.018785879005668585922178896628763693054
f(z) = -236/3*z^3 + 239/3*z + 1
*
0 | 0.14047167186044941723239573099088348472 | 0.025709369701176407001207030565160396933
f(z) = -236/5*z^3 + 226/5*z + 1
*
0 | 0.14049335097905350378625777538679486596 | 0.025713337451169030527712010714076187157
f(z) = -236/7*z^3 + 222/7*z + 1
*
[ 1/2 ] 
f(z) = -235*z^3 + 231/4*z + 1
*
0 | 0.14034960769486929783440103341465859634 | 0.025707007854582603810613133625735354245
f(z) = -235*z^3 + 233*z + 1
*
-1 | 0.12319762524802971167644379111336529290 | 0.022547843646049470557358988736075903146
f(z) = -235*z^3 + 236*z + 1
*
[ -1 ] 
f(z) = -235*z^3 + 237*z + 1
*
[ -2/5 ] 
f(z) = -235/2*z^3 + 223/10*z + 1
*
[ 1/2 ] 
f(z) = -235/2*z^3 + 227/8*z + 1
*
0 | 0.12752513077288322556706114838590718413 | 0.023358024238745527056862299526981152775
f(z) = -235/2*z^3 + 231/2*z + 1
*
-1 | 0.11033520850206637216915558177661006137 | 0.020178126365516080747663931979834266726
f(z) = -235/2*z^3 + 237/2*z + 1
*
[ -1 ] 
f(z) = -235/2*z^3 + 239/2*z + 1
*
[ 1/2 ] 
f(z) = -235/3*z^3 + 223/12*z + 1
*
0 | 0.12002781906338947067048143210553348865 | 0.021984785979161451551292057559931623622
f(z) = -235/3*z^3 + 229/3*z + 1
*
-1 | 0.10280121043747355544877001502019332848 | 0.018785841667532467495148386882800145074
f(z) = -235/3*z^3 + 238/3*z + 1
*
0 | 0.11471155397966341144077074339780264970 | 0.021011037135049897516632060020413468661
f(z) = -235/4*z^3 + 227/4*z + 1
*
-1 | 0.11456099659380935287896454933460356590 | 0.020918791024073278982381564516060691465
f(z) = -235/4*z^3 + 239/4*z + 1
*
0 | 0.10722511286390767011519541768680419077 | 0.019639789977850765172472750918805170647
f(z) = -235/6*z^3 + 223/6*z + 1
*
0 | 0.14041503854933146997440295268582754489 | 0.025718992437348577582115323886635399649
f(z) = -235/7*z^3 + 221/7*z + 1
*
-2 | 0.11479762396105865173277037749151783933 | 0.016789825370865396559780590599332270727
f(z) = -235/16*z^3 + 233/4*z + 1
*
[ 2 ] 
f(z) = -235/16*z^3 + 237/4*z + 1
*
0 | 0.14027068407680402225628609939053031711 | 0.025712635628710662207743607631689666264
f(z) = -234*z^3 + 232*z + 1
*
-1 | 0.12311854238845987500272806727583461462 | 0.022550895497377305358696985967299642875
f(z) = -234*z^3 + 235*z + 1
*
[ -1 ] 
f(z) = -234*z^3 + 236*z + 1
*
0 | 0.14031453013250257071507721589978689782 | 0.025720672929315224970477602937871338024
f(z) = -234/5*z^3 + 224/5*z + 1
*
[ -2/3 ] 
f(z) = -234/5*z^3 + 233/10*z + 1
*
-1 | 0.12301228998931389432143216888993449942 | 0.022461993734246311896383510736877250370
f(z) = -234/5*z^3 + 239/5*z + 1
*
0 | 0.14033639353646407925747449508380621660 | 0.025724680650125638708136989468023760010
f(z) = -234/7*z^3 + 220/7*z + 1
*
[ 1/2 ] 
f(z) = -233*z^3 + 229/4*z + 1
*
0 | 0.14019142265586301922648910764195613349 | 0.025718296403533766158225976327086190016
f(z) = -233*z^3 + 231*z + 1
*
-1 | 0.12303912035820140550668767346897012606 | 0.022553964790784606285833822375381259865
f(z) = -233*z^3 + 234*z + 1
*
[ -1 ] 
f(z) = -233*z^3 + 235*z + 1
*
[ 1/2 ] 
f(z) = -233/2*z^3 + 225/8*z + 1
*
0 | 0.12736703942337649193029369855257714300 | 0.023365646841119161759033814657452865874
f(z) = -233/2*z^3 + 229/2*z + 1
*
-1 | 0.11017647657808280885468758963713213336 | 0.020180373820072676514117523197420687587
f(z) = -233/2*z^3 + 235/2*z + 1
*
[ -1 ] 
f(z) = -233/2*z^3 + 237/2*z + 1
*
[ 1/2 ] 
f(z) = -233/3*z^3 + 221/12*z + 1
*
0 | 0.11986982123293610629416319466810668194 | 0.021990272542386007029289513742581985026
f(z) = -233/3*z^3 + 227/3*z + 1
*
-1 | 0.10264225042632856507160303496647743462 | 0.018785763194964867768563945270704284875
f(z) = -233/3*z^3 + 236/3*z + 1
*
[ -1 ] 
f(z) = -233/3*z^3 + 239/3*z + 1
*
0 | 0.11455364949846296963252950877265287672 | 0.021015014015087294473055599959835630082
f(z) = -233/4*z^3 + 225/4*z + 1
*
-1 | 0.11440180743331291580485721585570116543 | 0.020921826841788155186180126881592899856
f(z) = -233/4*z^3 + 237/4*z + 1
*
0 | 0.14023545637692393593947849315487146698 | 0.025726374446173900687414799485192193317
f(z) = -233/5*z^3 + 223/5*z + 1
*
-1 | 0.12293240874559241862061152194473651430 | 0.022464606755848607062506022581397275241
f(z) = -233/5*z^3 + 238/5*z + 1
*
0 | 0.10706739457437800996505153247355327733 | 0.019641650941636958018336424273170104602
f(z) = -233/6*z^3 + 221/6*z + 1
*
-1 | 0.089724843682407889560466425546953693252 | 0.016383719681794022025499821623676387286
f(z) = -233/6*z^3 + 239/6*z + 1
*
-2 | 0.11464039416125252672764104125330571381 | 0.016787996471154763280703594513630444084
f(z) = -233/16*z^3 + 231/4*z + 1
*
[ 2 ] 
f(z) = -233/16*z^3 + 235/4*z + 1
*
[ -2 ] 
f(z) = -233/16*z^3 + 239/4*z + 1
*
0 | 0.14011182052793489934706724985338349257 | 0.025723990522618269337578443235279140586
f(z) = -232*z^3 + 230*z + 1
*
-1 | 0.12295935623544353065280151154607890096 | 0.022557051703609215715895494445591472012
f(z) = -232*z^3 + 233*z + 1
*
[ -1 ] 
f(z) = -232*z^3 + 234*z + 1
*
0 | 0.11979031391746302084745208252015647323 | 0.021993040189638480591763159865440705083
f(z) = -232/3*z^3 + 226/3*z + 1
*
-1 | 0.10256225578656333313086430991936188007 | 0.018785722015133766976216955525595946987
f(z) = -232/3*z^3 + 235/3*z + 1
*
[ -1 ] 
f(z) = -232/3*z^3 + 238/3*z + 1
*
0 | 0.14015604352772263290912721675307965900 | 0.025732109695027385238139068973405667106
f(z) = -232/5*z^3 + 222/5*z + 1
*
-1 | 0.12285218142269685341529423035164198642 | 0.022467233031784759512079466448012179379
f(z) = -232/5*z^3 + 237/5*z + 1
*
-1 | 0.12279821499784036938166476440681321111 | 0.022422903728543996544210349374539447485
f(z) = -232/7*z^3 + 239/7*z + 1
*
[ 1/2 ] 
f(z) = -231*z^3 + 227/4*z + 1
*
0 | 0.14003187475129630444784164067559170701 | 0.025729718334660994556465593262715431927
f(z) = -231*z^3 + 229*z + 1
*
[ 2/7 ] 
f(z) = -231*z^3 + 229/14*z + 1
*
-1 | 0.12287924706045681452760873970063466939 | 0.022560156415778240707762890185140084715
f(z) = -231*z^3 + 232*z + 1
*
[ -1 ] 
f(z) = -231*z^3 + 233*z + 1
*
[ 1/2 ] 
f(z) = -231/2*z^3 + 223/8*z + 1
*
0 | 0.12720758682839229453326657652407132099 | 0.023373359707848706529449087061376737318
f(z) = -231/2*z^3 + 227/2*z + 1
*
-1 | 0.11001702444040906775406616021269907311 | 0.020182764326023672349513875488028959356
f(z) = -231/2*z^3 + 233/2*z + 1
*
[ -1 ] 
f(z) = -231/2*z^3 + 235/2*z + 1
*
0 | 0.11439438699866890225986034424704044416 | 0.021019038427996976325305924419583324560
f(z) = -231/4*z^3 + 223/4*z + 1
*
-1 | 0.11424123794630189516978721199455939315 | 0.020924892127861518912509404821874783539
f(z) = -231/4*z^3 + 235/4*z + 1
*
[ -1 ] 
f(z) = -231/4*z^3 + 239/4*z + 1
*
0 | 0.14007628866407042622082385649361102361 | 0.025737879029987311869745548123382264175
f(z) = -231/5*z^3 + 221/5*z + 1
*
-1 | 0.12277160500875466072339668797624052249 | 0.022469872680895821558602081626050050868
f(z) = -231/5*z^3 + 236/5*z + 1
*
-1 | 0.11413283043316683650289113211303206676 | 0.020840608058628086684088770095290801182
f(z) = -231/8*z^3 + 239/8*z + 1
*
-2 | 0.11448181674456039274613196182831512154 | 0.016786149859924931560549964711181421409
f(z) = -231/16*z^3 + 229/4*z + 1
*
[ 2 ] 
f(z) = -231/16*z^3 + 233/4*z + 1
*
[ -2 ] 
f(z) = -231/16*z^3 + 237/4*z + 1
*
0 | 0.13995158234595959266283938987229370886 | 0.025735480193589099524626520670168272353
f(z) = -230*z^3 + 228*z + 1
*
-1 | 0.12279878983493417100657545117740925340 | 0.022563279109857372140798458095832543473
f(z) = -230*z^3 + 231*z + 1
*
[ -1 ] 
f(z) = -230*z^3 + 232*z + 1
*
0 | 0.11962923421276639393065612486732697563 | 0.021998435001944539585497005285263955139
f(z) = -230/3*z^3 + 224/3*z + 1
*
-1 | 0.10240018869377636116479957101702946482 | 0.018785446033093581577129280644981533856
f(z) = -230/3*z^3 + 233/3*z + 1
*
[ -1 ] 
f(z) = -230/3*z^3 + 236/3*z + 1
*
-1 | 0.12263623403677076729098655537316699507 | 0.022427740527980429197665036978320096845
f(z) = -230/7*z^3 + 237/7*z + 1
*
-1 | 0.10901841569282640197753653141780760003 | 0.019906718023235334739227766878808344968
f(z) = -230/9*z^3 + 239/9*z + 1
*
[ 1/2 ] 
f(z) = -229*z^3 + 225/4*z + 1
*
0 | 0.13987094029300632029820523932510178297 | 0.025741276458662341376194907449642224657
f(z) = -229*z^3 + 227*z + 1
*
-1 | 0.12271798152131749878028056794061748339 | 0.022566419971101363760509365725863261382
f(z) = -229*z^3 + 230*z + 1
*
[ -1 ] 
f(z) = -229*z^3 + 231*z + 1
*
[ 1/2 ] 
f(z) = -229/2*z^3 + 221/8*z + 1
*
0 | 0.12704674934215614672369672593275905053 | 0.023381164744728177842231795243907540308
f(z) = -229/2*z^3 + 225/2*z + 1
*
-1 | 0.10985552387312707007923146610681156124 | 0.020185059235851016028332771036652977823
f(z) = -229/2*z^3 + 231/2*z + 1
*
[ -1 ] 
f(z) = -229/2*z^3 + 233/2*z + 1
*
0 | 0.11954972307899997421750853373594266281 | 0.022001442657685022237180723630384655924
f(z) = -229/3*z^3 + 223/3*z + 1
*
-1 | 0.10232017738471371672282529208804796362 | 0.018785590419133996245664136642337690000
f(z) = -229/3*z^3 + 232/3*z + 1
*
[ -1 ] 
f(z) = -229/3*z^3 + 235/3*z + 1
*
0 | 0.11423374291881880207461199027061930840 | 0.021023111385547075476902244021946740486
f(z) = -229/4*z^3 + 221/4*z + 1
*
-1 | 0.11407926398516122123235234444131665086 | 0.020927987383860461447870224949766367067
f(z) = -229/4*z^3 + 233/4*z + 1
*
[ -1 ] 
f(z) = -229/4*z^3 + 237/4*z + 1
*
-1 | 0.12260939266209187944362998065312508712 | 0.022475192581592416665054302823601746037
f(z) = -229/5*z^3 + 234/5*z + 1
*
[ -1 ] 
f(z) = -229/5*z^3 + 239/5*z + 1
*
-1 | 0.089403038470708329715279848543005334956 | 0.016375425980432342636093864241739299708
f(z) = -229/6*z^3 + 235/6*z + 1
*
-1 | 0.12255470908823547561249040732673306260 | 0.022430176012283203371233453899044725825
f(z) = -229/7*z^3 + 236/7*z + 1
*
-1 | 0.11396989605423781767253467926250817902 | 0.020842838797047038578883660752765116124
f(z) = -229/8*z^3 + 237/8*z + 1
*
-1 | 0.10893664725125649458605184257194596019 | 0.019907028315572764582807887111320520259
f(z) = -229/9*z^3 + 238/9*z + 1
*
-1 | 0.10963612960574852818122914329219460866 | 0.020019512330558764801302166228609796112
f(z) = -229/10*z^3 + 239/10*z + 1
*
-2 | 0.11432186838904919002832619929325698059 | 0.016784285225209535402222243547663767429
f(z) = -229/16*z^3 + 227/4*z + 1
*
[ 2 ] 
f(z) = -229/16*z^3 + 231/4*z + 1
*
[ -2 ] 
f(z) = -229/16*z^3 + 235/4*z + 1
*
-1/4 | 0.18487836014605967523953546647253531791 | 0.023360180296834873999453226663030940521
f(z) = -228*z^3 + 223/12*z + 1
*
0 | 0.13978994553390614776274697683161266888 | 0.025747107494577808567946740683711225404
f(z) = -228*z^3 + 226*z + 1
*
-1 | 0.12263681904210956013658065984269852049 | 0.022569579187505703629982130089020860052
f(z) = -228*z^3 + 229*z + 1
*
[ -1 ] 
f(z) = -228*z^3 + 230*z + 1
*
-1 | 0.12252775050538221285450603496363457440 | 0.022477873078520084207374341483056942188
f(z) = -228/5*z^3 + 233/5*z + 1
*
[ -1 ] 
f(z) = -228/5*z^3 + 238/5*z + 1
*
-1 | 0.12247282362721232860934950070366513846 | 0.022432623009552967499196787984937581375
f(z) = -228/7*z^3 + 235/7*z + 1
*
-1 | 0.12236216877451828763679891419035280249 | 0.022343281866883237153281028188650835192
f(z) = -228/11*z^3 + 239/11*z + 1
*
[ 1/2 ] 
f(z) = -227*z^3 + 223/4*z + 1
*
0 | 0.13970859496982078537053324810668680176 | 0.025752973671577191041147762426400802944
f(z) = -227*z^3 + 225*z + 1
*
-1 | 0.12255529927917071374412379618283015902 | 0.022572756949859511543789321328832594159
f(z) = -227*z^3 + 228*z + 1
*
[ -1 ] 
f(z) = -227*z^3 + 229*z + 1
*
[ -1/2 ] 
f(z) = -227*z^3 + 239/4*z + 1
*
0 | 0.12688450269737587412505249067169967756 | 0.023389063915520369704092340602907264958
f(z) = -227/2*z^3 + 223/2*z + 1
*
-1 | 0.10969195030722302356111705823964864141 | 0.020187258427183552869633708992294851673
f(z) = -227/2*z^3 + 229/2*z + 1
*
[ -1 ] 
f(z) = -227/2*z^3 + 231/2*z + 1
*
0 | 0.11938757492840174956477719190470026660 | 0.022007129013850130517828351990977439669
f(z) = -227/3*z^3 + 221/3*z + 1
*
-1 | 0.10215701563489231212810992183003774057 | 0.018785495729579681473224291317677260618
f(z) = -227/3*z^3 + 230/3*z + 1
*
[ -1 ] 
f(z) = -227/3*z^3 + 233/3*z + 1
*
-1 | 0.11391586076300397984903439797159884518 | 0.020931113123267096715465043240305108746
f(z) = -227/4*z^3 + 231/4*z + 1
*
[ -1 ] 
f(z) = -227/4*z^3 + 235/4*z + 1
*
-1 | 0.12244574680821458926510741319529507651 | 0.022480567439357737187368448524421226085
f(z) = -227/5*z^3 + 232/5*z + 1
*
[ -1 ] 
f(z) = -227/5*z^3 + 237/5*z + 1
*
-1 | 0.089238496675929582331592019446473539475 | 0.016370916741113025033475896523065566617
f(z) = -227/6*z^3 + 233/6*z + 1
*
[ -1 ] 
f(z) = -227/6*z^3 + 239/6*z + 1
*
-1 | 0.12239057445086569198530146211524901607 | 0.022435081613493733127201613174184072540
f(z) = -227/7*z^3 + 234/7*z + 1
*
-1 | 0.11380551524382922076082554312363326875 | 0.020845083376566416611404097256934585215
f(z) = -227/8*z^3 + 235/8*z + 1
*
-1 | 0.10877201906588838323763941494965889424 | 0.019907644112661068103526301093079026893
f(z) = -227/9*z^3 + 236/9*z + 1
*
-1 | 0.10947190497189574764033517950675073331 | 0.020020245232557033093300395783310488168
f(z) = -227/10*z^3 + 237/10*z + 1
*
-1 | 0.12227942140108167374723495449202559917 | 0.022345280175814392425537553991070854110
f(z) = -227/11*z^3 + 238/11*z + 1
*
-1 | 0.093349417717707746261901529345288483830 | 0.017045565415072296945767310472104242558
f(z) = -227/12*z^3 + 239/12*z + 1
*
-2 | 0.11416052516152789646420810481372774927 | 0.016782402247078347486194874907485855364
f(z) = -227/16*z^3 + 225/4*z + 1
*
[ 2 ] 
f(z) = -227/16*z^3 + 229/4*z + 1
*
[ -2 ] 
f(z) = -227/16*z^3 + 233/4*z + 1
*
0 | 0.13962688546089258295862849075285958637 | 0.025758875365556661903114430323007525946
f(z) = -226*z^3 + 224*z + 1
*
-1 | 0.12247341907300009961915103278668354871 | 0.022575953451799697058200024555723333539
f(z) = -226*z^3 + 227*z + 1
*
[ -1 ] 
f(z) = -226*z^3 + 228*z + 1
*
[ -1/6 ] 
f(z) = -226*z^3 + 239/18*z + 1
*
0 | 0.11930596531196944223610571470106396655 | 0.022009998151102507172423184403584312811
f(z) = -226/3*z^3 + 220/3*z + 1
*
-1 | 0.10207385886061560869012136266101443143 | 0.018785255998346677841575085006547271307
f(z) = -226/3*z^3 + 229/3*z + 1
*
[ -1 ] 
f(z) = -226/3*z^3 + 232/3*z + 1
*
-1 | 0.12236337835417212288372801727551774115 | 0.022483275790758900570574516644473840245
f(z) = -226/5*z^3 + 231/5*z + 1
*
[ -1 ] 
f(z) = -226/5*z^3 + 236/5*z + 1
*
-1 | 0.12230795831348494725833100019942209126 | 0.022437551918842061313531523834958345752
f(z) = -226/7*z^3 + 233/7*z + 1
*
-1 | 0.10868915281432640231856604153851589683 | 0.019907949519747460629620869270277981492
f(z) = -226/9*z^3 + 235/9*z + 1
*
-1 | 0.12219630255973175519682285518744176862 | 0.022347285766020242456771725070838177414
f(z) = -226/11*z^3 + 237/11*z + 1
*
-1 | 0.12214006014177334847161935432485454641 | 0.022302724921577428810467909411225592091
f(z) = -226/13*z^3 + 239/13*z + 1
*
[ 1/2 ] 
f(z) = -225*z^3 + 221/4*z + 1
*
0 | 0.13954481382551735497598950878502584608 | 0.025764812958179446340021714924280228483
f(z) = -225*z^3 + 223*z + 1
*
-1 | 0.12239117522200086196547677742648447367 | 0.022579168889866413929560458253519583481
f(z) = -225*z^3 + 226*z + 1
*
[ -1 ] 
f(z) = -225*z^3 + 227*z + 1
*
[ -1/12 ] 
f(z) = -225*z^3 + 233/16*z + 1
*
[ -1/2 ] 
f(z) = -225*z^3 + 237/4*z + 1
*
0 | 0.12672082198326720597006019730478091929 | 0.023397059244265534210294829607616948365
f(z) = -225/2*z^3 + 221/2*z + 1
*
-1 | 0.10952758279815522461164775370739453372 | 0.020189602198216141851315872516164871106
f(z) = -225/2*z^3 + 227/2*z + 1
*
[ -1 ] 
f(z) = -225/2*z^3 + 229/2*z + 1
*
[ 3/5 ] 
f(z) = -225/2*z^3 + 239/6*z + 1
*
-1 | 0.11375100283090484866094377452533159592 | 0.020934269871829923700792391694933105713
f(z) = -225/4*z^3 + 229/4*z + 1
*
[ -1 ] 
f(z) = -225/4*z^3 + 233/4*z + 1
*
[ 3/5 ] 
f(z) = -225/4*z^3 + 235/12*z + 1
*
-1 | 0.12222497192571574199415763671553137986 | 0.022440034021380342394594322751625404033
f(z) = -225/7*z^3 + 232/7*z + 1
*
[ -2/3 ] 
f(z) = -225/7*z^3 + 235/14*z + 1
*
[ -1 ] 
f(z) = -225/7*z^3 + 239/7*z + 1
*
-1 | 0.11363966208837069910732582364997852429 | 0.020847341851722825488708305351098474684
f(z) = -225/8*z^3 + 233/8*z + 1
*
-1 | 0.12211280889967226133134961730796185226 | 0.022349298671191415680887730239571354484
f(z) = -225/11*z^3 + 236/11*z + 1
*
-1 | 0.12205630903444759651768641905582585457 | 0.022304508733767943741411037439374999155
f(z) = -225/13*z^3 + 238/13*z + 1
*
-1 | 0.10919254623580757571726156873673371776 | 0.019938514189014573625306705229413638441
f(z) = -225/14*z^3 + 239/14*z + 1
*
-2 | 0.11399776249597859869429252396608053070 | 0.016780500597371013873653450546155290687
f(z) = -225/16*z^3 + 223/4*z + 1
*
[ 2 ] 
f(z) = -225/16*z^3 + 227/4*z + 1
*
[ -2 ] 
f(z) = -225/16*z^3 + 231/4*z + 1
*
16/15 | 0.12040446100714004953248175120154411225 | 0.021985805230945841355437367635943246733
f(z) = -225/17*z^3 + 239/17*z + 1
*
[ 2/7 ] 
f(z) = -224*z^3 + 221/14*z + 1
*
0 | 0.13946237683960101997490528135644283859 | 0.025770786836991156021734682634384370705
f(z) = -224*z^3 + 222*z + 1
*
-1 | 0.12230856448172898263966718152912823118 | 0.022582403463559847933363601822408448192
f(z) = -224*z^3 + 225*z + 1
*
[ -1 ] 
f(z) = -224*z^3 + 226*z + 1
*
-1 | 0.10190954544324562376211834029390213255 | 0.018785342743223713191768422726960951757
f(z) = -224/3*z^3 + 227/3*z + 1
*
[ -1 ] 
f(z) = -224/3*z^3 + 230/3*z + 1
*
-1 | 0.12219753409344479037320514095284368445 | 0.022488734980095491978364447422347333658
f(z) = -224/5*z^3 + 229/5*z + 1
*
[ -1 ] 
f(z) = -224/5*z^3 + 234/5*z + 1
*
-1 | 0.10852229939380006323041347490948564996 | 0.019908555097939570957042112928553928922
f(z) = -224/9*z^3 + 233/9*z + 1
*
-1 | 0.12202893702455504854075313135756793627 | 0.022351318924928355947376053462418056740
f(z) = -224/11*z^3 + 235/11*z + 1
*
-1 | 0.12197217734382137686252753486622404981 | 0.022306297698931453725727030484324749507
f(z) = -224/13*z^3 + 237/13*z + 1
*
-1 | 0.10157149308776742074601891471963720251 | 0.018546913007746369540306526815969345894
f(z) = -224/15*z^3 + 239/15*z + 1
*
0 | 0.13937957123579962025652579372159838429 | 0.025776797395537969906537388074605972276
f(z) = -223*z^3 + 221*z + 1
*
-1 | 0.12222558356412528459175885117932014971 | 0.022585657375398376261590811896407079396
f(z) = -223*z^3 + 224*z + 1
*
[ -1 ] 
f(z) = -223*z^3 + 225*z + 1
*
[ -1/2 ] 
f(z) = -223*z^3 + 235/4*z + 1
*
-1 | 0.10936174330564876515941676631444937509 | 0.020191971194096988555556805481474601793
f(z) = -223/2*z^3 + 225/2*z + 1
*
[ -1 ] 
f(z) = -223/2*z^3 + 227/2*z + 1
*
-1 | 0.10182631497587450526006962733553690774 | 0.018785288719571928812776113871036853234
f(z) = -223/3*z^3 + 226/3*z + 1
*
[ -1 ] 
f(z) = -223/3*z^3 + 229/3*z + 1
*
-1 | 0.11358466405411090912366927940585081499 | 0.020937458167926851288747738850539940867
f(z) = -223/4*z^3 + 227/4*z + 1
*
[ -1 ] 
f(z) = -223/4*z^3 + 231/4*z + 1
*
-1 | 0.12211405163523611624166053265651327210 | 0.022491486079649767499381930913476527492
f(z) = -223/5*z^3 + 228/5*z + 1
*
[ -1 ] 
f(z) = -223/5*z^3 + 233/5*z + 1
*
-1 | 0.088905919125544654896855510298997458534 | 0.016361882162427633322431989537961416762
f(z) = -223/6*z^3 + 229/6*z + 1
*
[ -1 ] 
f(z) = -223/6*z^3 + 235/6*z + 1
*
-1 | 0.12205787501864174277394358188850455302 | 0.022445034006466275535860540390224768654
f(z) = -223/7*z^3 + 230/7*z + 1
*
[ -1 ] 
f(z) = -223/7*z^3 + 237/7*z + 1
*
-1 | 0.11347230997154582844496724704384222860 | 0.020849614272011957420043532519692250505
f(z) = -223/8*z^3 + 231/8*z + 1
*
[ -1 ] 
f(z) = -223/8*z^3 + 239/8*z + 1
*
-1 | 0.10843830544952853155790467926268958186 | 0.019908855164124465211108792860848105291
f(z) = -223/9*z^3 + 232/9*z + 1
*
-1 | 0.10913702834494333364129035076918585644 | 0.020021327912950838456107447187392989062
f(z) = -223/10*z^3 + 233/10*z + 1
*
-1 | 0.12194468349165052819251048742512542208 | 0.022353346560728479537234372883497000642
f(z) = -223/11*z^3 + 234/11*z + 1
*
-1 | 0.093014163812129128457979526305737643224 | 0.017036854459218039681619285813003413790
f(z) = -223/12*z^3 + 235/12*z + 1
*
-1 | 0.12188766159432931441849643746858097641 | 0.022308091819777018673744385332824759359
f(z) = -223/13*z^3 + 236/13*z + 1
*
-1 | 0.10902298365220778620811950176759739402 | 0.019938146406263807925116402089981573712
f(z) = -223/14*z^3 + 237/14*z + 1
*
-1 | 0.10148671244405283231970632423686429968 | 0.018545630963090321250527236574406394204
f(z) = -223/15*z^3 + 238/15*z + 1
*
-2 | 0.11383355517102687308442403070000719551 | 0.016778579939419789305333727149431653637
f(z) = -223/16*z^3 + 221/4*z + 1
*
[ 2 ] 
f(z) = -223/16*z^3 + 225/4*z + 1
*
[ -2 ] 
f(z) = -223/16*z^3 + 229/4*z + 1
*
-1 | 0.11324421340071174067317677908510216119 | 0.020678346952710256413347568110949852454
f(z) = -223/16*z^3 + 239/16*z + 1
*
0 | 0.13929639370274227376859584101639945691 | 0.025782845033487745102803216572310062500
f(z) = -222*z^3 + 220*z + 1
*
-1 | 0.12214222913673015074758919967618240977 | 0.022588930830978137967262052849231058243
f(z) = -222*z^3 + 223*z + 1
*
[ -1 ] 
f(z) = -222*z^3 + 224*z + 1
*
-1 | 0.12203019111550398394025892515684848456 | 0.022494251693061302356842512214788203793
f(z) = -222/5*z^3 + 227/5*z + 1
*
[ -1 ] 
f(z) = -222/5*z^3 + 232/5*z + 1
*
-1 | 0.12197375769524567421517950807565054682 | 0.022447552085929625141094570583469450625
f(z) = -222/7*z^3 + 229/7*z + 1
*
[ -1 ] 
f(z) = -222/7*z^3 + 236/7*z + 1
*
-1 | 0.12186004481099911991740560909932261331 | 0.022355381611972765128091759710779495173
f(z) = -222/11*z^3 + 233/11*z + 1
*
-1 | 0.12180275826256607329672929993449966338 | 0.022309891098328147290663146327275133336
f(z) = -222/13*z^3 + 235/13*z + 1
*
-1 | 0.12168730673594764741847376056276978535 | 0.022220052335239112348785679752916697972
f(z) = -222/17*z^3 + 239/17*z + 1
*
-1 | 0.12205849782188048941230573686938712484 | 0.022592224039034056244740612176161261201
f(z) = -221*z^3 + 222*z + 1
*
[ -1 ] 
f(z) = -221*z^3 + 223*z + 1
*
[ -1/2 ] 
f(z) = -221*z^3 + 233/4*z + 1
*
-1 | 0.10919440522661474989466079599204250836 | 0.020194365898076246508462299320663726873
f(z) = -221/2*z^3 + 223/2*z + 1
*
[ -1 ] 
f(z) = -221/2*z^3 + 225/2*z + 1
*
-1 | 0.10165872332572795922554001057217549021 | 0.018785175961550683675336353648638049326
f(z) = -221/3*z^3 + 224/3*z + 1
*
[ -1 ] 
f(z) = -221/3*z^3 + 227/3*z + 1
*
-1 | 0.11341681758717421221080435910047316007 | 0.020940678562940258420816083532871140605
f(z) = -221/4*z^3 + 225/4*z + 1
*
[ -1 ] 
f(z) = -221/4*z^3 + 229/4*z + 1
*
-1 | 0.12194594909433750949369093979787254815 | 0.022497031955463605963393170173514037019
f(z) = -221/5*z^3 + 226/5*z + 1
*
[ -1 ] 
f(z) = -221/5*z^3 + 231/5*z + 1
*
-1 | 0.088737940718943470599921550851430766261 | 0.016357374802162898271356340197988868744
f(z) = -221/6*z^3 + 227/6*z + 1
*
[ -1 ] 
f(z) = -221/6*z^3 + 233/6*z + 1
*
-1 | 0.12188925651161563379931536678377223017 | 0.022450082356442009129559467014285408238
f(z) = -221/7*z^3 + 228/7*z + 1
*
[ -1 ] 
f(z) = -221/7*z^3 + 235/7*z + 1
*
-1 | 0.11330343154864751328874457486149084810 | 0.020851900681436198086951305394009943691
f(z) = -221/8*z^3 + 229/8*z + 1
*
[ -1 ] 
f(z) = -221/8*z^3 + 237/8*z + 1
*
-1 | 0.10826916580616860817116626252715056796 | 0.019909449578735032380806099688117479988
f(z) = -221/9*z^3 + 230/9*z + 1
*
[ -1 ] 
f(z) = -221/9*z^3 + 239/9*z + 1
*
-1 | 0.10896762616430667682552623060666878638 | 0.020021915251679454566803042697092023235
f(z) = -221/10*z^3 + 231/10*z + 1
*
-1 | 0.12177501744454320695202192485330113121 | 0.022357424111911753251371024597046628856
f(z) = -221/11*z^3 + 232/11*z + 1
*
-1 | 0.092845266173243861040859138857156919166 | 0.017032583234211229857326535440654603944
f(z) = -221/12*z^3 + 233/12*z + 1
*
-1 | 0.10885251790439089158855971659742984964 | 0.019937872137433594313011147079527654349
f(z) = -221/14*z^3 + 235/14*z + 1
*
-1 | 0.10131597738605660222353525507641480233 | 0.018543026396395764241447185941449235312
f(z) = -221/15*z^3 + 236/15*z + 1
*
[ 2 ] 
f(z) = -221/16*z^3 + 223/4*z + 1
*
[ -2 ] 
f(z) = -221/16*z^3 + 227/4*z + 1
*
-1 | 0.11307320763906812045646406029156754150 | 0.020678852229228574360433132305915548890
f(z) = -221/16*z^3 + 237/16*z + 1
*
-1 | 0.095173762237140545096151336727971819395 | 0.017378689976595100323184309076425886123
f(z) = -221/18*z^3 + 239/18*z + 1
*
[ 7/12 ] 
f(z) = -240/7*z^3 + 230/21*z + 1
*
[ -1/3 ] 
f(z) = -240/13*z^3 + 236/39*z + 1
*
[ 2/3 ] 
f(z) = -239/16*z^3 + 221/36*z + 1
*
[ -1/4 ] 
f(z) = -238/3*z^3 + 239/24*z + 1
*
[ -1/2 ] 
f(z) = -238/19*z^3 + 233/38*z + 1
*
[ -1/3 ] 
f(z) = -237/13*z^3 + 235/39*z + 1
*
[ -1/4 ] 
f(z) = -236/9*z^3 + 239/36*z + 1
*
[ -1/5 ] 
f(z) = -235/6*z^3 + 227/30*z + 1
*
[ -4/5 ] 
f(z) = -235/16*z^3 + 233/20*z + 1
*
[ -3/5 ] 
f(z) = -235/18*z^3 + 221/30*z + 1
*
[ -1/2 ] 
f(z) = -234/19*z^3 + 231/38*z + 1
*
[ 3/8 ] 
f(z) = -232/3*z^3 + 221/24*z + 1
*
[ -2/11 ] 
f(z) = -231/2*z^3 + 227/22*z + 1
*
-10/33 | 0.24875346093288456927374002248430357397 | 0.027828117291952106612269559103164276339
f(z) = -231/8*z^3 + 236/33*z + 1
*
[ -1/3 ] 
f(z) = -231/13*z^3 + 233/39*z + 1
*
[ -1/4 ] 
f(z) = -230/3*z^3 + 235/24*z + 1
*
[ -1/2 ] 
f(z) = -230/19*z^3 + 229/38*z + 1
*
[ -1/3 ] 
f(z) = -228/13*z^3 + 232/39*z + 1
*
[ -1/4 ] 
f(z) = -226/3*z^3 + 233/24*z + 1
*
[ -1/2 ] 
f(z) = -226/19*z^3 + 227/38*z + 1
*
[ -1/6 ] 
f(z) = -225/7*z^3 + 221/28*z + 1
*
[ 3/5 ] 
f(z) = -225/7*z^3 + 229/21*z + 1
*
17/30 | 0.14997095105454207615138056278129164289 | 0.022046787384807950167666838611191591762
f(z) = -225/7*z^3 + 233/28*z + 1
*
[ 3/5 ] 
f(z) = -225/8*z^3 + 227/24*z + 1
*
[ 3/5 ] 
f(z) = -225/11*z^3 + 221/33*z + 1
*
[ -2/15 ] 
f(z) = -225/13*z^3 + 229/26*z + 1
*
-3/16 | 0.19299302131845723125173156307278602868 | 0.025763017573712305825445988256463760006
f(z) = -224/3*z^3 + 223/24*z + 1
*
[ -3/28 ] 
f(z) = -224/3*z^3 + 235/21*z + 1
*
[ -3/28 ] 
f(z) = -224/9*z^3 + 223/21*z + 1
*
1/4 | 0.21592726980866043824308569587776591477 | 0.025164203896883310252856079391894405202
f(z) = -222*z^3 + 229/24*z + 1
*
[ -1/3 ] 
f(z) = -222/13*z^3 + 230/39*z + 1
*
[ -1/2 ] 
f(z) = -222/19*z^3 + 225/38*z + 1
*
[ -2/13 ] 
f(z) = -221/4*z^3 + 229/26*z + 1
*
-1 | 0.12358805167475222227598018535978324519 | 0.022532839989045474434032197274237727389
f(z) = -240*z^3 + 241*z + 1
*
[ -1 ] 
f(z) = -240*z^3 + 242*z + 1
*
[ -1/15 ] 
f(z) = -240*z^3 + 256/15*z + 1
*
-1 | 0.12343233076096141564066501706402030018 | 0.022403998995741188059670670977101345394
f(z) = -240/7*z^3 + 247/7*z + 1
*
[ -1 ] 
f(z) = -240/7*z^3 + 254/7*z + 1
*
-1 | 0.12332732367426802471942270648633126275 | 0.022319857762402096376564090049823198577
f(z) = -240/11*z^3 + 251/11*z + 1
*
-1 | 0.12327445390087478501690377179710693005 | 0.022278289672542725313729557337712588549
f(z) = -240/13*z^3 + 253/13*z + 1
*
-1 | 0.12316796759784813398702295314908646393 | 0.022196121608985624150983426724979207673
f(z) = -240/17*z^3 + 257/17*z + 1
*
-1 | 0.12311434519827941173130066454727333655 | 0.022155507392219958405458528166023424771
f(z) = -240/19*z^3 + 259/19*z + 1
*
-1 | 0.12351062212422399761863931144460660335 | 0.022535807202732035834617487753327473862
f(z) = -239*z^3 + 240*z + 1
*
[ -1 ] 
f(z) = -239*z^3 + 241*z + 1
*
[ -1/2 ] 
f(z) = -239*z^3 + 251/4*z + 1
*
-1 | 0.11064930014805080080350778744086081287 | 0.020173818919788331892446899559499563836
f(z) = -239/2*z^3 + 241/2*z + 1
*
[ -1 ] 
f(z) = -239/2*z^3 + 243/2*z + 1
*
-1 | 0.10311509460135770658401819607615356442 | 0.018785983690428591041241978710785474238
f(z) = -239/3*z^3 + 242/3*z + 1
*
[ -1 ] 
f(z) = -239/3*z^3 + 245/3*z + 1
*
-1 | 0.11487532745921587712774770959709257635 | 0.020912805844996271483757882545486868935
f(z) = -239/4*z^3 + 243/4*z + 1
*
[ -1 ] 
f(z) = -239/4*z^3 + 247/4*z + 1
*
-1 | 0.12340660775577228755853923576176734460 | 0.022449123384647767925365838155940324190
f(z) = -239/5*z^3 + 244/5*z + 1
*
[ -1 ] 
f(z) = -239/5*z^3 + 249/5*z + 1
*
-1 | 0.090201410593299250108443224585909260899 | 0.016396505515847733876383696759672797342
f(z) = -239/6*z^3 + 245/6*z + 1
*
[ -1 ] 
f(z) = -239/6*z^3 + 251/6*z + 1
*
-1 | 0.12335424369664416356638424536033034967 | 0.022406324286109199818142266607600910767
f(z) = -239/7*z^3 + 246/7*z + 1
*
[ -1 ] 
f(z) = -239/7*z^3 + 253/7*z + 1
*
-1 | 0.11477059865355480627457056181790561606 | 0.020831822271544609618459345529003621520
f(z) = -239/8*z^3 + 247/8*z + 1
*
[ -1 ] 
f(z) = -239/8*z^3 + 255/8*z + 1
*
-1 | 0.10973852339532447571238206396736953311 | 0.019903861725184376461036779461132434725
f(z) = -239/9*z^3 + 248/9*z + 1
*
[ -1 ] 
f(z) = -239/9*z^3 + 257/9*z + 1
*
-1 | 0.11043918489773947182317407521093680899 | 0.020016334886792249395848637727106840529
f(z) = -239/10*z^3 + 249/10*z + 1
*
[ -1 ] 
f(z) = -239/10*z^3 + 259/10*z + 1
*
-1 | 0.12324878807909775366901438882191835843 | 0.022321771341418133223152383233213625349
f(z) = -239/11*z^3 + 250/11*z + 1
*
-1 | 0.094321259563756590802348884431778381961 | 0.017070321764169675332613471507176186728
f(z) = -239/12*z^3 + 251/12*z + 1
*
-1 | 0.12319569087689567841716541921534276395 | 0.022280001954476853958005945835712100719
f(z) = -239/13*z^3 + 252/13*z + 1
*
-1 | 0.11033298976927677312722577779917654724 | 0.019939494588993657939424272565932435242
f(z) = -239/14*z^3 + 253/14*z + 1
*
-1 | 0.10279870517137552303172829666693385476 | 0.018564655882102881501381722752280150267
f(z) = -239/15*z^3 + 254/15*z + 1
*
[ 2 ] 
f(z) = -239/16*z^3 + 241/4*z + 1
*
[ -2 ] 
f(z) = -239/16*z^3 + 245/4*z + 1
*
-1 | 0.11455820260372926613802092430075532786 | 0.020673660740035063201129421730362180771
f(z) = -239/16*z^3 + 255/16*z + 1
*
-1 | 0.12308874320295159528223475347216976400 | 0.022197439926019171054889262272543600199
f(z) = -239/17*z^3 + 256/17*z + 1
*
-1 | 0.096663325755043993451172084104513807913 | 0.017419715332100953655661393277571910732
f(z) = -239/18*z^3 + 257/18*z + 1
*
-1 | 0.12303488678401044538366630206422572723 | 0.022156632855405004597388485081809662716
f(z) = -239/19*z^3 + 258/19*z + 1
*
[ -1 ] 
f(z) = -238*z^3 + 240*z + 1
*
[ -1/6 ] 
f(z) = -238*z^3 + 245/18*z + 1
*
-1 | 0.10303712092940772835004139613289545505 | 0.018785949995751703819741691458392707480
f(z) = -238/3*z^3 + 241/3*z + 1
*
[ -1 ] 
f(z) = -238/3*z^3 + 244/3*z + 1
*
-1 | 0.12332841306532103528491778713522127041 | 0.022451671865938593520741699476573860230
f(z) = -238/5*z^3 + 243/5*z + 1
*
[ -1 ] 
f(z) = -238/5*z^3 + 248/5*z + 1
*
-1 | 0.10965988051246221433565680973783623110 | 0.019904184241907982382876221653936561862
f(z) = -238/9*z^3 + 247/9*z + 1
*
[ -1 ] 
f(z) = -238/9*z^3 + 256/9*z + 1
*
-1 | 0.12316991795068173476747713292493106073 | 0.022323691794378980992500759508859288751
f(z) = -238/11*z^3 + 249/11*z + 1
*
-1 | 0.12311659135420061926776036047658819065 | 0.022281719292599018497902373654088807218
f(z) = -238/13*z^3 + 251/13*z + 1
*
-1 | 0.10271834045130140625235380510804185143 | 0.018563367111705508240791304884615146706
f(z) = -238/15*z^3 + 253/15*z + 1
*
-1 | 0.12295508580207539770477841841799685483 | 0.022157758142254250974285567077089596355
f(z) = -238/19*z^3 + 257/19*z + 1
*
[ -1/2 ] 
f(z) = -237*z^3 + 249/4*z + 1
*
[ -1 ] 
f(z) = -237/2*z^3 + 241/2*z + 1
*
-1 | 0.11471882895793067447376115095326443388 | 0.020915784184724754782353323058876561186
f(z) = -237/4*z^3 + 241/4*z + 1
*
[ -1 ] 
f(z) = -237/4*z^3 + 245/4*z + 1
*
-1 | 0.12324988678594289317547273984119434471 | 0.022454233029209743359470763113158825630
f(z) = -237/5*z^3 + 242/5*z + 1
*
[ -1 ] 
f(z) = -237/5*z^3 + 247/5*z + 1
*
-1 | 0.12319707470123768530207582082876807525 | 0.022411006840647802122140540897240534856
f(z) = -237/7*z^3 + 244/7*z + 1
*
[ -1 ] 
f(z) = -237/7*z^3 + 251/7*z + 1
*
-1 | 0.11461320408325852325571754934960182505 | 0.020833998277624871236934668786023056222
f(z) = -237/8*z^3 + 245/8*z + 1
*
[ -1 ] 
f(z) = -237/8*z^3 + 253/8*z + 1
*
-1 | 0.11028133600804005541077782666520566342 | 0.020016983605032601603282612174319655662
f(z) = -237/10*z^3 + 247/10*z + 1
*
[ -1 ] 
f(z) = -237/10*z^3 + 257/10*z + 1
*
-1 | 0.12309071042639890454686163440763233925 | 0.022325619155234036892130582122782140974
f(z) = -237/11*z^3 + 248/11*z + 1
*
[ -1 ] 
f(z) = -237/11*z^3 + 259/11*z + 1
*
-1 | 0.12303715244457448791994388271350696299 | 0.022283441696841892143196175930090007306
f(z) = -237/13*z^3 + 250/13*z + 1
*
-1 | 0.11017487144054376047329640929319995159 | 0.019939518561505578905435247190671235102
f(z) = -237/14*z^3 + 251/14*z + 1
*
[ -2 ] 
f(z) = -237/16*z^3 + 243/4*z + 1
*
-1 | 0.11439896472349811442549711947655355194 | 0.020674301882516812534954191479144245393
f(z) = -237/16*z^3 + 253/16*z + 1
*
-1 | 0.12292926992651363690983905172982228661 | 0.022200081121832358991919563936688465596
f(z) = -237/17*z^3 + 254/17*z + 1
*
-1 | 0.12287493928443444647063948827552139007 | 0.022158883194398256229221475786376075065
f(z) = -237/19*z^3 + 256/19*z + 1
*
[ -1 ] 
f(z) = -236/3*z^3 + 242/3*z + 1
*
-1 | 0.12317102609332664219959833098009554093 | 0.022456806986095231188688695485614017495
f(z) = -236/5*z^3 + 241/5*z + 1
*
[ -1 ] 
f(z) = -236/5*z^3 + 246/5*z + 1
*
-1 | 0.12311798710836737269394775852368765497 | 0.022413364273874650718126633559061882731
f(z) = -236/7*z^3 + 243/7*z + 1
*
[ -1 ] 
f(z) = -236/7*z^3 + 250/7*z + 1
*
-1 | 0.10950158557393775011898616079008140467 | 0.019904825656800983798169887398632727460
f(z) = -236/9*z^3 + 245/9*z + 1
*
[ -1 ] 
f(z) = -236/9*z^3 + 254/9*z + 1
*
-1 | 0.12301116260672100769305332142917897733 | 0.022327553457959731898192311585112616996
f(z) = -236/11*z^3 + 247/11*z + 1
*
[ -1 ] 
f(z) = -236/11*z^3 + 258/11*z + 1
*
-1 | 0.12295737122244857882460527827067016711 | 0.022285169176746967376282747131129807645
f(z) = -236/13*z^3 + 249/13*z + 1
*
-1 | 0.10255968468790341622917990467429663287 | 0.018561317201991887911537877417786898288
f(z) = -236/15*z^3 + 251/15*z + 1
*
-1 | 0.12284901512487370671256463884848546497 | 0.022201403927039400215297140780855493789
f(z) = -236/17*z^3 + 253/17*z + 1
*
-1 | 0.12279444422428763872956398189710887069 | 0.022160007951900601051266885004006053124
f(z) = -236/19*z^3 + 255/19*z + 1
*
[ -1/2 ] 
f(z) = -235*z^3 + 247/4*z + 1
*
[ -1/2 ] 
f(z) = -235/2*z^3 + 259/8*z + 1
*
[ -1 ] 
f(z) = -235/3*z^3 + 241/3*z + 1
*
[ -1 ] 
f(z) = -235/4*z^3 + 243/4*z + 1
*
-1 | 0.089885527981871204814012309787256285431 | 0.016388123219844699087217130868695035024
f(z) = -235/6*z^3 + 241/6*z + 1
*
[ -1 ] 
f(z) = -235/6*z^3 + 247/6*z + 1
*
-1 | 0.12303856028350340025448415200637121218 | 0.022415732591969865585318418242323167615
f(z) = -235/7*z^3 + 242/7*z + 1
*
[ -1 ] 
f(z) = -235/7*z^3 + 249/7*z + 1
*
-1 | 0.11445446018323082872631015846138070212 | 0.020836187864235236645591273212407731058
f(z) = -235/8*z^3 + 243/8*z + 1
*
[ -1 ] 
f(z) = -235/8*z^3 + 251/8*z + 1
*
-1 | 0.10942192773321392511389831240300320063 | 0.019905144475977483766921737602801451237
f(z) = -235/9*z^3 + 244/9*z + 1
*
[ -1 ] 
f(z) = -235/9*z^3 + 253/9*z + 1
*
-1 | 0.12293127155457530614433399856900622750 | 0.022329494736551976938241205072506486847
f(z) = -235/11*z^3 + 246/11*z + 1
*
[ -1 ] 
f(z) = -235/11*z^3 + 257/11*z + 1
*
-1 | 0.094002245714123092501739185616794523924 | 0.017062192746365233627306711274683486410
f(z) = -235/12*z^3 + 247/12*z + 1
*
[ -1 ] 
f(z) = -235/12*z^3 + 259/12*z + 1
*
-1 | 0.12287724472425353313733649073310034730 | 0.022286901741447950805216989649045036326
f(z) = -235/13*z^3 + 248/13*z + 1
*
-1 | 0.11001407546686843069393148380471207075 | 0.019939286756278361583895265890880307035
f(z) = -235/14*z^3 + 249/14*z + 1
*
[ -2 ] 
f(z) = -235/16*z^3 + 241/4*z + 1
*
-1 | 0.11423834523122680287488263163986652486 | 0.020674928641990589295135642596491120963
f(z) = -235/16*z^3 + 251/16*z + 1
*
-1 | 0.12276841086975387324375149998586303593 | 0.022202728152719120058669774330215965798
f(z) = -235/17*z^3 + 252/17*z + 1
*
-1 | 0.096342516150072771167533591855947655183 | 0.017411121401509740974188918056055789690
f(z) = -235/18*z^3 + 253/18*z + 1
*
-1 | 0.12271359757539669621790606510242755935 | 0.022161132353216108374865812207147354982
f(z) = -235/19*z^3 + 254/19*z + 1
*
[ -1 ] 
f(z) = -234/5*z^3 + 244/5*z + 1
*
-1 | 0.12295879130377171977643494480057303232 | 0.022418111881768032120637956403167267764
f(z) = -234/7*z^3 + 241/7*z + 1
*
[ -2/3 ] 
f(z) = -234/7*z^3 + 243/14*z + 1
*
[ -1 ] 
f(z) = -234/7*z^3 + 248/7*z + 1
*
-1 | 0.12285103429469347083559537108491219222 | 0.022331443025018258724868716545416023023
f(z) = -234/11*z^3 + 245/11*z + 1
*
[ -1 ] 
f(z) = -234/11*z^3 + 256/11*z + 1
*
-1 | 0.12268745410338860850870967713887881215 | 0.022204053759014826714559828295182435085
f(z) = -234/17*z^3 + 251/17*z + 1
*
-1 | 0.12263239625139191474181816829468512868 | 0.022162256335147833137252521161260216818
f(z) = -234/19*z^3 + 253/19*z + 1
*
[ -1/2 ] 
f(z) = -233*z^3 + 245/4*z + 1
*
[ -1/2 ] 
f(z) = -233/2*z^3 + 257/8*z + 1
*
[ -1 ] 
f(z) = -233/4*z^3 + 241/4*z + 1
*
[ -1 ] 
f(z) = -233/5*z^3 + 243/5*z + 1
*
[ -1 ] 
f(z) = -233/6*z^3 + 245/6*z + 1
*
-1 | 0.12287867720835646744009432217084035326 | 0.022420502231047788851620311119896961438
f(z) = -233/7*z^3 + 240/7*z + 1
*
[ -1 ] 
f(z) = -233/7*z^3 + 247/7*z + 1
*
-1 | 0.11429434361596629030035808862384986528 | 0.020838391102152738461029188073907948570
f(z) = -233/8*z^3 + 241/8*z + 1
*
[ -1 ] 
f(z) = -233/8*z^3 + 249/8*z + 1
*
-1 | 0.10926157656408312293043303439103295323 | 0.019905778133246789592832376167242006430
f(z) = -233/9*z^3 + 242/9*z + 1
*
[ -1 ] 
f(z) = -233/9*z^3 + 251/9*z + 1
*
-1 | 0.10996219513929383241361720217970601713 | 0.020018380692356039199992009742107561181
f(z) = -233/10*z^3 + 243/10*z + 1
*
[ -1 ] 
f(z) = -233/10*z^3 + 253/10*z + 1
*
-1 | 0.12277044781294629496661989868487811677 | 0.022333398357369371001685212159523333072
f(z) = -233/11*z^3 + 244/11*z + 1
*
[ -1 ] 
f(z) = -233/11*z^3 + 255/11*z + 1
*
-1 | 0.093842217598229396889627018590373887196 | 0.017058319025701080517143154553931830320
f(z) = -233/12*z^3 + 245/12*z + 1
*
[ -1 ] 
f(z) = -233/12*z^3 + 257/12*z + 1
*
-1 | 0.12271594385139402837426878511457147504 | 0.022290382159629793330247501601471724687
f(z) = -233/13*z^3 + 246/13*z + 1
*
[ -1 ] 
f(z) = -233/13*z^3 + 259/13*z + 1
*
-1 | 0.10985253429327630307413811657271392330 | 0.019939152512257210032984682419625661334
f(z) = -233/14*z^3 + 247/14*z + 1
*
-1 | 0.10231650420764967899595767212323324870 | 0.018557690489573979319041384777278855785
f(z) = -233/15*z^3 + 248/15*z + 1
*
-1 | 0.11407631993367201661473406311034423774 | 0.020675540339776366180919958453890640765
f(z) = -233/16*z^3 + 249/16*z + 1
*
-1 | 0.12260614172768596701099099737050655621 | 0.022205380704778328633782947710020372800
f(z) = -233/17*z^3 + 250/17*z + 1
*
-1 | 0.096179349821380412990232713269491655409 | 0.017406600125073747113475792285566364636
f(z) = -233/18*z^3 + 251/18*z + 1
*
-1 | 0.12255083712506376243727583045793254817 | 0.022163379832802780898538001879897314269
f(z) = -233/19*z^3 + 252/19*z + 1
*
[ 3/4 ] 
f(z) = -232/3*z^3 + 259/6*z + 1
*
[ -1 ] 
f(z) = -232/5*z^3 + 242/5*z + 1
*
[ -1 ] 
f(z) = -232/7*z^3 + 246/7*z + 1
*
-1 | 0.10918087722217724082529634774949401564 | 0.019906092886595153897609218910570284829
f(z) = -232/9*z^3 + 241/9*z + 1
*
[ -1 ] 
f(z) = -232/9*z^3 + 250/9*z + 1
*
-1 | 0.12268950905566385661173548819644381750 | 0.022335360767610766367740828286384362202
f(z) = -232/11*z^3 + 243/11*z + 1
*
[ -1 ] 
f(z) = -232/11*z^3 + 254/11*z + 1
*
-1 | 0.12263476335356469602191030052863260169 | 0.022292130029181373627268664344264296829
f(z) = -232/13*z^3 + 245/13*z + 1
*
[ -1 ] 
f(z) = -232/13*z^3 + 258/13*z + 1
*
-1 | 0.10223611321834584703003835017960075713 | 0.018556708471365351450520953112634836756
f(z) = -232/15*z^3 + 247/15*z + 1
*
-1 | 0.12252447060351505083688078854273623940 | 0.022206708947533065461759852836882436740
f(z) = -232/17*z^3 + 249/17*z + 1
*
-1 | 0.12246891702763876954259649308661884794 | 0.022164502779546313176952251566651312750
f(z) = -232/19*z^3 + 251/19*z + 1
*
[ -1/2 ] 
f(z) = -231*z^3 + 243/4*z + 1
*
[ -1/2 ] 
f(z) = -231/2*z^3 + 255/8*z + 1
*
[ -1 ] 
f(z) = -231/5*z^3 + 241/5*z + 1
*
[ -1 ] 
f(z) = -231/8*z^3 + 247/8*z + 1
*
-1 | 0.10979955117281542175982575952909763847 | 0.020018890854895585057419368862979876548
f(z) = -231/10*z^3 + 241/10*z + 1
*
[ -1 ] 
f(z) = -231/10*z^3 + 251/10*z + 1
*
-1 | 0.12255322533194043835305026204253108873 | 0.022293883015632804327563795386592678573
f(z) = -231/13*z^3 + 244/13*z + 1
*
[ -1 ] 
f(z) = -231/13*z^3 + 257/13*z + 1
*
-1 | 0.11391286399627605929664349305207548493 | 0.020676136267060902496935208652640683748
f(z) = -231/16*z^3 + 247/16*z + 1
*
-1 | 0.12244243754997766088005469645744366321 | 0.022208038443436107555957606325142373994
f(z) = -231/17*z^3 + 248/17*z + 1
*
-1 | 0.12238663274803928960142038991791705393 | 0.022165625106955195787880906919530193632
f(z) = -231/19*z^3 + 250/19*z + 1
*
[ -1/6 ] 
f(z) = -230*z^3 + 241/18*z + 1
*
[ -1 ] 
f(z) = -230/7*z^3 + 244/7*z + 1
*
[ -1 ] 
f(z) = -230/9*z^3 + 248/9*z + 1
*
-1 | 0.12252656229792596924514166501918594223 | 0.022339306957704841739322461998407420702
f(z) = -230/11*z^3 + 241/11*z + 1
*
[ -1 ] 
f(z) = -230/11*z^3 + 252/11*z + 1
*
-1 | 0.12247132662273681786249230806442263296 | 0.022295641125808552453106524464044976617
f(z) = -230/13*z^3 + 243/13*z + 1
*
[ -1 ] 
f(z) = -230/13*z^3 + 256/13*z + 1
*
-1 | 0.12236003934366371098369745470269987451 | 0.022209369147238985554838004345456212081
f(z) = -230/17*z^3 + 247/17*z + 1
*
-1 | 0.12230398103212669884192332234338177798 | 0.022166746744769244846982807148399890110
f(z) = -230/19*z^3 + 249/19*z + 1
*
[ -1/2 ] 
f(z) = -229*z^3 + 241/4*z + 1
*
[ -1/2 ] 
f(z) = -229/2*z^3 + 253/8*z + 1
*
[ -1 ] 
f(z) = -229/6*z^3 + 241/6*z + 1
*
[ -1 ] 
f(z) = -229/7*z^3 + 243/7*z + 1
*
[ -1 ] 
f(z) = -229/8*z^3 + 245/8*z + 1
*
[ -1 ] 
f(z) = -229/9*z^3 + 247/9*z + 1
*
[ -1 ] 
f(z) = -229/10*z^3 + 249/10*z + 1
*
-1 | 0.12244454798609709896338321176796111635 | 0.022341290805458262041260760949150372452
f(z) = -229/11*z^3 + 240/11*z + 1
*
[ -1 ] 
f(z) = -229/11*z^3 + 251/11*z + 1
*
-1 | 0.093514795349729780978327841517434622825 | 0.017049819069639601929818736898113343502
f(z) = -229/12*z^3 + 241/12*z + 1
*
[ -1 ] 
f(z) = -229/12*z^3 + 253/12*z + 1
*
-1 | 0.12238906401997743015128849494545806756 | 0.022297404366012610540347812720867488024
f(z) = -229/13*z^3 + 242/13*z + 1
*
[ -1 ] 
f(z) = -229/13*z^3 + 255/13*z + 1
*
-1 | 0.10952516084661609574760579518240714662 | 0.019938819541040761214543169928183132117
f(z) = -229/14*z^3 + 243/14*z + 1
*
[ -1 ] 
f(z) = -229/14*z^3 + 257/14*z + 1
*
-1 | 0.10198863470777787606293679406401293851 | 0.018552940446412865466717534592337732272
f(z) = -229/15*z^3 + 244/15*z + 1
*
[ -1 ] 
f(z) = -229/15*z^3 + 259/15*z + 1
*
-1 | 0.11374795192028957701149047532788629351 | 0.020676715683379350416180395116423647408
f(z) = -229/16*z^3 + 245/16*z + 1
*
-1 | 0.12227727271788996849800198732114202894 | 0.022210701012247310008430043481360857598
f(z) = -229/17*z^3 + 246/17*z + 1
*
-1 | 0.095849977309387132001265161187154545445 | 0.017397571463995246287356318330838919608
f(z) = -229/18*z^3 + 247/18*z + 1
*
-1 | 0.12222095858192758683140974965516555653 | 0.022167867620841523401882341403732976318
f(z) = -229/19*z^3 + 248/19*z + 1
*
[ -1 ] 
f(z) = -228/7*z^3 + 242/7*z + 1
*
[ -1 ] 
f(z) = -228/11*z^3 + 250/11*z + 1
*
-1 | 0.12230643427474014554990758459852300207 | 0.022299172742007319279777109754043222309
f(z) = -228/13*z^3 + 241/13*z + 1
*
[ -1 ] 
f(z) = -228/13*z^3 + 254/13*z + 1
*
-1 | 0.12219413436192167099304438490758217218 | 0.022212033990279139559055501910572406130
f(z) = -228/17*z^3 + 245/17*z + 1
*
[ -1/2 ] 
f(z) = -227/2*z^3 + 251/8*z + 1
*
[ -1 ] 
f(z) = -227/7*z^3 + 241/7*z + 1
*
[ -1 ] 
f(z) = -227/8*z^3 + 243/8*z + 1
*
[ -1 ] 
f(z) = -227/9*z^3 + 245/9*z + 1
*
[ -1 ] 
f(z) = -227/10*z^3 + 247/10*z + 1
*
[ -1 ] 
f(z) = -227/11*z^3 + 249/11*z + 1
*
[ -1 ] 
f(z) = -227/12*z^3 + 251/12*z + 1
*
-1 | 0.12222343409438643868450589220678102394 | 0.022300946258991437119425756195396319004
f(z) = -227/13*z^3 + 240/13*z + 1
*
[ -1 ] 
f(z) = -227/13*z^3 + 253/13*z + 1
*
-1 | 0.10935992950874327369422612363467955263 | 0.019938738085448866015347198923052623402
f(z) = -227/14*z^3 + 241/14*z + 1
*
[ -1 ] 
f(z) = -227/14*z^3 + 255/14*z + 1
*
-1 | 0.10182353002562414790767664822273523958 | 0.018550680496956599760241517142574890958
f(z) = -227/15*z^3 + 242/15*z + 1
*
[ -1 ] 
f(z) = -227/15*z^3 + 257/15*z + 1
*
-1 | 0.11358155751886459304104961032785845818 | 0.020677277815008591009252193613848305361
f(z) = -227/16*z^3 + 243/16*z + 1
*
[ -1 ] 
f(z) = -227/16*z^3 + 259/16*z + 1
*
-1 | 0.12211062092017655461106573430022457888 | 0.022213368031622054574984788075247901771
f(z) = -227/17*z^3 + 244/17*z + 1
*
-1 | 0.095683066809863218251773607539613855576 | 0.017392942332075849466120995396791222596
f(z) = -227/18*z^3 + 245/18*z + 1
*
-1 | 0.12205378806283660389336980577585993007 | 0.022170106789429897784918537002224322332
f(z) = -227/19*z^3 + 246/19*z + 1
*
[ -1 ] 
f(z) = -226/7*z^3 + 240/7*z + 1
*
[ -1 ] 
f(z) = -226/9*z^3 + 244/9*z + 1
*
[ -1 ] 
f(z) = -226/11*z^3 + 248/11*z + 1
*
[ -1 ] 
f(z) = -226/13*z^3 + 252/13*z + 1
*
-1 | 0.10173989839326577948797611163536037639 | 0.018549437586655754730562793761170370131
f(z) = -226/15*z^3 + 241/15*z + 1
*
[ -1 ] 
f(z) = -226/15*z^3 + 256/15*z + 1
*
-1 | 0.12202672899141081476780108255624223277 | 0.022214703084988891486903963973785910856
f(z) = -226/17*z^3 + 243/17*z + 1
*
-1 | 0.12196963317161224860318659662410619688 | 0.022171224927748843859251824129792754191
f(z) = -226/19*z^3 + 245/19*z + 1
*
[ 3/5 ] 
f(z) = -225*z^3 + 241/3*z + 1
*
-13/60 | 0.20389353098419057247030688156097960349 | 0.024899410380050253850098265291446913003
f(z) = -225*z^3 + 249/16*z + 1
*
[ -3/5 ] 
f(z) = -225*z^3 + 251/3*z + 1
*
-4/45 | 0.15201093807881647975828573888147338700 | 0.019966432338999966057614836565483570419
f(z) = -225/2*z^3 + 241/18*z + 1
*
[ -3/5 ] 
f(z) = -225/2*z^3 + 259/6*z + 1
*
-14/45 | 0.11211831740233842668464257623498340454 | 0.014726590248496556405607588284994867432
f(z) = -225/2*z^3 + 259/18*z + 1
*
[ -1 ] 
f(z) = -225/11*z^3 + 247/11*z + 1
*
[ -1 ] 
f(z) = -225/13*z^3 + 251/13*z + 1
*
[ -1 ] 
f(z) = -225/14*z^3 + 253/14*z + 1
*
-6/5 | 0.14711743383430561456797757073537457349 | 0.021411072495820221910469704268960722862
f(z) = -225/16*z^3 + 241/12*z + 1
*
[ 6/5 ] 
f(z) = -225/16*z^3 + 245/12*z + 1
*
-1 | 0.12194245512788650459836287580781781978 | 0.022216039097472091353901309497688196259
f(z) = -225/17*z^3 + 242/17*z + 1
*
-1 | 0.12188509389976213852122783166588095060 | 0.022172341995821160528392019592298238280
f(z) = -225/19*z^3 + 244/19*z + 1
*
[ -1 ] 
f(z) = -224/9*z^3 + 242/9*z + 1
*
[ -1 ] 
f(z) = -224/11*z^3 + 246/11*z + 1
*
[ -1 ] 
f(z) = -224/13*z^3 + 250/13*z + 1
*
[ -1 ] 
f(z) = -224/15*z^3 + 254/15*z + 1
*
-1 | 0.12185779583451986066701616916066422227 | 0.022217376014496614388941093228059166987
f(z) = -224/17*z^3 + 241/17*z + 1
*
[ -1 ] 
f(z) = -224/17*z^3 + 258/17*z + 1
*
-1 | 0.12180016671790337568151699673829086017 | 0.022173457911264845614072345329299708594
f(z) = -224/19*z^3 + 243/19*z + 1
*
[ -1/3 ] 
f(z) = -223*z^3 + 259/9*z + 1
*
[ -1/2 ] 
f(z) = -223/2*z^3 + 247/8*z + 1
*
[ -1/2 ] 
f(z) = -223/3*z^3 + 259/12*z + 1
*
[ -1 ] 
f(z) = -223/9*z^3 + 241/9*z + 1
*
[ -1 ] 
f(z) = -223/10*z^3 + 243/10*z + 1
*
[ -1 ] 
f(z) = -223/11*z^3 + 245/11*z + 1
*
[ -1 ] 
f(z) = -223/12*z^3 + 247/12*z + 1
*
[ -1 ] 
f(z) = -223/13*z^3 + 249/13*z + 1
*
[ -1 ] 
f(z) = -223/14*z^3 + 251/14*z + 1
*
[ -1 ] 
f(z) = -223/15*z^3 + 253/15*z + 1
*
[ -1 ] 
f(z) = -223/16*z^3 + 255/16*z + 1
*
-1 | 0.12177274756801002899865244214740140906 | 0.022218713779771370300022667434324116682
f(z) = -223/17*z^3 + 240/17*z + 1
*
[ -1 ] 
f(z) = -223/17*z^3 + 257/17*z + 1
*
-1 | 0.095345313640046564386964031137467976176 | 0.017383563110214646174199862373612378003
f(z) = -223/18*z^3 + 241/18*z + 1
*
[ -1 ] 
f(z) = -223/18*z^3 + 259/18*z + 1
*
-1 | 0.12171484804779136146743162998907666299 | 0.022174572589479020730171081089755026631
f(z) = -223/19*z^3 + 242/19*z + 1
*
[ -1 ] 
f(z) = -222/11*z^3 + 244/11*z + 1
*
[ -1 ] 
f(z) = -222/13*z^3 + 248/13*z + 1
*
[ -1 ] 
f(z) = -222/17*z^3 + 256/17*z + 1
*
-1 | 0.12162913426141315767778340409536675565 | 0.022175685943582507212518230128002797689
f(z) = -222/19*z^3 + 241/19*z + 1
*
[ -1/3 ] 
f(z) = -221*z^3 + 257/9*z + 1
*
[ -1/2 ] 
f(z) = -221/2*z^3 + 245/8*z + 1
*
[ -1/2 ] 
f(z) = -221/3*z^3 + 257/12*z + 1
*
[ -1 ] 
f(z) = -221/10*z^3 + 241/10*z + 1
*
[ -1 ] 
f(z) = -221/11*z^3 + 243/11*z + 1
*
[ -1 ] 
f(z) = -221/12*z^3 + 245/12*z + 1
*
[ -1 ] 
f(z) = -221/14*z^3 + 249/14*z + 1
*
[ -1 ] 
f(z) = -221/15*z^3 + 251/15*z + 1
*
[ -1 ] 
f(z) = -221/16*z^3 + 253/16*z + 1
*
[ -1 ] 
f(z) = -221/18*z^3 + 257/18*z + 1
*
-1 | 0.12154302168005970864915700053844796415 | 0.022176797884350506158964897319383317192
f(z) = -221/19*z^3 + 240/19*z + 1
*
[ -1 ] 
f(z) = -221/19*z^3 + 259/19*z + 1
*
-1/8 | 0.12789805858516050201607738740455663254 | 0.015088775091869068572210852058336301295
f(z) = -240*z^3 + 247/20*z + 1
*
[ -1/5 ] 
f(z) = -240/7*z^3 + 258/35*z + 1
*
[ -1/6 ] 
f(z) = -240/11*z^3 + 251/33*z + 1
*
[ -1/6 ] 
f(z) = -237/2*z^3 + 247/24*z + 1
*
[ -1/6 ] 
f(z) = -236/3*z^3 + 248/27*z + 1
*
[ -1/5 ] 
f(z) = -235/7*z^3 + 257/35*z + 1
*
[ -1/6 ] 
f(z) = -234/17*z^3 + 251/34*z + 1
*
[ -1/8 ] 
f(z) = -232/3*z^3 + 245/24*z + 1
*
[ -1/6 ] 
f(z) = -232/3*z^3 + 247/27*z + 1
*
[ 3/4 ] 
f(z) = -232/15*z^3 + 251/30*z + 1
*
[ -1/6 ] 
f(z) = -231/2*z^3 + 245/24*z + 1
*
[ -1/7 ] 
f(z) = -231/4*z^3 + 257/28*z + 1
*
[ 4/7 ] 
f(z) = -231/8*z^3 + 243/28*z + 1
*
[ -2/21 ] 
f(z) = -231/8*z^3 + 247/21*z + 1
*
[ 6/11 ] 
f(z) = -231/8*z^3 + 256/33*z + 1
*
[ -1/5 ] 
f(z) = -230/7*z^3 + 256/35*z + 1
*
[ -1/6 ] 
f(z) = -228/11*z^3 + 250/33*z + 1
*
-1/6 | 0.19063383796683589106958558795869433099 | 0.022662580832856181086014469341222944503
f(z) = -225*z^3 + 257/20*z + 1
*
[ -1/6 ] 
f(z) = -225/8*z^3 + 249/32*z + 1
*
[ -2/3 ] 
f(z) = -225/11*z^3 + 255/22*z + 1
*
-3/28 | 0.21195746944114958875948390066680031570 | 0.028808134610636614975616188163341887625
f(z) = -224/3*z^3 + 242/21*z + 1
*
[ -1/6 ] 
f(z) = -224/3*z^3 + 245/27*z + 1
*
[ -1/8 ] 
f(z) = -224/13*z^3 + 241/26*z + 1
*
-5/8 | 0.17070656794254653730646125902193595206 | 0.027962710847623090672818019310280810859
f(z) = -224/15*z^3 + 247/30*z + 1
*
[ -5/8 ] 
f(z) = -224/15*z^3 + 253/30*z + 1
*
-1/12 | 0.20997740308819260329376082738405742677 | 0.024470805330570645848527065633629849916
f(z) = -222*z^3 + 253/24*z + 1
*
[ -1/6 ] 
f(z) = -222/5*z^3 + 247/30*z + 1
*
1/2 | 0.089607279336671881771557819264799444035 | 0.012455078999403147074805428456383231828
f(z) = -222/5*z^3 + 253/30*z + 1
*
[ -3/13 ] 
f(z) = -221/9*z^3 + 259/39*z + 1
*
[ -1/3 ] 
f(z) = -237/14*z^3 + 247/42*z + 1
*
-1/5 | 0.18849573137819722669301107254703992315 | 0.026665031363382827097990578745666062460
f(z) = -235/8*z^3 + 247/40*z + 1
*
[ 4/11 ] 
f(z) = -231/4*z^3 + 259/44*z + 1
*
[ -4/11 ] 
f(z) = -231/16*z^3 + 249/44*z + 1
*
-1/7 | 0.097309147361927849176901598998494299060 | 0.012087036716058503900085780057230973118
f(z) = -224/3*z^3 + 253/42*z + 1
*
[ 7/15 ] 
f(z) = -225/11*z^3 + 255/77*z + 1
*
[ -1 ] 
f(z) = -240/11*z^3 + 262/11*z + 1
*
[ -1 ] 
f(z) = -240/13*z^3 + 266/13*z + 1
*
[ -1 ] 
f(z) = -240/17*z^3 + 274/17*z + 1
*
[ -1 ] 
f(z) = -240/19*z^3 + 278/19*z + 1
*
[ -1/3 ] 
f(z) = -239*z^3 + 275/9*z + 1
*
[ -1/2 ] 
f(z) = -239/2*z^3 + 263/8*z + 1
*
[ -1/2 ] 
f(z) = -239/3*z^3 + 275/12*z + 1
*
[ -1 ] 
f(z) = -239/11*z^3 + 261/11*z + 1
*
[ -1 ] 
f(z) = -239/12*z^3 + 263/12*z + 1
*
[ -1 ] 
f(z) = -239/13*z^3 + 265/13*z + 1
*
[ -1 ] 
f(z) = -239/14*z^3 + 267/14*z + 1
*
[ -1 ] 
f(z) = -239/15*z^3 + 269/15*z + 1
*
[ -1 ] 
f(z) = -239/16*z^3 + 271/16*z + 1
*
[ -1 ] 
f(z) = -239/17*z^3 + 273/17*z + 1
*
[ -1 ] 
f(z) = -239/18*z^3 + 275/18*z + 1
*
[ -1 ] 
f(z) = -239/19*z^3 + 277/19*z + 1
*
[ -1/3 ] 
f(z) = -238*z^3 + 274/9*z + 1
*
[ -1 ] 
f(z) = -238/11*z^3 + 260/11*z + 1
*
[ -1 ] 
f(z) = -238/13*z^3 + 264/13*z + 1
*
[ -1 ] 
f(z) = -238/15*z^3 + 268/15*z + 1
*
[ -1 ] 
f(z) = -238/19*z^3 + 276/19*z + 1
*
[ -1/2 ] 
f(z) = -237/2*z^3 + 261/8*z + 1
*
[ -1 ] 
f(z) = -237/13*z^3 + 263/13*z + 1
*
[ -1 ] 
f(z) = -237/14*z^3 + 265/14*z + 1
*
[ -1 ] 
f(z) = -237/16*z^3 + 269/16*z + 1
*
[ -1 ] 
f(z) = -237/17*z^3 + 271/17*z + 1
*
[ -1 ] 
f(z) = -237/19*z^3 + 275/19*z + 1
*
[ -1/3 ] 
f(z) = -236*z^3 + 272/9*z + 1
*
[ -1 ] 
f(z) = -236/13*z^3 + 262/13*z + 1
*
[ -1 ] 
f(z) = -236/15*z^3 + 266/15*z + 1
*
[ -1 ] 
f(z) = -236/17*z^3 + 270/17*z + 1
*
[ -1 ] 
f(z) = -236/19*z^3 + 274/19*z + 1
*
[ -1/3 ] 
f(z) = -235*z^3 + 271/9*z + 1
*
[ -1/2 ] 
f(z) = -235/3*z^3 + 271/12*z + 1
*
[ -1 ] 
f(z) = -235/13*z^3 + 261/13*z + 1
*
[ -1 ] 
f(z) = -235/14*z^3 + 263/14*z + 1
*
[ -1 ] 
f(z) = -235/16*z^3 + 267/16*z + 1
*
[ -1 ] 
f(z) = -235/17*z^3 + 269/17*z + 1
*
[ -1 ] 
f(z) = -235/18*z^3 + 271/18*z + 1
*
[ -1 ] 
f(z) = -235/19*z^3 + 273/19*z + 1
*
[ -1 ] 
f(z) = -234/17*z^3 + 268/17*z + 1
*
[ -1 ] 
f(z) = -234/19*z^3 + 272/19*z + 1
*
[ -1/3 ] 
f(z) = -233*z^3 + 269/9*z + 1
*
[ -1/2 ] 
f(z) = -233/3*z^3 + 269/12*z + 1
*
[ -1 ] 
f(z) = -233/14*z^3 + 261/14*z + 1
*
[ -1 ] 
f(z) = -233/15*z^3 + 263/15*z + 1
*
[ -1 ] 
f(z) = -233/16*z^3 + 265/16*z + 1
*
[ -1 ] 
f(z) = -233/17*z^3 + 267/17*z + 1
*
[ -1 ] 
f(z) = -233/18*z^3 + 269/18*z + 1
*
[ -1 ] 
f(z) = -233/19*z^3 + 271/19*z + 1
*
[ -1/12 ] 
f(z) = -232*z^3 + 263/18*z + 1
*
[ -1/3 ] 
f(z) = -232*z^3 + 268/9*z + 1
*
[ -3/4 ] 
f(z) = -232/3*z^3 + 275/6*z + 1
*
[ -1 ] 
f(z) = -232/15*z^3 + 262/15*z + 1
*
[ -1 ] 
f(z) = -232/17*z^3 + 266/17*z + 1
*
[ -1 ] 
f(z) = -232/19*z^3 + 270/19*z + 1
*
[ -1/2 ] 
f(z) = -231/4*z^3 + 279/16*z + 1
*
[ -1 ] 
f(z) = -231/16*z^3 + 263/16*z + 1
*
[ -1 ] 
f(z) = -231/17*z^3 + 265/17*z + 1
*
[ -1 ] 
f(z) = -231/19*z^3 + 269/19*z + 1
*
[ -1/3 ] 
f(z) = -230*z^3 + 266/9*z + 1
*
[ -1 ] 
f(z) = -230/17*z^3 + 264/17*z + 1
*
[ -1 ] 
f(z) = -230/19*z^3 + 268/19*z + 1
*
[ -1/3 ] 
f(z) = -229*z^3 + 265/9*z + 1
*
[ -1/2 ] 
f(z) = -229/3*z^3 + 265/12*z + 1
*
[ -1/2 ] 
f(z) = -229/4*z^3 + 277/16*z + 1
*
[ -1 ] 
f(z) = -229/16*z^3 + 261/16*z + 1
*
[ -1 ] 
f(z) = -229/17*z^3 + 263/17*z + 1
*
[ -1 ] 
f(z) = -229/18*z^3 + 265/18*z + 1
*
[ -1 ] 
f(z) = -229/19*z^3 + 267/19*z + 1
*
[ -1 ] 
f(z) = -228/17*z^3 + 262/17*z + 1
*
[ -1/3 ] 
f(z) = -227*z^3 + 263/9*z + 1
*
[ -1/2 ] 
f(z) = -227/3*z^3 + 263/12*z + 1
*
[ -1/2 ] 
f(z) = -227/4*z^3 + 275/16*z + 1
*
[ -1 ] 
f(z) = -227/17*z^3 + 261/17*z + 1
*
[ -1 ] 
f(z) = -227/18*z^3 + 263/18*z + 1
*
[ -1 ] 
f(z) = -227/19*z^3 + 265/19*z + 1
*
[ -1/3 ] 
f(z) = -226*z^3 + 262/9*z + 1
*
[ -1 ] 
f(z) = -226/17*z^3 + 260/17*z + 1
*
[ -1 ] 
f(z) = -226/19*z^3 + 264/19*z + 1
*
[ -8/15 ] 
f(z) = -225/2*z^3 + 279/8*z + 1
*
[ -1/2 ] 
f(z) = -225/4*z^3 + 273/16*z + 1
*
[ -3/5 ] 
f(z) = -225/4*z^3 + 275/12*z + 1
*
[ -6/5 ] 
f(z) = -225/16*z^3 + 265/12*z + 1
*
[ -1 ] 
f(z) = -225/19*z^3 + 263/19*z + 1
*
[ -1/3 ] 
f(z) = -224*z^3 + 260/9*z + 1
*
-1/14 | 0.20981145983640356175576295076176408131 | 0.026061258239784476288228082388786879663
f(z) = -224*z^3 + 261/14*z + 1
*
[ -1 ] 
f(z) = -224/19*z^3 + 262/19*z + 1
*
[ -1/2 ] 
f(z) = -223/4*z^3 + 271/16*z + 1
*
[ -1 ] 
f(z) = -223/19*z^3 + 261/19*z + 1
*
[ -1 ] 
f(z) = -222/19*z^3 + 260/19*z + 1
*
[ -1/2 ] 
f(z) = -221/4*z^3 + 269/16*z + 1
*
-1/8 | 0.16046685352752563306724470284071257211 | 0.018931079090340927695410508401112601935
f(z) = -240*z^3 + 267/20*z + 1
*
[ -1/8 ] 
f(z) = -240/7*z^3 + 267/28*z + 1
*
[ -1/12 ] 
f(z) = -240/7*z^3 + 278/21*z + 1
*
-1/4 | 0.11806371460127537493076304739870338136 | 0.016651965463270176691667876419250618273
f(z) = -240/7*z^3 + 278/35*z + 1
*
[ 3/7 ] 
f(z) = -238/3*z^3 + 278/21*z + 1
*
2/3 | 0.18525031356181882671237267169818085528 | 0.028210682890324945893202656404467815714
f(z) = -237/10*z^3 + 271/30*z + 1
*
[ -1/10 ] 
f(z) = -235*z^3 + 267/20*z + 1
*
-2/5 | 0.20307803222127790108315512701533348185 | 0.028727876534931394959665001602941801651
f(z) = -235/6*z^3 + 263/30*z + 1
*
1/2 | 0.18677489241671788892798342487206900524 | 0.025772432117559232748591983520476455541
f(z) = -234/5*z^3 + 271/30*z + 1
*
[ -2/3 ] 
f(z) = -234/11*z^3 + 263/22*z + 1
*
[ -1/6 ] 
f(z) = -234/19*z^3 + 279/38*z + 1
*
2/3 | 0.16399120005982112147444248825811824417 | 0.025071158530098652042682784048891180581
f(z) = -231/10*z^3 + 263/30*z + 1
*
-1/6 | 0.20856403686667996554427163536089012391 | 0.024794125716234105281443705741510272101
f(z) = -225*z^3 + 261/20*z + 1
*
-1/5 | 0.16733535188114590065635511646880805815 | 0.021979273488367799897949435931329580451
f(z) = -225/4*z^3 + 277/36*z + 1
*
[ -2/3 ] 
f(z) = -225/13*z^3 + 265/26*z + 1
*
-2/15 | 0.18132582068528309479597431408794430973 | 0.029680548746599529947157944778613678419
f(z) = -225/17*z^3 + 263/34*z + 1
*
[ -3/28 ] 
f(z) = -224*z^3 + 271/21*z + 1
*
-1/7 | 0.22965321478156440279116790182807123769 | 0.026264540221995855275974641935699315863
f(z) = -224*z^3 + 275/28*z + 1
*
[ 3/7 ] 
f(z) = -224/3*z^3 + 260/21*z + 1
*
7/16 | 0.12397899544419511132535926111810622458 | 0.016550199673435164217354209369697766165
f(z) = -224/3*z^3 + 271/24*z + 1
*
[ -1/8 ] 
f(z) = -224/15*z^3 + 277/30*z + 1
*
[ -2/13 ] 
f(z) = -221/2*z^3 + 263/26*z + 1
*
[ -1/3 ] 
f(z) = -237/16*z^3 + 271/48*z + 1
*
[ -1/4 ] 
f(z) = -236/11*z^3 + 279/44*z + 1
*
[ 5/12 ] 
f(z) = -234/5*z^3 + 269/40*z + 1
*
[ -1/3 ] 
f(z) = -231/16*z^3 + 269/48*z + 1
*
[ -1/4 ] 
f(z) = -228/11*z^3 + 277/44*z + 1
*
[ 7/15 ] 
f(z) = -225/8*z^3 + 279/56*z + 1
*
-11/30 | 0.15576796758470814341299677257880023876 | 0.022898989694709335832166538929505601587
f(z) = -225/11*z^3 + 269/44*z + 1
*
33/56 | 0.15071982760006095230684144206103115062 | 0.018721324145038246101862230470082048679
f(z) = -224/9*z^3 + 265/42*z + 1
*
[ -1/3 ] 
f(z) = -222/17*z^3 + 278/51*z + 1
*
[ -1/16 ] 
f(z) = -240*z^3 + 287/16*z + 1
*
[ 3/10 ] 
f(z) = -240*z^3 + 289/15*z + 1
*
[ -1/2 ] 
f(z) = -239/4*z^3 + 287/16*z + 1
*
[ -1/2 ] 
f(z) = -237/4*z^3 + 285/16*z + 1
*
[ -1/2 ] 
f(z) = -235/4*z^3 + 283/16*z + 1
*
[ -1/2 ] 
f(z) = -233/4*z^3 + 281/16*z + 1
*
[ -1/3 ] 
f(z) = -227/2*z^3 + 299/18*z + 1
*
[ -3/10 ] 
f(z) = -225*z^3 + 295/12*z + 1
*
[ -2/9 ] 
f(z) = -225*z^3 + 299/18*z + 1
*
[ 4/5 ] 
f(z) = -225/2*z^3 + 287/4*z + 1
*
[ -4/5 ] 
f(z) = -225/2*z^3 + 297/4*z + 1
*
[ -16/15 ] 
f(z) = -225/16*z^3 + 287/16*z + 1
*
[ 8/5 ] 
f(z) = -225/16*z^3 + 291/8*z + 1
*
[ 17/15 ] 
f(z) = -225/17*z^3 + 291/17*z + 1
*
[ -1/3 ] 
f(z) = -223/2*z^3 + 295/18*z + 1
*
[ -1/3 ] 
f(z) = -221/2*z^3 + 293/18*z + 1
*
11/40 | 0.11354289193275937230436393518924747659 | 0.013395224123070304556351330002047481541
f(z) = -240*z^3 + 283/20*z + 1
*
[ -7/20 ] 
f(z) = -240/7*z^3 + 282/35*z + 1
*
[ -1/6 ] 
f(z) = -240/13*z^3 + 293/39*z + 1
*
[ -1/2 ] 
f(z) = -239/5*z^3 + 299/20*z + 1
*
[ -1/2 ] 
f(z) = -237/5*z^3 + 297/20*z + 1
*
[ -2/5 ] 
f(z) = -235/6*z^3 + 293/30*z + 1
*
[ -2/3 ] 
f(z) = -234/17*z^3 + 293/34*z + 1
*
[ -1/2 ] 
f(z) = -233/5*z^3 + 293/20*z + 1
*
-1/8 | 0.17926268007852941198936025040093443286 | 0.023818551504355490257363853994411905416
f(z) = -232/3*z^3 + 293/24*z + 1
*
[ -1/11 ] 
f(z) = -231/2*z^3 + 285/22*z + 1
*
[ -1/2 ] 
f(z) = -231/5*z^3 + 291/20*z + 1
*
[ 2/3 ] 
f(z) = -231/10*z^3 + 293/30*z + 1
*
-1/5 | 0.11102440468984382436555099021948341962 | 0.014343007127701444102530496952912971551
f(z) = -230/3*z^3 + 287/30*z + 1
*
[ -1/2 ] 
f(z) = -229/5*z^3 + 289/20*z + 1
*
[ -1/6 ] 
f(z) = -228/13*z^3 + 292/39*z + 1
*
[ -1/2 ] 
f(z) = -227/5*z^3 + 287/20*z + 1
*
[ -1/2 ] 
f(z) = -227/6*z^3 + 299/24*z + 1
*
[ -3/5 ] 
f(z) = -225/7*z^3 + 299/21*z + 1
*
[ 4/5 ] 
f(z) = -225/14*z^3 + 281/28*z + 1
*
4/5 | 0.22345157853778296986565795922121919438 | 0.029350064411839310410606609220038728358
f(z) = -225/16*z^3 + 283/36*z + 1
*
[ -2/3 ] 
f(z) = -225/17*z^3 + 285/34*z + 1
*
[ -2/15 ] 
f(z) = -225/17*z^3 + 297/34*z + 1
*
[ -2/3 ] 
f(z) = -225/19*z^3 + 295/38*z + 1
*
-3/28 | 0.18865227507948359653878545307475498462 | 0.025640616249202633420766328282922029209
f(z) = -224/3*z^3 + 284/21*z + 1
*
[ -5/28 ] 
f(z) = -224/5*z^3 + 281/35*z + 1
*
[ -3/8 ] 
f(z) = -224/5*z^3 + 299/30*z + 1
*
7/8 | 0.16953416864912366562044212890218127990 | 0.027770665147009069357523526837506593951
f(z) = -224/13*z^3 + 291/26*z + 1
*
[ -1/2 ] 
f(z) = -223/5*z^3 + 283/20*z + 1
*
[ -1/2 ] 
f(z) = -223/6*z^3 + 295/24*z + 1
*
[ -1/2 ] 
f(z) = -221/5*z^3 + 281/20*z + 1
*
[ -1/2 ] 
f(z) = -221/6*z^3 + 293/24*z + 1
*
[ -1/3 ] 
f(z) = -240/17*z^3 + 284/51*z + 1
*
[ -3/14 ] 
f(z) = -238/9*z^3 + 289/42*z + 1
*
[ 2/3 ] 
f(z) = -237/14*z^3 + 295/42*z + 1
*
[ -1/3 ] 
f(z) = -237/17*z^3 + 283/51*z + 1
*
[ -1/5 ] 
f(z) = -235/8*z^3 + 287/40*z + 1
*
-2/7 | 0.23752143320107057663130626715705308548 | 0.027986698274310461815295096202575042479
f(z) = -231/4*z^3 + 289/42*z + 1
*
[ -1/3 ] 
f(z) = -231/17*z^3 + 281/51*z + 1
*
[ -1/3 ] 
f(z) = -228/17*z^3 + 280/51*z + 1
*
[ -11/30 ] 
f(z) = -225/11*z^3 + 285/44*z + 1
*
-7/30 | 0.16738955513488096231812688313228956644 | 0.024607445018830128625416401999870923055
f(z) = -225/14*z^3 + 281/56*z + 1
*
[ 5/12 ] 
f(z) = -224/5*z^3 + 287/45*z + 1
*
[ -4/13 ] 
f(z) = -221/16*z^3 + 289/52*z + 1
*
-1/4 | 0.13651120333097289093671230565397893034 | 0.019928275774778381373121877302007224256
f(z) = -236/15*z^3 + 299/60*z + 1
*
-1/5 | 0.20599015592044037120807945687668438137 | 0.027056530027813034715609568227571390570
f(z) = -225/8*z^3 + 289/72*z + 1
*
[ 3/4 ] 
f(z) = -232/27*z^3 + 9/2*z + 1
*
[ 3/5 ] 
f(z) = -230/27*z^3 + 12/5*z + 1
*
[ 4/5 ] 
f(z) = -225/32*z^3 + 17/4*z + 1
*
[ -3/4 ] 
f(z) = -224/27*z^3 + 7*z + 1
*
[ 3/4 ] 
f(z) = -224/27*z^3 + 13/3*z + 1
*
3/4 | 0.11608186052058460342884852743025672946 | 0.019014871773906742169049807604616733434
f(z) = -224/27*z^3 + 17/6*z + 1
*
[ 3/2 ] 
f(z) = -224/27*z^3 + 19*z + 1
*
[ 3/4 ] 
f(z) = -238/27*z^3 + 37/8*z + 1
*
[ 3/2 ] 
f(z) = -236/27*z^3 + 20*z + 1
*
[ -3/4 ] 
f(z) = -236/27*z^3 + 29/4*z + 1
*
[ -3/5 ] 
f(z) = -235/27*z^3 + 29/5*z + 1
*
[ 3/5 ] 
f(z) = -235/27*z^3 + 37/15*z + 1
*
[ -3/2 ] 
f(z) = -232/27*z^3 + 21*z + 1
*
[ -3/8 ] 
f(z) = -232/27*z^3 + 39/8*z + 1
*
[ 3/2 ] 
f(z) = -230/27*z^3 + 39/2*z + 1
*
[ 3/4 ] 
f(z) = -226/27*z^3 + 35/8*z + 1
*
[ -4/15 ] 
f(z) = -225/32*z^3 + 21/4*z + 1
*
[ -4/5 ] 
f(z) = -225/32*z^3 + 27/4*z + 1
*
-8/15 | 0.13884129222625879948878797272250577910 | 0.025634918468230143801515881491812022253
f(z) = -225/32*z^3 + 29/8*z + 1
*
[ -8/15 ] 
f(z) = -225/32*z^3 + 39/8*z + 1
*
[ 5/8 ] 
f(z) = -224/25*z^3 + 29/10*z + 1
*
[ -3/8 ] 
f(z) = -224/27*z^3 + 29/6*z + 1
*
[ -3/7 ] 
f(z) = -224/27*z^3 + 34/7*z + 1
*
[ -3/2 ] 
f(z) = -238/27*z^3 + 43/2*z + 1
*
[ 3/4 ] 
f(z) = -236/27*z^3 + 55/12*z + 1
*
[ -3/4 ] 
f(z) = -232/27*z^3 + 43/6*z + 1
*
[ 3/2 ] 
f(z) = -232/27*z^3 + 59/3*z + 1
*
[ -3/10 ] 
f(z) = -230/27*z^3 + 51/10*z + 1
*
[ -3/4 ] 
f(z) = -230/27*z^3 + 57/8*z + 1
*
[ -3/2 ] 
f(z) = -226/27*z^3 + 41/2*z + 1
*
[ 2/3 ] 
f(z) = -225/28*z^3 + 43/14*z + 1
*
[ 4/3 ] 
f(z) = -225/32*z^3 + 51/4*z + 1
*
[ -4/3 ] 
f(z) = -225/32*z^3 + 57/4*z + 1
*
15/16 | 0.21826020237785067539698532949470499778 | 0.029135983213735002395740717185792636589
f(z) = -224/27*z^3 + 45/8*z + 1
*
[ -3/16 ] 
f(z) = -224/27*z^3 + 53/8*z + 1
*
[ 3/5 ] 
f(z) = -227/27*z^3 + 59/25*z + 1
*
-2/5 | 0.17662236318838414272482487574821391090 | 0.027111305067350363919519478928709761575
f(z) = -225/32*z^3 + 47/24*z + 1
*
[ 3/5 ] 
f(z) = -224/27*z^3 + 58/25*z + 1
*
[ 3/5 ] 
f(z) = -221/27*z^3 + 57/25*z + 1
*
[ -3/2 ] 
f(z) = -236/27*z^3 + 64/3*z + 1
*
[ -2/5 ] 
f(z) = -235/24*z^3 + 76/15*z + 1
*
[ 3/4 ] 
f(z) = -235/27*z^3 + 73/16*z + 1
*
[ 3 ] 
f(z) = -235/27*z^3 + 79*z + 1
*
[ 5/6 ] 
f(z) = -234/25*z^3 + 63/10*z + 1
*
[ -3 ] 
f(z) = -233/27*z^3 + 79*z + 1
*
[ 3/2 ] 
f(z) = -233/27*z^3 + 79/4*z + 1
*
[ 3 ] 
f(z) = -232/27*z^3 + 78*z + 1
*
[ -3 ] 
f(z) = -230/27*z^3 + 78*z + 1
*
[ 3/4 ] 
f(z) = -229/27*z^3 + 71/16*z + 1
*
[ 3 ] 
f(z) = -229/27*z^3 + 77*z + 1
*
[ -3 ] 
f(z) = -227/27*z^3 + 77*z + 1
*
[ 3/2 ] 
f(z) = -227/27*z^3 + 77/4*z + 1
*
[ 3 ] 
f(z) = -226/27*z^3 + 76*z + 1
*
[ -2/5 ] 
f(z) = -225/28*z^3 + 67/14*z + 1
*
-14/15 | 0.15227632006794678910712986754574609197 | 0.027700865941723084794129854172068600172
f(z) = -225/32*z^3 + 61/8*z + 1
*
[ -2/15 ] 
f(z) = -225/32*z^3 + 69/8*z + 1
*
[ -5/8 ] 
f(z) = -224/25*z^3 + 61/10*z + 1
*
[ 5/4 ] 
f(z) = -224/25*z^3 + 71/5*z + 1
*
[ -5/4 ] 
f(z) = -224/25*z^3 + 79/5*z + 1
*
[ -3/2 ] 
f(z) = -224/27*z^3 + 61/3*z + 1
*
[ -3/28 ] 
f(z) = -224/27*z^3 + 73/7*z + 1
*
[ -3 ] 
f(z) = -224/27*z^3 + 76*z + 1
*
[ 3/4 ] 
f(z) = -223/27*z^3 + 69/16*z + 1
*
[ 3 ] 
f(z) = -223/27*z^3 + 75*z + 1
*
[ -3 ] 
f(z) = -221/27*z^3 + 75*z + 1
*
[ 3/2 ] 
f(z) = -221/27*z^3 + 75/4*z + 1
*
[ -3/13 ] 
f(z) = -221/27*z^3 + 75/13*z + 1
*
[ 3/5 ] 
f(z) = -239/27*z^3 + 63/25*z + 1
*
[ 2/3 ] 
f(z) = -237/32*z^3 + 67/24*z + 1
*
[ 3/5 ] 
f(z) = -236/27*z^3 + 62/25*z + 1
*
[ 3/5 ] 
f(z) = -233/27*z^3 + 61/25*z + 1
*
[ 2/3 ] 
f(z) = -231/32*z^3 + 65/24*z + 1
*
3/4 | 0.18407790928050271219705257717576826911 | 0.025018892721162861687182271793576851724
f(z) = -224/27*z^3 + 64/21*z + 1
*
[ -3 ] 
f(z) = -239/27*z^3 + 81*z + 1
*
[ 3/2 ] 
f(z) = -239/27*z^3 + 81/4*z + 1
*
[ 3 ] 
f(z) = -238/27*z^3 + 80*z + 1
*
[ -3/14 ] 
f(z) = -238/27*z^3 + 85/14*z + 1
*
[ -3 ] 
f(z) = -236/27*z^3 + 80*z + 1
*
[ -3/2 ] 
f(z) = -235/27*z^3 + 85/4*z + 1
*
[ -5/6 ] 
f(z) = -234/25*z^3 + 87/10*z + 1
*
[ -3/5 ] 
f(z) = -230/27*z^3 + 86/15*z + 1
*
[ -3/2 ] 
f(z) = -229/27*z^3 + 83/4*z + 1
*
[ 5/6 ] 
f(z) = -228/25*z^3 + 92/15*z + 1
*
[ -2/3 ] 
f(z) = -225/28*z^3 + 85/14*z + 1
*
[ 14/15 ] 
f(z) = -225/28*z^3 + 97/14*z + 1
*
[ 6/7 ] 
f(z) = -224/27*z^3 + 83/14*z + 1
*
[ -3/2 ] 
f(z) = -223/27*z^3 + 81/4*z + 1
*
[ 4/5 ] 
f(z) = -235/32*z^3 + 89/20*z + 1
*
[ 2/3 ] 
f(z) = -225/26*z^3 + 87/26*z + 1
*
-2/5 | 0.19400910589887551930328712456991099551 | 0.029780147660340098946829260920224610350
f(z) = -225/32*z^3 + 95/24*z + 1
*
[ 2/3 ] 
f(z) = -225/34*z^3 + 83/34*z + 1
*
[ 2/3 ] 
f(z) = -225/38*z^3 + 81/38*z + 1
*
[ 2/3 ] 
f(z) = -223/24*z^3 + 98/27*z + 1
*
[ 2/3 ] 
f(z) = -221/24*z^3 + 97/27*z + 1
*
[ 5/9 ] 
f(z) = -234/25*z^3 + 94/45*z + 1
*
-2 | 0.094821676844979125993353423379319288266 | 0.013842325607607656739030888255980392294
f(z) = -239/24*z^3 + 118/3*z + 1
*
[ -3/4 ] 
f(z) = -239/27*z^3 + 117/16*z + 1
*
-6/7 | 0.19615575333914487002067668453933258690 | 0.024182939373141117911434400750343064756
f(z) = -238/27*z^3 + 107/14*z + 1
*
[ -3/17 ] 
f(z) = -238/27*z^3 + 118/17*z + 1
*
-2 | 0.094513018508691286495911074602227391727 | 0.013831783929115921457814975618267118232
f(z) = -235/24*z^3 + 116/3*z + 1
*
[ 2 ] 
f(z) = -235/24*z^3 + 119/3*z + 1
*
-2 | 0.094355170981682197817459685861771291056 | 0.013826202307161542365033242575552069111
f(z) = -233/24*z^3 + 115/3*z + 1
*
[ 2 ] 
f(z) = -233/24*z^3 + 118/3*z + 1
*
[ -3/4 ] 
f(z) = -233/27*z^3 + 115/16*z + 1
*
-2 | 0.094038527772303651256274561044047544842 | 0.013815320289869233234657779335181930446
f(z) = -229/24*z^3 + 113/3*z + 1
*
[ 2 ] 
f(z) = -229/24*z^3 + 116/3*z + 1
*
[ -2 ] 
f(z) = -229/24*z^3 + 119/3*z + 1
*
-2 | 0.093877617825699570316034620001857594512 | 0.013809714725730676003716584662059346306
f(z) = -227/24*z^3 + 112/3*z + 1
*
[ 2 ] 
f(z) = -227/24*z^3 + 115/3*z + 1
*
[ -2 ] 
f(z) = -227/24*z^3 + 118/3*z + 1
*
[ -3/4 ] 
f(z) = -227/27*z^3 + 113/16*z + 1
*
[ 3/2 ] 
f(z) = -226/27*z^3 + 115/6*z + 1
*
-3/4 | 0.18949339942776196970642057149177061963 | 0.023537496098030980403999998248496369854
f(z) = -224/27*z^3 + 101/14*z + 1
*
-2 | 0.093551532591517150552177029475414365758 | 0.013798320079234633010501492055294119112
f(z) = -223/24*z^3 + 110/3*z + 1
*
[ 2 ] 
f(z) = -223/24*z^3 + 113/3*z + 1
*
[ -2 ] 
f(z) = -223/24*z^3 + 116/3*z + 1
*
-2 | 0.093386306422046815889798397713413512735 | 0.013792528548042201963536673353499673549
f(z) = -221/24*z^3 + 109/3*z + 1
*
[ 2 ] 
f(z) = -221/24*z^3 + 112/3*z + 1
*
[ -2 ] 
f(z) = -221/24*z^3 + 115/3*z + 1
*
[ -3/4 ] 
f(z) = -221/27*z^3 + 111/16*z + 1
*
[ 2/3 ] 
f(z) = -239/24*z^3 + 106/27*z + 1
*
[ -3/7 ] 
f(z) = -238/27*z^3 + 104/21*z + 1
*
[ 2/3 ] 
f(z) = -235/24*z^3 + 104/27*z + 1
*
-4/5 | 0.20342236675701345413209395591355252172 | 0.028776586875095344197082367461313426124
f(z) = -235/32*z^3 + 119/20*z + 1
*
[ -1/3 ] 
f(z) = -234/23*z^3 + 118/23*z + 1
*
[ 2/3 ] 
f(z) = -233/24*z^3 + 103/27*z + 1
*
[ 3/4 ] 
f(z) = -230/27*z^3 + 107/24*z + 1
*
[ 2/3 ] 
f(z) = -229/24*z^3 + 101/27*z + 1
*
[ 2/3 ] 
f(z) = -227/24*z^3 + 100/27*z + 1
*
[ -1/3 ] 
f(z) = -225/23*z^3 + 117/23*z + 1
*
-7/15 | 0.11456177538626860697926556496527843203 | 0.021152077487271200056200948767716394754
f(z) = -225/28*z^3 + 113/28*z + 1
*
-2/5 | 0.12317818259315012735971788942845285191 | 0.018907692240323894005616926468919690463
f(z) = -225/32*z^3 + 119/24*z + 1
*
[ 3/4 ] 
f(z) = -224/33*z^3 + 115/33*z + 1
*
[ 3/4 ] 
f(z) = -224/39*z^3 + 113/39*z + 1
*
[ 3/5 ] 
f(z) = -235/36*z^3 + 101/60*z + 1
*
[ 2 ] 
f(z) = -239/24*z^3 + 121/3*z + 1
*
[ -2 ] 
f(z) = -239/24*z^3 + 124/3*z + 1
*
[ 3/2 ] 
f(z) = -238/27*z^3 + 121/6*z + 1
*
[ -6/7 ] 
f(z) = -238/27*z^3 + 121/14*z + 1
*
[ -2 ] 
f(z) = -235/24*z^3 + 122/3*z + 1
*
[ 6/5 ] 
f(z) = -235/27*z^3 + 127/10*z + 1
*
[ 5/3 ] 
f(z) = -234/25*z^3 + 132/5*z + 1
*
[ -5/3 ] 
f(z) = -234/25*z^3 + 138/5*z + 1
*
[ -2 ] 
f(z) = -233/24*z^3 + 121/3*z + 1
*
[ -3/2 ] 
f(z) = -230/27*z^3 + 125/6*z + 1
*
[ -5/6 ] 
f(z) = -228/25*z^3 + 128/15*z + 1
*
[ -2/15 ] 
f(z) = -225/28*z^3 + 121/14*z + 1
*
[ -14/15 ] 
f(z) = -225/28*z^3 + 127/14*z + 1
*
[ 16/15 ] 
f(z) = -225/32*z^3 + 129/16*z + 1
*
[ -1/2 ] 
f(z) = -240/23*z^3 + 129/23*z + 1
*
[ -1/4 ] 
f(z) = -240/23*z^3 + 130/23*z + 1
*
[ -2/3 ] 
f(z) = -237/32*z^3 + 139/24*z + 1
*
[ -1/2 ] 
f(z) = -236/21*z^3 + 122/21*z + 1
*
[ -1/2 ] 
f(z) = -236/23*z^3 + 128/23*z + 1
*
[ -1/2 ] 
f(z) = -236/25*z^3 + 134/25*z + 1
*
[ -3/10 ] 
f(z) = -236/27*z^3 + 128/25*z + 1
*
[ -4/5 ] 
f(z) = -235/32*z^3 + 139/20*z + 1
*
[ -1/3 ] 
f(z) = -234/25*z^3 + 126/25*z + 1
*
[ -1/2 ] 
f(z) = -232/21*z^3 + 121/21*z + 1
*
[ -1/2 ] 
f(z) = -232/23*z^3 + 127/23*z + 1
*
[ -1/2 ] 
f(z) = -232/25*z^3 + 133/25*z + 1
*
[ -1/2 ] 
f(z) = -232/27*z^3 + 139/27*z + 1
*
[ 2/3 ] 
f(z) = -231/20*z^3 + 139/30*z + 1
*
[ -2/3 ] 
f(z) = -231/32*z^3 + 137/24*z + 1
*
[ -1/2 ] 
f(z) = -228/23*z^3 + 126/23*z + 1
*
[ -1/2 ] 
f(z) = -228/25*z^3 + 132/25*z + 1
*
-7/15 | 0.093835002722017948591227672867063028984 | 0.017325196313536938319487782228520528889
f(z) = -225/28*z^3 + 121/28*z + 1
*
[ -1/2 ] 
f(z) = -224/23*z^3 + 125/23*z + 1
*
[ -1/4 ] 
f(z) = -224/23*z^3 + 129/23*z + 1
*
[ -1/2 ] 
f(z) = -224/25*z^3 + 131/25*z + 1
*
[ -1/4 ] 
f(z) = -224/25*z^3 + 139/25*z + 1
*
[ -3/14 ] 
f(z) = -224/27*z^3 + 127/21*z + 1
*
[ -3/10 ] 
f(z) = -224/27*z^3 + 127/25*z + 1
*
[ -1/2 ] 
f(z) = -224/27*z^3 + 137/27*z + 1
*
[ 2/3 ] 
f(z) = -237/28*z^3 + 137/42*z + 1
*
[ 5/8 ] 
f(z) = -232/25*z^3 + 121/40*z + 1
*
[ 9/16 ] 
f(z) = -224/27*z^3 + 133/72*z + 1
*
[ 5/4 ] 
f(z) = -232/25*z^3 + 147/10*z + 1
*
[ 4/3 ] 
f(z) = -231/32*z^3 + 157/12*z + 1
*
[ -6/5 ] 
f(z) = -230/27*z^3 + 141/10*z + 1
*
-8/5 | 0.11305957669713640487419327566806199259 | 0.017846662744900890622449198518412597010
f(z) = -225/32*z^3 + 141/8*z + 1
*
[ 8/5 ] 
f(z) = -225/32*z^3 + 147/8*z + 1
*
[ -16/15 ] 
f(z) = -225/32*z^3 + 159/16*z + 1
*
[ -1/2 ] 
f(z) = -240/29*z^3 + 147/29*z + 1
*
[ -1/2 ] 
f(z) = -240/31*z^3 + 153/31*z + 1
*
[ 5/7 ] 
f(z) = -238/25*z^3 + 156/35*z + 1
*
[ -3/5 ] 
f(z) = -238/27*z^3 + 146/25*z + 1
*
[ -3/8 ] 
f(z) = -238/27*z^3 + 157/32*z + 1
*
[ 2/3 ] 
f(z) = -237/20*z^3 + 143/30*z + 1
*
[ -1/2 ] 
f(z) = -236/27*z^3 + 140/27*z + 1
*
[ -1/2 ] 
f(z) = -236/29*z^3 + 146/29*z + 1
*
[ -1/2 ] 
f(z) = -236/31*z^3 + 152/31*z + 1
*
[ -1/2 ] 
f(z) = -236/33*z^3 + 158/33*z + 1
*
0 | 0.12049039280506714666935069240820464578 | 0.022052361255747400183019206932907074056
f(z) = -236/39*z^3 + 158/39*z + 1
*
0 | 0.12791219163026829762282642649557685981 | 0.023428919887578632194422047877935056479
f(z) = -235/38*z^3 + 159/38*z + 1
*
0 | 0.12041350539074655337974246306970998935 | 0.022055429863455943208240640634406749164
f(z) = -235/39*z^3 + 157/39*z + 1
*
[ -1/3 ] 
f(z) = -234/29*z^3 + 142/29*z + 1
*
[ -1/3 ] 
f(z) = -234/31*z^3 + 150/31*z + 1
*
0 | 0.14058209513018847194525822792243011780 | 0.025789965770325684717722529460012055282
f(z) = -233/37*z^3 + 159/37*z + 1
*
0 | 0.12775736439158812298447424841883013639 | 0.023437252457468521185673856927356088630
f(z) = -233/38*z^3 + 157/38*z + 1
*
0 | 0.12025979955695700127664530777852601915 | 0.022061814566413703540394418956721268669
f(z) = -233/39*z^3 + 155/39*z + 1
*
[ -3/5 ] 
f(z) = -232/27*z^3 + 144/25*z + 1
*
[ -1/2 ] 
f(z) = -232/31*z^3 + 151/31*z + 1
*
[ -1/2 ] 
f(z) = -232/33*z^3 + 157/33*z + 1
*
0 | 0.14050414872558692852963217938558966604 | 0.025796020468415344728197804353638194451
f(z) = -232/37*z^3 + 158/37*z + 1
*
0 | 0.12018194211461834139797771376479650166 | 0.022064941618040840018277749669816648802
f(z) = -232/39*z^3 + 154/39*z + 1
*
[ 5/7 ] 
f(z) = -231/25*z^3 + 151/35*z + 1
*
[ -4/7 ] 
f(z) = -231/32*z^3 + 143/28*z + 1
*
0 | 0.14042587276968796050849633773957751397 | 0.025802112266797063798840995781557394645
f(z) = -231/37*z^3 + 157/37*z + 1
*
0 | 0.12760123144232985897922795199574260713 | 0.023445688704789998571981787378121160316
f(z) = -231/38*z^3 + 155/38*z + 1
*
0 | 0.14034726446336179066863386118112702796 | 0.025808241566663032826429466424100272214
f(z) = -230/37*z^3 + 156/37*z + 1
*
0 | 0.12002523802159344063031300963957386006 | 0.022071255530357439871325974176001995161
f(z) = -230/39*z^3 + 152/39*z + 1
*
[ -3/5 ] 
f(z) = -229/27*z^3 + 143/25*z + 1
*
0 | 0.14024657957955407736471709774071606688 | 0.025810407578418200895642984351606971428
f(z) = -229/35*z^3 + 159/35*z + 1
*
0 | 0.10102352686917664371731799256005022396 | 0.018591957189399158133712660670647718692
f(z) = -229/36*z^3 + 157/36*z + 1
*
0 | 0.14026832097165552894563804292820015432 | 0.025814408775403845425847758140333655034
f(z) = -229/37*z^3 + 155/37*z + 1
*
0 | 0.12744377056652512359362317321675318490 | 0.023454230908972370351898321967079137309
f(z) = -229/38*z^3 + 153/38*z + 1
*
0 | 0.11994535213937162640353219428420689020 | 0.022074252613754336816277857802893704118
f(z) = -229/39*z^3 + 151/39*z + 1
*
[ -1/2 ] 
f(z) = -228/29*z^3 + 144/29*z + 1
*
[ -1/2 ] 
f(z) = -228/31*z^3 + 150/31*z + 1
*
0 | 0.14016720571088616980014309685120040124 | 0.025816592880619196602420651624350645951
f(z) = -228/35*z^3 + 158/35*z + 1
*
0 | 0.14018903942317913156162118433097708885 | 0.025820614306732966854447900612371337730
f(z) = -228/37*z^3 + 154/37*z + 1
*
0 | 0.12724110528727349996011266619673806220 | 0.023454797717444536152495413885584274656
f(z) = -227/34*z^3 + 159/34*z + 1
*
0 | 0.14008749008926846945166179235696329534 | 0.025822816733398356101356041651985720494
f(z) = -227/35*z^3 + 157/35*z + 1
*
0 | 0.10086453017387647461610071768944468050 | 0.018592711425699739050704879474495506941
f(z) = -227/36*z^3 + 155/36*z + 1
*
0 | 0.14010941690947814410169076674027771353 | 0.025826858580814280209006848159684201748
f(z) = -227/37*z^3 + 153/37*z + 1
*
0 | 0.12728495897620774467141292672227701376 | 0.023462881421219304626031208162409220414
f(z) = -227/38*z^3 + 151/38*z + 1
*
0 | 0.11978766647666918155165246929572618937 | 0.022080879287489182261346465404459917596
f(z) = -227/39*z^3 + 149/39*z + 1
*
[ -3/5 ] 
f(z) = -226/27*z^3 + 142/25*z + 1
*
[ -3/8 ] 
f(z) = -226/27*z^3 + 155/32*z + 1
*
0 | 0.14000742975841161596636210624090504115 | 0.025829079560819698041069487723637405413
f(z) = -226/35*z^3 + 156/35*z + 1
*
0 | 0.14002945048439288563928012999579511287 | 0.025833142024392800324336782086844119448
f(z) = -226/37*z^3 + 152/37*z + 1
*
0 | 0.11970676001226466244218979602948889180 | 0.022083938214278748527610274126612871170
f(z) = -226/39*z^3 + 148/39*z + 1
*
[ -1/5 ] 
f(z) = -225/22*z^3 + 141/22*z + 1
*
[ -2/3 ] 
f(z) = -225/22*z^3 + 155/22*z + 1
*
[ -1/5 ] 
f(z) = -225/23*z^3 + 147/23*z + 1
*
[ -4/15 ] 
f(z) = -225/28*z^3 + 149/28*z + 1
*
[ -1/3 ] 
f(z) = -225/29*z^3 + 141/29*z + 1
*
[ -1/3 ] 
f(z) = -225/31*z^3 + 149/31*z + 1
*
[ -1/3 ] 
f(z) = -225/32*z^3 + 153/32*z + 1
*
[ -2/5 ] 
f(z) = -225/34*z^3 + 155/34*z + 1
*
0 | 0.12708054236201974884404432736870621009 | 0.023463476103636555510432280637938801106
f(z) = -225/34*z^3 + 157/34*z + 1
*
0 | 0.13994913716340372059420676654555853554 | 0.025839465070928648883973296460741348711
f(z) = -225/37*z^3 + 151/37*z + 1
*
0 | 0.12712477329160246562546512135894991652 | 0.023471642667455186761014305617136395124
f(z) = -225/38*z^3 + 149/38*z + 1
*
[ 5/7 ] 
f(z) = -224/25*z^3 + 146/35*z + 1
*
[ -1/4 ] 
f(z) = -224/27*z^3 + 149/27*z + 1
*
[ -1/2 ] 
f(z) = -224/29*z^3 + 143/29*z + 1
*
[ -1/4 ] 
f(z) = -224/29*z^3 + 159/29*z + 1
*
[ -1/2 ] 
f(z) = -224/31*z^3 + 149/31*z + 1
*
[ -1/2 ] 
f(z) = -224/33*z^3 + 155/33*z + 1
*
0 | 0.11948037352474142226034995444568764137 | 0.022078379180727303665454135054912967200
f(z) = -224/33*z^3 + 158/33*z + 1
*
0 | 0.13986847392296205421714456045519206103 | 0.025845828160734387454273471744728557625
f(z) = -224/37*z^3 + 150/37*z + 1
*
0 | 0.11954700664378201396052518391551923506 | 0.022090692092252208506301962272402132101
f(z) = -224/39*z^3 + 146/39*z + 1
*
[ -3/5 ] 
f(z) = -223/27*z^3 + 141/25*z + 1
*
0 | 0.11405949574861270670781182374890975852 | 0.021094113627134282013761801619822064467
f(z) = -223/32*z^3 + 159/32*z + 1
*
0 | 0.11939916423378357199994501670069883794 | 0.022081629598673128595962493364677248178
f(z) = -223/33*z^3 + 157/33*z + 1
*
0 | 0.12691857480067746522018339567922342928 | 0.023472266124515065875941306294832911494
f(z) = -223/34*z^3 + 155/34*z + 1
*
0 | 0.13976515036544413205612501817990518751 | 0.025848106232383075796203838209533361823
f(z) = -223/35*z^3 + 153/35*z + 1
*
0 | 0.10054238087527076804549509503401940927 | 0.018594264270639387137667614514706722599
f(z) = -223/36*z^3 + 151/36*z + 1
*
0 | 0.13978745769980667642567706899911688566 | 0.025852231741115808478905810291141791478
f(z) = -223/37*z^3 + 149/37*z + 1
*
0 | 0.12696318952044823783027404180451496135 | 0.023480517151420897855998309298163366918
f(z) = -223/38*z^3 + 147/38*z + 1
*
0 | 0.11946608644105495162584698290348324793 | 0.022094006162632980082740160035923539419
f(z) = -223/39*z^3 + 145/39*z + 1
*
0 | 0.13968368085386717346508844354048458485 | 0.025854529334390918161300641125172635858
f(z) = -222/35*z^3 + 152/35*z + 1
*
0 | 0.13955672256086053856597087254620794678 | 0.025852633623218253698704036232546731728
f(z) = -221/31*z^3 + 159/31*z + 1
*
0 | 0.11389590244313626667376187216370108883 | 0.021099012523485663185925977092289240283
f(z) = -221/32*z^3 + 157/32*z + 1
*
0 | 0.11923566917145485398709631823912843336 | 0.022088194773738560003425781456444101743
f(z) = -221/33*z^3 + 155/33*z + 1
*
0 | 0.13960185125990807816820899926878185660 | 0.025860993634122491759580544351063255899
f(z) = -221/35*z^3 + 151/35*z + 1
*
0 | 0.10037917948472532542278329199010881690 | 0.018595063734648571275961399173348245906
f(z) = -221/36*z^3 + 149/36*z + 1
*
0 | 0.13962435384953926441755825781628448753 | 0.025865162198664805276506446063699847238
f(z) = -221/37*z^3 + 147/37*z + 1
*
0 | 0.12680018303641032454882162549929160099 | 0.023489507457928057346433903522625574096
f(z) = -221/38*z^3 + 145/38*z + 1
*
-15/56 | 0.21103774009494953374911614920319697054 | 0.026213577881987219653612395532567547886
f(z) = -224/25*z^3 + 143/70*z + 1
*
[ 4/3 ] 
f(z) = -237/32*z^3 + 161/12*z + 1
*
[ -4/3 ] 
f(z) = -237/32*z^3 + 179/12*z + 1
*
[ -5/4 ] 
f(z) = -232/25*z^3 + 163/10*z + 1
*
[ -4/3 ] 
f(z) = -231/32*z^3 + 175/12*z + 1
*
-2/15 | 0.19278349557045517168378338995003322904 | 0.029694450677952702249041384941263033448
f(z) = -225/32*z^3 + 165/8*z + 1
*
[ -1/4 ] 
f(z) = -240/29*z^3 + 160/29*z + 1
*
[ -1/4 ] 
f(z) = -240/31*z^3 + 170/31*z + 1
*
0 | 0.14105628955207427619590528252094440781 | 0.025737198075814997140119881072687619084
f(z) = -240/31*z^3 + 178/31*z + 1
*
0 | 0.14111872040215301501592427407420701014 | 0.025748589238588528232931085449897947269
f(z) = -240/37*z^3 + 166/37*z + 1
*
[ -1/2 ] 
f(z) = -240/37*z^3 + 171/37*z + 1
*
0 | 0.10779079712623705150819476245401712152 | 0.019682555376127717648392074709888493065
f(z) = -239/30*z^3 + 179/30*z + 1
*
0 | 0.14098032083652726942917266137599820278 | 0.025742948802572508533890864992395672631
f(z) = -239/31*z^3 + 177/31*z + 1
*
0 | 0.11531867266205758652487263249066837779 | 0.021057142363594384086392423191841835242
f(z) = -239/32*z^3 + 175/32*z + 1
*
0 | 0.12065761277955995490926690613528462728 | 0.022032030640832961028589111482954951902
f(z) = -239/33*z^3 + 173/33*z + 1
*
0 | 0.12817629624263470660918681620220105925 | 0.023404939159583709264864370422559747944
f(z) = -239/34*z^3 + 171/34*z + 1
*
0 | 0.14102214596277940845384274288153057988 | 0.025750586053483707895944288281743756311
f(z) = -239/35*z^3 + 169/35*z + 1
*
0 | 0.10179865188255262571288681496886116860 | 0.018588392110570871611046377282368898883
f(z) = -239/36*z^3 + 167/36*z + 1
*
0 | 0.14104300536699843583050197239983764029 | 0.025754394972144669386254214173639894281
f(z) = -239/37*z^3 + 165/37*z + 1
*
0 | 0.12821801509293125506063222925919345171 | 0.023412557004548976038645002752882190359
f(z) = -239/38*z^3 + 163/38*z + 1
*
0 | 0.12072019115965173778739930724854316169 | 0.022043457427389353231365594547159041086
f(z) = -239/39*z^3 + 161/39*z + 1
*
[ -3/4 ] 
f(z) = -238/27*z^3 + 175/24*z + 1
*
0 | 0.14090403913874126837511012889739624003 | 0.025748733485839333484470991980034839619
f(z) = -238/31*z^3 + 176/31*z + 1
*
0 | 0.12058141661902532632682880780366146094 | 0.022034987633044917866332037709301784623
f(z) = -238/33*z^3 + 172/33*z + 1
*
0 | 0.14096697942036113798225045336249595770 | 0.025760235161354525333805962377243185906
f(z) = -238/37*z^3 + 164/37*z + 1
*
0 | 0.12064424989373135100944394898196839751 | 0.022046469754170309561450977650080608317
f(z) = -238/39*z^3 + 160/39*z + 1
*
0 | 0.14080630344861271287156487490252848005 | 0.025750686681251882750850725874097252530
f(z) = -237/29*z^3 + 179/29*z + 1
*
0 | 0.14082744186872961240622688900020080589 | 0.025754552480012558295639382939582431294
f(z) = -237/31*z^3 + 175/31*z + 1
*
0 | 0.11516587965521280300319096993820837086 | 0.021061560532014406269234859227362755550
f(z) = -237/32*z^3 + 173/32*z + 1
*
0 | 0.12802367472270623043104977230259304176 | 0.023412996824890336262378364864752142364
f(z) = -237/34*z^3 + 169/34*z + 1
*
0 | 0.14086960996985048161194351405528112427 | 0.025762264191301841116464038654806002377
f(z) = -237/35*z^3 + 167/35*z + 1
*
0 | 0.14089063999772263581845678671973151864 | 0.025766110167265775653449153980941274781
f(z) = -237/37*z^3 + 163/37*z + 1
*
0 | 0.12806573482132996975517759767650095540 | 0.023420688784660004768752023500957599817
f(z) = -237/38*z^3 + 161/38*z + 1
*
0 | 0.14072930073694976043495089535478705254 | 0.025756521386238047665057228815164886153
f(z) = -236/29*z^3 + 178/29*z + 1
*
0 | 0.14075052640421801418640628394676106705 | 0.025760406144778515632943251384177619725
f(z) = -236/31*z^3 + 174/31*z + 1
*
0 | 0.12042704345797029989105327318502517373 | 0.022040766948060516719871986664070376939
f(z) = -236/33*z^3 + 170/33*z + 1
*
[ -1/2 ] 
f(z) = -236/35*z^3 + 164/35*z + 1
*
0 | 0.14079286811153413264189019874522306361 | 0.025768155597694905322478455252971004916
f(z) = -236/35*z^3 + 166/35*z + 1
*
0 | 0.14081398450269633629166104864414344934 | 0.025772020356332384038394699419415250858
f(z) = -236/37*z^3 + 162/37*z + 1
*
[ -1/2 ] 
f(z) = -236/37*z^3 + 170/37*z + 1
*
[ -1/2 ] 
f(z) = -236/39*z^3 + 176/39*z + 1
*
0 | 0.11497049221937389326247573352621796661 | 0.021058465321500984327762478415715749459
f(z) = -235/28*z^3 + 179/28*z + 1
*
0 | 0.14065197645228292086834640827841806380 | 0.025762390952187774697238483447897508418
f(z) = -235/29*z^3 + 177/29*z + 1
*
0 | 0.14067329009010555870305161276600276014 | 0.025766294845215445122246654510336276147
f(z) = -235/31*z^3 + 173/31*z + 1
*
0 | 0.11501181526124142138623847450433184193 | 0.021066034218766257018826672569466292703
f(z) = -235/32*z^3 + 171/32*z + 1
*
0 | 0.12035092843043265528374949155641268687 | 0.022043968011608073101349846167578321988
f(z) = -235/33*z^3 + 169/33*z + 1
*
0 | 0.12786978465233536172051607028748299805 | 0.023421152452152797749494905425864575920
f(z) = -235/34*z^3 + 167/34*z + 1
*
0 | 0.10149248493552351468160053644726354682 | 0.018589778413139007301663576964304434953
f(z) = -235/36*z^3 + 163/36*z + 1
*
0 | 0.14073701030649721507437167009065233443 | 0.025777966100519822401623561193255061018
f(z) = -235/37*z^3 + 161/37*z + 1
*
0 | 0.14057432789709720541492294513235197138 | 0.025768295747312731603014338119888629655
f(z) = -234/29*z^3 + 176/29*z + 1
*
0 | 0.14059573023791440601354425275410668535 | 0.025772218951898608169280882934447160843
f(z) = -234/31*z^3 + 172/31*z + 1
*
0 | 0.14063842348315759232780397480140337665 | 0.025780044933970130452033837231172680887
f(z) = -234/35*z^3 + 164/35*z + 1
*
[ -1/3 ] 
f(z) = -234/35*z^3 + 166/35*z + 1
*
0 | 0.14065971474740041273237463979981875053 | 0.025783947777412816474723985748683718580
f(z) = -234/37*z^3 + 160/37*z + 1
*
[ -1/3 ] 
f(z) = -234/37*z^3 + 174/37*z + 1
*
0 | 0.12691170818167539436792766090310416646 | 0.023282115740471128232584367678841123583
f(z) = -233/27*z^3 + 179/27*z + 1
*
0 | 0.11481477880216713371393030179970647273 | 0.021062918520977057726820419841467455795
f(z) = -233/28*z^3 + 177/28*z + 1
*
0 | 0.14049635233978761776943653533776435929 | 0.025774236145387015088032816610562767214
f(z) = -233/29*z^3 + 175/29*z + 1
*
0 | 0.10732702416090473096889210336912981664 | 0.019689280322485828914417290658941302205
f(z) = -233/30*z^3 + 173/30*z + 1
*
0 | 0.14051784412522791237279425819738879927 | 0.025778178841007926756955904745308983152
f(z) = -233/31*z^3 + 171/31*z + 1
*
0 | 0.11485645814039246457366704865075812970 | 0.021070564649064462257326550337967525359
f(z) = -233/32*z^3 + 169/32*z + 1
*
0 | 0.12019566000116927248319926295608231984 | 0.022050048082589731791410830467733471068
f(z) = -233/33*z^3 + 167/33*z + 1
*
0 | 0.12771460476276868394484310237805178310 | 0.023429408148685216128750600407031811349
f(z) = -233/34*z^3 + 165/34*z + 1
*
0 | 0.14056071533829030249816963378934539979 | 0.025786043620063804940726531726237734588
f(z) = -233/35*z^3 + 163/35*z + 1
*
0 | 0.10133748167188679882433709748993914397 | 0.018590491066082770764671417902969451508
f(z) = -233/36*z^3 + 161/36*z + 1
*
0 | 0.12683331234634733669180714201375617154 | 0.023286107570768638661809715920541111162
f(z) = -232/27*z^3 + 178/27*z + 1
*
0 | 0.14043962899511687596342882416833751689 | 0.025784174894438218276742439246034888725
f(z) = -232/31*z^3 + 170/31*z + 1
*
0 | 0.12011753475492544814817833255204390779 | 0.022053116674905535290095019141785685958
f(z) = -232/33*z^3 + 166/33*z + 1
*
0 | 0.14048267966646457885673746339616697998 | 0.025792078831861684039273373101972486824
f(z) = -232/35*z^3 + 162/35*z + 1
*
[ -1/2 ] 
f(z) = -232/35*z^3 + 163/35*z + 1
*
[ -1/2 ] 
f(z) = -232/37*z^3 + 169/37*z + 1
*
[ -1/2 ] 
f(z) = -232/39*z^3 + 175/39*z + 1
*
0 | 0.12747142102519780527569182669961746810 | 0.023421837096178426549107677422259715543
f(z) = -231/26*z^3 + 179/26*z + 1
*
0 | 0.14033940911845295967847026627750881725 | 0.025786225273950513051493126744671705647
f(z) = -231/29*z^3 + 173/29*z + 1
*
0 | 0.14036108205555360471800603135633263208 | 0.025790207499912100836299880968792199190
f(z) = -231/31*z^3 + 169/31*z + 1
*
0 | 0.11469978641100152803804846203286542160 | 0.021075153086697685556929238405858528816
f(z) = -231/32*z^3 + 167/32*z + 1
*
0 | 0.12755811324572942911491749593527205772 | 0.023437766086774650409114350478216055631
f(z) = -231/34*z^3 + 163/34*z + 1
*
0 | 0.12667551782556993530789302275262383938 | 0.023294165206033598679042898191808116207
f(z) = -230/27*z^3 + 176/27*z + 1
*
0 | 0.14026043581551387583023390874633296251 | 0.025792274780797030451545079772376376769
f(z) = -230/29*z^3 + 172/29*z + 1
*
0 | 0.14028220047881349469254521092005353393 | 0.025796277051095645961343529715634946241
f(z) = -230/31*z^3 + 168/31*z + 1
*
0 | 0.11995925466924064161612620616337885927 | 0.022059121953665292565057867105050441639
f(z) = -230/33*z^3 + 164/33*z + 1
*
0 | 0.14013729276401076932710725483891619337 | 0.025790294879337934609458009688913862398
f(z) = -229/25*z^3 + 179/25*z + 1
*
0 | 0.12731285857305667558343034590995438332 | 0.023430138400488716336968994081977256145
f(z) = -229/26*z^3 + 177/26*z + 1
*
0 | 0.12659611340925523885423234102387039010 | 0.023298231548549546801587032906974659513
f(z) = -229/27*z^3 + 175/27*z + 1
*
0 | 0.11449936752236291861624722722901653107 | 0.021071995852468712143465134402014721481
f(z) = -229/28*z^3 + 173/28*z + 1
*
0 | 0.14018112423140647445591634193837624373 | 0.025798361443539606065321377319395031915
f(z) = -229/29*z^3 + 171/29*z + 1
*
0 | 0.10701197890394267356790852303552719603 | 0.019694047438191594881888586160774695492
f(z) = -229/30*z^3 + 169/30*z + 1
*
0 | 0.14020298140086379811114424457768860886 | 0.025802383947716858179322625944918630670
f(z) = -229/31*z^3 + 167/31*z + 1
*
0 | 0.11454177763098199122389715096134998795 | 0.021079800835607586717306475640200718675
f(z) = -229/32*z^3 + 165/32*z + 1
*
0 | 0.11988116139023901264746803731476238045 | 0.022062439210512392143753460532731196386
f(z) = -229/33*z^3 + 163/33*z + 1
*
0 | 0.12740028773501015590509241138903786262 | 0.023446228506293962212569815414773127384
f(z) = -229/34*z^3 + 161/34*z + 1
*
0 | 0.14005745240249186549489788255810342562 | 0.025796378048870597810569923054509971123
f(z) = -228/25*z^3 + 178/25*z + 1
*
0 | 0.14010147145517182642885405158586467572 | 0.025804485665457983485500784959208688101
f(z) = -228/29*z^3 + 170/29*z + 1
*
0 | 0.14012342192073925054052704107407741465 | 0.025808528595687063639804626002623293281
f(z) = -228/31*z^3 + 166/31*z + 1
*
[ -1/2 ] 
f(z) = -228/35*z^3 + 162/35*z + 1
*
[ -1/2 ] 
f(z) = -228/37*z^3 + 168/37*z + 1
*
0 | 0.083490388494104142290578319774643024678 | 0.015390075157386527298055187971182900752
f(z) = -227/24*z^3 + 179/24*z + 1
*
0 | 0.13997726628722604790415381164479876389 | 0.025802498794673163154116595251863398660
f(z) = -227/25*z^3 + 177/25*z + 1
*
0 | 0.12715292654356397232970434125000591443 | 0.023438543421381829632483751527046648526
f(z) = -227/26*z^3 + 175/26*z + 1
*
0 | 0.12643627565902061836315907074917640553 | 0.023306440658732586343938763822742451086
f(z) = -227/27*z^3 + 173/27*z + 1
*
0 | 0.11433962388398398439009340646084810998 | 0.021076622552380217056869927638360950306
f(z) = -227/28*z^3 + 171/28*z + 1
*
0 | 0.14002147453810911305219985741226266051 | 0.025810647856091352837702850662857092481
f(z) = -227/29*z^3 + 169/29*z + 1
*
0 | 0.10685345660599870877333030315698224978 | 0.019696671169627972368360430183371208470
f(z) = -227/30*z^3 + 167/30*z + 1
*
0 | 0.14004351909990421665853244213016143731 | 0.025814711407225292695705168624166638150
f(z) = -227/31*z^3 + 165/31*z + 1
*
0 | 0.11438240877851908573479158649237820170 | 0.021084509241547348727317560407207220577
f(z) = -227/32*z^3 + 163/32*z + 1
*
0 | 0.11972188582197964720795002269114969954 | 0.022068753709469557705972849345248578827
f(z) = -227/33*z^3 + 161/33*z + 1
*
0 | 0.13989673141021749511667999917687602231 | 0.025808657527162691444492898315972048886
f(z) = -226/25*z^3 + 176/25*z + 1
*
[ -3/4 ] 
f(z) = -226/27*z^3 + 169/24*z + 1
*
0 | 0.12635583636865369139847740352824685922 | 0.023310583989517110868158021223349299641
f(z) = -226/27*z^3 + 172/27*z + 1
*
0 | 0.13994113049312024284528065887176933337 | 0.025816848431364713636999805032358153304
f(z) = -226/29*z^3 + 168/29*z + 1
*
0 | 0.13996326996160100373877756267936002333 | 0.025820932800985744245039343227109513984
f(z) = -226/31*z^3 + 164/31*z + 1
*
0 | 0.11964069763779341870749211245776445732 | 0.022071750787303346155442483423208493745
f(z) = -226/33*z^3 + 160/33*z + 1
*
[ -11/15 ] 
f(z) = -225/22*z^3 + 173/22*z + 1
*
0 | 0.13979348793787987759564994547208045312 | 0.025810726824964727714676690521621154457
f(z) = -225/23*z^3 + 179/23*z + 1
*
0 | 0.12699160106808306239353611762177805485 | 0.023447054455710589027384860688111828281
f(z) = -225/26*z^3 + 173/26*z + 1
*
0 | 0.13986043629404017841214655443938280024 | 0.025823087813718380066475178398506806273
f(z) = -225/29*z^3 + 167/29*z + 1
*
0 | 0.13988267149018398127139421656378329049 | 0.025827193202188422619278418982393996095
f(z) = -225/31*z^3 + 163/31*z + 1
*
0 | 0.11422165623192525718551707016640004120 | 0.021089279693824661089967924644982461181
f(z) = -225/32*z^3 + 161/32*z + 1
*
[ -4/9 ] 
f(z) = -225/32*z^3 + 167/36*z + 1
*
-1/5 | 0.11687152885551862621185532736550668566 | 0.021578538095037983863112489108118170149
f(z) = -225/32*z^3 + 169/32*z + 1
*
[ -1/3 ] 
f(z) = -225/34*z^3 + 161/34*z + 1
*
-1/5 | 0.15768202254523926708098536889044269611 | 0.029113570804754787316130461109459527225
f(z) = -225/34*z^3 + 179/34*z + 1
*
[ -1/3 ] 
f(z) = -225/37*z^3 + 173/37*z + 1
*
[ -2/5 ] 
f(z) = -225/38*z^3 + 169/38*z + 1
*
[ -1/3 ] 
f(z) = -225/38*z^3 + 177/38*z + 1
*
0 | 0.13971214874517655314655810567574805421 | 0.025816941353229318845534367750863055670
f(z) = -224/23*z^3 + 178/23*z + 1
*
[ -5/14 ] 
f(z) = -224/25*z^3 + 173/35*z + 1
*
0 | 0.13973460314114855491853279413877042481 | 0.025821090626067350206713749485495255154
f(z) = -224/25*z^3 + 174/25*z + 1
*
0 | 0.12619390177294234634765017472274313038 | 0.023318949643738205207871773436719104762
f(z) = -224/27*z^3 + 170/27*z + 1
*
0 | 0.13977938887495259780967573400553417432 | 0.025829366432240721604660650202515543223
f(z) = -224/29*z^3 + 166/29*z + 1
*
0 | 0.13980172063043913406264089275738524655 | 0.025833493042753040906476469071347055881
f(z) = -224/31*z^3 + 162/31*z + 1
*
[ -1/4 ] 
f(z) = -224/31*z^3 + 169/31*z + 1
*
-3/4 | 0.13342692431849137782665853211887476431 | 0.024655515722938756052656601341418881987
f(z) = -224/33*z^3 + 170/33*z + 1
*
[ -1/4 ] 
f(z) = -224/33*z^3 + 179/33*z + 1
*
[ -1/2 ] 
f(z) = -224/37*z^3 + 167/37*z + 1
*
-1/4 | 0.14275294508786906548548554274703424298 | 0.026378839953683827144759459861130148812
f(z) = -224/39*z^3 + 170/39*z + 1
*
[ -1/2 ] 
f(z) = -224/39*z^3 + 173/39*z + 1
*
0 | 0.12678375187087655804920571918411951493 | 0.023447332030408323557222101989971598798
f(z) = -223/22*z^3 + 179/22*z + 1
*
0 | 0.13963045067113940025000553219222401562 | 0.025823194929395495961038873028535816585
f(z) = -223/23*z^3 + 177/23*z + 1
*
0 | 0.087921061035524587058352902129998051694 | 0.016260082858766466569877545453479953414
f(z) = -223/24*z^3 + 175/24*z + 1
*
[ -2/3 ] 
f(z) = -223/24*z^3 + 179/27*z + 1
*
0 | 0.13965300353316419311969365111400240985 | 0.025827365845907494032120725392994614239
f(z) = -223/25*z^3 + 173/25*z + 1
*
0 | 0.12682885764844497957813743114890875278 | 0.023455673873330069956190314207834169929
f(z) = -223/26*z^3 + 171/26*z + 1
*
0 | 0.12611240027357119952823604903967700946 | 0.023323172557456335027098136726958247822
f(z) = -223/27*z^3 + 169/27*z + 1
*
0 | 0.11401594166026046870385575418930527756 | 0.021086058752942542229055414076327626368
f(z) = -223/28*z^3 + 167/28*z + 1
*
0 | 0.13969798512949050326360573669500454464 | 0.025835684722804235116361215392057520777
f(z) = -223/29*z^3 + 165/29*z + 1
*
0 | 0.10653015966717978118320576453011789282 | 0.019701641480942456703379050818055717556
f(z) = -223/30*z^3 + 163/30*z + 1
*
0 | 0.13972041428688866468950429063137913400 | 0.025839832761436287820113281795266605190
f(z) = -223/31*z^3 + 161/31*z + 1
*
0 | 0.13954839053452069239515228388594894000 | 0.025829487987335766652223272079895487335
f(z) = -222/23*z^3 + 176/23*z + 1
*
0 | 0.13957104273015847558465827933628881580 | 0.025833680759555294065178115248019137363
f(z) = -222/25*z^3 + 172/25*z + 1
*
[ 5/6 ] 
f(z) = -222/25*z^3 + 179/30*z + 1
*
0 | 0.13961622191012137810274610229819216877 | 0.025842043128205047833586893815278350476
f(z) = -222/29*z^3 + 164/29*z + 1
*
0 | 0.13963874932308024931363818977499553647 | 0.025846212803972558573356350415504082302
f(z) = -222/31*z^3 + 160/31*z + 1
*
0 | 0.11909953191182927179664068884908090763 | 0.022062975589517360871621354799997726626
f(z) = -221/21*z^3 + 179/21*z + 1
*
0 | 0.12661916626301322495718288540190093223 | 0.023455974423929988941632212979207725477
f(z) = -221/22*z^3 + 177/22*z + 1
*
0 | 0.13946596511158050014937153546056635504 | 0.025835820967820793936789059063132168058
f(z) = -221/23*z^3 + 175/23*z + 1
*
0 | 0.090609132873766939209105075291089048770 | 0.016785180048072872075343186395496568147
f(z) = -221/24*z^3 + 173/24*z + 1
*
[ -2/3 ] 
f(z) = -221/24*z^3 + 178/27*z + 1
*
0 | 0.13948871751991041039397426255179111993 | 0.025840035810830900533752848742315728757
f(z) = -221/25*z^3 + 171/25*z + 1
*
[ -6/17 ] 
f(z) = -221/27*z^3 + 165/34*z + 1
*
0 | 0.12594831307760729100826757004679854684 | 0.023331700069395006845348674500993297449
f(z) = -221/27*z^3 + 167/27*z + 1
*
0 | 0.11385195360131787171387119638498725804 | 0.021090871079026043941838852034823697822
f(z) = -221/28*z^3 + 165/28*z + 1
*
0 | 0.13953409602741648037803911627891409513 | 0.025848442098305954095509136370229132961
f(z) = -221/29*z^3 + 163/29*z + 1
*
0 | 0.10636636934251424921585168791863777416 | 0.019704179963417585502458654932038234477
f(z) = -221/30*z^3 + 161/30*z + 1
*
[ 2/3 ] 
f(z) = -234/29*z^3 + 179/58*z + 1
*
[ 2/3 ] 
f(z) = -225/23*z^3 + 177/46*z + 1
*
[ 2/3 ] 
f(z) = -225/29*z^3 + 171/58*z + 1
*
[ 2/3 ] 
f(z) = -234/31*z^3 + 177/62*z + 1
*
[ 2/3 ] 
f(z) = -234/35*z^3 + 173/70*z + 1
*
[ 2/3 ] 
f(z) = -234/37*z^3 + 171/74*z + 1
*
[ 3/5 ] 
f(z) = -229/27*z^3 + 179/75*z + 1
*
[ 3/5 ] 
f(z) = -226/27*z^3 + 176/75*z + 1
*
[ 2/3 ] 
f(z) = -225/31*z^3 + 169/62*z + 1
*
[ 2/3 ] 
f(z) = -225/37*z^3 + 163/74*z + 1
*
-5/28 | 0.23300973964222951625830756892195657868 | 0.028942780351159204015482590309012333331
f(z) = -224/25*z^3 + 167/70*z + 1
*
[ 3/5 ] 
f(z) = -223/27*z^3 + 173/75*z + 1
*
[ 3/5 ] 
f(z) = -225/32*z^3 + 179/96*z + 1
*
[ 3/5 ] 
f(z) = -225/34*z^3 + 175/102*z + 1
*
[ 3/5 ] 
f(z) = -225/37*z^3 + 169/111*z + 1
*
[ 3/5 ] 
f(z) = -225/38*z^3 + 167/114*z + 1
*
[ 9/8 ] 
f(z) = -224/27*z^3 + 191/18*z + 1
*
0 | 0.14097255151806563722314676236577680712 | 0.025721919194067834514994820328211338422
f(z) = -240/23*z^3 + 194/23*z + 1
*
0 | 0.14103540862116122961215386637578681561 | 0.025733388131170748658615667521457330415
f(z) = -240/29*z^3 + 182/29*z + 1
*
0 | 0.11519374730886272393068838729955655905 | 0.021034331045302892437630013891562311981
f(z) = -239/20*z^3 + 199/20*z + 1
*
0 | 0.12053149147877630390520484860020398927 | 0.022009000943001927551329050482199809866
f(z) = -239/21*z^3 + 197/21*z + 1
*
0 | 0.12805028301333144548739646945750096706 | 0.023381929195560700816130430196314631345
f(z) = -239/22*z^3 + 195/22*z + 1
*
0 | 0.14089624054627651033917837618180752686 | 0.025727595776033857590899614304654246551
f(z) = -239/23*z^3 + 193/23*z + 1
*
[ -2/3 ] 
f(z) = -239/24*z^3 + 187/27*z + 1
*
0 | 0.089186110955042714010596453483973570550 | 0.016285347306582071923537837828514354210
f(z) = -239/24*z^3 + 191/24*z + 1
*
0 | 0.14091731480386630143749558927578552760 | 0.025731443926832260760040037882979864863
f(z) = -239/25*z^3 + 189/25*z + 1
*
0 | 0.12809243157226325384449987001194621545 | 0.023389625505146645719030751175462131196
f(z) = -239/26*z^3 + 187/26*z + 1
*
0 | 0.12737523814759193901894594072513044487 | 0.023258666279750474555842055899416543825
f(z) = -239/27*z^3 + 185/27*z + 1
*
0 | 0.11527804477674882797226026420758185910 | 0.021049723728388744969232889122524990486
f(z) = -239/28*z^3 + 183/28*z + 1
*
0 | 0.14095935477591507983817438748812967128 | 0.025739120408497869799738097627960544998
f(z) = -239/29*z^3 + 181/29*z + 1
*
0 | 0.14081961378236023960834040974378950785 | 0.025733305638531410425214884044429901390
f(z) = -238/23*z^3 + 192/23*z + 1
*
0 | 0.14084077474826513295005951861334098968 | 0.025737172582834203100045296325068801583
f(z) = -238/25*z^3 + 188/25*z + 1
*
0 | 0.12729878450436915141923278156340198351 | 0.023262516073416633888643874818411282725
f(z) = -238/27*z^3 + 184/27*z + 1
*
0 | 0.14088298725126173667290624117075242631 | 0.025744886474473317209306909453327404663
f(z) = -238/29*z^3 + 180/29*z + 1
*
0 | 0.11503991303825958711596973229665408089 | 0.021038523730351309327649701910271879074
f(z) = -237/20*z^3 + 197/20*z + 1
*
0 | 0.12789662377735295233694497292083269980 | 0.023389761721019129900134390561160828336
f(z) = -237/22*z^3 + 193/22*z + 1
*
0 | 0.14074266860157602823690293699386804632 | 0.025739049126910083853992796019511159002
f(z) = -237/23*z^3 + 191/23*z + 1
*
0 | 0.14076391699238181687886501164096531009 | 0.025742935037133700674725665452077067918
f(z) = -237/25*z^3 + 187/25*z + 1
*
0 | 0.12793912060380007384715161568093394786 | 0.023397533549665897392552790470830520160
f(z) = -237/26*z^3 + 185/26*z + 1
*
0 | 0.11512490704984305681884970624735585990 | 0.021054067453242006272011933029178965627
f(z) = -237/28*z^3 + 181/28*z + 1
*
0 | 0.12029935647343057610514044696453874370 | 0.022017397454068721836729775266977669563
f(z) = -236/21*z^3 + 194/21*z + 1
*
0 | 0.14066540234631979966813948426845702945 | 0.025744826591648802203774261850279037476
f(z) = -236/23*z^3 + 190/23*z + 1
*
0 | 0.14068673888753392338032611855651830398 | 0.025748731642531682318998144722876031324
f(z) = -236/25*z^3 + 186/25*z + 1
*
0 | 0.12714492361609377608556160537681183645 | 0.023270285058765241853756761995691445885
f(z) = -236/27*z^3 + 182/27*z + 1
*
0 | 0.12022167725840285720154204895920637114 | 0.022020293838597146389814566508754606113
f(z) = -235/21*z^3 + 193/21*z + 1
*
0 | 0.12774167875338749543420283850987639224 | 0.023397688052041107570597792346371296599
f(z) = -235/22*z^3 + 191/22*z + 1
*
0 | 0.14058781232557322554738372876394980267 | 0.025750638388454966557990256363929373242
f(z) = -235/23*z^3 + 189/23*z + 1
*
[ -2/3 ] 
f(z) = -235/24*z^3 + 185/27*z + 1
*
0 | 0.082538030335348674945462876869307314075 | 0.015118003028163445180199913573807829242
f(z) = -235/24*z^3 + 187/24*z + 1
*
0 | 0.12778452965174300260770847590091241618 | 0.023405536797746160319859727229525032418
f(z) = -235/26*z^3 + 183/26*z + 1
*
0 | 0.12706751105828173857202349038149001489 | 0.023274204741200167487406047687795879797
f(z) = -235/27*z^3 + 181/27*z + 1
*
0 | 0.14050989581434115734455065066128530797 | 0.025756484878365959565804750661927726661
f(z) = -234/23*z^3 + 188/23*z + 1
*
0 | 0.14053141086932770539436663791708524430 | 0.025760428744278083296645176156734794137
f(z) = -234/25*z^3 + 184/25*z + 1
*
0 | 0.11472835658324229899455622704263044700 | 0.021047064254003706410491924016116778575
f(z) = -233/20*z^3 + 193/20*z + 1
*
0 | 0.12006636796133984069266003685173164801 | 0.022026329291953636079159926329411670400
f(z) = -233/21*z^3 + 191/21*z + 1
*
0 | 0.12758542623946832891533353944303005467 | 0.023405710182802063134450314107547937352
f(z) = -233/22*z^3 + 189/22*z + 1
*
0 | 0.14043165005307716748740875775828683622 | 0.025762366427853078701378445666799579282
f(z) = -233/23*z^3 + 187/23*z + 1
*
[ -2/3 ] 
f(z) = -233/24*z^3 + 184/27*z + 1
*
0 | 0.091573210198037695177482612417842758268 | 0.016799222933042546502032966606763074964
f(z) = -233/24*z^3 + 185/24*z + 1
*
0 | 0.14045325549002736550027592327706941455 | 0.025766329972989338967114454446067792101
f(z) = -233/25*z^3 + 183/25*z + 1
*
0 | 0.12762863716048059995111368573545530108 | 0.023413637281717317598431726089078136044
f(z) = -233/26*z^3 + 181/26*z + 1
*
0 | 0.11998769868960949639981277226343830007 | 0.022029279273456485572278478117295770361
f(z) = -232/21*z^3 + 190/21*z + 1
*
0 | 0.14035307224709689711647396232915518463 | 0.025768283408927967080907292943940022146
f(z) = -232/23*z^3 + 186/23*z + 1
*
0 | 0.14037476882872377135237353692480715717 | 0.025772266817737016495776453085697572673
f(z) = -232/25*z^3 + 182/25*z + 1
*
0 | 0.11457059029035431777817692193425141287 | 0.021051414350070131928665345518539690748
f(z) = -231/20*z^3 + 191/20*z + 1
*
-2/3 | 0.17574984407605269353225689152704880357 | 0.026868833210949811952783065657525384679
f(z) = -231/20*z^3 + 199/30*z + 1
*
0 | 0.14027415956597889853173262190956514255 | 0.025774236199251613226510300014638071164
f(z) = -231/23*z^3 + 185/23*z + 1
*
0 | 0.14029594806469278925262394726989004889 | 0.025778239658719960749141163582846818481
f(z) = -231/25*z^3 + 181/25*z + 1
*
0 | 0.11982935031462634897120967488699601253 | 0.022035234042652090505306862446887221859
f(z) = -230/21*z^3 + 188/21*z + 1
*
0 | 0.11441146826795835762319834720738675375 | 0.021055819232769164501915752183747509273
f(z) = -229/20*z^3 + 189/20*z + 1
*
0 | 0.11974966542082589011575771786366245787 | 0.022038239229481505764281191381797252872
f(z) = -229/21*z^3 + 187/21*z + 1
*
0 | 0.12726890914403703512447401019849978294 | 0.023422050127111665984184624241174264927
f(z) = -229/22*z^3 + 185/22*z + 1
*
0 | 0.14011531807427341932753635515027905706 | 0.025786250747208433655082225960733005321
f(z) = -229/23*z^3 + 183/23*z + 1
*
0 | 0.091258096625053186807280017823898805945 | 0.016794767300454561161145166946301641189
f(z) = -229/24*z^3 + 181/24*z + 1
*
[ -2/3 ] 
f(z) = -229/24*z^3 + 182/27*z + 1
*
0 | 0.14003538341858361316830781883602916645 | 0.025792313289428767566776578740666852261
f(z) = -228/23*z^3 + 182/23*z + 1
*
0 | 0.11425096701187015197643678151823316111 | 0.021060280121237415041337872265721663125
f(z) = -227/20*z^3 + 187/20*z + 1
*
0 | 0.11958925946178785891688654987791005516 | 0.022044306228891043242488228772171654309
f(z) = -227/21*z^3 + 185/21*z + 1
*
0 | 0.12710859831080798916153742548842162129 | 0.023430372243285600263819066889299130292
f(z) = -227/22*z^3 + 183/22*z + 1
*
0 | 0.13995510219626029754029881173724585585 | 0.025798413210309375724107306044793090056
f(z) = -227/23*z^3 + 181/23*z + 1
*
[ -2/3 ] 
f(z) = -227/24*z^3 + 181/27*z + 1
*
0 | 0.11950749876086499015188945747051646158 | 0.022047177774317301293787184663972525562
f(z) = -226/21*z^3 + 184/21*z + 1
*
0 | 0.13987447138874849073806053043582451196 | 0.025804550917488186471003537865942034029
f(z) = -226/23*z^3 + 180/23*z + 1
*
0 | 0.12694688744361282097656541837516960954 | 0.023438798769672707894962465280947212916
f(z) = -225/22*z^3 + 181/22*z + 1
*
[ -2/15 ] 
f(z) = -225/22*z^3 + 191/22*z + 1
*
[ -1/5 ] 
f(z) = -225/29*z^3 + 183/29*z + 1
*
[ -1/5 ] 
f(z) = -225/31*z^3 + 195/31*z + 1
*
[ -2/3 ] 
f(z) = -225/34*z^3 + 185/34*z + 1
*
[ -2/3 ] 
f(z) = -225/38*z^3 + 195/38*z + 1
*
[ -1/4 ] 
f(z) = -224/37*z^3 + 199/37*z + 1
*
0 | 0.11392572967696639216822330897479531628 | 0.021069374987915836547509759156604465456
f(z) = -223/20*z^3 + 183/20*z + 1
*
0 | 0.11926318413596291934564410000977331055 | 0.022056481498415175547548383529830244661
f(z) = -223/21*z^3 + 181/21*z + 1
*
0 | 0.11376094341861496369694243967177726155 | 0.021074011605213348466197083937313692793
f(z) = -221/20*z^3 + 181/20*z + 1
*
[ -2/5 ] 
f(z) = -235/32*z^3 + 187/40*z + 1
*
[ 2/3 ] 
f(z) = -234/23*z^3 + 185/46*z + 1
*
[ 2/3 ] 
f(z) = -234/25*z^3 + 183/50*z + 1
*
3/4 | 0.21171719140769260275529706578912460027 | 0.026297974397490065187444629478040858331
f(z) = -224/27*z^3 + 191/42*z + 1
*
[ 3/5 ] 
f(z) = -238/27*z^3 + 188/75*z + 1
*
-1/3 | 0.18942235427129101873790538588718250488 | 0.028846018481382774873300445394107377569
f(z) = -237/20*z^3 + 199/60*z + 1
*
[ 2/3 ] 
f(z) = -235/32*z^3 + 199/72*z + 1
*
[ 2/3 ] 
f(z) = -233/32*z^3 + 197/72*z + 1
*
[ 3/5 ] 
f(z) = -232/27*z^3 + 182/75*z + 1
*
[ 2/3 ] 
f(z) = -229/32*z^3 + 193/72*z + 1
*
[ 2/3 ] 
f(z) = -227/32*z^3 + 191/72*z + 1
*
[ 3/5 ] 
f(z) = -225/22*z^3 + 199/66*z + 1
*
[ 3/5 ] 
f(z) = -225/23*z^3 + 197/69*z + 1
*
[ 3/5 ] 
f(z) = -225/26*z^3 + 191/78*z + 1
*
[ 9/14 ] 
f(z) = -224/27*z^3 + 181/63*z + 1
*
[ 2/3 ] 
f(z) = -223/32*z^3 + 187/72*z + 1
*
[ 2/3 ] 
f(z) = -221/32*z^3 + 185/72*z + 1
*
[ 3/5 ] 
f(z) = -225/28*z^3 + 187/84*z + 1
*
[ 3/5 ] 
f(z) = -225/29*z^3 + 185/87*z + 1
*
[ 3/5 ] 
f(z) = -225/31*z^3 + 181/93*z + 1
*
-6/5 | 0.21531248574714829354060042473186838767 | 0.029010912177045671905247436872842722426
f(z) = -235/24*z^3 + 209/15*z + 1
*
[ 6/5 ] 
f(z) = -235/24*z^3 + 214/15*z + 1
*
-2 | 0.11395222119447222639055147572988656225 | 0.016818607240560698108221999889603713127
f(z) = -223/32*z^3 + 219/8*z + 1
*
-2 | 0.11378736802915199101937410498066976370 | 0.016817047584183608722155063249034249537
f(z) = -221/32*z^3 + 217/8*z + 1
*
[ -1/4 ] 
f(z) = -240/37*z^3 + 200/37*z + 1
*
[ -4/5 ] 
f(z) = -225/28*z^3 + 207/28*z + 1
*
[ -1/5 ] 
f(z) = -225/32*z^3 + 201/32*z + 1
*
[ -1/5 ] 
f(z) = -225/34*z^3 + 213/34*z + 1
*
[ -3/4 ] 
f(z) = -224/33*z^3 + 203/33*z + 1
*
[ -1/4 ] 
f(z) = -224/39*z^3 + 209/39*z + 1
*
[ -3/4 ] 
f(z) = -224/39*z^3 + 217/39*z + 1
*
[ -6/13 ] 
f(z) = -221/24*z^3 + 200/39*z + 1
*
3/4 | 0.20387562704813573431632205033800812342 | 0.021465964767369767303745771557380299258
f(z) = -238/27*z^3 + 211/56*z + 1
*
[ -5/12 ] 
f(z) = -234/25*z^3 + 201/40*z + 1
*
[ 3/4 ] 
f(z) = -233/27*z^3 + 217/48*z + 1
*
[ -4/11 ] 
f(z) = -231/32*z^3 + 207/44*z + 1
*
[ 3/4 ] 
f(z) = -227/27*z^3 + 211/48*z + 1
*
-2/3 | 0.20329263599080367204262947930962587549 | 0.028936236183812418371170180536002886225
f(z) = -225/32*z^3 + 217/40*z + 1
*
[ -5/16 ] 
f(z) = -224/25*z^3 + 203/40*z + 1
*
-6/17 | 0.22723943985596854625519317377543388774 | 0.027606494782625773830397945980312426691
f(z) = -221/24*z^3 + 203/51*z + 1
*
[ 3/4 ] 
f(z) = -221/27*z^3 + 205/48*z + 1
*
[ 2/3 ] 
f(z) = -239/32*z^3 + 203/72*z + 1
*
3/5 | 0.19244065884816421460203429511382967503 | 0.029539393059924828886428051596757791417
f(z) = -225/28*z^3 + 215/84*z + 1
*
[ 8/13 ] 
f(z) = -221/32*z^3 + 207/104*z + 1
*
-2 | 0.11522056421951984860050542706089518897 | 0.016830643586932019344837650461285270040
f(z) = -239/32*z^3 + 235/8*z + 1
*
-2 | 0.11506670722367125680239449457465507028 | 0.016829180375207828679627270407865543843
f(z) = -237/32*z^3 + 233/8*z + 1
*
[ 3 ] 
f(z) = -236/27*z^3 + 238/3*z + 1
*
[ -6/5 ] 
f(z) = -235/24*z^3 + 239/15*z + 1
*
[ -3 ] 
f(z) = -235/27*z^3 + 239/3*z + 1
*
[ 3/2 ] 
f(z) = -235/27*z^3 + 239/12*z + 1
*
-2 | 0.11491155686817353711342442997520312021 | 0.016827705673135484722647381451438382805
f(z) = -235/32*z^3 + 231/8*z + 1
*
[ 2 ] 
f(z) = -235/32*z^3 + 239/8*z + 1
*
[ 3 ] 
f(z) = -233/27*z^3 + 235/3*z + 1
*
-2 | 0.11475509115140864473947945514211193811 | 0.016826219324899200639036122285807201794
f(z) = -233/32*z^3 + 229/8*z + 1
*
[ 2 ] 
f(z) = -233/32*z^3 + 237/8*z + 1
*
[ -3 ] 
f(z) = -232/27*z^3 + 236/3*z + 1
*
-2 | 0.11459728750369382856731018244800840622 | 0.016824721171908190864177787654700306577
f(z) = -231/32*z^3 + 227/8*z + 1
*
[ 2 ] 
f(z) = -231/32*z^3 + 235/8*z + 1
*
[ 3 ] 
f(z) = -230/27*z^3 + 232/3*z + 1
*
[ -3 ] 
f(z) = -229/27*z^3 + 233/3*z + 1
*
[ 3/2 ] 
f(z) = -229/27*z^3 + 233/12*z + 1
*
-2 | 0.11443812276749318644497088214654547830 | 0.016823211052745137225600748478462900441
f(z) = -229/32*z^3 + 225/8*z + 1
*
[ 2 ] 
f(z) = -229/32*z^3 + 233/8*z + 1
*
[ 3 ] 
f(z) = -227/27*z^3 + 229/3*z + 1
*
-2 | 0.11427757317675728286247710463385459673 | 0.016821688803114290054692678153897892753
f(z) = -227/32*z^3 + 223/8*z + 1
*
[ 2 ] 
f(z) = -227/32*z^3 + 231/8*z + 1
*
[ -2 ] 
f(z) = -227/32*z^3 + 239/8*z + 1
*
[ -3 ] 
f(z) = -226/27*z^3 + 230/3*z + 1
*
-2 | 0.11411561433534417261932121020959180378 | 0.016820154255789276550972639416757335493
f(z) = -225/32*z^3 + 221/8*z + 1
*
[ 2 ] 
f(z) = -225/32*z^3 + 229/8*z + 1
*
[ -2 ] 
f(z) = -225/32*z^3 + 237/8*z + 1
*
[ -9/8 ] 
f(z) = -224/27*z^3 + 223/18*z + 1
*
[ 3 ] 
f(z) = -224/27*z^3 + 226/3*z + 1
*
[ -3 ] 
f(z) = -223/27*z^3 + 227/3*z + 1
*
[ 3/2 ] 
f(z) = -223/27*z^3 + 227/12*z + 1
*
[ 2 ] 
f(z) = -223/32*z^3 + 227/8*z + 1
*
[ -2 ] 
f(z) = -223/32*z^3 + 235/8*z + 1
*
[ 3 ] 
f(z) = -221/27*z^3 + 223/3*z + 1
*
[ 2 ] 
f(z) = -221/32*z^3 + 225/8*z + 1
*
[ -2 ] 
f(z) = -221/32*z^3 + 233/8*z + 1
*
[ -2/3 ] 
f(z) = -237/20*z^3 + 233/30*z + 1
*
[ -2/3 ] 
f(z) = -231/20*z^3 + 229/30*z + 1
*
-6/5 | 0.20112878313626137218475669627742501486 | 0.029307282244906274634917975855175681084
f(z) = -225/32*z^3 + 239/24*z + 1
*
[ -1/5 ] 
f(z) = -225/37*z^3 + 231/37*z + 1
*
[ -1/5 ] 
f(z) = -225/38*z^3 + 237/38*z + 1
*
-5/6 | 0.19646737139156036791632618241176007459 | 0.027308234884501373643114300336159584576
f(z) = -222/25*z^3 + 221/30*z + 1
*
[ 3/4 ] 
f(z) = -239/27*z^3 + 223/48*z + 1
*
[ -3/8 ] 
f(z) = -236/27*z^3 + 235/48*z + 1
*
[ -1/4 ] 
f(z) = -232/21*z^3 + 239/42*z + 1
*
[ -3/7 ] 
f(z) = -227/27*z^3 + 239/49*z + 1
*
[ -1/2 ] 
f(z) = -226/21*z^3 + 239/42*z + 1
*
[ -2/5 ] 
f(z) = -225/23*z^3 + 233/46*z + 1
*
[ -5/12 ] 
f(z) = -224/25*z^3 + 223/45*z + 1
*
51/56 | 0.19408984319592162806884593647193789568 | 0.024108433015013780817247254061631030977
f(z) = -224/27*z^3 + 233/42*z + 1
*
-3/8 | 0.18720704269135151378820645204360143029 | 0.023253501442151247941279560664727482321
f(z) = -224/27*z^3 + 239/42*z + 1
*
[ -3/7 ] 
f(z) = -221/27*z^3 + 237/49*z + 1
*
[ 3/4 ] 
f(z) = -232/33*z^3 + 239/66*z + 1
*
[ 3/4 ] 
f(z) = -232/39*z^3 + 235/78*z + 1
*
-3/8 | 0.16825191356895177449144384546254531223 | 0.027560624441066167841625280692200458036
f(z) = -224/33*z^3 + 239/66*z + 1
*
[ 5/8 ] 
f(z) = -228/25*z^3 + 237/80*z + 1
*
[ 3 ] 
f(z) = -239/27*z^3 + 241/3*z + 1
*
[ -3/2 ] 
f(z) = -239/27*z^3 + 259/12*z + 1
*
[ 2 ] 
f(z) = -239/32*z^3 + 243/8*z + 1
*
[ -2 ] 
f(z) = -239/32*z^3 + 251/8*z + 1
*
[ -3 ] 
f(z) = -238/27*z^3 + 242/3*z + 1
*
[ 2 ] 
f(z) = -237/32*z^3 + 241/8*z + 1
*
[ -2 ] 
f(z) = -237/32*z^3 + 249/8*z + 1
*
[ -2 ] 
f(z) = -235/32*z^3 + 247/8*z + 1
*
[ -3/2 ] 
f(z) = -233/27*z^3 + 253/12*z + 1
*
[ -2 ] 
f(z) = -233/32*z^3 + 245/8*z + 1
*
[ -2 ] 
f(z) = -231/32*z^3 + 243/8*z + 1
*
[ -2 ] 
f(z) = -229/32*z^3 + 241/8*z + 1
*
[ -3/2 ] 
f(z) = -227/27*z^3 + 247/12*z + 1
*
3/2 | 0.22859135363872219237929034568442330969 | 0.025913597522397124771233019973767572040
f(z) = -224/27*z^3 + 251/14*z + 1
*
[ -3/2 ] 
f(z) = -221/27*z^3 + 241/12*z + 1
*
-1 | 0.11445048900254243382887839790149512534 | 0.020596370399039866069487964911251637478
f(z) = -239/20*z^3 + 259/20*z + 1
*
[ -5/7 ] 
f(z) = -238/25*z^3 + 254/35*z + 1
*
-1 | 0.11429030265549169245559624231667864214 | 0.020596276011892126436634433157295853583
f(z) = -237/20*z^3 + 257/20*z + 1
*
-1 | 0.10995754103325495099262514952278593221 | 0.019787824962794475143141805998913302223
f(z) = -237/22*z^3 + 259/22*z + 1
*
-1 | 0.10239596880847482310266253826023945121 | 0.018452795968539744897950760331391906766
f(z) = -236/21*z^3 + 257/21*z + 1
*
-1 | 0.12268450082982564825296649634978458166 | 0.022078153123978968962395625198634989204
f(z) = -236/23*z^3 + 259/23*z + 1
*
-1 | 0.10231487736533645366259029013811587937 | 0.018451145773016668954563896535135128029
f(z) = -235/21*z^3 + 256/21*z + 1
*
-1 | 0.10979481423757183030110739501964850388 | 0.019786143234985942056894594335772255910
f(z) = -235/22*z^3 + 257/22*z + 1
*
-1 | 0.12260316214796067232612967766322051214 | 0.022078886091819318055943946401228081217
f(z) = -235/23*z^3 + 258/23*z + 1
*
-1 | 0.093674371379864017639951841676143100133 | 0.016857525613490732426424723582702200437
f(z) = -235/24*z^3 + 259/24*z + 1
*
-1 | 0.12252146436456384725373296552576946582 | 0.022079615144955676667557568284438275897
f(z) = -234/23*z^3 + 257/23*z + 1
*
-1 | 0.12246558361983597136076008506618405299 | 0.022038757049895164797125135705319913524
f(z) = -234/25*z^3 + 259/25*z + 1
*
-1 | 0.11396570990122707785571293043008907248 | 0.020596003612866058285670436778265716278
f(z) = -233/20*z^3 + 253/20*z + 1
*
-1 | 0.10215162070731221983653878184928326315 | 0.018447797402397679872392947991761468303
f(z) = -233/21*z^3 + 254/21*z + 1
*
-1 | 0.10963130761024446481169673436782350105 | 0.019784532303292583714066194846987611609
f(z) = -233/22*z^3 + 255/22*z + 1
*
-1 | 0.12243940429239027372919227863088969922 | 0.022080340172753788461028831128381024425
f(z) = -233/23*z^3 + 256/23*z + 1
*
-1 | 0.093510361025458248518347967233713362755 | 0.016851518990701305923123275685628298077
f(z) = -233/24*z^3 + 257/24*z + 1
*
-1 | 0.12238326926006667002359293104156608460 | 0.022039286868282540560799641181675023483
f(z) = -233/25*z^3 + 258/25*z + 1
*
-1 | 0.10951903667152679739366362148514490503 | 0.019708912252726919360375969701433213456
f(z) = -233/26*z^3 + 259/26*z + 1
*
-1 | 0.10206841552006081974174365990886774477 | 0.018445911990831657415005106383761632019
f(z) = -232/21*z^3 + 253/21*z + 1
*
-1 | 0.12235697870153990549690576951259290811 | 0.022081061062047300276499154139445763052
f(z) = -232/23*z^3 + 255/23*z + 1
*
-1 | 0.12230058705496580902303535640278448108 | 0.022039810805238786853558988281170529946
f(z) = -232/25*z^3 + 257/25*z + 1
*
-1 | 0.10868079437261115581190060832303080899 | 0.019558063191066503704650518141013689855
f(z) = -232/27*z^3 + 259/27*z + 1
*
-1 | 0.11380125354231998640878696809007939197 | 0.020595823509122423591939078074388836279
f(z) = -231/20*z^3 + 251/20*z + 1
*
-1 | 0.12227418431869239170316321225951120803 | 0.022081777697073795059357363584181018967
f(z) = -231/23*z^3 + 254/23*z + 1
*
[ -5/7 ] 
f(z) = -231/25*z^3 + 249/35*z + 1
*
-1 | 0.12221753369911033883237753786024377532 | 0.022040328722173281680309751473153867108
f(z) = -231/25*z^3 + 256/25*z + 1
*
-1 | 0.10935304132700382056277553761235842156 | 0.019706531259260734191556421243581690696
f(z) = -231/26*z^3 + 257/26*z + 1
*
-1 | 0.10190296968460072357129907242955548601 | 0.018442464501491667473931261942155370244
f(z) = -230/21*z^3 + 251/21*z + 1
*
-1 | 0.10851378742437269415037158468468944636 | 0.019555289162415890949546872719720986863
f(z) = -230/27*z^3 + 257/27*z + 1
*
-1 | 0.12201940288245702651637188404177623732 | 0.021958462908628810422963614866750925375
f(z) = -230/29*z^3 + 259/29*z + 1
*
-1 | 0.11363532277455517746200983697674615088 | 0.020595612668912260238322565462174409383
f(z) = -229/20*z^3 + 249/20*z + 1
*
-1 | 0.10182072242097489809432878122825433180 | 0.018440902495855572075568592163265845425
f(z) = -229/21*z^3 + 250/21*z + 1
*
-1 | 0.10929989556408111318414797929146896951 | 0.019781164868857871273926225721598212826
f(z) = -229/22*z^3 + 251/22*z + 1
*
-1 | 0.12210747586191084890286318034631728774 | 0.022083197727898990035041544675600923855
f(z) = -229/23*z^3 + 252/23*z + 1
*
-1 | 0.093177913561540190695704360094254943881 | 0.016839211075121289907530283991087798726
f(z) = -229/24*z^3 + 253/24*z + 1
*
-1 | 0.12205030008864717886786272237792323348 | 0.022041345926252461081824078529279567672
f(z) = -229/25*z^3 + 254/25*z + 1
*
-1 | 0.10918554309329038039472779276206046706 | 0.019704087741628743938136871523285393493
f(z) = -229/26*z^3 + 255/26*z + 1
*
-1 | 0.10842971512505933907891203576385262698 | 0.019553876536990767151432909295635462881
f(z) = -229/27*z^3 + 256/27*z + 1
*
-1 | 0.11340661043822120642912259583253810123 | 0.020437025678367969629450764554864123072
f(z) = -229/28*z^3 + 257/28*z + 1
*
-1 | 0.12193506122808247227962670910652468693 | 0.021958571706371178584579520370051460400
f(z) = -229/29*z^3 + 258/29*z + 1
*
-1 | 0.088726366593525582408331262885995665107 | 0.015967088707507878586534925228715007578
f(z) = -229/30*z^3 + 259/30*z + 1
*
-1 | 0.12202355501710387266403693426363982327 | 0.022083900878590682786989930986143842312
f(z) = -228/23*z^3 + 251/23*z + 1
*
-1 | 0.12196611299593683933207770638860937095 | 0.022041844920622900337299869277173984635
f(z) = -228/25*z^3 + 253/25*z + 1
*
-1 | 0.12185033319850966503420176721378124496 | 0.021958670476728649676584835652447550252
f(z) = -228/29*z^3 + 257/29*z + 1
*
-1 | 0.12179198770495637464081326643313764784 | 0.021917537550677191944271810851742061471
f(z) = -228/31*z^3 + 259/31*z + 1
*
-1 | 0.11346789090575326072422505804709370704 | 0.020595369934514603085491840529288866252
f(z) = -227/20*z^3 + 247/20*z + 1
*
-1 | 0.10165199424335485717721051267342035933 | 0.018437164770481837228706909240947077243
f(z) = -227/21*z^3 + 248/21*z + 1
*
-1 | 0.10913193695509846209698549224995955686 | 0.019779405280473611830457088831286392355
f(z) = -227/22*z^3 + 249/22*z + 1
*
-1 | 0.12193925183689850696481811676766681517 | 0.022084599284659962395698312159189327177
f(z) = -227/23*z^3 + 250/23*z + 1
*
-1 | 0.093009422739229603667763222617355842750 | 0.016832904698278762784749321932399320231
f(z) = -227/24*z^3 + 251/24*z + 1
*
-1 | 0.12188154107458246849054712152262773671 | 0.022042337309263968765999750095418501029
f(z) = -227/25*z^3 + 252/25*z + 1
*
-1 | 0.10901716661901453305593012340300664900 | 0.019701697637786300967356699557314246891
f(z) = -227/26*z^3 + 253/26*z + 1
*
-1 | 0.10826041549052917970565705303594072585 | 0.019550998778482586954242289533901334019
f(z) = -227/27*z^3 + 254/27*z + 1
*
-1 | 0.11323703834775689901704516189085917952 | 0.020435237816236986620748720981010184019
f(z) = -227/28*z^3 + 255/28*z + 1
*
-1 | 0.12176521523277710964739614195971882088 | 0.021958759021138100268134838329246013022
f(z) = -227/29*z^3 + 256/29*z + 1
*
-1 | 0.088556245230420604407662281819691384396 | 0.015958736891619456696856018634005768226
f(z) = -227/30*z^3 + 257/30*z + 1
*
-1 | 0.12170659232464270443441645016049775532 | 0.021917428078375011061824743256015295796
f(z) = -227/31*z^3 + 258/31*z + 1
*
-1 | 0.11311979152424619489754003860783051199 | 0.020356899703974082543124650525840224948
f(z) = -227/32*z^3 + 259/32*z + 1
*
-1 | 0.10156757367298494675030980295131333323 | 0.018435362959937837863519463989545488194
f(z) = -226/21*z^3 + 247/21*z + 1
*
-1 | 0.12185456281877509195667734093994731197 | 0.022085292816337962662740154369992513934
f(z) = -226/23*z^3 + 249/23*z + 1
*
-1 | 0.12179658078685105723605032228919486366 | 0.022042822937514511037285388618364321220
f(z) = -226/25*z^3 + 251/25*z + 1
*
-1 | 0.10817518105672147462017341519931914139 | 0.019549533116563218818121625010363593037
f(z) = -226/27*z^3 + 253/27*z + 1
*
-1 | 0.12167970372040043249656825376126289290 | 0.021958837136832404269439320858806044014
f(z) = -226/29*z^3 + 255/29*z + 1
*
-1 | 0.12162080074372446040706355226167744715 | 0.021917306391739799003021879767424182198
f(z) = -226/31*z^3 + 257/31*z + 1
*
-1 | 0.10121794431758343377118534890086988489 | 0.018215057798032040500923684855566910399
f(z) = -226/33*z^3 + 259/33*z + 1
*
-1 | 0.10896243994344020410855969955225202040 | 0.019777592953291562408550812218474175062
f(z) = -225/22*z^3 + 247/22*z + 1
*
-1 | 0.12176948441182355305652186079498208751 | 0.022085981340835081109796384468829517861
f(z) = -225/23*z^3 + 248/23*z + 1
*
-1 | 0.10884657937267795543345861701006349150 | 0.019699123415171291244384230795505915238
f(z) = -225/26*z^3 + 251/26*z + 1
*
-1 | 0.11306589726389469566946482311177889191 | 0.020433388521489342890288074927496977655
f(z) = -225/28*z^3 + 253/28*z + 1
*
-1 | 0.12159379500044853574175592836438502625 | 0.021958904616736855683033284820273688073
f(z) = -225/29*z^3 + 254/29*z + 1
*
-1 | 0.12153460926295745185651418014304597580 | 0.021917172260005823985873440018762975833
f(z) = -225/31*z^3 + 256/31*z + 1
*
[ 6/5 ] 
f(z) = -225/32*z^3 + 247/24*z + 1
*
-1 | 0.11294752475189191948614982778659697077 | 0.020354293764206811464393578058928996574
f(z) = -225/32*z^3 + 257/32*z + 1
*
17/15 | 0.10532756324359620858171045034855963475 | 0.019062249629827878124187014212636834080
f(z) = -225/38*z^3 + 251/38*z + 1
*
-1 | 0.12168401301584711232777100578709329289 | 0.022086664722262771085430992021390804989
f(z) = -224/23*z^3 + 247/23*z + 1
*
[ -5/28 ] 
f(z) = -224/25*z^3 + 241/35*z + 1
*
[ -5/7 ] 
f(z) = -224/25*z^3 + 244/35*z + 1
*
-1 | 0.12162548071512713876803076922758034185 | 0.022043773276806463100580528805518350441
f(z) = -224/25*z^3 + 249/25*z + 1
*
-1 | 0.10800352483781576350790209822769543687 | 0.019546546867302862318265998369350323953
f(z) = -224/27*z^3 + 251/27*z + 1
*
-1 | 0.12150748536059807732368514881600768545 | 0.021958961249362623699348786862712655086
f(z) = -224/29*z^3 + 253/29*z + 1
*
-1 | 0.12144801413096339053271944214541573638 | 0.021917025447576173829843448684387691134
f(z) = -224/31*z^3 + 255/31*z + 1
*
-1 | 0.10104354960191772408521005519768518950 | 0.018209076259913216664346983275676894647
f(z) = -224/33*z^3 + 257/33*z + 1
*
-1 | 0.11312841340975346130098227306964276125 | 0.020594783906323026254182234627107236649
f(z) = -223/20*z^3 + 243/20*z + 1
*
-1 | 0.10131301008120011458673283575769476333 | 0.018430036325802344081680794795995937323
f(z) = -223/21*z^3 + 244/21*z + 1
*
-1 | 0.10879137606544601300177084574238959486 | 0.019775726188768303842714186437176601351
f(z) = -223/22*z^3 + 245/22*z + 1
*
-1 | 0.12159814498044513398606892643641880343 | 0.022087342821553019710202404450026098329
f(z) = -223/23*z^3 + 246/23*z + 1
*
-1 | 0.092667767032679266599072293532125312498 | 0.016819973719513952712743887526925405798
f(z) = -223/24*z^3 + 247/24*z + 1
*
-1 | 0.12153933360671288785081459839447019954 | 0.022044237660866286199278518392230831977
f(z) = -223/25*z^3 + 248/25*z + 1
*
-1 | 0.10867375231096356446022025149687145768 | 0.019696362497375548926197087766541591522
f(z) = -223/26*z^3 + 249/26*z + 1
*
-1 | 0.10791709565284407883756347065222538027 | 0.019545025720226690888866146712677943963
f(z) = -223/27*z^3 + 250/27*z + 1
*
-1 | 0.11289315784390057825590004042034251944 | 0.020431475769955524179653942462492068579
f(z) = -223/28*z^3 + 251/28*z + 1
*
-1 | 0.12142077103616566273298631525621452354 | 0.021959006818697142440314083289781473472
f(z) = -223/29*z^3 + 252/29*z + 1
*
-1 | 0.088211234284686195294952753115494103386 | 0.015941627543910991483059207471280746498
f(z) = -223/30*z^3 + 253/30*z + 1
*
-1 | 0.12136101154324402059440437696376828510 | 0.021916865713903949300038063546045458547
f(z) = -223/31*z^3 + 254/31*z + 1
*
-1 | 0.11277363779007262715914765544463470001 | 0.020351610579613462496869845318805369632
f(z) = -223/32*z^3 + 255/32*z + 1
*
-1 | 0.10095625556454651533576464258147756661 | 0.018206136156211259308143776402718058673
f(z) = -223/33*z^3 + 256/33*z + 1
*
-1 | 0.10843535579796498905498396283882198657 | 0.019541154984904575373963556668311949693
f(z) = -223/34*z^3 + 257/34*z + 1
*
-1 | 0.12124051477954444616188164390877365237 | 0.021833494900405584660675819976265416879
f(z) = -223/35*z^3 + 258/35*z + 1
*
-1 | 0.099089696409076975940917698779101635357 | 0.017832060900363851691650118113248315667
f(z) = -223/36*z^3 + 259/36*z + 1
*
-1 | 0.12151187660407451787072807746029571751 | 0.022088015496375433682637226551351292401
f(z) = -222/23*z^3 + 245/23*z + 1
*
-1 | 0.12145278348118923276847930825455449677 | 0.022044694630388760318897476401170610267
f(z) = -222/25*z^3 + 247/25*z + 1
*
[ -5/6 ] 
f(z) = -222/25*z^3 + 251/30*z + 1
*
-1 | 0.12133364820911711418090350026356188646 | 0.021959041104091334005762797343993206572
f(z) = -222/29*z^3 + 251/29*z + 1
*
-1 | 0.12127359764117179516614750015306005992 | 0.021916692813370045868533202680828676199
f(z) = -222/31*z^3 + 253/31*z + 1
*
-1 | 0.12115250895993071260705060533626481681 | 0.021832915445097626533977531329157652433
f(z) = -222/35*z^3 + 257/35*z + 1
*
-1 | 0.11295631062930147037806395687816994527 | 0.020594438043746022943795367529119125749
f(z) = -221/20*z^3 + 241/20*z + 1
*
-1 | 0.10114062942608663068593755481139878454 | 0.018426266514942692094513777273649565931
f(z) = -221/21*z^3 + 242/21*z + 1
*
-1 | 0.10861936819885565436910317579713898467 | 0.019773921941204413315290431148876748833
f(z) = -221/22*z^3 + 243/22*z + 1
*
-1 | 0.12142520413308903540474924359132054145 | 0.022088682601051852003966950784344590335
f(z) = -221/23*z^3 + 244/23*z + 1
*
-1 | 0.092494543838730078377358006145575303807 | 0.016813343475032304742809762194746734069
f(z) = -221/24*z^3 + 245/24*z + 1
*
-1 | 0.12136582654619958697248791223521181100 | 0.022045144012502330556089474186068560051
f(z) = -221/25*z^3 + 246/25*z + 1
*
-1 | 0.10774301623915974267870778146706787639 | 0.019541925941113028260991620675308452324
f(z) = -221/27*z^3 + 248/27*z + 1
*
-1 | 0.11271878991305009575228189841629547331 | 0.020429497456203811461846331556908859847
f(z) = -221/28*z^3 + 249/28*z + 1
*
-1 | 0.12124611300705316160554999131748604178 | 0.021959063880143559675595333148475424628
f(z) = -221/29*z^3 + 250/29*z + 1
*
-1 | 0.088036936699781044654424521911284098315 | 0.015932981000760150442953119480328995254
f(z) = -221/30*z^3 + 251/30*z + 1
*
-1 | 0.12118576851095642562463037195136122529 | 0.021916506495157411067617640938149088528
f(z) = -221/31*z^3 + 252/31*z + 1
*
-1 | 0.11259809982066299330378130096409171920 | 0.020348847672849519618981589406531449122
f(z) = -221/32*z^3 + 253/32*z + 1
*
-1 | 0.10078042101249412755871035698136880009 | 0.018200169278701909837223971981301538584
f(z) = -221/33*z^3 + 254/33*z + 1
*
-1 | 0.12106408205883115443781724575448848619 | 0.021832318852006279200104124684882310196
f(z) = -221/35*z^3 + 256/35*z + 1
*
-1 | 0.098912962068376122769325649132506561977 | 0.017825122697023506881672857826310007758
f(z) = -221/36*z^3 + 257/36*z + 1
*
-1 | 0.12100273103149243367469545722416597838 | 0.021790673816546504329545703221454077672
f(z) = -221/37*z^3 + 258/37*z + 1
*
-1 | 0.10813586763830669316366772102226309665 | 0.019459998840639616718551329714422493600
f(z) = -221/38*z^3 + 259/38*z + 1
*
[ -3/7 ] 
f(z) = -239/27*z^3 + 243/49*z + 1
*
[ -1/2 ] 
f(z) = -238/23*z^3 + 257/46*z + 1
*
[ -3/7 ] 
f(z) = -236/27*z^3 + 242/49*z + 1
*
[ -1/2 ] 
f(z) = -234/23*z^3 + 255/46*z + 1
*
[ -5/9 ] 
f(z) = -234/25*z^3 + 256/45*z + 1
*
[ -3/7 ] 
f(z) = -233/27*z^3 + 241/49*z + 1
*
[ 3/4 ] 
f(z) = -232/21*z^3 + 247/42*z + 1
*
[ -1/4 ] 
f(z) = -232/23*z^3 + 259/46*z + 1
*
[ -5/8 ] 
f(z) = -232/25*z^3 + 249/40*z + 1
*
[ -1/2 ] 
f(z) = -230/21*z^3 + 241/42*z + 1
*
[ -3/7 ] 
f(z) = -230/27*z^3 + 240/49*z + 1
*
[ -6/23 ] 
f(z) = -230/27*z^3 + 249/46*z + 1
*
[ -1/2 ] 
f(z) = -226/23*z^3 + 251/46*z + 1
*
[ -4/15 ] 
f(z) = -225/22*z^3 + 241/44*z + 1
*
-57/112 | 0.16836757594987296106209783241973118505 | 0.017841222446203618716676432592176891309
f(z) = -224/27*z^3 + 251/56*z + 1
*
[ -1/2 ] 
f(z) = -222/23*z^3 + 249/46*z + 1
*
[ -6/17 ] 
f(z) = -221/24*z^3 + 254/51*z + 1
*
[ -4/13 ] 
f(z) = -221/32*z^3 + 255/52*z + 1
*
-3/5 | 0.18458388127309529118574281975328852888 | 0.026111652223289150054749585238316211806
f(z) = -235/36*z^3 + 241/60*z + 1
*
[ 12/17 ] 
f(z) = -221/27*z^3 + 249/68*z + 1
*
[ 5/8 ] 
f(z) = -236/25*z^3 + 247/80*z + 1
*
[ 2/3 ] 
f(z) = -237/38*z^3 + 259/114*z + 1
*
[ 2/3 ] 
f(z) = -231/34*z^3 + 257/102*z + 1
*
[ 2/3 ] 
f(z) = -231/38*z^3 + 251/114*z + 1
*
-13/30 | 0.19509202869543529255803909397532400635 | 0.028679903987238514719864781766864833474
f(z) = -225/26*z^3 + 257/104*z + 1
*
-1 | 0.12300632683538881968135734011413126323 | 0.022075184233073733964938223791939467829
f(z) = -240/23*z^3 + 263/23*z + 1
*
-1 | 0.12284231854059128507821864991229332462 | 0.021956864296605350496411529864367591185
f(z) = -240/29*z^3 + 269/29*z + 1
*
-1 | 0.12278710801928957738425807551908384773 | 0.021917976384515227727800690890440677845
f(z) = -240/31*z^3 + 271/31*z + 1
*
-1 | 0.12261980619204757498698753174523712490 | 0.021802884869605357029038109604855827117
f(z) = -240/37*z^3 + 277/37*z + 1
*
[ -1 ] 
f(z) = -239/20*z^3 + 279/20*z + 1
*
-1 | 0.10263713286125555050207604018834021940 | 0.018457653156904667440914883690933070441
f(z) = -239/21*z^3 + 260/21*z + 1
*
-1 | 0.11011755645999647215730323860311639224 | 0.019789226815501661449017808647459241913
f(z) = -239/22*z^3 + 261/22*z + 1
*
-1 | 0.12292639351445287385018201275335188421 | 0.022075931801888901846957490223911776286
f(z) = -239/23*z^3 + 262/23*z + 1
*
-1 | 0.093998094330060353944832130791742866849 | 0.016869256267369027780190737456289635175
f(z) = -239/24*z^3 + 263/24*z + 1
*
-1 | 0.12287175039157604736600518542897184059 | 0.022036024382332282708246031444734035535
f(z) = -239/25*z^3 + 264/25*z + 1
*
-1 | 0.11000826940886810932292768803280811066 | 0.019715698221898055767525090492621089357
f(z) = -239/26*z^3 + 265/26*z + 1
*
-1 | 0.10925372399207727575620995887915940314 | 0.019567260001630785840902133729161465407
f(z) = -239/27*z^3 + 266/27*z + 1
*
-1 | 0.11423190845677480711268643664086651717 | 0.020445109111983192104725357713564283099
f(z) = -239/28*z^3 + 267/28*z + 1
*
-1 | 0.12276165506033573880069226469350552509 | 0.021957063303538372105408267670372393178
f(z) = -239/29*z^3 + 268/29*z + 1
*
-1 | 0.089553229348066340302241308152235792836 | 0.016006764830546023286316251841778187778
f(z) = -239/30*z^3 + 269/30*z + 1
*
-1 | 0.12270619623105020519943894703332908952 | 0.021917997094489073549378648617107298703
f(z) = -239/31*z^3 + 270/31*z + 1
*
-1 | 0.11412098994767733166273804836040562301 | 0.020371040600270043702994969049516495107
f(z) = -239/32*z^3 + 271/32*z + 1
*
-1 | 0.10230682038098499411481557224064562602 | 0.018250166376028267319837526269330142270
f(z) = -239/33*z^3 + 272/33*z + 1
*
-1 | 0.10978707772525476473645712920681880936 | 0.019571731837477717890936818883969418798
f(z) = -239/34*z^3 + 273/34*z + 1
*
-1 | 0.12259443923265713698655473519904051307 | 0.021840662979549219287990355861339282994
f(z) = -239/35*z^3 + 274/35*z + 1
*
-1 | 0.10044583530172420076510082954421717581 | 0.017883199004398340300933073152741751842
f(z) = -239/36*z^3 + 275/36*z + 1
*
-1 | 0.12253813406819500901759265891395295136 | 0.021802383316756433849026431278790831703
f(z) = -239/37*z^3 + 276/37*z + 1
*
-1 | 0.10967446649728483974022882819092575867 | 0.019501089101629751392546617196337886921
f(z) = -239/38*z^3 + 277/38*z + 1
*
-1 | 0.10213686767489273426766563722844221043 | 0.018149208273175767066722544204278109929
f(z) = -239/39*z^3 + 278/39*z + 1
*
-1 | 0.12284611342913774701198128170116741399 | 0.022076675874434213247225244699148334667
f(z) = -238/23*z^3 + 261/23*z + 1
*
-1 | 0.12279122719025981307321611357732877790 | 0.022036581630940544328463674973959693395
f(z) = -238/25*z^3 + 263/25*z + 1
*
-1 | 0.10917295524056730728492438542013915084 | 0.019565993093809141620876607139084454730
f(z) = -238/27*z^3 + 265/27*z + 1
*
-1 | 0.12268063827962266590179282834068378256 | 0.021957254058341622727747836468346529825
f(z) = -238/29*z^3 + 267/29*z + 1
*
-1 | 0.12262492889620726866157688226821815743 | 0.021918008021520881802003497136919074336
f(z) = -238/31*z^3 + 269/31*z + 1
*
-1 | 0.10222529992003404843414706636767029855 | 0.018247613659858361639132410277962878766
f(z) = -238/33*z^3 + 271/33*z + 1
*
-1 | 0.12245609944500940416953911824090529641 | 0.021801867534869367871493046204777838631
f(z) = -238/37*z^3 + 275/37*z + 1
*
-1 | 0.10205560553191110931619987902232689891 | 0.018146388310426356655099116220054534831
f(z) = -238/39*z^3 + 277/39*z + 1
*
[ -1 ] 
f(z) = -237/20*z^3 + 277/20*z + 1
*
-1 | 0.12276548355549689150722715518210484697 | 0.022077416349598972277206592061651015709
f(z) = -237/23*z^3 + 260/23*z + 1
*
-1 | 0.12271035202602783880664145199687314792 | 0.022037133647737499858801490062409065037
f(z) = -237/25*z^3 + 262/25*z + 1
*
-1 | 0.10984662500751634511201337140189778498 | 0.019713493986917837719797946750841369612
f(z) = -237/26*z^3 + 263/26*z + 1
*
-1 | 0.11406976826261083185856982455763871620 | 0.020443600643772908642034963022775655110
f(z) = -237/28*z^3 + 265/28*z + 1
*
-1 | 0.12259926508627451952336405488386263286 | 0.021957436399384901645909378812433198845
f(z) = -237/29*z^3 + 266/29*z + 1
*
-1 | 0.12254330287193458406911836804681692253 | 0.021918008984656519947714876536818737491
f(z) = -237/31*z^3 + 268/31*z + 1
*
-1 | 0.11395784295966207729414672261582264845 | 0.020368851085893220330479075478558304921
f(z) = -237/32*z^3 + 269/32*z + 1
*
-1 | 0.10962276740688063620346297184332455872 | 0.019568090380072761377620344590679375952
f(z) = -237/34*z^3 + 271/34*z + 1
*
-1 | 0.12243052346689541141262975579868792924 | 0.021839965453470015581347630904997172348
f(z) = -237/35*z^3 + 272/35*z + 1
*
-1 | 0.12237369908372747385011168293177724867 | 0.021801337287217621181011008239877462118
f(z) = -237/37*z^3 + 274/37*z + 1
*
-1 | 0.10950976985528206668978108495042751245 | 0.019496925894091848119673230264316414626
f(z) = -237/38*z^3 + 275/38*z + 1
*
[ -1 ] 
f(z) = -236/21*z^3 + 278/21*z + 1
*
-1 | 0.12262912180584719690709726307123308470 | 0.022037680308346433691223466191949302033
f(z) = -236/25*z^3 + 261/25*z + 1
*
-1 | 0.10901035210234169418406910396670486996 | 0.019563413264033045095024719560614388480
f(z) = -236/27*z^3 + 263/27*z + 1
*
-1 | 0.12251753232675912991259640307808751721 | 0.021957610161725715298434291981312404122
f(z) = -236/29*z^3 + 265/29*z + 1
*
-1 | 0.12246131497349062790508581430438826244 | 0.021917999799306222106065167074850363500
f(z) = -236/31*z^3 + 267/31*z + 1
*
-1 | 0.10206117277551155091647635949571616729 | 0.018242437518336285676903639351155914134
f(z) = -236/33*z^3 + 269/33*z + 1
*
-1 | 0.12234801730796203918553674448819285160 | 0.021839596984619067051565047256010210838
f(z) = -236/35*z^3 + 271/35*z + 1
*
-1 | 0.12229092970189508961345752631797906667 | 0.021800792332509235995573708366016302724
f(z) = -236/37*z^3 + 273/37*z + 1
*
-1 | 0.10188990620613719879657474543476485975 | 0.018140298836188338323011956227043464753
f(z) = -236/39*z^3 + 275/39*z + 1
*
[ -1 ] 
f(z) = -235/21*z^3 + 277/21*z + 1
*
[ -1 ] 
f(z) = -235/22*z^3 + 279/22*z + 1
*
-1 | 0.10968420802206373910255172056813461792 | 0.019711349764792589866004831100379178196
f(z) = -235/26*z^3 + 261/26*z + 1
*
-1 | 0.10892851142815482956389041955822416917 | 0.019562099894246822767966687005127865485
f(z) = -235/27*z^3 + 262/27*z + 1
*
-1 | 0.11390619432442971678937007617950801334 | 0.020442039768938649965619623275293381607
f(z) = -235/28*z^3 + 263/28*z + 1
*
-1 | 0.12243543680545282754433429219198175784 | 0.021957775177030709370312731793093859743
f(z) = -235/29*z^3 + 264/29*z + 1
*
-1 | 0.12237896197346876580738265938405446841 | 0.021917980277159252114459379851984993413
f(z) = -235/31*z^3 + 266/31*z + 1
*
-1 | 0.11379324376155837551221536228364917217 | 0.020366597357444236106887627335932434596
f(z) = -235/32*z^3 + 267/32*z + 1
*
-1 | 0.10197855961545071603388807335508097180 | 0.018239813466017548391803988032650572179
f(z) = -235/33*z^3 + 268/33*z + 1
*
-1 | 0.10945764756512668869229325431946600157 | 0.019564485125042590056902388955155161745
f(z) = -235/34*z^3 + 269/34*z + 1
*
-1 | 0.10011601464164371869483110388201063924 | 0.017871098033212101286579818368538070698
f(z) = -235/36*z^3 + 271/36*z + 1
*
-1 | 0.12220778797257619537714260955351755498 | 0.021800232424782046353722973277143187359
f(z) = -235/37*z^3 + 272/37*z + 1
*
-1 | 0.10934294004799478038033844225637987135 | 0.019492555456264566624200678323933587400
f(z) = -235/38*z^3 + 273/38*z + 1
*
-1 | 0.10180649596172562000131421828431965616 | 0.018137212269547854135480002946907107619
f(z) = -235/39*z^3 + 274/39*z + 1
*
-1 | 0.12235297528388705913331916169534878530 | 0.021957931273494938687242433486776853608
f(z) = -234/29*z^3 + 263/29*z + 1
*
-1 | 0.12229624060103061664907026965770963177 | 0.021917950226096233497456422538416434805
f(z) = -234/31*z^3 + 265/31*z + 1
*
-1 | 0.12218189197199182793055227880150835303 | 0.021838819499691008514839663751934257142
f(z) = -234/35*z^3 + 269/35*z + 1
*
-1 | 0.12212427052354369640873247871265766288 | 0.021799657313296064335961837837286792187
f(z) = -234/37*z^3 + 271/37*z + 1
*
[ -1 ] 
f(z) = -233/20*z^3 + 273/20*z + 1
*
[ -1 ] 
f(z) = -233/21*z^3 + 275/21*z + 1
*
[ -1 ] 
f(z) = -233/22*z^3 + 277/22*z + 1
*
[ -1 ] 
f(z) = -233/23*z^3 + 279/23*z + 1
*
-1 | 0.10876373583499813288384061272532906178 | 0.019559425094282010590082979643921987803
f(z) = -233/27*z^3 + 260/27*z + 1
*
-1 | 0.11374116103063995632675050289658189321 | 0.020440424817377072104808757467917081528
f(z) = -233/28*z^3 + 261/28*z + 1
*
-1 | 0.12227014447997805021775919363951105254 | 0.021958078275758906638127727905565134147
f(z) = -233/29*z^3 + 262/29*z + 1
*
-1 | 0.089062637447800124012643558115601548630 | 0.015983520364563895582250497398460868305
f(z) = -233/30*z^3 + 263/30*z + 1
*
-1 | 0.12221314754112209376430914341105725612 | 0.021917909450099072996694806077166975672
f(z) = -233/31*z^3 + 264/31*z + 1
*
-1 | 0.11362716622845636487353128962147181233 | 0.020364277442120176884202972534894988440
f(z) = -233/32*z^3 + 265/32*z + 1
*
-1 | 0.10181221759939959799110408692677124755 | 0.018234491789538712207682074578324053641
f(z) = -233/33*z^3 + 266/33*z + 1
*
-1 | 0.10929103967074191268151962735793544547 | 0.019560797514609687642701777847742311800
f(z) = -233/34*z^3 + 267/34*z + 1
*
-1 | 0.12209826607409822297058005730973509028 | 0.021838410015925654215353597772286599566
f(z) = -233/35*z^3 + 268/35*z + 1
*
-1 | 0.099948870750836308507840324374402999082 | 0.017864884168153354633909510501429139616
f(z) = -233/36*z^3 + 269/36*z + 1
*
-1 | 0.12204037393645182687937805327126352342 | 0.021799066742422952766531112443239863612
f(z) = -233/37*z^3 + 270/37*z + 1
*
-1 | 0.10917525441670757091888527245590641287 | 0.019488207570642669299491273303753735810
f(z) = -233/38*z^3 + 271/38*z + 1
*
-1 | 0.10163750365495549102378318697584650322 | 0.018130769237471830486441036375749649686
f(z) = -233/39*z^3 + 272/39*z + 1
*
[ -1 ] 
f(z) = -232/21*z^3 + 274/21*z + 1
*
[ -1 ] 
f(z) = -232/23*z^3 + 278/23*z + 1
*
-1 | 0.12212967943367165075880537588556402239 | 0.021917857749158401695680375682854129374
f(z) = -232/31*z^3 + 263/31*z + 1
*
-1 | 0.10172848200028214632210892226224753708 | 0.018231793504858731517947687317716857123
f(z) = -232/33*z^3 + 265/33*z + 1
*
-1 | 0.12201426013241861275042376106719532676 | 0.021837986385118922153025767179598918458
f(z) = -232/35*z^3 + 267/35*z + 1
*
-1 | 0.12195609474598948373615789380637518917 | 0.021798460451532493215506869322881160751
f(z) = -232/37*z^3 + 269/37*z + 1
*
-1 | 0.10155294825273458640665170768472545712 | 0.018127596272009761415516005456805868995
f(z) = -232/39*z^3 + 271/39*z + 1
*
[ -1 ] 
f(z) = -231/20*z^3 + 271/20*z + 1
*
[ -1 ] 
f(z) = -231/23*z^3 + 277/23*z + 1
*
-1 | 0.12210336167397471012706869408523145649 | 0.021958344277961369750121650955568025776
f(z) = -231/29*z^3 + 260/29*z + 1
*
-1 | 0.12204583287277024421178148758679319318 | 0.021917794919178455051432280822930499156
f(z) = -231/31*z^3 + 262/31*z + 1
*
-1 | 0.11345958352294874253157545805261390216 | 0.020361889292318314078914386357051899938
f(z) = -231/32*z^3 + 263/32*z + 1
*
-1 | 0.10912356875067473368957960016442313818 | 0.019557142039827536966866800514617861463
f(z) = -231/34*z^3 + 265/34*z + 1
*
-1 | 0.12187142943901399800266212936389335197 | 0.021797838174875954870148099808249595480
f(z) = -231/37*z^3 + 268/37*z + 1
*
-1 | 0.10900603314126581662076024675393831721 | 0.019483763458951387282068400046025906270
f(z) = -231/38*z^3 + 269/38*z + 1
*
[ -1 ] 
f(z) = -230/21*z^3 + 272/21*z + 1
*
-1 | 0.12196160440583250988750537955258185923 | 0.021917720751879310313261422290500068603
f(z) = -230/31*z^3 + 261/31*z + 1
*
-1 | 0.10155986441464999635320670455536284661 | 0.018226320347242332424225218838339227576
f(z) = -230/33*z^3 + 263/33*z + 1
*
-1 | 0.12178637445366479735283469573884489745 | 0.021797199641466266462930013663979028809
f(z) = -230/37*z^3 + 267/37*z + 1
*
-1 | 0.10138370119720831458167561058796876555 | 0.018121346092463401738223071228108384584
f(z) = -230/39*z^3 + 269/39*z + 1
*
[ -1 ] 
f(z) = -229/20*z^3 + 269/20*z + 1
*
[ -1 ] 
f(z) = -229/21*z^3 + 271/21*z + 1
*
[ -1 ] 
f(z) = -229/22*z^3 + 273/22*z + 1
*
[ -1 ] 
f(z) = -229/23*z^3 + 275/23*z + 1
*
[ -1 ] 
f(z) = -229/24*z^3 + 277/24*z + 1
*
[ -1 ] 
f(z) = -229/25*z^3 + 279/25*z + 1
*
-1 | 0.12187699053273863280503986265837200320 | 0.021917635034696396862859491710226479767
f(z) = -229/31*z^3 + 260/31*z + 1
*
-1 | 0.11329046806894117963981919850216970672 | 0.020359430782184806083251586971087883767
f(z) = -229/32*z^3 + 261/32*z + 1
*
-1 | 0.10147394178708293086706300725867098389 | 0.018223359154330898903667677861803727285
f(z) = -229/33*z^3 + 262/33*z + 1
*
-1 | 0.10895390266463704156409332131207513710 | 0.019553282632794448395574858327635182402
f(z) = -229/34*z^3 + 263/34*z + 1
*
-1 | 0.12175992703760209182272949490366753015 | 0.021836628130069759025632225322383154812
f(z) = -229/35*z^3 + 264/35*z + 1
*
-1 | 0.099609978853170560005821486171054761443 | 0.017852115059274291593731429282187739640
f(z) = -229/36*z^3 + 265/36*z + 1
*
-1 | 0.12170092617845639589006806940914389341 | 0.021796544574954889925905328858458987049
f(z) = -229/37*z^3 + 266/37*z + 1
*
-1 | 0.10883589990917157640790255418896768030 | 0.019479337069693557373553986620863323335
f(z) = -229/38*z^3 + 267/38*z + 1
*
-1 | 0.10129693506081979126482229207994822562 | 0.018117898577464428610788278388146243060
f(z) = -229/39*z^3 + 268/39*z + 1
*
[ -1 ] 
f(z) = -228/23*z^3 + 274/23*z + 1
*
[ -1 ] 
f(z) = -228/25*z^3 + 278/25*z + 1
*
-1 | 0.12167436567004419850324397494391494009 | 0.021836145405781292644233610133169343654
f(z) = -228/35*z^3 + 263/35*z + 1
*
-1 | 0.12161508095135012847436787216157826506 | 0.021795872693505290780821860334282998600
f(z) = -228/37*z^3 + 265/37*z + 1
*
[ -1 ] 
f(z) = -227/20*z^3 + 267/20*z + 1
*
[ -1 ] 
f(z) = -227/21*z^3 + 269/21*z + 1
*
[ -1 ] 
f(z) = -227/22*z^3 + 271/22*z + 1
*
[ -1 ] 
f(z) = -227/23*z^3 + 273/23*z + 1
*
[ -1 ] 
f(z) = -227/24*z^3 + 275/24*z + 1
*
[ -1 ] 
f(z) = -227/25*z^3 + 277/25*z + 1
*
[ -1 ] 
f(z) = -227/26*z^3 + 279/26*z + 1
*
-1 | 0.10130401901599797734514737911898763081 | 0.018217913870659266755406005682404254717
f(z) = -227/33*z^3 + 260/33*z + 1
*
-1 | 0.10878201277396121214243762854504587974 | 0.019549216250659858329134474598528684949
f(z) = -227/34*z^3 + 261/34*z + 1
*
-1 | 0.12158840638647174828427506415964215254 | 0.021835647256441436784753850783109450178
f(z) = -227/35*z^3 + 262/35*z + 1
*
-1 | 0.099438173751057405181346899780374740437 | 0.017845553654265008004200245274072946325
f(z) = -227/36*z^3 + 263/36*z + 1
*
-1 | 0.12152883505880402764615893248497083542 | 0.021795183709662896465364430845238979439
f(z) = -227/37*z^3 + 264/37*z + 1
*
-1 | 0.10866286905048561415850419997478647936 | 0.019474575371806529256270169979188930859
f(z) = -227/38*z^3 + 265/38*z + 1
*
-1 | 0.10112426714387703455106409380391278599 | 0.018111280379075243661853322657736435151
f(z) = -227/39*z^3 + 266/39*z + 1
*
[ -1 ] 
f(z) = -226/21*z^3 + 268/21*z + 1
*
[ -1 ] 
f(z) = -226/23*z^3 + 272/23*z + 1
*
[ -1 ] 
f(z) = -226/25*z^3 + 276/25*z + 1
*
-1 | 0.12150204546107332600793778528069237582 | 0.021835133410811350152421327800989016139
f(z) = -226/35*z^3 + 261/35*z + 1
*
-1 | 0.12144218473480022116569143684840055933 | 0.021794477330221429831236981789627715500
f(z) = -226/37*z^3 + 263/37*z + 1
*
-1 | 0.10103732418585899082553731818511112215 | 0.018107924099712221088433825508056615057
f(z) = -226/39*z^3 + 265/39*z + 1
*
[ -1 ] 
f(z) = -225/22*z^3 + 269/22*z + 1
*
0 | 0.18092930701214537424662562439085919624 | 0.027772415392260854031519661141999604130
f(z) = -225/22*z^3 + 277/33*z + 1
*
[ -1 ] 
f(z) = -225/23*z^3 + 271/23*z + 1
*
[ -1 ] 
f(z) = -225/26*z^3 + 277/26*z + 1
*
-1 | 0.12135512615984920739027061869898084776 | 0.021793753256085500922473344482368493343
f(z) = -225/37*z^3 + 262/37*z + 1
*
-1 | 0.10848886690101147266682126885800441798 | 0.019469825542243809219519256320155762416
f(z) = -225/38*z^3 + 263/38*z + 1
*
[ -1 ] 
f(z) = -224/23*z^3 + 270/23*z + 1
*
[ -1 ] 
f(z) = -224/25*z^3 + 274/25*z + 1
*
[ -1 ] 
f(z) = -224/27*z^3 + 278/27*z + 1
*
-1 | 0.12126765545997034411438645824272092010 | 0.021793011182129335844922673817325133473
f(z) = -224/37*z^3 + 261/37*z + 1
*
-1 | 0.10086323457891217895824216622846096157 | 0.018101300501826186667135475616399851231
f(z) = -224/39*z^3 + 263/39*z + 1
*
[ -1 ] 
f(z) = -223/20*z^3 + 263/20*z + 1
*
[ -1 ] 
f(z) = -223/21*z^3 + 265/21*z + 1
*
[ -1 ] 
f(z) = -223/22*z^3 + 267/22*z + 1
*
[ -1 ] 
f(z) = -223/23*z^3 + 269/23*z + 1
*
[ -1 ] 
f(z) = -223/24*z^3 + 271/24*z + 1
*
[ -1 ] 
f(z) = -223/25*z^3 + 273/25*z + 1
*
[ -1 ] 
f(z) = -223/26*z^3 + 275/26*z + 1
*
[ -1 ] 
f(z) = -223/27*z^3 + 277/27*z + 1
*
[ -1 ] 
f(z) = -223/28*z^3 + 279/28*z + 1
*
-1 | 0.12117976870564786406535490903466059181 | 0.021792250797051517062482253448309947788
f(z) = -223/37*z^3 + 260/37*z + 1
*
-1 | 0.10831386251630188327898505034108893151 | 0.019465084964692560725170756546925098887
f(z) = -223/38*z^3 + 261/38*z + 1
*
-1 | 0.10077504642364740228736697887224925506 | 0.018097846919417368516336464744174803414
f(z) = -223/39*z^3 + 262/39*z + 1
*
[ -1 ] 
f(z) = -222/23*z^3 + 268/23*z + 1
*
[ -1 ] 
f(z) = -222/25*z^3 + 272/25*z + 1
*
[ -1 ] 
f(z) = -221/20*z^3 + 261/20*z + 1
*
[ -1 ] 
f(z) = -221/21*z^3 + 263/21*z + 1
*
[ -1 ] 
f(z) = -221/22*z^3 + 265/22*z + 1
*
[ -1 ] 
f(z) = -221/23*z^3 + 267/23*z + 1
*
-2/13 | 0.21458352700673716910840370924931921503 | 0.026947194189584524288659903049999756687
f(z) = -221/24*z^3 + 262/39*z + 1
*
[ -1 ] 
f(z) = -221/24*z^3 + 269/24*z + 1
*
[ -1 ] 
f(z) = -221/25*z^3 + 271/25*z + 1
*
[ -1 ] 
f(z) = -221/27*z^3 + 275/27*z + 1
*
[ -1 ] 
f(z) = -221/28*z^3 + 277/28*z + 1
*
[ -1 ] 
f(z) = -221/29*z^3 + 279/29*z + 1
*
[ -1/2 ] 
f(z) = -238/25*z^3 + 269/50*z + 1
*
[ 6/7 ] 
f(z) = -238/27*z^3 + 265/42*z + 1
*
[ -2/3 ] 
f(z) = -237/28*z^3 + 263/42*z + 1
*
[ -1/2 ] 
f(z) = -234/25*z^3 + 267/50*z + 1
*
[ -1/4 ] 
f(z) = -232/25*z^3 + 279/50*z + 1
*
[ -1/2 ] 
f(z) = -230/27*z^3 + 277/54*z + 1
*
[ -1/2 ] 
f(z) = -226/25*z^3 + 263/50*z + 1
*
[ -1/2 ] 
f(z) = -226/27*z^3 + 275/54*z + 1
*
[ 4/5 ] 
f(z) = -225/22*z^3 + 277/44*z + 1
*
[ 4/5 ] 
f(z) = -225/26*z^3 + 275/52*z + 1
*
[ -4/15 ] 
f(z) = -225/26*z^3 + 279/52*z + 1
*
[ -2/5 ] 
f(z) = -225/29*z^3 + 275/58*z + 1
*
[ 5/6 ] 
f(z) = -224/25*z^3 + 271/45*z + 1
*
[ -1/2 ] 
f(z) = -222/25*z^3 + 261/50*z + 1
*
[ 2/3 ] 
f(z) = -237/26*z^3 + 277/78*z + 1
*
-2/5 | 0.20472964475696277669613130739442911367 | 0.028961517369883944262320089999498305604
f(z) = -235/28*z^3 + 269/70*z + 1
*
[ 2/3 ] 
f(z) = -231/26*z^3 + 269/78*z + 1
*
-1/2 | 0.18234254134288253697071152984526777635 | 0.029825322281945362078810392539692426488
f(z) = -226/39*z^3 + 269/78*z + 1
*
[ 4/5 ] 
f(z) = -225/34*z^3 + 271/68*z + 1
*
[ 4/5 ] 
f(z) = -225/38*z^3 + 269/76*z + 1
*
-3/8 | 0.17942823229628785847540693524243639273 | 0.029391369283986074951013124867449330060
f(z) = -224/39*z^3 + 271/78*z + 1
*
3/4 | 0.28677294999008613853850784290666780994 | 0.029138818483567962970035994122916964240
f(z) = -235/27*z^3 + 269/80*z + 1
*
-3/5 | 0.17242942736918817622753264348118184834 | 0.026467694824174099247518507200350042436
f(z) = -225/28*z^3 + 271/84*z + 1
*
[ 2/3 ] 
f(z) = -237/34*z^3 + 265/102*z + 1
*
[ 5/9 ] 
f(z) = -231/25*z^3 + 277/135*z + 1
*
[ 5/9 ] 
f(z) = -228/25*z^3 + 272/135*z + 1
*
[ 5/9 ] 
f(z) = -222/25*z^3 + 262/135*z + 1
*
[ 5/2 ] 
f(z) = -236/25*z^3 + 298/5*z + 1
*
[ 5/2 ] 
f(z) = -232/25*z^3 + 293/5*z + 1
*
[ -5/2 ] 
f(z) = -232/25*z^3 + 297/5*z + 1
*
[ 5/2 ] 
f(z) = -228/25*z^3 + 288/5*z + 1
*
[ -5/2 ] 
f(z) = -228/25*z^3 + 292/5*z + 1
*
[ 5/2 ] 
f(z) = -224/25*z^3 + 283/5*z + 1
*
[ -5/2 ] 
f(z) = -224/25*z^3 + 287/5*z + 1
*
[ -1 ] 
f(z) = -240/23*z^3 + 286/23*z + 1
*
[ -1 ] 
f(z) = -240/29*z^3 + 298/29*z + 1
*
[ -1 ] 
f(z) = -239/21*z^3 + 281/21*z + 1
*
[ -1 ] 
f(z) = -239/22*z^3 + 283/22*z + 1
*
[ -1 ] 
f(z) = -239/23*z^3 + 285/23*z + 1
*
[ -1 ] 
f(z) = -239/24*z^3 + 287/24*z + 1
*
[ -1 ] 
f(z) = -239/25*z^3 + 289/25*z + 1
*
[ -1 ] 
f(z) = -239/26*z^3 + 291/26*z + 1
*
[ -1 ] 
f(z) = -239/27*z^3 + 293/27*z + 1
*
[ -1 ] 
f(z) = -239/28*z^3 + 295/28*z + 1
*
[ -1 ] 
f(z) = -239/29*z^3 + 297/29*z + 1
*
[ -1 ] 
f(z) = -239/30*z^3 + 299/30*z + 1
*
[ -1 ] 
f(z) = -238/23*z^3 + 284/23*z + 1
*
[ -1 ] 
f(z) = -238/25*z^3 + 288/25*z + 1
*
[ -1 ] 
f(z) = -238/27*z^3 + 292/27*z + 1
*
[ -1 ] 
f(z) = -238/29*z^3 + 296/29*z + 1
*
[ -1 ] 
f(z) = -237/22*z^3 + 281/22*z + 1
*
[ -1 ] 
f(z) = -237/23*z^3 + 283/23*z + 1
*
[ -1 ] 
f(z) = -237/25*z^3 + 287/25*z + 1
*
[ -1 ] 
f(z) = -237/26*z^3 + 289/26*z + 1
*
[ -1 ] 
f(z) = -237/28*z^3 + 293/28*z + 1
*
[ -1 ] 
f(z) = -237/29*z^3 + 295/29*z + 1
*
[ -1 ] 
f(z) = -237/31*z^3 + 299/31*z + 1
*
[ -1 ] 
f(z) = -236/23*z^3 + 282/23*z + 1
*
[ -1 ] 
f(z) = -236/25*z^3 + 286/25*z + 1
*
[ 5/4 ] 
f(z) = -236/25*z^3 + 299/20*z + 1
*
[ -1 ] 
f(z) = -236/27*z^3 + 290/27*z + 1
*
[ -1 ] 
f(z) = -236/29*z^3 + 294/29*z + 1
*
[ -1 ] 
f(z) = -236/31*z^3 + 298/31*z + 1
*
[ -1 ] 
f(z) = -235/23*z^3 + 281/23*z + 1
*
[ -1 ] 
f(z) = -235/24*z^3 + 283/24*z + 1
*
[ -1 ] 
f(z) = -235/26*z^3 + 287/26*z + 1
*
[ -1 ] 
f(z) = -235/27*z^3 + 289/27*z + 1
*
[ -1 ] 
f(z) = -235/28*z^3 + 291/28*z + 1
*
[ -1 ] 
f(z) = -235/29*z^3 + 293/29*z + 1
*
[ -1 ] 
f(z) = -235/31*z^3 + 297/31*z + 1
*
[ -1 ] 
f(z) = -235/32*z^3 + 299/32*z + 1
*
[ 6/5 ] 
f(z) = -235/36*z^3 + 287/30*z + 1
*
[ -1 ] 
f(z) = -234/23*z^3 + 280/23*z + 1
*
[ -1 ] 
f(z) = -234/25*z^3 + 284/25*z + 1
*
[ -1 ] 
f(z) = -234/29*z^3 + 292/29*z + 1
*
[ -1 ] 
f(z) = -234/31*z^3 + 296/31*z + 1
*
[ -1 ] 
f(z) = -233/24*z^3 + 281/24*z + 1
*
[ -1 ] 
f(z) = -233/25*z^3 + 283/25*z + 1
*
[ -1 ] 
f(z) = -233/26*z^3 + 285/26*z + 1
*
[ -1 ] 
f(z) = -233/27*z^3 + 287/27*z + 1
*
[ -1 ] 
f(z) = -233/28*z^3 + 289/28*z + 1
*
[ -1 ] 
f(z) = -233/29*z^3 + 291/29*z + 1
*
[ -1 ] 
f(z) = -233/30*z^3 + 293/30*z + 1
*
[ -1 ] 
f(z) = -233/31*z^3 + 295/31*z + 1
*
[ -1 ] 
f(z) = -233/32*z^3 + 297/32*z + 1
*
[ -1 ] 
f(z) = -233/33*z^3 + 299/33*z + 1
*
[ -1 ] 
f(z) = -232/25*z^3 + 282/25*z + 1
*
[ -1 ] 
f(z) = -232/27*z^3 + 286/27*z + 1
*
[ -1 ] 
f(z) = -232/31*z^3 + 294/31*z + 1
*
[ -1 ] 
f(z) = -232/33*z^3 + 298/33*z + 1
*
[ -1 ] 
f(z) = -231/25*z^3 + 281/25*z + 1
*
[ -1 ] 
f(z) = -231/26*z^3 + 283/26*z + 1
*
[ -1 ] 
f(z) = -231/29*z^3 + 289/29*z + 1
*
[ -1 ] 
f(z) = -231/31*z^3 + 293/31*z + 1
*
[ -1 ] 
f(z) = -231/32*z^3 + 295/32*z + 1
*
[ -1 ] 
f(z) = -231/34*z^3 + 299/34*z + 1
*
[ -1 ] 
f(z) = -230/27*z^3 + 284/27*z + 1
*
[ -1 ] 
f(z) = -230/29*z^3 + 288/29*z + 1
*
[ -1 ] 
f(z) = -230/31*z^3 + 292/31*z + 1
*
[ -1 ] 
f(z) = -230/33*z^3 + 296/33*z + 1
*
[ -1 ] 
f(z) = -229/26*z^3 + 281/26*z + 1
*
[ -1 ] 
f(z) = -229/27*z^3 + 283/27*z + 1
*
[ -1 ] 
f(z) = -229/28*z^3 + 285/28*z + 1
*
[ -1 ] 
f(z) = -229/29*z^3 + 287/29*z + 1
*
[ -1 ] 
f(z) = -229/30*z^3 + 289/30*z + 1
*
[ -1 ] 
f(z) = -229/31*z^3 + 291/31*z + 1
*
[ -1 ] 
f(z) = -229/32*z^3 + 293/32*z + 1
*
[ -1 ] 
f(z) = -229/33*z^3 + 295/33*z + 1
*
[ -1 ] 
f(z) = -229/34*z^3 + 297/34*z + 1
*
[ -1 ] 
f(z) = -229/35*z^3 + 299/35*z + 1
*
[ 5/4 ] 
f(z) = -228/25*z^3 + 289/20*z + 1
*
[ -1 ] 
f(z) = -228/29*z^3 + 286/29*z + 1
*
[ -1 ] 
f(z) = -228/31*z^3 + 290/31*z + 1
*
[ -1 ] 
f(z) = -228/35*z^3 + 298/35*z + 1
*
[ -1 ] 
f(z) = -227/27*z^3 + 281/27*z + 1
*
[ -1 ] 
f(z) = -227/28*z^3 + 283/28*z + 1
*
[ -1 ] 
f(z) = -227/29*z^3 + 285/29*z + 1
*
[ -1 ] 
f(z) = -227/30*z^3 + 287/30*z + 1
*
[ -1 ] 
f(z) = -227/31*z^3 + 289/31*z + 1
*
[ -1 ] 
f(z) = -227/32*z^3 + 291/32*z + 1
*
[ -1 ] 
f(z) = -227/33*z^3 + 293/33*z + 1
*
[ -1 ] 
f(z) = -227/34*z^3 + 295/34*z + 1
*
[ -1 ] 
f(z) = -227/35*z^3 + 297/35*z + 1
*
[ -1 ] 
f(z) = -227/36*z^3 + 299/36*z + 1
*
[ -1 ] 
f(z) = -226/27*z^3 + 280/27*z + 1
*
[ -1 ] 
f(z) = -226/29*z^3 + 284/29*z + 1
*
[ -1 ] 
f(z) = -226/31*z^3 + 288/31*z + 1
*
[ -1 ] 
f(z) = -226/33*z^3 + 292/33*z + 1
*
[ -1 ] 
f(z) = -226/35*z^3 + 296/35*z + 1
*
[ -1 ] 
f(z) = -225/28*z^3 + 281/28*z + 1
*
[ -1 ] 
f(z) = -225/29*z^3 + 283/29*z + 1
*
[ -1 ] 
f(z) = -225/31*z^3 + 287/31*z + 1
*
[ -6/5 ] 
f(z) = -225/32*z^3 + 287/24*z + 1
*
[ -1 ] 
f(z) = -225/32*z^3 + 289/32*z + 1
*
[ -1 ] 
f(z) = -225/37*z^3 + 299/37*z + 1
*
[ -1 ] 
f(z) = -224/29*z^3 + 282/29*z + 1
*
[ -1 ] 
f(z) = -224/31*z^3 + 286/31*z + 1
*
[ -1 ] 
f(z) = -224/33*z^3 + 290/33*z + 1
*
[ -1 ] 
f(z) = -224/37*z^3 + 298/37*z + 1
*
[ -1 ] 
f(z) = -223/29*z^3 + 281/29*z + 1
*
[ -1 ] 
f(z) = -223/30*z^3 + 283/30*z + 1
*
[ -1 ] 
f(z) = -223/31*z^3 + 285/31*z + 1
*
[ -1 ] 
f(z) = -223/32*z^3 + 287/32*z + 1
*
[ -1 ] 
f(z) = -223/33*z^3 + 289/33*z + 1
*
[ -1 ] 
f(z) = -223/34*z^3 + 291/34*z + 1
*
[ -1 ] 
f(z) = -223/35*z^3 + 293/35*z + 1
*
[ -1 ] 
f(z) = -223/36*z^3 + 295/36*z + 1
*
[ -1 ] 
f(z) = -223/37*z^3 + 297/37*z + 1
*
[ -1 ] 
f(z) = -223/38*z^3 + 299/38*z + 1
*
[ -1 ] 
f(z) = -222/29*z^3 + 280/29*z + 1
*
[ -1 ] 
f(z) = -222/31*z^3 + 284/31*z + 1
*
[ -1 ] 
f(z) = -222/35*z^3 + 292/35*z + 1
*
[ -1 ] 
f(z) = -221/30*z^3 + 281/30*z + 1
*
[ -1 ] 
f(z) = -221/31*z^3 + 283/31*z + 1
*
[ -1 ] 
f(z) = -221/32*z^3 + 285/32*z + 1
*
[ -1 ] 
f(z) = -221/33*z^3 + 287/33*z + 1
*
[ -1 ] 
f(z) = -221/35*z^3 + 291/35*z + 1
*
[ -1 ] 
f(z) = -221/36*z^3 + 293/36*z + 1
*
[ -1 ] 
f(z) = -221/37*z^3 + 295/37*z + 1
*
[ -1 ] 
f(z) = -221/38*z^3 + 297/38*z + 1
*
[ -1/2 ] 
f(z) = -238/27*z^3 + 281/54*z + 1
*
[ -1/2 ] 
f(z) = -238/29*z^3 + 293/58*z + 1
*
[ 5/6 ] 
f(z) = -236/25*z^3 + 286/45*z + 1
*
[ -1/2 ] 
f(z) = -234/29*z^3 + 291/58*z + 1
*
[ 5/6 ] 
f(z) = -232/25*z^3 + 281/45*z + 1
*
[ -3/14 ] 
f(z) = -232/27*z^3 + 297/49*z + 1
*
[ -1/4 ] 
f(z) = -232/27*z^3 + 299/54*z + 1
*
[ -5/11 ] 
f(z) = -231/25*z^3 + 281/55*z + 1
*
[ -2/7 ] 
f(z) = -231/32*z^3 + 285/56*z + 1
*
-15/23 | 0.24588476674675900364433736103491821030 | 0.026534172612232540536726178071501092363
f(z) = -230/27*z^3 + 297/46*z + 1
*
[ -1/2 ] 
f(z) = -230/29*z^3 + 289/58*z + 1
*
[ -1/2 ] 
f(z) = -226/29*z^3 + 287/58*z + 1
*
[ -8/15 ] 
f(z) = -225/28*z^3 + 289/56*z + 1
*
[ 15/16 ] 
f(z) = -224/27*z^3 + 289/40*z + 1
*
[ -1/2 ] 
f(z) = -222/29*z^3 + 285/58*z + 1
*
[ 2/3 ] 
f(z) = -237/22*z^3 + 283/66*z + 1
*
[ -5/12 ] 
f(z) = -228/25*z^3 + 299/60*z + 1
*
[ -1/2 ] 
f(z) = -226/31*z^3 + 299/62*z + 1
*
[ -2/5 ] 
f(z) = -225/31*z^3 + 289/62*z + 1
*
[ -1/2 ] 
f(z) = -222/31*z^3 + 297/62*z + 1
*
-3/5 | 0.19101209607415392495725822517721171964 | 0.029320110515659786388420885510108816075
f(z) = -225/28*z^3 + 299/84*z + 1
*
-15/28 | 0.26230946394976218381664501755048865363 | 0.029252775303978384807196764758375934931
f(z) = -224/27*z^3 + 299/105*z + 1
*
[ 5/9 ] 
f(z) = -237/25*z^3 + 287/135*z + 1
*
[ 3/5 ] 
f(z) = -235/39*z^3 + 293/195*z + 1
*
[ 3/5 ] 
f(z) = -230/39*z^3 + 284/195*z + 1
*
[ 2/3 ] 
f(z) = -225/56*z^3 + 9/7*z + 1
*
[ 2/3 ] 
f(z) = -237/40*z^3 + 32/15*z + 1
*
[ 2/3 ] 
f(z) = -231/40*z^3 + 31/15*z + 1
*
[ -7/15 ] 
f(z) = -225/49*z^3 + 29/7*z + 1
*
-2/5 | 0.13724169172089388557547022866187475633 | 0.025339576730341781052461390167668877080
f(z) = -225/56*z^3 + 22/7*z + 1
*
[ 14/15 ] 
f(z) = -225/56*z^3 + 24/7*z + 1
*
-14/15 | 0.079699093629310913130569029311511796769 | 0.014715217169325810901857126970564624398
f(z) = -225/56*z^3 + 25/7*z + 1
*
[ -2/5 ] 
f(z) = -225/56*z^3 + 29/7*z + 1
*
[ -2/3 ] 
f(z) = -225/56*z^3 + 30/7*z + 1
*
[ -14/15 ] 
f(z) = -225/56*z^3 + 39/7*z + 1
*
[ 3/4 ] 
f(z) = -224/45*z^3 + 37/15*z + 1
*
[ 2/3 ] 
f(z) = -237/56*z^3 + 29/21*z + 1
*
[ 2/3 ] 
f(z) = -225/44*z^3 + 39/22*z + 1
*
[ 2/3 ] 
f(z) = -225/52*z^3 + 37/26*z + 1
*
[ 14/15 ] 
f(z) = -225/49*z^3 + 55/14*z + 1
*
[ 7/10 ] 
f(z) = -225/49*z^3 + 51/28*z + 1
*
-2/3 | 0.12185476326765074870902068472198310372 | 0.018556546648284985117511690641010767595
f(z) = -237/40*z^3 + 62/15*z + 1
*
[ -2/3 ] 
f(z) = -237/40*z^3 + 77/15*z + 1
*
[ 3 ] 
f(z) = -233/54*z^3 + 79/2*z + 1
*
-2/3 | 0.15057706633187338438113786021416331697 | 0.023020390726005251238313178851100411271
f(z) = -231/40*z^3 + 61/15*z + 1
*
[ -2/3 ] 
f(z) = -231/40*z^3 + 76/15*z + 1
*
[ -3 ] 
f(z) = -229/54*z^3 + 79/2*z + 1
*
[ 3/2 ] 
f(z) = -229/54*z^3 + 79/8*z + 1
*
[ 3 ] 
f(z) = -227/54*z^3 + 77/2*z + 1
*
[ 7/5 ] 
f(z) = -225/49*z^3 + 65/7*z + 1
*
[ -7/5 ] 
f(z) = -225/49*z^3 + 75/7*z + 1
*
[ -2/15 ] 
f(z) = -225/56*z^3 + 60/7*z + 1
*
[ -3/4 ] 
f(z) = -224/45*z^3 + 77/15*z + 1
*
[ -3 ] 
f(z) = -223/54*z^3 + 77/2*z + 1
*
[ 3/2 ] 
f(z) = -223/54*z^3 + 77/8*z + 1
*
[ 3 ] 
f(z) = -221/54*z^3 + 75/2*z + 1
*
[ 7/10 ] 
f(z) = -240/49*z^3 + 69/35*z + 1
*
[ 3/4 ] 
f(z) = -239/54*z^3 + 69/32*z + 1
*
[ 3/4 ] 
f(z) = -233/54*z^3 + 67/32*z + 1
*
[ 3/4 ] 
f(z) = -232/45*z^3 + 77/30*z + 1
*
[ 3/4 ] 
f(z) = -227/54*z^3 + 65/32*z + 1
*
[ 4/5 ] 
f(z) = -225/56*z^3 + 65/28*z + 1
*
[ 3/4 ] 
f(z) = -221/54*z^3 + 63/32*z + 1
*
-6/13 | 0.20052678294834219203252275468547976395 | 0.025181961708328098479675490691603493085
f(z) = -221/54*z^3 + 79/26*z + 1
*
[ 2/3 ] 
f(z) = -225/46*z^3 + 77/46*z + 1
*
[ 2/3 ] 
f(z) = -225/58*z^3 + 71/58*z + 1
*
[ 2/3 ] 
f(z) = -221/56*z^3 + 79/63*z + 1
*
[ 3 ] 
f(z) = -239/54*z^3 + 81/2*z + 1
*
[ -3/2 ] 
f(z) = -239/54*z^3 + 93/8*z + 1
*
[ -3 ] 
f(z) = -235/54*z^3 + 81/2*z + 1
*
[ 3/2 ] 
f(z) = -235/54*z^3 + 81/8*z + 1
*
[ -6/5 ] 
f(z) = -235/54*z^3 + 81/10*z + 1
*
[ 7/6 ] 
f(z) = -234/49*z^3 + 93/14*z + 1
*
[ -3/2 ] 
f(z) = -233/54*z^3 + 91/8*z + 1
*
[ -3/2 ] 
f(z) = -227/54*z^3 + 89/8*z + 1
*
[ -14/15 ] 
f(z) = -225/49*z^3 + 85/14*z + 1
*
[ -3/2 ] 
f(z) = -221/54*z^3 + 87/8*z + 1
*
[ -7/12 ] 
f(z) = -240/49*z^3 + 92/21*z + 1
*
[ -2/3 ] 
f(z) = -237/56*z^3 + 92/21*z + 1
*
-3/5 | 0.19848490464345778967975685959275357943 | 0.028078122346743140258872232059928140396
f(z) = -235/54*z^3 + 97/30*z + 1
*
[ -2/5 ] 
f(z) = -225/44*z^3 + 95/22*z + 1
*
[ 2/3 ] 
f(z) = -239/40*z^3 + 97/45*z + 1
*
[ 2/3 ] 
f(z) = -233/40*z^3 + 94/45*z + 1
*
[ 2/3 ] 
f(z) = -229/40*z^3 + 92/45*z + 1
*
[ 2/3 ] 
f(z) = -227/40*z^3 + 91/45*z + 1
*
[ 2/3 ] 
f(z) = -223/40*z^3 + 89/45*z + 1
*
[ 2/3 ] 
f(z) = -221/40*z^3 + 88/45*z + 1
*
[ 2/3 ] 
f(z) = -239/56*z^3 + 88/63*z + 1
*
[ 2/3 ] 
f(z) = -235/56*z^3 + 86/63*z + 1
*
[ 2/3 ] 
f(z) = -233/56*z^3 + 85/63*z + 1
*
[ 2/3 ] 
f(z) = -229/56*z^3 + 83/63*z + 1
*
[ 2/3 ] 
f(z) = -227/56*z^3 + 82/63*z + 1
*
[ 2/3 ] 
f(z) = -223/56*z^3 + 80/63*z + 1
*
[ 7/4 ] 
f(z) = -240/49*z^3 + 108/7*z + 1
*
[ -7/4 ] 
f(z) = -240/49*z^3 + 116/7*z + 1
*
-2 | 0.11527089987967023534723815792361042208 | 0.016848491452930572420226306563524796519
f(z) = -239/40*z^3 + 117/5*z + 1
*
-2 | 0.11536034216809524215155210508332722551 | 0.016882746441023262206090746755418763744
f(z) = -239/56*z^3 + 116/7*z + 1
*
-2 | 0.11511732137223471548747283153872263791 | 0.016847180852370356331094858688835540939
f(z) = -237/40*z^3 + 116/5*z + 1
*
-2 | 0.11520714298309347994553619688911380408 | 0.016881716704467344093520447890434496157
f(z) = -237/56*z^3 + 115/7*z + 1
*
-2 | 0.11505265327824003779577768706865399651 | 0.016880682290407371301404128352319410733
f(z) = -235/56*z^3 + 114/7*z + 1
*
[ -7/6 ] 
f(z) = -234/49*z^3 + 117/14*z + 1
*
-2 | 0.11480626944357423866962445684296132827 | 0.016844532517968596690693920346403587541
f(z) = -233/40*z^3 + 114/5*z + 1
*
[ 2 ] 
f(z) = -233/40*z^3 + 119/5*z + 1
*
-2 | 0.11489685091861238388466459277377102726 | 0.016879643198811228102705054036918869664
f(z) = -233/56*z^3 + 113/7*z + 1
*
-2 | 0.11464875145640069794284650096508363313 | 0.016843194589763477322302461552164878582
f(z) = -231/40*z^3 + 113/5*z + 1
*
[ 2 ] 
f(z) = -231/40*z^3 + 118/5*z + 1
*
-2 | 0.11448987477361229634960603010676838739 | 0.016841847356456743559556232478222501351
f(z) = -229/40*z^3 + 112/5*z + 1
*
[ 2 ] 
f(z) = -229/40*z^3 + 117/5*z + 1
*
-2 | 0.11458121677633484637224462368576953210 | 0.016877550992108614012255401768878399220
f(z) = -229/56*z^3 + 111/7*z + 1
*
[ 2 ] 
f(z) = -229/56*z^3 + 118/7*z + 1
*
-2 | 0.11432961562679302759255145072647491602 | 0.016840490718614099784276205977928164771
f(z) = -227/40*z^3 + 111/5*z + 1
*
[ 2 ] 
f(z) = -227/40*z^3 + 116/5*z + 1
*
-2 | 0.11442133774209469202258000156574811847 | 0.016876497886500616518731513694479898994
f(z) = -227/56*z^3 + 110/7*z + 1
*
[ 2 ] 
f(z) = -227/56*z^3 + 117/7*z + 1
*
-2 | 0.11426005150585122622020387085285989636 | 0.016875440122591417790223540583933558843
f(z) = -225/56*z^3 + 109/7*z + 1
*
[ 2 ] 
f(z) = -225/56*z^3 + 116/7*z + 1
*
-2 | 0.11400485168246169374465575418719160527 | 0.016837748827321124482215166714985176732
f(z) = -223/40*z^3 + 109/5*z + 1
*
[ 2 ] 
f(z) = -223/40*z^3 + 114/5*z + 1
*
[ -2 ] 
f(z) = -223/40*z^3 + 119/5*z + 1
*
-2 | 0.11409733281868481126196471466301198761 | 0.016874377710626285018821594022699034040
f(z) = -223/56*z^3 + 108/7*z + 1
*
[ 2 ] 
f(z) = -223/56*z^3 + 115/7*z + 1
*
-2 | 0.11384029609388828070391069352953517173 | 0.016836363370829126613907245556849058967
f(z) = -221/40*z^3 + 108/5*z + 1
*
[ 2 ] 
f(z) = -221/40*z^3 + 113/5*z + 1
*
[ -2 ] 
f(z) = -221/40*z^3 + 118/5*z + 1
*
-2 | 0.11393315573914145581438071220555646717 | 0.016873310663285826530231601145759335943
f(z) = -221/56*z^3 + 107/7*z + 1
*
[ 2 ] 
f(z) = -221/56*z^3 + 114/7*z + 1
*
[ 7/8 ] 
f(z) = -240/49*z^3 + 101/28*z + 1
*
-2/5 | 0.16324940177471148066630185516454485915 | 0.023093628627813430351140693941099521938
f(z) = -235/56*z^3 + 111/35*z + 1
*
[ -2/3 ] 
f(z) = -225/44*z^3 + 105/22*z + 1
*
[ -2/5 ] 
f(z) = -225/52*z^3 + 109/26*z + 1
*
[ -2/3 ] 
f(z) = -225/52*z^3 + 115/26*z + 1
*
-2/5 | 0.17799874392496455379531359338698214762 | 0.026082795657325245882529120958286195927
f(z) = -225/56*z^3 + 115/21*z + 1
*
-3/8 | 0.15510138707659646538933699916281071239 | 0.025406493090223820990564712323421222621
f(z) = -224/45*z^3 + 101/30*z + 1
*
[ -6/13 ] 
f(z) = -221/54*z^3 + 105/26*z + 1
*
0 | 0.14111964527532394903451210369163812617 | 0.025807990701073103770374798458537130925
f(z) = -237/59*z^3 + 119/59*z + 1
*
0 | 0.12812207692138681048022354745977335303 | 0.023467363335451142409650512975036507922
f(z) = -235/58*z^3 + 119/58*z + 1
*
0 | 0.14096788574503892742906701772872664234 | 0.025820254189596105372304328137115008554
f(z) = -235/59*z^3 + 117/59*z + 1
*
0 | 0.14089153677660917425683996682765174157 | 0.025826442439836287970594485628635233716
f(z) = -234/59*z^3 + 116/59*z + 1
*
0 | 0.12045025040782115188206815152071987974 | 0.022096753019423436125160034588108752883
f(z) = -233/57*z^3 + 119/57*z + 1
*
0 | 0.12796897781164402694316647651931209713 | 0.023476073210955864643329516871529268393
f(z) = -233/58*z^3 + 117/58*z + 1
*
0 | 0.14081487155008652649638472948992013063 | 0.025832668903294007105131331970769427902
f(z) = -233/59*z^3 + 115/59*z + 1
*
0 | 0.12037318026014649373781071108619750867 | 0.022100052204889209984650186381455214444
f(z) = -232/57*z^3 + 118/57*z + 1
*
0 | 0.14073788743308128913665770021122644465 | 0.025838933994723820543493978097002530414
f(z) = -232/59*z^3 + 114/59*z + 1
*
0 | 0.12781460170763497737516395314241419789 | 0.023484893756047385696248012286705313545
f(z) = -231/58*z^3 + 115/58*z + 1
*
0 | 0.14066058176018292511789705105955299432 | 0.025845238135295029900341743141833823990
f(z) = -231/59*z^3 + 113/59*z + 1
*
0 | 0.12021807046191053022039758718238996723 | 0.022106715189800191307656105911447038782
f(z) = -230/57*z^3 + 116/57*z + 1
*
0 | 0.14058295183240517321126767935955963154 | 0.025851581752720387597784637028760800606
f(z) = -230/59*z^3 + 112/59*z + 1
*
0 | 0.14046229620187631864020084688461121613 | 0.025850107184357028712382315913912263027
f(z) = -229/55*z^3 + 119/55*z + 1
*
0 | 0.11194840920843661584856989905456276270 | 0.020602527905404489649831975139884733574
f(z) = -229/56*z^3 + 117/56*z + 1
*
0 | 0.12014002536145952080961421494926902526 | 0.022110079478279345115139651504064432183
f(z) = -229/57*z^3 + 115/57*z + 1
*
0 | 0.12765892711573473748971278536077058232 | 0.023493827441343529261168110207461669936
f(z) = -229/58*z^3 + 113/58*z + 1
*
0 | 0.14050499491661945590664504270797785312 | 0.025857965281387978714317544652370645332
f(z) = -229/59*z^3 + 111/59*z + 1
*
0 | 0.14038383139092861608129600262827646295 | 0.025856491920917385003256590528867831276
f(z) = -228/55*z^3 + 118/55*z + 1
*
0 | 0.14042670824497627937182233568338898773 | 0.025864389162496370705875949460242127244
f(z) = -228/59*z^3 + 110/59*z + 1
*
0 | 0.11389572379143999907820766450051227020 | 0.020994796896638955280314249839398580395
f(z) = -227/54*z^3 + 119/54*z + 1
*
0 | 0.14030503252671790049842257720577456430 | 0.025862917091327631125528976402426398551
f(z) = -227/55*z^3 + 117/55*z + 1
*
0 | 0.10893877766841996806286069823641228593 | 0.020081065690444109638763786161328412538
f(z) = -227/56*z^3 + 115/56*z + 1
*
0 | 0.11998294087249604947781680051061726421 | 0.022116874899466733047741037000440951705
f(z) = -227/57*z^3 + 113/57*z + 1
*
0 | 0.12750193199477246709066409523367246911 | 0.023502876816175119299877487513143193570
f(z) = -227/58*z^3 + 111/58*z + 1
*
0 | 0.14034808901431431866126327573226858625 | 0.025870853844193127137486118204949248188
f(z) = -227/59*z^3 + 109/59*z + 1
*
0 | 0.14022589675126651204764504646170480724 | 0.025869383145776575096419801311427150756
f(z) = -226/55*z^3 + 116/55*z + 1
*
0 | 0.11990389582306157465492420924591093403 | 0.022120306545231943730807494738797630498
f(z) = -226/57*z^3 + 112/57*z + 1
*
0 | 0.14026913438555687216311638457727803944 | 0.025877359781716784840677718024504844665
f(z) = -226/59*z^3 + 108/59*z + 1
*
[ 11/15 ] 
f(z) = -225/44*z^3 + 105/44*z + 1
*
0 | 0.14012465441323381343498640792143564788 | 0.025871871643332412879959029544072469181
f(z) = -225/53*z^3 + 119/53*z + 1
*
0 | 0.11163271503176196047145481290962051605 | 0.020611271346876446191516376134026549402
f(z) = -225/56*z^3 + 113/56*z + 1
*
0 | 0.12734359373726447223533296095539018390 | 0.023512044511847315084691655369158859111
f(z) = -225/58*z^3 + 109/58*z + 1
*
0 | 0.14018984148309535976778132429368522386 | 0.025883907437542397315575088992179047438
f(z) = -225/59*z^3 + 107/59*z + 1
*
[ 3/4 ] 
f(z) = -224/51*z^3 + 109/51*z + 1
*
0 | 0.14004474350603723085356967132028388320 | 0.025878400428282216784694599918284376617
f(z) = -224/53*z^3 + 118/53*z + 1
*
0 | 0.14006660284983260845055740602020315362 | 0.025882439743415896768521184075563162336
f(z) = -224/55*z^3 + 114/55*z + 1
*
[ 3/4 ] 
f(z) = -224/57*z^3 + 107/57*z + 1
*
0 | 0.11974478568771225085755740790041084648 | 0.022127239021233722529617715244737738362
f(z) = -224/57*z^3 + 110/57*z + 1
*
0 | 0.14011020739415952940759013015696139438 | 0.025890497281530750732911393585575586401
f(z) = -224/59*z^3 + 106/59*z + 1
*
0 | 0.11428268174649713000060608387862459192 | 0.021135389548691357968359926238311255834
f(z) = -223/52*z^3 + 119/52*z + 1
*
0 | 0.13996448609816828440474832808674127644 | 0.025884971296255519592699845685376041762
f(z) = -223/53*z^3 + 117/53*z + 1
*
0 | 0.11357694584032145328513993892405326949 | 0.021004871056584142329306628517746326072
f(z) = -223/54*z^3 + 115/54*z + 1
*
0 | 0.13998643882107262237382263093667775130 | 0.025889031223299118948049943876654614631
f(z) = -223/55*z^3 + 113/55*z + 1
*
0 | 0.10157726287469799784982093872937876911 | 0.018785654898340451784739549537075384766
f(z) = -223/56*z^3 + 111/56*z + 1
*
0 | 0.11966471471879974095748719537657732619 | 0.022130740390088667697607286319092936458
f(z) = -223/57*z^3 + 109/57*z + 1
*
0 | 0.12718388914983588826374030012999346470 | 0.023521333245067587036260559317080879908
f(z) = -223/58*z^3 + 107/58*z + 1
*
0 | 0.14003022916817402644231965334681216125 | 0.025897129791081362565910835783037007342
f(z) = -223/59*z^3 + 105/59*z + 1
*
0 | 0.13988387917015253388656440990037132166 | 0.025891584724179153559662017853672244100
f(z) = -222/53*z^3 + 116/53*z + 1
*
0 | 0.13990592607420197541430733120233258382 | 0.025895665460912280727850671380749304930
f(z) = -222/55*z^3 + 112/55*z + 1
*
0 | 0.13994990381610096983591122795764678412 | 0.025903805451289376701132143224441969290
f(z) = -222/59*z^3 + 104/59*z + 1
*
0 | 0.13980291966285579720323394223131383969 | 0.025898241196685062621337856339415052625
f(z) = -221/53*z^3 + 115/53*z + 1
*
0 | 0.11341547407400331832925877147354139742 | 0.021010014026089897284977133920231826094
f(z) = -221/54*z^3 + 113/54*z + 1
*
0 | 0.13982506156047498423880768297985994199 | 0.025902342943676304955979978231736680083
f(z) = -221/55*z^3 + 111/55*z + 1
*
0 | 0.11131154251048937327947561447450539759 | 0.020620264461312533025432041797449086185
f(z) = -221/56*z^3 + 109/56*z + 1
*
0 | 0.11950352598223738321140255778594505703 | 0.022137814769576628821892121191676492025
f(z) = -221/57*z^3 + 107/57*z + 1
*
0 | 0.12702279443278850146845201973483341492 | 0.023530745821550477855749552236384997564
f(z) = -221/58*z^3 + 105/58*z + 1
*
0 | 0.13986922830976816817197911506509337750 | 0.025910524755106472847331388316399846000
f(z) = -221/59*z^3 + 103/59*z + 1
*
[ 2/3 ] 
f(z) = -237/52*z^3 + 119/78*z + 1
*
4/5 | 0.21176670751386576678756302334428536847 | 0.029956996141455827464332001870331656431
f(z) = -235/48*z^3 + 113/60*z + 1
*
[ 2/3 ] 
f(z) = -231/52*z^3 + 115/78*z + 1
*
[ 2 ] 
f(z) = -239/40*z^3 + 122/5*z + 1
*
[ -2 ] 
f(z) = -239/40*z^3 + 127/5*z + 1
*
[ 2 ] 
f(z) = -239/56*z^3 + 123/7*z + 1
*
[ -2 ] 
f(z) = -239/56*z^3 + 130/7*z + 1
*
[ 2 ] 
f(z) = -237/40*z^3 + 121/5*z + 1
*
[ -2 ] 
f(z) = -237/40*z^3 + 126/5*z + 1
*
[ 2 ] 
f(z) = -237/56*z^3 + 122/7*z + 1
*
[ -2 ] 
f(z) = -237/56*z^3 + 129/7*z + 1
*
[ 2 ] 
f(z) = -235/56*z^3 + 121/7*z + 1
*
[ -2 ] 
f(z) = -235/56*z^3 + 128/7*z + 1
*
[ -2 ] 
f(z) = -233/40*z^3 + 124/5*z + 1
*
[ 2 ] 
f(z) = -233/56*z^3 + 120/7*z + 1
*
[ -2 ] 
f(z) = -233/56*z^3 + 127/7*z + 1
*
[ -2 ] 
f(z) = -231/40*z^3 + 123/5*z + 1
*
[ -2 ] 
f(z) = -229/40*z^3 + 122/5*z + 1
*
[ -2 ] 
f(z) = -229/56*z^3 + 125/7*z + 1
*
[ -2 ] 
f(z) = -227/40*z^3 + 121/5*z + 1
*
[ -2 ] 
f(z) = -227/56*z^3 + 124/7*z + 1
*
[ -2 ] 
f(z) = -225/56*z^3 + 123/7*z + 1
*
[ -2 ] 
f(z) = -223/56*z^3 + 122/7*z + 1
*
[ -2 ] 
f(z) = -221/56*z^3 + 121/7*z + 1
*
[ -3/5 ] 
f(z) = -235/54*z^3 + 127/30*z + 1
*
-2/7 | 0.16452804519993561074347832192737204374 | 0.022268644316679372155157524383892638199
f(z) = -231/40*z^3 + 139/35*z + 1
*
[ 7/6 ] 
f(z) = -228/49*z^3 + 136/21*z + 1
*
[ -7/10 ] 
f(z) = -225/49*z^3 + 131/28*z + 1
*
[ 6/5 ] 
f(z) = -225/56*z^3 + 125/21*z + 1
*
[ -4/5 ] 
f(z) = -225/56*z^3 + 135/28*z + 1
*
[ -3/8 ] 
f(z) = -224/45*z^3 + 131/30*z + 1
*
0 | 0.14128367738586144580100502718002718075 | 0.025778687368754681031738144110417616252
f(z) = -240/53*z^3 + 134/53*z + 1
*
0 | 0.14134497660552483267883518914315526986 | 0.025789872053701232438194337921515715657
f(z) = -240/59*z^3 + 122/59*z + 1
*
0 | 0.12834233372118403363706716675505651193 | 0.023435257535114715357680822622870816047
f(z) = -239/50*z^3 + 139/50*z + 1
*
0 | 0.12084440598731137756668888845644691743 | 0.022066139004009329104683432207389038353
f(z) = -239/51*z^3 + 137/51*z + 1
*
0 | 0.11552752624636441404064040925491497578 | 0.021095278942488105803363053083659861362
f(z) = -239/52*z^3 + 135/52*z + 1
*
0 | 0.14120862664960334691147251471561722975 | 0.025784637350466807146971529217073162634
f(z) = -239/53*z^3 + 133/53*z + 1
*
0 | 0.11482038361844498253477694177863808012 | 0.020966154988459410184399866388750800804
f(z) = -239/54*z^3 + 131/54*z + 1
*
0 | 0.14122917499679787661549588920367682098 | 0.025788389470242585156970835398546485350
f(z) = -239/55*z^3 + 129/55*z + 1
*
0 | 0.10299537624025589026357479162179449889 | 0.018806913487798186157787756993414739234
f(z) = -239/56*z^3 + 127/56*z + 1
*
0 | 0.12090501756932176849309905808660628086 | 0.022077206654042170762565647229177155145
f(z) = -239/57*z^3 + 125/57*z + 1
*
0 | 0.12842452750208366878136142448997862569 | 0.023450266085819055564329904971578443738
f(z) = -239/58*z^3 + 123/58*z + 1
*
0 | 0.14127017056001753227000487487640046701 | 0.025795875243284057660522678859222688324
f(z) = -239/59*z^3 + 121/59*z + 1
*
0 | 0.14113327037733355661955211512449554034 | 0.025790623087480418177389271756715975836
f(z) = -238/53*z^3 + 132/53*z + 1
*
0 | 0.14115390120800715872036128602970398656 | 0.025794393155136768295906216864985032927
f(z) = -238/55*z^3 + 128/55*z + 1
*
0 | 0.12082982599789912250593286517923328931 | 0.022080381838428244145174507068163922555
f(z) = -238/57*z^3 + 124/57*z + 1
*
0 | 0.14119506094169012543473823613652749537 | 0.025801914664239195731945467024684507079
f(z) = -238/59*z^3 + 120/59*z + 1
*
0 | 0.14101607457429677995283117803909594952 | 0.025789049669271345180756230250905583609
f(z) = -237/49*z^3 + 139/49*z + 1
*
0 | 0.12819106368100593315179901682476840975 | 0.023443608953136781251061333505465996966
f(z) = -237/50*z^3 + 137/50*z + 1
*
0 | 0.11537642264870399627960294022362540404 | 0.021100064679382376881562629541852282826
f(z) = -237/52*z^3 + 133/52*z + 1
*
0 | 0.14105760607008848102565852334721662011 | 0.025796644958042817877777344349024607154
f(z) = -237/53*z^3 + 131/53*z + 1
*
0 | 0.14107832004970279589808107628803662841 | 0.025800433135034231654470580806080729830
f(z) = -237/55*z^3 + 127/55*z + 1
*
0 | 0.11256408883620375399782181801490271810 | 0.020585744474426397487786655737543068880
f(z) = -237/56*z^3 + 125/56*z + 1
*
0 | 0.12827392000093793074362779991669817478 | 0.023458761734524221733222490233827379865
f(z) = -237/58*z^3 + 121/58*z + 1
*
0 | 0.14093993123220602420740930233439244555 | 0.025795071345821819388666526860572104136
f(z) = -236/49*z^3 + 138/49*z + 1
*
0 | 0.12061716026738281802539970299748491450 | 0.022075562457182457383076799737046812099
f(z) = -236/51*z^3 + 134/51*z + 1
*
0 | 0.14098163119810742181727186503216152831 | 0.025802703346108329334373975084375377944
f(z) = -236/53*z^3 + 130/53*z + 1
*
0 | 0.14100242900021737644007048549476783863 | 0.025806509796023355065908538079247933788
f(z) = -236/55*z^3 + 126/55*z + 1
*
0 | 0.12067852021979603381144626790896199230 | 0.022086792662394260783330103671827508789
f(z) = -236/57*z^3 + 122/57*z + 1
*
0 | 0.094837227706907107664548532226802400463 | 0.017370774294351121483905369066949860502
f(z) = -235/48*z^3 + 139/48*z + 1
*
0 | 0.14086347339084851004652839295703919215 | 0.025801129595994646783448634609276903573
f(z) = -235/49*z^3 + 137/49*z + 1
*
0 | 0.12054078748763791464655200876475924906 | 0.022078743372615495941192303501212549730
f(z) = -235/51*z^3 + 133/51*z + 1
*
0 | 0.11522407540876655384046019472402621415 | 0.021104912655045939729411639703153852535
f(z) = -235/52*z^3 + 131/52*z + 1
*
0 | 0.14090534320032422886743904428854991834 | 0.025808798641450065811670985160300906296
f(z) = -235/53*z^3 + 129/53*z + 1
*
0 | 0.11451726728468497165086840957609213726 | 0.020975450789809017807731210630697113824
f(z) = -235/54*z^3 + 127/54*z + 1
*
0 | 0.10955962071760588022011421277506841344 | 0.020067387979136796136388046017942973034
f(z) = -235/56*z^3 + 123/56*z + 1
*
0 | 0.12060240095482425672150867914733018689 | 0.022090028747123637620441458611475727543
f(z) = -235/57*z^3 + 121/57*z + 1
*
0 | 0.14078669844045500393729640447914032857 | 0.025807224811040976230952613862850058330
f(z) = -234/49*z^3 + 136/49*z + 1
*
0 | 0.14082873948384841663314915781497985731 | 0.025814931239774393896190825346048845920
f(z) = -234/53*z^3 + 128/53*z + 1
*
0 | 0.14084970698464976858425981612280508295 | 0.025818774735025722859869940092181098564
f(z) = -234/55*z^3 + 124/55*z + 1
*
0 | 0.14068844310704455966086940516557691487 | 0.025809475443163622975916998687070871090
f(z) = -233/47*z^3 + 139/47*z + 1
*
0 | 0.094682238112232484366155169639254908015 | 0.017369578093931399426757453356348148638
f(z) = -233/48*z^3 + 137/48*z + 1
*
0 | 0.14070960373862431091902811514133741193 | 0.025813357388183825393422547938681707190
f(z) = -233/49*z^3 + 135/49*z + 1
*
0 | 0.12788476381513516997972590138383951515 | 0.023460624045218688479320239277132275787
f(z) = -233/50*z^3 + 133/50*z + 1
*
0 | 0.12038709005782298168077923644392406314 | 0.022085166172158241183553020435565027357
f(z) = -233/51*z^3 + 131/51*z + 1
*
0 | 0.11507046387634759509406969187648913726 | 0.021109824275973742716821138465803147302
f(z) = -233/52*z^3 + 129/52*z + 1
*
0 | 0.14075181742343548111365292109379445204 | 0.025821101542838165954530869593951054262
f(z) = -233/53*z^3 + 127/53*z + 1
*
0 | 0.11436382712196258653037124304784123320 | 0.020980190856506159506759425007628063426
f(z) = -233/54*z^3 + 125/54*z + 1
*
0 | 0.14077287081728952264983893108612845435 | 0.025824963814959961358542003123330057903
f(z) = -233/55*z^3 + 123/55*z + 1
*
0 | 0.11225880889428856756287644368370645989 | 0.020594022561124376158973614044296029276
f(z) = -233/56*z^3 + 121/56*z + 1
*
0 | 0.14061093850802224911817997491649555331 | 0.025815626661104354551794627082132199902
f(z) = -232/47*z^3 + 138/47*z + 1
*
0 | 0.14063218660977677138684906234295492756 | 0.025819527730736434476644080144401595814
f(z) = -232/49*z^3 + 134/49*z + 1
*
0 | 0.12030976010712574367862291175344203790 | 0.022088408509096080885611278240610609522
f(z) = -232/51*z^3 + 130/51*z + 1
*
0 | 0.14067457436094614642100954328969797747 | 0.025827309958568801475908438785855991666
f(z) = -232/53*z^3 + 126/53*z + 1
*
0 | 0.14069571435512727162272647526393697256 | 0.025831191180066848091601144504979694520
f(z) = -232/55*z^3 + 122/55*z + 1
*
0 | 0.12768701939266340360606552500700732989 | 0.023461451543090280319306829461983820329
f(z) = -231/46*z^3 + 139/46*z + 1
*
0 | 0.14053310804598393424372662408197136434 | 0.025821815876846813640401864084874237335
f(z) = -231/47*z^3 + 137/47*z + 1
*
0 | 0.12772969203400050458742806628883200016 | 0.023469292293948966197023356073414464770
f(z) = -231/50*z^3 + 131/50*z + 1
*
0 | 0.11491556688238418137572125789269791316 | 0.021114800993723543981142303581578135998
f(z) = -231/52*z^3 + 127/52*z + 1
*
0 | 0.14059700760479426204826061338070503211 | 0.025833556901187299518666716378408491664
f(z) = -231/53*z^3 + 125/53*z + 1
*
0 | 0.14045494896820682456486127365352709985 | 0.025828043503841171685490766552023277376
f(z) = -230/47*z^3 + 136/47*z + 1
*
0 | 0.14047637419946043119306495203339043809 | 0.025831983356505411163045396130070296455
f(z) = -230/49*z^3 + 132/49*z + 1
*
0 | 0.12015309061505040260665098195348811019 | 0.022094766146182253635617846987032904647
f(z) = -230/51*z^3 + 128/51*z + 1
*
0 | 0.14051911442938306368480666607227526126 | 0.025839842791334267229787219677669569721
f(z) = -230/53*z^3 + 124/53*z + 1
*
0 | 0.12679179161602754916381206101541036922 | 0.023334243366350368352439210874922276901
f(z) = -229/45*z^3 + 139/45*z + 1
*
0 | 0.12753028030126728646437089537897762569 | 0.023470151807149637459639071973885444919
f(z) = -229/46*z^3 + 137/46*z + 1
*
0 | 0.14037645848692731219666369101766995544 | 0.025834309961957196823789482242442901001
f(z) = -229/47*z^3 + 135/47*z + 1
*
0 | 0.094370430780051971941773023290429807050 | 0.017367548564008895235962377397780865609
f(z) = -229/48*z^3 + 133/48*z + 1
*
0 | 0.14039797339585880381010036393607062018 | 0.025838269477905458171143050761693609768
f(z) = -229/49*z^3 + 131/49*z + 1
*
0 | 0.12757331016433777905977258544354378332 | 0.023478070847365965499367128780306193142
f(z) = -229/50*z^3 + 129/50*z + 1
*
0 | 0.12007581280261631173313508276444174351 | 0.022098262061267358277315971049037840253
f(z) = -229/51*z^3 + 127/51*z + 1
*
0 | 0.11475936272141843020440178288081371344 | 0.021119844306785191108474072461960894036
f(z) = -229/52*z^3 + 125/52*z + 1
*
0 | 0.14044089207452950191353819485384402215 | 0.025846168056199052260664086524365254057
f(z) = -229/53*z^3 + 123/53*z + 1
*
0 | 0.11405307728587911906433883358943005028 | 0.020989862420505892247349067273723590437
f(z) = -229/54*z^3 + 121/54*z + 1
*
0 | 0.14029763377874349522303990884474179074 | 0.025840615677613692360838427684149115866
f(z) = -228/47*z^3 + 134/47*z + 1
*
0 | 0.14031923911979855503467839149583387010 | 0.025844595041340296826819240757943206322
f(z) = -228/49*z^3 + 130/49*z + 1
*
0 | 0.14036233774487633431935209851228452276 | 0.025852533129652069865695518988221267922
f(z) = -228/53*z^3 + 122/53*z + 1
*
0 | 0.11451504252114665511109524468788011430 | 0.021108958082956056519039234500600799438
f(z) = -227/44*z^3 + 139/44*z + 1
*
0 | 0.12663362286312425579994586701115745252 | 0.023342818358705434796951346260761246460
f(z) = -227/45*z^3 + 137/45*z + 1
*
0 | 0.12737220275135410506749831681010167955 | 0.023478963371258517033823071819310889080
f(z) = -227/46*z^3 + 135/46*z + 1
*
0 | 0.14021847198400490794883795818839589153 | 0.025846961083911146336019110235474650262
f(z) = -227/47*z^3 + 133/47*z + 1
*
0 | 0.094213568785112013229744823364265600002 | 0.017366716464025926428690228992653962357
f(z) = -227/48*z^3 + 131/48*z + 1
*
0 | 0.14024016852119752627544756887093245460 | 0.025850960482453566677263121536939218212
f(z) = -227/49*z^3 + 129/49*z + 1
*
0 | 0.12741559587207846438621788530308566869 | 0.023486962176885210178762690223351536727
f(z) = -227/50*z^3 + 127/50*z + 1
*
0 | 0.11991818893902288660025324594976917058 | 0.022104938949224886445454027765544212159
f(z) = -227/51*z^3 + 125/51*z + 1
*
0 | 0.11460182913331353111434946123539555688 | 0.021124955762545216626411701725425457140
f(z) = -227/52*z^3 + 123/52*z + 1
*
0 | 0.14028344860929166743271257195071135391 | 0.025858938452380418547316220364852167377
f(z) = -227/53*z^3 + 121/53*z + 1
*
0 | 0.12655402879871796539247708848601048358 | 0.023347147249433499489315752105066263385
f(z) = -226/45*z^3 + 136/45*z + 1
*
0 | 0.14013897020618912779346980811991609294 | 0.025853346620767686811427264093661575549
f(z) = -226/47*z^3 + 132/47*z + 1
*
0 | 0.14016075871326422069470099806286808979 | 0.025857366243752875180775055386252438202
f(z) = -226/49*z^3 + 128/49*z + 1
*
0 | 0.11983887078658398850249668414882349418 | 0.022108310490140275500434288089089179009
f(z) = -226/51*z^3 + 124/51*z + 1
*
0 | 0.14020422180025562551325890915982704102 | 0.025865384472026881306832046097148086096
f(z) = -226/53*z^3 + 120/53*z + 1
*
0 | 0.14001524716004110467638978948558799935 | 0.025851671269434584352315324981878661854
f(z) = -225/43*z^3 + 139/43*z + 1
*
0 | 0.11435541776669213943508188877633579823 | 0.021113976712866708324466816076560375172
f(z) = -225/44*z^3 + 137/44*z + 1
*
0 | 0.12721276367817917378356893479019670149 | 0.023487888744898820372001495999367923792
f(z) = -225/46*z^3 + 133/46*z + 1
*
0 | 0.14005912551126491860558565298123535541 | 0.025859772735058440751889452752225071612
f(z) = -225/47*z^3 + 131/47*z + 1
*
0 | 0.14008100677186441885789660011593317568 | 0.025863812774750207600871862587452860605
f(z) = -225/49*z^3 + 127/49*z + 1
*
[ 4/5 ] 
f(z) = -225/52*z^3 + 131/52*z + 1
*
0 | 0.13993486850468650903911876046157269046 | 0.025858096993745314997806930777275979793
f(z) = -224/43*z^3 + 138/43*z + 1
*
0 | 0.12639380657337158851749040989572122777 | 0.023355889384163526904441646764346773759
f(z) = -224/45*z^3 + 134/45*z + 1
*
0 | 0.13997893492704155984035054614762957921 | 0.025866239880758397721742769950683610258
f(z) = -224/47*z^3 + 130/47*z + 1
*
0 | 0.11967920746826723610656252327574947783 | 0.022115121041081909863509367976902471825
f(z) = -224/51*z^3 + 122/51*z + 1
*
0 | 0.10666297184358971278637051880874653485 | 0.019726203707189999757826321050297499445
f(z) = -223/42*z^3 + 139/42*z + 1
*
0 | 0.13985413932871400668398701132771959008 | 0.025864563812617454887556435918394560798
f(z) = -223/43*z^3 + 137/43*z + 1
*
0 | 0.11419440462325306533688636207530109055 | 0.021119063615842321278165301639063277269
f(z) = -223/44*z^3 + 135/44*z + 1
*
0 | 0.12631317240878329945124913665188490932 | 0.023360303268981314873372552143587208137
f(z) = -223/45*z^3 + 133/45*z + 1
*
0 | 0.12705193941540908419932639711077149074 | 0.023496930518465991913355661164377198995
f(z) = -223/46*z^3 + 131/46*z + 1
*
0 | 0.13989839544250400034219847273416534927 | 0.025872748519088883113473253561549888525
f(z) = -223/47*z^3 + 129/47*z + 1
*
0 | 0.093893678715302108108931451120521351934 | 0.017364656179573826981248154733297177700
f(z) = -223/48*z^3 + 127/48*z + 1
*
0 | 0.13992046460151809807306630879873357460 | 0.025876829979776073066300632338482923282
f(z) = -223/49*z^3 + 125/49*z + 1
*
0 | 0.12709607778215548427585256943825320848 | 0.023505093448850295430450441774770530762
f(z) = -223/50*z^3 + 123/50*z + 1
*
0 | 0.11959885635966277151910687978255870775 | 0.022118560573740945964318561075573028672
f(z) = -223/51*z^3 + 121/51*z + 1
*
0 | 0.13977305656055970185562736786745326846 | 0.025871072189048946167370122326285876069
f(z) = -222/43*z^3 + 136/43*z + 1
*
0 | 0.13981750400713346440236277786112305718 | 0.025879299118667749249688018890292687118
f(z) = -222/47*z^3 + 128/47*z + 1
*
0 | 0.13983966833169475987723370174569641422 | 0.025883401589164259723109226133549174706
f(z) = -222/49*z^3 + 124/49*z + 1
*
0 | 0.13966923655658419175043918184560051569 | 0.025873476639989870944894658849617080617
f(z) = -221/41*z^3 + 139/41*z + 1
*
0 | 0.10650138671356519860464428945269947573 | 0.019729191690280317477896536440852994201
f(z) = -221/42*z^3 + 137/42*z + 1
*
0 | 0.13969161708809533667055051501868502244 | 0.025877622593483427629934964537539937065
f(z) = -221/43*z^3 + 135/43*z + 1
*
0 | 0.11403197871832469149099494211818079256 | 0.021124220410448789635560727180788948064
f(z) = -221/44*z^3 + 133/44*z + 1
*
0 | 0.12615084267004896776927748489955386593 | 0.023369218314701828245624871999174978294
f(z) = -221/45*z^3 + 131/45*z + 1
*
0 | 0.12688970567400940032023896226371998859 | 0.023506091366666840913891723144536041982
f(z) = -221/46*z^3 + 129/46*z + 1
*
0 | 0.13973625753021312629715586497130818921 | 0.025885892155663396469206353910124860400
f(z) = -221/47*z^3 + 127/47*z + 1
*
0 | 0.093731636464524479741562495129564655123 | 0.017363618261852463102571053390830886485
f(z) = -221/48*z^3 + 125/48*z + 1
*
0 | 0.13975851784528516297612653831001848503 | 0.025890015839276300160781571926392572848
f(z) = -221/49*z^3 + 123/49*z + 1
*
0 | 0.12693422635412246009134832519724660419 | 0.023514338743149313791603611749103127354
f(z) = -221/50*z^3 + 121/50*z + 1
*
[ 2/3 ] 
f(z) = -237/44*z^3 + 125/66*z + 1
*
-2/5 | 0.18531962448318904527943669320408689935 | 0.026215732117454939868783832145462214065
f(z) = -235/48*z^3 + 137/60*z + 1
*
[ 5/7 ] 
f(z) = -231/50*z^3 + 137/70*z + 1
*
[ 7/10 ] 
f(z) = -230/49*z^3 + 131/70*z + 1
*
[ 5/8 ] 
f(z) = -224/45*z^3 + 121/90*z + 1
*
[ 7/6 ] 
f(z) = -240/49*z^3 + 143/21*z + 1
*
[ -7/20 ] 
f(z) = -240/49*z^3 + 156/35*z + 1
*
[ -3/4 ] 
f(z) = -235/54*z^3 + 153/32*z + 1
*
[ -2/5 ] 
f(z) = -235/56*z^3 + 146/35*z + 1
*
[ -3/4 ] 
f(z) = -232/45*z^3 + 157/30*z + 1
*
[ -3/4 ] 
f(z) = -229/54*z^3 + 151/32*z + 1
*
[ -7/30 ] 
f(z) = -225/49*z^3 + 155/28*z + 1
*
[ -4/15 ] 
f(z) = -225/56*z^3 + 141/28*z + 1
*
[ -3/4 ] 
f(z) = -223/54*z^3 + 149/32*z + 1
*
0 | 0.14116016601354027802852223752647651861 | 0.025756151424670655725554663976155397410
f(z) = -240/41*z^3 + 158/41*z + 1
*
0 | 0.14118083682536692197518446878406882883 | 0.025759923030885874018295270779597221423
f(z) = -240/43*z^3 + 154/43*z + 1
*
0 | 0.14122207527064700787005094712411379274 | 0.025767447417340973574601768236209363289
f(z) = -240/47*z^3 + 146/47*z + 1
*
0 | 0.14124264322434629545119871538339010625 | 0.025771200256013065044357192501971129445
f(z) = -240/49*z^3 + 142/49*z + 1
*
0 | 0.11254965316435448956169211252463529729 | 0.020551520538223797439462609166119018740
f(z) = -239/40*z^3 + 159/40*z + 1
*
0 | 0.14108461869480752558951858942017930195 | 0.025761993548746975636837316435827027653
f(z) = -239/41*z^3 + 157/41*z + 1
*
0 | 0.10791595501663914982550012307503715884 | 0.019705409155617942868358994171539152968
f(z) = -239/42*z^3 + 155/42*z + 1
*
0 | 0.14110537294961539267039699256669822303 | 0.025765783267168555782170765115936907162
f(z) = -239/43*z^3 + 153/43*z + 1
*
0 | 0.11544492352679746859611207080184428449 | 0.021080195719750722288974666281181797492
f(z) = -239/44*z^3 + 151/44*z + 1
*
0 | 0.12756297780891784504120445649467249463 | 0.023292947464961629945956362290041446528
f(z) = -239/45*z^3 + 149/45*z + 1
*
0 | 0.12830103252167999743001793882746567631 | 0.023427715953012983016054271774132222495
f(z) = -239/46*z^3 + 147/46*z + 1
*
0 | 0.14114677746007862660004613643505844140 | 0.025773343713809094610611600316287884442
f(z) = -239/47*z^3 + 145/47*z + 1
*
0 | 0.095141350844990799674938160614386352511 | 0.017372771669672686104201299298631896020
f(z) = -239/48*z^3 + 143/48*z + 1
*
0 | 0.14116742803979596889366013975255309633 | 0.025777114501201637189945020167409655261
f(z) = -239/49*z^3 + 141/49*z + 1
*
0 | 0.14100876182813046023008353871547432362 | 0.025767870457607385839855020732559083621
f(z) = -238/41*z^3 + 156/41*z + 1
*
0 | 0.14102960020269430243191538158399594953 | 0.025771678451730209674475769527764234284
f(z) = -238/43*z^3 + 152/43*z + 1
*
0 | 0.12748728890423234910348353624614602555 | 0.023296963272962179332727969973460723786
f(z) = -238/45*z^3 + 148/45*z + 1
*
0 | 0.14107117212205625746875682603389329782 | 0.025779275283437012558454729430336852744
f(z) = -238/47*z^3 + 144/47*z + 1
*
0 | 0.10320629061101104457410159572191670929 | 0.018874388347452619230406500049305290935
f(z) = -237/40*z^3 + 157/40*z + 1
*
0 | 0.14093259286569487271331105141978798517 | 0.025773782516671122130084226314018670538
f(z) = -237/41*z^3 + 155/41*z + 1
*
0 | 0.14095351604506115199530143643907406453 | 0.025777608952157608161260194677430594625
f(z) = -237/43*z^3 + 151/43*z + 1
*
0 | 0.11529315087488294724343882143345938472 | 0.021084835919699466298920331932553518208
f(z) = -237/44*z^3 + 149/44*z + 1
*
0 | 0.12814942795822632764912471000828680671 | 0.023435994603311623289881714088580541630
f(z) = -237/46*z^3 + 145/46*z + 1
*
0 | 0.14099525673342307805703614742669849650 | 0.025785242498110755082147357059375718096
f(z) = -237/47*z^3 + 143/47*z + 1
*
0 | 0.14085610922809255104499668119666490364 | 0.025779730096840404179828349701930968714
f(z) = -236/41*z^3 + 154/41*z + 1
*
0 | 0.14087711790571486598391887354521411295 | 0.025783575141558470216097912787972319010
f(z) = -236/43*z^3 + 150/43*z + 1
*
0 | 0.12733497634519386862359949730827432428 | 0.023305068839796949824311671563844244172
f(z) = -236/45*z^3 + 146/45*z + 1
*
0 | 0.14091902873983136712890439131882663275 | 0.025791245735312463838627944404366395478
f(z) = -236/47*z^3 + 142/47*z + 1
*
0 | 0.14077930830379660488060600213492573257 | 0.025785713574607334778010204717801965678
f(z) = -235/41*z^3 + 153/41*z + 1
*
0 | 0.10761081507895782750700533534702897467 | 0.019710436772200064748863404647533944505
f(z) = -235/42*z^3 + 151/42*z + 1
*
0 | 0.14080040318167390186658927150409516713 | 0.025789577398669188272978540212646249055
f(z) = -235/43*z^3 + 149/43*z + 1
*
0 | 0.11514012364601108128382591489474750109 | 0.021089535707008771237544437123184090345
f(z) = -235/44*z^3 + 147/44*z + 1
*
0 | 0.12799657157144527138655092544955778626 | 0.023444375262525754184482287958595930306
f(z) = -235/46*z^3 + 143/46*z + 1
*
0 | 0.14070218744862585030887297153429497338 | 0.025791733332163364403275072496508942510
f(z) = -234/41*z^3 + 152/41*z + 1
*
0 | 0.14072336923744348832104369492080595772 | 0.025795616107965142139271977130672893075
f(z) = -234/43*z^3 + 148/43*z + 1
*
0 | 0.14076562456131784299465577295933921509 | 0.025803361815867725252902755566939524270
f(z) = -234/47*z^3 + 140/47*z + 1
*
0 | 0.10923706269188406464377174408406145091 | 0.020039679342278088074123830015070552238
f(z) = -233/40*z^3 + 153/40*z + 1
*
0 | 0.14062474398519798008650621196322905877 | 0.025797789757511394285725481644416165731
f(z) = -233/41*z^3 + 151/41*z + 1
*
0 | 0.10745530448814816679465317543383316828 | 0.019712813513149623170814035731254413227
f(z) = -233/42*z^3 + 149/42*z + 1
*
0 | 0.14064601340447172008357453041510430796 | 0.025801691659773673683509945038374639951
f(z) = -233/43*z^3 + 147/43*z + 1
*
0 | 0.11498582091949952086706440110251966076 | 0.021094296416911822775462025586344068100
f(z) = -233/44*z^3 + 145/44*z + 1
*
0 | 0.12710413171190974581865263155985253770 | 0.023317416084042999569447784276255769204
f(z) = -233/45*z^3 + 143/45*z + 1
*
0 | 0.12784244250892321829081410962653366316 | 0.023452860147280256591421195674471789887
f(z) = -233/46*z^3 + 141/46*z + 1
*
0 | 0.14054697520237123630194868004554612614 | 0.025803883244580593531099969947770054145
f(z) = -232/41*z^3 + 150/41*z + 1
*
0 | 0.14056833298059422833569560586116352708 | 0.025807804450389798554229208516938855822
f(z) = -232/43*z^3 + 146/43*z + 1
*
0 | 0.12702653934858538438518481263097925032 | 0.023321583304047648243620799522628476507
f(z) = -232/45*z^3 + 142/45*z + 1
*
0 | 0.11193356564022835085981270070416597836 | 0.020566882513230812710790655567620051327
f(z) = -231/40*z^3 + 151/40*z + 1
*
0 | 0.14046887835467429407588520433696974610 | 0.025810014193344008390706707471031011548
f(z) = -231/41*z^3 + 149/41*z + 1
*
0 | 0.14049032522946713737782861785104954208 | 0.025813954882194733719534093307965660635
f(z) = -231/43*z^3 + 145/43*z + 1
*
0 | 0.14039045066172405625176621244612049249 | 0.025816183009939044364772133115429165915
f(z) = -230/41*z^3 + 148/41*z + 1
*
0 | 0.14041198737998800975769988477607053482 | 0.025820143363777322246244233331891816778
f(z) = -230/43*z^3 + 144/43*z + 1
*
0 | 0.10416973271756262283681396100969375421 | 0.019170972061033743323329504010093884662
f(z) = -229/40*z^3 + 149/40*z + 1
*
0 | 0.14031168930763105008011207149157868594 | 0.025822390106790904530088055051620899413
f(z) = -229/41*z^3 + 147/41*z + 1
*
0 | 0.10714242891252351816920960784180083592 | 0.019718054924863808926021001678682138767
f(z) = -229/42*z^3 + 145/42*z + 1
*
0 | 0.14033331662570447314646220159873082231 | 0.025826370310058439466562133423189831425
f(z) = -229/43*z^3 + 143/43*z + 1
*
0 | 0.11467330263361240344721402368452850968 | 0.021104006159793178232734219238028766873
f(z) = -229/44*z^3 + 141/44*z + 1
*
0 | 0.14023259144039210764441143230955354051 | 0.025828635902739070289150738919242416397
f(z) = -228/41*z^3 + 146/41*z + 1
*
0 | 0.14025431012421021307729918081470959325 | 0.025832636142418467513380466122835199573
f(z) = -228/43*z^3 + 142/43*z + 1
*
0 | 0.11161765901134381176688338007915259463 | 0.020574873252595169992516963369730182890
f(z) = -227/40*z^3 + 147/40*z + 1
*
0 | 0.14015315417127000220217045735415294119 | 0.025834920823166913651794294710955790984
f(z) = -227/41*z^3 + 145/41*z + 1
*
0 | 0.10698398560890921783085503621456258880 | 0.019720732037007375191640884073349428001
f(z) = -227/42*z^3 + 143/42*z + 1
*
0 | 0.14017496499652800616768753960378447434 | 0.025838941288827928147108689130786122004
f(z) = -227/43*z^3 + 141/43*z + 1
*
0 | 0.14007337457415970270973731670395160374 | 0.025841245300134533186249658010221516379
f(z) = -226/41*z^3 + 144/41*z + 1
*
0 | 0.14009527832647945862534353478662605511 | 0.025845286183981366851902019483344052844
f(z) = -226/43*z^3 + 140/43*z + 1
*
0 | 0.13999324968494089855101073514672402881 | 0.025847609772514908919451617676414851157
f(z) = -225/41*z^3 + 143/41*z + 1
*
-1/3 | 0.15233956348081727653621681533369950510 | 0.028127167550072222097826187110009922382
f(z) = -225/44*z^3 + 157/44*z + 1
*
0 | 0.13991277650081643588457321056000389144 | 0.025854014686133474731343701637629690625
f(z) = -224/41*z^3 + 142/41*z + 1
*
-1/2 | 0.16177622593053765524008005223435725848 | 0.029894088486271737922162611953215136515
f(z) = -224/51*z^3 + 158/51*z + 1
*
0 | 0.11129626806335728992882670616234096220 | 0.020583083498622338680007377618816271681
f(z) = -223/40*z^3 + 143/40*z + 1
*
0 | 0.13983195197963629604710993666434574140 | 0.025860460493911210180212614227293240819
f(z) = -223/41*z^3 + 141/41*z + 1
*
0 | 0.13975077303920673508850667937791849334 | 0.025866947656011357221295862657274283641
f(z) = -222/41*z^3 + 140/41*z + 1
*
0 | 0.10194220374095090406081208295900529434 | 0.018884611186744840470877720244956334380
f(z) = -221/40*z^3 + 141/40*z + 1
*
[ 3/4 ] 
f(z) = -236/45*z^3 + 157/60*z + 1
*
[ 7/9 ] 
f(z) = -225/49*z^3 + 157/63*z + 1
*
[ 2/3 ] 
f(z) = -234/49*z^3 + 159/98*z + 1
*
[ 2/3 ] 
f(z) = -225/41*z^3 + 159/82*z + 1
*
[ 2/3 ] 
f(z) = -225/43*z^3 + 157/86*z + 1
*
[ 2/3 ] 
f(z) = -225/47*z^3 + 153/94*z + 1
*
[ 2/3 ] 
f(z) = -225/49*z^3 + 151/98*z + 1
*
[ 2/3 ] 
f(z) = -234/53*z^3 + 155/106*z + 1
*
[ 2/3 ] 
f(z) = -234/55*z^3 + 153/110*z + 1
*
[ 2/3 ] 
f(z) = -234/59*z^3 + 149/118*z + 1
*
[ 2/3 ] 
f(z) = -225/53*z^3 + 147/106*z + 1
*
[ 2/3 ] 
f(z) = -225/59*z^3 + 141/118*z + 1
*
[ 3/2 ] 
f(z) = -232/45*z^3 + 179/15*z + 1
*
[ 7/3 ] 
f(z) = -225/49*z^3 + 179/7*z + 1
*
[ 3/2 ] 
f(z) = -224/45*z^3 + 173/15*z + 1
*
[ -7/8 ] 
f(z) = -240/49*z^3 + 165/28*z + 1
*
[ -7/10 ] 
f(z) = -240/49*z^3 + 169/35*z + 1
*
[ -7/6 ] 
f(z) = -240/49*z^3 + 179/21*z + 1
*
[ -2/7 ] 
f(z) = -231/40*z^3 + 174/35*z + 1
*
[ -7/6 ] 
f(z) = -228/49*z^3 + 172/21*z + 1
*
[ 7/6 ] 
f(z) = -225/49*z^3 + 179/28*z + 1
*
-2/15 | 0.16851525608705274326476574543437568372 | 0.028881014943063549608341138519309420808
f(z) = -225/52*z^3 + 171/26*z + 1
*
[ -6/5 ] 
f(z) = -225/56*z^3 + 160/21*z + 1
*
-1/2 | 0.15751221714947002513677625412126365891 | 0.028828159937974469541460232561695617383
f(z) = -236/51*z^3 + 161/51*z + 1
*
-1/2 | 0.15869772645508680746433674237348900153 | 0.029136291255867311127621382594410021617
f(z) = -232/51*z^3 + 160/51*z + 1
*
[ 13/15 ] 
f(z) = -225/52*z^3 + 161/52*z + 1
*
[ -1/2 ] 
f(z) = -224/41*z^3 + 179/41*z + 1
*
-2/3 | 0.19906470444023325148371724559279273787 | 0.026177581402860755379753608857935956745
f(z) = -223/40*z^3 + 179/45*z + 1
*
[ 12/13 ] 
f(z) = -221/54*z^3 + 177/52*z + 1
*
[ 4/5 ] 
f(z) = -235/48*z^3 + 173/60*z + 1
*
[ 7/9 ] 
f(z) = -234/49*z^3 + 164/63*z + 1
*
[ 2/3 ] 
f(z) = -234/41*z^3 + 167/82*z + 1
*
[ 2/3 ] 
f(z) = -234/43*z^3 + 165/86*z + 1
*
[ 2/3 ] 
f(z) = -234/47*z^3 + 161/94*z + 1
*
[ 2/3 ] 
f(z) = -233/48*z^3 + 179/108*z + 1
*
-2/7 | 0.20280798149848607846160863598038510259 | 0.023896478348609448305132354714717962999
f(z) = -231/40*z^3 + 172/105*z + 1
*
[ 2/3 ] 
f(z) = -229/48*z^3 + 175/108*z + 1
*
[ 2/3 ] 
f(z) = -227/48*z^3 + 173/108*z + 1
*
[ 2/3 ] 
f(z) = -223/48*z^3 + 169/108*z + 1
*
[ 2/3 ] 
f(z) = -221/48*z^3 + 167/108*z + 1
*
[ 3/2 ] 
f(z) = -236/45*z^3 + 182/15*z + 1
*
[ 7/3 ] 
f(z) = -234/49*z^3 + 186/7*z + 1
*
[ -7/3 ] 
f(z) = -234/49*z^3 + 192/7*z + 1
*
[ -3/2 ] 
f(z) = -232/45*z^3 + 199/15*z + 1
*
[ -7/3 ] 
f(z) = -225/49*z^3 + 185/7*z + 1
*
[ -3/2 ] 
f(z) = -224/45*z^3 + 193/15*z + 1
*
[ 6/5 ] 
f(z) = -235/54*z^3 + 193/30*z + 1
*
[ -2/15 ] 
f(z) = -225/44*z^3 + 189/22*z + 1
*
-2/15 | 0.17226569101657532914880873194530427436 | 0.028824560945470331937317789220357633345
f(z) = -225/52*z^3 + 197/26*z + 1
*
[ -1/2 ] 
f(z) = -240/41*z^3 + 183/41*z + 1
*
[ -1/2 ] 
f(z) = -240/43*z^3 + 189/43*z + 1
*
-2/3 | 0.22898871274598244395970211806466945876 | 0.029840763514041055819327640176549887321
f(z) = -239/40*z^3 + 187/45*z + 1
*
[ -1/2 ] 
f(z) = -236/41*z^3 + 182/41*z + 1
*
[ -1/2 ] 
f(z) = -236/43*z^3 + 188/43*z + 1
*
[ -1/2 ] 
f(z) = -236/45*z^3 + 194/45*z + 1
*
[ -3/10 ] 
f(z) = -235/54*z^3 + 189/40*z + 1
*
[ -1/3 ] 
f(z) = -234/41*z^3 + 190/41*z + 1
*
[ -1/3 ] 
f(z) = -234/43*z^3 + 198/43*z + 1
*
-2/3 | 0.20336019667602515433716622573196367630 | 0.026589069420647781019824833889146618559
f(z) = -233/40*z^3 + 184/45*z + 1
*
[ -1/2 ] 
f(z) = -232/41*z^3 + 181/41*z + 1
*
[ -1/2 ] 
f(z) = -232/43*z^3 + 187/43*z + 1
*
[ -1/2 ] 
f(z) = -232/45*z^3 + 193/45*z + 1
*
[ -1/2 ] 
f(z) = -232/47*z^3 + 199/47*z + 1
*
[ 7/8 ] 
f(z) = -232/49*z^3 + 195/56*z + 1
*
[ -1/2 ] 
f(z) = -228/41*z^3 + 180/41*z + 1
*
[ -1/2 ] 
f(z) = -228/43*z^3 + 186/43*z + 1
*
[ -1/2 ] 
f(z) = -228/47*z^3 + 198/47*z + 1
*
-2/3 | 0.20793471729729108435820313751553686571 | 0.027280235411908246580286173889201235791
f(z) = -227/40*z^3 + 181/45*z + 1
*
[ -1/3 ] 
f(z) = -225/41*z^3 + 189/41*z + 1
*
[ -1/3 ] 
f(z) = -225/43*z^3 + 197/43*z + 1
*
[ -2/5 ] 
f(z) = -225/46*z^3 + 197/46*z + 1
*
-1/3 | 0.13237120468088127939790469203099045616 | 0.024440315882439061697307527441248836019
f(z) = -225/56*z^3 + 193/56*z + 1
*
[ -1/2 ] 
f(z) = -224/43*z^3 + 185/43*z + 1
*
[ -1/2 ] 
f(z) = -224/45*z^3 + 191/45*z + 1
*
-1/4 | 0.13025774653377569783252970809931119498 | 0.024069893944583660516249733711333228449
f(z) = -224/45*z^3 + 194/45*z + 1
*
[ -1/2 ] 
f(z) = -224/47*z^3 + 197/47*z + 1
*
-2/5 | 0.18759372083693945486655047829426370733 | 0.026537430917490064303609300907364182895
f(z) = -235/48*z^3 + 197/60*z + 1
*
[ 10/13 ] 
f(z) = -221/40*z^3 + 193/65*z + 1
*
[ 3/4 ] 
f(z) = -229/54*z^3 + 197/96*z + 1
*
-7/10 | 0.20845116877936184706734146798668060298 | 0.026382860742643698311775242735508184910
f(z) = -225/49*z^3 + 197/84*z + 1
*
[ 3/4 ] 
f(z) = -223/54*z^3 + 191/96*z + 1
*
[ 2/3 ] 
f(z) = -239/48*z^3 + 185/108*z + 1
*
[ 2/3 ] 
f(z) = -235/48*z^3 + 181/108*z + 1
*
5/6 | 0.088048590851042237537009885073215922853 | 0.014320410647559687778151112717578287957
f(z) = -234/55*z^3 + 193/110*z + 1
*
-15/28 | 0.19850405894461699563564840996159379655 | 0.026979618439075737512813162909486207521
f(z) = -224/45*z^3 + 199/105*z + 1
*
[ -3/2 ] 
f(z) = -236/45*z^3 + 202/15*z + 1
*
[ 7/4 ] 
f(z) = -232/49*z^3 + 209/14*z + 1
*
-2 | 0.093708515157615234056532280954579344950 | 0.013849521135290388613756507275031888765
f(z) = -223/48*z^3 + 217/12*z + 1
*
-2 | 0.093545217906749815302175169935587689104 | 0.013844332386041076829724024914866037204
f(z) = -221/48*z^3 + 215/12*z + 1
*
[ 4/3 ] 
f(z) = -225/56*z^3 + 207/28*z + 1
*
[ -1/2 ] 
f(z) = -240/47*z^3 + 201/47*z + 1
*
[ -1/2 ] 
f(z) = -240/49*z^3 + 207/49*z + 1
*
[ -1/2 ] 
f(z) = -240/53*z^3 + 219/53*z + 1
*
[ -3/5 ] 
f(z) = -239/54*z^3 + 213/50*z + 1
*
[ -1/2 ] 
f(z) = -236/47*z^3 + 200/47*z + 1
*
[ -1/2 ] 
f(z) = -236/49*z^3 + 206/49*z + 1
*
[ -1/2 ] 
f(z) = -236/51*z^3 + 212/51*z + 1
*
[ -1/2 ] 
f(z) = -236/53*z^3 + 218/53*z + 1
*
[ -1/3 ] 
f(z) = -234/47*z^3 + 214/47*z + 1
*
[ -3/5 ] 
f(z) = -233/54*z^3 + 211/50*z + 1
*
[ -1/2 ] 
f(z) = -232/49*z^3 + 205/49*z + 1
*
[ -1/2 ] 
f(z) = -232/51*z^3 + 211/51*z + 1
*
[ -1/2 ] 
f(z) = -232/53*z^3 + 217/53*z + 1
*
10/11 | 0.19962968927845943586593521328189742683 | 0.025461954095858245999831164888535828154
f(z) = -231/40*z^3 + 202/55*z + 1
*
[ -1/2 ] 
f(z) = -228/49*z^3 + 204/49*z + 1
*
[ -1/2 ] 
f(z) = -228/53*z^3 + 216/53*z + 1
*
[ -3/5 ] 
f(z) = -227/54*z^3 + 209/50*z + 1
*
[ -1/3 ] 
f(z) = -225/46*z^3 + 209/46*z + 1
*
[ -2/3 ] 
f(z) = -225/46*z^3 + 215/46*z + 1
*
[ -1/3 ] 
f(z) = -225/47*z^3 + 213/47*z + 1
*
-4/5 | 0.16122210020275522644193815793485671644 | 0.029767191933357776984927040393305176185
f(z) = -225/52*z^3 + 209/52*z + 1
*
[ -1/4 ] 
f(z) = -224/41*z^3 + 219/41*z + 1
*
[ -1/2 ] 
f(z) = -224/51*z^3 + 209/51*z + 1
*
[ -1/2 ] 
f(z) = -224/53*z^3 + 215/53*z + 1
*
[ -3/5 ] 
f(z) = -221/54*z^3 + 207/50*z + 1
*
-4/5 | 0.15519616947101585383480504328418744254 | 0.021954400219909600415698008887547733371
f(z) = -235/48*z^3 + 203/60*z + 1
*
[ 3/4 ] 
f(z) = -235/54*z^3 + 203/96*z + 1
*
-2 | 0.094973823760918381028385950259458513240 | 0.013890478397794019025416019266584396395
f(z) = -239/48*z^3 + 233/12*z + 1
*
-2 | 0.094665814162211171425246899714014442797 | 0.013880584605713689342557443391787120185
f(z) = -235/48*z^3 + 229/12*z + 1
*
[ 3 ] 
f(z) = -235/54*z^3 + 239/6*z + 1
*
-2 | 0.094509852265075011058099022279716006072 | 0.013875563261537659649153596168003166851
f(z) = -233/48*z^3 + 227/12*z + 1
*
[ 2 ] 
f(z) = -233/48*z^3 + 239/12*z + 1
*
[ -7/4 ] 
f(z) = -232/49*z^3 + 225/14*z + 1
*
-2 | 0.094192867556480085460975579761437992881 | 0.013865214857663197197328231048122042911
f(z) = -229/48*z^3 + 223/12*z + 1
*
[ 2 ] 
f(z) = -229/48*z^3 + 235/12*z + 1
*
[ 3 ] 
f(z) = -229/54*z^3 + 233/6*z + 1
*
-2 | 0.094032831325556693976533054274602872698 | 0.013860037797777565456132113217566601411
f(z) = -227/48*z^3 + 221/12*z + 1
*
[ 2 ] 
f(z) = -227/48*z^3 + 233/12*z + 1
*
[ -3 ] 
f(z) = -227/54*z^3 + 235/6*z + 1
*
[ 14/5 ] 
f(z) = -225/56*z^3 + 225/7*z + 1
*
[ -14/5 ] 
f(z) = -225/56*z^3 + 230/7*z + 1
*
[ 2 ] 
f(z) = -223/48*z^3 + 229/12*z + 1
*
[ 3 ] 
f(z) = -223/54*z^3 + 227/6*z + 1
*
[ 2 ] 
f(z) = -221/48*z^3 + 227/12*z + 1
*
[ -2 ] 
f(z) = -221/48*z^3 + 239/12*z + 1
*
[ -3 ] 
f(z) = -221/54*z^3 + 229/6*z + 1
*
[ 3/2 ] 
f(z) = -227/54*z^3 + 235/24*z + 1
*
[ -7/6 ] 
f(z) = -225/49*z^3 + 227/28*z + 1
*
[ -2/15 ] 
f(z) = -225/52*z^3 + 223/26*z + 1
*
[ 3/2 ] 
f(z) = -221/54*z^3 + 229/24*z + 1
*
[ -3/17 ] 
f(z) = -221/54*z^3 + 231/34*z + 1
*
[ -1/4 ] 
f(z) = -240/41*z^3 + 220/41*z + 1
*
[ -1/4 ] 
f(z) = -240/43*z^3 + 230/43*z + 1
*
[ -1/2 ] 
f(z) = -240/59*z^3 + 237/59*z + 1
*
[ -2/3 ] 
f(z) = -239/40*z^3 + 232/45*z + 1
*
[ -1/2 ] 
f(z) = -236/55*z^3 + 224/55*z + 1
*
[ -1/2 ] 
f(z) = -236/57*z^3 + 230/57*z + 1
*
[ -1/3 ] 
f(z) = -234/49*z^3 + 222/49*z + 1
*
[ -1/3 ] 
f(z) = -234/53*z^3 + 238/53*z + 1
*
[ -2/3 ] 
f(z) = -233/40*z^3 + 229/45*z + 1
*
[ -1/2 ] 
f(z) = -232/55*z^3 + 223/55*z + 1
*
[ -1/2 ] 
f(z) = -232/57*z^3 + 229/57*z + 1
*
[ -1/2 ] 
f(z) = -232/59*z^3 + 235/59*z + 1
*
[ -2/3 ] 
f(z) = -229/40*z^3 + 227/45*z + 1
*
[ -1/2 ] 
f(z) = -228/55*z^3 + 222/55*z + 1
*
[ -1/2 ] 
f(z) = -228/59*z^3 + 234/59*z + 1
*
[ -2/3 ] 
f(z) = -227/40*z^3 + 226/45*z + 1
*
-1/5 | 0.13481121232684302156389082384018150107 | 0.024810104793484459349393731364346133335
f(z) = -225/44*z^3 + 229/44*z + 1
*
[ -1/3 ] 
f(z) = -225/49*z^3 + 221/49*z + 1
*
[ -1/3 ] 
f(z) = -225/52*z^3 + 233/52*z + 1
*
[ -1/3 ] 
f(z) = -225/53*z^3 + 237/53*z + 1
*
-11/15 | 0.11143439976974267297665039665849979091 | 0.020442783649205378061922806759104543881
f(z) = -225/56*z^3 + 233/56*z + 1
*
[ -2/5 ] 
f(z) = -225/58*z^3 + 239/58*z + 1
*
[ -1/4 ] 
f(z) = -224/43*z^3 + 229/43*z + 1
*
[ -1/4 ] 
f(z) = -224/45*z^3 + 239/45*z + 1
*
[ -1/2 ] 
f(z) = -224/55*z^3 + 221/55*z + 1
*
-1/4 | 0.16302134653142541213700533824445943290 | 0.029882997367926016450045804850427750229
f(z) = -224/55*z^3 + 234/55*z + 1
*
[ -1/2 ] 
f(z) = -224/57*z^3 + 227/57*z + 1
*
[ -1/2 ] 
f(z) = -224/59*z^3 + 233/59*z + 1
*
[ -2/3 ] 
f(z) = -223/40*z^3 + 224/45*z + 1
*
[ -2/3 ] 
f(z) = -221/40*z^3 + 223/45*z + 1
*
-12/17 | 0.26578038386380906465037596162627313645 | 0.029780905615833620367539214722754958567
f(z) = -221/54*z^3 + 235/68*z + 1
*
[ 3/4 ] 
f(z) = -232/51*z^3 + 227/102*z + 1
*
[ 3/4 ] 
f(z) = -232/57*z^3 + 223/114*z + 1
*
[ 2/3 ] 
f(z) = -231/46*z^3 + 239/138*z + 1
*
[ 2/3 ] 
f(z) = -231/50*z^3 + 233/150*z + 1
*
[ 2/3 ] 
f(z) = -237/58*z^3 + 229/174*z + 1
*
[ 2/3 ] 
f(z) = -231/58*z^3 + 221/174*z + 1
*
[ 2 ] 
f(z) = -239/48*z^3 + 245/12*z + 1
*
[ -2 ] 
f(z) = -239/48*z^3 + 257/12*z + 1
*
[ -3 ] 
f(z) = -239/54*z^3 + 247/6*z + 1
*
[ 2 ] 
f(z) = -235/48*z^3 + 241/12*z + 1
*
[ -2 ] 
f(z) = -235/48*z^3 + 253/12*z + 1
*
[ -2 ] 
f(z) = -233/48*z^3 + 251/12*z + 1
*
[ -3 ] 
f(z) = -233/54*z^3 + 241/6*z + 1
*
[ -2 ] 
f(z) = -229/48*z^3 + 247/12*z + 1
*
[ -2 ] 
f(z) = -227/48*z^3 + 245/12*z + 1
*
[ -2 ] 
f(z) = -223/48*z^3 + 241/12*z + 1
*
[ 3/2 ] 
f(z) = -239/54*z^3 + 247/24*z + 1
*
[ 3/2 ] 
f(z) = -233/54*z^3 + 241/24*z + 1
*
[ 22/15 ] 
f(z) = -225/44*z^3 + 249/22*z + 1
*
[ -4/3 ] 
f(z) = -225/56*z^3 + 249/28*z + 1
*
[ -1/4 ] 
f(z) = -240/47*z^3 + 250/47*z + 1
*
[ -7/12 ] 
f(z) = -234/49*z^3 + 243/56*z + 1
*
[ -1/3 ] 
f(z) = -234/55*z^3 + 246/55*z + 1
*
[ 10/11 ] 
f(z) = -231/40*z^3 + 257/55*z + 1
*
-2/11 | 0.20856484909004038594690567963642737907 | 0.026601597351247413828070442858647059599
f(z) = -231/40*z^3 + 258/55*z + 1
*
[ -1/5 ] 
f(z) = -225/41*z^3 + 255/41*z + 1
*
[ -4/5 ] 
f(z) = -225/44*z^3 + 243/44*z + 1
*
[ -1/3 ] 
f(z) = -225/56*z^3 + 249/56*z + 1
*
[ -2/3 ] 
f(z) = -225/58*z^3 + 245/58*z + 1
*
[ -1/3 ] 
f(z) = -225/58*z^3 + 257/58*z + 1
*
[ -1/4 ] 
f(z) = -224/47*z^3 + 249/47*z + 1
*
[ -3/4 ] 
f(z) = -224/51*z^3 + 245/51*z + 1
*
[ -3/4 ] 
f(z) = -224/57*z^3 + 259/57*z + 1
*
[ -2/5 ] 
f(z) = -235/48*z^3 + 257/60*z + 1
*
-5/8 | 0.17506461731603202782707295531215063601 | 0.028676584226715652813998952294402727253
f(z) = -224/45*z^3 + 247/90*z + 1
*
-10/21 | 0.23893489848356761575544532910251062573 | 0.028153244197553397746222489111767655463
f(z) = -231/40*z^3 + 253/105*z + 1
*
[ 4/5 ] 
f(z) = -225/58*z^3 + 259/116*z + 1
*
[ 2/3 ] 
f(z) = -237/46*z^3 + 247/138*z + 1
*
[ 2/3 ] 
f(z) = -237/50*z^3 + 241/150*z + 1
*
-1/5 | 0.16178961373757869291940373062617635543 | 0.024834497147396050939197286636275900175
f(z) = -225/56*z^3 + 251/168*z + 1
*
[ -3/2 ] 
f(z) = -235/54*z^3 + 275/24*z + 1
*
[ -3/2 ] 
f(z) = -229/54*z^3 + 269/24*z + 1
*
[ -22/15 ] 
f(z) = -225/44*z^3 + 279/22*z + 1
*
[ -3/2 ] 
f(z) = -223/54*z^3 + 263/24*z + 1
*
[ -1/4 ] 
f(z) = -240/49*z^3 + 260/49*z + 1
*
-1 | 0.11389576029875824085150051379208846699 | 0.020225799474712646107385940180706404566
f(z) = -239/40*z^3 + 279/40*z + 1
*
-1 | 0.12234209275782366215903156855705960494 | 0.021725713309658759571177408219109091906
f(z) = -238/41*z^3 + 279/41*z + 1
*
-1 | 0.11373053618018299169139056249303579313 | 0.020222294126051494805908654598778104892
f(z) = -237/40*z^3 + 277/40*z + 1
*
-1 | 0.12225916246151529216012289024036515521 | 0.021724838966875080935028859421093008405
f(z) = -237/41*z^3 + 278/41*z + 1
*
-1 | 0.12217585818553224544448446421802174233 | 0.021723946991829031800277774927544070638
f(z) = -236/41*z^3 + 277/41*z + 1
*
-1 | 0.12211786655556660303105640391512302582 | 0.021685894845899164447817473267320905747
f(z) = -236/43*z^3 + 279/43*z + 1
*
-1 | 0.12209217653287503658057252730926049168 | 0.021723037101784440156745422250285770253
f(z) = -235/41*z^3 + 276/41*z + 1
*
-1 | 0.088884037153559559753692182759421419468 | 0.015804367083810210553214784516543107858
f(z) = -235/42*z^3 + 277/42*z + 1
*
-1 | 0.12203391054511737043294225501920311392 | 0.021684812832946139191886250075357282866
f(z) = -235/43*z^3 + 278/43*z + 1
*
-1 | 0.11344728813430032487942372784227184347 | 0.020146159038189610275418437968781219111
f(z) = -235/44*z^3 + 279/44*z + 1
*
-1 | 0.12200811405992488343623837111579646081 | 0.021722109008610280765721422195212941659
f(z) = -234/41*z^3 + 275/41*z + 1
*
-1 | 0.12194957110019280961778869193364371997 | 0.021683711148841259616726989510614566579
f(z) = -234/43*z^3 + 277/43*z + 1
*
[ -1/3 ] 
f(z) = -234/59*z^3 + 262/59*z + 1
*
-1 | 0.11339558788974826613398470970027625708 | 0.020215020599102468850259971652677824150
f(z) = -233/40*z^3 + 273/40*z + 1
*
-1 | 0.12192366727558440067112521552284304817 | 0.021721162418657092429072651784160479367
f(z) = -233/41*z^3 + 274/41*z + 1
*
-1 | 0.088714216742946857729289854685236687850 | 0.015794522368875286663189075227788782770
f(z) = -233/42*z^3 + 275/42*z + 1
*
-1 | 0.12186484469207567777869698303395250537 | 0.021682589481368960808040165650011675836
f(z) = -233/43*z^3 + 276/43*z + 1
*
-1 | 0.11327794168547385389469771954550497964 | 0.020141818826283809183281820505515106862
f(z) = -233/44*z^3 + 277/44*z + 1
*
-1 | 0.10824258909272938615932319709010162878 | 0.019234164295354110373947921029991177729
f(z) = -233/45*z^3 + 278/45*z + 1
*
-1 | 0.10894060584867946892596816531901052397 | 0.019345854865618922578601894369705777868
f(z) = -233/46*z^3 + 279/46*z + 1
*
-1 | 0.12183883264039834757363909279032624450 | 0.021720197032630054562822130761064194982
f(z) = -232/41*z^3 + 273/41*z + 1
*
-1 | 0.12177972774296419463205723968434608712 | 0.021681447512353905015104734456121536084
f(z) = -232/43*z^3 + 275/43*z + 1
*
-1 | 0.10815718668740629196983427109796560697 | 0.019231303346480644551957278742413409998
f(z) = -232/45*z^3 + 277/45*z + 1
*
-1 | 0.12166054920427809650319548743578229902 | 0.021604683666315257682247557276787023194
f(z) = -232/47*z^3 + 279/47*z + 1
*
-7/8 | 0.22354817420595954799214685508565751326 | 0.029675223889441179926688079975727984970
f(z) = -232/49*z^3 + 267/56*z + 1
*
-10/11 | 0.11618543931542507316927374928968919170 | 0.014818979747696708510760692027850258700
f(z) = -231/40*z^3 + 268/55*z + 1
*
-1 | 0.11322580852295051196456729162015395906 | 0.020211247233983276988179238095768496617
f(z) = -231/40*z^3 + 271/40*z + 1
*
-1 | 0.12175360656565387053126820731107319292 | 0.021719212545458618386850375171539285277
f(z) = -231/41*z^3 + 272/41*z + 1
*
-1 | 0.12169421662505462340553063201317527642 | 0.021680284917523874229804403036675814702
f(z) = -231/43*z^3 + 274/43*z + 1
*
-1 | 0.10876846269583411072391314240273985997 | 0.019339993621316260769728129762271128669
f(z) = -231/46*z^3 + 277/46*z + 1
*
-1 | 0.12157445836872380129230231712111308414 | 0.021603170489385405608439636082991267376
f(z) = -231/47*z^3 + 278/47*z + 1
*
-1 | 0.12166798541245966196101648790198390888 | 0.021718208646162584296363716985333939221
f(z) = -230/41*z^3 + 271/41*z + 1
*
-1 | 0.12160830765960224987129900333381899614 | 0.021679101366368932617222028070851826335
f(z) = -230/43*z^3 + 273/43*z + 1
*
-1 | 0.12148796400310676284888194942749581122 | 0.021601633328745891223466243871171465635
f(z) = -230/47*z^3 + 277/47*z + 1
*
-1 | 0.12142728916231691163059114819782340709 | 0.021563260958202202311455103543697098410
f(z) = -230/49*z^3 + 279/49*z + 1
*
-1 | 0.11305445425983907147065573908451545125 | 0.020207379181709434245488724129937731478
f(z) = -229/40*z^3 + 269/40*z + 1
*
-1 | 0.12158196549080343836349819403537863539 | 0.021717185017714513083612026797710216209
f(z) = -229/41*z^3 + 270/41*z + 1
*
-1 | 0.088372325130290928849772401590588563261 | 0.015774803776192276437472019031343533632
f(z) = -229/42*z^3 + 271/42*z + 1
*
-1 | 0.12152199711596014422302878759286401434 | 0.021677896521996740973480488324569898684
f(z) = -229/43*z^3 + 272/43*z + 1
*
-1 | 0.11293451640972120382399912367537307626 | 0.020132825430490900938172457097824296752
f(z) = -229/44*z^3 + 273/44*z + 1
*
-1 | 0.10789858287187934140674297902865990102 | 0.019222540591775270941832418719513220592
f(z) = -229/45*z^3 + 274/45*z + 1
*
-1 | 0.10859536326527433809799270030568868912 | 0.019334126560790263294621009018132830568
f(z) = -229/46*z^3 + 275/46*z + 1
*
-1 | 0.12140106229261271255760812625353112167 | 0.021600071808600830296413809346307103012
f(z) = -229/47*z^3 + 276/47*z + 1
*
-1 | 0.092469606359974438157532334094771226683 | 0.016441912966708008473856635248753576154
f(z) = -229/48*z^3 + 277/48*z + 1
*
-1 | 0.12134008677153435917706035812213612279 | 0.021561523833995035977610297332934940778
f(z) = -229/49*z^3 + 278/49*z + 1
*
-1 | 0.10847341105427934601392835222566788211 | 0.019262889633178488081340974657852735614
f(z) = -229/50*z^3 + 279/50*z + 1
*
-1 | 0.12149554305858712026962349982485699854 | 0.021716141336898354623215035184465663431
f(z) = -228/41*z^3 + 269/41*z + 1
*
-1 | 0.12143528121059506999242519370174269822 | 0.021676670040983901131584495449357029554
f(z) = -228/43*z^3 + 271/43*z + 1
*
-1 | 0.12131374936786696124996147716414530622 | 0.021598485545951033583141353413069142247
f(z) = -228/47*z^3 + 275/47*z + 1
*
-1 | 0.12125247016238511419479811922579806835 | 0.021559760443310778879322482041767823723
f(z) = -228/49*z^3 + 277/49*z + 1
*
-1 | 0.11288149553135611680614236738668104371 | 0.020203413599937493602449388128032079958
f(z) = -227/40*z^3 + 267/40*z + 1
*
-1 | 0.12140871432063907619114707772753064507 | 0.021715077274164173414225734692542663523
f(z) = -227/41*z^3 + 268/41*z + 1
*
-1 | 0.088199432011230182569142671384290013565 | 0.015764786782889791209367075440263204920
f(z) = -227/42*z^3 + 269/42*z + 1
*
-1 | 0.12134815610607988280388734550949540810 | 0.021675421573223203807632103805594820442
f(z) = -227/43*z^3 + 270/43*z + 1
*
-1 | 0.11276037796828932903753901513503172918 | 0.020128166069598388709080260641176875542
f(z) = -227/44*z^3 + 271/44*z + 1
*
-1 | 0.10772414530171309069530035658371666064 | 0.019216544577873621455222671768946794462
f(z) = -227/45*z^3 + 272/45*z + 1
*
-1 | 0.10842127699121713954712625212244565946 | 0.019328250671352594165635617444019955405
f(z) = -227/46*z^3 + 273/46*z + 1
*
-1 | 0.12122602130388488452058246857984950685 | 0.021596874150426486046692877901349443920
f(z) = -227/47*z^3 + 274/47*z + 1
*
-1 | 0.092293227429636276797628316959368517833 | 0.016431723106533312563789403683946501553
f(z) = -227/48*z^3 + 275/48*z + 1
*
-1 | 0.12116443536451248632628332054591001739 | 0.021557970376024448898232344003481700739
f(z) = -227/49*z^3 + 276/49*z + 1
*
-1 | 0.10829745176794868147090332851317372101 | 0.019256243717023245990556964984057131275
f(z) = -227/50*z^3 + 277/50*z + 1
*
-1 | 0.10075885894171359989958465390369457574 | 0.017904343044095796955281357991959889335
f(z) = -227/51*z^3 + 278/51*z + 1
*
-1 | 0.11251402215810456036602036913673508035 | 0.019980428106313006641365869225091151477
f(z) = -227/52*z^3 + 279/52*z + 1
*
-1 | 0.12132147542770277123247733896307316914 | 0.021713992493478845979217110926798661680
f(z) = -226/41*z^3 + 267/41*z + 1
*
-1 | 0.12126061791006173953884803351969307360 | 0.021674150761766648770016894958889400318
f(z) = -226/43*z^3 + 269/43*z + 1
*
-1 | 0.10763630436536678080013403552032763190 | 0.019213499000448663892392955784482598026
f(z) = -226/45*z^3 + 271/45*z + 1
*
-1 | 0.12113787411899695068057277977067137468 | 0.021595237224114200467097381525537895154
f(z) = -226/47*z^3 + 273/47*z + 1
*
-1 | 0.12107597834995430931240960626741887142 | 0.021556153214122266087904772772034131195
f(z) = -226/49*z^3 + 275/49*z + 1
*
-1 | 0.10066905482500622689546728464538134314 | 0.017899847344759117886360450558239840361
f(z) = -226/51*z^3 + 277/51*z + 1
*
-1 | 0.12095111458324811199227554259803094556 | 0.021478701080591848047054242092871648363
f(z) = -226/53*z^3 + 279/53*z + 1
*
-1 | 0.12123382247540113873626277282844849177 | 0.021712886652172600547343220943942844914
f(z) = -225/41*z^3 + 266/41*z + 1
*
[ -1/5 ] 
f(z) = -225/43*z^3 + 267/43*z + 1
*
-1 | 0.12117266267420541538842232536216087129 | 0.021672857242664101414833192967989416714
f(z) = -225/43*z^3 + 268/43*z + 1
*
-1 | 0.11258458115426794433110722297642544081 | 0.020123393954645841418539270947401451992
f(z) = -225/44*z^3 + 269/44*z + 1
*
[ -1/5 ] 
f(z) = -225/44*z^3 + 273/44*z + 1
*
-1 | 0.10824486814623188726302126098475067869 | 0.019322130002453998665468102299606113686
f(z) = -225/46*z^3 + 271/46*z + 1
*
-1 | 0.12104930377374754379218149861894927922 | 0.021593574361381296707549457214723703710
f(z) = -225/47*z^3 + 272/47*z + 1
*
-1 | 0.12098709503201824689797105532851281915 | 0.021554308531517000360831117435918671026
f(z) = -225/49*z^3 + 274/49*z + 1
*
[ -4/5 ] 
f(z) = -225/52*z^3 + 261/52*z + 1
*
[ -4/15 ] 
f(z) = -225/52*z^3 + 263/52*z + 1
*
-1 | 0.11233573375607677361904473821924132254 | 0.019974285932163103202216613334850003510
f(z) = -225/52*z^3 + 277/52*z + 1
*
-1 | 0.12086159410143827235366952919406407269 | 0.021476498090358523166549679560272362535
f(z) = -225/53*z^3 + 278/53*z + 1
*
[ -1/3 ] 
f(z) = -225/59*z^3 + 261/59*z + 1
*
-1 | 0.12114575150317597018289136264020783232 | 0.021711759400781264686217649537917572991
f(z) = -224/41*z^3 + 265/41*z + 1
*
-1 | 0.12108428639311100227573118152174265521 | 0.021671540644797444832907868462217235525
f(z) = -224/43*z^3 + 267/43*z + 1
*
-1 | 0.10745935822229676590227314940999381550 | 0.019207310427860599627454050944745913742
f(z) = -224/45*z^3 + 269/45*z + 1
*
-1 | 0.12096030616976680839198193366676907222 | 0.021591885148693152422620041136818760056
f(z) = -224/47*z^3 + 271/47*z + 1
*
[ -1/4 ] 
f(z) = -224/51*z^3 + 269/51*z + 1
*
-1 | 0.10049125473399194376189639550054537864 | 0.017891285399851879795195333339399987838
f(z) = -224/51*z^3 + 275/51*z + 1
*
-1 | 0.12077163661027481397540301425286454836 | 0.021474263989649085131027458543840659645
f(z) = -224/53*z^3 + 277/53*z + 1
*
[ -1/4 ] 
f(z) = -224/53*z^3 + 279/53*z + 1
*
-1 | 0.12070800643864228935048072112990722928 | 0.021435529529951429500529637201102175637
f(z) = -224/55*z^3 + 279/55*z + 1
*
-1 | 0.11253064215488389320042300949248595990 | 0.020195177933892030366777249354588801565
f(z) = -223/40*z^3 + 263/40*z + 1
*
-1 | 0.12105725849320159450587263758878963768 | 0.021710610382884081587871471638845607634
f(z) = -223/41*z^3 + 264/41*z + 1
*
-1 | 0.087846718147429540128103069683396041039 | 0.015743901745619476221551707778458453406
f(z) = -223/42*z^3 + 265/42*z + 1
*
-1 | 0.12099548500320523718754939667486553495 | 0.021670200589710081248549941214903480215
f(z) = -223/43*z^3 + 266/43*z + 1
*
-1 | 0.11240709396971318439799150088673497944 | 0.020118505697918548223287267262885803412
f(z) = -223/44*z^3 + 267/44*z + 1
*
-1 | 0.10737024485381669172296461111006984223 | 0.019204166496557664137698468836456462934
f(z) = -223/45*z^3 + 268/45*z + 1
*
-1 | 0.10806610436418530001334785899349002969 | 0.019315760372946366435703676056273697912
f(z) = -223/46*z^3 + 269/46*z + 1
*
-1 | 0.12087087714861471564273778253688447454 | 0.021590169164426465284242146451733624069
f(z) = -223/47*z^3 + 270/47*z + 1
*
-1 | 0.091938489557521024213594140359302553727 | 0.016411377997706217915810291780837529776
f(z) = -223/48*z^3 + 271/48*z + 1
*
-1 | 0.12080803283864934942964327818866178608 | 0.021550534858336978056240058917131579778
f(z) = -223/49*z^3 + 272/49*z + 1
*
-1 | 0.10794106660113171043304641633757282212 | 0.019242643611076860083776936035162664798
f(z) = -223/50*z^3 + 273/50*z + 1
*
-1 | 0.10040014945637280248198896984814599570 | 0.017886666321068197594964739988132266595
f(z) = -223/51*z^3 + 274/51*z + 1
*
-1 | 0.11215570390398178561236066209000070425 | 0.019968003316100187484293105674848743453
f(z) = -223/52*z^3 + 275/52*z + 1
*
-1 | 0.12068123779998199274319739852378912436 | 0.021471998293947908490409382741140438665
f(z) = -223/53*z^3 + 276/53*z + 1
*
-1 | 0.094250131111686434367444055228728973053 | 0.016758505998246962247930130934646254157
f(z) = -223/54*z^3 + 277/54*z + 1
*
-1 | 0.12061727648156176823210731774354986946 | 0.021433084076703243741820267130629191953
f(z) = -223/55*z^3 + 278/55*z + 1
*
-1 | 0.11202777990073472865662618100266301384 | 0.019894080393563236652556604593644671290
f(z) = -223/56*z^3 + 279/56*z + 1
*
-1 | 0.12096833936927209298094074589381270431 | 0.021709439234936950547855024614100420353
f(z) = -222/41*z^3 + 263/41*z + 1
*
-1 | 0.12090625438160568302659397562086709366 | 0.021668836691431631287601030658910679604
f(z) = -222/43*z^3 + 265/43*z + 1
*
-1 | 0.12078101249059652271111422525807659120 | 0.021588425978677060852080749478865421399
f(z) = -222/47*z^3 + 269/47*z + 1
*
[ 7/6 ] 
f(z) = -222/49*z^3 + 265/42*z + 1
*
-1 | 0.12071784548566589590380275463340749953 | 0.021548604973485651400873988605922969891
f(z) = -222/49*z^3 + 271/49*z + 1
*
-1 | 0.12059039329637271190590823360426292090 | 0.021469700509331905549688390883822593740
f(z) = -222/53*z^3 + 275/53*z + 1
*
-1 | 0.12052609735243367724348727288754344427 | 0.021430604940300287156090107138888670498
f(z) = -222/55*z^3 + 277/55*z + 1
*
-1 | 0.11235268402271970327244620736945410413 | 0.020190901604901640966003879871667985308
f(z) = -221/40*z^3 + 261/40*z + 1
*
-1 | 0.12087898999566126985444645559483643199 | 0.021708245586100941794120308537426521263
f(z) = -221/41*z^3 + 262/41*z + 1
*
-1 | 0.087668137480794447768946836702286221548 | 0.015733258085568592230231211281366445916
f(z) = -221/42*z^3 + 263/42*z + 1
*
-1 | 0.12081659034495695763655399682532370148 | 0.021667448556297673882558195679250846248
f(z) = -221/43*z^3 + 264/43*z + 1
*
-1 | 0.11222788347827375964993800590470595805 | 0.020113497781845984172169770935964858173
f(z) = -221/44*z^3 + 265/44*z + 1
*
-1 | 0.10719071666828444296177704475871454920 | 0.019197776937668131524541797249736685840
f(z) = -221/45*z^3 + 266/45*z + 1
*
-1 | 0.10788625660406612422341772691900674382 | 0.019309370890780490050158023647395415956
f(z) = -221/46*z^3 + 267/46*z + 1
*
-1 | 0.12069070791354876810029082056036914817 | 0.021586655153062274015307149922967931105
f(z) = -221/47*z^3 + 268/47*z + 1
*
-1 | 0.091757996927004691585270596946885026007 | 0.016400845495185288161617735828132276935
f(z) = -221/48*z^3 + 269/48*z + 1
*
-1 | 0.12062721487175241589046200043613474592 | 0.021546645778971272858239992873683025649
f(z) = -221/49*z^3 + 270/49*z + 1
*
-1 | 0.10775992133620961683567732654526968275 | 0.019235565110575086462381116162458986254
f(z) = -221/50*z^3 + 271/50*z + 1
*
-1 | 0.12049909865955158463199836694038350205 | 0.021467370132247029367970596805125040306
f(z) = -221/53*z^3 + 274/53*z + 1
*
-1 | 0.094068308752930549594567564941563482542 | 0.016747755448323369084969221577147094518
f(z) = -221/54*z^3 + 275/54*z + 1
*
-1 | 0.12043446455606152455488750432828756315 | 0.021428091595864197961385817523996520445
f(z) = -221/55*z^3 + 276/55*z + 1
*
-1 | 0.11184462845558265212562028909979181759 | 0.019886963070889320645183954769445865043
f(z) = -221/56*z^3 + 277/56*z + 1
*
-1 | 0.10002580057176249261181422492189326312 | 0.017774082254475871389739195296637034897
f(z) = -221/57*z^3 + 278/57*z + 1
*
-1 | 0.10750071866973646833050324974231034792 | 0.019090157293811867965069232937603501821
f(z) = -221/58*z^3 + 279/58*z + 1
*
[ -2/3 ] 
f(z) = -239/56*z^3 + 277/63*z + 1
*
-4/5 | 0.17487236398262590967729429110776522780 | 0.024737839080450236900375274511495740978
f(z) = -235/48*z^3 + 263/60*z + 1
*
[ -2/3 ] 
f(z) = -235/56*z^3 + 275/63*z + 1
*
[ -2/3 ] 
f(z) = -233/56*z^3 + 274/63*z + 1
*
-7/10 | 0.23068442864879659073944850855940620549 | 0.029801631574630684035864217271302261119
f(z) = -230/49*z^3 + 261/70*z + 1
*
[ -2/3 ] 
f(z) = -229/56*z^3 + 272/63*z + 1
*
[ -2/3 ] 
f(z) = -227/56*z^3 + 271/63*z + 1
*
[ -2/3 ] 
f(z) = -223/56*z^3 + 269/63*z + 1
*
[ -2/3 ] 
f(z) = -221/56*z^3 + 268/63*z + 1
*
-7/12 | 0.21866814604116097844539096637855783264 | 0.027629665866035156412640915344154521822
f(z) = -228/49*z^3 + 277/84*z + 1
*
[ 4/5 ] 
f(z) = -225/46*z^3 + 265/92*z + 1
*
-7/60 | 0.15944100474263411679536372388026077981 | 0.019470882618645753838689008724719530028
f(z) = -240/49*z^3 + 277/105*z + 1
*
0 | 0.17621803989492393814676680236185941143 | 0.028865521433100877063403664953085743024
f(z) = -224/57*z^3 + 277/114*z + 1
*
-7/40 | 0.23483435489390061439394194374695130881 | 0.027704586011983068866385743183962022583
f(z) = -240/49*z^3 + 261/140*z + 1
*
[ 7/10 ] 
f(z) = -235/49*z^3 + 269/140*z + 1
*
5/6 | 0.14325783031164927790931464009501353854 | 0.021945274788754009205554632190687971691
f(z) = -228/55*z^3 + 277/165*z + 1
*
[ 6 ] 
f(z) = -223/54*z^3 + 299/2*z + 1
*
[ -6 ] 
f(z) = -221/54*z^3 + 297/2*z + 1
*
-1 | 0.12250684477133836791571418084328323686 | 0.021727410203128343995574452866919171668
f(z) = -240/41*z^3 + 281/41*z + 1
*
-1 | 0.12244992515862778643584015488494270870 | 0.021690032229290127290728223843233391620
f(z) = -240/43*z^3 + 283/43*z + 1
*
-1 | 0.12233518936916823688023186538107324338 | 0.021615968511838196651663652583829137711
f(z) = -240/47*z^3 + 287/47*z + 1
*
-1 | 0.12227736547231119369369575816492897242 | 0.021579272476750870030339754929977909544
f(z) = -240/49*z^3 + 289/49*z + 1
*
[ -1/4 ] 
f(z) = -240/53*z^3 + 280/53*z + 1
*
-1 | 0.12216078581108191897413494370100749368 | 0.021506527040596639111293885937842222314
f(z) = -240/53*z^3 + 293/53*z + 1
*
-1 | 0.12198352470361462117908467629971993406 | 0.021398953104812066640207019081662309457
f(z) = -240/59*z^3 + 299/59*z + 1
*
-1 | 0.12242465242567744694594685940415188602 | 0.021726570297641729612739762701372428709
f(z) = -239/41*z^3 + 280/41*z + 1
*
-1 | 0.089216019028318491554119022726223596474 | 0.015823059076711233504746115485029077565
f(z) = -239/42*z^3 + 281/42*z + 1
*
-1 | 0.12236746854964890364557222439303925481 | 0.021689025893385041833461901796674169089
f(z) = -239/43*z^3 + 282/43*z + 1
*
-1 | 0.11378139159545007669265059183056520771 | 0.020154541112227898357962577189435638468
f(z) = -239/44*z^3 + 283/44*z + 1
*
-1 | 0.10874686957914808618375021053910441244 | 0.019250728538380838773760980933043689366
f(z) = -239/45*z^3 + 284/45*z + 1
*
-1 | 0.10944506934063308810726508805127583316 | 0.019362278431717652898174721405162387517
f(z) = -239/46*z^3 + 285/46*z + 1
*
-1 | 0.12225219566067480333897401492136266486 | 0.021614634488474266245763248016787103977
f(z) = -239/47*z^3 + 286/47*z + 1
*
-1 | 0.093321141408024782509860181876052454935 | 0.016489342637769757488165606032504212028
f(z) = -239/48*z^3 + 287/48*z + 1
*
-1 | 0.12219409881625902893721371655725982858 | 0.021577777073472640227270206135274114408
f(z) = -239/49*z^3 + 288/49*z + 1
*
-1 | 0.10932952678365706217891944218811130942 | 0.019294262998764092808241966407694533747
f(z) = -239/50*z^3 + 289/50*z + 1
*
-1 | 0.10179205129474819087632579742457964305 | 0.017953119770501029062668634753116023263
f(z) = -239/51*z^3 + 290/51*z + 1
*
-1 | 0.11354899414206572536435884564542683766 | 0.020014546817579288210831515142070475320
f(z) = -239/52*z^3 + 291/52*z + 1
*
-1 | 0.12207696417501842439393424042415608061 | 0.021504713508315205645986062962105406755
f(z) = -239/53*z^3 + 292/53*z + 1
*
-1 | 0.095648307890589699729759459584361735165 | 0.016838979107562944786844963367387057503
f(z) = -239/54*z^3 + 293/54*z + 1
*
-1 | 0.12201791807933929239128129472405648629 | 0.021468497509356466654577218704554653996
f(z) = -239/55*z^3 + 294/55*z + 1
*
-1 | 0.11343090088252274681009191084052878367 | 0.019945734555728359794134373949606600335
f(z) = -239/56*z^3 + 295/56*z + 1
*
-1 | 0.10161387511841547032240269019447719260 | 0.017857197938734761008725358683740319909
f(z) = -239/57*z^3 + 296/57*z + 1
*
-1 | 0.10909267957892616715080899684329686703 | 0.019160135552472021411637738261797542023
f(z) = -239/58*z^3 + 297/58*z + 1
*
-1 | 0.12189884697132162956399583894820667561 | 0.021396673103585377210972294858024744729
f(z) = -239/59*z^3 + 298/59*z + 1
*
-1 | 0.12228464214784341158328023627891937022 | 0.021688001078210486916391474058770624957
f(z) = -238/43*z^3 + 281/43*z + 1
*
-1 | 0.10866377356326281832748765026129167285 | 0.019248037495246987248376925449897987612
f(z) = -238/45*z^3 + 283/45*z + 1
*
-1 | 0.12216882709454945349676908138909393407 | 0.021613279247133921034472977345098047223
f(z) = -238/47*z^3 + 285/47*z + 1
*
-1 | 0.12199275975886890598365551161122086930 | 0.021502874772670930182896117846638014172
f(z) = -238/53*z^3 + 291/53*z + 1
*
-1 | 0.12193342877829319112951515697024714065 | 0.021466500610338550329103342430352761764
f(z) = -238/55*z^3 + 293/55*z + 1
*
-1 | 0.10152909769345631525107562044175543672 | 0.017852916767130358599651215119108369377
f(z) = -238/57*z^3 + 295/57*z + 1
*
-1 | 0.12181377811797173955547984279241899112 | 0.021394364038977643192518694251081988663
f(z) = -238/59*z^3 + 297/59*z + 1
*
-1 | 0.12220144261206962516022884511729168950 | 0.021686957494089618470277517728290243013
f(z) = -237/43*z^3 + 280/43*z + 1
*
-1 | 0.11361509550246551899151849790296187493 | 0.020150398860221187108637710453653665929
f(z) = -237/44*z^3 + 281/44*z + 1
*
-1 | 0.10927822852917845752061786860835408249 | 0.019356878296879919284159970751884482765
f(z) = -237/46*z^3 + 283/46*z + 1
*
-1 | 0.12208508025750578717720757637791891466 | 0.021611902464126942609108219005472877476
f(z) = -237/47*z^3 + 284/47*z + 1
*
-1 | 0.12202642969168601483163607745243722591 | 0.021574718240972475208258339149014316312
f(z) = -237/49*z^3 + 286/49*z + 1
*
-1 | 0.10916157849961832911297428706873025801 | 0.019288262483737932865812887037091312891
f(z) = -237/50*z^3 + 287/50*z + 1
*
-1 | 0.11338048286566743373604825628805338983 | 0.020009167877090472958367938524290755473
f(z) = -237/52*z^3 + 289/52*z + 1
*
-1 | 0.12190816903476864582872155674671790199 | 0.021501010460495607787909211074865324048
f(z) = -237/53*z^3 + 290/53*z + 1
*
-1 | 0.12184855039711672436877455423008617810 | 0.021464476819204180278345114456919510597
f(z) = -237/55*z^3 + 292/55*z + 1
*
-1 | 0.11326124448998140914412713363904505111 | 0.019939753998000572250264535023459853212
f(z) = -237/56*z^3 + 293/56*z + 1
*
-1 | 0.10892244080498044084424626975811177922 | 0.019152965149313350317043814427607812304
f(z) = -237/58*z^3 + 295/58*z + 1
*
-1 | 0.12172831449279123738981672386154553889 | 0.021392025489758969036565425932662955243
f(z) = -237/59*z^3 + 296/59*z + 1
*
-1 | 0.10849645106510078442164901353623607607 | 0.019242572953985746721833389327510281981
f(z) = -236/45*z^3 + 281/45*z + 1
*
-1 | 0.12200095168925855925583697551158399546 | 0.021610503809749655345637830286258617072
f(z) = -236/47*z^3 + 283/47*z + 1
*
-1 | 0.12194202027423937883932573068556021786 | 0.021573154124718508463581433627687697604
f(z) = -236/49*z^3 + 285/49*z + 1
*
-1 | 0.10153809527204143155111177261675115077 | 0.017941234091927063581005316387207374766
f(z) = -236/51*z^3 + 287/51*z + 1
*
-1 | 0.12182318842562843842024242527226880595 | 0.021499120191778125037704828583180996059
f(z) = -236/53*z^3 + 289/53*z + 1
*
-1 | 0.12176327931793075273601935763937008986 | 0.021462425739514995876205549721764374944
f(z) = -236/55*z^3 + 291/55*z + 1
*
-1 | 0.10135939709735602283562952725134576946 | 0.017844422005143236066393300303607497263
f(z) = -236/57*z^3 + 293/57*z + 1
*
-1 | 0.10910986602145250773431776329935161242 | 0.019351366208813791669815664336834287796
f(z) = -235/46*z^3 + 281/46*z + 1
*
-1 | 0.092985859725449843751330347843204977236 | 0.016470947546113302954711997179467527280
f(z) = -235/48*z^3 + 283/48*z + 1
*
-1 | 0.12185722290698287206815564229010946233 | 0.021571566406478875726045427867504080741
f(z) = -235/49*z^3 + 284/49*z + 1
*
-1 | 0.10145404477133229918473688226522315245 | 0.017937445485202397783191400908376791198
f(z) = -235/51*z^3 + 286/51*z + 1
*
-1 | 0.11321041755245171637504869370282017954 | 0.020003670519045266757121296575412709240
f(z) = -235/52*z^3 + 287/52*z + 1
*
-1 | 0.12173781430421019372245245965952964528 | 0.021497203579511424807274676034577072881
f(z) = -235/53*z^3 + 288/53*z + 1
*
-1 | 0.095308581491384554260377407702129000422 | 0.016819873747123905173105575299654520729
f(z) = -235/54*z^3 + 289/54*z + 1
*
-1 | 0.11309001155394672683224541155715083043 | 0.019933644925248405726103585300347823101
f(z) = -235/56*z^3 + 291/56*z + 1
*
-1 | 0.10127239932228855973896064298491714775 | 0.017839843482700054453882653869128092364
f(z) = -235/57*z^3 + 292/57*z + 1
*
-1 | 0.10875126607423110976462599566656382697 | 0.019145767841912485636475650279064938732
f(z) = -235/58*z^3 + 293/58*z + 1
*
-1 | 0.12155618806456640044936679985238229153 | 0.021387258214110489035042526745649848573
f(z) = -235/59*z^3 + 294/59*z + 1
*
-1 | 0.12183153527777807320210218489941473731 | 0.021607639537186874863585368918070204191
f(z) = -234/47*z^3 + 281/47*z + 1
*
-1 | 0.12177203399347269572581280889591025769 | 0.021569954726579387977859567530236275902
f(z) = -234/49*z^3 + 283/49*z + 1
*
-1 | 0.12165204299218063513207023418286813803 | 0.021495260229535394293816388421516912579
f(z) = -234/53*z^3 + 287/53*z + 1
*
-1 | 0.12159154433827081697639530422561259562 | 0.021458240092183156942367451536981355603
f(z) = -234/55*z^3 + 289/55*z + 1
*
-1 | 0.12146951769771846539282641506923576058 | 0.021384828606245174050578324747779290790
f(z) = -234/59*z^3 + 293/59*z + 1
*
-1 | 0.12174624027104827656777465645222619914 | 0.021606173228291065301629842819102000401
f(z) = -233/47*z^3 + 280/47*z + 1
*
-1 | 0.092814341601077145075555503523134793095 | 0.016461245708057687641024028003120327432
f(z) = -233/48*z^3 + 281/48*z + 1
*
-1 | 0.12168644988682054537833711588265148072 | 0.021568318718618492332946685837409865493
f(z) = -233/49*z^3 + 282/49*z + 1
*
-1 | 0.10882037184043038526586423836639983379 | 0.019275776358087578459438426888884588886
f(z) = -233/50*z^3 + 283/50*z + 1
*
-1 | 0.10128268981710733330710294819062140514 | 0.017929394886048514947217192707294609202
f(z) = -233/51*z^3 + 284/51*z + 1
*
-1 | 0.11303876914330781986185618859320928344 | 0.019998051396170091003199307145666933382
f(z) = -233/52*z^3 + 285/52*z + 1
*
-1 | 0.12156587075914246351930270788161314259 | 0.021493289740375549495019511453736835646
f(z) = -233/53*z^3 + 286/53*z + 1
*
-1 | 0.095136341112296264465268093234600141061 | 0.016810078640652990175771192281745311236
f(z) = -233/54*z^3 + 287/54*z + 1
*
-1 | 0.12150507294337338056192358891612953237 | 0.021456104694634300265800327512388609535
f(z) = -233/55*z^3 + 288/55*z + 1
*
-1 | 0.11291717234300577210593929840721151082 | 0.019927403733978264619346453030662284119
f(z) = -233/56*z^3 + 289/56*z + 1
*
-1 | 0.10110029169458710688440614285060713027 | 0.017831113751405050827005989886685723434
f(z) = -233/57*z^3 + 290/57*z + 1
*
-1 | 0.10857716888877048160960877843148199598 | 0.019138195335536205112817992126674777183
f(z) = -233/58*z^3 + 291/58*z + 1
*
-1 | 0.12138243742939062143295401554988822726 | 0.021382367750542464416361471830310806168
f(z) = -233/59*z^3 + 292/59*z + 1
*
-1 | 0.12160046688874191769197005459133602994 | 0.021566658009314407836492594386506115526
f(z) = -232/49*z^3 + 281/49*z + 1
*
-1 | 0.10119641155150111545475472761024168051 | 0.017925314574076823290876037972948713753
f(z) = -232/51*z^3 + 283/51*z + 1
*
-1 | 0.12147929382164233728184075723159946923 | 0.021491291703077384831240214378325271927
f(z) = -232/53*z^3 + 285/53*z + 1
*
-1 | 0.12141819385961665262357709872154006861 | 0.021453940348378634610537439973293467299
f(z) = -232/55*z^3 + 287/55*z + 1
*
-1 | 0.10101310691830329230042518720109323923 | 0.017826597338710510013623422817638240878
f(z) = -232/57*z^3 + 289/57*z + 1
*
-1 | 0.12129494334042528239176098852530267841 | 0.021379875185730147793037437752575122439
f(z) = -232/59*z^3 + 291/59*z + 1
*
-1 | 0.10864835946095178898221839460592458696 | 0.019269514926380142898364357281991585976
f(z) = -231/50*z^3 + 281/50*z + 1
*
-1 | 0.11286550775254232242143523454254632862 | 0.019992307039440834958258941212950873776
f(z) = -231/52*z^3 + 283/52*z + 1
*
-1 | 0.12139230834215499625576367897786070643 | 0.021489265701036251889182240380359214455
f(z) = -231/53*z^3 + 284/53*z + 1
*
-1 | 0.10840272685826196546159448670268862568 | 0.019130703144131291225351765975094044249
f(z) = -231/58*z^3 + 289/58*z + 1
*
-1 | 0.12120703145483655342847125726013403738 | 0.021377350441977349157960927014590570114
f(z) = -231/59*z^3 + 290/59*z + 1
*
-1 | 0.10102160085800782207861352341241310679 | 0.017916858158542375749967864108307033618
f(z) = -230/51*z^3 + 281/51*z + 1
*
-1 | 0.12130491042804283437407533909808738441 | 0.021487211309822626361138304535803417672
f(z) = -230/53*z^3 + 283/53*z + 1
*
-1 | 0.10083748941272953153313532516111584542 | 0.017817440813213162007181482171699632658
f(z) = -230/57*z^3 + 287/57*z + 1
*
-1 | 0.12111869773869927771146204112849794268 | 0.021374793040699455273650534492576817407
f(z) = -230/59*z^3 + 289/59*z + 1
*
-1 | 0.10093512791209684579213473793650419707 | 0.017912847687396626181294337030825262620
f(z) = -229/51*z^3 + 280/51*z + 1
*
-1 | 0.11269060263607858471252487612303943909 | 0.019986433852589594351862356195884492222
f(z) = -229/52*z^3 + 281/52*z + 1
*
-1 | 0.12121709613049020210610199960874471780 | 0.021485128097002617149853038639435095597
f(z) = -229/53*z^3 + 282/53*z + 1
*
-1 | 0.094787606946037101441539700812334183677 | 0.016790098049741176877188322412684431363
f(z) = -229/54*z^3 + 283/54*z + 1
*
-1 | 0.12115507136843240502820250319229482090 | 0.021447269231638329111289644251922072285
f(z) = -229/55*z^3 + 284/55*z + 1
*
-1 | 0.11256655186903440115558945872405111123 | 0.019914509922809681095169156722817973007
f(z) = -229/56*z^3 + 285/56*z + 1
*
-1 | 0.10074904865403469355846464011005918209 | 0.017812799597994966630127083887292966347
f(z) = -229/57*z^3 + 286/57*z + 1
*
-1 | 0.10822529957571578294544923321937042917 | 0.019122827044910093397813187394054235977
f(z) = -229/58*z^3 + 287/58*z + 1
*
-1 | 0.12102993809901063143616573824125486197 | 0.021372202494357715788713785423963509001
f(z) = -229/59*z^3 + 288/59*z + 1
*
-1 | 0.12112886144341169490873621006807853414 | 0.021483015621953566295456724042955153129
f(z) = -228/53*z^3 + 281/53*z + 1
*
-1 | 0.12106652213797034784499853836379892201 | 0.021444984663395041558132769307809900127
f(z) = -228/55*z^3 + 283/55*z + 1
*
-1 | 0.12094074838252344414170059434428131147 | 0.021369578306253350664595727386666194264
f(z) = -228/59*z^3 + 287/59*z + 1
*
-1 | 0.12104020230233365813102785953762004280 | 0.021480873435674582848031253228855842164
f(z) = -227/53*z^3 + 280/53*z + 1
*
-1 | 0.094609745766435479783470368134766815225 | 0.016779672673130193096218931862391700018
f(z) = -227/54*z^3 + 281/54*z + 1
*
-1 | 0.12097754523459914734382524643568047986 | 0.021442668890766307553214053028416246590
f(z) = -227/55*z^3 + 282/55*z + 1
*
-1 | 0.11238870674026397155258534913953662133 | 0.019907849418826708304897772839126566481
f(z) = -227/56*z^3 + 283/56*z + 1
*
-1 | 0.10057088260884009973034566350319387903 | 0.017803388432795696877737213261848816130
f(z) = -227/57*z^3 + 284/57*z + 1
*
-1 | 0.10804746281154642724840233741297014955 | 0.019115023375668127535262369580092048023
f(z) = -227/58*z^3 + 285/58*z + 1
*
-1 | 0.12085112437455039217428103734057025782 | 0.021366919970315987339854422679451918426
f(z) = -227/59*z^3 + 286/59*z + 1
*
-1 | 0.12088813648447602050810968972266744975 | 0.021440321436672007981854631962632832596
f(z) = -226/55*z^3 + 281/55*z + 1
*
-1 | 0.10048011531762234780781947422128211529 | 0.017798434231941678159415956775145934859
f(z) = -226/57*z^3 + 283/57*z + 1
*
-1 | 0.12076106179773818285188250808468506642 | 0.021364226970886244498474745772158743538
f(z) = -226/59*z^3 + 285/59*z + 1
*
[ -1/5 ] 
f(z) = -225/46*z^3 + 285/46*z + 1
*
[ -1/5 ] 
f(z) = -225/47*z^3 + 291/47*z + 1
*
[ -13/15 ] 
f(z) = -225/52*z^3 + 281/52*z + 1
*
-1 | 0.11220912753372417728104004177186302215 | 0.019901041015389571109816302142107094201
f(z) = -225/56*z^3 + 281/56*z + 1
*
-1/5 | 0.15838131248350017407047551319130875407 | 0.027950827073394865775924753655476324581
f(z) = -225/56*z^3 + 289/56*z + 1
*
-1 | 0.10786722638587937219985748545243776300 | 0.019106941990882935094481551666510434482
f(z) = -225/58*z^3 + 283/58*z + 1
*
-1 | 0.12067055631081081534699746839178634602 | 0.021361498782492272487560513652975042430
f(z) = -225/59*z^3 + 284/59*z + 1
*
[ -1/4 ] 
f(z) = -224/55*z^3 + 289/55*z + 1
*
-1 | 0.10029932522357254213037036822526440646 | 0.017788757732656852766455188399793127435
f(z) = -224/57*z^3 + 281/57*z + 1
*
[ -1/4 ] 
f(z) = -224/57*z^3 + 299/57*z + 1
*
-1 | 0.12057960350728097146453933133763900061 | 0.021358734869620053319502778463575191321
f(z) = -224/59*z^3 + 283/59*z + 1
*
-1 | 0.10020929365170244834597379127477596565 | 0.017784034668364618875095380500276037674
f(z) = -223/57*z^3 + 280/57*z + 1
*
-1 | 0.10768455552280610683781042134313003047 | 0.019098577836631659640152924677393511381
f(z) = -223/58*z^3 + 281/58*z + 1
*
-1 | 0.12048819891412855528890627946620705245 | 0.021355934686477255780625598474118608849
f(z) = -223/59*z^3 + 282/59*z + 1
*
-1 | 0.12039633799044536504356374610469150306 | 0.021353097676750433437843725580583629080
f(z) = -222/59*z^3 + 281/59*z + 1
*
-1 | 0.12030401612604484338049016532909855561 | 0.021350223273355345271737752140009409405
f(z) = -221/59*z^3 + 280/59*z + 1
*
2/45 | 0.22799332696025774512633982971261007939 | 0.029500654914938739380565353111517801062
f(z) = -225/56*z^3 + 284/63*z + 1
*
[ -14/45 ] 
f(z) = -225/56*z^3 + 290/63*z + 1
*
-2/9 | 0.18383392911858291133295693853205186385 | 0.023660056314586557608523716469111748149
f(z) = -225/56*z^3 + 296/63*z + 1
*
-10/13 | 0.22882309122167056409302333321391896042 | 0.028735385051331435342374914135380924219
f(z) = -221/40*z^3 + 297/65*z + 1
*
[ 6/7 ] 
f(z) = -235/54*z^3 + 297/98*z + 1
*
[ 6/7 ] 
f(z) = -229/54*z^3 + 289/98*z + 1
*
-1/2 | 0.17389522393838871601299865193346188274 | 0.028443615291621303673337680440921086490
f(z) = -226/45*z^3 + 293/90*z + 1
*
[ 6/7 ] 
f(z) = -223/54*z^3 + 281/98*z + 1
*
0 | 0.17577970613580710208059572037096641879 | 0.028629154936157764591144491852601778437
f(z) = -232/57*z^3 + 293/114*z + 1
*
0 | 0.17592342200744138780848533743036415237 | 0.028693022890151240194442436257407108553
f(z) = -230/57*z^3 + 289/114*z + 1
*
0 | 0.16621180957908416465771560473484629522 | 0.027186858048882951836801281742055996169
f(z) = -226/51*z^3 + 299/102*z + 1
*
0 | 0.17614220490396028408874874160873765605 | 0.028811148457310532987927728570378965741
f(z) = -226/57*z^3 + 281/114*z + 1
*
0 | 0.16682502397779300648552604953995723134 | 0.027326891776119822543655360183472747033
f(z) = -224/51*z^3 + 295/102*z + 1
*
[ 14/17 ] 
f(z) = -221/56*z^3 + 293/119*z + 1
*
[ 3/4 ] 
f(z) = -226/45*z^3 + 299/120*z + 1
*
-3/14 | 0.16739815624895219202680460798659676746 | 0.020792985198565382714540525868023683281
f(z) = -224/45*z^3 + 293/210*z + 1
*
[ 28/45 ] 
f(z) = -225/49*z^3 + 295/252*z + 1
*
-4/15 | 0.089730429878230367480809971988256929019 | 0.016567349793166494487989938827372093413
f(z) = -225/64*z^3 + z + 1
*
[ 4/5 ] 
f(z) = -225/64*z^3 + 2*z + 1
*
[ -4/15 ] 
f(z) = -225/64*z^3 + 5*z + 1
*
[ -4/3 ] 
f(z) = -225/64*z^3 + 8*z + 1
*
[ -4/5 ] 
f(z) = -225/64*z^3 + 9/2*z + 1
*
[ 4/3 ] 
f(z) = -225/64*z^3 + 13/2*z + 1
*
[ 2/3 ] 
f(z) = -225/64*z^3 + 17/16*z + 1
*
[ -4/3 ] 
f(z) = -237/64*z^3 + 25/3*z + 1
*
[ 4/5 ] 
f(z) = -235/64*z^3 + 21/10*z + 1
*
[ -4/5 ] 
f(z) = -235/64*z^3 + 23/5*z + 1
*
[ 4/3 ] 
f(z) = -231/64*z^3 + 20/3*z + 1
*
4/5 | 0.21777834710825757971913230821341996821 | 0.028604893091191483236683895301897353421
f(z) = -225/64*z^3 + 22/9*z + 1
*
[ -8/15 ] 
f(z) = -225/64*z^3 + 31/8*z + 1
*
[ 2/3 ] 
f(z) = -225/68*z^3 + 33/34*z + 1
*
[ 2/3 ] 
f(z) = -225/76*z^3 + 31/38*z + 1
*
[ 4/3 ] 
f(z) = -237/64*z^3 + 41/6*z + 1
*
[ 4 ] 
f(z) = -233/64*z^3 + 59*z + 1
*
[ -4/3 ] 
f(z) = -231/64*z^3 + 49/6*z + 1
*
[ -4/7 ] 
f(z) = -231/64*z^3 + 55/14*z + 1
*
[ -4 ] 
f(z) = -231/64*z^3 + 59*z + 1
*
[ 4 ] 
f(z) = -229/64*z^3 + 58*z + 1
*
[ -4 ] 
f(z) = -227/64*z^3 + 58*z + 1
*
[ 4/3 ] 
f(z) = -227/64*z^3 + 59/9*z + 1
*
4/45 | 0.20851172603820642332614593654075273683 | 0.025710045123869169963084622910587301212
f(z) = -225/64*z^3 + 52/9*z + 1
*
[ 4 ] 
f(z) = -225/64*z^3 + 57*z + 1
*
[ -4 ] 
f(z) = -223/64*z^3 + 57*z + 1
*
[ 4/3 ] 
f(z) = -223/64*z^3 + 58/9*z + 1
*
[ 4 ] 
f(z) = -221/64*z^3 + 56*z + 1
*
[ 4/5 ] 
f(z) = -237/64*z^3 + 53/25*z + 1
*
[ 4/5 ] 
f(z) = -233/64*z^3 + 52/25*z + 1
*
[ 4/5 ] 
f(z) = -229/64*z^3 + 51/25*z + 1
*
[ 4/5 ] 
f(z) = -221/64*z^3 + 49/25*z + 1
*
[ 2/3 ] 
f(z) = -237/64*z^3 + 55/48*z + 1
*
[ 2/3 ] 
f(z) = -231/64*z^3 + 53/48*z + 1
*
[ -4 ] 
f(z) = -239/64*z^3 + 61*z + 1
*
[ 4/3 ] 
f(z) = -239/64*z^3 + 62/9*z + 1
*
[ 4 ] 
f(z) = -237/64*z^3 + 60*z + 1
*
[ -4 ] 
f(z) = -235/64*z^3 + 60*z + 1
*
[ 4/3 ] 
f(z) = -235/64*z^3 + 61/9*z + 1
*
[ 6/5 ] 
f(z) = -235/72*z^3 + 73/15*z + 1
*
[ -4/3 ] 
f(z) = -233/64*z^3 + 74/9*z + 1
*
[ -4/3 ] 
f(z) = -229/64*z^3 + 73/9*z + 1
*
[ -12/5 ] 
f(z) = -225/64*z^3 + 65/3*z + 1
*
[ -4/9 ] 
f(z) = -225/64*z^3 + 71/18*z + 1
*
[ 8/5 ] 
f(z) = -225/64*z^3 + 75/8*z + 1
*
[ 5/4 ] 
f(z) = -224/75*z^3 + 73/15*z + 1
*
[ -4/3 ] 
f(z) = -221/64*z^3 + 71/9*z + 1
*
[ 3/4 ] 
f(z) = -232/63*z^3 + 73/42*z + 1
*
0 | 0.14124935147301868831647358372856004639 | 0.025851701976458739917862912586178479174
f(z) = -236/79*z^3 + 78/79*z + 1
*
0 | 0.10798486269745349981460938479583032560 | 0.019778948863003776203606076256967698986
f(z) = -235/78*z^3 + 79/78*z + 1
*
0 | 0.14117414106117913280828738673166265842 | 0.025858032756413285783678685739741798212
f(z) = -235/79*z^3 + 77/79*z + 1
*
0 | 0.14109862365261638507817260117631278971 | 0.025864402968946888692006321571397271236
f(z) = -234/79*z^3 + 76/79*z + 1
*
0 | 0.14100215745127387126146437933230967366 | 0.025867026742223731587149133270263088012
f(z) = -233/77*z^3 + 79/77*z + 1
*
0 | 0.10783343612858247522003113496572049524 | 0.019782182247869694772725466047243942132
f(z) = -233/78*z^3 + 77/78*z + 1
*
0 | 0.14102279672856261027027587021880503397 | 0.025870813044130157910368948689844372305
f(z) = -233/79*z^3 + 75/79*z + 1
*
0 | 0.14092593516238656759204886837206414351 | 0.025873458833443508871870781186926551450
f(z) = -232/77*z^3 + 78/77*z + 1
*
0 | 0.14094665773909797680327204016556062254 | 0.025877263418702054134340551544052262517
f(z) = -232/79*z^3 + 74/79*z + 1
*
0 | 0.11516816795167096744642833049689669513 | 0.021161214386212406777803824443198359058
f(z) = -231/76*z^3 + 79/76*z + 1
*
0 | 0.14087020410263441005505292704393413556 | 0.025883754536203806769648961203287378253
f(z) = -231/79*z^3 + 73/79*z + 1
*
0 | 0.14077254199229295467037644831181420265 | 0.025886445194225679394305198281487130457
f(z) = -230/77*z^3 + 76/77*z + 1
*
0 | 0.14079343320538859986197656467162486066 | 0.025890286847116133818589951049068695744
f(z) = -230/79*z^3 + 72/79*z + 1
*
0 | 0.12032968254373208522726414059570229097 | 0.022144983211327982529009895485620397202
f(z) = -229/75*z^3 + 79/75*z + 1
*
0 | 0.11501405102433758622497559714655448764 | 0.021166716101616167450103613905021730406
f(z) = -229/76*z^3 + 77/76*z + 1
*
0 | 0.14069536583407230842638496384566347149 | 0.025893000367343485718200023633303864344
f(z) = -229/77*z^3 + 75/77*z + 1
*
0 | 0.10752577967394054446861818626035474336 | 0.019788605232952127319415314599237735540
f(z) = -229/78*z^3 + 73/78*z + 1
*
0 | 0.14071634240084399210206314441921894153 | 0.025896860808999860987468969934798016562
f(z) = -229/79*z^3 + 71/79*z + 1
*
0 | 0.14061786638705823468596417231360719283 | 0.025899597483193899718927846950558468463
f(z) = -228/77*z^3 + 74/77*z + 1
*
0 | 0.14063892900920148669499253496128366125 | 0.025903476886640039904169183698801439373
f(z) = -228/79*z^3 + 70/79*z + 1
*
0 | 0.12767284390459375039385027901106760434 | 0.023534381605946552287646982332939375396
f(z) = -227/74*z^3 + 79/74*z + 1
*
0 | 0.12017521787547996255049963092352198532 | 0.022152317991543953687200084537328898860
f(z) = -227/75*z^3 + 77/75*z + 1
*
0 | 0.11485863949945564922015788011534675115 | 0.021172294515034100452330364347314842162
f(z) = -227/76*z^3 + 75/76*z + 1
*
0 | 0.14054004092890177116010661146646700541 | 0.025906237011589859845006675318307975469
f(z) = -227/77*z^3 + 73/77*z + 1
*
0 | 0.10737157486531355390197994971561240200 | 0.019792177719484700388434890308076140547
f(z) = -227/78*z^3 + 71/78*z + 1
*
0 | 0.14056119031681855614707493170163976252 | 0.025910135552193668733351866933096262866
f(z) = -227/79*z^3 + 69/79*z + 1
*
0 | 0.12009697587999761262750205180665727167 | 0.022155926655970451872566468982634788728
f(z) = -226/75*z^3 + 76/75*z + 1
*
0 | 0.14046188670269283670802517994909992754 | 0.025912919429825660035286921188786327364
f(z) = -226/77*z^3 + 72/77*z + 1
*
0 | 0.14048312357563649028629031918290074584 | 0.025916837285341122006670133176716399404
f(z) = -226/79*z^3 + 68/79*z + 1
*
[ 2/3 ] 
f(z) = -225/62*z^3 + 69/62*z + 1
*
0 | 0.14034064304844277909902613182808422883 | 0.025911750637289219073381469176633870305
f(z) = -225/73*z^3 + 79/73*z + 1
*
[ 2/3 ] 
f(z) = -225/74*z^3 + 63/74*z + 1
*
0 | 0.12751593927093966128845598489605433220 | 0.023543865475433042240040411896716928783
f(z) = -225/74*z^3 + 77/74*z + 1
*
0 | 0.11470191142354680277885107255464178876 | 0.021177951460586236589112195581602827190
f(z) = -225/76*z^3 + 73/76*z + 1
*
0 | 0.14038340091637226414631147410940687744 | 0.025919645222831259997139591205012045074
f(z) = -225/77*z^3 + 71/77*z + 1
*
0 | 0.14040472600259546406034697154244973776 | 0.025923582573441400152422494279373803232
f(z) = -225/79*z^3 + 67/79*z + 1
*
0 | 0.14026164409713700862620470837992805405 | 0.025918480764102669630534153300478222337
f(z) = -224/73*z^3 + 78/73*z + 1
*
0 | 0.11993845856014902498221675363075042803 | 0.022163027184498832163971172453270667331
f(z) = -224/75*z^3 + 74/75*z + 1
*
0 | 0.14032599477903711619835998316935072129 | 0.025930371911691313019266136296149148871
f(z) = -224/79*z^3 + 66/79*z + 1
*
0 | 0.098083814219674296925155557828448281927 | 0.018139578020690169194200140899289857415
f(z) = -223/72*z^3 + 79/72*z + 1
*
0 | 0.14018230638959448833806889822602186684 | 0.025925254886389624969511382512418388733
f(z) = -223/73*z^3 + 77/73*z + 1
*
0 | 0.12735769259823936700140898451810922458 | 0.023553476379362088271297877841807909527
f(z) = -223/74*z^3 + 75/74*z + 1
*
0 | 0.11985921114165451663122958208564886478 | 0.022166710474094757091607687945105317986
f(z) = -223/75*z^3 + 73/75*z + 1
*
0 | 0.11454384427945616155854643649202830821 | 0.021183688834158390369515034796434956234
f(z) = -223/76*z^3 + 71/76*z + 1
*
0 | 0.14022542331579801753866767492206057222 | 0.025933228912003367618603942461235897716
f(z) = -223/77*z^3 + 69/77*z + 1
*
0 | 0.10705610095320559882042782280318388918 | 0.019798908834053341092824288296061306062
f(z) = -223/78*z^3 + 67/78*z + 1
*
0 | 0.14024692705009431715258488532723908763 | 0.025937205803288715648217290086646476197
f(z) = -223/79*z^3 + 65/79*z + 1
*
0 | 0.14010262700555314146004128012031702893 | 0.025932073507783848692535829270274324013
f(z) = -222/73*z^3 + 76/73*z + 1
*
0 | 0.14014592573621099883260384952655972460 | 0.025940087817652348066993844789653345786
f(z) = -222/77*z^3 + 68/77*z + 1
*
0 | 0.14016751992406779502854434105308836177 | 0.025944084759599918662758064768392299604
f(z) = -222/79*z^3 + 64/79*z + 1
*
0 | 0.14000080595581410119449079050458337036 | 0.025934899279054952303154908657506088931
f(z) = -221/71*z^3 + 79/71*z + 1
*
0 | 0.095071561616439746597300650097074763551 | 0.017611837003302870323872961858466899071
f(z) = -221/72*z^3 + 77/72*z + 1
*
0 | 0.14002260298679555715710706654572445651 | 0.025938937140117444452125675742590043555
f(z) = -221/73*z^3 + 75/73*z + 1
*
0 | 0.12719808071041113304360103105204199799 | 0.023563217291440288311124350909492467301
f(z) = -221/74*z^3 + 73/74*z + 1
*
0 | 0.11970072423347037154117899053627813869 | 0.022174345393445661867620420830571135289
f(z) = -221/75*z^3 + 71/75*z + 1
*
0 | 0.11438441496687299065978526875718145315 | 0.021189508596084470427688474202234474041
f(z) = -221/76*z^3 + 69/76*z + 1
*
0 | 0.14006608506457879308291971376961826332 | 0.025946992117373133774234764445575016120
f(z) = -221/77*z^3 + 67/77*z + 1
*
0 | 0.14008777047178927816721786840094511685 | 0.025951009300331399925336442369243683151
f(z) = -221/79*z^3 + 63/79*z + 1
*
[ 2/3 ] 
f(z) = -239/72*z^3 + 79/81*z + 1
*
[ 2/3 ] 
f(z) = -235/72*z^3 + 77/81*z + 1
*
[ 2/3 ] 
f(z) = -233/72*z^3 + 76/81*z + 1
*
[ 2/3 ] 
f(z) = -229/72*z^3 + 74/81*z + 1
*
[ 2/3 ] 
f(z) = -227/72*z^3 + 73/81*z + 1
*
[ 2/3 ] 
f(z) = -223/72*z^3 + 71/81*z + 1
*
[ 2/3 ] 
f(z) = -221/72*z^3 + 70/81*z + 1
*
[ -6/5 ] 
f(z) = -235/72*z^3 + 98/15*z + 1
*
[ -8/5 ] 
f(z) = -225/64*z^3 + 85/8*z + 1
*
[ 28/15 ] 
f(z) = -225/64*z^3 + 89/7*z + 1
*
-4/5 | 0.22347100293704167677360888047251717370 | 0.028094109161666272649735585503705437379
f(z) = -225/64*z^3 + 89/18*z + 1
*
[ -16/15 ] 
f(z) = -225/64*z^3 + 95/16*z + 1
*
[ -5/4 ] 
f(z) = -224/75*z^3 + 97/15*z + 1
*
[ -4/11 ] 
f(z) = -231/64*z^3 + 93/22*z + 1
*
[ 4/5 ] 
f(z) = -223/64*z^3 + 99/50*z + 1
*
0 | 0.14146668289429774939721280893570790215 | 0.025812078641377455869363127309942576014
f(z) = -240/71*z^3 + 98/71*z + 1
*
0 | 0.14148685337208124996008393200844955451 | 0.025815758956403792430513256664990391510
f(z) = -240/73*z^3 + 94/73*z + 1
*
0 | 0.14152709801413314704123742781007055331 | 0.025823102013046421361395554397982176298
f(z) = -240/77*z^3 + 86/77*z + 1
*
0 | 0.14154717246622002829674512914988366868 | 0.025826764807178212154388014766256420683
f(z) = -240/79*z^3 + 82/79*z + 1
*
0 | 0.12854681531764122222480636163422522223 | 0.023472595790818995421511536833588226988
f(z) = -239/70*z^3 + 99/70*z + 1
*
0 | 0.14139235927370283558587007959016775963 | 0.025818186852322742525869746340422520609
f(z) = -239/71*z^3 + 97/71*z + 1
*
0 | 0.099314798326509044212332390285086828283 | 0.018134841469269233878266739259618517868
f(z) = -239/72*z^3 + 95/72*z + 1
*
0 | 0.14141260927418510244757079061299107406 | 0.025821884494111141688527153106350846160
f(z) = -239/73*z^3 + 93/73*z + 1
*
0 | 0.12858731535538276551666537177470569537 | 0.023479991081111260620605979957700763873
f(z) = -239/74*z^3 + 91/74*z + 1
*
0 | 0.12108918847875550042504902802293966125 | 0.022110836186620503385823942311327885235
f(z) = -239/75*z^3 + 89/75*z + 1
*
0 | 0.11577211005086237982853873195549146404 | 0.021139939844944345611333270315890958637
f(z) = -239/76*z^3 + 87/76*z + 1
*
0 | 0.14145301222134372182526888108640981760 | 0.025829262055702758515555556287649995943
f(z) = -239/77*z^3 + 85/77*z + 1
*
0 | 0.10828301407254639231569414097805821304 | 0.019772433988783824764894704811546820878
f(z) = -239/78*z^3 + 83/78*z + 1
*
0 | 0.14147316545914624587810522841896163154 | 0.025832942028665495781615637024718995795
f(z) = -239/79*z^3 + 81/79*z + 1
*
0 | 0.14131773592496773609908092085617165455 | 0.025824332229194056625529976552956871380
f(z) = -238/71*z^3 + 96/71*z + 1
*
0 | 0.14133806607865437699387936448123889967 | 0.025828047351288520004484262184734078796
f(z) = -238/73*z^3 + 92/73*z + 1
*
0 | 0.12101472518624620657008731960231833585 | 0.022114170223428401833582335333306381427
f(z) = -238/75*z^3 + 88/75*z + 1
*
0 | 0.14139886122886392204689370019643565778 | 0.025839157026565009235849268852496064650
f(z) = -238/79*z^3 + 80/79*z + 1
*
0 | 0.12839718580098990678967037971728723603 | 0.023481304610218779643631518750402360849
f(z) = -237/70*z^3 + 97/70*z + 1
*
0 | 0.14124281041907884903581755690130184388 | 0.025830515168722673508947224758290834059
f(z) = -237/71*z^3 + 95/71*z + 1
*
0 | 0.14126322136401596089620572723391300350 | 0.025834247926667957316750461765127345310
f(z) = -237/73*z^3 + 91/73*z + 1
*
0 | 0.12843800772849933581252596161267375716 | 0.023488770132992081598415622006423585009
f(z) = -237/74*z^3 + 89/74*z + 1
*
0 | 0.11562296261479726265058811117365477947 | 0.021145151960745395392883816502060560594
f(z) = -237/76*z^3 + 85/76*z + 1
*
0 | 0.14130394469365730593329479923150616564 | 0.025841695417842202367684181483806030649
f(z) = -237/77*z^3 + 83/77*z + 1
*
0 | 0.12080341620792589547334489225525346284 | 0.022109651343368844013476097910137543772
f(z) = -236/69*z^3 + 98/69*z + 1
*
0 | 0.14116758029735470111601953729104296058 | 0.025836736073667081066159998132401343401
f(z) = -236/71*z^3 + 94/71*z + 1
*
0 | 0.14118807267924978964704637372541828790 | 0.025840486625043175718683002897032509981
f(z) = -236/73*z^3 + 90/73*z + 1
*
0 | 0.12086489350590909123039312144925157667 | 0.022120903025370960035912978156914065058
f(z) = -236/75*z^3 + 86/75*z + 1
*
0 | 0.14122895811640260715748454135776595239 | 0.025847969548861440265762978205181914179
f(z) = -236/77*z^3 + 82/77*z + 1
*
0 | 0.11539030484590032472549779487201064570 | 0.021135359918249917385653179302662797002
f(z) = -235/68*z^3 + 99/68*z + 1
*
0 | 0.12072779663024797366187265119860289385 | 0.022112996731616023373293978136993893946
f(z) = -235/69*z^3 + 97/69*z + 1
*
0 | 0.14109204307096050870567191274908489472 | 0.025842995352931660177228466187581564157
f(z) = -235/71*z^3 + 93/71*z + 1
*
0 | 0.099014644487429208652646136506846388194 | 0.018135927027960597715051270639364198569
f(z) = -235/72*z^3 + 91/72*z + 1
*
0 | 0.14111261754330584563128133785169397533 | 0.025846763857389010391730617936614011823
f(z) = -235/73*z^3 + 89/73*z + 1
*
0 | 0.12828748547811174848202227801719529069 | 0.023497660242843913111308341977264360496
f(z) = -235/74*z^3 + 87/74*z + 1
*
0 | 0.11547260312048852920915928241857812285 | 0.021150434006635380747540079511577825509
f(z) = -235/76*z^3 + 83/76*z + 1
*
0 | 0.14115366638597742472500583127254262807 | 0.025854282531208704904444019802124097568
f(z) = -235/77*z^3 + 81/77*z + 1
*
0 | 0.14101619622041276331750009510338790444 | 0.025849293421688236246202917046729099577
f(z) = -234/71*z^3 + 92/71*z + 1
*
0 | 0.14103685344461124060884155439770387019 | 0.025853080040983720708662682450507079497
f(z) = -234/73*z^3 + 88/73*z + 1
*
0 | 0.14107806700648929883391359923387609004 | 0.025860634786342712446377646227417143413
f(z) = -234/77*z^3 + 80/77*z + 1
*
0 | 0.14089845343512492864279421133974311923 | 0.025848002107370696113253323382250439271
f(z) = -233/67*z^3 + 99/67*z + 1
*
0 | 0.11523804871361798426151247593229129112 | 0.021140567929444168430821345413487422840
f(z) = -233/68*z^3 + 97/68*z + 1
*
0 | 0.12057459043384683188731027660478051042 | 0.022119563356771972929640603413862432039
f(z) = -233/69*z^3 + 95/69*z + 1
*
0 | 0.12809424733356497354981755035732927320 | 0.023499054065519274255775599685107942957
f(z) = -233/70*z^3 + 93/70*z + 1
*
0 | 0.14094003719507359444323524062051759931 | 0.025855630701500584248245221288151702579
f(z) = -233/71*z^3 + 91/71*z + 1
*
0 | 0.091256168342472782721141167241401615396 | 0.016741061197757497260827084682033033958
f(z) = -233/72*z^3 + 89/72*z + 1
*
0 | 0.14096077784056713653222742328009949271 | 0.025859435599534274500773624569232028331
f(z) = -233/73*z^3 + 87/73*z + 1
*
0 | 0.12813572866398542345743411465680307866 | 0.023506663868820756311489705131608253901
f(z) = -233/74*z^3 + 85/74*z + 1
*
0 | 0.12063681252806158380453791950251624832 | 0.022130978079809571468839993845061808096
f(z) = -233/75*z^3 + 83/75*z + 1
*
0 | 0.11532101168992978633099884979597966060 | 0.021155787593920674426345700271969915353
f(z) = -233/76*z^3 + 81/76*z + 1
*
0 | 0.14082181064235480375398402704381123452 | 0.025854341972664904960106849497891354787
f(z) = -232/67*z^3 + 98/67*z + 1
*
0 | 0.12049803228229103871575956596276729006 | 0.022122974555211077851285650484662298446
f(z) = -232/69*z^3 + 94/69*z + 1
*
0 | 0.14086356341263465539658026243560510262 | 0.025862007620451972449533788179052149572
f(z) = -232/71*z^3 + 90/71*z + 1
*
0 | 0.14088438815703525212689479060441397197 | 0.025865830963304691242556114811237347281
f(z) = -232/73*z^3 + 86/73*z + 1
*
0 | 0.12056154029151731165986343102206833081 | 0.022134634381065109080297277088894939915
f(z) = -232/75*z^3 + 82/75*z + 1
*
0 | 0.14074484909644202305647496199365154865 | 0.025860721573123806696074526669531621671
f(z) = -231/67*z^3 + 97/67*z + 1
*
0 | 0.11508452943101807792937090741434144753 | 0.021145846488138138853390825544950181713
f(z) = -231/68*z^3 + 95/68*z + 1
*
0 | 0.14078677225859027042989767912009058985 | 0.025868424613275832803021157196667682770
f(z) = -231/71*z^3 + 89/71*z + 1
*
0 | 0.14080768178781369530405250518883157576 | 0.025872266569247532771332789664613332760
f(z) = -231/73*z^3 + 85/73*z + 1
*
0 | 0.12798271685040922592100039621848557276 | 0.023515783546525840252926179348663679955
f(z) = -231/74*z^3 + 83/74*z + 1
*
0 | 0.14066756613310995693449487895125113564 | 0.025867141345712336507946223964772013112
f(z) = -230/67*z^3 + 96/67*z + 1
*
0 | 0.14070966108569957372322970472994545385 | 0.025874882121489648974522641076267928494
f(z) = -230/71*z^3 + 88/71*z + 1
*
0 | 0.14073065609410185387079126708030185873 | 0.025878742861138633132106062930495318167
f(z) = -230/73*z^3 + 84/73*z + 1
*
0 | 0.14056877175165489147490641467437547190 | 0.025869702509570377196700833569545713979
f(z) = -229/65*z^3 + 99/65*z + 1
*
0 | 0.10740032470004492167469819110703422272 | 0.019765517012057948021356648047167234716
f(z) = -229/66*z^3 + 97/66*z + 1
*
0 | 0.14058995905451594088559035163401963657 | 0.025873601734235752170205197837588486141
f(z) = -229/67*z^3 + 95/67*z + 1
*
0 | 0.11492972584878757170481050269805985285 | 0.021151197240788385541181451451002796865
f(z) = -229/68*z^3 + 93/68*z + 1
*
0 | 0.12026643880678969514216314481351961158 | 0.022133344092340845927813884780890872722
f(z) = -229/69*z^3 + 91/69*z + 1
*
0 | 0.12778626666724956281100789683849082542 | 0.023517262492203976581506484662013933554
f(z) = -229/70*z^3 + 89/70*z + 1
*
0 | 0.14063222721343736292215229247442826471 | 0.025881380593532156017592130145227098605
f(z) = -229/71*z^3 + 87/71*z + 1
*
0 | 0.095702624659031633275664034370840401229 | 0.017612720083293146988146671794403519930
f(z) = -229/72*z^3 + 85/72*z + 1
*
0 | 0.14065330840395406914238026512451706469 | 0.025885260289715162224061733460806378884
f(z) = -229/73*z^3 + 83/73*z + 1
*
0 | 0.12782842908963086374698233744580996073 | 0.023525021892179485481102999339036792528
f(z) = -229/74*z^3 + 81/74*z + 1
*
0 | 0.14049075007572539455992608627395851474 | 0.025876184659619925184574868726803070332
f(z) = -228/65*z^3 + 98/65*z + 1
*
0 | 0.14051202512868470175697198996607680192 | 0.025880103189478449636647112104951420184
f(z) = -228/67*z^3 + 94/67*z + 1
*
0 | 0.14055446792743338171136539373302509546 | 0.025887920484903948897002232473113139795
f(z) = -228/71*z^3 + 86/71*z + 1
*
0 | 0.14057563601172180893632696804987862185 | 0.025891819312817121129596207594399813011
f(z) = -228/73*z^3 + 82/73*z + 1
*
0 | 0.11472958489159769057090049210634556804 | 0.021148505428048581315676089607135825094
f(z) = -227/64*z^3 + 99/64*z + 1
*
0 | 0.14041239805493694307601342313577746797 | 0.025882708154447672238133295436220263430
f(z) = -227/65*z^3 + 97/65*z + 1
*
0 | 0.10724403919145503254251562547748784020 | 0.019768668622912833481686304205722424731
f(z) = -227/66*z^3 + 95/66*z + 1
*
0 | 0.14043376158892977208380442049935447099 | 0.025886646169346240332513690928889683083
f(z) = -227/67*z^3 + 93/67*z + 1
*
0 | 0.11477361628159654461457332599951570964 | 0.021156621888081755250465768382011911617
f(z) = -227/68*z^3 + 91/68*z + 1
*
0 | 0.12011145061031933145893910178849687194 | 0.022140563548654130381513750105538371977
f(z) = -227/69*z^3 + 89/69*z + 1
*
0 | 0.12763033246507339109765023167203571717 | 0.023526545323698168414847972272230351859
f(z) = -227/70*z^3 + 87/70*z + 1
*
0 | 0.14047638047889973744362321918448392331 | 0.025894502258311600364433729033190425405
f(z) = -227/71*z^3 + 85/71*z + 1
*
0 | 0.098399322782730169781073594660477746254 | 0.018138291129991501986390411003224044927
f(z) = -227/72*z^3 + 83/72*z + 1
*
0 | 0.14049763617748404802728619192229910833 | 0.025898420395532370334511008102397018060
f(z) = -227/73*z^3 + 81/73*z + 1
*
0 | 0.14033371287811640394488273938805520759 | 0.025889273456763288835457314938128851446
f(z) = -226/65*z^3 + 96/65*z + 1
*
0 | 0.14035516563326258546598402728077796211 | 0.025893231139012192602772571901108777479
f(z) = -226/67*z^3 + 92/67*z + 1
*
0 | 0.12003294358127519227944602009103707274 | 0.022144113744748401508465091985543054360
f(z) = -226/69*z^3 + 88/69*z + 1
*
0 | 0.14039796208404615108796764840017829254 | 0.025901126383815392121477563483002508305
f(z) = -226/71*z^3 + 84/71*z + 1
*
0 | 0.14041930612646555545558670905960402384 | 0.025905064010345295504455818528373629234
f(z) = -226/73*z^3 + 80/73*z + 1
*
0 | 0.11457178871521989952477115328709090131 | 0.021153926295123288063331736190752674690
f(z) = -225/64*z^3 + 97/64*z + 1
*
0 | 0.14027623442378893671836716401367897563 | 0.025899858571066143284301592191741095989
f(z) = -225/67*z^3 + 91/67*z + 1
*
0 | 0.11461617848981856156385211049297606564 | 0.021162122187241645922705172936150893431
f(z) = -225/68*z^3 + 89/68*z + 1
*
0 | 0.14031920992348272770614664175835238270 | 0.025907793338980766769797872408714654158
f(z) = -225/71*z^3 + 83/71*z + 1
*
0 | 0.14017533163076475419847643470391271690 | 0.025902531371709819460811523999965198411
f(z) = -224/65*z^3 + 94/65*z + 1
*
0 | 0.14019696508609248101120246356794294129 | 0.025906528945667989018800546834192101659
f(z) = -224/67*z^3 + 90/67*z + 1
*
0 | 0.11987388951788964285097939270116266496 | 0.022151095686828682667116531817446642946
f(z) = -224/69*z^3 + 86/69*z + 1
*
0 | 0.14024012114160992630000220321426003817 | 0.025914503609033611752099724406004624110
f(z) = -224/71*z^3 + 82/71*z + 1
*
0 | 0.12722756519775564181271657521002914830 | 0.023529410674408796875960846277964685413
f(z) = -223/62*z^3 + 99/62*z + 1
*
0 | 0.12651075262803147450876774798345163799 | 0.023396843668953631960327414118203609017
f(z) = -223/63*z^3 + 97/63*z + 1
*
0 | 0.11441263542925575877808763288150489632 | 0.021159423126363986056497138654677240600
f(z) = -223/64*z^3 + 95/64*z + 1
*
0 | 0.14009562975509288255693159314513705576 | 0.025909224947233798934734594188803898452
f(z) = -223/65*z^3 + 93/65*z + 1
*
0 | 0.10692745175192050029991273684892133233 | 0.019775116506618113545593012201586716692
f(z) = -223/66*z^3 + 91/66*z + 1
*
0 | 0.14011735470860493637036786480519310395 | 0.025913242750704870715245026631982731383
f(z) = -223/67*z^3 + 89/67*z + 1
*
0 | 0.11445738966046463104574092518166837756 | 0.021167699954454614129090467790566730626
f(z) = -223/68*z^3 + 87/68*z + 1
*
0 | 0.11979540394944120200718609025464384131 | 0.022154909999667423607809125991870230993
f(z) = -223/69*z^3 + 85/69*z + 1
*
0 | 0.12731446546658215573247159507196128643 | 0.023545481972399585120530158193582198842
f(z) = -223/70*z^3 + 83/70*z + 1
*
0 | 0.14016069284599539818342424561906902008 | 0.025921257687019490336473395889529027244
f(z) = -223/71*z^3 + 81/71*z + 1
*
0 | 0.14001558311182735268627530599315592508 | 0.025915962256348060755691335998283165462
f(z) = -222/65*z^3 + 92/65*z + 1
*
0 | 0.14003740034196264371806608856107691652 | 0.025920000481952368511894397536245498596
f(z) = -222/67*z^3 + 88/67*z + 1
*
0 | 0.14008092210673735300758940304144568019 | 0.025928056073966938697126460006611839681
f(z) = -222/71*z^3 + 80/71*z + 1
*
0 | 0.13989125354749457775375198536130664595 | 0.025914604891060918411548471162421581727
f(z) = -221/61*z^3 + 99/61*z + 1
*
0 | 0.12706684495594299951964853398082803699 | 0.023538906102296019808776115259812451188
f(z) = -221/62*z^3 + 97/62*z + 1
*
0 | 0.12635012560726081327856966543349395966 | 0.023406135122925451242323704023212020815
f(z) = -221/63*z^3 + 95/63*z + 1
*
0 | 0.11425210147158574931616434139321467366 | 0.021164997757378175052570473695019248255
f(z) = -221/64*z^3 + 93/64*z + 1
*
0 | 0.10676710344893482359008306003016408017 | 0.019778415240970057859888168991810565492
f(z) = -221/66*z^3 + 89/66*z + 1
*
0 | 0.13995709899834912809048117425047260762 | 0.025926802643239828684854439042578051652
f(z) = -221/67*z^3 + 87/67*z + 1
*
0 | 0.11963533295826422765396618287331328909 | 0.022162231776494516913992107370879469637
f(z) = -221/69*z^3 + 83/69*z + 1
*
0 | 0.12715448660288298813229729156755719978 | 0.023555141560874425976427825825499857159
f(z) = -221/70*z^3 + 81/70*z + 1
*
[ 2/3 ] 
f(z) = -231/76*z^3 + 97/114*z + 1
*
-2 | 0.10187223506529041462899612075845753635 | 0.014927704722922541789532129020346189716
f(z) = -239/72*z^3 + 115/9*z + 1
*
[ 4 ] 
f(z) = -235/64*z^3 + 119/2*z + 1
*
-2 | 0.10156484333505816805600214127643978224 | 0.014921020927312697367154861952911836468
f(z) = -235/72*z^3 + 113/9*z + 1
*
[ -4 ] 
f(z) = -233/64*z^3 + 119/2*z + 1
*
-2 | 0.10140918147185561440114534586190229241 | 0.014917633181706088667126121322799400554
f(z) = -233/72*z^3 + 112/9*z + 1
*
[ 4 ] 
f(z) = -231/64*z^3 + 117/2*z + 1
*
[ -4 ] 
f(z) = -229/64*z^3 + 117/2*z + 1
*
[ 4/3 ] 
f(z) = -229/64*z^3 + 119/18*z + 1
*
-2 | 0.10109381041757060103185318784611623904 | 0.014910763250260097860794934348379747810
f(z) = -229/72*z^3 + 110/9*z + 1
*
[ 2 ] 
f(z) = -229/72*z^3 + 119/9*z + 1
*
[ 4 ] 
f(z) = -227/64*z^3 + 115/2*z + 1
*
-2 | 0.10093405322053030202388677181302561717 | 0.014907279919843977144240637465831596743
f(z) = -227/72*z^3 + 109/9*z + 1
*
[ 2 ] 
f(z) = -227/72*z^3 + 118/9*z + 1
*
-52/45 | 0.13358605973558775363054732361184186054 | 0.016413957994826394799000358682974661855
f(z) = -225/64*z^3 + 107/18*z + 1
*
[ -4 ] 
f(z) = -225/64*z^3 + 115/2*z + 1
*
[ 4 ] 
f(z) = -223/64*z^3 + 113/2*z + 1
*
-2 | 0.10061027050924779564950425272141773751 | 0.014900213543690568599972033951729365682
f(z) = -223/72*z^3 + 107/9*z + 1
*
[ 2 ] 
f(z) = -223/72*z^3 + 116/9*z + 1
*
[ -4 ] 
f(z) = -221/64*z^3 + 113/2*z + 1
*
[ 4/3 ] 
f(z) = -221/64*z^3 + 115/18*z + 1
*
-2 | 0.10044619291427030434605760240684850974 | 0.014896629250871147577807808600423700641
f(z) = -221/72*z^3 + 106/9*z + 1
*
[ 2 ] 
f(z) = -221/72*z^3 + 115/9*z + 1
*
[ -4/5 ] 
f(z) = -239/64*z^3 + 116/25*z + 1
*
[ -4/9 ] 
f(z) = -231/64*z^3 + 107/27*z + 1
*
[ -4/5 ] 
f(z) = -231/64*z^3 + 114/25*z + 1
*
[ -4/5 ] 
f(z) = -227/64*z^3 + 113/25*z + 1
*
5/4 | 0.18427385664668907202425552336286694754 | 0.029604325951863794448856077664146246545
f(z) = -224/75*z^3 + 101/30*z + 1
*
[ -5/8 ] 
f(z) = -224/75*z^3 + 113/30*z + 1
*
[ -4/5 ] 
f(z) = -223/64*z^3 + 112/25*z + 1
*
-12/13 | 0.24560473767478746999168302510206133778 | 0.027103532203399153313507990608005662616
f(z) = -221/64*z^3 + 118/39*z + 1
*
[ -4/13 ] 
f(z) = -221/64*z^3 + 119/26*z + 1
*
[ 4/5 ] 
f(z) = -239/64*z^3 + 107/50*z + 1
*
[ 4/5 ] 
f(z) = -231/64*z^3 + 103/50*z + 1
*
[ 4/5 ] 
f(z) = -227/64*z^3 + 101/50*z + 1
*
0 | 0.14136534308949846898572539677743147639 | 0.025793588132110794439619112391077414133
f(z) = -240/61*z^3 + 118/61*z + 1
*
0 | 0.14142624489804986757566871364110818750 | 0.025804700305235723057247326117631918650
f(z) = -240/67*z^3 + 106/67*z + 1
*
0 | 0.095265946579313599240220950386204375073 | 0.017395522799693236595213447209133812591
f(z) = -239/60*z^3 + 119/60*z + 1
*
0 | 0.14129061808638121794725764291017003074 | 0.025799608953217445964858071030498387956
f(z) = -239/61*z^3 + 117/61*z + 1
*
0 | 0.12846542259318873844558760139407143114 | 0.023457733512693584154876857034104462347
f(z) = -239/62*z^3 + 115/62*z + 1
*
0 | 0.12774791763938171739296089964821022947 | 0.023326717402204916328780613698431974613
f(z) = -239/63*z^3 + 113/63*z + 1
*
0 | 0.11564910919049330843599190516729163921 | 0.021117479938254071037480667183732738537
f(z) = -239/64*z^3 + 111/64*z + 1
*
0 | 0.14133141339618353076361454381416126294 | 0.025807058160066987507751494716635928849
f(z) = -239/65*z^3 + 109/65*z + 1
*
0 | 0.10816151278242442942331498227109539126 | 0.019750247903006058521742909622014323478
f(z) = -239/66*z^3 + 107/66*z + 1
*
0 | 0.14135176148337981121332792063634498684 | 0.025810773712449163742751459800161862949
f(z) = -239/67*z^3 + 105/67*z + 1
*
0 | 0.11569110968115967817384964708653023687 | 0.021125149210635434090001174363904642106
f(z) = -239/68*z^3 + 103/68*z + 1
*
0 | 0.12102843833020007181603509978300459411 | 0.022099743234393330714610047088246629072
f(z) = -239/69*z^3 + 101/69*z + 1
*
0 | 0.14121559015869682775690430735795751519 | 0.025805666163064989155127822759367376320
f(z) = -238/61*z^3 + 116/61*z + 1
*
0 | 0.14125654806962436862046927342582461276 | 0.025813150791178251184406675030465131277
f(z) = -238/65*z^3 + 108/65*z + 1
*
0 | 0.14127697707085809697620876748490091792 | 0.025816883976623923238461855297265475274
f(z) = -238/67*z^3 + 104/67*z + 1
*
0 | 0.12095373457637444616801370645601936545 | 0.022103024829951211062249595502348138855
f(z) = -238/69*z^3 + 100/69*z + 1
*
0 | 0.14114025683904463376822565191372829147 | 0.025811760148224137832831188758532584236
f(z) = -237/61*z^3 + 115/61*z + 1
*
0 | 0.12831514316766570665957030110443030341 | 0.023466300636010996213680186347535146018
f(z) = -237/62*z^3 + 113/62*z + 1
*
0 | 0.11549899301712299618041711960121951294 | 0.021122480374392189839904078108357539641
f(z) = -237/64*z^3 + 109/64*z + 1
*
0 | 0.14118137865404813707064540775036182303 | 0.025819280514486050727620411692946839163
f(z) = -237/65*z^3 + 107/65*z + 1
*
0 | 0.14120188921625476839454803530559631175 | 0.025823031490458742475319387837359093326
f(z) = -237/67*z^3 + 103/67*z + 1
*
0 | 0.11554131845869308444914784893852829166 | 0.021130220860136244184187717836240553372
f(z) = -237/68*z^3 + 101/68*z + 1
*
0 | 0.14106461562973809877936266991102286094 | 0.025817891301117183783821695011960469459
f(z) = -236/61*z^3 + 114/61*z + 1
*
0 | 0.12752216143961028902138818367376072881 | 0.023339327781341279266553064821372542205
f(z) = -236/63*z^3 + 110/63*z + 1
*
0 | 0.14110590266751204736460204650262907947 | 0.025825447726579617114464545215322505103
f(z) = -236/65*z^3 + 106/65*z + 1
*
0 | 0.14112649544542751406034215154432063906 | 0.025829216652609976530567163272520309862
f(z) = -236/67*z^3 + 102/67*z + 1
*
0 | 0.14098866400230686943316652113063015416 | 0.025824060020132894608777852276605284267
f(z) = -235/61*z^3 + 113/61*z + 1
*
0 | 0.12816363347614671963068245110313274425 | 0.023474975003892317752003019883616067161
f(z) = -235/62*z^3 + 111/62*z + 1
*
0 | 0.12744629322498233352429064285679376142 | 0.023343584031206576077542777431674296493
f(z) = -235/63*z^3 + 109/63*z + 1
*
0 | 0.11534764921525899606226904619062869173 | 0.021127546938577592327866095180636155434
f(z) = -235/64*z^3 + 107/64*z + 1
*
0 | 0.10786038089871428490895734463746665437 | 0.019756148267900591233960014571282130679
f(z) = -235/66*z^3 + 103/66*z + 1
*
0 | 0.14105079325383129104989263561419135205 | 0.025835439867808778289368924676430839089
f(z) = -235/67*z^3 + 101/67*z + 1
*
0 | 0.14091239939698855179797116323694915190 | 0.025830266709744184967840831096462354182
f(z) = -234/61*z^3 + 112/61*z + 1
*
0 | 0.14097478010601785248429599963108285892 | 0.025841701546981114590582800924481755551
f(z) = -234/67*z^3 + 100/67*z + 1
*
0 | 0.094810897844335248970823581460162555770 | 0.017393180886903553954932702063202896640
f(z) = -233/60*z^3 + 113/60*z + 1
*
0 | 0.14083581922220995024078231507408324951 | 0.025836511780628640691235112893284121143
f(z) = -233/61*z^3 + 111/61*z + 1
*
0 | 0.12801087319708258750684845048569118188 | 0.023483758973181804443289680780385877504
f(z) = -233/62*z^3 + 109/62*z + 1
*
0 | 0.12729361730999556360252328136136646427 | 0.023352177460191771575502206839156533174
f(z) = -233/63*z^3 + 107/63*z + 1
*
0 | 0.11519505752787215660910277504016322380 | 0.021132681141245544418680787436641553467
f(z) = -233/64*z^3 + 105/64*z + 1
*
0 | 0.14087761000175582736737800364650344510 | 0.025844178352769319762390763780338946320
f(z) = -233/65*z^3 + 103/65*z + 1
*
0 | 0.10770795725899541848327298716030764645 | 0.019759162988208266967245474252682304733
f(z) = -233/66*z^3 + 101/66*z + 1
*
0 | 0.14075892085405750624000663245861456302 | 0.025842795649791977866648409131814108338
f(z) = -232/61*z^3 + 110/61*z + 1
*
0 | 0.12721680441086128904464077559246903436 | 0.023356515236559330412821692078693618750
f(z) = -232/63*z^3 + 106/63*z + 1
*
0 | 0.14080088229376779026891945224464176698 | 0.025850499608482654895904601248880985977
f(z) = -232/65*z^3 + 102/65*z + 1
*
0 | 0.14068170163573666607019231876681678594 | 0.025849118740694521751816028590988216954
f(z) = -231/61*z^3 + 109/61*z + 1
*
0 | 0.12785684150093314437172790826469681164 | 0.023492654974598564716804495030841170663
f(z) = -231/62*z^3 + 107/62*z + 1
*
0 | 0.11504119719206688157708774804574021065 | 0.021137884541581294751838118017140726561
f(z) = -231/64*z^3 + 103/64*z + 1
*
0 | 0.14072383513695526467741589388033081399 | 0.025856860428940380235233288602025254374
f(z) = -231/65*z^3 + 101/65*z + 1
*
0 | 0.14060415887701989831713361152592417984 | 0.025855481483380793202254939370804697529
f(z) = -230/61*z^3 + 108/61*z + 1
*
0 | 0.12706221548760123147544664152152485749 | 0.023365274441494136109342016388859601746
f(z) = -230/63*z^3 + 104/63*z + 1
*
0 | 0.094501194986323064691554099494926248190 | 0.017391613874340479897387550695651542766
f(z) = -229/60*z^3 + 109/60*z + 1
*
0 | 0.14052628985368307393824418444085241101 | 0.025861884314612293253841231087172618299
f(z) = -229/61*z^3 + 107/61*z + 1
*
0 | 0.12770151703308418895449788380633921565 | 0.023501665515746598293771227945085479314
f(z) = -229/62*z^3 + 105/62*z + 1
*
0 | 0.12698443406657658422794545235390536562 | 0.023369696495977358129456109722354771510
f(z) = -229/63*z^3 + 103/63*z + 1
*
0 | 0.11488604692208636249096328133730830724 | 0.021143158749552978486940419201172161358
f(z) = -229/64*z^3 + 101/64*z + 1
*
0 | 0.14044809180692991306004754176407393055 | 0.025868327678003579562547195524067747483
f(z) = -228/61*z^3 + 106/61*z + 1
*
0 | 0.094343344537446820414583759187009960021 | 0.017390638482093672076889332874307092919
f(z) = -227/60*z^3 + 107/60*z + 1
*
0 | 0.14036956194280419389124695840436375240 | 0.025874812024161731583995733319959656649
f(z) = -227/61*z^3 + 105/61*z + 1
*
0 | 0.12754487789603985853589745073652219815 | 0.023510793184276023866138524354921705879
f(z) = -227/62*z^3 + 103/62*z + 1
*
0 | 0.12682788355615361882896217318058642813 | 0.023378627111302855198166264147922739699
f(z) = -227/63*z^3 + 101/63*z + 1
*
0 | 0.14029069743158941001494574821250343363 | 0.025881337810829304678625867788294429252
f(z) = -226/61*z^3 + 104/61*z + 1
*
0 | 0.12674910886153058599491931474601882347 | 0.023383136328526026401057057334394173508
f(z) = -226/63*z^3 + 100/63*z + 1
*
0 | 0.14021149540719555289553256146771343385 | 0.025887905503030876759512171587938450257
f(z) = -225/61*z^3 + 103/61*z + 1
*
0 | 0.12738690163085322372561989613545037938 | 0.023520040651204540560000357862682463031
f(z) = -225/62*z^3 + 101/62*z + 1
*
0 | 0.14013195296653268668236476673444264309 | 0.025894515573223294664816777067932072394
f(z) = -224/61*z^3 + 102/61*z + 1
*
[ 3/4 ] 
f(z) = -224/69*z^3 + 103/69*z + 1
*
[ 3/4 ] 
f(z) = -224/75*z^3 + 101/75*z + 1
*
0 | 0.094025667381267001093201464852471963593 | 0.017389066106157174932217490641194698222
f(z) = -223/60*z^3 + 103/60*z + 1
*
0 | 0.14005206716887097230098731511435161313 | 0.025901168501449731141318254119226364384
f(z) = -223/61*z^3 + 101/61*z + 1
*
0 | 0.13997183503518678737997392012522302223 | 0.025907864775497667175583198824804797536
f(z) = -222/61*z^3 + 100/61*z + 1
*
0 | 0.093865793837642558986716658076919690967 | 0.017388470675633981659643320797479495487
f(z) = -221/60*z^3 + 101/60*z + 1
*
[ 2/3 ] 
f(z) = -237/68*z^3 + 107/102*z + 1
*
[ 2/3 ] 
f(z) = -237/76*z^3 + 101/114*z + 1
*
[ 2/3 ] 
f(z) = -231/68*z^3 + 103/102*z + 1
*
[ 5/7 ] 
f(z) = -224/75*z^3 + 118/105*z + 1
*
[ 4 ] 
f(z) = -239/64*z^3 + 121/2*z + 1
*
[ 2 ] 
f(z) = -239/72*z^3 + 124/9*z + 1
*
[ -2 ] 
f(z) = -239/72*z^3 + 133/9*z + 1
*
[ -4 ] 
f(z) = -237/64*z^3 + 121/2*z + 1
*
[ 2 ] 
f(z) = -235/72*z^3 + 122/9*z + 1
*
[ -2 ] 
f(z) = -235/72*z^3 + 131/9*z + 1
*
[ 4/3 ] 
f(z) = -233/64*z^3 + 121/18*z + 1
*
[ 2 ] 
f(z) = -233/72*z^3 + 121/9*z + 1
*
[ -2 ] 
f(z) = -233/72*z^3 + 130/9*z + 1
*
[ -2 ] 
f(z) = -229/72*z^3 + 128/9*z + 1
*
[ -2 ] 
f(z) = -227/72*z^3 + 127/9*z + 1
*
[ 12/5 ] 
f(z) = -225/64*z^3 + 125/6*z + 1
*
[ -2/15 ] 
f(z) = -225/64*z^3 + 137/16*z + 1
*
[ -2 ] 
f(z) = -223/72*z^3 + 125/9*z + 1
*
[ -2 ] 
f(z) = -221/72*z^3 + 124/9*z + 1
*
[ -4/21 ] 
f(z) = -231/64*z^3 + 134/21*z + 1
*
-12/11 | 0.20629388928344431869572525598888680787 | 0.022686219061820658459403713991931440639
f(z) = -231/64*z^3 + 139/33*z + 1
*
[ -2/3 ] 
f(z) = -225/68*z^3 + 135/34*z + 1
*
[ -2/5 ] 
f(z) = -225/68*z^3 + 137/34*z + 1
*
[ 4/5 ] 
f(z) = -225/68*z^3 + 127/68*z + 1
*
[ 4/5 ] 
f(z) = -225/76*z^3 + 125/76*z + 1
*
[ 8/11 ] 
f(z) = -231/64*z^3 + 135/88*z + 1
*
[ 5/7 ] 
f(z) = -238/75*z^3 + 128/105*z + 1
*
[ 12/17 ] 
f(z) = -221/64*z^3 + 133/102*z + 1
*
[ 2/3 ] 
f(z) = -225/61*z^3 + 139/122*z + 1
*
[ 2/3 ] 
f(z) = -225/67*z^3 + 133/134*z + 1
*
[ 2/3 ] 
f(z) = -234/71*z^3 + 137/142*z + 1
*
[ 2/3 ] 
f(z) = -234/73*z^3 + 135/146*z + 1
*
[ 2/3 ] 
f(z) = -234/77*z^3 + 131/154*z + 1
*
[ 2/3 ] 
f(z) = -234/79*z^3 + 129/158*z + 1
*
[ 2/3 ] 
f(z) = -225/71*z^3 + 129/142*z + 1
*
[ 2/3 ] 
f(z) = -225/73*z^3 + 127/146*z + 1
*
[ 2/3 ] 
f(z) = -225/77*z^3 + 123/154*z + 1
*
[ 2/3 ] 
f(z) = -225/79*z^3 + 121/158*z + 1
*
[ -4/3 ] 
f(z) = -239/64*z^3 + 151/18*z + 1
*
[ -4/3 ] 
f(z) = -235/64*z^3 + 149/18*z + 1
*
[ -4/3 ] 
f(z) = -227/64*z^3 + 145/18*z + 1
*
[ -4/3 ] 
f(z) = -223/64*z^3 + 143/18*z + 1
*
[ 5/4 ] 
f(z) = -232/75*z^3 + 151/30*z + 1
*
[ -2/3 ] 
f(z) = -225/76*z^3 + 145/38*z + 1
*
[ -2/5 ] 
f(z) = -225/76*z^3 + 151/38*z + 1
*
[ -6/13 ] 
f(z) = -221/72*z^3 + 149/39*z + 1
*
-3/4 | 0.17397958272961968288875207220683173328 | 0.028335969715674308749753223123370897369
f(z) = -232/63*z^3 + 143/42*z + 1
*
[ 3/4 ] 
f(z) = -236/63*z^3 + 149/84*z + 1
*
[ 2/3 ] 
f(z) = -234/61*z^3 + 147/122*z + 1
*
[ 2/3 ] 
f(z) = -234/67*z^3 + 141/134*z + 1
*
[ 2/3 ] 
f(z) = -229/64*z^3 + 157/144*z + 1
*
[ 2/3 ] 
f(z) = -227/64*z^3 + 155/144*z + 1
*
[ 2/3 ] 
f(z) = -223/64*z^3 + 151/144*z + 1
*
[ 2/3 ] 
f(z) = -221/64*z^3 + 149/144*z + 1
*
4/5 | 0.17850590993165911845699228230715543203 | 0.025251848686836845856846951634816210579
f(z) = -235/72*z^3 + 151/180*z + 1
*
[ 2/3 ] 
f(z) = -239/64*z^3 + 167/144*z + 1
*
[ 2/3 ] 
f(z) = -235/64*z^3 + 163/144*z + 1
*
[ 2/3 ] 
f(z) = -233/64*z^3 + 161/144*z + 1
*
-4/45 | 0.25225436028718511195240105494739330753 | 0.029041180796833353942992598761184866332
f(z) = -225/64*z^3 + 185/18*z + 1
*
[ -28/15 ] 
f(z) = -225/64*z^3 + 193/14*z + 1
*
[ 3/2 ] 
f(z) = -236/63*z^3 + 184/21*z + 1
*
[ 3/2 ] 
f(z) = -232/63*z^3 + 181/21*z + 1
*
[ -5/4 ] 
f(z) = -232/75*z^3 + 199/30*z + 1
*
[ -4/17 ] 
f(z) = -221/64*z^3 + 185/34*z + 1
*
[ -12/13 ] 
f(z) = -221/64*z^3 + 196/39*z + 1
*
[ -4/7 ] 
f(z) = -237/64*z^3 + 194/49*z + 1
*
[ -2/3 ] 
f(z) = -237/64*z^3 + 199/48*z + 1
*
[ -2/5 ] 
f(z) = -235/72*z^3 + 181/45*z + 1
*
[ -4/7 ] 
f(z) = -233/64*z^3 + 193/49*z + 1
*
[ -3/4 ] 
f(z) = -232/63*z^3 + 185/42*z + 1
*
[ -2/3 ] 
f(z) = -231/64*z^3 + 197/48*z + 1
*
[ -4/7 ] 
f(z) = -229/64*z^3 + 192/49*z + 1
*
[ -4/7 ] 
f(z) = -225/64*z^3 + 191/49*z + 1
*
[ -4/7 ] 
f(z) = -221/64*z^3 + 190/49*z + 1
*
[ 8/9 ] 
f(z) = -225/64*z^3 + 191/72*z + 1
*
[ 2/3 ] 
f(z) = -231/74*z^3 + 197/222*z + 1
*
-2 | 0.11446120317697129194571467989951786128 | 0.016893729673159572120117139897824567947
f(z) = -227/64*z^3 + 219/16*z + 1
*
[ 8/3 ] 
f(z) = -225/64*z^3 + 205/8*z + 1
*
[ -8/3 ] 
f(z) = -225/64*z^3 + 211/8*z + 1
*
-2 | 0.11430000702339305080426755356762391852 | 0.016892812359386522593170175787901466439
f(z) = -225/64*z^3 + 217/16*z + 1
*
-2 | 0.11413737556263499860336717505903834138 | 0.016891892502027128526362796154255287392
f(z) = -223/64*z^3 + 215/16*z + 1
*
-2 | 0.11397328265663187708728239773336361772 | 0.016890970157027065267271459612985183984
f(z) = -221/64*z^3 + 213/16*z + 1
*
[ -3/2 ] 
f(z) = -236/63*z^3 + 212/21*z + 1
*
[ -3/2 ] 
f(z) = -232/63*z^3 + 209/21*z + 1
*
[ -12/11 ] 
f(z) = -231/64*z^3 + 205/33*z + 1
*
-12/7 | 0.24914138173392486041835267968146385847 | 0.026156962445382451237832140594688164211
f(z) = -231/64*z^3 + 214/21*z + 1
*
-4/3 | 0.25542494173163432878318086891077948199 | 0.026952079644886572670239994766577145996
f(z) = -225/64*z^3 + 204/25*z + 1
*
[ -4/9 ] 
f(z) = -237/64*z^3 + 215/54*z + 1
*
[ -12/17 ] 
f(z) = -221/64*z^3 + 211/51*z + 1
*
[ -6/17 ] 
f(z) = -221/72*z^3 + 215/51*z + 1
*
-8/9 | 0.18117580880807939758804825293723640367 | 0.023797198897322112003202509220977400595
f(z) = -225/64*z^3 + 209/72*z + 1
*
-7/15 | 0.16163803563234640868502127929634338638 | 0.029843988041018907372631134609851978603
f(z) = -225/77*z^3 + 214/77*z + 1
*
[ 3/4 ] 
f(z) = -232/69*z^3 + 215/138*z + 1
*
[ 3/4 ] 
f(z) = -232/75*z^3 + 211/150*z + 1
*
[ 2/3 ] 
f(z) = -231/62*z^3 + 215/186*z + 1
*
[ 2/3 ] 
f(z) = -237/70*z^3 + 211/210*z + 1
*
[ 2/3 ] 
f(z) = -237/74*z^3 + 205/222*z + 1
*
-2 | 0.11539961683907994109682780756963208029 | 0.016899177418581192166431975607251457042
f(z) = -239/64*z^3 + 231/16*z + 1
*
-2 | 0.11524652131340070148356006075615663263 | 0.016898276360500688957607476328759038626
f(z) = -237/64*z^3 + 229/16*z + 1
*
-2 | 0.11509213338344031280060797461080382258 | 0.016897372489676369682432277450439251543
f(z) = -235/64*z^3 + 227/16*z + 1
*
-2 | 0.11493643077418741851462650908838131674 | 0.016896465843746227315288686077663990332
f(z) = -233/64*z^3 + 225/16*z + 1
*
-2 | 0.11477939062289548217871709227794465615 | 0.016895556463060600858024334506857333724
f(z) = -231/64*z^3 + 223/16*z + 1
*
[ 2 ] 
f(z) = -231/64*z^3 + 239/16*z + 1
*
-2 | 0.11462098945798360326706691531096177556 | 0.016894644390810184507330948547144296317
f(z) = -229/64*z^3 + 221/16*z + 1
*
[ 2 ] 
f(z) = -229/64*z^3 + 237/16*z + 1
*
[ 2 ] 
f(z) = -227/64*z^3 + 235/16*z + 1
*
[ -4/45 ] 
f(z) = -225/64*z^3 + 221/18*z + 1
*
[ 2 ] 
f(z) = -225/64*z^3 + 233/16*z + 1
*
[ 2 ] 
f(z) = -223/64*z^3 + 231/16*z + 1
*
[ 2 ] 
f(z) = -221/64*z^3 + 229/16*z + 1
*
[ -4/5 ] 
f(z) = -237/64*z^3 + 231/50*z + 1
*
[ -4/5 ] 
f(z) = -233/64*z^3 + 229/50*z + 1
*
[ -4/5 ] 
f(z) = -229/64*z^3 + 227/50*z + 1
*
-2/5 | 0.16853893387121435993394751273276224190 | 0.024744220659694531076151305830977263038
f(z) = -225/64*z^3 + 227/48*z + 1
*
-6/5 | 0.20526060566825436915534605497979882395 | 0.029983086090936900621302448736686377850
f(z) = -225/64*z^3 + 235/48*z + 1
*
[ -4/5 ] 
f(z) = -221/64*z^3 + 223/50*z + 1
*
[ -1/2 ] 
f(z) = -224/61*z^3 + 239/61*z + 1
*
[ 12/13 ] 
f(z) = -221/64*z^3 + 223/78*z + 1
*
0 | 0.19217264745822541154551914447079835929 | 0.029264844487451239696247719520251366860
f(z) = -237/70*z^3 + 233/105*z + 1
*
[ 2/3 ] 
f(z) = -237/62*z^3 + 223/186*z + 1
*
[ 12/17 ] 
f(z) = -221/72*z^3 + 227/204*z + 1
*
[ 2 ] 
f(z) = -239/64*z^3 + 247/16*z + 1
*
[ 2 ] 
f(z) = -237/64*z^3 + 245/16*z + 1
*
[ 2 ] 
f(z) = -235/64*z^3 + 243/16*z + 1
*
[ -2 ] 
f(z) = -235/64*z^3 + 259/16*z + 1
*
[ 2 ] 
f(z) = -233/64*z^3 + 241/16*z + 1
*
[ -2 ] 
f(z) = -233/64*z^3 + 257/16*z + 1
*
[ -2 ] 
f(z) = -231/64*z^3 + 255/16*z + 1
*
[ -2 ] 
f(z) = -229/64*z^3 + 253/16*z + 1
*
[ -2 ] 
f(z) = -227/64*z^3 + 251/16*z + 1
*
[ -2 ] 
f(z) = -225/64*z^3 + 249/16*z + 1
*
[ -2 ] 
f(z) = -223/64*z^3 + 247/16*z + 1
*
[ -2 ] 
f(z) = -221/64*z^3 + 245/16*z + 1
*
[ -12/7 ] 
f(z) = -231/64*z^3 + 256/21*z + 1
*
-2/15 | 0.17698396530199594708717231391967944645 | 0.028352713092054194792900151031466788769
f(z) = -225/68*z^3 + 257/34*z + 1
*
[ 6/5 ] 
f(z) = -225/64*z^3 + 251/48*z + 1
*
[ -1/2 ] 
f(z) = -240/61*z^3 + 243/61*z + 1
*
[ -1/2 ] 
f(z) = -236/61*z^3 + 242/61*z + 1
*
[ -1/2 ] 
f(z) = -236/63*z^3 + 248/63*z + 1
*
[ -1/2 ] 
f(z) = -236/65*z^3 + 254/65*z + 1
*
[ -1/2 ] 
f(z) = -232/61*z^3 + 241/61*z + 1
*
[ -1/2 ] 
f(z) = -232/63*z^3 + 247/63*z + 1
*
[ -1/2 ] 
f(z) = -232/65*z^3 + 253/65*z + 1
*
[ -1/2 ] 
f(z) = -232/67*z^3 + 259/67*z + 1
*
[ -1/2 ] 
f(z) = -228/61*z^3 + 240/61*z + 1
*
[ -1/2 ] 
f(z) = -228/65*z^3 + 252/65*z + 1
*
[ -1/2 ] 
f(z) = -228/67*z^3 + 258/67*z + 1
*
[ -2/5 ] 
f(z) = -225/62*z^3 + 253/62*z + 1
*
[ -2/3 ] 
f(z) = -225/62*z^3 + 255/62*z + 1
*
[ -28/45 ] 
f(z) = -225/64*z^3 + 250/63*z + 1
*
[ -1/2 ] 
f(z) = -224/65*z^3 + 251/65*z + 1
*
[ -1/2 ] 
f(z) = -224/67*z^3 + 257/67*z + 1
*
[ 4/5 ] 
f(z) = -225/62*z^3 + 257/124*z + 1
*
[ 5/6 ] 
f(z) = -224/75*z^3 + 253/135*z + 1
*
[ 4/5 ] 
f(z) = -225/74*z^3 + 251/148*z + 1
*
[ -2 ] 
f(z) = -239/64*z^3 + 263/16*z + 1
*
[ -2 ] 
f(z) = -237/64*z^3 + 261/16*z + 1
*
[ 8/7 ] 
f(z) = -231/64*z^3 + 271/56*z + 1
*
[ -1/2 ] 
f(z) = -240/67*z^3 + 261/67*z + 1
*
[ -1/2 ] 
f(z) = -240/71*z^3 + 273/71*z + 1
*
[ -1/2 ] 
f(z) = -240/73*z^3 + 279/73*z + 1
*
[ -1/2 ] 
f(z) = -236/67*z^3 + 260/67*z + 1
*
[ -1/2 ] 
f(z) = -236/69*z^3 + 266/69*z + 1
*
[ -1/2 ] 
f(z) = -236/71*z^3 + 272/71*z + 1
*
[ -1/2 ] 
f(z) = -236/73*z^3 + 278/73*z + 1
*
[ -1/3 ] 
f(z) = -234/61*z^3 + 270/61*z + 1
*
[ -1/2 ] 
f(z) = -232/69*z^3 + 265/69*z + 1
*
[ -1/2 ] 
f(z) = -232/71*z^3 + 271/71*z + 1
*
[ -1/2 ] 
f(z) = -232/73*z^3 + 277/73*z + 1
*
[ -1/2 ] 
f(z) = -228/71*z^3 + 270/71*z + 1
*
[ -1/2 ] 
f(z) = -228/73*z^3 + 276/73*z + 1
*
[ -1/3 ] 
f(z) = -225/61*z^3 + 269/61*z + 1
*
[ -1/3 ] 
f(z) = -225/62*z^3 + 273/62*z + 1
*
[ -1/2 ] 
f(z) = -224/69*z^3 + 263/69*z + 1
*
[ -1/2 ] 
f(z) = -224/71*z^3 + 269/71*z + 1
*
[ -1/2 ] 
f(z) = -224/73*z^3 + 275/73*z + 1
*
15/14 | 0.20395762614512969730198467814300276809 | 0.027720838356612749295904283134769730427
f(z) = -224/75*z^3 + 262/105*z + 1
*
[ 5/6 ] 
f(z) = -236/75*z^3 + 268/135*z + 1
*
[ 5/6 ] 
f(z) = -232/75*z^3 + 263/135*z + 1
*
4/77 | 0.25576896417146657926584240423924730478 | 0.026135615416872475886045658406520536473
f(z) = -231/64*z^3 + 271/154*z + 1
*
[ 5/2 ] 
f(z) = -232/75*z^3 + 299/15*z + 1
*
-34/15 | 0.20063714991979998096239820051614168338 | 0.028338474428308093980911973732174309678
f(z) = -225/64*z^3 + 297/16*z + 1
*
[ 5/2 ] 
f(z) = -224/75*z^3 + 289/15*z + 1
*
[ -2/15 ] 
f(z) = -225/68*z^3 + 291/34*z + 1
*
[ -1/2 ] 
f(z) = -240/77*z^3 + 291/77*z + 1
*
[ -1/2 ] 
f(z) = -240/79*z^3 + 297/79*z + 1
*
-1 | 0.092966827439891163599896334927125098907 | 0.016308700584960526832606294144999720200
f(z) = -239/60*z^3 + 299/60*z + 1
*
-1 | 0.12175344950205329221756815416850068940 | 0.021358592175245935051352227982225843558
f(z) = -238/61*z^3 + 299/61*z + 1
*
-1 | 0.12166768815458767024055193419480465357 | 0.021356098235491409513610477589708767400
f(z) = -237/61*z^3 + 298/61*z + 1
*
-1 | 0.10880183909930446610996887061119671016 | 0.019086556633449480423052838866685401980
f(z) = -237/62*z^3 + 299/62*z + 1
*
-1 | 0.12158152536682916903036082569877189435 | 0.021353573087545317901072690165191469392
f(z) = -236/61*z^3 + 297/61*z + 1
*
-1 | 0.10795713499230519909923220806041858553 | 0.018938374461987895770744950023210657194
f(z) = -236/63*z^3 + 299/63*z + 1
*
[ -1/2 ] 
f(z) = -236/75*z^3 + 284/75*z + 1
*
[ -1/2 ] 
f(z) = -236/77*z^3 + 290/77*z + 1
*
[ -1/2 ] 
f(z) = -236/79*z^3 + 296/79*z + 1
*
-1 | 0.12149495733898734430741515623925191768 | 0.021351016278359051799970680116939383702
f(z) = -235/61*z^3 + 296/61*z + 1
*
-1 | 0.10862880341814055901129275328391004681 | 0.019078664181940854512986426846409716547
f(z) = -235/62*z^3 + 297/62*z + 1
*
-1 | 0.10787025966311371209928121858151675281 | 0.018934261815893300212610737334978696522
f(z) = -235/63*z^3 + 298/63*z + 1
*
-1 | 0.11284507660131370600395619072592640368 | 0.019795841349621888359735934313930120123
f(z) = -235/64*z^3 + 299/64*z + 1
*
-1 | 0.12140798021671310573975136420676283255 | 0.021348427346597857648633833749016472305
f(z) = -234/61*z^3 + 295/61*z + 1
*
[ -1/3 ] 
f(z) = -234/67*z^3 + 294/67*z + 1
*
-1 | 0.092450547407328579074700321506492094548 | 0.016276010215000632109995258143232406245
f(z) = -233/60*z^3 + 293/60*z + 1
*
-1 | 0.12132059009004231150821422015745100789 | 0.021345805822454445303059527225355596419
f(z) = -233/61*z^3 + 294/61*z + 1
*
-1 | 0.10845412510666601738988649576997832596 | 0.019070616331361757334365052705328088839
f(z) = -233/62*z^3 + 295/62*z + 1
*
-1 | 0.10769526842635838704925770038527963393 | 0.018925916594692727378872271424180462794
f(z) = -233/63*z^3 + 296/63*z + 1
*
-1 | 0.11266977055695215890386004358931294210 | 0.019788386213167520253446252846785913662
f(z) = -233/64*z^3 + 297/64*z + 1
*
-1 | 0.12119581138774370799510953897585061581 | 0.021273270602776291243344607204091406908
f(z) = -233/65*z^3 + 298/65*z + 1
*
-1 | 0.087984689848762615650932350342898717479 | 0.015434709372349484740110218141598290229
f(z) = -233/66*z^3 + 299/66*z + 1
*
-1 | 0.12123278299231350236857707260317106231 | 0.021343151227457572544492683915749286569
f(z) = -232/61*z^3 + 293/61*z + 1
*
-1 | 0.10760714454574292839968457072731412757 | 0.018921682933931279974456100328587365835
f(z) = -232/63*z^3 + 295/63*z + 1
*
-1 | 0.12110736686989037699716367739069325206 | 0.021270295812573527614796215311418537257
f(z) = -232/65*z^3 + 297/65*z + 1
*
-1 | 0.12104410067517786789827534932430649466 | 0.021234154696347517353552049180961221315
f(z) = -232/67*z^3 + 299/67*z + 1
*
[ -1/2 ] 
f(z) = -232/75*z^3 + 283/75*z + 1
*
[ -1/2 ] 
f(z) = -232/77*z^3 + 289/77*z + 1
*
[ -1/2 ] 
f(z) = -232/79*z^3 + 295/79*z + 1
*
-1 | 0.12114455489905900693901047954527239647 | 0.021340463074275446656737250012460034483
f(z) = -231/61*z^3 + 292/61*z + 1
*
-1 | 0.10827712032516295151737368879866339752 | 0.019062294014318678165633210273273813002
f(z) = -231/62*z^3 + 293/62*z + 1
*
[ 12/11 ] 
f(z) = -231/64*z^3 + 289/66*z + 1
*
-1 | 0.11249277722592639576585043358370180524 | 0.019780774520241212106586969708148214539
f(z) = -231/64*z^3 + 295/64*z + 1
*
-1 | 0.12101849477790292638447526588983394429 | 0.021267284738214894880628068446696766306
f(z) = -231/65*z^3 + 296/65*z + 1
*
-1 | 0.12095490062594589927628635662410534315 | 0.021230983994285760168583981972726814127
f(z) = -231/67*z^3 + 298/67*z + 1
*
-1 | 0.11236558755610920296455095098864289230 | 0.019711727010267188337567143292895136942
f(z) = -231/68*z^3 + 299/68*z + 1
*
-1 | 0.12105590172686862301664843049945530592 | 0.021337740866513778405284545709634219573
f(z) = -230/61*z^3 + 291/61*z + 1
*
-1 | 0.10742961988796262819601306311292168728 | 0.018913090724993465192483844175711421860
f(z) = -230/63*z^3 + 293/63*z + 1
*
-1 | 0.12086526537977477557335670803978274803 | 0.021227775110121495602435836848190360256
f(z) = -230/67*z^3 + 297/67*z + 1
*
-1 | 0.092097414275358262669516328774688351357 | 0.016253173180298787145252448728588257635
f(z) = -229/60*z^3 + 289/60*z + 1
*
-1 | 0.12096681933222505171220667196229883909 | 0.021334984098508317714093563718486327694
f(z) = -229/61*z^3 + 290/61*z + 1
*
-1 | 0.10809906071884086402349967363872017699 | 0.019053922300594555384412752025360832390
f(z) = -229/62*z^3 + 291/62*z + 1
*
-1 | 0.10734021078130622613993442158024372477 | 0.018908731031882322721810298054921817611
f(z) = -229/63*z^3 + 292/63*z + 1
*
-1 | 0.11231406356769481046088892871901542993 | 0.019773001860788582699350469539953435391
f(z) = -229/64*z^3 + 293/64*z + 1
*
-1 | 0.12083945106437013260718886996163149976 | 0.021261151600050970399458015671566842264
f(z) = -229/65*z^3 + 294/65*z + 1
*
-1 | 0.087628324297829946858362157968204838172 | 0.015408599265362070499742632737052237141
f(z) = -229/66*z^3 + 295/66*z + 1
*
-1 | 0.12077519063362047206516198032144916308 | 0.021224527484260125929811538172447393692
f(z) = -229/67*z^3 + 296/67*z + 1
*
-1 | 0.11218554129555157142360259093193738455 | 0.019703340192456329383599418559355105623
f(z) = -229/68*z^3 + 297/68*z + 1
*
-1 | 0.10036586650880945135709274278000640441 | 0.017617029937553972942414998887252251477
f(z) = -229/69*z^3 + 298/69*z + 1
*
-1 | 0.10784265702746875576570361202324602830 | 0.018918292171309531844215421103695774617
f(z) = -229/70*z^3 + 299/70*z + 1
*
-1 | 0.12087730351031023203651168954037555600 | 0.021332192255111694047754698463642528314
f(z) = -228/61*z^3 + 289/61*z + 1
*
-1 | 0.12074927088232486942174712166010190285 | 0.021258028442769467280221615722877907053
f(z) = -228/65*z^3 + 293/65*z + 1
*
-1 | 0.12068467201975420916949415574751406030 | 0.021221240546649348082043614011743702479
f(z) = -228/67*z^3 + 295/67*z + 1
*
-1 | 0.12055428051786471571837996785146186993 | 0.021148228022219980683238882673051238975
f(z) = -228/71*z^3 + 299/71*z + 1
*
[ -1/2 ] 
f(z) = -228/77*z^3 + 288/77*z + 1
*
[ -1/2 ] 
f(z) = -228/79*z^3 + 294/79*z + 1
*
-1 | 0.091918273746355774506379068016233061716 | 0.016241463484132252194599819548594482360
f(z) = -227/60*z^3 + 287/60*z + 1
*
-1 | 0.12078734999378169322463153913358343996 | 0.021329364811474377954983951122483245848
f(z) = -227/61*z^3 + 288/61*z + 1
*
-1 | 0.10791926054446213557174711670314854450 | 0.019045381946062305100455817285923470389
f(z) = -227/62*z^3 + 289/62*z + 1
*
-1 | 0.10716007772259409191481168919573332737 | 0.018899881528069662260390365479920208361
f(z) = -227/63*z^3 + 290/63*z + 1
*
-1 | 0.11213359555403461137594196929814970934 | 0.019765063662578889483316705549897833099
f(z) = -227/64*z^3 + 291/64*z + 1
*
-1 | 0.12065864600261195451825510053737428447 | 0.021254866813917476581358144332801211988
f(z) = -227/65*z^3 + 292/65*z + 1
*
-1 | 0.087446527932610606324358849070697034110 | 0.015395047642353759735241943756431056092
f(z) = -227/66*z^3 + 293/66*z + 1
*
-1 | 0.12059370510444831442430550316937137646 | 0.021217913716537128566394556861087932102
f(z) = -227/67*z^3 + 294/67*z + 1
*
-1 | 0.11200371230034816623249340940661927419 | 0.019694777149946118124819723928441333690
f(z) = -227/68*z^3 + 295/68*z + 1
*
-1 | 0.10018472547740333454215072892739794014 | 0.017606045150851363596512255298399506888
f(z) = -227/69*z^3 + 296/69*z + 1
*
-1 | 0.10765948237685623940517169315229896339 | 0.018908420654909013453103489507688050675
f(z) = -227/70*z^3 + 297/70*z + 1
*
-1 | 0.12046261635102089721265192543092056986 | 0.021144574270434279349713455366364201078
f(z) = -227/71*z^3 + 298/71*z + 1
*
-1 | 0.098309101058146994451318517709489850381 | 0.017245868640301558451044074833137571307
f(z) = -227/72*z^3 + 299/72*z + 1
*
-1 | 0.12069695445151801048654965454049799944 | 0.021326501232819573401482992145529542697
f(z) = -226/61*z^3 + 287/61*z + 1
*
-1 | 0.10706934506287454315063818298805376707 | 0.018895390509065400895597072319099168473
f(z) = -226/63*z^3 + 289/63*z + 1
*
-1 | 0.12056757198230180325585065044576349224 | 0.021251666140719018120611808536790793288
f(z) = -226/65*z^3 + 291/65*z + 1
*
-1 | 0.12050228538662826102577494537540141162 | 0.021214546402222930382775145887904070316
f(z) = -226/67*z^3 + 293/67*z + 1
*
-1 | 0.10009295562861914359000548340578387644 | 0.017600384977409102710244584161742006178
f(z) = -226/69*z^3 + 295/69*z + 1
*
-1 | 0.12037049183843265272353827344365512004 | 0.021140877179330152514152025095090898200
f(z) = -226/71*z^3 + 297/71*z + 1
*
-1 | 0.12030397263515612916108137631386631842 | 0.021104317775677587372546533912025228286
f(z) = -226/73*z^3 + 299/73*z + 1
*
-1 | 0.12060611248733241696957934631506206879 | 0.021323600974211843403060116523487131505
f(z) = -225/61*z^3 + 286/61*z + 1
*
-1 | 0.10773833732796724019069136958486489827 | 0.019036783440710308450398936147922118228
f(z) = -225/62*z^3 + 287/62*z + 1
*
[ -1/3 ] 
f(z) = -225/64*z^3 + 281/64*z + 1
*
-1 | 0.11195133812896709585459570541947059059 | 0.019756955183736734987367915437375685657
f(z) = -225/64*z^3 + 289/64*z + 1
*
[ -12/25 ] 
f(z) = -225/64*z^3 + 292/75*z + 1
*
-1 | 0.12041040829648982443374746071939755572 | 0.021211138000801970177705541942687580141
f(z) = -225/67*z^3 + 292/67*z + 1
*
[ -1/3 ] 
f(z) = -225/67*z^3 + 293/67*z + 1
*
-1 | 0.11182006459379234042684509267646720636 | 0.019686032853347107304674387058684783305
f(z) = -225/68*z^3 + 293/68*z + 1
*
-1 | 0.12027790228658650384235079165148240933 | 0.021137136107489352225242136974606915923
f(z) = -225/71*z^3 + 296/71*z + 1
*
-1 | 0.12021101983418380380115563291328350880 | 0.021100412011655650346648956535680126224
f(z) = -225/73*z^3 + 298/73*z + 1
*
[ -2/3 ] 
f(z) = -225/74*z^3 + 285/74*z + 1
*
[ -2/5 ] 
f(z) = -225/74*z^3 + 295/74*z + 1
*
-1 | 0.10734135955276146107981911761997633123 | 0.018830352089410060038057189551643868005
f(z) = -225/74*z^3 + 299/74*z + 1
*
[ -7/15 ] 
f(z) = -225/77*z^3 + 291/77*z + 1
*
-1 | 0.12051481963865359044550174262009729973 | 0.021320663480319264049743425791599111837
f(z) = -224/61*z^3 + 285/61*z + 1
*
-1 | 0.12038405840945164568864065805544908159 | 0.021245145315654529138890879636944637669
f(z) = -224/65*z^3 + 289/65*z + 1
*
-1 | 0.12031806919408025940992385044897177069 | 0.021207687897902275433044747819183412179
f(z) = -224/67*z^3 + 291/67*z + 1
*
[ -3/4 ] 
f(z) = -224/69*z^3 + 287/69*z + 1
*
-1 | 0.099908027725739365706831313079289081224 | 0.017588906993273233899718226481248071409
f(z) = -224/69*z^3 + 293/69*z + 1
*
-1 | 0.12018484292908896569434637265914513675 | 0.021133350401300285545800581159618890413
f(z) = -224/71*z^3 + 295/71*z + 1
*
-1 | 0.12011759321155547539945480515925333115 | 0.021096460157118363351598630941715536386
f(z) = -224/73*z^3 + 297/73*z + 1
*
[ -1/2 ] 
f(z) = -224/75*z^3 + 281/75*z + 1
*
-1 | 0.099706272022658303737788922021199611083 | 0.017490967279823790693087032308239563498
f(z) = -224/75*z^3 + 299/75*z + 1
*
[ -1/2 ] 
f(z) = -224/79*z^3 + 293/79*z + 1
*
-1 | 0.091553640194913037078190629890857985645 | 0.016217252921665643262993432148161173812
f(z) = -223/60*z^3 + 283/60*z + 1
*
-1 | 0.12042307137517259752999867373393891586 | 0.021317688185168894273902057794189941978
f(z) = -223/61*z^3 + 284/61*z + 1
*
-1 | 0.10755429898720064936313575181740315750 | 0.019027776180915896469425294372812368950
f(z) = -223/62*z^3 + 285/62*z + 1
*
-1 | 0.10679442892487000807370449569435833457 | 0.018881644899232950375936304783206743828
f(z) = -223/63*z^3 + 286/63*z + 1
*
-1 | 0.11176725516661353036814665621096456653 | 0.019748671504856389520238401592674614297
f(z) = -223/64*z^3 + 287/64*z + 1
*
-1 | 0.12029160962814392903175824524791284855 | 0.021241823962941763196065955546790882960
f(z) = -223/65*z^3 + 288/65*z + 1
*
-1 | 0.087079443264280012156543169594090603946 | 0.015367611381430829235713711135399773466
f(z) = -223/66*z^3 + 289/66*z + 1
*
-1 | 0.12022526336784235903761224778781342014 | 0.021204195467414302677598285456430540586
f(z) = -223/67*z^3 + 290/67*z + 1
*
-1 | 0.11163456108884954602185561337952729643 | 0.019677102084913694082766992176029370072
f(z) = -223/68*z^3 + 291/68*z + 1
*
-1 | 0.099814860194032366872037232009881253649 | 0.017583087741826846511303684072218142471
f(z) = -223/69*z^3 + 292/69*z + 1
*
-1 | 0.10728955051222168513076863889203821953 | 0.018888431373001487338041199556875768594
f(z) = -223/70*z^3 + 293/70*z + 1
*
-1 | 0.12009130892513453951749234693975888279 | 0.021129519394669623513134737298897299799
f(z) = -223/71*z^3 + 294/71*z + 1
*
-1 | 0.097937065455761174114103194291890347441 | 0.017221292395188820920637475498012812358
f(z) = -223/72*z^3 + 295/72*z + 1
*
-1 | 0.12002368785912298138004283975150273476 | 0.021092461525944183426707781465596035114
f(z) = -223/73*z^3 + 296/73*z + 1
*
-1 | 0.10715365457509879868780892908029405751 | 0.018819581245286942932515578622904292219
f(z) = -223/74*z^3 + 297/74*z + 1
*
-1 | 0.099610956716309929631418996314625885828 | 0.017484522055370248556835602198417196437
f(z) = -223/75*z^3 + 298/75*z + 1
*
-1 | 0.11136406016564666596972712535109195708 | 0.019536034122938629534473334962408971006
f(z) = -223/76*z^3 + 299/76*z + 1
*
-1 | 0.12033086309745494103518273722237478558 | 0.021314674511895340644818541244446092322
f(z) = -222/61*z^3 + 283/61*z + 1
*
-1 | 0.12019869324582599286361340767483699960 | 0.021238461163658380617707093345833449629
f(z) = -222/65*z^3 + 287/65*z + 1
*
-1 | 0.12013198603312021469914845548930518650 | 0.021200660071212868515159662053902405213
f(z) = -222/67*z^3 + 289/67*z + 1
*
-1 | 0.11999729535793284301951894685221873556 | 0.021125642408725661529866646700711582522
f(z) = -222/71*z^3 + 293/71*z + 1
*
-1 | 0.11992929879123235627851794056423493547 | 0.021088415418845731786706604662762728596
f(z) = -222/73*z^3 + 295/73*z + 1
*
-1 | 0.11979196930168402309621910882302988946 | 0.021014499619093754921689054575012529659
f(z) = -222/77*z^3 + 299/77*z + 1
*
-1 | 0.091369109286045390725935625227794505618 | 0.016204924068184236805466644368660884750
f(z) = -221/60*z^3 + 281/60*z + 1
*
-1 | 0.12023819013551661727609799868429782919 | 0.021311621872482188052597026919346509663
f(z) = -221/61*z^3 + 282/61*z + 1
*
-1 | 0.10736906518216201021314163675735626876 | 0.019018700756353685406877692753762040425
f(z) = -221/62*z^3 + 283/62*z + 1
*
-1 | 0.10660884029490261532220186979417834806 | 0.018872247562170648196840151722451766567
f(z) = -221/63*z^3 + 284/63*z + 1
*
-1 | 0.11158130942685107688288018930852356832 | 0.019740207520671071810703301024124752834
f(z) = -221/64*z^3 + 285/64*z + 1
*
-1 | 0.086891090591390232336948676049101917474 | 0.015353187319756888247215442035846892770
f(z) = -221/66*z^3 + 287/66*z + 1
*
-1 | 0.12003823233062545157224269452843341168 | 0.021197081058871135663836331464588065581
f(z) = -221/67*z^3 + 288/67*z + 1
*
-1 | 0.099627093719439221039625486389633621852 | 0.017571285018639802348870863937816965858
f(z) = -221/69*z^3 + 290/69*z + 1
*
-1 | 0.10710141266540958111326792422814458778 | 0.018878073330520147296156849979698085058
f(z) = -221/70*z^3 + 291/70*z + 1
*
-1 | 0.11990279723309355152145006950960027541 | 0.021121718751513152180838693648993011646
f(z) = -221/71*z^3 + 292/71*z + 1
*
-1 | 0.097748177416957833707212663799370350021 | 0.017208663212414735297941138177362470457
f(z) = -221/72*z^3 + 293/72*z + 1
*
-1 | 0.11983442094306543781083390564901430509 | 0.021084321123054727414288018168500978072
f(z) = -221/73*z^3 + 294/73*z + 1
*
-1 | 0.10696400622189374457387675233895580956 | 0.018808593236235963690320760009882479205
f(z) = -221/74*z^3 + 295/74*z + 1
*
-1 | 0.099420924336211103420473131655065740533 | 0.017471817928946809832248158939624969772
f(z) = -221/75*z^3 + 296/75*z + 1
*
-1 | 0.11117364113859473745003238203985022324 | 0.019525618421869204377515118987014790160
f(z) = -221/76*z^3 + 297/76*z + 1
*
-1 | 0.11969631639208016335448662077361102277 | 0.021010067093966865956706929514658643405
f(z) = -221/77*z^3 + 298/77*z + 1
*
-3/4 | 0.18025094073249614537599003708952925113 | 0.026313521292983950263297884120223540610
f(z) = -236/63*z^3 + 289/84*z + 1
*
-2/3 | 0.19260647964494247956260601246201596982 | 0.027256404149188218594832468482524658534
f(z) = -225/64*z^3 + 293/80*z + 1
*
[ 3/4 ] 
f(z) = -230/63*z^3 + 289/168*z + 1
*
[ 3/4 ] 
f(z) = -226/63*z^3 + 283/168*z + 1
*
4/7 | 0.26346148432215146192741222978418044134 | 0.024204452720782801487897961213364585079
f(z) = -231/64*z^3 + 295/231*z + 1
*
[ 3/4 ] 
f(z) = -224/79*z^3 + 299/237*z + 1
*
15/17 | 0.24182591873701625412886753946985068917 | 0.029378553160263725794726505170636763996
f(z) = -221/75*z^3 + 296/255*z + 1
*
[ 2/3 ] 
f(z) = -225/88*z^3 + 7/11*z + 1
*
[ 3/4 ] 
f(z) = -224/81*z^3 + 11/9*z + 1
*
3/4 | 0.12788080552873312029155561357115117514 | 0.020947606357856113951645186528486683462
f(z) = -224/81*z^3 + 13/18*z + 1
*
[ 3/4 ] 
f(z) = -232/81*z^3 + 23/18*z + 1
*
[ 14/15 ] 
f(z) = -225/98*z^3 + 27/14*z + 1
*
[ -3/4 ] 
f(z) = -224/81*z^3 + 35/9*z + 1
*
[ 2/3 ] 
f(z) = -237/88*z^3 + 23/33*z + 1
*
[ 3/4 ] 
f(z) = -224/99*z^3 + 31/33*z + 1
*
[ 2/3 ] 
f(z) = -225/92*z^3 + 27/46*z + 1
*
[ 7/10 ] 
f(z) = -225/98*z^3 + 39/56*z + 1
*
[ -2/3 ] 
f(z) = -225/88*z^3 + 40/11*z + 1
*
[ -2/5 ] 
f(z) = -225/88*z^3 + 43/11*z + 1
*
[ -7/15 ] 
f(z) = -225/98*z^3 + 51/14*z + 1
*
[ -14/15 ] 
f(z) = -225/98*z^3 + 57/14*z + 1
*
[ 3/2 ] 
f(z) = -224/81*z^3 + 59/9*z + 1
*
[ 3/4 ] 
f(z) = -236/81*z^3 + 47/36*z + 1
*
[ 2/3 ] 
f(z) = -237/80*z^3 + 49/60*z + 1
*
[ 2/3 ] 
f(z) = -231/80*z^3 + 47/60*z + 1
*
9/16 | 0.092760091963631489701319856710841313040 | 0.012382726914538732317142031588902093905
f(z) = -224/81*z^3 + 55/72*z + 1
*
0 | 0.14166695792328129323273309750356439939 | 0.025848620918981363382677636964087673694
f(z) = -240/91*z^3 + 58/91*z + 1
*
0 | 0.11518491927319419770706328893220884935 | 0.021032719049608077188335519086266184148
f(z) = -239/90*z^3 + 59/90*z + 1
*
0 | 0.14159341859656204324350439255983092987 | 0.025854900202270683917826954320791837941
f(z) = -239/91*z^3 + 57/91*z + 1
*
0 | 0.14142533683109050338364170528221089282 | 0.025863895637719081280072696284700495358
f(z) = -237/89*z^3 + 59/89*z + 1
*
0 | 0.14144545694050473039538670548308371398 | 0.025867575207602167865367866633023154483
f(z) = -237/91*z^3 + 55/91*z + 1
*
0 | 0.14135083056835314279314335636112325017 | 0.025870274856985756584311996229817622395
f(z) = -236/89*z^3 + 58/89*z + 1
*
0 | 0.10513474258578468116929186936698313355 | 0.019256909212871910542799512541008039630
f(z) = -235/88*z^3 + 59/88*z + 1
*
0 | 0.14127602297656019270168839782589640009 | 0.025876693864498709890370393486811268325
f(z) = -235/89*z^3 + 57/89*z + 1
*
0 | 0.14120091160577116173809875441640054782 | 0.025883153094006771571771898272490269526
f(z) = -234/89*z^3 + 56/89*z + 1
*
0 | 0.12076034856059004103414986760899445119 | 0.022153640923519222483131608227962735999
f(z) = -233/87*z^3 + 59/87*z + 1
*
0 | 0.11259068604255357640495968205501770321 | 0.020654905849894411759235884040220934071
f(z) = -233/88*z^3 + 57/88*z + 1
*
0 | 0.14112549397601450096433443552473062304 | 0.025889652985973663546029419259485638069
f(z) = -233/89*z^3 + 55/89*z + 1
*
0 | 0.14104976757679431031669696673818208407 | 0.025896193987712542208932754912078411709
f(z) = -232/89*z^3 + 54/89*z + 1
*
0 | 0.12810735349062986328531973871359794269 | 0.023538684515699830351994068163561050764
f(z) = -231/86*z^3 + 59/86*z + 1
*
0 | 0.12053301847268869371531591573541621837 | 0.022164630492775154164722306883139765181
f(z) = -230/87*z^3 + 56/87*z + 1
*
0 | 0.14077906544612287186474398773912261138 | 0.025908404102020345313489672307928454030
f(z) = -229/85*z^3 + 59/85*z + 1
*
0 | 0.12795408259939226193544606944147043581 | 0.023548146650803354581234022430386609861
f(z) = -229/86*z^3 + 57/86*z + 1
*
0 | 0.12045523276204727035397647219422053630 | 0.022168088960616050957333195046767082946
f(z) = -229/87*z^3 + 55/87*z + 1
*
0 | 0.11228573637941665085851693205792106908 | 0.020664608219921755475117491178707612680
f(z) = -229/88*z^3 + 53/88*z + 1
*
0 | 0.14070190857479591611359165990274129565 | 0.025915076731243515211595519886600406971
f(z) = -228/85*z^3 + 58/85*z + 1
*
0 | 0.094598425034551000356778478547182510192 | 0.017437658361775919192851448152244903070
f(z) = -227/84*z^3 + 59/84*z + 1
*
0 | 0.14062442851418611403422195788088501639 | 0.025921792470167802800963842586501569674
f(z) = -227/85*z^3 + 57/85*z + 1
*
0 | 0.12779953104825641324368277258925058674 | 0.023557734289981322225928132221946578076
f(z) = -227/86*z^3 + 55/86*z + 1
*
0 | 0.12030076645643553459545527495486335163 | 0.022175460800335003058244696995145289829
f(z) = -227/87*z^3 + 53/87*z + 1
*
0 | 0.14054662254247147266992674199623575965 | 0.025928551805557946952073247128208423309
f(z) = -226/85*z^3 + 56/85*z + 1
*
[ 2/3 ] 
f(z) = -225/82*z^3 + 59/82*z + 1
*
0 | 0.14044726932819121871687656570579049436 | 0.025931437547026904400944446188263698211
f(z) = -225/83*z^3 + 59/83*z + 1
*
0 | 0.12764367723179599896227334076793954028 | 0.023567450333794299120957098954080785327
f(z) = -225/86*z^3 + 53/86*z + 1
*
[ 2/3 ] 
f(z) = -225/86*z^3 + 57/86*z + 1
*
[ 2/3 ] 
f(z) = -225/94*z^3 + 53/94*z + 1
*
[ 2/3 ] 
f(z) = -225/98*z^3 + 51/98*z + 1
*
0 | 0.14036871514060592803424277644363389266 | 0.025938266064627307025671494191181494872
f(z) = -224/83*z^3 + 58/83*z + 1
*
0 | 0.14039002180503341917235545466354367960 | 0.025942203251986444731777741312569490771
f(z) = -224/85*z^3 + 54/85*z + 1
*
0 | 0.12744370797012826732988012370505099030 | 0.023569384024897394296321622366264683299
f(z) = -223/82*z^3 + 59/82*z + 1
*
0 | 0.14028982593049042340684353580615479505 | 0.025945139503605493657583307637299319779
f(z) = -223/83*z^3 + 57/83*z + 1
*
0 | 0.094286076237781763450318062488319930238 | 0.017437226007029797512586973905039911029
f(z) = -223/84*z^3 + 55/84*z + 1
*
0 | 0.14031122142048243582191398920518493407 | 0.025949096376236198879495802366582268068
f(z) = -223/85*z^3 + 53/85*z + 1
*
0 | 0.14021059882489726666303008106791008116 | 0.025952058380415038070856041549851225258
f(z) = -222/83*z^3 + 56/83*z + 1
*
0 | 0.14023208388595692804371025238334302604 | 0.025956035123711195393125767068956146430
f(z) = -222/85*z^3 + 52/85*z + 1
*
0 | 0.12654630435431185854496747228827968483 | 0.023442476885465488698762956833580457246
f(z) = -221/81*z^3 + 59/81*z + 1
*
0 | 0.12728482278468955809848271813170522404 | 0.023579286105789666214581812158970110051
f(z) = -221/82*z^3 + 57/82*z + 1
*
0 | 0.14013103091372827842478832186117124910 | 0.025959023219942759010254480721270343674
f(z) = -221/83*z^3 + 55/83*z + 1
*
0 | 0.094127371242766705191619414593927614168 | 0.017436927422788082969046376730824339647
f(z) = -221/84*z^3 + 53/84*z + 1
*
[ 3/2 ] 
f(z) = -236/81*z^3 + 62/9*z + 1
*
[ -3/2 ] 
f(z) = -236/81*z^3 + 74/9*z + 1
*
[ 3/2 ] 
f(z) = -232/81*z^3 + 61/9*z + 1
*
[ -3/4 ] 
f(z) = -232/81*z^3 + 71/18*z + 1
*
[ -3/2 ] 
f(z) = -232/81*z^3 + 73/9*z + 1
*
[ 22/15 ] 
f(z) = -225/88*z^3 + 64/11*z + 1
*
[ -22/15 ] 
f(z) = -225/88*z^3 + 79/11*z + 1
*
[ 7/5 ] 
f(z) = -225/98*z^3 + 67/14*z + 1
*
[ 9/8 ] 
f(z) = -224/81*z^3 + 65/18*z + 1
*
[ -3/2 ] 
f(z) = -224/81*z^3 + 71/9*z + 1
*
[ -3/8 ] 
f(z) = -224/81*z^3 + 73/18*z + 1
*
-3/4 | 0.098376832947511394145573664203770269112 | 0.014981230448015371449026861122276507922
f(z) = -224/81*z^3 + 79/18*z + 1
*
[ 4/5 ] 
f(z) = -225/88*z^3 + 61/44*z + 1
*
[ 4/5 ] 
f(z) = -235/96*z^3 + 79/60*z + 1
*
[ 3/4 ] 
f(z) = -232/99*z^3 + 65/66*z + 1
*
0 | 0.14158722634455153580110379889948133228 | 0.025834073056981153632800941916007120432
f(z) = -240/83*z^3 + 74/83*z + 1
*
0 | 0.14164707170399105184497747971512096122 | 0.025844992469895701825819308868340314414
f(z) = -240/89*z^3 + 62/89*z + 1
*
0 | 0.11581111228376887163209905118488928503 | 0.021147061636687620518520462963573706546
f(z) = -239/80*z^3 + 79/80*z + 1
*
0 | 0.12793017205723574997682329223320031715 | 0.023359996984206288859824788407277224246
f(z) = -239/81*z^3 + 77/81*z + 1
*
0 | 0.12866792866668510708808603527179443728 | 0.023494711038714906100231600167559781503
f(z) = -239/82*z^3 + 75/82*z + 1
*
0 | 0.14151337618338734517414717525527531070 | 0.025840284490431157903628628650168314577
f(z) = -239/83*z^3 + 73/83*z + 1
*
0 | 0.095508957104506364699889096456642636790 | 0.017439896421993170890378075570566760446
f(z) = -239/84*z^3 + 71/84*z + 1
*
0 | 0.14153343395488976500735677870691833971 | 0.025843947031286623945483153985479955452
f(z) = -239/85*z^3 + 69/85*z + 1
*
0 | 0.12870804424495123076924945676664676169 | 0.023502036126864534192847311883892004746
f(z) = -239/86*z^3 + 67/86*z + 1
*
0 | 0.12120982179175211941783087966692152117 | 0.022132863780130930833286626961324338930
f(z) = -239/87*z^3 + 65/87*z + 1
*
0 | 0.11018642865605770104802053433833695421 | 0.020119996711599717080250065122038363667
f(z) = -239/88*z^3 + 63/88*z + 1
*
[ 2/3 ] 
f(z) = -239/88*z^3 + 70/99*z + 1
*
0 | 0.14157345502189560471700647499204670143 | 0.025851254861718860558692690135912848695
f(z) = -239/89*z^3 + 61/89*z + 1
*
0 | 0.12785594698948601990513925489842382722 | 0.023364331666676214945097851483641425326
f(z) = -238/81*z^3 + 76/81*z + 1
*
0 | 0.14143923003464173186233602601898897495 | 0.025846534001898490947049327164412781060
f(z) = -238/83*z^3 + 72/83*z + 1
*
0 | 0.12113583275691381267791139951575566479 | 0.022136301360188556316080298414059280253
f(z) = -238/87*z^3 + 64/87*z + 1
*
0 | 0.14149954418516506904223065597078623170 | 0.025857555779533417583859233262306221463
f(z) = -238/89*z^3 + 60/89*z + 1
*
0 | 0.11566228373813160841729527210064815447 | 0.021152343016132394661600753094155668825
f(z) = -237/80*z^3 + 77/80*z + 1
*
0 | 0.12851925882733119982270627091799867097 | 0.023503629351203788547234044831026560103
f(z) = -237/82*z^3 + 73/82*z + 1
*
0 | 0.14136478551388698323117008390131360531 | 0.025852821999968098146057130168009304428
f(z) = -237/83*z^3 + 71/83*z + 1
*
0 | 0.14138500126056210512509711238175828780 | 0.025856519060013770073464693047509774816
f(z) = -237/85*z^3 + 67/85*z + 1
*
0 | 0.12855969035675375427244852146475899387 | 0.023511023477892044237477490007346927112
f(z) = -237/86*z^3 + 65/86*z + 1
*
0 | 0.11289068955239014015688778704454685818 | 0.020645473282770957159370156968608518462
f(z) = -237/88*z^3 + 61/88*z + 1
*
0 | 0.12770659744587399477426456001615876485 | 0.023373083579990509696977819077436296829
f(z) = -236/81*z^3 + 74/81*z + 1
*
0 | 0.14129004020774027224504562940732951158 | 0.025859148899455922700351015766954399651
f(z) = -236/83*z^3 + 70/83*z + 1
*
0 | 0.14131033588085607463538531451458369971 | 0.025862863448849103968029468465602869625
f(z) = -236/85*z^3 + 66/85*z + 1
*
0 | 0.12098592727371315482361589562158557159 | 0.022143054836064096166191876503000497481
f(z) = -236/87*z^3 + 62/87*z + 1
*
0 | 0.12763146809882119812149435495462279129 | 0.023377501418041003651991705211279193302
f(z) = -235/81*z^3 + 73/81*z + 1
*
0 | 0.12836938455595488956674774141588323437 | 0.023512661212721748156147893572323839469
f(z) = -235/82*z^3 + 71/82*z + 1
*
0 | 0.14121499167339254580755221800609426122 | 0.025865515121531952986091580518444289145
f(z) = -235/83*z^3 + 69/83*z + 1
*
0 | 0.095209698332706561938616930615027280094 | 0.017438997536726297014914145109309225218
f(z) = -235/84*z^3 + 67/84*z + 1
*
0 | 0.12841013706374358057250748170900312956 | 0.023520125608632960354114308552446162403
f(z) = -235/86*z^3 + 63/86*z + 1
*
0 | 0.12091103961531833875533574328695173594 | 0.022146560265806601967688082946337118938
f(z) = -235/87*z^3 + 61/87*z + 1
*
[ 2/3 ] 
f(z) = -235/88*z^3 + 68/99*z + 1
*
0 | 0.14113963743812778524144044091775601535 | 0.025871921093846253285918680268585711527
f(z) = -234/83*z^3 + 68/83*z + 1
*
0 | 0.14116009487941167981523293137339868198 | 0.025875671091481828436526889527711633680
f(z) = -234/85*z^3 + 64/85*z + 1
*
0 | 0.11536098600439023186904447639990569553 | 0.021163120933210236224610998342597421813
f(z) = -233/80*z^3 + 73/80*z + 1
*
0 | 0.12748028785174753329112797823535081615 | 0.023386422410643343321326304047442243128
f(z) = -233/81*z^3 + 71/81*z + 1
*
0 | 0.12821828615904828340934062513565478450 | 0.023521809147241761840092988323964059335
f(z) = -233/82*z^3 + 69/82*z + 1
*
0 | 0.14106397499883240166589555390812437754 | 0.025878367250658063681632169246165745906
f(z) = -233/83*z^3 + 67/83*z + 1
*
0 | 0.095059796869527314501910401402088334656 | 0.017438841732504313316319341095121931441
f(z) = -233/84*z^3 + 65/84*z + 1
*
0 | 0.14108451429723818995270116892154600740 | 0.025882135211310102903145751162182623536
f(z) = -233/85*z^3 + 63/85*z + 1
*
0 | 0.12825936479363035784727880385445996589 | 0.023529345075474886589814254517205240576
f(z) = -233/86*z^3 + 61/86*z + 1
*
[ 2/3 ] 
f(z) = -233/88*z^3 + 67/99*z + 1
*
0 | 0.12740423189886647230591582961983424832 | 0.023390926201365559711158929847758531468
f(z) = -232/81*z^3 + 70/81*z + 1
*
0 | 0.14098800182149452217617062754454321552 | 0.025884854032968057757860089598395497031
f(z) = -232/83*z^3 + 66/83*z + 1
*
0 | 0.14100862363618462393055721183581518511 | 0.025888640118707637480248391980358178895
f(z) = -232/85*z^3 + 62/85*z + 1
*
0 | 0.11520847681757047619133094347814135515 | 0.021168620812555166146687016779820829525
f(z) = -231/80*z^3 + 71/80*z + 1
*
0 | 0.12806594345567185592164577169493098875 | 0.023531075758496584156598014220331904508
f(z) = -231/82*z^3 + 67/82*z + 1
*
0 | 0.14091171534069291565078395840113660604 | 0.025891381888653849729047424035632653090
f(z) = -231/83*z^3 + 65/83*z + 1
*
0 | 0.14093242033884209277684416146065491922 | 0.025895186263703774375080018818340476345
f(z) = -231/85*z^3 + 61/85*z + 1
*
0 | 0.12725117546648765587965607301871220354 | 0.023400021999988982837848120173739014310
f(z) = -230/81*z^3 + 68/81*z + 1
*
3/5 | 0.17239232030523781596761210934829398753 | 0.022270997856791071378210596145796337935
f(z) = -230/81*z^3 + 77/90*z + 1
*
0 | 0.14083511295907529969584999609319953826 | 0.025897951272608845678780400292586337862
f(z) = -230/83*z^3 + 64/83*z + 1
*
0 | 0.11505469991962345125053039665468746770 | 0.021174196958248007700361100086900688729
f(z) = -229/80*z^3 + 69/80*z + 1
*
0 | 0.12717416974330504180413504964537619043 | 0.023404614674824997003965692124393504023
f(z) = -229/81*z^3 + 67/81*z + 1
*
0 | 0.12791233576122111875455267987990138194 | 0.023540463733248161980158181816203251960
f(z) = -229/82*z^3 + 65/82*z + 1
*
0 | 0.14075819204682576267581572703124521135 | 0.025904562646884536794618655009142640980
f(z) = -229/83*z^3 + 63/83*z + 1
*
0 | 0.094754181099456161763666396082227717365 | 0.017438172405116919490000772991807516389
f(z) = -229/84*z^3 + 61/84*z + 1
*
[ 2/3 ] 
f(z) = -229/88*z^3 + 65/99*z + 1
*
0 | 0.14068094994112102696566715476645749058 | 0.025911216480836335798269623143885211745
f(z) = -228/83*z^3 + 62/83*z + 1
*
0 | 0.11489963403800638845949798918535861726 | 0.021179851181624324898232275921146345518
f(z) = -227/80*z^3 + 67/80*z + 1
*
0 | 0.12701918992596604787185946448091619430 | 0.023413891283174662653424901518711614763
f(z) = -227/81*z^3 + 65/81*z + 1
*
0 | 0.12775744187051129556814278759290285174 | 0.023549975844722013076566395589569846168
f(z) = -227/82*z^3 + 63/82*z + 1
*
0 | 0.14060338394557527148191485965302658171 | 0.025917913251273061215374371675242438714
f(z) = -227/83*z^3 + 61/83*z + 1
*
[ 2/3 ] 
f(z) = -227/88*z^3 + 64/99*z + 1
*
0 | 0.12694121038756067727150857295809571646 | 0.023418575916326101700840059284130098031
f(z) = -226/81*z^3 + 64/81*z + 1
*
0 | 0.14052549132967322319831683342298850506 | 0.025924653442610177706901011494232111737
f(z) = -226/83*z^3 + 60/83*z + 1
*
0 | 0.12760124004014530393725481970968788187 | 0.023559614956216471619652987359517922411
f(z) = -225/82*z^3 + 61/82*z + 1
*
0 | 0.12678425818010952368923689339361757497 | 0.023428039632534647477944885952048063853
f(z) = -224/81*z^3 + 62/81*z + 1
*
0 | 0.11458554751281122337172668179711780655 | 0.021191401412030463505736447933376951816
f(z) = -223/80*z^3 + 63/80*z + 1
*
0 | 0.12670527985588126940928011691836091657 | 0.023432819450022126847020772092710805651
f(z) = -223/81*z^3 + 61/81*z + 1
*
[ 2/3 ] 
f(z) = -223/88*z^3 + 62/99*z + 1
*
0 | 0.11442648154712968215499548421808884835 | 0.021197301354951272277416596810826468271
f(z) = -221/80*z^3 + 61/80*z + 1
*
[ 2/3 ] 
f(z) = -221/88*z^3 + 61/99*z + 1
*
[ -2/15 ] 
f(z) = -225/88*z^3 + 94/11*z + 1
*
[ -7/5 ] 
f(z) = -225/98*z^3 + 87/14*z + 1
*
[ -9/8 ] 
f(z) = -224/81*z^3 + 97/18*z + 1
*
6/5 | 0.14390775832606933183308467368457674008 | 0.021729350420558775648441597242967815912
f(z) = -225/88*z^3 + 94/33*z + 1
*
[ 3/4 ] 
f(z) = -238/81*z^3 + 95/72*z + 1
*
[ 3/4 ] 
f(z) = -230/81*z^3 + 91/72*z + 1
*
[ 3/4 ] 
f(z) = -226/81*z^3 + 89/72*z + 1
*
[ 11/15 ] 
f(z) = -225/88*z^3 + 89/88*z + 1
*
[ 3/4 ] 
f(z) = -224/87*z^3 + 97/87*z + 1
*
[ 3/4 ] 
f(z) = -224/93*z^3 + 95/93*z + 1
*
[ 2/3 ] 
f(z) = -237/92*z^3 + 89/138*z + 1
*
[ 2/3 ] 
f(z) = -231/92*z^3 + 85/138*z + 1
*
-2 | 0.11549638165918896280471424313504047472 | 0.016945786723974157405368330386309684310
f(z) = -239/88*z^3 + 114/11*z + 1
*
-2 | 0.11534326136987609981343433662880973277 | 0.016945225928688563520955299586444124434
f(z) = -237/88*z^3 + 113/11*z + 1
*
-2 | 0.11518883454236307198773696215653896201 | 0.016944666699712048035058371726027131436
f(z) = -235/88*z^3 + 112/11*z + 1
*
-2 | 0.11503307817992453320328182572404499748 | 0.016944109142693953394643160037552313750
f(z) = -233/88*z^3 + 111/11*z + 1
*
-2 | 0.11471748171011599351113605260642801731 | 0.016942999483195587802441595904912512970
f(z) = -229/88*z^3 + 109/11*z + 1
*
-2 | 0.11455759238466875397514311858736349262 | 0.016942447608225767709085253329075501631
f(z) = -227/88*z^3 + 108/11*z + 1
*
[ 2 ] 
f(z) = -227/88*z^3 + 119/11*z + 1
*
[ 3/2 ] 
f(z) = -226/81*z^3 + 119/18*z + 1
*
-2 | 0.11439627503786028403367597135047479367 | 0.016941897860320352762278880085685459790
f(z) = -225/88*z^3 + 107/11*z + 1
*
[ 2 ] 
f(z) = -225/88*z^3 + 118/11*z + 1
*
-3/8 | 0.12194365716824815217789617849014462595 | 0.017702311746596947370462789676252211541
f(z) = -224/81*z^3 + 109/18*z + 1
*
-2 | 0.11423350329735584404956575117921623255 | 0.016941350361593630176660059004916615002
f(z) = -223/88*z^3 + 106/11*z + 1
*
[ 2 ] 
f(z) = -223/88*z^3 + 117/11*z + 1
*
-2 | 0.11406925003580168409511383643768757127 | 0.016940805237555089416081634669431834076
f(z) = -221/88*z^3 + 105/11*z + 1
*
[ 2 ] 
f(z) = -221/88*z^3 + 116/11*z + 1
*
[ -3/4 ] 
f(z) = -224/99*z^3 + 119/33*z + 1
*
-2/3 | 0.15646280959220679493796632698952279654 | 0.023826802884531113390453030711314358980
f(z) = -237/80*z^3 + 109/60*z + 1
*
-4/5 | 0.12803887334287421250756097934228190567 | 0.018112667849065406849249404274536190214
f(z) = -235/96*z^3 + 109/60*z + 1
*
-2/3 | 0.15455150931573515025865198819973176889 | 0.023628008025475517341361403387789267936
f(z) = -231/80*z^3 + 107/60*z + 1
*
15/14 | 0.12334921053275115607934530321180637867 | 0.016764970210827490861154494490776646783
f(z) = -224/81*z^3 + 116/63*z + 1
*
-3/5 | 0.091517351829746323803826778059009694893 | 0.011822932383824689829162036783177736420
f(z) = -230/81*z^3 + 107/90*z + 1
*
[ 9/13 ] 
f(z) = -221/81*z^3 + 101/117*z + 1
*
[ 2/3 ] 
f(z) = -234/89*z^3 + 119/178*z + 1
*
[ 2/3 ] 
f(z) = -225/83*z^3 + 117/166*z + 1
*
[ 2/3 ] 
f(z) = -225/89*z^3 + 111/178*z + 1
*
[ 2/3 ] 
f(z) = -234/95*z^3 + 113/190*z + 1
*
[ 2/3 ] 
f(z) = -234/97*z^3 + 111/194*z + 1
*
[ 2/3 ] 
f(z) = -225/91*z^3 + 109/182*z + 1
*
[ 2/3 ] 
f(z) = -225/97*z^3 + 103/194*z + 1
*
[ 2/3 ] 
f(z) = -227/96*z^3 + 119/216*z + 1
*
[ 2/3 ] 
f(z) = -223/96*z^3 + 115/216*z + 1
*
[ 2/3 ] 
f(z) = -221/96*z^3 + 113/216*z + 1
*
[ 2 ] 
f(z) = -239/88*z^3 + 125/11*z + 1
*
[ -2 ] 
f(z) = -239/88*z^3 + 136/11*z + 1
*
[ 3/2 ] 
f(z) = -238/81*z^3 + 125/18*z + 1
*
[ 2 ] 
f(z) = -237/88*z^3 + 124/11*z + 1
*
[ -2 ] 
f(z) = -237/88*z^3 + 135/11*z + 1
*
[ 2 ] 
f(z) = -235/88*z^3 + 123/11*z + 1
*
[ -2 ] 
f(z) = -235/88*z^3 + 134/11*z + 1
*
[ 2 ] 
f(z) = -233/88*z^3 + 122/11*z + 1
*
[ -2 ] 
f(z) = -233/88*z^3 + 133/11*z + 1
*
[ 3/2 ] 
f(z) = -230/81*z^3 + 121/18*z + 1
*
[ 2 ] 
f(z) = -229/88*z^3 + 120/11*z + 1
*
[ -2 ] 
f(z) = -229/88*z^3 + 131/11*z + 1
*
[ -2 ] 
f(z) = -227/88*z^3 + 130/11*z + 1
*
[ -2 ] 
f(z) = -225/88*z^3 + 129/11*z + 1
*
[ 9/4 ] 
f(z) = -224/81*z^3 + 131/9*z + 1
*
[ -9/4 ] 
f(z) = -224/81*z^3 + 139/9*z + 1
*
[ -2 ] 
f(z) = -223/88*z^3 + 128/11*z + 1
*
[ -2 ] 
f(z) = -221/88*z^3 + 127/11*z + 1
*
[ -2/3 ] 
f(z) = -237/88*z^3 + 122/33*z + 1
*
[ 6/5 ] 
f(z) = -225/88*z^3 + 127/33*z + 1
*
[ 4/5 ] 
f(z) = -225/92*z^3 + 121/92*z + 1
*
9/14 | 0.099357996004686991959295725622721777284 | 0.012249288398203949805230614453714648810
f(z) = -238/81*z^3 + 125/126*z + 1
*
[ 3/4 ] 
f(z) = -236/99*z^3 + 133/132*z + 1
*
[ 7/9 ] 
f(z) = -225/98*z^3 + 139/126*z + 1
*
-15/28 | 0.11941972000518489919432212344851703989 | 0.014833451730446849211698137876941349593
f(z) = -224/81*z^3 + 121/126*z + 1
*
45/56 | 0.17546316545183924648585765153899897240 | 0.021794762163973111265436976614667938208
f(z) = -224/81*z^3 + 127/126*z + 1
*
[ 2/3 ] 
f(z) = -234/83*z^3 + 125/166*z + 1
*
[ 2/3 ] 
f(z) = -234/85*z^3 + 123/170*z + 1
*
[ 2/3 ] 
f(z) = -229/80*z^3 + 139/180*z + 1
*
[ 2/3 ] 
f(z) = -227/80*z^3 + 137/180*z + 1
*
[ 2/3 ] 
f(z) = -223/80*z^3 + 133/180*z + 1
*
[ 2/3 ] 
f(z) = -221/80*z^3 + 131/180*z + 1
*
[ 2/3 ] 
f(z) = -239/96*z^3 + 131/216*z + 1
*
[ 2/3 ] 
f(z) = -235/96*z^3 + 127/216*z + 1
*
[ 2/3 ] 
f(z) = -233/96*z^3 + 125/216*z + 1
*
[ 2/3 ] 
f(z) = -229/96*z^3 + 121/216*z + 1
*
[ -3/2 ] 
f(z) = -238/81*z^3 + 149/18*z + 1
*
[ -3/2 ] 
f(z) = -230/81*z^3 + 145/18*z + 1
*
[ -3/2 ] 
f(z) = -226/81*z^3 + 143/18*z + 1
*
15/8 | 0.19674774237186734244990103625077848921 | 0.027271137569193187480736213472642127704
f(z) = -224/81*z^3 + 151/18*z + 1
*
[ -3/4 ] 
f(z) = -236/81*z^3 + 143/36*z + 1
*
-3/28 | 0.20635707070519128155262444388308003991 | 0.028046958129882670099959650760726957948
f(z) = -224/81*z^3 + 149/63*z + 1
*
[ 13/15 ] 
f(z) = -225/91*z^3 + 155/91*z + 1
*
[ 2/3 ] 
f(z) = -239/80*z^3 + 149/180*z + 1
*
[ 2/3 ] 
f(z) = -233/80*z^3 + 143/180*z + 1
*
[ 12/17 ] 
f(z) = -221/96*z^3 + 149/204*z + 1
*
[ 3/2 ] 
f(z) = -224/99*z^3 + 179/33*z + 1
*
[ -3/5 ] 
f(z) = -235/81*z^3 + 167/45*z + 1
*
[ -3/5 ] 
f(z) = -230/81*z^3 + 166/45*z + 1
*
[ -4/5 ] 
f(z) = -225/88*z^3 + 171/44*z + 1
*
-4/15 | 0.17530129994643398426905297953747929744 | 0.029984287305686043651782797255725231395
f(z) = -225/88*z^3 + 173/44*z + 1
*
[ -2/3 ] 
f(z) = -225/92*z^3 + 165/46*z + 1
*
[ -2/5 ] 
f(z) = -225/92*z^3 + 179/46*z + 1
*
-2/3 | 0.19330241723703968170650862294611578148 | 0.029436890495667934279060667414318640632
f(z) = -237/80*z^3 + 169/60*z + 1
*
-2/3 | 0.16111110086681021806180219795670019855 | 0.024630845736338709130971194645360594895
f(z) = -231/80*z^3 + 167/60*z + 1
*
[ 14/15 ] 
f(z) = -225/88*z^3 + 166/77*z + 1
*
9/10 | 0.19539659174697742041146588264828716039 | 0.025242870844340022283569482167849064371
f(z) = -230/81*z^3 + 167/90*z + 1
*
-11/15 | 0.13034570083975088754709263088288346692 | 0.024066337615657672890225648156529909467
f(z) = -225/88*z^3 + 169/88*z + 1
*
-3/14 | 0.13991369703742114137710641352386932987 | 0.017379064959646883526593534675220180985
f(z) = -224/81*z^3 + 163/126*z + 1
*
3/56 | 0.23548226660338997572560065393562864800 | 0.029249899722474173804687578648146067510
f(z) = -224/81*z^3 + 169/126*z + 1
*
[ 3/4 ] 
f(z) = -227/81*z^3 + 179/144*z + 1
*
[ 3/4 ] 
f(z) = -223/81*z^3 + 175/144*z + 1
*
[ 3/4 ] 
f(z) = -221/81*z^3 + 173/144*z + 1
*
[ 2/3 ] 
f(z) = -231/86*z^3 + 179/258*z + 1
*
[ 2/3 ] 
f(z) = -237/94*z^3 + 175/282*z + 1
*
[ 2/3 ] 
f(z) = -237/98*z^3 + 169/294*z + 1
*
[ 2/3 ] 
f(z) = -231/94*z^3 + 167/282*z + 1
*
[ 7/3 ] 
f(z) = -225/98*z^3 + 183/14*z + 1
*
[ -7/3 ] 
f(z) = -225/98*z^3 + 195/14*z + 1
*
[ 3/2 ] 
f(z) = -236/99*z^3 + 188/33*z + 1
*
[ 3/2 ] 
f(z) = -232/99*z^3 + 185/33*z + 1
*
[ -6/5 ] 
f(z) = -225/88*z^3 + 182/33*z + 1
*
[ 7/6 ] 
f(z) = -225/98*z^3 + 183/56*z + 1
*
[ -7/10 ] 
f(z) = -225/98*z^3 + 199/56*z + 1
*
[ 9/10 ] 
f(z) = -230/81*z^3 + 197/90*z + 1
*
[ 3/4 ] 
f(z) = -239/81*z^3 + 191/144*z + 1
*
[ 3/4 ] 
f(z) = -235/81*z^3 + 187/144*z + 1
*
[ 3/4 ] 
f(z) = -233/81*z^3 + 185/144*z + 1
*
[ 3/4 ] 
f(z) = -229/81*z^3 + 181/144*z + 1
*
[ 3/4 ] 
f(z) = -232/93*z^3 + 199/186*z + 1
*
[ 2/3 ] 
f(z) = -237/82*z^3 + 193/246*z + 1
*
[ 2/3 ] 
f(z) = -237/86*z^3 + 187/258*z + 1
*
[ 2/3 ] 
f(z) = -231/82*z^3 + 185/246*z + 1
*
-2 | 0.11468907635441686378506016965202965042 | 0.016927362273138251436121940351503826345
f(z) = -229/80*z^3 + 219/20*z + 1
*
-2 | 0.094398527445027846657298806725228782781 | 0.013951500552444289032388039997013748850
f(z) = -229/96*z^3 + 217/24*z + 1
*
-2 | 0.11452928486663072824980470024226984265 | 0.016926698162938452654459817030308274344
f(z) = -227/80*z^3 + 217/20*z + 1
*
-2 | 0.094238476100336611729812727712271660464 | 0.013946931931759484869802128843340460773
f(z) = -227/96*z^3 + 215/24*z + 1
*
-2/5 | 0.21162958637512858629109206440104015490 | 0.028371091506612472135142192209614812369
f(z) = -225/88*z^3 + 217/33*z + 1
*
-2 | 0.11420541516028698511647339646036086349 | 0.016925372458165719485346302725125135691
f(z) = -223/80*z^3 + 213/20*z + 1
*
-2 | 0.093914033769508397017516519679371271622 | 0.013937653361930896266826732347975555533
f(z) = -223/96*z^3 + 211/24*z + 1
*
-2 | 0.11404128422137768304028892900091099805 | 0.016924711085544523898795018403708662658
f(z) = -221/80*z^3 + 211/20*z + 1
*
-2 | 0.093749588353937988720698793269705936211 | 0.013932941427563650550070533401958073426
f(z) = -221/96*z^3 + 209/24*z + 1
*
[ -2/5 ] 
f(z) = -235/88*z^3 + 216/55*z + 1
*
[ 4/3 ] 
f(z) = -225/88*z^3 + 211/44*z + 1
*
[ -4/15 ] 
f(z) = -225/88*z^3 + 217/44*z + 1
*
7/45 | 0.17396642114471465181793476362128325515 | 0.022850255520710893951787197556941458491
f(z) = -225/98*z^3 + 205/126*z + 1
*
[ 7/10 ] 
f(z) = -235/98*z^3 + 209/280*z + 1
*
[ 3 ] 
f(z) = -233/81*z^3 + 239/9*z + 1
*
[ 3 ] 
f(z) = -232/81*z^3 + 238/9*z + 1
*
[ 3 ] 
f(z) = -230/81*z^3 + 236/9*z + 1
*
[ 3 ] 
f(z) = -229/81*z^3 + 235/9*z + 1
*
[ 3 ] 
f(z) = -227/81*z^3 + 233/9*z + 1
*
[ -3 ] 
f(z) = -227/81*z^3 + 239/9*z + 1
*
[ 3 ] 
f(z) = -226/81*z^3 + 232/9*z + 1
*
[ -3 ] 
f(z) = -226/81*z^3 + 238/9*z + 1
*
[ 3 ] 
f(z) = -224/81*z^3 + 230/9*z + 1
*
[ -3 ] 
f(z) = -224/81*z^3 + 236/9*z + 1
*
[ 3 ] 
f(z) = -223/81*z^3 + 229/9*z + 1
*
[ -3 ] 
f(z) = -223/81*z^3 + 235/9*z + 1
*
[ 3 ] 
f(z) = -221/81*z^3 + 227/9*z + 1
*
[ -3 ] 
f(z) = -221/81*z^3 + 233/9*z + 1
*
-2 | 0.11546759176431038198978714096357966753 | 0.016930691304848149266887520140273266245
f(z) = -239/80*z^3 + 229/20*z + 1
*
-2 | 0.095178108027979367032654355660490395333 | 0.013973673933502946560409344465148908209
f(z) = -239/96*z^3 + 227/24*z + 1
*
-2 | 0.11531453548569085603571833241647775046 | 0.016930024687995557590335534333640518362
f(z) = -237/80*z^3 + 227/20*z + 1
*
[ -3/2 ] 
f(z) = -236/99*z^3 + 232/33*z + 1
*
-2 | 0.094870313018173394743806611830916144824 | 0.013964935007653262778288725386725181065
f(z) = -235/96*z^3 + 223/24*z + 1
*
-2 | 0.11500449905352051864812038629106252725 | 0.016928692483205820191987007024208957638
f(z) = -233/80*z^3 + 223/20*z + 1
*
-2 | 0.094713387280886830975925912985137465893 | 0.013960348839478749461971768143703870227
f(z) = -233/96*z^3 + 221/24*z + 1
*
[ -3/2 ] 
f(z) = -232/99*z^3 + 229/33*z + 1
*
-2 | 0.11484747288195581707891154424784798314 | 0.016928027080372694934638869429412776275
f(z) = -231/80*z^3 + 221/20*z + 1
*
[ 2 ] 
f(z) = -229/80*z^3 + 239/20*z + 1
*
[ 2 ] 
f(z) = -227/80*z^3 + 237/20*z + 1
*
[ 3/2 ] 
f(z) = -227/81*z^3 + 239/36*z + 1
*
[ 2 ] 
f(z) = -227/96*z^3 + 239/24*z + 1
*
[ 28/15 ] 
f(z) = -225/98*z^3 + 237/28*z + 1
*
[ -3/2 ] 
f(z) = -224/99*z^3 + 223/33*z + 1
*
[ 2 ] 
f(z) = -223/80*z^3 + 233/20*z + 1
*
[ 3/2 ] 
f(z) = -223/81*z^3 + 235/36*z + 1
*
[ 2 ] 
f(z) = -223/96*z^3 + 235/24*z + 1
*
[ 2 ] 
f(z) = -221/80*z^3 + 231/20*z + 1
*
[ 3/2 ] 
f(z) = -221/81*z^3 + 233/36*z + 1
*
[ 2 ] 
f(z) = -221/96*z^3 + 233/24*z + 1
*
[ -2/3 ] 
f(z) = -237/80*z^3 + 229/60*z + 1
*
[ -4/5 ] 
f(z) = -235/96*z^3 + 229/60*z + 1
*
[ -2/3 ] 
f(z) = -231/80*z^3 + 227/60*z + 1
*
[ -9/14 ] 
f(z) = -224/81*z^3 + 233/63*z + 1
*
-2/5 | 0.089950691632253393337759819268966020271 | 0.012724627746182724072658789173586468811
f(z) = -235/96*z^3 + 227/120*z + 1
*
9/8 | 0.23913166429427535634957690832694953084 | 0.029703201442580385418702505645579556334
f(z) = -224/81*z^3 + 239/126*z + 1
*
-4/7 | 0.14344756859302676828804515599928151630 | 0.019415430841646139547384100753810096391
f(z) = -231/80*z^3 + 237/140*z + 1
*
[ 4/5 ] 
f(z) = -225/98*z^3 + 239/196*z + 1
*
[ 3 ] 
f(z) = -239/81*z^3 + 245/9*z + 1
*
[ -3 ] 
f(z) = -239/81*z^3 + 251/9*z + 1
*
[ 3 ] 
f(z) = -238/81*z^3 + 244/9*z + 1
*
[ -3 ] 
f(z) = -238/81*z^3 + 250/9*z + 1
*
[ 3 ] 
f(z) = -236/81*z^3 + 242/9*z + 1
*
[ -3 ] 
f(z) = -236/81*z^3 + 248/9*z + 1
*
[ 3 ] 
f(z) = -235/81*z^3 + 241/9*z + 1
*
[ -3 ] 
f(z) = -235/81*z^3 + 247/9*z + 1
*
[ -3 ] 
f(z) = -233/81*z^3 + 245/9*z + 1
*
[ -3 ] 
f(z) = -232/81*z^3 + 244/9*z + 1
*
[ -3 ] 
f(z) = -230/81*z^3 + 242/9*z + 1
*
[ -3 ] 
f(z) = -229/81*z^3 + 241/9*z + 1
*
[ 2 ] 
f(z) = -239/80*z^3 + 249/20*z + 1
*
[ 3/2 ] 
f(z) = -239/81*z^3 + 251/36*z + 1
*
[ 2 ] 
f(z) = -239/96*z^3 + 251/24*z + 1
*
[ 2 ] 
f(z) = -237/80*z^3 + 247/20*z + 1
*
[ 3/2 ] 
f(z) = -235/81*z^3 + 247/36*z + 1
*
[ 2 ] 
f(z) = -235/96*z^3 + 247/24*z + 1
*
[ 2 ] 
f(z) = -233/80*z^3 + 243/20*z + 1
*
[ 3/2 ] 
f(z) = -233/81*z^3 + 245/36*z + 1
*
[ 2 ] 
f(z) = -233/96*z^3 + 245/24*z + 1
*
[ 2 ] 
f(z) = -231/80*z^3 + 241/20*z + 1
*
[ -2 ] 
f(z) = -229/80*z^3 + 259/20*z + 1
*
[ 3/2 ] 
f(z) = -229/81*z^3 + 241/36*z + 1
*
[ 2 ] 
f(z) = -229/96*z^3 + 241/24*z + 1
*
[ -2 ] 
f(z) = -227/80*z^3 + 257/20*z + 1
*
[ -2 ] 
f(z) = -223/80*z^3 + 253/20*z + 1
*
[ -2 ] 
f(z) = -223/96*z^3 + 259/24*z + 1
*
[ -2 ] 
f(z) = -221/80*z^3 + 251/20*z + 1
*
[ -2 ] 
f(z) = -221/96*z^3 + 257/24*z + 1
*
[ -3/7 ] 
f(z) = -238/81*z^3 + 244/63*z + 1
*
[ -3/4 ] 
f(z) = -232/99*z^3 + 241/66*z + 1
*
[ -3/7 ] 
f(z) = -224/81*z^3 + 242/63*z + 1
*
-11/15 | 0.13452249932071415419325844848863445347 | 0.024526432054267657567052629789440617330
f(z) = -225/88*z^3 + 241/88*z + 1
*
[ 6/7 ] 
f(z) = -238/81*z^3 + 251/126*z + 1
*
[ 4/5 ] 
f(z) = -225/82*z^3 + 247/164*z + 1
*
[ 4/5 ] 
f(z) = -225/86*z^3 + 245/172*z + 1
*
[ 4/5 ] 
f(z) = -225/94*z^3 + 241/188*z + 1
*
[ 3/4 ] 
f(z) = -230/99*z^3 + 257/264*z + 1
*
[ 3/4 ] 
f(z) = -226/99*z^3 + 251/264*z + 1
*
[ 9/4 ] 
f(z) = -232/81*z^3 + 271/18*z + 1
*
[ 14/5 ] 
f(z) = -225/98*z^3 + 261/14*z + 1
*
[ -14/5 ] 
f(z) = -225/98*z^3 + 271/14*z + 1
*
[ -2 ] 
f(z) = -239/80*z^3 + 269/20*z + 1
*
[ -2 ] 
f(z) = -239/96*z^3 + 275/24*z + 1
*
[ -2 ] 
f(z) = -237/80*z^3 + 267/20*z + 1
*
[ -2 ] 
f(z) = -235/96*z^3 + 271/24*z + 1
*
[ -2 ] 
f(z) = -233/80*z^3 + 263/20*z + 1
*
[ -2 ] 
f(z) = -233/96*z^3 + 269/24*z + 1
*
[ -2 ] 
f(z) = -231/80*z^3 + 261/20*z + 1
*
[ -2 ] 
f(z) = -229/96*z^3 + 265/24*z + 1
*
[ -2 ] 
f(z) = -227/96*z^3 + 263/24*z + 1
*
[ -28/15 ] 
f(z) = -225/98*z^3 + 267/28*z + 1
*
[ -4/3 ] 
f(z) = -225/88*z^3 + 277/44*z + 1
*
[ -7/6 ] 
f(z) = -225/98*z^3 + 279/56*z + 1
*
[ 9/8 ] 
f(z) = -232/81*z^3 + 269/72*z + 1
*
[ -9/16 ] 
f(z) = -224/81*z^3 + 263/72*z + 1
*
[ -9/28 ] 
f(z) = -224/81*z^3 + 277/63*z + 1
*
[ -3/8 ] 
f(z) = -224/99*z^3 + 263/66*z + 1
*
-13/15 | 0.16400398106709281550100156556594984200 | 0.029217929460837822369293734232795173890
f(z) = -225/91*z^3 + 274/91*z + 1
*
19/15 | 0.10401747260550606501096827363360731580 | 0.018592107000327283183546967874458931277
f(z) = -225/92*z^3 + 269/92*z + 1
*
0 | 0.19997129009320904285295166276785533059 | 0.028288389785405560114280238027340239473
f(z) = -235/84*z^3 + 261/140*z + 1
*
[ 3/4 ] 
f(z) = -238/99*z^3 + 269/264*z + 1
*
[ -9/4 ] 
f(z) = -232/81*z^3 + 287/18*z + 1
*
[ -3/2 ] 
f(z) = -239/81*z^3 + 299/36*z + 1
*
[ -3/2 ] 
f(z) = -235/81*z^3 + 295/36*z + 1
*
[ -3/2 ] 
f(z) = -233/81*z^3 + 293/36*z + 1
*
[ -3/2 ] 
f(z) = -229/81*z^3 + 289/36*z + 1
*
[ -3/2 ] 
f(z) = -227/81*z^3 + 287/36*z + 1
*
[ -3/2 ] 
f(z) = -223/81*z^3 + 283/36*z + 1
*
[ -3/2 ] 
f(z) = -221/81*z^3 + 281/36*z + 1
*
[ -3/4 ] 
f(z) = -238/81*z^3 + 287/72*z + 1
*
[ -3/8 ] 
f(z) = -232/81*z^3 + 293/72*z + 1
*
-4/3 | 0.20363878801842670447187711081338221199 | 0.028817623980839169265166061664925166524
f(z) = -231/80*z^3 + 293/60*z + 1
*
[ -3/4 ] 
f(z) = -230/81*z^3 + 283/72*z + 1
*
[ -3/4 ] 
f(z) = -226/81*z^3 + 281/72*z + 1
*
3/28 | 0.20980375679772882924384089270745103508 | 0.026599242043645986509955118810712298756
f(z) = -224/81*z^3 + 296/63*z + 1
*
-1/3 | 0.16201926925116232504169454980865486205 | 0.028592846633145669936515632270372278729
f(z) = -225/88*z^3 + 289/88*z + 1
*
-2/5 | 0.16397418378046960363124048233627581877 | 0.029081920772437956001215953037377351104
f(z) = -225/98*z^3 + 281/98*z + 1
*
[ -1/2 ] 
f(z) = -224/81*z^3 + 299/81*z + 1
*
[ 12/13 ] 
f(z) = -221/96*z^3 + 293/156*z + 1
*
[ 5/6 ] 
f(z) = -234/85*z^3 + 291/170*z + 1
*
[ 5/6 ] 
f(z) = -234/95*z^3 + 287/190*z + 1
*
0 | 0.17644615822370056304280965165014456135 | 0.026869949751549807516736620909663809916
f(z) = -237/85*z^3 + 286/255*z + 1
*
0 | 0.13768115086203291971309597579881138136 | 0.021048848710231343385409315500451103565
f(z) = -231/80*z^3 + 293/240*z + 1
*
[ 3/4 ] 
f(z) = -224/83*z^3 + 295/249*z + 1
*
[ 3/4 ] 
f(z) = -224/85*z^3 + 293/255*z + 1
*
[ 3/4 ] 
f(z) = -224/89*z^3 + 289/267*z + 1
*
[ 3/4 ] 
f(z) = -224/95*z^3 + 283/285*z + 1
*
[ 3/4 ] 
f(z) = -224/97*z^3 + 281/291*z + 1
*
[ 2/3 ] 
f(z) = -225/104*z^3 + 6/13*z + 1
*
[ 2/3 ] 
f(z) = -231/104*z^3 + 19/39*z + 1
*
[ 6/5 ] 
f(z) = -235/108*z^3 + 33/10*z + 1
*
[ 2/3 ] 
f(z) = -237/104*z^3 + 20/39*z + 1
*
[ 4/5 ] 
f(z) = -225/112*z^3 + 29/28*z + 1
*
[ 3/4 ] 
f(z) = -224/117*z^3 + 29/39*z + 1
*
[ 2/3 ] 
f(z) = -225/116*z^3 + 21/58*z + 1
*
[ 2/3 ] 
f(z) = -237/112*z^3 + 37/84*z + 1
*
[ -2/3 ] 
f(z) = -225/104*z^3 + 45/13*z + 1
*
[ -2/5 ] 
f(z) = -225/104*z^3 + 50/13*z + 1
*
[ 14/15 ] 
f(z) = -225/112*z^3 + 47/28*z + 1
*
[ 4/5 ] 
f(z) = -225/104*z^3 + 59/52*z + 1
*
[ 3/4 ] 
f(z) = -235/108*z^3 + 57/64*z + 1
*
[ 3/4 ] 
f(z) = -229/108*z^3 + 55/64*z + 1
*
[ 3/4 ] 
f(z) = -223/108*z^3 + 53/64*z + 1
*
[ 12/17 ] 
f(z) = -221/108*z^3 + 41/68*z + 1
*
[ 2/3 ] 
f(z) = -235/104*z^3 + 59/117*z + 1
*
[ 2/3 ] 
f(z) = -233/104*z^3 + 58/117*z + 1
*
[ 2/3 ] 
f(z) = -229/104*z^3 + 56/117*z + 1
*
[ 2/3 ] 
f(z) = -227/104*z^3 + 55/117*z + 1
*
13/15 | 0.15708960131080416882936832293107690679 | 0.029004189295838524343735345905704507704
f(z) = -225/104*z^3 + 49/104*z + 1
*
[ 2/3 ] 
f(z) = -225/106*z^3 + 47/106*z + 1
*
[ 2/3 ] 
f(z) = -225/118*z^3 + 41/118*z + 1
*
[ 2/3 ] 
f(z) = -223/104*z^3 + 53/117*z + 1
*
[ 3 ] 
f(z) = -229/108*z^3 + 79/4*z + 1
*
2/15 | 0.18608332484892835922090367949314391544 | 0.029276301595645917272201797765688003973
f(z) = -225/104*z^3 + 72/13*z + 1
*
[ 3 ] 
f(z) = -223/108*z^3 + 77/4*z + 1
*
[ -3 ] 
f(z) = -221/108*z^3 + 79/4*z + 1
*
[ 3/2 ] 
f(z) = -221/108*z^3 + 79/16*z + 1
*
[ -3/5 ] 
f(z) = -235/108*z^3 + 69/20*z + 1
*
[ 3/4 ] 
f(z) = -232/117*z^3 + 61/78*z + 1
*
[ 2/3 ] 
f(z) = -239/104*z^3 + 61/117*z + 1
*
[ 2/3 ] 
f(z) = -231/100*z^3 + 79/150*z + 1
*
[ 2/3 ] 
f(z) = -237/116*z^3 + 71/174*z + 1
*
[ 2/3 ] 
f(z) = -231/116*z^3 + 67/174*z + 1
*
[ -3 ] 
f(z) = -239/108*z^3 + 85/4*z + 1
*
[ 3/2 ] 
f(z) = -239/108*z^3 + 85/16*z + 1
*
[ 3 ] 
f(z) = -235/108*z^3 + 81/4*z + 1
*
[ -3 ] 
f(z) = -233/108*z^3 + 83/4*z + 1
*
[ 3/2 ] 
f(z) = -233/108*z^3 + 83/16*z + 1
*
[ -3 ] 
f(z) = -227/108*z^3 + 81/4*z + 1
*
[ 3/2 ] 
f(z) = -227/108*z^3 + 81/16*z + 1
*
-2/15 | 0.072383885161220420051972367076074271047 | 0.011098260543230624633049706981824418606
f(z) = -225/104*z^3 + 85/13*z + 1
*
[ 26/15 ] 
f(z) = -225/104*z^3 + 90/13*z + 1
*
[ -2/3 ] 
f(z) = -225/112*z^3 + 95/28*z + 1
*
[ -4/5 ] 
f(z) = -225/112*z^3 + 99/28*z + 1
*
[ 3/4 ] 
f(z) = -224/111*z^3 + 89/111*z + 1
*
[ 2/3 ] 
f(z) = -237/100*z^3 + 83/150*z + 1
*
[ 2/3 ] 
f(z) = -234/109*z^3 + 99/218*z + 1
*
[ 2/3 ] 
f(z) = -225/101*z^3 + 99/202*z + 1
*
[ 2/3 ] 
f(z) = -225/103*z^3 + 97/206*z + 1
*
[ 2/3 ] 
f(z) = -225/107*z^3 + 93/214*z + 1
*
[ 2/3 ] 
f(z) = -225/109*z^3 + 91/218*z + 1
*
[ 2/3 ] 
f(z) = -234/113*z^3 + 95/226*z + 1
*
[ 2/3 ] 
f(z) = -234/115*z^3 + 93/230*z + 1
*
[ 2/3 ] 
f(z) = -234/119*z^3 + 89/238*z + 1
*
[ 2/3 ] 
f(z) = -225/113*z^3 + 87/226*z + 1
*
[ 2/3 ] 
f(z) = -225/119*z^3 + 81/238*z + 1
*
[ 2/3 ] 
f(z) = -223/112*z^3 + 97/252*z + 1
*
[ 2/3 ] 
f(z) = -221/112*z^3 + 95/252*z + 1
*
-2 | 0.11554370157498849035756035707146730620 | 0.016974672855370568981362103286183514551
f(z) = -239/104*z^3 + 113/13*z + 1
*
-2 | 0.11539028418212941047787732065507792748 | 0.016974300622272157624330317746853757677
f(z) = -237/104*z^3 + 112/13*z + 1
*
-2 | 0.11523554341164129227375031069994425661 | 0.016973931807948931254407148220745378964
f(z) = -235/104*z^3 + 111/13*z + 1
*
[ -3/2 ] 
f(z) = -235/108*z^3 + 105/16*z + 1
*
-2 | 0.11507945550544128499209318077009812369 | 0.016973566521261921314013278207944220101
f(z) = -233/104*z^3 + 110/13*z + 1
*
-2 | 0.11492199603997498549462157246040615411 | 0.016973204872413100895967911885599561596
f(z) = -231/104*z^3 + 109/13*z + 1
*
-2 | 0.11476313990037794734852897818295264673 | 0.016972846972802235814237065940022020646
f(z) = -229/104*z^3 + 108/13*z + 1
*
[ -3/2 ] 
f(z) = -229/108*z^3 + 103/16*z + 1
*
-2 | 0.11460286125333451542739297958320944773 | 0.016972492934860640214706925823431729910
f(z) = -227/104*z^3 + 107/13*z + 1
*
[ -26/15 ] 
f(z) = -225/104*z^3 + 105/13*z + 1
*
-2 | 0.11444113351855222822227311821555033607 | 0.016972142871859088774569720028111137748
f(z) = -225/104*z^3 + 106/13*z + 1
*
[ -2/15 ] 
f(z) = -225/104*z^3 + 111/13*z + 1
*
[ 2 ] 
f(z) = -225/104*z^3 + 119/13*z + 1
*
-2 | 0.11427792933876383129794058893911787079 | 0.016971796897686815845362292928502662362
f(z) = -223/104*z^3 + 105/13*z + 1
*
[ 2 ] 
f(z) = -223/104*z^3 + 118/13*z + 1
*
[ -3/2 ] 
f(z) = -223/108*z^3 + 101/16*z + 1
*
4/5 | 0.13676940626122825103461516669381412199 | 0.020993927553067643131094433971983670171
f(z) = -225/112*z^3 + 101/84*z + 1
*
[ 4/5 ] 
f(z) = -225/116*z^3 + 115/116*z + 1
*
[ 5/7 ] 
f(z) = -231/100*z^3 + 109/140*z + 1
*
[ 2/3 ] 
f(z) = -234/101*z^3 + 107/202*z + 1
*
[ 2/3 ] 
f(z) = -234/103*z^3 + 105/206*z + 1
*
[ 2/3 ] 
f(z) = -234/107*z^3 + 101/214*z + 1
*
[ 2/3 ] 
f(z) = -239/112*z^3 + 113/252*z + 1
*
[ 2/3 ] 
f(z) = -235/112*z^3 + 109/252*z + 1
*
[ 2/3 ] 
f(z) = -233/112*z^3 + 107/252*z + 1
*
[ 2/3 ] 
f(z) = -229/112*z^3 + 103/252*z + 1
*
[ 2/3 ] 
f(z) = -227/112*z^3 + 101/252*z + 1
*
[ 2 ] 
f(z) = -239/104*z^3 + 126/13*z + 1
*
[ -2 ] 
f(z) = -239/104*z^3 + 139/13*z + 1
*
[ 2 ] 
f(z) = -237/104*z^3 + 125/13*z + 1
*
[ -2 ] 
f(z) = -237/104*z^3 + 138/13*z + 1
*
[ 2 ] 
f(z) = -235/104*z^3 + 124/13*z + 1
*
[ -2 ] 
f(z) = -235/104*z^3 + 137/13*z + 1
*
[ 2 ] 
f(z) = -233/104*z^3 + 123/13*z + 1
*
[ -2 ] 
f(z) = -233/104*z^3 + 136/13*z + 1
*
[ 2 ] 
f(z) = -231/104*z^3 + 122/13*z + 1
*
[ -2 ] 
f(z) = -231/104*z^3 + 135/13*z + 1
*
[ 2 ] 
f(z) = -229/104*z^3 + 121/13*z + 1
*
[ -2 ] 
f(z) = -229/104*z^3 + 134/13*z + 1
*
[ 2 ] 
f(z) = -227/104*z^3 + 120/13*z + 1
*
[ -2 ] 
f(z) = -227/104*z^3 + 133/13*z + 1
*
[ -2 ] 
f(z) = -225/104*z^3 + 132/13*z + 1
*
[ -2 ] 
f(z) = -223/104*z^3 + 131/13*z + 1
*
[ -2/3 ] 
f(z) = -237/104*z^3 + 137/39*z + 1
*
[ -2/3 ] 
f(z) = -231/104*z^3 + 136/39*z + 1
*
[ 6/5 ] 
f(z) = -225/104*z^3 + 128/39*z + 1
*
[ -4/15 ] 
f(z) = -225/112*z^3 + 137/28*z + 1
*
[ -3/4 ] 
f(z) = -224/117*z^3 + 133/39*z + 1
*
[ -6/17 ] 
f(z) = -221/108*z^3 + 139/34*z + 1
*
-2/3 | 0.14809243192243031532341339113758974496 | 0.022552127200727089122372667794086035750
f(z) = -237/112*z^3 + 121/84*z + 1
*
[ 6/7 ] 
f(z) = -233/108*z^3 + 139/98*z + 1
*
[ 6/7 ] 
f(z) = -227/108*z^3 + 135/98*z + 1
*
[ 6/7 ] 
f(z) = -221/108*z^3 + 131/98*z + 1
*
[ 10/13 ] 
f(z) = -221/100*z^3 + 131/130*z + 1
*
[ 3/4 ] 
f(z) = -236/117*z^3 + 125/156*z + 1
*
[ -6 ] 
f(z) = -235/108*z^3 + 159/2*z + 1
*
[ 6 ] 
f(z) = -233/108*z^3 + 157/2*z + 1
*
[ -6 ] 
f(z) = -229/108*z^3 + 155/2*z + 1
*
[ 6 ] 
f(z) = -227/108*z^3 + 153/2*z + 1
*
[ -6 ] 
f(z) = -223/108*z^3 + 151/2*z + 1
*
[ 6 ] 
f(z) = -221/108*z^3 + 149/2*z + 1
*
[ -6/5 ] 
f(z) = -235/108*z^3 + 149/30*z + 1
*
[ -4/3 ] 
f(z) = -225/112*z^3 + 149/28*z + 1
*
[ 6/5 ] 
f(z) = -223/108*z^3 + 157/50*z + 1
*
-12/13 | 0.22426689198862564780302185165608228052 | 0.027064880434620951912864290268080329323
f(z) = -221/108*z^3 + 147/52*z + 1
*
[ 6/7 ] 
f(z) = -239/108*z^3 + 143/98*z + 1
*
[ 13/15 ] 
f(z) = -225/104*z^3 + 153/104*z + 1
*
[ 4/5 ] 
f(z) = -235/112*z^3 + 153/140*z + 1
*
[ 3/4 ] 
f(z) = -221/108*z^3 + 157/192*z + 1
*
[ 6 ] 
f(z) = -239/108*z^3 + 161/2*z + 1
*
[ 6/5 ] 
f(z) = -229/108*z^3 + 161/50*z + 1
*
[ 14/15 ] 
f(z) = -225/104*z^3 + 165/91*z + 1
*
[ 3/4 ] 
f(z) = -239/108*z^3 + 175/192*z + 1
*
[ 3/4 ] 
f(z) = -233/108*z^3 + 169/192*z + 1
*
[ 3/4 ] 
f(z) = -227/108*z^3 + 163/192*z + 1
*
[ 3/2 ] 
f(z) = -236/117*z^3 + 190/39*z + 1
*
[ 3/2 ] 
f(z) = -232/117*z^3 + 187/39*z + 1
*
[ -6/5 ] 
f(z) = -225/104*z^3 + 193/39*z + 1
*
[ 3/2 ] 
f(z) = -224/117*z^3 + 181/39*z + 1
*
[ -4/5 ] 
f(z) = -225/104*z^3 + 189/52*z + 1
*
[ -8/15 ] 
f(z) = -225/112*z^3 + 193/56*z + 1
*
[ -2/3 ] 
f(z) = -225/116*z^3 + 195/58*z + 1
*
[ -12/13 ] 
f(z) = -221/108*z^3 + 199/52*z + 1
*
[ 10/11 ] 
f(z) = -231/100*z^3 + 199/110*z + 1
*
-13/15 | 0.079062628674467145776773723849335565910 | 0.014597703661898083341223164142539042598
f(z) = -225/104*z^3 + 185/104*z + 1
*
[ 3/4 ] 
f(z) = -232/105*z^3 + 191/210*z + 1
*
[ 3/4 ] 
f(z) = -232/111*z^3 + 187/222*z + 1
*
-2 | 0.11509726738765662780492207662896769266 | 0.016987608616695363913789488152921517351
f(z) = -233/112*z^3 + 219/28*z + 1
*
-2 | 0.11478040160613174326968292532345837576 | 0.016987057882772983751930120788372005999
f(z) = -229/112*z^3 + 215/28*z + 1
*
-2 | 0.11461982879191308698175001359244594904 | 0.016986789029850771210491053039694950435
f(z) = -227/112*z^3 + 213/28*z + 1
*
[ 28/15 ] 
f(z) = -225/112*z^3 + 209/28*z + 1
*
-2 | 0.11429426744265536062456815313303375965 | 0.016986264811880856951065662376003735985
f(z) = -223/112*z^3 + 209/28*z + 1
*
-2 | 0.11412922211033404529785080933791942262 | 0.016986009624917311250454078498581055606
f(z) = -221/112*z^3 + 207/28*z + 1
*
[ 4/3 ] 
f(z) = -225/104*z^3 + 213/52*z + 1
*
4/5 | 0.16849492000475628300299826031622837984 | 0.022131581202372719006505709824694585121
f(z) = -225/112*z^3 + 205/252*z + 1
*
[ 3 ] 
f(z) = -227/108*z^3 + 235/12*z + 1
*
[ -3 ] 
f(z) = -223/108*z^3 + 239/12*z + 1
*
[ 3 ] 
f(z) = -221/108*z^3 + 229/12*z + 1
*
-2 | 0.11556225128478037217619918494762486171 | 0.016988465872025550078157476659481289671
f(z) = -239/112*z^3 + 225/28*z + 1
*
-2 | 0.11540859894463372853380570817360900035 | 0.016988176093372835422789168818617986817
f(z) = -237/112*z^3 + 223/28*z + 1
*
-2 | 0.11525361239105663019226231485665755157 | 0.016987890309714574689932218095348828129
f(z) = -235/112*z^3 + 221/28*z + 1
*
[ -3/2 ] 
f(z) = -232/117*z^3 + 239/39*z + 1
*
[ -3/2 ] 
f(z) = -224/117*z^3 + 233/39*z + 1
*
[ 2 ] 
f(z) = -223/112*z^3 + 237/28*z + 1
*
[ 2 ] 
f(z) = -221/112*z^3 + 235/28*z + 1
*
[ -2/5 ] 
f(z) = -225/116*z^3 + 221/58*z + 1
*
[ 3/2 ] 
f(z) = -223/108*z^3 + 239/48*z + 1
*
[ -6/5 ] 
f(z) = -221/108*z^3 + 239/50*z + 1
*
[ -3/4 ] 
f(z) = -239/108*z^3 + 229/64*z + 1
*
[ -3/4 ] 
f(z) = -233/108*z^3 + 227/64*z + 1
*
[ -3/4 ] 
f(z) = -227/108*z^3 + 225/64*z + 1
*
[ -3/4 ] 
f(z) = -221/108*z^3 + 223/64*z + 1
*
-6/5 | 0.15776616907583763612613654166636079525 | 0.023132813858486382091747735204263601883
f(z) = -225/112*z^3 + 229/84*z + 1
*
-4/5 | 0.16495030889923861272618946424422897003 | 0.023334242786500757167795024604317591654
f(z) = -235/112*z^3 + 223/140*z + 1
*
-5/7 | 0.22000648758857469681809723487290307205 | 0.029777575084650808860288765634914095534
f(z) = -231/100*z^3 + 221/140*z + 1
*
[ 4/5 ] 
f(z) = -225/106*z^3 + 235/212*z + 1
*
[ 4/5 ] 
f(z) = -225/118*z^3 + 229/236*z + 1
*
[ 3 ] 
f(z) = -239/108*z^3 + 247/12*z + 1
*
[ -3 ] 
f(z) = -235/108*z^3 + 251/12*z + 1
*
[ 3 ] 
f(z) = -233/108*z^3 + 241/12*z + 1
*
[ -3 ] 
f(z) = -229/108*z^3 + 245/12*z + 1
*
[ 2 ] 
f(z) = -239/112*z^3 + 253/28*z + 1
*
[ 2 ] 
f(z) = -237/112*z^3 + 251/28*z + 1
*
[ -3/2 ] 
f(z) = -236/117*z^3 + 242/39*z + 1
*
[ 2 ] 
f(z) = -235/112*z^3 + 249/28*z + 1
*
[ 2 ] 
f(z) = -233/112*z^3 + 247/28*z + 1
*
[ 2 ] 
f(z) = -229/112*z^3 + 243/28*z + 1
*
[ 2 ] 
f(z) = -227/112*z^3 + 241/28*z + 1
*
[ -6/5 ] 
f(z) = -239/108*z^3 + 251/50*z + 1
*
[ 3/2 ] 
f(z) = -235/108*z^3 + 251/48*z + 1
*
[ -6/5 ] 
f(z) = -233/108*z^3 + 247/50*z + 1
*
[ 3/2 ] 
f(z) = -229/108*z^3 + 245/48*z + 1
*
[ -6/5 ] 
f(z) = -227/108*z^3 + 243/50*z + 1
*
[ -4/15 ] 
f(z) = -225/104*z^3 + 255/52*z + 1
*
[ -2/5 ] 
f(z) = -235/104*z^3 + 251/65*z + 1
*
4/3 | 0.19579136082299920412287137970656083656 | 0.028294841942427281544007297700290845507
f(z) = -237/112*z^3 + 253/84*z + 1
*
[ 6/5 ] 
f(z) = -225/112*z^3 + 257/84*z + 1
*
-16/15 | 0.14013658749186845722663730221204407856 | 0.025398782757467776571444054148665698211
f(z) = -225/112*z^3 + 249/112*z + 1
*
[ 12/13 ] 
f(z) = -221/108*z^3 + 259/156*z + 1
*
[ -2 ] 
f(z) = -237/112*z^3 + 279/28*z + 1
*
[ -12/5 ] 
f(z) = -235/108*z^3 + 279/20*z + 1
*
[ -2 ] 
f(z) = -235/112*z^3 + 277/28*z + 1
*
[ -2 ] 
f(z) = -233/112*z^3 + 275/28*z + 1
*
[ -2 ] 
f(z) = -229/112*z^3 + 271/28*z + 1
*
[ -2 ] 
f(z) = -227/112*z^3 + 269/28*z + 1
*
[ -2 ] 
f(z) = -225/112*z^3 + 267/28*z + 1
*
[ -2 ] 
f(z) = -223/112*z^3 + 265/28*z + 1
*
[ -2 ] 
f(z) = -221/112*z^3 + 263/28*z + 1
*
[ -3/4 ] 
f(z) = -232/117*z^3 + 269/78*z + 1
*
[ 16/15 ] 
f(z) = -225/112*z^3 + 263/112*z + 1
*
[ 5/6 ] 
f(z) = -234/115*z^3 + 279/230*z + 1
*
[ -2 ] 
f(z) = -239/112*z^3 + 281/28*z + 1
*
-2/5 | 0.21480177272582290877650208839721368407 | 0.027844871211727880184582594280562225020
f(z) = -225/104*z^3 + 280/39*z + 1
*
[ -4/3 ] 
f(z) = -225/104*z^3 + 291/52*z + 1
*
[ -3/13 ] 
f(z) = -221/108*z^3 + 283/52*z + 1
*
[ -6/13 ] 
f(z) = -221/108*z^3 + 281/78*z + 1
*
[ -2/3 ] 
f(z) = -237/112*z^3 + 289/84*z + 1
*
-4/3 | 0.20677340828122521561834344918512909433 | 0.029233072757118851256182790746888136320
f(z) = -237/112*z^3 + 295/84*z + 1
*
-13/15 | 0.16283078954454584613824866516066228741 | 0.028736062161740790633726556761584249494
f(z) = -225/104*z^3 + 289/104*z + 1
*
-7/15 | 0.14987680177306302051173805776853233290 | 0.026449967505533743794191434164790669791
f(z) = -225/112*z^3 + 289/112*z + 1
*
[ 5/7 ] 
f(z) = -238/125*z^3 + 4/7*z + 1
*
[ 5/3 ] 
f(z) = -237/125*z^3 + 17/3*z + 1
*
[ 5/6 ] 
f(z) = -236/125*z^3 + 10/9*z + 1
*
[ -5/4 ] 
f(z) = -236/125*z^3 + 19/4*z + 1
*
[ -5/6 ] 
f(z) = -234/125*z^3 + 7/2*z + 1
*
[ 5/6 ] 
f(z) = -234/125*z^3 + 11/10*z + 1
*
[ -5/2 ] 
f(z) = -232/125*z^3 + 13*z + 1
*
[ 5/6 ] 
f(z) = -231/125*z^3 + 13/12*z + 1
*
[ 5/2 ] 
f(z) = -228/125*z^3 + 12*z + 1
*
[ 5/6 ] 
f(z) = -228/125*z^3 + 16/15*z + 1
*
[ 5/6 ] 
f(z) = -226/125*z^3 + 19/18*z + 1
*
[ 11/15 ] 
f(z) = -225/121*z^3 + 7/11*z + 1
*
4/15 | 0.11810978527404561494487722466276053190 | 0.021807163180721957334405921574466997262
f(z) = -225/128*z^3 + 11/8*z + 1
*
[ 2/3 ] 
f(z) = -225/136*z^3 + 4/17*z + 1
*
[ 5/4 ] 
f(z) = -224/125*z^3 + 3*z + 1
*
[ 3/4 ] 
f(z) = -224/135*z^3 + 3/5*z + 1
*
[ 5/3 ] 
f(z) = -222/125*z^3 + 16/3*z + 1
*
[ 3/4 ] 
f(z) = -236/135*z^3 + 13/20*z + 1
*
[ 3/4 ] 
f(z) = -232/135*z^3 + 19/30*z + 1
*
[ 5/7 ] 
f(z) = -231/125*z^3 + 19/35*z + 1
*
[ 2/3 ] 
f(z) = -225/128*z^3 + 9/32*z + 1
*
5/28 | 0.12336894447828172744079084157176789001 | 0.016767652343996671366095344855981843077
f(z) = -224/125*z^3 + 16/35*z + 1
*
[ 5/7 ] 
f(z) = -224/125*z^3 + 18/35*z + 1
*
[ 2/3 ] 
f(z) = -237/136*z^3 + 14/51*z + 1
*
[ 2/3 ] 
f(z) = -231/136*z^3 + 13/51*z + 1
*
[ 2/3 ] 
f(z) = -225/124*z^3 + 19/62*z + 1
*
[ 5/2 ] 
f(z) = -238/125*z^3 + 25/2*z + 1
*
[ -3/2 ] 
f(z) = -236/135*z^3 + 28/5*z + 1
*
[ 5/4 ] 
f(z) = -234/125*z^3 + 25/8*z + 1
*
[ 5/3 ] 
f(z) = -234/125*z^3 + 28/5*z + 1
*
[ -5/3 ] 
f(z) = -234/125*z^3 + 34/5*z + 1
*
[ 5/4 ] 
f(z) = -232/125*z^3 + 31/10*z + 1
*
[ 3/2 ] 
f(z) = -232/135*z^3 + 21/5*z + 1
*
[ -3/4 ] 
f(z) = -232/135*z^3 + 33/10*z + 1
*
[ -5/3 ] 
f(z) = -228/125*z^3 + 20/3*z + 1
*
[ -5/4 ] 
f(z) = -226/125*z^3 + 37/8*z + 1
*
[ -11/15 ] 
f(z) = -225/121*z^3 + 37/11*z + 1
*
-8/15 | 0.081264224109583551360184415828742509512 | 0.013754753438645777536787841607416364822
f(z) = -225/128*z^3 + 23/8*z + 1
*
[ 16/15 ] 
f(z) = -225/128*z^3 + 33/16*z + 1
*
[ -5/4 ] 
f(z) = -224/125*z^3 + 23/5*z + 1
*
[ -5/6 ] 
f(z) = -224/125*z^3 + 31/9*z + 1
*
[ -5/8 ] 
f(z) = -224/125*z^3 + 33/10*z + 1
*
[ -5/16 ] 
f(z) = -224/125*z^3 + 35/8*z + 1
*
[ -3/2 ] 
f(z) = -224/135*z^3 + 27/5*z + 1
*
[ -3/8 ] 
f(z) = -224/135*z^3 + 39/10*z + 1
*
[ -5/2 ] 
f(z) = -222/125*z^3 + 25/2*z + 1
*
[ 10/13 ] 
f(z) = -234/125*z^3 + 21/26*z + 1
*
15/14 | 0.19811749771172367631499473372348873667 | 0.026927079087375577892428461606334205142
f(z) = -224/135*z^3 + 34/35*z + 1
*
[ 5/6 ] 
f(z) = -222/125*z^3 + 31/30*z + 1
*
[ 5/6 ] 
f(z) = -221/125*z^3 + 37/36*z + 1
*
[ 4/5 ] 
f(z) = -235/128*z^3 + 37/40*z + 1
*
[ 5/7 ] 
f(z) = -233/125*z^3 + 27/49*z + 1
*
[ 5/7 ] 
f(z) = -228/125*z^3 + 26/49*z + 1
*
[ 5/7 ] 
f(z) = -223/125*z^3 + 25/49*z + 1
*
3/7 | 0.10921167202869263246649274348314920315 | 0.013565482027329061158563410924542497588
f(z) = -224/135*z^3 + 33/70*z + 1
*
[ 2/3 ] 
f(z) = -237/128*z^3 + 31/96*z + 1
*
[ 2/3 ] 
f(z) = -231/128*z^3 + 29/96*z + 1
*
[ 11/16 ] 
f(z) = -224/121*z^3 + 37/88*z + 1
*
[ 2/3 ] 
f(z) = -225/122*z^3 + 39/122*z + 1
*
[ 2/3 ] 
f(z) = -225/134*z^3 + 33/134*z + 1
*
[ 2/3 ] 
f(z) = -229/136*z^3 + 38/153*z + 1
*
[ 2/3 ] 
f(z) = -227/136*z^3 + 37/153*z + 1
*
[ 2/3 ] 
f(z) = -223/136*z^3 + 35/153*z + 1
*
[ -5 ] 
f(z) = -239/125*z^3 + 49*z + 1
*
[ 5/4 ] 
f(z) = -239/125*z^3 + 51/16*z + 1
*
[ 3/2 ] 
f(z) = -238/135*z^3 + 43/10*z + 1
*
[ -5/2 ] 
f(z) = -237/125*z^3 + 53/4*z + 1
*
[ 5 ] 
f(z) = -236/125*z^3 + 48*z + 1
*
[ 10/3 ] 
f(z) = -234/125*z^3 + 43/2*z + 1
*
[ -5 ] 
f(z) = -234/125*z^3 + 48*z + 1
*
[ 5/2 ] 
f(z) = -233/125*z^3 + 49/4*z + 1
*
[ -5/4 ] 
f(z) = -232/125*z^3 + 47/10*z + 1
*
[ 5/3 ] 
f(z) = -232/125*z^3 + 50/9*z + 1
*
[ 5 ] 
f(z) = -231/125*z^3 + 47*z + 1
*
[ 10/7 ] 
f(z) = -231/125*z^3 + 57/14*z + 1
*
[ -5 ] 
f(z) = -229/125*z^3 + 47*z + 1
*
[ 5/4 ] 
f(z) = -229/125*z^3 + 49/16*z + 1
*
[ -5/6 ] 
f(z) = -228/125*z^3 + 52/15*z + 1
*
[ -5/8 ] 
f(z) = -228/125*z^3 + 53/16*z + 1
*
[ 5/3 ] 
f(z) = -227/125*z^3 + 49/9*z + 1
*
[ -5/2 ] 
f(z) = -227/125*z^3 + 51/4*z + 1
*
[ 5 ] 
f(z) = -226/125*z^3 + 46*z + 1
*
[ 3/2 ] 
f(z) = -226/135*z^3 + 41/10*z + 1
*
-4/15 | 0.084022487554286318948989856907934368719 | 0.012686974604505287235083993070979633482
f(z) = -225/128*z^3 + 47/8*z + 1
*
[ -8/5 ] 
f(z) = -225/128*z^3 + 49/8*z + 1
*
[ -2/3 ] 
f(z) = -225/136*z^3 + 55/17*z + 1
*
[ -5 ] 
f(z) = -224/125*z^3 + 46*z + 1
*
[ -15/8 ] 
f(z) = -224/125*z^3 + 47/6*z + 1
*
5/4 | 0.18515618382740081981380421860572445515 | 0.021335139559251901123523074629995848155
f(z) = -224/125*z^3 + 47/14*z + 1
*
15/8 | 0.13971046811439709151592344149166058458 | 0.019538008815352547185539462826732483136
f(z) = -224/125*z^3 + 51/10*z + 1
*
[ 5/2 ] 
f(z) = -224/125*z^3 + 59/5*z + 1
*
[ -3/4 ] 
f(z) = -224/135*z^3 + 49/15*z + 1
*
[ 5/2 ] 
f(z) = -223/125*z^3 + 47/4*z + 1
*
[ -5/3 ] 
f(z) = -223/125*z^3 + 59/9*z + 1
*
[ 5 ] 
f(z) = -221/125*z^3 + 45*z + 1
*
[ 11/12 ] 
f(z) = -240/121*z^3 + 52/33*z + 1
*
5/21 | 0.20512032775110078390036844525327042386 | 0.024083089715262571248090933354013781714
f(z) = -231/125*z^3 + 40/21*z + 1
*
-3/4 | 0.19356249020915608802916326563226752896 | 0.025631603097331673619125130736188919654
f(z) = -238/135*z^3 + 53/40*z + 1
*
[ 5/6 ] 
f(z) = -232/125*z^3 + 49/45*z + 1
*
-3/4 | 0.21411257603079054779965809968844430372 | 0.028548432766645555724397317603685473228
f(z) = -226/135*z^3 + 51/40*z + 1
*
[ 5/6 ] 
f(z) = -224/125*z^3 + 47/45*z + 1
*
[ 4/5 ] 
f(z) = -225/136*z^3 + 55/68*z + 1
*
3/4 | 0.22493239577148318144093652519505498993 | 0.027939471262746214813657456602593625856
f(z) = -224/135*z^3 + 47/70*z + 1
*
[ 3/4 ] 
f(z) = -239/135*z^3 + 53/80*z + 1
*
[ 3/4 ] 
f(z) = -233/135*z^3 + 51/80*z + 1
*
[ 8/11 ] 
f(z) = -231/128*z^3 + 51/88*z + 1
*
[ 3/4 ] 
f(z) = -227/135*z^3 + 49/80*z + 1
*
[ 3/4 ] 
f(z) = -221/135*z^3 + 47/80*z + 1
*
[ 2/3 ] 
f(z) = -239/120*z^3 + 52/135*z + 1
*
[ 2/3 ] 
f(z) = -233/120*z^3 + 49/135*z + 1
*
[ 2/3 ] 
f(z) = -229/120*z^3 + 47/135*z + 1
*
[ 2/3 ] 
f(z) = -227/120*z^3 + 46/135*z + 1
*
55/84 | 0.20704880653981681196591349107583497484 | 0.020203967804232094436917613188510300032
f(z) = -224/125*z^3 + 59/126*z + 1
*
-3/16 | 0.10082202318902362593621209927191588222 | 0.013458929952446061362450153475712718908
f(z) = -224/135*z^3 + 47/120*z + 1
*
[ 2/3 ] 
f(z) = -223/120*z^3 + 44/135*z + 1
*
[ 2/3 ] 
f(z) = -221/120*z^3 + 43/135*z + 1
*
[ 2/3 ] 
f(z) = -239/136*z^3 + 43/153*z + 1
*
[ 2/3 ] 
f(z) = -235/136*z^3 + 41/153*z + 1
*
[ 2/3 ] 
f(z) = -233/136*z^3 + 40/153*z + 1
*
[ -5/3 ] 
f(z) = -238/125*z^3 + 62/9*z + 1
*
[ 5/2 ] 
f(z) = -236/125*z^3 + 62/5*z + 1
*
[ -5/2 ] 
f(z) = -236/125*z^3 + 66/5*z + 1
*
[ 3/2 ] 
f(z) = -236/135*z^3 + 64/15*z + 1
*
-20/39 | 0.24983078582713623544041371931095997328 | 0.027947817739712285465160101111665215034
f(z) = -234/125*z^3 + 61/13*z + 1
*
[ -5/3 ] 
f(z) = -233/125*z^3 + 61/9*z + 1
*
[ 5/2 ] 
f(z) = -232/125*z^3 + 61/5*z + 1
*
[ -5/12 ] 
f(z) = -232/125*z^3 + 67/18*z + 1
*
[ -5/4 ] 
f(z) = -231/125*z^3 + 75/16*z + 1
*
[ -5/2 ] 
f(z) = -228/125*z^3 + 64/5*z + 1
*
[ 3 ] 
f(z) = -227/135*z^3 + 79/5*z + 1
*
[ -16/15 ] 
f(z) = -225/128*z^3 + 63/16*z + 1
*
[ -2/5 ] 
f(z) = -225/136*z^3 + 64/17*z + 1
*
[ -5/2 ] 
f(z) = -224/125*z^3 + 63/5*z + 1
*
[ -10/7 ] 
f(z) = -224/125*z^3 + 75/14*z + 1
*
[ 3/2 ] 
f(z) = -224/135*z^3 + 61/15*z + 1
*
[ 15/8 ] 
f(z) = -224/135*z^3 + 63/10*z + 1
*
-3/8 | 0.19239787450690487119915486455765241991 | 0.025551038704761688169994038071544828744
f(z) = -224/135*z^3 + 69/10*z + 1
*
[ 3 ] 
f(z) = -224/135*z^3 + 78/5*z + 1
*
[ -5/4 ] 
f(z) = -221/125*z^3 + 73/16*z + 1
*
[ 3 ] 
f(z) = -221/135*z^3 + 77/5*z + 1
*
[ 5/4 ] 
f(z) = -236/125*z^3 + 63/20*z + 1
*
55/39 | 0.23460544538618516804815472758106038974 | 0.026150230515796839609242358738785715834
f(z) = -234/125*z^3 + 63/26*z + 1
*
[ 5/4 ] 
f(z) = -228/125*z^3 + 61/20*z + 1
*
[ -15/28 ] 
f(z) = -224/125*z^3 + 71/21*z + 1
*
39/28 | 0.21638877058417551479820593805913836499 | 0.028907756753347290340235603059965473000
f(z) = -224/135*z^3 + 66/35*z + 1
*
[ 15/14 ] 
f(z) = -224/135*z^3 + 69/35*z + 1
*
4/3 | 0.19939729372137436344268623196527889575 | 0.028342527496640270586463623878131538687
f(z) = -225/128*z^3 + 71/40*z + 1
*
[ 6/7 ] 
f(z) = -238/135*z^3 + 79/70*z + 1
*
[ 5/6 ] 
f(z) = -237/125*z^3 + 67/60*z + 1
*
[ 11/14 ] 
f(z) = -224/121*z^3 + 67/77*z + 1
*
65/56 | 0.19751998888876559045903085125853192731 | 0.024534500841675842675242011913662115248
f(z) = -224/125*z^3 + 71/70*z + 1
*
[ 3/4 ] 
f(z) = -238/135*z^3 + 79/120*z + 1
*
[ 3/4 ] 
f(z) = -226/135*z^3 + 73/120*z + 1
*
-8/21 | 0.17228744750467397235925932382533497540 | 0.020300301933942188397023895911761955143
f(z) = -231/128*z^3 + 65/168*z + 1
*
15/32 | 0.17100208729407827450348328367062586168 | 0.019262670927932197522243773460165641360
f(z) = -224/135*z^3 + 69/160*z + 1
*
[ 2/3 ] 
f(z) = -237/124*z^3 + 65/186*z + 1
*
[ 2/3 ] 
f(z) = -231/124*z^3 + 61/186*z + 1
*
[ 2/3 ] 
f(z) = -225/121*z^3 + 79/242*z + 1
*
[ 2/3 ] 
f(z) = -225/127*z^3 + 73/254*z + 1
*
[ 2/3 ] 
f(z) = -234/131*z^3 + 77/262*z + 1
*
[ 2/3 ] 
f(z) = -234/133*z^3 + 75/266*z + 1
*
[ 2/3 ] 
f(z) = -234/137*z^3 + 71/274*z + 1
*
[ 2/3 ] 
f(z) = -234/139*z^3 + 69/278*z + 1
*
[ 2/3 ] 
f(z) = -225/131*z^3 + 69/262*z + 1
*
[ 2/3 ] 
f(z) = -225/133*z^3 + 67/266*z + 1
*
[ 2/3 ] 
f(z) = -225/137*z^3 + 63/274*z + 1
*
[ 2/3 ] 
f(z) = -225/139*z^3 + 61/278*z + 1
*
[ 2/3 ] 
f(z) = -223/128*z^3 + 79/288*z + 1
*
[ 2/3 ] 
f(z) = -221/128*z^3 + 77/288*z + 1
*
[ 3 ] 
f(z) = -239/135*z^3 + 83/5*z + 1
*
[ -3 ] 
f(z) = -238/135*z^3 + 86/5*z + 1
*
[ 3 ] 
f(z) = -236/135*z^3 + 82/5*z + 1
*
[ 3 ] 
f(z) = -233/135*z^3 + 81/5*z + 1
*
[ -3/2 ] 
f(z) = -232/135*z^3 + 83/15*z + 1
*
[ -3 ] 
f(z) = -232/135*z^3 + 84/5*z + 1
*
[ 5/3 ] 
f(z) = -231/125*z^3 + 83/15*z + 1
*
[ -3 ] 
f(z) = -229/135*z^3 + 83/5*z + 1
*
[ 5/3 ] 
f(z) = -228/125*z^3 + 82/15*z + 1
*
[ -3 ] 
f(z) = -226/135*z^3 + 82/5*z + 1
*
[ -3 ] 
f(z) = -223/135*z^3 + 81/5*z + 1
*
[ -5/3 ] 
f(z) = -222/125*z^3 + 98/15*z + 1
*
[ 4/3 ] 
f(z) = -237/128*z^3 + 85/24*z + 1
*
[ -5/9 ] 
f(z) = -231/125*z^3 + 91/27*z + 1
*
[ 4/3 ] 
f(z) = -231/128*z^3 + 83/24*z + 1
*
[ 3/2 ] 
f(z) = -229/135*z^3 + 83/20*z + 1
*
[ -5/4 ] 
f(z) = -228/125*z^3 + 93/20*z + 1
*
[ 22/15 ] 
f(z) = -225/121*z^3 + 95/22*z + 1
*
8/5 | 0.12207033425369739995450291444646120250 | 0.016918402522099080390698958214383082214
f(z) = -225/128*z^3 + 85/24*z + 1
*
8/5 | 0.21789611360758011235893421571290356388 | 0.029656625220492962109675635691965697231
f(z) = -225/128*z^3 + 97/24*z + 1
*
[ 11/8 ] 
f(z) = -224/121*z^3 + 83/22*z + 1
*
-15/28 | 0.22553717671645196433573932881166617886 | 0.028693621723581238001260955349889845031
f(z) = -224/135*z^3 + 96/35*z + 1
*
[ 3/2 ] 
f(z) = -223/135*z^3 + 81/20*z + 1
*
[ -5/12 ] 
f(z) = -222/125*z^3 + 89/24*z + 1
*
[ -10/13 ] 
f(z) = -221/125*z^3 + 87/26*z + 1
*
[ 15/13 ] 
f(z) = -221/125*z^3 + 97/39*z + 1
*
[ 15/17 ] 
f(z) = -221/135*z^3 + 97/85*z + 1
*
5/7 | 0.20159892583068591334887308284496527587 | 0.023754017621105654980811908785086872349
f(z) = -231/125*z^3 + 92/105*z + 1
*
-10/33 | 0.13417657683881163437142339516511074990 | 0.012995033675464870803083560609459226561
f(z) = -231/125*z^3 + 95/132*z + 1
*
[ 3/4 ] 
f(z) = -224/123*z^3 + 85/123*z + 1
*
[ 3/4 ] 
f(z) = -224/129*z^3 + 83/129*z + 1
*
[ 10/13 ] 
f(z) = -221/125*z^3 + 97/130*z + 1
*
[ 34/45 ] 
f(z) = -225/136*z^3 + 95/153*z + 1
*
[ 11/16 ] 
f(z) = -240/121*z^3 + 85/176*z + 1
*
[ 2/3 ] 
f(z) = -234/121*z^3 + 87/242*z + 1
*
[ 2/3 ] 
f(z) = -234/125*z^3 + 83/250*z + 1
*
[ 2/3 ] 
f(z) = -234/127*z^3 + 81/254*z + 1
*
[ 2/3 ] 
f(z) = -239/128*z^3 + 95/288*z + 1
*
[ 2/3 ] 
f(z) = -235/128*z^3 + 91/288*z + 1
*
[ 2/3 ] 
f(z) = -233/128*z^3 + 89/288*z + 1
*
[ 2/3 ] 
f(z) = -229/128*z^3 + 85/288*z + 1
*
[ 2/3 ] 
f(z) = -227/128*z^3 + 83/288*z + 1
*
2/5 | 0.22628847873261888859324608396911771648 | 0.029722687438238360437996613767570974752
f(z) = -225/128*z^3 + 97/288*z + 1
*
-2 | 0.095232716380275759856022967431057759013 | 0.014009054300992290890902863063425604346
f(z) = -239/120*z^3 + 112/15*z + 1
*
-2 | 0.11559733863780624553056686593941281749 | 0.017027223416731721047011807197157326861
f(z) = -239/136*z^3 + 111/17*z + 1
*
[ -5/3 ] 
f(z) = -237/125*z^3 + 103/15*z + 1
*
-2 | 0.11544261640597754706040492641474671311 | 0.017027130692869269338408164205504307420
f(z) = -237/136*z^3 + 110/17*z + 1
*
-2 | 0.11528651651987216765837934318935752832 | 0.017027042092429128741573705330228397594
f(z) = -235/136*z^3 + 109/17*z + 1
*
-2 | 0.094767844539532438317165989685713359349 | 0.013996572424020258754560438967528366011
f(z) = -233/120*z^3 + 109/15*z + 1
*
-2 | 0.11512901283192429561738561510993656234 | 0.017026957598252335283800734520160919924
f(z) = -233/136*z^3 + 108/17*z + 1
*
[ -5/3 ] 
f(z) = -231/125*z^3 + 101/15*z + 1
*
-2 | 0.11497007840166630250173674854811789355 | 0.017026877183102431671179022086757225405
f(z) = -231/136*z^3 + 107/17*z + 1
*
-2 | 0.094450296770297909588813952858144832630 | 0.013987931689469306694528825891022552963
f(z) = -229/120*z^3 + 107/15*z + 1
*
-2 | 0.11480968546165884830197450233293039996 | 0.017026800808579829240667745124913785143
f(z) = -229/136*z^3 + 106/17*z + 1
*
-2 | 0.094289360839292649967767556705472245423 | 0.013983542929530004851856350363913876647
f(z) = -227/120*z^3 + 106/15*z + 1
*
-2 | 0.11464780538148458262516411974105075803 | 0.017026728423929017077859164738392414928
f(z) = -227/136*z^3 + 105/17*z + 1
*
[ 5/2 ] 
f(z) = -226/125*z^3 + 119/10*z + 1
*
[ 11/5 ] 
f(z) = -225/121*z^3 + 105/11*z + 1
*
[ -11/5 ] 
f(z) = -225/121*z^3 + 115/11*z + 1
*
-4/15 | 0.21306048946362939256465207590679450065 | 0.028763514377477310837991147889275680715
f(z) = -225/128*z^3 + 103/8*z + 1
*
[ 8/3 ] 
f(z) = -225/128*z^3 + 105/8*z + 1
*
-2 | 0.11448440862966650506508087546605243459 | 0.017026659964727506743089276134437271746
f(z) = -225/136*z^3 + 104/17*z + 1
*
15/7 | 0.26611281786535999204262676556833562459 | 0.027900730980508439832510861504604539036
f(z) = -224/125*z^3 + 111/14*z + 1
*
-2 | 0.093963025607391517146119780057915126079 | 0.013974623317043194550579576614936779536
f(z) = -223/120*z^3 + 104/15*z + 1
*
[ 2 ] 
f(z) = -223/120*z^3 + 119/15*z + 1
*
-2 | 0.11431946473335989248181497431651554304 | 0.017026595351444146479021600512262795151
f(z) = -223/136*z^3 + 103/17*z + 1
*
[ 5/2 ] 
f(z) = -222/125*z^3 + 117/10*z + 1
*
-2 | 0.093796534417648782629589144027001849459 | 0.013969936271325753357805609420234403406
f(z) = -221/120*z^3 + 103/15*z + 1
*
[ 2 ] 
f(z) = -221/120*z^3 + 118/15*z + 1
*
[ -3/2 ] 
f(z) = -239/135*z^3 + 113/20*z + 1
*
[ -5/8 ] 
f(z) = -238/125*z^3 + 107/32*z + 1
*
[ -5/7 ] 
f(z) = -238/125*z^3 + 118/35*z + 1
*
-5/6 | 0.28532205977687625891857119314454178983 | 0.029914733519776910499162624403395279415
f(z) = -234/125*z^3 + 111/26*z + 1
*
[ -3/2 ] 
f(z) = -233/135*z^3 + 111/20*z + 1
*
[ -5/14 ] 
f(z) = -231/125*z^3 + 113/28*z + 1
*
[ -5/7 ] 
f(z) = -231/125*z^3 + 117/35*z + 1
*
[ -4/3 ] 
f(z) = -231/128*z^3 + 119/24*z + 1
*
5/3 | 0.16643045933024560151734740869095950248 | 0.020809011443162440812215447926295132964
f(z) = -228/125*z^3 + 119/30*z + 1
*
[ -3/2 ] 
f(z) = -227/135*z^3 + 109/20*z + 1
*
[ -2/3 ] 
f(z) = -225/128*z^3 + 105/32*z + 1
*
[ -11/8 ] 
f(z) = -224/121*z^3 + 115/22*z + 1
*
[ -5/7 ] 
f(z) = -224/125*z^3 + 116/35*z + 1
*
[ -15/28 ] 
f(z) = -224/135*z^3 + 117/35*z + 1
*
[ -5/6 ] 
f(z) = -222/125*z^3 + 103/30*z + 1
*
[ -3/2 ] 
f(z) = -221/135*z^3 + 107/20*z + 1
*
5/58 | 0.23235823159710222069546943442056124354 | 0.024361714564901140652361123079014130086
f(z) = -232/125*z^3 + 111/58*z + 1
*
[ 11/10 ] 
f(z) = -225/121*z^3 + 103/44*z + 1
*
-15/16 | 0.22498136442776028742035948886505378265 | 0.028167792722901452873721199758466459689
f(z) = -224/135*z^3 + 109/40*z + 1
*
[ 5/4 ] 
f(z) = -222/125*z^3 + 119/40*z + 1
*
5/4 | 0.10839975735457400441715153397678976913 | 0.013696778108240758518758542667879209904
f(z) = -228/125*z^3 + 103/60*z + 1
*
-8/9 | 0.22210904396403477565468493877824981667 | 0.029173724300605913686481416083649539340
f(z) = -225/128*z^3 + 109/72*z + 1
*
-15/56 | 0.085878278990974703320300970454570748308 | 0.010667177129967837560789820591455862571
f(z) = -224/125*z^3 + 107/70*z + 1
*
[ 5/6 ] 
f(z) = -238/125*z^3 + 101/90*z + 1
*
-3/4 | 0.22129256191018870283631086443883216172 | 0.026966144629964279201998140832142373470
f(z) = -229/135*z^3 + 103/80*z + 1
*
-3/4 | 0.23011937996375973816864956431543091149 | 0.028132777254419496543103859641385892602
f(z) = -223/135*z^3 + 101/80*z + 1
*
[ 4/5 ] 
f(z) = -225/124*z^3 + 113/124*z + 1
*
[ 45/56 ] 
f(z) = -224/125*z^3 + 115/126*z + 1
*
[ 11/15 ] 
f(z) = -240/121*z^3 + 116/165*z + 1
*
3/7 | 0.17811629879350350555480421757970644263 | 0.021958956501491527871144959838006582379
f(z) = -238/135*z^3 + 103/210*z + 1
*
8/11 | 0.19831473018838454484040650906486451303 | 0.022185522773060799030870653475528874770
f(z) = -231/128*z^3 + 109/264*z + 1
*
[ 2 ] 
f(z) = -239/120*z^3 + 127/15*z + 1
*
[ 2 ] 
f(z) = -239/136*z^3 + 128/17*z + 1
*
[ -5/2 ] 
f(z) = -238/125*z^3 + 133/10*z + 1
*
[ 2 ] 
f(z) = -237/136*z^3 + 127/17*z + 1
*
[ 2 ] 
f(z) = -235/136*z^3 + 126/17*z + 1
*
[ 5/2 ] 
f(z) = -234/125*z^3 + 123/10*z + 1
*
[ -5/2 ] 
f(z) = -234/125*z^3 + 131/10*z + 1
*
[ 2 ] 
f(z) = -233/120*z^3 + 124/15*z + 1
*
[ -2 ] 
f(z) = -233/120*z^3 + 139/15*z + 1
*
[ 2 ] 
f(z) = -233/136*z^3 + 125/17*z + 1
*
[ -10/3 ] 
f(z) = -231/125*z^3 + 131/6*z + 1
*
[ 2 ] 
f(z) = -231/136*z^3 + 124/17*z + 1
*
[ 2 ] 
f(z) = -229/120*z^3 + 122/15*z + 1
*
[ -2 ] 
f(z) = -229/120*z^3 + 137/15*z + 1
*
[ 2 ] 
f(z) = -229/136*z^3 + 123/17*z + 1
*
[ 2 ] 
f(z) = -227/120*z^3 + 121/15*z + 1
*
[ -2 ] 
f(z) = -227/120*z^3 + 136/15*z + 1
*
[ 2 ] 
f(z) = -227/136*z^3 + 122/17*z + 1
*
[ -2 ] 
f(z) = -227/136*z^3 + 139/17*z + 1
*
[ -5/2 ] 
f(z) = -226/125*z^3 + 127/10*z + 1
*
[ 2 ] 
f(z) = -225/136*z^3 + 121/17*z + 1
*
[ -2 ] 
f(z) = -225/136*z^3 + 138/17*z + 1
*
[ -15/4 ] 
f(z) = -224/135*z^3 + 123/5*z + 1
*
[ -2 ] 
f(z) = -223/120*z^3 + 134/15*z + 1
*
[ 2 ] 
f(z) = -223/136*z^3 + 120/17*z + 1
*
[ -2 ] 
f(z) = -223/136*z^3 + 137/17*z + 1
*
[ -2 ] 
f(z) = -221/120*z^3 + 133/15*z + 1
*
[ -11/12 ] 
f(z) = -240/121*z^3 + 124/33*z + 1
*
[ -5/6 ] 
f(z) = -239/125*z^3 + 127/36*z + 1
*
[ -3/7 ] 
f(z) = -238/135*z^3 + 128/35*z + 1
*
[ -4/3 ] 
f(z) = -237/128*z^3 + 121/24*z + 1
*
[ -5/6 ] 
f(z) = -229/125*z^3 + 125/36*z + 1
*
[ -5/18 ] 
f(z) = -228/125*z^3 + 128/27*z + 1
*
[ -22/15 ] 
f(z) = -225/121*z^3 + 125/22*z + 1
*
[ -2/5 ] 
f(z) = -225/128*z^3 + 121/32*z + 1
*
-5/4 | 0.19751956061106260623151789442828002535 | 0.024644763921670793691855872202523558613
f(z) = -224/125*z^3 + 121/35*z + 1
*
[ 11/10 ] 
f(z) = -240/121*z^3 + 137/55*z + 1
*
[ 5/4 ] 
f(z) = -238/125*z^3 + 127/40*z + 1
*
[ -3/4 ] 
f(z) = -238/135*z^3 + 133/40*z + 1
*
[ -4/5 ] 
f(z) = -235/128*z^3 + 137/40*z + 1
*
[ -5/8 ] 
f(z) = -232/125*z^3 + 133/40*z + 1
*
[ 8/7 ] 
f(z) = -231/128*z^3 + 139/56*z + 1
*
[ 10/9 ] 
f(z) = -228/125*z^3 + 127/54*z + 1
*
[ 5/4 ] 
f(z) = -226/125*z^3 + 121/40*z + 1
*
[ -3/4 ] 
f(z) = -226/135*z^3 + 131/40*z + 1
*
[ 6/5 ] 
f(z) = -225/136*z^3 + 130/51*z + 1
*
4/5 | 0.15042271247298292039044837881502030032 | 0.019748869633421518807652626271131844609
f(z) = -225/128*z^3 + 127/72*z + 1
*
-2/3 | 0.19425833229714227859428358196339518670 | 0.029582461189245417821936749182924771534
f(z) = -237/128*z^3 + 127/96*z + 1
*
[ 11/12 ] 
f(z) = -234/121*z^3 + 135/88*z + 1
*
-2/3 | 0.19168554759628549642818283884246450608 | 0.029305101432041355013725479691775747053
f(z) = -231/128*z^3 + 125/96*z + 1
*
-8/13 | 0.23877850364973165470088864642026269364 | 0.029985576227133772827320273403350952525
f(z) = -221/128*z^3 + 133/104*z + 1
*
4/21 | 0.20151797356245322299690564381360936301 | 0.023744479169458929479963509871267711950
f(z) = -231/128*z^3 + 137/168*z + 1
*
[ 5/7 ] 
f(z) = -237/125*z^3 + 139/245*z + 1
*
[ 5/7 ] 
f(z) = -236/125*z^3 + 138/245*z + 1
*
[ 5/7 ] 
f(z) = -234/125*z^3 + 136/245*z + 1
*
[ 5/7 ] 
f(z) = -232/125*z^3 + 134/245*z + 1
*
[ 5/7 ] 
f(z) = -229/125*z^3 + 131/245*z + 1
*
[ 5/7 ] 
f(z) = -227/125*z^3 + 129/245*z + 1
*
[ 5/7 ] 
f(z) = -226/125*z^3 + 128/245*z + 1
*
[ 5/7 ] 
f(z) = -222/125*z^3 + 124/245*z + 1
*
[ 5/7 ] 
f(z) = -221/125*z^3 + 123/245*z + 1
*
[ 32/45 ] 
f(z) = -225/128*z^3 + 139/288*z + 1
*
[ -2 ] 
f(z) = -239/120*z^3 + 142/15*z + 1
*
[ -2 ] 
f(z) = -239/136*z^3 + 145/17*z + 1
*
[ -2 ] 
f(z) = -237/136*z^3 + 144/17*z + 1
*
[ -2 ] 
f(z) = -235/136*z^3 + 143/17*z + 1
*
[ -2 ] 
f(z) = -233/136*z^3 + 142/17*z + 1
*
[ -2 ] 
f(z) = -231/136*z^3 + 141/17*z + 1
*
[ -2 ] 
f(z) = -229/136*z^3 + 140/17*z + 1
*
[ -2/15 ] 
f(z) = -225/136*z^3 + 145/17*z + 1
*
[ 34/15 ] 
f(z) = -225/136*z^3 + 154/17*z + 1
*
[ 11/6 ] 
f(z) = -234/121*z^3 + 153/22*z + 1
*
[ -5/14 ] 
f(z) = -224/125*z^3 + 141/35*z + 1
*
-3/4 | 0.19575940257393033876314003841690815495 | 0.027340434414551319689946028870567106374
f(z) = -224/135*z^3 + 143/30*z + 1
*
[ -5/6 ] 
f(z) = -236/125*z^3 + 158/45*z + 1
*
[ -5/12 ] 
f(z) = -234/125*z^3 + 149/40*z + 1
*
[ -5/9 ] 
f(z) = -234/125*z^3 + 152/45*z + 1
*
[ -5/6 ] 
f(z) = -232/125*z^3 + 157/45*z + 1
*
-15/16 | 0.22234954873261622056142676724764501319 | 0.026828601628647413700387674020158311715
f(z) = -224/125*z^3 + 159/40*z + 1
*
-20/21 | 0.29590200553977478584755932137154441265 | 0.029970118228135006533690145607293293220
f(z) = -231/125*z^3 + 145/84*z + 1
*
[ 11/12 ] 
f(z) = -224/121*z^3 + 145/99*z + 1
*
10/13 | 0.26326632849457527900109905181792070732 | 0.026066716369400635088529848611882213637
f(z) = -234/125*z^3 + 149/104*z + 1
*
[ 10/11 ] 
f(z) = -231/125*z^3 + 157/110*z + 1
*
[ 11/14 ] 
f(z) = -238/121*z^3 + 145/154*z + 1
*
[ 10/13 ] 
f(z) = -221/120*z^3 + 154/195*z + 1
*
[ 5/7 ] 
f(z) = -239/125*z^3 + 141/245*z + 1
*
[ 3/4 ] 
f(z) = -229/135*z^3 + 149/240*z + 1
*
[ 3/4 ] 
f(z) = -223/135*z^3 + 143/240*z + 1
*
[ 11/4 ] 
f(z) = -240/121*z^3 + 172/11*z + 1
*
[ 15/4 ] 
f(z) = -232/125*z^3 + 161/6*z + 1
*
[ -5/38 ] 
f(z) = -228/125*z^3 + 164/19*z + 1
*
[ -34/15 ] 
f(z) = -225/136*z^3 + 169/17*z + 1
*
[ 11/4 ] 
f(z) = -224/121*z^3 + 161/11*z + 1
*
[ -11/4 ] 
f(z) = -224/121*z^3 + 169/11*z + 1
*
[ -5/56 ] 
f(z) = -224/125*z^3 + 171/14*z + 1
*
[ -3/2 ] 
f(z) = -238/135*z^3 + 169/30*z + 1
*
[ -11/6 ] 
f(z) = -234/121*z^3 + 177/22*z + 1
*
[ -5/26 ] 
f(z) = -234/125*z^3 + 163/26*z + 1
*
[ -15/13 ] 
f(z) = -234/125*z^3 + 170/39*z + 1
*
-15/7 | 0.29541903487279823151490138831057815291 | 0.029701377460537367803523636777617475211
f(z) = -231/125*z^3 + 167/21*z + 1
*
[ -3/2 ] 
f(z) = -226/135*z^3 + 163/30*z + 1
*
-15/8 | 0.18577754993812942199737317983082855517 | 0.025396036049773066413301001712769518723
f(z) = -224/135*z^3 + 167/30*z + 1
*
[ 11/8 ] 
f(z) = -240/121*z^3 + 177/44*z + 1
*
[ -15/14 ] 
f(z) = -238/125*z^3 + 173/42*z + 1
*
[ -5/7 ] 
f(z) = -237/125*z^3 + 165/49*z + 1
*
[ -5/12 ] 
f(z) = -237/125*z^3 + 179/48*z + 1
*
[ -2/3 ] 
f(z) = -237/136*z^3 + 167/51*z + 1
*
[ -20/39 ] 
f(z) = -234/125*z^3 + 179/52*z + 1
*
[ -5/7 ] 
f(z) = -232/125*z^3 + 164/49*z + 1
*
[ -2/3 ] 
f(z) = -231/136*z^3 + 166/51*z + 1
*
[ -5/7 ] 
f(z) = -227/125*z^3 + 163/49*z + 1
*
[ -11/30 ] 
f(z) = -225/121*z^3 + 175/44*z + 1
*
-4/3 | 0.19618910628551957278724431310579218795 | 0.024940332244105465508223750807712386554
f(z) = -225/128*z^3 + 163/40*z + 1
*
[ -5/12 ] 
f(z) = -224/125*z^3 + 167/45*z + 1
*
[ -5/7 ] 
f(z) = -222/125*z^3 + 162/49*z + 1
*
[ -15/17 ] 
f(z) = -221/125*z^3 + 179/51*z + 1
*
-4/5 | 0.22950679871025319883113883247968434941 | 0.029175808588395759933265646924887826792
f(z) = -225/128*z^3 + 163/72*z + 1
*
[ 14/15 ] 
f(z) = -225/136*z^3 + 163/119*z + 1
*
-5/39 | 0.17650481380027031066711438337994818789 | 0.020256668602568282824415191593653395432
f(z) = -234/125*z^3 + 173/130*z + 1
*
[ 15/16 ] 
f(z) = -224/135*z^3 + 167/120*z + 1
*
[ 11/13 ] 
f(z) = -234/121*z^3 + 172/143*z + 1
*
[ 11/13 ] 
f(z) = -221/121*z^3 + 161/143*z + 1
*
[ 4/5 ] 
f(z) = -229/128*z^3 + 179/200*z + 1
*
[ 4/5 ] 
f(z) = -227/128*z^3 + 177/200*z + 1
*
[ 4/5 ] 
f(z) = -223/128*z^3 + 173/200*z + 1
*
[ 4/5 ] 
f(z) = -221/128*z^3 + 171/200*z + 1
*
20/39 | 0.31069750774047832898908741335093436703 | 0.028626523334138366179059030655254184820
f(z) = -221/125*z^3 + 179/234*z + 1
*
[ 3/4 ] 
f(z) = -232/123*z^3 + 179/246*z + 1
*
[ 3/4 ] 
f(z) = -232/129*z^3 + 175/258*z + 1
*
[ -11/4 ] 
f(z) = -240/121*z^3 + 180/11*z + 1
*
[ 15/7 ] 
f(z) = -224/125*z^3 + 184/21*z + 1
*
[ -11/20 ] 
f(z) = -240/121*z^3 + 188/55*z + 1
*
[ -5/4 ] 
f(z) = -238/125*z^3 + 191/40*z + 1
*
[ -5/14 ] 
f(z) = -236/125*z^3 + 198/49*z + 1
*
[ -5/4 ] 
f(z) = -234/125*z^3 + 189/40*z + 1
*
[ -5/11 ] 
f(z) = -231/125*z^3 + 197/55*z + 1
*
[ -4/7 ] 
f(z) = -231/128*z^3 + 187/56*z + 1
*
[ -15/19 ] 
f(z) = -228/125*z^3 + 194/57*z + 1
*
[ -11/10 ] 
f(z) = -225/121*z^3 + 183/44*z + 1
*
-15/16 | 0.25135825566608070389396609762823415681 | 0.029441380508551550006196631870273288302
f(z) = -224/135*z^3 + 189/40*z + 1
*
[ -5/4 ] 
f(z) = -222/125*z^3 + 183/40*z + 1
*
[ -3/4 ] 
f(z) = -236/135*z^3 + 199/60*z + 1
*
87/56 | 0.19843902169019447270241653849255580511 | 0.023271993715580998945663894933974108711
f(z) = -224/135*z^3 + 187/70*z + 1
*
[ 9/8 ] 
f(z) = -224/135*z^3 + 199/90*z + 1
*
[ 11/12 ] 
f(z) = -228/121*z^3 + 197/132*z + 1
*
[ 15/16 ] 
f(z) = -224/125*z^3 + 181/120*z + 1
*
-6/13 | 0.25115993095791795709999097151053286556 | 0.029014834700270249926257179802174846362
f(z) = -221/135*z^3 + 197/130*z + 1
*
-34/45 | 0.22410597500039659174627958399021099012 | 0.029436018507372101629464049760509957154
f(z) = -225/136*z^3 + 194/153*z + 1
*
4/7 | 0.19629804117843884829375190314849256396 | 0.023129424474499915009869774798763148569
f(z) = -231/128*z^3 + 197/168*z + 1
*
[ 5/6 ] 
f(z) = -233/125*z^3 + 197/180*z + 1
*
[ 5/6 ] 
f(z) = -229/125*z^3 + 193/180*z + 1
*
[ 5/6 ] 
f(z) = -227/125*z^3 + 191/180*z + 1
*
[ 5/6 ] 
f(z) = -223/125*z^3 + 187/180*z + 1
*
[ 4/5 ] 
f(z) = -239/128*z^3 + 189/200*z + 1
*
[ 4/5 ] 
f(z) = -237/128*z^3 + 187/200*z + 1
*
[ 4/5 ] 
f(z) = -233/128*z^3 + 183/200*z + 1
*
[ 4/5 ] 
f(z) = -231/128*z^3 + 181/200*z + 1
*
[ 11/15 ] 
f(z) = -234/121*z^3 + 186/275*z + 1
*
-2 | 0.11527912784825363862905232344699543560 | 0.017014450038716867809578252304306416774
f(z) = -235/128*z^3 + 219/32*z + 1
*
-2 | 0.11512207737945181895374832072645777250 | 0.017014309117197505562433076291218783231
f(z) = -233/128*z^3 + 217/32*z + 1
*
[ -15/7 ] 
f(z) = -231/125*z^3 + 209/21*z + 1
*
-2 | 0.11496361409397648849731989130363492219 | 0.017014172626163978022875154503103931299
f(z) = -231/128*z^3 + 215/32*z + 1
*
-2 | 0.11480371103125278518459365649922847772 | 0.017014040586923593852180830562891774587
f(z) = -229/128*z^3 + 213/32*z + 1
*
-2 | 0.11464234041259324317379791907663389430 | 0.017013913013179377989127671502278062588
f(z) = -227/128*z^3 + 211/32*z + 1
*
[ 15/8 ] 
f(z) = -224/125*z^3 + 203/30*z + 1
*
-45/28 | 0.24818212956863062622807885086896959127 | 0.028956928400164174628756906897263644748
f(z) = -224/125*z^3 + 211/35*z + 1
*
[ -3/14 ] 
f(z) = -224/135*z^3 + 201/35*z + 1
*
-2 | 0.11431508108998784080491842633035691194 | 0.017013671273344430640031988967653126475
f(z) = -223/128*z^3 + 207/32*z + 1
*
-2 | 0.11414913241279182588358394133556817963 | 0.017013557087857076483425964691341072370
f(z) = -221/128*z^3 + 205/32*z + 1
*
[ 8/5 ] 
f(z) = -235/128*z^3 + 203/40*z + 1
*
[ -6/5 ] 
f(z) = -225/136*z^3 + 215/51*z + 1
*
[ -5/6 ] 
f(z) = -237/125*z^3 + 211/60*z + 1
*
[ -5/8 ] 
f(z) = -233/125*z^3 + 213/64*z + 1
*
[ -5/6 ] 
f(z) = -231/125*z^3 + 209/60*z + 1
*
[ -2/3 ] 
f(z) = -225/124*z^3 + 205/62*z + 1
*
[ 4/3 ] 
f(z) = -225/136*z^3 + 217/68*z + 1
*
[ -5/8 ] 
f(z) = -223/125*z^3 + 211/64*z + 1
*
-15/17 | 0.25683512142346701288372962562733598428 | 0.029667470645591643774980734667149833576
f(z) = -238/135*z^3 + 213/85*z + 1
*
[ 10/9 ] 
f(z) = -234/125*z^3 + 217/90*z + 1
*
-5/78 | 0.23683286023249351597203631790374883651 | 0.027180248859142711725209238974224999915
f(z) = -234/125*z^3 + 209/130*z + 1
*
[ 5/6 ] 
f(z) = -239/125*z^3 + 203/180*z + 1
*
[ -10/3 ] 
f(z) = -234/125*z^3 + 221/10*z + 1
*
[ 5 ] 
f(z) = -234/125*z^3 + 238/5*z + 1
*
[ 5 ] 
f(z) = -233/125*z^3 + 237/5*z + 1
*
[ -5 ] 
f(z) = -233/125*z^3 + 239/5*z + 1
*
[ 4 ] 
f(z) = -233/128*z^3 + 239/8*z + 1
*
[ 5 ] 
f(z) = -232/125*z^3 + 236/5*z + 1
*
[ -5 ] 
f(z) = -232/125*z^3 + 238/5*z + 1
*
[ -5 ] 
f(z) = -231/125*z^3 + 237/5*z + 1
*
[ 4 ] 
f(z) = -231/128*z^3 + 237/8*z + 1
*
[ 5 ] 
f(z) = -229/125*z^3 + 233/5*z + 1
*
[ 4 ] 
f(z) = -229/128*z^3 + 235/8*z + 1
*
[ -4 ] 
f(z) = -229/128*z^3 + 239/8*z + 1
*
[ 3 ] 
f(z) = -229/135*z^3 + 239/15*z + 1
*
[ 5 ] 
f(z) = -228/125*z^3 + 232/5*z + 1
*
[ -5 ] 
f(z) = -228/125*z^3 + 234/5*z + 1
*
[ 5 ] 
f(z) = -227/125*z^3 + 231/5*z + 1
*
[ -5 ] 
f(z) = -227/125*z^3 + 233/5*z + 1
*
[ 4 ] 
f(z) = -227/128*z^3 + 233/8*z + 1
*
[ -4 ] 
f(z) = -227/128*z^3 + 237/8*z + 1
*
[ -5 ] 
f(z) = -226/125*z^3 + 232/5*z + 1
*
[ 3 ] 
f(z) = -226/135*z^3 + 236/15*z + 1
*
[ 4 ] 
f(z) = -225/128*z^3 + 231/8*z + 1
*
[ -4 ] 
f(z) = -225/128*z^3 + 235/8*z + 1
*
[ 5 ] 
f(z) = -224/125*z^3 + 228/5*z + 1
*
[ 5 ] 
f(z) = -223/125*z^3 + 227/5*z + 1
*
[ -5 ] 
f(z) = -223/125*z^3 + 229/5*z + 1
*
[ 4 ] 
f(z) = -223/128*z^3 + 229/8*z + 1
*
[ -4 ] 
f(z) = -223/128*z^3 + 233/8*z + 1
*
[ 3 ] 
f(z) = -223/135*z^3 + 233/15*z + 1
*
[ 5 ] 
f(z) = -222/125*z^3 + 226/5*z + 1
*
[ -5 ] 
f(z) = -222/125*z^3 + 228/5*z + 1
*
[ -5 ] 
f(z) = -221/125*z^3 + 227/5*z + 1
*
[ 4 ] 
f(z) = -221/128*z^3 + 227/8*z + 1
*
[ -4 ] 
f(z) = -221/128*z^3 + 231/8*z + 1
*
[ 11/6 ] 
f(z) = -240/121*z^3 + 235/33*z + 1
*
-2 | 0.11558909428494287304653739365562929594 | 0.017014745054899489319986601913074958358
f(z) = -239/128*z^3 + 223/32*z + 1
*
-2 | 0.11543479167602727384750563253240887123 | 0.017014595362646283457751141686855799326
f(z) = -237/128*z^3 + 221/32*z + 1
*
[ 11/6 ] 
f(z) = -228/121*z^3 + 224/33*z + 1
*
[ 5/2 ] 
f(z) = -227/125*z^3 + 239/20*z + 1
*
-12/5 | 0.23772570923896540092941313469899272042 | 0.028968645860769997966855319601384772806
f(z) = -225/128*z^3 + 229/24*z + 1
*
-32/15 | 0.17580026904924807819698655978511087795 | 0.025616562798305334004783797509739926930
f(z) = -225/128*z^3 + 239/32*z + 1
*
[ -5/28 ] 
f(z) = -224/125*z^3 + 233/35*z + 1
*
[ -15/8 ] 
f(z) = -224/135*z^3 + 221/30*z + 1
*
[ 2 ] 
f(z) = -223/128*z^3 + 239/32*z + 1
*
[ 5/2 ] 
f(z) = -221/125*z^3 + 233/20*z + 1
*
[ 2 ] 
f(z) = -221/128*z^3 + 237/32*z + 1
*
[ -11/10 ] 
f(z) = -240/121*z^3 + 237/55*z + 1
*
[ -10/9 ] 
f(z) = -237/125*z^3 + 229/54*z + 1
*
-5/12 | 0.21379077962832725202198815072448210666 | 0.024708276504665192659210956239097379663
f(z) = -234/125*z^3 + 229/40*z + 1
*
[ -10/29 ] 
f(z) = -232/125*z^3 + 239/58*z + 1
*
[ -8/7 ] 
f(z) = -231/128*z^3 + 237/56*z + 1
*
-85/112 | 0.18963595055501647719833558659765676611 | 0.018417741313002461086660341084650800736
f(z) = -224/125*z^3 + 237/56*z + 1
*
[ -10/9 ] 
f(z) = -222/125*z^3 + 221/54*z + 1
*
[ 5/3 ] 
f(z) = -221/125*z^3 + 239/45*z + 1
*
[ -5/12 ] 
f(z) = -228/125*z^3 + 223/60*z + 1
*
-15/19 | 0.26377943543507094649863381037223796617 | 0.025726387396598817559893623167508078603
f(z) = -228/125*z^3 + 227/76*z + 1
*
[ -2/5 ] 
f(z) = -225/124*z^3 + 235/62*z + 1
*
8/5 | 0.18282098655694189906911060837139840280 | 0.022350408266568649078650134055556191035
f(z) = -225/128*z^3 + 223/72*z + 1
*
[ -4/5 ] 
f(z) = -225/136*z^3 + 225/68*z + 1
*
-15/14 | 0.12796288877339357963144768461271282090 | 0.014849984525607327562748125605598580455
f(z) = -224/125*z^3 + 221/70*z + 1
*
[ -6/7 ] 
f(z) = -224/135*z^3 + 237/70*z + 1
*
[ 4/3 ] 
f(z) = -221/128*z^3 + 239/72*z + 1
*
[ 5/4 ] 
f(z) = -223/125*z^3 + 239/80*z + 1
*
[ 5/4 ] 
f(z) = -221/125*z^3 + 237/80*z + 1
*
[ 15/14 ] 
f(z) = -224/125*z^3 + 223/105*z + 1
*
[ 15/16 ] 
f(z) = -232/135*z^3 + 231/160*z + 1
*
8/7 | 0.19843873551212029648934776268434058489 | 0.023381658412325441461647985771326632118
f(z) = -231/128*z^3 + 221/168*z + 1
*
[ 25/28 ] 
f(z) = -224/125*z^3 + 229/175*z + 1
*
[ 6/7 ] 
f(z) = -224/135*z^3 + 221/210*z + 1
*
15/28 | 0.23055832806062754392136143846313478041 | 0.028638283779189579232950918885818092231
f(z) = -224/135*z^3 + 233/210*z + 1
*
[ 4/5 ] 
f(z) = -225/122*z^3 + 227/244*z + 1
*
[ 4/5 ] 
f(z) = -225/134*z^3 + 221/268*z + 1
*
75/112 | 0.22594608869243510140583919108936269485 | 0.023942581619227905825042556580797636052
f(z) = -224/135*z^3 + 227/280*z + 1
*
[ 5 ] 
f(z) = -239/125*z^3 + 243/5*z + 1
*
[ 4 ] 
f(z) = -239/128*z^3 + 245/8*z + 1
*
[ -4 ] 
f(z) = -239/128*z^3 + 249/8*z + 1
*
[ -3 ] 
f(z) = -239/135*z^3 + 259/15*z + 1
*
[ 5 ] 
f(z) = -238/125*z^3 + 242/5*z + 1
*
[ -5 ] 
f(z) = -238/125*z^3 + 244/5*z + 1
*
[ 3 ] 
f(z) = -238/135*z^3 + 248/15*z + 1
*
[ 5 ] 
f(z) = -237/125*z^3 + 241/5*z + 1
*
[ -5 ] 
f(z) = -237/125*z^3 + 243/5*z + 1
*
[ 4 ] 
f(z) = -237/128*z^3 + 243/8*z + 1
*
[ -4 ] 
f(z) = -237/128*z^3 + 247/8*z + 1
*
[ -5 ] 
f(z) = -236/125*z^3 + 242/5*z + 1
*
[ -3 ] 
f(z) = -236/135*z^3 + 256/15*z + 1
*
[ 4 ] 
f(z) = -235/128*z^3 + 241/8*z + 1
*
[ -4 ] 
f(z) = -235/128*z^3 + 245/8*z + 1
*
[ -4 ] 
f(z) = -233/128*z^3 + 243/8*z + 1
*
[ -3 ] 
f(z) = -233/135*z^3 + 253/15*z + 1
*
[ 3 ] 
f(z) = -232/135*z^3 + 242/15*z + 1
*
[ 15/4 ] 
f(z) = -232/135*z^3 + 249/10*z + 1
*
[ -4 ] 
f(z) = -231/128*z^3 + 241/8*z + 1
*
[ -3 ] 
f(z) = -227/135*z^3 + 247/15*z + 1
*
[ -3 ] 
f(z) = -224/135*z^3 + 244/15*z + 1
*
[ -3 ] 
f(z) = -221/135*z^3 + 241/15*z + 1
*
[ 5/2 ] 
f(z) = -239/125*z^3 + 251/20*z + 1
*
[ 2 ] 
f(z) = -239/128*z^3 + 255/32*z + 1
*
[ 5/2 ] 
f(z) = -237/125*z^3 + 249/20*z + 1
*
[ 2 ] 
f(z) = -237/128*z^3 + 253/32*z + 1
*
[ 2 ] 
f(z) = -235/128*z^3 + 251/32*z + 1
*
[ 2 ] 
f(z) = -233/128*z^3 + 249/32*z + 1
*
[ 5/2 ] 
f(z) = -231/125*z^3 + 243/20*z + 1
*
[ -5/2 ] 
f(z) = -231/125*z^3 + 259/20*z + 1
*
[ 2 ] 
f(z) = -231/128*z^3 + 247/32*z + 1
*
[ 5/2 ] 
f(z) = -229/125*z^3 + 241/20*z + 1
*
[ -5/2 ] 
f(z) = -229/125*z^3 + 257/20*z + 1
*
[ 2 ] 
f(z) = -229/128*z^3 + 245/32*z + 1
*
[ 2 ] 
f(z) = -227/128*z^3 + 243/32*z + 1
*
[ 12/5 ] 
f(z) = -225/128*z^3 + 257/24*z + 1
*
[ -5/2 ] 
f(z) = -223/125*z^3 + 251/20*z + 1
*
[ -5/2 ] 
f(z) = -221/125*z^3 + 249/20*z + 1
*
[ -11/8 ] 
f(z) = -240/121*z^3 + 241/44*z + 1
*
[ 5/3 ] 
f(z) = -239/125*z^3 + 257/45*z + 1
*
[ 5/3 ] 
f(z) = -238/125*z^3 + 256/45*z + 1
*
[ 5/3 ] 
f(z) = -236/125*z^3 + 254/45*z + 1
*
[ -8/5 ] 
f(z) = -235/128*z^3 + 253/40*z + 1
*
[ 5/3 ] 
f(z) = -233/125*z^3 + 251/45*z + 1
*
-20/11 | 0.30314387113393049911024212573782580432 | 0.029301247733977974220198004858403596408
f(z) = -231/125*z^3 + 249/44*z + 1
*
[ 5/3 ] 
f(z) = -229/125*z^3 + 247/45*z + 1
*
[ 5/3 ] 
f(z) = -226/125*z^3 + 244/45*z + 1
*
[ 5/3 ] 
f(z) = -224/125*z^3 + 242/45*z + 1
*
-15/28 | 0.15617146219644978144239682657567494031 | 0.015106980359811737547550113003122580257
f(z) = -224/125*z^3 + 247/42*z + 1
*
[ 5/3 ] 
f(z) = -223/125*z^3 + 241/45*z + 1
*
[ 4/3 ] 
f(z) = -239/128*z^3 + 257/72*z + 1
*
[ 3/2 ] 
f(z) = -239/135*z^3 + 259/60*z + 1
*
[ 4/3 ] 
f(z) = -235/128*z^3 + 253/72*z + 1
*
[ -5/13 ] 
f(z) = -234/125*z^3 + 252/65*z + 1
*
[ 4/3 ] 
f(z) = -233/128*z^3 + 251/72*z + 1
*
[ 3/2 ] 
f(z) = -233/135*z^3 + 253/60*z + 1
*
[ 4/3 ] 
f(z) = -229/128*z^3 + 247/72*z + 1
*
5/3 | 0.24395835684227166039367411593707842671 | 0.027873738752332848677940700623261193812
f(z) = -228/125*z^3 + 253/60*z + 1
*
[ 4/3 ] 
f(z) = -227/128*z^3 + 245/72*z + 1
*
[ 3/2 ] 
f(z) = -227/135*z^3 + 247/60*z + 1
*
8/45 | 0.17123130262675610317512972136904891100 | 0.020675172293964962109677816136657361693
f(z) = -225/128*z^3 + 247/72*z + 1
*
[ -8/9 ] 
f(z) = -225/128*z^3 + 253/72*z + 1
*
-33/28 | 0.20404898742737589775286496659823832189 | 0.023216674063735487978778014364126615261
f(z) = -224/135*z^3 + 243/70*z + 1
*
[ 4/3 ] 
f(z) = -223/128*z^3 + 241/72*z + 1
*
[ -5/13 ] 
f(z) = -221/125*z^3 + 251/65*z + 1
*
[ 3/2 ] 
f(z) = -221/135*z^3 + 241/60*z + 1
*
[ 5/4 ] 
f(z) = -237/125*z^3 + 253/80*z + 1
*
[ 5/4 ] 
f(z) = -233/125*z^3 + 249/80*z + 1
*
[ 5/4 ] 
f(z) = -231/125*z^3 + 247/80*z + 1
*
[ 5/4 ] 
f(z) = -227/125*z^3 + 243/80*z + 1
*
[ 6/5 ] 
f(z) = -225/128*z^3 + 259/96*z + 1
*
5/4 | 0.28752572422342609227187044632708902442 | 0.027835202240239441895378611556621763225
f(z) = -234/125*z^3 + 245/104*z + 1
*
-15/28 | 0.16535299622591539541075854080889001958 | 0.015970322820029416477975657513247791371
f(z) = -224/125*z^3 + 251/126*z + 1
*
[ 11/12 ] 
f(z) = -225/121*z^3 + 259/176*z + 1
*
30/29 | 0.24582798606262542983603001381921002417 | 0.025857086557708784841956592852982578710
f(z) = -232/135*z^3 + 253/290*z + 1
*
[ 15/19 ] 
f(z) = -228/125*z^3 + 248/285*z + 1
*
3/16 | 0.11015169051320433737861333537298966154 | 0.011672323499249965111029482092470025384
f(z) = -224/135*z^3 + 243/280*z + 1
*
[ -11/6 ] 
f(z) = -240/121*z^3 + 271/33*z + 1
*
[ -5/2 ] 
f(z) = -239/125*z^3 + 267/20*z + 1
*
[ -5/2 ] 
f(z) = -233/125*z^3 + 261/20*z + 1
*
[ -2 ] 
f(z) = -231/128*z^3 + 279/32*z + 1
*
[ -2 ] 
f(z) = -229/128*z^3 + 277/32*z + 1
*
[ -11/6 ] 
f(z) = -228/121*z^3 + 260/33*z + 1
*
[ -2 ] 
f(z) = -227/128*z^3 + 275/32*z + 1
*
[ -12/5 ] 
f(z) = -225/128*z^3 + 277/24*z + 1
*
33/14 | 0.25657211074599058149803104052246505604 | 0.028775826583580067706671083075537459014
f(z) = -224/135*z^3 + 276/35*z + 1
*
[ -2 ] 
f(z) = -223/128*z^3 + 271/32*z + 1
*
[ -2 ] 
f(z) = -221/128*z^3 + 269/32*z + 1
*
[ -5/21 ] 
f(z) = -234/125*z^3 + 260/49*z + 1
*
-15/8 | 0.25898943487331754425711449044969027869 | 0.029204973014396017351997293605745922841
f(z) = -232/135*z^3 + 263/40*z + 1
*
[ -15/14 ] 
f(z) = -238/135*z^3 + 277/70*z + 1
*
[ -11/14 ] 
f(z) = -224/121*z^3 + 263/77*z + 1
*
-85/56 | 0.19752065386594267410278809214380785720 | 0.022487958944859525732533398225884226702
f(z) = -224/125*z^3 + 261/70*z + 1
*
[ -15/13 ] 
f(z) = -221/135*z^3 + 263/65*z + 1
*
[ -5/8 ] 
f(z) = -236/125*z^3 + 267/80*z + 1
*
[ -5/9 ] 
f(z) = -236/125*z^3 + 274/81*z + 1
*
[ -3/4 ] 
f(z) = -229/135*z^3 + 263/80*z + 1
*
[ -5/9 ] 
f(z) = -226/125*z^3 + 272/81*z + 1
*
[ -3/4 ] 
f(z) = -223/135*z^3 + 261/80*z + 1
*
[ -5/9 ] 
f(z) = -221/125*z^3 + 271/81*z + 1
*
[ 11/10 ] 
f(z) = -230/121*z^3 + 263/110*z + 1
*
-3/7 | 0.22477440710230933733641257078858538805 | 0.028738965589087856055146011181733209740
f(z) = -224/135*z^3 + 277/105*z + 1
*
-15/16 | 0.20748873363788614390570675648718666131 | 0.023463896472572182462679349674155637293
f(z) = -224/125*z^3 + 277/120*z + 1
*
-10/13 | 0.17646780906227297063704934705362996295 | 0.022160658766981182802439345850489837175
f(z) = -221/120*z^3 + 271/195*z + 1
*
15/14 | 0.15876429286348453430148147986772933356 | 0.017352586640076305810333432037659662421
f(z) = -224/125*z^3 + 271/210*z + 1
*
[ 11/3 ] 
f(z) = -234/121*z^3 + 294/11*z + 1
*
[ 11/3 ] 
f(z) = -225/121*z^3 + 283/11*z + 1
*
[ -11/3 ] 
f(z) = -225/121*z^3 + 289/11*z + 1
*
[ 16/5 ] 
f(z) = -225/128*z^3 + 299/16*z + 1
*
[ -2 ] 
f(z) = -239/128*z^3 + 287/32*z + 1
*
[ -2 ] 
f(z) = -237/128*z^3 + 285/32*z + 1
*
[ -2 ] 
f(z) = -235/128*z^3 + 283/32*z + 1
*
[ -2 ] 
f(z) = -233/128*z^3 + 281/32*z + 1
*
[ -5/3 ] 
f(z) = -227/125*z^3 + 299/45*z + 1
*
[ -5/3 ] 
f(z) = -226/125*z^3 + 298/45*z + 1
*
[ 11/6 ] 
f(z) = -225/121*z^3 + 295/44*z + 1
*
[ -5/3 ] 
f(z) = -224/125*z^3 + 296/45*z + 1
*
[ -5/3 ] 
f(z) = -221/125*z^3 + 293/45*z + 1
*
[ -5/14 ] 
f(z) = -238/125*z^3 + 283/70*z + 1
*
[ 10/7 ] 
f(z) = -238/125*z^3 + 293/70*z + 1
*
[ -10/33 ] 
f(z) = -231/125*z^3 + 295/66*z + 1
*
-5/12 | 0.21604938093244590034676622265162928886 | 0.024372914625928107824203995710501655810
f(z) = -228/125*z^3 + 283/60*z + 1
*
[ -11/28 ] 
f(z) = -224/121*z^3 + 295/77*z + 1
*
-15/28 | 0.28543607147098504127097850569399700201 | 0.027252491384864386492607780699982241269
f(z) = -224/125*z^3 + 283/63*z + 1
*
[ -15/17 ] 
f(z) = -238/135*z^3 + 298/85*z + 1
*
[ -8/11 ] 
f(z) = -231/128*z^3 + 293/88*z + 1
*
[ 11/9 ] 
f(z) = -225/121*z^3 + 293/99*z + 1
*
[ -11/16 ] 
f(z) = -224/121*z^3 + 293/88*z + 1
*
-2/5 | 0.20954278733421259385002163559352818537 | 0.029642395376194301775916621993295724678
f(z) = -235/128*z^3 + 287/160*z + 1
*
[ 15/16 ] 
f(z) = -228/125*z^3 + 295/192*z + 1
*
[ 8/9 ] 
f(z) = -237/128*z^3 + 289/216*z + 1
*
20/21 | 0.20468415376399639504005301889989399110 | 0.022296536670380144166359767352870066254
f(z) = -231/125*z^3 + 289/210*z + 1
*
[ 8/9 ] 
f(z) = -231/128*z^3 + 281/216*z + 1
*
15/16 | 0.22448091908216817597489849123054989518 | 0.023787323596471954863571373126117483366
f(z) = -224/125*z^3 + 289/280*z + 1
*
[ 2/3 ] 
f(z) = -225/152*z^3 + 3/19*z + 1
*
[ 2/3 ] 
f(z) = -237/152*z^3 + 11/57*z + 1
*
[ 2/3 ] 
f(z) = -231/152*z^3 + 10/57*z + 1
*
[ 2/3 ] 
f(z) = -225/148*z^3 + 13/74*z + 1
*
[ 3/4 ] 
f(z) = -224/153*z^3 + 25/51*z + 1
*
[ 2/3 ] 
f(z) = -225/142*z^3 + 29/142*z + 1
*
[ 2/3 ] 
f(z) = -225/146*z^3 + 27/146*z + 1
*
[ 2/3 ] 
f(z) = -225/154*z^3 + 23/154*z + 1
*
[ 2/3 ] 
f(z) = -225/158*z^3 + 21/158*z + 1
*
[ 2/3 ] 
f(z) = -239/152*z^3 + 34/171*z + 1
*
[ 2/3 ] 
f(z) = -235/152*z^3 + 32/171*z + 1
*
[ 2/3 ] 
f(z) = -233/152*z^3 + 31/171*z + 1
*
[ 2/3 ] 
f(z) = -229/152*z^3 + 29/171*z + 1
*
[ 2/3 ] 
f(z) = -227/152*z^3 + 28/171*z + 1
*
[ 2/3 ] 
f(z) = -223/152*z^3 + 26/171*z + 1
*
[ 2/3 ] 
f(z) = -221/152*z^3 + 25/171*z + 1
*
[ 4/5 ] 
f(z) = -225/152*z^3 + 53/76*z + 1
*
[ 3/4 ] 
f(z) = -232/153*z^3 + 53/102*z + 1
*
[ 2/3 ] 
f(z) = -237/140*z^3 + 53/210*z + 1
*
[ 2/3 ] 
f(z) = -237/148*z^3 + 47/222*z + 1
*
[ 2/3 ] 
f(z) = -231/148*z^3 + 43/222*z + 1
*
[ 2/3 ] 
f(z) = -234/149*z^3 + 59/298*z + 1
*
[ 2/3 ] 
f(z) = -225/143*z^3 + 57/286*z + 1
*
[ 2/3 ] 
f(z) = -225/149*z^3 + 51/298*z + 1
*
[ -2/3 ] 
f(z) = -225/152*z^3 + 60/19*z + 1
*
[ -2/5 ] 
f(z) = -225/152*z^3 + 71/19*z + 1
*
[ 11/15 ] 
f(z) = -225/143*z^3 + 69/143*z + 1
*
[ 11/15 ] 
f(z) = -225/154*z^3 + 65/154*z + 1
*
[ 3/4 ] 
f(z) = -224/141*z^3 + 79/141*z + 1
*
[ 3/4 ] 
f(z) = -224/159*z^3 + 73/159*z + 1
*
[ 7/10 ] 
f(z) = -230/147*z^3 + 71/210*z + 1
*
[ 12/17 ] 
f(z) = -221/144*z^3 + 71/204*z + 1
*
[ 2/3 ] 
f(z) = -234/145*z^3 + 63/290*z + 1
*
-2 | 0.11560326029070336605915362474190979240 | 0.017050824754086813894301005292618303223
f(z) = -239/152*z^3 + 110/19*z + 1
*
-2 | 0.11544749550319743797597454477473424082 | 0.017050817604152595150400217190958613764
f(z) = -237/152*z^3 + 109/19*z + 1
*
-2 | 0.11529031346137113342111910621763063924 | 0.017050813087938260477581526973097815073
f(z) = -235/152*z^3 + 108/19*z + 1
*
-2 | 0.11513168624263856669113847638602911576 | 0.017050811035269146470826032664356060485
f(z) = -233/152*z^3 + 107/19*z + 1
*
-2 | 0.11497158503206716804707214586835407230 | 0.017050811254434222716709152179018381721
f(z) = -231/152*z^3 + 106/19*z + 1
*
-2 | 0.11480998008145272429286510681102931889 | 0.017050813530175941048969746255481667115
f(z) = -229/152*z^3 + 105/19*z + 1
*
-2 | 0.11464684066588940160047054585130151716 | 0.017050817621488367080662116076699554206
f(z) = -227/152*z^3 + 104/19*z + 1
*
-2 | 0.11448213503764019150022304252103340912 | 0.017050823259203661239176765948283723096
f(z) = -225/152*z^3 + 103/19*z + 1
*
-2 | 0.11431583037709475720349869389913228990 | 0.017050830143344677342966417158788007574
f(z) = -223/152*z^3 + 102/19*z + 1
*
-2 | 0.11414789274058111354237115074973850528 | 0.017050837940218852278705414794676359251
f(z) = -221/152*z^3 + 101/19*z + 1
*
[ 4/5 ] 
f(z) = -225/148*z^3 + 107/148*z + 1
*
[ 3/4 ] 
f(z) = -236/153*z^3 + 109/204*z + 1
*
[ 2 ] 
f(z) = -239/152*z^3 + 129/19*z + 1
*
[ 2 ] 
f(z) = -237/152*z^3 + 128/19*z + 1
*
[ 2 ] 
f(z) = -235/152*z^3 + 127/19*z + 1
*
[ 2 ] 
f(z) = -233/152*z^3 + 126/19*z + 1
*
[ 2 ] 
f(z) = -231/152*z^3 + 125/19*z + 1
*
[ 2 ] 
f(z) = -229/152*z^3 + 124/19*z + 1
*
[ 2 ] 
f(z) = -227/152*z^3 + 123/19*z + 1
*
[ 2 ] 
f(z) = -225/152*z^3 + 122/19*z + 1
*
[ 2 ] 
f(z) = -223/152*z^3 + 121/19*z + 1
*
[ 2 ] 
f(z) = -221/152*z^3 + 120/19*z + 1
*
[ -2 ] 
f(z) = -221/152*z^3 + 139/19*z + 1
*
[ 6/5 ] 
f(z) = -225/152*z^3 + 131/57*z + 1
*
-6/5 | 0.15083212620441568182013507067729929243 | 0.020493205905508204034991616168295030296
f(z) = -235/144*z^3 + 131/60*z + 1
*
[ -2 ] 
f(z) = -239/152*z^3 + 148/19*z + 1
*
[ -2 ] 
f(z) = -237/152*z^3 + 147/19*z + 1
*
[ -2 ] 
f(z) = -235/152*z^3 + 146/19*z + 1
*
[ -2 ] 
f(z) = -233/152*z^3 + 145/19*z + 1
*
[ -2 ] 
f(z) = -231/152*z^3 + 144/19*z + 1
*
[ -2 ] 
f(z) = -229/152*z^3 + 143/19*z + 1
*
[ -2 ] 
f(z) = -227/152*z^3 + 142/19*z + 1
*
[ -2 ] 
f(z) = -225/152*z^3 + 141/19*z + 1
*
[ -2 ] 
f(z) = -223/152*z^3 + 140/19*z + 1
*
[ 6/5 ] 
f(z) = -235/144*z^3 + 151/60*z + 1
*
[ 38/45 ] 
f(z) = -225/152*z^3 + 149/171*z + 1
*
[ 4/5 ] 
f(z) = -235/144*z^3 + 143/180*z + 1
*
[ -2/15 ] 
f(z) = -225/152*z^3 + 162/19*z + 1
*
[ -3/4 ] 
f(z) = -224/153*z^3 + 161/51*z + 1
*
[ 14/15 ] 
f(z) = -225/152*z^3 + 162/133*z + 1
*
[ 7/8 ] 
f(z) = -232/147*z^3 + 179/168*z + 1
*
[ 3/4 ] 
f(z) = -232/141*z^3 + 167/282*z + 1
*
[ 3/4 ] 
f(z) = -232/147*z^3 + 163/294*z + 1
*
[ 38/15 ] 
f(z) = -225/152*z^3 + 192/19*z + 1
*
[ -2/3 ] 
f(z) = -237/152*z^3 + 182/57*z + 1
*
[ 3/2 ] 
f(z) = -236/153*z^3 + 194/51*z + 1
*
[ 3/2 ] 
f(z) = -232/153*z^3 + 191/51*z + 1
*
[ -2/3 ] 
f(z) = -231/152*z^3 + 181/57*z + 1
*
[ 3/2 ] 
f(z) = -224/153*z^3 + 185/51*z + 1
*
22/15 | 0.12952711374739713118052630413565502975 | 0.021747926565536149001617303618539857843
f(z) = -225/154*z^3 + 193/77*z + 1
*
[ 14/15 ] 
f(z) = -225/154*z^3 + 185/154*z + 1
*
[ 12/13 ] 
f(z) = -221/144*z^3 + 191/156*z + 1
*
[ -38/15 ] 
f(z) = -225/152*z^3 + 207/19*z + 1
*
-2 | 0.10172715108299826942904961926239437207 | 0.015034624405126655069118826404068476027
f(z) = -235/144*z^3 + 217/36*z + 1
*
-2 | 0.10156912308179720466901400799878178125 | 0.015031839484353322192498966684674072045
f(z) = -233/144*z^3 + 215/36*z + 1
*
-2 | 0.10124868521894497636964641472047384132 | 0.015026178956345540094823772171207048980
f(z) = -229/144*z^3 + 211/36*z + 1
*
-2 | 0.10108621705967415033424722146854362610 | 0.015023301607566619356628250043602690871
f(z) = -227/144*z^3 + 209/36*z + 1
*
-2 | 0.10075662942313881919625306919059262603 | 0.015017448056210821765284350214358409956
f(z) = -223/144*z^3 + 205/36*z + 1
*
-2 | 0.10058944576753140434690436498706644550 | 0.015014469835089805462532093994978693728
f(z) = -221/144*z^3 + 203/36*z + 1
*
[ 4/3 ] 
f(z) = -225/152*z^3 + 219/76*z + 1
*
-12/13 | 0.17912502045484504058803429560128201406 | 0.022494348833489259908181418510305185568
f(z) = -221/144*z^3 + 217/156*z + 1
*
[ 4/5 ] 
f(z) = -225/142*z^3 + 217/284*z + 1
*
[ 4/5 ] 
f(z) = -225/146*z^3 + 215/292*z + 1
*
-2 | 0.10203896433777908535788184107608981251 | 0.015040107615937751139800466454775943859
f(z) = -239/144*z^3 + 221/36*z + 1
*
[ 2 ] 
f(z) = -221/144*z^3 + 239/36*z + 1
*
[ 7/4 ] 
f(z) = -232/147*z^3 + 221/42*z + 1
*
[ -6/5 ] 
f(z) = -225/152*z^3 + 226/57*z + 1
*
[ -2/3 ] 
f(z) = -225/148*z^3 + 235/74*z + 1
*
-6/13 | 0.20834434471851970456658545359016646252 | 0.026163683642199711780649962535823413777
f(z) = -221/144*z^3 + 233/156*z + 1
*
-7/8 | 0.22336926278497707152300819747141657255 | 0.029678973268742942663816829488840914125
f(z) = -232/147*z^3 + 227/168*z + 1
*
-4/5 | 0.11182932107810259125862460113826228976 | 0.015819628020702890179282098911658810030
f(z) = -235/144*z^3 + 233/180*z + 1
*
[ 2 ] 
f(z) = -239/144*z^3 + 257/36*z + 1
*
[ 2 ] 
f(z) = -235/144*z^3 + 253/36*z + 1
*
[ 2 ] 
f(z) = -233/144*z^3 + 251/36*z + 1
*
[ 2 ] 
f(z) = -229/144*z^3 + 247/36*z + 1
*
[ 2 ] 
f(z) = -227/144*z^3 + 245/36*z + 1
*
[ 2 ] 
f(z) = -223/144*z^3 + 241/36*z + 1
*
[ -3/2 ] 
f(z) = -232/153*z^3 + 259/51*z + 1
*
[ -3/2 ] 
f(z) = -224/153*z^3 + 253/51*z + 1
*
[ -6/5 ] 
f(z) = -235/144*z^3 + 251/60*z + 1
*
[ -4/5 ] 
f(z) = -225/152*z^3 + 243/76*z + 1
*
-7/10 | 0.22644213962096807804901013997079854192 | 0.029253579261863092110033326002510092876
f(z) = -230/147*z^3 + 251/210*z + 1
*
-12/17 | 0.17453706287317553104783936866091083001 | 0.021203874286247016761232542881040464814
f(z) = -221/144*z^3 + 241/204*z + 1
*
[ -2 ] 
f(z) = -223/144*z^3 + 277/36*z + 1
*
[ -2 ] 
f(z) = -221/144*z^3 + 275/36*z + 1
*
[ -3/2 ] 
f(z) = -236/153*z^3 + 262/51*z + 1
*
[ -7/4 ] 
f(z) = -232/147*z^3 + 269/42*z + 1
*
[ -2/5 ] 
f(z) = -225/148*z^3 + 277/74*z + 1
*
[ 5/6 ] 
f(z) = -234/145*z^3 + 267/290*z + 1
*
[ -2 ] 
f(z) = -239/144*z^3 + 293/36*z + 1
*
[ -2 ] 
f(z) = -235/144*z^3 + 289/36*z + 1
*
[ -2 ] 
f(z) = -233/144*z^3 + 287/36*z + 1
*
[ -2 ] 
f(z) = -229/144*z^3 + 283/36*z + 1
*
[ -2 ] 
f(z) = -227/144*z^3 + 281/36*z + 1
*
-4/15 | 0.18251971721042154976473440839694137498 | 0.028638091800903513319039441203493016548
f(z) = -225/152*z^3 + 293/76*z + 1
*
[ 13/15 ] 
f(z) = -225/169*z^3 + 11/13*z + 1
*
[ 2/3 ] 
f(z) = -225/176*z^3 + 3/44*z + 1
*
[ 2/3 ] 
f(z) = -225/164*z^3 + 9/82*z + 1
*
[ 2/3 ] 
f(z) = -225/172*z^3 + 7/86*z + 1
*
[ 2/3 ] 
f(z) = -237/160*z^3 + 19/120*z + 1
*
[ 2/3 ] 
f(z) = -237/176*z^3 + 13/132*z + 1
*
[ 2/3 ] 
f(z) = -231/160*z^3 + 17/120*z + 1
*
[ 2/3 ] 
f(z) = -225/166*z^3 + 17/166*z + 1
*
[ 2/3 ] 
f(z) = -225/178*z^3 + 11/178*z + 1
*
[ 2/3 ] 
f(z) = -227/168*z^3 + 19/189*z + 1
*
[ 2/3 ] 
f(z) = -223/168*z^3 + 17/189*z + 1
*
[ 2/3 ] 
f(z) = -221/168*z^3 + 16/189*z + 1
*
[ 4/5 ] 
f(z) = -225/176*z^3 + 25/44*z + 1
*
[ 3/4 ] 
f(z) = -224/171*z^3 + 23/57*z + 1
*
[ 2/3 ] 
f(z) = -239/168*z^3 + 25/189*z + 1
*
[ 2/3 ] 
f(z) = -235/168*z^3 + 23/189*z + 1
*
[ 2/3 ] 
f(z) = -233/168*z^3 + 22/189*z + 1
*
[ 2/3 ] 
f(z) = -229/168*z^3 + 20/189*z + 1
*
[ 2/3 ] 
f(z) = -237/164*z^3 + 35/246*z + 1
*
[ 2/3 ] 
f(z) = -237/172*z^3 + 29/258*z + 1
*
[ 2/3 ] 
f(z) = -231/164*z^3 + 31/246*z + 1
*
[ 2/3 ] 
f(z) = -231/172*z^3 + 25/258*z + 1
*
[ -13/15 ] 
f(z) = -225/169*z^3 + 41/13*z + 1
*
[ 5/6 ] 
f(z) = -234/175*z^3 + 51/70*z + 1
*
[ 3/4 ] 
f(z) = -232/171*z^3 + 49/114*z + 1
*
[ 11/15 ] 
f(z) = -225/176*z^3 + 57/176*z + 1
*
[ 9/13 ] 
f(z) = -221/162*z^3 + 49/234*z + 1
*
[ 13/19 ] 
f(z) = -228/169*z^3 + 42/247*z + 1
*
[ 13/12 ] 
f(z) = -240/169*z^3 + 68/39*z + 1
*
14/15 | 0.13321770832306135784304611499630799692 | 0.023582636901248281871093987357075400988
f(z) = -225/176*z^3 + 71/44*z + 1
*
-5/6 | 0.17897538057084081427912357772517237434 | 0.029108937699113416760693751373180988089
f(z) = -234/175*z^3 + 79/70*z + 1
*
[ 5/6 ] 
f(z) = -228/175*z^3 + 74/105*z + 1
*
[ 13/16 ] 
f(z) = -224/169*z^3 + 67/104*z + 1
*
[ 3/4 ] 
f(z) = -224/165*z^3 + 71/165*z + 1
*
[ 3/4 ] 
f(z) = -224/177*z^3 + 67/177*z + 1
*
[ 13/14 ] 
f(z) = -224/169*z^3 + 97/91*z + 1
*
-2 | 0.095251018606164480474551036438567052788 | 0.014067933979723920158620493132707839031
f(z) = -239/168*z^3 + 109/21*z + 1
*
-2 | 0.094935343097824417386969953384002517039 | 0.014059766242961174422661358162506255150
f(z) = -235/168*z^3 + 107/21*z + 1
*
-2 | 0.094774240428586283212166784156129837146 | 0.014055452787568992310059292130366062845
f(z) = -233/168*z^3 + 106/21*z + 1
*
-2 | 0.094449483335321440239795130352382404193 | 0.014046971599397254828522711183045556815
f(z) = -229/168*z^3 + 104/21*z + 1
*
-2 | 0.094285763083314055994715913251426803213 | 0.014042801365157659607924654015257272009
f(z) = -227/168*z^3 + 103/21*z + 1
*
[ 26/15 ] 
f(z) = -225/169*z^3 + 115/26*z + 1
*
[ 13/8 ] 
f(z) = -224/169*z^3 + 101/26*z + 1
*
-2 | 0.093950297663413579371316747822923980717 | 0.014033822801572215877098007330086616686
f(z) = -223/168*z^3 + 101/21*z + 1
*
-2 | 0.093781580174051708511967290131283255685 | 0.014029473063616435309563513843840910390
f(z) = -221/168*z^3 + 100/21*z + 1
*
-8/15 | 0.15341743471305150253977922151080428143 | 0.028326179967160265558914377542243237568
f(z) = -225/176*z^3 + 109/88*z + 1
*
[ 4/5 ] 
f(z) = -225/164*z^3 + 103/164*z + 1
*
[ 4/5 ] 
f(z) = -225/172*z^3 + 101/172*z + 1
*
[ 13/17 ] 
f(z) = -238/169*z^3 + 114/221*z + 1
*
[ 3/4 ] 
f(z) = -236/171*z^3 + 101/228*z + 1
*
[ 13/5 ] 
f(z) = -225/169*z^3 + 125/13*z + 1
*
[ -13/5 ] 
f(z) = -225/169*z^3 + 135/13*z + 1
*
[ 2 ] 
f(z) = -239/168*z^3 + 130/21*z + 1
*
[ 2 ] 
f(z) = -235/168*z^3 + 128/21*z + 1
*
[ 2 ] 
f(z) = -233/168*z^3 + 127/21*z + 1
*
[ 2 ] 
f(z) = -229/168*z^3 + 125/21*z + 1
*
[ 2 ] 
f(z) = -227/168*z^3 + 124/21*z + 1
*
[ -13/8 ] 
f(z) = -224/169*z^3 + 133/26*z + 1
*
[ 2 ] 
f(z) = -223/168*z^3 + 122/21*z + 1
*
[ 2 ] 
f(z) = -221/168*z^3 + 121/21*z + 1
*
[ 13/10 ] 
f(z) = -225/169*z^3 + 129/52*z + 1
*
-4/15 | 0.066288976912861482120852654827585881593 | 0.010666638324255940152874814374668282212
f(z) = -225/176*z^3 + 125/44*z + 1
*
-2/3 | 0.17926788943263815154599018371810252336 | 0.027299654634670060381115878860231631368
f(z) = -237/160*z^3 + 139/120*z + 1
*
-2/3 | 0.17935398192058048604410337545249899589 | 0.027419837845537049679181184286106686842
f(z) = -231/160*z^3 + 137/120*z + 1
*
[ 4/5 ] 
f(z) = -235/176*z^3 + 133/220*z + 1
*
[ 3/4 ] 
f(z) = -235/162*z^3 + 139/288*z + 1
*
[ 3/4 ] 
f(z) = -233/162*z^3 + 137/288*z + 1
*
[ 3/4 ] 
f(z) = -229/162*z^3 + 133/288*z + 1
*
[ 3/4 ] 
f(z) = -227/162*z^3 + 131/288*z + 1
*
[ 3/4 ] 
f(z) = -223/162*z^3 + 127/288*z + 1
*
[ 3/4 ] 
f(z) = -221/162*z^3 + 125/288*z + 1
*
[ -13/12 ] 
f(z) = -240/169*z^3 + 140/39*z + 1
*
[ -2 ] 
f(z) = -239/168*z^3 + 151/21*z + 1
*
[ -2 ] 
f(z) = -235/168*z^3 + 149/21*z + 1
*
[ 5/3 ] 
f(z) = -234/175*z^3 + 144/35*z + 1
*
[ -2 ] 
f(z) = -233/168*z^3 + 148/21*z + 1
*
[ -2 ] 
f(z) = -229/168*z^3 + 146/21*z + 1
*
[ -2 ] 
f(z) = -227/168*z^3 + 145/21*z + 1
*
[ -26/15 ] 
f(z) = -225/169*z^3 + 145/26*z + 1
*
[ -2 ] 
f(z) = -223/168*z^3 + 143/21*z + 1
*
[ -2 ] 
f(z) = -221/168*z^3 + 142/21*z + 1
*
[ 5/4 ] 
f(z) = -232/175*z^3 + 159/70*z + 1
*
-2/3 | 0.15033155696244046179318227879724082470 | 0.022893110410099273083590168582578438046
f(z) = -237/176*z^3 + 145/132*z + 1
*
[ 13/16 ] 
f(z) = -240/169*z^3 + 147/208*z + 1
*
[ 5/6 ] 
f(z) = -222/175*z^3 + 143/210*z + 1
*
[ 3/4 ] 
f(z) = -239/162*z^3 + 143/288*z + 1
*
[ -4/3 ] 
f(z) = -225/176*z^3 + 177/44*z + 1
*
[ -3/4 ] 
f(z) = -224/171*z^3 + 175/57*z + 1
*
[ 13/10 ] 
f(z) = -240/169*z^3 + 171/65*z + 1
*
[ 4/3 ] 
f(z) = -237/160*z^3 + 173/60*z + 1
*
[ 4/3 ] 
f(z) = -231/160*z^3 + 169/60*z + 1
*
-4/7 | 0.16985238742170741535752474089748219785 | 0.022989286703287884050035008796388278368
f(z) = -231/160*z^3 + 171/140*z + 1
*
[ 13/15 ] 
f(z) = -240/169*z^3 + 178/195*z + 1
*
[ 13/4 ] 
f(z) = -224/169*z^3 + 191/13*z + 1
*
[ -13/4 ] 
f(z) = -224/169*z^3 + 199/13*z + 1
*
[ -5/3 ] 
f(z) = -234/175*z^3 + 186/35*z + 1
*
[ 3/2 ] 
f(z) = -236/171*z^3 + 196/57*z + 1
*
-6/5 | 0.18293702654680473719556215869373701299 | 0.022353892495617519918055556008569559276
f(z) = -235/162*z^3 + 199/45*z + 1
*
[ 3/2 ] 
f(z) = -232/171*z^3 + 193/57*z + 1
*
[ -13/30 ] 
f(z) = -225/169*z^3 + 185/52*z + 1
*
[ -22/15 ] 
f(z) = -225/176*z^3 + 195/44*z + 1
*
[ 3/2 ] 
f(z) = -224/171*z^3 + 187/57*z + 1
*
-2 | 0.11410691331278659676328296978620388742 | 0.017082898260513229827582419796165006305
f(z) = -221/176*z^3 + 199/44*z + 1
*
-2/5 | 0.17477689219300953731478378647097283745 | 0.024014614913446652864807075515934645200
f(z) = -235/168*z^3 + 181/105*z + 1
*
[ 13/12 ] 
f(z) = -224/169*z^3 + 191/117*z + 1
*
4/5 | 0.16654910652965773571780160014949478809 | 0.025209312107608062916390583557641555711
f(z) = -225/176*z^3 + 185/132*z + 1
*
-11/15 | 0.078635758717106413209064481761918096468 | 0.014518888661129820036260664409170939428
f(z) = -225/176*z^3 + 185/176*z + 1
*
[ 13/4 ] 
f(z) = -240/169*z^3 + 204/13*z + 1
*
[ -13/4 ] 
f(z) = -240/169*z^3 + 212/13*z + 1
*
[ 13/8 ] 
f(z) = -240/169*z^3 + 215/52*z + 1
*
-2 | 0.11560081392712602338139918144368479662 | 0.017061928813229541564502054415095250968
f(z) = -239/160*z^3 + 219/40*z + 1
*
-2 | 0.11558469103663464448467002255573148403 | 0.017082680466501794060279568653044499675
f(z) = -239/176*z^3 + 217/44*z + 1
*
-2 | 0.11544441883365546585799852293157762485 | 0.017061949129156555975804275510467968066
f(z) = -237/160*z^3 + 217/40*z + 1
*
-2 | 0.11542679390520045302168645199536341948 | 0.017082721456393659195909332718047045098
f(z) = -237/176*z^3 + 215/44*z + 1
*
-2 | 0.11526739965246116391658296972592517696 | 0.017082759768124855980902919035034012139
f(z) = -235/176*z^3 + 213/44*z + 1
*
-2 | 0.11512727705618416723138437119332494100 | 0.017061993439939237269720563985073934587
f(z) = -233/160*z^3 + 213/40*z + 1
*
-2 | 0.11510647662266220533081188096495207384 | 0.017082794833595464218783135272756486113
f(z) = -233/176*z^3 + 211/44*z + 1
*
-2 | 0.11496647141039677324212012247900927065 | 0.017062016851444167228204496230597980503
f(z) = -231/160*z^3 + 211/40*z + 1
*
-2 | 0.11480413498168622321706274943469944876 | 0.017062040659880456487767272071677585482
f(z) = -229/160*z^3 + 209/40*z + 1
*
-2 | 0.11477991197598842716529369108487776361 | 0.017082852695574153148910567919354243019
f(z) = -229/176*z^3 + 207/44*z + 1
*
-2 | 0.11464023576258945303820079710000532377 | 0.017062064491980919750372357948161938713
f(z) = -227/160*z^3 + 207/40*z + 1
*
-2 | 0.11461420123831069889460343805598056651 | 0.017082874084364194017788569299473577861
f(z) = -227/176*z^3 + 205/44*z + 1
*
[ -13/10 ] 
f(z) = -225/169*z^3 + 209/52*z + 1
*
-2 | 0.11444682335467964820979826995788965088 | 0.017082889401259097727300117746378540324
f(z) = -225/176*z^3 + 203/44*z + 1
*
[ -4/15 ] 
f(z) = -225/176*z^3 + 213/44*z + 1
*
-2 | 0.11430761536783919947131880716420856657 | 0.017062110540184050859731158430632958933
f(z) = -223/160*z^3 + 203/40*z + 1
*
-2 | 0.11427774047743758417233313119003824214 | 0.017082897775947529626232795395214161940
f(z) = -223/176*z^3 + 201/44*z + 1
*
-2 | 0.11413882445355275174469077460543487844 | 0.017062131805028335540018316052143838990
f(z) = -221/160*z^3 + 201/40*z + 1
*
[ -13/20 ] 
f(z) = -240/169*z^3 + 204/65*z + 1
*
[ -5/6 ] 
f(z) = -234/175*z^3 + 219/70*z + 1
*
[ 6/5 ] 
f(z) = -235/162*z^3 + 203/90*z + 1
*
[ 13/14 ] 
f(z) = -238/169*z^3 + 207/182*z + 1
*
[ 3 ] 
f(z) = -227/162*z^3 + 239/18*z + 1
*
[ 3 ] 
f(z) = -223/162*z^3 + 235/18*z + 1
*
[ 3 ] 
f(z) = -221/162*z^3 + 233/18*z + 1
*
[ 6/5 ] 
f(z) = -235/168*z^3 + 229/105*z + 1
*
-6/5 | 0.15769567076086268061364375083613918159 | 0.023243668477069581607255250995647474604
f(z) = -225/176*z^3 + 221/132*z + 1
*
[ 3 ] 
f(z) = -239/162*z^3 + 251/18*z + 1
*
[ 3 ] 
f(z) = -235/162*z^3 + 247/18*z + 1
*
[ -3 ] 
f(z) = -235/162*z^3 + 259/18*z + 1
*
[ 3 ] 
f(z) = -233/162*z^3 + 245/18*z + 1
*
[ -3 ] 
f(z) = -233/162*z^3 + 257/18*z + 1
*
[ 3 ] 
f(z) = -229/162*z^3 + 241/18*z + 1
*
[ -3 ] 
f(z) = -229/162*z^3 + 253/18*z + 1
*
[ -3 ] 
f(z) = -227/162*z^3 + 251/18*z + 1
*
[ -3 ] 
f(z) = -223/162*z^3 + 247/18*z + 1
*
[ -3 ] 
f(z) = -221/162*z^3 + 245/18*z + 1
*
[ 2 ] 
f(z) = -239/160*z^3 + 259/40*z + 1
*
[ 2 ] 
f(z) = -237/160*z^3 + 257/40*z + 1
*
[ 2 ] 
f(z) = -237/176*z^3 + 259/44*z + 1
*
[ 2 ] 
f(z) = -235/176*z^3 + 257/44*z + 1
*
[ 2 ] 
f(z) = -233/160*z^3 + 253/40*z + 1
*
[ 2 ] 
f(z) = -233/176*z^3 + 255/44*z + 1
*
[ 2 ] 
f(z) = -231/160*z^3 + 251/40*z + 1
*
[ 2 ] 
f(z) = -229/160*z^3 + 249/40*z + 1
*
[ 2 ] 
f(z) = -229/176*z^3 + 251/44*z + 1
*
[ 2 ] 
f(z) = -227/160*z^3 + 247/40*z + 1
*
[ 2 ] 
f(z) = -227/176*z^3 + 249/44*z + 1
*
[ 2 ] 
f(z) = -225/176*z^3 + 247/44*z + 1
*
[ 2 ] 
f(z) = -223/160*z^3 + 243/40*z + 1
*
[ 2 ] 
f(z) = -223/176*z^3 + 245/44*z + 1
*
[ 2 ] 
f(z) = -221/160*z^3 + 241/40*z + 1
*
[ 2 ] 
f(z) = -221/176*z^3 + 243/44*z + 1
*
[ 3/2 ] 
f(z) = -235/162*z^3 + 259/72*z + 1
*
[ 3/2 ] 
f(z) = -233/162*z^3 + 257/72*z + 1
*
[ -4/3 ] 
f(z) = -231/160*z^3 + 259/60*z + 1
*
[ 3/2 ] 
f(z) = -229/162*z^3 + 253/72*z + 1
*
[ 3/2 ] 
f(z) = -227/162*z^3 + 251/72*z + 1
*
[ 3/2 ] 
f(z) = -223/162*z^3 + 247/72*z + 1
*
[ 3/2 ] 
f(z) = -221/162*z^3 + 245/72*z + 1
*
[ -2/3 ] 
f(z) = -225/164*z^3 + 255/82*z + 1
*
[ 13/12 ] 
f(z) = -228/169*z^3 + 259/156*z + 1
*
-4/5 | 0.19449544156999246286521627773092882812 | 0.027513763901067934022193145367639591778
f(z) = -235/176*z^3 + 243/220*z + 1
*
[ -3 ] 
f(z) = -239/162*z^3 + 263/18*z + 1
*
[ 13/6 ] 
f(z) = -228/169*z^3 + 268/39*z + 1
*
[ -13/8 ] 
f(z) = -240/169*z^3 + 279/52*z + 1
*
[ 2 ] 
f(z) = -239/176*z^3 + 261/44*z + 1
*
[ -3/2 ] 
f(z) = -236/171*z^3 + 272/57*z + 1
*
[ -3/2 ] 
f(z) = -232/171*z^3 + 269/57*z + 1
*
[ -3/2 ] 
f(z) = -224/171*z^3 + 263/57*z + 1
*
[ -13/10 ] 
f(z) = -240/169*z^3 + 271/65*z + 1
*
[ 3/2 ] 
f(z) = -239/162*z^3 + 263/72*z + 1
*
[ -4/3 ] 
f(z) = -237/160*z^3 + 263/60*z + 1
*
[ -5/4 ] 
f(z) = -232/175*z^3 + 271/70*z + 1
*
[ -2/3 ] 
f(z) = -225/172*z^3 + 265/86*z + 1
*
[ 6/5 ] 
f(z) = -225/176*z^3 + 265/132*z + 1
*
[ 16/15 ] 
f(z) = -225/176*z^3 + 267/176*z + 1
*
[ 13/6 ] 
f(z) = -240/169*z^3 + 281/39*z + 1
*
[ -2 ] 
f(z) = -239/160*z^3 + 299/40*z + 1
*
[ -2 ] 
f(z) = -237/160*z^3 + 297/40*z + 1
*
[ -2 ] 
f(z) = -233/160*z^3 + 293/40*z + 1
*
[ -2 ] 
f(z) = -233/176*z^3 + 299/44*z + 1
*
[ -2 ] 
f(z) = -231/160*z^3 + 291/40*z + 1
*
[ -2 ] 
f(z) = -229/160*z^3 + 289/40*z + 1
*
[ -2 ] 
f(z) = -229/176*z^3 + 295/44*z + 1
*
[ -2 ] 
f(z) = -227/160*z^3 + 287/40*z + 1
*
[ -2 ] 
f(z) = -227/176*z^3 + 293/44*z + 1
*
-2/15 | 0.19321473277803390422343032241694110987 | 0.027422773156341887049846775911616477929
f(z) = -225/176*z^3 + 287/44*z + 1
*
[ -2 ] 
f(z) = -225/176*z^3 + 291/44*z + 1
*
[ -2 ] 
f(z) = -223/160*z^3 + 283/40*z + 1
*
[ -2 ] 
f(z) = -223/176*z^3 + 289/44*z + 1
*
[ -2 ] 
f(z) = -221/160*z^3 + 281/40*z + 1
*
[ -2 ] 
f(z) = -221/176*z^3 + 287/44*z + 1
*
[ -3/5 ] 
f(z) = -235/162*z^3 + 287/90*z + 1
*
[ -8/15 ] 
f(z) = -225/176*z^3 + 285/88*z + 1
*
[ -13/14 ] 
f(z) = -224/169*z^3 + 293/91*z + 1
*
-2/5 | 0.18806805648066762217933891084164582865 | 0.024312543061326207076789562147921371843
f(z) = -235/168*z^3 + 286/105*z + 1
*
-4/3 | 0.20817095695889265387790727816786099952 | 0.029604467698447366341365084684464035820
f(z) = -237/176*z^3 + 283/132*z + 1
*
[ 13/11 ] 
f(z) = -231/169*z^3 + 295/143*z + 1
*
-5/4 | 0.16831117167669423467207194757137656529 | 0.029794997212003766471209355948306320971
f(z) = -224/165*z^3 + 284/165*z + 1
*
[ 4/5 ] 
f(z) = -235/192*z^3 + 8/15*z + 1
*
[ 3/4 ] 
f(z) = -232/189*z^3 + 5/14*z + 1
*
[ 14/15 ] 
f(z) = -225/196*z^3 + 13/14*z + 1
*
[ 2/3 ] 
f(z) = -225/184*z^3 + 1/23*z + 1
*
[ 3/4 ] 
f(z) = -226/189*z^3 + 19/56*z + 1
*
[ 12/17 ] 
f(z) = -221/192*z^3 + 8/51*z + 1
*
[ 2/3 ] 
f(z) = -237/184*z^3 + 5/69*z + 1
*
[ 2/3 ] 
f(z) = -231/184*z^3 + 4/69*z + 1
*
[ 2/3 ] 
f(z) = -225/188*z^3 + 3/94*z + 1
*
[ 2/3 ] 
f(z) = -225/196*z^3 + 1/98*z + 1
*
[ 7/10 ] 
f(z) = -225/196*z^3 + 15/112*z + 1
*
[ 2/3 ] 
f(z) = -225/182*z^3 + 9/182*z + 1
*
[ 2/3 ] 
f(z) = -225/194*z^3 + 3/194*z + 1
*
[ 2/3 ] 
f(z) = -239/184*z^3 + 16/207*z + 1
*
[ 2/3 ] 
f(z) = -235/184*z^3 + 14/207*z + 1
*
[ 2/3 ] 
f(z) = -233/184*z^3 + 13/207*z + 1
*
[ 2/3 ] 
f(z) = -229/184*z^3 + 11/207*z + 1
*
[ 2/3 ] 
f(z) = -227/184*z^3 + 10/207*z + 1
*
[ 2/3 ] 
f(z) = -223/184*z^3 + 8/207*z + 1
*
[ 2/3 ] 
f(z) = -221/184*z^3 + 7/207*z + 1
*
[ 2/3 ] 
f(z) = -237/188*z^3 + 17/282*z + 1
*
[ 2/3 ] 
f(z) = -237/196*z^3 + 11/294*z + 1
*
[ 2/3 ] 
f(z) = -231/188*z^3 + 13/282*z + 1
*
[ 3/2 ] 
f(z) = -236/189*z^3 + 22/7*z + 1
*
[ -3/2 ] 
f(z) = -232/189*z^3 + 31/7*z + 1
*
-3/5 | 0.18747476190036425502448943928768318977 | 0.026520602717978384148288089612619321582
f(z) = -235/189*z^3 + 39/35*z + 1
*
-4/5 | 0.16396928524823536859152466254439283946 | 0.023195464967868161994753130862310807881
f(z) = -235/192*z^3 + 31/30*z + 1
*
[ 12/13 ] 
f(z) = -221/192*z^3 + 35/39*z + 1
*
[ 4/5 ] 
f(z) = -227/192*z^3 + 38/75*z + 1
*
[ 4/5 ] 
f(z) = -223/192*z^3 + 37/75*z + 1
*
[ 3/4 ] 
f(z) = -236/189*z^3 + 31/84*z + 1
*
[ 3/4 ] 
f(z) = -229/189*z^3 + 39/112*z + 1
*
[ 3/4 ] 
f(z) = -223/189*z^3 + 37/112*z + 1
*
[ 3/2 ] 
f(z) = -230/189*z^3 + 43/14*z + 1
*
[ 4 ] 
f(z) = -227/192*z^3 + 59/3*z + 1
*
[ -14/15 ] 
f(z) = -225/196*z^3 + 43/14*z + 1
*
[ 4 ] 
f(z) = -223/192*z^3 + 58/3*z + 1
*
[ -4 ] 
f(z) = -221/192*z^3 + 59/3*z + 1
*
-3/4 | 0.20738524425970848674423591453255196031 | 0.028258401065343381647391134958356234363
f(z) = -236/189*z^3 + 57/28*z + 1
*
[ 4/5 ] 
f(z) = -239/192*z^3 + 41/75*z + 1
*
[ 4/5 ] 
f(z) = -225/184*z^3 + 49/92*z + 1
*
[ 3/4 ] 
f(z) = -235/189*z^3 + 41/112*z + 1
*
[ 3/4 ] 
f(z) = -230/189*z^3 + 59/168*z + 1
*
[ 11/15 ] 
f(z) = -225/187*z^3 + 53/187*z + 1
*
[ 4 ] 
f(z) = -239/192*z^3 + 62/3*z + 1
*
[ 4 ] 
f(z) = -235/192*z^3 + 61/3*z + 1
*
[ -4 ] 
f(z) = -233/192*z^3 + 62/3*z + 1
*
[ -4 ] 
f(z) = -229/192*z^3 + 61/3*z + 1
*
[ -3/2 ] 
f(z) = -226/189*z^3 + 61/14*z + 1
*
[ 3 ] 
f(z) = -223/189*z^3 + 79/7*z + 1
*
[ 4/3 ] 
f(z) = -233/192*z^3 + 65/27*z + 1
*
[ 3/2 ] 
f(z) = -232/189*z^3 + 65/21*z + 1
*
[ 4/3 ] 
f(z) = -229/192*z^3 + 64/27*z + 1
*
[ -2/3 ] 
f(z) = -225/184*z^3 + 70/23*z + 1
*
[ 7/5 ] 
f(z) = -225/196*z^3 + 71/28*z + 1
*
[ 4/3 ] 
f(z) = -221/192*z^3 + 62/27*z + 1
*
[ 4/5 ] 
f(z) = -233/192*z^3 + 79/150*z + 1
*
[ 4/5 ] 
f(z) = -229/192*z^3 + 77/150*z + 1
*
[ 4/5 ] 
f(z) = -221/192*z^3 + 73/150*z + 1
*
[ 3/4 ] 
f(z) = -224/183*z^3 + 65/183*z + 1
*
[ 3/4 ] 
f(z) = -224/195*z^3 + 61/195*z + 1
*
[ -3 ] 
f(z) = -239/189*z^3 + 89/7*z + 1
*
[ -3 ] 
f(z) = -236/189*z^3 + 88/7*z + 1
*
[ 3 ] 
f(z) = -235/189*z^3 + 83/7*z + 1
*
[ -3 ] 
f(z) = -233/189*z^3 + 87/7*z + 1
*
[ 3 ] 
f(z) = -232/189*z^3 + 82/7*z + 1
*
[ -3 ] 
f(z) = -230/189*z^3 + 86/7*z + 1
*
[ 3 ] 
f(z) = -229/189*z^3 + 81/7*z + 1
*
[ -3 ] 
f(z) = -227/189*z^3 + 85/7*z + 1
*
[ 3 ] 
f(z) = -226/189*z^3 + 80/7*z + 1
*
[ -3 ] 
f(z) = -221/189*z^3 + 83/7*z + 1
*
[ 3/2 ] 
f(z) = -239/189*z^3 + 89/28*z + 1
*
[ -3/4 ] 
f(z) = -236/189*z^3 + 85/28*z + 1
*
[ -3/2 ] 
f(z) = -236/189*z^3 + 94/21*z + 1
*
[ -4/5 ] 
f(z) = -235/192*z^3 + 91/30*z + 1
*
[ 3/2 ] 
f(z) = -233/189*z^3 + 87/28*z + 1
*
[ 3/2 ] 
f(z) = -227/189*z^3 + 85/28*z + 1
*
[ -2/5 ] 
f(z) = -225/184*z^3 + 85/23*z + 1
*
[ -7/15 ] 
f(z) = -225/196*z^3 + 95/28*z + 1
*
-2 | 0.11408371912923806846090172201705980055 | 0.017092316997660474971930815012532343386
f(z) = -221/184*z^3 + 99/23*z + 1
*
[ 3/2 ] 
f(z) = -221/189*z^3 + 83/28*z + 1
*
-4/13 | 0.20239614232239741077874267670446846306 | 0.023315723741228105708958013036052637477
f(z) = -221/192*z^3 + 92/39*z + 1
*
3/5 | 0.20487354110950043469364885178274615406 | 0.026318227952660932743811032002196690856
f(z) = -230/189*z^3 + 89/70*z + 1
*
-12/13 | 0.23089974355328737714587068485408892838 | 0.028996169065952347009056812990728065493
f(z) = -221/192*z^3 + 83/78*z + 1
*
[ 4/5 ] 
f(z) = -225/188*z^3 + 97/188*z + 1
*
[ 4/5 ] 
f(z) = -225/196*z^3 + 95/196*z + 1
*
[ 4 ] 
f(z) = -229/192*z^3 + 119/6*z + 1
*
[ -4 ] 
f(z) = -223/192*z^3 + 119/6*z + 1
*
[ 4 ] 
f(z) = -221/192*z^3 + 115/6*z + 1
*
-2 | 0.11557080053452466081260903574025444518 | 0.017092295607278673962077764506406273067
f(z) = -239/184*z^3 + 108/23*z + 1
*
[ -4/3 ] 
f(z) = -239/192*z^3 + 107/27*z + 1
*
-2 | 0.11541201994587736996306817579596014905 | 0.017092327989955873098954496340437958451
f(z) = -237/184*z^3 + 107/23*z + 1
*
-2 | 0.11525170885099182657951850418291742835 | 0.017092354896396047241096936111550905333
f(z) = -235/184*z^3 + 106/23*z + 1
*
[ -3/5 ] 
f(z) = -235/189*z^3 + 109/35*z + 1
*
[ -4/3 ] 
f(z) = -235/192*z^3 + 106/27*z + 1
*
-2 | 0.11508983396682861951614874119390098943 | 0.017092375565217270036344419518785938780
f(z) = -233/184*z^3 + 105/23*z + 1
*
-2 | 0.11492636079267725762549054285520043682 | 0.017092389170043154848713770519028128248
f(z) = -231/184*z^3 + 104/23*z + 1
*
-2 | 0.11476125354457350980897516815263145659 | 0.017092394813826817602612361443171546958
f(z) = -229/184*z^3 + 103/23*z + 1
*
-2 | 0.11459447508494056467857212704188957308 | 0.017092391522623016895604759425968395991
f(z) = -227/184*z^3 + 102/23*z + 1
*
[ -4/3 ] 
f(z) = -227/192*z^3 + 104/27*z + 1
*
-2 | 0.11442598684701108292228987631222069152 | 0.017092378238747566421265012682032338927
f(z) = -225/184*z^3 + 101/23*z + 1
*
[ -7/5 ] 
f(z) = -225/196*z^3 + 111/28*z + 1
*
-2 | 0.11425574875353711640457533612761308262 | 0.017092353813255467595372455470046808733
f(z) = -223/184*z^3 + 100/23*z + 1
*
[ -4/3 ] 
f(z) = -223/192*z^3 + 103/27*z + 1
*
-12/17 | 0.20649962056991777394919111250687491394 | 0.025086889412731073898474752700779012481
f(z) = -221/192*z^3 + 101/102*z + 1
*
[ 7/9 ] 
f(z) = -225/196*z^3 + 103/252*z + 1
*
[ -4 ] 
f(z) = -239/192*z^3 + 127/6*z + 1
*
[ -4 ] 
f(z) = -235/192*z^3 + 125/6*z + 1
*
[ -12/5 ] 
f(z) = -235/192*z^3 + 127/15*z + 1
*
[ 4 ] 
f(z) = -233/192*z^3 + 121/6*z + 1
*
[ -4 ] 
f(z) = -227/192*z^3 + 121/6*z + 1
*
[ 14/5 ] 
f(z) = -225/196*z^3 + 135/14*z + 1
*
[ 2 ] 
f(z) = -239/184*z^3 + 131/23*z + 1
*
[ 2 ] 
f(z) = -237/184*z^3 + 130/23*z + 1
*
[ 2 ] 
f(z) = -235/184*z^3 + 129/23*z + 1
*
[ -3/2 ] 
f(z) = -235/189*z^3 + 125/28*z + 1
*
[ 2 ] 
f(z) = -233/184*z^3 + 128/23*z + 1
*
[ 2 ] 
f(z) = -231/184*z^3 + 127/23*z + 1
*
[ 2 ] 
f(z) = -229/184*z^3 + 126/23*z + 1
*
[ -3/2 ] 
f(z) = -229/189*z^3 + 123/28*z + 1
*
[ 2 ] 
f(z) = -227/184*z^3 + 125/23*z + 1
*
[ 2 ] 
f(z) = -225/184*z^3 + 124/23*z + 1
*
[ 28/15 ] 
f(z) = -225/196*z^3 + 125/28*z + 1
*
[ 2 ] 
f(z) = -223/184*z^3 + 123/23*z + 1
*
[ -3/2 ] 
f(z) = -223/189*z^3 + 121/28*z + 1
*
[ 2 ] 
f(z) = -221/184*z^3 + 122/23*z + 1
*
[ 4/3 ] 
f(z) = -239/192*z^3 + 133/54*z + 1
*
[ 4/3 ] 
f(z) = -235/192*z^3 + 131/54*z + 1
*
[ -3/4 ] 
f(z) = -232/189*z^3 + 127/42*z + 1
*
[ 4/3 ] 
f(z) = -227/192*z^3 + 127/54*z + 1
*
[ 3/2 ] 
f(z) = -226/189*z^3 + 127/42*z + 1
*
[ 4/3 ] 
f(z) = -223/192*z^3 + 125/54*z + 1
*
[ 6/5 ] 
f(z) = -235/189*z^3 + 137/70*z + 1
*
[ 6/5 ] 
f(z) = -225/184*z^3 + 133/69*z + 1
*
[ 14/17 ] 
f(z) = -221/196*z^3 + 131/238*z + 1
*
[ -14/5 ] 
f(z) = -225/196*z^3 + 145/14*z + 1
*
[ -2 ] 
f(z) = -239/184*z^3 + 154/23*z + 1
*
[ -2 ] 
f(z) = -237/184*z^3 + 153/23*z + 1
*
[ -2 ] 
f(z) = -235/184*z^3 + 152/23*z + 1
*
[ -2 ] 
f(z) = -233/184*z^3 + 151/23*z + 1
*
[ -2 ] 
f(z) = -231/184*z^3 + 150/23*z + 1
*
[ -2 ] 
f(z) = -229/184*z^3 + 149/23*z + 1
*
[ -2 ] 
f(z) = -227/184*z^3 + 148/23*z + 1
*
[ -2 ] 
f(z) = -225/184*z^3 + 147/23*z + 1
*
[ -28/15 ] 
f(z) = -225/196*z^3 + 155/28*z + 1
*
[ -2 ] 
f(z) = -223/184*z^3 + 146/23*z + 1
*
[ -2 ] 
f(z) = -221/184*z^3 + 145/23*z + 1
*
[ 21/23 ] 
f(z) = -230/189*z^3 + 148/161*z + 1
*
[ 13/15 ] 
f(z) = -225/182*z^3 + 141/182*z + 1
*
[ -4/13 ] 
f(z) = -221/192*z^3 + 170/39*z + 1
*
[ -3/4 ] 
f(z) = -230/189*z^3 + 169/56*z + 1
*
-4/17 | 0.21620501548842350657097467481274695633 | 0.023275927907833318089313902622569427056
f(z) = -221/192*z^3 + 169/51*z + 1
*
-3/10 | 0.24894635533940292195415578521457574368 | 0.029504751747963152850854717003669144836
f(z) = -230/189*z^3 + 171/70*z + 1
*
[ 14/15 ] 
f(z) = -225/184*z^3 + 160/161*z + 1
*
[ -2/15 ] 
f(z) = -225/184*z^3 + 196/23*z + 1
*
[ 7/3 ] 
f(z) = -225/196*z^3 + 191/28*z + 1
*
[ -3/2 ] 
f(z) = -230/189*z^3 + 185/42*z + 1
*
-2 | 0.093885147482344800647029460127852811217 | 0.014055506156912702538381752008305235556
f(z) = -223/192*z^3 + 199/48*z + 1
*
-2 | 0.093711776578870728834430632722599592123 | 0.014050798923141702356077250690829318952
f(z) = -221/192*z^3 + 197/48*z + 1
*
[ 7/6 ] 
f(z) = -225/196*z^3 + 191/112*z + 1
*
-3/4 | 0.14580878716850944907005127624586376537 | 0.026943518805803670017741455191444039473
f(z) = -224/195*z^3 + 191/195*z + 1
*
[ -7/3 ] 
f(z) = -225/196*z^3 + 215/28*z + 1
*
-2 | 0.095209212805196362940119107055097911346 | 0.014090597229699198555889492751175186974
f(z) = -239/192*z^3 + 215/48*z + 1
*
-2 | 0.094888121260736734873565288725075383981 | 0.014082216354829849276471422862246996671
f(z) = -235/192*z^3 + 211/48*z + 1
*
-2 | 0.094725188326264290088856908880871257601 | 0.014077933821768484377932154683656904551
f(z) = -233/192*z^3 + 209/48*z + 1
*
[ -4/3 ] 
f(z) = -233/192*z^3 + 211/54*z + 1
*
[ -3/8 ] 
f(z) = -232/189*z^3 + 215/56*z + 1
*
-2 | 0.094394365562992152812618356705391824742 | 0.014069173311544562050260665830830435653
f(z) = -229/192*z^3 + 205/48*z + 1
*
[ -4/3 ] 
f(z) = -229/192*z^3 + 209/54*z + 1
*
-2 | 0.094225364792363385666442414267140384084 | 0.014064536160630967335169207954164826331
f(z) = -227/192*z^3 + 203/48*z + 1
*
[ -4/3 ] 
f(z) = -221/192*z^3 + 205/54*z + 1
*
[ -2/3 ] 
f(z) = -237/184*z^3 + 212/69*z + 1
*
[ -2/3 ] 
f(z) = -231/184*z^3 + 211/69*z + 1
*
[ 12/5 ] 
f(z) = -235/192*z^3 + 229/30*z + 1
*
[ 3 ] 
f(z) = -221/189*z^3 + 235/21*z + 1
*
[ -4/5 ] 
f(z) = -233/192*z^3 + 227/75*z + 1
*
[ -4/5 ] 
f(z) = -229/192*z^3 + 226/75*z + 1
*
[ -4/5 ] 
f(z) = -221/192*z^3 + 224/75*z + 1
*
[ -12/13 ] 
f(z) = -221/192*z^3 + 239/78*z + 1
*
[ 4/3 ] 
f(z) = -225/184*z^3 + 223/92*z + 1
*
[ 21/17 ] 
f(z) = -221/189*z^3 + 235/119*z + 1
*
-14/15 | 0.15450982599091193322977732009406705015 | 0.028300651320621871795786020804662187878
f(z) = -225/182*z^3 + 235/182*z + 1
*
[ 3 ] 
f(z) = -239/189*z^3 + 253/21*z + 1
*
[ 3 ] 
f(z) = -236/189*z^3 + 250/21*z + 1
*
[ 3 ] 
f(z) = -233/189*z^3 + 247/21*z + 1
*
[ 3 ] 
f(z) = -230/189*z^3 + 244/21*z + 1
*
[ -3 ] 
f(z) = -229/189*z^3 + 257/21*z + 1
*
[ 3 ] 
f(z) = -227/189*z^3 + 241/21*z + 1
*
[ -3 ] 
f(z) = -226/189*z^3 + 254/21*z + 1
*
[ -3 ] 
f(z) = -223/189*z^3 + 251/21*z + 1
*
[ 2 ] 
f(z) = -235/192*z^3 + 259/48*z + 1
*
[ 2 ] 
f(z) = -233/192*z^3 + 257/48*z + 1
*
[ 2 ] 
f(z) = -229/192*z^3 + 253/48*z + 1
*
[ 2 ] 
f(z) = -227/192*z^3 + 251/48*z + 1
*
[ 2 ] 
f(z) = -223/192*z^3 + 247/48*z + 1
*
[ 2 ] 
f(z) = -221/192*z^3 + 245/48*z + 1
*
-3/10 | 0.23814316776511585936282557582884755783 | 0.027121409821101137753401623867566793449
f(z) = -230/189*z^3 + 241/70*z + 1
*
[ -6/5 ] 
f(z) = -230/189*z^3 + 251/70*z + 1
*
[ -6/5 ] 
f(z) = -225/184*z^3 + 248/69*z + 1
*
[ 3/2 ] 
f(z) = -229/189*z^3 + 257/84*z + 1
*
[ 3/2 ] 
f(z) = -223/189*z^3 + 251/84*z + 1
*
4/3 | 0.14604313087806146652198012673367360567 | 0.026393069053891254785458803421852204776
f(z) = -225/196*z^3 + 253/196*z + 1
*
[ 14/13 ] 
f(z) = -221/196*z^3 + 251/182*z + 1
*
[ -3 ] 
f(z) = -235/189*z^3 + 263/21*z + 1
*
[ -3 ] 
f(z) = -232/189*z^3 + 260/21*z + 1
*
[ 2 ] 
f(z) = -239/192*z^3 + 263/48*z + 1
*
[ -4/17 ] 
f(z) = -221/192*z^3 + 271/51*z + 1
*
[ 3/2 ] 
f(z) = -235/189*z^3 + 263/84*z + 1
*
[ -4/5 ] 
f(z) = -225/184*z^3 + 279/92*z + 1
*
[ 46/45 ] 
f(z) = -225/184*z^3 + 269/207*z + 1
*
[ 46/15 ] 
f(z) = -225/184*z^3 + 280/23*z + 1
*
[ -46/15 ] 
f(z) = -225/184*z^3 + 295/23*z + 1
*
[ -2 ] 
f(z) = -227/192*z^3 + 299/48*z + 1
*
[ -2 ] 
f(z) = -223/192*z^3 + 295/48*z + 1
*
[ -2 ] 
f(z) = -221/192*z^3 + 293/48*z + 1
*
[ -2/3 ] 
f(z) = -225/188*z^3 + 285/94*z + 1
*
[ -2/3 ] 
f(z) = -225/196*z^3 + 295/98*z + 1
*
[ 2/3 ] 
f(z) = -225/208*z^3 - 1/52*z + 1
*
[ 2/3 ] 
f(z) = -225/212*z^3 - 3/106*z + 1
*
[ 2/3 ] 
f(z) = -231/208*z^3 - 1/156*z + 1
*
[ 2/3 ] 
f(z) = -225/202*z^3 - 1/202*z + 1
*
[ 2/3 ] 
f(z) = -225/206*z^3 - 3/206*z + 1
*
[ 2/3 ] 
f(z) = -225/214*z^3 - 7/214*z + 1
*
[ 2/3 ] 
f(z) = -225/218*z^3 - 9/218*z + 1
*
[ 2/3 ] 
f(z) = -223/200*z^3 - 1/225*z + 1
*
[ 2/3 ] 
f(z) = -221/200*z^3 - 2/225*z + 1
*
[ 2/3 ] 
f(z) = -239/216*z^3 - 2/243*z + 1
*
[ 2/3 ] 
f(z) = -235/216*z^3 - 4/243*z + 1
*
[ 2/3 ] 
f(z) = -233/216*z^3 - 5/243*z + 1
*
[ 2/3 ] 
f(z) = -229/216*z^3 - 7/243*z + 1
*
[ 2/3 ] 
f(z) = -227/216*z^3 - 8/243*z + 1
*
[ 2/3 ] 
f(z) = -223/216*z^3 - 10/243*z + 1
*
[ 2/3 ] 
f(z) = -221/216*z^3 - 11/243*z + 1
*
[ -6/5 ] 
f(z) = -235/216*z^3 + 17/5*z + 1
*
[ 2/3 ] 
f(z) = -237/200*z^3 + 2/75*z + 1
*
[ 2/3 ] 
f(z) = -231/200*z^3 + 1/75*z + 1
*
[ 3/4 ] 
f(z) = -224/207*z^3 + 19/69*z + 1
*
[ 2/3 ] 
f(z) = -237/208*z^3 + 1/156*z + 1
*
[ 12/17 ] 
f(z) = -221/216*z^3 + 19/204*z + 1
*
[ 2/3 ] 
f(z) = -239/200*z^3 + 7/225*z + 1
*
[ 2/3 ] 
f(z) = -233/200*z^3 + 4/225*z + 1
*
[ 2/3 ] 
f(z) = -229/200*z^3 + 2/225*z + 1
*
[ 2/3 ] 
f(z) = -227/200*z^3 + 1/225*z + 1
*
[ 6/5 ] 
f(z) = -235/216*z^3 + 26/15*z + 1
*
[ 6 ] 
f(z) = -229/216*z^3 + 39*z + 1
*
[ -6 ] 
f(z) = -227/216*z^3 + 39*z + 1
*
[ 6 ] 
f(z) = -223/216*z^3 + 38*z + 1
*
[ -6 ] 
f(z) = -221/216*z^3 + 38*z + 1
*
[ 6/7 ] 
f(z) = -235/216*z^3 + 31/49*z + 1
*
[ 6/7 ] 
f(z) = -229/216*z^3 + 30/49*z + 1
*
[ 4/5 ] 
f(z) = -225/208*z^3 + 23/52*z + 1
*
[ 6/7 ] 
f(z) = -223/216*z^3 + 29/49*z + 1
*
[ 10/13 ] 
f(z) = -221/200*z^3 + 23/65*z + 1
*
[ 3/4 ] 
f(z) = -239/216*z^3 + 37/128*z + 1
*
[ 3/4 ] 
f(z) = -233/216*z^3 + 35/128*z + 1
*
[ 3/4 ] 
f(z) = -227/216*z^3 + 33/128*z + 1
*
[ 3/4 ] 
f(z) = -221/216*z^3 + 31/128*z + 1
*
[ -6 ] 
f(z) = -239/216*z^3 + 41*z + 1
*
[ 6 ] 
f(z) = -235/216*z^3 + 40*z + 1
*
[ -6 ] 
f(z) = -233/216*z^3 + 40*z + 1
*
[ -6/13 ] 
f(z) = -221/216*z^3 + 44/13*z + 1
*
[ 6/5 ] 
f(z) = -239/216*z^3 + 44/25*z + 1
*
[ 6/5 ] 
f(z) = -233/216*z^3 + 43/25*z + 1
*
[ 6/5 ] 
f(z) = -227/216*z^3 + 42/25*z + 1
*
[ 6/5 ] 
f(z) = -221/216*z^3 + 41/25*z + 1
*
[ 10/11 ] 
f(z) = -231/200*z^3 + 47/55*z + 1
*
-10/11 | 0.22226855230320640766824735566162557443 | 0.028349448902878056483150066648553372012
f(z) = -231/200*z^3 + 58/55*z + 1
*
-2/3 | 0.14249849080434836850924299630742962497 | 0.026310164181289865474427423826699083652
f(z) = -225/208*z^3 + 51/52*z + 1
*
[ 12/13 ] 
f(z) = -221/216*z^3 + 41/52*z + 1
*
[ 3/4 ] 
f(z) = -232/207*z^3 + 41/138*z + 1
*
[ 11/15 ] 
f(z) = -225/209*z^3 + 45/209*z + 1
*
[ 3/4 ] 
f(z) = -224/201*z^3 + 59/201*z + 1
*
[ 3/4 ] 
f(z) = -224/213*z^3 + 55/213*z + 1
*
[ 3/4 ] 
f(z) = -224/219*z^3 + 53/219*z + 1
*
[ 5/7 ] 
f(z) = -231/200*z^3 + 53/280*z + 1
*
[ 3 ] 
f(z) = -221/216*z^3 + 79/8*z + 1
*
-10/7 | 0.23775779417705489837810354934860643127 | 0.029848274922822398488952173984339781981
f(z) = -231/200*z^3 + 72/35*z + 1
*
[ 3 ] 
f(z) = -239/216*z^3 + 85/8*z + 1
*
[ -3 ] 
f(z) = -235/216*z^3 + 89/8*z + 1
*
[ 3 ] 
f(z) = -233/216*z^3 + 83/8*z + 1
*
[ -3 ] 
f(z) = -229/216*z^3 + 87/8*z + 1
*
[ 3 ] 
f(z) = -227/216*z^3 + 81/8*z + 1
*
[ -3 ] 
f(z) = -223/216*z^3 + 85/8*z + 1
*
[ 3/2 ] 
f(z) = -235/216*z^3 + 89/32*z + 1
*
[ 10/7 ] 
f(z) = -231/200*z^3 + 93/35*z + 1
*
[ -6/5 ] 
f(z) = -229/216*z^3 + 84/25*z + 1
*
[ 3/2 ] 
f(z) = -229/216*z^3 + 87/32*z + 1
*
-2 | 0.11419660941641933922890332530170777566 | 0.017109230511606083081919002214589289698
f(z) = -223/200*z^3 + 99/25*z + 1
*
[ -6/5 ] 
f(z) = -223/216*z^3 + 83/25*z + 1
*
[ 3/2 ] 
f(z) = -223/216*z^3 + 85/32*z + 1
*
-2 | 0.10055232989926420756359938627745922758 | 0.015087958976139983126346883361780124709
f(z) = -223/216*z^3 + 98/27*z + 1
*
-2 | 0.11402174372398174740161300738268249327 | 0.017109055488011838758480874003201752705
f(z) = -221/200*z^3 + 98/25*z + 1
*
-2 | 0.10037394089638636132831357054928724663 | 0.015084406405163465540268403739316659758
f(z) = -221/216*z^3 + 97/27*z + 1
*
-4/3 | 0.15764051165611273796305440368182416724 | 0.026936954454485606325856074820521686490
f(z) = -225/208*z^3 + 87/52*z + 1
*
[ 6/7 ] 
f(z) = -239/216*z^3 + 95/147*z + 1
*
[ 6/7 ] 
f(z) = -233/216*z^3 + 92/147*z + 1
*
[ 6/7 ] 
f(z) = -227/216*z^3 + 89/147*z + 1
*
[ 6/7 ] 
f(z) = -221/216*z^3 + 86/147*z + 1
*
[ 4/5 ] 
f(z) = -225/212*z^3 + 91/212*z + 1
*
[ 3/4 ] 
f(z) = -236/207*z^3 + 85/276*z + 1
*
[ 6 ] 
f(z) = -233/216*z^3 + 119/3*z + 1
*
[ -6 ] 
f(z) = -229/216*z^3 + 118/3*z + 1
*
[ 6 ] 
f(z) = -227/216*z^3 + 116/3*z + 1
*
[ -6 ] 
f(z) = -223/216*z^3 + 115/3*z + 1
*
[ 6 ] 
f(z) = -221/216*z^3 + 113/3*z + 1
*
-2 | 0.11553068777580292707270154288654186906 | 0.017109902497982810861189006493047573815
f(z) = -239/200*z^3 + 107/25*z + 1
*
-2 | 0.10190986173204985984003185971980706968 | 0.015113698022637660995676964461433351567
f(z) = -239/216*z^3 + 106/27*z + 1
*
-2 | 0.11536983855897154750394739357995349992 | 0.017109874071710033417819773249368305673
f(z) = -237/200*z^3 + 106/25*z + 1
*
-2 | 0.10158138136517680114758387439201003422 | 0.015107661033975775293568470744255780669
f(z) = -235/216*z^3 + 104/27*z + 1
*
-2 | 0.11504327226416389971678400136274226407 | 0.017109776794216663138119927073754403256
f(z) = -233/200*z^3 + 104/25*z + 1
*
-2 | 0.10141453121692539569478443437071040166 | 0.015104551003754857717951885833570669349
f(z) = -233/216*z^3 + 103/27*z + 1
*
-2 | 0.11487747903932804692003167475986464226 | 0.017109705290859950718331938540222442769
f(z) = -231/200*z^3 + 103/25*z + 1
*
-2 | 0.11470995909980284753070749064352437418 | 0.017109616593859369665966432682361191870
f(z) = -229/200*z^3 + 102/25*z + 1
*
-2 | 0.10107538744685431126340443118814090277 | 0.015098132867138288912514087666517400838
f(z) = -229/216*z^3 + 101/27*z + 1
*
-2 | 0.11454067038525919826563292946701540939 | 0.017109509088718871375681246113549827550
f(z) = -227/200*z^3 + 101/25*z + 1
*
-2 | 0.10090299831883760642834736598711328160 | 0.015094818132995709500065224512829275238
f(z) = -227/216*z^3 + 100/27*z + 1
*
[ 4/3 ] 
f(z) = -225/208*z^3 + 113/52*z + 1
*
[ 6 ] 
f(z) = -239/216*z^3 + 122/3*z + 1
*
[ -6 ] 
f(z) = -235/216*z^3 + 121/3*z + 1
*
[ 2 ] 
f(z) = -239/200*z^3 + 132/25*z + 1
*
[ 2 ] 
f(z) = -239/216*z^3 + 133/27*z + 1
*
[ -3/2 ] 
f(z) = -239/216*z^3 + 133/32*z + 1
*
[ 2 ] 
f(z) = -237/200*z^3 + 131/25*z + 1
*
[ 2 ] 
f(z) = -235/216*z^3 + 131/27*z + 1
*
[ 12/5 ] 
f(z) = -235/216*z^3 + 137/20*z + 1
*
[ 2 ] 
f(z) = -233/200*z^3 + 129/25*z + 1
*
[ 2 ] 
f(z) = -233/216*z^3 + 130/27*z + 1
*
[ -3/2 ] 
f(z) = -233/216*z^3 + 131/32*z + 1
*
[ 2 ] 
f(z) = -231/200*z^3 + 128/25*z + 1
*
[ 2 ] 
f(z) = -229/200*z^3 + 127/25*z + 1
*
[ 2 ] 
f(z) = -229/216*z^3 + 128/27*z + 1
*
[ 2 ] 
f(z) = -227/200*z^3 + 126/25*z + 1
*
[ 2 ] 
f(z) = -227/216*z^3 + 127/27*z + 1
*
[ -3/2 ] 
f(z) = -227/216*z^3 + 129/32*z + 1
*
[ 2 ] 
f(z) = -223/200*z^3 + 124/25*z + 1
*
[ 2 ] 
f(z) = -223/216*z^3 + 125/27*z + 1
*
[ 2 ] 
f(z) = -221/200*z^3 + 123/25*z + 1
*
[ 2 ] 
f(z) = -221/216*z^3 + 124/27*z + 1
*
[ -3/2 ] 
f(z) = -221/216*z^3 + 127/32*z + 1
*
[ 6/5 ] 
f(z) = -229/216*z^3 + 127/75*z + 1
*
[ 6/5 ] 
f(z) = -223/216*z^3 + 124/75*z + 1
*
[ 13/15 ] 
f(z) = -225/208*z^3 + 137/208*z + 1
*
[ 4/5 ] 
f(z) = -235/208*z^3 + 123/260*z + 1
*
[ -2 ] 
f(z) = -239/200*z^3 + 157/25*z + 1
*
[ -2 ] 
f(z) = -237/200*z^3 + 156/25*z + 1
*
[ -2 ] 
f(z) = -235/216*z^3 + 158/27*z + 1
*
[ -2 ] 
f(z) = -233/200*z^3 + 154/25*z + 1
*
[ -2 ] 
f(z) = -233/216*z^3 + 157/27*z + 1
*
[ -10/7 ] 
f(z) = -231/200*z^3 + 142/35*z + 1
*
[ -2 ] 
f(z) = -231/200*z^3 + 153/25*z + 1
*
[ -2 ] 
f(z) = -229/200*z^3 + 152/25*z + 1
*
[ -2 ] 
f(z) = -229/216*z^3 + 155/27*z + 1
*
[ -2 ] 
f(z) = -227/200*z^3 + 151/25*z + 1
*
[ -2 ] 
f(z) = -227/216*z^3 + 154/27*z + 1
*
[ -2 ] 
f(z) = -223/200*z^3 + 149/25*z + 1
*
[ -2 ] 
f(z) = -223/216*z^3 + 152/27*z + 1
*
[ -2 ] 
f(z) = -221/200*z^3 + 148/25*z + 1
*
[ -2 ] 
f(z) = -221/216*z^3 + 151/27*z + 1
*
[ -6/7 ] 
f(z) = -239/216*z^3 + 146/49*z + 1
*
[ -6/7 ] 
f(z) = -233/216*z^3 + 145/49*z + 1
*
[ -6/7 ] 
f(z) = -227/216*z^3 + 144/49*z + 1
*
[ -4/5 ] 
f(z) = -225/208*z^3 + 153/52*z + 1
*
[ -2/3 ] 
f(z) = -225/208*z^3 + 155/52*z + 1
*
[ -6/7 ] 
f(z) = -221/216*z^3 + 143/49*z + 1
*
-10/21 | 0.25337154780798030494432405533391010831 | 0.029285671310947466023214848347888307766
f(z) = -231/200*z^3 + 143/105*z + 1
*
-2/3 | 0.14439985849750748564673634895350515268 | 0.021989806868108720440902034216043389708
f(z) = -237/208*z^3 + 157/156*z + 1
*
-2/3 | 0.14439985849750748564673634895350515268 | 0.022076012266476562840266634839459252663
f(z) = -231/208*z^3 + 155/156*z + 1
*
[ -2 ] 
f(z) = -239/216*z^3 + 160/27*z + 1
*
[ -10/11 ] 
f(z) = -231/200*z^3 + 168/55*z + 1
*
-2 | 0.11415893793469590924106880751260643473 | 0.017116571051769883824261198919916559998
f(z) = -223/208*z^3 + 197/52*z + 1
*
[ 3/2 ] 
f(z) = -232/207*z^3 + 197/69*z + 1
*
[ 3/2 ] 
f(z) = -224/207*z^3 + 191/69*z + 1
*
[ -10/13 ] 
f(z) = -221/200*z^3 + 192/65*z + 1
*
[ -12/17 ] 
f(z) = -221/216*z^3 + 199/68*z + 1
*
[ 18/17 ] 
f(z) = -221/216*z^3 + 184/153*z + 1
*
[ 10/3 ] 
f(z) = -237/200*z^3 + 208/15*z + 1
*
[ -10/3 ] 
f(z) = -237/200*z^3 + 217/15*z + 1
*
[ 10/3 ] 
f(z) = -231/200*z^3 + 203/15*z + 1
*
[ -10/3 ] 
f(z) = -231/200*z^3 + 212/15*z + 1
*
-2 | 0.11550413139816635644979394577097306893 | 0.017117843682167886792920166980967054580
f(z) = -239/208*z^3 + 213/52*z + 1
*
-2 | 0.11534207850687573632554400034440220331 | 0.017117760187140443389971852685083520586
f(z) = -237/208*z^3 + 211/52*z + 1
*
-2 | 0.11517836790189528843686233017451513933 | 0.017117658667906835024979752185383025200
f(z) = -235/208*z^3 + 209/52*z + 1
*
-2 | 0.11501295972812606262227185693030510915 | 0.017117537514130511164108627430975611952
f(z) = -233/208*z^3 + 207/52*z + 1
*
-2 | 0.11484581246755599912619409362916548096 | 0.017117394985116235849363111036731315793
f(z) = -231/208*z^3 + 205/52*z + 1
*
-2 | 0.11467688283555862719607370955624395236 | 0.017117229198139147889111720855202970050
f(z) = -229/208*z^3 + 203/52*z + 1
*
-2 | 0.11450612566842551911349038232151461076 | 0.017117038115569990346234986853894927781
f(z) = -227/208*z^3 + 201/52*z + 1
*
[ -6/17 ] 
f(z) = -221/216*z^3 + 202/51*z + 1
*
[ 3/2 ] 
f(z) = -236/207*z^3 + 200/69*z + 1
*
[ -3/4 ] 
f(z) = -224/207*z^3 + 203/69*z + 1
*
[ 10/9 ] 
f(z) = -237/200*z^3 + 211/135*z + 1
*
[ 10/9 ] 
f(z) = -231/200*z^3 + 206/135*z + 1
*
-6/5 | 0.17317546709841235972325621663798569081 | 0.025594230019109861358928565367357258507
f(z) = -225/208*z^3 + 217/156*z + 1
*
[ 3 ] 
f(z) = -223/216*z^3 + 239/24*z + 1
*
[ -2/3 ] 
f(z) = -237/200*z^3 + 227/75*z + 1
*
[ -2/3 ] 
f(z) = -231/200*z^3 + 226/75*z + 1
*
-2/5 | 0.19096400124423984494297574703552118645 | 0.025461946474301501011787964012098637456
f(z) = -235/216*z^3 + 226/135*z + 1
*
[ 3 ] 
f(z) = -235/216*z^3 + 251/24*z + 1
*
[ 3 ] 
f(z) = -229/216*z^3 + 245/24*z + 1
*
[ -3 ] 
f(z) = -227/216*z^3 + 259/24*z + 1
*
[ -3 ] 
f(z) = -221/216*z^3 + 253/24*z + 1
*
[ 2 ] 
f(z) = -233/208*z^3 + 259/52*z + 1
*
[ 2 ] 
f(z) = -231/208*z^3 + 257/52*z + 1
*
[ 2 ] 
f(z) = -229/208*z^3 + 255/52*z + 1
*
[ 2 ] 
f(z) = -227/208*z^3 + 253/52*z + 1
*
[ 2 ] 
f(z) = -223/208*z^3 + 249/52*z + 1
*
[ -6/5 ] 
f(z) = -239/216*z^3 + 257/75*z + 1
*
[ -6/5 ] 
f(z) = -233/216*z^3 + 254/75*z + 1
*
[ -6/5 ] 
f(z) = -227/216*z^3 + 251/75*z + 1
*
[ -6/5 ] 
f(z) = -221/216*z^3 + 248/75*z + 1
*
[ 3/2 ] 
f(z) = -227/216*z^3 + 259/96*z + 1
*
[ 3/2 ] 
f(z) = -221/216*z^3 + 253/96*z + 1
*
-4/5 | 0.17230311220391366412736630099120792652 | 0.024374386928197873442202374549430587391
f(z) = -235/208*z^3 + 253/260*z + 1
*
[ -3 ] 
f(z) = -239/216*z^3 + 271/24*z + 1
*
[ -3 ] 
f(z) = -233/216*z^3 + 265/24*z + 1
*
[ 2 ] 
f(z) = -239/208*z^3 + 265/52*z + 1
*
[ 2 ] 
f(z) = -237/208*z^3 + 263/52*z + 1
*
[ 2 ] 
f(z) = -235/208*z^3 + 261/52*z + 1
*
[ 3/2 ] 
f(z) = -239/216*z^3 + 271/96*z + 1
*
[ 3/2 ] 
f(z) = -233/216*z^3 + 265/96*z + 1
*
[ -10/17 ] 
f(z) = -221/200*z^3 + 262/85*z + 1
*
[ 18/13 ] 
f(z) = -221/216*z^3 + 262/117*z + 1
*
-4/3 | 0.17285221962882923951480739779681275139 | 0.024656851635221828101432498227962770442
f(z) = -237/208*z^3 + 277/156*z + 1
*
-4/3 | 0.20526121567409934361316112855537538232 | 0.029402814336158740718425365119825387067
f(z) = -231/208*z^3 + 269/156*z + 1
*
[ 6/5 ] 
f(z) = -225/208*z^3 + 269/156*z + 1
*
[ 16/15 ] 
f(z) = -225/208*z^3 + 269/208*z + 1
*
-5/7 | 0.21486314181126555779994222823678151353 | 0.029081430317517595327639747472764733935
f(z) = -231/200*z^3 + 277/280*z + 1
*
[ -3/2 ] 
f(z) = -236/207*z^3 + 292/69*z + 1
*
[ -3/2 ] 
f(z) = -232/207*z^3 + 289/69*z + 1
*
[ -3/2 ] 
f(z) = -224/207*z^3 + 283/69*z + 1
*
22/15 | 0.098392703315588654301641199551946135836 | 0.017450605555328642381117279203343269167
f(z) = -225/203*z^3 + 281/203*z + 1
*
[ 2/3 ] 
f(z) = -225/232*z^3 - 2/29*z + 1
*
[ 2/3 ] 
f(z) = -225/224*z^3 - 3/56*z + 1
*
[ 2/3 ] 
f(z) = -237/232*z^3 - 4/87*z + 1
*
[ 2/3 ] 
f(z) = -231/232*z^3 - 5/87*z + 1
*
[ 2/3 ] 
f(z) = -225/236*z^3 - 9/118*z + 1
*
[ 2/3 ] 
f(z) = -237/224*z^3 - 5/168*z + 1
*
[ 2/3 ] 
f(z) = -225/226*z^3 - 13/226*z + 1
*
[ 2/3 ] 
f(z) = -239/232*z^3 - 11/261*z + 1
*
[ 2/3 ] 
f(z) = -235/232*z^3 - 13/261*z + 1
*
[ 2/3 ] 
f(z) = -233/232*z^3 - 14/261*z + 1
*
[ 2/3 ] 
f(z) = -229/232*z^3 - 16/261*z + 1
*
[ 2/3 ] 
f(z) = -227/232*z^3 - 17/261*z + 1
*
[ 2/3 ] 
f(z) = -223/232*z^3 - 19/261*z + 1
*
[ 2/3 ] 
f(z) = -221/232*z^3 - 20/261*z + 1
*
[ 4/5 ] 
f(z) = -225/224*z^3 + 11/28*z + 1
*
[ 3/4 ] 
f(z) = -224/225*z^3 + 17/75*z + 1
*
-2/15 | 0.10811981431838995693281449495064074993 | 0.019962668024836439452007184116253195698
f(z) = -225/224*z^3 + 29/56*z + 1
*
[ 3/4 ] 
f(z) = -232/225*z^3 + 37/150*z + 1
*
[ 4/3 ] 
f(z) = -225/224*z^3 + 57/28*z + 1
*
[ 14/15 ] 
f(z) = -225/224*z^3 + 45/56*z + 1
*
[ 4/5 ] 
f(z) = -225/232*z^3 + 43/116*z + 1
*
[ 4/5 ] 
f(z) = -235/224*z^3 + 59/140*z + 1
*
[ 3/4 ] 
f(z) = -224/237*z^3 + 47/237*z + 1
*
28/15 | 0.077520687211787715159018977569094687334 | 0.012020781017293777801035138761992743729
f(z) = -225/224*z^3 + 79/28*z + 1
*
-8/15 | 0.068184224844141671252841148578315072619 | 0.012261846544825373516634082287047192780
f(z) = -225/224*z^3 + 65/56*z + 1
*
[ 5/4 ] 
f(z) = -224/225*z^3 + 79/45*z + 1
*
-2 | 0.11436828622382747377511204584287618511 | 0.017134951573610048796629132207261903362
f(z) = -227/232*z^3 + 99/29*z + 1
*
[ -4/5 ] 
f(z) = -225/224*z^3 + 81/28*z + 1
*
4/15 | 0.16028418384622733086032695386428579672 | 0.024241256671250134458280186748283721385
f(z) = -225/224*z^3 + 93/28*z + 1
*
[ -4/3 ] 
f(z) = -225/224*z^3 + 99/28*z + 1
*
[ -2/3 ] 
f(z) = -225/232*z^3 + 85/29*z + 1
*
-2 | 0.11418993937403944114191881363633077746 | 0.017134293382256338503200710736351664268
f(z) = -225/232*z^3 + 98/29*z + 1
*
-2 | 0.11400940759761596210568842513421328452 | 0.017133572945886844547590397491476029421
f(z) = -223/232*z^3 + 97/29*z + 1
*
-2 | 0.11382662259033158895435714607402806611 | 0.017132785226844197213508680353342511964
f(z) = -221/232*z^3 + 96/29*z + 1
*
-2/5 | 0.12949955089072559440144651418691049634 | 0.021879012207193641213234301525109851564
f(z) = -225/224*z^3 + 93/56*z + 1
*
4/3 | 0.19259134834415693788004683254512657964 | 0.029033936826837165147053242140196737555
f(z) = -237/224*z^3 + 95/84*z + 1
*
[ 15/16 ] 
f(z) = -224/225*z^3 + 97/120*z + 1
*
[ 4/5 ] 
f(z) = -225/236*z^3 + 85/236*z + 1
*
-2 | 0.11539588966747766667510522513398732931 | 0.017137828919341292628447550846559717501
f(z) = -239/232*z^3 + 105/29*z + 1
*
-2 | 0.11522940099815062072842302198281505102 | 0.017137458735375206994352752894592165707
f(z) = -237/232*z^3 + 104/29*z + 1
*
-2 | 0.11506107061950477039976539706989302267 | 0.017137049186782594028997711128425429989
f(z) = -235/232*z^3 + 103/29*z + 1
*
-2 | 0.11489084814714309999271151760065312864 | 0.017136597182731583080351845914714592758
f(z) = -233/232*z^3 + 102/29*z + 1
*
-2 | 0.11471868073056519304516062710213946628 | 0.017136099378531692870684609349456959845
f(z) = -231/232*z^3 + 101/29*z + 1
*
-2 | 0.11454451287144227865448264558307988116 | 0.017135552151419216698446348283040457872
f(z) = -229/232*z^3 + 100/29*z + 1
*
[ 28/15 ] 
f(z) = -225/224*z^3 + 111/28*z + 1
*
[ -2/5 ] 
f(z) = -225/232*z^3 + 106/29*z + 1
*
[ 15/8 ] 
f(z) = -224/225*z^3 + 119/30*z + 1
*
6/5 | 0.10374892126604377701139357345049158601 | 0.017070587098077328581097718630230463826
f(z) = -225/224*z^3 + 109/56*z + 1
*
[ 2 ] 
f(z) = -239/232*z^3 + 134/29*z + 1
*
[ 2 ] 
f(z) = -237/232*z^3 + 133/29*z + 1
*
[ 2 ] 
f(z) = -235/232*z^3 + 132/29*z + 1
*
[ 2 ] 
f(z) = -233/232*z^3 + 131/29*z + 1
*
[ 2 ] 
f(z) = -231/232*z^3 + 130/29*z + 1
*
[ 2 ] 
f(z) = -229/232*z^3 + 129/29*z + 1
*
[ 2 ] 
f(z) = -227/232*z^3 + 128/29*z + 1
*
[ -4/15 ] 
f(z) = -225/224*z^3 + 135/28*z + 1
*
[ 2 ] 
f(z) = -225/232*z^3 + 127/29*z + 1
*
[ 2 ] 
f(z) = -223/232*z^3 + 126/29*z + 1
*
[ 2 ] 
f(z) = -221/232*z^3 + 125/29*z + 1
*
[ 6/5 ] 
f(z) = -225/232*z^3 + 136/87*z + 1
*
[ 16/15 ] 
f(z) = -225/224*z^3 + 135/112*z + 1
*
[ 15/14 ] 
f(z) = -224/225*z^3 + 127/105*z + 1
*
[ 13/15 ] 
f(z) = -225/221*z^3 + 135/221*z + 1
*
[ -2 ] 
f(z) = -231/232*z^3 + 159/29*z + 1
*
[ -2 ] 
f(z) = -229/232*z^3 + 158/29*z + 1
*
[ -2 ] 
f(z) = -227/232*z^3 + 157/29*z + 1
*
[ -28/15 ] 
f(z) = -225/224*z^3 + 141/28*z + 1
*
[ -2 ] 
f(z) = -225/232*z^3 + 156/29*z + 1
*
[ -15/8 ] 
f(z) = -224/225*z^3 + 151/30*z + 1
*
[ -2 ] 
f(z) = -223/232*z^3 + 155/29*z + 1
*
[ -2 ] 
f(z) = -221/232*z^3 + 154/29*z + 1
*
[ -5/4 ] 
f(z) = -224/225*z^3 + 151/45*z + 1
*
[ 14/15 ] 
f(z) = -225/232*z^3 + 157/203*z + 1
*
[ -2 ] 
f(z) = -239/232*z^3 + 163/29*z + 1
*
[ -2 ] 
f(z) = -237/232*z^3 + 162/29*z + 1
*
[ -2 ] 
f(z) = -235/232*z^3 + 161/29*z + 1
*
[ -2 ] 
f(z) = -233/232*z^3 + 160/29*z + 1
*
[ -8/15 ] 
f(z) = -225/224*z^3 + 177/56*z + 1
*
[ 4/3 ] 
f(z) = -237/224*z^3 + 179/84*z + 1
*
[ 5/4 ] 
f(z) = -232/225*z^3 + 163/90*z + 1
*
[ 14/15 ] 
f(z) = -225/238*z^3 + 179/238*z + 1
*
[ 15/17 ] 
f(z) = -238/225*z^3 + 176/255*z + 1
*
[ 15/17 ] 
f(z) = -221/225*z^3 + 161/255*z + 1
*
-2 | 0.11442029656967495581406248175950923474 | 0.017129814736812060859178901789376610722
f(z) = -227/224*z^3 + 199/56*z + 1
*
-2 | 0.11406574904587576978389678108715200942 | 0.017128805309031123649313026579533147549
f(z) = -223/224*z^3 + 195/56*z + 1
*
-2 | 0.11388528562733807195912670834236668806 | 0.017128222327861131847437622530875655565
f(z) = -221/224*z^3 + 193/56*z + 1
*
[ 3/2 ] 
f(z) = -232/225*z^3 + 199/75*z + 1
*
[ 3/2 ] 
f(z) = -224/225*z^3 + 193/75*z + 1
*
-2 | 0.11543698644015563171078583827395198531 | 0.017131845343769951578709879677116336848
f(z) = -239/224*z^3 + 211/56*z + 1
*
-2 | 0.11527212878572242604519349553868100477 | 0.017131593288052878939707287270308514992
f(z) = -237/224*z^3 + 209/56*z + 1
*
-2 | 0.11510549877206082653200321941051632667 | 0.017131310227743129556419787226428663499
f(z) = -235/224*z^3 + 207/56*z + 1
*
-2 | 0.11493705012235343793892678620972517413 | 0.017130993660950625900466348073151524447
f(z) = -233/224*z^3 + 205/56*z + 1
*
-2 | 0.11459450095472947417809365090819105985 | 0.017130248964642987452080218971552142879
f(z) = -229/224*z^3 + 201/56*z + 1
*
[ -2/5 ] 
f(z) = -225/224*z^3 + 205/56*z + 1
*
[ 3/2 ] 
f(z) = -236/225*z^3 + 202/75*z + 1
*
[ -3/4 ] 
f(z) = -224/225*z^3 + 217/75*z + 1
*
[ 15/4 ] 
f(z) = -224/225*z^3 + 221/15*z + 1
*
[ -15/4 ] 
f(z) = -224/225*z^3 + 229/15*z + 1
*
-8/5 | 0.12641922253442948212128690768212872900 | 0.018633653565386490650427819975364928867
f(z) = -225/224*z^3 + 221/56*z + 1
*
[ -8/5 ] 
f(z) = -225/224*z^3 + 235/56*z + 1
*
[ 4/3 ] 
f(z) = -225/232*z^3 + 229/116*z + 1
*
[ -2/15 ] 
f(z) = -225/232*z^3 + 247/29*z + 1
*
[ 2 ] 
f(z) = -229/224*z^3 + 257/56*z + 1
*
[ 2 ] 
f(z) = -227/224*z^3 + 255/56*z + 1
*
[ 2 ] 
f(z) = -225/224*z^3 + 253/56*z + 1
*
[ 2 ] 
f(z) = -223/224*z^3 + 251/56*z + 1
*
[ 2 ] 
f(z) = -221/224*z^3 + 249/56*z + 1
*
[ -2/3 ] 
f(z) = -237/232*z^3 + 257/87*z + 1
*
[ -2/3 ] 
f(z) = -231/232*z^3 + 256/87*z + 1
*
[ 2 ] 
f(z) = -239/224*z^3 + 267/56*z + 1
*
[ 2 ] 
f(z) = -237/224*z^3 + 265/56*z + 1
*
[ 2 ] 
f(z) = -235/224*z^3 + 263/56*z + 1
*
[ 2 ] 
f(z) = -233/224*z^3 + 261/56*z + 1
*
[ -5/8 ] 
f(z) = -224/225*z^3 + 269/90*z + 1
*
[ 6/5 ] 
f(z) = -225/224*z^3 + 271/168*z + 1
*
[ 15/14 ] 
f(z) = -238/225*z^3 + 269/210*z + 1
*
[ -3/2 ] 
f(z) = -232/225*z^3 + 299/75*z + 1
*
[ -3/2 ] 
f(z) = -224/225*z^3 + 293/75*z + 1
*
[ -6/5 ] 
f(z) = -225/232*z^3 + 281/87*z + 1
*
[ 15/13 ] 
f(z) = -221/225*z^3 + 281/195*z + 1
*
7/5 | 0.15155990322397816833074892289938460819 | 0.026880164890706882762274732875570852655
f(z) = -225/224*z^3 + 281/224*z + 1
*
[ 2/3 ] 
f(z) = -225/242*z^3 - 21/242*z + 1
*
[ 2/3 ] 
f(z) = -225/254*z^3 - 27/254*z + 1
*
[ 2/3 ] 
f(z) = -235/248*z^3 - 22/279*z + 1
*
[ 2/3 ] 
f(z) = -233/248*z^3 - 23/279*z + 1
*
[ 2/3 ] 
f(z) = -229/248*z^3 - 25/279*z + 1
*
[ 2/3 ] 
f(z) = -227/248*z^3 - 26/279*z + 1
*
[ 2/3 ] 
f(z) = -223/248*z^3 - 28/279*z + 1
*
[ 2/3 ] 
f(z) = -221/248*z^3 - 29/279*z + 1
*
[ 2/3 ] 
f(z) = -225/248*z^3 - 3/31*z + 1
*
[ 2/3 ] 
f(z) = -225/256*z^3 - 7/64*z + 1
*
[ 2/3 ] 
f(z) = -237/248*z^3 - 7/93*z + 1
*
[ 2/3 ] 
f(z) = -231/248*z^3 - 8/93*z + 1
*
[ 9/13 ] 
f(z) = -221/243*z^3 - 1/117*z + 1
*
[ 2/3 ] 
f(z) = -225/244*z^3 - 11/122*z + 1
*
[ 2/3 ] 
f(z) = -237/256*z^3 - 17/192*z + 1
*
[ 2/3 ] 
f(z) = -231/256*z^3 - 19/192*z + 1
*
[ 2/3 ] 
f(z) = -239/248*z^3 - 20/279*z + 1
*
[ 5/7 ] 
f(z) = -231/250*z^3 + 1/14*z + 1
*
[ 16/15 ] 
f(z) = -225/256*z^3 + 17/16*z + 1
*
[ 5/6 ] 
f(z) = -237/250*z^3 + 11/24*z + 1
*
[ 11/15 ] 
f(z) = -225/242*z^3 + 3/22*z + 1
*
[ 3/4 ] 
f(z) = -224/243*z^3 + 5/27*z + 1
*
[ 3/4 ] 
f(z) = -232/243*z^3 + 11/54*z + 1
*
[ 8/11 ] 
f(z) = -231/256*z^3 + 9/88*z + 1
*
[ 5/7 ] 
f(z) = -221/250*z^3 + 5/98*z + 1
*
[ 32/45 ] 
f(z) = -225/256*z^3 + 11/288*z + 1
*
[ -5/3 ] 
f(z) = -231/250*z^3 + 25/6*z + 1
*
[ 8/5 ] 
f(z) = -225/256*z^3 + 21/8*z + 1
*
[ -8/15 ] 
f(z) = -225/256*z^3 + 25/8*z + 1
*
[ -8/5 ] 
f(z) = -225/256*z^3 + 31/8*z + 1
*
[ 9/8 ] 
f(z) = -224/243*z^3 + 23/18*z + 1
*
-4/5 | 0.14774014987275090309640621600836124748 | 0.022237330771567792523184615446782548026
f(z) = -225/256*z^3 + 23/48*z + 1
*
4/5 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = -225/256*z^3 + 31/48*z + 1
*
[ 5/6 ] 
f(z) = -227/250*z^3 + 31/72*z + 1
*
[ 4/5 ] 
f(z) = -235/256*z^3 + 27/80*z + 1
*
[ 3/4 ] 
f(z) = -236/243*z^3 + 23/108*z + 1
*
[ 10/13 ] 
f(z) = -221/250*z^3 + 29/130*z + 1
*
[ 11/15 ] 
f(z) = -225/253*z^3 + 29/253*z + 1
*
[ 5/3 ] 
f(z) = -239/250*z^3 + 55/18*z + 1
*
[ -5/2 ] 
f(z) = -239/250*z^3 + 59/8*z + 1
*
[ 5 ] 
f(z) = -237/250*z^3 + 49/2*z + 1
*
[ -5 ] 
f(z) = -233/250*z^3 + 49/2*z + 1
*
[ 5/2 ] 
f(z) = -231/250*z^3 + 51/8*z + 1
*
[ 5/3 ] 
f(z) = -229/250*z^3 + 53/18*z + 1
*
[ -5/2 ] 
f(z) = -229/250*z^3 + 57/8*z + 1
*
[ 5 ] 
f(z) = -227/250*z^3 + 47/2*z + 1
*
[ -4/5 ] 
f(z) = -225/256*z^3 + 45/16*z + 1
*
[ -16/15 ] 
f(z) = -225/256*z^3 + 47/16*z + 1
*
[ -4/3 ] 
f(z) = -225/256*z^3 + 53/16*z + 1
*
[ 8/3 ] 
f(z) = -225/256*z^3 + 55/8*z + 1
*
-8/15 | 0.21784861298861396936734034964456384099 | 0.029012490038416153826182713327382395140
f(z) = -225/256*z^3 + 57/8*z + 1
*
[ 9/4 ] 
f(z) = -224/243*z^3 + 47/9*z + 1
*
[ -9/4 ] 
f(z) = -224/243*z^3 + 55/9*z + 1
*
[ -9/8 ] 
f(z) = -224/243*z^3 + 55/18*z + 1
*
[ -5 ] 
f(z) = -223/250*z^3 + 47/2*z + 1
*
[ 5/2 ] 
f(z) = -221/250*z^3 + 49/8*z + 1
*
[ 5/4 ] 
f(z) = -233/250*z^3 + 53/32*z + 1
*
[ 22/15 ] 
f(z) = -225/242*z^3 + 51/22*z + 1
*
[ 5/4 ] 
f(z) = -223/250*z^3 + 51/32*z + 1
*
[ 8/9 ] 
f(z) = -225/256*z^3 + 41/72*z + 1
*
[ 9/10 ] 
f(z) = -230/243*z^3 + 59/90*z + 1
*
[ 5/6 ] 
f(z) = -231/250*z^3 + 53/120*z + 1
*
[ 4/5 ] 
f(z) = -225/248*z^3 + 41/124*z + 1
*
[ 3/4 ] 
f(z) = -238/243*z^3 + 47/216*z + 1
*
[ 3/4 ] 
f(z) = -230/243*z^3 + 43/216*z + 1
*
[ 3/4 ] 
f(z) = -226/243*z^3 + 41/216*z + 1
*
[ 3/4 ] 
f(z) = -224/249*z^3 + 43/249*z + 1
*
[ 3/4 ] 
f(z) = -224/255*z^3 + 41/255*z + 1
*
[ -10/3 ] 
f(z) = -237/250*z^3 + 71/6*z + 1
*
[ -8/3 ] 
f(z) = -225/256*z^3 + 61/8*z + 1
*
-28/15 | 0.19157140776594708086144713614497614434 | 0.027341193182228102177793250932386871264
f(z) = -225/256*z^3 + 69/16*z + 1
*
9/4 | 0.18785690252033853604741648352923657512 | 0.025045818816674919816777530300952431565
f(z) = -224/243*z^3 + 67/18*z + 1
*
[ -5/3 ] 
f(z) = -221/250*z^3 + 73/18*z + 1
*
[ 3/2 ] 
f(z) = -236/243*z^3 + 68/27*z + 1
*
[ 3/2 ] 
f(z) = -232/243*z^3 + 67/27*z + 1
*
[ -10/11 ] 
f(z) = -231/250*z^3 + 63/22*z + 1
*
[ -11/15 ] 
f(z) = -225/242*z^3 + 63/22*z + 1
*
[ 3/2 ] 
f(z) = -224/243*z^3 + 65/27*z + 1
*
[ -3/4 ] 
f(z) = -224/243*z^3 + 77/27*z + 1
*
[ 10/9 ] 
f(z) = -231/250*z^3 + 67/54*z + 1
*
[ 8/7 ] 
f(z) = -231/256*z^3 + 73/56*z + 1
*
[ 10/11 ] 
f(z) = -231/250*z^3 + 73/110*z + 1
*
[ 9/4 ] 
f(z) = -232/243*z^3 + 97/18*z + 1
*
4/15 | 0.18927043151458352513362295848316496337 | 0.026232035534859042566351093103454556357
f(z) = -225/256*z^3 + 85/16*z + 1
*
-12/5 | 0.12919559341819534621015738125646277599 | 0.017685457185889125524652877020544462609
f(z) = -225/256*z^3 + 93/16*z + 1
*
[ 5/3 ] 
f(z) = -237/250*z^3 + 91/30*z + 1
*
[ 5/3 ] 
f(z) = -231/250*z^3 + 89/30*z + 1
*
-2 | 0.11442479919653344881886036360591401116 | 0.017143418492915829943462936088930884093
f(z) = -229/248*z^3 + 99/31*z + 1
*
-2 | 0.11424378640603896635725627995524666044 | 0.017142373173252824189063231600431747435
f(z) = -227/248*z^3 + 98/31*z + 1
*
[ -22/15 ] 
f(z) = -225/242*z^3 + 81/22*z + 1
*
[ -2/3 ] 
f(z) = -225/248*z^3 + 90/31*z + 1
*
-2 | 0.11406041877654071898012236961589692300 | 0.017141239012868331817019766656894470099
f(z) = -225/248*z^3 + 97/31*z + 1
*
-2 | 0.11387461506577231909242697360837853080 | 0.017140008886437348188475871502754257107
f(z) = -223/248*z^3 + 96/31*z + 1
*
-2 | 0.11368628887702483894583062812860192695 | 0.017138675011686952542584027766168436730
f(z) = -221/248*z^3 + 95/31*z + 1
*
[ -5/13 ] 
f(z) = -221/250*z^3 + 97/26*z + 1
*
[ 4/3 ] 
f(z) = -237/256*z^3 + 91/48*z + 1
*
[ 4/3 ] 
f(z) = -231/256*z^3 + 89/48*z + 1
*
[ 9/8 ] 
f(z) = -232/243*z^3 + 95/72*z + 1
*
[ 4/5 ] 
f(z) = -225/244*z^3 + 83/244*z + 1
*
[ -9/4 ] 
f(z) = -232/243*z^3 + 113/18*z + 1
*
-4/15 | 0.20048900060248503428681973971895999000 | 0.026861026724482777907873977903072055113
f(z) = -225/256*z^3 + 109/16*z + 1
*
-2 | 0.11529707452794816656225620359331826313 | 0.017147523461168594045879266440607019042
f(z) = -239/248*z^3 + 104/31*z + 1
*
-2 | 0.11512676959909203814252685593541028245 | 0.017146834309054153844928627290486807430
f(z) = -237/248*z^3 + 103/31*z + 1
*
[ -5/4 ] 
f(z) = -237/250*z^3 + 105/32*z + 1
*
[ -3/2 ] 
f(z) = -236/243*z^3 + 104/27*z + 1
*
-2 | 0.11495445248920604059976933740578181795 | 0.017146084117562191580461671882051346845
f(z) = -235/248*z^3 + 102/31*z + 1
*
-2 | 0.11478006203093945562741025538760727324 | 0.017145268208372643274402179268856133021
f(z) = -233/248*z^3 + 101/31*z + 1
*
[ -3/2 ] 
f(z) = -232/243*z^3 + 103/27*z + 1
*
-2 | 0.11460353367260320987810200023863765389 | 0.017144381505099796425749261738934209415
f(z) = -231/248*z^3 + 100/31*z + 1
*
[ -5/4 ] 
f(z) = -227/250*z^3 + 103/32*z + 1
*
[ 11/5 ] 
f(z) = -225/242*z^3 + 111/22*z + 1
*
[ -2/5 ] 
f(z) = -225/248*z^3 + 113/31*z + 1
*
[ -3/2 ] 
f(z) = -224/243*z^3 + 101/27*z + 1
*
[ 8/5 ] 
f(z) = -235/256*z^3 + 109/40*z + 1
*
-5/3 | 0.20243287173486022224381842149810548612 | 0.021145688157961738961733811995221981218
f(z) = -231/250*z^3 + 115/42*z + 1
*
-4/5 | 0.16485489507176189839065886098263721213 | 0.022255680330648960851593286045514881658
f(z) = -225/256*z^3 + 103/48*z + 1
*
[ 9/7 ] 
f(z) = -238/243*z^3 + 116/63*z + 1
*
[ 7/6 ] 
f(z) = -234/245*z^3 + 101/70*z + 1
*
-2/5 | 0.17970584998767156124020174964247472234 | 0.029751369532836595491716592654376731833
f(z) = -225/256*z^3 + 105/64*z + 1
*
[ 9/7 ] 
f(z) = -224/243*z^3 + 110/63*z + 1
*
[ 11/10 ] 
f(z) = -225/242*z^3 + 107/88*z + 1
*
9/56 | 0.19511449129425665129496890959388419541 | 0.023993069548262115047448202231900093542
f(z) = -224/243*z^3 + 101/126*z + 1
*
-9/8 | 0.18710641093815256425901727900442344886 | 0.023008322451019047531074158387758073603
f(z) = -224/243*z^3 + 115/126*z + 1
*
-5/7 | 0.093417147705300459710547026215123962956 | 0.010905595286311805580020823191026869216
f(z) = -231/250*z^3 + 113/210*z + 1
*
[ 2 ] 
f(z) = -239/248*z^3 + 135/31*z + 1
*
[ 2 ] 
f(z) = -237/248*z^3 + 134/31*z + 1
*
[ -5/3 ] 
f(z) = -237/250*z^3 + 127/30*z + 1
*
[ 2 ] 
f(z) = -235/248*z^3 + 133/31*z + 1
*
[ 2 ] 
f(z) = -233/248*z^3 + 132/31*z + 1
*
[ 2 ] 
f(z) = -231/248*z^3 + 131/31*z + 1
*
-8/3 | 0.23820870369433048579127781639496974628 | 0.028357470628344866346511522808773091923
f(z) = -231/256*z^3 + 139/24*z + 1
*
[ 2 ] 
f(z) = -229/248*z^3 + 130/31*z + 1
*
[ 2 ] 
f(z) = -227/248*z^3 + 129/31*z + 1
*
[ -11/5 ] 
f(z) = -225/242*z^3 + 131/22*z + 1
*
[ 2 ] 
f(z) = -225/248*z^3 + 128/31*z + 1
*
[ 2 ] 
f(z) = -223/248*z^3 + 127/31*z + 1
*
[ 2 ] 
f(z) = -221/248*z^3 + 126/31*z + 1
*
[ 3/2 ] 
f(z) = -238/243*z^3 + 137/54*z + 1
*
[ -10/21 ] 
f(z) = -231/250*z^3 + 139/42*z + 1
*
[ 3/2 ] 
f(z) = -230/243*z^3 + 133/54*z + 1
*
[ 3/2 ] 
f(z) = -226/243*z^3 + 131/54*z + 1
*
[ 20/13 ] 
f(z) = -221/250*z^3 + 127/52*z + 1
*
[ 15/11 ] 
f(z) = -231/250*z^3 + 131/66*z + 1
*
45/28 | 0.23708925576059571649668030123332986691 | 0.028883412803616154118669635361320404743
f(z) = -224/243*z^3 + 136/63*z + 1
*
[ 6/5 ] 
f(z) = -225/248*z^3 + 137/93*z + 1
*
-4/3 | 0.20449946749060262323705469703935649909 | 0.027020245716235138093934572323304832976
f(z) = -225/256*z^3 + 121/80*z + 1
*
[ 9/10 ] 
f(z) = -235/243*z^3 + 121/180*z + 1
*
[ 8/9 ] 
f(z) = -237/256*z^3 + 131/216*z + 1
*
[ 8/9 ] 
f(z) = -231/256*z^3 + 127/216*z + 1
*
[ 13/15 ] 
f(z) = -225/247*z^3 + 131/247*z + 1
*
[ 11/13 ] 
f(z) = -221/242*z^3 + 135/286*z + 1
*
[ 16/5 ] 
f(z) = -225/256*z^3 + 155/16*z + 1
*
-8/3 | 0.23942034640144163394499014674503699599 | 0.028405773126608587982371047138794816329
f(z) = -237/256*z^3 + 143/24*z + 1
*
[ -2 ] 
f(z) = -225/248*z^3 + 159/31*z + 1
*
[ 32/15 ] 
f(z) = -225/256*z^3 + 145/32*z + 1
*
[ -2 ] 
f(z) = -223/248*z^3 + 158/31*z + 1
*
[ -2 ] 
f(z) = -221/248*z^3 + 157/31*z + 1
*
[ -8/5 ] 
f(z) = -235/256*z^3 + 159/40*z + 1
*
[ -3/4 ] 
f(z) = -232/243*z^3 + 155/54*z + 1
*
[ 9/5 ] 
f(z) = -230/243*z^3 + 158/45*z + 1
*
[ 10/7 ] 
f(z) = -231/250*z^3 + 153/70*z + 1
*
[ 7/6 ] 
f(z) = -228/245*z^3 + 148/105*z + 1
*
[ 27/28 ] 
f(z) = -224/243*z^3 + 155/189*z + 1
*
[ 14/15 ] 
f(z) = -225/248*z^3 + 156/217*z + 1
*
[ 9/10 ] 
f(z) = -236/243*z^3 + 152/225*z + 1
*
[ 9/10 ] 
f(z) = -232/243*z^3 + 149/225*z + 1
*
[ 9/10 ] 
f(z) = -224/243*z^3 + 143/225*z + 1
*
[ 10/11 ] 
f(z) = -229/250*z^3 + 159/242*z + 1
*
[ -16/5 ] 
f(z) = -225/256*z^3 + 165/16*z + 1
*
[ 9/2 ] 
f(z) = -224/243*z^3 + 175/9*z + 1
*
[ -9/2 ] 
f(z) = -224/243*z^3 + 179/9*z + 1
*
[ -10 ] 
f(z) = -221/250*z^3 + 179/2*z + 1
*
[ -2 ] 
f(z) = -239/248*z^3 + 166/31*z + 1
*
[ -2 ] 
f(z) = -237/248*z^3 + 165/31*z + 1
*
[ 8/3 ] 
f(z) = -237/256*z^3 + 173/24*z + 1
*
[ -2 ] 
f(z) = -235/248*z^3 + 164/31*z + 1
*
[ -2 ] 
f(z) = -233/248*z^3 + 163/31*z + 1
*
[ -2 ] 
f(z) = -231/248*z^3 + 162/31*z + 1
*
[ 8/3 ] 
f(z) = -231/256*z^3 + 169/24*z + 1
*
[ -2 ] 
f(z) = -229/248*z^3 + 161/31*z + 1
*
[ -2 ] 
f(z) = -227/248*z^3 + 160/31*z + 1
*
[ -32/15 ] 
f(z) = -225/256*z^3 + 175/32*z + 1
*
[ -5/9 ] 
f(z) = -237/250*z^3 + 167/54*z + 1
*
[ -4/3 ] 
f(z) = -237/256*z^3 + 163/48*z + 1
*
[ 9/5 ] 
f(z) = -235/243*z^3 + 161/45*z + 1
*
[ -4/3 ] 
f(z) = -231/256*z^3 + 161/48*z + 1
*
[ -8/7 ] 
f(z) = -231/256*z^3 + 171/56*z + 1
*
-4/3 | 0.20971916165064065248724831359354129335 | 0.026538373305650438758759146646030943068
f(z) = -225/256*z^3 + 169/80*z + 1
*
[ 10/11 ] 
f(z) = -239/250*z^3 + 167/242*z + 1
*
[ 7/8 ] 
f(z) = -232/245*z^3 + 163/280*z + 1
*
[ 10 ] 
f(z) = -239/250*z^3 + 193/2*z + 1
*
[ 9/2 ] 
f(z) = -236/243*z^3 + 184/9*z + 1
*
[ -9/2 ] 
f(z) = -236/243*z^3 + 188/9*z + 1
*
[ 10/3 ] 
f(z) = -233/250*z^3 + 199/18*z + 1
*
[ 9/2 ] 
f(z) = -232/243*z^3 + 181/9*z + 1
*
[ -9/2 ] 
f(z) = -232/243*z^3 + 185/9*z + 1
*
[ -10 ] 
f(z) = -231/250*z^3 + 187/2*z + 1
*
[ 10 ] 
f(z) = -229/250*z^3 + 185/2*z + 1
*
[ 10/3 ] 
f(z) = -223/250*z^3 + 191/18*z + 1
*
[ -8/3 ] 
f(z) = -237/256*z^3 + 191/24*z + 1
*
[ 9/4 ] 
f(z) = -236/243*z^3 + 197/36*z + 1
*
[ -8/3 ] 
f(z) = -231/256*z^3 + 187/24*z + 1
*
-2 | 0.11453542883330798769963866275776022126 | 0.017147051139840108381110058461061716098
f(z) = -231/256*z^3 + 199/64*z + 1
*
-2 | 0.094144473188721787791895063237479534788 | 0.014094329699937044230911474526212537561
f(z) = -229/240*z^3 + 199/60*z + 1
*
-2 | 0.11435399122689731159829856552598417681 | 0.017145816624611116733829940671968645151
f(z) = -229/256*z^3 + 197/64*z + 1
*
-2 | 0.093964955050875562748026507996386794511 | 0.014088759571543391742292964106420090285
f(z) = -227/240*z^3 + 197/60*z + 1
*
-2 | 0.11417013710261186930834831452177193601 | 0.017144480853314812314022117680454211478
f(z) = -227/256*z^3 + 195/64*z + 1
*
[ -2/3 ] 
f(z) = -225/256*z^3 + 185/64*z + 1
*
-2 | 0.11398377968074562285766398032379391142 | 0.017143035725706549292311030154945895217
f(z) = -225/256*z^3 + 193/64*z + 1
*
[ -9/14 ] 
f(z) = -224/243*z^3 + 185/63*z + 1
*
-2 | 0.093602261941438814651536043491685503364 | 0.014077677762251684537962746708543852002
f(z) = -223/240*z^3 + 193/60*z + 1
*
-2 | 0.11379482643032586434179391217377202438 | 0.017141472384454317716109981775386720959
f(z) = -223/256*z^3 + 191/64*z + 1
*
-2 | 0.093416871187269924543563987296782249206 | 0.014071841119061392571932193751862195886
f(z) = -221/240*z^3 + 191/60*z + 1
*
-2 | 0.11360317849875748690707194928256979154 | 0.017139781128560101887608642625746169019
f(z) = -221/256*z^3 + 189/64*z + 1
*
[ 9/8 ] 
f(z) = -236/243*z^3 + 193/144*z + 1
*
[ 10/9 ] 
f(z) = -221/250*z^3 + 193/162*z + 1
*
[ 16/17 ] 
f(z) = -221/256*z^3 + 191/272*z + 1
*
[ -10/3 ] 
f(z) = -227/250*z^3 + 205/18*z + 1
*
[ 7/3 ] 
f(z) = -234/245*z^3 + 202/35*z + 1
*
[ -3/2 ] 
f(z) = -238/243*z^3 + 209/54*z + 1
*
[ -9/5 ] 
f(z) = -235/243*z^3 + 211/45*z + 1
*
[ -3/2 ] 
f(z) = -230/243*z^3 + 205/54*z + 1
*
[ -9/5 ] 
f(z) = -230/243*z^3 + 208/45*z + 1
*
[ -3/2 ] 
f(z) = -226/243*z^3 + 203/54*z + 1
*
[ -3/8 ] 
f(z) = -224/243*z^3 + 205/54*z + 1
*
-2 | 0.095005734538660665166941120353743145590 | 0.014119628233591246618077319899406259428
f(z) = -239/240*z^3 + 209/60*z + 1
*
-2 | 0.11523857517204316169854284125152148739 | 0.017151116171997827280523653067829345932
f(z) = -239/256*z^3 + 207/64*z + 1
*
[ -9/7 ] 
f(z) = -238/243*z^3 + 214/63*z + 1
*
-2 | 0.11506603430243332584768095299768689389 | 0.017150218333664596451832575688515373255
f(z) = -237/256*z^3 + 205/64*z + 1
*
-2 | 0.11489137583160509850157693997107216714 | 0.017149245465794310808462529522896477570
f(z) = -235/256*z^3 + 203/64*z + 1
*
-2 | 0.094495025934841044196573326151708048694 | 0.014104787094101499981142117091980415463
f(z) = -233/240*z^3 + 203/60*z + 1
*
[ -5/6 ] 
f(z) = -233/250*z^3 + 205/72*z + 1
*
-2 | 0.11471453145574007481869540684318084726 | 0.017148191818344795561568204578647686222
f(z) = -233/256*z^3 + 201/64*z + 1
*
[ -5/7 ] 
f(z) = -231/250*z^3 + 201/70*z + 1
*
[ -8/9 ] 
f(z) = -225/256*z^3 + 203/72*z + 1
*
[ -9/7 ] 
f(z) = -224/243*z^3 + 208/63*z + 1
*
[ -5/6 ] 
f(z) = -223/250*z^3 + 203/72*z + 1
*
[ -20/17 ] 
f(z) = -221/250*z^3 + 209/68*z + 1
*
[ 10/7 ] 
f(z) = -237/250*z^3 + 219/98*z + 1
*
[ 10/7 ] 
f(z) = -227/250*z^3 + 211/98*z + 1
*
-4/9 | 0.24009113663659172611352383667472161903 | 0.029656995793988499997640154411578380583
f(z) = -225/256*z^3 + 205/144*z + 1
*
[ 5 ] 
f(z) = -231/250*z^3 + 239/10*z + 1
*
[ 5 ] 
f(z) = -229/250*z^3 + 237/10*z + 1
*
[ -5 ] 
f(z) = -227/250*z^3 + 239/10*z + 1
*
[ 4 ] 
f(z) = -227/256*z^3 + 239/16*z + 1
*
[ 4 ] 
f(z) = -225/256*z^3 + 237/16*z + 1
*
[ 5 ] 
f(z) = -223/250*z^3 + 231/10*z + 1
*
[ 4 ] 
f(z) = -223/256*z^3 + 235/16*z + 1
*
[ 5 ] 
f(z) = -221/250*z^3 + 229/10*z + 1
*
[ -5 ] 
f(z) = -221/250*z^3 + 233/10*z + 1
*
[ 4 ] 
f(z) = -221/256*z^3 + 233/16*z + 1
*
[ -9/4 ] 
f(z) = -236/243*z^3 + 229/36*z + 1
*
[ -7/3 ] 
f(z) = -234/245*z^3 + 232/35*z + 1
*
[ 3 ] 
f(z) = -221/243*z^3 + 239/27*z + 1
*
12/5 | 0.22309291634909758766022015358271137967 | 0.027044672398019168403564474874223207607
f(z) = -225/256*z^3 + 239/48*z + 1
*
[ -7/6 ] 
f(z) = -234/245*z^3 + 221/70*z + 1
*
[ -9/8 ] 
f(z) = -232/243*z^3 + 223/72*z + 1
*
[ 7/4 ] 
f(z) = -232/245*z^3 + 233/70*z + 1
*
[ -2/5 ] 
f(z) = -225/256*z^3 + 233/64*z + 1
*
[ -9/16 ] 
f(z) = -224/243*z^3 + 221/72*z + 1
*
[ -4/5 ] 
f(z) = -235/256*z^3 + 227/80*z + 1
*
[ 4/3 ] 
f(z) = -225/248*z^3 + 231/124*z + 1
*
-7/6 | 0.21731837147473083136713673016682401020 | 0.029448401624989352339116200256629928511
f(z) = -222/245*z^3 + 229/210*z + 1
*
[ 5 ] 
f(z) = -239/250*z^3 + 247/10*z + 1
*
[ -5 ] 
f(z) = -239/250*z^3 + 251/10*z + 1
*
[ 4 ] 
f(z) = -239/256*z^3 + 251/16*z + 1
*
[ -4 ] 
f(z) = -239/256*z^3 + 259/16*z + 1
*
[ -5 ] 
f(z) = -237/250*z^3 + 249/10*z + 1
*
[ 4 ] 
f(z) = -237/256*z^3 + 249/16*z + 1
*
[ -4 ] 
f(z) = -237/256*z^3 + 257/16*z + 1
*
[ 4 ] 
f(z) = -235/256*z^3 + 247/16*z + 1
*
[ -4 ] 
f(z) = -235/256*z^3 + 255/16*z + 1
*
[ 5 ] 
f(z) = -233/250*z^3 + 241/10*z + 1
*
[ 4 ] 
f(z) = -233/256*z^3 + 245/16*z + 1
*
[ -4 ] 
f(z) = -233/256*z^3 + 253/16*z + 1
*
[ -5 ] 
f(z) = -231/250*z^3 + 243/10*z + 1
*
[ 4 ] 
f(z) = -231/256*z^3 + 243/16*z + 1
*
[ -4 ] 
f(z) = -231/256*z^3 + 251/16*z + 1
*
[ -5 ] 
f(z) = -229/250*z^3 + 241/10*z + 1
*
[ 4 ] 
f(z) = -229/256*z^3 + 241/16*z + 1
*
[ -4 ] 
f(z) = -229/256*z^3 + 249/16*z + 1
*
[ -4 ] 
f(z) = -227/256*z^3 + 247/16*z + 1
*
[ -4 ] 
f(z) = -225/256*z^3 + 245/16*z + 1
*
[ -4 ] 
f(z) = -223/256*z^3 + 243/16*z + 1
*
[ -4 ] 
f(z) = -221/256*z^3 + 241/16*z + 1
*
[ 3 ] 
f(z) = -239/243*z^3 + 257/27*z + 1
*
[ 3 ] 
f(z) = -238/243*z^3 + 256/27*z + 1
*
[ 3 ] 
f(z) = -236/243*z^3 + 254/27*z + 1
*
[ 3 ] 
f(z) = -235/243*z^3 + 253/27*z + 1
*
[ 3 ] 
f(z) = -233/243*z^3 + 251/27*z + 1
*
[ 3 ] 
f(z) = -232/243*z^3 + 250/27*z + 1
*
[ -20/7 ] 
f(z) = -231/250*z^3 + 249/28*z + 1
*
[ 3 ] 
f(z) = -230/243*z^3 + 248/27*z + 1
*
[ 3 ] 
f(z) = -229/243*z^3 + 247/27*z + 1
*
[ 3 ] 
f(z) = -227/243*z^3 + 245/27*z + 1
*
[ 3 ] 
f(z) = -226/243*z^3 + 244/27*z + 1
*
[ 3 ] 
f(z) = -224/243*z^3 + 242/27*z + 1
*
[ 3 ] 
f(z) = -223/243*z^3 + 241/27*z + 1
*
[ -3 ] 
f(z) = -223/243*z^3 + 259/27*z + 1
*
[ -3 ] 
f(z) = -221/243*z^3 + 257/27*z + 1
*
[ 5/2 ] 
f(z) = -233/250*z^3 + 257/40*z + 1
*
[ 5/2 ] 
f(z) = -229/250*z^3 + 253/40*z + 1
*
[ 5/2 ] 
f(z) = -227/250*z^3 + 251/40*z + 1
*
[ 5/2 ] 
f(z) = -223/250*z^3 + 247/40*z + 1
*
[ -10/7 ] 
f(z) = -231/250*z^3 + 251/70*z + 1
*
[ 2 ] 
f(z) = -229/240*z^3 + 259/60*z + 1
*
[ 2 ] 
f(z) = -227/240*z^3 + 257/60*z + 1
*
[ 2 ] 
f(z) = -227/256*z^3 + 259/64*z + 1
*
8/45 | 0.26472632728429004437204209699932764744 | 0.029522304123109775308835546833055244792
f(z) = -225/256*z^3 + 245/72*z + 1
*
[ 2 ] 
f(z) = -225/256*z^3 + 257/64*z + 1
*
104/45 | 0.25817615030754657988543513836551058637 | 0.028639105359041576013686933619306458024
f(z) = -225/256*z^3 + 257/72*z + 1
*
9/4 | 0.21503774973042167364698048287519176497 | 0.024410405951815534534497039742635607210
f(z) = -224/243*z^3 + 248/63*z + 1
*
[ 2 ] 
f(z) = -223/240*z^3 + 253/60*z + 1
*
[ 2 ] 
f(z) = -223/256*z^3 + 255/64*z + 1
*
[ 2 ] 
f(z) = -221/240*z^3 + 251/60*z + 1
*
[ 2 ] 
f(z) = -221/256*z^3 + 253/64*z + 1
*
[ -8/11 ] 
f(z) = -231/256*z^3 + 251/88*z + 1
*
[ -9/10 ] 
f(z) = -230/243*z^3 + 259/90*z + 1
*
[ 5/3 ] 
f(z) = -223/250*z^3 + 259/90*z + 1
*
[ 5/3 ] 
f(z) = -221/250*z^3 + 257/90*z + 1
*
[ 3/2 ] 
f(z) = -223/243*z^3 + 259/108*z + 1
*
[ 3/2 ] 
f(z) = -221/243*z^3 + 257/108*z + 1
*
[ 4/3 ] 
f(z) = -223/256*z^3 + 259/144*z + 1
*
[ 4/3 ] 
f(z) = -221/256*z^3 + 257/144*z + 1
*
[ 5/4 ] 
f(z) = -227/250*z^3 + 259/160*z + 1
*
[ 5/4 ] 
f(z) = -221/250*z^3 + 253/160*z + 1
*
[ -3 ] 
f(z) = -239/243*z^3 + 275/27*z + 1
*
[ -3 ] 
f(z) = -238/243*z^3 + 274/27*z + 1
*
[ -3 ] 
f(z) = -236/243*z^3 + 272/27*z + 1
*
[ -3 ] 
f(z) = -235/243*z^3 + 271/27*z + 1
*
[ -3 ] 
f(z) = -233/243*z^3 + 269/27*z + 1
*
[ -3 ] 
f(z) = -232/243*z^3 + 268/27*z + 1
*
[ -3 ] 
f(z) = -230/243*z^3 + 266/27*z + 1
*
[ -3 ] 
f(z) = -229/243*z^3 + 265/27*z + 1
*
[ -3 ] 
f(z) = -227/243*z^3 + 263/27*z + 1
*
[ -3 ] 
f(z) = -226/243*z^3 + 262/27*z + 1
*
[ -2/15 ] 
f(z) = -225/248*z^3 + 264/31*z + 1
*
[ -3 ] 
f(z) = -224/243*z^3 + 260/27*z + 1
*
[ 5/2 ] 
f(z) = -239/250*z^3 + 263/40*z + 1
*
[ 5/2 ] 
f(z) = -237/250*z^3 + 261/40*z + 1
*
[ 12/5 ] 
f(z) = -225/256*z^3 + 271/48*z + 1
*
[ -5/2 ] 
f(z) = -223/250*z^3 + 279/40*z + 1
*
[ -5/2 ] 
f(z) = -221/250*z^3 + 277/40*z + 1
*
[ 2 ] 
f(z) = -239/240*z^3 + 269/60*z + 1
*
[ 2 ] 
f(z) = -239/256*z^3 + 271/64*z + 1
*
[ 2 ] 
f(z) = -237/256*z^3 + 269/64*z + 1
*
[ 2 ] 
f(z) = -235/256*z^3 + 267/64*z + 1
*
[ 2 ] 
f(z) = -233/240*z^3 + 263/60*z + 1
*
[ 2 ] 
f(z) = -233/256*z^3 + 265/64*z + 1
*
[ 2 ] 
f(z) = -231/256*z^3 + 263/64*z + 1
*
[ 2 ] 
f(z) = -229/256*z^3 + 261/64*z + 1
*
-56/45 | 0.23956017946920790973858474548487323941 | 0.026440215587867754373904665392057715807
f(z) = -225/256*z^3 + 269/72*z + 1
*
[ -9/28 ] 
f(z) = -224/243*z^3 + 265/63*z + 1
*
[ -2/3 ] 
f(z) = -237/248*z^3 + 272/93*z + 1
*
[ 5/3 ] 
f(z) = -233/250*z^3 + 269/90*z + 1
*
[ -2/3 ] 
f(z) = -231/248*z^3 + 271/93*z + 1
*
[ 5/3 ] 
f(z) = -227/250*z^3 + 263/90*z + 1
*
[ -11/10 ] 
f(z) = -225/242*z^3 + 267/88*z + 1
*
[ 3/2 ] 
f(z) = -239/243*z^3 + 275/108*z + 1
*
[ 3/2 ] 
f(z) = -235/243*z^3 + 271/108*z + 1
*
[ 3/2 ] 
f(z) = -233/243*z^3 + 269/108*z + 1
*
10/21 | 0.19926341826021797686830910976263680661 | 0.020919712025673391678535139054999302422
f(z) = -231/250*z^3 + 274/105*z + 1
*
[ 3/2 ] 
f(z) = -229/243*z^3 + 265/108*z + 1
*
[ 3/2 ] 
f(z) = -227/243*z^3 + 263/108*z + 1
*
[ 4/3 ] 
f(z) = -239/256*z^3 + 275/144*z + 1
*
[ 4/3 ] 
f(z) = -235/256*z^3 + 271/144*z + 1
*
[ 4/3 ] 
f(z) = -233/256*z^3 + 269/144*z + 1
*
[ 4/3 ] 
f(z) = -229/256*z^3 + 265/144*z + 1
*
[ 4/3 ] 
f(z) = -227/256*z^3 + 263/144*z + 1
*
[ 5/4 ] 
f(z) = -239/250*z^3 + 271/160*z + 1
*
[ 5/4 ] 
f(z) = -237/250*z^3 + 269/160*z + 1
*
[ 5/4 ] 
f(z) = -231/250*z^3 + 263/160*z + 1
*
[ 5/4 ] 
f(z) = -229/250*z^3 + 261/160*z + 1
*
[ 6/5 ] 
f(z) = -225/256*z^3 + 275/192*z + 1
*
[ 11/3 ] 
f(z) = -225/242*z^3 + 291/22*z + 1
*
[ -5/2 ] 
f(z) = -237/250*z^3 + 293/40*z + 1
*
[ -5/2 ] 
f(z) = -233/250*z^3 + 289/40*z + 1
*
[ -5/2 ] 
f(z) = -231/250*z^3 + 287/40*z + 1
*
[ -5/2 ] 
f(z) = -227/250*z^3 + 283/40*z + 1
*
[ -5/7 ] 
f(z) = -239/250*z^3 + 283/98*z + 1
*
[ -5/7 ] 
f(z) = -229/250*z^3 + 281/98*z + 1
*
[ -6/5 ] 
f(z) = -225/248*z^3 + 292/93*z + 1
*
-10/7 | 0.22398023749557840988863968116319897293 | 0.023383767171280757978390625250524559091
f(z) = -231/250*z^3 + 289/105*z + 1
*
-8/21 | 0.26711361111045222358662572546924155733 | 0.029184096771732290561182189828821601752
f(z) = -231/256*z^3 + 295/168*z + 1
*
[ 7/6 ] 
f(z) = -222/245*z^3 + 289/210*z + 1
*
23/15 | 0.093543260446146129439954209751376173165 | 0.016590524351885021902763532629013180549
f(z) = -225/248*z^3 + 281/248*z + 1
*
-7/12 | 0.21990806153293900735106631623164911847 | 0.028862229245346023642538433130708451927
f(z) = -234/245*z^3 + 291/280*z + 1
*
[ 2/3 ] 
f(z) = -237/272*z^3 - 23/204*z + 1
*
[ 2/3 ] 
f(z) = -231/272*z^3 - 25/204*z + 1
*
[ 2/3 ] 
f(z) = -225/262*z^3 - 31/262*z + 1
*
[ 2/3 ] 
f(z) = -225/266*z^3 - 33/266*z + 1
*
[ 2/3 ] 
f(z) = -225/274*z^3 - 37/274*z + 1
*
[ 2/3 ] 
f(z) = -225/278*z^3 - 39/278*z + 1
*
[ 2/3 ] 
f(z) = -239/264*z^3 - 29/297*z + 1
*
[ 2/3 ] 
f(z) = -235/264*z^3 - 31/297*z + 1
*
[ 2/3 ] 
f(z) = -233/264*z^3 - 32/297*z + 1
*
[ 2/3 ] 
f(z) = -229/264*z^3 - 34/297*z + 1
*
[ 2/3 ] 
f(z) = -227/264*z^3 - 35/297*z + 1
*
[ 2/3 ] 
f(z) = -223/264*z^3 - 37/297*z + 1
*
[ 2/3 ] 
f(z) = -221/264*z^3 - 38/297*z + 1
*
[ 2/3 ] 
f(z) = -225/272*z^3 - 9/68*z + 1
*
[ 2/3 ] 
f(z) = -225/268*z^3 - 17/134*z + 1
*
[ 4/5 ] 
f(z) = -225/272*z^3 + 19/68*z + 1
*
[ 3/4 ] 
f(z) = -224/261*z^3 + 13/87*z + 1
*
[ 3/4 ] 
f(z) = -224/279*z^3 + 11/93*z + 1
*
[ 3/4 ] 
f(z) = -229/270*z^3 + 23/160*z + 1
*
[ 3/4 ] 
f(z) = -223/270*z^3 + 21/160*z + 1
*
[ 3/4 ] 
f(z) = -232/279*z^3 + 25/186*z + 1
*
[ 3/4 ] 
f(z) = -224/267*z^3 + 37/267*z + 1
*
-2/3 | 0.15930245533713084153877597552998404165 | 0.028417424206771727318318829735154127093
f(z) = -225/272*z^3 + 59/68*z + 1
*
[ 5/6 ] 
f(z) = -234/275*z^3 + 43/110*z + 1
*
[ 5/6 ] 
f(z) = -228/275*z^3 + 62/165*z + 1
*
[ 4/5 ] 
f(z) = -225/268*z^3 + 77/268*z + 1
*
[ -3 ] 
f(z) = -239/270*z^3 + 93/10*z + 1
*
[ -3 ] 
f(z) = -233/270*z^3 + 91/10*z + 1
*
[ 3 ] 
f(z) = -229/270*z^3 + 83/10*z + 1
*
[ -3 ] 
f(z) = -227/270*z^3 + 89/10*z + 1
*
[ 3 ] 
f(z) = -223/270*z^3 + 81/10*z + 1
*
[ -3 ] 
f(z) = -221/270*z^3 + 87/10*z + 1
*
-2 | 0.093931358996153979206443839686690387945 | 0.014094476901001367993553123405710441920
f(z) = -229/264*z^3 + 98/33*z + 1
*
-2 | 0.093744297612159168636536088902681952229 | 0.014088089704559096346921214894578744861
f(z) = -227/264*z^3 + 97/33*z + 1
*
-2 | 0.093362030312299582767491720072024198979 | 0.014074709551691042911398399469071558548
f(z) = -223/264*z^3 + 95/33*z + 1
*
-2 | 0.093165569486156645993450115587581494370 | 0.014067534162464154895748185072073049404
f(z) = -221/264*z^3 + 94/33*z + 1
*
[ 3/2 ] 
f(z) = -239/270*z^3 + 93/40*z + 1
*
[ 3/2 ] 
f(z) = -233/270*z^3 + 91/40*z + 1
*
[ 3/2 ] 
f(z) = -227/270*z^3 + 89/40*z + 1
*
[ 5/4 ] 
f(z) = -224/275*z^3 + 81/55*z + 1
*
[ 3/2 ] 
f(z) = -221/270*z^3 + 87/40*z + 1
*
-2 | 0.094829748340247498039514073058210276475 | 0.014123821835893421020043336663432633430
f(z) = -239/264*z^3 + 103/33*z + 1
*
-2 | 0.094476398069075730733489637073465572437 | 0.014112409033362017658919583984401507693
f(z) = -235/264*z^3 + 101/33*z + 1
*
-2 | 0.094297835832535550032749820737645031183 | 0.014106703526583646207744346313152236470
f(z) = -233/264*z^3 + 100/33*z + 1
*
[ 4/3 ] 
f(z) = -225/272*z^3 + 117/68*z + 1
*
[ 2 ] 
f(z) = -239/264*z^3 + 136/33*z + 1
*
[ 2 ] 
f(z) = -235/264*z^3 + 134/33*z + 1
*
[ 2 ] 
f(z) = -233/264*z^3 + 133/33*z + 1
*
[ 2 ] 
f(z) = -229/264*z^3 + 131/33*z + 1
*
[ 2 ] 
f(z) = -227/264*z^3 + 130/33*z + 1
*
[ 2 ] 
f(z) = -223/264*z^3 + 128/33*z + 1
*
[ 2 ] 
f(z) = -221/264*z^3 + 127/33*z + 1
*
[ 5/3 ] 
f(z) = -234/275*z^3 + 152/55*z + 1
*
[ -3/2 ] 
f(z) = -229/270*z^3 + 143/40*z + 1
*
[ -3/2 ] 
f(z) = -223/270*z^3 + 141/40*z + 1
*
[ 15/13 ] 
f(z) = -221/270*z^3 + 159/130*z + 1
*
[ -2 ] 
f(z) = -239/264*z^3 + 169/33*z + 1
*
[ -2 ] 
f(z) = -235/264*z^3 + 167/33*z + 1
*
[ -2 ] 
f(z) = -233/264*z^3 + 166/33*z + 1
*
[ -2 ] 
f(z) = -229/264*z^3 + 164/33*z + 1
*
[ -2 ] 
f(z) = -227/264*z^3 + 163/33*z + 1
*
[ -2 ] 
f(z) = -223/264*z^3 + 161/33*z + 1
*
[ -2 ] 
f(z) = -221/264*z^3 + 160/33*z + 1
*
[ -5/4 ] 
f(z) = -224/275*z^3 + 169/55*z + 1
*
[ 5/4 ] 
f(z) = -232/275*z^3 + 167/110*z + 1
*
-2/3 | 0.17451661399809835501331111350057881706 | 0.026030105652536544834878541092329326099
f(z) = -231/272*z^3 + 179/204*z + 1
*
[ 14/15 ] 
f(z) = -225/266*z^3 + 177/266*z + 1
*
-2 | 0.11456018354943775606080385302228693081 | 0.017150757158036863260549635058345784634
f(z) = -233/272*z^3 + 199/68*z + 1
*
-2 | 0.11437492328771570735329010630397327122 | 0.017148955100780744334393359838597333627
f(z) = -231/272*z^3 + 197/68*z + 1
*
-2 | 0.11418699662328762918180122957378464523 | 0.017147012581284639003612516424846985768
f(z) = -229/272*z^3 + 195/68*z + 1
*
-2 | 0.11399629583392440409983915114312680851 | 0.017144918141447571671904537082906006514
f(z) = -227/272*z^3 + 193/68*z + 1
*
[ -4/5 ] 
f(z) = -225/272*z^3 + 189/68*z + 1
*
[ -2/3 ] 
f(z) = -225/272*z^3 + 195/68*z + 1
*
-2 | 0.11360609974938051012951662347623643536 | 0.017140221869716836648291495713286924242
f(z) = -223/272*z^3 + 189/68*z + 1
*
[ 3/2 ] 
f(z) = -224/261*z^3 + 197/87*z + 1
*
[ 3/2 ] 
f(z) = -224/279*z^3 + 199/93*z + 1
*
-6/5 | 0.18166041628715510611670799120295642209 | 0.024904170545834860446692149433331969325
f(z) = -235/264*z^3 + 184/165*z + 1
*
-2/3 | 0.15803503705332979747749702774304602056 | 0.023571788479379547456661728789580941239
f(z) = -237/272*z^3 + 181/204*z + 1
*
[ -5/3 ] 
f(z) = -234/275*z^3 + 218/55*z + 1
*
-2 | 0.11510093793348162182608158553161829190 | 0.017155420606400811640069159875722529835
f(z) = -239/272*z^3 + 205/68*z + 1
*
-2 | 0.11492310002250652166005804121922036280 | 0.017153980772800901327382681840593109360
f(z) = -237/272*z^3 + 203/68*z + 1
*
-2 | 0.11474287784657267100776160389153793082 | 0.017152429200838422152536943189566445850
f(z) = -235/272*z^3 + 201/68*z + 1
*
[ 3/2 ] 
f(z) = -236/261*z^3 + 206/87*z + 1
*
[ 3/2 ] 
f(z) = -236/279*z^3 + 208/93*z + 1
*
[ 3/2 ] 
f(z) = -232/279*z^3 + 205/93*z + 1
*
-6/5 | 0.17096516029007882209291531149641309896 | 0.025408618920891937008224058368004501167
f(z) = -225/272*z^3 + 209/204*z + 1
*
[ 6/5 ] 
f(z) = -235/264*z^3 + 239/165*z + 1
*
[ 3 ] 
f(z) = -239/270*z^3 + 259/30*z + 1
*
[ 3 ] 
f(z) = -233/270*z^3 + 253/30*z + 1
*
[ 3 ] 
f(z) = -227/270*z^3 + 247/30*z + 1
*
[ 3 ] 
f(z) = -221/270*z^3 + 241/30*z + 1
*
-34/15 | 0.17930274913151285611909846566299348713 | 0.025941739670514861217120391398176144658
f(z) = -225/272*z^3 + 251/68*z + 1
*
[ 2 ] 
f(z) = -223/272*z^3 + 257/68*z + 1
*
[ -3/4 ] 
f(z) = -224/261*z^3 + 245/87*z + 1
*
[ -3/4 ] 
f(z) = -224/279*z^3 + 259/93*z + 1
*
[ -3 ] 
f(z) = -229/270*z^3 + 269/30*z + 1
*
[ -3 ] 
f(z) = -223/270*z^3 + 263/30*z + 1
*
[ 2 ] 
f(z) = -239/272*z^3 + 273/68*z + 1
*
[ 2 ] 
f(z) = -237/272*z^3 + 271/68*z + 1
*
[ 2 ] 
f(z) = -235/272*z^3 + 269/68*z + 1
*
[ 2 ] 
f(z) = -233/272*z^3 + 267/68*z + 1
*
[ 2 ] 
f(z) = -231/272*z^3 + 265/68*z + 1
*
[ 2 ] 
f(z) = -229/272*z^3 + 263/68*z + 1
*
[ 2 ] 
f(z) = -227/272*z^3 + 261/68*z + 1
*
[ 3/2 ] 
f(z) = -229/270*z^3 + 269/120*z + 1
*
[ 3/2 ] 
f(z) = -223/270*z^3 + 263/120*z + 1
*
-2/5 | 0.20153002014436622185251983482303281270 | 0.026235557703437136787441522642162866648
f(z) = -235/264*z^3 + 271/165*z + 1
*
-4/3 | 0.15740307923158477735342681441615352191 | 0.022595827261543654216887391411306402138
f(z) = -237/272*z^3 + 265/204*z + 1
*
[ 6/5 ] 
f(z) = -225/272*z^3 + 277/204*z + 1
*
[ 2/3 ] 
f(z) = -225/286*z^3 - 43/286*z + 1
*
[ 2/3 ] 
f(z) = -225/298*z^3 - 49/298*z + 1
*
[ 2/3 ] 
f(z) = -225/284*z^3 - 21/142*z + 1
*
[ 2/3 ] 
f(z) = -225/292*z^3 - 23/146*z + 1
*
[ 2/3 ] 
f(z) = -225/296*z^3 - 6/37*z + 1
*
[ 2/3 ] 
f(z) = -237/280*z^3 - 13/105*z + 1
*
[ 2/3 ] 
f(z) = -237/296*z^3 - 16/111*z + 1
*
[ 2/3 ] 
f(z) = -231/296*z^3 - 17/111*z + 1
*
[ 12/17 ] 
f(z) = -221/288*z^3 - 7/204*z + 1
*
[ 17/15 ] 
f(z) = -225/289*z^3 + 19/17*z + 1
*
[ 3/4 ] 
f(z) = -224/297*z^3 + 1/11*z + 1
*
[ 3/4 ] 
f(z) = -236/297*z^3 + 5/44*z + 1
*
[ 3/4 ] 
f(z) = -232/297*z^3 + 7/66*z + 1
*
[ 3/4 ] 
f(z) = -230/297*z^3 + 9/88*z + 1
*
[ 3/4 ] 
f(z) = -233/297*z^3 + 19/176*z + 1
*
[ 3/4 ] 
f(z) = -227/297*z^3 + 17/176*z + 1
*
[ 3/4 ] 
f(z) = -221/297*z^3 + 15/176*z + 1
*
[ 17/24 ] 
f(z) = -240/289*z^3 + 1/204*z + 1
*
[ 11/15 ] 
f(z) = -225/286*z^3 + 17/286*z + 1
*
[ -3/2 ] 
f(z) = -236/297*z^3 + 38/11*z + 1
*
[ 3/2 ] 
f(z) = -232/297*z^3 + 23/11*z + 1
*
[ -3/2 ] 
f(z) = -224/297*z^3 + 37/11*z + 1
*
[ 17/20 ] 
f(z) = -240/289*z^3 + 36/85*z + 1
*
6/5 | 0.22770892870811688810212242091610958114 | 0.028476725235793511134975338488263182130
f(z) = -230/297*z^3 + 31/110*z + 1
*
[ 4/5 ] 
f(z) = -225/296*z^3 + 35/148*z + 1
*
[ 3/4 ] 
f(z) = -239/297*z^3 + 21/176*z + 1
*
[ 3/4 ] 
f(z) = -238/297*z^3 + 31/264*z + 1
*
[ 3/4 ] 
f(z) = -226/297*z^3 + 25/264*z + 1
*
[ 3/4 ] 
f(z) = -224/285*z^3 + 31/285*z + 1
*
[ 3/4 ] 
f(z) = -224/291*z^3 + 29/291*z + 1
*
[ -17/15 ] 
f(z) = -225/289*z^3 + 49/17*z + 1
*
[ 3/2 ] 
f(z) = -238/297*z^3 + 47/22*z + 1
*
[ 3/2 ] 
f(z) = -226/297*z^3 + 45/22*z + 1
*
[ 4/5 ] 
f(z) = -235/288*z^3 + 49/180*z + 1
*
[ 3/2 ] 
f(z) = -236/297*z^3 + 70/33*z + 1
*
[ -3/4 ] 
f(z) = -232/297*z^3 + 61/22*z + 1
*
[ -3/2 ] 
f(z) = -230/297*z^3 + 75/22*z + 1
*
[ 3/2 ] 
f(z) = -224/297*z^3 + 67/33*z + 1
*
[ 6/7 ] 
f(z) = -238/297*z^3 + 65/154*z + 1
*
[ 4/5 ] 
f(z) = -225/284*z^3 + 73/284*z + 1
*
[ 4/5 ] 
f(z) = -225/292*z^3 + 71/292*z + 1
*
[ 3 ] 
f(z) = -239/297*z^3 + 87/11*z + 1
*
[ -3 ] 
f(z) = -238/297*z^3 + 94/11*z + 1
*
[ 3 ] 
f(z) = -236/297*z^3 + 86/11*z + 1
*
[ -3 ] 
f(z) = -235/297*z^3 + 93/11*z + 1
*
[ 3 ] 
f(z) = -233/297*z^3 + 85/11*z + 1
*
[ -3 ] 
f(z) = -232/297*z^3 + 92/11*z + 1
*
[ 3 ] 
f(z) = -230/297*z^3 + 84/11*z + 1
*
[ -3 ] 
f(z) = -229/297*z^3 + 91/11*z + 1
*
[ 3 ] 
f(z) = -227/297*z^3 + 83/11*z + 1
*
[ -3 ] 
f(z) = -226/297*z^3 + 90/11*z + 1
*
[ 3 ] 
f(z) = -224/297*z^3 + 82/11*z + 1
*
[ -3 ] 
f(z) = -223/297*z^3 + 89/11*z + 1
*
[ 3 ] 
f(z) = -221/297*z^3 + 81/11*z + 1
*
-2 | 0.11445238744163374841429030434721945498 | 0.017147551834940990334233047990043375878
f(z) = -235/296*z^3 + 99/37*z + 1
*
-2 | 0.11446981837526448588187484272819886551 | 0.017150163382368228696694304252960355549
f(z) = -233/280*z^3 + 99/35*z + 1
*
-2 | 0.11425761286078218466309964455109339291 | 0.017144447844045237726267755735931165782
f(z) = -233/296*z^3 + 98/37*z + 1
*
-2 | 0.11405954109439364802293881611511045223 | 0.017141107112954043890441539687513562315
f(z) = -231/296*z^3 + 97/37*z + 1
*
-2 | 0.11408900413634293152405564619075675608 | 0.017145534880706573892720821670369733196
f(z) = -229/280*z^3 + 97/35*z + 1
*
-2 | 0.11385800541419267970310860807187943653 | 0.017137508859758784096573739744515709718
f(z) = -229/296*z^3 + 96/37*z + 1
*
-2 | 0.11389414778709180323817808176762765249 | 0.017142948883352366448587397337615783069
f(z) = -227/280*z^3 + 96/35*z + 1
*
-2 | 0.11365282352990622829466651468914388008 | 0.017133629973150778873022636210622978323
f(z) = -227/296*z^3 + 95/37*z + 1
*
-2 | 0.11344379546100314743750076949270792641 | 0.017129444675421500804538268818698588930
f(z) = -225/296*z^3 + 94/37*z + 1
*
[ -3/8 ] 
f(z) = -224/297*z^3 + 83/22*z + 1
*
[ -3/4 ] 
f(z) = -224/297*z^3 + 91/33*z + 1
*
-2 | 0.11349485239494198568470126365011626965 | 0.017137154016612422261055506750292337478
f(z) = -223/280*z^3 + 94/35*z + 1
*
-2 | 0.11323070102267171568656474292609594633 | 0.017124924123452601171607967203348805998
f(z) = -223/296*z^3 + 93/37*z + 1
*
-2 | 0.11329010421999991301411570198613236126 | 0.017133908217322444622435592590800640489
f(z) = -221/280*z^3 + 93/35*z + 1
*
-2 | 0.11301329683736824616479237136112300124 | 0.017120035933413260655709597125371891563
f(z) = -221/296*z^3 + 92/37*z + 1
*
[ 3/2 ] 
f(z) = -235/297*z^3 + 93/44*z + 1
*
[ 3/2 ] 
f(z) = -229/297*z^3 + 91/44*z + 1
*
[ 3/2 ] 
f(z) = -223/297*z^3 + 89/44*z + 1
*
[ 12/13 ] 
f(z) = -221/288*z^3 + 89/156*z + 1
*
-2 | 0.11502055601562977761496665517087776997 | 0.017155943819383095952262383041799994165
f(z) = -239/280*z^3 + 102/35*z + 1
*
-2 | 0.11483264476205299501464630328909053032 | 0.017153122752202976443111576112407001813
f(z) = -239/296*z^3 + 101/37*z + 1
*
-2 | 0.11483956514013746500913621046637667573 | 0.017154156483464853606803121455594881985
f(z) = -237/280*z^3 + 101/35*z + 1
*
-2 | 0.11464401781539959795616901155209315316 | 0.017150437824366452150406248831999854054
f(z) = -237/296*z^3 + 100/37*z + 1
*
[ -3/2 ] 
f(z) = -232/297*z^3 + 113/33*z + 1
*
[ -2/3 ] 
f(z) = -225/296*z^3 + 105/37*z + 1
*
[ 17/12 ] 
f(z) = -240/289*z^3 + 100/51*z + 1
*
[ 17/20 ] 
f(z) = -225/289*z^3 + 105/272*z + 1
*
[ 2 ] 
f(z) = -239/280*z^3 + 137/35*z + 1
*
[ 2 ] 
f(z) = -239/296*z^3 + 138/37*z + 1
*
[ 2 ] 
f(z) = -237/280*z^3 + 136/35*z + 1
*
[ 2 ] 
f(z) = -237/296*z^3 + 137/37*z + 1
*
[ 2 ] 
f(z) = -235/296*z^3 + 136/37*z + 1
*
[ 2 ] 
f(z) = -233/280*z^3 + 134/35*z + 1
*
[ 2 ] 
f(z) = -233/296*z^3 + 135/37*z + 1
*
[ 2 ] 
f(z) = -231/296*z^3 + 134/37*z + 1
*
[ 2 ] 
f(z) = -229/280*z^3 + 132/35*z + 1
*
[ 2 ] 
f(z) = -229/296*z^3 + 133/37*z + 1
*
[ 2 ] 
f(z) = -227/280*z^3 + 131/35*z + 1
*
[ 2 ] 
f(z) = -227/296*z^3 + 132/37*z + 1
*
[ 2 ] 
f(z) = -225/296*z^3 + 131/37*z + 1
*
[ -2/5 ] 
f(z) = -225/296*z^3 + 134/37*z + 1
*
[ 17/8 ] 
f(z) = -224/289*z^3 + 137/34*z + 1
*
[ 2 ] 
f(z) = -223/280*z^3 + 129/35*z + 1
*
[ 2 ] 
f(z) = -223/296*z^3 + 130/37*z + 1
*
[ 2 ] 
f(z) = -221/280*z^3 + 128/35*z + 1
*
[ 2 ] 
f(z) = -221/296*z^3 + 129/37*z + 1
*
[ 3/2 ] 
f(z) = -230/297*z^3 + 137/66*z + 1
*
-6/5 | 0.21204309624470393246056852258547683336 | 0.029124009769163146774203522459638152551
f(z) = -235/288*z^3 + 121/120*z + 1
*
[ 17/16 ] 
f(z) = -224/289*z^3 + 127/136*z + 1
*
[ 13/15 ] 
f(z) = -225/286*z^3 + 125/286*z + 1
*
[ 13/15 ] 
f(z) = -225/299*z^3 + 123/299*z + 1
*
[ 34/15 ] 
f(z) = -225/289*z^3 + 155/34*z + 1
*
[ -3/2 ] 
f(z) = -239/297*z^3 + 153/44*z + 1
*
[ -3/2 ] 
f(z) = -233/297*z^3 + 151/44*z + 1
*
[ -3/2 ] 
f(z) = -227/297*z^3 + 149/44*z + 1
*
[ -3/2 ] 
f(z) = -221/297*z^3 + 147/44*z + 1
*
[ 6/5 ] 
f(z) = -230/297*z^3 + 141/110*z + 1
*
[ 6/5 ] 
f(z) = -225/296*z^3 + 140/111*z + 1
*
[ 17/14 ] 
f(z) = -224/289*z^3 + 157/119*z + 1
*
[ 14/15 ] 
f(z) = -225/296*z^3 + 153/259*z + 1
*
[ 17/5 ] 
f(z) = -225/289*z^3 + 165/17*z + 1
*
[ -17/5 ] 
f(z) = -225/289*z^3 + 175/17*z + 1
*
[ -2 ] 
f(z) = -239/280*z^3 + 172/35*z + 1
*
[ -2 ] 
f(z) = -239/296*z^3 + 175/37*z + 1
*
[ -2 ] 
f(z) = -237/280*z^3 + 171/35*z + 1
*
[ -2 ] 
f(z) = -237/296*z^3 + 174/37*z + 1
*
[ -2 ] 
f(z) = -235/296*z^3 + 173/37*z + 1
*
[ -2 ] 
f(z) = -233/280*z^3 + 169/35*z + 1
*
[ -2 ] 
f(z) = -233/296*z^3 + 172/37*z + 1
*
[ -2 ] 
f(z) = -231/296*z^3 + 171/37*z + 1
*
[ -2 ] 
f(z) = -229/280*z^3 + 167/35*z + 1
*
[ -2 ] 
f(z) = -229/296*z^3 + 170/37*z + 1
*
[ -2 ] 
f(z) = -227/280*z^3 + 166/35*z + 1
*
[ -2 ] 
f(z) = -227/296*z^3 + 169/37*z + 1
*
[ -2 ] 
f(z) = -225/296*z^3 + 168/37*z + 1
*
[ -17/8 ] 
f(z) = -224/289*z^3 + 169/34*z + 1
*
[ -2 ] 
f(z) = -223/280*z^3 + 164/35*z + 1
*
[ -2 ] 
f(z) = -223/296*z^3 + 167/37*z + 1
*
[ -2 ] 
f(z) = -221/280*z^3 + 163/35*z + 1
*
[ -2 ] 
f(z) = -221/296*z^3 + 166/37*z + 1
*
[ -17/12 ] 
f(z) = -240/289*z^3 + 172/51*z + 1
*
[ -3/5 ] 
f(z) = -230/297*z^3 + 162/55*z + 1
*
[ 6/5 ] 
f(z) = -235/288*z^3 + 161/120*z + 1
*
7/5 | 0.21731675780423359302794225424948017623 | 0.029797920058107444113049501506480300893
f(z) = -235/294*z^3 + 179/210*z + 1
*
[ -34/15 ] 
f(z) = -225/289*z^3 + 185/34*z + 1
*
-2 | 0.10099644952053887686006726705542084740 | 0.015120136210354317939659366472089762882
f(z) = -235/288*z^3 + 199/72*z + 1
*
-2 | 0.10080625464546319295464450532912146946 | 0.015114518856937146463822159110968475608
f(z) = -233/288*z^3 + 197/72*z + 1
*
-2 | 0.10041671263378541793293807006059847544 | 0.015102563688978828238837232238193115525
f(z) = -229/288*z^3 + 193/72*z + 1
*
-2 | 0.10021707643701797222125166804489345063 | 0.015096189361892519999112763844059078419
f(z) = -227/288*z^3 + 191/72*z + 1
*
[ 17/10 ] 
f(z) = -225/289*z^3 + 181/68*z + 1
*
-2 | 0.099807253035286105691812795687915243974 | 0.015082541197428501795487309601646864446
f(z) = -223/288*z^3 + 187/72*z + 1
*
-2 | 0.099596691050492063224699737571901465062 | 0.015075217885541597572264238714551467771
f(z) = -221/288*z^3 + 185/72*z + 1
*
-3/8 | 0.12290995091386266111144031121334416152 | 0.014432499988235618329019212731715051079
f(z) = -224/297*z^3 + 185/154*z + 1
*
-2 | 0.10136832837820879444744319710914077847 | 0.015130729641214181814647731830271172759
f(z) = -239/288*z^3 + 203/72*z + 1
*
[ -17/30 ] 
f(z) = -225/289*z^3 + 205/68*z + 1
*
-6/5 | 0.23526266431919400849335923145214088352 | 0.027117320374936303798109762366207893501
f(z) = -235/297*z^3 + 217/110*z + 1
*
[ 9/8 ] 
f(z) = -224/297*z^3 + 211/198*z + 1
*
[ -3/2 ] 
f(z) = -238/297*z^3 + 229/66*z + 1
*
[ -3/2 ] 
f(z) = -226/297*z^3 + 223/66*z + 1
*
[ -33/28 ] 
f(z) = -224/297*z^3 + 223/77*z + 1
*
[ -17/20 ] 
f(z) = -240/289*z^3 + 236/85*z + 1
*
[ 17/10 ] 
f(z) = -240/289*z^3 + 239/85*z + 1
*
[ 4/3 ] 
f(z) = -225/296*z^3 + 237/148*z + 1
*
[ 17/4 ] 
f(z) = -224/289*z^3 + 251/17*z + 1
*
[ -17/4 ] 
f(z) = -224/289*z^3 + 259/17*z + 1
*
[ 3 ] 
f(z) = -235/297*z^3 + 257/33*z + 1
*
[ 17/6 ] 
f(z) = -234/289*z^3 + 243/34*z + 1
*
[ 3 ] 
f(z) = -232/297*z^3 + 254/33*z + 1
*
[ 3 ] 
f(z) = -229/297*z^3 + 251/33*z + 1
*
[ 3 ] 
f(z) = -226/297*z^3 + 248/33*z + 1
*
[ 3 ] 
f(z) = -223/297*z^3 + 245/33*z + 1
*
-12/5 | 0.23959101434122704372410368046641379023 | 0.027579005389180977383927934229762519177
f(z) = -235/288*z^3 + 247/60*z + 1
*
[ 2 ] 
f(z) = -223/288*z^3 + 259/72*z + 1
*
[ 2 ] 
f(z) = -221/288*z^3 + 257/72*z + 1
*
[ -3/4 ] 
f(z) = -238/297*z^3 + 245/88*z + 1
*
[ -3/4 ] 
f(z) = -226/297*z^3 + 243/88*z + 1
*
[ 17/4 ] 
f(z) = -240/289*z^3 + 268/17*z + 1
*
[ -17/4 ] 
f(z) = -240/289*z^3 + 276/17*z + 1
*
[ 3 ] 
f(z) = -238/297*z^3 + 260/33*z + 1
*
[ -17/6 ] 
f(z) = -234/289*z^3 + 267/34*z + 1
*
[ -3 ] 
f(z) = -233/297*z^3 + 277/33*z + 1
*
[ -3 ] 
f(z) = -230/297*z^3 + 274/33*z + 1
*
[ -3 ] 
f(z) = -227/297*z^3 + 271/33*z + 1
*
[ -3 ] 
f(z) = -224/297*z^3 + 268/33*z + 1
*
[ -3 ] 
f(z) = -221/297*z^3 + 265/33*z + 1
*
[ 2 ] 
f(z) = -239/288*z^3 + 275/72*z + 1
*
[ -3/7 ] 
f(z) = -238/297*z^3 + 268/77*z + 1
*
[ 2 ] 
f(z) = -235/288*z^3 + 271/72*z + 1
*
[ 2 ] 
f(z) = -233/288*z^3 + 269/72*z + 1
*
[ 2 ] 
f(z) = -229/288*z^3 + 265/72*z + 1
*
[ 2 ] 
f(z) = -227/288*z^3 + 263/72*z + 1
*
[ -17/10 ] 
f(z) = -225/289*z^3 + 261/68*z + 1
*
[ 17/12 ] 
f(z) = -234/289*z^3 + 261/136*z + 1
*
[ 3/2 ] 
f(z) = -233/297*z^3 + 277/132*z + 1
*
[ 3/2 ] 
f(z) = -227/297*z^3 + 271/132*z + 1
*
[ 3/2 ] 
f(z) = -221/297*z^3 + 265/132*z + 1
*
33/56 | 0.15251327316252109907490955917027698330 | 0.017154540861739911997412892777021664840
f(z) = -224/297*z^3 + 269/154*z + 1
*
[ 33/28 ] 
f(z) = -224/297*z^3 + 277/231*z + 1
*
[ 17/16 ] 
f(z) = -240/289*z^3 + 271/272*z + 1
*
[ -3 ] 
f(z) = -239/297*z^3 + 283/33*z + 1
*
[ -3 ] 
f(z) = -236/297*z^3 + 280/33*z + 1
*
[ 33/8 ] 
f(z) = -224/297*z^3 + 299/22*z + 1
*
[ 17/8 ] 
f(z) = -240/289*z^3 + 291/68*z + 1
*
[ 3/2 ] 
f(z) = -239/297*z^3 + 283/132*z + 1
*
[ 17/12 ] 
f(z) = -224/289*z^3 + 283/153*z + 1
*
[ -1/6 ] 
f(z) = -216*z^3 + 13*z + 1
*
[ 1/4 ] 
f(z) = -208*z^3 + 10*z + 1
*
[ -1/4 ] 
f(z) = -208*z^3 + 18*z + 1
*
[ 1/3 ] 
f(z) = -207/2*z^3 + 19/2*z + 1
*
[ 2/3 ] 
f(z) = -207/8*z^3 + 11*z + 1
*
[ -2/3 ] 
f(z) = -207/8*z^3 + 14*z + 1
*
[ 2/3 ] 
f(z) = -219/8*z^3 + 35/3*z + 1
*
[ 1/3 ] 
f(z) = -216*z^3 + 22*z + 1
*
-1/6 | 0.12343440088139515614020977967983364220 | 0.020340432470740851873574706928162524326
f(z) = -216*z^3 + 25/2*z + 1
*
[ -1/3 ] 
f(z) = -216*z^3 + 28*z + 1
*
[ -1/12 ] 
f(z) = -216*z^3 + 29/2*z + 1
*
-1/12 | 0.11994656522714110629679809867341729661 | 0.019765681144629057237533163525345433017
f(z) = -216*z^3 + 33/2*z + 1
*
[ -1/4 ] 
f(z) = -216*z^3 + 37/2*z + 1
*
[ -2/5 ] 
f(z) = -215/8*z^3 + 39/5*z + 1
*
[ 2/3 ] 
f(z) = -213/8*z^3 + 34/3*z + 1
*
[ -1/4 ] 
f(z) = -208/3*z^3 + 28/3*z + 1
*
[ -1/4 ] 
f(z) = -208/5*z^3 + 38/5*z + 1
*
[ 3/4 ] 
f(z) = -208/9*z^3 + 38/3*z + 1
*
[ 1/3 ] 
f(z) = -207*z^3 + 21*z + 1
*
[ -1/3 ] 
f(z) = -207*z^3 + 27*z + 1
*
[ -1/3 ] 
f(z) = -207/2*z^3 + 31/2*z + 1
*
[ -1/3 ] 
f(z) = -207/4*z^3 + 39/4*z + 1
*
[ 2/3 ] 
f(z) = -207/16*z^3 + 21/4*z + 1
*
[ -2/3 ] 
f(z) = -207/16*z^3 + 33/4*z + 1
*
[ -2/5 ] 
f(z) = -205/8*z^3 + 38/5*z + 1
*
[ -1/6 ] 
f(z) = -204*z^3 + 38/3*z + 1
*
[ 1/4 ] 
f(z) = -204*z^3 + 39/4*z + 1
*
[ 1/2 ] 
f(z) = -204/13*z^3 + 38/13*z + 1
*
[ 2/3 ] 
f(z) = -201/8*z^3 + 32/3*z + 1
*
[ 1/4 ] 
f(z) = -220*z^3 + 43/4*z + 1
*
[ 1/2 ] 
f(z) = -220*z^3 + 54*z + 1
*
[ -1/2 ] 
f(z) = -220*z^3 + 58*z + 1
*
[ 1/2 ] 
f(z) = -220/3*z^3 + 52/3*z + 1
*
[ 1/2 ] 
f(z) = -220/7*z^3 + 48/7*z + 1
*
[ 1/2 ] 
f(z) = -220/9*z^3 + 46/9*z + 1
*
[ 1/2 ] 
f(z) = -220/13*z^3 + 42/13*z + 1
*
[ -2/3 ] 
f(z) = -219/8*z^3 + 44/3*z + 1
*
[ -2/7 ] 
f(z) = -217/8*z^3 + 47/7*z + 1
*
[ 1/2 ] 
f(z) = -216*z^3 + 53*z + 1
*
[ -1/2 ] 
f(z) = -216*z^3 + 57*z + 1
*
[ -1/18 ] 
f(z) = -216*z^3 + 59/3*z + 1
*
[ -1/6 ] 
f(z) = -216/5*z^3 + 41/5*z + 1
*
[ -1/3 ] 
f(z) = -216/5*z^3 + 44/5*z + 1
*
[ 1/2 ] 
f(z) = -216/5*z^3 + 49/5*z + 1
*
[ 1/2 ] 
f(z) = -216/7*z^3 + 47/7*z + 1
*
[ -1/3 ] 
f(z) = -216/7*z^3 + 52/7*z + 1
*
[ -1/6 ] 
f(z) = -216/7*z^3 + 55/7*z + 1
*
[ 1/2 ] 
f(z) = -216/11*z^3 + 43/11*z + 1
*
[ 1/2 ] 
f(z) = -216/13*z^3 + 41/13*z + 1
*
[ 1/3 ] 
f(z) = -213/2*z^3 + 59/6*z + 1
*
[ -2/3 ] 
f(z) = -213/8*z^3 + 43/3*z + 1
*
[ 1/4 ] 
f(z) = -212*z^3 + 41/4*z + 1
*
[ 1/2 ] 
f(z) = -212*z^3 + 52*z + 1
*
[ -1/2 ] 
f(z) = -212*z^3 + 56*z + 1
*
[ 1/2 ] 
f(z) = -212/3*z^3 + 50/3*z + 1
*
[ 1/2 ] 
f(z) = -212/5*z^3 + 48/5*z + 1
*
[ 1/2 ] 
f(z) = -212/7*z^3 + 46/7*z + 1
*
[ 1/2 ] 
f(z) = -212/9*z^3 + 44/9*z + 1
*
[ 1/2 ] 
f(z) = -212/11*z^3 + 42/11*z + 1
*
[ 1/2 ] 
f(z) = -212/13*z^3 + 40/13*z + 1
*
[ -1/8 ] 
f(z) = -208*z^3 + 49/4*z + 1
*
[ 1/2 ] 
f(z) = -208*z^3 + 51*z + 1
*
[ -1/2 ] 
f(z) = -208*z^3 + 55*z + 1
*
[ 1/2 ] 
f(z) = -208/3*z^3 + 49/3*z + 1
*
[ 1/2 ] 
f(z) = -208/5*z^3 + 47/5*z + 1
*
[ 1/2 ] 
f(z) = -208/7*z^3 + 45/7*z + 1
*
[ -1/4 ] 
f(z) = -208/7*z^3 + 48/7*z + 1
*
[ 1/2 ] 
f(z) = -208/9*z^3 + 43/9*z + 1
*
[ -3/4 ] 
f(z) = -208/9*z^3 + 46/3*z + 1
*
[ -1/4 ] 
f(z) = -208/9*z^3 + 58/9*z + 1
*
[ 1/2 ] 
f(z) = -208/11*z^3 + 41/11*z + 1
*
[ -1/6 ] 
f(z) = -207*z^3 + 51/4*z + 1
*
[ 2/3 ] 
f(z) = -207/4*z^3 + 45/2*z + 1
*
[ -2/3 ] 
f(z) = -207/4*z^3 + 51/2*z + 1
*
[ -1/3 ] 
f(z) = -207/5*z^3 + 43/5*z + 1
*
[ -1/3 ] 
f(z) = -207/7*z^3 + 51/7*z + 1
*
[ -1/3 ] 
f(z) = -207/8*z^3 + 55/8*z + 1
*
[ 1/2 ] 
f(z) = -204*z^3 + 50*z + 1
*
[ -1/2 ] 
f(z) = -204*z^3 + 54*z + 1
*
[ 1/2 ] 
f(z) = -204/5*z^3 + 46/5*z + 1
*
[ 1/2 ] 
f(z) = -204/7*z^3 + 44/7*z + 1
*
[ 1/2 ] 
f(z) = -204/11*z^3 + 40/11*z + 1
*
[ -2/7 ] 
f(z) = -203/8*z^3 + 46/7*z + 1
*
[ 1/3 ] 
f(z) = -201/2*z^3 + 55/6*z + 1
*
[ -2/3 ] 
f(z) = -201/8*z^3 + 41/3*z + 1
*
[ -1/10 ] 
f(z) = -220*z^3 + 66/5*z + 1
*
[ -1/5 ] 
f(z) = -220*z^3 + 74/5*z + 1
*
[ -1/4 ] 
f(z) = -220*z^3 + 75/4*z + 1
*
[ -1/2 ] 
f(z) = -220/3*z^3 + 64/3*z + 1
*
[ -1/2 ] 
f(z) = -220/7*z^3 + 76/7*z + 1
*
[ 1/3 ] 
f(z) = -219*z^3 + 67/3*z + 1
*
[ 1/3 ] 
f(z) = -219/2*z^3 + 61/6*z + 1
*
[ 2/3 ] 
f(z) = -219/16*z^3 + 67/12*z + 1
*
-2/3 | 0.16424294960358397805086194517747618623 | 0.025316114215122910904720465058747804216
f(z) = -219/16*z^3 + 79/12*z + 1
*
[ 5/12 ] 
f(z) = -216/5*z^3 + 61/10*z + 1
*
[ -1/2 ] 
f(z) = -216/5*z^3 + 69/5*z + 1
*
[ -1/4 ] 
f(z) = -216/5*z^3 + 77/10*z + 1
*
-1/6 | 0.13445364091527549268379644830153512322 | 0.022156264250111609032416359234911382769
f(z) = -216/7*z^3 + 61/14*z + 1
*
[ -1/2 ] 
f(z) = -216/7*z^3 + 75/7*z + 1
*
[ -1/3 ] 
f(z) = -216/11*z^3 + 68/11*z + 1
*
[ -1/3 ] 
f(z) = -216/13*z^3 + 76/13*z + 1
*
[ -1/5 ] 
f(z) = -215*z^3 + 73/5*z + 1
*
[ 2/5 ] 
f(z) = -215/4*z^3 + 71/10*z + 1
*
[ 1/3 ] 
f(z) = -213*z^3 + 65/3*z + 1
*
[ 2/3 ] 
f(z) = -213/16*z^3 + 65/12*z + 1
*
-2/3 | 0.16241213069056668591153082441671768727 | 0.025141568553774598715189195618800300234
f(z) = -213/16*z^3 + 77/12*z + 1
*
[ -1/4 ] 
f(z) = -212*z^3 + 73/4*z + 1
*
[ -1/2 ] 
f(z) = -212/3*z^3 + 62/3*z + 1
*
[ -1/2 ] 
f(z) = -212/5*z^3 + 68/5*z + 1
*
[ -1/2 ] 
f(z) = -212/7*z^3 + 74/7*z + 1
*
[ 1/3 ] 
f(z) = -210*z^3 + 64/3*z + 1
*
[ -1/5 ] 
f(z) = -210*z^3 + 72/5*z + 1
*
[ -1/6 ] 
f(z) = -210*z^3 + 77/6*z + 1
*
[ -1/2 ] 
f(z) = -208/3*z^3 + 61/3*z + 1
*
-1/8 | 0.11033084888990445936471434687041655785 | 0.016408923015402999957842651284000080612
f(z) = -208/3*z^3 + 73/12*z + 1
*
[ -1/2 ] 
f(z) = -208/5*z^3 + 67/5*z + 1
*
[ -1/2 ] 
f(z) = -208/7*z^3 + 73/7*z + 1
*
[ -1/2 ] 
f(z) = -208/9*z^3 + 79/9*z + 1
*
[ -1/4 ] 
f(z) = -208/11*z^3 + 68/11*z + 1
*
-1/4 | 0.15544987387695144952059986480008217062 | 0.029123890369630905211131990750981699912
f(z) = -208/15*z^3 + 73/15*z + 1
*
[ -1/6 ] 
f(z) = -207/2*z^3 + 79/8*z + 1
*
[ -2/9 ] 
f(z) = -207/8*z^3 + 61/9*z + 1
*
[ -1/3 ] 
f(z) = -207/10*z^3 + 63/10*z + 1
*
[ -1/3 ] 
f(z) = -207/11*z^3 + 67/11*z + 1
*
[ -1/3 ] 
f(z) = -207/13*z^3 + 75/13*z + 1
*
[ -1/3 ] 
f(z) = -207/14*z^3 + 79/14*z + 1
*
[ 1/4 ] 
f(z) = -206*z^3 + 79/8*z + 1
*
[ -1/5 ] 
f(z) = -205*z^3 + 71/5*z + 1
*
[ 2/5 ] 
f(z) = -205/4*z^3 + 67/10*z + 1
*
[ 1/3 ] 
f(z) = -204*z^3 + 62/3*z + 1
*
[ -1/4 ] 
f(z) = -204*z^3 + 71/4*z + 1
*
[ -1/2 ] 
f(z) = -204/5*z^3 + 66/5*z + 1
*
[ -1/2 ] 
f(z) = -204/7*z^3 + 72/7*z + 1
*
[ 1/4 ] 
f(z) = -202*z^3 + 77/8*z + 1
*
[ 1/3 ] 
f(z) = -201*z^3 + 61/3*z + 1
*
[ -1/3 ] 
f(z) = -201*z^3 + 79/3*z + 1
*
[ 2/3 ] 
f(z) = -201/16*z^3 + 61/12*z + 1
*
-2/3 | 0.15901973958740744152423502000473393513 | 0.024839393372457577201102007776014810784
f(z) = -201/16*z^3 + 73/12*z + 1
*
[ 1/2 ] 
f(z) = -218/15*z^3 + 79/30*z + 1
*
[ 1/2 ] 
f(z) = -210/13*z^3 + 79/26*z + 1
*
[ 1/2 ] 
f(z) = -206/13*z^3 + 77/26*z + 1
*
[ 1/2 ] 
f(z) = -202/11*z^3 + 79/22*z + 1
*
[ 1/2 ] 
f(z) = -202/13*z^3 + 75/26*z + 1
*
[ -1/2 ] 
f(z) = -220/9*z^3 + 82/9*z + 1
*
[ -3/10 ] 
f(z) = -220/9*z^3 + 98/15*z + 1
*
[ -1/2 ] 
f(z) = -220/13*z^3 + 94/13*z + 1
*
[ -1/3 ] 
f(z) = -219*z^3 + 85/3*z + 1
*
[ -1/3 ] 
f(z) = -219/2*z^3 + 97/6*z + 1
*
[ 1/4 ] 
f(z) = -218*z^3 + 85/8*z + 1
*
[ 1/2 ] 
f(z) = -218/5*z^3 + 99/10*z + 1
*
[ 1/2 ] 
f(z) = -218/7*z^3 + 95/14*z + 1
*
[ 1/2 ] 
f(z) = -218/9*z^3 + 91/18*z + 1
*
[ -1/7 ] 
f(z) = -217*z^3 + 87/7*z + 1
*
[ -1/8 ] 
f(z) = -216*z^3 + 99/8*z + 1
*
-1/9 | 0.14474451388831827793484090047787569965 | 0.022358195508286050224890650677779777596
f(z) = -216/5*z^3 + 83/15*z + 1
*
-1/6 | 0.17961870450937953703273083105605483017 | 0.029598897094056966960463365410631897348
f(z) = -216/5*z^3 + 97/10*z + 1
*
[ -1/4 ] 
f(z) = -216/7*z^3 + 97/14*z + 1
*
[ -1/6 ] 
f(z) = -216/11*z^3 + 83/11*z + 1
*
[ -1/2 ] 
f(z) = -216/11*z^3 + 87/11*z + 1
*
[ -1/2 ] 
f(z) = -216/13*z^3 + 93/13*z + 1
*
[ -1/6 ] 
f(z) = -216/13*z^3 + 97/13*z + 1
*
[ -1/3 ] 
f(z) = -216/17*z^3 + 92/17*z + 1
*
[ 1/4 ] 
f(z) = -214*z^3 + 83/8*z + 1
*
[ 1/2 ] 
f(z) = -214/5*z^3 + 97/10*z + 1
*
[ 1/2 ] 
f(z) = -214/7*z^3 + 93/14*z + 1
*
[ 1/2 ] 
f(z) = -214/9*z^3 + 89/18*z + 1
*
[ -1/3 ] 
f(z) = -213*z^3 + 83/3*z + 1
*
[ -1/3 ] 
f(z) = -213/2*z^3 + 95/6*z + 1
*
[ -1/2 ] 
f(z) = -212/9*z^3 + 80/9*z + 1
*
[ -1/2 ] 
f(z) = -212/11*z^3 + 86/11*z + 1
*
[ -1/2 ] 
f(z) = -212/13*z^3 + 92/13*z + 1
*
[ -1/2 ] 
f(z) = -212/15*z^3 + 98/15*z + 1
*
[ 1/4 ] 
f(z) = -210*z^3 + 81/8*z + 1
*
[ -1/3 ] 
f(z) = -210*z^3 + 82/3*z + 1
*
[ -1/7 ] 
f(z) = -210*z^3 + 86/7*z + 1
*
[ -2/11 ] 
f(z) = -209/8*z^3 + 81/11*z + 1
*
[ 3/8 ] 
f(z) = -208/3*z^3 + 97/12*z + 1
*
[ -3/8 ] 
f(z) = -208/9*z^3 + 83/12*z + 1
*
[ -1/2 ] 
f(z) = -208/11*z^3 + 85/11*z + 1
*
[ -1/4 ] 
f(z) = -208/15*z^3 + 88/15*z + 1
*
[ -1/2 ] 
f(z) = -208/15*z^3 + 97/15*z + 1
*
[ -1/4 ] 
f(z) = -208/17*z^3 + 98/17*z + 1
*
[ 2/3 ] 
f(z) = -207/2*z^3 + 91/2*z + 1
*
[ -2/3 ] 
f(z) = -207/2*z^3 + 97/2*z + 1
*
[ 2/3 ] 
f(z) = -207/10*z^3 + 87/10*z + 1
*
[ 2/3 ] 
f(z) = -207/14*z^3 + 85/14*z + 1
*
[ -1/3 ] 
f(z) = -207/16*z^3 + 87/16*z + 1
*
[ 4/3 ] 
f(z) = -207/16*z^3 + 93/4*z + 1
*
[ -4/3 ] 
f(z) = -207/16*z^3 + 99/4*z + 1
*
[ -1/3 ] 
f(z) = -207/17*z^3 + 91/17*z + 1
*
[ -1/3 ] 
f(z) = -207/19*z^3 + 99/19*z + 1
*
[ 1/2 ] 
f(z) = -206/3*z^3 + 97/6*z + 1
*
[ 1/2 ] 
f(z) = -206/5*z^3 + 93/10*z + 1
*
[ 1/2 ] 
f(z) = -206/7*z^3 + 89/14*z + 1
*
[ 1/2 ] 
f(z) = -206/9*z^3 + 85/18*z + 1
*
[ 2/3 ] 
f(z) = -205/8*z^3 + 98/9*z + 1
*
[ -1/3 ] 
f(z) = -204*z^3 + 80/3*z + 1
*
[ -1/2 ] 
f(z) = -204/11*z^3 + 84/11*z + 1
*
[ -1/2 ] 
f(z) = -204/13*z^3 + 90/13*z + 1
*
[ -1/7 ] 
f(z) = -203*z^3 + 85/7*z + 1
*
[ 2/3 ] 
f(z) = -203/8*z^3 + 97/9*z + 1
*
[ 1/2 ] 
f(z) = -202*z^3 + 99/2*z + 1
*
[ 1/2 ] 
f(z) = -202/3*z^3 + 95/6*z + 1
*
[ 1/2 ] 
f(z) = -202/5*z^3 + 91/10*z + 1
*
[ 1/2 ] 
f(z) = -202/7*z^3 + 87/14*z + 1
*
[ 1/2 ] 
f(z) = -202/9*z^3 + 83/18*z + 1
*
[ -1/3 ] 
f(z) = -201/2*z^3 + 91/6*z + 1
*
[ -2/3 ] 
f(z) = -201/16*z^3 + 97/12*z + 1
*
[ 1/2 ] 
f(z) = -218/11*z^3 + 87/22*z + 1
*
[ 1/2 ] 
f(z) = -218/13*z^3 + 83/26*z + 1
*
[ 1/2 ] 
f(z) = -214/11*z^3 + 85/22*z + 1
*
[ 1/2 ] 
f(z) = -214/13*z^3 + 81/26*z + 1
*
[ 1/2 ] 
f(z) = -210/11*z^3 + 83/22*z + 1
*
[ 1/2 ] 
f(z) = -206/11*z^3 + 81/22*z + 1
*
[ 4/7 ] 
f(z) = -203/16*z^3 + 95/28*z + 1
*
[ -1/6 ] 
f(z) = -220*z^3 + 118/9*z + 1
*
[ -1/4 ] 
f(z) = -220/3*z^3 + 115/12*z + 1
*
[ -1/2 ] 
f(z) = -220/17*z^3 + 106/17*z + 1
*
[ -1/2 ] 
f(z) = -220/19*z^3 + 112/19*z + 1
*
-2 | 0.11343327422418452812581316898772945809 | 0.016753330686024510826162724189053126096
f(z) = -219/8*z^3 + 109*z + 1
*
[ 2 ] 
f(z) = -219/8*z^3 + 110*z + 1
*
[ -2 ] 
f(z) = -219/8*z^3 + 111*z + 1
*
[ -2/3 ] 
f(z) = -219/16*z^3 + 103/12*z + 1
*
[ 1/2 ] 
f(z) = -218*z^3 + 107/2*z + 1
*
[ -1/2 ] 
f(z) = -218*z^3 + 115/2*z + 1
*
[ 1/2 ] 
f(z) = -218/3*z^3 + 103/6*z + 1
*
[ 2/3 ] 
f(z) = -217/8*z^3 + 104/9*z + 1
*
-2 | 0.11326402280453112358025509880515685672 | 0.016751135671732857816181696908304320598
f(z) = -217/8*z^3 + 108*z + 1
*
[ 2 ] 
f(z) = -217/8*z^3 + 109*z + 1
*
[ -2 ] 
f(z) = -217/8*z^3 + 110*z + 1
*
-1/18 | 0.19365327491062012295530912336546635225 | 0.027019987648516781709661308339609316310
f(z) = -216*z^3 + 115/6*z + 1
*
-5/18 | 0.12645133678215104120419823269973146736 | 0.019532510311519512271114205411484783640
f(z) = -216/5*z^3 + 107/15*z + 1
*
[ -5/12 ] 
f(z) = -216/5*z^3 + 109/10*z + 1
*
-5/18 | 0.12765612589804749501248070945300261548 | 0.019718610011438031808854532925997238233
f(z) = -216/5*z^3 + 113/15*z + 1
*
[ -5/18 ] 
f(z) = -216/5*z^3 + 119/15*z + 1
*
[ -1/2 ] 
f(z) = -216/17*z^3 + 105/17*z + 1
*
[ -1/3 ] 
f(z) = -216/19*z^3 + 100/19*z + 1
*
[ -1/2 ] 
f(z) = -216/19*z^3 + 111/19*z + 1
*
[ -1/5 ] 
f(z) = -215/2*z^3 + 103/10*z + 1
*
[ 2/3 ] 
f(z) = -215/8*z^3 + 103/9*z + 1
*
-2 | 0.11309320979665327715986967911909765810 | 0.016748916067735266677603526193500721001
f(z) = -215/8*z^3 + 107*z + 1
*
[ 2 ] 
f(z) = -215/8*z^3 + 108*z + 1
*
[ -2 ] 
f(z) = -215/8*z^3 + 109*z + 1
*
[ 3/5 ] 
f(z) = -215/9*z^3 + 119/15*z + 1
*
[ 1/2 ] 
f(z) = -214*z^3 + 105/2*z + 1
*
[ -1/2 ] 
f(z) = -214*z^3 + 113/2*z + 1
*
[ 1/2 ] 
f(z) = -214/3*z^3 + 101/6*z + 1
*
[ -1/3 ] 
f(z) = -213/4*z^3 + 119/12*z + 1
*
-2 | 0.11292080610827276372564147867954152341 | 0.016746671372006427817107591782410911301
f(z) = -213/8*z^3 + 106*z + 1
*
[ 2 ] 
f(z) = -213/8*z^3 + 107*z + 1
*
[ -2 ] 
f(z) = -213/8*z^3 + 108*z + 1
*
[ -2/3 ] 
f(z) = -213/16*z^3 + 101/12*z + 1
*
[ -1/6 ] 
f(z) = -212*z^3 + 116/9*z + 1
*
[ -1/4 ] 
f(z) = -212/3*z^3 + 113/12*z + 1
*
[ -1/2 ] 
f(z) = -212/17*z^3 + 104/17*z + 1
*
[ -1/2 ] 
f(z) = -212/19*z^3 + 110/19*z + 1
*
[ 2/3 ] 
f(z) = -211/8*z^3 + 101/9*z + 1
*
-2 | 0.11274678182625565989465597149321284794 | 0.016744401067599156610122593040230070938
f(z) = -211/8*z^3 + 105*z + 1
*
[ 2 ] 
f(z) = -211/8*z^3 + 106*z + 1
*
[ -2 ] 
f(z) = -211/8*z^3 + 107*z + 1
*
[ 1/2 ] 
f(z) = -210*z^3 + 103/2*z + 1
*
[ -1/2 ] 
f(z) = -210*z^3 + 111/2*z + 1
*
[ 2/3 ] 
f(z) = -209/8*z^3 + 100/9*z + 1
*
-2 | 0.11257110618542907608305766400678671051 | 0.016742104622059903073660742918610780457
f(z) = -209/8*z^3 + 104*z + 1
*
[ 2 ] 
f(z) = -209/8*z^3 + 105*z + 1
*
[ -2 ] 
f(z) = -209/8*z^3 + 106*z + 1
*
[ -1/6 ] 
f(z) = -208*z^3 + 115/9*z + 1
*
[ 3/4 ] 
f(z) = -208/3*z^3 + 116/3*z + 1
*
[ 3/4 ] 
f(z) = -208/15*z^3 + 112/15*z + 1
*
[ -1/2 ] 
f(z) = -208/17*z^3 + 103/17*z + 1
*
[ -1/4 ] 
f(z) = -208/19*z^3 + 108/19*z + 1
*
[ -1/2 ] 
f(z) = -208/19*z^3 + 109/19*z + 1
*
[ -1/9 ] 
f(z) = -207*z^3 + 113/9*z + 1
*
-2 | 0.11239374753590249816179403629435542029 | 0.016739781486815754460524094699692515755
f(z) = -207/8*z^3 + 103*z + 1
*
[ 2 ] 
f(z) = -207/8*z^3 + 104*z + 1
*
[ -2 ] 
f(z) = -207/8*z^3 + 105*z + 1
*
-2/3 | 0.13851858001478477708071450365175863603 | 0.025975226781078038969706745645350949085
f(z) = -207/10*z^3 + 107/10*z + 1
*
[ -2/3 ] 
f(z) = -207/10*z^3 + 117/10*z + 1
*
[ 1/2 ] 
f(z) = -206*z^3 + 101/2*z + 1
*
[ -1/2 ] 
f(z) = -206*z^3 + 109/2*z + 1
*
[ -1/5 ] 
f(z) = -205/2*z^3 + 101/10*z + 1
*
[ -2/5 ] 
f(z) = -205/4*z^3 + 117/10*z + 1
*
-2 | 0.11221467330880682689870324546206878471 | 0.016737431096531261954969591142306842310
f(z) = -205/8*z^3 + 102*z + 1
*
[ 2 ] 
f(z) = -205/8*z^3 + 103*z + 1
*
[ -2 ] 
f(z) = -205/8*z^3 + 104*z + 1
*
[ 3/5 ] 
f(z) = -205/9*z^3 + 113/15*z + 1
*
1/2 | 0.095586095530680536288934719023224801411 | 0.014896382040307900638095884492922826763
f(z) = -204/5*z^3 + 113/15*z + 1
*
[ -1/2 ] 
f(z) = -204/19*z^3 + 108/19*z + 1
*
-2 | 0.11203384998035825081355335369393006469 | 0.016735052868433308366564679307555429769
f(z) = -203/8*z^3 + 101*z + 1
*
[ 2 ] 
f(z) = -203/8*z^3 + 102*z + 1
*
[ -2 ] 
f(z) = -203/8*z^3 + 103*z + 1
*
[ -1/2 ] 
f(z) = -202*z^3 + 107/2*z + 1
*
[ -1/2 ] 
f(z) = -202/3*z^3 + 119/6*z + 1
*
[ -1/3 ] 
f(z) = -201/4*z^3 + 115/12*z + 1
*
-2 | 0.11185124303414766485707397632153560929 | 0.016732646201602110452674848726020460439
f(z) = -201/8*z^3 + 100*z + 1
*
[ 2 ] 
f(z) = -201/8*z^3 + 101*z + 1
*
[ -2 ] 
f(z) = -201/8*z^3 + 102*z + 1
*
[ 4/7 ] 
f(z) = -217/16*z^3 + 103/28*z + 1
*
-1/3 | 0.18478057379236154445537676471260167571 | 0.028542430272490774312865312041578983616
f(z) = -216/7*z^3 + 107/21*z + 1
*
[ -2/5 ] 
f(z) = -215/16*z^3 + 113/20*z + 1
*
[ 3/5 ] 
f(z) = -215/18*z^3 + 109/30*z + 1
*
[ -2/5 ] 
f(z) = -205/16*z^3 + 111/20*z + 1
*
[ 3/5 ] 
f(z) = -205/18*z^3 + 103/30*z + 1
*
[ -1/5 ] 
f(z) = -220/3*z^3 + 134/15*z + 1
*
[ 3/5 ] 
f(z) = -220/9*z^3 + 122/15*z + 1
*
[ -1/3 ] 
f(z) = -219/4*z^3 + 121/12*z + 1
*
[ -1/3 ] 
f(z) = -219/5*z^3 + 133/15*z + 1
*
[ -1/2 ] 
f(z) = -218/3*z^3 + 127/6*z + 1
*
[ -1/2 ] 
f(z) = -218/5*z^3 + 139/10*z + 1
*
[ -2/7 ] 
f(z) = -217/4*z^3 + 125/14*z + 1
*
[ -2/3 ] 
f(z) = -217/8*z^3 + 131/9*z + 1
*
1/3 | 0.11540478281814006612609706632193285940 | 0.016102158911410691513917631647636899514
f(z) = -216*z^3 + 121/6*z + 1
*
[ -1/12 ] 
f(z) = -216/5*z^3 + 133/10*z + 1
*
-1/18 | 0.18983912285474104395297266160870255137 | 0.029323807237231582807753425594042146153
f(z) = -216/5*z^3 + 137/15*z + 1
*
[ 7/12 ] 
f(z) = -216/7*z^3 + 137/14*z + 1
*
[ -1/6 ] 
f(z) = -216/17*z^3 + 125/17*z + 1
*
[ -1/6 ] 
f(z) = -216/19*z^3 + 139/19*z + 1
*
[ -1/5 ] 
f(z) = -215/3*z^3 + 133/15*z + 1
*
[ -2/5 ] 
f(z) = -215/4*z^3 + 121/10*z + 1
*
[ -2/3 ] 
f(z) = -215/8*z^3 + 130/9*z + 1
*
[ -1/2 ] 
f(z) = -214/3*z^3 + 125/6*z + 1
*
[ -1/2 ] 
f(z) = -214/5*z^3 + 137/10*z + 1
*
[ 2/3 ] 
f(z) = -213/4*z^3 + 139/6*z + 1
*
[ -1/3 ] 
f(z) = -213/5*z^3 + 131/15*z + 1
*
[ -2/3 ] 
f(z) = -211/8*z^3 + 128/9*z + 1
*
[ -1/10 ] 
f(z) = -210*z^3 + 131/10*z + 1
*
[ -2/3 ] 
f(z) = -209/8*z^3 + 127/9*z + 1
*
[ -1/12 ] 
f(z) = -208*z^3 + 130/9*z + 1
*
[ -1/8 ] 
f(z) = -208/3*z^3 + 121/12*z + 1
*
[ -3/4 ] 
f(z) = -208/3*z^3 + 124/3*z + 1
*
[ -1/6 ] 
f(z) = -207/4*z^3 + 135/16*z + 1
*
[ -2/3 ] 
f(z) = -207/14*z^3 + 127/14*z + 1
*
[ -1/2 ] 
f(z) = -206/3*z^3 + 121/6*z + 1
*
[ -1/2 ] 
f(z) = -206/5*z^3 + 133/10*z + 1
*
[ -1/5 ] 
f(z) = -205/3*z^3 + 131/15*z + 1
*
[ -2/3 ] 
f(z) = -205/8*z^3 + 125/9*z + 1
*
-1/12 | 0.18153386088816085621099772368384843345 | 0.023264544538791807713578540314009655209
f(z) = -204*z^3 + 125/12*z + 1
*
[ -1/6 ] 
f(z) = -204/5*z^3 + 122/15*z + 1
*
[ -1/3 ] 
f(z) = -204/5*z^3 + 128/15*z + 1
*
[ -2/7 ] 
f(z) = -203/4*z^3 + 121/14*z + 1
*
[ -2/3 ] 
f(z) = -203/8*z^3 + 124/9*z + 1
*
[ -1/2 ] 
f(z) = -202/5*z^3 + 131/10*z + 1
*
[ 2/3 ] 
f(z) = -201/4*z^3 + 131/6*z + 1
*
[ -1/3 ] 
f(z) = -201/5*z^3 + 127/15*z + 1
*
[ -1/4 ] 
f(z) = -216/11*z^3 + 137/22*z + 1
*
-1/6 | 0.16825301033437548563503340422326974587 | 0.025989473444335095989788357836175834377
f(z) = -216/13*z^3 + 122/39*z + 1
*
-5/18 | 0.19257593689799527664888473125988701463 | 0.029746553646094539896233902407509626143
f(z) = -216/13*z^3 + 128/39*z + 1
*
[ 2/5 ] 
f(z) = -215/6*z^3 + 127/30*z + 1
*
[ 4/9 ] 
f(z) = -207/8*z^3 + 139/36*z + 1
*
-1/3 | 0.17455536436767853039461557747675647905 | 0.027266107792977304502924718217132692008
f(z) = -201/8*z^3 + 139/24*z + 1
*
[ -1/11 ] 
f(z) = -220*z^3 + 152/11*z + 1
*
[ -1/6 ] 
f(z) = -219*z^3 + 157/12*z + 1
*
[ 2/3 ] 
f(z) = -219/4*z^3 + 143/6*z + 1
*
[ -1/4 ] 
f(z) = -218*z^3 + 149/8*z + 1
*
[ -1/2 ] 
f(z) = -218/7*z^3 + 151/14*z + 1
*
[ -1/7 ] 
f(z) = -217/2*z^3 + 143/14*z + 1
*
-1/18 | 0.12487310562884043302818062241100483611 | 0.017423251805478053568132621095110905019
f(z) = -216*z^3 + 145/6*z + 1
*
[ 5/6 ] 
f(z) = -216/5*z^3 + 149/5*z + 1
*
[ -1/9 ] 
f(z) = -216/5*z^3 + 158/15*z + 1
*
[ 2/5 ] 
f(z) = -215/2*z^3 + 157/10*z + 1
*
[ -1/4 ] 
f(z) = -214*z^3 + 147/8*z + 1
*
[ -1/2 ] 
f(z) = -214/7*z^3 + 149/14*z + 1
*
[ -1/6 ] 
f(z) = -213*z^3 + 155/12*z + 1
*
[ -2/3 ] 
f(z) = -213/4*z^3 + 157/6*z + 1
*
[ 3/4 ] 
f(z) = -212/9*z^3 + 155/12*z + 1
*
[ -1/4 ] 
f(z) = -210*z^3 + 145/8*z + 1
*
3/10 | 0.12913922652978399049403711418455026669 | 0.016881622946456063542011322697134449796
f(z) = -210*z^3 + 149/10*z + 1
*
[ -1/11 ] 
f(z) = -209*z^3 + 151/11*z + 1
*
-1/8 | 0.11013671927600959399710701831165803132 | 0.016380051145735891546058148697628653263
f(z) = -208/3*z^3 + 145/12*z + 1
*
[ 3/2 ] 
f(z) = -208/9*z^3 + 157/3*z + 1
*
[ -3/4 ] 
f(z) = -208/15*z^3 + 152/15*z + 1
*
[ 1/4 ] 
f(z) = -207*z^3 + 159/16*z + 1
*
[ -2/9 ] 
f(z) = -207/4*z^3 + 145/18*z + 1
*
[ -1/4 ] 
f(z) = -206*z^3 + 143/8*z + 1
*
[ -1/2 ] 
f(z) = -206/7*z^3 + 145/14*z + 1
*
[ -1/2 ] 
f(z) = -206/9*z^3 + 157/18*z + 1
*
[ 1/4 ] 
f(z) = -205*z^3 + 157/16*z + 1
*
[ 2/5 ] 
f(z) = -205/2*z^3 + 149/10*z + 1
*
[ 1/4 ] 
f(z) = -203*z^3 + 155/16*z + 1
*
[ -1/7 ] 
f(z) = -203/2*z^3 + 141/14*z + 1
*
[ -1/4 ] 
f(z) = -202*z^3 + 141/8*z + 1
*
[ -1/2 ] 
f(z) = -202/7*z^3 + 143/14*z + 1
*
[ -1/2 ] 
f(z) = -202/9*z^3 + 155/18*z + 1
*
[ -1/6 ] 
f(z) = -201*z^3 + 151/12*z + 1
*
[ 1/4 ] 
f(z) = -201*z^3 + 153/16*z + 1
*
[ -2/3 ] 
f(z) = -201/4*z^3 + 149/6*z + 1
*
[ -1/3 ] 
f(z) = -219/7*z^3 + 157/21*z + 1
*
-1/3 | 0.17364153608333194896539056481051938291 | 0.026764795509244150693348805000455493455
f(z) = -219/8*z^3 + 145/24*z + 1
*
-4/7 | 0.21737394700762302235417333855419523824 | 0.029672353106548368023920577022115941513
f(z) = -217/16*z^3 + 145/28*z + 1
*
[ -2/7 ] 
f(z) = -217/16*z^3 + 157/28*z + 1
*
-5/18 | 0.12984776745966476064106290788332354103 | 0.020057145470934150578858044653417760533
f(z) = -216/7*z^3 + 155/21*z + 1
*
[ -1/4 ] 
f(z) = -216/13*z^3 + 157/26*z + 1
*
[ -1/3 ] 
f(z) = -213/7*z^3 + 155/21*z + 1
*
-1/3 | 0.17110044507390874646651124193415103313 | 0.026486528753217556493266356987885953853
f(z) = -213/8*z^3 + 143/24*z + 1
*
[ 1/3 ] 
f(z) = -212/3*z^3 + 158/27*z + 1
*
[ -1/4 ] 
f(z) = -212/5*z^3 + 153/20*z + 1
*
[ 1/3 ] 
f(z) = -211/3*z^3 + 157/27*z + 1
*
[ 4/5 ] 
f(z) = -205/16*z^3 + 159/20*z + 1
*
[ -1/4 ] 
f(z) = -204/5*z^3 + 151/20*z + 1
*
[ -1/3 ] 
f(z) = -204/7*z^3 + 152/21*z + 1
*
[ -3/7 ] 
f(z) = -203/9*z^3 + 157/21*z + 1
*
[ -2/7 ] 
f(z) = -203/16*z^3 + 155/28*z + 1
*
[ -1/3 ] 
f(z) = -201/7*z^3 + 151/21*z + 1
*
[ 1/2 ] 
f(z) = -215/14*z^3 + 159/56*z + 1
*
[ 1/2 ] 
f(z) = -213/14*z^3 + 157/56*z + 1
*
[ 1/2 ] 
f(z) = -211/13*z^3 + 159/52*z + 1
*
[ 1/2 ] 
f(z) = -211/14*z^3 + 155/56*z + 1
*
[ 1/2 ] 
f(z) = -209/13*z^3 + 157/52*z + 1
*
[ 1/2 ] 
f(z) = -209/14*z^3 + 153/56*z + 1
*
[ 1/2 ] 
f(z) = -207/13*z^3 + 155/52*z + 1
*
[ 1/2 ] 
f(z) = -207/14*z^3 + 151/56*z + 1
*
[ 1/2 ] 
f(z) = -205/12*z^3 + 157/48*z + 1
*
[ 1/2 ] 
f(z) = -205/13*z^3 + 153/52*z + 1
*
[ 1/2 ] 
f(z) = -205/14*z^3 + 149/56*z + 1
*
[ 1/2 ] 
f(z) = -203/11*z^3 + 159/44*z + 1
*
[ 1/2 ] 
f(z) = -203/12*z^3 + 155/48*z + 1
*
[ 1/2 ] 
f(z) = -203/13*z^3 + 151/52*z + 1
*
[ 1/2 ] 
f(z) = -201/11*z^3 + 157/44*z + 1
*
[ 1/2 ] 
f(z) = -201/13*z^3 + 149/52*z + 1
*
[ 1/2 ] 
f(z) = -217/15*z^3 + 157/60*z + 1
*
[ -3/10 ] 
f(z) = -220/3*z^3 + 164/15*z + 1
*
[ -1/10 ] 
f(z) = -220/3*z^3 + 176/15*z + 1
*
[ 3/4 ] 
f(z) = -220/9*z^3 + 161/12*z + 1
*
[ 3/2 ] 
f(z) = -220/9*z^3 + 166/3*z + 1
*
[ -3/2 ] 
f(z) = -220/9*z^3 + 170/3*z + 1
*
[ -3/5 ] 
f(z) = -220/9*z^3 + 172/15*z + 1
*
[ 1/4 ] 
f(z) = -219*z^3 + 171/16*z + 1
*
[ -2/3 ] 
f(z) = -219/4*z^3 + 161/6*z + 1
*
[ -1/2 ] 
f(z) = -218/9*z^3 + 163/18*z + 1
*
[ 1/4 ] 
f(z) = -217*z^3 + 169/16*z + 1
*
0 | 0.13908608796970016331421384402218411695 | 0.025852925963014689242401669157783417950
f(z) = -217/19*z^3 + 179/19*z + 1
*
-1/3 | 0.18806008263949260752814627374647762227 | 0.026239582637801638899698567124343983916
f(z) = -216*z^3 + 163/6*z + 1
*
-2/9 | 0.22823376403633084420161308193334222289 | 0.029036690913449154681606526670541783739
f(z) = -216*z^3 + 167/12*z + 1
*
[ -5/6 ] 
f(z) = -216/5*z^3 + 161/5*z + 1
*
0 | 0.13900157545261777720049263394628058138 | 0.025859418789156992567581153629547751496
f(z) = -216/19*z^3 + 178/19*z + 1
*
[ 1/4 ] 
f(z) = -215*z^3 + 167/16*z + 1
*
[ 1/3 ] 
f(z) = -215/2*z^3 + 179/18*z + 1
*
[ -3/5 ] 
f(z) = -215/9*z^3 + 169/15*z + 1
*
0 | 0.11250640583048498797842418100304007719 | 0.020948424608259719691855548106311351770
f(z) = -215/18*z^3 + 179/18*z + 1
*
0 | 0.13891667544919755335580268993508434902 | 0.025865953862771746141376437373202816741
f(z) = -215/19*z^3 + 177/19*z + 1
*
[ -1/2 ] 
f(z) = -214/9*z^3 + 161/18*z + 1
*
0 | 0.13883138438957792383224495508484079954 | 0.025872531670086596660550151297963974924
f(z) = -214/19*z^3 + 176/19*z + 1
*
[ 1/4 ] 
f(z) = -213*z^3 + 165/16*z + 1
*
0 | 0.13872197409113219760151028566992748171 | 0.025874727547659402011770630666959255412
f(z) = -213/17*z^3 + 179/17*z + 1
*
0 | 0.13874569865433217569172606615863505806 | 0.025879152705339059779914304423576922709
f(z) = -213/19*z^3 + 175/19*z + 1
*
[ 3/2 ] 
f(z) = -212/9*z^3 + 160/3*z + 1
*
[ -3/2 ] 
f(z) = -212/9*z^3 + 164/3*z + 1
*
0 | 0.13863578007047688434839189729861454406 | 0.025881367901418828677398280050746900890
f(z) = -212/17*z^3 + 178/17*z + 1
*
0 | 0.13865961457354654190853444445788476171 | 0.025885817470948279962776449670165414738
f(z) = -212/19*z^3 + 174/19*z + 1
*
[ 1/4 ] 
f(z) = -211*z^3 + 163/16*z + 1
*
[ 1/3 ] 
f(z) = -211/2*z^3 + 175/18*z + 1
*
0 | 0.11286507476427196967710560001801717102 | 0.021088951154795535123346440866697094668
f(z) = -211/16*z^3 + 179/16*z + 1
*
0 | 0.13854918295913708365090479429790340828 | 0.025888052243482861644412953500054586580
f(z) = -211/17*z^3 + 177/17*z + 1
*
0 | 0.11216264013458379788139773558655887150 | 0.020957700547591577727439087043441387045
f(z) = -211/18*z^3 + 175/18*z + 1
*
0 | 0.13857312842587675617003192444888880710 | 0.025892526477691330803422773511110532216
f(z) = -211/19*z^3 + 173/19*z + 1
*
4/15 | 0.17106109732934309571767451222311488820 | 0.021236219453979580673083618553824220214
f(z) = -210*z^3 + 164/15*z + 1
*
-1/15 | 0.20797627891388083874871521182402883010 | 0.025819020041324320128947120177510297723
f(z) = -210*z^3 + 179/15*z + 1
*
0 | 0.13846217896900265632993904325898038025 | 0.025894781089323625760236824617609981591
f(z) = -210/17*z^3 + 176/17*z + 1
*
0 | 0.13848623643758246498725024775887487298 | 0.025899280244884198647034130598890646114
f(z) = -210/19*z^3 + 172/19*z + 1
*
[ 1/4 ] 
f(z) = -209*z^3 + 161/16*z + 1
*
[ 1/3 ] 
f(z) = -209/2*z^3 + 173/18*z + 1
*
0 | 0.11800587369308622828738362994887126763 | 0.022088822624620663996745827342073495779
f(z) = -209/15*z^3 + 179/15*z + 1
*
0 | 0.11269054320372403227344114871136330407 | 0.021093877299474204564589228836636862199
f(z) = -209/16*z^3 + 177/16*z + 1
*
0 | 0.13837476425830879819365389252538372956 | 0.025901554963060789013656901238992558348
f(z) = -209/17*z^3 + 175/17*z + 1
*
0 | 0.11198833407218806541759671182706612951 | 0.020962434918968397122790666206778146045
f(z) = -209/18*z^3 + 173/18*z + 1
*
[ -3/8 ] 
f(z) = -208/3*z^3 + 161/12*z + 1
*
[ -3/2 ] 
f(z) = -208/9*z^3 + 161/3*z + 1
*
0 | 0.11791792979106375290490928971372279733 | 0.022092194571783232007316779503790829580
f(z) = -208/15*z^3 + 178/15*z + 1
*
0 | 0.13828693493061788346529920364813107406 | 0.025908374397650433105284321779975276151
f(z) = -208/17*z^3 + 174/17*z + 1
*
0 | 0.13831121957622495656461928233250045061 | 0.025912924181697769033244289122600842702
f(z) = -208/19*z^3 + 170/19*z + 1
*
[ 2/3 ] 
f(z) = -207/5*z^3 + 179/10*z + 1
*
[ 2/3 ] 
f(z) = -207/7*z^3 + 177/14*z + 1
*
0 | 0.12532658864928705452777907183783970907 | 0.023501443355228219002097317217504010573
f(z) = -207/14*z^3 + 179/14*z + 1
*
0 | 0.11251435097445810530060458695144990515 | 0.021098871951874008593872787892936591308
f(z) = -207/16*z^3 + 175/16*z + 1
*
0 | 0.13819868703377704072095583472505044862 | 0.025915239935079010176363828762480883829
f(z) = -207/17*z^3 + 173/17*z + 1
*
0 | 0.13822308688468762916365064330471300782 | 0.025919815434342425817469439016972988117
f(z) = -207/19*z^3 + 169/19*z + 1
*
0 | 0.11774181260343478688854003945796721930 | 0.022099202172370323560049141975181023568
f(z) = -206/15*z^3 + 176/15*z + 1
*
0 | 0.13811001655885076387700426815267373317 | 0.025922152126562548703773005132274663645
f(z) = -206/17*z^3 + 172/17*z + 1
*
0 | 0.13813453271348107970945777684488702749 | 0.025926753613882004471035002687710942928
f(z) = -206/19*z^3 + 168/19*z + 1
*
[ 1/3 ] 
f(z) = -205/2*z^3 + 169/18*z + 1
*
[ -3/5 ] 
f(z) = -205/9*z^3 + 163/15*z + 1
*
0 | 0.13797150238186217644307263248716727268 | 0.025919827864796617974199441977705902964
f(z) = -205/13*z^3 + 179/13*z + 1
*
0 | 0.12514846871376029025491752268330420718 | 0.023510846157387261374518530876118536112
f(z) = -205/14*z^3 + 177/14*z + 1
*
0 | 0.11233646616821410364163017524091046895 | 0.021103936796751428030921992025861526513
f(z) = -205/16*z^3 + 173/16*z + 1
*
0 | 0.13802091943902783726681397639340996865 | 0.025929111532751277633906655566336732284
f(z) = -205/17*z^3 + 171/17*z + 1
*
0 | 0.11163472100744749218894007381691169345 | 0.020972104400510044848862899573631098684
f(z) = -205/18*z^3 + 169/18*z + 1
*
0 | 0.13804555301158065662328260778666842514 | 0.025933739285216398240376879781223601752
f(z) = -205/19*z^3 + 167/19*z + 1
*
[ -1/12 ] 
f(z) = -204*z^3 + 173/12*z + 1
*
0 | 0.13788173595581646454365550015198145982 | 0.025926781666343768507096060613023864800
f(z) = -204/13*z^3 + 178/13*z + 1
*
0 | 0.13795614366927050634288178694918117551 | 0.025940773022977347584489243238156423737
f(z) = -204/19*z^3 + 166/19*z + 1
*
[ 1/3 ] 
f(z) = -203/2*z^3 + 167/18*z + 1
*
[ -2/7 ] 
f(z) = -203/2*z^3 + 179/14*z + 1
*
0 | 0.091764574183906123459960922906173542409 | 0.017271036460072539740028572665611648723
f(z) = -203/12*z^3 + 179/12*z + 1
*
0 | 0.13779153225890654550348350583267118193 | 0.025933783256744099565621746532109346078
f(z) = -203/13*z^3 + 177/13*z + 1
*
0 | 0.11747286764972298203797756073244293745 | 0.022109601644111053720416278908972942636
f(z) = -203/15*z^3 + 173/15*z + 1
*
0 | 0.11215685594811598271933330854838594133 | 0.021109073578273538799579251652944559110
f(z) = -203/16*z^3 + 171/16*z + 1
*
0 | 0.13784142870132438493037953640469358761 | 0.025943174280283307060192486834170258491
f(z) = -203/17*z^3 + 169/17*z + 1
*
0 | 0.11145534951124407235885123727517936552 | 0.020977042853389346774787240941939192268
f(z) = -203/18*z^3 + 167/18*z + 1
*
0 | 0.13786630051700421983732688075483036376 | 0.025947855411746672692107017575934193745
f(z) = -203/19*z^3 + 165/19*z + 1
*
0 | 0.13770088701002200888987346989583915113 | 0.025940833217103373058652683804418319081
f(z) = -202/13*z^3 + 176/13*z + 1
*
0 | 0.11738234424800398731422268232479280439 | 0.022113116922394748536710015359808871651
f(z) = -202/15*z^3 + 172/15*z + 1
*
0 | 0.13775102665023051698830305714318608844 | 0.025950278792019094662813073223001878201
f(z) = -202/17*z^3 + 168/17*z + 1
*
0 | 0.13777601932423769461362078815437009639 | 0.025954987046280539204142377995970282006
f(z) = -202/19*z^3 + 164/19*z + 1
*
0 | 0.13758452475499394929834520310139593142 | 0.025943166976108803666058915686533132696
f(z) = -201/11*z^3 + 179/11*z + 1
*
0 | 0.13760979586486899465773478335861371103 | 0.025947932138646722719804128779211573812
f(z) = -201/13*z^3 + 175/13*z + 1
*
0 | 0.12478700497824258344620972156990526411 | 0.023530045347498720197044582457473027575
f(z) = -201/14*z^3 + 173/14*z + 1
*
0 | 0.11197548651228267474124855770028521412 | 0.021114284102752806033771412921384154433
f(z) = -201/16*z^3 + 169/16*z + 1
*
0 | 0.13766018108543507669009179503783289481 | 0.025957432859695123124189366392475411486
f(z) = -201/17*z^3 + 167/17*z + 1
*
0 | 0.13768529579823339509273179826064027061 | 0.025962168531739955632857403873471191708
f(z) = -201/19*z^3 + 163/19*z + 1
*
[ 1/3 ] 
f(z) = -220/3*z^3 + 166/27*z + 1
*
[ -1/3 ] 
f(z) = -219/8*z^3 + 169/24*z + 1
*
[ 1/3 ] 
f(z) = -218/3*z^3 + 164/27*z + 1
*
[ -1/2 ] 
f(z) = -218/11*z^3 + 175/22*z + 1
*
[ 1/3 ] 
f(z) = -217/3*z^3 + 163/27*z + 1
*
[ -3/7 ] 
f(z) = -217/9*z^3 + 163/21*z + 1
*
-5/18 | 0.11718047889695547706208343782200075854 | 0.016349917624188756994621220890028335679
f(z) = -216/5*z^3 + 163/30*z + 1
*
-7/18 | 0.19212602543502673865070757807416091484 | 0.029677057344091473731141126832262408548
f(z) = -216/7*z^3 + 170/21*z + 1
*
[ -7/18 ] 
f(z) = -216/7*z^3 + 173/21*z + 1
*
[ 2/3 ] 
f(z) = -216/13*z^3 + 179/26*z + 1
*
[ 2/3 ] 
f(z) = -216/17*z^3 + 175/34*z + 1
*
[ 2/3 ] 
f(z) = -216/19*z^3 + 173/38*z + 1
*
[ 1/3 ] 
f(z) = -215/3*z^3 + 161/27*z + 1
*
[ -1/5 ] 
f(z) = -215/4*z^3 + 163/20*z + 1
*
[ 1/2 ] 
f(z) = -215/9*z^3 + 179/36*z + 1
*
[ 4/5 ] 
f(z) = -215/16*z^3 + 167/20*z + 1
*
-4/5 | 0.16863571796718613036843533062565250863 | 0.024159582131081251081631115165053487921
f(z) = -215/16*z^3 + 177/20*z + 1
*
[ 1/3 ] 
f(z) = -214/3*z^3 + 160/27*z + 1
*
[ -1/2 ] 
f(z) = -214/11*z^3 + 173/22*z + 1
*
[ -1/3 ] 
f(z) = -213/8*z^3 + 167/24*z + 1
*
[ 1/2 ] 
f(z) = -211/8*z^3 + 179/32*z + 1
*
[ 1/2 ] 
f(z) = -211/9*z^3 + 175/36*z + 1
*
[ -1/2 ] 
f(z) = -210/11*z^3 + 171/22*z + 1
*
[ 1/2 ] 
f(z) = -209/8*z^3 + 177/32*z + 1
*
[ 1/2 ] 
f(z) = -209/9*z^3 + 173/36*z + 1
*
[ -1/6 ] 
f(z) = -207/5*z^3 + 163/20*z + 1
*
[ 1/2 ] 
f(z) = -207/7*z^3 + 179/28*z + 1
*
[ 1/2 ] 
f(z) = -207/8*z^3 + 175/32*z + 1
*
[ 2/3 ] 
f(z) = -207/11*z^3 + 173/22*z + 1
*
[ 2/3 ] 
f(z) = -207/13*z^3 + 171/26*z + 1
*
[ 2/3 ] 
f(z) = -207/17*z^3 + 167/34*z + 1
*
[ 2/3 ] 
f(z) = -207/19*z^3 + 165/38*z + 1
*
[ -1/2 ] 
f(z) = -206/11*z^3 + 169/22*z + 1
*
[ -1/5 ] 
f(z) = -205/4*z^3 + 161/20*z + 1
*
[ 1/2 ] 
f(z) = -205/7*z^3 + 177/28*z + 1
*
[ 1/2 ] 
f(z) = -205/8*z^3 + 173/32*z + 1
*
[ 1/2 ] 
f(z) = -205/9*z^3 + 169/36*z + 1
*
-4/5 | 0.18842231531197689685976380044747028562 | 0.027179766549855231798895967992487644305
f(z) = -205/16*z^3 + 169/20*z + 1
*
[ -1/6 ] 
f(z) = -204/7*z^3 + 164/21*z + 1
*
[ 1/2 ] 
f(z) = -203/6*z^3 + 179/24*z + 1
*
[ 1/2 ] 
f(z) = -203/8*z^3 + 171/32*z + 1
*
[ 1/2 ] 
f(z) = -203/9*z^3 + 167/36*z + 1
*
[ -1/2 ] 
f(z) = -202/11*z^3 + 167/22*z + 1
*
[ -1/2 ] 
f(z) = -202/13*z^3 + 179/26*z + 1
*
[ 1/2 ] 
f(z) = -201/7*z^3 + 173/28*z + 1
*
[ -1/3 ] 
f(z) = -201/8*z^3 + 163/24*z + 1
*
[ 1/2 ] 
f(z) = -201/8*z^3 + 169/32*z + 1
*
[ 1/2 ] 
f(z) = -219/10*z^3 + 179/40*z + 1
*
[ 1/2 ] 
f(z) = -219/11*z^3 + 175/44*z + 1
*
[ 1/2 ] 
f(z) = -219/13*z^3 + 167/52*z + 1
*
[ 1/2 ] 
f(z) = -219/14*z^3 + 163/56*z + 1
*
[ 1/2 ] 
f(z) = -217/10*z^3 + 177/40*z + 1
*
[ 1/2 ] 
f(z) = -217/11*z^3 + 173/44*z + 1
*
[ 1/2 ] 
f(z) = -217/12*z^3 + 169/48*z + 1
*
[ 1/2 ] 
f(z) = -217/13*z^3 + 165/52*z + 1
*
[ 1/2 ] 
f(z) = -215/11*z^3 + 171/44*z + 1
*
[ 1/2 ] 
f(z) = -215/12*z^3 + 167/48*z + 1
*
[ 1/2 ] 
f(z) = -215/13*z^3 + 163/52*z + 1
*
[ 1/2 ] 
f(z) = -213/10*z^3 + 173/40*z + 1
*
[ 1/2 ] 
f(z) = -213/11*z^3 + 169/44*z + 1
*
[ 1/2 ] 
f(z) = -213/13*z^3 + 161/52*z + 1
*
[ 1/2 ] 
f(z) = -211/10*z^3 + 171/40*z + 1
*
[ 1/2 ] 
f(z) = -211/11*z^3 + 167/44*z + 1
*
[ 1/2 ] 
f(z) = -211/12*z^3 + 163/48*z + 1
*
[ 1/2 ] 
f(z) = -209/10*z^3 + 169/40*z + 1
*
[ 1/2 ] 
f(z) = -209/12*z^3 + 161/48*z + 1
*
[ 1/2 ] 
f(z) = -207/10*z^3 + 167/40*z + 1
*
[ 1/2 ] 
f(z) = -207/11*z^3 + 163/44*z + 1
*
[ 1/2 ] 
f(z) = -205/11*z^3 + 161/44*z + 1
*
[ 1/2 ] 
f(z) = -203/10*z^3 + 163/40*z + 1
*
[ 1/2 ] 
f(z) = -201/10*z^3 + 161/40*z + 1
*
[ 6/11 ] 
f(z) = -209/18*z^3 + 173/66*z + 1
*
[ -1/8 ] 
f(z) = -220*z^3 + 199/16*z + 1
*
[ -3/4 ] 
f(z) = -220/9*z^3 + 193/12*z + 1
*
0 | 0.13926825750760978245534626422415154170 | 0.025820888875019753607547450978386644687
f(z) = -220/13*z^3 + 194/13*z + 1
*
0 | 0.13931435307942148114591634526558506863 | 0.025829435177376665981253961957044245258
f(z) = -220/17*z^3 + 186/17*z + 1
*
0 | 0.13933733557683685572492243586111192326 | 0.025833696223809306169000017843061156638
f(z) = -220/19*z^3 + 182/19*z + 1
*
0 | 0.12631432563333492184422778263888279994 | 0.023438976500250805680153749616262810862
f(z) = -219/10*z^3 + 199/10*z + 1
*
0 | 0.13916135801484606601511452715359235032 | 0.025822881006555936766584888152462730155
f(z) = -219/11*z^3 + 197/11*z + 1
*
0 | 0.13918457588078582798048179393149443298 | 0.025827189330345969626148962394348213414
f(z) = -219/13*z^3 + 193/13*z + 1
*
0 | 0.12636076142444458526291145904380437180 | 0.023447593158821658395165128484324883793
f(z) = -219/14*z^3 + 191/14*z + 1
*
0 | 0.11354720188131472774375325413515366860 | 0.021069899896318699971570302074334066428
f(z) = -219/16*z^3 + 187/16*z + 1
*
0 | 0.13923087893025757153749969054241066224 | 0.025835781357283662694656572301513452462
f(z) = -219/17*z^3 + 185/17*z + 1
*
0 | 0.13925396458185735076552274321246333486 | 0.025840065147286317808689308391798023458
f(z) = -219/19*z^3 + 181/19*z + 1
*
0 | 0.13907719124030926649502947058904103665 | 0.025829198396231666914426837385856306646
f(z) = -218/11*z^3 + 196/11*z + 1
*
0 | 0.13910051438211677929712383539069350128 | 0.025833529933643353528306638353090482625
f(z) = -218/13*z^3 + 192/13*z + 1
*
0 | 0.11877912080544281391015660324727077480 | 0.022059472507700096502097129569691623156
f(z) = -218/15*z^3 + 188/15*z + 1
*
0 | 0.13914702678558046981837186215934389547 | 0.025842168144454451901272831369397866179
f(z) = -218/17*z^3 + 184/17*z + 1
*
0 | 0.13917021652164209493847044688909279349 | 0.025846474905959701230801696718146872013
f(z) = -218/19*z^3 + 180/19*z + 1
*
[ 1/3 ] 
f(z) = -217*z^3 + 199/9*z + 1
*
[ 1/3 ] 
f(z) = -217/2*z^3 + 181/18*z + 1
*
[ -2/7 ] 
f(z) = -217/2*z^3 + 187/14*z + 1
*
0 | 0.12540605076314594878687798808121187119 | 0.023310119603047335689873733882637343229
f(z) = -217/9*z^3 + 199/9*z + 1
*
0 | 0.12614550172889284232332496332672386376 | 0.023447566642861258505998905988303474981
f(z) = -217/10*z^3 + 197/10*z + 1
*
0 | 0.13899264017012536722994552230978130139 | 0.025835556152136550652741561109328545564
f(z) = -217/11*z^3 + 195/11*z + 1
*
0 | 0.092989908596901471822366928099416543171 | 0.017284699407081752725226938108962755693
f(z) = -217/12*z^3 + 193/12*z + 1
*
0 | 0.13901606954689800734314758028668667153 | 0.025839911137972334575645803278213910726
f(z) = -217/13*z^3 + 191/13*z + 1
*
0 | 0.11869581541585020795328773293304785184 | 0.022062840165107911355926422401602834369
f(z) = -217/15*z^3 + 187/15*z + 1
*
0 | 0.11337901130430760886914429378832798561 | 0.021074567757262869368505495002965831682
f(z) = -217/16*z^3 + 185/16*z + 1
*
0 | 0.13906279320625639020009027889458125072 | 0.025848595998721143186047110354342291142
f(z) = -217/17*z^3 + 183/17*z + 1
*
0 | 0.11267592471714712861184820579981339446 | 0.020943880024587489302760840433517533718
f(z) = -217/18*z^3 + 181/18*z + 1
*
5/18 | 0.22139785815187181102606560150801675229 | 0.027389441759328935707696974813368503150
f(z) = -216*z^3 + 187/15*z + 1
*
[ 2/3 ] 
f(z) = -216*z^3 + 191/2*z + 1
*
[ -2/3 ] 
f(z) = -216*z^3 + 197/2*z + 1
*
[ 2/3 ] 
f(z) = -216/5*z^3 + 187/10*z + 1
*
[ 5/9 ] 
f(z) = -216/5*z^3 + 188/15*z + 1
*
0 | 0.13890770127880267750297938432315236584 | 0.025841954731168683907267122201660518536
f(z) = -216/11*z^3 + 194/11*z + 1
*
0 | 0.13893123786280505820821120011662884961 | 0.025846333403716832159993939376031713877
f(z) = -216/13*z^3 + 190/13*z + 1
*
0 | 0.13897817470599852617345368275349006473 | 0.025855065387371180177027603323468000404
f(z) = -216/17*z^3 + 182/17*z + 1
*
[ 1/3 ] 
f(z) = -215*z^3 + 197/9*z + 1
*
[ 1/2 ] 
f(z) = -215/4*z^3 + 199/16*z + 1
*
0 | 0.11026224180949997180841779180709350265 | 0.020530566616484506490021244673387026068
f(z) = -215/8*z^3 + 199/8*z + 1
*
0 | 0.12523556534998743715758066519712363207 | 0.023318563771025106974406184903207635776
f(z) = -215/9*z^3 + 197/9*z + 1
*
0 | 0.13882237099211081820984501040696058398 | 0.025848394597635493417356834304209349182
f(z) = -215/11*z^3 + 193/11*z + 1
*
0 | 0.092819747222906902073637266100831082517 | 0.017282815698392200313632856613372644793
f(z) = -215/12*z^3 + 191/12*z + 1
*
0 | 0.13884601576901693804266437704388173347 | 0.025852797198738432202946456533346695146
f(z) = -215/13*z^3 + 189/13*z + 1
*
0 | 0.12602241415445976230106619768032056188 | 0.023465073142975210282898673799376097653
f(z) = -215/14*z^3 + 187/14*z + 1
*
0 | 0.11320927907570795623393659544596497143 | 0.021079297931232112833542170919511188427
f(z) = -215/16*z^3 + 183/16*z + 1
*
0 | 0.13889316775050103728677707026786208706 | 0.025861576785304711664282314147341318279
f(z) = -215/17*z^3 + 181/17*z + 1
*
[ 1/3 ] 
f(z) = -214*z^3 + 196/9*z + 1
*
0 | 0.12514973042564068316309027274961843170 | 0.023322827026302137657114638539250244563
f(z) = -214/9*z^3 + 196/9*z + 1
*
0 | 0.13873664568617814404763471552435430068 | 0.025854876223410248818745225028788096488
f(z) = -214/11*z^3 + 192/11*z + 1
*
0 | 0.13876039965531912773037916005383765881 | 0.025859302998534566431101213719789964596
f(z) = -214/13*z^3 + 188/13*z + 1
*
0 | 0.11844046886565512345633646115265604895 | 0.022072493155781056310502273882063630077
f(z) = -214/15*z^3 + 184/15*z + 1
*
0 | 0.13880776875655306149004651177167026209 | 0.025868130675196058340852754229178484225
f(z) = -214/17*z^3 + 180/17*z + 1
*
[ 1/2 ] 
f(z) = -213/4*z^3 + 197/16*z + 1
*
0 | 0.13860265193223881983995673093784486399 | 0.025852471316287316615991125326241767567
f(z) = -213/7*z^3 + 199/7*z + 1
*
0 | 0.10723760426273237490188017141791097652 | 0.020002193677975450606158330916433541125
f(z) = -213/8*z^3 + 197/8*z + 1
*
0 | 0.12580316521229204862684639209266591345 | 0.023465082917309232210653056829449821166
f(z) = -213/10*z^3 + 193/10*z + 1
*
0 | 0.13865052168656817472020531019217147286 | 0.025861400088092652575573937144544021092
f(z) = -213/11*z^3 + 191/11*z + 1
*
0 | 0.13867438586118576229833323014817869621 | 0.025865851286400818231430595637748694325
f(z) = -213/13*z^3 + 187/13*z + 1
*
0 | 0.12585089362581594404623624168367425313 | 0.023473985325916836946023765406399925150
f(z) = -213/14*z^3 + 185/14*z + 1
*
0 | 0.11303797667043579320065883281756342840 | 0.021084091889903226144170844382569229872
f(z) = -213/16*z^3 + 181/16*z + 1
*
[ 1/3 ] 
f(z) = -212*z^3 + 194/9*z + 1
*
[ -1/8 ] 
f(z) = -212*z^3 + 197/16*z + 1
*
0 | 0.13851590172917096383563754964084190244 | 0.025858988285902739421848906046769783404
f(z) = -212/7*z^3 + 198/7*z + 1
*
[ -3/4 ] 
f(z) = -212/9*z^3 + 187/12*z + 1
*
0 | 0.12497685769818629783992245162907425576 | 0.023331437465895892581854673119426387943
f(z) = -212/9*z^3 + 194/9*z + 1
*
0 | 0.13856399526733444658908498672661108895 | 0.025867966679173634242754698015733237347
f(z) = -212/11*z^3 + 190/11*z + 1
*
0 | 0.13858797067484039157435930434639940385 | 0.025872442553597483229737992740854480390
f(z) = -212/13*z^3 + 186/13*z + 1
*
0 | 0.11826826046041795456265274228668821370 | 0.022079035862753765386868058813535077969
f(z) = -212/15*z^3 + 182/15*z + 1
*
[ 1/3 ] 
f(z) = -211*z^3 + 193/9*z + 1
*
[ 1/2 ] 
f(z) = -211/3*z^3 + 199/12*z + 1
*
[ 1/2 ] 
f(z) = -211/4*z^3 + 195/16*z + 1
*
0 | 0.10523758800642221114557702120757496681 | 0.019663747689453366848038041516930891558
f(z) = -211/6*z^3 + 199/6*z + 1
*
0 | 0.13842874322584596896686799699609564216 | 0.025865547959870080545195038660667571920
f(z) = -211/7*z^3 + 197/7*z + 1
*
0 | 0.10991626584110256542439431131005824942 | 0.020537963282989947150488924126420860449
f(z) = -211/8*z^3 + 195/8*z + 1
*
0 | 0.12488981236187960535363765040190096021 | 0.023335785300564920602354661671622201331
f(z) = -211/9*z^3 + 193/9*z + 1
*
0 | 0.12562959409151023307307776606304446412 | 0.023474014250432493922737847823042511564
f(z) = -211/10*z^3 + 191/10*z + 1
*
0 | 0.13847706265005317685428820137294174085 | 0.025874576492204480094883190650245565752
f(z) = -211/11*z^3 + 189/11*z + 1
*
0 | 0.092474660550212082949926475318747377948 | 0.017278982036496769471042189005497426602
f(z) = -211/12*z^3 + 187/12*z + 1
*
0 | 0.13850115033229471945042929452086303187 | 0.025879077299520517355128358200907775159
f(z) = -211/13*z^3 + 185/13*z + 1
*
0 | 0.12567776952209586293078478457645226539 | 0.023483015877415894471837017073625759040
f(z) = -211/14*z^3 + 183/14*z + 1
*
0 | 0.11818051833555849255776592588536500236 | 0.022082147057735904710225068989164143735
f(z) = -211/15*z^3 + 181/15*z + 1
*
-2/15 | 0.13799723522314401103192792790374321939 | 0.017131537310315352036343711527294101169
f(z) = -210*z^3 + 191/15*z + 1
*
0 | 0.13838972000283311227482605463637930689 | 0.025881230030970433900046817619716656602
f(z) = -210/11*z^3 + 188/11*z + 1
*
0 | 0.13841392101636469923279511905239633171 | 0.025885756031877009963249832605349082008
f(z) = -210/13*z^3 + 184/13*z + 1
*
[ 1/3 ] 
f(z) = -209*z^3 + 191/9*z + 1
*
[ 1/2 ] 
f(z) = -209/3*z^3 + 197/12*z + 1
*
[ 1/2 ] 
f(z) = -209/4*z^3 + 193/16*z + 1
*
0 | 0.13822872305963055983433048407463432167 | 0.025874218373512030036742599159709856545
f(z) = -209/5*z^3 + 199/5*z + 1
*
0 | 0.10506191547340838148150383786222400585 | 0.019665919524741187130722528821067086997
f(z) = -209/6*z^3 + 197/6*z + 1
*
0 | 0.13825318581676262397709443375557039990 | 0.025878797412557194085858384216630058749
f(z) = -209/7*z^3 + 195/7*z + 1
*
0 | 0.10308508908118777214064106699356727090 | 0.019295889066333690552921861286797381003
f(z) = -209/8*z^3 + 193/8*z + 1
*
0 | 0.12471448450951679521130753947674579052 | 0.023344567866312208260330346090055177583
f(z) = -209/9*z^3 + 191/9*z + 1
*
0 | 0.12545438067386369700132341464994610856 | 0.023483064659932858590451767291964597477
f(z) = -209/10*z^3 + 189/10*z + 1
*
0 | 0.092298641703063638063896359898606090977 | 0.017276837679918271170480386221618462641
f(z) = -209/12*z^3 + 185/12*z + 1
*
0 | 0.13832627885566334193149625394909135654 | 0.025892479266865324599500638918052301858
f(z) = -209/13*z^3 + 183/13*z + 1
*
0 | 0.12550301157457180193871325338382231646 | 0.023492167591051445825639969614017056791
f(z) = -209/14*z^3 + 181/14*z + 1
*
[ 1/3 ] 
f(z) = -208*z^3 + 190/9*z + 1
*
[ -1/13 ] 
f(z) = -208*z^3 + 198/13*z + 1
*
0 | 0.13814019937261407487710327548946147747 | 0.025880883154344489379173905439881642479
f(z) = -208/5*z^3 + 198/5*z + 1
*
0 | 0.13816477902150808607083904589183757522 | 0.025885488207934174802171965719153654831
f(z) = -208/7*z^3 + 194/7*z + 1
*
0 | 0.12462619413470224041244552108006501341 | 0.023349003280867678235643995194747799579
f(z) = -208/9*z^3 + 190/9*z + 1
*
0 | 0.13821378901756840527597372908084587241 | 0.025894670343092461437546998937918672873
f(z) = -208/11*z^3 + 186/11*z + 1
*
[ 2/3 ] 
f(z) = -207*z^3 + 183/2*z + 1
*
[ -2/3 ] 
f(z) = -207*z^3 + 189/2*z + 1
*
[ -2/9 ] 
f(z) = -207/2*z^3 + 191/18*z + 1
*
[ 1/2 ] 
f(z) = -207/2*z^3 + 199/8*z + 1
*
[ 1/2 ] 
f(z) = -207/4*z^3 + 191/16*z + 1
*
0 | 0.11236806916363937071751177815666695324 | 0.021071440951573847961728367697783241677
f(z) = -207/4*z^3 + 199/4*z + 1
*
0 | 0.13805125048173876724941485600327346233 | 0.025887592395849214402343849536562763951
f(z) = -207/5*z^3 + 197/5*z + 1
*
0 | 0.13807594814487642195461308588176800619 | 0.025892223741340157053918199981982820132
f(z) = -207/7*z^3 + 193/7*z + 1
*
[ 4/3 ] 
f(z) = -207/8*z^3 + 185/4*z + 1
*
[ -4/3 ] 
f(z) = -207/8*z^3 + 191/4*z + 1
*
0 | 0.10956370274982827111873565874587933256 | 0.020545561653878139239829774185907444731
f(z) = -207/8*z^3 + 191/8*z + 1
*
0 | 0.12527749358332201704069953858160798961 | 0.023492236969542358518165571008477297303
f(z) = -207/10*z^3 + 187/10*z + 1
*
0 | 0.13812519273915999745368365605325278616 | 0.025901458166816663699359961009959857194
f(z) = -207/11*z^3 + 185/11*z + 1
*
0 | 0.13814974023717245022669978335284034295 | 0.025906061353101950959159411883371455532
f(z) = -207/13*z^3 + 181/13*z + 1
*
[ 1/3 ] 
f(z) = -206*z^3 + 188/9*z + 1
*
0 | 0.13796187228251272965249162180378597778 | 0.025894346623648300129689685035033132565
f(z) = -206/5*z^3 + 196/5*z + 1
*
0 | 0.13798668909862233908985776329224900307 | 0.025899004542737145520546102688737955050
f(z) = -206/7*z^3 + 192/7*z + 1
*
0 | 0.12444834041592031254843431679872618259 | 0.023357964125542586372522919298335214855
f(z) = -206/9*z^3 + 188/9*z + 1
*
0 | 0.13803617054793456416406026664001915629 | 0.025908291817393055281894690322535524859
f(z) = -206/11*z^3 + 184/11*z + 1
*
0 | 0.13806083575619003441095703457356691598 | 0.025912921280892968763762579214672233778
f(z) = -206/13*z^3 + 180/13*z + 1
*
[ 1/3 ] 
f(z) = -205*z^3 + 187/9*z + 1
*
[ 1/2 ] 
f(z) = -205/2*z^3 + 197/8*z + 1
*
[ -2/5 ] 
f(z) = -205/2*z^3 + 199/10*z + 1
*
[ 1/2 ] 
f(z) = -205/3*z^3 + 193/12*z + 1
*
0 | 0.11750343347887901553113551473583603547 | 0.022074622053948944382072787505567393113
f(z) = -205/3*z^3 + 199/3*z + 1
*
[ 1/2 ] 
f(z) = -205/4*z^3 + 189/16*z + 1
*
0 | 0.11218875919298393000985956482056583230 | 0.021076188027575894427216473014957272784
f(z) = -205/4*z^3 + 197/4*z + 1
*
0 | 0.10470549044996009391537990945184051033 | 0.019670353965202956470588415503618301532
f(z) = -205/6*z^3 + 193/6*z + 1
*
0 | 0.13789699773509591597234554599718446324 | 0.025905831151084215743311641964485436548
f(z) = -205/7*z^3 + 191/7*z + 1
*
0 | 0.10653241417057496324507242112551581846 | 0.020013566494913557997271752348508551191
f(z) = -205/8*z^3 + 189/8*z + 1
*
0 | 0.12435876886860158846788835964584290595 | 0.023362490274483858664307011662568788419
f(z) = -205/9*z^3 + 187/9*z + 1
*
0 | 0.13794671832896603710168719704931689026 | 0.025915171842547313280602698127355816969
f(z) = -205/11*z^3 + 183/11*z + 1
*
0 | 0.091943631146750004210758312285919918792 | 0.017272864696307062563037601996630689268
f(z) = -205/12*z^3 + 181/12*z + 1
*
[ -1/8 ] 
f(z) = -204*z^3 + 195/16*z + 1
*
-1/12 | 0.12831726960911032461885701188619141722 | 0.016444551001735417865328917404588928985
f(z) = -204*z^3 + 197/12*z + 1
*
0 | 0.13778181124127818887521662631679332542 | 0.025907992185351624733062809338084410750
f(z) = -204/5*z^3 + 194/5*z + 1
*
0 | 0.13780686984608607200722035507160237408 | 0.025912704114536541348041309437416443845
f(z) = -204/7*z^3 + 190/7*z + 1
*
0 | 0.13785683190740294945567854993075368787 | 0.025922098799382823322771392711462676259
f(z) = -204/11*z^3 + 182/11*z + 1
*
[ 1/3 ] 
f(z) = -203*z^3 + 185/9*z + 1
*
[ 2/7 ] 
f(z) = -203*z^3 + 197/14*z + 1
*
[ 1/2 ] 
f(z) = -203*z^3 + 199/4*z + 1
*
[ 1/2 ] 
f(z) = -203/2*z^3 + 195/8*z + 1
*
0 | 0.12481784244544941649992342318830623143 | 0.023492001427725516084332895650671086111
f(z) = -203/2*z^3 + 199/2*z + 1
*
[ 1/2 ] 
f(z) = -203/3*z^3 + 191/12*z + 1
*
0 | 0.11732224759036092094231136900722012098 | 0.022081253400140052102642262533560037122
f(z) = -203/3*z^3 + 197/3*z + 1
*
[ 1/2 ] 
f(z) = -203/4*z^3 + 187/16*z + 1
*
0 | 0.11200769601423096475402743793047097989 | 0.021081000144931525154408969927683539861
f(z) = -203/4*z^3 + 195/4*z + 1
*
0 | 0.13769111988700210213640926791301678074 | 0.025914884615829268651386918129173013599
f(z) = -203/5*z^3 + 193/5*z + 1
*
0 | 0.10452467192763672472844284497230944342 | 0.019672618065239638340842775289442949890
f(z) = -203/6*z^3 + 191/6*z + 1
*
0 | 0.10920429682770048084761513778637156745 | 0.020553371591175349439484456494018806034
f(z) = -203/8*z^3 + 187/8*z + 1
*
0 | 0.12417831543961300870866431758084396351 | 0.023371635869085581030600224864158670884
f(z) = -203/9*z^3 + 185/9*z + 1
*
0 | 0.12491856830477725030160484224940135461 | 0.023510959070196964039536677092392261080
f(z) = -203/10*z^3 + 183/10*z + 1
*
0 | 0.13776650704729913799985842135228943867 | 0.025929073254589821954243641978617669833
f(z) = -203/11*z^3 + 181/11*z + 1
*
[ 1/3 ] 
f(z) = -202*z^3 + 184/9*z + 1
*
0 | 0.11722995188907260080676724090400704242 | 0.022084408430732582742221918242212302437
f(z) = -202/3*z^3 + 196/3*z + 1
*
0 | 0.13759998219742534132076087858650245200 | 0.025921824226157783022887633012848204841
f(z) = -202/5*z^3 + 192/5*z + 1
*
0 | 0.13762528734882800645141568141743737725 | 0.025926591346590509861540183095143785271
f(z) = -202/7*z^3 + 188/7*z + 1
*
0 | 0.12408742498955375141319752653689379049 | 0.023376256071317551376188575726040915422
f(z) = -202/9*z^3 + 184/9*z + 1
*
0 | 0.13767573945041578450596502902653935677 | 0.025936095784660292616272222870280797982
f(z) = -202/11*z^3 + 180/11*z + 1
*
[ 1/2 ] 
f(z) = -201*z^3 + 197/4*z + 1
*
0 | 0.13745737192285159321130585684728422242 | 0.025919190826453683802829883409772305885
f(z) = -201*z^3 + 199*z + 1
*
[ 1/2 ] 
f(z) = -201/2*z^3 + 193/8*z + 1
*
0 | 0.12463474088663291717911783636458498965 | 0.023501334176964610274596838810538928925
f(z) = -201/2*z^3 + 197/2*z + 1
*
[ 1/2 ] 
f(z) = -201/4*z^3 + 185/16*z + 1
*
0 | 0.11182484500435714106404551250841693693 | 0.021085878889298717450206970758855573845
f(z) = -201/4*z^3 + 193/4*z + 1
*
0 | 0.13750839375752618632708847423794217316 | 0.025928811588517931450654897217002671262
f(z) = -201/5*z^3 + 191/5*z + 1
*
0 | 0.13753382401054205886268151279122240275 | 0.025933606759351354188730391555868991142
f(z) = -201/7*z^3 + 187/7*z + 1
*
0 | 0.099830691725543222836878730183875187640 | 0.018824241384619850079124940504927046706
f(z) = -201/8*z^3 + 185/8*z + 1
*
0 | 0.12473646268221866672903545182596522630 | 0.023520515008040562513229795534743339202
f(z) = -201/10*z^3 + 181/10*z + 1
*
-2 | 0.11192398130642246721279046079438016990 | 0.016756092422972817550237456717256712805
f(z) = -201/16*z^3 + 199/4*z + 1
*
-3/20 | 0.20328629833434306082433816182796012584 | 0.024231443482967961931852498164732814383
f(z) = -220*z^3 + 199/20*z + 1
*
[ -1/4 ] 
f(z) = -220/7*z^3 + 195/28*z + 1
*
[ 1/2 ] 
f(z) = -219/5*z^3 + 199/20*z + 1
*
[ 1/2 ] 
f(z) = -219/7*z^3 + 191/28*z + 1
*
[ -2/9 ] 
f(z) = -219/8*z^3 + 185/27*z + 1
*
[ 1/2 ] 
f(z) = -219/8*z^3 + 187/32*z + 1
*
[ -2/5 ] 
f(z) = -219/8*z^3 + 197/25*z + 1
*
[ -1/3 ] 
f(z) = -219/10*z^3 + 193/30*z + 1
*
[ -1/2 ] 
f(z) = -218/13*z^3 + 187/26*z + 1
*
[ -1/2 ] 
f(z) = -218/15*z^3 + 199/30*z + 1
*
[ -1/7 ] 
f(z) = -217/3*z^3 + 199/21*z + 1
*
[ 1/2 ] 
f(z) = -217/5*z^3 + 197/20*z + 1
*
[ 1/2 ] 
f(z) = -217/6*z^3 + 193/24*z + 1
*
[ 1/2 ] 
f(z) = -217/8*z^3 + 185/32*z + 1
*
[ -2/5 ] 
f(z) = -217/8*z^3 + 196/25*z + 1
*
[ 1/2 ] 
f(z) = -217/9*z^3 + 181/36*z + 1
*
[ 2/3 ] 
f(z) = -217/16*z^3 + 199/36*z + 1
*
-1/12 | 0.10977004751517660396812985273062858989 | 0.015315957498813849043594256093373476887
f(z) = -216/5*z^3 + 199/30*z + 1
*
[ 2/3 ] 
f(z) = -216/11*z^3 + 181/22*z + 1
*
[ -1/4 ] 
f(z) = -216/17*z^3 + 197/34*z + 1
*
[ 1/2 ] 
f(z) = -215/6*z^3 + 191/24*z + 1
*
[ 1/2 ] 
f(z) = -215/7*z^3 + 187/28*z + 1
*
[ 1/2 ] 
f(z) = -215/8*z^3 + 183/32*z + 1
*
[ -2/5 ] 
f(z) = -215/12*z^3 + 191/30*z + 1
*
[ 2/3 ] 
f(z) = -215/16*z^3 + 197/36*z + 1
*
[ -1/2 ] 
f(z) = -214/13*z^3 + 185/26*z + 1
*
[ -1/2 ] 
f(z) = -214/15*z^3 + 197/30*z + 1
*
[ 1/2 ] 
f(z) = -213/5*z^3 + 193/20*z + 1
*
[ 1/2 ] 
f(z) = -213/7*z^3 + 185/28*z + 1
*
[ 1/2 ] 
f(z) = -213/8*z^3 + 181/32*z + 1
*
[ -2/9 ] 
f(z) = -213/8*z^3 + 184/27*z + 1
*
[ -2/5 ] 
f(z) = -213/8*z^3 + 194/25*z + 1
*
[ -1/3 ] 
f(z) = -213/10*z^3 + 191/30*z + 1
*
[ -1/4 ] 
f(z) = -212/7*z^3 + 193/28*z + 1
*
[ 1/2 ] 
f(z) = -211/5*z^3 + 191/20*z + 1
*
[ 1/2 ] 
f(z) = -211/6*z^3 + 187/24*z + 1
*
[ 1/2 ] 
f(z) = -211/7*z^3 + 183/28*z + 1
*
[ -2/5 ] 
f(z) = -211/8*z^3 + 193/25*z + 1
*
[ 2/3 ] 
f(z) = -211/16*z^3 + 193/36*z + 1
*
[ -1/2 ] 
f(z) = -210/13*z^3 + 183/26*z + 1
*
[ -2/11 ] 
f(z) = -209/4*z^3 + 181/22*z + 1
*
[ 1/2 ] 
f(z) = -209/5*z^3 + 189/20*z + 1
*
[ 1/2 ] 
f(z) = -209/6*z^3 + 185/24*z + 1
*
[ 1/2 ] 
f(z) = -209/7*z^3 + 181/28*z + 1
*
[ -2/5 ] 
f(z) = -209/8*z^3 + 192/25*z + 1
*
[ 2/3 ] 
f(z) = -209/16*z^3 + 191/36*z + 1
*
[ -1/8 ] 
f(z) = -208/5*z^3 + 193/20*z + 1
*
[ 1/2 ] 
f(z) = -207/5*z^3 + 187/20*z + 1
*
[ -2/5 ] 
f(z) = -207/8*z^3 + 191/25*z + 1
*
[ -1/2 ] 
f(z) = -206/13*z^3 + 181/26*z + 1
*
[ -1/2 ] 
f(z) = -206/15*z^3 + 193/30*z + 1
*
[ 1/2 ] 
f(z) = -205/6*z^3 + 181/24*z + 1
*
-1/5 | 0.19049629223682049941554213465123248588 | 0.027478936043413899712422862545066990542
f(z) = -205/6*z^3 + 191/30*z + 1
*
[ -2/5 ] 
f(z) = -205/12*z^3 + 187/30*z + 1
*
[ 2/3 ] 
f(z) = -205/16*z^3 + 187/36*z + 1
*
[ -1/4 ] 
f(z) = -204/7*z^3 + 191/28*z + 1
*
[ -1/7 ] 
f(z) = -203/3*z^3 + 197/21*z + 1
*
[ 1/2 ] 
f(z) = -203/5*z^3 + 183/20*z + 1
*
[ -2/5 ] 
f(z) = -203/8*z^3 + 189/25*z + 1
*
[ 2/3 ] 
f(z) = -203/16*z^3 + 185/36*z + 1
*
[ -4/7 ] 
f(z) = -203/16*z^3 + 193/28*z + 1
*
[ -1/2 ] 
f(z) = -202/15*z^3 + 191/30*z + 1
*
[ 1/2 ] 
f(z) = -201/5*z^3 + 181/20*z + 1
*
[ -2/9 ] 
f(z) = -201/8*z^3 + 182/27*z + 1
*
[ -2/5 ] 
f(z) = -201/8*z^3 + 188/25*z + 1
*
[ -1/3 ] 
f(z) = -201/10*z^3 + 187/30*z + 1
*
[ -1/3 ] 
f(z) = -201/11*z^3 + 199/33*z + 1
*
-5/36 | 0.11055477224245199065413430928248464123 | 0.015425448301116329715732433090197729568
f(z) = -216/7*z^3 + 193/42*z + 1
*
-1/8 | 0.095431726097845131923106777215599254024 | 0.014193055365042629304828161734386861745
f(z) = -208/15*z^3 + 193/60*z + 1
*
[ 1/3 ] 
f(z) = -220*z^3 + 202/9*z + 1
*
0 | 0.13912890937845611661557711746824294900 | 0.025795053177623869250776105353414992960
f(z) = -220*z^3 + 218*z + 1
*
0 | 0.11880860761799108308366923624278781340 | 0.022027588408165069128192526420756327631
f(z) = -220/3*z^3 + 214/3*z + 1
*
0 | 0.13919878422941704453099865184492413459 | 0.025808008252916041278179421548048408460
f(z) = -220/7*z^3 + 206/7*z + 1
*
0 | 0.12565887161561706167323053957717587897 | 0.023297654599935897071362068082408028999
f(z) = -220/9*z^3 + 202/9*z + 1
*
[ 1/2 ] 
f(z) = -219*z^3 + 215/4*z + 1
*
0 | 0.13904459573710919457840648526378011305 | 0.025801214514887092859741549044627040736
f(z) = -219*z^3 + 217*z + 1
*
[ 1/2 ] 
f(z) = -219/2*z^3 + 211/8*z + 1
*
0 | 0.12622091617542233792077711295082470869 | 0.023421643374511214803006105092749871849
f(z) = -219/2*z^3 + 215/2*z + 1
*
[ 1/2 ] 
f(z) = -219/4*z^3 + 203/16*z + 1
*
0 | 0.11340892961784333783056389752460656744 | 0.021044241996330774200022785760812087142
f(z) = -219/4*z^3 + 211/4*z + 1
*
0 | 0.13909143620322877758779927250261603614 | 0.025809906265241875748937091195623566482
f(z) = -219/5*z^3 + 209/5*z + 1
*
0 | 0.13911478841592890143057913633845775912 | 0.025814239518512735253937535315557567343
f(z) = -219/7*z^3 + 205/7*z + 1
*
0 | 0.11060187229207805144120064173147768933 | 0.020523362433671683863191046335819776673
f(z) = -219/8*z^3 + 203/8*z + 1
*
-2 | 0.11350070223831520406750204901490664086 | 0.016774680207832792888960377085463281832
f(z) = -219/16*z^3 + 217/4*z + 1
*
[ 1/3 ] 
f(z) = -218*z^3 + 200/9*z + 1
*
0 | 0.13895989646458893136396208936209998012 | 0.025807414593971185656302861076396777744
f(z) = -218*z^3 + 216*z + 1
*
-1 | 0.12180500808054292275019446416773888039 | 0.022602224313813394420515534343410161186
f(z) = -218*z^3 + 219*z + 1
*
0 | 0.11863980838322355405243535132205877015 | 0.022033599622574430126582694797512526799
f(z) = -218/3*z^3 + 212/3*z + 1
*
0 | 0.13900695116683910927934647335372777337 | 0.025816153519664582851800616564884217304
f(z) = -218/5*z^3 + 208/5*z + 1
*
0 | 0.13903040987580655136345973182116018525 | 0.025820510234397141417642047455809511250
f(z) = -218/7*z^3 + 204/7*z + 1
*
0 | 0.12549070847733469084783250180810205474 | 0.023305938071068144895069135440695868746
f(z) = -218/9*z^3 + 200/9*z + 1
*
[ 1/2 ] 
f(z) = -217*z^3 + 213/4*z + 1
*
[ 2/7 ] 
f(z) = -217*z^3 + 213/14*z + 1
*
0 | 0.13887480801710355103474409263590895304 | 0.025813653847077835736913914169003291396
f(z) = -217*z^3 + 215*z + 1
*
-1 | 0.12171973450603313325248074014112034593 | 0.022605598684119529381233539790879662394
f(z) = -217*z^3 + 218*z + 1
*
[ -1 ] 
f(z) = -217*z^3 + 219*z + 1
*
[ 1/2 ] 
f(z) = -217/2*z^3 + 209/8*z + 1
*
0 | 0.12605123638083241597511961889056542604 | 0.023430044868398704640643403822183478128
f(z) = -217/2*z^3 + 213/2*z + 1
*
-1 | 0.10885512323091595873970787704934049056 | 0.020199234430049514609894708292778745238
f(z) = -217/2*z^3 + 219/2*z + 1
*
[ 1/2 ] 
f(z) = -217/3*z^3 + 205/12*z + 1
*
0 | 0.11855379463301416234860968777856558755 | 0.022036441746420130431797324827159106808
f(z) = -217/3*z^3 + 211/3*z + 1
*
[ 1/2 ] 
f(z) = -217/4*z^3 + 201/16*z + 1
*
0 | 0.11323946504289771674119746949757099399 | 0.021048629295571205669102116867976200867
f(z) = -217/4*z^3 + 209/4*z + 1
*
0 | 0.13892207892421980574361030058674005724 | 0.025822440428681506329644934997328976080
f(z) = -217/5*z^3 + 207/5*z + 1
*
0 | 0.10575482260546047015426552425666634269 | 0.019657405272958269716254742336504288006
f(z) = -217/6*z^3 + 205/6*z + 1
*
0 | 0.10081899730295567058454788732179360778 | 0.018739948121242060923858533969546543475
f(z) = -217/8*z^3 + 201/8*z + 1
*
-2 | 0.11333200269374718690720529636990324241 | 0.016772700415664178049322832836229039809
f(z) = -217/16*z^3 + 215/4*z + 1
*
[ 2 ] 
f(z) = -217/16*z^3 + 219/4*z + 1
*
[ -1/24 ] 
f(z) = -216*z^3 + 203/8*z + 1
*
[ 5/18 ] 
f(z) = -216*z^3 + 211/15*z + 1
*
0 | 0.13878932680178671061930786478216320812 | 0.025819932713323664742331633339017079384
f(z) = -216*z^3 + 214*z + 1
*
-1 | 0.12163406644829000283503937823355615969 | 0.022608993899901040759235602207754522715
f(z) = -216*z^3 + 217*z + 1
*
[ -1 ] 
f(z) = -216*z^3 + 218*z + 1
*
0 | 0.13883681590976764864310593432655462182 | 0.025828767438593531794626674939791625851
f(z) = -216/5*z^3 + 206/5*z + 1
*
[ -2/3 ] 
f(z) = -216/5*z^3 + 217/10*z + 1
*
0 | 0.13886049055215064055817608011179756402 | 0.025833171795091447904983042884809696139
f(z) = -216/7*z^3 + 202/7*z + 1
*
[ 1/2 ] 
f(z) = -215*z^3 + 211/4*z + 1
*
0 | 0.13870344917578718087741199499803089204 | 0.025826251638884446026836024408552653625
f(z) = -215*z^3 + 213*z + 1
*
-1 | 0.12154800024050871259856996614056441067 | 0.022612410190093823158088230298804328909
f(z) = -215*z^3 + 216*z + 1
*
[ -1 ] 
f(z) = -215*z^3 + 217*z + 1
*
[ 1/2 ] 
f(z) = -215/2*z^3 + 207/8*z + 1
*
[ -2/5 ] 
f(z) = -215/2*z^3 + 207/10*z + 1
*
0 | 0.12587998746986046827760892379804618967 | 0.023438553633774746164651231187480719586
f(z) = -215/2*z^3 + 211/2*z + 1
*
-1 | 0.10868377450011689085202795380844977146 | 0.020201830510500934943069946295102616342
f(z) = -215/2*z^3 + 217/2*z + 1
*
[ -1 ] 
f(z) = -215/2*z^3 + 219/2*z + 1
*
[ 1/2 ] 
f(z) = -215/3*z^3 + 203/12*z + 1
*
0 | 0.11838368905223590651608676894847733037 | 0.022042760735730943959140422295795230099
f(z) = -215/3*z^3 + 209/3*z + 1
*
-1 | 0.10114561764575616329096034504536973184 | 0.018784605885285040165491366032494262250
f(z) = -215/3*z^3 + 218/3*z + 1
*
0 | 0.11306843534378820772695047291218415603 | 0.021053073164047635477469548372429666350
f(z) = -215/4*z^3 + 207/4*z + 1
*
-1 | 0.11290395237603027078215962070275400764 | 0.020950538058597092996247917582649166887
f(z) = -215/4*z^3 + 219/4*z + 1
*
0 | 0.10558401125900976893400534340279120727 | 0.019659491238477482302182411741989110175
f(z) = -215/6*z^3 + 203/6*z + 1
*
0 | 0.13877494261512772318811369926316137313 | 0.025839563546886085580876458538898384189
f(z) = -215/7*z^3 + 201/7*z + 1
*
-2 | 0.11316175056349918799944394502556498071 | 0.016770700177545375357064891423138767692
f(z) = -215/16*z^3 + 213/4*z + 1
*
[ 2 ] 
f(z) = -215/16*z^3 + 217/4*z + 1
*
0 | 0.13861717144533732097749751798545315174 | 0.025832611077143034923328988262608836037
f(z) = -214*z^3 + 212*z + 1
*
-1 | 0.12146153216451996719025574864930702520 | 0.022615847787244090318151207045263543217
f(z) = -214*z^3 + 215*z + 1
*
[ -1 ] 
f(z) = -214*z^3 + 216*z + 1
*
0 | 0.11829648906392315887110915925594851463 | 0.022045661168211805450458214330780884390
f(z) = -214/3*z^3 + 208/3*z + 1
*
-1 | 0.10105991214533615493304699019369108649 | 0.018784728686102083870195923466328745731
f(z) = -214/3*z^3 + 217/3*z + 1
*
0 | 0.13866510305463634882441183185845685568 | 0.025841543582462634764743609598858893070
f(z) = -214/5*z^3 + 204/5*z + 1
*
-1 | 0.12134527382628937075101451324695959789 | 0.022516915697171691998725898567792625964
f(z) = -214/5*z^3 + 219/5*z + 1
*
0 | 0.13868899764268470223659730613690216338 | 0.025845996563240309021260567059528707687
f(z) = -214/7*z^3 + 200/7*z + 1
*
[ 1/2 ] 
f(z) = -213*z^3 + 209/4*z + 1
*
0 | 0.13853048986479975150986755125351276326 | 0.025839011488841124902899527729927647521
f(z) = -213*z^3 + 211*z + 1
*
-1 | 0.12137465844982614195885698233688273973 | 0.022619306927582656473046803756445463256
f(z) = -213*z^3 + 214*z + 1
*
[ -1 ] 
f(z) = -213*z^3 + 215*z + 1
*
[ 1/2 ] 
f(z) = -213/2*z^3 + 205/8*z + 1
*
0 | 0.12570714015053830800375901773583920173 | 0.023447172111707569155641313338699618209
f(z) = -213/2*z^3 + 209/2*z + 1
*
-1 | 0.10851016107907543446307584173637415564 | 0.020204333360538311954368357554479756164
f(z) = -213/2*z^3 + 215/2*z + 1
*
[ -1 ] 
f(z) = -213/2*z^3 + 217/2*z + 1
*
0 | 0.11289581134066747293673161361768347211 | 0.021057574900085434998771363434760215455
f(z) = -213/4*z^3 + 205/4*z + 1
*
-1 | 0.11272979154428868402500095082369134721 | 0.020953892637022577151384221932919399585
f(z) = -213/4*z^3 + 217/4*z + 1
*
0 | 0.13857864583165451424440211084102968942 | 0.025847993645635855481985203602337609793
f(z) = -213/5*z^3 + 203/5*z + 1
*
-1 | 0.12125785010999159713584113389399919361 | 0.022519818236620653448888412314403911223
f(z) = -213/5*z^3 + 218/5*z + 1
*
-2 | 0.11298991697402425746762241996673932396 | 0.016768679109688140556077295531715327181
f(z) = -213/16*z^3 + 211/4*z + 1
*
[ 2 ] 
f(z) = -213/16*z^3 + 215/4*z + 1
*
[ -2 ] 
f(z) = -213/16*z^3 + 219/4*z + 1
*
0 | 0.13844340063569161065243628498978356137 | 0.025845453342234947479830025365432093249
f(z) = -212*z^3 + 210*z + 1
*
-1 | 0.12128737527261471513537767702619050577 | 0.022622787851101105084796904943232493607
f(z) = -212*z^3 + 213*z + 1
*
[ -1 ] 
f(z) = -212*z^3 + 214*z + 1
*
0 | 0.11812397773314414365879882747310200176 | 0.022052100288513874060413793760042382127
f(z) = -212/3*z^3 + 206/3*z + 1
*
-1 | 0.10088520546148561775283980085699118525 | 0.018784584798513538007669042674456935397
f(z) = -212/3*z^3 + 215/3*z + 1
*
[ -1 ] 
f(z) = -212/3*z^3 + 218/3*z + 1
*
0 | 0.13849178307032993717052102271511580829 | 0.025854485668451197774165908106623645007
f(z) = -212/5*z^3 + 202/5*z + 1
*
-1 | 0.12117001170234798804151112937939034951 | 0.022522736725191819819270319304218668412
f(z) = -212/5*z^3 + 217/5*z + 1
*
-1 | 0.12111087491757012750487066598559622564 | 0.022473420468221153501260216150852048324
f(z) = -212/7*z^3 + 219/7*z + 1
*
[ 1/2 ] 
f(z) = -211*z^3 + 207/4*z + 1
*
0 | 0.13835589990568575795827196936798761508 | 0.025851937113255037929949407107027837641
f(z) = -211*z^3 + 209*z + 1
*
-1 | 0.12119967875474833961052924224908992416 | 0.022626290801629902101920529015965300043
f(z) = -211*z^3 + 212*z + 1
*
[ -1 ] 
f(z) = -211*z^3 + 213*z + 1
*
[ 1/2 ] 
f(z) = -211/2*z^3 + 203/8*z + 1
*
0 | 0.12553266430293743132584944486080845904 | 0.023455902823306557529090249082986962080
f(z) = -211/2*z^3 + 207/2*z + 1
*
-1 | 0.10833490458444629091501453492499506723 | 0.020206864546079262918998094667397811437
f(z) = -211/2*z^3 + 213/2*z + 1
*
[ -1 ] 
f(z) = -211/2*z^3 + 215/2*z + 1
*
0 | 0.11803555792035867979345949979773662442 | 0.022055061060389846503628318710598624205
f(z) = -211/3*z^3 + 205/3*z + 1
*
-1 | 0.10079723011906662697421089655999419359 | 0.018784510000955745527776219201548828783
f(z) = -211/3*z^3 + 214/3*z + 1
*
[ -1 ] 
f(z) = -211/3*z^3 + 217/3*z + 1
*
0 | 0.11272156302996608089524413443476987660 | 0.021062135844911250694155159900378478933
f(z) = -211/4*z^3 + 203/4*z + 1
*
-1 | 0.11255397718111269219301911325237882598 | 0.020957282280360978164415945936270541112
f(z) = -211/4*z^3 + 215/4*z + 1
*
[ -1 ] 
f(z) = -211/4*z^3 + 219/4*z + 1
*
0 | 0.13840451094824839994518992719994261908 | 0.025861020134768365825312615349286124171
f(z) = -211/5*z^3 + 201/5*z + 1
*
-1 | 0.12108175465029794846029906847481972294 | 0.022525671317267394609318145343670470385
f(z) = -211/5*z^3 + 216/5*z + 1
*
-1 | 0.087872385333213777271276198940570809316 | 0.016333468755753451655252310971144090747
f(z) = -211/6*z^3 + 217/6*z + 1
*
-1 | 0.12102233321451931992324947305368761233 | 0.022476078407216801616751883387219828982
f(z) = -211/7*z^3 + 218/7*z + 1
*
-1 | 0.11243513330370055677360791305006634295 | 0.020863543656623215871785128625030507988
f(z) = -211/8*z^3 + 219/8*z + 1
*
-2 | 0.11281647223791780065071531119674860069 | 0.016766636817869745503455047225772513239
f(z) = -211/16*z^3 + 209/4*z + 1
*
[ 2 ] 
f(z) = -211/16*z^3 + 213/4*z + 1
*
[ -2 ] 
f(z) = -211/16*z^3 + 217/4*z + 1
*
[ 2/7 ] 
f(z) = -210*z^3 + 205/14*z + 1
*
0 | 0.13826798376758826911370257847421618843 | 0.025858463285670193279224066047582879488
f(z) = -210*z^3 + 208*z + 1
*
-1 | 0.12111156496273088738240278931379205371 | 0.022629816026918512895338463457332099425
f(z) = -210*z^3 + 211*z + 1
*
[ -1 ] 
f(z) = -210*z^3 + 212*z + 1
*
[ 1/2 ] 
f(z) = -209*z^3 + 205/4*z + 1
*
0 | 0.13817964825829154308930695096471671992 | 0.025865032351255753588407162211921342969
f(z) = -209*z^3 + 207*z + 1
*
-1 | 0.12102302990664877742769784421309849342 | 0.022633363778717584118171661999054102749
f(z) = -209*z^3 + 210*z + 1
*
[ -1 ] 
f(z) = -209*z^3 + 211*z + 1
*
[ 1/2 ] 
f(z) = -209/2*z^3 + 201/8*z + 1
*
0 | 0.12535652894766802787729885832926619378 | 0.023464748373159959443937405240721312112
f(z) = -209/2*z^3 + 205/2*z + 1
*
-1 | 0.10815732147927454282207915987856832229 | 0.020209302784531334822671236205285661842
f(z) = -209/2*z^3 + 211/2*z + 1
*
[ -1 ] 
f(z) = -209/2*z^3 + 213/2*z + 1
*
0 | 0.11786057223801942848496999867000440989 | 0.022061624503310047643159850371953504326
f(z) = -209/3*z^3 + 203/3*z + 1
*
-1 | 0.10061898195933259896223144489160668107 | 0.018784161553618133413346373143498872356
f(z) = -209/3*z^3 + 212/3*z + 1
*
[ -1 ] 
f(z) = -209/3*z^3 + 215/3*z + 1
*
0 | 0.11254565955309368699660319012952954038 | 0.021066757384508745454747055349429170006
f(z) = -209/4*z^3 + 201/4*z + 1
*
-1 | 0.11237647758632223271291549078429660175 | 0.020960707626619744261244025029949975402
f(z) = -209/4*z^3 + 213/4*z + 1
*
[ -1 ] 
f(z) = -209/4*z^3 + 217/4*z + 1
*
-1 | 0.12090396851565729510669097783253435727 | 0.022531589440055472642538586442037682729
f(z) = -209/5*z^3 + 214/5*z + 1
*
[ -1 ] 
f(z) = -209/5*z^3 + 219/5*z + 1
*
-1 | 0.087694311155771347067043376362259536543 | 0.016328471719093634786871956966516454247
f(z) = -209/6*z^3 + 215/6*z + 1
*
-1 | 0.12084396947655375704561064456218913017 | 0.022481434506499738656545884340997705481
f(z) = -209/7*z^3 + 216/7*z + 1
*
[ -2/19 ] 
f(z) = -209/8*z^3 + 205/19*z + 1
*
-1 | 0.11225647847252659891337289043563193057 | 0.020865914551074412683719955836462238582
f(z) = -209/8*z^3 + 217/8*z + 1
*
-1 | 0.10722053803699431003508835441927948848 | 0.019912830597240004351016275498269403907
f(z) = -209/9*z^3 + 218/9*z + 1
*
-1 | 0.10791731496618930618981249532609538830 | 0.020025214058500556744141249249306560261
f(z) = -209/10*z^3 + 219/10*z + 1
*
-2 | 0.11264138582300833755797084067499345242 | 0.016764572897061725764244559750095663183
f(z) = -209/16*z^3 + 207/4*z + 1
*
[ 2 ] 
f(z) = -209/16*z^3 + 211/4*z + 1
*
[ -2 ] 
f(z) = -209/16*z^3 + 215/4*z + 1
*
0 | 0.13809088935770232033890991084313595312 | 0.025871644809966342316734272271340851832
f(z) = -208*z^3 + 206*z + 1
*
-1 | 0.12093406953908687457198804963553231173 | 0.022636934312863253911086260376842659458
f(z) = -208*z^3 + 209*z + 1
*
[ -1 ] 
f(z) = -208*z^3 + 210*z + 1
*
0 | 0.11777193118390996696257934295606188461 | 0.022064841397909115901014866088560831507
f(z) = -208/3*z^3 + 202/3*z + 1
*
-1 | 0.10053076825975967122633164469025036011 | 0.018784273751752886355195364513388484288
f(z) = -208/3*z^3 + 211/3*z + 1
*
[ -1 ] 
f(z) = -208/3*z^3 + 214/3*z + 1
*
-1 | 0.12081443123856008726032657051335521082 | 0.022534573290238416817132399850921735702
f(z) = -208/5*z^3 + 213/5*z + 1
*
[ -1 ] 
f(z) = -208/5*z^3 + 218/5*z + 1
*
-1 | 0.12075413916603557000310939637673689623 | 0.022484132896987185055030726576957571377
f(z) = -208/7*z^3 + 215/7*z + 1
*
-1 | 0.10713041155950614921262028202723586583 | 0.019913095830537480215812712681423750885
f(z) = -208/9*z^3 + 217/9*z + 1
*
-1 | 0.12063258815573481124235611537886705825 | 0.022384669235019141168611629310231265642
f(z) = -208/11*z^3 + 219/11*z + 1
*
[ 1/2 ] 
f(z) = -207*z^3 + 203/4*z + 1
*
0 | 0.13800170298764388705729414422411598122 | 0.025878301170113206501776015395098977165
f(z) = -207*z^3 + 205*z + 1
*
-1 | 0.12084467975401822286156700099430048421 | 0.022640527889363656138553730299179282446
f(z) = -207*z^3 + 208*z + 1
*
[ -1 ] 
f(z) = -207*z^3 + 209*z + 1
*
[ -1/2 ] 
f(z) = -207*z^3 + 219/4*z + 1
*
0 | 0.12517870221286546381716377509966074815 | 0.023473711452955713120611930488236661356
f(z) = -207/2*z^3 + 203/2*z + 1
*
[ -1/9 ] 
f(z) = -207/2*z^3 + 203/18*z + 1
*
-1 | 0.10797868373600362971534320236539579250 | 0.020211892151130581468897448050425202777
f(z) = -207/2*z^3 + 209/2*z + 1
*
[ -1 ] 
f(z) = -207/2*z^3 + 211/2*z + 1
*
-1 | 0.11219726013928779420372661263346440524 | 0.020964169329805262903209550623244526662
f(z) = -207/4*z^3 + 211/4*z + 1
*
[ -1 ] 
f(z) = -207/4*z^3 + 215/4*z + 1
*
[ -2/3 ] 
f(z) = -207/5*z^3 + 209/10*z + 1
*
-1 | 0.12072445892577646827612030567935573550 | 0.022537573882942548489017417676347637634
f(z) = -207/5*z^3 + 212/5*z + 1
*
[ -1 ] 
f(z) = -207/5*z^3 + 217/5*z + 1
*
-1 | 0.12066387094326708814154636423486164262 | 0.022486845003681164839586863539891717752
f(z) = -207/7*z^3 + 214/7*z + 1
*
[ -2/3 ] 
f(z) = -207/7*z^3 + 219/14*z + 1
*
-1 | 0.11207608310776323009250524000951858705 | 0.020868299542956858641193329155213995098
f(z) = -207/8*z^3 + 215/8*z + 1
*
-1 | 0.10773632114008311034891057906344060001 | 0.020025720577955424495662510586166528408
f(z) = -207/10*z^3 + 217/10*z + 1
*
-1 | 0.12054171850846769100208147998788705411 | 0.022386819395843007619154601235326128880
f(z) = -207/11*z^3 + 218/11*z + 1
*
-2 | 0.11246462631996529265384624207869608626 | 0.016762486931042326578938247251771110411
f(z) = -207/16*z^3 + 205/4*z + 1
*
[ 2 ] 
f(z) = -207/16*z^3 + 209/4*z + 1
*
[ -2 ] 
f(z) = -207/16*z^3 + 213/4*z + 1
*
0 | 0.13791208501073171594752778627203143458 | 0.025885001948546302652802603095750942747
f(z) = -206*z^3 + 204*z + 1
*
-1 | 0.12075485638566685193233490879801293146 | 0.022644144772487686697275655802161462313
f(z) = -206*z^3 + 207*z + 1
*
[ -1 ] 
f(z) = -206*z^3 + 208*z + 1
*
0 | 0.11759336595522976194954675634777406710 | 0.022071339916660512282574737208095799406
f(z) = -206/3*z^3 + 200/3*z + 1
*
-1 | 0.10035097280770529419154363589298420257 | 0.018784105987153101857366901324042605476
f(z) = -206/3*z^3 + 209/3*z + 1
*
[ -1 ] 
f(z) = -206/3*z^3 + 212/3*z + 1
*
-1 | 0.12063404732905849347691769846482987553 | 0.022540591383483832927122026952658147347
f(z) = -206/5*z^3 + 211/5*z + 1
*
[ -1 ] 
f(z) = -206/5*z^3 + 216/5*z + 1
*
-1 | 0.12057316051743202539856641250912079938 | 0.022489570944969636624121788619578007489
f(z) = -206/7*z^3 + 213/7*z + 1
*
-1 | 0.10694883176401468992559912797033718813 | 0.019913617563479640595818924814576826589
f(z) = -206/9*z^3 + 215/9*z + 1
*
-1 | 0.12045040067604051495651425424468264911 | 0.022388977476823650884490812165831264076
f(z) = -206/11*z^3 + 217/11*z + 1
*
-1 | 0.12038851872126134309799559140791650503 | 0.022339379536401272007887491393581764415
f(z) = -206/13*z^3 + 219/13*z + 1
*
[ 1/2 ] 
f(z) = -205*z^3 + 201/4*z + 1
*
0 | 0.13782203122922176843352009976872271263 | 0.025891747670841279631021754014795286917
f(z) = -205*z^3 + 203*z + 1
*
-1 | 0.12066459520734286888897993368154134051 | 0.022647785230856102390288096617979580893
f(z) = -205*z^3 + 206*z + 1
*
[ -1 ] 
f(z) = -205*z^3 + 207*z + 1
*
[ -1/2 ] 
f(z) = -205*z^3 + 217/4*z + 1
*
0 | 0.12499915129957624247808249528454733759 | 0.023482794845297063760815165855610919081
f(z) = -205/2*z^3 + 201/2*z + 1
*
-1 | 0.10779830596494808588827258917809963518 | 0.020214511611053888861757293940441586128
f(z) = -205/2*z^3 + 207/2*z + 1
*
[ -1 ] 
f(z) = -205/2*z^3 + 209/2*z + 1
*
-1 | 0.10026041619677543683807968717704554802 | 0.018784018905282617799393001432509265527
f(z) = -205/3*z^3 + 208/3*z + 1
*
[ -1 ] 
f(z) = -205/3*z^3 + 211/3*z + 1
*
-1 | 0.11201629126294589493977395989717849530 | 0.020967668060407936849884863020144861786
f(z) = -205/4*z^3 + 209/4*z + 1
*
[ -1 ] 
f(z) = -205/4*z^3 + 213/4*z + 1
*
-1 | 0.087333593721251966638369970167914897122 | 0.016318368600800005189965961617501275109
f(z) = -205/6*z^3 + 211/6*z + 1
*
[ -1 ] 
f(z) = -205/6*z^3 + 217/6*z + 1
*
-1 | 0.12048200353433385892087432468575709999 | 0.022492310840584950119246072899690143389
f(z) = -205/7*z^3 + 212/7*z + 1
*
[ -1 ] 
f(z) = -205/7*z^3 + 219/7*z + 1
*
-1 | 0.11189391295770327580404237551794863701 | 0.020870698611310819709649224518067822788
f(z) = -205/8*z^3 + 213/8*z + 1
*
-1 | 0.10685736971313837829690986282514312036 | 0.019913873899919627319740271290817311473
f(z) = -205/9*z^3 + 214/9*z + 1
*
-1 | 0.12035863021454554061993483466073582015 | 0.022391143506629963449285661220874789475
f(z) = -205/11*z^3 + 216/11*z + 1
*
-1 | 0.091426565070762403498217961594712401361 | 0.016994109564301528165766876708371190778
f(z) = -205/12*z^3 + 217/12*z + 1
*
-1 | 0.12029643643776103528391538750894488098 | 0.022341265993370463940384623296252275328
f(z) = -205/13*z^3 + 218/13*z + 1
*
-1 | 0.10742915184315500180719768436657744869 | 0.019934630160659039898429160975215978364
f(z) = -205/14*z^3 + 219/14*z + 1
*
-2 | 0.11228616140833751839072112142387056444 | 0.016760378491991797516064966592820117305
f(z) = -205/16*z^3 + 203/4*z + 1
*
[ 2 ] 
f(z) = -205/16*z^3 + 207/4*z + 1
*
[ -2 ] 
f(z) = -205/16*z^3 + 211/4*z + 1
*
0 | 0.13773153738383065674063577677965001221 | 0.025898538871491515391961712332558008748
f(z) = -204*z^3 + 202*z + 1
*
-1 | 0.12057389193024902120739019536765281881 | 0.022651449537535025413344422907463890496
f(z) = -204*z^3 + 205*z + 1
*
[ -1 ] 
f(z) = -204*z^3 + 206*z + 1
*
-1 | 0.12045188897691368403513931605449583534 | 0.022546677780899561540161100184001378382
f(z) = -204/5*z^3 + 209/5*z + 1
*
[ -1 ] 
f(z) = -204/5*z^3 + 214/5*z + 1
*
-1 | 0.12039039557514127982475051955179678284 | 0.022495064811620284619452983751826520318
f(z) = -204/7*z^3 + 211/7*z + 1
*
[ -1 ] 
f(z) = -204/7*z^3 + 218/7*z + 1
*
-1 | 0.12026640261363713843411956959369321067 | 0.022393317513443552606931113312589247014
f(z) = -204/11*z^3 + 215/11*z + 1
*
-1 | 0.12020389385560315829244298170568388088 | 0.022343157491006424677069511106798796424
f(z) = -204/13*z^3 + 217/13*z + 1
*
0 | 0.13764059915252683671283511078333334816 | 0.025905376094105370303756660186533226176
f(z) = -203*z^3 + 201*z + 1
*
-1 | 0.12048274220225788810970109397622526609 | 0.022655137970131929158738530133624688567
f(z) = -203*z^3 + 204*z + 1
*
[ -1 ] 
f(z) = -203*z^3 + 205*z + 1
*
[ -1/2 ] 
f(z) = -203*z^3 + 215/4*z + 1
*
-1 | 0.10761615393456209527712068550978971562 | 0.020217161785592037632472317921762599771
f(z) = -203/2*z^3 + 205/2*z + 1
*
[ -1 ] 
f(z) = -203/2*z^3 + 207/2*z + 1
*
-1 | 0.10007692993135022311962391108814066089 | 0.018783644131520102757844719935329184132
f(z) = -203/3*z^3 + 206/3*z + 1
*
[ -1 ] 
f(z) = -203/3*z^3 + 209/3*z + 1
*
-1 | 0.11183353638603864558050935046166038683 | 0.020971204505902686638920174536456775793
f(z) = -203/4*z^3 + 207/4*z + 1
*
[ -1 ] 
f(z) = -203/4*z^3 + 211/4*z + 1
*
-1 | 0.12036013340734582224021783803011186881 | 0.022549747020087026034336853719710109320
f(z) = -203/5*z^3 + 208/5*z + 1
*
[ -1 ] 
f(z) = -203/5*z^3 + 213/5*z + 1
*
-1 | 0.087149577356387462352269917137200095450 | 0.016313014732152985653595872849826517048
f(z) = -203/6*z^3 + 209/6*z + 1
*
[ -1 ] 
f(z) = -203/6*z^3 + 215/6*z + 1
*
-1 | 0.11170993274941934724598396894870507971 | 0.020873111723696424464331642194338171845
f(z) = -203/8*z^3 + 211/8*z + 1
*
[ -1 ] 
f(z) = -203/8*z^3 + 219/8*z + 1
*
-1 | 0.10667307898339551170173332951514914463 | 0.019914377088965523922901001169839191590
f(z) = -203/9*z^3 + 212/9*z + 1
*
-1 | 0.10736893760335188539236100564918627776 | 0.020026690261366207114024840143986920291
f(z) = -203/10*z^3 + 213/10*z + 1
*
-1 | 0.12017371329520050867353818685561689712 | 0.022395499524928669253961790984299577501
f(z) = -203/11*z^3 + 214/11*z + 1
*
-1 | 0.091241332447946445954442410273902889684 | 0.016988918629423147015702304638268464489
f(z) = -203/12*z^3 + 215/12*z + 1
*
-1 | 0.12011088634840432019576969726715950692 | 0.022345054011844528495562171178111509095
f(z) = -203/13*z^3 + 216/13*z + 1
*
-1 | 0.099704069606406525089542320445802626933 | 0.018516883838456207605855212102633026387
f(z) = -203/15*z^3 + 218/15*z + 1
*
-2 | 0.11210595782093033373550744351036176759 | 0.016758247140069635025990939693213642331
f(z) = -203/16*z^3 + 201/4*z + 1
*
[ 2 ] 
f(z) = -203/16*z^3 + 205/4*z + 1
*
[ -2 ] 
f(z) = -203/16*z^3 + 209/4*z + 1
*
-1 | 0.11145861292273772962593882875387440618 | 0.020682339837130526005534164754616470662
f(z) = -203/16*z^3 + 219/16*z + 1
*
0 | 0.13754921214929197359260075624448968679 | 0.025912259891608825841384364662009442296
f(z) = -202*z^3 + 200*z + 1
*
-1 | 0.12039114160665882868730413654148574047 | 0.022658850810894183810672649687316929731
f(z) = -202*z^3 + 203*z + 1
*
[ -1 ] 
f(z) = -202*z^3 + 204*z + 1
*
-1 | 0.099986058653472545981557073945295608277 | 0.018783744356169038498888770779719944696
f(z) = -202/3*z^3 + 205/3*z + 1
*
[ -1 ] 
f(z) = -202/3*z^3 + 208/3*z + 1
*
-1 | 0.12026792092300190028555808148348112036 | 0.022552833851821872291871206273581433345
f(z) = -202/5*z^3 + 207/5*z + 1
*
[ -1 ] 
f(z) = -202/5*z^3 + 212/5*z + 1
*
-1 | 0.12020580872222710221612114609019706426 | 0.022500615471227328267579692289420036875
f(z) = -202/7*z^3 + 209/7*z + 1
*
[ -1 ] 
f(z) = -202/7*z^3 + 216/7*z + 1
*
-1 | 0.10658024117452358184590619402292553722 | 0.019914623765503108618339687090956102838
f(z) = -202/9*z^3 + 211/9*z + 1
*
-1 | 0.12008055761198687762805426654831273477 | 0.022397689568200839541704132039590284265
f(z) = -202/11*z^3 + 213/11*z + 1
*
-1 | 0.12001740921965858221104759384089013676 | 0.022346955536956866633718572151802743434
f(z) = -202/13*z^3 + 215/13*z + 1
*
-1 | 0.099609233769639641956674442521300876498 | 0.018515080720654967065692529449095671760
f(z) = -202/15*z^3 + 217/15*z + 1
*
-1 | 0.11989004230562303952308296850068495981 | 0.022246881896616604154539032487204291765
f(z) = -202/17*z^3 + 219/17*z + 1
*
-1 | 0.12029908566087378471283132107122560799 | 0.022662588346810243090748806280405117401
f(z) = -201*z^3 + 202*z + 1
*
[ -1 ] 
f(z) = -201*z^3 + 203*z + 1
*
[ -1/2 ] 
f(z) = -201*z^3 + 213/4*z + 1
*
-1 | 0.10743219239309427167866454825744393338 | 0.020219843314350327837584454205171237428
f(z) = -201/2*z^3 + 203/2*z + 1
*
[ -1 ] 
f(z) = -201/2*z^3 + 205/2*z + 1
*
-1 | 0.11164895990347116942552849488055846680 | 0.020974779371265215585836403186199982821
f(z) = -201/4*z^3 + 205/4*z + 1
*
[ -1 ] 
f(z) = -201/4*z^3 + 209/4*z + 1
*
-1 | 0.12017524695030802665268267658607567466 | 0.022555938453353761281352366074551297778
f(z) = -201/5*z^3 + 206/5*z + 1
*
[ -1 ] 
f(z) = -201/5*z^3 + 211/5*z + 1
*
-1 | 0.12011282065593559596233309311166865329 | 0.022503412408939096651614924286235341134
f(z) = -201/7*z^3 + 208/7*z + 1
*
[ -1 ] 
f(z) = -201/7*z^3 + 215/7*z + 1
*
-1 | 0.11152410614775417208691105875612221769 | 0.020875538835245601427411547668808510093
f(z) = -201/8*z^3 + 209/8*z + 1
*
[ -1 ] 
f(z) = -201/8*z^3 + 217/8*z + 1
*
-1 | 0.10718312768427847463482843936688855178 | 0.020027273707769667559965106096143465377
f(z) = -201/10*z^3 + 211/10*z + 1
*
-1 | 0.11998693084621415487211223672339213843 | 0.022399887669794143114492345891784721795
f(z) = -201/11*z^3 + 212/11*z + 1
*
-1 | 0.11992345770131267129996526094221674209 | 0.022348862045896475280298329966835128737
f(z) = -201/13*z^3 + 214/13*z + 1
*
-1 | 0.10705618015279972939811570806867599650 | 0.019933605577608096721722073598361629042
f(z) = -201/14*z^3 + 215/14*z + 1
*
[ 2 ] 
f(z) = -201/16*z^3 + 203/4*z + 1
*
[ -2 ] 
f(z) = -201/16*z^3 + 207/4*z + 1
*
-1 | 0.11127020115033056100918303306008244168 | 0.020682588130999319962986533418149184581
f(z) = -201/16*z^3 + 217/16*z + 1
*
-1 | 0.11979543009420270657244721350562935266 | 0.022248219878977926115972196332645000006
f(z) = -201/17*z^3 + 218/17*z + 1
*
-3/20 | 0.22939233539033849341816188830004769495 | 0.027343246721404675579848074895932769877
f(z) = -220/3*z^3 + 213/20*z + 1
*
[ -3/11 ] 
f(z) = -220/9*z^3 + 214/33*z + 1
*
[ -1/3 ] 
f(z) = -219/11*z^3 + 205/33*z + 1
*
[ -1/2 ] 
f(z) = -218/17*z^3 + 211/34*z + 1
*
[ -4/7 ] 
f(z) = -217/16*z^3 + 201/28*z + 1
*
-5/18 | 0.20203107879216333792189371173553190597 | 0.028188922991879670442895506753417360930
f(z) = -216/5*z^3 + 211/30*z + 1
*
11/18 | 0.17701163650589052405733238268866572488 | 0.027342388805796188007205815067351045553
f(z) = -216/7*z^3 + 200/21*z + 1
*
[ -1/9 ] 
f(z) = -216/7*z^3 + 218/21*z + 1
*
[ -1/4 ] 
f(z) = -216/19*z^3 + 217/38*z + 1
*
[ -4/5 ] 
f(z) = -215/16*z^3 + 217/20*z + 1
*
[ -3/5 ] 
f(z) = -215/18*z^3 + 209/30*z + 1
*
[ -1/2 ] 
f(z) = -214/17*z^3 + 209/34*z + 1
*
[ -1/3 ] 
f(z) = -213/11*z^3 + 203/33*z + 1
*
[ -1/3 ] 
f(z) = -210/11*z^3 + 202/33*z + 1
*
[ -1/2 ] 
f(z) = -210/17*z^3 + 207/34*z + 1
*
[ -1/2 ] 
f(z) = -210/19*z^3 + 219/38*z + 1
*
[ -2/11 ] 
f(z) = -209/2*z^3 + 219/22*z + 1
*
[ -3/11 ] 
f(z) = -209/9*z^3 + 211/33*z + 1
*
[ -1/6 ] 
f(z) = -207/7*z^3 + 219/28*z + 1
*
[ -4/9 ] 
f(z) = -207/16*z^3 + 209/36*z + 1
*
[ -1/2 ] 
f(z) = -206/17*z^3 + 205/34*z + 1
*
[ -1/2 ] 
f(z) = -206/19*z^3 + 217/38*z + 1
*
[ -4/5 ] 
f(z) = -205/16*z^3 + 209/20*z + 1
*
[ -3/5 ] 
f(z) = -205/18*z^3 + 203/30*z + 1
*
[ -1/3 ] 
f(z) = -204/11*z^3 + 200/33*z + 1
*
[ 4/7 ] 
f(z) = -203/8*z^3 + 211/28*z + 1
*
[ -1/2 ] 
f(z) = -202/17*z^3 + 203/34*z + 1
*
[ -1/2 ] 
f(z) = -202/19*z^3 + 215/38*z + 1
*
[ 3/7 ] 
f(z) = -203/6*z^3 + 205/42*z + 1
*
-1 | 0.12197438619588846236535353333536604277 | 0.022595537211502354704261896491633021116
f(z) = -220*z^3 + 221*z + 1
*
[ -1 ] 
f(z) = -220*z^3 + 222*z + 1
*
-1/10 | 0.17899511443336489839840037533161993502 | 0.025559537532065617833411565477402209532
f(z) = -220/3*z^3 + 221/15*z + 1
*
-1 | 0.10157435527940158975267786137243870819 | 0.018785117168928607531761106944838030331
f(z) = -220/3*z^3 + 223/3*z + 1
*
[ -1 ] 
f(z) = -220/3*z^3 + 226/3*z + 1
*
-1 | 0.12180436794802479650117192891189969257 | 0.022452624919219793579157580991307993977
f(z) = -220/7*z^3 + 227/7*z + 1
*
[ -1 ] 
f(z) = -220/7*z^3 + 234/7*z + 1
*
-1 | 0.10818401304935892051783342293680737370 | 0.019909743814386330339026156844338201350
f(z) = -220/9*z^3 + 229/9*z + 1
*
[ -1 ] 
f(z) = -220/9*z^3 + 238/9*z + 1
*
-1 | 0.12163177451409080472271355743933442580 | 0.022313505133049928652754839837304250253
f(z) = -220/13*z^3 + 233/13*z + 1
*
-1 | 0.12151523275449122089126156817905749084 | 0.022222731575381960823045112852451673910
f(z) = -220/17*z^3 + 237/17*z + 1
*
-1 | 0.12145650657337632986547207200565717727 | 0.022177908320149316683422930885419282390
f(z) = -220/19*z^3 + 239/19*z + 1
*
-1 | 0.12188989078820147636374023002089576997 | 0.022598870563584611221550610943349292565
f(z) = -219*z^3 + 220*z + 1
*
[ -1 ] 
f(z) = -219*z^3 + 221*z + 1
*
[ -1/2 ] 
f(z) = -219*z^3 + 231/4*z + 1
*
-1 | 0.10902554123018401060720485557713323981 | 0.020196786806653730638969891817217694416
f(z) = -219/2*z^3 + 221/2*z + 1
*
[ -1 ] 
f(z) = -219/2*z^3 + 223/2*z + 1
*
-1 | 0.11324743584794691361494416389787934013 | 0.020943931621644467598370594010917091195
f(z) = -219/4*z^3 + 223/4*z + 1
*
[ -1 ] 
f(z) = -219/4*z^3 + 227/4*z + 1
*
-1 | 0.12177630655136671861760075359143056181 | 0.022502636976714955377836686106508923454
f(z) = -219/5*z^3 + 224/5*z + 1
*
[ -1 ] 
f(z) = -219/5*z^3 + 229/5*z + 1
*
-1 | 0.12171908843610964978601144235936391031 | 0.022455179876608231714080576949900379373
f(z) = -219/7*z^3 + 226/7*z + 1
*
[ -1 ] 
f(z) = -219/7*z^3 + 233/7*z + 1
*
-1 | 0.11313299871975272381169399688916624156 | 0.020854201118018052996231514105750454362
f(z) = -219/8*z^3 + 227/8*z + 1
*
[ -1 ] 
f(z) = -219/8*z^3 + 235/8*z + 1
*
-1 | 0.10879665979173611810395797719964060422 | 0.020022492818103572517921301618884676285
f(z) = -219/10*z^3 + 229/10*z + 1
*
[ -1 ] 
f(z) = -219/10*z^3 + 239/10*z + 1
*
-1 | 0.12160378225614812512179371541350798304 | 0.022361531590135474828897665572983284539
f(z) = -219/11*z^3 + 230/11*z + 1
*
-1 | 0.12154568680332504123382134107877335325 | 0.022315319889591225424382729574941667400
f(z) = -219/13*z^3 + 232/13*z + 1
*
-1 | 0.10868046793593003168952025106133406453 | 0.019937571319981905899619428186550527664
f(z) = -219/14*z^3 + 233/14*z + 1
*
[ 2 ] 
f(z) = -219/16*z^3 + 221/4*z + 1
*
[ -2 ] 
f(z) = -219/16*z^3 + 225/4*z + 1
*
-1 | 0.11290060740618236348236589868846255198 | 0.020679336758017717125263856248458943376
f(z) = -219/16*z^3 + 235/16*z + 1
*
-1 | 0.12142859216641977629600079813185396997 | 0.022224072134638232383355634127659556715
f(z) = -219/17*z^3 + 236/17*z + 1
*
-1 | 0.12136958515839084887144790927275155303 | 0.022179017156869023919295024276452882683
f(z) = -219/19*z^3 + 238/19*z + 1
*
[ -1 ] 
f(z) = -218*z^3 + 220*z + 1
*
[ -1/6 ] 
f(z) = -218*z^3 + 235/18*z + 1
*
-1 | 0.10140445723081920865981756954869549442 | 0.018784994606092222858007599474201980473
f(z) = -218/3*z^3 + 221/3*z + 1
*
[ -1 ] 
f(z) = -218/3*z^3 + 224/3*z + 1
*
-1 | 0.12169089891043065966211283769688019094 | 0.022505462014862163774471746798312984554
f(z) = -218/5*z^3 + 223/5*z + 1
*
[ -1 ] 
f(z) = -218/5*z^3 + 228/5*z + 1
*
-1 | 0.12163341435796967637715056433352303067 | 0.022457747332095868466376398569048969394
f(z) = -218/7*z^3 + 225/7*z + 1
*
[ -1 ] 
f(z) = -218/7*z^3 + 232/7*z + 1
*
-1 | 0.10801252365306468379347780322760855471 | 0.019910326050010462165077336122770002801
f(z) = -218/9*z^3 + 227/9*z + 1
*
[ -1 ] 
f(z) = -218/9*z^3 + 236/9*z + 1
*
-1 | 0.12151756710950723988340340525458747482 | 0.022363596634134329662911758375160989193
f(z) = -218/11*z^3 + 229/11*z + 1
*
-1 | 0.12145919692031157659435620204005170922 | 0.022317139804520193140508941908587891376
f(z) = -218/13*z^3 + 231/13*z + 1
*
-1 | 0.10105688550911520308086201012526143193 | 0.018539015339913925135344497273029836748
f(z) = -218/15*z^3 + 233/15*z + 1
*
-1 | 0.12134154413350789247741878374209339216 | 0.022225413233137957950219824301691775705
f(z) = -218/17*z^3 + 235/17*z + 1
*
-1 | 0.12128225359851876394891132039724440725 | 0.022180124297854085628004518825819349415
f(z) = -218/19*z^3 + 237/19*z + 1
*
[ -1/2 ] 
f(z) = -217*z^3 + 229/4*z + 1
*
[ -1 ] 
f(z) = -217/2*z^3 + 221/2*z + 1
*
-1 | 0.10131892007771017581483630463519677921 | 0.018784930773766685432456448950343917462
f(z) = -217/3*z^3 + 220/3*z + 1
*
[ -1 ] 
f(z) = -217/3*z^3 + 223/3*z + 1
*
-1 | 0.11307649049037596915253105711719030847 | 0.020947217922606013738115496332338564850
f(z) = -217/4*z^3 + 221/4*z + 1
*
[ -1 ] 
f(z) = -217/4*z^3 + 225/4*z + 1
*
-1 | 0.12160509552800380291924767198680776156 | 0.022508302260658394384953175880182779888
f(z) = -217/5*z^3 + 222/5*z + 1
*
[ -1 ] 
f(z) = -217/5*z^3 + 227/5*z + 1
*
-1 | 0.088397210177075266401452049774785206346 | 0.016348141674294367399756967482530289467
f(z) = -217/6*z^3 + 223/6*z + 1
*
[ -1 ] 
f(z) = -217/6*z^3 + 229/6*z + 1
*
-1 | 0.11296098260165072081479489738367855235 | 0.020856515613276703274127279414863189535
f(z) = -217/8*z^3 + 225/8*z + 1
*
[ -1 ] 
f(z) = -217/8*z^3 + 233/8*z + 1
*
-1 | 0.10792617965752613108437387825885325410 | 0.019910613928701754719412883988188959519
f(z) = -217/9*z^3 + 226/9*z + 1
*
[ -1 ] 
f(z) = -217/9*z^3 + 235/9*z + 1
*
-1 | 0.10862475220649163765525119355788926073 | 0.020023180279349737851510428168847091236
f(z) = -217/10*z^3 + 227/10*z + 1
*
[ -1 ] 
f(z) = -217/10*z^3 + 237/10*z + 1
*
-1 | 0.12143094862577694926899060411905789165 | 0.022365669258223588390653630123970726747
f(z) = -217/11*z^3 + 228/11*z + 1
*
[ -1 ] 
f(z) = -217/11*z^3 + 239/11*z + 1
*
-1 | 0.092500651833284703242434158869868308418 | 0.017023442084961157459126926209934706008
f(z) = -217/12*z^3 + 229/12*z + 1
*
-1 | 0.12137230108879366071027500388461684142 | 0.022318964876006345946043717196672156595
f(z) = -217/13*z^3 + 230/13*z + 1
*
-1 | 0.10096970941459088621434163921350638433 | 0.018537649701972213131616306583326925642
f(z) = -217/15*z^3 + 232/15*z + 1
*
[ -2 ] 
f(z) = -217/16*z^3 + 223/4*z + 1
*
-1 | 0.11272638267593025852172073342040595670 | 0.020679799571436206893663342771790329206
f(z) = -217/16*z^3 + 233/16*z + 1
*
-1 | 0.12125408480368700353801886597311594415 | 0.022226754803183838170690030346881132652
f(z) = -217/17*z^3 + 234/17*z + 1
*
-1 | 0.094825162310448991293619728794513564332 | 0.017368564347015951346076446578244639893
f(z) = -217/18*z^3 + 235/18*z + 1
*
-1 | 0.12119450800254476488182164204710918410 | 0.022181229643831743471859177682519732751
f(z) = -217/19*z^3 + 236/19*z + 1
*
[ -1/36 ] 
f(z) = -216*z^3 + 223/6*z + 1
*
-1 | 0.12151889271948524884169697603478749814 | 0.022511157858454113582717011905406667451
f(z) = -216/5*z^3 + 221/5*z + 1
*
[ -1 ] 
f(z) = -216/5*z^3 + 226/5*z + 1
*
-1 | 0.12146086777817915127801637515955573424 | 0.022462920157126915201151502969571043541
f(z) = -216/7*z^3 + 223/7*z + 1
*
[ -2/3 ] 
f(z) = -216/7*z^3 + 227/14*z + 1
*
[ -1 ] 
f(z) = -216/7*z^3 + 230/7*z + 1
*
-1 | 0.12134392301266754057208963978227149636 | 0.022367749494769150816173972559834230929
f(z) = -216/11*z^3 + 227/11*z + 1
*
[ -1 ] 
f(z) = -216/11*z^3 + 238/11*z + 1
*
-1 | 0.12128499547906263506025666005671021370 | 0.022320795101355788928157349048613678308
f(z) = -216/13*z^3 + 229/13*z + 1
*
-1 | 0.12116621026997573028754146254415006882 | 0.022228096774976333739017340394537530955
f(z) = -216/17*z^3 + 233/17*z + 1
*
-1 | 0.12110634442357993819409317278760104078 | 0.022182333092838182091623007438628869746
f(z) = -216/19*z^3 + 235/19*z + 1
*
[ -1/2 ] 
f(z) = -215*z^3 + 227/4*z + 1
*
[ -1/2 ] 
f(z) = -215/2*z^3 + 239/8*z + 1
*
[ -1 ] 
f(z) = -215/3*z^3 + 221/3*z + 1
*
[ -1 ] 
f(z) = -215/4*z^3 + 223/4*z + 1
*
-1 | 0.088223477213927596256532009184297116659 | 0.016343241597575892867084294492414632790
f(z) = -215/6*z^3 + 221/6*z + 1
*
[ -1 ] 
f(z) = -215/6*z^3 + 227/6*z + 1
*
-1 | 0.12137398778464311619116926254548726377 | 0.022465525739495733895540567567178982391
f(z) = -215/7*z^3 + 222/7*z + 1
*
[ -1 ] 
f(z) = -215/7*z^3 + 229/7*z + 1
*
-1 | 0.11278735349845460193385534676056335182 | 0.020858844191664769740824758329272218447
f(z) = -215/8*z^3 + 223/8*z + 1
*
[ -1 ] 
f(z) = -215/8*z^3 + 231/8*z + 1
*
-1 | 0.10775227429244432671705027092643713921 | 0.019911182893328415103137083149246076106
f(z) = -215/9*z^3 + 224/9*z + 1
*
[ -1 ] 
f(z) = -215/9*z^3 + 233/9*z + 1
*
-1 | 0.12125648642414202230234120362590343158 | 0.022369837375908626891560993485665159289
f(z) = -215/11*z^3 + 226/11*z + 1
*
[ -1 ] 
f(z) = -215/11*z^3 + 237/11*z + 1
*
-1 | 0.092325909029086938045609666774826518291 | 0.017018757542756188427961081614723559120
f(z) = -215/12*z^3 + 227/12*z + 1
*
[ -1 ] 
f(z) = -215/12*z^3 + 239/12*z + 1
*
-1 | 0.12119727620694407429667558752665142901 | 0.022322630476977702858904138580929751393
f(z) = -215/13*z^3 + 228/13*z + 1
*
-1 | 0.10833149556646960373852716227609945020 | 0.019936885894348134377575117031817595413
f(z) = -215/14*z^3 + 229/14*z + 1
*
[ -2 ] 
f(z) = -215/16*z^3 + 221/4*z + 1
*
-1 | 0.11255050256561175437288883672483439817 | 0.020680239656728027754180382465095913247
f(z) = -215/16*z^3 + 231/16*z + 1
*
-1 | 0.12107791656943064995040045291700511324 | 0.022229439076551163749870344532195274554
f(z) = -215/17*z^3 + 232/17*z + 1
*
-1 | 0.094648704403239501374291597478578165104 | 0.017363426291980516561829270397121378030
f(z) = -215/18*z^3 + 233/18*z + 1
*
-1 | 0.12101775885799395645876771179268802188 | 0.022183434540142356082006683477287509146
f(z) = -215/19*z^3 + 234/19*z + 1
*
[ -1/6 ] 
f(z) = -214*z^3 + 233/18*z + 1
*
[ -1 ] 
f(z) = -214/3*z^3 + 220/3*z + 1
*
[ -1 ] 
f(z) = -214/5*z^3 + 224/5*z + 1
*
-1 | 0.12128669823915876047662099707949840188 | 0.022468144245644480347117278987669129229
f(z) = -214/7*z^3 + 221/7*z + 1
*
[ -1 ] 
f(z) = -214/7*z^3 + 228/7*z + 1
*
-1 | 0.10766470525145803835551727265493670227 | 0.019911463848758948613544723931811107619
f(z) = -214/9*z^3 + 223/9*z + 1
*
[ -1 ] 
f(z) = -214/9*z^3 + 232/9*z + 1
*
-1 | 0.12116863495939543795817960327627290083 | 0.022371932933532454200429078888350428939
f(z) = -214/11*z^3 + 225/11*z + 1
*
[ -1 ] 
f(z) = -214/11*z^3 + 236/11*z + 1
*
-1 | 0.12110913933275976835703702506392702322 | 0.022324470998349607153656631924508659086
f(z) = -214/13*z^3 + 227/13*z + 1
*
-1 | 0.10070465694972003423106879064808481023 | 0.018533273672051742457646967933967717894
f(z) = -214/15*z^3 + 229/15*z + 1
*
-1 | 0.12098919968207187332494210139501478289 | 0.022230781633714769582949440659691823630
f(z) = -214/17*z^3 + 231/17*z + 1
*
-1 | 0.12092874724432152761112843928352522331 | 0.022184533878167401776588197728314657478
f(z) = -214/19*z^3 + 233/19*z + 1
*
[ -1/2 ] 
f(z) = -213*z^3 + 225/4*z + 1
*
[ -1/2 ] 
f(z) = -213/2*z^3 + 237/8*z + 1
*
[ -1 ] 
f(z) = -213/4*z^3 + 221/4*z + 1
*
[ -1 ] 
f(z) = -213/5*z^3 + 223/5*z + 1
*
-1 | 0.12119899526188226386993393620987512222 | 0.022470775784999750289687005207527346373
f(z) = -213/7*z^3 + 220/7*z + 1
*
[ -1 ] 
f(z) = -213/7*z^3 + 227/7*z + 1
*
-1 | 0.11261208087082135005016769333750038316 | 0.020861186869962112280694887503576238022
f(z) = -213/8*z^3 + 221/8*z + 1
*
[ -1 ] 
f(z) = -213/8*z^3 + 229/8*z + 1
*
-1 | 0.10827407977408452496710790213477224098 | 0.020024161308425915127663852016842445007
f(z) = -213/10*z^3 + 223/10*z + 1
*
[ -1 ] 
f(z) = -213/10*z^3 + 233/10*z + 1
*
-1 | 0.12108036466180983019571980416522150334 | 0.022374036199264196406878676056749878538
f(z) = -213/11*z^3 + 224/11*z + 1
*
[ -1 ] 
f(z) = -213/11*z^3 + 235/11*z + 1
*
-1 | 0.12102058086026485073566089894137653287 | 0.022326316659981353623099456116592358748
f(z) = -213/13*z^3 + 226/13*z + 1
*
[ -1 ] 
f(z) = -213/13*z^3 + 239/13*z + 1
*
-1 | 0.10815451113491305834181964577928191977 | 0.019936499098866365526778180849123332026
f(z) = -213/14*z^3 + 227/14*z + 1
*
-1 | 0.11237293530304226000357902280263870780 | 0.020680655953605696547872961821403486512
f(z) = -213/16*z^3 + 229/16*z + 1
*
-1 | 0.12090005552978269966126614827279605279 | 0.022232124369977670298142382483157092693
f(z) = -213/17*z^3 + 230/17*z + 1
*
-1 | 0.12083930546214235561346773862915143837 | 0.022185630996409547430876751111453401298
f(z) = -213/19*z^3 + 232/19*z + 1
*
[ -1 ] 
f(z) = -212/5*z^3 + 222/5*z + 1
*
[ -1 ] 
f(z) = -212/7*z^3 + 226/7*z + 1
*
-1 | 0.10748831486240999371494639369916700289 | 0.019912018367321250202345154030773330399
f(z) = -212/9*z^3 + 221/9*z + 1
*
[ -1 ] 
f(z) = -212/9*z^3 + 230/9*z + 1
*
-1 | 0.12099167151788415484481573818036390578 | 0.022376147204439988146633275308709279986
f(z) = -212/11*z^3 + 223/11*z + 1
*
[ -1 ] 
f(z) = -212/11*z^3 + 234/11*z + 1
*
-1 | 0.12093159673555935516473876547660673048 | 0.022328167455377801584995571583254341207
f(z) = -212/13*z^3 + 225/13*z + 1
*
[ -1 ] 
f(z) = -212/13*z^3 + 238/13*z + 1
*
-1 | 0.10052756258867488216372545690255798977 | 0.018530597012826671946119742306309765031
f(z) = -212/15*z^3 + 227/15*z + 1
*
-1 | 0.12081047997518259473142112705753092994 | 0.022233467206485632511897349903255633468
f(z) = -212/17*z^3 + 229/17*z + 1
*
-1 | 0.12074942933093383827506303494087544334 | 0.022186725781354431921418961540643526342
f(z) = -212/19*z^3 + 231/19*z + 1
*
[ -1/2 ] 
f(z) = -211*z^3 + 223/4*z + 1
*
[ -1/2 ] 
f(z) = -211/2*z^3 + 235/8*z + 1
*
[ -1 ] 
f(z) = -211/5*z^3 + 221/5*z + 1
*
[ -1 ] 
f(z) = -211/6*z^3 + 223/6*z + 1
*
[ -1 ] 
f(z) = -211/7*z^3 + 225/7*z + 1
*
[ -1 ] 
f(z) = -211/8*z^3 + 227/8*z + 1
*
-1 | 0.10739948550922309547824217139222273055 | 0.019912291789939395590599222919368869694
f(z) = -211/9*z^3 + 220/9*z + 1
*
[ -1 ] 
f(z) = -211/9*z^3 + 229/9*z + 1
*
-1 | 0.10809720878203469584654720340078396697 | 0.020024814878521904622979208110420704876
f(z) = -211/10*z^3 + 221/10*z + 1
*
[ -1 ] 
f(z) = -211/10*z^3 + 231/10*z + 1
*
-1 | 0.12090255145613842059076018968466073867 | 0.022378265980087090296970395802306624414
f(z) = -211/11*z^3 + 222/11*z + 1
*
[ -1 ] 
f(z) = -211/11*z^3 + 233/11*z + 1
*
-1 | 0.091970362789225403049745250759049384034 | 0.017008958967173758379956746314372864977
f(z) = -211/12*z^3 + 223/12*z + 1
*
[ -1 ] 
f(z) = -211/12*z^3 + 235/12*z + 1
*
-1 | 0.12084218284597345864729642293398024770 | 0.022330023377000122796758497784274028247
f(z) = -211/13*z^3 + 224/13*z + 1
*
[ -1 ] 
f(z) = -211/13*z^3 + 237/13*z + 1
*
-1 | 0.10797647049468779761098967616450413978 | 0.019936201782880545021904102287050577216
f(z) = -211/14*z^3 + 225/14*z + 1
*
[ -1 ] 
f(z) = -211/14*z^3 + 239/14*z + 1
*
-1 | 0.10043681807306560839504347843852770220 | 0.018528949280200088451062230819287700969
f(z) = -211/15*z^3 + 226/15*z + 1
*
-1 | 0.11219364819204750297041375951097219111 | 0.020681047351683201960316799599109873344
f(z) = -211/16*z^3 + 227/16*z + 1
*
-1 | 0.12072046882047271180497397224866005244 | 0.022234810061948574581212083619065830834
f(z) = -211/17*z^3 + 228/17*z + 1
*
-1 | 0.094290660039979689507444006110869880873 | 0.017352867882880912653232193836206824789
f(z) = -211/18*z^3 + 229/18*z + 1
*
-1 | 0.12065911460889570148513274030346230451 | 0.022187818116390738452729483577841334519
f(z) = -211/19*z^3 + 230/19*z + 1
*
[ -1/14 ] 
f(z) = -210*z^3 + 225/14*z + 1
*
-1 | 0.12081300034599130559187563367926122985 | 0.022380392556901517947703051250349908145
f(z) = -210/11*z^3 + 221/11*z + 1
*
[ -1 ] 
f(z) = -210/11*z^3 + 232/11*z + 1
*
-1 | 0.12075233501892564353241319453519822656 | 0.022331884416225682466268085281254590652
f(z) = -210/13*z^3 + 223/13*z + 1
*
[ -1 ] 
f(z) = -210/13*z^3 + 236/13*z + 1
*
-1 | 0.12063001780625314847151831519015304132 | 0.022236152852567121634788338996458177032
f(z) = -210/17*z^3 + 227/17*z + 1
*
-1 | 0.12056835699174574152470697304692118812 | 0.022188907881721045974726679207681331596
f(z) = -210/19*z^3 + 229/19*z + 1
*
[ -1/2 ] 
f(z) = -209*z^3 + 221/4*z + 1
*
[ -1/2 ] 
f(z) = -209/2*z^3 + 233/8*z + 1
*
[ -1 ] 
f(z) = -209/6*z^3 + 221/6*z + 1
*
[ -1 ] 
f(z) = -209/7*z^3 + 223/7*z + 1
*
[ -1 ] 
f(z) = -209/8*z^3 + 225/8*z + 1
*
[ -1 ] 
f(z) = -209/9*z^3 + 227/9*z + 1
*
[ -1 ] 
f(z) = -209/10*z^3 + 229/10*z + 1
*
-1 | 0.091790527952115443493105972115073281039 | 0.017004031376510294323456112215030655398
f(z) = -209/12*z^3 + 221/12*z + 1
*
[ -1 ] 
f(z) = -209/12*z^3 + 233/12*z + 1
*
-1 | 0.12066204902075298508367859695258523838 | 0.022333750563306440291315322730169056425
f(z) = -209/13*z^3 + 222/13*z + 1
*
[ -1 ] 
f(z) = -209/13*z^3 + 235/13*z + 1
*
-1 | 0.10779603605463170724926852785400503651 | 0.019935752110483285354412286163665460508
f(z) = -209/14*z^3 + 223/14*z + 1
*
[ -1 ] 
f(z) = -209/14*z^3 + 237/14*z + 1
*
-1 | 0.10025711499145572122927960954873049238 | 0.018526177438579694947333627413763947542
f(z) = -209/15*z^3 + 224/15*z + 1
*
[ -1 ] 
f(z) = -209/15*z^3 + 239/15*z + 1
*
-1 | 0.11201260757626805753366501438439617481 | 0.020681412687748095483377329050883128746
f(z) = -209/16*z^3 + 225/16*z + 1
*
-1 | 0.12053912261031110442477884881908272828 | 0.022237495491956724554347725140980436473
f(z) = -209/17*z^3 + 226/17*z + 1
*
-1 | 0.094109006541714590231226437005905851628 | 0.017347442140196125088150496269166255261
f(z) = -209/18*z^3 + 227/18*z + 1
*
[ -1 ] 
f(z) = -208/7*z^3 + 222/7*z + 1
*
[ -1 ] 
f(z) = -208/9*z^3 + 226/9*z + 1
*
[ -1 ] 
f(z) = -208/11*z^3 + 230/11*z + 1
*
-1 | 0.10016608057456728672142598663828444689 | 0.018524671456390420241889137368717200193
f(z) = -208/15*z^3 + 223/15*z + 1
*
[ -1 ] 
f(z) = -208/15*z^3 + 238/15*z + 1
*
-1 | 0.12044777884637907639351963019717556107 | 0.022238837891069252415324474893445562612
f(z) = -208/17*z^3 + 225/17*z + 1
*
-1 | 0.12038549553513721362426120765043169836 | 0.022191079207588276795784970136595052753
f(z) = -208/19*z^3 + 227/19*z + 1
*
[ -1/12 ] 
f(z) = -207*z^3 + 231/16*z + 1
*
[ -1/2 ] 
f(z) = -207/2*z^3 + 231/8*z + 1
*
[ -1 ] 
f(z) = -207/7*z^3 + 221/7*z + 1
*
[ -1 ] 
f(z) = -207/8*z^3 + 223/8*z + 1
*
[ -1 ] 
f(z) = -207/10*z^3 + 227/10*z + 1
*
[ -1 ] 
f(z) = -207/11*z^3 + 229/11*z + 1
*
-1 | 0.12048014526375441277436349165842950856 | 0.022337498136153937832041060344490467492
f(z) = -207/13*z^3 + 220/13*z + 1
*
[ -1 ] 
f(z) = -207/13*z^3 + 233/13*z + 1
*
-1 | 0.10761317351797381234907740810737479261 | 0.019935148210282210465702234827501624774
f(z) = -207/14*z^3 + 221/14*z + 1
*
[ -1 ] 
f(z) = -207/14*z^3 + 235/14*z + 1
*
-1 | 0.11182977880117314502348771594237426233 | 0.020681750742861148796536187826966934132
f(z) = -207/16*z^3 + 223/16*z + 1
*
[ -1 ] 
f(z) = -207/16*z^3 + 239/16*z + 1
*
-1 | 0.12035598206286219632305563699798679895 | 0.022240179958111964137204975085310726980
f(z) = -207/17*z^3 + 224/17*z + 1
*
-1 | 0.12029338276344443376887638531099072754 | 0.022192160511756493108334593380089260920
f(z) = -207/19*z^3 + 226/19*z + 1
*
[ -1/6 ] 
f(z) = -206*z^3 + 229/18*z + 1
*
[ -1 ] 
f(z) = -206/7*z^3 + 220/7*z + 1
*
[ -1 ] 
f(z) = -206/9*z^3 + 224/9*z + 1
*
[ -1 ] 
f(z) = -206/11*z^3 + 228/11*z + 1
*
[ -1 ] 
f(z) = -206/13*z^3 + 232/13*z + 1
*
-1 | 0.099982657578737638214855111597355667167 | 0.018521608759703818181944000723668362783
f(z) = -206/15*z^3 + 221/15*z + 1
*
[ -1 ] 
f(z) = -206/15*z^3 + 236/15*z + 1
*
-1 | 0.12026372774153378762590808939949572588 | 0.022241521598463761161295798817151933579
f(z) = -206/17*z^3 + 223/17*z + 1
*
-1 | 0.12020080922954651101215941702041964137 | 0.022193238733281844028299047903804850721
f(z) = -206/19*z^3 + 225/19*z + 1
*
[ -1/2 ] 
f(z) = -205/2*z^3 + 229/8*z + 1
*
[ -1 ] 
f(z) = -205/8*z^3 + 221/8*z + 1
*
[ -1 ] 
f(z) = -205/9*z^3 + 223/9*z + 1
*
[ -1 ] 
f(z) = -205/11*z^3 + 227/11*z + 1
*
[ -1 ] 
f(z) = -205/12*z^3 + 229/12*z + 1
*
[ -1 ] 
f(z) = -205/13*z^3 + 231/13*z + 1
*
[ -1 ] 
f(z) = -205/14*z^3 + 233/14*z + 1
*
-1 | 0.11164512617417627904768169480940447486 | 0.020682060239271043807660579366371149761
f(z) = -205/16*z^3 + 221/16*z + 1
*
[ -1 ] 
f(z) = -205/16*z^3 + 237/16*z + 1
*
-1 | 0.12017101129619818177653203382166560246 | 0.022242862714588618858828546226865344650
f(z) = -205/17*z^3 + 222/17*z + 1
*
[ -1 ] 
f(z) = -205/17*z^3 + 239/17*z + 1
*
-1 | 0.093740913908638282328436155620615679934 | 0.017336403922549158033096768802369025425
f(z) = -205/18*z^3 + 223/18*z + 1
*
-1 | 0.12010777029761481562677827795813047677 | 0.022194313734994453149115709993069875891
f(z) = -205/19*z^3 + 224/19*z + 1
*
[ -1 ] 
f(z) = -204/11*z^3 + 226/11*z + 1
*
[ -1 ] 
f(z) = -204/13*z^3 + 230/13*z + 1
*
-1 | 0.12001426126145636258726213528162130040 | 0.022195385375939049194417592437371332254
f(z) = -204/19*z^3 + 223/19*z + 1
*
[ -1/3 ] 
f(z) = -203*z^3 + 239/9*z + 1
*
[ -1/2 ] 
f(z) = -203/2*z^3 + 227/8*z + 1
*
[ -1/2 ] 
f(z) = -203/3*z^3 + 239/12*z + 1
*
[ -1 ] 
f(z) = -203/9*z^3 + 221/9*z + 1
*
[ -1 ] 
f(z) = -203/10*z^3 + 223/10*z + 1
*
[ -1 ] 
f(z) = -203/11*z^3 + 225/11*z + 1
*
[ -1 ] 
f(z) = -203/12*z^3 + 227/12*z + 1
*
[ -1 ] 
f(z) = -203/13*z^3 + 229/13*z + 1
*
[ -1 ] 
f(z) = -203/15*z^3 + 233/15*z + 1
*
[ -1 ] 
f(z) = -203/16*z^3 + 235/16*z + 1
*
-1 | 0.11998417334061749889607004343498574298 | 0.022245542968898769632078999412724775331
f(z) = -203/17*z^3 + 220/17*z + 1
*
[ -1 ] 
f(z) = -203/17*z^3 + 237/17*z + 1
*
-1 | 0.093553097252534065124673904666440957428 | 0.017330544191680362444371499510832362225
f(z) = -203/18*z^3 + 221/18*z + 1
*
[ -1 ] 
f(z) = -203/18*z^3 + 239/18*z + 1
*
-1 | 0.11992027734308155703257084211584984006 | 0.022196453511263260618298567075237184282
f(z) = -203/19*z^3 + 222/19*z + 1
*
[ -1/6 ] 
f(z) = -202*z^3 + 227/18*z + 1
*
[ -1/3 ] 
f(z) = -202*z^3 + 238/9*z + 1
*
[ -1 ] 
f(z) = -202/9*z^3 + 220/9*z + 1
*
[ -1 ] 
f(z) = -202/11*z^3 + 224/11*z + 1
*
[ -1 ] 
f(z) = -202/13*z^3 + 228/13*z + 1
*
[ -1 ] 
f(z) = -202/15*z^3 + 232/15*z + 1
*
[ -1 ] 
f(z) = -202/17*z^3 + 236/17*z + 1
*
-1 | 0.11982581369123528577786367060221431737 | 0.022197517992102190682473050935966257003
f(z) = -202/19*z^3 + 221/19*z + 1
*
[ -1/2 ] 
f(z) = -201/2*z^3 + 225/8*z + 1
*
[ -1 ] 
f(z) = -201/10*z^3 + 221/10*z + 1
*
[ -1 ] 
f(z) = -201/11*z^3 + 223/11*z + 1
*
[ -1 ] 
f(z) = -201/13*z^3 + 227/13*z + 1
*
[ -1 ] 
f(z) = -201/14*z^3 + 229/14*z + 1
*
[ -1 ] 
f(z) = -201/16*z^3 + 233/16*z + 1
*
[ -1 ] 
f(z) = -201/17*z^3 + 235/17*z + 1
*
-1 | 0.11973086537989022261818162884316174869 | 0.022198578665459132781833474384500309022
f(z) = -201/19*z^3 + 220/19*z + 1
*
[ -1 ] 
f(z) = -201/19*z^3 + 239/19*z + 1
*
[ -1/4 ] 
f(z) = -220/9*z^3 + 235/36*z + 1
*
[ -1/3 ] 
f(z) = -219/13*z^3 + 229/39*z + 1
*
[ -1/4 ] 
f(z) = -218/3*z^3 + 229/24*z + 1
*
[ -1/2 ] 
f(z) = -218/19*z^3 + 223/38*z + 1
*
[ 4/7 ] 
f(z) = -217/8*z^3 + 227/28*z + 1
*
-1/4 | 0.14747055432936624670536172980789124423 | 0.020576220868655586052561538994123055289
f(z) = -216/5*z^3 + 221/30*z + 1
*
-5/18 | 0.17549030957222359244755470051729630671 | 0.024485751657256513149644709481107353823
f(z) = -216/5*z^3 + 223/30*z + 1
*
[ 11/18 ] 
f(z) = -216/11*z^3 + 221/33*z + 1
*
[ -1/5 ] 
f(z) = -215/6*z^3 + 223/30*z + 1
*
[ -1/4 ] 
f(z) = -214/3*z^3 + 227/24*z + 1
*
[ -1/2 ] 
f(z) = -214/19*z^3 + 221/38*z + 1
*
[ -1/6 ] 
f(z) = -213/2*z^3 + 239/24*z + 1
*
2/3 | 0.15297324866555326828126637538174639192 | 0.023680419694426193392496435594499904662
f(z) = -213/10*z^3 + 239/30*z + 1
*
[ -1/3 ] 
f(z) = -213/13*z^3 + 227/39*z + 1
*
[ -1/4 ] 
f(z) = -212/9*z^3 + 233/36*z + 1
*
[ -1/3 ] 
f(z) = -210/13*z^3 + 226/39*z + 1
*
[ 6/11 ] 
f(z) = -209/8*z^3 + 229/33*z + 1
*
-3/8 | 0.17518654399961650703513086313340119543 | 0.026054567174523503235315859085418250384
f(z) = -208/7*z^3 + 229/28*z + 1
*
-1/8 | 0.19533121167784634831377939625174346048 | 0.029050576943584537765336249861162000025
f(z) = -208/7*z^3 + 237/28*z + 1
*
[ -2/15 ] 
f(z) = -207/8*z^3 + 224/25*z + 1
*
[ -2/3 ] 
f(z) = -207/11*z^3 + 239/22*z + 1
*
[ -2/9 ] 
f(z) = -207/16*z^3 + 221/36*z + 1
*
[ -1/4 ] 
f(z) = -206/3*z^3 + 223/24*z + 1
*
[ -1/5 ] 
f(z) = -205/6*z^3 + 221/30*z + 1
*
[ -1/3 ] 
f(z) = -204/13*z^3 + 224/39*z + 1
*
[ 3/7 ] 
f(z) = -203/3*z^3 + 233/21*z + 1
*
[ -1/4 ] 
f(z) = -202/3*z^3 + 221/24*z + 1
*
[ -1/6 ] 
f(z) = -201/2*z^3 + 235/24*z + 1
*
2/3 | 0.14983918431352693467225713687433131783 | 0.023405361192445341452926142036611729494
f(z) = -201/10*z^3 + 223/30*z + 1
*
[ -1/3 ] 
f(z) = -201/13*z^3 + 223/39*z + 1
*
[ 3/7 ] 
f(z) = -217/6*z^3 + 223/42*z + 1
*
[ -3/7 ] 
f(z) = -217/18*z^3 + 233/42*z + 1
*
[ -1/3 ] 
f(z) = -213/14*z^3 + 239/42*z + 1
*
[ 4/11 ] 
f(z) = -209/4*z^3 + 227/44*z + 1
*
[ -3/7 ] 
f(z) = -203/18*z^3 + 227/42*z + 1
*
[ -1/3 ] 
f(z) = -201/14*z^3 + 235/42*z + 1
*
[ -1/3 ] 
f(z) = -220*z^3 + 256/9*z + 1
*
[ -1/22 ] 
f(z) = -220*z^3 + 258/11*z + 1
*
[ -1 ] 
f(z) = -220/13*z^3 + 246/13*z + 1
*
[ -1 ] 
f(z) = -220/17*z^3 + 254/17*z + 1
*
[ -1 ] 
f(z) = -220/19*z^3 + 258/19*z + 1
*
[ -1/2 ] 
f(z) = -219/2*z^3 + 243/8*z + 1
*
[ -1 ] 
f(z) = -219/11*z^3 + 241/11*z + 1
*
[ -1 ] 
f(z) = -219/13*z^3 + 245/13*z + 1
*
[ -1 ] 
f(z) = -219/14*z^3 + 247/14*z + 1
*
[ -1 ] 
f(z) = -219/16*z^3 + 251/16*z + 1
*
[ -1 ] 
f(z) = -219/17*z^3 + 253/17*z + 1
*
[ -1 ] 
f(z) = -219/19*z^3 + 257/19*z + 1
*
[ -1/3 ] 
f(z) = -218*z^3 + 254/9*z + 1
*
[ -1 ] 
f(z) = -218/11*z^3 + 240/11*z + 1
*
[ -1 ] 
f(z) = -218/13*z^3 + 244/13*z + 1
*
[ -1 ] 
f(z) = -218/15*z^3 + 248/15*z + 1
*
[ -1 ] 
f(z) = -218/17*z^3 + 252/17*z + 1
*
[ -1 ] 
f(z) = -218/19*z^3 + 256/19*z + 1
*
[ -1/3 ] 
f(z) = -217*z^3 + 253/9*z + 1
*
[ -1/2 ] 
f(z) = -217/2*z^3 + 241/8*z + 1
*
[ -1/2 ] 
f(z) = -217/3*z^3 + 253/12*z + 1
*
[ -1 ] 
f(z) = -217/12*z^3 + 241/12*z + 1
*
[ -1 ] 
f(z) = -217/13*z^3 + 243/13*z + 1
*
[ -1 ] 
f(z) = -217/15*z^3 + 247/15*z + 1
*
[ -1 ] 
f(z) = -217/16*z^3 + 249/16*z + 1
*
[ -1 ] 
f(z) = -217/17*z^3 + 251/17*z + 1
*
[ -1 ] 
f(z) = -217/18*z^3 + 253/18*z + 1
*
[ -1 ] 
f(z) = -217/19*z^3 + 255/19*z + 1
*
[ -5/9 ] 
f(z) = -216/5*z^3 + 242/15*z + 1
*
[ -1 ] 
f(z) = -216/13*z^3 + 242/13*z + 1
*
[ -1 ] 
f(z) = -216/17*z^3 + 250/17*z + 1
*
[ -1 ] 
f(z) = -216/19*z^3 + 254/19*z + 1
*
[ -1/3 ] 
f(z) = -215*z^3 + 251/9*z + 1
*
[ -1/2 ] 
f(z) = -215/3*z^3 + 251/12*z + 1
*
[ -1 ] 
f(z) = -215/13*z^3 + 241/13*z + 1
*
[ -1 ] 
f(z) = -215/14*z^3 + 243/14*z + 1
*
[ -1 ] 
f(z) = -215/16*z^3 + 247/16*z + 1
*
[ -1 ] 
f(z) = -215/17*z^3 + 249/17*z + 1
*
[ -1 ] 
f(z) = -215/18*z^3 + 251/18*z + 1
*
[ -1 ] 
f(z) = -215/19*z^3 + 253/19*z + 1
*
[ -1/3 ] 
f(z) = -214*z^3 + 250/9*z + 1
*
[ -1 ] 
f(z) = -214/13*z^3 + 240/13*z + 1
*
[ -1 ] 
f(z) = -214/15*z^3 + 244/15*z + 1
*
[ -1 ] 
f(z) = -214/17*z^3 + 248/17*z + 1
*
[ -1 ] 
f(z) = -214/19*z^3 + 252/19*z + 1
*
[ -1 ] 
f(z) = -213/14*z^3 + 241/14*z + 1
*
[ -1 ] 
f(z) = -213/16*z^3 + 245/16*z + 1
*
[ -1 ] 
f(z) = -213/17*z^3 + 247/17*z + 1
*
[ -1 ] 
f(z) = -213/19*z^3 + 251/19*z + 1
*
[ -1/3 ] 
f(z) = -212*z^3 + 248/9*z + 1
*
[ -1 ] 
f(z) = -212/15*z^3 + 242/15*z + 1
*
[ -1 ] 
f(z) = -212/17*z^3 + 246/17*z + 1
*
[ -1 ] 
f(z) = -212/19*z^3 + 250/19*z + 1
*
[ -1/3 ] 
f(z) = -211*z^3 + 247/9*z + 1
*
[ -1/2 ] 
f(z) = -211/3*z^3 + 247/12*z + 1
*
[ -1/2 ] 
f(z) = -211/4*z^3 + 259/16*z + 1
*
[ -1 ] 
f(z) = -211/15*z^3 + 241/15*z + 1
*
[ -1 ] 
f(z) = -211/16*z^3 + 243/16*z + 1
*
[ -1 ] 
f(z) = -211/17*z^3 + 245/17*z + 1
*
[ -1 ] 
f(z) = -211/18*z^3 + 247/18*z + 1
*
[ -1 ] 
f(z) = -211/19*z^3 + 249/19*z + 1
*
[ -1/15 ] 
f(z) = -210*z^3 + 254/15*z + 1
*
[ -1 ] 
f(z) = -210/17*z^3 + 244/17*z + 1
*
[ -1 ] 
f(z) = -210/19*z^3 + 248/19*z + 1
*
[ -1/3 ] 
f(z) = -209*z^3 + 245/9*z + 1
*
[ -1/2 ] 
f(z) = -209/3*z^3 + 245/12*z + 1
*
[ -1/2 ] 
f(z) = -209/4*z^3 + 257/16*z + 1
*
[ -1 ] 
f(z) = -209/16*z^3 + 241/16*z + 1
*
[ -1 ] 
f(z) = -209/17*z^3 + 243/17*z + 1
*
[ -1 ] 
f(z) = -209/18*z^3 + 245/18*z + 1
*
[ -1/3 ] 
f(z) = -208*z^3 + 244/9*z + 1
*
[ -1 ] 
f(z) = -208/17*z^3 + 242/17*z + 1
*
[ -1 ] 
f(z) = -208/19*z^3 + 246/19*z + 1
*
[ -1/2 ] 
f(z) = -207/4*z^3 + 255/16*z + 1
*
[ -1 ] 
f(z) = -207/17*z^3 + 241/17*z + 1
*
[ -1 ] 
f(z) = -207/19*z^3 + 245/19*z + 1
*
[ -1/3 ] 
f(z) = -206*z^3 + 242/9*z + 1
*
[ -1 ] 
f(z) = -206/17*z^3 + 240/17*z + 1
*
[ -1 ] 
f(z) = -206/19*z^3 + 244/19*z + 1
*
[ -1/3 ] 
f(z) = -205*z^3 + 241/9*z + 1
*
[ -1/2 ] 
f(z) = -205/3*z^3 + 241/12*z + 1
*
[ -1/2 ] 
f(z) = -205/4*z^3 + 253/16*z + 1
*
[ -1 ] 
f(z) = -205/18*z^3 + 241/18*z + 1
*
[ -1 ] 
f(z) = -205/19*z^3 + 243/19*z + 1
*
[ -1 ] 
f(z) = -204/19*z^3 + 242/19*z + 1
*
[ -1/2 ] 
f(z) = -203/4*z^3 + 251/16*z + 1
*
[ -1 ] 
f(z) = -203/19*z^3 + 241/19*z + 1
*
[ -1 ] 
f(z) = -202/19*z^3 + 240/19*z + 1
*
[ -1/2 ] 
f(z) = -201/4*z^3 + 249/16*z + 1
*
[ -1/6 ] 
f(z) = -220/3*z^3 + 244/27*z + 1
*
[ -1/5 ] 
f(z) = -220/7*z^3 + 254/35*z + 1
*
[ -1/6 ] 
f(z) = -219/2*z^3 + 241/24*z + 1
*
2/3 | 0.15116908775836040917589355539349064373 | 0.023300932555847625488141077045203087347
f(z) = -219/10*z^3 + 247/30*z + 1
*
[ 3/7 ] 
f(z) = -217/3*z^3 + 251/21*z + 1
*
[ -1/7 ] 
f(z) = -217/4*z^3 + 255/28*z + 1
*
-5/18 | 0.20749329605436679823799472672330142987 | 0.028951053366521523353241193509178431095
f(z) = -216/5*z^3 + 253/30*z + 1
*
[ -2/3 ] 
f(z) = -216/11*z^3 + 247/22*z + 1
*
[ -2/3 ] 
f(z) = -216/13*z^3 + 257/26*z + 1
*
-2/5 | 0.18815640908781769369765738842783651893 | 0.026956212323482928516610652415214373282
f(z) = -215/6*z^3 + 247/30*z + 1
*
[ -1/5 ] 
f(z) = -215/7*z^3 + 253/35*z + 1
*
[ -1/6 ] 
f(z) = -212/3*z^3 + 242/27*z + 1
*
-1/12 | 0.20727232264340022749478688350546337667 | 0.024313008735531640460105261646812910830
f(z) = -210*z^3 + 251/24*z + 1
*
[ -1/6 ] 
f(z) = -208/3*z^3 + 241/27*z + 1
*
[ -3/13 ] 
f(z) = -208/9*z^3 + 256/39*z + 1
*
[ -1/6 ] 
f(z) = -207/8*z^3 + 247/32*z + 1
*
[ -2/3 ] 
f(z) = -207/13*z^3 + 249/26*z + 1
*
[ -1/5 ] 
f(z) = -205/7*z^3 + 251/35*z + 1
*
[ -1/6 ] 
f(z) = -204/11*z^3 + 248/33*z + 1
*
[ -1/7 ] 
f(z) = -203/4*z^3 + 253/28*z + 1
*
[ 2/3 ] 
f(z) = -201/10*z^3 + 253/30*z + 1
*
[ -1/3 ] 
f(z) = -219/14*z^3 + 241/42*z + 1
*
[ -2/7 ] 
f(z) = -217/12*z^3 + 251/42*z + 1
*
-1/5 | 0.17225955299042428546771499409148452411 | 0.024678750554762685326663130392114987488
f(z) = -215/8*z^3 + 243/40*z + 1
*
[ -4/11 ] 
f(z) = -209/16*z^3 + 241/44*z + 1
*
-1/5 | 0.19923670240861989254674068295760179510 | 0.028739733139692798523390531521744202927
f(z) = -205/8*z^3 + 241/40*z + 1
*
[ -2/7 ] 
f(z) = -203/12*z^3 + 247/42*z + 1
*
[ 2/3 ] 
f(z) = -201/14*z^3 + 247/42*z + 1
*
[ -1/3 ] 
f(z) = -201/16*z^3 + 259/48*z + 1
*
3/5 | 0.20271332758347495387995350010451406729 | 0.029041708042958683316253220792412616514
f(z) = -215/12*z^3 + 247/60*z + 1
*
-1/8 | 0.20077199077632221927991022615886735427 | 0.029859755213025673157216340072418900937
f(z) = -208/15*z^3 + 253/60*z + 1
*
[ 19/36 ] 
f(z) = -216/19*z^3 + 259/114*z + 1
*
[ 3/10 ] 
f(z) = -220*z^3 + 262/15*z + 1
*
[ -1/2 ] 
f(z) = -219/4*z^3 + 267/16*z + 1
*
[ -1/2 ] 
f(z) = -217/4*z^3 + 265/16*z + 1
*
-1/24 | 0.16670764819941192379922017766929511868 | 0.022362697637439026624187515569610752094
f(z) = -216*z^3 + 267/8*z + 1
*
[ -1/2 ] 
f(z) = -215/4*z^3 + 263/16*z + 1
*
[ -1/2 ] 
f(z) = -213/4*z^3 + 261/16*z + 1
*
[ -1/3 ] 
f(z) = -205/2*z^3 + 277/18*z + 1
*
[ -1/3 ] 
f(z) = -203/2*z^3 + 275/18*z + 1
*
[ 2/3 ] 
f(z) = -201/2*z^3 + 265/6*z + 1
*
-4/3 | 0.13938036076109107606506812307545219417 | 0.020008595580112921507454966707318574617
f(z) = -201/16*z^3 + 265/12*z + 1
*
[ 4/3 ] 
f(z) = -201/16*z^3 + 271/12*z + 1
*
[ -1/2 ] 
f(z) = -219/5*z^3 + 279/20*z + 1
*
[ 2/3 ] 
f(z) = -219/10*z^3 + 277/30*z + 1
*
[ -1/2 ] 
f(z) = -217/5*z^3 + 277/20*z + 1
*
-1/12 | 0.12921706204028938491295601442994225690 | 0.021293342096937229599797906930953922641
f(z) = -216/11*z^3 + 267/22*z + 1
*
[ -2/3 ] 
f(z) = -216/17*z^3 + 277/34*z + 1
*
[ -1/10 ] 
f(z) = -215*z^3 + 263/20*z + 1
*
[ -2/5 ] 
f(z) = -215/6*z^3 + 277/30*z + 1
*
[ -1/2 ] 
f(z) = -213/5*z^3 + 273/20*z + 1
*
[ 2/3 ] 
f(z) = -213/10*z^3 + 269/30*z + 1
*
[ -1/2 ] 
f(z) = -211/5*z^3 + 271/20*z + 1
*
-1/7 | 0.22371101543719121708489196986650179448 | 0.026658827460042928568113965079583869478
f(z) = -210*z^3 + 265/21*z + 1
*
[ -1/2 ] 
f(z) = -209/5*z^3 + 269/20*z + 1
*
[ -1/8 ] 
f(z) = -208/7*z^3 + 265/28*z + 1
*
-21/52 | 0.20008825703444511955700840897137516555 | 0.025319655187744361669370200205249384194
f(z) = -208/9*z^3 + 277/39*z + 1
*
[ -1/2 ] 
f(z) = -207/5*z^3 + 267/20*z + 1
*
[ -2/3 ] 
f(z) = -207/17*z^3 + 269/34*z + 1
*
[ -2/3 ] 
f(z) = -207/19*z^3 + 279/38*z + 1
*
[ -1/10 ] 
f(z) = -205*z^3 + 261/20*z + 1
*
[ -2/5 ] 
f(z) = -205/6*z^3 + 269/30*z + 1
*
[ -1/2 ] 
f(z) = -205/6*z^3 + 277/24*z + 1
*
[ -1/2 ] 
f(z) = -203/5*z^3 + 263/20*z + 1
*
[ -1/2 ] 
f(z) = -203/6*z^3 + 275/24*z + 1
*
[ -1/2 ] 
f(z) = -201/5*z^3 + 261/20*z + 1
*
[ 2/3 ] 
f(z) = -219/14*z^3 + 271/42*z + 1
*
[ -1/3 ] 
f(z) = -219/16*z^3 + 265/48*z + 1
*
[ -1/3 ] 
f(z) = -219/17*z^3 + 277/51*z + 1
*
-2/7 | 0.20280577147847088307250575180455212716 | 0.027683742905694720299645972014465072032
f(z) = -217/6*z^3 + 271/42*z + 1
*
[ 2/3 ] 
f(z) = -213/14*z^3 + 263/42*z + 1
*
[ -1/3 ] 
f(z) = -213/16*z^3 + 263/48*z + 1
*
[ -1/3 ] 
f(z) = -213/17*z^3 + 275/51*z + 1
*
[ -1/4 ] 
f(z) = -212/11*z^3 + 273/44*z + 1
*
[ -1/3 ] 
f(z) = -210/17*z^3 + 274/51*z + 1
*
[ 5/12 ] 
f(z) = -208/5*z^3 + 262/45*z + 1
*
[ -1/4 ] 
f(z) = -204/11*z^3 + 271/44*z + 1
*
[ -1/3 ] 
f(z) = -201/17*z^3 + 271/51*z + 1
*
[ 5/12 ] 
f(z) = -216/7*z^3 + 277/70*z + 1
*
-3/8 | 0.17371150428001888508338083810118900692 | 0.025835192326536144787461387140138718518
f(z) = -208/15*z^3 + 277/60*z + 1
*
3/5 | 0.17036237838421738356150861237233135655 | 0.024574635258538316892984786152459325716
f(z) = -205/12*z^3 + 269/60*z + 1
*
[ -1/4 ] 
f(z) = -219*z^3 + 299/16*z + 1
*
[ 2/3 ] 
f(z) = -219/2*z^3 + 289/6*z + 1
*
-4/3 | 0.19466715912000618640897808721295047848 | 0.027601709717584164229863550180167472474
f(z) = -219/16*z^3 + 289/12*z + 1
*
[ 4/3 ] 
f(z) = -219/16*z^3 + 295/12*z + 1
*
[ -1/4 ] 
f(z) = -217*z^3 + 297/16*z + 1
*
[ -1/3 ] 
f(z) = -217/2*z^3 + 289/18*z + 1
*
[ -1/18 ] 
f(z) = -216/5*z^3 + 287/15*z + 1
*
[ 7/6 ] 
f(z) = -216/7*z^3 + 295/7*z + 1
*
[ -1/4 ] 
f(z) = -215*z^3 + 295/16*z + 1
*
[ -1/3 ] 
f(z) = -215/2*z^3 + 287/18*z + 1
*
[ -1/4 ] 
f(z) = -213*z^3 + 293/16*z + 1
*
[ 2/3 ] 
f(z) = -213/2*z^3 + 281/6*z + 1
*
[ -2/3 ] 
f(z) = -213/2*z^3 + 299/6*z + 1
*
-4/3 | 0.14754337900426040076968693158320982900 | 0.021003665573130046309172544067558891652
f(z) = -213/16*z^3 + 281/12*z + 1
*
[ 4/3 ] 
f(z) = -213/16*z^3 + 287/12*z + 1
*
[ -1/4 ] 
f(z) = -211*z^3 + 291/16*z + 1
*
[ -1/3 ] 
f(z) = -211/2*z^3 + 283/18*z + 1
*
-4/15 | 0.19129021738778267655395170756037735374 | 0.023747544586512991147594364391645915406
f(z) = -210*z^3 + 284/15*z + 1
*
-1/15 | 0.15662198512731864256554910625148349318 | 0.019443689415121778649891344663786110593
f(z) = -210*z^3 + 299/15*z + 1
*
[ -1/4 ] 
f(z) = -209*z^3 + 289/16*z + 1
*
[ -1/3 ] 
f(z) = -209/2*z^3 + 281/18*z + 1
*
[ -1/16 ] 
f(z) = -208*z^3 + 285/16*z + 1
*
[ -2/9 ] 
f(z) = -207*z^3 + 283/18*z + 1
*
[ -1/4 ] 
f(z) = -207*z^3 + 287/16*z + 1
*
[ -1/4 ] 
f(z) = -205*z^3 + 285/16*z + 1
*
[ -1/4 ] 
f(z) = -203*z^3 + 283/16*z + 1
*
[ -2/7 ] 
f(z) = -203*z^3 + 295/14*z + 1
*
[ -1/4 ] 
f(z) = -201*z^3 + 281/16*z + 1
*
[ -2/3 ] 
f(z) = -201/2*z^3 + 283/6*z + 1
*
[ -4/3 ] 
f(z) = -201/16*z^3 + 289/12*z + 1
*
[ -3/22 ] 
f(z) = -220/9*z^3 + 290/33*z + 1
*
[ -1/2 ] 
f(z) = -217/6*z^3 + 289/24*z + 1
*
[ -1/12 ] 
f(z) = -216/11*z^3 + 289/22*z + 1
*
-11/18 | 0.18350874399518863304337250016914488174 | 0.028345975025279151449231321646825308875
f(z) = -216/11*z^3 + 296/33*z + 1
*
-5/9 | 0.19054254897610032940074147284058524963 | 0.029432463091083985993295226679782601419
f(z) = -216/11*z^3 + 299/33*z + 1
*
13/18 | 0.17799463563138395821734898849417147733 | 0.027494229356030887950102609941495275583
f(z) = -216/13*z^3 + 284/39*z + 1
*
[ -2/3 ] 
f(z) = -216/19*z^3 + 287/38*z + 1
*
[ 2/5 ] 
f(z) = -215/3*z^3 + 299/30*z + 1
*
[ -1/2 ] 
f(z) = -215/6*z^3 + 287/24*z + 1
*
[ -1/2 ] 
f(z) = -215/7*z^3 + 299/28*z + 1
*
[ -1/2 ] 
f(z) = -213/7*z^3 + 297/28*z + 1
*
[ -1/2 ] 
f(z) = -211/6*z^3 + 283/24*z + 1
*
[ -1/2 ] 
f(z) = -211/7*z^3 + 295/28*z + 1
*
2/7 | 0.19800793173307669613002372632520198511 | 0.023595884527528236100833123104090781388
f(z) = -210*z^3 + 283/21*z + 1
*
-4/21 | 0.18849615236582242733211179460456984529 | 0.022462400400722595583061193198031282169
f(z) = -210*z^3 + 286/21*z + 1
*
[ -2/11 ] 
f(z) = -209*z^3 + 295/22*z + 1
*
[ -1/11 ] 
f(z) = -209/2*z^3 + 283/22*z + 1
*
[ -1/2 ] 
f(z) = -209/6*z^3 + 281/24*z + 1
*
[ -1/2 ] 
f(z) = -209/7*z^3 + 293/28*z + 1
*
[ -2/3 ] 
f(z) = -209/16*z^3 + 299/36*z + 1
*
[ -1/2 ] 
f(z) = -207/7*z^3 + 291/28*z + 1
*
[ -2/23 ] 
f(z) = -207/8*z^3 + 292/23*z + 1
*
3/10 | 0.23006798284977690835290837239306956135 | 0.027656582673337949383580605166299435554
f(z) = -205*z^3 + 289/20*z + 1
*
[ 2/5 ] 
f(z) = -205/3*z^3 + 283/30*z + 1
*
[ -1/2 ] 
f(z) = -205/7*z^3 + 289/28*z + 1
*
[ -2/3 ] 
f(z) = -205/16*z^3 + 295/36*z + 1
*
[ -1/6 ] 
f(z) = -204/13*z^3 + 290/39*z + 1
*
[ -1/2 ] 
f(z) = -203/8*z^3 + 299/32*z + 1
*
[ -2/3 ] 
f(z) = -203/16*z^3 + 293/36*z + 1
*
[ 3/4 ] 
f(z) = -202/9*z^3 + 295/24*z + 1
*
[ -1/2 ] 
f(z) = -201/7*z^3 + 285/28*z + 1
*
[ -1/2 ] 
f(z) = -201/8*z^3 + 297/32*z + 1
*
-7/36 | 0.10496179777567977761326930600213152530 | 0.014645073680132487757091865118065410626
f(z) = -216/7*z^3 + 289/42*z + 1
*
[ -1/5 ] 
f(z) = -215/8*z^3 + 283/40*z + 1
*
[ -1/3 ] 
f(z) = -213/19*z^3 + 299/57*z + 1
*
[ -1/3 ] 
f(z) = -210/19*z^3 + 298/57*z + 1
*
[ -1/5 ] 
f(z) = -205/8*z^3 + 281/40*z + 1
*
[ -1/3 ] 
f(z) = -204/19*z^3 + 296/57*z + 1
*
[ -1/3 ] 
f(z) = -201/19*z^3 + 295/57*z + 1
*
-5/36 | 0.19528488129911356426961408058883487080 | 0.027247641864458554777067754038690006322
f(z) = -216/11*z^3 + 289/66*z + 1
*
-1/9 | 0.20767438393193400453148434068158799492 | 0.028976320133723990617421459516394118329
f(z) = -216/13*z^3 + 289/78*z + 1
*
-1/4 | 0.15758002508999746192085403115524265486 | 0.023369837551853802877790511644613825386
f(z) = -212/15*z^3 + 293/60*z + 1
*
[ 6/11 ] 
f(z) = -209/12*z^3 + 287/66*z + 1
*
[ 5/13 ] 
f(z) = -208/5*z^3 + 296/65*z + 1
*
[ 6/13 ] 
f(z) = -208/9*z^3 + 293/78*z + 1
*
[ 5/8 ] 
f(z) = -208/15*z^3 + 289/60*z + 1
*
-1/4 | 0.16919221922865271543452744641132074962 | 0.021682896516408117323547403856639841825
f(z) = -204/5*z^3 + 293/60*z + 1
*
[ 3/4 ] 
f(z) = -220/27*z^3 + 17/4*z + 1
*
[ 3/5 ] 
f(z) = -215/27*z^3 + 11/5*z + 1
*
[ 3/2 ] 
f(z) = -212/27*z^3 + 18*z + 1
*
[ 3/4 ] 
f(z) = -208/27*z^3 + 4*z + 1
*
[ -3/2 ] 
f(z) = -208/27*z^3 + 19*z + 1
*
[ -3/8 ] 
f(z) = -208/27*z^3 + 19/4*z + 1
*
[ 2/3 ] 
f(z) = -207/32*z^3 + 19/8*z + 1
*
[ -3/2 ] 
f(z) = -220/27*z^3 + 20*z + 1
*
[ -3/5 ] 
f(z) = -220/27*z^3 + 28/5*z + 1
*
[ 3/5 ] 
f(z) = -220/27*z^3 + 34/15*z + 1
*
[ 3/2 ] 
f(z) = -218/27*z^3 + 37/2*z + 1
*
[ 5/6 ] 
f(z) = -216/25*z^3 + 29/5*z + 1
*
[ 3/4 ] 
f(z) = -214/27*z^3 + 33/8*z + 1
*
[ -3/2 ] 
f(z) = -214/27*z^3 + 39/2*z + 1
*
[ -3/4 ] 
f(z) = -212/27*z^3 + 27/4*z + 1
*
[ -3/4 ] 
f(z) = -208/27*z^3 + 20/3*z + 1
*
[ 2/3 ] 
f(z) = -207/28*z^3 + 39/14*z + 1
*
[ 3/2 ] 
f(z) = -206/27*z^3 + 35/2*z + 1
*
[ -3/5 ] 
f(z) = -205/27*z^3 + 27/5*z + 1
*
[ 3/5 ] 
f(z) = -205/27*z^3 + 31/15*z + 1
*
[ -3/7 ] 
f(z) = -203/27*z^3 + 33/7*z + 1
*
[ 3/4 ] 
f(z) = -202/27*z^3 + 31/8*z + 1
*
[ -3/2 ] 
f(z) = -202/27*z^3 + 37/2*z + 1
*
-3/20 | 0.20744020883800988280689414461935922924 | 0.024726583826550601426097693556701100225
f(z) = -220/27*z^3 + 37/20*z + 1
*
[ 3/2 ] 
f(z) = -220/27*z^3 + 56/3*z + 1
*
[ -3/11 ] 
f(z) = -220/27*z^3 + 58/11*z + 1
*
[ -3/4 ] 
f(z) = -218/27*z^3 + 55/8*z + 1
*
[ -5/6 ] 
f(z) = -216/25*z^3 + 41/5*z + 1
*
[ -5/12 ] 
f(z) = -216/25*z^3 + 49/10*z + 1
*
-2/5 | 0.20739703855345481276128792710423333167 | 0.029712719506138109606689523294831489122
f(z) = -215/24*z^3 + 44/15*z + 1
*
[ 3/4 ] 
f(z) = -212/27*z^3 + 49/12*z + 1
*
[ -3/2 ] 
f(z) = -212/27*z^3 + 58/3*z + 1
*
[ 3/2 ] 
f(z) = -208/27*z^3 + 53/3*z + 1
*
[ 2/3 ] 
f(z) = -207/20*z^3 + 41/10*z + 1
*
[ -2/3 ] 
f(z) = -207/32*z^3 + 43/8*z + 1
*
[ 4/3 ] 
f(z) = -207/32*z^3 + 47/4*z + 1
*
[ -4/3 ] 
f(z) = -207/32*z^3 + 53/4*z + 1
*
[ -3/4 ] 
f(z) = -206/27*z^3 + 53/8*z + 1
*
-2/5 | 0.20675950853893365760419978861106191994 | 0.029824891838030644049249421148588791021
f(z) = -205/24*z^3 + 43/15*z + 1
*
3/4 | 0.22332672365529934944231655593649201706 | 0.026620234254988989971142178291823939564
f(z) = -220/27*z^3 + 53/20*z + 1
*
[ 3/5 ] 
f(z) = -218/27*z^3 + 56/25*z + 1
*
[ 2/3 ] 
f(z) = -213/32*z^3 + 59/24*z + 1
*
[ 3/5 ] 
f(z) = -212/27*z^3 + 54/25*z + 1
*
[ 3/5 ] 
f(z) = -209/27*z^3 + 53/25*z + 1
*
[ 5/8 ] 
f(z) = -208/25*z^3 + 53/20*z + 1
*
-3/26 | 0.25184580856208143746620877117780709499 | 0.029299268729130989010540448596235049516
f(z) = -208/27*z^3 + 59/26*z + 1
*
[ 3/5 ] 
f(z) = -206/27*z^3 + 52/25*z + 1
*
[ 3/5 ] 
f(z) = -203/27*z^3 + 51/25*z + 1
*
[ 2/3 ] 
f(z) = -201/32*z^3 + 55/24*z + 1
*
[ 3 ] 
f(z) = -220/27*z^3 + 74*z + 1
*
[ -3/10 ] 
f(z) = -220/27*z^3 + 76/15*z + 1
*
[ -3/8 ] 
f(z) = -220/27*z^3 + 77/16*z + 1
*
[ -3 ] 
f(z) = -218/27*z^3 + 74*z + 1
*
[ 3/4 ] 
f(z) = -217/27*z^3 + 67/16*z + 1
*
[ 3 ] 
f(z) = -217/27*z^3 + 73*z + 1
*
[ -3/2 ] 
f(z) = -217/27*z^3 + 79/4*z + 1
*
5/6 | 0.18409415521234998082941360447858218207 | 0.028436401516027782528945532945953599028
f(z) = -216/25*z^3 + 67/15*z + 1
*
[ -5/18 ] 
f(z) = -216/25*z^3 + 79/15*z + 1
*
[ -2/5 ] 
f(z) = -215/24*z^3 + 74/15*z + 1
*
[ -3 ] 
f(z) = -215/27*z^3 + 73*z + 1
*
[ 3/2 ] 
f(z) = -215/27*z^3 + 73/4*z + 1
*
[ 3 ] 
f(z) = -214/27*z^3 + 72*z + 1
*
[ -3 ] 
f(z) = -212/27*z^3 + 72*z + 1
*
[ 3/4 ] 
f(z) = -211/27*z^3 + 65/16*z + 1
*
[ 3 ] 
f(z) = -211/27*z^3 + 71*z + 1
*
[ -3/2 ] 
f(z) = -211/27*z^3 + 77/4*z + 1
*
[ -3 ] 
f(z) = -209/27*z^3 + 71*z + 1
*
[ 3/2 ] 
f(z) = -209/27*z^3 + 71/4*z + 1
*
[ 5/4 ] 
f(z) = -208/25*z^3 + 66/5*z + 1
*
[ -5/4 ] 
f(z) = -208/25*z^3 + 74/5*z + 1
*
[ 3 ] 
f(z) = -208/27*z^3 + 70*z + 1
*
[ -2/3 ] 
f(z) = -207/20*z^3 + 71/10*z + 1
*
[ -3 ] 
f(z) = -206/27*z^3 + 70*z + 1
*
[ -2/5 ] 
f(z) = -205/24*z^3 + 73/15*z + 1
*
[ 3/4 ] 
f(z) = -205/27*z^3 + 63/16*z + 1
*
[ 3 ] 
f(z) = -205/27*z^3 + 69*z + 1
*
[ -3/2 ] 
f(z) = -205/27*z^3 + 75/4*z + 1
*
[ -3 ] 
f(z) = -203/27*z^3 + 69*z + 1
*
[ 3/2 ] 
f(z) = -203/27*z^3 + 69/4*z + 1
*
[ 6/7 ] 
f(z) = -203/27*z^3 + 75/14*z + 1
*
[ 3 ] 
f(z) = -202/27*z^3 + 68*z + 1
*
[ 2/3 ] 
f(z) = -219/32*z^3 + 61/24*z + 1
*
-2/7 | 0.21897260489913827337698053863290425183 | 0.029890575860961283503928764117446027818
f(z) = -217/24*z^3 + 68/21*z + 1
*
-5/36 | 0.18797955715393375078597997682115239106 | 0.026228347105501989662452733928789994496
f(z) = -216/25*z^3 + 71/30*z + 1
*
[ 2/3 ] 
f(z) = -207/26*z^3 + 79/26*z + 1
*
[ 2/3 ] 
f(z) = -207/34*z^3 + 75/34*z + 1
*
[ 2/3 ] 
f(z) = -207/38*z^3 + 73/38*z + 1
*
[ 4/5 ] 
f(z) = -205/32*z^3 + 77/20*z + 1
*
[ -3/4 ] 
f(z) = -220/27*z^3 + 83/12*z + 1
*
[ -5/9 ] 
f(z) = -216/25*z^3 + 82/15*z + 1
*
[ -3/5 ] 
f(z) = -215/27*z^3 + 83/15*z + 1
*
[ -2/3 ] 
f(z) = -207/28*z^3 + 81/14*z + 1
*
[ 5/6 ] 
f(z) = -204/25*z^3 + 82/15*z + 1
*
-3/5 | 0.20767134136514526067933430342741171226 | 0.024754134501703065910978888100244014736
f(z) = -220/27*z^3 + 97/20*z + 1
*
[ 2/3 ] 
f(z) = -217/24*z^3 + 95/27*z + 1
*
5/6 | 0.086067910688871841095866753810882144679 | 0.016011805186841017956074025026334176921
f(z) = -216/35*z^3 + 94/35*z + 1
*
[ 2/3 ] 
f(z) = -215/24*z^3 + 94/27*z + 1
*
[ 4/5 ] 
f(z) = -215/32*z^3 + 81/20*z + 1
*
2/3 | 0.19289680446721306638783218359458164791 | 0.029860628098995663567685846445417870503
f(z) = -213/20*z^3 + 97/30*z + 1
*
[ 2/3 ] 
f(z) = -211/24*z^3 + 92/27*z + 1
*
[ 2/3 ] 
f(z) = -209/24*z^3 + 91/27*z + 1
*
[ 2/3 ] 
f(z) = -207/22*z^3 + 81/22*z + 1
*
[ 3/4 ] 
f(z) = -206/27*z^3 + 95/24*z + 1
*
[ 2/3 ] 
f(z) = -205/24*z^3 + 89/27*z + 1
*
[ 2/3 ] 
f(z) = -203/24*z^3 + 88/27*z + 1
*
2/3 | 0.18763303332289200179893283618009723003 | 0.029308881629836533384446465330490771716
f(z) = -201/20*z^3 + 89/30*z + 1
*
[ 3/5 ] 
f(z) = -215/36*z^3 + 89/60*z + 1
*
[ 3/5 ] 
f(z) = -205/36*z^3 + 83/60*z + 1
*
[ 6/5 ] 
f(z) = -220/27*z^3 + 119/10*z + 1
*
[ -3/2 ] 
f(z) = -218/27*z^3 + 119/6*z + 1
*
-2 | 0.093051354554122030945748711776433651069 | 0.013780750676528998989811321356502590324
f(z) = -217/24*z^3 + 107/3*z + 1
*
[ 2 ] 
f(z) = -217/24*z^3 + 110/3*z + 1
*
[ -2 ] 
f(z) = -217/24*z^3 + 113/3*z + 1
*
[ -6/7 ] 
f(z) = -217/27*z^3 + 113/14*z + 1
*
-2 | 0.092881573690264500382005832708892926062 | 0.013774761664508721398474518021215018455
f(z) = -215/24*z^3 + 106/3*z + 1
*
[ 2 ] 
f(z) = -215/24*z^3 + 109/3*z + 1
*
[ -2 ] 
f(z) = -215/24*z^3 + 112/3*z + 1
*
[ -3/4 ] 
f(z) = -215/27*z^3 + 109/16*z + 1
*
[ 3/2 ] 
f(z) = -214/27*z^3 + 109/6*z + 1
*
-2 | 0.092537258369868906867633105968953368701 | 0.013762576504444682560599576826116836353
f(z) = -211/24*z^3 + 104/3*z + 1
*
[ 2 ] 
f(z) = -211/24*z^3 + 107/3*z + 1
*
[ -2 ] 
f(z) = -211/24*z^3 + 110/3*z + 1
*
-2 | 0.092362663968642967886313200396676614592 | 0.013756377434442123018744468556232013698
f(z) = -209/24*z^3 + 103/3*z + 1
*
[ 2 ] 
f(z) = -209/24*z^3 + 106/3*z + 1
*
[ -2 ] 
f(z) = -209/24*z^3 + 109/3*z + 1
*
[ -3/4 ] 
f(z) = -209/27*z^3 + 107/16*z + 1
*
[ 5/3 ] 
f(z) = -207/25*z^3 + 117/5*z + 1
*
[ -3/2 ] 
f(z) = -206/27*z^3 + 113/6*z + 1
*
-2 | 0.092008445314222464702735836256484224442 | 0.013743758667097661187944482962797090186
f(z) = -205/24*z^3 + 101/3*z + 1
*
[ 2 ] 
f(z) = -205/24*z^3 + 104/3*z + 1
*
[ -2 ] 
f(z) = -205/24*z^3 + 107/3*z + 1
*
[ 6/5 ] 
f(z) = -205/27*z^3 + 111/10*z + 1
*
-5/6 | 0.17939706701569845615229009909263733766 | 0.027957698578856651445561507714560546046
f(z) = -204/25*z^3 + 103/15*z + 1
*
[ -5/6 ] 
f(z) = -204/25*z^3 + 118/15*z + 1
*
-2 | 0.091827722150832399380742058275238590819 | 0.013737181139594551221951409063150355044
f(z) = -203/24*z^3 + 100/3*z + 1
*
[ 2 ] 
f(z) = -203/24*z^3 + 103/3*z + 1
*
[ -2 ] 
f(z) = -203/24*z^3 + 106/3*z + 1
*
[ -3/4 ] 
f(z) = -203/27*z^3 + 105/16*z + 1
*
[ 3/2 ] 
f(z) = -202/27*z^3 + 103/6*z + 1
*
[ -1/2 ] 
f(z) = -220/21*z^3 + 118/21*z + 1
*
[ 3/4 ] 
f(z) = -218/27*z^3 + 101/24*z + 1
*
[ -2/7 ] 
f(z) = -217/24*z^3 + 110/21*z + 1
*
[ -3/7 ] 
f(z) = -217/27*z^3 + 101/21*z + 1
*
[ -1/3 ] 
f(z) = -216/23*z^3 + 116/23*z + 1
*
-5/36 | 0.20547633075000424504520627388550618831 | 0.028669630924084045433676541932677206827
f(z) = -216/25*z^3 + 101/30*z + 1
*
[ -3/10 ] 
f(z) = -215/27*z^3 + 101/20*z + 1
*
-4/5 | 0.19860633220818106375191221725694447565 | 0.028453319691561555791449272084267255159
f(z) = -215/32*z^3 + 111/20*z + 1
*
[ -1/2 ] 
f(z) = -212/21*z^3 + 116/21*z + 1
*
[ -6/11 ] 
f(z) = -209/27*z^3 + 113/22*z + 1
*
[ 3/4 ] 
f(z) = -208/21*z^3 + 110/21*z + 1
*
[ -1/2 ] 
f(z) = -208/21*z^3 + 115/21*z + 1
*
[ -1/4 ] 
f(z) = -208/21*z^3 + 118/21*z + 1
*
[ -5/8 ] 
f(z) = -208/25*z^3 + 117/20*z + 1
*
[ 3/4 ] 
f(z) = -208/33*z^3 + 106/33*z + 1
*
[ -1/3 ] 
f(z) = -207/20*z^3 + 103/20*z + 1
*
[ -1/3 ] 
f(z) = -207/22*z^3 + 111/22*z + 1
*
[ 5/6 ] 
f(z) = -207/25*z^3 + 111/20*z + 1
*
[ -2/7 ] 
f(z) = -203/24*z^3 + 109/21*z + 1
*
[ 2/3 ] 
f(z) = -201/20*z^3 + 119/30*z + 1
*
[ 5/8 ] 
f(z) = -216/25*z^3 + 111/40*z + 1
*
-2/5 | 0.18174533468882616545512876358956236595 | 0.026037730282086175624419459293324518835
f(z) = -215/32*z^3 + 103/40*z + 1
*
-2/5 | 0.18728249727166516289847081305193282581 | 0.027015348719654536916063539489232707489
f(z) = -205/32*z^3 + 101/40*z + 1
*
[ 2/3 ] 
f(z) = -201/28*z^3 + 113/42*z + 1
*
[ 15/26 ] 
f(z) = -208/27*z^3 + 119/65*z + 1
*
[ 5/3 ] 
f(z) = -216/25*z^3 + 122/5*z + 1
*
[ -5/3 ] 
f(z) = -216/25*z^3 + 128/5*z + 1
*
[ 5/4 ] 
f(z) = -216/25*z^3 + 137/10*z + 1
*
[ -6/5 ] 
f(z) = -215/27*z^3 + 133/10*z + 1
*
-3/19 | 0.23840995192277614768451048873100376089 | 0.028769937981062637721286193000557300879
f(z) = -209/27*z^3 + 124/19*z + 1
*
[ -3/26 ] 
f(z) = -208/27*z^3 + 127/13*z + 1
*
[ -5/3 ] 
f(z) = -207/25*z^3 + 123/5*z + 1
*
[ 4/3 ] 
f(z) = -201/32*z^3 + 137/12*z + 1
*
[ -1/2 ] 
f(z) = -220/23*z^3 + 124/23*z + 1
*
[ -1/2 ] 
f(z) = -220/27*z^3 + 136/27*z + 1
*
-3/20 | 0.18934123016325553748664435844933611821 | 0.022569210789360216874798597296217746841
f(z) = -220/27*z^3 + 137/20*z + 1
*
[ 2/3 ] 
f(z) = -219/20*z^3 + 131/30*z + 1
*
[ -2/3 ] 
f(z) = -219/32*z^3 + 133/24*z + 1
*
[ 6/7 ] 
f(z) = -217/24*z^3 + 136/21*z + 1
*
[ -3/5 ] 
f(z) = -217/27*z^3 + 139/25*z + 1
*
[ -4/7 ] 
f(z) = -217/32*z^3 + 139/28*z + 1
*
0 | 0.11897196018685576869887496050517578390 | 0.022114169168778182589688481077515151009
f(z) = -217/39*z^3 + 139/39*z + 1
*
[ -1/2 ] 
f(z) = -216/23*z^3 + 123/23*z + 1
*
[ -1/3 ] 
f(z) = -216/25*z^3 + 124/25*z + 1
*
[ -1/2 ] 
f(z) = -216/25*z^3 + 129/25*z + 1
*
-5/12 | 0.19814153674448505218034629725840533989 | 0.027646224304572883124439776107848479302
f(z) = -216/25*z^3 + 137/30*z + 1
*
[ -4/5 ] 
f(z) = -215/32*z^3 + 131/20*z + 1
*
0 | 0.12630237105190444387898096319104184213 | 0.023517200450006230110184480181545145035
f(z) = -215/38*z^3 + 139/38*z + 1
*
0 | 0.11880463359352550936975086745115588617 | 0.022121139606003896338379637251251505966
f(z) = -215/39*z^3 + 137/39*z + 1
*
[ -3/5 ] 
f(z) = -214/27*z^3 + 138/25*z + 1
*
0 | 0.11872143333821356192283066119043829201 | 0.022124853522613090000619890182277937081
f(z) = -214/39*z^3 + 136/39*z + 1
*
[ 2/3 ] 
f(z) = -213/20*z^3 + 127/30*z + 1
*
[ -2/3 ] 
f(z) = -213/32*z^3 + 131/24*z + 1
*
0 | 0.13895717766041696680657014681073873583 | 0.025918598234429490811464441216687291728
f(z) = -213/37*z^3 + 139/37*z + 1
*
0 | 0.12613341396071118187798435545867895072 | 0.023526681639820829108576726735509306710
f(z) = -213/38*z^3 + 137/38*z + 1
*
[ -1/2 ] 
f(z) = -212/23*z^3 + 122/23*z + 1
*
[ -1/2 ] 
f(z) = -212/25*z^3 + 128/25*z + 1
*
[ -3/10 ] 
f(z) = -212/27*z^3 + 126/25*z + 1
*
[ -1/2 ] 
f(z) = -212/27*z^3 + 134/27*z + 1
*
0 | 0.13887206436278378240029649711926261855 | 0.025925478885577553145136924844016068783
f(z) = -212/37*z^3 + 138/37*z + 1
*
0 | 0.11855077338296374327520232737701989159 | 0.022131777087866038441333338644821864025
f(z) = -212/39*z^3 + 134/39*z + 1
*
[ -3/5 ] 
f(z) = -211/27*z^3 + 137/25*z + 1
*
0 | 0.099540869102117030910571054842617022827 | 0.018599310112404753185213139001075733537
f(z) = -211/36*z^3 + 139/36*z + 1
*
0 | 0.13878655795507736619750080902873713873 | 0.025932405996893381506307219765504282813
f(z) = -211/37*z^3 + 137/37*z + 1
*
0 | 0.12596290068810405361024576519735848331 | 0.023536292918566272675477083566974361150
f(z) = -211/38*z^3 + 135/38*z + 1
*
0 | 0.11846640740938822511480816358931460077 | 0.022135565714714400841114053346573094167
f(z) = -211/39*z^3 + 133/39*z + 1
*
0 | 0.13870065478813335477020972349973130350 | 0.025939380121185380751299893880047747375
f(z) = -210/37*z^3 + 136/37*z + 1
*
0 | 0.13859060124206040123591118585519587551 | 0.025941956213445341837345066649584614015
f(z) = -209/35*z^3 + 139/35*z + 1
*
0 | 0.099368553707134512006140741193544250208 | 0.018600212757295859820554016935876415974
f(z) = -209/36*z^3 + 137/36*z + 1
*
0 | 0.13861435116172474064161554398509152432 | 0.025946401820654513488808095274224338280
f(z) = -209/37*z^3 + 135/37*z + 1
*
0 | 0.11829338359175457184451625608571984709 | 0.022142639904691187995322084756458550901
f(z) = -209/39*z^3 + 131/39*z + 1
*
[ -1/2 ] 
f(z) = -208/23*z^3 + 121/23*z + 1
*
[ -1/4 ] 
f(z) = -208/23*z^3 + 128/23*z + 1
*
[ -1/2 ] 
f(z) = -208/25*z^3 + 127/25*z + 1
*
[ -1/4 ] 
f(z) = -208/25*z^3 + 138/25*z + 1
*
[ -6/13 ] 
f(z) = -208/27*z^3 + 125/26*z + 1
*
-3/52 | 0.22002081546618249858278454487883559170 | 0.027841969660273729163306629347523364478
f(z) = -208/27*z^3 + 131/39*z + 1
*
[ -1/2 ] 
f(z) = -208/27*z^3 + 133/27*z + 1
*
[ -3/5 ] 
f(z) = -208/27*z^3 + 136/25*z + 1
*
[ -1/2 ] 
f(z) = -208/29*z^3 + 139/29*z + 1
*
0 | 0.13850378318571651637487204948242619704 | 0.025949001415549060906662073011253897726
f(z) = -208/35*z^3 + 138/35*z + 1
*
0 | 0.13852764332360446202975307208148597576 | 0.025953471667101679494944393843941003039
f(z) = -208/37*z^3 + 134/37*z + 1
*
[ -1/3 ] 
f(z) = -207/25*z^3 + 123/25*z + 1
*
[ -1/3 ] 
f(z) = -207/26*z^3 + 127/26*z + 1
*
[ -1/3 ] 
f(z) = -207/28*z^3 + 135/28*z + 1
*
[ -1/3 ] 
f(z) = -207/29*z^3 + 139/29*z + 1
*
0 | 0.12556914618475458383208584738227006068 | 0.023546928134169469852084966360956003627
f(z) = -207/34*z^3 + 139/34*z + 1
*
0 | 0.13841655608410509366970994919765963105 | 0.025956095089602289621720961731733677982
f(z) = -207/35*z^3 + 137/35*z + 1
*
0 | 0.13844052746852544211161476554483097517 | 0.025960590242140732420394147176234282294
f(z) = -207/37*z^3 + 133/37*z + 1
*
0 | 0.12561708901672568420690720776480026554 | 0.023555918451084670188760628014016278559
f(z) = -207/38*z^3 + 131/38*z + 1
*
0 | 0.13832891606350984319625718012703179029 | 0.025963237823325056272327849894117822342
f(z) = -206/35*z^3 + 136/35*z + 1
*
0 | 0.13835299973723743725575777233921101871 | 0.025967758137417315952830402926424968309
f(z) = -206/37*z^3 + 132/37*z + 1
*
0 | 0.11803339827129897948640916326167508130 | 0.022153930484107800893694764980801799928
f(z) = -206/39*z^3 + 128/39*z + 1
*
[ -4/5 ] 
f(z) = -205/32*z^3 + 127/20*z + 1
*
0 | 0.11787297634116782599098791997982845310 | 0.022144045719081472523970316109756612889
f(z) = -205/33*z^3 + 139/33*z + 1
*
0 | 0.12539333615207780976977837472903400804 | 0.023556847844266900512834226273794846961
f(z) = -205/34*z^3 + 137/34*z + 1
*
0 | 0.099019035423840437523181751449182331801 | 0.018602075857815287046634871180154912420
f(z) = -205/36*z^3 + 133/36*z + 1
*
0 | 0.13826505621546003233776540612696251246 | 0.025974975954833708424674582259952660600
f(z) = -205/37*z^3 + 131/37*z + 1
*
0 | 0.12544173025807512433327868622016231071 | 0.023565939336897381682662177048318564859
f(z) = -205/38*z^3 + 129/38*z + 1
*
0 | 0.11794556766241610259871486157317839871 | 0.022157682988508501922012756942330127032
f(z) = -205/39*z^3 + 127/39*z + 1
*
[ -1/2 ] 
f(z) = -204/23*z^3 + 120/23*z + 1
*
[ -1/2 ] 
f(z) = -204/25*z^3 + 126/25*z + 1
*
[ -1/2 ] 
f(z) = -204/29*z^3 + 138/29*z + 1
*
0 | 0.13815238149292998961264703699097502275 | 0.025977672871774785542674901478294357817
f(z) = -204/35*z^3 + 134/35*z + 1
*
0 | 0.13817669293283109910313629130833578922 | 0.025982244306779871974565410682332905765
f(z) = -204/37*z^3 + 130/37*z + 1
*
[ 6/7 ] 
f(z) = -203/24*z^3 + 127/21*z + 1
*
-6/7 | 0.20491505916729226944045748646958012646 | 0.028228651470962009851711609679861699972
f(z) = -203/24*z^3 + 134/21*z + 1
*
[ 5/7 ] 
f(z) = -203/25*z^3 + 131/35*z + 1
*
[ -4/7 ] 
f(z) = -203/32*z^3 + 135/28*z + 1
*
0 | 0.11235462999134628827344739000520079777 | 0.021146296686884504642148883274774278304
f(z) = -203/32*z^3 + 139/32*z + 1
*
0 | 0.11769536524092971158283742432641865090 | 0.022151477978678993053180521341299962550
f(z) = -203/33*z^3 + 137/33*z + 1
*
0 | 0.12521584057402656489651982420724384757 | 0.023566908768067123837890437363287170771
f(z) = -203/34*z^3 + 135/34*z + 1
*
0 | 0.098841770218169644378244250937056120772 | 0.018603037527258694870845874893005469454
f(z) = -203/36*z^3 + 131/36*z + 1
*
0 | 0.13808790586183001054098864435840521698 | 0.025989563816370909794490678466111207288
f(z) = -203/37*z^3 + 129/37*z + 1
*
0 | 0.12526469453494228945014883382002987293 | 0.023576103585867982961466725078384160120
f(z) = -203/38*z^3 + 127/38*z + 1
*
0 | 0.11776864634914740741766690527715254800 | 0.022165270236782058681225339452748179850
f(z) = -203/39*z^3 + 125/39*z + 1
*
[ -3/5 ] 
f(z) = -202/27*z^3 + 134/25*z + 1
*
0 | 0.11760591661827255937476055048701741239 | 0.022155234687174777906207516881923128716
f(z) = -202/33*z^3 + 136/33*z + 1
*
0 | 0.13797414735896499147159289261440055647 | 0.025992311470371715953503519900441176570
f(z) = -202/35*z^3 + 132/35*z + 1
*
0 | 0.13799869091667488034238198129998938769 | 0.025996935117691142738146061584094242434
f(z) = -202/37*z^3 + 128/37*z + 1
*
0 | 0.11767954756212938794683883162328586562 | 0.022169105680134096149059295016745153096
f(z) = -202/39*z^3 + 124/39*z + 1
*
0 | 0.13783491206289894382558150459464494235 | 0.025990380423618581536323560563322612261
f(z) = -201/31*z^3 + 139/31*z + 1
*
[ -2/3 ] 
f(z) = -201/32*z^3 + 127/24*z + 1
*
0 | 0.11217518050472625161676135803167073698 | 0.021151938734327942388324650187740853829
f(z) = -201/32*z^3 + 137/32*z + 1
*
0 | 0.12503662680938484529242180119299213465 | 0.023577114455436098706021065486193899153
f(z) = -201/34*z^3 + 133/34*z + 1
*
0 | 0.13788438266453396154604093566314732695 | 0.025999708682599097737590792185879146365
f(z) = -201/35*z^3 + 131/35*z + 1
*
0 | 0.13790904395219307170027499901764645255 | 0.026004358856045024645202260266318069787
f(z) = -201/37*z^3 + 127/37*z + 1
*
0 | 0.12508594945334672679946883523448658388 | 0.023586414815271515523677776972189479207
f(z) = -201/38*z^3 + 125/38*z + 1
*
[ 2/3 ] 
f(z) = -219/28*z^3 + 125/42*z + 1
*
[ 2/3 ] 
f(z) = -213/28*z^3 + 121/42*z + 1
*
[ 4/3 ] 
f(z) = -219/32*z^3 + 149/12*z + 1
*
[ -5/4 ] 
f(z) = -216/25*z^3 + 153/10*z + 1
*
[ 4/3 ] 
f(z) = -213/32*z^3 + 145/12*z + 1
*
[ -3/19 ] 
f(z) = -209/27*z^3 + 143/19*z + 1
*
[ -4/3 ] 
f(z) = -201/32*z^3 + 155/12*z + 1
*
[ -3/20 ] 
f(z) = -220/27*z^3 + 157/20*z + 1
*
[ -1/2 ] 
f(z) = -220/29*z^3 + 142/29*z + 1
*
[ -1/2 ] 
f(z) = -220/31*z^3 + 148/31*z + 1
*
0 | 0.13947433077963248248215216189660256974 | 0.025859095679299753370532001637876086533
f(z) = -220/31*z^3 + 158/31*z + 1
*
0 | 0.13954225989097588386260519905570544945 | 0.025871690006727745860222680583894236416
f(z) = -220/37*z^3 + 146/37*z + 1
*
0 | 0.11922014813563941072199315417130234323 | 0.022103889657020609219830182458511885795
f(z) = -220/39*z^3 + 142/39*z + 1
*
0 | 0.13939157071559604528205788896716957339 | 0.025865599439765178549007280115270071857
f(z) = -219/31*z^3 + 157/31*z + 1
*
0 | 0.11373085076425683873505854132699231306 | 0.021103977914231511141302441693010438090
f(z) = -219/32*z^3 + 155/32*z + 1
*
0 | 0.12659032591311322994963521802772501298 | 0.023490191309334021572114627693103954906
f(z) = -219/34*z^3 + 151/34*z + 1
*
0 | 0.13943709899048797993054859807886281099 | 0.025874047698978363098162397526916419015
f(z) = -219/35*z^3 + 149/35*z + 1
*
0 | 0.13945980028531986580239251404821783967 | 0.025878260167464593259428939451656132147
f(z) = -219/37*z^3 + 145/37*z + 1
*
0 | 0.12663572855653259069330590602015088336 | 0.023498616256281407391104825261130130872
f(z) = -219/38*z^3 + 143/38*z + 1
*
0 | 0.13930843906097186212538014034202052030 | 0.025872145379740054174539505986204824758
f(z) = -218/31*z^3 + 156/31*z + 1
*
0 | 0.11898665361791705570100079393127199737 | 0.022098015176985550885173856537231074577
f(z) = -218/33*z^3 + 152/33*z + 1
*
0 | 0.13935416979008089876601940294471596993 | 0.025880638419212793294776732953763469860
f(z) = -218/35*z^3 + 148/35*z + 1
*
0 | 0.13937697175995151235501760574685825275 | 0.025884873165387637497342066040529618152
f(z) = -218/37*z^3 + 144/37*z + 1
*
0 | 0.11905609336180253313964619049046255473 | 0.022110911417594137993004970434870805265
f(z) = -218/39*z^3 + 140/39*z + 1
*
-6/7 | 0.17233686147546379966670769301172335938 | 0.023524623246570322956526426468152350154
f(z) = -217/24*z^3 + 143/21*z + 1
*
[ 5/7 ] 
f(z) = -217/25*z^3 + 141/35*z + 1
*
0 | 0.13920190056599283518759243424363180168 | 0.025874452878619585811556640148969036493
f(z) = -217/29*z^3 + 159/29*z + 1
*
0 | 0.10603334313250173740673739761382308595 | 0.019709175875395131365410831845820388565
f(z) = -217/30*z^3 + 157/30*z + 1
*
0 | 0.11356431447097248495733374039548262575 | 0.021109011382203581262812521600652175718
f(z) = -217/32*z^3 + 153/32*z + 1
*
0 | 0.11890428295576815165947489348341622408 | 0.022101589517784826871871307498839952911
f(z) = -217/33*z^3 + 151/33*z + 1
*
0 | 0.12642399297797786723889601662447042535 | 0.023499331803194987263715197766340472263
f(z) = -217/34*z^3 + 149/34*z + 1
*
0 | 0.10004839633864922811065410826286162594 | 0.018596711008400248566663581983782488396
f(z) = -217/36*z^3 + 145/36*z + 1
*
0 | 0.13929377099810636359051101769842770761 | 0.025891529492925817758658521541594632256
f(z) = -217/37*z^3 + 143/37*z + 1
*
0 | 0.12646980011767829742616947794080130241 | 0.023507846303879704778260705452769146531
f(z) = -217/38*z^3 + 141/38*z + 1
*
-5/9 | 0.19549207723514653418138827543703152956 | 0.027276551427878113023272514567566483525
f(z) = -216/25*z^3 + 149/30*z + 1
*
[ -1/3 ] 
f(z) = -216/29*z^3 + 140/29*z + 1
*
[ -1/2 ] 
f(z) = -216/29*z^3 + 141/29*z + 1
*
0 | 0.13911791200557109807998383787813975732 | 0.025881061677976855990965878230546617716
f(z) = -216/29*z^3 + 158/29*z + 1
*
[ -1/2 ] 
f(z) = -216/31*z^3 + 147/31*z + 1
*
[ -1/3 ] 
f(z) = -216/31*z^3 + 148/31*z + 1
*
0 | 0.13914104752416497679651246299952157853 | 0.025885365737569528551411901923577586752
f(z) = -216/31*z^3 + 154/31*z + 1
*
[ 5/6 ] 
f(z) = -216/35*z^3 + 143/35*z + 1
*
0 | 0.13918718861402360229585468969464869686 | 0.025893949681759780177413751247048919655
f(z) = -216/35*z^3 + 146/35*z + 1
*
[ -1/2 ] 
f(z) = -216/35*z^3 + 159/35*z + 1
*
0 | 0.13921019463807744728347126368837735216 | 0.025898229650592828341188513558340941056
f(z) = -216/37*z^3 + 142/37*z + 1
*
0 | 0.11335109067430830907671052106279607588 | 0.021105702912885622606987091761460803568
f(z) = -215/28*z^3 + 159/28*z + 1
*
0 | 0.13903354072239227446422332017677713775 | 0.025887713898093929869343966645076731545
f(z) = -215/29*z^3 + 157/29*z + 1
*
0 | 0.13905678079929165444154213292628162609 | 0.025892041145020210254455083353991588662
f(z) = -215/31*z^3 + 153/31*z + 1
*
0 | 0.11339626660746089740728054857797392911 | 0.021114114563962457099556833793202421268
f(z) = -215/32*z^3 + 151/32*z + 1
*
0 | 0.11873633870071284108927979283717280997 | 0.022108423259742057953294933952280108444
f(z) = -215/33*z^3 + 149/33*z + 1
*
0 | 0.12625615214018410783503778745409491389 | 0.023508594598806005190297336009462589473
f(z) = -215/34*z^3 + 147/34*z + 1
*
0 | 0.099880761764786627628377633397606302203 | 0.018597559776265080121686905937632977518
f(z) = -215/36*z^3 + 143/36*z + 1
*
0 | 0.13912623927239942208268299579520623506 | 0.025904974147159619486281319923343095209
f(z) = -215/37*z^3 + 141/37*z + 1
*
[ -3/8 ] 
f(z) = -214/27*z^3 + 153/32*z + 1
*
0 | 0.13894878321186917238970270323217481468 | 0.025894410042625459095733480716931469935
f(z) = -214/29*z^3 + 156/29*z + 1
*
0 | 0.13897212879676965215789043690704212460 | 0.025898760711513118054011867180767709727
f(z) = -214/31*z^3 + 152/31*z + 1
*
0 | 0.11865179181298496958215128513950527332 | 0.022111875170672337103973521656969768218
f(z) = -214/33*z^3 + 148/33*z + 1
*
0 | 0.13901868768183111948014963403766067334 | 0.025907437396785494867612083535637669534
f(z) = -214/35*z^3 + 144/35*z + 1
*
0 | 0.13904190144701411857289688564302463521 | 0.025911763499831429664057738421067724997
f(z) = -214/37*z^3 + 140/37*z + 1
*
0 | 0.11318107958473763025229401429613256987 | 0.021110783760049217557165966701539778772
f(z) = -213/28*z^3 + 157/28*z + 1
*
0 | 0.13886363592104779940266401631740662141 | 0.025901150623577865151065286442353146558
f(z) = -213/29*z^3 + 155/29*z + 1
*
0 | 0.13888708797664760213579274785107990007 | 0.025905524952540908983672948338666481632
f(z) = -213/31*z^3 + 151/31*z + 1
*
0 | 0.11322667947687335919434549675765754920 | 0.021119289152168562167307810862424201891
f(z) = -213/32*z^3 + 149/32*z + 1
*
0 | 0.12608677580304561219134302475576410206 | 0.023517982588132531804056154613729924706
f(z) = -213/34*z^3 + 145/34*z + 1
*
0 | 0.13893385861068020827611368811639659100 | 0.025914248714012396946287208612748265303
f(z) = -213/35*z^3 + 143/35*z + 1
*
0 | 0.12519137585352428025359816932450057955 | 0.023371485015648298560097451157387321189
f(z) = -212/27*z^3 + 158/27*z + 1
*
[ -1/2 ] 
f(z) = -212/29*z^3 + 140/29*z + 1
*
0 | 0.13877809524771308676409301598175052897 | 0.025907936161489449209716747984260440012
f(z) = -212/29*z^3 + 154/29*z + 1
*
[ -1/2 ] 
f(z) = -212/31*z^3 + 146/31*z + 1
*
0 | 0.13880165474995159891122394131914848109 | 0.025912334392196552814060688282301845525
f(z) = -212/31*z^3 + 150/31*z + 1
*
0 | 0.11848153088102978637010093182531711003 | 0.022118850477823115783054923883536468145
f(z) = -212/33*z^3 + 146/33*z + 1
*
[ -1/2 ] 
f(z) = -212/33*z^3 + 152/33*z + 1
*
0 | 0.13884863906863717062241135038693858720 | 0.025921105709650680554042498150984682229
f(z) = -212/35*z^3 + 142/35*z + 1
*
[ -1/2 ] 
f(z) = -212/35*z^3 + 158/35*z + 1
*
0 | 0.12582116323905952535412567663525025849 | 0.023509809135642739000712223871491210864
f(z) = -211/26*z^3 + 159/26*z + 1
*
0 | 0.12510532929644809428007422830281814503 | 0.023376054853530165083260882071419271199
f(z) = -211/27*z^3 + 157/27*z + 1
*
0 | 0.11300949295473637950784501357961992086 | 0.021115935836912026369226314592137438365
f(z) = -211/28*z^3 + 155/28*z + 1
*
0 | 0.13869215753947384595145958435452355111 | 0.025914767185615286852267366789557760413
f(z) = -211/29*z^3 + 153/29*z + 1
*
0 | 0.10552495204112599590429566829296292680 | 0.019717441944333987152955259834491368137
f(z) = -211/30*z^3 + 151/30*z + 1
*
0 | 0.13871582547777565319679117087847700436 | 0.025919189563359899220424821029355200816
f(z) = -211/31*z^3 + 149/31*z + 1
*
0 | 0.11305552461391643010275842765725596235 | 0.021124536898082187233403031995647226841
f(z) = -211/32*z^3 + 147/32*z + 1
*
0 | 0.11839580963545380768337722622495862599 | 0.022122374450638691173462441194392523250
f(z) = -211/33*z^3 + 145/33*z + 1
*
0 | 0.12591583560511372180761719262385904242 | 0.023527498761132252142759058445039991114
f(z) = -211/34*z^3 + 143/34*z + 1
*
0 | 0.13876302544347172102750160764356244342 | 0.025928008923761257831832070863121980002
f(z) = -211/35*z^3 + 141/35*z + 1
*
0 | 0.13860581909282637590550962126512796468 | 0.025921644234117058801692988074667586508
f(z) = -210/29*z^3 + 152/29*z + 1
*
0 | 0.13862959647035094924745489524611295100 | 0.025926091007889229962992672965660404940
f(z) = -210/31*z^3 + 148/31*z + 1
*
0 | 0.13847116081284656971719360716259334650 | 0.025919598864844418270242421707481173536
f(z) = -209/25*z^3 + 159/25*z + 1
*
0 | 0.12564775042620355845538333614238309070 | 0.023519260401947455236449558992361455739
f(z) = -209/26*z^3 + 157/26*z + 1
*
0 | 0.12493202717088804644991986804789312191 | 0.023385288392417672945702428961121400282
f(z) = -209/27*z^3 + 155/27*z + 1
*
0 | 0.11283630130408159084029962401771334682 | 0.021121160897520124557930566934608480714
f(z) = -209/28*z^3 + 153/28*z + 1
*
0 | 0.13851907615219612039290573581072948633 | 0.025928567854257974396315397677979519751
f(z) = -209/29*z^3 + 151/29*z + 1
*
0 | 0.10535094709013390284963790987632704687 | 0.019720021646228479118207635390116773745
f(z) = -209/30*z^3 + 149/30*z + 1
*
0 | 0.13854296398609331011113698124583365667 | 0.025933039276817954468318856727408428186
f(z) = -209/31*z^3 + 147/31*z + 1
*
0 | 0.11288277275615342007477251008672973931 | 0.021129859614200897180912217382154484220
f(z) = -209/32*z^3 + 145/32*z + 1
*
0 | 0.12574330239164980603295321655667965165 | 0.023537146210086679274129573283338453446
f(z) = -209/34*z^3 + 141/34*z + 1
*
-3/4 | 0.10199421291271373960705013219137205067 | 0.019108849696191995983688149042333741862
f(z) = -208/21*z^3 + 145/21*z + 1
*
0 | 0.13838378530014744662277338721865367692 | 0.025926519536492230892385175555728354627
f(z) = -208/25*z^3 + 158/25*z + 1
*
[ -1/4 ] 
f(z) = -208/27*z^3 + 148/27*z + 1
*
0 | 0.12484476400974938389914384108637615641 | 0.023389952848211912412320423938333269614
f(z) = -208/27*z^3 + 154/27*z + 1
*
0 | 0.13843192490895675504540631210526426370 | 0.025935538602602950285243166377648445052
f(z) = -208/29*z^3 + 150/29*z + 1
*
[ -1/4 ] 
f(z) = -208/29*z^3 + 158/29*z + 1
*
[ -1/2 ] 
f(z) = -208/31*z^3 + 145/31*z + 1
*
0 | 0.13845592423062825549055664510836875250 | 0.025940034930556613037845831001110526516
f(z) = -208/31*z^3 + 146/31*z + 1
*
0 | 0.11813623850916492585762630532893623143 | 0.022133095210774717991890221762357294814
f(z) = -208/33*z^3 + 142/33*z + 1
*
-1/4 | 0.15018664250110811147136259554499487557 | 0.028137811901008932969518685571610815771
f(z) = -208/33*z^3 + 145/33*z + 1
*
[ -1/2 ] 
f(z) = -208/33*z^3 + 151/33*z + 1
*
-1/4 | 0.13799420639889887811369737972548392845 | 0.025853531035908012322777244154438502570
f(z) = -208/35*z^3 + 153/35*z + 1
*
[ -1/2 ] 
f(z) = -208/35*z^3 + 157/35*z + 1
*
[ -2/3 ] 
f(z) = -207/22*z^3 + 147/22*z + 1
*
0 | 0.13829599551225004953715428419428332251 | 0.025933487377377279983020074560585288895
f(z) = -207/25*z^3 + 157/25*z + 1
*
[ -5/6 ] 
f(z) = -207/25*z^3 + 159/20*z + 1
*
0 | 0.12547269811578338883098993825587522238 | 0.023528842037244014456089212965987435084
f(z) = -207/26*z^3 + 155/26*z + 1
*
[ -2/3 ] 
f(z) = -207/26*z^3 + 157/26*z + 1
*
0 | 0.11266147431717732387807261254750343430 | 0.021126460757588838147918959204977700107
f(z) = -207/28*z^3 + 151/28*z + 1
*
0 | 0.13834436150042606307579129529483233241 | 0.025942557045224212846648879789848481573
f(z) = -207/29*z^3 + 149/29*z + 1
*
0 | 0.13836847335579301657643273771104363826 | 0.025947078539100357992935848867233056612
f(z) = -207/31*z^3 + 145/31*z + 1
*
[ -1/3 ] 
f(z) = -207/31*z^3 + 147/31*z + 1
*
0 | 0.11270839381395322930074724323457376723 | 0.021135259177043312201648586823954611335
f(z) = -207/32*z^3 + 143/32*z + 1
*
[ -1/3 ] 
f(z) = -207/32*z^3 + 151/32*z + 1
*
[ -1/3 ] 
f(z) = -207/34*z^3 + 159/34*z + 1
*
0 | 0.13820778750146367662391726934942443535 | 0.025940502955207112516354754564102449908
f(z) = -206/25*z^3 + 156/25*z + 1
*
0 | 0.12466899410316433562546484213227276524 | 0.023399379068430448668216067319084630438
f(z) = -206/27*z^3 + 152/27*z + 1
*
0 | 0.13825638200883793732775560208111130689 | 0.025949623757912499097439056468235130892
f(z) = -206/29*z^3 + 148/29*z + 1
*
0 | 0.13828060745861485107174464658701850910 | 0.025954170682242089405320507090480896183
f(z) = -206/31*z^3 + 144/31*z + 1
*
0 | 0.11796114699408590088360564686039369044 | 0.022140369493776170666997446938005978767
f(z) = -206/33*z^3 + 140/33*z + 1
*
0 | 0.13809467164692689096255831429286716368 | 0.025942966890563511410466241246187830998
f(z) = -205/23*z^3 + 159/23*z + 1
*
0 | 0.089238706840670872881120364946479204406 | 0.016764707785709469588420627168940018848
f(z) = -205/24*z^3 + 157/24*z + 1
*
0 | 0.12529597500636260079705013563553362751 | 0.023538557225594987367146919356256786951
f(z) = -205/26*z^3 + 153/26*z + 1
*
0 | 0.12458047943595530457760537669534769610 | 0.023404141627425639655438540264424216109
f(z) = -205/27*z^3 + 151/27*z + 1
*
0 | 0.11248498081118592044489523821355345582 | 0.021131837297324199011594702439967423669
f(z) = -205/28*z^3 + 149/28*z + 1
*
0 | 0.13816798246028982415782826889888771250 | 0.025956739326394037396694829276609343692
f(z) = -205/29*z^3 + 147/29*z + 1
*
0 | 0.13819232258026497967877716981357807664 | 0.025961311949791428670395022731249295709
f(z) = -205/31*z^3 + 143/31*z + 1
*
0 | 0.11253235683900930756951253123173499044 | 0.021140737530088943046956652271980348123
f(z) = -205/32*z^3 + 141/32*z + 1
*
0 | 0.13800549798213927833021140306096290113 | 0.025950053429009159608037027441055755241
f(z) = -204/23*z^3 + 158/23*z + 1
*
0 | 0.13803010073584378327763280056968596560 | 0.025954679641605525036251558567133229551
f(z) = -204/25*z^3 + 154/25*z + 1
*
0 | 0.13807915882366490163675054391330258997 | 0.025963904346553496057334032895006920714
f(z) = -204/29*z^3 + 146/29*z + 1
*
0 | 0.13810361470498744253031338354510672990 | 0.025968502941799720070858805837140388218
f(z) = -204/31*z^3 + 142/31*z + 1
*
[ -1/2 ] 
f(z) = -204/31*z^3 + 144/31*z + 1
*
[ -1/2 ] 
f(z) = -204/35*z^3 + 156/35*z + 1
*
0 | 0.12506810678630757588431350964423674257 | 0.023539103750098362135064467789668135196
f(z) = -203/22*z^3 + 159/22*z + 1
*
0 | 0.13791589278035297749223680509412387680 | 0.025957189185657260174226166136702008351
f(z) = -203/23*z^3 + 157/23*z + 1
*
0 | 0.079340560863643021487282168439966704384 | 0.014932709399297885454262423058802429576
f(z) = -203/24*z^3 + 155/24*z + 1
*
0 | 0.13794061379771084910088434123716008167 | 0.025961841935325800209318052618937815715
f(z) = -203/25*z^3 + 153/25*z + 1
*
0 | 0.12511754889130824784997882104085542528 | 0.023548409262663788523010573793804676563
f(z) = -203/26*z^3 + 151/26*z + 1
*
0 | 0.12440217043961782501139901460693453012 | 0.023413767681947311555779761054976255586
f(z) = -203/27*z^3 + 149/27*z + 1
*
0 | 0.10482212073800262997812010060101442041 | 0.019728600989963281145544087190055459042
f(z) = -203/30*z^3 + 143/30*z + 1
*
0 | 0.13801447975900215037702829470949386717 | 0.025975744268791257663346835178449946151
f(z) = -203/31*z^3 + 141/31*z + 1
*
0 | 0.13782585184407141911674135574330881414 | 0.025964374764209331917400894895492972133
f(z) = -202/23*z^3 + 156/23*z + 1
*
0 | 0.13785069226782737131787608208606680122 | 0.025969054336750127750282038153149882415
f(z) = -202/25*z^3 + 152/25*z + 1
*
0 | 0.12431236784031691938165504773346937664 | 0.023418632014579285212272963815003281665
f(z) = -202/27*z^3 + 148/27*z + 1
*
[ -3/8 ] 
f(z) = -202/27*z^3 + 151/32*z + 1
*
[ -3/4 ] 
f(z) = -202/27*z^3 + 157/24*z + 1
*
0 | 0.13790022286899633272018354631910027179 | 0.025978385177618083665003048348953236549
f(z) = -202/29*z^3 + 144/29*z + 1
*
0 | 0.13792491360938138075654805384042003855 | 0.025983036552000942315098772883191529853
f(z) = -202/31*z^3 + 140/31*z + 1
*
0 | 0.12488746457212134525574793389724914721 | 0.023548988175720061972427514159465491702
f(z) = -201/22*z^3 + 157/22*z + 1
*
0 | 0.13773537091424850466607352538669623108 | 0.025971610778958103280327265444456787578
f(z) = -201/23*z^3 + 155/23*z + 1
*
0 | 0.13776033190379485194201410459406091482 | 0.025976317464690695373813189885400762765
f(z) = -201/25*z^3 + 151/25*z + 1
*
0 | 0.12493738662354282850934854855918503035 | 0.023558401560823682937153978117165299723
f(z) = -201/26*z^3 + 149/26*z + 1
*
0 | 0.11212686497233826762114281526267331570 | 0.021142828277127082198123258598140601815
f(z) = -201/28*z^3 + 145/28*z + 1
*
0 | 0.13781010219257878233706877863848548511 | 0.025985702233178793773530482834566924204
f(z) = -201/29*z^3 + 143/29*z + 1
*
-6/55 | 0.26153258233492733101704712726502583987 | 0.027819771808666799284854646226470954314
f(z) = -220/27*z^3 + 152/55*z + 1
*
[ 2/3 ] 
f(z) = -207/25*z^3 + 159/50*z + 1
*
[ 2/3 ] 
f(z) = -207/29*z^3 + 155/58*z + 1
*
[ 2/3 ] 
f(z) = -216/35*z^3 + 157/70*z + 1
*
[ 2/3 ] 
f(z) = -216/37*z^3 + 155/74*z + 1
*
[ 3/5 ] 
f(z) = -208/27*z^3 + 158/75*z + 1
*
[ 2/3 ] 
f(z) = -207/31*z^3 + 153/62*z + 1
*
[ 2/3 ] 
f(z) = -207/35*z^3 + 149/70*z + 1
*
[ 2/3 ] 
f(z) = -207/37*z^3 + 147/74*z + 1
*
[ 3/5 ] 
f(z) = -202/27*z^3 + 152/75*z + 1
*
[ -4/3 ] 
f(z) = -219/32*z^3 + 167/12*z + 1
*
[ -4/3 ] 
f(z) = -213/32*z^3 + 163/12*z + 1
*
6/5 | 0.20510527328363404784561614588007474699 | 0.028380668205555182658699054702983294209
f(z) = -205/24*z^3 + 172/15*z + 1
*
0 | 0.11901560284100437175948219929918169861 | 0.022065966145825741821064668892431860852
f(z) = -220/21*z^3 + 178/21*z + 1
*
0 | 0.13938317113532646651511120555976038350 | 0.025842194318662112378771002674830091858
f(z) = -220/23*z^3 + 174/23*z + 1
*
0 | 0.12586572093660147635215400916622924993 | 0.023336005286780097894854186647302835432
f(z) = -220/27*z^3 + 166/27*z + 1
*
0 | 0.13945160424930384878699381841373030541 | 0.025854882090183092294279997592725742266
f(z) = -220/29*z^3 + 162/29*z + 1
*
[ -1/2 ] 
f(z) = -220/37*z^3 + 166/37*z + 1
*
[ -1/2 ] 
f(z) = -220/39*z^3 + 172/39*z + 1
*
0 | 0.11359467752101801294207308748301453106 | 0.021078709509937426429900574305529984508
f(z) = -219/20*z^3 + 179/20*z + 1
*
0 | 0.12645310460881401605395220574544104285 | 0.023464728426080863181909271651407863327
f(z) = -219/22*z^3 + 175/22*z + 1
*
0 | 0.13930000529473650278356194330304480161 | 0.025848608494858483027449345895256825970
f(z) = -219/23*z^3 + 173/23*z + 1
*
0 | 0.13932296081279276440089212292680610466 | 0.025852868137187838932719998837220339271
f(z) = -219/25*z^3 + 169/25*z + 1
*
0 | 0.12649901570133358472931622139355035620 | 0.023473247721206506640180627283616885473
f(z) = -219/26*z^3 + 167/26*z + 1
*
0 | 0.11368650015732066103956336059068058782 | 0.021095748183925492771742913587892655554
f(z) = -219/28*z^3 + 163/28*z + 1
*
0 | 0.13936874330030458321747788605650679386 | 0.025861363568276372193200485187562019705
f(z) = -219/29*z^3 + 161/29*z + 1
*
0 | 0.11884869024793144244891614870330741697 | 0.022072392835730371005468549951535693579
f(z) = -218/21*z^3 + 176/21*z + 1
*
0 | 0.13921646423396394230307184289432623675 | 0.025855063958745997543583640604598425708
f(z) = -218/23*z^3 + 172/23*z + 1
*
0 | 0.13923952267313509173089540888683949806 | 0.025859346335998137783544010717887298663
f(z) = -218/25*z^3 + 168/25*z + 1
*
0 | 0.12569942313154928188166082554369405623 | 0.023344700230152840930045029746024071957
f(z) = -218/27*z^3 + 164/27*z + 1
*
0 | 0.13928550986075194843926329515538551695 | 0.025867887004543766651405015831742985055
f(z) = -218/29*z^3 + 160/29*z + 1
*
0 | 0.11342690516927162342467297632651265019 | 0.021083470132497314326103616970847134016
f(z) = -217/20*z^3 + 177/20*z + 1
*
0 | 0.12628554019076667713504284268172602901 | 0.023473596593373544177176944678961381311
f(z) = -217/22*z^3 + 173/22*z + 1
*
0 | 0.13913254455152467489583380809669138935 | 0.025861561180152045765501641173239962737
f(z) = -217/23*z^3 + 171/23*z + 1
*
-6/7 | 0.13260387233106623061435580325691132164 | 0.018100922292058636246930173682433802430
f(z) = -217/24*z^3 + 164/21*z + 1
*
0 | 0.090275917443676769555251297528711932360 | 0.016780230460023004408160784617298021174
f(z) = -217/24*z^3 + 169/24*z + 1
*
[ -2/3 ] 
f(z) = -217/24*z^3 + 176/27*z + 1
*
0 | 0.13915570683906070159605439977113432903 | 0.025865866520201105217894993570555664520
f(z) = -217/25*z^3 + 167/25*z + 1
*
0 | 0.12633186482376804985166535117215869646 | 0.023482207284239399993906511756761025001
f(z) = -217/26*z^3 + 165/26*z + 1
*
0 | 0.12561571075902212156367069165490976515 | 0.023349090606042067088796542702575554624
f(z) = -217/27*z^3 + 163/27*z + 1
*
[ -3/14 ] 
f(z) = -217/27*z^3 + 169/28*z + 1
*
[ -1/6 ] 
f(z) = -216/23*z^3 + 167/23*z + 1
*
0 | 0.13904824279946576943673685466376329992 | 0.025868100636553265007781698682007533641
f(z) = -216/23*z^3 + 170/23*z + 1
*
0 | 0.13907150987520697399475302321442965817 | 0.025872429170626578008272642341867128548
f(z) = -216/25*z^3 + 166/25*z + 1
*
-5/12 | 0.21390741358962685771449387000637796165 | 0.029846000155615856739130922895257872113
f(z) = -216/25*z^3 + 167/30*z + 1
*
-5/18 | 0.20377537567720425860408346153678666900 | 0.028432300648730064729170481056695653310
f(z) = -216/25*z^3 + 173/30*z + 1
*
[ -1/3 ] 
f(z) = -216/35*z^3 + 164/35*z + 1
*
[ -1/2 ] 
f(z) = -216/37*z^3 + 165/37*z + 1
*
[ -1/3 ] 
f(z) = -216/37*z^3 + 172/37*z + 1
*
0 | 0.11859546593350067759796399093800619137 | 0.022082193086255338122923500243626752037
f(z) = -215/21*z^3 + 173/21*z + 1
*
0 | 0.12611644555924750522826709408600495941 | 0.023482581566424206826009871544837353146
f(z) = -215/22*z^3 + 171/22*z + 1
*
0 | 0.13896355548251507633136899057247296899 | 0.025874682813237593588231328015631539018
f(z) = -215/23*z^3 + 169/23*z + 1
*
0 | 0.087253542588673994500988595024015528228 | 0.016246401662465555648527245234184193770
f(z) = -215/24*z^3 + 167/24*z + 1
*
[ -2/3 ] 
f(z) = -215/24*z^3 + 175/27*z + 1
*
0 | 0.12616319125196640633230416323610094688 | 0.023491285502990789736881243350606613074
f(z) = -215/26*z^3 + 163/26*z + 1
*
0 | 0.12544714195880495850106413363027305665 | 0.023357958831297169692511762417310535745
f(z) = -215/27*z^3 + 161/27*z + 1
*
0 | 0.11851131601207884187566679365302448288 | 0.022085696186548503733304748794232913537
f(z) = -214/21*z^3 + 172/21*z + 1
*
0 | 0.13887847905721128527292384243709749440 | 0.025881308203470555451952108758933944102
f(z) = -214/23*z^3 + 168/23*z + 1
*
0 | 0.13890195858039534690143006869114446033 | 0.025885683833014618185619181981839700962
f(z) = -214/25*z^3 + 164/25*z + 1
*
0 | 0.12536227854393752942448160432716586934 | 0.023362437363303612442274807741505263484
f(z) = -214/27*z^3 + 160/27*z + 1
*
[ -3/4 ] 
f(z) = -214/27*z^3 + 163/24*z + 1
*
0 | 0.11308673013823311051471071338289138899 | 0.021093185493887195199701784569484573716
f(z) = -213/20*z^3 + 173/20*z + 1
*
0 | 0.12594579250552359345536826275537218539 | 0.023491686073567677208379531323503359613
f(z) = -213/22*z^3 + 169/22*z + 1
*
0 | 0.13879300993101389669606757745083232684 | 0.025887977308665907312225875755557089469
f(z) = -213/23*z^3 + 167/23*z + 1
*
0 | 0.13881659713978245677764502379376950191 | 0.025892376846695082959439491431723026736
f(z) = -213/25*z^3 + 163/25*z + 1
*
0 | 0.12599296698420292394992758852417366969 | 0.023500485161030407977304937107758963199
f(z) = -213/26*z^3 + 161/26*z + 1
*
0 | 0.11833873060744216541372827045063107749 | 0.022092191657024721246300673436682644998
f(z) = -212/21*z^3 + 170/21*z + 1
*
0 | 0.13870714446139254775441865694671949308 | 0.025894690638560784464883763271614015035
f(z) = -212/23*z^3 + 166/23*z + 1
*
0 | 0.13873084034829044762441061722388524101 | 0.025899114330382933037637122674947564765
f(z) = -212/25*z^3 + 162/25*z + 1
*
[ -1/2 ] 
f(z) = -212/37*z^3 + 164/37*z + 1
*
[ -1/2 ] 
f(z) = -212/39*z^3 + 170/39*z + 1
*
0 | 0.11291427004090229516049411282671160930 | 0.021098143341023829787206993744711478299
f(z) = -211/20*z^3 + 171/20*z + 1
*
0 | 0.11825338860997405233958294898855390199 | 0.022095762940780291401947125069999659310
f(z) = -211/21*z^3 + 169/21*z + 1
*
0 | 0.12577355203349888407189376273991306467 | 0.023500912934664833501548099025311435268
f(z) = -211/22*z^3 + 167/22*z + 1
*
0 | 0.13862087895489511540075492956833953037 | 0.025901448711395486364264744171670880347
f(z) = -211/23*z^3 + 165/23*z + 1
*
0 | 0.083108839550321507323941772348979535536 | 0.015528969094018525140316388821027593642
f(z) = -211/24*z^3 + 163/24*z + 1
*
[ -2/3 ] 
f(z) = -211/24*z^3 + 173/27*z + 1
*
0 | 0.13864468452625642080277645363347506646 | 0.025905896806013764956292563067748474140
f(z) = -211/25*z^3 + 161/25*z + 1
*
0 | 0.13853420966619400021772685227298618846 | 0.025908252054098048183805664229106166493
f(z) = -210/23*z^3 + 164/23*z + 1
*
0 | 0.11274018859515479507727669674333861432 | 0.021103170127120191738420176889920307962
f(z) = -209/20*z^3 + 169/20*z + 1
*
0 | 0.11807941914425160904806057983030549847 | 0.022102589163308940963686683681385511855
f(z) = -209/21*z^3 + 167/21*z + 1
*
0 | 0.13844713279710997500275637243693520546 | 0.025915101202473749932161787826416450703
f(z) = -209/23*z^3 + 163/23*z + 1
*
0 | 0.089590938966287458919970773601429394273 | 0.016769998794691212132581288688842865086
f(z) = -209/24*z^3 + 161/24*z + 1
*
[ -2/3 ] 
f(z) = -209/24*z^3 + 172/27*z + 1
*
[ -6/11 ] 
f(z) = -209/24*z^3 + 179/33*z + 1
*
[ -3/11 ] 
f(z) = -209/27*z^3 + 173/33*z + 1
*
0 | 0.13835964449561296172360245434521543880 | 0.025921996701399720266452389084328967973
f(z) = -208/23*z^3 + 162/23*z + 1
*
[ -1/4 ] 
f(z) = -208/31*z^3 + 168/31*z + 1
*
[ -1/4 ] 
f(z) = -208/33*z^3 + 178/33*z + 1
*
[ -1/2 ] 
f(z) = -208/37*z^3 + 163/37*z + 1
*
0 | 0.11256445502313869271236124654600067366 | 0.021108267543620541948398197636030744637
f(z) = -207/20*z^3 + 167/20*z + 1
*
0 | 0.12542418873445891212598009674919372349 | 0.023519745480083389624307800462561963155
f(z) = -207/22*z^3 + 163/22*z + 1
*
[ -4/9 ] 
f(z) = -207/32*z^3 + 163/36*z + 1
*
[ -2/3 ] 
f(z) = -207/34*z^3 + 177/34*z + 1
*
[ -1/3 ] 
f(z) = -207/35*z^3 + 163/35*z + 1
*
[ -1/3 ] 
f(z) = -207/37*z^3 + 171/37*z + 1
*
[ -1/3 ] 
f(z) = -207/38*z^3 + 175/38*z + 1
*
0 | 0.11781432772739983459275161152411961612 | 0.022112812684639703523091862693708907836
f(z) = -206/21*z^3 + 164/21*z + 1
*
0 | 0.13818341791184328268852544550248852083 | 0.025935928976974819935654064416695318591
f(z) = -206/23*z^3 + 160/23*z + 1
*
0 | 0.11772649859225107483572544085727342939 | 0.022116527876828533463522822404997427155
f(z) = -205/21*z^3 + 163/21*z + 1
*
0 | 0.12524700370511418125117791518076075809 | 0.023529357298966943335673275180682293253
f(z) = -205/22*z^3 + 161/22*z + 1
*
[ -2/3 ] 
f(z) = -205/24*z^3 + 170/27*z + 1
*
[ -1/2 ] 
f(z) = -204/37*z^3 + 162/37*z + 1
*
0 | 0.11220790393033357072810636373583450065 | 0.021118681333444136247692074699789175355
f(z) = -203/20*z^3 + 163/20*z + 1
*
[ -2/3 ] 
f(z) = -203/24*z^3 + 169/27*z + 1
*
[ -6/7 ] 
f(z) = -203/24*z^3 + 176/21*z + 1
*
0 | 0.11745732256282234488106859934314785807 | 0.022127241740337721736135832695869789618
f(z) = -202/21*z^3 + 160/21*z + 1
*
0 | 0.11202702029085416969021798396454477297 | 0.021124001397810305468134612690505235415
f(z) = -201/20*z^3 + 161/20*z + 1
*
-2/3 | 0.17063762337442166390061064212693084134 | 0.026654144083846591248786760341742405029
f(z) = -201/20*z^3 + 179/30*z + 1
*
-3/44 | 0.19478401163929243664096123464606374130 | 0.021223348407725519411955520659558538399
f(z) = -220/27*z^3 + 163/44*z + 1
*
[ 6/7 ] 
f(z) = -217/36*z^3 + 179/42*z + 1
*
[ 2/3 ] 
f(z) = -216/23*z^3 + 169/46*z + 1
*
[ 2/3 ] 
f(z) = -216/25*z^3 + 167/50*z + 1
*
[ 2/3 ] 
f(z) = -216/29*z^3 + 163/58*z + 1
*
[ 6/7 ] 
f(z) = -203/36*z^3 + 167/42*z + 1
*
[ 3/5 ] 
f(z) = -217/27*z^3 + 167/75*z + 1
*
[ 2/3 ] 
f(z) = -216/31*z^3 + 161/62*z + 1
*
[ 2/3 ] 
f(z) = -215/32*z^3 + 179/72*z + 1
*
[ 3/5 ] 
f(z) = -214/27*z^3 + 164/75*z + 1
*
[ 3/5 ] 
f(z) = -211/27*z^3 + 161/75*z + 1
*
[ 2/3 ] 
f(z) = -211/32*z^3 + 175/72*z + 1
*
[ 2/3 ] 
f(z) = -209/32*z^3 + 173/72*z + 1
*
[ 2/3 ] 
f(z) = -205/32*z^3 + 169/72*z + 1
*
[ 2/3 ] 
f(z) = -203/32*z^3 + 167/72*z + 1
*
[ 4/7 ] 
f(z) = -203/24*z^3 + 169/84*z + 1
*
-6/5 | 0.17839397055497879874173554825487748173 | 0.024331820220997268759566194544130991452
f(z) = -215/24*z^3 + 191/15*z + 1
*
[ 6/5 ] 
f(z) = -215/24*z^3 + 196/15*z + 1
*
-6/5 | 0.21711131811668715396743917935587884176 | 0.029808864056929057509000781770617366398
f(z) = -205/24*z^3 + 182/15*z + 1
*
[ 6/5 ] 
f(z) = -205/24*z^3 + 187/15*z + 1
*
-2 | 0.11223337531046637516277120688779356142 | 0.016802411669897032025337782460464605321
f(z) = -203/32*z^3 + 199/8*z + 1
*
-2 | 0.11205233905885687452126727692736243902 | 0.016800715368560006121802928449905568432
f(z) = -201/32*z^3 + 197/8*z + 1
*
-2/3 | 0.17799696072705549733960682295454797482 | 0.027436132866506640482176768154154638653
f(z) = -219/20*z^3 + 191/30*z + 1
*
[ -6/7 ] 
f(z) = -217/24*z^3 + 185/21*z + 1
*
[ -1/6 ] 
f(z) = -216/25*z^3 + 181/25*z + 1
*
-2/11 | 0.22196580614585288599897244346123157459 | 0.028676902336774581063177322738057834552
f(z) = -209/24*z^3 + 191/33*z + 1
*
[ -3/20 ] 
f(z) = -208/27*z^3 + 196/25*z + 1
*
[ -3/4 ] 
f(z) = -208/33*z^3 + 194/33*z + 1
*
[ -1/4 ] 
f(z) = -208/35*z^3 + 188/35*z + 1
*
[ -1/4 ] 
f(z) = -208/37*z^3 + 198/37*z + 1
*
[ -2/3 ] 
f(z) = -207/38*z^3 + 187/38*z + 1
*
-21/44 | 0.15074478142929809870222445736837788735 | 0.016424905668566950728526838251287934286
f(z) = -220/27*z^3 + 199/44*z + 1
*
[ 3/4 ] 
f(z) = -215/27*z^3 + 199/48*z + 1
*
[ -2/5 ] 
f(z) = -215/32*z^3 + 183/40*z + 1
*
[ 3/4 ] 
f(z) = -209/27*z^3 + 193/48*z + 1
*
[ -2/5 ] 
f(z) = -205/32*z^3 + 181/40*z + 1
*
[ 3/4 ] 
f(z) = -203/27*z^3 + 187/48*z + 1
*
[ 2/3 ] 
f(z) = -217/32*z^3 + 181/72*z + 1
*
-1/3 | 0.18642232984688113959627719145820431620 | 0.028858372621990191983915949811663518245
f(z) = -213/20*z^3 + 191/60*z + 1
*
-1/3 | 0.18297592453938008572645887660112172915 | 0.028581426300377923319216982788073339970
f(z) = -201/20*z^3 + 187/60*z + 1
*
[ 4/7 ] 
f(z) = -217/24*z^3 + 185/84*z + 1
*
-2 | 0.11362102841354092094683103694515724430 | 0.016815475110324978068437136914478667257
f(z) = -219/32*z^3 + 215/8*z + 1
*
-2 | 0.11345317519516116783556579432552167994 | 0.016813889639511255472090180206291746546
f(z) = -217/32*z^3 + 213/8*z + 1
*
[ 3 ] 
f(z) = -215/27*z^3 + 217/3*z + 1
*
-2 | 0.11328378046791669170006502098331947709 | 0.016812290989076164899392381561747894968
f(z) = -215/32*z^3 + 211/8*z + 1
*
[ 2 ] 
f(z) = -215/32*z^3 + 219/8*z + 1
*
[ -3 ] 
f(z) = -214/27*z^3 + 218/3*z + 1
*
-2 | 0.11311281554384173521765533190027745157 | 0.016810678973108876417413697182440104094
f(z) = -213/32*z^3 + 209/8*z + 1
*
[ 2 ] 
f(z) = -213/32*z^3 + 217/8*z + 1
*
[ 3 ] 
f(z) = -212/27*z^3 + 214/3*z + 1
*
[ -3 ] 
f(z) = -211/27*z^3 + 215/3*z + 1
*
[ 3/2 ] 
f(z) = -211/27*z^3 + 215/12*z + 1
*
-2 | 0.11294025092350815759545169350277939476 | 0.016809053402402716423015634369380883289
f(z) = -211/32*z^3 + 207/8*z + 1
*
[ 2 ] 
f(z) = -211/32*z^3 + 215/8*z + 1
*
[ 3 ] 
f(z) = -209/27*z^3 + 211/3*z + 1
*
-2 | 0.11276605626501422713260773562358968135 | 0.016807414084404597494954231264819975403
f(z) = -209/32*z^3 + 205/8*z + 1
*
[ 2 ] 
f(z) = -209/32*z^3 + 213/8*z + 1
*
[ -3 ] 
f(z) = -208/27*z^3 + 212/3*z + 1
*
-2 | 0.11259020035147219138847184284499805726 | 0.016805760823165369137292675772911628748
f(z) = -207/32*z^3 + 203/8*z + 1
*
[ 2 ] 
f(z) = -207/32*z^3 + 211/8*z + 1
*
[ -2 ] 
f(z) = -207/32*z^3 + 219/8*z + 1
*
[ 3 ] 
f(z) = -206/27*z^3 + 208/3*z + 1
*
[ -6/5 ] 
f(z) = -205/24*z^3 + 212/15*z + 1
*
[ -3 ] 
f(z) = -205/27*z^3 + 209/3*z + 1
*
[ 3/2 ] 
f(z) = -205/27*z^3 + 209/12*z + 1
*
-2 | 0.11241265105690624650444949097318236326 | 0.016804093419291313143938654978275250577
f(z) = -205/32*z^3 + 201/8*z + 1
*
[ 2 ] 
f(z) = -205/32*z^3 + 209/8*z + 1
*
[ -2 ] 
f(z) = -205/32*z^3 + 217/8*z + 1
*
[ 3 ] 
f(z) = -203/27*z^3 + 205/3*z + 1
*
[ 2 ] 
f(z) = -203/32*z^3 + 207/8*z + 1
*
[ -2 ] 
f(z) = -203/32*z^3 + 215/8*z + 1
*
[ -3 ] 
f(z) = -202/27*z^3 + 206/3*z + 1
*
[ 2 ] 
f(z) = -201/32*z^3 + 205/8*z + 1
*
[ -2 ] 
f(z) = -201/32*z^3 + 213/8*z + 1
*
-5/18 | 0.19443463337097254085234898480668567844 | 0.027129008763483883169303470749428816900
f(z) = -216/25*z^3 + 203/30*z + 1
*
[ -1/6 ] 
f(z) = -216/29*z^3 + 209/29*z + 1
*
[ -2/3 ] 
f(z) = -213/20*z^3 + 217/30*z + 1
*
[ -2/3 ] 
f(z) = -201/20*z^3 + 209/30*z + 1
*
-39/110 | 0.25250859350989962656040080125300349193 | 0.026859871104613286802394610540226685319
f(z) = -220/27*z^3 + 203/55*z + 1
*
[ -4/11 ] 
f(z) = -209/32*z^3 + 203/44*z + 1
*
[ -5/12 ] 
f(z) = -208/25*z^3 + 218/45*z + 1
*
[ 5/8 ] 
f(z) = -212/25*z^3 + 217/80*z + 1
*
[ 5/8 ] 
f(z) = -204/25*z^3 + 207/80*z + 1
*
7/9 | 0.16701830854222300641620324979906387239 | 0.025798753234485372367686345277358766502
f(z) = -216/35*z^3 + 212/105*z + 1
*
[ 2/3 ] 
f(z) = -201/34*z^3 + 217/102*z + 1
*
[ 2/3 ] 
f(z) = -201/38*z^3 + 211/114*z + 1
*
[ -3 ] 
f(z) = -220/27*z^3 + 224/3*z + 1
*
[ 2 ] 
f(z) = -219/32*z^3 + 223/8*z + 1
*
[ -2 ] 
f(z) = -219/32*z^3 + 231/8*z + 1
*
[ 3 ] 
f(z) = -218/27*z^3 + 220/3*z + 1
*
[ -3 ] 
f(z) = -217/27*z^3 + 221/3*z + 1
*
[ 3/2 ] 
f(z) = -217/27*z^3 + 221/12*z + 1
*
[ 2 ] 
f(z) = -217/32*z^3 + 221/8*z + 1
*
[ -2 ] 
f(z) = -217/32*z^3 + 229/8*z + 1
*
[ -6/5 ] 
f(z) = -215/24*z^3 + 221/15*z + 1
*
[ -3/2 ] 
f(z) = -215/27*z^3 + 235/12*z + 1
*
[ -2 ] 
f(z) = -215/32*z^3 + 227/8*z + 1
*
[ -2 ] 
f(z) = -213/32*z^3 + 225/8*z + 1
*
[ -2 ] 
f(z) = -211/32*z^3 + 223/8*z + 1
*
[ -3/2 ] 
f(z) = -209/27*z^3 + 229/12*z + 1
*
[ -2 ] 
f(z) = -209/32*z^3 + 221/8*z + 1
*
[ -3/2 ] 
f(z) = -203/27*z^3 + 223/12*z + 1
*
[ -2/3 ] 
f(z) = -219/20*z^3 + 221/30*z + 1
*
-1 | 0.11278259238340845959174590114998057321 | 0.020594055144150612013986906269369593566
f(z) = -219/20*z^3 + 239/20*z + 1
*
-1 | 0.10087900981820606814779436162513028750 | 0.018420465846545576273352707643839868853
f(z) = -218/21*z^3 + 239/21*z + 1
*
-1 | 0.11260722803716555597766553165135055357 | 0.020593633780660846946915042811763214804
f(z) = -217/20*z^3 + 237/20*z + 1
*
-1 | 0.10826848644530990088360900395785609138 | 0.019769781250004732984244278605995652179
f(z) = -217/22*z^3 + 239/22*z + 1
*
[ -5/7 ] 
f(z) = -217/25*z^3 + 239/35*z + 1
*
-1 | 0.12098564520821598976844864954305497181 | 0.022091929227858221171041156487952580509
f(z) = -216/23*z^3 + 239/23*z + 1
*
-5/18 | 0.18946519467607533121004093781657500351 | 0.026435634627579609641253254617556280114
f(z) = -216/25*z^3 + 233/30*z + 1
*
[ -1/6 ] 
f(z) = -216/31*z^3 + 223/31*z + 1
*
[ -5/6 ] 
f(z) = -216/35*z^3 + 227/35*z + 1
*
-1 | 0.10061363849020344504704019476625700463 | 0.018414483110124186711800618091517236595
f(z) = -215/21*z^3 + 236/21*z + 1
*
-1 | 0.10809150618496140559608179156249864485 | 0.019767797609212535482439722934823527284
f(z) = -215/22*z^3 + 237/22*z + 1
*
-1 | 0.12089646629829716074926230048803518941 | 0.022092559653520370738280523608694157224
f(z) = -215/23*z^3 + 238/23*z + 1
*
-1 | 0.091964925392767764788827024510439040622 | 0.016792757683986114395754576748833756473
f(z) = -215/24*z^3 + 239/24*z + 1
*
-1 | 0.10052329530286187942006668218937755767 | 0.018412257678249746245432889693798282549
f(z) = -214/21*z^3 + 235/21*z + 1
*
-1 | 0.12080685547372553530069829197753893205 | 0.022093183387819665393933852667186123648
f(z) = -214/23*z^3 + 237/23*z + 1
*
-1 | 0.12074540720891212765727539537886927121 | 0.022048061867649253499376817980087008455
f(z) = -214/25*z^3 + 239/25*z + 1
*
-1 | 0.11225143406813869612867886158728789276 | 0.020592669639802559520187004297635036829
f(z) = -213/20*z^3 + 233/20*z + 1
*
-1 | 0.10791149986725927371762349718350756495 | 0.019765511427139063604438706606286120717
f(z) = -213/22*z^3 + 235/22*z + 1
*
-1 | 0.12071680852658263172544066626143321479 | 0.022093800254895805301328631793047618976
f(z) = -213/23*z^3 + 236/23*z + 1
*
-1 | 0.12065505259130518307187008254272260269 | 0.022048443833710235586226690685650326283
f(z) = -213/25*z^3 + 238/25*z + 1
*
-1 | 0.10778798682835369543071140703527690322 | 0.019682042216886045181689687122313590124
f(z) = -213/26*z^3 + 239/26*z + 1
*
-1 | 0.10034337257453645389726085737995600589 | 0.018408120476365124210146467217394575169
f(z) = -212/21*z^3 + 233/21*z + 1
*
-1 | 0.12062632118709781103049321313765617333 | 0.022094410074645953026262441352010189254
f(z) = -212/23*z^3 + 235/23*z + 1
*
-1 | 0.12056425448201214539138461156741685358 | 0.022048816466927857566487069600377492330
f(z) = -212/25*z^3 + 237/25*z + 1
*
-1 | 0.10693872505124756583524930301644866597 | 0.019526967364464795913294077572490194489
f(z) = -212/27*z^3 + 239/27*z + 1
*
-1 | 0.11207093863576939883567443990385753858 | 0.020592123684130919401779985810595890561
f(z) = -211/20*z^3 + 231/20*z + 1
*
-1 | 0.10025275090568693753750341652283335350 | 0.018406018881541337293313829068238526626
f(z) = -211/21*z^3 + 232/21*z + 1
*
-1 | 0.10773039017687731743509086053227259333 | 0.019763278335783411085820305961675501363
f(z) = -211/22*z^3 + 233/22*z + 1
*
-1 | 0.12053538912242892024324427138613975490 | 0.022095012662609413168592067933159817128
f(z) = -211/23*z^3 + 234/23*z + 1
*
-1 | 0.091603231468366410127597906592186721596 | 0.016778422323645217692825459011311676019
f(z) = -211/24*z^3 + 235/24*z + 1
*
-1 | 0.12047300850108023632428226365247183685 | 0.022049179550195827322813221531629226585
f(z) = -211/25*z^3 + 236/25*z + 1
*
-1 | 0.10760562772949658765075128335160808284 | 0.019678940054078924065461964345945126178
f(z) = -211/26*z^3 + 237/26*z + 1
*
-1 | 0.10684716156019776013706936216369820441 | 0.019525196747717066847385906835580041105
f(z) = -211/27*z^3 + 238/27*z + 1
*
-1 | 0.11182140410253811669889064585568419370 | 0.020418542558016200791520110343160563667
f(z) = -211/28*z^3 + 239/28*z + 1
*
-1 | 0.12044400793541270918662544232167854297 | 0.022095607829848712194836494517282069162
f(z) = -210/23*z^3 + 233/23*z + 1
*
-1 | 0.12025484385914496432454988206853486295 | 0.021958485201044005109534713936574193241
f(z) = -210/29*z^3 + 239/29*z + 1
*
-1 | 0.11188866541061747688675830834441727926 | 0.020591532900915842626498199119232663840
f(z) = -209/20*z^3 + 229/20*z + 1
*
-1 | 0.10007119882282069313862288686729384616 | 0.018401938099471371114725874443016878881
f(z) = -209/21*z^3 + 230/21*z + 1
*
-1 | 0.12035217316328411618839344010497055510 | 0.022096195382826950190321497047122230602
f(z) = -209/23*z^3 + 232/23*z + 1
*
[ -2/11 ] 
f(z) = -209/24*z^3 + 224/33*z + 1
*
-1 | 0.091419697686670833060565670875372426290 | 0.016771060865819108623347988730673449397
f(z) = -209/24*z^3 + 233/24*z + 1
*
-1 | 0.12028915507677560258969287106835600806 | 0.022049876172850794758335929411976894837
f(z) = -209/25*z^3 + 234/25*z + 1
*
-1 | 0.10742210496282049219061770399920484409 | 0.019675871855935186463460792649456295449
f(z) = -209/26*z^3 + 235/26*z + 1
*
-1 | 0.10666266331400338850131760298880319488 | 0.019521586154225228630390406086015985207
f(z) = -209/27*z^3 + 236/27*z + 1
*
-1 | 0.11163658063814660034424204164443958078 | 0.020416121578167504217046237615550985245
f(z) = -209/28*z^3 + 237/28*z + 1
*
-1 | 0.12016203682448547834139859952414800372 | 0.021958350379599543928217116131808633775
f(z) = -209/29*z^3 + 238/29*z + 1
*
-1 | 0.086949297186516110325407704166542403092 | 0.015876906029229336689656133055700762791
f(z) = -209/30*z^3 + 239/30*z + 1
*
-1 | 0.099978192280355250395792864422284788226 | 0.018399578082014269493748006088409747068
f(z) = -208/21*z^3 + 229/21*z + 1
*
-1 | 0.12025988027636348642985242886110643597 | 0.022096775123281291083271370814912909786
f(z) = -208/23*z^3 + 231/23*z + 1
*
-1 | 0.12019653854183539738320783954851934408 | 0.022050209252002424196496072501945835949
f(z) = -208/25*z^3 + 233/25*z + 1
*
[ -3/13 ] 
f(z) = -208/27*z^3 + 224/39*z + 1
*
-1 | 0.10656971936580307232944703655033718080 | 0.019519745425676123240894325517369810718
f(z) = -208/27*z^3 + 235/27*z + 1
*
-1 | 0.12006876161747981309523428069299220814 | 0.021958200626621925702703179214980373213
f(z) = -208/29*z^3 + 237/29*z + 1
*
-1 | 0.12000431600649267767963924079042790511 | 0.021912738917831013175915283665010436418
f(z) = -208/31*z^3 + 239/31*z + 1
*
-1 | 0.11170457899801572923015839812130708007 | 0.020590895517573063944983011809343144312
f(z) = -207/20*z^3 + 227/20*z + 1
*
-1 | 0.10736276427607906152830096065728248517 | 0.019758604545070992931978933555011686878
f(z) = -207/22*z^3 + 229/22*z + 1
*
-1 | 0.12010345594941120402484317885106822303 | 0.022050531860446244218884680110114316069
f(z) = -207/25*z^3 + 232/25*z + 1
*
-1 | 0.10723542553948455608208887732488390479 | 0.019672476437831473327218686887337502463
f(z) = -207/26*z^3 + 233/26*z + 1
*
-1 | 0.11144989126775119476920692628206031233 | 0.020413617659988609320001044007102412920
f(z) = -207/28*z^3 + 235/28*z + 1
*
-1 | 0.11997501348314531028290243072503270411 | 0.021958035635868729576545037458205744152
f(z) = -207/29*z^3 + 236/29*z + 1
*
-1 | 0.11991022915665839823000583790482002254 | 0.021912335172596244063427086410302439203
f(z) = -207/31*z^3 + 238/31*z + 1
*
-1 | 0.11132032124842834391424478003946184622 | 0.020327045034229514702565648874547934762
f(z) = -207/32*z^3 + 239/32*z + 1
*
-1 | 0.099793897150409824918285825475433835717 | 0.018395357898014390206750021370071291499
f(z) = -206/21*z^3 + 227/21*z + 1
*
-1 | 0.12007390169674558101955410575145104959 | 0.022097910349150050721937023564285327613
f(z) = -206/23*z^3 + 229/23*z + 1
*
-1 | 0.12000990257975582362695554663959100583 | 0.022050843754190605077989323420236489646
f(z) = -206/25*z^3 + 231/25*z + 1
*
-1 | 0.10638241831088042945043976489075125432 | 0.019515991167021074436515760115591900209
f(z) = -206/27*z^3 + 233/27*z + 1
*
-1 | 0.11988078759356903262723791589882688348 | 0.021957855094126402036207807522041361427
f(z) = -206/29*z^3 + 235/29*z + 1
*
-1 | 0.11981566096693102685168087587697120664 | 0.021911913525892224454021304847535121341
f(z) = -206/31*z^3 + 237/31*z + 1
*
-1 | 0.099406509155669702749394296126515479920 | 0.018151587829085380698863073727016464844
f(z) = -206/33*z^3 + 239/33*z + 1
*
-1 | 0.099700532026827736831631061037919205029 | 0.018393116554032520313143298072821030831
f(z) = -205/21*z^3 + 226/21*z + 1
*
-1 | 0.10717682756546291868557923460663710941 | 0.019756279268950948013351038699577845663
f(z) = -205/22*z^3 + 227/22*z + 1
*
-1 | 0.11998020659783242297660039658435344578 | 0.022098465413213650473187129442694456103
f(z) = -205/23*z^3 + 228/23*z + 1
*
-1 | 0.091046041977175498695892663696381428996 | 0.016755741629332817810311350685635899445
f(z) = -205/24*z^3 + 229/24*z + 1
*
-1 | 0.10704750818925412026067061176121212309 | 0.019669109186951933929801163500389936773
f(z) = -205/26*z^3 + 231/26*z + 1
*
-1 | 0.10628805158453380442590224401698255893 | 0.019514076837528390674068017772966793801
f(z) = -205/27*z^3 + 232/27*z + 1
*
-1 | 0.11126129787483358388921085642722772477 | 0.020411027884430712504568150643314810101
f(z) = -205/28*z^3 + 233/28*z + 1
*
-1 | 0.11978607904640613025943148711308877030 | 0.021957658681023737387814088174707477105
f(z) = -205/29*z^3 + 234/29*z + 1
*
-1 | 0.11972060647767735606201986519979565985 | 0.021911473623247120012832347300432251894
f(z) = -205/31*z^3 + 236/31*z + 1
*
-1 | 0.11113035132621874490645851737620481590 | 0.020323542254081510210426791741756809275
f(z) = -205/32*z^3 + 237/32*z + 1
*
-1 | 0.099311104512464771230600603325075663375 | 0.018148061460167982301289328491652914175
f(z) = -205/33*z^3 + 238/33*z + 1
*
-1 | 0.10678560380146421166871925646505487434 | 0.019499007487012612493761563485818984845
f(z) = -205/34*z^3 + 239/34*z + 1
*
-1 | 0.11988603456882942899982427840697197269 | 0.022099011821769362781886099782306841569
f(z) = -204/23*z^3 + 227/23*z + 1
*
-1 | 0.11982136426754954309488277854021018138 | 0.022051434392332449225899691285805474077
f(z) = -204/25*z^3 + 229/25*z + 1
*
-1 | 0.11969088286333929183941660423512768409 | 0.021957446068839527994736926499529099053
f(z) = -204/29*z^3 + 233/29*z + 1
*
-1 | 0.11962506065206281553693418070312821998 | 0.021911015102181280048745532716865697625
f(z) = -204/31*z^3 + 235/31*z + 1
*
-1 | 0.11949222452053771638671552146396826040 | 0.021819231222381392191636180132653915392
f(z) = -204/35*z^3 + 239/35*z + 1
*
-1 | 0.11133081964605465124799996832610090031 | 0.020589473453326520608824270207559119678
f(z) = -203/20*z^3 + 223/20*z + 1
*
-1 | 0.10698768569854039122220128799431532937 | 0.019753637811993860813467091323689949825
f(z) = -203/22*z^3 + 225/22*z + 1
*
-1 | 0.11979138072460007593064403310330008085 | 0.022099549350881828100571389426566977331
f(z) = -203/23*z^3 + 226/23*z + 1
*
-1 | 0.090857911595936310813465644612479227423 | 0.016748156444419772337891267366463357332
f(z) = -203/24*z^3 + 227/24*z + 1
*
-1 | 0.11972636951881345341457744644297460643 | 0.022051712618979061952884719935506219689
f(z) = -203/25*z^3 + 228/25*z + 1
*
[ -5/7 ] 
f(z) = -203/25*z^3 + 229/35*z + 1
*
-1 | 0.10685831406025470577306511365157331794 | 0.019665767588102198620835167754054303511
f(z) = -203/26*z^3 + 229/26*z + 1
*
-1 | 0.10609786112637424409811944736633900329 | 0.019510171716745868357090006733963322817
f(z) = -203/27*z^3 + 230/27*z + 1
*
-1 | 0.086383110612275603618348398738524827927 | 0.015847092503221953409852251106201325434
f(z) = -203/30*z^3 + 233/30*z + 1
*
-1 | 0.11952901837443761924393438591927280149 | 0.021910537591992912163028113064699937870
f(z) = -203/31*z^3 + 234/31*z + 1
*
-1 | 0.11093840847494336174168104309849484486 | 0.020319932380862065089268714908098727391
f(z) = -203/32*z^3 + 235/32*z + 1
*
-1 | 0.099118804731142974343043699634494720697 | 0.018140896035630874390665220643608877531
f(z) = -203/33*z^3 + 236/33*z + 1
*
-1 | 0.10659294488382398676747467220746005659 | 0.019493740400173439591296678384134730576
f(z) = -203/34*z^3 + 237/34*z + 1
*
-1 | 0.097241330591666772606670550829813233205 | 0.017756227110718271928843148084802670791
f(z) = -203/36*z^3 + 239/36*z + 1
*
-1 | 0.099416542718439892138040051655226415676 | 0.018386052250674861092782725707956164342
f(z) = -202/21*z^3 + 223/21*z + 1
*
-1 | 0.11969624010448637149553204096283821513 | 0.022100077771041414804359841295266404342
f(z) = -202/23*z^3 + 225/23*z + 1
*
-1 | 0.11963088437740042407656745534921021289 | 0.022051979095088599477294065905168993020
f(z) = -202/25*z^3 + 227/25*z + 1
*
-1 | 0.10600202732152306100607120991093533822 | 0.019508180074760231369110728864722147439
f(z) = -202/27*z^3 + 229/27*z + 1
*
-1 | 0.11949900728683676005299630280573261278 | 0.021956970898395035993643727142504448271
f(z) = -202/29*z^3 + 231/29*z + 1
*
-1 | 0.11943247444868043375389089928204101400 | 0.021910040713537030580996387373184088664
f(z) = -202/31*z^3 + 233/31*z + 1
*
-1 | 0.099021899157312303874971367058030390134 | 0.018137255822951408012783226444384180845
f(z) = -202/33*z^3 + 235/33*z + 1
*
-1 | 0.11929819053932540116404563130198866028 | 0.021817278424183521880673916845693946827
f(z) = -202/35*z^3 + 237/35*z + 1
*
-1 | 0.11923042720914171402554316039679247669 | 0.021771427140620696775827706677050364328
f(z) = -202/37*z^3 + 239/37*z + 1
*
-1 | 0.11114107039896076272291508658371877207 | 0.020588684807094130077437778637209766867
f(z) = -201/20*z^3 + 221/20*z + 1
*
-1 | 0.10679725592757322877425185313834234828 | 0.019751038147385202721739578051115903895
f(z) = -201/22*z^3 + 223/22*z + 1
*
-1 | 0.11960060767074243136130563143167724102 | 0.022100596847006456280135052213057832633
f(z) = -201/23*z^3 + 224/23*z + 1
*
-1 | 0.11953490374764392022278540926416281060 | 0.022052233545893835570804085248188922507
f(z) = -201/25*z^3 + 226/25*z + 1
*
-1 | 0.10666584667050810024894786394464314558 | 0.019662088374415840873019156305289906198
f(z) = -201/26*z^3 + 227/26*z + 1
*
-1 | 0.11087824059658123276822470835447889241 | 0.020405578445870973304584262024044997927
f(z) = -201/28*z^3 + 229/28*z + 1
*
-1 | 0.11940231754246969450321499469954927510 | 0.021956707646125296920353965234397567706
f(z) = -201/29*z^3 + 230/29*z + 1
*
-1 | 0.11933542359649821611817180841046676595 | 0.021909524078997434390066107869809094056
f(z) = -201/31*z^3 + 232/31*z + 1
*
-1 | 0.11074445119781227172785764882720485083 | 0.020316211698226187377323096751197016678
f(z) = -201/32*z^3 + 233/32*z + 1
*
-1 | 0.10639825581691017588664071480912903672 | 0.019488339461166787232061877586234140801
f(z) = -201/34*z^3 + 235/34*z + 1
*
-1 | 0.11920040387618412725157650415536768356 | 0.021816265238352338187260772196810676909
f(z) = -201/35*z^3 + 236/35*z + 1
*
-1 | 0.11913226563618511176221842331424647493 | 0.021770170508809368093309344929817953475
f(z) = -201/37*z^3 + 238/37*z + 1
*
-1 | 0.10626197772540702855553296610990757421 | 0.019403393580137891519466437531166100721
f(z) = -201/38*z^3 + 239/38*z + 1
*
[ -1/2 ] 
f(z) = -218/21*z^3 + 235/42*z + 1
*
[ -3/7 ] 
f(z) = -218/27*z^3 + 236/49*z + 1
*
[ -5/8 ] 
f(z) = -216/25*z^3 + 239/40*z + 1
*
[ -3/7 ] 
f(z) = -215/27*z^3 + 235/49*z + 1
*
[ -1/2 ] 
f(z) = -214/21*z^3 + 233/42*z + 1
*
[ -3/8 ] 
f(z) = -212/27*z^3 + 229/48*z + 1
*
[ -3/7 ] 
f(z) = -212/27*z^3 + 234/49*z + 1
*
[ -3/7 ] 
f(z) = -209/27*z^3 + 233/49*z + 1
*
[ -1/2 ] 
f(z) = -206/21*z^3 + 229/42*z + 1
*
[ -3/7 ] 
f(z) = -206/27*z^3 + 232/49*z + 1
*
[ -1/2 ] 
f(z) = -202/21*z^3 + 227/42*z + 1
*
[ -1/2 ] 
f(z) = -202/23*z^3 + 239/46*z + 1
*
[ -2/3 ] 
f(z) = -201/28*z^3 + 239/42*z + 1
*
-3/5 | 0.16080250511435835722711654470735444512 | 0.023037357542189837287670305528922982466
f(z) = -215/36*z^3 + 229/60*z + 1
*
-3/5 | 0.18009702605423424185457519228321355533 | 0.025978850309595659657220363270241403455
f(z) = -205/36*z^3 + 223/60*z + 1
*
[ 2/3 ] 
f(z) = -201/22*z^3 + 235/66*z + 1
*
[ 2/3 ] 
f(z) = -201/26*z^3 + 229/78*z + 1
*
[ 2/3 ] 
f(z) = -219/38*z^3 + 235/114*z + 1
*
[ 2/3 ] 
f(z) = -213/34*z^3 + 233/102*z + 1
*
[ 2/3 ] 
f(z) = -213/38*z^3 + 227/114*z + 1
*
[ 5/2 ] 
f(z) = -204/25*z^3 + 258/5*z + 1
*
-1 | 0.10105383319516426793280824308962940243 | 0.018424352700848526973514817991910910967
f(z) = -220/21*z^3 + 241/21*z + 1
*
-1 | 0.12133812376075598251627723950541756217 | 0.022089343986468401588944022385479945409
f(z) = -220/23*z^3 + 243/23*z + 1
*
-1 | 0.10765535829197503442648653327693267196 | 0.019540346716213787382140569631096820151
f(z) = -220/27*z^3 + 247/27*z + 1
*
-1 | 0.12115816150217087793703502952329162238 | 0.021959074916580190158778593472006319823
f(z) = -220/29*z^3 + 249/29*z + 1
*
-1 | 0.12109752018258660700634323084817413451 | 0.021916306503121660369606888116639908923
f(z) = -220/31*z^3 + 251/31*z + 1
*
-1 | 0.12091357196519946340042241853116619524 | 0.021789856566272439020868448485028768201
f(z) = -220/37*z^3 + 257/37*z + 1
*
-1 | 0.10050792723679314530684833078137278492 | 0.018087283990221774718726798582607202597
f(z) = -220/39*z^3 + 259/39*z + 1
*
[ -1 ] 
f(z) = -219/20*z^3 + 259/20*z + 1
*
-1 | 0.10844442983590818801783092011457848547 | 0.019771822211636845057325945177360882788
f(z) = -219/22*z^3 + 241/22*z + 1
*
-1 | 0.12125063162624950318126698100348877093 | 0.022089999499984908507582732879436252776
f(z) = -219/23*z^3 + 242/23*z + 1
*
-1 | 0.12119067680818468320229125655878380612 | 0.022046019303278780261401977521310529942
f(z) = -219/25*z^3 + 244/25*z + 1
*
-1 | 0.10832517127138253652138205615116889581 | 0.019690981067521338500577583080636822742
f(z) = -219/26*z^3 + 245/26*z + 1
*
-1 | 0.11254276243283136181833378812414970910 | 0.020427451389588048848694727783379189879
f(z) = -219/28*z^3 + 247/28*z + 1
*
-1 | 0.12106978971020015818412878105745903192 | 0.021959073978132681650914381750963378965
f(z) = -219/29*z^3 + 248/29*z + 1
*
-1 | 0.12100884862874619931016732973342442318 | 0.021916092575657930108771191494580037097
f(z) = -219/31*z^3 + 250/31*z + 1
*
-1 | 0.11242087913621275573210917197440965615 | 0.020346002467967355980383187093116288900
f(z) = -219/32*z^3 + 251/32*z + 1
*
-1 | 0.10808074346820150053892700877025395254 | 0.019532466255697494486767471236003668272
f(z) = -219/34*z^3 + 253/34*z + 1
*
-1 | 0.12088594872353480983959037789914103282 | 0.021831073020741324221424162399107777057
f(z) = -219/35*z^3 + 254/35*z + 1
*
-1 | 0.12082398054927184752682132814176354890 | 0.021789019694862383434806420334942223834
f(z) = -219/37*z^3 + 256/37*z + 1
*
-1 | 0.10795680591457149790257662358508339568 | 0.019454915424287246525253262650407129781
f(z) = -219/38*z^3 + 257/38*z + 1
*
-1 | 0.12116272381361991563809198285048848601 | 0.022090648985341574242077619857620872002
f(z) = -218/23*z^3 + 241/23*z + 1
*
-1 | 0.12110247614713548109448206119070155128 | 0.022046444846152724587376015731168836604
f(z) = -218/25*z^3 + 243/25*z + 1
*
-1 | 0.10747878620488150365290205133396921169 | 0.019537128069878236598445693780608769509
f(z) = -218/27*z^3 + 245/27*z + 1
*
-1 | 0.12098099358931451815738827047506909726 | 0.021959060824411040157382075166357330613
f(z) = -218/29*z^3 + 247/29*z + 1
*
-1 | 0.12091974976370411992812220553710629024 | 0.021915864445563841354413671483420093196
f(z) = -218/31*z^3 + 249/31*z + 1
*
-1 | 0.10051452640293691603726889203423987956 | 0.018191183150087745454026802196355572703
f(z) = -218/33*z^3 + 251/33*z + 1
*
-1 | 0.12079623399622545571902808694531688151 | 0.021830423150640029759132586299941414286
f(z) = -218/35*z^3 + 253/35*z + 1
*
-1 | 0.12073395255995076801534071364958656571 | 0.021788162857808805652106530650251959243
f(z) = -218/37*z^3 + 255/37*z + 1
*
-1 | 0.10032664358216108308007923149351275210 | 0.018079882497061760293722342657254572569
f(z) = -218/39*z^3 + 257/39*z + 1
*
[ -1 ] 
f(z) = -217/20*z^3 + 257/20*z + 1
*
-1 | 0.12107439635073835088538473977051436177 | 0.022091292282562822837878094842119747093
f(z) = -217/23*z^3 + 240/23*z + 1
*
-1 | 0.092143154742317171542517965194690495818 | 0.016799738597373208507296056411394467891
f(z) = -217/24*z^3 + 241/24*z + 1
*
-1 | 0.12101385295844812264546970607248489538 | 0.022046862069827330238263030571211629840
f(z) = -217/25*z^3 + 242/25*z + 1
*
-1 | 0.10814739856077641284649826752837423085 | 0.019688000885533093885690110909171819932
f(z) = -217/26*z^3 + 243/26*z + 1
*
-1 | 0.10738986400932291892426371731893248262 | 0.019535488020033274014019990619250026520
f(z) = -217/27*z^3 + 244/27*z + 1
*
-1 | 0.12089176903901546396986285824336265234 | 0.021959035209773552050690111601284091378
f(z) = -217/29*z^3 + 246/29*z + 1
*
-1 | 0.087681991868621246184301863611385498317 | 0.015915013883789327496456921891679884856
f(z) = -217/30*z^3 + 247/30*z + 1
*
-1 | 0.11224194310533274411423833334301866523 | 0.020343072285628655326764251582402521931
f(z) = -217/32*z^3 + 249/32*z + 1
*
-1 | 0.10042365320678036892390062498118913605 | 0.018187877212334153097063585488577776535
f(z) = -217/33*z^3 + 250/33*z + 1
*
-1 | 0.10790118848644271997096014287121007503 | 0.019528025969106754674066693841331136273
f(z) = -217/34*z^3 + 251/34*z + 1
*
-1 | 0.098554339972341033110396141140876728909 | 0.017810844541688854147441288251478099004
f(z) = -217/36*z^3 + 253/36*z + 1
*
-1 | 0.12064348371112291877262284436630396297 | 0.021787285703465561970651241059720646873
f(z) = -217/37*z^3 + 254/37*z + 1
*
-1 | 0.10777599146798570631426737885762931826 | 0.019449714057031799787937019988996442085
f(z) = -217/38*z^3 + 255/38*z + 1
*
-1 | 0.10023688818792478072498269607371923280 | 0.018076407687857574338964192381256489470
f(z) = -217/39*z^3 + 256/39*z + 1
*
-1 | 0.12092480317008097619628080311909760353 | 0.022047270780747312063031028533381234793
f(z) = -216/25*z^3 + 241/25*z + 1
*
[ -5/36 ] 
f(z) = -216/25*z^3 + 251/30*z + 1
*
-1 | 0.12080211189898965781574568529921064928 | 0.021958996883192654149945780686684708603
f(z) = -216/29*z^3 + 245/29*z + 1
*
-1 | 0.12074025345816504646461628140103032819 | 0.021915364479837004056103298945180907973
f(z) = -216/31*z^3 + 247/31*z + 1
*
-1 | 0.12055256965308389960746723225294763132 | 0.021786387872870781292317328786645240643
f(z) = -216/37*z^3 + 253/37*z + 1
*
[ -1 ] 
f(z) = -215/21*z^3 + 257/21*z + 1
*
[ -1 ] 
f(z) = -215/22*z^3 + 259/22*z + 1
*
-1 | 0.10796921775645811474626810862999543954 | 0.019685180520939348801778350914659804862
f(z) = -215/26*z^3 + 241/26*z + 1
*
-1 | 0.10721072673467325272297881626358615023 | 0.019532144849043753080890905627924936474
f(z) = -215/27*z^3 + 242/27*z + 1
*
-1 | 0.11218560014968166802930997518749171195 | 0.020423146783782770970452765065054174261
f(z) = -215/28*z^3 + 243/28*z + 1
*
-1 | 0.12071201794793807887673024358631055201 | 0.021958945588116811728110841945100112095
f(z) = -215/29*z^3 + 244/29*z + 1
*
-1 | 0.12064984754375656983095096349611120299 | 0.021915092080521496352344949957840176709
f(z) = -215/31*z^3 + 246/31*z + 1
*
-1 | 0.11206125813637708732391576666255188975 | 0.020340054338040039919406797527162282956
f(z) = -215/32*z^3 + 247/32*z + 1
*
-1 | 0.10024368698115905950816409680480449924 | 0.018181732565399766524732645101455507816
f(z) = -215/33*z^3 + 248/33*z + 1
*
-1 | 0.10772052408931536736785845272588580285 | 0.019523596505615297490712949054140171729
f(z) = -215/34*z^3 + 249/34*z + 1
*
-1 | 0.098372384506415632280387860377466714211 | 0.017803496942256631581647895422254533240
f(z) = -215/36*z^3 + 251/36*z + 1
*
-1 | 0.12046120597127072161936088748873311298 | 0.021785468999564570240944473818007816841
f(z) = -215/37*z^3 + 252/37*z + 1
*
-1 | 0.10759338955500253756852214337786532644 | 0.019444391141124087370343583436647263233
f(z) = -215/38*z^3 + 253/38*z + 1
*
-1 | 0.10005396018245846557704850755161453367 | 0.018068976037513165450496894422289948253
f(z) = -215/39*z^3 + 254/39*z + 1
*
[ -1 ] 
f(z) = -214/21*z^3 + 256/21*z + 1
*
-1 | 0.10712050324279918471450661076433767573 | 0.019530441061311116409952235414575586856
f(z) = -214/27*z^3 + 241/27*z + 1
*
-1 | 0.12062148290237635050033248396131404539 | 0.021958881062328267759307515529075443382
f(z) = -214/29*z^3 + 243/29*z + 1
*
-1 | 0.12055899736790651742602892512162873702 | 0.021914804350906650522267773165783043375
f(z) = -214/31*z^3 + 245/31*z + 1
*
-1 | 0.10015251802347484913236936398009726273 | 0.018178518540367264833665391564720781122
f(z) = -214/33*z^3 + 247/33*z + 1
*
-1 | 0.12043295505943240420000527019278140491 | 0.021827636287860197330157367725876911034
f(z) = -214/35*z^3 + 249/35*z + 1
*
-1 | 0.12036938818496249104857242622289357952 | 0.021784528709401363556850515306695725912
f(z) = -214/37*z^3 + 251/37*z + 1
*
-1 | 0.099961812188712694716863101417517844919 | 0.018065204409043018907445669830989041169
f(z) = -214/39*z^3 + 253/39*z + 1
*
[ -1 ] 
f(z) = -213/20*z^3 + 253/20*z + 1
*
[ -1 ] 
f(z) = -213/22*z^3 + 257/22*z + 1
*
0 | 0.17676567819358575126685483361483583414 | 0.027363512795270682624814361938072411364
f(z) = -213/22*z^3 + 259/33*z + 1
*
[ -1 ] 
f(z) = -213/23*z^3 + 259/23*z + 1
*
-1 | 0.11200439864256898310476570864758820624 | 0.020420883398373460739666123224394579080
f(z) = -213/28*z^3 + 241/28*z + 1
*
-1 | 0.12053050241540537598676597915789254498 | 0.021958803037796521403722454213881613741
f(z) = -213/29*z^3 + 242/29*z + 1
*
-1 | 0.12046769853518193659459364677072798695 | 0.021914500993601403561932594204361125921
f(z) = -213/31*z^3 + 244/31*z + 1
*
-1 | 0.11187878963931975779951876948837770744 | 0.020336945723593234987461425292309693094
f(z) = -213/32*z^3 + 245/32*z + 1
*
-1 | 0.10753741101773624703427671194109119546 | 0.019518938300790492487445718861294618897
f(z) = -213/34*z^3 + 247/34*z + 1
*
-1 | 0.12034100833045197555454825825283563305 | 0.021826891009366629006982413061794624968
f(z) = -213/35*z^3 + 248/35*z + 1
*
-1 | 0.12027711174594830548724404618209218973 | 0.021783566620356737529369687778277395615
f(z) = -213/37*z^3 + 250/37*z + 1
*
-1 | 0.10740961652514522197245774534923049962 | 0.019439060961764797500246412130417672187
f(z) = -213/38*z^3 + 251/38*z + 1
*
[ -1 ] 
f(z) = -212/21*z^3 + 254/21*z + 1
*
[ -1 ] 
f(z) = -212/23*z^3 + 258/23*z + 1
*
-1 | 0.12043907207545139536145762044260478067 | 0.021958711240527388180934212816451240125
f(z) = -212/29*z^3 + 241/29*z + 1
*
-1 | 0.12037594658447716971531558847277177345 | 0.021914181704705597437440033262049459388
f(z) = -212/31*z^3 + 243/31*z + 1
*
-1 | 0.099968819807794018924297885377519210923 | 0.018171991930168870323241694534631108991
f(z) = -212/33*z^3 + 245/33*z + 1
*
-1 | 0.12024860177678487600371880163874962429 | 0.021826125593169398769499262316484419351
f(z) = -212/35*z^3 + 247/35*z + 1
*
-1 | 0.12018437203716136186534646856039096318 | 0.021782582342328497149224776394349590329
f(z) = -212/37*z^3 + 249/37*z + 1
*
-1 | 0.099776125209437989941190377964321523607 | 0.018057546830742864507140992921032704851
f(z) = -212/39*z^3 + 251/39*z + 1
*
[ -1 ] 
f(z) = -211/20*z^3 + 251/20*z + 1
*
[ -1 ] 
f(z) = -211/21*z^3 + 253/21*z + 1
*
[ -1 ] 
f(z) = -211/22*z^3 + 255/22*z + 1
*
[ -1 ] 
f(z) = -211/23*z^3 + 257/23*z + 1
*
[ -1 ] 
f(z) = -211/24*z^3 + 259/24*z + 1
*
-1 | 0.12034718740497454434680922901973683484 | 0.021958605390407488492501797630629080258
f(z) = -211/29*z^3 + 240/29*z + 1
*
-1 | 0.087135810417571182307467640876019343991 | 0.015886788786201403388875136887297671341
f(z) = -211/30*z^3 + 241/30*z + 1
*
-1 | 0.12028373698769659645592229909645737476 | 0.021913846173641758464122923260814445399
f(z) = -211/31*z^3 + 242/31*z + 1
*
-1 | 0.11169450198571642447646014485282975670 | 0.020333743421189654355341518727662339554
f(z) = -211/32*z^3 + 243/32*z + 1
*
-1 | 0.099876281458079132384594537385685703230 | 0.018168678374901296012913406962260640121
f(z) = -211/33*z^3 + 244/33*z + 1
*
-1 | 0.10735181323661664166018370658490500092 | 0.019514047355720613136359923545077031806
f(z) = -211/34*z^3 + 245/34*z + 1
*
-1 | 0.12015573076548860967945747327493950922 | 0.021825339669600747263994052506187238441
f(z) = -211/35*z^3 + 246/35*z + 1
*
-1 | 0.098003007796068913056553758132524006393 | 0.017788364480411936931868989185497164973
f(z) = -211/36*z^3 + 247/36*z + 1
*
-1 | 0.12009116437127823972195636437426814714 | 0.021781575476931840272791226849708385656
f(z) = -211/37*z^3 + 248/37*z + 1
*
-1 | 0.10722267908168007399614907420199246046 | 0.019433365557208961995485923269814594533
f(z) = -211/38*z^3 + 249/38*z + 1
*
-1 | 0.099682576809179464264266052385828456082 | 0.018053659763614471044263825674573310609
f(z) = -211/39*z^3 + 250/39*z + 1
*
[ -1 ] 
f(z) = -210/23*z^3 + 256/23*z + 1
*
-1 | 0.12019106514840412061447050846310539437 | 0.021913494082981787445243936488006159458
f(z) = -210/31*z^3 + 241/31*z + 1
*
-1 | 0.11999748398928228588498037422709322642 | 0.021780545617288394375314173016199494371
f(z) = -210/37*z^3 + 247/37*z + 1
*
[ -1 ] 
f(z) = -209/20*z^3 + 249/20*z + 1
*
[ -1 ] 
f(z) = -209/21*z^3 + 251/21*z + 1
*
[ -1 ] 
f(z) = -209/23*z^3 + 255/23*z + 1
*
[ -1 ] 
f(z) = -209/24*z^3 + 257/24*z + 1
*
[ -1 ] 
f(z) = -209/25*z^3 + 259/25*z + 1
*
-1 | 0.12009792640043838702952778119106938410 | 0.021913125108268382964658644340861405601
f(z) = -209/31*z^3 + 240/31*z + 1
*
-1 | 0.11150835846663481147022520050339843390 | 0.020330444284227719725155651587403512944
f(z) = -209/32*z^3 + 241/32*z + 1
*
-1 | 0.10716499789193226926800510939968266645 | 0.019509156960523817677637384562158570091
f(z) = -209/34*z^3 + 243/34*z + 1
*
-1 | 0.11996857648409243998371365319082805508 | 0.021823704781691247766768036547056746305
f(z) = -209/35*z^3 + 244/35*z + 1
*
-1 | 0.097815512532886065308582449324730982544 | 0.017780571060161255082544983539889044565
f(z) = -209/36*z^3 + 245/36*z + 1
*
-1 | 0.11990332605898998774164131243233122542 | 0.021779492347808913413921788881565157290
f(z) = -209/37*z^3 + 246/37*z + 1
*
-1 | 0.099494046106138093884591730668326850512 | 0.018045766198637087481529429097636399427
f(z) = -209/39*z^3 + 248/39*z + 1
*
[ -1 ] 
f(z) = -208/21*z^3 + 250/21*z + 1
*
[ -1 ] 
f(z) = -208/23*z^3 + 254/23*z + 1
*
[ -1 ] 
f(z) = -208/25*z^3 + 258/25*z + 1
*
-1 | 0.099594819816564231799877606775439450145 | 0.018158342236597576961214778575713719806
f(z) = -208/33*z^3 + 241/33*z + 1
*
-1 | 0.11987428358959557697296526554862354795 | 0.021822855037407932624714339890299644202
f(z) = -208/35*z^3 + 243/35*z + 1
*
-1 | 0.11980868567353918171456746887798909166 | 0.021778415243969413906995644918819344695
f(z) = -208/37*z^3 + 245/37*z + 1
*
[ -1 ] 
f(z) = -207/20*z^3 + 247/20*z + 1
*
[ -1 ] 
f(z) = -207/22*z^3 + 251/22*z + 1
*
[ -1 ] 
f(z) = -207/25*z^3 + 257/25*z + 1
*
[ -1 ] 
f(z) = -207/26*z^3 + 259/26*z + 1
*
-1 | 0.10697627456881276008995598624681048279 | 0.019504144978569064176495001146172117865
f(z) = -207/34*z^3 + 241/34*z + 1
*
-1 | 0.11977950698567718766826380840678644395 | 0.021821983225440218763645497040511745740
f(z) = -207/35*z^3 + 242/35*z + 1
*
-1 | 0.11971355784983790128712990307129957038 | 0.021777313872080520546345947611323345968
f(z) = -207/37*z^3 + 244/37*z + 1
*
-1 | 0.10684502697837449083208253165861718858 | 0.019421925473989857300190797076566125672
f(z) = -207/38*z^3 + 245/38*z + 1
*
[ -1 ] 
f(z) = -206/21*z^3 + 248/21*z + 1
*
[ -1 ] 
f(z) = -206/23*z^3 + 252/23*z + 1
*
[ -1 ] 
f(z) = -206/25*z^3 + 256/25*z + 1
*
-1 | 0.11968424167188512885720323817970793466 | 0.021821088934228825817699062561401354779
f(z) = -206/35*z^3 + 241/35*z + 1
*
-1 | 0.11961793752697262486561200678946012076 | 0.021776187789049782473956311240210217844
f(z) = -206/37*z^3 + 243/37*z + 1
*
-1 | 0.099207590791558412462134324918577405598 | 0.018033618309607578651557415905876502755
f(z) = -206/39*z^3 + 245/39*z + 1
*
[ -1 ] 
f(z) = -205/21*z^3 + 247/21*z + 1
*
[ -1 ] 
f(z) = -205/22*z^3 + 249/22*z + 1
*
[ -1 ] 
f(z) = -205/23*z^3 + 251/23*z + 1
*
[ -1 ] 
f(z) = -205/24*z^3 + 253/24*z + 1
*
[ -1 ] 
f(z) = -205/26*z^3 + 257/26*z + 1
*
[ -1 ] 
f(z) = -205/27*z^3 + 259/27*z + 1
*
-1 | 0.097434714499601855180261937356171036033 | 0.017764507178863245435481241059430824256
f(z) = -205/36*z^3 + 241/36*z + 1
*
[ 6/5 ] 
f(z) = -205/36*z^3 + 251/30*z + 1
*
-1 | 0.11952181956457463783939858243880033227 | 0.021775036542136711756034404379673949860
f(z) = -205/37*z^3 + 242/37*z + 1
*
-1 | 0.10665227628436307221320527803450441393 | 0.019415817096614086728689213193975736657
f(z) = -205/38*z^3 + 243/38*z + 1
*
-1 | 0.099111109469088851620696998887080163646 | 0.018029484528609741260974121633519567732
f(z) = -205/39*z^3 + 244/39*z + 1
*
[ -1 ] 
f(z) = -204/23*z^3 + 250/23*z + 1
*
[ -1 ] 
f(z) = -204/25*z^3 + 254/25*z + 1
*
[ 5/4 ] 
f(z) = -204/25*z^3 + 259/20*z + 1
*
-1 | 0.11942519874114317531358184365877668624 | 0.021773859668700285552859761415862971234
f(z) = -204/37*z^3 + 241/37*z + 1
*
[ -1 ] 
f(z) = -203/20*z^3 + 243/20*z + 1
*
[ -1 ] 
f(z) = -203/22*z^3 + 247/22*z + 1
*
[ -1 ] 
f(z) = -203/23*z^3 + 249/23*z + 1
*
[ -1 ] 
f(z) = -203/24*z^3 + 251/24*z + 1
*
[ -1 ] 
f(z) = -203/25*z^3 + 253/25*z + 1
*
[ -1 ] 
f(z) = -203/26*z^3 + 255/26*z + 1
*
[ -1 ] 
f(z) = -203/27*z^3 + 257/27*z + 1
*
-1 | 0.11932806975232396204628541912409366412 | 0.021772656695938642991422686111106247295
f(z) = -203/37*z^3 + 240/37*z + 1
*
-1 | 0.10645815826083299306234453182479470812 | 0.019409680896441227675638483091885357404
f(z) = -203/38*z^3 + 241/38*z + 1
*
-1 | 0.098915587284776338990313406213588212522 | 0.018020898071663185305922852907227679915
f(z) = -203/39*z^3 + 242/39*z + 1
*
[ -1 ] 
f(z) = -202/21*z^3 + 244/21*z + 1
*
[ -1 ] 
f(z) = -202/23*z^3 + 248/23*z + 1
*
[ -1 ] 
f(z) = -202/25*z^3 + 252/25*z + 1
*
[ -1 ] 
f(z) = -202/27*z^3 + 256/27*z + 1
*
-1 | 0.098818602828525697433263968978268302533 | 0.018016820682116884191883857203571973139
f(z) = -202/39*z^3 + 241/39*z + 1
*
[ -1 ] 
f(z) = -201/20*z^3 + 241/20*z + 1
*
[ -1 ] 
f(z) = -201/22*z^3 + 245/22*z + 1
*
[ -1 ] 
f(z) = -201/23*z^3 + 247/23*z + 1
*
[ -1 ] 
f(z) = -201/25*z^3 + 251/25*z + 1
*
[ -1 ] 
f(z) = -201/26*z^3 + 253/26*z + 1
*
[ -1 ] 
f(z) = -201/28*z^3 + 257/28*z + 1
*
[ -1 ] 
f(z) = -201/29*z^3 + 259/29*z + 1
*
[ -2/3 ] 
f(z) = -219/28*z^3 + 251/42*z + 1
*
[ -1/2 ] 
f(z) = -218/23*z^3 + 247/46*z + 1
*
[ -1/2 ] 
f(z) = -218/25*z^3 + 259/50*z + 1
*
[ -3/10 ] 
f(z) = -218/27*z^3 + 253/50*z + 1
*
[ 6/7 ] 
f(z) = -217/27*z^3 + 241/42*z + 1
*
[ -1/4 ] 
f(z) = -216/23*z^3 + 257/46*z + 1
*
[ -5/24 ] 
f(z) = -216/25*z^3 + 247/40*z + 1
*
[ -1/2 ] 
f(z) = -214/23*z^3 + 245/46*z + 1
*
[ -1/2 ] 
f(z) = -214/25*z^3 + 257/50*z + 1
*
[ -2/3 ] 
f(z) = -213/28*z^3 + 247/42*z + 1
*
[ 5/6 ] 
f(z) = -212/25*z^3 + 256/45*z + 1
*
[ -1/2 ] 
f(z) = -210/23*z^3 + 243/46*z + 1
*
[ 5/6 ] 
f(z) = -208/25*z^3 + 251/45*z + 1
*
[ -5/9 ] 
f(z) = -207/25*z^3 + 241/45*z + 1
*
[ -1/2 ] 
f(z) = -206/23*z^3 + 241/46*z + 1
*
[ -1/2 ] 
f(z) = -206/25*z^3 + 253/50*z + 1
*
[ -3/10 ] 
f(z) = -206/27*z^3 + 251/50*z + 1
*
[ -1/2 ] 
f(z) = -202/25*z^3 + 251/50*z + 1
*
[ 2/3 ] 
f(z) = -219/22*z^3 + 259/66*z + 1
*
[ 2/3 ] 
f(z) = -219/26*z^3 + 253/78*z + 1
*
-5/12 | 0.14063812316739816605316365048931064942 | 0.023175388924574684038365536215891681875
f(z) = -216/35*z^3 + 243/70*z + 1
*
[ 2/3 ] 
f(z) = -213/22*z^3 + 251/66*z + 1
*
[ 2/3 ] 
f(z) = -213/26*z^3 + 245/78*z + 1
*
-1/2 | 0.16360749157585487091174367663243036911 | 0.027172705050800043562426737591330712166
f(z) = -206/39*z^3 + 259/78*z + 1
*
-2/5 | 0.19513052503073058737121554722029104102 | 0.028147420374835089901408395457298187340
f(z) = -205/28*z^3 + 257/70*z + 1
*
-1/2 | 0.15769309224112875182717277289271728337 | 0.026275985821313780540870020097533015913
f(z) = -202/39*z^3 + 257/78*z + 1
*
[ 2/3 ] 
f(z) = -219/34*z^3 + 241/102*z + 1
*
[ 5/9 ] 
f(z) = -219/25*z^3 + 257/135*z + 1
*
[ 5/8 ] 
f(z) = -208/35*z^3 + 241/140*z + 1
*
[ 3/5 ] 
f(z) = -205/33*z^3 + 259/165*z + 1
*
[ 5/2 ] 
f(z) = -216/25*z^3 + 273/5*z + 1
*
[ -5/2 ] 
f(z) = -216/25*z^3 + 277/5*z + 1
*
[ 5/2 ] 
f(z) = -212/25*z^3 + 268/5*z + 1
*
[ -5/2 ] 
f(z) = -212/25*z^3 + 272/5*z + 1
*
[ 5/2 ] 
f(z) = -208/25*z^3 + 263/5*z + 1
*
[ -5/2 ] 
f(z) = -208/25*z^3 + 267/5*z + 1
*
[ -5/2 ] 
f(z) = -204/25*z^3 + 262/5*z + 1
*
[ -1 ] 
f(z) = -220/21*z^3 + 262/21*z + 1
*
[ -1 ] 
f(z) = -220/23*z^3 + 266/23*z + 1
*
[ -1 ] 
f(z) = -220/27*z^3 + 274/27*z + 1
*
[ -1 ] 
f(z) = -220/29*z^3 + 278/29*z + 1
*
[ -1 ] 
f(z) = -219/22*z^3 + 263/22*z + 1
*
0 | 0.19447679148039182939214138942321110547 | 0.029976304475725315316337203737639899032
f(z) = -219/22*z^3 + 268/33*z + 1
*
[ -1 ] 
f(z) = -219/23*z^3 + 265/23*z + 1
*
[ -1 ] 
f(z) = -219/25*z^3 + 269/25*z + 1
*
[ -1 ] 
f(z) = -219/26*z^3 + 271/26*z + 1
*
[ -1 ] 
f(z) = -219/28*z^3 + 275/28*z + 1
*
[ -1 ] 
f(z) = -219/29*z^3 + 277/29*z + 1
*
[ -1 ] 
f(z) = -218/21*z^3 + 260/21*z + 1
*
[ -1 ] 
f(z) = -218/23*z^3 + 264/23*z + 1
*
[ -1 ] 
f(z) = -218/25*z^3 + 268/25*z + 1
*
[ -1 ] 
f(z) = -218/27*z^3 + 272/27*z + 1
*
[ -1 ] 
f(z) = -218/29*z^3 + 276/29*z + 1
*
[ -1 ] 
f(z) = -217/22*z^3 + 261/22*z + 1
*
[ -1 ] 
f(z) = -217/23*z^3 + 263/23*z + 1
*
[ -1 ] 
f(z) = -217/24*z^3 + 265/24*z + 1
*
[ -1 ] 
f(z) = -217/25*z^3 + 267/25*z + 1
*
[ -1 ] 
f(z) = -217/26*z^3 + 269/26*z + 1
*
[ -1 ] 
f(z) = -217/27*z^3 + 271/27*z + 1
*
[ -1 ] 
f(z) = -217/29*z^3 + 275/29*z + 1
*
[ -1 ] 
f(z) = -217/30*z^3 + 277/30*z + 1
*
[ -1 ] 
f(z) = -216/23*z^3 + 262/23*z + 1
*
[ -1 ] 
f(z) = -216/25*z^3 + 266/25*z + 1
*
[ -1 ] 
f(z) = -216/29*z^3 + 274/29*z + 1
*
[ -1 ] 
f(z) = -216/31*z^3 + 278/31*z + 1
*
[ -1/6 ] 
f(z) = -216/37*z^3 + 265/37*z + 1
*
[ -1 ] 
f(z) = -215/23*z^3 + 261/23*z + 1
*
[ -1 ] 
f(z) = -215/24*z^3 + 263/24*z + 1
*
[ -1 ] 
f(z) = -215/26*z^3 + 267/26*z + 1
*
[ -1 ] 
f(z) = -215/27*z^3 + 269/27*z + 1
*
[ -1 ] 
f(z) = -215/28*z^3 + 271/28*z + 1
*
[ -1 ] 
f(z) = -215/29*z^3 + 273/29*z + 1
*
[ -1 ] 
f(z) = -215/31*z^3 + 277/31*z + 1
*
[ -1 ] 
f(z) = -215/32*z^3 + 279/32*z + 1
*
[ 6/5 ] 
f(z) = -215/36*z^3 + 263/30*z + 1
*
[ -1 ] 
f(z) = -214/23*z^3 + 260/23*z + 1
*
[ -1 ] 
f(z) = -214/25*z^3 + 264/25*z + 1
*
[ -1 ] 
f(z) = -214/27*z^3 + 268/27*z + 1
*
[ -1 ] 
f(z) = -214/29*z^3 + 272/29*z + 1
*
[ -1 ] 
f(z) = -214/31*z^3 + 276/31*z + 1
*
[ -1 ] 
f(z) = -213/25*z^3 + 263/25*z + 1
*
[ -1 ] 
f(z) = -213/26*z^3 + 265/26*z + 1
*
[ -1 ] 
f(z) = -213/28*z^3 + 269/28*z + 1
*
[ -1 ] 
f(z) = -213/29*z^3 + 271/29*z + 1
*
[ -1 ] 
f(z) = -213/31*z^3 + 275/31*z + 1
*
[ -1 ] 
f(z) = -213/32*z^3 + 277/32*z + 1
*
[ -1 ] 
f(z) = -212/25*z^3 + 262/25*z + 1
*
[ 5/4 ] 
f(z) = -212/25*z^3 + 269/20*z + 1
*
[ -1 ] 
f(z) = -212/27*z^3 + 266/27*z + 1
*
[ -1 ] 
f(z) = -212/29*z^3 + 270/29*z + 1
*
[ -1 ] 
f(z) = -212/31*z^3 + 274/31*z + 1
*
[ -1 ] 
f(z) = -212/33*z^3 + 278/33*z + 1
*
[ -1 ] 
f(z) = -211/25*z^3 + 261/25*z + 1
*
[ -1 ] 
f(z) = -211/26*z^3 + 263/26*z + 1
*
[ -1 ] 
f(z) = -211/27*z^3 + 265/27*z + 1
*
[ -1 ] 
f(z) = -211/28*z^3 + 267/28*z + 1
*
[ -1 ] 
f(z) = -211/29*z^3 + 269/29*z + 1
*
[ -1 ] 
f(z) = -211/30*z^3 + 271/30*z + 1
*
[ -1 ] 
f(z) = -211/31*z^3 + 273/31*z + 1
*
[ -1 ] 
f(z) = -211/32*z^3 + 275/32*z + 1
*
[ -1 ] 
f(z) = -211/33*z^3 + 277/33*z + 1
*
[ -1 ] 
f(z) = -211/34*z^3 + 279/34*z + 1
*
[ -1 ] 
f(z) = -210/29*z^3 + 268/29*z + 1
*
[ -1 ] 
f(z) = -210/31*z^3 + 272/31*z + 1
*
[ -1 ] 
f(z) = -209/26*z^3 + 261/26*z + 1
*
[ -1 ] 
f(z) = -209/27*z^3 + 263/27*z + 1
*
[ -1 ] 
f(z) = -209/28*z^3 + 265/28*z + 1
*
[ -1 ] 
f(z) = -209/29*z^3 + 267/29*z + 1
*
[ -1 ] 
f(z) = -209/30*z^3 + 269/30*z + 1
*
[ -1 ] 
f(z) = -209/31*z^3 + 271/31*z + 1
*
[ -1 ] 
f(z) = -209/32*z^3 + 273/32*z + 1
*
[ -1 ] 
f(z) = -209/34*z^3 + 277/34*z + 1
*
[ -1 ] 
f(z) = -209/35*z^3 + 279/35*z + 1
*
[ -1 ] 
f(z) = -208/27*z^3 + 262/27*z + 1
*
[ -1 ] 
f(z) = -208/29*z^3 + 266/29*z + 1
*
[ -1 ] 
f(z) = -208/31*z^3 + 270/31*z + 1
*
[ -1 ] 
f(z) = -208/33*z^3 + 274/33*z + 1
*
[ -1 ] 
f(z) = -208/35*z^3 + 278/35*z + 1
*
[ -1 ] 
f(z) = -207/28*z^3 + 263/28*z + 1
*
[ -1 ] 
f(z) = -207/29*z^3 + 265/29*z + 1
*
[ -1 ] 
f(z) = -207/31*z^3 + 269/31*z + 1
*
[ -1 ] 
f(z) = -207/32*z^3 + 271/32*z + 1
*
[ -1 ] 
f(z) = -207/34*z^3 + 275/34*z + 1
*
[ -1 ] 
f(z) = -207/35*z^3 + 277/35*z + 1
*
[ -1 ] 
f(z) = -206/27*z^3 + 260/27*z + 1
*
[ -1 ] 
f(z) = -206/29*z^3 + 264/29*z + 1
*
[ -1 ] 
f(z) = -206/31*z^3 + 268/31*z + 1
*
[ -1 ] 
f(z) = -206/33*z^3 + 272/33*z + 1
*
[ -1 ] 
f(z) = -206/35*z^3 + 276/35*z + 1
*
[ -1 ] 
f(z) = -205/28*z^3 + 261/28*z + 1
*
[ -1 ] 
f(z) = -205/29*z^3 + 263/29*z + 1
*
[ -1 ] 
f(z) = -205/31*z^3 + 267/31*z + 1
*
[ -1 ] 
f(z) = -205/32*z^3 + 269/32*z + 1
*
[ -1 ] 
f(z) = -205/33*z^3 + 271/33*z + 1
*
[ -1 ] 
f(z) = -205/34*z^3 + 273/34*z + 1
*
[ -1 ] 
f(z) = -205/36*z^3 + 277/36*z + 1
*
[ -1 ] 
f(z) = -205/37*z^3 + 279/37*z + 1
*
[ -1 ] 
f(z) = -204/29*z^3 + 262/29*z + 1
*
[ -1 ] 
f(z) = -204/31*z^3 + 266/31*z + 1
*
[ -1 ] 
f(z) = -204/35*z^3 + 274/35*z + 1
*
[ -1 ] 
f(z) = -204/37*z^3 + 278/37*z + 1
*
[ -1 ] 
f(z) = -203/30*z^3 + 263/30*z + 1
*
[ -1 ] 
f(z) = -203/31*z^3 + 265/31*z + 1
*
[ -1 ] 
f(z) = -203/32*z^3 + 267/32*z + 1
*
[ -1 ] 
f(z) = -203/33*z^3 + 269/33*z + 1
*
[ -1 ] 
f(z) = -203/34*z^3 + 271/34*z + 1
*
[ -1 ] 
f(z) = -203/36*z^3 + 275/36*z + 1
*
[ -1 ] 
f(z) = -203/37*z^3 + 277/37*z + 1
*
[ -1 ] 
f(z) = -203/38*z^3 + 279/38*z + 1
*
[ -1 ] 
f(z) = -202/29*z^3 + 260/29*z + 1
*
[ -1 ] 
f(z) = -202/31*z^3 + 264/31*z + 1
*
[ -1 ] 
f(z) = -202/33*z^3 + 268/33*z + 1
*
[ -1 ] 
f(z) = -202/35*z^3 + 272/35*z + 1
*
[ -1 ] 
f(z) = -202/37*z^3 + 276/37*z + 1
*
[ -1 ] 
f(z) = -201/31*z^3 + 263/31*z + 1
*
[ -1 ] 
f(z) = -201/32*z^3 + 265/32*z + 1
*
[ -1 ] 
f(z) = -201/34*z^3 + 269/34*z + 1
*
[ -1 ] 
f(z) = -201/35*z^3 + 271/35*z + 1
*
[ -1 ] 
f(z) = -201/37*z^3 + 275/37*z + 1
*
[ -1 ] 
f(z) = -201/38*z^3 + 277/38*z + 1
*
[ -1/2 ] 
f(z) = -218/27*z^3 + 271/54*z + 1
*
[ -6/7 ] 
f(z) = -217/36*z^3 + 277/42*z + 1
*
[ -1/4 ] 
f(z) = -216/25*z^3 + 277/50*z + 1
*
[ -1/2 ] 
f(z) = -214/27*z^3 + 269/54*z + 1
*
[ -1/2 ] 
f(z) = -210/29*z^3 + 279/58*z + 1
*
[ -5/11 ] 
f(z) = -209/25*z^3 + 271/55*z + 1
*
-3/16 | 0.24131773835748453839276116014107246259 | 0.029755112867005595063169191688324375691
f(z) = -208/27*z^3 + 269/48*z + 1
*
[ -1/2 ] 
f(z) = -206/27*z^3 + 265/54*z + 1
*
[ -1/2 ] 
f(z) = -206/29*z^3 + 277/58*z + 1
*
[ -6/7 ] 
f(z) = -203/36*z^3 + 265/42*z + 1
*
[ -1/2 ] 
f(z) = -202/27*z^3 + 263/54*z + 1
*
[ -1/2 ] 
f(z) = -202/29*z^3 + 275/58*z + 1
*
-1/2 | 0.17602031958600907063964812900866653971 | 0.028961941578353669982182939514236084608
f(z) = -218/39*z^3 + 265/78*z + 1
*
-7/12 | 0.15913530176527732671604937796788910253 | 0.026223490665117125307307922628899645336
f(z) = -216/35*z^3 + 267/70*z + 1
*
-1/2 | 0.17239411969185893495103964012600605723 | 0.028451991175483214078333369580774716829
f(z) = -214/39*z^3 + 263/78*z + 1
*
[ 8/11 ] 
f(z) = -209/32*z^3 + 271/88*z + 1
*
[ 3/5 ] 
f(z) = -215/33*z^3 + 277/165*z + 1
*
[ -3/22 ] 
f(z) = -220/27*z^3 + 280/33*z + 1
*
[ -1 ] 
f(z) = -220/31*z^3 + 282/31*z + 1
*
[ -1 ] 
f(z) = -220/37*z^3 + 294/37*z + 1
*
[ -1 ] 
f(z) = -220/39*z^3 + 298/39*z + 1
*
[ -1 ] 
f(z) = -219/31*z^3 + 281/31*z + 1
*
[ -1 ] 
f(z) = -219/32*z^3 + 283/32*z + 1
*
[ -1 ] 
f(z) = -219/34*z^3 + 287/34*z + 1
*
[ -1 ] 
f(z) = -219/35*z^3 + 289/35*z + 1
*
[ -1 ] 
f(z) = -219/37*z^3 + 293/37*z + 1
*
[ -1 ] 
f(z) = -219/38*z^3 + 295/38*z + 1
*
[ -1 ] 
f(z) = -218/31*z^3 + 280/31*z + 1
*
[ -1 ] 
f(z) = -218/33*z^3 + 284/33*z + 1
*
[ -1 ] 
f(z) = -218/35*z^3 + 288/35*z + 1
*
[ -1 ] 
f(z) = -218/37*z^3 + 292/37*z + 1
*
[ -1 ] 
f(z) = -218/39*z^3 + 296/39*z + 1
*
[ -1 ] 
f(z) = -217/32*z^3 + 281/32*z + 1
*
[ -1 ] 
f(z) = -217/33*z^3 + 283/33*z + 1
*
[ -1 ] 
f(z) = -217/34*z^3 + 285/34*z + 1
*
[ -1 ] 
f(z) = -217/36*z^3 + 289/36*z + 1
*
[ -1 ] 
f(z) = -217/37*z^3 + 291/37*z + 1
*
[ -1 ] 
f(z) = -217/38*z^3 + 293/38*z + 1
*
[ -1 ] 
f(z) = -217/39*z^3 + 295/39*z + 1
*
[ -1 ] 
f(z) = -216/35*z^3 + 286/35*z + 1
*
[ 7/6 ] 
f(z) = -216/35*z^3 + 299/35*z + 1
*
[ -1 ] 
f(z) = -216/37*z^3 + 290/37*z + 1
*
[ -1 ] 
f(z) = -215/33*z^3 + 281/33*z + 1
*
[ -1 ] 
f(z) = -215/34*z^3 + 283/34*z + 1
*
[ -1 ] 
f(z) = -215/36*z^3 + 287/36*z + 1
*
[ -1 ] 
f(z) = -215/37*z^3 + 289/37*z + 1
*
[ -1 ] 
f(z) = -215/38*z^3 + 291/38*z + 1
*
[ -1 ] 
f(z) = -215/39*z^3 + 293/39*z + 1
*
[ -1 ] 
f(z) = -214/33*z^3 + 280/33*z + 1
*
[ -1 ] 
f(z) = -214/35*z^3 + 284/35*z + 1
*
[ -1 ] 
f(z) = -214/37*z^3 + 288/37*z + 1
*
[ -1 ] 
f(z) = -214/39*z^3 + 292/39*z + 1
*
[ -1 ] 
f(z) = -213/34*z^3 + 281/34*z + 1
*
[ -1 ] 
f(z) = -213/35*z^3 + 283/35*z + 1
*
[ -1 ] 
f(z) = -213/37*z^3 + 287/37*z + 1
*
[ -1 ] 
f(z) = -213/38*z^3 + 289/38*z + 1
*
[ -1 ] 
f(z) = -212/35*z^3 + 282/35*z + 1
*
[ -1 ] 
f(z) = -212/37*z^3 + 286/37*z + 1
*
[ -1 ] 
f(z) = -212/39*z^3 + 290/39*z + 1
*
[ -1 ] 
f(z) = -211/35*z^3 + 281/35*z + 1
*
[ -1 ] 
f(z) = -211/36*z^3 + 283/36*z + 1
*
[ -1 ] 
f(z) = -211/37*z^3 + 285/37*z + 1
*
[ -1 ] 
f(z) = -211/38*z^3 + 287/38*z + 1
*
[ -1 ] 
f(z) = -211/39*z^3 + 289/39*z + 1
*
[ -1 ] 
f(z) = -210/37*z^3 + 284/37*z + 1
*
[ -1 ] 
f(z) = -209/36*z^3 + 281/36*z + 1
*
[ -1 ] 
f(z) = -209/37*z^3 + 283/37*z + 1
*
[ -1 ] 
f(z) = -209/39*z^3 + 287/39*z + 1
*
[ -1 ] 
f(z) = -208/37*z^3 + 282/37*z + 1
*
[ -1 ] 
f(z) = -207/37*z^3 + 281/37*z + 1
*
[ -1 ] 
f(z) = -207/38*z^3 + 283/38*z + 1
*
[ -1 ] 
f(z) = -206/37*z^3 + 280/37*z + 1
*
[ -1 ] 
f(z) = -206/39*z^3 + 284/39*z + 1
*
[ -1 ] 
f(z) = -205/38*z^3 + 281/38*z + 1
*
[ -1 ] 
f(z) = -205/39*z^3 + 283/39*z + 1
*
[ -5/4 ] 
f(z) = -204/25*z^3 + 291/20*z + 1
*
[ -1 ] 
f(z) = -203/39*z^3 + 281/39*z + 1
*
[ -1 ] 
f(z) = -202/39*z^3 + 280/39*z + 1
*
[ 9/10 ] 
f(z) = -220/27*z^3 + 292/45*z + 1
*
[ -3/14 ] 
f(z) = -220/27*z^3 + 296/49*z + 1
*
[ -1/2 ] 
f(z) = -218/29*z^3 + 283/58*z + 1
*
[ -2/7 ] 
f(z) = -217/32*z^3 + 283/56*z + 1
*
[ -1/2 ] 
f(z) = -214/29*z^3 + 281/58*z + 1
*
[ -6/19 ] 
f(z) = -209/24*z^3 + 287/57*z + 1
*
[ -3/14 ] 
f(z) = -208/27*z^3 + 295/49*z + 1
*
-3/8 | 0.15087470413298062993272835190287077432 | 0.016242679331844510212439500952474583895
f(z) = -208/27*z^3 + 295/52*z + 1
*
[ -2/7 ] 
f(z) = -203/32*z^3 + 281/56*z + 1
*
[ -1/2 ] 
f(z) = -218/31*z^3 + 295/62*z + 1
*
5/6 | 0.15550140806841842749050310331639899040 | 0.025624670815715237720816515720794160555
f(z) = -216/35*z^3 + 293/70*z + 1
*
-2/3 | 0.15683414800256830538554412543957219436 | 0.025844289547916830747556974001816871199
f(z) = -216/35*z^3 + 297/70*z + 1
*
[ -3/5 ] 
f(z) = -215/36*z^3 + 289/60*z + 1
*
[ -1/2 ] 
f(z) = -214/31*z^3 + 293/62*z + 1
*
[ -1/2 ] 
f(z) = -210/31*z^3 + 291/62*z + 1
*
-2/3 | 0.14067181966730084213118270470169135904 | 0.023344664530930508090004258714303164026
f(z) = -207/35*z^3 + 289/70*z + 1
*
[ -1/2 ] 
f(z) = -206/31*z^3 + 289/62*z + 1
*
0 | 0.14760957983647504981268231808749574917 | 0.024515696298108836149108757172596007510
f(z) = -206/39*z^3 + 295/78*z + 1
*
[ -3/5 ] 
f(z) = -205/36*z^3 + 283/60*z + 1
*
[ -5/12 ] 
f(z) = -204/25*z^3 + 289/60*z + 1
*
[ -1/2 ] 
f(z) = -202/31*z^3 + 287/62*z + 1
*
[ -1/2 ] 
f(z) = -202/33*z^3 + 299/66*z + 1
*
0 | 0.14849003987035798800521998541012797967 | 0.024742505374133414912694307276091605464
f(z) = -202/39*z^3 + 287/78*z + 1
*
-3/7 | 0.21165445821624199996188821772119395612 | 0.028891621591373498807487952706252943261
f(z) = -217/36*z^3 + 289/84*z + 1
*
-3/7 | 0.19672379473704512921753230531644443842 | 0.027100240754601918742955011822832256267
f(z) = -203/36*z^3 + 283/84*z + 1
*
[ 3/5 ] 
f(z) = -205/21*z^3 + 299/105*z + 1
*
[ 3/5 ] 
f(z) = -205/24*z^3 + 289/120*z + 1
*
[ 2/3 ] 
f(z) = -207/40*z^3 + 9/5*z + 1
*
-2/3 | 0.12760533507426717340142329739265878448 | 0.023928757547729410373701904714127696349
f(z) = -207/40*z^3 + 19/5*z + 1
*
[ 2/3 ] 
f(z) = -207/56*z^3 + 8/7*z + 1
*
[ 2/3 ] 
f(z) = -219/40*z^3 + 29/15*z + 1
*
[ 6/7 ] 
f(z) = -217/54*z^3 + 39/14*z + 1
*
-3/5 | 0.20230395952393155133702241040679638147 | 0.028983059961902067159890105077514183401
f(z) = -215/54*z^3 + 31/10*z + 1
*
[ 2/3 ] 
f(z) = -213/40*z^3 + 28/15*z + 1
*
[ 3/4 ] 
f(z) = -208/45*z^3 + 34/15*z + 1
*
[ -2/3 ] 
f(z) = -207/40*z^3 + 24/5*z + 1
*
[ -2/3 ] 
f(z) = -207/56*z^3 + 29/7*z + 1
*
[ 2/3 ] 
f(z) = -201/40*z^3 + 26/15*z + 1
*
[ 2/3 ] 
f(z) = -219/56*z^3 + 26/21*z + 1
*
[ 2/3 ] 
f(z) = -213/56*z^3 + 25/21*z + 1
*
[ 2/3 ] 
f(z) = -207/44*z^3 + 35/22*z + 1
*
[ 2/3 ] 
f(z) = -207/52*z^3 + 33/26*z + 1
*
[ 2/3 ] 
f(z) = -201/56*z^3 + 23/21*z + 1
*
-2/3 | 0.14649501463250620708108205324497928731 | 0.022580479292011577967826035436376628780
f(z) = -219/40*z^3 + 59/15*z + 1
*
-3/7 | 0.19992477000243132422298415749233757708 | 0.027290475477493975749069920644317027293
f(z) = -217/54*z^3 + 43/14*z + 1
*
[ -3/7 ] 
f(z) = -217/54*z^3 + 57/14*z + 1
*
[ 7/6 ] 
f(z) = -216/49*z^3 + 43/7*z + 1
*
[ -7/6 ] 
f(z) = -216/49*z^3 + 55/7*z + 1
*
[ -7/12 ] 
f(z) = -216/49*z^3 + 59/14*z + 1
*
[ -3/5 ] 
f(z) = -215/54*z^3 + 41/10*z + 1
*
[ 6/5 ] 
f(z) = -215/54*z^3 + 59/10*z + 1
*
-2/3 | 0.12670873966641169415867800645873882778 | 0.019614646092876481821122897872487629958
f(z) = -213/40*z^3 + 58/15*z + 1
*
-2/3 | 0.14737111345039224737407843212352380865 | 0.023019840607393659640926610106624309167
f(z) = -201/40*z^3 + 56/15*z + 1
*
[ 7/9 ] 
f(z) = -216/49*z^3 + 50/21*z + 1
*
[ 3/4 ] 
f(z) = -209/54*z^3 + 59/32*z + 1
*
[ 3/4 ] 
f(z) = -203/54*z^3 + 57/32*z + 1
*
[ -2/3 ] 
f(z) = -219/40*z^3 + 74/15*z + 1
*
[ -3 ] 
f(z) = -217/54*z^3 + 75/2*z + 1
*
[ 3/2 ] 
f(z) = -217/54*z^3 + 75/8*z + 1
*
[ 3 ] 
f(z) = -215/54*z^3 + 73/2*z + 1
*
[ -2/3 ] 
f(z) = -213/40*z^3 + 73/15*z + 1
*
[ -3 ] 
f(z) = -211/54*z^3 + 73/2*z + 1
*
[ 3/2 ] 
f(z) = -211/54*z^3 + 73/8*z + 1
*
[ 3 ] 
f(z) = -209/54*z^3 + 71/2*z + 1
*
[ -3/4 ] 
f(z) = -208/45*z^3 + 74/15*z + 1
*
[ -3 ] 
f(z) = -205/54*z^3 + 71/2*z + 1
*
[ 3/2 ] 
f(z) = -205/54*z^3 + 71/8*z + 1
*
[ -6/5 ] 
f(z) = -205/54*z^3 + 73/10*z + 1
*
[ 3 ] 
f(z) = -203/54*z^3 + 69/2*z + 1
*
[ -6/7 ] 
f(z) = -203/54*z^3 + 69/14*z + 1
*
[ -2/3 ] 
f(z) = -201/40*z^3 + 71/15*z + 1
*
[ 7/10 ] 
f(z) = -220/49*z^3 + 62/35*z + 1
*
[ 3/4 ] 
f(z) = -215/54*z^3 + 61/32*z + 1
*
-7/12 | 0.11000155875327121791040000962048208323 | 0.015348259719350509035782530336077322796
f(z) = -216/49*z^3 + 79/42*z + 1
*
[ 2/3 ] 
f(z) = -207/50*z^3 + 67/50*z + 1
*
[ 2/3 ] 
f(z) = -207/58*z^3 + 63/58*z + 1
*
[ 2/3 ] 
f(z) = -203/40*z^3 + 79/45*z + 1
*
[ 2/3 ] 
f(z) = -215/56*z^3 + 76/63*z + 1
*
[ 2/3 ] 
f(z) = -211/56*z^3 + 74/63*z + 1
*
[ 2/3 ] 
f(z) = -209/56*z^3 + 73/63*z + 1
*
[ 2/3 ] 
f(z) = -205/56*z^3 + 71/63*z + 1
*
[ -3/2 ] 
f(z) = -215/54*z^3 + 85/8*z + 1
*
[ -3/2 ] 
f(z) = -209/54*z^3 + 83/8*z + 1
*
[ 7/4 ] 
f(z) = -208/49*z^3 + 94/7*z + 1
*
-2 | 0.11256387383595570872374583166052784998 | 0.016864609856462212352793542272591590604
f(z) = -205/56*z^3 + 99/7*z + 1
*
-2 | 0.11228908477803405968003556094910517572 | 0.016823440251181684721382416718345037135
f(z) = -203/40*z^3 + 99/5*z + 1
*
[ -3/2 ] 
f(z) = -203/54*z^3 + 81/8*z + 1
*
-2 | 0.11210836842788677906316433812770232237 | 0.016821951966866558721109235206040104238
f(z) = -201/40*z^3 + 98/5*z + 1
*
-2 | 0.11220491547575927013496461219268416669 | 0.016862390084300286536788656487459666065
f(z) = -201/56*z^3 + 97/7*z + 1
*
[ -2/3 ] 
f(z) = -219/56*z^3 + 89/21*z + 1
*
[ -7/18 ] 
f(z) = -216/49*z^3 + 89/21*z + 1
*
6/5 | 0.19939548821529113809826289747867835051 | 0.028163099137760464162888235366765829732
f(z) = -215/48*z^3 + 99/20*z + 1
*
[ -2/3 ] 
f(z) = -213/56*z^3 + 88/21*z + 1
*
[ 7/8 ] 
f(z) = -208/49*z^3 + 87/28*z + 1
*
[ -2/3 ] 
f(z) = -201/56*z^3 + 86/21*z + 1
*
[ 2/3 ] 
f(z) = -217/40*z^3 + 86/45*z + 1
*
0 | 0.13954296276982274492355002600412452312 | 0.025937848549840981871518184956465143042
f(z) = -217/59*z^3 + 99/59*z + 1
*
0 | 0.13946048965099237491583373842530329692 | 0.025944793752753029269232191730717971215
f(z) = -216/59*z^3 + 98/59*z + 1
*
0 | 0.12653092195746819636513330549723676810 | 0.023559756083874452464129896609443972550
f(z) = -215/58*z^3 + 99/58*z + 1
*
0 | 0.13937764734752149208887822280813595267 | 0.025951785731519870455768839240318529104
f(z) = -215/59*z^3 + 97/59*z + 1
*
0 | 0.13929443253719906615546835258362086732 | 0.025958825038958327758879428034698037982
f(z) = -214/59*z^3 + 96/59*z + 1
*
0 | 0.12636401583166268459418180054604954191 | 0.023569694007702292748651373085005563521
f(z) = -213/58*z^3 + 97/58*z + 1
*
0 | 0.13921084185274057023516758873629900294 | 0.025965912237189129203015562494492831666
f(z) = -213/59*z^3 + 95/59*z + 1
*
0 | 0.11876028250760311251448861589129407951 | 0.022170889521400434866306305164347416776
f(z) = -212/57*z^3 + 98/57*z + 1
*
0 | 0.13912687188096844212175457344897477023 | 0.025973047897839987350979011680066843971
f(z) = -212/59*z^3 + 94/59*z + 1
*
[ 2/3 ] 
f(z) = -211/40*z^3 + 83/45*z + 1
*
0 | 0.10763088947084775748268872804627387070 | 0.020110938441662465773863269781724708931
f(z) = -211/56*z^3 + 99/56*z + 1
*
0 | 0.11867479318330982558812541542819772534 | 0.022174502803240372766391972153311626793
f(z) = -211/57*z^3 + 97/57*z + 1
*
0 | 0.12619559070207474200402627213829693737 | 0.023579771278449395123586703737633718404
f(z) = -211/58*z^3 + 95/58*z + 1
*
0 | 0.13904251916197382412093784181660139122 | 0.025980232602254127394191484621620324573
f(z) = -211/59*z^3 + 93/59*z + 1
*
0 | 0.13895778018825906564036732877845046714 | 0.025987466941704438104629285961208176002
f(z) = -210/59*z^3 + 92/59*z + 1
*
[ 2/3 ] 
f(z) = -209/40*z^3 + 82/45*z + 1
*
0 | 0.11031316579439124598775264607698474899 | 0.020648870061587801038303304538492678662
f(z) = -209/56*z^3 + 97/56*z + 1
*
0 | 0.12602561864812035667005338703342369188 | 0.023589991322944737524199809017073707102
f(z) = -209/58*z^3 + 93/58*z + 1
*
0 | 0.13887265140386045604907034612527181331 | 0.025994751517613425670468468681778364058
f(z) = -209/59*z^3 + 91/59*z + 1
*
0 | 0.13874034856644939824678727770443597116 | 0.025993322482153258281848828335780686457
f(z) = -208/55*z^3 + 98/55*z + 1
*
0 | 0.11842012224566070313184327784077554136 | 0.022186281479847980145896984231319958280
f(z) = -208/57*z^3 + 94/57*z + 1
*
[ 3/4 ] 
f(z) = -208/57*z^3 + 98/57*z + 1
*
0 | 0.13878712920345063804010963492969941938 | 0.026002086941779157115695208831378918348
f(z) = -208/59*z^3 + 90/59*z + 1
*
0 | 0.13865421533577167547676038683304205439 | 0.026000661334491616810350472689770757967
f(z) = -207/55*z^3 + 97/55*z + 1
*
0 | 0.10095015307979427174255626435725964978 | 0.018930334974212983273570463373996185030
f(z) = -207/56*z^3 + 95/56*z + 1
*
0 | 0.12585407097179004671289471589876529758 | 0.023600357688226453169477388448286882807
f(z) = -207/58*z^3 + 91/58*z + 1
*
0 | 0.13870120993142013380254211161898618895 | 0.026009473836607386964041978079014941167
f(z) = -207/59*z^3 + 89/59*z + 1
*
0 | 0.13856767935792103036994134864613140794 | 0.026008051795505913255999807775729438268
f(z) = -206/55*z^3 + 96/55*z + 1
*
0 | 0.11824766837247638872011231051080291296 | 0.022194147278640788022541671677706180901
f(z) = -206/57*z^3 + 92/57*z + 1
*
0 | 0.13861488988093739770948322123052897420 | 0.026016912835350068062964562125080299251
f(z) = -206/59*z^3 + 88/59*z + 1
*
0 | 0.13845695533712579873935485727423234482 | 0.026011026821245352374522837750431178978
f(z) = -205/53*z^3 + 99/53*z + 1
*
0 | 0.11207033028914461701000036308656676275 | 0.021053939543296614133258481313476653161
f(z) = -205/54*z^3 + 97/54*z + 1
*
0 | 0.10996803540321536975583337325264785728 | 0.020658994785693599376694963837445136897
f(z) = -205/56*z^3 + 93/56*z + 1
*
0 | 0.11816083502297494583351732486544029635 | 0.022198123897205367974289259477997933338
f(z) = -205/57*z^3 + 91/57*z + 1
*
0 | 0.12568091816849894930509186793080528616 | 0.023610874047025905685647955888293944419
f(z) = -205/58*z^3 + 89/58*z + 1
*
0 | 0.13852816529298678992980865019259548461 | 0.026024404582350455048031701744192300499
f(z) = -205/59*z^3 + 87/59*z + 1
*
0 | 0.13836949186662366217719030746032119879 | 0.026018497519196239037519831206087620986
f(z) = -204/53*z^3 + 98/53*z + 1
*
0 | 0.13839338396162068761377755135410431687 | 0.026022990102106117115642980821054726117
f(z) = -204/55*z^3 + 94/55*z + 1
*
0 | 0.13844103235538384534196228819988517339 | 0.026031949733295016816854069813041559568
f(z) = -204/59*z^3 + 86/59*z + 1
*
0 | 0.11259878047848723404336330206363834914 | 0.021192248319120109632946940597918447810
f(z) = -203/52*z^3 + 99/52*z + 1
*
0 | 0.13828161309332317704313814445168756758 | 0.026026021509194650221969595492516187964
f(z) = -203/53*z^3 + 97/53*z + 1
*
0 | 0.11189509925154923119259656380916288023 | 0.021059808276382502728154939834377811383
f(z) = -203/54*z^3 + 95/54*z + 1
*
0 | 0.13830561680841601706757210174010745385 | 0.026030539255201020745908282318983152868
f(z) = -203/55*z^3 + 93/55*z + 1
*
0 | 0.11798593636685022436353465774504623411 | 0.022206166452468017127315828588946801582
f(z) = -203/57*z^3 + 89/57*z + 1
*
0 | 0.13835348720176719133828064747327378121 | 0.026039548955472382610113826875405428638
f(z) = -203/59*z^3 + 85/59*z + 1
*
0 | 0.13819331505215236704993538014502277228 | 0.026033599458408693554521968237149313633
f(z) = -202/53*z^3 + 96/53*z + 1
*
0 | 0.13821743143646410838223291399858611437 | 0.026038142632507382682713134820442256814
f(z) = -202/55*z^3 + 92/55*z + 1
*
0 | 0.11789786324376410869470853442494064841 | 0.022210233161655346980299008181173336340
f(z) = -202/57*z^3 + 88/57*z + 1
*
0 | 0.13826552591056644652449305852830233092 | 0.026047202928039554881782789099392383297
f(z) = -202/59*z^3 + 84/59*z + 1
*
0 | 0.11242164758529905627127800415183238446 | 0.021198412977247346326490784823097474555
f(z) = -201/52*z^3 + 97/52*z + 1
*
0 | 0.13810459372095103147264743763062284909 | 0.026041232045904577306809721343535058342
f(z) = -201/53*z^3 + 95/53*z + 1
*
0 | 0.13812882383848448726675480189180301259 | 0.026045800917193994386014253700180403155
f(z) = -201/55*z^3 + 91/55*z + 1
*
0 | 0.10961634607204793309141804917609528875 | 0.020669440654915267104726863887375148649
f(z) = -201/56*z^3 + 89/56*z + 1
*
0 | 0.12532967494517983280212256972454386756 | 0.023632372099655208561295188173288247280
f(z) = -201/58*z^3 + 85/58*z + 1
*
0 | 0.13817714450394540990734851546639042148 | 0.026054912342295631098529022613668545753
f(z) = -201/59*z^3 + 83/59*z + 1
*
[ 7/11 ] 
f(z) = -220/49*z^3 + 96/77*z + 1
*
4/5 | 0.20504669873877665960845100840634315254 | 0.029375998267760150704188116320402544558
f(z) = -215/48*z^3 + 97/60*z + 1
*
[ 7/11 ] 
f(z) = -209/49*z^3 + 89/77*z + 1
*
[ 2/3 ] 
f(z) = -201/52*z^3 + 95/78*z + 1
*
-2 | 0.11367425641048752173489539348269631371 | 0.016834968103786325332455094957753104419
f(z) = -219/40*z^3 + 107/5*z + 1
*
[ 2 ] 
f(z) = -219/40*z^3 + 112/5*z + 1
*
[ -2 ] 
f(z) = -219/40*z^3 + 117/5*z + 1
*
-2 | 0.11376749360742500663615311824783059838 | 0.016872238995828498563802136016979879683
f(z) = -219/56*z^3 + 106/7*z + 1
*
[ 2 ] 
f(z) = -219/56*z^3 + 113/7*z + 1
*
-2 | 0.11350670546347381209675685452407286730 | 0.016833562922791271079446348669481725777
f(z) = -217/40*z^3 + 106/5*z + 1
*
[ 2 ] 
f(z) = -217/40*z^3 + 111/5*z + 1
*
[ -2 ] 
f(z) = -217/40*z^3 + 116/5*z + 1
*
-2 | 0.11343160379308484352340871103165993664 | 0.016870081875394114867353383429698825383
f(z) = -215/56*z^3 + 104/7*z + 1
*
[ 2 ] 
f(z) = -215/56*z^3 + 111/7*z + 1
*
[ -2 ] 
f(z) = -215/56*z^3 + 118/7*z + 1
*
-2 | 0.11316695728908124410178230950419188321 | 0.016830722402008535216608301852512260719
f(z) = -213/40*z^3 + 104/5*z + 1
*
[ 2 ] 
f(z) = -213/40*z^3 + 109/5*z + 1
*
[ -2 ] 
f(z) = -213/40*z^3 + 114/5*z + 1
*
-2 | 0.11326131894930705680386347489068939952 | 0.016868996467212782930801257438919579892
f(z) = -213/56*z^3 + 103/7*z + 1
*
[ 2 ] 
f(z) = -213/56*z^3 + 110/7*z + 1
*
[ -2 ] 
f(z) = -213/56*z^3 + 117/7*z + 1
*
-2 | 0.11299470182271860253578729965545737137 | 0.016829286852242361690688369572991445920
f(z) = -211/40*z^3 + 103/5*z + 1
*
[ 2 ] 
f(z) = -211/40*z^3 + 108/5*z + 1
*
[ -2 ] 
f(z) = -211/40*z^3 + 113/5*z + 1
*
-2 | 0.11308943467019307719119130835291817363 | 0.016867906528846771554161861434898139713
f(z) = -211/56*z^3 + 102/7*z + 1
*
[ 2 ] 
f(z) = -211/56*z^3 + 109/7*z + 1
*
[ -2 ] 
f(z) = -211/56*z^3 + 116/7*z + 1
*
-2 | 0.11282081855348912849905755576933738954 | 0.016827840968682659835128415134182494737
f(z) = -209/40*z^3 + 102/5*z + 1
*
[ 2 ] 
f(z) = -209/40*z^3 + 107/5*z + 1
*
[ -2 ] 
f(z) = -209/40*z^3 + 112/5*z + 1
*
-2 | 0.11291592027165181335288744300373305332 | 0.016866812090856353894686498345152912628
f(z) = -209/56*z^3 + 101/7*z + 1
*
[ 2 ] 
f(z) = -209/56*z^3 + 108/7*z + 1
*
[ -2 ] 
f(z) = -209/56*z^3 + 115/7*z + 1
*
[ -7/4 ] 
f(z) = -208/49*z^3 + 102/7*z + 1
*
-2 | 0.11264527622717100152002816190790771046 | 0.016826384645100387570998774900938162066
f(z) = -207/40*z^3 + 101/5*z + 1
*
[ 2 ] 
f(z) = -207/40*z^3 + 106/5*z + 1
*
[ -2 ] 
f(z) = -207/40*z^3 + 111/5*z + 1
*
[ 5/3 ] 
f(z) = -207/50*z^3 + 119/10*z + 1
*
-2 | 0.11274074416801100663540214172639650365 | 0.016865713187404988739471669574177495791
f(z) = -207/56*z^3 + 100/7*z + 1
*
[ 2 ] 
f(z) = -207/56*z^3 + 107/7*z + 1
*
[ -2 ] 
f(z) = -207/56*z^3 + 114/7*z + 1
*
[ 2 ] 
f(z) = -205/56*z^3 + 106/7*z + 1
*
[ -2 ] 
f(z) = -205/56*z^3 + 113/7*z + 1
*
[ 2 ] 
f(z) = -203/40*z^3 + 104/5*z + 1
*
[ -2 ] 
f(z) = -203/40*z^3 + 109/5*z + 1
*
[ 2 ] 
f(z) = -201/40*z^3 + 103/5*z + 1
*
[ -2 ] 
f(z) = -201/40*z^3 + 108/5*z + 1
*
[ 2 ] 
f(z) = -201/56*z^3 + 104/7*z + 1
*
[ -2 ] 
f(z) = -201/56*z^3 + 111/7*z + 1
*
-2/7 | 0.21420841687160237825851558186093209101 | 0.029240246456885652564429491613079572266
f(z) = -217/40*z^3 + 103/35*z + 1
*
[ -7/9 ] 
f(z) = -216/49*z^3 + 104/21*z + 1
*
-2/5 | 0.16877770587926080843901355692433344541 | 0.024179924017513972435077822681539689618
f(z) = -215/56*z^3 + 109/35*z + 1
*
[ -3/11 ] 
f(z) = -209/54*z^3 + 109/22*z + 1
*
[ -2/3 ] 
f(z) = -207/44*z^3 + 101/22*z + 1
*
[ -2/3 ] 
f(z) = -207/52*z^3 + 111/26*z + 1
*
-2/5 | 0.19700243940599103272978463295414431447 | 0.028417442509085252039005502425066692969
f(z) = -205/56*z^3 + 108/35*z + 1
*
0 | 0.11935568875742976027108545092951499819 | 0.022129019427407148769841955722663181549
f(z) = -220/51*z^3 + 118/51*z + 1
*
0 | 0.13972160447678622727952372417421268513 | 0.025904941206271850786655718940208654693
f(z) = -220/53*z^3 + 114/53*z + 1
*
0 | 0.11942240209773859828909586660997418026 | 0.022141388346049659664275222021484576875
f(z) = -220/57*z^3 + 106/57*z + 1
*
0 | 0.13978819958118259727486650232147970431 | 0.025917288203505912188865472301876053316
f(z) = -220/59*z^3 + 102/59*z + 1
*
0 | 0.12677094720006899705791575514756377181 | 0.023523707524372769498789657637079799358
f(z) = -219/50*z^3 + 119/50*z + 1
*
0 | 0.11395793480157533482011395626093744660 | 0.021146115790419369630015170782272741524
f(z) = -219/52*z^3 + 115/52*z + 1
*
0 | 0.13963993047138096217599325346217605795 | 0.025911685253470496144202373746982245822
f(z) = -219/53*z^3 + 113/53*z + 1
*
0 | 0.13966226483587341091119945153058216686 | 0.025915829634100814684358722644345098248
f(z) = -219/55*z^3 + 109/55*z + 1
*
0 | 0.10829638423558828670086197102536249180 | 0.020095554422927639237290485145995943464
f(z) = -219/56*z^3 + 107/56*z + 1
*
0 | 0.12686028515876960819192576629643193773 | 0.023540285139810011621532941525619715797
f(z) = -219/58*z^3 + 103/58*z + 1
*
0 | 0.13970681452182874952393902332451745137 | 0.025924096305651845522129086945024712017
f(z) = -219/59*z^3 + 101/59*z + 1
*
0 | 0.11919178391861124966700237412544595229 | 0.022136111655541506603025195861762963893
f(z) = -218/51*z^3 + 116/51*z + 1
*
0 | 0.13955789446427693723095864724965599134 | 0.025918473847014358050799932820107133988
f(z) = -218/53*z^3 + 112/53*z + 1
*
0 | 0.13958032632376766265346465964221637725 | 0.025922639856868419658984852089022859254
f(z) = -218/55*z^3 + 108/55*z + 1
*
0 | 0.11925907969994716931753228663817856530 | 0.022148609722779228505318761907554772110
f(z) = -218/57*z^3 + 104/57*z + 1
*
0 | 0.13962506998195145285559819158836587538 | 0.025930949579073014577353715915616176768
f(z) = -218/59*z^3 + 100/59*z + 1
*
0 | 0.12660621489554304788675103369082627536 | 0.023533202694327373298523707746581469818
f(z) = -217/50*z^3 + 117/50*z + 1
*
0 | 0.11910928398697247644582329387497364464 | 0.022139694525693465788031299646697553987
f(z) = -217/51*z^3 + 115/51*z + 1
*
0 | 0.11379339937950779064528063104443148363 | 0.021151593032647998585557934233902824239
f(z) = -217/52*z^3 + 113/52*z + 1
*
0 | 0.13947549323056543520741513923270170143 | 0.025925307504013609598206054748439728812
f(z) = -217/53*z^3 + 111/53*z + 1
*
0 | 0.11308824196768744642325490853868109932 | 0.021020520380981831237484867373050516787
f(z) = -217/54*z^3 + 109/54*z + 1
*
0 | 0.13949802344087678744523518948950688458 | 0.025929495355348082609956846356843025288
f(z) = -217/55*z^3 + 107/55*z + 1
*
0 | 0.11917687482338731545415295437384903654 | 0.022152258117891067498468834070192987329
f(z) = -217/57*z^3 + 103/57*z + 1
*
0 | 0.12669633625049400491125526221110341588 | 0.023549954195151389766685070868630843620
f(z) = -217/58*z^3 + 101/58*z + 1
*
35/36 | 0.10934394902702858724678305067807744504 | 0.015256504975265641839990740330377683538
f(z) = -216/49*z^3 + 115/42*z + 1
*
0 | 0.13934734146883469319526060550121938767 | 0.025923744018473976469080402780307410843
f(z) = -216/49*z^3 + 118/49*z + 1
*
0 | 0.13939272350202993711452362156618297520 | 0.025932186750134232164136924648460149530
f(z) = -216/53*z^3 + 110/53*z + 1
*
0 | 0.13941535293031509610985199342760790007 | 0.025936396658267141031999470489004775389
f(z) = -216/55*z^3 + 106/55*z + 1
*
0 | 0.093235786992749997752864257145576297638 | 0.017360281311912264228513871090118862532
f(z) = -215/48*z^3 + 119/48*z + 1
*
0 | 0.13926399866852659308675236388709345307 | 0.025930624618370988265786528160407910949
f(z) = -215/49*z^3 + 117/49*z + 1
*
0 | 0.11894317270033205999873882135662103653 | 0.022146935257485336577409222767733884327
f(z) = -215/51*z^3 + 113/51*z + 1
*
0 | 0.11362738819290229619948164963737564293 | 0.021157148852296719219100155023874660475
f(z) = -215/52*z^3 + 111/52*z + 1
*
0 | 0.13930958196636682258492434107495058440 | 0.025939112119781713755103238135654157220
f(z) = -215/53*z^3 + 109/53*z + 1
*
0 | 0.11292243044894434673929595158712575574 | 0.021025887400628244894584293653601633626
f(z) = -215/54*z^3 + 107/54*z + 1
*
0 | 0.10416335123956733875828725348409174673 | 0.019394967728979727640929460593525373734
f(z) = -215/56*z^3 + 103/56*z + 1
*
0 | 0.11901032786959494059568809128752309383 | 0.022159439389938718945708497806115367874
f(z) = -215/57*z^3 + 101/57*z + 1
*
0 | 0.13918027890901735932336110180931491274 | 0.025937551438803921930361938865473880257
f(z) = -214/49*z^3 + 116/49*z + 1
*
0 | 0.11885955465241121341191687352501462069 | 0.022150593726037590217562404898787136313
f(z) = -214/51*z^3 + 112/51*z + 1
*
0 | 0.13922606526638845440153992084517489315 | 0.025946084156289597949666716214192485165
f(z) = -214/53*z^3 + 108/53*z + 1
*
0 | 0.13924889577841424572247214641830910720 | 0.025950338836512147984650586050995832746
f(z) = -214/55*z^3 + 104/55*z + 1
*
0 | 0.11892804640209563297575147448318934041 | 0.022163357806512918367114455555558181520
f(z) = -214/57*z^3 + 100/57*z + 1
*
0 | 0.13907311949075798239923045865095306056 | 0.025940223959489313914804304335387991032
f(z) = -213/47*z^3 + 119/47*z + 1
*
0 | 0.13909617876327821739492946160804077436 | 0.025944525025688936652828599118458051182
f(z) = -213/49*z^3 + 115/49*z + 1
*
0 | 0.12627228568471951345287035314657219904 | 0.023552584299052226466668830289436682000
f(z) = -213/50*z^3 + 113/50*z + 1
*
0 | 0.11345987451540111988101987439232694580 | 0.021162785203366679159995538070939086073
f(z) = -213/52*z^3 + 109/52*z + 1
*
0 | 0.13914216999920816696023370335064707476 | 0.025953103412113035560810482874022508695
f(z) = -213/53*z^3 + 107/53*z + 1
*
0 | 0.13916510240068618795618063361899943009 | 0.025957380814046975212017269192204523073
f(z) = -213/55*z^3 + 103/55*z + 1
*
0 | 0.11065197756058366109159235348532968494 | 0.020639050091003910184076151624583962066
f(z) = -213/56*z^3 + 101/56*z + 1
*
0 | 0.13898853156081433915461834771569447796 | 0.025947221688186979635297410430021948213
f(z) = -212/47*z^3 + 118/47*z + 1
*
0 | 0.13901169475731239840909458944122833911 | 0.025951545934135856385779270184174328870
f(z) = -212/49*z^3 + 114/49*z + 1
*
0 | 0.11869117667194840247500431296082511810 | 0.022157988425047059798445360677531138785
f(z) = -212/51*z^3 + 110/51*z + 1
*
0 | 0.13908092792087024423350714771614894222 | 0.025964470800834112827049133550185323216
f(z) = -212/55*z^3 + 102/55*z + 1
*
0 | 0.12605649821970026777392476270612730532 | 0.023553781710171333768740710764719316699
f(z) = -211/46*z^3 + 119/46*z + 1
*
0 | 0.13890355530700166516940367385797231476 | 0.025954267068133756189894576058447459549
f(z) = -211/47*z^3 + 117/47*z + 1
*
0 | 0.092898404949837777255486362279260382778 | 0.017358159097819669219781240287289996644
f(z) = -211/48*z^3 + 115/48*z + 1
*
0 | 0.13892682336929256419324724631486932608 | 0.025958614728649149236531848276604287426
f(z) = -211/49*z^3 + 113/49*z + 1
*
0 | 0.12610303440119175374751569821444404687 | 0.023562477041835751491734965270849807989
f(z) = -211/50*z^3 + 111/50*z + 1
*
0 | 0.11860640976846804431417777068094187435 | 0.022161725294357235424442303205407638292
f(z) = -211/51*z^3 + 109/51*z + 1
*
0 | 0.11329083088762046840403406353554770480 | 0.021168504108691188439039709904853610248
f(z) = -211/52*z^3 + 107/52*z + 1
*
0 | 0.13897322991817930787120119473970623523 | 0.025967285838332806401057934868141579595
f(z) = -211/53*z^3 + 105/53*z + 1
*
0 | 0.11258628328978916867679713954980904111 | 0.021036858691294129839785502219968026622
f(z) = -211/54*z^3 + 103/54*z + 1
*
0 | 0.13899636885454438855406035462747101130 | 0.025971609371540898334154689767303064154
f(z) = -211/55*z^3 + 101/55*z + 1
*
0 | 0.13881818714590664713048423508335875827 | 0.025961360669939656879530796796860708410
f(z) = -210/47*z^3 + 116/47*z + 1
*
0 | 0.13888817806246379113662152627841929862 | 0.025974450161062673944836120916982129894
f(z) = -210/53*z^3 + 104/53*z + 1
*
0 | 0.12514578381941458656919677906937643752 | 0.023425300237136659670743054589397613964
f(z) = -209/45*z^3 + 119/45*z + 1
*
0 | 0.12588525975894065302354756757498095715 | 0.023563718371354693853287177944039128904
f(z) = -209/46*z^3 + 117/46*z + 1
*
0 | 0.13873242344426410062429399041316062818 | 0.025968503073958897278905510696627091744
f(z) = -209/47*z^3 + 115/47*z + 1
*
0 | 0.092727379489102955484369014787516938976 | 0.017357090574218480044652394456499521294
f(z) = -209/48*z^3 + 113/48*z + 1
*
0 | 0.13875590411531334068996333075038041279 | 0.025972898282109829488422203948596933664
f(z) = -209/49*z^3 + 111/49*z + 1
*
0 | 0.12593222115948893962986075724793858469 | 0.023572508798597432376833541928527849757
f(z) = -209/50*z^3 + 109/50*z + 1
*
0 | 0.11843570234532622665689923463272625858 | 0.022169279711722976136691298780279718128
f(z) = -209/51*z^3 + 107/51*z + 1
*
0 | 0.11312022909008385798969120584281184832 | 0.021174307663074496937307535145491796029
f(z) = -209/52*z^3 + 105/52*z + 1
*
0 | 0.13880273355404761414458758939715139677 | 0.025981664008199890300237532642464103563
f(z) = -209/53*z^3 + 103/53*z + 1
*
0 | 0.11241589216761350169060106522459330465 | 0.021042466993949139552263991958873548509
f(z) = -209/54*z^3 + 101/54*z + 1
*
0 | 0.12505951272373689393339593914558709145 | 0.023430186512268418236173406514428473340
f(z) = -208/45*z^3 + 118/45*z + 1
*
0 | 0.13864626051802757933886209985893836844 | 0.025975694870505926679356460320627310321
f(z) = -208/47*z^3 + 114/47*z + 1
*
0 | 0.13866984895850129971963716897895393920 | 0.025980114218924896715204087234024098189
f(z) = -208/49*z^3 + 110/49*z + 1
*
[ 3/4 ] 
f(z) = -208/51*z^3 + 100/51*z + 1
*
0 | 0.11834975456108571293620475324885887214 | 0.022173097932766115039241958363566070062
f(z) = -208/51*z^3 + 106/51*z + 1
*
0 | 0.13871689274865483702377346068074122830 | 0.025988927980897377071994602244446646499
f(z) = -208/53*z^3 + 102/53*z + 1
*
-1/3 | 0.15874035302884996420357044090689122004 | 0.029767246161436710444253287332569153915
f(z) = -207/40*z^3 + 103/40*z + 1
*
0 | 0.11285325069585730475983226728808979864 | 0.021162422972382945259978568881522308040
f(z) = -207/44*z^3 + 119/44*z + 1
*
0 | 0.13855969463141821610169595452629736581 | 0.025982936660077352080034079628437776125
f(z) = -207/47*z^3 + 113/47*z + 1
*
0 | 0.13858339183606040847821498315516814744 | 0.025987380397983074637774745793658476674
f(z) = -207/49*z^3 + 109/49*z + 1
*
[ 5/6 ] 
f(z) = -207/50*z^3 + 107/40*z + 1
*
0 | 0.12575981684697568223513266614183943189 | 0.023582683003235863199139161803399568599
f(z) = -207/50*z^3 + 107/50*z + 1
*
0 | 0.11294804011489398886810969705880266930 | 0.021180198036606544037682068511797041605
f(z) = -207/52*z^3 + 103/52*z + 1
*
0 | 0.13863065195101150609323877370173551030 | 0.025996242690705275156892602943207192216
f(z) = -207/53*z^3 + 101/53*z + 1
*
0 | 0.12488575484825890426814472541965294842 | 0.023440063337025943005901973206484175930
f(z) = -206/45*z^3 + 116/45*z + 1
*
0 | 0.13847272199595118082343099616782612890 | 0.025990229053579945684095727882776232937
f(z) = -206/47*z^3 + 112/47*z + 1
*
0 | 0.13849652897335555786888887473978522177 | 0.025994697433972087128634115721619753771
f(z) = -206/49*z^3 + 108/49*z + 1
*
0 | 0.11817665230290046469198617156034391151 | 0.022180818126962689264194894556232809451
f(z) = -206/51*z^3 + 104/51*z + 1
*
0 | 0.13854400741388916060194591030114301451 | 0.026003608759804269367667823905036028749
f(z) = -206/53*z^3 + 100/53*z + 1
*
0 | 0.13833736523873735144880503745247494939 | 0.025988560190737963328513125351868983048
f(z) = -205/43*z^3 + 119/43*z + 1
*
0 | 0.11267856242758108818000757544672034570 | 0.021168204243310368513074414906661245478
f(z) = -205/44*z^3 + 117/44*z + 1
*
0 | 0.12553795592159586980536289534785978776 | 0.023584016639757580477251685232718945858
f(z) = -205/46*z^3 + 113/46*z + 1
*
0 | 0.13838533876943912004779165127922262313 | 0.025997572672564934030458050479114963509
f(z) = -205/47*z^3 + 111/47*z + 1
*
0 | 0.092380513568514342616082571560474038853 | 0.017354939015813608550721236353641383579
f(z) = -205/48*z^3 + 109/48*z + 1
*
0 | 0.13840925654230767080478708981703967299 | 0.026002065952299950069272049842234006960
f(z) = -205/49*z^3 + 107/49*z + 1
*
0 | 0.11808845663758036106164223444114547299 | 0.022184526630681682052981425380616202009
f(z) = -205/51*z^3 + 103/51*z + 1
*
0 | 0.11277423413607187431199697767639880563 | 0.021186177478165410382476844387814208644
f(z) = -205/52*z^3 + 101/52*z + 1
*
0 | 0.13824934258853423998893114852342792240 | 0.025995905084608735121325370501160890232
f(z) = -204/43*z^3 + 118/43*z + 1
*
0 | 0.13829754105497192166396445656091398842 | 0.026004968149468774372254413317413699527
f(z) = -204/47*z^3 + 110/47*z + 1
*
0 | 0.13832157066037953485800524619075836851 | 0.026009486589337643019845324459751472083
f(z) = -204/49*z^3 + 106/49*z + 1
*
0 | 0.13816089937662567410913143313604939788 | 0.026003301946434677361506884629354479951
f(z) = -203/43*z^3 + 117/43*z + 1
*
0 | 0.11250220988564704935008331357345921102 | 0.021174072740529497423531243001940645127
f(z) = -203/44*z^3 + 115/44*z + 1
*
0 | 0.12462202097259416059245414199577245709 | 0.023455145812937065623310892298785220986
f(z) = -203/45*z^3 + 113/45*z + 1
*
0 | 0.12536182937506147404234746090293233034 | 0.023594385361598556542822951939749426981
f(z) = -203/46*z^3 + 111/46*z + 1
*
0 | 0.13820932489987212638465115519948406600 | 0.026012416127860631715269373478060647634
f(z) = -203/47*z^3 + 109/47*z + 1
*
0 | 0.092205645779669463404332907272663667356 | 0.017354050669855328024059281686029324746
f(z) = -203/48*z^3 + 107/48*z + 1
*
0 | 0.12541011441780914165342826207680166463 | 0.023603473103150103844242721256828130127
f(z) = -203/50*z^3 + 103/50*z + 1
*
0 | 0.11791392497422307491074644831049946185 | 0.022192613167895350064678284059421294970
f(z) = -203/51*z^3 + 101/51*z + 1
*
[ 6/7 ] 
f(z) = -203/54*z^3 + 109/42*z + 1
*
0 | 0.13807203156332718849961019851048992840 | 0.026010751422902768351044674890977341926
f(z) = -202/43*z^3 + 116/43*z + 1
*
0 | 0.12453326798222036460950756173647190823 | 0.023460246370617054825555012703139477238
f(z) = -202/45*z^3 + 112/45*z + 1
*
0 | 0.13812068629462528479689875474132491564 | 0.026019917262696778068774824107667560166
f(z) = -202/47*z^3 + 108/47*z + 1
*
0 | 0.13814494273518802074790947195090870522 | 0.026024486821344811456064758601362365030
f(z) = -202/49*z^3 + 104/49*z + 1
*
0 | 0.11782551384006952275007570143689209488 | 0.022196603592119883197065028306218837420
f(z) = -202/51*z^3 + 100/51*z + 1
*
0 | 0.13795821987410253452505705149504361362 | 0.026013631549726041077802678233932613670
f(z) = -201/41*z^3 + 119/41*z + 1
*
0 | 0.13798273505044648330150476752197203425 | 0.026018254172179201316039993663547743200
f(z) = -201/43*z^3 + 115/43*z + 1
*
0 | 0.11232416104009650384496675561696480483 | 0.021180030752032573425005854020524575487
f(z) = -201/44*z^3 + 113/44*z + 1
*
0 | 0.12518401082765122473958728846874486651 | 0.023604905431218466012139815595392314194
f(z) = -201/46*z^3 + 109/46*z + 1
*
0 | 0.13803162117178453511666053716995159727 | 0.026027472220582143953714751579547059690
f(z) = -201/47*z^3 + 107/47*z + 1
*
0 | 0.13805599264508929939216821769218469054 | 0.026032067746151063927905146876630596149
f(z) = -201/49*z^3 + 103/49*z + 1
*
0 | 0.12523275383945818710601880493989382158 | 0.023614096494650042591869107508236848455
f(z) = -201/50*z^3 + 101/50*z + 1
*
[ 2/3 ] 
f(z) = -219/44*z^3 + 113/66*z + 1
*
[ 2/3 ] 
f(z) = -219/52*z^3 + 107/78*z + 1
*
[ 2/3 ] 
f(z) = -213/44*z^3 + 109/66*z + 1
*
[ 2/3 ] 
f(z) = -213/52*z^3 + 103/78*z + 1
*
[ 5/7 ] 
f(z) = -203/50*z^3 + 117/70*z + 1
*
[ 2/3 ] 
f(z) = -201/44*z^3 + 101/66*z + 1
*
[ -2 ] 
f(z) = -219/56*z^3 + 120/7*z + 1
*
[ -5/3 ] 
f(z) = -207/50*z^3 + 131/10*z + 1
*
-2/7 | 0.18159868209034606601992275174488863836 | 0.024788896244680156012059346375627579917
f(z) = -217/40*z^3 + 138/35*z + 1
*
[ -3/5 ] 
f(z) = -205/54*z^3 + 121/30*z + 1
*
[ 7/6 ] 
f(z) = -204/49*z^3 + 122/21*z + 1
*
-2/7 | 0.14385047314144490828612262565707562021 | 0.019816527329636998865694368708548434072
f(z) = -203/40*z^3 + 137/35*z + 1
*
0 | 0.13958733936735355901956888426174678320 | 0.025880047920949717269120954910677695182
f(z) = -220/41*z^3 + 138/41*z + 1
*
0 | 0.13960981775791062752898850433764292834 | 0.025884215503965765595543611126944353961
f(z) = -220/43*z^3 + 134/43*z + 1
*
0 | 0.13965465288011845764439018633581705551 | 0.025892528113952740226618008511842742600
f(z) = -220/47*z^3 + 126/47*z + 1
*
0 | 0.13967701002144756212436256458286525810 | 0.025896673216879660776932916094865661154
f(z) = -220/49*z^3 + 122/49*z + 1
*
0 | 0.11096919894797838640167868195629776127 | 0.020591523830349334416720202105652329306
f(z) = -219/40*z^3 + 139/40*z + 1
*
0 | 0.13950507826489040177192778572111124271 | 0.025886661981699134482645080918094267158
f(z) = -219/41*z^3 + 137/41*z + 1
*
0 | 0.13952765537457965507447022028075762672 | 0.025890851406301583049147945774999561104
f(z) = -219/43*z^3 + 133/43*z + 1
*
0 | 0.11386811503172300248458381669923313941 | 0.021129448769760620535921012132145164494
f(z) = -219/44*z^3 + 131/44*z + 1
*
0 | 0.12672603752019768392623962377249434548 | 0.023515374052093519967070794239557405453
f(z) = -219/46*z^3 + 127/46*z + 1
*
0 | 0.13957268688359183962530311545605547248 | 0.025899207485283244309104857293457525435
f(z) = -219/47*z^3 + 125/47*z + 1
*
0 | 0.13959514169789602251482562667568888881 | 0.025903374216666674509116802625891062523
f(z) = -219/49*z^3 + 121/49*z + 1
*
0 | 0.13942244999960668995924417250060765548 | 0.025893319312913979651138329796439316478
f(z) = -218/41*z^3 + 136/41*z + 1
*
0 | 0.13944512669991088048293408864557064670 | 0.025897530794220909168028220646743535926
f(z) = -218/43*z^3 + 132/43*z + 1
*
0 | 0.12590464739645392422624285945857552344 | 0.023382814159594971238704817689292715499
f(z) = -218/45*z^3 + 128/45*z + 1
*
0 | 0.13949035632500101939095428590256561798 | 0.025905930769439144511614267226846684894
f(z) = -218/47*z^3 + 124/47*z + 1
*
0 | 0.13951290967016303465201110774369072599 | 0.025910119341422035876913914502264957507
f(z) = -218/49*z^3 + 120/49*z + 1
*
0 | 0.10795101412550472792326357245669178032 | 0.020065627098714659827872408872382319351
f(z) = -217/40*z^3 + 137/40*z + 1
*
0 | 0.13933945127817960325258081620659706342 | 0.025900020413304285184606486867281289344
f(z) = -217/41*z^3 + 135/41*z + 1
*
0 | 0.13936222845218034744642140955225706729 | 0.025904254169546075699646256931759231236
f(z) = -217/43*z^3 + 131/43*z + 1
*
0 | 0.11370278787242303483375228523028411464 | 0.021134750423741134361473863309194191310
f(z) = -217/44*z^3 + 129/44*z + 1
*
0 | 0.12582184926180610179741058888180090974 | 0.023387407043928809005027000330583917775
f(z) = -217/45*z^3 + 127/45*z + 1
*
0 | 0.12656090935241173489349727547277044034 | 0.023524781428984550754904178244441137116
f(z) = -217/46*z^3 + 125/46*z + 1
*
0 | 0.13940765794558097678763137266641687791 | 0.025912698474411991518912879965901352530
f(z) = -217/47*z^3 + 123/47*z + 1
*
0 | 0.093402199652084175748867659413895546755 | 0.017361334894357616656650595226578448113
f(z) = -217/48*z^3 + 121/48*z + 1
*
0 | 0.13925607876276294903465434625961090394 | 0.025906765789785155318921512295841980653
f(z) = -216/41*z^3 + 134/41*z + 1
*
0 | 0.13927895730534761531578559769159784050 | 0.025911022042363991148898881854965341006
f(z) = -216/43*z^3 + 130/43*z + 1
*
0 | 0.13932458844265875387685951221315144591 | 0.025919511116575646328305704701222983496
f(z) = -216/47*z^3 + 122/47*z + 1
*
[ 5/6 ] 
f(z) = -216/55*z^3 + 139/55*z + 1
*
0 | 0.13917232907018072109964007077084422239 | 0.025913555957652136901386671500625512303
f(z) = -215/41*z^3 + 133/41*z + 1
*
0 | 0.10600477964026978441802903285683374003 | 0.019737837308172800373160088833393402294
f(z) = -215/42*z^3 + 131/42*z + 1
*
0 | 0.11353597085435216182222661931543089616 | 0.021140127161750576655531362078531763507
f(z) = -215/44*z^3 + 127/44*z + 1
*
0 | 0.12639429487723976708014159683321701374 | 0.023534316447184570971005016339616464186
f(z) = -215/46*z^3 + 123/46*z + 1
*
0 | 0.13924114446886078557285592295210525370 | 0.025926369220865866317928451130704364496
f(z) = -215/47*z^3 + 121/47*z + 1
*
0 | 0.13908819877110231135729345479119984012 | 0.025920391440761203695314644614778471916
f(z) = -214/41*z^3 + 132/41*z + 1
*
0 | 0.13911128278380231999267216605882510620 | 0.025924693363213966397794701251268094797
f(z) = -214/43*z^3 + 128/43*z + 1
*
0 | 0.12557120932150399760528873375995598387 | 0.023401373574904554040380718338155135399
f(z) = -214/45*z^3 + 124/45*z + 1
*
0 | 0.13915732263130225505352326484331356162 | 0.025933273320964625030966500462881570158
f(z) = -214/47*z^3 + 120/47*z + 1
*
0 | 0.10381176448052013846125057037367304130 | 0.019363198511078233539025597163659570859
f(z) = -213/40*z^3 + 133/40*z + 1
*
0 | 0.13900368438919887122503657405675503811 | 0.025927272771713498440971400855115202780
f(z) = -213/41*z^3 + 131/41*z + 1
*
0 | 0.13902687252811860446736342689794622515 | 0.025931597874357231140044755100148090703
f(z) = -213/43*z^3 + 127/43*z + 1
*
0 | 0.11336763687108122164933267417399174641 | 0.021145580835190319381092436836055372335
f(z) = -213/44*z^3 + 125/44*z + 1
*
0 | 0.12622616708425584568657059968079620862 | 0.023543982156315324309757754226914686625
f(z) = -213/46*z^3 + 121/46*z + 1
*
0 | 0.13891878240028030320446160397158592973 | 0.025934200492044982138890309682036517535
f(z) = -212/41*z^3 + 130/41*z + 1
*
0 | 0.13894207560969365425064154069678697612 | 0.025938549009593087402215638617128709195
f(z) = -212/43*z^3 + 126/43*z + 1
*
0 | 0.12540221057885006575600533495908687606 | 0.023410844920355274470982595931325407836
f(z) = -212/45*z^3 + 122/45*z + 1
*
0 | 0.11029719772496882268945823721377879346 | 0.020609140783283446062995229870989672998
f(z) = -211/40*z^3 + 131/40*z + 1
*
0 | 0.13883348923141234635363694643071142584 | 0.025941175152421145466001369342956993767
f(z) = -211/41*z^3 + 129/41*z + 1
*
0 | 0.10566614920310002063035895975929624084 | 0.019743824774082562019514999188578756747
f(z) = -211/42*z^3 + 127/42*z + 1
*
0 | 0.13885688846850551746024307308029342410 | 0.025945547323078437001991814114792848418
f(z) = -211/43*z^3 + 125/43*z + 1
*
0 | 0.11319775806935269690965897432050356652 | 0.021151113360291936664305432323567040419
f(z) = -211/44*z^3 + 123/44*z + 1
*
0 | 0.12531712907499195703486905669047309769 | 0.023415629852205680689245347189260518671
f(z) = -211/45*z^3 + 121/45*z + 1
*
0 | 0.13874780126001320195870104388373889451 | 0.025948197312836942905246551946047069750
f(z) = -210/41*z^3 + 128/41*z + 1
*
0 | 0.13877130749512137425454838188110813685 | 0.025952593378368286026844686703615486704
f(z) = -210/43*z^3 + 124/43*z + 1
*
0 | 0.10727285798272464233552158762654203484 | 0.020079772796558299171490235066045098566
f(z) = -209/40*z^3 + 129/40*z + 1
*
0 | 0.13866171481292912765136653097898213134 | 0.025955267542822116075875170961086693980
f(z) = -209/41*z^3 + 127/41*z + 1
*
0 | 0.10549448237446705077814697513758225222 | 0.019746889168469409349249986210625850986
f(z) = -209/42*z^3 + 125/42*z + 1
*
0 | 0.13868532902977858229131393542435499213 | 0.025959687748622748967939171374840614298
f(z) = -209/43*z^3 + 123/43*z + 1
*
0 | 0.13857522616548840948578154732289452705 | 0.025962386421652078905487120285778960932
f(z) = -208/41*z^3 + 126/41*z + 1
*
0 | 0.13859894936144425163214280017471941707 | 0.025966831016819664045610727748609874979
f(z) = -208/43*z^3 + 122/43*z + 1
*
0 | 0.10995182244977880821501600993078022154 | 0.020618342483881905634726309516244871996
f(z) = -207/40*z^3 + 127/40*z + 1
*
0 | 0.13848833154053310205006699808317392622 | 0.025969554538564543697745106240487410368
f(z) = -207/41*z^3 + 125/41*z + 1
*
0 | 0.13851216472685274410583679569550120163 | 0.025974023775973000472221612805006776350
f(z) = -207/43*z^3 + 121/43*z + 1
*
0 | 0.13840102710742790651477535434146359876 | 0.025976772492982073833744721745671003133
f(z) = -206/41*z^3 + 124/41*z + 1
*
0 | 0.13842497130952047215564917742112099392 | 0.025981266629357245148691134153039120549
f(z) = -206/43*z^3 + 120/43*z + 1
*
0 | 0.10514629777128997612881041452578510035 | 0.019753165630606077143878852927410488828
f(z) = -205/42*z^3 + 121/42*z + 1
*
0 | 0.13822517322072789255278980319857897586 | 0.025991360364325190607329325814986156814
f(z) = -204/41*z^3 + 122/41*z + 1
*
0 | 0.10959988091391481580262175018162830615 | 0.020627824583921110964770668758229523894
f(z) = -203/40*z^3 + 123/40*z + 1
*
0 | 0.13813661582922236918377986761232217714 | 0.025998731533110011873327196768496837512
f(z) = -203/41*z^3 + 121/41*z + 1
*
0 | 0.13804763275159254351001703943912741586 | 0.026006155043608146484437632550685248128
f(z) = -202/41*z^3 + 120/41*z + 1
*
0 | 0.10656891127547225307885460613962291707 | 0.020094811277685853360726568907697882235
f(z) = -201/40*z^3 + 121/40*z + 1
*
[ 5/7 ] 
f(z) = -217/50*z^3 + 127/70*z + 1
*
-2/5 | 0.20609590282223316252423329295488000376 | 0.029526312403650778560295160390900013164
f(z) = -215/48*z^3 + 133/60*z + 1
*
[ 3/4 ] 
f(z) = -212/45*z^3 + 139/60*z + 1
*
-2/5 | 0.18312746452392962468501813262371122586 | 0.026415988607220566740157565943141367887
f(z) = -205/48*z^3 + 131/60*z + 1
*
[ 2/3 ] 
f(z) = -207/47*z^3 + 137/94*z + 1
*
[ 2/3 ] 
f(z) = -207/49*z^3 + 135/98*z + 1
*
[ 2/3 ] 
f(z) = -216/53*z^3 + 139/106*z + 1
*
[ 2/3 ] 
f(z) = -216/55*z^3 + 137/110*z + 1
*
[ 2/3 ] 
f(z) = -216/59*z^3 + 133/118*z + 1
*
[ 2/3 ] 
f(z) = -207/53*z^3 + 131/106*z + 1
*
[ 2/3 ] 
f(z) = -207/55*z^3 + 129/110*z + 1
*
[ 2/3 ] 
f(z) = -207/59*z^3 + 125/118*z + 1
*
[ -3/4 ] 
f(z) = -217/54*z^3 + 147/32*z + 1
*
[ -2/5 ] 
f(z) = -215/56*z^3 + 144/35*z + 1
*
[ -3/4 ] 
f(z) = -211/54*z^3 + 145/32*z + 1
*
[ -7/8 ] 
f(z) = -208/49*z^3 + 151/28*z + 1
*
[ -3/4 ] 
f(z) = -205/54*z^3 + 143/32*z + 1
*
[ -2/5 ] 
f(z) = -205/56*z^3 + 143/35*z + 1
*
[ -7/6 ] 
f(z) = -204/49*z^3 + 158/21*z + 1
*
-1/2 | 0.15961929410930078786133642169955405387 | 0.029905040812042859663680606704481064862
f(z) = -208/51*z^3 + 154/51*z + 1
*
-1/3 | 0.090143876310269305532995880320053456765 | 0.016903924584231030298379512844997755318
f(z) = -207/40*z^3 + 143/40*z + 1
*
-1/3 | 0.15625763915076384507554795731343740400 | 0.029301683664268941028093215414595046684
f(z) = -207/44*z^3 + 155/44*z + 1
*
[ 4/5 ] 
f(z) = -215/48*z^3 + 157/60*z + 1
*
[ 7/9 ] 
f(z) = -207/49*z^3 + 143/63*z + 1
*
[ 4/5 ] 
f(z) = -205/48*z^3 + 149/60*z + 1
*
[ 2/3 ] 
f(z) = -216/41*z^3 + 151/82*z + 1
*
[ 2/3 ] 
f(z) = -216/43*z^3 + 149/86*z + 1
*
[ 2/3 ] 
f(z) = -216/47*z^3 + 145/94*z + 1
*
[ 2/3 ] 
f(z) = -216/49*z^3 + 143/98*z + 1
*
[ 2/3 ] 
f(z) = -207/41*z^3 + 143/82*z + 1
*
[ 2/3 ] 
f(z) = -207/43*z^3 + 141/86*z + 1
*
[ 2/3 ] 
f(z) = -211/48*z^3 + 157/108*z + 1
*
[ 2/3 ] 
f(z) = -209/48*z^3 + 155/108*z + 1
*
[ 2/3 ] 
f(z) = -205/48*z^3 + 151/108*z + 1
*
[ 2/3 ] 
f(z) = -203/48*z^3 + 149/108*z + 1
*
[ 7/3 ] 
f(z) = -216/49*z^3 + 172/7*z + 1
*
[ -7/3 ] 
f(z) = -216/49*z^3 + 178/7*z + 1
*
[ 3/2 ] 
f(z) = -212/45*z^3 + 164/15*z + 1
*
[ 3/2 ] 
f(z) = -208/45*z^3 + 161/15*z + 1
*
[ 7/3 ] 
f(z) = -207/49*z^3 + 165/7*z + 1
*
[ -7/3 ] 
f(z) = -207/49*z^3 + 171/7*z + 1
*
[ -7/10 ] 
f(z) = -220/49*z^3 + 162/35*z + 1
*
[ -2/7 ] 
f(z) = -217/40*z^3 + 173/35*z + 1
*
[ -6/19 ] 
f(z) = -209/54*z^3 + 173/38*z + 1
*
[ 7/6 ] 
f(z) = -207/49*z^3 + 165/28*z + 1
*
[ 6/5 ] 
f(z) = -205/54*z^3 + 169/30*z + 1
*
[ -2/7 ] 
f(z) = -203/40*z^3 + 172/35*z + 1
*
[ -1/2 ] 
f(z) = -220/41*z^3 + 178/41*z + 1
*
-2/3 | 0.19887175319664471731962145529097098696 | 0.026246344589790057651591803356779787473
f(z) = -217/40*z^3 + 176/45*z + 1
*
[ -1/2 ] 
f(z) = -216/41*z^3 + 177/41*z + 1
*
[ -1/2 ] 
f(z) = -212/41*z^3 + 176/41*z + 1
*
[ -1/2 ] 
f(z) = -208/41*z^3 + 175/41*z + 1
*
-2/3 | 0.13223070282499600482498191555712060259 | 0.024796113943226985949764496162171908821
f(z) = -207/50*z^3 + 167/50*z + 1
*
[ -1/2 ] 
f(z) = -204/41*z^3 + 174/41*z + 1
*
-2/3 | 0.19824218260677113369084550846292166894 | 0.026395581600634059121095625882975762408
f(z) = -203/40*z^3 + 169/45*z + 1
*
[ -3/7 ] 
f(z) = -203/54*z^3 + 169/42*z + 1
*
-4/5 | 0.079650344718953325492312178625954457137 | 0.011489497788476848103574165315347462820
f(z) = -205/48*z^3 + 179/60*z + 1
*
[ 3/4 ] 
f(z) = -211/54*z^3 + 179/96*z + 1
*
[ 3/4 ] 
f(z) = -205/54*z^3 + 173/96*z + 1
*
-4/7 | 0.14667434041052176616771192831465052359 | 0.020205537123563123087996736613451844687
f(z) = -203/48*z^3 + 179/84*z + 1
*
[ 2/3 ] 
f(z) = -217/48*z^3 + 163/108*z + 1
*
[ 2/3 ] 
f(z) = -215/48*z^3 + 161/108*z + 1
*
[ 7/4 ] 
f(z) = -216/49*z^3 + 195/14*z + 1
*
[ -3/2 ] 
f(z) = -212/45*z^3 + 184/15*z + 1
*
[ -3/2 ] 
f(z) = -208/45*z^3 + 181/15*z + 1
*
-2 | 0.092174770579474518656107852954406934744 | 0.013799446346243977595095764808076581765
f(z) = -205/48*z^3 + 199/12*z + 1
*
-2 | 0.091996037818276998716902462350005349599 | 0.013793547367255839446475943515959349095
f(z) = -203/48*z^3 + 197/12*z + 1
*
[ 4/3 ] 
f(z) = -207/40*z^3 + 189/20*z + 1
*
[ 4/3 ] 
f(z) = -207/56*z^3 + 191/28*z + 1
*
[ -1/2 ] 
f(z) = -220/43*z^3 + 184/43*z + 1
*
[ -1/2 ] 
f(z) = -220/47*z^3 + 196/47*z + 1
*
[ -1/3 ] 
f(z) = -216/41*z^3 + 188/41*z + 1
*
[ -1/2 ] 
f(z) = -216/43*z^3 + 183/43*z + 1
*
[ -1/3 ] 
f(z) = -216/43*z^3 + 196/43*z + 1
*
[ -1/2 ] 
f(z) = -216/47*z^3 + 195/47*z + 1
*
[ 7/8 ] 
f(z) = -216/49*z^3 + 181/56*z + 1
*
[ -1/2 ] 
f(z) = -212/43*z^3 + 182/43*z + 1
*
[ -1/2 ] 
f(z) = -212/45*z^3 + 188/45*z + 1
*
[ -1/2 ] 
f(z) = -212/47*z^3 + 194/47*z + 1
*
[ -1/2 ] 
f(z) = -208/43*z^3 + 181/43*z + 1
*
[ -1/2 ] 
f(z) = -208/45*z^3 + 187/45*z + 1
*
-1/4 | 0.10135832768299820986468203256952956481 | 0.018989715140106334653290775009393574958
f(z) = -208/45*z^3 + 193/45*z + 1
*
[ -1/2 ] 
f(z) = -208/47*z^3 + 193/47*z + 1
*
[ -1/2 ] 
f(z) = -208/49*z^3 + 199/49*z + 1
*
[ -1/3 ] 
f(z) = -207/40*z^3 + 183/40*z + 1
*
[ -1/3 ] 
f(z) = -207/41*z^3 + 187/41*z + 1
*
[ -1/3 ] 
f(z) = -207/43*z^3 + 195/43*z + 1
*
[ -1/3 ] 
f(z) = -207/44*z^3 + 199/44*z + 1
*
-1/3 | 0.12651182766994427201503441411796973880 | 0.023723701281551662606795046812179474810
f(z) = -207/56*z^3 + 191/56*z + 1
*
[ -3/10 ] 
f(z) = -205/54*z^3 + 187/40*z + 1
*
[ -1/2 ] 
f(z) = -204/43*z^3 + 180/43*z + 1
*
[ -1/2 ] 
f(z) = -204/47*z^3 + 192/47*z + 1
*
[ -1/2 ] 
f(z) = -204/49*z^3 + 198/49*z + 1
*
-4/5 | 0.12885225796489149292865186161783139012 | 0.018460008037465755744475595351503795336
f(z) = -215/48*z^3 + 187/60*z + 1
*
-2/5 | 0.18863307491292225680263617154765181228 | 0.027024501813334266807996001115569291249
f(z) = -215/48*z^3 + 193/60*z + 1
*
-3/8 | 0.15276758233412368796613676667973788041 | 0.022720313701848520652396112219836823758
f(z) = -208/45*z^3 + 199/60*z + 1
*
-2/5 | 0.15868730480617742418855899297403248941 | 0.022890515340055717754869508616754285432
f(z) = -205/48*z^3 + 191/60*z + 1
*
-4/7 | 0.17260305456561651815345250250730380612 | 0.023560959594482603968707384788035367935
f(z) = -217/48*z^3 + 187/84*z + 1
*
[ 3/4 ] 
f(z) = -217/54*z^3 + 185/96*z + 1
*
[ 2/3 ] 
f(z) = -201/46*z^3 + 199/138*z + 1
*
[ 2/3 ] 
f(z) = -201/50*z^3 + 193/150*z + 1
*
11/18 | 0.13632513710115444773079177416901926352 | 0.021057682851823106985515309650205612952
f(z) = -216/55*z^3 + 197/165*z + 1
*
[ 2/3 ] 
f(z) = -213/58*z^3 + 197/174*z + 1
*
[ 2/3 ] 
f(z) = -201/58*z^3 + 181/174*z + 1
*
-2 | 0.093211044377573884446488005584029310871 | 0.013833323667330141131813961456052914331
f(z) = -217/48*z^3 + 211/12*z + 1
*
[ -7/4 ] 
f(z) = -216/49*z^3 + 211/14*z + 1
*
-2 | 0.093043213678372230330157530723390035157 | 0.013827960945479660937946082262094538608
f(z) = -215/48*z^3 + 209/12*z + 1
*
-2 | 0.092700752248808593725092716937141586729 | 0.013816745752994079400259701169315317418
f(z) = -211/48*z^3 + 205/12*z + 1
*
[ 2 ] 
f(z) = -211/48*z^3 + 217/12*z + 1
*
[ 3 ] 
f(z) = -211/54*z^3 + 215/6*z + 1
*
-2 | 0.092526061396816082047634253843689506457 | 0.013810889872211449976567728018161216359
f(z) = -209/48*z^3 + 203/12*z + 1
*
[ 2 ] 
f(z) = -209/48*z^3 + 215/12*z + 1
*
[ -3 ] 
f(z) = -209/54*z^3 + 217/6*z + 1
*
[ 2 ] 
f(z) = -205/48*z^3 + 211/12*z + 1
*
[ 3 ] 
f(z) = -205/54*z^3 + 209/6*z + 1
*
[ 2 ] 
f(z) = -203/48*z^3 + 209/12*z + 1
*
[ -3 ] 
f(z) = -203/54*z^3 + 211/6*z + 1
*
[ 3/2 ] 
f(z) = -209/54*z^3 + 217/24*z + 1
*
[ -4/3 ] 
f(z) = -207/40*z^3 + 219/20*z + 1
*
[ -7/6 ] 
f(z) = -207/49*z^3 + 213/28*z + 1
*
[ 3/2 ] 
f(z) = -203/54*z^3 + 211/24*z + 1
*
[ -1/2 ] 
f(z) = -220/49*z^3 + 202/49*z + 1
*
[ -1/2 ] 
f(z) = -220/51*z^3 + 208/51*z + 1
*
[ -1/2 ] 
f(z) = -220/53*z^3 + 214/53*z + 1
*
[ -6/7 ] 
f(z) = -217/54*z^3 + 215/42*z + 1
*
[ -1/3 ] 
f(z) = -216/47*z^3 + 212/47*z + 1
*
[ -1/2 ] 
f(z) = -216/49*z^3 + 201/49*z + 1
*
[ -1/2 ] 
f(z) = -216/53*z^3 + 213/53*z + 1
*
[ -1/2 ] 
f(z) = -216/55*z^3 + 219/55*z + 1
*
[ -1/2 ] 
f(z) = -212/49*z^3 + 200/49*z + 1
*
[ -1/2 ] 
f(z) = -212/51*z^3 + 206/51*z + 1
*
[ -1/2 ] 
f(z) = -212/55*z^3 + 218/55*z + 1
*
[ -2/3 ] 
f(z) = -211/40*z^3 + 218/45*z + 1
*
[ -2/3 ] 
f(z) = -209/40*z^3 + 217/45*z + 1
*
[ -3/5 ] 
f(z) = -209/54*z^3 + 203/50*z + 1
*
[ -1/4 ] 
f(z) = -208/41*z^3 + 218/41*z + 1
*
[ -1/2 ] 
f(z) = -208/51*z^3 + 205/51*z + 1
*
-1/4 | 0.15740123481004706604378342135108931641 | 0.029257293302531655652020388945906991733
f(z) = -208/51*z^3 + 217/51*z + 1
*
[ -1/2 ] 
f(z) = -208/53*z^3 + 211/53*z + 1
*
[ -1/2 ] 
f(z) = -208/55*z^3 + 217/55*z + 1
*
[ -1/3 ] 
f(z) = -207/47*z^3 + 211/47*z + 1
*
[ -1/3 ] 
f(z) = -207/49*z^3 + 219/49*z + 1
*
[ -5/6 ] 
f(z) = -207/50*z^3 + 203/40*z + 1
*
[ -2/3 ] 
f(z) = -207/50*z^3 + 217/50*z + 1
*
[ -1/2 ] 
f(z) = -204/53*z^3 + 210/53*z + 1
*
[ -1/2 ] 
f(z) = -204/55*z^3 + 216/55*z + 1
*
[ -2/3 ] 
f(z) = -203/40*z^3 + 214/45*z + 1
*
[ -3/5 ] 
f(z) = -203/54*z^3 + 201/50*z + 1
*
[ 2/3 ] 
f(z) = -213/46*z^3 + 215/138*z + 1
*
[ 2/3 ] 
f(z) = -219/50*z^3 + 217/150*z + 1
*
[ 2/3 ] 
f(z) = -213/50*z^3 + 209/150*z + 1
*
[ 2/3 ] 
f(z) = -219/58*z^3 + 205/174*z + 1
*
[ 5/8 ] 
f(z) = -208/45*z^3 + 217/180*z + 1
*
[ 2 ] 
f(z) = -217/48*z^3 + 223/12*z + 1
*
[ -2 ] 
f(z) = -217/48*z^3 + 235/12*z + 1
*
[ 3 ] 
f(z) = -217/54*z^3 + 221/6*z + 1
*
[ 2 ] 
f(z) = -215/48*z^3 + 221/12*z + 1
*
[ -2 ] 
f(z) = -215/48*z^3 + 233/12*z + 1
*
[ -3 ] 
f(z) = -215/54*z^3 + 223/6*z + 1
*
[ -2 ] 
f(z) = -211/48*z^3 + 229/12*z + 1
*
[ -2 ] 
f(z) = -209/48*z^3 + 227/12*z + 1
*
[ -2 ] 
f(z) = -205/48*z^3 + 223/12*z + 1
*
[ -2 ] 
f(z) = -203/48*z^3 + 221/12*z + 1
*
[ 3/2 ] 
f(z) = -215/54*z^3 + 223/24*z + 1
*
[ -6/5 ] 
f(z) = -215/54*z^3 + 227/30*z + 1
*
[ -4/3 ] 
f(z) = -207/56*z^3 + 233/28*z + 1
*
[ -1/2 ] 
f(z) = -220/57*z^3 + 226/57*z + 1
*
[ -1/2 ] 
f(z) = -220/59*z^3 + 232/59*z + 1
*
[ -2/3 ] 
f(z) = -217/40*z^3 + 221/45*z + 1
*
[ -1/3 ] 
f(z) = -216/49*z^3 + 220/49*z + 1
*
[ -1/3 ] 
f(z) = -216/53*z^3 + 236/53*z + 1
*
[ -1/2 ] 
f(z) = -216/59*z^3 + 231/59*z + 1
*
[ -1/2 ] 
f(z) = -212/57*z^3 + 224/57*z + 1
*
[ -1/2 ] 
f(z) = -212/59*z^3 + 230/59*z + 1
*
[ 10/11 ] 
f(z) = -209/40*z^3 + 232/55*z + 1
*
[ -1/4 ] 
f(z) = -208/43*z^3 + 228/43*z + 1
*
[ -1/4 ] 
f(z) = -208/45*z^3 + 238/45*z + 1
*
[ -3/4 ] 
f(z) = -208/51*z^3 + 236/51*z + 1
*
-1/4 | 0.16081065780944533917201143147632188995 | 0.029500921554544141310916050531089154881
f(z) = -208/55*z^3 + 233/55*z + 1
*
[ -1/2 ] 
f(z) = -208/57*z^3 + 223/57*z + 1
*
[ -1/2 ] 
f(z) = -208/59*z^3 + 229/59*z + 1
*
[ -1/3 ] 
f(z) = -207/50*z^3 + 223/50*z + 1
*
[ -1/3 ] 
f(z) = -207/52*z^3 + 231/52*z + 1
*
[ -1/3 ] 
f(z) = -207/53*z^3 + 235/53*z + 1
*
[ -2/3 ] 
f(z) = -207/58*z^3 + 237/58*z + 1
*
[ -1/2 ] 
f(z) = -204/59*z^3 + 228/59*z + 1
*
-2/9 | 0.17932933247650143333039820674041414695 | 0.023815495502481356131759518326161507186
f(z) = -207/56*z^3 + 232/63*z + 1
*
-4/5 | 0.20214463842094210028410257446308962252 | 0.029159200556946271976617937265803781791
f(z) = -205/48*z^3 + 239/60*z + 1
*
-10/19 | 0.21646935185516698931247607928586966552 | 0.026122272906171480915771640554188587197
f(z) = -209/40*z^3 + 223/95*z + 1
*
-2/7 | 0.16404757940402717611427211593885414597 | 0.022598836622693689833452709355752522786
f(z) = -203/48*z^3 + 239/84*z + 1
*
-1/12 | 0.18091337088270259012503856857600722039 | 0.029812241783630339950071068731526122393
f(z) = -216/55*z^3 + 223/110*z + 1
*
0 | 0.17571225652652399523662200075702877734 | 0.029278471843662707337076788522137068014
f(z) = -202/57*z^3 + 233/114*z + 1
*
[ 2/3 ] 
f(z) = -219/46*z^3 + 223/138*z + 1
*
0 | 0.18545817077207550548087577403021204825 | 0.028709119783714499744964042531958836369
f(z) = -213/40*z^3 + 239/120*z + 1
*
[ 14/19 ] 
f(z) = -209/56*z^3 + 222/133*z + 1
*
[ 7/10 ] 
f(z) = -205/49*z^3 + 227/140*z + 1
*
5/6 | 0.10788123308393011216223647536688843621 | 0.016812487779479504887907525009007102049
f(z) = -204/55*z^3 + 227/165*z + 1
*
[ -3/2 ] 
f(z) = -217/54*z^3 + 257/24*z + 1
*
[ -3/2 ] 
f(z) = -211/54*z^3 + 251/24*z + 1
*
[ -3/2 ] 
f(z) = -205/54*z^3 + 245/24*z + 1
*
-1 | 0.11217299438712085421998070835133357846 | 0.020186515246040042046759740932187963884
f(z) = -219/40*z^3 + 259/40*z + 1
*
-1 | 0.12060831810194200079599696616801452887 | 0.021704525812708759580169113957720900396
f(z) = -218/41*z^3 + 259/41*z + 1
*
-1 | 0.11199153912363667885829418539134255077 | 0.020182015422077485265528966210094028805
f(z) = -217/40*z^3 + 257/40*z + 1
*
-1 | 0.12051720514044288843545689010047858563 | 0.021703238299751472827393341371265870064
f(z) = -217/41*z^3 + 258/41*z + 1
*
-1 | 0.12042564031591512799126053307678368381 | 0.021701926315935359932409133945426967826
f(z) = -216/41*z^3 + 257/41*z + 1
*
-1 | 0.12036161813264664197450404792145931046 | 0.021660129987148537650244169893389105317
f(z) = -216/43*z^3 + 259/43*z + 1
*
-7/8 | 0.21779298149898775805090623083185850538 | 0.029119435247489348242843909776239853102
f(z) = -216/49*z^3 + 253/56*z + 1
*
[ -1/3 ] 
f(z) = -216/55*z^3 + 244/55*z + 1
*
-1 | 0.12033361910993926422130787750579089641 | 0.021700589442766346907156661568465903958
f(z) = -215/41*z^3 + 256/41*z + 1
*
-1 | 0.087121790884364806223484711462944797428 | 0.015700233615738912663992743250464516991
f(z) = -215/42*z^3 + 257/42*z + 1
*
-1 | 0.11167956792881257791878078731069057280 | 0.020097718822463573958720054598799342330
f(z) = -215/44*z^3 + 259/44*z + 1
*
-1 | 0.12024113693576105622572798739290967168 | 0.021699227253108989472456458129425436234
f(z) = -214/41*z^3 + 255/41*z + 1
*
-1 | 0.12017644180091208126606439538036949986 | 0.021657018206695089494499293521619623158
f(z) = -214/43*z^3 + 257/43*z + 1
*
-1 | 0.10654824495004543910732926586050452630 | 0.019174292198175015279687563383799309059
f(z) = -214/45*z^3 + 259/45*z + 1
*
-1 | 0.11162319006430033258555977556950149745 | 0.020172660950705936200812692955331689909
f(z) = -213/40*z^3 + 253/40*z + 1
*
-1 | 0.12014818913690193756660968327336387188 | 0.021697839310971062563616885244312882706
f(z) = -213/41*z^3 + 254/41*z + 1
*
-1 | 0.12008315217866058241400662770368315594 | 0.021655421017808543027432632824524496756
f(z) = -213/43*z^3 + 256/43*z + 1
*
-1 | 0.11149311473643828408336304103748953341 | 0.020092194273552395930231831489498997693
f(z) = -213/44*z^3 + 257/44*z + 1
*
-1 | 0.10714945457708940885667996329027262587 | 0.019282485149327815883822069563713552552
f(z) = -213/46*z^3 + 259/46*z + 1
*
-1 | 0.12005477098573385712282065155430925383 | 0.021696425171281792261647247578846878067
f(z) = -212/41*z^3 + 253/41*z + 1
*
-1 | 0.11998938856289716562709112423293932469 | 0.021653795670436143861018179458459042164
f(z) = -212/43*z^3 + 255/43*z + 1
*
-1 | 0.10636049592367508532959233804286055716 | 0.019167244113518662095051667845201803389
f(z) = -212/45*z^3 + 257/45*z + 1
*
-1 | 0.11985743122797694989023283016311988440 | 0.021569397126770005771944484105903668432
f(z) = -212/47*z^3 + 259/47*z + 1
*
-1 | 0.11143622274248510818090240398862734136 | 0.020167798725292394945942936134699714633
f(z) = -211/40*z^3 + 251/40*z + 1
*
-1 | 0.11996087768201739562816476347214833563 | 0.021694984379663512081722964686652911051
f(z) = -211/41*z^3 + 252/41*z + 1
*
-1 | 0.086749016352112147338047292089601692333 | 0.015677373972830762811325358740372218624
f(z) = -211/42*z^3 + 253/42*z + 1
*
-1 | 0.11989514609474538823211851369475379975 | 0.021652141682842718572380112654334510499
f(z) = -211/43*z^3 + 254/43*z + 1
*
-1 | 0.11130475810977840343836484231360396087 | 0.020086530301744775045023629206778216206
f(z) = -211/44*z^3 + 255/44*z + 1
*
-1 | 0.10626589993552106371596691449315717184 | 0.019163660856572381866424880200032925435
f(z) = -211/45*z^3 + 256/45*z + 1
*
-1 | 0.10696039028894960017387773159909115482 | 0.019275351185055750656172135288387789817
f(z) = -211/46*z^3 + 257/46*z + 1
*
-1 | 0.11976247726687158469419173138863993043 | 0.021567323773087047793235244231385247932
f(z) = -211/47*z^3 + 258/47*z + 1
*
-1 | 0.090828043502924005452752846336193899501 | 0.016345303920586764459489013536656563986
f(z) = -211/48*z^3 + 259/48*z + 1
*
-1 | 0.11986650435140201250026378066663788788 | 0.021693516472196516991059079983757063851
f(z) = -210/41*z^3 + 251/41*z + 1
*
-1 | 0.11980041983994903480967779985713778235 | 0.021650458563237485969420030214077666749
f(z) = -210/43*z^3 + 253/43*z + 1
*
-1 | 0.11966703178047287892224594955605237781 | 0.021565217335226443690619959698493416610
f(z) = -210/47*z^3 + 257/47*z + 1
*
-10/11 | 0.18407280530709771139471210880921505982 | 0.023781310969939171751109388303589240253
f(z) = -209/40*z^3 + 243/55*z + 1
*
-1 | 0.11124734265168031495246857334503716815 | 0.020162807864288562582548324263108915048
f(z) = -209/40*z^3 + 249/40*z + 1
*
-1 | 0.11977164604388723552914021118928562499 | 0.021692020975176879589234109047200965384
f(z) = -209/41*z^3 + 250/41*z + 1
*
-1 | 0.086557745227412796334626950010889489275 | 0.015665275983875023532579439814926483012
f(z) = -209/42*z^3 + 251/42*z + 1
*
-1 | 0.11970520478729874135512868831918984770 | 0.021648745809519605506907603973087439859
f(z) = -209/43*z^3 + 252/43*z + 1
*
-1 | 0.10607524002902372986708246052866468508 | 0.019156372888815642124446251095886367349
f(z) = -209/45*z^3 + 254/45*z + 1
*
-1 | 0.10676936767159516025452823470422336715 | 0.019268054443085073775075433210278177121
f(z) = -209/46*z^3 + 255/46*z + 1
*
-1 | 0.11957108963026264359867784932504933407 | 0.021563077255408709134569690003705544815
f(z) = -209/47*z^3 + 256/47*z + 1
*
-1 | 0.090635254896131783519861841219765113830 | 0.016333395597664291172570040669213315318
f(z) = -209/48*z^3 + 257/48*z + 1
*
-1 | 0.11950340326356744251807588471246674400 | 0.021520668651733810153077307728933819738
f(z) = -209/49*z^3 + 258/49*z + 1
*
-1 | 0.10663334118741556224044170926832217715 | 0.019189606013255357485974029994199795355
f(z) = -209/50*z^3 + 259/50*z + 1
*
-1 | 0.11967629773224356217747074126756800542 | 0.021690497404866983546441049407226736668
f(z) = -208/41*z^3 + 249/41*z + 1
*
-1 | 0.11960949584701719272507994116595949156 | 0.021647002909016083207426768019335005375
f(z) = -208/43*z^3 + 251/43*z + 1
*
[ -1/4 ] 
f(z) = -208/47*z^3 + 248/47*z + 1
*
-1 | 0.11947464559633971299718972072884670674 | 0.021560902964221656097209514920621905904
f(z) = -208/47*z^3 + 255/47*z + 1
*
-1 | 0.11940658455335959495199817678036618847 | 0.021518282093552207058787075655963209247
f(z) = -208/49*z^3 + 257/49*z + 1
*
[ -1/4 ] 
f(z) = -208/49*z^3 + 258/49*z + 1
*
-1 | 0.098994452476206552960192178859983455814 | 0.017814920918379004578292254489395617473
f(z) = -208/51*z^3 + 259/51*z + 1
*
[ -3/4 ] 
f(z) = -208/57*z^3 + 250/57*z + 1
*
-1 | 0.11105651012256519451468229049278659767 | 0.020157684181423552591504636599699709257
f(z) = -207/40*z^3 + 247/40*z + 1
*
[ -2/9 ] 
f(z) = -207/40*z^3 + 259/45*z + 1
*
-1 | 0.11958045431039179556348558611152864641 | 0.021688945267238519639264580165118845191
f(z) = -207/41*z^3 + 248/41*z + 1
*
-1 | 0.11951328784910157239444892735744015839 | 0.021645229338211767804378996939194807286
f(z) = -207/43*z^3 + 250/43*z + 1
*
-1 | 0.11092217564186717357063991223532659052 | 0.020074766152889614335394632011289456716
f(z) = -207/44*z^3 + 251/44*z + 1
*
-1 | 0.11937769437568397953905276626898800006 | 0.021558693880324554918567911431376182311
f(z) = -207/47*z^3 + 254/47*z + 1
*
-1 | 0.11930925446994619126848248123885546305 | 0.021515858719493845074138334332820328318
f(z) = -207/49*z^3 + 256/49*z + 1
*
-1 | 0.10643946407172869375614815669625314772 | 0.019181474977692350846946581894986511685
f(z) = -207/50*z^3 + 257/50*z + 1
*
-1 | 0.11064839934416040681019413876967082818 | 0.019912150981745322266369202246419592773
f(z) = -207/52*z^3 + 259/52*z + 1
*
[ -1/3 ] 
f(z) = -207/55*z^3 + 243/55*z + 1
*
[ -1/3 ] 
f(z) = -207/56*z^3 + 247/56*z + 1
*
[ -1/3 ] 
f(z) = -207/58*z^3 + 255/58*z + 1
*
[ -1/3 ] 
f(z) = -207/59*z^3 + 259/59*z + 1
*
-1 | 0.11948411059173949056252534679917033135 | 0.021687364057707679528433791856351983786
f(z) = -206/41*z^3 + 247/41*z + 1
*
-1 | 0.11941657554162189395295158952082926261 | 0.021643424562471159109808794561882873093
f(z) = -206/43*z^3 + 249/43*z + 1
*
-1 | 0.10578550302387858906808142148166673410 | 0.019145127863581206716358021601477856224
f(z) = -206/45*z^3 + 251/45*z + 1
*
-1 | 0.11928023058037366938362975618766529244 | 0.021556449410143332430790765038945991874
f(z) = -206/47*z^3 + 253/47*z + 1
*
-1 | 0.11921140755461416144671553880458701666 | 0.021513397907012177079850612115413873612
f(z) = -206/49*z^3 + 255/49*z + 1
*
-1 | 0.098798503440432868815220815174161998539 | 0.017804496087081211377095377057176277948
f(z) = -206/51*z^3 + 257/51*z + 1
*
-1 | 0.11907242648248407077337420128097102959 | 0.021428128630286638249093005292872537559
f(z) = -206/53*z^3 + 259/53*z + 1
*
-1 | 0.086173663197617248104562563102505451388 | 0.015641239631759169988860367179131335320
f(z) = -205/42*z^3 + 247/42*z + 1
*
-1 | 0.11931935358897379202589949288667026478 | 0.021641588035751739409354229219095091764
f(z) = -205/43*z^3 + 248/43*z + 1
*
-1 | 0.11072786718609079024242737761392569409 | 0.020068656545675153639848503255715520753
f(z) = -205/44*z^3 + 249/44*z + 1
*
-1 | 0.10638062929341684877324779876914741441 | 0.019252834195730652564012787694595527119
f(z) = -205/46*z^3 + 251/46*z + 1
*
-1 | 0.11918224873575433185468546160082566642 | 0.021554168947556488935889740804007532514
f(z) = -205/47*z^3 + 252/47*z + 1
*
-1 | 0.090246688048813212043529136988069851486 | 0.016309476900670278205828679848389229779
f(z) = -205/48*z^3 + 253/48*z + 1
*
-1 | 0.11911303826030805198334093312036602254 | 0.021510899020449059957347726970197634642
f(z) = -205/49*z^3 + 254/49*z + 1
*
-1 | 0.098698707920984053792797255305110476312 | 0.017799017057468993252677720021296500156
f(z) = -205/51*z^3 + 256/51*z + 1
*
-1 | 0.11045100802463855628194797292814207638 | 0.019904396035457160777464618244231732243
f(z) = -205/52*z^3 + 257/52*z + 1
*
-1 | 0.11897326668969456377597617734470288470 | 0.021425199458096528915166335066462089537
f(z) = -205/53*z^3 + 258/53*z + 1
*
-1 | 0.092539515785940885407351268881876845216 | 0.016653298385057099670041169630144770869
f(z) = -205/54*z^3 + 259/54*z + 1
*
-1 | 0.11928990110480464531173543729959602773 | 0.021684112350180473381726356351329397095
f(z) = -204/41*z^3 + 245/41*z + 1
*
-1 | 0.11922161657008429630687959463083324771 | 0.021639719200308526975450742526589227990
f(z) = -204/43*z^3 + 247/43*z + 1
*
-1 | 0.11908374327855795708540927379986712633 | 0.021551851873571403933425617182365352775
f(z) = -204/47*z^3 + 251/47*z + 1
*
-1 | 0.11901414094970301405684619884784350979 | 0.021508361410696930487192041584168572209
f(z) = -204/49*z^3 + 253/49*z + 1
*
-1 | 0.11887356979822057873824730738558122676 | 0.021422227408594849721883673624873974248
f(z) = -204/53*z^3 + 257/53*z + 1
*
-1 | 0.11880258642470798968025951866761137007 | 0.021379568542628725113838948224760903571
f(z) = -204/55*z^3 + 259/55*z + 1
*
-1 | 0.11066882276277688572152885873458822832 | 0.020147020728658514096966047286640985497
f(z) = -203/40*z^3 + 243/40*z + 1
*
-1 | 0.11919202454517068013525528107600505464 | 0.021682440787740918735021968969894812281
f(z) = -203/41*z^3 + 244/41*z + 1
*
-1 | 0.11912335897656905602785041242824684692 | 0.021637817486389538541951360148423869185
f(z) = -203/43*z^3 + 246/43*z + 1
*
-1 | 0.11053148995815586225237205040069842716 | 0.020062388636377499255333532026062373668
f(z) = -203/44*z^3 + 247/44*z + 1
*
-1 | 0.10549114124647265181801891300357024832 | 0.019133491354150524250692920655685616425
f(z) = -203/45*z^3 + 248/45*z + 1
*
-1 | 0.10618347931053753782107689909083226609 | 0.019245017819467802393006158770370534568
f(z) = -203/46*z^3 + 249/46*z + 1
*
-1 | 0.11898470855497057489398193684191778048 | 0.021549497555990687000394177810614582289
f(z) = -203/47*z^3 + 250/47*z + 1
*
-1 | 0.090048755083423860079817260696152425380 | 0.016297081176040791429572766418786803767
f(z) = -203/48*z^3 + 251/48*z + 1
*
-1 | 0.10604348020001266021789376621658752279 | 0.019164289883450592108544159814382074686
f(z) = -203/50*z^3 + 253/50*z + 1
*
-1 | 0.098500614391746654769665425738085544148 | 0.017788453729159153474343767370553954023
f(z) = -203/51*z^3 + 254/51*z + 1
*
-1 | 0.11025147743892487860572765021045368582 | 0.019896450789685867681132589637847649045
f(z) = -203/52*z^3 + 255/52*z + 1
*
-1 | 0.11877332992046922531756289586014947291 | 0.021419211758266211238484403650697865477
f(z) = -203/53*z^3 + 256/53*z + 1
*
-1 | 0.092338517917550163167211511337863419812 | 0.016640340933312998797294187496266983591
f(z) = -203/54*z^3 + 257/54*z + 1
*
-1 | 0.11870193379883412434416535934620444905 | 0.021376336705412858983464018625678720056
f(z) = -203/55*z^3 + 258/55*z + 1
*
-1 | 0.11909362610238326249401442799647483331 | 0.021680738023923815157998657311233703819
f(z) = -202/41*z^3 + 243/41*z + 1
*
-1 | 0.11902457521083942334781621815941695848 | 0.021635882311921834771014562596333025765
f(z) = -202/43*z^3 + 245/43*z + 1
*
-1 | 0.10539196708931481292881332250777024384 | 0.019129522308064419067623281215006906836
f(z) = -202/45*z^3 + 247/45*z + 1
*
-1 | 0.11888513881864662378803645525514224948 | 0.021547105349068216105691767845212596935
f(z) = -202/47*z^3 + 249/47*z + 1
*
-1 | 0.11881473926701411009260938111001958042 | 0.021503167355848207891586041155135418992
f(z) = -202/49*z^3 + 251/49*z + 1
*
-1 | 0.098400237438070829603680294295007942352 | 0.017782994968731060871845901464954859550
f(z) = -202/51*z^3 + 253/51*z + 1
*
-1 | 0.11867254107086411513327547823871138130 | 0.021416151768228384586105345672600673663
f(z) = -202/53*z^3 + 255/53*z + 1
*
-1 | 0.11860072734976424854152064868543587933 | 0.021373058421851449872992888396348855948
f(z) = -202/55*z^3 + 257/55*z + 1
*
-1 | 0.098184788462340271631807540160044961798 | 0.017669214770037490439568326196309568570
f(z) = -202/57*z^3 + 259/57*z + 1
*
-1 | 0.11047188212114498194740407141319059106 | 0.020141471682678697313633526134388336868
f(z) = -201/40*z^3 + 241/40*z + 1
*
-1 | 0.11899470016073008773725137878166376668 | 0.021679003497102762134162536559493880222
f(z) = -201/41*z^3 + 242/41*z + 1
*
-1 | 0.11892525958415774269039278764523579985 | 0.021633913082187809337325727762173561487
f(z) = -201/43*z^3 + 244/43*z + 1
*
-1 | 0.11033299924208469523249092711378188127 | 0.020055957204590052161344888651994793214
f(z) = -201/44*z^3 + 245/44*z + 1
*
-1 | 0.10598419815814952291862544465107598050 | 0.019237017193639536321978611002995165683
f(z) = -201/46*z^3 + 247/46*z + 1
*
-1 | 0.11878502822866831200124070210087317865 | 0.021544674593154490863323641834360406520
f(z) = -201/47*z^3 + 248/47*z + 1
*
-1 | 0.11871422315083608858105126591404382163 | 0.021500509542101201640357904940422348597
f(z) = -201/49*z^3 + 250/49*z + 1
*
-1 | 0.10584258615127316898158599579184062216 | 0.019155458804415090535990566449178862694
f(z) = -201/50*z^3 + 251/50*z + 1
*
-1 | 0.11004976041660433995504128060222198473 | 0.019888309080861721668379244450061612329
f(z) = -201/52*z^3 + 253/52*z + 1
*
-1 | 0.11857119716364442802314977091925509938 | 0.021413046683830890232488659045802593867
f(z) = -201/53*z^3 + 254/53*z + 1
*
-1 | 0.11849896090534237325760440134701706372 | 0.021369732906079073931949771680120946888
f(z) = -201/55*z^3 + 256/55*z + 1
*
-1 | 0.10990528591128251143097353224067972327 | 0.019806051355188400428253434250935174622
f(z) = -201/56*z^3 + 257/56*z + 1
*
-1 | 0.10555362122860200937097594268577947101 | 0.018995300926463932804111725690517300349
f(z) = -201/58*z^3 + 259/58*z + 1
*
-5/7 | 0.20657320408471674151763884797093648927 | 0.028198011483583360429745501885664485272
f(z) = -217/50*z^3 + 253/70*z + 1
*
0 | 0.18978443801019647081985076591031777679 | 0.027189451751856218077256556207877845946
f(z) = -215/42*z^3 + 251/70*z + 1
*
-4/5 | 0.17404113686888949668736228390127306152 | 0.024933989021168514666246305867904768592
f(z) = -215/48*z^3 + 247/60*z + 1
*
[ -2/5 ] 
f(z) = -215/48*z^3 + 253/60*z + 1
*
[ -3/8 ] 
f(z) = -208/45*z^3 + 259/60*z + 1
*
[ -2/5 ] 
f(z) = -205/48*z^3 + 251/60*z + 1
*
-2/7 | 0.16857077769173615961193372909569323848 | 0.023010538787977438339861957305255194323
f(z) = -217/48*z^3 + 241/84*z + 1
*
[ 6/7 ] 
f(z) = -205/54*z^3 + 257/98*z + 1
*
[ 6/7 ] 
f(z) = -203/48*z^3 + 247/84*z + 1
*
0 | 0.17628776212516366326630823177725657648 | 0.029094599405687858548899130614056730146
f(z) = -214/57*z^3 + 257/114*z + 1
*
0 | 0.16972790430971546554862829961245564333 | 0.028189212109275710436099508973967745480
f(z) = -206/51*z^3 + 259/102*z + 1
*
0 | 0.17598656027726248998144795663124006859 | 0.029228679257036094122589008551005294779
f(z) = -206/57*z^3 + 241/114*z + 1
*
0 | 0.16997200651180421984334554650331133935 | 0.028321989058944797574401980059447138788
f(z) = -202/51*z^3 + 251/102*z + 1
*
[ 7/10 ] 
f(z) = -215/49*z^3 + 241/140*z + 1
*
[ 6 ] 
f(z) = -205/54*z^3 + 275/2*z + 1
*
[ -6 ] 
f(z) = -203/54*z^3 + 273/2*z + 1
*
-1 | 0.12078920617595457185191601408365102888 | 0.021707029058065930213555809338663272668
f(z) = -220/41*z^3 + 261/41*z + 1
*
-1 | 0.12072648864823817861537600107570901357 | 0.021666035782764363734775033028492865275
f(z) = -220/43*z^3 + 263/43*z + 1
*
-1 | 0.12059995907159491542196703997192147626 | 0.021584856240517725470949640212153841069
f(z) = -220/47*z^3 + 267/47*z + 1
*
-1 | 0.12053613659869611159957476565164190787 | 0.021544656805383649908566094418475098107
f(z) = -220/49*z^3 + 269/49*z + 1
*
-1 | 0.10012829680492338294071617850684427382 | 0.017873290447131257606328675088398402280
f(z) = -220/51*z^3 + 271/51*z + 1
*
-1 | 0.12040734938258501110690787875583882694 | 0.021465006649278436958035488936206338190
f(z) = -220/53*z^3 + 273/53*z + 1
*
-1 | 0.099933363506786688522413080491455481666 | 0.017769034928650854056348078154983769456
f(z) = -220/57*z^3 + 277/57*z + 1
*
-1 | 0.12021122864003581362409323825811279367 | 0.021347310898180170252548266563043402409
f(z) = -220/59*z^3 + 279/59*z + 1
*
-1 | 0.12069898365185212160404294857126296115 | 0.021705789264869186678311936657300273713
f(z) = -219/41*z^3 + 260/41*z + 1
*
-1 | 0.12063594498354076236952121787248187288 | 0.021664597961217757116823235027402127965
f(z) = -219/43*z^3 + 262/43*z + 1
*
-1 | 0.11204691576799945724911359640857081478 | 0.020108366552854995178599555556110091206
f(z) = -219/44*z^3 + 263/44*z + 1
*
-1 | 0.10770463841523314391938246928744919585 | 0.019302841136433743599538984240821331732
f(z) = -219/46*z^3 + 265/46*z + 1
*
-1 | 0.12050876155386972661717272625502405085 | 0.021583028785088307967460027449977011915
f(z) = -219/47*z^3 + 266/47*z + 1
*
-1 | 0.12044460620219408771995186196573941054 | 0.021542637574017188543455062842189270980
f(z) = -219/49*z^3 + 268/49*z + 1
*
-1 | 0.10757632634534535362225626699971355581 | 0.019228217337102611685215124480556185187
f(z) = -219/50*z^3 + 269/50*z + 1
*
-1 | 0.11179028069470471209524548044868325524 | 0.019954999932891512767458194462299287316
f(z) = -219/52*z^3 + 271/52*z + 1
*
-1 | 0.12031514089013725289228521561340008735 | 0.021462609536914102317116562620206071368
f(z) = -219/53*z^3 + 272/53*z + 1
*
-1 | 0.12024981963830213289525449655183666572 | 0.021422960131882748079657143017183348429
f(z) = -219/55*z^3 + 274/55*z + 1
*
-1 | 0.11165963673309027429847790300328400889 | 0.019879684393668472717986720166611917388
f(z) = -219/56*z^3 + 275/56*z + 1
*
-1 | 0.10731567889655230977112851145536118631 | 0.019081675826664394676364483097222856639
f(z) = -219/58*z^3 + 277/58*z + 1
*
-1 | 0.12011797077935906915955792311591195564 | 0.021344359961821378397928170625798580013
f(z) = -219/59*z^3 + 278/59*z + 1
*
-1 | 0.12054495497881568552158354618666548824 | 0.021663134673777670400226708792965207061
f(z) = -218/43*z^3 + 261/43*z + 1
*
-1 | 0.10691810633862370776256604824517145036 | 0.019187930865011804441460464638117484710
f(z) = -218/45*z^3 + 263/45*z + 1
*
-1 | 0.12041711088321141287287658893183085028 | 0.021581172321713190017841986865542124776
f(z) = -218/47*z^3 + 265/47*z + 1
*
-1 | 0.12035261915051630990410544426827541421 | 0.021540587596646517436740988079945253472
f(z) = -218/49*z^3 + 267/49*z + 1
*
-1 | 0.099944101864520327394151719703496124987 | 0.017864031776315346986268413309964243641
f(z) = -218/51*z^3 + 269/51*z + 1
*
-1 | 0.12022246853707145028490015012330911796 | 0.021460178261301660886977365972819046672
f(z) = -218/53*z^3 + 271/53*z + 1
*
-1 | 0.12015679817980160192163275040696460130 | 0.021420340910340507629852310444818052076
f(z) = -218/55*z^3 + 273/55*z + 1
*
-1 | 0.099747084864082370709086742670051676209 | 0.017758794711346035106465810523292975749
f(z) = -218/57*z^3 + 275/57*z + 1
*
-1 | 0.12002423771728564109979628380038646260 | 0.021341369863312011689966002338943632801
f(z) = -218/59*z^3 + 277/59*z + 1
*
-1 | 0.12045351419658928521186128220339950752 | 0.021661645494095889022557242915099142705
f(z) = -217/43*z^3 + 260/43*z + 1
*
-1 | 0.11186415591228177966556152324276202011 | 0.020103108214873806846051941699517012184
f(z) = -217/44*z^3 + 261/44*z + 1
*
-1 | 0.10682633378261549612949573765444482386 | 0.019184576979829542517287057691699591559
f(z) = -217/45*z^3 + 262/45*z + 1
*
-1 | 0.10752121445492860727632984744630430059 | 0.019296166946215250070721089647897259917
f(z) = -217/46*z^3 + 263/46*z + 1
*
-1 | 0.12032500251482057737185595559957602166 | 0.021579286376004637460863771712424883709
f(z) = -217/47*z^3 + 264/47*z + 1
*
-1 | 0.091391624249631309094066178437903092950 | 0.016379220338590096203128810955261877696
f(z) = -217/48*z^3 + 265/48*z + 1
*
-1 | 0.10739154970022567335803594432919163444 | 0.019220828759565929755031927844981739295
f(z) = -217/50*z^3 + 267/50*z + 1
*
-1 | 0.099851309400982209764469149885478655086 | 0.017859334988445751882608015478584387819
f(z) = -217/51*z^3 + 268/51*z + 1
*
-1 | 0.11160481511093631410271089707740726375 | 0.019948270346499793033691625203090536924
f(z) = -217/52*z^3 + 269/52*z + 1
*
-1 | 0.12012932760701448987753238531329691725 | 0.021457712277998258660441744108934684705
f(z) = -217/53*z^3 + 270/53*z + 1
*
-1 | 0.093697193171418387031499213653191628515 | 0.016725313433588528161487498200395725007
f(z) = -217/54*z^3 + 271/54*z + 1
*
-1 | 0.12006330437692949102044165700204916082 | 0.021417685276258898439431140909207869110
f(z) = -217/55*z^3 + 272/55*z + 1
*
-1 | 0.099653233683329131322797430522177304894 | 0.017753600451398549927521209180165360444
f(z) = -217/57*z^3 + 274/57*z + 1
*
-1 | 0.10712744171054978065234688947626079585 | 0.019072780401368813829387297664393853424
f(z) = -217/58*z^3 + 275/58*z + 1
*
-1 | 0.11993002455187552550470353111469298364 | 0.021338339989842118665119782434126550628
f(z) = -217/59*z^3 + 276/59*z + 1
*
-1 | 0.12023243183488492849376931258573411113 | 0.021577370464020445607024453049477248732
f(z) = -216/47*z^3 + 263/47*z + 1
*
[ -7/36 ] 
f(z) = -216/49*z^3 + 265/42*z + 1
*
-1 | 0.12016725660931535001209948836702699745 | 0.021536393402000549469753643725732278253
f(z) = -216/49*z^3 + 265/49*z + 1
*
[ -7/24 ] 
f(z) = -216/49*z^3 + 269/56*z + 1
*
-1 | 0.12003571331088458936217351122925179853 | 0.021455211031713170405369498721988809901
f(z) = -216/53*z^3 + 269/53*z + 1
*
[ -1/3 ] 
f(z) = -216/59*z^3 + 260/59*z + 1
*
-1 | 0.11983532630439560567320254437930764088 | 0.021335269716471076504360818083724668451
f(z) = -216/59*z^3 + 275/59*z + 1
*
-1 | 0.10733594830698709805860215721544433848 | 0.019289343995528733419654088352529181420
f(z) = -215/46*z^3 + 261/46*z + 1
*
-1 | 0.12013939415916870508968796169381028251 | 0.021575424092029766732785404580663940417
f(z) = -215/47*z^3 + 262/47*z + 1
*
-1 | 0.091204637955792965574834224484562955198 | 0.016367931939625054410445231987550470557
f(z) = -215/48*z^3 + 263/48*z + 1
*
-1 | 0.12007387170667864396417430803019010328 | 0.021534248158564627304356871711088700703
f(z) = -215/49*z^3 + 264/49*z + 1
*
-1 | 0.099664310840067019287781287741372716593 | 0.017849803300364937676128700176465233061
f(z) = -215/51*z^3 + 266/51*z + 1
*
-1 | 0.11141746353645217911958776428348414825 | 0.019941382664066613318513041781541868149
f(z) = -215/52*z^3 + 267/52*z + 1
*
-1 | 0.11994162078538042474948537665126271721 | 0.021452673956042942347767819280067970074
f(z) = -215/53*z^3 + 268/53*z + 1
*
-1 | 0.093509780983439164878007203928368790254 | 0.016713959780726706592486475107938201411
f(z) = -215/54*z^3 + 269/54*z + 1
*
-1 | 0.11128398092787377345675819315272735878 | 0.019864623455165994912468363220208296902
f(z) = -215/56*z^3 + 271/56*z + 1
*
-1 | 0.099463049415923878661779589158915562070 | 0.017742875727619747720547424752395840029
f(z) = -215/57*z^3 + 272/57*z + 1
*
-1 | 0.10693792426250109434082374362614489815 | 0.019063813522387994552749489846482805801
f(z) = -215/58*z^3 + 273/58*z + 1
*
-1 | 0.11974013791769545728967191061178822041 | 0.021332158405831524021000713774503925909
f(z) = -215/59*z^3 + 274/59*z + 1
*
-1 | 0.12004588473156571691084089789125561003 | 0.021573446756272109366023220913205780627
f(z) = -214/47*z^3 + 261/47*z + 1
*
-1 | 0.11998001131971634527310695741293904628 | 0.021532070116307349504894464357568471264
f(z) = -214/49*z^3 + 263/49*z + 1
*
-1 | 0.099570095064163036249020163009471542142 | 0.017844967080742826719152854431857745879
f(z) = -214/51*z^3 + 265/51*z + 1
*
-1 | 0.11984704509143058152541701251930494569 | 0.021450100473198805124438277384795790394
f(z) = -214/53*z^3 + 267/53*z + 1
*
-1 | 0.11977994001641905175351287685683969523 | 0.021409494054176477472105519275400781125
f(z) = -214/55*z^3 + 269/55*z + 1
*
-1 | 0.099367739885519234623300650922065653423 | 0.017737528078691396839559058595007544828
f(z) = -214/57*z^3 + 271/57*z + 1
*
-1 | 0.11964445425453967438376966456453459607 | 0.021329005407824618048176456076926921907
f(z) = -214/59*z^3 + 273/59*z + 1
*
-1 | 0.11995189872261486311166920385125707599 | 0.021571437942709277120744461710747574439
f(z) = -213/47*z^3 + 260/47*z + 1
*
-1 | 0.11988567055827427968061723691324981838 | 0.021529858735805300072875400920540259454
f(z) = -213/49*z^3 + 262/49*z + 1
*
-1 | 0.10701634460208941503494004707827501165 | 0.019205561078192991900321848796005465705
f(z) = -213/50*z^3 + 263/50*z + 1
*
-1 | 0.11122818700798115393302592295810716723 | 0.019934332033419104295998161940257000817
f(z) = -213/52*z^3 + 265/52*z + 1
*
-1 | 0.11975198121260206573953781478160239006 | 0.021447489993726092862389354474255040267
f(z) = -213/53*z^3 + 266/53*z + 1
*
-1 | 0.11968450756614432479576356400943589580 | 0.021406686866440990325001050301486373613
f(z) = -213/55*z^3 + 268/55*z + 1
*
-1 | 0.11109323810384309456622162352344344506 | 0.019856830954477102646659768692620878502
f(z) = -213/56*z^3 + 269/56*z + 1
*
-1 | 0.10674643390242175493872174983181579799 | 0.019054653661497911420891268441827840509
f(z) = -213/58*z^3 + 271/58*z + 1
*
-1 | 0.11954827009589530205292089069102541038 | 0.021325810059306314343373328991191095753
f(z) = -213/59*z^3 + 272/59*z + 1
*
-1 | 0.11979084445599350874884217015526319903 | 0.021527613466625694369692628619413521206
f(z) = -212/49*z^3 + 261/49*z + 1
*
-1 | 0.099380205757577159116770221824220607339 | 0.017835150497219187711622491328559533062
f(z) = -212/51*z^3 + 263/51*z + 1
*
-1 | 0.11958857774658122514032538350576836922 | 0.021403840254502298928183367645458278478
f(z) = -212/55*z^3 + 267/55*z + 1
*
-1 | 0.099176660281326250667824357357653891879 | 0.017726859091055451859150586680701783897
f(z) = -212/57*z^3 + 269/57*z + 1
*
-1 | 0.11945158013917290759059653159602291234 | 0.021322571683764362228934120978776395413
f(z) = -212/59*z^3 + 271/59*z + 1
*
-1 | 0.11969552796871068915170969542675255138 | 0.021525333747051998703453779815928803221
f(z) = -211/49*z^3 + 260/49*z + 1
*
-1 | 0.10682583799524026377429419989209879669 | 0.019197672067957841799883048031955542022
f(z) = -211/50*z^3 + 261/50*z + 1
*
-1 | 0.099283488471191297243747770412006070665 | 0.017829983113316894070958610490816415703
f(z) = -211/51*z^3 + 262/51*z + 1
*
-1 | 0.11103694533527060659710886016353861931 | 0.019927113409654622452727499318789933019
f(z) = -211/52*z^3 + 263/52*z + 1
*
-1 | 0.11956036843792308802694800989158945549 | 0.021442155627005147373554806856210319685
f(z) = -211/53*z^3 + 264/53*z + 1
*
-1 | 0.093127137599400747116549036761961409371 | 0.016690259296370222142207792911988325883
f(z) = -211/54*z^3 + 265/54*z + 1
*
-1 | 0.11949214531294168365821540542863687990 | 0.021400953579033436346885997141346892343
f(z) = -211/55*z^3 + 266/55*z + 1
*
-1 | 0.11090049741823696887358703232173189466 | 0.019848856601630145910975595721550701799
f(z) = -211/56*z^3 + 267/56*z + 1
*
-1 | 0.099078812427679655616391311435981214050 | 0.017721166722986480509575667255422014286
f(z) = -211/57*z^3 + 268/57*z + 1
*
-1 | 0.10655358096225528053821594948093497236 | 0.019045411591873470091328492197198412013
f(z) = -211/58*z^3 + 269/58*z + 1
*
-1 | 0.11935437899641976494560982145322758381 | 0.021319289590985689749099516880447095604
f(z) = -211/59*z^3 + 270/59*z + 1
*
-1 | 0.11946380910747560089994729792256150773 | 0.021439430499875390049447045415942857831
f(z) = -210/53*z^3 + 263/53*z + 1
*
-1 | 0.11925666119246356818612267399832840920 | 0.021315963076713843118128737944364887907
f(z) = -210/59*z^3 + 269/59*z + 1
*
-1 | 0.099091650761890682254650833399143104549 | 0.017820054687035539306529399231795656835
f(z) = -209/51*z^3 + 260/51*z + 1
*
-1 | 0.11084369704871777936119539978262656267 | 0.019919721545607374477531596041774893997
f(z) = -209/52*z^3 + 261/52*z + 1
*
-1 | 0.11936674071946414175300743718649916253 | 0.021436665895732342907592890122643600985
f(z) = -209/53*z^3 + 262/53*z + 1
*
-1 | 0.092933127949391584505958305744731742121 | 0.016678133341742984254156767520496544828
f(z) = -209/54*z^3 + 263/54*z + 1
*
-1 | 0.11070571628972399510230241280992480583 | 0.019840694754455545936495840247649066507
f(z) = -209/56*z^3 + 265/56*z + 1
*
-1 | 0.10635801800274381692808360796598937517 | 0.019035848322740735908950747046235083933
f(z) = -209/58*z^3 + 267/58*z + 1
*
-1 | 0.11915842116300502772809601907461847151 | 0.021312591422296130631264240204429645334
f(z) = -209/59*z^3 + 268/59*z + 1
*
[ -1/4 ] 
f(z) = -208/51*z^3 + 268/51*z + 1
*
-1 | 0.11926915784524794229898965024529545100 | 0.021433861162283518345200704216393272530
f(z) = -208/53*z^3 + 261/53*z + 1
*
[ -1/4 ] 
f(z) = -208/53*z^3 + 278/53*z + 1
*
-1 | 0.11919977860954727700934372669998314471 | 0.021392046580406614547831387160243276356
f(z) = -208/55*z^3 + 263/55*z + 1
*
-1 | 0.098785274129235143080126722968040887281 | 0.017704311357364826894455082226400349596
f(z) = -208/57*z^3 + 265/57*z + 1
*
-1 | 0.11905965325265763837538987633353162473 | 0.021309173894320106979855561966771479947
f(z) = -208/59*z^3 + 267/59*z + 1
*
-1 | 0.11917105496833894329687219839497248107 | 0.021431015633703012889400163050529141868
f(z) = -207/53*z^3 + 260/53*z + 1
*
-1 | 0.11910128156528158353836530553060957290 | 0.021388992991513996538292979788806277876
f(z) = -207/55*z^3 + 262/55*z + 1
*
-1 | 0.11050885075129417104613288639311788197 | 0.019832339542865078520555838720749599991
f(z) = -207/56*z^3 + 263/56*z + 1
*
-1 | 0.10615970045071734632018784670598752418 | 0.019025957127225873317026263730506927004
f(z) = -207/58*z^3 + 265/58*z + 1
*
-1 | 0.11896035171293284056365386105849441840 | 0.021305709744239019021187658634895704479
f(z) = -207/59*z^3 + 266/59*z + 1
*
-1 | 0.11900225438677596093665959071266023220 | 0.021385895939958024355655938003006006103
f(z) = -206/55*z^3 + 261/55*z + 1
*
-1 | 0.098587979879178263118542966424037397566 | 0.017692974621637860607431396655375925520
f(z) = -206/57*z^3 + 263/57*z + 1
*
-1 | 0.11886051070016872545025890879093446431 | 0.021302198207985818467913092376763303084
f(z) = -206/59*z^3 + 265/59*z + 1
*
-1 | 0.11030985538903969987469322414232770429 | 0.019823784857339403614930823075083439668
f(z) = -205/56*z^3 + 261/56*z + 1
*
-1 | 0.098486974339989139899159474477914782491 | 0.017686939856804270291557975608387593584
f(z) = -205/57*z^3 + 262/57*z + 1
*
-1 | 0.10595988653628478146311337483611843219 | 0.019015965087180565033943245988993454901
f(z) = -205/58*z^3 + 263/58*z + 1
*
-1 | 0.11876012427340036048666278157273336139 | 0.021298638505575330644890331580605794928
f(z) = -205/59*z^3 + 264/59*z + 1
*
-1 | 0.11865918639216973467720377664116203852 | 0.021295029840694151373956737909053230213
f(z) = -204/59*z^3 + 263/59*z + 1
*
[ 6/5 ] 
f(z) = -203/54*z^3 + 279/50*z + 1
*
-1 | 0.098286418353834367444273743590770136967 | 0.017675246467200580323690313048536818802
f(z) = -203/57*z^3 + 260/57*z + 1
*
-1 | 0.11855769091427324168876597402442414436 | 0.021291371400277826148698585835494064746
f(z) = -203/59*z^3 + 262/59*z + 1
*
-1 | 0.11845563159344453413774359397284151808 | 0.021287662354074847008165009162025301442
f(z) = -202/59*z^3 + 261/59*z + 1
*
-1 | 0.11835300207697049354153642135349899463 | 0.021283901854196982864649849211085011548
f(z) = -201/59*z^3 + 260/59*z + 1
*
[ -2/3 ] 
f(z) = -215/56*z^3 + 265/63*z + 1
*
[ -2/3 ] 
f(z) = -211/56*z^3 + 263/63*z + 1
*
[ -6/11 ] 
f(z) = -209/54*z^3 + 263/66*z + 1
*
[ -2/3 ] 
f(z) = -209/56*z^3 + 262/63*z + 1
*
[ -7/12 ] 
f(z) = -208/49*z^3 + 262/63*z + 1
*
[ -2/3 ] 
f(z) = -205/56*z^3 + 260/63*z + 1
*
[ 6/7 ] 
f(z) = -217/48*z^3 + 265/84*z + 1
*
-4/7 | 0.19422500968066223842118293782142063621 | 0.026512436971875383591429298697847127775
f(z) = -217/48*z^3 + 271/84*z + 1
*
[ 6/7 ] 
f(z) = -211/54*z^3 + 265/98*z + 1
*
-5/9 | 0.20881386454592002463954328195828073768 | 0.027731133458608905164753784012406517694
f(z) = -207/50*z^3 + 277/90*z + 1
*
0 | 0.17592892963234906323382188445597059849 | 0.029219107687292945260501625305018942198
f(z) = -206/45*z^3 + 277/90*z + 1
*
-7/12 | 0.22309686655056475486126924232936005670 | 0.028591068150795881382873323578421179543
f(z) = -204/49*z^3 + 263/84*z + 1
*
-4/7 | 0.19488134590972780229954392028555192882 | 0.026846429023971800679473036894499295581
f(z) = -203/48*z^3 + 263/84*z + 1
*
-6/7 | 0.12720823697903497592315213205498514090 | 0.017523929185629552616186026264090612863
f(z) = -203/48*z^3 + 275/84*z + 1
*
0 | 0.17850049370247856340858373798481370957 | 0.029743068481731130794429313062335892024
f(z) = -202/45*z^3 + 269/90*z + 1
*
0 | 0.17631908126556987197639444823408750945 | 0.029011099075224721607735453379377129809
f(z) = -218/57*z^3 + 265/114*z + 1
*
0 | 0.16887037334127758748866717815406675146 | 0.027870430735657399072100122577069704218
f(z) = -214/51*z^3 + 275/102*z + 1
*
0 | 0.17811985871685726429286489487346755735 | 0.029535591898745632529316547280146711680
f(z) = -208/51*z^3 + 263/102*z + 1
*
[ 3/4 ] 
f(z) = -206/45*z^3 + 269/120*z + 1
*
[ 3/4 ] 
f(z) = -202/45*z^3 + 263/120*z + 1
*
0 | 0.17113760762903622601388672070229565005 | 0.026378844459969622505938354474096188474
f(z) = -219/56*z^3 + 265/168*z + 1
*
[ 12/19 ] 
f(z) = -209/48*z^3 + 263/228*z + 1
*
[ 6 ] 
f(z) = -217/54*z^3 + 291/2*z + 1
*
[ -6 ] 
f(z) = -215/54*z^3 + 289/2*z + 1
*
[ 6 ] 
f(z) = -211/54*z^3 + 283/2*z + 1
*
[ -6 ] 
f(z) = -209/54*z^3 + 281/2*z + 1
*
[ 10/3 ] 
f(z) = -207/40*z^3 + 291/5*z + 1
*
[ -10/3 ] 
f(z) = -207/40*z^3 + 294/5*z + 1
*
[ 7/5 ] 
f(z) = -205/49*z^3 + 297/35*z + 1
*
[ -1 ] 
f(z) = -219/40*z^3 + 299/40*z + 1
*
[ -1 ] 
f(z) = -217/40*z^3 + 297/40*z + 1
*
[ -1 ] 
f(z) = -217/41*z^3 + 299/41*z + 1
*
[ -1/6 ] 
f(z) = -216/41*z^3 + 293/41*z + 1
*
[ -1 ] 
f(z) = -216/41*z^3 + 298/41*z + 1
*
-7/6 | 0.21909987266818700117432944266872865237 | 0.028704724119511709311032394771513907351
f(z) = -216/49*z^3 + 295/42*z + 1
*
[ -1 ] 
f(z) = -215/41*z^3 + 297/41*z + 1
*
[ -1 ] 
f(z) = -215/42*z^3 + 299/42*z + 1
*
[ -1 ] 
f(z) = -214/41*z^3 + 296/41*z + 1
*
[ -1 ] 
f(z) = -213/40*z^3 + 293/40*z + 1
*
[ -1 ] 
f(z) = -213/41*z^3 + 295/41*z + 1
*
[ -1 ] 
f(z) = -213/43*z^3 + 299/43*z + 1
*
[ -1 ] 
f(z) = -212/41*z^3 + 294/41*z + 1
*
[ -1 ] 
f(z) = -212/43*z^3 + 298/43*z + 1
*
[ -1 ] 
f(z) = -211/40*z^3 + 291/40*z + 1
*
[ -1 ] 
f(z) = -211/41*z^3 + 293/41*z + 1
*
[ -1 ] 
f(z) = -211/42*z^3 + 295/42*z + 1
*
[ -1 ] 
f(z) = -211/43*z^3 + 297/43*z + 1
*
[ -1 ] 
f(z) = -211/44*z^3 + 299/44*z + 1
*
[ -1 ] 
f(z) = -210/41*z^3 + 292/41*z + 1
*
[ -1 ] 
f(z) = -210/43*z^3 + 296/43*z + 1
*
[ -1 ] 
f(z) = -209/40*z^3 + 289/40*z + 1
*
-10/11 | 0.18181714573664761912955625383787330842 | 0.023380225907511550043681067412309325908
f(z) = -209/40*z^3 + 298/55*z + 1
*
[ -1 ] 
f(z) = -209/41*z^3 + 291/41*z + 1
*
[ -1 ] 
f(z) = -209/42*z^3 + 293/42*z + 1
*
[ -1 ] 
f(z) = -209/43*z^3 + 295/43*z + 1
*
[ -1 ] 
f(z) = -209/45*z^3 + 299/45*z + 1
*
[ -12/11 ] 
f(z) = -209/54*z^3 + 287/44*z + 1
*
[ 6/5 ] 
f(z) = -209/54*z^3 + 287/50*z + 1
*
[ -1 ] 
f(z) = -208/41*z^3 + 290/41*z + 1
*
[ -1 ] 
f(z) = -208/43*z^3 + 294/43*z + 1
*
5/4 | 0.16238102070825785933215359806684075441 | 0.028656687829195104554535412019154521432
f(z) = -208/45*z^3 + 289/45*z + 1
*
[ -1 ] 
f(z) = -208/45*z^3 + 298/45*z + 1
*
[ -1/4 ] 
f(z) = -208/55*z^3 + 288/55*z + 1
*
[ -1/4 ] 
f(z) = -208/57*z^3 + 298/57*z + 1
*
-10/9 | 0.22366808058899022421948285274568128860 | 0.028954214982629587087773006009125711467
f(z) = -207/40*z^3 + 283/45*z + 1
*
[ -1 ] 
f(z) = -207/40*z^3 + 287/40*z + 1
*
[ 10/9 ] 
f(z) = -207/40*z^3 + 292/45*z + 1
*
[ -1 ] 
f(z) = -207/41*z^3 + 289/41*z + 1
*
[ -1 ] 
f(z) = -207/43*z^3 + 293/43*z + 1
*
[ -1 ] 
f(z) = -207/44*z^3 + 295/44*z + 1
*
[ -1 ] 
f(z) = -206/41*z^3 + 288/41*z + 1
*
[ -1 ] 
f(z) = -206/43*z^3 + 292/43*z + 1
*
[ -1 ] 
f(z) = -206/45*z^3 + 296/45*z + 1
*
[ -1 ] 
f(z) = -205/42*z^3 + 289/42*z + 1
*
[ -1 ] 
f(z) = -205/43*z^3 + 291/43*z + 1
*
[ -1 ] 
f(z) = -205/44*z^3 + 293/44*z + 1
*
[ -1 ] 
f(z) = -205/46*z^3 + 297/46*z + 1
*
[ -1 ] 
f(z) = -205/47*z^3 + 299/47*z + 1
*
[ -1 ] 
f(z) = -204/41*z^3 + 286/41*z + 1
*
[ -1 ] 
f(z) = -204/43*z^3 + 290/43*z + 1
*
[ -1 ] 
f(z) = -204/47*z^3 + 298/47*z + 1
*
[ -1 ] 
f(z) = -203/40*z^3 + 283/40*z + 1
*
[ -1 ] 
f(z) = -203/41*z^3 + 285/41*z + 1
*
[ -1 ] 
f(z) = -203/43*z^3 + 289/43*z + 1
*
[ -1 ] 
f(z) = -203/44*z^3 + 291/44*z + 1
*
[ -1 ] 
f(z) = -203/45*z^3 + 293/45*z + 1
*
[ -1 ] 
f(z) = -203/46*z^3 + 295/46*z + 1
*
[ -1 ] 
f(z) = -203/47*z^3 + 297/47*z + 1
*
[ -1 ] 
f(z) = -203/48*z^3 + 299/48*z + 1
*
[ -1 ] 
f(z) = -202/41*z^3 + 284/41*z + 1
*
[ -1 ] 
f(z) = -202/43*z^3 + 288/43*z + 1
*
[ -1 ] 
f(z) = -202/45*z^3 + 292/45*z + 1
*
[ -1 ] 
f(z) = -202/47*z^3 + 296/47*z + 1
*
[ -1 ] 
f(z) = -201/40*z^3 + 281/40*z + 1
*
[ -1 ] 
f(z) = -201/41*z^3 + 283/41*z + 1
*
[ -1 ] 
f(z) = -201/43*z^3 + 287/43*z + 1
*
[ -1 ] 
f(z) = -201/44*z^3 + 289/44*z + 1
*
[ -1 ] 
f(z) = -201/46*z^3 + 293/46*z + 1
*
[ -1 ] 
f(z) = -201/47*z^3 + 295/47*z + 1
*
[ -1 ] 
f(z) = -201/49*z^3 + 299/49*z + 1
*
[ -3/4 ] 
f(z) = -212/45*z^3 + 299/60*z + 1
*
-2/9 | 0.22286937054124606890512753616348727509 | 0.028696549962193648980916964236048962146
f(z) = -207/56*z^3 + 295/63*z + 1
*
[ -4/5 ] 
f(z) = -205/48*z^3 + 299/60*z + 1
*
[ -2/3 ] 
f(z) = -201/44*z^3 + 299/66*z + 1
*
-1/2 | 0.17544788440094287053239302192356650595 | 0.028867754529799991960946932526156096331
f(z) = -218/45*z^3 + 289/90*z + 1
*
-6/7 | 0.19444110527300567183844962652602732072 | 0.026541934824810621610078163286600126847
f(z) = -217/48*z^3 + 293/84*z + 1
*
-1/2 | 0.17339927031710926510245168814471616352 | 0.028617881617516686484796046852946287978
f(z) = -214/45*z^3 + 287/90*z + 1
*
0 | 0.17272522706454138624587371390369487416 | 0.028506637262383029683877072263345989084
f(z) = -214/45*z^3 + 293/90*z + 1
*
-1/2 | 0.17096293618095981858194335938795738608 | 0.028394332036501665826712980556481344529
f(z) = -206/45*z^3 + 283/90*z + 1
*
-1/2 | 0.17356845069236573780397305780300257715 | 0.028921255107650853953935572135615484686
f(z) = -202/45*z^3 + 281/90*z + 1
*
0 | 0.16821198360555873026852013036434250623 | 0.027677177574846345794687815523718176011
f(z) = -218/51*z^3 + 283/102*z + 1
*
[ 3/4 ] 
f(z) = -218/45*z^3 + 287/120*z + 1
*
[ 3/4 ] 
f(z) = -214/45*z^3 + 281/120*z + 1
*
0 | 0.17151621872521716485602047803862356275 | 0.026791383495697256874450092065373868116
f(z) = -201/40*z^3 + 283/120*z + 1
*
[ 3/4 ] 
f(z) = -208/53*z^3 + 298/159*z + 1
*
[ 4/5 ] 
f(z) = -205/56*z^3 + 293/140*z + 1
*
[ 7/10 ] 
f(z) = -212/49*z^3 + 296/175*z + 1
*
[ 7/10 ] 
f(z) = -208/49*z^3 + 289/175*z + 1
*
[ 3/4 ] 
f(z) = -208/55*z^3 + 296/165*z + 1
*
[ 3/4 ] 
f(z) = -208/59*z^3 + 292/177*z + 1
*
[ 7/10 ] 
f(z) = -204/49*z^3 + 282/175*z + 1
*
[ 2/3 ] 
f(z) = -205/52*z^3 + 293/234*z + 1
*
[ 2/3 ] 
f(z) = -203/52*z^3 + 289/234*z + 1
*
[ 4/3 ] 
f(z) = -219/64*z^3 + 19/3*z + 1
*
-4/5 | 0.19906797594286903624495719420957819374 | 0.028519457042876793626059113035720744527
f(z) = -215/64*z^3 + 12/5*z + 1
*
[ 4/5 ] 
f(z) = -215/64*z^3 + 19/10*z + 1
*
[ 4/3 ] 
f(z) = -207/64*z^3 + 6*z + 1
*
[ -4/3 ] 
f(z) = -207/64*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -207/64*z^3 + 15/16*z + 1
*
[ 4/5 ] 
f(z) = -205/64*z^3 + 9/5*z + 1
*
[ -4/7 ] 
f(z) = -217/64*z^3 + 27/7*z + 1
*
[ -4/5 ] 
f(z) = -215/64*z^3 + 22/5*z + 1
*
[ -4/3 ] 
f(z) = -213/64*z^3 + 23/3*z + 1
*
[ 4/3 ] 
f(z) = -213/64*z^3 + 37/6*z + 1
*
[ -4/9 ] 
f(z) = -207/64*z^3 + 35/9*z + 1
*
[ -4/3 ] 
f(z) = -201/64*z^3 + 22/3*z + 1
*
[ 4/3 ] 
f(z) = -201/64*z^3 + 35/6*z + 1
*
[ 3/4 ] 
f(z) = -208/63*z^3 + 32/21*z + 1
*
[ 2/3 ] 
f(z) = -207/68*z^3 + 29/34*z + 1
*
[ 2/3 ] 
f(z) = -207/76*z^3 + 27/38*z + 1
*
[ -4/3 ] 
f(z) = -219/64*z^3 + 47/6*z + 1
*
[ -4 ] 
f(z) = -219/64*z^3 + 56*z + 1
*
[ 4 ] 
f(z) = -217/64*z^3 + 55*z + 1
*
[ -4 ] 
f(z) = -215/64*z^3 + 55*z + 1
*
[ 4/3 ] 
f(z) = -215/64*z^3 + 56/9*z + 1
*
[ 4 ] 
f(z) = -213/64*z^3 + 54*z + 1
*
[ -4 ] 
f(z) = -211/64*z^3 + 54*z + 1
*
[ 4/3 ] 
f(z) = -211/64*z^3 + 55/9*z + 1
*
[ -4/11 ] 
f(z) = -209/64*z^3 + 46/11*z + 1
*
[ 4 ] 
f(z) = -209/64*z^3 + 53*z + 1
*
[ -4 ] 
f(z) = -207/64*z^3 + 53*z + 1
*
[ -4/5 ] 
f(z) = -205/64*z^3 + 43/10*z + 1
*
[ 4 ] 
f(z) = -205/64*z^3 + 52*z + 1
*
-6/5 | 0.21699930531676681743594642836952978032 | 0.029907873406097852174434922224814312878
f(z) = -205/72*z^3 + 59/15*z + 1
*
[ -4 ] 
f(z) = -203/64*z^3 + 52*z + 1
*
[ 4/3 ] 
f(z) = -203/64*z^3 + 53/9*z + 1
*
[ -4/7 ] 
f(z) = -203/64*z^3 + 53/14*z + 1
*
[ 4 ] 
f(z) = -201/64*z^3 + 51*z + 1
*
[ 4/5 ] 
f(z) = -217/64*z^3 + 48/25*z + 1
*
[ 6/7 ] 
f(z) = -217/72*z^3 + 43/21*z + 1
*
-6/7 | 0.16877915155696680167123640897855490899 | 0.023038982596411772492573940660086196977
f(z) = -217/72*z^3 + 50/21*z + 1
*
[ 4/5 ] 
f(z) = -213/64*z^3 + 47/25*z + 1
*
[ 4/5 ] 
f(z) = -209/64*z^3 + 46/25*z + 1
*
[ 6/7 ] 
f(z) = -203/72*z^3 + 40/21*z + 1
*
-6/7 | 0.20007174719783633672369199399116571171 | 0.027561447381099136290809686772802800212
f(z) = -203/72*z^3 + 47/21*z + 1
*
[ 4/5 ] 
f(z) = -201/64*z^3 + 44/25*z + 1
*
[ 2/3 ] 
f(z) = -219/64*z^3 + 49/48*z + 1
*
[ 2/3 ] 
f(z) = -213/64*z^3 + 47/48*z + 1
*
[ 2/3 ] 
f(z) = -201/64*z^3 + 43/48*z + 1
*
0 | 0.13976528946853552619225083148013920427 | 0.025979174003488618879245329566377256434
f(z) = -217/79*z^3 + 59/79*z + 1
*
0 | 0.13968378308970387634256541216938039421 | 0.025986334566414382132410837753693129839
f(z) = -216/79*z^3 + 58/79*z + 1
*
0 | 0.10641175100005531811340005444118467916 | 0.019813614405354569291122046428092435033
f(z) = -215/78*z^3 + 59/78*z + 1
*
0 | 0.13960191598530774815573973480333250477 | 0.025993544017334645736552599516885209567
f(z) = -215/79*z^3 + 57/79*z + 1
*
0 | 0.13951968494485460704005110296401423989 | 0.026000802939535027150856417386228251951
f(z) = -214/79*z^3 + 56/79*z + 1
*
0 | 0.13941464277347733104861960131081441628 | 0.026003925632922393285611757488740206596
f(z) = -213/77*z^3 + 59/77*z + 1
*
0 | 0.13943708671475809344456849674578625652 | 0.026008111926186601641691533971245193805
f(z) = -213/79*z^3 + 55/79*z + 1
*
0 | 0.13933157548342208224293873053268567570 | 0.026011263207359327495801388553703459383
f(z) = -212/77*z^3 + 58/77*z + 1
*
0 | 0.13935411799756261318587271705448708411 | 0.026015471580562821028058170799494429111
f(z) = -212/79*z^3 + 54/79*z + 1
*
0 | 0.11356598390650228195012602709383338943 | 0.021219916723155073691449334921097287113
f(z) = -211/76*z^3 + 59/76*z + 1
*
0 | 0.13924813349247227108264463117826901332 | 0.026018651843827875748257153070036185483
f(z) = -211/77*z^3 + 57/77*z + 1
*
0 | 0.10608041433646696205097874506851200097 | 0.019821230625103854606601995991967996116
f(z) = -211/78*z^3 + 55/78*z + 1
*
0 | 0.13927077545115039433670374666642243076 | 0.026022882516262276985898972676095206106
f(z) = -211/79*z^3 + 53/79*z + 1
*
0 | 0.13918705568793053241144978078554270244 | 0.026030345357437495721056859025795330428
f(z) = -210/79*z^3 + 52/79*z + 1
*
0 | 0.11871255527885991734188945744661513144 | 0.022221102177423595549286749042434593865
f(z) = -209/75*z^3 + 59/75*z + 1
*
0 | 0.10591145985442449097850144192409563213 | 0.019824940720523473291803528934350912878
f(z) = -209/78*z^3 + 53/78*z + 1
*
0 | 0.13910295527400953028394671120947595447 | 0.026037860739029957734567646098871900823
f(z) = -209/79*z^3 + 51/79*z + 1
*
0 | 0.11862889973310441114652824652740761172 | 0.022225396420917476168029595236497693036
f(z) = -208/75*z^3 + 58/75*z + 1
*
0 | 0.13899552508852421855406891980157739303 | 0.026041130388769467316876801556270419074
f(z) = -208/77*z^3 + 54/77*z + 1
*
0 | 0.13901847072834282341139026803921402136 | 0.026045429307011543608898814306803853994
f(z) = -208/79*z^3 + 50/79*z + 1
*
[ 2/3 ] 
f(z) = -207/70*z^3 + 57/70*z + 1
*
[ 2/3 ] 
f(z) = -207/74*z^3 + 55/74*z + 1
*
0 | 0.12604049182051589587935969236575474310 | 0.023635315625435007644825489137874283866
f(z) = -207/74*z^3 + 59/74*z + 1
*
0 | 0.11322819635090866514705564845748131024 | 0.021232733384311073752679641474122561260
f(z) = -207/76*z^3 + 55/76*z + 1
*
0 | 0.13891054983227591856532137506969461283 | 0.026048729591311752358754064368496279607
f(z) = -207/77*z^3 + 53/77*z + 1
*
0 | 0.13893359852186676449091425555658505834 | 0.026053051718632614253425091705139117080
f(z) = -207/79*z^3 + 49/79*z + 1
*
0 | 0.11845834929218653989488094802881865040 | 0.022233690412346542849038479015651251398
f(z) = -206/75*z^3 + 56/75*z + 1
*
0 | 0.13882518240522840442010494361365821625 | 0.026056383070323412465937608177554275698
f(z) = -206/77*z^3 + 52/77*z + 1
*
0 | 0.13884833507661052461811210559349203779 | 0.026060728642676941876325780797180769685
f(z) = -206/79*z^3 + 48/79*z + 1
*
0 | 0.13869277650323695538584022716938377738 | 0.026055329042551600437961290122018645834
f(z) = -205/73*z^3 + 59/73*z + 1
*
0 | 0.12586904641151639953087951760425513226 | 0.023646216502470240771480608180111663555
f(z) = -205/74*z^3 + 57/74*z + 1
*
0 | 0.11305696095581824889812725042160513160 | 0.021239291566031940598872236636368362896
f(z) = -205/76*z^3 + 53/76*z + 1
*
0 | 0.13873941916686164718131851535346654999 | 0.026064091502852725302583512824612306499
f(z) = -205/77*z^3 + 51/77*z + 1
*
0 | 0.10557200809828290171749846912441981749 | 0.019833141119786323207608535007389530783
f(z) = -205/78*z^3 + 49/78*z + 1
*
0 | 0.13860640086517662558939182435273624130 | 0.026063045028245900992920311733554103294
f(z) = -204/73*z^3 + 58/73*z + 1
*
0 | 0.13865325642567612334509890469119481378 | 0.026071855577942736264242080886298158610
f(z) = -204/77*z^3 + 50/77*z + 1
*
0 | 0.096420135219536276285509844433393031420 | 0.018147260919277443782186111925937162463
f(z) = -203/72*z^3 + 59/72*z + 1
*
0 | 0.13851962002395432824387043847191719750 | 0.026070816860922021927256287242838782770
f(z) = -203/73*z^3 + 57/73*z + 1
*
0 | 0.12569599715570754649417291473795303939 | 0.023657279174103513879276218533241440729
f(z) = -203/74*z^3 + 55/74*z + 1
*
0 | 0.11819953853367735262474531665935510434 | 0.022246368576697661701704493783803954094
f(z) = -203/75*z^3 + 53/75*z + 1
*
0 | 0.11288412557459861964125987604177548141 | 0.021245953200360728558738948012184715916
f(z) = -203/76*z^3 + 51/76*z + 1
*
0 | 0.10539835221700770548963688805640680024 | 0.019837053679597007006210078859719796559
f(z) = -203/78*z^3 + 47/78*z + 1
*
0 | 0.13843243015604729728358153333473312377 | 0.026078645246889179385015729587837943581
f(z) = -202/73*z^3 + 56/73*z + 1
*
0 | 0.11811245727882815747694286476524053238 | 0.022250659539392307883807209278427983974
f(z) = -202/75*z^3 + 52/75*z + 1
*
0 | 0.13847971740818752204833661781377859462 | 0.026087553473609428520519921197045575651
f(z) = -202/77*z^3 + 48/77*z + 1
*
0 | 0.13832100783055348004611890459697073282 | 0.026082039450599257148399192028034720144
f(z) = -201/71*z^3 + 59/71*z + 1
*
0 | 0.13834482738350676467291443454113554990 | 0.026086530905148115475280192927658490390
f(z) = -201/73*z^3 + 55/73*z + 1
*
0 | 0.12552131373066750859585053508847607862 | 0.023668507828000085587256241868906278769
f(z) = -201/74*z^3 + 53/74*z + 1
*
0 | 0.11270965999252870175030416437725296327 | 0.021252721076106978627929843991155903067
f(z) = -201/76*z^3 + 49/76*z + 1
*
0 | 0.13839233348525968757575915265762941287 | 0.026095488734761255590122031609300208880
f(z) = -201/77*z^3 + 47/77*z + 1
*
[ -4/3 ] 
f(z) = -217/64*z^3 + 70/9*z + 1
*
-6/5 | 0.21599812319526793446337440664330279370 | 0.029567769758502615358917085144009438598
f(z) = -215/72*z^3 + 62/15*z + 1
*
[ 6/5 ] 
f(z) = -215/72*z^3 + 67/15*z + 1
*
[ -4/3 ] 
f(z) = -209/64*z^3 + 68/9*z + 1
*
[ 5/4 ] 
f(z) = -208/75*z^3 + 68/15*z + 1
*
[ -2/3 ] 
f(z) = -207/64*z^3 + 63/16*z + 1
*
[ -4/3 ] 
f(z) = -205/64*z^3 + 67/9*z + 1
*
[ 6/5 ] 
f(z) = -205/72*z^3 + 64/15*z + 1
*
0 | 0.13992034138641941079749451348004670056 | 0.025941787819784789150861745718101668155
f(z) = -220/71*z^3 + 78/71*z + 1
*
0 | 0.13994223133648788089492322130920685762 | 0.025945846303593756267819931176130515117
f(z) = -220/73*z^3 + 74/73*z + 1
*
0 | 0.14000767572597080264853505606056417365 | 0.025957979953705948557117255600905644981
f(z) = -220/79*z^3 + 62/79*z + 1
*
0 | 0.12699311244613423138100761909013536273 | 0.023564932666141813850103529662455412442
f(z) = -219/70*z^3 + 79/70*z + 1
*
0 | 0.13983952535228330569450739490289149099 | 0.025948722222156221871567967314811823016
f(z) = -219/71*z^3 + 77/71*z + 1
*
0 | 0.12703707982528452220840543168433401667 | 0.023573091284426114906745605330084431953
f(z) = -219/74*z^3 + 71/74*z + 1
*
0 | 0.11422359978200197902490664756047347953 | 0.021195412773971616792408568179901870928
f(z) = -219/76*z^3 + 67/76*z + 1
*
0 | 0.13990536249792454536891515781680334616 | 0.025960939009933786198948190566885708744
f(z) = -219/77*z^3 + 65/77*z + 1
*
0 | 0.13992723268053982222745421904725566176 | 0.025964997256643377044101133269602998634
f(z) = -219/79*z^3 + 61/79*z + 1
*
0 | 0.13975835476697792051435212327930959039 | 0.025955703020848375423602441696006526612
f(z) = -218/71*z^3 + 76/71*z + 1
*
0 | 0.13978043295673630683878748702324884017 | 0.025959803347712998853648020973669265831
f(z) = -218/73*z^3 + 72/73*z + 1
*
0 | 0.11945883441961849126752354311020201966 | 0.022185707856836733231120773358898251277
f(z) = -218/75*z^3 + 68/75*z + 1
*
0 | 0.13982447453121113741390330126480398121 | 0.025967982680029447796447227313447878041
f(z) = -218/77*z^3 + 64/77*z + 1
*
0 | 0.13984643828995974707804828068827454295 | 0.025972061754945941964634885920568781009
f(z) = -218/79*z^3 + 60/79*z + 1
*
0 | 0.11930994211504462613426640863336446626 | 0.022176992287134973305403415033119384586
f(z) = -217/69*z^3 + 79/69*z + 1
*
0 | 0.13967682650320801578450242676123457323 | 0.025962730759405291942313419879919289019
f(z) = -217/71*z^3 + 75/71*z + 1
*
0 | 0.090944493861707254791553297851573879420 | 0.016904503540733457261088209731051203042
f(z) = -217/72*z^3 + 73/72*z + 1
*
0 | 0.13969900003438765329818828387643629551 | 0.025966852312238459906492620106279908803
f(z) = -217/73*z^3 + 71/73*z + 1
*
0 | 0.12687466553326430829919686565970683935 | 0.023583101534412973739855404134272270322
f(z) = -217/74*z^3 + 69/74*z + 1
*
0 | 0.11937749651656602910288303400363720677 | 0.022189549106918337026290021932626623404
f(z) = -217/75*z^3 + 67/75*z + 1
*
0 | 0.11406137439634023575881062483096313355 | 0.021201403465677188871162664567272978040
f(z) = -217/76*z^3 + 65/76*z + 1
*
0 | 0.10657418639839246382280235305361755980 | 0.019809706281525427249125336252299158704
f(z) = -217/78*z^3 + 61/78*z + 1
*
0 | 0.13959493739208574445211848122748937769 | 0.025969805990426369384029337052268162478
f(z) = -216/71*z^3 + 74/71*z + 1
*
0 | 0.13961720709325241186027688582859073604 | 0.025973948976050115313732776173325698795
f(z) = -216/73*z^3 + 70/73*z + 1
*
0 | 0.13966162975031251358303169196667364996 | 0.025982213228371743500338634305225789013
f(z) = -216/77*z^3 + 62/77*z + 1
*
0 | 0.11380824650103095222853612099591222732 | 0.021190824238197136661097274802198498163
f(z) = -215/68*z^3 + 79/68*z + 1
*
0 | 0.11914663960979246536034450839278403156 | 0.022184820311066454379314518703590074649
f(z) = -215/69*z^3 + 77/69*z + 1
*
0 | 0.13951268422238924815329885453694939234 | 0.025976929275761825867851065739726581570
f(z) = -215/71*z^3 + 73/71*z + 1
*
0 | 0.097436182497026812377482789685610079590 | 0.018142384943227215526635752479107220585
f(z) = -215/72*z^3 + 71/72*z + 1
*
0 | 0.13953505093297790358628906549843283148 | 0.025981093903962705200115971542747171752
f(z) = -215/73*z^3 + 69/73*z + 1
*
0 | 0.12671081277504649593903152439752190010 | 0.023593251325340393143171043483748540711
f(z) = -215/74*z^3 + 67/74*z + 1
*
0 | 0.11389771383451234965056861795814060848 | 0.021207482842447289030144984847355035743
f(z) = -215/76*z^3 + 63/76*z + 1
*
0 | 0.13957966662026179934746913604493894909 | 0.025989401238594126989094614194818672347
f(z) = -215/77*z^3 + 61/77*z + 1
*
0 | 0.11906392093021178315519262352459757148 | 0.022188679300260891608336263237882324165
f(z) = -214/69*z^3 + 76/69*z + 1
*
0 | 0.13943006373980464836982188422662564613 | 0.025984101186713347102373007449660280698
f(z) = -214/71*z^3 + 72/71*z + 1
*
0 | 0.13945252831031075404403405277240020889 | 0.025988287670298666332194134324578162982
f(z) = -214/73*z^3 + 68/73*z + 1
*
0 | 0.11913131484068577845744379023400784298 | 0.022201238788094107511896314215504814586
f(z) = -214/75*z^3 + 64/75*z + 1
*
0 | 0.13949733871619289450990465121689502516 | 0.025996638510063267476733497524473363708
f(z) = -214/77*z^3 + 60/77*z + 1
*
0 | 0.13930182530506200725382279701239268353 | 0.025982882670716957240519417098582651841
f(z) = -213/67*z^3 + 79/67*z + 1
*
0 | 0.11364233877864706603820227446196845270 | 0.021196818838842279442170924981309000604
f(z) = -213/68*z^3 + 77/68*z + 1
*
0 | 0.12650036918360931040228664514687464333 | 0.023595126934640827360492389145434250233
f(z) = -213/70*z^3 + 73/70*z + 1
*
0 | 0.13936963593832606769167979494490584313 | 0.025995530859095455634738307512588083647
f(z) = -213/73*z^3 + 67/73*z + 1
*
0 | 0.12654549581833542483273055299609258906 | 0.023603544053747810987222722123951654048
f(z) = -213/74*z^3 + 65/74*z + 1
*
0 | 0.11373259245111286044025255266463733606 | 0.021213653152227222849257101155771307078
f(z) = -213/76*z^3 + 61/76*z + 1
*
0 | 0.13921826002765987245645110973186486794 | 0.025990108791103958180092218544999222346
f(z) = -212/67*z^3 + 78/67*z + 1
*
0 | 0.11889736578521455746692457250191667284 | 0.022196481058730772863707351827450667735
f(z) = -212/69*z^3 + 74/69*z + 1
*
0 | 0.13926370759858763185891286774526753891 | 0.025998593219170141467546327955700839787
f(z) = -212/71*z^3 + 70/71*z + 1
*
0 | 0.13928637048563919911792558026020218861 | 0.026002824064318426682748004990861409827
f(z) = -212/73*z^3 + 66/73*z + 1
*
0 | 0.11896535465046686969708213299794890415 | 0.022209173632277807768175615423759718426
f(z) = -212/75*z^3 + 62/75*z + 1
*
0 | 0.10594383232671017749299971511767042020 | 0.019795710141124195441260440613015527288
f(z) = -211/66*z^3 + 79/66*z + 1
*
0 | 0.13913431562480056813274213170227266431 | 0.025997384862373384631504964915967633055
f(z) = -211/67*z^3 + 77/67*z + 1
*
0 | 0.11347492992247725186148696317934634628 | 0.021202903195936277640011511562216832983
f(z) = -211/68*z^3 + 75/68*z + 1
*
0 | 0.11881352256537925715222726984239767971 | 0.022200424525866328460880804506332010813
f(z) = -211/69*z^3 + 73/69*z + 1
*
0 | 0.12633316144823236419144458415332782768 | 0.023605476508806140229871855077603884846
f(z) = -211/70*z^3 + 71/70*z + 1
*
0 | 0.13917996520880373470299389752712742444 | 0.026005914532417817754396916097597723514
f(z) = -211/71*z^3 + 69/71*z + 1
*
0 | 0.097103661982727092322126627838934501351 | 0.018143915545021675564203553643703213286
f(z) = -211/72*z^3 + 67/72*z + 1
*
0 | 0.13920272857559964718834403883764559937 | 0.026010167890079435651448343353147768147
f(z) = -211/73*z^3 + 65/73*z + 1
*
0 | 0.12637868823350770184345802583033928057 | 0.023613983233786491626129952643664467885
f(z) = -211/74*z^3 + 63/74*z + 1
*
0 | 0.11888077925608119782527400055240213455 | 0.022212991505226496406352888652946309229
f(z) = -211/75*z^3 + 61/75*z + 1
*
0 | 0.13904998863790050516734135318880728826 | 0.026004711489174585409531994294057521120
f(z) = -210/67*z^3 + 76/67*z + 1
*
0 | 0.13909584204218914049647696208227632532 | 0.026013286855206635782864140427313795175
f(z) = -210/71*z^3 + 68/71*z + 1
*
0 | 0.13911870678546658301141202577261177949 | 0.026017562950861359702401232221312362353
f(z) = -210/73*z^3 + 64/73*z + 1
*
0 | 0.13894218310376267576714404491272029080 | 0.026007766745905561688409467807551503576
f(z) = -209/65*z^3 + 79/65*z + 1
*
0 | 0.13896527556079625838078220170056187237 | 0.026012089286567462361917515366706390370
f(z) = -209/67*z^3 + 75/67*z + 1
*
0 | 0.11330599249680913493549081875517493198 | 0.021209079618172019453011403539649747956
f(z) = -209/68*z^3 + 73/68*z + 1
*
0 | 0.11864468759739541220613245757417193135 | 0.022208398426916119408690166458870275034
f(z) = -209/69*z^3 + 71/69*z + 1
*
0 | 0.12616442875797020700963983499180862743 | 0.023615974367678188743088798359829796986
f(z) = -209/70*z^3 + 69/70*z + 1
*
0 | 0.13901133461698634782752053344738059093 | 0.026020710809298495109260973068623721593
f(z) = -209/71*z^3 + 67/71*z + 1
*
0 | 0.088060820985346469993193503663292662019 | 0.016483585045798910973918957379692680685
f(z) = -209/72*z^3 + 65/72*z + 1
*
0 | 0.13903430164556550694620730417051121565 | 0.026025009871748717551534663704416494996
f(z) = -209/73*z^3 + 63/73*z + 1
*
0 | 0.12621036286816523254834319498572948852 | 0.023624572502506261664355129917386448703
f(z) = -209/74*z^3 + 61/74*z + 1
*
0 | 0.13888017283886717504574197862278404867 | 0.026019518880254759263031679491743076642
f(z) = -208/67*z^3 + 74/67*z + 1
*
0 | 0.11855865519675050553500678791483014213 | 0.022212235945937251500694701475066276916
f(z) = -208/69*z^3 + 70/69*z + 1
*
0 | 0.13892643940342293035999865071390385332 | 0.026028187027229055760033725588303780975
f(z) = -208/71*z^3 + 66/71*z + 1
*
0 | 0.13894950963842551360389205533488314525 | 0.026032509288664589017287240331111625579
f(z) = -208/73*z^3 + 62/73*z + 1
*
[ 2/3 ] 
f(z) = -207/62*z^3 + 61/62*z + 1
*
0 | 0.11308758993090332600306196666219453983 | 0.021206366642418943715864480719904509079
f(z) = -207/64*z^3 + 79/64*z + 1
*
0 | 0.13877137484771231170200608398847926922 | 0.026022631274494565336839581279844443426
f(z) = -207/65*z^3 + 77/65*z + 1
*
0 | 0.13879467686813765191159761527482828586 | 0.026027000906820719131146578274846757257
f(z) = -207/67*z^3 + 73/67*z + 1
*
0 | 0.11313549830623555590959521234120988314 | 0.021215350497969836978409024887475658047
f(z) = -207/68*z^3 + 71/68*z + 1
*
0 | 0.12599414301593290238593611263488522998 | 0.023626624223097887060031676042106389434
f(z) = -207/70*z^3 + 67/70*z + 1
*
0 | 0.13884115282282389899583072720289317407 | 0.026035716152549584686114511222859737521
f(z) = -207/71*z^3 + 65/71*z + 1
*
0 | 0.13886432719789662692283490194392160897 | 0.026040061848614037697609620760549738948
f(z) = -207/73*z^3 + 61/73*z + 1
*
0 | 0.13868537575689918393827698194794213273 | 0.026030142473901858885385112339618755442
f(z) = -206/65*z^3 + 76/65*z + 1
*
0 | 0.13870878399435851239585264902400827224 | 0.026034536013976317200283739789912279792
f(z) = -206/67*z^3 + 72/67*z + 1
*
0 | 0.11838851068692986443209283008585689772 | 0.022220582261360266864184708078719331928
f(z) = -206/69*z^3 + 68/69*z + 1
*
0 | 0.13875547124670344196985509043345231844 | 0.026043298840075471127223430410340824749
f(z) = -206/71*z^3 + 64/71*z + 1
*
0 | 0.13877875070824664989731863497117478406 | 0.026047668209934248587400076093193511496
f(z) = -206/73*z^3 + 60/73*z + 1
*
0 | 0.12501230121630896923500298681342395563 | 0.023485265236444978765424930146386207164
f(z) = -205/63*z^3 + 79/63*z + 1
*
0 | 0.11291508317339527365992045295334946801 | 0.021212637890202097456756698430221818298
f(z) = -205/64*z^3 + 77/64*z + 1
*
0 | 0.10543169309772331701575538809666476025 | 0.019806781033836926521297611656501121357
f(z) = -205/66*z^3 + 73/66*z + 1
*
0 | 0.13862249051206689696871355952706029522 | 0.026042124860811284589046771977406038936
f(z) = -205/67*z^3 + 71/67*z + 1
*
0 | 0.11296341836732398431214545010326662374 | 0.021221718315397267628560357761117954154
f(z) = -205/68*z^3 + 69/68*z + 1
*
0 | 0.11830232401128744205879992142797373338 | 0.022224704532760629113117360066709046958
f(z) = -205/69*z^3 + 67/69*z + 1
*
0 | 0.13866939099583546488806846279197774963 | 0.026050935756141629116169358135754606203
f(z) = -205/71*z^3 + 63/71*z + 1
*
0 | 0.093740941580902464979495645383207925746 | 0.017610513966399803703905357676716964306
f(z) = -205/72*z^3 + 61/72*z + 1
*
0 | 0.13851216905515723447474523736552214514 | 0.026045326020376867294383280992377243050
f(z) = -204/65*z^3 + 74/65*z + 1
*
0 | 0.13853579266362406042306700087426712008 | 0.026049768118053145855301291362723461830
f(z) = -204/67*z^3 + 70/67*z + 1
*
0 | 0.13858290833930233372037252479516083986 | 0.026058627578865013624543130769125893231
f(z) = -204/71*z^3 + 62/71*z + 1
*
0 | 0.12555386429044869448205777927641247436 | 0.023630528307335031278207371066857560791
f(z) = -203/62*z^3 + 79/62*z + 1
*
0 | 0.11274095296204969273739109162926422800 | 0.021219006642460718923313559953304056330
f(z) = -203/64*z^3 + 75/64*z + 1
*
0 | 0.13842495384854583587805597807152425494 | 0.026052999713274837170004983245947156145
f(z) = -203/65*z^3 + 73/65*z + 1
*
0 | 0.10525778064208670822546627201160687799 | 0.019810596663724577247345465980282826599
f(z) = -203/66*z^3 + 71/66*z + 1
*
0 | 0.13844868663823044965646311141696429348 | 0.026057466468333502123116383224176802078
f(z) = -203/67*z^3 + 69/67*z + 1
*
0 | 0.11278972287895193130566256464454589119 | 0.021228185642314030464269071147093885240
f(z) = -203/68*z^3 + 67/68*z + 1
*
0 | 0.11812770309639315248438324655092058315 | 0.022232848408729854939471946550855673685
f(z) = -203/69*z^3 + 65/69*z + 1
*
0 | 0.13849601949352120404175911667014239560 | 0.026066374998414485479171081361129040404
f(z) = -203/71*z^3 + 61/71*z + 1
*
0 | 0.12475032296442549377665028972667088746 | 0.023501136354803683895411133449418499089
f(z) = -202/63*z^3 + 76/63*z + 1
*
0 | 0.13833732558428549511969800342602518413 | 0.026060728936487508612822316305548364919
f(z) = -202/65*z^3 + 72/65*z + 1
*
0 | 0.13836116857091741476313602332944215319 | 0.026065220606461800334015184220819408138
f(z) = -202/67*z^3 + 68/67*z + 1
*
0 | 0.11804132844177820446301577762384980295 | 0.022237259906761727494008641078793152778
f(z) = -202/69*z^3 + 64/69*z + 1
*
0 | 0.13840872062124729935048387640250429635 | 0.026074178717288269180550631657018087416
f(z) = -202/71*z^3 + 60/71*z + 1
*
0 | 0.13820123555394591755459041048797625832 | 0.026059454990779578928682875815209548696
f(z) = -201/61*z^3 + 79/61*z + 1
*
0 | 0.12537785710715197327402731930803702114 | 0.023641457408308482726475885942504918224
f(z) = -201/62*z^3 + 77/62*z + 1
*
0 | 0.11256516842493815667207356167254355136 | 0.021225475505638086492020250562521717311
f(z) = -201/64*z^3 + 73/64*z + 1
*
0 | 0.13824928032793907640455147367422746336 | 0.026068514393326875132333736806755514264
f(z) = -201/65*z^3 + 71/65*z + 1
*
0 | 0.11261438119123221863454974377803293168 | 0.021234755146757584756536674090830390038
f(z) = -201/68*z^3 + 65/68*z + 1
*
0 | 0.12547367456581338423509699492879395464 | 0.023659524907787119833337119972485812081
f(z) = -201/70*z^3 + 61/70*z + 1
*
[ 2/3 ] 
f(z) = -217/72*z^3 + 68/81*z + 1
*
[ 2/3 ] 
f(z) = -215/72*z^3 + 67/81*z + 1
*
[ 2/3 ] 
f(z) = -211/72*z^3 + 65/81*z + 1
*
[ 2/3 ] 
f(z) = -209/72*z^3 + 64/81*z + 1
*
[ 2/3 ] 
f(z) = -205/72*z^3 + 62/81*z + 1
*
[ 2/3 ] 
f(z) = -203/72*z^3 + 61/81*z + 1
*
[ 2/3 ] 
f(z) = -201/76*z^3 + 77/114*z + 1
*
[ -6/5 ] 
f(z) = -215/72*z^3 + 92/15*z + 1
*
[ -5/4 ] 
f(z) = -208/75*z^3 + 92/15*z + 1
*
[ -6/5 ] 
f(z) = -205/72*z^3 + 89/15*z + 1
*
-2 | 0.099077358022893200743138006692851339224 | 0.014866638245094358573818362987067097185
f(z) = -205/72*z^3 + 98/9*z + 1
*
-2 | 0.098898762781268137185835751820725517397 | 0.014862713543353678551290364627433037033
f(z) = -203/72*z^3 + 97/9*z + 1
*
[ -6/7 ] 
f(z) = -217/72*z^3 + 92/21*z + 1
*
[ -3/4 ] 
f(z) = -208/63*z^3 + 88/21*z + 1
*
[ -6/7 ] 
f(z) = -203/72*z^3 + 89/21*z + 1
*
[ 4/5 ] 
f(z) = -219/64*z^3 + 97/50*z + 1
*
[ 4/5 ] 
f(z) = -211/64*z^3 + 93/50*z + 1
*
[ 4/5 ] 
f(z) = -207/64*z^3 + 91/50*z + 1
*
[ 4/5 ] 
f(z) = -203/64*z^3 + 89/50*z + 1
*
0 | 0.13981031964816406509454552912789084973 | 0.025921389351905828554303607475056094544
f(z) = -220/61*z^3 + 98/61*z + 1
*
0 | 0.12626928621293835801898167997665581018 | 0.023410827894175339245441566760565485155
f(z) = -220/63*z^3 + 94/63*z + 1
*
0 | 0.13987644765082329375554558706516920725 | 0.025933649746619948209882114599932111806
f(z) = -220/67*z^3 + 86/67*z + 1
*
0 | 0.11955374154080617294667318357056875381 | 0.022165739201191001000197779090440290642
f(z) = -220/69*z^3 + 82/69*z + 1
*
0 | 0.13972903023922242364477796076199769234 | 0.025928218670041756986774249190870594570
f(z) = -219/61*z^3 + 97/61*z + 1
*
0 | 0.12690471664247439980017180480655417108 | 0.023548529877666990287296236338141307484
f(z) = -219/62*z^3 + 95/62*z + 1
*
0 | 0.11409016266068009912488278065866428003 | 0.021170652086415056199759959149099334491
f(z) = -219/64*z^3 + 91/64*z + 1
*
0 | 0.13977334440121054249887882968006052890 | 0.025936441637597178217343107813489239932
f(z) = -219/65*z^3 + 89/65*z + 1
*
0 | 0.13979544323263287465679873965773678292 | 0.025940542312542747113752632860593509957
f(z) = -219/67*z^3 + 85/67*z + 1
*
0 | 0.11413566465002870478596411899978840469 | 0.021179095468064042900979139160275742124
f(z) = -219/68*z^3 + 83/68*z + 1
*
0 | 0.13964738218164102702918800876338114673 | 0.025935093365895992326227891401825828474
f(z) = -218/61*z^3 + 96/61*z + 1
*
0 | 0.12610654021821678505112119842585531676 | 0.023420309378628245515968764942775433976
f(z) = -218/63*z^3 + 92/63*z + 1
*
0 | 0.13969188831305259356851720537956583807 | 0.025943358975000017211305583913187871765
f(z) = -218/65*z^3 + 88/65*z + 1
*
0 | 0.13971408263651274991307417876712287341 | 0.025947480870034063358692705585328603975
f(z) = -218/67*z^3 + 84/67*z + 1
*
0 | 0.11939259966116491588747195797752009197 | 0.022173406841108943381077546358228771664
f(z) = -218/69*z^3 + 80/69*z + 1
*
0 | 0.093539720607085960361312522309500201287 | 0.017386896897861509416425264158350517873
f(z) = -217/60*z^3 + 97/60*z + 1
*
0 | 0.13956537229460635370709622506066985480 | 0.025942013968493228328840422854010547475
f(z) = -217/61*z^3 + 95/61*z + 1
*
0 | 0.11392679417368201884793576124194603930 | 0.021176388077127135785194400016393310951
f(z) = -217/64*z^3 + 89/64*z + 1
*
0 | 0.13961007206831290363740686350262701985 | 0.025950322635140396500575764598109444949
f(z) = -217/65*z^3 + 87/65*z + 1
*
0 | 0.10644114353510728549580140811094262700 | 0.019784976652957769898312676893468758631
f(z) = -217/66*z^3 + 85/66*z + 1
*
0 | 0.13963236271396772199249748367842626565 | 0.025954465956878709796101598363451899814
f(z) = -217/67*z^3 + 83/67*z + 1
*
0 | 0.11397267979271447311684922658088850203 | 0.021184917165326608099872676877969943840
f(z) = -217/68*z^3 + 81/68*z + 1
*
0 | 0.13948299735477462676255047040888467270 | 0.025948981015639743421151585889638289680
f(z) = -216/61*z^3 + 94/61*z + 1
*
0 | 0.13952789246564270743674555756540900215 | 0.025957333161791634159506549210627593139
f(z) = -216/65*z^3 + 86/65*z + 1
*
0 | 0.13955028027453934263636287782051873067 | 0.025961498119808437712414241801902309560
f(z) = -216/67*z^3 + 82/67*z + 1
*
0 | 0.13940025409550975040553983314012230997 | 0.025955995054112430205684915641067215148
f(z) = -215/61*z^3 + 93/61*z + 1
*
0 | 0.12657613550492045837818585944999568357 | 0.023568174738644233061979681187637591758
f(z) = -215/62*z^3 + 91/62*z + 1
*
0 | 0.12585970565692119588711379374062539783 | 0.023434777208546858830762226404066642225
f(z) = -215/63*z^3 + 89/63*z + 1
*
0 | 0.11376197052351234614136390605301007104 | 0.021182207761481289356624061505896430446
f(z) = -215/64*z^3 + 87/64*z + 1
*
0 | 0.10627754901754617835486992786945102706 | 0.019788626316079834481320636187585815117
f(z) = -215/66*z^3 + 83/66*z + 1
*
0 | 0.13946783208505635861649087010402597543 | 0.025968577914694856679309347804879665663
f(z) = -215/67*z^3 + 81/67*z + 1
*
0 | 0.13931713920610409175235151663383848932 | 0.025963056639852826563330258788470679848
f(z) = -214/61*z^3 + 92/61*z + 1
*
0 | 0.12577669033842061886487615445949809928 | 0.023439666891226018159680824505016367253
f(z) = -214/63*z^3 + 88/63*z + 1
*
0 | 0.13936243016582289691554708527361755193 | 0.025971497035335775945846182918915491275
f(z) = -214/65*z^3 + 84/65*z + 1
*
0 | 0.13938501486886833595047664898894029160 | 0.025975705906747465821774305867780842946
f(z) = -214/67*z^3 + 80/67*z + 1
*
0 | 0.13923364933098164214785872276107417747 | 0.025970166338166305466757916945796773607
f(z) = -213/61*z^3 + 91/61*z + 1
*
0 | 0.12640963084096680369570263504234555339 | 0.023578202219509116218493124030638757683
f(z) = -213/62*z^3 + 89/62*z + 1
*
0 | 0.11359566553494266339495103552081349491 | 0.021188113242828892495030336494231705298
f(z) = -213/64*z^3 + 85/64*z + 1
*
0 | 0.13927914084835367264553521727092232950 | 0.025978651515986494435967901760734626061
f(z) = -213/65*z^3 + 83/65*z + 1
*
0 | 0.13914978106888307746658167357865767400 | 0.025977324723926586337107407313716466381
f(z) = -212/61*z^3 + 90/61*z + 1
*
0 | 0.12560953400643555820139396424780288746 | 0.023449549314712889294381089477685078403
f(z) = -212/63*z^3 + 86/63*z + 1
*
0 | 0.13919547493072084430810378150678291744 | 0.025985855131072985693633620723727090723
f(z) = -212/65*z^3 + 82/65*z + 1
*
0 | 0.093039578407176852044809048940127281581 | 0.017384537498333694376700828029758341759
f(z) = -211/60*z^3 + 91/60*z + 1
*
0 | 0.13906553097203222146133380842230253429 | 0.025984532381785736730933574671839806338
f(z) = -211/61*z^3 + 89/61*z + 1
*
0 | 0.12624161437640708518842748257732371510 | 0.023588370847642842803794559374509034827
f(z) = -211/62*z^3 + 87/62*z + 1
*
0 | 0.12552538616780580390146420802625048243 | 0.023454542896539048049441162332705487569
f(z) = -211/63*z^3 + 85/63*z + 1
*
0 | 0.11342785231958058064946987327868926754 | 0.021194106699145340843590450066880239122
f(z) = -211/64*z^3 + 83/64*z + 1
*
0 | 0.13911142898917097176399561650939219972 | 0.025993108471807939775294012752954687168
f(z) = -211/65*z^3 + 81/65*z + 1
*
0 | 0.13898089554528340029574159100124626532 | 0.025991789906389839346897832398018112444
f(z) = -210/61*z^3 + 88/61*z + 1
*
0 | 0.092869814757879441038587796425637431880 | 0.017383752191043391461622396275996723991
f(z) = -209/60*z^3 + 89/60*z + 1
*
0 | 0.13889587124524915987646554771563272285 | 0.025999097902600505803529154220082476625
f(z) = -209/61*z^3 + 87/61*z + 1
*
0 | 0.12607205838655632839489702594201676181 | 0.023598684103337295712462246584543739307
f(z) = -209/62*z^3 + 85/62*z + 1
*
0 | 0.12535593373002100591147209322207472671 | 0.023464636957883612207546163631503339481
f(z) = -209/63*z^3 + 83/63*z + 1
*
0 | 0.11325850324970725471750987603879725732 | 0.021200190386450059233529461066481362016
f(z) = -209/64*z^3 + 81/64*z + 1
*
0 | 0.13881045447940780046802119820200472050 | 0.026006456985722425372713706902491189802
f(z) = -208/61*z^3 + 86/61*z + 1
*
0 | 0.12527062202016716689442342570884987569 | 0.023469738323099168576418166467638298696
f(z) = -208/63*z^3 + 82/63*z + 1
*
[ 3/4 ] 
f(z) = -208/69*z^3 + 94/69*z + 1
*
[ 3/4 ] 
f(z) = -208/75*z^3 + 92/75*z + 1
*
0 | 0.13872464160519016530202753398062816261 | 0.026013867781737143871202580659875471778
f(z) = -207/61*z^3 + 85/61*z + 1
*
0 | 0.12590093437648334333124159703285103363 | 0.023609145589203433221012192044003352166
f(z) = -207/62*z^3 + 83/62*z + 1
*
0 | 0.13863842892904510145662191845290087460 | 0.026021330927543275227822306639161618908
f(z) = -206/61*z^3 + 84/61*z + 1
*
0 | 0.12509880946951998330248958218090749236 | 0.023480051995641761035192138305299478909
f(z) = -206/63*z^3 + 80/63*z + 1
*
0 | 0.13855181270548299215253395726483548337 | 0.026028847071203355871409120175827101763
f(z) = -205/61*z^3 + 83/61*z + 1
*
0 | 0.12572821305219324229471323327415456882 | 0.023619759035759657453524365931761816084
f(z) = -205/62*z^3 + 81/62*z + 1
*
0 | 0.13846478913609673976043750049912740233 | 0.026036416872197560038690534654298813971
f(z) = -204/61*z^3 + 82/61*z + 1
*
0 | 0.092350974513300573060149220328195353199 | 0.017381403031914010912847412386280546855
f(z) = -203/60*z^3 + 83/60*z + 1
*
0 | 0.13837735436855955820883073486803653024 | 0.026044041001684502398124470775745453352
f(z) = -203/61*z^3 + 81/61*z + 1
*
0 | 0.13828950449559891209048786922204007600 | 0.026051720142769363041633380734000460750
f(z) = -202/61*z^3 + 80/61*z + 1
*
[ 2/3 ] 
f(z) = -219/68*z^3 + 95/102*z + 1
*
[ 2/3 ] 
f(z) = -219/76*z^3 + 89/114*z + 1
*
[ 2/3 ] 
f(z) = -213/68*z^3 + 91/102*z + 1
*
[ 2/3 ] 
f(z) = -213/76*z^3 + 85/114*z + 1
*
[ 2/3 ] 
f(z) = -201/68*z^3 + 83/102*z + 1
*
[ 4 ] 
f(z) = -219/64*z^3 + 111/2*z + 1
*
[ -4 ] 
f(z) = -217/64*z^3 + 111/2*z + 1
*
[ 4/3 ] 
f(z) = -217/64*z^3 + 113/18*z + 1
*
-2 | 0.10011352949815896119826728288158939025 | 0.014889355197246957982292705613965817557
f(z) = -217/72*z^3 + 104/9*z + 1
*
[ 2 ] 
f(z) = -217/72*z^3 + 113/9*z + 1
*
[ 4 ] 
f(z) = -215/64*z^3 + 109/2*z + 1
*
-2 | 0.099944887039035821176540139762072848775 | 0.014885664073292966399238884413969420108
f(z) = -215/72*z^3 + 103/9*z + 1
*
[ 2 ] 
f(z) = -215/72*z^3 + 112/9*z + 1
*
[ -4 ] 
f(z) = -213/64*z^3 + 109/2*z + 1
*
[ 4 ] 
f(z) = -211/64*z^3 + 107/2*z + 1
*
-2 | 0.099602832805192320995449079915609534684 | 0.014878170063180460747254415897768866677
f(z) = -211/72*z^3 + 101/9*z + 1
*
[ 2 ] 
f(z) = -211/72*z^3 + 110/9*z + 1
*
[ -2 ] 
f(z) = -211/72*z^3 + 119/9*z + 1
*
[ -4 ] 
f(z) = -209/64*z^3 + 107/2*z + 1
*
[ 4/3 ] 
f(z) = -209/64*z^3 + 109/18*z + 1
*
[ -4/19 ] 
f(z) = -209/64*z^3 + 112/19*z + 1
*
-2 | 0.099429359277922046391561320861342151679 | 0.014874365681761167687600584687368458323
f(z) = -209/72*z^3 + 100/9*z + 1
*
[ 2 ] 
f(z) = -209/72*z^3 + 109/9*z + 1
*
[ -2 ] 
f(z) = -209/72*z^3 + 118/9*z + 1
*
[ 4 ] 
f(z) = -207/64*z^3 + 105/2*z + 1
*
[ -4 ] 
f(z) = -205/64*z^3 + 105/2*z + 1
*
[ 4/3 ] 
f(z) = -205/64*z^3 + 107/18*z + 1
*
[ 2 ] 
f(z) = -205/72*z^3 + 107/9*z + 1
*
[ -2 ] 
f(z) = -205/72*z^3 + 116/9*z + 1
*
[ 4 ] 
f(z) = -203/64*z^3 + 103/2*z + 1
*
[ 2 ] 
f(z) = -203/72*z^3 + 106/9*z + 1
*
[ -2 ] 
f(z) = -203/72*z^3 + 115/9*z + 1
*
[ -4 ] 
f(z) = -201/64*z^3 + 103/2*z + 1
*
[ -4/9 ] 
f(z) = -219/64*z^3 + 106/27*z + 1
*
[ -4/5 ] 
f(z) = -219/64*z^3 + 111/25*z + 1
*
[ -4/5 ] 
f(z) = -211/64*z^3 + 109/25*z + 1
*
[ -4/5 ] 
f(z) = -207/64*z^3 + 108/25*z + 1
*
[ -4/5 ] 
f(z) = -203/64*z^3 + 107/25*z + 1
*
[ 8/11 ] 
f(z) = -209/64*z^3 + 119/88*z + 1
*
[ 5/7 ] 
f(z) = -217/75*z^3 + 113/105*z + 1
*
[ 5/7 ] 
f(z) = -203/75*z^3 + 103/105*z + 1
*
[ 2/3 ] 
f(z) = -207/65*z^3 + 119/130*z + 1
*
[ 2/3 ] 
f(z) = -207/67*z^3 + 117/134*z + 1
*
[ 2/3 ] 
f(z) = -216/73*z^3 + 119/146*z + 1
*
[ 2/3 ] 
f(z) = -216/77*z^3 + 115/154*z + 1
*
[ 2/3 ] 
f(z) = -216/79*z^3 + 113/158*z + 1
*
[ 2/3 ] 
f(z) = -207/71*z^3 + 113/142*z + 1
*
[ 2/3 ] 
f(z) = -207/73*z^3 + 111/146*z + 1
*
[ 2/3 ] 
f(z) = -207/77*z^3 + 107/154*z + 1
*
[ 2/3 ] 
f(z) = -207/79*z^3 + 105/158*z + 1
*
[ -2 ] 
f(z) = -217/72*z^3 + 122/9*z + 1
*
[ -4/3 ] 
f(z) = -215/64*z^3 + 139/18*z + 1
*
[ -2 ] 
f(z) = -215/72*z^3 + 121/9*z + 1
*
[ -4/3 ] 
f(z) = -211/64*z^3 + 137/18*z + 1
*
[ -4/3 ] 
f(z) = -203/64*z^3 + 133/18*z + 1
*
[ 12/11 ] 
f(z) = -209/64*z^3 + 131/33*z + 1
*
[ -6/11 ] 
f(z) = -209/72*z^3 + 122/33*z + 1
*
[ -2/3 ] 
f(z) = -207/68*z^3 + 131/34*z + 1
*
-2/5 | 0.20142145975668968327611864586012885284 | 0.028899212228354293402758654495700912527
f(z) = -205/72*z^3 + 133/45*z + 1
*
[ 5/6 ] 
f(z) = -216/65*z^3 + 137/65*z + 1
*
-12/23 | 0.27950284967458399870691417028532522386 | 0.029215841302864504753477831415937296630
f(z) = -207/64*z^3 + 124/69*z + 1
*
[ 3/4 ] 
f(z) = -220/63*z^3 + 137/84*z + 1
*
[ 3/4 ] 
f(z) = -212/63*z^3 + 131/84*z + 1
*
[ 2/3 ] 
f(z) = -216/61*z^3 + 131/122*z + 1
*
[ 2/3 ] 
f(z) = -216/65*z^3 + 127/130*z + 1
*
[ 2/3 ] 
f(z) = -216/67*z^3 + 125/134*z + 1
*
[ 2/3 ] 
f(z) = -207/61*z^3 + 123/122*z + 1
*
[ 2/3 ] 
f(z) = -216/71*z^3 + 121/142*z + 1
*
[ 2/3 ] 
f(z) = -211/64*z^3 + 139/144*z + 1
*
[ 2/3 ] 
f(z) = -209/64*z^3 + 137/144*z + 1
*
[ 2/3 ] 
f(z) = -205/64*z^3 + 133/144*z + 1
*
[ 2/3 ] 
f(z) = -203/64*z^3 + 131/144*z + 1
*
[ -2/3 ] 
f(z) = -207/76*z^3 + 141/38*z + 1
*
[ 2/3 ] 
f(z) = -217/64*z^3 + 145/144*z + 1
*
[ 2/3 ] 
f(z) = -215/64*z^3 + 143/144*z + 1
*
[ 2/3 ] 
f(z) = -201/74*z^3 + 157/222*z + 1
*
[ 3/2 ] 
f(z) = -220/63*z^3 + 172/21*z + 1
*
[ 3/2 ] 
f(z) = -212/63*z^3 + 166/21*z + 1
*
[ 3/2 ] 
f(z) = -208/63*z^3 + 163/21*z + 1
*
[ -2/5 ] 
f(z) = -215/72*z^3 + 179/45*z + 1
*
[ -2/5 ] 
f(z) = -205/72*z^3 + 178/45*z + 1
*
-5/8 | 0.20108811805525359192773841252838114960 | 0.029906771149504417823376511782702495894
f(z) = -208/75*z^3 + 161/60*z + 1
*
[ 8/9 ] 
f(z) = -207/64*z^3 + 175/72*z + 1
*
0 | 0.14010626090101979714618006907691424645 | 0.021885047337482824467759996116096396530
f(z) = -201/70*z^3 + 179/105*z + 1
*
[ 2/3 ] 
f(z) = -201/62*z^3 + 175/186*z + 1
*
[ 2/3 ] 
f(z) = -213/70*z^3 + 179/210*z + 1
*
[ 2/3 ] 
f(z) = -201/70*z^3 + 163/210*z + 1
*
[ 2/3 ] 
f(z) = -213/74*z^3 + 173/222*z + 1
*
[ 8/3 ] 
f(z) = -207/64*z^3 + 189/8*z + 1
*
[ -8/3 ] 
f(z) = -207/64*z^3 + 195/8*z + 1
*
-2 | 0.11278135566336876887241336180998459172 | 0.016884449579306879690083903526380957467
f(z) = -207/64*z^3 + 199/16*z + 1
*
-2 | 0.11260453643703812154809133161403380658 | 0.016883509811371371233900994274787825580
f(z) = -205/64*z^3 + 197/16*z + 1
*
-2 | 0.11242598403524727981613724240984199071 | 0.016882568240896670415612158891639643378
f(z) = -203/64*z^3 + 195/16*z + 1
*
-2 | 0.11224566358942509731290367050010954117 | 0.016881624967681243189411538438065279939
f(z) = -201/64*z^3 + 193/16*z + 1
*
[ -3/2 ] 
f(z) = -212/63*z^3 + 194/21*z + 1
*
[ -3/2 ] 
f(z) = -208/63*z^3 + 191/21*z + 1
*
[ -2/3 ] 
f(z) = -219/64*z^3 + 193/48*z + 1
*
[ -4/7 ] 
f(z) = -213/64*z^3 + 188/49*z + 1
*
[ -2/3 ] 
f(z) = -213/64*z^3 + 191/48*z + 1
*
[ -4/7 ] 
f(z) = -209/64*z^3 + 187/49*z + 1
*
[ -4/7 ] 
f(z) = -205/64*z^3 + 186/49*z + 1
*
[ -4/7 ] 
f(z) = -201/64*z^3 + 185/49*z + 1
*
[ -2/3 ] 
f(z) = -201/64*z^3 + 187/48*z + 1
*
-8/9 | 0.18248197927794580658703504279978297676 | 0.024234176845259170328510481031774661863
f(z) = -207/64*z^3 + 193/72*z + 1
*
-2/3 | 0.14722892432708507025099821953830656447 | 0.027608604547650034026250536521732357499
f(z) = -207/70*z^3 + 197/70*z + 1
*
0 | 0.18409944820977825197140005174623104290 | 0.028498788102821523184612957562414757502
f(z) = -213/70*z^3 + 197/105*z + 1
*
0 | 0.17791438374586721099399978645957520983 | 0.029645406518922375519598568350979417752
f(z) = -202/69*z^3 + 197/138*z + 1
*
0 | 0.17957718864328134510844294403077969576 | 0.029825027777492631482164473538165157240
f(z) = -206/75*z^3 + 187/150*z + 1
*
[ 2/3 ] 
f(z) = -219/62*z^3 + 199/186*z + 1
*
[ 2/3 ] 
f(z) = -213/62*z^3 + 191/186*z + 1
*
[ 2/3 ] 
f(z) = -219/70*z^3 + 187/210*z + 1
*
[ 2/3 ] 
f(z) = -219/74*z^3 + 181/222*z + 1
*
-2 | 0.11380770143735858178500511829383310474 | 0.016890045383899089754401724311878226171
f(z) = -219/64*z^3 + 211/16*z + 1
*
-2 | 0.11364060427904582385419044255661681460 | 0.016889118245886948037641978885836742934
f(z) = -217/64*z^3 + 209/16*z + 1
*
-2 | 0.11347196276904463196266358075609477337 | 0.016888188810135836435354899938005016039
f(z) = -215/64*z^3 + 207/16*z + 1
*
-2 | 0.11330174767725910735522452029883808917 | 0.016887257147869543378650853519798873615
f(z) = -213/64*z^3 + 205/16*z + 1
*
-2 | 0.11312992892406111450758473164101190161 | 0.016886323334574376385336333610942416446
f(z) = -211/64*z^3 + 203/16*z + 1
*
[ 2 ] 
f(z) = -211/64*z^3 + 219/16*z + 1
*
-2 | 0.11295647554659438308549293550491448542 | 0.016885387450189950472081276601570297587
f(z) = -209/64*z^3 + 201/16*z + 1
*
[ 2 ] 
f(z) = -209/64*z^3 + 217/16*z + 1
*
[ 2 ] 
f(z) = -207/64*z^3 + 215/16*z + 1
*
[ 2 ] 
f(z) = -205/64*z^3 + 213/16*z + 1
*
[ 2 ] 
f(z) = -203/64*z^3 + 211/16*z + 1
*
[ 2 ] 
f(z) = -201/64*z^3 + 209/16*z + 1
*
[ -3/2 ] 
f(z) = -220/63*z^3 + 200/21*z + 1
*
[ 12/7 ] 
f(z) = -217/64*z^3 + 218/21*z + 1
*
[ -4/9 ] 
f(z) = -213/64*z^3 + 211/54*z + 1
*
[ -4/5 ] 
f(z) = -213/64*z^3 + 219/50*z + 1
*
[ -4/5 ] 
f(z) = -209/64*z^3 + 217/50*z + 1
*
[ -4/9 ] 
f(z) = -201/64*z^3 + 209/54*z + 1
*
[ -4/5 ] 
f(z) = -201/64*z^3 + 213/50*z + 1
*
-1/3 | 0.15732813201169536625302338315628108989 | 0.029294123191270785177427891996501448755
f(z) = -207/64*z^3 + 215/64*z + 1
*
0 | 0.15969705553136084298244006512667118621 | 0.024615418241140355203470201543021499889
f(z) = -219/70*z^3 + 206/105*z + 1
*
-3/5 | 0.20004634585225691869790909518102181340 | 0.028856523551434843688592296909110330814
f(z) = -205/72*z^3 + 203/120*z + 1
*
0 | 0.17882845949167976104438647960892568117 | 0.029513917066759468450037576467262094336
f(z) = -214/75*z^3 + 203/150*z + 1
*
[ 2 ] 
f(z) = -219/64*z^3 + 227/16*z + 1
*
[ 2 ] 
f(z) = -217/64*z^3 + 225/16*z + 1
*
[ 2 ] 
f(z) = -215/64*z^3 + 223/16*z + 1
*
[ -2 ] 
f(z) = -215/64*z^3 + 239/16*z + 1
*
[ 2 ] 
f(z) = -213/64*z^3 + 221/16*z + 1
*
[ -2 ] 
f(z) = -213/64*z^3 + 237/16*z + 1
*
[ -2 ] 
f(z) = -211/64*z^3 + 235/16*z + 1
*
[ -2 ] 
f(z) = -209/64*z^3 + 233/16*z + 1
*
[ -2 ] 
f(z) = -207/64*z^3 + 231/16*z + 1
*
[ -2 ] 
f(z) = -205/64*z^3 + 229/16*z + 1
*
[ -2 ] 
f(z) = -203/64*z^3 + 227/16*z + 1
*
[ -2 ] 
f(z) = -201/64*z^3 + 225/16*z + 1
*
[ -12/7 ] 
f(z) = -203/64*z^3 + 229/21*z + 1
*
[ -4/5 ] 
f(z) = -217/64*z^3 + 221/50*z + 1
*
[ -4/15 ] 
f(z) = -205/64*z^3 + 224/45*z + 1
*
[ 8/7 ] 
f(z) = -203/64*z^3 + 239/56*z + 1
*
[ -1/2 ] 
f(z) = -220/61*z^3 + 238/61*z + 1
*
-2/7 | 0.19327578225573271258482173257035991100 | 0.025622269454168283980190673936509132044
f(z) = -217/72*z^3 + 236/63*z + 1
*
[ -1/2 ] 
f(z) = -216/61*z^3 + 237/61*z + 1
*
[ -1/2 ] 
f(z) = -212/61*z^3 + 236/61*z + 1
*
[ -1/2 ] 
f(z) = -208/61*z^3 + 235/61*z + 1
*
[ -5/8 ] 
f(z) = -208/75*z^3 + 221/60*z + 1
*
[ -1/2 ] 
f(z) = -204/61*z^3 + 234/61*z + 1
*
-2/7 | 0.19121644551366844963881680251635599554 | 0.025363544141408976397722973894002353077
f(z) = -203/72*z^3 + 235/63*z + 1
*
0 | 0.18384314716663537748818902030471972742 | 0.028459112431926856491362901940426125298
f(z) = -213/70*z^3 + 232/105*z + 1
*
[ 5/6 ] 
f(z) = -212/75*z^3 + 238/135*z + 1
*
[ 5/6 ] 
f(z) = -208/75*z^3 + 233/135*z + 1
*
[ -2 ] 
f(z) = -219/64*z^3 + 243/16*z + 1
*
[ -2 ] 
f(z) = -217/64*z^3 + 241/16*z + 1
*
[ -4/29 ] 
f(z) = -203/64*z^3 + 241/29*z + 1
*
[ 8/7 ] 
f(z) = -217/64*z^3 + 255/56*z + 1
*
[ -6/19 ] 
f(z) = -209/72*z^3 + 254/57*z + 1
*
[ -4/15 ] 
f(z) = -207/64*z^3 + 249/50*z + 1
*
[ -1/2 ] 
f(z) = -220/63*z^3 + 244/63*z + 1
*
[ -1/2 ] 
f(z) = -220/67*z^3 + 256/67*z + 1
*
[ -1/2 ] 
f(z) = -216/65*z^3 + 249/65*z + 1
*
[ -1/2 ] 
f(z) = -216/67*z^3 + 255/67*z + 1
*
[ -1/2 ] 
f(z) = -212/63*z^3 + 242/63*z + 1
*
[ -1/2 ] 
f(z) = -212/65*z^3 + 248/65*z + 1
*
[ -1/2 ] 
f(z) = -212/67*z^3 + 254/67*z + 1
*
[ -1/2 ] 
f(z) = -208/63*z^3 + 241/63*z + 1
*
[ -1/2 ] 
f(z) = -208/67*z^3 + 253/67*z + 1
*
[ -1/2 ] 
f(z) = -208/69*z^3 + 259/69*z + 1
*
[ -2/3 ] 
f(z) = -207/62*z^3 + 247/62*z + 1
*
[ -1/2 ] 
f(z) = -204/65*z^3 + 246/65*z + 1
*
[ -1/2 ] 
f(z) = -204/67*z^3 + 252/67*z + 1
*
-1/6 | 0.17086091602348191885431113462149265816 | 0.028155724007636759092499078979512148268
f(z) = -216/77*z^3 + 243/154*z + 1
*
[ 3/4 ] 
f(z) = -206/63*z^3 + 253/168*z + 1
*
[ 3/4 ] 
f(z) = -202/63*z^3 + 247/168*z + 1
*
0 | 0.14447793011527334671737448200549997377 | 0.022567916090688263045999336317562541605
f(z) = -201/70*z^3 + 253/210*z + 1
*
[ 5/2 ] 
f(z) = -212/75*z^3 + 274/15*z + 1
*
[ 5/2 ] 
f(z) = -208/75*z^3 + 269/15*z + 1
*
-12/5 | 0.28348977628778681883978322206918224991 | 0.029076261984074720800848883814320301048
f(z) = -205/64*z^3 + 268/15*z + 1
*
[ -4/31 ] 
f(z) = -217/64*z^3 + 273/31*z + 1
*
[ -1/2 ] 
f(z) = -220/69*z^3 + 262/69*z + 1
*
[ -1/2 ] 
f(z) = -220/71*z^3 + 268/71*z + 1
*
[ -1/2 ] 
f(z) = -220/73*z^3 + 274/73*z + 1
*
-1 | 0.11995733535534329914356055046281836044 | 0.021302224104337301330307498452581257980
f(z) = -218/61*z^3 + 279/61*z + 1
*
-1 | 0.090994398501615730116381853459910175807 | 0.016179607976238875283052563700914621986
f(z) = -217/60*z^3 + 277/60*z + 1
*
-1 | 0.11986275549374194555973745868996572818 | 0.021299009487711412693594875792904771300
f(z) = -217/61*z^3 + 278/61*z + 1
*
[ -1/3 ] 
f(z) = -216/61*z^3 + 268/61*z + 1
*
-1 | 0.11976768648725356947310159826718837119 | 0.021295752788018447375758343143094437009
f(z) = -216/61*z^3 + 277/61*z + 1
*
[ -1/2 ] 
f(z) = -216/71*z^3 + 267/71*z + 1
*
[ -1/2 ] 
f(z) = -216/73*z^3 + 273/73*z + 1
*
-1 | 0.11967212321053058716545365045262559918 | 0.021292453344475226186094186464967260490
f(z) = -215/61*z^3 + 276/61*z + 1
*
-1 | 0.10680189318144482037971321967289624307 | 0.018990320187294097353008133891769324294
f(z) = -215/62*z^3 + 277/62*z + 1
*
-1 | 0.10604055596469699309221402430931142098 | 0.018842874071021953289302197571753437555
f(z) = -215/63*z^3 + 278/63*z + 1
*
-1 | 0.11101190543024719052650405898488128420 | 0.019713679707201736939863175784441262519
f(z) = -215/64*z^3 + 279/64*z + 1
*
-1 | 0.11957606045659981737861332528873612733 | 0.021289110483116614618816030412811942174
f(z) = -214/61*z^3 + 275/61*z + 1
*
-1 | 0.10594410904644062476311994000947129176 | 0.018837798589688739108004796245287774637
f(z) = -214/63*z^3 + 277/63*z + 1
*
-1 | 0.11943793710846707443023688632816180777 | 0.021209988495555379449588560392167577521
f(z) = -214/65*z^3 + 279/65*z + 1
*
-1 | 0.11947949293510602717177958352222791446 | 0.021285723516470491839359184325355584105
f(z) = -213/61*z^3 + 274/61*z + 1
*
-1 | 0.10660887785568666510842723786985943861 | 0.018980456209080018677216579810144015042
f(z) = -213/62*z^3 + 275/62*z + 1
*
-1 | 0.11081811220731851328515111950491015983 | 0.019704439412821968759495112991033046058
f(z) = -213/64*z^3 + 277/64*z + 1
*
-1 | 0.11934058725275928061789600442727285871 | 0.021206222814544600472548786360351728874
f(z) = -213/65*z^3 + 278/65*z + 1
*
-1 | 0.11938241527050760352635637061164334131 | 0.021282291743223077661876684728189195750
f(z) = -212/61*z^3 + 273/61*z + 1
*
-1 | 0.10574968237446891265901944901435971440 | 0.018827486564015669124061344191035668104
f(z) = -212/63*z^3 + 275/63*z + 1
*
-1 | 0.11924271828881757776537538855842853703 | 0.021202408804316682421499737467999469824
f(z) = -212/65*z^3 + 277/65*z + 1
*
-1 | 0.11917217163159895182531499731509340420 | 0.021162793417983254624834187008913250910
f(z) = -212/67*z^3 + 279/67*z + 1
*
[ -1/2 ] 
f(z) = -212/69*z^3 + 260/69*z + 1
*
[ -1/2 ] 
f(z) = -212/71*z^3 + 266/71*z + 1
*
[ -1/2 ] 
f(z) = -212/73*z^3 + 272/73*z + 1
*
[ 5/4 ] 
f(z) = -212/75*z^3 + 277/60*z + 1
*
[ -1/2 ] 
f(z) = -212/75*z^3 + 278/75*z + 1
*
-1 | 0.090418646389641946505093208736265614502 | 0.016140080080529870576828557587430216093
f(z) = -211/60*z^3 + 271/60*z + 1
*
-1 | 0.11928482200022276431886991499735439933 | 0.021278814447874280745932866760315326322
f(z) = -211/61*z^3 + 272/61*z + 1
*
-1 | 0.10641381304415908459857074465070857213 | 0.018970380265661060898191890252735024224
f(z) = -211/62*z^3 + 273/62*z + 1
*
-1 | 0.10565169163083397992059733337949890722 | 0.018822248419842072591802653701456680996
f(z) = -211/63*z^3 + 274/63*z + 1
*
-1 | 0.11062225156805463367099402390959297940 | 0.019694990172202582568783249362000959611
f(z) = -211/64*z^3 + 275/64*z + 1
*
-1 | 0.11914432459830301163576511002131954439 | 0.021198545698946417510700848030132788737
f(z) = -211/65*z^3 + 276/65*z + 1
*
-1 | 0.085928827884091858221236226641585290964 | 0.015278904766842582285974938062921086639
f(z) = -211/66*z^3 + 277/66*z + 1
*
-1 | 0.11907336938891433826949835888863730040 | 0.021158739542581805019738350372137722235
f(z) = -211/67*z^3 + 278/67*z + 1
*
-1 | 0.11048033923217972297151137576244922811 | 0.019619283293310242848114361938560987248
f(z) = -211/68*z^3 + 279/68*z + 1
*
-1 | 0.11918670757272466017031111242270179911 | 0.021275290900382717626010953904697440031
f(z) = -210/61*z^3 + 271/61*z + 1
*
-1 | 0.11897403191824583810803444412508016357 | 0.021154633993822913379520603737152393566
f(z) = -210/67*z^3 + 277/67*z + 1
*
-1 | 0.090222291001787942011066277384987383692 | 0.016126353064563059758887026328000052725
f(z) = -209/60*z^3 + 269/60*z + 1
*
-1 | 0.11908806634558365375425454026077047364 | 0.021271720355800037944809621330950211336
f(z) = -209/61*z^3 + 270/61*z + 1
*
-1 | 0.10621665437807994159808200622009076588 | 0.018960085955727861001868964612062787596
f(z) = -209/62*z^3 + 271/62*z + 1
*
-1 | 0.10545412717584183064177786996817629420 | 0.018811603750669003086744901159146875093
f(z) = -209/63*z^3 + 272/63*z + 1
*
-1 | 0.11042427851333955108280445595841818688 | 0.019685325560977984832136207631410712837
f(z) = -209/64*z^3 + 273/64*z + 1
*
-1 | 0.11894594009918902930448868557672057670 | 0.021190669060950443520801279892610637532
f(z) = -209/65*z^3 + 274/65*z + 1
*
-1 | 0.11887415332880228989136663085274611790 | 0.021150475948059307339689947080044042799
f(z) = -209/67*z^3 + 276/67*z + 1
*
-1 | 0.11028070298499595544989996467642733018 | 0.019608883305158484452874940988402404225
f(z) = -209/68*z^3 + 277/68*z + 1
*
-1 | 0.098458235192985002475620789050226691446 | 0.017495533761763029756351373543982787994
f(z) = -209/69*z^3 + 278/69*z + 1
*
-1 | 0.10592948741855424348108737309573014025 | 0.018811135422133295790559486618845371628
f(z) = -209/70*z^3 + 279/70*z + 1
*
-1 | 0.11898889258345499526133967718834780863 | 0.021268102053894176357695047342812172631
f(z) = -208/61*z^3 + 269/61*z + 1
*
-1 | 0.10535454192401978099950175420006770196 | 0.018806195529332945113247317458119033091
f(z) = -208/63*z^3 + 271/63*z + 1
*
-1 | 0.11877372763097273186988404451055296340 | 0.021146264564763202232960520491018529247
f(z) = -208/67*z^3 + 275/67*z + 1
*
-1 | 0.098356346634733871485476158164577519892 | 0.017488627396078659763745040831280454201
f(z) = -208/69*z^3 + 277/69*z + 1
*
[ -3/4 ] 
f(z) = -208/69*z^3 + 278/69*z + 1
*
[ -1/2 ] 
f(z) = -208/71*z^3 + 265/71*z + 1
*
-1 | 0.11862780233479423637908913478434417873 | 0.021066123408419408312970158241981893164
f(z) = -208/71*z^3 + 279/71*z + 1
*
[ -1/2 ] 
f(z) = -208/73*z^3 + 271/73*z + 1
*
[ -1/2 ] 
f(z) = -208/75*z^3 + 277/75*z + 1
*
[ -1/3 ] 
f(z) = -207/61*z^3 + 267/61*z + 1
*
-1 | 0.11888918045601004172064768712377835366 | 0.021264435218761135976481292350932695820
f(z) = -207/61*z^3 + 268/61*z + 1
*
-1 | 0.10601735601918136457013060125869955148 | 0.018949566622099161968410628949576953790
f(z) = -207/62*z^3 + 269/62*z + 1
*
[ -1/3 ] 
f(z) = -207/62*z^3 + 271/62*z + 1
*
[ -12/23 ] 
f(z) = -207/64*z^3 + 262/69*z + 1
*
-1 | 0.11022414654455052166789889887486228767 | 0.019675438895321756199716482084584531319
f(z) = -207/64*z^3 + 271/64*z + 1
*
[ -1/3 ] 
f(z) = -207/64*z^3 + 279/64*z + 1
*
-1 | 0.11874538691933901251358861434483822688 | 0.021182586455072497691057647465598805454
f(z) = -207/65*z^3 + 272/65*z + 1
*
-1 | 0.11867274873408048554889766014683173122 | 0.021141998986095455639877204921976830611
f(z) = -207/67*z^3 + 274/67*z + 1
*
-1 | 0.11007886811249604925425333393492010635 | 0.019598247142068360545665276551843704664
f(z) = -207/68*z^3 + 275/68*z + 1
*
[ -2/3 ] 
f(z) = -207/70*z^3 + 267/70*z + 1
*
-1 | 0.10572743479970655531801715039461293103 | 0.018799271994333071676601928279264338425
f(z) = -207/70*z^3 + 277/70*z + 1
*
-1 | 0.11852594829049732279997323587076915371 | 0.021061465563513585105985185000875728284
f(z) = -207/71*z^3 + 278/71*z + 1
*
[ -2/3 ] 
f(z) = -207/74*z^3 + 277/74*z + 1
*
-1 | 0.11878892403580909360671699329940777455 | 0.021260719058424891889288261201792882369
f(z) = -206/61*z^3 + 267/61*z + 1
*
-1 | 0.10515373579666803052742189922327598789 | 0.018795202944705173572450323439842330743
f(z) = -206/63*z^3 + 269/63*z + 1
*
-1 | 0.11864428200673361344468865740100599385 | 0.021178465826989170856967914145889047744
f(z) = -206/65*z^3 + 271/65*z + 1
*
-1 | 0.11857121044407242357141809313472014594 | 0.021137678336461410844742807970003196251
f(z) = -206/67*z^3 + 273/67*z + 1
*
-1 | 0.098153988987634075703783415467516881564 | 0.017475162736898984914830541951534729547
f(z) = -206/69*z^3 + 275/69*z + 1
*
-1 | 0.11842352421577811806755787189009748672 | 0.021056748860666398203753027729364893364
f(z) = -206/71*z^3 + 277/71*z + 1
*
-1 | 0.11834889211474197025073014365329075378 | 0.021016594065383040555311524115117380717
f(z) = -206/73*z^3 + 279/73*z + 1
*
-1 | 0.11868811729611384444243157593600819668 | 0.021256952764424986190770553045807504779
f(z) = -205/61*z^3 + 266/61*z + 1
*
-1 | 0.10581587059350429659489150448125831294 | 0.018938815338818601164574633391324906938
f(z) = -205/62*z^3 + 267/62*z + 1
*
-1 | 0.10505250279237701992836840491349610277 | 0.018789616781182026417303633104928593999
f(z) = -205/63*z^3 + 268/63*z + 1
*
-1 | 0.11002180759553755918586369440714985079 | 0.019665323218758698836599890005188152077
f(z) = -205/64*z^3 + 269/64*z + 1
*
-1 | 0.085326228453271361518150518236168458718 | 0.015231063670990216715422627620669452567
f(z) = -205/66*z^3 + 271/66*z + 1
*
-1 | 0.11846910646114114281787554819109537079 | 0.021133301722052942386101407459445110099
f(z) = -205/67*z^3 + 272/67*z + 1
*
-1 | 0.10987478510104317810616645674892264038 | 0.019587367422964340596381653956348661494
f(z) = -205/68*z^3 + 273/68*z + 1
*
-1 | 0.098051439981123165268717381561662250006 | 0.017468234845653149154491439409098723913
f(z) = -205/69*z^3 + 274/69*z + 1
*
-1 | 0.11832052361454128345415221633830483571 | 0.021051972348851999805240480609831568488
f(z) = -205/71*z^3 + 276/71*z + 1
*
-1 | 0.096162558652696935689364593183195039237 | 0.017098552511065693420336843744151845397
f(z) = -205/72*z^3 + 277/72*z + 1
*
-1 | 0.11824543317961725887784537611983485306 | 0.021011619437555027110235806409504024082
f(z) = -205/73*z^3 + 278/73*z + 1
*
-1 | 0.10537162531265012574624885577159517327 | 0.018712069336978231320161381921016277047
f(z) = -205/74*z^3 + 279/74*z + 1
*
-1 | 0.11858675410863735776065504469425538717 | 0.021253135511391368042421121858445950404
f(z) = -204/61*z^3 + 265/61*z + 1
*
-1 | 0.11844038450352440080152600845239503528 | 0.021170061593410291604164376445020324990
f(z) = -204/65*z^3 + 269/65*z + 1
*
-1 | 0.11836643037727766874110577118855576673 | 0.021128868230376196187287521518829336550
f(z) = -204/67*z^3 + 271/67*z + 1
*
[ -1/2 ] 
f(z) = -204/71*z^3 + 264/71*z + 1
*
-1 | 0.11821693987760755092803372469289938020 | 0.021047135057136214802293853150109452736
f(z) = -204/71*z^3 + 275/71*z + 1
*
[ -1/2 ] 
f(z) = -204/73*z^3 + 270/73*z + 1
*
-1 | 0.11814138539925902721665429716026058784 | 0.021006582086432731249965392627920720064
f(z) = -204/73*z^3 + 277/73*z + 1
*
-1 | 0.089620311197846175485946164038347229159 | 0.016083602621232614390538140347383644321
f(z) = -203/60*z^3 + 263/60*z + 1
*
-1 | 0.11848482824122940061832114110958620608 | 0.021249266456606013512380271299697960932
f(z) = -203/61*z^3 + 264/61*z + 1
*
-1 | 0.10561280126074231769057037868356132213 | 0.018927941773968448579362198289258122840
f(z) = -203/62*z^3 + 265/62*z + 1
*
-1 | 0.10981721196066482195104803492633280974 | 0.019654971288159541392732205493465419856
f(z) = -203/64*z^3 + 267/64*z + 1
*
-1 | 0.11833757918067245726163753640924006888 | 0.021165776202515817544051935797849152179
f(z) = -203/65*z^3 + 268/65*z + 1
*
-1 | 0.085121398097172702152344118423973829501 | 0.015214618292468657814872961150513226146
f(z) = -203/66*z^3 + 269/66*z + 1
*
-1 | 0.11826317567375221750801135338034212697 | 0.021124376929764495039613327626623435566
f(z) = -203/67*z^3 + 270/67*z + 1
*
-1 | 0.10966840272597439208772748798647626422 | 0.019576236462037975704978623331922751044
f(z) = -203/68*z^3 + 271/68*z + 1
*
-1 | 0.097844602680790614555458509698748747741 | 0.017454166508850872452894127345962789926
f(z) = -203/69*z^3 + 272/69*z + 1
*
-1 | 0.11811276628004116514070763199097415013 | 0.021042235994154824994044649467476350219
f(z) = -203/71*z^3 + 274/71*z + 1
*
-1 | 0.095954336122041523480562497146661431316 | 0.017083540428041432403761046163912305158
f(z) = -203/72*z^3 + 275/72*z + 1
*
-1 | 0.11803674194068922820324419273043156385 | 0.021001480990560629004012580178242031466
f(z) = -203/73*z^3 + 276/73*z + 1
*
-1 | 0.10516311394718363178248607208927561136 | 0.018698930761059512630995613896106148695
f(z) = -203/74*z^3 + 277/74*z + 1
*
-1 | 0.097616520078476536696947818924929430226 | 0.017345965214502309399476789689488500939
f(z) = -203/75*z^3 + 278/75*z + 1
*
-1 | 0.10936428140610976662729311174158428391 | 0.019421091879221927861195069987316874297
f(z) = -203/76*z^3 + 279/76*z + 1
*
-1 | 0.11838233335549487366124548735419053043 | 0.021245344739550840272061145201726250325
f(z) = -202/61*z^3 + 263/61*z + 1
*
-1 | 0.10474540906667007569209558924676841021 | 0.018772487617383200357812571675949760055
f(z) = -202/63*z^3 + 265/63*z + 1
*
-1 | 0.11823419413905930320721936313447397046 | 0.021161434073870683485714066858472871837
f(z) = -202/65*z^3 + 267/65*z + 1
*
-1 | 0.11815933571852043824472537821052498640 | 0.021119826868875857432938182646648376022
f(z) = -202/67*z^3 + 269/67*z + 1
*
-1 | 0.097740301030643967638485855632064516085 | 0.017447023912872987759713363635955735489
f(z) = -202/69*z^3 + 271/69*z + 1
*
-1 | 0.11800799597839697461502444117786539967 | 0.021037274147575231014245959155820041507
f(z) = -202/71*z^3 + 273/71*z + 1
*
-1 | 0.11793149584966336938388314986433884164 | 0.020996315106851474469005229084917663457
f(z) = -202/73*z^3 + 275/73*z + 1
*
-1 | 0.097509757256189617387170929710639337864 | 0.017338096325075970421604175371577320494
f(z) = -202/75*z^3 + 277/75*z + 1
*
-1 | 0.11777678620713702425339720519303404221 | 0.020914998542115417435795052696012441648
f(z) = -202/77*z^3 + 279/77*z + 1
*
-1 | 0.11827926300434298429941364672594593594 | 0.021241369481441411603990658149155335727
f(z) = -201/61*z^3 + 262/61*z + 1
*
-1 | 0.10540679308274474817143141444907900853 | 0.018916704827979893257491449531091273774
f(z) = -201/62*z^3 + 263/62*z + 1
*
-1 | 0.10961030821863455645563106519627521527 | 0.019644375558857966210317966392899683660
f(z) = -201/64*z^3 + 265/64*z + 1
*
-1 | 0.11813022273406057748961478719458471138 | 0.021157034266910120321572806477102905773
f(z) = -201/65*z^3 + 266/65*z + 1
*
-1 | 0.10945966797093300020960270092625943459 | 0.019564846252841546382023247625484383104
f(z) = -201/68*z^3 + 269/68*z + 1
*
-1 | 0.10510484199158810461707563936232525418 | 0.018761623120140013001546836522425642497
f(z) = -201/70*z^3 + 271/70*z + 1
*
-1 | 0.11790262200788422412433079922723773506 | 0.021032248483540862675797522708185999541
f(z) = -201/71*z^3 + 272/71*z + 1
*
-1 | 0.11782564004774545576513646073509316983 | 0.020991083370011267176370262036458532950
f(z) = -201/73*z^3 + 274/73*z + 1
*
-1 | 0.10495152771971961460358945227698097393 | 0.018685384519821473094844722222723927826
f(z) = -201/74*z^3 + 275/74*z + 1
*
-1 | 0.10915171521761895766745730698792691523 | 0.019408139305671475974363107136920086428
f(z) = -201/76*z^3 + 277/76*z + 1
*
-1 | 0.11766994413237091421708821691719913159 | 0.020909357924986897851088503173703741616
f(z) = -201/77*z^3 + 278/77*z + 1
*
-3/4 | 0.14825607831355697777336101657922429075 | 0.021866930082212563881332492678840305354
f(z) = -220/63*z^3 + 277/84*z + 1
*
-3/4 | 0.17499600432112067476728953074394841611 | 0.025952706828625129074056158229663603300
f(z) = -212/63*z^3 + 271/84*z + 1
*
[ 20/23 ] 
f(z) = -207/64*z^3 + 264/115*z + 1
*
[ 3/4 ] 
f(z) = -218/63*z^3 + 271/168*z + 1
*
[ 3/4 ] 
f(z) = -214/63*z^3 + 265/168*z + 1
*
[ 13/18 ] 
f(z) = -216/65*z^3 + 263/195*z + 1
*
[ 3/4 ] 
f(z) = -208/73*z^3 + 278/219*z + 1
*
0 | 0.18177136069489325686406396166324899187 | 0.028263412096061232436209414991690224700
f(z) = -207/70*z^3 + 271/210*z + 1
*
[ 3/4 ] 
f(z) = -208/77*z^3 + 274/231*z + 1
*
[ 3/4 ] 
f(z) = -208/79*z^3 + 272/237*z + 1
*
[ 2/3 ] 
f(z) = -203/60*z^3 + 271/270*z + 1
*
[ 12/5 ] 
f(z) = -215/64*z^3 + 299/15*z + 1
*
[ -5/2 ] 
f(z) = -212/75*z^3 + 286/15*z + 1
*
[ -5/2 ] 
f(z) = -208/75*z^3 + 281/15*z + 1
*
[ -12/5 ] 
f(z) = -205/64*z^3 + 298/15*z + 1
*
-28/69 | 0.25502200255024935678632829985515170164 | 0.027925696680437299287493683317951575604
f(z) = -207/64*z^3 + 289/46*z + 1
*
-1 | 0.12014504774736304972331925999794420176 | 0.021308529667496058358748004197446252001
f(z) = -220/61*z^3 + 281/61*z + 1
*
-1 | 0.10651533842256231634660299540705938345 | 0.018867476809856891189595295811816161463
f(z) = -220/63*z^3 + 283/63*z + 1
*
-1 | 0.11994399732486266785877615474636973707 | 0.021193457767366386178594182997326123409
f(z) = -220/67*z^3 + 287/67*z + 1
*
-1 | 0.099532484847038323402223154829950476028 | 0.017565300025119361214364065541336328966
f(z) = -220/69*z^3 + 289/69*z + 1
*
-1 | 0.11980780947696777191578080184915120377 | 0.021117747717679320507502533908914343353
f(z) = -220/71*z^3 + 291/71*z + 1
*
-1 | 0.11973904916893641141517865685176822414 | 0.021080177911997784778847787924797736371
f(z) = -220/73*z^3 + 293/73*z + 1
*
[ -1/2 ] 
f(z) = -220/79*z^3 + 292/79*z + 1
*
-1 | 0.11953001798911756364866856249256154076 | 0.020968546824509622597635922671149452178
f(z) = -220/79*z^3 + 299/79*z + 1
*
-1 | 0.12005143111748972323647255616188853914 | 0.021305397285813049921335872356809555304
f(z) = -219/61*z^3 + 280/61*z + 1
*
-1 | 0.10718259801526722258006717442425896317 | 0.019009552307558619278628135717853366544
f(z) = -219/62*z^3 + 281/62*z + 1
*
-1 | 0.11139346250862842273700370891711058076 | 0.019731557931247394440373822322619960701
f(z) = -219/64*z^3 + 283/64*z + 1
*
-1 | 0.11991709017270523550228822641029274312 | 0.021228117728456727775778225269980782538
f(z) = -219/65*z^3 + 284/65*z + 1
*
-1 | 0.11984927600251275758319030859353620066 | 0.021189789520777303560651539757776282744
f(z) = -219/67*z^3 + 286/67*z + 1
*
-1 | 0.11125783250196165109400249503320737575 | 0.019658659266063002998837191397814661441
f(z) = -219/68*z^3 + 287/68*z + 1
*
-1 | 0.10691067253062655936051238255446692571 | 0.018867388288092373556939473750845653003
f(z) = -219/70*z^3 + 289/70*z + 1
*
-1 | 0.11971232693494441821941323452268476929 | 0.021113728588150760313582788565551543026
f(z) = -219/71*z^3 + 290/71*z + 1
*
-1 | 0.10677302549595267784534857322105585682 | 0.018797496633544971066107393320653659591
f(z) = -219/74*z^3 + 293/74*z + 1
*
-1 | 0.11098121987022429983915292647294713147 | 0.019514981675892587106358099601629902507
f(z) = -219/76*z^3 + 295/76*z + 1
*
-1 | 0.11950349681939045326191145832022069935 | 0.021001045325630644543159724596009465994
f(z) = -219/77*z^3 + 296/77*z + 1
*
-1 | 0.11943294929945292539087430119323589526 | 0.020963838768373987672293484645846564844
f(z) = -219/79*z^3 + 298/79*z + 1
*
-1 | 0.10632689516332727545883441261737947152 | 0.018857787670155796771613079891921918689
f(z) = -218/63*z^3 + 281/63*z + 1
*
-1 | 0.11982225468609659472316107499103291870 | 0.021224582722781059674266054452083714803
f(z) = -218/65*z^3 + 283/65*z + 1
*
-1 | 0.11975406327077274629149266030878241757 | 0.021186075629972474521307825889088139832
f(z) = -218/67*z^3 + 285/67*z + 1
*
-1 | 0.099341790415446803171622965269162567134 | 0.017553158862981434984536174360419104383
f(z) = -218/69*z^3 + 287/69*z + 1
*
-1 | 0.11961634436970010187043917146048978065 | 0.021109660629800898099685872776939861321
f(z) = -218/71*z^3 + 289/71*z + 1
*
-1 | 0.11954680284516235877229315060402777333 | 0.021071741766755332119987441111295876414
f(z) = -218/73*z^3 + 291/73*z + 1
*
-1 | 0.099133158574045644967781988169959056452 | 0.017452490513523367820031598084801256881
f(z) = -218/75*z^3 + 293/75*z + 1
*
-1 | 0.11940631930391789802917027677418169915 | 0.020996454498577026457452286126567627404
f(z) = -218/77*z^3 + 295/77*z + 1
*
-1 | 0.11933536222870654085764831232450528260 | 0.020959075579871035178448637965304736091
f(z) = -218/79*z^3 + 297/79*z + 1
*
-1 | 0.11120367480079013548414008056621708962 | 0.019722717232672856914127513431274480484
f(z) = -217/64*z^3 + 281/64*z + 1
*
-1 | 0.11972692686254420901301762566171540990 | 0.021221002997243004528625506319929403681
f(z) = -217/65*z^3 + 282/65*z + 1
*
-1 | 0.086512998704913579227151286727235048593 | 0.015324384459453424660968976627732196666
f(z) = -217/66*z^3 + 283/66*z + 1
*
-1 | 0.11965835395565071623929082026253866811 | 0.021182315392289809740392120071494194081
f(z) = -217/67*z^3 + 284/67*z + 1
*
-1 | 0.11106652726232433019376514441913892057 | 0.019649135755983097616009236324862422317
f(z) = -217/68*z^3 + 285/68*z + 1
*
-1 | 0.099245694445347105425686015069557315079 | 0.017547001085731973707899729924078336800
f(z) = -217/69*z^3 + 286/69*z + 1
*
-1 | 0.11951985645940099178239081370344013086 | 0.021105543095107698703342295808477009009
f(z) = -217/71*z^3 + 288/71*z + 1
*
-1 | 0.097364458017159388467478306754906911559 | 0.017182690851964923791458095316884759768
f(z) = -217/72*z^3 + 289/72*z + 1
*
[ -2/7 ] 
f(z) = -217/72*z^3 + 299/63*z + 1
*
-1 | 0.11944991758381523330088997631517562091 | 0.021067447307345440922708638941012623176
f(z) = -217/73*z^3 + 290/73*z + 1
*
-1 | 0.10657936564613911090778813104093677190 | 0.018786055478780360328576501520143253243
f(z) = -217/74*z^3 + 291/74*z + 1
*
-1 | 0.099035870421213066086224072729579663515 | 0.017445863229376079855040915992369702644
f(z) = -217/75*z^3 + 292/75*z + 1
*
-1 | 0.11078675326536210513236508912729162734 | 0.019504117373034081048305861948296175260
f(z) = -217/76*z^3 + 293/76*z + 1
*
-1 | 0.086092919231388420498579437274646615902 | 0.015138613030107883531448040673950954672
f(z) = -217/78*z^3 + 295/78*z + 1
*
-1 | 0.11923725113248268706379756464245652385 | 0.020954256420809271940960136434774280536
f(z) = -217/79*z^3 + 296/79*z + 1
*
-1 | 0.11963110151758948474044299642649552334 | 0.021217377858162592774919650017722223627
f(z) = -216/65*z^3 + 281/65*z + 1
*
[ -1/3 ] 
f(z) = -216/65*z^3 + 284/65*z + 1
*
[ -5/6 ] 
f(z) = -216/65*z^3 + 293/65*z + 1
*
-1 | 0.11956214280021434256539542710600263487 | 0.021178508091206571015818359057604300658
f(z) = -216/67*z^3 + 283/67*z + 1
*
[ -1/3 ] 
f(z) = -216/67*z^3 + 292/67*z + 1
*
-1 | 0.11942285779585503840122814586228858444 | 0.021101375221801273626655743400225531822
f(z) = -216/71*z^3 + 287/71*z + 1
*
-1 | 0.11935251696935475627332793380785906205 | 0.021063100881503293232832286992645243446
f(z) = -216/73*z^3 + 289/73*z + 1
*
[ -1/2 ] 
f(z) = -216/77*z^3 + 285/77*z + 1
*
-1 | 0.11921040101185418840984647826579912912 | 0.020987108881623071641725012670310177009
f(z) = -216/77*z^3 + 293/77*z + 1
*
[ -1/2 ] 
f(z) = -216/79*z^3 + 291/79*z + 1
*
-1 | 0.11913861027238841330857779199247040868 | 0.020949380436398957820678174481358109487
f(z) = -216/79*z^3 + 295/79*z + 1
*
-1 | 0.086321110668098346959770876472828713720 | 0.015309627671630392706501242838927226804
f(z) = -215/66*z^3 + 281/66*z + 1
*
-1 | 0.11946542446279150438724432069715767089 | 0.021174652995999679714376108257198872939
f(z) = -215/67*z^3 + 282/67*z + 1
*
-1 | 0.11087320580259570599262483368185885113 | 0.019639402834323197985792534213202651150
f(z) = -215/68*z^3 + 283/68*z + 1
*
-1 | 0.099051978337277453103572931415301345735 | 0.017534507002729720125063946012632888808
f(z) = -215/69*z^3 + 284/69*z + 1
*
-1 | 0.11932534288261289247324912453935980385 | 0.021097156232501039336593025227405948288
f(z) = -215/71*z^3 + 286/71*z + 1
*
-1 | 0.097169541554928625196108060156957201272 | 0.017169334198868303451617232559674772944
f(z) = -215/72*z^3 + 287/72*z + 1
*
-1 | 0.11925459542452009005004798976692982002 | 0.021058701688424504997961793702318101744
f(z) = -215/73*z^3 + 288/73*z + 1
*
-1 | 0.10638298280497252813329354301117504666 | 0.018774262628007320514767727030800745982
f(z) = -215/74*z^3 + 289/74*z + 1
*
-1 | 0.11059019680412628494201452211535866030 | 0.019493018746887383768250714448836072913
f(z) = -215/76*z^3 + 291/76*z + 1
*
-1 | 0.11911164883691823305187712867546230742 | 0.020982352412275541357201261071600094182
f(z) = -215/77*z^3 + 292/77*z + 1
*
-1 | 0.085895906686348178593111580461678387356 | 0.015122059239888511948145274212032358697
f(z) = -215/78*z^3 + 293/78*z + 1
*
-1 | 0.11903943381390609878389994765651319198 | 0.020944446754839149566383089449684672046
f(z) = -215/79*z^3 + 294/79*z + 1
*
-1 | 0.11936819351512137459974563670719695270 | 0.021170749361395968377002015182897729299
f(z) = -214/67*z^3 + 281/67*z + 1
*
-1 | 0.098953313658621947568470269035219183017 | 0.017527985906648284171974824496495504933
f(z) = -214/69*z^3 + 283/69*z + 1
*
-1 | 0.11922730613301578278257034452801046755 | 0.021092885334342058491571588502955349803
f(z) = -214/71*z^3 + 285/71*z + 1
*
-1 | 0.11915614727992793339630078939298589840 | 0.021054248911344035646853015965988068116
f(z) = -214/73*z^3 + 287/73*z + 1
*
-1 | 0.098740862910676208424582536454824135582 | 0.017425596120007016846244592125853282281
f(z) = -214/75*z^3 + 289/75*z + 1
*
-1 | 0.11901236021828198872575763147523543264 | 0.020977539021430928418780173125336408404
f(z) = -214/77*z^3 + 291/77*z + 1
*
-1 | 0.11893971582420470343991338802461563906 | 0.020939454486892217497394758772259369534
f(z) = -214/79*z^3 + 293/79*z + 1
*
-1 | 0.11927044444045432927694302872945077520 | 0.021166796427212023674899694977831779618
f(z) = -213/67*z^3 + 280/67*z + 1
*
-1 | 0.11067782473279274920941563774350359257 | 0.019629454197827352389196791510340668761
f(z) = -213/68*z^3 + 281/68*z + 1
*
-1 | 0.10632894024464059219300998293675229292 | 0.018834459374514520260034591571221746649
f(z) = -213/70*z^3 + 283/70*z + 1
*
-1 | 0.11905716677200839698079123396230614110 | 0.021049741717138503375060846270678562285
f(z) = -213/73*z^3 + 286/73*z + 1
*
-1 | 0.10618513592610796786985685658959348858 | 0.018762341125557490155863619868029979151
f(z) = -213/74*z^3 + 287/74*z + 1
*
-1 | 0.11039150447761225839594662140230279148 | 0.019481678764008724639544879204907785608
f(z) = -213/76*z^3 + 289/76*z + 1
*
-1 | 0.11891252921522220535428434172807375269 | 0.020972667826807331872502275166526019336
f(z) = -213/77*z^3 + 290/77*z + 1
*
-1 | 0.11883945026988755489157789387415666913 | 0.020934402725445382409521763313358713546
f(z) = -213/79*z^3 + 292/79*z + 1
*
-1 | 0.098756477532578447887114034057900413263 | 0.017515123351445355776935208707680111869
f(z) = -212/69*z^3 + 281/69*z + 1
*
-1 | 0.11902964431497594186714173849456687699 | 0.021084184560245594507982804465693899755
f(z) = -212/71*z^3 + 283/71*z + 1
*
-1 | 0.11895764804088208721918177674986047246 | 0.021045179255916468422538339031585279509
f(z) = -212/73*z^3 + 285/73*z + 1
*
-1 | 0.098541514233023723967239881744281882311 | 0.017411754375448176543021761724454421052
f(z) = -212/75*z^3 + 287/75*z + 1
*
[ -1/2 ] 
f(z) = -212/77*z^3 + 284/77*z + 1
*
-1 | 0.11881214978640838206934853610799808353 | 0.020967737928325056976946221778549557716
f(z) = -212/77*z^3 + 289/77*z + 1
*
[ -1/2 ] 
f(z) = -212/79*z^3 + 290/79*z + 1
*
-1 | 0.11873863101467442414790623101838782085 | 0.020929290545058800984116714597786372432
f(z) = -212/79*z^3 + 291/79*z + 1
*
-1 | 0.098658294612883673129316149500957272739 | 0.017508780550988803065916708605903946830
f(z) = -211/69*z^3 + 280/69*z + 1
*
-1 | 0.10612997303348386501439419255624370832 | 0.018822862210266860824276368298864064887
f(z) = -211/70*z^3 + 281/70*z + 1
*
-1 | 0.11893000760382026592756777539887649484 | 0.021079753017634348096018574879540532181
f(z) = -211/71*z^3 + 282/71*z + 1
*
-1 | 0.096773371735908361782612367446501552560 | 0.017141844302230106083946134232177499017
f(z) = -211/72*z^3 + 283/72*z + 1
*
-1 | 0.11885758512817635636948486329698771759 | 0.021040560660596252289469445176239222577
f(z) = -211/73*z^3 + 284/73*z + 1
*
-1 | 0.10598577816081728757839116583169651703 | 0.018750284128059138343126253536462369535
f(z) = -211/74*z^3 + 285/74*z + 1
*
-1 | 0.098441018942619354419246034043540695058 | 0.017404731519289459546271126625798828550
f(z) = -211/75*z^3 + 286/75*z + 1
*
-1 | 0.11019062871986303424196059322773149367 | 0.019470090110544351768124049466369403524
f(z) = -211/76*z^3 + 287/76*z + 1
*
-1 | 0.11871121578758738843325918399118730507 | 0.020962748407655775854577415799883701347
f(z) = -211/77*z^3 + 288/77*z + 1
*
-1 | 0.085495254498455405947448822360725361987 | 0.015088036818303052819851025591134161325
f(z) = -211/78*z^3 + 289/78*z + 1
*
-1 | 0.11863725181701554858784526713295792970 | 0.020924117001499707938380108044806476868
f(z) = -211/79*z^3 + 290/79*z + 1
*
-1 | 0.11882982576657828205630074738548178457 | 0.021075266231987454495278753070421751382
f(z) = -210/71*z^3 + 281/71*z + 1
*
-1 | 0.11875697197477859276310272501469153085 | 0.021035885046470842755229405742838200556
f(z) = -210/73*z^3 + 283/73*z + 1
*
-1 | 0.11853530632763516165286055851236683205 | 0.020918881131262102133465305820703318741
f(z) = -210/79*z^3 + 289/79*z + 1
*
-1 | 0.11872909273427530136741206514754249427 | 0.021070723327007084652088413907448758109
f(z) = -209/71*z^3 + 280/71*z + 1
*
-1 | 0.096572024514287817370491863341918716131 | 0.017127695964131184628114251704655142685
f(z) = -209/72*z^3 + 281/72*z + 1
*
-1 | 0.11865580241852433702419978542243914485 | 0.021031151510759415615184721593510698975
f(z) = -209/73*z^3 + 282/73*z + 1
*
-1 | 0.10578290464869609152969844423249758348 | 0.018737737962402318824171527311457723635
f(z) = -209/74*z^3 + 283/74*z + 1
*
-1 | 0.098238355691878995095583085281448812029 | 0.017390476845909019206026652873938419307
f(z) = -209/75*z^3 + 284/75*z + 1
*
-1 | 0.085291245916956588348526035665334636911 | 0.015070503389771446759607815850759095005
f(z) = -209/78*z^3 + 287/78*z + 1
*
-1 | 0.11843278808700198492086327210299040042 | 0.020913581951071441800962968785216971160
f(z) = -209/79*z^3 + 288/79*z + 1
*
-1 | 0.11855407019181791787328994304061109805 | 0.021026359132144984183740652780678553571
f(z) = -208/73*z^3 + 281/73*z + 1
*
-1 | 0.098135141490834273460248064857319030139 | 0.017383059883496914117144437600502285016
f(z) = -208/75*z^3 + 283/75*z + 1
*
[ -3/4 ] 
f(z) = -208/75*z^3 + 292/75*z + 1
*
[ -1/2 ] 
f(z) = -208/77*z^3 + 283/77*z + 1
*
-1 | 0.11840502333416859674619506906171527010 | 0.020947412645651638968815557682657456593
f(z) = -208/77*z^3 + 285/77*z + 1
*
-1 | 0.11832969052272402929787714334251153663 | 0.020908218457373790900172587148849653693
f(z) = -208/79*z^3 + 287/79*z + 1
*
[ -1/2 ] 
f(z) = -208/79*z^3 + 289/79*z + 1
*
[ -1/3 ] 
f(z) = -207/65*z^3 + 283/65*z + 1
*
[ -1/3 ] 
f(z) = -207/67*z^3 + 291/67*z + 1
*
[ -1/3 ] 
f(z) = -207/68*z^3 + 295/68*z + 1
*
-1 | 0.11845176891918320439712935492930197168 | 0.021021506970297666779400447710781592080
f(z) = -207/73*z^3 + 280/73*z + 1
*
-1 | 0.10557842169779916149004433664716718620 | 0.018725040883296332133198682178904421228
f(z) = -207/74*z^3 + 281/74*z + 1
*
-1 | 0.10978212842525056117198661333784389280 | 0.019446136048340208984470331512349062066
f(z) = -207/76*z^3 + 283/76*z + 1
*
-1 | 0.11830180746942884715959648295058403809 | 0.020942175071405033028921337532109642920
f(z) = -207/77*z^3 + 284/77*z + 1
*
-1 | 0.11822600694686493772442627429108488409 | 0.020902789625808834316761575133877022450
f(z) = -207/79*z^3 + 286/79*z + 1
*
-1 | 0.097930083634982762135012293383478942558 | 0.017368556853582010777037094258969603285
f(z) = -206/75*z^3 + 281/75*z + 1
*
-1 | 0.11819800468365081421917197059611985646 | 0.020936872992817282321123117634083230147
f(z) = -206/77*z^3 + 283/77*z + 1
*
-1 | 0.11812173055317898173640800242951135608 | 0.020897294410666154092647113195197915725
f(z) = -206/79*z^3 + 285/79*z + 1
*
-1 | 0.10957440030149547246332407179383982650 | 0.019433754477606016523239909976067195149
f(z) = -205/76*z^3 + 281/76*z + 1
*
-1 | 0.11809360816244769228403795153403930023 | 0.020931505371784077025775119736593710328
f(z) = -205/77*z^3 + 282/77*z + 1
*
-1 | 0.084875605117249341724381293534967783413 | 0.015034346555040970099875542248014973284
f(z) = -205/78*z^3 + 283/78*z + 1
*
-1 | 0.11801685441426169811902442545281041287 | 0.020891731744324132067736842201829258362
f(z) = -205/79*z^3 + 284/79*z + 1
*
-1 | 0.11798861097025940846256076576204654311 | 0.020926071148376604692171035569753075698
f(z) = -204/77*z^3 + 281/77*z + 1
*
[ -1/2 ] 
f(z) = -204/77*z^3 + 282/77*z + 1
*
-1 | 0.11791137147861301940006948453768019140 | 0.020886100536670816142608040441657833060
f(z) = -204/79*z^3 + 283/79*z + 1
*
[ -1/2 ] 
f(z) = -204/79*z^3 + 288/79*z + 1
*
[ -2/7 ] 
f(z) = -203/72*z^3 + 298/63*z + 1
*
-1 | 0.084664516034989842382956272359041704919 | 0.015015819507678149611745015096511582023
f(z) = -203/78*z^3 + 281/78*z + 1
*
-1 | 0.11780527456760961267596060198339685723 | 0.020880399674506057758602865696151641353
f(z) = -203/79*z^3 + 282/79*z + 1
*
-1 | 0.11769855637238299485677288260816096438 | 0.020874628020924197054375308062851700482
f(z) = -202/79*z^3 + 281/79*z + 1
*
-1 | 0.11759120945059983843579988446394303917 | 0.020868784414676539406374683280360201666
f(z) = -201/79*z^3 + 280/79*z + 1
*
-5/7 | 0.18476127683367202961542812175912521634 | 0.025357729259422724807501729528791325762
f(z) = -203/75*z^3 + 292/105*z + 1
*
[ 6/7 ] 
f(z) = -215/72*z^3 + 298/147*z + 1
*
[ 6/7 ] 
f(z) = -211/72*z^3 + 292/147*z + 1
*
[ 6/7 ] 
f(z) = -209/72*z^3 + 289/147*z + 1
*
[ 6/7 ] 
f(z) = -205/72*z^3 + 283/147*z + 1
*
[ 4/5 ] 
f(z) = -215/72*z^3 + 299/180*z + 1
*
0 | 0.17149404128580534415802627640050043235 | 0.024569079583968443194508753426090949609
f(z) = -215/78*z^3 + 284/195*z + 1
*
[ 3/4 ] 
f(z) = -208/61*z^3 + 290/183*z + 1
*
[ 4/5 ] 
f(z) = -205/72*z^3 + 283/180*z + 1
*
0 | 0.17269904088152497963251089437660294370 | 0.026913861024276453780502106435098254902
f(z) = -204/65*z^3 + 287/195*z + 1
*
0 | 0.17246885535370943317752497658872301841 | 0.026698360102963509408235110294842203794
f(z) = -213/70*z^3 + 289/210*z + 1
*
[ 3/4 ] 
f(z) = -208/67*z^3 + 284/201*z + 1
*
[ 3/4 ] 
f(z) = -208/71*z^3 + 280/213*z + 1
*
[ 2/3 ] 
f(z) = -217/60*z^3 + 299/270*z + 1
*
[ 2/3 ] 
f(z) = -211/60*z^3 + 287/270*z + 1
*
[ 2/3 ] 
f(z) = -209/60*z^3 + 283/270*z + 1
*
[ 3/4 ] 
f(z) = -208/81*z^3 + 10/9*z + 1
*
[ 2/3 ] 
f(z) = -207/88*z^3 + 6/11*z + 1
*
[ 2/3 ] 
f(z) = -213/88*z^3 + 19/33*z + 1
*
[ 2/3 ] 
f(z) = -207/80*z^3 + 13/20*z + 1
*
[ 2/3 ] 
f(z) = -201/88*z^3 + 17/33*z + 1
*
[ -3/4 ] 
f(z) = -208/81*z^3 + 34/9*z + 1
*
[ -2/3 ] 
f(z) = -207/88*z^3 + 39/11*z + 1
*
[ 2/3 ] 
f(z) = -219/88*z^3 + 20/33*z + 1
*
[ 3/4 ] 
f(z) = -208/99*z^3 + 28/33*z + 1
*
-2/3 | 0.14802845617173425355046177828713152860 | 0.027758534044337334156276865655084495066
f(z) = -207/80*z^3 + 33/20*z + 1
*
[ 2/3 ] 
f(z) = -201/80*z^3 + 37/60*z + 1
*
[ 3/2 ] 
f(z) = -220/81*z^3 + 58/9*z + 1
*
[ 3/2 ] 
f(z) = -212/81*z^3 + 56/9*z + 1
*
[ 3/2 ] 
f(z) = -208/81*z^3 + 55/9*z + 1
*
[ 3/4 ] 
f(z) = -220/81*z^3 + 43/36*z + 1
*
[ 3/4 ] 
f(z) = -212/81*z^3 + 41/36*z + 1
*
[ 2/3 ] 
f(z) = -219/80*z^3 + 43/60*z + 1
*
[ 2/3 ] 
f(z) = -213/80*z^3 + 41/60*z + 1
*
0 | 0.12646630129980596002534973161933438167 | 0.023447355274899067691472366214870837002
f(z) = -220/81*z^3 + 58/81*z + 1
*
0 | 0.14005111924909064247226370865811740973 | 0.025966034555686988219322860506383136555
f(z) = -220/83*z^3 + 54/83*z + 1
*
0 | 0.11426603591417712164288057346983093680 | 0.021203287252973325604031646916563374530
f(z) = -219/80*z^3 + 59/80*z + 1
*
0 | 0.12712456101227099539354385768661852867 | 0.023589324355977651286174925526155613899
f(z) = -219/82*z^3 + 55/82*z + 1
*
0 | 0.13997086084463898789793780386639557801 | 0.025973092929940464744934390289379753207
f(z) = -219/83*z^3 + 53/83*z + 1
*
0 | 0.12630524960178287165346672210201057365 | 0.023457213374499523754831786231178171710
f(z) = -218/81*z^3 + 56/81*z + 1
*
0 | 0.13989025267490308073970034692153390814 | 0.025980198893977997916898418822002339700
f(z) = -218/83*z^3 + 52/83*z + 1
*
0 | 0.11410418644612465930862569288071190432 | 0.021209361247577293218856546496964532785
f(z) = -217/80*z^3 + 57/80*z + 1
*
0 | 0.12622419484733626537732126301692441877 | 0.023462193895626896470678064913829418887
f(z) = -217/81*z^3 + 55/81*z + 1
*
0 | 0.12696289856463727774763545413896929883 | 0.023599502039027602516226748906548698328
f(z) = -217/82*z^3 + 53/82*z + 1
*
0 | 0.13980929167460074543856576973249169728 | 0.025987353008249046475655310434606170360
f(z) = -217/83*z^3 + 51/83*z + 1
*
[ 2/3 ] 
f(z) = -217/88*z^3 + 59/99*z + 1
*
0 | 0.13972797473793562472202380846225800453 | 0.025994555842575366601030507066328799904
f(z) = -216/83*z^3 + 50/83*z + 1
*
0 | 0.12606101194611362112233975752566373103 | 0.023472259959783885613741603949452130956
f(z) = -215/81*z^3 + 53/81*z + 1
*
0 | 0.12679981071506200544342948660480523613 | 0.023609822529645989658432760622479745695
f(z) = -215/82*z^3 + 51/82*z + 1
*
[ 2/3 ] 
f(z) = -215/88*z^3 + 58/99*z + 1
*
0 | 0.12597887744206819228545893524682550136 | 0.023477346355890332368027450560875505062
f(z) = -214/81*z^3 + 52/81*z + 1
*
0 | 0.11377617610417449482188607688446048542 | 0.021221782471002348255754157049770124134
f(z) = -213/80*z^3 + 53/80*z + 1
*
0 | 0.12581350611326867848657003767365690198 | 0.023487628064195106798814428536659705910
f(z) = -212/81*z^3 + 50/81*z + 1
*
0 | 0.11360996359562560035673541204746316143 | 0.021228134371685071872451280714160346016
f(z) = -211/80*z^3 + 51/80*z + 1
*
0 | 0.12573026267147208090559847412728059413 | 0.023492824274437458145938015126268932879
f(z) = -211/81*z^3 + 49/81*z + 1
*
[ 2/3 ] 
f(z) = -211/88*z^3 + 56/99*z + 1
*
0 | 0.11344224393369820943596992801938775816 | 0.021234583720023932548960337019986892763
f(z) = -209/80*z^3 + 49/80*z + 1
*
[ 2/3 ] 
f(z) = -207/82*z^3 + 51/82*z + 1
*
[ 2/3 ] 
f(z) = -207/86*z^3 + 49/86*z + 1
*
[ 2/3 ] 
f(z) = -207/94*z^3 + 45/94*z + 1
*
[ 2/3 ] 
f(z) = -207/98*z^3 + 43/98*z + 1
*
[ 2/3 ] 
f(z) = -205/88*z^3 + 53/99*z + 1
*
[ 2/3 ] 
f(z) = -203/88*z^3 + 52/99*z + 1
*
[ -3/2 ] 
f(z) = -220/81*z^3 + 70/9*z + 1
*
[ -3/2 ] 
f(z) = -212/81*z^3 + 68/9*z + 1
*
[ -3/2 ] 
f(z) = -208/81*z^3 + 67/9*z + 1
*
9/8 | 0.11066089630872085285953028462569173079 | 0.016458009220587506828353304674646674157
f(z) = -208/81*z^3 + 73/36*z + 1
*
[ -2/3 ] 
f(z) = -207/80*z^3 + 73/20*z + 1
*
[ 4/5 ] 
f(z) = -215/96*z^3 + 71/60*z + 1
*
[ 3/4 ] 
f(z) = -206/81*z^3 + 79/72*z + 1
*
[ 4/5 ] 
f(z) = -205/96*z^3 + 67/60*z + 1
*
[ 3/4 ] 
f(z) = -202/81*z^3 + 77/72*z + 1
*
[ 2/3 ] 
f(z) = -219/92*z^3 + 77/138*z + 1
*
[ 2/3 ] 
f(z) = -213/92*z^3 + 73/138*z + 1
*
[ 2/3 ] 
f(z) = -201/92*z^3 + 65/138*z + 1
*
-2 | 0.11287554287371738320883368114920012090 | 0.016937067117135391844680828436149751034
f(z) = -207/88*z^3 + 98/11*z + 1
*
-2 | 0.11269835968329241679789729159210116015 | 0.016936545914969397788886159180470625564
f(z) = -205/88*z^3 + 97/11*z + 1
*
-2 | 0.11251941138854776884706585997551453415 | 0.016936028367538161647924960866060136807
f(z) = -203/88*z^3 + 96/11*z + 1
*
-2 | 0.11233866138883539381525485342076251847 | 0.016935514632497527357164630269491967819
f(z) = -201/88*z^3 + 95/11*z + 1
*
9/8 | 0.13287354251805651473814324347035907794 | 0.019621205993827935493811222931244485063
f(z) = -208/81*z^3 + 97/36*z + 1
*
[ 4/3 ] 
f(z) = -207/80*z^3 + 97/20*z + 1
*
[ 9/10 ] 
f(z) = -220/81*z^3 + 94/45*z + 1
*
[ 3/4 ] 
f(z) = -218/81*z^3 + 85/72*z + 1
*
[ 3/4 ] 
f(z) = -214/81*z^3 + 83/72*z + 1
*
-4/5 | 0.12734543571874440623447102161944625022 | 0.018369476079806241137658589966928653763
f(z) = -205/96*z^3 + 97/60*z + 1
*
-2/3 | 0.14379250546002692668959104843077747001 | 0.022460850561068975615707031489038064671
f(z) = -201/80*z^3 + 97/60*z + 1
*
[ 3/4 ] 
f(z) = -208/87*z^3 + 88/87*z + 1
*
[ 3/4 ] 
f(z) = -208/93*z^3 + 86/93*z + 1
*
[ 9/13 ] 
f(z) = -208/81*z^3 + 92/117*z + 1
*
[ 2/3 ] 
f(z) = -207/85*z^3 + 99/170*z + 1
*
[ 2/3 ] 
f(z) = -207/89*z^3 + 95/178*z + 1
*
[ 2/3 ] 
f(z) = -216/95*z^3 + 97/190*z + 1
*
[ 2/3 ] 
f(z) = -216/97*z^3 + 95/194*z + 1
*
[ 2/3 ] 
f(z) = -207/91*z^3 + 93/182*z + 1
*
[ 2/3 ] 
f(z) = -207/95*z^3 + 89/190*z + 1
*
[ 2/3 ] 
f(z) = -207/97*z^3 + 87/194*z + 1
*
[ 2/3 ] 
f(z) = -205/96*z^3 + 97/216*z + 1
*
[ 2/3 ] 
f(z) = -203/96*z^3 + 95/216*z + 1
*
-2 | 0.11390348734104821780604275303058177473 | 0.016940262617123862858291354772625625987
f(z) = -219/88*z^3 + 104/11*z + 1
*
[ 2 ] 
f(z) = -219/88*z^3 + 115/11*z + 1
*
[ 3/2 ] 
f(z) = -218/81*z^3 + 115/18*z + 1
*
-2 | 0.11373618648485712013852449782518634156 | 0.016939722632631829273410493863120829555
f(z) = -217/88*z^3 + 103/11*z + 1
*
[ 2 ] 
f(z) = -217/88*z^3 + 114/11*z + 1
*
-2 | 0.11356731788999673812825056956366698651 | 0.016939185419813560457176919990827237149
f(z) = -215/88*z^3 + 102/11*z + 1
*
[ 2 ] 
f(z) = -215/88*z^3 + 113/11*z + 1
*
[ 3/2 ] 
f(z) = -214/81*z^3 + 113/18*z + 1
*
-2 | 0.11339685109562294892987795282104452715 | 0.016938651117781048449817386395480748101
f(z) = -213/88*z^3 + 101/11*z + 1
*
[ 2 ] 
f(z) = -213/88*z^3 + 112/11*z + 1
*
-2 | 0.11322475472083469653466063299359569649 | 0.016938119868980875503044100218784501173
f(z) = -211/88*z^3 + 100/11*z + 1
*
[ 2 ] 
f(z) = -211/88*z^3 + 111/11*z + 1
*
[ 2 ] 
f(z) = -207/88*z^3 + 109/11*z + 1
*
[ 3/2 ] 
f(z) = -206/81*z^3 + 109/18*z + 1
*
[ 2 ] 
f(z) = -205/88*z^3 + 108/11*z + 1
*
[ -2 ] 
f(z) = -205/88*z^3 + 119/11*z + 1
*
[ 2 ] 
f(z) = -203/88*z^3 + 107/11*z + 1
*
[ -2 ] 
f(z) = -203/88*z^3 + 118/11*z + 1
*
[ 3/2 ] 
f(z) = -202/81*z^3 + 107/18*z + 1
*
[ 2 ] 
f(z) = -201/88*z^3 + 106/11*z + 1
*
[ -2 ] 
f(z) = -201/88*z^3 + 117/11*z + 1
*
[ -2/3 ] 
f(z) = -219/88*z^3 + 119/33*z + 1
*
[ -2/3 ] 
f(z) = -213/88*z^3 + 118/33*z + 1
*
[ -3/4 ] 
f(z) = -208/99*z^3 + 116/33*z + 1
*
[ -2/3 ] 
f(z) = -201/88*z^3 + 116/33*z + 1
*
-2/3 | 0.16762284066817811569130296579880343753 | 0.025837084572952331000971774875268898234
f(z) = -219/80*z^3 + 103/60*z + 1
*
-4/5 | 0.14598253951694342138220051459400197087 | 0.020914176401524165551271788175792601268
f(z) = -215/96*z^3 + 101/60*z + 1
*
-2/3 | 0.15026530430455355299708755386646041737 | 0.023261227060831638454305676815495967893
f(z) = -213/80*z^3 + 101/60*z + 1
*
[ 3/4 ] 
f(z) = -212/99*z^3 + 115/132*z + 1
*
[ 2/3 ] 
f(z) = -216/83*z^3 + 109/166*z + 1
*
[ 2/3 ] 
f(z) = -216/85*z^3 + 107/170*z + 1
*
[ 2/3 ] 
f(z) = -216/89*z^3 + 103/178*z + 1
*
[ 2/3 ] 
f(z) = -207/83*z^3 + 101/166*z + 1
*
[ 2/3 ] 
f(z) = -216/91*z^3 + 101/182*z + 1
*
[ 2/3 ] 
f(z) = -209/80*z^3 + 119/180*z + 1
*
[ 2/3 ] 
f(z) = -203/80*z^3 + 113/180*z + 1
*
[ 2/3 ] 
f(z) = -217/96*z^3 + 109/216*z + 1
*
[ 2/3 ] 
f(z) = -215/96*z^3 + 107/216*z + 1
*
[ 2/3 ] 
f(z) = -211/96*z^3 + 103/216*z + 1
*
[ 2/3 ] 
f(z) = -209/96*z^3 + 101/216*z + 1
*
[ -2 ] 
f(z) = -219/88*z^3 + 126/11*z + 1
*
[ -3/2 ] 
f(z) = -218/81*z^3 + 139/18*z + 1
*
[ -2 ] 
f(z) = -217/88*z^3 + 125/11*z + 1
*
[ -2 ] 
f(z) = -215/88*z^3 + 124/11*z + 1
*
[ -3/2 ] 
f(z) = -214/81*z^3 + 137/18*z + 1
*
[ -2 ] 
f(z) = -213/88*z^3 + 123/11*z + 1
*
[ -2 ] 
f(z) = -211/88*z^3 + 122/11*z + 1
*
[ 9/4 ] 
f(z) = -208/81*z^3 + 122/9*z + 1
*
[ -9/4 ] 
f(z) = -208/81*z^3 + 130/9*z + 1
*
[ -2 ] 
f(z) = -207/88*z^3 + 120/11*z + 1
*
[ -3/2 ] 
f(z) = -206/81*z^3 + 133/18*z + 1
*
[ -3/2 ] 
f(z) = -202/81*z^3 + 131/18*z + 1
*
[ -3/4 ] 
f(z) = -220/81*z^3 + 139/36*z + 1
*
[ -3/4 ] 
f(z) = -212/81*z^3 + 137/36*z + 1
*
[ 9/8 ] 
f(z) = -208/81*z^3 + 121/36*z + 1
*
[ -4/3 ] 
f(z) = -207/80*z^3 + 127/20*z + 1
*
-4/7 | 0.21212279681441745394487982585301405463 | 0.028955551553771433277088062631797687912
f(z) = -217/96*z^3 + 125/84*z + 1
*
[ 5/6 ] 
f(z) = -216/85*z^3 + 133/85*z + 1
*
[ 5/6 ] 
f(z) = -216/95*z^3 + 131/95*z + 1
*
-4/7 | 0.20672118398847900263456021306071876376 | 0.028477459285758628820568167994198289011
f(z) = -203/96*z^3 + 121/84*z + 1
*
[ 7/9 ] 
f(z) = -207/98*z^3 + 125/126*z + 1
*
[ 2/3 ] 
f(z) = -217/80*z^3 + 127/180*z + 1
*
[ 2/3 ] 
f(z) = -211/80*z^3 + 121/180*z + 1
*
[ 2/3 ] 
f(z) = -201/86*z^3 + 139/258*z + 1
*
[ 2/3 ] 
f(z) = -213/98*z^3 + 137/294*z + 1
*
0 | 0.18616398690709068755015343049160924230 | 0.029012272713082927330516528762241800886
f(z) = -204/95*z^3 + 137/285*z + 1
*
[ 2/3 ] 
f(z) = -201/94*z^3 + 127/282*z + 1
*
[ 2/3 ] 
f(z) = -201/98*z^3 + 121/294*z + 1
*
[ -3/8 ] 
f(z) = -208/81*z^3 + 145/36*z + 1
*
-2/3 | 0.16820274123729416655091627008051355630 | 0.026108140095539820328471719727466866776
f(z) = -201/80*z^3 + 157/60*z + 1
*
[ 9/11 ] 
f(z) = -220/81*z^3 + 158/99*z + 1
*
[ 9/11 ] 
f(z) = -209/81*z^3 + 149/99*z + 1
*
[ 3/4 ] 
f(z) = -205/81*z^3 + 157/144*z + 1
*
[ 3/4 ] 
f(z) = -203/81*z^3 + 155/144*z + 1
*
[ 2/3 ] 
f(z) = -213/86*z^3 + 155/258*z + 1
*
[ 2/3 ] 
f(z) = -201/82*z^3 + 145/246*z + 1
*
[ 2/3 ] 
f(z) = -219/94*z^3 + 151/282*z + 1
*
[ 2/3 ] 
f(z) = -219/98*z^3 + 145/294*z + 1
*
[ 2/3 ] 
f(z) = -213/94*z^3 + 143/282*z + 1
*
[ 7/3 ] 
f(z) = -207/98*z^3 + 169/14*z + 1
*
[ 3/2 ] 
f(z) = -212/99*z^3 + 170/33*z + 1
*
[ 3/2 ] 
f(z) = -208/99*z^3 + 167/33*z + 1
*
[ -3/5 ] 
f(z) = -220/81*z^3 + 164/45*z + 1
*
[ -3/5 ] 
f(z) = -215/81*z^3 + 163/45*z + 1
*
[ 7/6 ] 
f(z) = -207/98*z^3 + 169/56*z + 1
*
[ -3/5 ] 
f(z) = -205/81*z^3 + 161/45*z + 1
*
-2/3 | 0.15582090765088712529397561877138618911 | 0.024017955746137538146893498790834327735
f(z) = -219/80*z^3 + 163/60*z + 1
*
-2/3 | 0.18606153745210276402839620460585490778 | 0.028767811447545885413509448038966979678
f(z) = -213/80*z^3 + 161/60*z + 1
*
[ 3/4 ] 
f(z) = -217/81*z^3 + 169/144*z + 1
*
[ 3/4 ] 
f(z) = -215/81*z^3 + 167/144*z + 1
*
[ 3/4 ] 
f(z) = -211/81*z^3 + 163/144*z + 1
*
[ 3/4 ] 
f(z) = -209/81*z^3 + 161/144*z + 1
*
[ 2/3 ] 
f(z) = -219/82*z^3 + 169/246*z + 1
*
[ 2/3 ] 
f(z) = -219/86*z^3 + 163/258*z + 1
*
[ 2/3 ] 
f(z) = -213/82*z^3 + 161/246*z + 1
*
0 | 0.18527726910473834367080807831612085910 | 0.028681116015452172840136084871684320435
f(z) = -213/95*z^3 + 164/285*z + 1
*
[ 7/10 ] 
f(z) = -205/98*z^3 + 167/280*z + 1
*
[ -7/3 ] 
f(z) = -207/98*z^3 + 181/14*z + 1
*
-2 | 0.092903955934336180615116383775386272855 | 0.013908612380698106898332247079467464372
f(z) = -211/96*z^3 + 199/24*z + 1
*
-2 | 0.11302396954378595541134762820309340822 | 0.016920771201857427560689822326177853976
f(z) = -209/80*z^3 + 199/20*z + 1
*
-2 | 0.092729930794206655087209823828734555259 | 0.013903584579358151474442400437573618000
f(z) = -209/96*z^3 + 197/24*z + 1
*
[ -9/8 ] 
f(z) = -208/81*z^3 + 185/36*z + 1
*
-2 | 0.11284871142848812612656461224071808119 | 0.016920120511031262391186087374564752134
f(z) = -207/80*z^3 + 197/20*z + 1
*
-2 | 0.092376715550132344816995503759195118330 | 0.013893356926177264261253824615220065072
f(z) = -205/96*z^3 + 193/24*z + 1
*
-2 | 0.11249300950404209035738880317157500021 | 0.016918825522556358872630836426805187396
f(z) = -203/80*z^3 + 193/20*z + 1
*
-2 | 0.092197454072886259221934570038322975327 | 0.013888154343071301419249136856495374413
f(z) = -203/96*z^3 + 191/24*z + 1
*
-2 | 0.11231249498293461369225845126325250982 | 0.016918181534007589206047245910478571400
f(z) = -201/80*z^3 + 191/20*z + 1
*
[ -9/10 ] 
f(z) = -220/81*z^3 + 194/45*z + 1
*
[ 4/3 ] 
f(z) = -207/88*z^3 + 195/44*z + 1
*
[ 7/10 ] 
f(z) = -215/98*z^3 + 181/280*z + 1
*
[ 3 ] 
f(z) = -212/81*z^3 + 218/9*z + 1
*
[ 3 ] 
f(z) = -211/81*z^3 + 217/9*z + 1
*
[ 3 ] 
f(z) = -209/81*z^3 + 215/9*z + 1
*
[ 3 ] 
f(z) = -208/81*z^3 + 214/9*z + 1
*
[ 3 ] 
f(z) = -206/81*z^3 + 212/9*z + 1
*
[ -3 ] 
f(z) = -206/81*z^3 + 218/9*z + 1
*
[ 3 ] 
f(z) = -205/81*z^3 + 211/9*z + 1
*
[ -3 ] 
f(z) = -205/81*z^3 + 217/9*z + 1
*
[ 3 ] 
f(z) = -203/81*z^3 + 209/9*z + 1
*
[ -3 ] 
f(z) = -203/81*z^3 + 215/9*z + 1
*
[ 3 ] 
f(z) = -202/81*z^3 + 208/9*z + 1
*
[ -3 ] 
f(z) = -202/81*z^3 + 214/9*z + 1
*
-2 | 0.11387565282591941587676123310941682473 | 0.016924050854058620533837501963521228302
f(z) = -219/80*z^3 + 209/20*z + 1
*
-2 | 0.11370849269088099567482322608405650922 | 0.016923391884813847608427912843015864155
f(z) = -217/80*z^3 + 207/20*z + 1
*
-2 | 0.093416106912483471395614692459935772277 | 0.013923367040000317295904404373473841805
f(z) = -217/96*z^3 + 205/24*z + 1
*
-2 | 0.093245977872967772558370117964526089107 | 0.013918348106348104544393206272816002862
f(z) = -215/96*z^3 + 203/24*z + 1
*
-2 | 0.11336946891613945815683714330212065265 | 0.016922078238659143230742208161755936094
f(z) = -213/80*z^3 + 203/20*z + 1
*
[ -3/2 ] 
f(z) = -212/99*z^3 + 214/33*z + 1
*
-2 | 0.11319754445589384533981817129767086039 | 0.016921423825404552725869691377948595505
f(z) = -211/80*z^3 + 201/20*z + 1
*
[ 2 ] 
f(z) = -209/80*z^3 + 219/20*z + 1
*
[ -3/2 ] 
f(z) = -208/99*z^3 + 211/33*z + 1
*
[ 2 ] 
f(z) = -207/80*z^3 + 217/20*z + 1
*
[ 3/2 ] 
f(z) = -205/81*z^3 + 217/36*z + 1
*
[ 2 ] 
f(z) = -205/96*z^3 + 217/24*z + 1
*
[ 2 ] 
f(z) = -203/80*z^3 + 213/20*z + 1
*
[ 3/2 ] 
f(z) = -203/81*z^3 + 215/36*z + 1
*
[ 2 ] 
f(z) = -203/96*z^3 + 215/24*z + 1
*
[ 2 ] 
f(z) = -201/80*z^3 + 211/20*z + 1
*
[ -3/10 ] 
f(z) = -220/81*z^3 + 206/45*z + 1
*
[ -2/5 ] 
f(z) = -215/88*z^3 + 214/55*z + 1
*
[ -2/5 ] 
f(z) = -205/88*z^3 + 213/55*z + 1
*
[ -4/5 ] 
f(z) = -205/96*z^3 + 217/60*z + 1
*
[ -2/3 ] 
f(z) = -201/80*z^3 + 217/60*z + 1
*
-4/7 | 0.19784962357329726082381008208894142034 | 0.026657989822694212646733529579394093732
f(z) = -217/96*z^3 + 209/84*z + 1
*
[ 6/7 ] 
f(z) = -203/81*z^3 + 211/126*z + 1
*
0 | 0.19971624696624736722254689211922445132 | 0.028612331537208750350729539891486128404
f(z) = -215/84*z^3 + 209/140*z + 1
*
[ 8/11 ] 
f(z) = -209/96*z^3 + 205/264*z + 1
*
[ 14/19 ] 
f(z) = -209/98*z^3 + 213/266*z + 1
*
[ 3/4 ] 
f(z) = -202/99*z^3 + 215/264*z + 1
*
[ 3 ] 
f(z) = -220/81*z^3 + 226/9*z + 1
*
[ -3 ] 
f(z) = -220/81*z^3 + 232/9*z + 1
*
[ 3 ] 
f(z) = -218/81*z^3 + 224/9*z + 1
*
[ -3 ] 
f(z) = -218/81*z^3 + 230/9*z + 1
*
[ 3 ] 
f(z) = -217/81*z^3 + 223/9*z + 1
*
[ -3 ] 
f(z) = -217/81*z^3 + 229/9*z + 1
*
[ 3 ] 
f(z) = -215/81*z^3 + 221/9*z + 1
*
[ -3 ] 
f(z) = -215/81*z^3 + 227/9*z + 1
*
[ 3 ] 
f(z) = -214/81*z^3 + 220/9*z + 1
*
[ -3 ] 
f(z) = -214/81*z^3 + 226/9*z + 1
*
[ -3 ] 
f(z) = -212/81*z^3 + 224/9*z + 1
*
[ -3 ] 
f(z) = -211/81*z^3 + 223/9*z + 1
*
[ -3 ] 
f(z) = -209/81*z^3 + 221/9*z + 1
*
[ -3 ] 
f(z) = -208/81*z^3 + 220/9*z + 1
*
[ 2 ] 
f(z) = -219/80*z^3 + 229/20*z + 1
*
[ 2 ] 
f(z) = -217/80*z^3 + 227/20*z + 1
*
[ 3/2 ] 
f(z) = -217/81*z^3 + 229/36*z + 1
*
[ 2 ] 
f(z) = -217/96*z^3 + 229/24*z + 1
*
[ 3/2 ] 
f(z) = -215/81*z^3 + 227/36*z + 1
*
[ 2 ] 
f(z) = -215/96*z^3 + 227/24*z + 1
*
[ 2 ] 
f(z) = -213/80*z^3 + 223/20*z + 1
*
[ 2 ] 
f(z) = -211/80*z^3 + 221/20*z + 1
*
[ 3/2 ] 
f(z) = -211/81*z^3 + 223/36*z + 1
*
[ 2 ] 
f(z) = -211/96*z^3 + 223/24*z + 1
*
[ -2 ] 
f(z) = -209/80*z^3 + 239/20*z + 1
*
[ 3/2 ] 
f(z) = -209/81*z^3 + 221/36*z + 1
*
[ 2 ] 
f(z) = -209/96*z^3 + 221/24*z + 1
*
[ -2 ] 
f(z) = -207/80*z^3 + 237/20*z + 1
*
[ -2 ] 
f(z) = -203/80*z^3 + 233/20*z + 1
*
[ -2 ] 
f(z) = -203/96*z^3 + 239/24*z + 1
*
[ -2 ] 
f(z) = -201/80*z^3 + 231/20*z + 1
*
-6/7 | 0.22024737225081685200704145018032921902 | 0.027844672984049081755885751651433218960
f(z) = -203/96*z^3 + 227/56*z + 1
*
[ -2/3 ] 
f(z) = -219/80*z^3 + 223/60*z + 1
*
[ -4/5 ] 
f(z) = -215/96*z^3 + 221/60*z + 1
*
[ -2/3 ] 
f(z) = -213/80*z^3 + 221/60*z + 1
*
[ -3/7 ] 
f(z) = -203/81*z^3 + 239/63*z + 1
*
[ 6/7 ] 
f(z) = -217/81*z^3 + 227/126*z + 1
*
-2/5 | 0.10582348725716688466636274458991221918 | 0.015160793114329657196565873949251135730
f(z) = -215/96*z^3 + 223/120*z + 1
*
12/11 | 0.21528966209843993216410940245268363438 | 0.027814377003894712006724272128895512003
f(z) = -209/96*z^3 + 221/132*z + 1
*
-2/5 | 0.11151834348112799960100594980162837715 | 0.016086430828668219464190430833489476622
f(z) = -205/96*z^3 + 221/120*z + 1
*
-4/7 | 0.13338730753487127089953667091144669933 | 0.018207864114312011537748205877210473909
f(z) = -217/80*z^3 + 229/140*z + 1
*
-4/7 | 0.15700515603346605007521805682999957037 | 0.021628687744195554865389991823801844574
f(z) = -203/80*z^3 + 221/140*z + 1
*
0 | 0.18116532854881697897124624057771980697 | 0.027924499410366393250862428106185537936
f(z) = -219/85*z^3 + 232/255*z + 1
*
0 | 0.17031655498408137184367901398441283428 | 0.026365181743309975915416493252070002358
f(z) = -213/80*z^3 + 239/240*z + 1
*
0 | 0.18378232068904933287822517897384267153 | 0.028576093867305314065616145292382592948
f(z) = -207/80*z^3 + 221/240*z + 1
*
[ 3/4 ] 
f(z) = -218/99*z^3 + 239/264*z + 1
*
[ 13/18 ] 
f(z) = -216/91*z^3 + 233/273*z + 1
*
[ 3/4 ] 
f(z) = -214/99*z^3 + 233/264*z + 1
*
[ 3/4 ] 
f(z) = -206/99*z^3 + 221/264*z + 1
*
0 | 0.17450388536271661356148771506665354796 | 0.027258066607285581694838476388175167196
f(z) = -201/92*z^3 + 235/276*z + 1
*
[ -2 ] 
f(z) = -219/80*z^3 + 249/20*z + 1
*
[ -2 ] 
f(z) = -217/80*z^3 + 247/20*z + 1
*
[ -2 ] 
f(z) = -217/96*z^3 + 253/24*z + 1
*
[ -2 ] 
f(z) = -215/96*z^3 + 251/24*z + 1
*
[ -2 ] 
f(z) = -213/80*z^3 + 243/20*z + 1
*
[ -2 ] 
f(z) = -211/80*z^3 + 241/20*z + 1
*
[ -2 ] 
f(z) = -211/96*z^3 + 247/24*z + 1
*
[ -2 ] 
f(z) = -209/96*z^3 + 245/24*z + 1
*
[ -2 ] 
f(z) = -205/96*z^3 + 241/24*z + 1
*
[ -3/7 ] 
f(z) = -217/81*z^3 + 241/63*z + 1
*
-4/3 | 0.15104531642569197002186775118887779132 | 0.021828355124782578050212881170473248423
f(z) = -201/80*z^3 + 253/60*z + 1
*
-3/5 | 0.14319470680559367674972655927686823836 | 0.017068609510086802884424322446324366946
f(z) = -220/81*z^3 + 251/180*z + 1
*
[ 3/4 ] 
f(z) = -208/95*z^3 + 256/285*z + 1
*
[ 3/4 ] 
f(z) = -208/97*z^3 + 254/291*z + 1
*
[ -3/2 ] 
f(z) = -217/81*z^3 + 277/36*z + 1
*
[ -3/2 ] 
f(z) = -215/81*z^3 + 275/36*z + 1
*
[ -3/2 ] 
f(z) = -211/81*z^3 + 271/36*z + 1
*
[ -3/2 ] 
f(z) = -209/81*z^3 + 269/36*z + 1
*
15/8 | 0.14352927967860297349535295048289424027 | 0.018351213035710232376160548150333143457
f(z) = -208/81*z^3 + 277/36*z + 1
*
[ -3/2 ] 
f(z) = -205/81*z^3 + 265/36*z + 1
*
[ -3/2 ] 
f(z) = -203/81*z^3 + 263/36*z + 1
*
[ -4/3 ] 
f(z) = -207/88*z^3 + 261/44*z + 1
*
[ -7/6 ] 
f(z) = -207/98*z^3 + 265/56*z + 1
*
-4/3 | 0.20097135943231103219840985834841661747 | 0.028667962743504489408714608073806974018
f(z) = -219/80*z^3 + 277/60*z + 1
*
[ -3/4 ] 
f(z) = -218/81*z^3 + 277/72*z + 1
*
[ -3/4 ] 
f(z) = -214/81*z^3 + 275/72*z + 1
*
-4/3 | 0.16535234287647594498524614510606113134 | 0.023686034508171172168672980033255844201
f(z) = -213/80*z^3 + 269/60*z + 1
*
[ -3/4 ] 
f(z) = -206/81*z^3 + 271/72*z + 1
*
[ 9/7 ] 
f(z) = -203/81*z^3 + 275/63*z + 1
*
[ -3/4 ] 
f(z) = -202/81*z^3 + 269/72*z + 1
*
6/5 | 0.20601407812844156350368580935179259458 | 0.029510658747451888483866598197838732705
f(z) = -205/96*z^3 + 269/120*z + 1
*
[ 4/5 ] 
f(z) = -205/88*z^3 + 273/220*z + 1
*
[ 3/4 ] 
f(z) = -208/83*z^3 + 268/249*z + 1
*
[ 3/4 ] 
f(z) = -208/85*z^3 + 266/255*z + 1
*
[ 3/4 ] 
f(z) = -208/89*z^3 + 262/267*z + 1
*
[ 9/7 ] 
f(z) = -217/81*z^3 + 293/63*z + 1
*
[ 4/3 ] 
f(z) = -213/80*z^3 + 299/60*z + 1
*
[ 4/3 ] 
f(z) = -201/80*z^3 + 283/60*z + 1
*
[ -1/2 ] 
f(z) = -220/81*z^3 + 298/81*z + 1
*
-1 | 0.11084012291475305779813226733834491568 | 0.019444122459548202437926041257035064134
f(z) = -219/80*z^3 + 299/80*z + 1
*
-1 | 0.10570080326764963466269285958253099884 | 0.018542557593422091591971024795156329917
f(z) = -218/81*z^3 + 299/81*z + 1
*
-1 | 0.11064400837345090576390940813898767241 | 0.019432598105452421738618532359071206914
f(z) = -217/80*z^3 + 297/80*z + 1
*
-1 | 0.10560227183909163946215905167587144208 | 0.018536166220412163789588467016053783111
f(z) = -217/81*z^3 + 298/81*z + 1
*
-1 | 0.10629320783297151179176916908737934039 | 0.018646480131676339829213511157893555203
f(z) = -217/82*z^3 + 299/82*z + 1
*
[ -4/7 ] 
f(z) = -217/96*z^3 + 293/84*z + 1
*
-1 | 0.11899352281495576999575810317793929865 | 0.020874432188121303708841151285860380248
f(z) = -216/83*z^3 + 299/83*z + 1
*
-1 | 0.10540359870937344517454632343904390018 | 0.018523188131687895638953608099436725235
f(z) = -215/81*z^3 + 296/81*z + 1
*
-1 | 0.10609475425165482016732394135104207803 | 0.018633604754361493769382487324935471697
f(z) = -215/82*z^3 + 297/82*z + 1
*
-1 | 0.11889347910459380227033521491672480128 | 0.020869146589610034478499466360840648801
f(z) = -215/83*z^3 + 298/83*z + 1
*
-1 | 0.089955655579560166377836317153737234376 | 0.015780465927154780123382943525077200107
f(z) = -215/84*z^3 + 299/84*z + 1
*
-1 | 0.10530344505656933204012868148171310775 | 0.018516599502963807890540444745887892457
f(z) = -214/81*z^3 + 295/81*z + 1
*
-1 | 0.11879288333834844171224106120316050087 | 0.020863799076317045766596104104246322378
f(z) = -214/83*z^3 + 297/83*z + 1
*
-1 | 0.11871867782725361598689320276787469328 | 0.020826217521286408053089184754455652455
f(z) = -214/85*z^3 + 299/85*z + 1
*
-1 | 0.11024534444956050557008782189179773282 | 0.019408801816083904433962420558112383750
f(z) = -213/80*z^3 + 293/80*z + 1
*
-1 | 0.10589279876837917221292019500607653573 | 0.018620231693167134648200792842949230868
f(z) = -213/82*z^3 + 295/82*z + 1
*
-1 | 0.11869172928870527060760170668481402801 | 0.020858388690807983779122789893760662507
f(z) = -213/83*z^3 + 296/83*z + 1
*
-1 | 0.11861706950352807620052787619404680430 | 0.020820628937280745488419396005284254937
f(z) = -213/85*z^3 + 298/85*z + 1
*
-1 | 0.10574412903401669997421219264430950741 | 0.018550158013601550480988394216327413820
f(z) = -213/86*z^3 + 299/86*z + 1
*
-1 | 0.10510147292791513273042495013644915113 | 0.018503218152397405894632449138238942576
f(z) = -212/81*z^3 + 293/81*z + 1
*
[ -1/2 ] 
f(z) = -212/81*z^3 + 296/81*z + 1
*
-1 | 0.11859001062043711769157222237242007976 | 0.020852914456229073897501759114082632605
f(z) = -212/83*z^3 + 295/83*z + 1
*
-1 | 0.11851489091020668565782289829698482311 | 0.020814974786490125072138088908231717904
f(z) = -212/85*z^3 + 297/85*z + 1
*
-1 | 0.098094547067958506638568348610757250098 | 0.017208230518385921499367644512601434228
f(z) = -212/87*z^3 + 299/87*z + 1
*
-1 | 0.11004269855983471079162501290343397146 | 0.019396514772319310836117031494626014788
f(z) = -211/80*z^3 + 291/80*z + 1
*
-1 | 0.10499964187594678816933880342134972842 | 0.018496423402049193777709487137207140141
f(z) = -211/81*z^3 + 292/81*z + 1
*
-1 | 0.10568924794759923975406723260147165326 | 0.018606696525352311449790888197468783417
f(z) = -211/82*z^3 + 293/82*z + 1
*
-1 | 0.11848772088806635780579371237311007953 | 0.020847375375809647738143457461261561849
f(z) = -211/83*z^3 + 294/83*z + 1
*
-1 | 0.089547952888566057426759689427554109082 | 0.015746147517368493469091344852243545314
f(z) = -211/84*z^3 + 295/84*z + 1
*
-1 | 0.11841213549491275988447888982387113127 | 0.020809254045442118613931239016112218456
f(z) = -211/85*z^3 + 296/85*z + 1
*
-1 | 0.10553807476784861514820855314591015869 | 0.018535834176077270906411762222252386845
f(z) = -211/86*z^3 + 297/86*z + 1
*
-1 | 0.097992352401159746293604129967774990822 | 0.017200411513918868096592784205361250074
f(z) = -211/87*z^3 + 298/87*z + 1
*
-1 | 0.10974033304969001402278366553600338030 | 0.019251191883023106393830188950336940425
f(z) = -211/88*z^3 + 299/88*z + 1
*
-1 | 0.11838485353325094479286134267268855791 | 0.020841770432349062426276089307690009851
f(z) = -210/83*z^3 + 293/83*z + 1
*
-1 | 0.11815497279360211467373517823329584836 | 0.020727329596795261240490264017357869518
f(z) = -210/89*z^3 + 299/89*z + 1
*
-1 | 0.10983777625742605302636379051489852313 | 0.019383957880872996615886734962087775899
f(z) = -209/80*z^3 + 289/80*z + 1
*
-1 | 0.10479425753332704849688236837105508953 | 0.018482620527106102556592942212215610650
f(z) = -209/81*z^3 + 290/81*z + 1
*
-1 | 0.10548339805227143343526865451196859926 | 0.018592876359196348670715161191176136379
f(z) = -209/82*z^3 + 291/82*z + 1
*
-1 | 0.11828140188209137478320852984962911774 | 0.020836098587687426687195504671343871414
f(z) = -209/83*z^3 + 292/83*z + 1
*
-1 | 0.089341161167785357052476208563500518983 | 0.015728599695361284439000786563144283865
f(z) = -209/84*z^3 + 293/84*z + 1
*
-1 | 0.11820486740815447063204585895437120625 | 0.020797608592991302174917108660128398491
f(z) = -209/85*z^3 + 294/85*z + 1
*
-1 | 0.10533097875547032760006340794440849257 | 0.018521441039488192700946369989372553243
f(z) = -209/86*z^3 + 295/86*z + 1
*
-1 | 0.097783086820384349005809980121998632578 | 0.017183991205701378599165584797951171804
f(z) = -209/87*z^3 + 296/87*z + 1
*
-1 | 0.11805006594013513740284614794171730966 | 0.020721103878628295917204566591364842981
f(z) = -209/89*z^3 + 298/89*z + 1
*
-1 | 0.091612475673699608206746285226474571563 | 0.016071113500945945123101799579138669622
f(z) = -209/90*z^3 + 299/90*z + 1
*
-1 | 0.10469069099711169538151992966098822658 | 0.018475610249531996169474892120118940302
f(z) = -208/81*z^3 + 289/81*z + 1
*
[ -1/2 ] 
f(z) = -208/81*z^3 + 295/81*z + 1
*
-1 | 0.11817735914235565476677382887745503446 | 0.020830358782159522619331330168466616891
f(z) = -208/83*z^3 + 291/83*z + 1
*
-1 | 0.11810034104276216857966227377525847608 | 0.020791681727291557133491821731863981822
f(z) = -208/85*z^3 + 293/85*z + 1
*
-1 | 0.097678069209978347387705887267482142457 | 0.017175750392708697873120881319156095504
f(z) = -208/87*z^3 + 295/87*z + 1
*
-1 | 0.11794454926117707353363336529856730703 | 0.020714804698553823627385573688266611036
f(z) = -208/89*z^3 + 297/89*z + 1
*
-1 | 0.10963052498537810240837220044017170445 | 0.019371122799908540506840453413031359114
f(z) = -207/80*z^3 + 287/80*z + 1
*
-1 | 0.10527584779635074042638159897970743185 | 0.018578877587388257952448744738955209825
f(z) = -207/82*z^3 + 289/82*z + 1
*
[ -2/3 ] 
f(z) = -207/82*z^3 + 297/82*z + 1
*
-1 | 0.11807271840061922288780714427514938001 | 0.020824549934031284969655399428836857437
f(z) = -207/83*z^3 + 290/83*z + 1
*
-1 | 0.11799521046171991999689722112342142658 | 0.020785683961593002756019771070172327358
f(z) = -207/85*z^3 + 292/85*z + 1
*
-1 | 0.10512017719100590825726039158202533245 | 0.018506511056394915264305106814717165384
f(z) = -207/86*z^3 + 293/86*z + 1
*
-1/3 | 0.16907561508441937928494760484052443545 | 0.029874749780749313429237506414794248314
f(z) = -207/88*z^3 + 287/88*z + 1
*
-1 | 0.10932046734432893070984543854345372449 | 0.019222954293701811803949193545090005938
f(z) = -207/88*z^3 + 295/88*z + 1
*
-1 | 0.11783841547617262928753723011249559154 | 0.020708430885965933824162226551889348330
f(z) = -207/89*z^3 + 296/89*z + 1
*
-1 | 0.11775910688425477683644448077975380527 | 0.020670032388127121998463413049030984833
f(z) = -207/91*z^3 + 298/91*z + 1
*
-1 | 0.10448177519769849886395245126284087910 | 0.018461366466839379438755120236891221964
f(z) = -206/81*z^3 + 287/81*z + 1
*
-1 | 0.11796747261931663189851870566794014747 | 0.020818670938918171307705260724944933720
f(z) = -206/83*z^3 + 289/83*z + 1
*
-1 | 0.11788946850600530194182687124226383072 | 0.020779614161627105053775984142572231657
f(z) = -206/85*z^3 + 291/85*z + 1
*
-1 | 0.097467228575491090395131261778683388738 | 0.017159201891288552045966382428070533607
f(z) = -206/87*z^3 + 293/87*z + 1
*
-1 | 0.11773165717071449344647393001911133341 | 0.020701981245525824606365266581147099277
f(z) = -206/89*z^3 + 295/89*z + 1
*
-1 | 0.11765182796506734268660405736762716013 | 0.020663393552231213966976137410073317211
f(z) = -206/91*z^3 + 297/91*z + 1
*
-1 | 0.097227729515330755141377099964262112065 | 0.017056169096942509351099681500472694531
f(z) = -206/93*z^3 + 299/93*z + 1
*
-1 | 0.10437641197033581837200218523342231753 | 0.018454130674422980034513584941308176704
f(z) = -205/81*z^3 + 286/81*z + 1
*
-1 | 0.11786161463370166527505213253611297932 | 0.020812720669184726609714362535781521883
f(z) = -205/83*z^3 + 288/83*z + 1
*
-1 | 0.088921425273202699609867122211969290308 | 0.015692680796479818076823345933188558152
f(z) = -205/84*z^3 + 289/84*z + 1
*
-1 | 0.10490822137074454049381958656943988250 | 0.018491493685507518914857075521703247382
f(z) = -205/86*z^3 + 291/86*z + 1
*
-1 | 0.097360357232111307966580282152478604588 | 0.017150709828777261028649849012863721299
f(z) = -205/87*z^3 + 292/87*z + 1
*
-1 | 0.10910683638650289003202154354417058302 | 0.019208366346702168495136631826749366189
f(z) = -205/88*z^3 + 293/88*z + 1
*
-1 | 0.11762426679317885541149757978625087995 | 0.020695454556496186766977485655466002493
f(z) = -205/89*z^3 + 294/89*z + 1
*
-1 | 0.11754391001360485714736042985745847248 | 0.020656675726220448904955103024012992651
f(z) = -205/91*z^3 + 296/91*z + 1
*
-1 | 0.10894611990732926137081979093453460017 | 0.019134395024462615453878479505042692424
f(z) = -205/92*z^3 + 297/92*z + 1
*
-1 | 0.097119275212568090944771709102471311708 | 0.017047161933117763733484194017267890147
f(z) = -205/93*z^3 + 298/93*z + 1
*
-1 | 0.10458611290852588577465783563809851711 | 0.018347013098546806154593359148110557074
f(z) = -205/94*z^3 + 299/94*z + 1
*
-1 | 0.11775513714871240623161012386134328802 | 0.020806697973324614333656917313402195740
f(z) = -204/83*z^3 + 287/83*z + 1
*
-1 | 0.11751623665125272912120592271543459201 | 0.020688849572053493594109254725442338582
f(z) = -204/89*z^3 + 293/89*z + 1
*
-1 | 0.11743534519583765848279404796267925929 | 0.020649877630456259124268287650267099802
f(z) = -204/91*z^3 + 295/91*z + 1
*
-1 | 0.11727160426510201693745437631200369227 | 0.020572364721320726819940038181858385078
f(z) = -204/95*z^3 + 299/95*z + 1
*
-1 | 0.10920881585681136174739155409926818497 | 0.019344582959836527208155770375199762917
f(z) = -203/80*z^3 + 283/80*z + 1
*
-1 | 0.10416383900078498279898323452760947702 | 0.018439425391093885892985545225433855831
f(z) = -203/81*z^3 + 284/81*z + 1
*
-1 | 0.10485216212764096423266114878228042523 | 0.018549732477799730851540988792259740621
f(z) = -203/82*z^3 + 285/82*z + 1
*
-1 | 0.11764803273573762283286343829121764149 | 0.020800601675320352998445129583421215284
f(z) = -203/83*z^3 + 286/83*z + 1
*
-1 | 0.11756850082527087662483335840415827547 | 0.020760960850365762838044322006367367886
f(z) = -203/85*z^3 + 288/85*z + 1
*
-1 | 0.10469244336271307170319010750066382598 | 0.018475919503617124033316628238750564774
f(z) = -203/86*z^3 + 289/86*z + 1
*
-1 | 0.10889066016450568761226718010406948038 | 0.019193452415200467055390186189219271249
f(z) = -203/88*z^3 + 291/88*z + 1
*
-1 | 0.11740755890834881921326477165027290448 | 0.020682165018577314695948306768890303775
f(z) = -203/89*z^3 + 292/89*z + 1
*
-1 | 0.090968402232513907925179075873214254609 | 0.016015077092570194059183748455284554352
f(z) = -203/90*z^3 + 293/90*z + 1
*
-1 | 0.10872779036310038260439550006410390916 | 0.019118737738487125683921599417457372756
f(z) = -203/92*z^3 + 295/92*z + 1
*
-1 | 0.096900396016643220345144911421189525674 | 0.017028870811141702986834200598438957441
f(z) = -203/93*z^3 + 296/93*z + 1
*
-1 | 0.10436733154393944033270467000432281604 | 0.018330214523559623087461318514222044118
f(z) = -203/94*z^3 + 297/94*z + 1
*
-1 | 0.11716127303843358020709959396688464592 | 0.020565095748551648269842136235708306231
f(z) = -203/95*z^3 + 298/95*z + 1
*
[ -4/7 ] 
f(z) = -203/96*z^3 + 289/84*z + 1
*
-1 | 0.088218626000335853676190542032871898659 | 0.015475747608858874523218539199331526660
f(z) = -203/96*z^3 + 299/96*z + 1
*
-1 | 0.10405661452200969257449300545226641797 | 0.018431953467749280754294303025781003024
f(z) = -202/81*z^3 + 283/81*z + 1
*
-1 | 0.11754029382928066713970128188777084676 | 0.020794430573981962479055273156005025344
f(z) = -202/83*z^3 + 285/83*z + 1
*
-1 | 0.11746023912368942373436142358672253052 | 0.020754591081955330120323334991253029144
f(z) = -202/85*z^3 + 287/85*z + 1
*
-1 | 0.097034881617099060432639749487475640456 | 0.017124527847623626180620754076105139887
f(z) = -202/87*z^3 + 289/87*z + 1
*
-1 | 0.11729822557990346610348884496823509262 | 0.020675399594915730695501093311236483644
f(z) = -202/89*z^3 + 291/89*z + 1
*
-1 | 0.11721624288057546640575399280050558458 | 0.020636035372322831620603167759657989475
f(z) = -202/91*z^3 + 293/91*z + 1
*
-1 | 0.096788921084829299531913490520004494546 | 0.017019402234076740957735029748986364551
f(z) = -202/93*z^3 + 295/93*z + 1
*
-1 | 0.11705026344285327609620790700798642197 | 0.020557739737202857901131566408468324250
f(z) = -202/95*z^3 + 297/95*z + 1
*
-1 | 0.11696624076457851181135269896846736113 | 0.020518796346054471607597425695403903471
f(z) = -202/97*z^3 + 299/97*z + 1
*
-1 | 0.10899424315896868433762567097457925358 | 0.019330859719019405263761431538932730799
f(z) = -201/80*z^3 + 281/80*z + 1
*
-1 | 0.10463590989842636109321370911843122183 | 0.018534566314335173292718906518750265655
f(z) = -201/82*z^3 + 283/82*z + 1
*
-1 | 0.11743191272351691233676793157436034968 | 0.020788183442263687590539771247021035579
f(z) = -201/83*z^3 + 284/83*z + 1
*
-1 | 0.11735132823014056487687379305538154623 | 0.020748143235576952845197175101809672605
f(z) = -201/85*z^3 + 286/85*z + 1
*
-1 | 0.10447473798972095902977972808325847458 | 0.018460123030123924490833529737388750038
f(z) = -201/86*z^3 + 287/86*z + 1
*
-1 | 0.10867187596161939125923806770120751455 | 0.019178202056262647718131876419634118767
f(z) = -201/88*z^3 + 289/88*z + 1
*
-1 | 0.11718822852955299607967460053686028727 | 0.020668551971625881964070582594031254882
f(z) = -201/89*z^3 + 290/89*z + 1
*
-1 | 0.11710568895868627440388288549880587372 | 0.020628988509576356171976990837727714915
f(z) = -201/91*z^3 + 292/91*z + 1
*
-1 | 0.10850679364514248953344895328981555503 | 0.019102728229225270965084353928152962081
f(z) = -201/92*z^3 + 293/92*z + 1
*
-1 | 0.10414520009321473197502287100817755514 | 0.018312933249677974197803117545062796730
f(z) = -201/94*z^3 + 295/94*z + 1
*
-1 | 0.11693856686358060272187612569959503105 | 0.020550295249752611917474581396208689458
f(z) = -201/95*z^3 + 296/95*z + 1
*
-1 | 0.11685395783763272031155759936850103138 | 0.020511153294995498719332776698093843263
f(z) = -201/97*z^3 + 298/97*z + 1
*
-1 | 0.10397532644462465898945325748544710283 | 0.018239865916746368773858528268280023977
f(z) = -201/98*z^3 + 299/98*z + 1
*
-6/7 | 0.10520635012535807910657965660638261664 | 0.014492997255980914352342310765901605288
f(z) = -203/96*z^3 + 289/168*z + 1
*
[ 4/5 ] 
f(z) = -215/88*z^3 + 289/220*z + 1
*
-3/26 | 0.22616360686351460481078840012616757806 | 0.026311449581302821512012101848738413319
f(z) = -208/81*z^3 + 281/234*z + 1
*
0 | 0.16651056515608645467175666534136699385 | 0.026009484352782737286205173565877206498
f(z) = -201/80*z^3 + 283/240*z + 1
*
0 | 0.17454633305541364087819933253024333994 | 0.026904259294703454530909447657746324049
f(z) = -219/92*z^3 + 289/276*z + 1
*
0 | 0.14384747322640669460235762235427829646 | 0.022267740063698447964570371502177254435
f(z) = -213/88*z^3 + 287/264*z + 1
*
1/18 | 0.16600309290381614637786809580732201667 | 0.025641936308462990632415101850363808165
f(z) = -216/95*z^3 + 287/285*z + 1
*
[ 2/3 ] 
f(z) = -207/104*z^3 + 5/13*z + 1
*
[ 6/7 ] 
f(z) = -203/108*z^3 + 17/14*z + 1
*
[ 2/3 ] 
f(z) = -219/104*z^3 + 17/39*z + 1
*
[ 2/3 ] 
f(z) = -213/104*z^3 + 16/39*z + 1
*
[ 2/3 ] 
f(z) = -207/112*z^3 + 9/28*z + 1
*
[ 2/3 ] 
f(z) = -201/104*z^3 + 14/39*z + 1
*
[ 2/3 ] 
f(z) = -207/116*z^3 + 17/58*z + 1
*
[ 6/5 ] 
f(z) = -205/108*z^3 + 29/10*z + 1
*
-2/3 | 0.13552635827660743492075165131398765158 | 0.025414120550995892967545271536725712357
f(z) = -207/112*z^3 + 37/28*z + 1
*
[ 2/3 ] 
f(z) = -207/100*z^3 + 21/50*z + 1
*
[ 2/3 ] 
f(z) = -219/112*z^3 + 31/84*z + 1
*
[ 2/3 ] 
f(z) = -213/112*z^3 + 29/84*z + 1
*
[ 2/3 ] 
f(z) = -201/112*z^3 + 25/84*z + 1
*
[ 2/3 ] 
f(z) = -207/106*z^3 + 39/106*z + 1
*
[ 2/3 ] 
f(z) = -207/110*z^3 + 37/110*z + 1
*
[ 2/3 ] 
f(z) = -207/118*z^3 + 33/118*z + 1
*
[ -6/7 ] 
f(z) = -217/108*z^3 + 51/14*z + 1
*
[ -6/5 ] 
f(z) = -215/108*z^3 + 47/10*z + 1
*
[ -2/3 ] 
f(z) = -207/104*z^3 + 44/13*z + 1
*
-3/5 | 0.20417647761907152341876487222795167914 | 0.028572197230702418523645196931024958342
f(z) = -205/108*z^3 + 47/20*z + 1
*
[ 6/7 ] 
f(z) = -217/108*z^3 + 55/42*z + 1
*
[ 3/4 ] 
f(z) = -217/108*z^3 + 51/64*z + 1
*
[ 3/4 ] 
f(z) = -211/108*z^3 + 49/64*z + 1
*
[ 3/4 ] 
f(z) = -205/108*z^3 + 47/64*z + 1
*
[ 2/3 ] 
f(z) = -217/104*z^3 + 50/117*z + 1
*
[ 2/3 ] 
f(z) = -215/104*z^3 + 49/117*z + 1
*
[ 2/3 ] 
f(z) = -211/104*z^3 + 47/117*z + 1
*
[ 2/3 ] 
f(z) = -209/104*z^3 + 46/117*z + 1
*
[ 2/3 ] 
f(z) = -205/104*z^3 + 44/117*z + 1
*
[ 2/3 ] 
f(z) = -203/104*z^3 + 43/117*z + 1
*
[ 2/3 ] 
f(z) = -201/100*z^3 + 59/150*z + 1
*
[ 2/3 ] 
f(z) = -219/116*z^3 + 59/174*z + 1
*
[ 2/3 ] 
f(z) = -213/116*z^3 + 55/174*z + 1
*
[ 2/3 ] 
f(z) = -201/116*z^3 + 47/174*z + 1
*
[ 3 ] 
f(z) = -217/108*z^3 + 75/4*z + 1
*
[ -3 ] 
f(z) = -215/108*z^3 + 77/4*z + 1
*
[ 3/2 ] 
f(z) = -215/108*z^3 + 77/16*z + 1
*
[ 3 ] 
f(z) = -211/108*z^3 + 73/4*z + 1
*
[ -3 ] 
f(z) = -209/108*z^3 + 75/4*z + 1
*
[ 3/2 ] 
f(z) = -209/108*z^3 + 75/16*z + 1
*
[ 3 ] 
f(z) = -205/108*z^3 + 71/4*z + 1
*
[ -3 ] 
f(z) = -203/108*z^3 + 73/4*z + 1
*
[ 3/2 ] 
f(z) = -203/108*z^3 + 73/16*z + 1
*
[ -6/11 ] 
f(z) = -209/108*z^3 + 75/22*z + 1
*
[ -3/5 ] 
f(z) = -205/108*z^3 + 67/20*z + 1
*
-3/7 | 0.22467401556001905483308919037456366412 | 0.029510629871151917133816556970579692957
f(z) = -203/108*z^3 + 75/28*z + 1
*
[ 2/3 ] 
f(z) = -219/100*z^3 + 71/150*z + 1
*
[ 2/3 ] 
f(z) = -213/100*z^3 + 67/150*z + 1
*
[ 2/3 ] 
f(z) = -207/107*z^3 + 77/214*z + 1
*
[ 2/3 ] 
f(z) = -207/109*z^3 + 75/218*z + 1
*
[ 2/3 ] 
f(z) = -216/113*z^3 + 79/226*z + 1
*
[ 2/3 ] 
f(z) = -216/115*z^3 + 77/230*z + 1
*
[ 2/3 ] 
f(z) = -216/119*z^3 + 73/238*z + 1
*
[ 2/3 ] 
f(z) = -207/113*z^3 + 71/226*z + 1
*
[ 2/3 ] 
f(z) = -207/119*z^3 + 65/238*z + 1
*
[ 2/3 ] 
f(z) = -205/112*z^3 + 79/252*z + 1
*
[ -3/2 ] 
f(z) = -217/108*z^3 + 99/16*z + 1
*
-2 | 0.11326606069056816527323731064986712219 | 0.016969813301811236657475857122549397831
f(z) = -211/104*z^3 + 99/13*z + 1
*
[ -3/2 ] 
f(z) = -211/108*z^3 + 97/16*z + 1
*
-2 | 0.11309168305285261903009308077631719667 | 0.016969499127006819482607820741914368554
f(z) = -209/104*z^3 + 98/13*z + 1
*
-2 | 0.11291557797286295259519873272749051701 | 0.016969189935212648059426316784295478017
f(z) = -207/104*z^3 + 97/13*z + 1
*
-2 | 0.11273770945430237496537395244116126570 | 0.016968885829095901465360948859436468167
f(z) = -205/104*z^3 + 96/13*z + 1
*
[ -3/2 ] 
f(z) = -205/108*z^3 + 95/16*z + 1
*
-2 | 0.11255804031784513230889817480401444707 | 0.016968586907138991987171015734493173762
f(z) = -203/104*z^3 + 95/13*z + 1
*
-2 | 0.11237653214666939986997698253407734249 | 0.016968293262753266218989498069073837752
f(z) = -201/104*z^3 + 94/13*z + 1
*
[ 6/5 ] 
f(z) = -215/108*z^3 + 91/30*z + 1
*
-4/3 | 0.15428473983223684993321712875170731010 | 0.026468721781537501119343366594478521651
f(z) = -207/112*z^3 + 85/28*z + 1
*
[ -2/3 ] 
f(z) = -207/112*z^3 + 93/28*z + 1
*
[ 4/3 ] 
f(z) = -207/112*z^3 + 99/28*z + 1
*
[ 5/6 ] 
f(z) = -207/100*z^3 + 99/80*z + 1
*
[ 3/4 ] 
f(z) = -208/105*z^3 + 82/105*z + 1
*
[ 3/4 ] 
f(z) = -208/111*z^3 + 80/111*z + 1
*
[ 5/7 ] 
f(z) = -217/100*z^3 + 99/140*z + 1
*
[ 5/7 ] 
f(z) = -203/100*z^3 + 89/140*z + 1
*
[ 2/3 ] 
f(z) = -216/101*z^3 + 91/202*z + 1
*
[ 2/3 ] 
f(z) = -216/103*z^3 + 89/206*z + 1
*
[ 2/3 ] 
f(z) = -216/107*z^3 + 85/214*z + 1
*
[ 2/3 ] 
f(z) = -216/109*z^3 + 83/218*z + 1
*
[ 2/3 ] 
f(z) = -207/101*z^3 + 83/202*z + 1
*
[ 2/3 ] 
f(z) = -207/103*z^3 + 81/206*z + 1
*
[ 2/3 ] 
f(z) = -215/112*z^3 + 89/252*z + 1
*
[ 2/3 ] 
f(z) = -211/112*z^3 + 85/252*z + 1
*
[ 2/3 ] 
f(z) = -209/112*z^3 + 83/252*z + 1
*
-2 | 0.11394697813916603656132889962648440661 | 0.016971117672923091962334356969084051692
f(z) = -219/104*z^3 + 103/13*z + 1
*
[ 2 ] 
f(z) = -219/104*z^3 + 116/13*z + 1
*
-2 | 0.11377917222740639736986068539450662212 | 0.016970784650737108205667973496061571190
f(z) = -217/104*z^3 + 102/13*z + 1
*
[ 2 ] 
f(z) = -217/104*z^3 + 115/13*z + 1
*
-2 | 0.11360977201481484653015120775066601599 | 0.016970456173486056619406635343029031745
f(z) = -215/104*z^3 + 101/13*z + 1
*
[ 2 ] 
f(z) = -215/104*z^3 + 114/13*z + 1
*
-2 | 0.11343874575068499391840858991047877451 | 0.016970132353560133605326318535968916197
f(z) = -213/104*z^3 + 100/13*z + 1
*
[ 2 ] 
f(z) = -213/104*z^3 + 113/13*z + 1
*
[ 2 ] 
f(z) = -211/104*z^3 + 112/13*z + 1
*
[ 2 ] 
f(z) = -209/104*z^3 + 111/13*z + 1
*
[ 2 ] 
f(z) = -207/104*z^3 + 110/13*z + 1
*
[ 2 ] 
f(z) = -205/104*z^3 + 109/13*z + 1
*
[ 2 ] 
f(z) = -203/104*z^3 + 108/13*z + 1
*
[ 2 ] 
f(z) = -201/104*z^3 + 107/13*z + 1
*
[ -3/7 ] 
f(z) = -203/108*z^3 + 103/28*z + 1
*
[ 12/11 ] 
f(z) = -209/108*z^3 + 105/44*z + 1
*
-2/3 | 0.14140996967489905654746635306530975497 | 0.021796679565773537108439957676119469604
f(z) = -219/112*z^3 + 115/84*z + 1
*
-2/3 | 0.14001925553733414643304252886996941673 | 0.021675127941319707830378638927490899214
f(z) = -213/112*z^3 + 113/84*z + 1
*
-2/3 | 0.14946919709317250219661931880350727320 | 0.023347568001908047582434514322729689906
f(z) = -201/112*z^3 + 109/84*z + 1
*
[ 3/4 ] 
f(z) = -220/117*z^3 + 113/156*z + 1
*
[ 3/4 ] 
f(z) = -212/117*z^3 + 107/156*z + 1
*
[ -2 ] 
f(z) = -219/104*z^3 + 129/13*z + 1
*
[ -2 ] 
f(z) = -217/104*z^3 + 128/13*z + 1
*
[ -2 ] 
f(z) = -215/104*z^3 + 127/13*z + 1
*
[ -2 ] 
f(z) = -213/104*z^3 + 126/13*z + 1
*
[ -2 ] 
f(z) = -211/104*z^3 + 125/13*z + 1
*
[ -2 ] 
f(z) = -209/104*z^3 + 124/13*z + 1
*
[ -2 ] 
f(z) = -207/104*z^3 + 123/13*z + 1
*
[ -2 ] 
f(z) = -205/104*z^3 + 122/13*z + 1
*
[ -6 ] 
f(z) = -205/108*z^3 + 139/2*z + 1
*
[ -2 ] 
f(z) = -203/104*z^3 + 121/13*z + 1
*
[ 6 ] 
f(z) = -203/108*z^3 + 137/2*z + 1
*
[ -2 ] 
f(z) = -201/104*z^3 + 120/13*z + 1
*
[ -2/3 ] 
f(z) = -219/104*z^3 + 134/39*z + 1
*
[ -2/3 ] 
f(z) = -213/104*z^3 + 133/39*z + 1
*
[ 5/3 ] 
f(z) = -207/100*z^3 + 123/20*z + 1
*
[ -6/5 ] 
f(z) = -205/108*z^3 + 137/30*z + 1
*
[ -2/3 ] 
f(z) = -201/104*z^3 + 131/39*z + 1
*
[ 6/7 ] 
f(z) = -215/108*z^3 + 127/98*z + 1
*
[ 6/7 ] 
f(z) = -209/108*z^3 + 123/98*z + 1
*
[ 5/6 ] 
f(z) = -216/115*z^3 + 127/115*z + 1
*
[ 4/5 ] 
f(z) = -215/112*z^3 + 137/140*z + 1
*
[ 4/5 ] 
f(z) = -205/112*z^3 + 129/140*z + 1
*
[ 3/4 ] 
f(z) = -203/108*z^3 + 139/192*z + 1
*
[ -6 ] 
f(z) = -217/108*z^3 + 147/2*z + 1
*
[ 6 ] 
f(z) = -215/108*z^3 + 145/2*z + 1
*
[ -6 ] 
f(z) = -211/108*z^3 + 143/2*z + 1
*
[ 6 ] 
f(z) = -209/108*z^3 + 141/2*z + 1
*
[ -5/3 ] 
f(z) = -207/100*z^3 + 147/20*z + 1
*
[ -4/3 ] 
f(z) = -207/112*z^3 + 141/28*z + 1
*
[ 6/5 ] 
f(z) = -217/108*z^3 + 153/50*z + 1
*
[ 6/5 ] 
f(z) = -211/108*z^3 + 149/50*z + 1
*
[ -6/7 ] 
f(z) = -203/108*z^3 + 149/42*z + 1
*
[ 3/4 ] 
f(z) = -215/108*z^3 + 151/192*z + 1
*
[ 3/4 ] 
f(z) = -209/108*z^3 + 145/192*z + 1
*
[ 3/2 ] 
f(z) = -220/117*z^3 + 178/39*z + 1
*
[ 12/7 ] 
f(z) = -217/108*z^3 + 177/28*z + 1
*
[ 3/2 ] 
f(z) = -212/117*z^3 + 172/39*z + 1
*
[ -2/3 ] 
f(z) = -207/100*z^3 + 171/50*z + 1
*
[ 10/11 ] 
f(z) = -209/100*z^3 + 179/110*z + 1
*
-2 | 0.11345323906369537268423970654397396526 | 0.016985036962117285481570615357039023019
f(z) = -213/112*z^3 + 199/28*z + 1
*
-2 | 0.11328013245159349785242411541573957201 | 0.016984806191616645827639629331178969487
f(z) = -211/112*z^3 + 197/28*z + 1
*
-2 | 0.11310531371477177077644083591229106859 | 0.016984580509422094478089307380624846001
f(z) = -209/112*z^3 + 195/28*z + 1
*
-2 | 0.11292874702182726311056983550932975249 | 0.016984359968381405805634348376007611497
f(z) = -207/112*z^3 + 193/28*z + 1
*
-2 | 0.11275039535168004253155929406076382433 | 0.016984144612589092659159372169982822308
f(z) = -205/112*z^3 + 191/28*z + 1
*
[ -12/7 ] 
f(z) = -203/108*z^3 + 199/28*z + 1
*
-2 | 0.11238818270982590725119995215772166556 | 0.016983729581514293393510786769823942302
f(z) = -201/112*z^3 + 187/28*z + 1
*
[ 4/3 ] 
f(z) = -207/104*z^3 + 197/52*z + 1
*
[ -2/3 ] 
f(z) = -207/116*z^3 + 191/58*z + 1
*
-4/5 | 0.15683959188491321489008426942317943049 | 0.022623984245965505001267516960740218726
f(z) = -205/112*z^3 + 199/140*z + 1
*
[ 3 ] 
f(z) = -209/108*z^3 + 217/12*z + 1
*
[ 3 ] 
f(z) = -203/108*z^3 + 211/12*z + 1
*
-2 | 0.11396262770154191927410709535779209920 | 0.016985759166971179326472055672727782293
f(z) = -219/112*z^3 + 205/28*z + 1
*
-2 | 0.11362466824525610066905134927725746910 | 0.016985272760471582152307860414777973514
f(z) = -215/112*z^3 + 201/28*z + 1
*
[ 2 ] 
f(z) = -205/112*z^3 + 219/28*z + 1
*
[ 2 ] 
f(z) = -201/112*z^3 + 215/28*z + 1
*
[ -3/5 ] 
f(z) = -215/108*z^3 + 203/60*z + 1
*
[ -3/4 ] 
f(z) = -209/108*z^3 + 219/64*z + 1
*
[ -3/4 ] 
f(z) = -203/108*z^3 + 217/64*z + 1
*
-10/11 | 0.22508253825788693794626589490086324174 | 0.029079568963398862057535711016165487364
f(z) = -209/100*z^3 + 201/110*z + 1
*
-5/7 | 0.21422538785083341975419734707669661646 | 0.029242563058738080180562559574452740409
f(z) = -217/100*z^3 + 211/140*z + 1
*
-4/5 | 0.19129362711484062166946421480880807887 | 0.027405665603610199119227281316717769228
f(z) = -215/112*z^3 + 207/140*z + 1
*
[ -3 ] 
f(z) = -217/108*z^3 + 233/12*z + 1
*
[ 3 ] 
f(z) = -215/108*z^3 + 223/12*z + 1
*
[ -3 ] 
f(z) = -211/108*z^3 + 227/12*z + 1
*
[ 10/3 ] 
f(z) = -207/100*z^3 + 237/10*z + 1
*
[ -3 ] 
f(z) = -205/108*z^3 + 221/12*z + 1
*
[ -3/2 ] 
f(z) = -220/117*z^3 + 230/39*z + 1
*
[ 2 ] 
f(z) = -219/112*z^3 + 233/28*z + 1
*
[ 2 ] 
f(z) = -215/112*z^3 + 229/28*z + 1
*
[ 2 ] 
f(z) = -213/112*z^3 + 227/28*z + 1
*
[ -3/2 ] 
f(z) = -212/117*z^3 + 224/39*z + 1
*
[ 2 ] 
f(z) = -211/112*z^3 + 225/28*z + 1
*
[ 2 ] 
f(z) = -209/112*z^3 + 223/28*z + 1
*
[ 2 ] 
f(z) = -207/112*z^3 + 221/28*z + 1
*
[ 3/2 ] 
f(z) = -217/108*z^3 + 233/48*z + 1
*
[ 3/2 ] 
f(z) = -211/108*z^3 + 227/48*z + 1
*
[ -6/5 ] 
f(z) = -209/108*z^3 + 231/50*z + 1
*
[ 3/2 ] 
f(z) = -205/108*z^3 + 221/48*z + 1
*
[ -6/5 ] 
f(z) = -203/108*z^3 + 227/50*z + 1
*
[ -3/4 ] 
f(z) = -215/108*z^3 + 221/64*z + 1
*
4/3 | 0.18190513742175170006187502754785363069 | 0.026672243539468893479002553297936530443
f(z) = -219/112*z^3 + 229/84*z + 1
*
4/3 | 0.18767895012545121529629357690095322136 | 0.027663075820614875402032276865365411335
f(z) = -213/112*z^3 + 221/84*z + 1
*
[ 10/9 ] 
f(z) = -207/100*z^3 + 239/90*z + 1
*
[ -10/3 ] 
f(z) = -207/100*z^3 + 243/10*z + 1
*
[ 12/5 ] 
f(z) = -215/108*z^3 + 241/20*z + 1
*
[ -2 ] 
f(z) = -215/112*z^3 + 257/28*z + 1
*
[ -2 ] 
f(z) = -213/112*z^3 + 255/28*z + 1
*
[ -2 ] 
f(z) = -211/112*z^3 + 253/28*z + 1
*
[ -2 ] 
f(z) = -209/112*z^3 + 251/28*z + 1
*
[ -2 ] 
f(z) = -207/112*z^3 + 249/28*z + 1
*
[ -12/5 ] 
f(z) = -205/108*z^3 + 247/20*z + 1
*
[ -2 ] 
f(z) = -205/112*z^3 + 247/28*z + 1
*
[ -2 ] 
f(z) = -201/112*z^3 + 243/28*z + 1
*
[ -2/5 ] 
f(z) = -215/104*z^3 + 249/65*z + 1
*
[ -12/19 ] 
f(z) = -209/108*z^3 + 255/76*z + 1
*
[ -2/5 ] 
f(z) = -205/104*z^3 + 248/65*z + 1
*
-4/3 | 0.19842112897887200911868320627291194196 | 0.028774689566803358514223566506946919158
f(z) = -201/112*z^3 + 247/84*z + 1
*
-2/3 | 0.13963231687019252782010148810466858034 | 0.025163164954662741719851208825423484995
f(z) = -207/110*z^3 + 257/110*z + 1
*
[ -2 ] 
f(z) = -219/112*z^3 + 261/28*z + 1
*
[ -4/3 ] 
f(z) = -207/104*z^3 + 275/52*z + 1
*
-4/3 | 0.15144602178287423489532535111011974993 | 0.021671017130607187830062955467135986324
f(z) = -219/112*z^3 + 271/84*z + 1
*
-4/3 | 0.20137977988780174616710952684981988902 | 0.028940328145821962967501026707754315464
f(z) = -213/112*z^3 + 263/84*z + 1
*
[ -2/3 ] 
f(z) = -201/112*z^3 + 277/84*z + 1
*
3/14 | 0.19260242159835033252218099401603726125 | 0.021645693502638431846615332086888887782
f(z) = -203/108*z^3 + 271/112*z + 1
*
[ 4/5 ] 
f(z) = -215/104*z^3 + 279/260*z + 1
*
[ 4/5 ] 
f(z) = -205/104*z^3 + 263/260*z + 1
*
[ -3/2 ] 
f(z) = -215/108*z^3 + 295/48*z + 1
*
[ -3/2 ] 
f(z) = -209/108*z^3 + 289/48*z + 1
*
[ -3/2 ] 
f(z) = -203/108*z^3 + 283/48*z + 1
*
[ -2/3 ] 
f(z) = -219/112*z^3 + 283/84*z + 1
*
[ -2/3 ] 
f(z) = -213/112*z^3 + 281/84*z + 1
*
[ -5/6 ] 
f(z) = -207/100*z^3 + 291/80*z + 1
*
[ 4/3 ] 
f(z) = -201/112*z^3 + 289/84*z + 1
*
0 | 0.17016260338944283019299037938225324328 | 0.026341349874630522488501314778725703159
f(z) = -213/110*z^3 + 292/165*z + 1
*
[ 5/6 ] 
f(z) = -201/100*z^3 + 287/240*z + 1
*
[ 5/6 ] 
f(z) = -216/125*z^3 + z + 1
*
-5/9 | 0.089414451912925165612047475069377992751 | 0.012475788944964758182635079348523604666
f(z) = -216/125*z^3 + 5/6*z + 1
*
[ -5/4 ] 
f(z) = -216/125*z^3 + 9/2*z + 1
*
5/12 | 0.14235088395985237836994732021085119418 | 0.023457630301279081766624879492123190798
f(z) = -216/125*z^3 + 9/10*z + 1
*
[ -5/9 ] 
f(z) = -216/125*z^3 + 10/3*z + 1
*
5/6 | 0.20936484149064702249690309708066406379 | 0.028972984478860273628649447093563233580
f(z) = -216/125*z^3 + 11/6*z + 1
*
5/9 | 0.089760035719518312197773438903718020058 | 0.013864929132970033779582467660712551663
f(z) = -216/125*z^3 + 11/15*z + 1
*
[ -5/6 ] 
f(z) = -216/125*z^3 + 17/5*z + 1
*
-5/4 | 0.19989040021706499721838039426565002690 | 0.026090151231524600695406096253605587676
f(z) = -216/125*z^3 + 17/6*z + 1
*
-5/6 | 0.14848576009971522464485790212452037535 | 0.024091866928898907699263657203161550214
f(z) = -216/125*z^3 + 19/10*z + 1
*
[ -5/3 ] 
f(z) = -213/125*z^3 + 19/3*z + 1
*
[ -5/2 ] 
f(z) = -212/125*z^3 + 12*z + 1
*
[ 5/2 ] 
f(z) = -208/125*z^3 + 11*z + 1
*
[ -5/8 ] 
f(z) = -208/125*z^3 + 13/4*z + 1
*
[ 5/4 ] 
f(z) = -208/125*z^3 + 14/5*z + 1
*
[ 3/4 ] 
f(z) = -208/135*z^3 + 8/15*z + 1
*
[ -3/4 ] 
f(z) = -208/135*z^3 + 16/5*z + 1
*
[ 3/2 ] 
f(z) = -208/135*z^3 + 19/5*z + 1
*
[ 5/3 ] 
f(z) = -207/125*z^3 + 5*z + 1
*
[ 2/3 ] 
f(z) = -207/136*z^3 + 3/17*z + 1
*
[ 5/6 ] 
f(z) = -206/125*z^3 + 17/18*z + 1
*
[ -5/6 ] 
f(z) = -204/125*z^3 + 10/3*z + 1
*
[ 5/4 ] 
f(z) = -204/125*z^3 + 11/4*z + 1
*
[ 5/6 ] 
f(z) = -204/125*z^3 + 14/15*z + 1
*
[ 5/7 ] 
f(z) = -203/125*z^3 + 3/7*z + 1
*
[ 5/6 ] 
f(z) = -201/125*z^3 + 11/12*z + 1
*
[ 5/7 ] 
f(z) = -217/125*z^3 + 17/35*z + 1
*
5/12 | 0.19449397191176903153096598758308547850 | 0.027137288131029524709028411705823133490
f(z) = -216/125*z^3 + 17/30*z + 1
*
[ 3/4 ] 
f(z) = -212/135*z^3 + 11/20*z + 1
*
[ 5/6 ] 
f(z) = -207/125*z^3 + 19/20*z + 1
*
[ 2/3 ] 
f(z) = -207/128*z^3 + 7/32*z + 1
*
[ 2/3 ] 
f(z) = -219/136*z^3 + 11/51*z + 1
*
[ 2/3 ] 
f(z) = -213/136*z^3 + 10/51*z + 1
*
[ 2/3 ] 
f(z) = -201/136*z^3 + 8/51*z + 1
*
[ 2/3 ] 
f(z) = -207/124*z^3 + 15/62*z + 1
*
[ 2/3 ] 
f(z) = -201/128*z^3 + 19/96*z + 1
*
[ 5/2 ] 
f(z) = -218/125*z^3 + 23/2*z + 1
*
[ -5/7 ] 
f(z) = -217/125*z^3 + 23/7*z + 1
*
-35/18 | 0.20573139916507998822713395825110475112 | 0.025978298514682452133454191608273283486
f(z) = -216/125*z^3 + 22/3*z + 1
*
-5/6 | 0.10087567517243003910746394663250818161 | 0.015986843366976606929106097118521101840
f(z) = -216/125*z^3 + 22/5*z + 1
*
5/36 | 0.13763813271346615636740253905771167317 | 0.017282954777634628679407578744819790555
f(z) = -216/125*z^3 + 23/6*z + 1
*
[ 5/3 ] 
f(z) = -216/125*z^3 + 26/5*z + 1
*
[ 5/4 ] 
f(z) = -216/125*z^3 + 29/10*z + 1
*
[ -5/3 ] 
f(z) = -216/125*z^3 + 32/5*z + 1
*
-5/9 | 0.17577144269311769731410351987509036685 | 0.020965951026131629685890531361266938164
f(z) = -216/125*z^3 + 35/6*z + 1
*
[ -5/12 ] 
f(z) = -216/125*z^3 + 37/10*z + 1
*
[ 5/4 ] 
f(z) = -214/125*z^3 + 23/8*z + 1
*
[ 3/2 ] 
f(z) = -214/135*z^3 + 39/10*z + 1
*
[ -3/2 ] 
f(z) = -212/135*z^3 + 26/5*z + 1
*
[ -5/11 ] 
f(z) = -209/125*z^3 + 39/11*z + 1
*
[ -5/4 ] 
f(z) = -208/125*z^3 + 22/5*z + 1
*
-45/52 | 0.11577993363350870430650236167885782014 | 0.013719250571139652676309973209374494522
f(z) = -208/125*z^3 + 37/13*z + 1
*
[ -5/3 ] 
f(z) = -207/125*z^3 + 31/5*z + 1
*
[ 4/3 ] 
f(z) = -207/128*z^3 + 25/8*z + 1
*
[ -4/3 ] 
f(z) = -207/128*z^3 + 37/8*z + 1
*
[ -5/4 ] 
f(z) = -206/125*z^3 + 35/8*z + 1
*
5/6 | 0.16742118817139641717782675286984925392 | 0.025420106997665337939265267274201204796
f(z) = -204/125*z^3 + 29/15*z + 1
*
[ -5/2 ] 
f(z) = -202/125*z^3 + 23/2*z + 1
*
[ 3/2 ] 
f(z) = -202/135*z^3 + 37/10*z + 1
*
[ 11/12 ] 
f(z) = -216/121*z^3 + 31/22*z + 1
*
-65/72 | 0.18186023202876447310596015648131991182 | 0.021261916054205041830944238465457601044
f(z) = -216/125*z^3 + 29/24*z + 1
*
5/4 | 0.092432222533048548287699831385471809627 | 0.012896851407861009949894572293708576620
f(z) = -216/125*z^3 + 37/30*z + 1
*
[ 5/6 ] 
f(z) = -211/125*z^3 + 35/36*z + 1
*
5/8 | 0.19505611858559343712777428270422678282 | 0.029009663804437466312647124966337266737
f(z) = -208/125*z^3 + 21/20*z + 1
*
3/8 | 0.13288276726364784806294209737030172224 | 0.019745355282962543174628868713155951249
f(z) = -208/135*z^3 + 31/20*z + 1
*
[ 5/7 ] 
f(z) = -218/125*z^3 + 24/49*z + 1
*
[ 3/4 ] 
f(z) = -218/135*z^3 + 23/40*z + 1
*
[ 4/5 ] 
f(z) = -215/128*z^3 + 33/40*z + 1
*
[ 5/7 ] 
f(z) = -213/125*z^3 + 23/49*z + 1
*
[ 5/7 ] 
f(z) = -208/125*z^3 + 22/49*z + 1
*
[ 3/4 ] 
f(z) = -206/135*z^3 + 21/40*z + 1
*
[ 4/5 ] 
f(z) = -205/128*z^3 + 31/40*z + 1
*
[ 2/3 ] 
f(z) = -219/128*z^3 + 25/96*z + 1
*
[ 2/3 ] 
f(z) = -213/128*z^3 + 23/96*z + 1
*
[ 2/3 ] 
f(z) = -211/120*z^3 + 38/135*z + 1
*
[ 2/3 ] 
f(z) = -209/120*z^3 + 37/135*z + 1
*
[ 2/3 ] 
f(z) = -207/122*z^3 + 31/122*z + 1
*
[ 2/3 ] 
f(z) = -207/130*z^3 + 27/130*z + 1
*
[ 2/3 ] 
f(z) = -207/134*z^3 + 25/134*z + 1
*
[ 2/3 ] 
f(z) = -203/120*z^3 + 34/135*z + 1
*
[ 2/3 ] 
f(z) = -217/136*z^3 + 32/153*z + 1
*
[ 2/3 ] 
f(z) = -215/136*z^3 + 31/153*z + 1
*
[ 2/3 ] 
f(z) = -211/136*z^3 + 29/153*z + 1
*
[ 2/3 ] 
f(z) = -209/136*z^3 + 28/153*z + 1
*
[ 2/3 ] 
f(z) = -205/136*z^3 + 26/153*z + 1
*
[ 2/3 ] 
f(z) = -203/136*z^3 + 25/153*z + 1
*
[ -5/6 ] 
f(z) = -219/125*z^3 + 41/12*z + 1
*
[ -5 ] 
f(z) = -219/125*z^3 + 45*z + 1
*
[ 5/4 ] 
f(z) = -219/125*z^3 + 47/16*z + 1
*
[ -5/3 ] 
f(z) = -218/125*z^3 + 58/9*z + 1
*
[ -3/2 ] 
f(z) = -218/135*z^3 + 53/10*z + 1
*
[ 5/3 ] 
f(z) = -217/125*z^3 + 47/9*z + 1
*
[ -5/2 ] 
f(z) = -217/125*z^3 + 49/4*z + 1
*
[ -10/3 ] 
f(z) = -216/125*z^3 + 41/2*z + 1
*
-5/6 | 0.10619770396934113473229442362609376847 | 0.015318932883497229107785773824577250319
f(z) = -216/125*z^3 + 41/15*z + 1
*
[ 5 ] 
f(z) = -216/125*z^3 + 44*z + 1
*
20/9 | 0.22064379192003217756161599764388395548 | 0.025424298536443355191042463845872503138
f(z) = -216/125*z^3 + 47/6*z + 1
*
[ -5/24 ] 
f(z) = -216/125*z^3 + 47/8*z + 1
*
5/36 | 0.17412725563925750452891652030220408072 | 0.019790323893235082930365724019996668309
f(z) = -216/125*z^3 + 53/6*z + 1
*
5/3 | 0.089414580275666296409493608940651140842 | 0.012437403539469143322924566072192311844
f(z) = -216/125*z^3 + 53/15*z + 1
*
[ 5/2 ] 
f(z) = -216/125*z^3 + 57/5*z + 1
*
-5/3 | 0.16148152160110602181922167982992763133 | 0.022131630385053719247380262698265998865
f(z) = -216/125*z^3 + 59/10*z + 1
*
[ -5 ] 
f(z) = -214/125*z^3 + 44*z + 1
*
[ 5/2 ] 
f(z) = -213/125*z^3 + 45/4*z + 1
*
[ 5/3 ] 
f(z) = -212/125*z^3 + 46/9*z + 1
*
[ 5/2 ] 
f(z) = -212/125*z^3 + 56/5*z + 1
*
[ 3/2 ] 
f(z) = -212/135*z^3 + 58/15*z + 1
*
[ 5 ] 
f(z) = -211/125*z^3 + 43*z + 1
*
[ -5 ] 
f(z) = -209/125*z^3 + 43*z + 1
*
[ 5/4 ] 
f(z) = -209/125*z^3 + 45/16*z + 1
*
[ -5/13 ] 
f(z) = -208/125*z^3 + 50/13*z + 1
*
[ -5/3 ] 
f(z) = -208/125*z^3 + 56/9*z + 1
*
[ -5/2 ] 
f(z) = -208/125*z^3 + 59/5*z + 1
*
[ -5/2 ] 
f(z) = -207/125*z^3 + 47/4*z + 1
*
[ -5/12 ] 
f(z) = -207/125*z^3 + 59/16*z + 1
*
[ -2/3 ] 
f(z) = -207/136*z^3 + 54/17*z + 1
*
[ 5 ] 
f(z) = -206/125*z^3 + 42*z + 1
*
[ -3/2 ] 
f(z) = -206/135*z^3 + 51/10*z + 1
*
[ -5 ] 
f(z) = -204/125*z^3 + 42*z + 1
*
[ 5/2 ] 
f(z) = -204/125*z^3 + 54/5*z + 1
*
[ -5/2 ] 
f(z) = -204/125*z^3 + 58/5*z + 1
*
[ 5/2 ] 
f(z) = -203/125*z^3 + 43/4*z + 1
*
[ -5/3 ] 
f(z) = -203/125*z^3 + 55/9*z + 1
*
[ 5/3 ] 
f(z) = -202/125*z^3 + 44/9*z + 1
*
[ 5 ] 
f(z) = -201/125*z^3 + 41*z + 1
*
[ 5/4 ] 
f(z) = -212/125*z^3 + 57/20*z + 1
*
-4/5 | 0.19403008631488002692158896443130841788 | 0.027797704203668635217609487107110931716
f(z) = -215/128*z^3 + 53/40*z + 1
*
-3/4 | 0.20390240215681195091519420017548240392 | 0.027386295073978431469530153975717700988
f(z) = -214/135*z^3 + 49/40*z + 1
*
[ 5/6 ] 
f(z) = -212/125*z^3 + 44/45*z + 1
*
[ 5/6 ] 
f(z) = -208/125*z^3 + 43/45*z + 1
*
-4/5 | 0.20255388071838042027069441123258191431 | 0.029218233427274200297055553809654973759
f(z) = -205/128*z^3 + 51/40*z + 1
*
[ 15/17 ] 
f(z) = -204/125*z^3 + 58/51*z + 1
*
-3/4 | 0.19394278627250713629658146163110300133 | 0.026252087080870515711371118800348274699
f(z) = -202/135*z^3 + 47/40*z + 1
*
[ 5/6 ] 
f(z) = -213/125*z^3 + 59/60*z + 1
*
-5/12 | 0.16396854233612540523836092378125644455 | 0.021013454115261099026739741024934256022
f(z) = -204/125*z^3 + 41/60*z + 1
*
[ 8/11 ] 
f(z) = -209/128*z^3 + 43/88*z + 1
*
[ 3/4 ] 
f(z) = -209/135*z^3 + 43/80*z + 1
*
[ 3/4 ] 
f(z) = -203/135*z^3 + 41/80*z + 1
*
[ 2/3 ] 
f(z) = -217/120*z^3 + 41/135*z + 1
*
[ 15/22 ] 
f(z) = -209/125*z^3 + 41/132*z + 1
*
[ 25/36 ] 
f(z) = -216/125*z^3 + 59/150*z + 1
*
[ 2/3 ] 
f(z) = -219/124*z^3 + 53/186*z + 1
*
[ 2/3 ] 
f(z) = -213/124*z^3 + 49/186*z + 1
*
[ 2/3 ] 
f(z) = -201/124*z^3 + 41/186*z + 1
*
[ 2/3 ] 
f(z) = -207/125*z^3 + 59/250*z + 1
*
[ 2/3 ] 
f(z) = -207/127*z^3 + 57/254*z + 1
*
[ 2/3 ] 
f(z) = -216/133*z^3 + 59/266*z + 1
*
[ 2/3 ] 
f(z) = -216/137*z^3 + 55/274*z + 1
*
[ 2/3 ] 
f(z) = -216/139*z^3 + 53/278*z + 1
*
[ 2/3 ] 
f(z) = -207/131*z^3 + 53/262*z + 1
*
[ 2/3 ] 
f(z) = -207/133*z^3 + 51/266*z + 1
*
[ 2/3 ] 
f(z) = -207/137*z^3 + 47/274*z + 1
*
[ 2/3 ] 
f(z) = -207/139*z^3 + 45/278*z + 1
*
[ 2/3 ] 
f(z) = -203/128*z^3 + 59/288*z + 1
*
[ 5/3 ] 
f(z) = -219/125*z^3 + 79/15*z + 1
*
[ 3 ] 
f(z) = -218/135*z^3 + 76/5*z + 1
*
[ -3 ] 
f(z) = -217/135*z^3 + 79/5*z + 1
*
[ 11/6 ] 
f(z) = -216/121*z^3 + 71/11*z + 1
*
[ -5/2 ] 
f(z) = -216/125*z^3 + 61/5*z + 1
*
65/18 | 0.24658890403443644075535894284091440731 | 0.027437799455723209461949286615505735479
f(z) = -216/125*z^3 + 64/3*z + 1
*
[ -5/6 ] 
f(z) = -214/125*z^3 + 61/18*z + 1
*
[ -3 ] 
f(z) = -214/135*z^3 + 78/5*z + 1
*
[ 5/3 ] 
f(z) = -213/125*z^3 + 77/15*z + 1
*
[ 3 ] 
f(z) = -212/135*z^3 + 74/5*z + 1
*
[ -5/4 ] 
f(z) = -211/125*z^3 + 71/16*z + 1
*
[ -3 ] 
f(z) = -211/135*z^3 + 77/5*z + 1
*
[ 3 ] 
f(z) = -209/135*z^3 + 73/5*z + 1
*
[ -15/4 ] 
f(z) = -208/125*z^3 + 74/3*z + 1
*
[ -3 ] 
f(z) = -208/135*z^3 + 76/5*z + 1
*
[ -3/2 ] 
f(z) = -208/135*z^3 + 77/15*z + 1
*
[ -10/9 ] 
f(z) = -207/125*z^3 + 71/18*z + 1
*
[ 3 ] 
f(z) = -206/135*z^3 + 72/5*z + 1
*
[ 5/3 ] 
f(z) = -204/125*z^3 + 74/15*z + 1
*
[ 3 ] 
f(z) = -203/135*z^3 + 71/5*z + 1
*
[ -3 ] 
f(z) = -202/135*z^3 + 74/5*z + 1
*
[ -5/4 ] 
f(z) = -201/125*z^3 + 69/16*z + 1
*
[ 5/3 ] 
f(z) = -201/125*z^3 + 73/15*z + 1
*
[ 4/3 ] 
f(z) = -219/128*z^3 + 79/24*z + 1
*
[ 3/2 ] 
f(z) = -217/135*z^3 + 79/20*z + 1
*
[ -11/12 ] 
f(z) = -216/121*z^3 + 79/22*z + 1
*
-5/12 | 0.12325430837780939976632858051639408739 | 0.016815623125859700780506561178858979492
f(z) = -216/125*z^3 + 61/30*z + 1
*
-5/6 | 0.22662578240566555266241636964536224736 | 0.029966327419114567615201118289100629747
f(z) = -216/125*z^3 + 77/30*z + 1
*
[ 4/3 ] 
f(z) = -213/128*z^3 + 77/24*z + 1
*
[ 3/2 ] 
f(z) = -211/135*z^3 + 77/20*z + 1
*
[ -5/6 ] 
f(z) = -207/125*z^3 + 67/20*z + 1
*
[ 4/3 ] 
f(z) = -201/128*z^3 + 73/24*z + 1
*
[ 15/16 ] 
f(z) = -208/125*z^3 + 67/48*z + 1
*
[ 5/6 ] 
f(z) = -219/125*z^3 + 61/60*z + 1
*
[ 6/7 ] 
f(z) = -217/135*z^3 + 71/70*z + 1
*
-3/4 | 0.18398716577575258713326771312067077549 | 0.027286137144283677700129985989282000987
f(z) = -212/135*z^3 + 73/60*z + 1
*
15/13 | 0.23300832244695637264968390289709447062 | 0.029485440413507427358726651853966379258
f(z) = -208/135*z^3 + 77/65*z + 1
*
[ 3/4 ] 
f(z) = -214/135*z^3 + 67/120*z + 1
*
[ 3/4 ] 
f(z) = -208/123*z^3 + 76/123*z + 1
*
[ 3/4 ] 
f(z) = -208/129*z^3 + 74/129*z + 1
*
[ 3/4 ] 
f(z) = -202/135*z^3 + 61/120*z + 1
*
[ 11/16 ] 
f(z) = -208/121*z^3 + 63/176*z + 1
*
[ 2/3 ] 
f(z) = -216/121*z^3 + 71/242*z + 1
*
[ 2/3 ] 
f(z) = -216/125*z^3 + 67/250*z + 1
*
[ 2/3 ] 
f(z) = -216/127*z^3 + 65/254*z + 1
*
[ 2/3 ] 
f(z) = -207/121*z^3 + 63/242*z + 1
*
[ 2/3 ] 
f(z) = -216/131*z^3 + 61/262*z + 1
*
[ 2/3 ] 
f(z) = -217/128*z^3 + 73/288*z + 1
*
[ 2/3 ] 
f(z) = -215/128*z^3 + 71/288*z + 1
*
[ 2/3 ] 
f(z) = -211/128*z^3 + 67/288*z + 1
*
[ 2/3 ] 
f(z) = -209/128*z^3 + 65/288*z + 1
*
[ 2/3 ] 
f(z) = -205/128*z^3 + 61/288*z + 1
*
[ -5/3 ] 
f(z) = -219/125*z^3 + 97/15*z + 1
*
[ -11/6 ] 
f(z) = -216/121*z^3 + 83/11*z + 1
*
5/36 | 0.19669898767379901245853261995119976904 | 0.021271299291987247696815122025155530659
f(z) = -216/125*z^3 + 83/6*z + 1
*
-2 | 0.11364357283378613880883196066296372894 | 0.017026373144631912233645842805931434130
f(z) = -215/136*z^3 + 99/17*z + 1
*
-2 | 0.11347040003599957968284203061434095592 | 0.017026325918698402677027421042244263157
f(z) = -213/136*z^3 + 98/17*z + 1
*
-2 | 0.092945097103057376353514750210287406294 | 0.013946487500878272576801082941589477508
f(z) = -211/120*z^3 + 98/15*z + 1
*
-2 | 0.11329547490538023694617934751912204946 | 0.017026281643189733033064500635549170420
f(z) = -211/136*z^3 + 97/17*z + 1
*
-2 | 0.092770778515778968325595650158828563418 | 0.013941787212479549761601009632972561921
f(z) = -209/120*z^3 + 97/15*z + 1
*
-2 | 0.11311875902521950668495096572646048425 | 0.017026240078134815486836662366460818018
f(z) = -209/136*z^3 + 96/17*z + 1
*
[ 8/3 ] 
f(z) = -207/128*z^3 + 97/8*z + 1
*
-2 | 0.11294021261152359003469550734491218723 | 0.017026200950173778417258243983523661202
f(z) = -207/136*z^3 + 95/17*z + 1
*
-2 | 0.11275979444309489686146048063692895592 | 0.017026163949079627019952365983353732817
f(z) = -205/136*z^3 + 94/17*z + 1
*
[ -5/3 ] 
f(z) = -204/125*z^3 + 92/15*z + 1
*
-2 | 0.092233937211156922174785066591325548442 | 0.013926862357121300370061896835303441445
f(z) = -203/120*z^3 + 94/15*z + 1
*
-2 | 0.11257746178683424927992498946388141901 | 0.017026128723908630228531794826312944430
f(z) = -203/136*z^3 + 93/17*z + 1
*
[ -5/3 ] 
f(z) = -201/125*z^3 + 91/15*z + 1
*
-2 | 0.11239317031784864158347949677399756648 | 0.017026094878736164307468622181597237535
f(z) = -201/136*z^3 + 92/17*z + 1
*
[ 11/9 ] 
f(z) = -216/121*z^3 + 94/33*z + 1
*
-5/36 | 0.14674308299454616794743062360752643008 | 0.018828696811468583773077501655167434299
f(z) = -216/125*z^3 + 97/30*z + 1
*
[ -5/4 ] 
f(z) = -212/125*z^3 + 89/20*z + 1
*
-15/8 | 0.22350272348581967152863467327300085566 | 0.028323906913429449189583280424300273308
f(z) = -208/135*z^3 + 99/20*z + 1
*
[ -5/4 ] 
f(z) = -204/125*z^3 + 87/20*z + 1
*
[ -5/9 ] 
f(z) = -201/125*z^3 + 89/27*z + 1
*
5/24 | 0.12901092399503400827013854670066416900 | 0.016690212337699435367410662845273205388
f(z) = -216/125*z^3 + 91/40*z + 1
*
[ 8/9 ] 
f(z) = -207/128*z^3 + 83/72*z + 1
*
[ 5/6 ] 
f(z) = -218/125*z^3 + 91/90*z + 1
*
-3/4 | 0.19401976067956305102811410158155762875 | 0.023798846005510560856804983482016029268
f(z) = -217/135*z^3 + 99/80*z + 1
*
[ 5/6 ] 
f(z) = -214/125*z^3 + 89/90*z + 1
*
[ 5/6 ] 
f(z) = -202/125*z^3 + 83/90*z + 1
*
[ 10/13 ] 
f(z) = -208/125*z^3 + 89/130*z + 1
*
-5/48 | 0.29915249439952209228806629929537835959 | 0.029023216866455233958899114259881444199
f(z) = -208/125*z^3 + 89/144*z + 1
*
[ 11/15 ] 
f(z) = -210/121*z^3 + 94/165*z + 1
*
-2 | 0.11398480865029917534669309760541871917 | 0.017026477259287624147066488360457489888
f(z) = -219/136*z^3 + 101/17*z + 1
*
[ 2 ] 
f(z) = -219/136*z^3 + 118/17*z + 1
*
-2 | 0.093461920441444384357902076934584475041 | 0.013960871469177355222689252231866201534
f(z) = -217/120*z^3 + 101/15*z + 1
*
[ 2 ] 
f(z) = -217/120*z^3 + 116/15*z + 1
*
-2 | 0.11381503041367867718891351130620811680 | 0.017026423530717996503103719880062754113
f(z) = -217/136*z^3 + 100/17*z + 1
*
[ 2 ] 
f(z) = -217/136*z^3 + 117/17*z + 1
*
-5/18 | 0.16384952915148727262291471158620659084 | 0.020915190919751385302332875290903106112
f(z) = -216/125*z^3 + 101/15*z + 1
*
[ 20/9 ] 
f(z) = -216/125*z^3 + 109/12*z + 1
*
[ 2 ] 
f(z) = -215/136*z^3 + 116/17*z + 1
*
[ 5/2 ] 
f(z) = -214/125*z^3 + 113/10*z + 1
*
[ 2 ] 
f(z) = -213/136*z^3 + 115/17*z + 1
*
[ 2 ] 
f(z) = -211/120*z^3 + 113/15*z + 1
*
[ 2 ] 
f(z) = -211/136*z^3 + 114/17*z + 1
*
[ 2 ] 
f(z) = -209/120*z^3 + 112/15*z + 1
*
[ 2 ] 
f(z) = -209/136*z^3 + 113/17*z + 1
*
[ 15/4 ] 
f(z) = -208/135*z^3 + 112/5*z + 1
*
[ -8/3 ] 
f(z) = -207/128*z^3 + 103/8*z + 1
*
[ 2 ] 
f(z) = -207/136*z^3 + 112/17*z + 1
*
[ 5/2 ] 
f(z) = -206/125*z^3 + 109/10*z + 1
*
[ -5/2 ] 
f(z) = -206/125*z^3 + 117/10*z + 1
*
[ 2 ] 
f(z) = -205/136*z^3 + 111/17*z + 1
*
[ 10/3 ] 
f(z) = -204/125*z^3 + 113/6*z + 1
*
[ 2 ] 
f(z) = -203/120*z^3 + 109/15*z + 1
*
[ 2 ] 
f(z) = -203/136*z^3 + 110/17*z + 1
*
[ 5/2 ] 
f(z) = -202/125*z^3 + 107/10*z + 1
*
[ -10/3 ] 
f(z) = -201/125*z^3 + 115/6*z + 1
*
[ 2 ] 
f(z) = -201/136*z^3 + 109/17*z + 1
*
[ -4/3 ] 
f(z) = -219/128*z^3 + 115/24*z + 1
*
[ -5/8 ] 
f(z) = -218/125*z^3 + 105/32*z + 1
*
[ 3/2 ] 
f(z) = -218/135*z^3 + 119/30*z + 1
*
[ -11/18 ] 
f(z) = -216/121*z^3 + 109/33*z + 1
*
[ -4/3 ] 
f(z) = -213/128*z^3 + 113/24*z + 1
*
[ -3/2 ] 
f(z) = -209/135*z^3 + 103/20*z + 1
*
[ -2/3 ] 
f(z) = -207/128*z^3 + 103/32*z + 1
*
[ 3/2 ] 
f(z) = -206/135*z^3 + 113/30*z + 1
*
[ -10/17 ] 
f(z) = -204/125*z^3 + 111/34*z + 1
*
[ -5/7 ] 
f(z) = -203/125*z^3 + 113/35*z + 1
*
[ -3/2 ] 
f(z) = -203/135*z^3 + 101/20*z + 1
*
[ -4/3 ] 
f(z) = -201/128*z^3 + 109/24*z + 1
*
[ 5/4 ] 
f(z) = -218/125*z^3 + 117/40*z + 1
*
[ 10/9 ] 
f(z) = -213/125*z^3 + 119/54*z + 1
*
[ 5/4 ] 
f(z) = -206/125*z^3 + 111/40*z + 1
*
-8/7 | 0.22103806328405584352327946374414747097 | 0.029614139963583355587617114814338508842
f(z) = -203/128*z^3 + 109/56*z + 1
*
[ 5/4 ] 
f(z) = -202/125*z^3 + 109/40*z + 1
*
-8/9 | 0.22224659597976603314374451065413942312 | 0.029515042151241321287089619487035772348
f(z) = -207/128*z^3 + 101/72*z + 1
*
-2/3 | 0.18305178951579473081814288489890631897 | 0.028336609435724739981642329069818070251
f(z) = -213/128*z^3 + 119/96*z + 1
*
-8/11 | 0.19747859203271369617291932285431666152 | 0.025513273398537326976905458817844017124
f(z) = -209/128*z^3 + 109/88*z + 1
*
-15/19 | 0.24094419639287056183095132423924746076 | 0.029075755987590669269557965039653456964
f(z) = -209/135*z^3 + 117/95*z + 1
*
[ 15/16 ] 
f(z) = -208/135*z^3 + 103/80*z + 1
*
-2/3 | 0.17596571132895369934318581479377707110 | 0.027486408511955077653236174591242041083
f(z) = -201/128*z^3 + 115/96*z + 1
*
[ 6/7 ] 
f(z) = -203/120*z^3 + 113/105*z + 1
*
[ 5/7 ] 
f(z) = -216/125*z^3 + 118/245*z + 1
*
[ 5/7 ] 
f(z) = -214/125*z^3 + 116/245*z + 1
*
[ 5/7 ] 
f(z) = -212/125*z^3 + 114/245*z + 1
*
[ 5/7 ] 
f(z) = -211/125*z^3 + 113/245*z + 1
*
[ 5/7 ] 
f(z) = -209/125*z^3 + 111/245*z + 1
*
[ 5/7 ] 
f(z) = -207/125*z^3 + 109/245*z + 1
*
[ 5/7 ] 
f(z) = -206/125*z^3 + 108/245*z + 1
*
[ 5/7 ] 
f(z) = -204/125*z^3 + 106/245*z + 1
*
[ 5/7 ] 
f(z) = -202/125*z^3 + 104/245*z + 1
*
[ 5/7 ] 
f(z) = -201/125*z^3 + 103/245*z + 1
*
[ 10/3 ] 
f(z) = -219/125*z^3 + 121/6*z + 1
*
[ -2 ] 
f(z) = -219/136*z^3 + 135/17*z + 1
*
[ -5/2 ] 
f(z) = -218/125*z^3 + 123/10*z + 1
*
[ -2 ] 
f(z) = -217/120*z^3 + 131/15*z + 1
*
[ -2 ] 
f(z) = -217/136*z^3 + 134/17*z + 1
*
[ -2 ] 
f(z) = -215/136*z^3 + 133/17*z + 1
*
[ -5/2 ] 
f(z) = -214/125*z^3 + 121/10*z + 1
*
[ -2 ] 
f(z) = -213/136*z^3 + 132/17*z + 1
*
[ -2 ] 
f(z) = -211/120*z^3 + 128/15*z + 1
*
[ -2 ] 
f(z) = -211/136*z^3 + 131/17*z + 1
*
[ -2 ] 
f(z) = -209/120*z^3 + 127/15*z + 1
*
[ -2 ] 
f(z) = -209/136*z^3 + 130/17*z + 1
*
[ -2 ] 
f(z) = -207/136*z^3 + 129/17*z + 1
*
[ -2 ] 
f(z) = -205/136*z^3 + 128/17*z + 1
*
[ -2 ] 
f(z) = -203/120*z^3 + 124/15*z + 1
*
[ -2 ] 
f(z) = -203/136*z^3 + 127/17*z + 1
*
[ -2 ] 
f(z) = -201/136*z^3 + 126/17*z + 1
*
[ -3/7 ] 
f(z) = -217/135*z^3 + 127/35*z + 1
*
[ -10/9 ] 
f(z) = -216/125*z^3 + 121/30*z + 1
*
-5/9 | 0.15762429571333867468578597460031584533 | 0.016322913577008697648521466940198925538
f(z) = -216/125*z^3 + 125/24*z + 1
*
[ -5/12 ] 
f(z) = -212/125*z^3 + 133/36*z + 1
*
[ -5/6 ] 
f(z) = -209/125*z^3 + 121/36*z + 1
*
-15/8 | 0.19408046345798470173050562873546563511 | 0.024215663445854181784978844670746583593
f(z) = -208/125*z^3 + 121/20*z + 1
*
[ -15/8 ] 
f(z) = -208/135*z^3 + 139/20*z + 1
*
[ 8/7 ] 
f(z) = -217/128*z^3 + 131/56*z + 1
*
[ -5/8 ] 
f(z) = -216/125*z^3 + 131/40*z + 1
*
[ -4/5 ] 
f(z) = -215/128*z^3 + 133/40*z + 1
*
[ -3/4 ] 
f(z) = -214/135*z^3 + 129/40*z + 1
*
[ -4/5 ] 
f(z) = -205/128*z^3 + 131/40*z + 1
*
[ 8/7 ] 
f(z) = -203/128*z^3 + 123/56*z + 1
*
[ -3/4 ] 
f(z) = -202/135*z^3 + 127/40*z + 1
*
-2/3 | 0.18611026653656950507831389538131908096 | 0.028686703299098255667900137659628903219
f(z) = -219/128*z^3 + 121/96*z + 1
*
[ 11/12 ] 
f(z) = -208/121*z^3 + 134/99*z + 1
*
[ 6/7 ] 
f(z) = -217/120*z^3 + 122/105*z + 1
*
[ 11/14 ] 
f(z) = -210/121*z^3 + 123/154*z + 1
*
[ 5/7 ] 
f(z) = -219/125*z^3 + 121/245*z + 1
*
[ 3/4 ] 
f(z) = -217/135*z^3 + 137/240*z + 1
*
[ 3/4 ] 
f(z) = -211/135*z^3 + 131/240*z + 1
*
[ 11/4 ] 
f(z) = -208/121*z^3 + 150/11*z + 1
*
[ -11/4 ] 
f(z) = -208/121*z^3 + 158/11*z + 1
*
[ -11/9 ] 
f(z) = -216/121*z^3 + 148/33*z + 1
*
[ 15/8 ] 
f(z) = -216/125*z^3 + 157/24*z + 1
*
[ -3/2 ] 
f(z) = -214/135*z^3 + 157/30*z + 1
*
[ -3/2 ] 
f(z) = -202/135*z^3 + 151/30*z + 1
*
-8/5 | 0.23195085897662175761080089136361735637 | 0.029627763642116635450419379178303838446
f(z) = -215/128*z^3 + 157/40*z + 1
*
[ -5/6 ] 
f(z) = -212/125*z^3 + 152/45*z + 1
*
[ 11/8 ] 
f(z) = -208/121*z^3 + 155/44*z + 1
*
[ -5/6 ] 
f(z) = -208/125*z^3 + 151/45*z + 1
*
[ -5/9 ] 
f(z) = -207/125*z^3 + 149/45*z + 1
*
[ -5/7 ] 
f(z) = -207/125*z^3 + 159/49*z + 1
*
[ -5/7 ] 
f(z) = -202/125*z^3 + 158/49*z + 1
*
[ 15/13 ] 
f(z) = -208/135*z^3 + 142/65*z + 1
*
-6/7 | 0.20155256199506201392890600899850182620 | 0.027512675145183020245515033422409633018
f(z) = -217/120*z^3 + 157/105*z + 1
*
[ 10/11 ] 
f(z) = -209/125*z^3 + 141/110*z + 1
*
-6/7 | 0.16397691086835156794888220059320742228 | 0.022589101479402335275201013190871417846
f(z) = -203/120*z^3 + 148/105*z + 1
*
-3/4 | 0.19067455978710346320754091282624625624 | 0.025546111910026112309515735829343969246
f(z) = -218/135*z^3 + 149/120*z + 1
*
-3/4 | 0.22072009928444626594923141058041806602 | 0.029797574224807859334809986078151101175
f(z) = -206/135*z^3 + 143/120*z + 1
*
[ 11/13 ] 
f(z) = -208/121*z^3 + 150/143*z + 1
*
[ 4/5 ] 
f(z) = -209/128*z^3 + 159/200*z + 1
*
[ 4/5 ] 
f(z) = -207/128*z^3 + 157/200*z + 1
*
[ 4/5 ] 
f(z) = -203/128*z^3 + 153/200*z + 1
*
[ 4/5 ] 
f(z) = -201/128*z^3 + 151/200*z + 1
*
[ 11/15 ] 
f(z) = -207/121*z^3 + 153/275*z + 1
*
-5/3 | 0.18713957656353354713230344808024083670 | 0.022447223562977380321094930951957867319
f(z) = -216/125*z^3 + 167/30*z + 1
*
[ -35/18 ] 
f(z) = -216/125*z^3 + 169/21*z + 1
*
[ -2/3 ] 
f(z) = -219/136*z^3 + 164/51*z + 1
*
[ -5/4 ] 
f(z) = -214/125*z^3 + 179/40*z + 1
*
[ -2/3 ] 
f(z) = -213/136*z^3 + 163/51*z + 1
*
[ -5/7 ] 
f(z) = -212/125*z^3 + 160/49*z + 1
*
[ 15/11 ] 
f(z) = -209/135*z^3 + 173/55*z + 1
*
[ -5/12 ] 
f(z) = -208/125*z^3 + 166/45*z + 1
*
[ 8/5 ] 
f(z) = -205/128*z^3 + 179/40*z + 1
*
[ -5/4 ] 
f(z) = -202/125*z^3 + 173/40*z + 1
*
[ -2/3 ] 
f(z) = -201/136*z^3 + 161/51*z + 1
*
[ 15/14 ] 
f(z) = -217/125*z^3 + 173/84*z + 1
*
[ 11/12 ] 
f(z) = -204/121*z^3 + 175/132*z + 1
*
15/26 | 0.27665522211620437336083341534902305079 | 0.026633746616367621434354691253206480137
f(z) = -208/125*z^3 + 167/156*z + 1
*
[ 5/6 ] 
f(z) = -209/125*z^3 + 173/180*z + 1
*
[ 5/6 ] 
f(z) = -203/125*z^3 + 167/180*z + 1
*
[ 4/5 ] 
f(z) = -219/128*z^3 + 169/200*z + 1
*
[ 4/5 ] 
f(z) = -217/128*z^3 + 167/200*z + 1
*
[ 4/5 ] 
f(z) = -213/128*z^3 + 163/200*z + 1
*
[ 4/5 ] 
f(z) = -211/128*z^3 + 161/200*z + 1
*
10/17 | 0.18720514712227312250646968864528828234 | 0.020238513249695796041570367444600690341
f(z) = -204/125*z^3 + 178/255*z + 1
*
[ 11/15 ] 
f(z) = -216/121*z^3 + 164/275*z + 1
*
155/36 | 0.27052224660745788224474630923756738704 | 0.026835961256041972187793190796489895035
f(z) = -216/125*z^3 + 191/6*z + 1
*
[ 10/3 ] 
f(z) = -216/125*z^3 + 199/10*z + 1
*
[ 10/3 ] 
f(z) = -207/125*z^3 + 191/10*z + 1
*
[ -10/3 ] 
f(z) = -207/125*z^3 + 197/10*z + 1
*
-65/36 | 0.19923295329943770396192989190483537654 | 0.023669256038034463482636081911344860686
f(z) = -216/125*z^3 + 181/30*z + 1
*
35/18 | 0.24418859935524113608790848513603089157 | 0.028898112302968433997967678587725680679
f(z) = -216/125*z^3 + 187/30*z + 1
*
-2 | 0.11364163007659769921430968581276187803 | 0.017013240901853904813232145283952648546
f(z) = -215/128*z^3 + 199/32*z + 1
*
-2 | 0.11346913215560249265092617894659286305 | 0.017013144111721368761668630597527196082
f(z) = -213/128*z^3 + 197/32*z + 1
*
-2 | 0.11329491033982699361647560519234884972 | 0.017013051489580337740123849448970180154
f(z) = -211/128*z^3 + 195/32*z + 1
*
-2 | 0.11311892764091239140805809978686882036 | 0.017012962925367434540765603418248031248
f(z) = -209/128*z^3 + 193/32*z + 1
*
-2 | 0.11294114579327499820890443024971222777 | 0.017012878286425524870343650235536250097
f(z) = -207/128*z^3 + 191/32*z + 1
*
-2 | 0.11276152519119592257647084022906999996 | 0.017012797415002371893770871297702005401
f(z) = -205/128*z^3 + 189/32*z + 1
*
-2 | 0.11258002482178944198086803171024292230 | 0.017012720125478755980342951639846396162
f(z) = -203/128*z^3 + 187/32*z + 1
*
-2 | 0.11239660219350782697709569358028962929 | 0.017012646201294674974654862629282549967
f(z) = -201/128*z^3 + 185/32*z + 1
*
[ -5/4 ] 
f(z) = -218/125*z^3 + 181/40*z + 1
*
[ -4/7 ] 
f(z) = -217/128*z^3 + 185/56*z + 1
*
[ -5/14 ] 
f(z) = -216/125*z^3 + 197/49*z + 1
*
[ 8/5 ] 
f(z) = -215/128*z^3 + 187/40*z + 1
*
[ -4/7 ] 
f(z) = -203/128*z^3 + 183/56*z + 1
*
[ -3/4 ] 
f(z) = -212/135*z^3 + 193/60*z + 1
*
5/3 | 0.24353241057252863725125990695779615740 | 0.028748449980235181774462946848788858292
f(z) = -204/125*z^3 + 191/60*z + 1
*
[ -5/6 ] 
f(z) = -201/125*z^3 + 199/60*z + 1
*
[ 10/9 ] 
f(z) = -207/125*z^3 + 193/90*z + 1
*
[ 5/6 ] 
f(z) = -217/125*z^3 + 181/180*z + 1
*
[ 6/7 ] 
f(z) = -203/135*z^3 + 197/210*z + 1
*
[ 15/19 ] 
f(z) = -209/135*z^3 + 199/285*z + 1
*
[ 35/12 ] 
f(z) = -216/125*z^3 + 215/14*z + 1
*
[ 5 ] 
f(z) = -214/125*z^3 + 218/5*z + 1
*
[ 5 ] 
f(z) = -213/125*z^3 + 217/5*z + 1
*
[ -5 ] 
f(z) = -213/125*z^3 + 219/5*z + 1
*
[ 4 ] 
f(z) = -213/128*z^3 + 219/8*z + 1
*
[ 5 ] 
f(z) = -212/125*z^3 + 216/5*z + 1
*
[ -5 ] 
f(z) = -212/125*z^3 + 218/5*z + 1
*
[ -5 ] 
f(z) = -211/125*z^3 + 217/5*z + 1
*
[ 4 ] 
f(z) = -211/128*z^3 + 217/8*z + 1
*
[ 5 ] 
f(z) = -209/125*z^3 + 213/5*z + 1
*
[ 4 ] 
f(z) = -209/128*z^3 + 215/8*z + 1
*
[ -4 ] 
f(z) = -209/128*z^3 + 219/8*z + 1
*
[ 5 ] 
f(z) = -208/125*z^3 + 212/5*z + 1
*
[ -5 ] 
f(z) = -208/125*z^3 + 214/5*z + 1
*
[ 3 ] 
f(z) = -208/135*z^3 + 218/15*z + 1
*
[ 5 ] 
f(z) = -207/125*z^3 + 211/5*z + 1
*
[ -5 ] 
f(z) = -207/125*z^3 + 213/5*z + 1
*
[ 4 ] 
f(z) = -207/128*z^3 + 213/8*z + 1
*
[ -4 ] 
f(z) = -207/128*z^3 + 217/8*z + 1
*
[ -5 ] 
f(z) = -206/125*z^3 + 212/5*z + 1
*
[ 4 ] 
f(z) = -205/128*z^3 + 211/8*z + 1
*
[ -4 ] 
f(z) = -205/128*z^3 + 215/8*z + 1
*
[ 5 ] 
f(z) = -204/125*z^3 + 208/5*z + 1
*
[ 5 ] 
f(z) = -203/125*z^3 + 207/5*z + 1
*
[ -5 ] 
f(z) = -203/125*z^3 + 209/5*z + 1
*
[ 4 ] 
f(z) = -203/128*z^3 + 209/8*z + 1
*
[ -4 ] 
f(z) = -203/128*z^3 + 213/8*z + 1
*
[ 5 ] 
f(z) = -202/125*z^3 + 206/5*z + 1
*
[ -5 ] 
f(z) = -202/125*z^3 + 208/5*z + 1
*
[ 3 ] 
f(z) = -202/135*z^3 + 212/15*z + 1
*
[ -5 ] 
f(z) = -201/125*z^3 + 207/5*z + 1
*
[ 4 ] 
f(z) = -201/128*z^3 + 207/8*z + 1
*
[ -4 ] 
f(z) = -201/128*z^3 + 211/8*z + 1
*
-2 | 0.11398159615263254727483484494537375948 | 0.017013447326712404938770610945603300625
f(z) = -219/128*z^3 + 203/32*z + 1
*
-2 | 0.11381243987304675045998488521838294299 | 0.017013341949706245462605794230074579562
f(z) = -217/128*z^3 + 201/32*z + 1
*
-5/12 | 0.14232604933422198877409441238107760724 | 0.016606051480066845073533932856960419270
f(z) = -216/125*z^3 + 211/30*z + 1
*
-5/18 | 0.18761354390111603767684477604557972278 | 0.021818640869863822491006982399216706817
f(z) = -216/125*z^3 + 217/30*z + 1
*
[ 5/2 ] 
f(z) = -207/125*z^3 + 219/20*z + 1
*
[ 11/6 ] 
f(z) = -204/121*z^3 + 202/33*z + 1
*
[ 2 ] 
f(z) = -203/128*z^3 + 219/32*z + 1
*
[ 5/2 ] 
f(z) = -201/125*z^3 + 213/20*z + 1
*
[ 2 ] 
f(z) = -201/128*z^3 + 217/32*z + 1
*
[ -11/8 ] 
f(z) = -208/121*z^3 + 219/44*z + 1
*
-10/17 | 0.24682194562767083225499096899892382988 | 0.024268064914658068183807881788903732070
f(z) = -204/125*z^3 + 209/51*z + 1
*
-5/6 | 0.29737425393440845282592227146752449151 | 0.029157335064803284780512964794473508688
f(z) = -204/125*z^3 + 215/51*z + 1
*
[ -5/6 ] 
f(z) = -213/125*z^3 + 203/60*z + 1
*
[ -5/8 ] 
f(z) = -213/125*z^3 + 209/64*z + 1
*
5/4 | 0.23701906857372927643633928156439534809 | 0.027716359247330637117794970366938845119
f(z) = -208/125*z^3 + 207/65*z + 1
*
[ -15/26 ] 
f(z) = -208/135*z^3 + 211/65*z + 1
*
[ -2/3 ] 
f(z) = -207/124*z^3 + 201/62*z + 1
*
[ 4/3 ] 
f(z) = -207/136*z^3 + 201/68*z + 1
*
[ -5/8 ] 
f(z) = -203/125*z^3 + 207/64*z + 1
*
[ 5/4 ] 
f(z) = -203/125*z^3 + 219/80*z + 1
*
[ 5/4 ] 
f(z) = -201/125*z^3 + 217/80*z + 1
*
[ 5 ] 
f(z) = -219/125*z^3 + 223/5*z + 1
*
[ 4 ] 
f(z) = -219/128*z^3 + 225/8*z + 1
*
[ -4 ] 
f(z) = -219/128*z^3 + 229/8*z + 1
*
[ 5 ] 
f(z) = -218/125*z^3 + 222/5*z + 1
*
[ -5 ] 
f(z) = -218/125*z^3 + 224/5*z + 1
*
[ -3 ] 
f(z) = -218/135*z^3 + 238/15*z + 1
*
[ 5 ] 
f(z) = -217/125*z^3 + 221/5*z + 1
*
[ -5 ] 
f(z) = -217/125*z^3 + 223/5*z + 1
*
[ 4 ] 
f(z) = -217/128*z^3 + 223/8*z + 1
*
[ -4 ] 
f(z) = -217/128*z^3 + 227/8*z + 1
*
[ 3 ] 
f(z) = -217/135*z^3 + 227/15*z + 1
*
-5/18 | 0.20147520956382766865631245498841194456 | 0.023381026897686134119065782739087061165
f(z) = -216/125*z^3 + 221/15*z + 1
*
[ -5 ] 
f(z) = -216/125*z^3 + 222/5*z + 1
*
[ 4 ] 
f(z) = -215/128*z^3 + 221/8*z + 1
*
[ -4 ] 
f(z) = -215/128*z^3 + 225/8*z + 1
*
[ 3 ] 
f(z) = -214/135*z^3 + 224/15*z + 1
*
[ -4 ] 
f(z) = -213/128*z^3 + 223/8*z + 1
*
[ -3 ] 
f(z) = -212/135*z^3 + 232/15*z + 1
*
[ -4 ] 
f(z) = -211/128*z^3 + 221/8*z + 1
*
[ 3 ] 
f(z) = -211/135*z^3 + 221/15*z + 1
*
[ -3 ] 
f(z) = -209/135*z^3 + 229/15*z + 1
*
[ -3 ] 
f(z) = -206/135*z^3 + 226/15*z + 1
*
[ -3 ] 
f(z) = -203/135*z^3 + 223/15*z + 1
*
[ 5/2 ] 
f(z) = -219/125*z^3 + 231/20*z + 1
*
[ 2 ] 
f(z) = -219/128*z^3 + 235/32*z + 1
*
[ 5/2 ] 
f(z) = -217/125*z^3 + 229/20*z + 1
*
[ 2 ] 
f(z) = -217/128*z^3 + 233/32*z + 1
*
[ 2 ] 
f(z) = -215/128*z^3 + 231/32*z + 1
*
[ 2 ] 
f(z) = -213/128*z^3 + 229/32*z + 1
*
[ 5/2 ] 
f(z) = -211/125*z^3 + 223/20*z + 1
*
[ -5/2 ] 
f(z) = -211/125*z^3 + 239/20*z + 1
*
[ 2 ] 
f(z) = -211/128*z^3 + 227/32*z + 1
*
[ 5/2 ] 
f(z) = -209/125*z^3 + 221/20*z + 1
*
[ -5/2 ] 
f(z) = -209/125*z^3 + 237/20*z + 1
*
[ 2 ] 
f(z) = -209/128*z^3 + 225/32*z + 1
*
[ 2 ] 
f(z) = -207/128*z^3 + 223/32*z + 1
*
[ 2 ] 
f(z) = -205/128*z^3 + 221/32*z + 1
*
[ -11/6 ] 
f(z) = -204/121*z^3 + 238/33*z + 1
*
[ -5/2 ] 
f(z) = -203/125*z^3 + 231/20*z + 1
*
[ -5/2 ] 
f(z) = -201/125*z^3 + 229/20*z + 1
*
[ 5/3 ] 
f(z) = -218/125*z^3 + 236/45*z + 1
*
[ -8/7 ] 
f(z) = -217/128*z^3 + 229/56*z + 1
*
[ -8/5 ] 
f(z) = -215/128*z^3 + 237/40*z + 1
*
[ 5/3 ] 
f(z) = -214/125*z^3 + 232/45*z + 1
*
[ 5/3 ] 
f(z) = -211/125*z^3 + 229/45*z + 1
*
[ 5/3 ] 
f(z) = -209/125*z^3 + 227/45*z + 1
*
[ 20/13 ] 
f(z) = -208/125*z^3 + 223/52*z + 1
*
[ 5/3 ] 
f(z) = -208/125*z^3 + 226/45*z + 1
*
[ 5/3 ] 
f(z) = -206/125*z^3 + 224/45*z + 1
*
[ -8/5 ] 
f(z) = -205/128*z^3 + 229/40*z + 1
*
[ 5/3 ] 
f(z) = -203/125*z^3 + 221/45*z + 1
*
[ -8/7 ] 
f(z) = -203/128*z^3 + 221/56*z + 1
*
[ 4/3 ] 
f(z) = -217/128*z^3 + 235/72*z + 1
*
[ 4/3 ] 
f(z) = -215/128*z^3 + 233/72*z + 1
*
[ 4/3 ] 
f(z) = -211/128*z^3 + 229/72*z + 1
*
[ 4/3 ] 
f(z) = -209/128*z^3 + 227/72*z + 1
*
[ 3/2 ] 
f(z) = -209/135*z^3 + 229/60*z + 1
*
-3/13 | 0.23347373832898458327847732869299554410 | 0.026840645617839596172197561870711280996
f(z) = -208/135*z^3 + 222/65*z + 1
*
[ -3/8 ] 
f(z) = -208/135*z^3 + 233/60*z + 1
*
[ 4/3 ] 
f(z) = -205/128*z^3 + 223/72*z + 1
*
[ 4/3 ] 
f(z) = -203/128*z^3 + 221/72*z + 1
*
[ 3/2 ] 
f(z) = -203/135*z^3 + 223/60*z + 1
*
[ -6/7 ] 
f(z) = -203/135*z^3 + 229/70*z + 1
*
[ 5/4 ] 
f(z) = -217/125*z^3 + 233/80*z + 1
*
[ 5/4 ] 
f(z) = -213/125*z^3 + 229/80*z + 1
*
[ 5/4 ] 
f(z) = -211/125*z^3 + 227/80*z + 1
*
[ 5/4 ] 
f(z) = -207/125*z^3 + 223/80*z + 1
*
-5/8 | 0.21731220164268047320882656502407745597 | 0.025065092302381435000234911975831764774
f(z) = -216/125*z^3 + 233/120*z + 1
*
[ 10/11 ] 
f(z) = -209/120*z^3 + 221/165*z + 1
*
-6/11 | 0.21513837257775070012544320195292114841 | 0.027794831133813571116866847459253426349
f(z) = -209/120*z^3 + 223/165*z + 1
*
[ 11/12 ] 
f(z) = -207/121*z^3 + 237/176*z + 1
*
[ 15/19 ] 
f(z) = -209/125*z^3 + 221/285*z + 1
*
[ -5/2 ] 
f(z) = -219/125*z^3 + 247/20*z + 1
*
[ -5/36 ] 
f(z) = -216/125*z^3 + 247/30*z + 1
*
[ -5/2 ] 
f(z) = -213/125*z^3 + 241/20*z + 1
*
[ -2 ] 
f(z) = -211/128*z^3 + 259/32*z + 1
*
[ -2 ] 
f(z) = -209/128*z^3 + 257/32*z + 1
*
[ -2 ] 
f(z) = -207/128*z^3 + 255/32*z + 1
*
[ -2 ] 
f(z) = -205/128*z^3 + 253/32*z + 1
*
[ -2 ] 
f(z) = -203/128*z^3 + 251/32*z + 1
*
[ -2 ] 
f(z) = -201/128*z^3 + 249/32*z + 1
*
-5/8 | 0.25053852675126327762341582038758985633 | 0.024216526007221507618127139025882282264
f(z) = -208/125*z^3 + 249/52*z + 1
*
-15/8 | 0.28581083098711559603432024554329970181 | 0.027583383228842634492733346418439081621
f(z) = -204/125*z^3 + 253/48*z + 1
*
[ -8/9 ] 
f(z) = -207/128*z^3 + 245/72*z + 1
*
[ -4/9 ] 
f(z) = -207/128*z^3 + 257/72*z + 1
*
[ 10/7 ] 
f(z) = -203/125*z^3 + 253/70*z + 1
*
-5/6 | 0.23243120294708975169476037997545620930 | 0.026485761820525123976649259878589513940
f(z) = -201/125*z^3 + 259/60*z + 1
*
[ -3/4 ] 
f(z) = -217/135*z^3 + 259/80*z + 1
*
[ -3/4 ] 
f(z) = -211/135*z^3 + 257/80*z + 1
*
[ -5/8 ] 
f(z) = -204/125*z^3 + 259/80*z + 1
*
[ 11/10 ] 
f(z) = -210/121*z^3 + 241/110*z + 1
*
-15/13 | 0.25975466432732925979282483439658456361 | 0.029732702673268719645104199271203389215
f(z) = -208/125*z^3 + 249/130*z + 1
*
[ 15/14 ] 
f(z) = -203/135*z^3 + 251/140*z + 1
*
-10/11 | 0.17748459549902233521548583876479301392 | 0.022930146313000016232259760945408171482
f(z) = -209/120*z^3 + 254/165*z + 1
*
[ 8/9 ] 
f(z) = -213/128*z^3 + 257/216*z + 1
*
[ 8/9 ] 
f(z) = -201/128*z^3 + 241/216*z + 1
*
[ 11/3 ] 
f(z) = -216/121*z^3 + 272/11*z + 1
*
[ -11/3 ] 
f(z) = -216/121*z^3 + 278/11*z + 1
*
[ 11/3 ] 
f(z) = -207/121*z^3 + 261/11*z + 1
*
[ -11/3 ] 
f(z) = -207/121*z^3 + 267/11*z + 1
*
[ 15/2 ] 
f(z) = -204/125*z^3 + 278/3*z + 1
*
[ -2 ] 
f(z) = -219/128*z^3 + 267/32*z + 1
*
[ -2 ] 
f(z) = -217/128*z^3 + 265/32*z + 1
*
[ 15/7 ] 
f(z) = -217/135*z^3 + 277/35*z + 1
*
85/36 | 0.17972654016053874705880747981570535817 | 0.020374861042135952331843696916501120432
f(z) = -216/125*z^3 + 271/30*z + 1
*
-5/36 | 0.11028479004943606164289048634058396642 | 0.012471573038444853298163364930599962683
f(z) = -216/125*z^3 + 277/30*z + 1
*
[ -2 ] 
f(z) = -215/128*z^3 + 263/32*z + 1
*
[ -2 ] 
f(z) = -213/128*z^3 + 261/32*z + 1
*
5/2 | 0.30827232427169972607754643330388382602 | 0.029576089553093502654652373690635319739
f(z) = -203/125*z^3 + 269/28*z + 1
*
-5/4 | 0.28299636796084669612866536409156207568 | 0.027209965381681490573544198903609268349
f(z) = -216/125*z^3 + 263/54*z + 1
*
[ 20/11 ] 
f(z) = -209/125*z^3 + 263/44*z + 1
*
[ -3/11 ] 
f(z) = -209/135*z^3 + 263/55*z + 1
*
[ 11/6 ] 
f(z) = -207/121*z^3 + 273/44*z + 1
*
[ -5/3 ] 
f(z) = -206/125*z^3 + 278/45*z + 1
*
[ -5/3 ] 
f(z) = -202/125*z^3 + 274/45*z + 1
*
[ 10/7 ] 
f(z) = -217/125*z^3 + 269/70*z + 1
*
[ 25/18 ] 
f(z) = -216/125*z^3 + 271/75*z + 1
*
-3/2 | 0.22643909651477060679798266198823234569 | 0.029145071684044958633410198911499868723
f(z) = -208/135*z^3 + 263/60*z + 1
*
[ -5/16 ] 
f(z) = -204/125*z^3 + 279/64*z + 1
*
[ -5/12 ] 
f(z) = -202/125*z^3 + 265/72*z + 1
*
[ -5/8 ] 
f(z) = -212/125*z^3 + 261/80*z + 1
*
[ -5/9 ] 
f(z) = -211/125*z^3 + 269/81*z + 1
*
[ 11/9 ] 
f(z) = -207/121*z^3 + 271/99*z + 1
*
[ -5/9 ] 
f(z) = -206/125*z^3 + 268/81*z + 1
*
-2/7 | 0.13463427236864903261947404774611485693 | 0.017468947430294020277166290323434438421
f(z) = -217/120*z^3 + 278/105*z + 1
*
-2/7 | 0.12071155596199067988518137736005571456 | 0.015669786158649288920439281625475956369
f(z) = -203/120*z^3 + 277/105*z + 1
*
[ 55/52 ] 
f(z) = -208/125*z^3 + 274/143*z + 1
*
[ 8/9 ] 
f(z) = -219/128*z^3 + 265/216*z + 1
*
-3/5 | 0.16779854201168889837822326220662628137 | 0.024039644187335920530054100019436441854
f(z) = -215/126*z^3 + 269/210*z + 1
*
-3/5 | 0.16109135221914487821801722778737000636 | 0.023237297234498798312146841211365422265
f(z) = -205/126*z^3 + 263/210*z + 1
*
[ -15/2 ] 
f(z) = -216/125*z^3 + 295/3*z + 1
*
[ 15/4 ] 
f(z) = -212/125*z^3 + 295/12*z + 1
*
[ -20/3 ] 
f(z) = -207/125*z^3 + 299/4*z + 1
*
[ 8/3 ] 
f(z) = -213/128*z^3 + 299/24*z + 1
*
[ -15/7 ] 
f(z) = -203/135*z^3 + 293/35*z + 1
*
[ 8/3 ] 
f(z) = -201/128*z^3 + 283/24*z + 1
*
[ -5/3 ] 
f(z) = -217/125*z^3 + 289/45*z + 1
*
[ -5/3 ] 
f(z) = -214/125*z^3 + 286/45*z + 1
*
[ -5/3 ] 
f(z) = -212/125*z^3 + 284/45*z + 1
*
[ -5/3 ] 
f(z) = -211/125*z^3 + 283/45*z + 1
*
[ -5/3 ] 
f(z) = -209/125*z^3 + 281/45*z + 1
*
[ -11/36 ] 
f(z) = -216/121*z^3 + 293/66*z + 1
*
[ 55/36 ] 
f(z) = -216/125*z^3 + 289/66*z + 1
*
[ -20/19 ] 
f(z) = -209/125*z^3 + 289/76*z + 1
*
-3/4 | 0.19353035525327456377167411530178529592 | 0.021644582631423443936777872570791159439
f(z) = -208/135*z^3 + 283/65*z + 1
*
-21/52 | 0.23265438687581097499349851924316659518 | 0.025870809375375862595855736566486116245
f(z) = -208/135*z^3 + 298/65*z + 1
*
-5/3 | 0.21801458977519712738220804534118869235 | 0.024498640657472333976425329723091196928
f(z) = -204/125*z^3 + 293/60*z + 1
*
[ -8/11 ] 
f(z) = -209/128*z^3 + 285/88*z + 1
*
[ -15/29 ] 
f(z) = -203/125*z^3 + 293/87*z + 1
*
[ -5/6 ] 
f(z) = -202/125*z^3 + 299/90*z + 1
*
-55/72 | 0.18276563985140730241876575599478000398 | 0.020569433576898820945777889086349447193
f(z) = -216/125*z^3 + 289/120*z + 1
*
[ 15/14 ] 
f(z) = -212/125*z^3 + 296/147*z + 1
*
-2/5 | 0.18591282188100160244077131414875182107 | 0.026465780863217839840149784852443743004
f(z) = -205/128*z^3 + 281/160*z + 1
*
-3/4 | 0.20954635330732782244206893495222581365 | 0.025822346555035184080527258448115935643
f(z) = -209/135*z^3 + 289/240*z + 1
*
-5/34 | 0.24955796941508330861157542181029781859 | 0.026979398527303773692480776388380100059
f(z) = -204/125*z^3 + 298/255*z + 1
*
-3/4 | 0.23640010694481734878078924634290771522 | 0.029236471574939789865539005692094041912
f(z) = -203/135*z^3 + 283/240*z + 1
*
[ 10/11 ] 
f(z) = -202/125*z^3 + 299/242*z + 1
*
21/26 | 0.22364723518852140728228252248567847019 | 0.024077133045569869719456330427087002398
f(z) = -208/135*z^3 + 283/260*z + 1
*
[ 2/3 ] 
f(z) = -207/152*z^3 + 2/19*z + 1
*
[ 2/3 ] 
f(z) = -219/152*z^3 + 8/57*z + 1
*
[ 2/3 ] 
f(z) = -213/152*z^3 + 7/57*z + 1
*
[ 2/3 ] 
f(z) = -201/152*z^3 + 5/57*z + 1
*
[ 2/3 ] 
f(z) = -207/140*z^3 + 11/70*z + 1
*
[ 2/3 ] 
f(z) = -207/148*z^3 + 9/74*z + 1
*
[ 2/3 ] 
f(z) = -207/146*z^3 + 19/146*z + 1
*
[ 2/3 ] 
f(z) = -207/154*z^3 + 15/154*z + 1
*
[ 2/3 ] 
f(z) = -207/158*z^3 + 13/158*z + 1
*
[ 2/3 ] 
f(z) = -205/152*z^3 + 17/171*z + 1
*
[ 2/3 ] 
f(z) = -203/152*z^3 + 16/171*z + 1
*
[ 3/4 ] 
f(z) = -208/153*z^3 + 22/51*z + 1
*
[ 7/10 ] 
f(z) = -220/147*z^3 + 32/105*z + 1
*
[ 2/3 ] 
f(z) = -207/142*z^3 + 21/142*z + 1
*
[ 2/3 ] 
f(z) = -217/152*z^3 + 23/171*z + 1
*
[ 2/3 ] 
f(z) = -215/152*z^3 + 22/171*z + 1
*
[ 2/3 ] 
f(z) = -211/152*z^3 + 20/171*z + 1
*
[ 2/3 ] 
f(z) = -213/140*z^3 + 37/210*z + 1
*
[ 2/3 ] 
f(z) = -201/140*z^3 + 29/210*z + 1
*
[ 2/3 ] 
f(z) = -219/148*z^3 + 35/222*z + 1
*
[ 2/3 ] 
f(z) = -213/148*z^3 + 31/222*z + 1
*
[ 2/3 ] 
f(z) = -201/148*z^3 + 23/222*z + 1
*
[ 2/3 ] 
f(z) = -207/145*z^3 + 39/290*z + 1
*
[ 2/3 ] 
f(z) = -207/149*z^3 + 35/298*z + 1
*
[ -2/3 ] 
f(z) = -207/152*z^3 + 59/19*z + 1
*
[ 2/3 ] 
f(z) = -219/140*z^3 + 41/210*z + 1
*
[ 2/3 ] 
f(z) = -216/143*z^3 + 49/286*z + 1
*
[ 2/3 ] 
f(z) = -216/145*z^3 + 47/290*z + 1
*
[ 2/3 ] 
f(z) = -216/149*z^3 + 43/298*z + 1
*
[ 2/3 ] 
f(z) = -207/143*z^3 + 41/286*z + 1
*
[ 6/7 ] 
f(z) = -217/144*z^3 + 79/84*z + 1
*
[ 7/8 ] 
f(z) = -208/147*z^3 + 79/84*z + 1
*
[ 6/7 ] 
f(z) = -203/144*z^3 + 73/84*z + 1
*
[ 3/4 ] 
f(z) = -208/141*z^3 + 70/141*z + 1
*
[ 3/4 ] 
f(z) = -208/147*z^3 + 68/147*z + 1
*
[ 3/4 ] 
f(z) = -208/159*z^3 + 64/159*z + 1
*
[ 5/7 ] 
f(z) = -217/150*z^3 + 71/210*z + 1
*
[ 5/7 ] 
f(z) = -203/150*z^3 + 61/210*z + 1
*
-2 | 0.11380697680742266694931752397334056067 | 0.017050854749346331990285054859522277704
f(z) = -217/152*z^3 + 99/19*z + 1
*
-2 | 0.11363392448407323327869125994416795546 | 0.017050862895281670017766242268817604490
f(z) = -215/152*z^3 + 98/19*z + 1
*
-2 | 0.11345909100046669842397802982882219241 | 0.017050870213197737056201690381110198998
f(z) = -213/152*z^3 + 97/19*z + 1
*
-2 | 0.11328243588021030373667349163616096038 | 0.017050876146036568721054451266285461553
f(z) = -211/152*z^3 + 96/19*z + 1
*
-2 | 0.11292349114314694419031805247959626764 | 0.017050881330543248031394877050209609006
f(z) = -207/152*z^3 + 94/19*z + 1
*
-2 | 0.11274111263722599339799056250158312426 | 0.017050879152638520161217469774859780115
f(z) = -205/152*z^3 + 93/19*z + 1
*
-2 | 0.11255673453138316403877745340765234209 | 0.017050872717198492924871990851707505414
f(z) = -203/152*z^3 + 92/19*z + 1
*
-2 | 0.11237030785655067690242321906419465194 | 0.017050861111617766532628398345564629770
f(z) = -201/152*z^3 + 91/19*z + 1
*
[ 3/4 ] 
f(z) = -220/153*z^3 + 97/204*z + 1
*
[ 3/4 ] 
f(z) = -212/153*z^3 + 91/204*z + 1
*
-2 | 0.11397828700477467770874364398623951962 | 0.017050846279225628395879998126862486535
f(z) = -219/152*z^3 + 100/19*z + 1
*
[ 2 ] 
f(z) = -219/152*z^3 + 119/19*z + 1
*
[ 2 ] 
f(z) = -217/152*z^3 + 118/19*z + 1
*
[ 2 ] 
f(z) = -215/152*z^3 + 117/19*z + 1
*
[ 2 ] 
f(z) = -213/152*z^3 + 116/19*z + 1
*
[ 2 ] 
f(z) = -211/152*z^3 + 115/19*z + 1
*
[ 2 ] 
f(z) = -207/152*z^3 + 113/19*z + 1
*
[ 2 ] 
f(z) = -205/152*z^3 + 112/19*z + 1
*
[ 2 ] 
f(z) = -203/152*z^3 + 111/19*z + 1
*
[ 2 ] 
f(z) = -201/152*z^3 + 110/19*z + 1
*
[ 7/4 ] 
f(z) = -208/147*z^3 + 100/21*z + 1
*
-6/5 | 0.17243935147045445581559526130414823456 | 0.023738798997001835565934834654299479746
f(z) = -215/144*z^3 + 119/60*z + 1
*
-6/5 | 0.15735214257143573456305834434976038659 | 0.021817209940424702660413312449301942640
f(z) = -205/144*z^3 + 113/60*z + 1
*
-6/7 | 0.20953959958278422123797354532548484062 | 0.028602935513735174944946434346571038058
f(z) = -217/144*z^3 + 107/84*z + 1
*
-6/7 | 0.20950779763511857882361620429806380590 | 0.028861337101937064450689507334519190930
f(z) = -203/144*z^3 + 101/84*z + 1
*
[ 5/6 ] 
f(z) = -216/155*z^3 + 119/155*z + 1
*
[ 4/5 ] 
f(z) = -205/144*z^3 + 119/180*z + 1
*
[ -2 ] 
f(z) = -219/152*z^3 + 138/19*z + 1
*
[ -2 ] 
f(z) = -217/152*z^3 + 137/19*z + 1
*
[ -2 ] 
f(z) = -215/152*z^3 + 136/19*z + 1
*
[ -2 ] 
f(z) = -213/152*z^3 + 135/19*z + 1
*
[ -2 ] 
f(z) = -211/152*z^3 + 134/19*z + 1
*
[ -2 ] 
f(z) = -207/152*z^3 + 132/19*z + 1
*
[ -2 ] 
f(z) = -205/152*z^3 + 131/19*z + 1
*
[ -2 ] 
f(z) = -203/152*z^3 + 130/19*z + 1
*
[ -2 ] 
f(z) = -201/152*z^3 + 129/19*z + 1
*
[ -7/4 ] 
f(z) = -208/147*z^3 + 124/21*z + 1
*
[ 6/5 ] 
f(z) = -215/144*z^3 + 139/60*z + 1
*
[ 6/5 ] 
f(z) = -205/144*z^3 + 133/60*z + 1
*
[ 5/6 ] 
f(z) = -216/145*z^3 + 121/145*z + 1
*
[ 4/5 ] 
f(z) = -215/144*z^3 + 127/180*z + 1
*
[ -3/4 ] 
f(z) = -208/153*z^3 + 158/51*z + 1
*
[ -2/3 ] 
f(z) = -219/152*z^3 + 179/57*z + 1
*
[ -2/3 ] 
f(z) = -213/152*z^3 + 178/57*z + 1
*
[ 3/2 ] 
f(z) = -212/153*z^3 + 176/51*z + 1
*
[ 3/2 ] 
f(z) = -208/153*z^3 + 173/51*z + 1
*
[ -2/3 ] 
f(z) = -201/152*z^3 + 176/57*z + 1
*
-2 | 0.10025013017019392459995228347251969233 | 0.015008405052603628985955564324173061958
f(z) = -217/144*z^3 + 199/36*z + 1
*
-2 | 0.10007792729433479599129252319480488426 | 0.015005316134136169254186019844899343843
f(z) = -215/144*z^3 + 197/36*z + 1
*
-2 | 0.099728244627694789474002992912835798724 | 0.014999018854288535115139601563748470450
f(z) = -211/144*z^3 + 193/36*z + 1
*
-2 | 0.099550686092325197303007176797773382605 | 0.014995807718463306638462004796297783636
f(z) = -209/144*z^3 + 191/36*z + 1
*
-2 | 0.099189926802245928378084243626358664861 | 0.014989252903652997908051558799963209797
f(z) = -205/144*z^3 + 187/36*z + 1
*
-2 | 0.099006638209653135675975319719845329993 | 0.014985905931039815125300915126981341621
f(z) = -203/144*z^3 + 185/36*z + 1
*
[ 3/2 ] 
f(z) = -220/153*z^3 + 182/51*z + 1
*
[ 21/26 ] 
f(z) = -208/147*z^3 + 187/273*z + 1
*
[ 4/3 ] 
f(z) = -207/152*z^3 + 203/76*z + 1
*
-12/11 | 0.21804975084363394815047119855100677344 | 0.027724753312524154395491883357244951942
f(z) = -209/144*z^3 + 217/132*z + 1
*
-4/5 | 0.097021339539061545197846339947515982571 | 0.013899754152424475657751474320270291920
f(z) = -215/144*z^3 + 217/180*z + 1
*
-4/5 | 0.16253347236576137484048737621254172403 | 0.023445321898971159179519794718091442396
f(z) = -205/144*z^3 + 209/180*z + 1
*
[ 2 ] 
f(z) = -217/144*z^3 + 235/36*z + 1
*
[ 2 ] 
f(z) = -215/144*z^3 + 233/36*z + 1
*
[ 2 ] 
f(z) = -211/144*z^3 + 229/36*z + 1
*
[ 2 ] 
f(z) = -209/144*z^3 + 227/36*z + 1
*
[ 2 ] 
f(z) = -205/144*z^3 + 223/36*z + 1
*
[ 2 ] 
f(z) = -203/144*z^3 + 221/36*z + 1
*
[ -6/5 ] 
f(z) = -215/144*z^3 + 239/60*z + 1
*
[ -2/3 ] 
f(z) = -207/140*z^3 + 221/70*z + 1
*
[ -2/3 ] 
f(z) = -207/148*z^3 + 231/74*z + 1
*
[ -6/5 ] 
f(z) = -205/144*z^3 + 233/60*z + 1
*
[ 12/11 ] 
f(z) = -209/144*z^3 + 239/132*z + 1
*
-5/7 | 0.21496352361862893564064956211650217766 | 0.029343321339314517696385978830466081050
f(z) = -217/150*z^3 + 239/210*z + 1
*
-5/7 | 0.19084079346113460936697446280983585031 | 0.026289811334256953759185087667902342159
f(z) = -203/150*z^3 + 229/210*z + 1
*
[ -2 ] 
f(z) = -205/144*z^3 + 259/36*z + 1
*
[ -2 ] 
f(z) = -203/144*z^3 + 257/36*z + 1
*
[ -3/2 ] 
f(z) = -220/153*z^3 + 250/51*z + 1
*
[ -3/2 ] 
f(z) = -212/153*z^3 + 244/51*z + 1
*
[ -3/2 ] 
f(z) = -208/153*z^3 + 241/51*z + 1
*
[ -2 ] 
f(z) = -217/144*z^3 + 271/36*z + 1
*
[ -2 ] 
f(z) = -215/144*z^3 + 269/36*z + 1
*
[ -2 ] 
f(z) = -211/144*z^3 + 265/36*z + 1
*
[ -2 ] 
f(z) = -209/144*z^3 + 263/36*z + 1
*
[ -6/7 ] 
f(z) = -217/144*z^3 + 275/84*z + 1
*
[ -7/8 ] 
f(z) = -208/147*z^3 + 271/84*z + 1
*
[ -6/7 ] 
f(z) = -203/144*z^3 + 269/84*z + 1
*
4/3 | 0.10163551091878703014136278736193307420 | 0.018239896157189472178813252390339449783
f(z) = -207/140*z^3 + 263/140*z + 1
*
-12/19 | 0.23533554575050517819832543906717536994 | 0.028398936375670417596914686480689840257
f(z) = -209/144*z^3 + 265/228*z + 1
*
[ 13/18 ] 
f(z) = -216/169*z^3 + 11/39*z + 1
*
[ 2/3 ] 
f(z) = -207/160*z^3 + 3/40*z + 1
*
[ 2/3 ] 
f(z) = -207/176*z^3 + 1/44*z + 1
*
[ 2/3 ] 
f(z) = -207/164*z^3 + 5/82*z + 1
*
[ 2/3 ] 
f(z) = -207/172*z^3 + 3/86*z + 1
*
[ 2/3 ] 
f(z) = -219/160*z^3 + 13/120*z + 1
*
[ 2/3 ] 
f(z) = -219/176*z^3 + 7/132*z + 1
*
[ 2/3 ] 
f(z) = -213/160*z^3 + 11/120*z + 1
*
[ 2/3 ] 
f(z) = -213/176*z^3 + 5/132*z + 1
*
[ 2/3 ] 
f(z) = -201/160*z^3 + 7/120*z + 1
*
[ 2/3 ] 
f(z) = -201/176*z^3 + 1/132*z + 1
*
[ 2/3 ] 
f(z) = -207/166*z^3 + 9/166*z + 1
*
[ 2/3 ] 
f(z) = -207/170*z^3 + 7/170*z + 1
*
[ 2/3 ] 
f(z) = -207/178*z^3 + 3/178*z + 1
*
[ 2/3 ] 
f(z) = -215/168*z^3 + 13/189*z + 1
*
[ 2/3 ] 
f(z) = -211/168*z^3 + 11/189*z + 1
*
[ 2/3 ] 
f(z) = -209/168*z^3 + 10/189*z + 1
*
[ 2/3 ] 
f(z) = -205/168*z^3 + 8/189*z + 1
*
[ 2/3 ] 
f(z) = -219/172*z^3 + 17/258*z + 1
*
[ 2/3 ] 
f(z) = -213/164*z^3 + 19/246*z + 1
*
[ 2/3 ] 
f(z) = -213/172*z^3 + 13/258*z + 1
*
[ 2/3 ] 
f(z) = -201/164*z^3 + 11/246*z + 1
*
[ 2/3 ] 
f(z) = -201/172*z^3 + 5/258*z + 1
*
[ 5/6 ] 
f(z) = -216/175*z^3 + 23/35*z + 1
*
[ 3/4 ] 
f(z) = -208/171*z^3 + 20/57*z + 1
*
[ 2/3 ] 
f(z) = -219/164*z^3 + 23/246*z + 1
*
[ 13/19 ] 
f(z) = -209/169*z^3 + 29/247*z + 1
*
[ 13/12 ] 
f(z) = -216/169*z^3 + 41/26*z + 1
*
[ 4/3 ] 
f(z) = -207/160*z^3 + 51/20*z + 1
*
-2/3 | 0.13385028349616914116248770414525814498 | 0.025099820314022027056152407597631749553
f(z) = -207/176*z^3 + 45/44*z + 1
*
[ 3/4 ] 
f(z) = -208/177*z^3 + 58/177*z + 1
*
-5/12 | 0.16771558310294891685531308582841734139 | 0.023400962291998649255813570071608916950
f(z) = -216/175*z^3 + 59/210*z + 1
*
[ 5/4 ] 
f(z) = -208/175*z^3 + 72/35*z + 1
*
[ 5/6 ] 
f(z) = -204/175*z^3 + 64/105*z + 1
*
[ 3/4 ] 
f(z) = -208/165*z^3 + 62/165*z + 1
*
[ 13/6 ] 
f(z) = -216/169*z^3 + 85/13*z + 1
*
[ -13/6 ] 
f(z) = -216/169*z^3 + 97/13*z + 1
*
[ -13/12 ] 
f(z) = -216/169*z^3 + 89/26*z + 1
*
-2 | 0.093261717778784253983906532909045990813 | 0.014015566594830071521519080528055944248
f(z) = -215/168*z^3 + 97/21*z + 1
*
-2 | 0.092905881039583756189468153332016715629 | 0.014005943175207855302004237797678946573
f(z) = -211/168*z^3 + 95/21*z + 1
*
-2 | 0.092725048953542177981856202882437198536 | 0.014001017769380315659761519468941708572
f(z) = -209/168*z^3 + 94/21*z + 1
*
[ -4/3 ] 
f(z) = -207/160*z^3 + 81/20*z + 1
*
-2 | 0.092357313262359676958111695457186036633 | 0.013990924661196915484717132402692122965
f(z) = -205/168*z^3 + 92/21*z + 1
*
-4/3 | 0.14859691300597504977905250197868368378 | 0.025705501826888755388840951314687458782
f(z) = -207/176*z^3 + 81/44*z + 1
*
[ 6/7 ] 
f(z) = -203/162*z^3 + 95/126*z + 1
*
[ 5/6 ] 
f(z) = -207/175*z^3 + 87/140*z + 1
*
[ 3/4 ] 
f(z) = -220/171*z^3 + 89/228*z + 1
*
[ 3/4 ] 
f(z) = -212/171*z^3 + 83/228*z + 1
*
[ 13/17 ] 
f(z) = -204/169*z^3 + 88/221*z + 1
*
[ 13/9 ] 
f(z) = -216/169*z^3 + 116/39*z + 1
*
[ -13/18 ] 
f(z) = -216/169*z^3 + 119/39*z + 1
*
[ -5/6 ] 
f(z) = -216/175*z^3 + 107/35*z + 1
*
[ 2 ] 
f(z) = -215/168*z^3 + 118/21*z + 1
*
[ 2 ] 
f(z) = -211/168*z^3 + 116/21*z + 1
*
[ 2 ] 
f(z) = -209/168*z^3 + 115/21*z + 1
*
[ 2 ] 
f(z) = -205/168*z^3 + 113/21*z + 1
*
[ 4/3 ] 
f(z) = -207/176*z^3 + 103/44*z + 1
*
-5/6 | 0.19083822575845135832048778235502813112 | 0.029740718072117070873686518452551242004
f(z) = -204/175*z^3 + 106/105*z + 1
*
[ 6/7 ] 
f(z) = -217/162*z^3 + 103/126*z + 1
*
[ 4/5 ] 
f(z) = -215/176*z^3 + 117/220*z + 1
*
[ 4/5 ] 
f(z) = -205/176*z^3 + 109/220*z + 1
*
[ 3/4 ] 
f(z) = -215/162*z^3 + 119/288*z + 1
*
[ 3/4 ] 
f(z) = -211/162*z^3 + 115/288*z + 1
*
[ 3/4 ] 
f(z) = -209/162*z^3 + 113/288*z + 1
*
[ 3/4 ] 
f(z) = -205/162*z^3 + 109/288*z + 1
*
[ 3/4 ] 
f(z) = -203/162*z^3 + 107/288*z + 1
*
[ 5/3 ] 
f(z) = -216/175*z^3 + 134/35*z + 1
*
[ -2 ] 
f(z) = -215/168*z^3 + 139/21*z + 1
*
[ -2 ] 
f(z) = -211/168*z^3 + 137/21*z + 1
*
[ -2 ] 
f(z) = -209/168*z^3 + 136/21*z + 1
*
[ -5/4 ] 
f(z) = -208/175*z^3 + 128/35*z + 1
*
[ 5/3 ] 
f(z) = -207/175*z^3 + 129/35*z + 1
*
[ -2 ] 
f(z) = -205/168*z^3 + 134/21*z + 1
*
[ -2/3 ] 
f(z) = -207/160*z^3 + 123/40*z + 1
*
[ -2/3 ] 
f(z) = -207/176*z^3 + 133/44*z + 1
*
-2/3 | 0.17926625609279902824028975828640488651 | 0.027631779781819882291313338476103618123
f(z) = -219/160*z^3 + 133/120*z + 1
*
-2/3 | 0.13511907601622047498053946764238352463 | 0.020827012479529098699986899823601425642
f(z) = -219/176*z^3 + 139/132*z + 1
*
-2/3 | 0.17926562965225774610597968240529257213 | 0.027750507908948859437472059252219403634
f(z) = -213/160*z^3 + 131/120*z + 1
*
-2/3 | 0.15033218285978580413098626317507327098 | 0.023271579931482369376850913965558771588
f(z) = -213/176*z^3 + 137/132*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.028002027792600016761917216930962371066
f(z) = -201/160*z^3 + 127/120*z + 1
*
-2/3 | 0.13321743766077480883673361820079730633 | 0.020808991051755367544995189290381567626
f(z) = -201/176*z^3 + 133/132*z + 1
*
[ 9/11 ] 
f(z) = -209/162*z^3 + 127/198*z + 1
*
[ 3/4 ] 
f(z) = -217/162*z^3 + 121/288*z + 1
*
[ 13/10 ] 
f(z) = -220/169*z^3 + 158/65*z + 1
*
[ 5/4 ] 
f(z) = -216/175*z^3 + 149/70*z + 1
*
[ 4/3 ] 
f(z) = -213/160*z^3 + 157/60*z + 1
*
[ 4/3 ] 
f(z) = -201/160*z^3 + 149/60*z + 1
*
[ 13/15 ] 
f(z) = -210/169*z^3 + 152/195*z + 1
*
[ -13/9 ] 
f(z) = -216/169*z^3 + 170/39*z + 1
*
[ -5/3 ] 
f(z) = -216/175*z^3 + 176/35*z + 1
*
[ -5/3 ] 
f(z) = -207/175*z^3 + 171/35*z + 1
*
[ 3/2 ] 
f(z) = -212/171*z^3 + 178/57*z + 1
*
[ -3/4 ] 
f(z) = -208/171*z^3 + 172/57*z + 1
*
[ 3/2 ] 
f(z) = -208/171*z^3 + 175/57*z + 1
*
[ -4/3 ] 
f(z) = -207/176*z^3 + 169/44*z + 1
*
-2 | 0.11229284335225561157655719815961645472 | 0.017082188439382872488453033845768640691
f(z) = -201/176*z^3 + 179/44*z + 1
*
[ 4/3 ] 
f(z) = -219/160*z^3 + 161/60*z + 1
*
[ 6/5 ] 
f(z) = -205/162*z^3 + 179/90*z + 1
*
-6/5 | 0.18740848877620050692545029369226261699 | 0.025849712224911978908548246104291850054
f(z) = -215/168*z^3 + 176/105*z + 1
*
-2/5 | 0.19002497285892531299485207990090002297 | 0.026149647400630893767270366166290921520
f(z) = -215/168*z^3 + 179/105*z + 1
*
-2/5 | 0.15658826553121811794623894300442338554 | 0.021564992621471489805098534288143554293
f(z) = -205/168*z^3 + 178/105*z + 1
*
-4/7 | 0.13295356061428913899629296319405631440 | 0.018148656044699420543065516746212799083
f(z) = -217/160*z^3 + 167/140*z + 1
*
-4/7 | 0.16149470515258372619865484470942280350 | 0.022247158235629139800664527807788132034
f(z) = -203/160*z^3 + 163/140*z + 1
*
-3/4 | 0.14315223958938036670463954001083550164 | 0.026819900383247661793856636104851650153
f(z) = -208/165*z^3 + 172/165*z + 1
*
[ 3/2 ] 
f(z) = -220/171*z^3 + 184/57*z + 1
*
-2 | 0.11396833115062909915963441470540461650 | 0.017062151182986304965579700067912668981
f(z) = -219/160*z^3 + 199/40*z + 1
*
-2 | 0.11393430103938998922353323163002720182 | 0.017082889822346110674442114230217275482
f(z) = -219/176*z^3 + 197/44*z + 1
*
-2 | 0.11379609736428511188392357935330210166 | 0.017062168071887100897155606330056316010
f(z) = -217/160*z^3 + 197/40*z + 1
*
-2 | 0.11375986122077354524820521283485953488 | 0.017082871336331994561200377142384798474
f(z) = -217/176*z^3 + 195/44*z + 1
*
-2 | 0.11358354971092472886202330614312536005 | 0.017082841576237604802867310716799675355
f(z) = -215/176*z^3 + 193/44*z + 1
*
-2 | 0.11344624881407112548629531056561269541 | 0.017062191671606213871124789446942093691
f(z) = -213/160*z^3 + 193/40*z + 1
*
-2 | 0.11340532055241658366902149842416482018 | 0.017082799205196448969488118263442195079
f(z) = -213/176*z^3 + 191/44*z + 1
*
-2 | 0.11326855047692640742846265345645973526 | 0.017062196858450307227611747909197038018
f(z) = -211/160*z^3 + 191/40*z + 1
*
-2 | 0.11322512586630176247828998095387720013 | 0.017082742765188623115416120930077969912
f(z) = -211/176*z^3 + 189/44*z + 1
*
-2 | 0.11308894433916438733954204287792867110 | 0.017062196495271419990625397573619569330
f(z) = -209/160*z^3 + 189/40*z + 1
*
-2 | 0.11290738440924701955619035876983762633 | 0.017062189621071992341538007472103467507
f(z) = -207/160*z^3 + 187/40*z + 1
*
-2 | 0.11285863806272906076794244843309345962 | 0.017082581169273827428081130056684399526
f(z) = -207/176*z^3 + 185/44*z + 1
*
-2 | 0.11267223845589051833104822967571697959 | 0.017082472380243217498335979633370085480
f(z) = -205/176*z^3 + 183/44*z + 1
*
-2 | 0.11253820980053885926425077099255662849 | 0.017062152017085595720934160378314149948
f(z) = -203/160*z^3 + 183/40*z + 1
*
-2 | 0.11248366004971345278889679068934314476 | 0.017082342225720810477635844392905636220
f(z) = -203/176*z^3 + 181/44*z + 1
*
-2 | 0.11235049339192055359850301545210761451 | 0.017062118857984835477975752624066810500
f(z) = -201/160*z^3 + 181/40*z + 1
*
[ 6/5 ] 
f(z) = -215/162*z^3 + 187/90*z + 1
*
5/4 | 0.14315120597295947698245834280810093418 | 0.026819706732840778408759154119147517190
f(z) = -208/165*z^3 + 193/165*z + 1
*
[ 13/14 ] 
f(z) = -210/169*z^3 + 181/182*z + 1
*
[ 3 ] 
f(z) = -205/162*z^3 + 217/18*z + 1
*
[ 3 ] 
f(z) = -203/162*z^3 + 215/18*z + 1
*
[ 6/5 ] 
f(z) = -215/168*z^3 + 211/105*z + 1
*
[ 6/5 ] 
f(z) = -205/168*z^3 + 202/105*z + 1
*
-4/5 | 0.14315251025166691571095203680634619222 | 0.020649633793236517202779836667899415401
f(z) = -205/176*z^3 + 219/220*z + 1
*
8/7 | 0.20786455609706058861061315289706872173 | 0.028634967732848496316547366926087820185
f(z) = -203/160*z^3 + 219/280*z + 1
*
[ 3 ] 
f(z) = -217/162*z^3 + 229/18*z + 1
*
[ 3 ] 
f(z) = -215/162*z^3 + 227/18*z + 1
*
[ -3 ] 
f(z) = -215/162*z^3 + 239/18*z + 1
*
[ 3 ] 
f(z) = -211/162*z^3 + 223/18*z + 1
*
[ -3 ] 
f(z) = -211/162*z^3 + 235/18*z + 1
*
[ 3 ] 
f(z) = -209/162*z^3 + 221/18*z + 1
*
[ -3 ] 
f(z) = -209/162*z^3 + 233/18*z + 1
*
[ -3 ] 
f(z) = -205/162*z^3 + 229/18*z + 1
*
[ -3 ] 
f(z) = -203/162*z^3 + 227/18*z + 1
*
[ 2 ] 
f(z) = -219/160*z^3 + 239/40*z + 1
*
[ 2 ] 
f(z) = -217/160*z^3 + 237/40*z + 1
*
[ 2 ] 
f(z) = -217/176*z^3 + 239/44*z + 1
*
[ 2 ] 
f(z) = -215/176*z^3 + 237/44*z + 1
*
[ 2 ] 
f(z) = -213/160*z^3 + 233/40*z + 1
*
[ 2 ] 
f(z) = -213/176*z^3 + 235/44*z + 1
*
[ 2 ] 
f(z) = -211/160*z^3 + 231/40*z + 1
*
[ 2 ] 
f(z) = -211/176*z^3 + 233/44*z + 1
*
[ 2 ] 
f(z) = -209/160*z^3 + 229/40*z + 1
*
[ 2 ] 
f(z) = -207/160*z^3 + 227/40*z + 1
*
[ 2 ] 
f(z) = -207/176*z^3 + 229/44*z + 1
*
[ 2 ] 
f(z) = -205/176*z^3 + 227/44*z + 1
*
[ 2 ] 
f(z) = -203/160*z^3 + 223/40*z + 1
*
[ 2 ] 
f(z) = -203/176*z^3 + 225/44*z + 1
*
[ 2 ] 
f(z) = -201/160*z^3 + 221/40*z + 1
*
[ 2 ] 
f(z) = -201/176*z^3 + 223/44*z + 1
*
[ 3/2 ] 
f(z) = -215/162*z^3 + 239/72*z + 1
*
[ 3/2 ] 
f(z) = -211/162*z^3 + 235/72*z + 1
*
[ 3/2 ] 
f(z) = -209/162*z^3 + 233/72*z + 1
*
[ 3/2 ] 
f(z) = -205/162*z^3 + 229/72*z + 1
*
[ 3/2 ] 
f(z) = -203/162*z^3 + 227/72*z + 1
*
[ -4/3 ] 
f(z) = -201/160*z^3 + 239/60*z + 1
*
-4/3 | 0.19796090758741032321379444046935912992 | 0.028916795385600431022735842316808177185
f(z) = -201/176*z^3 + 235/132*z + 1
*
[ 13/12 ] 
f(z) = -204/169*z^3 + 233/156*z + 1
*
5/9 | 0.19084069469978721835021071689640033482 | 0.026627554922593383837753481178525015441
f(z) = -216/175*z^3 + 227/210*z + 1
*
[ 35/36 ] 
f(z) = -216/175*z^3 + 239/210*z + 1
*
[ -3 ] 
f(z) = -217/162*z^3 + 241/18*z + 1
*
[ 13/6 ] 
f(z) = -204/169*z^3 + 242/39*z + 1
*
[ 2 ] 
f(z) = -219/176*z^3 + 241/44*z + 1
*
[ -3/2 ] 
f(z) = -212/171*z^3 + 254/57*z + 1
*
[ -3/2 ] 
f(z) = -208/171*z^3 + 251/57*z + 1
*
[ -13/10 ] 
f(z) = -220/169*z^3 + 258/65*z + 1
*
[ -4/3 ] 
f(z) = -219/160*z^3 + 251/60*z + 1
*
[ 3/2 ] 
f(z) = -217/162*z^3 + 241/72*z + 1
*
[ -5/12 ] 
f(z) = -216/175*z^3 + 253/70*z + 1
*
[ -4/3 ] 
f(z) = -213/160*z^3 + 247/60*z + 1
*
[ -2/3 ] 
f(z) = -207/164*z^3 + 251/82*z + 1
*
-4/3 | 0.16927961598591141653743964390112918441 | 0.024380906122230118790181432803598171736
f(z) = -219/176*z^3 + 259/132*z + 1
*
-4/3 | 0.20178140254253011589658874246511801789 | 0.029193978566777569514190089497954522146
f(z) = -213/176*z^3 + 251/132*z + 1
*
-5/36 | 0.19083928050021635380877393422246019190 | 0.026627357602641242909200447896896295634
f(z) = -216/175*z^3 + 257/210*z + 1
*
[ -13/6 ] 
f(z) = -204/169*z^3 + 278/39*z + 1
*
[ 5/2 ] 
f(z) = -204/175*z^3 + 276/35*z + 1
*
[ -3/2 ] 
f(z) = -220/171*z^3 + 260/57*z + 1
*
[ -2 ] 
f(z) = -219/160*z^3 + 279/40*z + 1
*
[ -2 ] 
f(z) = -217/160*z^3 + 277/40*z + 1
*
[ -2 ] 
f(z) = -213/160*z^3 + 273/40*z + 1
*
[ -2 ] 
f(z) = -213/176*z^3 + 279/44*z + 1
*
[ -2 ] 
f(z) = -211/160*z^3 + 271/40*z + 1
*
[ -2 ] 
f(z) = -211/176*z^3 + 277/44*z + 1
*
[ -2 ] 
f(z) = -209/160*z^3 + 269/40*z + 1
*
[ -2 ] 
f(z) = -207/160*z^3 + 267/40*z + 1
*
[ -2 ] 
f(z) = -207/176*z^3 + 273/44*z + 1
*
[ -2 ] 
f(z) = -205/176*z^3 + 271/44*z + 1
*
[ -2 ] 
f(z) = -203/160*z^3 + 263/40*z + 1
*
[ -2 ] 
f(z) = -203/176*z^3 + 269/44*z + 1
*
[ -2 ] 
f(z) = -201/160*z^3 + 261/40*z + 1
*
[ -2 ] 
f(z) = -201/176*z^3 + 267/44*z + 1
*
[ -5/4 ] 
f(z) = -216/175*z^3 + 261/70*z + 1
*
[ -2/3 ] 
f(z) = -207/172*z^3 + 261/86*z + 1
*
5/18 | 0.17042295937584840385826065498205955171 | 0.023743121411889537049825418583116517308
f(z) = -216/175*z^3 + 262/105*z + 1
*
[ 13/11 ] 
f(z) = -209/169*z^3 + 269/143*z + 1
*
-7/6 | 0.15744957588319453637786237689797847964 | 0.028142573441277288654792403270485947829
f(z) = -216/175*z^3 + 269/175*z + 1
*
-4/9 | 0.15957299361271234058515646022495418756 | 0.020773512942823737592009691132998805760
f(z) = -207/160*z^3 + 271/180*z + 1
*
-6/11 | 0.19101976410452122940054996616054070728 | 0.024678824251063230628627468775089786767
f(z) = -209/168*z^3 + 278/231*z + 1
*
[ 5/2 ] 
f(z) = -216/175*z^3 + 291/35*z + 1
*
[ 5/2 ] 
f(z) = -212/175*z^3 + 286/35*z + 1
*
[ 5/2 ] 
f(z) = -208/175*z^3 + 281/35*z + 1
*
[ -2 ] 
f(z) = -219/176*z^3 + 285/44*z + 1
*
[ -2 ] 
f(z) = -217/176*z^3 + 283/44*z + 1
*
[ -2 ] 
f(z) = -215/176*z^3 + 281/44*z + 1
*
[ -3/5 ] 
f(z) = -215/162*z^3 + 283/90*z + 1
*
[ -3/5 ] 
f(z) = -205/162*z^3 + 281/90*z + 1
*
-2/5 | 0.21206579318827406140218342705214638996 | 0.027439749520390818048497038810572878784
f(z) = -215/168*z^3 + 284/105*z + 1
*
-2/5 | 0.19205934368920158119849284525884347232 | 0.024862410013785468217781239281716813598
f(z) = -205/168*z^3 + 283/105*z + 1
*
[ 9/7 ] 
f(z) = -203/162*z^3 + 289/126*z + 1
*
[ 13/11 ] 
f(z) = -220/169*z^3 + 282/143*z + 1
*
[ 5/4 ] 
f(z) = -212/175*z^3 + 293/140*z + 1
*
[ 5/4 ] 
f(z) = -204/175*z^3 + 283/140*z + 1
*
[ 2/3 ] 
f(z) = -201/184*z^3 - 1/69*z + 1
*
[ 2/3 ] 
f(z) = -207/188*z^3 - 1/94*z + 1
*
[ 2/3 ] 
f(z) = -207/196*z^3 - 3/98*z + 1
*
[ 2/3 ] 
f(z) = -207/190*z^3 - 3/190*z + 1
*
[ 2/3 ] 
f(z) = -207/194*z^3 - 5/194*z + 1
*
[ 2/3 ] 
f(z) = -205/184*z^3 - 1/207*z + 1
*
[ 2/3 ] 
f(z) = -203/184*z^3 - 2/207*z + 1
*
[ 2/3 ] 
f(z) = -219/196*z^3 - 1/294*z + 1
*
[ 2/3 ] 
f(z) = -213/196*z^3 - 5/294*z + 1
*
[ 2/3 ] 
f(z) = -201/188*z^3 - 7/282*z + 1
*
[ 2/3 ] 
f(z) = -201/196*z^3 - 13/294*z + 1
*
[ 4/5 ] 
f(z) = -215/192*z^3 + 7/15*z + 1
*
[ 3/4 ] 
f(z) = -208/189*z^3 + 2/7*z + 1
*
-4/5 | 0.18383814619333652097417276740133283517 | 0.026518503863090119359683968164735737061
f(z) = -205/192*z^3 + 14/15*z + 1
*
[ 3/4 ] 
f(z) = -220/189*z^3 + 9/28*z + 1
*
[ 4/5 ] 
f(z) = -205/192*z^3 + 13/30*z + 1
*
[ 3/4 ] 
f(z) = -214/189*z^3 + 17/56*z + 1
*
[ 3/4 ] 
f(z) = -202/189*z^3 + 15/56*z + 1
*
[ 2/3 ] 
f(z) = -219/184*z^3 + 2/69*z + 1
*
[ 2/3 ] 
f(z) = -213/184*z^3 + 1/69*z + 1
*
[ 2/3 ] 
f(z) = -207/182*z^3 + 1/182*z + 1
*
[ 2/3 ] 
f(z) = -217/184*z^3 + 5/207*z + 1
*
[ 2/3 ] 
f(z) = -215/184*z^3 + 4/207*z + 1
*
[ 2/3 ] 
f(z) = -211/184*z^3 + 2/207*z + 1
*
[ 2/3 ] 
f(z) = -209/184*z^3 + 1/207*z + 1
*
[ 2/3 ] 
f(z) = -219/188*z^3 + 5/282*z + 1
*
[ 2/3 ] 
f(z) = -213/188*z^3 + 1/282*z + 1
*
[ -3/2 ] 
f(z) = -220/189*z^3 + 30/7*z + 1
*
[ 3/2 ] 
f(z) = -212/189*z^3 + 20/7*z + 1
*
[ -3/2 ] 
f(z) = -208/189*z^3 + 29/7*z + 1
*
[ 3/2 ] 
f(z) = -206/189*z^3 + 39/14*z + 1
*
-3/5 | 0.19704078038780761199984052455523935129 | 0.028136361361664632814555585279897312218
f(z) = -220/189*z^3 + 38/35*z + 1
*
-4/5 | 0.18383878964376415468855240469879675185 | 0.026337648932365144649633061094037166811
f(z) = -215/192*z^3 + 29/30*z + 1
*
-4/7 | 0.19006911353817379746499857129424009610 | 0.026056934778614334635897428645602503182
f(z) = -203/192*z^3 + 23/21*z + 1
*
[ 4/5 ] 
f(z) = -211/192*z^3 + 34/75*z + 1
*
[ 4/5 ] 
f(z) = -203/192*z^3 + 32/75*z + 1
*
[ 3/4 ] 
f(z) = -212/189*z^3 + 25/84*z + 1
*
[ 3/4 ] 
f(z) = -211/189*z^3 + 33/112*z + 1
*
[ 3/4 ] 
f(z) = -205/189*z^3 + 31/112*z + 1
*
[ 3/2 ] 
f(z) = -218/189*z^3 + 41/14*z + 1
*
[ -4 ] 
f(z) = -217/192*z^3 + 58/3*z + 1
*
[ 4 ] 
f(z) = -215/192*z^3 + 56/3*z + 1
*
[ -3/2 ] 
f(z) = -214/189*z^3 + 59/14*z + 1
*
[ 4 ] 
f(z) = -211/192*z^3 + 55/3*z + 1
*
[ -4 ] 
f(z) = -209/192*z^3 + 56/3*z + 1
*
[ -4/5 ] 
f(z) = -205/192*z^3 + 44/15*z + 1
*
[ -4 ] 
f(z) = -205/192*z^3 + 55/3*z + 1
*
[ 4 ] 
f(z) = -203/192*z^3 + 53/3*z + 1
*
[ -3/2 ] 
f(z) = -202/189*z^3 + 57/14*z + 1
*
-3/4 | 0.20610631775281936253003713382281821866 | 0.028221486875814294884706636329983924635
f(z) = -212/189*z^3 + 55/28*z + 1
*
-12/11 | 0.15896680858103413904132642276481655971 | 0.020256322464136325260954859312463163376
f(z) = -209/192*z^3 + 40/33*z + 1
*
[ 4/3 ] 
f(z) = -209/192*z^3 + 59/27*z + 1
*
[ 3/2 ] 
f(z) = -208/189*z^3 + 59/21*z + 1
*
[ 4/3 ] 
f(z) = -205/192*z^3 + 58/27*z + 1
*
-4/7 | 0.16604553145107116406863619174555886486 | 0.022665833273975027230002964043779567395
f(z) = -217/192*z^3 + 47/42*z + 1
*
[ 3/4 ] 
f(z) = -218/189*z^3 + 53/168*z + 1
*
[ 3/4 ] 
f(z) = -206/189*z^3 + 47/168*z + 1
*
[ 3/4 ] 
f(z) = -208/183*z^3 + 56/183*z + 1
*
[ 8/11 ] 
f(z) = -209/192*z^3 + 53/264*z + 1
*
[ 14/19 ] 
f(z) = -209/196*z^3 + 59/266*z + 1
*
[ 3 ] 
f(z) = -220/189*z^3 + 78/7*z + 1
*
[ 3 ] 
f(z) = -214/189*z^3 + 76/7*z + 1
*
[ 3 ] 
f(z) = -211/189*z^3 + 75/7*z + 1
*
[ -3 ] 
f(z) = -209/189*z^3 + 79/7*z + 1
*
[ 3 ] 
f(z) = -208/189*z^3 + 74/7*z + 1
*
[ -3 ] 
f(z) = -206/189*z^3 + 78/7*z + 1
*
[ 3 ] 
f(z) = -205/189*z^3 + 73/7*z + 1
*
[ 3 ] 
f(z) = -202/189*z^3 + 72/7*z + 1
*
[ 3/2 ] 
f(z) = -220/189*z^3 + 62/21*z + 1
*
-12/7 | 0.19048390624974490482454525804803183427 | 0.023033797420922953752842883531269422355
f(z) = -217/192*z^3 + 61/21*z + 1
*
[ 4/3 ] 
f(z) = -217/192*z^3 + 61/27*z + 1
*
[ 3/2 ] 
f(z) = -209/189*z^3 + 79/28*z + 1
*
[ -3/4 ] 
f(z) = -208/189*z^3 + 62/21*z + 1
*
[ -4/7 ] 
f(z) = -203/192*z^3 + 65/21*z + 1
*
[ 12/7 ] 
f(z) = -203/192*z^3 + 74/21*z + 1
*
[ 21/22 ] 
f(z) = -220/189*z^3 + 78/77*z + 1
*
[ 4/5 ] 
f(z) = -217/192*z^3 + 71/150*z + 1
*
[ 4/5 ] 
f(z) = -209/192*z^3 + 67/150*z + 1
*
[ -3 ] 
f(z) = -218/189*z^3 + 82/7*z + 1
*
[ -3 ] 
f(z) = -215/189*z^3 + 81/7*z + 1
*
-12/5 | 0.18084872430116004281640306196729055393 | 0.020940727128362773943605266833070123891
f(z) = -215/192*z^3 + 88/15*z + 1
*
[ -3 ] 
f(z) = -212/189*z^3 + 80/7*z + 1
*
-2 | 0.11390985460637233371501925880616291837 | 0.017092266434808809111511075879604509099
f(z) = -219/184*z^3 + 98/23*z + 1
*
-2 | 0.11373411002274476486448111772234621908 | 0.017092200648808265251569587442008584781
f(z) = -217/184*z^3 + 97/23*z + 1
*
-2 | 0.11355643831137823195273944044411357118 | 0.017092118033900788089347465831028315118
f(z) = -215/184*z^3 + 96/23*z + 1
*
[ 3/2 ] 
f(z) = -215/189*z^3 + 81/28*z + 1
*
[ -4/5 ] 
f(z) = -215/192*z^3 + 89/30*z + 1
*
-2 | 0.11337679038098156843369018207441991562 | 0.017092016842151404686034288255666806209
f(z) = -213/184*z^3 + 95/23*z + 1
*
[ -3/4 ] 
f(z) = -212/189*z^3 + 83/28*z + 1
*
[ -3/2 ] 
f(z) = -212/189*z^3 + 88/21*z + 1
*
-2 | 0.11319511498623612399338497784900832056 | 0.017091895169808885849718932321503824983
f(z) = -211/184*z^3 + 94/23*z + 1
*
-2 | 0.11301135858679657129513857369059680557 | 0.017091750942173232226308247908152077928
f(z) = -209/184*z^3 + 93/23*z + 1
*
-2 | 0.11263737620215410107799410928642458464 | 0.017091385564696659262481767011141107788
f(z) = -205/184*z^3 + 91/23*z + 1
*
-2 | 0.11244703020792048357094583612082623308 | 0.017091159249650467040988918575146830718
f(z) = -203/184*z^3 + 90/23*z + 1
*
[ -4/3 ] 
f(z) = -203/192*z^3 + 98/27*z + 1
*
-2 | 0.11225436280740006951905306910461508585 | 0.017090900004757728716325839142691922412
f(z) = -201/184*z^3 + 89/23*z + 1
*
[ 12/11 ] 
f(z) = -209/192*z^3 + 91/66*z + 1
*
[ 7/9 ] 
f(z) = -207/196*z^3 + 89/252*z + 1
*
[ 4 ] 
f(z) = -217/192*z^3 + 113/6*z + 1
*
[ -4 ] 
f(z) = -215/192*z^3 + 115/6*z + 1
*
[ -12/5 ] 
f(z) = -215/192*z^3 + 118/15*z + 1
*
[ -4 ] 
f(z) = -211/192*z^3 + 113/6*z + 1
*
[ 4 ] 
f(z) = -209/192*z^3 + 109/6*z + 1
*
[ 12/5 ] 
f(z) = -205/192*z^3 + 101/15*z + 1
*
[ 4 ] 
f(z) = -205/192*z^3 + 107/6*z + 1
*
[ -4 ] 
f(z) = -203/192*z^3 + 109/6*z + 1
*
[ -3/5 ] 
f(z) = -220/189*z^3 + 108/35*z + 1
*
[ -12/7 ] 
f(z) = -217/192*z^3 + 103/21*z + 1
*
[ 2 ] 
f(z) = -215/184*z^3 + 119/23*z + 1
*
[ -4/3 ] 
f(z) = -215/192*z^3 + 101/27*z + 1
*
[ 2 ] 
f(z) = -213/184*z^3 + 118/23*z + 1
*
[ 2 ] 
f(z) = -211/184*z^3 + 117/23*z + 1
*
[ -3/2 ] 
f(z) = -211/189*z^3 + 117/28*z + 1
*
[ -4/3 ] 
f(z) = -211/192*z^3 + 100/27*z + 1
*
[ 2 ] 
f(z) = -209/184*z^3 + 116/23*z + 1
*
[ -12/11 ] 
f(z) = -209/192*z^3 + 106/33*z + 1
*
[ -3/8 ] 
f(z) = -208/189*z^3 + 107/28*z + 1
*
[ 2 ] 
f(z) = -205/184*z^3 + 114/23*z + 1
*
[ -3/5 ] 
f(z) = -205/189*z^3 + 107/35*z + 1
*
[ -3/2 ] 
f(z) = -205/189*z^3 + 115/28*z + 1
*
[ 2 ] 
f(z) = -203/184*z^3 + 113/23*z + 1
*
[ 2 ] 
f(z) = -201/184*z^3 + 112/23*z + 1
*
[ 4/3 ] 
f(z) = -211/192*z^3 + 119/54*z + 1
*
-12/7 | 0.21992742441770154218309648394212615023 | 0.026842927300152283618177996354120222402
f(z) = -203/192*z^3 + 113/42*z + 1
*
[ 4/3 ] 
f(z) = -203/192*z^3 + 115/54*z + 1
*
[ 3/2 ] 
f(z) = -202/189*z^3 + 115/42*z + 1
*
[ 5/6 ] 
f(z) = -216/185*z^3 + 113/185*z + 1
*
[ 2 ] 
f(z) = -219/184*z^3 + 121/23*z + 1
*
[ 2 ] 
f(z) = -217/184*z^3 + 120/23*z + 1
*
[ -2 ] 
f(z) = -209/184*z^3 + 139/23*z + 1
*
[ -2 ] 
f(z) = -205/184*z^3 + 137/23*z + 1
*
[ -2 ] 
f(z) = -203/184*z^3 + 136/23*z + 1
*
[ -2 ] 
f(z) = -201/184*z^3 + 135/23*z + 1
*
[ -4/7 ] 
f(z) = -217/192*z^3 + 131/42*z + 1
*
[ 4/3 ] 
f(z) = -215/192*z^3 + 121/54*z + 1
*
[ 3/2 ] 
f(z) = -214/189*z^3 + 121/42*z + 1
*
[ 6/5 ] 
f(z) = -220/189*z^3 + 129/70*z + 1
*
-4/11 | 0.19844071018479832890367161352654773958 | 0.023925671872679706837161041610584997624
f(z) = -209/192*z^3 + 125/66*z + 1
*
[ 6/5 ] 
f(z) = -205/189*z^3 + 121/70*z + 1
*
-12/29 | 0.21639018036165225205617713507398202131 | 0.023796512109800496629345768674237393163
f(z) = -203/192*z^3 + 139/87*z + 1
*
[ 6/7 ] 
f(z) = -203/180*z^3 + 139/210*z + 1
*
[ 21/26 ] 
f(z) = -208/189*z^3 + 131/273*z + 1
*
[ -2 ] 
f(z) = -219/184*z^3 + 144/23*z + 1
*
[ -2 ] 
f(z) = -217/184*z^3 + 143/23*z + 1
*
[ -2 ] 
f(z) = -215/184*z^3 + 142/23*z + 1
*
[ -2 ] 
f(z) = -213/184*z^3 + 141/23*z + 1
*
[ -2 ] 
f(z) = -211/184*z^3 + 140/23*z + 1
*
[ 12/7 ] 
f(z) = -217/192*z^3 + 157/42*z + 1
*
-21/20 | 0.18925579439123239949228760552474258784 | 0.022559026964389399055735175895229553633
f(z) = -220/189*z^3 + 153/140*z + 1
*
3/4 | 0.22024259240166917715201212745391452180 | 0.026252610107278443999911484546522108515
f(z) = -220/189*z^3 + 157/140*z + 1
*
[ 6/7 ] 
f(z) = -217/180*z^3 + 151/210*z + 1
*
[ 7/3 ] 
f(z) = -207/196*z^3 + 177/28*z + 1
*
[ -3/4 ] 
f(z) = -218/189*z^3 + 167/56*z + 1
*
[ -3/2 ] 
f(z) = -218/189*z^3 + 179/42*z + 1
*
[ -12/19 ] 
f(z) = -209/192*z^3 + 172/57*z + 1
*
[ -3/4 ] 
f(z) = -206/189*z^3 + 165/56*z + 1
*
[ -3/2 ] 
f(z) = -206/189*z^3 + 173/42*z + 1
*
-2 | 0.092058997038794451751893336354990610599 | 0.014004179500773934994425792679832639511
f(z) = -203/192*z^3 + 179/48*z + 1
*
-12/31 | 0.21763111666507045447641004693742941133 | 0.023520992346848073477997641408318447472
f(z) = -217/192*z^3 + 163/93*z + 1
*
[ 7/6 ] 
f(z) = -207/196*z^3 + 177/112*z + 1
*
-21/19 | 0.24163349022259728425658409531940688152 | 0.028718606239879971762822417574125218883
f(z) = -209/189*z^3 + 167/133*z + 1
*
-21/20 | 0.19842674407647888994851773052968622286 | 0.023484877168583958865169356228201589849
f(z) = -220/189*z^3 + 173/140*z + 1
*
[ 21/10 ] 
f(z) = -220/189*z^3 + 198/35*z + 1
*
-2 | 0.093359312027461961594701367126272859668 | 0.014041138361062077660263818325281494486
f(z) = -217/192*z^3 + 193/48*z + 1
*
-2 | 0.093180119513930800952147409320299420160 | 0.014036178054247099544257466670771269364
f(z) = -215/192*z^3 + 191/48*z + 1
*
-2 | 0.092815549909635426436901595606616686276 | 0.014025978199992493802776584654800068284
f(z) = -211/192*z^3 + 187/48*z + 1
*
-2 | 0.092630059751657739360206546410914881847 | 0.014020730194731489933064185186345835961
f(z) = -209/192*z^3 + 185/48*z + 1
*
[ -4/3 ] 
f(z) = -209/192*z^3 + 199/54*z + 1
*
-2 | 0.092252365362336090270095630137605528059 | 0.014009914644982004148178869148240778248
f(z) = -205/192*z^3 + 181/48*z + 1
*
[ -4/3 ] 
f(z) = -205/192*z^3 + 197/54*z + 1
*
[ -12/7 ] 
f(z) = -203/192*z^3 + 197/42*z + 1
*
-2/5 | 0.21406129738807339473774068751679381378 | 0.029134689764516008570025739425176196000
f(z) = -215/184*z^3 + 194/115*z + 1
*
3/16 | 0.22172227496096863917527119578278515562 | 0.025938162627040017661213024847564067127
f(z) = -208/189*z^3 + 191/112*z + 1
*
[ 21/4 ] 
f(z) = -208/189*z^3 + 218/7*z + 1
*
[ 12/5 ] 
f(z) = -215/192*z^3 + 211/30*z + 1
*
[ -7/3 ] 
f(z) = -207/196*z^3 + 201/28*z + 1
*
[ -4/3 ] 
f(z) = -217/192*z^3 + 203/54*z + 1
*
[ -2/3 ] 
f(z) = -219/184*z^3 + 209/69*z + 1
*
[ -2/3 ] 
f(z) = -213/184*z^3 + 208/69*z + 1
*
[ -2/3 ] 
f(z) = -201/184*z^3 + 206/69*z + 1
*
-21/20 | 0.21609727344186564695503056000165551362 | 0.024961771119528676724163172353993576124
f(z) = -220/189*z^3 + 213/140*z + 1
*
-8/7 | 0.19006887590090811997560433129162126735 | 0.025576801395365694849341758314223275077
f(z) = -203/192*z^3 + 211/168*z + 1
*
[ 3 ] 
f(z) = -218/189*z^3 + 232/21*z + 1
*
[ 3 ] 
f(z) = -215/189*z^3 + 229/21*z + 1
*
[ 3 ] 
f(z) = -212/189*z^3 + 226/21*z + 1
*
[ -3 ] 
f(z) = -211/189*z^3 + 239/21*z + 1
*
[ 3 ] 
f(z) = -209/189*z^3 + 223/21*z + 1
*
[ -3 ] 
f(z) = -208/189*z^3 + 236/21*z + 1
*
[ 3 ] 
f(z) = -206/189*z^3 + 220/21*z + 1
*
[ -3 ] 
f(z) = -205/189*z^3 + 233/21*z + 1
*
[ -12/5 ] 
f(z) = -205/192*z^3 + 227/30*z + 1
*
[ -3 ] 
f(z) = -202/189*z^3 + 230/21*z + 1
*
[ 2 ] 
f(z) = -215/192*z^3 + 239/48*z + 1
*
[ 2 ] 
f(z) = -211/192*z^3 + 235/48*z + 1
*
[ 2 ] 
f(z) = -209/192*z^3 + 233/48*z + 1
*
[ 2 ] 
f(z) = -205/192*z^3 + 229/48*z + 1
*
[ 2 ] 
f(z) = -203/192*z^3 + 227/48*z + 1
*
[ -4/5 ] 
f(z) = -217/192*z^3 + 223/75*z + 1
*
[ -4/5 ] 
f(z) = -209/192*z^3 + 221/75*z + 1
*
[ 3/2 ] 
f(z) = -211/189*z^3 + 239/84*z + 1
*
[ 3/2 ] 
f(z) = -205/189*z^3 + 233/84*z + 1
*
[ 21/16 ] 
f(z) = -208/189*z^3 + 239/112*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.025327718048792447289585728811574779185
f(z) = -217/192*z^3 + 227/168*z + 1
*
[ -3 ] 
f(z) = -220/189*z^3 + 248/21*z + 1
*
[ -3 ] 
f(z) = -214/189*z^3 + 242/21*z + 1
*
[ -21/8 ] 
f(z) = -208/189*z^3 + 251/28*z + 1
*
[ 2 ] 
f(z) = -217/192*z^3 + 241/48*z + 1
*
[ -6/5 ] 
f(z) = -215/189*z^3 + 243/70*z + 1
*
[ -4/11 ] 
f(z) = -209/192*z^3 + 257/66*z + 1
*
[ -3/4 ] 
f(z) = -220/189*z^3 + 251/84*z + 1
*
-3/10 | 0.22326584335702479711954366517062054575 | 0.028836767030170763297445762077335721677
f(z) = -220/189*z^3 + 256/105*z + 1
*
[ 8/7 ] 
f(z) = -203/192*z^3 + 253/168*z + 1
*
-6/13 | 0.23592438755578747384459467167746561475 | 0.026697035970958867479850296124860793305
f(z) = -208/189*z^3 + 255/182*z + 1
*
-8/11 | 0.19843817480588359735312461176783792809 | 0.025637246824661180891308933627070787019
f(z) = -209/192*z^3 + 251/264*z + 1
*
-3/8 | 0.20038014756178030624038306495756903471 | 0.022482773659355289779062444340875725702
f(z) = -208/189*z^3 + 275/28*z + 1
*
[ -2 ] 
f(z) = -205/192*z^3 + 277/48*z + 1
*
[ -2 ] 
f(z) = -203/192*z^3 + 275/48*z + 1
*
[ -21/26 ] 
f(z) = -208/189*z^3 + 269/91*z + 1
*
[ 8/7 ] 
f(z) = -217/192*z^3 + 269/168*z + 1
*
3/5 | 0.22879912572284165332499599113167593473 | 0.029448832039497462310536915268810858909
f(z) = -220/189*z^3 + 263/210*z + 1
*
[ -2 ] 
f(z) = -217/192*z^3 + 289/48*z + 1
*
[ -2 ] 
f(z) = -215/192*z^3 + 287/48*z + 1
*
[ -2 ] 
f(z) = -211/192*z^3 + 283/48*z + 1
*
[ -2 ] 
f(z) = -209/192*z^3 + 281/48*z + 1
*
[ 21/13 ] 
f(z) = -208/189*z^3 + 296/91*z + 1
*
[ -2/3 ] 
f(z) = -207/188*z^3 + 281/94*z + 1
*
[ -2/3 ] 
f(z) = -207/196*z^3 + 291/98*z + 1
*
-8/5 | 0.19220247477793564306925058529011197196 | 0.024705053086917387538105792562528246380
f(z) = -215/192*z^3 + 299/120*z + 1
*
-8/5 | 0.15740845682698839973265582841389859986 | 0.020376793537329322284066229231516199749
f(z) = -205/192*z^3 + 283/120*z + 1
*
[ 14/11 ] 
f(z) = -209/196*z^3 + 299/154*z + 1
*
[ 2/3 ] 
f(z) = -207/200*z^3 - 1/25*z + 1
*
[ 2/3 ] 
f(z) = -207/208*z^3 - 3/52*z + 1
*
[ 2/3 ] 
f(z) = -219/200*z^3 - 1/75*z + 1
*
[ 2/3 ] 
f(z) = -213/200*z^3 - 2/75*z + 1
*
[ 2/3 ] 
f(z) = -201/200*z^3 - 4/75*z + 1
*
[ 2/3 ] 
f(z) = -207/212*z^3 - 7/106*z + 1
*
[ 2/3 ] 
f(z) = -219/208*z^3 - 5/156*z + 1
*
[ 2/3 ] 
f(z) = -213/208*z^3 - 7/156*z + 1
*
[ 2/3 ] 
f(z) = -201/208*z^3 - 11/156*z + 1
*
[ 2/3 ] 
f(z) = -207/202*z^3 - 9/202*z + 1
*
[ 2/3 ] 
f(z) = -207/206*z^3 - 11/206*z + 1
*
[ 2/3 ] 
f(z) = -207/214*z^3 - 15/214*z + 1
*
[ 2/3 ] 
f(z) = -207/218*z^3 - 17/218*z + 1
*
[ 2/3 ] 
f(z) = -217/200*z^3 - 4/225*z + 1
*
[ 2/3 ] 
f(z) = -211/200*z^3 - 7/225*z + 1
*
[ 2/3 ] 
f(z) = -209/200*z^3 - 8/225*z + 1
*
[ 2/3 ] 
f(z) = -203/200*z^3 - 11/225*z + 1
*
[ 2/3 ] 
f(z) = -217/216*z^3 - 13/243*z + 1
*
[ 2/3 ] 
f(z) = -215/216*z^3 - 14/243*z + 1
*
[ 2/3 ] 
f(z) = -211/216*z^3 - 16/243*z + 1
*
[ 2/3 ] 
f(z) = -209/216*z^3 - 17/243*z + 1
*
[ 2/3 ] 
f(z) = -205/216*z^3 - 19/243*z + 1
*
[ 2/3 ] 
f(z) = -203/216*z^3 - 20/243*z + 1
*
[ 6/7 ] 
f(z) = -217/216*z^3 + 4/7*z + 1
*
[ 6/5 ] 
f(z) = -215/216*z^3 + 8/5*z + 1
*
[ -6/5 ] 
f(z) = -205/216*z^3 + 16/5*z + 1
*
[ 6/7 ] 
f(z) = -203/216*z^3 + 11/21*z + 1
*
[ 3/4 ] 
f(z) = -208/207*z^3 + 16/69*z + 1
*
[ 30/43 ] 
f(z) = -215/216*z^3 + 11/215*z + 1
*
[ 6 ] 
f(z) = -217/216*z^3 + 37*z + 1
*
[ -6 ] 
f(z) = -215/216*z^3 + 37*z + 1
*
[ 6 ] 
f(z) = -211/216*z^3 + 36*z + 1
*
[ -6 ] 
f(z) = -209/216*z^3 + 36*z + 1
*
[ 6/5 ] 
f(z) = -205/216*z^3 + 23/15*z + 1
*
[ 6 ] 
f(z) = -205/216*z^3 + 35*z + 1
*
[ -6/7 ] 
f(z) = -203/216*z^3 + 20/7*z + 1
*
[ -6 ] 
f(z) = -203/216*z^3 + 35*z + 1
*
[ 6/5 ] 
f(z) = -209/216*z^3 + 39/25*z + 1
*
[ 6/5 ] 
f(z) = -203/216*z^3 + 38/25*z + 1
*
[ 6/7 ] 
f(z) = -211/216*z^3 + 27/49*z + 1
*
[ 6/7 ] 
f(z) = -205/216*z^3 + 26/49*z + 1
*
[ 3/4 ] 
f(z) = -215/216*z^3 + 29/128*z + 1
*
[ 3/4 ] 
f(z) = -209/216*z^3 + 27/128*z + 1
*
[ 3/4 ] 
f(z) = -203/216*z^3 + 25/128*z + 1
*
[ 30/41 ] 
f(z) = -205/216*z^3 + 29/205*z + 1
*
[ 5/7 ] 
f(z) = -203/200*z^3 + 33/280*z + 1
*
[ -6/5 ] 
f(z) = -215/216*z^3 + 49/15*z + 1
*
-3/5 | 0.19345367409865901621208490874642078217 | 0.027599142232368366295170023250121351454
f(z) = -215/216*z^3 + 41/40*z + 1
*
[ 10/11 ] 
f(z) = -209/200*z^3 + 42/55*z + 1
*
-10/9 | 0.22637668786261807067548817329480453229 | 0.029556289707564113758564325813208765304
f(z) = -207/200*z^3 + 53/45*z + 1
*
-2/3 | 0.14270900907559459718622592562760746953 | 0.026736860130013426854307086440708488216
f(z) = -207/208*z^3 + 49/52*z + 1
*
[ 3/4 ] 
f(z) = -208/201*z^3 + 50/201*z + 1
*
[ 3/4 ] 
f(z) = -208/213*z^3 + 46/213*z + 1
*
[ 3/4 ] 
f(z) = -208/219*z^3 + 44/219*z + 1
*
[ 5/7 ] 
f(z) = -217/200*z^3 + 43/280*z + 1
*
[ 3 ] 
f(z) = -215/216*z^3 + 77/8*z + 1
*
[ 3 ] 
f(z) = -209/216*z^3 + 75/8*z + 1
*
[ 10/3 ] 
f(z) = -207/200*z^3 + 61/5*z + 1
*
[ -10/3 ] 
f(z) = -207/200*z^3 + 64/5*z + 1
*
[ -3 ] 
f(z) = -205/216*z^3 + 79/8*z + 1
*
[ 3 ] 
f(z) = -203/216*z^3 + 73/8*z + 1
*
[ -6/7 ] 
f(z) = -217/216*z^3 + 61/21*z + 1
*
[ -2/3 ] 
f(z) = -207/200*z^3 + 74/25*z + 1
*
[ 3/2 ] 
f(z) = -205/216*z^3 + 79/32*z + 1
*
[ 10/9 ] 
f(z) = -207/200*z^3 + 62/45*z + 1
*
[ 24/31 ] 
f(z) = -217/216*z^3 + 77/248*z + 1
*
[ 3/4 ] 
f(z) = -220/207*z^3 + 73/276*z + 1
*
[ 3/4 ] 
f(z) = -212/207*z^3 + 67/276*z + 1
*
[ -3 ] 
f(z) = -217/216*z^3 + 83/8*z + 1
*
[ -3 ] 
f(z) = -211/216*z^3 + 81/8*z + 1
*
[ -6/19 ] 
f(z) = -209/216*z^3 + 81/19*z + 1
*
-2 | 0.11384492212759741461453954417810413139 | 0.017108853724390247642673617144497263836
f(z) = -219/200*z^3 + 97/25*z + 1
*
[ 10/7 ] 
f(z) = -217/200*z^3 + 88/35*z + 1
*
-2 | 0.11366609248931733000567161764267116260 | 0.017108622797348072335113420662252988223
f(z) = -217/200*z^3 + 96/25*z + 1
*
[ -6/5 ] 
f(z) = -217/216*z^3 + 82/25*z + 1
*
[ 3/2 ] 
f(z) = -217/216*z^3 + 83/32*z + 1
*
-2 | 0.10001075821036289865890910395909628224 | 0.015077032591801046899516884607341698237
f(z) = -217/216*z^3 + 95/27*z + 1
*
-2 | 0.099825837270363929636862098274763463073 | 0.015073201224902035531469628364365300281
f(z) = -215/216*z^3 + 94/27*z + 1
*
-2 | 0.11330218818323740051111346027332205365 | 0.017108062686038403714362235274115930355
f(z) = -213/200*z^3 + 94/25*z + 1
*
-2 | 0.11311699635849032397300535855647986557 | 0.017107727517505605265376961742175447879
f(z) = -211/200*z^3 + 93/25*z + 1
*
[ -6/5 ] 
f(z) = -211/216*z^3 + 81/25*z + 1
*
[ 3/2 ] 
f(z) = -211/216*z^3 + 81/32*z + 1
*
-2 | 0.099448992049949391084456135849992359531 | 0.015065221218056726638720467341294789452
f(z) = -211/216*z^3 + 92/27*z + 1
*
-2 | 0.11292956178534984838105170819033706274 | 0.017107351168526663778549865862359023738
f(z) = -209/200*z^3 + 92/25*z + 1
*
-2 | 0.099256918505584260503411741431406362249 | 0.015061059848357622607164912298583634478
f(z) = -209/216*z^3 + 91/27*z + 1
*
-2 | 0.11273981826279103766899076036873482571 | 0.017106929932076502701771897760482060506
f(z) = -207/200*z^3 + 91/25*z + 1
*
-2 | 0.098865063346828095295138405788701419136 | 0.015052358495177248874965218727239554077
f(z) = -205/216*z^3 + 89/27*z + 1
*
[ 10/7 ] 
f(z) = -203/200*z^3 + 83/35*z + 1
*
-2 | 0.11235312191711454518052270786054045956 | 0.017105936231648838306327452138749008604
f(z) = -203/200*z^3 + 89/25*z + 1
*
-2 | 0.098665104376162443431569624477066467541 | 0.015047802292035300977025094922087760735
f(z) = -203/216*z^3 + 88/27*z + 1
*
[ 12/7 ] 
f(z) = -203/216*z^3 + 89/28*z + 1
*
-2 | 0.11215601818907955172328829990257402581 | 0.017105354504433423986077859270407738451
f(z) = -201/200*z^3 + 88/25*z + 1
*
-3/7 | 0.22246603948512418513660024306084741264 | 0.028747997795389536757161048369781101810
f(z) = -217/216*z^3 + 85/56*z + 1
*
-3/5 | 0.22777969219374704295571720730155310552 | 0.029619144409105054141826152320182093956
f(z) = -215/216*z^3 + 81/40*z + 1
*
[ 6/7 ] 
f(z) = -215/216*z^3 + 83/147*z + 1
*
[ 6/7 ] 
f(z) = -209/216*z^3 + 80/147*z + 1
*
[ 5/6 ] 
f(z) = -207/200*z^3 + 83/160*z + 1
*
[ 4/5 ] 
f(z) = -205/208*z^3 + 99/260*z + 1
*
[ -6 ] 
f(z) = -217/216*z^3 + 112/3*z + 1
*
[ 6 ] 
f(z) = -215/216*z^3 + 110/3*z + 1
*
[ -6 ] 
f(z) = -211/216*z^3 + 109/3*z + 1
*
[ 6 ] 
f(z) = -209/216*z^3 + 107/3*z + 1
*
[ -6 ] 
f(z) = -205/216*z^3 + 106/3*z + 1
*
[ 6 ] 
f(z) = -203/216*z^3 + 104/3*z + 1
*
[ 2 ] 
f(z) = -213/200*z^3 + 119/25*z + 1
*
[ 2 ] 
f(z) = -211/200*z^3 + 118/25*z + 1
*
[ 2 ] 
f(z) = -211/216*z^3 + 119/27*z + 1
*
[ 2 ] 
f(z) = -209/200*z^3 + 117/25*z + 1
*
[ -6/11 ] 
f(z) = -209/216*z^3 + 103/33*z + 1
*
[ 2 ] 
f(z) = -209/216*z^3 + 118/27*z + 1
*
[ 2 ] 
f(z) = -207/200*z^3 + 116/25*z + 1
*
[ 2 ] 
f(z) = -205/216*z^3 + 116/27*z + 1
*
[ 2 ] 
f(z) = -203/200*z^3 + 114/25*z + 1
*
[ 2 ] 
f(z) = -203/216*z^3 + 115/27*z + 1
*
[ 2 ] 
f(z) = -201/200*z^3 + 113/25*z + 1
*
[ 4/3 ] 
f(z) = -207/208*z^3 + 105/52*z + 1
*
[ 6/5 ] 
f(z) = -211/216*z^3 + 118/75*z + 1
*
[ 5/6 ] 
f(z) = -216/205*z^3 + 109/205*z + 1
*
[ 5/6 ] 
f(z) = -216/215*z^3 + 107/215*z + 1
*
[ 24/29 ] 
f(z) = -203/216*z^3 + 101/232*z + 1
*
[ 4/5 ] 
f(z) = -215/208*z^3 + 107/260*z + 1
*
[ 2 ] 
f(z) = -219/200*z^3 + 122/25*z + 1
*
[ 2 ] 
f(z) = -217/200*z^3 + 121/25*z + 1
*
[ -10/7 ] 
f(z) = -217/200*z^3 + 137/35*z + 1
*
[ 2 ] 
f(z) = -217/216*z^3 + 122/27*z + 1
*
[ -12/7 ] 
f(z) = -217/216*z^3 + 127/28*z + 1
*
[ 2 ] 
f(z) = -215/216*z^3 + 121/27*z + 1
*
[ -3/2 ] 
f(z) = -215/216*z^3 + 125/32*z + 1
*
[ -3/2 ] 
f(z) = -209/216*z^3 + 123/32*z + 1
*
[ 12/5 ] 
f(z) = -205/216*z^3 + 121/20*z + 1
*
[ -10/7 ] 
f(z) = -203/200*z^3 + 132/35*z + 1
*
[ -2 ] 
f(z) = -203/200*z^3 + 139/25*z + 1
*
[ -3/2 ] 
f(z) = -203/216*z^3 + 121/32*z + 1
*
[ -2 ] 
f(z) = -201/200*z^3 + 138/25*z + 1
*
[ -3/5 ] 
f(z) = -215/216*z^3 + 121/40*z + 1
*
[ -12/11 ] 
f(z) = -209/216*z^3 + 135/44*z + 1
*
[ 5/3 ] 
f(z) = -207/200*z^3 + 131/40*z + 1
*
[ 6/5 ] 
f(z) = -217/216*z^3 + 121/75*z + 1
*
[ 18/19 ] 
f(z) = -209/216*z^3 + 139/171*z + 1
*
[ -2 ] 
f(z) = -219/200*z^3 + 147/25*z + 1
*
[ -2 ] 
f(z) = -217/200*z^3 + 146/25*z + 1
*
[ -2 ] 
f(z) = -217/216*z^3 + 149/27*z + 1
*
[ -12/5 ] 
f(z) = -215/216*z^3 + 143/20*z + 1
*
[ -2 ] 
f(z) = -215/216*z^3 + 148/27*z + 1
*
[ -2 ] 
f(z) = -213/200*z^3 + 144/25*z + 1
*
[ -2 ] 
f(z) = -211/200*z^3 + 143/25*z + 1
*
[ -2 ] 
f(z) = -211/216*z^3 + 146/27*z + 1
*
[ -2 ] 
f(z) = -209/200*z^3 + 142/25*z + 1
*
[ -2 ] 
f(z) = -209/216*z^3 + 145/27*z + 1
*
[ -2 ] 
f(z) = -207/200*z^3 + 141/25*z + 1
*
[ -2 ] 
f(z) = -205/216*z^3 + 143/27*z + 1
*
[ -2 ] 
f(z) = -203/216*z^3 + 142/27*z + 1
*
-3/7 | 0.24673408698900460707496203005601469355 | 0.029926762251652529426357655565260869320
f(z) = -217/216*z^3 + 141/56*z + 1
*
[ -6/7 ] 
f(z) = -215/216*z^3 + 142/49*z + 1
*
[ -6/7 ] 
f(z) = -209/216*z^3 + 141/49*z + 1
*
[ -10/9 ] 
f(z) = -207/200*z^3 + 143/45*z + 1
*
[ -2/3 ] 
f(z) = -207/208*z^3 + 153/52*z + 1
*
-2/3 | 0.15961296534107281479718314448619489903 | 0.024602456729752248184755598362492378622
f(z) = -219/208*z^3 + 151/156*z + 1
*
-2/3 | 0.14249871567554837689550434135450629580 | 0.022058950977051146824793558645540539911
f(z) = -213/208*z^3 + 149/156*z + 1
*
-2/3 | 0.14313119657216463835378079132901289952 | 0.022238634646509407264506610880559301472
f(z) = -201/208*z^3 + 145/156*z + 1
*
[ 10/3 ] 
f(z) = -201/200*z^3 + 178/15*z + 1
*
[ -10/11 ] 
f(z) = -209/200*z^3 + 163/55*z + 1
*
[ -5/3 ] 
f(z) = -207/200*z^3 + 179/40*z + 1
*
-2 | 0.11249195200127819071293974490397297790 | 0.017112477203661868043070923271280086685
f(z) = -205/208*z^3 + 179/52*z + 1
*
-2 | 0.11229485128218028306044713162208973809 | 0.017111742161749114862949923485816526593
f(z) = -203/208*z^3 + 177/52*z + 1
*
-2 | 0.11209508997947046330761583121837954133 | 0.017110931975577394426513663823986110387
f(z) = -201/208*z^3 + 175/52*z + 1
*
[ 3/2 ] 
f(z) = -208/207*z^3 + 179/69*z + 1
*
[ 12/11 ] 
f(z) = -209/216*z^3 + 163/132*z + 1
*
[ 10/3 ] 
f(z) = -219/200*z^3 + 193/15*z + 1
*
[ 10/3 ] 
f(z) = -213/200*z^3 + 188/15*z + 1
*
[ -10/3 ] 
f(z) = -213/200*z^3 + 197/15*z + 1
*
[ -10/3 ] 
f(z) = -201/200*z^3 + 187/15*z + 1
*
-2 | 0.11380384545343484726612914300006552222 | 0.017115973814830232832677839323710813965
f(z) = -219/208*z^3 + 193/52*z + 1
*
-2 | 0.11362319819685860178398916300755300885 | 0.017115619182541196833175730572687758792
f(z) = -217/208*z^3 + 191/52*z + 1
*
[ -3/7 ] 
f(z) = -217/216*z^3 + 197/56*z + 1
*
-2 | 0.11344040529442490796830146959392127433 | 0.017115222862385486818395866230244412639
f(z) = -215/208*z^3 + 189/52*z + 1
*
-2 | 0.11325540431076388983614481375076578085 | 0.017114781234832742301252042150605921452
f(z) = -213/208*z^3 + 187/52*z + 1
*
-2 | 0.11306812957208000316907067128675551363 | 0.017114290356751103851060493622960354019
f(z) = -211/208*z^3 + 185/52*z + 1
*
-2 | 0.11287851191286960379456056487398342454 | 0.017113745928012502076491767999350242483
f(z) = -209/208*z^3 + 183/52*z + 1
*
-2 | 0.11268647839581697694102510598139376802 | 0.017113143254032512488108421172983464985
f(z) = -207/208*z^3 + 181/52*z + 1
*
[ -4/3 ] 
f(z) = -207/208*z^3 + 183/52*z + 1
*
[ 3/2 ] 
f(z) = -220/207*z^3 + 188/69*z + 1
*
[ 3/2 ] 
f(z) = -212/207*z^3 + 182/69*z + 1
*
[ 10/9 ] 
f(z) = -219/200*z^3 + 196/135*z + 1
*
[ 10/9 ] 
f(z) = -213/200*z^3 + 191/135*z + 1
*
[ 10/9 ] 
f(z) = -201/200*z^3 + 181/135*z + 1
*
[ -10/3 ] 
f(z) = -219/200*z^3 + 202/15*z + 1
*
[ -3/4 ] 
f(z) = -208/207*z^3 + 200/69*z + 1
*
[ 4/3 ] 
f(z) = -207/200*z^3 + 209/100*z + 1
*
[ 3 ] 
f(z) = -217/216*z^3 + 233/24*z + 1
*
[ 3 ] 
f(z) = -211/216*z^3 + 227/24*z + 1
*
[ 3 ] 
f(z) = -205/216*z^3 + 221/24*z + 1
*
[ -3 ] 
f(z) = -203/216*z^3 + 235/24*z + 1
*
[ 2 ] 
f(z) = -213/208*z^3 + 239/52*z + 1
*
[ 2 ] 
f(z) = -211/208*z^3 + 237/52*z + 1
*
[ 2 ] 
f(z) = -209/208*z^3 + 235/52*z + 1
*
[ 2 ] 
f(z) = -207/208*z^3 + 233/52*z + 1
*
[ 2 ] 
f(z) = -205/208*z^3 + 231/52*z + 1
*
[ 2 ] 
f(z) = -203/208*z^3 + 229/52*z + 1
*
[ 2 ] 
f(z) = -201/208*z^3 + 227/52*z + 1
*
[ -2/3 ] 
f(z) = -219/200*z^3 + 224/75*z + 1
*
[ -2/3 ] 
f(z) = -213/200*z^3 + 223/75*z + 1
*
[ -6/5 ] 
f(z) = -203/216*z^3 + 239/75*z + 1
*
[ -2/3 ] 
f(z) = -201/200*z^3 + 221/75*z + 1
*
[ 3/2 ] 
f(z) = -203/216*z^3 + 235/96*z + 1
*
-2/5 | 0.21074412365311063915110768517743256501 | 0.028132647098532354269635462908467672578
f(z) = -215/216*z^3 + 224/135*z + 1
*
-2/5 | 0.21072528657019822486331800659367402364 | 0.028146944119625980222201347291461282643
f(z) = -205/216*z^3 + 223/135*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.020894308283317159003205395809212512567
f(z) = -201/208*z^3 + 229/156*z + 1
*
-4/5 | 0.15243198845424648764865522411922256224 | 0.021838156167965504363034301435353371013
f(z) = -215/208*z^3 + 237/260*z + 1
*
-4/5 | 0.19715321874776596500689744594081317730 | 0.028379717875944954105760394370436620044
f(z) = -205/208*z^3 + 229/260*z + 1
*
[ -3 ] 
f(z) = -215/216*z^3 + 247/24*z + 1
*
[ -3 ] 
f(z) = -209/216*z^3 + 241/24*z + 1
*
[ 2 ] 
f(z) = -219/208*z^3 + 245/52*z + 1
*
[ 2 ] 
f(z) = -217/208*z^3 + 243/52*z + 1
*
[ 2 ] 
f(z) = -215/208*z^3 + 241/52*z + 1
*
[ -6/5 ] 
f(z) = -209/216*z^3 + 242/75*z + 1
*
[ 3/2 ] 
f(z) = -215/216*z^3 + 247/96*z + 1
*
-3/11 | 0.24667196916224502044134089424312485873 | 0.028092729385483801443577052956688439782
f(z) = -209/216*z^3 + 241/88*z + 1
*
[ 3/2 ] 
f(z) = -209/216*z^3 + 241/96*z + 1
*
-4/3 | 0.20108556103813930419455559856225847483 | 0.029059934731349544940070361323029035911
f(z) = -219/208*z^3 + 253/156*z + 1
*
-4/3 | 0.14718887918708179727895313823267995440 | 0.021370273062250973794717587468712392245
f(z) = -213/208*z^3 + 245/156*z + 1
*
-3/7 | 0.19548360216846181145868431109729221995 | 0.025286943637065794682433488430210267650
f(z) = -203/216*z^3 + 253/168*z + 1
*
[ -2 ] 
f(z) = -201/208*z^3 + 279/52*z + 1
*
[ -3/2 ] 
f(z) = -212/207*z^3 + 274/69*z + 1
*
[ -3/2 ] 
f(z) = -208/207*z^3 + 271/69*z + 1
*
[ 30/19 ] 
f(z) = -209/216*z^3 + 264/95*z + 1
*
-5/7 | 0.20892553252975633667981885943103268345 | 0.028519113074664765226143383864444892563
f(z) = -217/200*z^3 + 267/280*z + 1
*
[ -2 ] 
f(z) = -219/208*z^3 + 297/52*z + 1
*
[ -2 ] 
f(z) = -217/208*z^3 + 295/52*z + 1
*
[ -2 ] 
f(z) = -215/208*z^3 + 293/52*z + 1
*
[ -2 ] 
f(z) = -213/208*z^3 + 291/52*z + 1
*
[ -2 ] 
f(z) = -211/208*z^3 + 289/52*z + 1
*
[ -2 ] 
f(z) = -209/208*z^3 + 287/52*z + 1
*
[ -2 ] 
f(z) = -207/208*z^3 + 285/52*z + 1
*
[ -2 ] 
f(z) = -205/208*z^3 + 283/52*z + 1
*
[ -2 ] 
f(z) = -203/208*z^3 + 281/52*z + 1
*
[ -3/2 ] 
f(z) = -220/207*z^3 + 280/69*z + 1
*
[ 12/7 ] 
f(z) = -217/216*z^3 + 283/84*z + 1
*
[ 18/11 ] 
f(z) = -209/216*z^3 + 295/99*z + 1
*
5/3 | 0.20434085610728962422305838786668397928 | 0.028031793400480714793070933768782722076
f(z) = -219/200*z^3 + 293/120*z + 1
*
-5/3 | 0.20022367798770237312226911954778750392 | 0.027545175136964482123617809184246530823
f(z) = -201/200*z^3 + 287/120*z + 1
*
-10/29 | 0.28035810994732202651670785091776310511 | 0.029923850146012567222364503601712416913
f(z) = -203/200*z^3 + 293/145*z + 1
*
[ 2/3 ] 
f(z) = -207/226*z^3 - 21/226*z + 1
*
[ 2/3 ] 
f(z) = -207/238*z^3 - 27/238*z + 1
*
[ 2/3 ] 
f(z) = -217/232*z^3 - 22/261*z + 1
*
[ 2/3 ] 
f(z) = -215/232*z^3 - 23/261*z + 1
*
[ 2/3 ] 
f(z) = -211/232*z^3 - 25/261*z + 1
*
[ 2/3 ] 
f(z) = -209/232*z^3 - 26/261*z + 1
*
[ 2/3 ] 
f(z) = -205/232*z^3 - 28/261*z + 1
*
[ 2/3 ] 
f(z) = -207/232*z^3 - 3/29*z + 1
*
[ 2/3 ] 
f(z) = -207/224*z^3 - 5/56*z + 1
*
[ 2/3 ] 
f(z) = -219/232*z^3 - 7/87*z + 1
*
[ 2/3 ] 
f(z) = -213/232*z^3 - 8/87*z + 1
*
[ 2/3 ] 
f(z) = -201/232*z^3 - 10/87*z + 1
*
[ 2/3 ] 
f(z) = -207/220*z^3 - 9/110*z + 1
*
[ 2/3 ] 
f(z) = -207/236*z^3 - 13/118*z + 1
*
[ 2/3 ] 
f(z) = -219/224*z^3 - 11/168*z + 1
*
[ 2/3 ] 
f(z) = -213/224*z^3 - 13/168*z + 1
*
[ 2/3 ] 
f(z) = -201/224*z^3 - 17/168*z + 1
*
[ 3/4 ] 
f(z) = -208/225*z^3 + 14/75*z + 1
*
[ 3/4 ] 
f(z) = -208/237*z^3 + 38/237*z + 1
*
[ 4/3 ] 
f(z) = -207/224*z^3 + 53/28*z + 1
*
[ 4/5 ] 
f(z) = -215/224*z^3 + 51/140*z + 1
*
[ 4/5 ] 
f(z) = -205/224*z^3 + 47/140*z + 1
*
[ 3/4 ] 
f(z) = -208/231*z^3 + 40/231*z + 1
*
[ 5/4 ] 
f(z) = -208/225*z^3 + 74/45*z + 1
*
4/3 | 0.19387584285870402565666355650758231947 | 0.029780053681114688939578891890791883695
f(z) = -201/224*z^3 + 71/84*z + 1
*
-2 | 0.11364151216979819812448003754556792720 | 0.017131924739153375802444256828919965740
f(z) = -219/232*z^3 + 95/29*z + 1
*
-2 | 0.11345399994360363544990375639631713351 | 0.017130985501162001069167641810296249356
f(z) = -217/232*z^3 + 94/29*z + 1
*
-2 | 0.11326400493927280694165375377473875062 | 0.017129960982181341948060632046554475391
f(z) = -215/232*z^3 + 93/29*z + 1
*
-2 | 0.11307144119053398175997881901992293700 | 0.017128844042223279202918505365628540300
f(z) = -213/232*z^3 + 92/29*z + 1
*
-2 | 0.11287621727341129933729622881184917053 | 0.017127626863767898610857828577106227065
f(z) = -211/232*z^3 + 91/29*z + 1
*
-2 | 0.11267823578450550385762085262800870248 | 0.017126300874302671508492993254661559698
f(z) = -209/232*z^3 + 90/29*z + 1
*
[ -4/3 ] 
f(z) = -207/224*z^3 + 95/28*z + 1
*
[ -2/3 ] 
f(z) = -207/232*z^3 + 84/29*z + 1
*
-2 | 0.11247739275242199026755270402540708762 | 0.017124856658139444582240537382357960384
f(z) = -207/232*z^3 + 89/29*z + 1
*
-2 | 0.11227357697159886636134859672223260977 | 0.017123283855729690533285949101140838125
f(z) = -205/232*z^3 + 88/29*z + 1
*
-2 | 0.11185654152518938368952364164941956267 | 0.017119705625590730269152317326438066762
f(z) = -201/232*z^3 + 86/29*z + 1
*
[ 15/19 ] 
f(z) = -209/225*z^3 + 89/285*z + 1
*
[ 2 ] 
f(z) = -209/232*z^3 + 119/29*z + 1
*
[ 2 ] 
f(z) = -207/232*z^3 + 118/29*z + 1
*
[ 2 ] 
f(z) = -205/232*z^3 + 117/29*z + 1
*
[ 2 ] 
f(z) = -201/232*z^3 + 115/29*z + 1
*
[ 5/6 ] 
f(z) = -216/235*z^3 + 103/235*z + 1
*
[ 2 ] 
f(z) = -219/232*z^3 + 124/29*z + 1
*
[ 2 ] 
f(z) = -217/232*z^3 + 123/29*z + 1
*
[ 2 ] 
f(z) = -215/232*z^3 + 122/29*z + 1
*
[ 2 ] 
f(z) = -213/232*z^3 + 121/29*z + 1
*
[ 2 ] 
f(z) = -211/232*z^3 + 120/29*z + 1
*
5/4 | 0.19357351061341404116421513354747340057 | 0.028456671120747368008495500603152260411
f(z) = -212/225*z^3 + 121/180*z + 1
*
[ -2 ] 
f(z) = -219/232*z^3 + 153/29*z + 1
*
[ -2 ] 
f(z) = -217/232*z^3 + 152/29*z + 1
*
[ -2 ] 
f(z) = -215/232*z^3 + 151/29*z + 1
*
[ -2 ] 
f(z) = -213/232*z^3 + 150/29*z + 1
*
[ -2 ] 
f(z) = -211/232*z^3 + 149/29*z + 1
*
[ -2 ] 
f(z) = -209/232*z^3 + 148/29*z + 1
*
[ -2 ] 
f(z) = -207/232*z^3 + 147/29*z + 1
*
[ -2 ] 
f(z) = -205/232*z^3 + 146/29*z + 1
*
[ -2 ] 
f(z) = -201/232*z^3 + 144/29*z + 1
*
[ -5/4 ] 
f(z) = -208/225*z^3 + 146/45*z + 1
*
[ 4/3 ] 
f(z) = -201/224*z^3 + 155/84*z + 1
*
[ -2/3 ] 
f(z) = -207/224*z^3 + 163/56*z + 1
*
-2 | 0.11255598445640070234117386316914099336 | 0.017122217935412758376391501601385854630
f(z) = -207/224*z^3 + 179/56*z + 1
*
-2 | 0.11235566815905060068668353533687541763 | 0.017121009574317057426755032249618178806
f(z) = -205/224*z^3 + 177/56*z + 1
*
-2 | 0.11194625986999720877194351873568190920 | 0.017118248866173636435988415083658377504
f(z) = -201/224*z^3 + 173/56*z + 1
*
[ 4/3 ] 
f(z) = -219/224*z^3 + 167/84*z + 1
*
[ 4/3 ] 
f(z) = -213/224*z^3 + 163/84*z + 1
*
[ 15/16 ] 
f(z) = -208/225*z^3 + 179/240*z + 1
*
-2 | 0.11370261027439451321871980342975698804 | 0.017127581412958652841206845278003416178
f(z) = -219/224*z^3 + 191/56*z + 1
*
-2 | 0.11333034597907039353812201229176896095 | 0.017126106171300408143556900862779501757
f(z) = -215/224*z^3 + 187/56*z + 1
*
-2 | 0.11314060822832914097614286579840450322 | 0.017125260917353896340518836521887101339
f(z) = -213/224*z^3 + 185/56*z + 1
*
-2 | 0.11294836024119064448525730874879280518 | 0.017124335778322589334725216347928549156
f(z) = -211/224*z^3 + 183/56*z + 1
*
-2 | 0.11275351608649030731642904364315250975 | 0.017123323939596955577814117879455394132
f(z) = -209/224*z^3 + 181/56*z + 1
*
[ 3/2 ] 
f(z) = -212/225*z^3 + 184/75*z + 1
*
[ 3/2 ] 
f(z) = -208/225*z^3 + 181/75*z + 1
*
[ 15/4 ] 
f(z) = -208/225*z^3 + 206/15*z + 1
*
[ -15/4 ] 
f(z) = -208/225*z^3 + 214/15*z + 1
*
[ -3/4 ] 
f(z) = -208/225*z^3 + 214/75*z + 1
*
[ 4/3 ] 
f(z) = -207/232*z^3 + 213/116*z + 1
*
[ 2 ] 
f(z) = -211/224*z^3 + 239/56*z + 1
*
[ 2 ] 
f(z) = -209/224*z^3 + 237/56*z + 1
*
[ 2 ] 
f(z) = -207/224*z^3 + 235/56*z + 1
*
[ 2 ] 
f(z) = -205/224*z^3 + 233/56*z + 1
*
[ 2 ] 
f(z) = -201/224*z^3 + 229/56*z + 1
*
[ 15/8 ] 
f(z) = -208/225*z^3 + 223/60*z + 1
*
[ 2 ] 
f(z) = -219/224*z^3 + 247/56*z + 1
*
[ 2 ] 
f(z) = -215/224*z^3 + 243/56*z + 1
*
[ 2 ] 
f(z) = -213/224*z^3 + 241/56*z + 1
*
[ -2/3 ] 
f(z) = -219/232*z^3 + 254/87*z + 1
*
[ -2/3 ] 
f(z) = -213/232*z^3 + 253/87*z + 1
*
[ -2/3 ] 
f(z) = -201/232*z^3 + 251/87*z + 1
*
[ 15/13 ] 
f(z) = -208/225*z^3 + 266/195*z + 1
*
[ -2 ] 
f(z) = -215/224*z^3 + 299/56*z + 1
*
[ -2 ] 
f(z) = -213/224*z^3 + 297/56*z + 1
*
[ 5/2 ] 
f(z) = -212/225*z^3 + 292/45*z + 1
*
[ -2 ] 
f(z) = -211/224*z^3 + 295/56*z + 1
*
[ -2 ] 
f(z) = -209/224*z^3 + 293/56*z + 1
*
[ 5/2 ] 
f(z) = -208/225*z^3 + 287/45*z + 1
*
[ -2 ] 
f(z) = -207/224*z^3 + 291/56*z + 1
*
[ -2 ] 
f(z) = -205/224*z^3 + 289/56*z + 1
*
[ -2 ] 
f(z) = -201/224*z^3 + 285/56*z + 1
*
[ -3/2 ] 
f(z) = -212/225*z^3 + 284/75*z + 1
*
[ -3/2 ] 
f(z) = -208/225*z^3 + 281/75*z + 1
*
[ -15/8 ] 
f(z) = -208/225*z^3 + 287/60*z + 1
*
[ -4/3 ] 
f(z) = -219/224*z^3 + 293/84*z + 1
*
[ -4/3 ] 
f(z) = -213/224*z^3 + 289/84*z + 1
*
[ -4/3 ] 
f(z) = -201/224*z^3 + 281/84*z + 1
*
[ 9/14 ] 
f(z) = -203/243*z^3 - 53/252*z + 1
*
[ 15/23 ] 
f(z) = -207/250*z^3 - 25/138*z + 1
*
[ 2/3 ] 
f(z) = -219/256*z^3 - 23/192*z + 1
*
[ 2/3 ] 
f(z) = -213/256*z^3 - 25/192*z + 1
*
[ 2/3 ] 
f(z) = -201/256*z^3 - 29/192*z + 1
*
7/36 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -216/245*z^3 - 23/210*z + 1
*
[ 2/3 ] 
f(z) = -207/242*z^3 - 29/242*z + 1
*
[ 2/3 ] 
f(z) = -207/250*z^3 - 33/250*z + 1
*
[ 2/3 ] 
f(z) = -207/254*z^3 - 35/254*z + 1
*
[ 2/3 ] 
f(z) = -215/248*z^3 - 32/279*z + 1
*
[ 2/3 ] 
f(z) = -211/248*z^3 - 34/279*z + 1
*
[ 2/3 ] 
f(z) = -209/248*z^3 - 35/279*z + 1
*
[ 2/3 ] 
f(z) = -205/248*z^3 - 37/279*z + 1
*
[ 2/3 ] 
f(z) = -203/248*z^3 - 38/279*z + 1
*
[ 2/3 ] 
f(z) = -207/248*z^3 - 4/31*z + 1
*
[ 2/3 ] 
f(z) = -207/256*z^3 - 9/64*z + 1
*
[ 2/3 ] 
f(z) = -219/248*z^3 - 10/93*z + 1
*
[ 2/3 ] 
f(z) = -213/248*z^3 - 11/93*z + 1
*
[ 2/3 ] 
f(z) = -201/248*z^3 - 13/93*z + 1
*
[ 9/13 ] 
f(z) = -208/243*z^3 - 4/117*z + 1
*
[ 2/3 ] 
f(z) = -207/244*z^3 - 15/122*z + 1
*
[ 5/3 ] 
f(z) = -219/250*z^3 + 17/6*z + 1
*
[ 5/6 ] 
f(z) = -207/250*z^3 + 3/8*z + 1
*
[ 10/11 ] 
f(z) = -209/250*z^3 + 13/22*z + 1
*
[ 3/4 ] 
f(z) = -208/243*z^3 + 4/27*z + 1
*
[ 5/7 ] 
f(z) = -217/250*z^3 + 3/70*z + 1
*
[ 5/7 ] 
f(z) = -203/250*z^3 + 1/70*z + 1
*
[ 5/7 ] 
f(z) = -211/250*z^3 + 3/98*z + 1
*
[ 8/11 ] 
f(z) = -209/256*z^3 + 5/88*z + 1
*
[ 5/7 ] 
f(z) = -201/250*z^3 + 1/98*z + 1
*
[ 3/4 ] 
f(z) = -220/243*z^3 + 19/108*z + 1
*
[ 3/4 ] 
f(z) = -212/243*z^3 + 17/108*z + 1
*
[ 10/7 ] 
f(z) = -217/250*z^3 + 29/14*z + 1
*
[ -10/3 ] 
f(z) = -207/250*z^3 + 21/2*z + 1
*
[ 5/3 ] 
f(z) = -207/250*z^3 + 27/10*z + 1
*
[ -5/3 ] 
f(z) = -207/250*z^3 + 39/10*z + 1
*
[ 4/3 ] 
f(z) = -207/256*z^3 + 27/16*z + 1
*
[ -5/3 ] 
f(z) = -201/250*z^3 + 23/6*z + 1
*
[ 9/10 ] 
f(z) = -220/243*z^3 + 28/45*z + 1
*
[ 5/6 ] 
f(z) = -217/250*z^3 + 29/72*z + 1
*
[ 8/9 ] 
f(z) = -207/256*z^3 + 37/72*z + 1
*
[ 9/11 ] 
f(z) = -220/243*z^3 + 38/99*z + 1
*
[ 4/5 ] 
f(z) = -215/256*z^3 + 23/80*z + 1
*
[ 9/11 ] 
f(z) = -209/243*z^3 + 35/99*z + 1
*
[ 4/5 ] 
f(z) = -205/256*z^3 + 21/80*z + 1
*
[ 7/9 ] 
f(z) = -216/245*z^3 + 26/105*z + 1
*
[ 15/19 ] 
f(z) = -209/250*z^3 + 29/114*z + 1
*
[ 3/4 ] 
f(z) = -218/243*z^3 + 37/216*z + 1
*
7/6 | 0.075384032659951028564817156784580288599 | 0.010336466462851034792797990686914404685
f(z) = -216/245*z^3 + 37/210*z + 1
*
[ 3/4 ] 
f(z) = -214/243*z^3 + 35/216*z + 1
*
[ 3/4 ] 
f(z) = -206/243*z^3 + 31/216*z + 1
*
[ 3/4 ] 
f(z) = -202/243*z^3 + 29/216*z + 1
*
[ 3/4 ] 
f(z) = -208/249*z^3 + 34/249*z + 1
*
[ 3/4 ] 
f(z) = -208/255*z^3 + 32/255*z + 1
*
[ -5/2 ] 
f(z) = -219/250*z^3 + 55/8*z + 1
*
[ 5 ] 
f(z) = -217/250*z^3 + 45/2*z + 1
*
[ -5 ] 
f(z) = -213/250*z^3 + 45/2*z + 1
*
[ 5/2 ] 
f(z) = -211/250*z^3 + 47/8*z + 1
*
[ 5/3 ] 
f(z) = -209/250*z^3 + 49/18*z + 1
*
[ -5/2 ] 
f(z) = -209/250*z^3 + 53/8*z + 1
*
[ 9/4 ] 
f(z) = -208/243*z^3 + 44/9*z + 1
*
[ -9/4 ] 
f(z) = -208/243*z^3 + 52/9*z + 1
*
[ 5 ] 
f(z) = -207/250*z^3 + 43/2*z + 1
*
[ -5/9 ] 
f(z) = -207/250*z^3 + 55/18*z + 1
*
[ 8/3 ] 
f(z) = -207/256*z^3 + 51/8*z + 1
*
[ -4/3 ] 
f(z) = -207/256*z^3 + 51/16*z + 1
*
[ -8/3 ] 
f(z) = -207/256*z^3 + 57/8*z + 1
*
[ -5 ] 
f(z) = -203/250*z^3 + 43/2*z + 1
*
[ -10/7 ] 
f(z) = -203/250*z^3 + 47/14*z + 1
*
[ 5/2 ] 
f(z) = -201/250*z^3 + 45/8*z + 1
*
[ 7/6 ] 
f(z) = -216/245*z^3 + 47/35*z + 1
*
[ 5/4 ] 
f(z) = -213/250*z^3 + 49/32*z + 1
*
[ 9/8 ] 
f(z) = -208/243*z^3 + 43/36*z + 1
*
[ 5/4 ] 
f(z) = -203/250*z^3 + 47/32*z + 1
*
[ 10/9 ] 
f(z) = -201/250*z^3 + 59/54*z + 1
*
[ 5/6 ] 
f(z) = -219/250*z^3 + 49/120*z + 1
*
[ 5/6 ] 
f(z) = -213/250*z^3 + 47/120*z + 1
*
[ 5/6 ] 
f(z) = -201/250*z^3 + 43/120*z + 1
*
-7/18 | 0.10187515204712457379280490407615827961 | 0.013968861247885875234659268490274573813
f(z) = -216/245*z^3 + 43/210*z + 1
*
[ 10/3 ] 
f(z) = -213/250*z^3 + 61/6*z + 1
*
[ -5/3 ] 
f(z) = -211/250*z^3 + 71/18*z + 1
*
[ 3/2 ] 
f(z) = -220/243*z^3 + 64/27*z + 1
*
[ -5/6 ] 
f(z) = -213/250*z^3 + 67/24*z + 1
*
[ 3/2 ] 
f(z) = -212/243*z^3 + 62/27*z + 1
*
[ 3/2 ] 
f(z) = -208/243*z^3 + 61/27*z + 1
*
[ -3/4 ] 
f(z) = -208/243*z^3 + 76/27*z + 1
*
[ 5/3 ] 
f(z) = -201/250*z^3 + 79/30*z + 1
*
[ 8/7 ] 
f(z) = -217/256*z^3 + 69/56*z + 1
*
20/69 | 0.26360799260397872299799752283447728224 | 0.029382991349809619935244807796104365735
f(z) = -207/250*z^3 + 63/46*z + 1
*
[ 8/7 ] 
f(z) = -203/256*z^3 + 65/56*z + 1
*
[ 4/3 ] 
f(z) = -201/256*z^3 + 79/48*z + 1
*
-8/11 | 0.23598315035603563106384238202222953337 | 0.029709302527562197931228494148163069226
f(z) = -209/256*z^3 + 71/88*z + 1
*
[ 7/8 ] 
f(z) = -208/245*z^3 + 71/140*z + 1
*
[ 10/3 ] 
f(z) = -207/250*z^3 + 99/10*z + 1
*
-2 | 0.11349534816835402640656177326255753919 | 0.017137228875913440762062672510651525384
f(z) = -219/248*z^3 + 94/31*z + 1
*
-2 | 0.11310522340575468929475187608229566003 | 0.017133961605861132293172118174137839766
f(z) = -215/248*z^3 + 92/31*z + 1
*
-2 | 0.11290582168943939519425217977017906761 | 0.017132118982688049695311206590628635511
f(z) = -213/248*z^3 + 91/31*z + 1
*
[ 5/3 ] 
f(z) = -213/250*z^3 + 83/30*z + 1
*
[ -3/2 ] 
f(z) = -212/243*z^3 + 98/27*z + 1
*
-2 | 0.11270336861065074760579331617730348785 | 0.017130120887452399703160764868650945990
f(z) = -211/248*z^3 + 90/31*z + 1
*
-2 | 0.11249773396438379595409404962184254663 | 0.017127953639057783418531095782130940539
f(z) = -209/248*z^3 + 89/31*z + 1
*
[ -3/2 ] 
f(z) = -208/243*z^3 + 97/27*z + 1
*
-2 | 0.11228877722089877777315445515405722481 | 0.017125602105405712528448530452021939748
f(z) = -207/248*z^3 + 88/31*z + 1
*
[ -2/3 ] 
f(z) = -207/248*z^3 + 89/31*z + 1
*
[ -5/4 ] 
f(z) = -207/250*z^3 + 99/32*z + 1
*
-2 | 0.11207634630506819718526727686763402293 | 0.017123049511665342110221181236979611286
f(z) = -205/248*z^3 + 87/31*z + 1
*
-2 | 0.11186027618388038074170696941386922575 | 0.017120277217171608223504326532919715536
f(z) = -203/248*z^3 + 86/31*z + 1
*
-2 | 0.11164038722429750815610998595157862039 | 0.017117264454688454252956146720571202392
f(z) = -201/248*z^3 + 85/31*z + 1
*
[ 4/3 ] 
f(z) = -219/256*z^3 + 85/48*z + 1
*
[ 4/3 ] 
f(z) = -213/256*z^3 + 83/48*z + 1
*
[ 8/5 ] 
f(z) = -205/256*z^3 + 97/40*z + 1
*
[ -3/2 ] 
f(z) = -220/243*z^3 + 100/27*z + 1
*
[ -5/4 ] 
f(z) = -217/250*z^3 + 101/32*z + 1
*
[ -7/6 ] 
f(z) = -216/245*z^3 + 107/35*z + 1
*
[ -5/3 ] 
f(z) = -213/250*z^3 + 119/30*z + 1
*
[ -10/19 ] 
f(z) = -209/250*z^3 + 119/38*z + 1
*
[ -9/8 ] 
f(z) = -208/243*z^3 + 107/36*z + 1
*
[ 7/4 ] 
f(z) = -208/245*z^3 + 106/35*z + 1
*
[ 2 ] 
f(z) = -207/248*z^3 + 119/31*z + 1
*
[ 2 ] 
f(z) = -205/248*z^3 + 118/31*z + 1
*
[ 2 ] 
f(z) = -203/248*z^3 + 117/31*z + 1
*
[ 2 ] 
f(z) = -201/248*z^3 + 116/31*z + 1
*
-8/3 | 0.23196801579782566855994564363636224847 | 0.028134866182540594416367303807343682968
f(z) = -201/256*z^3 + 119/24*z + 1
*
[ 8/5 ] 
f(z) = -215/256*z^3 + 101/40*z + 1
*
[ -5/6 ] 
f(z) = -207/250*z^3 + 111/40*z + 1
*
[ 3/2 ] 
f(z) = -202/243*z^3 + 119/54*z + 1
*
[ 9/7 ] 
f(z) = -217/243*z^3 + 107/63*z + 1
*
[ 9/7 ] 
f(z) = -203/243*z^3 + 101/63*z + 1
*
[ 10/9 ] 
f(z) = -207/250*z^3 + 101/90*z + 1
*
[ 9/10 ] 
f(z) = -215/243*z^3 + 109/180*z + 1
*
[ 9/10 ] 
f(z) = -205/243*z^3 + 103/180*z + 1
*
[ 8/9 ] 
f(z) = -219/256*z^3 + 119/216*z + 1
*
[ 8/9 ] 
f(z) = -213/256*z^3 + 115/216*z + 1
*
[ 8/9 ] 
f(z) = -201/256*z^3 + 107/216*z + 1
*
[ 5/6 ] 
f(z) = -216/245*z^3 + 101/245*z + 1
*
[ 2 ] 
f(z) = -219/248*z^3 + 125/31*z + 1
*
[ -5/3 ] 
f(z) = -219/250*z^3 + 121/30*z + 1
*
-8/3 | 0.23263468714009707028017919035832620164 | 0.027890726473497436877539717684060314891
f(z) = -219/256*z^3 + 131/24*z + 1
*
[ 2 ] 
f(z) = -215/248*z^3 + 123/31*z + 1
*
[ 2 ] 
f(z) = -213/248*z^3 + 122/31*z + 1
*
-8/3 | 0.23557480836697248602745808463937705152 | 0.028348615104073082231300018347896743786
f(z) = -213/256*z^3 + 127/24*z + 1
*
[ 2 ] 
f(z) = -211/248*z^3 + 121/31*z + 1
*
[ 2 ] 
f(z) = -209/248*z^3 + 120/31*z + 1
*
[ -9/10 ] 
f(z) = -220/243*z^3 + 128/45*z + 1
*
[ 3/2 ] 
f(z) = -218/243*z^3 + 127/54*z + 1
*
[ 3/2 ] 
f(z) = -214/243*z^3 + 125/54*z + 1
*
[ 3/2 ] 
f(z) = -206/243*z^3 + 121/54*z + 1
*
[ 10/7 ] 
f(z) = -203/250*z^3 + 137/70*z + 1
*
[ 7/6 ] 
f(z) = -204/245*z^3 + 134/105*z + 1
*
[ 9/10 ] 
f(z) = -212/243*z^3 + 134/225*z + 1
*
[ 9/10 ] 
f(z) = -208/243*z^3 + 131/225*z + 1
*
[ -2 ] 
f(z) = -219/248*z^3 + 156/31*z + 1
*
[ -2 ] 
f(z) = -215/248*z^3 + 154/31*z + 1
*
[ -2 ] 
f(z) = -213/248*z^3 + 153/31*z + 1
*
[ 8/3 ] 
f(z) = -213/256*z^3 + 157/24*z + 1
*
[ -2 ] 
f(z) = -211/248*z^3 + 152/31*z + 1
*
[ -2 ] 
f(z) = -209/248*z^3 + 151/31*z + 1
*
[ -7/4 ] 
f(z) = -208/245*z^3 + 146/35*z + 1
*
[ -2 ] 
f(z) = -207/248*z^3 + 150/31*z + 1
*
[ -2 ] 
f(z) = -205/248*z^3 + 149/31*z + 1
*
[ -2 ] 
f(z) = -203/248*z^3 + 148/31*z + 1
*
[ -2 ] 
f(z) = -201/248*z^3 + 147/31*z + 1
*
[ 8/3 ] 
f(z) = -201/256*z^3 + 149/24*z + 1
*
[ 9/5 ] 
f(z) = -220/243*z^3 + 152/45*z + 1
*
[ -4/3 ] 
f(z) = -219/256*z^3 + 157/48*z + 1
*
[ 9/5 ] 
f(z) = -215/243*z^3 + 149/45*z + 1
*
[ -8/5 ] 
f(z) = -215/256*z^3 + 151/40*z + 1
*
[ -4/3 ] 
f(z) = -213/256*z^3 + 155/48*z + 1
*
[ -10/23 ] 
f(z) = -207/250*z^3 + 159/46*z + 1
*
[ 9/5 ] 
f(z) = -205/243*z^3 + 143/45*z + 1
*
[ -8/5 ] 
f(z) = -205/256*z^3 + 147/40*z + 1
*
[ -4/3 ] 
f(z) = -201/256*z^3 + 151/48*z + 1
*
[ 30/29 ] 
f(z) = -203/250*z^3 + 157/174*z + 1
*
[ 30/31 ] 
f(z) = -217/250*z^3 + 145/186*z + 1
*
7/9 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -216/245*z^3 + 157/210*z + 1
*
[ 10/11 ] 
f(z) = -219/250*z^3 + 151/242*z + 1
*
[ 7/8 ] 
f(z) = -216/245*z^3 + 149/280*z + 1
*
[ 9/2 ] 
f(z) = -220/243*z^3 + 172/9*z + 1
*
[ -9/2 ] 
f(z) = -220/243*z^3 + 176/9*z + 1
*
[ 10 ] 
f(z) = -219/250*z^3 + 177/2*z + 1
*
[ 9/2 ] 
f(z) = -212/243*z^3 + 166/9*z + 1
*
[ -9/2 ] 
f(z) = -212/243*z^3 + 170/9*z + 1
*
[ -10 ] 
f(z) = -211/250*z^3 + 171/2*z + 1
*
[ 10 ] 
f(z) = -209/250*z^3 + 169/2*z + 1
*
[ 9/2 ] 
f(z) = -208/243*z^3 + 163/9*z + 1
*
[ -9/2 ] 
f(z) = -208/243*z^3 + 167/9*z + 1
*
[ 10/3 ] 
f(z) = -203/250*z^3 + 175/18*z + 1
*
[ -10 ] 
f(z) = -201/250*z^3 + 163/2*z + 1
*
[ 8/3 ] 
f(z) = -219/256*z^3 + 161/24*z + 1
*
[ -8/3 ] 
f(z) = -219/256*z^3 + 179/24*z + 1
*
[ -8/3 ] 
f(z) = -213/256*z^3 + 175/24*z + 1
*
[ 9/4 ] 
f(z) = -212/243*z^3 + 179/36*z + 1
*
[ 20/9 ] 
f(z) = -207/250*z^3 + 167/36*z + 1
*
[ -8/3 ] 
f(z) = -201/256*z^3 + 167/24*z + 1
*
[ -10/9 ] 
f(z) = -219/250*z^3 + 161/54*z + 1
*
[ -8/7 ] 
f(z) = -217/256*z^3 + 167/56*z + 1
*
[ 15/7 ] 
f(z) = -203/250*z^3 + 179/42*z + 1
*
[ -8/7 ] 
f(z) = -203/256*z^3 + 163/56*z + 1
*
-2 | 0.11260052697834202118028988609697744870 | 0.017128993823623016887441037314380866100
f(z) = -211/256*z^3 + 179/64*z + 1
*
-2 | 0.092248652336494095238206031513849694500 | 0.014033030204319393762713201824236495784
f(z) = -209/240*z^3 + 179/60*z + 1
*
-2 | 0.11239018726345400481821457734284379922 | 0.017126269673132463075505112006619319454
f(z) = -209/256*z^3 + 177/64*z + 1
*
-2 | 0.11217621643592975497974023614549251785 | 0.017123315651598786730614359636658368604
f(z) = -207/256*z^3 + 175/64*z + 1
*
-2 | 0.11195843211959658625276339173667150091 | 0.017120110184257378604843711047961451594
f(z) = -205/256*z^3 + 173/64*z + 1
*
-2 | 0.091625054379008977393342627274359209769 | 0.014010834172200266084606074839631595379
f(z) = -203/240*z^3 + 173/60*z + 1
*
-2 | 0.11173663489411488504011124361323184049 | 0.017116629167059460326870347567432484352
f(z) = -203/256*z^3 + 171/64*z + 1
*
-2 | 0.11151060593841306731193461553158154745 | 0.017112845588996760024454216053787828371
f(z) = -201/256*z^3 + 169/64*z + 1
*
[ 9/8 ] 
f(z) = -212/243*z^3 + 175/144*z + 1
*
[ 35/36 ] 
f(z) = -216/245*z^3 + 169/210*z + 1
*
[ 20/21 ] 
f(z) = -203/250*z^3 + 173/252*z + 1
*
[ -10/3 ] 
f(z) = -217/250*z^3 + 197/18*z + 1
*
[ 9/4 ] 
f(z) = -220/243*z^3 + 185/36*z + 1
*
[ 7/3 ] 
f(z) = -216/245*z^3 + 188/35*z + 1
*
[ 7/3 ] 
f(z) = -207/245*z^3 + 181/35*z + 1
*
[ -3/2 ] 
f(z) = -218/243*z^3 + 199/54*z + 1
*
[ -9/5 ] 
f(z) = -215/243*z^3 + 199/45*z + 1
*
[ -3/2 ] 
f(z) = -214/243*z^3 + 197/54*z + 1
*
[ -3/2 ] 
f(z) = -206/243*z^3 + 193/54*z + 1
*
[ -9/5 ] 
f(z) = -205/243*z^3 + 193/45*z + 1
*
[ -3/2 ] 
f(z) = -202/243*z^3 + 191/54*z + 1
*
-2 | 0.11340873006615056713426217365464187741 | 0.017137951314680835340030194053184379351
f(z) = -219/256*z^3 + 187/64*z + 1
*
-2 | 0.093038629205160226294282156471746841105 | 0.014059689203579142875537407710690772074
f(z) = -217/240*z^3 + 187/60*z + 1
*
[ -5/7 ] 
f(z) = -217/250*z^3 + 199/70*z + 1
*
-2 | 0.11321136761189676116112978881371354918 | 0.017135971244308309911590364909065184877
f(z) = -217/256*z^3 + 185/64*z + 1
*
-2 | 0.11301096907858251226802891554252890352 | 0.017133828034357996128335718369625868294
f(z) = -215/256*z^3 + 183/64*z + 1
*
-2 | 0.11280740291526621036109702071094499630 | 0.017131507468210817932309288584723623386
f(z) = -213/256*z^3 + 181/64*z + 1
*
-2 | 0.092450203075207256632835186689335746189 | 0.014039959288932294631711789952012141688
f(z) = -211/240*z^3 + 181/60*z + 1
*
[ -2/3 ] 
f(z) = -207/256*z^3 + 183/64*z + 1
*
[ -8/9 ] 
f(z) = -207/256*z^3 + 199/72*z + 1
*
[ -9/7 ] 
f(z) = -203/243*z^3 + 199/63*z + 1
*
[ -5/7 ] 
f(z) = -203/250*z^3 + 197/70*z + 1
*
[ -5/6 ] 
f(z) = -203/250*z^3 + 199/72*z + 1
*
[ 10/7 ] 
f(z) = -207/250*z^3 + 195/98*z + 1
*
[ 9/8 ] 
f(z) = -220/243*z^3 + 181/144*z + 1
*
[ 7/6 ] 
f(z) = -207/245*z^3 + 181/140*z + 1
*
[ 10/9 ] 
f(z) = -211/250*z^3 + 185/162*z + 1
*
7/36 | 0.21633554279893921694222315086083442855 | 0.029663378356938148938118626037230531958
f(z) = -216/245*z^3 + 187/210*z + 1
*
[ 5 ] 
f(z) = -211/250*z^3 + 219/10*z + 1
*
[ 5 ] 
f(z) = -209/250*z^3 + 217/10*z + 1
*
[ -5 ] 
f(z) = -207/250*z^3 + 219/10*z + 1
*
[ 4 ] 
f(z) = -207/256*z^3 + 219/16*z + 1
*
[ 4 ] 
f(z) = -205/256*z^3 + 217/16*z + 1
*
[ 5 ] 
f(z) = -203/250*z^3 + 211/10*z + 1
*
[ 4 ] 
f(z) = -203/256*z^3 + 215/16*z + 1
*
[ 5 ] 
f(z) = -201/250*z^3 + 209/10*z + 1
*
[ -5 ] 
f(z) = -201/250*z^3 + 213/10*z + 1
*
[ 4 ] 
f(z) = -201/256*z^3 + 213/16*z + 1
*
[ -9/4 ] 
f(z) = -220/243*z^3 + 217/36*z + 1
*
[ -7/3 ] 
f(z) = -216/245*z^3 + 218/35*z + 1
*
[ -9/4 ] 
f(z) = -212/243*z^3 + 211/36*z + 1
*
[ -7/3 ] 
f(z) = -207/245*z^3 + 211/35*z + 1
*
[ -9/5 ] 
f(z) = -220/243*z^3 + 202/45*z + 1
*
[ -5/14 ] 
f(z) = -217/250*z^3 + 219/56*z + 1
*
[ -9/7 ] 
f(z) = -217/243*z^3 + 205/63*z + 1
*
[ -7/12 ] 
f(z) = -216/245*z^3 + 211/70*z + 1
*
[ 7/4 ] 
f(z) = -216/245*z^3 + 219/70*z + 1
*
[ -15/11 ] 
f(z) = -209/250*z^3 + 217/66*z + 1
*
[ 4/3 ] 
f(z) = -207/248*z^3 + 215/124*z + 1
*
-4/9 | 0.23406383607943371830607730721385648888 | 0.028947536355620736392801335546462056246
f(z) = -207/256*z^3 + 203/144*z + 1
*
[ 5 ] 
f(z) = -219/250*z^3 + 227/10*z + 1
*
[ -5 ] 
f(z) = -219/250*z^3 + 231/10*z + 1
*
[ 4 ] 
f(z) = -219/256*z^3 + 231/16*z + 1
*
[ -4 ] 
f(z) = -219/256*z^3 + 239/16*z + 1
*
[ -5 ] 
f(z) = -217/250*z^3 + 229/10*z + 1
*
[ 4 ] 
f(z) = -217/256*z^3 + 229/16*z + 1
*
[ -4 ] 
f(z) = -217/256*z^3 + 237/16*z + 1
*
[ 4 ] 
f(z) = -215/256*z^3 + 227/16*z + 1
*
[ -4 ] 
f(z) = -215/256*z^3 + 235/16*z + 1
*
[ 5 ] 
f(z) = -213/250*z^3 + 221/10*z + 1
*
[ 4 ] 
f(z) = -213/256*z^3 + 225/16*z + 1
*
[ -4 ] 
f(z) = -213/256*z^3 + 233/16*z + 1
*
[ -5 ] 
f(z) = -211/250*z^3 + 223/10*z + 1
*
[ 4 ] 
f(z) = -211/256*z^3 + 223/16*z + 1
*
[ -4 ] 
f(z) = -211/256*z^3 + 231/16*z + 1
*
[ -5 ] 
f(z) = -209/250*z^3 + 221/10*z + 1
*
[ 4 ] 
f(z) = -209/256*z^3 + 221/16*z + 1
*
[ -4 ] 
f(z) = -209/256*z^3 + 229/16*z + 1
*
[ -4 ] 
f(z) = -207/256*z^3 + 227/16*z + 1
*
[ -4 ] 
f(z) = -205/256*z^3 + 225/16*z + 1
*
[ -4 ] 
f(z) = -203/256*z^3 + 223/16*z + 1
*
[ -4 ] 
f(z) = -201/256*z^3 + 221/16*z + 1
*
[ 3 ] 
f(z) = -220/243*z^3 + 238/27*z + 1
*
[ 3 ] 
f(z) = -218/243*z^3 + 236/27*z + 1
*
[ 3 ] 
f(z) = -217/243*z^3 + 235/27*z + 1
*
[ 3 ] 
f(z) = -215/243*z^3 + 233/27*z + 1
*
[ 3 ] 
f(z) = -214/243*z^3 + 232/27*z + 1
*
[ 3 ] 
f(z) = -212/243*z^3 + 230/27*z + 1
*
[ 3 ] 
f(z) = -211/243*z^3 + 229/27*z + 1
*
[ 3 ] 
f(z) = -209/243*z^3 + 227/27*z + 1
*
[ 3 ] 
f(z) = -208/243*z^3 + 226/27*z + 1
*
[ 3 ] 
f(z) = -206/243*z^3 + 224/27*z + 1
*
[ 3 ] 
f(z) = -205/243*z^3 + 223/27*z + 1
*
[ 3 ] 
f(z) = -203/243*z^3 + 221/27*z + 1
*
[ -3 ] 
f(z) = -203/243*z^3 + 239/27*z + 1
*
[ 3 ] 
f(z) = -202/243*z^3 + 220/27*z + 1
*
[ -3 ] 
f(z) = -202/243*z^3 + 238/27*z + 1
*
[ -15/7 ] 
f(z) = -217/250*z^3 + 229/42*z + 1
*
[ 5/2 ] 
f(z) = -213/250*z^3 + 237/40*z + 1
*
[ 5/2 ] 
f(z) = -209/250*z^3 + 233/40*z + 1
*
[ 5/2 ] 
f(z) = -207/250*z^3 + 231/40*z + 1
*
[ 5/2 ] 
f(z) = -203/250*z^3 + 227/40*z + 1
*
[ 2 ] 
f(z) = -209/240*z^3 + 239/60*z + 1
*
[ 2 ] 
f(z) = -207/256*z^3 + 239/64*z + 1
*
[ 2 ] 
f(z) = -205/256*z^3 + 237/64*z + 1
*
[ 2 ] 
f(z) = -203/240*z^3 + 233/60*z + 1
*
[ 2 ] 
f(z) = -203/256*z^3 + 235/64*z + 1
*
[ 2 ] 
f(z) = -201/256*z^3 + 233/64*z + 1
*
[ -4/5 ] 
f(z) = -215/256*z^3 + 223/80*z + 1
*
[ -4/5 ] 
f(z) = -205/256*z^3 + 221/80*z + 1
*
[ 5/3 ] 
f(z) = -203/250*z^3 + 239/90*z + 1
*
[ 3/2 ] 
f(z) = -203/243*z^3 + 239/108*z + 1
*
[ 4/3 ] 
f(z) = -203/256*z^3 + 239/144*z + 1
*
[ 5/4 ] 
f(z) = -207/250*z^3 + 239/160*z + 1
*
[ 5/4 ] 
f(z) = -201/250*z^3 + 233/160*z + 1
*
[ -3 ] 
f(z) = -220/243*z^3 + 256/27*z + 1
*
[ -3 ] 
f(z) = -218/243*z^3 + 254/27*z + 1
*
[ -3 ] 
f(z) = -217/243*z^3 + 253/27*z + 1
*
[ -3 ] 
f(z) = -215/243*z^3 + 251/27*z + 1
*
[ -3 ] 
f(z) = -214/243*z^3 + 250/27*z + 1
*
[ -3 ] 
f(z) = -212/243*z^3 + 248/27*z + 1
*
[ -3 ] 
f(z) = -211/243*z^3 + 247/27*z + 1
*
[ -3 ] 
f(z) = -209/243*z^3 + 245/27*z + 1
*
[ -3 ] 
f(z) = -208/243*z^3 + 244/27*z + 1
*
[ -3 ] 
f(z) = -206/243*z^3 + 242/27*z + 1
*
[ -3 ] 
f(z) = -205/243*z^3 + 241/27*z + 1
*
[ 5/2 ] 
f(z) = -219/250*z^3 + 243/40*z + 1
*
[ 5/2 ] 
f(z) = -217/250*z^3 + 241/40*z + 1
*
[ -5/2 ] 
f(z) = -203/250*z^3 + 259/40*z + 1
*
[ -5/2 ] 
f(z) = -201/250*z^3 + 257/40*z + 1
*
[ 2 ] 
f(z) = -219/256*z^3 + 251/64*z + 1
*
[ 2 ] 
f(z) = -217/240*z^3 + 247/60*z + 1
*
[ -10/7 ] 
f(z) = -217/250*z^3 + 243/70*z + 1
*
[ 2 ] 
f(z) = -217/256*z^3 + 249/64*z + 1
*
[ 2 ] 
f(z) = -215/256*z^3 + 247/64*z + 1
*
[ 2 ] 
f(z) = -213/256*z^3 + 245/64*z + 1
*
[ 2 ] 
f(z) = -211/240*z^3 + 241/60*z + 1
*
[ 2 ] 
f(z) = -211/256*z^3 + 243/64*z + 1
*
[ 2 ] 
f(z) = -209/256*z^3 + 241/64*z + 1
*
[ 5/3 ] 
f(z) = -217/250*z^3 + 253/90*z + 1
*
[ 5/3 ] 
f(z) = -211/250*z^3 + 247/90*z + 1
*
[ -8/11 ] 
f(z) = -209/256*z^3 + 247/88*z + 1
*
[ 3/2 ] 
f(z) = -217/243*z^3 + 253/108*z + 1
*
[ 3/2 ] 
f(z) = -215/243*z^3 + 251/108*z + 1
*
[ 3/2 ] 
f(z) = -211/243*z^3 + 247/108*z + 1
*
[ 3/2 ] 
f(z) = -209/243*z^3 + 245/108*z + 1
*
[ 3/2 ] 
f(z) = -205/243*z^3 + 241/108*z + 1
*
[ 4/3 ] 
f(z) = -217/256*z^3 + 253/144*z + 1
*
[ 4/3 ] 
f(z) = -215/256*z^3 + 251/144*z + 1
*
[ 4/3 ] 
f(z) = -211/256*z^3 + 247/144*z + 1
*
[ 4/3 ] 
f(z) = -209/256*z^3 + 245/144*z + 1
*
[ 4/3 ] 
f(z) = -205/256*z^3 + 241/144*z + 1
*
[ 5/4 ] 
f(z) = -219/250*z^3 + 251/160*z + 1
*
[ 5/4 ] 
f(z) = -217/250*z^3 + 249/160*z + 1
*
[ 5/4 ] 
f(z) = -211/250*z^3 + 243/160*z + 1
*
[ 5/4 ] 
f(z) = -209/250*z^3 + 241/160*z + 1
*
-16/11 | 0.23598300107718006310628301904154266117 | 0.028465840333628852949030883393153841742
f(z) = -209/256*z^3 + 249/176*z + 1
*
-7/18 | 0.21625480849825224199059442278118185037 | 0.028913777889818424303768065863642562807
f(z) = -216/245*z^3 + 253/210*z + 1
*
[ 11/3 ] 
f(z) = -207/242*z^3 + 269/22*z + 1
*
[ -5/2 ] 
f(z) = -217/250*z^3 + 273/40*z + 1
*
[ -5/2 ] 
f(z) = -213/250*z^3 + 269/40*z + 1
*
[ -5/2 ] 
f(z) = -211/250*z^3 + 267/40*z + 1
*
[ -5/2 ] 
f(z) = -207/250*z^3 + 263/40*z + 1
*
[ -2/3 ] 
f(z) = -219/248*z^3 + 269/93*z + 1
*
[ -5/7 ] 
f(z) = -219/250*z^3 + 279/98*z + 1
*
[ -2/3 ] 
f(z) = -213/248*z^3 + 268/93*z + 1
*
[ -9/11 ] 
f(z) = -209/243*z^3 + 277/99*z + 1
*
[ -5/7 ] 
f(z) = -209/250*z^3 + 277/98*z + 1
*
[ -10/9 ] 
f(z) = -207/250*z^3 + 263/90*z + 1
*
[ -2/3 ] 
f(z) = -201/248*z^3 + 266/93*z + 1
*
[ -11/3 ] 
f(z) = -207/242*z^3 + 281/22*z + 1
*
[ 10/3 ] 
f(z) = -201/250*z^3 + 289/30*z + 1
*
[ -7/4 ] 
f(z) = -216/245*z^3 + 299/70*z + 1
*
[ -2 ] 
f(z) = -209/240*z^3 + 299/60*z + 1
*
[ -2 ] 
f(z) = -203/240*z^3 + 293/60*z + 1
*
[ -2 ] 
f(z) = -203/256*z^3 + 299/64*z + 1
*
[ -2 ] 
f(z) = -201/256*z^3 + 297/64*z + 1
*
[ -9/11 ] 
f(z) = -220/243*z^3 + 280/99*z + 1
*
[ 11/6 ] 
f(z) = -207/242*z^3 + 293/88*z + 1
*
[ -7/9 ] 
f(z) = -216/245*z^3 + 296/105*z + 1
*
[ 11/9 ] 
f(z) = -207/242*z^3 + 289/198*z + 1
*
[ 6/5 ] 
f(z) = -215/252*z^3 + 293/210*z + 1
*
[ 6/5 ] 
f(z) = -205/252*z^3 + 281/210*z + 1
*
3/2 | 0.16071293270570451197738619959813998380 | 0.028209635858421866955143001395547691626
f(z) = -208/255*z^3 + 298/255*z + 1
*
[ 2/3 ] 
f(z) = -207/266*z^3 - 41/266*z + 1
*
[ 2/3 ] 
f(z) = -207/274*z^3 - 45/274*z + 1
*
[ 2/3 ] 
f(z) = -207/278*z^3 - 47/278*z + 1
*
[ 2/3 ] 
f(z) = -215/264*z^3 - 41/297*z + 1
*
[ 2/3 ] 
f(z) = -211/264*z^3 - 43/297*z + 1
*
[ 2/3 ] 
f(z) = -205/264*z^3 - 46/297*z + 1
*
[ 2/3 ] 
f(z) = -203/264*z^3 - 47/297*z + 1
*
[ 2/3 ] 
f(z) = -207/268*z^3 - 21/134*z + 1
*
[ 2/3 ] 
f(z) = -219/272*z^3 - 29/204*z + 1
*
[ 2/3 ] 
f(z) = -213/272*z^3 - 31/204*z + 1
*
[ 2/3 ] 
f(z) = -201/272*z^3 - 35/204*z + 1
*
[ 2/3 ] 
f(z) = -207/262*z^3 - 39/262*z + 1
*
[ 2/3 ] 
f(z) = -217/264*z^3 - 40/297*z + 1
*
[ 2/3 ] 
f(z) = -207/272*z^3 - 11/68*z + 1
*
[ 2/3 ] 
f(z) = -207/260*z^3 - 19/130*z + 1
*
[ 5/6 ] 
f(z) = -216/275*z^3 + 19/55*z + 1
*
[ 3/4 ] 
f(z) = -208/261*z^3 + 10/87*z + 1
*
[ 3/4 ] 
f(z) = -208/279*z^3 + 8/93*z + 1
*
[ 3/4 ] 
f(z) = -217/270*z^3 + 19/160*z + 1
*
[ 3/4 ] 
f(z) = -211/270*z^3 + 17/160*z + 1
*
[ 6/7 ] 
f(z) = -203/270*z^3 + 27/70*z + 1
*
[ 3/4 ] 
f(z) = -208/267*z^3 + 28/267*z + 1
*
6/5 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = -215/264*z^3 + 56/165*z + 1
*
[ 5/6 ] 
f(z) = -204/275*z^3 + 52/165*z + 1
*
[ 15/19 ] 
f(z) = -209/270*z^3 + 41/190*z + 1
*
[ 3 ] 
f(z) = -217/270*z^3 + 79/10*z + 1
*
[ 3 ] 
f(z) = -211/270*z^3 + 77/10*z + 1
*
6/7 | 0.24399887926634387074937252983517452408 | 0.029833678387499550623222746268402062238
f(z) = -203/270*z^3 + 66/35*z + 1
*
[ 5/4 ] 
f(z) = -208/275*z^3 + 76/55*z + 1
*
[ 5/6 ] 
f(z) = -207/275*z^3 + 71/220*z + 1
*
[ -3 ] 
f(z) = -209/270*z^3 + 83/10*z + 1
*
[ -3 ] 
f(z) = -203/270*z^3 + 81/10*z + 1
*
-2 | 0.092766543914799006467610226501961634914 | 0.014052917751133027331580420438167242048
f(z) = -217/264*z^3 + 92/33*z + 1
*
-2 | 0.092561634922670327151169804404937802881 | 0.014045129994175016804599316638939863880
f(z) = -215/264*z^3 + 91/33*z + 1
*
-2 | 0.092140242284830084038272007857676081649 | 0.014028494108563671151019726061649436132
f(z) = -211/264*z^3 + 89/33*z + 1
*
-2 | 0.091480557544479908697060336643717189705 | 0.014001149993303957781719008158656020965
f(z) = -205/264*z^3 + 86/33*z + 1
*
-2 | 0.091252014260392992374596438910165765734 | 0.013991216789493517644268197808263935804
f(z) = -203/264*z^3 + 85/33*z + 1
*
[ 3/2 ] 
f(z) = -209/270*z^3 + 83/40*z + 1
*
[ 3/2 ] 
f(z) = -203/270*z^3 + 81/40*z + 1
*
[ 6/7 ] 
f(z) = -217/270*z^3 + 89/210*z + 1
*
[ 6/7 ] 
f(z) = -203/264*z^3 + 92/231*z + 1
*
[ 5/6 ] 
f(z) = -216/265*z^3 + 97/265*z + 1
*
[ 2 ] 
f(z) = -205/264*z^3 + 119/33*z + 1
*
[ 2 ] 
f(z) = -203/264*z^3 + 118/33*z + 1
*
[ 4/3 ] 
f(z) = -207/272*z^3 + 109/68*z + 1
*
[ 6/7 ] 
f(z) = -217/264*z^3 + 101/231*z + 1
*
[ 2 ] 
f(z) = -217/264*z^3 + 125/33*z + 1
*
[ 2 ] 
f(z) = -215/264*z^3 + 124/33*z + 1
*
[ 2 ] 
f(z) = -211/264*z^3 + 122/33*z + 1
*
[ -3/2 ] 
f(z) = -217/270*z^3 + 139/40*z + 1
*
[ -3/2 ] 
f(z) = -211/270*z^3 + 137/40*z + 1
*
[ 5/3 ] 
f(z) = -207/275*z^3 + 137/55*z + 1
*
[ -2 ] 
f(z) = -217/264*z^3 + 158/33*z + 1
*
-6/7 | 0.23914188685658137012894575451719732321 | 0.026592209378096874814523159130943054100
f(z) = -217/270*z^3 + 149/35*z + 1
*
[ -2 ] 
f(z) = -215/264*z^3 + 157/33*z + 1
*
[ -2 ] 
f(z) = -211/264*z^3 + 155/33*z + 1
*
[ -2 ] 
f(z) = -205/264*z^3 + 152/33*z + 1
*
[ -2 ] 
f(z) = -203/264*z^3 + 151/33*z + 1
*
[ 5/3 ] 
f(z) = -216/275*z^3 + 142/55*z + 1
*
[ -5/6 ] 
f(z) = -216/275*z^3 + 151/55*z + 1
*
[ 5/4 ] 
f(z) = -216/275*z^3 + 157/110*z + 1
*
-6/5 | 0.17503618138499717781592284612686305776 | 0.024360021388612457157729798938689036003
f(z) = -205/264*z^3 + 157/165*z + 1
*
[ -5/4 ] 
f(z) = -208/275*z^3 + 164/55*z + 1
*
-2 | 0.11257271469584478848814173368776469430 | 0.017124762969399682843265278973717417634
f(z) = -213/272*z^3 + 179/68*z + 1
*
-2 | 0.11235474714691711953491079399190668961 | 0.017120869228415388532941661378524982909
f(z) = -211/272*z^3 + 177/68*z + 1
*
-2 | 0.11213253002897674911985486279365958885 | 0.017116647071041269202884949241988915970
f(z) = -209/272*z^3 + 175/68*z + 1
*
-2 | 0.11190581187407007008705474088675082048 | 0.017112063765740421266697171692487221498
f(z) = -207/272*z^3 + 173/68*z + 1
*
-2 | 0.11167431368920057091851936286692630821 | 0.017107082352312680955488542267068967995
f(z) = -205/272*z^3 + 171/68*z + 1
*
-3/7 | 0.22113696048757258624960830108110737603 | 0.026172753973541909734996803366646504498
f(z) = -203/270*z^3 + 173/70*z + 1
*
-2 | 0.11143772452815178146147921610817875428 | 0.017101660928043536097658303546147325004
f(z) = -203/272*z^3 + 169/68*z + 1
*
-2 | 0.11119569611146837213962644681546981314 | 0.017095751778631104943396623030741748929
f(z) = -201/272*z^3 + 167/68*z + 1
*
-2/3 | 0.15761216171726994151592857363545334572 | 0.023508714314557567285064927913315417776
f(z) = -219/272*z^3 + 175/204*z + 1
*
-2/3 | 0.15740321116684926069245321557450236799 | 0.023477548199315007896958688596967455422
f(z) = -213/272*z^3 + 173/204*z + 1
*
-2/3 | 0.15761321212665014804932352895109417883 | 0.023508870988850740824590872230464345752
f(z) = -201/272*z^3 + 169/204*z + 1
*
-6/7 | 0.18373758130895700385821626249786739883 | 0.024427149611338110512339089557586708132
f(z) = -203/264*z^3 + 169/231*z + 1
*
-2 | 0.11320329478128509469326648598351070193 | 0.017134749319371443841006954254606886714
f(z) = -219/272*z^3 + 185/68*z + 1
*
[ -6/7 ] 
f(z) = -217/270*z^3 + 193/70*z + 1
*
-2 | 0.11299679077444972414460524189431715519 | 0.017131678432183882411582559450154256521
f(z) = -217/272*z^3 + 183/68*z + 1
*
-2 | 0.11278666029275571556694681571540636718 | 0.017128357387779343611038246966274806522
f(z) = -215/272*z^3 + 181/68*z + 1
*
[ -2/3 ] 
f(z) = -207/272*z^3 + 193/68*z + 1
*
[ 3/2 ] 
f(z) = -220/261*z^3 + 194/87*z + 1
*
[ 3/2 ] 
f(z) = -220/279*z^3 + 196/93*z + 1
*
[ 3/2 ] 
f(z) = -212/261*z^3 + 188/87*z + 1
*
[ 3/2 ] 
f(z) = -212/279*z^3 + 190/93*z + 1
*
[ 3/2 ] 
f(z) = -208/261*z^3 + 185/87*z + 1
*
[ 3/2 ] 
f(z) = -208/279*z^3 + 187/93*z + 1
*
[ -5/3 ] 
f(z) = -216/275*z^3 + 208/55*z + 1
*
[ -5/3 ] 
f(z) = -207/275*z^3 + 203/55*z + 1
*
[ -4/3 ] 
f(z) = -207/272*z^3 + 211/68*z + 1
*
[ 6/5 ] 
f(z) = -205/264*z^3 + 212/165*z + 1
*
-4/3 | 0.16310669001921433705635066874266691876 | 0.024106128956678842739767545658283161745
f(z) = -201/272*z^3 + 217/204*z + 1
*
[ 3 ] 
f(z) = -209/270*z^3 + 229/30*z + 1
*
[ 3 ] 
f(z) = -203/270*z^3 + 223/30*z + 1
*
[ 2 ] 
f(z) = -205/272*z^3 + 239/68*z + 1
*
15/7 | 0.21237662229769787659540870840119226535 | 0.024233126213679420812823718212796242125
f(z) = -203/270*z^3 + 237/70*z + 1
*
[ 2 ] 
f(z) = -203/272*z^3 + 237/68*z + 1
*
[ 2 ] 
f(z) = -201/272*z^3 + 235/68*z + 1
*
-6/11 | 0.24410762465581565595317864815641047777 | 0.027991467733040726270957322964959338954
f(z) = -209/270*z^3 + 227/110*z + 1
*
[ 6/5 ] 
f(z) = -215/264*z^3 + 221/165*z + 1
*
-4/3 | 0.16310669001921433705635066874266691876 | 0.023855309437166056198266679471366981503
f(z) = -213/272*z^3 + 233/204*z + 1
*
[ 12/11 ] 
f(z) = -209/270*z^3 + 221/220*z + 1
*
-15/14 | 0.25239982598314332638132854478510513418 | 0.028262275536253603200540255039267243007
f(z) = -203/270*z^3 + 223/280*z + 1
*
[ -3 ] 
f(z) = -217/270*z^3 + 257/30*z + 1
*
[ -3 ] 
f(z) = -211/270*z^3 + 251/30*z + 1
*
[ 2 ] 
f(z) = -219/272*z^3 + 253/68*z + 1
*
[ 2 ] 
f(z) = -217/272*z^3 + 251/68*z + 1
*
[ 2 ] 
f(z) = -215/272*z^3 + 249/68*z + 1
*
[ 2 ] 
f(z) = -213/272*z^3 + 247/68*z + 1
*
[ 2 ] 
f(z) = -211/272*z^3 + 245/68*z + 1
*
[ 2 ] 
f(z) = -209/272*z^3 + 243/68*z + 1
*
[ 2 ] 
f(z) = -207/272*z^3 + 241/68*z + 1
*
[ -3/7 ] 
f(z) = -203/270*z^3 + 243/70*z + 1
*
[ -3/4 ] 
f(z) = -208/261*z^3 + 242/87*z + 1
*
[ -3/4 ] 
f(z) = -208/279*z^3 + 256/93*z + 1
*
[ 3/2 ] 
f(z) = -217/270*z^3 + 257/120*z + 1
*
[ 3/2 ] 
f(z) = -211/270*z^3 + 251/120*z + 1
*
[ 30/29 ] 
f(z) = -203/270*z^3 + 243/290*z + 1
*
[ 6 ] 
f(z) = -203/270*z^3 + 279/10*z + 1
*
[ 15/7 ] 
f(z) = -203/270*z^3 + 279/70*z + 1
*
-2/5 | 0.18166071683010559453858030034271356172 | 0.023671761390932263171770693509198209975
f(z) = -215/264*z^3 + 269/165*z + 1
*
-2/5 | 0.18165938267073421639452679400022185463 | 0.023683081348739544108108923363235466003
f(z) = -205/264*z^3 + 268/165*z + 1
*
[ 15/14 ] 
f(z) = -217/270*z^3 + 277/280*z + 1
*
[ -6 ] 
f(z) = -211/270*z^3 + 293/10*z + 1
*
[ 6 ] 
f(z) = -209/270*z^3 + 287/10*z + 1
*
[ 5/2 ] 
f(z) = -212/275*z^3 + 298/55*z + 1
*
[ 5/2 ] 
f(z) = -208/275*z^3 + 293/55*z + 1
*
[ 5/2 ] 
f(z) = -204/275*z^3 + 288/55*z + 1
*
-30/19 | 0.24756470418076092350723780224550995382 | 0.027539107163911823270538894435129327398
f(z) = -209/270*z^3 + 297/190*z + 1
*
[ 5/4 ] 
f(z) = -204/275*z^3 + 299/220*z + 1
*
[ 12/19 ] 
f(z) = -209/288*z^3 - 67/228*z + 1
*
[ 33/52 ] 
f(z) = -208/297*z^3 - 42/143*z + 1
*
[ 17/26 ] 
f(z) = -208/289*z^3 - 49/221*z + 1
*
[ 2/3 ] 
f(z) = -207/286*z^3 - 51/286*z + 1
*
[ 2/3 ] 
f(z) = -207/290*z^3 - 53/290*z + 1
*
[ 2/3 ] 
f(z) = -207/298*z^3 - 57/298*z + 1
*
[ 2/3 ] 
f(z) = -201/296*z^3 - 22/111*z + 1
*
[ 2/3 ] 
f(z) = -207/284*z^3 - 25/142*z + 1
*
[ 2/3 ] 
f(z) = -207/292*z^3 - 27/146*z + 1
*
[ 2/3 ] 
f(z) = -207/280*z^3 - 6/35*z + 1
*
[ 2/3 ] 
f(z) = -207/296*z^3 - 7/37*z + 1
*
[ 2/3 ] 
f(z) = -219/280*z^3 - 16/105*z + 1
*
[ 2/3 ] 
f(z) = -219/296*z^3 - 19/111*z + 1
*
[ 2/3 ] 
f(z) = -213/280*z^3 - 17/105*z + 1
*
[ 2/3 ] 
f(z) = -213/296*z^3 - 20/111*z + 1
*
[ 2/3 ] 
f(z) = -201/280*z^3 - 19/105*z + 1
*
[ 17/24 ] 
f(z) = -216/289*z^3 - 5/136*z + 1
*
[ 3/4 ] 
f(z) = -208/297*z^3 + 2/33*z + 1
*
[ 3/4 ] 
f(z) = -212/297*z^3 + 3/44*z + 1
*
[ 3/4 ] 
f(z) = -218/297*z^3 + 7/88*z + 1
*
[ 3/4 ] 
f(z) = -206/297*z^3 + 5/88*z + 1
*
[ 3/4 ] 
f(z) = -215/297*z^3 + 13/176*z + 1
*
[ 3/4 ] 
f(z) = -203/297*z^3 + 9/176*z + 1
*
[ 3/4 ] 
f(z) = -214/297*z^3 + 19/264*z + 1
*
[ 3/4 ] 
f(z) = -202/297*z^3 + 13/264*z + 1
*
[ -3/2 ] 
f(z) = -212/297*z^3 + 36/11*z + 1
*
[ 3/2 ] 
f(z) = -208/297*z^3 + 21/11*z + 1
*
[ -3/4 ] 
f(z) = -208/297*z^3 + 30/11*z + 1
*
[ 17/18 ] 
f(z) = -216/289*z^3 + 31/51*z + 1
*
[ 17/22 ] 
f(z) = -220/289*z^3 + 30/187*z + 1
*
[ 4/5 ] 
f(z) = -205/288*z^3 + 37/180*z + 1
*
[ 3/4 ] 
f(z) = -208/285*z^3 + 22/285*z + 1
*
[ 3/4 ] 
f(z) = -208/291*z^3 + 20/291*z + 1
*
[ 3/2 ] 
f(z) = -214/297*z^3 + 43/22*z + 1
*
[ 3/2 ] 
f(z) = -202/297*z^3 + 41/22*z + 1
*
[ 6/7 ] 
f(z) = -217/297*z^3 + 57/154*z + 1
*
[ 6/7 ] 
f(z) = -203/288*z^3 + 59/168*z + 1
*
[ 4/5 ] 
f(z) = -215/288*z^3 + 41/180*z + 1
*
[ 3 ] 
f(z) = -215/297*z^3 + 79/11*z + 1
*
[ 3 ] 
f(z) = -212/297*z^3 + 78/11*z + 1
*
[ 3 ] 
f(z) = -206/297*z^3 + 76/11*z + 1
*
[ 3 ] 
f(z) = -203/297*z^3 + 75/11*z + 1
*
[ -3/2 ] 
f(z) = -218/297*z^3 + 73/22*z + 1
*
[ 17/12 ] 
f(z) = -216/289*z^3 + 61/34*z + 1
*
[ 3/2 ] 
f(z) = -212/297*z^3 + 64/33*z + 1
*
[ -3/2 ] 
f(z) = -206/297*z^3 + 71/22*z + 1
*
[ 6/7 ] 
f(z) = -217/288*z^3 + 65/168*z + 1
*
[ 3 ] 
f(z) = -218/297*z^3 + 80/11*z + 1
*
[ -3 ] 
f(z) = -217/297*z^3 + 87/11*z + 1
*
[ -3 ] 
f(z) = -214/297*z^3 + 86/11*z + 1
*
[ -3 ] 
f(z) = -211/297*z^3 + 85/11*z + 1
*
[ -3 ] 
f(z) = -208/297*z^3 + 84/11*z + 1
*
[ -3 ] 
f(z) = -205/297*z^3 + 83/11*z + 1
*
[ -3 ] 
f(z) = -202/297*z^3 + 82/11*z + 1
*
-2 | 0.11308172642665550938639372770849498959 | 0.017130402120935358420252177985337506380
f(z) = -219/280*z^3 + 92/35*z + 1
*
-2 | 0.11279131275794219459206636599961195049 | 0.017114743610810533742670583613902034876
f(z) = -219/296*z^3 + 91/37*z + 1
*
-2 | 0.11256444755410779170343347241791105219 | 0.017109005862038966284684320906821636173
f(z) = -217/296*z^3 + 90/37*z + 1
*
-2 | 0.11233236366705262610321740377907588893 | 0.017102775756036048785941082155733206162
f(z) = -215/296*z^3 + 89/37*z + 1
*
-2 | 0.11243279689963986649954153523511233281 | 0.017118066870718586057023567469008532119
f(z) = -213/280*z^3 + 89/35*z + 1
*
-2 | 0.11209468077140181318912225299143415278 | 0.017095999694136972342915138586233450155
f(z) = -213/296*z^3 + 88/37*z + 1
*
-2 | 0.11220777670919320379629857995141640643 | 0.017113248399468787066892830237410806538
f(z) = -211/280*z^3 + 88/35*z + 1
*
-2 | 0.11185096779046034992530009701073797659 | 0.017088616131280231857599532773252669568
f(z) = -211/296*z^3 + 87/37*z + 1
*
-2 | 0.11197794803099398218228320356401391111 | 0.017108016201119609161772300300523238045
f(z) = -209/280*z^3 + 87/35*z + 1
*
-2 | 0.11160073287498663653214306263598920909 | 0.017080553970012638434988016932135862608
f(z) = -209/296*z^3 + 86/37*z + 1
*
-2 | 0.11174299163563812865189017367059252796 | 0.017102326752111989074224058268894315908
f(z) = -207/280*z^3 + 86/35*z + 1
*
[ -2/3 ] 
f(z) = -207/280*z^3 + 99/35*z + 1
*
-2 | 0.11134341065349158458829863718066173248 | 0.017071730516427219494654846515805017036
f(z) = -207/296*z^3 + 85/37*z + 1
*
-2 | 0.11107834575182132599492214474860092744 | 0.017062048837664915603463250474481103198
f(z) = -205/296*z^3 + 84/37*z + 1
*
-2 | 0.11080477108813665035265273874996085507 | 0.017051394282266457632914626316545445219
f(z) = -203/296*z^3 + 83/37*z + 1
*
-2 | 0.11100353487263357919834082266407124738 | 0.017081981409744901028944868340615632981
f(z) = -201/280*z^3 + 83/35*z + 1
*
-2 | 0.11052177864052508595919193942956484338 | 0.017039629795936251803726248731286730376
f(z) = -201/296*z^3 + 82/37*z + 1
*
[ 3/2 ] 
f(z) = -217/297*z^3 + 87/44*z + 1
*
[ 3/2 ] 
f(z) = -211/297*z^3 + 85/44*z + 1
*
[ 3/2 ] 
f(z) = -205/297*z^3 + 83/44*z + 1
*
[ 5/6 ] 
f(z) = -216/295*z^3 + 91/295*z + 1
*
[ 17/6 ] 
f(z) = -216/289*z^3 + 113/17*z + 1
*
[ -17/12 ] 
f(z) = -216/289*z^3 + 109/34*z + 1
*
[ -3/2 ] 
f(z) = -208/297*z^3 + 107/33*z + 1
*
[ -2/3 ] 
f(z) = -207/296*z^3 + 104/37*z + 1
*
[ 2 ] 
f(z) = -201/280*z^3 + 118/35*z + 1
*
[ 2 ] 
f(z) = -201/296*z^3 + 119/37*z + 1
*
-6/7 | 0.15822674876409379598282144383111916415 | 0.020795037328806783823672190607020284773
f(z) = -203/288*z^3 + 115/168*z + 1
*
[ -17/6 ] 
f(z) = -216/289*z^3 + 125/17*z + 1
*
[ 2 ] 
f(z) = -219/280*z^3 + 127/35*z + 1
*
[ 2 ] 
f(z) = -219/296*z^3 + 128/37*z + 1
*
[ 2 ] 
f(z) = -217/296*z^3 + 127/37*z + 1
*
[ 2 ] 
f(z) = -215/296*z^3 + 126/37*z + 1
*
[ 2 ] 
f(z) = -213/280*z^3 + 124/35*z + 1
*
[ 2 ] 
f(z) = -213/296*z^3 + 125/37*z + 1
*
[ 2 ] 
f(z) = -211/280*z^3 + 123/35*z + 1
*
[ 2 ] 
f(z) = -211/296*z^3 + 124/37*z + 1
*
[ 2 ] 
f(z) = -209/280*z^3 + 122/35*z + 1
*
[ 2 ] 
f(z) = -209/296*z^3 + 123/37*z + 1
*
[ 2 ] 
f(z) = -207/280*z^3 + 121/35*z + 1
*
[ 2 ] 
f(z) = -207/296*z^3 + 122/37*z + 1
*
[ 2 ] 
f(z) = -205/296*z^3 + 121/37*z + 1
*
[ 2 ] 
f(z) = -203/296*z^3 + 120/37*z + 1
*
[ -17/18 ] 
f(z) = -216/289*z^3 + 139/51*z + 1
*
[ 3/2 ] 
f(z) = -218/297*z^3 + 131/66*z + 1
*
[ 3/2 ] 
f(z) = -206/297*z^3 + 125/66*z + 1
*
[ 6/5 ] 
f(z) = -215/297*z^3 + 133/110*z + 1
*
[ 12/11 ] 
f(z) = -209/288*z^3 + 125/132*z + 1
*
-6/7 | 0.15602291698117305563361825041675793395 | 0.020505397526749197274287146463740994965
f(z) = -217/288*z^3 + 121/168*z + 1
*
-4/5 | 0.20021498676468416402752564342912395692 | 0.027530805651301608451089288922527773848
f(z) = -215/288*z^3 + 131/180*z + 1
*
-4/5 | 0.19690787507499075760557383186822562784 | 0.027076057229780564425645749288179304721
f(z) = -205/288*z^3 + 127/180*z + 1
*
[ -2 ] 
f(z) = -213/280*z^3 + 159/35*z + 1
*
[ -2 ] 
f(z) = -211/280*z^3 + 158/35*z + 1
*
[ -2 ] 
f(z) = -209/280*z^3 + 157/35*z + 1
*
[ -2 ] 
f(z) = -207/280*z^3 + 156/35*z + 1
*
[ -2 ] 
f(z) = -207/296*z^3 + 159/37*z + 1
*
[ -2 ] 
f(z) = -205/296*z^3 + 158/37*z + 1
*
[ -2 ] 
f(z) = -203/296*z^3 + 157/37*z + 1
*
[ -2 ] 
f(z) = -201/280*z^3 + 153/35*z + 1
*
[ -2 ] 
f(z) = -201/296*z^3 + 156/37*z + 1
*
[ -3/2 ] 
f(z) = -215/297*z^3 + 145/44*z + 1
*
[ -3/2 ] 
f(z) = -203/297*z^3 + 141/44*z + 1
*
[ 6/5 ] 
f(z) = -215/288*z^3 + 149/120*z + 1
*
[ 6/5 ] 
f(z) = -205/288*z^3 + 143/120*z + 1
*
[ -2 ] 
f(z) = -219/280*z^3 + 162/35*z + 1
*
[ -2 ] 
f(z) = -219/296*z^3 + 165/37*z + 1
*
[ -2 ] 
f(z) = -217/296*z^3 + 164/37*z + 1
*
[ -2 ] 
f(z) = -215/296*z^3 + 163/37*z + 1
*
[ -2 ] 
f(z) = -213/296*z^3 + 162/37*z + 1
*
[ -2 ] 
f(z) = -211/296*z^3 + 161/37*z + 1
*
[ -2 ] 
f(z) = -209/296*z^3 + 160/37*z + 1
*
[ 17/9 ] 
f(z) = -216/289*z^3 + 160/51*z + 1
*
[ -3/5 ] 
f(z) = -215/297*z^3 + 161/55*z + 1
*
-2 | 0.098939742661682381904172787791471548437 | 0.015050890847862373718220460179646887244
f(z) = -215/288*z^3 + 179/72*z + 1
*
-2 | 0.098478000278857519507858877443185637067 | 0.015032329820789023516902846395477766376
f(z) = -211/288*z^3 + 175/72*z + 1
*
-2 | 0.098239004737589697248047980516126899074 | 0.015022205595936836040979690226972600457
f(z) = -209/288*z^3 + 173/72*z + 1
*
-2 | 0.097742669603468442824589099916294832511 | 0.014999965234735469792596658151049671150
f(z) = -205/288*z^3 + 169/72*z + 1
*
-2 | 0.097484310912839476548165623853505725998 | 0.014987698624649543512354968617893818309
f(z) = -203/288*z^3 + 167/72*z + 1
*
-2 | 0.099163186502744309578362446141854479134 | 0.015059427185105827275901946724077541753
f(z) = -217/288*z^3 + 181/72*z + 1
*
[ -17/9 ] 
f(z) = -216/289*z^3 + 214/51*z + 1
*
[ -3/2 ] 
f(z) = -214/297*z^3 + 217/66*z + 1
*
-12/5 | 0.24796620739065757486601337595396173667 | 0.029070195383293592109194087644009838297
f(z) = -205/288*z^3 + 211/60*z + 1
*
[ -3/2 ] 
f(z) = -202/297*z^3 + 211/66*z + 1
*
[ 12/7 ] 
f(z) = -203/288*z^3 + 209/84*z + 1
*
-6/5 | 0.25338105181436228642142510076837769200 | 0.029465853508614801578550907841967097250
f(z) = -205/297*z^3 + 201/110*z + 1
*
[ 4/3 ] 
f(z) = -207/280*z^3 + 219/140*z + 1
*
[ 17/4 ] 
f(z) = -208/289*z^3 + 234/17*z + 1
*
[ 3 ] 
f(z) = -217/297*z^3 + 239/33*z + 1
*
[ 3 ] 
f(z) = -214/297*z^3 + 236/33*z + 1
*
[ 3 ] 
f(z) = -211/297*z^3 + 233/33*z + 1
*
[ 3 ] 
f(z) = -208/297*z^3 + 230/33*z + 1
*
[ 3 ] 
f(z) = -205/297*z^3 + 227/33*z + 1
*
[ 3 ] 
f(z) = -202/297*z^3 + 224/33*z + 1
*
[ 2 ] 
f(z) = -203/288*z^3 + 239/72*z + 1
*
[ 17/10 ] 
f(z) = -220/289*z^3 + 222/85*z + 1
*
[ 12/7 ] 
f(z) = -217/288*z^3 + 221/84*z + 1
*
[ -3/4 ] 
f(z) = -202/297*z^3 + 239/88*z + 1
*
[ 4/3 ] 
f(z) = -207/296*z^3 + 221/148*z + 1
*
[ 17/16 ] 
f(z) = -208/289*z^3 + 237/272*z + 1
*
[ -17/4 ] 
f(z) = -208/289*z^3 + 242/17*z + 1
*
[ -3 ] 
f(z) = -215/297*z^3 + 259/33*z + 1
*
[ -3 ] 
f(z) = -212/297*z^3 + 256/33*z + 1
*
[ -3 ] 
f(z) = -206/297*z^3 + 250/33*z + 1
*
[ -3 ] 
f(z) = -203/297*z^3 + 247/33*z + 1
*
[ 2 ] 
f(z) = -217/288*z^3 + 253/72*z + 1
*
[ 2 ] 
f(z) = -215/288*z^3 + 251/72*z + 1
*
[ 2 ] 
f(z) = -211/288*z^3 + 247/72*z + 1
*
[ 2 ] 
f(z) = -209/288*z^3 + 245/72*z + 1
*
[ 17/8 ] 
f(z) = -208/289*z^3 + 257/68*z + 1
*
[ 2 ] 
f(z) = -205/288*z^3 + 241/72*z + 1
*
[ -3/4 ] 
f(z) = -214/297*z^3 + 241/88*z + 1
*
[ 3/2 ] 
f(z) = -215/297*z^3 + 259/132*z + 1
*
[ 3/2 ] 
f(z) = -203/297*z^3 + 247/132*z + 1
*
-7/5 | 0.21633687456807246537148551312711108689 | 0.029113901566141320009901813601988581112
f(z) = -215/294*z^3 + 241/210*z + 1
*
-4/7 | 0.20891521050444222278266632575506237942 | 0.027456796242919910596654291834952027404
f(z) = -203/288*z^3 + 247/252*z + 1
*
[ -3 ] 
f(z) = -218/297*z^3 + 262/33*z + 1
*
-10/3 | 0.22923183777942778750395044422639615601 | 0.029958697577093597142409254418710148477
f(z) = -207/280*z^3 + 263/35*z + 1
*
[ -3/7 ] 
f(z) = -217/297*z^3 + 267/77*z + 1
*
[ 17/12 ] 
f(z) = -208/289*z^3 + 266/153*z + 1
*
[ 17/15 ] 
f(z) = -210/289*z^3 + 268/255*z + 1
*
-6/11 | 0.23065413136850389178146066678691393532 | 0.028444480048384530297432718886346831200
f(z) = -209/288*z^3 + 277/264*z + 1
*
[ 12/5 ] 
f(z) = -215/288*z^3 + 293/60*z + 1
*
[ 12/5 ] 
f(z) = -205/288*z^3 + 281/60*z + 1
*
[ -2/3 ] 
f(z) = -219/280*z^3 + 299/105*z + 1
*
[ -2/3 ] 
f(z) = -213/280*z^3 + 298/105*z + 1
*
[ -2/3 ] 
f(z) = -201/280*z^3 + 296/105*z + 1
*
[ 17/14 ] 
f(z) = -210/289*z^3 + 297/238*z + 1
*
[ -1/10 ] 
f(z) = -200*z^3 + 13*z + 1
*
[ -3/10 ] 
f(z) = -200/9*z^3 + 19/3*z + 1
*
-3/14 | 0.12181967817714254311181283684936033153 | 0.023080150023664381877235553812293031250
f(z) = -196*z^3 + 14*z + 1
*
[ -1/14 ] 
f(z) = -196*z^3 + 16*z + 1
*
-1/14 | 0.14003136275627363160024228454435096818 | 0.026530564755993467577242950306055862676
f(z) = -196*z^3 + 19*z + 1
*
[ -1/8 ] 
f(z) = -192*z^3 + 12*z + 1
*
[ -1/4 ] 
f(z) = -192*z^3 + 17*z + 1
*
[ 1/3 ] 
f(z) = -189*z^3 + 19*z + 1
*
[ 1/3 ] 
f(z) = -189/2*z^3 + 17/2*z + 1
*
[ 2/3 ] 
f(z) = -189/8*z^3 + 10*z + 1
*
-2/9 | 0.17315250337360605542106879393260880682 | 0.027309572703837578924711614106022213651
f(z) = -189/8*z^3 + 11/3*z + 1
*
[ -2/3 ] 
f(z) = -189/8*z^3 + 13*z + 1
*
[ 2/3 ] 
f(z) = -189/16*z^3 + 19/4*z + 1
*
[ -1/4 ] 
f(z) = -200*z^3 + 35/2*z + 1
*
2/5 | 0.076052891108077765021704218294507266775 | 0.014354159225767141275466657407873860594
f(z) = -200/3*z^3 + 23/3*z + 1
*
[ -1/5 ] 
f(z) = -200/3*z^3 + 26/3*z + 1
*
-3/10 | 0.10101143930470326003304252318943097345 | 0.019064814792420466395659754703963001232
f(z) = -200/3*z^3 + 29/3*z + 1
*
[ -3/10 ] 
f(z) = -200/3*z^3 + 31/3*z + 1
*
[ -1/10 ] 
f(z) = -200/3*z^3 + 35/3*z + 1
*
[ 3/5 ] 
f(z) = -200/9*z^3 + 22/3*z + 1
*
[ -3/5 ] 
f(z) = -200/9*z^3 + 32/3*z + 1
*
3/5 | 0.068012613224816246913615006321330398607 | 0.011351584022581796363040350494161168079
f(z) = -200/9*z^3 + 35/6*z + 1
*
[ 1/2 ] 
f(z) = -200/11*z^3 + 39/11*z + 1
*
[ 1/2 ] 
f(z) = -200/13*z^3 + 37/13*z + 1
*
[ 1/3 ] 
f(z) = -198*z^3 + 20*z + 1
*
[ -1/6 ] 
f(z) = -198*z^3 + 25/2*z + 1
*
[ -1/3 ] 
f(z) = -198*z^3 + 26*z + 1
*
-1/7 | 0.16579015925919487557439290582812898690 | 0.027764677501566840622497519612896350777
f(z) = -196*z^3 + 23/2*z + 1
*
-1/7 | 0.17623086254955598325475299175938480861 | 0.029513169456950174180385850459394810001
f(z) = -196*z^3 + 25/2*z + 1
*
[ 2/7 ] 
f(z) = -196*z^3 + 27/2*z + 1
*
-3/14 | 0.18264118571567547942660846965553744070 | 0.028641838863096163865476827315599431898
f(z) = -196*z^3 + 37/3*z + 1
*
[ -3/14 ] 
f(z) = -196/3*z^3 + 26/3*z + 1
*
-1/7 | 0.096639360401107673028909877502676745642 | 0.018309446959834797717375478648744335617
f(z) = -196/3*z^3 + 31/3*z + 1
*
[ 3/7 ] 
f(z) = -196/3*z^3 + 32/3*z + 1
*
-5/14 | 0.11505474866051649072489260132233296947 | 0.021798455715490278271329599708872498760
f(z) = -196/3*z^3 + 34/3*z + 1
*
-1/7 | 0.16999475881948452578375599751389447825 | 0.028468816705825415515403662510988964304
f(z) = -196/3*z^3 + 35/6*z + 1
*
[ -3/14 ] 
f(z) = -196/9*z^3 + 20/3*z + 1
*
[ -3/7 ] 
f(z) = -196/9*z^3 + 22/3*z + 1
*
-3/14 | 0.13273830373346745445392368969123777264 | 0.025148810191406306168844026133321768357
f(z) = -196/9*z^3 + 23/3*z + 1
*
[ 1/2 ] 
f(z) = -196/11*z^3 + 38/11*z + 1
*
[ 1/2 ] 
f(z) = -196/13*z^3 + 36/13*z + 1
*
[ 2/3 ] 
f(z) = -195/8*z^3 + 31/3*z + 1
*
[ -2/5 ] 
f(z) = -195/8*z^3 + 37/5*z + 1
*
[ -1/4 ] 
f(z) = -192/5*z^3 + 37/5*z + 1
*
[ 1/2 ] 
f(z) = -192/11*z^3 + 37/11*z + 1
*
[ 1/2 ] 
f(z) = -192/13*z^3 + 35/13*z + 1
*
[ -1/3 ] 
f(z) = -189*z^3 + 25*z + 1
*
[ -1/9 ] 
f(z) = -189*z^3 + 37/3*z + 1
*
[ -1/3 ] 
f(z) = -189/2*z^3 + 29/2*z + 1
*
[ -1/3 ] 
f(z) = -189/4*z^3 + 37/4*z + 1
*
[ -2/9 ] 
f(z) = -189/8*z^3 + 20/3*z + 1
*
-2/9 | 0.14938210350406027766466573980057223630 | 0.023560510745224254869551069257485223201
f(z) = -189/8*z^3 + 23/3*z + 1
*
2/3 | 0.099968131391130070821812124075194402498 | 0.015766950515305148146726385371329549422
f(z) = -189/8*z^3 + 26/3*z + 1
*
-2/3 | 0.15604052367014565625037293669226803308 | 0.029768800978345227164951520576267399426
f(z) = -189/16*z^3 + 23/4*z + 1
*
[ -2/3 ] 
f(z) = -189/16*z^3 + 31/4*z + 1
*
[ 1/2 ] 
f(z) = -188/9*z^3 + 38/9*z + 1
*
[ 1/2 ] 
f(z) = -188/11*z^3 + 36/11*z + 1
*
[ 1/2 ] 
f(z) = -188/13*z^3 + 34/13*z + 1
*
[ -2/5 ] 
f(z) = -185/8*z^3 + 36/5*z + 1
*
[ -1/4 ] 
f(z) = -184*z^3 + 33/2*z + 1
*
[ 1/2 ] 
f(z) = -184/7*z^3 + 39/7*z + 1
*
[ 1/2 ] 
f(z) = -184/9*z^3 + 37/9*z + 1
*
[ 1/2 ] 
f(z) = -184/11*z^3 + 35/11*z + 1
*
[ 2/3 ] 
f(z) = -183/8*z^3 + 29/3*z + 1
*
[ -2/3 ] 
f(z) = -183/8*z^3 + 38/3*z + 1
*
3/10 | 0.16500319072531459382118048454691778033 | 0.025794123058828491648371013263135323095
f(z) = -200*z^3 + 43/3*z + 1
*
[ 3/10 ] 
f(z) = -200*z^3 + 47/3*z + 1
*
[ 1/2 ] 
f(z) = -200*z^3 + 49*z + 1
*
[ -1/2 ] 
f(z) = -200*z^3 + 53*z + 1
*
-1/10 | 0.17175310144763784967703305601278803356 | 0.028666296879039582504236799857083584780
f(z) = -200/3*z^3 + 43/6*z + 1
*
-1/10 | 0.14760166103492670755515221851975407592 | 0.027858214377047074063131150209386470881
f(z) = -200/3*z^3 + 44/3*z + 1
*
[ 1/2 ] 
f(z) = -200/3*z^3 + 47/3*z + 1
*
-1/5 | 0.10303756634600987746954354309593957880 | 0.017197392312993831502779634890318117874
f(z) = -200/3*z^3 + 49/6*z + 1
*
[ -1/2 ] 
f(z) = -200/3*z^3 + 59/3*z + 1
*
-3/10 | 0.093470371044954723543301877961970465697 | 0.015600588188420793643789639351100498932
f(z) = -200/3*z^3 + 59/6*z + 1
*
[ 1/2 ] 
f(z) = -200/7*z^3 + 43/7*z + 1
*
[ -1/5 ] 
f(z) = -200/7*z^3 + 50/7*z + 1
*
-3/10 | 0.13839446998019440059812172286466973366 | 0.023098604505136558123361021968181781367
f(z) = -200/9*z^3 + 41/6*z + 1
*
[ 1/2 ] 
f(z) = -200/9*z^3 + 41/9*z + 1
*
[ -3/20 ] 
f(z) = -200/9*z^3 + 49/6*z + 1
*
[ -1/3 ] 
f(z) = -198/5*z^3 + 42/5*z + 1
*
[ -1/3 ] 
f(z) = -198/7*z^3 + 50/7*z + 1
*
[ -2/7 ] 
f(z) = -196*z^3 + 41/2*z + 1
*
[ -3/14 ] 
f(z) = -196*z^3 + 44/3*z + 1
*
[ 1/2 ] 
f(z) = -196*z^3 + 48*z + 1
*
-1/7 | 0.091910138936776093260315279406621655054 | 0.013791191185312865391532229204699851655
f(z) = -196*z^3 + 49/4*z + 1
*
[ -1/2 ] 
f(z) = -196*z^3 + 52*z + 1
*
-3/28 | 0.085337610595339053838660432599128353247 | 0.012804977955997678106340647718358707548
f(z) = -196*z^3 + 53/4*z + 1
*
-1/7 | 0.11679462928351246083091094554241015274 | 0.019559455340784536665382095199644905329
f(z) = -196/3*z^3 + 53/6*z + 1
*
3/7 | 0.13343366850600582145885640213542679197 | 0.022345975119839685402415703712949855685
f(z) = -196/3*z^3 + 55/6*z + 1
*
[ -1/2 ] 
f(z) = -196/3*z^3 + 58/3*z + 1
*
[ -2/7 ] 
f(z) = -196/3*z^3 + 59/6*z + 1
*
4/7 | 0.11562621886510462830203935217367166456 | 0.021906727369572050483065798670502502034
f(z) = -196/5*z^3 + 54/5*z + 1
*
[ 1/2 ] 
f(z) = -196/9*z^3 + 40/9*z + 1
*
-3/28 | 0.11039132769773001068264969042158947769 | 0.016564308607205766453990037443254192892
f(z) = -196/9*z^3 + 55/12*z + 1
*
-1/7 | 0.14651436844975468197271679559711011611 | 0.027758845328137421553157112251805707543
f(z) = -196/15*z^3 + 49/15*z + 1
*
[ 1/3 ] 
f(z) = -195*z^3 + 59/3*z + 1
*
[ 1/3 ] 
f(z) = -195/2*z^3 + 53/6*z + 1
*
[ -2/3 ] 
f(z) = -195/8*z^3 + 40/3*z + 1
*
[ 2/3 ] 
f(z) = -195/16*z^3 + 59/12*z + 1
*
-5/24 | 0.18740695858324129304603233849962233787 | 0.029484547554489228822835797557839504958
f(z) = -192*z^3 + 40/3*z + 1
*
[ 1/2 ] 
f(z) = -192*z^3 + 47*z + 1
*
[ -1/2 ] 
f(z) = -192*z^3 + 51*z + 1
*
-3/16 | 0.19330008354492617941134561617855642432 | 0.029094852683326135522479882326651469739
f(z) = -192*z^3 + 51/4*z + 1
*
[ 1/3 ] 
f(z) = -192*z^3 + 58/3*z + 1
*
[ 1/2 ] 
f(z) = -192/5*z^3 + 43/5*z + 1
*
[ -1/8 ] 
f(z) = -192/5*z^3 + 48/5*z + 1
*
[ 1/2 ] 
f(z) = -192/7*z^3 + 41/7*z + 1
*
[ -1/4 ] 
f(z) = -192/7*z^3 + 47/7*z + 1
*
-3/8 | 0.11054305343407693557178098865289629255 | 0.021025801377251845969615742419142588051
f(z) = -192/7*z^3 + 55/7*z + 1
*
-1/9 | 0.12646110297520129371137433912682750289 | 0.019945415853774994811692229180007645788
f(z) = -189*z^3 + 40/3*z + 1
*
-2/9 | 0.14031392147389753433612023990152182668 | 0.022130279176986285352825818896819251308
f(z) = -189*z^3 + 43/3*z + 1
*
[ -1/6 ] 
f(z) = -189*z^3 + 49/4*z + 1
*
[ 2/3 ] 
f(z) = -189/4*z^3 + 41/2*z + 1
*
[ -2/3 ] 
f(z) = -189/4*z^3 + 47/2*z + 1
*
[ -2/9 ] 
f(z) = -189/4*z^3 + 47/6*z + 1
*
[ -1/3 ] 
f(z) = -189/5*z^3 + 41/5*z + 1
*
[ -2/7 ] 
f(z) = -189/8*z^3 + 45/7*z + 1
*
[ -1/3 ] 
f(z) = -189/8*z^3 + 53/8*z + 1
*
-10/21 | 0.19060409193361490660385222000893375391 | 0.026518250325742231379006319572179538547
f(z) = -189/8*z^3 + 55/7*z + 1
*
[ 1/2 ] 
f(z) = -188*z^3 + 46*z + 1
*
[ -1/2 ] 
f(z) = -188*z^3 + 50*z + 1
*
[ 1/2 ] 
f(z) = -188/3*z^3 + 44/3*z + 1
*
[ -1/2 ] 
f(z) = -188/3*z^3 + 56/3*z + 1
*
[ 1/2 ] 
f(z) = -188/5*z^3 + 42/5*z + 1
*
[ 1/2 ] 
f(z) = -188/7*z^3 + 40/7*z + 1
*
[ 1/3 ] 
f(z) = -186*z^3 + 56/3*z + 1
*
[ 2/5 ] 
f(z) = -185/4*z^3 + 59/10*z + 1
*
[ 1/2 ] 
f(z) = -184*z^3 + 45*z + 1
*
[ -1/2 ] 
f(z) = -184*z^3 + 49*z + 1
*
[ 1/2 ] 
f(z) = -184/3*z^3 + 43/3*z + 1
*
[ -1/4 ] 
f(z) = -184/3*z^3 + 53/6*z + 1
*
[ -1/2 ] 
f(z) = -184/3*z^3 + 55/3*z + 1
*
[ 1/2 ] 
f(z) = -184/5*z^3 + 41/5*z + 1
*
[ 1/3 ] 
f(z) = -183*z^3 + 55/3*z + 1
*
[ 1/3 ] 
f(z) = -183/2*z^3 + 49/6*z + 1
*
[ 2/3 ] 
f(z) = -183/16*z^3 + 55/12*z + 1
*
[ 2/5 ] 
f(z) = -200*z^3 + 61/2*z + 1
*
[ -3/10 ] 
f(z) = -200*z^3 + 67/3*z + 1
*
[ -2/5 ] 
f(z) = -200*z^3 + 71/2*z + 1
*
[ -3/20 ] 
f(z) = -200*z^3 + 73/6*z + 1
*
[ 3/5 ] 
f(z) = -200/3*z^3 + 70/3*z + 1
*
[ -1/2 ] 
f(z) = -200/7*z^3 + 71/7*z + 1
*
[ -1/10 ] 
f(z) = -200/7*z^3 + 79/7*z + 1
*
[ -1/5 ] 
f(z) = -200/9*z^3 + 62/9*z + 1
*
-3/20 | 0.17084951628297592289656784908675609899 | 0.028515484810044185043260879815918208547
f(z) = -200/9*z^3 + 67/6*z + 1
*
[ 3/4 ] 
f(z) = -200/9*z^3 + 73/6*z + 1
*
[ -1/2 ] 
f(z) = -200/9*z^3 + 77/9*z + 1
*
[ -1/5 ] 
f(z) = -200/11*z^3 + 74/11*z + 1
*
[ 1/4 ] 
f(z) = -198*z^3 + 75/8*z + 1
*
[ -1/3 ] 
f(z) = -198/13*z^3 + 74/13*z + 1
*
[ -1/4 ] 
f(z) = -196*z^3 + 69/4*z + 1
*
-1/14 | 0.13990865407850383728962752199117885702 | 0.026507316174692718856226186465753244976
f(z) = -196/3*z^3 + 67/3*z + 1
*
[ -1/2 ] 
f(z) = -196/5*z^3 + 64/5*z + 1
*
[ -1/14 ] 
f(z) = -196/5*z^3 + 76/5*z + 1
*
[ -2/7 ] 
f(z) = -196/5*z^3 + 77/10*z + 1
*
-3/7 | 0.12934513132292597005777122658091923758 | 0.019408342274304936735488770024401529051
f(z) = -196/9*z^3 + 79/12*z + 1
*
-5/14 | 0.13321753429929696751340607532841285453 | 0.025239605976789903510401281389389242636
f(z) = -196/11*z^3 + 69/11*z + 1
*
-1/14 | 0.057558226428797596457059950777371986534 | 0.010905073145415310541673460097084583769
f(z) = -196/15*z^3 + 76/15*z + 1
*
[ -1/5 ] 
f(z) = -195*z^3 + 69/5*z + 1
*
[ -1/3 ] 
f(z) = -195*z^3 + 77/3*z + 1
*
[ 2/5 ] 
f(z) = -195/4*z^3 + 63/10*z + 1
*
-2/3 | 0.15914475754763900579614163188240614080 | 0.024977158270678300071797820525412200678
f(z) = -195/16*z^3 + 71/12*z + 1
*
[ 1/4 ] 
f(z) = -194*z^3 + 73/8*z + 1
*
[ 1/2 ] 
f(z) = -194/9*z^3 + 79/18*z + 1
*
[ -1/16 ] 
f(z) = -192*z^3 + 71/4*z + 1
*
-1/6 | 0.15040668793212234817466194842601727213 | 0.021336537168704081774304272732774206477
f(z) = -192*z^3 + 71/6*z + 1
*
-5/24 | 0.16713119637684446923159845705621785991 | 0.026294582360574159898037885673319135297
f(z) = -192/5*z^3 + 67/15*z + 1
*
[ 5/8 ] 
f(z) = -192/5*z^3 + 72/5*z + 1
*
-1/4 | 0.16781806898326023909067657735336923945 | 0.028201671920334387290867681906632165597
f(z) = -192/5*z^3 + 79/10*z + 1
*
[ -1/8 ] 
f(z) = -192/7*z^3 + 66/7*z + 1
*
[ -1/2 ] 
f(z) = -192/7*z^3 + 69/7*z + 1
*
[ -1/4 ] 
f(z) = -192/11*z^3 + 67/11*z + 1
*
[ -1/4 ] 
f(z) = -192/13*z^3 + 77/13*z + 1
*
[ -1/5 ] 
f(z) = -190*z^3 + 68/5*z + 1
*
[ 1/4 ] 
f(z) = -190*z^3 + 71/8*z + 1
*
[ 1/2 ] 
f(z) = -190/9*z^3 + 77/18*z + 1
*
[ -2/9 ] 
f(z) = -189/2*z^3 + 61/6*z + 1
*
[ -1/9 ] 
f(z) = -189/2*z^3 + 67/6*z + 1
*
[ -1/6 ] 
f(z) = -189/2*z^3 + 77/8*z + 1
*
-1/9 | 0.11528477227091765693148040130646626997 | 0.018182687565220019267612929034608747776
f(z) = -189/2*z^3 + 79/6*z + 1
*
[ -1/3 ] 
f(z) = -189/10*z^3 + 61/10*z + 1
*
2/3 | 0.14320824205079318049613045084057999526 | 0.027320708465966228711498019831708207935
f(z) = -189/10*z^3 + 69/10*z + 1
*
[ 2/3 ] 
f(z) = -189/10*z^3 + 79/10*z + 1
*
[ -1/3 ] 
f(z) = -189/11*z^3 + 65/11*z + 1
*
[ -1/3 ] 
f(z) = -189/13*z^3 + 73/13*z + 1
*
-4/9 | 0.088084801648782595376542551483071726300 | 0.013892714502314403558026431688909018363
f(z) = -189/16*z^3 + 61/12*z + 1
*
[ -4/9 ] 
f(z) = -189/16*z^3 + 67/12*z + 1
*
[ -1/4 ] 
f(z) = -188*z^3 + 67/4*z + 1
*
[ -1/2 ] 
f(z) = -188/5*z^3 + 62/5*z + 1
*
[ -1/2 ] 
f(z) = -188/7*z^3 + 68/7*z + 1
*
[ -1/2 ] 
f(z) = -188/9*z^3 + 74/9*z + 1
*
[ -1/6 ] 
f(z) = -186*z^3 + 73/6*z + 1
*
[ -1/3 ] 
f(z) = -186*z^3 + 74/3*z + 1
*
[ 1/2 ] 
f(z) = -186/7*z^3 + 79/14*z + 1
*
[ -1/5 ] 
f(z) = -185*z^3 + 67/5*z + 1
*
[ -1/2 ] 
f(z) = -184/5*z^3 + 61/5*z + 1
*
[ -1/4 ] 
f(z) = -184/5*z^3 + 73/10*z + 1
*
[ -1/2 ] 
f(z) = -184/7*z^3 + 67/7*z + 1
*
[ 3/4 ] 
f(z) = -184/9*z^3 + 67/6*z + 1
*
[ -1/2 ] 
f(z) = -184/9*z^3 + 73/9*z + 1
*
[ -1/2 ] 
f(z) = -184/11*z^3 + 79/11*z + 1
*
[ -1/3 ] 
f(z) = -183*z^3 + 73/3*z + 1
*
-2/3 | 0.17062308915563439282845480823865496438 | 0.027048260381111651652228517907750115571
f(z) = -183/16*z^3 + 67/12*z + 1
*
[ 1/2 ] 
f(z) = -182/9*z^3 + 73/18*z + 1
*
[ 1/2 ] 
f(z) = -198/13*z^3 + 73/26*z + 1
*
[ 1/2 ] 
f(z) = -194/11*z^3 + 75/22*z + 1
*
[ 1/2 ] 
f(z) = -194/13*z^3 + 71/26*z + 1
*
[ 1/2 ] 
f(z) = -190/11*z^3 + 73/22*z + 1
*
[ 1/2 ] 
f(z) = -190/13*z^3 + 69/26*z + 1
*
-2/9 | 0.21642750257981556180376334287810655028 | 0.026118810619551504484521601534850726738
f(z) = -189/8*z^3 + 74/21*z + 1
*
[ 1/2 ] 
f(z) = -186/11*z^3 + 71/22*z + 1
*
[ 1/2 ] 
f(z) = -182/11*z^3 + 69/22*z + 1
*
3/10 | 0.20624371817086657991473552218958260277 | 0.029089066726353861481093080900666577938
f(z) = -200*z^3 + 85/6*z + 1
*
[ -1/8 ] 
f(z) = -200*z^3 + 97/8*z + 1
*
[ -3/5 ] 
f(z) = -200/3*z^3 + 80/3*z + 1
*
[ -2/5 ] 
f(z) = -200/3*z^3 + 85/6*z + 1
*
-1/10 | 0.12652195954802309302614565262151287028 | 0.021117033832586714587813530410066994025
f(z) = -200/3*z^3 + 91/6*z + 1
*
-3/10 | 0.13008648682968777086266451262910845557 | 0.021711968051697672744916356841029540421
f(z) = -200/7*z^3 + 85/14*z + 1
*
[ 7/10 ] 
f(z) = -200/7*z^3 + 95/7*z + 1
*
[ -1/4 ] 
f(z) = -200/7*z^3 + 95/14*z + 1
*
-3/10 | 0.10810765053858533053834450187312767587 | 0.018043610153842565274819910749955664044
f(z) = -200/7*z^3 + 99/14*z + 1
*
[ -3/4 ] 
f(z) = -200/9*z^3 + 89/6*z + 1
*
[ -1/2 ] 
f(z) = -200/11*z^3 + 83/11*z + 1
*
[ -1/5 ] 
f(z) = -200/13*z^3 + 86/13*z + 1
*
[ -1/2 ] 
f(z) = -200/13*z^3 + 89/13*z + 1
*
[ 2/3 ] 
f(z) = -199/8*z^3 + 95/9*z + 1
*
-2 | 0.11166681692154941114270314945224860066 | 0.016730210476226316452129318758179261629
f(z) = -199/8*z^3 + 99*z + 1
*
[ 1/2 ] 
f(z) = -198*z^3 + 97/2*z + 1
*
[ -1/6 ] 
f(z) = -198/5*z^3 + 81/10*z + 1
*
[ 1/2 ] 
f(z) = -198/5*z^3 + 89/10*z + 1
*
[ 1/2 ] 
f(z) = -198/7*z^3 + 85/14*z + 1
*
[ -1/3 ] 
f(z) = -198/17*z^3 + 90/17*z + 1
*
[ -1/3 ] 
f(z) = -198/19*z^3 + 98/19*z + 1
*
[ 2/3 ] 
f(z) = -197/8*z^3 + 94/9*z + 1
*
-2 | 0.11148053502013562224509163667074755291 | 0.016727745052820015705046534021645664456
f(z) = -197/8*z^3 + 98*z + 1
*
[ 2 ] 
f(z) = -197/8*z^3 + 99*z + 1
*
11/28 | 0.096056515775514813016809567201183518069 | 0.014413358406153807636043230161998165447
f(z) = -196/3*z^3 + 85/12*z + 1
*
[ 5/14 ] 
f(z) = -196/3*z^3 + 98/15*z + 1
*
[ 3/7 ] 
f(z) = -196/5*z^3 + 88/15*z + 1
*
[ 5/7 ] 
f(z) = -196/5*z^3 + 98/5*z + 1
*
[ 6/7 ] 
f(z) = -196/9*z^3 + 95/6*z + 1
*
[ -1/2 ] 
f(z) = -196/11*z^3 + 82/11*z + 1
*
[ -1/7 ] 
f(z) = -196/11*z^3 + 92/11*z + 1
*
[ -1/2 ] 
f(z) = -196/13*z^3 + 88/13*z + 1
*
[ -5/14 ] 
f(z) = -196/15*z^3 + 82/15*z + 1
*
[ -3/7 ] 
f(z) = -196/15*z^3 + 86/15*z + 1
*
-2/7 | 0.095671250122068115244204599198360510499 | 0.018126027246254589875858311239186793902
f(z) = -196/15*z^3 + 91/15*z + 1
*
[ -1/3 ] 
f(z) = -195/2*z^3 + 89/6*z + 1
*
[ -1/5 ] 
f(z) = -195/2*z^3 + 99/10*z + 1
*
-2 | 0.11129235958997434102070455593422861558 | 0.016725249271399321900364026938710235622
f(z) = -195/8*z^3 + 97*z + 1
*
[ 2 ] 
f(z) = -195/8*z^3 + 98*z + 1
*
[ -2 ] 
f(z) = -195/8*z^3 + 99*z + 1
*
[ -2/3 ] 
f(z) = -195/16*z^3 + 95/12*z + 1
*
[ 1/2 ] 
f(z) = -194*z^3 + 95/2*z + 1
*
[ 1/2 ] 
f(z) = -194/3*z^3 + 91/6*z + 1
*
[ 1/2 ] 
f(z) = -194/5*z^3 + 87/10*z + 1
*
[ 1/2 ] 
f(z) = -194/7*z^3 + 83/14*z + 1
*
[ 2/3 ] 
f(z) = -193/8*z^3 + 92/9*z + 1
*
-2 | 0.11110225172768081690768895220860131795 | 0.016722722450616023469165710760529434309
f(z) = -193/8*z^3 + 96*z + 1
*
[ 2 ] 
f(z) = -193/8*z^3 + 97*z + 1
*
[ -2 ] 
f(z) = -193/8*z^3 + 98*z + 1
*
-1/16 | 0.12814191312179210839151342994408121717 | 0.019287472702884813815144391205393328995
f(z) = -192*z^3 + 87/4*z + 1
*
[ -3/8 ] 
f(z) = -192*z^3 + 92/3*z + 1
*
[ -5/8 ] 
f(z) = -192/5*z^3 + 88/5*z + 1
*
[ -1/2 ] 
f(z) = -192/11*z^3 + 81/11*z + 1
*
[ -1/2 ] 
f(z) = -192/13*z^3 + 87/13*z + 1
*
[ -1/4 ] 
f(z) = -192/17*z^3 + 97/17*z + 1
*
[ -1/2 ] 
f(z) = -192/17*z^3 + 99/17*z + 1
*
[ 2/3 ] 
f(z) = -191/8*z^3 + 91/9*z + 1
*
-2 | 0.11091017131808187474038242515178037039 | 0.016720163886845612755354839866576707822
f(z) = -191/8*z^3 + 95*z + 1
*
[ 2 ] 
f(z) = -191/8*z^3 + 96*z + 1
*
[ -2 ] 
f(z) = -191/8*z^3 + 97*z + 1
*
[ 1/2 ] 
f(z) = -190*z^3 + 93/2*z + 1
*
[ 1/2 ] 
f(z) = -190/3*z^3 + 89/6*z + 1
*
[ 1/2 ] 
f(z) = -190/7*z^3 + 81/14*z + 1
*
[ -1/7 ] 
f(z) = -189*z^3 + 83/7*z + 1
*
[ -2/9 ] 
f(z) = -189*z^3 + 89/6*z + 1
*
[ 2/3 ] 
f(z) = -189/2*z^3 + 83/2*z + 1
*
[ -2/3 ] 
f(z) = -189/2*z^3 + 89/2*z + 1
*
[ 4/9 ] 
f(z) = -189/4*z^3 + 97/12*z + 1
*
-1/9 | 0.086088297317547139239820347076443955123 | 0.013577826301883612357355575506406361165
f(z) = -189/5*z^3 + 82/15*z + 1
*
[ -2/21 ] 
f(z) = -189/8*z^3 + 82/7*z + 1
*
-2 | 0.11071607698334294921427561687447580555 | 0.016717572853226808551210668022093072313
f(z) = -189/8*z^3 + 94*z + 1
*
[ 2 ] 
f(z) = -189/8*z^3 + 95*z + 1
*
[ -4/9 ] 
f(z) = -189/8*z^3 + 95/12*z + 1
*
[ -2 ] 
f(z) = -189/8*z^3 + 96*z + 1
*
-4/3 | 0.13547232581909425493116698010253608535 | 0.023336636709478568452619035576269627089
f(z) = -189/16*z^3 + 83/4*z + 1
*
[ 4/3 ] 
f(z) = -189/16*z^3 + 85/4*z + 1
*
[ -1/3 ] 
f(z) = -189/16*z^3 + 85/16*z + 1
*
[ -4/3 ] 
f(z) = -189/16*z^3 + 91/4*z + 1
*
-2/9 | 0.12255481726805499121384985383978562999 | 0.019329317377329087380829981597733241212
f(z) = -189/16*z^3 + 97/12*z + 1
*
[ -1/3 ] 
f(z) = -189/17*z^3 + 89/17*z + 1
*
[ -1/3 ] 
f(z) = -189/19*z^3 + 97/19*z + 1
*
[ -1/2 ] 
f(z) = -188/11*z^3 + 80/11*z + 1
*
[ -1/2 ] 
f(z) = -188/13*z^3 + 86/13*z + 1
*
[ -1/2 ] 
f(z) = -188/15*z^3 + 92/15*z + 1
*
[ -1/2 ] 
f(z) = -188/17*z^3 + 98/17*z + 1
*
[ -2/11 ] 
f(z) = -187/8*z^3 + 80/11*z + 1
*
[ 2/3 ] 
f(z) = -187/8*z^3 + 89/9*z + 1
*
-2 | 0.11051992602939619986755579896470913519 | 0.016714948598649472954329247455504640997
f(z) = -187/8*z^3 + 93*z + 1
*
[ 2 ] 
f(z) = -187/8*z^3 + 94*z + 1
*
[ -2 ] 
f(z) = -187/8*z^3 + 95*z + 1
*
[ 1/2 ] 
f(z) = -186*z^3 + 91/2*z + 1
*
[ -1/2 ] 
f(z) = -186*z^3 + 99/2*z + 1
*
[ 1/2 ] 
f(z) = -186/5*z^3 + 83/10*z + 1
*
[ -1/5 ] 
f(z) = -185/2*z^3 + 97/10*z + 1
*
[ 2/3 ] 
f(z) = -185/8*z^3 + 88/9*z + 1
*
-2 | 0.11032167438949598320769631333486430783 | 0.016712290346687591703984376602572359656
f(z) = -185/8*z^3 + 92*z + 1
*
[ 2 ] 
f(z) = -185/8*z^3 + 93*z + 1
*
[ -2 ] 
f(z) = -185/8*z^3 + 94*z + 1
*
[ -1/8 ] 
f(z) = -184*z^3 + 95/8*z + 1
*
[ -1/4 ] 
f(z) = -184/7*z^3 + 93/14*z + 1
*
[ -3/4 ] 
f(z) = -184/9*z^3 + 83/6*z + 1
*
[ -1/2 ] 
f(z) = -184/13*z^3 + 85/13*z + 1
*
[ -1/2 ] 
f(z) = -184/15*z^3 + 91/15*z + 1
*
[ -1/2 ] 
f(z) = -184/17*z^3 + 97/17*z + 1
*
[ -1/3 ] 
f(z) = -183/2*z^3 + 85/6*z + 1
*
-2 | 0.11012127656471476662219902153482810711 | 0.016709597294473735440177387192384591014
f(z) = -183/8*z^3 + 91*z + 1
*
[ 2 ] 
f(z) = -183/8*z^3 + 92*z + 1
*
[ -2 ] 
f(z) = -183/8*z^3 + 93*z + 1
*
[ -2/3 ] 
f(z) = -183/16*z^3 + 91/12*z + 1
*
[ -1/7 ] 
f(z) = -182*z^3 + 82/7*z + 1
*
[ 1/2 ] 
f(z) = -182*z^3 + 89/2*z + 1
*
[ -1/2 ] 
f(z) = -182*z^3 + 97/2*z + 1
*
[ 1/2 ] 
f(z) = -182/3*z^3 + 85/6*z + 1
*
[ 1/2 ] 
f(z) = -182/5*z^3 + 81/10*z + 1
*
[ 2/3 ] 
f(z) = -181/8*z^3 + 86/9*z + 1
*
-2 | 0.10991868556117821889237051547603415469 | 0.016706868611511145760314007237432371765
f(z) = -181/8*z^3 + 90*z + 1
*
[ 2 ] 
f(z) = -181/8*z^3 + 91*z + 1
*
[ -2 ] 
f(z) = -181/8*z^3 + 92*z + 1
*
21/40 | 0.21038620851821137488199292629121256273 | 0.028516275895595217895220423233755933044
f(z) = -200/9*z^3 + 91/24*z + 1
*
13/20 | 0.16971949124274655474716899882376500136 | 0.028326878997334366113073504281635272543
f(z) = -200/19*z^3 + 93/38*z + 1
*
34/63 | 0.12380347244291706203537822200808382659 | 0.014940797321204157357447958900197873221
f(z) = -189/8*z^3 + 92/21*z + 1
*
[ 4/7 ] 
f(z) = -189/16*z^3 + 87/28*z + 1
*
[ 3/5 ] 
f(z) = -185/18*z^3 + 91/30*z + 1
*
-7/40 | 0.11759642913389900610321888026680166526 | 0.015939315799917553049801854995644629640
f(z) = -200*z^3 + 105/8*z + 1
*
-1/5 | 0.19152405001175901424253048157751047596 | 0.025959651486871753008905131570328200476
f(z) = -200*z^3 + 113/8*z + 1
*
[ -1/6 ] 
f(z) = -200*z^3 + 113/9*z + 1
*
-1/5 | 0.19254285806921661489091714236261351684 | 0.028803895560945226879942956784487195956
f(z) = -200/3*z^3 + 107/12*z + 1
*
[ -7/20 ] 
f(z) = -200/7*z^3 + 103/14*z + 1
*
[ -2/5 ] 
f(z) = -200/7*z^3 + 113/14*z + 1
*
[ -7/10 ] 
f(z) = -200/7*z^3 + 115/7*z + 1
*
[ -1/10 ] 
f(z) = -200/9*z^3 + 101/9*z + 1
*
[ -1/4 ] 
f(z) = -200/9*z^3 + 115/18*z + 1
*
[ -1/2 ] 
f(z) = -200/17*z^3 + 101/17*z + 1
*
[ -1/5 ] 
f(z) = -200/17*z^3 + 110/17*z + 1
*
[ -1/2 ] 
f(z) = -200/19*z^3 + 107/19*z + 1
*
[ 2 ] 
f(z) = -199/8*z^3 + 100*z + 1
*
[ -2 ] 
f(z) = -199/8*z^3 + 101*z + 1
*
[ -1/2 ] 
f(z) = -198*z^3 + 105/2*z + 1
*
[ -1/9 ] 
f(z) = -198*z^3 + 112/9*z + 1
*
[ -1/12 ] 
f(z) = -198*z^3 + 115/8*z + 1
*
[ -1/6 ] 
f(z) = -198/7*z^3 + 109/14*z + 1
*
[ -2 ] 
f(z) = -197/8*z^3 + 100*z + 1
*
[ 3/7 ] 
f(z) = -196*z^3 + 104/3*z + 1
*
[ -1/6 ] 
f(z) = -196*z^3 + 112/9*z + 1
*
[ 5/14 ] 
f(z) = -196*z^3 + 116/5*z + 1
*
[ -1/28 ] 
f(z) = -196*z^3 + 117/4*z + 1
*
[ -3/7 ] 
f(z) = -196*z^3 + 118/3*z + 1
*
-1/7 | 0.18890189494754665958381045057897066200 | 0.028344883150286353534873360733731009207
f(z) = -196/3*z^3 + 115/12*z + 1
*
[ -5/7 ] 
f(z) = -196/5*z^3 + 112/5*z + 1
*
[ -3/14 ] 
f(z) = -196/5*z^3 + 112/15*z + 1
*
[ -9/14 ] 
f(z) = -196/9*z^3 + 104/9*z + 1
*
[ -6/7 ] 
f(z) = -196/9*z^3 + 109/6*z + 1
*
[ -2/7 ] 
f(z) = -196/9*z^3 + 113/18*z + 1
*
[ 11/14 ] 
f(z) = -196/11*z^3 + 118/11*z + 1
*
[ -1/7 ] 
f(z) = -196/13*z^3 + 108/13*z + 1
*
-2/7 | 0.081128075104899087912653436553558967366 | 0.015370654171564840820638324552535798505
f(z) = -196/15*z^3 + 106/15*z + 1
*
-4/7 | 0.083925113608806935271641819954924314940 | 0.015900585536169872044768748671002667195
f(z) = -196/15*z^3 + 109/15*z + 1
*
[ -1/2 ] 
f(z) = -196/17*z^3 + 100/17*z + 1
*
[ -1/2 ] 
f(z) = -196/19*z^3 + 106/19*z + 1
*
[ -2/5 ] 
f(z) = -195/4*z^3 + 113/10*z + 1
*
[ -1/3 ] 
f(z) = -195/4*z^3 + 113/12*z + 1
*
[ -2/13 ] 
f(z) = -195/8*z^3 + 105/13*z + 1
*
[ -1/2 ] 
f(z) = -194*z^3 + 103/2*z + 1
*
[ -1/2 ] 
f(z) = -194/3*z^3 + 115/6*z + 1
*
[ -2/3 ] 
f(z) = -193/8*z^3 + 119/9*z + 1
*
-1/4 | 0.074579364686377236914572609259416962330 | 0.011733496137510672647446993601197811995
f(z) = -192/5*z^3 + 106/15*z + 1
*
[ -5/24 ] 
f(z) = -192/5*z^3 + 112/15*z + 1
*
[ -1/8 ] 
f(z) = -192/11*z^3 + 102/11*z + 1
*
[ -1/2 ] 
f(z) = -192/19*z^3 + 105/19*z + 1
*
[ -1/4 ] 
f(z) = -192/19*z^3 + 107/19*z + 1
*
[ -2/3 ] 
f(z) = -191/8*z^3 + 118/9*z + 1
*
[ -1/2 ] 
f(z) = -190*z^3 + 101/2*z + 1
*
[ -1/2 ] 
f(z) = -190/3*z^3 + 113/6*z + 1
*
[ 3/5 ] 
f(z) = -190/9*z^3 + 104/15*z + 1
*
-1/3 | 0.094268682735026284476431268769361440208 | 0.014868034794116784041816994509379133344
f(z) = -189/4*z^3 + 103/12*z + 1
*
10/21 | 0.18887496404318792560645881092370436253 | 0.026277681270910315884900735483088690825
f(z) = -189/4*z^3 + 115/14*z + 1
*
[ -2/7 ] 
f(z) = -189/4*z^3 + 117/14*z + 1
*
-2/9 | 0.16718746325330012127388523292360158791 | 0.026368767958466311509391114841966892988
f(z) = -189/10*z^3 + 104/15*z + 1
*
[ -2/3 ] 
f(z) = -189/10*z^3 + 109/10*z + 1
*
[ -1/6 ] 
f(z) = -188*z^3 + 110/9*z + 1
*
[ -1/4 ] 
f(z) = -188/3*z^3 + 107/12*z + 1
*
[ -1/2 ] 
f(z) = -188/19*z^3 + 104/19*z + 1
*
[ -2/3 ] 
f(z) = -187/8*z^3 + 116/9*z + 1
*
[ -2/5 ] 
f(z) = -185/4*z^3 + 109/10*z + 1
*
[ -2/3 ] 
f(z) = -185/8*z^3 + 115/9*z + 1
*
[ 3/5 ] 
f(z) = -185/9*z^3 + 101/15*z + 1
*
[ -1/6 ] 
f(z) = -184*z^3 + 109/9*z + 1
*
[ -1/4 ] 
f(z) = -184/9*z^3 + 113/18*z + 1
*
[ -1/2 ] 
f(z) = -184/19*z^3 + 103/19*z + 1
*
[ -1/3 ] 
f(z) = -183/4*z^3 + 109/12*z + 1
*
[ 2/3 ] 
f(z) = -183/4*z^3 + 119/6*z + 1
*
[ -1/2 ] 
f(z) = -182/3*z^3 + 109/6*z + 1
*
[ -2/3 ] 
f(z) = -181/8*z^3 + 113/9*z + 1
*
-3/28 | 0.16382813625202296275053069015858781145 | 0.024582545241709826204061438808443224821
f(z) = -196/5*z^3 + 109/20*z + 1
*
3/7 | 0.19423349509160466736837331670743954556 | 0.029144894093158776102927382084423147300
f(z) = -196/5*z^3 + 119/20*z + 1
*
4/7 | 0.17828008656068147951852697399930846473 | 0.029856350524219769169952983037687896725
f(z) = -196/15*z^3 + 113/30*z + 1
*
[ -2/5 ] 
f(z) = -195/16*z^3 + 109/20*z + 1
*
-1/8 | 0.15732351403503564844220559108581885979 | 0.024751549601318625543183444450466306318
f(z) = -192/7*z^3 + 100/21*z + 1
*
-3/8 | 0.18901604309434056957858245129900106961 | 0.029737703195802439011535216973191789404
f(z) = -192/7*z^3 + 109/21*z + 1
*
7/16 | 0.14180917796897193246529538907819196138 | 0.021344621618810031347322216068149835237
f(z) = -192/7*z^3 + 115/28*z + 1
*
[ -2/5 ] 
f(z) = -185/16*z^3 + 107/20*z + 1
*
[ -1/20 ] 
f(z) = -200/3*z^3 + 127/6*z + 1
*
-3/20 | 0.068876705665012686112132117213530188460 | 0.011495804593930003320005482048300480963
f(z) = -200/7*z^3 + 121/14*z + 1
*
-9/20 | 0.15656422458081234986124918639120437830 | 0.026131211050290580943782696364391101396
f(z) = -200/9*z^3 + 121/18*z + 1
*
[ -2/5 ] 
f(z) = -200/9*z^3 + 127/18*z + 1
*
[ -9/20 ] 
f(z) = -200/9*z^3 + 139/18*z + 1
*
[ -1/10 ] 
f(z) = -200/11*z^3 + 123/11*z + 1
*
[ -1/5 ] 
f(z) = -200/19*z^3 + 122/19*z + 1
*
[ -2/3 ] 
f(z) = -199/8*z^3 + 122/9*z + 1
*
-1/12 | 0.11819041581398288304874656111849556673 | 0.016041678990554044542381632082785435330
f(z) = -198*z^3 + 131/8*z + 1
*
[ -1/4 ] 
f(z) = -198*z^3 + 139/8*z + 1
*
[ -1/2 ] 
f(z) = -198/5*z^3 + 129/10*z + 1
*
[ -2/3 ] 
f(z) = -197/8*z^3 + 121/9*z + 1
*
-1/7 | 0.18111218086030374829396851666117440957 | 0.027176030208719250253133365475411754784
f(z) = -196/3*z^3 + 121/12*z + 1
*
-3/14 | 0.18118700985002988157271813882661532346 | 0.028413794620724330163900650618518968825
f(z) = -196/5*z^3 + 122/15*z + 1
*
[ -3/28 ] 
f(z) = -196/9*z^3 + 127/12*z + 1
*
[ -1/14 ] 
f(z) = -196/9*z^3 + 136/9*z + 1
*
[ -5/7 ] 
f(z) = -196/15*z^3 + 136/15*z + 1
*
[ 2/3 ] 
f(z) = -195/4*z^3 + 127/6*z + 1
*
2/3 | 0.15755055445805349381948092900251815394 | 0.019740580400121161395056517728340551630
f(z) = -195/8*z^3 + 131/15*z + 1
*
[ -2/15 ] 
f(z) = -195/8*z^3 + 134/15*z + 1
*
[ -1/4 ] 
f(z) = -194*z^3 + 137/8*z + 1
*
[ -1/2 ] 
f(z) = -194/5*z^3 + 127/10*z + 1
*
[ -1/2 ] 
f(z) = -194/7*z^3 + 139/14*z + 1
*
[ -1/3 ] 
f(z) = -192/5*z^3 + 124/15*z + 1
*
[ -3/8 ] 
f(z) = -192/5*z^3 + 136/15*z + 1
*
[ -1/8 ] 
f(z) = -192/13*z^3 + 120/13*z + 1
*
[ -1/10 ] 
f(z) = -190*z^3 + 129/10*z + 1
*
3/10 | 0.097402749190526093063159991641326884045 | 0.012901694254596869673202391571280984059
f(z) = -190*z^3 + 131/10*z + 1
*
[ -1/4 ] 
f(z) = -190*z^3 + 135/8*z + 1
*
[ -1/5 ] 
f(z) = -190/3*z^3 + 128/15*z + 1
*
[ -1/2 ] 
f(z) = -190/7*z^3 + 137/14*z + 1
*
-1/6 | 0.16092762582197165148670553098326509154 | 0.020827596628811094523519954504953399273
f(z) = -189*z^3 + 139/12*z + 1
*
[ -1/7 ] 
f(z) = -189/2*z^3 + 139/14*z + 1
*
[ -1/9 ] 
f(z) = -189/4*z^3 + 127/12*z + 1
*
[ -1/6 ] 
f(z) = -189/4*z^3 + 133/16*z + 1
*
[ 3/4 ] 
f(z) = -188/9*z^3 + 137/12*z + 1
*
[ -1/4 ] 
f(z) = -186*z^3 + 133/8*z + 1
*
[ -1/3 ] 
f(z) = -186/5*z^3 + 122/15*z + 1
*
[ -1/2 ] 
f(z) = -186/5*z^3 + 123/10*z + 1
*
[ -1/2 ] 
f(z) = -186/7*z^3 + 135/14*z + 1
*
[ 2/5 ] 
f(z) = -185/2*z^3 + 133/10*z + 1
*
[ -1/5 ] 
f(z) = -185/3*z^3 + 127/15*z + 1
*
[ 3/2 ] 
f(z) = -184/9*z^3 + 139/3*z + 1
*
[ -2/3 ] 
f(z) = -183/4*z^3 + 137/6*z + 1
*
[ -1/3 ] 
f(z) = -183/5*z^3 + 121/15*z + 1
*
[ -1/4 ] 
f(z) = -182*z^3 + 131/8*z + 1
*
3/7 | 0.21637758926888165998276079617801028395 | 0.027588400248726083864709479391479591529
f(z) = -182/3*z^3 + 121/14*z + 1
*
[ -1/2 ] 
f(z) = -182/5*z^3 + 121/10*z + 1
*
-3/40 | 0.11000509533500415299398657465049342431 | 0.014910367322022891011539659920550193376
f(z) = -200/9*z^3 + 131/24*z + 1
*
[ -1/4 ] 
f(z) = -200/11*z^3 + 135/22*z + 1
*
-5/28 | 0.094175245484707125600905390790518377641 | 0.014131072267193391287308259267035893034
f(z) = -196/9*z^3 + 133/36*z + 1
*
[ -2/7 ] 
f(z) = -196/11*z^3 + 131/22*z + 1
*
-2/7 | 0.14063834066855016566727764625658809088 | 0.023552532855180456064966837524968657329
f(z) = -196/15*z^3 + 137/30*z + 1
*
-1/3 | 0.16575444300219093260359145726115007988 | 0.026014523008679956790870956287986583266
f(z) = -195/8*z^3 + 137/24*z + 1
*
-1/6 | 0.19678103625822385558413057494323560813 | 0.027915154252412725174089771384568066958
f(z) = -192/5*z^3 + 137/30*z + 1
*
-1/12 | 0.11373033042246727201582165226527103280 | 0.017893078042988283140834081713520477194
f(z) = -192/7*z^3 + 130/21*z + 1
*
[ 13/24 ] 
f(z) = -192/13*z^3 + 136/39*z + 1
*
5/9 | 0.12970515989494546477696677539375163096 | 0.020457067759343952018129591108685932945
f(z) = -189/8*z^3 + 127/24*z + 1
*
-22/63 | 0.14495696592664115086958890795967549747 | 0.017493634107922380376740180121816360457
f(z) = -189/8*z^3 + 134/21*z + 1
*
-1/9 | 0.096206808768477819193145659033194858294 | 0.015173715582950317895832358044061452699
f(z) = -189/10*z^3 + 127/30*z + 1
*
-1/4 | 0.19377605631046191469752665374654818907 | 0.029259213538323794813350186341731938823
f(z) = -188/5*z^3 + 127/20*z + 1
*
[ -1/4 ] 
f(z) = -184/11*z^3 + 133/22*z + 1
*
-1/3 | 0.16853598929727595820195506250841105351 | 0.026717399999380038924651578411994763225
f(z) = -183/8*z^3 + 133/24*z + 1
*
[ 1/2 ] 
f(z) = -191/13*z^3 + 139/52*z + 1
*
[ 1/2 ] 
f(z) = -189/13*z^3 + 137/52*z + 1
*
-1/3 | 0.14999984374426932624502258284079583852 | 0.023657940592748172680408082464830406199
f(z) = -189/16*z^3 + 127/48*z + 1
*
[ 1/2 ] 
f(z) = -187/12*z^3 + 139/48*z + 1
*
[ 1/2 ] 
f(z) = -185/12*z^3 + 137/48*z + 1
*
[ 1/2 ] 
f(z) = -183/11*z^3 + 139/44*z + 1
*
[ 1/2 ] 
f(z) = -181/11*z^3 + 137/44*z + 1
*
[ 1/2 ] 
f(z) = -181/12*z^3 + 133/48*z + 1
*
-3/40 | 0.16129513406353509804557120817406790588 | 0.021862348183220582382065648602356840481
f(z) = -200*z^3 + 145/8*z + 1
*
[ -1/15 ] 
f(z) = -200*z^3 + 152/9*z + 1
*
[ 3/2 ] 
f(z) = -200/9*z^3 + 151/3*z + 1
*
[ -3/2 ] 
f(z) = -200/9*z^3 + 155/3*z + 1
*
-11/20 | 0.16749991643823134041057083400375782508 | 0.027956422861432405355465248887653355127
f(z) = -200/9*z^3 + 157/18*z + 1
*
[ -1/10 ] 
f(z) = -200/13*z^3 + 145/13*z + 1
*
[ 1/4 ] 
f(z) = -199*z^3 + 151/16*z + 1
*
[ -1/11 ] 
f(z) = -198*z^3 + 150/11*z + 1
*
[ -1/2 ] 
f(z) = -198/7*z^3 + 141/14*z + 1
*
[ 1/4 ] 
f(z) = -197*z^3 + 149/16*z + 1
*
0 | 0.13731789026085086278757560883078031015 | 0.025991405463679197396327763213453737128
f(z) = -197/19*z^3 + 159/19*z + 1
*
[ -5/14 ] 
f(z) = -196*z^3 + 144/5*z + 1
*
[ -3/28 ] 
f(z) = -196*z^3 + 151/12*z + 1
*
-11/42 | 0.21928910017607137034897958068997117385 | 0.029335003166596913227518184963899110906
f(z) = -196*z^3 + 157/9*z + 1
*
[ -3/7 ] 
f(z) = -196/5*z^3 + 158/15*z + 1
*
[ 3/4 ] 
f(z) = -196/9*z^3 + 143/12*z + 1
*
[ 3/2 ] 
f(z) = -196/9*z^3 + 148/3*z + 1
*
[ -3/2 ] 
f(z) = -196/9*z^3 + 152/3*z + 1
*
[ -11/14 ] 
f(z) = -196/11*z^3 + 146/11*z + 1
*
[ -1/7 ] 
f(z) = -196/17*z^3 + 140/17*z + 1
*
[ -1/7 ] 
f(z) = -196/19*z^3 + 156/19*z + 1
*
0 | 0.13722488841333784008000470568246445132 | 0.025998845662315244944275236681572941620
f(z) = -196/19*z^3 + 158/19*z + 1
*
[ 1/4 ] 
f(z) = -195*z^3 + 147/16*z + 1
*
4/15 | 0.20223299762854213216894749990885415321 | 0.025339147570608117644976414991030977257
f(z) = -195*z^3 + 148/15*z + 1
*
[ -1/6 ] 
f(z) = -195*z^3 + 149/12*z + 1
*
[ 2/5 ] 
f(z) = -195/2*z^3 + 141/10*z + 1
*
[ -2/3 ] 
f(z) = -195/4*z^3 + 145/6*z + 1
*
0 | 0.13713141709931520133616662030160551173 | 0.026006339575091276836343662000384826275
f(z) = -195/19*z^3 + 157/19*z + 1
*
[ -1/2 ] 
f(z) = -194/9*z^3 + 151/18*z + 1
*
0 | 0.13703747155462298717510017873903808642 | 0.026013887887024935414795996145830579823
f(z) = -194/19*z^3 + 156/19*z + 1
*
[ 1/4 ] 
f(z) = -193*z^3 + 145/16*z + 1
*
[ 1/3 ] 
f(z) = -193/2*z^3 + 157/18*z + 1
*
0 | 0.13691691126226737889539747599793607013 | 0.026016525075126729319344035449256951567
f(z) = -193/17*z^3 + 159/17*z + 1
*
0 | 0.11053146465942911597313846855232239192 | 0.021002844684351376313702122149139971331
f(z) = -193/18*z^3 + 157/18*z + 1
*
0 | 0.13694304694220433697026395955642547679 | 0.026021491295633507175993075683869323686
f(z) = -193/19*z^3 + 155/19*z + 1
*
-3/16 | 0.13266740497161121643572360606224488618 | 0.017135173890195058425813037165721781970
f(z) = -192*z^3 + 149/12*z + 1
*
[ -5/12 ] 
f(z) = -192/5*z^3 + 151/15*z + 1
*
[ 7/8 ] 
f(z) = -192/7*z^3 + 146/7*z + 1
*
[ -1/8 ] 
f(z) = -192/17*z^3 + 156/17*z + 1
*
0 | 0.13682186918248908485755780731165993940 | 0.026024153993637808108918298833176473091
f(z) = -192/17*z^3 + 158/17*z + 1
*
0 | 0.13684813835061052234758151015725830419 | 0.026029150511230805179659394410920996028
f(z) = -192/19*z^3 + 154/19*z + 1
*
[ 1/4 ] 
f(z) = -191*z^3 + 143/16*z + 1
*
[ 1/3 ] 
f(z) = -191/2*z^3 + 155/18*z + 1
*
0 | 0.11104099550453241953637679698204296831 | 0.021141510819216739676375599225638250018
f(z) = -191/16*z^3 + 159/16*z + 1
*
0 | 0.13672633676536253748311642678708892157 | 0.026031839095668017102333361423012831479
f(z) = -191/17*z^3 + 157/17*z + 1
*
0 | 0.11034102447928353000008337549970203891 | 0.021008240715358263409649182120016093460
f(z) = -191/18*z^3 + 155/18*z + 1
*
0 | 0.13675274079246745626775741025774423034 | 0.026036866257232745215101450929892646754
f(z) = -191/19*z^3 + 153/19*z + 1
*
[ -1/2 ] 
f(z) = -190/9*z^3 + 149/18*z + 1
*
[ -3/5 ] 
f(z) = -190/9*z^3 + 154/15*z + 1
*
0 | 0.13663030892478747140160426393895527696 | 0.026039581112218781419157453397739385612
f(z) = -190/17*z^3 + 156/17*z + 1
*
[ -1/21 ] 
f(z) = -189*z^3 + 157/7*z + 1
*
[ -1/9 ] 
f(z) = -189/5*z^3 + 157/15*z + 1
*
0 | 0.11084830183221954012726201504794897237 | 0.021147205600298943551723919959969561505
f(z) = -189/16*z^3 + 157/16*z + 1
*
0 | 0.13653378049511023209135979312062226839 | 0.026047380787902581431024728104709036804
f(z) = -189/17*z^3 + 155/17*z + 1
*
0 | 0.13656045843793018751334146535805079305 | 0.026052470301521477796491539337335001575
f(z) = -189/19*z^3 + 151/19*z + 1
*
[ 3/2 ] 
f(z) = -188/9*z^3 + 142/3*z + 1
*
[ -3/2 ] 
f(z) = -188/9*z^3 + 146/3*z + 1
*
0 | 0.11606623174227440658965257585816386009 | 0.022165094651320897021432835198815938191
f(z) = -188/15*z^3 + 158/15*z + 1
*
0 | 0.13643674622945585467656665640984614580 | 0.026055238881272896243720868469328475603
f(z) = -188/17*z^3 + 154/17*z + 1
*
0 | 0.13646356327279599823109014251180389999 | 0.026060360115028660190567781716398205031
f(z) = -188/19*z^3 + 150/19*z + 1
*
[ -1/11 ] 
f(z) = -187*z^3 + 149/11*z + 1
*
[ 1/3 ] 
f(z) = -187/2*z^3 + 151/18*z + 1
*
0 | 0.12346324564832640943356459765798608257 | 0.023601736207604044396698924902550730264
f(z) = -187/14*z^3 + 159/14*z + 1
*
0 | 0.11596854513535804296768979197838780844 | 0.022169018773899741952787819196236888949
f(z) = -187/15*z^3 + 157/15*z + 1
*
0 | 0.11065358184725875290581460840673636673 | 0.021152988773877466671865425092538385284
f(z) = -187/16*z^3 + 155/16*z + 1
*
0 | 0.10995416559938076696540126147032982771 | 0.021019285519155423078324224189501580315
f(z) = -187/18*z^3 + 151/18*z + 1
*
0 | 0.13636615840027614786244902309051186050 | 0.026068309490058296134953209357110643456
f(z) = -187/19*z^3 + 149/19*z + 1
*
0 | 0.13624113878629272865028318590919174019 | 0.026071133427041032493262199158908273886
f(z) = -186/17*z^3 + 152/17*z + 1
*
0 | 0.13626823842893270988957857725385295692 | 0.026076319220446652238843226247123192812
f(z) = -186/19*z^3 + 148/19*z + 1
*
[ 1/3 ] 
f(z) = -185/2*z^3 + 149/18*z + 1
*
[ -3/5 ] 
f(z) = -185/9*z^3 + 151/15*z + 1
*
0 | 0.13608788515451836457360249124167463396 | 0.026068699091498526048558637144694675013
f(z) = -185/13*z^3 + 159/13*z + 1
*
0 | 0.12326616879418125801205685125196364456 | 0.023612599011357967245289850298459934763
f(z) = -185/14*z^3 + 157/14*z + 1
*
0 | 0.11045679247696999213601134978687636653 | 0.021158862763021087368218022938358820550
f(z) = -185/16*z^3 + 153/16*z + 1
*
0 | 0.13614255469329253114746981549164298965 | 0.026079171469360498000780325376452600993
f(z) = -185/17*z^3 + 151/17*z + 1
*
0 | 0.10975766244461412166117273266040918876 | 0.021024938935645703255334525389069925124
f(z) = -185/18*z^3 + 149/18*z + 1
*
0 | 0.13616979788132221494687115590941653476 | 0.026084390115165982926688295114597024836
f(z) = -185/19*z^3 + 147/19*z + 1
*
[ -3/2 ] 
f(z) = -184/9*z^3 + 143/3*z + 1
*
0 | 0.13598848129699998009916087183731990809 | 0.026076731836740750365209558423071508458
f(z) = -184/13*z^3 + 158/13*z + 1
*
0 | 0.11567235469805579843412390062474925978 | 0.022180974047337224795382430514058203494
f(z) = -184/15*z^3 + 154/15*z + 1
*
0 | 0.13604344292967599895491961429747255565 | 0.026087271109941925600692693951139241776
f(z) = -184/17*z^3 + 150/17*z + 1
*
0 | 0.13607083119215637851853297041779744994 | 0.026092522998700175022572712613487746658
f(z) = -184/19*z^3 + 146/19*z + 1
*
[ -1/6 ] 
f(z) = -183*z^3 + 145/12*z + 1
*
0 | 0.13588854095087468715210964631320811471 | 0.026084826212035656478930406731694805736
f(z) = -183/13*z^3 + 157/13*z + 1
*
0 | 0.12306697191609243651995308809557839319 | 0.023623629721900260805161229786825029836
f(z) = -183/14*z^3 + 155/14*z + 1
*
0 | 0.11025788926043264376495735277123457969 | 0.021164830086033428146047854949921085394
f(z) = -183/16*z^3 + 151/16*z + 1
*
0 | 0.13594379781585468835401199676907179495 | 0.026095433182350734931406486891186180408
f(z) = -183/17*z^3 + 149/17*z + 1
*
0 | 0.13597133270641339222957699862852952399 | 0.026100718711431887294687856117022274379
f(z) = -183/19*z^3 + 145/19*z + 1
*
[ -1/2 ] 
f(z) = -182/9*z^3 + 145/18*z + 1
*
0 | 0.11547119557327859385011917396634024783 | 0.022188902227975670801558981634570728044
f(z) = -182/15*z^3 + 152/15*z + 1
*
0 | 0.13584361358003769088913180709828379903 | 0.026103658536292932184796615901889847398
f(z) = -182/17*z^3 + 148/17*z + 1
*
0 | 0.13587129667739817543824197581203932852 | 0.026108978110041603663123489200241468653
f(z) = -182/19*z^3 + 144/19*z + 1
*
[ 1/3 ] 
f(z) = -181/2*z^3 + 145/18*z + 1
*
0 | 0.13565900254753951803759337674952020430 | 0.026095812257202879848090812444850611797
f(z) = -181/11*z^3 + 159/11*z + 1
*
0 | 0.089658571136507986628089060886367946504 | 0.017247017858674484491604174263293148368
f(z) = -181/12*z^3 + 157/12*z + 1
*
0 | 0.13568702740688429704922018374187096658 | 0.026101203211391412875494491055494427047
f(z) = -181/13*z^3 + 155/13*z + 1
*
0 | 0.12286560890327357639084096596609605494 | 0.023634832945813185609493352106471128861
f(z) = -181/14*z^3 + 153/14*z + 1
*
0 | 0.11537134947673472604554276186631652210 | 0.022193212534862597817785369782636877592
f(z) = -181/15*z^3 + 151/15*z + 1
*
0 | 0.11005682628817501074411907016192808615 | 0.021170893361340700591637985038835868241
f(z) = -181/16*z^3 + 149/16*z + 1
*
0 | 0.13574288435622485201678833955429627871 | 0.026111948038021996501965052063446901994
f(z) = -181/17*z^3 + 147/17*z + 1
*
0 | 0.10935828729724751982073507751816105618 | 0.021036520101776214932647318059666806675
f(z) = -181/18*z^3 + 145/18*z + 1
*
0 | 0.13577071726474992283906267018480884758 | 0.026117302067919036484188781677606425659
f(z) = -181/19*z^3 + 143/19*z + 1
*
[ -3/10 ] 
f(z) = -200/7*z^3 + 145/21*z + 1
*
-3/10 | 0.16808644879216758811201403985426872096 | 0.026276113362464058801857643350117176000
f(z) = -200/7*z^3 + 152/21*z + 1
*
[ -2/5 ] 
f(z) = -200/11*z^3 + 141/22*z + 1
*
-3/10 | 0.14249801201768026744506602299055350013 | 0.023783502497141969250592044237113514953
f(z) = -200/13*z^3 + 153/26*z + 1
*
[ 2/3 ] 
f(z) = -198/17*z^3 + 159/34*z + 1
*
[ 2/3 ] 
f(z) = -198/19*z^3 + 157/38*z + 1
*
-5/28 | 0.18391878031316062367436806279723328306 | 0.027597162741894608574069296006003332259
f(z) = -196/5*z^3 + 141/20*z + 1
*
[ -5/28 ] 
f(z) = -196/5*z^3 + 157/20*z + 1
*
[ -2/7 ] 
f(z) = -196/13*z^3 + 149/26*z + 1
*
-4/7 | 0.062798774471093979416642774616088157390 | 0.010516834825869510068154318251444422990
f(z) = -196/15*z^3 + 143/30*z + 1
*
[ -1/5 ] 
f(z) = -195/4*z^3 + 159/20*z + 1
*
[ -1/3 ] 
f(z) = -195/7*z^3 + 149/21*z + 1
*
[ 6/13 ] 
f(z) = -195/8*z^3 + 157/39*z + 1
*
[ 4/5 ] 
f(z) = -195/16*z^3 + 151/20*z + 1
*
[ 1/2 ] 
f(z) = -193/9*z^3 + 157/36*z + 1
*
-5/16 | 0.098855657201450030219804780845883441063 | 0.014879407863893147658235516854087226050
f(z) = -192/5*z^3 + 143/20*z + 1
*
-1/4 | 0.18383808070958488236886740556374035074 | 0.027670665101330156033462768566862862772
f(z) = -192/5*z^3 + 153/20*z + 1
*
[ -5/16 ] 
f(z) = -192/5*z^3 + 159/20*z + 1
*
[ -3/8 ] 
f(z) = -192/7*z^3 + 158/21*z + 1
*
[ 1/2 ] 
f(z) = -191/8*z^3 + 159/32*z + 1
*
[ 1/2 ] 
f(z) = -191/9*z^3 + 155/36*z + 1
*
-2/7 | 0.21259419658891642691830119931281892255 | 0.025656201237519924189746892788430992577
f(z) = -189/8*z^3 + 142/21*z + 1
*
[ 10/21 ] 
f(z) = -189/8*z^3 + 149/35*z + 1
*
[ 1/2 ] 
f(z) = -189/8*z^3 + 157/32*z + 1
*
[ 5/9 ] 
f(z) = -189/10*z^3 + 151/30*z + 1
*
5/9 | 0.17069000562619324978424479810238051720 | 0.026921188129801687262114658281703319801
f(z) = -189/10*z^3 + 157/30*z + 1
*
[ 2/3 ] 
f(z) = -189/11*z^3 + 157/22*z + 1
*
[ 2/3 ] 
f(z) = -189/13*z^3 + 155/26*z + 1
*
-10/21 | 0.16527396812634703495872950349044955702 | 0.022994136246716472951878704224119942871
f(z) = -189/16*z^3 + 145/28*z + 1
*
[ -2/7 ] 
f(z) = -189/16*z^3 + 153/28*z + 1
*
[ 2/3 ] 
f(z) = -189/17*z^3 + 151/34*z + 1
*
[ 2/3 ] 
f(z) = -189/19*z^3 + 149/38*z + 1
*
[ -1/4 ] 
f(z) = -188/5*z^3 + 147/20*z + 1
*
[ 1/2 ] 
f(z) = -187/7*z^3 + 159/28*z + 1
*
[ 1/2 ] 
f(z) = -187/8*z^3 + 155/32*z + 1
*
[ 1/2 ] 
f(z) = -187/9*z^3 + 151/36*z + 1
*
[ -1/3 ] 
f(z) = -186/7*z^3 + 146/21*z + 1
*
[ -1/2 ] 
f(z) = -186/11*z^3 + 159/22*z + 1
*
[ -1/5 ] 
f(z) = -185/4*z^3 + 157/20*z + 1
*
[ 1/2 ] 
f(z) = -185/7*z^3 + 157/28*z + 1
*
[ 1/2 ] 
f(z) = -185/8*z^3 + 153/32*z + 1
*
[ 1/2 ] 
f(z) = -185/9*z^3 + 149/36*z + 1
*
[ 4/5 ] 
f(z) = -185/16*z^3 + 143/20*z + 1
*
-4/5 | 0.18148969088573268788305559121875842529 | 0.026573231617362955587564647243785690194
f(z) = -185/16*z^3 + 153/20*z + 1
*
-1/8 | 0.077119505080820675855084783758743609478 | 0.010572459021051677831746269719638095128
f(z) = -184/3*z^3 + 143/24*z + 1
*
[ -3/8 ] 
f(z) = -184/9*z^3 + 157/24*z + 1
*
[ -1/4 ] 
f(z) = -184/13*z^3 + 153/26*z + 1
*
-1/4 | 0.11895207291431427876514515139413275796 | 0.020133785215814967920294212888463207746
f(z) = -184/15*z^3 + 143/30*z + 1
*
[ -1/3 ] 
f(z) = -183/7*z^3 + 145/21*z + 1
*
[ 1/2 ] 
f(z) = -183/7*z^3 + 155/28*z + 1
*
[ 1/2 ] 
f(z) = -183/8*z^3 + 151/32*z + 1
*
[ -1/3 ] 
f(z) = -183/8*z^3 + 157/24*z + 1
*
[ -3/7 ] 
f(z) = -182/9*z^3 + 148/21*z + 1
*
[ -1/2 ] 
f(z) = -182/11*z^3 + 157/22*z + 1
*
[ 1/2 ] 
f(z) = -181/6*z^3 + 157/24*z + 1
*
[ 1/2 ] 
f(z) = -181/7*z^3 + 153/28*z + 1
*
[ 1/2 ] 
f(z) = -181/8*z^3 + 149/32*z + 1
*
[ 1/2 ] 
f(z) = -181/9*z^3 + 145/36*z + 1
*
[ 1/2 ] 
f(z) = -199/10*z^3 + 159/40*z + 1
*
[ 1/2 ] 
f(z) = -199/11*z^3 + 155/44*z + 1
*
[ 1/2 ] 
f(z) = -199/12*z^3 + 151/48*z + 1
*
[ 1/2 ] 
f(z) = -199/13*z^3 + 147/52*z + 1
*
[ 1/2 ] 
f(z) = -197/10*z^3 + 157/40*z + 1
*
[ 1/2 ] 
f(z) = -197/11*z^3 + 153/44*z + 1
*
[ 1/2 ] 
f(z) = -197/12*z^3 + 149/48*z + 1
*
[ 1/2 ] 
f(z) = -197/13*z^3 + 145/52*z + 1
*
[ 1/2 ] 
f(z) = -195/11*z^3 + 151/44*z + 1
*
[ 1/2 ] 
f(z) = -193/10*z^3 + 153/40*z + 1
*
[ 1/2 ] 
f(z) = -193/11*z^3 + 149/44*z + 1
*
[ 1/2 ] 
f(z) = -193/12*z^3 + 145/48*z + 1
*
[ 1/2 ] 
f(z) = -193/13*z^3 + 141/52*z + 1
*
-7/24 | 0.18433221450148755075999874162293660269 | 0.029000801172915649967335979390598516368
f(z) = -192/17*z^3 + 151/51*z + 1
*
[ 1/2 ] 
f(z) = -191/10*z^3 + 151/40*z + 1
*
[ 1/2 ] 
f(z) = -191/11*z^3 + 147/44*z + 1
*
[ 1/2 ] 
f(z) = -191/12*z^3 + 143/48*z + 1
*
[ 1/2 ] 
f(z) = -189/10*z^3 + 149/40*z + 1
*
[ 1/2 ] 
f(z) = -189/11*z^3 + 145/44*z + 1
*
[ 1/2 ] 
f(z) = -187/10*z^3 + 147/40*z + 1
*
[ 1/2 ] 
f(z) = -185/11*z^3 + 141/44*z + 1
*
[ 1/2 ] 
f(z) = -183/10*z^3 + 143/40*z + 1
*
[ 1/2 ] 
f(z) = -181/10*z^3 + 141/40*z + 1
*
[ 6/11 ] 
f(z) = -187/18*z^3 + 149/66*z + 1
*
[ 9/10 ] 
f(z) = -200/9*z^3 + 161/9*z + 1
*
0 | 0.13749285853449672040756510468604279179 | 0.025950287425699484062923688351208178324
f(z) = -200/11*z^3 + 178/11*z + 1
*
0 | 0.13751825441472065561844702354370500168 | 0.025955080622948157211391967201697428135
f(z) = -200/13*z^3 + 174/13*z + 1
*
0 | 0.13756888763339954562051620048011871035 | 0.025964637094404278872716432968576547624
f(z) = -200/17*z^3 + 166/17*z + 1
*
[ 1/3 ] 
f(z) = -199/2*z^3 + 163/18*z + 1
*
0 | 0.12455254844159853209052237801743554845 | 0.023530205148931940179094644720478479523
f(z) = -199/10*z^3 + 179/10*z + 1
*
0 | 0.13740073629632007125055822075178046215 | 0.025957457740679339821306397300990377757
f(z) = -199/11*z^3 + 177/11*z + 1
*
0 | 0.091399052028648777522542865037576634252 | 0.017266916426526776550388610132973238420
f(z) = -199/12*z^3 + 175/12*z + 1
*
0 | 0.13742625818513657600742319066994315329 | 0.025962279282166483087840367122196326703
f(z) = -199/13*z^3 + 173/13*z + 1
*
0 | 0.12460359229778601574913161806738256063 | 0.023539848246746572535051771241065533737
f(z) = -199/14*z^3 + 171/14*z + 1
*
0 | 0.11710705458871172085380780134547731102 | 0.022123618130155001207531632595632936852
f(z) = -199/15*z^3 + 169/15*z + 1
*
0 | 0.11179232305563882491429287309464824408 | 0.021119570241537606351908249513464880742
f(z) = -199/16*z^3 + 167/16*z + 1
*
0 | 0.13747714185556826953191004824659610417 | 0.025971892118025476327261012898645808636
f(z) = -199/17*z^3 + 165/17*z + 1
*
0 | 0.11109130820899480089312714014052306226 | 0.020987135993018674577798519390511243480
f(z) = -199/18*z^3 + 163/18*z + 1
*
0 | 0.13750250425721272457128353704780521775 | 0.025976683529531949527523051768612660528
f(z) = -199/19*z^3 + 161/19*z + 1
*
[ 2/3 ] 
f(z) = -198*z^3 + 175/2*z + 1
*
[ 2/3 ] 
f(z) = -198/5*z^3 + 171/10*z + 1
*
[ 2/3 ] 
f(z) = -198/7*z^3 + 169/14*z + 1
*
0 | 0.13733380263465021597183049563891958813 | 0.025969528739287861413661880629984045243
f(z) = -198/13*z^3 + 172/13*z + 1
*
0 | 0.13738493924707321970958284265532788825 | 0.025979198563471510419776511384952091394
f(z) = -198/17*z^3 + 164/17*z + 1
*
0 | 0.13741042733457492534647081779178310383 | 0.025984018306376656069278743641846736419
f(z) = -198/19*z^3 + 160/19*z + 1
*
[ 1/3 ] 
f(z) = -197*z^3 + 179/9*z + 1
*
[ 1/3 ] 
f(z) = -197/2*z^3 + 161/18*z + 1
*
0 | 0.12362615822131078097394261060373577613 | 0.023399846867317694118165360895610035585
f(z) = -197/9*z^3 + 179/9*z + 1
*
0 | 0.12436678929601093858295480381097094156 | 0.023540032843995347986108797495079203350
f(z) = -197/10*z^3 + 177/10*z + 1
*
0 | 0.13721510545821539488787639739670317354 | 0.025971950449654966240850714937894022586
f(z) = -197/11*z^3 + 175/11*z + 1
*
0 | 0.091213549228105638453388635155413503417 | 0.017264817696116753160726496928464302671
f(z) = -197/12*z^3 + 173/12*z + 1
*
0 | 0.13724088315342341911890745411891005331 | 0.025976829628375220099138608850217083231
f(z) = -197/13*z^3 + 171/13*z + 1
*
0 | 0.12441834476735394658728930764662965368 | 0.023549791216753637052298299062521218450
f(z) = -197/14*z^3 + 169/14*z + 1
*
0 | 0.11692296790960828353808147525301159550 | 0.022131073097485482004004525554661678944
f(z) = -197/15*z^3 + 167/15*z + 1
*
0 | 0.11160732972981738325627046039110045184 | 0.021124933934069071509113107732641005288
f(z) = -197/16*z^3 + 165/16*z + 1
*
0 | 0.13729227523540633673905614721589426075 | 0.025986557074943931877648443598797362853
f(z) = -197/17*z^3 + 163/17*z + 1
*
0 | 0.11090656803160352296655806168990407319 | 0.020992294396736436238907164991804718905
f(z) = -197/18*z^3 + 161/18*z + 1
*
[ 1/3 ] 
f(z) = -196*z^3 + 178/9*z + 1
*
-3/28 | 0.11169057611700105025420007420474637235 | 0.016759261890430679682851022507891198470
f(z) = -196/3*z^3 + 169/12*z + 1
*
[ -3/4 ] 
f(z) = -196/9*z^3 + 175/12*z + 1
*
0 | 0.12353250990572654835336346940089953066 | 0.023404665847811656953130583382746641815
f(z) = -196/9*z^3 + 178/9*z + 1
*
[ -1/14 ] 
f(z) = -196/11*z^3 + 166/11*z + 1
*
0 | 0.13712158753068437094053499087879864615 | 0.025979274112752028538199757760112786177
f(z) = -196/11*z^3 + 174/11*z + 1
*
[ 13/14 ] 
f(z) = -196/13*z^3 + 168/13*z + 1
*
0 | 0.13714749506186698626535561580394298789 | 0.025984182594824752649351811964047637795
f(z) = -196/13*z^3 + 170/13*z + 1
*
0 | 0.11682867549041550892348221477553464262 | 0.022134546714725530661995575351779642916
f(z) = -196/15*z^3 + 166/15*z + 1
*
0 | 0.13719914517905847808003446491103574673 | 0.025993968308195182111094292734775254452
f(z) = -196/17*z^3 + 162/17*z + 1
*
[ 1/2 ] 
f(z) = -195/4*z^3 + 179/16*z + 1
*
0 | 0.10846385650681211291164113236500308525 | 0.020569669180164954546750815998983337551
f(z) = -195/8*z^3 + 179/8*z + 1
*
0 | 0.13702759492745511665489447598196357289 | 0.025986650179955358479088608818256036869
f(z) = -195/11*z^3 + 173/11*z + 1
*
0 | 0.12423122530232981852199958799240783015 | 0.023559877811969278520623218333201319573
f(z) = -195/14*z^3 + 167/14*z + 1
*
0 | 0.11142046960103847950291875180821079921 | 0.021130377191115686593677456895308590198
f(z) = -195/16*z^3 + 163/16*z + 1
*
0 | 0.13710554436612395621082700218058973218 | 0.026001432930798233825185757265940653091
f(z) = -195/17*z^3 + 161/17*z + 1
*
[ 1/3 ] 
f(z) = -194*z^3 + 176/9*z + 1
*
0 | 0.12334378041481813095790820747536098407 | 0.023414408036519675063252177799165488841
f(z) = -194/9*z^3 + 176/9*z + 1
*
0 | 0.13693312280508809094458118606865047007 | 0.025994079314663250877146133415111707430
f(z) = -194/11*z^3 + 172/11*z + 1
*
0 | 0.13695929397213081304412952452228167392 | 0.025999047399651965828612749251927179169
f(z) = -194/13*z^3 + 168/13*z + 1
*
0 | 0.11664177053358475955268418329197130158 | 0.022142162338388530210931322393562894848
f(z) = -194/15*z^3 + 164/15*z + 1
*
0 | 0.13701146801286961805708133956948564836 | 0.026008951622423993164254108634271676684
f(z) = -194/17*z^3 + 160/17*z + 1
*
[ 1/3 ] 
f(z) = -193*z^3 + 175/9*z + 1
*
[ 1/2 ] 
f(z) = -193/4*z^3 + 177/16*z + 1
*
0 | 0.13678538450550410531952838044698085322 | 0.025991532770422841171627939809089314390
f(z) = -193/7*z^3 + 179/7*z + 1
*
0 | 0.099399713857672890676203699422815616934 | 0.018887624064823964239613527195951568413
f(z) = -193/8*z^3 + 177/8*z + 1
*
0 | 0.12324868943720724801523607627992829202 | 0.023419332131130846027997995106451011949
f(z) = -193/9*z^3 + 175/9*z + 1
*
0 | 0.12398958558134200115743324654462733008 | 0.023560114909052440990126880661886925995
f(z) = -193/10*z^3 + 173/10*z + 1
*
0 | 0.13683816624562970071029024957866882547 | 0.026001562192302334092256931671072687845
f(z) = -193/11*z^3 + 171/11*z + 1
*
0 | 0.090835840336373959909028652333480998631 | 0.017260343488940209008144890108879343682
f(z) = -193/12*z^3 + 169/12*z + 1
*
0 | 0.13686447125310664688578523667040280503 | 0.026006560587900920523720901966688967875
f(z) = -193/13*z^3 + 167/13*z + 1
*
0 | 0.12404219568226230150325453818891116853 | 0.023570111716584682973420443168244350016
f(z) = -193/14*z^3 + 165/14*z + 1
*
0 | 0.11654708108246954013072904959608462655 | 0.022145913382509383445823610268315784265
f(z) = -193/15*z^3 + 163/15*z + 1
*
0 | 0.11123170460584075808790310719655519375 | 0.021135902098197992128094358941126643390
f(z) = -193/16*z^3 + 161/16*z + 1
*
7/12 | 0.13695448587358549779907155110486761419 | 0.021546910968872920447352461751673433144
f(z) = -192/5*z^3 + 166/15*z + 1
*
[ -7/8 ] 
f(z) = -192/7*z^3 + 162/7*z + 1
*
0 | 0.13668966631673764241566651524796741915 | 0.025999008395516158662366463512087010768
f(z) = -192/7*z^3 + 178/7*z + 1
*
0 | 0.13674272025507588466051207622967753466 | 0.026009099500611659619152850224333119122
f(z) = -192/11*z^3 + 170/11*z + 1
*
0 | 0.13676916047905056361081512784520281617 | 0.026014128553821169365045675866468055064
f(z) = -192/13*z^3 + 166/13*z + 1
*
[ -1/8 ] 
f(z) = -192/19*z^3 + 174/19*z + 1
*
[ 1/3 ] 
f(z) = -191*z^3 + 173/9*z + 1
*
[ 1/2 ] 
f(z) = -191/3*z^3 + 179/12*z + 1
*
[ 1/2 ] 
f(z) = -191/4*z^3 + 175/16*z + 1
*
0 | 0.10340000301194592479711052191040152354 | 0.019686713654281582813776160116993707544
f(z) = -191/6*z^3 + 179/6*z + 1
*
0 | 0.13659345080309351757305666232778765704 | 0.026006538439849258356687967084911914031
f(z) = -191/7*z^3 + 177/7*z + 1
*
0 | 0.10808222973343754228831450698980037281 | 0.020578180327834597333942195953186845217
f(z) = -191/8*z^3 + 175/8*z + 1
*
0 | 0.12305702994066495844302552178624953785 | 0.023429288597876944668224484839352155098
f(z) = -191/9*z^3 + 173/9*z + 1
*
0 | 0.12379806273961805557243505781825665086 | 0.023570376606546876810512908834124078083
f(z) = -191/10*z^3 + 171/10*z + 1
*
0 | 0.13664677976179589110339793667061214236 | 0.026016691939935069211758951600823847832
f(z) = -191/11*z^3 + 169/11*z + 1
*
0 | 0.090645623531274123658724966562099656457 | 0.017258359598575980409724521161661573662
f(z) = -191/12*z^3 + 167/12*z + 1
*
0 | 0.13667335659966471184751351698883084841 | 0.026021752003588058603306452880228581999
f(z) = -191/13*z^3 + 165/13*z + 1
*
0 | 0.12385121650399929154744892826013857114 | 0.023580496750730041387750791796264795844
f(z) = -191/14*z^3 + 163/14*z + 1
*
0 | 0.11635520347139085639354637531563949115 | 0.022153302767914818219603182282467103750
f(z) = -191/15*z^3 + 161/15*z + 1
*
[ 1/3 ] 
f(z) = -190*z^3 + 172/9*z + 1
*
0 | 0.13649673276957634153698483534811923791 | 0.026014123604615594595548831954027217075
f(z) = -190/7*z^3 + 176/7*z + 1
*
0 | 0.12296045115574682502158083391230419175 | 0.023434321906039454713024358739414635617
f(z) = -190/9*z^3 + 172/9*z + 1
*
0 | 0.13655033961491500565041954513406176403 | 0.026024340223522126741464515281916680889
f(z) = -190/11*z^3 + 168/11*z + 1
*
0 | 0.13657705448585056080619370062653177003 | 0.026029431656412114453215586704017819751
f(z) = -190/13*z^3 + 164/13*z + 1
*
[ 2/3 ] 
f(z) = -189*z^3 + 167/2*z + 1
*
[ -2/3 ] 
f(z) = -189*z^3 + 173/2*z + 1
*
[ -2/7 ] 
f(z) = -189/2*z^3 + 171/14*z + 1
*
[ -2/21 ] 
f(z) = -189/2*z^3 + 173/14*z + 1
*
-1/9 | 0.18669453754903360683089042333299506432 | 0.029445419195607476764327462273913778616
f(z) = -189/4*z^3 + 163/12*z + 1
*
[ -2/21 ] 
f(z) = -189/4*z^3 + 167/14*z + 1
*
[ 1/2 ] 
f(z) = -189/4*z^3 + 173/16*z + 1
*
[ 2/3 ] 
f(z) = -189/5*z^3 + 163/10*z + 1
*
[ 5/9 ] 
f(z) = -189/5*z^3 + 163/15*z + 1
*
0 | 0.13637247289949958998721223617514771166 | 0.026016607155533983288847188371173559668
f(z) = -189/5*z^3 + 179/5*z + 1
*
[ 4/3 ] 
f(z) = -189/8*z^3 + 169/4*z + 1
*
0 | 0.10503596846991180552579369153945108866 | 0.020038351367996471415577377840311215127
f(z) = -189/8*z^3 + 173/8*z + 1
*
[ -4/3 ] 
f(z) = -189/8*z^3 + 175/4*z + 1
*
0 | 0.12360453835013442232602493438992061504 | 0.023580790525566409441359771069606851432
f(z) = -189/10*z^3 + 169/10*z + 1
*
0 | 0.13645339458265493917267015713290669884 | 0.026032045077837913561804171892113292866
f(z) = -189/11*z^3 + 167/11*z + 1
*
0 | 0.13648024892806086311498647896099994713 | 0.026037168244852416718715126175843667332
f(z) = -189/13*z^3 + 163/13*z + 1
*
[ 1/3 ] 
f(z) = -188*z^3 + 170/9*z + 1
*
0 | 0.13627459108378501789799844350776218704 | 0.026024272215964301342637240748215377407
f(z) = -188/5*z^3 + 178/5*z + 1
*
0 | 0.13630176795207302047200351129129974654 | 0.026029462165262109520981366546723076642
f(z) = -188/7*z^3 + 174/7*z + 1
*
[ -3/4 ] 
f(z) = -188/9*z^3 + 169/12*z + 1
*
0 | 0.12276576923988761744025732662100633124 | 0.023444501077510438068327056069117562783
f(z) = -188/9*z^3 + 170/9*z + 1
*
0 | 0.13635593935063053883053561255157126347 | 0.026039807242881998258245104597954824114
f(z) = -188/11*z^3 + 166/11*z + 1
*
0 | 0.13638293463460830534779835689967522872 | 0.026044962515139265358486840862703918383
f(z) = -188/13*z^3 + 162/13*z + 1
*
[ 1/3 ] 
f(z) = -187*z^3 + 169/9*z + 1
*
[ 1/2 ] 
f(z) = -187/2*z^3 + 179/8*z + 1
*
[ 1/2 ] 
f(z) = -187/3*z^3 + 175/12*z + 1
*
[ 1/2 ] 
f(z) = -187/4*z^3 + 171/16*z + 1
*
0 | 0.11049169181819977238707040761377915188 | 0.021122041217457519235053765340598033419
f(z) = -187/4*z^3 + 179/4*z + 1
*
0 | 0.13617618914803625549002312355903699774 | 0.026031994195126775675176257226621647068
f(z) = -187/5*z^3 + 177/5*z + 1
*
0 | 0.10301081231728743554952656517621374001 | 0.019691965864632879363484639562978205251
f(z) = -187/6*z^3 + 175/6*z + 1
*
0 | 0.13620351036199909640517994813204313065 | 0.026037217029513125864994081428644703855
f(z) = -187/7*z^3 + 173/7*z + 1
*
[ -2/17 ] 
f(z) = -187/8*z^3 + 167/17*z + 1
*
0 | 0.10769257253135225409749007891898385733 | 0.020586950189557853720949633318043142858
f(z) = -187/8*z^3 + 171/8*z + 1
*
0 | 0.12266765534954409012588926852917402541 | 0.023449647930136638298389550571075915953
f(z) = -187/9*z^3 + 169/9*z + 1
*
0 | 0.12340897013432943027155118527690312680 | 0.023591360679590325865538393655591499428
f(z) = -187/10*z^3 + 167/10*z + 1
*
0 | 0.090257093033811576513307042713431592588 | 0.017253913012435644145654990137078673505
f(z) = -187/12*z^3 + 163/12*z + 1
*
0 | 0.13628510622992947300511557481806189895 | 0.026052815227506468121485120087284219923
f(z) = -187/13*z^3 + 161/13*z + 1
*
0 | 0.13607726153508887363959700528402058133 | 0.026039773841237113192753557014790018798
f(z) = -186/5*z^3 + 176/5*z + 1
*
0 | 0.13610472863628231465328694653774135857 | 0.026045029951590033155131769121874796032
f(z) = -186/7*z^3 + 172/7*z + 1
*
0 | 0.13615947660617718900342570800350909488 | 0.026055506534806412583696397344314999335
f(z) = -186/11*z^3 + 164/11*z + 1
*
0 | 0.13618675825280270564027096200456608511 | 0.026060727156533590839304247006798957289
f(z) = -186/13*z^3 + 160/13*z + 1
*
[ 1/3 ] 
f(z) = -185*z^3 + 167/9*z + 1
*
[ 1/2 ] 
f(z) = -185/2*z^3 + 177/8*z + 1
*
[ 1/2 ] 
f(z) = -185/3*z^3 + 173/12*z + 1
*
0 | 0.11560648637184968303313525376906555580 | 0.022145326917464511015648772201729961029
f(z) = -185/3*z^3 + 179/3*z + 1
*
[ 1/2 ] 
f(z) = -185/4*z^3 + 169/16*z + 1
*
0 | 0.11029315809788069102858947800238078906 | 0.021127517317505053797637356562566503278
f(z) = -185/4*z^3 + 177/4*z + 1
*
0 | 0.10281257260408251862563662103642779109 | 0.019694552641445652098882130356624012348
f(z) = -185/6*z^3 + 173/6*z + 1
*
0 | 0.13600541715304455076135221587427018777 | 0.026052901700623819440897494864158114764
f(z) = -185/7*z^3 + 171/7*z + 1
*
0 | 0.098620313170461796616759002713679307268 | 0.018891492548591191843295303412110174075
f(z) = -185/8*z^3 + 169/8*z + 1
*
0 | 0.12246985415833156039211099110520800569 | 0.023460058712854895392198274507289480613
f(z) = -185/9*z^3 + 167/9*z + 1
*
0 | 0.13606045803597443966707937523701107254 | 0.026063445212364048965784107337133353743
f(z) = -185/11*z^3 + 163/11*z + 1
*
0 | 0.090058693799156076044459353129141793340 | 0.017251447375774401269247023869290132326
f(z) = -185/12*z^3 + 161/12*z + 1
*
[ 1/3 ] 
f(z) = -184*z^3 + 166/9*z + 1
*
0 | 0.11550530702701217619431398947572659045 | 0.022148941501049403884882419515917272153
f(z) = -184/3*z^3 + 178/3*z + 1
*
0 | 0.13587780659929857171366091369791185699 | 0.026055509197988216236206443973226051012
f(z) = -184/5*z^3 + 174/5*z + 1
*
0 | 0.13590557019946806032208621859361998478 | 0.026060833060344330482929384895402693254
f(z) = -184/7*z^3 + 170/7*z + 1
*
0 | 0.12237015557250956644066442050042624298 | 0.023465323689551161956370810378975842826
f(z) = -184/9*z^3 + 166/9*z + 1
*
0 | 0.13596090714672451663356392556019744271 | 0.026071444302712122937687975248305069287
f(z) = -184/11*z^3 + 162/11*z + 1
*
[ 1/2 ] 
f(z) = -183*z^3 + 179/4*z + 1
*
[ 1/2 ] 
f(z) = -183/2*z^3 + 175/8*z + 1
*
0 | 0.12289986819322503897336211471588686786 | 0.023591552907035083783212557833808799132
f(z) = -183/2*z^3 + 179/2*z + 1
*
[ 1/2 ] 
f(z) = -183/4*z^3 + 167/16*z + 1
*
0 | 0.11009247283563975176934313935248626108 | 0.021133077160708409560734062871735144642
f(z) = -183/4*z^3 + 175/4*z + 1
*
0 | 0.13577726770663003689016200596952924425 | 0.026063466476933191859967649289853404649
f(z) = -183/5*z^3 + 173/5*z + 1
*
0 | 0.13580518196982342408334963508078354554 | 0.026068824829441368095001158289072903101
f(z) = -183/7*z^3 + 169/7*z + 1
*
0 | 0.10729453965369534525968396401034451496 | 0.020595992868734944201617609141357388012
f(z) = -183/8*z^3 + 167/8*z + 1
*
0 | 0.12301152628146576159379235361090388547 | 0.023612986515833491034101886600064336770
f(z) = -183/10*z^3 + 163/10*z + 1
*
0 | 0.13586081818382989717200146257588416563 | 0.026079504618651696893351691797898233784
f(z) = -183/11*z^3 + 161/11*z + 1
*
[ 1/3 ] 
f(z) = -182*z^3 + 164/9*z + 1
*
[ 2/7 ] 
f(z) = -182*z^3 + 173/14*z + 1
*
0 | 0.11530337604866594664792161720944714130 | 0.022156654090203404580957964545008492877
f(z) = -182/3*z^3 + 176/3*z + 1
*
0 | 0.13567617999308422726562857533092587737 | 0.026071484560158494367590451840807354611
f(z) = -182/5*z^3 + 172/5*z + 1
*
0 | 0.12216913351818061193942912590605505179 | 0.023475975505866556195365015162886475925
f(z) = -182/9*z^3 + 164/9*z + 1
*
0 | 0.13576018529886784815737491828378635521 | 0.026087626988643882904580942138435743125
f(z) = -182/11*z^3 + 160/11*z + 1
*
[ 1/3 ] 
f(z) = -181*z^3 + 163/9*z + 1
*
[ 1/2 ] 
f(z) = -181*z^3 + 177/4*z + 1
*
0 | 0.13551789766421600380995209867425461430 | 0.026068668857394271048461125264037056660
f(z) = -181*z^3 + 179*z + 1
*
[ 1/2 ] 
f(z) = -181/2*z^3 + 173/8*z + 1
*
0 | 0.12269667581600462413746052057551074616 | 0.023602336421095960308758576304831054462
f(z) = -181/2*z^3 + 177/2*z + 1
*
[ 1/2 ] 
f(z) = -181/3*z^3 + 169/12*z + 1
*
0 | 0.11520157879280652049765656123062561279 | 0.022160554887295014874150609783195008214
f(z) = -181/3*z^3 + 175/3*z + 1
*
[ 1/2 ] 
f(z) = -181/4*z^3 + 165/16*z + 1
*
0 | 0.10988958888665073868977855751854000748 | 0.021138723024314740991647877475277675559
f(z) = -181/4*z^3 + 173/4*z + 1
*
0 | 0.13557453743391417404005012514117545698 | 0.026079564269925530787661846642498974218
f(z) = -181/5*z^3 + 171/5*z + 1
*
0 | 0.10240961078557813181099379033876501573 | 0.019699849816138406970459025125651272900
f(z) = -181/6*z^3 + 169/6*z + 1
*
0 | 0.13560275798264332935986679748124844451 | 0.026084992867568162058175701241113984703
f(z) = -181/7*z^3 + 167/7*z + 1
*
0 | 0.10423981074604487654729653753108206295 | 0.020051913104711853353886051803399329162
f(z) = -181/8*z^3 + 165/8*z + 1
*
0 | 0.12206779820437596109816903362475805206 | 0.023481363453746677752267582047748649823
f(z) = -181/9*z^3 + 163/9*z + 1
*
0 | 0.12280955908074458886303455016835058396 | 0.023624051017461225103458797372234771432
f(z) = -181/10*z^3 + 161/10*z + 1
*
-2 | 0.10999838126887802838950868553990373363 | 0.016733150758038172629961214855741120072
f(z) = -181/16*z^3 + 179/4*z + 1
*
[ -3/8 ] 
f(z) = -200/9*z^3 + 163/24*z + 1
*
-3/10 | 0.14997155617661960417304065803668977487 | 0.025030867661398301077165940956082330502
f(z) = -200/13*z^3 + 179/26*z + 1
*
[ 1/2 ] 
f(z) = -199/5*z^3 + 179/20*z + 1
*
[ 1/2 ] 
f(z) = -199/6*z^3 + 175/24*z + 1
*
[ 1/2 ] 
f(z) = -199/7*z^3 + 171/28*z + 1
*
[ 1/2 ] 
f(z) = -199/8*z^3 + 167/32*z + 1
*
[ 1/2 ] 
f(z) = -199/9*z^3 + 163/36*z + 1
*
[ 2/3 ] 
f(z) = -198/13*z^3 + 163/26*z + 1
*
[ -1/2 ] 
f(z) = -198/13*z^3 + 177/26*z + 1
*
[ 1/2 ] 
f(z) = -197/5*z^3 + 177/20*z + 1
*
[ 1/2 ] 
f(z) = -197/6*z^3 + 173/24*z + 1
*
[ 1/2 ] 
f(z) = -197/7*z^3 + 169/28*z + 1
*
[ 1/2 ] 
f(z) = -197/8*z^3 + 165/32*z + 1
*
[ 1/2 ] 
f(z) = -197/9*z^3 + 161/36*z + 1
*
[ 2/3 ] 
f(z) = -197/16*z^3 + 179/36*z + 1
*
-1/7 | 0.14844225571489327777262965637281239460 | 0.022273881339157111780730600071835389058
f(z) = -196/5*z^3 + 161/20*z + 1
*
[ 1/2 ] 
f(z) = -195/7*z^3 + 167/28*z + 1
*
[ -1/3 ] 
f(z) = -195/8*z^3 + 161/24*z + 1
*
[ 1/2 ] 
f(z) = -195/8*z^3 + 163/32*z + 1
*
-4/5 | 0.16847205573322066730475990956842840678 | 0.024478545056624367737481430003249603620
f(z) = -195/16*z^3 + 161/20*z + 1
*
[ -1/2 ] 
f(z) = -194/11*z^3 + 163/22*z + 1
*
[ -1/2 ] 
f(z) = -194/13*z^3 + 175/26*z + 1
*
[ 1/2 ] 
f(z) = -193/5*z^3 + 173/20*z + 1
*
[ 1/2 ] 
f(z) = -193/6*z^3 + 169/24*z + 1
*
[ 1/2 ] 
f(z) = -193/7*z^3 + 165/28*z + 1
*
[ 1/2 ] 
f(z) = -193/8*z^3 + 161/32*z + 1
*
[ 2/3 ] 
f(z) = -193/16*z^3 + 175/36*z + 1
*
[ -1/6 ] 
f(z) = -192/7*z^3 + 163/21*z + 1
*
-3/8 | 0.18725091412408159996600628639152149900 | 0.029459997237299886449523621357145458996
f(z) = -192/11*z^3 + 169/33*z + 1
*
[ 1/2 ] 
f(z) = -191/5*z^3 + 171/20*z + 1
*
[ 1/2 ] 
f(z) = -191/6*z^3 + 167/24*z + 1
*
[ 1/2 ] 
f(z) = -191/7*z^3 + 163/28*z + 1
*
[ 2/3 ] 
f(z) = -191/16*z^3 + 173/36*z + 1
*
[ -1/2 ] 
f(z) = -190/11*z^3 + 161/22*z + 1
*
[ -1/2 ] 
f(z) = -190/13*z^3 + 173/26*z + 1
*
[ -1/6 ] 
f(z) = -189/5*z^3 + 161/20*z + 1
*
[ 1/2 ] 
f(z) = -189/5*z^3 + 169/20*z + 1
*
[ -2/11 ] 
f(z) = -187/4*z^3 + 177/22*z + 1
*
[ 1/2 ] 
f(z) = -187/5*z^3 + 167/20*z + 1
*
[ 1/2 ] 
f(z) = -187/6*z^3 + 163/24*z + 1
*
[ 2/3 ] 
f(z) = -187/16*z^3 + 169/36*z + 1
*
[ -1/2 ] 
f(z) = -186/13*z^3 + 171/26*z + 1
*
[ 1/2 ] 
f(z) = -185/6*z^3 + 161/24*z + 1
*
[ -2/5 ] 
f(z) = -185/12*z^3 + 179/30*z + 1
*
[ 2/3 ] 
f(z) = -185/16*z^3 + 167/36*z + 1
*
[ 3/8 ] 
f(z) = -184/3*z^3 + 167/24*z + 1
*
[ -1/4 ] 
f(z) = -184/15*z^3 + 173/30*z + 1
*
[ 1/2 ] 
f(z) = -183/5*z^3 + 163/20*z + 1
*
[ -2/5 ] 
f(z) = -183/8*z^3 + 179/25*z + 1
*
[ -2/9 ] 
f(z) = -183/8*z^3 + 179/27*z + 1
*
[ 1/2 ] 
f(z) = -181/5*z^3 + 161/20*z + 1
*
[ -2/5 ] 
f(z) = -181/8*z^3 + 178/25*z + 1
*
[ 2/3 ] 
f(z) = -181/16*z^3 + 163/36*z + 1
*
[ 3/5 ] 
f(z) = -200/19*z^3 + 178/57*z + 1
*
4/7 | 0.17951588316556579173738680806967121711 | 0.026936504439838092228502346143771761564
f(z) = -196/11*z^3 + 179/44*z + 1
*
-4/13 | 0.21525593814001431538742539762116380402 | 0.027463299448138422392519055201625674011
f(z) = -195/16*z^3 + 177/52*z + 1
*
[ 15/28 ] 
f(z) = -196/15*z^3 + 173/60*z + 1
*
-2/15 | 0.13609319263274574215009213926064027584 | 0.017052041614941874455543533836388421440
f(z) = -195/16*z^3 + 163/60*z + 1
*
-11/60 | 0.19790964695168563715192285454391616278 | 0.024168660446627780063062101677623006425
f(z) = -200*z^3 + 193/18*z + 1
*
0 | 0.13736507395537410007169668574044768582 | 0.025926169470831507811156136787140068123
f(z) = -200*z^3 + 198*z + 1
*
7/10 | 0.13752439368707322510046341267891260623 | 0.022953385204199335298296849644569009827
f(z) = -200/3*z^3 + 187/6*z + 1
*
0 | 0.11704710088788860849145136643250505925 | 0.022091372182966686839256417138245746421
f(z) = -200/3*z^3 + 194/3*z + 1
*
0 | 0.13744190668417854355454350356135014909 | 0.025940670815973560257592499443791876494
f(z) = -200/7*z^3 + 186/7*z + 1
*
[ -9/10 ] 
f(z) = -200/9*z^3 + 181/9*z + 1
*
0 | 0.12390429472020295656445180026569268515 | 0.023385593226728350298713152856298118141
f(z) = -200/9*z^3 + 182/9*z + 1
*
[ 6/5 ] 
f(z) = -200/9*z^3 + 193/6*z + 1
*
[ -1/10 ] 
f(z) = -200/17*z^3 + 189/17*z + 1
*
[ 1/3 ] 
f(z) = -199*z^3 + 181/9*z + 1
*
[ 1/2 ] 
f(z) = -199*z^3 + 195/4*z + 1
*
0 | 0.13727231366113721159727581483919529491 | 0.025933196406893495769667466928111086583
f(z) = -199*z^3 + 197*z + 1
*
[ 1/2 ] 
f(z) = -199/2*z^3 + 191/8*z + 1
*
0 | 0.12444981081776723861766818331040457234 | 0.023510796173399033703561977973920090683
f(z) = -199/2*z^3 + 195/2*z + 1
*
[ 1/2 ] 
f(z) = -199/3*z^3 + 187/12*z + 1
*
0 | 0.11695343567267981590088524562959540429 | 0.022094596768053509053454321677182063568
f(z) = -199/3*z^3 + 193/3*z + 1
*
[ 1/2 ] 
f(z) = -199/4*z^3 + 183/16*z + 1
*
0 | 0.11164017050447507431056707888380116701 | 0.021090825901998900513659529122517628331
f(z) = -199/4*z^3 + 191/4*z + 1
*
0 | 0.13732384663618653326811069665765950221 | 0.025942931908013441922669891129991538242
f(z) = -199/5*z^3 + 189/5*z + 1
*
0 | 0.10415661678911610974346198827395641542 | 0.019677048694156261120780509866157158377
f(z) = -199/6*z^3 + 187/6*z + 1
*
0 | 0.13734953084035291346842915838054466257 | 0.025947784113774654062933268176041563740
f(z) = -199/7*z^3 + 185/7*z + 1
*
0 | 0.10883777718164717985620232037434052139 | 0.020561403657177820460169125687548039889
f(z) = -199/8*z^3 + 183/8*z + 1
*
0 | 0.12381204594549971302906839177661199781 | 0.023390310976837409241193513225649290914
f(z) = -199/9*z^3 + 181/9*z + 1
*
-2 | 0.11174019659011739036603847502387153780 | 0.016753913875474019553307076252109208018
f(z) = -199/16*z^3 + 197/4*z + 1
*
[ -2/3 ] 
f(z) = -198*z^3 + 181/2*z + 1
*
0 | 0.13717908638516082431935453133265692541 | 0.025940272226976479139574001973575760166
f(z) = -198*z^3 + 196*z + 1
*
-1 | 0.12002013988073678730974766723642941672 | 0.022673952068683978261307956145318056789
f(z) = -198*z^3 + 199*z + 1
*
0 | 0.13723087879023590247445252193302427985 | 0.025950066060149891336359554435708921312
f(z) = -198/5*z^3 + 188/5*z + 1
*
0 | 0.13725669188155610726727953120053835397 | 0.025954947260582921403513893110052718319
f(z) = -198/7*z^3 + 184/7*z + 1
*
[ 1/2 ] 
f(z) = -197*z^3 + 193/4*z + 1
*
0 | 0.13708538740180529291232617180964202428 | 0.025947397533835252425364978869976881955
f(z) = -197*z^3 + 195*z + 1
*
-1 | 0.11992621634430822131753638849991358695 | 0.022677791353618105048995047673174814230
f(z) = -197*z^3 + 198*z + 1
*
[ -1 ] 
f(z) = -197*z^3 + 199*z + 1
*
[ 1/2 ] 
f(z) = -197/2*z^3 + 189/8*z + 1
*
0 | 0.12426301534996131892770450565100202712 | 0.023520390605804694606630003190972129873
f(z) = -197/2*z^3 + 193/2*z + 1
*
-1 | 0.10705934656047157959492331755019128467 | 0.020225426289528647794010335296409883503
f(z) = -197/2*z^3 + 199/2*z + 1
*
[ 1/2 ] 
f(z) = -197/3*z^3 + 185/12*z + 1
*
0 | 0.11676677071543885198038527705248137711 | 0.022101508234536927348412481159771338092
f(z) = -197/3*z^3 + 191/3*z + 1
*
[ 1/2 ] 
f(z) = -197/4*z^3 + 181/16*z + 1
*
0 | 0.11145363577809475438018708887203259197 | 0.021095842882575711415384931042059990049
f(z) = -197/4*z^3 + 189/4*z + 1
*
0 | 0.13713744186221162111190568893478609252 | 0.025957250354789927700184441145670471960
f(z) = -197/5*z^3 + 187/5*z + 1
*
0 | 0.10397034169033284542966501631371668332 | 0.019679411779028345226166741708474165029
f(z) = -197/6*z^3 + 185/6*z + 1
*
0 | 0.13716338514078147017207221932009940125 | 0.025962160874978413067013573202286183552
f(z) = -197/7*z^3 + 183/7*z + 1
*
0 | 0.10579930307336567707140145652594027356 | 0.020025595927310228729387016742431229780
f(z) = -197/8*z^3 + 181/8*z + 1
*
-2 | 0.11155456733271606538368666860168081955 | 0.016751711018938728550105019827201150564
f(z) = -197/16*z^3 + 195/4*z + 1
*
[ 2 ] 
f(z) = -197/16*z^3 + 199/4*z + 1
*
0 | 0.13699121191333406670922163142241683394 | 0.025954572940881444097828739317764513455
f(z) = -196*z^3 + 194*z + 1
*
-1 | 0.11983181400954460757823075968494389006 | 0.022681656843501872527638979880451535768
f(z) = -196*z^3 + 197*z + 1
*
[ -1 ] 
f(z) = -196*z^3 + 198*z + 1
*
[ -5/14 ] 
f(z) = -196/3*z^3 + 182/15*z + 1
*
0 | 0.11667272787343318932856601577013665412 | 0.022105000631123577460547486115452299311
f(z) = -196/3*z^3 + 190/3*z + 1
*
15/28 | 0.19833092277420418536568839723852497659 | 0.029759716453264170627059136516815835768
f(z) = -196/3*z^3 + 193/12*z + 1
*
-1 | 0.099424839695920294213182841348245496067 | 0.018783131330641852792368721980256319752
f(z) = -196/3*z^3 + 199/3*z + 1
*
0 | 0.13704353109443026881589560559489497082 | 0.025964485416163636922647201516622010807
f(z) = -196/5*z^3 + 186/5*z + 1
*
-2/15 | 0.20801429868937990241967993812098690138 | 0.026063526096607903407780378931328604141
f(z) = -195*z^3 + 187/15*z + 1
*
[ 1/2 ] 
f(z) = -195*z^3 + 191/4*z + 1
*
0 | 0.13689655504843959056759796056285870477 | 0.025961799072429148374501828496329980807
f(z) = -195*z^3 + 193*z + 1
*
-1 | 0.11973692796982922323230549121327275248 | 0.022685548856054097586938965482443831876
f(z) = -195*z^3 + 196*z + 1
*
[ -1 ] 
f(z) = -195*z^3 + 197*z + 1
*
[ -1/13 ] 
f(z) = -195*z^3 + 197/13*z + 1
*
[ 1/2 ] 
f(z) = -195/2*z^3 + 187/8*z + 1
*
0 | 0.12407431646662724621793556330188174248 | 0.023530120776346595680566499249131898511
f(z) = -195/2*z^3 + 191/2*z + 1
*
[ -2/5 ] 
f(z) = -195/2*z^3 + 191/10*z + 1
*
-1 | 0.10686908200704498272321993565539396765 | 0.020228082711580962559443830579749395673
f(z) = -195/2*z^3 + 197/2*z + 1
*
[ -1 ] 
f(z) = -195/2*z^3 + 199/2*z + 1
*
0 | 0.11126520296726131059175484499282700013 | 0.021100931591499619064975054717655941980
f(z) = -195/4*z^3 + 187/4*z + 1
*
-1 | 0.11108392837394237089559421669843432052 | 0.020985741810122205148509022556476674764
f(z) = -195/4*z^3 + 199/4*z + 1
*
0 | 0.13697534928930119380069454752466245893 | 0.025976742036104090367567646365367653609
f(z) = -195/7*z^3 + 181/7*z + 1
*
-2/15 | 0.19600024782177119894295245262996715411 | 0.024558203961125873034188980068158681056
f(z) = -195/8*z^3 + 194/15*z + 1
*
-2 | 0.11136705608699005853847024473740239699 | 0.016749483360820122597481953691125915561
f(z) = -195/16*z^3 + 193/4*z + 1
*
[ 2 ] 
f(z) = -195/16*z^3 + 197/4*z + 1
*
0 | 0.13680141186073133764168184346778349099 | 0.025969076563947545829360827665099870515
f(z) = -194*z^3 + 192*z + 1
*
-1 | 0.11964155324273374953562792965252067354 | 0.022689467714524438553226137225741360222
f(z) = -194*z^3 + 195*z + 1
*
[ -1 ] 
f(z) = -194*z^3 + 196*z + 1
*
0 | 0.11648319720723315183291637525251121521 | 0.022112060289023593729309896152498072303
f(z) = -194/3*z^3 + 188/3*z + 1
*
-1 | 0.099233922331960472968503249884058696144 | 0.018782906627692117602425417081035060716
f(z) = -194/3*z^3 + 197/3*z + 1
*
0 | 0.13685426864361138751909260074204606399 | 0.025979110391982400944340618998721778049
f(z) = -194/5*z^3 + 184/5*z + 1
*
-1 | 0.11951320843420430411741410528060140463 | 0.022578183647382288324968092161766504746
f(z) = -194/5*z^3 + 199/5*z + 1
*
0 | 0.13688061048424338317467376209407073317 | 0.025984110876019100874831354101077035402
f(z) = -194/7*z^3 + 180/7*z + 1
*
[ 1/2 ] 
f(z) = -193*z^3 + 189/4*z + 1
*
0 | 0.13670577732718480067830030893370104068 | 0.025976406062320749735798321854838421201
f(z) = -193*z^3 + 191*z + 1
*
-1 | 0.11954568476844837120727990690824397402 | 0.022693413747819028875356548731166683671
f(z) = -193*z^3 + 194*z + 1
*
[ -1 ] 
f(z) = -193*z^3 + 195*z + 1
*
[ 1/2 ] 
f(z) = -193/2*z^3 + 185/8*z + 1
*
0 | 0.12388367497704152598242873964683010499 | 0.023539990105862665128032344860557868313
f(z) = -193/2*z^3 + 189/2*z + 1
*
-1 | 0.10667750802197067761520833897132646300 | 0.020230896444646653323680090924118245752
f(z) = -193/2*z^3 + 195/2*z + 1
*
[ -1 ] 
f(z) = -193/2*z^3 + 197/2*z + 1
*
[ 1/2 ] 
f(z) = -193/3*z^3 + 181/12*z + 1
*
0 | 0.11638873307237062776222830647476122351 | 0.022115824586776594348573900009585854005
f(z) = -193/3*z^3 + 187/3*z + 1
*
-1 | 0.099137720427285474886147595047698776008 | 0.018782790224897938908107267361163806021
f(z) = -193/3*z^3 + 196/3*z + 1
*
[ -1 ] 
f(z) = -193/3*z^3 + 199/3*z + 1
*
0 | 0.11107483304643811923662871832609436513 | 0.021106093853028370564026288290231765807
f(z) = -193/4*z^3 + 185/4*z + 1
*
-1 | 0.11089168723830561886109575091415050990 | 0.020989477773705800485608466852176603432
f(z) = -193/4*z^3 + 197/4*z + 1
*
0 | 0.13675890707544455736942512578267450832 | 0.025986501611622087664836981999013993051
f(z) = -193/5*z^3 + 183/5*z + 1
*
-1 | 0.11941666932152186519216607832790858247 | 0.022581437099979094936252395012216439921
f(z) = -193/5*z^3 + 198/5*z + 1
*
0 | 0.10359310788457222504029358559372766714 | 0.019684439738248954267492412387384388085
f(z) = -193/6*z^3 + 181/6*z + 1
*
-1 | 0.086203455712447024882162808800872707490 | 0.016285375312186705518942131995891383868
f(z) = -193/6*z^3 + 199/6*z + 1
*
-2 | 0.11117762425222523231845581167804518439 | 0.016747230394130494474170840768598631560
f(z) = -193/16*z^3 + 191/4*z + 1
*
[ 2 ] 
f(z) = -193/16*z^3 + 195/4*z + 1
*
[ -2 ] 
f(z) = -193/16*z^3 + 199/4*z + 1
*
0 | 0.13660964634655022581559468724739648435 | 0.025983788226115124378354432282344005138
f(z) = -192*z^3 + 190*z + 1
*
-1 | 0.11944931740817102741294396551857562382 | 0.022697387290629635975219119056147031562
f(z) = -192*z^3 + 193*z + 1
*
-1/12 | 0.20896270997424789506616594887375053579 | 0.026989390293277621588769827911292838220
f(z) = -192*z^3 + 193/12*z + 1
*
[ -1 ] 
f(z) = -192*z^3 + 194*z + 1
*
-1/12 | 0.17840105519596835807230280999778039804 | 0.023042081087146772218467078744310567525
f(z) = -192*z^3 + 199/12*z + 1
*
0 | 0.13666305189416383396315837911335947331 | 0.025993946208925294685258070499849198358
f(z) = -192/5*z^3 + 182/5*z + 1
*
-1 | 0.11931962427725764186258116446357885755 | 0.022584710036491400928746500430988724861
f(z) = -192/5*z^3 + 197/5*z + 1
*
-1 | 0.11925422136338004095413240249055971241 | 0.022529256355378517693016864761289772179
f(z) = -192/7*z^3 + 199/7*z + 1
*
[ 1/2 ] 
f(z) = -191*z^3 + 187/4*z + 1
*
0 | 0.13651301373771982844498405256720490057 | 0.025991223725854331319369548756033686742
f(z) = -191*z^3 + 189*z + 1
*
-1 | 0.11935244594245453227125219011114794814 | 0.022701388683566463166859843417953265004
f(z) = -191*z^3 + 192*z + 1
*
[ -1 ] 
f(z) = -191*z^3 + 193*z + 1
*
[ 1/2 ] 
f(z) = -191/2*z^3 + 183/8*z + 1
*
0 | 0.12369105046749101548631587609517358016 | 0.023550002139453140801133692767227520956
f(z) = -191/2*z^3 + 187/2*z + 1
*
-1 | 0.10648458359477923362860678492285885277 | 0.020233868947724934546286530222023814446
f(z) = -191/2*z^3 + 193/2*z + 1
*
[ -1 ] 
f(z) = -191/2*z^3 + 195/2*z + 1
*
0 | 0.11619624733468708857377113737739376718 | 0.022123038513990992111922698567955063214
f(z) = -191/3*z^3 + 185/3*z + 1
*
-1 | 0.098943804206669134137455714259725656715 | 0.018782549039676918605759316116529833270
f(z) = -191/3*z^3 + 194/3*z + 1
*
[ -1 ] 
f(z) = -191/3*z^3 + 197/3*z + 1
*
0 | 0.11088248577399473141471243898771763071 | 0.021111331558234007597149576923847498992
f(z) = -191/4*z^3 + 183/4*z + 1
*
-1 | 0.11069742942970643389949325886893547035 | 0.020993255963757005303606137862273748040
f(z) = -191/4*z^3 + 195/4*z + 1
*
[ -1 ] 
f(z) = -191/4*z^3 + 199/4*z + 1
*
0 | 0.13656669796302624834570038169514398044 | 0.026001444866478837148167886587560173497
f(z) = -191/5*z^3 + 181/5*z + 1
*
-1 | 0.11922206797034533269982864757413628199 | 0.022588002661489436377292838137768182880
f(z) = -191/5*z^3 + 196/5*z + 1
*
-1 | 0.086010194598894297598652784896103759183 | 0.016279931461102250208208607449594875970
f(z) = -191/6*z^3 + 197/6*z + 1
*
-1 | 0.11915631670389726313164234367351092235 | 0.022532204976087951599694191380736850577
f(z) = -191/7*z^3 + 198/7*z + 1
*
-1 | 0.11056592553238905314792084508123610734 | 0.020887881804189091533898106007324981326
f(z) = -191/8*z^3 + 199/8*z + 1
*
-2 | 0.11098623202629676102923297398805383020 | 0.016744951596887932533264925435203387030
f(z) = -191/16*z^3 + 189/4*z + 1
*
[ 2 ] 
f(z) = -191/16*z^3 + 193/4*z + 1
*
[ -2 ] 
f(z) = -191/16*z^3 + 197/4*z + 1
*
0 | 0.13641587423805218441428614743749218535 | 0.025998713244302369797865084742915838777
f(z) = -190*z^3 + 188*z + 1
*
-1 | 0.11925506506951023557461266068133883970 | 0.022705418273294717132446288519283665863
f(z) = -190*z^3 + 191*z + 1
*
[ -1 ] 
f(z) = -190*z^3 + 192*z + 1
*
0 | 0.11609924894956583261032628165940837824 | 0.022126685022384781285406566366862117052
f(z) = -190/3*z^3 + 184/3*z + 1
*
-1 | 0.098845045641553056027701099780727589894 | 0.018782227737810601575945811745981022058
f(z) = -190/3*z^3 + 193/3*z + 1
*
[ -1 ] 
f(z) = -190/3*z^3 + 196/3*z + 1
*
-1 | 0.11905789163500588784487010402160456746 | 0.022535169519848429312905640674305127968
f(z) = -190/7*z^3 + 197/7*z + 1
*
-1 | 0.10542828738258951401494897601169045082 | 0.019917290024588160550444994733681260743
f(z) = -190/9*z^3 + 199/9*z + 1
*
[ 2/7 ] 
f(z) = -189*z^3 + 181/14*z + 1
*
[ 1/2 ] 
f(z) = -189*z^3 + 185/4*z + 1
*
[ -2/21 ] 
f(z) = -189*z^3 + 185/14*z + 1
*
0 | 0.13631822250165244161485060488523109752 | 0.026006257476754888091919919731348328870
f(z) = -189*z^3 + 187*z + 1
*
-1 | 0.11915716940346684522412152451969354520 | 0.022709476412675068230900764452805212490
f(z) = -189*z^3 + 190*z + 1
*
[ -1 ] 
f(z) = -189*z^3 + 191*z + 1
*
[ 1/2 ] 
f(z) = -189/2*z^3 + 181/8*z + 1
*
0 | 0.12349640124985118979499541911406652583 | 0.023560160552396671849522756247923243269
f(z) = -189/2*z^3 + 185/2*z + 1
*
-1 | 0.10628830999722590276996333386029662893 | 0.020236629233667968003947150249520361169
f(z) = -189/2*z^3 + 191/2*z + 1
*
[ -1 ] 
f(z) = -189/2*z^3 + 193/2*z + 1
*
0 | 0.11068811964114877365682230702126924942 | 0.021116646668208066238939069104811790722
f(z) = -189/4*z^3 + 181/4*z + 1
*
-1 | 0.11050111218672733970000891924016534512 | 0.020997077202015865257071864965727160166
f(z) = -189/4*z^3 + 193/4*z + 1
*
[ -1 ] 
f(z) = -189/4*z^3 + 197/4*z + 1
*
-5/9 | 0.15785409283093470081583660930465072567 | 0.024896710938467782900203185244506684985
f(z) = -189/4*z^3 + 199/12*z + 1
*
[ -2/3 ] 
f(z) = -189/5*z^3 + 193/10*z + 1
*
-1 | 0.11902539981894775970902080054917520223 | 0.022594647810356293019643393419314516825
f(z) = -189/5*z^3 + 194/5*z + 1
*
[ -1 ] 
f(z) = -189/5*z^3 + 199/5*z + 1
*
-1 | 0.11036819232795724124469130728745509111 | 0.020890391132866866550352526881485155293
f(z) = -189/8*z^3 + 197/8*z + 1
*
-1 | 0.10602245900507271209217746347172740499 | 0.020029539676206159653653983041986525088
f(z) = -189/10*z^3 + 199/10*z + 1
*
-2 | 0.11079283835522594794158615103089045974 | 0.016742646431536886589703426925322028422
f(z) = -189/16*z^3 + 187/4*z + 1
*
[ 2 ] 
f(z) = -189/16*z^3 + 191/4*z + 1
*
[ -2 ] 
f(z) = -189/16*z^3 + 195/4*z + 1
*
0 | 0.13622005309760694671485483423343738709 | 0.026013857131339053816226854236025101951
f(z) = -188*z^3 + 186*z + 1
*
-1 | 0.11905875347258298159476417040335062030 | 0.022713563460908135916165820452019939491
f(z) = -188*z^3 + 189*z + 1
*
[ -1 ] 
f(z) = -188*z^3 + 190*z + 1
*
[ -1/8 ] 
f(z) = -188*z^3 + 191/16*z + 1
*
0 | 0.11590371453167946506424106515837243313 | 0.022134058842703415130452877819222341935
f(z) = -188/3*z^3 + 182/3*z + 1
*
-1 | 0.098649068464921247904887526648753042298 | 0.018782165440615639997207109442204191951
f(z) = -188/3*z^3 + 191/3*z + 1
*
[ -1 ] 
f(z) = -188/3*z^3 + 194/3*z + 1
*
-1 | 0.11892627688150478759615548537112953231 | 0.022598000758667533253779761341332718180
f(z) = -188/5*z^3 + 193/5*z + 1
*
[ -1 ] 
f(z) = -188/5*z^3 + 198/5*z + 1
*
-1 | 0.11885945792907559374540893306704310905 | 0.022541146952314630601096270158051107083
f(z) = -188/7*z^3 + 195/7*z + 1
*
-1 | 0.10522912959937274919595376607718044312 | 0.019917674010369666875453544523169785837
f(z) = -188/9*z^3 + 197/9*z + 1
*
-1 | 0.11872463006035386069407684935329792358 | 0.022429207081708784419005905346118472806
f(z) = -188/11*z^3 + 199/11*z + 1
*
[ 1/2 ] 
f(z) = -187*z^3 + 183/4*z + 1
*
0 | 0.13612136050817082937643608833770417350 | 0.026021512929322282778364140583151957647
f(z) = -187*z^3 + 185*z + 1
*
-1 | 0.11895981171741198057163205579505616222 | 0.022717679783683136767444259960099398171
f(z) = -187*z^3 + 188*z + 1
*
[ -1 ] 
f(z) = -187*z^3 + 189*z + 1
*
[ -1/2 ] 
f(z) = -187*z^3 + 199/4*z + 1
*
0 | 0.12329968430743307578403529673893518089 | 0.023570469156416015070220426727350649818
f(z) = -187/2*z^3 + 183/2*z + 1
*
-1 | 0.10609059998196558623628205535350621358 | 0.020239549844196067392198175988034132653
f(z) = -187/2*z^3 + 189/2*z + 1
*
[ -1 ] 
f(z) = -187/2*z^3 + 191/2*z + 1
*
0 | 0.11580516759820510318033562290596917841 | 0.022137786859382322303217319288934934934
f(z) = -187/3*z^3 + 181/3*z + 1
*
-1 | 0.098549771470563416677085496407025301459 | 0.018782031512576060631161939016655192460
f(z) = -187/3*z^3 + 190/3*z + 1
*
[ -1 ] 
f(z) = -187/3*z^3 + 193/3*z + 1
*
-1 | 0.11030269137325418687876122416030159200 | 0.021000942331800269635181728419057712714
f(z) = -187/4*z^3 + 191/4*z + 1
*
[ -1 ] 
f(z) = -187/4*z^3 + 195/4*z + 1
*
-1 | 0.11882662049174296553358849378200669316 | 0.022601374244465062816310329826209340564
f(z) = -187/5*z^3 + 192/5*z + 1
*
[ -1 ] 
f(z) = -187/5*z^3 + 197/5*z + 1
*
-1 | 0.085613381412239909405276251318991313501 | 0.016267988108578973413829868208900353891
f(z) = -187/6*z^3 + 193/6*z + 1
*
[ -1 ] 
f(z) = -187/6*z^3 + 199/6*z + 1
*
-1 | 0.11875943789595232382028254248241921014 | 0.022544160133018616510182354631077241118
f(z) = -187/7*z^3 + 194/7*z + 1
*
-1 | 0.11016832472579119015614730732886416748 | 0.020892913701627296224279126813622793449
f(z) = -187/8*z^3 + 195/8*z + 1
*
-1 | 0.10512874158047032436352714911662480725 | 0.019917858623366240666041454476458302081
f(z) = -187/9*z^3 + 196/9*z + 1
*
-1 | 0.10582250717795416821540784668931879641 | 0.020029987979137091359931591556849889256
f(z) = -187/10*z^3 + 197/10*z + 1
*
-1 | 0.089688711529029949353120174222780434913 | 0.016943802501247053308116020924986124047
f(z) = -187/12*z^3 + 199/12*z + 1
*
-2 | 0.11059740088005818007272156968520340039 | 0.016740314344341159784238166337952338279
f(z) = -187/16*z^3 + 185/4*z + 1
*
[ 2 ] 
f(z) = -187/16*z^3 + 189/4*z + 1
*
[ -2 ] 
f(z) = -187/16*z^3 + 193/4*z + 1
*
0 | 0.13602213912690703162270542835276733524 | 0.026029225605430138207006268084817868734
f(z) = -186*z^3 + 184*z + 1
*
-1 | 0.11886033848891740622435479339991997702 | 0.022721825753330838094687763299482493738
f(z) = -186*z^3 + 187*z + 1
*
[ -1 ] 
f(z) = -186*z^3 + 188*z + 1
*
-1 | 0.11872642487650166454087398019924241874 | 0.022604768487968293767298030932772049012
f(z) = -186/5*z^3 + 191/5*z + 1
*
[ -1 ] 
f(z) = -186/5*z^3 + 196/5*z + 1
*
-1 | 0.11865887465732283993669522312423177965 | 0.022547189820804289692479014962368386006
f(z) = -186/7*z^3 + 193/7*z + 1
*
-1 | 0.11852255778769579363081270161203172449 | 0.022433842015781503866369968435275303643
f(z) = -186/11*z^3 + 197/11*z + 1
*
-1 | 0.11845377889307885592385832898836577396 | 0.022378038449588849380599341561156220735
f(z) = -186/13*z^3 + 199/13*z + 1
*
[ 1/2 ] 
f(z) = -185*z^3 + 181/4*z + 1
*
0 | 0.13592238325677521299296303272861261424 | 0.026036995908173724920745705534419862695
f(z) = -185*z^3 + 183*z + 1
*
-1 | 0.11876032804653767590366892201167064283 | 0.022726001748980965791037871038413503457
f(z) = -185*z^3 + 186*z + 1
*
[ -1 ] 
f(z) = -185*z^3 + 187*z + 1
*
[ -1/2 ] 
f(z) = -185*z^3 + 197/4*z + 1
*
0 | 0.12310085523792288904181519386952301902 | 0.023580931906318074940636050171387032744
f(z) = -185/2*z^3 + 181/2*z + 1
*
[ -2/5 ] 
f(z) = -185/2*z^3 + 183/10*z + 1
*
-1 | 0.10589075633051176020784688512830554483 | 0.020242507675969996319694177093342252598
f(z) = -185/2*z^3 + 187/2*z + 1
*
[ -1 ] 
f(z) = -185/2*z^3 + 189/2*z + 1
*
-1 | 0.098349565732346279669287354817597126539 | 0.018781754181649493417112772420776134438
f(z) = -185/3*z^3 + 188/3*z + 1
*
[ -1 ] 
f(z) = -185/3*z^3 + 191/3*z + 1
*
-1 | 0.11010212141891023491300718262916319170 | 0.021004852218656236607792264184927196624
f(z) = -185/4*z^3 + 189/4*z + 1
*
[ -1 ] 
f(z) = -185/4*z^3 + 193/4*z + 1
*
-1 | 0.085411042926697559935596031200533333829 | 0.016261728201470031620227567159833482782
f(z) = -185/6*z^3 + 191/6*z + 1
*
[ -1 ] 
f(z) = -185/6*z^3 + 197/6*z + 1
*
-1 | 0.11855776228008756840306638954345883812 | 0.022550236165849560340211982184593171458
f(z) = -185/7*z^3 + 192/7*z + 1
*
[ -1 ] 
f(z) = -185/7*z^3 + 199/7*z + 1
*
-1 | 0.10996627613762167031666183479611899565 | 0.020895449321614841015227105113951526529
f(z) = -185/8*z^3 + 193/8*z + 1
*
-1 | 0.10492631776948339873654369902604839194 | 0.019918212412184656842235155368914464468
f(z) = -185/9*z^3 + 194/9*z + 1
*
-1 | 0.11842068850613422307505158132610226966 | 0.022436172033329505369418639655939045581
f(z) = -185/11*z^3 + 196/11*z + 1
*
-1 | 0.089484114674932045454993867658597606769 | 0.016937471895733108451129751290739776309
f(z) = -185/12*z^3 + 197/12*z + 1
*
-1 | 0.11835152416987687587717790818439450680 | 0.022380020426905931620903198178719664873
f(z) = -185/13*z^3 + 198/13*z + 1
*
-1 | 0.10548137558590300250980585848866454127 | 0.019927319336156524960001319144868221401
f(z) = -185/14*z^3 + 199/14*z + 1
*
-2 | 0.11039987588088925446962659835468274469 | 0.016737954764747773692416045506903550048
f(z) = -185/16*z^3 + 183/4*z + 1
*
[ 2 ] 
f(z) = -185/16*z^3 + 187/4*z + 1
*
[ -2 ] 
f(z) = -185/16*z^3 + 191/4*z + 1
*
0 | 0.13582208710816890262576129907898457587 | 0.026044824600186916356934853654612773537
f(z) = -184*z^3 + 182*z + 1
*
-1 | 0.11865977455619813983324862707486463986 | 0.022730208156724221072468524894605590854
f(z) = -184*z^3 + 185*z + 1
*
[ -1 ] 
f(z) = -184*z^3 + 186*z + 1
*
-1 | 0.098248645287137918199921176989937568117 | 0.018781610645701684462802301743470117919
f(z) = -184/3*z^3 + 187/3*z + 1
*
[ -1 ] 
f(z) = -184/3*z^3 + 190/3*z + 1
*
-1 | 0.11852439240371123511884632825699908574 | 0.022611620145571375747468831922965660519
f(z) = -184/5*z^3 + 189/5*z + 1
*
[ -1 ] 
f(z) = -184/5*z^3 + 194/5*z + 1
*
-1 | 0.11845609473339739457771343684229239936 | 0.022553299320034131531903441980183954807
f(z) = -184/7*z^3 + 191/7*z + 1
*
[ -1 ] 
f(z) = -184/7*z^3 + 198/7*z + 1
*
-1 | 0.10482426987733255540530091516729342431 | 0.019918381305882165668018379164787738155
f(z) = -184/9*z^3 + 193/9*z + 1
*
-1 | 0.11831825560111361237036308895932994395 | 0.022438510431687006386763170030728106180
f(z) = -184/11*z^3 + 195/11*z + 1
*
-1 | 0.11824870147743804530996107502320189398 | 0.022382006742277264984450457694072270098
f(z) = -184/13*z^3 + 197/13*z + 1
*
-1 | 0.097834043618562753928826836341578472678 | 0.018482601485859989404782758753996998843
f(z) = -184/15*z^3 + 199/15*z + 1
*
0 | 0.13572124479689920731873998669053339876 | 0.026052712458573766357230718834483851966
f(z) = -183*z^3 + 181*z + 1
*
-1 | 0.11855867208826889390741300089206617340 | 0.022734445369779066986874024847599495025
f(z) = -183*z^3 + 184*z + 1
*
[ -1 ] 
f(z) = -183*z^3 + 185*z + 1
*
[ -1/2 ] 
f(z) = -183*z^3 + 195/4*z + 1
*
-1 | 0.10568938462766345383959357126686409333 | 0.020245628491440565481585883264849796923
f(z) = -183/2*z^3 + 185/2*z + 1
*
[ -1 ] 
f(z) = -183/2*z^3 + 187/2*z + 1
*
-1 | 0.10989935525622850505711822689022287608 | 0.021008807751025037970720071474874410337
f(z) = -183/4*z^3 + 187/4*z + 1
*
[ -1 ] 
f(z) = -183/4*z^3 + 191/4*z + 1
*
-1 | 0.11842254352037075054274281268652693909 | 0.022615078016900473479702252216814204913
f(z) = -183/5*z^3 + 188/5*z + 1
*
[ -1 ] 
f(z) = -183/5*z^3 + 193/5*z + 1
*
-1 | 0.11835386588649430255123402020753664097 | 0.022556379436956072000309016470114196807
f(z) = -183/7*z^3 + 190/7*z + 1
*
[ -1 ] 
f(z) = -183/7*z^3 + 197/7*z + 1
*
-1 | 0.10976199843277293532287151282782402794 | 0.020897997778762721403320906962734569159
f(z) = -183/8*z^3 + 191/8*z + 1
*
[ -1 ] 
f(z) = -183/8*z^3 + 199/8*z + 1
*
-1 | 0.10541400639422995172642592542004995732 | 0.020030441202195407457506139165582715437
f(z) = -183/10*z^3 + 193/10*z + 1
*
-1 | 0.11821525279941732710448423529546416411 | 0.022440857219366940351736507385287808121
f(z) = -183/11*z^3 + 194/11*z + 1
*
-1 | 0.11814530446860982203613777851643470728 | 0.022383997335486819896196365353796471052
f(z) = -183/13*z^3 + 196/13*z + 1
*
-1 | 0.10527410806687170507324761557332266257 | 0.019926187493818032776583203823139770030
f(z) = -183/14*z^3 + 197/14*z + 1
*
-2 | 0.11020021821785415318628970635121672301 | 0.016735567104720053531677811166949874189
f(z) = -183/16*z^3 + 181/4*z + 1
*
[ 2 ] 
f(z) = -183/16*z^3 + 185/4*z + 1
*
[ -2 ] 
f(z) = -183/16*z^3 + 189/4*z + 1
*
-1 | 0.10948218845038190518656837208207797452 | 0.020683144476962984797838999148246926594
f(z) = -183/16*z^3 + 199/16*z + 1
*
0 | 0.13561985034212331980365286430712077731 | 0.026060660275266472243403144296364379390
f(z) = -182*z^3 + 180*z + 1
*
-1 | 0.11845701461546653826008462692933430624 | 0.022738713788663452104383708402888361751
f(z) = -182*z^3 + 183*z + 1
*
[ -1 ] 
f(z) = -182*z^3 + 184*z + 1
*
[ -1/13 ] 
f(z) = -182*z^3 + 196/13*z + 1
*
-1 | 0.098045139266985782137228859282561719044 | 0.018781313487479512789403529136967800078
f(z) = -182/3*z^3 + 185/3*z + 1
*
[ -1 ] 
f(z) = -182/3*z^3 + 188/3*z + 1
*
-1 | 0.11832013135567168860960180429201215393 | 0.022618557560522687464144188902692572705
f(z) = -182/5*z^3 + 187/5*z + 1
*
[ -1 ] 
f(z) = -182/5*z^3 + 192/5*z + 1
*
-1 | 0.10461847111191473699379054690338482990 | 0.019918702357204456347191166207816592137
f(z) = -182/9*z^3 + 191/9*z + 1
*
-1 | 0.11811167372248106229527874417583492128 | 0.022443212403323887941225616829603745990
f(z) = -182/11*z^3 + 193/11*z + 1
*
-1 | 0.097626899512199756752374711216041625876 | 0.018478730808951811406559964397227790867
f(z) = -182/15*z^3 + 197/15*z + 1
*
-1 | 0.11789930044111904974073756525367197331 | 0.022273287548153909658786941598766219902
f(z) = -182/17*z^3 + 199/17*z + 1
*
-1 | 0.11835479601069802510415864782944584755 | 0.022743013821371645632666335271933949220
f(z) = -181*z^3 + 182*z + 1
*
[ -1 ] 
f(z) = -181*z^3 + 183*z + 1
*
[ -1/2 ] 
f(z) = -181*z^3 + 193/4*z + 1
*
-1 | 0.10548513249963863075774409177962598651 | 0.020248663573489614531376827396232450321
f(z) = -181/2*z^3 + 183/2*z + 1
*
[ -1 ] 
f(z) = -181/2*z^3 + 185/2*z + 1
*
-1 | 0.097942541402384424759781160853066986792 | 0.018781159721762411076234484758528140597
f(z) = -181/3*z^3 + 184/3*z + 1
*
[ -1 ] 
f(z) = -181/3*z^3 + 187/3*z + 1
*
-1 | 0.10969434425434569321282767699096964927 | 0.021012809840926862238554419915797164294
f(z) = -181/4*z^3 + 185/4*z + 1
*
[ -1 ] 
f(z) = -181/4*z^3 + 189/4*z + 1
*
-1 | 0.11821714964409032486220502998311078565 | 0.022622059013834680801350651786439955175
f(z) = -181/5*z^3 + 186/5*z + 1
*
[ -1 ] 
f(z) = -181/5*z^3 + 191/5*z + 1
*
-1 | 0.085002398605874148226654560951482430016 | 0.016249404252857062966236231183712202951
f(z) = -181/6*z^3 + 187/6*z + 1
*
[ -1 ] 
f(z) = -181/6*z^3 + 193/6*z + 1
*
-1 | 0.11814769925609486677224853436677200021 | 0.022562591182094163759040936008406578377
f(z) = -181/7*z^3 + 188/7*z + 1
*
[ -1 ] 
f(z) = -181/7*z^3 + 195/7*z + 1
*
-1 | 0.10955544186930617989315232037356342095 | 0.020900558831731336586818181534883973763
f(z) = -181/8*z^3 + 189/8*z + 1
*
[ -1 ] 
f(z) = -181/8*z^3 + 197/8*z + 1
*
-1 | 0.10451470752296748543150060094436320601 | 0.019918854208712077989130300883274978890
f(z) = -181/9*z^3 + 190/9*z + 1
*
[ -1 ] 
f(z) = -181/9*z^3 + 199/9*z + 1
*
-1 | 0.10520666271618047173019620958581730620 | 0.020030690358652524284703999605450003562
f(z) = -181/10*z^3 + 191/10*z + 1
*
-1 | 0.11800751188402006274203340510142699307 | 0.022445575988877254668857917432826132775
f(z) = -181/11*z^3 + 192/11*z + 1
*
-1 | 0.089070147544550368195033905597025933683 | 0.016924832043568385753365861323446701248
f(z) = -181/12*z^3 + 193/12*z + 1
*
-1 | 0.11793676157557917261451787209681533092 | 0.022387991098938277804420155654753629016
f(z) = -181/13*z^3 + 194/13*z + 1
*
-1 | 0.10506516037509328137117454995933593409 | 0.019925122163998587892689311718461608052
f(z) = -181/14*z^3 + 195/14*z + 1
*
-1 | 0.097521925979481481659547480073980304712 | 0.018476659238338515482013489395786241018
f(z) = -181/15*z^3 + 196/15*z + 1
*
[ 2 ] 
f(z) = -181/16*z^3 + 183/4*z + 1
*
[ -2 ] 
f(z) = -181/16*z^3 + 187/4*z + 1
*
-1 | 0.10927242339165769459965626169664503853 | 0.020682984984521855522732930651246397310
f(z) = -181/16*z^3 + 197/16*z + 1
*
-1 | 0.11779391322337374154937228514322299341 | 0.022274577387954492661166232367838669240
f(z) = -181/17*z^3 + 198/17*z + 1
*
-1 | 0.091358741589052020221740558790455256524 | 0.017259301063170320805121998756944941398
f(z) = -181/18*z^3 + 199/18*z + 1
*
[ 3/8 ] 
f(z) = -200/3*z^3 + 185/24*z + 1
*
-1/5 | 0.083161465050022283589224658761192795757 | 0.011271914152315062765406179886571318926
f(z) = -200/3*z^3 + 193/24*z + 1
*
[ -11/20 ] 
f(z) = -200/11*z^3 + 183/22*z + 1
*
[ 3/5 ] 
f(z) = -200/11*z^3 + 194/33*z + 1
*
[ -3/10 ] 
f(z) = -200/11*z^3 + 197/33*z + 1
*
-3/10 | 0.18057056853476908342659690202947769397 | 0.028227693325895698006270577055667057503
f(z) = -200/13*z^3 + 184/39*z + 1
*
[ 3/5 ] 
f(z) = -200/13*z^3 + 190/39*z + 1
*
[ -2/5 ] 
f(z) = -200/17*z^3 + 183/34*z + 1
*
[ -1/4 ] 
f(z) = -200/17*z^3 + 195/34*z + 1
*
[ -2/5 ] 
f(z) = -200/19*z^3 + 197/38*z + 1
*
[ -2/5 ] 
f(z) = -199/8*z^3 + 187/25*z + 1
*
[ 2/3 ] 
f(z) = -199/16*z^3 + 181/36*z + 1
*
[ -1/6 ] 
f(z) = -198/13*z^3 + 193/26*z + 1
*
[ -2/5 ] 
f(z) = -197/8*z^3 + 186/25*z + 1
*
[ -2/7 ] 
f(z) = -196/17*z^3 + 185/34*z + 1
*
[ -2/9 ] 
f(z) = -195/8*z^3 + 181/27*z + 1
*
[ -1/3 ] 
f(z) = -195/11*z^3 + 197/33*z + 1
*
[ -1/2 ] 
f(z) = -194/15*z^3 + 187/30*z + 1
*
[ -1/2 ] 
f(z) = -194/17*z^3 + 199/34*z + 1
*
[ -2/5 ] 
f(z) = -193/8*z^3 + 184/25*z + 1
*
[ 7/12 ] 
f(z) = -192/7*z^3 + 181/21*z + 1
*
-7/24 | 0.088867647744373187722292747680632942976 | 0.013981457283032177917274138221510607907
f(z) = -192/11*z^3 + 181/33*z + 1
*
[ -1/3 ] 
f(z) = -192/11*z^3 + 196/33*z + 1
*
[ -2/5 ] 
f(z) = -191/8*z^3 + 183/25*z + 1
*
-1/10 | 0.10937592533568126364615688250606312755 | 0.014487627497395418360699895940944831829
f(z) = -190/3*z^3 + 199/30*z + 1
*
[ -3/10 ] 
f(z) = -190/9*z^3 + 187/30*z + 1
*
[ -1/2 ] 
f(z) = -190/17*z^3 + 197/34*z + 1
*
[ -2/5 ] 
f(z) = -189/8*z^3 + 182/25*z + 1
*
[ 4/7 ] 
f(z) = -189/8*z^3 + 195/28*z + 1
*
[ -4/21 ] 
f(z) = -189/8*z^3 + 199/28*z + 1
*
[ -2/9 ] 
f(z) = -189/10*z^3 + 193/30*z + 1
*
[ -4/7 ] 
f(z) = -189/16*z^3 + 185/28*z + 1
*
[ -4/21 ] 
f(z) = -189/16*z^3 + 187/28*z + 1
*
[ -1/4 ] 
f(z) = -188/7*z^3 + 187/28*z + 1
*
[ -2/5 ] 
f(z) = -187/8*z^3 + 181/25*z + 1
*
1/2 | 0.18014827863621477106008500190028624411 | 0.025671267679248371076717233904812830175
f(z) = -186/5*z^3 + 199/30*z + 1
*
[ -1/3 ] 
f(z) = -186/11*z^3 + 194/33*z + 1
*
[ -1/2 ] 
f(z) = -186/17*z^3 + 195/34*z + 1
*
[ -4/5 ] 
f(z) = -185/16*z^3 + 193/20*z + 1
*
[ -3/5 ] 
f(z) = -185/18*z^3 + 191/30*z + 1
*
[ -1/4 ] 
f(z) = -184/17*z^3 + 193/34*z + 1
*
[ -1/3 ] 
f(z) = -183/10*z^3 + 181/30*z + 1
*
2/3 | 0.15140039731549575581381003507499549563 | 0.024000956662189560971075420473386934898
f(z) = -183/10*z^3 + 199/30*z + 1
*
[ -1/3 ] 
f(z) = -183/11*z^3 + 193/33*z + 1
*
[ -1/7 ] 
f(z) = -182/3*z^3 + 194/21*z + 1
*
[ -1/2 ] 
f(z) = -182/15*z^3 + 181/30*z + 1
*
[ -1/2 ] 
f(z) = -182/17*z^3 + 193/34*z + 1
*
[ 3/5 ] 
f(z) = -200/17*z^3 + 182/51*z + 1
*
-5/28 | 0.15727901764863811616922783544224433984 | 0.023599844662650754498662916420049197419
f(z) = -196/13*z^3 + 181/52*z + 1
*
-5/28 | 0.097241782705004347734235532502206655521 | 0.014591208674027554464957928028066584950
f(z) = -196/15*z^3 + 181/60*z + 1
*
[ 4/7 ] 
f(z) = -196/19*z^3 + 199/76*z + 1
*
-1 | 0.12020656981514100453541431977898392752 | 0.022666350869713556517591046444377142873
f(z) = -200*z^3 + 201*z + 1
*
-1/40 | 0.14828920246282572712759141389557808201 | 0.020099491499708627186033427331646256614
f(z) = -200*z^3 + 201/8*z + 1
*
[ -1 ] 
f(z) = -200*z^3 + 202*z + 1
*
[ 3/5 ] 
f(z) = -200*z^3 + 214/3*z + 1
*
-1 | 0.099799835469600373787379566433756293981 | 0.018783355259191141454459403418093686061
f(z) = -200/3*z^3 + 203/3*z + 1
*
[ -1 ] 
f(z) = -200/3*z^3 + 206/3*z + 1
*
-1 | 0.12001936326567379104711667245394768074 | 0.022506223920384645576639930970726035362
f(z) = -200/7*z^3 + 207/7*z + 1
*
[ -1 ] 
f(z) = -200/7*z^3 + 214/7*z + 1
*
[ -6/5 ] 
f(z) = -200/9*z^3 + 203/6*z + 1
*
-1 | 0.10639315732418469691684748440790140276 | 0.019915106825271233427467714967898287174
f(z) = -200/9*z^3 + 209/9*z + 1
*
[ -1 ] 
f(z) = -200/9*z^3 + 218/9*z + 1
*
-1 | 0.11989282820813199715525680056919060486 | 0.022402093855627079051373278829519014909
f(z) = -200/11*z^3 + 211/11*z + 1
*
-1 | 0.11982902695230480923790832939691423643 | 0.022350773516639455372114037641095093008
f(z) = -200/13*z^3 + 213/13*z + 1
*
-1 | 0.11970033175904080790208920239472259529 | 0.022249556802467086479728018646978039734
f(z) = -200/17*z^3 + 217/17*z + 1
*
[ -1/10 ] 
f(z) = -200/19*z^3 + 211/19*z + 1
*
-1 | 0.11963542740670117412009187521245388782 | 0.022199635374082279843158792696812415642
f(z) = -200/19*z^3 + 219/19*z + 1
*
-1 | 0.12011358945116572163961177675346967233 | 0.022670138676389294676690335831689499100
f(z) = -199*z^3 + 200*z + 1
*
[ -1 ] 
f(z) = -199*z^3 + 201*z + 1
*
[ -1/2 ] 
f(z) = -199*z^3 + 211/4*z + 1
*
-1 | 0.10724703716699360737142010037648880983 | 0.020222679824427499685492080741541791133
f(z) = -199/2*z^3 + 201/2*z + 1
*
[ -1 ] 
f(z) = -199/2*z^3 + 203/2*z + 1
*
-1 | 0.099707575152061022890957666113756420865 | 0.018783448920798655375170782437744119811
f(z) = -199/3*z^3 + 202/3*z + 1
*
[ -1 ] 
f(z) = -199/3*z^3 + 205/3*z + 1
*
-1 | 0.11146252513467316556261171239625477476 | 0.020978393379504351127581398438822222972
f(z) = -199/4*z^3 + 203/4*z + 1
*
[ -1 ] 
f(z) = -199/4*z^3 + 207/4*z + 1
*
-1 | 0.11998849589908579278646152132338273417 | 0.022562201687433496071669345072370296820
f(z) = -199/5*z^3 + 204/5*z + 1
*
[ -1 ] 
f(z) = -199/5*z^3 + 209/5*z + 1
*
-1 | 0.086776276538731477657191688281777334203 | 0.016302106680021148381624464938837516009
f(z) = -199/6*z^3 + 205/6*z + 1
*
[ -1 ] 
f(z) = -199/6*z^3 + 211/6*z + 1
*
-1 | 0.11992543178949283556034014041686468510 | 0.022509050133711762994902794733016630882
f(z) = -199/7*z^3 + 206/7*z + 1
*
[ -1 ] 
f(z) = -199/7*z^3 + 213/7*z + 1
*
-1 | 0.11133639571223122920238721058936594975 | 0.020877979887639437923203173684757040423
f(z) = -199/8*z^3 + 207/8*z + 1
*
[ -1 ] 
f(z) = -199/8*z^3 + 215/8*z + 1
*
-1 | 0.10629890173112655269571814768182685685 | 0.019915343018419253638837317240910586166
f(z) = -199/9*z^3 + 208/9*z + 1
*
[ -1 ] 
f(z) = -199/9*z^3 + 217/9*z + 1
*
-1 | 0.10699411655569925286655748501043120363 | 0.020027596834913279755983617608322047362
f(z) = -199/10*z^3 + 209/10*z + 1
*
[ -1 ] 
f(z) = -199/10*z^3 + 219/10*z + 1
*
-1 | 0.11979824483455018668986699481921672806 | 0.022404308150966957884024608967579968174
f(z) = -199/11*z^3 + 210/11*z + 1
*
-1 | 0.090865212918853850590060890217092921171 | 0.016978255150391347669305131162101778929
f(z) = -199/12*z^3 + 211/12*z + 1
*
-1 | 0.11973411205706603714627807174880036780 | 0.022352689925524898053522621798890753756
f(z) = -199/13*z^3 + 212/13*z + 1
*
-1 | 0.10686584971962695285790222202698309261 | 0.019932853203400469078363490259351563845
f(z) = -199/14*z^3 + 213/14*z + 1
*
-1 | 0.099325974553035446840137514411063049651 | 0.018510327715773617511013895378139007273
f(z) = -199/15*z^3 + 214/15*z + 1
*
[ 2 ] 
f(z) = -199/16*z^3 + 201/4*z + 1
*
[ -2 ] 
f(z) = -199/16*z^3 + 205/4*z + 1
*
-1 | 0.11107985179013810011240735810831971913 | 0.020682803646117867827925985244405568166
f(z) = -199/16*z^3 + 215/16*z + 1
*
-1 | 0.11960474227608394857908667939165438379 | 0.022250892550068554360431658232353213429
f(z) = -199/17*z^3 + 216/17*z + 1
*
-1 | 0.093172992362221398546968214842016195858 | 0.017318730496020548375433130718749141428
f(z) = -199/18*z^3 + 217/18*z + 1
*
-1 | 0.11953949469141924983994065309359224640 | 0.022200687956337275393663776793580368563
f(z) = -199/19*z^3 + 218/19*z + 1
*
[ -1 ] 
f(z) = -198*z^3 + 200*z + 1
*
[ -2/3 ] 
f(z) = -198/5*z^3 + 201/10*z + 1
*
-1 | 0.11989440932269768687477572614684981380 | 0.022565360687243693371128987731971291385
f(z) = -198/5*z^3 + 203/5*z + 1
*
[ -1 ] 
f(z) = -198/5*z^3 + 208/5*z + 1
*
-1 | 0.11983102139259271155042894625348549410 | 0.022511891178529928827426217717994979992
f(z) = -198/7*z^3 + 205/7*z + 1
*
[ -2/3 ] 
f(z) = -198/7*z^3 + 211/14*z + 1
*
[ -1 ] 
f(z) = -198/7*z^3 + 212/7*z + 1
*
-1 | 0.11963870802398287396425466420131493814 | 0.022354611247192525782172110500028068365
f(z) = -198/13*z^3 + 211/13*z + 1
*
-1 | 0.11950865654294482780830274609662404715 | 0.022252227001157346708819387404802177181
f(z) = -198/17*z^3 + 215/17*z + 1
*
-1 | 0.11944306207426459635852910718607089818 | 0.022201736246075447371976728223625920127
f(z) = -198/19*z^3 + 217/19*z + 1
*
[ -1/2 ] 
f(z) = -197*z^3 + 209/4*z + 1
*
[ -1 ] 
f(z) = -197/2*z^3 + 201/2*z + 1
*
-1 | 0.099519565302218285443640447163798973179 | 0.018783239737686257193146718068144292229
f(z) = -197/3*z^3 + 200/3*z + 1
*
[ -1 ] 
f(z) = -197/3*z^3 + 203/3*z + 1
*
-1 | 0.11127419427984280300518118965492491893 | 0.020982047272210748174407502688462775870
f(z) = -197/4*z^3 + 201/4*z + 1
*
[ -1 ] 
f(z) = -197/4*z^3 + 205/4*z + 1
*
-1 | 0.11979984225934103103069991574952509943 | 0.022568538191469137973136749845715600291
f(z) = -197/5*z^3 + 202/5*z + 1
*
[ -1 ] 
f(z) = -197/5*z^3 + 207/5*z + 1
*
-1 | 0.086588984071406941893862875430806960112 | 0.016296937181235136972013062389096646581
f(z) = -197/6*z^3 + 203/6*z + 1
*
[ -1 ] 
f(z) = -197/6*z^3 + 209/6*z + 1
*
-1 | 0.11973612716582845124625995499517866859 | 0.022514747185927426035120600349621227644
f(z) = -197/7*z^3 + 204/7*z + 1
*
[ -1 ] 
f(z) = -197/7*z^3 + 211/7*z + 1
*
-1 | 0.11114676285175781458686414977819159471 | 0.020880434808004667022526047120662022756
f(z) = -197/8*z^3 + 205/8*z + 1
*
[ -1 ] 
f(z) = -197/8*z^3 + 213/8*z + 1
*
-1 | 0.10610893877830083124579842431421353356 | 0.019915804237320946875153599199753193188
f(z) = -197/9*z^3 + 206/9*z + 1
*
[ -1 ] 
f(z) = -197/9*z^3 + 215/9*z + 1
*
-1 | 0.10680382163540732982218352551331010649 | 0.020028024311030366300581027109863402585
f(z) = -197/10*z^3 + 207/10*z + 1
*
[ -1 ] 
f(z) = -197/10*z^3 + 217/10*z + 1
*
-1 | 0.11960761605183174095245474042646172458 | 0.022408761167756359153583903019151595811
f(z) = -197/11*z^3 + 208/11*z + 1
*
[ -1 ] 
f(z) = -197/11*z^3 + 219/11*z + 1
*
-1 | 0.090674248358621554479218066743181285265 | 0.016972777082466012922711688054164522252
f(z) = -197/12*z^3 + 209/12*z + 1
*
-1 | 0.11954280978382010513609143357661951811 | 0.022356537454517955001296563085449244071
f(z) = -197/13*z^3 + 210/13*z + 1
*
-1 | 0.10667485991651843736652573290483917152 | 0.019932303371283951698219090479553097150
f(z) = -197/14*z^3 + 211/14*z + 1
*
-1 | 0.099132957347734971405423499565205990445 | 0.018506741470117542752274703289116385972
f(z) = -197/15*z^3 + 212/15*z + 1
*
[ -2 ] 
f(z) = -197/16*z^3 + 203/4*z + 1
*
-1 | 0.11088752455634105245242114817386082538 | 0.020682984834434596347869269471596675414
f(z) = -197/16*z^3 + 213/16*z + 1
*
-1 | 0.11941206937726429151206213690784843434 | 0.022253560031385644989608015726715363681
f(z) = -197/17*z^3 + 214/17*z + 1
*
-1 | 0.092979971756357572086628357456854390921 | 0.017312649124627877613000782362045051679
f(z) = -197/18*z^3 + 215/18*z + 1
*
-1 | 0.11934612431425638809681587792124189340 | 0.022202780072497558918420840265472217302
f(z) = -197/19*z^3 + 216/19*z + 1
*
[ -1/21 ] 
f(z) = -196*z^3 + 202/9*z + 1
*
[ -1 ] 
f(z) = -196/3*z^3 + 202/3*z + 1
*
-1 | 0.11970478977603043735725764703597055440 | 0.022571734390403071124964579384448936263
f(z) = -196/5*z^3 + 201/5*z + 1
*
[ -1 ] 
f(z) = -196/5*z^3 + 206/5*z + 1
*
-1 | 0.10601322141899096850975567045399672500 | 0.019916029057708145845572917594687942513
f(z) = -196/9*z^3 + 205/9*z + 1
*
[ -1 ] 
f(z) = -196/9*z^3 + 214/9*z + 1
*
-1 | 0.11951156053533418456615795258365793512 | 0.022410999936142141570958330784391856695
f(z) = -196/11*z^3 + 207/11*z + 1
*
[ -1 ] 
f(z) = -196/11*z^3 + 218/11*z + 1
*
-1 | 0.11944641218810245382783610144299141043 | 0.022358468518545482033143762425621151526
f(z) = -196/13*z^3 + 209/13*z + 1
*
-1 | 0.11931497551503032282813463755667863964 | 0.022254891512565449584700431883617110097
f(z) = -196/17*z^3 + 213/17*z + 1
*
-1 | 0.11924867608749871948621008046892046633 | 0.022203819260012903217680099000252258972
f(z) = -196/19*z^3 + 215/19*z + 1
*
-1/5 | 0.17617997735356548389125643928922583062 | 0.022074787485216658396081505972530501853
f(z) = -195*z^3 + 202/15*z + 1
*
[ -1/2 ] 
f(z) = -195*z^3 + 207/4*z + 1
*
[ -1/2 ] 
f(z) = -195/2*z^3 + 219/8*z + 1
*
[ -1 ] 
f(z) = -195/4*z^3 + 203/4*z + 1
*
-1 | 0.11954486720516958872163475564283021105 | 0.022520504620310646526833548109126617307
f(z) = -195/7*z^3 + 202/7*z + 1
*
[ -1 ] 
f(z) = -195/7*z^3 + 209/7*z + 1
*
-1 | 0.11095516777698339661287270881635967376 | 0.020882903507722405163100157078418991730
f(z) = -195/8*z^3 + 203/8*z + 1
*
[ -1 ] 
f(z) = -195/8*z^3 + 211/8*z + 1
*
-1 | 0.11941500406539640254301852711588405614 | 0.022413246907824777889820209768315382036
f(z) = -195/11*z^3 + 206/11*z + 1
*
[ -1 ] 
f(z) = -195/11*z^3 + 217/11*z + 1
*
-1 | 0.10648121322665207712575779386971848932 | 0.019931589489648700054263867685693754172
f(z) = -195/14*z^3 + 209/14*z + 1
*
[ -2 ] 
f(z) = -195/16*z^3 + 201/4*z + 1
*
-1 | 0.11069317789284202981599401619268707634 | 0.020683130070367933006347287834777364183
f(z) = -195/16*z^3 + 211/16*z + 1
*
-1 | 0.11921736960885260397740692343324930484 | 0.022256221312547116103654511880281622380
f(z) = -195/17*z^3 + 212/17*z + 1
*
-1 | 0.11915071198542099261592957078880643957 | 0.022204853628093561957626256788792042028
f(z) = -195/19*z^3 + 214/19*z + 1
*
[ -1 ] 
f(z) = -194/3*z^3 + 200/3*z + 1
*
[ -1 ] 
f(z) = -194/5*z^3 + 204/5*z + 1
*
-1 | 0.11944849126727019887331691871163027127 | 0.022523406317021742648139202294674633829
f(z) = -194/7*z^3 + 201/7*z + 1
*
[ -1 ] 
f(z) = -194/7*z^3 + 208/7*z + 1
*
-1 | 0.10582028934883244021591808203073119044 | 0.019916466586510288237528967854715415306
f(z) = -194/9*z^3 + 203/9*z + 1
*
[ -1 ] 
f(z) = -194/9*z^3 + 212/9*z + 1
*
-1 | 0.11931794138818893421321320017991911196 | 0.022415502104225239025713361815722970906
f(z) = -194/11*z^3 + 205/11*z + 1
*
[ -1 ] 
f(z) = -194/11*z^3 + 216/11*z + 1
*
-1 | 0.11925209792989289436217963191696602273 | 0.022362345091305964829981220944182708002
f(z) = -194/13*z^3 + 207/13*z + 1
*
-1 | 0.098842229703667945979663289055968969655 | 0.018501693275241176726919237674669146844
f(z) = -194/15*z^3 + 209/15*z + 1
*
-1 | 0.11911924622619123205770111083290608477 | 0.022257549295093610912982331595656411932
f(z) = -194/17*z^3 + 211/17*z + 1
*
-1 | 0.11905222651297134186949534364381287684 | 0.022205882991123639094823693998280669864
f(z) = -194/19*z^3 + 213/19*z + 1
*
[ -1/2 ] 
f(z) = -193*z^3 + 205/4*z + 1
*
[ -1/2 ] 
f(z) = -193/2*z^3 + 217/8*z + 1
*
[ -1 ] 
f(z) = -193/4*z^3 + 201/4*z + 1
*
[ -1 ] 
f(z) = -193/5*z^3 + 203/5*z + 1
*
[ -1 ] 
f(z) = -193/6*z^3 + 205/6*z + 1
*
-1 | 0.11935161108822912984562028696626716365 | 0.022526323515797463905786428014377186767
f(z) = -193/7*z^3 + 200/7*z + 1
*
[ -1 ] 
f(z) = -193/7*z^3 + 207/7*z + 1
*
-1 | 0.11076156945016607377482145973721091412 | 0.020885385881141619232277422398176061095
f(z) = -193/8*z^3 + 201/8*z + 1
*
[ -1 ] 
f(z) = -193/8*z^3 + 209/8*z + 1
*
-1 | 0.10572306416203104144856984671983833406 | 0.019916679072871628575505480984862612475
f(z) = -193/9*z^3 + 202/9*z + 1
*
[ -1 ] 
f(z) = -193/9*z^3 + 211/9*z + 1
*
-1 | 0.10641726187207987761427888749048051345 | 0.020028822953946865332726878380210409632
f(z) = -193/10*z^3 + 203/10*z + 1
*
[ -1 ] 
f(z) = -193/10*z^3 + 213/10*z + 1
*
-1 | 0.11922036716677598711381445250570791200 | 0.022417765545864873455869473042790681576
f(z) = -193/11*z^3 + 204/11*z + 1
*
[ -1 ] 
f(z) = -193/11*z^3 + 215/11*z + 1
*
-1 | 0.090285272717847404833980284222042500207 | 0.016961319454911324242666848607214726708
f(z) = -193/12*z^3 + 205/12*z + 1
*
[ -1 ] 
f(z) = -193/12*z^3 + 217/12*z + 1
*
-1 | 0.11915417055908331143121782151211166481 | 0.022364290532329221123727792476092391100
f(z) = -193/13*z^3 + 206/13*z + 1
*
[ -1 ] 
f(z) = -193/13*z^3 + 219/13*z + 1
*
-1 | 0.10628551938616605582490401962577679211 | 0.019930831440126347864151268408432059328
f(z) = -193/14*z^3 + 207/14*z + 1
*
-1 | 0.098743944978169430973709463562573996192 | 0.018499904544698821136853040281411195595
f(z) = -193/15*z^3 + 208/15*z + 1
*
-1 | 0.11049676891926391065930772003621463509 | 0.020683237646282663375485458080210370731
f(z) = -193/16*z^3 + 209/16*z + 1
*
-1 | 0.11902059984753811824602603314075664009 | 0.022258875319750315988228682287633003193
f(z) = -193/17*z^3 + 210/17*z + 1
*
-1 | 0.092587784045647027161676146835215986040 | 0.017300119273810171455655710171019796128
f(z) = -193/18*z^3 + 211/18*z + 1
*
-1 | 0.11895321408676158218809881523520647339 | 0.022206907158243273360486589329738621278
f(z) = -193/19*z^3 + 212/19*z + 1
*
-1/4 | 0.13714242643875669165923692943796558595 | 0.017713162666098996011583756750984666292
f(z) = -192*z^3 + 205/12*z + 1
*
1/3 | 0.21471151101184533900164975418907231564 | 0.027731899016203534710870000706540090107
f(z) = -192*z^3 + 211/12*z + 1
*
[ -5/24 ] 
f(z) = -192*z^3 + 212/15*z + 1
*
[ -1 ] 
f(z) = -192/5*z^3 + 202/5*z + 1
*
[ -1 ] 
f(z) = -192/7*z^3 + 206/7*z + 1
*
-1 | 0.11912227597935291674331505131157616177 | 0.022420037252317494464810229066309465888
f(z) = -192/11*z^3 + 203/11*z + 1
*
[ -1 ] 
f(z) = -192/11*z^3 + 214/11*z + 1
*
-1 | 0.11905572241253764010495162323322533715 | 0.022366240694481698147359838222064743818
f(z) = -192/13*z^3 + 205/13*z + 1
*
[ -1 ] 
f(z) = -192/13*z^3 + 218/13*z + 1
*
-1 | 0.11892142486454954453251654489293550831 | 0.022260199241710205629606954726404144290
f(z) = -192/17*z^3 + 209/17*z + 1
*
-1 | 0.11885366903316211035003331244342577240 | 0.022207925933187224279759128027116015706
f(z) = -192/19*z^3 + 211/19*z + 1
*
[ -1/2 ] 
f(z) = -191*z^3 + 203/4*z + 1
*
[ -1/2 ] 
f(z) = -191/2*z^3 + 215/8*z + 1
*
[ -1 ] 
f(z) = -191/5*z^3 + 201/5*z + 1
*
[ -1 ] 
f(z) = -191/6*z^3 + 203/6*z + 1
*
[ -1 ] 
f(z) = -191/7*z^3 + 205/7*z + 1
*
[ -1 ] 
f(z) = -191/8*z^3 + 207/8*z + 1
*
-1 | 0.10552706867046929734077113347484723976 | 0.019917090912057305593421415955279099651
f(z) = -191/9*z^3 + 200/9*z + 1
*
[ -1 ] 
f(z) = -191/9*z^3 + 209/9*z + 1
*
-1 | 0.10622156488353102822123125059641041126 | 0.020029315063916702371604710109149689550
f(z) = -191/10*z^3 + 201/10*z + 1
*
[ -1 ] 
f(z) = -191/10*z^3 + 211/10*z + 1
*
-1 | 0.11902366231743672099186681540667739295 | 0.022422317242159383239809435401523616394
f(z) = -191/11*z^3 + 202/11*z + 1
*
[ -1 ] 
f(z) = -191/11*z^3 + 213/11*z + 1
*
-1 | 0.090089243655527671948233694454907257701 | 0.016955722027508306686273991758196633026
f(z) = -191/12*z^3 + 203/12*z + 1
*
[ -1 ] 
f(z) = -191/12*z^3 + 215/12*z + 1
*
-1 | 0.11895674791977297345357872971776104723 | 0.022368195538548724911121273687641986769
f(z) = -191/13*z^3 + 204/13*z + 1
*
[ -1 ] 
f(z) = -191/13*z^3 + 217/13*z + 1
*
-1 | 0.10608708249221928593098642555480998267 | 0.019929904867356782406149338268386844775
f(z) = -191/14*z^3 + 205/14*z + 1
*
[ -1 ] 
f(z) = -191/14*z^3 + 219/14*z + 1
*
-1 | 0.098545795929688938821739950280893165250 | 0.018496262452000111864365878273274446384
f(z) = -191/15*z^3 + 206/15*z + 1
*
-1 | 0.11029825337404613412871322929475960947 | 0.020683305767658434345315607434722889658
f(z) = -191/16*z^3 + 207/16*z + 1
*
-1 | 0.11882171557812829435409676555281366547 | 0.022261520911674209643861956143302616818
f(z) = -191/17*z^3 + 208/17*z + 1
*
-1 | 0.092389180938972820771016649291747462069 | 0.017293785184817629360770049158149534163
f(z) = -191/18*z^3 + 209/18*z + 1
*
-1 | 0.11875358558634512891633664119406012872 | 0.022208939114117817390220473123413294792
f(z) = -191/19*z^3 + 210/19*z + 1
*
[ -1 ] 
f(z) = -190/7*z^3 + 204/7*z + 1
*
[ -1 ] 
f(z) = -190/9*z^3 + 208/9*z + 1
*
-1 | 0.11892452058400803775890539448460305299 | 0.022424605532917114209550337917507391862
f(z) = -190/11*z^3 + 201/11*z + 1
*
[ -1 ] 
f(z) = -190/11*z^3 + 212/11*z + 1
*
-1 | 0.11885724142041700906379330765641266926 | 0.022370155023022912239047264047511080321
f(z) = -190/13*z^3 + 203/13*z + 1
*
[ -1 ] 
f(z) = -190/13*z^3 + 216/13*z + 1
*
-1 | 0.11872146619645371322710071956377020892 | 0.022262840175706569261438642279264564748
f(z) = -190/17*z^3 + 207/17*z + 1
*
[ -1/2 ] 
f(z) = -189*z^3 + 201/4*z + 1
*
[ 4/9 ] 
f(z) = -189/2*z^3 + 209/12*z + 1
*
[ -1/2 ] 
f(z) = -189/2*z^3 + 213/8*z + 1
*
-5/9 | 0.18502416008679340900968918747552891369 | 0.029181967649374424045342678996775116341
f(z) = -189/5*z^3 + 202/15*z + 1
*
[ -1 ] 
f(z) = -189/8*z^3 + 205/8*z + 1
*
[ -1 ] 
f(z) = -189/10*z^3 + 209/10*z + 1
*
-1 | 0.11882484509160307722154668773264141601 | 0.022426902141013104477482421802544187710
f(z) = -189/11*z^3 + 200/11*z + 1
*
[ -1 ] 
f(z) = -189/11*z^3 + 211/11*z + 1
*
-1 | 0.11875719716226285934037032874762845918 | 0.022372119104016441365581032188717591122
f(z) = -189/13*z^3 + 202/13*z + 1
*
[ -1 ] 
f(z) = -189/13*z^3 + 215/13*z + 1
*
-1 | 0.11009758555444963586294080243203537275 | 0.020683332547926244171398406782985408985
f(z) = -189/16*z^3 + 205/16*z + 1
*
-1 | 0.11862067083295799257187422307402132812 | 0.022264156875084983307182928846041864176
f(z) = -189/17*z^3 + 206/17*z + 1
*
-1 | 0.11855177997664047204606862951927115214 | 0.022210947857682447289958629747735647705
f(z) = -189/19*z^3 + 208/19*z + 1
*
[ -1 ] 
f(z) = -188/7*z^3 + 202/7*z + 1
*
[ -1 ] 
f(z) = -188/9*z^3 + 206/9*z + 1
*
[ -1 ] 
f(z) = -188/11*z^3 + 210/11*z + 1
*
-1 | 0.11865660929927093915180387691732332446 | 0.022374087735169907208821456665187239487
f(z) = -188/13*z^3 + 201/13*z + 1
*
[ -1 ] 
f(z) = -188/13*z^3 + 214/13*z + 1
*
-1 | 0.098244537472005595617851594468768736130 | 0.018490632183193385928128300983080955976
f(z) = -188/15*z^3 + 203/15*z + 1
*
[ -1 ] 
f(z) = -188/15*z^3 + 218/15*z + 1
*
-1 | 0.11851932350424690424812155178533144475 | 0.022265470846145332951588826007360679709
f(z) = -188/17*z^3 + 205/17*z + 1
*
-1 | 0.11845004580273745089947594799636529719 | 0.022211942987191953394676221809970179207
f(z) = -188/19*z^3 + 207/19*z + 1
*
[ -1/2 ] 
f(z) = -187/2*z^3 + 211/8*z + 1
*
[ -1 ] 
f(z) = -187/7*z^3 + 201/7*z + 1
*
[ -1 ] 
f(z) = -187/8*z^3 + 203/8*z + 1
*
[ -1 ] 
f(z) = -187/9*z^3 + 205/9*z + 1
*
[ -1 ] 
f(z) = -187/10*z^3 + 207/10*z + 1
*
[ -1 ] 
f(z) = -187/12*z^3 + 211/12*z + 1
*
-1 | 0.11855547188951619287588381089955901244 | 0.022376060867557568431157782947061082518
f(z) = -187/13*z^3 + 200/13*z + 1
*
[ -1 ] 
f(z) = -187/13*z^3 + 213/13*z + 1
*
-1 | 0.10568505802916818039160796282049572302 | 0.019928150438524797325703657134548525044
f(z) = -187/14*z^3 + 201/14*z + 1
*
[ -1 ] 
f(z) = -187/14*z^3 + 215/14*z + 1
*
-1 | 0.098143018453741760024207989993943605465 | 0.018488709320705534461841121457384376575
f(z) = -187/15*z^3 + 202/15*z + 1
*
[ -1 ] 
f(z) = -187/15*z^3 + 217/15*z + 1
*
-1 | 0.10989471825326656211044283402255644039 | 0.020683316002946600898530132815745245344
f(z) = -187/16*z^3 + 203/16*z + 1
*
[ -1 ] 
f(z) = -187/16*z^3 + 219/16*z + 1
*
-1 | 0.091983464282101515446981524257199115601 | 0.017280347893879042072655230255959438195
f(z) = -187/18*z^3 + 205/18*z + 1
*
-1 | 0.11834774920928292331336838887849201521 | 0.022212931656061720378610920357583486903
f(z) = -187/19*z^3 + 206/19*z + 1
*
[ -1 ] 
f(z) = -186/7*z^3 + 200/7*z + 1
*
[ -1 ] 
f(z) = -186/11*z^3 + 208/11*z + 1
*
[ -1 ] 
f(z) = -186/13*z^3 + 212/13*z + 1
*
-1 | 0.11831494852059037629485411425346802573 | 0.022268089922974893238523509818631679759
f(z) = -186/17*z^3 + 203/17*z + 1
*
-1 | 0.11824488393817555703642283290230700498 | 0.022213913631872409780053222950815305836
f(z) = -186/19*z^3 + 205/19*z + 1
*
[ -1/2 ] 
f(z) = -185/2*z^3 + 209/8*z + 1
*
[ -1 ] 
f(z) = -185/8*z^3 + 201/8*z + 1
*
[ -1 ] 
f(z) = -185/9*z^3 + 203/9*z + 1
*
[ -1 ] 
f(z) = -185/11*z^3 + 207/11*z + 1
*
[ -1 ] 
f(z) = -185/12*z^3 + 209/12*z + 1
*
[ -1 ] 
f(z) = -185/13*z^3 + 211/13*z + 1
*
[ -1 ] 
f(z) = -185/14*z^3 + 213/14*z + 1
*
-1 | 0.10968960269201503005695083613714972258 | 0.020683254045100653920342487350461768796
f(z) = -185/16*z^3 + 201/16*z + 1
*
[ -1 ] 
f(z) = -185/16*z^3 + 217/16*z + 1
*
-1 | 0.11821190839519597749462978631508062499 | 0.022269394675228902711063975222137301210
f(z) = -185/17*z^3 + 202/17*z + 1
*
[ -1 ] 
f(z) = -185/17*z^3 + 219/17*z + 1
*
-1 | 0.091777557885060393699939414256859236573 | 0.017273480126138844173375401181394629389
f(z) = -185/18*z^3 + 203/18*z + 1
*
-1 | 0.11814144362619043198157463996803737029 | 0.022214888675498198532100574036954104545
f(z) = -185/19*z^3 + 204/19*z + 1
*
[ 3/4 ] 
f(z) = -184/3*z^3 + 205/6*z + 1
*
[ -1 ] 
f(z) = -184/9*z^3 + 202/9*z + 1
*
[ -1 ] 
f(z) = -184/11*z^3 + 206/11*z + 1
*
[ -1 ] 
f(z) = -184/13*z^3 + 210/13*z + 1
*
[ -1 ] 
f(z) = -184/15*z^3 + 214/15*z + 1
*
-1 | 0.11810829135911043751052921074679205582 | 0.022270695991782258546705329986869936478
f(z) = -184/17*z^3 + 201/17*z + 1
*
[ -1 ] 
f(z) = -184/17*z^3 + 218/17*z + 1
*
-1 | 0.11803742180260927202640662221744370267 | 0.022215856540893373606409527196784630542
f(z) = -184/19*z^3 + 203/19*z + 1
*
[ -1/2 ] 
f(z) = -183/2*z^3 + 207/8*z + 1
*
[ -1 ] 
f(z) = -183/10*z^3 + 203/10*z + 1
*
[ -1 ] 
f(z) = -183/11*z^3 + 205/11*z + 1
*
[ -1 ] 
f(z) = -183/13*z^3 + 209/13*z + 1
*
[ -1 ] 
f(z) = -183/14*z^3 + 211/14*z + 1
*
[ -1 ] 
f(z) = -183/16*z^3 + 215/16*z + 1
*
-1 | 0.11800409091154124657795730541916643155 | 0.022271993681726799217252617942036781611
f(z) = -183/17*z^3 + 200/17*z + 1
*
[ -1 ] 
f(z) = -183/17*z^3 + 217/17*z + 1
*
-1 | 0.11793281188678346341860939399247892922 | 0.022216816974871184739639073729817180265
f(z) = -183/19*z^3 + 202/19*z + 1
*
[ -1/6 ] 
f(z) = -182*z^3 + 217/18*z + 1
*
[ -1/3 ] 
f(z) = -182*z^3 + 218/9*z + 1
*
[ -1 ] 
f(z) = -182/9*z^3 + 200/9*z + 1
*
[ -1 ] 
f(z) = -182/11*z^3 + 204/11*z + 1
*
[ -1 ] 
f(z) = -182/15*z^3 + 212/15*z + 1
*
[ -1 ] 
f(z) = -182/17*z^3 + 216/17*z + 1
*
-1 | 0.11782760718562755704185672686289461787 | 0.022217769716874635639719491146770318157
f(z) = -182/19*z^3 + 201/19*z + 1
*
[ -1/3 ] 
f(z) = -181*z^3 + 217/9*z + 1
*
[ -1/2 ] 
f(z) = -181/2*z^3 + 205/8*z + 1
*
[ -1/2 ] 
f(z) = -181/3*z^3 + 217/12*z + 1
*
[ -1 ] 
f(z) = -181/10*z^3 + 201/10*z + 1
*
[ -1 ] 
f(z) = -181/11*z^3 + 203/11*z + 1
*
[ -1 ] 
f(z) = -181/12*z^3 + 205/12*z + 1
*
[ -1 ] 
f(z) = -181/13*z^3 + 207/13*z + 1
*
[ -1 ] 
f(z) = -181/14*z^3 + 209/14*z + 1
*
[ -1 ] 
f(z) = -181/15*z^3 + 211/15*z + 1
*
[ -1 ] 
f(z) = -181/16*z^3 + 213/16*z + 1
*
[ -1 ] 
f(z) = -181/17*z^3 + 215/17*z + 1
*
[ -1 ] 
f(z) = -181/18*z^3 + 217/18*z + 1
*
-1 | 0.11772180089104085914320404399136240815 | 0.022218714498738879182503393394686774613
f(z) = -181/19*z^3 + 200/19*z + 1
*
[ -1 ] 
f(z) = -181/19*z^3 + 219/19*z + 1
*
-1/5 | 0.21769034193442009193257528536812895069 | 0.029506296511213729574729453392599653257
f(z) = -200/3*z^3 + 205/24*z + 1
*
-9/40 | 0.18548012105836462469275865371229822630 | 0.025140442153986933538673998626702050908
f(z) = -200/3*z^3 + 209/24*z + 1
*
[ 3/5 ] 
f(z) = -200/7*z^3 + 202/21*z + 1
*
[ -1/4 ] 
f(z) = -200/19*z^3 + 215/38*z + 1
*
1/2 | 0.20449361992987273250491374408469156216 | 0.028883171543511676399292115845425690236
f(z) = -198/5*z^3 + 217/30*z + 1
*
[ -1/2 ] 
f(z) = -198/17*z^3 + 201/34*z + 1
*
[ -1/2 ] 
f(z) = -198/19*z^3 + 213/38*z + 1
*
[ -3/14 ] 
f(z) = -196/11*z^3 + 214/33*z + 1
*
[ -3/7 ] 
f(z) = -196/11*z^3 + 218/33*z + 1
*
[ -2/7 ] 
f(z) = -196/19*z^3 + 203/38*z + 1
*
[ -4/5 ] 
f(z) = -195/16*z^3 + 201/20*z + 1
*
[ -1/4 ] 
f(z) = -194/3*z^3 + 217/24*z + 1
*
[ -1/2 ] 
f(z) = -194/19*z^3 + 211/38*z + 1
*
-1/8 | 0.12475811209781007918459516729819201818 | 0.019628067798359330930440931345785335191
f(z) = -192/7*z^3 + 205/21*z + 1
*
[ -3/8 ] 
f(z) = -192/11*z^3 + 202/33*z + 1
*
[ -1/4 ] 
f(z) = -190/3*z^3 + 215/24*z + 1
*
2/3 | 0.17499521671002393841270734140824689907 | 0.021118697347121535257836643787836032479
f(z) = -189/8*z^3 + 212/21*z + 1
*
-4/9 | 0.17536734852826399041606829831131189075 | 0.027658897568337882323608309983207085990
f(z) = -189/10*z^3 + 217/30*z + 1
*
[ -2/11 ] 
f(z) = -187/2*z^3 + 211/22*z + 1
*
[ 6/11 ] 
f(z) = -187/8*z^3 + 202/33*z + 1
*
[ -3/11 ] 
f(z) = -187/9*z^3 + 205/33*z + 1
*
-1/6 | 0.19226081320083720847250381463216579702 | 0.027397313131564241147652773494838194401
f(z) = -186/5*z^3 + 211/30*z + 1
*
[ -1/3 ] 
f(z) = -186/13*z^3 + 218/39*z + 1
*
[ -1/2 ] 
f(z) = -186/19*z^3 + 207/38*z + 1
*
[ -1/5 ] 
f(z) = -185/6*z^3 + 217/30*z + 1
*
[ -1/4 ] 
f(z) = -184/19*z^3 + 213/38*z + 1
*
[ -1/3 ] 
f(z) = -183/13*z^3 + 217/39*z + 1
*
[ 3/7 ] 
f(z) = -182/3*z^3 + 206/21*z + 1
*
[ -1/4 ] 
f(z) = -182/3*z^3 + 211/24*z + 1
*
[ -1/2 ] 
f(z) = -182/19*z^3 + 205/38*z + 1
*
[ 5/12 ] 
f(z) = -198/5*z^3 + 219/40*z + 1
*
-3/14 | 0.21501739302942206386208855074593945647 | 0.028763563261133678331859583949153489622
f(z) = -196/5*z^3 + 211/45*z + 1
*
[ 9/14 ] 
f(z) = -196/15*z^3 + 218/45*z + 1
*
[ 4/7 ] 
f(z) = -196/15*z^3 + 211/60*z + 1
*
[ 4/7 ] 
f(z) = -196/17*z^3 + 205/68*z + 1
*
[ -3/5 ] 
f(z) = -200*z^3 + 224/3*z + 1
*
[ -1/3 ] 
f(z) = -200*z^3 + 236/9*z + 1
*
[ 9/20 ] 
f(z) = -200/3*z^3 + 221/18*z + 1
*
[ 3/4 ] 
f(z) = -200/3*z^3 + 223/6*z + 1
*
[ -3/4 ] 
f(z) = -200/3*z^3 + 239/6*z + 1
*
[ -1 ] 
f(z) = -200/13*z^3 + 226/13*z + 1
*
[ -1 ] 
f(z) = -200/17*z^3 + 234/17*z + 1
*
[ -1 ] 
f(z) = -200/19*z^3 + 238/19*z + 1
*
[ -1/3 ] 
f(z) = -199*z^3 + 235/9*z + 1
*
[ -1/2 ] 
f(z) = -199/2*z^3 + 223/8*z + 1
*
[ -1/2 ] 
f(z) = -199/3*z^3 + 235/12*z + 1
*
[ -1 ] 
f(z) = -199/11*z^3 + 221/11*z + 1
*
[ -1 ] 
f(z) = -199/12*z^3 + 223/12*z + 1
*
[ -1 ] 
f(z) = -199/13*z^3 + 225/13*z + 1
*
[ -1 ] 
f(z) = -199/14*z^3 + 227/14*z + 1
*
[ -1 ] 
f(z) = -199/15*z^3 + 229/15*z + 1
*
[ -1 ] 
f(z) = -199/16*z^3 + 231/16*z + 1
*
[ -1 ] 
f(z) = -199/17*z^3 + 233/17*z + 1
*
[ -1 ] 
f(z) = -199/18*z^3 + 235/18*z + 1
*
[ -1 ] 
f(z) = -199/19*z^3 + 237/19*z + 1
*
[ -1 ] 
f(z) = -198/13*z^3 + 224/13*z + 1
*
[ -1 ] 
f(z) = -198/17*z^3 + 232/17*z + 1
*
[ -1 ] 
f(z) = -198/19*z^3 + 236/19*z + 1
*
[ -1/3 ] 
f(z) = -197*z^3 + 233/9*z + 1
*
[ -1/2 ] 
f(z) = -197/2*z^3 + 221/8*z + 1
*
[ -1/2 ] 
f(z) = -197/3*z^3 + 233/12*z + 1
*
[ -1 ] 
f(z) = -197/12*z^3 + 221/12*z + 1
*
[ -1 ] 
f(z) = -197/13*z^3 + 223/13*z + 1
*
[ -1 ] 
f(z) = -197/14*z^3 + 225/14*z + 1
*
[ -1 ] 
f(z) = -197/15*z^3 + 227/15*z + 1
*
[ -1 ] 
f(z) = -197/16*z^3 + 229/16*z + 1
*
[ -1 ] 
f(z) = -197/17*z^3 + 231/17*z + 1
*
[ -1 ] 
f(z) = -197/18*z^3 + 233/18*z + 1
*
[ -1 ] 
f(z) = -197/19*z^3 + 235/19*z + 1
*
[ -1/3 ] 
f(z) = -196*z^3 + 232/9*z + 1
*
[ -2/21 ] 
f(z) = -196*z^3 + 239/18*z + 1
*
[ 9/14 ] 
f(z) = -196/3*z^3 + 238/9*z + 1
*
[ -1 ] 
f(z) = -196/13*z^3 + 222/13*z + 1
*
[ -1 ] 
f(z) = -196/17*z^3 + 230/17*z + 1
*
[ -1 ] 
f(z) = -196/19*z^3 + 234/19*z + 1
*
[ -1 ] 
f(z) = -195/14*z^3 + 223/14*z + 1
*
[ -1 ] 
f(z) = -195/16*z^3 + 227/16*z + 1
*
[ -1 ] 
f(z) = -195/17*z^3 + 229/17*z + 1
*
[ -1 ] 
f(z) = -195/19*z^3 + 233/19*z + 1
*
[ -1/6 ] 
f(z) = -194*z^3 + 223/18*z + 1
*
[ -1/3 ] 
f(z) = -194*z^3 + 230/9*z + 1
*
[ -1 ] 
f(z) = -194/13*z^3 + 220/13*z + 1
*
[ -1 ] 
f(z) = -194/15*z^3 + 224/15*z + 1
*
[ -1 ] 
f(z) = -194/17*z^3 + 228/17*z + 1
*
[ -1 ] 
f(z) = -194/19*z^3 + 232/19*z + 1
*
[ -1/3 ] 
f(z) = -193*z^3 + 229/9*z + 1
*
[ -1/2 ] 
f(z) = -193/3*z^3 + 229/12*z + 1
*
[ -1 ] 
f(z) = -193/14*z^3 + 221/14*z + 1
*
[ -1 ] 
f(z) = -193/15*z^3 + 223/15*z + 1
*
[ -1 ] 
f(z) = -193/16*z^3 + 225/16*z + 1
*
[ -1 ] 
f(z) = -193/17*z^3 + 227/17*z + 1
*
[ -1 ] 
f(z) = -193/18*z^3 + 229/18*z + 1
*
[ -1 ] 
f(z) = -193/19*z^3 + 231/19*z + 1
*
[ -1 ] 
f(z) = -192/17*z^3 + 226/17*z + 1
*
[ -1 ] 
f(z) = -192/19*z^3 + 230/19*z + 1
*
[ -1/3 ] 
f(z) = -191*z^3 + 227/9*z + 1
*
[ -1/2 ] 
f(z) = -191/3*z^3 + 227/12*z + 1
*
[ -1/2 ] 
f(z) = -191/4*z^3 + 239/16*z + 1
*
[ -1 ] 
f(z) = -191/15*z^3 + 221/15*z + 1
*
[ -1 ] 
f(z) = -191/16*z^3 + 223/16*z + 1
*
[ -1 ] 
f(z) = -191/17*z^3 + 225/17*z + 1
*
[ -1 ] 
f(z) = -191/18*z^3 + 227/18*z + 1
*
[ -1 ] 
f(z) = -191/19*z^3 + 229/19*z + 1
*
[ -1/6 ] 
f(z) = -190*z^3 + 221/18*z + 1
*
[ -1/3 ] 
f(z) = -190*z^3 + 226/9*z + 1
*
[ -1 ] 
f(z) = -190/17*z^3 + 224/17*z + 1
*
[ -1/12 ] 
f(z) = -189*z^3 + 229/16*z + 1
*
[ -1/18 ] 
f(z) = -189*z^3 + 235/12*z + 1
*
[ -1/2 ] 
f(z) = -189/4*z^3 + 237/16*z + 1
*
[ -1 ] 
f(z) = -189/16*z^3 + 221/16*z + 1
*
[ -1 ] 
f(z) = -189/17*z^3 + 223/17*z + 1
*
[ -1 ] 
f(z) = -189/19*z^3 + 227/19*z + 1
*
[ -1/3 ] 
f(z) = -188*z^3 + 224/9*z + 1
*
[ -1 ] 
f(z) = -188/17*z^3 + 222/17*z + 1
*
[ -1 ] 
f(z) = -188/19*z^3 + 226/19*z + 1
*
[ -1/3 ] 
f(z) = -187*z^3 + 223/9*z + 1
*
[ -1/2 ] 
f(z) = -187/3*z^3 + 223/12*z + 1
*
[ -1/2 ] 
f(z) = -187/4*z^3 + 235/16*z + 1
*
[ -1 ] 
f(z) = -187/18*z^3 + 223/18*z + 1
*
[ -1 ] 
f(z) = -187/19*z^3 + 225/19*z + 1
*
[ -1 ] 
f(z) = -186/17*z^3 + 220/17*z + 1
*
[ -1 ] 
f(z) = -186/19*z^3 + 224/19*z + 1
*
[ -1/3 ] 
f(z) = -185*z^3 + 221/9*z + 1
*
[ -1/2 ] 
f(z) = -185/3*z^3 + 221/12*z + 1
*
[ -1/2 ] 
f(z) = -185/4*z^3 + 233/16*z + 1
*
[ -1 ] 
f(z) = -185/18*z^3 + 221/18*z + 1
*
[ -1 ] 
f(z) = -185/19*z^3 + 223/19*z + 1
*
[ -1/3 ] 
f(z) = -184*z^3 + 220/9*z + 1
*
[ -3/4 ] 
f(z) = -184/3*z^3 + 221/6*z + 1
*
[ -1 ] 
f(z) = -184/19*z^3 + 222/19*z + 1
*
[ -1/2 ] 
f(z) = -183/4*z^3 + 231/16*z + 1
*
[ -1 ] 
f(z) = -183/19*z^3 + 221/19*z + 1
*
[ -1/14 ] 
f(z) = -182*z^3 + 223/14*z + 1
*
[ -1 ] 
f(z) = -182/19*z^3 + 220/19*z + 1
*
[ -1/2 ] 
f(z) = -181/4*z^3 + 229/16*z + 1
*
[ -1/6 ] 
f(z) = -200/3*z^3 + 239/27*z + 1
*
[ -3/10 ] 
f(z) = -200/13*z^3 + 223/39*z + 1
*
[ -13/20 ] 
f(z) = -200/13*z^3 + 235/26*z + 1
*
[ -1/6 ] 
f(z) = -196/3*z^3 + 238/27*z + 1
*
-3/28 | 0.16394468120620506273310798688637170457 | 0.024600032906981603320680396552727800810
f(z) = -196/5*z^3 + 229/20*z + 1
*
[ -3/7 ] 
f(z) = -196/13*z^3 + 238/39*z + 1
*
[ -1/6 ] 
f(z) = -195/2*z^3 + 233/24*z + 1
*
[ -2/13 ] 
f(z) = -195/4*z^3 + 225/26*z + 1
*
-7/16 | 0.14356314166638323341679852839384348917 | 0.021608622101645949452104924146892151551
f(z) = -192/7*z^3 + 223/28*z + 1
*
-7/12 | 0.11993129947536429344728165346771635232 | 0.018868670242478830374061890029076020089
f(z) = -192/7*z^3 + 235/21*z + 1
*
[ -7/16 ] 
f(z) = -192/7*z^3 + 239/28*z + 1
*
-5/24 | 0.14237957492609480725119718037025028003 | 0.022400434751368975545537763205142528383
f(z) = -192/11*z^3 + 223/33*z + 1
*
[ -11/24 ] 
f(z) = -192/11*z^3 + 226/33*z + 1
*
[ -1/3 ] 
f(z) = -192/13*z^3 + 220/39*z + 1
*
[ -3/8 ] 
f(z) = -192/13*z^3 + 224/39*z + 1
*
[ -4/21 ] 
f(z) = -189/4*z^3 + 223/28*z + 1
*
[ -2/9 ] 
f(z) = -189/5*z^3 + 221/30*z + 1
*
[ -2/15 ] 
f(z) = -189/8*z^3 + 223/25*z + 1
*
-10/63 | 0.097051536138112246764024575382443144686 | 0.011712331670015396617764620873901083070
f(z) = -189/8*z^3 + 233/21*z + 1
*
[ -2/3 ] 
f(z) = -189/11*z^3 + 223/22*z + 1
*
[ -2/3 ] 
f(z) = -189/13*z^3 + 233/26*z + 1
*
[ 8/9 ] 
f(z) = -189/16*z^3 + 221/24*z + 1
*
[ -1/6 ] 
f(z) = -188/3*z^3 + 236/27*z + 1
*
[ -1/4 ] 
f(z) = -188/9*z^3 + 227/36*z + 1
*
-2/5 | 0.17876033748376306598059638482698978556 | 0.026173607044957681468582968918896233550
f(z) = -185/6*z^3 + 223/30*z + 1
*
[ -1/6 ] 
f(z) = -184/3*z^3 + 235/27*z + 1
*
[ -1/8 ] 
f(z) = -184/3*z^3 + 239/24*z + 1
*
[ -1/6 ] 
f(z) = -183/2*z^3 + 229/24*z + 1
*
[ 2/3 ] 
f(z) = -183/10*z^3 + 229/30*z + 1
*
-3/13 | 0.23060185987644228803594292326650362865 | 0.027251128205631658211845573430454533383
f(z) = -182/3*z^3 + 227/26*z + 1
*
-7/40 | 0.19656269145530733269952656408335770446 | 0.026642601622031237788064137573202879298
f(z) = -200/7*z^3 + 233/56*z + 1
*
[ 4/7 ] 
f(z) = -196/11*z^3 + 223/44*z + 1
*
-1/5 | 0.20186080226952422528573362235331756240 | 0.029329841806794871678975799391522395767
f(z) = -195/8*z^3 + 239/40*z + 1
*
[ -1/3 ] 
f(z) = -195/14*z^3 + 233/42*z + 1
*
[ 2/3 ] 
f(z) = -195/14*z^3 + 239/42*z + 1
*
[ -4/11 ] 
f(z) = -187/16*z^3 + 233/44*z + 1
*
-1/5 | 0.17836765651599913641254488722760503146 | 0.026116111755516194850342201567356205839
f(z) = -185/8*z^3 + 237/40*z + 1
*
[ 2/3 ] 
f(z) = -183/14*z^3 + 223/42*z + 1
*
[ -1/3 ] 
f(z) = -183/14*z^3 + 229/42*z + 1
*
-3/28 | 0.15529940497319429958048229187516543875 | 0.023302802168800379965716462539594915215
f(z) = -196/15*z^3 + 229/60*z + 1
*
2/3 | 0.099086548816698427076203445380003434237 | 0.012415227545310486645727514150372444067
f(z) = -195/16*z^3 + 223/60*z + 1
*
10/21 | 0.20759367000288561990919004945244080823 | 0.028881966023548848515757926912570180758
f(z) = -189/11*z^3 + 223/77*z + 1
*
-10/63 | 0.15963594953122939098885554005181082767 | 0.019265116882919286583351813758028972217
f(z) = -189/16*z^3 + 235/84*z + 1
*
[ 11/10 ] 
f(z) = -200/11*z^3 + 243/11*z + 1
*
[ -1/2 ] 
f(z) = -199/4*z^3 + 247/16*z + 1
*
[ -1/2 ] 
f(z) = -197/4*z^3 + 245/16*z + 1
*
-4/21 | 0.21977916977334748574783460477393682392 | 0.026905739760127584838743486893263485127
f(z) = -196*z^3 + 245/18*z + 1
*
[ 4/7 ] 
f(z) = -196*z^3 + 253/4*z + 1
*
[ 4/7 ] 
f(z) = -196/3*z^3 + 247/12*z + 1
*
[ -15/14 ] 
f(z) = -196/15*z^3 + 254/15*z + 1
*
[ -1/14 ] 
f(z) = -196/17*z^3 + 256/17*z + 1
*
[ -1/15 ] 
f(z) = -195*z^3 + 253/15*z + 1
*
[ 2/3 ] 
f(z) = -195/2*z^3 + 257/6*z + 1
*
[ -1/2 ] 
f(z) = -195/4*z^3 + 243/16*z + 1
*
-4/3 | 0.18847728053839177571772867404112170303 | 0.027176238386326729664954664642681999578
f(z) = -195/16*z^3 + 257/12*z + 1
*
[ -1/2 ] 
f(z) = -193/4*z^3 + 241/16*z + 1
*
17/48 | 0.091574778747867970827058633642484029562 | 0.011827696171012242877085899879499981281
f(z) = -192*z^3 + 253/12*z + 1
*
[ -1/3 ] 
f(z) = -187/2*z^3 + 259/18*z + 1
*
[ -1/3 ] 
f(z) = -185/2*z^3 + 257/18*z + 1
*
[ -1/12 ] 
f(z) = -184*z^3 + 257/18*z + 1
*
[ 2/3 ] 
f(z) = -183/2*z^3 + 241/6*z + 1
*
[ -2/3 ] 
f(z) = -183/2*z^3 + 259/6*z + 1
*
0 | 0.18643669351386250392939995450371708169 | 0.029555133808160438936755522596463411616
f(z) = -183/10*z^3 + 257/15*z + 1
*
-4/3 | 0.18510264259629897247582209045466067207 | 0.026939336803964065993675860488116980457
f(z) = -183/16*z^3 + 241/12*z + 1
*
[ 4/3 ] 
f(z) = -183/16*z^3 + 247/12*z + 1
*
[ -1/3 ] 
f(z) = -181/2*z^3 + 253/18*z + 1
*
-3/40 | 0.17014718797685311954635898424526274828 | 0.020073116670393154684357534577247868626
f(z) = -200*z^3 + 259/24*z + 1
*
[ -1/8 ] 
f(z) = -200/3*z^3 + 241/24*z + 1
*
[ -1/2 ] 
f(z) = -199/5*z^3 + 259/20*z + 1
*
[ -2/3 ] 
f(z) = -198/13*z^3 + 241/26*z + 1
*
[ -1/6 ] 
f(z) = -198/17*z^3 + 249/34*z + 1
*
[ -1/2 ] 
f(z) = -197/5*z^3 + 257/20*z + 1
*
-5/28 | 0.21125378081140194632269498303910242525 | 0.025532715619178839429996312258559341122
f(z) = -196*z^3 + 249/20*z + 1
*
[ -5/28 ] 
f(z) = -196*z^3 + 257/20*z + 1
*
[ -3/14 ] 
f(z) = -196/13*z^3 + 248/39*z + 1
*
[ -1/10 ] 
f(z) = -195*z^3 + 259/20*z + 1
*
[ -2/13 ] 
f(z) = -195/2*z^3 + 255/26*z + 1
*
[ -1/5 ] 
f(z) = -195/7*z^3 + 249/35*z + 1
*
[ -1/2 ] 
f(z) = -193/5*z^3 + 253/20*z + 1
*
[ -7/12 ] 
f(z) = -192/7*z^3 + 253/21*z + 1
*
[ -1/6 ] 
f(z) = -192/11*z^3 + 247/33*z + 1
*
[ -1/2 ] 
f(z) = -191/5*z^3 + 251/20*z + 1
*
[ 2/5 ] 
f(z) = -190/3*z^3 + 259/30*z + 1
*
[ -1/5 ] 
f(z) = -190/7*z^3 + 248/35*z + 1
*
-10/63 | 0.099089947617710644663281633744372670539 | 0.011958330365956157685592848370462754630
f(z) = -189*z^3 + 247/21*z + 1
*
-1/7 | 0.19582000785641932048634409458153370756 | 0.023631865819986132958467296446806092579
f(z) = -189*z^3 + 256/21*z + 1
*
-1/6 | 0.12443262910508778033797011207374139475 | 0.016104336301650631017889965435889652187
f(z) = -189/2*z^3 + 247/24*z + 1
*
-5/21 | 0.20614718425338771544496768090933363358 | 0.028680720232817535038127937461425086450
f(z) = -189/4*z^3 + 243/28*z + 1
*
[ -1/7 ] 
f(z) = -189/4*z^3 + 251/28*z + 1
*
[ -1/2 ] 
f(z) = -189/5*z^3 + 249/20*z + 1
*
[ -5/21 ] 
f(z) = -189/5*z^3 + 257/35*z + 1
*
[ -1/6 ] 
f(z) = -189/8*z^3 + 245/32*z + 1
*
[ -1/9 ] 
f(z) = -189/8*z^3 + 247/24*z + 1
*
[ -5/9 ] 
f(z) = -189/10*z^3 + 259/30*z + 1
*
-8/9 | 0.17808436346060608707983184788593471174 | 0.028087424533796236455200069927763447109
f(z) = -189/16*z^3 + 251/24*z + 1
*
[ -2/3 ] 
f(z) = -189/17*z^3 + 253/34*z + 1
*
[ -1/2 ] 
f(z) = -187/5*z^3 + 247/20*z + 1
*
[ -1/2 ] 
f(z) = -187/6*z^3 + 259/24*z + 1
*
-1/12 | 0.24289622467892266770688160407122646943 | 0.028903140259165215810939715065610369358
f(z) = -186*z^3 + 247/24*z + 1
*
[ -1/6 ] 
f(z) = -186/5*z^3 + 241/30*z + 1
*
3/10 | 0.20963681693508777472838571290492580460 | 0.025515405192646947268064446368503192939
f(z) = -185*z^3 + 253/20*z + 1
*
[ -1/10 ] 
f(z) = -185*z^3 + 257/20*z + 1
*
[ 2/5 ] 
f(z) = -185/3*z^3 + 251/30*z + 1
*
[ -2/5 ] 
f(z) = -185/6*z^3 + 253/30*z + 1
*
[ -1/2 ] 
f(z) = -185/6*z^3 + 257/24*z + 1
*
[ -1/5 ] 
f(z) = -185/7*z^3 + 247/35*z + 1
*
[ -1/2 ] 
f(z) = -183/5*z^3 + 243/20*z + 1
*
[ -3/13 ] 
f(z) = -182/9*z^3 + 250/39*z + 1
*
[ -1/2 ] 
f(z) = -181/5*z^3 + 241/20*z + 1
*
[ -1/2 ] 
f(z) = -181/6*z^3 + 253/24*z + 1
*
[ -1/3 ] 
f(z) = -195/16*z^3 + 257/48*z + 1
*
-1/3 | 0.20460101384130688987997970008390477765 | 0.028465605574900874154903949464049812591
f(z) = -189/8*z^3 + 243/56*z + 1
*
[ -1/3 ] 
f(z) = -183/16*z^3 + 253/48*z + 1
*
-1/7 | 0.19071052150977405671131044665148317396 | 0.024315818550491632002614936981927448225
f(z) = -182/3*z^3 + 241/42*z + 1
*
[ 17/28 ] 
f(z) = -196/17*z^3 + 245/68*z + 1
*
-5/21 | 0.18708687667276588317034391487103513598 | 0.026028909337358833449693860694418511655
f(z) = -189/10*z^3 + 243/70*z + 1
*
[ 6/11 ] 
f(z) = -187/12*z^3 + 251/66*z + 1
*
[ -11/10 ] 
f(z) = -200/11*z^3 + 263/11*z + 1
*
[ -1/4 ] 
f(z) = -199*z^3 + 279/16*z + 1
*
[ -1/3 ] 
f(z) = -199/2*z^3 + 271/18*z + 1
*
[ -2/9 ] 
f(z) = -198*z^3 + 275/18*z + 1
*
[ 5/6 ] 
f(z) = -198/5*z^3 + 273/10*z + 1
*
[ -1/4 ] 
f(z) = -197*z^3 + 277/16*z + 1
*
[ -1/3 ] 
f(z) = -197/2*z^3 + 269/18*z + 1
*
[ -4/7 ] 
f(z) = -196*z^3 + 267/4*z + 1
*
[ -9/14 ] 
f(z) = -196/3*z^3 + 266/9*z + 1
*
[ -1/4 ] 
f(z) = -195*z^3 + 275/16*z + 1
*
[ -2/3 ] 
f(z) = -195/2*z^3 + 275/6*z + 1
*
[ 4/3 ] 
f(z) = -195/16*z^3 + 263/12*z + 1
*
[ -1/4 ] 
f(z) = -193*z^3 + 273/16*z + 1
*
[ -1/3 ] 
f(z) = -193/2*z^3 + 265/18*z + 1
*
[ -1/4 ] 
f(z) = -191*z^3 + 271/16*z + 1
*
[ -1/3 ] 
f(z) = -191/2*z^3 + 263/18*z + 1
*
[ -1/4 ] 
f(z) = -189*z^3 + 269/16*z + 1
*
[ -2/7 ] 
f(z) = -189*z^3 + 279/14*z + 1
*
[ -4/9 ] 
f(z) = -189/2*z^3 + 263/12*z + 1
*
[ -1/4 ] 
f(z) = -187*z^3 + 267/16*z + 1
*
[ -1/4 ] 
f(z) = -185*z^3 + 265/16*z + 1
*
[ -1/4 ] 
f(z) = -183*z^3 + 263/16*z + 1
*
[ -4/3 ] 
f(z) = -183/16*z^3 + 265/12*z + 1
*
[ -2/7 ] 
f(z) = -182*z^3 + 271/14*z + 1
*
[ 3/2 ] 
f(z) = -182/9*z^3 + 275/6*z + 1
*
[ -1/4 ] 
f(z) = -181*z^3 + 261/16*z + 1
*
-1/4 | 0.21383637178607653374972482394645316222 | 0.028133024061850563688565102392663969279
f(z) = -200/3*z^3 + 263/30*z + 1
*
-1/4 | 0.17882762218885549712747222589072102665 | 0.023527156563410102897477016859385259993
f(z) = -200/3*z^3 + 269/30*z + 1
*
[ -3/5 ] 
f(z) = -200/7*z^3 + 272/21*z + 1
*
[ -1/2 ] 
f(z) = -199/6*z^3 + 271/24*z + 1
*
-7/66 | 0.22197959626370649270700111603630063500 | 0.026491394868057888482121778087528287109
f(z) = -198*z^3 + 269/22*z + 1
*
-1/6 | 0.23702740742562790959714609432279971266 | 0.028287224368156885582735567560975396521
f(z) = -198*z^3 + 279/22*z + 1
*
[ -2/3 ] 
f(z) = -198/17*z^3 + 261/34*z + 1
*
[ -2/3 ] 
f(z) = -198/19*z^3 + 271/38*z + 1
*
[ -1/6 ] 
f(z) = -198/19*z^3 + 277/38*z + 1
*
[ -1/2 ] 
f(z) = -197/6*z^3 + 269/24*z + 1
*
19/70 | 0.21794150642913576581833531279248738302 | 0.025649258621272068128600353504237267935
f(z) = -196*z^3 + 261/25*z + 1
*
-1/7 | 0.11748840807789583223604112241086889268 | 0.019675641636578880325685623298611686125
f(z) = -196/15*z^3 + 263/30*z + 1
*
[ -1/2 ] 
f(z) = -195/7*z^3 + 279/28*z + 1
*
-10/39 | 0.26078518330094205925990197409903282116 | 0.029181827028049701026169351080677479760
f(z) = -195/8*z^3 + 277/39*z + 1
*
0 | 0.18515133477558411164921063397725610768 | 0.029058790650598563108801711690545363390
f(z) = -195/14*z^3 + 268/21*z + 1
*
[ -1/2 ] 
f(z) = -193/6*z^3 + 265/24*z + 1
*
[ -1/2 ] 
f(z) = -193/7*z^3 + 277/28*z + 1
*
7/24 | 0.22514127191968223286294556142502346008 | 0.027118861592327670806114879440541867244
f(z) = -192*z^3 + 262/21*z + 1
*
[ -1/12 ] 
f(z) = -192/7*z^3 + 277/21*z + 1
*
[ -1/2 ] 
f(z) = -191/6*z^3 + 263/24*z + 1
*
[ -1/2 ] 
f(z) = -191/7*z^3 + 275/28*z + 1
*
[ 3/4 ] 
f(z) = -190/9*z^3 + 277/24*z + 1
*
-2/21 | 0.21068600102872117614045026309290604580 | 0.025425917203061648728410972779810397787
f(z) = -189/2*z^3 + 263/21*z + 1
*
[ -4/21 ] 
f(z) = -189/2*z^3 + 271/28*z + 1
*
-2/3 | 0.24835515659207595619080982319086238277 | 0.029971890005177447719898072947051524895
f(z) = -189/8*z^3 + 275/21*z + 1
*
-1/9 | 0.16413467757078845772358977786992864912 | 0.025887283308106385038360907804814165200
f(z) = -189/10*z^3 + 277/30*z + 1
*
-5/9 | 0.13248785442507194495261603570611257538 | 0.020895953695743553570275150915440022622
f(z) = -189/11*z^3 + 274/33*z + 1
*
-2/3 | 0.14349787496286325962649159391123061492 | 0.022632451583381889946178848575542465857
f(z) = -189/13*z^3 + 265/39*z + 1
*
[ -8/9 ] 
f(z) = -189/16*z^3 + 275/24*z + 1
*
[ -2/3 ] 
f(z) = -189/19*z^3 + 263/38*z + 1
*
[ -2/11 ] 
f(z) = -187*z^3 + 279/22*z + 1
*
[ -1/2 ] 
f(z) = -187/7*z^3 + 271/28*z + 1
*
[ -2/3 ] 
f(z) = -187/16*z^3 + 277/36*z + 1
*
[ -1/2 ] 
f(z) = -185/7*z^3 + 269/28*z + 1
*
[ -2/3 ] 
f(z) = -185/16*z^3 + 275/36*z + 1
*
[ -3/4 ] 
f(z) = -184/15*z^3 + 277/30*z + 1
*
[ -1/2 ] 
f(z) = -183/7*z^3 + 267/28*z + 1
*
[ -1/2 ] 
f(z) = -183/8*z^3 + 279/32*z + 1
*
[ 3/4 ] 
f(z) = -182/9*z^3 + 265/24*z + 1
*
[ -1/2 ] 
f(z) = -181/7*z^3 + 265/28*z + 1
*
[ -1/2 ] 
f(z) = -181/8*z^3 + 277/32*z + 1
*
[ -2/3 ] 
f(z) = -181/16*z^3 + 271/36*z + 1
*
[ 7/20 ] 
f(z) = -200/3*z^3 + 265/42*z + 1
*
[ -3/10 ] 
f(z) = -200/17*z^3 + 275/51*z + 1
*
[ -1/4 ] 
f(z) = -196/11*z^3 + 269/44*z + 1
*
[ -11/28 ] 
f(z) = -196/11*z^3 + 277/44*z + 1
*
[ -3/7 ] 
f(z) = -196/17*z^3 + 278/51*z + 1
*
[ -1/5 ] 
f(z) = -195/8*z^3 + 279/40*z + 1
*
[ -1/3 ] 
f(z) = -195/17*z^3 + 269/51*z + 1
*
[ -1/4 ] 
f(z) = -188/11*z^3 + 267/44*z + 1
*
[ -1/3 ] 
f(z) = -186/17*z^3 + 266/51*z + 1
*
[ -1/5 ] 
f(z) = -185/8*z^3 + 277/40*z + 1
*
[ -1/3 ] 
f(z) = -183/17*z^3 + 265/51*z + 1
*
[ -3/14 ] 
f(z) = -182/9*z^3 + 277/42*z + 1
*
5/7 | 0.19743363668534034954965281811590731797 | 0.029625077945014768877987291297028445058
f(z) = -196/15*z^3 + 271/60*z + 1
*
4/7 | 0.13507840159461976424682710640668613409 | 0.016301473463339005694127087837808547657
f(z) = -189/16*z^3 + 275/84*z + 1
*
[ -1/30 ] 
f(z) = -200*z^3 + 281/9*z + 1
*
-1/20 | 0.17258890849305219693780651204193462090 | 0.028805796502018705811117395842418339147
f(z) = -200/7*z^3 + 281/14*z + 1
*
[ -1/20 ] 
f(z) = -200/7*z^3 + 295/14*z + 1
*
[ -5/6 ] 
f(z) = -198/5*z^3 + 297/10*z + 1
*
[ 6/7 ] 
f(z) = -196/3*z^3 + 287/6*z + 1
*
[ -4/7 ] 
f(z) = -196/3*z^3 + 289/12*z + 1
*
[ 17/14 ] 
f(z) = -196/17*z^3 + 292/17*z + 1
*
[ -1/14 ] 
f(z) = -196/19*z^3 + 286/19*z + 1
*
[ 2/5 ] 
f(z) = -195*z^3 + 297/10*z + 1
*
[ -4/3 ] 
f(z) = -195/16*z^3 + 281/12*z + 1
*
[ 3/2 ] 
f(z) = -194/9*z^3 + 293/6*z + 1
*
[ 2/5 ] 
f(z) = -190*z^3 + 289/10*z + 1
*
[ 3/2 ] 
f(z) = -190/9*z^3 + 287/6*z + 1
*
[ -3/2 ] 
f(z) = -190/9*z^3 + 295/6*z + 1
*
[ 2/5 ] 
f(z) = -185*z^3 + 281/10*z + 1
*
[ -3/2 ] 
f(z) = -182/9*z^3 + 283/6*z + 1
*
-1/8 | 0.077461578939283741080280959468279951540 | 0.010499337251708853176116746579201611960
f(z) = -200/3*z^3 + 289/24*z + 1
*
[ 17/20 ] 
f(z) = -200/17*z^3 + 283/34*z + 1
*
[ -1/2 ] 
f(z) = -199/7*z^3 + 283/28*z + 1
*
[ -1/2 ] 
f(z) = -199/8*z^3 + 295/32*z + 1
*
[ -2/3 ] 
f(z) = -199/16*z^3 + 289/36*z + 1
*
[ -2/11 ] 
f(z) = -198*z^3 + 287/22*z + 1
*
[ -1/2 ] 
f(z) = -197/7*z^3 + 281/28*z + 1
*
[ -1/2 ] 
f(z) = -197/8*z^3 + 293/32*z + 1
*
[ -2/3 ] 
f(z) = -197/16*z^3 + 287/36*z + 1
*
[ 6/7 ] 
f(z) = -196/15*z^3 + 283/30*z + 1
*
[ -2/15 ] 
f(z) = -195/4*z^3 + 281/30*z + 1
*
[ -1/2 ] 
f(z) = -195/8*z^3 + 291/32*z + 1
*
[ 3/4 ] 
f(z) = -194/9*z^3 + 283/24*z + 1
*
[ -1/2 ] 
f(z) = -193/8*z^3 + 289/32*z + 1
*
[ -2/3 ] 
f(z) = -193/16*z^3 + 283/36*z + 1
*
[ 7/24 ] 
f(z) = -192*z^3 + 292/21*z + 1
*
-1/6 | 0.098228970431801443439313026673430864219 | 0.013934660136971553711829818472970527545
f(z) = -192/5*z^3 + 287/30*z + 1
*
[ -13/24 ] 
f(z) = -192/13*z^3 + 280/39*z + 1
*
[ -1/6 ] 
f(z) = -192/13*z^3 + 289/39*z + 1
*
[ -1/3 ] 
f(z) = -191/3*z^3 + 299/27*z + 1
*
[ -1/2 ] 
f(z) = -191/8*z^3 + 287/32*z + 1
*
[ -1/2 ] 
f(z) = -191/9*z^3 + 299/36*z + 1
*
[ -2/3 ] 
f(z) = -191/16*z^3 + 281/36*z + 1
*
[ -1/3 ] 
f(z) = -190/3*z^3 + 298/27*z + 1
*
-13/63 | 0.13872867193243934516715796390679981222 | 0.016741993815545701552994294168535287787
f(z) = -189*z^3 + 295/21*z + 1
*
-4/9 | 0.19713916213350202941463931648254860289 | 0.028028574733512434748154387098454684658
f(z) = -189/5*z^3 + 299/30*z + 1
*
[ -1/2 ] 
f(z) = -189/8*z^3 + 285/32*z + 1
*
[ -4/7 ] 
f(z) = -189/8*z^3 + 293/28*z + 1
*
[ -10/21 ] 
f(z) = -189/8*z^3 + 296/35*z + 1
*
-4/21 | 0.18462823393133660728585428524055667060 | 0.025686844783458811957295883918744063097
f(z) = -189/16*z^3 + 285/28*z + 1
*
-2/21 | 0.20108227283697437732325010467622762169 | 0.027976052313804872939652916253088381546
f(z) = -189/16*z^3 + 297/28*z + 1
*
[ -1/3 ] 
f(z) = -188/3*z^3 + 296/27*z + 1
*
[ -1/11 ] 
f(z) = -187/2*z^3 + 281/22*z + 1
*
[ -1/3 ] 
f(z) = -187/3*z^3 + 295/27*z + 1
*
[ -1/2 ] 
f(z) = -187/8*z^3 + 283/32*z + 1
*
[ -1/2 ] 
f(z) = -187/9*z^3 + 295/36*z + 1
*
[ -1/3 ] 
f(z) = -185/3*z^3 + 293/27*z + 1
*
3/5 | 0.18510580622104675949362093644819254936 | 0.027102693483166116373632970553343730489
f(z) = -185/6*z^3 + 283/30*z + 1
*
[ -1/2 ] 
f(z) = -185/8*z^3 + 281/32*z + 1
*
[ 4/5 ] 
f(z) = -185/8*z^3 + 291/20*z + 1
*
[ -1/2 ] 
f(z) = -185/9*z^3 + 293/36*z + 1
*
-1/8 | 0.16494348289205520547700344635115774972 | 0.022612414483706054994044134827370081153
f(z) = -184/3*z^3 + 287/24*z + 1
*
[ -1/3 ] 
f(z) = -184/3*z^3 + 292/27*z + 1
*
[ -3/8 ] 
f(z) = -184/3*z^3 + 295/24*z + 1
*
0 | 0.16953636681533181417960180731766375576 | 0.028695664666460413339625640786452421079
f(z) = -184/15*z^3 + 293/30*z + 1
*
-2/3 | 0.13909850510267506898562955623606900289 | 0.022050782243244247428071620798675300582
f(z) = -183/10*z^3 + 289/30*z + 1
*
[ -1/3 ] 
f(z) = -182/3*z^3 + 290/27*z + 1
*
[ -1/3 ] 
f(z) = -181/3*z^3 + 289/27*z + 1
*
[ -1/2 ] 
f(z) = -181/9*z^3 + 289/36*z + 1
*
[ -1/4 ] 
f(z) = -198/5*z^3 + 299/40*z + 1
*
[ -5/14 ] 
f(z) = -196/9*z^3 + 296/45*z + 1
*
[ -3/7 ] 
f(z) = -196/19*z^3 + 298/57*z + 1
*
[ -4/13 ] 
f(z) = -195/16*z^3 + 281/52*z + 1
*
[ -1/3 ] 
f(z) = -195/19*z^3 + 293/57*z + 1
*
[ -1/4 ] 
f(z) = -194/5*z^3 + 297/40*z + 1
*
7/12 | 0.19519449302344022686639463966650750706 | 0.027690088870253696378789331895103045878
f(z) = -192/7*z^3 + 299/42*z + 1
*
[ -3/8 ] 
f(z) = -192/19*z^3 + 290/57*z + 1
*
[ -1/3 ] 
f(z) = -192/19*z^3 + 292/57*z + 1
*
-1/9 | 0.21961143486396162746443830538753317425 | 0.026503052563684360942626753566355539547
f(z) = -189/2*z^3 + 295/42*z + 1
*
[ 8/21 ] 
f(z) = -189/4*z^3 + 293/56*z + 1
*
[ -8/21 ] 
f(z) = -189/16*z^3 + 299/56*z + 1
*
[ 2/5 ] 
f(z) = -187/4*z^3 + 299/50*z + 1
*
[ -1/4 ] 
f(z) = -186/5*z^3 + 293/40*z + 1
*
-1/6 | 0.18146875404831775664871337089794022689 | 0.025859436436810659872214289315260455042
f(z) = -186/7*z^3 + 283/42*z + 1
*
[ -1/3 ] 
f(z) = -186/19*z^3 + 290/57*z + 1
*
[ 2/5 ] 
f(z) = -183/4*z^3 + 291/50*z + 1
*
[ -1/3 ] 
f(z) = -183/19*z^3 + 289/57*z + 1
*
[ -1/4 ] 
f(z) = -182/5*z^3 + 291/40*z + 1
*
[ 2/5 ] 
f(z) = -181/4*z^3 + 287/50*z + 1
*
-1/4 | 0.13652057252765910254603270019120508291 | 0.020485023069679626251154316028572540595
f(z) = -196/15*z^3 + 289/60*z + 1
*
-7/48 | 0.19178045581616684530522914208482513790 | 0.024770149531861903647590224081758556591
f(z) = -192/5*z^3 + 289/60*z + 1
*
-1/6 | 0.21428070301580440844035900097479612684 | 0.027732665693387162163922653893819515753
f(z) = -189/5*z^3 + 283/60*z + 1
*
[ 11/21 ] 
f(z) = -189/11*z^3 + 293/77*z + 1
*
-1/4 | 0.15295560231032688874380400605989273471 | 0.023095529525642241854457589443066841029
f(z) = -188/15*z^3 + 287/60*z + 1
*
[ 3/5 ] 
f(z) = -185/12*z^3 + 293/60*z + 1
*
[ -3/10 ] 
f(z) = -200/27*z^3 + 5*z + 1
*
-3/10 | 0.14563038684324084322014111479369192642 | 0.024306308699353837587399222126177167126
f(z) = -200/27*z^3 + 7/2*z + 1
*
-3/20 | 0.13509036363986527109009183747581568652 | 0.022547135608950902232351957484307153282
f(z) = -200/27*z^3 + 11/6*z + 1
*
[ -3/5 ] 
f(z) = -200/27*z^3 + 16/3*z + 1
*
[ 3/2 ] 
f(z) = -200/27*z^3 + 17*z + 1
*
[ 5/7 ] 
f(z) = -196/25*z^3 + 18/5*z + 1
*
[ -3/14 ] 
f(z) = -196/27*z^3 + 6*z + 1
*
6/7 | 0.084745005604045818256663007858955761132 | 0.016055923577908891964395357546762954762
f(z) = -196/27*z^3 + 11/3*z + 1
*
[ -3/7 ] 
f(z) = -196/27*z^3 + 14/3*z + 1
*
[ -6/7 ] 
f(z) = -196/27*z^3 + 15/2*z + 1
*
[ -3/2 ] 
f(z) = -196/27*z^3 + 18*z + 1
*
[ 5/8 ] 
f(z) = -192/25*z^3 + 12/5*z + 1
*
[ 2/3 ] 
f(z) = -189/32*z^3 + 17/8*z + 1
*
[ 3/2 ] 
f(z) = -188/27*z^3 + 16*z + 1
*
[ 3/5 ] 
f(z) = -185/27*z^3 + 9/5*z + 1
*
[ 3/4 ] 
f(z) = -184/27*z^3 + 7/2*z + 1
*
[ -3/2 ] 
f(z) = -184/27*z^3 + 17*z + 1
*
[ 3/4 ] 
f(z) = -200/27*z^3 + 23/6*z + 1
*
[ -6/5 ] 
f(z) = -200/27*z^3 + 25/2*z + 1
*
[ -5/14 ] 
f(z) = -196/25*z^3 + 24/5*z + 1
*
[ -5/7 ] 
f(z) = -196/25*z^3 + 32/5*z + 1
*
[ 9/14 ] 
f(z) = -196/27*z^3 + 22/9*z + 1
*
-6/7 | 0.18388840492659378433772091862035218475 | 0.027592604890407089545755447459266463348
f(z) = -196/27*z^3 + 27/4*z + 1
*
[ 6/7 ] 
f(z) = -196/27*z^3 + 31/6*z + 1
*
15/14 | 0.20535911506080616216093208166130608367 | 0.029815977870811948013525078102726898124
f(z) = -196/27*z^3 + 33/5*z + 1
*
[ 3/2 ] 
f(z) = -194/27*z^3 + 33/2*z + 1
*
[ -5/8 ] 
f(z) = -192/25*z^3 + 28/5*z + 1
*
[ -3/5 ] 
f(z) = -190/27*z^3 + 26/5*z + 1
*
[ 3/5 ] 
f(z) = -190/27*z^3 + 28/15*z + 1
*
[ 3/4 ] 
f(z) = -190/27*z^3 + 29/8*z + 1
*
[ -3/2 ] 
f(z) = -190/27*z^3 + 35/2*z + 1
*
[ 2/3 ] 
f(z) = -189/20*z^3 + 37/10*z + 1
*
-3/4 | 0.18968170606813596097253020875375515011 | 0.028640987167523023058472632990348811283
f(z) = -188/27*z^3 + 21/4*z + 1
*
[ -3/4 ] 
f(z) = -188/27*z^3 + 25/4*z + 1
*
[ -3/4 ] 
f(z) = -184/27*z^3 + 37/6*z + 1
*
[ -3/8 ] 
f(z) = -184/27*z^3 + 37/8*z + 1
*
[ 3/2 ] 
f(z) = -182/27*z^3 + 31/2*z + 1
*
[ -3/7 ] 
f(z) = -182/27*z^3 + 32/7*z + 1
*
-5/28 | 0.11879347157963167438039325833204459857 | 0.017825057138132502328059201379297552881
f(z) = -196/25*z^3 + 37/20*z + 1
*
[ -3/20 ] 
f(z) = -200/27*z^3 + 47/6*z + 1
*
[ 9/10 ] 
f(z) = -200/27*z^3 + 53/9*z + 1
*
[ -3/2 ] 
f(z) = -200/27*z^3 + 55/3*z + 1
*
-3/4 | 0.20113724564992562336842078311722214899 | 0.026462284803749891869528123339139456734
f(z) = -200/27*z^3 + 59/10*z + 1
*
[ 5/6 ] 
f(z) = -198/25*z^3 + 53/10*z + 1
*
[ 15/14 ] 
f(z) = -196/27*z^3 + 42/5*z + 1
*
[ 3/2 ] 
f(z) = -196/27*z^3 + 50/3*z + 1
*
[ -9/14 ] 
f(z) = -196/27*z^3 + 50/9*z + 1
*
[ -3/4 ] 
f(z) = -194/27*z^3 + 51/8*z + 1
*
[ 3/4 ] 
f(z) = -193/27*z^3 + 59/16*z + 1
*
-3/5 | 0.21300792464764996563904655719574150883 | 0.028214430706001975942657794541245400119
f(z) = -190/27*z^3 + 57/10*z + 1
*
[ -2/3 ] 
f(z) = -189/32*z^3 + 41/8*z + 1
*
[ 4/3 ] 
f(z) = -189/32*z^3 + 43/4*z + 1
*
[ -4/3 ] 
f(z) = -189/32*z^3 + 49/4*z + 1
*
[ -4/9 ] 
f(z) = -189/32*z^3 + 53/12*z + 1
*
[ 3/4 ] 
f(z) = -188/27*z^3 + 43/12*z + 1
*
[ -3/2 ] 
f(z) = -188/27*z^3 + 52/3*z + 1
*
[ -3/11 ] 
f(z) = -187/27*z^3 + 57/11*z + 1
*
[ 3/4 ] 
f(z) = -187/27*z^3 + 57/16*z + 1
*
-2/5 | 0.20302954016653486322923908542143730225 | 0.029727038322021580527099574636908062980
f(z) = -185/24*z^3 + 56/15*z + 1
*
[ 3/2 ] 
f(z) = -184/27*z^3 + 47/3*z + 1
*
[ -3/4 ] 
f(z) = -182/27*z^3 + 49/8*z + 1
*
[ 3/4 ] 
f(z) = -181/27*z^3 + 55/16*z + 1
*
[ 3/5 ] 
f(z) = -200/21*z^3 + 58/21*z + 1
*
[ 3/5 ] 
f(z) = -200/33*z^3 + 50/33*z + 1
*
[ 3/5 ] 
f(z) = -197/27*z^3 + 49/25*z + 1
*
-15/28 | 0.18050223795584567457311775392423785011 | 0.021815999186620055763631179032284680709
f(z) = -196/27*z^3 + 51/20*z + 1
*
[ 2/3 ] 
f(z) = -195/32*z^3 + 53/24*z + 1
*
[ 3/5 ] 
f(z) = -194/27*z^3 + 48/25*z + 1
*
[ 5/8 ] 
f(z) = -192/35*z^3 + 54/35*z + 1
*
[ 3/5 ] 
f(z) = -191/27*z^3 + 47/25*z + 1
*
-2/9 | 0.12797186512165273174306314216327030885 | 0.020183692909392836570945896510557499976
f(z) = -189/32*z^3 + 43/24*z + 1
*
[ 3/5 ] 
f(z) = -188/27*z^3 + 46/25*z + 1
*
[ 2/3 ] 
f(z) = -183/32*z^3 + 49/24*z + 1
*
[ 3/5 ] 
f(z) = -182/27*z^3 + 44/25*z + 1
*
[ 6/5 ] 
f(z) = -200/27*z^3 + 65/6*z + 1
*
[ -3 ] 
f(z) = -200/27*z^3 + 68*z + 1
*
[ -9/10 ] 
f(z) = -200/27*z^3 + 73/9*z + 1
*
9/10 | 0.10902933838182631873118544697061481950 | 0.018197443634120083964106979794083338425
f(z) = -200/27*z^3 + 79/18*z + 1
*
[ 3/4 ] 
f(z) = -199/27*z^3 + 61/16*z + 1
*
[ 3 ] 
f(z) = -199/27*z^3 + 67*z + 1
*
[ -3/2 ] 
f(z) = -199/27*z^3 + 73/4*z + 1
*
[ -5/6 ] 
f(z) = -198/25*z^3 + 77/10*z + 1
*
[ -3 ] 
f(z) = -197/27*z^3 + 67*z + 1
*
[ 3/2 ] 
f(z) = -197/27*z^3 + 67/4*z + 1
*
[ 3 ] 
f(z) = -196/27*z^3 + 66*z + 1
*
[ -3/8 ] 
f(z) = -196/27*z^3 + 75/16*z + 1
*
[ -3/4 ] 
f(z) = -196/27*z^3 + 77/12*z + 1
*
[ -3 ] 
f(z) = -194/27*z^3 + 66*z + 1
*
[ 3 ] 
f(z) = -193/27*z^3 + 65*z + 1
*
[ -3/2 ] 
f(z) = -193/27*z^3 + 71/4*z + 1
*
[ 5/4 ] 
f(z) = -192/25*z^3 + 61/5*z + 1
*
[ -5/4 ] 
f(z) = -192/25*z^3 + 69/5*z + 1
*
[ -5/12 ] 
f(z) = -192/25*z^3 + 71/15*z + 1
*
[ 5/6 ] 
f(z) = -192/25*z^3 + 77/15*z + 1
*
[ -3 ] 
f(z) = -191/27*z^3 + 65*z + 1
*
[ 3/2 ] 
f(z) = -191/27*z^3 + 65/4*z + 1
*
[ 3 ] 
f(z) = -190/27*z^3 + 64*z + 1
*
[ -2/3 ] 
f(z) = -189/20*z^3 + 67/10*z + 1
*
[ -5/9 ] 
f(z) = -189/25*z^3 + 77/15*z + 1
*
[ -3 ] 
f(z) = -188/27*z^3 + 64*z + 1
*
[ 3 ] 
f(z) = -187/27*z^3 + 63*z + 1
*
[ -3/2 ] 
f(z) = -187/27*z^3 + 69/4*z + 1
*
[ -2/5 ] 
f(z) = -185/24*z^3 + 71/15*z + 1
*
[ -3 ] 
f(z) = -185/27*z^3 + 63*z + 1
*
[ 3/2 ] 
f(z) = -185/27*z^3 + 63/4*z + 1
*
[ -3/5 ] 
f(z) = -185/27*z^3 + 77/15*z + 1
*
[ 3 ] 
f(z) = -184/27*z^3 + 62*z + 1
*
[ -3 ] 
f(z) = -182/27*z^3 + 62*z + 1
*
[ 6/7 ] 
f(z) = -182/27*z^3 + 67/14*z + 1
*
[ -3/13 ] 
f(z) = -182/27*z^3 + 74/13*z + 1
*
[ 3 ] 
f(z) = -181/27*z^3 + 61*z + 1
*
[ -3/2 ] 
f(z) = -181/27*z^3 + 67/4*z + 1
*
9/14 | 0.14042681781855275556659797434345202119 | 0.026605488301200569300859430044670611124
f(z) = -196/33*z^3 + 70/33*z + 1
*
-1/14 | 0.15444636045546528590070882960147799362 | 0.029261653152108981249549586711878478989
f(z) = -196/39*z^3 + 79/39*z + 1
*
[ 4/5 ] 
f(z) = -195/32*z^3 + 73/20*z + 1
*
-5/12 | 0.17173846018587097814331063754732039723 | 0.024362640314940789403026478880525222007
f(z) = -192/25*z^3 + 67/30*z + 1
*
[ 2/3 ] 
f(z) = -189/22*z^3 + 73/22*z + 1
*
[ 2/3 ] 
f(z) = -189/26*z^3 + 71/26*z + 1
*
[ 2/3 ] 
f(z) = -189/34*z^3 + 67/34*z + 1
*
[ 2/3 ] 
f(z) = -189/38*z^3 + 65/38*z + 1
*
[ 2/3 ] 
f(z) = -185/24*z^3 + 79/27*z + 1
*
[ 4/5 ] 
f(z) = -185/32*z^3 + 69/20*z + 1
*
2/3 | 0.18491643279578814085017597546652310991 | 0.029314132382426416300794057407492074333
f(z) = -183/20*z^3 + 77/30*z + 1
*
[ 2/3 ] 
f(z) = -181/24*z^3 + 77/27*z + 1
*
-3/20 | 0.14083032812825585203849973839698793238 | 0.015760054673169816322403096107261465473
f(z) = -190/27*z^3 + 73/40*z + 1
*
51/40 | 0.20044084758562861762154114462866261490 | 0.025981753387141130830162999196238128528
f(z) = -200/27*z^3 + 83/8*z + 1
*
[ -9/20 ] 
f(z) = -200/27*z^3 + 85/18*z + 1
*
21/20 | 0.22547331958092256570624987567158339293 | 0.028406535940644210218320443748348888042
f(z) = -200/27*z^3 + 97/14*z + 1
*
-2 | 0.091464045697097439806390914000925980552 | 0.013724254531467570895321045015489492164
f(z) = -199/24*z^3 + 98/3*z + 1
*
-2 | 0.091278953873515096164636247170134152202 | 0.013717592675648765558583997866949968497
f(z) = -197/24*z^3 + 97/3*z + 1
*
[ 12/7 ] 
f(z) = -196/27*z^3 + 87/4*z + 1
*
-39/56 | 0.094675642102793182779211456164723897213 | 0.011759921787790744292201833442561615065
f(z) = -196/27*z^3 + 99/16*z + 1
*
-2 | 0.090903110176801035999212980862891438778 | 0.013704017241314117990104241416013963476
f(z) = -193/24*z^3 + 95/3*z + 1
*
[ 2 ] 
f(z) = -193/24*z^3 + 98/3*z + 1
*
[ -5/24 ] 
f(z) = -192/25*z^3 + 92/15*z + 1
*
-5/6 | 0.18364041768136325250377533480098991730 | 0.028891961477766660362921096336469672241
f(z) = -192/25*z^3 + 98/15*z + 1
*
-2 | 0.090711246618199693262095612587528820051 | 0.013696943707415934012717586961726460607
f(z) = -191/24*z^3 + 94/3*z + 1
*
[ 2 ] 
f(z) = -191/24*z^3 + 97/3*z + 1
*
[ 3/2 ] 
f(z) = -190/27*z^3 + 97/6*z + 1
*
-2 | 0.090323566082985787033520408721402783848 | 0.013682838570756925570394280280881016230
f(z) = -187/24*z^3 + 92/3*z + 1
*
[ 2 ] 
f(z) = -187/24*z^3 + 95/3*z + 1
*
[ -2 ] 
f(z) = -187/24*z^3 + 98/3*z + 1
*
-2 | 0.090127663381506105505278612240372138399 | 0.013675803688234830209442346176849474059
f(z) = -185/24*z^3 + 91/3*z + 1
*
[ 2 ] 
f(z) = -185/24*z^3 + 94/3*z + 1
*
[ -2 ] 
f(z) = -185/24*z^3 + 97/3*z + 1
*
[ -3/4 ] 
f(z) = -185/27*z^3 + 99/16*z + 1
*
-2 | 0.089727373793252225174850245843763315941 | 0.013661131156399915335061217743116368018
f(z) = -181/24*z^3 + 89/3*z + 1
*
[ 2 ] 
f(z) = -181/24*z^3 + 92/3*z + 1
*
[ -2 ] 
f(z) = -181/24*z^3 + 95/3*z + 1
*
4/5 | 0.062527769695002271930589050807724344146 | 0.011801439092679419245847897227632677814
f(z) = -200/21*z^3 + 86/21*z + 1
*
[ 7/10 ] 
f(z) = -200/21*z^3 + 89/21*z + 1
*
[ 2/3 ] 
f(z) = -199/24*z^3 + 86/27*z + 1
*
[ 2/3 ] 
f(z) = -197/24*z^3 + 85/27*z + 1
*
[ -15/28 ] 
f(z) = -196/27*z^3 + 99/20*z + 1
*
-4/5 | 0.20475834205074829355788655038180282319 | 0.029750846689648383421588345281188807426
f(z) = -195/32*z^3 + 83/20*z + 1
*
[ 3/4 ] 
f(z) = -194/27*z^3 + 89/24*z + 1
*
[ 2/3 ] 
f(z) = -193/24*z^3 + 83/27*z + 1
*
[ -5/16 ] 
f(z) = -192/25*z^3 + 99/20*z + 1
*
[ 2/3 ] 
f(z) = -191/24*z^3 + 82/27*z + 1
*
[ 2/3 ] 
f(z) = -187/24*z^3 + 80/27*z + 1
*
[ -3/10 ] 
f(z) = -185/27*z^3 + 99/20*z + 1
*
[ 3/4 ] 
f(z) = -182/27*z^3 + 83/24*z + 1
*
39/56 | 0.21794450643552189007246918882719460813 | 0.027071486317226449007313874157835850115
f(z) = -196/27*z^3 + 89/48*z + 1
*
-2/5 | 0.17546327514271467908182657860732612898 | 0.025494350785184135226193267651354822756
f(z) = -195/32*z^3 + 99/40*z + 1
*
-2/5 | 0.17807553800541622376542615766179425693 | 0.026073340550146044210911884552476299802
f(z) = -185/32*z^3 + 97/40*z + 1
*
[ 5/8 ] 
f(z) = -184/25*z^3 + 91/40*z + 1
*
-3/20 | 0.14425766723576974888549205107600170730 | 0.021175918900389674166594868983066509056
f(z) = -200/27*z^3 + 101/6*z + 1
*
[ -3/40 ] 
f(z) = -200/27*z^3 + 115/8*z + 1
*
[ 21/20 ] 
f(z) = -200/27*z^3 + 115/14*z + 1
*
[ 2 ] 
f(z) = -199/24*z^3 + 101/3*z + 1
*
[ -2 ] 
f(z) = -199/24*z^3 + 104/3*z + 1
*
[ 5/3 ] 
f(z) = -198/25*z^3 + 112/5*z + 1
*
[ -5/3 ] 
f(z) = -198/25*z^3 + 118/5*z + 1
*
[ 2 ] 
f(z) = -197/24*z^3 + 100/3*z + 1
*
[ -2 ] 
f(z) = -197/24*z^3 + 103/3*z + 1
*
[ -3/4 ] 
f(z) = -197/27*z^3 + 103/16*z + 1
*
[ 9/7 ] 
f(z) = -196/27*z^3 + 110/9*z + 1
*
[ -3/2 ] 
f(z) = -194/27*z^3 + 107/6*z + 1
*
[ -2 ] 
f(z) = -193/24*z^3 + 101/3*z + 1
*
[ -5/6 ] 
f(z) = -192/25*z^3 + 113/15*z + 1
*
[ -2 ] 
f(z) = -191/24*z^3 + 100/3*z + 1
*
[ -3/4 ] 
f(z) = -191/27*z^3 + 101/16*z + 1
*
[ 6/5 ] 
f(z) = -190/27*z^3 + 103/10*z + 1
*
[ 5/3 ] 
f(z) = -189/25*z^3 + 107/5*z + 1
*
[ -5/3 ] 
f(z) = -189/25*z^3 + 113/5*z + 1
*
[ -3/17 ] 
f(z) = -187/27*z^3 + 117/17*z + 1
*
[ -6/5 ] 
f(z) = -185/27*z^3 + 117/10*z + 1
*
[ 5/4 ] 
f(z) = -184/25*z^3 + 117/10*z + 1
*
[ -3/2 ] 
f(z) = -182/27*z^3 + 101/6*z + 1
*
-7/10 | 0.14955500341709523981014789316423355475 | 0.028226886588814028900730356536177041518
f(z) = -200/21*z^3 + 107/21*z + 1
*
[ -3/10 ] 
f(z) = -200/21*z^3 + 109/21*z + 1
*
[ -1/2 ] 
f(z) = -200/21*z^3 + 113/21*z + 1
*
-3/10 | 0.10810611939196185028363070796906554054 | 0.020403858793833488777658404843052917181
f(z) = -200/21*z^3 + 116/21*z + 1
*
[ -1/2 ] 
f(z) = -200/23*z^3 + 119/23*z + 1
*
[ -1/3 ] 
f(z) = -198/23*z^3 + 114/23*z + 1
*
0 | 0.11722750530938676430247616727001396426 | 0.022188715659728908179895069295028317176
f(z) = -197/39*z^3 + 119/39*z + 1
*
[ -1/2 ] 
f(z) = -196/23*z^3 + 118/23*z + 1
*
-15/28 | 0.19221894175441612234846879450253627368 | 0.028842608724563164026517127198253428142
f(z) = -196/25*z^3 + 109/20*z + 1
*
[ 11/14 ] 
f(z) = -196/33*z^3 + 112/33*z + 1
*
0 | 0.11713575699255810958082742798155951716 | 0.022192726864640532561616372202859002985
f(z) = -196/39*z^3 + 118/39*z + 1
*
0 | 0.12453911967052826887251906730282056481 | 0.023618268556132798656315216203355442735
f(z) = -195/38*z^3 + 119/38*z + 1
*
0 | 0.11695088481152098364714802898191737922 | 0.022200841647626269321334373889354885154
f(z) = -194/39*z^3 + 116/39*z + 1
*
0 | 0.13717579757772242739972827827766042231 | 0.026065717846534943303349093338293222116
f(z) = -193/37*z^3 + 119/37*z + 1
*
0 | 0.12435319368159847086818590880021774669 | 0.023629206587871583677770840955295183354
f(z) = -193/38*z^3 + 117/38*z + 1
*
0 | 0.11685671810800105258820519597752487292 | 0.022204749645792429735020481574344512321
f(z) = -193/39*z^3 + 115/39*z + 1
*
[ -1/2 ] 
f(z) = -192/23*z^3 + 117/23*z + 1
*
15/16 | 0.18144064203275561543386064989874033164 | 0.027309811014562810889046632520934905157
f(z) = -192/25*z^3 + 107/20*z + 1
*
7/8 | 0.14994494605010217059773943751786677882 | 0.028520224068646091168959845690596289192
f(z) = -192/35*z^3 + 107/35*z + 1
*
0 | 0.13708206551111536833989643606395832586 | 0.026073644541933988056235731977943239265
f(z) = -192/37*z^3 + 118/37*z + 1
*
0 | 0.097740983067519335058895325027472154587 | 0.018609271662360908428975502889542403744
f(z) = -191/36*z^3 + 119/36*z + 1
*
0 | 0.13698785643771464815960259452088551422 | 0.026081630805093429159423752322399383351
f(z) = -191/37*z^3 + 117/37*z + 1
*
0 | 0.12416538136689142096481129951863944878 | 0.023640311775061128107096526517615196859
f(z) = -191/38*z^3 + 115/38*z + 1
*
0 | 0.11667006797294210277754852749143469682 | 0.022213250999069331336395516541103964496
f(z) = -191/39*z^3 + 113/39*z + 1
*
0 | 0.13689316547601869594336992242756233898 | 0.026089677423502330029859879108830465942
f(z) = -190/37*z^3 + 116/37*z + 1
*
0 | 0.11657550765812606683996480810403580902 | 0.022217452417771273676621495113069630947
f(z) = -190/39*z^3 + 112/39*z + 1
*
[ -1/3 ] 
f(z) = -189/20*z^3 + 101/20*z + 1
*
[ -1/3 ] 
f(z) = -189/22*z^3 + 109/22*z + 1
*
[ -1/3 ] 
f(z) = -189/23*z^3 + 113/23*z + 1
*
[ 5/6 ] 
f(z) = -189/25*z^3 + 101/20*z + 1
*
[ 8/9 ] 
f(z) = -189/32*z^3 + 109/24*z + 1
*
-8/9 | 0.072416497128457748293693872286882516418 | 0.011421513144512358947680890545789981161
f(z) = -189/32*z^3 + 115/24*z + 1
*
-1/3 | 0.15206432119312918277317196570724964041 | 0.029010236616960985332394748520445724437
f(z) = -189/32*z^3 + 117/32*z + 1
*
0 | 0.13679798766918274399381572338362365238 | 0.026097785199506849910475769360669559734
f(z) = -189/37*z^3 + 115/37*z + 1
*
0 | 0.12397564404433821220262707684616673052 | 0.023651588618861945435454046188288773635
f(z) = -189/38*z^3 + 113/38*z + 1
*
[ -1/2 ] 
f(z) = -188/21*z^3 + 110/21*z + 1
*
[ -1/2 ] 
f(z) = -188/23*z^3 + 116/23*z + 1
*
0 | 0.13667601652156810536855820141593760042 | 0.026100932177180818611972065944514340000
f(z) = -188/35*z^3 + 118/35*z + 1
*
0 | 0.13670231798345980757536964849705726929 | 0.026105954950674423420866583526249111422
f(z) = -188/37*z^3 + 114/37*z + 1
*
0 | 0.11638389184797255969524273984746384364 | 0.022225758000204167926550544970977867722
f(z) = -188/39*z^3 + 110/39*z + 1
*
0 | 0.13657971458853990673850251514806863483 | 0.026109133759616699622964744497461991475
f(z) = -187/35*z^3 + 117/35*z + 1
*
0 | 0.097359011792345910569864432017379002596 | 0.018611544688377530225115412909166930464
f(z) = -187/36*z^3 + 115/36*z + 1
*
0 | 0.13660615130660111794480819067521305996 | 0.026114187510168931004635052342951337677
f(z) = -187/37*z^3 + 113/37*z + 1
*
0 | 0.12378394182926040573250970529942944352 | 0.023663041793938213789305617038370321100
f(z) = -187/38*z^3 + 111/38*z + 1
*
0 | 0.11628889348064719272061807245477761689 | 0.022230257866557269682366544124720958960
f(z) = -187/39*z^3 + 109/39*z + 1
*
0 | 0.13648290907276450581690403101481362609 | 0.026117398640716226801432010450258676944
f(z) = -186/35*z^3 + 116/35*z + 1
*
0 | 0.13650948244621473623628920313330034980 | 0.026122483727137254644740538557317051454
f(z) = -186/37*z^3 + 112/37*z + 1
*
[ -4/5 ] 
f(z) = -185/32*z^3 + 119/20*z + 1
*
0 | 0.11601518718472235926180464419863428380 | 0.022223616755660845877796902028053606522
f(z) = -185/33*z^3 + 119/33*z + 1
*
0 | 0.12353681059731832172947122348596752394 | 0.023664442566128106516471101464663035686
f(z) = -185/34*z^3 + 117/34*z + 1
*
0 | 0.097165029392566772855556054764753378379 | 0.018612721555452388115556766886878450872
f(z) = -185/36*z^3 + 113/36*z + 1
*
0 | 0.12359023358397891568247572783577417810 | 0.023674676157180262891048871344431318081
f(z) = -185/38*z^3 + 109/38*z + 1
*
0 | 0.11609532188187457359453524515555515054 | 0.022238967183838030909666358652380628183
f(z) = -185/39*z^3 + 107/39*z + 1
*
[ -1/2 ] 
f(z) = -184/21*z^3 + 109/21*z + 1
*
0 | 0.11591721841669374316785357294798298501 | 0.022227928358956628745251772360801865656
f(z) = -184/33*z^3 + 118/33*z + 1
*
0 | 0.13628776602472057717814922269930101836 | 0.026134121753248143199264059226075226108
f(z) = -184/35*z^3 + 114/35*z + 1
*
0 | 0.13631461699442363675630071645265784529 | 0.026139270612400220381213766083967915159
f(z) = -184/37*z^3 + 110/37*z + 1
*
0 | 0.11599777167863231663149230434377631106 | 0.022243375004070337032665634664495536687
f(z) = -184/39*z^3 + 106/39*z + 1
*
[ 2/3 ] 
f(z) = -183/20*z^3 + 107/30*z + 1
*
0 | 0.11047670146466215214728057173610771970 | 0.021206832732323247187723156227133353708
f(z) = -183/32*z^3 + 119/32*z + 1
*
0 | 0.12334049286391689760486823636834106433 | 0.023676134122487883824686030514457894910
f(z) = -183/34*z^3 + 115/34*z + 1
*
0 | 0.13618941764650446991593938355214724740 | 0.026142581753907223784613012329978123847
f(z) = -183/35*z^3 + 113/35*z + 1
*
0 | 0.13621640960213451816009799207664672621 | 0.026147763062550366249879499462977418274
f(z) = -183/37*z^3 + 109/37*z + 1
*
0 | 0.12339447686475471736463158411072647814 | 0.023686496756969285633029989176394557069
f(z) = -183/38*z^3 + 107/38*z + 1
*
[ 5/7 ] 
f(z) = -182/25*z^3 + 116/35*z + 1
*
0 | 0.11571971170329654208525573177719797788 | 0.022236656995592532799456668430664126714
f(z) = -182/33*z^3 + 116/33*z + 1
*
0 | 0.13611767842095159501690037448480784045 | 0.026156322734744962298835867114219309481
f(z) = -182/37*z^3 + 108/37*z + 1
*
0 | 0.13593640195153093479516995024528377047 | 0.026149173719626158455706406479927100075
f(z) = -181/31*z^3 + 119/31*z + 1
*
0 | 0.11027799121270920371101683346183799742 | 0.021213437374197497330069472965944471776
f(z) = -181/32*z^3 + 117/32*z + 1
*
0 | 0.11562016251400707651280358609004070964 | 0.022241075029690600997196551471512217728
f(z) = -181/33*z^3 + 115/33*z + 1
*
0 | 0.12314207093480915801844538084769847867 | 0.023688014092185459974970862416520215744
f(z) = -181/34*z^3 + 113/34*z + 1
*
0 | 0.13599113941225014155309191076867060216 | 0.026159703197740696932883106729664369225
f(z) = -181/35*z^3 + 111/35*z + 1
*
0 | 0.096770857914379592484740839269674462545 | 0.018615160753648837368139005626335928779
f(z) = -181/36*z^3 + 109/36*z + 1
*
0 | 0.13601841783158747337078316844222648898 | 0.026164950564272459588527492233917726996
f(z) = -181/37*z^3 + 107/37*z + 1
*
0 | 0.12319662786588997360429637125394234617 | 0.023698508843024536834082240192128008780
f(z) = -181/38*z^3 + 105/38*z + 1
*
0 | 0.11570096452522551370469258483235158414 | 0.022256618370531705994588544311736270106
f(z) = -181/39*z^3 + 103/39*z + 1
*
7/10 | 0.15865610535105743888874555622486350904 | 0.026480354528282922274587519797791215676
f(z) = -200/21*z^3 + 115/42*z + 1
*
[ 2/3 ] 
f(z) = -195/28*z^3 + 109/42*z + 1
*
[ 2/3 ] 
f(z) = -183/28*z^3 + 101/42*z + 1
*
[ 15/14 ] 
f(z) = -196/25*z^3 + 136/15*z + 1
*
[ -9/7 ] 
f(z) = -196/27*z^3 + 124/9*z + 1
*
[ -3/28 ] 
f(z) = -196/27*z^3 + 125/12*z + 1
*
[ 4/3 ] 
f(z) = -195/32*z^3 + 133/12*z + 1
*
[ -5/4 ] 
f(z) = -184/25*z^3 + 133/10*z + 1
*
[ 4/3 ] 
f(z) = -183/32*z^3 + 125/12*z + 1
*
[ -3/5 ] 
f(z) = -200/21*z^3 + 128/21*z + 1
*
[ -1/2 ] 
f(z) = -200/27*z^3 + 131/27*z + 1
*
[ -1/2 ] 
f(z) = -200/29*z^3 + 137/29*z + 1
*
0 | 0.13774447086485121599284289230299878769 | 0.025997776527040052912487741295639365404
f(z) = -200/31*z^3 + 138/31*z + 1
*
0 | 0.11742571234127884926991621066914035369 | 0.022162830992848608648189142901916145126
f(z) = -200/33*z^3 + 134/33*z + 1
*
0 | 0.13781896076266419392346519069426118302 | 0.026011835688215124167108416863241160711
f(z) = -200/37*z^3 + 126/37*z + 1
*
0 | 0.11750005307919886539258039984926433308 | 0.022176862001709908825575784865653861862
f(z) = -200/39*z^3 + 122/39*z + 1
*
-1/2 | 0.15366577910456688840313087731220125777 | 0.029002750962931335496825532243063990824
f(z) = -200/39*z^3 + 128/39*z + 1
*
-3/5 | 0.14465670236239787657521263857342522076 | 0.027302385333826219882637949537044568982
f(z) = -200/39*z^3 + 137/39*z + 1
*
[ -3/5 ] 
f(z) = -199/27*z^3 + 133/25*z + 1
*
0 | 0.10446098748265218899104750725061709327 | 0.019734549764586664914833907014290319514
f(z) = -199/30*z^3 + 139/30*z + 1
*
0 | 0.13765358569784921190293348899661234891 | 0.026005225517125560455887091663511051702
f(z) = -199/31*z^3 + 137/31*z + 1
*
0 | 0.11199397465036053153253510493458774146 | 0.021157665836142287416021573957656216157
f(z) = -199/32*z^3 + 135/32*z + 1
*
0 | 0.11733391453165454975944226385366525528 | 0.022166476032817849758622746094196646265
f(z) = -199/33*z^3 + 133/33*z + 1
*
0 | 0.12485566125925115854741082126165955451 | 0.023587468584099478063849286529075206725
f(z) = -199/34*z^3 + 131/34*z + 1
*
0 | 0.13770353690996310769543061116902234487 | 0.026014662194922875041674685486219480585
f(z) = -199/35*z^3 + 129/35*z + 1
*
0 | 0.098482065057269181983131940372054822288 | 0.018605024331353335138790067230047538203
f(z) = -199/36*z^3 + 127/36*z + 1
*
0 | 0.13772843708063477854160726998786852764 | 0.026019366282727409680040135490061707873
f(z) = -199/37*z^3 + 125/37*z + 1
*
0 | 0.12490546167121813145791725312426551472 | 0.023596876773050615019788318165847972735
f(z) = -199/38*z^3 + 123/38*z + 1
*
0 | 0.11740964894258671537900738695439045419 | 0.022180783618237532719758762860015767810
f(z) = -199/39*z^3 + 121/39*z + 1
*
[ -1/3 ] 
f(z) = -198/25*z^3 + 122/25*z + 1
*
[ -1/3 ] 
f(z) = -198/29*z^3 + 138/29*z + 1
*
0 | 0.13756225218058083664351666633558930754 | 0.026012728060465222085054747738904803816
f(z) = -198/31*z^3 + 136/31*z + 1
*
0 | 0.13761244721861097468332194847076617677 | 0.026022219834942341419926193833568256422
f(z) = -198/35*z^3 + 128/35*z + 1
*
0 | 0.13763746857570379872779559275307072174 | 0.026026951320124083057752496437936362839
f(z) = -198/37*z^3 + 124/37*z + 1
*
0 | 0.13744516774974348202644370340241541046 | 0.026015496431097374608402192840976782263
f(z) = -197/29*z^3 + 139/29*z + 1
*
0 | 0.10427877814056497241487671910969720361 | 0.019737792349997885319362432290743318696
f(z) = -197/30*z^3 + 137/30*z + 1
*
0 | 0.13747046586654243023128118101378878538 | 0.026020284835652235722270292776158673876
f(z) = -197/31*z^3 + 135/31*z + 1
*
0 | 0.11181097769882646243775580382028845307 | 0.021163480236552418116350695613315469539
f(z) = -197/32*z^3 + 133/32*z + 1
*
0 | 0.11715104021352055734029921324046527568 | 0.022174242415880620625355189471257456879
f(z) = -197/33*z^3 + 131/33*z + 1
*
0 | 0.12467290932919438274584572750984246223 | 0.023597974965651248578524951291160206814
f(z) = -197/34*z^3 + 129/34*z + 1
*
0 | 0.13752090712370430796352858031567072066 | 0.026029832310963002652664783411152092215
f(z) = -197/35*z^3 + 127/35*z + 1
*
0 | 0.098299557171566624550113174985985816725 | 0.018606050839354566126644151999869453463
f(z) = -197/36*z^3 + 125/36*z + 1
*
0 | 0.13754605085327816691221543016080818937 | 0.026034591493244217670550166593292287162
f(z) = -197/37*z^3 + 123/37*z + 1
*
0 | 0.12472319686102257977725103160406426071 | 0.023607493343970573647263330291225873744
f(z) = -197/38*z^3 + 121/38*z + 1
*
[ -1/2 ] 
f(z) = -196/25*z^3 + 124/25*z + 1
*
[ -5/28 ] 
f(z) = -196/25*z^3 + 137/20*z + 1
*
[ -1/2 ] 
f(z) = -196/27*z^3 + 130/27*z + 1
*
[ -3/5 ] 
f(z) = -196/27*z^3 + 132/25*z + 1
*
[ -1/2 ] 
f(z) = -196/29*z^3 + 136/29*z + 1
*
0 | 0.13735279904559570725641507248382649673 | 0.026023079814188807111025470866326641716
f(z) = -196/29*z^3 + 138/29*z + 1
*
0 | 0.13737822224273868542518483098616381490 | 0.026027896533563881193129894555646912004
f(z) = -196/31*z^3 + 134/31*z + 1
*
0 | 0.11705892116431106272526760040627080628 | 0.022178169426386955752528031233878459516
f(z) = -196/33*z^3 + 130/33*z + 1
*
0 | 0.13745417945329731535567583120324804641 | 0.026042287507512465996515294301153172686
f(z) = -196/37*z^3 + 122/37*z + 1
*
0 | 0.11157635903992741626298201390540446222 | 0.021159940902843247924172856935753821246
f(z) = -195/28*z^3 + 139/28*z + 1
*
0 | 0.13725996720734489814215776865231492065 | 0.026030718509055138408875135677997219607
f(z) = -195/29*z^3 + 137/29*z + 1
*
0 | 0.13728551672834998766458276600529477220 | 0.026035563857650625238356390236292638408
f(z) = -195/31*z^3 + 133/31*z + 1
*
[ -4/5 ] 
f(z) = -195/32*z^3 + 123/20*z + 1
*
[ -2/3 ] 
f(z) = -195/32*z^3 + 125/24*z + 1
*
0 | 0.11162615388008142219507200849788396757 | 0.021169384264178853457583457148312370014
f(z) = -195/32*z^3 + 131/32*z + 1
*
0 | 0.12448833538952117103950562264847397159 | 0.023608637551911563638115125875456320758
f(z) = -195/34*z^3 + 127/34*z + 1
*
0 | 0.13736184984892593314362268326028492343 | 0.026050040081236112698829233550744935298
f(z) = -195/37*z^3 + 121/37*z + 1
*
0 | 0.13716666756633625351721637395679402399 | 0.026038413226890243887344656893366011140
f(z) = -194/29*z^3 + 136/29*z + 1
*
0 | 0.13719234467336619237864069829320041603 | 0.026043287524233607528446260100456139333
f(z) = -194/31*z^3 + 132/31*z + 1
*
0 | 0.11687433008725034858254557957127619500 | 0.022186309228195248199637309015928745962
f(z) = -194/33*z^3 + 128/33*z + 1
*
0 | 0.13724353930501527454960755427804657714 | 0.026053005825315993738746199208191628426
f(z) = -194/35*z^3 + 124/35*z + 1
*
0 | 0.13726905744521390049508092722072930781 | 0.026057849945910759960956317993040316858
f(z) = -194/37*z^3 + 120/37*z + 1
*
[ -3/5 ] 
f(z) = -193/27*z^3 + 131/25*z + 1
*
0 | 0.12348392059143729497993291817341232459 | 0.023464030022472801741964702308806411297
f(z) = -193/27*z^3 + 139/27*z + 1
*
0 | 0.11138915859253764027434284439330407840 | 0.021165821014388201459765558240369845316
f(z) = -193/28*z^3 + 137/28*z + 1
*
0 | 0.13707289538294887200496962293274272664 | 0.026046164691954325982828710718369957750
f(z) = -193/29*z^3 + 135/29*z + 1
*
0 | 0.10390675996215018279658888102200595731 | 0.019744038929217713477584340817573072291
f(z) = -193/30*z^3 + 133/30*z + 1
*
0 | 0.13709870135718582000262270789788283981 | 0.026051068262810796629250233977405472534
f(z) = -193/31*z^3 + 131/31*z + 1
*
0 | 0.11143946634145891910499443163999019096 | 0.021175380336163847801212567366035940983
f(z) = -193/32*z^3 + 129/32*z + 1
*
0 | 0.11678081510973294747982593125694948980 | 0.022190326794447669160909931364996844345
f(z) = -193/33*z^3 + 127/33*z + 1
*
0 | 0.12430190273354065079812227122594694402 | 0.023619460441658007458191808648769497559
f(z) = -193/34*z^3 + 125/34*z + 1
*
0 | 0.13715015214221356826990260033050622475 | 0.026060844780747615302842922127339985345
f(z) = -193/35*z^3 + 123/35*z + 1
*
0 | 0.097929053296046451363839773886738998839 | 0.018608173725009742833387536036032239485
f(z) = -193/36*z^3 + 121/36*z + 1
*
[ -1/4 ] 
f(z) = -192/23*z^3 + 127/23*z + 1
*
[ -1/2 ] 
f(z) = -192/25*z^3 + 123/25*z + 1
*
[ -1/4 ] 
f(z) = -192/25*z^3 + 137/25*z + 1
*
0 | 0.13697864584514984083812735865056696877 | 0.026053973641886074326238218063203934086
f(z) = -192/29*z^3 + 134/29*z + 1
*
[ -1/2 ] 
f(z) = -192/29*z^3 + 135/29*z + 1
*
0 | 0.13700458198717961270391624215697330085 | 0.026058906816372116425328744317137844374
f(z) = -192/31*z^3 + 130/31*z + 1
*
0 | 0.13705629150314317260787154945247299721 | 0.026068742206097550626168312526184137198
f(z) = -192/35*z^3 + 122/35*z + 1
*
0 | 0.12400930219735294152724135272651489277 | 0.023610595277685909247665167441536723378
f(z) = -191/26*z^3 + 139/26*z + 1
*
0 | 0.12329467652899190092809945398132108557 | 0.023474535021465239365454610657751423146
f(z) = -191/27*z^3 + 137/27*z + 1
*
0 | 0.11120004604026720837527615408200209925 | 0.021171793046125467319735637525029074576
f(z) = -191/28*z^3 + 135/28*z + 1
*
0 | 0.13688391406701130395120890998090753117 | 0.026061840828024013457199341346702511686
f(z) = -191/29*z^3 + 133/29*z + 1
*
0 | 0.10371687599349174423944858159779790421 | 0.019747044287461064389041922059676814352
f(z) = -191/30*z^3 + 131/30*z + 1
*
0 | 0.13690998169721735900051349164728186261 | 0.026066803941723855593434716749723040340
f(z) = -191/31*z^3 + 129/31*z + 1
*
0 | 0.11125087710352324118458072841755865783 | 0.021181470962546307078288363454225200730
f(z) = -191/32*z^3 + 127/32*z + 1
*
0 | 0.11659132240836025155992129036702698309 | 0.022198258336242343397704002458408763279
f(z) = -191/33*z^3 + 125/33*z + 1
*
0 | 0.12411357353370401801002273608898226803 | 0.023630447887756488908678591093198130086
f(z) = -191/34*z^3 + 123/34*z + 1
*
0 | 0.13696195256079649571267257186613342220 | 0.026076698868995085866665374468056713681
f(z) = -191/35*z^3 + 121/35*z + 1
*
0 | 0.12319932416274099950148666659453906129 | 0.023479847332206561552210418215844670531
f(z) = -190/27*z^3 + 136/27*z + 1
*
0 | 0.13678869508718936583048377799658334962 | 0.026069767015737359751614519700900580575
f(z) = -190/29*z^3 + 132/29*z + 1
*
0 | 0.13681489554615685307823848717940537384 | 0.026074760409822685357719790862950878216
f(z) = -190/31*z^3 + 128/31*z + 1
*
0 | 0.11649740214975302717854796974127417193 | 0.022202566740233133593084345933131588436
f(z) = -190/33*z^3 + 124/33*z + 1
*
[ -2/3 ] 
f(z) = -189/22*z^3 + 139/22*z + 1
*
[ -1/3 ] 
f(z) = -189/25*z^3 + 121/25*z + 1
*
[ 5/7 ] 
f(z) = -189/25*z^3 + 121/35*z + 1
*
0 | 0.13664014516002320000541920678895255125 | 0.026067672622782704439164025196189111579
f(z) = -189/25*z^3 + 139/25*z + 1
*
[ -1/3 ] 
f(z) = -189/26*z^3 + 125/26*z + 1
*
0 | 0.12381796935929696660351343003173397325 | 0.023621508058966886951226322078561277530
f(z) = -189/26*z^3 + 137/26*z + 1
*
0 | 0.13669298386736364617647295871961138498 | 0.026077752984766722272249185959165650844
f(z) = -189/29*z^3 + 131/29*z + 1
*
[ -1/3 ] 
f(z) = -189/29*z^3 + 137/29*z + 1
*
0 | 0.13671931851629381460786079998546945781 | 0.026082777006119623979734728348483143494
f(z) = -189/31*z^3 + 127/31*z + 1
*
0 | 0.11106034701365027777329151202984851145 | 0.021187658750903413333422765582531145434
f(z) = -189/32*z^3 + 125/32*z + 1
*
[ -4/7 ] 
f(z) = -189/32*z^3 + 131/28*z + 1
*
0 | 0.12392330879548780813977554399430260362 | 0.023641604304720106109276545824424829851
f(z) = -189/34*z^3 + 121/34*z + 1
*
[ -1/2 ] 
f(z) = -188/25*z^3 + 122/25*z + 1
*
0 | 0.13654366370922239695018160586564503472 | 0.026075656844562755848050696627365994706
f(z) = -188/25*z^3 + 138/25*z + 1
*
[ -3/10 ] 
f(z) = -188/27*z^3 + 124/25*z + 1
*
[ -1/2 ] 
f(z) = -188/27*z^3 + 128/27*z + 1
*
0 | 0.12300713346304410282885684385140514478 | 0.023490594250101630896412738344848666555
f(z) = -188/27*z^3 + 134/27*z + 1
*
0 | 0.13659677529063625728008341606768750402 | 0.026085799529574995923849838745090111096
f(z) = -188/29*z^3 + 130/29*z + 1
*
[ -1/2 ] 
f(z) = -188/29*z^3 + 134/29*z + 1
*
0 | 0.13662324551177155215317157799343827302 | 0.026090854530914300270128396663544587532
f(z) = -188/31*z^3 + 126/31*z + 1
*
0 | 0.11630602074673963938717997310933445840 | 0.022210887005397832643857318594771522216
f(z) = -188/33*z^3 + 122/33*z + 1
*
-1/2 | 0.14666500755834019107660327515894203440 | 0.028008523459138558343122179479570026831
f(z) = -188/39*z^3 + 125/39*z + 1
*
0 | 0.077951241691912248801803114733603773596 | 0.014901476417590340925323559765547242720
f(z) = -187/24*z^3 + 139/24*z + 1
*
0 | 0.13644667687033490098930232214449197464 | 0.026083701728292333813734275356216397032
f(z) = -187/25*z^3 + 137/25*z + 1
*
0 | 0.12362463865419829008469707435389628465 | 0.023632588751049973579863413195438630219
f(z) = -187/26*z^3 + 135/26*z + 1
*
[ -3/5 ] 
f(z) = -187/27*z^3 + 129/25*z + 1
*
0 | 0.12291028477271261083155041365574906310 | 0.023496029957530749521225931666963821475
f(z) = -187/27*z^3 + 133/27*z + 1
*
0 | 0.11081592549513691435557347056816252489 | 0.021184023045915919787398967364560743787
f(z) = -187/28*z^3 + 131/28*z + 1
*
0 | 0.13650006415988893105357371804448966837 | 0.026093907459708809602451020337474056251
f(z) = -187/29*z^3 + 129/29*z + 1
*
0 | 0.10333329615380555283338710356958567875 | 0.019753613186479548185775778631595288151
f(z) = -187/30*z^3 + 127/30*z + 1
*
0 | 0.13652667135694910876593535786958723243 | 0.026098993799719882887001890443174529359
f(z) = -187/31*z^3 + 125/31*z + 1
*
0 | 0.11086783569719247301443200686700052093 | 0.021193946411278341136814828010004363548
f(z) = -187/32*z^3 + 123/32*z + 1
*
0 | 0.13634917931993703582573081862185022124 | 0.026091808086642841702976193140547888293
f(z) = -186/25*z^3 + 136/25*z + 1
*
0 | 0.13640284519609697580634872074935295804 | 0.026102077600170907006260797231025397323
f(z) = -186/29*z^3 + 128/29*z + 1
*
0 | 0.13622410298668958395206294186435537457 | 0.026094792682957720423040411471295972742
f(z) = -185/23*z^3 + 139/23*z + 1
*
0 | 0.087369428042973288162667380107991016672 | 0.016736297480576895482463073418471566265
f(z) = -185/24*z^3 + 137/24*z + 1
*
0 | 0.12342926791091502249457541243527884412 | 0.023643841923182146852262498071206597862
f(z) = -185/26*z^3 + 133/26*z + 1
*
0 | 0.12271505420368262011043012946053822466 | 0.023507028699876303229390812454145379590
f(z) = -185/27*z^3 + 131/27*z + 1
*
0 | 0.11062083479897994953203453866543503594 | 0.021190286353195133818205262112701501846
f(z) = -185/28*z^3 + 129/28*z + 1
*
0 | 0.13630511303659869402305847975957174379 | 0.026110310791803853458029348367725802301
f(z) = -185/29*z^3 + 127/29*z + 1
*
0 | 0.13633199848482626224568288660993889968 | 0.026115460909751448503539199837925891686
f(z) = -185/31*z^3 + 123/31*z + 1
*
0 | 0.11067330150607540766228329584650997634 | 0.021200336761415089003701523969316238218
f(z) = -185/32*z^3 + 121/32*z + 1
*
[ -1/2 ] 
f(z) = -184/25*z^3 + 121/25*z + 1
*
0 | 0.13615263036626608552577265084974203465 | 0.026108208556089900452389243651265319928
f(z) = -184/25*z^3 + 134/25*z + 1
*
[ -1/2 ] 
f(z) = -184/27*z^3 + 127/27*z + 1
*
[ -3/5 ] 
f(z) = -184/27*z^3 + 128/25*z + 1
*
0 | 0.12261666146862918032418517377774231019 | 0.023512592900060599803333775203353972853
f(z) = -184/27*z^3 + 130/27*z + 1
*
0 | 0.13620686223331884149284996810796480172 | 0.026118607891685478513362056434142330965
f(z) = -184/29*z^3 + 126/29*z + 1
*
[ -1/2 ] 
f(z) = -184/29*z^3 + 133/29*z + 1
*
0 | 0.13623388900202818293924854449729612997 | 0.026123790461512903011758213501309667856
f(z) = -184/31*z^3 + 122/31*z + 1
*
[ -1/2 ] 
f(z) = -184/31*z^3 + 139/31*z + 1
*
-1/2 | 0.14397501352973257849810945250963211065 | 0.027608204630260717305756406479363628463
f(z) = -184/39*z^3 + 124/39*z + 1
*
0 | 0.12317711245476102559077619146647457354 | 0.023644772025658667934471099334105575966
f(z) = -183/22*z^3 + 139/22*z + 1
*
0 | 0.13602621735656249562461672474003561085 | 0.026111254232314146967340891452178585853
f(z) = -183/23*z^3 + 137/23*z + 1
*
0 | 0.13605356788604451875300886539796290003 | 0.026116504371901734751181966816987436033
f(z) = -183/25*z^3 + 133/25*z + 1
*
0 | 0.12323181360857815192025083799406916346 | 0.023655272323041604745736640940198078171
f(z) = -183/26*z^3 + 131/26*z + 1
*
0 | 0.11042366648437499091008982769105297369 | 0.021196652269465459523416525691573794731
f(z) = -183/28*z^3 + 127/28*z + 1
*
0 | 0.13610808725094465505404267448332853803 | 0.026126969773536481335484104816120206236
f(z) = -183/29*z^3 + 125/29*z + 1
*
0 | 0.13613525683435862361972133590323547744 | 0.026132185179167063423298767076742043353
f(z) = -183/31*z^3 + 121/31*z + 1
*
[ -2/3 ] 
f(z) = -183/32*z^3 + 121/24*z + 1
*
0 | 0.13592647576460470764296318300668605071 | 0.026119581303028184452426494369840558137
f(z) = -182/23*z^3 + 136/23*z + 1
*
0 | 0.13595397253666707626604904919404215056 | 0.026124865072576492654696688855419695746
f(z) = -182/25*z^3 + 132/25*z + 1
*
0 | 0.12241829330131631755401279800056670307 | 0.023523853957628435872614472736057129441
f(z) = -182/27*z^3 + 128/27*z + 1
*
0 | 0.13600878246505292085275857647085764254 | 0.026135397328140643846274725637802139780
f(z) = -182/29*z^3 + 124/29*z + 1
*
0 | 0.13603609638123005209707580741744022904 | 0.026140645960169684160569101945916879093
f(z) = -182/31*z^3 + 120/31*z + 1
*
0 | 0.11545381498916005489085489551468084523 | 0.022209075872271342788134876478140129787
f(z) = -181/21*z^3 + 139/21*z + 1
*
0 | 0.12297694154556234458376285639880258460 | 0.023656249259339800988142038663300420687
f(z) = -181/22*z^3 + 137/22*z + 1
*
0 | 0.13582619396591482946405829131581885904 | 0.026127973748758949965225513033251354154
f(z) = -181/23*z^3 + 135/23*z + 1
*
0 | 0.086971810304551872676319272765107910872 | 0.016730183701456183268737652427744919336
f(z) = -181/24*z^3 + 133/24*z + 1
*
0 | 0.13585383855336014909019428848109177575 | 0.026133291552593222467084754340727550831
f(z) = -181/25*z^3 + 131/25*z + 1
*
0 | 0.12303223081836034365468462162116909974 | 0.023666884885842127992657294788164303003
f(z) = -181/26*z^3 + 129/26*z + 1
*
[ -3/5 ] 
f(z) = -181/27*z^3 + 127/25*z + 1
*
0 | 0.12231830648058590970936741367765464577 | 0.023529552050316665644509591785166272665
f(z) = -181/27*z^3 + 127/27*z + 1
*
0 | 0.11022437581362237263504415393689450141 | 0.021203123739551874417845791572537784872
f(z) = -181/28*z^3 + 125/28*z + 1
*
0 | 0.13590894216018649725623711844858219081 | 0.026143891463778115560223788927393755826
f(z) = -181/29*z^3 + 123/29*z + 1
*
0 | 0.10274363452780787009774581430556794946 | 0.019764103722646535539604142680054953091
f(z) = -181/30*z^3 + 121/30*z + 1
*
-1/5 | 0.15147468847944826244745563707349911469 | 0.025281746606105435278873425687753534970
f(z) = -200/21*z^3 + 121/42*z + 1
*
[ 2/3 ] 
f(z) = -189/29*z^3 + 139/58*z + 1
*
[ 2/3 ] 
f(z) = -198/37*z^3 + 139/74*z + 1
*
35/48 | 0.095867956146658399211939586856986352417 | 0.012382198170093862990975651865711212123
f(z) = -192/25*z^3 + 137/60*z + 1
*
[ 5/9 ] 
f(z) = -189/20*z^3 + 127/60*z + 1
*
[ 2/3 ] 
f(z) = -189/31*z^3 + 137/62*z + 1
*
[ 2/3 ] 
f(z) = -189/37*z^3 + 131/74*z + 1
*
[ 3/5 ] 
f(z) = -187/27*z^3 + 137/75*z + 1
*
[ 3/5 ] 
f(z) = -184/27*z^3 + 134/75*z + 1
*
[ 3/5 ] 
f(z) = -181/27*z^3 + 131/75*z + 1
*
[ -15/14 ] 
f(z) = -196/27*z^3 + 154/15*z + 1
*
[ -4/3 ] 
f(z) = -195/32*z^3 + 151/12*z + 1
*
[ -4/3 ] 
f(z) = -183/32*z^3 + 143/12*z + 1
*
[ -7/10 ] 
f(z) = -200/21*z^3 + 149/21*z + 1
*
0 | 0.11727567309918877933865778095997676431 | 0.022134512711456600679443925902614012924
f(z) = -200/21*z^3 + 158/21*z + 1
*
[ -1/5 ] 
f(z) = -200/23*z^3 + 146/23*z + 1
*
0 | 0.13764444566907918218911365645562798911 | 0.025978897855029281634909703560879300553
f(z) = -200/23*z^3 + 154/23*z + 1
*
0 | 0.12413144530885419036388188996782104354 | 0.023428465439345396133576110383797523195
f(z) = -200/27*z^3 + 146/27*z + 1
*
0 | 0.13771954070899205526166750775869088923 | 0.025993071230219488303082006588417639732
f(z) = -200/29*z^3 + 142/29*z + 1
*
[ -1/2 ] 
f(z) = -200/31*z^3 + 143/31*z + 1
*
[ -1/2 ] 
f(z) = -200/33*z^3 + 149/33*z + 1
*
-3/10 | 0.11034867742072998474935409280760158671 | 0.020827117325481095118183440163521516482
f(z) = -200/39*z^3 + 148/39*z + 1
*
0 | 0.11184435221410316432299327904506220469 | 0.021129399480583375351014558693859654538
f(z) = -199/20*z^3 + 159/20*z + 1
*
0 | 0.11718417571593991437386475312271790687 | 0.022138187691096961043538620420769117230
f(z) = -199/21*z^3 + 157/21*z + 1
*
0 | 0.12470504266905559969000460237684474506 | 0.023559014037236422939973598971357846578
f(z) = -199/22*z^3 + 155/22*z + 1
*
0 | 0.13755307172276016598801282541300586454 | 0.025986236628630124620467606745301531229
f(z) = -199/23*z^3 + 153/23*z + 1
*
0 | 0.085845009769961417499642716554522374569 | 0.016217658459605055095973107403912079499
f(z) = -199/24*z^3 + 151/24*z + 1
*
0 | 0.13757827739028775575625965335992390593 | 0.025990998430257315376633187566313930486
f(z) = -199/25*z^3 + 149/25*z + 1
*
0 | 0.12475545407856344530203807792550088182 | 0.023568537654556245332977064532580163524
f(z) = -199/26*z^3 + 147/26*z + 1
*
0 | 0.12404031673737181834362441330963875861 | 0.023433435414108785620876681183867529458
f(z) = -199/27*z^3 + 145/27*z + 1
*
0 | 0.11194517562875154139438537987094783832 | 0.021148446827748692768830829882078419236
f(z) = -199/28*z^3 + 143/28*z + 1
*
0 | 0.13762853408394374580381240674315450893 | 0.026000492818984230574427025357894864047
f(z) = -199/29*z^3 + 141/29*z + 1
*
0 | 0.13746124462421991122342959123155860635 | 0.025993627747305041219609013189360407893
f(z) = -198/23*z^3 + 152/23*z + 1
*
0 | 0.13748657443889081190167850380752134101 | 0.025998417561155945413407692661894066612
f(z) = -198/25*z^3 + 148/25*z + 1
*
0 | 0.13753707791888691759562990064002761687 | 0.026007967661350010842977483621297816067
f(z) = -198/29*z^3 + 140/29*z + 1
*
[ -1/3 ] 
f(z) = -198/31*z^3 + 146/31*z + 1
*
0 | 0.11165986413817023802875167703050955487 | 0.021134877599134852304221488727340967997
f(z) = -197/20*z^3 + 157/20*z + 1
*
0 | 0.11699981330096939338153760346422092465 | 0.022145618323319403438949836752976176462
f(z) = -197/21*z^3 + 155/21*z + 1
*
0 | 0.12452080565670814584568191992018401937 | 0.023569184920766386592008518217106073940
f(z) = -197/22*z^3 + 153/22*z + 1
*
0 | 0.13736895985581692348633351158043273114 | 0.026001071870198459112340245989632428167
f(z) = -197/23*z^3 + 151/23*z + 1
*
0 | 0.088512446709064961018792408517693796659 | 0.016753555466279196575585947771615242576
f(z) = -197/24*z^3 + 149/24*z + 1
*
0 | 0.13739441504694503903563019535663442218 | 0.026005890005639583979126194247816717916
f(z) = -197/25*z^3 + 147/25*z + 1
*
0 | 0.12457171611562489215342922417883732667 | 0.023578821206158868969489079045415095684
f(z) = -197/26*z^3 + 145/26*z + 1
*
0 | 0.12385670290203436581758427488352120296 | 0.023443484154948594470017742767138826811
f(z) = -197/27*z^3 + 143/27*z + 1
*
0 | 0.11176168566929977710088345112590404246 | 0.021154150286003935322616804508226685807
f(z) = -197/28*z^3 + 141/28*z + 1
*
0 | 0.13727621283200545108373759743932904445 | 0.026008569668325204087304201600102247798
f(z) = -196/23*z^3 + 150/23*z + 1
*
0 | 0.13730179464725955258907857555320751073 | 0.026013416439739948421872973595544987296
f(z) = -196/25*z^3 + 146/25*z + 1
*
0 | 0.12376420860740584162579329768844212499 | 0.023448563852428531272920712510310160981
f(z) = -196/27*z^3 + 142/27*z + 1
*
[ -1/2 ] 
f(z) = -196/31*z^3 + 142/31*z + 1
*
[ -3/7 ] 
f(z) = -196/33*z^3 + 146/33*z + 1
*
[ -1/2 ] 
f(z) = -196/33*z^3 + 148/33*z + 1
*
-5/14 | 0.13321675166888665807890906931247455270 | 0.025239457698387322628959593135415939519
f(z) = -196/33*z^3 + 157/33*z + 1
*
0 | 0.12433471704647751394604312527703427669 | 0.023579504543016433089184443010436058771
f(z) = -195/22*z^3 + 151/22*z + 1
*
0 | 0.13718299889796757420383848846936561026 | 0.026016121824848646938450979748342639271
f(z) = -195/23*z^3 + 149/23*z + 1
*
0 | 0.11671978148830031084287916117511215622 | 0.022156971194732039340139937577867455479
f(z) = -194/21*z^3 + 152/21*z + 1
*
0 | 0.13708931332821067018367342152226628810 | 0.026023729035366883356571738014886103525
f(z) = -194/23*z^3 + 148/23*z + 1
*
0 | 0.13711515220998844249449607239191861571 | 0.026028634042486962438770613051432522107
f(z) = -194/25*z^3 + 144/25*z + 1
*
0 | 0.12357782217522823739452212435180400827 | 0.023458836294332091397535514710636395632
f(z) = -194/27*z^3 + 140/27*z + 1
*
0 | 0.11128528032803659234515013202008659846 | 0.021146082390077758442434609100797998269
f(z) = -193/20*z^3 + 153/20*z + 1
*
0 | 0.11662548845674062576007824837238950598 | 0.022160812107582804771131768617799299716
f(z) = -193/21*z^3 + 151/21*z + 1
*
0 | 0.12414673923816869107926369630935239162 | 0.023589976757496039389277439952484698674
f(z) = -193/22*z^3 + 149/22*z + 1
*
0 | 0.13699515132512919773721795463438146858 | 0.026031392008207222859670894969321047285
f(z) = -193/23*z^3 + 147/23*z + 1
*
0 | 0.088139929147175901723419717067088755877 | 0.016748074840696058617898785109979293684
f(z) = -193/24*z^3 + 145/24*z + 1
*
0 | 0.13702112068788830095239400970818433194 | 0.026036326625641829472154150672823291603
f(z) = -193/25*z^3 + 143/25*z + 1
*
0 | 0.12419867804503204447178384591844294776 | 0.023599846007822204105263636552772045672
f(z) = -193/26*z^3 + 141/26*z + 1
*
0 | 0.13690050801752970514832941107645137232 | 0.026039111464729273817025827285705471160
f(z) = -192/23*z^3 + 146/23*z + 1
*
0 | 0.13692660918612552954276233509276519881 | 0.026044076028033446036310415813430677926
f(z) = -192/25*z^3 + 142/25*z + 1
*
[ -1/4 ] 
f(z) = -192/29*z^3 + 157/29*z + 1
*
[ -1/2 ] 
f(z) = -192/31*z^3 + 141/31*z + 1
*
[ 7/8 ] 
f(z) = -192/35*z^3 + 142/35*z + 1
*
[ -1/2 ] 
f(z) = -192/35*z^3 + 153/35*z + 1
*
[ -1/2 ] 
f(z) = -192/37*z^3 + 159/37*z + 1
*
0 | 0.11109510792364359307845734345977391529 | 0.021151813485262688175702814450461350368
f(z) = -191/20*z^3 + 151/20*z + 1
*
0 | 0.11643544951390450459163192325379003355 | 0.022168581112352322582300095054388039556
f(z) = -191/21*z^3 + 149/21*z + 1
*
0 | 0.12395683347437241816330316778838939717 | 0.023600605561099498212720862261792848119
f(z) = -191/22*z^3 + 147/22*z + 1
*
0 | 0.13680537845911792802219975837672329099 | 0.026046888139636923133186054531364390302
f(z) = -191/23*z^3 + 145/23*z + 1
*
0 | 0.085097831365780744828347343710522435883 | 0.016202094679870737912680147052384998705
f(z) = -191/24*z^3 + 143/24*z + 1
*
0 | 0.13683161277869264439860874585378694984 | 0.026051882989949671067902677876990215223
f(z) = -191/25*z^3 + 141/25*z + 1
*
0 | 0.11633865997563574629163021745608861174 | 0.022172312986498796698538727478449860534
f(z) = -190/21*z^3 + 148/21*z + 1
*
0 | 0.13670975762694680114856822914833996002 | 0.026054722781299521195660438754530577130
f(z) = -190/23*z^3 + 144/23*z + 1
*
[ -3/10 ] 
f(z) = -190/27*z^3 + 149/30*z + 1
*
[ -3/8 ] 
f(z) = -190/27*z^3 + 149/32*z + 1
*
[ -3/4 ] 
f(z) = -190/27*z^3 + 151/24*z + 1
*
0 | 0.11090296208544739901673274104924180369 | 0.021157633469685012529440427353377867446
f(z) = -189/20*z^3 + 149/20*z + 1
*
0 | 0.12376495979247953344324254157072669365 | 0.023611395101079919947459002878680113672
f(z) = -189/22*z^3 + 145/22*z + 1
*
0 | 0.13661364041982416628364335374048637063 | 0.026062616152082595280646674876783690795
f(z) = -189/23*z^3 + 143/23*z + 1
*
[ -5/6 ] 
f(z) = -189/25*z^3 + 149/20*z + 1
*
[ -2/3 ] 
f(z) = -189/26*z^3 + 149/26*z + 1
*
[ -1/3 ] 
f(z) = -189/31*z^3 + 145/31*z + 1
*
[ -1/3 ] 
f(z) = -189/32*z^3 + 149/32*z + 1
*
[ -1/3 ] 
f(z) = -189/34*z^3 + 157/34*z + 1
*
0 | 0.11614668323336047480590574119029442073 | 0.022180458421540664629995016544730848087
f(z) = -188/21*z^3 + 146/21*z + 1
*
0 | 0.13651702165667891312529958628604377142 | 0.026070569028688427783429133656233734794
f(z) = -188/23*z^3 + 142/23*z + 1
*
[ -1/2 ] 
f(z) = -188/31*z^3 + 140/31*z + 1
*
[ -1/2 ] 
f(z) = -188/33*z^3 + 146/33*z + 1
*
[ -1/2 ] 
f(z) = -188/35*z^3 + 152/35*z + 1
*
[ -1/2 ] 
f(z) = -188/37*z^3 + 158/37*z + 1
*
0 | 0.11070880142216603597705871017406166980 | 0.021163544772414634506517777989813560175
f(z) = -187/20*z^3 + 147/20*z + 1
*
0 | 0.11604941830886033979424043946246299413 | 0.022184478818686754052378375766699256692
f(z) = -187/21*z^3 + 145/21*z + 1
*
0 | 0.13641989607488424435323716173506508476 | 0.026078582202506849424203857749586800863
f(z) = -187/23*z^3 + 141/23*z + 1
*
-2/11 | 0.22524336435280386167937207432041202010 | 0.029524609976709576160454636685773124203
f(z) = -187/24*z^3 + 157/33*z + 1
*
0 | 0.13632225832853670724356083279883512412 | 0.026086656479976612008019659940031568990
f(z) = -186/23*z^3 + 140/23*z + 1
*
[ 5/6 ] 
f(z) = -186/25*z^3 + 149/30*z + 1
*
0 | 0.11585230850848668113199157043053399839 | 0.022192416070938701608669326323360754322
f(z) = -185/21*z^3 + 143/21*z + 1
*
0 | 0.12337514249229871041591019805572084211 | 0.023633473775793362296489818452666727279
f(z) = -185/22*z^3 + 141/22*z + 1
*
0 | 0.11575451986991513789922625760383693170 | 0.022196729787326821841923970154697215321
f(z) = -184/21*z^3 + 142/21*z + 1
*
[ -1/2 ] 
f(z) = -184/33*z^3 + 145/33*z + 1
*
[ -1/2 ] 
f(z) = -184/35*z^3 + 151/35*z + 1
*
[ -1/2 ] 
f(z) = -184/37*z^3 + 157/37*z + 1
*
0 | 0.11031426341789908487076011946082704820 | 0.021175651529034230217679753702796390342
f(z) = -183/20*z^3 + 143/20*z + 1
*
-15/26 | 0.21634551216818679460535195705486590494 | 0.025566399559687975258696277206237737314
f(z) = -182/27*z^3 + 145/26*z + 1
*
0 | 0.11011379648474955911280587484054205165 | 0.021181852335873514014552302947484830684
f(z) = -181/20*z^3 + 141/20*z + 1
*
[ -2/3 ] 
f(z) = -181/24*z^3 + 158/27*z + 1
*
[ 2/3 ] 
f(z) = -198/23*z^3 + 153/46*z + 1
*
[ 2/3 ] 
f(z) = -198/25*z^3 + 151/50*z + 1
*
[ 2/3 ] 
f(z) = -198/29*z^3 + 147/58*z + 1
*
[ 2/3 ] 
f(z) = -189/23*z^3 + 145/46*z + 1
*
[ 2/3 ] 
f(z) = -189/25*z^3 + 143/50*z + 1
*
-2/3 | 0.14627278777647587215967596820721449533 | 0.020350551568702569322524617608677532777
f(z) = -189/32*z^3 + 159/56*z + 1
*
7/10 | 0.16683474192233200459561959352005511822 | 0.027845402507282031774605433370049549055
f(z) = -200/39*z^3 + 157/78*z + 1
*
[ 3/5 ] 
f(z) = -199/27*z^3 + 149/75*z + 1
*
[ 2/3 ] 
f(z) = -198/31*z^3 + 145/62*z + 1
*
[ 2/3 ] 
f(z) = -198/35*z^3 + 141/70*z + 1
*
[ 3/5 ] 
f(z) = -196/27*z^3 + 146/75*z + 1
*
[ 3/5 ] 
f(z) = -193/27*z^3 + 143/75*z + 1
*
[ 2/3 ] 
f(z) = -193/32*z^3 + 157/72*z + 1
*
[ 2/3 ] 
f(z) = -191/32*z^3 + 155/72*z + 1
*
[ 2/3 ] 
f(z) = -187/32*z^3 + 151/72*z + 1
*
[ 2/3 ] 
f(z) = -185/32*z^3 + 149/72*z + 1
*
[ 2/3 ] 
f(z) = -181/32*z^3 + 145/72*z + 1
*
[ 3/5 ] 
f(z) = -200/29*z^3 + 158/87*z + 1
*
[ 3/5 ] 
f(z) = -200/31*z^3 + 154/93*z + 1
*
[ 12/5 ] 
f(z) = -200/27*z^3 + 173/4*z + 1
*
[ 10/7 ] 
f(z) = -196/25*z^3 + 163/10*z + 1
*
[ -15/14 ] 
f(z) = -196/25*z^3 + 164/15*z + 1
*
[ -10/7 ] 
f(z) = -196/25*z^3 + 177/10*z + 1
*
[ -15/7 ] 
f(z) = -196/27*z^3 + 174/5*z + 1
*
-6/5 | 0.14126301753819683038592581692491258946 | 0.019676411450553172823691632193059251785
f(z) = -185/24*z^3 + 164/15*z + 1
*
[ 6/5 ] 
f(z) = -185/24*z^3 + 169/15*z + 1
*
-2 | 0.11033763049069888870093975650937717953 | 0.016784757957233218481819485121686653960
f(z) = -183/32*z^3 + 179/8*z + 1
*
-2 | 0.11013686908332826769544330437386585489 | 0.016782903977675933788980258184662256950
f(z) = -181/32*z^3 + 177/8*z + 1
*
-33/40 | 0.15584537368052811694405042631856825686 | 0.021123673952902583831401820151718500418
f(z) = -200/27*z^3 + 161/24*z + 1
*
[ -1/5 ] 
f(z) = -200/27*z^3 + 170/27*z + 1
*
[ -3/5 ] 
f(z) = -200/33*z^3 + 160/33*z + 1
*
[ -3/10 ] 
f(z) = -200/33*z^3 + 161/33*z + 1
*
-7/10 | 0.13321743766077480883673361820079730633 | 0.025143348056473393954826032551100369211
f(z) = -200/33*z^3 + 164/33*z + 1
*
-1/5 | 0.15113809254283375857179190714270510037 | 0.028525677509821075721345844371951017032
f(z) = -200/33*z^3 + 173/33*z + 1
*
[ -1/2 ] 
f(z) = -200/37*z^3 + 161/37*z + 1
*
[ -1/2 ] 
f(z) = -200/39*z^3 + 167/39*z + 1
*
[ -3/5 ] 
f(z) = -200/39*z^3 + 176/39*z + 1
*
[ -2/3 ] 
f(z) = -199/24*z^3 + 167/27*z + 1
*
[ -1/3 ] 
f(z) = -198/35*z^3 + 162/35*z + 1
*
[ -1/3 ] 
f(z) = -198/37*z^3 + 170/37*z + 1
*
[ -2/3 ] 
f(z) = -197/24*z^3 + 166/27*z + 1
*
[ -9/28 ] 
f(z) = -196/27*z^3 + 175/36*z + 1
*
[ -1/2 ] 
f(z) = -196/37*z^3 + 160/37*z + 1
*
-13/14 | 0.14249870738780305494549405318100368964 | 0.026998031795045842232891647362016708706
f(z) = -196/39*z^3 + 172/39*z + 1
*
[ -2/3 ] 
f(z) = -193/24*z^3 + 164/27*z + 1
*
[ -1/4 ] 
f(z) = -192/31*z^3 + 167/31*z + 1
*
[ -5/8 ] 
f(z) = -192/35*z^3 + 166/35*z + 1
*
[ -2/3 ] 
f(z) = -191/24*z^3 + 163/27*z + 1
*
[ -2/9 ] 
f(z) = -189/20*z^3 + 179/30*z + 1
*
[ -8/9 ] 
f(z) = -189/32*z^3 + 163/24*z + 1
*
[ -2/3 ] 
f(z) = -189/34*z^3 + 169/34*z + 1
*
[ -1/3 ] 
f(z) = -189/37*z^3 + 169/37*z + 1
*
[ -1/3 ] 
f(z) = -189/38*z^3 + 173/38*z + 1
*
[ -2/3 ] 
f(z) = -189/38*z^3 + 179/38*z + 1
*
[ -1/2 ] 
f(z) = -188/39*z^3 + 164/39*z + 1
*
[ -2/3 ] 
f(z) = -187/24*z^3 + 161/27*z + 1
*
[ -6/11 ] 
f(z) = -187/24*z^3 + 170/33*z + 1
*
[ -2/3 ] 
f(z) = -185/24*z^3 + 160/27*z + 1
*
[ -1/2 ] 
f(z) = -184/39*z^3 + 163/39*z + 1
*
-2/3 | 0.18187395774466969886563294292330294560 | 0.028831819831452595985004732696793353002
f(z) = -183/20*z^3 + 167/30*z + 1
*
[ -2/5 ] 
f(z) = -195/32*z^3 + 179/40*z + 1
*
[ 3/4 ] 
f(z) = -191/27*z^3 + 175/48*z + 1
*
[ 3/4 ] 
f(z) = -185/27*z^3 + 169/48*z + 1
*
[ -2/5 ] 
f(z) = -185/32*z^3 + 177/40*z + 1
*
[ 3/5 ] 
f(z) = -200/23*z^3 + 170/69*z + 1
*
[ 2/3 ] 
f(z) = -199/32*z^3 + 163/72*z + 1
*
[ 2/3 ] 
f(z) = -197/32*z^3 + 161/72*z + 1
*
-5/48 | 0.20453706156107022272417109411458606445 | 0.026417778485894394284815333017749142942
f(z) = -192/25*z^3 + 161/60*z + 1
*
[ 12/19 ] 
f(z) = -190/27*z^3 + 169/76*z + 1
*
[ 9/14 ] 
f(z) = -196/39*z^3 + 178/117*z + 1
*
[ 8/13 ] 
f(z) = -195/32*z^3 + 175/104*z + 1
*
-2 | 0.11186950722687120562119812651535891150 | 0.016799004305277124928253222444554742569
f(z) = -199/32*z^3 + 195/8*z + 1
*
[ 3 ] 
f(z) = -197/27*z^3 + 199/3*z + 1
*
-2 | 0.11168484367591701388130305591059960781 | 0.016797278266423531040970290205595909963
f(z) = -197/32*z^3 + 193/8*z + 1
*
-2 | 0.11149831116040674075027541147777970488 | 0.016795537034714151303389066439024732801
f(z) = -195/32*z^3 + 191/8*z + 1
*
[ 2 ] 
f(z) = -195/32*z^3 + 199/8*z + 1
*
[ 3 ] 
f(z) = -194/27*z^3 + 196/3*z + 1
*
[ -3 ] 
f(z) = -193/27*z^3 + 197/3*z + 1
*
[ 3/2 ] 
f(z) = -193/27*z^3 + 197/12*z + 1
*
-2 | 0.11130987128188010788955772030879859168 | 0.016793780389168329498736704772860805904
f(z) = -193/32*z^3 + 189/8*z + 1
*
[ 2 ] 
f(z) = -193/32*z^3 + 197/8*z + 1
*
[ 3 ] 
f(z) = -191/27*z^3 + 193/3*z + 1
*
-2 | 0.11111948444071483931405473354025330056 | 0.016792008105078018667705203136611572095
f(z) = -191/32*z^3 + 187/8*z + 1
*
[ 2 ] 
f(z) = -191/32*z^3 + 195/8*z + 1
*
[ -3 ] 
f(z) = -190/27*z^3 + 194/3*z + 1
*
-2 | 0.11092710978527121827699366534993739400 | 0.016790219953980039208632846046013459190
f(z) = -189/32*z^3 + 185/8*z + 1
*
[ 2 ] 
f(z) = -189/32*z^3 + 193/8*z + 1
*
[ 3 ] 
f(z) = -188/27*z^3 + 190/3*z + 1
*
[ -3 ] 
f(z) = -187/27*z^3 + 191/3*z + 1
*
[ 3/2 ] 
f(z) = -187/27*z^3 + 191/12*z + 1
*
-2 | 0.11073270515830437063509234105723817907 | 0.016788415703632961772299984575557747128
f(z) = -187/32*z^3 + 183/8*z + 1
*
[ 2 ] 
f(z) = -187/32*z^3 + 191/8*z + 1
*
[ -2 ] 
f(z) = -187/32*z^3 + 199/8*z + 1
*
[ -6/5 ] 
f(z) = -185/24*z^3 + 194/15*z + 1
*
[ 3 ] 
f(z) = -185/27*z^3 + 187/3*z + 1
*
-2 | 0.11053622704046543199217746180614611979 | 0.016786595117999232059989520058070938010
f(z) = -185/32*z^3 + 181/8*z + 1
*
[ 2 ] 
f(z) = -185/32*z^3 + 189/8*z + 1
*
[ -2 ] 
f(z) = -185/32*z^3 + 197/8*z + 1
*
[ -3 ] 
f(z) = -184/27*z^3 + 188/3*z + 1
*
[ 2 ] 
f(z) = -183/32*z^3 + 187/8*z + 1
*
[ -2 ] 
f(z) = -183/32*z^3 + 195/8*z + 1
*
[ 3 ] 
f(z) = -182/27*z^3 + 184/3*z + 1
*
[ -3 ] 
f(z) = -181/27*z^3 + 185/3*z + 1
*
[ 3/2 ] 
f(z) = -181/27*z^3 + 185/12*z + 1
*
[ 2 ] 
f(z) = -181/32*z^3 + 185/8*z + 1
*
[ -2 ] 
f(z) = -181/32*z^3 + 193/8*z + 1
*
[ -1/5 ] 
f(z) = -200/29*z^3 + 182/29*z + 1
*
[ -1/5 ] 
f(z) = -200/31*z^3 + 194/31*z + 1
*
[ -3/10 ] 
f(z) = -200/39*z^3 + 187/39*z + 1
*
[ -1/7 ] 
f(z) = -196/23*z^3 + 188/23*z + 1
*
-5/14 | 0.15706305480188869731356722629280888050 | 0.029757416225737414428849084346218360026
f(z) = -196/33*z^3 + 190/33*z + 1
*
-11/14 | 0.15496678090227831746975132791211471177 | 0.029275997894253913012004850234711074800
f(z) = -196/33*z^3 + 199/33*z + 1
*
[ -1/4 ] 
f(z) = -192/37*z^3 + 197/37*z + 1
*
[ -6/19 ] 
f(z) = -190/27*z^3 + 185/38*z + 1
*
[ -5/21 ] 
f(z) = -189/25*z^3 + 197/35*z + 1
*
[ -4/21 ] 
f(z) = -189/32*z^3 + 181/28*z + 1
*
-2/9 | 0.19641666761679565098683705256608726839 | 0.029681835649204619628515209314306455696
f(z) = -189/32*z^3 + 187/24*z + 1
*
-2/11 | 0.18838492606779216012064934483098971284 | 0.024693253377848490872242883689614479708
f(z) = -187/24*z^3 + 190/33*z + 1
*
-5/6 | 0.18770811389703309592224726518585615298 | 0.026748549993909767514595501109222178598
f(z) = -186/25*z^3 + 191/30*z + 1
*
[ -2/3 ] 
f(z) = -183/20*z^3 + 197/30*z + 1
*
[ -5/12 ] 
f(z) = -198/25*z^3 + 191/40*z + 1
*
[ 3/4 ] 
f(z) = -197/27*z^3 + 181/48*z + 1
*
6/7 | 0.23391498428575290651534579476573809745 | 0.029055223277029125408057711293287523216
f(z) = -196/27*z^3 + 185/48*z + 1
*
[ -4/11 ] 
f(z) = -187/32*z^3 + 199/44*z + 1
*
[ 3/4 ] 
f(z) = -184/21*z^3 + 193/42*z + 1
*
6/7 | 0.098745892428794053806195803028250497631 | 0.016536855203833959568489127103050673286
f(z) = -196/39*z^3 + 197/78*z + 1
*
[ 3/4 ] 
f(z) = -184/33*z^3 + 185/66*z + 1
*
[ 3/4 ] 
f(z) = -184/39*z^3 + 181/78*z + 1
*
-1/3 | 0.18399380776412545478535755163286804755 | 0.029167871977612267347283155856025221521
f(z) = -183/20*z^3 + 181/60*z + 1
*
[ 4/7 ] 
f(z) = -196/23*z^3 + 187/92*z + 1
*
[ 5/8 ] 
f(z) = -196/25*z^3 + 197/80*z + 1
*
[ 9/14 ] 
f(z) = -196/33*z^3 + 188/99*z + 1
*
-8/21 | 0.19256574193290310059303497508382580797 | 0.026791169575297136884800586721057390589
f(z) = -189/26*z^3 + 187/91*z + 1
*
52/63 | 0.10919551105933974970586450145510996624 | 0.013177885619283697383590737286931134752
f(z) = -189/32*z^3 + 191/84*z + 1
*
[ 5/8 ] 
f(z) = -188/25*z^3 + 187/80*z + 1
*
[ 4/7 ] 
f(z) = -196/25*z^3 + 181/100*z + 1
*
3/4 | 0.16976280222142506194753972712838338451 | 0.026708610250764502321270924632746578673
f(z) = -192/35*z^3 + 184/105*z + 1
*
[ 2/3 ] 
f(z) = -183/34*z^3 + 193/102*z + 1
*
[ 2/3 ] 
f(z) = -183/38*z^3 + 187/114*z + 1
*
[ 3 ] 
f(z) = -200/27*z^3 + 202/3*z + 1
*
[ -3 ] 
f(z) = -199/27*z^3 + 203/3*z + 1
*
[ 3/2 ] 
f(z) = -199/27*z^3 + 203/12*z + 1
*
[ 2 ] 
f(z) = -199/32*z^3 + 203/8*z + 1
*
[ -2 ] 
f(z) = -199/32*z^3 + 211/8*z + 1
*
[ -3/2 ] 
f(z) = -197/27*z^3 + 217/12*z + 1
*
[ 2 ] 
f(z) = -197/32*z^3 + 201/8*z + 1
*
[ -2 ] 
f(z) = -197/32*z^3 + 209/8*z + 1
*
[ -3 ] 
f(z) = -196/27*z^3 + 200/3*z + 1
*
[ -2 ] 
f(z) = -195/32*z^3 + 207/8*z + 1
*
[ -2 ] 
f(z) = -193/32*z^3 + 205/8*z + 1
*
[ -3/2 ] 
f(z) = -191/27*z^3 + 211/12*z + 1
*
[ -2 ] 
f(z) = -191/32*z^3 + 203/8*z + 1
*
[ -2 ] 
f(z) = -189/32*z^3 + 201/8*z + 1
*
[ -3/2 ] 
f(z) = -185/27*z^3 + 205/12*z + 1
*
-1/10 | 0.15905025024027117794656076358233593636 | 0.029692464955212531640261858102340756921
f(z) = -200/21*z^3 + 212/21*z + 1
*
[ -3/16 ] 
f(z) = -200/27*z^3 + 211/32*z + 1
*
-1/5 | 0.14827196006313599576610277489418590597 | 0.027906307537859876676177637400301637592
f(z) = -200/39*z^3 + 203/39*z + 1
*
-1 | 0.11094935525515110117880061250392444173 | 0.020587841620532475863724423664419095081
f(z) = -199/20*z^3 + 219/20*z + 1
*
-1 | 0.11075563301987850457533124937096132846 | 0.020586941672221918937788403009363410009
f(z) = -197/20*z^3 + 217/20*z + 1
*
-1 | 0.098935116516706481087309603463461771743 | 0.018374075073524080869823219314177397526
f(z) = -197/21*z^3 + 218/21*z + 1
*
-1 | 0.10641106555871243617743295665835369938 | 0.019745713342423029573343513012521758709
f(z) = -197/22*z^3 + 219/22*z + 1
*
-1 | 0.11911488637420243938931450050661802842 | 0.022103043408230591452798719861589224460
f(z) = -196/23*z^3 + 219/23*z + 1
*
[ -1/7 ] 
f(z) = -196/25*z^3 + 204/25*z + 1
*
-1 | 0.10621391602003273073127885187634539485 | 0.019742740249520626532264591440814704843
f(z) = -195/22*z^3 + 217/22*z + 1
*
-1 | 0.11901619274114718693360754472467545643 | 0.022103501136743276134630823099254543713
f(z) = -195/23*z^3 + 218/23*z + 1
*
-1 | 0.098641164638262619980732798061241597246 | 0.018366749745867972563474664513059389076
f(z) = -194/21*z^3 + 215/21*z + 1
*
-1 | 0.11891696973128287459172917315733746829 | 0.022103947699489980388473849003210161765
f(z) = -194/23*z^3 + 217/23*z + 1
*
-1 | 0.11884872040872861635702472983569270054 | 0.022053653461535098860610757487121892932
f(z) = -194/25*z^3 + 219/25*z + 1
*
-1 | 0.11036199589163504247346600043789064213 | 0.020584962072670694199078017192649633224
f(z) = -193/20*z^3 + 213/20*z + 1
*
-1 | 0.098541781671293697342403193113897013484 | 0.018364186011161738793028033278283267307
f(z) = -193/21*z^3 + 214/21*z + 1
*
-1 | 0.10601530914149048921252925328278275988 | 0.019739797876203183094551650118725654519
f(z) = -193/22*z^3 + 215/22*z + 1
*
-1 | 0.11881721162858218293292099242896600937 | 0.022104382809033381071251503942499973638
f(z) = -193/23*z^3 + 216/23*z + 1
*
-1 | 0.089881939043348080064531801983600964959 | 0.016706998876883334274351396578817667824
f(z) = -193/24*z^3 + 217/24*z + 1
*
-1 | 0.11874858247047363237264766716585869593 | 0.022053800975901279487210657515153463538
f(z) = -193/25*z^3 + 218/25*z + 1
*
-1 | 0.10587870135360181338090834859526873201 | 0.019646927460215306588580577204224934540
f(z) = -193/26*z^3 + 219/26*z + 1
*
[ -1/8 ] 
f(z) = -192/23*z^3 + 210/23*z + 1
*
-1 | 0.11871691262382795539668699105403859649 | 0.022104806170527863023965238338563132072
f(z) = -192/23*z^3 + 215/23*z + 1
*
-1 | 0.11864789937388450441559233346610720607 | 0.022053933667675544836183306295603876177
f(z) = -192/25*z^3 + 217/25*z + 1
*
-1 | 0.11016199183333532963225392525542493514 | 0.020583877428339903126531959788784931454
f(z) = -191/20*z^3 + 211/20*z + 1
*
-1 | 0.098341399725504744555561376730196243864 | 0.018358968694390394685367227903889694820
f(z) = -191/21*z^3 + 212/21*z + 1
*
-1 | 0.10581454695210096420643780448946282905 | 0.019736761900216122556819550258905583834
f(z) = -191/22*z^3 + 213/22*z + 1
*
-1 | 0.11861606681257397732132350679283839983 | 0.022105217481500603677869514700406350248
f(z) = -191/23*z^3 + 214/23*z + 1
*
-1 | 0.089680409190387401357523496817979068738 | 0.016698278439303460056040462648814540174
f(z) = -191/24*z^3 + 215/24*z + 1
*
-1 | 0.11854666514249444480880002206441091251 | 0.022054051186079492463639510673488545728
f(z) = -191/25*z^3 + 216/25*z + 1
*
-1 | 0.10567574194502773642192960680409325658 | 0.019642705984991243449878181720828186847
f(z) = -191/26*z^3 + 217/26*z + 1
*
-1 | 0.10491371176835917911376483134477458961 | 0.019484410431238360931409538352313952700
f(z) = -191/27*z^3 + 218/27*z + 1
*
-1 | 0.10988436848215408538446358823475147729 | 0.020390221914135790205150651800892581101
f(z) = -191/28*z^3 + 219/28*z + 1
*
-1 | 0.098239355366010884590237795215513956540 | 0.018356120980023771194359212375588582300
f(z) = -190/21*z^3 + 211/21*z + 1
*
-1 | 0.11851466819304960094610145546700672564 | 0.022105616431625177345142276639139216760
f(z) = -190/23*z^3 + 213/23*z + 1
*
-1 | 0.10481152244333461399696144139611170863 | 0.019482067325013021421723149543336194453
f(z) = -190/27*z^3 + 217/27*z + 1
*
-1 | 0.11830395150261238803060677212050128257 | 0.021952565754147174031897732293249251757
f(z) = -190/29*z^3 + 219/29*z + 1
*
-1 | 0.10995980223126640110578421806369050452 | 0.020582726022959951358733230166452045834
f(z) = -189/20*z^3 + 209/20*z + 1
*
-1 | 0.10561223424789550536498236283268419191 | 0.019733750711231890536370624604465613359
f(z) = -189/22*z^3 + 211/22*z + 1
*
-1 | 0.11841271066400634821617676293456665065 | 0.022106002702487386300336714035526761086
f(z) = -189/23*z^3 + 212/23*z + 1
*
-1 | 0.11834251887244335705567390753548398077 | 0.022054239255104355740891674471402723918
f(z) = -189/25*z^3 + 214/25*z + 1
*
[ -5/7 ] 
f(z) = -189/25*z^3 + 219/35*z + 1
*
-1 | 0.10547119679999778609147445233666246047 | 0.019638485455101067944910570285905997730
f(z) = -189/26*z^3 + 215/26*z + 1
*
-1 | 0.11820078650408352391239259150401491656 | 0.021952065165950260936026743354464430759
f(z) = -189/29*z^3 + 218/29*z + 1
*
-2/9 | 0.20047235462664535128870726885012974239 | 0.029751828084541794828377778314255873702
f(z) = -189/32*z^3 + 211/24*z + 1
*
-1 | 0.098036697814527744910609645768554122647 | 0.018350910517901734431969432896258350201
f(z) = -188/21*z^3 + 209/21*z + 1
*
-1 | 0.11831018802250455021261072445809381767 | 0.022106375967343012765970778723629478345
f(z) = -188/23*z^3 + 211/23*z + 1
*
-1 | 0.11823959437718571576990773405301279540 | 0.022054309058819933772400377150255099264
f(z) = -188/25*z^3 + 213/25*z + 1
*
-1 | 0.10460543357650108575786988722377962492 | 0.019477282406419992188495443675158931895
f(z) = -188/27*z^3 + 215/27*z + 1
*
-1 | 0.11809704245560437797705786011079328748 | 0.021951541952354505725264341802346875592
f(z) = -188/29*z^3 + 217/29*z + 1
*
-1 | 0.11802506962847546004319360057001849619 | 0.021900816234356235197644178526272923863
f(z) = -188/31*z^3 + 219/31*z + 1
*
-1 | 0.10975537874948417471718057183218367255 | 0.020581505045436300730518597161303607088
f(z) = -187/20*z^3 + 207/20*z + 1
*
-1 | 0.097934005031725830703586919370898316932 | 0.018348160438268216803383457153030571719
f(z) = -187/21*z^3 + 208/21*z + 1
*
-1 | 0.11820709396163800574005345387378879445 | 0.022106735890867172276571000630080633299
f(z) = -187/23*z^3 + 210/23*z + 1
*
-1 | 0.089269606059656065094859797567651281219 | 0.016680114426290832599571949384903569615
f(z) = -187/24*z^3 + 211/24*z + 1
*
-1 | 0.11813609382934681001156635798685328222 | 0.022054362194806685190365042636494807926
f(z) = -187/25*z^3 + 212/25*z + 1
*
-1 | 0.10526501577658254932741583539115467825 | 0.019634262137372905268135812822569902451
f(z) = -187/26*z^3 + 213/26*z + 1
*
-1 | 0.10450152120880048034270150242338449826 | 0.019474839417144678799998555032270458151
f(z) = -187/27*z^3 + 214/27*z + 1
*
-1 | 0.10947136035147141031186397198531003592 | 0.020383306374054002878735947904463140064
f(z) = -187/28*z^3 + 215/28*z + 1
*
-1 | 0.11799271280723216278200354178054143795 | 0.021950995624441906197083641441029263905
f(z) = -187/29*z^3 + 216/29*z + 1
*
-1 | 0.084776495738008175754208347517983031093 | 0.015758013613813201463751246562080360696
f(z) = -187/30*z^3 + 217/30*z + 1
*
-1 | 0.11792031710660739553865848833350044529 | 0.021899976828194250558451924261165483509
f(z) = -187/31*z^3 + 218/31*z + 1
*
-1 | 0.10932656703165390022792411125346810992 | 0.020286715878501861385807787049386689872
f(z) = -187/32*z^3 + 219/32*z + 1
*
-1 | 0.11810342206819456186442610112897301237 | 0.022107082128894934574652011968971461601
f(z) = -186/23*z^3 + 209/23*z + 1
*
-1 | 0.11803201073503124608677991856802326256 | 0.022054398265293458216734121116247311247
f(z) = -186/25*z^3 + 211/25*z + 1
*
-1 | 0.11788779089702737566215000666602766256 | 0.021950425681197132226611071267159359208
f(z) = -186/29*z^3 + 215/29*z + 1
*
-1 | 0.097726893392863127075425331113113251084 | 0.018342560956153999708029765135085728226
f(z) = -185/21*z^3 + 206/21*z + 1
*
-1 | 0.10519884711959826266344728855958238228 | 0.019727056909967334151618963860809739313
f(z) = -185/22*z^3 + 207/22*z + 1
*
-1 | 0.11799916582025043582554292899662202552 | 0.022107414328152863151626212117695733085
f(z) = -185/23*z^3 + 208/23*z + 1
*
-1 | 0.089062299288407946094803395149517821312 | 0.016671045855218155200434905777652021020
f(z) = -185/24*z^3 + 209/24*z + 1
*
-1 | 0.10505519060768809094426932037454778653 | 0.019629666554605412290930627616508739930
f(z) = -185/26*z^3 + 211/26*z + 1
*
-1 | 0.10429192771844119467143629726420232445 | 0.019469849335121007230623272515752974510
f(z) = -185/27*z^3 + 212/27*z + 1
*
-1 | 0.10926134359601872169840668274758529640 | 0.020379665987026259155243939043464475935
f(z) = -185/28*z^3 + 213/28*z + 1
*
-1 | 0.11778226994848037997702599956441597492 | 0.021949831609152420635796654194700849832
f(z) = -185/29*z^3 + 214/29*z + 1
*
-1 | 0.11770901338817893181527985291200414689 | 0.021898217070935231667818621596629990104
f(z) = -185/31*z^3 + 216/31*z + 1
*
-1 | 0.10911482848621540391434332317912990517 | 0.020281953597945129489293992186227765238
f(z) = -185/32*z^3 + 217/32*z + 1
*
-1 | 0.097291626359314568586542774316728651830 | 0.018068848652434076407230997215856159584
f(z) = -185/33*z^3 + 218/33*z + 1
*
-1 | 0.10476214447217379287122370441158071138 | 0.019439738367657794918908866001125332661
f(z) = -185/34*z^3 + 219/34*z + 1
*
-1 | 0.097622461544436054355047463145959185593 | 0.018339710413287145265959031059401631459
f(z) = -184/21*z^3 + 205/21*z + 1
*
-1 | 0.11782207037586923775911744209294648681 | 0.022054417567103083345055987698222866247
f(z) = -184/25*z^3 + 209/25*z + 1
*
[ -3/23 ] 
f(z) = -184/27*z^3 + 202/23*z + 1
*
-1 | 0.10418623310199575589805223050705554726 | 0.019467300982869312940658192838650513273
f(z) = -184/27*z^3 + 211/27*z + 1
*
-1 | 0.11767614306786348505055888872421413779 | 0.021949212882020236296432699688258608513
f(z) = -184/29*z^3 + 213/29*z + 1
*
-1 | 0.11760244833995702128370482929579250293 | 0.021897295577180453253230728863628926054
f(z) = -184/31*z^3 + 215/31*z + 1
*
-1 | 0.097183583477146096055674889214451019514 | 0.018064207751694462941624056818090120424
f(z) = -184/33*z^3 + 217/33*z + 1
*
-1 | 0.11745355621163788085401644707306328729 | 0.021794765796453260883824958664454291203
f(z) = -184/35*z^3 + 219/35*z + 1
*
-1 | 0.10933962861469869784998868462610913249 | 0.020578842425080912324904349362258779122
f(z) = -183/20*z^3 + 203/20*z + 1
*
-1 | 0.10498962624358168077601630808675996914 | 0.019723732748022292380110211434016616791
f(z) = -183/22*z^3 + 205/22*z + 1
*
-1 | 0.11778887361469074494130888101580021592 | 0.022108035150045675511043412869721419051
f(z) = -183/23*z^3 + 206/23*z + 1
*
-1 | 0.11771619956005069071621237047550196300 | 0.022054399950367743995884420529372210827
f(z) = -183/25*z^3 + 208/25*z + 1
*
-1 | 0.10484427621607827544601660338818284451 | 0.019625180917408622274543849118093575405
f(z) = -183/26*z^3 + 209/26*z + 1
*
-1 | 0.10904891321173105858764263698749071498 | 0.020375897583986047043305922878801723018
f(z) = -183/28*z^3 + 211/28*z + 1
*
-1 | 0.11756940324150591581616197094067758446 | 0.021948568960313212375185317805496633880
f(z) = -183/29*z^3 + 212/29*z + 1
*
-1 | 0.11749526506287618106987652016626962502 | 0.021896345554648870985183158697682159544
f(z) = -183/31*z^3 + 214/31*z + 1
*
-1 | 0.10890063479112937074403609019980208359 | 0.020277038635034360065653092545586527417
f(z) = -183/32*z^3 + 215/32*z + 1
*
-1 | 0.10454770286568828792711409704509592135 | 0.019433029293186501738833064639474662225
f(z) = -183/34*z^3 + 217/34*z + 1
*
-1 | 0.11734546739148573357515253747460494215 | 0.021793216638349467175676142505049600068
f(z) = -183/35*z^3 + 218/35*z + 1
*
-1 | 0.11768282404704474420265060304245406763 | 0.022108323018040461104450621335640215940
f(z) = -182/23*z^3 + 205/23*z + 1
*
-1 | 0.11760971909053075063870602270934584328 | 0.022054363571366026201973749938355139220
f(z) = -182/25*z^3 + 207/25*z + 1
*
[ -5/7 ] 
f(z) = -182/25*z^3 + 214/35*z + 1
*
-1 | 0.10397301351252432625270264672367356640 | 0.019462094397085878521928934449873681479
f(z) = -182/27*z^3 + 209/27*z + 1
*
-1 | 0.11746204333298895572370083345229919049 | 0.021947899290950860527857062064445400358
f(z) = -182/29*z^3 + 211/29*z + 1
*
-1 | 0.11738745632421877319368504281170934032 | 0.021895366396001224160118733434272894324
f(z) = -182/31*z^3 + 213/31*z + 1
*
-1 | 0.096968720357566633195851407213375689897 | 0.018055344607048918282290244320113382118
f(z) = -182/33*z^3 + 215/33*z + 1
*
-1 | 0.11716059723194706054775278025987286153 | 0.021740404118899416999566300228362607840
f(z) = -182/37*z^3 + 219/37*z + 1
*
-1 | 0.10912819687663178778633723660166924142 | 0.020577394430178247400782331389984097256
f(z) = -181/20*z^3 + 201/20*z + 1
*
-1 | 0.097305581580700063933065147726470195032 | 0.018330948461461061116768841912047524487
f(z) = -181/21*z^3 + 202/21*z + 1
*
-1 | 0.10477734467946068217145071358876892633 | 0.019720173675321505679065009370746403308
f(z) = -181/22*z^3 + 203/22*z + 1
*
-1 | 0.11757616289952443660565708008533402674 | 0.022108595337378653624404790152567119211
f(z) = -181/23*z^3 + 204/23*z + 1
*
-1 | 0.088638442385200111313497651404205114851 | 0.016651939923574459757879234883954440223
f(z) = -181/24*z^3 + 205/24*z + 1
*
-1 | 0.11750262189438594245608653111582995632 | 0.022054307977859946038478724819023784075
f(z) = -181/25*z^3 + 206/25*z + 1
*
-1 | 0.10462960854097963563959826773188419870 | 0.019620312376702705223726231428948558326
f(z) = -181/26*z^3 + 207/26*z + 1
*
-1 | 0.10386547433053495952081769918532208059 | 0.019459434814251881260836833958642775081
f(z) = -181/27*z^3 + 208/27*z + 1
*
-1 | 0.10883401296526517689000709002144583658 | 0.020371996178494083297691481184978303118
f(z) = -181/28*z^3 + 209/28*z + 1
*
-1 | 0.11735405608025843390960404531260482018 | 0.021947203306852518619905769140175854739
f(z) = -181/29*z^3 + 210/29*z + 1
*
-1 | 0.084136902205864813427845702235018094486 | 0.015721063620798436766140609446761216825
f(z) = -181/30*z^3 + 211/30*z + 1
*
-1 | 0.11727901476327315823574076136385498246 | 0.021894357478719827926002820236872143323
f(z) = -181/31*z^3 + 212/31*z + 1
*
-1 | 0.10868392819008061700548194867541020294 | 0.020271965196229736868107331941367766633
f(z) = -181/32*z^3 + 213/32*z + 1
*
-1 | 0.096859818093252479639704339710764364929 | 0.018050736310057480621652089600383157038
f(z) = -181/33*z^3 + 214/33*z + 1
*
-1 | 0.10433007399764770443894581230712558053 | 0.019426011109153030691895004529554168238
f(z) = -181/34*z^3 + 215/34*z + 1
*
-1 | 0.11712737247606280563249480417437650588 | 0.021790010412972241626477670216745363784
f(z) = -181/35*z^3 + 216/35*z + 1
*
-1 | 0.094968643237520676467583372934826134071 | 0.017652500967332157521211103455982043426
f(z) = -181/36*z^3 + 217/36*z + 1
*
-1 | 0.11705075371792799230943165449831320887 | 0.021738482875922153530695259804636879449
f(z) = -181/37*z^3 + 218/37*z + 1
*
-1 | 0.10417683417215228884250179234096662930 | 0.019331127770255070427017255880488306032
f(z) = -181/38*z^3 + 219/38*z + 1
*
[ -5/8 ] 
f(z) = -184/25*z^3 + 219/40*z + 1
*
-3/14 | 0.22554133118922234408596215460273428349 | 0.028756788253826882286077055386655205338
f(z) = -182/27*z^3 + 209/42*z + 1
*
[ 3/4 ] 
f(z) = -200/33*z^3 + 203/66*z + 1
*
-5/12 | 0.19332624719516164433057363329824970098 | 0.024969802220347882485416718196019342432
f(z) = -192/25*z^3 + 209/60*z + 1
*
-3/5 | 0.14039544463796267675161786474420815453 | 0.020556322787150240854826115295415869533
f(z) = -185/36*z^3 + 211/60*z + 1
*
[ 2/3 ] 
f(z) = -183/22*z^3 + 211/66*z + 1
*
[ 2/3 ] 
f(z) = -183/26*z^3 + 205/78*z + 1
*
[ 2/3 ] 
f(z) = -195/34*z^3 + 209/102*z + 1
*
[ 2/3 ] 
f(z) = -195/38*z^3 + 203/114*z + 1
*
-1/4 | 0.18914206430045421482609935002826517296 | 0.029757529984906865219236645541335885013
f(z) = -192/35*z^3 + 211/105*z + 1
*
-10/63 | 0.18462545462084121165650009987986837015 | 0.022280889569531442083831706730227589333
f(z) = -189/25*z^3 + 209/105*z + 1
*
-2/5 | 0.080674048105321252459972909569344979835 | 0.010108200115857669741567540343462750403
f(z) = -195/32*z^3 + 217/120*z + 1
*
[ 9/5 ] 
f(z) = -200/27*z^3 + 220/9*z + 1
*
[ -9/5 ] 
f(z) = -200/27*z^3 + 230/9*z + 1
*
[ -21/10 ] 
f(z) = -200/27*z^3 + 239/7*z + 1
*
[ 5/2 ] 
f(z) = -188/25*z^3 + 238/5*z + 1
*
[ 5/2 ] 
f(z) = -184/25*z^3 + 233/5*z + 1
*
[ -5/2 ] 
f(z) = -184/25*z^3 + 237/5*z + 1
*
-1 | 0.099226506357635884667012747294500714923 | 0.018381533096388010135745377861218075413
f(z) = -200/21*z^3 + 221/21*z + 1
*
[ -1/10 ] 
f(z) = -200/21*z^3 + 233/21*z + 1
*
-1 | 0.11950447830692718769273871487551775864 | 0.022101106337640342382268862271339764939
f(z) = -200/23*z^3 + 223/23*z + 1
*
-1 | 0.10580885678346057210613474977717073708 | 0.019504116432870581097112142899878184578
f(z) = -200/27*z^3 + 227/27*z + 1
*
[ -3/25 ] 
f(z) = -200/27*z^3 + 236/25*z + 1
*
-1 | 0.11930511945696230650893981810331706856 | 0.021956426806326106454433553296140144453
f(z) = -200/29*z^3 + 229/29*z + 1
*
-1 | 0.11923786045568081915074887603153793460 | 0.021908987291651461846668570291693714259
f(z) = -200/31*z^3 + 231/31*z + 1
*
[ -1/5 ] 
f(z) = -200/37*z^3 + 230/37*z + 1
*
-1 | 0.11903357946974269864490507196284645859 | 0.021768886295576141365502352705949949303
f(z) = -200/37*z^3 + 237/37*z + 1
*
-1 | 0.098620991380685693051267981970742710186 | 0.018008152605325521467550213470296028576
f(z) = -200/39*z^3 + 239/39*z + 1
*
[ -1 ] 
f(z) = -199/20*z^3 + 239/20*z + 1
*
-1 | 0.099130226336204517841339493852779854799 | 0.018379138248662529437135104124218703952
f(z) = -199/21*z^3 + 220/21*z + 1
*
-1 | 0.10660549786250722512848760962466122910 | 0.019748478094692091604161939846030551979
f(z) = -199/22*z^3 + 221/22*z + 1
*
-1 | 0.11940784681625494154255240384020615606 | 0.022101605995743273297441010960174137163
f(z) = -199/23*z^3 + 222/23*z + 1
*
-1 | 0.090472645984866077561719007513743577494 | 0.016731971871578884863695575953764647566
f(z) = -199/24*z^3 + 223/24*z + 1
*
-1 | 0.11934143523905271533146111742865878160 | 0.022052705238943716258861378029413037863
f(z) = -199/25*z^3 + 224/25*z + 1
*
-1 | 0.10647202111109851340201060281755641420 | 0.019658428242534624805117531597484409622
f(z) = -199/26*z^3 + 225/26*z + 1
*
-1 | 0.10571150949480274385587873519669756573 | 0.019502043526883353089365320709683430876
f(z) = -199/27*z^3 + 226/27*z + 1
*
-1 | 0.11068369436845963028844035581797226747 | 0.020402712285236103773820136192532414615
f(z) = -199/28*z^3 + 227/28*z + 1
*
-1 | 0.11920740764757684047237993511564330489 | 0.021956128011421750794771515381855118314
f(z) = -199/29*z^3 + 228/29*z + 1
*
-1 | 0.085993948147346662089818309044373302048 | 0.015825974919419387770662785525024094476
f(z) = -199/30*z^3 + 229/30*z + 1
*
-1 | 0.11913977957830890923123646108501172348 | 0.021908429945627256386412644432334785479
f(z) = -199/31*z^3 + 230/31*z + 1
*
-1 | 0.11054843667200856615358870918441792705 | 0.020312376328315619014108739600698857496
f(z) = -199/32*z^3 + 231/32*z + 1
*
-1 | 0.098728095334045790486719781085656835634 | 0.018126097991730798826804635072371623675
f(z) = -199/33*z^3 + 232/33*z + 1
*
-1 | 0.10620214539269373552265332485157544582 | 0.019482919868823063820555691968389973147
f(z) = -199/34*z^3 + 233/34*z + 1
*
-1 | 0.11900326372903691919233015031148819689 | 0.021814162945242859814768945135094611129
f(z) = -199/35*z^3 + 234/35*z + 1
*
-1 | 0.096848380365356775883718578330936383593 | 0.017739145236291562028264607976079010276
f(z) = -199/36*z^3 + 235/36*z + 1
*
-1 | 0.11893436305588809848256769011033832886 | 0.021767573984706622827869083408972661536
f(z) = -199/37*z^3 + 236/37*z + 1
*
-1 | 0.10606369023964381133368532834654107853 | 0.019396950198434673445001470686443023771
f(z) = -199/38*z^3 + 237/38*z + 1
*
-1 | 0.098521386644719335137927353384798149869 | 0.018003748812852312175652397334929533649
f(z) = -199/39*z^3 + 238/39*z + 1
*
-1 | 0.11931070791990242376675183187893974493 | 0.022102095567878475758503116927876226644
f(z) = -198/23*z^3 + 221/23*z + 1
*
-1 | 0.11924393676240947097358664026744930842 | 0.022052921897506057224496331135920189306
f(z) = -198/25*z^3 + 223/25*z + 1
*
-1 | 0.11910917664547107426390647517813063015 | 0.021955810885197596866943526490469118549
f(z) = -198/29*z^3 + 227/29*z + 1
*
-1 | 0.11904117542891368673841275870905637939 | 0.021907851625653268952358647011176640622
f(z) = -198/31*z^3 + 229/31*z + 1
*
-1 | 0.11890389898755039743948464101634613045 | 0.021813072866835402929001724766237777285
f(z) = -198/35*z^3 + 233/35*z + 1
*
-1 | 0.11883461064851288452689407198619788411 | 0.021766233048396773765887439520423098964
f(z) = -198/37*z^3 + 235/37*z + 1
*
[ -1 ] 
f(z) = -197/20*z^3 + 237/20*z + 1
*
[ -1 ] 
f(z) = -197/21*z^3 + 239/21*z + 1
*
-1 | 0.11921305625527097949407318116537312793 | 0.022102574794192673061697782645211614418
f(z) = -197/23*z^3 + 220/23*z + 1
*
-1 | 0.090278528602737564293844719530933011810 | 0.016723936197283339205531148276326860717
f(z) = -197/24*z^3 + 221/24*z + 1
*
-1 | 0.11914592159830430404394779436352331691 | 0.022053125363005608660793665638684042402
f(z) = -197/25*z^3 + 222/25*z + 1
*
-1 | 0.10627614259890126221599080754183460957 | 0.019654663674611379895188180685044118581
f(z) = -197/26*z^3 + 223/26*z + 1
*
-1 | 0.10551526385692505081801372366628850464 | 0.019497813206160412189189678362555964214
f(z) = -197/27*z^3 + 224/27*z + 1
*
-1 | 0.11048707932531593255869705013234252077 | 0.020399747257334136386593000888462940331
f(z) = -197/28*z^3 + 225/28*z + 1
*
-1 | 0.11901042089384859263588773364076887207 | 0.021955475042560540957597647182229795656
f(z) = -197/29*z^3 + 226/29*z + 1
*
-1 | 0.085795553735175443084618066378768640852 | 0.015814994324133339293706312911901267606
f(z) = -197/30*z^3 + 227/30*z + 1
*
-1 | 0.11894204238258684182253252932438916928 | 0.021907251906799709719786617437833636113
f(z) = -197/31*z^3 + 228/31*z + 1
*
-1 | 0.11035032069145254470862839143486399258 | 0.020308422223159658378877173113745804859
f(z) = -197/32*z^3 + 229/32*z + 1
*
-1 | 0.098529598156473148949709318869869990503 | 0.018118455535357608764116131632599609103
f(z) = -197/33*z^3 + 230/33*z + 1
*
-1 | 0.10600326457818584295720629654858738571 | 0.019477237914548596091753312210100586930
f(z) = -197/34*z^3 + 231/34*z + 1
*
-1 | 0.11880399680951587004036282505949173122 | 0.021811956168022544169423703173972478485
f(z) = -197/35*z^3 + 232/35*z + 1
*
-1 | 0.096648724844154109516766151234717431801 | 0.017730332608630389042876096681703523211
f(z) = -197/36*z^3 + 233/36*z + 1
*
-1 | 0.11873431640730536768807053418304575372 | 0.021764862946939475464047141600238541541
f(z) = -197/37*z^3 + 234/37*z + 1
*
-1 | 0.10586390204785853394466813876151614840 | 0.019390465040541395326689211239515359921
f(z) = -197/38*z^3 + 235/38*z + 1
*
-1 | 0.098320550045913822518598704134994022698 | 0.017994798074764853507447231809837450663
f(z) = -197/39*z^3 + 236/39*z + 1
*
-1 | 0.11904738423408821413663929956237272962 | 0.022053315325345183221835468302588299844
f(z) = -196/25*z^3 + 221/25*z + 1
*
[ -1/7 ] 
f(z) = -196/27*z^3 + 220/27*z + 1
*
-1 | 0.10541635443849702194493416828485870290 | 0.019495654825485791923038512873817894516
f(z) = -196/27*z^3 + 223/27*z + 1
*
-1 | 0.11891113474605902787436798247446061971 | 0.021955120089291682840523266423391793931
f(z) = -196/29*z^3 + 225/29*z + 1
*
[ -1/7 ] 
f(z) = -196/29*z^3 + 236/29*z + 1
*
-1 | 0.11884237472303911831048344083704006833 | 0.021906630354211650215363930725401122934
f(z) = -196/31*z^3 + 227/31*z + 1
*
-1 | 0.098429544092243016123466191321931577982 | 0.018114571195924172963651972995912606373
f(z) = -196/33*z^3 + 229/33*z + 1
*
-1 | 0.11863347439567350419672826121883173363 | 0.021763463128401068500416547933898866407
f(z) = -196/37*z^3 + 233/37*z + 1
*
[ -3/14 ] 
f(z) = -196/39*z^3 + 230/39*z + 1
*
0 | 0.18529993230265679012370394298412197678 | 0.029082112461568143214986281215801868592
f(z) = -195/22*z^3 + 232/33*z + 1
*
[ -1 ] 
f(z) = -195/22*z^3 + 239/22*z + 1
*
-1 | 0.11028835091975347174695562358525632160 | 0.020396679739651011132054011225582171063
f(z) = -195/28*z^3 + 223/28*z + 1
*
-1 | 0.11881131246364663174308201557380837535 | 0.021954745621790934325782944708407729287
f(z) = -195/29*z^3 + 224/29*z + 1
*
-1 | 0.11874216664060579598584149195009284526 | 0.021905986522833464175558873787261971868
f(z) = -195/31*z^3 + 226/31*z + 1
*
-1 | 0.11015005760643677115299447691606376191 | 0.020304345155529237584997219845755309270
f(z) = -195/32*z^3 + 227/32*z + 1
*
-1 | 0.10580156715049307591930536256314502065 | 0.019471288203792437555539306469991800680
f(z) = -195/34*z^3 + 229/34*z + 1
*
-1 | 0.11853207857861005247512367887622336934 | 0.021762033028287493911163855978980212246
f(z) = -195/37*z^3 + 232/37*z + 1
*
-1 | 0.10566060931577346563438591841117509926 | 0.019383574380521466236985138660605229828
f(z) = -195/38*z^3 + 233/38*z + 1
*
[ -1 ] 
f(z) = -194/21*z^3 + 236/21*z + 1
*
-1 | 0.10521693405530905371199786732406858729 | 0.019491249129213196084821732522031661756
f(z) = -194/27*z^3 + 221/27*z + 1
*
-1 | 0.11871094821434547990426366956398841522 | 0.021954351226813258762872265973851838854
f(z) = -194/29*z^3 + 223/29*z + 1
*
-1 | 0.11864141223019733616449101188049754069 | 0.021905319957124282233261390360851429403
f(z) = -194/31*z^3 + 225/31*z + 1
*
-1 | 0.098227795596918352719070536302496104401 | 0.018106672924245995304208191006099373632
f(z) = -194/33*z^3 + 227/33*z + 1
*
-1 | 0.11850100655872456034934851858670246026 | 0.021808441153451010951803464132494939008
f(z) = -194/35*z^3 + 229/35*z + 1
*
-1 | 0.11843012282049803530789473761538587270 | 0.021760572069199647919571521135356037672
f(z) = -194/37*z^3 + 231/37*z + 1
*
-1 | 0.098015137106264795052858665457955620242 | 0.017981002691725633230540090565295560548
f(z) = -194/39*z^3 + 233/39*z + 1
*
[ -1 ] 
f(z) = -193/20*z^3 + 233/20*z + 1
*
[ -1 ] 
f(z) = -193/21*z^3 + 235/21*z + 1
*
[ -1 ] 
f(z) = -193/22*z^3 + 237/22*z + 1
*
[ -1 ] 
f(z) = -193/23*z^3 + 239/23*z + 1
*
-1 | 0.10511641147363237476518008558579857986 | 0.019489000782918576499910845265620076500
f(z) = -193/27*z^3 + 220/27*z + 1
*
-1 | 0.11008746314732135569838036852184570478 | 0.020393505945341190738016538854544069601
f(z) = -193/28*z^3 + 221/28*z + 1
*
-1 | 0.11861003607001954434873085700829954735 | 0.021953936481196225034297207479573573818
f(z) = -193/29*z^3 + 222/29*z + 1
*
-1 | 0.085396081114243532642895739263426135377 | 0.015793114168293512596972433607500053961
f(z) = -193/30*z^3 + 223/30*z + 1
*
-1 | 0.11854010548919336725667988107411819013 | 0.021904630190764121630847428388761166819
f(z) = -193/31*z^3 + 224/31*z + 1
*
-1 | 0.10994760025992393232148069090635005999 | 0.020300140709203598489393168613683142520
f(z) = -193/32*z^3 + 225/32*z + 1
*
-1 | 0.098126089106833775318413529231698206545 | 0.018102657601142199967439906159920835118
f(z) = -193/33*z^3 + 226/33*z + 1
*
-1 | 0.10559830963167328015959637492649765942 | 0.019465305540399899688604829806489122229
f(z) = -193/34*z^3 + 227/34*z + 1
*
-1 | 0.11839889504507282951255118725120747977 | 0.021807212717064314441931185932281690321
f(z) = -193/35*z^3 + 228/35*z + 1
*
-1 | 0.096242818861365506528228578056293452056 | 0.017712135217519838755013090152021134214
f(z) = -193/36*z^3 + 229/36*z + 1
*
-1 | 0.11832760088285448638385290450926703285 | 0.021759079660477545334257355298659889576
f(z) = -193/37*z^3 + 230/37*z + 1
*
-1 | 0.10545571945584236475851026016706149874 | 0.019376630950609589261133349732979488969
f(z) = -193/38*z^3 + 231/38*z + 1
*
-1 | 0.097911165597840884858484475554858776396 | 0.017976112839067749850902675352912641967
f(z) = -193/39*z^3 + 232/39*z + 1
*
[ -1 ] 
f(z) = -192/23*z^3 + 238/23*z + 1
*
[ -1/8 ] 
f(z) = -192/25*z^3 + 228/25*z + 1
*
-1 | 0.11850857000454580079428377810080808468 | 0.021953500951578545955518229426727668866
f(z) = -192/29*z^3 + 221/29*z + 1
*
-1 | 0.11843824031527811572135561538712918915 | 0.021903916746350337598468036805917478023
f(z) = -192/31*z^3 + 223/31*z + 1
*
[ -7/8 ] 
f(z) = -192/35*z^3 + 222/35*z + 1
*
-1 | 0.11822450642201037974273210573952583444 | 0.021757555197832869330717660910674681628
f(z) = -192/37*z^3 + 229/37*z + 1
*
[ -1 ] 
f(z) = -191/20*z^3 + 231/20*z + 1
*
[ -1 ] 
f(z) = -191/21*z^3 + 233/21*z + 1
*
[ -1 ] 
f(z) = -191/22*z^3 + 235/22*z + 1
*
[ -1 ] 
f(z) = -191/23*z^3 + 237/23*z + 1
*
[ -1 ] 
f(z) = -191/24*z^3 + 239/24*z + 1
*
-1 | 0.11840654389163846636917415508212684200 | 0.021953044194109256717333325213126328900
f(z) = -191/29*z^3 + 220/29*z + 1
*
-1 | 0.085190503083618323848181562883747765438 | 0.015781388556455713519240281484931166832
f(z) = -191/30*z^3 + 221/30*z + 1
*
-1 | 0.11833581050421531332324690930166840081 | 0.021903179135084027772267438694565143236
f(z) = -191/31*z^3 + 222/31*z + 1
*
-1 | 0.10974289992028308201636575778346583231 | 0.020295804268605433535574222556401345796
f(z) = -191/32*z^3 + 223/32*z + 1
*
-1 | 0.097919947120212135498927109617531860406 | 0.018094299993371977443667709121250674070
f(z) = -191/33*z^3 + 224/33*z + 1
*
-1 | 0.10539279052316004138049190196044799933 | 0.019459164841232239094520564254906528448
f(z) = -191/34*z^3 + 225/34*z + 1
*
-1 | 0.11819296245813571298613971442180093485 | 0.021804667338925636922222979259345032683
f(z) = -191/35*z^3 + 226/35*z + 1
*
-1 | 0.096036470023021193896085027131102037164 | 0.017702738221283606042355443640393373214
f(z) = -191/36*z^3 + 227/36*z + 1
*
-1 | 0.11812083298672455642215763561900859799 | 0.021755998062969467095717670005847721112
f(z) = -191/37*z^3 + 228/37*z + 1
*
-1 | 0.10524918180097355832704347839001702322 | 0.019369629460640285484318180080357075069
f(z) = -191/38*z^3 + 229/38*z + 1
*
-1 | 0.097703551030746249253689920805291748013 | 0.017966555005997644926332240089724791945
f(z) = -191/39*z^3 + 230/39*z + 1
*
[ -1 ] 
f(z) = -190/21*z^3 + 232/21*z + 1
*
[ -1 ] 
f(z) = -190/23*z^3 + 236/23*z + 1
*
-1 | 0.11823280974756053373347136153862871917 | 0.021902416856446005020515156796639737826
f(z) = -190/31*z^3 + 221/31*z + 1
*
-1 | 0.097817566181793759983851428025615390247 | 0.018090338224150722290203329605045052479
f(z) = -190/33*z^3 + 223/33*z + 1
*
-1 | 0.11801657401572937446725009161793212194 | 0.021754407623191331689667489194239515173
f(z) = -190/37*z^3 + 227/37*z + 1
*
-1 | 0.097599894783450618419875947256520940916 | 0.017961885926370500975131094371150500062
f(z) = -190/39*z^3 + 229/39*z + 1
*
[ -1 ] 
f(z) = -189/20*z^3 + 229/20*z + 1
*
[ -1 ] 
f(z) = -189/22*z^3 + 233/22*z + 1
*
[ -1 ] 
f(z) = -189/23*z^3 + 235/23*z + 1
*
[ -1 ] 
f(z) = -189/25*z^3 + 239/25*z + 1
*
-1 | 0.11812923163030883009713961919771163800 | 0.021901629397861937255987128873644058569
f(z) = -189/31*z^3 + 220/31*z + 1
*
-1 | 0.10953590621022200010315659759305691222 | 0.020291331007756541928533807869089437930
f(z) = -189/32*z^3 + 221/32*z + 1
*
-2/9 | 0.20144354423770275601249581651385520836 | 0.029425515479108952521813792356050921978
f(z) = -189/32*z^3 + 235/24*z + 1
*
-1 | 0.10518495879045717044049629465804364482 | 0.019452860614793023996665732343080336878
f(z) = -189/34*z^3 + 223/34*z + 1
*
-1 | 0.11791172283520571623388051341792558482 | 0.021752783230997590419376701978203323741
f(z) = -189/37*z^3 + 226/37*z + 1
*
-1 | 0.10503963966764059865106795952318301829 | 0.019362323953061321653387791280465499346
f(z) = -189/38*z^3 + 227/38*z + 1
*
[ -1 ] 
f(z) = -188/21*z^3 + 230/21*z + 1
*
[ -1 ] 
f(z) = -188/23*z^3 + 234/23*z + 1
*
[ -1 ] 
f(z) = -188/25*z^3 + 238/25*z + 1
*
[ 5/4 ] 
f(z) = -188/25*z^3 + 239/20*z + 1
*
-1 | 0.097608983835714454264439272828824673198 | 0.018081889937898799324279739383153236286
f(z) = -188/33*z^3 + 221/33*z + 1
*
-1 | 0.11787969254410736890004106509835226074 | 0.021800619164032193471219408491198840764
f(z) = -188/35*z^3 + 223/35*z + 1
*
-1 | 0.11780627265618489037025791825280740079 | 0.021751124223663998960978259989723304412
f(z) = -188/37*z^3 + 225/37*z + 1
*
-1 | 0.097388716067710382647882165325496298521 | 0.017952002461568161696306453082995701257
f(z) = -188/39*z^3 + 227/39*z + 1
*
[ -1 ] 
f(z) = -187/20*z^3 + 227/20*z + 1
*
[ -1 ] 
f(z) = -187/21*z^3 + 229/21*z + 1
*
[ -1 ] 
f(z) = -187/23*z^3 + 233/23*z + 1
*
[ -2/11 ] 
f(z) = -187/24*z^3 + 223/33*z + 1
*
[ -1 ] 
f(z) = -187/24*z^3 + 235/24*z + 1
*
[ -1 ] 
f(z) = -187/25*z^3 + 237/25*z + 1
*
[ -1 ] 
f(z) = -187/26*z^3 + 239/26*z + 1
*
-1 | 0.11777407694726827369332645982464461222 | 0.021799205953410838028884369824272818593
f(z) = -187/35*z^3 + 222/35*z + 1
*
-1 | 0.095616722023229502220222189317551729037 | 0.017683315060917652738985202059634952835
f(z) = -187/36*z^3 + 223/36*z + 1
*
-1 | 0.11770021657187486477106496957379014749 | 0.021749429922810418375718614014855221784
f(z) = -187/37*z^3 + 224/37*z + 1
*
-1 | 0.10482703883261342859970218205218282106 | 0.019354707455191842794616853229938107558
f(z) = -187/38*z^3 + 225/38*z + 1
*
-1 | 0.097281179714328050024706642919036334828 | 0.017946785645215496142585236006977788579
f(z) = -187/39*z^3 + 226/39*z + 1
*
[ -1 ] 
f(z) = -186/23*z^3 + 232/23*z + 1
*
[ -5/6 ] 
f(z) = -186/25*z^3 + 221/30*z + 1
*
[ -1 ] 
f(z) = -186/25*z^3 + 236/25*z + 1
*
-1 | 0.11766785374901020994879668490737626857 | 0.021797759766656643875120114239084862195
f(z) = -186/35*z^3 + 221/35*z + 1
*
-1 | 0.11759354755490816092091640272492170319 | 0.021747699633953728961748334532226836047
f(z) = -186/37*z^3 + 223/37*z + 1
*
[ -1 ] 
f(z) = -185/21*z^3 + 227/21*z + 1
*
[ -1 ] 
f(z) = -185/22*z^3 + 229/22*z + 1
*
[ -1 ] 
f(z) = -185/23*z^3 + 231/23*z + 1
*
[ -1 ] 
f(z) = -185/24*z^3 + 233/24*z + 1
*
[ -1 ] 
f(z) = -185/26*z^3 + 237/26*z + 1
*
[ -1 ] 
f(z) = -185/27*z^3 + 239/27*z + 1
*
-1 | 0.095403214004109532125403212455109615139 | 0.017673275015828231556790994322044374417
f(z) = -185/36*z^3 + 221/36*z + 1
*
[ 6/5 ] 
f(z) = -185/36*z^3 + 227/30*z + 1
*
-1 | 0.10461262744751880144045121154294846530 | 0.019347013904696033637305916805294304692
f(z) = -185/38*z^3 + 223/38*z + 1
*
-1 | 0.097067345468539357597852673609603935930 | 0.017936750581695188740214964645491164368
f(z) = -185/39*z^3 + 224/39*z + 1
*
[ -1 ] 
f(z) = -184/21*z^3 + 226/21*z + 1
*
[ -1 ] 
f(z) = -184/25*z^3 + 234/25*z + 1
*
[ -1 ] 
f(z) = -184/27*z^3 + 238/27*z + 1
*
-1 | 0.11737834199357420786244671571403931011 | 0.021744128230994593031032692501685036119
f(z) = -184/37*z^3 + 221/37*z + 1
*
-1 | 0.096958965711938889160835641840571032749 | 0.017931549025999722967293577374069242650
f(z) = -184/39*z^3 + 223/39*z + 1
*
[ -1 ] 
f(z) = -183/20*z^3 + 223/20*z + 1
*
[ -1 ] 
f(z) = -183/22*z^3 + 227/22*z + 1
*
[ -1 ] 
f(z) = -183/23*z^3 + 229/23*z + 1
*
[ -1 ] 
f(z) = -183/25*z^3 + 233/25*z + 1
*
[ -1 ] 
f(z) = -183/26*z^3 + 235/26*z + 1
*
[ -1 ] 
f(z) = -183/28*z^3 + 239/28*z + 1
*
-1 | 0.11726979076567264873330504956520325974 | 0.021742285643171754806848219513573236370
f(z) = -183/37*z^3 + 220/37*z + 1
*
-1 | 0.10439569525153449857298961142242605603 | 0.019339116107445687147610942218634340528
f(z) = -183/38*z^3 + 221/38*z + 1
*
[ -1 ] 
f(z) = -182/23*z^3 + 228/23*z + 1
*
[ -1 ] 
f(z) = -182/25*z^3 + 232/25*z + 1
*
[ -1 ] 
f(z) = -182/27*z^3 + 236/27*z + 1
*
[ -1 ] 
f(z) = -181/20*z^3 + 221/20*z + 1
*
[ -1 ] 
f(z) = -181/21*z^3 + 223/21*z + 1
*
[ -1 ] 
f(z) = -181/22*z^3 + 225/22*z + 1
*
[ -1 ] 
f(z) = -181/23*z^3 + 227/23*z + 1
*
[ -1 ] 
f(z) = -181/24*z^3 + 229/24*z + 1
*
[ -1 ] 
f(z) = -181/25*z^3 + 231/25*z + 1
*
[ -1 ] 
f(z) = -181/26*z^3 + 233/26*z + 1
*
[ -1 ] 
f(z) = -181/27*z^3 + 235/27*z + 1
*
[ -1 ] 
f(z) = -181/28*z^3 + 237/28*z + 1
*
[ -1 ] 
f(z) = -181/29*z^3 + 239/29*z + 1
*
-1 | 0.096628918965032984025135538847104860251 | 0.017915385913211941145759842800428169995
f(z) = -181/39*z^3 + 220/39*z + 1
*
[ -1/4 ] 
f(z) = -200/21*z^3 + 235/42*z + 1
*
[ -2/5 ] 
f(z) = -200/23*z^3 + 225/46*z + 1
*
-21/40 | 0.26875113271977642791710138298449672694 | 0.028824610898200148785712430072504132679
f(z) = -200/27*z^3 + 229/56*z + 1
*
[ -3/7 ] 
f(z) = -200/27*z^3 + 230/49*z + 1
*
[ -1/2 ] 
f(z) = -198/23*z^3 + 237/46*z + 1
*
[ -5/9 ] 
f(z) = -198/25*z^3 + 236/45*z + 1
*
[ -3/7 ] 
f(z) = -197/27*z^3 + 229/49*z + 1
*
[ -2/7 ] 
f(z) = -196/23*z^3 + 239/46*z + 1
*
[ 5/6 ] 
f(z) = -196/25*z^3 + 236/45*z + 1
*
-2/7 | 0.17423477397242375108716901641886587769 | 0.029178886916561311098385514440255047077
f(z) = -196/27*z^3 + 221/54*z + 1
*
[ -2/3 ] 
f(z) = -195/28*z^3 + 235/42*z + 1
*
[ -1/2 ] 
f(z) = -194/21*z^3 + 223/42*z + 1
*
[ -1/2 ] 
f(z) = -194/23*z^3 + 235/46*z + 1
*
[ -3/7 ] 
f(z) = -194/27*z^3 + 228/49*z + 1
*
[ -3/7 ] 
f(z) = -191/27*z^3 + 227/49*z + 1
*
[ -1/2 ] 
f(z) = -190/21*z^3 + 221/42*z + 1
*
[ -1/2 ] 
f(z) = -190/23*z^3 + 233/46*z + 1
*
[ 5/6 ] 
f(z) = -188/25*z^3 + 226/45*z + 1
*
[ -3/8 ] 
f(z) = -188/27*z^3 + 223/48*z + 1
*
[ -3/7 ] 
f(z) = -188/27*z^3 + 226/49*z + 1
*
[ -1/2 ] 
f(z) = -186/23*z^3 + 231/46*z + 1
*
[ -3/7 ] 
f(z) = -185/27*z^3 + 225/49*z + 1
*
[ -1/4 ] 
f(z) = -184/21*z^3 + 233/42*z + 1
*
[ 5/6 ] 
f(z) = -184/25*z^3 + 221/45*z + 1
*
[ -2/3 ] 
f(z) = -183/28*z^3 + 227/42*z + 1
*
[ -1/2 ] 
f(z) = -182/23*z^3 + 229/46*z + 1
*
-1/10 | 0.15974762765339920174556296694774462346 | 0.026662534076164688409866627183911890779
f(z) = -200/33*z^3 + 235/66*z + 1
*
[ 2/3 ] 
f(z) = -195/22*z^3 + 227/66*z + 1
*
-1/2 | 0.17537442882352937055706932185443550803 | 0.029420277089470409753272955437724758941
f(z) = -194/33*z^3 + 229/66*z + 1
*
-1/2 | 0.17198789068718623643950073693191449883 | 0.028953355613850462163834966846370947974
f(z) = -190/33*z^3 + 227/66*z + 1
*
-6/11 | 0.21902413013215292385459535860216042594 | 0.028709400768455541525694834930742475427
f(z) = -187/36*z^3 + 223/66*z + 1
*
-1/2 | 0.16413897579319951707114744243525534030 | 0.027833592183169118116288733270870307964
f(z) = -182/33*z^3 + 223/66*z + 1
*
-4/63 | 0.23232834350157596934623028686977702186 | 0.028037749052867823498312343349973739848
f(z) = -189/32*z^3 + 233/84*z + 1
*
[ 8/11 ] 
f(z) = -187/32*z^3 + 239/88*z + 1
*
-2/5 | 0.15641438684916974575081975143950034417 | 0.023399173089106002361840058912388060631
f(z) = -200/33*z^3 + 227/132*z + 1
*
-3/7 | 0.19877585103631476373109146891531218417 | 0.029826478301276792230815459042499569790
f(z) = -196/33*z^3 + 221/132*z + 1
*
-11/28 | 0.17445974070655081583162736109821887469 | 0.026177826146897853533804513292278735523
f(z) = -196/33*z^3 + 229/132*z + 1
*
-1/4 | 0.17658130801916762165926857782119588183 | 0.026578401049954289934768540501472722618
f(z) = -192/35*z^3 + 223/140*z + 1
*
[ 3/5 ] 
f(z) = -190/33*z^3 + 232/165*z + 1
*
[ 5/2 ] 
f(z) = -196/25*z^3 + 248/5*z + 1
*
[ -5/2 ] 
f(z) = -196/25*z^3 + 252/5*z + 1
*
[ 5/2 ] 
f(z) = -192/25*z^3 + 243/5*z + 1
*
[ -5/2 ] 
f(z) = -192/25*z^3 + 247/5*z + 1
*
[ -5/2 ] 
f(z) = -188/25*z^3 + 242/5*z + 1
*
[ -1 ] 
f(z) = -200/21*z^3 + 242/21*z + 1
*
[ -1 ] 
f(z) = -200/23*z^3 + 246/23*z + 1
*
[ -1/10 ] 
f(z) = -200/23*z^3 + 255/23*z + 1
*
[ -1 ] 
f(z) = -200/27*z^3 + 254/27*z + 1
*
[ -1 ] 
f(z) = -200/29*z^3 + 258/29*z + 1
*
[ 11/10 ] 
f(z) = -200/33*z^3 + 245/33*z + 1
*
[ -1/5 ] 
f(z) = -200/39*z^3 + 242/39*z + 1
*
[ -1 ] 
f(z) = -199/21*z^3 + 241/21*z + 1
*
[ -1 ] 
f(z) = -199/22*z^3 + 243/22*z + 1
*
[ -1 ] 
f(z) = -199/23*z^3 + 245/23*z + 1
*
[ -1 ] 
f(z) = -199/24*z^3 + 247/24*z + 1
*
[ -1 ] 
f(z) = -199/25*z^3 + 249/25*z + 1
*
[ -1 ] 
f(z) = -199/26*z^3 + 251/26*z + 1
*
[ -1 ] 
f(z) = -199/27*z^3 + 253/27*z + 1
*
[ -1 ] 
f(z) = -199/28*z^3 + 255/28*z + 1
*
[ -1 ] 
f(z) = -199/29*z^3 + 257/29*z + 1
*
[ -1 ] 
f(z) = -199/30*z^3 + 259/30*z + 1
*
[ -1 ] 
f(z) = -198/23*z^3 + 244/23*z + 1
*
[ -1 ] 
f(z) = -198/25*z^3 + 248/25*z + 1
*
[ -1 ] 
f(z) = -198/29*z^3 + 256/29*z + 1
*
[ -1 ] 
f(z) = -197/22*z^3 + 241/22*z + 1
*
[ -1 ] 
f(z) = -197/23*z^3 + 243/23*z + 1
*
[ -1 ] 
f(z) = -197/24*z^3 + 245/24*z + 1
*
[ -1 ] 
f(z) = -197/25*z^3 + 247/25*z + 1
*
[ -1 ] 
f(z) = -197/26*z^3 + 249/26*z + 1
*
[ -1 ] 
f(z) = -197/27*z^3 + 251/27*z + 1
*
[ -1 ] 
f(z) = -197/28*z^3 + 253/28*z + 1
*
[ -1 ] 
f(z) = -197/29*z^3 + 255/29*z + 1
*
[ -1 ] 
f(z) = -197/30*z^3 + 257/30*z + 1
*
[ -1 ] 
f(z) = -197/31*z^3 + 259/31*z + 1
*
[ -1 ] 
f(z) = -196/23*z^3 + 242/23*z + 1
*
[ -1 ] 
f(z) = -196/25*z^3 + 246/25*z + 1
*
[ 5/4 ] 
f(z) = -196/25*z^3 + 249/20*z + 1
*
[ -1 ] 
f(z) = -196/27*z^3 + 250/27*z + 1
*
[ -1 ] 
f(z) = -196/29*z^3 + 254/29*z + 1
*
[ -1/7 ] 
f(z) = -196/31*z^3 + 252/31*z + 1
*
[ -1 ] 
f(z) = -196/31*z^3 + 258/31*z + 1
*
[ -13/14 ] 
f(z) = -196/39*z^3 + 250/39*z + 1
*
[ -1 ] 
f(z) = -195/23*z^3 + 241/23*z + 1
*
[ -1 ] 
f(z) = -195/28*z^3 + 251/28*z + 1
*
[ -1 ] 
f(z) = -195/29*z^3 + 253/29*z + 1
*
[ -1 ] 
f(z) = -195/31*z^3 + 257/31*z + 1
*
[ -1 ] 
f(z) = -195/32*z^3 + 259/32*z + 1
*
[ -1 ] 
f(z) = -194/23*z^3 + 240/23*z + 1
*
[ -1 ] 
f(z) = -194/25*z^3 + 244/25*z + 1
*
[ -1 ] 
f(z) = -194/27*z^3 + 248/27*z + 1
*
[ -1 ] 
f(z) = -194/29*z^3 + 252/29*z + 1
*
[ -1 ] 
f(z) = -194/31*z^3 + 256/31*z + 1
*
[ -1 ] 
f(z) = -193/24*z^3 + 241/24*z + 1
*
[ -1 ] 
f(z) = -193/25*z^3 + 243/25*z + 1
*
[ -1 ] 
f(z) = -193/26*z^3 + 245/26*z + 1
*
[ -1 ] 
f(z) = -193/27*z^3 + 247/27*z + 1
*
[ -1 ] 
f(z) = -193/28*z^3 + 249/28*z + 1
*
[ -1 ] 
f(z) = -193/29*z^3 + 251/29*z + 1
*
[ -1 ] 
f(z) = -193/30*z^3 + 253/30*z + 1
*
[ -1 ] 
f(z) = -193/31*z^3 + 255/31*z + 1
*
[ -1 ] 
f(z) = -193/32*z^3 + 257/32*z + 1
*
[ -1 ] 
f(z) = -193/33*z^3 + 259/33*z + 1
*
[ -1 ] 
f(z) = -192/25*z^3 + 242/25*z + 1
*
[ -1 ] 
f(z) = -192/29*z^3 + 250/29*z + 1
*
[ -1 ] 
f(z) = -192/31*z^3 + 254/31*z + 1
*
-1/8 | 0.15584320373032709895121218507879638624 | 0.028266113684470511892946273907251266986
f(z) = -192/35*z^3 + 248/35*z + 1
*
[ -1 ] 
f(z) = -191/25*z^3 + 241/25*z + 1
*
[ -1 ] 
f(z) = -191/26*z^3 + 243/26*z + 1
*
[ -1 ] 
f(z) = -191/27*z^3 + 245/27*z + 1
*
[ -1 ] 
f(z) = -191/28*z^3 + 247/28*z + 1
*
[ -1 ] 
f(z) = -191/29*z^3 + 249/29*z + 1
*
[ -1 ] 
f(z) = -191/30*z^3 + 251/30*z + 1
*
[ -1 ] 
f(z) = -191/31*z^3 + 253/31*z + 1
*
[ -1 ] 
f(z) = -191/32*z^3 + 255/32*z + 1
*
[ -1 ] 
f(z) = -191/33*z^3 + 257/33*z + 1
*
[ -1 ] 
f(z) = -191/34*z^3 + 259/34*z + 1
*
[ -1 ] 
f(z) = -190/27*z^3 + 244/27*z + 1
*
[ -1 ] 
f(z) = -190/29*z^3 + 248/29*z + 1
*
[ -1 ] 
f(z) = -190/31*z^3 + 252/31*z + 1
*
[ -1 ] 
f(z) = -190/33*z^3 + 256/33*z + 1
*
[ -1 ] 
f(z) = -189/26*z^3 + 241/26*z + 1
*
[ -1 ] 
f(z) = -189/29*z^3 + 247/29*z + 1
*
[ -1 ] 
f(z) = -189/31*z^3 + 251/31*z + 1
*
[ -1 ] 
f(z) = -189/32*z^3 + 253/32*z + 1
*
[ -1 ] 
f(z) = -189/34*z^3 + 257/34*z + 1
*
[ -1 ] 
f(z) = -188/27*z^3 + 242/27*z + 1
*
[ -1 ] 
f(z) = -188/29*z^3 + 246/29*z + 1
*
[ -1 ] 
f(z) = -188/31*z^3 + 250/31*z + 1
*
[ -1 ] 
f(z) = -188/33*z^3 + 254/33*z + 1
*
[ -1 ] 
f(z) = -188/35*z^3 + 258/35*z + 1
*
[ -1 ] 
f(z) = -187/27*z^3 + 241/27*z + 1
*
[ -1 ] 
f(z) = -187/28*z^3 + 243/28*z + 1
*
[ -1 ] 
f(z) = -187/29*z^3 + 245/29*z + 1
*
[ -1 ] 
f(z) = -187/30*z^3 + 247/30*z + 1
*
[ -1 ] 
f(z) = -187/31*z^3 + 249/31*z + 1
*
[ -1 ] 
f(z) = -187/32*z^3 + 251/32*z + 1
*
[ -1 ] 
f(z) = -187/35*z^3 + 257/35*z + 1
*
[ -1 ] 
f(z) = -187/36*z^3 + 259/36*z + 1
*
[ -1 ] 
f(z) = -186/29*z^3 + 244/29*z + 1
*
[ -1 ] 
f(z) = -186/35*z^3 + 256/35*z + 1
*
[ -1 ] 
f(z) = -185/28*z^3 + 241/28*z + 1
*
[ -1 ] 
f(z) = -185/29*z^3 + 243/29*z + 1
*
[ -1 ] 
f(z) = -185/31*z^3 + 247/31*z + 1
*
[ -1 ] 
f(z) = -185/32*z^3 + 249/32*z + 1
*
[ -1 ] 
f(z) = -185/33*z^3 + 251/33*z + 1
*
[ -1 ] 
f(z) = -185/34*z^3 + 253/34*z + 1
*
[ -1 ] 
f(z) = -185/36*z^3 + 257/36*z + 1
*
[ -1 ] 
f(z) = -184/29*z^3 + 242/29*z + 1
*
[ -1 ] 
f(z) = -184/31*z^3 + 246/31*z + 1
*
[ -1 ] 
f(z) = -184/33*z^3 + 250/33*z + 1
*
[ -1 ] 
f(z) = -184/35*z^3 + 254/35*z + 1
*
[ -1 ] 
f(z) = -184/37*z^3 + 258/37*z + 1
*
[ -1 ] 
f(z) = -183/29*z^3 + 241/29*z + 1
*
[ -1 ] 
f(z) = -183/31*z^3 + 245/31*z + 1
*
[ -1 ] 
f(z) = -183/32*z^3 + 247/32*z + 1
*
[ -1 ] 
f(z) = -183/34*z^3 + 251/34*z + 1
*
[ -1 ] 
f(z) = -183/35*z^3 + 253/35*z + 1
*
[ -1 ] 
f(z) = -183/37*z^3 + 257/37*z + 1
*
[ -1 ] 
f(z) = -183/38*z^3 + 259/38*z + 1
*
[ -1 ] 
f(z) = -182/29*z^3 + 240/29*z + 1
*
[ -1 ] 
f(z) = -182/31*z^3 + 244/31*z + 1
*
[ -1 ] 
f(z) = -182/33*z^3 + 248/33*z + 1
*
[ -1 ] 
f(z) = -182/37*z^3 + 256/37*z + 1
*
[ -1 ] 
f(z) = -181/30*z^3 + 241/30*z + 1
*
[ -1 ] 
f(z) = -181/31*z^3 + 243/31*z + 1
*
[ -1 ] 
f(z) = -181/32*z^3 + 245/32*z + 1
*
[ -1 ] 
f(z) = -181/33*z^3 + 247/33*z + 1
*
[ -1 ] 
f(z) = -181/34*z^3 + 249/34*z + 1
*
[ -1 ] 
f(z) = -181/35*z^3 + 251/35*z + 1
*
[ -1 ] 
f(z) = -181/36*z^3 + 253/36*z + 1
*
[ -1 ] 
f(z) = -181/37*z^3 + 255/37*z + 1
*
[ -1 ] 
f(z) = -181/38*z^3 + 257/38*z + 1
*
[ -1 ] 
f(z) = -181/39*z^3 + 259/39*z + 1
*
[ -1/4 ] 
f(z) = -200/23*z^3 + 255/46*z + 1
*
[ -2/5 ] 
f(z) = -200/27*z^3 + 253/54*z + 1
*
[ -1/2 ] 
f(z) = -198/25*z^3 + 249/50*z + 1
*
-2/3 | 0.17919980837634497482906329541537927991 | 0.029959438027075112503266229515073556447
f(z) = -198/25*z^3 + 251/50*z + 1
*
[ -5/21 ] 
f(z) = -196/25*z^3 + 254/45*z + 1
*
[ -2/7 ] 
f(z) = -196/25*z^3 + 257/50*z + 1
*
[ -4/13 ] 
f(z) = -195/32*z^3 + 251/52*z + 1
*
[ -1/2 ] 
f(z) = -194/25*z^3 + 247/50*z + 1
*
[ -3/10 ] 
f(z) = -194/27*z^3 + 249/50*z + 1
*
[ -1/2 ] 
f(z) = -194/27*z^3 + 259/54*z + 1
*
[ -1/2 ] 
f(z) = -190/27*z^3 + 257/54*z + 1
*
[ -8/21 ] 
f(z) = -189/32*z^3 + 251/56*z + 1
*
[ -6/17 ] 
f(z) = -187/24*z^3 + 245/51*z + 1
*
[ -1/2 ] 
f(z) = -186/25*z^3 + 243/50*z + 1
*
[ -1/2 ] 
f(z) = -182/25*z^3 + 241/50*z + 1
*
[ -3/10 ] 
f(z) = -182/27*z^3 + 247/50*z + 1
*
[ -3/14 ] 
f(z) = -182/27*z^3 + 251/42*z + 1
*
[ -1/2 ] 
f(z) = -182/27*z^3 + 253/54*z + 1
*
-11/20 | 0.17581020944536758372751627212273595151 | 0.029343444839413988483062116427049184110
f(z) = -200/33*z^3 + 241/66*z + 1
*
-2/5 | 0.14533028744776597547791701494126006316 | 0.024256220879737226049775466312929376906
f(z) = -200/39*z^3 + 259/78*z + 1
*
-2/5 | 0.18950335881504067568342865271765668840 | 0.027534337887353971755241888982394843568
f(z) = -195/28*z^3 + 253/70*z + 1
*
-4/15 | 0.21304942284988853446737470831551631493 | 0.026694411044344324340900785568766816637
f(z) = -195/32*z^3 + 251/60*z + 1
*
-1/2 | 0.14818371978406758745778264487711539582 | 0.024858847013452360932641178047525936796
f(z) = -194/39*z^3 + 253/78*z + 1
*
-1/2 | 0.14764562561876338795612749319967394255 | 0.024855449335933849010356903229348664468
f(z) = -190/39*z^3 + 251/78*z + 1
*
-4/9 | 0.098942224724917512284449080476533418678 | 0.015605144753664891138837322018636377620
f(z) = -189/20*z^3 + 247/60*z + 1
*
0 | 0.17029083452552113095843502086172391016 | 0.028718825268923664869633944298287234453
f(z) = -188/39*z^3 + 259/78*z + 1
*
-2/5 | 0.17893790955758020190594257619723979677 | 0.026199606669637681239216862831695090345
f(z) = -185/28*z^3 + 249/70*z + 1
*
0 | 0.14375052643741591854204297089031510520 | 0.024331162568609430827600043518657358146
f(z) = -184/39*z^3 + 251/78*z + 1
*
19/24 | 0.13802554490487777051735458752932344913 | 0.021715419604734354083742708433137011082
f(z) = -192/35*z^3 + 256/105*z + 1
*
[ 3/5 ] 
f(z) = -185/24*z^3 + 253/120*z + 1
*
[ -12/7 ] 
f(z) = -196/27*z^3 + 275/12*z + 1
*
[ -1 ] 
f(z) = -200/31*z^3 + 262/31*z + 1
*
[ -1 ] 
f(z) = -200/33*z^3 + 266/33*z + 1
*
[ -1 ] 
f(z) = -200/37*z^3 + 274/37*z + 1
*
[ -1 ] 
f(z) = -199/31*z^3 + 261/31*z + 1
*
[ -1 ] 
f(z) = -199/32*z^3 + 263/32*z + 1
*
[ -1 ] 
f(z) = -199/33*z^3 + 265/33*z + 1
*
[ -1 ] 
f(z) = -199/34*z^3 + 267/34*z + 1
*
[ -1 ] 
f(z) = -199/35*z^3 + 269/35*z + 1
*
[ -1 ] 
f(z) = -199/36*z^3 + 271/36*z + 1
*
[ -1 ] 
f(z) = -199/37*z^3 + 273/37*z + 1
*
[ -1 ] 
f(z) = -199/38*z^3 + 275/38*z + 1
*
[ -1 ] 
f(z) = -199/39*z^3 + 277/39*z + 1
*
[ -1 ] 
f(z) = -198/31*z^3 + 260/31*z + 1
*
[ -1 ] 
f(z) = -198/35*z^3 + 268/35*z + 1
*
[ -1 ] 
f(z) = -198/37*z^3 + 272/37*z + 1
*
[ -1 ] 
f(z) = -197/32*z^3 + 261/32*z + 1
*
[ -1 ] 
f(z) = -197/33*z^3 + 263/33*z + 1
*
[ -1 ] 
f(z) = -197/34*z^3 + 265/34*z + 1
*
[ -1 ] 
f(z) = -197/35*z^3 + 267/35*z + 1
*
[ -1 ] 
f(z) = -197/36*z^3 + 269/36*z + 1
*
[ -1 ] 
f(z) = -197/37*z^3 + 271/37*z + 1
*
[ -1 ] 
f(z) = -197/38*z^3 + 273/38*z + 1
*
[ -1 ] 
f(z) = -197/39*z^3 + 275/39*z + 1
*
[ -1 ] 
f(z) = -196/33*z^3 + 262/33*z + 1
*
[ -1/7 ] 
f(z) = -196/33*z^3 + 268/33*z + 1
*
[ -1 ] 
f(z) = -196/37*z^3 + 270/37*z + 1
*
[ -1 ] 
f(z) = -196/39*z^3 + 274/39*z + 1
*
[ -1 ] 
f(z) = -195/34*z^3 + 263/34*z + 1
*
[ -1 ] 
f(z) = -195/37*z^3 + 269/37*z + 1
*
[ -1 ] 
f(z) = -195/38*z^3 + 271/38*z + 1
*
[ -1 ] 
f(z) = -194/33*z^3 + 260/33*z + 1
*
[ -1 ] 
f(z) = -194/35*z^3 + 264/35*z + 1
*
[ -1 ] 
f(z) = -194/37*z^3 + 268/37*z + 1
*
[ -1 ] 
f(z) = -194/39*z^3 + 272/39*z + 1
*
[ -1 ] 
f(z) = -193/34*z^3 + 261/34*z + 1
*
[ -1 ] 
f(z) = -193/35*z^3 + 263/35*z + 1
*
[ -1 ] 
f(z) = -193/36*z^3 + 265/36*z + 1
*
[ -1 ] 
f(z) = -193/37*z^3 + 267/37*z + 1
*
[ -1 ] 
f(z) = -193/38*z^3 + 269/38*z + 1
*
[ -1 ] 
f(z) = -193/39*z^3 + 271/39*z + 1
*
[ -1/8 ] 
f(z) = -192/29*z^3 + 264/29*z + 1
*
[ -1 ] 
f(z) = -192/35*z^3 + 262/35*z + 1
*
[ -1 ] 
f(z) = -192/37*z^3 + 266/37*z + 1
*
[ -1 ] 
f(z) = -191/35*z^3 + 261/35*z + 1
*
[ -1 ] 
f(z) = -191/36*z^3 + 263/36*z + 1
*
[ -1 ] 
f(z) = -191/37*z^3 + 265/37*z + 1
*
[ -1 ] 
f(z) = -191/38*z^3 + 267/38*z + 1
*
[ -1 ] 
f(z) = -191/39*z^3 + 269/39*z + 1
*
[ -1 ] 
f(z) = -190/37*z^3 + 264/37*z + 1
*
[ -1 ] 
f(z) = -190/39*z^3 + 268/39*z + 1
*
-2/9 | 0.16177566408673757286565444812292423682 | 0.025515220248105364904440321738443222112
f(z) = -189/20*z^3 + 269/30*z + 1
*
[ -1 ] 
f(z) = -189/37*z^3 + 263/37*z + 1
*
[ -1 ] 
f(z) = -189/38*z^3 + 265/38*z + 1
*
[ -5/4 ] 
f(z) = -188/25*z^3 + 271/20*z + 1
*
[ -1 ] 
f(z) = -188/37*z^3 + 262/37*z + 1
*
[ -1 ] 
f(z) = -188/39*z^3 + 266/39*z + 1
*
[ -1 ] 
f(z) = -187/37*z^3 + 261/37*z + 1
*
[ -1 ] 
f(z) = -187/38*z^3 + 263/38*z + 1
*
[ -1 ] 
f(z) = -187/39*z^3 + 265/39*z + 1
*
[ -1 ] 
f(z) = -186/37*z^3 + 260/37*z + 1
*
[ -6/5 ] 
f(z) = -185/36*z^3 + 277/30*z + 1
*
[ -1 ] 
f(z) = -185/38*z^3 + 261/38*z + 1
*
[ -1 ] 
f(z) = -185/39*z^3 + 263/39*z + 1
*
[ -1 ] 
f(z) = -184/39*z^3 + 262/39*z + 1
*
-7/10 | 0.17312382349212189161317103115755986494 | 0.028895076008700906345357853518406780584
f(z) = -200/21*z^3 + 277/42*z + 1
*
[ -21/40 ] 
f(z) = -200/27*z^3 + 277/56*z + 1
*
[ -2/5 ] 
f(z) = -200/29*z^3 + 267/58*z + 1
*
[ -5/11 ] 
f(z) = -198/25*z^3 + 266/55*z + 1
*
[ -1/2 ] 
f(z) = -198/29*z^3 + 273/58*z + 1
*
[ -2/7 ] 
f(z) = -196/27*z^3 + 275/54*z + 1
*
[ -1/2 ] 
f(z) = -194/29*z^3 + 271/58*z + 1
*
[ -1/2 ] 
f(z) = -190/29*z^3 + 269/58*z + 1
*
[ -2/7 ] 
f(z) = -189/32*z^3 + 279/56*z + 1
*
[ -5/11 ] 
f(z) = -187/25*z^3 + 261/55*z + 1
*
[ -1/2 ] 
f(z) = -186/29*z^3 + 267/58*z + 1
*
-3/4 | 0.087118641228767138807534243609893147332 | 0.014745669981364120634588562757736539358
f(z) = -184/21*z^3 + 263/42*z + 1
*
[ -1/4 ] 
f(z) = -184/25*z^3 + 273/50*z + 1
*
[ -1/2 ] 
f(z) = -182/29*z^3 + 265/58*z + 1
*
-11/20 | 0.098470073998710914602066309362835135759 | 0.016435059111923044191356643334282302675
f(z) = -200/39*z^3 + 277/78*z + 1
*
[ 5/6 ] 
f(z) = -198/35*z^3 + 261/70*z + 1
*
-2/7 | 0.16279601758576351995245259592805016021 | 0.027263252215963149359239087032609199011
f(z) = -196/33*z^3 + 263/66*z + 1
*
[ 6/7 ] 
f(z) = -196/33*z^3 + 277/66*z + 1
*
0 | 0.14833789491106493651849620387914860703 | 0.024884710960591031453698374545437966174
f(z) = -194/39*z^3 + 271/78*z + 1
*
-5/12 | 0.21709068158017067942467377912400188617 | 0.028039190030235297294877397287381347175
f(z) = -192/25*z^3 + 269/60*z + 1
*
0 | 0.14682228604476107845220146353801598128 | 0.024716843976092540879148097361668509926
f(z) = -190/39*z^3 + 263/78*z + 1
*
0 | 0.15961713323433233358220235755666871560 | 0.026918750924297700577500523876820122849
f(z) = -188/33*z^3 + 277/66*z + 1
*
[ -3/5 ] 
f(z) = -185/36*z^3 + 271/60*z + 1
*
0 | 0.13536976492535304852400210579957630459 | 0.022912637879675343740606351634374777563
f(z) = -184/33*z^3 + 269/66*z + 1
*
[ -1/2 ] 
f(z) = -182/31*z^3 + 277/62*z + 1
*
0 | 0.13539335029764406057442002404194938641 | 0.022959100836875801252464572725529695357
f(z) = -182/33*z^3 + 265/66*z + 1
*
-4/9 | 0.24187531414318996073997831552146950580 | 0.029189892450571056645727453011284685733
f(z) = -189/32*z^3 + 275/84*z + 1
*
[ 3/5 ] 
f(z) = -190/21*z^3 + 272/105*z + 1
*
[ 3/5 ] 
f(z) = -185/21*z^3 + 263/105*z + 1
*
[ 15/23 ] 
f(z) = -184/27*z^3 + 272/115*z + 1
*
0 | 0.19364317923495532344928030139784003517 | 0.029056316718203733845967560677435214781
f(z) = -196/39*z^3 + 277/156*z + 1
*
-2/7 | 0.14849796828184794723115140791311732955 | 0.017920967828529003744489097356622498350
f(z) = -189/32*z^3 + 277/168*z + 1
*
[ 5/8 ] 
f(z) = -192/37*z^3 + 264/185*z + 1
*
[ -1/10 ] 
f(z) = -200/27*z^3 + 299/27*z + 1
*
[ -5/4 ] 
f(z) = -196/25*z^3 + 281/20*z + 1
*
[ -1/8 ] 
f(z) = -192/31*z^3 + 282/31*z + 1
*
[ 10/9 ] 
f(z) = -189/25*z^3 + 283/30*z + 1
*
[ -1/4 ] 
f(z) = -200/27*z^3 + 295/54*z + 1
*
[ -2/3 ] 
f(z) = -198/23*z^3 + 291/46*z + 1
*
[ -2/7 ] 
f(z) = -196/29*z^3 + 293/58*z + 1
*
0 | 0.14331163685329808127260658984939471645 | 0.024125842632510869132649630460989187293
f(z) = -190/27*z^3 + 299/54*z + 1
*
[ -2/3 ] 
f(z) = -189/23*z^3 + 283/46*z + 1
*
[ -2/3 ] 
f(z) = -189/25*z^3 + 293/50*z + 1
*
0 | 0.17507938288844262109092966872572417974 | 0.029526393592314097735693700648337388360
f(z) = -188/27*z^3 + 295/54*z + 1
*
[ -3/4 ] 
f(z) = -187/27*z^3 + 299/48*z + 1
*
0 | 0.14963524302812321994153615716414858304 | 0.025327207589015174933522150493952373895
f(z) = -184/27*z^3 + 287/54*z + 1
*
[ -3/14 ] 
f(z) = -184/27*z^3 + 293/49*z + 1
*
[ -1/4 ] 
f(z) = -184/27*z^3 + 293/54*z + 1
*
0 | 0.14730667162807315357010985425824182357 | 0.024979282368141036132279812281820440373
f(z) = -182/27*z^3 + 283/54*z + 1
*
[ -6/7 ] 
f(z) = -182/27*z^3 + 299/42*z + 1
*
[ -3/4 ] 
f(z) = -181/27*z^3 + 293/48*z + 1
*
[ -2/5 ] 
f(z) = -200/31*z^3 + 281/62*z + 1
*
-1/4 | 0.13521405485199361492768184121308223316 | 0.022567780179432095900984268505422755671
f(z) = -200/33*z^3 + 289/66*z + 1
*
[ -2/5 ] 
f(z) = -200/33*z^3 + 295/66*z + 1
*
0 | 0.14868817326865201434368245370753481200 | 0.024816665791742397748012619781703886120
f(z) = -200/39*z^3 + 283/78*z + 1
*
-13/20 | 0.14454724802814882328420535447004630658 | 0.024125528389869265931645325209340759347
f(z) = -200/39*z^3 + 289/78*z + 1
*
[ -1/2 ] 
f(z) = -198/31*z^3 + 285/62*z + 1
*
-2/3 | 0.11117149823514149468731948235740265668 | 0.018586156101004334799196207222680118045
f(z) = -198/35*z^3 + 281/70*z + 1
*
-5/6 | 0.11574070193467468472575619928517942098 | 0.019350056332313494052257475320058247209
f(z) = -198/35*z^3 + 289/70*z + 1
*
0 | 0.15888980995089233883001851527696229899 | 0.026609084346645890647772118724202487404
f(z) = -196/33*z^3 + 293/66*z + 1
*
[ -1/2 ] 
f(z) = -194/31*z^3 + 283/62*z + 1
*
0 | 0.13322036588012836820065417787217905780 | 0.022348640588291721723050827438500222092
f(z) = -194/33*z^3 + 289/66*z + 1
*
[ -1/2 ] 
f(z) = -194/33*z^3 + 295/66*z + 1
*
[ -3/8 ] 
f(z) = -193/27*z^3 + 299/64*z + 1
*
[ 3/4 ] 
f(z) = -192/25*z^3 + 299/75*z + 1
*
[ -1/2 ] 
f(z) = -190/31*z^3 + 281/62*z + 1
*
0 | 0.13360830996096053713209327773272165403 | 0.022492333011404626919893207007599628086
f(z) = -190/33*z^3 + 281/66*z + 1
*
[ -1/2 ] 
f(z) = -190/33*z^3 + 293/66*z + 1
*
-5/9 | 0.18127348724356883599700899618469645558 | 0.028590412397762831355546739276749957223
f(z) = -189/20*z^3 + 283/60*z + 1
*
[ -3/8 ] 
f(z) = -187/27*z^3 + 297/64*z + 1
*
[ -6/11 ] 
f(z) = -187/36*z^3 + 289/66*z + 1
*
[ 4/5 ] 
f(z) = -185/24*z^3 + 281/60*z + 1
*
-1/4 | 0.13693605608685010072141286135631707227 | 0.023177747760137259987855256988041709445
f(z) = -184/33*z^3 + 287/66*z + 1
*
[ 5/6 ] 
f(z) = -183/25*z^3 + 293/60*z + 1
*
[ -1/2 ] 
f(z) = -182/33*z^3 + 289/66*z + 1
*
[ -3/8 ] 
f(z) = -181/27*z^3 + 295/64*z + 1
*
[ 3/4 ] 
f(z) = -192/29*z^3 + 295/87*z + 1
*
[ 3/4 ] 
f(z) = -192/31*z^3 + 293/93*z + 1
*
-2/5 | 0.16766041977878352200616268130767108648 | 0.024548386997093922639988362559843122249
f(z) = -185/36*z^3 + 299/90*z + 1
*
[ 3/4 ] 
f(z) = -192/35*z^3 + 289/105*z + 1
*
[ 3/4 ] 
f(z) = -192/37*z^3 + 287/111*z + 1
*
[ 9/14 ] 
f(z) = -182/27*z^3 + 281/126*z + 1
*
[ 2/3 ] 
f(z) = -181/28*z^3 + 299/126*z + 1
*
[ 5/8 ] 
f(z) = -192/29*z^3 + 288/145*z + 1
*
[ 5/8 ] 
f(z) = -192/31*z^3 + 282/155*z + 1
*
[ 2/3 ] 
f(z) = -187/36*z^3 + 293/162*z + 1
*
[ 2/3 ] 
f(z) = -185/36*z^3 + 289/162*z + 1
*
[ 2/3 ] 
f(z) = -181/36*z^3 + 281/162*z + 1
*
7/12 | 0.16074485371164426798582437095089162653 | 0.022803098672342409350210250537167642777
f(z) = -192/31*z^3 + 299/186*z + 1
*
[ 7/10 ] 
f(z) = -200/49*z^3 + 11/7*z + 1
*
[ 2/3 ] 
f(z) = -189/40*z^3 + 8/5*z + 1
*
-2/3 | 0.15147248297350363758896988408293339438 | 0.028897328035542389141757361384310916873
f(z) = -189/40*z^3 + 18/5*z + 1
*
[ -7/10 ] 
f(z) = -200/49*z^3 + 31/7*z + 1
*
[ 7/8 ] 
f(z) = -192/49*z^3 + 20/7*z + 1
*
[ -7/8 ] 
f(z) = -192/49*z^3 + 36/7*z + 1
*
[ -2/3 ] 
f(z) = -189/40*z^3 + 23/5*z + 1
*
-3/5 | 0.19926335251124218900440069330737328058 | 0.029175603271412803260552803175493150987
f(z) = -185/54*z^3 + 29/10*z + 1
*
[ -3/5 ] 
f(z) = -185/54*z^3 + 39/10*z + 1
*
[ 2/3 ] 
f(z) = -183/40*z^3 + 23/15*z + 1
*
[ 2/3 ] 
f(z) = -195/56*z^3 + 22/21*z + 1
*
[ 2/3 ] 
f(z) = -189/44*z^3 + 31/22*z + 1
*
[ 2/3 ] 
f(z) = -189/52*z^3 + 29/26*z + 1
*
[ 2/3 ] 
f(z) = -183/56*z^3 + 20/21*z + 1
*
[ 7/5 ] 
f(z) = -200/49*z^3 + 58/7*z + 1
*
-3/7 | 0.15720950093829731523224738427131008277 | 0.029785162143714491479412408915266472288
f(z) = -196/45*z^3 + 47/15*z + 1
*
15/14 | 0.14647835024084410711742554321546758001 | 0.027752021260977837366064368972927281539
f(z) = -196/45*z^3 + 52/15*z + 1
*
15/14 | 0.094597351622479194413769375439377716584 | 0.017922564728116440574517136074715994837
f(z) = -196/45*z^3 + 58/15*z + 1
*
[ 6/5 ] 
f(z) = -185/54*z^3 + 51/10*z + 1
*
-2/3 | 0.11871984953359067122663940282860468540 | 0.018820227780906501024541016121329247470
f(z) = -183/40*z^3 + 53/15*z + 1
*
[ 3/4 ] 
f(z) = -197/54*z^3 + 55/32*z + 1
*
[ 3/4 ] 
f(z) = -191/54*z^3 + 53/32*z + 1
*
[ 3/4 ] 
f(z) = -185/54*z^3 + 51/32*z + 1
*
[ 3/4 ] 
f(z) = -184/45*z^3 + 59/30*z + 1
*
[ 9/14 ] 
f(z) = -196/45*z^3 + 56/45*z + 1
*
[ 2/3 ] 
f(z) = -189/50*z^3 + 59/50*z + 1
*
[ 2/3 ] 
f(z) = -189/58*z^3 + 55/58*z + 1
*
[ 2/3 ] 
f(z) = -181/56*z^3 + 59/63*z + 1
*
[ -7/20 ] 
f(z) = -200/49*z^3 + 61/14*z + 1
*
[ -7/5 ] 
f(z) = -200/49*z^3 + 68/7*z + 1
*
[ -3 ] 
f(z) = -199/54*z^3 + 69/2*z + 1
*
[ 3/2 ] 
f(z) = -199/54*z^3 + 69/8*z + 1
*
[ 7/6 ] 
f(z) = -198/49*z^3 + 79/14*z + 1
*
[ 3 ] 
f(z) = -197/54*z^3 + 67/2*z + 1
*
[ -3/2 ] 
f(z) = -197/54*z^3 + 79/8*z + 1
*
[ -3/7 ] 
f(z) = -196/45*z^3 + 62/15*z + 1
*
[ 15/14 ] 
f(z) = -196/45*z^3 + 76/15*z + 1
*
[ -3 ] 
f(z) = -193/54*z^3 + 67/2*z + 1
*
[ 3/2 ] 
f(z) = -193/54*z^3 + 67/8*z + 1
*
[ 3 ] 
f(z) = -191/54*z^3 + 65/2*z + 1
*
[ -3/2 ] 
f(z) = -191/54*z^3 + 77/8*z + 1
*
10/9 | 0.069769805464977798130729823522256908028 | 0.011001020141151198251810134892042114948
f(z) = -189/40*z^3 + 71/15*z + 1
*
10/9 | 0.13632254909423850539693979767283538617 | 0.021355433132829447477810334560281850314
f(z) = -189/40*z^3 + 74/15*z + 1
*
[ -3 ] 
f(z) = -187/54*z^3 + 65/2*z + 1
*
[ 3/2 ] 
f(z) = -187/54*z^3 + 65/8*z + 1
*
[ 3 ] 
f(z) = -185/54*z^3 + 63/2*z + 1
*
[ -3/2 ] 
f(z) = -185/54*z^3 + 75/8*z + 1
*
[ -2/3 ] 
f(z) = -183/40*z^3 + 68/15*z + 1
*
[ -3 ] 
f(z) = -181/54*z^3 + 63/2*z + 1
*
[ 3/2 ] 
f(z) = -181/54*z^3 + 63/8*z + 1
*
2/3 | 0.19056482875353803306510939502107729887 | 0.026512787741873749364735939065954659344
f(z) = -189/40*z^3 + 61/35*z + 1
*
[ 2/3 ] 
f(z) = -199/40*z^3 + 77/45*z + 1
*
[ 2/3 ] 
f(z) = -197/40*z^3 + 76/45*z + 1
*
0 | 0.13781933613588689574777967139552415796 | 0.026086318683154043302760345488203888539
f(z) = -197/59*z^3 + 79/59*z + 1
*
[ 5/7 ] 
f(z) = -196/55*z^3 + 78/55*z + 1
*
0 | 0.13772879243807472651940025223953025242 | 0.026094316120475081379523254708405270247
f(z) = -196/59*z^3 + 78/59*z + 1
*
0 | 0.12478998415446237667533471155495399075 | 0.023665843846277984628117210985168323210
f(z) = -195/58*z^3 + 79/58*z + 1
*
0 | 0.13763780351376300393527279058461631158 | 0.026102373418603627046735536547985593712
f(z) = -195/59*z^3 + 77/59*z + 1
*
0 | 0.13754636495943231940054612921473208652 | 0.026110491362183768845311765437111451668
f(z) = -194/59*z^3 + 76/59*z + 1
*
[ 2/3 ] 
f(z) = -193/40*z^3 + 74/45*z + 1
*
0 | 0.11708472032117691509427270845040202696 | 0.022248073916268497325961303978374705316
f(z) = -193/57*z^3 + 79/57*z + 1
*
0 | 0.12460653178698046623540357603490976103 | 0.023677345105680611792645036624449556718
f(z) = -193/58*z^3 + 77/58*z + 1
*
0 | 0.13745447230586245059803034328081711262 | 0.026118670750494127852743783476322200806
f(z) = -193/59*z^3 + 75/59*z + 1
*
0 | 0.13736212101681793960134660861351849399 | 0.026126912397801744281425790925383206744
f(z) = -192/59*z^3 + 74/59*z + 1
*
[ 2/3 ] 
f(z) = -191/40*z^3 + 73/45*z + 1
*
0 | 0.099832408776922913632109123194062596441 | 0.019007466032485580243827050410683222385
f(z) = -191/56*z^3 + 79/56*z + 1
*
0 | 0.11690034077489504792953657613689977885 | 0.022257093499865902733354113855723732487
f(z) = -191/57*z^3 + 77/57*z + 1
*
0 | 0.12442124241682380575347631068396091188 | 0.023689026118180835401405989947153957261
f(z) = -191/58*z^3 + 75/58*z + 1
*
0 | 0.13726930648770061452042567212223197565 | 0.026135217133726483645012201895831241093
f(z) = -191/59*z^3 + 73/59*z + 1
*
0 | 0.13717602404416805145156172788681031203 | 0.026143585803616333814086574794382188407
f(z) = -190/59*z^3 + 72/59*z + 1
*
[ 2/3 ] 
f(z) = -189/46*z^3 + 61/46*z + 1
*
0 | 0.13703105782891974804645493866060631488 | 0.026142249413263711677131909383175961806
f(z) = -189/55*z^3 + 79/55*z + 1
*
0 | 0.12423407885374543548397868664304300425 | 0.023700891801305648839221624754867109204
f(z) = -189/58*z^3 + 73/58*z + 1
*
0 | 0.13708226894071693778338009078522278841 | 0.026152019268933979472283722298657082995
f(z) = -189/59*z^3 + 71/59*z + 1
*
0 | 0.13693656866502659492286371527343473319 | 0.026150689654740577227192133776900430340
f(z) = -188/55*z^3 + 78/55*z + 1
*
0 | 0.11661869032957295925031901400551876426 | 0.022270597317295253676939006217106145086
f(z) = -188/57*z^3 + 74/57*z + 1
*
0 | 0.13698803635923026072752297906208740534 | 0.026160518407655056381116786493337919147
f(z) = -188/59*z^3 + 70/59*z + 1
*
[ 2/3 ] 
f(z) = -187/40*z^3 + 71/45*z + 1
*
0 | 0.11043010820661185529682625499977221377 | 0.021110268643783653005729662715990451643
f(z) = -187/54*z^3 + 79/54*z + 1
*
0 | 0.10547751326668450204473024685989358628 | 0.020163510451080459024839369990328149489
f(z) = -187/56*z^3 + 75/56*z + 1
*
0 | 0.11652384605043633493064674722881405748 | 0.022275172355434852355101494265259274985
f(z) = -187/57*z^3 + 73/57*z + 1
*
0 | 0.12404500276573683705026771937112275933 | 0.023712947264383865642739659405211305025
f(z) = -187/58*z^3 + 71/58*z + 1
*
0 | 0.13689332140748720623093267079656331261 | 0.026169084114678504503078060285707020084
f(z) = -187/59*z^3 + 69/59*z + 1
*
0 | 0.13674613045475611144440951613050192647 | 0.026167768740613275831129667344375823218
f(z) = -186/55*z^3 + 76/55*z + 1
*
0 | 0.13679811911763461311415024749569680615 | 0.026177717302249456457212328063508839097
f(z) = -186/59*z^3 + 68/59*z + 1
*
0 | 0.13662396343882653368418005634120987161 | 0.026171389080892137150872414169553429374
f(z) = -185/53*z^3 + 79/53*z + 1
*
0 | 0.11023855275166688299976759451304588394 | 0.021117057236230232124950009896546632772
f(z) = -185/54*z^3 + 77/54*z + 1
*
0 | 0.10813867953501545884596796588643815496 | 0.020714810093120994313725741776207317054
f(z) = -185/56*z^3 + 73/56*z + 1
*
0 | 0.11633268648286536491161278237876461154 | 0.022284436230191251470499151069546987624
f(z) = -185/57*z^3 + 71/57*z + 1
*
0 | 0.12385397463177497738828372532391230027 | 0.023725197818276440105338403718051981761
f(z) = -185/58*z^3 + 69/58*z + 1
*
0 | 0.13670242444461878529218608503242375579 | 0.026186418900395116030691266997302135292
f(z) = -185/59*z^3 + 67/59*z + 1
*
0 | 0.13652736968310796248733011210361932646 | 0.026180067411933925752382302731004721722
f(z) = -184/53*z^3 + 78/53*z + 1
*
0 | 0.13655371196100452442599811883501431012 | 0.026185118725913801067862035449716511977
f(z) = -184/55*z^3 + 74/55*z + 1
*
0 | 0.11623532736860494206585864385426495903 | 0.022288927950648061162622690953594554992
f(z) = -184/57*z^3 + 70/57*z + 1
*
0 | 0.13660623226457642119247746625892673770 | 0.026195189857374100587761255925832278012
f(z) = -184/59*z^3 + 66/59*z + 1
*
0 | 0.11074619564299638092949529188976130950 | 0.021258564164258667153903438236263511325
f(z) = -183/52*z^3 + 79/52*z + 1
*
0 | 0.13643026907762872644941533210340671491 | 0.026188814995355209673412195747547834553
f(z) = -183/53*z^3 + 77/53*z + 1
*
0 | 0.13645674714408054520241195815957537921 | 0.026193897659110324324359318231368964781
f(z) = -183/55*z^3 + 73/55*z + 1
*
0 | 0.10128965580231750173572089143201300042 | 0.019443310305579922251578928666882389429
f(z) = -183/56*z^3 + 71/56*z + 1
*
0 | 0.12366095369209766619930425740296435877 | 0.023737648985715992987415912322790503843
f(z) = -183/58*z^3 + 67/58*z + 1
*
0 | 0.13650953737318337390531250174348544822 | 0.026204031140139741250193160722446358862
f(z) = -183/59*z^3 + 65/59*z + 1
*
0 | 0.13633265627149963067686102235338223918 | 0.026197632798984866923519341185429365238
f(z) = -182/53*z^3 + 76/53*z + 1
*
0 | 0.13635927153579456024482153920055253384 | 0.026202747178326658266495373944523302375
f(z) = -182/55*z^3 + 72/55*z + 1
*
0 | 0.11604219243355220808841198623786492343 | 0.022298624773431190900691486184376623436
f(z) = -182/57*z^3 + 68/57*z + 1
*
0 | 0.13641233448395990809857180131412754206 | 0.026212943734817855720181476765509968280
f(z) = -182/59*z^3 + 64/59*z + 1
*
[ 2/3 ] 
f(z) = -181/40*z^3 + 68/45*z + 1
*
0 | 0.11586304304352534424009775227076921235 | 0.022287796327799936784433045205281594950
f(z) = -181/51*z^3 + 79/51*z + 1
*
0 | 0.11055031405367635032338123948449741734 | 0.021265822292247712400472309795102094407
f(z) = -181/52*z^3 + 77/52*z + 1
*
0 | 0.13623452582859040987265852318299357324 | 0.026206521809904259930024744169210031628
f(z) = -181/53*z^3 + 75/53*z + 1
*
0 | 0.10984938842913106453377164782580449660 | 0.021130989931984805504768702805559300211
f(z) = -181/54*z^3 + 73/54*z + 1
*
0 | 0.13626127972210444603327059195682739602 | 0.026211668276922155221609734982842158692
f(z) = -181/55*z^3 + 71/55*z + 1
*
0 | 0.10775006011370799175603442482964174006 | 0.020727156227204966537199746063876598854
f(z) = -181/56*z^3 + 69/56*z + 1
*
0 | 0.11594330506358785765448775078655125858 | 0.022303235794164885297320392300696707822
f(z) = -181/57*z^3 + 67/57*z + 1
*
0 | 0.12346589789585034532992324025414795377 | 0.023750306512301036334598530760591531927
f(z) = -181/58*z^3 + 65/58*z + 1
*
0 | 0.13631461822653107020878851708501236911 | 0.026221928647199530629603133573228263786
f(z) = -181/59*z^3 + 63/59*z + 1
*
[ 2/3 ] 
f(z) = -199/56*z^3 + 68/63*z + 1
*
[ 2/3 ] 
f(z) = -197/56*z^3 + 67/63*z + 1
*
[ 2/3 ] 
f(z) = -193/56*z^3 + 65/63*z + 1
*
[ 2/3 ] 
f(z) = -191/56*z^3 + 64/63*z + 1
*
[ 7/11 ] 
f(z) = -187/49*z^3 + 75/77*z + 1
*
[ 2/3 ] 
f(z) = -187/56*z^3 + 62/63*z + 1
*
[ 2/3 ] 
f(z) = -185/56*z^3 + 61/63*z + 1
*
-2 | 0.11192585848793527974353677213500101508 | 0.016820452814756560073285806844285074641
f(z) = -199/40*z^3 + 97/5*z + 1
*
-2 | 0.11202275736175210719028223820466057087 | 0.016861273740022224505763599006624384120
f(z) = -199/56*z^3 + 96/7*z + 1
*
-2 | 0.11174151875066510919600711185711270255 | 0.016818942687658567939684780152051937837
f(z) = -197/40*z^3 + 96/5*z + 1
*
-2 | 0.11183876476151092761086005661260382647 | 0.016860153162615965800684333762590858520
f(z) = -197/56*z^3 + 95/7*z + 1
*
[ -3/14 ] 
f(z) = -196/45*z^3 + 88/15*z + 1
*
-2 | 0.11165289985394608660013053707974242704 | 0.016859028412496969949460953216841583513
f(z) = -195/56*z^3 + 94/7*z + 1
*
-2 | 0.11136719943251062354545358492285102822 | 0.016815889080435344158673309488533046005
f(z) = -193/40*z^3 + 94/5*z + 1
*
[ 2 ] 
f(z) = -193/40*z^3 + 99/5*z + 1
*
-2 | 0.11146512362095657289691021126360094710 | 0.016857899555333036958684912628529710321
f(z) = -193/56*z^3 + 93/7*z + 1
*
[ 7/4 ] 
f(z) = -192/49*z^3 + 87/7*z + 1
*
[ -7/4 ] 
f(z) = -192/49*z^3 + 95/7*z + 1
*
-2 | 0.11117714167284595245364527791916440935 | 0.016814345387021997432862593947601586246
f(z) = -191/40*z^3 + 93/5*z + 1
*
[ 2 ] 
f(z) = -191/40*z^3 + 98/5*z + 1
*
-2 | 0.11127539579573865565595389601751038174 | 0.016856766662327125828592151707194537330
f(z) = -191/56*z^3 + 92/7*z + 1
*
[ 2 ] 
f(z) = -191/56*z^3 + 99/7*z + 1
*
[ 10/9 ] 
f(z) = -189/40*z^3 + 89/15*z + 1
*
-2 | 0.11098509765760718268277014618658126041 | 0.016812790292330896643650910804577808086
f(z) = -189/40*z^3 + 92/5*z + 1
*
[ 2 ] 
f(z) = -189/40*z^3 + 97/5*z + 1
*
-2 | 0.11079102511311167381706862824659204670 | 0.016811223691128281517679415686674783229
f(z) = -187/40*z^3 + 91/5*z + 1
*
[ 2 ] 
f(z) = -187/40*z^3 + 96/5*z + 1
*
-2 | 0.11088991772756000965060743483451446398 | 0.016854489083064026122436131131754221192
f(z) = -187/56*z^3 + 90/7*z + 1
*
[ 2 ] 
f(z) = -187/56*z^3 + 97/7*z + 1
*
-2 | 0.11069408020110370596067510531992050053 | 0.016853344569615068990972542769980385483
f(z) = -185/56*z^3 + 89/7*z + 1
*
[ 2 ] 
f(z) = -185/56*z^3 + 96/7*z + 1
*
-2 | 0.11039661841003327863939428899145871795 | 0.016808055552785108713137599481501062603
f(z) = -183/40*z^3 + 89/5*z + 1
*
[ 2 ] 
f(z) = -183/40*z^3 + 94/5*z + 1
*
[ -2 ] 
f(z) = -183/40*z^3 + 99/5*z + 1
*
-2 | 0.11049611639023480889710319463490796094 | 0.016852196366597975533051191076834457168
f(z) = -183/56*z^3 + 88/7*z + 1
*
[ 2 ] 
f(z) = -183/56*z^3 + 95/7*z + 1
*
-2 | 0.11019619258714700761858857106375553251 | 0.016806453810300321109926849732404503674
f(z) = -181/40*z^3 + 88/5*z + 1
*
[ 2 ] 
f(z) = -181/40*z^3 + 93/5*z + 1
*
[ -2 ] 
f(z) = -181/40*z^3 + 98/5*z + 1
*
-2 | 0.11029597890221045769784344167203252287 | 0.016851044577590242493093260703619566299
f(z) = -181/56*z^3 + 87/7*z + 1
*
[ 2 ] 
f(z) = -181/56*z^3 + 94/7*z + 1
*
[ 6/7 ] 
f(z) = -196/45*z^3 + 91/30*z + 1
*
[ -2/3 ] 
f(z) = -195/56*z^3 + 85/21*z + 1
*
[ -7/12 ] 
f(z) = -192/49*z^3 + 85/21*z + 1
*
[ -2/3 ] 
f(z) = -189/44*z^3 + 97/22*z + 1
*
-5/9 | 0.19009447008171568204014058999449605555 | 0.029981655766724687459451671568322385861
f(z) = -189/50*z^3 + 89/30*z + 1
*
[ -6/11 ] 
f(z) = -187/54*z^3 + 85/22*z + 1
*
[ -2/3 ] 
f(z) = -183/56*z^3 + 83/21*z + 1
*
0 | 0.13801544501936895674574473699681450274 | 0.026048919962921902703934834877618674959
f(z) = -200/53*z^3 + 94/53*z + 1
*
0 | 0.11772044944392431422143228379471113353 | 0.022218459427737455683874182477353999153
f(z) = -200/57*z^3 + 86/57*z + 1
*
0 | 0.13808833894671982688773648916728618520 | 0.026062677901963285957833127051337258492
f(z) = -200/59*z^3 + 82/59*z + 1
*
0 | 0.12505367719980693163838137863284693890 | 0.023624877338575672335791104003728543641
f(z) = -199/50*z^3 + 99/50*z + 1
*
0 | 0.11755771783600953069716903149900968938 | 0.022208756481755839934341496241904417063
f(z) = -199/51*z^3 + 97/51*z + 1
*
0 | 0.11224280298381973104160691773673861729 | 0.021204673960876942311871770871294869872
f(z) = -199/52*z^3 + 95/52*z + 1
*
0 | 0.13792586480773740560095740681218428856 | 0.026056663913156789465506507874589871237
f(z) = -199/53*z^3 + 93/53*z + 1
*
0 | 0.11153957974234914481560365473836219186 | 0.021071822507058167041960660723362647865
f(z) = -199/54*z^3 + 91/54*z + 1
*
0 | 0.13795032564466384906638262457844597675 | 0.026061285002955394935163401530667710006
f(z) = -199/55*z^3 + 89/55*z + 1
*
0 | 0.10024671085981941196105724471351795588 | 0.018938397500098076156247097084905383470
f(z) = -199/56*z^3 + 87/56*z + 1
*
0 | 0.11763110060816420218515165056507275810 | 0.022222619800530135336407216325508974625
f(z) = -199/57*z^3 + 85/57*z + 1
*
0 | 0.12515152120095642934740191495141317876 | 0.023643361821217306397467349167313011107
f(z) = -199/58*z^3 + 83/58*z + 1
*
0 | 0.13799910514524899419955252389680621190 | 0.026070500323478275274678457897980504780
f(z) = -199/59*z^3 + 81/59*z + 1
*
0 | 0.13783584888591310184596138974861389188 | 0.026064464613053099317054003285348812461
f(z) = -198/53*z^3 + 92/53*z + 1
*
0 | 0.13790943894630044081641861876511916124 | 0.026078380336287232978101930116521139457
f(z) = -198/59*z^3 + 80/59*z + 1
*
0 | 0.13769585480144981516174275265421691664 | 0.026062946248400977880594650092312381182
f(z) = -197/49*z^3 + 99/49*z + 1
*
0 | 0.12487285094832895656117644538991217006 | 0.023635819733598960174238672036865595679
f(z) = -197/50*z^3 + 97/50*z + 1
*
0 | 0.11737700995693517348180613179464477141 | 0.022217013763535728764413870441491090707
f(z) = -197/51*z^3 + 95/51*z + 1
*
0 | 0.11206221324971022510475415368223554177 | 0.021211033873281807672391014704012350737
f(z) = -197/52*z^3 + 93/52*z + 1
*
0 | 0.13774539299209390204988553659494123136 | 0.026072322792102032580232401231592223656
f(z) = -197/53*z^3 + 91/53*z + 1
*
0 | 0.11135922561960732488472816492880286032 | 0.021077973013584310344522117389838684033
f(z) = -197/54*z^3 + 89/54*z + 1
*
0 | 0.13777008899018857373960105313698965857 | 0.026076997228175799298625623834001627556
f(z) = -197/55*z^3 + 87/55*z + 1
*
0 | 0.10925784350122012816943660522264393216 | 0.020680225316111141184546419963821697922
f(z) = -197/56*z^3 + 85/56*z + 1
*
0 | 0.11745109822000678710704904672678445924 | 0.022231037122632901279772671630756135393
f(z) = -197/57*z^3 + 83/57*z + 1
*
0 | 0.12497163561268226793732153036015700547 | 0.023654517605084773253958566803168922393
f(z) = -197/58*z^3 + 81/58*z + 1
*
[ 5/7 ] 
f(z) = -196/45*z^3 + 82/45*z + 1
*
0 | 0.11728599001910951089281469428106999059 | 0.022221190252848416510620282603146101951
f(z) = -196/51*z^3 + 94/51*z + 1
*
0 | 0.13765449280160531750946852246099396644 | 0.026080239193150383783246316713531776064
f(z) = -196/53*z^3 + 90/53*z + 1
*
0 | 0.13767930808628096990101590399435254892 | 0.026084940736462303829356645419488488039
f(z) = -196/55*z^3 + 86/55*z + 1
*
0 | 0.11736043614573543850031632084726463659 | 0.022235294934431211249863289314071841694
f(z) = -196/57*z^3 + 82/57*z + 1
*
0 | 0.13751312347768884868837130686878209104 | 0.026078728425902714429309927302936733783
f(z) = -195/49*z^3 + 97/49*z + 1
*
0 | 0.13756314392565702087224908069367276542 | 0.026088214572717753551478392226933608511
f(z) = -195/53*z^3 + 89/53*z + 1
*
0 | 0.10622349615493660995459043394642454049 | 0.020144795192031010992764617480896414853
f(z) = -195/56*z^3 + 83/56*z + 1
*
0 | 0.13742107679090916621238372708768074877 | 0.026086707850035174750491773042283672320
f(z) = -194/49*z^3 + 96/49*z + 1
*
0 | 0.11710156250119221625302639849645802525 | 0.022229444864554574853866545389954902834
f(z) = -194/51*z^3 + 92/51*z + 1
*
0 | 0.13747134191006844164090496375529985106 | 0.026096249701323025866854339137374645494
f(z) = -194/53*z^3 + 88/53*z + 1
*
0 | 0.13749639926332695545419754636129330875 | 0.026101006350515525999162259746813343890
f(z) = -194/55*z^3 + 84/55*z + 1
*
0 | 0.11717776845782923990200610558432883868 | 0.022243911077261139782233028309736032263
f(z) = -194/57*z^3 + 80/57*z + 1
*
0 | 0.13730323742989571473178629662673047980 | 0.026089933570356566616707649366819197965
f(z) = -193/47*z^3 + 99/47*z + 1
*
0 | 0.091299120327524179831501591933269642014 | 0.017348374510056924975341663080476430840
f(z) = -193/48*z^3 + 97/48*z + 1
*
0 | 0.13732857003537951573243260767592846552 | 0.026094747193156785542101536427297843504
f(z) = -193/49*z^3 + 95/49*z + 1
*
0 | 0.12450581039732207828638575978147261013 | 0.023658206340896255925621670309163035544
f(z) = -193/50*z^3 + 93/50*z + 1
*
0 | 0.11701021314427370642364679261718887625 | 0.022233916294552461465845715625988568575
f(z) = -193/51*z^3 + 91/51*z + 1
*
0 | 0.11169565970067739609342859358635201033 | 0.021224061400414713065475133220110690908
f(z) = -193/52*z^3 + 89/52*z + 1
*
0 | 0.13737908223396252342374686101755731748 | 0.026104345363820432148797146393556376540
f(z) = -193/53*z^3 + 87/53*z + 1
*
0 | 0.11099315718162822491569676094323965295 | 0.021090574059561886786270537250719680934
f(z) = -193/54*z^3 + 85/54*z + 1
*
0 | 0.13740426240357910806224472144930732689 | 0.026109130021231896528758790964599227943
f(z) = -193/55*z^3 + 83/55*z + 1
*
0 | 0.10889225829915277153872914538292025541 | 0.020691367796783072150570560291176769407
f(z) = -193/56*z^3 + 81/56*z + 1
*
0 | 0.13721014047699957044377961696772151006 | 0.026098004994358847619727385238198686642
f(z) = -192/47*z^3 + 98/47*z + 1
*
0 | 0.13723559858641197865009755601279302108 | 0.026102847244824317678747856666326874582
f(z) = -192/49*z^3 + 94/49*z + 1
*
0 | 0.13728636030842668317578739120651824801 | 0.026112502359745536536960516734054534030
f(z) = -192/53*z^3 + 86/53*z + 1
*
0 | 0.13731166450591627074750059740622547494 | 0.026117315335449560392028619660421321230
f(z) = -192/55*z^3 + 82/55*z + 1
*
0 | 0.12426835406113851436337174142045977662 | 0.023659917131800026964604469864286418325
f(z) = -191/46*z^3 + 99/46*z + 1
*
0 | 0.13711657288475239381392123345472796687 | 0.026106137611298607345943201955002390080
f(z) = -191/47*z^3 + 97/47*z + 1
*
0 | 0.091113615653778544500794423136418720533 | 0.017347462370721350521467633539414539594
f(z) = -191/48*z^3 + 95/48*z + 1
*
0 | 0.13714215774919723840925694130470005147 | 0.026111008809417925335872262658268905667
f(z) = -191/49*z^3 + 93/49*z + 1
*
0 | 0.12431952386520365919190144937495374493 | 0.023669659542351599364799861238471265816
f(z) = -191/50*z^3 + 91/50*z + 1
*
0 | 0.11682405211736456663549194801959041756 | 0.022242568616769926184626593506333037169
f(z) = -191/51*z^3 + 89/51*z + 1
*
0 | 0.11150962393118246447927590505128899404 | 0.021230734739690417735398433178342106102
f(z) = -191/52*z^3 + 87/52*z + 1
*
0 | 0.13719317147513997873534324884607392626 | 0.026120721503671490275063816371245006106
f(z) = -191/53*z^3 + 85/53*z + 1
*
0 | 0.11080737118778328238512048822545279847 | 0.021097030210971630806893195177703318681
f(z) = -191/54*z^3 + 83/54*z + 1
*
0 | 0.13721860093005785012373520067976844114 | 0.026125563112789187874255600953308338289
f(z) = -191/55*z^3 + 81/55*z + 1
*
0 | 0.13702252986797550471636239724862403754 | 0.026114332235482931901450834691227976948
f(z) = -190/47*z^3 + 96/47*z + 1
*
0 | 0.13704824275737905075512468860027883571 | 0.026119232706502299388176646859203976783
f(z) = -190/49*z^3 + 92/49*z + 1
*
0 | 0.11673026463962194361228856447197481306 | 0.022246946656670801895834086402115851335
f(z) = -190/51*z^3 + 88/51*z + 1
*
0 | 0.13709951100496545564247392444031855732 | 0.026129003625575917236488952231086087411
f(z) = -190/53*z^3 + 84/53*z + 1
*
0 | 0.12407965868617900913996895963974791328 | 0.023671432125529085383907047976328643344
f(z) = -189/46*z^3 + 97/46*z + 1
*
0 | 0.13692800656810143019868184929424370825 | 0.026122589696661164941003568216935001923
f(z) = -189/47*z^3 + 95/47*z + 1
*
0 | 0.12413134317057216298379715643472153412 | 0.023681292289372297065536896281289091880
f(z) = -189/50*z^3 + 89/50*z + 1
*
[ 5/6 ] 
f(z) = -189/50*z^3 + 97/40*z + 1
*
0 | 0.11132169903493868800598651254989456933 | 0.021237518467623342916014237570074297586
f(z) = -189/52*z^3 + 85/52*z + 1
*
0 | 0.13700537409650660746431471111841256188 | 0.026137349571218807427989599538125004328
f(z) = -189/53*z^3 + 83/53*z + 1
*
0 | 0.12324385658041401365915034113093427827 | 0.023535801113664762550537448653887100450
f(z) = -188/45*z^3 + 98/45*z + 1
*
0 | 0.13685897087796342181578210660840757166 | 0.026135870854567866699277855093433522886
f(z) = -188/49*z^3 + 90/49*z + 1
*
0 | 0.11654021803610558963451620563214765274 | 0.022255611513189260959819890735048098140
f(z) = -188/51*z^3 + 86/51*z + 1
*
0 | 0.13691075587462684558187065498152022427 | 0.026145760202531810791894807309860748872
f(z) = -188/53*z^3 + 82/53*z + 1
*
0 | 0.12314822534729163249128207098436051638 | 0.023541515645557256787911712802160962576
f(z) = -187/45*z^3 + 97/45*z + 1
*
0 | 0.12388901973921510008453359585982202966 | 0.023683128914594843674008015629114004800
f(z) = -187/46*z^3 + 95/46*z + 1
*
0 | 0.13673749930875393815554150152165652390 | 0.026139296528500077501234181902324327595
f(z) = -187/47*z^3 + 93/47*z + 1
*
0 | 0.090734802296783706579806297138680946098 | 0.017345233858160956551063012430205811355
f(z) = -187/48*z^3 + 91/48*z + 1
*
0 | 0.13676360408657231721130773460818890416 | 0.026144286824005368614458516759397405496
f(z) = -187/49*z^3 + 89/49*z + 1
*
0 | 0.12394122937458882883118529958496517891 | 0.023693109520848269526032994209026865502
f(z) = -187/50*z^3 + 87/50*z + 1
*
0 | 0.11113184622653561260386068386889999036 | 0.021244415737893449060998178302491719284
f(z) = -187/52*z^3 + 83/52*z + 1
*
0 | 0.13681565138893083454300658911780751703 | 0.026154236398019339835512000164954383098
f(z) = -187/53*z^3 + 81/53*z + 1
*
0 | 0.13664150525142296029995283456543840361 | 0.026147747639349519246028507062645219535
f(z) = -186/47*z^3 + 92/47*z + 1
*
0 | 0.13666774332987407047724517646951295222 | 0.026152768563647877259416072121604209185
f(z) = -186/49*z^3 + 88/49*z + 1
*
0 | 0.13672005561220650758346402681514201064 | 0.026162779053171906587082989144755320926
f(z) = -186/53*z^3 + 80/53*z + 1
*
0 | 0.13649209805055649824986395823841422459 | 0.026146129234113769900132374533924516886
f(z) = -185/43*z^3 + 99/43*z + 1
*
0 | 0.11083453369532512051236808339082056855 | 0.021231222048673701066903452483529971110
f(z) = -185/44*z^3 + 97/44*z + 1
*
0 | 0.12369639674433118138517733605856775349 | 0.023695012541118358309881968946260003947
f(z) = -185/46*z^3 + 93/46*z + 1
*
0 | 0.13654501071206140440187205585280531748 | 0.026156265068389800742268184152449468742
f(z) = -185/47*z^3 + 91/47*z + 1
*
0 | 0.090541414206396215950621686714004738460 | 0.017343916246367699820617870126842852113
f(z) = -185/48*z^3 + 89/48*z + 1
*
0 | 0.13657138346107970172273021629380319060 | 0.026161316974792732889370188100831710950
f(z) = -185/49*z^3 + 87/49*z + 1
*
0 | 0.11625302891575585254987169568155589516 | 0.022269177200006595963618212879766591310
f(z) = -185/51*z^3 + 83/51*z + 1
*
0 | 0.11094002551297747601720592721277842426 | 0.021251429831665346609359030457019566178
f(z) = -185/52*z^3 + 81/52*z + 1
*
0 | 0.13639482396113405537115442966165983153 | 0.026154650853008820513103256004343761358
f(z) = -184/43*z^3 + 98/43*z + 1
*
0 | 0.12285833078192737419165068176278425783 | 0.023558934662362384645946534553421317480
f(z) = -184/45*z^3 + 94/45*z + 1
*
0 | 0.13644801044172179793348173861572229703 | 0.026164849728519441993959740709528749622
f(z) = -184/47*z^3 + 90/47*z + 1
*
0 | 0.13647451925249436913103152694738001756 | 0.026169932976330096772987537125105500354
f(z) = -184/49*z^3 + 86/49*z + 1
*
0 | 0.11615733382682334927382729555466357035 | 0.022273972149578451759137481883476203667
f(z) = -184/51*z^3 + 82/51*z + 1
*
0 | 0.13629703595703333458945032627344292337 | 0.026163239897027570921549779545137190654
f(z) = -183/43*z^3 + 97/43*z + 1
*
0 | 0.11063960965459582526296074831442681688 | 0.021238104183125514463266608641063480352
f(z) = -183/44*z^3 + 95/44*z + 1
*
0 | 0.12350174794725127734908232722518053023 | 0.023707088247060501422770929487726260373
f(z) = -183/46*z^3 + 91/46*z + 1
*
0 | 0.13635049910840277876330310771831467402 | 0.026173502550540966605547969946396921658
f(z) = -183/47*z^3 + 89/47*z + 1
*
0 | 0.13637714539381177294779608698430865750 | 0.026178617505188549351352839262285336429
f(z) = -183/49*z^3 + 85/49*z + 1
*
0 | 0.12355504060274430612009833455601391850 | 0.023717318172609676987110310411927093520
f(z) = -183/50*z^3 + 83/50*z + 1
*
0 | 0.13619872857660678886335237552736727794 | 0.026171897302674797434354738614204260653
f(z) = -182/43*z^3 + 96/43*z + 1
*
0 | 0.12266251409816292135775806843842702647 | 0.023570783335611958022863913575233197741
f(z) = -182/45*z^3 + 92/45*z + 1
*
0 | 0.13625247129528670530493352712502080132 | 0.026182224483616623799479134832982622682
f(z) = -182/47*z^3 + 88/47*z + 1
*
0 | 0.11596131268982956374188718904664937452 | 0.022283082951795278232064341414487053264
f(z) = -182/51*z^3 + 80/51*z + 1
*
0 | 0.13607279589639783129685080623449769431 | 0.026175410907807005563616916824375336800
f(z) = -181/41*z^3 + 99/41*z + 1
*
0 | 0.10290730827819971121157074596576504334 | 0.019795588544010757193551585743585822106
f(z) = -181/42*z^3 + 97/42*z + 1
*
0 | 0.13609989627063553369107127704628768931 | 0.026180624024997360772160650424789615744
f(z) = -181/43*z^3 + 95/43*z + 1
*
0 | 0.11044261093112421756381603656628713641 | 0.021245104165084348950253019931816400517
f(z) = -181/44*z^3 + 93/44*z + 1
*
0 | 0.12256382334461861532214902485758254870 | 0.023576780482410801638938353126082055690
f(z) = -181/45*z^3 + 91/45*z + 1
*
0 | 0.12330503026090620684222541730509577889 | 0.023719361484540778582787862052849598028
f(z) = -181/46*z^3 + 89/46*z + 1
*
0 | 0.13615392149893024782245737891253362519 | 0.026191016495738381677264225278374449785
f(z) = -181/47*z^3 + 87/47*z + 1
*
0 | 0.090150601686960944330361435529060729413 | 0.017341666474898306600232669313519014529
f(z) = -181/48*z^3 + 85/48*z + 1
*
0 | 0.13618084706132083609741414405256638999 | 0.026196195985546425665586413935842886113
f(z) = -181/49*z^3 + 83/49*z + 1
*
0 | 0.12335888147298486971035840206662867320 | 0.023729720480949698370853444625690011073
f(z) = -181/50*z^3 + 81/50*z + 1
*
[ 7/11 ] 
f(z) = -198/49*z^3 + 82/77*z + 1
*
[ 2/3 ] 
f(z) = -195/44*z^3 + 97/66*z + 1
*
[ 12/17 ] 
f(z) = -187/54*z^3 + 89/68*z + 1
*
[ 2/3 ] 
f(z) = -183/44*z^3 + 89/66*z + 1
*
[ 2/3 ] 
f(z) = -183/52*z^3 + 83/78*z + 1
*
[ 2 ] 
f(z) = -199/40*z^3 + 102/5*z + 1
*
[ -2 ] 
f(z) = -199/40*z^3 + 107/5*z + 1
*
[ 2 ] 
f(z) = -199/56*z^3 + 103/7*z + 1
*
[ -2 ] 
f(z) = -199/56*z^3 + 110/7*z + 1
*
[ -7/6 ] 
f(z) = -198/49*z^3 + 103/14*z + 1
*
[ 2 ] 
f(z) = -197/40*z^3 + 101/5*z + 1
*
[ -2 ] 
f(z) = -197/40*z^3 + 106/5*z + 1
*
[ 2 ] 
f(z) = -197/56*z^3 + 102/7*z + 1
*
[ -2 ] 
f(z) = -197/56*z^3 + 109/7*z + 1
*
[ -15/14 ] 
f(z) = -196/45*z^3 + 104/15*z + 1
*
[ 2 ] 
f(z) = -195/56*z^3 + 101/7*z + 1
*
[ -2 ] 
f(z) = -195/56*z^3 + 108/7*z + 1
*
[ -2 ] 
f(z) = -193/40*z^3 + 104/5*z + 1
*
[ 2 ] 
f(z) = -193/56*z^3 + 100/7*z + 1
*
[ -2 ] 
f(z) = -193/56*z^3 + 107/7*z + 1
*
[ -2 ] 
f(z) = -191/40*z^3 + 103/5*z + 1
*
[ -2 ] 
f(z) = -191/56*z^3 + 106/7*z + 1
*
[ -2 ] 
f(z) = -189/40*z^3 + 102/5*z + 1
*
[ -10/9 ] 
f(z) = -189/40*z^3 + 116/15*z + 1
*
[ 5/3 ] 
f(z) = -189/50*z^3 + 109/10*z + 1
*
[ -2 ] 
f(z) = -187/40*z^3 + 101/5*z + 1
*
[ -2 ] 
f(z) = -187/56*z^3 + 104/7*z + 1
*
[ -2 ] 
f(z) = -185/56*z^3 + 103/7*z + 1
*
[ -2 ] 
f(z) = -183/56*z^3 + 102/7*z + 1
*
[ -2 ] 
f(z) = -181/56*z^3 + 101/7*z + 1
*
-2/5 | 0.16508660582719434564959017846904841728 | 0.023986648120358343996024354232702989863
f(z) = -195/56*z^3 + 107/35*z + 1
*
[ -7/24 ] 
f(z) = -192/49*z^3 + 100/21*z + 1
*
[ -7/16 ] 
f(z) = -192/49*z^3 + 113/28*z + 1
*
[ 7/6 ] 
f(z) = -192/49*z^3 + 115/21*z + 1
*
-2/7 | 0.21334443748610723138048322765368443773 | 0.029682055308821503273102499766856870932
f(z) = -189/40*z^3 + 101/35*z + 1
*
-10/21 | 0.16375063402715428295913666535908213209 | 0.022782198745468063578094115126393563927
f(z) = -189/40*z^3 + 111/35*z + 1
*
10/9 | 0.18043753574641716845189059690165229155 | 0.028458566321364577701244696697781474127
f(z) = -189/50*z^3 + 113/30*z + 1
*
[ -5/9 ] 
f(z) = -189/50*z^3 + 119/30*z + 1
*
[ -2/3 ] 
f(z) = -189/52*z^3 + 107/26*z + 1
*
-2/5 | 0.16901815966667729088783837320059398776 | 0.024747183613811119481283453909975630983
f(z) = -185/56*z^3 + 106/35*z + 1
*
0 | 0.13786837302307424526002763932910367764 | 0.026021161717026086928662073414322671036
f(z) = -200/41*z^3 + 118/41*z + 1
*
0 | 0.13789300568014767623864211834695485025 | 0.026025810864174001109584421930221171329
f(z) = -200/43*z^3 + 114/43*z + 1
*
0 | 0.13794212540484865218351473376986399122 | 0.026035081680039261076299020165919153032
f(z) = -200/47*z^3 + 106/47*z + 1
*
0 | 0.13796661300823566097649478312575882694 | 0.026039703449875401143714358468491346789
f(z) = -200/49*z^3 + 102/49*z + 1
*
0 | 0.10924111850612545890475755518142801451 | 0.020637602050777658588790317072397131140
f(z) = -199/40*z^3 + 119/40*z + 1
*
0 | 0.13777808796371669954191852720396138774 | 0.026028746222996484443779249295319609591
f(z) = -199/41*z^3 + 117/41*z + 1
*
0 | 0.10461142459502755540809477041671900619 | 0.019762970027042114269288603411298411833
f(z) = -199/42*z^3 + 115/42*z + 1
*
0 | 0.13780283923378785172006057383185860134 | 0.026033422180813147768109768813362736932
f(z) = -199/43*z^3 + 113/43*z + 1
*
0 | 0.11214438292694806342487908551363483663 | 0.021186080651001426080857617433459772580
f(z) = -199/44*z^3 + 111/44*z + 1
*
0 | 0.12426442674905586535150680027673477866 | 0.023475773805549469665875052962334291862
f(z) = -199/45*z^3 + 109/45*z + 1
*
0 | 0.12500446743955636477027216826691066808 | 0.023615580734302910063256909049062922561
f(z) = -199/46*z^3 + 107/46*z + 1
*
0 | 0.13785219480711279267877126865587293554 | 0.026042746331784844326924467593321630386
f(z) = -199/47*z^3 + 105/47*z + 1
*
0 | 0.091848747086198114885147187743887833154 | 0.017351871869759302505148109054155722764
f(z) = -199/48*z^3 + 103/48*z + 1
*
0 | 0.13787679965371551743247721034616557721 | 0.026047394627588214274459683143729154740
f(z) = -199/49*z^3 + 101/49*z + 1
*
0 | 0.13768736039892665038376546577817761801 | 0.026036385757328797946534658605139921665
f(z) = -198/41*z^3 + 116/41*z + 1
*
0 | 0.13771223143072509178509368350013430764 | 0.026041088816318460002450477706368354432
f(z) = -198/43*z^3 + 112/43*z + 1
*
0 | 0.13776182513049113499607324811350151579 | 0.026050466879014270924084171728135466843
f(z) = -198/47*z^3 + 104/47*z + 1
*
0 | 0.13778654834954115032735714891589975064 | 0.026055141986928927099096538471190459940
f(z) = -198/49*z^3 + 100/49*z + 1
*
0 | 0.10018478348535602494434060125436421373 | 0.018962884762592224218342275163756626519
f(z) = -197/40*z^3 + 117/40*z + 1
*
0 | 0.13759618596805960956111621368757763618 | 0.026044081022203461220961688360520582984
f(z) = -197/41*z^3 + 115/41*z + 1
*
0 | 0.10442860944550614612631653730996605115 | 0.019766152283219117405582202304749317153
f(z) = -197/42*z^3 + 113/42*z + 1
*
0 | 0.13762117792709714563422186076628060358 | 0.026048811477495501598524861826386025725
f(z) = -197/43*z^3 + 111/43*z + 1
*
0 | 0.11196284161151054490531641996827375886 | 0.021192224899919840171660883039158740146
f(z) = -197/44*z^3 + 109/44*z + 1
*
0 | 0.12408300519069930304202702938915989025 | 0.023486318446466441084015765056639098233
f(z) = -197/45*z^3 + 107/45*z + 1
*
0 | 0.12482316540508722545150521269318756436 | 0.023626415299132148572775863191819653997
f(z) = -197/46*z^3 + 105/46*z + 1
*
0 | 0.13767101206431058459420979098343663907 | 0.026058244037694224610739499647563343637
f(z) = -197/47*z^3 + 103/47*z + 1
*
0 | 0.091666649787388880755084259486320915239 | 0.017350580158165793907161686018879085778
f(z) = -197/48*z^3 + 101/48*z + 1
*
0 | 0.13750456024567041840281569392523313693 | 0.026051832732583504512638949893732187315
f(z) = -196/41*z^3 + 114/41*z + 1
*
0 | 0.13752967431456986524513073713190758642 | 0.026056590884029784036599603887557525241
f(z) = -196/43*z^3 + 110/43*z + 1
*
0 | 0.12399162320754332509754187962180011422 | 0.023491650184351952895183707449697677606
f(z) = -196/45*z^3 + 106/45*z + 1
*
0 | 0.13757975123407468697066760481510875146 | 0.026066078536863783347809988036637084857
f(z) = -196/47*z^3 + 102/47*z + 1
*
[ 11/14 ] 
f(z) = -196/55*z^3 + 106/55*z + 1
*
-3/14 | 0.13129082102605107730566747675741511305 | 0.024874567814938607012794654553666014593
f(z) = -196/55*z^3 + 119/55*z + 1
*
0 | 0.13741247874022244912005211843062410819 | 0.026059641616516784372577966897889806287
f(z) = -195/41*z^3 + 113/41*z + 1
*
0 | 0.13743771611905450416447289109699605387 | 0.026064427768791549434559364462246316179
f(z) = -195/43*z^3 + 109/43*z + 1
*
0 | 0.11177950214987603782149686188933551912 | 0.021198466054930299005095269299091255557
f(z) = -195/44*z^3 + 107/44*z + 1
*
0 | 0.12464006991440356106913455217184394350 | 0.023637413303397444531062508377775954251
f(z) = -195/46*z^3 + 103/46*z + 1
*
0 | 0.13748803820019686056261381517902708287 | 0.026073971118944239958454816354846629448
f(z) = -195/47*z^3 + 101/47*z + 1
*
0 | 0.13731993689276449406263604655764017275 | 0.026067508415447008899037475443382622649
f(z) = -194/41*z^3 + 112/41*z + 1
*
0 | 0.13734529879939294493920679520116444813 | 0.026072322878149429202690048495916900961
f(z) = -194/43*z^3 + 108/43*z + 1
*
0 | 0.12380749454810607586943901230758718272 | 0.023502435109247540119174338531290051044
f(z) = -194/45*z^3 + 104/45*z + 1
*
0 | 0.13739586845670203085823427805188461131 | 0.026081922540057956681395736656630045251
f(z) = -194/47*z^3 + 100/47*z + 1
*
0 | 0.10583713378757043662132077814969817826 | 0.020110842551724313238375280387629738189
f(z) = -193/40*z^3 + 113/40*z + 1
*
0 | 0.13722693007557436706983333831999211370 | 0.026075433884533862605816412447998885407
f(z) = -193/41*z^3 + 111/41*z + 1
*
0 | 0.10406063527171947670610391660398277289 | 0.019773277836325280426938907269032114175
f(z) = -193/42*z^3 + 109/42*z + 1
*
0 | 0.13725241774600988775193588610320885888 | 0.026080276972293285589726002311710593175
f(z) = -193/43*z^3 + 107/43*z + 1
*
0 | 0.11159432854848367779364734589757307450 | 0.021204806770452388735065199663379905429
f(z) = -193/44*z^3 + 105/44*z + 1
*
0 | 0.12371473875675805769613915835227572471 | 0.023507889371405670184845407095704444288
f(z) = -193/45*z^3 + 103/45*z + 1
*
0 | 0.12445514511332973162644727505424880875 | 0.023648579081419883517143051186275176513
f(z) = -193/46*z^3 + 101/46*z + 1
*
0 | 0.13713345359076820651610764197150690854 | 0.026083418792982547349648939198390431358
f(z) = -192/41*z^3 + 110/41*z + 1
*
0 | 0.13715906827953099859445407330485317092 | 0.026088290825566555628209119542464935807
f(z) = -192/43*z^3 + 106/43*z + 1
*
0 | 0.10850203587155100396836605947057939095 | 0.020658108790026176638374110442181755823
f(z) = -191/40*z^3 + 111/40*z + 1
*
0 | 0.13703950266887443367823062845933497598 | 0.026091463924383068510912183565071763900
f(z) = -191/41*z^3 + 109/41*z + 1
*
0 | 0.10387333564882825271477493697586127648 | 0.019776833226951729348548209746820900144
f(z) = -191/42*z^3 + 107/42*z + 1
*
0 | 0.13706524564936597969183823658323676831 | 0.026096365226808429878922576182429528311
f(z) = -191/43*z^3 + 105/43*z + 1
*
0 | 0.11140728372163691178622643076198337206 | 0.021211249804081569590530004169707949556
f(z) = -191/44*z^3 + 103/44*z + 1
*
0 | 0.12352782094436285150465553413333172831 | 0.023518924259490430903908358368286505813
f(z) = -191/45*z^3 + 101/45*z + 1
*
0 | 0.13694507246737128260461819354449229813 | 0.026099570077059608969559904225902338075
f(z) = -190/41*z^3 + 108/41*z + 1
*
0 | 0.13697094503225548781191813259236198321 | 0.026104500979706211858205392629537853558
f(z) = -190/43*z^3 + 104/43*z + 1
*
0 | 0.098332219962918337578458920214826349241 | 0.018759436439875471585502453187464978493
f(z) = -189/40*z^3 + 109/40*z + 1
*
0 | 0.13685015806918677868234676847616793013 | 0.026107738064430347382241152697519164563
f(z) = -189/41*z^3 + 107/41*z + 1
*
0 | 0.13687616153078078749451690621558723154 | 0.026112698903158218138885276651107495274
f(z) = -189/43*z^3 + 103/43*z + 1
*
0 | 0.11121832944684864520649063800209444216 | 0.021217798021788574481432392737688167945
f(z) = -189/44*z^3 + 101/44*z + 1
*
0 | 0.13675475448116000250047365800691326032 | 0.026115968715378091878911565414238772320
f(z) = -188/41*z^3 + 106/41*z + 1
*
0 | 0.13678089017183498604073402266272706119 | 0.026120959831647593877695899052985752909
f(z) = -188/43*z^3 + 102/43*z + 1
*
0 | 0.10812112587886194715850215533980872380 | 0.020668874190548561099822253080621933938
f(z) = -187/40*z^3 + 107/40*z + 1
*
0 | 0.13665885663246243332468508925837078322 | 0.026124262874632115591695746216769247555
f(z) = -187/41*z^3 + 105/41*z + 1
*
0 | 0.10349295302775137233343530113403525681 | 0.019784133843885017924250864820134015681
f(z) = -187/42*z^3 + 103/42*z + 1
*
0 | 0.13668512590505465524030708938090740307 | 0.026129284615627433973541527494265991080
f(z) = -187/43*z^3 + 101/43*z + 1
*
0 | 0.13656245937297812244864580876274902350 | 0.026132621403161596441068747636362451855
f(z) = -186/41*z^3 + 104/41*z + 1
*
0 | 0.13658886360121060120642630155811030093 | 0.026137674121917616237986343951570865967
f(z) = -186/43*z^3 + 100/43*z + 1
*
0 | 0.13646555747164140078828188792153492970 | 0.026141045178581080372430908934321102558
f(z) = -185/41*z^3 + 103/41*z + 1
*
0 | 0.10329978966091481914441554339471100207 | 0.019787882880448084551789636305367624904
f(z) = -185/42*z^3 + 101/42*z + 1
*
0 | 0.13636814561473077724874623950618229236 | 0.026149535095568404799906122994130038734
f(z) = -184/41*z^3 + 102/41*z + 1
*
0 | 0.10773221264980659389146306734339021437 | 0.020680007488079412126365865487181531038
f(z) = -183/40*z^3 + 103/40*z + 1
*
0 | 0.13627021840411763452748441617793021548 | 0.026158092066295537416109405216546412323
f(z) = -183/41*z^3 + 101/41*z + 1
*
0 | 0.13617177035546827702319092852092580357 | 0.026166717020872804811626123712369529170
f(z) = -182/41*z^3 + 100/41*z + 1
*
0 | 0.10087891403690806191745435408073630120 | 0.019405399951213246539355753579495981190
f(z) = -181/40*z^3 + 101/40*z + 1
*
[ 7/10 ] 
f(z) = -190/49*z^3 + 103/70*z + 1
*
[ 5/7 ] 
f(z) = -189/50*z^3 + 107/70*z + 1
*
[ 2/3 ] 
f(z) = -198/59*z^3 + 117/118*z + 1
*
[ 2/3 ] 
f(z) = -189/53*z^3 + 115/106*z + 1
*
[ 2/3 ] 
f(z) = -189/55*z^3 + 113/110*z + 1
*
[ 2/3 ] 
f(z) = -189/59*z^3 + 109/118*z + 1
*
[ -5/3 ] 
f(z) = -189/50*z^3 + 121/10*z + 1
*
[ -3/4 ] 
f(z) = -193/54*z^3 + 139/32*z + 1
*
-2/7 | 0.14436168748502336977195516492675637046 | 0.020084665168194508413210677928393559644
f(z) = -189/40*z^3 + 136/35*z + 1
*
[ -3/4 ] 
f(z) = -187/54*z^3 + 137/32*z + 1
*
[ -3/4 ] 
f(z) = -184/45*z^3 + 139/30*z + 1
*
[ -3/4 ] 
f(z) = -181/54*z^3 + 135/32*z + 1
*
[ 7/9 ] 
f(z) = -198/49*z^3 + 136/63*z + 1
*
[ 3/4 ] 
f(z) = -196/45*z^3 + 127/60*z + 1
*
[ 3/4 ] 
f(z) = -188/45*z^3 + 121/60*z + 1
*
-2/5 | 0.17634710358407613923834979580871252367 | 0.025820267838470036579554540027722109612
f(z) = -185/48*z^3 + 127/60*z + 1
*
[ 4/5 ] 
f(z) = -185/48*z^3 + 133/60*z + 1
*
[ 2/3 ] 
f(z) = -198/41*z^3 + 135/82*z + 1
*
[ 2/3 ] 
f(z) = -198/43*z^3 + 133/86*z + 1
*
[ 2/3 ] 
f(z) = -198/47*z^3 + 129/94*z + 1
*
[ 2/3 ] 
f(z) = -198/49*z^3 + 127/98*z + 1
*
[ 2/3 ] 
f(z) = -189/41*z^3 + 127/82*z + 1
*
[ 2/3 ] 
f(z) = -189/43*z^3 + 125/86*z + 1
*
[ 2/3 ] 
f(z) = -189/47*z^3 + 121/94*z + 1
*
[ 2/3 ] 
f(z) = -198/53*z^3 + 123/106*z + 1
*
[ 2/3 ] 
f(z) = -193/48*z^3 + 139/108*z + 1
*
[ 2/3 ] 
f(z) = -191/48*z^3 + 137/108*z + 1
*
[ 2/3 ] 
f(z) = -187/48*z^3 + 133/108*z + 1
*
[ 2/3 ] 
f(z) = -185/48*z^3 + 131/108*z + 1
*
[ 2/3 ] 
f(z) = -181/48*z^3 + 127/108*z + 1
*
[ 7/3 ] 
f(z) = -198/49*z^3 + 158/7*z + 1
*
[ 3/2 ] 
f(z) = -196/45*z^3 + 152/15*z + 1
*
[ 3/2 ] 
f(z) = -188/45*z^3 + 146/15*z + 1
*
[ 3/2 ] 
f(z) = -184/45*z^3 + 143/15*z + 1
*
[ -3/4 ] 
f(z) = -199/54*z^3 + 141/32*z + 1
*
[ -2/5 ] 
f(z) = -195/56*z^3 + 142/35*z + 1
*
[ -7/6 ] 
f(z) = -192/49*z^3 + 151/21*z + 1
*
[ -10/21 ] 
f(z) = -189/40*z^3 + 146/35*z + 1
*
[ 10/9 ] 
f(z) = -189/50*z^3 + 143/30*z + 1
*
[ -6/17 ] 
f(z) = -187/54*z^3 + 145/34*z + 1
*
[ -2/5 ] 
f(z) = -185/56*z^3 + 141/35*z + 1
*
-1/3 | 0.096238722418669106974453041404043052434 | 0.018360047164079716670128294241602594414
f(z) = -189/40*z^3 + 141/40*z + 1
*
-2/3 | 0.13505908473780861064873656481033427116 | 0.025766044097470023068987114557617820111
f(z) = -189/50*z^3 + 159/50*z + 1
*
[ 7/8 ] 
f(z) = -184/49*z^3 + 153/56*z + 1
*
[ 3/4 ] 
f(z) = -187/54*z^3 + 155/96*z + 1
*
[ 3/4 ] 
f(z) = -181/54*z^3 + 149/96*z + 1
*
[ 2/3 ] 
f(z) = -199/48*z^3 + 145/108*z + 1
*
[ 2/3 ] 
f(z) = -197/48*z^3 + 143/108*z + 1
*
[ 9/14 ] 
f(z) = -196/51*z^3 + 158/153*z + 1
*
[ 9/14 ] 
f(z) = -196/57*z^3 + 148/171*z + 1
*
[ 2/3 ] 
f(z) = -183/58*z^3 + 157/174*z + 1
*
[ -7/3 ] 
f(z) = -198/49*z^3 + 164/7*z + 1
*
[ -3/2 ] 
f(z) = -196/45*z^3 + 172/15*z + 1
*
[ -3/2 ] 
f(z) = -188/45*z^3 + 166/15*z + 1
*
-2 | 0.090303810259043969305528309339807391374 | 0.013737177344421385122642734923953366372
f(z) = -185/48*z^3 + 179/12*z + 1
*
[ -3/2 ] 
f(z) = -184/45*z^3 + 163/15*z + 1
*
[ 7/4 ] 
f(z) = -184/49*z^3 + 167/14*z + 1
*
-2 | 0.089905539577580248998079729585979060405 | 0.013723773023611467148299593269454585746
f(z) = -181/48*z^3 + 175/12*z + 1
*
[ -6/7 ] 
f(z) = -196/45*z^3 + 161/30*z + 1
*
[ -2/7 ] 
f(z) = -189/40*z^3 + 171/35*z + 1
*
[ 4/3 ] 
f(z) = -189/40*z^3 + 173/20*z + 1
*
-10/21 | 0.21042752155229629384356926333457043602 | 0.029070610401246864209996887991707098104
f(z) = -189/40*z^3 + 174/35*z + 1
*
[ -1/2 ] 
f(z) = -200/41*z^3 + 173/41*z + 1
*
[ -1/2 ] 
f(z) = -200/43*z^3 + 179/43*z + 1
*
[ 7/8 ] 
f(z) = -200/49*z^3 + 167/56*z + 1
*
-2/3 | 0.20291316500493994550492564394010498960 | 0.027125875244358901225500877746669191057
f(z) = -197/40*z^3 + 166/45*z + 1
*
[ -1/2 ] 
f(z) = -196/41*z^3 + 172/41*z + 1
*
[ -1/2 ] 
f(z) = -196/43*z^3 + 178/43*z + 1
*
-2/3 | 0.21284471652151120961907346675904179327 | 0.028531789328842320236454294603779995694
f(z) = -193/40*z^3 + 164/45*z + 1
*
[ -1/2 ] 
f(z) = -192/41*z^3 + 171/41*z + 1
*
[ -1/2 ] 
f(z) = -192/43*z^3 + 177/43*z + 1
*
[ -1/2 ] 
f(z) = -188/41*z^3 + 170/41*z + 1
*
[ -1/2 ] 
f(z) = -188/43*z^3 + 176/43*z + 1
*
-2/3 | 0.20375886515654842577262795354203161882 | 0.027429957680936333221855276337858018143
f(z) = -187/40*z^3 + 161/45*z + 1
*
[ -1/2 ] 
f(z) = -184/41*z^3 + 169/41*z + 1
*
[ -1/2 ] 
f(z) = -184/43*z^3 + 175/43*z + 1
*
-4/5 | 0.085862995719243648157105112733941562570 | 0.012571828523553188893674984945439316503
f(z) = -185/48*z^3 + 163/60*z + 1
*
[ 3/4 ] 
f(z) = -199/54*z^3 + 167/96*z + 1
*
[ 3/4 ] 
f(z) = -193/54*z^3 + 161/96*z + 1
*
-7/48 | 0.21744521460820009044705925804092734980 | 0.028084981120265296071903584993971999618
f(z) = -192/49*z^3 + 163/84*z + 1
*
5/7 | 0.13771904207224588937370577350547966743 | 0.023063641449204744010486310709306798733
f(z) = -196/55*z^3 + 167/110*z + 1
*
-2/15 | 0.19107135470860984884071221627905038032 | 0.023940629423742253634862842533831716207
f(z) = -195/56*z^3 + 164/105*z + 1
*
-2/7 | 0.21962313351221871917539419405471762724 | 0.026504464374913014935770588373611590199
f(z) = -189/40*z^3 + 163/105*z + 1
*
[ 3/4 ] 
f(z) = -184/51*z^3 + 173/102*z + 1
*
[ 3/4 ] 
f(z) = -184/57*z^3 + 169/114*z + 1
*
[ 2/3 ] 
f(z) = -183/46*z^3 + 175/138*z + 1
*
[ 2/3 ] 
f(z) = -183/50*z^3 + 169/150*z + 1
*
[ 2/3 ] 
f(z) = -195/58*z^3 + 173/174*z + 1
*
-1/12 | 0.18391462287414755049791182158544975616 | 0.028935101903861059926561903027049687032
f(z) = -192/55*z^3 + 169/165*z + 1
*
[ 7/4 ] 
f(z) = -200/49*z^3 + 181/14*z + 1
*
[ -7/4 ] 
f(z) = -200/49*z^3 + 197/14*z + 1
*
-2 | 0.091633259858487603805124052382402493129 | 0.013781542003755468189210326264177472654
f(z) = -199/48*z^3 + 193/12*z + 1
*
-2 | 0.091448109355922381825809262385050106524 | 0.013775276876008792375883251995616534275
f(z) = -197/48*z^3 + 191/12*z + 1
*
-2 | 0.091074232153058024144034315375785380206 | 0.013762836033439656372357932248725835525
f(z) = -193/48*z^3 + 187/12*z + 1
*
[ 2 ] 
f(z) = -193/48*z^3 + 199/12*z + 1
*
[ 3 ] 
f(z) = -193/54*z^3 + 197/6*z + 1
*
-2 | 0.090885426845784735233153972032994894748 | 0.013756657955895888757097809749805183404
f(z) = -191/48*z^3 + 185/12*z + 1
*
[ 2 ] 
f(z) = -191/48*z^3 + 197/12*z + 1
*
[ -3 ] 
f(z) = -191/54*z^3 + 199/6*z + 1
*
-2 | 0.090498708702071653238825010891823843133 | 0.013743595401779817472031279327456594579
f(z) = -187/48*z^3 + 181/12*z + 1
*
[ 2 ] 
f(z) = -187/48*z^3 + 193/12*z + 1
*
[ 3 ] 
f(z) = -187/54*z^3 + 191/6*z + 1
*
[ 2 ] 
f(z) = -185/48*z^3 + 191/12*z + 1
*
[ -3 ] 
f(z) = -185/54*z^3 + 193/6*z + 1
*
[ -7/4 ] 
f(z) = -184/49*z^3 + 183/14*z + 1
*
[ 2 ] 
f(z) = -181/48*z^3 + 187/12*z + 1
*
[ -2 ] 
f(z) = -181/48*z^3 + 199/12*z + 1
*
[ 3 ] 
f(z) = -181/54*z^3 + 185/6*z + 1
*
[ 3/2 ] 
f(z) = -191/54*z^3 + 199/24*z + 1
*
[ -10/9 ] 
f(z) = -189/50*z^3 + 197/30*z + 1
*
[ 3/2 ] 
f(z) = -185/54*z^3 + 193/24*z + 1
*
[ -1/2 ] 
f(z) = -200/47*z^3 + 191/47*z + 1
*
[ 21/20 ] 
f(z) = -200/49*z^3 + 191/42*z + 1
*
[ -1/2 ] 
f(z) = -200/49*z^3 + 197/49*z + 1
*
[ -1/3 ] 
f(z) = -198/41*z^3 + 186/41*z + 1
*
[ -1/3 ] 
f(z) = -198/43*z^3 + 194/43*z + 1
*
[ -3/5 ] 
f(z) = -197/54*z^3 + 199/50*z + 1
*
[ -1/2 ] 
f(z) = -196/45*z^3 + 184/45*z + 1
*
[ -1/2 ] 
f(z) = -196/47*z^3 + 190/47*z + 1
*
-11/14 | 0.15266583773433387111802346324593311574 | 0.028924312484827798575488344880321497566
f(z) = -196/55*z^3 + 191/55*z + 1
*
[ -1/2 ] 
f(z) = -192/47*z^3 + 189/47*z + 1
*
[ -1/2 ] 
f(z) = -192/49*z^3 + 195/49*z + 1
*
[ -3/5 ] 
f(z) = -191/54*z^3 + 197/50*z + 1
*
[ -1/3 ] 
f(z) = -189/40*z^3 + 181/40*z + 1
*
[ -1/3 ] 
f(z) = -189/41*z^3 + 185/41*z + 1
*
[ -1/3 ] 
f(z) = -189/43*z^3 + 193/43*z + 1
*
[ -1/3 ] 
f(z) = -189/44*z^3 + 197/44*z + 1
*
[ -2/3 ] 
f(z) = -189/46*z^3 + 199/46*z + 1
*
[ -5/6 ] 
f(z) = -189/50*z^3 + 193/40*z + 1
*
[ -1/2 ] 
f(z) = -188/45*z^3 + 182/45*z + 1
*
[ -1/2 ] 
f(z) = -188/49*z^3 + 194/49*z + 1
*
[ 12/11 ] 
f(z) = -187/54*z^3 + 185/44*z + 1
*
[ -1/2 ] 
f(z) = -184/45*z^3 + 181/45*z + 1
*
[ -1/2 ] 
f(z) = -184/47*z^3 + 187/47*z + 1
*
[ -1/2 ] 
f(z) = -184/49*z^3 + 193/49*z + 1
*
[ -1/2 ] 
f(z) = -184/51*z^3 + 199/51*z + 1
*
-4/9 | 0.14690620213320988245276536859828213429 | 0.023170012154806088302418358611715936624
f(z) = -189/40*z^3 + 191/60*z + 1
*
-2/5 | 0.19751204807247526277917282416786307010 | 0.028919181993395585520056853488642598150
f(z) = -185/48*z^3 + 187/60*z + 1
*
-10/17 | 0.20072016812545082326587004953636690076 | 0.024889900117874390387342196732073435360
f(z) = -187/40*z^3 + 197/85*z + 1
*
[ 3/4 ] 
f(z) = -200/51*z^3 + 191/102*z + 1
*
[ 3/4 ] 
f(z) = -200/57*z^3 + 187/114*z + 1
*
0 | 0.17326826427128831979751317961152223555 | 0.029327324291928216610145756692500274648
f(z) = -184/57*z^3 + 197/114*z + 1
*
0 | 0.17283668298450721040275560856557415861 | 0.029308491327151139143186503094151766714
f(z) = -182/57*z^3 + 193/114*z + 1
*
[ 2/3 ] 
f(z) = -195/46*z^3 + 191/138*z + 1
*
[ 7/10 ] 
f(z) = -185/49*z^3 + 199/140*z + 1
*
-11/24 | 0.15854519093429100088703704367167903557 | 0.024943754794256090440516457877001063301
f(z) = -192/55*z^3 + 196/165*z + 1
*
[ 2 ] 
f(z) = -199/48*z^3 + 205/12*z + 1
*
[ -2 ] 
f(z) = -199/48*z^3 + 217/12*z + 1
*
[ 3 ] 
f(z) = -199/54*z^3 + 203/6*z + 1
*
[ 2 ] 
f(z) = -197/48*z^3 + 203/12*z + 1
*
[ -2 ] 
f(z) = -197/48*z^3 + 215/12*z + 1
*
[ -3 ] 
f(z) = -197/54*z^3 + 205/6*z + 1
*
[ -2 ] 
f(z) = -193/48*z^3 + 211/12*z + 1
*
[ -2 ] 
f(z) = -191/48*z^3 + 209/12*z + 1
*
[ -2 ] 
f(z) = -187/48*z^3 + 205/12*z + 1
*
[ -2 ] 
f(z) = -185/48*z^3 + 203/12*z + 1
*
[ 3/2 ] 
f(z) = -197/54*z^3 + 205/24*z + 1
*
[ -4/3 ] 
f(z) = -189/40*z^3 + 203/20*z + 1
*
[ -6/5 ] 
f(z) = -185/54*z^3 + 203/30*z + 1
*
[ -1/2 ] 
f(z) = -200/51*z^3 + 203/51*z + 1
*
[ -3/5 ] 
f(z) = -200/51*z^3 + 208/51*z + 1
*
[ -1/2 ] 
f(z) = -200/53*z^3 + 209/53*z + 1
*
[ -2/3 ] 
f(z) = -199/40*z^3 + 212/45*z + 1
*
[ -1/3 ] 
f(z) = -198/47*z^3 + 210/47*z + 1
*
[ -1/3 ] 
f(z) = -198/49*z^3 + 218/49*z + 1
*
[ -2/3 ] 
f(z) = -197/40*z^3 + 211/45*z + 1
*
[ -5/7 ] 
f(z) = -196/45*z^3 + 208/45*z + 1
*
[ -1/2 ] 
f(z) = -196/51*z^3 + 202/51*z + 1
*
[ -3/7 ] 
f(z) = -196/51*z^3 + 206/51*z + 1
*
[ -1/2 ] 
f(z) = -196/53*z^3 + 208/53*z + 1
*
[ -1/2 ] 
f(z) = -196/55*z^3 + 214/55*z + 1
*
[ -2/3 ] 
f(z) = -193/40*z^3 + 209/45*z + 1
*
[ -1/4 ] 
f(z) = -192/41*z^3 + 217/41*z + 1
*
[ -1/2 ] 
f(z) = -192/53*z^3 + 207/53*z + 1
*
[ -1/2 ] 
f(z) = -192/55*z^3 + 213/55*z + 1
*
[ -5/8 ] 
f(z) = -192/55*z^3 + 218/55*z + 1
*
[ -2/3 ] 
f(z) = -191/40*z^3 + 208/45*z + 1
*
[ -1/3 ] 
f(z) = -189/46*z^3 + 205/46*z + 1
*
[ -1/3 ] 
f(z) = -189/47*z^3 + 209/47*z + 1
*
[ -2/3 ] 
f(z) = -189/50*z^3 + 209/50*z + 1
*
[ -1/2 ] 
f(z) = -188/51*z^3 + 200/51*z + 1
*
[ -1/2 ] 
f(z) = -188/53*z^3 + 206/53*z + 1
*
[ -1/2 ] 
f(z) = -188/55*z^3 + 212/55*z + 1
*
[ -1/2 ] 
f(z) = -188/57*z^3 + 218/57*z + 1
*
[ -2/3 ] 
f(z) = -187/40*z^3 + 206/45*z + 1
*
[ 10/11 ] 
f(z) = -187/40*z^3 + 207/55*z + 1
*
-10/11 | 0.17247807260048172127522374220871686874 | 0.022608203521092677833616063524802350956
f(z) = -187/40*z^3 + 218/55*z + 1
*
[ -1/2 ] 
f(z) = -184/53*z^3 + 205/53*z + 1
*
[ -1/2 ] 
f(z) = -184/55*z^3 + 211/55*z + 1
*
[ -1/2 ] 
f(z) = -184/57*z^3 + 217/57*z + 1
*
[ -2/3 ] 
f(z) = -181/40*z^3 + 203/45*z + 1
*
-3/7 | 0.17203723507327838755197580404787061720 | 0.025814327204099613428577733024738390049
f(z) = -196/45*z^3 + 203/60*z + 1
*
-10/21 | 0.19110743903338268923492861669186465799 | 0.026588279695295469068317394362725145922
f(z) = -189/50*z^3 + 207/70*z + 1
*
0 | 0.17489741285381527715950447600278868769 | 0.029340254351268292979397796756662238505
f(z) = -194/57*z^3 + 217/114*z + 1
*
2/3 | 0.19245142836330871307561652696366833285 | 0.023225340360935411348000515977366903031
f(z) = -189/40*z^3 + 218/105*z + 1
*
10/11 | 0.18810847809385780060004850436229974814 | 0.024657016933624193181025882710292340502
f(z) = -187/50*z^3 + 219/110*z + 1
*
0 | 0.16978489827769973213096294495024982091 | 0.028737731012679470368786928579864745408
f(z) = -184/51*z^3 + 215/102*z + 1
*
0 | 0.16963891872258594923271344571432081523 | 0.028766235802927764655870763515922724927
f(z) = -182/51*z^3 + 211/102*z + 1
*
[ 7/10 ] 
f(z) = -195/49*z^3 + 213/140*z + 1
*
5/6 | 0.16469036813454658028617919616204263957 | 0.025910569317907941492093948071513058988
f(z) = -192/55*z^3 + 202/165*z + 1
*
[ -3/2 ] 
f(z) = -199/54*z^3 + 239/24*z + 1
*
[ -3/2 ] 
f(z) = -193/54*z^3 + 233/24*z + 1
*
[ -3/2 ] 
f(z) = -187/54*z^3 + 227/24*z + 1
*
[ -3/2 ] 
f(z) = -181/54*z^3 + 221/24*z + 1
*
[ -3/10 ] 
f(z) = -200/51*z^3 + 239/51*z + 1
*
[ -1/2 ] 
f(z) = -200/57*z^3 + 221/57*z + 1
*
[ -3/5 ] 
f(z) = -200/57*z^3 + 224/57*z + 1
*
[ -1/2 ] 
f(z) = -200/59*z^3 + 227/59*z + 1
*
-1 | 0.11027281730371309166849281624322885313 | 0.020135771243254350652003685043076974541
f(z) = -199/40*z^3 + 239/40*z + 1
*
-1 | 0.11869469980122591103527757124457448066 | 0.021673603535508442234571702655372632084
f(z) = -198/41*z^3 + 239/41*z + 1
*
[ -7/12 ] 
f(z) = -198/49*z^3 + 229/56*z + 1
*
[ -1/3 ] 
f(z) = -198/53*z^3 + 234/53*z + 1
*
-1 | 0.11007158182173174931828477487438405610 | 0.020129914262223468499821769825580949077
f(z) = -197/40*z^3 + 237/40*z + 1
*
-1 | 0.11859360584705255842605173377971895956 | 0.021671736088939717556721268288231818258
f(z) = -197/41*z^3 + 238/41*z + 1
*
-1 | 0.085378444514662265160996903251676362302 | 0.015590068975178312039847050096026248059
f(z) = -197/42*z^3 + 239/42*z + 1
*
-1 | 0.11849195490236245888474032306139201002 | 0.021669833879655236319668848317828846104
f(z) = -196/41*z^3 + 237/41*z + 1
*
-1 | 0.11842049779373194312114563982315366103 | 0.021623534361324445562100559266448676994
f(z) = -196/43*z^3 + 239/43*z + 1
*
[ -5/7 ] 
f(z) = -196/55*z^3 + 232/55*z + 1
*
[ -5/14 ] 
f(z) = -196/55*z^3 + 234/55*z + 1
*
[ -1/2 ] 
f(z) = -196/57*z^3 + 220/57*z + 1
*
[ -3/7 ] 
f(z) = -196/57*z^3 + 226/57*z + 1
*
[ -1/2 ] 
f(z) = -196/59*z^3 + 226/59*z + 1
*
-1 | 0.11838974077136981140139006596345326362 | 0.021667896266952327071705471443848842183
f(z) = -195/41*z^3 + 236/41*z + 1
*
-1 | 0.11831786617460116431164409860352413097 | 0.021621347559406986328841154152179980184
f(z) = -195/43*z^3 + 238/43*z + 1
*
-1 | 0.10972437652538250834334598493183149008 | 0.020035626181915057693333978086002277289
f(z) = -195/44*z^3 + 239/44*z + 1
*
-1 | 0.11828695715391052889233024675744713409 | 0.021665922595674026105692154522882653849
f(z) = -194/41*z^3 + 235/41*z + 1
*
-1 | 0.11821466014612475122878017461286341869 | 0.021619122155738435507622866766598983179
f(z) = -194/43*z^3 + 237/43*z + 1
*
-1 | 0.10457876198929083620914942527566515073 | 0.019096039076605674301610236162859787442
f(z) = -194/45*z^3 + 239/45*z + 1
*
-1 | 0.10966240509506778654472180340272845985 | 0.020117708952013365519728101718826630886
f(z) = -193/40*z^3 + 233/40*z + 1
*
-1 | 0.11818359764307469298136394968732802534 | 0.021663912195813147957504998262300806069
f(z) = -193/41*z^3 + 234/41*z + 1
*
-1 | 0.084967599183733151741444922586899373839 | 0.015563012789818462394922367269504025925
f(z) = -193/42*z^3 + 235/42*z + 1
*
-1 | 0.11811087321354902151610569617681071413 | 0.021616857441495751221376975802001796077
f(z) = -193/43*z^3 + 236/43*z + 1
*
-1 | 0.10951695424671498538486555135040008324 | 0.020028483853504220742368049197359599712
f(z) = -193/44*z^3 + 237/44*z + 1
*
-1 | 0.10447454168913308116540036336397372417 | 0.019091625381724523084368864171229542864
f(z) = -193/45*z^3 + 238/45*z + 1
*
-1 | 0.10516545398178409335994696691991189937 | 0.019203168793973433456868918738719031474
f(z) = -193/46*z^3 + 239/46*z + 1
*
-1 | 0.11807965572277121713289696975090846214 | 0.021661864382103467837422886706398977721
f(z) = -192/41*z^3 + 233/41*z + 1
*
[ -1/4 ] 
f(z) = -192/43*z^3 + 227/43*z + 1
*
-1 | 0.11800649877083122355751596493878570135 | 0.021614552691795293691203813443026633414
f(z) = -192/43*z^3 + 235/43*z + 1
*
-1 | 0.11785868113585532279760435415868858409 | 0.021520946869862282632250487408848740333
f(z) = -192/47*z^3 + 239/47*z + 1
*
[ -1/2 ] 
f(z) = -192/59*z^3 + 225/59*z + 1
*
-1 | 0.10945436284529424003405407962973280736 | 0.020111349158975206250918751014392526103
f(z) = -191/40*z^3 + 231/40*z + 1
*
-1 | 0.11797512476522236557521594251316717473 | 0.021659778453597526973376092603198479408
f(z) = -191/41*z^3 + 232/41*z + 1
*
-1 | 0.084758692696232028809524879924969647246 | 0.015549090951796281387956302078719168321
f(z) = -191/42*z^3 + 233/42*z + 1
*
-1 | 0.11790153009807030277367378041353269629 | 0.021612207165249443873073802903623001923
f(z) = -191/43*z^3 + 234/43*z + 1
*
-1 | 0.10930717144757059964870001643308979831 | 0.020021148338896477571995899653147990940
f(z) = -191/44*z^3 + 235/44*z + 1
*
-1 | 0.10426431611266306998769663267368165079 | 0.019082636478077743892446582734423219050
f(z) = -191/45*z^3 + 236/45*z + 1
*
-1 | 0.10495413035637784909497527974881869287 | 0.019194033651317906485300477113513733589
f(z) = -191/46*z^3 + 237/46*z + 1
*
-1 | 0.11775281837403799187499281036621048759 | 0.021518091007555162701948463817106162219
f(z) = -191/47*z^3 + 238/47*z + 1
*
-1 | 0.088814306056623784228363840911504940774 | 0.016217455884518686369493223562677231059
f(z) = -191/48*z^3 + 239/48*z + 1
*
-1 | 0.11786999802838567925413014031846771620 | 0.021657653693230550554941136087453409424
f(z) = -190/41*z^3 + 231/41*z + 1
*
-1 | 0.11779596035886274243784894103092367096 | 0.021609820103508643326243422089189981172
f(z) = -190/43*z^3 + 233/43*z + 1
*
-1 | 0.11764634362207863420074434796452016735 | 0.021515188309113233891333493066776381996
f(z) = -190/47*z^3 + 237/47*z + 1
*
-1 | 0.11757074709983597692249858844007937497 | 0.021468370232897759506742651328125768405
f(z) = -190/49*z^3 + 239/49*z + 1
*
-1 | 0.10924394776882381392066302883310897734 | 0.020104809870171219940167676676911621589
f(z) = -189/40*z^3 + 229/40*z + 1
*
-1 | 0.11776426865330075931887486639009274485 | 0.021655489367369945627014475478043062823
f(z) = -189/41*z^3 + 230/41*z + 1
*
-1 | 0.11768978259758082916711202643159372087 | 0.021607390730788295540937056869775119178
f(z) = -189/43*z^3 + 232/43*z + 1
*
-1 | 0.10909497351611952110638446404019091131 | 0.020013612900631249495747680371981697054
f(z) = -189/44*z^3 + 233/44*z + 1
*
-1 | 0.10474102189016941241975769438555813491 | 0.019184793720845042245430598751477903137
f(z) = -189/46*z^3 + 235/46*z + 1
*
-1 | 0.11753924972223947424139654284125840520 | 0.021512237915912300732751789932500152348
f(z) = -189/47*z^3 + 236/47*z + 1
*
[ -1/3 ] 
f(z) = -189/50*z^3 + 221/50*z + 1
*
-1 | 0.10458954250885350964137782442169625705 | 0.019098007595059316016770939887683536651
f(z) = -189/50*z^3 + 239/50*z + 1
*
[ -1/3 ] 
f(z) = -189/52*z^3 + 229/52*z + 1
*
[ -1/3 ] 
f(z) = -189/53*z^3 + 233/53*z + 1
*
[ -2/3 ] 
f(z) = -189/58*z^3 + 229/58*z + 1
*
-1 | 0.11765792966135825312007344153299828235 | 0.021653284725349822834191390428701553111
f(z) = -188/41*z^3 + 229/41*z + 1
*
-1 | 0.11758298973657058275120142241537440862 | 0.021604918253379944253159138708713557280
f(z) = -188/43*z^3 + 231/43*z + 1
*
-1 | 0.10394441128730661196309556804123049228 | 0.019068735649683999289606669984322069340
f(z) = -188/45*z^3 + 233/45*z + 1
*
-1 | 0.11735499084155017326265780125612485273 | 0.021461905650728284575303509846807245943
f(z) = -188/49*z^3 + 237/49*z + 1
*
-1 | 0.096934262507525452936473391535613417641 | 0.017700156604408955054240981074060313383
f(z) = -188/51*z^3 + 239/51*z + 1
*
[ -1/2 ] 
f(z) = -188/59*z^3 + 224/59*z + 1
*
-1 | 0.10903110489283741499685971794825142915 | 0.020098084690457000253727540839228313068
f(z) = -187/40*z^3 + 227/40*z + 1
*
-1 | 0.11755097395148827713555632862943737870 | 0.021651038998989961299419307950209484679
f(z) = -187/41*z^3 + 228/41*z + 1
*
-1 | 0.084333642718104986297839608618847343544 | 0.015520419090807681623179594532065078365
f(z) = -187/42*z^3 + 229/42*z + 1
*
-1 | 0.11747557457326647416668838393762179116 | 0.021602401859146118338518947982498658977
f(z) = -187/43*z^3 + 230/43*z + 1
*
-1 | 0.10383653002436668710676263603395278658 | 0.019063986922615322630715840347506919087
f(z) = -187/45*z^3 + 232/45*z + 1
*
-1 | 0.10452541908623244887583281415263402758 | 0.019175322276044299668495148752443407975
f(z) = -187/46*z^3 + 233/46*z + 1
*
-1 | 0.11732317520963695788245945866561496068 | 0.021506190511746651382949800540795537144
f(z) = -187/47*z^3 + 234/47*z + 1
*
-1 | 0.088382690583105604229947761949949128901 | 0.016188534890447707685305742879882283666
f(z) = -187/48*z^3 + 235/48*z + 1
*
-1 | 0.11724615674962023699722828279824140815 | 0.021458595530297565753012204886108248059
f(z) = -187/49*z^3 + 236/49*z + 1
*
-1 | 0.10437203190630148896159623878630560670 | 0.019087579363133080385157587780264595954
f(z) = -187/50*z^3 + 237/50*z + 1
*
-1 | 0.10857220607761364753715070652198470065 | 0.019825240330380905094111632452343906872
f(z) = -187/52*z^3 + 239/52*z + 1
*
-1 | 0.11744339429726539536019998552825518588 | 0.021648751402098610068084249336865555989
f(z) = -186/41*z^3 + 227/41*z + 1
*
-1 | 0.11736752977721993419700903585876245389 | 0.021599840716998205635223636226067644601
f(z) = -186/43*z^3 + 229/43*z + 1
*
-1 | 0.11721417963384236211774047431250006876 | 0.021503091682864349626520336293355570048
f(z) = -186/47*z^3 + 233/47*z + 1
*
[ 7/6 ] 
f(z) = -186/49*z^3 + 223/42*z + 1
*
-1 | 0.11713667517842084999873757178647230873 | 0.021455232247018502511351231316465705006
f(z) = -186/49*z^3 + 235/49*z + 1
*
-1 | 0.11697995856340239810946743306459367427 | 0.021360492488285506623477380443427198412
f(z) = -186/53*z^3 + 239/53*z + 1
*
-1 | 0.11733518334392715021025683435980317182 | 0.021646421129958492391858110316286591415
f(z) = -185/41*z^3 + 226/41*z + 1
*
-1 | 0.084117004282045459998559269570152506959 | 0.015505581435955381562302146935353283253
f(z) = -185/42*z^3 + 227/42*z + 1
*
-1 | 0.11725884788703852773032742306705478107 | 0.021597233976356689425134406948115477034
f(z) = -185/43*z^3 + 228/43*z + 1
*
-1 | 0.10866310408067677329613515153227545218 | 0.019997913770634455587981350500927148193
f(z) = -185/44*z^3 + 229/44*z + 1
*
-1 | 0.10430791466536032830820615256146895459 | 0.019165731153583169857814567931657728510
f(z) = -185/46*z^3 + 231/46*z + 1
*
-1 | 0.11710453497773892942699921405990488495 | 0.021499941522224223347718955992109501723
f(z) = -185/47*z^3 + 232/47*z + 1
*
-1 | 0.088164596695732313470044425916383191619 | 0.016173908411535970564266374917053224253
f(z) = -185/48*z^3 + 233/48*z + 1
*
-1 | 0.11702653832647903460116681620847157415 | 0.021451814815635411006015370669039635435
f(z) = -185/49*z^3 + 234/49*z + 1
*
-1 | 0.096604329928539913002483850640791099427 | 0.017680692483923763323098371121087623331
f(z) = -185/51*z^3 + 236/51*z + 1
*
-1 | 0.10835109252704851847219163923981242625 | 0.019815270814588295040235833700108896552
f(z) = -185/52*z^3 + 237/52*z + 1
*
-1 | 0.11686881472855529143957721442804930177 | 0.021356548624475342992700629028936670074
f(z) = -185/53*z^3 + 238/53*z + 1
*
-1 | 0.090429842233057283012851223157332230749 | 0.016512452128191979948360985959551900899
f(z) = -185/54*z^3 + 239/54*z + 1
*
-1 | 0.11722633360530301559267711133557947653 | 0.021644047358795350591573259566856858798
f(z) = -184/41*z^3 + 225/41*z + 1
*
-1 | 0.11714952130723253520873094287663723313 | 0.021594580766593051222558485710739449810
f(z) = -184/43*z^3 + 227/43*z + 1
*
-1 | 0.10350904312312403709638443450043048271 | 0.019049381447085068076518048988657080916
f(z) = -184/45*z^3 + 229/45*z + 1
*
-1 | 0.11699423341692659434117714594131046271 | 0.021496739067040433901725821687947703304
f(z) = -184/47*z^3 + 231/47*z + 1
*
-1 | 0.11691573824950063441069127163766158658 | 0.021448342227896460426523918830846568993
f(z) = -184/49*z^3 + 233/49*z + 1
*
-1 | 0.096493023723006227493443156399042109060 | 0.017674056661081974187587223379974816921
f(z) = -184/51*z^3 + 235/51*z + 1
*
-1 | 0.11675699457689082473351123183472666098 | 0.021352543966835903561503234188457737326
f(z) = -184/53*z^3 + 237/53*z + 1
*
-1 | 0.11667672489368773925772591174262075880 | 0.021305122144478925377803666079784203767
f(z) = -184/55*z^3 + 239/55*z + 1
*
[ -1/2 ] 
f(z) = -184/59*z^3 + 223/59*z + 1
*
-1 | 0.10859790605337197505880771983656441487 | 0.020084049599934732143448265797436212358
f(z) = -183/40*z^3 + 223/40*z + 1
*
-1 | 0.11711683746065050814842989853615253486 | 0.021641629245228339246647143055808032080
f(z) = -183/41*z^3 + 224/41*z + 1
*
-1 | 0.11703954230496554250519357139115343165 | 0.021591880196452611899876674926285999082
f(z) = -183/43*z^3 + 226/43*z + 1
*
-1 | 0.10844331334237688483934203417037528612 | 0.019989735019295712882186432723001588798
f(z) = -183/44*z^3 + 227/44*z + 1
*
-1 | 0.10408649062940896425896808950196578437 | 0.019155652527185819325147789430818300599
f(z) = -183/46*z^3 + 229/46*z + 1
*
-1 | 0.11688326698377409205073106525708307805 | 0.021493483331878507361016238595197603162
f(z) = -183/47*z^3 + 230/47*z + 1
*
-1 | 0.11680426685683858337440377992940565989 | 0.021444813451893105913984717758400298457
f(z) = -183/49*z^3 + 232/49*z + 1
*
-1 | 0.10392848778062925824324743384875449815 | 0.019065814461948305068061119268119272368
f(z) = -183/50*z^3 + 233/50*z + 1
*
-1 | 0.10812728688198512375124010897068487526 | 0.019805035858832057548556085341972738983
f(z) = -183/52*z^3 + 235/52*z + 1
*
-1 | 0.11664448975964277216379418861883023809 | 0.021348477391334346935509186100215527951
f(z) = -183/53*z^3 + 236/53*z + 1
*
-1 | 0.11656369118236241456086847794445325695 | 0.021300790500583389684438656455803203180
f(z) = -183/55*z^3 + 238/55*z + 1
*
-1 | 0.10796568691582179714788730485444084839 | 0.019714490180025584041626160353852072809
f(z) = -183/56*z^3 + 239/56*z + 1
*
-1 | 0.11700668715139505244824787200308588912 | 0.021639165925701542926736323874322519896
f(z) = -182/41*z^3 + 223/41*z + 1
*
-1 | 0.11692890300670549333847840493024864452 | 0.021589131353457549928486682000991589516
f(z) = -182/43*z^3 + 225/43*z + 1
*
-1 | 0.10328743848440526256569195244209488952 | 0.019039334584018468011346964890098051872
f(z) = -182/45*z^3 + 227/45*z + 1
*
-1 | 0.11677162756387918987011282816928842220 | 0.021490173308001028364524726869197538711
f(z) = -182/47*z^3 + 229/47*z + 1
*
-1 | 0.096268369206173635533424751686146998248 | 0.017660555878706264024457632526527924144
f(z) = -182/51*z^3 + 233/51*z + 1
*
-1 | 0.11653129177119369902779987408042138534 | 0.021344347747515970133459870657586287967
f(z) = -182/53*z^3 + 235/53*z + 1
*
-1 | 0.11644995724288447599725647463779411651 | 0.021296392913979595743891141436535089375
f(z) = -182/55*z^3 + 237/55*z + 1
*
-1 | 0.096024354141685193626417464559575695446 | 0.017534007709741457276829221266243273543
f(z) = -182/57*z^3 + 239/57*z + 1
*
-1 | 0.10837743006233715709558655418648552029 | 0.020076725370257115559472945069547950314
f(z) = -181/40*z^3 + 221/40*z + 1
*
-1 | 0.11689587477777004873025645048987597752 | 0.021636656515895861520628558537176847996
f(z) = -181/41*z^3 + 222/41*z + 1
*
-1 | 0.083676075190226631292038572176037316711 | 0.015475017019411474818337958723056346207
f(z) = -181/42*z^3 + 223/42*z + 1
*
-1 | 0.11681759539477250380672330924408861665 | 0.021586333303289300538499332017287434425
f(z) = -181/43*z^3 + 224/43*z + 1
*
-1 | 0.10822086880140118413104005300703555113 | 0.019981326187630116018367954157734272710
f(z) = -181/44*z^3 + 225/44*z + 1
*
-1 | 0.10317562817317704782472747534886806461 | 0.019034214922886489032043373487660449361
f(z) = -181/45*z^3 + 226/45*z + 1
*
-1 | 0.10386303954805583456440788627963548401 | 0.019145437140133409253279598846880094573
f(z) = -181/46*z^3 + 227/46*z + 1
*
-1 | 0.11665930689241818980086165559354018877 | 0.021486807962690693571549378726234669392
f(z) = -181/47*z^3 + 228/47*z + 1
*
-1 | 0.087718355864351641888929184334159094990 | 0.016143327871204008212291583895308213750
f(z) = -181/48*z^3 + 229/48*z + 1
*
-1 | 0.11657927700814193024767538517792204942 | 0.021437583085051773337641514094017325314
f(z) = -181/49*z^3 + 230/49*z + 1
*
-1 | 0.10370297707875457358241544934959052245 | 0.019054578791015292622793495057065695965
f(z) = -181/50*z^3 + 231/50*z + 1
*
-1 | 0.096155003995682178592190576640481565235 | 0.017653688333841156356574045336016448713
f(z) = -181/51*z^3 + 232/51*z + 1
*
-1 | 0.10790072225300108436995087392162445877 | 0.019794525973747209931250966349548220211
f(z) = -181/52*z^3 + 233/52*z + 1
*
-1 | 0.11641739194508795593455025209325992181 | 0.021340153857735751714832684506831493731
f(z) = -181/53*z^3 + 234/53*z + 1
*
-1 | 0.089978010799626440033414066110249183782 | 0.016480740262519971517696467158767898397
f(z) = -181/54*z^3 + 235/54*z + 1
*
-1 | 0.11633551426590959203362798920447888901 | 0.021291928159081446006323129403798744420
f(z) = -181/55*z^3 + 236/55*z + 1
*
-1 | 0.10773696396520527867865961580147859730 | 0.019702958852760503039552214203990972586
f(z) = -181/56*z^3 + 237/56*z + 1
*
-1 | 0.095909359239665576356379079473201831064 | 0.017526428234098613876704752621713205832
f(z) = -181/57*z^3 + 238/57*z + 1
*
-1 | 0.10337543706329869784180189120706927417 | 0.018876312438314119522309013698599925982
f(z) = -181/58*z^3 + 239/58*z + 1
*
-4/5 | 0.17716539915060887705778837090421735512 | 0.025940080470883556684675979950146252550
f(z) = -185/48*z^3 + 223/60*z + 1
*
[ 6/7 ] 
f(z) = -187/54*z^3 + 233/98*z + 1
*
[ 6/7 ] 
f(z) = -181/54*z^3 + 225/98*z + 1
*
0 | 0.17554315217193375268198696803066441679 | 0.029298871885450213994687494530131197122
f(z) = -200/57*z^3 + 229/114*z + 1
*
0 | 0.17014039487831756871535811537293794154 | 0.028542231584223037352229052571149391420
f(z) = -194/51*z^3 + 235/102*z + 1
*
0 | 0.17007278062666770981344516197680333772 | 0.028630955807676278203607390095243061669
f(z) = -190/51*z^3 + 227/102*z + 1
*
-10/63 | 0.23903648306371534636950869725103360920 | 0.028847297861335106657251822320392740034
f(z) = -189/40*z^3 + 233/105*z + 1
*
0 | 0.14764178981803172832620529418108713023 | 0.023405118228101238291079565720959004221
f(z) = -183/40*z^3 + 229/120*z + 1
*
[ 3/4 ] 
f(z) = -182/45*z^3 + 233/120*z + 1
*
-3/28 | 0.18600871244976427381678040488637669998 | 0.027910758760719660166768844116724436272
f(z) = -196/55*z^3 + 229/220*z + 1
*
[ 6 ] 
f(z) = -193/54*z^3 + 259/2*z + 1
*
[ -6 ] 
f(z) = -191/54*z^3 + 257/2*z + 1
*
[ 6 ] 
f(z) = -187/54*z^3 + 251/2*z + 1
*
[ -6 ] 
f(z) = -185/54*z^3 + 249/2*z + 1
*
[ 6 ] 
f(z) = -181/54*z^3 + 243/2*z + 1
*
-1 | 0.11889524101302287650650858917445130885 | 0.021677236633326937441324454468487160916
f(z) = -200/41*z^3 + 241/41*z + 1
*
[ -1/5 ] 
f(z) = -200/41*z^3 + 254/41*z + 1
*
-1 | 0.11882540631463912887214553625335607077 | 0.021631909189491368224663494484996140378
f(z) = -200/43*z^3 + 243/43*z + 1
*
-1 | 0.11868437084744812244128049134929693371 | 0.021542204614330912757529748969275694939
f(z) = -200/47*z^3 + 247/47*z + 1
*
-1 | 0.11861315552592864069687757950598905422 | 0.021497810267112508677900003257732827787
f(z) = -200/49*z^3 + 249/49*z + 1
*
-1 | 0.098197826757724413105463157381373797121 | 0.017771905369472618785861513917847185098
f(z) = -200/51*z^3 + 251/51*z + 1
*
-1 | 0.11846929201060142007058679763491300172 | 0.021409895734241017464682303823867389890
f(z) = -200/53*z^3 + 253/53*z + 1
*
-1 | 0.097979827191027435207743591425587560710 | 0.017656962292827804194232967153432904307
f(z) = -200/57*z^3 + 257/57*z + 1
*
-1 | 0.11824979590323796736655831812635519149 | 0.021280089034655438437302558337692639160
f(z) = -200/59*z^3 + 259/59*z + 1
*
-1 | 0.11879524285859204589378180749256396979 | 0.021675436845993299710270592867816338547
f(z) = -199/41*z^3 + 240/41*z + 1
*
-1 | 0.085581137872851999446775420435052809044 | 0.015603337536579705482143511745557654580
f(z) = -199/42*z^3 + 241/42*z + 1
*
-1 | 0.11872500952519794979905890930936832192 | 0.021629870012813631142928448298040752143
f(z) = -199/43*z^3 + 242/43*z + 1
*
-1 | 0.11013234884974373765558266628802448687 | 0.020049356808717560913510449236300483808
f(z) = -199/44*z^3 + 243/44*z + 1
*
-1 | 0.10509120321652894308214719487369659414 | 0.019117334400099008236695337141954159918
f(z) = -199/45*z^3 + 244/45*z + 1
*
-1 | 0.10578273903233546386620451969024131395 | 0.019228826385493547529333563502965782367
f(z) = -199/46*z^3 + 245/46*z + 1
*
-1 | 0.11858316063857254022012496002954280552 | 0.021539694724032588172783184062050268934
f(z) = -199/47*z^3 + 246/47*z + 1
*
-1 | 0.089646394074687979858640020410779905256 | 0.016271569291765713971493779698390090410
f(z) = -199/48*z^3 + 247/48*z + 1
*
-1 | 0.11851153027279198321162138922266913023 | 0.021495068809082906034047018676353763966
f(z) = -199/49*z^3 + 248/49*z + 1
*
-1 | 0.10563947638227455430910345534076680120 | 0.019146421068671515241327519657379484064
f(z) = -199/50*z^3 + 249/50*z + 1
*
-1 | 0.098095780723792097611342993991868260723 | 0.017766272764232841945293859870757234645
f(z) = -199/51*z^3 + 250/51*z + 1
*
-1 | 0.10984580819946689931876671367784129981 | 0.019879964486083742634678358331657723704
f(z) = -199/52*z^3 + 251/52*z + 1
*
-1 | 0.11836681931875021354765534469606456867 | 0.021406698132016812534773322907755944796
f(z) = -199/53*z^3 + 252/53*z + 1
*
-1 | 0.091931812231579177223688589706051790416 | 0.016614014325010071588122656977840408929
f(z) = -199/54*z^3 + 253/54*z + 1
*
-1 | 0.11829372281683337714521830560780749373 | 0.021362936949899214257198262516001041959
f(z) = -199/55*z^3 + 254/55*z + 1
*
-1 | 0.10969961313285839271013843648697026909 | 0.019796859008575101552879415972632752937
f(z) = -199/56*z^3 + 255/56*z + 1
*
-1 | 0.097875449350116567198467043351472981988 | 0.017650553175274010983777306044473289051
f(z) = -199/57*z^3 + 256/57*z + 1
*
-1 | 0.10534706974442989602755341992110927956 | 0.018984614399357097254962487296295451895
f(z) = -199/58*z^3 + 257/58*z + 1
*
-1 | 0.11814600649920882710559169960797423058 | 0.021276223010882315338634794385374648673
f(z) = -199/59*z^3 + 258/59*z + 1
*
-1 | 0.11862406324143715942152075020077665112 | 0.021627794917457771595560916916372373199
f(z) = -198/43*z^3 + 241/43*z + 1
*
-1 | 0.11848139146458500488001561220810252280 | 0.021537144218659233093575459855056298921
f(z) = -198/47*z^3 + 245/47*z + 1
*
-1 | 0.11840934116891470704271778860442164897 | 0.021492284430504889813429060774361596781
f(z) = -198/49*z^3 + 247/49*z + 1
*
-1 | 0.11826377268793462087095736242392974606 | 0.021403453072666553869737744710028127045
f(z) = -198/53*z^3 + 251/53*z + 1
*
-1 | 0.11804162717782079913258644517606868582 | 0.021272302879236826200013184035545614435
f(z) = -198/59*z^3 + 257/59*z + 1
*
[ -1/3 ] 
f(z) = -198/59*z^3 + 258/59*z + 1
*
-1 | 0.11852256138947855337405872909343434450 | 0.021625683254682596021322478859908163080
f(z) = -197/43*z^3 + 240/43*z + 1
*
-1 | 0.10992949105520367262394504466171170263 | 0.020042581774352388727591019320348722192
f(z) = -197/44*z^3 + 241/44*z + 1
*
-1 | 0.10488793298836874817976007199133637516 | 0.019108967567356699300782131927287473598
f(z) = -197/45*z^3 + 242/45*z + 1
*
-1 | 0.10557905356237175346252330277028374559 | 0.019220439212521341270257079863257221356
f(z) = -197/46*z^3 + 243/46*z + 1
*
-1 | 0.11837905708470600934799263993145664405 | 0.021534552379173740562177086677738949993
f(z) = -197/47*z^3 + 244/47*z + 1
*
-1 | 0.089440835943940032551279022514706477747 | 0.016258250843870810526959217646748894940
f(z) = -197/48*z^3 + 245/48*z + 1
*
-1 | 0.11830658188643507352367862920882717272 | 0.021489456377743670927584444362029703346
f(z) = -197/49*z^3 + 246/49*z + 1
*
-1 | 0.10543410117674263826377817542366172378 | 0.019137169996855515161598360496245918147
f(z) = -197/50*z^3 + 247/50*z + 1
*
-1 | 0.097889975715788727395923452820544443577 | 0.017754827390102539537000201117940563362
f(z) = -197/51*z^3 + 248/51*z + 1
*
-1 | 0.10963957036895734334295998339746434587 | 0.019871410309494185059902241383059325204
f(z) = -197/52*z^3 + 249/52*z + 1
*
-1 | 0.11816014560836266246881679173578926023 | 0.021400159734194212185108192172020410880
f(z) = -197/53*z^3 + 250/53*z + 1
*
-1 | 0.091724047406640140693657066809104832294 | 0.016600276650089932423620372061172614059
f(z) = -197/54*z^3 + 251/54*z + 1
*
-1 | 0.11808616802215929311195380135250480558 | 0.021355942205473728780073799284677707506
f(z) = -197/55*z^3 + 252/55*z + 1
*
-1 | 0.10949161305599735599106117920564039945 | 0.019787440099608183034583444526692512777
f(z) = -197/56*z^3 + 253/56*z + 1
*
-1 | 0.097667000778114253039610703255551912905 | 0.017637909518996951403531257439872336016
f(z) = -197/57*z^3 + 254/57*z + 1
*
-1 | 0.10513816942381356756717345871223942923 | 0.018973681465786995036789648287833843784
f(z) = -197/58*z^3 + 255/58*z + 1
*
-1 | 0.11793665113531141295621964454031806302 | 0.021268327716495688946649372691841663385
f(z) = -197/59*z^3 + 256/59*z + 1
*
-1 | 0.10478545110921561542085980156981008086 | 0.019104709322853210243849178006208152964
f(z) = -196/45*z^3 + 241/45*z + 1
*
-1 | 0.11827615115248818386364992382382589534 | 0.021531918470687953353868799503857282826
f(z) = -196/47*z^3 + 243/47*z + 1
*
-1 | 0.11805593145807034188655746098664184604 | 0.021396817276630371791779407436844698910
f(z) = -196/53*z^3 + 249/53*z + 1
*
[ -11/14 ] 
f(z) = -196/55*z^3 + 246/55*z + 1
*
-1 | 0.11798150527532591994768939725732696267 | 0.021352368136152181223878011068485013308
f(z) = -196/55*z^3 + 251/55*z + 1
*
-1 | 0.097562916524477807788285205269230409009 | 0.017631673447753947187974832003045242641
f(z) = -196/57*z^3 + 253/57*z + 1
*
-1 | 0.11783107144846229915245923557772942251 | 0.021264296579327103380493381893437937937
f(z) = -196/59*z^3 + 255/59*z + 1
*
-1 | 0.10537374387899231123695752150686093121 | 0.019211968128768982284915440051302871709
f(z) = -195/46*z^3 + 241/46*z + 1
*
-1 | 0.11817266721340411543406364558888357756 | 0.021529241742035164802617085554905289290
f(z) = -195/47*z^3 + 242/47*z + 1
*
-1 | 0.11809932693296558843678468732406661586 | 0.021483666151887963624846163973389481175
f(z) = -195/49*z^3 + 244/49*z + 1
*
-1 | 0.11795112350031114027566669188858103056 | 0.021393424841548066781188661207446266920
f(z) = -195/53*z^3 + 248/53*z + 1
*
-1 | 0.10928123198479976677715150216101048405 | 0.019777787122365964852779687293138855097
f(z) = -195/56*z^3 + 251/56*z + 1
*
-1 | 0.10492686576530560719654701106156347802 | 0.018962494141982945301152330322013600097
f(z) = -195/58*z^3 + 253/58*z + 1
*
-1 | 0.11772488107176095141190496199589345472 | 0.021260208503747686035035439616182805051
f(z) = -195/59*z^3 + 254/59*z + 1
*
-1 | 0.11806859870236456156981033182976736467 | 0.021526521425328850237208590325404081318
f(z) = -194/47*z^3 + 241/47*z + 1
*
-1 | 0.11799481805749818070472057988257116469 | 0.021480702386926306342444327094682434508
f(z) = -194/49*z^3 + 243/49*z + 1
*
-1 | 0.097576887926808881908566557063958562844 | 0.017737194691166287452890458737056813105
f(z) = -194/51*z^3 + 245/51*z + 1
*
-1 | 0.11784571488086858637205221337294244598 | 0.021389981551562962058275353173846530577
f(z) = -194/53*z^3 + 247/53*z + 1
*
-1 | 0.11777037489713378534650006913395426434 | 0.021345062134122580542441063815295439616
f(z) = -194/55*z^3 + 249/55*z + 1
*
-1 | 0.097350858916248325344817000308953072263 | 0.017618620588875216380483635412757799906
f(z) = -194/57*z^3 + 251/57*z + 1
*
-1 | 0.11761807283447694348268605745881928647 | 0.021256062504561711759442231706584803428
f(z) = -194/59*z^3 + 253/59*z + 1
*
-1 | 0.11796393894116462092773461529318279734 | 0.021523756735507110016923049727132977338
f(z) = -193/47*z^3 + 240/47*z + 1
*
-1 | 0.089025878916201624352866645704711103379 | 0.016231390149123249535779126057461884357
f(z) = -193/48*z^3 + 241/48*z + 1
*
-1 | 0.11788971258930437101447876927533002050 | 0.021477691763110942764705424368924416063
f(z) = -193/49*z^3 + 242/49*z + 1
*
-1 | 0.10501634699771491903981303765599896489 | 0.019117999694875124982877667554740950897
f(z) = -193/50*z^3 + 243/50*z + 1
*
-1 | 0.097471330348104609396004251825355028061 | 0.017731189287536455477925689034182459089
f(z) = -193/51*z^3 + 244/51*z + 1
*
-1 | 0.10922002742673627564527477697818384555 | 0.019853644974777771698276055084988449009
f(z) = -193/52*z^3 + 245/52*z + 1
*
-1 | 0.11773969862528914690273427373213418424 | 0.021386486509817284302425990821435111203
f(z) = -193/53*z^3 + 246/53*z + 1
*
-1 | 0.091303341973976641512173275861969143857 | 0.016572319175064518992433429668109225279
f(z) = -193/54*z^3 + 247/54*z + 1
*
-1 | 0.11766389322996284766742135907098992656 | 0.021341328354303521621247903304180947057
f(z) = -193/55*z^3 + 248/55*z + 1
*
-1 | 0.10906841432784498632655206992855756090 | 0.019767892245664709752702503522279187239
f(z) = -193/56*z^3 + 249/56*z + 1
*
-1 | 0.097243904928682969928051356570467335910 | 0.017611988271816485241776048608974247605
f(z) = -193/57*z^3 + 250/57*z + 1
*
-1 | 0.10471375447044840653310619256226015863 | 0.018951162126249528941965813154085760520
f(z) = -193/58*z^3 + 251/58*z + 1
*
-1 | 0.11751063943764946199777547225902945401 | 0.021251857574781981596415568403814645278
f(z) = -193/59*z^3 + 252/59*z + 1
*
[ -1/4 ] 
f(z) = -192/47*z^3 + 247/47*z + 1
*
-1 | 0.11778400363625636585796277543841986461 | 0.021474633439399884831636150574337219960
f(z) = -192/49*z^3 + 241/49*z + 1
*
[ -1/4 ] 
f(z) = -192/49*z^3 + 257/49*z + 1
*
-1 | 0.11763306763603256578719691216034593822 | 0.021382938799446881808619219270960480498
f(z) = -192/53*z^3 + 245/53*z + 1
*
-1 | 0.11755679101260653639675937962363397261 | 0.021337539456250638164880636872341915168
f(z) = -192/55*z^3 + 247/55*z + 1
*
-1 | 0.11740257345098287989971551302585194890 | 0.021247592685031606159679656952716683038
f(z) = -192/59*z^3 + 251/59*z + 1
*
-1 | 0.11767768418534851871453427012553179562 | 0.021471526555810916966703494077477379125
f(z) = -191/49*z^3 + 240/49*z + 1
*
-1 | 0.10480451189558040693713908549327164056 | 0.019108184526510870688767675352849594894
f(z) = -191/50*z^3 + 241/50*z + 1
*
-1 | 0.097258380934010159850875974297588615484 | 0.017718980572605213159755455491327557033
f(z) = -191/51*z^3 + 242/51*z + 1
*
-1 | 0.10900661246233600652902617764953315169 | 0.019844418924985620315503997441066431753
f(z) = -191/52*z^3 + 243/52*z + 1
*
-1 | 0.11752581468953665821984299845520457664 | 0.021379337483030764724699714099158215400
f(z) = -191/53*z^3 + 244/53*z + 1
*
-1 | 0.091088333462388862909887848825149494120 | 0.016557727337319333357032067848608106746
f(z) = -191/54*z^3 + 245/54*z + 1
*
-1 | 0.11744906091128326447142953209237332576 | 0.021333694464123225826160823505774073711
f(z) = -191/55*z^3 + 246/55*z + 1
*
-1 | 0.10885310250715377920660145535769829255 | 0.019757747295369880141907524663448832066
f(z) = -191/56*z^3 + 247/56*z + 1
*
-1 | 0.097028110004028049847035833425988823666 | 0.017598506205692534768614802355518190856
f(z) = -191/57*z^3 + 248/57*z + 1
*
-1 | 0.10449682065333741726954069008184947181 | 0.018939322657433733678065952521500565943
f(z) = -191/58*z^3 + 249/58*z + 1
*
-1 | 0.11729386730964695204685193281495792087 | 0.021243266782925961809057123654207699774
f(z) = -191/59*z^3 + 250/59*z + 1
*
-1 | 0.097150974738913035063431195793424610202 | 0.017712775134062045950376558726763495423
f(z) = -190/51*z^3 + 241/51*z + 1
*
-1 | 0.11741793243319343741551534736618389998 | 0.021375681602022448382274812286024484064
f(z) = -190/53*z^3 + 243/53*z + 1
*
-1 | 0.11718451331097806421052605794123643634 | 0.021238878792434043374271838965685500442
f(z) = -190/59*z^3 + 249/59*z + 1
*
-1 | 0.10879069200171901841362095854014099649 | 0.019834953476113843831476238368917441461
f(z) = -189/52*z^3 + 241/52*z + 1
*
-1 | 0.11730941338223331713289757925351656998 | 0.021371970176162392139633185862849438364
f(z) = -189/53*z^3 + 242/53*z + 1
*
[ -1/3 ] 
f(z) = -189/55*z^3 + 241/55*z + 1
*
-1 | 0.11723168705910839008554544860073083531 | 0.021325832183870562968156591588331545901
f(z) = -189/55*z^3 + 244/55*z + 1
*
-1 | 0.10427796013470566118126074553224051639 | 0.018927320741113162906525712822900019188
f(z) = -189/58*z^3 + 247/58*z + 1
*
[ -1/3 ] 
f(z) = -189/58*z^3 + 253/58*z + 1
*
-1 | 0.11707450361107780863424824565471030640 | 0.021234427613218401897731421115555377125
f(z) = -189/59*z^3 + 248/59*z + 1
*
[ -1/3 ] 
f(z) = -189/59*z^3 + 257/59*z + 1
*
-1 | 0.11720024991651399170152026749777157917 | 0.021368202202870794331839183434599669135
f(z) = -188/53*z^3 + 241/53*z + 1
*
-1 | 0.11712202796847443165901884305607461369 | 0.021321812831798197164133572084355512379
f(z) = -188/55*z^3 + 243/55*z + 1
*
-1 | 0.096698552872811721101735266941988612644 | 0.017577533933502962050879082706713128787
f(z) = -188/57*z^3 + 245/57*z + 1
*
-1 | 0.11696383022130499317851357037733840189 | 0.021229912119952818750217791570225517820
f(z) = -188/59*z^3 + 247/59*z + 1
*
-2/11 | 0.22308759408072396915078642665999916093 | 0.029242034387122616550011384446719199383
f(z) = -187/40*z^3 + 256/55*z + 1
*
-1 | 0.11709043427721044678499280504187245365 | 0.021364376656619970466937231855775485837
f(z) = -187/53*z^3 + 240/53*z + 1
*
-1 | 0.090651971676050019925244319324728602174 | 0.016527862886321472758103073643169307665
f(z) = -187/54*z^3 + 241/54*z + 1
*
-1 | 0.10841475554416199675753591587710725895 | 0.019736672648291129508364300313206615864
f(z) = -187/56*z^3 + 243/56*z + 1
*
-1 | 0.096588759039428344396558010863821494459 | 0.017570639114701024124734808478764089616
f(z) = -187/57*z^3 + 244/57*z + 1
*
-1 | 0.10405711008206523312899628836743826859 | 0.018915147426203367011972373676449381226
f(z) = -187/58*z^3 + 245/58*z + 1
*
-1 | 0.11685248500465701634437766279065260913 | 0.021225331161616828413638291452054708260
f(z) = -187/59*z^3 + 246/59*z + 1
*
-1 | 0.11690072605032457346761865646081386950 | 0.021313592365930341892192741580847402261
f(z) = -186/55*z^3 + 241/55*z + 1
*
-1 | 0.11674045967203635664974016005977616539 | 0.021220683560766161106632693436616500418
f(z) = -186/59*z^3 + 245/59*z + 1
*
-1 | 0.10819159441313063273102394263556399472 | 0.019725724712341343369424324882427906489
f(z) = -185/56*z^3 + 241/56*z + 1
*
-1 | 0.096365076007031919866385595800101706375 | 0.017556234159447466243954510490931187635
f(z) = -185/57*z^3 + 242/57*z + 1
*
-1 | 0.10383224889733265689349390234435638743 | 0.018902437187046673469433303835595612901
f(z) = -185/58*z^3 + 243/58*z + 1
*
-1 | 0.11662774577839773138555100560035072331 | 0.021215968112778133129124412869020638175
f(z) = -185/59*z^3 + 244/59*z + 1
*
-1 | 0.096251170036129453599590526617777069894 | 0.017548720801022057834228250511191984032
f(z) = -184/57*z^3 + 241/57*z + 1
*
-1 | 0.11651433471877127612996978257812705940 | 0.021211183585070967189877545891637272293
f(z) = -184/59*z^3 + 243/59*z + 1
*
-1 | 0.10360526535141718353721847732164584149 | 0.018889535311470562090654208758461469706
f(z) = -183/58*z^3 + 241/58*z + 1
*
-1 | 0.11640021772415688193335211073315195448 | 0.021206328716295976916995706803434961782
f(z) = -183/59*z^3 + 242/59*z + 1
*
-1 | 0.11628538585728460115077527705224549725 | 0.021201402215501499085827108073528021069
f(z) = -182/59*z^3 + 241/59*z + 1
*
-1 | 0.11616983000823579479196919993193440899 | 0.021196402761267403672496301350427036290
f(z) = -181/59*z^3 + 240/59*z + 1
*
[ -7/15 ] 
f(z) = -200/49*z^3 + 254/63*z + 1
*
[ -2/3 ] 
f(z) = -199/56*z^3 + 257/63*z + 1
*
[ -2/3 ] 
f(z) = -197/56*z^3 + 256/63*z + 1
*
[ -15/28 ] 
f(z) = -196/45*z^3 + 247/60*z + 1
*
[ -2/3 ] 
f(z) = -193/56*z^3 + 254/63*z + 1
*
[ -2/3 ] 
f(z) = -191/56*z^3 + 253/63*z + 1
*
[ -4/9 ] 
f(z) = -189/40*z^3 + 251/60*z + 1
*
[ -2/3 ] 
f(z) = -187/56*z^3 + 251/63*z + 1
*
[ -2/5 ] 
f(z) = -185/48*z^3 + 247/60*z + 1
*
[ -2/3 ] 
f(z) = -185/56*z^3 + 250/63*z + 1
*
[ -2/3 ] 
f(z) = -181/56*z^3 + 248/63*z + 1
*
[ 6/7 ] 
f(z) = -199/54*z^3 + 249/98*z + 1
*
[ 6/7 ] 
f(z) = -193/54*z^3 + 241/98*z + 1
*
0 | 0.17005359247361299259885907099390395447 | 0.028382641862697177124411798794827133759
f(z) = -200/51*z^3 + 247/102*z + 1
*
19/20 | 0.16763474300329711880638430307790900389 | 0.027978925967977675290391887695428947826
f(z) = -200/57*z^3 + 241/114*z + 1
*
[ 14/17 ] 
f(z) = -187/56*z^3 + 244/119*z + 1
*
[ 3/4 ] 
f(z) = -194/45*z^3 + 251/120*z + 1
*
0 | 0.14198231444760565847070757880099949216 | 0.022393417730147966402693367643888397588
f(z) = -189/40*z^3 + 247/120*z + 1
*
-1/4 | 0.18132236698691295439498431694887538795 | 0.028527264902725244378280708384198824454
f(z) = -192/55*z^3 + 256/165*z + 1
*
[ 7/10 ] 
f(z) = -188/49*z^3 + 254/175*z + 1
*
[ 7/10 ] 
f(z) = -184/49*z^3 + 247/175*z + 1
*
0 | 0.18707399665188199484890676401152942823 | 0.029656163166520766618702235081615488178
f(z) = -183/58*z^3 + 259/174*z + 1
*
[ 5/8 ] 
f(z) = -192/41*z^3 + 252/205*z + 1
*
[ 5/8 ] 
f(z) = -192/43*z^3 + 246/215*z + 1
*
[ 19/28 ] 
f(z) = -196/57*z^3 + 253/228*z + 1
*
[ 2/3 ] 
f(z) = -187/52*z^3 + 257/234*z + 1
*
[ 2/3 ] 
f(z) = -185/52*z^3 + 253/234*z + 1
*
[ 2/3 ] 
f(z) = -181/52*z^3 + 245/234*z + 1
*
0 | 0.16583650847004217294501299878229338904 | 0.024281334816773516457865938847927969449
f(z) = -185/56*z^3 + 253/280*z + 1
*
[ 6 ] 
f(z) = -199/54*z^3 + 267/2*z + 1
*
[ -6 ] 
f(z) = -197/54*z^3 + 265/2*z + 1
*
[ 10/3 ] 
f(z) = -189/40*z^3 + 266/5*z + 1
*
[ -10/3 ] 
f(z) = -189/40*z^3 + 269/5*z + 1
*
[ 7/5 ] 
f(z) = -190/49*z^3 + 276/35*z + 1
*
[ 7/5 ] 
f(z) = -185/49*z^3 + 269/35*z + 1
*
[ -1/5 ] 
f(z) = -200/43*z^3 + 266/43*z + 1
*
[ -21/20 ] 
f(z) = -200/49*z^3 + 271/42*z + 1
*
[ -3/10 ] 
f(z) = -200/57*z^3 + 265/57*z + 1
*
[ -1 ] 
f(z) = -199/40*z^3 + 279/40*z + 1
*
[ -1 ] 
f(z) = -197/40*z^3 + 277/40*z + 1
*
[ -1 ] 
f(z) = -197/41*z^3 + 279/41*z + 1
*
[ 6/5 ] 
f(z) = -197/54*z^3 + 271/50*z + 1
*
[ -1 ] 
f(z) = -196/41*z^3 + 278/41*z + 1
*
[ -1 ] 
f(z) = -195/41*z^3 + 277/41*z + 1
*
[ -1 ] 
f(z) = -194/41*z^3 + 276/41*z + 1
*
[ -1 ] 
f(z) = -193/40*z^3 + 273/40*z + 1
*
[ -1 ] 
f(z) = -193/41*z^3 + 275/41*z + 1
*
[ -1 ] 
f(z) = -193/42*z^3 + 277/42*z + 1
*
[ -1 ] 
f(z) = -193/43*z^3 + 279/43*z + 1
*
[ -1 ] 
f(z) = -192/41*z^3 + 274/41*z + 1
*
[ -1 ] 
f(z) = -192/43*z^3 + 278/43*z + 1
*
[ -1/4 ] 
f(z) = -192/53*z^3 + 277/53*z + 1
*
[ -1 ] 
f(z) = -191/40*z^3 + 271/40*z + 1
*
[ -1 ] 
f(z) = -191/41*z^3 + 273/41*z + 1
*
[ -1 ] 
f(z) = -191/42*z^3 + 275/42*z + 1
*
[ -1 ] 
f(z) = -191/43*z^3 + 277/43*z + 1
*
[ -1 ] 
f(z) = -191/44*z^3 + 279/44*z + 1
*
[ 6/5 ] 
f(z) = -191/54*z^3 + 263/50*z + 1
*
[ -1 ] 
f(z) = -190/41*z^3 + 272/41*z + 1
*
[ -1 ] 
f(z) = -190/43*z^3 + 276/43*z + 1
*
[ -1 ] 
f(z) = -189/40*z^3 + 269/40*z + 1
*
[ -1 ] 
f(z) = -189/41*z^3 + 271/41*z + 1
*
[ -1 ] 
f(z) = -189/43*z^3 + 275/43*z + 1
*
[ -1 ] 
f(z) = -189/44*z^3 + 277/44*z + 1
*
[ -1 ] 
f(z) = -188/41*z^3 + 270/41*z + 1
*
[ -1 ] 
f(z) = -188/43*z^3 + 274/43*z + 1
*
[ -1 ] 
f(z) = -188/45*z^3 + 278/45*z + 1
*
[ -1 ] 
f(z) = -187/40*z^3 + 267/40*z + 1
*
[ -1 ] 
f(z) = -187/41*z^3 + 269/41*z + 1
*
[ -1 ] 
f(z) = -187/42*z^3 + 271/42*z + 1
*
[ -1 ] 
f(z) = -187/43*z^3 + 273/43*z + 1
*
[ -1 ] 
f(z) = -187/45*z^3 + 277/45*z + 1
*
[ -1 ] 
f(z) = -187/46*z^3 + 279/46*z + 1
*
[ -1 ] 
f(z) = -186/41*z^3 + 268/41*z + 1
*
[ -1 ] 
f(z) = -186/43*z^3 + 272/43*z + 1
*
[ -1 ] 
f(z) = -185/41*z^3 + 267/41*z + 1
*
[ -1 ] 
f(z) = -185/42*z^3 + 269/42*z + 1
*
[ -1 ] 
f(z) = -185/43*z^3 + 271/43*z + 1
*
[ -1 ] 
f(z) = -185/44*z^3 + 273/44*z + 1
*
[ -1 ] 
f(z) = -185/46*z^3 + 277/46*z + 1
*
[ -1 ] 
f(z) = -185/47*z^3 + 279/47*z + 1
*
[ -1 ] 
f(z) = -184/41*z^3 + 266/41*z + 1
*
[ -1 ] 
f(z) = -184/43*z^3 + 270/43*z + 1
*
[ -1 ] 
f(z) = -184/45*z^3 + 274/45*z + 1
*
[ -1 ] 
f(z) = -184/47*z^3 + 278/47*z + 1
*
[ -1 ] 
f(z) = -183/40*z^3 + 263/40*z + 1
*
[ -1 ] 
f(z) = -183/41*z^3 + 265/41*z + 1
*
[ -1 ] 
f(z) = -183/43*z^3 + 269/43*z + 1
*
[ -1 ] 
f(z) = -183/44*z^3 + 271/44*z + 1
*
[ -1 ] 
f(z) = -183/46*z^3 + 275/46*z + 1
*
[ -1 ] 
f(z) = -183/47*z^3 + 277/47*z + 1
*
[ -1 ] 
f(z) = -182/41*z^3 + 264/41*z + 1
*
[ -1 ] 
f(z) = -182/43*z^3 + 268/43*z + 1
*
[ -1 ] 
f(z) = -182/45*z^3 + 272/45*z + 1
*
[ -1 ] 
f(z) = -182/47*z^3 + 276/47*z + 1
*
[ -1 ] 
f(z) = -181/40*z^3 + 261/40*z + 1
*
[ -1 ] 
f(z) = -181/41*z^3 + 263/41*z + 1
*
[ -1 ] 
f(z) = -181/42*z^3 + 265/42*z + 1
*
[ -1 ] 
f(z) = -181/43*z^3 + 267/43*z + 1
*
[ -1 ] 
f(z) = -181/44*z^3 + 269/44*z + 1
*
[ -1 ] 
f(z) = -181/45*z^3 + 271/45*z + 1
*
[ -1 ] 
f(z) = -181/46*z^3 + 273/46*z + 1
*
[ -1 ] 
f(z) = -181/47*z^3 + 275/47*z + 1
*
[ -1 ] 
f(z) = -181/48*z^3 + 277/48*z + 1
*
[ -1 ] 
f(z) = -181/49*z^3 + 279/49*z + 1
*
[ -10/21 ] 
f(z) = -189/50*z^3 + 277/70*z + 1
*
-1/2 | 0.17600283861139665648624375515224922740 | 0.029525697190957351296804970720242255882
f(z) = -194/45*z^3 + 277/90*z + 1
*
-1/2 | 0.17206883385676716871308996385085875659 | 0.029178284596078043714017062494331711423
f(z) = -182/45*z^3 + 271/90*z + 1
*
[ 17/20 ] 
f(z) = -200/51*z^3 + 271/102*z + 1
*
[ 6/7 ] 
f(z) = -196/51*z^3 + 271/102*z + 1
*
[ 6/7 ] 
f(z) = -196/57*z^3 + 269/114*z + 1
*
-6/11 | 0.19827826641149245948753959091840005765 | 0.025990059682681866268383993831632769481
f(z) = -187/48*z^3 + 263/132*z + 1
*
[ 4/5 ] 
f(z) = -195/56*z^3 + 277/140*z + 1
*
[ 3/4 ] 
f(z) = -192/47*z^3 + 277/141*z + 1
*
[ 3/4 ] 
f(z) = -192/49*z^3 + 275/147*z + 1
*
[ 3/4 ] 
f(z) = -192/53*z^3 + 271/159*z + 1
*
[ 4/5 ] 
f(z) = -185/56*z^3 + 261/140*z + 1
*
[ 7/10 ] 
f(z) = -192/49*z^3 + 261/175*z + 1
*
[ 3/4 ] 
f(z) = -192/55*z^3 + 269/165*z + 1
*
[ 3/4 ] 
f(z) = -192/59*z^3 + 265/177*z + 1
*
0 | 0.18789998438304562399567650120725737820 | 0.029635541990904469873366730421919315709
f(z) = -189/58*z^3 + 277/174*z + 1
*
0 | 0.16582319817891825571581386712270279807 | 0.026287351048256103956167294750484801380
f(z) = -183/55*z^3 + 274/165*z + 1
*
[ 2/3 ] 
f(z) = -185/44*z^3 + 271/198*z + 1
*
[ 2/3 ] 
f(z) = -181/44*z^3 + 263/198*z + 1
*
[ 2/3 ] 
f(z) = -197/52*z^3 + 277/234*z + 1
*
[ 2/3 ] 
f(z) = -193/52*z^3 + 269/234*z + 1
*
[ 11/16 ] 
f(z) = -192/55*z^3 + 263/220*z + 1
*
[ 2/3 ] 
f(z) = -191/52*z^3 + 265/234*z + 1
*
5/6 | 0.12922165793233443955941033339323580592 | 0.019496205681024135372178406487442136720
f(z) = -189/55*z^3 + 261/220*z + 1
*
-2/11 | 0.21420711231261511237537034781169489109 | 0.028077992279324867184249980908786458292
f(z) = -187/42*z^3 + 265/231*z + 1
*
[ 7/5 ] 
f(z) = -195/49*z^3 + 283/35*z + 1
*
[ 3/2 ] 
f(z) = -182/45*z^3 + 283/30*z + 1
*
[ -1 ] 
f(z) = -200/41*z^3 + 282/41*z + 1
*
[ -1 ] 
f(z) = -200/43*z^3 + 286/43*z + 1
*
[ -1/5 ] 
f(z) = -200/47*z^3 + 290/47*z + 1
*
[ -1 ] 
f(z) = -200/47*z^3 + 294/47*z + 1
*
[ -7/8 ] 
f(z) = -200/49*z^3 + 295/56*z + 1
*
[ -1 ] 
f(z) = -200/49*z^3 + 298/49*z + 1
*
[ -1 ] 
f(z) = -199/41*z^3 + 281/41*z + 1
*
[ -1 ] 
f(z) = -199/42*z^3 + 283/42*z + 1
*
[ -1 ] 
f(z) = -199/43*z^3 + 285/43*z + 1
*
[ -1 ] 
f(z) = -199/44*z^3 + 287/44*z + 1
*
[ -1 ] 
f(z) = -199/45*z^3 + 289/45*z + 1
*
[ -1 ] 
f(z) = -199/46*z^3 + 291/46*z + 1
*
[ -1 ] 
f(z) = -199/47*z^3 + 293/47*z + 1
*
[ -1 ] 
f(z) = -199/48*z^3 + 295/48*z + 1
*
[ -1 ] 
f(z) = -199/49*z^3 + 297/49*z + 1
*
[ -1 ] 
f(z) = -199/50*z^3 + 299/50*z + 1
*
[ -1 ] 
f(z) = -198/41*z^3 + 280/41*z + 1
*
[ -1 ] 
f(z) = -198/43*z^3 + 284/43*z + 1
*
[ -1 ] 
f(z) = -198/47*z^3 + 292/47*z + 1
*
[ -1 ] 
f(z) = -198/49*z^3 + 296/49*z + 1
*
[ -1 ] 
f(z) = -197/42*z^3 + 281/42*z + 1
*
[ -1 ] 
f(z) = -197/43*z^3 + 283/43*z + 1
*
[ -1 ] 
f(z) = -197/44*z^3 + 285/44*z + 1
*
[ -1 ] 
f(z) = -197/45*z^3 + 287/45*z + 1
*
[ -1 ] 
f(z) = -197/46*z^3 + 289/46*z + 1
*
[ -1 ] 
f(z) = -197/47*z^3 + 291/47*z + 1
*
[ -1 ] 
f(z) = -197/48*z^3 + 293/48*z + 1
*
[ -1 ] 
f(z) = -197/49*z^3 + 295/49*z + 1
*
[ -1 ] 
f(z) = -197/50*z^3 + 297/50*z + 1
*
[ -1 ] 
f(z) = -197/51*z^3 + 299/51*z + 1
*
[ -1 ] 
f(z) = -196/43*z^3 + 282/43*z + 1
*
[ -1 ] 
f(z) = -196/45*z^3 + 286/45*z + 1
*
[ -1 ] 
f(z) = -196/47*z^3 + 290/47*z + 1
*
-15/14 | 0.16559340545192558322057695947381479059 | 0.029188078601148402752682622040519832639
f(z) = -196/55*z^3 + 291/55*z + 1
*
[ -1 ] 
f(z) = -195/43*z^3 + 281/43*z + 1
*
[ -1 ] 
f(z) = -195/44*z^3 + 283/44*z + 1
*
[ -1 ] 
f(z) = -195/46*z^3 + 287/46*z + 1
*
[ -1 ] 
f(z) = -195/47*z^3 + 289/47*z + 1
*
[ -1 ] 
f(z) = -195/49*z^3 + 293/49*z + 1
*
[ -1 ] 
f(z) = -194/43*z^3 + 280/43*z + 1
*
[ -1 ] 
f(z) = -194/45*z^3 + 284/45*z + 1
*
[ -1 ] 
f(z) = -194/47*z^3 + 288/47*z + 1
*
[ -1 ] 
f(z) = -194/49*z^3 + 292/49*z + 1
*
[ -1 ] 
f(z) = -194/51*z^3 + 296/51*z + 1
*
[ -1 ] 
f(z) = -193/44*z^3 + 281/44*z + 1
*
[ -1 ] 
f(z) = -193/45*z^3 + 283/45*z + 1
*
[ -1 ] 
f(z) = -193/46*z^3 + 285/46*z + 1
*
[ -1 ] 
f(z) = -193/47*z^3 + 287/47*z + 1
*
[ -1 ] 
f(z) = -193/48*z^3 + 289/48*z + 1
*
[ -1 ] 
f(z) = -193/49*z^3 + 291/49*z + 1
*
[ -1 ] 
f(z) = -193/50*z^3 + 293/50*z + 1
*
[ -1 ] 
f(z) = -193/51*z^3 + 295/51*z + 1
*
[ -1 ] 
f(z) = -193/52*z^3 + 297/52*z + 1
*
[ -1 ] 
f(z) = -193/53*z^3 + 299/53*z + 1
*
[ -1 ] 
f(z) = -192/47*z^3 + 286/47*z + 1
*
[ -1 ] 
f(z) = -192/49*z^3 + 290/49*z + 1
*
[ -1 ] 
f(z) = -192/53*z^3 + 298/53*z + 1
*
[ -1/4 ] 
f(z) = -192/55*z^3 + 287/55*z + 1
*
[ -1 ] 
f(z) = -191/45*z^3 + 281/45*z + 1
*
[ -1 ] 
f(z) = -191/46*z^3 + 283/46*z + 1
*
[ -1 ] 
f(z) = -191/47*z^3 + 285/47*z + 1
*
[ -1 ] 
f(z) = -191/48*z^3 + 287/48*z + 1
*
[ -1 ] 
f(z) = -191/49*z^3 + 289/49*z + 1
*
[ -1 ] 
f(z) = -191/50*z^3 + 291/50*z + 1
*
[ -1 ] 
f(z) = -191/51*z^3 + 293/51*z + 1
*
[ -1 ] 
f(z) = -191/52*z^3 + 295/52*z + 1
*
[ -1 ] 
f(z) = -191/53*z^3 + 297/53*z + 1
*
[ -1 ] 
f(z) = -191/54*z^3 + 299/54*z + 1
*
[ -1 ] 
f(z) = -190/47*z^3 + 284/47*z + 1
*
[ -1 ] 
f(z) = -190/49*z^3 + 288/49*z + 1
*
[ -1 ] 
f(z) = -190/51*z^3 + 292/51*z + 1
*
[ -1 ] 
f(z) = -190/53*z^3 + 296/53*z + 1
*
[ -1 ] 
f(z) = -189/46*z^3 + 281/46*z + 1
*
[ -1 ] 
f(z) = -189/47*z^3 + 283/47*z + 1
*
[ -1 ] 
f(z) = -189/50*z^3 + 289/50*z + 1
*
[ -1 ] 
f(z) = -189/52*z^3 + 293/52*z + 1
*
[ -1 ] 
f(z) = -189/53*z^3 + 295/53*z + 1
*
[ -1 ] 
f(z) = -189/55*z^3 + 299/55*z + 1
*
[ -1 ] 
f(z) = -188/49*z^3 + 286/49*z + 1
*
[ -1 ] 
f(z) = -188/51*z^3 + 290/51*z + 1
*
[ -1 ] 
f(z) = -188/53*z^3 + 294/53*z + 1
*
[ -1 ] 
f(z) = -188/55*z^3 + 298/55*z + 1
*
[ -1 ] 
f(z) = -187/47*z^3 + 281/47*z + 1
*
[ -1 ] 
f(z) = -187/48*z^3 + 283/48*z + 1
*
[ -1 ] 
f(z) = -187/49*z^3 + 285/49*z + 1
*
[ -1 ] 
f(z) = -187/50*z^3 + 287/50*z + 1
*
[ -1 ] 
f(z) = -187/52*z^3 + 291/52*z + 1
*
[ -1 ] 
f(z) = -187/53*z^3 + 293/53*z + 1
*
[ -1 ] 
f(z) = -187/54*z^3 + 295/54*z + 1
*
[ -1 ] 
f(z) = -187/56*z^3 + 299/56*z + 1
*
[ -1 ] 
f(z) = -186/47*z^3 + 280/47*z + 1
*
[ -1 ] 
f(z) = -186/49*z^3 + 284/49*z + 1
*
[ -7/6 ] 
f(z) = -186/49*z^3 + 295/42*z + 1
*
[ -1 ] 
f(z) = -186/53*z^3 + 292/53*z + 1
*
[ -1 ] 
f(z) = -186/55*z^3 + 296/55*z + 1
*
[ -1 ] 
f(z) = -185/48*z^3 + 281/48*z + 1
*
[ -1 ] 
f(z) = -185/49*z^3 + 283/49*z + 1
*
[ -1 ] 
f(z) = -185/51*z^3 + 287/51*z + 1
*
[ -1 ] 
f(z) = -185/52*z^3 + 289/52*z + 1
*
[ -1 ] 
f(z) = -185/53*z^3 + 291/53*z + 1
*
[ -1 ] 
f(z) = -185/54*z^3 + 293/54*z + 1
*
[ -1 ] 
f(z) = -185/56*z^3 + 297/56*z + 1
*
[ -1 ] 
f(z) = -185/57*z^3 + 299/57*z + 1
*
[ -7/8 ] 
f(z) = -184/49*z^3 + 281/56*z + 1
*
[ -1 ] 
f(z) = -184/49*z^3 + 282/49*z + 1
*
[ -1 ] 
f(z) = -184/51*z^3 + 286/51*z + 1
*
[ -1 ] 
f(z) = -184/53*z^3 + 290/53*z + 1
*
[ -1 ] 
f(z) = -184/55*z^3 + 294/55*z + 1
*
[ -1 ] 
f(z) = -184/57*z^3 + 298/57*z + 1
*
[ -1 ] 
f(z) = -183/49*z^3 + 281/49*z + 1
*
[ -1 ] 
f(z) = -183/50*z^3 + 283/50*z + 1
*
[ -1 ] 
f(z) = -183/52*z^3 + 287/52*z + 1
*
[ -1 ] 
f(z) = -183/53*z^3 + 289/53*z + 1
*
[ -1 ] 
f(z) = -183/55*z^3 + 293/55*z + 1
*
[ -1 ] 
f(z) = -183/56*z^3 + 295/56*z + 1
*
[ -1 ] 
f(z) = -183/58*z^3 + 299/58*z + 1
*
[ -1 ] 
f(z) = -182/51*z^3 + 284/51*z + 1
*
[ -1 ] 
f(z) = -182/53*z^3 + 288/53*z + 1
*
[ -1 ] 
f(z) = -182/55*z^3 + 292/55*z + 1
*
[ -1 ] 
f(z) = -182/57*z^3 + 296/57*z + 1
*
[ -1 ] 
f(z) = -181/50*z^3 + 281/50*z + 1
*
[ -1 ] 
f(z) = -181/51*z^3 + 283/51*z + 1
*
[ -1 ] 
f(z) = -181/52*z^3 + 285/52*z + 1
*
[ -1 ] 
f(z) = -181/53*z^3 + 287/53*z + 1
*
[ -1 ] 
f(z) = -181/54*z^3 + 289/54*z + 1
*
[ -1 ] 
f(z) = -181/55*z^3 + 291/55*z + 1
*
[ -1 ] 
f(z) = -181/56*z^3 + 293/56*z + 1
*
[ -1 ] 
f(z) = -181/57*z^3 + 295/57*z + 1
*
[ -1 ] 
f(z) = -181/58*z^3 + 297/58*z + 1
*
[ -1 ] 
f(z) = -181/59*z^3 + 299/59*z + 1
*
[ -7/9 ] 
f(z) = -198/49*z^3 + 298/63*z + 1
*
[ -3/4 ] 
f(z) = -196/45*z^3 + 287/60*z + 1
*
[ -2/3 ] 
f(z) = -195/44*z^3 + 295/66*z + 1
*
[ -3/4 ] 
f(z) = -188/45*z^3 + 281/60*z + 1
*
[ -2/3 ] 
f(z) = -183/44*z^3 + 287/66*z + 1
*
-1/2 | 0.16906340814731853565837903426101820665 | 0.028461032679805695359158357634864147055
f(z) = -190/51*z^3 + 299/102*z + 1
*
-14/17 | 0.23358275003154415402719156017118910200 | 0.028964958388784714591081287389850043884
f(z) = -187/56*z^3 + 295/119*z + 1
*
-1/2 | 0.17118152356699351416914962932421679889 | 0.029027820438335244242165695295758908751
f(z) = -182/51*z^3 + 295/102*z + 1
*
[ 3/4 ] 
f(z) = -192/41*z^3 + 283/123*z + 1
*
[ 3/4 ] 
f(z) = -192/43*z^3 + 281/129*z + 1
*
-4/11 | 0.15019495501854433973254163706804859801 | 0.019687361179911090241123622496963413948
f(z) = -187/48*z^3 + 299/132*z + 1
*
[ 5/6 ] 
f(z) = -183/50*z^3 + 281/120*z + 1
*
0 | 0.18040034236322847913958254431469512618 | 0.028598212922000405676368317838572093588
f(z) = -183/50*z^3 + 299/150*z + 1
*
9/10 | 0.16502279635932893297057251813594646732 | 0.025797187909478889599800867970529168091
f(z) = -200/57*z^3 + 296/171*z + 1
*
0 | 0.16663280266236994657435882671294353572 | 0.026281287018607892532279896831743467758
f(z) = -189/55*z^3 + 292/165*z + 1
*
[ 2/3 ] 
f(z) = -199/44*z^3 + 299/198*z + 1
*
[ 2/3 ] 
f(z) = -197/44*z^3 + 295/198*z + 1
*
[ 2/3 ] 
f(z) = -193/44*z^3 + 287/198*z + 1
*
[ 2/3 ] 
f(z) = -191/44*z^3 + 283/198*z + 1
*
[ 2/3 ] 
f(z) = -199/52*z^3 + 281/234*z + 1
*
[ 5/7 ] 
f(z) = -196/75*z^3 + 14/15*z + 1
*
-4/5 | 0.19101398623272314986474597967789592796 | 0.027753828064206018989031438729729419090
f(z) = -195/64*z^3 + 11/5*z + 1
*
[ 4/3 ] 
f(z) = -195/64*z^3 + 17/3*z + 1
*
[ 4/5 ] 
f(z) = -195/64*z^3 + 17/10*z + 1
*
[ -4/3 ] 
f(z) = -189/64*z^3 + 7*z + 1
*
[ 4/3 ] 
f(z) = -189/64*z^3 + 11/2*z + 1
*
[ 2/3 ] 
f(z) = -189/64*z^3 + 13/16*z + 1
*
-4/3 | 0.19699699471198187677239229908931554208 | 0.027733079392703898229790554116092750211
f(z) = -189/64*z^3 + 19/3*z + 1
*
[ 4/5 ] 
f(z) = -185/64*z^3 + 8/5*z + 1
*
[ 4/3 ] 
f(z) = -183/64*z^3 + 16/3*z + 1
*
-4/63 | 0.10667364861266369576270166171109941564 | 0.012873543302026677775374084398260374707
f(z) = -189/64*z^3 + 16/21*z + 1
*
[ -4/5 ] 
f(z) = -195/64*z^3 + 21/5*z + 1
*
[ -4/9 ] 
f(z) = -189/64*z^3 + 23/6*z + 1
*
[ -4/7 ] 
f(z) = -189/64*z^3 + 26/7*z + 1
*
-4/9 | 0.19771750231624493201808539403817546576 | 0.028160538076724613808077913021541763909
f(z) = -189/64*z^3 + 35/6*z + 1
*
[ 2/3 ] 
f(z) = -189/68*z^3 + 25/34*z + 1
*
[ 2/3 ] 
f(z) = -189/76*z^3 + 23/38*z + 1
*
[ 4/5 ] 
f(z) = -181/64*z^3 + 39/25*z + 1
*
[ 2/3 ] 
f(z) = -183/64*z^3 + 37/48*z + 1
*
[ -4 ] 
f(z) = -199/64*z^3 + 51*z + 1
*
[ 4/3 ] 
f(z) = -199/64*z^3 + 52/9*z + 1
*
[ 4 ] 
f(z) = -197/64*z^3 + 50*z + 1
*
[ 15/14 ] 
f(z) = -196/75*z^3 + 46/15*z + 1
*
[ -5/7 ] 
f(z) = -196/75*z^3 + 56/15*z + 1
*
[ -4/3 ] 
f(z) = -195/64*z^3 + 43/6*z + 1
*
[ -4 ] 
f(z) = -195/64*z^3 + 50*z + 1
*
[ -4/13 ] 
f(z) = -195/64*z^3 + 59/13*z + 1
*
[ 4 ] 
f(z) = -193/64*z^3 + 49*z + 1
*
[ -4 ] 
f(z) = -191/64*z^3 + 49*z + 1
*
[ 4/3 ] 
f(z) = -191/64*z^3 + 50/9*z + 1
*
[ 4 ] 
f(z) = -189/64*z^3 + 48*z + 1
*
[ -4 ] 
f(z) = -187/64*z^3 + 48*z + 1
*
[ 4/3 ] 
f(z) = -187/64*z^3 + 49/9*z + 1
*
[ -4/5 ] 
f(z) = -185/64*z^3 + 41/10*z + 1
*
[ 4 ] 
f(z) = -185/64*z^3 + 47*z + 1
*
[ 6/5 ] 
f(z) = -185/72*z^3 + 58/15*z + 1
*
[ -4/3 ] 
f(z) = -183/64*z^3 + 41/6*z + 1
*
[ -4 ] 
f(z) = -183/64*z^3 + 47*z + 1
*
[ 4 ] 
f(z) = -181/64*z^3 + 46*z + 1
*
[ 4/5 ] 
f(z) = -197/64*z^3 + 43/25*z + 1
*
[ 4/5 ] 
f(z) = -193/64*z^3 + 42/25*z + 1
*
[ 4/5 ] 
f(z) = -189/64*z^3 + 41/25*z + 1
*
-20/63 | 0.18996339573959515449755822062073356383 | 0.022925080679797729268915123548513742250
f(z) = -189/64*z^3 + 43/21*z + 1
*
[ 8/9 ] 
f(z) = -189/64*z^3 + 53/24*z + 1
*
-8/9 | 0.15775098853372880329254747677387347338 | 0.024880449352606981862803950179467613463
f(z) = -189/64*z^3 + 59/24*z + 1
*
[ 2/3 ] 
f(z) = -195/64*z^3 + 41/48*z + 1
*
[ 12/17 ] 
f(z) = -187/64*z^3 + 53/51*z + 1
*
[ 3/4 ] 
f(z) = -184/63*z^3 + 55/42*z + 1
*
0 | 0.13823287717378542259079440158471049362 | 0.026089957926368423724569555896832947809
f(z) = -200/71*z^3 + 58/71*z + 1
*
0 | 0.13825680777291916823739157042566841907 | 0.026094474567686445964292066325015199871
f(z) = -200/73*z^3 + 54/73*z + 1
*
0 | 0.12529687950874101155707669946532598450 | 0.023670822606605222889670717812314622185
f(z) = -199/70*z^3 + 59/70*z + 1
*
0 | 0.13814432464649170546817290784544945890 | 0.026097934885826622500114497049623235489
f(z) = -199/71*z^3 + 57/71*z + 1
*
0 | 0.096068661651676127351948389215912911436 | 0.018149089242499148810051245441497431207
f(z) = -199/72*z^3 + 55/72*z + 1
*
0 | 0.13816836733434243761854373667629842074 | 0.026102476979782449714693325117226624211
f(z) = -199/73*z^3 + 53/73*z + 1
*
0 | 0.12534496494500371303415340593596114560 | 0.023679906805957978706653164341331146323
f(z) = -199/74*z^3 + 51/74*z + 1
*
0 | 0.11784872640411354081446065260202253524 | 0.022263733207589715678184437822591661290
f(z) = -199/75*z^3 + 49/75*z + 1
*
0 | 0.11253353312997029285145411992491026374 | 0.021259598087821718031357366103383536080
f(z) = -199/76*z^3 + 47/76*z + 1
*
0 | 0.13805534618632807475977704215918111390 | 0.026105971083725051222516082102540176349
f(z) = -198/71*z^3 + 56/71*z + 1
*
0 | 0.13807950202021663689286818729071324187 | 0.026110538900317586192051236675664498318
f(z) = -198/73*z^3 + 52/73*z + 1
*
0 | 0.11759798292079901551082414748091857911 | 0.022258839325298917928552644218469689803
f(z) = -197/69*z^3 + 59/69*z + 1
*
0 | 0.12511837853793807766316601805655075385 | 0.023682292972606112916338922043262262384
f(z) = -197/70*z^3 + 57/70*z + 1
*
0 | 0.13796593767193513743844388735424194965 | 0.026114067288654679703493438632105866355
f(z) = -197/71*z^3 + 55/71*z + 1
*
0 | 0.093037930930574332401304341063530006439 | 0.017610135006623817093803995350696460730
f(z) = -197/72*z^3 + 53/72*z + 1
*
0 | 0.13799020772424821789513709317674141813 | 0.026118661102098038606871642113400764881
f(z) = -197/73*z^3 + 51/73*z + 1
*
0 | 0.12516691870479857165100637839959174851 | 0.023691480611272488724154472807142117864
f(z) = -197/74*z^3 + 49/74*z + 1
*
0 | 0.11767079332667701164034261199495470051 | 0.022272620812747895885167000384275067163
f(z) = -197/75*z^3 + 47/75*z + 1
*
0 | 0.11750802443650892635540849133979199527 | 0.022263257246791247091276646440978869403
f(z) = -196/69*z^3 + 58/69*z + 1
*
0 | 0.13787609492178870479324333288521319758 | 0.026122224283374947811065219099678699057
f(z) = -196/71*z^3 + 54/71*z + 1
*
0 | 0.13790048028026711283032044278828982495 | 0.026126844372185592011018461837339969441
f(z) = -196/73*z^3 + 50/73*z + 1
*
0 | 0.11758118076432167507318029017605869700 | 0.022277117561039026996608503182372589642
f(z) = -196/75*z^3 + 46/75*z + 1
*
0 | 0.11207815900661595280395219983627842899 | 0.021255104947731811541798360989520642854
f(z) = -195/68*z^3 + 59/68*z + 1
*
0 | 0.13778581369302198170651378638124515204 | 0.026130442865152052816680200294022412073
f(z) = -195/71*z^3 + 53/71*z + 1
*
0 | 0.13781031546105586830417636316008125203 | 0.026135089512238167946073413640490294099
f(z) = -195/73*z^3 + 49/73*z + 1
*
0 | 0.12498714197841848604595603476462516646 | 0.023703233916534279316410058220977134410
f(z) = -195/74*z^3 + 47/74*z + 1
*
0 | 0.11732678438252559733514440784719333322 | 0.022272198840560152712611987858851631258
f(z) = -194/69*z^3 + 56/69*z + 1
*
0 | 0.13769508968021876975697144486825928219 | 0.026138723846107158105643192865739617841
f(z) = -194/71*z^3 + 52/71*z + 1
*
0 | 0.13771970897714999540586956984978341685 | 0.026143397338860350074290943971772435760
f(z) = -194/73*z^3 + 48/73*z + 1
*
0 | 0.13755429817290502603018826128343917147 | 0.026137639350859970064800663391118723971
f(z) = -193/67*z^3 + 59/67*z + 1
*
0 | 0.11189590787372743999278368778944161741 | 0.021262111934621005301941373501427638046
f(z) = -193/68*z^3 + 57/68*z + 1
*
0 | 0.11723446048935446037095285594422112645 | 0.022276527076686953336906874777264515790
f(z) = -193/69*z^3 + 55/69*z + 1
*
0 | 0.12475612477095563504374211385024328089 | 0.023705770298615310775526382677011736270
f(z) = -193/70*z^3 + 53/70*z + 1
*
0 | 0.13760391851417682327615330277120154243 | 0.026147068053574868574632075580461991223
f(z) = -193/71*z^3 + 51/71*z + 1
*
0 | 0.086337351426853817887827426966328887267 | 0.016405554636082383143217967652103359879
f(z) = -193/72*z^3 + 49/72*z + 1
*
0 | 0.13762865647560868189033814617975515569 | 0.026151768683964248638526667729688766668
f(z) = -193/73*z^3 + 47/73*z + 1
*
0 | 0.12480560075958930726843391028572136477 | 0.023715171571891472923100470014668260169
f(z) = -193/74*z^3 + 45/74*z + 1
*
0 | 0.13746243442471628766423135915301137810 | 0.026145992473160832583987448873302474172
f(z) = -192/67*z^3 + 58/67*z + 1
*
0 | 0.13751229576064046748943183208442464717 | 0.026155476330472331963271031752607784951
f(z) = -192/71*z^3 + 50/71*z + 1
*
0 | 0.13753715353875498278475934395007580158 | 0.026160204395141065625519598270902275847
f(z) = -192/73*z^3 + 46/73*z + 1
*
0 | 0.10417851004497083359445531171807621860 | 0.019834936522662302840494224949178507572
f(z) = -191/66*z^3 + 59/66*z + 1
*
0 | 0.13737011223090520683763434499265107782 | 0.026154409916544358175550873363662016974
f(z) = -191/67*z^3 + 57/67*z + 1
*
0 | 0.11171184336354031714871763868817517590 | 0.021269236054431196565626312779934830502
f(z) = -191/68*z^3 + 55/68*z + 1
*
0 | 0.11705155079669521797626361091174378658 | 0.022285882941975432526611870048393008051
f(z) = -191/69*z^3 + 53/69*z + 1
*
0 | 0.12457230243323016615265723449588879998 | 0.023717787000201888339419412370565537199
f(z) = -191/70*z^3 + 51/70*z + 1
*
0 | 0.13742021691900155667569230406035486670 | 0.026163949535679339928604925887564383823
f(z) = -191/71*z^3 + 49/71*z + 1
*
0 | 0.095345022397687405614481746064042594054 | 0.018153095741085041063905933154829975715
f(z) = -191/72*z^3 + 47/72*z + 1
*
0 | 0.13744519568288457483114473210413591957 | 0.026168705336043737178543021923482886276
f(z) = -191/73*z^3 + 45/73*z + 1
*
0 | 0.13727732698833699295500474299777610385 | 0.026162892546405342890075255639162172147
f(z) = -190/67*z^3 + 56/67*z + 1
*
0 | 0.11695888866108235877774102817519891250 | 0.022290518787904855521903227714950964701
f(z) = -190/69*z^3 + 52/69*z + 1
*
0 | 0.13732767742096781782708557930212824423 | 0.026172488544429817904787899674928736923
f(z) = -190/71*z^3 + 48/71*z + 1
*
0 | 0.13735277835694212802202575283503246007 | 0.026177272386781045153841692833120670171
f(z) = -190/73*z^3 + 44/73*z + 1
*
[ 2/3 ] 
f(z) = -189/62*z^3 + 53/62*z + 1
*
0 | 0.13715869916703074030509164819533024976 | 0.026166600328663534709626038267143979733
f(z) = -189/65*z^3 + 59/65*z + 1
*
0 | 0.13718407402413586510547750077864457070 | 0.026171441244684895972639299170962731317
f(z) = -189/67*z^3 + 55/67*z + 1
*
0 | 0.11152592899106909874071819831722695334 | 0.021276480660102997895484818103399788054
f(z) = -189/68*z^3 + 53/68*z + 1
*
0 | 0.13723467262919759152490025328901442634 | 0.026181094248715108730111548936839006785
f(z) = -189/71*z^3 + 47/71*z + 1
*
[ 2/3 ] 
f(z) = -189/74*z^3 + 47/74*z + 1
*
0 | 0.13706484769028916585588644496194415981 | 0.026175187018823505902867858098490675940
f(z) = -188/65*z^3 + 58/65*z + 1
*
0 | 0.13709034859426788031568458170904366577 | 0.026180056910280286780534339789238585080
f(z) = -188/67*z^3 + 54/67*z + 1
*
0 | 0.11677216015107639581562100194491321862 | 0.022299905351756977438020798338400586741
f(z) = -188/69*z^3 + 50/69*z + 1
*
0 | 0.13714119783589994660947143674254930136 | 0.026189767557699471706406512131172706963
f(z) = -188/71*z^3 + 46/71*z + 1
*
0 | 0.11128556638174060568263370743595343065 | 0.021273801507997649931733239596821901783
f(z) = -187/64*z^3 + 59/64*z + 1
*
0 | 0.13697051767008562188433360303017703872 | 0.026183841266221810249853455792948523969
f(z) = -187/65*z^3 + 57/65*z + 1
*
0 | 0.13699614588208755326213362707928600553 | 0.026188740459467264473620722667989835594
f(z) = -187/67*z^3 + 53/67*z + 1
*
0 | 0.11667808425274183186832286573026603057 | 0.022304657157529869611417864681107971525
f(z) = -187/69*z^3 + 49/69*z + 1
*
0 | 0.12419908507126163808639837443977310533 | 0.023742402264616196736610605982619967413
f(z) = -187/70*z^3 + 47/70*z + 1
*
0 | 0.13704724826139910864802151720755816285 | 0.026198509398148236220730286538394244291
f(z) = -187/71*z^3 + 45/71*z + 1
*
0 | 0.13687570419660844519463196981155418884 | 0.026192563999538497317969946847961700190
f(z) = -186/65*z^3 + 56/65*z + 1
*
0 | 0.13690146099684715081877812005943743185 | 0.026197492826335301055557036004975311933
f(z) = -186/67*z^3 + 52/67*z + 1
*
0 | 0.13695281905266210412802891746734978628 | 0.026207320714869067347235001812068132547
f(z) = -186/71*z^3 + 44/71*z + 1
*
0 | 0.12319134816261599417940839305968004041 | 0.023598266534018811682276960537033857641
f(z) = -185/63*z^3 + 59/63*z + 1
*
0 | 0.11109532137608766822545032692123598441 | 0.021281177969208798868335390217181169677
f(z) = -185/64*z^3 + 57/64*z + 1
*
0 | 0.10361327343162756976062426309718924855 | 0.019847933149283551756704379958543808884
f(z) = -185/66*z^3 + 53/66*z + 1
*
0 | 0.13680628897216750440847680272537393652 | 0.026206314963236227203562417920691279242
f(z) = -185/67*z^3 + 51/67*z + 1
*
0 | 0.11114839910676955680833350431268562672 | 0.021291345423777107383750570861342112524
f(z) = -185/68*z^3 + 49/68*z + 1
*
0 | 0.11648848480877914591241429432535554924 | 0.022314280618415773204991567600123126912
f(z) = -185/69*z^3 + 47/69*z + 1
*
0 | 0.13685790528178848265533325614040430952 | 0.026216202471166820001724358656971269576
f(z) = -185/71*z^3 + 43/71*z + 1
*
0 | 0.12309542101933240552816086754558629885 | 0.023604398355191025679843791179883704956
f(z) = -184/63*z^3 + 58/63*z + 1
*
0 | 0.13668460686891539571712875188681073603 | 0.026210218729824661469609954476701096457
f(z) = -184/65*z^3 + 54/65*z + 1
*
0 | 0.13671062476446914103926199256062274590 | 0.026215207841246750082124631799943644473
f(z) = -184/67*z^3 + 50/67*z + 1
*
0 | 0.12371357939710852006356485891880620029 | 0.023747750885110072404593556544475664369
f(z) = -183/62*z^3 + 59/62*z + 1
*
0 | 0.11090309963048311641722928422120777602 | 0.021288683063298480325747287907768793743
f(z) = -183/64*z^3 + 55/64*z + 1
*
0 | 0.13658831280862753006509938413884377662 | 0.026219152676723764898876792253742666417
f(z) = -183/65*z^3 + 53/65*z + 1
*
0 | 0.13661446325136249005877136518899030384 | 0.026224172450645363040170698966974114715
f(z) = -183/67*z^3 + 49/67*z + 1
*
0 | 0.11095670487261072289628737573339864933 | 0.021298972992200272004299676529878408893
f(z) = -183/68*z^3 + 47/68*z + 1
*
0 | 0.12381818194756325567515071310742711286 | 0.023767830130430204798739740941842649344
f(z) = -183/70*z^3 + 43/70*z + 1
*
0 | 0.13651779922999587696959305464838425201 | 0.026233209801404178792547075097605256795
f(z) = -182/67*z^3 + 48/67*z + 1
*
0 | 0.11620039115680926985117784984376630335 | 0.022329024181573751427259128268423685479
f(z) = -182/69*z^3 + 44/69*z + 1
*
0 | 0.13634120350708038080296770614455248342 | 0.026227042679272534838035088657544813630
f(z) = -181/61*z^3 + 59/61*z + 1
*
0 | 0.12351906853949607274137070654433305486 | 0.023760534592326077811713895817240508932
f(z) = -181/62*z^3 + 57/62*z + 1
*
0 | 0.12280461857288395471431873581519356871 | 0.023623100645107269725144174469540313917
f(z) = -181/63*z^3 + 55/63*z + 1
*
0 | 0.11070885959455843465466518152011020473 | 0.021296320634350925787248792762091623988
f(z) = -181/64*z^3 + 53/64*z + 1
*
0 | 0.13639420777584086090772262879014988073 | 0.026237238754877020400228060981509689044
f(z) = -181/65*z^3 + 51/65*z + 1
*
0 | 0.10322734566424548073128612749781033643 | 0.019857151989006673816394291939617245840
f(z) = -181/66*z^3 + 49/66*z + 1
*
0 | 0.13642062741535996802697587448080561683 | 0.026242320923696240439123051783071998101
f(z) = -181/67*z^3 + 47/67*z + 1
*
0 | 0.11076300323260064238568023687605004098 | 0.021306735882780725090489500783487434888
f(z) = -181/68*z^3 + 45/68*z + 1
*
0 | 0.11610335409159309264494189120977445684 | 0.022334023351999897334840837844777239412
f(z) = -181/69*z^3 + 43/69*z + 1
*
[ 2/3 ] 
f(z) = -199/72*z^3 + 59/81*z + 1
*
[ 2/3 ] 
f(z) = -197/72*z^3 + 58/81*z + 1
*
[ 2/3 ] 
f(z) = -193/72*z^3 + 56/81*z + 1
*
[ 2/3 ] 
f(z) = -191/72*z^3 + 55/81*z + 1
*
[ 2/3 ] 
f(z) = -187/72*z^3 + 53/81*z + 1
*
[ 2/3 ] 
f(z) = -185/72*z^3 + 52/81*z + 1
*
[ 2/3 ] 
f(z) = -181/72*z^3 + 50/81*z + 1
*
[ -4/3 ] 
f(z) = -197/64*z^3 + 65/9*z + 1
*
[ -5/14 ] 
f(z) = -196/75*z^3 + 62/15*z + 1
*
[ -15/14 ] 
f(z) = -196/75*z^3 + 74/15*z + 1
*
[ -4/3 ] 
f(z) = -193/64*z^3 + 64/9*z + 1
*
4/3 | 0.096543675397608841173596546775975299176 | 0.012742331777261295833672668003848850550
f(z) = -189/64*z^3 + 61/14*z + 1
*
[ -2/3 ] 
f(z) = -189/64*z^3 + 61/16*z + 1
*
[ -4/3 ] 
f(z) = -185/64*z^3 + 62/9*z + 1
*
[ -4/3 ] 
f(z) = -181/64*z^3 + 61/9*z + 1
*
[ 3/4 ] 
f(z) = -200/63*z^3 + 61/42*z + 1
*
-4/9 | 0.13215910780047046626225129333511908914 | 0.015949168507437673006944558780767987845
f(z) = -189/64*z^3 + 65/42*z + 1
*
[ 4/5 ] 
f(z) = -183/64*z^3 + 79/50*z + 1
*
0 | 0.13811254352325949700545713257053524895 | 0.026067246253548355294635954554043066209
f(z) = -200/61*z^3 + 78/61*z + 1
*
[ 7/10 ] 
f(z) = -200/63*z^3 + 71/63*z + 1
*
0 | 0.12457358714588607507670148569804927790 | 0.023511914920839923756073788688970959407
f(z) = -200/63*z^3 + 74/63*z + 1
*
0 | 0.13818488057359431561443530175301908694 | 0.026080899088086265901725887443696480140
f(z) = -200/67*z^3 + 66/67*z + 1
*
0 | 0.11786422950863399009509813995258062791 | 0.022245596357211982718274626911105132212
f(z) = -200/69*z^3 + 62/69*z + 1
*
[ 7/10 ] 
f(z) = -200/77*z^3 + 65/77*z + 1
*
0 | 0.091996818673570961013831136074216423293 | 0.017379845242212976190098032652230777459
f(z) = -199/60*z^3 + 79/60*z + 1
*
0 | 0.13802342432502455567010573447791965531 | 0.026075094651706260377145705742306519977
f(z) = -199/61*z^3 + 77/61*z + 1
*
0 | 0.12520015962420459222686458366442999098 | 0.023652550489706787244153252256256912985
f(z) = -199/62*z^3 + 75/62*z + 1
*
0 | 0.12448458212331709700823833284165605676 | 0.023517365095216542707208830983034332454
f(z) = -199/63*z^3 + 73/63*z + 1
*
0 | 0.11238769780039011511590934074747900397 | 0.021232047184480766337926687460228179167
f(z) = -199/64*z^3 + 71/64*z + 1
*
0 | 0.13807192281751339198032667267219081002 | 0.026084256884771377796508646526028068183
f(z) = -199/65*z^3 + 69/65*z + 1
*
0 | 0.10490497332944483329611198912380479004 | 0.019818426635746404524373245345269131370
f(z) = -199/66*z^3 + 67/66*z + 1
*
0 | 0.13809610263338619912708336158014896525 | 0.026088824884664349323132369412717120714
f(z) = -199/67*z^3 + 65/67*z + 1
*
0 | 0.11243736177294683839698208910752065801 | 0.021241429597585854841351880620070406866
f(z) = -199/68*z^3 + 63/68*z + 1
*
0 | 0.11777659809831503665527548713299616110 | 0.022250106879957571743214576282741029767
f(z) = -199/69*z^3 + 61/69*z + 1
*
0 | 0.13793387382142342320664052942024252098 | 0.026083000918981177090967363209083829058
f(z) = -198/61*z^3 + 76/61*z + 1
*
0 | 0.13798260240754080151798476045142627188 | 0.026092215390533869946601637293949392588
f(z) = -198/65*z^3 + 68/65*z + 1
*
0 | 0.13800689662867138858641962994481246318 | 0.026096809375858282806999906370839323962
f(z) = -198/67*z^3 + 64/67*z + 1
*
0 | 0.091817166023052709868901676781128867249 | 0.017379069734451693312848090635233950161
f(z) = -197/60*z^3 + 77/60*z + 1
*
0 | 0.13784388781417977766270502630004087190 | 0.026090965802506896014529425999736368693
f(z) = -197/61*z^3 + 75/61*z + 1
*
0 | 0.12502073903475565620197946772189179630 | 0.023663811856185916710406053625360647194
f(z) = -197/62*z^3 + 73/62*z + 1
*
0 | 0.12430527723787405118009110687041162453 | 0.023528389897538013293261773637268176767
f(z) = -197/63*z^3 + 71/63*z + 1
*
0 | 0.11220850840244565796293904236030673017 | 0.021238724486827459967486933880637390420
f(z) = -197/64*z^3 + 69/64*z + 1
*
0 | 0.13789284869143787740018908164845534449 | 0.026100233072854957178389576311440314984
f(z) = -197/65*z^3 + 67/65*z + 1
*
0 | 0.10472601426048130974334593621517470997 | 0.019822444796293604770753647337565692899
f(z) = -197/66*z^3 + 65/66*z + 1
*
0 | 0.13791725840764548245873757589842768086 | 0.026104853321753334577468181313070327591
f(z) = -197/67*z^3 + 63/67*z + 1
*
0 | 0.11225863217740261815411429600814955021 | 0.021248211869395031969298816783403108000
f(z) = -197/68*z^3 + 61/68*z + 1
*
0 | 0.13775346204337424221498956646297458628 | 0.026098990063140645263643744111821825441
f(z) = -196/61*z^3 + 74/61*z + 1
*
0 | 0.13780265744097404540024459407663555892 | 0.026108310701432155068744235481888074126
f(z) = -196/65*z^3 + 66/65*z + 1
*
[ 5/7 ] 
f(z) = -196/65*z^3 + 74/65*z + 1
*
0 | 0.13782718375775547281203026915341033055 | 0.026112957496427132127555320321146905887
f(z) = -196/67*z^3 + 62/67*z + 1
*
-15/28 | 0.19674897260614404800371984116435445731 | 0.029522343542443495933364697099724868006
f(z) = -196/75*z^3 + 77/60*z + 1
*
0 | 0.13766259218623081718194446575650842822 | 0.026107074475789864542854189171674171160
f(z) = -195/61*z^3 + 73/61*z + 1
*
0 | 0.12483956156674393836762382508329115084 | 0.023675245973422305028452628608580523989
f(z) = -195/62*z^3 + 71/62*z + 1
*
0 | 0.11202756658461391565665945850939237871 | 0.021245510328684314892740642265570817205
f(z) = -195/64*z^3 + 67/64*z + 1
*
0 | 0.13773666840450784219628378683680844488 | 0.026121122688283400537850299209874895076
f(z) = -195/67*z^3 + 61/67*z + 1
*
0 | 0.13757127385587328075508338665700543734 | 0.026115219829748542908455131366236039094
f(z) = -194/61*z^3 + 72/61*z + 1
*
0 | 0.12403301914139631954649502286526512723 | 0.023545246549206725343044204939466262759
f(z) = -194/63*z^3 + 68/63*z + 1
*
0 | 0.13762094511159634300458553179323608508 | 0.026124648947660080268260265432127263774
f(z) = -194/65*z^3 + 64/65*z + 1
*
0 | 0.13764570801024726324452881197621699007 | 0.026129349700395481045032726007737308393
f(z) = -194/67*z^3 + 60/67*z + 1
*
0 | 0.091451508113165183681690447245526694599 | 0.017377330762500262184329769949103605915
f(z) = -193/60*z^3 + 73/60*z + 1
*
0 | 0.13747950260005066168987499666471516621 | 0.026123426929043452575902525325552140868
f(z) = -193/61*z^3 + 71/61*z + 1
*
0 | 0.12465659244463209212506484439302138325 | 0.023686857475942719702092658549960726319
f(z) = -193/62*z^3 + 69/62*z + 1
*
0 | 0.12394136881830152570567073450751803696 | 0.023550952909901867984535191559516030859
f(z) = -193/63*z^3 + 67/63*z + 1
*
0 | 0.11184483770183632396842316364407427296 | 0.021252407739607058788679509931440807138
f(z) = -193/64*z^3 + 65/64*z + 1
*
0 | 0.13752941526005983934519778075225203545 | 0.026132911177254454332129495268700517919
f(z) = -193/65*z^3 + 63/65*z + 1
*
0 | 0.10436178403402709329037641697378153186 | 0.019830501186265680908990368141308394789
f(z) = -193/66*z^3 + 61/66*z + 1
*
0 | 0.13738727389983085578302837961050899882 | 0.026131696592790624486442837015109231257
f(z) = -192/61*z^3 + 70/61*z + 1
*
0 | 0.13743743032636746407513241539971024172 | 0.026141236577705012206907421846917416097
f(z) = -192/65*z^3 + 62/65*z + 1
*
0 | 0.091267499223878459502935955258782664781 | 0.017376760839700172470616612889134750805
f(z) = -191/60*z^3 + 71/60*z + 1
*
0 | 0.13729458316826142528416614938277757138 | 0.026140029655562425343144826169301905752
f(z) = -191/61*z^3 + 69/61*z + 1
*
0 | 0.12447179584922427544445907752200018191 | 0.023698651175423765533905435198067178443
f(z) = -191/62*z^3 + 67/62*z + 1
*
0 | 0.12375669482273122850062010055735381860 | 0.023562500413988826345293025074932279017
f(z) = -191/63*z^3 + 65/63*z + 1
*
0 | 0.11166028607054691501903211228369305608 | 0.021259419868411997490109412692300927403
f(z) = -191/64*z^3 + 63/64*z + 1
*
0 | 0.13734498575847620852917588528291780711 | 0.026149625993396940642677835799138185057
f(z) = -191/65*z^3 + 61/65*z + 1
*
0 | 0.13720142574899658638886136771615818576 | 0.026148426967765610466677605746320859973
f(z) = -190/61*z^3 + 68/61*z + 1
*
0 | 0.12366366194234093038036741312570619390 | 0.023568342786623018550816223454977569716
f(z) = -190/63*z^3 + 64/63*z + 1
*
0 | 0.13710779691488935457627308086486114440 | 0.026156889396030742139477321903005813262
f(z) = -189/61*z^3 + 67/61*z + 1
*
0 | 0.12428513487545075528710594758206338790 | 0.023710632069494600890421970320869047391
f(z) = -189/62*z^3 + 65/62*z + 1
*
0 | 0.11147387492671415755544884407003736528 | 0.021266549989239755386168272276807818785
f(z) = -189/64*z^3 + 61/64*z + 1
*
0 | 0.13701369186654778072453890679705566160 | 0.026165417823613379138639815887117355323
f(z) = -188/61*z^3 + 66/61*z + 1
*
0 | 0.12347618087029097339068422822644185196 | 0.023580167935931881477623121711403152650
f(z) = -188/63*z^3 + 62/63*z + 1
*
0 | 0.090891768214182002696389788345351952100 | 0.017375240101367712627812224457378234283
f(z) = -187/60*z^3 + 67/60*z + 1
*
0 | 0.13691910573085417259379040097081593164 | 0.026174013150807459940257837022972542181
f(z) = -187/61*z^3 + 65/61*z + 1
*
0 | 0.12409657148799471843050966221284227699 | 0.023722805351079241724988220290402085935
f(z) = -187/62*z^3 + 63/62*z + 1
*
0 | 0.12338172304367156499387513995158353216 | 0.023586152014916440986196935990120769146
f(z) = -187/63*z^3 + 61/63*z + 1
*
0 | 0.13682403355944615633981123962413256081 | 0.026182676295371319650442532330851809802
f(z) = -186/61*z^3 + 64/61*z + 1
*
0 | 0.13672847032715839113697001327394930038 | 0.026191408192966799122685569609866985308
f(z) = -185/61*z^3 + 63/61*z + 1
*
0 | 0.12390606647462748327036678790857471765 | 0.023735176418317889255031423632258847802
f(z) = -185/62*z^3 + 61/62*z + 1
*
0 | 0.13663241093042370666927629857170611791 | 0.026200209797611924001735378445849327537
f(z) = -184/61*z^3 + 62/61*z + 1
*
0 | 0.13643878282744828617992393909634939718 | 0.026218026038719204989151449463992099779
f(z) = -182/61*z^3 + 60/61*z + 1
*
0 | 0.090313465914089338236437267836780320462 | 0.017372995573702992601213917368881023860
f(z) = -181/60*z^3 + 61/60*z + 1
*
[ 2/3 ] 
f(z) = -195/68*z^3 + 79/102*z + 1
*
[ 2/3 ] 
f(z) = -195/76*z^3 + 73/114*z + 1
*
[ 2/3 ] 
f(z) = -183/68*z^3 + 71/102*z + 1
*
[ 2/3 ] 
f(z) = -183/76*z^3 + 65/114*z + 1
*
-2 | 0.098536206378202153628976505978617936337 | 0.014854737846419505716263786913632948373
f(z) = -199/72*z^3 + 95/9*z + 1
*
-2 | 0.098352171187249598743282207906495186281 | 0.014850685030533085090231545172646465377
f(z) = -197/72*z^3 + 94/9*z + 1
*
[ 4 ] 
f(z) = -195/64*z^3 + 99/2*z + 1
*
[ -4 ] 
f(z) = -193/64*z^3 + 99/2*z + 1
*
-2 | 0.097978392781896370877707366682518389220 | 0.014842444668595033766784993645027410285
f(z) = -193/72*z^3 + 92/9*z + 1
*
[ 4 ] 
f(z) = -191/64*z^3 + 97/2*z + 1
*
-2 | 0.097788568137799313031583629103729290169 | 0.014838255099826941387232562332124767399
f(z) = -191/72*z^3 + 91/9*z + 1
*
[ -4/21 ] 
f(z) = -189/64*z^3 + 89/14*z + 1
*
[ -4 ] 
f(z) = -189/64*z^3 + 97/2*z + 1
*
[ -4/17 ] 
f(z) = -187/64*z^3 + 92/17*z + 1
*
[ 4 ] 
f(z) = -187/64*z^3 + 95/2*z + 1
*
-2 | 0.097402834168713919595599562069304513509 | 0.014829731845823171364386736841663505402
f(z) = -187/72*z^3 + 89/9*z + 1
*
[ 2 ] 
f(z) = -187/72*z^3 + 98/9*z + 1
*
[ -4 ] 
f(z) = -185/64*z^3 + 95/2*z + 1
*
[ 4/3 ] 
f(z) = -185/64*z^3 + 97/18*z + 1
*
[ -6/5 ] 
f(z) = -185/72*z^3 + 83/15*z + 1
*
-2 | 0.097206834970582716405502350050938760532 | 0.014825395901828418500203743632270923341
f(z) = -185/72*z^3 + 88/9*z + 1
*
[ 2 ] 
f(z) = -185/72*z^3 + 97/9*z + 1
*
[ 4 ] 
f(z) = -183/64*z^3 + 93/2*z + 1
*
[ -4 ] 
f(z) = -181/64*z^3 + 93/2*z + 1
*
[ 4/3 ] 
f(z) = -181/64*z^3 + 95/18*z + 1
*
-2 | 0.096808335755711011806140026447854116903 | 0.014816569399009192478698964895708589332
f(z) = -181/72*z^3 + 86/9*z + 1
*
[ 2 ] 
f(z) = -181/72*z^3 + 95/9*z + 1
*
[ -3/5 ] 
f(z) = -200/63*z^3 + 80/21*z + 1
*
[ -3/10 ] 
f(z) = -200/63*z^3 + 97/21*z + 1
*
[ 12/13 ] 
f(z) = -195/64*z^3 + 98/39*z + 1
*
-4/7 | 0.23505464257713331294400802655374453440 | 0.027327059718653950211183131009802732123
f(z) = -189/64*z^3 + 85/21*z + 1
*
-68/63 | 0.18649494017025144179146182390919997166 | 0.021594510373333754580314950651644508923
f(z) = -189/64*z^3 + 88/21*z + 1
*
[ 20/21 ] 
f(z) = -189/64*z^3 + 92/35*z + 1
*
[ -4/11 ] 
f(z) = -187/64*z^3 + 91/22*z + 1
*
[ 4/5 ] 
f(z) = -199/64*z^3 + 87/50*z + 1
*
[ 4/5 ] 
f(z) = -191/64*z^3 + 83/50*z + 1
*
[ 4/5 ] 
f(z) = -187/64*z^3 + 81/50*z + 1
*
9/10 | 0.13980518751600730839173898735036354589 | 0.026386714468766011074273157599916251780
f(z) = -200/63*z^3 + 92/63*z + 1
*
[ 5/7 ] 
f(z) = -182/75*z^3 + 88/105*z + 1
*
[ 2/3 ] 
f(z) = -198/79*z^3 + 97/158*z + 1
*
[ 2/3 ] 
f(z) = -189/71*z^3 + 97/142*z + 1
*
[ 2/3 ] 
f(z) = -189/73*z^3 + 95/146*z + 1
*
[ 2/3 ] 
f(z) = -189/79*z^3 + 89/158*z + 1
*
[ 4 ] 
f(z) = -199/64*z^3 + 101/2*z + 1
*
[ 2 ] 
f(z) = -199/72*z^3 + 104/9*z + 1
*
[ -2 ] 
f(z) = -199/72*z^3 + 113/9*z + 1
*
[ -4 ] 
f(z) = -197/64*z^3 + 101/2*z + 1
*
[ 4/3 ] 
f(z) = -197/64*z^3 + 103/18*z + 1
*
[ 2 ] 
f(z) = -197/72*z^3 + 103/9*z + 1
*
[ -2 ] 
f(z) = -197/72*z^3 + 112/9*z + 1
*
-5/14 | 0.18657966740368344388644046588548698950 | 0.029699418206950579348105744288695727458
f(z) = -196/75*z^3 + 107/15*z + 1
*
[ 4/3 ] 
f(z) = -193/64*z^3 + 101/18*z + 1
*
[ 2 ] 
f(z) = -193/72*z^3 + 101/9*z + 1
*
[ -2 ] 
f(z) = -193/72*z^3 + 110/9*z + 1
*
[ 2 ] 
f(z) = -191/72*z^3 + 100/9*z + 1
*
[ -2 ] 
f(z) = -191/72*z^3 + 109/9*z + 1
*
[ -2 ] 
f(z) = -187/72*z^3 + 107/9*z + 1
*
[ -2 ] 
f(z) = -185/72*z^3 + 106/9*z + 1
*
[ -2 ] 
f(z) = -181/72*z^3 + 104/9*z + 1
*
[ -4/5 ] 
f(z) = -199/64*z^3 + 106/25*z + 1
*
[ -4/9 ] 
f(z) = -195/64*z^3 + 104/27*z + 1
*
[ -4/5 ] 
f(z) = -191/64*z^3 + 104/25*z + 1
*
-4/7 | 0.19130407196440538598379363014884267462 | 0.021684094971379569094224260878433420079
f(z) = -189/64*z^3 + 106/21*z + 1
*
[ -8/9 ] 
f(z) = -189/64*z^3 + 107/24*z + 1
*
[ -4/5 ] 
f(z) = -187/64*z^3 + 103/25*z + 1
*
[ -6/11 ] 
f(z) = -187/72*z^3 + 119/33*z + 1
*
[ -4/5 ] 
f(z) = -183/64*z^3 + 102/25*z + 1
*
[ -4/9 ] 
f(z) = -183/64*z^3 + 103/27*z + 1
*
10/9 | 0.16310603091085687014047649402251663549 | 0.025725045395291758765103060747872949504
f(z) = -189/64*z^3 + 103/48*z + 1
*
-5/28 | 0.10728407906586018903985327161042769730 | 0.016098063419915859438328815974194844739
f(z) = -196/75*z^3 + 101/60*z + 1
*
[ 3/4 ] 
f(z) = -188/63*z^3 + 113/84*z + 1
*
[ 8/11 ] 
f(z) = -187/64*z^3 + 103/88*z + 1
*
[ 2/3 ] 
f(z) = -198/61*z^3 + 115/122*z + 1
*
[ 2/3 ] 
f(z) = -198/65*z^3 + 111/130*z + 1
*
[ 2/3 ] 
f(z) = -198/67*z^3 + 109/134*z + 1
*
[ 2/3 ] 
f(z) = -189/61*z^3 + 107/122*z + 1
*
[ 2/3 ] 
f(z) = -189/65*z^3 + 103/130*z + 1
*
[ 2/3 ] 
f(z) = -189/67*z^3 + 101/134*z + 1
*
[ 2/3 ] 
f(z) = -198/71*z^3 + 105/142*z + 1
*
[ 2/3 ] 
f(z) = -198/73*z^3 + 103/146*z + 1
*
[ 2/3 ] 
f(z) = -191/64*z^3 + 119/144*z + 1
*
[ 2/3 ] 
f(z) = -187/64*z^3 + 115/144*z + 1
*
[ 2/3 ] 
f(z) = -185/64*z^3 + 113/144*z + 1
*
[ 2/3 ] 
f(z) = -181/64*z^3 + 109/144*z + 1
*
[ -4/3 ] 
f(z) = -199/64*z^3 + 131/18*z + 1
*
[ -4/3 ] 
f(z) = -191/64*z^3 + 127/18*z + 1
*
[ -4/3 ] 
f(z) = -187/64*z^3 + 125/18*z + 1
*
[ -4/15 ] 
f(z) = -189/64*z^3 + 124/25*z + 1
*
[ -2/3 ] 
f(z) = -189/68*z^3 + 127/34*z + 1
*
[ -2/3 ] 
f(z) = -189/76*z^3 + 137/38*z + 1
*
[ 5/4 ] 
f(z) = -184/75*z^3 + 121/30*z + 1
*
-3/4 | 0.13774560130373047541561021606679863405 | 0.022990305662447565264950609121009555153
f(z) = -200/63*z^3 + 131/42*z + 1
*
-3/4 | 0.16286429042373534391806256699167624929 | 0.027478711512528065520880638995929248159
f(z) = -184/63*z^3 + 125/42*z + 1
*
-1/10 | 0.13753560863908474828104564224497391773 | 0.025958356044778050217333451305807925045
f(z) = -200/63*z^3 + 128/63*z + 1
*
-4/5 | 0.25383875601927591890095558958073668408 | 0.026868673912516211657535721107647519985
f(z) = -195/64*z^3 + 133/65*z + 1
*
[ 7/8 ] 
f(z) = -192/77*z^3 + 136/77*z + 1
*
[ 2/3 ] 
f(z) = -199/64*z^3 + 127/144*z + 1
*
[ 2/3 ] 
f(z) = -197/64*z^3 + 125/144*z + 1
*
[ 2/3 ] 
f(z) = -193/64*z^3 + 121/144*z + 1
*
[ 2/3 ] 
f(z) = -183/70*z^3 + 139/210*z + 1
*
[ 2/3 ] 
f(z) = -183/74*z^3 + 133/222*z + 1
*
[ 3/2 ] 
f(z) = -200/63*z^3 + 157/21*z + 1
*
[ -4/15 ] 
f(z) = -195/64*z^3 + 149/30*z + 1
*
-4/3 | 0.24168203672874069603953121475000464937 | 0.026338028087685934068736735923378830171
f(z) = -189/64*z^3 + 151/21*z + 1
*
[ 3/2 ] 
f(z) = -188/63*z^3 + 148/21*z + 1
*
[ 3/2 ] 
f(z) = -184/63*z^3 + 145/21*z + 1
*
[ 21/20 ] 
f(z) = -200/63*z^3 + 149/42*z + 1
*
[ 9/10 ] 
f(z) = -200/63*z^3 + 155/63*z + 1
*
-5/7 | 0.13494217680302717404769628424734126343 | 0.020248183505989560593009728058040234677
f(z) = -196/75*z^3 + 149/60*z + 1
*
[ 16/21 ] 
f(z) = -189/64*z^3 + 157/112*z + 1
*
0 | 0.16230779426884839939856765273917527381 | 0.025730066798071095956971249160896440776
f(z) = -183/70*z^3 + 152/105*z + 1
*
0 | 0.17438970196026281176548811716228764875 | 0.029571841921457061012310513683028647127
f(z) = -182/69*z^3 + 157/138*z + 1
*
[ 3/4 ] 
f(z) = -184/75*z^3 + 157/150*z + 1
*
-8/63 | 0.18697052825183611360864889151262737866 | 0.022563896735103070279985218028825231505
f(z) = -189/64*z^3 + 155/168*z + 1
*
[ 2/3 ] 
f(z) = -183/62*z^3 + 151/186*z + 1
*
[ 2/3 ] 
f(z) = -195/74*z^3 + 149/222*z + 1
*
[ 8/3 ] 
f(z) = -189/64*z^3 + 173/8*z + 1
*
[ -8/3 ] 
f(z) = -189/64*z^3 + 179/8*z + 1
*
-2 | 0.11093074749381770565587462306776246804 | 0.016874983977978770787374967443544609709
f(z) = -187/64*z^3 + 179/16*z + 1
*
-2 | 0.11073488761011711612420282432739830214 | 0.016874031386648990551050297699437688552
f(z) = -185/64*z^3 + 177/16*z + 1
*
-2 | 0.11053689122993230540817835593378129828 | 0.016873078267509893841210071946927808548
f(z) = -183/64*z^3 + 175/16*z + 1
*
-2 | 0.11033671029465436935011298960608287473 | 0.016872124786412868757790712448590106446
f(z) = -181/64*z^3 + 173/16*z + 1
*
[ 10/7 ] 
f(z) = -196/75*z^3 + 169/30*z + 1
*
-20/63 | 0.17766704289956120417486012569610737420 | 0.019127055275688274774305014734762054785
f(z) = -189/64*z^3 + 169/21*z + 1
*
[ -3/2 ] 
f(z) = -188/63*z^3 + 176/21*z + 1
*
[ -12/11 ] 
f(z) = -187/64*z^3 + 178/33*z + 1
*
[ -3/2 ] 
f(z) = -184/63*z^3 + 173/21*z + 1
*
[ -5/4 ] 
f(z) = -184/75*z^3 + 169/30*z + 1
*
[ -3/4 ] 
f(z) = -200/63*z^3 + 173/42*z + 1
*
-2/9 | 0.11596908269410091477992246640658993740 | 0.017702283709413945530811470846488043750
f(z) = -189/64*z^3 + 175/48*z + 1
*
-20/21 | 0.23505402415091976509398563428024029535 | 0.027164072350468513497259081729196272333
f(z) = -189/64*z^3 + 179/42*z + 1
*
[ -2/5 ] 
f(z) = -185/72*z^3 + 176/45*z + 1
*
[ -3/4 ] 
f(z) = -184/63*z^3 + 167/42*z + 1
*
11/10 | 0.15624680070521523820963816701087984026 | 0.029489890826795311381968888313244396439
f(z) = -200/77*z^3 + 172/77*z + 1
*
[ 13/14 ] 
f(z) = -196/65*z^3 + 164/65*z + 1
*
-5/8 | 0.14798867628961761823204139716838075159 | 0.028148132488519786288278710299974622156
f(z) = -192/65*z^3 + 179/65*z + 1
*
[ 3/4 ] 
f(z) = -200/69*z^3 + 179/138*z + 1
*
0 | 0.17487440432127221408277549502607559115 | 0.029439286660495630102347877184849492776
f(z) = -190/69*z^3 + 173/138*z + 1
*
[ 2/3 ] 
f(z) = -195/62*z^3 + 167/186*z + 1
*
-1/4 | 0.065357526344648433479722881514389412045 | 0.010282633623215381286423738355437195540
f(z) = -192/65*z^3 + 166/195*z + 1
*
[ 12/17 ] 
f(z) = -187/72*z^3 + 179/204*z + 1
*
-2 | 0.11206353915139102692875515597496951542 | 0.016880680097033509072001709632489985599
f(z) = -199/64*z^3 + 191/16*z + 1
*
-2 | 0.11187957364763257972643587262039052431 | 0.016879733740002849149463745364253548513
f(z) = -197/64*z^3 + 189/16*z + 1
*
[ 15/7 ] 
f(z) = -196/75*z^3 + 188/15*z + 1
*
-2 | 0.11169372883109984177843457411854735997 | 0.016878786013616508958184195953289130414
f(z) = -195/64*z^3 + 187/16*z + 1
*
-2 | 0.11150596523035108218516903856849939498 | 0.016877837041121891530233652440996404047
f(z) = -193/64*z^3 + 185/16*z + 1
*
-2 | 0.11131624209587021117363260301187392299 | 0.016876886952233588471871755053850539834
f(z) = -191/64*z^3 + 183/16*z + 1
*
[ 2 ] 
f(z) = -191/64*z^3 + 199/16*z + 1
*
-2 | 0.11112451734336232857630020767126493713 | 0.016875935883384322696554353438379148241
f(z) = -189/64*z^3 + 181/16*z + 1
*
[ 2 ] 
f(z) = -189/64*z^3 + 197/16*z + 1
*
[ 2 ] 
f(z) = -187/64*z^3 + 195/16*z + 1
*
[ 2 ] 
f(z) = -185/64*z^3 + 193/16*z + 1
*
[ 2 ] 
f(z) = -183/64*z^3 + 191/16*z + 1
*
[ 2 ] 
f(z) = -181/64*z^3 + 189/16*z + 1
*
[ -3/2 ] 
f(z) = -200/63*z^3 + 185/21*z + 1
*
4/3 | 0.28217170398379311269145599996330139411 | 0.029884464059603965551304194039813968786
f(z) = -195/64*z^3 + 197/39*z + 1
*
[ 12/7 ] 
f(z) = -189/64*z^3 + 191/21*z + 1
*
[ 6/5 ] 
f(z) = -200/63*z^3 + 199/42*z + 1
*
[ -4/7 ] 
f(z) = -197/64*z^3 + 184/49*z + 1
*
[ -2/3 ] 
f(z) = -195/64*z^3 + 185/48*z + 1
*
[ -4/7 ] 
f(z) = -193/64*z^3 + 183/49*z + 1
*
[ -4/7 ] 
f(z) = -185/64*z^3 + 181/49*z + 1
*
[ -2/3 ] 
f(z) = -183/64*z^3 + 181/48*z + 1
*
[ -4/7 ] 
f(z) = -181/64*z^3 + 180/49*z + 1
*
-5/7 | 0.15795078320249842184916257177202511397 | 0.029925606660755198634692943067488323167
f(z) = -196/65*z^3 + 191/65*z + 1
*
-20/21 | 0.26336428408763376597735250693308302129 | 0.029937642118896695004854860301185423934
f(z) = -189/64*z^3 + 191/70*z + 1
*
0 | 0.17678195500888764032728685377378019415 | 0.029505633158460140252410606606287651308
f(z) = -200/69*z^3 + 193/138*z + 1
*
0 | 0.17419770497901262903510944827832770283 | 0.029222873501069814779714029198021377338
f(z) = -194/69*z^3 + 181/138*z + 1
*
0 | 0.12454314725045871573485266576665286358 | 0.019743374077823599689162116661894212499
f(z) = -183/70*z^3 + 199/210*z + 1
*
4/5 | 0.19014577644788274352506410056577885902 | 0.028445298574464735273341043889173101730
f(z) = -200/63*z^3 + 197/252*z + 1
*
[ 2 ] 
f(z) = -199/64*z^3 + 207/16*z + 1
*
[ 2 ] 
f(z) = -197/64*z^3 + 205/16*z + 1
*
[ -15/7 ] 
f(z) = -196/75*z^3 + 202/15*z + 1
*
[ 2 ] 
f(z) = -195/64*z^3 + 203/16*z + 1
*
[ -2 ] 
f(z) = -195/64*z^3 + 219/16*z + 1
*
[ 2 ] 
f(z) = -193/64*z^3 + 201/16*z + 1
*
[ -2 ] 
f(z) = -193/64*z^3 + 217/16*z + 1
*
[ -2 ] 
f(z) = -191/64*z^3 + 215/16*z + 1
*
[ -2 ] 
f(z) = -189/64*z^3 + 213/16*z + 1
*
[ -2 ] 
f(z) = -187/64*z^3 + 211/16*z + 1
*
[ -2 ] 
f(z) = -185/64*z^3 + 209/16*z + 1
*
[ -2 ] 
f(z) = -183/64*z^3 + 207/16*z + 1
*
[ -2 ] 
f(z) = -181/64*z^3 + 205/16*z + 1
*
[ -10/7 ] 
f(z) = -196/75*z^3 + 211/30*z + 1
*
[ -4/27 ] 
f(z) = -189/64*z^3 + 211/27*z + 1
*
[ -4/5 ] 
f(z) = -197/64*z^3 + 211/50*z + 1
*
[ -4/5 ] 
f(z) = -193/64*z^3 + 209/50*z + 1
*
[ -4/5 ] 
f(z) = -189/64*z^3 + 207/50*z + 1
*
-2/3 | 0.19634624592036909095300180361481645956 | 0.029058489061222359183163723518971565808
f(z) = -189/64*z^3 + 215/48*z + 1
*
[ -6/17 ] 
f(z) = -187/72*z^3 + 212/51*z + 1
*
[ -4/5 ] 
f(z) = -181/64*z^3 + 203/50*z + 1
*
-5/7 | 0.18062808933737416291011101138236511222 | 0.025983027790007019780162839686610025776
f(z) = -196/75*z^3 + 209/60*z + 1
*
-3/7 | 0.12075983236858563773803307342186814257 | 0.022564094442868078238542934564979276721
f(z) = -196/75*z^3 + 211/75*z + 1
*
[ -15/28 ] 
f(z) = -196/75*z^3 + 217/60*z + 1
*
-12/13 | 0.22406303056369375335894778260061773208 | 0.025072623062886658688113107496129330733
f(z) = -195/64*z^3 + 209/78*z + 1
*
-1/5 | 0.11023456471576796927460179166420596547 | 0.018398600851101932056390002541969202193
f(z) = -200/63*z^3 + 205/126*z + 1
*
[ 5/6 ] 
f(z) = -196/75*z^3 + 218/135*z + 1
*
[ 5/6 ] 
f(z) = -188/75*z^3 + 208/135*z + 1
*
[ 5/6 ] 
f(z) = -184/75*z^3 + 203/135*z + 1
*
[ -2 ] 
f(z) = -199/64*z^3 + 223/16*z + 1
*
[ -2 ] 
f(z) = -197/64*z^3 + 221/16*z + 1
*
[ 20/9 ] 
f(z) = -189/64*z^3 + 227/15*z + 1
*
[ 5/2 ] 
f(z) = -184/75*z^3 + 239/15*z + 1
*
-44/39 | 0.28215969161692526157434218329189731016 | 0.029283813265572082548221627837286077506
f(z) = -195/64*z^3 + 239/39*z + 1
*
[ -21/20 ] 
f(z) = -200/63*z^3 + 229/42*z + 1
*
4/63 | 0.24639365625266486243690919520520633794 | 0.027797436235636766550377817961216054523
f(z) = -189/64*z^3 + 221/42*z + 1
*
[ 8/7 ] 
f(z) = -189/64*z^3 + 223/56*z + 1
*
[ -8/21 ] 
f(z) = -189/64*z^3 + 227/56*z + 1
*
-4/9 | 0.19325561937969962098810244887222435353 | 0.021673265651467341236044210388711436476
f(z) = -189/64*z^3 + 233/42*z + 1
*
4/3 | 0.18314698633323521787118088327386640189 | 0.020481201214577449007396031448184241915
f(z) = -189/64*z^3 + 239/42*z + 1
*
[ -4/15 ] 
f(z) = -185/64*z^3 + 223/45*z + 1
*
[ -1/2 ] 
f(z) = -200/61*z^3 + 233/61*z + 1
*
[ -1/2 ] 
f(z) = -200/63*z^3 + 239/63*z + 1
*
[ -1/2 ] 
f(z) = -196/61*z^3 + 232/61*z + 1
*
[ -1/2 ] 
f(z) = -192/61*z^3 + 231/61*z + 1
*
[ -2/3 ] 
f(z) = -189/62*z^3 + 239/62*z + 1
*
[ -1/2 ] 
f(z) = -188/61*z^3 + 230/61*z + 1
*
[ -1/2 ] 
f(z) = -188/63*z^3 + 236/63*z + 1
*
[ 12/11 ] 
f(z) = -187/64*z^3 + 235/66*z + 1
*
[ -1/2 ] 
f(z) = -184/61*z^3 + 229/61*z + 1
*
[ -1/2 ] 
f(z) = -184/63*z^3 + 235/63*z + 1
*
-16/21 | 0.089103337763669091603264922093907262823 | 0.012396715053206176924447413873601491827
f(z) = -189/64*z^3 + 227/112*z + 1
*
[ 3/4 ] 
f(z) = -194/63*z^3 + 235/168*z + 1
*
[ 3/4 ] 
f(z) = -190/63*z^3 + 229/168*z + 1
*
0 | 0.15270706765259599775986542542721203060 | 0.024145857083845412243237741544643692690
f(z) = -186/65*z^3 + 233/195*z + 1
*
[ 44/63 ] 
f(z) = -189/64*z^3 + 233/231*z + 1
*
[ 2/3 ] 
f(z) = -187/60*z^3 + 239/270*z + 1
*
[ 2/3 ] 
f(z) = -181/60*z^3 + 227/270*z + 1
*
[ 5/2 ] 
f(z) = -196/75*z^3 + 254/15*z + 1
*
[ 5/2 ] 
f(z) = -188/75*z^3 + 244/15*z + 1
*
[ -5/2 ] 
f(z) = -188/75*z^3 + 256/15*z + 1
*
[ -5/2 ] 
f(z) = -184/75*z^3 + 251/15*z + 1
*
-10/9 | 0.14801862164817050977779247429736524510 | 0.021465404969476544965710346388861931615
f(z) = -189/64*z^3 + 247/48*z + 1
*
[ -7/10 ] 
f(z) = -200/63*z^3 + 251/63*z + 1
*
[ -1/2 ] 
f(z) = -200/67*z^3 + 251/67*z + 1
*
[ -3/5 ] 
f(z) = -200/69*z^3 + 256/69*z + 1
*
[ -1/2 ] 
f(z) = -200/69*z^3 + 257/69*z + 1
*
[ 11/10 ] 
f(z) = -200/77*z^3 + 249/77*z + 1
*
-1 | 0.089207742843392092511757964169713586278 | 0.016053716590271500167173316644001698479
f(z) = -199/60*z^3 + 259/60*z + 1
*
-1 | 0.11796653300354408382938302429080460111 | 0.021229113388738611472777790523245718534
f(z) = -198/61*z^3 + 259/61*z + 1
*
-1 | 0.088996895483241385729822403355946970833 | 0.016038146552989976881837648845456684659
f(z) = -197/60*z^3 + 257/60*z + 1
*
-1 | 0.11786109405603397633210773411878790724 | 0.021224914796079438749084478572078612089
f(z) = -197/61*z^3 + 258/61*z + 1
*
-1 | 0.10498705295771950795072488757684984218 | 0.018893341991511891412101487215997511820
f(z) = -197/62*z^3 + 259/62*z + 1
*
-1 | 0.11775504568627255109612971897038412892 | 0.021220657977065033506037104141897687126
f(z) = -196/61*z^3 + 257/61*z + 1
*
[ -1/2 ] 
f(z) = -196/65*z^3 + 244/65*z + 1
*
[ -5/7 ] 
f(z) = -196/65*z^3 + 256/65*z + 1
*
[ -1/2 ] 
f(z) = -196/67*z^3 + 250/67*z + 1
*
[ -1/2 ] 
f(z) = -196/69*z^3 + 256/69*z + 1
*
-1 | 0.11764838073932687748537957602964693537 | 0.021216341932655440562406817832417565581
f(z) = -195/61*z^3 + 256/61*z + 1
*
-1 | 0.10477386270251922839276025239828724026 | 0.018881316655166680159021867445618976698
f(z) = -195/62*z^3 + 257/62*z + 1
*
-1 | 0.10897520667276578239690396871114480772 | 0.019611045269490679662089789823859720309
f(z) = -195/64*z^3 + 259/64*z + 1
*
-1 | 0.11754109193225385557862284140695412368 | 0.021211965641835092614728564132281540883
f(z) = -194/61*z^3 + 255/61*z + 1
*
-1 | 0.10390043015055713521201717776036005991 | 0.018723915217774317258109730493881329531
f(z) = -194/63*z^3 + 257/63*z + 1
*
-1 | 0.11738542147714431987396433833945050023 | 0.021124537267262930454625638974288632765
f(z) = -194/65*z^3 + 259/65*z + 1
*
-1 | 0.088570965728553633560398843171206190134 | 0.016006638590865172817437909750147263294
f(z) = -193/60*z^3 + 253/60*z + 1
*
-1 | 0.11743317185099780173710960703233712899 | 0.021207528061011796354380134928124389320
f(z) = -193/61*z^3 + 254/61*z + 1
*
-1 | 0.10455816466471478444930719245693395074 | 0.018869011338771370366114261788246176461
f(z) = -193/62*z^3 + 255/62*z + 1
*
-1 | 0.10379201591690435258587303155840796168 | 0.018717528330898283219537128385797587149
f(z) = -193/63*z^3 + 256/63*z + 1
*
-1 | 0.10875851904714890424396237549878876100 | 0.019599392292203997148927504489981753792
f(z) = -193/64*z^3 + 257/64*z + 1
*
-1 | 0.11727650542353885204404735137028465792 | 0.021119639649816443567356856473223574778
f(z) = -193/65*z^3 + 258/65*z + 1
*
-1 | 0.084057273304967360765445748181364814210 | 0.015126844374461123369838259310165799222
f(z) = -193/66*z^3 + 259/66*z + 1
*
-1 | 0.11732461294719256565306909929320007247 | 0.021203028123395844650653765638405674951
f(z) = -192/61*z^3 + 253/61*z + 1
*
[ -1/2 ] 
f(z) = -192/65*z^3 + 243/65*z + 1
*
[ -5/8 ] 
f(z) = -192/65*z^3 + 244/65*z + 1
*
-1 | 0.11716693763069442693298686117881896723 | 0.021114674918519670437837520332702685640
f(z) = -192/65*z^3 + 257/65*z + 1
*
[ -1/2 ] 
f(z) = -192/67*z^3 + 249/67*z + 1
*
-1 | 0.11708720165472231626500853013606899060 | 0.021070869991775771680028969014572564375
f(z) = -192/67*z^3 + 259/67*z + 1
*
-1 | 0.088353699404323443885492431911036654436 | 0.015990308917228148132915336500526714382
f(z) = -191/60*z^3 + 251/60*z + 1
*
-1 | 0.11721540753486459935262002682744736583 | 0.021198464738358477553710403932791223014
f(z) = -191/61*z^3 + 252/61*z + 1
*
-1 | 0.10433989851043847997416048740188200447 | 0.018856416798961478634991399675330805148
f(z) = -191/62*z^3 + 253/62*z + 1
*
-1 | 0.10357324402678923195368089552838313503 | 0.018704531645071900056269248130030252162
f(z) = -191/63*z^3 + 254/63*z + 1
*
-1 | 0.10853923747113325407245391815207202233 | 0.019587452678724756346126232042120983835
f(z) = -191/64*z^3 + 255/64*z + 1
*
-1 | 0.11705671015826456184322569191716812285 | 0.021109641906013128786953617061978371495
f(z) = -191/65*z^3 + 256/65*z + 1
*
-1 | 0.083836960292828968899019201960777599936 | 0.015108273703623585630515131889800988101
f(z) = -191/66*z^3 + 257/66*z + 1
*
-1 | 0.11697645096478510345351763497183917971 | 0.021065604598027392234459785086295950554
f(z) = -191/67*z^3 + 258/67*z + 1
*
-1 | 0.10837871627485512131220891688286939182 | 0.019503701585056393523527601320816087447
f(z) = -191/68*z^3 + 259/68*z + 1
*
-1 | 0.11710554778703323972827299255906655935 | 0.021193836790768879545080682625344823054
f(z) = -190/61*z^3 + 251/61*z + 1
*
-1 | 0.10346287060384056207187564378213703746 | 0.018697919388218103935322193340108792018
f(z) = -190/63*z^3 + 253/63*z + 1
*
-1 | 0.11686502554150025704184608728451812597 | 0.021060267286586854592551467511640109226
f(z) = -190/67*z^3 + 257/67*z + 1
*
-1 | 0.096439967282820851798898486199853885840 | 0.017355218878830129245343686903244073199
f(z) = -190/69*z^3 + 259/69*z + 1
*
-1 | 0.11699502573220429910265521541122268499 | 0.021189143140308863297699993144220844565
f(z) = -189/61*z^3 + 250/61*z + 1
*
-1 | 0.10411900167792142143079846836712093331 | 0.018843523386207986068762205612844457630
f(z) = -189/62*z^3 + 251/62*z + 1
*
-1 | 0.10831729835191393627106919252229465527 | 0.019575216704440410433773729649435114552
f(z) = -189/64*z^3 + 253/64*z + 1
*
-1 | 0.11683424367072087996934277473043057581 | 0.021099366235953797409997983331776929167
f(z) = -189/65*z^3 + 254/65*z + 1
*
-1 | 0.11675291700435442278847016870302976607 | 0.021054856796437856884798784937776726471
f(z) = -189/67*z^3 + 256/67*z + 1
*
-1 | 0.10815464209221109862907514678911105533 | 0.019490567517466887323062050775073755157
f(z) = -189/68*z^3 + 257/68*z + 1
*
-1 | 0.11688383325075288259688155525765813900 | 0.021184382620764351093914164513928577198
f(z) = -188/61*z^3 + 249/61*z + 1
*
-1 | 0.10324010828177290993632423831188871606 | 0.018684460698346850781783062297567556110
f(z) = -188/63*z^3 + 251/63*z + 1
*
[ -1/2 ] 
f(z) = -188/65*z^3 + 242/65*z + 1
*
-1 | 0.11672198802105359524227787558147491075 | 0.021094121109464036213597526006218605120
f(z) = -188/65*z^3 + 253/65*z + 1
*
[ -1/2 ] 
f(z) = -188/67*z^3 + 248/67*z + 1
*
-1 | 0.11664011681364124975502258941379839320 | 0.021049371837864188589835494545974464160
f(z) = -188/67*z^3 + 255/67*z + 1
*
[ -1/2 ] 
f(z) = -188/69*z^3 + 254/69*z + 1
*
-1 | 0.096213958984699314519982242141772948147 | 0.017338734865538624283526678961035317978
f(z) = -188/69*z^3 + 257/69*z + 1
*
-1 | 0.11647441743272222992881537342364265847 | 0.020960594090632868892544918044834804530
f(z) = -188/71*z^3 + 259/71*z + 1
*
[ 5/4 ] 
f(z) = -188/75*z^3 + 247/60*z + 1
*
-1 | 0.087911289550867478318534837013007666855 | 0.015956633328314919578836883698964926890
f(z) = -187/60*z^3 + 247/60*z + 1
*
-1 | 0.11677196207119116618297602790533614907 | 0.021179554039292723872882800862428580646
f(z) = -187/61*z^3 + 248/61*z + 1
*
-1 | 0.10389606140457338754120981382224191207 | 0.018830439217912398657165758388147511541
f(z) = -187/62*z^3 + 249/62*z + 1
*
-1 | 0.10312770271715074846267420677774549405 | 0.018677611641427479191155191694538165517
f(z) = -187/63*z^3 + 250/63*z + 1
*
-1 | 0.10809263570064048501741836939839852386 | 0.019562674208139236091943067442294997530
f(z) = -187/64*z^3 + 251/64*z + 1
*
-1 | 0.11660903941486341238301628244274516910 | 0.021088802762338076285255758664753616429
f(z) = -187/65*z^3 + 252/65*z + 1
*
-1 | 0.11652661626635120773891349428732984797 | 0.021043811091630659435363013044206018126
f(z) = -187/67*z^3 + 254/67*z + 1
*
-1 | 0.096099897344689602623910996068174005850 | 0.017330355666140269029445203353893023164
f(z) = -187/69*z^3 + 256/69*z + 1
*
-1 | 0.10356568615374061342116551099658036595 | 0.018663590941859682257993979834366046563
f(z) = -187/70*z^3 + 257/70*z + 1
*
-1 | 0.11635978528679849938632376418616909413 | 0.020954552884332035205033315365614619981
f(z) = -187/71*z^3 + 258/71*z + 1
*
-1 | 0.094197167542710345493168347957126169125 | 0.016951607373271946954579737137200591988
f(z) = -187/72*z^3 + 259/72*z + 1
*
-1 | 0.11665940376631667469479210180092212044 | 0.021174656175665064515069271421268295242
f(z) = -186/61*z^3 + 247/61*z + 1
*
-1 | 0.11649538913444214764887953407000739344 | 0.021083409888338874142577307536286685440
f(z) = -186/65*z^3 + 251/65*z + 1
*
-1 | 0.11641240649192625585478433782524532902 | 0.021038173208135562775550137987488185243
f(z) = -186/67*z^3 + 253/67*z + 1
*
-1 | 0.11624442821535581003007208163522626597 | 0.020948429330745208313279191779380628779
f(z) = -186/71*z^3 + 257/71*z + 1
*
-1 | 0.11615940657302609798135488238117137213 | 0.020903905120558853879231561737684146040
f(z) = -186/73*z^3 + 259/73*z + 1
*
-1 | 0.11654614974923639417438352079898912840 | 0.021169687781482276289516295622840442502
f(z) = -185/61*z^3 + 246/61*z + 1
*
-1 | 0.10366970605005475643150870159715403933 | 0.018816917544335934665810981316277997536
f(z) = -185/62*z^3 + 247/62*z + 1
*
-1 | 0.10290079992662491646591760844544641927 | 0.018663667322843414516634549125845153667
f(z) = -185/63*z^3 + 248/63*z + 1
*
-1 | 0.10786518100905265573412770599957415704 | 0.019549814567183159153779065179834183884
f(z) = -185/64*z^3 + 249/64*z + 1
*
-1 | 0.083159639805691344987721085832376957490 | 0.015050284695530905141937347019427793839
f(z) = -185/66*z^3 + 251/66*z + 1
*
-1 | 0.11629747844787393377761381320124423509 | 0.021032456806533496135051182743538824559
f(z) = -185/67*z^3 + 252/67*z + 1
*
-1 | 0.10769807813326390184118825457615332916 | 0.019463310571696367375385690831074928796
f(z) = -185/68*z^3 + 253/68*z + 1
*
-1 | 0.095869613934269189756077013009625275897 | 0.017313315272528816628109639336575077569
f(z) = -185/69*z^3 + 254/69*z + 1
*
-1 | 0.11612833684468072818020356783663405146 | 0.020942221959062997367707047256579017295
f(z) = -185/71*z^3 + 256/71*z + 1
*
-1 | 0.093965129118561230291236601605889154090 | 0.016933472830610056951315407254054020587
f(z) = -185/72*z^3 + 257/72*z + 1
*
-1 | 0.11604271851551045195313466862523050328 | 0.020897454184721650236540065231961399305
f(z) = -185/73*z^3 + 258/73*z + 1
*
-1 | 0.11643219126926183711993568711303411539 | 0.021164647579364009248973511238978655096
f(z) = -184/61*z^3 + 245/61*z + 1
*
-1 | 0.10278628506569250176763761199485639112 | 0.018656569256942755054599691604855122293
f(z) = -184/63*z^3 + 247/63*z + 1
*
[ -1/2 ] 
f(z) = -184/65*z^3 + 241/65*z + 1
*
-1 | 0.11626594783731946323259813296788441023 | 0.021072395182896176867975794059514973526
f(z) = -184/65*z^3 + 249/65*z + 1
*
[ -1/2 ] 
f(z) = -184/67*z^3 + 247/67*z + 1
*
-1 | 0.11618182291523518847632509838743646041 | 0.021026660473827304720237599561117259919
f(z) = -184/67*z^3 + 251/67*z + 1
*
-1 | 0.11601150161515942496375284554872656383 | 0.020935929264097585232678670200375313867
f(z) = -184/71*z^3 + 255/71*z + 1
*
[ -1/2 ] 
f(z) = -184/71*z^3 + 259/71*z + 1
*
-1 | 0.11592527808399297918375693852267530403 | 0.020890915228130618341301052026834129400
f(z) = -184/73*z^3 + 257/73*z + 1
*
-1 | 0.095493655185729815887271246678961198148 | 0.017184921708109030950040627176789594877
f(z) = -184/75*z^3 + 259/75*z + 1
*
-1 | 0.10343986566571931727027689798986109328 | 0.018802946836315986108668805664692314137
f(z) = -183/62*z^3 + 245/62*z + 1
*
-1 | 0.10763486311797968309452875165936967568 | 0.019536626670948672632683023093316983576
f(z) = -183/64*z^3 + 247/64*z + 1
*
-1 | 0.11615013852915525291309079861203239654 | 0.021066770584447417342046713097958491314
f(z) = -183/65*z^3 + 248/65*z + 1
*
-1 | 0.11606543049389997627305951776014881849 | 0.021020782763927853645510205159723076419
f(z) = -183/67*z^3 + 250/67*z + 1
*
-1 | 0.10746544372564874446625929492375992413 | 0.019449164604148238854635494705447036600
f(z) = -183/68*z^3 + 251/68*z + 1
*
-1 | 0.10310100030114307352932851674791594253 | 0.018632521804434298099416631768544332141
f(z) = -183/70*z^3 + 253/70*z + 1
*
-1 | 0.11589391277625364553591537006901493628 | 0.020929549705268981770837202121992344940
f(z) = -183/71*z^3 + 254/71*z + 1
*
-1 | 0.11580707534299147050698885977395963097 | 0.020884286662148543194504041146946026046
f(z) = -183/73*z^3 + 256/73*z + 1
*
-1 | 0.10292732181153427030793064963838770124 | 0.018548551188855755478757509411770290969
f(z) = -183/74*z^3 + 257/74*z + 1
*
-1 | 0.10711805775557603960704015205093904683 | 0.019276835015624782676398708312425572473
f(z) = -183/76*z^3 + 259/76*z + 1
*
-1 | 0.11620212507332452724095820110817701773 | 0.021154346491827589627204880307533160992
f(z) = -182/61*z^3 + 243/61*z + 1
*
-1 | 0.11594829159776439185639540416965997375 | 0.021014822196680271206876091109686499290
f(z) = -182/67*z^3 + 249/67*z + 1
*
-1 | 0.095517614053094153584628307744220232340 | 0.017286838763321883536897076788243849774
f(z) = -182/69*z^3 + 251/69*z + 1
*
-1 | 0.11577556038130338184449105693273686653 | 0.020923081705554687049329390339088458156
f(z) = -182/71*z^3 + 253/71*z + 1
*
-1 | 0.11568810015547703845733138869463553786 | 0.020877566860460430599614273006834410095
f(z) = -182/73*z^3 + 255/73*z + 1
*
-1 | 0.095256252172580786911900693375483897404 | 0.017166146348555510784247058942946349845
f(z) = -182/75*z^3 + 257/75*z + 1
*
-1 | 0.087226987218286478119632143610790286004 | 0.015903412337049487154002654423590023201
f(z) = -181/60*z^3 + 241/60*z + 1
*
-1 | 0.11608599899815249238275736109863490045 | 0.021149082899039383048013904348672222713
f(z) = -181/61*z^3 + 242/61*z + 1
*
-1 | 0.10320777185884847779588493585127670415 | 0.018788752487735462078587638537950013342
f(z) = -181/62*z^3 + 243/62*z + 1
*
-1 | 0.10243837719248576890307588177785070258 | 0.018634753930424245703099739482183474273
f(z) = -181/63*z^3 + 244/63*z + 1
*
-1 | 0.10740160807704327036377910121951734511 | 0.019523098892391112027070411277032483154
f(z) = -181/64*z^3 + 245/64*z + 1
*
-1 | 0.11591629551234405774102950539747384909 | 0.021055279733069317881833799686815235281
f(z) = -181/65*z^3 + 246/65*z + 1
*
-1 | 0.082693355905130039474563764112518848966 | 0.015009534789072888817238567730818919038
f(z) = -181/66*z^3 + 247/66*z + 1
*
-1 | 0.11583039644972277148897905261041010313 | 0.021008777256855238542383015504454457671
f(z) = -181/67*z^3 + 248/67*z + 1
*
-1 | 0.10722980648266258485264256683443563372 | 0.019434657349112990341350910300431935382
f(z) = -181/68*z^3 + 249/68*z + 1
*
-1 | 0.095400142406074332702471194457814287782 | 0.017278061698752469070456203690152713825
f(z) = -181/69*z^3 + 250/69*z + 1
*
-1 | 0.10286479305058396466301739168083436274 | 0.018616535908230383212952192053183658506
f(z) = -181/70*z^3 + 251/70*z + 1
*
-1 | 0.11565643428214893416836007160597222878 | 0.020916523650401185889694223983184007067
f(z) = -181/71*z^3 + 252/71*z + 1
*
-1 | 0.093491995090058571306875999571208379625 | 0.016895972221098492394477085513847222416
f(z) = -181/72*z^3 + 253/72*z + 1
*
-1 | 0.11556834217729497607761052446717308066 | 0.020870754157942566486218215271698612994
f(z) = -181/73*z^3 + 254/73*z + 1
*
-1 | 0.10268795291295153755010156209321074581 | 0.018531504967431694792993516154154087362
f(z) = -181/74*z^3 + 255/74*z + 1
*
-1 | 0.095135850936119991819468427373450942615 | 0.017156502544536494906630847962118904282
f(z) = -181/75*z^3 + 256/75*z + 1
*
-1 | 0.10687740017088220500761547060326095804 | 0.019260395520941989955454714205230605144
f(z) = -181/76*z^3 + 257/76*z + 1
*
-1 | 0.11538986013073520313155145444657943836 | 0.020779884738232609344731670328952370894
f(z) = -181/77*z^3 + 258/77*z + 1
*
-1 | 0.082165052090945052856472130700939904517 | 0.014786322552836939767043132796997099735
f(z) = -181/78*z^3 + 259/78*z + 1
*
-3/4 | 0.16183940267984536088087019502012044294 | 0.024402798447891743309208247058091081808
f(z) = -188/63*z^3 + 253/84*z + 1
*
[ 5/6 ] 
f(z) = -198/65*z^3 + 249/130*z + 1
*
[ 6/7 ] 
f(z) = -187/72*z^3 + 256/147*z + 1
*
[ 6/7 ] 
f(z) = -185/72*z^3 + 253/147*z + 1
*
-3/4 | 0.15211187885961631159149567945320700780 | 0.025746402081951773030929538368802757556
f(z) = -184/75*z^3 + 257/150*z + 1
*
[ 6/7 ] 
f(z) = -181/72*z^3 + 247/147*z + 1
*
-5/12 | 0.14580982078493033879223247344859833282 | 0.022940111868552981041621441130624800617
f(z) = -192/65*z^3 + 256/195*z + 1
*
[ 4/5 ] 
f(z) = -185/72*z^3 + 251/180*z + 1
*
[ 3/4 ] 
f(z) = -192/67*z^3 + 257/201*z + 1
*
[ 3/4 ] 
f(z) = -192/71*z^3 + 253/213*z + 1
*
[ 3/4 ] 
f(z) = -192/73*z^3 + 251/219*z + 1
*
[ 3/4 ] 
f(z) = -192/79*z^3 + 245/237*z + 1
*
[ 2/3 ] 
f(z) = -197/60*z^3 + 259/270*z + 1
*
[ 2/3 ] 
f(z) = -193/60*z^3 + 251/270*z + 1
*
[ 2/3 ] 
f(z) = -191/60*z^3 + 247/270*z + 1
*
[ -5/2 ] 
f(z) = -196/75*z^3 + 266/15*z + 1
*
[ 12/5 ] 
f(z) = -195/64*z^3 + 272/15*z + 1
*
[ -12/5 ] 
f(z) = -185/64*z^3 + 271/15*z + 1
*
[ 6 ] 
f(z) = -181/72*z^3 + 274/3*z + 1
*
[ -6 ] 
f(z) = -181/72*z^3 + 275/3*z + 1
*
[ -6/5 ] 
f(z) = -200/63*z^3 + 269/42*z + 1
*
[ -2/9 ] 
f(z) = -189/64*z^3 + 271/48*z + 1
*
-1 | 0.11817561062946471164102518822028656179 | 0.021237339784745902549641612180324942013
f(z) = -200/61*z^3 + 261/61*z + 1
*
-1 | 0.10453778636914150826705562737120102302 | 0.018760749571074763146733851521903005748
f(z) = -200/63*z^3 + 263/63*z + 1
*
-1 | 0.11794987294208185979545720565729213744 | 0.021110546559396099364202172871556847150
f(z) = -200/67*z^3 + 267/67*z + 1
*
-1 | 0.097529897454030650310517213253330206802 | 0.017432516324188218730059181504661957453
f(z) = -200/69*z^3 + 269/69*z + 1
*
[ -1/2 ] 
f(z) = -200/71*z^3 + 263/71*z + 1
*
-1 | 0.11779663727944397205129692505549301428 | 0.021027157946097680641417695167303785351
f(z) = -200/71*z^3 + 271/71*z + 1
*
[ -1/2 ] 
f(z) = -200/73*z^3 + 269/73*z + 1
*
-1 | 0.11771916732929308931440710699930460673 | 0.020985784691945592390726555084950611632
f(z) = -200/73*z^3 + 273/73*z + 1
*
-1 | 0.11756247237262517878458904018605064966 | 0.020903646235682453627304856093640077583
f(z) = -200/77*z^3 + 277/77*z + 1
*
-1 | 0.11748322622314071988777944938604087765 | 0.020862867669512832599949251021969021777
f(z) = -200/79*z^3 + 279/79*z + 1
*
-1 | 0.11807136955873600920522613157078377138 | 0.021233254732688778342608200877536649523
f(z) = -199/61*z^3 + 260/61*z + 1
*
-1 | 0.10519779364184101360798575373387806025 | 0.018905096206207598808312283515519682066
f(z) = -199/62*z^3 + 261/62*z + 1
*
-1 | 0.10443308697912530357654842342743417858 | 0.018754781947953606714306449828553761565
f(z) = -199/63*z^3 + 262/63*z + 1
*
-1 | 0.10940104315179067616164591576909394891 | 0.019633528168824413222983559479957980066
f(z) = -199/64*z^3 + 263/64*z + 1
*
-1 | 0.11792049367199937321542915518588561862 | 0.021148057754949896739549013656956958695
f(z) = -199/65*z^3 + 264/65*z + 1
*
-1 | 0.084703389084575331127874103006297373477 | 0.015180553848698925450433322704596945482
f(z) = -199/66*z^3 + 265/66*z + 1
*
-1 | 0.11784423626577187494693519838414182856 | 0.021105814304995055696109990040604006770
f(z) = -199/67*z^3 + 266/67*z + 1
*
-1 | 0.10924852594233688509667753164818411177 | 0.019553188451365095949990883836124376121
f(z) = -199/68*z^3 + 267/68*z + 1
*
-1 | 0.097423781450892793343465840451568815899 | 0.017425149046222790448935364558165992904
f(z) = -199/69*z^3 + 268/69*z + 1
*
-1 | 0.10489274004383323526236429897807419306 | 0.018748552503757249347926580617379802959
f(z) = -199/70*z^3 + 269/70*z + 1
*
-1 | 0.11769003457673692184704542111498333210 | 0.021022001456602083123269272534818348880
f(z) = -199/71*z^3 + 270/71*z + 1
*
-1 | 0.095530638203073198236692281014773105197 | 0.017052590503261053470834842744576253784
f(z) = -199/72*z^3 + 271/72*z + 1
*
-1 | 0.11761207035834935489544492589874853101 | 0.020980417961146615955123017990404087812
f(z) = -199/73*z^3 + 272/73*z + 1
*
-1 | 0.10473680901601685027826819029810995081 | 0.018671420918083676585961812004395261768
f(z) = -199/74*z^3 + 273/74*z + 1
*
-1 | 0.097189878430975705104384600268110736534 | 0.017314744397222629209483779690714026835
f(z) = -199/75*z^3 + 274/75*z + 1
*
-1 | 0.10893664315483746925159516733251570752 | 0.019394887429201816029643489367102076262
f(z) = -199/76*z^3 + 275/76*z + 1
*
-1 | 0.11745436334062926296844660783197617002 | 0.020897862296098404895740437563443745054
f(z) = -199/77*z^3 + 276/77*z + 1
*
-1 | 0.084234860915434767627093499526470293303 | 0.014977702473856571831615320151524825871
f(z) = -199/78*z^3 + 277/78*z + 1
*
-1 | 0.11737459897067339230113731448300028409 | 0.020856876573500917606257989882452093578
f(z) = -199/79*z^3 + 278/79*z + 1
*
[ -1/3 ] 
f(z) = -198/61*z^3 + 266/61*z + 1
*
-1 | 0.11781472213394259308125154777964009993 | 0.021143479066370509841035836377905053523
f(z) = -198/65*z^3 + 263/65*z + 1
*
-1 | 0.11773798662179540192539499008709765500 | 0.021101019277574986901214225235458491798
f(z) = -198/67*z^3 + 265/67*z + 1
*
-1 | 0.11758280655303831520469890584227057613 | 0.021016777913109500616090643049707470429
f(z) = -198/71*z^3 + 269/71*z + 1
*
-1 | 0.11750434166543797248225625243715627971 | 0.020974982042059982922736436989769955191
f(z) = -198/73*z^3 + 271/73*z + 1
*
-1 | 0.11726531983011648434476999227475496432 | 0.020850809888323687749778037757597036972
f(z) = -198/79*z^3 + 277/79*z + 1
*
-1 | 0.10422187764709560646396311416984961322 | 0.018742644258894917437507195294076659593
f(z) = -197/63*z^3 + 260/63*z + 1
*
-1 | 0.10918936166057313855297930738504115495 | 0.019622420921825386098143744891401439312
f(z) = -197/64*z^3 + 261/64*z + 1
*
-1 | 0.11770833646475810273343948936710516441 | 0.021138838731197914010794060866255978825
f(z) = -197/65*z^3 + 262/65*z + 1
*
-1 | 0.084489718941715739935160746761647509584 | 0.015162846980505064984263642361519359977
f(z) = -197/66*z^3 + 263/66*z + 1
*
-1 | 0.11763111676982600936470804544617551200 | 0.021096160419299885439282292459221709018
f(z) = -197/67*z^3 + 264/67*z + 1
*
-1 | 0.10903491977862276096345744892011714206 | 0.019541254358019161246546461607227063607
f(z) = -197/68*z^3 + 265/68*z + 1
*
-1 | 0.097209684872365088194388937463294941543 | 0.017410181631081964230421210437353935504
f(z) = -197/69*z^3 + 266/69*z + 1
*
-1 | 0.10467880139316525382800645250142846229 | 0.018735303866561232483163993451687718411
f(z) = -197/70*z^3 + 267/70*z + 1
*
-1 | 0.11747494572803638582038296825530151787 | 0.021011486189742929391519878203776994473
f(z) = -197/71*z^3 + 268/71*z + 1
*
-1 | 0.095315047397116275166419957818415202312 | 0.017036633515114339355572080281622680488
f(z) = -197/72*z^3 + 269/72*z + 1
*
-1 | 0.11739597364425803781289276585582966338 | 0.020969475774430835159091533835327211265
f(z) = -197/73*z^3 + 270/73*z + 1
*
-1 | 0.10452020238968496162566511185115453775 | 0.018657262677136889227073561173331624121
f(z) = -197/74*z^3 + 271/74*z + 1
*
-1 | 0.096972757834120675506694443398479750947 | 0.017298641066396924787070562837228789714
f(z) = -197/75*z^3 + 272/75*z + 1
*
-1 | 0.10871900447403106023348417029826817745 | 0.019381326521215941912687104773093724352
f(z) = -197/76*z^3 + 273/76*z + 1
*
-1 | 0.11723620240630666572205607023400497700 | 0.020886072825041168363290621605064372246
f(z) = -197/77*z^3 + 274/77*z + 1
*
-1 | 0.084016173500881491634806665039078757434 | 0.014958091052666385264494286596125420540
f(z) = -197/78*z^3 + 275/78*z + 1
*
-1 | 0.11715538079098933861609471103798002801 | 0.020844666348552450826410156752875246818
f(z) = -197/79*z^3 + 276/79*z + 1
*
-1 | 0.11760132941080914996688413454617139596 | 0.021134135703060834088880212333978534934
f(z) = -196/65*z^3 + 261/65*z + 1
*
[ -5/14 ] 
f(z) = -196/65*z^3 + 272/65*z + 1
*
-1 | 0.11752361933893639886218802248870081718 | 0.021091236649286353512522677193174489040
f(z) = -196/67*z^3 + 263/67*z + 1
*
-1 | 0.097101689446539054813290740986426425735 | 0.017402579062934511323221639832976316607
f(z) = -196/69*z^3 + 265/69*z + 1
*
[ -3/7 ] 
f(z) = -196/69*z^3 + 266/69*z + 1
*
[ -1/2 ] 
f(z) = -196/71*z^3 + 262/71*z + 1
*
-1 | 0.11736644448453071621716544344887922162 | 0.021006125136040620533694435804666926943
f(z) = -196/71*z^3 + 267/71*z + 1
*
[ -1/2 ] 
f(z) = -196/73*z^3 + 268/73*z + 1
*
-1 | 0.11728695854827450776588170233762720123 | 0.020963897972628127265392022596973403524
f(z) = -196/73*z^3 + 269/73*z + 1
*
-1 | 0.096863220631172277428556446507007102197 | 0.017290461650001533304136466775651052682
f(z) = -196/75*z^3 + 271/75*z + 1
*
[ -1/2 ] 
f(z) = -196/75*z^3 + 274/75*z + 1
*
-1 | 0.11704477369164350323457884623841691466 | 0.020838444660895746349722835902022263824
f(z) = -196/79*z^3 + 275/79*z + 1
*
-1 | 0.11741548682440092789682261888808287413 | 0.021086246862975793104567181525552031089
f(z) = -195/67*z^3 + 262/67*z + 1
*
-1 | 0.10881879055387460993452157040767428278 | 0.019529034898438543346545315877267248134
f(z) = -195/68*z^3 + 263/68*z + 1
*
-1 | 0.11725729506502667560379246851333880821 | 0.021000693576282105579694559237929669435
f(z) = -195/71*z^3 + 266/71*z + 1
*
-1 | 0.11717728848720041218043292124903374764 | 0.020958247424946382456724762868503420162
f(z) = -195/73*z^3 + 268/73*z + 1
*
-1 | 0.10430164589885585482652300039106120470 | 0.018642900200202772324760736810068744854
f(z) = -195/74*z^3 + 269/74*z + 1
*
-1 | 0.10849873615948760382746822076002264896 | 0.019367446430286540007762141379178354816
f(z) = -195/76*z^3 + 271/76*z + 1
*
-1 | 0.11701539776303972301569372099365002319 | 0.020873979562456617256332815426461327714
f(z) = -195/77*z^3 + 272/77*z + 1
*
-1 | 0.11693349021537118061433980143501443312 | 0.020832143503422625431044903540622639299
f(z) = -195/79*z^3 + 274/79*z + 1
*
-1 | 0.11730671158439856162627444648849589490 | 0.021081189931485824194404600932308192792
f(z) = -194/67*z^3 + 261/67*z + 1
*
-1 | 0.096883766173175926962113246645404778521 | 0.017387129934617197174891979029233304276
f(z) = -194/69*z^3 + 263/69*z + 1
*
-1 | 0.11714748956822194365109353465370493165 | 0.020995190308791702238330252246865976824
f(z) = -194/71*z^3 + 265/71*z + 1
*
-1 | 0.11706695542336659007842138252097837474 | 0.020952522892883990316266039663117931749
f(z) = -194/73*z^3 + 267/73*z + 1
*
-1 | 0.096642152274420423113709771557302203320 | 0.017273840546408703375272572722961692704
f(z) = -194/75*z^3 + 269/75*z + 1
*
-1 | 0.11690398352801866319382873459245898801 | 0.020867815779327084474388037014854666583
f(z) = -194/77*z^3 + 271/77*z + 1
*
-1 | 0.11682152188638571600865409702884524082 | 0.020825761524759353697186999536921488559
f(z) = -194/79*z^3 + 273/79*z + 1
*
-1 | 0.11719728583661247000620315962545108680 | 0.021076064700940115119286243928352831950
f(z) = -193/67*z^3 + 260/67*z + 1
*
-1 | 0.10860007717540948084243944234186084139 | 0.019516520603014769078234672527785738530
f(z) = -193/68*z^3 + 261/68*z + 1
*
-1 | 0.096773822642911096743064415619940216789 | 0.017379280785796557390145947414657621432
f(z) = -193/69*z^3 + 262/69*z + 1
*
-1 | 0.10424125933435692248119445975344353746 | 0.018707533699246343115308750683849007648
f(z) = -193/70*z^3 + 263/70*z + 1
*
-1 | 0.11703701994538094288337120489383966577 | 0.020989614105218604085555569697280122435
f(z) = -193/71*z^3 + 264/71*z + 1
*
-1 | 0.094876077466655364626401747094129990780 | 0.017003704556588621844562448996627266950
f(z) = -193/72*z^3 + 265/72*z + 1
*
-1 | 0.11695595116797455472803104020906531365 | 0.020946723110397106518184105278823730035
f(z) = -193/73*z^3 + 266/73*z + 1
*
-1 | 0.10407911885409618179103410276170176568 | 0.018627973304466511938873856119049021771
f(z) = -193/74*z^3 + 267/74*z + 1
*
-1 | 0.096530604608178765141633137194315716327 | 0.017265396064177316731154723663152431088
f(z) = -193/75*z^3 + 268/75*z + 1
*
-1 | 0.10827577280697597579968149670109184624 | 0.019353236558680472586849045141030257588
f(z) = -193/76*z^3 + 269/76*z + 1
*
-1 | 0.11679188342547013171164006108142468569 | 0.020861572114575945419654036793252117217
f(z) = -193/77*z^3 + 270/77*z + 1
*
-1 | 0.083570376732373530555860089622029676003 | 0.014917637309101286000164672965350683632
f(z) = -193/78*z^3 + 271/78*z + 1
*
-1 | 0.11670886006566897496039876276720670114 | 0.020819297343258447967086549230384693520
f(z) = -193/79*z^3 + 272/79*z + 1
*
[ -1/2 ] 
f(z) = -192/71*z^3 + 261/71*z + 1
*
-1 | 0.11692587799659281055450470442738914216 | 0.020983963709792616455371894868373491632
f(z) = -192/71*z^3 + 263/71*z + 1
*
-1 | 0.11684426737722788812491803034802935482 | 0.020940846783128170539595248878479057920
f(z) = -192/73*z^3 + 265/73*z + 1
*
[ -1/2 ] 
f(z) = -192/73*z^3 + 267/73*z + 1
*
-1 | 0.11667908880852586062243425343364632865 | 0.020855247195402170055421053052036032551
f(z) = -192/77*z^3 + 269/77*z + 1
*
-1 | 0.11659549594668021245818392703522427520 | 0.020812749546138904984695559924418625104
f(z) = -192/79*z^3 + 271/79*z + 1
*
-1 | 0.096550897870941697815960240492257686519 | 0.017363140758214734711395001167492718765
f(z) = -191/69*z^3 + 260/69*z + 1
*
-1 | 0.10401948577863283104075949433229525209 | 0.018693342492148508461415848369998794682
f(z) = -191/70*z^3 + 261/70*z + 1
*
-1 | 0.11681405536690833882660139491951646409 | 0.020978237838554556834377054440146766287
f(z) = -191/71*z^3 + 262/71*z + 1
*
-1 | 0.094652569600505659470782200434233533974 | 0.016986710893832308983506162837217254310
f(z) = -191/72*z^3 + 263/72*z + 1
*
-1 | 0.11673189554833735062556801518086835032 | 0.020934892587608010928878027563461381313
f(z) = -191/73*z^3 + 264/73*z + 1
*
-1 | 0.10385451095249623247634621231770674145 | 0.018612820726340429092126478834403220392
f(z) = -191/74*z^3 + 265/74*z + 1
*
-1 | 0.096305439832313022884761303519740732084 | 0.017248232022799807298669422712153174878
f(z) = -191/75*z^3 + 266/75*z + 1
*
-1 | 0.10805004649952371006082454029659765345 | 0.019338685837272326058194860241412703046
f(z) = -191/76*z^3 + 267/76*z + 1
*
-1 | 0.11656559086287536125048496917124593254 | 0.020848839617978254045687442130122396261
f(z) = -191/77*z^3 + 268/77*z + 1
*
-1 | 0.083342860984245265824917327533417410589 | 0.014896722159450619959293988728930482932
f(z) = -191/78*z^3 + 269/78*z + 1
*
-1 | 0.11648142055092077657753926717121026857 | 0.020806116688596425167744256453501929075
f(z) = -191/79*z^3 + 270/79*z + 1
*
-1 | 0.11670154354235109917096362672661279858 | 0.020972435178560291790433236417455237183
f(z) = -190/71*z^3 + 261/71*z + 1
*
-1 | 0.11661882701539466497458629955941270436 | 0.020928859170430458717695074281849725119
f(z) = -190/73*z^3 + 263/73*z + 1
*
-1 | 0.11645138060234197024547159691490605740 | 0.020842347946562400925050079978366156014
f(z) = -190/77*z^3 + 267/77*z + 1
*
-1 | 0.11636662472334871481183079063806356853 | 0.020799397292882375896225610779370589342
f(z) = -190/79*z^3 + 269/79*z + 1
*
[ -1/3 ] 
f(z) = -189/61*z^3 + 265/61*z + 1
*
[ -1/3 ] 
f(z) = -189/62*z^3 + 269/62*z + 1
*
[ -1/3 ] 
f(z) = -189/64*z^3 + 277/64*z + 1
*
-1 | 0.11658833384579774250245836795816658350 | 0.020966554387057333676297605400716832944
f(z) = -189/71*z^3 + 260/71*z + 1
*
-1 | 0.11650505294510969510169656410136021082 | 0.020922745147398337900939795020858560634
f(z) = -189/73*z^3 + 262/73*z + 1
*
-1 | 0.10362710075608552717790559862669941749 | 0.018597314460021298980759422625944982734
f(z) = -189/74*z^3 + 263/74*z + 1
*
[ -2/3 ] 
f(z) = -189/74*z^3 + 269/74*z + 1
*
-1 | 0.10782148667488956265327288295225017065 | 0.019323782698713735480702166601371126106
f(z) = -189/76*z^3 + 265/76*z + 1
*
-1 | 0.11625109912763706123843883876867642349 | 0.020792589847350177133038929933137752750
f(z) = -189/79*z^3 + 268/79*z + 1
*
[ -1/2 ] 
f(z) = -188/71*z^3 + 260/71*z + 1
*
-1 | 0.11639056433240548805369082725647991279 | 0.020916549102639647395379998157048610499
f(z) = -188/73*z^3 + 261/73*z + 1
*
[ -1/2 ] 
f(z) = -188/73*z^3 + 266/73*z + 1
*
-1 | 0.095961353068665540874732609556436958171 | 0.017221590163249843311290698640361300276
f(z) = -188/75*z^3 + 263/75*z + 1
*
[ -1/2 ] 
f(z) = -188/75*z^3 + 272/75*z + 1
*
-1 | 0.11622078630499383364682291487530600905 | 0.020829106413669716761482113926002052001
f(z) = -188/77*z^3 + 265/77*z + 1
*
[ -1/2 ] 
f(z) = -188/77*z^3 + 278/77*z + 1
*
-1 | 0.11613483424126927612501018207971989895 | 0.020785692805467726930520580649699691675
f(z) = -188/79*z^3 + 267/79*z + 1
*
-1 | 0.11627535199586538144575368752873265019 | 0.020910269587692691345173682098811952546
f(z) = -187/73*z^3 + 260/73*z + 1
*
-1 | 0.10339681625195278132076779029978055690 | 0.018581442547301394461926635451479408947
f(z) = -187/74*z^3 + 261/74*z + 1
*
-1 | 0.095846584191313512650560937656747847223 | 0.017212761194386347806095726829908349654
f(z) = -187/75*z^3 + 262/75*z + 1
*
-1 | 0.10759001998404649904258260034218259009 | 0.019308515048712158345591913784366521149
f(z) = -187/76*z^3 + 263/76*z + 1
*
-1 | 0.082880462337583235452734095777541095068 | 0.014853848649013044288347262993664901454
f(z) = -187/78*z^3 + 265/78*z + 1
*
-1 | 0.11601782035046498548888492067669192695 | 0.020778704584794415403593987082601313883
f(z) = -187/79*z^3 + 266/79*z + 1
*
-1 | 0.11598723041202068125564359313672770143 | 0.020815510436758224451615241066648384091
f(z) = -186/77*z^3 + 263/77*z + 1
*
-1 | 0.11590004754492882533252290609232593180 | 0.020771623565921202799477062245951554012
f(z) = -186/79*z^3 + 265/79*z + 1
*
-1 | 0.10735557013992309740555270909348824606 | 0.019292870235258248612827114245325608188
f(z) = -185/76*z^3 + 261/76*z + 1
*
-1 | 0.11586931744008589237827574101677686544 | 0.020808575576066248101554960581385780417
f(z) = -185/77*z^3 + 262/77*z + 1
*
-1 | 0.082644774812422102917991503022320432148 | 0.014831746275348754429323674657115838486
f(z) = -185/78*z^3 + 263/78*z + 1
*
-1 | 0.11578150571241483255683709235127677656 | 0.020764448091372160103911055188897793428
f(z) = -185/79*z^3 + 264/79*z + 1
*
[ -1/2 ] 
f(z) = -184/73*z^3 + 265/73*z + 1
*
[ -1/2 ] 
f(z) = -184/75*z^3 + 271/75*z + 1
*
-1 | 0.11575063435965882467213356668539188051 | 0.020801547282913271639059302814350977582
f(z) = -184/77*z^3 + 261/77*z + 1
*
[ -1/2 ] 
f(z) = -184/77*z^3 + 277/77*z + 1
*
-1 | 0.11566218453309844057926651041508735486 | 0.020757176464465788914007787673607331340
f(z) = -184/79*z^3 + 263/79*z + 1
*
-1 | 0.11563117084426852077482704310771079681 | 0.020794423870505099698647402166669567907
f(z) = -183/77*z^3 + 260/77*z + 1
*
-1 | 0.11554207347374773103167656760337360637 | 0.020749806948134350776417105895476093847
f(z) = -183/79*z^3 + 262/79*z + 1
*
-1 | 0.11542116178168516205500181849183454953 | 0.020742337763699344512298080202678001124
f(z) = -182/79*z^3 + 261/79*z + 1
*
-1 | 0.11529943847853053699693855018475043286 | 0.020734767089601172878685130270482417693
f(z) = -181/79*z^3 + 260/79*z + 1
*
[ 6/7 ] 
f(z) = -196/69*z^3 + 265/138*z + 1
*
-20/27 | 0.28101457645735754286340674469606622934 | 0.027694291209409231295756943888944011880
f(z) = -189/64*z^3 + 266/135*z + 1
*
[ 6/7 ] 
f(z) = -199/72*z^3 + 274/147*z + 1
*
[ 6/7 ] 
f(z) = -197/72*z^3 + 271/147*z + 1
*
[ 6/7 ] 
f(z) = -196/75*z^3 + 263/150*z + 1
*
[ 6/7 ] 
f(z) = -193/72*z^3 + 265/147*z + 1
*
[ 6/7 ] 
f(z) = -191/72*z^3 + 262/147*z + 1
*
0 | 0.18341382598761809779885815498437908604 | 0.028717283796419251004447069180100752748
f(z) = -198/65*z^3 + 269/195*z + 1
*
[ 3/4 ] 
f(z) = -192/61*z^3 + 263/183*z + 1
*
0 | 0.16101567024098295712447264762137854514 | 0.025525231055597134747450882727525084957
f(z) = -183/68*z^3 + 277/204*z + 1
*
0 | 0.18392591957810431042149975941650611575 | 0.029008753410862199848221369511960144915
f(z) = -189/76*z^3 + 263/228*z + 1
*
14/15 | 0.23142247641502309897241024651862821558 | 0.028996495872581701491533272881454806534
f(z) = -195/64*z^3 + 277/240*z + 1
*
[ 2/3 ] 
f(z) = -199/60*z^3 + 263/270*z + 1
*
-13/28 | 0.16424556566400917691178000348516760582 | 0.024645180864870342565546262114037575087
f(z) = -196/65*z^3 + 269/260*z + 1
*
[ 6 ] 
f(z) = -197/72*z^3 + 298/3*z + 1
*
[ -6 ] 
f(z) = -197/72*z^3 + 299/3*z + 1
*
[ 6 ] 
f(z) = -193/72*z^3 + 292/3*z + 1
*
[ -6 ] 
f(z) = -193/72*z^3 + 293/3*z + 1
*
[ 6 ] 
f(z) = -191/72*z^3 + 289/3*z + 1
*
[ -6 ] 
f(z) = -191/72*z^3 + 290/3*z + 1
*
[ 6 ] 
f(z) = -187/72*z^3 + 283/3*z + 1
*
[ -6 ] 
f(z) = -187/72*z^3 + 284/3*z + 1
*
[ 6 ] 
f(z) = -185/72*z^3 + 280/3*z + 1
*
[ -6 ] 
f(z) = -185/72*z^3 + 281/3*z + 1
*
-21/10 | 0.17905161750723275228289578227011831070 | 0.026549532345543479138286574191093518324
f(z) = -200/63*z^3 + 283/21*z + 1
*
-8/5 | 0.22158009830952565592372884087504292470 | 0.028505743910738222590105502813327633349
f(z) = -195/64*z^3 + 297/40*z + 1
*
[ 3/2 ] 
f(z) = -190/63*z^3 + 299/42*z + 1
*
100/63 | 0.12959212905395517558874335849342194926 | 0.014234494706217127984368695301975628866
f(z) = -189/64*z^3 + 281/42*z + 1
*
-8/5 | 0.22868675176645199127086459339201675718 | 0.029631094876553945177288578660729613806
f(z) = -185/64*z^3 + 281/40*z + 1
*
[ -9/10 ] 
f(z) = -200/63*z^3 + 295/63*z + 1
*
[ -1/2 ] 
f(z) = -200/77*z^3 + 281/77*z + 1
*
[ -7/10 ] 
f(z) = -200/77*z^3 + 285/77*z + 1
*
[ -1/2 ] 
f(z) = -200/79*z^3 + 287/79*z + 1
*
[ -1/3 ] 
f(z) = -198/65*z^3 + 282/65*z + 1
*
[ -1/3 ] 
f(z) = -198/67*z^3 + 290/67*z + 1
*
[ -3/7 ] 
f(z) = -196/75*z^3 + 286/75*z + 1
*
[ -1/2 ] 
f(z) = -196/79*z^3 + 286/79*z + 1
*
[ -1/2 ] 
f(z) = -192/79*z^3 + 285/79*z + 1
*
[ 6/5 ] 
f(z) = -191/72*z^3 + 299/75*z + 1
*
[ -1/3 ] 
f(z) = -189/65*z^3 + 281/65*z + 1
*
[ -1/3 ] 
f(z) = -189/67*z^3 + 289/67*z + 1
*
[ -1/3 ] 
f(z) = -189/68*z^3 + 293/68*z + 1
*
[ -1/2 ] 
f(z) = -188/79*z^3 + 284/79*z + 1
*
[ 6/5 ] 
f(z) = -187/72*z^3 + 293/75*z + 1
*
[ -1/2 ] 
f(z) = -184/79*z^3 + 283/79*z + 1
*
[ 6/5 ] 
f(z) = -181/72*z^3 + 284/75*z + 1
*
[ -2/3 ] 
f(z) = -193/72*z^3 + 299/81*z + 1
*
[ -2/3 ] 
f(z) = -191/72*z^3 + 298/81*z + 1
*
[ -2/3 ] 
f(z) = -187/72*z^3 + 296/81*z + 1
*
[ -2/3 ] 
f(z) = -185/72*z^3 + 295/81*z + 1
*
[ -2/3 ] 
f(z) = -181/72*z^3 + 293/81*z + 1
*
11/10 | 0.11848989979760401101766653766039865311 | 0.019776450126004310752006238525164300112
f(z) = -200/63*z^3 + 295/126*z + 1
*
0 | 0.16305661221360700012658819831859669114 | 0.025717251089814336566726184334700520440
f(z) = -189/68*z^3 + 295/204*z + 1
*
0 | 0.16358309291907288889757966261066104729 | 0.025673737955356065813660627253263923565
f(z) = -195/76*z^3 + 281/228*z + 1
*
0 | 0.21673843151570883312917647213852119916 | 0.028409794338900022320276607940488517503
f(z) = -187/60*z^3 + 299/220*z + 1
*
-3/16 | 0.16769148974445025674214443492869786461 | 0.025240336687326489405990645748504900526
f(z) = -192/65*z^3 + 287/260*z + 1
*
3/5 | 0.13939081259219919711890624921633853508 | 0.026308505691310672436431274038132821490
f(z) = -200/81*z^3 + 11/9*z + 1
*
[ 9/10 ] 
f(z) = -200/81*z^3 + 17/9*z + 1
*
6/7 | 0.13419916833816331473087711007632137661 | 0.025425587923421100249335403251636206419
f(z) = -196/81*z^3 + 10/9*z + 1
*
-3/14 | 0.098798626857094595589080918580924622569 | 0.018718545017644272524670876641156679747
f(z) = -196/81*z^3 + 16/9*z + 1
*
[ 2/3 ] 
f(z) = -189/88*z^3 + 5/11*z + 1
*
[ 3/4 ] 
f(z) = -184/81*z^3 + 17/18*z + 1
*
[ 2/3 ] 
f(z) = -195/88*z^3 + 16/33*z + 1
*
[ 2/3 ] 
f(z) = -189/80*z^3 + 11/20*z + 1
*
[ 2/3 ] 
f(z) = -183/88*z^3 + 14/33*z + 1
*
[ 2/3 ] 
f(z) = -189/92*z^3 + 19/46*z + 1
*
9/10 | 0.087599953956131661094908566972757777164 | 0.016533542235354021928499318027187420608
f(z) = -200/81*z^3 + 20/9*z + 1
*
[ -3/5 ] 
f(z) = -200/81*z^3 + 32/9*z + 1
*
[ -9/10 ] 
f(z) = -200/81*z^3 + 37/9*z + 1
*
9/10 | 0.10672384745704092306747511887134998658 | 0.017812647745459066633194759997283709227
f(z) = -200/81*z^3 + 37/18*z + 1
*
-15/14 | 0.16016178246886310384256424463545008848 | 0.028965338000373121504840883254261515925
f(z) = -196/81*z^3 + 28/9*z + 1
*
[ 6/7 ] 
f(z) = -196/81*z^3 + 29/18*z + 1
*
[ -9/14 ] 
f(z) = -196/81*z^3 + 32/9*z + 1
*
[ -3/7 ] 
f(z) = -196/81*z^3 + 34/9*z + 1
*
[ 9/7 ] 
f(z) = -196/81*z^3 + 38/9*z + 1
*
[ -2/3 ] 
f(z) = -189/88*z^3 + 38/11*z + 1
*
-2/3 | 0.13899188913315330743109058718359963092 | 0.026516329142521925101142057358422009295
f(z) = -189/80*z^3 + 31/20*z + 1
*
[ 3/4 ] 
f(z) = -188/81*z^3 + 35/36*z + 1
*
2/9 | 0.18639181870745450804911144613550425265 | 0.029397674450068983668560244875425619517
f(z) = -189/80*z^3 + 37/60*z + 1
*
[ 2/3 ] 
f(z) = -183/80*z^3 + 31/60*z + 1
*
[ 2/3 ] 
f(z) = -189/94*z^3 + 37/94*z + 1
*
[ -3/10 ] 
f(z) = -200/81*z^3 + 41/9*z + 1
*
-9/20 | 0.11782736200730019246149748812912047152 | 0.019665869852167320645805506095980493904
f(z) = -200/81*z^3 + 43/18*z + 1
*
-3/10 | 0.10529786418300311385513504732663147406 | 0.017235815500434674007961502050983677530
f(z) = -200/81*z^3 + 50/9*z + 1
*
[ 3/2 ] 
f(z) = -200/81*z^3 + 53/9*z + 1
*
-3/5 | 0.094978654829789326301946925201552000122 | 0.015307884697727128797513442864764634688
f(z) = -200/81*z^3 + 55/18*z + 1
*
-6/7 | 0.13083451605063846626420144217896198917 | 0.022227693454205710024268214338943006055
f(z) = -196/81*z^3 + 40/9*z + 1
*
-15/14 | 0.10041735931504646685126321148920153658 | 0.016664386455196903368908964933969612254
f(z) = -196/81*z^3 + 46/9*z + 1
*
[ 3/2 ] 
f(z) = -188/81*z^3 + 50/9*z + 1
*
[ 3/2 ] 
f(z) = -184/81*z^3 + 49/9*z + 1
*
-3/28 | 0.091081709213877803375675401237230921990 | 0.013666884630842904018661581702004026091
f(z) = -196/81*z^3 + 49/36*z + 1
*
[ 3/4 ] 
f(z) = -200/99*z^3 + 53/66*z + 1
*
[ 4/5 ] 
f(z) = -185/96*z^3 + 59/60*z + 1
*
3/8 | 0.18196909347537019319772956441401130195 | 0.024946487686222591983343643930640627160
f(z) = -184/81*z^3 + 47/72*z + 1
*
[ 3/4 ] 
f(z) = -184/99*z^3 + 47/66*z + 1
*
[ 7/10 ] 
f(z) = -200/91*z^3 + 59/91*z + 1
*
[ 2/3 ] 
f(z) = -199/88*z^3 + 50/99*z + 1
*
[ 2/3 ] 
f(z) = -197/88*z^3 + 49/99*z + 1
*
[ 2/3 ] 
f(z) = -193/88*z^3 + 47/99*z + 1
*
[ 2/3 ] 
f(z) = -191/88*z^3 + 46/99*z + 1
*
[ 2/3 ] 
f(z) = -189/82*z^3 + 43/82*z + 1
*
[ 2/3 ] 
f(z) = -189/86*z^3 + 41/86*z + 1
*
[ 2/3 ] 
f(z) = -185/88*z^3 + 43/99*z + 1
*
[ 2/3 ] 
f(z) = -181/88*z^3 + 41/99*z + 1
*
[ 2/3 ] 
f(z) = -183/92*z^3 + 53/138*z + 1
*
-21/20 | 0.18575968173879816725769562345101963304 | 0.029447809583381485191243901448686688532
f(z) = -200/81*z^3 + 61/18*z + 1
*
[ -3/2 ] 
f(z) = -200/81*z^3 + 65/9*z + 1
*
-9/20 | 0.081380095629548548232063420111586282323 | 0.012543782249209674671200988275090856796
f(z) = -200/81*z^3 + 73/18*z + 1
*
[ 9/5 ] 
f(z) = -200/81*z^3 + 76/9*z + 1
*
-3/14 | 0.093270992725982906309460095523862093368 | 0.014785912678886970287257717997258052401
f(z) = -196/81*z^3 + 61/9*z + 1
*
[ -3/2 ] 
f(z) = -196/81*z^3 + 64/9*z + 1
*
[ -6/7 ] 
f(z) = -196/81*z^3 + 71/18*z + 1
*
[ -3/2 ] 
f(z) = -188/81*z^3 + 62/9*z + 1
*
[ -3/2 ] 
f(z) = -184/81*z^3 + 61/9*z + 1
*
[ -3/4 ] 
f(z) = -184/81*z^3 + 65/18*z + 1
*
3/28 | 0.10700060897003999984918724420150021927 | 0.016055528501222455980125865416018169879
f(z) = -196/81*z^3 + 61/36*z + 1
*
[ -2/3 ] 
f(z) = -189/80*z^3 + 71/20*z + 1
*
-4/3 | 0.14226078849725228618810897827462537320 | 0.024716323841160531199891323538872051983
f(z) = -189/80*z^3 + 79/20*z + 1
*
-21/40 | 0.18723234990064604690981100816687858530 | 0.025377943658722645367427808380031987681
f(z) = -200/81*z^3 + 73/72*z + 1
*
[ 3/4 ] 
f(z) = -194/81*z^3 + 73/72*z + 1
*
[ 3/4 ] 
f(z) = -190/81*z^3 + 71/72*z + 1
*
[ 3/4 ] 
f(z) = -182/81*z^3 + 67/72*z + 1
*
[ 5/7 ] 
f(z) = -196/85*z^3 + 66/85*z + 1
*
[ 5/7 ] 
f(z) = -196/95*z^3 + 62/95*z + 1
*
[ 9/13 ] 
f(z) = -182/81*z^3 + 74/117*z + 1
*
[ 2/3 ] 
f(z) = -195/92*z^3 + 61/138*z + 1
*
[ 2/3 ] 
f(z) = -189/89*z^3 + 79/178*z + 1
*
[ 2/3 ] 
f(z) = -198/97*z^3 + 79/194*z + 1
*
[ 2/3 ] 
f(z) = -189/95*z^3 + 73/190*z + 1
*
[ 2/3 ] 
f(z) = -189/97*z^3 + 71/194*z + 1
*
[ 2/3 ] 
f(z) = -187/96*z^3 + 79/216*z + 1
*
[ 2/3 ] 
f(z) = -185/96*z^3 + 77/216*z + 1
*
[ 2/3 ] 
f(z) = -181/96*z^3 + 73/216*z + 1
*
-3/4 | 0.14760743288842909832759421615669350429 | 0.022230450776872958743715004397956185487
f(z) = -200/81*z^3 + 85/18*z + 1
*
-3/10 | 0.087057745531256591552075373500666445969 | 0.012978034330370427362138900573633232579
f(z) = -200/81*z^3 + 91/18*z + 1
*
-2 | 0.11215607189905592972695251924281084052 | 0.016935004870036162494138621302898120212
f(z) = -199/88*z^3 + 94/11*z + 1
*
-2 | 0.11197160389650055520887158276468578600 | 0.016934499242612014564555527033182842261
f(z) = -197/88*z^3 + 93/11*z + 1
*
-2 | 0.11178521706459280569128769263453050978 | 0.016933997914636857535888243424598987550
f(z) = -195/88*z^3 + 92/11*z + 1
*
-2 | 0.11159686973330506297081673347076915433 | 0.016933501052101630927023135835129995130
f(z) = -193/88*z^3 + 91/11*z + 1
*
-2 | 0.11140651881600462770513053537060533843 | 0.016933008822134269869655222044237670937
f(z) = -191/88*z^3 + 90/11*z + 1
*
-2 | 0.11121411974246242077059235569364164860 | 0.016932521392480575934198980190445634558
f(z) = -189/88*z^3 + 89/11*z + 1
*
-2 | 0.11082299099658932156550548483300476096 | 0.016931561604445601873844396167056619654
f(z) = -185/88*z^3 + 87/11*z + 1
*
[ 2 ] 
f(z) = -185/88*z^3 + 98/11*z + 1
*
-2 | 0.11062416410316073300578511317704113571 | 0.016931089578669560525209605968236365969
f(z) = -183/88*z^3 + 86/11*z + 1
*
[ 2 ] 
f(z) = -183/88*z^3 + 97/11*z + 1
*
[ 3/2 ] 
f(z) = -182/81*z^3 + 97/18*z + 1
*
-2 | 0.11042309444540026046477020340691712095 | 0.016930623016645933134281431245931811621
f(z) = -181/88*z^3 + 85/11*z + 1
*
[ 2 ] 
f(z) = -181/88*z^3 + 96/11*z + 1
*
[ 4/3 ] 
f(z) = -189/80*z^3 + 89/20*z + 1
*
[ 6/7 ] 
f(z) = -196/99*z^3 + 85/66*z + 1
*
2/9 | 0.17356141793356855641787602379025151255 | 0.027374066613468549474225065514451426704
f(z) = -189/80*z^3 + 97/60*z + 1
*
-4/5 | 0.12751692739051168727756043774609888334 | 0.018670684985716188387678321449989432251
f(z) = -185/96*z^3 + 89/60*z + 1
*
-2/3 | 0.13609058655762548453179248865797228064 | 0.021573947810024814620564827520157940109
f(z) = -183/80*z^3 + 91/60*z + 1
*
[ 11/14 ] 
f(z) = -196/99*z^3 + 94/99*z + 1
*
[ 3/4 ] 
f(z) = -188/99*z^3 + 97/132*z + 1
*
[ 2/3 ] 
f(z) = -198/83*z^3 + 93/166*z + 1
*
[ 2/3 ] 
f(z) = -198/85*z^3 + 91/170*z + 1
*
[ 2/3 ] 
f(z) = -198/89*z^3 + 87/178*z + 1
*
[ 2/3 ] 
f(z) = -189/83*z^3 + 85/166*z + 1
*
[ 2/3 ] 
f(z) = -189/85*z^3 + 83/170*z + 1
*
[ 2/3 ] 
f(z) = -198/91*z^3 + 85/182*z + 1
*
[ 2/3 ] 
f(z) = -198/95*z^3 + 81/190*z + 1
*
[ 2/3 ] 
f(z) = -187/80*z^3 + 97/180*z + 1
*
[ 2/3 ] 
f(z) = -181/80*z^3 + 91/180*z + 1
*
[ 2/3 ] 
f(z) = -199/96*z^3 + 91/216*z + 1
*
[ 2/3 ] 
f(z) = -197/96*z^3 + 89/216*z + 1
*
[ 2/3 ] 
f(z) = -193/96*z^3 + 85/216*z + 1
*
[ 2/3 ] 
f(z) = -191/96*z^3 + 83/216*z + 1
*
[ 2/3 ] 
f(z) = -183/98*z^3 + 97/294*z + 1
*
[ 2 ] 
f(z) = -199/88*z^3 + 105/11*z + 1
*
[ -2 ] 
f(z) = -199/88*z^3 + 116/11*z + 1
*
[ 2 ] 
f(z) = -197/88*z^3 + 104/11*z + 1
*
[ -2 ] 
f(z) = -197/88*z^3 + 115/11*z + 1
*
12/7 | 0.11034441472309362182938886809139976452 | 0.015935103427025060303729790090709480721
f(z) = -196/81*z^3 + 113/18*z + 1
*
[ 2 ] 
f(z) = -195/88*z^3 + 103/11*z + 1
*
[ -2 ] 
f(z) = -195/88*z^3 + 114/11*z + 1
*
[ 3/2 ] 
f(z) = -194/81*z^3 + 103/18*z + 1
*
[ 2 ] 
f(z) = -193/88*z^3 + 102/11*z + 1
*
[ -2 ] 
f(z) = -193/88*z^3 + 113/11*z + 1
*
[ 2 ] 
f(z) = -191/88*z^3 + 101/11*z + 1
*
[ -2 ] 
f(z) = -191/88*z^3 + 112/11*z + 1
*
[ 3/2 ] 
f(z) = -190/81*z^3 + 101/18*z + 1
*
[ 2 ] 
f(z) = -189/88*z^3 + 100/11*z + 1
*
[ -2 ] 
f(z) = -189/88*z^3 + 111/11*z + 1
*
[ -2 ] 
f(z) = -185/88*z^3 + 109/11*z + 1
*
[ -2 ] 
f(z) = -183/88*z^3 + 108/11*z + 1
*
[ -2 ] 
f(z) = -181/88*z^3 + 107/11*z + 1
*
[ -3/5 ] 
f(z) = -200/99*z^3 + 112/33*z + 1
*
[ -2/3 ] 
f(z) = -195/88*z^3 + 115/33*z + 1
*
[ -4/3 ] 
f(z) = -189/80*z^3 + 119/20*z + 1
*
[ -2/3 ] 
f(z) = -183/88*z^3 + 113/33*z + 1
*
-4/9 | 0.15799400279700406023566951620597526998 | 0.024918777505891982460537945357158764509
f(z) = -189/80*z^3 + 103/60*z + 1
*
[ 3/4 ] 
f(z) = -196/99*z^3 + 103/132*z + 1
*
15/28 | 0.13980007764160754382056245745963289242 | 0.020977115482365306253316408931931527481
f(z) = -196/99*z^3 + 119/132*z + 1
*
[ 2/3 ] 
f(z) = -199/80*z^3 + 109/180*z + 1
*
[ 2/3 ] 
f(z) = -197/80*z^3 + 107/180*z + 1
*
[ 2/3 ] 
f(z) = -193/80*z^3 + 103/180*z + 1
*
[ 2/3 ] 
f(z) = -191/80*z^3 + 101/180*z + 1
*
[ 12/17 ] 
f(z) = -187/96*z^3 + 113/204*z + 1
*
[ 2/3 ] 
f(z) = -183/86*z^3 + 115/258*z + 1
*
3/5 | 0.097882316497903076739067755221463739949 | 0.013267215385520678740878268282871133247
f(z) = -200/99*z^3 + 115/264*z + 1
*
[ 2/3 ] 
f(z) = -195/94*z^3 + 119/282*z + 1
*
[ 2/3 ] 
f(z) = -195/98*z^3 + 113/294*z + 1
*
[ 2/3 ] 
f(z) = -183/94*z^3 + 103/282*z + 1
*
-9/20 | 0.18069157738539722016889427155854519947 | 0.025838865526378677266002163065590522752
f(z) = -200/81*z^3 + 121/18*z + 1
*
[ -3/20 ] 
f(z) = -200/81*z^3 + 139/18*z + 1
*
[ -3/2 ] 
f(z) = -194/81*z^3 + 127/18*z + 1
*
[ -3/2 ] 
f(z) = -190/81*z^3 + 125/18*z + 1
*
[ -3/2 ] 
f(z) = -182/81*z^3 + 121/18*z + 1
*
[ -3/4 ] 
f(z) = -196/81*z^3 + 133/36*z + 1
*
[ -3/7 ] 
f(z) = -196/99*z^3 + 122/33*z + 1
*
[ -3/4 ] 
f(z) = -188/81*z^3 + 131/36*z + 1
*
[ 15/14 ] 
f(z) = -196/81*z^3 + 128/45*z + 1
*
6/5 | 0.16880457737617428472055012838759078411 | 0.028047181685181141492522232263531648208
f(z) = -200/99*z^3 + 137/66*z + 1
*
3/4 | 0.18795894147379427627232969540559808154 | 0.024728503289478851449831570852041626182
f(z) = -200/81*z^3 + 131/90*z + 1
*
[ 7/8 ] 
f(z) = -192/91*z^3 + 134/91*z + 1
*
[ 9/11 ] 
f(z) = -187/81*z^3 + 131/99*z + 1
*
[ 3/4 ] 
f(z) = -187/81*z^3 + 139/144*z + 1
*
[ 3/4 ] 
f(z) = -185/81*z^3 + 137/144*z + 1
*
[ 3/4 ] 
f(z) = -181/81*z^3 + 133/144*z + 1
*
[ 27/40 ] 
f(z) = -200/81*z^3 + 139/216*z + 1
*
14/15 | 0.21978764336207279162356192495211677093 | 0.027538688515991898963597412124402534153
f(z) = -195/98*z^3 + 139/210*z + 1
*
[ 2/3 ] 
f(z) = -195/82*z^3 + 137/246*z + 1
*
[ 2/3 ] 
f(z) = -195/86*z^3 + 131/258*z + 1
*
[ 2/3 ] 
f(z) = -183/82*z^3 + 121/246*z + 1
*
[ 7/10 ] 
f(z) = -185/98*z^3 + 139/280*z + 1
*
[ -3/10 ] 
f(z) = -200/99*z^3 + 149/33*z + 1
*
-9/28 | 0.18144587122522877455316057235430841418 | 0.025292295151134920161662197733338962875
f(z) = -196/81*z^3 + 145/36*z + 1
*
[ -9/28 ] 
f(z) = -196/81*z^3 + 157/36*z + 1
*
[ 3/2 ] 
f(z) = -196/99*z^3 + 158/33*z + 1
*
[ 3/2 ] 
f(z) = -188/99*z^3 + 152/33*z + 1
*
[ 3/2 ] 
f(z) = -184/99*z^3 + 149/33*z + 1
*
[ -3/5 ] 
f(z) = -190/81*z^3 + 158/45*z + 1
*
[ -2/3 ] 
f(z) = -189/92*z^3 + 157/46*z + 1
*
[ -3/5 ] 
f(z) = -185/81*z^3 + 157/45*z + 1
*
-2/3 | 0.18518664993626898361159869213275820118 | 0.028919263556904301106536045841120373257
f(z) = -183/80*z^3 + 151/60*z + 1
*
[ 9/10 ] 
f(z) = -200/99*z^3 + 151/99*z + 1
*
15/14 | 0.19827941574269005985629351342221158419 | 0.025280861576636446436608043492137826918
f(z) = -182/81*z^3 + 157/126*z + 1
*
[ 3/4 ] 
f(z) = -199/81*z^3 + 151/144*z + 1
*
[ 3/4 ] 
f(z) = -197/81*z^3 + 149/144*z + 1
*
[ 3/4 ] 
f(z) = -193/81*z^3 + 145/144*z + 1
*
[ 3/4 ] 
f(z) = -191/81*z^3 + 143/144*z + 1
*
-3/7 | 0.13305587567319156946775389180285620488 | 0.022282706610946511641699952732604763117
f(z) = -196/85*z^3 + 157/170*z + 1
*
[ 3/4 ] 
f(z) = -184/87*z^3 + 149/174*z + 1
*
[ 3/4 ] 
f(z) = -184/93*z^3 + 145/186*z + 1
*
0 | 0.17573710851433152447766488056641356407 | 0.027648541827104789228968497835014021423
f(z) = -192/85*z^3 + 151/255*z + 1
*
0 | 0.17633995705778308460309315815094046832 | 0.027812297160210736996178425583601802024
f(z) = -189/85*z^3 + 142/255*z + 1
*
[ 7/10 ] 
f(z) = -195/98*z^3 + 153/280*z + 1
*
-3/20 | 0.18687257172169215110496378089249713702 | 0.025383361028967267979649881919083176859
f(z) = -200/81*z^3 + 175/18*z + 1
*
[ 3/2 ] 
f(z) = -200/99*z^3 + 161/33*z + 1
*
-9/7 | 0.13832577896524876819905634393886800376 | 0.018878593064126876153432058003841854476
f(z) = -196/81*z^3 + 169/36*z + 1
*
-2 | 0.091082291485507255240835274956962112532 | 0.013855601302796472651807070959618129019
f(z) = -191/96*z^3 + 179/24*z + 1
*
-2 | 0.11118970560434196893065933648294064870 | 0.016914377149527607043500619937822096306
f(z) = -189/80*z^3 + 179/20*z + 1
*
-2 | 0.11099556941194358973942681845762094413 | 0.016913754666284542760725359933707599172
f(z) = -187/80*z^3 + 177/20*z + 1
*
-2 | 0.090693434694710471807234052481448014680 | 0.013844042517623862365107423951580856225
f(z) = -187/96*z^3 + 175/24*z + 1
*
-2 | 0.090497329407494115157933877434844131257 | 0.013838388243793113948062125909670801961
f(z) = -185/96*z^3 + 173/24*z + 1
*
-2 | 0.11060088688947833566419801467373433160 | 0.016912521318642410284715144863147280344
f(z) = -183/80*z^3 + 173/20*z + 1
*
-2 | 0.11040024232899025131035854933015895750 | 0.016911910849020525847882556131875034087
f(z) = -181/80*z^3 + 171/20*z + 1
*
-2 | 0.090096342295386698521372723821588673205 | 0.013826530497788560955105307947698835434
f(z) = -181/96*z^3 + 169/24*z + 1
*
[ 4/3 ] 
f(z) = -189/88*z^3 + 179/44*z + 1
*
-4/9 | 0.16050683103780226056247393624410919719 | 0.024769402355788772287723315800908508671
f(z) = -189/80*z^3 + 163/60*z + 1
*
-10/9 | 0.17260711041973849256389168506392434236 | 0.026488949668225027118794793248846255912
f(z) = -189/80*z^3 + 169/60*z + 1
*
-22/21 | 0.18547138560904868787783959947724556986 | 0.025542712594615418343221392335724627511
f(z) = -189/88*z^3 + 178/77*z + 1
*
-9/10 | 0.12966128985226011595468738333155389943 | 0.024472163685569693878235028895674158846
f(z) = -200/99*z^3 + 173/99*z + 1
*
[ 9/10 ] 
f(z) = -190/81*z^3 + 161/90*z + 1
*
[ 3/4 ] 
f(z) = -200/87*z^3 + 167/174*z + 1
*
[ 3/4 ] 
f(z) = -200/93*z^3 + 163/186*z + 1
*
33/40 | 0.19402268369024069558613717316889204753 | 0.026298322580568666678642120986169682036
f(z) = -200/99*z^3 + 163/264*z + 1
*
[ 8/11 ] 
f(z) = -187/96*z^3 + 173/264*z + 1
*
[ 3 ] 
f(z) = -193/81*z^3 + 199/9*z + 1
*
[ 3 ] 
f(z) = -191/81*z^3 + 197/9*z + 1
*
[ 3 ] 
f(z) = -190/81*z^3 + 196/9*z + 1
*
[ 3 ] 
f(z) = -188/81*z^3 + 194/9*z + 1
*
[ 3 ] 
f(z) = -187/81*z^3 + 193/9*z + 1
*
[ -3 ] 
f(z) = -187/81*z^3 + 199/9*z + 1
*
[ 3 ] 
f(z) = -185/81*z^3 + 191/9*z + 1
*
[ -3 ] 
f(z) = -185/81*z^3 + 197/9*z + 1
*
[ 3 ] 
f(z) = -184/81*z^3 + 190/9*z + 1
*
[ -3 ] 
f(z) = -184/81*z^3 + 196/9*z + 1
*
[ 3 ] 
f(z) = -182/81*z^3 + 188/9*z + 1
*
[ -3 ] 
f(z) = -182/81*z^3 + 194/9*z + 1
*
[ 3 ] 
f(z) = -181/81*z^3 + 187/9*z + 1
*
[ -3 ] 
f(z) = -181/81*z^3 + 193/9*z + 1
*
-2 | 0.11213015574222733256986557888965046418 | 0.016917540096416874853776803806950153855
f(z) = -199/80*z^3 + 189/20*z + 1
*
-2 | 0.091833436188096175094822110198487318058 | 0.013877564430299437145371194375077286577
f(z) = -199/96*z^3 + 187/24*z + 1
*
-2 | 0.11194595354348570938402981478527977067 | 0.016916901375976241074640645555834255849
f(z) = -197/80*z^3 + 187/20*z + 1
*
-2 | 0.091647567536002733380960268389063021047 | 0.013872017581233728929700695839139719079
f(z) = -197/96*z^3 + 185/24*z + 1
*
-9/7 | 0.083694644696721000878272666626425712578 | 0.011316629955266953164887708661567330071
f(z) = -196/81*z^3 + 181/36*z + 1
*
[ -3/14 ] 
f(z) = -196/99*z^3 + 190/33*z + 1
*
-2 | 0.11157180103425019836949053965962707309 | 0.016915632774329858155491921227357352641
f(z) = -193/80*z^3 + 183/20*z + 1
*
-2 | 0.091273072270879039727026247377654156854 | 0.013861194202206937624950607896262327783
f(z) = -193/96*z^3 + 181/24*z + 1
*
-2 | 0.11138176779156678094104402810042877771 | 0.016915003248297647416611485113777656402
f(z) = -191/80*z^3 + 181/20*z + 1
*
[ 2 ] 
f(z) = -189/80*z^3 + 199/20*z + 1
*
[ -2/9 ] 
f(z) = -189/88*z^3 + 185/33*z + 1
*
[ -3/2 ] 
f(z) = -188/99*z^3 + 196/33*z + 1
*
[ 2 ] 
f(z) = -187/80*z^3 + 197/20*z + 1
*
[ 3/2 ] 
f(z) = -187/81*z^3 + 199/36*z + 1
*
[ 2 ] 
f(z) = -187/96*z^3 + 199/24*z + 1
*
[ 3/2 ] 
f(z) = -185/81*z^3 + 197/36*z + 1
*
[ 2 ] 
f(z) = -185/96*z^3 + 197/24*z + 1
*
[ -3/2 ] 
f(z) = -184/99*z^3 + 193/33*z + 1
*
[ 2 ] 
f(z) = -183/80*z^3 + 193/20*z + 1
*
[ 2 ] 
f(z) = -181/80*z^3 + 191/20*z + 1
*
[ 3/2 ] 
f(z) = -181/81*z^3 + 193/36*z + 1
*
[ 2 ] 
f(z) = -181/96*z^3 + 193/24*z + 1
*
[ 10/9 ] 
f(z) = -189/80*z^3 + 181/60*z + 1
*
-2/3 | 0.10054395507026199410807296030546947604 | 0.015121700812177001714891410813840620706
f(z) = -189/80*z^3 + 193/60*z + 1
*
[ 22/21 ] 
f(z) = -189/88*z^3 + 185/77*z + 1
*
[ 6/7 ] 
f(z) = -182/81*z^3 + 187/126*z + 1
*
-22/63 | 0.13586792271098424707339448166081509371 | 0.016396754110542592654040882267257450001
f(z) = -189/88*z^3 + 197/231*z + 1
*
10/11 | 0.20865892620514353993780412935507098623 | 0.027350743193111075907792302487692898251
f(z) = -187/80*z^3 + 183/220*z + 1
*
9/13 | 0.23360925984271601887763280336971260282 | 0.027606524480798084513765542576600879266
f(z) = -182/81*z^3 + 187/234*z + 1
*
3/4 | 0.25569062795623763028287830480039301355 | 0.029695836231572033304744914556788315555
f(z) = -196/81*z^3 + 187/252*z + 1
*
[ 17/24 ] 
f(z) = -192/85*z^3 + 184/255*z + 1
*
[ 3/4 ] 
f(z) = -190/99*z^3 + 197/264*z + 1
*
0 | 0.17509219383251537122337396687206424752 | 0.027615500233491757012088595378903770868
f(z) = -189/92*z^3 + 199/276*z + 1
*
0 | 0.17497138495433779133754108425871267369 | 0.027737579965931391637275287040596371143
f(z) = -183/92*z^3 + 181/276*z + 1
*
[ 3/4 ] 
f(z) = -182/99*z^3 + 185/264*z + 1
*
-1/8 | 0.17394434664928742881026851872677281876 | 0.027366488413168780289871112887367134989
f(z) = -192/95*z^3 + 199/285*z + 1
*
[ 3 ] 
f(z) = -200/81*z^3 + 206/9*z + 1
*
[ -3 ] 
f(z) = -200/81*z^3 + 212/9*z + 1
*
[ 3 ] 
f(z) = -199/81*z^3 + 205/9*z + 1
*
[ -3 ] 
f(z) = -199/81*z^3 + 211/9*z + 1
*
[ 3 ] 
f(z) = -197/81*z^3 + 203/9*z + 1
*
[ -3 ] 
f(z) = -197/81*z^3 + 209/9*z + 1
*
[ 3 ] 
f(z) = -196/81*z^3 + 202/9*z + 1
*
[ -3 ] 
f(z) = -196/81*z^3 + 208/9*z + 1
*
[ 3 ] 
f(z) = -194/81*z^3 + 200/9*z + 1
*
[ -3 ] 
f(z) = -194/81*z^3 + 206/9*z + 1
*
[ -3 ] 
f(z) = -193/81*z^3 + 205/9*z + 1
*
[ -3 ] 
f(z) = -191/81*z^3 + 203/9*z + 1
*
[ -3 ] 
f(z) = -190/81*z^3 + 202/9*z + 1
*
[ -3 ] 
f(z) = -188/81*z^3 + 200/9*z + 1
*
[ 9/4 ] 
f(z) = -184/81*z^3 + 217/18*z + 1
*
[ -3/2 ] 
f(z) = -200/99*z^3 + 205/33*z + 1
*
[ 2 ] 
f(z) = -199/80*z^3 + 209/20*z + 1
*
[ 3/2 ] 
f(z) = -199/81*z^3 + 211/36*z + 1
*
[ 2 ] 
f(z) = -199/96*z^3 + 211/24*z + 1
*
[ 2 ] 
f(z) = -197/80*z^3 + 207/20*z + 1
*
[ 3/2 ] 
f(z) = -197/81*z^3 + 209/36*z + 1
*
[ 2 ] 
f(z) = -197/96*z^3 + 209/24*z + 1
*
-3/7 | 0.14581786518430060634768610817467104079 | 0.019244492369866003369813594598392293414
f(z) = -196/81*z^3 + 217/36*z + 1
*
[ -3/2 ] 
f(z) = -196/99*z^3 + 202/33*z + 1
*
[ 2 ] 
f(z) = -193/80*z^3 + 203/20*z + 1
*
[ 3/2 ] 
f(z) = -193/81*z^3 + 205/36*z + 1
*
[ 2 ] 
f(z) = -193/96*z^3 + 205/24*z + 1
*
[ 2 ] 
f(z) = -191/80*z^3 + 201/20*z + 1
*
[ 3/2 ] 
f(z) = -191/81*z^3 + 203/36*z + 1
*
[ 2 ] 
f(z) = -191/96*z^3 + 203/24*z + 1
*
[ -2 ] 
f(z) = -189/80*z^3 + 219/20*z + 1
*
[ -2 ] 
f(z) = -187/80*z^3 + 217/20*z + 1
*
[ -2 ] 
f(z) = -183/80*z^3 + 213/20*z + 1
*
[ -2 ] 
f(z) = -181/80*z^3 + 211/20*z + 1
*
[ -2 ] 
f(z) = -181/96*z^3 + 217/24*z + 1
*
[ -15/14 ] 
f(z) = -196/81*z^3 + 212/45*z + 1
*
[ -2/5 ] 
f(z) = -195/88*z^3 + 212/55*z + 1
*
[ -2/5 ] 
f(z) = -185/88*z^3 + 211/55*z + 1
*
[ 6/5 ] 
f(z) = -200/99*z^3 + 203/66*z + 1
*
[ -4/5 ] 
f(z) = -185/96*z^3 + 209/60*z + 1
*
[ 9/8 ] 
f(z) = -184/81*z^3 + 215/72*z + 1
*
[ -2/3 ] 
f(z) = -183/80*z^3 + 211/60*z + 1
*
[ 8/9 ] 
f(z) = -189/80*z^3 + 209/120*z + 1
*
-2/5 | 0.093907669632319289323690466392103552135 | 0.013749708006046272863769579610731325600
f(z) = -185/96*z^3 + 217/120*z + 1
*
-4/7 | 0.11571147189129106698761181083075049104 | 0.016098635375792728521983077487849184894
f(z) = -189/80*z^3 + 213/140*z + 1
*
11/10 | 0.12607176104743568659838728776706883093 | 0.021041893856868304872605898418925485744
f(z) = -200/91*z^3 + 211/182*z + 1
*
[ 3/4 ] 
f(z) = -194/99*z^3 + 203/264*z + 1
*
0 | 0.15420451667926520748987504490400381502 | 0.024321100633619008664308832307655321536
f(z) = -189/88*z^3 + 215/264*z + 1
*
[ 9/4 ] 
f(z) = -200/81*z^3 + 235/18*z + 1
*
[ -9/4 ] 
f(z) = -184/81*z^3 + 233/18*z + 1
*
[ -2 ] 
f(z) = -199/80*z^3 + 229/20*z + 1
*
[ -2 ] 
f(z) = -199/96*z^3 + 235/24*z + 1
*
[ -2 ] 
f(z) = -197/80*z^3 + 227/20*z + 1
*
[ -2 ] 
f(z) = -197/96*z^3 + 233/24*z + 1
*
[ -2 ] 
f(z) = -193/80*z^3 + 223/20*z + 1
*
[ -2 ] 
f(z) = -193/96*z^3 + 229/24*z + 1
*
[ -2 ] 
f(z) = -191/80*z^3 + 221/20*z + 1
*
[ -2 ] 
f(z) = -191/96*z^3 + 227/24*z + 1
*
[ -2 ] 
f(z) = -187/96*z^3 + 223/24*z + 1
*
[ -2 ] 
f(z) = -185/96*z^3 + 221/24*z + 1
*
[ 9/8 ] 
f(z) = -200/81*z^3 + 233/72*z + 1
*
3/20 | 0.14678017085862257294046896228017951240 | 0.022561488285199793161787992411170018200
f(z) = -200/99*z^3 + 223/66*z + 1
*
[ -3/4 ] 
f(z) = -200/99*z^3 + 229/66*z + 1
*
[ -6/7 ] 
f(z) = -196/99*z^3 + 239/66*z + 1
*
[ -4/9 ] 
f(z) = -189/80*z^3 + 223/60*z + 1
*
[ -3/4 ] 
f(z) = -184/99*z^3 + 223/66*z + 1
*
-4/3 | 0.19199085230642403810626476997145298903 | 0.028151083815705422323453334947243444712
f(z) = -183/80*z^3 + 229/60*z + 1
*
[ -3/7 ] 
f(z) = -182/81*z^3 + 236/63*z + 1
*
[ 27/28 ] 
f(z) = -196/81*z^3 + 239/108*z + 1
*
-8/9 | 0.13250446481105091904801424770275056092 | 0.020898573481970685553452392181346604856
f(z) = -189/80*z^3 + 239/120*z + 1
*
[ 5/6 ] 
f(z) = -198/95*z^3 + 237/190*z + 1
*
[ 3/4 ] 
f(z) = -192/85*z^3 + 239/255*z + 1
*
0 | 0.16659177450484150192234512098263145539 | 0.026409190669664948927502132796991976594
f(z) = -183/80*z^3 + 229/240*z + 1
*
-21/40 | 0.15676465191171584265985505833169024752 | 0.021248275236655909279130259897741287269
f(z) = -200/99*z^3 + 235/264*z + 1
*
0 | 0.16318545876704274372493696063779750343 | 0.025611330802886020557134955185461101852
f(z) = -195/88*z^3 + 233/264*z + 1
*
[ 3/4 ] 
f(z) = -192/89*z^3 + 235/267*z + 1
*
[ 3/4 ] 
f(z) = -192/91*z^3 + 233/273*z + 1
*
[ 3/4 ] 
f(z) = -192/95*z^3 + 229/285*z + 1
*
[ 3/4 ] 
f(z) = -192/97*z^3 + 227/291*z + 1
*
[ -9/4 ] 
f(z) = -200/81*z^3 + 251/18*z + 1
*
[ -3/2 ] 
f(z) = -199/81*z^3 + 259/36*z + 1
*
[ -3/2 ] 
f(z) = -197/81*z^3 + 257/36*z + 1
*
-9/28 | 0.17271431867223974086076775360930300038 | 0.022341604068741477329303433605291684860
f(z) = -196/81*z^3 + 253/36*z + 1
*
[ 27/14 ] 
f(z) = -196/81*z^3 + 256/27*z + 1
*
[ -3/2 ] 
f(z) = -193/81*z^3 + 253/36*z + 1
*
[ -3/2 ] 
f(z) = -191/81*z^3 + 251/36*z + 1
*
[ -3/2 ] 
f(z) = -187/81*z^3 + 247/36*z + 1
*
[ -3/2 ] 
f(z) = -185/81*z^3 + 245/36*z + 1
*
[ -3/2 ] 
f(z) = -181/81*z^3 + 241/36*z + 1
*
[ 27/20 ] 
f(z) = -200/81*z^3 + 257/54*z + 1
*
[ -4/3 ] 
f(z) = -189/88*z^3 + 245/44*z + 1
*
[ 4/3 ] 
f(z) = -183/80*z^3 + 259/60*z + 1
*
[ 9/7 ] 
f(z) = -182/81*z^3 + 248/63*z + 1
*
[ -3/4 ] 
f(z) = -182/81*z^3 + 259/72*z + 1
*
[ 11/10 ] 
f(z) = -200/99*z^3 + 251/99*z + 1
*
-2/3 | 0.19379516420280826882292960737401756814 | 0.026962215890088439510668888217816692229
f(z) = -189/80*z^3 + 257/140*z + 1
*
[ 5/6 ] 
f(z) = -198/85*z^3 + 241/170*z + 1
*
[ 6/7 ] 
f(z) = -196/87*z^3 + 259/174*z + 1
*
[ 6/7 ] 
f(z) = -196/93*z^3 + 257/186*z + 1
*
[ 4/5 ] 
f(z) = -195/88*z^3 + 257/220*z + 1
*
[ 14/17 ] 
f(z) = -187/98*z^3 + 257/238*z + 1
*
[ 4/5 ] 
f(z) = -185/88*z^3 + 241/220*z + 1
*
[ 3/4 ] 
f(z) = -192/83*z^3 + 241/249*z + 1
*
0 | 0.16643466858967624273923326446173046063 | 0.026250037358580390171293856754550343852
f(z) = -189/80*z^3 + 247/240*z + 1
*
[ 12/7 ] 
f(z) = -196/81*z^3 + 271/36*z + 1
*
[ -3/4 ] 
f(z) = -194/81*z^3 + 265/72*z + 1
*
[ -3/4 ] 
f(z) = -190/81*z^3 + 263/72*z + 1
*
-10/9 | 0.18967547898919741475982190226693226415 | 0.027056639216545261200750279842687076841
f(z) = -189/80*z^3 + 277/60*z + 1
*
[ 7/5 ] 
f(z) = -185/98*z^3 + 279/70*z + 1
*
9/7 | 0.22217688425067047964447755683746002310 | 0.028513694860754187406118052958206823697
f(z) = -182/81*z^3 + 269/63*z + 1
*
-1 | 0.10877711160858860396017303886082210972 | 0.019316821285205794482689297250356548163
f(z) = -199/80*z^3 + 279/80*z + 1
*
-1 | 0.10855735831962869821420905880385324386 | 0.019302457398149607538125390178767214471
f(z) = -197/80*z^3 + 277/80*z + 1
*
-1 | 0.10351080501341416653550789702950470144 | 0.018393350035878834620768269266558326118
f(z) = -197/81*z^3 + 278/81*z + 1
*
-1 | 0.10419688668641647852662674878912796967 | 0.018503457288320084706385942177896943758
f(z) = -197/82*z^3 + 279/82*z + 1
*
-1 | 0.10339964964389787119574752693541610220 | 0.018385371227977394444894933504759740547
f(z) = -196/81*z^3 + 277/81*z + 1
*
-1 | 0.11688009422075075072455908565505680186 | 0.020755762480477500056790327633706199479
f(z) = -196/83*z^3 + 279/83*z + 1
*
-1 | 0.10397333308581604084450237810933790216 | 0.018487377212362582452284899986475602148
f(z) = -195/82*z^3 + 277/82*z + 1
*
-1 | 0.11676768977588382442028015008512686026 | 0.020749031858562112463694571912400692808
f(z) = -195/83*z^3 + 278/83*z + 1
*
-1 | 0.10317527861971812936655613165911751603 | 0.018369144269130215743050225959516181924
f(z) = -194/81*z^3 + 275/81*z + 1
*
-1 | 0.11665458494820768050295469523433822902 | 0.020742215830563928707886489799247238403
f(z) = -194/83*z^3 + 277/83*z + 1
*
-1 | 0.11657008367543907495065113615631403289 | 0.020700710289701715451892513225561741994
f(z) = -194/85*z^3 + 279/85*z + 1
*
-1 | 0.10810972290834983395431102472666816594 | 0.019272709954821184491841239163956489935
f(z) = -193/80*z^3 + 273/80*z + 1
*
-1 | 0.10306204553288853964891919143105935597 | 0.018360893173914535224154775438798019911
f(z) = -193/81*z^3 + 274/81*z + 1
*
-1 | 0.10374699361968460299678931169285924011 | 0.018470931397361947785188346322644706661
f(z) = -193/82*z^3 + 275/82*z + 1
*
-1 | 0.11654077077109937960305822422175859616 | 0.020735312935055042539246376350293288673
f(z) = -193/83*z^3 + 276/83*z + 1
*
-1 | 0.087597302274588885984451841031698325009 | 0.015575574254208408089735421129028830214
f(z) = -193/84*z^3 + 277/84*z + 1
*
-1 | 0.11645567829704172152142776990445358729 | 0.020693588986247369266775885893315436315
f(z) = -193/85*z^3 + 278/85*z + 1
*
-1 | 0.10357680520910283834943016878764792863 | 0.018393342183199126121247023039550974756
f(z) = -193/86*z^3 + 279/86*z + 1
*
-1 | 0.11642623810107904207168258939417164908 | 0.020728321677457552599273861676707595407
f(z) = -192/83*z^3 + 275/83*z + 1
*
-1 | 0.11634054599858676595520440779313738718 | 0.020686376930831589615121213237676071928
f(z) = -192/85*z^3 + 277/85*z + 1
*
-1 | 0.10788170255777205874286462816928740329 | 0.019257303532314473739071630425553329507
f(z) = -191/80*z^3 + 271/80*z + 1
*
-1 | 0.10283343934522679469944834678412608519 | 0.018344108145290513346647320270570326333
f(z) = -191/81*z^3 + 272/81*z + 1
*
-1 | 0.10351844866027143985770189611727235822 | 0.018454223934084002562376823018310815990
f(z) = -191/82*z^3 + 273/82*z + 1
*
-1 | 0.11631097761303830060689992502067703317 | 0.020721240529085655637099952288696464926
f(z) = -191/83*z^3 + 274/83*z + 1
*
-1 | 0.087365874217020883596124663363880856411 | 0.015554465848415314757044319429942565838
f(z) = -191/84*z^3 + 275/84*z + 1
*
-1 | 0.11622467727194430740509096876468169881 | 0.020679072551725242555841812134878685940
f(z) = -191/85*z^3 + 276/85*z + 1
*
-1 | 0.10334519222061297714262412450773863381 | 0.018375688216993701384468051812503653632
f(z) = -191/86*z^3 + 277/86*z + 1
*
-1 | 0.095794000127413866317192932036584420763 | 0.017022112575128823250768226814638844342
f(z) = -191/87*z^3 + 278/87*z + 1
*
-1 | 0.10753646500606369874160068378150098078 | 0.019096505187961867163799044326425378248
f(z) = -191/88*z^3 + 279/88*z + 1
*
-1 | 0.10271804776562114659045452851954700511 | 0.018335571066929160245674121189678469888
f(z) = -190/81*z^3 + 271/81*z + 1
*
-1 | 0.11619497979530397079548219676388306184 | 0.020714067926153589356224523100387033475
f(z) = -190/83*z^3 + 273/83*z + 1
*
-1 | 0.095676757110963677296127900190216093885 | 0.017012172704957551457177495026761325591
f(z) = -190/87*z^3 + 277/87*z + 1
*
-1 | 0.11593196382073232184235150020471898330 | 0.020587391899374658903673668337275100903
f(z) = -190/89*z^3 + 279/89*z + 1
*
-1 | 0.10765078373668746613592449989175234854 | 0.019241525868372621801514206886761189511
f(z) = -189/80*z^3 + 269/80*z + 1
*
-1 | 0.10328631929444342227646910547678197497 | 0.018437009745220714224069898965746706669
f(z) = -189/82*z^3 + 271/82*z + 1
*
-1 | 0.11607823494452996241414612938921229048 | 0.020706802268747960549188749440561025680
f(z) = -189/83*z^3 + 272/83*z + 1
*
-1 | 0.11599069153659099530293684494499063563 | 0.020664180353301888846881713471336794275
f(z) = -189/85*z^3 + 274/85*z + 1
*
-1 | 0.10311122869533329722408900883515345549 | 0.018357740933784853171213439650014013900
f(z) = -189/86*z^3 + 275/86*z + 1
*
-1 | 0.10730057226596833371825431985134225858 | 0.019078989734281617366361442099011511984
f(z) = -189/88*z^3 + 277/88*z + 1
*
-1 | 0.11581330640004987522180269095109444238 | 0.020579442727283859570708244845323973032
f(z) = -189/89*z^3 + 278/89*z + 1
*
-1 | 0.10248504004744803546383354146960590848 | 0.018318199652104596360743250756159906794
f(z) = -188/81*z^3 + 269/81*z + 1
*
-1 | 0.11596073316041010299608969053157827490 | 0.020699441919762920220919442292821507693
f(z) = -188/83*z^3 + 271/83*z + 1
*
-1 | 0.11587255453052376572744348204546486007 | 0.020656589205063135273790140619969307695
f(z) = -188/85*z^3 + 273/85*z + 1
*
-1 | 0.095439964957343262834351129620048271496 | 0.016991962694900063912240838979596105215
f(z) = -188/87*z^3 + 275/87*z + 1
*
-1 | 0.11569386367639707104075519777430167459 | 0.020571391100599333285884377839799332556
f(z) = -188/89*z^3 + 277/89*z + 1
*
-1 | 0.11560331905524177547572696045036002596 | 0.020529030612635013476076360425764870184
f(z) = -188/91*z^3 + 279/91*z + 1
*
-1 | 0.10741689027519225873185348479342563456 | 0.019225364189527237568031805339720197591
f(z) = -187/80*z^3 + 267/80*z + 1
*
-1 | 0.10236740429633705866158159663292249667 | 0.018309361952222539217777226680004186970
f(z) = -187/81*z^3 + 268/81*z + 1
*
-1 | 0.10305052786262262233353486339251786455 | 0.018419275074375053349030593422719179029
f(z) = -187/82*z^3 + 269/82*z + 1
*
-1 | 0.11584246434020417326393751676358263391 | 0.020691985203796569122298733469588606183
f(z) = -187/83*z^3 + 270/83*z + 1
*
-1 | 0.086897138775690798679517949948314786279 | 0.015511477273887121544460084245087709396
f(z) = -187/84*z^3 + 271/84*z + 1
*
-1 | 0.10287287740440931343651609066388721482 | 0.018339138008094273941396386128702472603
f(z) = -187/86*z^3 + 273/86*z + 1
*
-1 | 0.095320394990428898971697585467570646215 | 0.016981688852237075802537166218625880114
f(z) = -187/87*z^3 + 274/87*z + 1
*
-1 | 0.11557362490535164452150912663975591428 | 0.020563235197389202661150120946692023869
f(z) = -187/89*z^3 + 276/89*z + 1
*
-1 | 0.089129593699493909092997098778914813584 | 0.015848029207134719590157350154349155756
f(z) = -187/90*z^3 + 277/90*z + 1
*
-1 | 0.11548239881677401699738849626387386632 | 0.020520642112141017003855199393827421241
f(z) = -187/91*z^3 + 278/91*z + 1
*
-1 | 0.10687910116662657490101953147965706024 | 0.018979769418662758096596175259530166693
f(z) = -187/92*z^3 + 279/92*z + 1
*
-1 | 0.11572341817306906018429171279541764379 | 0.020684430406006894225538868551229542092
f(z) = -186/83*z^3 + 269/83*z + 1
*
-1 | 0.11563394069332226896259630383562443974 | 0.020641108193268251226770899448411906618
f(z) = -186/85*z^3 + 271/85*z + 1
*
-1 | 0.11545257911476582116551112357188863591 | 0.020554973152231428050384100489982847497
f(z) = -186/89*z^3 + 275/89*z + 1
*
-1 | 0.11536066108235469773162093062131816943 | 0.020512144735580768533218230203430410130
f(z) = -186/91*z^3 + 277/91*z + 1
*
-1 | 0.10212981847041075277617302524009484759 | 0.018291373867263315248210167442523702862
f(z) = -185/81*z^3 + 266/81*z + 1
*
-1 | 0.10281229778974935852666959342842351062 | 0.018401238977466012625028434610223641323
f(z) = -185/82*z^3 + 267/82*z + 1
*
-1 | 0.11560358413418651613331711828977816668 | 0.020676775770925448862483144578943560834
f(z) = -185/83*z^3 + 268/83*z + 1
*
-1 | 0.086657602459958439394371286885565661489 | 0.015489199813936716970773578137943592247
f(z) = -185/84*z^3 + 269/84*z + 1
*
-1 | 0.10263201056880979021650988339394887931 | 0.018320213092640809476609298254265882081
f(z) = -185/86*z^3 + 271/86*z + 1
*
-1 | 0.095077819938132800229812862246500925204 | 0.016960609528076852597749173479266134208
f(z) = -185/87*z^3 + 272/87*z + 1
*
-1 | 0.10681933529019138825523632640563069236 | 0.019042672677645446759869845259934556234
f(z) = -185/88*z^3 + 273/88*z + 1
*
-1 | 0.11533071509813491148650373352436193214 | 0.020546603054878039981350345298595974910
f(z) = -185/89*z^3 + 274/89*z + 1
*
-1 | 0.11523809439970271396547338302877441997 | 0.020503536518653390167014352527574624794
f(z) = -185/91*z^3 + 276/91*z + 1
*
-1 | 0.10663408934310332391293776956180359940 | 0.018960483182313781268084865882264923988
f(z) = -185/92*z^3 + 277/92*z + 1
*
-1 | 0.094800973256854602118387322540490690879 | 0.016845656688974108480935009012594482212
f(z) = -185/93*z^3 + 278/93*z + 1
*
-1 | 0.10226213440314979240950367887028451888 | 0.018159880744189310138214933792422377550
f(z) = -185/94*z^3 + 279/94*z + 1
*
-1 | 0.10200984755268614066157907053442970127 | 0.018282219880539791080337333493080297503
f(z) = -184/81*z^3 + 265/81*z + 1
*
-1 | 0.11548295147867857038636989255375434912 | 0.020669019501226896182892912033485292452
f(z) = -184/83*z^3 + 267/83*z + 1
*
-1 | 0.11539213582881265535061558486471275916 | 0.020625216923526948794147522650033256328
f(z) = -184/85*z^3 + 269/85*z + 1
*
-1 | 0.094955826294710354471283131246594139704 | 0.016949984341781497235217530480975977857
f(z) = -184/87*z^3 + 271/87*z + 1
*
-1 | 0.11520802140771793021412217950428641578 | 0.020538122948868344294141613795308028554
f(z) = -184/89*z^3 + 273/89*z + 1
*
-1 | 0.11511468706750203384034337047302943042 | 0.020494815449275692318839691225786402706
f(z) = -184/91*z^3 + 275/91*z + 1
*
-1 | 0.094675804629583056216216919499288419998 | 0.016834194510494356820039254602029932482
f(z) = -184/93*z^3 + 277/93*z + 1
*
-1 | 0.11492537088021041084032637386293423484 | 0.020408639442617236539203838213068354294
f(z) = -184/95*z^3 + 279/95*z + 1
*
-1 | 0.10693985905303505096040791679169660768 | 0.019191834690047100816077438091919174230
f(z) = -183/80*z^3 + 263/80*z + 1
*
-1 | 0.10257089270728731049836473669542066581 | 0.018382770475657898722184963428331167584
f(z) = -183/82*z^3 + 265/82*z + 1
*
-1 | 0.11536150923530117014507722531943468166 | 0.020661159756452436913603590631508458334
f(z) = -183/83*z^3 + 266/83*z + 1
*
-1 | 0.11527000918798516419522862556274631386 | 0.020617112790602988389478916787790581087
f(z) = -183/85*z^3 + 268/85*z + 1
*
-1 | 0.10238854040898416195590856791789789257 | 0.018300951284509494228167667167516461331
f(z) = -183/86*z^3 + 269/86*z + 1
*
-1 | 0.10657381542516061914986462561060655902 | 0.019023840591875437846906008576590251182
f(z) = -183/88*z^3 + 271/88*z + 1
*
-1 | 0.11508448634739884676991796187815658221 | 0.020529530830088741257759437807115163980
f(z) = -183/89*z^3 + 272/89*z + 1
*
-1 | 0.11499042712794979955545951303459389926 | 0.020485979466081296826934303467733150945
f(z) = -183/91*z^3 + 274/91*z + 1
*
-1 | 0.10638569221142507381174918288962083473 | 0.018940720631400110832242247212125654881
f(z) = -183/92*z^3 + 275/92*z + 1
*
-1 | 0.10201160363365161526110579555152376798 | 0.018138564384165265757903526673164370475
f(z) = -183/94*z^3 + 277/94*z + 1
*
-1 | 0.11479961755965575450397676214279014460 | 0.020399315312890580381812354437747275249
f(z) = -183/95*z^3 + 278/95*z + 1
*
-1 | 0.10176749596134383677365216540924793465 | 0.018263582695966868992411752482557934618
f(z) = -182/81*z^3 + 263/81*z + 1
*
-1 | 0.11523924619990613074787029425968409479 | 0.020653194651685037725073066012911080806
f(z) = -182/83*z^3 + 265/83*z + 1
*
-1 | 0.11514705123015757004953676059057780405 | 0.020608900421325917538570691975906965855
f(z) = -182/85*z^3 + 267/85*z + 1
*
-1 | 0.094710369542168879430913049431553250816 | 0.016928553256112590981551216408157064556
f(z) = -182/87*z^3 + 269/87*z + 1
*
-1 | 0.11496009796527645049636979036143409072 | 0.020520824645276670976641275232474678732
f(z) = -182/89*z^3 + 271/89*z + 1
*
-1 | 0.094425963150882873539827360268742873926 | 0.016811431605270713390635405793592842109
f(z) = -182/93*z^3 + 275/93*z + 1
*
-1 | 0.11467297530906086264016057238148953193 | 0.020389868129482500108748502493983382818
f(z) = -182/95*z^3 + 277/95*z + 1
*
-1 | 0.11457540275008089343840231525825528079 | 0.020346491517145976194139267713543701299
f(z) = -182/97*z^3 + 279/97*z + 1
*
-1 | 0.10669655271844731836876054559079016825 | 0.019174438209991787620817164302108115396
f(z) = -181/80*z^3 + 261/80*z + 1
*
-1 | 0.10164509310715029099357804480907584813 | 0.018254095636233510575977359190111330967
f(z) = -181/81*z^3 + 262/81*z + 1
*
-1 | 0.10232622481613591733665771515008940188 | 0.018363854305754675343796720293992921035
f(z) = -181/82*z^3 + 263/82*z + 1
*
-1 | 0.11511615092866094658669177515721928338 | 0.020645122256174265423324010636988256970
f(z) = -181/83*z^3 + 264/83*z + 1
*
-1 | 0.086168796202618737116642595004980077607 | 0.015443184327905755859552874279503586669
f(z) = -181/84*z^3 + 265/84*z + 1
*
-1 | 0.11502325026461278634607365503407165119 | 0.020600577828573954834369515858717051041
f(z) = -181/85*z^3 + 266/85*z + 1
*
-1 | 0.10214041893400791604925831781638176032 | 0.018280986793104879149738285163547090099
f(z) = -181/86*z^3 + 267/86*z + 1
*
-1 | 0.094585849176334153215061245617863201993 | 0.016917558475103389613699951947024441422
f(z) = -181/87*z^3 + 268/87*z + 1
*
-1 | 0.10632490451288642100078749379667397855 | 0.019004537910667571345061177683653571905
f(z) = -181/88*z^3 + 269/88*z + 1
*
-1 | 0.11483484404597015112595473583553113397 | 0.020512002290466060257428060254551394820
f(z) = -181/89*z^3 + 270/89*z + 1
*
-1 | 0.088388012352068686810716419917900193124 | 0.015777604006297944670335309786976784208
f(z) = -181/90*z^3 + 271/90*z + 1
*
-1 | 0.11473930026641367215813843335166339741 | 0.020467954256941331791004768187578714412
f(z) = -181/91*z^3 + 272/91*z + 1
*
-1 | 0.10613381193929695254166037903194253149 | 0.018920464495498444428629829306573249233
f(z) = -181/92*z^3 + 273/92*z + 1
*
-1 | 0.094299197777984583342677063506377127334 | 0.016799758706854836426186037190167917075
f(z) = -181/93*z^3 + 274/93*z + 1
*
-1 | 0.10175819366037067424618971865051657135 | 0.018116848967308824406627204082548886048
f(z) = -181/94*z^3 + 275/94*z + 1
*
-1 | 0.11454543104003086548463925035620794945 | 0.020380295601106583431070313123973492811
f(z) = -181/95*z^3 + 276/95*z + 1
*
-1 | 0.085595357919192553863685622678739964522 | 0.015219610860923471456278967954380030295
f(z) = -181/96*z^3 + 277/96*z + 1
*
-1 | 0.11444706343734430233136272123977402700 | 0.020336668216508456590150243921253659565
f(z) = -181/97*z^3 + 278/97*z + 1
*
-1 | 0.10156210505538632941268871434937404169 | 0.018035568362612170324484454696193021220
f(z) = -181/98*z^3 + 279/98*z + 1
*
-4/11 | 0.18246892810863916933760776785719416839 | 0.023823586044692721653278788213657653575
f(z) = -187/96*z^3 + 265/132*z + 1
*
-2/3 | 0.21843030099592939809366758080005148371 | 0.029534684045147225802545149628730699714
f(z) = -181/80*z^3 + 271/180*z + 1
*
1/12 | 0.17854567411579702141373711172702952327 | 0.028090410617155775293631594145714217215
f(z) = -192/91*z^3 + 277/273*z + 1
*
[ 18/7 ] 
f(z) = -196/81*z^3 + 299/18*z + 1
*
[ -27/14 ] 
f(z) = -196/81*z^3 + 284/27*z + 1
*
[ -3/8 ] 
f(z) = -200/81*z^3 + 289/72*z + 1
*
[ 7/5 ] 
f(z) = -195/98*z^3 + 293/70*z + 1
*
[ -10/9 ] 
f(z) = -189/80*z^3 + 289/60*z + 1
*
[ -3/8 ] 
f(z) = -184/81*z^3 + 287/72*z + 1
*
[ 3/2 ] 
f(z) = -182/99*z^3 + 295/66*z + 1
*
-1 | 0.10384025171370215019118630752115592573 | 0.018416764783967092606031346042963813619
f(z) = -200/81*z^3 + 281/81*z + 1
*
[ -1/2 ] 
f(z) = -200/81*z^3 + 293/81*z + 1
*
-1 | 0.11732288156874056855677978312699688604 | 0.020781859026557927947295488454605217961
f(z) = -200/83*z^3 + 283/83*z + 1
*
[ -1/2 ] 
f(z) = -200/83*z^3 + 299/83*z + 1
*
-1 | 0.096816351811062435668140831788372177928 | 0.017106927475001819128161071134015224248
f(z) = -200/87*z^3 + 287/87*z + 1
*
-1 | 0.11707755946518358038666440996187609571 | 0.020661620790188638494886852973857531109
f(z) = -200/89*z^3 + 289/89*z + 1
*
-1 | 0.11699445531364184389836539494256604076 | 0.020621855974720601089269603886732141712
f(z) = -200/91*z^3 + 291/91*z + 1
*
-1 | 0.096565992767092405187361615826793123651 | 0.017000538436771693498499319918487046307
f(z) = -200/93*z^3 + 293/93*z + 1
*
-1 | 0.11674097079104927168094127823184477228 | 0.020503418135086000382397195466285793017
f(z) = -200/97*z^3 + 297/97*z + 1
*
-1 | 0.10309192479176700157577226074514738148 | 0.018084895230433233248680821421157934727
f(z) = -200/99*z^3 + 299/99*z + 1
*
-1 | 0.10373109781612342682494994734361076587 | 0.018409045434062092895211415864322460105
f(z) = -199/81*z^3 + 280/81*z + 1
*
-1 | 0.10441837560813894844162364415819062032 | 0.018519298932374098024339784669589029843
f(z) = -199/82*z^3 + 281/82*z + 1
*
-1 | 0.11721319236769652507541956694382311314 | 0.020775456045965462431733799179131627863
f(z) = -199/83*z^3 + 282/83*z + 1
*
-1 | 0.088270396386392473953599684467516514000 | 0.015635679156461830205622143998863952537
f(z) = -199/84*z^3 + 283/84*z + 1
*
-1 | 0.11713152674735126840829647520160125563 | 0.020735008128746339638572557866741939332
f(z) = -199/85*z^3 + 284/85*z + 1
*
-1 | 0.10425504132155327527578705624499002564 | 0.018444093919804417872860994463355174736
f(z) = -199/86*z^3 + 285/86*z + 1
*
-1 | 0.096704531433278578050603072853806509384 | 0.017097714188391120177057197168876707335
f(z) = -199/87*z^3 + 286/87*z + 1
*
-1 | 0.10845041866362964290550843503595180262 | 0.019162604374236614527457596173133084785
f(z) = -199/88*z^3 + 287/88*z + 1
*
-1 | 0.11696620993484947289254491670923656609 | 0.020654604662196329410991761683549581833
f(z) = -199/89*z^3 + 288/89*z + 1
*
-1 | 0.090525284264876659969573638295909987184 | 0.015975726722943260727945098265200331877
f(z) = -199/90*z^3 + 289/90*z + 1
*
-1 | 0.11688253333088064466656126028325006829 | 0.020614636342210572335857228996127153416
f(z) = -199/91*z^3 + 290/91*z + 1
*
-1 | 0.10828306214243092046439351725852139727 | 0.019086355041498775476801169160727121771
f(z) = -199/92*z^3 + 291/92*z + 1
*
-1 | 0.096454521983861348487936890841860652265 | 0.016991140596113337590458612846917502987
f(z) = -199/93*z^3 + 292/93*z + 1
*
-1 | 0.10391964962838873928233898636277728013 | 0.018295156992838576296990978009380672838
f(z) = -199/94*z^3 + 293/94*z + 1
*
-1 | 0.11671307744364606343167327734819467813 | 0.020535134936321408515715390933922314023
f(z) = -199/95*z^3 + 294/95*z + 1
*
-1 | 0.087768220748727111490208502296745052757 | 0.015433198712718776304314991859911343336
f(z) = -199/96*z^3 + 295/96*z + 1
*
-1 | 0.11662727048541188595014509412906015055 | 0.020495589324640593721716025628235468307
f(z) = -199/97*z^3 + 296/97*z + 1
*
-1 | 0.10374868423863658852341043079171395951 | 0.018221560429861259645102710793298497996
f(z) = -199/98*z^3 + 297/98*z + 1
*
-1 | 0.10297761037861914602099891004488882661 | 0.018075464378904827028966033441084257559
f(z) = -199/99*z^3 + 298/99*z + 1
*
-1 | 0.11710283697179266310245050801612168236 | 0.020768973191541013762743911621473035956
f(z) = -198/83*z^3 + 281/83*z + 1
*
-1 | 0.11702061971563308562912373308034751234 | 0.020728318207099743703900918452439604351
f(z) = -198/85*z^3 + 283/85*z + 1
*
-1 | 0.11685417132255424850016767311836658432 | 0.020647502168512419294777852188873440146
f(z) = -198/89*z^3 + 287/89*z + 1
*
-1 | 0.11676991422715596344601382386905242956 | 0.020607328154818798746179816172081476632
f(z) = -198/91*z^3 + 289/91*z + 1
*
-1 | 0.11659926650836872961922210116954988845 | 0.020527416072404496524862556237089603860
f(z) = -198/95*z^3 + 293/95*z + 1
*
-1 | 0.11651284759735764776928381350083124117 | 0.020487665287219776890533142214380244373
f(z) = -198/97*z^3 + 295/97*z + 1
*
-1 | 0.11699180707718786889916166731746927969 | 0.020762409125513153484536402432212956070
f(z) = -197/83*z^3 + 280/83*z + 1
*
-1 | 0.088048457995533417565465074549038488624 | 0.015615984300245807920687630885231290164
f(z) = -197/84*z^3 + 281/84*z + 1
*
-1 | 0.11690903059901454945498092739092573686 | 0.020721544883506099054376646504176923353
f(z) = -197/85*z^3 + 282/85*z + 1
*
-1 | 0.10403133055312680606374814609728692781 | 0.018427474819851017532722961270295519510
f(z) = -197/86*z^3 + 283/86*z + 1
*
-1 | 0.096481939149258438258204445742100423947 | 0.017079550212405325471176589457174065495
f(z) = -197/87*z^3 + 284/87*z + 1
*
-1 | 0.10822622063254218023586448687183664211 | 0.019146647995423216923461823960719217607
f(z) = -197/88*z^3 + 285/88*z + 1
*
-1 | 0.11674143484388940317516590325212365461 | 0.020640311858401964349607733613732179349
f(z) = -197/89*z^3 + 286/89*z + 1
*
-1 | 0.090299927113536710970653481940802145568 | 0.015955510357835194380660957044538492351
f(z) = -197/90*z^3 + 287/90*z + 1
*
-1 | 0.11665658904600750435080575925642055035 | 0.020599929922733105091714494576092173985
f(z) = -197/91*z^3 + 288/91*z + 1
*
-1 | 0.10805652557682749901320232777527665546 | 0.019069606212945229935147167973612160187
f(z) = -197/92*z^3 + 289/92*z + 1
*
-1 | 0.096227387914855277731148146855819634196 | 0.016971677046132894756281233999162531051
f(z) = -197/93*z^3 + 290/93*z + 1
*
-1 | 0.10369191275636610899854084216131247248 | 0.018277102832545452886154201467816907840
f(z) = -197/94*z^3 + 291/94*z + 1
*
-1 | 0.11648473239054935800671025760797027556 | 0.020519602654602550815321537144029538722
f(z) = -197/95*z^3 + 292/95*z + 1
*
-1 | 0.087539262056516272895930185907067936546 | 0.015411373576491474938582634132405808458
f(z) = -197/96*z^3 + 293/96*z + 1
*
-1 | 0.11639769261448738983409772396182224105 | 0.020479644410619443826999465210650613650
f(z) = -197/97*z^3 + 294/97*z + 1
*
-1 | 0.10351848156622337929844940397074761954 | 0.018202730815568128952910905911204346206
f(z) = -197/98*z^3 + 295/98*z + 1
*
-1 | 0.10274677719711023411968439200434393502 | 0.018056289417540002428624357185022657052
f(z) = -197/99*z^3 + 296/99*z + 1
*
[ -1/2 ] 
f(z) = -196/81*z^3 + 292/81*z + 1
*
[ -1/2 ] 
f(z) = -196/83*z^3 + 298/83*z + 1
*
-1 | 0.096368048988641440056953484580593050151 | 0.017070047905130679150530324716011204059
f(z) = -196/87*z^3 + 283/87*z + 1
*
-1 | 0.11662799154152440041394644783489755148 | 0.020633032248631624173630487826979217875
f(z) = -196/89*z^3 + 285/89*z + 1
*
-1 | 0.096111706176112617020627849066160822307 | 0.016961607634974767863561588500401214259
f(z) = -196/93*z^3 + 289/93*z + 1
*
-1 | 0.11628179583009520304027486427037813334 | 0.020471525045823798355502172917919262764
f(z) = -196/97*z^3 + 293/97*z + 1
*
-1 | 0.10263023880424145878860520325143553245 | 0.018046541856354210318686507582549032000
f(z) = -196/99*z^3 + 295/99*z + 1
*
-1 | 0.10380549312863580754073142855635212400 | 0.018410600115884861112305291091569175094
f(z) = -195/86*z^3 + 281/86*z + 1
*
-1 | 0.10799921157172068206378135484313727524 | 0.019130321040980175178267400647879472245
f(z) = -195/88*z^3 + 283/88*z + 1
*
-1 | 0.11651383228054195722144521392078778545 | 0.020625661822537944446060997582217547959
f(z) = -195/89*z^3 + 284/89*z + 1
*
-1 | 0.10782711085773668607677572818380320792 | 0.019052469244885510831191588204569262345
f(z) = -195/92*z^3 + 287/92*z + 1
*
-1 | 0.10346126277111111289108557377001655473 | 0.018258643138922448579854460781226115735
f(z) = -195/94*z^3 + 289/94*z + 1
*
-1 | 0.11616514733770917666084458000742555755 | 0.020463305505920061969134675979007357197
f(z) = -195/97*z^3 + 292/97*z + 1
*
-1 | 0.10328464073696366996679648127412666440 | 0.018183363050095178709137942655124651582
f(z) = -195/98*z^3 + 293/98*z + 1
*
-1 | 0.096141237527536825252146355764918039354 | 0.017051293004045331087073865896742951623
f(z) = -194/87*z^3 + 281/87*z + 1
*
-1 | 0.11639894774361205418836936538969447285 | 0.020618199029062561886398161008456352758
f(z) = -194/89*z^3 + 283/89*z + 1
*
-1 | 0.11631228477569961818742051569638060486 | 0.020577179551570861755668325781746426748
f(z) = -194/91*z^3 + 285/91*z + 1
*
-1 | 0.095880200219666965321146498768108877792 | 0.016941514535141592146923111814634049116
f(z) = -194/93*z^3 + 287/93*z + 1
*
-1 | 0.11613669488026562796710560525865648499 | 0.020495578831701504537029742255194263057
f(z) = -194/95*z^3 + 289/95*z + 1
*
-1 | 0.10239486781626174122098588116319186831 | 0.018026717648283014301580270371600326903
f(z) = -194/99*z^3 + 293/99*z + 1
*
-1 | 0.096025196922437616978279587719790315816 | 0.017041487559434142707213959003935120786
f(z) = -193/87*z^3 + 280/87*z + 1
*
-1 | 0.10776931838172591155709173616482664954 | 0.019113611097909248035150390574417902858
f(z) = -193/88*z^3 + 281/88*z + 1
*
-1 | 0.11628332842599782795618606138872511967 | 0.020610642281752915221593965556577957450
f(z) = -193/89*z^3 + 282/89*z + 1
*
-1 | 0.089841257985672314879475807707787530653 | 0.015913931990606035288168010506407688839
f(z) = -193/90*z^3 + 283/90*z + 1
*
-1 | 0.11619604208857295588348276609556307923 | 0.020569405557493895489957352343860762201
f(z) = -193/91*z^3 + 284/91*z + 1
*
-1 | 0.10759474192652666273157112326513020354 | 0.019034931071095463554138426457488844449
f(z) = -193/92*z^3 + 285/92*z + 1
*
-1 | 0.095763322787658975178983279501021094087 | 0.016931305063855423241536468614229979793
f(z) = -193/93*z^3 + 286/93*z + 1
*
-1 | 0.10322762204927141246456737312220949519 | 0.018239764366043882413621655437168454517
f(z) = -193/94*z^3 + 287/94*z + 1
*
-1 | 0.11601917097969432500248483403937238156 | 0.020487370764224219048976067882848785197
f(z) = -193/95*z^3 + 288/95*z + 1
*
-1 | 0.087072418259419114693316787043054211364 | 0.015366371622187912498551787982344192368
f(z) = -193/96*z^3 + 289/96*z + 1
*
-1 | 0.11592955457009411334545217128701241498 | 0.020446558956859492800122812559003264516
f(z) = -193/97*z^3 + 290/97*z + 1
*
-1 | 0.10304838509193280767046984599545688994 | 0.018163672373160729647628704466923447114
f(z) = -193/98*z^3 + 291/98*z + 1
*
-1 | 0.10227601434247501566469756861588529591 | 0.018016637308034779683393937205872997554
f(z) = -193/99*z^3 + 292/99*z + 1
*
[ -1/2 ] 
f(z) = -192/83*z^3 + 297/83*z + 1
*
[ -5/8 ] 
f(z) = -192/85*z^3 + 296/85*z + 1
*
-1 | 0.11616696463038615905950572463885327600 | 0.020602989957726974342730859805183522248
f(z) = -192/89*z^3 + 281/89*z + 1
*
-1 | 0.11607904577373588071529199292669291695 | 0.020561533547006620389690767775048457399
f(z) = -192/91*z^3 + 283/91*z + 1
*
-1 | 0.11590087435957983156198235655761961351 | 0.020479059733916578002038731802681983008
f(z) = -192/95*z^3 + 287/95*z + 1
*
-1 | 0.11581058943114591385036121276835295612 | 0.020438028374055268843870887072183691370
f(z) = -192/97*z^3 + 289/97*z + 1
*
-1 | 0.11604984646153540257664444232101955630 | 0.020595240396600424091064860529519464254
f(z) = -191/89*z^3 + 280/89*z + 1
*
-1 | 0.089606489583493787250664396108452439743 | 0.015892311647376752762517199860265163665
f(z) = -191/90*z^3 + 281/90*z + 1
*
-1 | 0.11596128573114285306058425710892154838 | 0.020553561813959703779496157243785691650
f(z) = -191/91*z^3 + 282/91*z + 1
*
-1 | 0.10735933958982359751412804113146930273 | 0.019016978024298146496556012815656185732
f(z) = -191/92*z^3 + 283/92*z + 1
*
-1 | 0.095528302113223271442719635654537511723 | 0.016910734247624862143758933066197098129
f(z) = -191/93*z^3 + 284/93*z + 1
*
-1 | 0.10299090973733418489482264638647067278 | 0.018220452344579145357762868001486758802
f(z) = -191/94*z^3 + 285/94*z + 1
*
-1 | 0.11578179448582225011345549384269882867 | 0.020470643939818459473687641735492715820
f(z) = -191/95*z^3 + 286/95*z + 1
*
-1 | 0.086834371326901899798060633612353097814 | 0.015343165331467855409424322349127884939
f(z) = -191/96*z^3 + 287/96*z + 1
*
-1 | 0.11569083084438647286820664677939093622 | 0.020429390466381849160360231895393008010
f(z) = -191/97*z^3 + 288/97*z + 1
*
-1 | 0.10280963025797773181559350652026803587 | 0.018143644295912542950397286681148915158
f(z) = -191/98*z^3 + 289/98*z + 1
*
-1 | 0.10203591756520524657451040974884892757 | 0.017996130598024521580560133089910816042
f(z) = -191/99*z^3 + 290/99*z + 1
*
-1 | 0.11584275165107931379758748027523973337 | 0.020545488612330914719400985987077479510
f(z) = -190/91*z^3 + 281/91*z + 1
*
-1 | 0.095409104412477533845655669758271719844 | 0.016900186316925105981221339342585972533
f(z) = -190/93*z^3 + 283/93*z + 1
*
-1 | 0.11557026781541139964539333174926479427 | 0.020420643339701606943872186051874396347
f(z) = -190/97*z^3 + 287/97*z + 1
*
-1 | 0.10191465201668176800033061303661284515 | 0.017985700270416980794235405467743036150
f(z) = -190/99*z^3 + 289/99*z + 1
*
[ -2/3 ] 
f(z) = -189/82*z^3 + 289/82*z + 1
*
[ -2/3 ] 
f(z) = -189/86*z^3 + 299/86*z + 1
*
-1 | 0.10712082134069414290480649231937656146 | 0.018998595800173747816701195051006338254
f(z) = -189/92*z^3 + 281/92*z + 1
*
-1 | 0.10275169370474309582595030806347532386 | 0.018200807760256867309543737478040431153
f(z) = -189/94*z^3 + 283/94*z + 1
*
-1 | 0.11554124171941312351291245158265217066 | 0.020453490642404288705648136641765751864
f(z) = -189/95*z^3 + 284/95*z + 1
*
-1 | 0.11544888911283337432528154271364784970 | 0.020411785054564765978915465847767158594
f(z) = -189/97*z^3 + 286/97*z + 1
*
[ -1/2 ] 
f(z) = -188/81*z^3 + 290/81*z + 1
*
[ -1/2 ] 
f(z) = -188/83*z^3 + 296/83*z + 1
*
-1 | 0.095168314136667009872866560264304901722 | 0.016878738518219631772523471673407903662
f(z) = -188/93*z^3 + 281/93*z + 1
*
-1 | 0.11541974661725778712502657467543948768 | 0.020444749319215313688292382050282499296
f(z) = -188/95*z^3 + 283/95*z + 1
*
-1 | 0.11532668326124256501098037734032334047 | 0.020402813624804026320788842628552163771
f(z) = -188/97*z^3 + 285/97*z + 1
*
-1 | 0.10166962916127687786326616025316810543 | 0.017964475421119541961803481187669172454
f(z) = -188/99*z^3 + 287/99*z + 1
*
-1 | 0.095046699365401408212356860084910599557 | 0.016867834659157997635213077469641508489
f(z) = -187/93*z^3 + 280/93*z + 1
*
-1 | 0.10250858178633993828545624297408555375 | 0.018180584194866342010039120429568298743
f(z) = -187/94*z^3 + 281/94*z + 1
*
-1 | 0.11529742382871329652585070994784669713 | 0.020435895589741095327480560852613832910
f(z) = -187/95*z^3 + 282/95*z + 1
*
-1 | 0.086349630284543713299405784283259750642 | 0.015295446374775298272617025402141712019
f(z) = -187/96*z^3 + 283/96*z + 1
*
-1 | 0.11520363853389801015637562016259371912 | 0.020393727016074669197301850332508196871
f(z) = -187/97*z^3 + 284/97*z + 1
*
-1 | 0.10232035428668185678957413758893281480 | 0.018101822227958478414351164145075120674
f(z) = -187/98*z^3 + 285/98*z + 1
*
-1 | 0.11517426163713727112319996805178699809 | 0.020426927426817369405954095411780567986
f(z) = -186/95*z^3 + 281/95*z + 1
*
-1 | 0.11507974294513732103975468862302024844 | 0.020384523144337571968990188489407000765
f(z) = -186/97*z^3 + 283/97*z + 1
*
-1 | 0.086100685310630376806871639911203358743 | 0.015270533756757170189046149571020155899
f(z) = -185/96*z^3 + 281/96*z + 1
*
-1 | 0.11495498424249135105037517139277256202 | 0.020375199874282420464887933398702168818
f(z) = -185/97*z^3 + 282/97*z + 1
*
-1 | 0.10207094960309535396848296989175757624 | 0.018080224905791983937426117535101214400
f(z) = -185/98*z^3 + 283/98*z + 1
*
-1 | 0.10129568546001689812278867376061732387 | 0.017931695417501070308670761186463991573
f(z) = -185/99*z^3 + 284/99*z + 1
*
[ -1/2 ] 
f(z) = -184/81*z^3 + 289/81*z + 1
*
[ -1/2 ] 
f(z) = -184/83*z^3 + 295/83*z + 1
*
-1 | 0.11482934989848972436904495652810764297 | 0.020365755017688253175527974567775375290
f(z) = -184/97*z^3 + 281/97*z + 1
*
-1 | 0.10116927847717648805519749405705852260 | 0.017920508386928742163658856785878912829
f(z) = -184/99*z^3 + 283/99*z + 1
*
-1 | 0.11470282710214231291480551759816676030 | 0.020356186331718308943335021461815621104
f(z) = -183/97*z^3 + 280/97*z + 1
*
-1 | 0.10181866959233189482900361719826205798 | 0.018058223642104313172836827138669914020
f(z) = -183/98*z^3 + 281/98*z + 1
*
-1 | 0.10091374759296432719396386461209405067 | 0.017897729658941225379532568094134510803
f(z) = -182/99*z^3 + 281/99*z + 1
*
-1 | 0.10078459653300119840017723133556042987 | 0.017886133046798336224254123426140266528
f(z) = -181/99*z^3 + 280/99*z + 1
*
-12/11 | 0.17716952505350510207742524961062304863 | 0.022812260451622321589917926433471947441
f(z) = -187/96*z^3 + 295/132*z + 1
*
-2/3 | 0.22437015534617915124920041717519676293 | 0.029953844822296927426985298010242787886
f(z) = -199/80*z^3 + 289/180*z + 1
*
-2/3 | 0.22251751781114010574780271551535710029 | 0.029828426300272868958687999680765888566
f(z) = -193/80*z^3 + 283/180*z + 1
*
-12/17 | 0.19098976779828757547312514056543914302 | 0.023683301426213985196741295630827727527
f(z) = -187/96*z^3 + 283/204*z + 1
*
[ 19/24 ] 
f(z) = -192/95*z^3 + 286/285*z + 1
*
[ 2/3 ] 
f(z) = -189/104*z^3 + 4/13*z + 1
*
[ 2/3 ] 
f(z) = -183/104*z^3 + 11/39*z + 1
*
[ 2/3 ] 
f(z) = -189/100*z^3 + 17/50*z + 1
*
[ 2/3 ] 
f(z) = -189/116*z^3 + 13/58*z + 1
*
[ 2/3 ] 
f(z) = -183/112*z^3 + 19/84*z + 1
*
[ 3/4 ] 
f(z) = -181/108*z^3 + 39/64*z + 1
*
[ 2/3 ] 
f(z) = -195/112*z^3 + 23/84*z + 1
*
[ 2/3 ] 
f(z) = -193/104*z^3 + 38/117*z + 1
*
[ 2/3 ] 
f(z) = -191/104*z^3 + 37/117*z + 1
*
[ 2/3 ] 
f(z) = -189/106*z^3 + 31/106*z + 1
*
[ 2/3 ] 
f(z) = -189/110*z^3 + 29/110*z + 1
*
[ 2/3 ] 
f(z) = -189/118*z^3 + 25/118*z + 1
*
[ 2/3 ] 
f(z) = -187/104*z^3 + 35/117*z + 1
*
[ 2/3 ] 
f(z) = -185/104*z^3 + 34/117*z + 1
*
[ 2/3 ] 
f(z) = -181/104*z^3 + 32/117*z + 1
*
[ 2/3 ] 
f(z) = -183/116*z^3 + 35/174*z + 1
*
[ -2/3 ] 
f(z) = -189/104*z^3 + 43/13*z + 1
*
[ -6/5 ] 
f(z) = -185/108*z^3 + 43/10*z + 1
*
[ 3/4 ] 
f(z) = -200/117*z^3 + 49/78*z + 1
*
[ 3/4 ] 
f(z) = -199/108*z^3 + 45/64*z + 1
*
[ 3/4 ] 
f(z) = -193/108*z^3 + 43/64*z + 1
*
[ 3/4 ] 
f(z) = -187/108*z^3 + 41/64*z + 1
*
[ 3/4 ] 
f(z) = -184/117*z^3 + 43/78*z + 1
*
[ 7/10 ] 
f(z) = -200/119*z^3 + 47/119*z + 1
*
[ 2/3 ] 
f(z) = -199/104*z^3 + 41/117*z + 1
*
[ 2/3 ] 
f(z) = -197/104*z^3 + 40/117*z + 1
*
[ 5/7 ] 
f(z) = -196/115*z^3 + 54/115*z + 1
*
13/14 | 0.14551156843175123652057039935026834971 | 0.027568853241427118619062131728666173386
f(z) = -196/117*z^3 + 43/117*z + 1
*
[ 2/3 ] 
f(z) = -183/100*z^3 + 47/150*z + 1
*
[ 2/3 ] 
f(z) = -195/116*z^3 + 43/174*z + 1
*
[ 2/3 ] 
f(z) = -189/109*z^3 + 59/218*z + 1
*
[ 2/3 ] 
f(z) = -198/119*z^3 + 57/238*z + 1
*
[ 2/3 ] 
f(z) = -189/113*z^3 + 55/226*z + 1
*
[ 2/3 ] 
f(z) = -189/115*z^3 + 53/230*z + 1
*
[ 2/3 ] 
f(z) = -185/112*z^3 + 59/252*z + 1
*
[ 2/3 ] 
f(z) = -181/112*z^3 + 55/252*z + 1
*
[ 3 ] 
f(z) = -199/108*z^3 + 69/4*z + 1
*
[ -3 ] 
f(z) = -197/108*z^3 + 71/4*z + 1
*
[ 3/2 ] 
f(z) = -197/108*z^3 + 71/16*z + 1
*
[ 3 ] 
f(z) = -193/108*z^3 + 67/4*z + 1
*
[ -3 ] 
f(z) = -191/108*z^3 + 69/4*z + 1
*
[ 3/2 ] 
f(z) = -191/108*z^3 + 69/16*z + 1
*
[ 3 ] 
f(z) = -187/108*z^3 + 65/4*z + 1
*
[ -3 ] 
f(z) = -185/108*z^3 + 67/4*z + 1
*
[ 3/2 ] 
f(z) = -185/108*z^3 + 67/16*z + 1
*
[ 3 ] 
f(z) = -181/108*z^3 + 63/4*z + 1
*
[ 10/9 ] 
f(z) = -189/100*z^3 + 73/30*z + 1
*
[ 6/5 ] 
f(z) = -185/108*z^3 + 79/30*z + 1
*
[ 5/7 ] 
f(z) = -189/100*z^3 + 79/140*z + 1
*
[ 2/3 ] 
f(z) = -198/101*z^3 + 75/202*z + 1
*
[ 2/3 ] 
f(z) = -198/103*z^3 + 73/206*z + 1
*
[ 2/3 ] 
f(z) = -198/107*z^3 + 69/214*z + 1
*
[ 2/3 ] 
f(z) = -198/109*z^3 + 67/218*z + 1
*
[ 2/3 ] 
f(z) = -189/101*z^3 + 67/202*z + 1
*
[ 2/3 ] 
f(z) = -189/103*z^3 + 65/206*z + 1
*
[ 2/3 ] 
f(z) = -189/107*z^3 + 61/214*z + 1
*
[ 2/3 ] 
f(z) = -198/113*z^3 + 63/226*z + 1
*
[ 2/3 ] 
f(z) = -198/115*z^3 + 61/230*z + 1
*
[ 2/3 ] 
f(z) = -199/112*z^3 + 73/252*z + 1
*
[ 2/3 ] 
f(z) = -197/112*z^3 + 71/252*z + 1
*
[ 2/3 ] 
f(z) = -193/112*z^3 + 67/252*z + 1
*
[ 2/3 ] 
f(z) = -191/112*z^3 + 65/252*z + 1
*
[ 2/3 ] 
f(z) = -187/112*z^3 + 61/252*z + 1
*
-2 | 0.11219314522870220805406042173886436950 | 0.016968004983280371627444850926997853824
f(z) = -199/104*z^3 + 93/13*z + 1
*
[ -3/2 ] 
f(z) = -199/108*z^3 + 93/16*z + 1
*
-2 | 0.11200783849532723759161037215237762228 | 0.016967722148867507197865505854006067305
f(z) = -197/104*z^3 + 92/13*z + 1
*
-2 | 0.11163129413045626687330428042108144051 | 0.016967173092080570572643454874366462729
f(z) = -193/104*z^3 + 90/13*z + 1
*
[ -3/2 ] 
f(z) = -193/108*z^3 + 91/16*z + 1
*
-2 | 0.11143996697223741344166987697624590614 | 0.016966906981814494333504145774036621370
f(z) = -191/104*z^3 + 89/13*z + 1
*
-2 | 0.11124654079309260914731965968500124509 | 0.016966646537412886676964771263172408569
f(z) = -189/104*z^3 + 88/13*z + 1
*
-2 | 0.11105096667794793944068663619172103751 | 0.016966391780553713717633661728022871499
f(z) = -187/104*z^3 + 87/13*z + 1
*
[ -3/2 ] 
f(z) = -187/108*z^3 + 89/16*z + 1
*
-2 | 0.11085319389596108663804696748055233348 | 0.016966142715292322337521273594215059616
f(z) = -185/104*z^3 + 86/13*z + 1
*
[ 2 ] 
f(z) = -185/104*z^3 + 99/13*z + 1
*
-2 | 0.11065316980520241448158050663860221803 | 0.016965899325481450513989051001363424322
f(z) = -183/104*z^3 + 85/13*z + 1
*
[ 2 ] 
f(z) = -183/104*z^3 + 98/13*z + 1
*
-2 | 0.11045083975072092246238275511060977555 | 0.016965661571864035176584816728989730027
f(z) = -181/104*z^3 + 84/13*z + 1
*
[ 2 ] 
f(z) = -181/104*z^3 + 97/13*z + 1
*
[ -3/2 ] 
f(z) = -181/108*z^3 + 87/16*z + 1
*
[ 6/7 ] 
f(z) = -196/117*z^3 + 83/78*z + 1
*
[ 5/6 ] 
f(z) = -189/100*z^3 + 89/80*z + 1
*
[ 3/4 ] 
f(z) = -196/117*z^3 + 95/156*z + 1
*
[ 3/4 ] 
f(z) = -188/117*z^3 + 89/156*z + 1
*
[ 12/17 ] 
f(z) = -187/108*z^3 + 91/204*z + 1
*
[ 2 ] 
f(z) = -199/104*z^3 + 106/13*z + 1
*
[ -2 ] 
f(z) = -199/104*z^3 + 119/13*z + 1
*
[ 2 ] 
f(z) = -197/104*z^3 + 105/13*z + 1
*
[ -2 ] 
f(z) = -197/104*z^3 + 118/13*z + 1
*
[ 2 ] 
f(z) = -193/104*z^3 + 103/13*z + 1
*
[ -2 ] 
f(z) = -193/104*z^3 + 116/13*z + 1
*
[ 2 ] 
f(z) = -191/104*z^3 + 102/13*z + 1
*
[ -2 ] 
f(z) = -191/104*z^3 + 115/13*z + 1
*
[ 2 ] 
f(z) = -189/104*z^3 + 101/13*z + 1
*
[ -2 ] 
f(z) = -189/104*z^3 + 114/13*z + 1
*
[ 2 ] 
f(z) = -187/104*z^3 + 100/13*z + 1
*
[ -2 ] 
f(z) = -187/104*z^3 + 113/13*z + 1
*
[ -2 ] 
f(z) = -185/104*z^3 + 112/13*z + 1
*
[ -2 ] 
f(z) = -183/104*z^3 + 111/13*z + 1
*
[ -2 ] 
f(z) = -181/104*z^3 + 110/13*z + 1
*
[ 5/3 ] 
f(z) = -189/100*z^3 + 113/20*z + 1
*
14/9 | 0.13177547850154943538893867577393451718 | 0.019359303946758138121734518061101400502
f(z) = -189/104*z^3 + 113/39*z + 1
*
[ 6/7 ] 
f(z) = -197/108*z^3 + 115/98*z + 1
*
-2/3 | 0.12920992502297512168620589661046226066 | 0.020279001314103951183603312143514675287
f(z) = -195/112*z^3 + 107/84*z + 1
*
[ 6/7 ] 
f(z) = -191/108*z^3 + 111/98*z + 1
*
[ 6/7 ] 
f(z) = -185/108*z^3 + 107/98*z + 1
*
-2/3 | 0.12409318659050953871795024917861596880 | 0.019672043444016702211480457639986802107
f(z) = -183/112*z^3 + 103/84*z + 1
*
[ 4/5 ] 
f(z) = -185/112*z^3 + 113/140*z + 1
*
[ -6 ] 
f(z) = -199/108*z^3 + 135/2*z + 1
*
[ 6 ] 
f(z) = -197/108*z^3 + 133/2*z + 1
*
[ -6 ] 
f(z) = -193/108*z^3 + 131/2*z + 1
*
[ 6 ] 
f(z) = -191/108*z^3 + 129/2*z + 1
*
[ -6 ] 
f(z) = -187/108*z^3 + 127/2*z + 1
*
[ 6 ] 
f(z) = -185/108*z^3 + 125/2*z + 1
*
[ -6 ] 
f(z) = -181/108*z^3 + 123/2*z + 1
*
[ -3/5 ] 
f(z) = -200/117*z^3 + 128/39*z + 1
*
[ -10/9 ] 
f(z) = -189/100*z^3 + 127/30*z + 1
*
[ -5/3 ] 
f(z) = -189/100*z^3 + 137/20*z + 1
*
[ -2/3 ] 
f(z) = -183/104*z^3 + 128/39*z + 1
*
[ 6/5 ] 
f(z) = -193/108*z^3 + 137/50*z + 1
*
[ 6/5 ] 
f(z) = -187/108*z^3 + 133/50*z + 1
*
[ 6/5 ] 
f(z) = -181/108*z^3 + 129/50*z + 1
*
[ 7/8 ] 
f(z) = -192/119*z^3 + 130/119*z + 1
*
[ 4/5 ] 
f(z) = -195/112*z^3 + 121/140*z + 1
*
[ 3/4 ] 
f(z) = -197/108*z^3 + 133/192*z + 1
*
[ 3/4 ] 
f(z) = -191/108*z^3 + 127/192*z + 1
*
[ 3/4 ] 
f(z) = -185/108*z^3 + 121/192*z + 1
*
10/21 | 0.21474620997386424538415793377239605389 | 0.025915909589657209943014249989064223288
f(z) = -189/100*z^3 + 139/210*z + 1
*
[ 3/4 ] 
f(z) = -184/105*z^3 + 137/210*z + 1
*
[ 3/4 ] 
f(z) = -184/111*z^3 + 133/222*z + 1
*
[ -3/7 ] 
f(z) = -196/117*z^3 + 142/39*z + 1
*
[ 3/2 ] 
f(z) = -188/117*z^3 + 154/39*z + 1
*
[ 3/2 ] 
f(z) = -184/117*z^3 + 151/39*z + 1
*
[ 6/5 ] 
f(z) = -199/108*z^3 + 141/50*z + 1
*
-5/9 | 0.18984607440090104748727268980159628662 | 0.028885866237132632878459515996979839193
f(z) = -189/100*z^3 + 143/60*z + 1
*
[ 9/10 ] 
f(z) = -200/117*z^3 + 149/117*z + 1
*
[ 10/11 ] 
f(z) = -187/100*z^3 + 159/110*z + 1
*
[ 3/4 ] 
f(z) = -200/111*z^3 + 151/222*z + 1
*
[ 3/2 ] 
f(z) = -200/117*z^3 + 163/39*z + 1
*
[ -3/10 ] 
f(z) = -200/117*z^3 + 175/39*z + 1
*
[ 3/2 ] 
f(z) = -196/117*z^3 + 160/39*z + 1
*
-2 | 0.11164056295657395103894145852623307425 | 0.016982962377403157447920593255374846714
f(z) = -193/112*z^3 + 179/28*z + 1
*
-2 | 0.11144856731659433271998729950524428677 | 0.016982783506482367560700686116358459994
f(z) = -191/112*z^3 + 177/28*z + 1
*
-2 | 0.11105813100191262128432911320543164588 | 0.016982440747110431471097809608011145308
f(z) = -187/112*z^3 + 173/28*z + 1
*
-2 | 0.11085958697718173777760168168811525035 | 0.016982276598001759704346408135523831042
f(z) = -185/112*z^3 + 171/28*z + 1
*
-2 | 0.11065875347149973895204283544591892551 | 0.016982117039831266922877986539977705529
f(z) = -183/112*z^3 + 169/28*z + 1
*
-2 | 0.11045557363980807003063269622999751363 | 0.016981961852368064317291800236081622000
f(z) = -181/112*z^3 + 167/28*z + 1
*
[ -2/3 ] 
f(z) = -189/100*z^3 + 167/50*z + 1
*
[ -12/11 ] 
f(z) = -187/108*z^3 + 175/44*z + 1
*
[ 13/14 ] 
f(z) = -196/117*z^3 + 160/117*z + 1
*
[ 3 ] 
f(z) = -191/108*z^3 + 199/12*z + 1
*
[ 3 ] 
f(z) = -185/108*z^3 + 193/12*z + 1
*
[ -3 ] 
f(z) = -181/108*z^3 + 197/12*z + 1
*
-2 | 0.11220424122944315183030711674668752458 | 0.016983529938340942153242240296566227411
f(z) = -199/112*z^3 + 185/28*z + 1
*
-2 | 0.11201835362500851170521498317797872162 | 0.016983335541244720454718066398422999210
f(z) = -197/112*z^3 + 183/28*z + 1
*
-2 | 0.11183047601982353092024864416211047608 | 0.016983146368028913470167311177679861787
f(z) = -195/112*z^3 + 181/28*z + 1
*
[ 2 ] 
f(z) = -185/112*z^3 + 199/28*z + 1
*
[ 2 ] 
f(z) = -183/112*z^3 + 197/28*z + 1
*
[ 2 ] 
f(z) = -181/112*z^3 + 195/28*z + 1
*
[ 4/3 ] 
f(z) = -189/104*z^3 + 181/52*z + 1
*
[ -2/3 ] 
f(z) = -189/116*z^3 + 187/58*z + 1
*
[ 3/2 ] 
f(z) = -181/108*z^3 + 197/48*z + 1
*
-6/7 | 0.16438828950991324974360294051427212236 | 0.025970859057384991826676632448675329289
f(z) = -196/117*z^3 + 187/78*z + 1
*
[ -3/5 ] 
f(z) = -185/108*z^3 + 197/60*z + 1
*
4/3 | 0.17953970960940730274978933383411545204 | 0.026919523357001685406785043700898383850
f(z) = -195/112*z^3 + 197/84*z + 1
*
26/21 | 0.16998050821852185285387000139366610789 | 0.023373376848026499832944607463658470489
f(z) = -189/104*z^3 + 180/91*z + 1
*
4/3 | 0.19538611570720467649949969480168810544 | 0.029672331903048322487661963923995962554
f(z) = -183/112*z^3 + 181/84*z + 1
*
3/7 | 0.15142785426607023988852614599264006921 | 0.022721872832785451894336922542893821020
f(z) = -196/117*z^3 + 191/156*z + 1
*
-4/5 | 0.17088114879112765628356053859775611245 | 0.024828579919717385810180912688075996026
f(z) = -195/112*z^3 + 191/140*z + 1
*
-4/5 | 0.11480493871373542266176648104758618005 | 0.016809429848982545827885335873239375056
f(z) = -185/112*z^3 + 183/140*z + 1
*
1/2 | 0.089340099615680159161011403946228288122 | 0.015121673231515092326198096291150180212
f(z) = -184/105*z^3 + 197/210*z + 1
*
[ -3 ] 
f(z) = -199/108*z^3 + 215/12*z + 1
*
[ 3 ] 
f(z) = -197/108*z^3 + 205/12*z + 1
*
[ -3 ] 
f(z) = -193/108*z^3 + 209/12*z + 1
*
[ 10/3 ] 
f(z) = -189/100*z^3 + 217/10*z + 1
*
[ -3 ] 
f(z) = -187/108*z^3 + 203/12*z + 1
*
[ -3/2 ] 
f(z) = -200/117*z^3 + 215/39*z + 1
*
[ 2 ] 
f(z) = -199/112*z^3 + 213/28*z + 1
*
[ 2 ] 
f(z) = -197/112*z^3 + 211/28*z + 1
*
[ -3/2 ] 
f(z) = -196/117*z^3 + 212/39*z + 1
*
[ 2 ] 
f(z) = -195/112*z^3 + 209/28*z + 1
*
[ 2 ] 
f(z) = -193/112*z^3 + 207/28*z + 1
*
[ 2 ] 
f(z) = -191/112*z^3 + 205/28*z + 1
*
[ -2/9 ] 
f(z) = -189/104*z^3 + 218/39*z + 1
*
[ -3/2 ] 
f(z) = -188/117*z^3 + 206/39*z + 1
*
[ 2 ] 
f(z) = -187/112*z^3 + 201/28*z + 1
*
[ 12/5 ] 
f(z) = -185/108*z^3 + 209/20*z + 1
*
[ -3/2 ] 
f(z) = -184/117*z^3 + 203/39*z + 1
*
[ 3/2 ] 
f(z) = -199/108*z^3 + 215/48*z + 1
*
[ 3/2 ] 
f(z) = -193/108*z^3 + 209/48*z + 1
*
[ -6/5 ] 
f(z) = -191/108*z^3 + 219/50*z + 1
*
[ 3/2 ] 
f(z) = -187/108*z^3 + 203/48*z + 1
*
[ -3/11 ] 
f(z) = -187/108*z^3 + 211/44*z + 1
*
[ 6/5 ] 
f(z) = -200/117*z^3 + 205/78*z + 1
*
[ -3/4 ] 
f(z) = -197/108*z^3 + 215/64*z + 1
*
[ -3/4 ] 
f(z) = -191/108*z^3 + 213/64*z + 1
*
[ -5/9 ] 
f(z) = -189/100*z^3 + 203/60*z + 1
*
[ -3/4 ] 
f(z) = -185/108*z^3 + 211/64*z + 1
*
[ -10/3 ] 
f(z) = -189/100*z^3 + 223/10*z + 1
*
[ -2 ] 
f(z) = -197/112*z^3 + 239/28*z + 1
*
[ -3/14 ] 
f(z) = -196/117*z^3 + 224/39*z + 1
*
[ -2 ] 
f(z) = -195/112*z^3 + 237/28*z + 1
*
[ -2 ] 
f(z) = -193/112*z^3 + 235/28*z + 1
*
[ -2 ] 
f(z) = -191/112*z^3 + 233/28*z + 1
*
[ -2 ] 
f(z) = -187/112*z^3 + 229/28*z + 1
*
[ -2 ] 
f(z) = -185/112*z^3 + 227/28*z + 1
*
[ -2 ] 
f(z) = -183/112*z^3 + 225/28*z + 1
*
[ -2 ] 
f(z) = -181/112*z^3 + 223/28*z + 1
*
[ -6/5 ] 
f(z) = -197/108*z^3 + 223/50*z + 1
*
[ -6/11 ] 
f(z) = -187/108*z^3 + 221/66*z + 1
*
[ -12/17 ] 
f(z) = -187/108*z^3 + 223/68*z + 1
*
-4/3 | 0.15122421928078741657410553862826474495 | 0.022035487947665095520967041486834903592
f(z) = -195/112*z^3 + 239/84*z + 1
*
2/21 | 0.22506557249031671360379977703303825425 | 0.029956165752985043909311140153336054064
f(z) = -189/104*z^3 + 229/91*z + 1
*
-26/21 | 0.21932665060882886602483611896736166832 | 0.029075792501225033105783856210630903978
f(z) = -189/104*z^3 + 236/91*z + 1
*
-4/3 | 0.15933684308428727014111948675156711804 | 0.023454425174822301387833098513696060933
f(z) = -183/112*z^3 + 223/84*z + 1
*
[ 20/21 ] 
f(z) = -189/100*z^3 + 233/140*z + 1
*
[ 5/6 ] 
f(z) = -198/115*z^3 + 229/230*z + 1
*
[ 4/5 ] 
f(z) = -185/104*z^3 + 231/260*z + 1
*
[ -2 ] 
f(z) = -199/112*z^3 + 241/28*z + 1
*
[ -4/3 ] 
f(z) = -189/104*z^3 + 259/52*z + 1
*
[ -3/4 ] 
f(z) = -200/117*z^3 + 257/78*z + 1
*
[ -10/21 ] 
f(z) = -189/100*z^3 + 247/70*z + 1
*
[ -2/5 ] 
f(z) = -185/104*z^3 + 246/65*z + 1
*
[ -3/4 ] 
f(z) = -184/117*z^3 + 251/78*z + 1
*
0 | 0.17124932324548552295147884379490907632 | 0.027009403575094105920214793876906362085
f(z) = -189/110*z^3 + 256/165*z + 1
*
[ 6/7 ] 
f(z) = -196/111*z^3 + 251/222*z + 1
*
[ 5/6 ] 
f(z) = -183/100*z^3 + 257/240*z + 1
*
[ -3/2 ] 
f(z) = -197/108*z^3 + 277/48*z + 1
*
[ -3/2 ] 
f(z) = -191/108*z^3 + 271/48*z + 1
*
[ -3/2 ] 
f(z) = -185/108*z^3 + 265/48*z + 1
*
[ -6/7 ] 
f(z) = -196/117*z^3 + 265/78*z + 1
*
[ -2/3 ] 
f(z) = -195/112*z^3 + 275/84*z + 1
*
[ 26/21 ] 
f(z) = -189/104*z^3 + 271/91*z + 1
*
[ 4/3 ] 
f(z) = -183/112*z^3 + 265/84*z + 1
*
[ -2/3 ] 
f(z) = -183/112*z^3 + 271/84*z + 1
*
[ 10/7 ] 
f(z) = -189/100*z^3 + 291/70*z + 1
*
[ 4/3 ] 
f(z) = -195/112*z^3 + 281/84*z + 1
*
[ -5/6 ] 
f(z) = -189/100*z^3 + 281/80*z + 1
*
-1 | 0.10793979817696116593642402035302917682 | 0.018935333152110720539855369676474844869
f(z) = -199/100*z^3 + 299/100*z + 1
*
-1 | 0.11633774577410304705777665417535877605 | 0.020408542646954766453858391061741315509
f(z) = -198/101*z^3 + 299/101*z + 1
*
-1 | 0.10770832869221964575073650243021915304 | 0.018916999617559981775758347056349848726
f(z) = -197/100*z^3 + 297/100*z + 1
*
-1 | 0.11622131459502155514889397159685720672 | 0.020400106628110060553465795125304253942
f(z) = -197/101*z^3 + 298/101*z + 1
*
-1 | 0.082997684605495877968354577399050534632 | 0.014559864252130109915591952876362234436
f(z) = -197/102*z^3 + 299/102*z + 1
*
-1 | 0.11610412260193383063696881692260236648 | 0.020391567388758239346337994482934630190
f(z) = -196/101*z^3 + 297/101*z + 1
*
-1 | 0.11601408678079148279639009743795063869 | 0.020351764785873501800891717383583632740
f(z) = -196/103*z^3 + 299/103*z + 1
*
-1 | 0.11598615945604811855881590735848366642 | 0.020382923150471826219292019781670896397
f(z) = -195/101*z^3 + 296/101*z + 1
*
-1 | 0.11589544751625876947478606259314698103 | 0.020342907798648219924800416831803014194
f(z) = -195/103*z^3 + 298/103*z + 1
*
-1 | 0.11586741459985547406736454636322471416 | 0.020374172093200103972406959918703721552
f(z) = -194/101*z^3 + 295/101*z + 1
*
-1 | 0.11577601615168485495472327451809756711 | 0.020333941486757522607894829438416663669
f(z) = -194/103*z^3 + 297/103*z + 1
*
-1 | 0.095339097390345157950723769887995422730 | 0.016724855910403550582665479157548356912
f(z) = -194/105*z^3 + 299/105*z + 1
*
-1 | 0.10723623489901453589208692089172481964 | 0.018879045106618928356830187906008387366
f(z) = -193/100*z^3 + 293/100*z + 1
*
-1 | 0.11574787725075032074023944602400958854 | 0.020365312354004121069142197562924642669
f(z) = -193/101*z^3 + 294/101*z + 1
*
-1 | 0.082522238760674157838254644594466479884 | 0.014510743161332440216293534088064220184
f(z) = -193/102*z^3 + 295/102*z + 1
*
-1 | 0.11565578166063333993433755166229136229 | 0.020324863936802340528122779624940185585
f(z) = -193/103*z^3 + 296/103*z + 1
*
-1 | 0.10705203917637073791460178835305353259 | 0.018801734357472261004257402740279700984
f(z) = -193/104*z^3 + 297/104*z + 1
*
-1 | 0.095219185679939281653060887196704634903 | 0.016713642826027540490710682865215885738
f(z) = -193/105*z^3 + 298/105*z + 1
*
-1 | 0.10267995729831194441742366532978083867 | 0.018012625855576494798422962341840444775
f(z) = -193/106*z^3 + 299/106*z + 1
*
-1 | 0.11562753639441156950691532536412241298 | 0.020356342025743559862609437884563689059
f(z) = -192/101*z^3 + 293/101*z + 1
*
-1 | 0.11553473277721069386786117368910176562 | 0.020315673189688256028268163216277491889
f(z) = -192/103*z^3 + 295/103*z + 1
*
-1 | 0.11534647825912032207538702698238729684 | 0.020234649597717352779993185306632710772
f(z) = -192/107*z^3 + 299/107*z + 1
*
-1 | 0.10699544165733631799317806992411798553 | 0.018859394506296175952770639012963033319
f(z) = -191/100*z^3 + 291/100*z + 1
*
-1 | 0.11550638077793324572625761386633525788 | 0.020347259155713240402115275264599370860
f(z) = -191/101*z^3 + 292/101*z + 1
*
-1 | 0.082280684320804750021232016310828685026 | 0.014485595770485417642437049672048831188
f(z) = -191/102*z^3 + 293/102*z + 1
*
-1 | 0.11541285798888581014757920504593387463 | 0.020306367239203456925279992560728734618
f(z) = -191/103*z^3 + 294/103*z + 1
*
-1 | 0.10680839131275239726882116006368965726 | 0.018781229848953501078648432243069335758
f(z) = -191/104*z^3 + 295/104*z + 1
*
-1 | 0.094974806409434126300564161534632068261 | 0.016690475737391862224861016033645224411
f(z) = -191/105*z^3 + 296/105*z + 1
*
-1 | 0.10243483928772601300063879450285609245 | 0.017990807574110153656991918900274894865
f(z) = -191/106*z^3 + 297/106*z + 1
*
-1 | 0.11522312153499922808301389242401812751 | 0.020224895696011662005080604781126323765
f(z) = -191/107*z^3 + 298/107*z + 1
*
-1 | 0.093054625011284613944312510994234010016 | 0.016324102469088155761131333554622660520
f(z) = -191/108*z^3 + 299/108*z + 1
*
-1 | 0.11538439890269296427542482277974247247 | 0.020338061744226911324872645042715228012
f(z) = -190/101*z^3 + 291/101*z + 1
*
-1 | 0.11529014552903224126451751773312320071 | 0.020296944030541137224638952449324957740
f(z) = -190/103*z^3 + 293/103*z + 1
*
-1 | 0.11509890322986220501647666888569476372 | 0.020215018975948112471885576134387898446
f(z) = -190/107*z^3 + 297/107*z + 1
*
-1 | 0.11500187326269668691542320436043101447 | 0.020174197285193423993094129314368017582
f(z) = -190/109*z^3 + 299/109*z + 1
*
-1 | 0.10675136544199624650906969971322675629 | 0.018839274081838805962826646186544254523
f(z) = -189/100*z^3 + 289/100*z + 1
*
-1 | 0.11526157901694594597364009149755822465 | 0.020328747743145849458361409004865613299
f(z) = -189/101*z^3 + 290/101*z + 1
*
-1 | 0.11516658336917993509273350607293707475 | 0.020287401458763702708220473744335184914
f(z) = -189/103*z^3 + 292/103*z + 1
*
-1 | 0.10656136914090905539405954796721281802 | 0.018760234323116653150172574965257998111
f(z) = -189/104*z^3 + 293/104*z + 1
*
-1 | 0.10218629914862122440915091276877039604 | 0.017968479331408444194309576593324697461
f(z) = -189/106*z^3 + 295/106*z + 1
*
-1 | 0.11497381072558235253232901409787308973 | 0.020205017213493365216385685641811729396
f(z) = -189/107*z^3 + 296/107*z + 1
*
-1 | 0.11487599164993131538600132691273209781 | 0.020163964646540532109452677344722247945
f(z) = -189/109*z^3 + 298/109*z + 1
*
-1 | 0.10199065546841041527227888903514941295 | 0.017891705120018450348144830993659146429
f(z) = -189/110*z^3 + 299/110*z + 1
*
-1 | 0.11513790910813158041936791298082781807 | 0.020319315054349651532621420413002661976
f(z) = -188/101*z^3 + 289/101*z + 1
*
-1 | 0.11504215921096254725752511342225531906 | 0.020277737367205990221971855930644000668
f(z) = -188/103*z^3 + 291/103*z + 1
*
-1 | 0.094601835222473193474220021311455842606 | 0.016654746560394348364656055237007927317
f(z) = -188/105*z^3 + 293/105*z + 1
*
-1 | 0.11484783111445113796544392695800853163 | 0.020194888129138661702884826385436602826
f(z) = -188/107*z^3 + 295/107*z + 1
*
-1 | 0.11474920976179301282606926728078691757 | 0.020153601708759507581199850528490366108
f(z) = -188/109*z^3 + 297/109*z + 1
*
-1 | 0.094305948472835506378437268506845348532 | 0.016543615818433808787213972522192763347
f(z) = -188/111*z^3 + 299/111*z + 1
*
-1 | 0.10650391227081719510925340941375851329 | 0.018818667187298889368638161517913086847
f(z) = -187/100*z^3 + 287/100*z + 1
*
-1 | 0.11501337689487880729200468424979379766 | 0.020309761528146454215673385819235934285
f(z) = -187/101*z^3 + 288/101*z + 1
*
-1 | 0.11491686047774560920141703232713568239 | 0.020267949545814550559288301355313509393
f(z) = -187/103*z^3 + 290/103*z + 1
*
-1 | 0.10631087417566676351287222810227452536 | 0.018738730223752859095941621963223239248
f(z) = -187/104*z^3 + 291/104*z + 1
*
-1 | 0.094475754099758360862213172577265806049 | 0.016642566753909308248610516296921838228
f(z) = -187/105*z^3 + 292/105*z + 1
*
-1 | 0.10193488813707153682611897392923564342 | 0.017945737771287726624305521901588179031
f(z) = -187/106*z^3 + 293/106*z + 1
*
-1 | 0.11472095118997438583691718144576548256 | 0.020184629386083572325190262267714288236
f(z) = -187/107*z^3 + 294/107*z + 1
*
-1 | 0.092550871263606024979101919837458145218 | 0.016274181874277096012623991484374916233
f(z) = -187/108*z^3 + 295/108*z + 1
*
-1 | 0.11462151405567240696960949619920800148 | 0.020143106068382446426620676968995919155
f(z) = -187/109*z^3 + 296/109*z + 1
*
-1 | 0.094176385794797790220649747099505599937 | 0.016530602142631427819580694123170260344
f(z) = -187/111*z^3 + 298/111*z + 1
*
-1 | 0.10591306741632528770288828621510655971 | 0.018579794020016416425179973083751744714
f(z) = -187/112*z^3 + 299/112*z + 1
*
-1 | 0.11488796981869580702876187872789206986 | 0.020300084961619661875373200363068910771
f(z) = -186/101*z^3 + 287/101*z + 1
*
-1 | 0.11479067430591998335057524208752737305 | 0.020258035729419875382679481609507770757
f(z) = -186/103*z^3 + 289/103*z + 1
*
-1 | 0.11459315743729083356521103656972513012 | 0.020174238588344721491036721779661257137
f(z) = -186/107*z^3 + 293/107*z + 1
*
-1 | 0.11449289066897524125873847632799010756 | 0.020132475260568691487487831154388040928
f(z) = -186/109*z^3 + 295/109*z + 1
*
-1 | 0.11428922092318104058795633943391271992 | 0.020049180287771984227629848530979168292
f(z) = -186/113*z^3 + 299/113*z + 1
*
-1 | 0.11476167503532865892414605722040315004 | 0.020290283096908094317907990795492795185
f(z) = -185/101*z^3 + 286/101*z + 1
*
-1 | 0.081533055656474540606704185037406951556 | 0.014406451429325870934927346467332254480
f(z) = -185/102*z^3 + 287/102*z + 1
*
-1 | 0.11466358753584413169091974076450799448 | 0.020247993595938267853386721292784961360
f(z) = -185/103*z^3 + 288/103*z + 1
*
-1 | 0.10605680339804322668035860269783945906 | 0.018716699118430184084482144908197917278
f(z) = -185/104*z^3 + 289/104*z + 1
*
-1 | 0.10167919639304505163070462052147763923 | 0.017922334336456471389601122744954467820
f(z) = -185/106*z^3 + 291/106*z + 1
*
-1 | 0.11446443602319419088095329288397798856 | 0.020163713278785704618766274916714761112
f(z) = -185/107*z^3 + 292/107*z + 1
*
-1 | 0.092293523847363611768423240314877342392 | 0.016248366062124767366170445777747992210
f(z) = -185/108*z^3 + 293/108*z + 1
*
-1 | 0.11436332540863572040548122432375028023 | 0.020121706757040200495961612359254735322
f(z) = -185/109*z^3 + 294/109*z + 1
*
-1 | 0.10565229958773275767365465456364923815 | 0.018555895678286990622819131512320244057
f(z) = -185/112*z^3 + 297/112*z + 1
*
-1 | 0.11415791173627232531564107025356998926 | 0.020037921443043890861889838298857610420
f(z) = -185/113*z^3 + 298/113*z + 1
*
-1 | 0.080926177148837676387771572978776702912 | 0.014196470170601460347582551675347215592
f(z) = -185/114*z^3 + 299/114*z + 1
*
-1 | 0.11463447940577273619804959204100285035 | 0.020280353619416288476756597975131241603
f(z) = -184/101*z^3 + 285/101*z + 1
*
-1 | 0.11453558670241775772582192838259403417 | 0.020237820764499863681171338947239346484
f(z) = -184/103*z^3 + 287/103*z + 1
*
-1 | 0.094091020317489986394141728359333487328 | 0.016605000910870877619769445606792430957
f(z) = -184/105*z^3 + 289/105*z + 1
*
-1 | 0.11433477278573849262670435640578225141 | 0.020153050937064185323210936332216366042
f(z) = -184/107*z^3 + 291/107*z + 1
*
-1 | 0.11423280374018608240368637261456090209 | 0.020110797963929065040520087937940577891
f(z) = -184/109*z^3 + 293/109*z + 1
*
-1 | 0.093785087983895284834184724335340006236 | 0.016491207031404488777102171724485305216
f(z) = -184/111*z^3 + 295/111*z + 1
*
-1 | 0.11402561544790265091354455016137829080 | 0.020026515590858196865518136551986821143
f(z) = -184/113*z^3 + 297/113*z + 1
*
-1 | 0.10599847771332769640511265284416206536 | 0.018775923259074155122180480899666398827
f(z) = -183/100*z^3 + 283/100*z + 1
*
-1 | 0.11450636948691965918942075575509556188 | 0.020270294155951497779796033576867733152
f(z) = -183/101*z^3 + 284/101*z + 1
*
-1 | 0.11440665802526834946668756398140780540 | 0.020227514793499103225085305112710951432
f(z) = -183/103*z^3 + 286/103*z + 1
*
-1 | 0.10579904896391059782241014206827283479 | 0.018694121640544840622060305490515234337
f(z) = -183/104*z^3 + 287/104*z + 1
*
-1 | 0.10141911333146255636324592021156264328 | 0.017898248563636974316058927276726259633
f(z) = -183/106*z^3 + 289/106*z + 1
*
-1 | 0.11420415322340530631984531735545656939 | 0.020142248977491918157340623774183203477
f(z) = -183/107*z^3 + 290/107*z + 1
*
-1 | 0.11410131077635925687819356421574368521 | 0.020099746219532608476075113450786978983
f(z) = -183/109*z^3 + 292/109*z + 1
*
-1 | 0.10121342196794501389422715444366966181 | 0.017818722939382579649766319661988971246
f(z) = -183/110*z^3 + 293/110*z + 1
*
-1 | 0.10538761446497165029490958419137858222 | 0.018531399885087582437720750770092908540
f(z) = -183/112*z^3 + 295/112*z + 1
*
-1 | 0.11389231634376306229074879321161976744 | 0.020014959908590162487967296418866005493
f(z) = -183/113*z^3 + 296/113*z + 1
*
-1 | 0.11378610972293401890507627356745578308 | 0.019972659741753752886384716830371832671
f(z) = -183/115*z^3 + 298/115*z + 1
*
-1 | 0.10517519401124283865285567227799704308 | 0.018450352618556572863036096781808655358
f(z) = -183/116*z^3 + 299/116*z + 1
*
-1 | 0.11437733152182161494012099094647932196 | 0.020260102272783729787174511982898891883
f(z) = -182/101*z^3 + 283/101*z + 1
*
-1 | 0.11427678739853104765090607102251760025 | 0.020217073178563735049414583633676196081
f(z) = -182/103*z^3 + 285/103*z + 1
*
-1 | 0.11407256248381004061053431105352625665 | 0.020131304746803182239315695758794995849
f(z) = -182/107*z^3 + 289/107*z + 1
*
-1 | 0.11396883126520003052292305502935061490 | 0.020088548791971207587064530161772964678
f(z) = -182/109*z^3 + 291/109*z + 1
*
-1 | 0.093520347334988315179907632691012015925 | 0.016464349549259852974487301121490983831
f(z) = -182/111*z^3 + 293/111*z + 1
*
-1 | 0.11375799831465535814735144706467151495 | 0.020003251497799853789203093879170329561
f(z) = -182/113*z^3 + 295/113*z + 1
*
-1 | 0.11365084042346299035237096123202988012 | 0.019960693206646341453767366811445059144
f(z) = -182/115*z^3 + 297/115*z + 1
*
-1 | 0.10574028612629602066511837832701452043 | 0.018753748624825473262847068768945920630
f(z) = -181/100*z^3 + 281/100*z + 1
*
-1 | 0.11424735142955376902090412366444932572 | 0.020249775473624945669757447217349563654
f(z) = -181/101*z^3 + 282/101*z + 1
*
-1 | 0.081016707556365296883079410370786279630 | 0.014350804998305224367468139918064761430
f(z) = -181/102*z^3 + 283/102*z + 1
*
-1 | 0.11414596038020108318136334104535988955 | 0.020206493350438195856176719845206584912
f(z) = -181/103*z^3 + 284/103*z + 1
*
-1 | 0.10553749788828988460848684566688269788 | 0.018670977426492644202077272807876296190
f(z) = -181/104*z^3 + 285/104*z + 1
*
-1 | 0.093699875104197815055780955396171712397 | 0.016566479980566970365586880471894647773
f(z) = -181/105*z^3 + 286/105*z + 1
*
-1 | 0.10115582731057721816566181884764007763 | 0.017873689403757581452061568839343684639
f(z) = -181/106*z^3 + 287/106*z + 1
*
-1 | 0.11393998535192319153280542490644889806 | 0.020120215521826832548259642399738379491
f(z) = -181/107*z^3 + 288/107*z + 1
*
-1 | 0.091767320328164542779209064415875662634 | 0.016194918840242429880510531601567406893
f(z) = -181/108*z^3 + 289/108*z + 1
*
-1 | 0.11383534957765859695802347837388002932 | 0.020077202876743679131466173960982726344
f(z) = -181/109*z^3 + 290/109*z + 1
*
-1 | 0.10094720107125911734090834481043541903 | 0.017793310255276115899413772472769181261
f(z) = -181/110*z^3 + 291/110*z + 1
*
-1 | 0.093385940457818861880103949333992176357 | 0.016450588436740781745086936340379490912
f(z) = -181/111*z^3 + 292/111*z + 1
*
-1 | 0.10511888647171348919681259757728227058 | 0.018506283823988215142104156740111943397
f(z) = -181/112*z^3 + 293/112*z + 1
*
-1 | 0.11362264484268724667626599732971553042 | 0.019991387381528858798068360874410569407
f(z) = -181/113*z^3 + 294/113*z + 1
*
-1 | 0.080388001547473608496533445740378567871 | 0.014135458044117836971091276799510849755
f(z) = -181/114*z^3 + 295/114*z + 1
*
-1 | 0.11351451814140810479439406844900067497 | 0.019948567230695645376427192696320968393
f(z) = -181/115*z^3 + 296/115*z + 1
*
-1 | 0.10490262543923945602190768803710909647 | 0.018424229114033944100087706427773471740
f(z) = -181/116*z^3 + 297/116*z + 1
*
-1 | 0.099842053551692087011597390285425934982 | 0.017525086043995246900385858092368109866
f(z) = -181/117*z^3 + 298/117*z + 1
*
-1 | 0.10051396580564851106553568524659633039 | 0.017632656917233846170112610370600600648
f(z) = -181/118*z^3 + 299/118*z + 1
*
[ 12/11 ] 
f(z) = -187/108*z^3 + 283/132*z + 1
*
[ -5/3 ] 
f(z) = -198/125*z^3 + 6*z + 1
*
[ 5/6 ] 
f(z) = -198/125*z^3 + 9/10*z + 1
*
[ 11/14 ] 
f(z) = -196/121*z^3 + 8/11*z + 1
*
[ 5/7 ] 
f(z) = -196/125*z^3 + 2/5*z + 1
*
[ -5/14 ] 
f(z) = -196/125*z^3 + 4*z + 1
*
[ 10/7 ] 
f(z) = -196/125*z^3 + 7/2*z + 1
*
-5/7 | 0.16642957075299949963529019867458559865 | 0.027871758971272925666699369773723830870
f(z) = -196/125*z^3 + 7/10*z + 1
*
[ 5/6 ] 
f(z) = -196/125*z^3 + 8/9*z + 1
*
-5/14 | 0.18881335050180886333729829063638620043 | 0.026875285856515000452870758762750056184
f(z) = -196/125*z^3 + 9*z + 1
*
-15/14 | 0.14429155935330357904110811957330517919 | 0.025297521424500123508982005878548501663
f(z) = -196/125*z^3 + 12/5*z + 1
*
[ -5/7 ] 
f(z) = -196/125*z^3 + 16/5*z + 1
*
[ -5/4 ] 
f(z) = -196/125*z^3 + 17/4*z + 1
*
[ 6/7 ] 
f(z) = -196/135*z^3 + 9/10*z + 1
*
-15/14 | 0.090637455198438505730888112370384827682 | 0.015679203713298705643162545077025734773
f(z) = -196/135*z^3 + 12/5*z + 1
*
-5/12 | 0.17936099908602275791866613774303352014 | 0.025443965798528188225454882317361124833
f(z) = -192/125*z^3 + 7/6*z + 1
*
[ -5/2 ] 
f(z) = -192/125*z^3 + 11*z + 1
*
[ -5/12 ] 
f(z) = -192/125*z^3 + 11/3*z + 1
*
[ 5/4 ] 
f(z) = -192/125*z^3 + 13/5*z + 1
*
[ 5/3 ] 
f(z) = -192/125*z^3 + 14/3*z + 1
*
[ -5/8 ] 
f(z) = -192/125*z^3 + 16/5*z + 1
*
5/48 | 0.092499949638937040322699441047360817855 | 0.011947190210260297111683719666853619153
f(z) = -192/125*z^3 + 17/12*z + 1
*
5/24 | 0.092276960853649205778332410828037323279 | 0.014517841071865413834566853501738944461
f(z) = -192/125*z^3 + 19/15*z + 1
*
[ -5/6 ] 
f(z) = -189/125*z^3 + 13/4*z + 1
*
[ 2/3 ] 
f(z) = -189/136*z^3 + 2/17*z + 1
*
[ 5/2 ] 
f(z) = -188/125*z^3 + 10*z + 1
*
[ 5/6 ] 
f(z) = -186/125*z^3 + 5/6*z + 1
*
[ 5/4 ] 
f(z) = -184/125*z^3 + 5/2*z + 1
*
[ 3/2 ] 
f(z) = -184/135*z^3 + 17/5*z + 1
*
[ -5/3 ] 
f(z) = -183/125*z^3 + 17/3*z + 1
*
5/6 | 0.11508664356247252289253819340194860045 | 0.016326072209636507440377886726165146106
f(z) = -192/125*z^3 + 11/30*z + 1
*
[ 5/7 ] 
f(z) = -189/125*z^3 + 13/35*z + 1
*
[ 5/6 ] 
f(z) = -189/125*z^3 + 17/20*z + 1
*
[ 2/3 ] 
f(z) = -189/128*z^3 + 5/32*z + 1
*
-4/9 | 0.064181328112712122075628615856269434869 | 0.010122664195856745793359253444826952293
f(z) = -189/128*z^3 + 13/24*z + 1
*
[ 3/4 ] 
f(z) = -188/135*z^3 + 9/20*z + 1
*
[ 3/4 ] 
f(z) = -184/135*z^3 + 13/30*z + 1
*
[ 5/7 ] 
f(z) = -182/125*z^3 + 12/35*z + 1
*
[ 2/3 ] 
f(z) = -195/136*z^3 + 7/51*z + 1
*
[ 3/4 ] 
f(z) = -194/135*z^3 + 19/40*z + 1
*
[ 5/7 ] 
f(z) = -193/125*z^3 + 19/49*z + 1
*
[ 11/16 ] 
f(z) = -192/121*z^3 + 13/44*z + 1
*
[ 5/7 ] 
f(z) = -188/125*z^3 + 18/49*z + 1
*
[ 5/7 ] 
f(z) = -183/125*z^3 + 17/49*z + 1
*
[ 2/3 ] 
f(z) = -183/136*z^3 + 5/51*z + 1
*
[ 3/4 ] 
f(z) = -182/135*z^3 + 17/40*z + 1
*
[ 2/3 ] 
f(z) = -189/124*z^3 + 11/62*z + 1
*
[ 2/3 ] 
f(z) = -195/128*z^3 + 17/96*z + 1
*
[ 2/3 ] 
f(z) = -183/128*z^3 + 13/96*z + 1
*
[ 2/3 ] 
f(z) = -189/130*z^3 + 19/130*z + 1
*
[ 2/3 ] 
f(z) = -189/134*z^3 + 17/134*z + 1
*
[ 2/3 ] 
f(z) = -191/136*z^3 + 19/153*z + 1
*
[ 2/3 ] 
f(z) = -185/136*z^3 + 16/153*z + 1
*
[ 2/3 ] 
f(z) = -181/136*z^3 + 14/153*z + 1
*
[ 11/10 ] 
f(z) = -200/121*z^3 + 23/11*z + 1
*
[ 5/2 ] 
f(z) = -198/125*z^3 + 21/2*z + 1
*
[ 5/3 ] 
f(z) = -198/125*z^3 + 24/5*z + 1
*
[ 10/9 ] 
f(z) = -198/125*z^3 + 37/18*z + 1
*
[ -11/14 ] 
f(z) = -196/121*z^3 + 36/11*z + 1
*
[ -15/7 ] 
f(z) = -196/125*z^3 + 26/3*z + 1
*
[ 15/14 ] 
f(z) = -196/125*z^3 + 28/15*z + 1
*
-15/14 | 0.19569796626174290121152612627261031337 | 0.029415601282980958676253327253728521071
f(z) = -196/125*z^3 + 31/15*z + 1
*
[ 15/14 ] 
f(z) = -196/135*z^3 + 26/15*z + 1
*
3/14 | 0.10248860758545410281595240532175403805 | 0.015548191817774193843289271952094900393
f(z) = -196/135*z^3 + 27/5*z + 1
*
[ 15/7 ] 
f(z) = -196/135*z^3 + 36/5*z + 1
*
[ 5/4 ] 
f(z) = -194/125*z^3 + 21/8*z + 1
*
[ 11/8 ] 
f(z) = -192/121*z^3 + 36/11*z + 1
*
-5/12 | 0.21933457701394874510634632039338784524 | 0.027123849711566421737592440367100360112
f(z) = -192/125*z^3 + 26/3*z + 1
*
-5/12 | 0.10161306126249306978902812838372749042 | 0.012398475113805125249208747320924540062
f(z) = -192/125*z^3 + 29/12*z + 1
*
-5/4 | 0.16642957075299949963529019867458559865 | 0.024368169398570613921644190240059987824
f(z) = -192/125*z^3 + 37/10*z + 1
*
[ 5 ] 
f(z) = -191/125*z^3 + 39*z + 1
*
[ 5/3 ] 
f(z) = -189/125*z^3 + 23/5*z + 1
*
[ -5/3 ] 
f(z) = -189/125*z^3 + 29/5*z + 1
*
[ 10/3 ] 
f(z) = -189/125*z^3 + 35/2*z + 1
*
[ -5/21 ] 
f(z) = -189/125*z^3 + 37/7*z + 1
*
[ -5 ] 
f(z) = -189/125*z^3 + 39*z + 1
*
[ 4/3 ] 
f(z) = -189/128*z^3 + 23/8*z + 1
*
[ -4/3 ] 
f(z) = -189/128*z^3 + 35/8*z + 1
*
[ -3/2 ] 
f(z) = -188/135*z^3 + 24/5*z + 1
*
[ -5/4 ] 
f(z) = -186/125*z^3 + 33/8*z + 1
*
[ 5 ] 
f(z) = -186/125*z^3 + 38*z + 1
*
[ -5/6 ] 
f(z) = -184/125*z^3 + 29/9*z + 1
*
[ -5 ] 
f(z) = -184/125*z^3 + 38*z + 1
*
[ -3/4 ] 
f(z) = -184/135*z^3 + 31/10*z + 1
*
[ 5/2 ] 
f(z) = -183/125*z^3 + 39/4*z + 1
*
[ -5/2 ] 
f(z) = -182/125*z^3 + 21/2*z + 1
*
[ -5/7 ] 
f(z) = -182/125*z^3 + 22/7*z + 1
*
[ 5 ] 
f(z) = -181/125*z^3 + 37*z + 1
*
5/7 | 0.15754227044505767583451472270418240983 | 0.023639345959107153283893410143842660154
f(z) = -196/125*z^3 + 23/20*z + 1
*
-3/7 | 0.089248623192628580087101821788582540725 | 0.013391828580763786652299952969530192363
f(z) = -196/135*z^3 + 27/20*z + 1
*
5/4 | 0.15053831865604839961039211368150020767 | 0.022658501352770366132943898546619852255
f(z) = -192/125*z^3 + 27/20*z + 1
*
[ 5/6 ] 
f(z) = -191/125*z^3 + 31/36*z + 1
*
[ 20/21 ] 
f(z) = -189/125*z^3 + 37/28*z + 1
*
[ 8/9 ] 
f(z) = -189/128*z^3 + 25/24*z + 1
*
[ 10/11 ] 
f(z) = -187/125*z^3 + 25/22*z + 1
*
[ 5/6 ] 
f(z) = -181/125*z^3 + 29/36*z + 1
*
[ 5/7 ] 
f(z) = -198/125*z^3 + 20/49*z + 1
*
[ 4/5 ] 
f(z) = -195/128*z^3 + 29/40*z + 1
*
[ 5/6 ] 
f(z) = -188/125*z^3 + 38/45*z + 1
*
[ 4/5 ] 
f(z) = -185/128*z^3 + 27/40*z + 1
*
[ 5/6 ] 
f(z) = -184/125*z^3 + 37/45*z + 1
*
[ 3/4 ] 
f(z) = -196/135*z^3 + 29/60*z + 1
*
3/7 | 0.19752102250518648018121204846126649476 | 0.025184165535919511811922714498461256641
f(z) = -182/135*z^3 + 29/70*z + 1
*
[ 3/4 ] 
f(z) = -197/135*z^3 + 39/80*z + 1
*
[ 3/4 ] 
f(z) = -191/135*z^3 + 37/80*z + 1
*
[ 8/11 ] 
f(z) = -187/128*z^3 + 35/88*z + 1
*
[ 2/3 ] 
f(z) = -199/120*z^3 + 32/135*z + 1
*
[ 2/3 ] 
f(z) = -197/120*z^3 + 31/135*z + 1
*
[ 2/3 ] 
f(z) = -193/120*z^3 + 29/135*z + 1
*
[ 2/3 ] 
f(z) = -191/120*z^3 + 28/135*z + 1
*
[ 2/3 ] 
f(z) = -189/122*z^3 + 23/122*z + 1
*
[ 2/3 ] 
f(z) = -187/120*z^3 + 26/135*z + 1
*
[ 2/3 ] 
f(z) = -181/120*z^3 + 23/135*z + 1
*
[ 2/3 ] 
f(z) = -199/136*z^3 + 23/153*z + 1
*
[ 2/3 ] 
f(z) = -197/136*z^3 + 22/153*z + 1
*
[ 2/3 ] 
f(z) = -193/136*z^3 + 20/153*z + 1
*
5/84 | 0.17106825203423438717273887963532821889 | 0.019304369803654778798977624312780562885
f(z) = -196/125*z^3 + 37/180*z + 1
*
[ 2/3 ] 
f(z) = -195/124*z^3 + 37/186*z + 1
*
[ 2/3 ] 
f(z) = -183/124*z^3 + 29/186*z + 1
*
[ 15/22 ] 
f(z) = -187/135*z^3 + 39/220*z + 1
*
[ 2/3 ] 
f(z) = -198/137*z^3 + 39/274*z + 1
*
[ 2/3 ] 
f(z) = -198/139*z^3 + 37/278*z + 1
*
[ 2/3 ] 
f(z) = -189/131*z^3 + 37/262*z + 1
*
[ 2/3 ] 
f(z) = -189/137*z^3 + 31/274*z + 1
*
[ 2/3 ] 
f(z) = -189/139*z^3 + 29/278*z + 1
*
[ 2/3 ] 
f(z) = -181/128*z^3 + 37/288*z + 1
*
[ -11/10 ] 
f(z) = -200/121*z^3 + 43/11*z + 1
*
[ -5 ] 
f(z) = -199/125*z^3 + 41*z + 1
*
[ 5/4 ] 
f(z) = -199/125*z^3 + 43/16*z + 1
*
[ 5/3 ] 
f(z) = -197/125*z^3 + 43/9*z + 1
*
[ -5/2 ] 
f(z) = -197/125*z^3 + 45/4*z + 1
*
[ 11/7 ] 
f(z) = -196/121*z^3 + 48/11*z + 1
*
[ 5 ] 
f(z) = -196/125*z^3 + 40*z + 1
*
[ -10/7 ] 
f(z) = -196/125*z^3 + 49/10*z + 1
*
[ 5/2 ] 
f(z) = -196/125*z^3 + 52/5*z + 1
*
[ -5/2 ] 
f(z) = -196/125*z^3 + 56/5*z + 1
*
[ -15/14 ] 
f(z) = -196/125*z^3 + 56/15*z + 1
*
-33/14 | 0.16678392485872319791213985394693107448 | 0.023712770469652004087499718087517135131
f(z) = -196/135*z^3 + 42/5*z + 1
*
-6/7 | 0.18347079295045749598597761118835908892 | 0.029484699752394133896555968881974796797
f(z) = -196/135*z^3 + 56/15*z + 1
*
12/7 | 0.16545419414974979837230059818036984641 | 0.026368202266418719735050099478532741859
f(z) = -196/135*z^3 + 59/15*z + 1
*
[ -5 ] 
f(z) = -194/125*z^3 + 40*z + 1
*
[ -5/6 ] 
f(z) = -194/125*z^3 + 59/18*z + 1
*
[ -3/2 ] 
f(z) = -194/135*z^3 + 49/10*z + 1
*
[ 5/2 ] 
f(z) = -193/125*z^3 + 41/4*z + 1
*
[ -5/3 ] 
f(z) = -193/125*z^3 + 53/9*z + 1
*
[ -11/8 ] 
f(z) = -192/121*z^3 + 52/11*z + 1
*
[ -5/6 ] 
f(z) = -192/125*z^3 + 49/15*z + 1
*
[ 5/2 ] 
f(z) = -192/125*z^3 + 51/5*z + 1
*
35/24 | 0.14509596306626864818429641388491777665 | 0.019932629185077339693325816947161678985
f(z) = -192/125*z^3 + 58/15*z + 1
*
[ 5/4 ] 
f(z) = -189/125*z^3 + 41/16*z + 1
*
5/3 | 0.19293079319790784154153586109896942487 | 0.027549477344360019961988476652489534481
f(z) = -189/125*z^3 + 44/15*z + 1
*
[ -2/3 ] 
f(z) = -189/136*z^3 + 53/17*z + 1
*
[ -5/8 ] 
f(z) = -188/125*z^3 + 51/16*z + 1
*
[ -5/3 ] 
f(z) = -188/125*z^3 + 52/9*z + 1
*
[ -5/2 ] 
f(z) = -188/125*z^3 + 54/5*z + 1
*
[ 3/2 ] 
f(z) = -188/135*z^3 + 52/15*z + 1
*
[ 5/3 ] 
f(z) = -187/125*z^3 + 41/9*z + 1
*
[ -5/2 ] 
f(z) = -187/125*z^3 + 43/4*z + 1
*
[ -5/4 ] 
f(z) = -184/125*z^3 + 41/10*z + 1
*
[ 5/2 ] 
f(z) = -184/125*z^3 + 49/5*z + 1
*
[ -5/2 ] 
f(z) = -184/125*z^3 + 53/5*z + 1
*
[ 5/3 ] 
f(z) = -182/125*z^3 + 40/9*z + 1
*
[ -3/2 ] 
f(z) = -182/135*z^3 + 47/10*z + 1
*
-3/7 | 0.19918171266056650559714273569057252416 | 0.027140584381189781134573668981545868444
f(z) = -196/135*z^3 + 57/20*z + 1
*
[ 11/12 ] 
f(z) = -192/121*z^3 + 41/33*z + 1
*
5/12 | 0.18717250617576102245390625009007191249 | 0.026552098114020790202749354237702508764
f(z) = -192/125*z^3 + 41/30*z + 1
*
5/4 | 0.16773561448480366617003497236058116648 | 0.023331715239914578739030824234144346684
f(z) = -192/125*z^3 + 53/30*z + 1
*
-5/4 | 0.10488321406995593340859724023174949565 | 0.014374626300132855872397870495938739991
f(z) = -192/125*z^3 + 59/20*z + 1
*
[ 10/9 ] 
f(z) = -189/125*z^3 + 59/30*z + 1
*
[ 5/4 ] 
f(z) = -188/125*z^3 + 51/20*z + 1
*
55/42 | 0.11662529115485589902296267984505189441 | 0.015601337606775876600176577182758608778
f(z) = -196/125*z^3 + 58/45*z + 1
*
-40/63 | 0.23114527292372369705656990908039053744 | 0.025741680374359574014982879619712891866
f(z) = -189/125*z^3 + 55/42*z + 1
*
-15/28 | 0.22859658547919736847915411160536242228 | 0.029446857915181858884575160685189016388
f(z) = -196/125*z^3 + 59/60*z + 1
*
-6/7 | 0.17438192146553290737821223093088529553 | 0.026166149306418783298575639934192764572
f(z) = -196/135*z^3 + 59/60*z + 1
*
10/9 | 0.089414549734206187644052584807314996206 | 0.011572221768007677386805082219533066724
f(z) = -189/125*z^3 + 43/60*z + 1
*
[ 5/6 ] 
f(z) = -183/125*z^3 + 49/60*z + 1
*
[ 11/15 ] 
f(z) = -200/121*z^3 + 52/99*z + 1
*
5/32 | 0.21777380635003248551804813359741349258 | 0.027119741685581437684104670875960073108
f(z) = -192/125*z^3 + 51/80*z + 1
*
20/21 | 0.19752082396082577335302410340979388539 | 0.020420731024479492039286288736213547166
f(z) = -189/125*z^3 + 41/84*z + 1
*
-20/33 | 0.22263027354115765928995256428752912565 | 0.026569047719845915666667328131137448534
f(z) = -198/125*z^3 + 53/110*z + 1
*
-20/63 | 0.10810866722906992268495653341777024032 | 0.013046723600420698118270995756885618746
f(z) = -189/125*z^3 + 58/105*z + 1
*
[ 7/10 ] 
f(z) = -200/133*z^3 + 41/133*z + 1
*
[ 5/7 ] 
f(z) = -196/135*z^3 + 46/135*z + 1
*
15/26 | 0.14360208702301799259936449082414540053 | 0.016970023078553289914559073573458167376
f(z) = -182/135*z^3 + 41/130*z + 1
*
52/63 | 0.19795883894385569222944983986483787987 | 0.023889983311774674047826014034606626277
f(z) = -189/128*z^3 + 43/168*z + 1
*
[ 2/3 ] 
f(z) = -198/125*z^3 + 51/250*z + 1
*
[ 2/3 ] 
f(z) = -198/127*z^3 + 49/254*z + 1
*
[ 2/3 ] 
f(z) = -189/121*z^3 + 47/242*z + 1
*
[ 2/3 ] 
f(z) = -189/125*z^3 + 43/250*z + 1
*
[ 2/3 ] 
f(z) = -189/127*z^3 + 41/254*z + 1
*
[ 2/3 ] 
f(z) = -198/131*z^3 + 45/262*z + 1
*
[ 2/3 ] 
f(z) = -198/133*z^3 + 43/266*z + 1
*
[ 2/3 ] 
f(z) = -199/128*z^3 + 55/288*z + 1
*
[ 2/3 ] 
f(z) = -197/128*z^3 + 53/288*z + 1
*
[ 2/3 ] 
f(z) = -193/128*z^3 + 49/288*z + 1
*
[ 2/3 ] 
f(z) = -191/128*z^3 + 47/288*z + 1
*
[ 2/3 ] 
f(z) = -187/128*z^3 + 43/288*z + 1
*
[ 2/3 ] 
f(z) = -185/128*z^3 + 41/288*z + 1
*
[ -3 ] 
f(z) = -199/135*z^3 + 73/5*z + 1
*
[ 3 ] 
f(z) = -197/135*z^3 + 69/5*z + 1
*
[ -11/7 ] 
f(z) = -196/121*z^3 + 62/11*z + 1
*
-15/14 | 0.13053654685656946783895500814083815814 | 0.017809141156857065328320315050294363160
f(z) = -196/125*z^3 + 61/15*z + 1
*
[ -3 ] 
f(z) = -196/135*z^3 + 72/5*z + 1
*
[ -3/2 ] 
f(z) = -196/135*z^3 + 74/15*z + 1
*
[ 3 ] 
f(z) = -194/135*z^3 + 68/5*z + 1
*
[ -3 ] 
f(z) = -193/135*z^3 + 71/5*z + 1
*
-5/2 | 0.22564080957712251206672496670915911330 | 0.025241757935572966580541254925752350317
f(z) = -192/125*z^3 + 61/6*z + 1
*
[ 15/4 ] 
f(z) = -192/125*z^3 + 67/3*z + 1
*
15/8 | 0.15526012760973922525763990901544859268 | 0.020872831709017080401354395381433071332
f(z) = -192/125*z^3 + 68/15*z + 1
*
-5/8 | 0.10935598439715806331246949015311738731 | 0.014562671731018227417558264825835498519
f(z) = -192/125*z^3 + 73/15*z + 1
*
[ -5/4 ] 
f(z) = -191/125*z^3 + 67/16*z + 1
*
[ 3 ] 
f(z) = -191/135*z^3 + 67/5*z + 1
*
-5/9 | 0.10721967338277463631759152269938648382 | 0.014532824224331918734656156995755419020
f(z) = -189/125*z^3 + 64/15*z + 1
*
[ -10/7 ] 
f(z) = -189/125*z^3 + 67/14*z + 1
*
[ 3 ] 
f(z) = -188/135*z^3 + 66/5*z + 1
*
[ -5/17 ] 
f(z) = -187/125*z^3 + 77/17*z + 1
*
[ -3 ] 
f(z) = -187/135*z^3 + 69/5*z + 1
*
[ 5/3 ] 
f(z) = -186/125*z^3 + 68/15*z + 1
*
[ -3 ] 
f(z) = -184/135*z^3 + 68/5*z + 1
*
[ -3/2 ] 
f(z) = -184/135*z^3 + 71/15*z + 1
*
[ 5/3 ] 
f(z) = -183/125*z^3 + 67/15*z + 1
*
[ 3 ] 
f(z) = -182/135*z^3 + 64/5*z + 1
*
[ -5/4 ] 
f(z) = -181/125*z^3 + 65/16*z + 1
*
[ -3 ] 
f(z) = -181/135*z^3 + 67/5*z + 1
*
[ -11/20 ] 
f(z) = -200/121*z^3 + 73/22*z + 1
*
[ 3/2 ] 
f(z) = -199/135*z^3 + 73/20*z + 1
*
[ -10/11 ] 
f(z) = -198/125*z^3 + 75/22*z + 1
*
[ 4/3 ] 
f(z) = -195/128*z^3 + 71/24*z + 1
*
[ 3/2 ] 
f(z) = -193/135*z^3 + 71/20*z + 1
*
5/21 | 0.13812075335059403615233841837600401018 | 0.018643474856916058154304393933564507658
f(z) = -189/125*z^3 + 66/35*z + 1
*
4/3 | 0.15477024029755375392645579149701992315 | 0.022484358468519412445184369499712623120
f(z) = -189/128*z^3 + 61/24*z + 1
*
-4/3 | 0.085891193690824452359773940190829429595 | 0.012160641086386434078736411088426633106
f(z) = -189/128*z^3 + 73/24*z + 1
*
[ -8/9 ] 
f(z) = -189/128*z^3 + 79/24*z + 1
*
[ 3/2 ] 
f(z) = -187/135*z^3 + 69/20*z + 1
*
[ 4/3 ] 
f(z) = -183/128*z^3 + 67/24*z + 1
*
[ 3/2 ] 
f(z) = -181/135*z^3 + 67/20*z + 1
*
[ 15/14 ] 
f(z) = -182/125*z^3 + 73/42*z + 1
*
-5/16 | 0.089416303685196294331981291854389869374 | 0.011548909942062914627368490391295537362
f(z) = -192/125*z^3 + 61/60*z + 1
*
-3/4 | 0.18420743016280933536151060423366990313 | 0.027814398936080081586206435781341578689
f(z) = -188/135*z^3 + 67/60*z + 1
*
[ 5/6 ] 
f(z) = -194/125*z^3 + 79/90*z + 1
*
[ 5/6 ] 
f(z) = -182/125*z^3 + 73/90*z + 1
*
[ 16/21 ] 
f(z) = -189/128*z^3 + 61/112*z + 1
*
[ 10/13 ] 
f(z) = -182/125*z^3 + 73/130*z + 1
*
8/9 | 0.12949978396624187025196243820911028686 | 0.015628237134232638862476007277383167630
f(z) = -189/128*z^3 + 67/168*z + 1
*
-5/12 | 0.23105160802375650887373653260143022247 | 0.025354211103297219246921541849180286410
f(z) = -189/125*z^3 + 79/240*z + 1
*
[ 11/5 ] 
f(z) = -200/121*z^3 + 94/11*z + 1
*
-2 | 0.091866656721298105755233381227787969625 | 0.013916596614418256699022554238025387838
f(z) = -199/120*z^3 + 92/15*z + 1
*
-2 | 0.11220687403390514506074269486041621964 | 0.017026061967929140580489106086145863141
f(z) = -199/136*z^3 + 91/17*z + 1
*
[ -5/33 ] 
f(z) = -198/125*z^3 + 84/11*z + 1
*
[ -5/18 ] 
f(z) = -198/125*z^3 + 85/18*z + 1
*
-2 | 0.091679039771048601872243176872641238385 | 0.013911206650587665643541029122954698625
f(z) = -197/120*z^3 + 91/15*z + 1
*
-2 | 0.11201852516372178976069740496077297328 | 0.017026029490899732788758481110977498369
f(z) = -197/136*z^3 + 90/17*z + 1
*
[ -3/14 ] 
f(z) = -196/135*z^3 + 86/15*z + 1
*
-2 | 0.11182807406853008795569273491641592849 | 0.017025996886277768430213483875438820941
f(z) = -195/136*z^3 + 89/17*z + 1
*
-2 | 0.091300792945302684461079083209226980755 | 0.013900686650910213056732384892681522288
f(z) = -193/120*z^3 + 89/15*z + 1
*
-2 | 0.11163546913628032478811198913897706024 | 0.017025963525430704774095472594478847338
f(z) = -193/136*z^3 + 88/17*z + 1
*
-5/12 | 0.13937135268187133956939600442332209874 | 0.014958902975840110995954154960286686310
f(z) = -192/125*z^3 + 89/12*z + 1
*
5/24 | 0.22109740220586644024730106466971834035 | 0.028483965812673849652663772929781335603
f(z) = -192/125*z^3 + 94/15*z + 1
*
-2 | 0.091107999677680807313314035735006216710 | 0.013895238595660830730272085712670827919
f(z) = -191/120*z^3 + 88/15*z + 1
*
-2 | 0.11144065666778870456868552905658113225 | 0.017025928705250392918522751033380760093
f(z) = -191/136*z^3 + 87/17*z + 1
*
[ 8/3 ] 
f(z) = -189/128*z^3 + 89/8*z + 1
*
[ -8/3 ] 
f(z) = -189/128*z^3 + 95/8*z + 1
*
-2 | 0.11124358075404358399907657233302549760 | 0.017025891640114627714511936494740139924
f(z) = -189/136*z^3 + 86/17*z + 1
*
-2 | 0.090715852736886331311488168581401310410 | 0.013884111499015021481830133742602696123
f(z) = -187/120*z^3 + 86/15*z + 1
*
[ -5/3 ] 
f(z) = -186/125*z^3 + 86/15*z + 1
*
[ 5/2 ] 
f(z) = -186/125*z^3 + 99/10*z + 1
*
-2 | 0.11084240310044355373574572196891798014 | 0.017025807165055835631885323528149341254
f(z) = -185/136*z^3 + 84/17*z + 1
*
-2 | 0.11063817724712878350499038319136585824 | 0.017025757685212682536055124270470441398
f(z) = -183/136*z^3 + 83/17*z + 1
*
[ 5/2 ] 
f(z) = -182/125*z^3 + 97/10*z + 1
*
-2 | 0.090109373408801628451023931176299110260 | 0.013866645266558906572362646259964894120
f(z) = -181/120*z^3 + 83/15*z + 1
*
[ 2 ] 
f(z) = -181/120*z^3 + 98/15*z + 1
*
-2 | 0.11043143939876546669373785208262924250 | 0.017025701796816401740256851102053593587
f(z) = -181/136*z^3 + 82/17*z + 1
*
[ 2 ] 
f(z) = -181/136*z^3 + 99/17*z + 1
*
[ -3/2 ] 
f(z) = -197/135*z^3 + 99/20*z + 1
*
-5/7 | 0.17496167604891126290857970879232484156 | 0.022700149105373370241324248874783493767
f(z) = -196/125*z^3 + 89/20*z + 1
*
3/2 | 0.21929569976438918485240455362695554007 | 0.028515935450875534121992043281577976791
f(z) = -196/135*z^3 + 81/35*z + 1
*
-3/28 | 0.13493502066676767537108215549711475569 | 0.017384624325260197701667699052475345080
f(z) = -196/135*z^3 + 87/20*z + 1
*
[ -6/7 ] 
f(z) = -196/135*z^3 + 97/30*z + 1
*
[ -5/16 ] 
f(z) = -192/125*z^3 + 87/20*z + 1
*
[ -3/2 ] 
f(z) = -191/135*z^3 + 97/20*z + 1
*
[ 11/9 ] 
f(z) = -189/121*z^3 + 83/33*z + 1
*
-40/63 | 0.19752037036583276081696520146214386574 | 0.021445501728341938630766840742188041797
f(z) = -189/125*z^3 + 80/21*z + 1
*
-10/7 | 0.21071151684947083768588363499146703381 | 0.022786633485916716505661309071211403265
f(z) = -189/125*z^3 + 83/21*z + 1
*
-5/6 | 0.28025298783202251156736907069787809037 | 0.029740007740453487035241422961794431189
f(z) = -189/125*z^3 + 99/28*z + 1
*
[ -4/9 ] 
f(z) = -189/128*z^3 + 85/24*z + 1
*
-4/3 | 0.19839316761184806041813734455802560540 | 0.027002187972784205982667044414196340279
f(z) = -189/128*z^3 + 97/24*z + 1
*
[ -5/4 ] 
f(z) = -188/125*z^3 + 83/20*z + 1
*
[ -5/9 ] 
f(z) = -186/125*z^3 + 88/27*z + 1
*
[ -5/6 ] 
f(z) = -186/125*z^3 + 97/30*z + 1
*
[ 5/4 ] 
f(z) = -182/125*z^3 + 99/40*z + 1
*
-3/4 | 0.22665212839677025188201164460697211459 | 0.028100064435151683647000184927015797036
f(z) = -199/135*z^3 + 93/80*z + 1
*
-3/4 | 0.21208576655273662746322181421851429618 | 0.026394325436367948017416930232965875095
f(z) = -193/135*z^3 + 91/80*z + 1
*
-3/4 | 0.22699277798983527656460647656833732853 | 0.028360989724221618345816287085697346310
f(z) = -187/135*z^3 + 89/80*z + 1
*
[ 11/15 ] 
f(z) = -195/121*z^3 + 83/165*z + 1
*
-15/28 | 0.26125232356816699828345177031414069800 | 0.029481282507140466114553836559498392204
f(z) = -196/125*z^3 + 97/180*z + 1
*
[ 5/7 ] 
f(z) = -197/125*z^3 + 99/245*z + 1
*
[ 5/7 ] 
f(z) = -194/125*z^3 + 96/245*z + 1
*
[ 5/7 ] 
f(z) = -192/125*z^3 + 94/245*z + 1
*
[ 5/7 ] 
f(z) = -191/125*z^3 + 93/245*z + 1
*
[ 5/7 ] 
f(z) = -187/125*z^3 + 89/245*z + 1
*
[ 5/7 ] 
f(z) = -186/125*z^3 + 88/245*z + 1
*
[ 5/7 ] 
f(z) = -184/125*z^3 + 86/245*z + 1
*
[ 5/7 ] 
f(z) = -181/125*z^3 + 83/245*z + 1
*
[ -11/5 ] 
f(z) = -200/121*z^3 + 104/11*z + 1
*
[ 2 ] 
f(z) = -199/120*z^3 + 107/15*z + 1
*
[ 2 ] 
f(z) = -199/136*z^3 + 108/17*z + 1
*
[ -5/2 ] 
f(z) = -198/125*z^3 + 113/10*z + 1
*
[ 2 ] 
f(z) = -197/120*z^3 + 106/15*z + 1
*
[ 2 ] 
f(z) = -197/136*z^3 + 107/17*z + 1
*
[ 15/7 ] 
f(z) = -196/125*z^3 + 116/15*z + 1
*
33/14 | 0.14149977011342102816013344960427259485 | 0.020771080759599375775950228824704165994
f(z) = -196/135*z^3 + 101/15*z + 1
*
[ 2 ] 
f(z) = -195/136*z^3 + 106/17*z + 1
*
[ 5/2 ] 
f(z) = -194/125*z^3 + 103/10*z + 1
*
[ -5/2 ] 
f(z) = -194/125*z^3 + 111/10*z + 1
*
[ 2 ] 
f(z) = -193/120*z^3 + 104/15*z + 1
*
[ -2 ] 
f(z) = -193/120*z^3 + 119/15*z + 1
*
[ 2 ] 
f(z) = -193/136*z^3 + 105/17*z + 1
*
[ -15/8 ] 
f(z) = -192/125*z^3 + 104/15*z + 1
*
-5/24 | 0.23520187457642809617169740101159280682 | 0.029438650106970302273577381797865403718
f(z) = -192/125*z^3 + 118/15*z + 1
*
[ -5/32 ] 
f(z) = -192/125*z^3 + 119/16*z + 1
*
[ 2 ] 
f(z) = -191/120*z^3 + 103/15*z + 1
*
[ -2 ] 
f(z) = -191/120*z^3 + 118/15*z + 1
*
[ 2 ] 
f(z) = -191/136*z^3 + 104/17*z + 1
*
[ -20/9 ] 
f(z) = -189/125*z^3 + 107/12*z + 1
*
[ 2 ] 
f(z) = -189/136*z^3 + 103/17*z + 1
*
[ 2 ] 
f(z) = -187/120*z^3 + 101/15*z + 1
*
[ -2 ] 
f(z) = -187/120*z^3 + 116/15*z + 1
*
[ -10/3 ] 
f(z) = -186/125*z^3 + 107/6*z + 1
*
[ -5/2 ] 
f(z) = -186/125*z^3 + 107/10*z + 1
*
[ 2 ] 
f(z) = -185/136*z^3 + 101/17*z + 1
*
[ -2 ] 
f(z) = -185/136*z^3 + 118/17*z + 1
*
[ 2 ] 
f(z) = -183/136*z^3 + 100/17*z + 1
*
[ -2 ] 
f(z) = -183/136*z^3 + 117/17*z + 1
*
[ -2 ] 
f(z) = -181/120*z^3 + 113/15*z + 1
*
[ -2 ] 
f(z) = -181/136*z^3 + 116/17*z + 1
*
[ -5/6 ] 
f(z) = -199/125*z^3 + 119/36*z + 1
*
[ -5/8 ] 
f(z) = -198/125*z^3 + 103/32*z + 1
*
[ 15/11 ] 
f(z) = -198/125*z^3 + 106/33*z + 1
*
5/28 | 0.096597550850367272504292231938309307018 | 0.012211734386689517672577373946525911294
f(z) = -196/125*z^3 + 109/20*z + 1
*
[ -12/7 ] 
f(z) = -196/135*z^3 + 117/20*z + 1
*
15/7 | 0.22485410198529049462255823900723052791 | 0.027845845921887617010089002538742254825
f(z) = -196/135*z^3 + 119/20*z + 1
*
[ -4/3 ] 
f(z) = -195/128*z^3 + 107/24*z + 1
*
[ 3/2 ] 
f(z) = -194/135*z^3 + 107/30*z + 1
*
[ -11/12 ] 
f(z) = -192/121*z^3 + 113/33*z + 1
*
[ -11/24 ] 
f(z) = -192/121*z^3 + 116/33*z + 1
*
[ -35/24 ] 
f(z) = -192/125*z^3 + 104/21*z + 1
*
5/21 | 0.19756274245966104524370770532894546607 | 0.025218641143321083286203852508801105699
f(z) = -189/125*z^3 + 101/35*z + 1
*
[ -10/9 ] 
f(z) = -189/125*z^3 + 113/30*z + 1
*
[ -2/3 ] 
f(z) = -189/128*z^3 + 101/32*z + 1
*
[ -4/3 ] 
f(z) = -183/128*z^3 + 103/24*z + 1
*
[ 3/2 ] 
f(z) = -182/135*z^3 + 101/30*z + 1
*
[ 5/4 ] 
f(z) = -198/125*z^3 + 107/40*z + 1
*
-15/14 | 0.091738483996458627946804216759897338690 | 0.011482294248628831662313882982065565172
f(z) = -196/125*z^3 + 118/45*z + 1
*
[ 9/7 ] 
f(z) = -196/135*z^3 + 118/45*z + 1
*
[ 8/7 ] 
f(z) = -189/128*z^3 + 115/56*z + 1
*
[ 5/4 ] 
f(z) = -186/125*z^3 + 101/40*z + 1
*
[ 10/9 ] 
f(z) = -183/125*z^3 + 103/54*z + 1
*
[ 15/14 ] 
f(z) = -182/135*z^3 + 113/70*z + 1
*
-2/3 | 0.17109995454871553616508973521330182707 | 0.026853480508711437571905390788493782289
f(z) = -195/128*z^3 + 113/96*z + 1
*
-15/17 | 0.23736177092043598572289942018521754861 | 0.029433568261655541856032539181771521937
f(z) = -187/135*z^3 + 103/85*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.026453264934598274930864219993662182917
f(z) = -183/128*z^3 + 109/96*z + 1
*
[ 25/28 ] 
f(z) = -196/125*z^3 + 113/100*z + 1
*
5/12 | 0.11965785169704528862072534874779796775 | 0.014238540246073248111784334913812527171
f(z) = -186/125*z^3 + 103/120*z + 1
*
[ 11/14 ] 
f(z) = -182/121*z^3 + 101/154*z + 1
*
[ 5/7 ] 
f(z) = -199/125*z^3 + 101/245*z + 1
*
[ 3/4 ] 
f(z) = -199/135*z^3 + 119/240*z + 1
*
[ 3/4 ] 
f(z) = -193/135*z^3 + 113/240*z + 1
*
[ 3/4 ] 
f(z) = -187/135*z^3 + 107/240*z + 1
*
[ 3/4 ] 
f(z) = -181/135*z^3 + 101/240*z + 1
*
[ -2 ] 
f(z) = -199/120*z^3 + 122/15*z + 1
*
[ -2 ] 
f(z) = -199/136*z^3 + 125/17*z + 1
*
[ -2 ] 
f(z) = -197/120*z^3 + 121/15*z + 1
*
[ -2 ] 
f(z) = -197/136*z^3 + 124/17*z + 1
*
-15/7 | 0.26150262898353934630874273668078501312 | 0.027171632943358717995830176254376204876
f(z) = -196/125*z^3 + 121/18*z + 1
*
[ -15/7 ] 
f(z) = -196/135*z^3 + 122/15*z + 1
*
[ -2 ] 
f(z) = -195/136*z^3 + 123/17*z + 1
*
[ -2 ] 
f(z) = -193/136*z^3 + 122/17*z + 1
*
[ 11/4 ] 
f(z) = -192/121*z^3 + 139/11*z + 1
*
[ -2 ] 
f(z) = -191/136*z^3 + 121/17*z + 1
*
[ -2 ] 
f(z) = -189/136*z^3 + 120/17*z + 1
*
-5/3 | 0.25993323771794051551695842791112864538 | 0.026664483040407943873914382100555000441
f(z) = -198/125*z^3 + 137/22*z + 1
*
[ -20/21 ] 
f(z) = -196/125*z^3 + 125/36*z + 1
*
[ 25/14 ] 
f(z) = -196/125*z^3 + 136/25*z + 1
*
[ -11/9 ] 
f(z) = -189/121*z^3 + 137/33*z + 1
*
-5/6 | 0.14174206387433675838347555852299069644 | 0.017579183671656710133528185962255981122
f(z) = -186/125*z^3 + 127/30*z + 1
*
[ -5/16 ] 
f(z) = -184/125*z^3 + 139/32*z + 1
*
[ -4/5 ] 
f(z) = -195/128*z^3 + 129/40*z + 1
*
[ -4/5 ] 
f(z) = -185/128*z^3 + 127/40*z + 1
*
[ -5/8 ] 
f(z) = -184/125*z^3 + 127/40*z + 1
*
-5/4 | 0.15497113075212877309318398459131899027 | 0.019219883616984948569825170695081068210
f(z) = -192/125*z^3 + 127/60*z + 1
*
[ 25/24 ] 
f(z) = -192/125*z^3 + 128/75*z + 1
*
-16/21 | 0.19407740686829577299771631144982654669 | 0.027001483576212455947000638268023610505
f(z) = -189/128*z^3 + 131/112*z + 1
*
-3/4 | 0.19636576271740910380503628055950768472 | 0.026726249195680300879781934352931003576
f(z) = -194/135*z^3 + 137/120*z + 1
*
[ 7/8 ] 
f(z) = -192/133*z^3 + 128/133*z + 1
*
-3/4 | 0.19418951635839753558395557370097506296 | 0.026661755566778831694562341847508475390
f(z) = -182/135*z^3 + 131/120*z + 1
*
[ 11/13 ] 
f(z) = -195/121*z^3 + 139/143*z + 1
*
[ 11/13 ] 
f(z) = -182/121*z^3 + 128/143*z + 1
*
[ 4/5 ] 
f(z) = -189/128*z^3 + 139/200*z + 1
*
[ 4/5 ] 
f(z) = -187/128*z^3 + 137/200*z + 1
*
[ 4/5 ] 
f(z) = -183/128*z^3 + 133/200*z + 1
*
[ 4/5 ] 
f(z) = -181/128*z^3 + 131/200*z + 1
*
[ 3/4 ] 
f(z) = -200/129*z^3 + 139/258*z + 1
*
[ 3/4 ] 
f(z) = -184/123*z^3 + 125/246*z + 1
*
[ 3/4 ] 
f(z) = -184/129*z^3 + 121/258*z + 1
*
[ 11/15 ] 
f(z) = -189/121*z^3 + 131/275*z + 1
*
[ 45/14 ] 
f(z) = -196/125*z^3 + 152/9*z + 1
*
[ -11/4 ] 
f(z) = -192/121*z^3 + 147/11*z + 1
*
[ 15/7 ] 
f(z) = -189/125*z^3 + 157/21*z + 1
*
[ -15/11 ] 
f(z) = -187/125*z^3 + 149/33*z + 1
*
-5/3 | 0.18578331345548195075111826806399408784 | 0.022450825710778241366913922111209926011
f(z) = -186/125*z^3 + 157/30*z + 1
*
[ -5/12 ] 
f(z) = -198/125*z^3 + 147/40*z + 1
*
[ -5/9 ] 
f(z) = -198/125*z^3 + 148/45*z + 1
*
[ -5/7 ] 
f(z) = -197/125*z^3 + 157/49*z + 1
*
[ -5/6 ] 
f(z) = -196/125*z^3 + 148/45*z + 1
*
[ -9/14 ] 
f(z) = -196/135*z^3 + 142/45*z + 1
*
[ -11/16 ] 
f(z) = -192/121*z^3 + 141/44*z + 1
*
[ -5/7 ] 
f(z) = -192/125*z^3 + 156/49*z + 1
*
[ -5/6 ] 
f(z) = -188/125*z^3 + 146/45*z + 1
*
[ -5/7 ] 
f(z) = -187/125*z^3 + 155/49*z + 1
*
[ -2/3 ] 
f(z) = -183/136*z^3 + 158/51*z + 1
*
-55/48 | 0.13434132443560624554922607045218325705 | 0.016234362519223945605480558600517096631
f(z) = -192/125*z^3 + 157/60*z + 1
*
[ 20/17 ] 
f(z) = -187/125*z^3 + 151/68*z + 1
*
-3/8 | 0.23625514546179024118616752896398346665 | 0.028465218978279536509849843562784910254
f(z) = -188/135*z^3 + 149/80*z + 1
*
-5/9 | 0.22997116476084387751149126646050449320 | 0.027753281023658322145188186967081655895
f(z) = -189/125*z^3 + 148/105*z + 1
*
-5/7 | 0.11175387331139319144839213353997541134 | 0.021173066620664413800603606219119967185
f(z) = -196/135*z^3 + 154/135*z + 1
*
-8/15 | 0.22521437598487974532381790148456313308 | 0.028218640751126702467749461319826836387
f(z) = -195/128*z^3 + 157/120*z + 1
*
5/6 | 0.19997788207525984346547683060359831686 | 0.023323887648149761923728147235153937312
f(z) = -189/125*z^3 + 159/140*z + 1
*
-8/63 | 0.12588922952031096352074345406499088496 | 0.015192509758179444145565036645531865538
f(z) = -189/128*z^3 + 151/168*z + 1
*
5/12 | 0.26388550864071176483603790541501061499 | 0.029778426938076108995079913965338433990
f(z) = -196/125*z^3 + 157/180*z + 1
*
[ 5/6 ] 
f(z) = -193/125*z^3 + 157/180*z + 1
*
[ 5/6 ] 
f(z) = -187/125*z^3 + 151/180*z + 1
*
[ 4/5 ] 
f(z) = -199/128*z^3 + 149/200*z + 1
*
[ 4/5 ] 
f(z) = -197/128*z^3 + 147/200*z + 1
*
[ 4/5 ] 
f(z) = -193/128*z^3 + 143/200*z + 1
*
[ 4/5 ] 
f(z) = -191/128*z^3 + 141/200*z + 1
*
[ 3/4 ] 
f(z) = -200/123*z^3 + 143/246*z + 1
*
[ -25/14 ] 
f(z) = -196/125*z^3 + 164/25*z + 1
*
-5/28 | 0.22706067124259360473581355647482953884 | 0.027120894730003954299043487585488773334
f(z) = -196/125*z^3 + 173/20*z + 1
*
-2 | 0.11183435201969909314665063172578369736 | 0.017012441916748428161765748289417428141
f(z) = -195/128*z^3 + 179/32*z + 1
*
-2 | 0.11164278308179483369511143630065718285 | 0.017012378541872784914805659924540736932
f(z) = -193/128*z^3 + 177/32*z + 1
*
-2 | 0.11144905438161315976870830446889617504 | 0.017012316851839483008931438382720838750
f(z) = -191/128*z^3 + 175/32*z + 1
*
20/9 | 0.16200257998127356001164209168404203979 | 0.020500200888574345954456668909082570564
f(z) = -189/128*z^3 + 169/24*z + 1
*
-2 | 0.11125311275143732028931726380552531085 | 0.017012256357891906826692191434987677959
f(z) = -189/128*z^3 + 173/32*z + 1
*
-2 | 0.11105490288220036431025992025163317264 | 0.017012196506721048692323044106298211817
f(z) = -187/128*z^3 + 171/32*z + 1
*
-2 | 0.11085436719873672695153748838881281825 | 0.017012136673220610377813342499070042377
f(z) = -185/128*z^3 + 169/32*z + 1
*
[ -15/8 ] 
f(z) = -184/125*z^3 + 161/24*z + 1
*
-2 | 0.11065144572526991248243007584845852520 | 0.017012076152386130528116553225430547268
f(z) = -183/128*z^3 + 167/32*z + 1
*
-2 | 0.11044607594016144537623753669738473842 | 0.017012014150246374645930942365097264671
f(z) = -181/128*z^3 + 165/32*z + 1
*
[ -5/4 ] 
f(z) = -198/125*z^3 + 171/40*z + 1
*
[ -11/28 ] 
f(z) = -196/121*z^3 + 167/44*z + 1
*
[ 8/5 ] 
f(z) = -195/128*z^3 + 171/40*z + 1
*
[ -2/3 ] 
f(z) = -195/136*z^3 + 160/51*z + 1
*
[ -5/4 ] 
f(z) = -194/125*z^3 + 169/40*z + 1
*
[ 8/5 ] 
f(z) = -185/128*z^3 + 163/40*z + 1
*
[ -5/4 ] 
f(z) = -182/125*z^3 + 163/40*z + 1
*
5/4 | 0.20758654254301285079978578329679724142 | 0.024519097013936247339248040536322044132
f(z) = -198/125*z^3 + 161/120*z + 1
*
4/15 | 0.091748384022968461382349195483621285539 | 0.011495778974670688858767987735162863924
f(z) = -195/128*z^3 + 163/120*z + 1
*
5/4 | 0.25382735307064198683833128335311691593 | 0.029479436020507122744353634425525211758
f(z) = -196/125*z^3 + 171/140*z + 1
*
[ 5/6 ] 
f(z) = -199/125*z^3 + 163/180*z + 1
*
[ 5/6 ] 
f(z) = -197/125*z^3 + 161/180*z + 1
*
[ 6/7 ] 
f(z) = -182/135*z^3 + 173/210*z + 1
*
[ 25/33 ] 
f(z) = -198/125*z^3 + 162/275*z + 1
*
[ 10/3 ] 
f(z) = -198/125*z^3 + 183/10*z + 1
*
[ -10/3 ] 
f(z) = -198/125*z^3 + 189/10*z + 1
*
[ 5 ] 
f(z) = -194/125*z^3 + 198/5*z + 1
*
[ 5 ] 
f(z) = -193/125*z^3 + 197/5*z + 1
*
[ -5 ] 
f(z) = -193/125*z^3 + 199/5*z + 1
*
[ 4 ] 
f(z) = -193/128*z^3 + 199/8*z + 1
*
[ 5 ] 
f(z) = -192/125*z^3 + 196/5*z + 1
*
[ -5 ] 
f(z) = -192/125*z^3 + 198/5*z + 1
*
[ -5 ] 
f(z) = -191/125*z^3 + 197/5*z + 1
*
[ 4 ] 
f(z) = -191/128*z^3 + 197/8*z + 1
*
[ -10/3 ] 
f(z) = -189/125*z^3 + 181/10*z + 1
*
[ 5 ] 
f(z) = -189/125*z^3 + 193/5*z + 1
*
[ 4 ] 
f(z) = -189/128*z^3 + 195/8*z + 1
*
[ -4 ] 
f(z) = -189/128*z^3 + 199/8*z + 1
*
[ 5 ] 
f(z) = -188/125*z^3 + 192/5*z + 1
*
[ -5 ] 
f(z) = -188/125*z^3 + 194/5*z + 1
*
[ 5 ] 
f(z) = -187/125*z^3 + 191/5*z + 1
*
[ -5 ] 
f(z) = -187/125*z^3 + 193/5*z + 1
*
[ 4 ] 
f(z) = -187/128*z^3 + 193/8*z + 1
*
[ -4 ] 
f(z) = -187/128*z^3 + 197/8*z + 1
*
[ 3 ] 
f(z) = -187/135*z^3 + 197/15*z + 1
*
[ -5 ] 
f(z) = -186/125*z^3 + 192/5*z + 1
*
[ 4 ] 
f(z) = -185/128*z^3 + 191/8*z + 1
*
[ -4 ] 
f(z) = -185/128*z^3 + 195/8*z + 1
*
[ 5 ] 
f(z) = -184/125*z^3 + 188/5*z + 1
*
[ 3 ] 
f(z) = -184/135*z^3 + 194/15*z + 1
*
[ 15/4 ] 
f(z) = -184/135*z^3 + 199/10*z + 1
*
[ 5 ] 
f(z) = -183/125*z^3 + 187/5*z + 1
*
[ -5 ] 
f(z) = -183/125*z^3 + 189/5*z + 1
*
[ 4 ] 
f(z) = -183/128*z^3 + 189/8*z + 1
*
[ -4 ] 
f(z) = -183/128*z^3 + 193/8*z + 1
*
[ 5 ] 
f(z) = -182/125*z^3 + 186/5*z + 1
*
[ -5 ] 
f(z) = -182/125*z^3 + 188/5*z + 1
*
[ -5 ] 
f(z) = -181/125*z^3 + 187/5*z + 1
*
[ 4 ] 
f(z) = -181/128*z^3 + 187/8*z + 1
*
[ -4 ] 
f(z) = -181/128*z^3 + 191/8*z + 1
*
[ 3 ] 
f(z) = -181/135*z^3 + 191/15*z + 1
*
-2 | 0.11221121325980561078002288265664102711 | 0.017012575391538233468821886161183964061
f(z) = -199/128*z^3 + 183/32*z + 1
*
-2 | 0.11202381233754733986414867550727889869 | 0.017012507407157255823369538210156701341
f(z) = -197/128*z^3 + 181/32*z + 1
*
15/7 | 0.25073188556046931173451344238413138356 | 0.029672467125791531046798034995484240194
f(z) = -196/125*z^3 + 187/30*z + 1
*
-55/84 | 0.26440708919136017956884954304779491582 | 0.026149100773387977447878373783782672200
f(z) = -196/125*z^3 + 197/36*z + 1
*
[ 11/6 ] 
f(z) = -192/121*z^3 + 191/33*z + 1
*
-4/9 | 0.12041623139439403391032326099833507483 | 0.015106628521896923697200648800679779597
f(z) = -189/128*z^3 + 181/24*z + 1
*
[ 5/2 ] 
f(z) = -187/125*z^3 + 199/20*z + 1
*
[ 2 ] 
f(z) = -183/128*z^3 + 199/32*z + 1
*
-15/7 | 0.22111497885853625826094051194808310253 | 0.025758655943524760541494632063272226145
f(z) = -182/135*z^3 + 198/35*z + 1
*
[ 5/2 ] 
f(z) = -181/125*z^3 + 193/20*z + 1
*
[ 2 ] 
f(z) = -181/128*z^3 + 197/32*z + 1
*
[ -9/7 ] 
f(z) = -196/135*z^3 + 188/45*z + 1
*
[ -4/7 ] 
f(z) = -189/128*z^3 + 181/56*z + 1
*
-2/9 | 0.19591003427772205703262008775933727084 | 0.026897978556945981372491764506314032562
f(z) = -189/136*z^3 + 182/51*z + 1
*
[ -5/11 ] 
f(z) = -187/125*z^3 + 193/55*z + 1
*
15/8 | 0.24736803102132594441059939341350010932 | 0.029060477121472096103015808757957493176
f(z) = -184/125*z^3 + 199/40*z + 1
*
[ 5/3 ] 
f(z) = -181/125*z^3 + 199/45*z + 1
*
[ -15/28 ] 
f(z) = -196/135*z^3 + 197/60*z + 1
*
-5/4 | 0.22450296076642011184316225623239568367 | 0.026405652799519657566643387674190458685
f(z) = -192/125*z^3 + 197/60*z + 1
*
[ -2/3 ] 
f(z) = -189/124*z^3 + 197/62*z + 1
*
[ 4/3 ] 
f(z) = -189/136*z^3 + 185/68*z + 1
*
[ -3/4 ] 
f(z) = -188/135*z^3 + 187/60*z + 1
*
[ -5/6 ] 
f(z) = -183/125*z^3 + 193/60*z + 1
*
[ 4/3 ] 
f(z) = -181/128*z^3 + 199/72*z + 1
*
[ 5/4 ] 
f(z) = -183/125*z^3 + 199/80*z + 1
*
[ 5/4 ] 
f(z) = -181/125*z^3 + 197/80*z + 1
*
-4/5 | 0.19745112550746133935334457587336604757 | 0.024669989024073125965822168552697849592
f(z) = -195/128*z^3 + 187/120*z + 1
*
-6/13 | 0.25178666078884974819826699716773965362 | 0.029491559239295177624554857577160687344
f(z) = -182/135*z^3 + 189/130*z + 1
*
-5/42 | 0.19873208709460808419972879995045643793 | 0.023178587668672955154318709017770879184
f(z) = -189/125*z^3 + 199/140*z + 1
*
[ 10/11 ] 
f(z) = -187/120*z^3 + 196/165*z + 1
*
[ 15/16 ] 
f(z) = -184/135*z^3 + 181/160*z + 1
*
9/28 | 0.12003087044294602684694234005106834739 | 0.018010729845125100944535148014999668154
f(z) = -196/135*z^3 + 187/180*z + 1
*
[ 5 ] 
f(z) = -199/125*z^3 + 203/5*z + 1
*
[ 4 ] 
f(z) = -199/128*z^3 + 205/8*z + 1
*
[ -4 ] 
f(z) = -199/128*z^3 + 209/8*z + 1
*
[ 3 ] 
f(z) = -199/135*z^3 + 209/15*z + 1
*
[ 5 ] 
f(z) = -198/125*z^3 + 202/5*z + 1
*
[ -5 ] 
f(z) = -198/125*z^3 + 204/5*z + 1
*
[ 5 ] 
f(z) = -197/125*z^3 + 201/5*z + 1
*
[ -5 ] 
f(z) = -197/125*z^3 + 203/5*z + 1
*
[ 4 ] 
f(z) = -197/128*z^3 + 203/8*z + 1
*
[ -4 ] 
f(z) = -197/128*z^3 + 207/8*z + 1
*
[ -3 ] 
f(z) = -197/135*z^3 + 217/15*z + 1
*
[ -5 ] 
f(z) = -196/125*z^3 + 202/5*z + 1
*
[ 3 ] 
f(z) = -196/135*z^3 + 206/15*z + 1
*
[ 4 ] 
f(z) = -195/128*z^3 + 201/8*z + 1
*
[ -4 ] 
f(z) = -195/128*z^3 + 205/8*z + 1
*
[ -3 ] 
f(z) = -194/135*z^3 + 214/15*z + 1
*
[ -4 ] 
f(z) = -193/128*z^3 + 203/8*z + 1
*
[ 3 ] 
f(z) = -193/135*z^3 + 203/15*z + 1
*
[ -4 ] 
f(z) = -191/128*z^3 + 201/8*z + 1
*
[ -3 ] 
f(z) = -191/135*z^3 + 211/15*z + 1
*
[ -3 ] 
f(z) = -188/135*z^3 + 208/15*z + 1
*
[ -3 ] 
f(z) = -182/135*z^3 + 202/15*z + 1
*
[ 5/2 ] 
f(z) = -199/125*z^3 + 211/20*z + 1
*
[ 2 ] 
f(z) = -199/128*z^3 + 215/32*z + 1
*
[ 5/2 ] 
f(z) = -197/125*z^3 + 209/20*z + 1
*
[ 2 ] 
f(z) = -197/128*z^3 + 213/32*z + 1
*
[ -3/28 ] 
f(z) = -196/135*z^3 + 207/20*z + 1
*
-15/7 | 0.15617169532984771541628652095980641525 | 0.020610951856726756951819666451722002989
f(z) = -196/135*z^3 + 217/30*z + 1
*
[ 2 ] 
f(z) = -195/128*z^3 + 211/32*z + 1
*
[ 2 ] 
f(z) = -193/128*z^3 + 209/32*z + 1
*
[ 5/2 ] 
f(z) = -191/125*z^3 + 203/20*z + 1
*
[ -5/2 ] 
f(z) = -191/125*z^3 + 219/20*z + 1
*
[ 2 ] 
f(z) = -191/128*z^3 + 207/32*z + 1
*
[ 5/2 ] 
f(z) = -189/125*z^3 + 201/20*z + 1
*
20/9 | 0.18913269924899724211360939749559952327 | 0.022167239320457945043503821766907137650
f(z) = -189/125*z^3 + 203/30*z + 1
*
-10/21 | 0.20240044399022270760416589268305202119 | 0.023654821546457863341580774326666332882
f(z) = -189/125*z^3 + 208/35*z + 1
*
[ -5/2 ] 
f(z) = -189/125*z^3 + 217/20*z + 1
*
[ 2 ] 
f(z) = -189/128*z^3 + 205/32*z + 1
*
[ 2 ] 
f(z) = -187/128*z^3 + 203/32*z + 1
*
[ 2 ] 
f(z) = -185/128*z^3 + 201/32*z + 1
*
[ -5/2 ] 
f(z) = -183/125*z^3 + 211/20*z + 1
*
[ -5/2 ] 
f(z) = -181/125*z^3 + 209/20*z + 1
*
[ 5/3 ] 
f(z) = -199/125*z^3 + 217/45*z + 1
*
[ 5/3 ] 
f(z) = -196/125*z^3 + 214/45*z + 1
*
[ 5/3 ] 
f(z) = -194/125*z^3 + 212/45*z + 1
*
[ 5/3 ] 
f(z) = -193/125*z^3 + 211/45*z + 1
*
[ -10/9 ] 
f(z) = -192/125*z^3 + 205/54*z + 1
*
[ 5/3 ] 
f(z) = -191/125*z^3 + 209/45*z + 1
*
[ -10/27 ] 
f(z) = -189/125*z^3 + 211/54*z + 1
*
-16/9 | 0.19258502210884899986844317293785514459 | 0.026050886582788147615159864300596354453
f(z) = -189/128*z^3 + 203/48*z + 1
*
[ -8/7 ] 
f(z) = -189/128*z^3 + 213/56*z + 1
*
[ -8/21 ] 
f(z) = -189/128*z^3 + 215/56*z + 1
*
[ 5/3 ] 
f(z) = -188/125*z^3 + 206/45*z + 1
*
[ -8/5 ] 
f(z) = -185/128*z^3 + 213/40*z + 1
*
[ 5/3 ] 
f(z) = -184/125*z^3 + 202/45*z + 1
*
[ 4/3 ] 
f(z) = -199/128*z^3 + 217/72*z + 1
*
[ 4/3 ] 
f(z) = -197/128*z^3 + 215/72*z + 1
*
[ 3/2 ] 
f(z) = -197/135*z^3 + 217/60*z + 1
*
[ -5/8 ] 
f(z) = -193/125*z^3 + 205/64*z + 1
*
[ 4/3 ] 
f(z) = -193/128*z^3 + 211/72*z + 1
*
[ 4/3 ] 
f(z) = -191/128*z^3 + 209/72*z + 1
*
[ 3/2 ] 
f(z) = -191/135*z^3 + 211/60*z + 1
*
[ 4/3 ] 
f(z) = -187/128*z^3 + 205/72*z + 1
*
[ 4/3 ] 
f(z) = -185/128*z^3 + 203/72*z + 1
*
[ -15/23 ] 
f(z) = -184/125*z^3 + 218/69*z + 1
*
[ -5/8 ] 
f(z) = -183/125*z^3 + 203/64*z + 1
*
[ 5/4 ] 
f(z) = -197/125*z^3 + 213/80*z + 1
*
[ 5/4 ] 
f(z) = -193/125*z^3 + 209/80*z + 1
*
[ 5/4 ] 
f(z) = -191/125*z^3 + 207/80*z + 1
*
[ 5/4 ] 
f(z) = -187/125*z^3 + 203/80*z + 1
*
15/22 | 0.21752164606402792676598740390544303964 | 0.025351676832306886171403643543545740263
f(z) = -198/125*z^3 + 213/110*z + 1
*
[ 11/10 ] 
f(z) = -190/121*z^3 + 219/110*z + 1
*
-80/63 | 0.13265627019142840009772338969154762455 | 0.015452365709450304644859742576949143702
f(z) = -189/125*z^3 + 214/105*z + 1
*
5/4 | 0.25557685490472277604032261488304237700 | 0.029682622661984611519606251040718417170
f(z) = -196/125*z^3 + 211/140*z + 1
*
[ 11/12 ] 
f(z) = -189/121*z^3 + 215/176*z + 1
*
8/21 | 0.16333306953147827117606920402228688417 | 0.019711291125902315345468344957044391710
f(z) = -189/128*z^3 + 211/168*z + 1
*
-6/11 | 0.11654150083131325787405713758333320220 | 0.015276109767013727694381869009540488502
f(z) = -187/120*z^3 + 214/165*z + 1
*
[ 8/9 ] 
f(z) = -183/128*z^3 + 217/216*z + 1
*
11/9 | 0.19703933313446375727565602889227903491 | 0.023779015907850450293058926014249395886
f(z) = -189/121*z^3 + 218/231*z + 1
*
[ 11/3 ] 
f(z) = -189/121*z^3 + 239/11*z + 1
*
[ -5/2 ] 
f(z) = -199/125*z^3 + 227/20*z + 1
*
[ -5/2 ] 
f(z) = -193/125*z^3 + 221/20*z + 1
*
[ -11/6 ] 
f(z) = -192/121*z^3 + 227/33*z + 1
*
[ 35/16 ] 
f(z) = -192/125*z^3 + 221/28*z + 1
*
[ -2 ] 
f(z) = -191/128*z^3 + 239/32*z + 1
*
[ -2 ] 
f(z) = -189/128*z^3 + 237/32*z + 1
*
[ -2 ] 
f(z) = -187/128*z^3 + 235/32*z + 1
*
[ -2 ] 
f(z) = -185/128*z^3 + 233/32*z + 1
*
[ -5/46 ] 
f(z) = -184/125*z^3 + 235/23*z + 1
*
[ -2 ] 
f(z) = -183/128*z^3 + 231/32*z + 1
*
[ -2 ] 
f(z) = -181/128*z^3 + 229/32*z + 1
*
[ -5/21 ] 
f(z) = -196/125*z^3 + 238/45*z + 1
*
[ -8/5 ] 
f(z) = -195/128*z^3 + 221/40*z + 1
*
-55/32 | 0.27687977119874935825628559518755244720 | 0.027074796764573209931640298594190449172
f(z) = -192/125*z^3 + 221/48*z + 1
*
-4/3 | 0.22011116901769779500992607877593214732 | 0.026822183118882623275572082791667371215
f(z) = -189/128*z^3 + 229/56*z + 1
*
[ -15/11 ] 
f(z) = -187/135*z^3 + 237/55*z + 1
*
-15/8 | 0.25543205214899048924746273708118886029 | 0.029380269709605287181215984811459633386
f(z) = -184/135*z^3 + 221/40*z + 1
*
-33/28 | 0.18420781948424013640545589563560740769 | 0.024252590779286014192883394568482536850
f(z) = -196/135*z^3 + 221/60*z + 1
*
[ 10/7 ] 
f(z) = -189/125*z^3 + 237/70*z + 1
*
[ 10/7 ] 
f(z) = -182/125*z^3 + 229/70*z + 1
*
[ -6/7 ] 
f(z) = -182/135*z^3 + 221/70*z + 1
*
[ -15/13 ] 
f(z) = -182/135*z^3 + 238/65*z + 1
*
-15/56 | 0.22167417393238810826700893478177663759 | 0.025419056433102983503187936755054963881
f(z) = -196/135*z^3 + 227/80*z + 1
*
5/4 | 0.19726128109065656678236618704005114879 | 0.022868095600889207624249064107907802795
f(z) = -186/125*z^3 + 223/120*z + 1
*
-3/8 | 0.22389186620048861910566855255256223045 | 0.029442424609538841650737130840685855372
f(z) = -184/135*z^3 + 223/120*z + 1
*
8/9 | 0.19486329189354151001239059132108098457 | 0.023516407836350748840305517073705440949
f(z) = -189/128*z^3 + 235/168*z + 1
*
-10/11 | 0.14659546987676414267507523244954391168 | 0.019215545305408509882030352932925133894
f(z) = -187/120*z^3 + 229/165*z + 1
*
[ 11/12 ] 
f(z) = -184/121*z^3 + 235/198*z + 1
*
[ 8/9 ] 
f(z) = -195/128*z^3 + 233/216*z + 1
*
33/28 | 0.26753963414685262702329182840339383336 | 0.029522252342499260391286589241034768170
f(z) = -196/135*z^3 + 237/220*z + 1
*
-15/28 | 0.22776424223388269518134292422234453010 | 0.024678231455552171675081909859077250810
f(z) = -182/135*z^3 + 239/280*z + 1
*
[ -11/3 ] 
f(z) = -189/121*z^3 + 245/11*z + 1
*
[ 15/2 ] 
f(z) = -184/125*z^3 + 251/3*z + 1
*
[ -2 ] 
f(z) = -199/128*z^3 + 247/32*z + 1
*
[ -2 ] 
f(z) = -197/128*z^3 + 245/32*z + 1
*
[ -2 ] 
f(z) = -195/128*z^3 + 243/32*z + 1
*
[ -2 ] 
f(z) = -193/128*z^3 + 241/32*z + 1
*
10/63 | 0.29584659107293415908897692810806781891 | 0.028508767247049947151234983163873819929
f(z) = -189/125*z^3 + 257/21*z + 1
*
5/2 | 0.21161277310062019796665856711020837178 | 0.024244542693165469902108475641787256390
f(z) = -186/125*z^3 + 247/30*z + 1
*
[ 8/3 ] 
f(z) = -183/128*z^3 + 259/24*z + 1
*
5/33 | 0.18851478730293814534421505292880384515 | 0.021628480330987686096154990684931768596
f(z) = -198/125*z^3 + 244/55*z + 1
*
185/96 | 0.19365939600371450014762121229118563703 | 0.018748056258427875928599793756320609172
f(z) = -192/125*z^3 + 245/48*z + 1
*
[ 11/6 ] 
f(z) = -189/121*z^3 + 251/44*z + 1
*
-4/21 | 0.21035484663279011523441224193547508044 | 0.025474751380518200320869866194050900659
f(z) = -189/128*z^3 + 241/56*z + 1
*
[ 16/9 ] 
f(z) = -189/128*z^3 + 245/48*z + 1
*
[ -5/22 ] 
f(z) = -187/125*z^3 + 241/44*z + 1
*
[ -5/3 ] 
f(z) = -187/125*z^3 + 259/45*z + 1
*
[ -5/3 ] 
f(z) = -184/125*z^3 + 256/45*z + 1
*
[ -15/8 ] 
f(z) = -184/135*z^3 + 253/40*z + 1
*
[ -5/3 ] 
f(z) = -182/125*z^3 + 254/45*z + 1
*
[ -5/3 ] 
f(z) = -181/125*z^3 + 253/45*z + 1
*
-5/4 | 0.15572058672354387634762371332745249267 | 0.017840957129882584782756194499685495760
f(z) = -192/125*z^3 + 247/60*z + 1
*
[ -11/21 ] 
f(z) = -189/121*z^3 + 257/77*z + 1
*
[ -10/21 ] 
f(z) = -189/125*z^3 + 241/70*z + 1
*
[ -5/13 ] 
f(z) = -182/125*z^3 + 248/65*z + 1
*
[ -15/26 ] 
f(z) = -182/125*z^3 + 251/78*z + 1
*
[ -3/4 ] 
f(z) = -199/135*z^3 + 253/80*z + 1
*
-10/11 | 0.24699149677776593958241622507578639875 | 0.023911106677488787921264038881964414316
f(z) = -198/125*z^3 + 245/88*z + 1
*
[ -5/8 ] 
f(z) = -196/125*z^3 + 257/80*z + 1
*
[ -3/4 ] 
f(z) = -193/135*z^3 + 251/80*z + 1
*
[ -3/4 ] 
f(z) = -187/135*z^3 + 249/80*z + 1
*
[ -3/4 ] 
f(z) = -181/135*z^3 + 247/80*z + 1
*
-6/11 | 0.23487301842643731685159282444941279226 | 0.026674277263938967688797548300118945212
f(z) = -187/135*z^3 + 247/110*z + 1
*
-40/63 | 0.15619074968808695084289609906231109147 | 0.018849344759797545816657348349082382931
f(z) = -189/128*z^3 + 247/168*z + 1
*
[ 11/12 ] 
f(z) = -200/121*z^3 + 257/198*z + 1
*
[ 20/21 ] 
f(z) = -196/125*z^3 + 247/180*z + 1
*
[ 15/16 ] 
f(z) = -188/125*z^3 + 241/192*z + 1
*
[ 30/31 ] 
f(z) = -186/125*z^3 + 253/186*z + 1
*
-3/5 | 0.20350154768787311979922737570333384918 | 0.029796148391736536961242469191143725795
f(z) = -185/126*z^3 + 251/210*z + 1
*
[ 6/7 ] 
f(z) = -196/123*z^3 + 247/246*z + 1
*
[ 6/7 ] 
f(z) = -196/129*z^3 + 245/258*z + 1
*
[ 15/17 ] 
f(z) = -187/135*z^3 + 241/255*z + 1
*
[ 33/40 ] 
f(z) = -200/121*z^3 + 241/264*z + 1
*
[ -15/2 ] 
f(z) = -196/125*z^3 + 268/3*z + 1
*
[ -30/7 ] 
f(z) = -196/135*z^3 + 279/10*z + 1
*
[ -15/4 ] 
f(z) = -188/125*z^3 + 269/12*z + 1
*
[ 20/7 ] 
f(z) = -196/125*z^3 + 269/20*z + 1
*
[ 8/3 ] 
f(z) = -195/128*z^3 + 275/24*z + 1
*
[ 11/4 ] 
f(z) = -184/121*z^3 + 267/22*z + 1
*
[ -8/3 ] 
f(z) = -183/128*z^3 + 277/24*z + 1
*
[ -15/7 ] 
f(z) = -182/135*z^3 + 268/35*z + 1
*
[ -5/3 ] 
f(z) = -199/125*z^3 + 271/45*z + 1
*
[ -5/3 ] 
f(z) = -197/125*z^3 + 269/45*z + 1
*
[ -5/3 ] 
f(z) = -194/125*z^3 + 266/45*z + 1
*
[ -5/3 ] 
f(z) = -191/125*z^3 + 263/45*z + 1
*
[ -20/13 ] 
f(z) = -182/125*z^3 + 265/52*z + 1
*
[ -25/24 ] 
f(z) = -192/125*z^3 + 272/75*z + 1
*
-10/9 | 0.23932601977456953608896304620323261087 | 0.027131409708987291876971900524284360904
f(z) = -189/125*z^3 + 271/60*z + 1
*
[ -5/12 ] 
f(z) = -182/125*z^3 + 263/72*z + 1
*
[ -5/14 ] 
f(z) = -182/125*z^3 + 279/70*z + 1
*
-3/14 | 0.22212640119799313647980719779974247757 | 0.025069688991738108268562927898314739304
f(z) = -182/135*z^3 + 261/70*z + 1
*
-15/13 | 0.17053646041349102462720922343614662369 | 0.019118749398549774923502658051160106656
f(z) = -182/135*z^3 + 277/65*z + 1
*
[ -5/9 ] 
f(z) = -196/125*z^3 + 266/81*z + 1
*
[ -5/9 ] 
f(z) = -191/125*z^3 + 265/81*z + 1
*
5/3 | 0.27685980096675746135359742731495898766 | 0.026543463027291115855306433053751599761
f(z) = -187/125*z^3 + 271/99*z + 1
*
[ -8/11 ] 
f(z) = -187/128*z^3 + 277/88*z + 1
*
[ -15/17 ] 
f(z) = -187/135*z^3 + 273/85*z + 1
*
[ 11/8 ] 
f(z) = -184/121*z^3 + 277/88*z + 1
*
[ -5/9 ] 
f(z) = -181/125*z^3 + 263/81*z + 1
*
-10/21 | 0.23040949328971379648179083414469065959 | 0.026088019783856705604966510902703184251
f(z) = -189/125*z^3 + 274/105*z + 1
*
-2/3 | 0.15805206470451646280309957319570596053 | 0.028067149812184105219189985659204131140
f(z) = -189/130*z^3 + 279/130*z + 1
*
[ 15/14 ] 
f(z) = -192/125*z^3 + 269/147*z + 1
*
[ 22/21 ] 
f(z) = -189/121*z^3 + 271/154*z + 1
*
[ 55/56 ] 
f(z) = -196/125*z^3 + 263/176*z + 1
*
-2/5 | 0.21002271541256502807686927927037541332 | 0.029928397800381253541334694608949640017
f(z) = -195/128*z^3 + 279/160*z + 1
*
-8/7 | 0.23835028583970394885749268843927768394 | 0.028411021932107874371164941779166923882
f(z) = -189/128*z^3 + 275/168*z + 1
*
-2/5 | 0.17483957969375014590228584182110566338 | 0.024940342598610919462756367378576137700
f(z) = -185/128*z^3 + 277/160*z + 1
*
[ 35/36 ] 
f(z) = -192/125*z^3 + 269/189*z + 1
*
10/9 | 0.15112070828662046384707583307477955156 | 0.016829679973359100486184904015186057818
f(z) = -189/125*z^3 + 263/210*z + 1
*
-3/4 | 0.21772840559392316929932532352754498425 | 0.027027558979315118758185920633256981594
f(z) = -197/135*z^3 + 277/240*z + 1
*
[ 15/17 ] 
f(z) = -187/125*z^3 + 263/255*z + 1
*
5/4 | 0.23384894927655693708049123118033551034 | 0.025752340660968589141480961868185249740
f(z) = -183/125*z^3 + 277/240*z + 1
*
[ 10/11 ] 
f(z) = -182/125*z^3 + 267/242*z + 1
*
[ 12/13 ] 
f(z) = -182/135*z^3 + 277/260*z + 1
*
[ 20/3 ] 
f(z) = -198/125*z^3 + 285/4*z + 1
*
[ -55/14 ] 
f(z) = -196/125*z^3 + 280/11*z + 1
*
[ -10 ] 
f(z) = -183/125*z^3 + 295/2*z + 1
*
[ 10 ] 
f(z) = -182/125*z^3 + 293/2*z + 1
*
[ 11/4 ] 
f(z) = -200/121*z^3 + 289/22*z + 1
*
[ -20/7 ] 
f(z) = -196/125*z^3 + 283/20*z + 1
*
[ -8/3 ] 
f(z) = -195/128*z^3 + 293/24*z + 1
*
[ -11/4 ] 
f(z) = -184/121*z^3 + 283/22*z + 1
*
40/21 | 0.22268220067847513946250513090573254805 | 0.025121174809324277066735318679072214073
f(z) = -196/125*z^3 + 283/45*z + 1
*
[ 15/8 ] 
f(z) = -196/125*z^3 + 287/48*z + 1
*
[ -11/6 ] 
f(z) = -189/121*z^3 + 299/44*z + 1
*
[ -16/9 ] 
f(z) = -189/128*z^3 + 299/48*z + 1
*
[ -2/9 ] 
f(z) = -189/136*z^3 + 284/51*z + 1
*
[ -3/2 ] 
f(z) = -199/135*z^3 + 299/60*z + 1
*
[ 12/7 ] 
f(z) = -196/135*z^3 + 281/60*z + 1
*
[ -3/2 ] 
f(z) = -193/135*z^3 + 293/60*z + 1
*
[ -5/18 ] 
f(z) = -189/125*z^3 + 283/60*z + 1
*
[ -4/3 ] 
f(z) = -189/136*z^3 + 287/68*z + 1
*
[ -3/2 ] 
f(z) = -187/135*z^3 + 287/60*z + 1
*
[ -3/2 ] 
f(z) = -181/135*z^3 + 281/60*z + 1
*
[ 11/8 ] 
f(z) = -200/121*z^3 + 299/88*z + 1
*
-45/32 | 0.23329124014862519697618547429651060865 | 0.026235494474867052898142238131475325842
f(z) = -192/125*z^3 + 291/80*z + 1
*
[ -5/12 ] 
f(z) = -189/125*z^3 + 293/80*z + 1
*
10/63 | 0.24768461524068045096343847374440361304 | 0.023569961179750002167665092791630486007
f(z) = -189/125*z^3 + 293/84*z + 1
*
5/31 | 0.25999144965994281921700513732915113640 | 0.024725088140195968471966566385991248289
f(z) = -186/125*z^3 + 295/93*z + 1
*
[ -5/6 ] 
f(z) = -182/125*z^3 + 289/90*z + 1
*
[ 55/48 ] 
f(z) = -192/125*z^3 + 283/132*z + 1
*
15/14 | 0.13146485129746908928024681268245263946 | 0.014739336649737191532511678781701527953
f(z) = -189/125*z^3 + 299/140*z + 1
*
[ 45/46 ] 
f(z) = -184/125*z^3 + 287/207*z + 1
*
[ 10/11 ] 
f(z) = -197/125*z^3 + 291/242*z + 1
*
[ 10/11 ] 
f(z) = -192/125*z^3 + 283/242*z + 1
*
[ 2/3 ] 
f(z) = -189/152*z^3 + 1/19*z + 1
*
[ 7/10 ] 
f(z) = -200/147*z^3 + 5/21*z + 1
*
[ 2/3 ] 
f(z) = -195/152*z^3 + 4/57*z + 1
*
[ 2/3 ] 
f(z) = -183/152*z^3 + 2/57*z + 1
*
[ 2/3 ] 
f(z) = -189/148*z^3 + 5/74*z + 1
*
[ 2/3 ] 
f(z) = -189/142*z^3 + 13/142*z + 1
*
[ 2/3 ] 
f(z) = -189/146*z^3 + 11/146*z + 1
*
[ 2/3 ] 
f(z) = -189/158*z^3 + 5/158*z + 1
*
[ 2/3 ] 
f(z) = -199/152*z^3 + 14/171*z + 1
*
[ 2/3 ] 
f(z) = -197/152*z^3 + 13/171*z + 1
*
[ 2/3 ] 
f(z) = -193/152*z^3 + 11/171*z + 1
*
[ 2/3 ] 
f(z) = -191/152*z^3 + 10/171*z + 1
*
[ 2/3 ] 
f(z) = -187/152*z^3 + 8/171*z + 1
*
[ 2/3 ] 
f(z) = -185/152*z^3 + 7/171*z + 1
*
[ 2/3 ] 
f(z) = -181/152*z^3 + 5/171*z + 1
*
[ 2/3 ] 
f(z) = -183/140*z^3 + 17/210*z + 1
*
[ 2/3 ] 
f(z) = -195/148*z^3 + 19/222*z + 1
*
[ 2/3 ] 
f(z) = -183/148*z^3 + 11/222*z + 1
*
[ 2/3 ] 
f(z) = -189/149*z^3 + 19/298*z + 1
*
[ 3/4 ] 
f(z) = -184/153*z^3 + 35/102*z + 1
*
[ 5/7 ] 
f(z) = -196/155*z^3 + 38/155*z + 1
*
[ 2/3 ] 
f(z) = -198/145*z^3 + 31/290*z + 1
*
[ 2/3 ] 
f(z) = -198/149*z^3 + 27/298*z + 1
*
[ 2/3 ] 
f(z) = -189/143*z^3 + 25/286*z + 1
*
[ 2/3 ] 
f(z) = -189/145*z^3 + 23/290*z + 1
*
[ -2/3 ] 
f(z) = -189/152*z^3 + 58/19*z + 1
*
[ 3/4 ] 
f(z) = -200/153*z^3 + 41/102*z + 1
*
[ 5/7 ] 
f(z) = -196/145*z^3 + 42/145*z + 1
*
[ 7/10 ] 
f(z) = -190/147*z^3 + 43/210*z + 1
*
[ 12/17 ] 
f(z) = -187/144*z^3 + 47/204*z + 1
*
[ 7/5 ] 
f(z) = -200/147*z^3 + 62/21*z + 1
*
[ -7/10 ] 
f(z) = -200/147*z^3 + 65/21*z + 1
*
[ 21/20 ] 
f(z) = -200/147*z^3 + 65/42*z + 1
*
[ 6/7 ] 
f(z) = -196/153*z^3 + 79/102*z + 1
*
[ 3/4 ] 
f(z) = -196/153*z^3 + 79/204*z + 1
*
[ 3/4 ] 
f(z) = -188/153*z^3 + 73/204*z + 1
*
-2 | 0.11218178164152107962943180461222236901 | 0.017050843329517305737008613908268623653
f(z) = -199/152*z^3 + 90/19*z + 1
*
-2 | 0.11199110279285755231178844741185113955 | 0.017050818261195414188806359697463626207
f(z) = -197/152*z^3 + 89/19*z + 1
*
-2 | 0.11179821596505962831414402899372295070 | 0.017050784683008260188217156305913402288
f(z) = -195/152*z^3 + 88/19*z + 1
*
-2 | 0.11160306341997440778849000973945149345 | 0.017050741245544444286107349039315109234
f(z) = -193/152*z^3 + 87/19*z + 1
*
-2 | 0.11140558487431515400409793286130512368 | 0.017050686460438636284341203227908060441
f(z) = -191/152*z^3 + 86/19*z + 1
*
-2 | 0.11120571733400165226745977554877897995 | 0.017050618685646681727071873345967351067
f(z) = -189/152*z^3 + 85/19*z + 1
*
-2 | 0.11100339491386649625920423882644507608 | 0.017050536108978206243637751485455572158
f(z) = -187/152*z^3 + 84/19*z + 1
*
-2 | 0.11079854864107448995269334747286638081 | 0.017050436729651931385836612419664373095
f(z) = -185/152*z^3 + 83/19*z + 1
*
-2 | 0.11059110624037373021856777659734639532 | 0.017050318337602812988012209283516448604
f(z) = -183/152*z^3 + 82/19*z + 1
*
-2 | 0.11038099189903076325295348747014210090 | 0.017050178490227697357699723679100019547
f(z) = -181/152*z^3 + 81/19*z + 1
*
[ -7/5 ] 
f(z) = -200/147*z^3 + 92/21*z + 1
*
[ 11/14 ] 
f(z) = -196/143*z^3 + 82/143*z + 1
*
[ 2 ] 
f(z) = -199/152*z^3 + 109/19*z + 1
*
[ 2 ] 
f(z) = -197/152*z^3 + 108/19*z + 1
*
[ 2 ] 
f(z) = -195/152*z^3 + 107/19*z + 1
*
[ 2 ] 
f(z) = -193/152*z^3 + 106/19*z + 1
*
[ 2 ] 
f(z) = -191/152*z^3 + 105/19*z + 1
*
[ 2 ] 
f(z) = -189/152*z^3 + 104/19*z + 1
*
[ 2 ] 
f(z) = -187/152*z^3 + 103/19*z + 1
*
[ 2 ] 
f(z) = -185/152*z^3 + 102/19*z + 1
*
[ 2 ] 
f(z) = -183/152*z^3 + 101/19*z + 1
*
[ 2 ] 
f(z) = -181/152*z^3 + 100/19*z + 1
*
[ -2 ] 
f(z) = -181/152*z^3 + 119/19*z + 1
*
-6/5 | 0.14326185385463291892072092413621585577 | 0.020177648689567836017838007516345391007
f(z) = -185/144*z^3 + 101/60*z + 1
*
[ 4/5 ] 
f(z) = -185/144*z^3 + 103/180*z + 1
*
[ 3/4 ] 
f(z) = -184/141*z^3 + 113/282*z + 1
*
[ 3/4 ] 
f(z) = -184/147*z^3 + 109/294*z + 1
*
[ -2 ] 
f(z) = -199/152*z^3 + 128/19*z + 1
*
[ -2 ] 
f(z) = -197/152*z^3 + 127/19*z + 1
*
[ -2 ] 
f(z) = -195/152*z^3 + 126/19*z + 1
*
[ -2 ] 
f(z) = -193/152*z^3 + 125/19*z + 1
*
[ -2 ] 
f(z) = -191/152*z^3 + 124/19*z + 1
*
[ -2 ] 
f(z) = -189/152*z^3 + 123/19*z + 1
*
[ -2 ] 
f(z) = -187/152*z^3 + 122/19*z + 1
*
[ -2 ] 
f(z) = -185/152*z^3 + 121/19*z + 1
*
[ -2 ] 
f(z) = -183/152*z^3 + 120/19*z + 1
*
[ 21/10 ] 
f(z) = -200/147*z^3 + 137/21*z + 1
*
-3/10 | 0.17705960903302835853774021458435579471 | 0.029873767321743910518610796385946950820
f(z) = -200/153*z^3 + 125/51*z + 1
*
[ 6/5 ] 
f(z) = -185/144*z^3 + 121/60*z + 1
*
[ 7/8 ] 
f(z) = -184/147*z^3 + 137/168*z + 1
*
[ 3/4 ] 
f(z) = -200/141*z^3 + 131/282*z + 1
*
[ 3/4 ] 
f(z) = -200/147*z^3 + 127/294*z + 1
*
[ -21/10 ] 
f(z) = -200/147*z^3 + 157/21*z + 1
*
[ -21/20 ] 
f(z) = -200/147*z^3 + 145/42*z + 1
*
[ 3/2 ] 
f(z) = -188/153*z^3 + 158/51*z + 1
*
[ 3/2 ] 
f(z) = -184/153*z^3 + 155/51*z + 1
*
[ 9/10 ] 
f(z) = -200/153*z^3 + 145/153*z + 1
*
[ 13/14 ] 
f(z) = -196/143*z^3 + 158/143*z + 1
*
[ 7/8 ] 
f(z) = -200/147*z^3 + 151/168*z + 1
*
-2 | 0.098444573290741728759240740578260044977 | 0.014975564796341130373348853816812645358
f(z) = -197/144*z^3 + 179/36*z + 1
*
-2 | 0.098059189708683275955777079420703969915 | 0.014968399820124260078110576021889024073
f(z) = -193/144*z^3 + 175/36*z + 1
*
-2 | 0.097863132407846422801252536311516538375 | 0.014964729123833829180321383393220581620
f(z) = -191/144*z^3 + 173/36*z + 1
*
-2 | 0.097463990888125226589165185150684556405 | 0.014957198129450055627618479390663993031
f(z) = -187/144*z^3 + 169/36*z + 1
*
-2 | 0.097260780440579066133184578402511893190 | 0.014953331993544564684831192780869958807
f(z) = -185/144*z^3 + 167/36*z + 1
*
-2 | 0.096846742837185625528567153455837826764 | 0.014945382228728232807920342204164302351
f(z) = -181/144*z^3 + 163/36*z + 1
*
[ -7/20 ] 
f(z) = -200/147*z^3 + 169/42*z + 1
*
[ -3/5 ] 
f(z) = -200/153*z^3 + 160/51*z + 1
*
[ 3/2 ] 
f(z) = -200/153*z^3 + 167/51*z + 1
*
[ 3/2 ] 
f(z) = -196/153*z^3 + 164/51*z + 1
*
[ -2/3 ] 
f(z) = -195/152*z^3 + 175/57*z + 1
*
[ 7/4 ] 
f(z) = -184/147*z^3 + 179/42*z + 1
*
[ -2/3 ] 
f(z) = -183/152*z^3 + 173/57*z + 1
*
-6/11 | 0.18573815326114472860499522089652705908 | 0.024346317808679731014922843845508379640
f(z) = -187/144*z^3 + 161/132*z + 1
*
-3/5 | 0.14869251235855923588048743192261916221 | 0.028064100745900671166399837446021526493
f(z) = -200/147*z^3 + 170/147*z + 1
*
-2 | 0.098634010707609961401655796919560527130 | 0.014979063850324066778289933434086498730
f(z) = -199/144*z^3 + 181/36*z + 1
*
[ 2 ] 
f(z) = -181/144*z^3 + 199/36*z + 1
*
[ 7/4 ] 
f(z) = -200/147*z^3 + 193/42*z + 1
*
[ -3/7 ] 
f(z) = -196/153*z^3 + 182/51*z + 1
*
[ 4/3 ] 
f(z) = -189/152*z^3 + 187/76*z + 1
*
-12/11 | 0.13302423916263047738160741138952681845 | 0.017169742041594576564019483796319538907
f(z) = -187/144*z^3 + 193/132*z + 1
*
-7/8 | 0.21622696732677269693862640012244085792 | 0.029642964499225195626270341212717891046
f(z) = -184/147*z^3 + 185/168*z + 1
*
-4/5 | 0.16252732943233926625649386605090734686 | 0.023796813736798971118192437409849335003
f(z) = -185/144*z^3 + 193/180*z + 1
*
10/9 | 0.22966122849171837687765853241791700428 | 0.028888941723547308029592144113654546510
f(z) = -189/152*z^3 + 181/285*z + 1
*
[ 2 ] 
f(z) = -199/144*z^3 + 217/36*z + 1
*
[ 2 ] 
f(z) = -197/144*z^3 + 215/36*z + 1
*
[ 2 ] 
f(z) = -193/144*z^3 + 211/36*z + 1
*
[ 2 ] 
f(z) = -191/144*z^3 + 209/36*z + 1
*
[ 2 ] 
f(z) = -187/144*z^3 + 205/36*z + 1
*
[ 2 ] 
f(z) = -185/144*z^3 + 203/36*z + 1
*
-2/9 | 0.20809079888532871047116749341504016913 | 0.028148345812788895065150661337440835948
f(z) = -189/152*z^3 + 203/57*z + 1
*
[ 6/5 ] 
f(z) = -200/153*z^3 + 209/102*z + 1
*
[ 12/11 ] 
f(z) = -187/144*z^3 + 215/132*z + 1
*
-12/17 | 0.22587918145008621233870249120816642659 | 0.028009692884902490711718799639176016493
f(z) = -187/144*z^3 + 217/204*z + 1
*
[ 5/6 ] 
f(z) = -198/145*z^3 + 217/290*z + 1
*
[ -2 ] 
f(z) = -185/144*z^3 + 239/36*z + 1
*
[ -2 ] 
f(z) = -181/144*z^3 + 235/36*z + 1
*
[ -3/10 ] 
f(z) = -200/153*z^3 + 227/51*z + 1
*
[ -3/2 ] 
f(z) = -200/153*z^3 + 235/51*z + 1
*
[ -3/2 ] 
f(z) = -196/153*z^3 + 232/51*z + 1
*
[ -3/2 ] 
f(z) = -188/153*z^3 + 226/51*z + 1
*
[ -7/4 ] 
f(z) = -184/147*z^3 + 227/42*z + 1
*
[ -3/2 ] 
f(z) = -184/153*z^3 + 223/51*z + 1
*
[ -2/3 ] 
f(z) = -189/148*z^3 + 227/74*z + 1
*
[ -6/5 ] 
f(z) = -185/144*z^3 + 221/60*z + 1
*
7/40 | 0.21644248895864133686782880870081129687 | 0.029337159380101039473531262445381065444
f(z) = -200/147*z^3 + 223/168*z + 1
*
3/7 | 0.18807918755385137451492336805539070552 | 0.028221435235972710770055902170789812198
f(z) = -196/153*z^3 + 235/204*z + 1
*
-7/10 | 0.21731779142065448275012345145221474369 | 0.028785303539114562518335818019708863105
f(z) = -190/147*z^3 + 223/210*z + 1
*
[ -2 ] 
f(z) = -199/144*z^3 + 253/36*z + 1
*
[ -2 ] 
f(z) = -197/144*z^3 + 251/36*z + 1
*
[ -2 ] 
f(z) = -193/144*z^3 + 247/36*z + 1
*
[ -2 ] 
f(z) = -191/144*z^3 + 245/36*z + 1
*
[ -2 ] 
f(z) = -187/144*z^3 + 241/36*z + 1
*
[ -7/4 ] 
f(z) = -200/147*z^3 + 241/42*z + 1
*
[ 11/10 ] 
f(z) = -200/143*z^3 + 255/143*z + 1
*
[ 6/7 ] 
f(z) = -196/141*z^3 + 241/282*z + 1
*
-21/10 | 0.19154020693424792164779522914316418264 | 0.025451683520535510721718708947427680800
f(z) = -200/147*z^3 + 265/42*z + 1
*
-3/5 | 0.19908589969047107165830877917715927374 | 0.029149621107442541118697713783238346152
f(z) = -185/144*z^3 + 271/240*z + 1
*
[ -3/14 ] 
f(z) = -196/153*z^3 + 292/51*z + 1
*
-7/4 | 0.21621414347589154494742571381394518478 | 0.028351927239056512626630212021812059776
f(z) = -188/147*z^3 + 293/84*z + 1
*
[ 7/5 ] 
f(z) = -190/147*z^3 + 296/105*z + 1
*
[ 7/5 ] 
f(z) = -185/147*z^3 + 289/105*z + 1
*
[ 2/3 ] 
f(z) = -189/176*z^3 - 1/44*z + 1
*
[ 2/3 ] 
f(z) = -189/172*z^3 - 1/86*z + 1
*
[ 2/3 ] 
f(z) = -195/176*z^3 - 1/132*z + 1
*
[ 2/3 ] 
f(z) = -183/176*z^3 - 5/132*z + 1
*
[ 2/3 ] 
f(z) = -189/170*z^3 - 1/170*z + 1
*
[ 2/3 ] 
f(z) = -189/178*z^3 - 5/178*z + 1
*
[ 2/3 ] 
f(z) = -187/168*z^3 - 1/189*z + 1
*
[ 2/3 ] 
f(z) = -185/168*z^3 - 2/189*z + 1
*
[ 2/3 ] 
f(z) = -181/168*z^3 - 4/189*z + 1
*
[ 2/3 ] 
f(z) = -183/164*z^3 - 1/246*z + 1
*
[ 2/3 ] 
f(z) = -183/172*z^3 - 7/258*z + 1
*
[ 13/14 ] 
f(z) = -196/169*z^3 + 12/13*z + 1
*
[ 2/3 ] 
f(z) = -189/160*z^3 + 1/40*z + 1
*
[ 2/3 ] 
f(z) = -189/164*z^3 + 1/82*z + 1
*
[ 2/3 ] 
f(z) = -183/160*z^3 + 1/120*z + 1
*
[ 2/3 ] 
f(z) = -189/166*z^3 + 1/166*z + 1
*
[ 2/3 ] 
f(z) = -199/168*z^3 + 5/189*z + 1
*
[ 2/3 ] 
f(z) = -197/168*z^3 + 4/189*z + 1
*
[ 2/3 ] 
f(z) = -193/168*z^3 + 2/189*z + 1
*
[ 2/3 ] 
f(z) = -191/168*z^3 + 1/189*z + 1
*
[ 2/3 ] 
f(z) = -195/164*z^3 + 7/246*z + 1
*
[ 2/3 ] 
f(z) = -195/172*z^3 + 1/258*z + 1
*
[ 13/19 ] 
f(z) = -190/169*z^3 + 16/247*z + 1
*
[ 13/10 ] 
f(z) = -200/169*z^3 + 29/13*z + 1
*
[ 13/16 ] 
f(z) = -192/169*z^3 + 27/52*z + 1
*
[ 3/4 ] 
f(z) = -200/171*z^3 + 37/114*z + 1
*
[ 3/4 ] 
f(z) = -184/171*z^3 + 31/114*z + 1
*
[ 13/18 ] 
f(z) = -189/169*z^3 + 31/156*z + 1
*
[ 7/10 ] 
f(z) = -200/161*z^3 + 29/161*z + 1
*
[ 5/7 ] 
f(z) = -196/165*z^3 + 34/165*z + 1
*
[ -13/10 ] 
f(z) = -200/169*z^3 + 49/13*z + 1
*
[ -13/14 ] 
f(z) = -196/169*z^3 + 40/13*z + 1
*
[ 13/7 ] 
f(z) = -196/169*z^3 + 58/13*z + 1
*
[ 13/8 ] 
f(z) = -192/169*z^3 + 44/13*z + 1
*
[ 13/12 ] 
f(z) = -192/169*z^3 + 55/39*z + 1
*
[ 4/3 ] 
f(z) = -189/160*z^3 + 47/20*z + 1
*
-2/3 | 0.15033169660909701841673514674446682705 | 0.028679693273481359205308021392003859910
f(z) = -189/176*z^3 + 43/44*z + 1
*
[ 5/6 ] 
f(z) = -198/175*z^3 + 41/70*z + 1
*
[ 5/6 ] 
f(z) = -192/175*z^3 + 59/105*z + 1
*
-2/3 | 0.092742118095900826284994730015854207220 | 0.014627265373016637637910118419006047953
f(z) = -189/160*z^3 + 43/120*z + 1
*
[ 13/18 ] 
f(z) = -198/169*z^3 + 53/234*z + 1
*
[ -13/7 ] 
f(z) = -196/169*z^3 + 72/13*z + 1
*
[ -13/8 ] 
f(z) = -192/169*z^3 + 60/13*z + 1
*
[ -13/20 ] 
f(z) = -200/169*z^3 + 79/26*z + 1
*
[ 5/4 ] 
f(z) = -192/175*z^3 + 67/35*z + 1
*
[ -4/3 ] 
f(z) = -189/160*z^3 + 77/20*z + 1
*
[ 6/7 ] 
f(z) = -196/171*z^3 + 77/114*z + 1
*
[ 11/14 ] 
f(z) = -196/165*z^3 + 76/165*z + 1
*
[ 3/4 ] 
f(z) = -196/171*z^3 + 71/228*z + 1
*
[ 3/4 ] 
f(z) = -188/171*z^3 + 65/228*z + 1
*
[ 13/17 ] 
f(z) = -187/169*z^3 + 75/221*z + 1
*
-2 | 0.091788700758379556394064611238486109876 | 0.013974971368548707651242076828115866827
f(z) = -199/168*z^3 + 89/21*z + 1
*
-2 | 0.091596052130609310537737531438233520467 | 0.013969673390680267463346403343787770798
f(z) = -197/168*z^3 + 88/21*z + 1
*
-2 | 0.091201577637338145074957256788457852760 | 0.013958451964019312920900251510567045707
f(z) = -193/168*z^3 + 86/21*z + 1
*
-2 | 0.090999615794850390696808866559025901368 | 0.013952517790053734305139874257565800313
f(z) = -191/168*z^3 + 85/21*z + 1
*
-2 | 0.090590011670847195516328775967138143770 | 0.013940609162091557775758012689800233769
f(z) = -187/168*z^3 + 83/21*z + 1
*
-2 | 0.090382211697678813682248801008197686380 | 0.013934623984613328688338236142109196540
f(z) = -185/168*z^3 + 82/21*z + 1
*
-2 | 0.089955021465129387561591430511027762398 | 0.013921761898375867847526422929997631196
f(z) = -181/168*z^3 + 80/21*z + 1
*
[ 4/3 ] 
f(z) = -189/176*z^3 + 95/44*z + 1
*
-4/9 | 0.11663062779987648802030302890990275048 | 0.017757193104733400105804200973067896272
f(z) = -189/160*z^3 + 89/60*z + 1
*
[ 13/15 ] 
f(z) = -200/169*z^3 + 86/117*z + 1
*
[ 8/9 ] 
f(z) = -189/160*z^3 + 97/120*z + 1
*
[ 4/5 ] 
f(z) = -185/176*z^3 + 93/220*z + 1
*
[ 3/4 ] 
f(z) = -193/162*z^3 + 97/288*z + 1
*
[ 3/4 ] 
f(z) = -191/162*z^3 + 95/288*z + 1
*
[ 3/4 ] 
f(z) = -187/162*z^3 + 91/288*z + 1
*
[ 3/4 ] 
f(z) = -185/162*z^3 + 89/288*z + 1
*
[ 3/4 ] 
f(z) = -181/162*z^3 + 85/288*z + 1
*
[ 13/5 ] 
f(z) = -200/169*z^3 + 112/13*z + 1
*
[ 2 ] 
f(z) = -199/168*z^3 + 110/21*z + 1
*
[ 2 ] 
f(z) = -197/168*z^3 + 109/21*z + 1
*
[ 2 ] 
f(z) = -193/168*z^3 + 107/21*z + 1
*
[ -5/8 ] 
f(z) = -192/175*z^3 + 106/35*z + 1
*
[ 2 ] 
f(z) = -191/168*z^3 + 106/21*z + 1
*
[ 13/9 ] 
f(z) = -189/169*z^3 + 103/39*z + 1
*
[ 2 ] 
f(z) = -187/168*z^3 + 104/21*z + 1
*
[ 2 ] 
f(z) = -185/168*z^3 + 103/21*z + 1
*
[ 2 ] 
f(z) = -181/168*z^3 + 101/21*z + 1
*
6/5 | 0.13571261269002090840418122056477528397 | 0.018011531201087546497371066441477390295
f(z) = -185/162*z^3 + 104/45*z + 1
*
[ 9/11 ] 
f(z) = -187/162*z^3 + 109/198*z + 1
*
[ 5/6 ] 
f(z) = -186/175*z^3 + 113/210*z + 1
*
[ 4/5 ] 
f(z) = -195/176*z^3 + 101/220*z + 1
*
[ 3/4 ] 
f(z) = -199/162*z^3 + 103/288*z + 1
*
[ 3/4 ] 
f(z) = -197/162*z^3 + 101/288*z + 1
*
[ -13/5 ] 
f(z) = -200/169*z^3 + 122/13*z + 1
*
[ -2 ] 
f(z) = -199/168*z^3 + 131/21*z + 1
*
[ 5/3 ] 
f(z) = -198/175*z^3 + 124/35*z + 1
*
[ -2 ] 
f(z) = -197/168*z^3 + 130/21*z + 1
*
[ -2 ] 
f(z) = -193/168*z^3 + 128/21*z + 1
*
[ -13/24 ] 
f(z) = -192/169*z^3 + 124/39*z + 1
*
[ -13/12 ] 
f(z) = -192/169*z^3 + 127/39*z + 1
*
[ -5/4 ] 
f(z) = -192/175*z^3 + 123/35*z + 1
*
[ -2 ] 
f(z) = -191/168*z^3 + 127/21*z + 1
*
[ -2 ] 
f(z) = -187/168*z^3 + 125/21*z + 1
*
[ -2 ] 
f(z) = -185/168*z^3 + 124/21*z + 1
*
[ -2 ] 
f(z) = -181/168*z^3 + 122/21*z + 1
*
[ -2/3 ] 
f(z) = -189/160*z^3 + 121/40*z + 1
*
[ -2/3 ] 
f(z) = -189/176*z^3 + 131/44*z + 1
*
[ 5/4 ] 
f(z) = -184/175*z^3 + 129/70*z + 1
*
[ 4/3 ] 
f(z) = -183/160*z^3 + 137/60*z + 1
*
5/24 | 0.16771682805678843815508228157636689323 | 0.025863725863118414350488530914657105622
f(z) = -192/175*z^3 + 131/105*z + 1
*
-2/3 | 0.13321743766077480883673361820079730633 | 0.020907965025937833369207505536796317988
f(z) = -195/176*z^3 + 131/132*z + 1
*
-8/9 | 0.064181328112712122075628615856269434869 | 0.010122664195856745793359253444826952293
f(z) = -189/160*z^3 + 127/120*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.028418494880967654541393634967560818126
f(z) = -183/160*z^3 + 121/120*z + 1
*
-2/3 | 0.13321874193948224756522731219904256437 | 0.021118684683621225501583444594084497841
f(z) = -183/176*z^3 + 127/132*z + 1
*
-9/14 | 0.13323126660584292209713458940987826513 | 0.025242207721434070937678548026543364260
f(z) = -196/165*z^3 + 136/165*z + 1
*
[ 7/8 ] 
f(z) = -192/161*z^3 + 124/161*z + 1
*
[ 7/8 ] 
f(z) = -192/175*z^3 + 122/175*z + 1
*
[ 26/33 ] 
f(z) = -198/169*z^3 + 131/286*z + 1
*
[ 13/6 ] 
f(z) = -198/169*z^3 + 157/26*z + 1
*
[ -13/9 ] 
f(z) = -189/169*z^3 + 157/39*z + 1
*
[ -13/16 ] 
f(z) = -192/169*z^3 + 155/52*z + 1
*
[ 3/2 ] 
f(z) = -184/171*z^3 + 157/57*z + 1
*
-2 | 0.11024617935158950125423615730096700713 | 0.017078665864392042993052861536954165623
f(z) = -181/176*z^3 + 159/44*z + 1
*
[ 13/12 ] 
f(z) = -198/169*z^3 + 151/104*z + 1
*
-6/5 | 0.15655076181309677761375185572208029560 | 0.022101113927508628774662387934706968995
f(z) = -185/168*z^3 + 149/105*z + 1
*
[ 20/21 ] 
f(z) = -189/160*z^3 + 143/140*z + 1
*
-20/21 | 0.20894218305771395437740320357507227910 | 0.029069581128726779209475459765259239434
f(z) = -189/160*z^3 + 157/140*z + 1
*
-4/7 | 0.15734072692269220853810430878081796288 | 0.021890405083346262679374631304729153303
f(z) = -189/160*z^3 + 159/140*z + 1
*
[ 9/10 ] 
f(z) = -200/171*z^3 + 143/171*z + 1
*
[ 13/4 ] 
f(z) = -192/169*z^3 + 165/13*z + 1
*
[ -13/4 ] 
f(z) = -192/169*z^3 + 173/13*z + 1
*
[ -5/3 ] 
f(z) = -198/175*z^3 + 166/35*z + 1
*
[ 3/2 ] 
f(z) = -200/171*z^3 + 169/57*z + 1
*
[ -3/5 ] 
f(z) = -200/171*z^3 + 176/57*z + 1
*
-2 | 0.11216061948282160751618486707548565205 | 0.017062074307560858696272178480360528213
f(z) = -199/160*z^3 + 179/40*z + 1
*
-2 | 0.11209972606070576130852861844365379394 | 0.017082008541364900040520274017470239034
f(z) = -199/176*z^3 + 177/44*z + 1
*
-2 | 0.11196853158699867357508771171062186894 | 0.017062016832203802416257012792491301958
f(z) = -197/160*z^3 + 177/40*z + 1
*
-2 | 0.11190424286269573814893704551697169369 | 0.017081799816145027965261785044091733077
f(z) = -197/176*z^3 + 175/44*z + 1
*
[ -13/28 ] 
f(z) = -196/169*z^3 + 177/52*z + 1
*
[ 3/2 ] 
f(z) = -196/171*z^3 + 166/57*z + 1
*
-2 | 0.11170632521850892194924996632202410948 | 0.017081559287794109687073978585023034488
f(z) = -195/176*z^3 + 173/44*z + 1
*
-2 | 0.11157747517226871284626248449998674520 | 0.017061856198467862104422692665982337301
f(z) = -193/160*z^3 + 173/40*z + 1
*
-2 | 0.11150590112184467227377399453659283339 | 0.017081283692229217418509851000031084308
f(z) = -193/176*z^3 + 171/44*z + 1
*
-2 | 0.11137838045194967913501650598621029486 | 0.017061749149956702964668906280835541322
f(z) = -191/160*z^3 + 171/40*z + 1
*
-2 | 0.11130289483644882186257016390139942160 | 0.017080969446049445686793543443054629499
f(z) = -191/176*z^3 + 169/44*z + 1
*
-2 | 0.11117681896519275989577240939043034574 | 0.017061621358940181723384296972164364892
f(z) = -189/160*z^3 + 169/40*z + 1
*
[ -4/3 ] 
f(z) = -189/176*z^3 + 161/44*z + 1
*
-2 | 0.11109722660550921009750567949076650075 | 0.017080612611464466296255586398815693748
f(z) = -189/176*z^3 + 167/44*z + 1
*
[ 3/2 ] 
f(z) = -188/171*z^3 + 160/57*z + 1
*
-2 | 0.11097271986253789336563049220113233273 | 0.017061470356439868061479860521065423099
f(z) = -187/160*z^3 + 167/40*z + 1
*
-2 | 0.11067756321342225039741852341326989674 | 0.017079753411528314097319101448365407094
f(z) = -185/176*z^3 + 163/44*z + 1
*
-2 | 0.11055660763450540293127801338500918215 | 0.017061087555489681418613373019830845534
f(z) = -183/160*z^3 + 163/40*z + 1
*
-2 | 0.11046338536326790411981263762904436471 | 0.017079241016194115097167082134924106039
f(z) = -183/176*z^3 + 161/44*z + 1
*
-2 | 0.11034443423024305699692167524469267983 | 0.017060849446323250970572624926054996934
f(z) = -181/160*z^3 + 161/40*z + 1
*
[ 6/5 ] 
f(z) = -185/162*z^3 + 163/90*z + 1
*
-5/12 | 0.19085824475579883811178024547561416695 | 0.028370149644295363013888319750423856947
f(z) = -192/175*z^3 + 167/105*z + 1
*
-2/5 | 0.14992669022425000068622301135052302706 | 0.020679755876792248217823127660438480097
f(z) = -185/168*z^3 + 176/105*z + 1
*
-10/9 | 0.089416743421573014243783395852383631311 | 0.013798785265604337737051319568483495812
f(z) = -189/160*z^3 + 163/120*z + 1
*
[ 3 ] 
f(z) = -187/162*z^3 + 199/18*z + 1
*
[ 3 ] 
f(z) = -185/162*z^3 + 197/18*z + 1
*
[ 3 ] 
f(z) = -181/162*z^3 + 193/18*z + 1
*
[ -13/6 ] 
f(z) = -198/169*z^3 + 181/26*z + 1
*
[ 6/5 ] 
f(z) = -185/168*z^3 + 184/105*z + 1
*
-4/9 | 0.13511804239979958525835827043964895717 | 0.020321605710348070170594109216867583162
f(z) = -189/176*z^3 + 193/132*z + 1
*
[ 8/9 ] 
f(z) = -189/176*z^3 + 191/264*z + 1
*
8/7 | 0.19985655801495137724171658308684045272 | 0.027805521806570541439981526703068493183
f(z) = -189/160*z^3 + 187/280*z + 1
*
[ 3 ] 
f(z) = -199/162*z^3 + 211/18*z + 1
*
[ 3 ] 
f(z) = -197/162*z^3 + 209/18*z + 1
*
[ 3 ] 
f(z) = -193/162*z^3 + 205/18*z + 1
*
[ -3 ] 
f(z) = -193/162*z^3 + 217/18*z + 1
*
[ 3 ] 
f(z) = -191/162*z^3 + 203/18*z + 1
*
[ -3 ] 
f(z) = -191/162*z^3 + 215/18*z + 1
*
[ -3 ] 
f(z) = -187/162*z^3 + 211/18*z + 1
*
[ -3 ] 
f(z) = -185/162*z^3 + 209/18*z + 1
*
[ -3 ] 
f(z) = -181/162*z^3 + 205/18*z + 1
*
[ 2 ] 
f(z) = -199/160*z^3 + 219/40*z + 1
*
[ 2 ] 
f(z) = -197/160*z^3 + 217/40*z + 1
*
[ 2 ] 
f(z) = -197/176*z^3 + 219/44*z + 1
*
[ -3/7 ] 
f(z) = -196/171*z^3 + 202/57*z + 1
*
[ 2 ] 
f(z) = -195/176*z^3 + 217/44*z + 1
*
[ 2 ] 
f(z) = -193/160*z^3 + 213/40*z + 1
*
[ 2 ] 
f(z) = -193/176*z^3 + 215/44*z + 1
*
[ 2 ] 
f(z) = -191/160*z^3 + 211/40*z + 1
*
[ 2 ] 
f(z) = -191/176*z^3 + 213/44*z + 1
*
[ 2 ] 
f(z) = -189/160*z^3 + 209/40*z + 1
*
[ 2 ] 
f(z) = -189/176*z^3 + 211/44*z + 1
*
[ 2 ] 
f(z) = -187/160*z^3 + 207/40*z + 1
*
[ 2 ] 
f(z) = -185/176*z^3 + 207/44*z + 1
*
[ 2 ] 
f(z) = -183/160*z^3 + 203/40*z + 1
*
[ 2 ] 
f(z) = -183/176*z^3 + 205/44*z + 1
*
[ 2 ] 
f(z) = -181/160*z^3 + 201/40*z + 1
*
[ 2 ] 
f(z) = -181/176*z^3 + 203/44*z + 1
*
[ -5/6 ] 
f(z) = -198/175*z^3 + 209/70*z + 1
*
[ 3/2 ] 
f(z) = -193/162*z^3 + 217/72*z + 1
*
[ 3/2 ] 
f(z) = -191/162*z^3 + 215/72*z + 1
*
[ -4/9 ] 
f(z) = -189/160*z^3 + 209/60*z + 1
*
[ 3/2 ] 
f(z) = -187/162*z^3 + 211/72*z + 1
*
[ 3/2 ] 
f(z) = -185/162*z^3 + 209/72*z + 1
*
[ 3/2 ] 
f(z) = -181/162*z^3 + 205/72*z + 1
*
[ 6/5 ] 
f(z) = -200/171*z^3 + 211/114*z + 1
*
-4/3 | 0.14506521997839446260126588230794848454 | 0.021528930978445164143451454029750434093
f(z) = -183/176*z^3 + 211/132*z + 1
*
-15/14 | 0.13358566658923059482624692027413073766 | 0.024894942917236763573426992409760139575
f(z) = -196/165*z^3 + 214/165*z + 1
*
-4/5 | 0.15143501612432108750523905728456516967 | 0.022172707104252515111552643253768111610
f(z) = -185/176*z^3 + 203/220*z + 1
*
[ -3 ] 
f(z) = -199/162*z^3 + 223/18*z + 1
*
[ -3 ] 
f(z) = -197/162*z^3 + 221/18*z + 1
*
[ 13/6 ] 
f(z) = -192/169*z^3 + 229/39*z + 1
*
[ 2 ] 
f(z) = -199/176*z^3 + 221/44*z + 1
*
[ -3/2 ] 
f(z) = -188/171*z^3 + 236/57*z + 1
*
[ -3/2 ] 
f(z) = -184/171*z^3 + 233/57*z + 1
*
[ 3/2 ] 
f(z) = -199/162*z^3 + 223/72*z + 1
*
[ 3/2 ] 
f(z) = -197/162*z^3 + 221/72*z + 1
*
[ -4/3 ] 
f(z) = -183/160*z^3 + 227/60*z + 1
*
9/5 | 0.090080243843473495304944172628820396829 | 0.011845811253345815739135709992578058055
f(z) = -185/162*z^3 + 223/90*z + 1
*
-4/3 | 0.14446464258798529411797174481057168959 | 0.021209728290155914698376728233919610390
f(z) = -195/176*z^3 + 227/132*z + 1
*
[ 15/14 ] 
f(z) = -196/165*z^3 + 236/165*z + 1
*
[ 5/2 ] 
f(z) = -188/175*z^3 + 256/35*z + 1
*
[ 5/2 ] 
f(z) = -184/175*z^3 + 251/35*z + 1
*
[ -3/2 ] 
f(z) = -200/171*z^3 + 245/57*z + 1
*
[ -3/10 ] 
f(z) = -200/171*z^3 + 253/57*z + 1
*
[ -2 ] 
f(z) = -199/160*z^3 + 259/40*z + 1
*
[ -2 ] 
f(z) = -197/160*z^3 + 257/40*z + 1
*
[ -3/2 ] 
f(z) = -196/171*z^3 + 242/57*z + 1
*
[ -2 ] 
f(z) = -193/160*z^3 + 253/40*z + 1
*
[ -2 ] 
f(z) = -193/176*z^3 + 259/44*z + 1
*
[ -2 ] 
f(z) = -191/160*z^3 + 251/40*z + 1
*
[ -2 ] 
f(z) = -191/176*z^3 + 257/44*z + 1
*
[ -2 ] 
f(z) = -189/160*z^3 + 249/40*z + 1
*
[ -2 ] 
f(z) = -189/176*z^3 + 255/44*z + 1
*
[ -2 ] 
f(z) = -187/160*z^3 + 247/40*z + 1
*
[ -2 ] 
f(z) = -185/176*z^3 + 251/44*z + 1
*
[ -2 ] 
f(z) = -183/160*z^3 + 243/40*z + 1
*
[ -2 ] 
f(z) = -183/176*z^3 + 249/44*z + 1
*
[ -2 ] 
f(z) = -181/160*z^3 + 241/40*z + 1
*
[ -2 ] 
f(z) = -181/176*z^3 + 247/44*z + 1
*
[ -5/4 ] 
f(z) = -184/175*z^3 + 241/70*z + 1
*
[ -2/3 ] 
f(z) = -189/164*z^3 + 247/82*z + 1
*
[ -2/3 ] 
f(z) = -189/172*z^3 + 257/86*z + 1
*
-4/3 | 0.13457268917918506966124297785392763133 | 0.019585344366584008242352535968657145600
f(z) = -189/176*z^3 + 241/132*z + 1
*
[ 13/11 ] 
f(z) = -198/169*z^3 + 256/143*z + 1
*
[ 13/11 ] 
f(z) = -187/169*z^3 + 243/143*z + 1
*
[ -13/6 ] 
f(z) = -192/169*z^3 + 265/39*z + 1
*
[ 5/2 ] 
f(z) = -192/175*z^3 + 261/35*z + 1
*
[ -5/2 ] 
f(z) = -184/175*z^3 + 279/35*z + 1
*
[ -2 ] 
f(z) = -199/176*z^3 + 265/44*z + 1
*
[ -2 ] 
f(z) = -197/176*z^3 + 263/44*z + 1
*
[ -2 ] 
f(z) = -195/176*z^3 + 261/44*z + 1
*
[ -13/21 ] 
f(z) = -189/169*z^3 + 277/91*z + 1
*
[ -3/5 ] 
f(z) = -185/162*z^3 + 277/90*z + 1
*
-5/12 | 0.21115495117137717497741800462149225196 | 0.029265132108404387925931540510659051483
f(z) = -192/175*z^3 + 272/105*z + 1
*
[ 35/24 ] 
f(z) = -192/175*z^3 + 278/105*z + 1
*
[ 13/10 ] 
f(z) = -190/169*z^3 + 277/130*z + 1
*
[ 4/3 ] 
f(z) = -183/176*z^3 + 277/132*z + 1
*
[ 5/4 ] 
f(z) = -188/175*z^3 + 263/140*z + 1
*
[ 13/3 ] 
f(z) = -198/169*z^3 + 296/13*z + 1
*
[ 13/3 ] 
f(z) = -189/169*z^3 + 283/13*z + 1
*
[ -13/3 ] 
f(z) = -189/169*z^3 + 289/13*z + 1
*
[ -5/2 ] 
f(z) = -192/175*z^3 + 289/35*z + 1
*
[ -5/2 ] 
f(z) = -188/175*z^3 + 284/35*z + 1
*
-2/5 | 0.18735643697474713502250736863549658663 | 0.024275898436833891054128562337728975487
f(z) = -185/168*z^3 + 281/105*z + 1
*
[ 4/3 ] 
f(z) = -195/176*z^3 + 293/132*z + 1
*
5/14 | 0.14315307701129990495262349740843943748 | 0.025263377590611031801741953259102261586
f(z) = -196/165*z^3 + 289/165*z + 1
*
[ 13/12 ] 
f(z) = -189/169*z^3 + 289/208*z + 1
*
[ 2/3 ] 
f(z) = -183/196*z^3 - 25/294*z + 1
*
[ 2/3 ] 
f(z) = -189/184*z^3 - 1/23*z + 1
*
[ 2/3 ] 
f(z) = -195/184*z^3 - 2/69*z + 1
*
[ 2/3 ] 
f(z) = -183/184*z^3 - 4/69*z + 1
*
[ 2/3 ] 
f(z) = -189/188*z^3 - 5/94*z + 1
*
[ 2/3 ] 
f(z) = -189/190*z^3 - 11/190*z + 1
*
[ 2/3 ] 
f(z) = -189/194*z^3 - 13/194*z + 1
*
[ 2/3 ] 
f(z) = -199/184*z^3 - 4/207*z + 1
*
[ 2/3 ] 
f(z) = -197/184*z^3 - 5/207*z + 1
*
[ 2/3 ] 
f(z) = -193/184*z^3 - 7/207*z + 1
*
[ 2/3 ] 
f(z) = -191/184*z^3 - 8/207*z + 1
*
[ 2/3 ] 
f(z) = -187/184*z^3 - 10/207*z + 1
*
[ 2/3 ] 
f(z) = -185/184*z^3 - 11/207*z + 1
*
[ 2/3 ] 
f(z) = -181/184*z^3 - 13/207*z + 1
*
[ 2/3 ] 
f(z) = -195/188*z^3 - 11/282*z + 1
*
[ 2/3 ] 
f(z) = -195/196*z^3 - 17/294*z + 1
*
[ 2/3 ] 
f(z) = -183/188*z^3 - 19/282*z + 1
*
[ 3/2 ] 
f(z) = -200/189*z^3 + 19/7*z + 1
*
[ 3/2 ] 
f(z) = -188/189*z^3 + 18/7*z + 1
*
-4/5 | 0.15403409539125939788862818858327339534 | 0.022431278856283525775167247401737228408
f(z) = -185/192*z^3 + 13/15*z + 1
*
[ 3/4 ] 
f(z) = -184/189*z^3 + 3/14*z + 1
*
[ 4/5 ] 
f(z) = -185/192*z^3 + 11/30*z + 1
*
[ 3/4 ] 
f(z) = -200/189*z^3 + 11/42*z + 1
*
[ 3/4 ] 
f(z) = -190/189*z^3 + 13/56*z + 1
*
[ 3/4 ] 
f(z) = -188/189*z^3 + 19/84*z + 1
*
[ 12/17 ] 
f(z) = -187/192*z^3 + 7/102*z + 1
*
[ 7/10 ] 
f(z) = -200/189*z^3 + 17/189*z + 1
*
[ -3/10 ] 
f(z) = -200/189*z^3 + 31/7*z + 1
*
[ 3/2 ] 
f(z) = -194/189*z^3 + 37/14*z + 1
*
[ -3/2 ] 
f(z) = -184/189*z^3 + 27/7*z + 1
*
-3/4 | 0.18283205081852508960812836670732491718 | 0.024053992508350098871646530048442670285
f(z) = -200/189*z^3 + 37/70*z + 1
*
[ 4/5 ] 
f(z) = -199/192*z^3 + 31/75*z + 1
*
[ 4/5 ] 
f(z) = -191/192*z^3 + 29/75*z + 1
*
[ 4/5 ] 
f(z) = -187/192*z^3 + 28/75*z + 1
*
[ 3/4 ] 
f(z) = -199/189*z^3 + 29/112*z + 1
*
[ 3/4 ] 
f(z) = -193/189*z^3 + 27/112*z + 1
*
[ 3/4 ] 
f(z) = -187/189*z^3 + 25/112*z + 1
*
[ 3/4 ] 
f(z) = -181/189*z^3 + 23/112*z + 1
*
[ 5/7 ] 
f(z) = -196/185*z^3 + 26/185*z + 1
*
[ 5/7 ] 
f(z) = -196/195*z^3 + 22/195*z + 1
*
[ 8/11 ] 
f(z) = -187/192*z^3 + 37/264*z + 1
*
[ -3/4 ] 
f(z) = -200/189*z^3 + 41/14*z + 1
*
[ -21/10 ] 
f(z) = -200/189*z^3 + 43/7*z + 1
*
[ -6/5 ] 
f(z) = -200/189*z^3 + 47/14*z + 1
*
[ 4 ] 
f(z) = -199/192*z^3 + 52/3*z + 1
*
[ -4 ] 
f(z) = -197/192*z^3 + 53/3*z + 1
*
[ -4 ] 
f(z) = -193/192*z^3 + 52/3*z + 1
*
[ 4 ] 
f(z) = -191/192*z^3 + 50/3*z + 1
*
[ -3/2 ] 
f(z) = -190/189*z^3 + 55/14*z + 1
*
[ 4 ] 
f(z) = -187/192*z^3 + 49/3*z + 1
*
[ -4/5 ] 
f(z) = -185/192*z^3 + 43/15*z + 1
*
[ -4 ] 
f(z) = -185/192*z^3 + 50/3*z + 1
*
[ -4 ] 
f(z) = -181/192*z^3 + 49/3*z + 1
*
[ 4/3 ] 
f(z) = -197/192*z^3 + 56/27*z + 1
*
[ 4/3 ] 
f(z) = -193/192*z^3 + 55/27*z + 1
*
[ 12/11 ] 
f(z) = -187/192*z^3 + 41/33*z + 1
*
[ 4/3 ] 
f(z) = -185/192*z^3 + 53/27*z + 1
*
[ 3/2 ] 
f(z) = -184/189*z^3 + 53/21*z + 1
*
[ 4/3 ] 
f(z) = -181/192*z^3 + 52/27*z + 1
*
33/40 | 0.19795956530319046530063829128674892237 | 0.026831937416987251029498983555332788925
f(z) = -200/189*z^3 + 59/56*z + 1
*
[ 9/10 ] 
f(z) = -200/189*z^3 + 47/63*z + 1
*
[ 4/5 ] 
f(z) = -193/192*z^3 + 59/150*z + 1
*
[ 4/5 ] 
f(z) = -181/192*z^3 + 53/150*z + 1
*
[ 3/4 ] 
f(z) = -194/189*z^3 + 41/168*z + 1
*
12/5 | 0.20164370016960047812123040895264189936 | 0.026778913232848203086252453547592357054
f(z) = -200/189*z^3 + 69/14*z + 1
*
[ -3 ] 
f(z) = -200/189*z^3 + 76/7*z + 1
*
[ 3 ] 
f(z) = -199/189*z^3 + 71/7*z + 1
*
[ -3 ] 
f(z) = -197/189*z^3 + 75/7*z + 1
*
[ -3 ] 
f(z) = -194/189*z^3 + 74/7*z + 1
*
[ 3 ] 
f(z) = -193/189*z^3 + 69/7*z + 1
*
[ -3 ] 
f(z) = -191/189*z^3 + 73/7*z + 1
*
[ 3 ] 
f(z) = -190/189*z^3 + 68/7*z + 1
*
[ -3 ] 
f(z) = -188/189*z^3 + 72/7*z + 1
*
[ 3 ] 
f(z) = -187/189*z^3 + 67/7*z + 1
*
[ -3 ] 
f(z) = -185/189*z^3 + 71/7*z + 1
*
[ 3 ] 
f(z) = -184/189*z^3 + 66/7*z + 1
*
[ 3 ] 
f(z) = -181/189*z^3 + 65/7*z + 1
*
[ -3/5 ] 
f(z) = -200/189*z^3 + 64/21*z + 1
*
3/10 | 0.16920077623289617328653184729062122800 | 0.025766593056320000652131415901903698292
f(z) = -200/189*z^3 + 79/21*z + 1
*
[ 3/2 ] 
f(z) = -197/189*z^3 + 75/28*z + 1
*
[ 3/2 ] 
f(z) = -191/189*z^3 + 73/28*z + 1
*
[ -2/3 ] 
f(z) = -189/184*z^3 + 68/23*z + 1
*
-4/11 | 0.19958414079109653567429366824485627066 | 0.024086859767328100464260634510745944276
f(z) = -187/192*z^3 + 62/33*z + 1
*
[ 3/2 ] 
f(z) = -185/189*z^3 + 71/28*z + 1
*
-2 | 0.11018318064336508944160909542300881796 | 0.017085605584020339215167472895938850900
f(z) = -181/184*z^3 + 79/23*z + 1
*
[ 6/5 ] 
f(z) = -200/189*z^3 + 71/42*z + 1
*
-3/4 | 0.19104921232246764247162409576587080805 | 0.029093763144843225535134079271314981362
f(z) = -184/189*z^3 + 79/42*z + 1
*
[ 4/5 ] 
f(z) = -197/192*z^3 + 61/150*z + 1
*
[ 11/14 ] 
f(z) = -196/187*z^3 + 70/187*z + 1
*
-5/14 | 0.15243198845424648764865522411922256224 | 0.028880007028204490631871378976657936843
f(z) = -196/195*z^3 + 64/195*z + 1
*
-3/10 | 0.20000527325566498995635404377925800258 | 0.025925292915340094469582930458512707357
f(z) = -200/189*z^3 + 83/14*z + 1
*
[ 12/5 ] 
f(z) = -185/192*z^3 + 92/15*z + 1
*
[ 4 ] 
f(z) = -185/192*z^3 + 97/6*z + 1
*
[ 4 ] 
f(z) = -181/192*z^3 + 95/6*z + 1
*
[ -3/2 ] 
f(z) = -200/189*z^3 + 85/21*z + 1
*
-2 | 0.11205930637736433357754300297490874013 | 0.017090604606471052320930904904275584521
f(z) = -199/184*z^3 + 88/23*z + 1
*
[ -4/3 ] 
f(z) = -199/192*z^3 + 97/27*z + 1
*
-2 | 0.11186178983308412834114017054432482421 | 0.017090269525397487541135209572384803534
f(z) = -197/184*z^3 + 87/23*z + 1
*
-2 | 0.11166173836168434364923957772747163426 | 0.017089890893536019905222605339293617279
f(z) = -195/184*z^3 + 86/23*z + 1
*
-2 | 0.11145907312756898823003813909434097814 | 0.017089464467423723878908416404488441115
f(z) = -193/184*z^3 + 85/23*z + 1
*
-2 | 0.11125371094619831990839677406333887580 | 0.017088985586593208050544095811952001081
f(z) = -191/184*z^3 + 84/23*z + 1
*
[ -4/3 ] 
f(z) = -191/192*z^3 + 95/27*z + 1
*
-2 | 0.11104556392189777865466481270436840164 | 0.017088449126642602328964326347119507421
f(z) = -189/184*z^3 + 83/23*z + 1
*
[ -3/4 ] 
f(z) = -188/189*z^3 + 81/28*z + 1
*
[ -3/2 ] 
f(z) = -188/189*z^3 + 82/21*z + 1
*
-2 | 0.11083453904466160923127442378733202253 | 0.017087849446098121893459518855079263382
f(z) = -187/184*z^3 + 82/23*z + 1
*
[ -4/3 ] 
f(z) = -187/192*z^3 + 94/27*z + 1
*
-2 | 0.11062053774005677960333270017858484231 | 0.017087180326103763180602632425613877538
f(z) = -185/184*z^3 + 81/23*z + 1
*
-2 | 0.11040345536530328213633380332224512935 | 0.017086434901797388409298155244310792651
f(z) = -183/184*z^3 + 80/23*z + 1
*
-21/40 | 0.17228744750467397235925932382533497540 | 0.022332423888070859231899517486926306158
f(z) = -200/189*z^3 + 83/56*z + 1
*
[ -4 ] 
f(z) = -199/192*z^3 + 107/6*z + 1
*
[ 4 ] 
f(z) = -197/192*z^3 + 103/6*z + 1
*
[ 4 ] 
f(z) = -193/192*z^3 + 101/6*z + 1
*
[ -4 ] 
f(z) = -191/192*z^3 + 103/6*z + 1
*
[ -4 ] 
f(z) = -187/192*z^3 + 101/6*z + 1
*
[ 21/10 ] 
f(z) = -200/189*z^3 + 109/21*z + 1
*
-6/5 | 0.22546184698466720813880602347795433719 | 0.028039836381644512794382323563320064599
f(z) = -200/189*z^3 + 115/28*z + 1
*
[ 2 ] 
f(z) = -199/184*z^3 + 111/23*z + 1
*
[ -3/2 ] 
f(z) = -199/189*z^3 + 113/28*z + 1
*
[ 2 ] 
f(z) = -197/184*z^3 + 110/23*z + 1
*
[ 2 ] 
f(z) = -195/184*z^3 + 109/23*z + 1
*
[ 2 ] 
f(z) = -193/184*z^3 + 108/23*z + 1
*
[ -3/2 ] 
f(z) = -193/189*z^3 + 111/28*z + 1
*
[ 2 ] 
f(z) = -191/184*z^3 + 107/23*z + 1
*
[ -3/5 ] 
f(z) = -190/189*z^3 + 106/35*z + 1
*
[ 2 ] 
f(z) = -189/184*z^3 + 106/23*z + 1
*
[ 2 ] 
f(z) = -187/184*z^3 + 105/23*z + 1
*
[ -3/2 ] 
f(z) = -187/189*z^3 + 109/28*z + 1
*
[ 2 ] 
f(z) = -185/184*z^3 + 104/23*z + 1
*
[ 2 ] 
f(z) = -183/184*z^3 + 103/23*z + 1
*
[ 2 ] 
f(z) = -181/184*z^3 + 102/23*z + 1
*
[ -3/2 ] 
f(z) = -181/189*z^3 + 107/28*z + 1
*
[ 4/3 ] 
f(z) = -199/192*z^3 + 113/54*z + 1
*
[ 4/3 ] 
f(z) = -191/192*z^3 + 109/54*z + 1
*
[ 3/2 ] 
f(z) = -190/189*z^3 + 109/42*z + 1
*
[ 4/3 ] 
f(z) = -187/192*z^3 + 107/54*z + 1
*
[ 6/5 ] 
f(z) = -190/189*z^3 + 113/70*z + 1
*
-3/5 | 0.19515505745067116096432792661078973496 | 0.028406628850297755642354627504018797726
f(z) = -185/189*z^3 + 107/105*z + 1
*
[ 14/17 ] 
f(z) = -187/196*z^3 + 103/238*z + 1
*
[ 21/5 ] 
f(z) = -200/189*z^3 + 136/7*z + 1
*
[ -2 ] 
f(z) = -199/184*z^3 + 134/23*z + 1
*
[ -2 ] 
f(z) = -197/184*z^3 + 133/23*z + 1
*
[ -2 ] 
f(z) = -195/184*z^3 + 132/23*z + 1
*
[ -2 ] 
f(z) = -193/184*z^3 + 131/23*z + 1
*
[ -2 ] 
f(z) = -191/184*z^3 + 130/23*z + 1
*
[ -2 ] 
f(z) = -189/184*z^3 + 129/23*z + 1
*
[ -2 ] 
f(z) = -187/184*z^3 + 128/23*z + 1
*
[ -4/11 ] 
f(z) = -187/192*z^3 + 128/33*z + 1
*
[ -2 ] 
f(z) = -185/184*z^3 + 127/23*z + 1
*
[ -2 ] 
f(z) = -183/184*z^3 + 126/23*z + 1
*
[ -2 ] 
f(z) = -181/184*z^3 + 125/23*z + 1
*
[ -21/20 ] 
f(z) = -200/189*z^3 + 131/42*z + 1
*
[ -3/4 ] 
f(z) = -184/189*z^3 + 121/42*z + 1
*
-12/5 | 0.19262034049382157215178177031984319996 | 0.022742333861704473345044604405102265236
f(z) = -185/192*z^3 + 149/30*z + 1
*
21/10 | 0.16920214024865061645695291121335564861 | 0.023368364358641874355828414820980788945
f(z) = -200/189*z^3 + 155/42*z + 1
*
[ -12/17 ] 
f(z) = -187/192*z^3 + 148/51*z + 1
*
-2 | 0.089765164615147236817614431775781124213 | 0.013933194407130334007472599795171012234
f(z) = -181/192*z^3 + 157/48*z + 1
*
[ 13/14 ] 
f(z) = -196/195*z^3 + 154/195*z + 1
*
[ -21/40 ] 
f(z) = -200/189*z^3 + 179/56*z + 1
*
-2 | 0.091668034386126369132868853492703819519 | 0.013992811826130508855869104939982524713
f(z) = -199/192*z^3 + 175/48*z + 1
*
-2 | 0.091468220696349519075486749325415998973 | 0.013986851968476078588932214521930531425
f(z) = -197/192*z^3 + 173/48*z + 1
*
[ -3/4 ] 
f(z) = -194/189*z^3 + 163/56*z + 1
*
[ -3/2 ] 
f(z) = -194/189*z^3 + 167/42*z + 1
*
-2 | 0.091059515986213286904546033256906289070 | 0.013974342829250581888126861808147831867
f(z) = -193/192*z^3 + 169/48*z + 1
*
-2 | 0.090852512689184761190515767485379988075 | 0.013968094626991989351893211059536856842
f(z) = -191/192*z^3 + 167/48*z + 1
*
-2 | 0.090426512331419291692265011475309032450 | 0.013954612729473822610635992658434450953
f(z) = -187/192*z^3 + 163/48*z + 1
*
-2 | 0.090210401312066326283767470397015849369 | 0.013947836028287323038231952519071498770
f(z) = -185/192*z^3 + 161/48*z + 1
*
-3/4 | 0.18039322226808709422030070237462594588 | 0.021502038280491333983268684129702117147
f(z) = -200/189*z^3 + 163/70*z + 1
*
[ 21/19 ] 
f(z) = -190/189*z^3 + 176/133*z + 1
*
[ 14/15 ] 
f(z) = -195/196*z^3 + 167/210*z + 1
*
[ 12/5 ] 
f(z) = -200/189*z^3 + 187/28*z + 1
*
[ 3 ] 
f(z) = -185/189*z^3 + 199/21*z + 1
*
-21/40 | 0.19323446115641712690437294949463238703 | 0.022661627372294333545595334657734640953
f(z) = -200/189*z^3 + 187/56*z + 1
*
-3/5 | 0.19765902969373464136435223214317133561 | 0.026533201237306247861850594889526946839
f(z) = -200/189*z^3 + 191/42*z + 1
*
-21/40 | 0.21950718425556444485504669064597345118 | 0.025616918491547586045565337508383482607
f(z) = -200/189*z^3 + 195/56*z + 1
*
[ -4/3 ] 
f(z) = -197/192*z^3 + 193/54*z + 1
*
[ -4/3 ] 
f(z) = -193/192*z^3 + 191/54*z + 1
*
[ -4/3 ] 
f(z) = -185/192*z^3 + 187/54*z + 1
*
[ -4/3 ] 
f(z) = -181/192*z^3 + 185/54*z + 1
*
[ -9/10 ] 
f(z) = -200/189*z^3 + 187/63*z + 1
*
[ 4/3 ] 
f(z) = -189/184*z^3 + 191/92*z + 1
*
-13/14 | 0.14580878716850944907005127624586376537 | 0.027625164776122263590625674100016228648
f(z) = -196/195*z^3 + 184/195*z + 1
*
-3/10 | 0.24395486662707901270922133070441919561 | 0.028241495021973300880784083754610577392
f(z) = -200/189*z^3 + 209/14*z + 1
*
[ 3 ] 
f(z) = -200/189*z^3 + 214/21*z + 1
*
[ 3 ] 
f(z) = -197/189*z^3 + 211/21*z + 1
*
[ 3 ] 
f(z) = -194/189*z^3 + 208/21*z + 1
*
[ 3 ] 
f(z) = -191/189*z^3 + 205/21*z + 1
*
[ -3 ] 
f(z) = -190/189*z^3 + 218/21*z + 1
*
[ 3 ] 
f(z) = -188/189*z^3 + 202/21*z + 1
*
[ -3 ] 
f(z) = -187/189*z^3 + 215/21*z + 1
*
[ -12/5 ] 
f(z) = -185/192*z^3 + 209/30*z + 1
*
[ -3 ] 
f(z) = -184/189*z^3 + 212/21*z + 1
*
[ -3 ] 
f(z) = -181/189*z^3 + 209/21*z + 1
*
[ 2 ] 
f(z) = -193/192*z^3 + 217/48*z + 1
*
[ 2 ] 
f(z) = -191/192*z^3 + 215/48*z + 1
*
[ 2 ] 
f(z) = -187/192*z^3 + 211/48*z + 1
*
[ 2 ] 
f(z) = -185/192*z^3 + 209/48*z + 1
*
[ -3/8 ] 
f(z) = -184/189*z^3 + 213/56*z + 1
*
[ 2 ] 
f(z) = -181/192*z^3 + 205/48*z + 1
*
[ -4/5 ] 
f(z) = -197/192*z^3 + 218/75*z + 1
*
[ -2/3 ] 
f(z) = -195/184*z^3 + 205/69*z + 1
*
[ -4/5 ] 
f(z) = -193/192*z^3 + 217/75*z + 1
*
[ -12/11 ] 
f(z) = -187/192*z^3 + 203/66*z + 1
*
[ -2/3 ] 
f(z) = -183/184*z^3 + 203/69*z + 1
*
[ -4/5 ] 
f(z) = -181/192*z^3 + 214/75*z + 1
*
[ 3/2 ] 
f(z) = -187/189*z^3 + 215/84*z + 1
*
[ 3/2 ] 
f(z) = -181/189*z^3 + 209/84*z + 1
*
-7/5 | 0.21731740994358731239218910124860280525 | 0.029627531946542814830761315970889420806
f(z) = -185/196*z^3 + 219/140*z + 1
*
[ -3 ] 
f(z) = -199/189*z^3 + 227/21*z + 1
*
[ -3 ] 
f(z) = -193/189*z^3 + 221/21*z + 1
*
[ 2 ] 
f(z) = -199/192*z^3 + 223/48*z + 1
*
[ 2 ] 
f(z) = -197/192*z^3 + 221/48*z + 1
*
[ -6/5 ] 
f(z) = -185/189*z^3 + 227/70*z + 1
*
[ 3/2 ] 
f(z) = -199/189*z^3 + 227/84*z + 1
*
[ 3/2 ] 
f(z) = -193/189*z^3 + 221/84*z + 1
*
[ 15/14 ] 
f(z) = -196/195*z^3 + 238/195*z + 1
*
[ 14/13 ] 
f(z) = -195/196*z^3 + 223/182*z + 1
*
-8/11 | 0.15896787356192837253392410960535692622 | 0.020765481598168450888922172652136003341
f(z) = -187/192*z^3 + 235/264*z + 1
*
[ -2 ] 
f(z) = -187/192*z^3 + 259/48*z + 1
*
[ -2 ] 
f(z) = -185/192*z^3 + 257/48*z + 1
*
[ -2 ] 
f(z) = -181/192*z^3 + 253/48*z + 1
*
[ 9/5 ] 
f(z) = -200/189*z^3 + 244/63*z + 1
*
-2/9 | 0.22213144174049808551130482977936162216 | 0.029302234490333616153868704066238747310
f(z) = -189/184*z^3 + 245/69*z + 1
*
-8/5 | 0.16418096944571700914352592240153549290 | 0.021588855684976587091036079770251288301
f(z) = -185/192*z^3 + 251/120*z + 1
*
[ 11/10 ] 
f(z) = -200/187*z^3 + 259/187*z + 1
*
3/5 | 0.10700419109637671303996311540653369241 | 0.013855840913750273733100198588730465662
f(z) = -190/189*z^3 + 251/210*z + 1
*
[ -2 ] 
f(z) = -199/192*z^3 + 271/48*z + 1
*
[ -2 ] 
f(z) = -197/192*z^3 + 269/48*z + 1
*
[ -2 ] 
f(z) = -193/192*z^3 + 265/48*z + 1
*
[ -2 ] 
f(z) = -191/192*z^3 + 263/48*z + 1
*
21/10 | 0.24334893303853724192319326859788455255 | 0.027281715920967977616726950601308756480
f(z) = -190/189*z^3 + 277/70*z + 1
*
[ -2/3 ] 
f(z) = -189/188*z^3 + 277/94*z + 1
*
[ 14/11 ] 
f(z) = -187/196*z^3 + 271/154*z + 1
*
-3/40 | 0.25946266401481127967876866891587430826 | 0.028841104472312303863354351954627730545
f(z) = -200/189*z^3 + 299/56*z + 1
*
[ 7/5 ] 
f(z) = -185/196*z^3 + 299/140*z + 1
*
3/2 | 0.15243302207066737737083642132195712969 | 0.026835984143982790615096669631693109174
f(z) = -188/195*z^3 + 293/195*z + 1
*
[ 2/3 ] 
f(z) = -189/214*z^3 - 23/214*z + 1
*
[ 2/3 ] 
f(z) = -189/218*z^3 - 25/218*z + 1
*
[ 2/3 ] 
f(z) = -181/200*z^3 - 22/225*z + 1
*
[ 2/3 ] 
f(z) = -199/216*z^3 - 22/243*z + 1
*
[ 2/3 ] 
f(z) = -197/216*z^3 - 23/243*z + 1
*
[ 2/3 ] 
f(z) = -193/216*z^3 - 25/243*z + 1
*
[ 2/3 ] 
f(z) = -191/216*z^3 - 26/243*z + 1
*
[ 2/3 ] 
f(z) = -187/216*z^3 - 28/243*z + 1
*
[ 2/3 ] 
f(z) = -185/216*z^3 - 29/243*z + 1
*
[ 2/3 ] 
f(z) = -181/216*z^3 - 31/243*z + 1
*
[ 2/3 ] 
f(z) = -189/200*z^3 - 2/25*z + 1
*
[ 2/3 ] 
f(z) = -189/208*z^3 - 5/52*z + 1
*
[ 2/3 ] 
f(z) = -183/200*z^3 - 7/75*z + 1
*
-10/21 | 0.20622414127779082662531588722415020027 | 0.024718698442730004600420321669358666318
f(z) = -189/200*z^3 - 2/105*z + 1
*
[ 2/3 ] 
f(z) = -189/212*z^3 - 11/106*z + 1
*
[ 2/3 ] 
f(z) = -183/208*z^3 - 17/156*z + 1
*
[ 2/3 ] 
f(z) = -189/202*z^3 - 17/202*z + 1
*
[ 2/3 ] 
f(z) = -189/206*z^3 - 19/206*z + 1
*
[ 2/3 ] 
f(z) = -199/200*z^3 - 13/225*z + 1
*
[ 2/3 ] 
f(z) = -197/200*z^3 - 14/225*z + 1
*
[ 2/3 ] 
f(z) = -193/200*z^3 - 16/225*z + 1
*
[ 2/3 ] 
f(z) = -191/200*z^3 - 17/225*z + 1
*
[ 2/3 ] 
f(z) = -187/200*z^3 - 19/225*z + 1
*
[ 10/9 ] 
f(z) = -189/200*z^3 + 19/15*z + 1
*
[ 6/5 ] 
f(z) = -185/216*z^3 + 7/5*z + 1
*
[ 12/17 ] 
f(z) = -187/216*z^3 + 1/68*z + 1
*
[ 3/4 ] 
f(z) = -185/216*z^3 + 19/128*z + 1
*
[ 7/10 ] 
f(z) = -200/203*z^3 + 11/203*z + 1
*
[ 7/10 ] 
f(z) = -200/217*z^3 + 5/217*z + 1
*
[ 5/7 ] 
f(z) = -196/205*z^3 + 18/205*z + 1
*
[ 5/7 ] 
f(z) = -196/215*z^3 + 14/215*z + 1
*
[ 6 ] 
f(z) = -199/216*z^3 + 34*z + 1
*
[ -6 ] 
f(z) = -197/216*z^3 + 34*z + 1
*
[ 6 ] 
f(z) = -193/216*z^3 + 33*z + 1
*
[ -6 ] 
f(z) = -191/216*z^3 + 33*z + 1
*
[ 6 ] 
f(z) = -187/216*z^3 + 32*z + 1
*
[ -6/11 ] 
f(z) = -187/216*z^3 + 34/11*z + 1
*
[ -6 ] 
f(z) = -185/216*z^3 + 32*z + 1
*
[ 6 ] 
f(z) = -181/216*z^3 + 31*z + 1
*
[ 6/5 ] 
f(z) = -197/216*z^3 + 37/25*z + 1
*
[ 6/5 ] 
f(z) = -191/216*z^3 + 36/25*z + 1
*
[ 6/7 ] 
f(z) = -199/216*z^3 + 25/49*z + 1
*
[ 6/7 ] 
f(z) = -193/216*z^3 + 24/49*z + 1
*
[ 10/11 ] 
f(z) = -187/200*z^3 + 37/55*z + 1
*
[ 6/7 ] 
f(z) = -187/216*z^3 + 23/49*z + 1
*
[ 6/7 ] 
f(z) = -181/216*z^3 + 22/49*z + 1
*
[ 3/4 ] 
f(z) = -200/207*z^3 + 29/138*z + 1
*
[ 3/4 ] 
f(z) = -197/216*z^3 + 23/128*z + 1
*
[ 3/4 ] 
f(z) = -191/216*z^3 + 21/128*z + 1
*
[ 5/7 ] 
f(z) = -189/200*z^3 + 23/280*z + 1
*
[ -10/9 ] 
f(z) = -189/200*z^3 + 46/15*z + 1
*
[ 10/3 ] 
f(z) = -189/200*z^3 + 56/5*z + 1
*
[ -10/3 ] 
f(z) = -189/200*z^3 + 59/5*z + 1
*
[ -6/5 ] 
f(z) = -185/216*z^3 + 46/15*z + 1
*
-2/3 | 0.14439901744899451437808276295677803302 | 0.027053487074526858404235848587445090845
f(z) = -189/208*z^3 + 47/52*z + 1
*
[ 12/11 ] 
f(z) = -187/216*z^3 + 49/44*z + 1
*
[ 3/4 ] 
f(z) = -196/207*z^3 + 55/276*z + 1
*
[ 3/4 ] 
f(z) = -188/207*z^3 + 49/276*z + 1
*
[ -3 ] 
f(z) = -199/216*z^3 + 77/8*z + 1
*
[ 3 ] 
f(z) = -197/216*z^3 + 71/8*z + 1
*
[ -3 ] 
f(z) = -193/216*z^3 + 75/8*z + 1
*
[ 3 ] 
f(z) = -191/216*z^3 + 69/8*z + 1
*
[ -6/17 ] 
f(z) = -187/216*z^3 + 67/17*z + 1
*
[ -3 ] 
f(z) = -187/216*z^3 + 73/8*z + 1
*
[ 3 ] 
f(z) = -185/216*z^3 + 67/8*z + 1
*
[ -3 ] 
f(z) = -181/216*z^3 + 71/8*z + 1
*
[ 3/2 ] 
f(z) = -199/216*z^3 + 77/32*z + 1
*
[ -6/5 ] 
f(z) = -199/216*z^3 + 79/25*z + 1
*
[ 3/2 ] 
f(z) = -193/216*z^3 + 75/32*z + 1
*
[ -6/5 ] 
f(z) = -193/216*z^3 + 78/25*z + 1
*
[ -2/3 ] 
f(z) = -189/200*z^3 + 73/25*z + 1
*
[ 10/7 ] 
f(z) = -189/200*z^3 + 78/35*z + 1
*
[ 3/2 ] 
f(z) = -187/216*z^3 + 73/32*z + 1
*
[ -6/5 ] 
f(z) = -187/216*z^3 + 77/25*z + 1
*
-2 | 0.096724705106336561920050580730243234324 | 0.014998660884791397190256852649580316527
f(z) = -185/216*z^3 + 79/27*z + 1
*
-2 | 0.11025295337160101223682073478599387521 | 0.017096424924215450940291634628893329015
f(z) = -183/200*z^3 + 79/25*z + 1
*
-2 | 0.11002509884404495550092522900609371552 | 0.017094861453946944321684266626643081932
f(z) = -181/200*z^3 + 78/25*z + 1
*
[ 3/2 ] 
f(z) = -181/216*z^3 + 71/32*z + 1
*
[ -6/5 ] 
f(z) = -181/216*z^3 + 76/25*z + 1
*
-2 | 0.096252863960432597819249772201065461531 | 0.014985079120713509726242905766283693564
f(z) = -181/216*z^3 + 77/27*z + 1
*
-4/3 | 0.15961193172465192507500194728346033158 | 0.028255029142531034447995723691284077454
f(z) = -189/208*z^3 + 71/52*z + 1
*
-3/5 | 0.22777941114338546052653604292220696956 | 0.029715714354940539036628462599106115633
f(z) = -185/216*z^3 + 79/40*z + 1
*
[ 6/7 ] 
f(z) = -196/207*z^3 + 73/138*z + 1
*
[ 6/7 ] 
f(z) = -197/216*z^3 + 74/147*z + 1
*
[ 6/7 ] 
f(z) = -191/216*z^3 + 71/147*z + 1
*
[ 6/7 ] 
f(z) = -185/216*z^3 + 68/147*z + 1
*
[ 5/6 ] 
f(z) = -189/200*z^3 + 73/160*z + 1
*
[ 30/37 ] 
f(z) = -185/216*z^3 + 61/185*z + 1
*
[ 11/14 ] 
f(z) = -196/209*z^3 + 64/209*z + 1
*
[ 6 ] 
f(z) = -191/216*z^3 + 98/3*z + 1
*
[ -6 ] 
f(z) = -187/216*z^3 + 97/3*z + 1
*
[ 6 ] 
f(z) = -185/216*z^3 + 95/3*z + 1
*
[ -6 ] 
f(z) = -181/216*z^3 + 94/3*z + 1
*
-2 | 0.11195630305912390049734794540316865753 | 0.017104709277426708119006346108814690573
f(z) = -199/200*z^3 + 87/25*z + 1
*
-2 | 0.098256637451848360749594013054750588245 | 0.015038232775659646178684372733714001799
f(z) = -199/216*z^3 + 86/27*z + 1
*
-2 | 0.11175388988666860142938665746276921298 | 0.017103994735467557682693409977565750056
f(z) = -197/200*z^3 + 86/25*z + 1
*
-2 | 0.098047915549439173234883451340909158088 | 0.015033198481467119825487738929707594889
f(z) = -197/216*z^3 + 85/27*z + 1
*
-2 | 0.11134059643881101228208169413485084117 | 0.017102331522816947898821872847363004522
f(z) = -193/200*z^3 + 84/25*z + 1
*
-2 | 0.097620903262782408046566569114411413341 | 0.015022570737506021886839546557963841945
f(z) = -193/216*z^3 + 83/27*z + 1
*
-2 | 0.11112951500138286499889955092312425410 | 0.017101368091617345735106861453979749419
f(z) = -191/200*z^3 + 83/25*z + 1
*
-2 | 0.097402350134325343089215447891283067490 | 0.015016949672347222957288711028170791808
f(z) = -191/216*z^3 + 82/27*z + 1
*
-2 | 0.11091533207555087714742369127510530045 | 0.017100305663808139620745969981690903358
f(z) = -189/200*z^3 + 82/25*z + 1
*
-2 | 0.11069792975479142888880898755566449920 | 0.017099134808866077341200141707011230602
f(z) = -187/200*z^3 + 81/25*z + 1
*
-2 | 0.096954415867618344513655417077556065746 | 0.015005013291318392174150297237130377999
f(z) = -187/216*z^3 + 80/27*z + 1
*
-5/3 | 0.18016699176016972980268952346725487452 | 0.029544899491806187122551972929891773454
f(z) = -189/200*z^3 + 89/40*z + 1
*
[ 4/3 ] 
f(z) = -189/208*z^3 + 97/52*z + 1
*
[ 4/5 ] 
f(z) = -185/208*z^3 + 83/260*z + 1
*
[ -6 ] 
f(z) = -199/216*z^3 + 103/3*z + 1
*
[ 6 ] 
f(z) = -197/216*z^3 + 101/3*z + 1
*
[ -6 ] 
f(z) = -193/216*z^3 + 100/3*z + 1
*
[ 2 ] 
f(z) = -199/200*z^3 + 112/25*z + 1
*
[ 2 ] 
f(z) = -199/216*z^3 + 113/27*z + 1
*
[ 2 ] 
f(z) = -197/200*z^3 + 111/25*z + 1
*
[ 2 ] 
f(z) = -197/216*z^3 + 112/27*z + 1
*
[ -3/2 ] 
f(z) = -197/216*z^3 + 119/32*z + 1
*
[ 2 ] 
f(z) = -193/200*z^3 + 109/25*z + 1
*
[ 2 ] 
f(z) = -193/216*z^3 + 110/27*z + 1
*
[ 2 ] 
f(z) = -191/200*z^3 + 108/25*z + 1
*
[ 2 ] 
f(z) = -191/216*z^3 + 109/27*z + 1
*
[ -3/2 ] 
f(z) = -191/216*z^3 + 117/32*z + 1
*
[ 2 ] 
f(z) = -189/200*z^3 + 107/25*z + 1
*
[ -10/21 ] 
f(z) = -189/200*z^3 + 116/35*z + 1
*
[ 2 ] 
f(z) = -187/200*z^3 + 106/25*z + 1
*
[ 2 ] 
f(z) = -187/216*z^3 + 107/27*z + 1
*
[ 2 ] 
f(z) = -185/216*z^3 + 106/27*z + 1
*
[ -3/2 ] 
f(z) = -185/216*z^3 + 115/32*z + 1
*
[ 2 ] 
f(z) = -183/200*z^3 + 104/25*z + 1
*
[ 2 ] 
f(z) = -181/200*z^3 + 103/25*z + 1
*
[ 2 ] 
f(z) = -181/216*z^3 + 104/27*z + 1
*
[ -3/5 ] 
f(z) = -185/216*z^3 + 119/40*z + 1
*
[ 6/5 ] 
f(z) = -199/216*z^3 + 112/75*z + 1
*
[ 6/5 ] 
f(z) = -193/216*z^3 + 109/75*z + 1
*
[ 6/5 ] 
f(z) = -187/216*z^3 + 106/75*z + 1
*
[ 6/5 ] 
f(z) = -181/216*z^3 + 103/75*z + 1
*
[ 20/21 ] 
f(z) = -189/200*z^3 + 113/140*z + 1
*
[ 7/8 ] 
f(z) = -192/203*z^3 + 118/203*z + 1
*
[ 7/8 ] 
f(z) = -192/217*z^3 + 116/217*z + 1
*
[ -2 ] 
f(z) = -199/200*z^3 + 137/25*z + 1
*
[ -2 ] 
f(z) = -197/200*z^3 + 136/25*z + 1
*
[ -2 ] 
f(z) = -197/216*z^3 + 139/27*z + 1
*
[ -2 ] 
f(z) = -193/200*z^3 + 134/25*z + 1
*
[ -2 ] 
f(z) = -193/216*z^3 + 137/27*z + 1
*
[ -2 ] 
f(z) = -191/200*z^3 + 133/25*z + 1
*
[ -2 ] 
f(z) = -191/216*z^3 + 136/27*z + 1
*
[ -10/7 ] 
f(z) = -189/200*z^3 + 127/35*z + 1
*
[ -2 ] 
f(z) = -189/200*z^3 + 132/25*z + 1
*
[ -2 ] 
f(z) = -187/200*z^3 + 131/25*z + 1
*
[ -2 ] 
f(z) = -187/216*z^3 + 134/27*z + 1
*
[ -12/5 ] 
f(z) = -185/216*z^3 + 127/20*z + 1
*
[ -2 ] 
f(z) = -185/216*z^3 + 133/27*z + 1
*
[ -2 ] 
f(z) = -183/200*z^3 + 129/25*z + 1
*
[ -2 ] 
f(z) = -181/200*z^3 + 128/25*z + 1
*
[ -2 ] 
f(z) = -181/216*z^3 + 131/27*z + 1
*
[ -6/7 ] 
f(z) = -197/216*z^3 + 139/49*z + 1
*
[ -6/7 ] 
f(z) = -191/216*z^3 + 138/49*z + 1
*
[ 5/3 ] 
f(z) = -189/200*z^3 + 121/40*z + 1
*
[ -6/7 ] 
f(z) = -185/216*z^3 + 137/49*z + 1
*
-5/9 | 0.17882942474938208943722833078078997001 | 0.027577406939815865952027705687914587504
f(z) = -189/200*z^3 + 131/120*z + 1
*
-2/3 | 0.14820249973840910702208958941038788707 | 0.023026575088542501428312314908804630318
f(z) = -183/208*z^3 + 139/156*z + 1
*
[ 9/10 ] 
f(z) = -200/207*z^3 + 139/207*z + 1
*
[ -2 ] 
f(z) = -199/216*z^3 + 140/27*z + 1
*
[ -2/3 ] 
f(z) = -189/208*z^3 + 151/52*z + 1
*
[ -10/11 ] 
f(z) = -187/200*z^3 + 158/55*z + 1
*
-2 | 0.11038888425828448304377007692696521609 | 0.017100772838375062005900722561421201133
f(z) = -185/208*z^3 + 159/52*z + 1
*
-2 | 0.11016023970780685487282595887674875423 | 0.017098882872498521345876233301419581721
f(z) = -183/208*z^3 + 157/52*z + 1
*
-2 | 0.10992767925305446511402384403438408523 | 0.017096807975606885916448926172511639370
f(z) = -181/208*z^3 + 155/52*z + 1
*
[ 18/17 ] 
f(z) = -187/216*z^3 + 157/153*z + 1
*
[ 10/3 ] 
f(z) = -183/200*z^3 + 163/15*z + 1
*
[ -10/3 ] 
f(z) = -183/200*z^3 + 172/15*z + 1
*
-2 | 0.11189257659242175804815998791555362940 | 0.017110039894238748810269745655767824197
f(z) = -199/208*z^3 + 173/52*z + 1
*
-2 | 0.11168721389710726774449494090320679773 | 0.017109058499841431419156596820508524623
f(z) = -197/208*z^3 + 171/52*z + 1
*
-2 | 0.11126751975345497593941613568858967621 | 0.017106794284754807388102717198894626295
f(z) = -193/208*z^3 + 167/52*z + 1
*
-2 | 0.11105296001368274254042583590241130259 | 0.017105492531967216224612331229496228752
f(z) = -191/208*z^3 + 165/52*z + 1
*
[ -5/3 ] 
f(z) = -189/200*z^3 + 169/40*z + 1
*
-2 | 0.11083509290842362788847913467717740498 | 0.017104063382470017099089953568895836994
f(z) = -189/208*z^3 + 163/52*z + 1
*
[ -4/3 ] 
f(z) = -189/208*z^3 + 175/52*z + 1
*
-2 | 0.11061378291792313528889523447553444531 | 0.017102494658799360431134840399488998544
f(z) = -187/208*z^3 + 161/52*z + 1
*
[ 3/2 ] 
f(z) = -200/207*z^3 + 173/69*z + 1
*
[ 3/2 ] 
f(z) = -196/207*z^3 + 170/69*z + 1
*
[ 3/2 ] 
f(z) = -188/207*z^3 + 164/69*z + 1
*
5/9 | 0.20021986621366378574012239879853247131 | 0.029457857745423894974579319780287399021
f(z) = -189/200*z^3 + 179/120*z + 1
*
[ 10/9 ] 
f(z) = -183/200*z^3 + 166/135*z + 1
*
[ 3 ] 
f(z) = -181/216*z^3 + 197/24*z + 1
*
-18/11 | 0.23641731376960215859466020757707733608 | 0.028043669779745199753892762950064876206
f(z) = -187/216*z^3 + 191/99*z + 1
*
10/21 | 0.19511849986095604508662517013728040292 | 0.021874300538136289626199667835443961145
f(z) = -189/200*z^3 + 187/105*z + 1
*
[ 4/3 ] 
f(z) = -189/200*z^3 + 193/100*z + 1
*
[ 3 ] 
f(z) = -199/216*z^3 + 215/24*z + 1
*
[ 3 ] 
f(z) = -193/216*z^3 + 209/24*z + 1
*
[ 3 ] 
f(z) = -187/216*z^3 + 203/24*z + 1
*
[ -3 ] 
f(z) = -185/216*z^3 + 217/24*z + 1
*
[ 2 ] 
f(z) = -193/208*z^3 + 219/52*z + 1
*
[ 2 ] 
f(z) = -191/208*z^3 + 217/52*z + 1
*
[ 2 ] 
f(z) = -189/208*z^3 + 215/52*z + 1
*
[ 2 ] 
f(z) = -187/208*z^3 + 213/52*z + 1
*
[ 2 ] 
f(z) = -185/208*z^3 + 211/52*z + 1
*
[ 2 ] 
f(z) = -183/208*z^3 + 209/52*z + 1
*
[ 2 ] 
f(z) = -181/208*z^3 + 207/52*z + 1
*
[ -3/5 ] 
f(z) = -200/207*z^3 + 208/69*z + 1
*
[ -2/3 ] 
f(z) = -183/200*z^3 + 218/75*z + 1
*
[ 3/2 ] 
f(z) = -185/216*z^3 + 217/96*z + 1
*
[ 6/5 ] 
f(z) = -200/207*z^3 + 215/138*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.028891587847039316596667230104400611034
f(z) = -183/208*z^3 + 205/156*z + 1
*
[ -3 ] 
f(z) = -197/216*z^3 + 229/24*z + 1
*
[ -3 ] 
f(z) = -191/216*z^3 + 223/24*z + 1
*
[ 2 ] 
f(z) = -199/208*z^3 + 225/52*z + 1
*
[ 2 ] 
f(z) = -197/208*z^3 + 223/52*z + 1
*
-3/5 | 0.25598608975585195994461498221658333541 | 0.029181181395983996052945281078196869967
f(z) = -185/216*z^3 + 239/40*z + 1
*
[ -6/5 ] 
f(z) = -197/216*z^3 + 236/75*z + 1
*
[ -6/5 ] 
f(z) = -191/216*z^3 + 233/75*z + 1
*
[ 3/2 ] 
f(z) = -197/216*z^3 + 229/96*z + 1
*
[ 3/2 ] 
f(z) = -191/216*z^3 + 223/96*z + 1
*
-2/5 | 0.18104353266004334827031512908714015618 | 0.024211435477444462171499721097317838029
f(z) = -185/216*z^3 + 221/135*z + 1
*
5/3 | 0.18940749346753282369902013801534775529 | 0.026826446779092322192771231084471801030
f(z) = -183/200*z^3 + 233/120*z + 1
*
-4/9 | 0.19384245573909480538568843443474682832 | 0.028533660425488526563739143441665020346
f(z) = -189/208*z^3 + 223/156*z + 1
*
[ -2 ] 
f(z) = -181/208*z^3 + 259/52*z + 1
*
[ -3/7 ] 
f(z) = -196/207*z^3 + 242/69*z + 1
*
[ -3/2 ] 
f(z) = -188/207*z^3 + 256/69*z + 1
*
[ -10/17 ] 
f(z) = -187/200*z^3 + 257/85*z + 1
*
-10/27 | 0.26602586424259727399843069889701727703 | 0.028921300215933392711331060475828176785
f(z) = -189/200*z^3 + 247/135*z + 1
*
-5/9 | 0.19789794177362233193624275757447818666 | 0.027736645996510227556233674824321218700
f(z) = -189/200*z^3 + 251/120*z + 1
*
-5/3 | 0.20899772740412763750561762869214957288 | 0.029195686071452813717128550376162976235
f(z) = -183/200*z^3 + 257/120*z + 1
*
-5/7 | 0.20922250096183947555810769639928888154 | 0.028881271400048506201923058720943052573
f(z) = -189/200*z^3 + 247/280*z + 1
*
[ -6/37 ] 
f(z) = -185/216*z^3 + 266/37*z + 1
*
[ -2 ] 
f(z) = -199/208*z^3 + 277/52*z + 1
*
[ -2 ] 
f(z) = -197/208*z^3 + 275/52*z + 1
*
[ -2 ] 
f(z) = -193/208*z^3 + 271/52*z + 1
*
[ -2 ] 
f(z) = -191/208*z^3 + 269/52*z + 1
*
[ -2 ] 
f(z) = -189/208*z^3 + 267/52*z + 1
*
[ -2 ] 
f(z) = -187/208*z^3 + 265/52*z + 1
*
[ -2 ] 
f(z) = -185/208*z^3 + 263/52*z + 1
*
[ -2 ] 
f(z) = -183/208*z^3 + 261/52*z + 1
*
[ -3/2 ] 
f(z) = -200/207*z^3 + 265/69*z + 1
*
[ -3/2 ] 
f(z) = -196/207*z^3 + 262/69*z + 1
*
-2/9 | 0.22051922438640254573762047353110867439 | 0.028777373468208512299740829163483224191
f(z) = -189/200*z^3 + 266/75*z + 1
*
[ 30/17 ] 
f(z) = -187/216*z^3 + 266/85*z + 1
*
[ 18/11 ] 
f(z) = -187/216*z^3 + 268/99*z + 1
*
[ 11/10 ] 
f(z) = -200/209*z^3 + 261/209*z + 1
*
[ 4/3 ] 
f(z) = -183/208*z^3 + 283/156*z + 1
*
[ 2/3 ] 
f(z) = -183/224*z^3 - 23/168*z + 1
*
[ 2/3 ] 
f(z) = -189/226*z^3 - 29/226*z + 1
*
[ 2/3 ] 
f(z) = -189/230*z^3 - 31/230*z + 1
*
[ 2/3 ] 
f(z) = -199/232*z^3 - 31/261*z + 1
*
[ 2/3 ] 
f(z) = -197/232*z^3 - 32/261*z + 1
*
[ 2/3 ] 
f(z) = -193/232*z^3 - 34/261*z + 1
*
[ 2/3 ] 
f(z) = -191/232*z^3 - 35/261*z + 1
*
[ 2/3 ] 
f(z) = -187/232*z^3 - 37/261*z + 1
*
[ 2/3 ] 
f(z) = -185/232*z^3 - 38/261*z + 1
*
[ 2/3 ] 
f(z) = -181/232*z^3 - 40/261*z + 1
*
[ 2/3 ] 
f(z) = -189/232*z^3 - 4/29*z + 1
*
[ 2/3 ] 
f(z) = -195/232*z^3 - 11/87*z + 1
*
[ 2/3 ] 
f(z) = -183/232*z^3 - 13/87*z + 1
*
[ 2/3 ] 
f(z) = -189/220*z^3 - 13/110*z + 1
*
[ 2/3 ] 
f(z) = -189/236*z^3 - 17/118*z + 1
*
[ 2/3 ] 
f(z) = -195/224*z^3 - 19/168*z + 1
*
[ 7/10 ] 
f(z) = -200/231*z^3 - 1/231*z + 1
*
[ 15/14 ] 
f(z) = -196/225*z^3 + 16/15*z + 1
*
[ 5/7 ] 
f(z) = -196/225*z^3 + 2/45*z + 1
*
[ 3/4 ] 
f(z) = -184/225*z^3 + 19/150*z + 1
*
[ 5/7 ] 
f(z) = -196/235*z^3 + 6/235*z + 1
*
[ 4/5 ] 
f(z) = -185/224*z^3 + 39/140*z + 1
*
11/10 | 0.14522819508790523581273361077240335449 | 0.026684499943313141267352539774202840583
f(z) = -200/231*z^3 + 32/231*z + 1
*
[ -15/14 ] 
f(z) = -196/225*z^3 + 44/15*z + 1
*
[ 4/5 ] 
f(z) = -195/224*z^3 + 43/140*z + 1
*
[ 15/7 ] 
f(z) = -196/225*z^3 + 68/15*z + 1
*
-2 | 0.11028233834313861355448873379184813860 | 0.017100981518342227515613296183198834438
f(z) = -187/232*z^3 + 79/29*z + 1
*
-2 | 0.11004036995167893557571971054101157610 | 0.017097234162283441585244427771239956478
f(z) = -185/232*z^3 + 78/29*z + 1
*
-2 | 0.10979340323582967666534664818686012186 | 0.017093131224621442770297695958353266149
f(z) = -183/232*z^3 + 77/29*z + 1
*
-2 | 0.10954113020246860914025504009806254028 | 0.017088633651890243196855167110453701566
f(z) = -181/232*z^3 + 76/29*z + 1
*
[ 6/7 ] 
f(z) = -196/225*z^3 + 71/150*z + 1
*
[ -15/7 ] 
f(z) = -196/225*z^3 + 82/15*z + 1
*
-2 | 0.11164305592048380579533262947909991665 | 0.017117673632581023701280195265596767352
f(z) = -199/232*z^3 + 85/29*z + 1
*
-2 | 0.11142606356824577638927983630433620544 | 0.017115459593158300307149019016351272362
f(z) = -197/232*z^3 + 84/29*z + 1
*
-2 | 0.11120540332332314493926137196628463938 | 0.017113046304442622067140160647160717574
f(z) = -195/232*z^3 + 83/29*z + 1
*
-2 | 0.11098090024273992597801329007872559226 | 0.017110414597169892276912339682712448511
f(z) = -193/232*z^3 + 82/29*z + 1
*
-2 | 0.11075236382022002086923817896112609572 | 0.017107543054847008553411418902656235812
f(z) = -191/232*z^3 + 81/29*z + 1
*
-2 | 0.11051958591967795092524063087312494162 | 0.017104407683091840690588942979112910369
f(z) = -189/232*z^3 + 80/29*z + 1
*
[ -2/3 ] 
f(z) = -189/232*z^3 + 83/29*z + 1
*
[ 2 ] 
f(z) = -199/232*z^3 + 114/29*z + 1
*
[ 2 ] 
f(z) = -197/232*z^3 + 113/29*z + 1
*
[ 2 ] 
f(z) = -195/232*z^3 + 112/29*z + 1
*
[ 2 ] 
f(z) = -193/232*z^3 + 111/29*z + 1
*
[ 2 ] 
f(z) = -191/232*z^3 + 110/29*z + 1
*
[ 2 ] 
f(z) = -189/232*z^3 + 109/29*z + 1
*
[ 2 ] 
f(z) = -187/232*z^3 + 108/29*z + 1
*
[ 2 ] 
f(z) = -185/232*z^3 + 107/29*z + 1
*
[ 2 ] 
f(z) = -183/232*z^3 + 106/29*z + 1
*
[ 2 ] 
f(z) = -181/232*z^3 + 105/29*z + 1
*
[ -2 ] 
f(z) = -191/232*z^3 + 139/29*z + 1
*
[ -2 ] 
f(z) = -189/232*z^3 + 138/29*z + 1
*
[ -2 ] 
f(z) = -187/232*z^3 + 137/29*z + 1
*
[ -2 ] 
f(z) = -185/232*z^3 + 136/29*z + 1
*
[ -2 ] 
f(z) = -183/232*z^3 + 135/29*z + 1
*
[ -2 ] 
f(z) = -181/232*z^3 + 134/29*z + 1
*
[ -5/7 ] 
f(z) = -196/225*z^3 + 128/45*z + 1
*
[ 5/4 ] 
f(z) = -184/225*z^3 + 133/90*z + 1
*
[ 15/17 ] 
f(z) = -187/225*z^3 + 131/255*z + 1
*
[ -2 ] 
f(z) = -199/232*z^3 + 143/29*z + 1
*
[ -2 ] 
f(z) = -197/232*z^3 + 142/29*z + 1
*
[ -2 ] 
f(z) = -195/232*z^3 + 141/29*z + 1
*
[ -2 ] 
f(z) = -193/232*z^3 + 140/29*z + 1
*
-2 | 0.11040767387669142640311716563458724608 | 0.017103683611486465882162034605791765417
f(z) = -187/224*z^3 + 159/56*z + 1
*
-2 | 0.11017234012290380277797685264078219318 | 0.017100761078110638057632494731423151371
f(z) = -185/224*z^3 + 157/56*z + 1
*
-2 | 0.10993252631778050081131674135646751984 | 0.017097561828825924626361212362884599172
f(z) = -183/224*z^3 + 155/56*z + 1
*
-2 | 0.10968798557343197743148230993252852034 | 0.017094056716744637645528037687485232457
f(z) = -181/224*z^3 + 153/56*z + 1
*
[ 4/3 ] 
f(z) = -195/224*z^3 + 151/84*z + 1
*
[ 4/3 ] 
f(z) = -183/224*z^3 + 143/84*z + 1
*
[ 13/14 ] 
f(z) = -196/221*z^3 + 152/221*z + 1
*
-2 | 0.11173693854377010405677885089803125666 | 0.017116675682318757464672570140688179530
f(z) = -199/224*z^3 + 171/56*z + 1
*
-2 | 0.11152437231358673978011226526308273006 | 0.017114958229769220416861314082968124622
f(z) = -197/224*z^3 + 169/56*z + 1
*
[ -5/14 ] 
f(z) = -196/225*z^3 + 176/45*z + 1
*
-2 | 0.11130842430158126961149884835462704102 | 0.017113083143279360153645367188338426543
f(z) = -195/224*z^3 + 167/56*z + 1
*
-2 | 0.11108894691253975425667848795099955416 | 0.017111035595651168720327119104148348168
f(z) = -193/224*z^3 + 165/56*z + 1
*
-2 | 0.11086578057351390460248694342322188107 | 0.017108799100688774630059391852870024764
f(z) = -191/224*z^3 + 163/56*z + 1
*
[ 3/2 ] 
f(z) = -196/225*z^3 + 172/75*z + 1
*
[ 3/2 ] 
f(z) = -188/225*z^3 + 166/75*z + 1
*
[ 3/2 ] 
f(z) = -184/225*z^3 + 163/75*z + 1
*
[ -15/28 ] 
f(z) = -196/225*z^3 + 187/60*z + 1
*
[ 10/7 ] 
f(z) = -196/225*z^3 + 187/90*z + 1
*
-4/3 | 0.21723573787119698534659325339672861891 | 0.029587556562935231547578785665293870667
f(z) = -195/224*z^3 + 193/84*z + 1
*
-5/4 | 0.20221465857616725463818532962514009740 | 0.029561184579383967666258418828353784612
f(z) = -184/225*z^3 + 187/90*z + 1
*
[ 4/3 ] 
f(z) = -189/232*z^3 + 197/116*z + 1
*
[ 2 ] 
f(z) = -191/224*z^3 + 219/56*z + 1
*
[ 2 ] 
f(z) = -187/224*z^3 + 215/56*z + 1
*
[ 2 ] 
f(z) = -185/224*z^3 + 213/56*z + 1
*
[ 2 ] 
f(z) = -183/224*z^3 + 211/56*z + 1
*
[ 2 ] 
f(z) = -181/224*z^3 + 209/56*z + 1
*
[ 15/14 ] 
f(z) = -182/225*z^3 + 209/210*z + 1
*
[ 2 ] 
f(z) = -199/224*z^3 + 227/56*z + 1
*
[ 2 ] 
f(z) = -197/224*z^3 + 225/56*z + 1
*
[ 2 ] 
f(z) = -195/224*z^3 + 223/56*z + 1
*
[ 2 ] 
f(z) = -193/224*z^3 + 221/56*z + 1
*
5/7 | 0.14098950898775777140221885179503780619 | 0.019968838032898493863615741930861509657
f(z) = -196/225*z^3 + 233/180*z + 1
*
[ 15/13 ] 
f(z) = -182/225*z^3 + 236/195*z + 1
*
[ 5/2 ] 
f(z) = -184/225*z^3 + 257/45*z + 1
*
[ -2/3 ] 
f(z) = -195/232*z^3 + 250/87*z + 1
*
[ -2/3 ] 
f(z) = -183/232*z^3 + 248/87*z + 1
*
[ 5/2 ] 
f(z) = -196/225*z^3 + 272/45*z + 1
*
[ -2 ] 
f(z) = -195/224*z^3 + 279/56*z + 1
*
[ -2 ] 
f(z) = -193/224*z^3 + 277/56*z + 1
*
[ -2 ] 
f(z) = -191/224*z^3 + 275/56*z + 1
*
[ 5/2 ] 
f(z) = -188/225*z^3 + 262/45*z + 1
*
[ -2 ] 
f(z) = -187/224*z^3 + 271/56*z + 1
*
[ -2 ] 
f(z) = -185/224*z^3 + 269/56*z + 1
*
[ -2 ] 
f(z) = -183/224*z^3 + 267/56*z + 1
*
[ -2 ] 
f(z) = -181/224*z^3 + 265/56*z + 1
*
[ -3/7 ] 
f(z) = -196/225*z^3 + 262/75*z + 1
*
[ -3/2 ] 
f(z) = -196/225*z^3 + 272/75*z + 1
*
-3/14 | 0.18145178665266292183557105488980647427 | 0.026976730630404773928842618819011452707
f(z) = -196/225*z^3 + 278/75*z + 1
*
[ -3/2 ] 
f(z) = -188/225*z^3 + 266/75*z + 1
*
[ -3/2 ] 
f(z) = -184/225*z^3 + 263/75*z + 1
*
[ -4/3 ] 
f(z) = -195/224*z^3 + 277/84*z + 1
*
[ -5/4 ] 
f(z) = -184/225*z^3 + 277/90*z + 1
*
[ -4/3 ] 
f(z) = -183/224*z^3 + 269/84*z + 1
*
[ 5/4 ] 
f(z) = -188/225*z^3 + 271/180*z + 1
*
[ 11/10 ] 
f(z) = -200/231*z^3 + 263/231*z + 1
*
[ -2 ] 
f(z) = -199/224*z^3 + 283/56*z + 1
*
[ -2 ] 
f(z) = -197/224*z^3 + 281/56*z + 1
*
[ -5/2 ] 
f(z) = -188/225*z^3 + 298/45*z + 1
*
[ -5/2 ] 
f(z) = -184/225*z^3 + 293/45*z + 1
*
[ 15/11 ] 
f(z) = -187/225*z^3 + 299/165*z + 1
*
[ 5/4 ] 
f(z) = -196/225*z^3 + 281/180*z + 1
*
[ 2/3 ] 
f(z) = -189/250*z^3 - 41/250*z + 1
*
[ 2/3 ] 
f(z) = -189/254*z^3 - 43/254*z + 1
*
[ 2/3 ] 
f(z) = -197/248*z^3 - 41/279*z + 1
*
[ 2/3 ] 
f(z) = -193/248*z^3 - 43/279*z + 1
*
[ 2/3 ] 
f(z) = -191/248*z^3 - 44/279*z + 1
*
[ 2/3 ] 
f(z) = -187/248*z^3 - 46/279*z + 1
*
[ 2/3 ] 
f(z) = -185/248*z^3 - 47/279*z + 1
*
[ 2/3 ] 
f(z) = -181/248*z^3 - 49/279*z + 1
*
[ 9/14 ] 
f(z) = -182/243*z^3 - 31/126*z + 1
*
[ 2/3 ] 
f(z) = -195/256*z^3 - 31/192*z + 1
*
[ 2/3 ] 
f(z) = -183/256*z^3 - 35/192*z + 1
*
[ 27/40 ] 
f(z) = -200/243*z^3 - 23/216*z + 1
*
[ 2/3 ] 
f(z) = -189/242*z^3 - 37/242*z + 1
*
[ 2/3 ] 
f(z) = -199/248*z^3 - 40/279*z + 1
*
[ 9/14 ] 
f(z) = -196/243*z^3 - 2/9*z + 1
*
[ 2/3 ] 
f(z) = -189/248*z^3 - 5/31*z + 1
*
[ 5/7 ] 
f(z) = -189/250*z^3 - 1/70*z + 1
*
[ 2/3 ] 
f(z) = -189/256*z^3 - 11/64*z + 1
*
[ 2/3 ] 
f(z) = -195/248*z^3 - 14/93*z + 1
*
[ 5/7 ] 
f(z) = -191/250*z^3 - 1/98*z + 1
*
[ 2/3 ] 
f(z) = -183/248*z^3 - 16/93*z + 1
*
[ 5/7 ] 
f(z) = -181/250*z^3 - 3/98*z + 1
*
[ 9/13 ] 
f(z) = -182/243*z^3 - 10/117*z + 1
*
[ 2/3 ] 
f(z) = -189/244*z^3 - 19/122*z + 1
*
[ 7/10 ] 
f(z) = -200/259*z^3 - 13/259*z + 1
*
[ 5/7 ] 
f(z) = -196/255*z^3 - 2/255*z + 1
*
[ 9/10 ] 
f(z) = -200/243*z^3 + 5/9*z + 1
*
-9/20 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -200/243*z^3 + 7/18*z + 1
*
[ 9/7 ] 
f(z) = -196/243*z^3 + 14/9*z + 1
*
[ 5/3 ] 
f(z) = -189/250*z^3 + 5/2*z + 1
*
5/3 | 0.089414006538193648621714943371290893782 | 0.013506498153221539254992948123357727527
f(z) = -189/250*z^3 + 5/6*z + 1
*
[ -10/9 ] 
f(z) = -189/250*z^3 + 17/6*z + 1
*
[ 7/8 ] 
f(z) = -192/245*z^3 + 16/35*z + 1
*
-5/9 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = -189/250*z^3 + 1/30*z + 1
*
[ 8/9 ] 
f(z) = -189/256*z^3 + 11/24*z + 1
*
[ 3/4 ] 
f(z) = -200/243*z^3 + 7/54*z + 1
*
[ 5/6 ] 
f(z) = -189/250*z^3 + 13/40*z + 1
*
[ 3/4 ] 
f(z) = -184/243*z^3 + 5/54*z + 1
*
[ 4/5 ] 
f(z) = -195/256*z^3 + 19/80*z + 1
*
[ 8/11 ] 
f(z) = -187/256*z^3 + 1/88*z + 1
*
[ 4/5 ] 
f(z) = -185/256*z^3 + 17/80*z + 1
*
[ 3/4 ] 
f(z) = -196/243*z^3 + 13/108*z + 1
*
[ 20/27 ] 
f(z) = -189/250*z^3 + 7/108*z + 1
*
-10/21 | 0.24097415419784907886408341639246293340 | 0.028131522581200872071598037583819977512
f(z) = -189/250*z^3 + 11/105*z + 1
*
[ 16/21 ] 
f(z) = -189/256*z^3 + 13/112*z + 1
*
[ 3/4 ] 
f(z) = -188/243*z^3 + 11/108*z + 1
*
[ 3/4 ] 
f(z) = -182/243*z^3 + 19/216*z + 1
*
-9/10 | 0.18310266774752780937792460806274759460 | 0.028470415441974239909656957021997357155
f(z) = -200/243*z^3 + 23/18*z + 1
*
[ -9/10 ] 
f(z) = -200/243*z^3 + 25/9*z + 1
*
[ 9/5 ] 
f(z) = -200/243*z^3 + 28/9*z + 1
*
9/5 | 0.18310288689055538010391633189359086375 | 0.027480000060741415388863603648158065351
f(z) = -200/243*z^3 + 29/18*z + 1
*
9/20 | 0.18310394823729172358791889128506913915 | 0.026725880292983662715236072603156418704
f(z) = -200/243*z^3 + 35/18*z + 1
*
[ -9/5 ] 
f(z) = -200/243*z^3 + 38/9*z + 1
*
[ -9/14 ] 
f(z) = -196/243*z^3 + 26/9*z + 1
*
[ -9/7 ] 
f(z) = -196/243*z^3 + 28/9*z + 1
*
[ -5/3 ] 
f(z) = -189/250*z^3 + 37/10*z + 1
*
20/9 | 0.20523530895125491500353020280022539882 | 0.027184891887983446884150611293078146945
f(z) = -189/250*z^3 + 38/15*z + 1
*
[ -5/7 ] 
f(z) = -189/250*z^3 + 39/14*z + 1
*
[ 4/3 ] 
f(z) = -189/256*z^3 + 25/16*z + 1
*
[ 5 ] 
f(z) = -187/250*z^3 + 39/2*z + 1
*
[ -5 ] 
f(z) = -183/250*z^3 + 39/2*z + 1
*
-9/7 | 0.10172480587859293957024694477191327620 | 0.014786966798931460275332428463276699652
f(z) = -196/243*z^3 + 31/36*z + 1
*
9/28 | 0.18310987378359624760350303680989249900 | 0.026617299495524189174967627913427798985
f(z) = -196/243*z^3 + 35/36*z + 1
*
[ 10/9 ] 
f(z) = -189/250*z^3 + 31/30*z + 1
*
[ 6/7 ] 
f(z) = -196/243*z^3 + 23/54*z + 1
*
[ 5/6 ] 
f(z) = -197/250*z^3 + 25/72*z + 1
*
[ 5/6 ] 
f(z) = -187/250*z^3 + 23/72*z + 1
*
[ 9/11 ] 
f(z) = -187/243*z^3 + 29/99*z + 1
*
20/21 | 0.21694953849432555574553983964104713471 | 0.025326869022323985453114329482496472889
f(z) = -189/250*z^3 + 23/105*z + 1
*
[ 5/6 ] 
f(z) = -183/250*z^3 + 37/120*z + 1
*
8/9 | 0.24306085123019975317059189692706613831 | 0.028296780395529064405383876931753033719
f(z) = -189/256*z^3 + 29/168*z + 1
*
[ 3/4 ] 
f(z) = -194/243*z^3 + 25/216*z + 1
*
[ 3/4 ] 
f(z) = -190/243*z^3 + 23/216*z + 1
*
[ 5/3 ] 
f(z) = -199/250*z^3 + 47/18*z + 1
*
[ -5/2 ] 
f(z) = -199/250*z^3 + 51/8*z + 1
*
[ 5 ] 
f(z) = -197/250*z^3 + 41/2*z + 1
*
-9/14 | 0.20054808944295846018606828272040584014 | 0.027600403946487801484610127763040343624
f(z) = -196/243*z^3 + 53/9*z + 1
*
[ -5 ] 
f(z) = -193/250*z^3 + 41/2*z + 1
*
[ 5/2 ] 
f(z) = -191/250*z^3 + 43/8*z + 1
*
[ -5/2 ] 
f(z) = -189/250*z^3 + 49/8*z + 1
*
10/21 | 0.24553360127657208756041394484012021221 | 0.027677093788204968800231074775249706285
f(z) = -189/250*z^3 + 57/14*z + 1
*
[ 8/3 ] 
f(z) = -189/256*z^3 + 47/8*z + 1
*
[ -4/3 ] 
f(z) = -189/256*z^3 + 49/16*z + 1
*
[ -8/3 ] 
f(z) = -189/256*z^3 + 53/8*z + 1
*
[ 10/3 ] 
f(z) = -183/250*z^3 + 53/6*z + 1
*
[ 5/2 ] 
f(z) = -181/250*z^3 + 41/8*z + 1
*
[ 3/2 ] 
f(z) = -200/243*z^3 + 59/27*z + 1
*
[ 3/2 ] 
f(z) = -196/243*z^3 + 58/27*z + 1
*
[ 5/4 ] 
f(z) = -193/250*z^3 + 45/32*z + 1
*
[ 3/2 ] 
f(z) = -188/243*z^3 + 56/27*z + 1
*
[ 3/2 ] 
f(z) = -184/243*z^3 + 55/27*z + 1
*
[ 5/4 ] 
f(z) = -183/250*z^3 + 43/32*z + 1
*
5/3 | 0.24894315842035696050962729965374707951 | 0.028174864908356942429711355586579681939
f(z) = -189/250*z^3 + 55/42*z + 1
*
-10/9 | 0.12544924262745769026994371261248823362 | 0.014086159770125568104663553952913889871
f(z) = -189/250*z^3 + 59/42*z + 1
*
[ 9/10 ] 
f(z) = -190/243*z^3 + 47/90*z + 1
*
[ 10/11 ] 
f(z) = -187/250*z^3 + 57/110*z + 1
*
[ 11/14 ] 
f(z) = -196/253*z^3 + 52/253*z + 1
*
[ -9/20 ] 
f(z) = -200/243*z^3 + 61/18*z + 1
*
-9/10 | 0.22380874550350912970327037203498386708 | 0.029295710069988127948642656092783563513
f(z) = -200/243*z^3 + 77/18*z + 1
*
45/14 | 0.20732377414296013015957101152251584547 | 0.027753353898260651068836975124130897913
f(z) = -196/243*z^3 + 65/9*z + 1
*
[ -5/3 ] 
f(z) = -191/250*z^3 + 67/18*z + 1
*
[ 9/4 ] 
f(z) = -184/243*z^3 + 79/18*z + 1
*
[ -5/3 ] 
f(z) = -181/250*z^3 + 65/18*z + 1
*
27/14 | 0.13521807178633369694863819813740762646 | 0.020591566464110236652700772679948243589
f(z) = -196/243*z^3 + 79/27*z + 1
*
-2 | 0.11022839517450368820451348861038353240 | 0.017092616796087278429037973641658497650
f(z) = -189/248*z^3 + 79/31*z + 1
*
[ -8/9 ] 
f(z) = -189/256*z^3 + 65/24*z + 1
*
-2 | 0.10997501274500895652812272943344571874 | 0.017087079457540808757630859029067759991
f(z) = -187/248*z^3 + 78/31*z + 1
*
-2 | 0.10971552463504024512764217855619559752 | 0.017081006733498562231304589855544377986
f(z) = -185/248*z^3 + 77/31*z + 1
*
-2 | 0.10944947113129260386884443098848933995 | 0.017074334654926233526132202523396203574
f(z) = -183/248*z^3 + 76/31*z + 1
*
[ -5/6 ] 
f(z) = -183/250*z^3 + 65/24*z + 1
*
[ 5/3 ] 
f(z) = -183/250*z^3 + 73/30*z + 1
*
-2 | 0.10917632836492464425699813798060006841 | 0.017066989047769304655132457006885868271
f(z) = -181/248*z^3 + 75/31*z + 1
*
[ 4/3 ] 
f(z) = -195/256*z^3 + 77/48*z + 1
*
[ 8/7 ] 
f(z) = -189/256*z^3 + 61/56*z + 1
*
[ 4/3 ] 
f(z) = -183/256*z^3 + 73/48*z + 1
*
-20/21 | 0.11141813060513414463314453213340940653 | 0.014920663457953241689761719442578100059
f(z) = -189/250*z^3 + 69/70*z + 1
*
[ 9/8 ] 
f(z) = -184/243*z^3 + 77/72*z + 1
*
[ 27/28 ] 
f(z) = -196/243*z^3 + 77/108*z + 1
*
-5/18 | 0.093985842860902442738134810562504853601 | 0.011738886838102779025201301021008760339
f(z) = -189/250*z^3 + 79/120*z + 1
*
-8/9 | 0.18512350640393221882994880755604194889 | 0.021551801453213742938894394870346767995
f(z) = -189/256*z^3 + 71/168*z + 1
*
4/15 | 0.23215396068402549929102589566768655629 | 0.028128869171360521170788058785943573120
f(z) = -195/256*z^3 + 73/240*z + 1
*
[ 9/4 ] 
f(z) = -200/243*z^3 + 85/18*z + 1
*
[ 10/3 ] 
f(z) = -189/250*z^3 + 91/10*z + 1
*
[ -10/3 ] 
f(z) = -189/250*z^3 + 97/10*z + 1
*
[ -9/4 ] 
f(z) = -184/243*z^3 + 95/18*z + 1
*
[ -3/5 ] 
f(z) = -200/243*z^3 + 80/27*z + 1
*
[ -3/2 ] 
f(z) = -200/243*z^3 + 95/27*z + 1
*
-2 | 0.11141648327461532013775777567888675975 | 0.017113988024269731992526707171496309616
f(z) = -199/248*z^3 + 84/31*z + 1
*
-2 | 0.11118834941083381466105477070723643334 | 0.017110421932016641100652070323161910654
f(z) = -197/248*z^3 + 83/31*z + 1
*
[ -5/4 ] 
f(z) = -197/250*z^3 + 97/32*z + 1
*
12/7 | 0.14273362890679002296040582643158054466 | 0.021613392345205959963696204748355998279
f(z) = -196/243*z^3 + 82/27*z + 1
*
-2 | 0.11095574927444919713891097227950374160 | 0.017106536961522376471638036333028041627
f(z) = -195/248*z^3 + 82/31*z + 1
*
-2 | 0.11071842190829595636151501102058691834 | 0.017102300162509763944264828608434293299
f(z) = -193/248*z^3 + 81/31*z + 1
*
[ -7/8 ] 
f(z) = -192/245*z^3 + 96/35*z + 1
*
[ 7/4 ] 
f(z) = -192/245*z^3 + 99/35*z + 1
*
-2 | 0.11047607797087426832983917646538031014 | 0.017097674236819845795082876883767422461
f(z) = -191/248*z^3 + 80/31*z + 1
*
[ -2/3 ] 
f(z) = -189/248*z^3 + 88/31*z + 1
*
[ -3/2 ] 
f(z) = -188/243*z^3 + 92/27*z + 1
*
[ -5/4 ] 
f(z) = -187/250*z^3 + 95/32*z + 1
*
[ -3/2 ] 
f(z) = -184/243*z^3 + 91/27*z + 1
*
[ 27/20 ] 
f(z) = -200/243*z^3 + 95/54*z + 1
*
[ 8/5 ] 
f(z) = -195/256*z^3 + 93/40*z + 1
*
-8/21 | 0.23119735390323548976498084529808775252 | 0.028754291560690654426343711711627821091
f(z) = -189/256*z^3 + 97/56*z + 1
*
[ 8/5 ] 
f(z) = -185/256*z^3 + 89/40*z + 1
*
[ 9/8 ] 
f(z) = -200/243*z^3 + 83/72*z + 1
*
[ 7/6 ] 
f(z) = -198/245*z^3 + 87/70*z + 1
*
[ 11/9 ] 
f(z) = -189/242*z^3 + 89/66*z + 1
*
[ 9/7 ] 
f(z) = -182/243*z^3 + 92/63*z + 1
*
-80/63 | 0.25343632743764986909436530410099361012 | 0.029586367019075539447486297178364794714
f(z) = -189/250*z^3 + 86/105*z + 1
*
[ 20/21 ] 
f(z) = -189/250*z^3 + 89/140*z + 1
*
[ 9/10 ] 
f(z) = -185/243*z^3 + 91/180*z + 1
*
39/40 | 0.19157580389069286825839346052936281993 | 0.025298874661345170305200437231739252477
f(z) = -200/243*z^3 + 97/216*z + 1
*
[ 8/9 ] 
f(z) = -183/256*z^3 + 95/216*z + 1
*
[ -9/4 ] 
f(z) = -200/243*z^3 + 101/18*z + 1
*
[ 18/7 ] 
f(z) = -196/243*z^3 + 107/18*z + 1
*
[ -3/10 ] 
f(z) = -200/243*z^3 + 119/27*z + 1
*
[ 2 ] 
f(z) = -199/248*z^3 + 115/31*z + 1
*
[ 2 ] 
f(z) = -197/248*z^3 + 114/31*z + 1
*
3/14 | 0.15795686788573263439546082365835790187 | 0.022669191476387978440293322234954230957
f(z) = -196/243*z^3 + 118/27*z + 1
*
[ 2 ] 
f(z) = -195/248*z^3 + 113/31*z + 1
*
-8/3 | 0.23234801226899222878015580085163658885 | 0.028298307931478013791126648204243548714
f(z) = -195/256*z^3 + 115/24*z + 1
*
[ 2 ] 
f(z) = -193/248*z^3 + 112/31*z + 1
*
[ 2 ] 
f(z) = -191/248*z^3 + 111/31*z + 1
*
[ 2 ] 
f(z) = -189/248*z^3 + 110/31*z + 1
*
5/18 | 0.26894492991448151306919839791681988932 | 0.028306588169062999721426549169023215693
f(z) = -189/250*z^3 + 107/24*z + 1
*
[ -5/12 ] 
f(z) = -189/250*z^3 + 113/32*z + 1
*
[ 2 ] 
f(z) = -187/248*z^3 + 109/31*z + 1
*
[ 2 ] 
f(z) = -185/248*z^3 + 108/31*z + 1
*
[ 2 ] 
f(z) = -183/248*z^3 + 107/31*z + 1
*
[ -5/3 ] 
f(z) = -183/250*z^3 + 109/30*z + 1
*
-8/3 | 0.23759974658892519949528020596926544902 | 0.029194305661918213219348756064895927951
f(z) = -183/256*z^3 + 107/24*z + 1
*
[ 2 ] 
f(z) = -181/248*z^3 + 106/31*z + 1
*
[ 3/2 ] 
f(z) = -194/243*z^3 + 115/54*z + 1
*
[ 3/2 ] 
f(z) = -190/243*z^3 + 113/54*z + 1
*
-10/9 | 0.28033909431413075214300708313831595869 | 0.029686138196083108250478135668270537749
f(z) = -189/250*z^3 + 101/42*z + 1
*
[ -5/6 ] 
f(z) = -189/250*z^3 + 109/40*z + 1
*
[ 3/2 ] 
f(z) = -182/243*z^3 + 109/54*z + 1
*
[ 8/9 ] 
f(z) = -195/256*z^3 + 103/216*z + 1
*
[ 9/10 ] 
f(z) = -188/243*z^3 + 116/225*z + 1
*
[ 9/10 ] 
f(z) = -184/243*z^3 + 113/225*z + 1
*
[ 7/8 ] 
f(z) = -192/259*z^3 + 110/259*z + 1
*
[ 11/13 ] 
f(z) = -195/242*z^3 + 113/286*z + 1
*
[ -18/7 ] 
f(z) = -196/243*z^3 + 121/18*z + 1
*
[ -20/3 ] 
f(z) = -189/250*z^3 + 139/4*z + 1
*
[ -27/14 ] 
f(z) = -196/243*z^3 + 122/27*z + 1
*
[ -7/4 ] 
f(z) = -192/245*z^3 + 139/35*z + 1
*
5/18 | 0.28034260486615416623091416949707104714 | 0.028890841997103777686434789710161085062
f(z) = -189/250*z^3 + 131/24*z + 1
*
[ -2 ] 
f(z) = -185/248*z^3 + 139/31*z + 1
*
[ -2 ] 
f(z) = -183/248*z^3 + 138/31*z + 1
*
[ 8/3 ] 
f(z) = -183/256*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -181/248*z^3 + 137/31*z + 1
*
[ 9/5 ] 
f(z) = -190/243*z^3 + 134/45*z + 1
*
5/3 | 0.28209586174239051996097651557890342850 | 0.029212668965874252450807659886243516481
f(z) = -189/250*z^3 + 125/42*z + 1
*
-95/63 | 0.19752075092735482313833537669095582336 | 0.020355595999816044319990809184859114988
f(z) = -189/250*z^3 + 131/42*z + 1
*
[ 16/9 ] 
f(z) = -189/256*z^3 + 133/48*z + 1
*
4/9 | 0.23105015047236040012267307896987007992 | 0.029979015456862661833840182706568492109
f(z) = -189/256*z^3 + 139/48*z + 1
*
[ 9/5 ] 
f(z) = -185/243*z^3 + 131/45*z + 1
*
[ -8/5 ] 
f(z) = -185/256*z^3 + 139/40*z + 1
*
[ 7/6 ] 
f(z) = -192/245*z^3 + 127/105*z + 1
*
[ 15/14 ] 
f(z) = -196/243*z^3 + 134/135*z + 1
*
-8/15 | 0.23436184688228901638397149037796604139 | 0.028097796797092395756204166258009913209
f(z) = -195/256*z^3 + 131/120*z + 1
*
[ 22/21 ] 
f(z) = -189/242*z^3 + 139/154*z + 1
*
85/126 | 0.21530203639933258592270444893104898643 | 0.021633443371252974444958767371808139850
f(z) = -189/250*z^3 + 125/168*z + 1
*
10/9 | 0.093417225898449006374953314158126711141 | 0.010905604414644806096132695233707047398
f(z) = -189/250*z^3 + 127/210*z + 1
*
[ 9/10 ] 
f(z) = -196/243*z^3 + 122/225*z + 1
*
[ 10/11 ] 
f(z) = -199/250*z^3 + 135/242*z + 1
*
[ 10/11 ] 
f(z) = -189/250*z^3 + 127/242*z + 1
*
[ 7/8 ] 
f(z) = -184/245*z^3 + 121/280*z + 1
*
[ 9/2 ] 
f(z) = -200/243*z^3 + 157/9*z + 1
*
[ 9/2 ] 
f(z) = -196/243*z^3 + 154/9*z + 1
*
[ -9/2 ] 
f(z) = -196/243*z^3 + 158/9*z + 1
*
[ -10 ] 
f(z) = -191/250*z^3 + 155/2*z + 1
*
[ 10 ] 
f(z) = -189/250*z^3 + 153/2*z + 1
*
[ 9/2 ] 
f(z) = -188/243*z^3 + 148/9*z + 1
*
[ -9/2 ] 
f(z) = -188/243*z^3 + 152/9*z + 1
*
[ 9/2 ] 
f(z) = -184/243*z^3 + 145/9*z + 1
*
[ -9/2 ] 
f(z) = -184/243*z^3 + 149/9*z + 1
*
[ -10 ] 
f(z) = -181/250*z^3 + 147/2*z + 1
*
[ -2 ] 
f(z) = -199/248*z^3 + 146/31*z + 1
*
[ -2 ] 
f(z) = -197/248*z^3 + 145/31*z + 1
*
9/28 | 0.22066787568005065940601815000024995810 | 0.026719504291316769168130930341135837471
f(z) = -196/243*z^3 + 143/36*z + 1
*
[ -9/28 ] 
f(z) = -196/243*z^3 + 151/36*z + 1
*
[ -3/14 ] 
f(z) = -196/243*z^3 + 154/27*z + 1
*
[ -2 ] 
f(z) = -195/248*z^3 + 144/31*z + 1
*
[ 8/3 ] 
f(z) = -195/256*z^3 + 145/24*z + 1
*
[ -2 ] 
f(z) = -193/248*z^3 + 143/31*z + 1
*
[ -2 ] 
f(z) = -191/248*z^3 + 142/31*z + 1
*
[ -2 ] 
f(z) = -189/248*z^3 + 141/31*z + 1
*
-5/9 | 0.20462140634393959399228365764929131316 | 0.024844285944702938418457112672530153059
f(z) = -189/250*z^3 + 151/30*z + 1
*
[ -2 ] 
f(z) = -187/248*z^3 + 140/31*z + 1
*
[ -8/3 ] 
f(z) = -183/256*z^3 + 155/24*z + 1
*
[ -6/7 ] 
f(z) = -196/243*z^3 + 149/54*z + 1
*
[ -8/5 ] 
f(z) = -195/256*z^3 + 143/40*z + 1
*
[ -4/3 ] 
f(z) = -195/256*z^3 + 149/48*z + 1
*
-10/9 | 0.28025209525525509849588792564449451789 | 0.028622976437979110117412474078541525544
f(z) = -189/250*z^3 + 143/42*z + 1
*
[ -8/7 ] 
f(z) = -189/256*z^3 + 159/56*z + 1
*
[ -3/4 ] 
f(z) = -184/243*z^3 + 149/54*z + 1
*
[ -4/3 ] 
f(z) = -183/256*z^3 + 145/48*z + 1
*
-2 | 0.11030756721148656012877580576302023889 | 0.017088175697326646769356448937184726797
f(z) = -191/256*z^3 + 159/64*z + 1
*
-2 | 0.11005003525778930163441362258101433809 | 0.017081777127377809536379942032695793192
f(z) = -189/256*z^3 + 157/64*z + 1
*
-2 | 0.089795505428687416484394075907416449127 | 0.013937903856005499112504617506183569534
f(z) = -187/240*z^3 + 157/60*z + 1
*
-2 | 0.10978587512459832383157161188928133486 | 0.017074753494234801687716775651380169632
f(z) = -187/256*z^3 + 155/64*z + 1
*
-2 | 0.10951454507542513376121047067905842634 | 0.017067027305142173692563297801468573034
f(z) = -185/256*z^3 + 153/64*z + 1
*
-2 | 0.10923542156020582037612531853320354080 | 0.017058507980657863865074342678548815723
f(z) = -183/256*z^3 + 151/64*z + 1
*
-2 | 0.089028427284723859793548197657534070936 | 0.013902927417228331277832848136223921329
f(z) = -181/240*z^3 + 151/60*z + 1
*
-2 | 0.10894778080615554216039971337192220993 | 0.017049088834425488829527780409213583571
f(z) = -181/256*z^3 + 149/64*z + 1
*
[ 9/8 ] 
f(z) = -188/243*z^3 + 157/144*z + 1
*
[ 15/14 ] 
f(z) = -189/250*z^3 + 157/168*z + 1
*
-8/63 | 0.21079593527490869627533133500345193296 | 0.024540547186247702446277037119637963125
f(z) = -189/256*z^3 + 149/168*z + 1
*
[ 13/14 ] 
f(z) = -196/247*z^3 + 150/247*z + 1
*
[ 16/17 ] 
f(z) = -187/256*z^3 + 159/272*z + 1
*
[ -9/2 ] 
f(z) = -200/243*z^3 + 161/9*z + 1
*
-9/20 | 0.24642788898200888702503888332442071744 | 0.029247047526607178512634912592242079216
f(z) = -200/243*z^3 + 169/18*z + 1
*
[ 10 ] 
f(z) = -199/250*z^3 + 161/2*z + 1
*
[ 10/3 ] 
f(z) = -193/250*z^3 + 167/18*z + 1
*
[ -10/3 ] 
f(z) = -187/250*z^3 + 173/18*z + 1
*
[ 27/10 ] 
f(z) = -200/243*z^3 + 179/27*z + 1
*
[ 7/3 ] 
f(z) = -198/245*z^3 + 174/35*z + 1
*
[ 9/4 ] 
f(z) = -196/243*z^3 + 167/36*z + 1
*
[ -8/3 ] 
f(z) = -195/256*z^3 + 163/24*z + 1
*
5/18 | 0.17234393025174771613651165209564395900 | 0.017207378227488637372781199398498388239
f(z) = -189/250*z^3 + 179/24*z + 1
*
[ 9/4 ] 
f(z) = -188/243*z^3 + 161/36*z + 1
*
[ -6/5 ] 
f(z) = -200/243*z^3 + 163/54*z + 1
*
[ -27/20 ] 
f(z) = -200/243*z^3 + 175/54*z + 1
*
[ -20/11 ] 
f(z) = -187/250*z^3 + 177/44*z + 1
*
-2 | 0.091193144387606425894783716555387392773 | 0.013994849956622916660877587255148593332
f(z) = -199/240*z^3 + 169/60*z + 1
*
-2 | 0.11128010424146616387399524994034920027 | 0.017108729083410006768234786367232881575
f(z) = -199/256*z^3 + 167/64*z + 1
*
-2 | 0.090971018340516505605379026657750030891 | 0.013986314245829588928569131459243368748
f(z) = -197/240*z^3 + 167/60*z + 1
*
-2 | 0.11104486328016103859246928304563733063 | 0.017104245391730956234771195694605061927
f(z) = -197/256*z^3 + 165/64*z + 1
*
-2 | 0.11080458703538933466604069309272031827 | 0.017099355718387962825757380483718659675
f(z) = -195/256*z^3 + 163/64*z + 1
*
-2 | 0.090513456092572716313208920922945305733 | 0.013968029884297766355242410897054835176
f(z) = -193/240*z^3 + 163/60*z + 1
*
-2 | 0.11055894517898257082589491335244004434 | 0.017094015949251676456497795123121589004
f(z) = -193/256*z^3 + 161/64*z + 1
*
-2 | 0.090278610059974909139392147400423112841 | 0.013958382089691402473702525182976372660
f(z) = -191/240*z^3 + 161/60*z + 1
*
[ 10/7 ] 
f(z) = -187/250*z^3 + 179/98*z + 1
*
[ 9/8 ] 
f(z) = -196/243*z^3 + 163/144*z + 1
*
[ 10/9 ] 
f(z) = -191/250*z^3 + 169/162*z + 1
*
[ 10/9 ] 
f(z) = -181/250*z^3 + 161/162*z + 1
*
[ -10/3 ] 
f(z) = -197/250*z^3 + 181/18*z + 1
*
[ 5 ] 
f(z) = -191/250*z^3 + 199/10*z + 1
*
[ 5 ] 
f(z) = -189/250*z^3 + 197/10*z + 1
*
[ -5 ] 
f(z) = -187/250*z^3 + 199/10*z + 1
*
[ 4 ] 
f(z) = -187/256*z^3 + 199/16*z + 1
*
[ 4 ] 
f(z) = -185/256*z^3 + 197/16*z + 1
*
[ 5 ] 
f(z) = -183/250*z^3 + 191/10*z + 1
*
[ 4 ] 
f(z) = -183/256*z^3 + 195/16*z + 1
*
[ 5 ] 
f(z) = -181/250*z^3 + 189/10*z + 1
*
[ -5 ] 
f(z) = -181/250*z^3 + 193/10*z + 1
*
[ 4 ] 
f(z) = -181/256*z^3 + 193/16*z + 1
*
[ -27/10 ] 
f(z) = -200/243*z^3 + 199/27*z + 1
*
[ -9/4 ] 
f(z) = -196/243*z^3 + 199/36*z + 1
*
[ 20/7 ] 
f(z) = -189/250*z^3 + 191/28*z + 1
*
[ -9/4 ] 
f(z) = -188/243*z^3 + 193/36*z + 1
*
[ 3 ] 
f(z) = -181/243*z^3 + 199/27*z + 1
*
[ -3/2 ] 
f(z) = -194/243*z^3 + 187/54*z + 1
*
[ -9/5 ] 
f(z) = -190/243*z^3 + 184/45*z + 1
*
[ -3/2 ] 
f(z) = -190/243*z^3 + 185/54*z + 1
*
-145/63 | 0.24926698872144889178733347864157981312 | 0.024805969305094271377756563608040266317
f(z) = -189/250*z^3 + 185/42*z + 1
*
[ -9/5 ] 
f(z) = -185/243*z^3 + 181/45*z + 1
*
[ -3/2 ] 
f(z) = -182/243*z^3 + 181/54*z + 1
*
9/40 | 0.19023699783139779021562185890571100700 | 0.022310098993105688060433701994248119008
f(z) = -200/243*z^3 + 187/72*z + 1
*
[ -5/6 ] 
f(z) = -193/250*z^3 + 197/72*z + 1
*
[ -11/9 ] 
f(z) = -189/242*z^3 + 197/66*z + 1
*
[ -2/3 ] 
f(z) = -189/256*z^3 + 181/64*z + 1
*
[ 7/4 ] 
f(z) = -184/245*z^3 + 191/70*z + 1
*
[ -9/7 ] 
f(z) = -182/243*z^3 + 190/63*z + 1
*
[ 10/7 ] 
f(z) = -197/250*z^3 + 187/98*z + 1
*
-27/28 | 0.14241400836531425057602548396968377531 | 0.019256269489602062819422438657053849216
f(z) = -196/243*z^3 + 181/108*z + 1
*
-10/63 | 0.22399860511227145955198072531617045726 | 0.024442531594030851211223754315814104792
f(z) = -189/250*z^3 + 191/105*z + 1
*
[ 4/3 ] 
f(z) = -189/248*z^3 + 199/124*z + 1
*
-16/15 | 0.23215292706760460956884469846495198884 | 0.028128743933518397301654976896930296304
f(z) = -195/256*z^3 + 193/240*z + 1
*
[ 18/5 ] 
f(z) = -200/243*z^3 + 205/18*z + 1
*
[ -18/5 ] 
f(z) = -200/243*z^3 + 215/18*z + 1
*
[ 5 ] 
f(z) = -199/250*z^3 + 207/10*z + 1
*
[ -5 ] 
f(z) = -199/250*z^3 + 211/10*z + 1
*
[ 4 ] 
f(z) = -199/256*z^3 + 211/16*z + 1
*
[ -4 ] 
f(z) = -199/256*z^3 + 219/16*z + 1
*
[ -5 ] 
f(z) = -197/250*z^3 + 209/10*z + 1
*
[ 4 ] 
f(z) = -197/256*z^3 + 209/16*z + 1
*
[ -4 ] 
f(z) = -197/256*z^3 + 217/16*z + 1
*
[ 4 ] 
f(z) = -195/256*z^3 + 207/16*z + 1
*
[ -4 ] 
f(z) = -195/256*z^3 + 215/16*z + 1
*
[ 5 ] 
f(z) = -193/250*z^3 + 201/10*z + 1
*
[ 4 ] 
f(z) = -193/256*z^3 + 205/16*z + 1
*
[ -4 ] 
f(z) = -193/256*z^3 + 213/16*z + 1
*
[ -5 ] 
f(z) = -191/250*z^3 + 203/10*z + 1
*
[ 4 ] 
f(z) = -191/256*z^3 + 203/16*z + 1
*
[ -4 ] 
f(z) = -191/256*z^3 + 211/16*z + 1
*
[ -5 ] 
f(z) = -189/250*z^3 + 201/10*z + 1
*
[ 4 ] 
f(z) = -189/256*z^3 + 201/16*z + 1
*
[ -4 ] 
f(z) = -189/256*z^3 + 209/16*z + 1
*
[ -4 ] 
f(z) = -187/256*z^3 + 207/16*z + 1
*
[ -4 ] 
f(z) = -185/256*z^3 + 205/16*z + 1
*
[ -4 ] 
f(z) = -183/256*z^3 + 203/16*z + 1
*
[ -4 ] 
f(z) = -181/256*z^3 + 201/16*z + 1
*
[ 3 ] 
f(z) = -200/243*z^3 + 218/27*z + 1
*
[ 3 ] 
f(z) = -199/243*z^3 + 217/27*z + 1
*
[ -7/3 ] 
f(z) = -198/245*z^3 + 204/35*z + 1
*
[ 3 ] 
f(z) = -197/243*z^3 + 215/27*z + 1
*
[ 3 ] 
f(z) = -196/243*z^3 + 214/27*z + 1
*
[ 3 ] 
f(z) = -194/243*z^3 + 212/27*z + 1
*
[ 3 ] 
f(z) = -193/243*z^3 + 211/27*z + 1
*
[ 3 ] 
f(z) = -191/243*z^3 + 209/27*z + 1
*
[ 3 ] 
f(z) = -190/243*z^3 + 208/27*z + 1
*
[ 3 ] 
f(z) = -188/243*z^3 + 206/27*z + 1
*
[ 3 ] 
f(z) = -187/243*z^3 + 205/27*z + 1
*
[ 3 ] 
f(z) = -185/243*z^3 + 203/27*z + 1
*
[ 3 ] 
f(z) = -184/243*z^3 + 202/27*z + 1
*
[ 3 ] 
f(z) = -182/243*z^3 + 200/27*z + 1
*
[ -3 ] 
f(z) = -182/243*z^3 + 218/27*z + 1
*
[ -3 ] 
f(z) = -181/243*z^3 + 217/27*z + 1
*
[ 5/2 ] 
f(z) = -193/250*z^3 + 217/40*z + 1
*
[ 5/2 ] 
f(z) = -189/250*z^3 + 213/40*z + 1
*
[ -8/21 ] 
f(z) = -189/256*z^3 + 209/56*z + 1
*
[ 5/2 ] 
f(z) = -187/250*z^3 + 211/40*z + 1
*
[ 5/2 ] 
f(z) = -183/250*z^3 + 207/40*z + 1
*
-63/40 | 0.18526637246809981272643185591220741052 | 0.021519973335329287571780276268386812237
f(z) = -200/243*z^3 + 203/72*z + 1
*
[ -9/8 ] 
f(z) = -200/243*z^3 + 211/72*z + 1
*
[ -7/6 ] 
f(z) = -198/245*z^3 + 207/70*z + 1
*
[ 2 ] 
f(z) = -187/240*z^3 + 217/60*z + 1
*
[ 2 ] 
f(z) = -187/256*z^3 + 219/64*z + 1
*
[ 2 ] 
f(z) = -185/256*z^3 + 217/64*z + 1
*
[ -9/8 ] 
f(z) = -184/243*z^3 + 205/72*z + 1
*
[ 2 ] 
f(z) = -183/256*z^3 + 215/64*z + 1
*
[ 2 ] 
f(z) = -181/240*z^3 + 211/60*z + 1
*
[ 2 ] 
f(z) = -181/256*z^3 + 213/64*z + 1
*
[ -4/5 ] 
f(z) = -195/256*z^3 + 219/80*z + 1
*
[ -4/5 ] 
f(z) = -185/256*z^3 + 217/80*z + 1
*
[ 5/3 ] 
f(z) = -181/250*z^3 + 217/90*z + 1
*
[ 35/24 ] 
f(z) = -192/245*z^3 + 208/105*z + 1
*
[ 3/2 ] 
f(z) = -181/243*z^3 + 217/108*z + 1
*
[ 4/3 ] 
f(z) = -181/256*z^3 + 217/144*z + 1
*
[ 5/4 ] 
f(z) = -187/250*z^3 + 219/160*z + 1
*
[ 5/4 ] 
f(z) = -181/250*z^3 + 213/160*z + 1
*
-40/63 | 0.19752046220516014984527221557329339355 | 0.023045921523775548037504313575785117808
f(z) = -189/250*z^3 + 211/210*z + 1
*
[ -3 ] 
f(z) = -200/243*z^3 + 236/27*z + 1
*
[ -3 ] 
f(z) = -199/243*z^3 + 235/27*z + 1
*
[ -3 ] 
f(z) = -197/243*z^3 + 233/27*z + 1
*
[ -3 ] 
f(z) = -196/243*z^3 + 232/27*z + 1
*
[ -3 ] 
f(z) = -194/243*z^3 + 230/27*z + 1
*
[ -3 ] 
f(z) = -193/243*z^3 + 229/27*z + 1
*
[ -3 ] 
f(z) = -191/243*z^3 + 227/27*z + 1
*
[ -3 ] 
f(z) = -190/243*z^3 + 226/27*z + 1
*
-220/63 | 0.31685141446516401197830519786708573643 | 0.028992777364979820463304102225976364883
f(z) = -189/250*z^3 + 223/21*z + 1
*
5/18 | 0.29196904085622426269096071215953415662 | 0.028475717375358150258102825608512338619
f(z) = -189/250*z^3 + 227/24*z + 1
*
[ -3 ] 
f(z) = -188/243*z^3 + 224/27*z + 1
*
[ -3 ] 
f(z) = -187/243*z^3 + 223/27*z + 1
*
[ -3 ] 
f(z) = -185/243*z^3 + 221/27*z + 1
*
[ -3 ] 
f(z) = -184/243*z^3 + 220/27*z + 1
*
[ 5/2 ] 
f(z) = -199/250*z^3 + 223/40*z + 1
*
[ 5/2 ] 
f(z) = -197/250*z^3 + 221/40*z + 1
*
[ -40/21 ] 
f(z) = -189/250*z^3 + 239/56*z + 1
*
-20/9 | 0.20121896650085661635990513570066735764 | 0.024442991696109184400130832226776469236
f(z) = -189/256*z^3 + 235/48*z + 1
*
[ -5/2 ] 
f(z) = -183/250*z^3 + 239/40*z + 1
*
[ -5/2 ] 
f(z) = -181/250*z^3 + 237/40*z + 1
*
[ 2 ] 
f(z) = -199/240*z^3 + 229/60*z + 1
*
[ 2 ] 
f(z) = -199/256*z^3 + 231/64*z + 1
*
[ 2 ] 
f(z) = -197/240*z^3 + 227/60*z + 1
*
[ 2 ] 
f(z) = -197/256*z^3 + 229/64*z + 1
*
[ 2 ] 
f(z) = -195/256*z^3 + 227/64*z + 1
*
[ 2 ] 
f(z) = -193/240*z^3 + 223/60*z + 1
*
[ 2 ] 
f(z) = -193/256*z^3 + 225/64*z + 1
*
[ 2 ] 
f(z) = -191/240*z^3 + 221/60*z + 1
*
[ 2 ] 
f(z) = -191/256*z^3 + 223/64*z + 1
*
[ -10/7 ] 
f(z) = -189/250*z^3 + 227/70*z + 1
*
[ -10/21 ] 
f(z) = -189/250*z^3 + 229/70*z + 1
*
[ 2 ] 
f(z) = -189/256*z^3 + 221/64*z + 1
*
[ 5/3 ] 
f(z) = -197/250*z^3 + 233/90*z + 1
*
[ 5/3 ] 
f(z) = -193/250*z^3 + 229/90*z + 1
*
[ 5/3 ] 
f(z) = -191/250*z^3 + 227/90*z + 1
*
[ 5/3 ] 
f(z) = -187/250*z^3 + 223/90*z + 1
*
[ 3/2 ] 
f(z) = -199/243*z^3 + 235/108*z + 1
*
[ 3/2 ] 
f(z) = -197/243*z^3 + 233/108*z + 1
*
[ 3/2 ] 
f(z) = -193/243*z^3 + 229/108*z + 1
*
[ 3/2 ] 
f(z) = -191/243*z^3 + 227/108*z + 1
*
[ 3/2 ] 
f(z) = -187/243*z^3 + 223/108*z + 1
*
[ 3/2 ] 
f(z) = -185/243*z^3 + 221/108*z + 1
*
[ 4/3 ] 
f(z) = -199/256*z^3 + 235/144*z + 1
*
[ 4/3 ] 
f(z) = -197/256*z^3 + 233/144*z + 1
*
[ 4/3 ] 
f(z) = -193/256*z^3 + 229/144*z + 1
*
[ 4/3 ] 
f(z) = -191/256*z^3 + 227/144*z + 1
*
[ 4/3 ] 
f(z) = -187/256*z^3 + 223/144*z + 1
*
[ 4/3 ] 
f(z) = -185/256*z^3 + 221/144*z + 1
*
[ 5/4 ] 
f(z) = -199/250*z^3 + 231/160*z + 1
*
[ 5/4 ] 
f(z) = -197/250*z^3 + 229/160*z + 1
*
[ 5/4 ] 
f(z) = -191/250*z^3 + 223/160*z + 1
*
[ 5/4 ] 
f(z) = -189/250*z^3 + 221/160*z + 1
*
[ 16/15 ] 
f(z) = -195/256*z^3 + 223/240*z + 1
*
[ 11/3 ] 
f(z) = -189/242*z^3 + 247/22*z + 1
*
[ -11/3 ] 
f(z) = -189/242*z^3 + 259/22*z + 1
*
[ -5/2 ] 
f(z) = -197/250*z^3 + 253/40*z + 1
*
[ -5/2 ] 
f(z) = -193/250*z^3 + 249/40*z + 1
*
[ -5/2 ] 
f(z) = -191/250*z^3 + 247/40*z + 1
*
[ -5/2 ] 
f(z) = -187/250*z^3 + 243/40*z + 1
*
[ 20/9 ] 
f(z) = -189/250*z^3 + 257/60*z + 1
*
[ -9/10 ] 
f(z) = -190/243*z^3 + 247/90*z + 1
*
[ -8/11 ] 
f(z) = -187/256*z^3 + 243/88*z + 1
*
-27/28 | 0.15175564047420891505549570898266554250 | 0.019754649249592416428882898049966968581
f(z) = -196/243*z^3 + 241/108*z + 1
*
-39/40 | 0.20659335272933666381521971233314861191 | 0.026893097401272370379257154636299413823
f(z) = -200/243*z^3 + 241/216*z + 1
*
[ 7/6 ] 
f(z) = -186/245*z^3 + 247/210*z + 1
*
[ 6/5 ] 
f(z) = -185/252*z^3 + 257/210*z + 1
*
[ 15/14 ] 
f(z) = -196/255*z^3 + 242/255*z + 1
*
5/6 | 0.18962888498439520325914428426690047201 | 0.021418121853112460637931306483518770236
f(z) = -189/250*z^3 + 251/280*z + 1
*
8/3 | 0.21346411381054909856534642191798507618 | 0.023599018581346116761550965757926106141
f(z) = -189/256*z^3 + 265/56*z + 1
*
5/21 | 0.14344237029239642881538328098473708101 | 0.016275140526169174568423386865059400442
f(z) = -189/250*z^3 + 269/70*z + 1
*
[ -2 ] 
f(z) = -187/240*z^3 + 277/60*z + 1
*
[ -7/4 ] 
f(z) = -184/245*z^3 + 271/70*z + 1
*
[ -2 ] 
f(z) = -183/256*z^3 + 279/64*z + 1
*
[ -2 ] 
f(z) = -181/240*z^3 + 271/60*z + 1
*
[ -2 ] 
f(z) = -181/256*z^3 + 277/64*z + 1
*
[ -5/7 ] 
f(z) = -199/250*z^3 + 275/98*z + 1
*
[ -2/3 ] 
f(z) = -195/248*z^3 + 265/93*z + 1
*
[ 11/6 ] 
f(z) = -189/242*z^3 + 271/88*z + 1
*
[ -9/11 ] 
f(z) = -187/243*z^3 + 271/99*z + 1
*
[ -2/3 ] 
f(z) = -183/248*z^3 + 263/93*z + 1
*
[ -15/17 ] 
f(z) = -187/250*z^3 + 277/102*z + 1
*
[ 16/13 ] 
f(z) = -195/256*z^3 + 279/208*z + 1
*
[ 11/10 ] 
f(z) = -200/253*z^3 + 265/253*z + 1
*
3/2 | 0.16071384622110458178624471426437523282 | 0.028688046676572933043009338200560939210
f(z) = -196/255*z^3 + 271/255*z + 1
*
[ 10/9 ] 
f(z) = -183/250*z^3 + 271/270*z + 1
*
[ 9/2 ] 
f(z) = -190/243*z^3 + 299/18*z + 1
*
[ 9/2 ] 
f(z) = -182/243*z^3 + 287/18*z + 1
*
[ -9/2 ] 
f(z) = -182/243*z^3 + 295/18*z + 1
*
[ -10/3 ] 
f(z) = -183/250*z^3 + 283/30*z + 1
*
-3/5 | 0.18916536398013155228580098117919875023 | 0.023992968921569757530693405764315484969
f(z) = -200/243*z^3 + 295/54*z + 1
*
[ -2 ] 
f(z) = -199/240*z^3 + 289/60*z + 1
*
[ -2 ] 
f(z) = -199/256*z^3 + 295/64*z + 1
*
[ -2 ] 
f(z) = -197/240*z^3 + 287/60*z + 1
*
[ -2 ] 
f(z) = -197/256*z^3 + 293/64*z + 1
*
[ -2 ] 
f(z) = -195/256*z^3 + 291/64*z + 1
*
[ -2 ] 
f(z) = -193/240*z^3 + 283/60*z + 1
*
[ -2 ] 
f(z) = -193/256*z^3 + 289/64*z + 1
*
[ -2 ] 
f(z) = -191/240*z^3 + 281/60*z + 1
*
[ -2 ] 
f(z) = -191/256*z^3 + 287/64*z + 1
*
[ -2 ] 
f(z) = -189/256*z^3 + 285/64*z + 1
*
[ -2 ] 
f(z) = -187/256*z^3 + 283/64*z + 1
*
[ -2 ] 
f(z) = -185/256*z^3 + 281/64*z + 1
*
20/9 | 0.22369543803040247246282592631995993632 | 0.023422679777528233094521822936128565696
f(z) = -189/250*z^3 + 281/105*z + 1
*
-130/63 | 0.25696480763056874395292252816771440505 | 0.026760526224363680495183293067103665629
f(z) = -189/250*z^3 + 296/105*z + 1
*
[ -3/4 ] 
f(z) = -188/243*z^3 + 299/108*z + 1
*
[ -10/11 ] 
f(z) = -187/250*z^3 + 299/110*z + 1
*
-2 | 0.095503512579990907338734855135669976243 | 0.014937382803392414314089062285659144569
f(z) = -181/252*z^3 + 299/126*z + 1
*
85/126 | 0.28358138150050339838192963942560050443 | 0.026985939949365657301600649673597108423
f(z) = -189/250*z^3 + 293/168*z + 1
*
[ 9/14 ] 
f(z) = -196/261*z^3 - 64/261*z + 1
*
[ 9/14 ] 
f(z) = -196/279*z^3 - 74/279*z + 1
*
[ 2/3 ] 
f(z) = -183/272*z^3 - 41/204*z + 1
*
[ 2/3 ] 
f(z) = -189/262*z^3 - 47/262*z + 1
*
[ 2/3 ] 
f(z) = -189/274*z^3 - 53/274*z + 1
*
[ 2/3 ] 
f(z) = -189/278*z^3 - 55/278*z + 1
*
[ 2/3 ] 
f(z) = -199/264*z^3 - 49/297*z + 1
*
[ 2/3 ] 
f(z) = -197/264*z^3 - 50/297*z + 1
*
[ 2/3 ] 
f(z) = -193/264*z^3 - 52/297*z + 1
*
[ 2/3 ] 
f(z) = -191/264*z^3 - 53/297*z + 1
*
[ 2/3 ] 
f(z) = -185/264*z^3 - 56/297*z + 1
*
[ 2/3 ] 
f(z) = -181/264*z^3 - 58/297*z + 1
*
[ 2/3 ] 
f(z) = -189/260*z^3 - 23/130*z + 1
*
[ 2/3 ] 
f(z) = -189/268*z^3 - 25/134*z + 1
*
[ 2/3 ] 
f(z) = -195/272*z^3 - 37/204*z + 1
*
[ 5/7 ] 
f(z) = -196/275*z^3 - 2/55*z + 1
*
[ 2/3 ] 
f(z) = -189/272*z^3 - 13/68*z + 1
*
[ 5/7 ] 
f(z) = -196/265*z^3 - 6/265*z + 1
*
[ 3/4 ] 
f(z) = -200/261*z^3 + 17/174*z + 1
*
[ 3/4 ] 
f(z) = -199/270*z^3 + 13/160*z + 1
*
[ 3/4 ] 
f(z) = -193/270*z^3 + 11/160*z + 1
*
[ 3/4 ] 
f(z) = -187/270*z^3 + 9/160*z + 1
*
[ 3/4 ] 
f(z) = -184/261*z^3 + 11/174*z + 1
*
[ 3/4 ] 
f(z) = -181/270*z^3 + 7/160*z + 1
*
[ 3/4 ] 
f(z) = -200/279*z^3 + 13/186*z + 1
*
[ 3/4 ] 
f(z) = -184/279*z^3 + 7/186*z + 1
*
6/5 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = -185/264*z^3 + 29/165*z + 1
*
-2/3 | 0.15803477666896798495229896061071389694 | 0.028191287312680411631051113435227710353
f(z) = -189/272*z^3 + 55/68*z + 1
*
[ 5/6 ] 
f(z) = -192/275*z^3 + 47/165*z + 1
*
[ 11/14 ] 
f(z) = -196/275*z^3 + 46/275*z + 1
*
[ 3 ] 
f(z) = -199/270*z^3 + 73/10*z + 1
*
[ -3 ] 
f(z) = -197/270*z^3 + 79/10*z + 1
*
[ 3 ] 
f(z) = -193/270*z^3 + 71/10*z + 1
*
[ -3 ] 
f(z) = -191/270*z^3 + 77/10*z + 1
*
[ 3 ] 
f(z) = -187/270*z^3 + 69/10*z + 1
*
[ 3 ] 
f(z) = -181/270*z^3 + 67/10*z + 1
*
-2 | 0.089769887440529710108238926678690716269 | 0.013920208884650227901214736635738178243
f(z) = -191/264*z^3 + 79/33*z + 1
*
-2 | 0.088936268904153819178852418036324191603 | 0.013874234407295102881580654390750896705
f(z) = -185/264*z^3 + 76/33*z + 1
*
-2 | 0.088332956708051480006721174314707160242 | 0.013837685422826629973343508909029583271
f(z) = -181/264*z^3 + 74/33*z + 1
*
[ 3/2 ] 
f(z) = -197/270*z^3 + 79/40*z + 1
*
[ 5/4 ] 
f(z) = -192/275*z^3 + 71/55*z + 1
*
[ 3/2 ] 
f(z) = -191/270*z^3 + 77/40*z + 1
*
-4/3 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -189/272*z^3 + 67/68*z + 1
*
[ 6/7 ] 
f(z) = -196/261*z^3 + 67/174*z + 1
*
[ 15/17 ] 
f(z) = -187/270*z^3 + 69/170*z + 1
*
[ 6/7 ] 
f(z) = -196/279*z^3 + 65/186*z + 1
*
[ 5/6 ] 
f(z) = -189/275*z^3 + 61/220*z + 1
*
-2 | 0.090780353728982796708156823465206769999 | 0.013969900296849524085120528808408629300
f(z) = -199/264*z^3 + 83/33*z + 1
*
-2 | 0.090537627897679295795705574771246370751 | 0.013958585185246127525843297124463442914
f(z) = -197/264*z^3 + 82/33*z + 1
*
-2 | 0.090032338148920211097551739620438095129 | 0.013933727705786909566784210833851724212
f(z) = -193/264*z^3 + 80/33*z + 1
*
[ 2 ] 
f(z) = -199/264*z^3 + 116/33*z + 1
*
[ 2 ] 
f(z) = -197/264*z^3 + 115/33*z + 1
*
[ 2 ] 
f(z) = -193/264*z^3 + 113/33*z + 1
*
[ 2 ] 
f(z) = -191/264*z^3 + 112/33*z + 1
*
[ 2 ] 
f(z) = -185/264*z^3 + 109/33*z + 1
*
[ 2 ] 
f(z) = -181/264*z^3 + 107/33*z + 1
*
[ 4/3 ] 
f(z) = -189/272*z^3 + 101/68*z + 1
*
[ -3/2 ] 
f(z) = -199/270*z^3 + 133/40*z + 1
*
[ -3/2 ] 
f(z) = -193/270*z^3 + 131/40*z + 1
*
[ 5/3 ] 
f(z) = -189/275*z^3 + 127/55*z + 1
*
[ -3/2 ] 
f(z) = -187/270*z^3 + 129/40*z + 1
*
[ -3/2 ] 
f(z) = -181/270*z^3 + 127/40*z + 1
*
[ 5/4 ] 
f(z) = -184/275*z^3 + 137/110*z + 1
*
[ 9/10 ] 
f(z) = -200/261*z^3 + 133/261*z + 1
*
[ 9/10 ] 
f(z) = -200/279*z^3 + 131/279*z + 1
*
[ -2 ] 
f(z) = -199/264*z^3 + 149/33*z + 1
*
[ -2 ] 
f(z) = -197/264*z^3 + 148/33*z + 1
*
[ -2 ] 
f(z) = -193/264*z^3 + 146/33*z + 1
*
[ -2 ] 
f(z) = -191/264*z^3 + 145/33*z + 1
*
[ -2 ] 
f(z) = -185/264*z^3 + 142/33*z + 1
*
[ -2 ] 
f(z) = -181/264*z^3 + 140/33*z + 1
*
[ -5/7 ] 
f(z) = -196/275*z^3 + 152/55*z + 1
*
[ -5/8 ] 
f(z) = -192/275*z^3 + 158/55*z + 1
*
[ -5/4 ] 
f(z) = -192/275*z^3 + 159/55*z + 1
*
-2 | 0.11016450030533300533253172540859471625 | 0.017066012644594845519693935323202292499
f(z) = -193/272*z^3 + 159/68*z + 1
*
-2 | 0.10988817996531940886388505739153709079 | 0.017056654227358914991858768793372303217
f(z) = -191/272*z^3 + 157/68*z + 1
*
-2 | 0.10960303398412298922330302312016993337 | 0.017046316617462831626441329666131006262
f(z) = -189/272*z^3 + 155/68*z + 1
*
-2 | 0.10900236051261065160559937937287404134 | 0.017022112517688084872488422913881238379
f(z) = -185/272*z^3 + 151/68*z + 1
*
-2 | 0.10868436759025398472250096582300780184 | 0.017007867661448520629818985328085523809
f(z) = -183/272*z^3 + 149/68*z + 1
*
-2 | 0.10835247957971742512776816350562409972 | 0.016991864394542355547776198411880804145
f(z) = -181/272*z^3 + 147/68*z + 1
*
[ 15/14 ] 
f(z) = -196/275*z^3 + 146/165*z + 1
*
-2 | 0.11094783623176106616786040962083685778 | 0.017089300311009109106577324694083568099
f(z) = -199/272*z^3 + 165/68*z + 1
*
-2 | 0.11069370058972627024678699221275533661 | 0.017082243730252175136547122014817086558
f(z) = -197/272*z^3 + 163/68*z + 1
*
-2 | 0.11043278257422423917029255740757979783 | 0.017074509381289701773336861467536313178
f(z) = -195/272*z^3 + 161/68*z + 1
*
[ 3/2 ] 
f(z) = -200/261*z^3 + 179/87*z + 1
*
[ 3/2 ] 
f(z) = -196/261*z^3 + 176/87*z + 1
*
[ 3/2 ] 
f(z) = -196/279*z^3 + 178/93*z + 1
*
[ 3/2 ] 
f(z) = -188/261*z^3 + 170/87*z + 1
*
[ 3/2 ] 
f(z) = -188/279*z^3 + 172/93*z + 1
*
[ 3/2 ] 
f(z) = -184/261*z^3 + 167/87*z + 1
*
[ 3/2 ] 
f(z) = -184/279*z^3 + 169/93*z + 1
*
[ 15/11 ] 
f(z) = -187/270*z^3 + 171/110*z + 1
*
-2/3 | 0.16310684640163696776949498947812686766 | 0.024328276530353288758271040370037350086
f(z) = -195/272*z^3 + 167/204*z + 1
*
-2/3 | 0.17451666281815489645875567454332164839 | 0.026030112934314483469879472321886810406
f(z) = -183/272*z^3 + 163/204*z + 1
*
[ -5/3 ] 
f(z) = -189/275*z^3 + 193/55*z + 1
*
[ -2/3 ] 
f(z) = -189/272*z^3 + 191/68*z + 1
*
[ 3/2 ] 
f(z) = -200/279*z^3 + 181/93*z + 1
*
[ 10/7 ] 
f(z) = -196/275*z^3 + 193/110*z + 1
*
[ 6/5 ] 
f(z) = -185/264*z^3 + 194/165*z + 1
*
-6/5 | 0.083535468922288483076974533962151203277 | 0.014891860048925353162434865437214544993
f(z) = -200/273*z^3 + 197/273*z + 1
*
[ 3 ] 
f(z) = -197/270*z^3 + 217/30*z + 1
*
[ 3 ] 
f(z) = -191/270*z^3 + 211/30*z + 1
*
[ -5/14 ] 
f(z) = -196/275*z^3 + 214/55*z + 1
*
[ -4/3 ] 
f(z) = -189/272*z^3 + 203/68*z + 1
*
[ 2 ] 
f(z) = -185/272*z^3 + 219/68*z + 1
*
[ 2 ] 
f(z) = -183/272*z^3 + 217/68*z + 1
*
[ 2 ] 
f(z) = -181/272*z^3 + 215/68*z + 1
*
-7/10 | 0.12394033964504806257959394680758171738 | 0.022094832485196836304318136145906332876
f(z) = -200/273*z^3 + 215/273*z + 1
*
[ -3 ] 
f(z) = -199/270*z^3 + 239/30*z + 1
*
[ -3 ] 
f(z) = -193/270*z^3 + 233/30*z + 1
*
[ -3 ] 
f(z) = -187/270*z^3 + 227/30*z + 1
*
[ -3 ] 
f(z) = -181/270*z^3 + 221/30*z + 1
*
[ 2 ] 
f(z) = -199/272*z^3 + 233/68*z + 1
*
[ 2 ] 
f(z) = -197/272*z^3 + 231/68*z + 1
*
[ 2 ] 
f(z) = -195/272*z^3 + 229/68*z + 1
*
[ 2 ] 
f(z) = -193/272*z^3 + 227/68*z + 1
*
[ 2 ] 
f(z) = -191/272*z^3 + 225/68*z + 1
*
[ 2 ] 
f(z) = -189/272*z^3 + 223/68*z + 1
*
[ 3/2 ] 
f(z) = -199/270*z^3 + 239/120*z + 1
*
[ 3/2 ] 
f(z) = -193/270*z^3 + 233/120*z + 1
*
[ 3/2 ] 
f(z) = -187/270*z^3 + 227/120*z + 1
*
[ 3/2 ] 
f(z) = -181/270*z^3 + 221/120*z + 1
*
[ 6/5 ] 
f(z) = -200/261*z^3 + 221/174*z + 1
*
5/8 | 0.10401598824825100689732745582248451259 | 0.014843309997027987718323805080221165892
f(z) = -192/275*z^3 + 221/165*z + 1
*
[ 6/5 ] 
f(z) = -200/279*z^3 + 223/186*z + 1
*
[ -6 ] 
f(z) = -181/270*z^3 + 253/10*z + 1
*
[ -3/5 ] 
f(z) = -200/261*z^3 + 256/87*z + 1
*
[ -6 ] 
f(z) = -199/270*z^3 + 277/10*z + 1
*
[ 6 ] 
f(z) = -197/270*z^3 + 271/10*z + 1
*
[ -6 ] 
f(z) = -193/270*z^3 + 269/10*z + 1
*
[ 6 ] 
f(z) = -191/270*z^3 + 263/10*z + 1
*
[ -6 ] 
f(z) = -187/270*z^3 + 261/10*z + 1
*
[ 5/2 ] 
f(z) = -196/275*z^3 + 278/55*z + 1
*
[ 5/2 ] 
f(z) = -192/275*z^3 + 273/55*z + 1
*
[ 5/2 ] 
f(z) = -188/275*z^3 + 268/55*z + 1
*
[ 5/2 ] 
f(z) = -184/275*z^3 + 263/55*z + 1
*
[ -3/5 ] 
f(z) = -200/279*z^3 + 272/93*z + 1
*
-2/5 | 0.20152898652794533213033863762029824525 | 0.026299180609406526732378164744374043089
f(z) = -185/264*z^3 + 266/165*z + 1
*
[ 5/4 ] 
f(z) = -188/275*z^3 + 279/220*z + 1
*
-13/10 | 0.14650215048991225840232422943669913959 | 0.026082983967563684756458422669372695260
f(z) = -200/273*z^3 + 275/273*z + 1
*
[ -2 ] 
f(z) = -197/272*z^3 + 299/68*z + 1
*
[ -2 ] 
f(z) = -195/272*z^3 + 297/68*z + 1
*
[ -2 ] 
f(z) = -193/272*z^3 + 295/68*z + 1
*
[ -2 ] 
f(z) = -191/272*z^3 + 293/68*z + 1
*
[ -2 ] 
f(z) = -189/272*z^3 + 291/68*z + 1
*
[ -2 ] 
f(z) = -185/272*z^3 + 287/68*z + 1
*
[ -2 ] 
f(z) = -183/272*z^3 + 285/68*z + 1
*
[ -2 ] 
f(z) = -181/272*z^3 + 283/68*z + 1
*
[ -3/2 ] 
f(z) = -200/261*z^3 + 295/87*z + 1
*
[ -3/2 ] 
f(z) = -196/261*z^3 + 292/87*z + 1
*
[ -3/2 ] 
f(z) = -188/261*z^3 + 286/87*z + 1
*
[ -3/2 ] 
f(z) = -188/279*z^3 + 296/93*z + 1
*
[ -3/2 ] 
f(z) = -184/261*z^3 + 283/87*z + 1
*
[ -3/2 ] 
f(z) = -184/279*z^3 + 293/93*z + 1
*
-2 | 0.10884115909206814561314476674836466025 | 0.017023479181055598295622484846162851305
f(z) = -183/268*z^3 + 299/134*z + 1
*
-2 | 0.10881860092412930764667893869077069193 | 0.017037835769689861416718138349474530311
f(z) = -181/260*z^3 + 297/130*z + 1
*
-2 | 0.10852303734444163315201450136874197760 | 0.017009553769037051252482700800204436583
f(z) = -181/268*z^3 + 295/134*z + 1
*
-2 | 0.087818159545398680957226871076280861045 | 0.013779029210022903383244945246268451099
f(z) = -181/276*z^3 + 293/138*z + 1
*
-30/17 | 0.26537401981534082450142279298804939785 | 0.029564810571315517085736841784403645738
f(z) = -187/270*z^3 + 293/170*z + 1
*
-4/9 | 0.20874497693348943478550985813800159035 | 0.029686100391328581666377767193311592885
f(z) = -189/272*z^3 + 283/204*z + 1
*
[ 4/3 ] 
f(z) = -183/272*z^3 + 295/204*z + 1
*
[ 5/4 ] 
f(z) = -196/275*z^3 + 289/220*z + 1
*
[ 6/5 ] 
f(z) = -193/270*z^3 + 299/250*z + 1
*
[ 6/5 ] 
f(z) = -187/270*z^3 + 291/250*z + 1
*
[ 6/5 ] 
f(z) = -181/270*z^3 + 283/250*z + 1
*
[ 5/8 ] 
f(z) = -192/295*z^3 - 102/295*z + 1
*
[ 33/50 ] 
f(z) = -200/297*z^3 - 61/275*z + 1
*
[ 2/3 ] 
f(z) = -189/290*z^3 - 61/290*z + 1
*
[ 2/3 ] 
f(z) = -189/298*z^3 - 65/298*z + 1
*
[ 2/3 ] 
f(z) = -189/286*z^3 - 59/286*z + 1
*
[ 9/14 ] 
f(z) = -196/297*z^3 - 28/99*z + 1
*
[ 2/3 ] 
f(z) = -195/296*z^3 - 23/111*z + 1
*
[ 2/3 ] 
f(z) = -183/280*z^3 - 22/105*z + 1
*
[ 2/3 ] 
f(z) = -183/296*z^3 - 25/111*z + 1
*
[ 2/3 ] 
f(z) = -189/284*z^3 - 29/142*z + 1
*
[ 2/3 ] 
f(z) = -189/292*z^3 - 31/146*z + 1
*
[ 7/10 ] 
f(z) = -200/287*z^3 - 25/287*z + 1
*
[ 2/3 ] 
f(z) = -189/296*z^3 - 8/37*z + 1
*
[ 17/24 ] 
f(z) = -192/289*z^3 - 4/51*z + 1
*
[ 12/17 ] 
f(z) = -187/288*z^3 - 19/204*z + 1
*
[ 33/46 ] 
f(z) = -184/297*z^3 - 19/253*z + 1
*
[ 5/7 ] 
f(z) = -196/285*z^3 - 14/285*z + 1
*
[ 5/7 ] 
f(z) = -196/295*z^3 - 18/295*z + 1
*
[ 3/2 ] 
f(z) = -184/297*z^3 + 19/11*z + 1
*
[ 17/20 ] 
f(z) = -200/289*z^3 + 11/34*z + 1
*
[ 3/4 ] 
f(z) = -200/297*z^3 + 1/22*z + 1
*
[ 6/7 ] 
f(z) = -196/297*z^3 + 7/22*z + 1
*
[ 3/4 ] 
f(z) = -188/297*z^3 + 1/44*z + 1
*
[ 3/4 ] 
f(z) = -184/297*z^3 + 1/66*z + 1
*
[ 3/4 ] 
f(z) = -194/297*z^3 + 3/88*z + 1
*
[ 3/4 ] 
f(z) = -182/297*z^3 + 1/88*z + 1
*
[ 3/4 ] 
f(z) = -196/297*z^3 + 5/132*z + 1
*
[ 3/4 ] 
f(z) = -197/297*z^3 + 7/176*z + 1
*
[ 3/4 ] 
f(z) = -191/297*z^3 + 5/176*z + 1
*
[ 3/4 ] 
f(z) = -185/297*z^3 + 3/176*z + 1
*
[ 3/4 ] 
f(z) = -190/297*z^3 + 7/264*z + 1
*
[ -3/5 ] 
f(z) = -200/297*z^3 + 32/11*z + 1
*
[ -3/2 ] 
f(z) = -200/297*z^3 + 35/11*z + 1
*
[ 17/14 ] 
f(z) = -196/289*z^3 + 20/17*z + 1
*
[ 3/2 ] 
f(z) = -196/297*z^3 + 20/11*z + 1
*
[ -3/7 ] 
f(z) = -196/297*z^3 + 38/11*z + 1
*
[ -3/2 ] 
f(z) = -188/297*z^3 + 34/11*z + 1
*
[ 6/5 ] 
f(z) = -200/297*z^3 + 25/22*z + 1
*
[ 3/2 ] 
f(z) = -190/297*z^3 + 39/22*z + 1
*
[ 17/21 ] 
f(z) = -189/289*z^3 + 23/119*z + 1
*
[ 17/21 ] 
f(z) = -196/289*z^3 + 32/153*z + 1
*
[ 4/5 ] 
f(z) = -185/288*z^3 + 29/180*z + 1
*
[ 17/10 ] 
f(z) = -200/289*z^3 + 41/17*z + 1
*
[ -17/14 ] 
f(z) = -196/289*z^3 + 48/17*z + 1
*
[ -33/14 ] 
f(z) = -196/297*z^3 + 56/11*z + 1
*
[ 3/2 ] 
f(z) = -188/297*z^3 + 58/33*z + 1
*
[ -3/4 ] 
f(z) = -184/297*z^3 + 59/22*z + 1
*
[ 33/28 ] 
f(z) = -196/297*z^3 + 47/44*z + 1
*
[ 17/16 ] 
f(z) = -192/289*z^3 + 55/68*z + 1
*
[ 9/10 ] 
f(z) = -200/297*z^3 + 43/99*z + 1
*
[ 11/14 ] 
f(z) = -196/297*z^3 + 40/297*z + 1
*
[ -17/10 ] 
f(z) = -200/289*z^3 + 61/17*z + 1
*
[ 3 ] 
f(z) = -197/297*z^3 + 73/11*z + 1
*
[ 17/7 ] 
f(z) = -196/289*z^3 + 78/17*z + 1
*
[ 3 ] 
f(z) = -194/297*z^3 + 72/11*z + 1
*
[ -3 ] 
f(z) = -193/297*z^3 + 79/11*z + 1
*
[ 17/8 ] 
f(z) = -192/289*z^3 + 60/17*z + 1
*
[ -17/8 ] 
f(z) = -192/289*z^3 + 76/17*z + 1
*
[ 3 ] 
f(z) = -191/297*z^3 + 71/11*z + 1
*
[ -3 ] 
f(z) = -190/297*z^3 + 78/11*z + 1
*
[ 3 ] 
f(z) = -188/297*z^3 + 70/11*z + 1
*
[ 3 ] 
f(z) = -185/297*z^3 + 69/11*z + 1
*
[ -3 ] 
f(z) = -184/297*z^3 + 76/11*z + 1
*
[ 3 ] 
f(z) = -182/297*z^3 + 68/11*z + 1
*
[ -3 ] 
f(z) = -181/297*z^3 + 75/11*z + 1
*
[ 3/2 ] 
f(z) = -200/297*z^3 + 61/33*z + 1
*
-2 | 0.10960411785572708105092741616763383258 | 0.016995812946521613077861061203766656534
f(z) = -195/296*z^3 + 79/37*z + 1
*
[ -3/2 ] 
f(z) = -194/297*z^3 + 69/22*z + 1
*
-2 | 0.10991751062377604116390485877339494134 | 0.017044409340240724113347479549634043243
f(z) = -193/280*z^3 + 79/35*z + 1
*
-2 | 0.10926968688416566346741184459344910327 | 0.016977491299950577614739111809427594902
f(z) = -193/296*z^3 + 78/37*z + 1
*
-2 | 0.10962330859569787728913654128582191304 | 0.017032434346848626150232044603812494980
f(z) = -191/280*z^3 + 78/35*z + 1
*
-2 | 0.10891684715649356101680553246513434052 | 0.016956665028581876257057767528964591901
f(z) = -191/296*z^3 + 77/37*z + 1
*
-2 | 0.10854169325593178584931615151265768118 | 0.016932719505249945913752754308761426896
f(z) = -189/296*z^3 + 76/37*z + 1
*
-2 | 0.10899998688185421738001236926762033475 | 0.017004214220193177069560653474331711138
f(z) = -187/280*z^3 + 76/35*z + 1
*
-2 | 0.10813837752707697421522727185804543674 | 0.016904731387643042310339370968556231873
f(z) = -187/296*z^3 + 75/37*z + 1
*
-2 | 0.10831856489686877737720468770160972543 | 0.016968505101089634498869265500115268113
f(z) = -183/280*z^3 + 74/35*z + 1
*
-2 | 0.10719857807615183835002347626911705377 | 0.016828923772148781627003551501311128816
f(z) = -183/296*z^3 + 73/37*z + 1
*
[ -3/2 ] 
f(z) = -182/297*z^3 + 67/22*z + 1
*
-2 | 0.10794972077995625708523841562831514069 | 0.016946844396948024963677653527104941273
f(z) = -181/280*z^3 + 73/35*z + 1
*
-2 | 0.10658969374485386604218675941016945936 | 0.016769648884956743211789921883485259290
f(z) = -181/296*z^3 + 72/37*z + 1
*
[ 3/2 ] 
f(z) = -193/297*z^3 + 79/44*z + 1
*
[ 3/2 ] 
f(z) = -181/297*z^3 + 75/44*z + 1
*
[ 33/40 ] 
f(z) = -200/297*z^3 + 65/264*z + 1
*
[ -33/10 ] 
f(z) = -200/297*z^3 + 95/11*z + 1
*
[ -3 ] 
f(z) = -199/297*z^3 + 81/11*z + 1
*
[ -17/7 ] 
f(z) = -196/289*z^3 + 92/17*z + 1
*
[ -3 ] 
f(z) = -196/297*z^3 + 80/11*z + 1
*
-51/14 | 0.21592880564328694037953870397935765096 | 0.027738396562533556405571914260416118621
f(z) = -196/297*z^3 + 89/11*z + 1
*
[ -17/20 ] 
f(z) = -200/289*z^3 + 91/34*z + 1
*
-2 | 0.11074397907815542509006078096810087433 | 0.017073887416871133396173619945580896432
f(z) = -199/280*z^3 + 82/35*z + 1
*
-2 | 0.11022827899511637054509889106951749704 | 0.017026589444462615307883803044627810413
f(z) = -199/296*z^3 + 81/37*z + 1
*
-2 | 0.11047694488879269005778348146595839524 | 0.017065000024025911110171935262341738876
f(z) = -197/280*z^3 + 81/35*z + 1
*
-2 | 0.10992294347483636306923783281926736715 | 0.017012069157456900520944774444216107532
f(z) = -197/296*z^3 + 80/37*z + 1
*
6/5 | 0.16037361334558756801433012907815683433 | 0.020788116404116302627930943818353744513
f(z) = -200/297*z^3 + 83/44*z + 1
*
[ 3/2 ] 
f(z) = -199/297*z^3 + 81/44*z + 1
*
[ 17/12 ] 
f(z) = -192/289*z^3 + 83/51*z + 1
*
-6/5 | 0.21228839999602752648199829843263827028 | 0.029190975045167371385311797673734787001
f(z) = -185/288*z^3 + 91/120*z + 1
*
[ 2 ] 
f(z) = -199/280*z^3 + 117/35*z + 1
*
[ 2 ] 
f(z) = -199/296*z^3 + 118/37*z + 1
*
[ 2 ] 
f(z) = -197/280*z^3 + 116/35*z + 1
*
[ 2 ] 
f(z) = -197/296*z^3 + 117/37*z + 1
*
[ -3/2 ] 
f(z) = -196/297*z^3 + 104/33*z + 1
*
[ 2 ] 
f(z) = -195/296*z^3 + 116/37*z + 1
*
[ 2 ] 
f(z) = -193/280*z^3 + 114/35*z + 1
*
[ 2 ] 
f(z) = -193/296*z^3 + 115/37*z + 1
*
[ 2 ] 
f(z) = -191/280*z^3 + 113/35*z + 1
*
[ 2 ] 
f(z) = -191/296*z^3 + 114/37*z + 1
*
[ -2/3 ] 
f(z) = -189/296*z^3 + 103/37*z + 1
*
[ 2 ] 
f(z) = -189/296*z^3 + 113/37*z + 1
*
[ 2 ] 
f(z) = -187/280*z^3 + 111/35*z + 1
*
[ 2 ] 
f(z) = -187/296*z^3 + 112/37*z + 1
*
[ -3/2 ] 
f(z) = -184/297*z^3 + 101/33*z + 1
*
[ 2 ] 
f(z) = -183/280*z^3 + 109/35*z + 1
*
[ 2 ] 
f(z) = -183/296*z^3 + 110/37*z + 1
*
[ 2 ] 
f(z) = -181/280*z^3 + 108/35*z + 1
*
[ 2 ] 
f(z) = -181/296*z^3 + 109/37*z + 1
*
[ -3/4 ] 
f(z) = -196/297*z^3 + 119/44*z + 1
*
[ 3/2 ] 
f(z) = -194/297*z^3 + 119/66*z + 1
*
[ 3/2 ] 
f(z) = -182/297*z^3 + 113/66*z + 1
*
[ 6/5 ] 
f(z) = -185/297*z^3 + 117/110*z + 1
*
[ 12/11 ] 
f(z) = -187/288*z^3 + 113/132*z + 1
*
[ 17/18 ] 
f(z) = -189/289*z^3 + 107/204*z + 1
*
7/5 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -185/294*z^3 + 109/210*z + 1
*
[ 7/8 ] 
f(z) = -192/287*z^3 + 106/287*z + 1
*
[ -3/2 ] 
f(z) = -197/297*z^3 + 139/44*z + 1
*
-57/28 | 0.22961710777777344948616112705198767075 | 0.027998290687015181872072454041095536478
f(z) = -196/297*z^3 + 135/44*z + 1
*
[ -3/2 ] 
f(z) = -191/297*z^3 + 137/44*z + 1
*
[ -3/2 ] 
f(z) = -185/297*z^3 + 135/44*z + 1
*
39/20 | 0.19426817933398035872039563037871831997 | 0.027651714450008787184534233160878414724
f(z) = -200/297*z^3 + 125/66*z + 1
*
-33/20 | 0.19426051101429280471199153753621241423 | 0.027294492329598131392881441382547647601
f(z) = -200/297*z^3 + 137/66*z + 1
*
[ 9/7 ] 
f(z) = -196/297*z^3 + 130/99*z + 1
*
[ 6/5 ] 
f(z) = -185/288*z^3 + 131/120*z + 1
*
[ 15/14 ] 
f(z) = -196/297*z^3 + 136/165*z + 1
*
[ 17/5 ] 
f(z) = -200/289*z^3 + 148/17*z + 1
*
[ -17/5 ] 
f(z) = -200/289*z^3 + 158/17*z + 1
*
[ -3/10 ] 
f(z) = -200/297*z^3 + 145/33*z + 1
*
[ -2 ] 
f(z) = -199/280*z^3 + 152/35*z + 1
*
[ -2 ] 
f(z) = -199/296*z^3 + 155/37*z + 1
*
[ -2 ] 
f(z) = -197/280*z^3 + 151/35*z + 1
*
[ -2 ] 
f(z) = -197/296*z^3 + 154/37*z + 1
*
[ 33/14 ] 
f(z) = -196/297*z^3 + 140/33*z + 1
*
[ -2 ] 
f(z) = -195/296*z^3 + 153/37*z + 1
*
[ -2 ] 
f(z) = -193/280*z^3 + 149/35*z + 1
*
[ -2 ] 
f(z) = -193/296*z^3 + 152/37*z + 1
*
[ -2 ] 
f(z) = -191/280*z^3 + 148/35*z + 1
*
[ -2 ] 
f(z) = -191/296*z^3 + 151/37*z + 1
*
[ -2 ] 
f(z) = -189/296*z^3 + 150/37*z + 1
*
[ -2 ] 
f(z) = -187/280*z^3 + 146/35*z + 1
*
[ -2 ] 
f(z) = -187/296*z^3 + 149/37*z + 1
*
[ -2 ] 
f(z) = -183/280*z^3 + 144/35*z + 1
*
[ -2 ] 
f(z) = -183/296*z^3 + 147/37*z + 1
*
[ -2 ] 
f(z) = -181/280*z^3 + 143/35*z + 1
*
[ -2 ] 
f(z) = -181/296*z^3 + 146/37*z + 1
*
[ -15/14 ] 
f(z) = -196/297*z^3 + 148/55*z + 1
*
[ -12/7 ] 
f(z) = -196/297*z^3 + 155/44*z + 1
*
[ -17/24 ] 
f(z) = -192/289*z^3 + 140/51*z + 1
*
[ -17/12 ] 
f(z) = -192/289*z^3 + 155/51*z + 1
*
[ 17/9 ] 
f(z) = -189/289*z^3 + 143/51*z + 1
*
[ -3/5 ] 
f(z) = -185/297*z^3 + 159/55*z + 1
*
-33/20 | 0.20726119701893503333032930702644863318 | 0.028624668471859702660468391183553962042
f(z) = -200/297*z^3 + 155/66*z + 1
*
-2 | 0.096061596276191840198798126474798542105 | 0.014910515696303810438277210187985659915
f(z) = -193/288*z^3 + 157/72*z + 1
*
-2 | 0.095743362116370366592655181337210325775 | 0.014890752612673716345193417097230310792
f(z) = -191/288*z^3 + 155/72*z + 1
*
-2 | 0.095059470555733422726708902278257270645 | 0.014844751949058477772934136515787796384
f(z) = -187/288*z^3 + 151/72*z + 1
*
-2 | 0.094687838397549314765406934142653022161 | 0.014817569999446311952921154316096748743
f(z) = -185/288*z^3 + 149/72*z + 1
*
-2 | 0.093858976824086944445842881764112377517 | 0.014750677711428413459012337269326064117
f(z) = -181/288*z^3 + 145/72*z + 1
*
[ 17/15 ] 
f(z) = -200/289*z^3 + 154/153*z + 1
*
19/14 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -196/285*z^3 + 151/285*z + 1
*
[ 13/14 ] 
f(z) = -196/299*z^3 + 146/299*z + 1
*
[ 33/7 ] 
f(z) = -196/297*z^3 + 170/11*z + 1
*
-3/5 | 0.18974745581982806283631714430165154252 | 0.022617019682704320657614523263232865454
f(z) = -200/297*z^3 + 163/22*z + 1
*
-3/5 | 0.19764808447713837177844561629067038043 | 0.023593457443484571609039982784207510461
f(z) = -200/297*z^3 + 161/44*z + 1
*
[ -3/4 ] 
f(z) = -200/297*z^3 + 179/66*z + 1
*
-2 | 0.096944047249504804615139322506914850257 | 0.014960398238477747315432849308955144110
f(z) = -199/288*z^3 + 163/72*z + 1
*
-2 | 0.096660545117508467692983202160400480949 | 0.014945121783019317806748662037690980189
f(z) = -197/288*z^3 + 161/72*z + 1
*
[ -6/7 ] 
f(z) = -196/297*z^3 + 175/66*z + 1
*
[ -3/14 ] 
f(z) = -196/297*z^3 + 188/33*z + 1
*
[ 15/7 ] 
f(z) = -196/297*z^3 + 196/55*z + 1
*
[ -17/9 ] 
f(z) = -189/289*z^3 + 197/51*z + 1
*
[ -6/5 ] 
f(z) = -200/297*z^3 + 185/66*z + 1
*
[ -17/28 ] 
f(z) = -196/289*z^3 + 197/68*z + 1
*
[ -17/16 ] 
f(z) = -192/289*z^3 + 183/68*z + 1
*
-12/5 | 0.24789477736969599775666386834707423840 | 0.029479128144582687686970750738168821902
f(z) = -185/288*z^3 + 187/60*z + 1
*
-6/5 | 0.23744307082027234003291785146215879624 | 0.027743450397118717708153869523249345615
f(z) = -190/297*z^3 + 193/110*z + 1
*
[ 17/4 ] 
f(z) = -192/289*z^3 + 217/17*z + 1
*
[ 17/6 ] 
f(z) = -198/289*z^3 + 209/34*z + 1
*
[ 3 ] 
f(z) = -196/297*z^3 + 218/33*z + 1
*
[ 3 ] 
f(z) = -193/297*z^3 + 215/33*z + 1
*
[ 3 ] 
f(z) = -190/297*z^3 + 212/33*z + 1
*
[ 3 ] 
f(z) = -184/297*z^3 + 206/33*z + 1
*
[ 3 ] 
f(z) = -181/297*z^3 + 203/33*z + 1
*
-15/14 | 0.22327513274871179423475985347919239188 | 0.025776951755422819469520304649977672734
f(z) = -196/297*z^3 + 214/55*z + 1
*
[ -3/2 ] 
f(z) = -190/297*z^3 + 205/66*z + 1
*
[ 2 ] 
f(z) = -181/288*z^3 + 217/72*z + 1
*
[ 4/3 ] 
f(z) = -189/296*z^3 + 205/148*z + 1
*
[ -17/4 ] 
f(z) = -192/289*z^3 + 225/17*z + 1
*
[ 3 ] 
f(z) = -199/297*z^3 + 221/33*z + 1
*
[ -17/6 ] 
f(z) = -198/289*z^3 + 233/34*z + 1
*
[ -3 ] 
f(z) = -194/297*z^3 + 238/33*z + 1
*
[ -3 ] 
f(z) = -191/297*z^3 + 235/33*z + 1
*
[ -3 ] 
f(z) = -188/297*z^3 + 232/33*z + 1
*
[ -3 ] 
f(z) = -185/297*z^3 + 229/33*z + 1
*
[ -3 ] 
f(z) = -182/297*z^3 + 226/33*z + 1
*
[ -12/5 ] 
f(z) = -200/297*z^3 + 233/44*z + 1
*
[ -33/20 ] 
f(z) = -200/297*z^3 + 227/66*z + 1
*
[ 2 ] 
f(z) = -199/288*z^3 + 235/72*z + 1
*
[ 2 ] 
f(z) = -197/288*z^3 + 233/72*z + 1
*
[ 2 ] 
f(z) = -193/288*z^3 + 229/72*z + 1
*
[ 2 ] 
f(z) = -191/288*z^3 + 227/72*z + 1
*
[ 2 ] 
f(z) = -187/288*z^3 + 223/72*z + 1
*
[ 2 ] 
f(z) = -185/288*z^3 + 221/72*z + 1
*
[ -33/40 ] 
f(z) = -200/297*z^3 + 235/88*z + 1
*
[ -3/4 ] 
f(z) = -190/297*z^3 + 237/88*z + 1
*
[ 17/12 ] 
f(z) = -198/289*z^3 + 227/136*z + 1
*
-33/28 | 0.10544078833060928351085812527107315459 | 0.013882213567195310440705423999748459661
f(z) = -196/297*z^3 + 221/132*z + 1
*
[ 3/2 ] 
f(z) = -191/297*z^3 + 235/132*z + 1
*
[ 3/2 ] 
f(z) = -185/297*z^3 + 229/132*z + 1
*
[ -3 ] 
f(z) = -200/297*z^3 + 244/33*z + 1
*
[ -3 ] 
f(z) = -197/297*z^3 + 241/33*z + 1
*
[ 12/5 ] 
f(z) = -185/288*z^3 + 257/60*z + 1
*
-3/8 | 0.22520966475563057199892448000680143242 | 0.025624333884506811283799320392702456061
f(z) = -200/297*z^3 + 243/88*z + 1
*
-3/2 | 0.22323437044600010798130521943939546853 | 0.025306318619758303024830157198359772621
f(z) = -200/297*z^3 + 251/110*z + 1
*
[ 3/2 ] 
f(z) = -197/297*z^3 + 241/132*z + 1
*
-33/28 | 0.21878388968049923088773479552559057549 | 0.028243660970612935023749770047980078268
f(z) = -196/297*z^3 + 257/132*z + 1
*
[ 17/15 ] 
f(z) = -195/289*z^3 + 251/255*z + 1
*
[ 15/14 ] 
f(z) = -196/285*z^3 + 244/285*z + 1
*
[ 33/10 ] 
f(z) = -200/297*z^3 + 265/33*z + 1
*
[ 21/10 ] 
f(z) = -200/297*z^3 + 269/77*z + 1
*
[ 9/5 ] 
f(z) = -200/297*z^3 + 260/99*z + 1
*
[ -9/10 ] 
f(z) = -200/297*z^3 + 263/99*z + 1
*
[ 17/14 ] 
f(z) = -182/289*z^3 + 263/238*z + 1
*
-6/11 | 0.23065398128778508702086773925543009972 | 0.028521485696364606169725945609497369037
f(z) = -187/288*z^3 + 271/264*z + 1
*
[ 11/10 ] 
f(z) = -200/297*z^3 + 269/297*z + 1
*
[ -2 ] 
f(z) = -191/288*z^3 + 299/72*z + 1
*
[ -2 ] 
f(z) = -187/288*z^3 + 295/72*z + 1
*
[ -2 ] 
f(z) = -185/288*z^3 + 293/72*z + 1
*
[ -2 ] 
f(z) = -181/288*z^3 + 289/72*z + 1
*
[ -9/14 ] 
f(z) = -196/297*z^3 + 280/99*z + 1
*
[ -9/7 ] 
f(z) = -196/297*z^3 + 284/99*z + 1
*
[ -2/3 ] 
f(z) = -183/280*z^3 + 293/105*z + 1
*
-2 | 0.10847180672840604263382316486052440492 | 0.016965710021615126084501058436325722014
f(z) = -185/284*z^3 + 299/142*z + 1
*
-2 | 0.10799736222593093276634104005759294364 | 0.016909253616006655865215771840818051841
f(z) = -185/292*z^3 + 297/146*z + 1
*
-2 | 0.10810165375128124277297565677327669393 | 0.016943507452414870909131501260781163537
f(z) = -183/284*z^3 + 295/142*z + 1
*
-2 | 0.10756139039401759939165818935058172410 | 0.016876823060083147442209895813301615586
f(z) = -183/292*z^3 + 293/146*z + 1
*
-2 | 0.10770654660045183317225270198784940482 | 0.016917780029722885004152618156014249022
f(z) = -181/284*z^3 + 291/142*z + 1
*
-2 | 0.10707314767113224723231239312128681640 | 0.016836528654628993562205077171857178268
f(z) = -181/292*z^3 + 289/146*z + 1
*
-4/5 | 0.21970799679725749832058660716778646407 | 0.028240519435390905561003058766649858328
f(z) = -185/288*z^3 + 299/180*z + 1
*
[ 17/13 ] 
f(z) = -182/289*z^3 + 290/221*z + 1
*
-19/14 | 0.16468484378440153281911671250873067456 | 0.029116881581999670903872538832721723758
f(z) = -196/285*z^3 + 286/285*z + 1
*
11/7 | 0.14612882807664664816737351412181033006 | 0.025664858218527855212738564272655118355
f(z) = -196/297*z^3 + 295/297*z + 1
*
[ -1/6 ] 
f(z) = -180*z^3 + 12*z + 1
*
[ 1/3 ] 
f(z) = -180*z^3 + 18*z + 1
*
[ -1/4 ] 
f(z) = -176*z^3 + 16*z + 1
*
[ -1/5 ] 
f(z) = -175*z^3 + 13*z + 1
*
[ -1/5 ] 
f(z) = -175/2*z^3 + 19/2*z + 1
*
2/5 | 0.096612023397854786713047551085168726554 | 0.018705910348587375163149429888869244818
f(z) = -175/3*z^3 + 19/3*z + 1
*
[ 2/5 ] 
f(z) = -175/4*z^3 + 11/2*z + 1
*
[ -2/5 ] 
f(z) = -175/8*z^3 + 7*z + 1
*
[ 3/5 ] 
f(z) = -175/9*z^3 + 19/3*z + 1
*
[ 3/5 ] 
f(z) = -175/18*z^3 + 17/6*z + 1
*
[ 1/3 ] 
f(z) = -171*z^3 + 17*z + 1
*
[ 1/3 ] 
f(z) = -171/2*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -171/8*z^3 + 9*z + 1
*
[ -2/3 ] 
f(z) = -171/8*z^3 + 12*z + 1
*
[ 2/3 ] 
f(z) = -171/16*z^3 + 17/4*z + 1
*
-2/13 | 0.10864710185088340999887536554265543155 | 0.021179190445773284937742447261033797786
f(z) = -169*z^3 + 11*z + 1
*
[ -1/13 ] 
f(z) = -169*z^3 + 15*z + 1
*
-1/13 | 0.11403080583341902089294899511945927292 | 0.022228666133641002110565700018595701427
f(z) = -169*z^3 + 18*z + 1
*
-2/13 | 0.13380741384743938666089808524670832732 | 0.026083831530277284481369907278876509463
f(z) = -169/2*z^3 + 10*z + 1
*
6/13 | 0.099971972493909726024837801204468816819 | 0.019488098703213651615597754113600221393
f(z) = -169/4*z^3 + 13/2*z + 1
*
[ -2/13 ] 
f(z) = -169/4*z^3 + 17/2*z + 1
*
-2/13 | 0.13264994032883877110617752817565925392 | 0.025858198709256183150674254593559017481
f(z) = -169/8*z^3 + 4*z + 1
*
-6/13 | 0.089114504940614002586592975532607512693 | 0.017371591505574265281589048378661628876
f(z) = -169/8*z^3 + 7*z + 1
*
[ -2/13 ] 
f(z) = -169/8*z^3 + 8*z + 1
*
[ 6/13 ] 
f(z) = -169/8*z^3 + 10/3*z + 1
*
10/13 | 0.075770729537180170820275760938367255107 | 0.014770414339129190294535146732123678616
f(z) = -169/8*z^3 + 11*z + 1
*
-3/13 | 0.13449307200975259871192038718204372031 | 0.026217490731056162625216296602626330403
f(z) = -169/9*z^3 + 10/3*z + 1
*
[ -3/13 ] 
f(z) = -169/9*z^3 + 19/3*z + 1
*
-2/13 | 0.14393495242653872102229087973462932532 | 0.028058049568859202974551049896665741667
f(z) = -169/12*z^3 + 17/6*z + 1
*
[ -1/9 ] 
f(z) = -162*z^3 + 12*z + 1
*
[ 1/3 ] 
f(z) = -162*z^3 + 16*z + 1
*
[ -1/3 ] 
f(z) = -180*z^3 + 24*z + 1
*
[ 1/2 ] 
f(z) = -180/7*z^3 + 38/7*z + 1
*
[ 1/2 ] 
f(z) = -180/11*z^3 + 34/11*z + 1
*
[ 2/3 ] 
f(z) = -177/8*z^3 + 28/3*z + 1
*
[ -2/3 ] 
f(z) = -177/8*z^3 + 37/3*z + 1
*
[ -1/4 ] 
f(z) = -176/3*z^3 + 26/3*z + 1
*
[ -1/4 ] 
f(z) = -176/5*z^3 + 36/5*z + 1
*
[ 1/2 ] 
f(z) = -176/5*z^3 + 39/5*z + 1
*
[ 1/2 ] 
f(z) = -176/7*z^3 + 37/7*z + 1
*
[ 3/4 ] 
f(z) = -176/9*z^3 + 32/3*z + 1
*
[ 1/2 ] 
f(z) = -176/9*z^3 + 35/9*z + 1
*
[ 2/5 ] 
f(z) = -175/2*z^3 + 25/2*z + 1
*
[ -2/5 ] 
f(z) = -175/2*z^3 + 35/2*z + 1
*
[ -1/5 ] 
f(z) = -175/3*z^3 + 25/3*z + 1
*
[ -2/5 ] 
f(z) = -175/4*z^3 + 21/2*z + 1
*
[ -1/5 ] 
f(z) = -175/4*z^3 + 31/4*z + 1
*
-2/5 | 0.13484655818972446567141232735084397826 | 0.026108837591828819663219535511058555393
f(z) = -175/6*z^3 + 23/3*z + 1
*
-1/5 | 0.14988882589288350778675380742632042310 | 0.029021304396669512350015769642917640807
f(z) = -175/6*z^3 + 25/6*z + 1
*
[ -3/5 ] 
f(z) = -175/9*z^3 + 29/3*z + 1
*
[ -2/5 ] 
f(z) = -175/12*z^3 + 35/6*z + 1
*
[ 4/5 ] 
f(z) = -175/16*z^3 + 27/4*z + 1
*
-4/5 | 0.13210198105215236738751537377353731298 | 0.025577435680611357264337262456990640586
f(z) = -175/16*z^3 + 29/4*z + 1
*
[ -4/5 ] 
f(z) = -175/16*z^3 + 37/4*z + 1
*
[ -3/5 ] 
f(z) = -175/18*z^3 + 37/6*z + 1
*
[ 1/2 ] 
f(z) = -172/5*z^3 + 38/5*z + 1
*
[ 1/2 ] 
f(z) = -172/7*z^3 + 36/7*z + 1
*
[ 1/2 ] 
f(z) = -172/9*z^3 + 34/9*z + 1
*
[ 1/2 ] 
f(z) = -172/11*z^3 + 32/11*z + 1
*
[ -1/3 ] 
f(z) = -171*z^3 + 23*z + 1
*
[ -1/3 ] 
f(z) = -171/2*z^3 + 27/2*z + 1
*
[ -1/3 ] 
f(z) = -171/4*z^3 + 35/4*z + 1
*
[ 2/3 ] 
f(z) = -171/4*z^3 + 37/2*z + 1
*
[ -1/3 ] 
f(z) = -171/5*z^3 + 39/5*z + 1
*
-2/3 | 0.14971608567749018421387209178970939769 | 0.029118219041801035495002826743761786290
f(z) = -171/16*z^3 + 21/4*z + 1
*
[ -2/3 ] 
f(z) = -171/16*z^3 + 29/4*z + 1
*
[ -2/13 ] 
f(z) = -169*z^3 + 23/2*z + 1
*
-2/13 | 0.11406551180915643606709604418204975985 | 0.022235431564630205493943367418247311385
f(z) = -169/2*z^3 + 21/2*z + 1
*
-4/13 | 0.11523469983603818340816885990539109237 | 0.022463347960616842465598656622167389524
f(z) = -169/2*z^3 + 23/2*z + 1
*
[ -1/13 ] 
f(z) = -169/2*z^3 + 29/2*z + 1
*
-1/13 | 0.13804382017337227727322405513124177205 | 0.026909658035118212627840225062781788934
f(z) = -169/2*z^3 + 39/2*z + 1
*
-4/13 | 0.14981873989769954376887618118677401681 | 0.029205009342946877994005860861914031459
f(z) = -169/3*z^3 + 22/3*z + 1
*
-2/13 | 0.11100691599677535594440092769665802077 | 0.021639202285583524360598546738399253534
f(z) = -169/3*z^3 + 31/3*z + 1
*
-5/13 | 0.12284518131106636380468204668975285569 | 0.023946901905432360143988110974195127146
f(z) = -169/3*z^3 + 34/3*z + 1
*
-2/13 | 0.13533063116993679582017277801103826197 | 0.026380760847432477261949608958836453909
f(z) = -169/4*z^3 + 21/2*z + 1
*
-6/13 | 0.14389710565985844229921890161669656622 | 0.028050671885832015514260003009577547189
f(z) = -169/4*z^3 + 23/2*z + 1
*
-3/13 | 0.11820046950012138476513890442609271438 | 0.023041482116649136606176044870082455848
f(z) = -169/5*z^3 + 39/5*z + 1
*
-4/13 | 0.12287545747195786503966089177066520681 | 0.023952803807706458989978436819089936817
f(z) = -169/6*z^3 + 20/3*z + 1
*
-3/13 | 0.079837548526278550548378776520643099432 | 0.015563182230874858924064820297309237222
f(z) = -169/6*z^3 + 23/6*z + 1
*
-2/13 | 0.076848095699586721458379987339368186678 | 0.014980431382793707659196545426027246104
f(z) = -169/6*z^3 + 25/6*z + 1
*
[ 6/13 ] 
f(z) = -169/6*z^3 + 29/6*z + 1
*
6/13 | 0.12913489485649733486007053579631299008 | 0.025172991131547868321704754513414798238
f(z) = -169/7*z^3 + 29/7*z + 1
*
[ -6/13 ] 
f(z) = -169/8*z^3 + 23/3*z + 1
*
[ -4/13 ] 
f(z) = -169/8*z^3 + 25/4*z + 1
*
7/13 | 0.10118279260700091547944670702014679789 | 0.019724130675846730507631065944807530762
f(z) = -169/8*z^3 + 33/8*z + 1
*
-6/13 | 0.12883668955722266100389011579269919114 | 0.025114860295863494452047731694416155282
f(z) = -169/9*z^3 + 20/3*z + 1
*
-3/13 | 0.13483027285457525374474382876002278193 | 0.026283223187691558710708460445255785472
f(z) = -169/9*z^3 + 22/3*z + 1
*
-2/13 | 0.11703748228389861564907392332023020532 | 0.022814774479549091260069456182785644963
f(z) = -169/9*z^3 + 31/9*z + 1
*
-3/13 | 0.12642815171011354679289009785062751775 | 0.024645350471019860678347211162297879634
f(z) = -169/10*z^3 + 29/10*z + 1
*
-6/13 | 0.15379754039856353733731337308960984545 | 0.029980619295886008986013384710524274564
f(z) = -169/10*z^3 + 33/5*z + 1
*
-6/13 | 0.13267180481743607519092064179041729570 | 0.025862460876954289829278615063632216377
f(z) = -169/12*z^3 + 23/6*z + 1
*
-6/13 | 0.077017957575925561911563528999220646079 | 0.015013543513418178995259488053787791187
f(z) = -169/12*z^3 + 35/6*z + 1
*
[ -6/13 ] 
f(z) = -169/12*z^3 + 37/6*z + 1
*
-4/13 | 0.14293154213383092305666512320860689072 | 0.027862449158701232667327613657288201969
f(z) = -169/14*z^3 + 36/7*z + 1
*
[ -4/13 ] 
f(z) = -169/16*z^3 + 21/4*z + 1
*
-4/13 | 0.059565731100731768499628796824366788781 | 0.011611482879272597794598083778007319882
f(z) = -169/16*z^3 + 23/4*z + 1
*
-4/13 | 0.13047418757849364933798660678106879699 | 0.025434066992188208106150540714757617297
f(z) = -169/16*z^3 + 27/4*z + 1
*
[ 8/13 ] 
f(z) = -169/16*z^3 + 27/8*z + 1
*
-2/13 | 0.14901762279775652707749345610913706442 | 0.029048843082273438943544926017097307015
f(z) = -169/16*z^3 + 35/4*z + 1
*
[ -6/13 ] 
f(z) = -169/18*z^3 + 31/6*z + 1
*
[ -3/13 ] 
f(z) = -169/18*z^3 + 35/6*z + 1
*
12/13 | 0.13951809305041860893994849741670717218 | 0.027197046336325332942474620515989825168
f(z) = -169/18*z^3 + 37/6*z + 1
*
[ -1/4 ] 
f(z) = -168*z^3 + 31/2*z + 1
*
[ -1/6 ] 
f(z) = -168*z^3 + 35/3*z + 1
*
[ 1/2 ] 
f(z) = -168/5*z^3 + 37/5*z + 1
*
[ 1/2 ] 
f(z) = -168/11*z^3 + 31/11*z + 1
*
[ 2/3 ] 
f(z) = -165/8*z^3 + 26/3*z + 1
*
[ -2/5 ] 
f(z) = -165/8*z^3 + 34/5*z + 1
*
[ -2/3 ] 
f(z) = -165/8*z^3 + 35/3*z + 1
*
[ 1/2 ] 
f(z) = -164/3*z^3 + 38/3*z + 1
*
[ 1/2 ] 
f(z) = -164/5*z^3 + 36/5*z + 1
*
[ 1/2 ] 
f(z) = -164/7*z^3 + 34/7*z + 1
*
[ 1/2 ] 
f(z) = -164/9*z^3 + 32/9*z + 1
*
[ 1/2 ] 
f(z) = -164/11*z^3 + 30/11*z + 1
*
[ -1/3 ] 
f(z) = -162*z^3 + 22*z + 1
*
-1/9 | 0.13266449243176225664262468926531837995 | 0.022949382215166276367715170560483290582
f(z) = -162*z^3 + 25/2*z + 1
*
[ -2/9 ] 
f(z) = -162*z^3 + 27/2*z + 1
*
[ -1/18 ] 
f(z) = -162*z^3 + 39/2*z + 1
*
-1/9 | 0.081105532038388351523037486299235391599 | 0.015941817450555209392609927385981835555
f(z) = -162/5*z^3 + 27/5*z + 1
*
[ 1/2 ] 
f(z) = -180*z^3 + 44*z + 1
*
[ -1/2 ] 
f(z) = -180*z^3 + 48*z + 1
*
[ -1/12 ] 
f(z) = -180*z^3 + 57/4*z + 1
*
[ -1/3 ] 
f(z) = -180/7*z^3 + 48/7*z + 1
*
[ -1/6 ] 
f(z) = -180/7*z^3 + 54/7*z + 1
*
[ 1/3 ] 
f(z) = -177*z^3 + 53/3*z + 1
*
[ 1/3 ] 
f(z) = -177/2*z^3 + 47/6*z + 1
*
[ 2/3 ] 
f(z) = -177/16*z^3 + 53/12*z + 1
*
[ 1/2 ] 
f(z) = -176*z^3 + 43*z + 1
*
[ -1/2 ] 
f(z) = -176*z^3 + 47*z + 1
*
[ -1/8 ] 
f(z) = -176*z^3 + 47/4*z + 1
*
[ 1/2 ] 
f(z) = -176/3*z^3 + 41/3*z + 1
*
[ -1/2 ] 
f(z) = -176/3*z^3 + 53/3*z + 1
*
[ -1/2 ] 
f(z) = -176/5*z^3 + 59/5*z + 1
*
[ -1/4 ] 
f(z) = -176/7*z^3 + 46/7*z + 1
*
[ -3/4 ] 
f(z) = -176/9*z^3 + 40/3*z + 1
*
[ -1/4 ] 
f(z) = -176/9*z^3 + 56/9*z + 1
*
[ -1/10 ] 
f(z) = -175*z^3 + 51/4*z + 1
*
[ 2/5 ] 
f(z) = -175*z^3 + 53/2*z + 1
*
[ 2/5 ] 
f(z) = -175/3*z^3 + 47/6*z + 1
*
[ -1/5 ] 
f(z) = -175/6*z^3 + 43/6*z + 1
*
[ 3/5 ] 
f(z) = -175/6*z^3 + 59/6*z + 1
*
[ -2/7 ] 
f(z) = -175/8*z^3 + 44/7*z + 1
*
3/5 | 0.053582484303896370069644233739795813756 | 0.010374579813070465021715877492686740722
f(z) = -175/8*z^3 + 47/8*z + 1
*
[ 4/5 ] 
f(z) = -175/8*z^3 + 55/4*z + 1
*
[ -1/5 ] 
f(z) = -175/8*z^3 + 55/8*z + 1
*
3/5 | 0.15199354564570841119600914678779816983 | 0.029428817847072185795026185808087465261
f(z) = -175/12*z^3 + 43/12*z + 1
*
[ 3/5 ] 
f(z) = -175/12*z^3 + 55/12*z + 1
*
[ 1/3 ] 
f(z) = -174*z^3 + 52/3*z + 1
*
[ 1/2 ] 
f(z) = -172*z^3 + 42*z + 1
*
[ -1/2 ] 
f(z) = -172*z^3 + 46*z + 1
*
[ 1/2 ] 
f(z) = -172/3*z^3 + 40/3*z + 1
*
[ -1/2 ] 
f(z) = -172/3*z^3 + 52/3*z + 1
*
[ -1/2 ] 
f(z) = -172/5*z^3 + 58/5*z + 1
*
[ -1/6 ] 
f(z) = -171*z^3 + 47/4*z + 1
*
[ -2/3 ] 
f(z) = -171/4*z^3 + 43/2*z + 1
*
[ -1/3 ] 
f(z) = -171/7*z^3 + 47/7*z + 1
*
[ -1/3 ] 
f(z) = -171/8*z^3 + 51/8*z + 1
*
[ -2/9 ] 
f(z) = -171/8*z^3 + 59/9*z + 1
*
[ -1/3 ] 
f(z) = -171/10*z^3 + 59/10*z + 1
*
[ -3/13 ] 
f(z) = -169*z^3 + 43/3*z + 1
*
-2/13 | 0.071387107348105626438823453084060922667 | 0.010955339492711332950160156333833598693
f(z) = -169*z^3 + 45/4*z + 1
*
[ 4/13 ] 
f(z) = -169*z^3 + 55/4*z + 1
*
[ -4/13 ] 
f(z) = -169/2*z^3 + 49/4*z + 1
*
[ -3/13 ] 
f(z) = -169/2*z^3 + 59/6*z + 1
*
-7/13 | 0.11289773064675321079369571792574153271 | 0.022007789416646639117926367981934540415
f(z) = -169/3*z^3 + 55/3*z + 1
*
7/13 | 0.10767842480542665823335850868229827511 | 0.020990360782794007621571680959830027149
f(z) = -169/4*z^3 + 41/4*z + 1
*
[ 6/13 ] 
f(z) = -169/4*z^3 + 47/6*z + 1
*
[ -5/13 ] 
f(z) = -169/5*z^3 + 43/5*z + 1
*
-2/13 | 0.12083768102140354274001531071003472340 | 0.023555568586545785406198666302078288100
f(z) = -169/5*z^3 + 44/5*z + 1
*
[ -3/13 ] 
f(z) = -169/6*z^3 + 41/6*z + 1
*
-3/13 | 0.14952316317003420959150794726606700496 | 0.029147390909505786835270284845595645831
f(z) = -169/6*z^3 + 47/6*z + 1
*
[ -2/13 ] 
f(z) = -169/6*z^3 + 49/6*z + 1
*
[ -6/13 ] 
f(z) = -169/6*z^3 + 55/6*z + 1
*
-4/13 | 0.13401786529730678299590388098108412492 | 0.026124856014689654055054607378556098139
f(z) = -169/7*z^3 + 44/7*z + 1
*
-5/13 | 0.080227450866776442657026396884074001495 | 0.015639188086383009824313423231056803987
f(z) = -169/7*z^3 + 53/7*z + 1
*
-3/13 | 0.058265962354475284254715834709509994011 | 0.011358111649451742508200666823093612221
f(z) = -169/8*z^3 + 57/8*z + 1
*
[ 8/13 ] 
f(z) = -169/8*z^3 + 59/8*z + 1
*
[ -6/13 ] 
f(z) = -169/9*z^3 + 43/6*z + 1
*
-1/13 | 0.10142118189958966953777683288927810004 | 0.019770601241024805154580211737087951358
f(z) = -169/9*z^3 + 46/9*z + 1
*
-6/13 | 0.14203452386688734458484977238223856417 | 0.021797163191662132585222036014881448415
f(z) = -169/9*z^3 + 59/12*z + 1
*
-4/13 | 0.11428607978917156174653377941171512616 | 0.022278428121145733745506874368410515338
f(z) = -169/10*z^3 + 51/10*z + 1
*
-3/13 | 0.10340531516495690646615323496736480053 | 0.020157379494481411741106033088121988497
f(z) = -169/10*z^3 + 59/10*z + 1
*
10/13 | 0.064574500546144367390018149939481217855 | 0.012587870469702384476575284118104706068
f(z) = -169/12*z^3 + 41/6*z + 1
*
[ -2/13 ] 
f(z) = -169/12*z^3 + 47/6*z + 1
*
-1/13 | 0.11571569991384978415452105638117803405 | 0.022557112010268028159453637812384745592
f(z) = -169/12*z^3 + 49/12*z + 1
*
-10/13 | 0.084044395871460636326690463058061844447 | 0.016383246637398949621585392901653257085
f(z) = -169/12*z^3 + 59/6*z + 1
*
-2/13 | 0.14665414344213874156834012816835376530 | 0.028588116762523239433954678196355900154
f(z) = -169/15*z^3 + 49/15*z + 1
*
[ -8/13 ] 
f(z) = -169/16*z^3 + 53/8*z + 1
*
-2/13 | 0.15395659919780108113910015641052719870 | 0.028544165846586844573865703101364061986
f(z) = -169/16*z^3 + 55/4*z + 1
*
-3/13 | 0.12038973411838504405535353329818467625 | 0.023468247778102647173347977360503497433
f(z) = -169/18*z^3 + 53/6*z + 1
*
8/13 | 0.061572411657893049321387612217253562937 | 0.012002656403093598311710641333475526964
f(z) = -169/18*z^3 + 55/18*z + 1
*
[ 1/2 ] 
f(z) = -168*z^3 + 41*z + 1
*
[ -1/2 ] 
f(z) = -168*z^3 + 45*z + 1
*
[ 1/3 ] 
f(z) = -168*z^3 + 50/3*z + 1
*
[ -1/2 ] 
f(z) = -168/5*z^3 + 57/5*z + 1
*
[ 1/3 ] 
f(z) = -165*z^3 + 49/3*z + 1
*
[ 1/3 ] 
f(z) = -165/2*z^3 + 43/6*z + 1
*
[ 2/5 ] 
f(z) = -165/4*z^3 + 51/10*z + 1
*
[ 2/3 ] 
f(z) = -165/16*z^3 + 49/12*z + 1
*
[ 1/2 ] 
f(z) = -164*z^3 + 40*z + 1
*
[ -1/2 ] 
f(z) = -164*z^3 + 44*z + 1
*
[ -1/2 ] 
f(z) = -164/3*z^3 + 50/3*z + 1
*
[ -1/2 ] 
f(z) = -164/5*z^3 + 56/5*z + 1
*
[ 5/9 ] 
f(z) = -162/5*z^3 + 46/5*z + 1
*
[ -1/9 ] 
f(z) = -162/5*z^3 + 52/5*z + 1
*
[ -1/3 ] 
f(z) = -162/7*z^3 + 46/7*z + 1
*
[ -2/7 ] 
f(z) = -161/8*z^3 + 43/7*z + 1
*
-6/35 | 0.18707983522255696917438911571379516923 | 0.026309637198247349947509827620394624008
f(z) = -175/18*z^3 + 55/21*z + 1
*
[ 1/2 ] 
f(z) = -162/11*z^3 + 59/22*z + 1
*
[ -1/10 ] 
f(z) = -180*z^3 + 64/5*z + 1
*
[ -1/5 ] 
f(z) = -180*z^3 + 66/5*z + 1
*
[ -1/2 ] 
f(z) = -180/7*z^3 + 66/7*z + 1
*
[ -1/3 ] 
f(z) = -180/11*z^3 + 64/11*z + 1
*
[ -1/2 ] 
f(z) = -180/11*z^3 + 78/11*z + 1
*
[ -1/3 ] 
f(z) = -180/13*z^3 + 72/13*z + 1
*
[ 1/2 ] 
f(z) = -178/5*z^3 + 79/10*z + 1
*
[ 1/2 ] 
f(z) = -178/7*z^3 + 75/14*z + 1
*
[ 1/2 ] 
f(z) = -178/9*z^3 + 71/18*z + 1
*
[ -1/3 ] 
f(z) = -177*z^3 + 71/3*z + 1
*
-2/3 | 0.15344538713251944927966550399051073239 | 0.024454375578398208415582943565923822068
f(z) = -177/16*z^3 + 65/12*z + 1
*
-1/8 | 0.092857285384180351791635018992942874660 | 0.014162029024051114459815669565543371139
f(z) = -176/3*z^3 + 71/12*z + 1
*
[ 3/8 ] 
f(z) = -176/3*z^3 + 79/12*z + 1
*
[ -1/2 ] 
f(z) = -176/7*z^3 + 65/7*z + 1
*
[ -1/2 ] 
f(z) = -176/9*z^3 + 71/9*z + 1
*
[ -3/8 ] 
f(z) = -176/9*z^3 + 77/12*z + 1
*
[ -1/4 ] 
f(z) = -176/13*z^3 + 76/13*z + 1
*
-1/4 | 0.12176269049316469055515373372196079157 | 0.023549573039973452695056149624468934006
f(z) = -176/15*z^3 + 71/15*z + 1
*
[ -2/5 ] 
f(z) = -175*z^3 + 63/2*z + 1
*
[ 3/5 ] 
f(z) = -175/3*z^3 + 61/3*z + 1
*
[ -3/5 ] 
f(z) = -175/3*z^3 + 71/3*z + 1
*
[ -2/5 ] 
f(z) = -175/3*z^3 + 77/6*z + 1
*
[ -3/5 ] 
f(z) = -175/6*z^3 + 79/6*z + 1
*
[ -4/5 ] 
f(z) = -175/8*z^3 + 65/4*z + 1
*
-6/35 | 0.18362515309266797278456106420321876612 | 0.025823794171047116577387362178019948911
f(z) = -175/8*z^3 + 71/7*z + 1
*
[ -1/5 ] 
f(z) = -175/9*z^3 + 61/9*z + 1
*
[ -3/10 ] 
f(z) = -175/9*z^3 + 73/12*z + 1
*
[ -1/5 ] 
f(z) = -175/11*z^3 + 73/11*z + 1
*
-1/5 | 0.12847400810605361534437009673600427961 | 0.024874991675300000070586490929907340481
f(z) = -175/12*z^3 + 67/12*z + 1
*
[ -1/5 ] 
f(z) = -175/12*z^3 + 79/12*z + 1
*
[ -1/3 ] 
f(z) = -174*z^3 + 70/3*z + 1
*
[ -1/6 ] 
f(z) = -174*z^3 + 71/6*z + 1
*
[ 1/2 ] 
f(z) = -174/5*z^3 + 77/10*z + 1
*
[ 1/2 ] 
f(z) = -174/7*z^3 + 73/14*z + 1
*
[ -1/4 ] 
f(z) = -172*z^3 + 63/4*z + 1
*
[ -1/2 ] 
f(z) = -172/7*z^3 + 64/7*z + 1
*
[ -1/2 ] 
f(z) = -172/9*z^3 + 70/9*z + 1
*
[ -1/2 ] 
f(z) = -172/11*z^3 + 76/11*z + 1
*
[ 2/3 ] 
f(z) = -171/2*z^3 + 75/2*z + 1
*
[ -1/6 ] 
f(z) = -171/2*z^3 + 75/8*z + 1
*
2/3 | 0.13891692900105606923948030655975495874 | 0.027017895565214080316595496232431715132
f(z) = -171/10*z^3 + 61/10*z + 1
*
[ 2/3 ] 
f(z) = -171/10*z^3 + 71/10*z + 1
*
[ -1/3 ] 
f(z) = -171/11*z^3 + 63/11*z + 1
*
[ -1/3 ] 
f(z) = -171/13*z^3 + 71/13*z + 1
*
[ 2/3 ] 
f(z) = -171/14*z^3 + 69/14*z + 1
*
[ -1/3 ] 
f(z) = -171/14*z^3 + 75/14*z + 1
*
[ 4/3 ] 
f(z) = -171/16*z^3 + 77/4*z + 1
*
[ -1/5 ] 
f(z) = -170*z^3 + 64/5*z + 1
*
[ 1/2 ] 
f(z) = -170/3*z^3 + 79/6*z + 1
*
[ 1/2 ] 
f(z) = -170/7*z^3 + 71/14*z + 1
*
[ 1/2 ] 
f(z) = -170/9*z^3 + 67/18*z + 1
*
[ 6/13 ] 
f(z) = -169/3*z^3 + 65/6*z + 1
*
[ -6/13 ] 
f(z) = -169/4*z^3 + 73/6*z + 1
*
-4/13 | 0.11544990574613143019105316854683126442 | 0.019826377435164439403801231514134241180
f(z) = -169/5*z^3 + 67/10*z + 1
*
[ -1/13 ] 
f(z) = -169/5*z^3 + 71/5*z + 1
*
-7/13 | 0.10198513520715178425964925965420712912 | 0.019880535830166215056298012356445322778
f(z) = -169/6*z^3 + 61/6*z + 1
*
-7/13 | 0.14682679252738647748998333221495393392 | 0.028621772219451754038962696942548453561
f(z) = -169/7*z^3 + 65/7*z + 1
*
[ -7/13 ] 
f(z) = -169/7*z^3 + 69/7*z + 1
*
-2/13 | 0.14637107742392320505854196236329077397 | 0.028532937112018233061967884192916428855
f(z) = -169/7*z^3 + 74/7*z + 1
*
[ 10/13 ] 
f(z) = -169/8*z^3 + 61/5*z + 1
*
-7/13 | 0.12557488544413386400489290318676724901 | 0.024479018480195656241685378312786044006
f(z) = -169/8*z^3 + 65/8*z + 1
*
-6/13 | 0.21753191639913092664318434069065471392 | 0.029688584144467933555621357506729613976
f(z) = -169/8*z^3 + 68/9*z + 1
*
[ -10/13 ] 
f(z) = -169/8*z^3 + 74/5*z + 1
*
[ 9/13 ] 
f(z) = -169/9*z^3 + 77/9*z + 1
*
-2/13 | 0.13698722130264086359663593025136088266 | 0.026703689276386636357712680986618655820
f(z) = -169/10*z^3 + 69/10*z + 1
*
[ -2/13 ] 
f(z) = -169/10*z^3 + 79/10*z + 1
*
-6/13 | 0.14974111441381526354485558047274044839 | 0.029189877370914279242377439500796816127
f(z) = -169/11*z^3 + 69/11*z + 1
*
[ -4/13 ] 
f(z) = -169/12*z^3 + 67/12*z + 1
*
-4/13 | 0.13073979402226749923192128491103137923 | 0.025485843149678645586251560590373490890
f(z) = -169/12*z^3 + 79/12*z + 1
*
-1/13 | 0.081021871736130640683379355436092490011 | 0.015794049013177372652149010395235505099
f(z) = -169/15*z^3 + 61/15*z + 1
*
-5/13 | 0.11145406625292757880421687297317031659 | 0.021726367799173772350539310188425396776
f(z) = -169/15*z^3 + 64/15*z + 1
*
10/13 | 0.10281837451295594885173094827361230352 | 0.020042963853039305956283519062147496727
f(z) = -169/15*z^3 + 73/15*z + 1
*
[ -5/13 ] 
f(z) = -169/15*z^3 + 79/15*z + 1
*
-6/13 | 0.13030680904061634708029054325308353177 | 0.020921020925464389317043060972489245529
f(z) = -169/16*z^3 + 61/12*z + 1
*
[ -6/13 ] 
f(z) = -169/16*z^3 + 65/12*z + 1
*
-1/6 | 0.12187348119354116864756102330766586654 | 0.017622665524264285834774284262027830522
f(z) = -168*z^3 + 67/6*z + 1
*
[ -1/3 ] 
f(z) = -168*z^3 + 68/3*z + 1
*
[ -1/4 ] 
f(z) = -168/5*z^3 + 71/10*z + 1
*
[ -1/2 ] 
f(z) = -168/11*z^3 + 75/11*z + 1
*
[ 2/3 ] 
f(z) = -167/8*z^3 + 79/9*z + 1
*
[ 1/2 ] 
f(z) = -166/3*z^3 + 77/6*z + 1
*
[ 1/2 ] 
f(z) = -166/5*z^3 + 73/10*z + 1
*
[ 1/2 ] 
f(z) = -166/7*z^3 + 69/14*z + 1
*
[ 1/2 ] 
f(z) = -166/9*z^3 + 65/18*z + 1
*
[ -1/5 ] 
f(z) = -165*z^3 + 63/5*z + 1
*
[ -1/3 ] 
f(z) = -165*z^3 + 67/3*z + 1
*
[ -1/3 ] 
f(z) = -165/2*z^3 + 79/6*z + 1
*
[ -2/11 ] 
f(z) = -165/8*z^3 + 79/11*z + 1
*
-2/3 | 0.14739137664009889972656256079835955937 | 0.023755339587503298433378712642797945290
f(z) = -165/16*z^3 + 61/12*z + 1
*
[ -1/4 ] 
f(z) = -164*z^3 + 61/4*z + 1
*
[ -1/2 ] 
f(z) = -164/7*z^3 + 62/7*z + 1
*
[ -1/2 ] 
f(z) = -164/9*z^3 + 68/9*z + 1
*
[ -1/2 ] 
f(z) = -164/11*z^3 + 74/11*z + 1
*
[ 2/3 ] 
f(z) = -163/8*z^3 + 77/9*z + 1
*
[ 1/2 ] 
f(z) = -162*z^3 + 79/2*z + 1
*
[ -5/9 ] 
f(z) = -162/5*z^3 + 64/5*z + 1
*
5/9 | 0.11789226325731589066712727833172710710 | 0.020393961941962608482182421753027191586
f(z) = -162/5*z^3 + 77/10*z + 1
*
[ -1/9 ] 
f(z) = -162/7*z^3 + 72/7*z + 1
*
-2/9 | 0.16600117567325664507499618969165885469 | 0.028716232647195026112296463749719885620
f(z) = -162/7*z^3 + 79/14*z + 1
*
[ -1/3 ] 
f(z) = -162/11*z^3 + 62/11*z + 1
*
[ -1/3 ] 
f(z) = -162/13*z^3 + 70/13*z + 1
*
[ -1/7 ] 
f(z) = -161*z^3 + 79/7*z + 1
*
[ 2/3 ] 
f(z) = -161/8*z^3 + 76/9*z + 1
*
[ 1/2 ] 
f(z) = -178/11*z^3 + 67/22*z + 1
*
[ 1/2 ] 
f(z) = -174/11*z^3 + 65/22*z + 1
*
[ 1/2 ] 
f(z) = -170/11*z^3 + 63/22*z + 1
*
[ 1/2 ] 
f(z) = -166/11*z^3 + 61/22*z + 1
*
[ 4/7 ] 
f(z) = -161/16*z^3 + 71/28*z + 1
*
[ -1/6 ] 
f(z) = -180/11*z^3 + 82/11*z + 1
*
[ -1/2 ] 
f(z) = -180/13*z^3 + 84/13*z + 1
*
[ -1/6 ] 
f(z) = -180/13*z^3 + 96/13*z + 1
*
[ -1/3 ] 
f(z) = -180/17*z^3 + 88/17*z + 1
*
[ -1/2 ] 
f(z) = -180/17*z^3 + 96/17*z + 1
*
[ -1/3 ] 
f(z) = -180/19*z^3 + 96/19*z + 1
*
[ 2/3 ] 
f(z) = -179/8*z^3 + 85/9*z + 1
*
-2 | 0.10971385282382258884580745527619668483 | 0.016704103438419292378413482509944193776
f(z) = -179/8*z^3 + 89*z + 1
*
[ 2 ] 
f(z) = -179/8*z^3 + 90*z + 1
*
[ -2 ] 
f(z) = -179/8*z^3 + 91*z + 1
*
[ 1/2 ] 
f(z) = -178*z^3 + 87/2*z + 1
*
[ -1/2 ] 
f(z) = -178*z^3 + 95/2*z + 1
*
[ 1/2 ] 
f(z) = -178/3*z^3 + 83/6*z + 1
*
[ -1/3 ] 
f(z) = -177/2*z^3 + 83/6*z + 1
*
-2 | 0.10950672816644045832506306570997236337 | 0.016701300885608423735551010472893380356
f(z) = -177/8*z^3 + 88*z + 1
*
[ 2 ] 
f(z) = -177/8*z^3 + 89*z + 1
*
[ -2 ] 
f(z) = -177/8*z^3 + 90*z + 1
*
[ -2/3 ] 
f(z) = -177/16*z^3 + 89/12*z + 1
*
[ 3/4 ] 
f(z) = -176/3*z^3 + 98/3*z + 1
*
[ -1/2 ] 
f(z) = -176/13*z^3 + 83/13*z + 1
*
[ -1/4 ] 
f(z) = -176/15*z^3 + 86/15*z + 1
*
[ -1/2 ] 
f(z) = -176/15*z^3 + 89/15*z + 1
*
[ 3/4 ] 
f(z) = -176/15*z^3 + 94/15*z + 1
*
[ -1/2 ] 
f(z) = -176/17*z^3 + 95/17*z + 1
*
[ -1/4 ] 
f(z) = -176/17*z^3 + 96/17*z + 1
*
[ -1/7 ] 
f(z) = -175*z^3 + 81/7*z + 1
*
-6/35 | 0.11366692552527878052773323939340750804 | 0.015985344270015183782961123303884710526
f(z) = -175*z^3 + 85/7*z + 1
*
[ -1/10 ] 
f(z) = -175/2*z^3 + 95/8*z + 1
*
[ -2/15 ] 
f(z) = -175/8*z^3 + 80/9*z + 1
*
[ 2/3 ] 
f(z) = -175/8*z^3 + 83/9*z + 1
*
-2 | 0.10929725969776238500333538781256482201 | 0.016698460031878280418233029185553992709
f(z) = -175/8*z^3 + 87*z + 1
*
[ 2 ] 
f(z) = -175/8*z^3 + 88*z + 1
*
[ -2 ] 
f(z) = -175/8*z^3 + 89*z + 1
*
[ 6/5 ] 
f(z) = -175/8*z^3 + 95/3*z + 1
*
[ -3/5 ] 
f(z) = -175/12*z^3 + 95/12*z + 1
*
[ -1/5 ] 
f(z) = -175/13*z^3 + 85/13*z + 1
*
[ 6/5 ] 
f(z) = -175/18*z^3 + 85/6*z + 1
*
[ -2/5 ] 
f(z) = -175/18*z^3 + 91/18*z + 1
*
[ -6/5 ] 
f(z) = -175/18*z^3 + 95/6*z + 1
*
[ 1/2 ] 
f(z) = -174*z^3 + 85/2*z + 1
*
[ -1/2 ] 
f(z) = -174*z^3 + 93/2*z + 1
*
[ 2/3 ] 
f(z) = -173/8*z^3 + 82/9*z + 1
*
-2 | 0.10908539374330167498301485077773087763 | 0.016695579922935755766123628334766643523
f(z) = -173/8*z^3 + 86*z + 1
*
[ 2 ] 
f(z) = -173/8*z^3 + 87*z + 1
*
[ -2 ] 
f(z) = -173/8*z^3 + 88*z + 1
*
[ -1/2 ] 
f(z) = -172/13*z^3 + 82/13*z + 1
*
[ -1/2 ] 
f(z) = -172/15*z^3 + 88/15*z + 1
*
[ -1/2 ] 
f(z) = -172/17*z^3 + 94/17*z + 1
*
[ -2/3 ] 
f(z) = -171/2*z^3 + 81/2*z + 1
*
-2 | 0.10887107476266736636059148406229411524 | 0.016692659569825867809505424970777877885
f(z) = -171/8*z^3 + 85*z + 1
*
[ 2 ] 
f(z) = -171/8*z^3 + 86*z + 1
*
[ -2 ] 
f(z) = -171/8*z^3 + 87*z + 1
*
[ -4/3 ] 
f(z) = -171/16*z^3 + 83/4*z + 1
*
[ -1/3 ] 
f(z) = -171/16*z^3 + 83/16*z + 1
*
[ -1/3 ] 
f(z) = -171/17*z^3 + 87/17*z + 1
*
[ 1/2 ] 
f(z) = -170*z^3 + 83/2*z + 1
*
[ -1/2 ] 
f(z) = -170*z^3 + 91/2*z + 1
*
-3/10 | 0.18898105444206610687399506730274142440 | 0.025406199301065136528706469135281197403
f(z) = -170/3*z^3 + 91/10*z + 1
*
[ 3/5 ] 
f(z) = -170/9*z^3 + 92/15*z + 1
*
[ -4/13 ] 
f(z) = -169*z^3 + 81/4*z + 1
*
-7/39 | 0.12059397108515543003257997515654463397 | 0.016458569929150284652821838133910285244
f(z) = -169*z^3 + 85/9*z + 1
*
-9/26 | 0.14042732733469250357291588952656341357 | 0.021550516643065566097113022854597400235
f(z) = -169*z^3 + 93/4*z + 1
*
-8/39 | 0.19690459856556557285273701048683619332 | 0.026873384097901637488814887030635747247
f(z) = -169/2*z^3 + 86/9*z + 1
*
-7/26 | 0.18342160021978312090667287117580083446 | 0.028148582781277572849528842605437371761
f(z) = -169/2*z^3 + 89/8*z + 1
*
11/26 | 0.099168468374254264165788318983051923083 | 0.015218773786622587084435046329240874666
f(z) = -169/3*z^3 + 85/12*z + 1
*
[ -6/13 ] 
f(z) = -169/3*z^3 + 91/6*z + 1
*
-5/26 | 0.072772655873512004305190855714720430696 | 0.011167971087453422563343048501255109638
f(z) = -169/3*z^3 + 97/12*z + 1
*
-3/13 | 0.15957264262901338370842164891159872628 | 0.025619709515967510411535198746189892920
f(z) = -169/4*z^3 + 83/12*z + 1
*
-1/13 | 0.12981349276483056694703399859478024603 | 0.025305274037321263918191538235048215152
f(z) = -169/4*z^3 + 89/4*z + 1
*
-3/26 | 0.19107267932487583917076805646515266167 | 0.029322746747232204635930769910057311994
f(z) = -169/4*z^3 + 89/16*z + 1
*
[ -3/13 ] 
f(z) = -169/4*z^3 + 91/12*z + 1
*
-3/13 | 0.12305489913320878333478779272208270555 | 0.019756712168005934521250012246653730059
f(z) = -169/4*z^3 + 95/12*z + 1
*
[ -2/13 ] 
f(z) = -169/5*z^3 + 83/10*z + 1
*
[ -4/13 ] 
f(z) = -169/6*z^3 + 83/12*z + 1
*
[ -1/13 ] 
f(z) = -169/6*z^3 + 85/6*z + 1
*
[ -1/13 ] 
f(z) = -169/7*z^3 + 99/7*z + 1
*
[ 2/3 ] 
f(z) = -169/8*z^3 + 80/9*z + 1
*
-2 | 0.10865424526202626387448516026389601138 | 0.016689697947269947510373301949528327906
f(z) = -169/8*z^3 + 84*z + 1
*
[ 2 ] 
f(z) = -169/8*z^3 + 85*z + 1
*
[ -8/13 ] 
f(z) = -169/8*z^3 + 85/8*z + 1
*
[ -2 ] 
f(z) = -169/8*z^3 + 86*z + 1
*
-6/13 | 0.19269611049138737879991997118222909482 | 0.029571884725123029742355662323245082569
f(z) = -169/9*z^3 + 83/12*z + 1
*
10/13 | 0.14852558231969390669795706753326617720 | 0.028952926865325284465006679822929685258
f(z) = -169/10*z^3 + 81/10*z + 1
*
[ 10/13 ] 
f(z) = -169/10*z^3 + 97/10*z + 1
*
-5/13 | 0.11199008520717013771426669358202286975 | 0.021830856987758190025641493833928963604
f(z) = -169/14*z^3 + 81/14*z + 1
*
-6/13 | 0.092464610890026977987656999435428250372 | 0.018024646494684944566004418319694537189
f(z) = -169/14*z^3 + 85/14*z + 1
*
[ -7/13 ] 
f(z) = -169/14*z^3 + 89/14*z + 1
*
[ -3/13 ] 
f(z) = -169/15*z^3 + 89/15*z + 1
*
-7/13 | 0.13660665442089928373215581545734374390 | 0.026629503234343643167911932991995007276
f(z) = -169/16*z^3 + 81/16*z + 1
*
12/13 | 0.17149780831593005597830587451069569373 | 0.027534318911381752955923325058059968056
f(z) = -169/16*z^3 + 89/12*z + 1
*
[ 12/13 ] 
f(z) = -169/18*z^3 + 95/12*z + 1
*
-4/13 | 0.081379883364211708215924220623070067905 | 0.015863838232804574624087972857854067228
f(z) = -169/18*z^3 + 97/18*z + 1
*
[ -1/7 ] 
f(z) = -168*z^3 + 80/7*z + 1
*
[ -1/12 ] 
f(z) = -168*z^3 + 85/6*z + 1
*
[ -1/8 ] 
f(z) = -168*z^3 + 93/8*z + 1
*
-1/12 | 0.16370884361108191326720585068732159674 | 0.023671976594651340198784524410079686104
f(z) = -168*z^3 + 97/6*z + 1
*
1/2 | 0.084239596188093118520926885316721404105 | 0.013537736229981544521974301470886116012
f(z) = -168/5*z^3 + 86/15*z + 1
*
[ -1/2 ] 
f(z) = -168/13*z^3 + 81/13*z + 1
*
[ -1/2 ] 
f(z) = -168/17*z^3 + 93/17*z + 1
*
[ -1/2 ] 
f(z) = -168/19*z^3 + 99/19*z + 1
*
-2 | 0.10843484570136831852325530459989452168 | 0.016686693991904446104114471686905372524
f(z) = -167/8*z^3 + 83*z + 1
*
[ 2 ] 
f(z) = -167/8*z^3 + 84*z + 1
*
[ -2 ] 
f(z) = -167/8*z^3 + 85*z + 1
*
[ 1/2 ] 
f(z) = -166*z^3 + 81/2*z + 1
*
[ -1/2 ] 
f(z) = -166*z^3 + 89/2*z + 1
*
[ -1/5 ] 
f(z) = -165/2*z^3 + 93/10*z + 1
*
-2 | 0.10821281439620054497407991388930679766 | 0.016683646600413214586159222771772137962
f(z) = -165/8*z^3 + 82*z + 1
*
[ 2 ] 
f(z) = -165/8*z^3 + 83*z + 1
*
[ -2 ] 
f(z) = -165/8*z^3 + 84*z + 1
*
-2/5 | 0.12546089977245465438310647464223796998 | 0.016055921322532578380003714823783084471
f(z) = -165/8*z^3 + 97/15*z + 1
*
[ -2/3 ] 
f(z) = -165/16*z^3 + 85/12*z + 1
*
[ -1/2 ] 
f(z) = -164/13*z^3 + 80/13*z + 1
*
[ -1/2 ] 
f(z) = -164/15*z^3 + 86/15*z + 1
*
[ -1/2 ] 
f(z) = -164/17*z^3 + 92/17*z + 1
*
[ -1/2 ] 
f(z) = -164/19*z^3 + 98/19*z + 1
*
-2 | 0.10798808741326273357266415844881700207 | 0.016680554627545505951848760809706439889
f(z) = -163/8*z^3 + 81*z + 1
*
[ 2 ] 
f(z) = -163/8*z^3 + 82*z + 1
*
[ -2 ] 
f(z) = -163/8*z^3 + 83*z + 1
*
[ -1/2 ] 
f(z) = -162*z^3 + 87/2*z + 1
*
[ 5/18 ] 
f(z) = -162*z^3 + 99/10*z + 1
*
-4/9 | 0.16680022891633437809301468318310470056 | 0.028854459371991725888077912030225013993
f(z) = -162/5*z^3 + 89/10*z + 1
*
-5/18 | 0.11678822176540597600254118166304531124 | 0.020202975870898600933238602698609340443
f(z) = -162/7*z^3 + 81/14*z + 1
*
[ 7/9 ] 
f(z) = -162/7*z^3 + 96/7*z + 1
*
[ -7/18 ] 
f(z) = -162/7*z^3 + 99/14*z + 1
*
[ -1/3 ] 
f(z) = -162/17*z^3 + 86/17*z + 1
*
[ -1/3 ] 
f(z) = -162/19*z^3 + 94/19*z + 1
*
-2 | 0.10776059845982312815601280458907299494 | 0.016677416884011289955713390855499947738
f(z) = -161/8*z^3 + 80*z + 1
*
[ 2 ] 
f(z) = -161/8*z^3 + 81*z + 1
*
[ -2 ] 
f(z) = -161/8*z^3 + 82*z + 1
*
-2/7 | 0.19190117131338085862980464165085351329 | 0.026987677154875974021215216495419089573
f(z) = -175/16*z^3 + 95/28*z + 1
*
[ 5/13 ] 
f(z) = -169/4*z^3 + 93/20*z + 1
*
-4/13 | 0.19419687668841686144499661567380348138 | 0.029802198065982604272518790206560575319
f(z) = -169/5*z^3 + 99/20*z + 1
*
-5/26 | 0.11847093723206174982330077586297259999 | 0.018181004744568532407625117032069461301
f(z) = -169/6*z^3 + 97/24*z + 1
*
-2/13 | 0.16387291702805255658034679300602382921 | 0.028142130419265634009868607717980896377
f(z) = -169/15*z^3 + 83/30*z + 1
*
10/13 | 0.19761867286898652015383537020059773975 | 0.029323163954563068731919347590940626385
f(z) = -169/16*z^3 + 91/20*z + 1
*
-2/7 | 0.19682235560118597867643317354652027876 | 0.028008189359954967927809133988594213297
f(z) = -161/16*z^3 + 93/28*z + 1
*
[ -1/9 ] 
f(z) = -180*z^3 + 110/9*z + 1
*
[ -2/15 ] 
f(z) = -180*z^3 + 117/10*z + 1
*
[ -1/2 ] 
f(z) = -180/19*z^3 + 102/19*z + 1
*
[ -2/3 ] 
f(z) = -179/8*z^3 + 112/9*z + 1
*
[ -1/2 ] 
f(z) = -178/3*z^3 + 107/6*z + 1
*
[ -1/2 ] 
f(z) = -178/5*z^3 + 119/10*z + 1
*
[ -1/3 ] 
f(z) = -177/4*z^3 + 107/12*z + 1
*
[ 2/3 ] 
f(z) = -177/4*z^3 + 115/6*z + 1
*
[ -1/3 ] 
f(z) = -177/5*z^3 + 119/15*z + 1
*
[ -1/6 ] 
f(z) = -176*z^3 + 107/9*z + 1
*
[ -3/4 ] 
f(z) = -176/3*z^3 + 106/3*z + 1
*
[ -1/8 ] 
f(z) = -176/3*z^3 + 119/12*z + 1
*
-3/4 | 0.14236796996826851187759090144649570309 | 0.027534747250913405488736905683217061107
f(z) = -176/15*z^3 + 104/15*z + 1
*
[ -1/2 ] 
f(z) = -176/19*z^3 + 101/19*z + 1
*
[ -1/4 ] 
f(z) = -176/19*z^3 + 106/19*z + 1
*
[ -3/10 ] 
f(z) = -175/3*z^3 + 115/12*z + 1
*
[ 4/5 ] 
f(z) = -175/4*z^3 + 111/4*z + 1
*
[ -2/7 ] 
f(z) = -175/4*z^3 + 113/14*z + 1
*
[ -6/5 ] 
f(z) = -175/8*z^3 + 100/3*z + 1
*
[ -2/3 ] 
f(z) = -175/8*z^3 + 110/9*z + 1
*
[ -2/5 ] 
f(z) = -175/9*z^3 + 119/18*z + 1
*
-1/5 | 0.12154775703028204322017361097925388446 | 0.023533938800942472274698736370623915696
f(z) = -175/12*z^3 + 103/12*z + 1
*
[ 4/5 ] 
f(z) = -175/12*z^3 + 109/12*z + 1
*
-1/5 | 0.065019383598164754766379579009967510043 | 0.012588979277445589413639118506439320255
f(z) = -175/12*z^3 + 115/12*z + 1
*
[ -1/5 ] 
f(z) = -175/16*z^3 + 103/16*z + 1
*
[ -1/5 ] 
f(z) = -175/17*z^3 + 109/17*z + 1
*
[ -1/5 ] 
f(z) = -175/18*z^3 + 115/18*z + 1
*
[ -1/2 ] 
f(z) = -174/5*z^3 + 117/10*z + 1
*
[ -1/3 ] 
f(z) = -174/5*z^3 + 118/15*z + 1
*
[ -2/3 ] 
f(z) = -173/8*z^3 + 109/9*z + 1
*
[ -1/6 ] 
f(z) = -172*z^3 + 106/9*z + 1
*
[ -1/4 ] 
f(z) = -172/3*z^3 + 103/12*z + 1
*
[ -1/2 ] 
f(z) = -172/19*z^3 + 100/19*z + 1
*
[ -1/9 ] 
f(z) = -171*z^3 + 109/9*z + 1
*
[ -2/3 ] 
f(z) = -171/10*z^3 + 101/10*z + 1
*
[ -2/3 ] 
f(z) = -171/14*z^3 + 111/14*z + 1
*
3/10 | 0.20921981356165486994939807931298370668 | 0.028127053776750959219329299054775485877
f(z) = -170*z^3 + 113/10*z + 1
*
[ -1/2 ] 
f(z) = -170/3*z^3 + 103/6*z + 1
*
-3/26 | 0.22034630489844450664187589678184584454 | 0.028936564277740411912788902500227279686
f(z) = -169*z^3 + 103/12*z + 1
*
[ -1/26 ] 
f(z) = -169*z^3 + 109/4*z + 1
*
-4/39 | 0.18203245806242268602493393202858765440 | 0.024843646107979385984042160313185892457
f(z) = -169*z^3 + 115/9*z + 1
*
[ 5/13 ] 
f(z) = -169*z^3 + 117/5*z + 1
*
-8/39 | 0.19454058636911060572432414042115360719 | 0.026550745580415188556529891310457947078
f(z) = -169*z^3 + 118/9*z + 1
*
[ 6/13 ] 
f(z) = -169/2*z^3 + 101/6*z + 1
*
-9/26 | 0.15259279198460392434688269236631806212 | 0.023417475541910694267783098270096650115
f(z) = -169/2*z^3 + 105/8*z + 1
*
-4/39 | 0.14440600488392655783020272074499724863 | 0.019708417495374159454271675329048930984
f(z) = -169/2*z^3 + 107/9*z + 1
*
[ 5/13 ] 
f(z) = -169/2*z^3 + 109/10*z + 1
*
[ 5/13 ] 
f(z) = -169/3*z^3 + 101/15*z + 1
*
[ -4/13 ] 
f(z) = -169/3*z^3 + 115/12*z + 1
*
6/13 | 0.19292868950022202840240778598416666218 | 0.026330755168817848755680364165918471208
f(z) = -169/4*z^3 + 113/18*z + 1
*
[ -3/13 ] 
f(z) = -169/5*z^3 + 107/15*z + 1
*
[ -2/13 ] 
f(z) = -169/7*z^3 + 113/14*z + 1
*
-1/13 | 0.13173274705495240247922513302253458307 | 0.025679405067343094696834456336121628454
f(z) = -169/8*z^3 + 105/8*z + 1
*
[ -2/3 ] 
f(z) = -169/8*z^3 + 107/9*z + 1
*
[ -1/13 ] 
f(z) = -169/8*z^3 + 113/8*z + 1
*
-4/13 | 0.086059071145462307727804586403000451867 | 0.014779047373165818105496745475445416226
f(z) = -169/9*z^3 + 113/18*z + 1
*
[ -3/26 ] 
f(z) = -169/9*z^3 + 119/12*z + 1
*
11/13 | 0.084458236337956361590494010662256371315 | 0.016463918886402979148475720433061173133
f(z) = -169/10*z^3 + 101/10*z + 1
*
[ 11/13 ] 
f(z) = -169/11*z^3 + 119/11*z + 1
*
[ -2/13 ] 
f(z) = -169/14*z^3 + 109/14*z + 1
*
[ 12/13 ] 
f(z) = -169/16*z^3 + 107/12*z + 1
*
-12/13 | 0.11504678074796716921409030325061657666 | 0.018470992614709109692986509656960231645
f(z) = -169/16*z^3 + 109/12*z + 1
*
[ -1/14 ] 
f(z) = -168*z^3 + 111/7*z + 1
*
[ -1/3 ] 
f(z) = -168/5*z^3 + 116/15*z + 1
*
[ -1/6 ] 
f(z) = -168/5*z^3 + 119/15*z + 1
*
[ -2/3 ] 
f(z) = -167/8*z^3 + 106/9*z + 1
*
[ -1/2 ] 
f(z) = -166/3*z^3 + 101/6*z + 1
*
[ -1/2 ] 
f(z) = -166/5*z^3 + 113/10*z + 1
*
[ 2/5 ] 
f(z) = -165/2*z^3 + 117/10*z + 1
*
[ -2/5 ] 
f(z) = -165/4*z^3 + 101/10*z + 1
*
[ -1/3 ] 
f(z) = -165/4*z^3 + 103/12*z + 1
*
[ 2/3 ] 
f(z) = -165/4*z^3 + 107/6*z + 1
*
2/3 | 0.22797073395443064419242800833229002303 | 0.029174668560889525593894461263736831244
f(z) = -165/8*z^3 + 103/15*z + 1
*
[ -1/6 ] 
f(z) = -164*z^3 + 104/9*z + 1
*
[ -1/4 ] 
f(z) = -164/3*z^3 + 101/12*z + 1
*
[ 3/4 ] 
f(z) = -164/9*z^3 + 119/12*z + 1
*
[ -2/3 ] 
f(z) = -163/8*z^3 + 104/9*z + 1
*
-4/27 | 0.090771725815986651033480383116683379341 | 0.012460392219028599907513727022033181591
f(z) = -162*z^3 + 104/9*z + 1
*
[ -1/12 ] 
f(z) = -162*z^3 + 113/8*z + 1
*
11/18 | 0.16524180822471602336283309835605726929 | 0.028584871093708676684916031785377665809
f(z) = -162/5*z^3 + 101/10*z + 1
*
-1/9 | 0.10861325032945333602528206824286818952 | 0.018788802864672056881183614365012388345
f(z) = -162/5*z^3 + 109/10*z + 1
*
[ -1/2 ] 
f(z) = -162/5*z^3 + 111/10*z + 1
*
[ -1/6 ] 
f(z) = -162/7*z^3 + 107/14*z + 1
*
[ -1/9 ] 
f(z) = -162/11*z^3 + 112/11*z + 1
*
[ -2/7 ] 
f(z) = -161/4*z^3 + 109/14*z + 1
*
[ -2/3 ] 
f(z) = -161/8*z^3 + 103/9*z + 1
*
-3/35 | 0.15617696034193172681091874644078813795 | 0.021963666797296036782699617164976351441
f(z) = -175/9*z^3 + 101/21*z + 1
*
[ -4/13 ] 
f(z) = -169/10*z^3 + 117/20*z + 1
*
[ 8/13 ] 
f(z) = -169/12*z^3 + 113/24*z + 1
*
-14/39 | 0.17696771234553499435573327985215933190 | 0.024152413612650923313744700248958372389
f(z) = -169/16*z^3 + 103/36*z + 1
*
[ 10/13 ] 
f(z) = -169/16*z^3 + 119/20*z + 1
*
8/13 | 0.15622963520868088991687134506429522346 | 0.026829538700677151167261014953094484701
f(z) = -169/17*z^3 + 111/34*z + 1
*
[ -2/5 ] 
f(z) = -165/16*z^3 + 103/20*z + 1
*
[ 4/9 ] 
f(z) = -162/5*z^3 + 103/20*z + 1
*
[ 11/18 ] 
f(z) = -162/11*z^3 + 107/22*z + 1
*
-4/7 | 0.17019209821450583699337710816887890846 | 0.024218653921705276406922707384982461321
f(z) = -161/16*z^3 + 113/28*z + 1
*
3/5 | 0.18606031023452816233585929521594199467 | 0.029705968299314479405670360216419371578
f(z) = -175/16*z^3 + 109/48*z + 1
*
[ 1/2 ] 
f(z) = -163/11*z^3 + 119/44*z + 1
*
[ 1/2 ] 
f(z) = -161/11*z^3 + 117/44*z + 1
*
[ -1/6 ] 
f(z) = -180/17*z^3 + 124/17*z + 1
*
[ -1/6 ] 
f(z) = -180/19*z^3 + 138/19*z + 1
*
[ -1/4 ] 
f(z) = -178*z^3 + 129/8*z + 1
*
[ -1/2 ] 
f(z) = -178/7*z^3 + 131/14*z + 1
*
[ -2/3 ] 
f(z) = -177/4*z^3 + 133/6*z + 1
*
0 | 0.13536284557609524045354803727164216800 | 0.026151261568854647743598002695053484132
f(z) = -177/19*z^3 + 139/19*z + 1
*
[ -1/12 ] 
f(z) = -176*z^3 + 128/9*z + 1
*
-5/44 | 0.15924787485128172026204719891533512112 | 0.021041212288083960317381228882828867108
f(z) = -176*z^3 + 135/11*z + 1
*
[ 3/2 ] 
f(z) = -176/9*z^3 + 133/3*z + 1
*
[ -3/2 ] 
f(z) = -176/9*z^3 + 137/3*z + 1
*
[ -3/4 ] 
f(z) = -176/15*z^3 + 134/15*z + 1
*
0 | 0.13525945821508601520039381936685821717 | 0.026159922039191607161073506338904440587
f(z) = -176/19*z^3 + 138/19*z + 1
*
[ 1/3 ] 
f(z) = -175/2*z^3 + 139/18*z + 1
*
[ -1/10 ] 
f(z) = -175/3*z^3 + 139/12*z + 1
*
[ -4/5 ] 
f(z) = -175/4*z^3 + 121/4*z + 1
*
-2/5 | 0.13717521716752152661700682975262816625 | 0.019291390715492396003640093422541337804
f(z) = -175/4*z^3 + 135/14*z + 1
*
[ -2/35 ] 
f(z) = -175/8*z^3 + 130/7*z + 1
*
-6/5 | 0.16114237091498365119349519609709517692 | 0.029184734495480848473840322082328031949
f(z) = -175/12*z^3 + 125/6*z + 1
*
[ 6/5 ] 
f(z) = -175/12*z^3 + 127/6*z + 1
*
-4/5 | 0.089314151933339075315285693564410494955 | 0.017292904756223638917694028711142259971
f(z) = -175/12*z^3 + 127/12*z + 1
*
[ -6/5 ] 
f(z) = -175/12*z^3 + 137/6*z + 1
*
[ -4/5 ] 
f(z) = -175/12*z^3 + 139/12*z + 1
*
0 | 0.10874259387765743431888407365447799597 | 0.021054617640825365333976921488323210562
f(z) = -175/18*z^3 + 139/18*z + 1
*
[ -1/5 ] 
f(z) = -175/19*z^3 + 121/19*z + 1
*
0 | 0.13515549034263090553189759578877109058 | 0.026168652684741905953759684076901805576
f(z) = -175/19*z^3 + 137/19*z + 1
*
[ -1/4 ] 
f(z) = -174*z^3 + 127/8*z + 1
*
[ -1/2 ] 
f(z) = -174/7*z^3 + 129/14*z + 1
*
0 | 0.13505093540211297623313420487160275938 | 0.026177454508517209898978262578451125425
f(z) = -174/19*z^3 + 136/19*z + 1
*
[ 1/3 ] 
f(z) = -173/2*z^3 + 137/18*z + 1
*
0 | 0.13491669430201996313488056865749076254 | 0.026180683128055836977230687875592084981
f(z) = -173/17*z^3 + 139/17*z + 1
*
0 | 0.10853272772702002562431426656454659325 | 0.021060855132455828063309354745701641550
f(z) = -173/18*z^3 + 137/18*z + 1
*
0 | 0.13494578672519051994299535823402161638 | 0.026186328534033177572460428117316436080
f(z) = -173/19*z^3 + 135/19*z + 1
*
[ 3/4 ] 
f(z) = -172/9*z^3 + 125/12*z + 1
*
[ 3/2 ] 
f(z) = -172/9*z^3 + 130/3*z + 1
*
[ -3/2 ] 
f(z) = -172/9*z^3 + 134/3*z + 1
*
0 | 0.13481077960446411484769500360533822793 | 0.026189591890134184118331549854878441780
f(z) = -172/17*z^3 + 138/17*z + 1
*
0 | 0.13484003752924387919379458480274972295 | 0.026195275805855037190610637996094735884
f(z) = -172/19*z^3 + 134/19*z + 1
*
[ -1/6 ] 
f(z) = -171/4*z^3 + 131/16*z + 1
*
[ -2/9 ] 
f(z) = -171/4*z^3 + 137/18*z + 1
*
0 | 0.10901739853920755242446544606374766736 | 0.021202748359785869712984725808766705658
f(z) = -171/16*z^3 + 139/16*z + 1
*
0 | 0.13470425559419829645466685979514629112 | 0.026198574471843432520593064094427790345
f(z) = -171/17*z^3 + 137/17*z + 1
*
[ -1/4 ] 
f(z) = -170*z^3 + 125/8*z + 1
*
[ -1/10 ] 
f(z) = -170*z^3 + 127/10*z + 1
*
[ -1/5 ] 
f(z) = -170/3*z^3 + 124/15*z + 1
*
[ -1/2 ] 
f(z) = -170/7*z^3 + 127/14*z + 1
*
[ -1/2 ] 
f(z) = -170/9*z^3 + 139/18*z + 1
*
0 | 0.13462670986257453118758962585111432264 | 0.026213394375324663805306844391237821925
f(z) = -170/19*z^3 + 132/19*z + 1
*
[ -6/13 ] 
f(z) = -169/2*z^3 + 127/6*z + 1
*
[ -3/26 ] 
f(z) = -169/3*z^3 + 125/12*z + 1
*
-3/26 | 0.17465690935024260145883537146772953517 | 0.026803519679669327926121660725060586292
f(z) = -169/3*z^3 + 133/12*z + 1
*
[ 8/13 ] 
f(z) = -169/4*z^3 + 123/8*z + 1
*
-14/39 | 0.16148495498798454508930330389410108016 | 0.022039339116701450194415590633598073474
f(z) = -169/4*z^3 + 125/18*z + 1
*
-7/26 | 0.090653582523412042672722201706880817713 | 0.013912046721989169651819738211738093236
f(z) = -169/4*z^3 + 129/16*z + 1
*
[ -1/13 ] 
f(z) = -169/9*z^3 + 127/9*z + 1
*
[ -10/13 ] 
f(z) = -169/10*z^3 + 123/10*z + 1
*
-10/13 | 0.091154525902185009481271657425466058673 | 0.017769264261887466385221268052553552446
f(z) = -169/15*z^3 + 121/15*z + 1
*
0 | 0.11411484072218668901181952379818166354 | 0.022245047527005203899213312053207536595
f(z) = -169/15*z^3 + 139/15*z + 1
*
[ -12/13 ] 
f(z) = -169/16*z^3 + 133/12*z + 1
*
0 | 0.10880232333278080565117079481925812443 | 0.021209448641991828272134738021404261013
f(z) = -169/16*z^3 + 137/16*z + 1
*
0 | 0.13448935130502027528248161558867346667 | 0.026216765433162560992169743461906425935
f(z) = -169/17*z^3 + 135/17*z + 1
*
[ -12/13 ] 
f(z) = -169/18*z^3 + 121/12*z + 1
*
-2/13 | 0.13846580528113416237189935693573598077 | 0.026991917964838523503306196048303728536
f(z) = -169/18*z^3 + 121/18*z + 1
*
[ -9/13 ] 
f(z) = -169/18*z^3 + 125/18*z + 1
*
-9/13 | 0.090464412251562282278498410333199313309 | 0.017634736527720871644906205299783014779
f(z) = -169/18*z^3 + 127/18*z + 1
*
0 | 0.10810572188293503279675983685294048804 | 0.021073656204644218984076846863248481140
f(z) = -169/18*z^3 + 133/18*z + 1
*
[ -2/13 ] 
f(z) = -169/18*z^3 + 139/18*z + 1
*
0 | 0.13451911723120174606247538155877183406 | 0.026222567872515774838518855748749665766
f(z) = -169/19*z^3 + 131/19*z + 1
*
0 | 0.13438095655010128930179534659286368636 | 0.026225976039306858367671797351257785011
f(z) = -168/17*z^3 + 134/17*z + 1
*
0 | 0.13441089575386132267455943856783202137 | 0.026231819016322383780703874177075208889
f(z) = -168/19*z^3 + 130/19*z + 1
*
[ 1/3 ] 
f(z) = -167/2*z^3 + 131/18*z + 1
*
0 | 0.12139120544411462810509896342743474681 | 0.023718513521764652039460904046790889086
f(z) = -167/14*z^3 + 139/14*z + 1
*
0 | 0.11389809627454601159974777240817350742 | 0.022254441964782773999123551228716885079
f(z) = -167/15*z^3 + 137/15*z + 1
*
0 | 0.10858472062399050103964528859701900255 | 0.021216266491091356095312733887310262267
f(z) = -167/16*z^3 + 135/16*z + 1
*
0 | 0.13427192352460505928469580958481441090 | 0.026235264919400293061398325042222756565
f(z) = -167/17*z^3 + 133/17*z + 1
*
0 | 0.10788846860618735647190760797389896546 | 0.021080226463822474123561413157799975906
f(z) = -167/18*z^3 + 131/18*z + 1
*
0 | 0.13430203803558732034352489515181591834 | 0.026241148965392924060814294114932413137
f(z) = -167/19*z^3 + 129/19*z + 1
*
[ -1/4 ] 
f(z) = -166*z^3 + 123/8*z + 1
*
[ -1/2 ] 
f(z) = -166/7*z^3 + 125/14*z + 1
*
[ -1/2 ] 
f(z) = -166/9*z^3 + 137/18*z + 1
*
0 | 0.11378823917179549953031188388929371690 | 0.022259098394360086180141307947892673218
f(z) = -166/15*z^3 + 136/15*z + 1
*
0 | 0.13416224466645711418180960977900845711 | 0.026244633246588610160034199912015471368
f(z) = -166/17*z^3 + 132/17*z + 1
*
0 | 0.13419253655018343929330503235198812278 | 0.026250558903100411740802313658518090095
f(z) = -166/19*z^3 + 128/19*z + 1
*
[ -1/6 ] 
f(z) = -165*z^3 + 139/12*z + 1
*
[ -2/3 ] 
f(z) = -165/4*z^3 + 125/6*z + 1
*
[ -2/15 ] 
f(z) = -165/8*z^3 + 133/15*z + 1
*
0 | 0.13399074072062126568479721804380424568 | 0.026242101762646092728885403716129288419
f(z) = -165/13*z^3 + 139/13*z + 1
*
0 | 0.12117065562213992022094717410839417795 | 0.023731286642505824428920461897449664306
f(z) = -165/14*z^3 + 137/14*z + 1
*
0 | 0.10836453029535886032446924901247045219 | 0.021223205545235882883693985259446367070
f(z) = -165/16*z^3 + 133/16*z + 1
*
0 | 0.13405191227837787247671409623877036423 | 0.026254082219168648590710021777986916051
f(z) = -165/17*z^3 + 131/17*z + 1
*
0 | 0.13408238363709909166319511919329632080 | 0.026260050038229188073355367853004292100
f(z) = -165/19*z^3 + 127/19*z + 1
*
[ 3/2 ] 
f(z) = -164/9*z^3 + 124/3*z + 1
*
[ -3/2 ] 
f(z) = -164/9*z^3 + 128/3*z + 1
*
0 | 0.13387938101840599133170195372576286850 | 0.026251546567568466250977792138568799079
f(z) = -164/13*z^3 + 138/13*z + 1
*
0 | 0.11356551653334456582826675321858310662 | 0.022268331561341702975394605638255207424
f(z) = -164/15*z^3 + 134/15*z + 1
*
0 | 0.13394091852463981252235617204910935623 | 0.026263613061290356823458290135742296875
f(z) = -164/17*z^3 + 130/17*z + 1
*
0 | 0.13397157149821194851554446159846783382 | 0.026269623605685185953358263430830857890
f(z) = -164/19*z^3 + 126/19*z + 1
*
[ 1/3 ] 
f(z) = -163/2*z^3 + 127/18*z + 1
*
0 | 0.087737369463958848406045514584140939482 | 0.017224513571565162271584597889262004488
f(z) = -163/12*z^3 + 139/12*z + 1
*
0 | 0.13376734756754627591850376507399296663 | 0.026261073333819909563028995821353649800
f(z) = -163/13*z^3 + 137/13*z + 1
*
0 | 0.12094744723649851750574493688705257673 | 0.023744283183997229425095209446578517861
f(z) = -163/14*z^3 + 135/14*z + 1
*
0 | 0.11345366872396524925776039001388990363 | 0.022273112000269691559184264504979519416
f(z) = -163/15*z^3 + 133/15*z + 1
*
0 | 0.10814169005849994045353951535121109251 | 0.021230269603988856500068982207344195509
f(z) = -163/16*z^3 + 131/16*z + 1
*
0 | 0.13382925542772682441275829731594222505 | 0.026273227023682978104366790862283944458
f(z) = -163/17*z^3 + 129/17*z + 1
*
0 | 0.10744616208256055116535183177280724575 | 0.021093724239862199949160946698614040848
f(z) = -163/18*z^3 + 127/18*z + 1
*
0 | 0.13386009219451358229569234597738882810 | 0.026279280867230679730956850376089221573
f(z) = -163/19*z^3 + 125/19*z + 1
*
[ -1/4 ] 
f(z) = -162*z^3 + 121/8*z + 1
*
[ 4/9 ] 
f(z) = -162*z^3 + 123/4*z + 1
*
[ 2/3 ] 
f(z) = -162/5*z^3 + 139/10*z + 1
*
[ -1/2 ] 
f(z) = -162/7*z^3 + 123/14*z + 1
*
[ 2/3 ] 
f(z) = -162/7*z^3 + 137/14*z + 1
*
[ -1/9 ] 
f(z) = -162/13*z^3 + 132/13*z + 1
*
0 | 0.13365463216524839557476034762777513363 | 0.026270683316533898543402545576198270091
f(z) = -162/13*z^3 + 136/13*z + 1
*
0 | 0.13374793764269468075898778040232958940 | 0.026289023112244523314847893164160319330
f(z) = -162/19*z^3 + 124/19*z + 1
*
[ 1/3 ] 
f(z) = -161/2*z^3 + 125/18*z + 1
*
[ -1/7 ] 
f(z) = -161/2*z^3 + 135/14*z + 1
*
0 | 0.13350977424594535729131001220420179148 | 0.026274188129161726230712777591080872735
f(z) = -161/11*z^3 + 139/11*z + 1
*
0 | 0.087511058593373013250048159958165755375 | 0.017221825367098213373770298007266499990
f(z) = -161/12*z^3 + 137/12*z + 1
*
0 | 0.13354122645798949569828691207064939122 | 0.026280377798352565085729272749287839626
f(z) = -161/13*z^3 + 135/13*z + 1
*
0 | 0.11322895930846030140433526362095331030 | 0.022283005085899419961915480262344856860
f(z) = -161/15*z^3 + 131/15*z + 1
*
0 | 0.10791613534831006457715431075939521979 | 0.021237462637681666005530043251432275524
f(z) = -161/16*z^3 + 129/16*z + 1
*
0 | 0.13360388856461141146525204041131451784 | 0.026292709449628679846157596942337461374
f(z) = -161/17*z^3 + 127/17*z + 1
*
0 | 0.10722098259437857481450546400301123747 | 0.021100659363625830207924298167519568957
f(z) = -161/18*z^3 + 125/18*z + 1
*
0 | 0.13363509961162615793980852058680096208 | 0.026298851658508929411984260161340677725
f(z) = -161/19*z^3 + 123/19*z + 1
*
-1/3 | 0.16922752822542918805325703346686935414 | 0.026969553212144713752740920877245211061
f(z) = -177/8*z^3 + 131/24*z + 1
*
-1/10 | 0.089414099739841370089264172729498035704 | 0.013648756413738734937729951427055078152
f(z) = -175/6*z^3 + 127/24*z + 1
*
-12/35 | 0.14583960379619213484197371252555818135 | 0.020509891194042013120734164282293186013
f(z) = -175/9*z^3 + 125/21*z + 1
*
[ 1/2 ] 
f(z) = -175/9*z^3 + 139/36*z + 1
*
[ -2/5 ] 
f(z) = -175/11*z^3 + 133/22*z + 1
*
-2/35 | 0.13029126882633134008236973062843143299 | 0.018323278983232580516037228625351088029
f(z) = -175/16*z^3 + 127/28*z + 1
*
-2/5 | 0.20072456509522950659009201585126405313 | 0.028228539319317946236389580752006691688
f(z) = -175/16*z^3 + 135/28*z + 1
*
[ -3/10 ] 
f(z) = -175/18*z^3 + 125/24*z + 1
*
[ 1/2 ] 
f(z) = -173/9*z^3 + 137/36*z + 1
*
[ 1/2 ] 
f(z) = -171/8*z^3 + 139/32*z + 1
*
[ 2/3 ] 
f(z) = -171/13*z^3 + 139/26*z + 1
*
-4/9 | 0.18351775257269343848078764172106129524 | 0.025006206556891286421438478894520692033
f(z) = -171/16*z^3 + 121/36*z + 1
*
[ 2/3 ] 
f(z) = -171/17*z^3 + 135/34*z + 1
*
[ -3/13 ] 
f(z) = -169/7*z^3 + 139/21*z + 1
*
[ 1/2 ] 
f(z) = -169/8*z^3 + 137/32*z + 1
*
-4/13 | 0.12633531132887728830364428283102609385 | 0.021695743704660915542235732725188236564
f(z) = -169/10*z^3 + 127/20*z + 1
*
-4/13 | 0.10187294958126357114523937593277382864 | 0.017494787334629664684077065160419389194
f(z) = -169/15*z^3 + 137/30*z + 1
*
-14/39 | 0.16664918647321790051713918645974804798 | 0.022744149351120336668639867640838378673
f(z) = -169/16*z^3 + 139/36*z + 1
*
-15/26 | 0.15204095339067595493432274104588098686 | 0.023332788273211302079753651896569086645
f(z) = -169/18*z^3 + 131/24*z + 1
*
[ -1/4 ] 
f(z) = -168/11*z^3 + 131/22*z + 1
*
[ 1/2 ] 
f(z) = -167/7*z^3 + 139/28*z + 1
*
[ 1/2 ] 
f(z) = -167/8*z^3 + 135/32*z + 1
*
[ 1/2 ] 
f(z) = -167/9*z^3 + 131/36*z + 1
*
[ 1/2 ] 
f(z) = -165/7*z^3 + 137/28*z + 1
*
[ -1/3 ] 
f(z) = -165/7*z^3 + 139/21*z + 1
*
-1/3 | 0.15543889221767450153763736722444035953 | 0.025052372492269733546384349510032577573
f(z) = -165/8*z^3 + 127/24*z + 1
*
[ 1/2 ] 
f(z) = -165/8*z^3 + 133/32*z + 1
*
[ 4/5 ] 
f(z) = -165/16*z^3 + 127/20*z + 1
*
[ 1/2 ] 
f(z) = -163/6*z^3 + 139/24*z + 1
*
[ 1/2 ] 
f(z) = -163/7*z^3 + 135/28*z + 1
*
[ 1/2 ] 
f(z) = -163/8*z^3 + 131/32*z + 1
*
[ 1/2 ] 
f(z) = -163/9*z^3 + 127/36*z + 1
*
[ -2/9 ] 
f(z) = -162/11*z^3 + 137/22*z + 1
*
[ 2/3 ] 
f(z) = -162/17*z^3 + 127/34*z + 1
*
[ 2/3 ] 
f(z) = -162/19*z^3 + 125/38*z + 1
*
[ 1/2 ] 
f(z) = -161/6*z^3 + 137/24*z + 1
*
[ 1/2 ] 
f(z) = -161/8*z^3 + 129/32*z + 1
*
[ 1/2 ] 
f(z) = -161/9*z^3 + 125/36*z + 1
*
[ -3/7 ] 
f(z) = -161/9*z^3 + 139/21*z + 1
*
[ 1/2 ] 
f(z) = -179/10*z^3 + 139/40*z + 1
*
[ 1/2 ] 
f(z) = -179/11*z^3 + 135/44*z + 1
*
[ 1/2 ] 
f(z) = -179/12*z^3 + 131/48*z + 1
*
[ 1/2 ] 
f(z) = -177/10*z^3 + 137/40*z + 1
*
[ 1/2 ] 
f(z) = -177/11*z^3 + 133/44*z + 1
*
[ 1/2 ] 
f(z) = -175/11*z^3 + 131/44*z + 1
*
[ 1/2 ] 
f(z) = -175/12*z^3 + 127/48*z + 1
*
[ 1/2 ] 
f(z) = -173/10*z^3 + 133/40*z + 1
*
[ 1/2 ] 
f(z) = -173/11*z^3 + 129/44*z + 1
*
[ 1/2 ] 
f(z) = -173/12*z^3 + 125/48*z + 1
*
[ 1/2 ] 
f(z) = -171/10*z^3 + 131/40*z + 1
*
[ 1/2 ] 
f(z) = -171/11*z^3 + 127/44*z + 1
*
[ 1/2 ] 
f(z) = -169/11*z^3 + 125/44*z + 1
*
-5/26 | 0.11757951541999202745112775104567111684 | 0.018044203731819682293439150844514697939
f(z) = -169/14*z^3 + 137/56*z + 1
*
[ 1/2 ] 
f(z) = -167/10*z^3 + 127/40*z + 1
*
[ 1/2 ] 
f(z) = -167/11*z^3 + 123/44*z + 1
*
-4/11 | 0.22338836433069145901396358149732584344 | 0.029769870106713452623808782192184026758
f(z) = -165/16*z^3 + 137/44*z + 1
*
[ 1/2 ] 
f(z) = -163/10*z^3 + 123/40*z + 1
*
[ 1/2 ] 
f(z) = -161/10*z^3 + 121/40*z + 1
*
[ -1/30 ] 
f(z) = -180*z^3 + 156/5*z + 1
*
[ 2/3 ] 
f(z) = -180*z^3 + 159/2*z + 1
*
[ 2/3 ] 
f(z) = -180/7*z^3 + 153/14*z + 1
*
0 | 0.13555726388756268070890299132702161615 | 0.026104061285301181443688662640622879079
f(z) = -180/11*z^3 + 158/11*z + 1
*
0 | 0.13558544227568197832571830899983661798 | 0.026109487555714822006596264741400739972
f(z) = -180/13*z^3 + 154/13*z + 1
*
0 | 0.13564160418214508960595207270262560118 | 0.026120302570758415839197226807902762495
f(z) = -180/17*z^3 + 146/17*z + 1
*
0 | 0.13566958853239522011998114194723826653 | 0.026125691475587334888473338672870229396
f(z) = -180/19*z^3 + 142/19*z + 1
*
[ 1/3 ] 
f(z) = -179/2*z^3 + 143/18*z + 1
*
0 | 0.12260536479973183431184811531733825025 | 0.023635289409490980911282002503261244672
f(z) = -179/10*z^3 + 159/10*z + 1
*
0 | 0.13545496317650626318698119803848638894 | 0.026112374950787404077618733812633350612
f(z) = -179/11*z^3 + 157/11*z + 1
*
0 | 0.089453652701505619983663124473473414961 | 0.017244457237166545472539969213508578373
f(z) = -179/12*z^3 + 155/12*z + 1
*
0 | 0.13548329678495687476040792776651378729 | 0.026117836971448892037307199153154710488
f(z) = -179/13*z^3 + 153/13*z + 1
*
0 | 0.12266203212392104670844740443243993175 | 0.023646213471496434144944010448520985165
f(z) = -179/14*z^3 + 151/14*z + 1
*
0 | 0.11516792618758514259754828092957137523 | 0.022201534741817625677940106633270956862
f(z) = -179/15*z^3 + 149/15*z + 1
*
0 | 0.10985355613855238791890025402384472059 | 0.021177055312689948046079920164279750628
f(z) = -179/16*z^3 + 147/16*z + 1
*
0 | 0.13553976699713799991868684531117426332 | 0.026128723035122340487485999003820060947
f(z) = -179/17*z^3 + 145/17*z + 1
*
0 | 0.10915532238137896821743408103715284542 | 0.021042453071154868664337496744821055942
f(z) = -179/18*z^3 + 143/18*z + 1
*
0 | 0.13556790444644493325208676391158556506 | 0.026134147241140572614157323814789136368
f(z) = -179/19*z^3 + 141/19*z + 1
*
[ -1/2 ] 
f(z) = -178/9*z^3 + 143/18*z + 1
*
0 | 0.13535209416956471630084432061403287119 | 0.026120754148817202518298200408281807958
f(z) = -178/11*z^3 + 156/11*z + 1
*
0 | 0.13538058471801655991183841432143661413 | 0.026126252361580303683476530672377721242
f(z) = -178/13*z^3 + 152/13*z + 1
*
0 | 0.11506537033489425111345058610489565385 | 0.022205746191078992957292148286431625424
f(z) = -178/15*z^3 + 148/15*z + 1
*
0 | 0.13543736663997686850625910295671308265 | 0.026137210349579842554388451423056945988
f(z) = -178/17*z^3 + 144/17*z + 1
*
0 | 0.13546565887303300758759254230226860608 | 0.026142670290695010190756858001059447500
f(z) = -178/19*z^3 + 140/19*z + 1
*
[ -1/6 ] 
f(z) = -177*z^3 + 143/12*z + 1
*
0 | 0.12239889377295269116480231754295163029 | 0.023646706547665905472141450971667186986
f(z) = -177/10*z^3 + 157/10*z + 1
*
0 | 0.13524865051727021172847194480824450844 | 0.026129199792297761804819443093347118374
f(z) = -177/11*z^3 + 155/11*z + 1
*
0 | 0.13527729975413282507137925936949353373 | 0.026134734647033961171388092449185716509
f(z) = -177/13*z^3 + 151/13*z + 1
*
0 | 0.12245619235756887582927500052354094762 | 0.023657776278561748987181874297198855256
f(z) = -177/14*z^3 + 149/14*z + 1
*
0 | 0.10964802981059312866760339679718796122 | 0.021183318774681366391001499428158936843
f(z) = -177/16*z^3 + 145/16*z + 1
*
0 | 0.13533439684663113013745129651878294175 | 0.026145765450903290828823126794166432702
f(z) = -177/17*z^3 + 143/17*z + 1
*
[ -1/11 ] 
f(z) = -176*z^3 + 148/11*z + 1
*
[ 1/3 ] 
f(z) = -176*z^3 + 158/9*z + 1
*
1/2 | 0.16221421685739872724753998520518178743 | 0.024739926843043155296106007760983898615
f(z) = -176/3*z^3 + 149/12*z + 1
*
0 | 0.12155263291053126372587787893806980373 | 0.023508946749894031055936616947831407355
f(z) = -176/9*z^3 + 158/9*z + 1
*
0 | 0.13517343546620715762997366299112898265 | 0.026143284767137112999768567191315237846
f(z) = -176/13*z^3 + 150/13*z + 1
*
0 | 0.11485853874971043810271376782603278099 | 0.022214272176441177445193503536490343402
f(z) = -176/15*z^3 + 146/15*z + 1
*
0 | 0.13523085124796624527543549271989658684 | 0.026154389294646372602060803276654983936
f(z) = -176/17*z^3 + 142/17*z + 1
*
3/10 | 0.19602645761142708547835964045267375116 | 0.025625403170293401085019602081513531164
f(z) = -175*z^3 + 145/12*z + 1
*
[ -1/15 ] 
f(z) = -175*z^3 + 151/9*z + 1
*
[ 1/3 ] 
f(z) = -175*z^3 + 157/9*z + 1
*
-2/35 | 0.12622634598955705640180734905697016031 | 0.017751615848361982516970650039036237502
f(z) = -175/2*z^3 + 151/14*z + 1
*
[ 1/2 ] 
f(z) = -175/4*z^3 + 159/16*z + 1
*
0 | 0.10647185006487370932655834266268616599 | 0.020614958800314164566352513713040092539
f(z) = -175/8*z^3 + 159/8*z + 1
*
0 | 0.12144785744420882775948103816989354553 | 0.023514596356438944259608823565126436814
f(z) = -175/9*z^3 + 157/9*z + 1
*
0 | 0.13504001334126073616832445009032072020 | 0.026146294158763636737569139565772515394
f(z) = -175/11*z^3 + 153/11*z + 1
*
0 | 0.089040056040909010601602570996524145744 | 0.017239834620536710676899669721726365644
f(z) = -175/12*z^3 + 151/12*z + 1
*
0 | 0.13506898531837036427081653494027081815 | 0.026151903680098287332334763319681316942
f(z) = -175/13*z^3 + 149/13*z + 1
*
0 | 0.10944019665307474329895265251620452871 | 0.021189686698660372509182468401703947648
f(z) = -175/16*z^3 + 143/16*z + 1
*
0 | 0.13512672336737888057106212827475434395 | 0.026163082855634317269295426246066903325
f(z) = -175/17*z^3 + 141/17*z + 1
*
0 | 0.13493480657379555074021785413638113771 | 0.026154944800521812715479371374000623721
f(z) = -174/11*z^3 + 152/11*z + 1
*
0 | 0.13496394266351409694532891847511176001 | 0.026160592363501605198396594060531894318
f(z) = -174/13*z^3 + 148/13*z + 1
*
0 | 0.13502200661836519716816700992605361953 | 0.026171847128469900947042168396868651633
f(z) = -174/17*z^3 + 140/17*z + 1
*
[ 1/3 ] 
f(z) = -173*z^3 + 155/9*z + 1
*
[ 1/2 ] 
f(z) = -173/4*z^3 + 157/16*z + 1
*
0 | 0.13477018156841761436124589444328088103 | 0.026152252225027026830559095390359147014
f(z) = -173/7*z^3 + 159/7*z + 1
*
0 | 0.10340787974797267395573617370835034351 | 0.020066374636820921009238421593487573346
f(z) = -173/8*z^3 + 157/8*z + 1
*
0 | 0.12123651109584645701866363536224985254 | 0.023526033579254838649842563678732315371
f(z) = -173/9*z^3 + 155/9*z + 1
*
0 | 0.12197891434270184507843231157678226218 | 0.023670097471864381537474153242277209351
f(z) = -173/10*z^3 + 153/10*z + 1
*
0 | 0.13482899866843143768465848566634516443 | 0.026163665726268955956059219291192560134
f(z) = -173/11*z^3 + 151/11*z + 1
*
0 | 0.088829206612235697766404952180552383928 | 0.017237372460560844532541399700317145688
f(z) = -173/12*z^3 + 149/12*z + 1
*
0 | 0.13485830074075195002458295692628015511 | 0.026169351814817059551835450387938513790
f(z) = -173/13*z^3 + 147/13*z + 1
*
0 | 0.12203751860593855094222538402731036270 | 0.023681469671974167333926428719562068494
f(z) = -173/14*z^3 + 145/14*z + 1
*
0 | 0.11454389406615824415152301815113601432 | 0.022227326353598524711404386993446207668
f(z) = -173/15*z^3 + 143/15*z + 1
*
0 | 0.10923000428957315125080235377898461595 | 0.021196162158997391284096803298407533020
f(z) = -173/16*z^3 + 141/16*z + 1
*
[ 1/3 ] 
f(z) = -172*z^3 + 154/9*z + 1
*
0 | 0.13466342740640461190575912702914826100 | 0.026160965886022233900514179787537455901
f(z) = -172/7*z^3 + 158/7*z + 1
*
0 | 0.12112992644789071655175008379307404923 | 0.023531822519385387278717780695581041801
f(z) = -172/9*z^3 + 154/9*z + 1
*
[ -3/4 ] 
f(z) = -172/9*z^3 + 157/12*z + 1
*
0 | 0.13472258271574458045028383874933555868 | 0.026172457944849383634459691695183237819
f(z) = -172/11*z^3 + 150/11*z + 1
*
0 | 0.13475205267280770334033032028625705217 | 0.026178183051927374364541701963318800989
f(z) = -172/13*z^3 + 146/13*z + 1
*
0 | 0.11443677946415788762303262456311636094 | 0.022231549733492820528694957842555621580
f(z) = -172/15*z^3 + 142/15*z + 1
*
[ 2/3 ] 
f(z) = -171*z^3 + 151/2*z + 1
*
[ -2/3 ] 
f(z) = -171*z^3 + 157/2*z + 1
*
[ 1/2 ] 
f(z) = -171/4*z^3 + 155/16*z + 1
*
[ 2/3 ] 
f(z) = -171/5*z^3 + 147/10*z + 1
*
[ 2/3 ] 
f(z) = -171/7*z^3 + 145/14*z + 1
*
0 | 0.13455605425559596250057599392792459492 | 0.026169750855328325502271371988506728286
f(z) = -171/7*z^3 + 157/7*z + 1
*
[ 4/3 ] 
f(z) = -171/8*z^3 + 153/4*z + 1
*
0 | 0.10604638067150468483074963674206464327 | 0.020624916334206245296467685948389578529
f(z) = -171/8*z^3 + 155/8*z + 1
*
[ -4/3 ] 
f(z) = -171/8*z^3 + 159/4*z + 1
*
0 | 0.12176529789640300999363504952444398419 | 0.023682081987337830858397480270805157345
f(z) = -171/10*z^3 + 151/10*z + 1
*
0 | 0.13461555168649302259422883644078362127 | 0.026181322485841141479233038503489195142
f(z) = -171/11*z^3 + 149/11*z + 1
*
0 | 0.13464519146332818782530072851181966121 | 0.026187087113672085380096977506025164030
f(z) = -171/13*z^3 + 145/13*z + 1
*
0 | 0.12182457757279010512170258250861287025 | 0.023693611266866851022514940469835561969
f(z) = -171/14*z^3 + 143/14*z + 1
*
[ 1/3 ] 
f(z) = -170*z^3 + 152/9*z + 1
*
0 | 0.13444805489586445981869907294041719336 | 0.026178608164592320192389668808063470464
f(z) = -170/7*z^3 + 156/7*z + 1
*
[ -3/5 ] 
f(z) = -170/9*z^3 + 142/15*z + 1
*
0 | 0.12091489888939354824284602411738893186 | 0.023543544469560772242724007708802369808
f(z) = -170/9*z^3 + 152/9*z + 1
*
0 | 0.13450789842883004338690207224347973815 | 0.026190260400111118047089853917941262755
f(z) = -170/11*z^3 + 148/11*z + 1
*
0 | 0.13453770999411814790535396114155035472 | 0.026196065060409513002574030351025667387
f(z) = -170/13*z^3 + 144/13*z + 1
*
[ -5/13 ] 
f(z) = -169*z^3 + 143/5*z + 1
*
[ -3/26 ] 
f(z) = -169*z^3 + 143/12*z + 1
*
[ 1/3 ] 
f(z) = -169*z^3 + 151/9*z + 1
*
-3/26 | 0.15450766674186095019554004823243779967 | 0.020290428887110942863693206395725592260
f(z) = -169*z^3 + 151/12*z + 1
*
[ -8/13 ] 
f(z) = -169/4*z^3 + 149/8*z + 1
*
[ 1/2 ] 
f(z) = -169/4*z^3 + 153/16*z + 1
*
0 | 0.13430921261887675458614788649505443760 | 0.026181649986220209030793364518072061009
f(z) = -169/5*z^3 + 159/5*z + 1
*
0 | 0.10114528157440525136353162387412670002 | 0.019716818439352364045099509427731562690
f(z) = -169/6*z^3 + 157/6*z + 1
*
0 | 0.13433942198001169731455505739281255730 | 0.026187538866842171903123992008785611558
f(z) = -169/7*z^3 + 155/7*z + 1
*
0 | 0.095850886711227528089652927517858402127 | 0.018684752280272824296320556027239476051
f(z) = -169/8*z^3 + 153/8*z + 1
*
[ -2/13 ] 
f(z) = -169/9*z^3 + 143/18*z + 1
*
0 | 0.12080644148094051988182753283211492605 | 0.023549478887275087170276753878807917297
f(z) = -169/9*z^3 + 151/9*z + 1
*
[ -1/13 ] 
f(z) = -169/10*z^3 + 141/10*z + 1
*
0 | 0.12154918845180009178831357655336988039 | 0.023694266730492905932327284968824924909
f(z) = -169/10*z^3 + 149/10*z + 1
*
[ -11/13 ] 
f(z) = -169/11*z^3 + 145/11*z + 1
*
0 | 0.13439961566543604507351598455524140879 | 0.026199272760388499046670745735451202297
f(z) = -169/11*z^3 + 147/11*z + 1
*
[ -1/13 ] 
f(z) = -169/11*z^3 + 155/11*z + 1
*
[ 12/13 ] 
f(z) = -169/12*z^3 + 143/12*z + 1
*
0 | 0.12160915929254775358570859057507679916 | 0.023705957183673434488507109672415774344
f(z) = -169/14*z^3 + 141/14*z + 1
*
[ 2/7 ] 
f(z) = -168*z^3 + 157/14*z + 1
*
-5/28 | 0.13749270877951423854385935798857256425 | 0.017711236811856375907906080064153165744
f(z) = -168*z^3 + 159/14*z + 1
*
0 | 0.13419976020694225916325397544550140332 | 0.026190613506727124578392411450638125503
f(z) = -168/5*z^3 + 158/5*z + 1
*
0 | 0.13429069599056607532182809563330566292 | 0.026208360661857283517372517057989139696
f(z) = -168/11*z^3 + 146/11*z + 1
*
0 | 0.13432085717735621367005814532500533079 | 0.026214246961392443587905232079566993983
f(z) = -168/13*z^3 + 142/13*z + 1
*
[ 1/3 ] 
f(z) = -167*z^3 + 149/9*z + 1
*
[ 1/2 ] 
f(z) = -167/2*z^3 + 159/8*z + 1
*
[ 1/2 ] 
f(z) = -167/3*z^3 + 155/12*z + 1
*
[ 1/2 ] 
f(z) = -167/4*z^3 + 151/16*z + 1
*
0 | 0.10840353027137768037008296291909908022 | 0.021180863878416593750383236015436283056
f(z) = -167/4*z^3 + 159/4*z + 1
*
0 | 0.13408965703006135836251892648375972793 | 0.026199652040365249188438909111213749583
f(z) = -167/5*z^3 + 157/5*z + 1
*
0 | 0.10092590573367360153329226312135803358 | 0.019719817849098889596400377111370373556
f(z) = -167/6*z^3 + 155/6*z + 1
*
0 | 0.13412022543770659710795072844212930427 | 0.026205624772800188204868740847037978615
f(z) = -167/7*z^3 + 153/7*z + 1
*
0 | 0.10561090541065524985881616019460338181 | 0.020635215531998657757746031521420090267
f(z) = -167/8*z^3 + 151/8*z + 1
*
0 | 0.12058760219589921151836623548479048820 | 0.023561498238497642949627841658154397920
f(z) = -167/9*z^3 + 149/9*z + 1
*
0 | 0.12133052713024544488362346595307883783 | 0.023706657643056480943400810757694188986
f(z) = -167/10*z^3 + 147/10*z + 1
*
0 | 0.13418113186700998921952778681544068427 | 0.026217525222768616681404387480177754656
f(z) = -167/11*z^3 + 145/11*z + 1
*
0 | 0.088180825335518109175593444116610902632 | 0.017229568570712761635098830450850438959
f(z) = -167/12*z^3 + 143/12*z + 1
*
0 | 0.13421147095816963572534136996096946872 | 0.026223453149270997535038810650051673154
f(z) = -167/13*z^3 + 141/13*z + 1
*
[ 1/3 ] 
f(z) = -166*z^3 + 148/9*z + 1
*
0 | 0.13397889530342244312262743052650095101 | 0.026208766697092486229999466223709169066
f(z) = -166/5*z^3 + 156/5*z + 1
*
0 | 0.13400964645405739013497246970920209106 | 0.026214782194763468191147681850227590718
f(z) = -166/7*z^3 + 152/7*z + 1
*
0 | 0.12047720503656940387149331951569560028 | 0.023567584670483281882520543681850719267
f(z) = -166/9*z^3 + 148/9*z + 1
*
0 | 0.13407091562296213034279656426902313360 | 0.026226767585073729021922458589668837133
f(z) = -166/11*z^3 + 144/11*z + 1
*
0 | 0.13410143472986153133520855100805103293 | 0.026232737690669230180749220624961152819
f(z) = -166/13*z^3 + 140/13*z + 1
*
[ -1/11 ] 
f(z) = -165*z^3 + 147/11*z + 1
*
[ 1/2 ] 
f(z) = -165/2*z^3 + 157/8*z + 1
*
[ 1/2 ] 
f(z) = -165/4*z^3 + 149/16*z + 1
*
0 | 0.10818115579956676289880528563209002357 | 0.021187291629443121332307604364591748564
f(z) = -165/4*z^3 + 157/4*z + 1
*
0 | 0.13389840319343608410383769684460583184 | 0.026224017447477203498294859426876396391
f(z) = -165/7*z^3 + 151/7*z + 1
*
0 | 0.10253680877883827105450167012370278133 | 0.020081845625450326909522027601590703551
f(z) = -165/8*z^3 + 149/8*z + 1
*
[ 1/3 ] 
f(z) = -164*z^3 + 146/9*z + 1
*
0 | 0.11338052233463499513226091272549669749 | 0.022232057238998618310768326748203789348
f(z) = -164/3*z^3 + 158/3*z + 1
*
0 | 0.13375536435556296600410543061857883768 | 0.026227228937960285382512542869468953386
f(z) = -164/5*z^3 + 154/5*z + 1
*
0 | 0.13378648762646612483792555804139876530 | 0.026233331699933295964467506504706586137
f(z) = -164/7*z^3 + 150/7*z + 1
*
0 | 0.12025441644187133582305582429446329520 | 0.023579914914198361051181386598582279308
f(z) = -164/9*z^3 + 146/9*z + 1
*
[ -3/4 ] 
f(z) = -164/9*z^3 + 151/12*z + 1
*
0 | 0.13384849539374948337492012633499207150 | 0.026245490404119164900007469481676748481
f(z) = -164/11*z^3 + 142/11*z + 1
*
[ 1/3 ] 
f(z) = -163*z^3 + 145/9*z + 1
*
[ 1/2 ] 
f(z) = -163*z^3 + 159/4*z + 1
*
[ 1/2 ] 
f(z) = -163/2*z^3 + 155/8*z + 1
*
0 | 0.12076005030931046808834013718262532049 | 0.023707493604649901208940973582860073381
f(z) = -163/2*z^3 + 159/2*z + 1
*
[ 1/2 ] 
f(z) = -163/3*z^3 + 151/12*z + 1
*
0 | 0.11326754638934646584008669586950809238 | 0.022236572647674563348089651548665062817
f(z) = -163/3*z^3 + 157/3*z + 1
*
[ 1/2 ] 
f(z) = -163/4*z^3 + 147/16*z + 1
*
0 | 0.10795607850052671354009007363884776332 | 0.021193830526559455027203013046867069247
f(z) = -163/4*z^3 + 155/4*z + 1
*
0 | 0.13364257884834530355634581781396056090 | 0.026236578862304362698334614524408070744
f(z) = -163/5*z^3 + 153/5*z + 1
*
0 | 0.10047816657065679139517175035407724192 | 0.019725774254643028964447056860772754060
f(z) = -163/6*z^3 + 151/6*z + 1
*
0 | 0.13367389157730128505859253453526214350 | 0.026242726146274240550821966205226772597
f(z) = -163/7*z^3 + 149/7*z + 1
*
0 | 0.10516494229255931552735777633216410448 | 0.020645877427578407607241147901389281691
f(z) = -163/8*z^3 + 147/8*z + 1
*
0 | 0.12014200888124308904039445636234552785 | 0.023586160322941369069615659305223694900
f(z) = -163/9*z^3 + 145/9*z + 1
*
0 | 0.12088530268513492479536518775556788757 | 0.023732083027155272376755859470408133255
f(z) = -163/10*z^3 + 143/10*z + 1
*
0 | 0.13373627536249022888691989576020591917 | 0.026254973269264108273585142783438673617
f(z) = -163/11*z^3 + 141/11*z + 1
*
[ -4/9 ] 
f(z) = -162*z^3 + 141/4*z + 1
*
[ 2/3 ] 
f(z) = -162*z^3 + 143/2*z + 1
*
13/36 | 0.18493639322277510356438646752819027358 | 0.025803741573422712345997789967905703864
f(z) = -162*z^3 + 145/8*z + 1
*
[ -2/3 ] 
f(z) = -162*z^3 + 149/2*z + 1
*
0 | 0.13352910221225465484402136447367860713 | 0.026246009591512825905576376349687112701
f(z) = -162/5*z^3 + 152/5*z + 1
*
0 | 0.13356060672004131364223910046987382431 | 0.026252202006498363428491766370694374331
f(z) = -162/7*z^3 + 148/7*z + 1
*
0 | 0.13362337111160228354298391341889749683 | 0.026264538754035961266839097005083651872
f(z) = -162/11*z^3 + 140/11*z + 1
*
[ 1/3 ] 
f(z) = -161*z^3 + 143/9*z + 1
*
[ 2/7 ] 
f(z) = -161*z^3 + 149/14*z + 1
*
[ 1/2 ] 
f(z) = -161*z^3 + 157/4*z + 1
*
0 | 0.13335127796544934438768402419481396262 | 0.026242996696811213514719169550823729379
f(z) = -161*z^3 + 159*z + 1
*
[ 1/2 ] 
f(z) = -161/2*z^3 + 153/8*z + 1
*
[ -2/7 ] 
f(z) = -161/2*z^3 + 155/14*z + 1
*
0 | 0.12053181471941338696638445920768633300 | 0.023720177742591821358609135347581241857
f(z) = -161/2*z^3 + 157/2*z + 1
*
[ 1/2 ] 
f(z) = -161/3*z^3 + 149/12*z + 1
*
0 | 0.11303950552979270214311657759466817861 | 0.022245721342064131124614088500835587172
f(z) = -161/3*z^3 + 155/3*z + 1
*
[ 1/2 ] 
f(z) = -161/4*z^3 + 145/16*z + 1
*
0 | 0.10772823186214393293141989009024258408 | 0.021200483985193200607990420603554999298
f(z) = -161/4*z^3 + 153/4*z + 1
*
0 | 0.13341492592473543063023247432117617599 | 0.026255522359937863907524043776175191093
f(z) = -161/5*z^3 + 151/5*z + 1
*
0 | 0.10025174047459630771619001817638413120 | 0.019729140464676016676787408702531684363
f(z) = -161/6*z^3 + 149/6*z + 1
*
0 | 0.097331314080531872978754378644227200310 | 0.019154412262726797409751424101372761576
f(z) = -161/8*z^3 + 145/8*z + 1
*
0 | 0.11991512580751244148736536650570537236 | 0.023598815837967482122535102551338246778
f(z) = -161/9*z^3 + 143/9*z + 1
*
0 | 0.12065861083508642940099489301563090691 | 0.023745130709639038457805973526171659980
f(z) = -161/10*z^3 + 141/10*z + 1
*
-2 | 0.10784869088127416007629950029232625602 | 0.016707261569575927302832222833999529103
f(z) = -161/16*z^3 + 159/4*z + 1
*
-1/12 | 0.19566546265802310155190151464019730989 | 0.029739776815459695235178344993680498765
f(z) = -180/7*z^3 + 145/28*z + 1
*
[ 2/3 ] 
f(z) = -180/11*z^3 + 149/22*z + 1
*
[ 2/3 ] 
f(z) = -180/13*z^3 + 147/26*z + 1
*
[ 2/3 ] 
f(z) = -180/17*z^3 + 143/34*z + 1
*
[ 2/3 ] 
f(z) = -180/19*z^3 + 141/38*z + 1
*
[ 1/2 ] 
f(z) = -179/5*z^3 + 159/20*z + 1
*
[ 1/2 ] 
f(z) = -179/6*z^3 + 155/24*z + 1
*
[ 1/2 ] 
f(z) = -179/7*z^3 + 151/28*z + 1
*
[ 1/2 ] 
f(z) = -179/8*z^3 + 147/32*z + 1
*
[ 1/2 ] 
f(z) = -179/9*z^3 + 143/36*z + 1
*
[ -1/2 ] 
f(z) = -178/11*z^3 + 155/22*z + 1
*
[ 1/2 ] 
f(z) = -177/5*z^3 + 157/20*z + 1
*
[ -1/3 ] 
f(z) = -177/7*z^3 + 143/21*z + 1
*
[ 1/2 ] 
f(z) = -177/7*z^3 + 149/28*z + 1
*
[ 1/2 ] 
f(z) = -177/8*z^3 + 145/32*z + 1
*
[ -1/3 ] 
f(z) = -177/8*z^3 + 155/24*z + 1
*
-8/35 | 0.20374576496166364691771491305474785513 | 0.028653420345617308485326076183450336823
f(z) = -175/4*z^3 + 141/28*z + 1
*
-8/35 | 0.15927404102748366757777791658679574096 | 0.022399219186540102157458113477205428711
f(z) = -175/6*z^3 + 158/21*z + 1
*
[ 1/2 ] 
f(z) = -175/8*z^3 + 143/32*z + 1
*
[ -6/35 ] 
f(z) = -175/8*z^3 + 157/21*z + 1
*
[ -3/7 ] 
f(z) = -175/9*z^3 + 145/21*z + 1
*
[ -2/5 ] 
f(z) = -175/13*z^3 + 147/26*z + 1
*
[ 2/3 ] 
f(z) = -175/16*z^3 + 157/36*z + 1
*
[ -1/3 ] 
f(z) = -174/7*z^3 + 142/21*z + 1
*
[ -1/2 ] 
f(z) = -174/11*z^3 + 153/22*z + 1
*
[ 1/2 ] 
f(z) = -173/5*z^3 + 153/20*z + 1
*
[ 1/2 ] 
f(z) = -173/6*z^3 + 149/24*z + 1
*
[ 1/2 ] 
f(z) = -173/7*z^3 + 145/28*z + 1
*
[ 1/2 ] 
f(z) = -173/8*z^3 + 141/32*z + 1
*
[ 2/3 ] 
f(z) = -173/16*z^3 + 155/36*z + 1
*
[ -1/4 ] 
f(z) = -172/5*z^3 + 143/20*z + 1
*
[ 1/2 ] 
f(z) = -171/5*z^3 + 151/20*z + 1
*
[ -1/6 ] 
f(z) = -171/5*z^3 + 159/20*z + 1
*
[ 1/2 ] 
f(z) = -171/7*z^3 + 143/28*z + 1
*
[ 2/3 ] 
f(z) = -171/11*z^3 + 141/22*z + 1
*
[ -1/2 ] 
f(z) = -170/11*z^3 + 151/22*z + 1
*
-9/26 | 0.16722208075978498638724035931647717641 | 0.025662542347706582686903944797162395877
f(z) = -169/5*z^3 + 141/20*z + 1
*
-4/13 | 0.16985949949780161096471934776631865449 | 0.026067290750222953263874379688488080868
f(z) = -169/5*z^3 + 159/20*z + 1
*
[ 1/2 ] 
f(z) = -169/6*z^3 + 145/24*z + 1
*
[ 1/2 ] 
f(z) = -169/7*z^3 + 141/28*z + 1
*
[ -3/13 ] 
f(z) = -169/8*z^3 + 155/24*z + 1
*
[ -4/13 ] 
f(z) = -169/14*z^3 + 151/28*z + 1
*
[ 2/3 ] 
f(z) = -169/16*z^3 + 151/36*z + 1
*
-8/13 | 0.16327343061514429989985092426197918843 | 0.028039179760165852077172647391719227235
f(z) = -169/17*z^3 + 145/34*z + 1
*
[ -1/4 ] 
f(z) = -168/13*z^3 + 151/26*z + 1
*
[ 1/2 ] 
f(z) = -167/5*z^3 + 147/20*z + 1
*
[ 1/2 ] 
f(z) = -167/6*z^3 + 143/24*z + 1
*
[ 2/3 ] 
f(z) = -167/16*z^3 + 149/36*z + 1
*
[ -1/2 ] 
f(z) = -166/11*z^3 + 149/22*z + 1
*
[ -1/5 ] 
f(z) = -165/4*z^3 + 153/20*z + 1
*
[ -1/3 ] 
f(z) = -165/8*z^3 + 151/24*z + 1
*
[ -1/4 ] 
f(z) = -164/5*z^3 + 141/20*z + 1
*
[ 1/2 ] 
f(z) = -163/5*z^3 + 143/20*z + 1
*
[ 2/3 ] 
f(z) = -163/16*z^3 + 145/36*z + 1
*
[ -1/2 ] 
f(z) = -162/11*z^3 + 147/22*z + 1
*
[ 1/2 ] 
f(z) = -161/5*z^3 + 141/20*z + 1
*
[ 2/3 ] 
f(z) = -161/16*z^3 + 143/36*z + 1
*
[ -2/7 ] 
f(z) = -161/16*z^3 + 149/28*z + 1
*
[ 3/5 ] 
f(z) = -175/16*z^3 + 157/48*z + 1
*
[ 3/5 ] 
f(z) = -175/17*z^3 + 155/51*z + 1
*
-3/35 | 0.18457819265418460950389383413110382834 | 0.025957823181010966282372015752353472911
f(z) = -175/18*z^3 + 157/42*z + 1
*
[ 3/5 ] 
f(z) = -175/19*z^3 + 151/57*z + 1
*
-10/39 | 0.25489624302440068373921437034273615422 | 0.028522855401083328038285353930903999987
f(z) = -169/8*z^3 + 157/45*z + 1
*
-5/26 | 0.14583751870568786612813860036914356848 | 0.022380785376336552251953076695936351064
f(z) = -169/15*z^3 + 157/60*z + 1
*
[ -2/3 ] 
f(z) = -180*z^3 + 165/2*z + 1
*
[ -1/18 ] 
f(z) = -180*z^3 + 176/9*z + 1
*
0 | 0.13541538058258216182846833883510749241 | 0.026076739027663666831337546201108968178
f(z) = -180*z^3 + 178*z + 1
*
0 | 0.13550071013057901723680536287722243908 | 0.026093170812183930592677519625860364391
f(z) = -180/7*z^3 + 166/7*z + 1
*
[ 1/3 ] 
f(z) = -179*z^3 + 161/9*z + 1
*
[ 1/2 ] 
f(z) = -179*z^3 + 175/4*z + 1
*
0 | 0.13531229281340851767797690625561669079 | 0.026084871624750403837528209692276220382
f(z) = -179*z^3 + 177*z + 1
*
[ 1/2 ] 
f(z) = -179/2*z^3 + 171/8*z + 1
*
0 | 0.12249122917270970570064640907398986154 | 0.023613286876559341778705306876447636525
f(z) = -179/2*z^3 + 175/2*z + 1
*
[ 1/2 ] 
f(z) = -179/3*z^3 + 167/12*z + 1
*
0 | 0.11499732359981711573776114063749311853 | 0.022168646772009030318440637333028638864
f(z) = -179/3*z^3 + 173/3*z + 1
*
[ 1/2 ] 
f(z) = -179/4*z^3 + 163/16*z + 1
*
0 | 0.10968445753933432959754088560469367685 | 0.021144457274767327914664741568998671808
f(z) = -179/4*z^3 + 171/4*z + 1
*
0 | 0.13536956317872581415125134254396223373 | 0.026095911938207099637422806166827532317
f(z) = -179/5*z^3 + 169/5*z + 1
*
0 | 0.10220479325436468448932639867201829778 | 0.019702562539167000823648221813523338155
f(z) = -179/6*z^3 + 167/6*z + 1
*
0 | 0.13539809680905225368567683971769345042 | 0.026101412518151300432095631726387219363
f(z) = -179/7*z^3 + 165/7*z + 1
*
0 | 0.10688776309868072073235758914140773712 | 0.020605323586753480731116401507094503250
f(z) = -179/8*z^3 + 163/8*z + 1
*
0 | 0.12186344865411445690299648053158961564 | 0.023492266281197339370739255739181287272
f(z) = -179/9*z^3 + 161/9*z + 1
*
-2 | 0.10979431686397356789138857164963351652 | 0.016730705099565279778595625585979867715
f(z) = -179/16*z^3 + 177/4*z + 1
*
[ 1/3 ] 
f(z) = -178*z^3 + 160/9*z + 1
*
0 | 0.13520862796735236886322431357318677226 | 0.026093067503703617914828663776154081603
f(z) = -178*z^3 + 176*z + 1
*
-1 | 0.11804471058954953570395245194594153072 | 0.022756107798389833543313152868951555757
f(z) = -178*z^3 + 179*z + 1
*
0 | 0.11489381943136757769712303771597316047 | 0.022172639655103169828038504640915352034
f(z) = -178/3*z^3 + 172/3*z + 1
*
0 | 0.13526621892552065182163754446930197034 | 0.026104181622541143787434945695326593645
f(z) = -178/5*z^3 + 168/5*z + 1
*
0 | 0.13529491171624992098835889907168175521 | 0.026109718864776522727665860820884468781
f(z) = -178/7*z^3 + 164/7*z + 1
*
0 | 0.12176042197429317045050644983730545675 | 0.023497782335472082238094274202463286192
f(z) = -178/9*z^3 + 160/9*z + 1
*
[ 1/2 ] 
f(z) = -177*z^3 + 173/4*z + 1
*
0 | 0.13510437954716528312582946810004409922 | 0.026101327536362617096773487096148041599
f(z) = -177*z^3 + 175*z + 1
*
-1 | 0.11794018411091988111932679822096003318 | 0.022760538522353344122699987784574468574
f(z) = -177*z^3 + 178*z + 1
*
[ -1 ] 
f(z) = -177*z^3 + 179*z + 1
*
[ 1/2 ] 
f(z) = -177/2*z^3 + 169/8*z + 1
*
0 | 0.12228347768283639152225240222340684748 | 0.023624408875442480582154304379440602153
f(z) = -177/2*z^3 + 173/2*z + 1
*
-1 | 0.10506909074762230640728279107338644808 | 0.020254728427817996522695540027386313739
f(z) = -177/2*z^3 + 179/2*z + 1
*
[ 1/2 ] 
f(z) = -177/4*z^3 + 161/16*z + 1
*
0 | 0.10947702844515595206251065169731033352 | 0.021150282372283449947835977647157691670
f(z) = -177/4*z^3 + 169/4*z + 1
*
0 | 0.13516229470770108715401295126338244626 | 0.026112516385899047690171533664345404010
f(z) = -177/5*z^3 + 167/5*z + 1
*
0 | 0.13519114844442187191202810870361008267 | 0.026118090748738516265685632710113156084
f(z) = -177/7*z^3 + 163/7*z + 1
*
0 | 0.10002523997698275604862883538651927717 | 0.019324255507432051057751752000242678572
f(z) = -177/8*z^3 + 161/8*z + 1
*
-2 | 0.10958797521585191546278386122510502834 | 0.016728229484477209075436696526887739685
f(z) = -177/16*z^3 + 175/4*z + 1
*
[ 2 ] 
f(z) = -177/16*z^3 + 179/4*z + 1
*
0 | 0.13499954094524952935241381868566488450 | 0.026109652611786761673343123160790901137
f(z) = -176*z^3 + 174*z + 1
*
-1 | 0.11783506428794557359254443094578571276 | 0.022765003018827344742346062653617483916
f(z) = -176*z^3 + 177*z + 1
*
[ -1 ] 
f(z) = -176*z^3 + 178*z + 1
*
0 | 0.11468402561246951740100117682912160421 | 0.022180520377304309019312437259906869600
f(z) = -176/3*z^3 + 170/3*z + 1
*
-1 | 0.097419814717984139005131874700788211121 | 0.018780136732512542551935684955311956722
f(z) = -176/3*z^3 + 179/3*z + 1
*
0 | 0.13505778397897364720821359562786446326 | 0.026120917134369175758195717352162237327
f(z) = -176/5*z^3 + 166/5*z + 1
*
0 | 0.13508680047749302402711234937660557242 | 0.026126529084536166404300772782390173177
f(z) = -176/7*z^3 + 162/7*z + 1
*
[ 3/10 ] 
f(z) = -175*z^3 + 161/12*z + 1
*
[ 2/7 ] 
f(z) = -175*z^3 + 165/14*z + 1
*
[ 1/2 ] 
f(z) = -175*z^3 + 171/4*z + 1
*
0 | 0.13489410544114494493032247618779227396 | 0.026118043636698934428590475728055320000
f(z) = -175*z^3 + 173*z + 1
*
-1 | 0.11772934434590068858346059243090776302 | 0.022769501744687634706192830821517865558
f(z) = -175*z^3 + 176*z + 1
*
[ -1 ] 
f(z) = -175*z^3 + 177*z + 1
*
-4/35 | 0.23083594605022636157807288105129374984 | 0.029579777177938754171386028910176362734
f(z) = -175*z^3 + 179/14*z + 1
*
[ -2/7 ] 
f(z) = -175/2*z^3 + 163/14*z + 1
*
[ 1/2 ] 
f(z) = -175/2*z^3 + 167/8*z + 1
*
0 | 0.12207336904418094165449911653008455217 | 0.023635707202683156347965684102994101717
f(z) = -175/2*z^3 + 171/2*z + 1
*
-1 | 0.10485850087138788322081959415875247555 | 0.020258011512207013152129366311935699151
f(z) = -175/2*z^3 + 177/2*z + 1
*
-4/35 | 0.17780454169268760647399200557827084469 | 0.025005222922984559253363775260209064643
f(z) = -175/2*z^3 + 177/14*z + 1
*
[ -1 ] 
f(z) = -175/2*z^3 + 179/2*z + 1
*
[ 1/2 ] 
f(z) = -175/3*z^3 + 163/12*z + 1
*
0 | 0.11457978992910376435598388285839946764 | 0.022184808917079163065049795732672212590
f(z) = -175/3*z^3 + 169/3*z + 1
*
-1 | 0.097314722590492399573767433418391971312 | 0.018780159697138834340955991693387563313
f(z) = -175/3*z^3 + 178/3*z + 1
*
0 | 0.10926724954444706179066344673990688944 | 0.021156200875723880251909347166492659677
f(z) = -175/4*z^3 + 167/4*z + 1
*
[ -2/15 ] 
f(z) = -175/4*z^3 + 167/18*z + 1
*
-1 | 0.10906533095550713208430802630047727077 | 0.021025104944518421077231116833224099277
f(z) = -175/4*z^3 + 179/4*z + 1
*
0 | 0.10178720066432737362646379289762988593 | 0.019707922298860152670701705343190213224
f(z) = -175/6*z^3 + 163/6*z + 1
*
[ 6/5 ] 
f(z) = -175/9*z^3 + 169/6*z + 1
*
[ -6/5 ] 
f(z) = -175/9*z^3 + 179/6*z + 1
*
-2 | 0.10937930484659577532439699800854547916 | 0.016725723247453638692785888728576173035
f(z) = -175/16*z^3 + 173/4*z + 1
*
[ 2 ] 
f(z) = -175/16*z^3 + 177/4*z + 1
*
0 | 0.13478806619894384953263209033791631273 | 0.026126501535943113090712532944408640605
f(z) = -174*z^3 + 172*z + 1
*
-1 | 0.11762301739336314707356946542266865363 | 0.022774035165683525899860518858633101877
f(z) = -174*z^3 + 175*z + 1
*
[ -1 ] 
f(z) = -174*z^3 + 176*z + 1
*
0 | 0.13484697624374485947815181272290710816 | 0.026137920301857480989556643017036390842
f(z) = -174/5*z^3 + 164/5*z + 1
*
-1 | 0.11747978135858119775700320711599604736 | 0.022647203380613107947789874089986973203
f(z) = -174/5*z^3 + 179/5*z + 1
*
0 | 0.13487632383760452882427251713145192675 | 0.026143608861517645427919278505644102540
f(z) = -174/7*z^3 + 160/7*z + 1
*
[ 1/2 ] 
f(z) = -173*z^3 + 169/4*z + 1
*
0 | 0.13468141626463151896167062178518553825 | 0.026135027252956579467646472593816194379
f(z) = -173*z^3 + 171*z + 1
*
-1 | 0.11751607641951906816006863854674465833 | 0.022778603756662775100261907044292232533
f(z) = -173*z^3 + 174*z + 1
*
[ -1 ] 
f(z) = -173*z^3 + 175*z + 1
*
[ 1/2 ] 
f(z) = -173/2*z^3 + 165/8*z + 1
*
0 | 0.12186084915380255615268785889080347074 | 0.023647186835675009232106305587811843810
f(z) = -173/2*z^3 + 169/2*z + 1
*
-1 | 0.10464416921080244398030112265230120236 | 0.020261085307143480917993049160536156413
f(z) = -173/2*z^3 + 175/2*z + 1
*
[ -1 ] 
f(z) = -173/2*z^3 + 177/2*z + 1
*
[ 1/2 ] 
f(z) = -173/3*z^3 + 161/12*z + 1
*
0 | 0.11436743891137203968877283056675148111 | 0.022193085101856704512646882055734387403
f(z) = -173/3*z^3 + 167/3*z + 1
*
-1 | 0.097099595281393014627221478625675581418 | 0.018779594980774433210197141689161137972
f(z) = -173/3*z^3 + 176/3*z + 1
*
[ -1 ] 
f(z) = -173/3*z^3 + 179/3*z + 1
*
0 | 0.10905506698797643922220849310570101880 | 0.021162215447776257526062006350689384088
f(z) = -173/4*z^3 + 165/4*z + 1
*
-1 | 0.10885082048444172266156409996556623174 | 0.021029302881142870275875207220207339081
f(z) = -173/4*z^3 + 177/4*z + 1
*
0 | 0.13474066557707178178041978891745876371 | 0.026146524625335725235976106462726224629
f(z) = -173/5*z^3 + 163/5*z + 1
*
-1 | 0.11737200458338622197937991879162091762 | 0.022650889108783834416956804465556596055
f(z) = -173/5*z^3 + 178/5*z + 1
*
0 | 0.10157638742098175846924680337055447285 | 0.019710972212291632158391071680041056211
f(z) = -173/6*z^3 + 161/6*z + 1
*
-1 | 0.084156003588955169182744528817959393269 | 0.016223201192053119659282438107754418005
f(z) = -173/6*z^3 + 179/6*z + 1
*
-2 | 0.10916825251012307537555311491958232713 | 0.016723185701828421942764956873527246064
f(z) = -173/16*z^3 + 171/4*z + 1
*
[ 2 ] 
f(z) = -173/16*z^3 + 175/4*z + 1
*
[ -2 ] 
f(z) = -173/16*z^3 + 179/4*z + 1
*
0 | 0.13457414856334963186275457620176375050 | 0.026143621750257323289855295551721934533
f(z) = -172*z^3 + 170*z + 1
*
-1 | 0.11740851429138883329786396078026012477 | 0.022783208001803561828672892317321869332
f(z) = -172*z^3 + 173*z + 1
*
[ -1 ] 
f(z) = -172*z^3 + 174*z + 1
*
0 | 0.11426034323125101367497012759841008934 | 0.022197273595130434859369750361804721132
f(z) = -172/3*z^3 + 166/3*z + 1
*
-1 | 0.096992646639529581193672678532244109875 | 0.018779606188762848652509281181814400932
f(z) = -172/3*z^3 + 175/3*z + 1
*
[ -1 ] 
f(z) = -172/3*z^3 + 178/3*z + 1
*
0 | 0.13463374107383543856648815873771916790 | 0.026155198743832398932751267667869331904
f(z) = -172/5*z^3 + 162/5*z + 1
*
-1 | 0.11726359684224772188674590729983816025 | 0.022654599055413849984849678953979981335
f(z) = -172/5*z^3 + 177/5*z + 1
*
-1 | 0.11719044236209569989439830260405349479 | 0.022591425960672660175732159259434210043
f(z) = -172/7*z^3 + 179/7*z + 1
*
[ 1/2 ] 
f(z) = -171*z^3 + 167/4*z + 1
*
0 | 0.13446625589657999660314568113981907697 | 0.026152286009947223514625774631065270605
f(z) = -171*z^3 + 169*z + 1
*
-1 | 0.11730032375097211780683858698790138830 | 0.022787848394853774914941182515946403457
f(z) = -171*z^3 + 172*z + 1
*
[ -1 ] 
f(z) = -171*z^3 + 173*z + 1
*
[ 1/2 ] 
f(z) = -171/2*z^3 + 163/8*z + 1
*
0 | 0.12164586202439804745894439682022948964 | 0.023658852954420281822122899748861916038
f(z) = -171/2*z^3 + 167/2*z + 1
*
-1 | 0.10442799527369426693726483223911435985 | 0.020264328800099936803001115445178240266
f(z) = -171/2*z^3 + 173/2*z + 1
*
[ -1 ] 
f(z) = -171/2*z^3 + 175/2*z + 1
*
[ -2/9 ] 
f(z) = -171/2*z^3 + 175/18*z + 1
*
0 | 0.10884042505397591521477138546189124628 | 0.021168328860476581201929527640963276863
f(z) = -171/4*z^3 + 163/4*z + 1
*
-1 | 0.10863379597364510378693518517441495703 | 0.021033552314099022707531257365929426175
f(z) = -171/4*z^3 + 175/4*z + 1
*
[ -1 ] 
f(z) = -171/4*z^3 + 179/4*z + 1
*
0 | 0.13452619560421661637230255887531436932 | 0.026163943658678598410770020291400573318
f(z) = -171/5*z^3 + 161/5*z + 1
*
-1 | 0.11715455070336659733210166382201756224 | 0.022658333497559185760155801191446695031
f(z) = -171/5*z^3 + 176/5*z + 1
*
[ -2/3 ] 
f(z) = -171/5*z^3 + 177/10*z + 1
*
-1 | 0.11708096012017247695695733377469077997 | 0.022594722258048176128117694639139694024
f(z) = -171/7*z^3 + 178/7*z + 1
*
-1 | 0.10848661289142662083478597748913867312 | 0.020913542379916246771449678682976624792
f(z) = -171/8*z^3 + 179/8*z + 1
*
-2 | 0.10895476311014741933599509367484712470 | 0.016720616138696660262007134491493241389
f(z) = -171/16*z^3 + 169/4*z + 1
*
[ 2 ] 
f(z) = -171/16*z^3 + 173/4*z + 1
*
[ -2 ] 
f(z) = -171/16*z^3 + 177/4*z + 1
*
0 | 0.13435773093924575514748474152399475627 | 0.026161021034231615829915484067590752937
f(z) = -170*z^3 + 168*z + 1
*
-1 | 0.11719149741230903236376217364771800902 | 0.022792525439377882372940014768672668957
f(z) = -170*z^3 + 171*z + 1
*
[ -1 ] 
f(z) = -170*z^3 + 172*z + 1
*
0 | 0.11404324208920110233359142915592484354 | 0.022205552551766745297174201962865514208
f(z) = -170/3*z^3 + 164/3*z + 1
*
-1 | 0.096773740960680217364255761834752182537 | 0.018779015156838109047829798640508049747
f(z) = -170/3*z^3 + 173/3*z + 1
*
[ -1 ] 
f(z) = -170/3*z^3 + 176/3*z + 1
*
-1 | 0.11697082668537238098209535439081218829 | 0.022598037678328306985305210132246074670
f(z) = -170/7*z^3 + 177/7*z + 1
*
-1 | 0.10333319474263026961234215338114777793 | 0.019920090506143171665441266089465821313
f(z) = -170/9*z^3 + 179/9*z + 1
*
[ 1/2 ] 
f(z) = -169*z^3 + 165/4*z + 1
*
0 | 0.13424856623672714508770751479665074362 | 0.026169827845955882401755198278924313284
f(z) = -169*z^3 + 167*z + 1
*
-1 | 0.11708202775845439896100322627824369987 | 0.022797239649011671186778372945588449350
f(z) = -169*z^3 + 170*z + 1
*
[ -1 ] 
f(z) = -169*z^3 + 171*z + 1
*
[ 1/2 ] 
f(z) = -169/2*z^3 + 161/8*z + 1
*
[ -5/13 ] 
f(z) = -169/2*z^3 + 161/10*z + 1
*
0 | 0.12142834969576503045143995034949332082 | 0.023670710952347903433754924822328554301
f(z) = -169/2*z^3 + 165/2*z + 1
*
-3/13 | 0.15035970050888472933436633578562841071 | 0.020520973172067620725291683383539246671
f(z) = -169/2*z^3 + 169/18*z + 1
*
-1 | 0.10420926799380468963086185016281857732 | 0.020267617055964556469627916336464011990
f(z) = -169/2*z^3 + 171/2*z + 1
*
[ -1 ] 
f(z) = -169/2*z^3 + 173/2*z + 1
*
-3/26 | 0.15614054531598716929392694229306088991 | 0.023961927385185059066321884838633049411
f(z) = -169/3*z^3 + 161/12*z + 1
*
0 | 0.11393528915190778086087994297084562528 | 0.022210046529859473575350027835597786769
f(z) = -169/3*z^3 + 163/3*z + 1
*
-1 | 0.096664869692308081495605437806341729326 | 0.018779013776066893560262851000858347444
f(z) = -169/3*z^3 + 172/3*z + 1
*
-6/13 | 0.14113218705562067415231190912048039740 | 0.021658687121242404443014492726094089173
f(z) = -169/3*z^3 + 173/12*z + 1
*
[ -1 ] 
f(z) = -169/3*z^3 + 175/3*z + 1
*
[ -5/13 ] 
f(z) = -169/3*z^3 + 179/15*z + 1
*
0 | 0.10862326606030067014086278577455782305 | 0.021174544001095264176299653954283117696
f(z) = -169/4*z^3 + 161/4*z + 1
*
-1 | 0.10841419779272613745112038012473655252 | 0.021037854312082992229356720545782240726
f(z) = -169/4*z^3 + 173/4*z + 1
*
-2/39 | 0.20983098506357795128696008725799786593 | 0.028637567117951047950187649306758202829
f(z) = -169/4*z^3 + 173/18*z + 1
*
[ -1 ] 
f(z) = -169/4*z^3 + 177/4*z + 1
*
-1 | 0.11693451284158653103052318798237684018 | 0.022665876998719110351082275495557147252
f(z) = -169/5*z^3 + 174/5*z + 1
*
[ -1 ] 
f(z) = -169/5*z^3 + 179/5*z + 1
*
-1 | 0.083716603549536938459996700002411471529 | 0.016209113789460718485337013944553603897
f(z) = -169/6*z^3 + 175/6*z + 1
*
-1 | 0.11686003426386591060150004910796760693 | 0.022601372400728924019200891708250462234
f(z) = -169/7*z^3 + 176/7*z + 1
*
[ 14/13 ] 
f(z) = -169/8*z^3 + 172/7*z + 1
*
-1 | 0.10826523865092313646638012516543619241 | 0.020916172105610338123205039949883128146
f(z) = -169/8*z^3 + 177/8*z + 1
*
-1 | 0.10322194973434835620795581156666848420 | 0.019920158519266975897507364743282787655
f(z) = -169/9*z^3 + 178/9*z + 1
*
-1 | 0.10391198595633373717153861190582778995 | 0.020031667172187901862593526914307711430
f(z) = -169/10*z^3 + 179/10*z + 1
*
-2 | 0.10873877961331732312168050295463105163 | 0.016718013825975922431379414283773363517
f(z) = -169/16*z^3 + 167/4*z + 1
*
[ 2 ] 
f(z) = -169/16*z^3 + 171/4*z + 1
*
[ -2 ] 
f(z) = -169/16*z^3 + 175/4*z + 1
*
0 | 0.13413875420178877982465345583139340943 | 0.026178707489159728613144895101929615352
f(z) = -168*z^3 + 166*z + 1
*
-1 | 0.11697190713836206195196601317285659567 | 0.022801991547725156205306992178504413551
f(z) = -168*z^3 + 169*z + 1
*
[ -1 ] 
f(z) = -168*z^3 + 170*z + 1
*
-1 | 0.11682350558195413450067676085561586605 | 0.022669686634206331651371537789367821950
f(z) = -168/5*z^3 + 173/5*z + 1
*
[ -1 ] 
f(z) = -168/5*z^3 + 178/5*z + 1
*
-1 | 0.11659721336684313703255448691622322554 | 0.022477066046554721498008015294020204228
f(z) = -168/11*z^3 + 179/11*z + 1
*
[ 1/2 ] 
f(z) = -167*z^3 + 163/4*z + 1
*
0 | 0.13402828711141527995562485828186890197 | 0.026187661029649841724804950394835337747
f(z) = -167*z^3 + 165*z + 1
*
-1 | 0.11686112776367600501304421000932707807 | 0.022806781670093970572719707166611897840
f(z) = -167*z^3 + 168*z + 1
*
[ -1 ] 
f(z) = -167*z^3 + 169*z + 1
*
[ -1/2 ] 
f(z) = -167*z^3 + 179/4*z + 1
*
0 | 0.12120825214100335775519611441766996906 | 0.023682766447849203433936291898822845313
f(z) = -167/2*z^3 + 163/2*z + 1
*
-1 | 0.10398857847048561234899894615126751206 | 0.020271078290099338933732528643018130938
f(z) = -167/2*z^3 + 169/2*z + 1
*
[ -1 ] 
f(z) = -167/2*z^3 + 171/2*z + 1
*
0 | 0.11371537270846965929725409790752919654 | 0.022218739778970621001894385542908997265
f(z) = -167/3*z^3 + 161/3*z + 1
*
-1 | 0.096443083496695745364041562425294098732 | 0.018778595904571303175426950474268427326
f(z) = -167/3*z^3 + 170/3*z + 1
*
[ -1 ] 
f(z) = -167/3*z^3 + 173/3*z + 1
*
-1 | 0.10819196416416395014523646349615921218 | 0.021042209972555208586712400277953139203
f(z) = -167/4*z^3 + 171/4*z + 1
*
[ -1 ] 
f(z) = -167/4*z^3 + 175/4*z + 1
*
-1 | 0.11671182884452734369054605677351051598 | 0.022673521918332894643451534144660746991
f(z) = -167/5*z^3 + 172/5*z + 1
*
[ -1 ] 
f(z) = -167/5*z^3 + 177/5*z + 1
*
-1 | 0.083494499828734523227763290196735467624 | 0.016202168710554325513485516958309888618
f(z) = -167/6*z^3 + 173/6*z + 1
*
[ -1 ] 
f(z) = -167/6*z^3 + 179/6*z + 1
*
-1 | 0.11663644057809652534297123472854767275 | 0.022608100478367528256749707707688187768
f(z) = -167/7*z^3 + 174/7*z + 1
*
-1 | 0.10804118557090395855588955422623699266 | 0.020918811760331030061025141150481376784
f(z) = -167/8*z^3 + 175/8*z + 1
*
-1 | 0.10299743417643469959580297311686935699 | 0.019920269412936207304736171792669262105
f(z) = -167/9*z^3 + 176/9*z + 1
*
-1 | 0.10368635265895437959398656690735556628 | 0.020031559753082445577083871461519881486
f(z) = -167/10*z^3 + 177/10*z + 1
*
-1 | 0.11648414521490650049047179555481992679 | 0.022479546682018502833225737625366800803
f(z) = -167/11*z^3 + 178/11*z + 1
*
-1 | 0.087544737736273868719903846340719674246 | 0.016876465528687410981731946560203684061
f(z) = -167/12*z^3 + 179/12*z + 1
*
-2 | 0.10852024295718968047472400075519623856 | 0.016715378007418836544801018369374317971
f(z) = -167/16*z^3 + 165/4*z + 1
*
[ 2 ] 
f(z) = -167/16*z^3 + 169/4*z + 1
*
[ -2 ] 
f(z) = -167/16*z^3 + 173/4*z + 1
*
0 | 0.13391715710355195588474234841560288754 | 0.026196689555591658134748493332603558812
f(z) = -166*z^3 + 164*z + 1
*
-1 | 0.11674968170542490881278020196184551597 | 0.022811610561579564021251193944778048117
f(z) = -166*z^3 + 167*z + 1
*
[ -1 ] 
f(z) = -166*z^3 + 168*z + 1
*
0 | 0.11360442731039783805717200102759851875 | 0.022223141371572135568552352737830689904
f(z) = -166/3*z^3 + 160/3*z + 1
*
-1 | 0.096330152661255937892583588225316686159 | 0.018778178286644881242715018064576148721
f(z) = -166/3*z^3 + 169/3*z + 1
*
[ -1 ] 
f(z) = -166/3*z^3 + 172/3*z + 1
*
-1 | 0.11659947450461024283193669830171266478 | 0.022677383151051751349193994005132443919
f(z) = -166/5*z^3 + 171/5*z + 1
*
[ -1 ] 
f(z) = -166/5*z^3 + 176/5*z + 1
*
-1 | 0.11652362300851648923261546668558643441 | 0.022611494201672951841178842995796279349
f(z) = -166/7*z^3 + 173/7*z + 1
*
-1 | 0.10288414711481029476463654153934354559 | 0.019920311825942454562037920245966221870
f(z) = -166/9*z^3 + 175/9*z + 1
*
-1 | 0.11637038224005147430221215087703662325 | 0.022482035538447717211152198751350879794
f(z) = -166/11*z^3 + 177/11*z + 1
*
-1 | 0.11629297553167049738635321019709966829 | 0.022418416498100067902927197032021662560
f(z) = -166/13*z^3 + 179/13*z + 1
*
[ 1/2 ] 
f(z) = -165*z^3 + 161/4*z + 1
*
0 | 0.13380535617374710220991906493983851954 | 0.026205794178120999315641111132538378012
f(z) = -165*z^3 + 163*z + 1
*
-1 | 0.11663756089061664155031412336862825181 | 0.022816478778818549956067769598514000360
f(z) = -165*z^3 + 166*z + 1
*
[ -1 ] 
f(z) = -165*z^3 + 167*z + 1
*
[ -1/2 ] 
f(z) = -165*z^3 + 177/4*z + 1
*
-2/15 | 0.12437019589277147985472160166985341360 | 0.015916337948667608203090237319148190438
f(z) = -165*z^3 + 179/15*z + 1
*
0 | 0.12098550716707503314477307804121406579 | 0.023695025296588347019316677048309368273
f(z) = -165/2*z^3 + 161/2*z + 1
*
-4/15 | 0.20577341226791478102642082334306610696 | 0.026333955229357263688037092887773828331
f(z) = -165/2*z^3 + 163/15*z + 1
*
-1 | 0.10376455916967318743416073396585873419 | 0.020274459675572523497500863137148919495
f(z) = -165/2*z^3 + 167/2*z + 1
*
[ -2/5 ] 
f(z) = -165/2*z^3 + 167/10*z + 1
*
[ -1 ] 
f(z) = -165/2*z^3 + 169/2*z + 1
*
-1 | 0.10796703105896693685857896063683519212 | 0.021046620422521535162817727402664040908
f(z) = -165/4*z^3 + 169/4*z + 1
*
[ -1 ] 
f(z) = -165/4*z^3 + 173/4*z + 1
*
-1 | 0.11641011383445683763436767287479452136 | 0.022614907963246675264652566996756345798
f(z) = -165/7*z^3 + 172/7*z + 1
*
[ -1 ] 
f(z) = -165/7*z^3 + 179/7*z + 1
*
-2/3 | 0.18284666681380295838708842899263575320 | 0.023399893526782334297178657487836956725
f(z) = -165/8*z^3 + 163/15*z + 1
*
-1 | 0.10781438801233317362733832570692729058 | 0.020921460785849509393985135597554696298
f(z) = -165/8*z^3 + 173/8*z + 1
*
-1 | 0.11617802054662510190127766587295871940 | 0.022420469596819885640881581223527504479
f(z) = -165/13*z^3 + 178/13*z + 1
*
-1 | 0.10330346306055997219676223362463937833 | 0.019914358971381130074996468524247778401
f(z) = -165/14*z^3 + 179/14*z + 1
*
-2 | 0.10829909195266378487772288532815992444 | 0.016712707901574089923883191123471778242
f(z) = -165/16*z^3 + 163/4*z + 1
*
[ 2 ] 
f(z) = -165/16*z^3 + 167/4*z + 1
*
[ -2 ] 
f(z) = -165/16*z^3 + 171/4*z + 1
*
0 | 0.13369287617169231820037168868501954803 | 0.026214976031976371663442838730163603928
f(z) = -164*z^3 + 162*z + 1
*
-1 | 0.11652475709872902494582859235009348786 | 0.022821386889921557612790154454388609489
f(z) = -164*z^3 + 165*z + 1
*
[ -1 ] 
f(z) = -164*z^3 + 166*z + 1
*
-1 | 0.096105342733988674638971457927355457434 | 0.018777932576008139052853707852672433428
f(z) = -164/3*z^3 + 167/3*z + 1
*
[ -1 ] 
f(z) = -164/3*z^3 + 170/3*z + 1
*
-1 | 0.11637269977079739896884963315547008737 | 0.022685184686447067885508930513660832562
f(z) = -164/5*z^3 + 169/5*z + 1
*
[ -1 ] 
f(z) = -164/5*z^3 + 174/5*z + 1
*
-1 | 0.11629590452300513481366135776319228237 | 0.022618341951978898131485191220568646439
f(z) = -164/7*z^3 + 171/7*z + 1
*
[ -1 ] 
f(z) = -164/7*z^3 + 178/7*z + 1
*
-1 | 0.10265547199714825641528596147935736602 | 0.019920369362904775679435938048166594209
f(z) = -164/9*z^3 + 173/9*z + 1
*
-1 | 0.11614073728003593599519378349615261845 | 0.022487037772023634748397826745795527776
f(z) = -164/11*z^3 + 175/11*z + 1
*
-1 | 0.11606234717801853201839426848440738197 | 0.022422525076434908991550181865190904073
f(z) = -164/13*z^3 + 177/13*z + 1
*
-1 | 0.095638734945912340251464757554974946389 | 0.018436788495320239287764099721523650520
f(z) = -164/15*z^3 + 179/15*z + 1
*
0 | 0.13357970879765711528906639541944344500 | 0.026224236276152762501358453442059176634
f(z) = -163*z^3 + 161*z + 1
*
-1 | 0.11641126195809306135212941717911700169 | 0.022826335474781961707595336347367120983
f(z) = -163*z^3 + 164*z + 1
*
[ -1 ] 
f(z) = -163*z^3 + 165*z + 1
*
[ -1/2 ] 
f(z) = -163*z^3 + 175/4*z + 1
*
-1 | 0.10353714451213719543436758141591188126 | 0.020277761492239781429228104501487589111
f(z) = -163/2*z^3 + 165/2*z + 1
*
[ -1 ] 
f(z) = -163/2*z^3 + 167/2*z + 1
*
-1 | 0.095991379611892675798277524628457909574 | 0.018777701275134112953273696523533891698
f(z) = -163/3*z^3 + 166/3*z + 1
*
[ -1 ] 
f(z) = -163/3*z^3 + 169/3*z + 1
*
-1 | 0.10773933208591532623852627507858999884 | 0.021051086819317588165385466043057285908
f(z) = -163/4*z^3 + 167/4*z + 1
*
[ -1 ] 
f(z) = -163/4*z^3 + 171/4*z + 1
*
-1 | 0.11625826236870223386215124909598027166 | 0.022689125613689768185547381776664002680
f(z) = -163/5*z^3 + 168/5*z + 1
*
[ -1 ] 
f(z) = -163/5*z^3 + 173/5*z + 1
*
-1 | 0.083038959057008555122438285652475831911 | 0.016187251185962993063169410303160123810
f(z) = -163/6*z^3 + 169/6*z + 1
*
[ -1 ] 
f(z) = -163/6*z^3 + 175/6*z + 1
*
-1 | 0.11618098638233039903646856508261802933 | 0.022621796358709664765720072637968161382
f(z) = -163/7*z^3 + 170/7*z + 1
*
[ -1 ] 
f(z) = -163/7*z^3 + 177/7*z + 1
*
-1 | 0.10758477789328617350467397903441394816 | 0.020924118568050557867839459216401349607
f(z) = -163/8*z^3 + 171/8*z + 1
*
[ -1 ] 
f(z) = -163/8*z^3 + 179/8*z + 1
*
-1 | 0.10254006649380562602844676489003877971 | 0.019920383976260789498519454322558512012
f(z) = -163/9*z^3 + 172/9*z + 1
*
-1 | 0.10322867050435136491429499816765626947 | 0.020031598952127927399892936973685922746
f(z) = -163/10*z^3 + 173/10*z + 1
*
-1 | 0.11602483761873233002275915683768667571 | 0.022489551068855032346862409541575541327
f(z) = -163/11*z^3 + 174/11*z + 1
*
-1 | 0.087083416444551868478209546913305779429 | 0.016860992282008837684746921745370658035
f(z) = -163/12*z^3 + 175/12*z + 1
*
-1 | 0.11594594638631742087587953855054421923 | 0.022424582785206336005310944837269148285
f(z) = -163/13*z^3 + 176/13*z + 1
*
-1 | 0.10307088564188796111074344720017459444 | 0.019912655345585644116876833412946812905
f(z) = -163/14*z^3 + 177/14*z + 1
*
-1 | 0.095522859484461731013811220430697166082 | 0.018434359242789546558921801040827058040
f(z) = -163/15*z^3 + 178/15*z + 1
*
-2 | 0.10807526318047026591072437713298889398 | 0.016710002700692666235128242958635560290
f(z) = -163/16*z^3 + 161/4*z + 1
*
[ 2 ] 
f(z) = -163/16*z^3 + 165/4*z + 1
*
[ -2 ] 
f(z) = -163/16*z^3 + 169/4*z + 1
*
-1 | 0.10726918898412091121696907259108905248 | 0.020678853086913411517291185545800674413
f(z) = -163/16*z^3 + 179/16*z + 1
*
0 | 0.13346584559881391156970757966811652367 | 0.026233576094577803459926795053409833324
f(z) = -162*z^3 + 160*z + 1
*
-1 | 0.11629706694216464300169035011189728884 | 0.022831325125394878974185157905264402097
f(z) = -162*z^3 + 163*z + 1
*
[ -1 ] 
f(z) = -162*z^3 + 164*z + 1
*
[ -5/18 ] 
f(z) = -162*z^3 + 171/10*z + 1
*
-1 | 0.11614311334006093604463874185904298796 | 0.022693093738856492648187286530934343913
f(z) = -162/5*z^3 + 167/5*z + 1
*
[ -2/3 ] 
f(z) = -162/5*z^3 + 169/10*z + 1
*
[ -1 ] 
f(z) = -162/5*z^3 + 172/5*z + 1
*
-1 | 0.11606535055771159409635192122318224711 | 0.022625271376230686002143181468859486768
f(z) = -162/7*z^3 + 169/7*z + 1
*
[ -1 ] 
f(z) = -162/7*z^3 + 176/7*z + 1
*
[ -2/3 ] 
f(z) = -162/7*z^3 + 179/14*z + 1
*
-1 | 0.11590820777404850064773702161982740074 | 0.022492072425671556229296931314230795104
f(z) = -162/11*z^3 + 173/11*z + 1
*
-1 | 0.11582880896020461098919388810556606016 | 0.022426642564670180068622231272939282610
f(z) = -162/13*z^3 + 175/13*z + 1
*
[ -1/9 ] 
f(z) = -162/17*z^3 + 172/17*z + 1
*
-1 | 0.11566830758379170140965955370164931297 | 0.022297995929578742780076269857669274649
f(z) = -162/17*z^3 + 179/17*z + 1
*
-1 | 0.11618216336568059157511368552962908593 | 0.022836356446186838839688934695831853908
f(z) = -161*z^3 + 162*z + 1
*
[ -1 ] 
f(z) = -161*z^3 + 163*z + 1
*
[ -1/2 ] 
f(z) = -161*z^3 + 173/4*z + 1
*
-1 | 0.10330757075823451226507416448580375919 | 0.020281240085521345682783520701373342150
f(z) = -161/2*z^3 + 163/2*z + 1
*
[ -1 ] 
f(z) = -161/2*z^3 + 165/2*z + 1
*
-1 | 0.095761327498292108258567612033494146550 | 0.018777222669172458887211152498339369510
f(z) = -161/3*z^3 + 164/3*z + 1
*
[ -1 ] 
f(z) = -161/3*z^3 + 167/3*z + 1
*
-1 | 0.10750879837390788989855152531817506673 | 0.021055610351392723437951962333380979183
f(z) = -161/4*z^3 + 165/4*z + 1
*
[ -1 ] 
f(z) = -161/4*z^3 + 169/4*z + 1
*
-1 | 0.11602724377839044167494815336402866430 | 0.022697089387158361507337001006797638966
f(z) = -161/5*z^3 + 166/5*z + 1
*
[ -1 ] 
f(z) = -161/5*z^3 + 171/5*z + 1
*
-1 | 0.082808485883025807675464280370531114164 | 0.016179872215187970081698597508678204560
f(z) = -161/6*z^3 + 167/6*z + 1
*
[ -1 ] 
f(z) = -161/6*z^3 + 173/6*z + 1
*
-1 | 0.10735228456618050251852030490529989605 | 0.020926784432193283056828295542059061669
f(z) = -161/8*z^3 + 169/8*z + 1
*
[ -1 ] 
f(z) = -161/8*z^3 + 177/8*z + 1
*
-1 | 0.10230707474266841199653447194966051893 | 0.019920383558009790011940665575088189023
f(z) = -161/9*z^3 + 170/9*z + 1
*
[ -1 ] 
f(z) = -161/9*z^3 + 179/9*z + 1
*
-1 | 0.10299452469316747610820475842873885340 | 0.020031362138215041693161568408057026898
f(z) = -161/10*z^3 + 171/10*z + 1
*
-1 | 0.11579083848392277357002573122000086669 | 0.022494601792288445246812791369828470384
f(z) = -161/11*z^3 + 172/11*z + 1
*
-1 | 0.086849941874477129216586571759014242356 | 0.016853294691728230958820092122396092830
f(z) = -161/12*z^3 + 173/12*z + 1
*
-1 | 0.11571092551219650445440105729431468951 | 0.022428704249363948586080250783490281954
f(z) = -161/13*z^3 + 174/13*z + 1
*
-1 | 0.095285768517754887390672097826375602587 | 0.018428790923479455849625085903250975520
f(z) = -161/15*z^3 + 176/15*z + 1
*
[ 2 ] 
f(z) = -161/16*z^3 + 163/4*z + 1
*
[ -2 ] 
f(z) = -161/16*z^3 + 167/4*z + 1
*
-1 | 0.10703260774660919424482949563329727906 | 0.020678035465830209661136016972605495051
f(z) = -161/16*z^3 + 177/16*z + 1
*
-1 | 0.11554937329840268590218441857921970507 | 0.022299150896005572274117569143768265504
f(z) = -161/17*z^3 + 178/17*z + 1
*
-1 | 0.089109444489634929058211674442532150065 | 0.017178102386235055376246627042806261066
f(z) = -161/18*z^3 + 179/18*z + 1
*
[ -2/5 ] 
f(z) = -179/8*z^3 + 177/25*z + 1
*
[ 2/3 ] 
f(z) = -179/16*z^3 + 161/36*z + 1
*
[ -1/2 ] 
f(z) = -178/13*z^3 + 167/26*z + 1
*
[ -1/2 ] 
f(z) = -178/15*z^3 + 179/30*z + 1
*
[ -2/5 ] 
f(z) = -177/8*z^3 + 176/25*z + 1
*
[ -2/9 ] 
f(z) = -177/8*z^3 + 178/27*z + 1
*
[ -1/3 ] 
f(z) = -177/10*z^3 + 179/30*z + 1
*
-1/5 | 0.17664047340609678197288498491610762643 | 0.024841516266637786465910813614910519588
f(z) = -175/3*z^3 + 163/21*z + 1
*
[ -3/10 ] 
f(z) = -175/6*z^3 + 167/24*z + 1
*
[ 3/5 ] 
f(z) = -175/8*z^3 + 173/24*z + 1
*
[ 4/7 ] 
f(z) = -175/8*z^3 + 179/28*z + 1
*
[ 3/5 ] 
f(z) = -175/11*z^3 + 167/33*z + 1
*
[ 3/5 ] 
f(z) = -175/13*z^3 + 163/39*z + 1
*
-2/5 | 0.15786009694522571738924196757647691840 | 0.022200371695689147632004612063890426277
f(z) = -175/16*z^3 + 163/28*z + 1
*
[ -4/7 ] 
f(z) = -175/16*z^3 + 177/28*z + 1
*
[ -2/5 ] 
f(z) = -175/17*z^3 + 175/34*z + 1
*
[ -1/2 ] 
f(z) = -174/13*z^3 + 165/26*z + 1
*
[ -2/5 ] 
f(z) = -173/8*z^3 + 174/25*z + 1
*
[ -2/5 ] 
f(z) = -171/8*z^3 + 173/25*z + 1
*
[ -1/2 ] 
f(z) = -170/13*z^3 + 163/26*z + 1
*
-3/26 | 0.13477800433200699860250062542401775753 | 0.017699468059499225160246023096479537124
f(z) = -169/2*z^3 + 163/24*z + 1
*
[ -2/5 ] 
f(z) = -169/8*z^3 + 172/25*z + 1
*
[ -2/13 ] 
f(z) = -169/11*z^3 + 173/22*z + 1
*
-6/13 | 0.083782554557444307314712431368105037793 | 0.011434576874932078491394212377202147701
f(z) = -169/16*z^3 + 163/36*z + 1
*
[ -10/13 ] 
f(z) = -169/16*z^3 + 171/20*z + 1
*
12/13 | 0.17642100531056735433841294627993946396 | 0.027074244616720459808322812770740797046
f(z) = -169/18*z^3 + 163/24*z + 1
*
[ -2/5 ] 
f(z) = -167/8*z^3 + 171/25*z + 1
*
[ -1/2 ] 
f(z) = -166/13*z^3 + 161/26*z + 1
*
[ -1/2 ] 
f(z) = -166/15*z^3 + 173/30*z + 1
*
[ -2/11 ] 
f(z) = -165/4*z^3 + 173/22*z + 1
*
[ 6/11 ] 
f(z) = -165/8*z^3 + 175/33*z + 1
*
[ -2/9 ] 
f(z) = -165/8*z^3 + 176/27*z + 1
*
[ -4/5 ] 
f(z) = -165/16*z^3 + 177/20*z + 1
*
[ -2/5 ] 
f(z) = -163/8*z^3 + 169/25*z + 1
*
1/2 | 0.19973810538146676098024011779485896777 | 0.029034419945536252058902509587246270330
f(z) = -162/5*z^3 + 163/30*z + 1
*
[ -11/18 ] 
f(z) = -162/11*z^3 + 179/22*z + 1
*
[ 3/7 ] 
f(z) = -161/3*z^3 + 179/21*z + 1
*
[ 4/7 ] 
f(z) = -161/8*z^3 + 163/28*z + 1
*
[ -2/5 ] 
f(z) = -161/8*z^3 + 168/25*z + 1
*
[ -4/7 ] 
f(z) = -161/16*z^3 + 169/28*z + 1
*
[ 6/13 ] 
f(z) = -169/7*z^3 + 167/42*z + 1
*
-3/26 | 0.13155665298387777913990861228894729736 | 0.020189188909633586951676939633617693256
f(z) = -169/14*z^3 + 177/56*z + 1
*
5/8 | 0.14844054475632266576959084529863932501 | 0.022639250054397401433832295216559704790
f(z) = -176/15*z^3 + 179/60*z + 1
*
[ 8/15 ] 
f(z) = -175/16*z^3 + 161/72*z + 1
*
17/26 | 0.078598904546949418789285709600025261994 | 0.012062089571274573153240569257815619669
f(z) = -169/15*z^3 + 169/60*z + 1
*
-2/15 | 0.10426488119251300582990197616063646463 | 0.013343350256266397135145881643899169305
f(z) = -165/16*z^3 + 161/60*z + 1
*
-1 | 0.11825201004484466720732969236711931646 | 0.022747345883556365351173418669670298009
f(z) = -180*z^3 + 181*z + 1
*
[ -1 ] 
f(z) = -180*z^3 + 182*z + 1
*
-1/4 | 0.20326560148655307505843455092001607936 | 0.026474240062824503526539729369607474898
f(z) = -180*z^3 + 187/12*z + 1
*
[ -1/8 ] 
f(z) = -180*z^3 + 189/16*z + 1
*
-1 | 0.11804374869125209389493989366650909036 | 0.022565723126244436738213428820241778183
f(z) = -180/7*z^3 + 187/7*z + 1
*
[ -1 ] 
f(z) = -180/7*z^3 + 194/7*z + 1
*
[ -2/3 ] 
f(z) = -180/7*z^3 + 195/14*z + 1
*
-1 | 0.11790276068758914232832255084658370266 | 0.022447947979631040139422471918826184903
f(z) = -180/11*z^3 + 191/11*z + 1
*
-1 | 0.11783160245214332625507683766225679257 | 0.022389994132765571808009420066163763067
f(z) = -180/13*z^3 + 193/13*z + 1
*
-1 | 0.11768792241813808590348985647527362269 | 0.022275862991611432902342770702538142245
f(z) = -180/17*z^3 + 197/17*z + 1
*
-1 | 0.11761538607725461817961693379809605188 | 0.022219651044444866447625172524692133246
f(z) = -180/19*z^3 + 199/19*z + 1
*
-1 | 0.11814865038448430301635094932817339618 | 0.022751710398716387243335392556686293538
f(z) = -179*z^3 + 180*z + 1
*
[ -1 ] 
f(z) = -179*z^3 + 181*z + 1
*
[ -1/2 ] 
f(z) = -179*z^3 + 191/4*z + 1
*
-1 | 0.10527795024211436269963163315835031837 | 0.020251613035254412659457559783314398135
f(z) = -179/2*z^3 + 181/2*z + 1
*
[ -1 ] 
f(z) = -179/2*z^3 + 183/2*z + 1
*
-1 | 0.097735624466651456868393099069334230787 | 0.018780841444604618657658742381920481996
f(z) = -179/3*z^3 + 182/3*z + 1
*
[ -1 ] 
f(z) = -179/3*z^3 + 185/3*z + 1
*
-1 | 0.10948703814898394472351617100869714110 | 0.021016859424660568539599147576205803495
f(z) = -179/4*z^3 + 183/4*z + 1
*
[ -1 ] 
f(z) = -179/4*z^3 + 187/4*z + 1
*
-1 | 0.11800945199016940341523502095202900853 | 0.022629128617353471554077813457103523982
f(z) = -179/5*z^3 + 184/5*z + 1
*
[ -1 ] 
f(z) = -179/5*z^3 + 189/5*z + 1
*
-1 | 0.084794688474255999342014732756815590702 | 0.016243085972589572009435986370018795576
f(z) = -179/6*z^3 + 185/6*z + 1
*
[ -1 ] 
f(z) = -179/6*z^3 + 191/6*z + 1
*
-1 | 0.11793921125874658278538214296898463081 | 0.022568872665031773663845209638880985804
f(z) = -179/7*z^3 + 186/7*z + 1
*
[ -1 ] 
f(z) = -179/7*z^3 + 193/7*z + 1
*
-1 | 0.10934655502127663118438609627063083992 | 0.020903132209674060033278462375245825100
f(z) = -179/8*z^3 + 187/8*z + 1
*
[ -1 ] 
f(z) = -179/8*z^3 + 195/8*z + 1
*
-1 | 0.10430541933368418905810176007293769525 | 0.019919139765909681790920961288839280381
f(z) = -179/9*z^3 + 188/9*z + 1
*
[ -1 ] 
f(z) = -179/9*z^3 + 197/9*z + 1
*
-1 | 0.10499762280542778976338478529761528724 | 0.020031035932059970109170070853549583385
f(z) = -179/10*z^3 + 189/10*z + 1
*
[ -1 ] 
f(z) = -179/10*z^3 + 199/10*z + 1
*
-1 | 0.11779741342407320470345903501415019326 | 0.022450328377390039553458970276717712480
f(z) = -179/11*z^3 + 190/11*z + 1
*
-1 | 0.088860673712258855874803155567361841473 | 0.016918516320523507141747255835818446597
f(z) = -179/12*z^3 + 191/12*z + 1
*
-1 | 0.11772584252879984424869156080436168380 | 0.022392001171347442851463420059006477388
f(z) = -179/13*z^3 + 192/13*z + 1
*
-1 | 0.10485447922944548813468834504536727591 | 0.019924121592889107834345147425130285626
f(z) = -179/14*z^3 + 193/14*z + 1
*
-1 | 0.097310175784761841490715477661245393308 | 0.018472436585510581245867528342093758283
f(z) = -179/15*z^3 + 194/15*z + 1
*
[ 2 ] 
f(z) = -179/16*z^3 + 181/4*z + 1
*
[ -2 ] 
f(z) = -179/16*z^3 + 185/4*z + 1
*
-1 | 0.10906025358388704521348019331677691487 | 0.020682773129909524260191211723922650847
f(z) = -179/16*z^3 + 195/16*z + 1
*
-1 | 0.11758132106687634740834734291078732115 | 0.022277144142984234831391673396584875337
f(z) = -179/17*z^3 + 196/17*z + 1
*
-1 | 0.091145724315293488045028590433335776873 | 0.017251979858264084945094727343628747965
f(z) = -179/18*z^3 + 197/18*z + 1
*
-1 | 0.11750835569810221398357325531719357374 | 0.022220579069863882960773360257411078991
f(z) = -179/19*z^3 + 198/19*z + 1
*
[ -1 ] 
f(z) = -178*z^3 + 180*z + 1
*
-1 | 0.097631292477444183946729755069490961823 | 0.018780676778355516293836256080761188591
f(z) = -178/3*z^3 + 181/3*z + 1
*
[ -1 ] 
f(z) = -178/3*z^3 + 184/3*z + 1
*
-1 | 0.11790472298160301945120469754834144376 | 0.022632697260802584055696330697268253841
f(z) = -178/5*z^3 + 183/5*z + 1
*
[ -1 ] 
f(z) = -178/5*z^3 + 188/5*z + 1
*
-1 | 0.11783408029371460598104401496299894617 | 0.022572039960886508160073517253069137730
f(z) = -178/7*z^3 + 185/7*z + 1
*
[ -1 ] 
f(z) = -178/7*z^3 + 192/7*z + 1
*
-1 | 0.10419988135956606950850963207801060537 | 0.019919273139126753149758150335430310890
f(z) = -178/9*z^3 + 187/9*z + 1
*
[ -1 ] 
f(z) = -178/9*z^3 + 196/9*z + 1
*
-1 | 0.11769146326910587557184102761367717868 | 0.022452717182072309931491863912851762817
f(z) = -178/11*z^3 + 189/11*z + 1
*
-1 | 0.11761947489830881403988468063430773800 | 0.022394012137721590091844412440329043277
f(z) = -178/13*z^3 + 191/13*z + 1
*
-1 | 0.097202351640824398666537772139761148683 | 0.018470088139665173610912859355272714232
f(z) = -178/15*z^3 + 193/15*z + 1
*
-1 | 0.11747410208993531823800398158550674983 | 0.022278420619085500378356198361810813279
f(z) = -178/17*z^3 + 195/17*z + 1
*
-1 | 0.11740070258420964923776936465100997140 | 0.022221498282492588160488750425051455502
f(z) = -178/19*z^3 + 197/19*z + 1
*
[ -1/2 ] 
f(z) = -177*z^3 + 189/4*z + 1
*
[ -1 ] 
f(z) = -177/2*z^3 + 181/2*z + 1
*
-1 | 0.10927738496846826699979389634520784326 | 0.021020957463518912084338035819489100183
f(z) = -177/4*z^3 + 181/4*z + 1
*
[ -1 ] 
f(z) = -177/4*z^3 + 185/4*z + 1
*
-1 | 0.11779939828876696325738590339063397077 | 0.022636288800569829383696355739229798812
f(z) = -177/5*z^3 + 182/5*z + 1
*
[ -1 ] 
f(z) = -177/5*z^3 + 187/5*z + 1
*
-1 | 0.11772834901709492609429455043997413869 | 0.022575225178051400224345089567934310646
f(z) = -177/7*z^3 + 184/7*z + 1
*
[ -1 ] 
f(z) = -177/7*z^3 + 191/7*z + 1
*
-1 | 0.10913528470183800241811704362409455751 | 0.020905717609814569655491695016443451349
f(z) = -177/8*z^3 + 185/8*z + 1
*
[ -1 ] 
f(z) = -177/8*z^3 + 193/8*z + 1
*
-1 | 0.10478487642623752975975807590941078591 | 0.020031103175457218783126326080354531642
f(z) = -177/10*z^3 + 187/10*z + 1
*
[ -1 ] 
f(z) = -177/10*z^3 + 197/10*z + 1
*
-1 | 0.11758490328041376036785670292078538383 | 0.022455114391617724954674499377627515893
f(z) = -177/11*z^3 + 188/11*z + 1
*
[ -1 ] 
f(z) = -177/11*z^3 + 199/11*z + 1
*
-1 | 0.11751249253357646422058714663062110476 | 0.022396026951176185153523665537862217513
f(z) = -177/13*z^3 + 190/13*z + 1
*
-1 | 0.10464070522231713617675792508409497558 | 0.019922935592717990580453791046704378531
f(z) = -177/14*z^3 + 191/14*z + 1
*
[ -2 ] 
f(z) = -177/16*z^3 + 183/4*z + 1
*
-1 | 0.10884562321643580536859099490171452682 | 0.020682506343601715397447949562789738233
f(z) = -177/16*z^3 + 193/16*z + 1
*
-1 | 0.11736625828371501732362064067321580020 | 0.022279692189848896431929515786436545809
f(z) = -177/17*z^3 + 194/17*z + 1
*
-1 | 0.11729241944010353203466217438359897991 | 0.022222408381178155840422948637158653755
f(z) = -177/19*z^3 + 196/19*z + 1
*
[ -1 ] 
f(z) = -176/3*z^3 + 182/3*z + 1
*
-1 | 0.11769347109615232006124217777139359056 | 0.022639903492932099898484802464766634781
f(z) = -176/5*z^3 + 181/5*z + 1
*
[ -1 ] 
f(z) = -176/5*z^3 + 186/5*z + 1
*
-1 | 0.11762201053300458239892007423465653086 | 0.022578428482596073878201670886235901137
f(z) = -176/7*z^3 + 183/7*z + 1
*
[ -1 ] 
f(z) = -176/7*z^3 + 190/7*z + 1
*
-1 | 0.10398698335158119834486432983076642144 | 0.019919520208188300177912016614976197919
f(z) = -176/9*z^3 + 185/9*z + 1
*
[ -1 ] 
f(z) = -176/9*z^3 + 194/9*z + 1
*
-1 | 0.11740488828486493673742685729054233994 | 0.022398045527103536493494866032738183032
f(z) = -176/13*z^3 + 189/13*z + 1
*
-1 | 0.096987937768188039413653573976285621031 | 0.018465896548774835986228071469782167631
f(z) = -176/15*z^3 + 191/15*z + 1
*
-1 | 0.11725778231775622645973042854987205507 | 0.022280958617888245129759810587890670612
f(z) = -176/17*z^3 + 193/17*z + 1
*
-1 | 0.11718349884123362181079164843302275196 | 0.022223309055833094078861332976463658544
f(z) = -176/19*z^3 + 195/19*z + 1
*
[ 3/5 ] 
f(z) = -175*z^3 + 187/3*z + 1
*
[ -1/2 ] 
f(z) = -175*z^3 + 187/4*z + 1
*
[ -3/5 ] 
f(z) = -175*z^3 + 197/3*z + 1
*
[ -2/15 ] 
f(z) = -175/2*z^3 + 181/18*z + 1
*
[ 3/5 ] 
f(z) = -175/2*z^3 + 185/6*z + 1
*
[ -1/2 ] 
f(z) = -175/2*z^3 + 199/8*z + 1
*
[ -1 ] 
f(z) = -175/3*z^3 + 181/3*z + 1
*
-1/10 | 0.088687289594268579137955898973596719914 | 0.013537811331645191138089862776506908913
f(z) = -175/3*z^3 + 187/12*z + 1
*
[ 3/5 ] 
f(z) = -175/4*z^3 + 181/12*z + 1
*
[ -1 ] 
f(z) = -175/4*z^3 + 183/4*z + 1
*
[ -1/10 ] 
f(z) = -175/4*z^3 + 183/16*z + 1
*
-1 | 0.084370974084324149101182758906681831479 | 0.016229878285374330837982861207211740435
f(z) = -175/6*z^3 + 181/6*z + 1
*
[ -1 ] 
f(z) = -175/6*z^3 + 187/6*z + 1
*
-1 | 0.10892157588190650445558511687077032734 | 0.020908314694818255973010493160004318419
f(z) = -175/8*z^3 + 183/8*z + 1
*
[ -1 ] 
f(z) = -175/8*z^3 + 191/8*z + 1
*
-1 | 0.10387960923961225186268546891188399973 | 0.019919633542569349334814140125166165383
f(z) = -175/9*z^3 + 184/9*z + 1
*
[ -1 ] 
f(z) = -175/9*z^3 + 193/9*z + 1
*
-1 | 0.11736992542675061303901345764346037685 | 0.022459934006589025503605610617661017804
f(z) = -175/11*z^3 + 186/11*z + 1
*
[ -1 ] 
f(z) = -175/11*z^3 + 197/11*z + 1
*
-1 | 0.088432338639042159451100612549833013623 | 0.016905085540398440747160109801137940144
f(z) = -175/12*z^3 + 187/12*z + 1
*
[ -1 ] 
f(z) = -175/12*z^3 + 199/12*z + 1
*
-1 | 0.11729665487692035219730453189567150148 | 0.022400067776847716304218691515546282816
f(z) = -175/13*z^3 + 188/13*z + 1
*
[ -2 ] 
f(z) = -175/16*z^3 + 181/4*z + 1
*
-6/5 | 0.16109453437260868061992517299024739393 | 0.024344071973370760684198306677928884330
f(z) = -175/16*z^3 + 187/12*z + 1
*
[ 6/5 ] 
f(z) = -175/16*z^3 + 191/12*z + 1
*
-1 | 0.10862847451165095373425960921031085465 | 0.020682181916041433138666188820773291574
f(z) = -175/16*z^3 + 191/16*z + 1
*
-1 | 0.11714866673174191037461696442799342119 | 0.022282219658247352199836305082893625498
f(z) = -175/17*z^3 + 192/17*z + 1
*
-1 | 0.090712841011785310146338746668990245331 | 0.017236971540340999385797312010753091947
f(z) = -175/18*z^3 + 193/18*z + 1
*
-1 | 0.11707393323090688890549990311464959537 | 0.022224199987139302898887610738629074154
f(z) = -175/19*z^3 + 194/19*z + 1
*
[ -1 ] 
f(z) = -174/5*z^3 + 184/5*z + 1
*
-1 | 0.11740748375849275210152883574591675444 | 0.022584890027320880630649650125773151936
f(z) = -174/7*z^3 + 181/7*z + 1
*
[ -1 ] 
f(z) = -174/7*z^3 + 188/7*z + 1
*
-1 | 0.11726149306270227747029768277977465603 | 0.022462356397122205261147918767810479332
f(z) = -174/11*z^3 + 185/11*z + 1
*
[ -1 ] 
f(z) = -174/11*z^3 + 196/11*z + 1
*
-1 | 0.11718778490601627891813082072072676997 | 0.022402093607545875007032820282289183997
f(z) = -174/13*z^3 + 187/13*z + 1
*
-1 | 0.11703890393240944465737806385546384965 | 0.022283475058140169820717482383534555903
f(z) = -174/17*z^3 + 191/17*z + 1
*
-1 | 0.11696371491712991009873467603660539587 | 0.022225080846240906543777627986905029269
f(z) = -174/19*z^3 + 193/19*z + 1
*
[ -1/2 ] 
f(z) = -173*z^3 + 185/4*z + 1
*
[ -1/2 ] 
f(z) = -173/2*z^3 + 197/8*z + 1
*
[ -1 ] 
f(z) = -173/4*z^3 + 181/4*z + 1
*
[ -1 ] 
f(z) = -173/5*z^3 + 183/5*z + 1
*
[ -1 ] 
f(z) = -173/6*z^3 + 185/6*z + 1
*
-1 | 0.11729928106750129709231235690582335812 | 0.022588148608897663538441153886635949990
f(z) = -173/7*z^3 + 180/7*z + 1
*
[ -1 ] 
f(z) = -173/7*z^3 + 187/7*z + 1
*
-1 | 0.10870537160407306387506182296092451321 | 0.020910923089938454583986896894013059260
f(z) = -173/8*z^3 + 181/8*z + 1
*
[ -1 ] 
f(z) = -173/8*z^3 + 189/8*z + 1
*
-1 | 0.10366297467645678124979004274954513269 | 0.019919838868363665928639723051902641377
f(z) = -173/9*z^3 + 182/9*z + 1
*
[ -1 ] 
f(z) = -173/9*z^3 + 191/9*z + 1
*
-1 | 0.10435325665921236031308643291908914276 | 0.020031391503420110836650013646998854419
f(z) = -173/10*z^3 + 183/10*z + 1
*
[ -1 ] 
f(z) = -173/10*z^3 + 193/10*z + 1
*
-1 | 0.11715242186089953861880183047533029515 | 0.022464787162519748429111557150557873876
f(z) = -173/11*z^3 + 184/11*z + 1
*
[ -1 ] 
f(z) = -173/11*z^3 + 195/11*z + 1
*
-1 | 0.088213362671055409946152591005349065044 | 0.016897959761149400253174804972872946023
f(z) = -173/12*z^3 + 185/12*z + 1
*
[ -1 ] 
f(z) = -173/12*z^3 + 197/12*z + 1
*
-1 | 0.11707827083690959640756239059256986391 | 0.022404122921962954480833368797848445520
f(z) = -173/13*z^3 + 186/13*z + 1
*
[ -1 ] 
f(z) = -173/13*z^3 + 199/13*z + 1
*
-1 | 0.10420495262377935652716667541981631541 | 0.019920242582620422436095585425023514018
f(z) = -173/14*z^3 + 187/14*z + 1
*
-1 | 0.096659989933251361882508166423163801528 | 0.018459096963047988236427283978201853103
f(z) = -173/15*z^3 + 188/15*z + 1
*
-1 | 0.10840874763126269238893982938887640985 | 0.020681796988637991490041835086713974355
f(z) = -173/16*z^3 + 189/16*z + 1
*
-1 | 0.11692848619037044637092612170990000155 | 0.022284724556680870675471944145397615787
f(z) = -173/17*z^3 + 190/17*z + 1
*
-1 | 0.090492203722893952574950276469833761205 | 0.017229149426927085626178843022307307829
f(z) = -173/18*z^3 + 191/18*z + 1
*
-1 | 0.11685283606935628841490046947763839312 | 0.022225951294425374738003972214437884713
f(z) = -173/19*z^3 + 192/19*z + 1
*
[ -1/8 ] 
f(z) = -172*z^3 + 187/16*z + 1
*
[ -1 ] 
f(z) = -172/5*z^3 + 182/5*z + 1
*
[ -1 ] 
f(z) = -172/7*z^3 + 186/7*z + 1
*
-1 | 0.10355369939249902465079928319351778637 | 0.019919930466380176770286798172672464625
f(z) = -172/9*z^3 + 181/9*z + 1
*
[ -1 ] 
f(z) = -172/9*z^3 + 190/9*z + 1
*
-1 | 0.11704270424690749688994319722106418459 | 0.022467226289308524151559360930433134562
f(z) = -172/11*z^3 + 183/11*z + 1
*
[ -1 ] 
f(z) = -172/11*z^3 + 194/11*z + 1
*
-1 | 0.11696810499970561825958154653758329038 | 0.022406155618319496483170987393891511024
f(z) = -172/13*z^3 + 185/13*z + 1
*
[ -1 ] 
f(z) = -172/13*z^3 + 198/13*z + 1
*
-1 | 0.096548336216861000569709749259827941397 | 0.018456572648058405456371421754525728754
f(z) = -172/15*z^3 + 187/15*z + 1
*
-1 | 0.11681740563683486688585604750511684738 | 0.022285967884603388997477879227966722180
f(z) = -172/17*z^3 + 189/17*z + 1
*
-1 | 0.11674128871513564490165214704307359319 | 0.022226810982792423565284473837415595603
f(z) = -172/19*z^3 + 191/19*z + 1
*
[ -1/2 ] 
f(z) = -171*z^3 + 183/4*z + 1
*
[ -1/2 ] 
f(z) = -171/2*z^3 + 195/8*z + 1
*
[ -1/9 ] 
f(z) = -171/2*z^3 + 199/18*z + 1
*
[ -1 ] 
f(z) = -171/5*z^3 + 181/5*z + 1
*
[ -1 ] 
f(z) = -171/7*z^3 + 185/7*z + 1
*
[ -2/3 ] 
f(z) = -171/7*z^3 + 187/14*z + 1
*
[ -1 ] 
f(z) = -171/8*z^3 + 187/8*z + 1
*
-1 | 0.10413426591978035009649239535099985859 | 0.020031610154526494403373633523547873891
f(z) = -171/10*z^3 + 181/10*z + 1
*
[ -1 ] 
f(z) = -171/10*z^3 + 191/10*z + 1
*
-1 | 0.11693233251073535115584713496476871418 | 0.022469673761395338630165523970053248491
f(z) = -171/11*z^3 + 182/11*z + 1
*
[ -1 ] 
f(z) = -171/11*z^3 + 193/11*z + 1
*
-1 | 0.11685727958662920772703266936736108086 | 0.022408191590112227206013467984595718132
f(z) = -171/13*z^3 + 184/13*z + 1
*
[ -1 ] 
f(z) = -171/13*z^3 + 197/13*z + 1
*
-1 | 0.10398350587067548964981439876971806188 | 0.019918854069514571645267615288068561630
f(z) = -171/14*z^3 + 185/14*z + 1
*
[ -1 ] 
f(z) = -171/14*z^3 + 199/14*z + 1
*
-1 | 0.10818638057714838580716259660570261702 | 0.020681348544087347997949099664996837610
f(z) = -171/16*z^3 + 187/16*z + 1
*
-1 | 0.11670565426023586460403672563427784688 | 0.022287204763969962379944024355963004842
f(z) = -171/17*z^3 + 188/17*z + 1
*
[ -1 ] 
f(z) = -170/7*z^3 + 184/7*z + 1
*
[ -1 ] 
f(z) = -170/9*z^3 + 188/9*z + 1
*
-1 | 0.11682129880358131572265672533798148465 | 0.022472129559942350402646661756066934751
f(z) = -170/11*z^3 + 181/11*z + 1
*
[ -1 ] 
f(z) = -170/11*z^3 + 192/11*z + 1
*
-1 | 0.11674578664869848112924483586115408868 | 0.022410230725927082514861492297234121029
f(z) = -170/13*z^3 + 183/13*z + 1
*
[ -1 ] 
f(z) = -170/13*z^3 + 196/13*z + 1
*
-1 | 0.11651615586720786859394482430985586183 | 0.022228496631457920173352877654749788084
f(z) = -170/19*z^3 + 189/19*z + 1
*
[ -1/2 ] 
f(z) = -169*z^3 + 181/4*z + 1
*
9/26 | 0.21513452631890608162065217543810975517 | 0.028252137253027328660825754109758825834
f(z) = -169*z^3 + 199/12*z + 1
*
[ -1/2 ] 
f(z) = -169/2*z^3 + 193/8*z + 1
*
[ 10/13 ] 
f(z) = -169/5*z^3 + 197/10*z + 1
*
[ -1 ] 
f(z) = -169/6*z^3 + 181/6*z + 1
*
[ -14/13 ] 
f(z) = -169/8*z^3 + 185/7*z + 1
*
[ -1 ] 
f(z) = -169/8*z^3 + 185/8*z + 1
*
[ -2/39 ] 
f(z) = -169/8*z^3 + 185/9*z + 1
*
[ -1 ] 
f(z) = -169/9*z^3 + 187/9*z + 1
*
[ 12/13 ] 
f(z) = -169/9*z^3 + 191/12*z + 1
*
[ -1 ] 
f(z) = -169/10*z^3 + 189/10*z + 1
*
-1 | 0.11670959513447921046096700910218658880 | 0.022474593663236792345096596605471423063
f(z) = -169/11*z^3 + 180/11*z + 1
*
[ -1 ] 
f(z) = -169/11*z^3 + 191/11*z + 1
*
-1 | 0.087770659618704342506049117114416710735 | 0.016883852984971759557170679114950550292
f(z) = -169/12*z^3 + 181/12*z + 1
*
[ -1 ] 
f(z) = -169/12*z^3 + 193/12*z + 1
*
-2/13 | 0.13749187236138517840716239768921384026 | 0.026125777392568855492286989095881043317
f(z) = -169/14*z^3 + 193/14*z + 1
*
14/13 | 0.074562840154248054572253597964588255064 | 0.014343153358710704459118650456941629189
f(z) = -169/15*z^3 + 181/15*z + 1
*
-1 | 0.096213486328918230698201144461535404647 | 0.018449601452622974035266505598529723398
f(z) = -169/15*z^3 + 184/15*z + 1
*
-1 | 0.10796130908604551718001324682668767415 | 0.020680833395954517075117203991092365269
f(z) = -169/16*z^3 + 185/16*z + 1
*
-1 | 0.11648010625672175082225935737932462039 | 0.022289658020096057368313616441305890724
f(z) = -169/17*z^3 + 186/17*z + 1
*
-1 | 0.090042223732075523540498781014935344584 | 0.017212837722764971671958835941172302751
f(z) = -169/18*z^3 + 187/18*z + 1
*
-1 | 0.11640255368746991639434789220590248989 | 0.022229321839855179968688349465748136493
f(z) = -169/19*z^3 + 188/19*z + 1
*
[ -1 ] 
f(z) = -168/11*z^3 + 190/11*z + 1
*
-1 | 0.11652076567564459649382621576111764738 | 0.022414318018235354392133728497142374451
f(z) = -168/13*z^3 + 181/13*z + 1
*
[ -1 ] 
f(z) = -168/13*z^3 + 194/13*z + 1
*
-1 | 0.11636629286095004109753913440286279605 | 0.022290873794834495298584580408956802886
f(z) = -168/17*z^3 + 185/17*z + 1
*
-1 | 0.11628824962177248305297650365211518433 | 0.022230134783875974333245380052768803039
f(z) = -168/19*z^3 + 187/19*z + 1
*
[ -1/2 ] 
f(z) = -167/2*z^3 + 191/8*z + 1
*
[ -1 ] 
f(z) = -167/7*z^3 + 181/7*z + 1
*
[ -1 ] 
f(z) = -167/8*z^3 + 183/8*z + 1
*
[ -1 ] 
f(z) = -167/9*z^3 + 185/9*z + 1
*
[ -1 ] 
f(z) = -167/10*z^3 + 187/10*z + 1
*
[ -1 ] 
f(z) = -167/11*z^3 + 189/11*z + 1
*
[ -1 ] 
f(z) = -167/12*z^3 + 191/12*z + 1
*
-1 | 0.11640722100515143289438223806369440700 | 0.022416365925550902921556972311005380589
f(z) = -167/13*z^3 + 180/13*z + 1
*
[ -1 ] 
f(z) = -167/13*z^3 + 193/13*z + 1
*
-1 | 0.10353250201831147758755592362051835157 | 0.019915852869709435662564686011452467960
f(z) = -167/14*z^3 + 181/14*z + 1
*
[ -1 ] 
f(z) = -167/14*z^3 + 195/14*z + 1
*
-1 | 0.095985095324715849276634287451837334637 | 0.018444460412219950799054645642510552957
f(z) = -167/15*z^3 + 182/15*z + 1
*
[ -1 ] 
f(z) = -167/15*z^3 + 197/15*z + 1
*
-1 | 0.10773346651776510543956057104901679666 | 0.020680248177452936547439813565661051206
f(z) = -167/16*z^3 + 183/16*z + 1
*
[ -1 ] 
f(z) = -167/16*z^3 + 199/16*z + 1
*
-1 | 0.11625177509689658629651684479410642248 | 0.022292081916306726420640186717007147473
f(z) = -167/17*z^3 + 184/17*z + 1
*
-1 | 0.089814052664892735414732544036662656842 | 0.017204584452544513946432495835068678916
f(z) = -167/18*z^3 + 185/18*z + 1
*
-1 | 0.11617323493417431322178590306013994084 | 0.022230935058248121592787908200511372129
f(z) = -167/19*z^3 + 186/19*z + 1
*
[ -1 ] 
f(z) = -166/7*z^3 + 180/7*z + 1
*
[ -1 ] 
f(z) = -166/9*z^3 + 184/9*z + 1
*
[ -1 ] 
f(z) = -166/11*z^3 + 188/11*z + 1
*
[ -1 ] 
f(z) = -166/13*z^3 + 192/13*z + 1
*
-1 | 0.095871394213794446228055655635380494669 | 0.018442136955582701264512688556524829572
f(z) = -166/15*z^3 + 181/15*z + 1
*
[ -1 ] 
f(z) = -166/15*z^3 + 196/15*z + 1
*
-1 | 0.11613654418474782550799776579434157505 | 0.022293282058423982381179110755373858224
f(z) = -166/17*z^3 + 183/17*z + 1
*
-1 | 0.11605750072444427695393092134592601298 | 0.022231722245236603451970038395428538470
f(z) = -166/19*z^3 + 185/19*z + 1
*
[ -1/2 ] 
f(z) = -165/2*z^3 + 189/8*z + 1
*
[ -1 ] 
f(z) = -165/8*z^3 + 181/8*z + 1
*
-2/15 | 0.22157012970719678299502148440511832098 | 0.028355548034919746976456283719532088641
f(z) = -165/8*z^3 + 193/15*z + 1
*
[ -1 ] 
f(z) = -165/13*z^3 + 191/13*z + 1
*
[ -1 ] 
f(z) = -165/14*z^3 + 193/14*z + 1
*
-1 | 0.10750278373641771748428871859128154744 | 0.020679589329349094747321570686329359254
f(z) = -165/16*z^3 + 181/16*z + 1
*
[ -1 ] 
f(z) = -165/16*z^3 + 197/16*z + 1
*
-1 | 0.11602059117936430245836542227740771403 | 0.022294473884416857306875044217745664039
f(z) = -165/17*z^3 + 182/17*z + 1
*
[ -1 ] 
f(z) = -165/17*z^3 + 199/17*z + 1
*
-1 | 0.11594103792391134923028584365788107638 | 0.022232495914210373069943073740207355337
f(z) = -165/19*z^3 + 184/19*z + 1
*
[ -1/8 ] 
f(z) = -164*z^3 + 185/16*z + 1
*
[ -1 ] 
f(z) = -164/9*z^3 + 182/9*z + 1
*
[ -1 ] 
f(z) = -164/11*z^3 + 186/11*z + 1
*
[ -1 ] 
f(z) = -164/13*z^3 + 190/13*z + 1
*
[ -1 ] 
f(z) = -164/15*z^3 + 194/15*z + 1
*
-1 | 0.11590390696610001750245836273273373979 | 0.022295657046451674277548931992353574198
f(z) = -164/17*z^3 + 181/17*z + 1
*
[ -1 ] 
f(z) = -164/17*z^3 + 198/17*z + 1
*
-1 | 0.11582383729118257194901384100859351683 | 0.022233255621191839402303907075742021121
f(z) = -164/19*z^3 + 183/19*z + 1
*
[ -1/3 ] 
f(z) = -163*z^3 + 199/9*z + 1
*
[ -1/2 ] 
f(z) = -163/2*z^3 + 187/8*z + 1
*
[ -1/2 ] 
f(z) = -163/3*z^3 + 199/12*z + 1
*
[ -1 ] 
f(z) = -163/9*z^3 + 181/9*z + 1
*
[ -1 ] 
f(z) = -163/10*z^3 + 183/10*z + 1
*
[ -1 ] 
f(z) = -163/11*z^3 + 185/11*z + 1
*
[ -1 ] 
f(z) = -163/12*z^3 + 187/12*z + 1
*
[ -1 ] 
f(z) = -163/13*z^3 + 189/13*z + 1
*
[ -1 ] 
f(z) = -163/14*z^3 + 191/14*z + 1
*
[ -1 ] 
f(z) = -163/15*z^3 + 193/15*z + 1
*
[ -1 ] 
f(z) = -163/16*z^3 + 195/16*z + 1
*
-1 | 0.11578648225648867470810009819642653859 | 0.022296831185231166369128260302670942357
f(z) = -163/17*z^3 + 180/17*z + 1
*
[ -1 ] 
f(z) = -163/17*z^3 + 197/17*z + 1
*
-1 | 0.089347085053209014267995593852392062275 | 0.017187099370421904688754565605972818706
f(z) = -163/18*z^3 + 181/18*z + 1
*
[ -1 ] 
f(z) = -163/18*z^3 + 199/18*z + 1
*
-1 | 0.11570588940772392078625101821851160569 | 0.022234000908388235684022024304904066517
f(z) = -163/19*z^3 + 182/19*z + 1
*
[ -1/18 ] 
f(z) = -162/5*z^3 + 191/10*z + 1
*
[ -1 ] 
f(z) = -162/11*z^3 + 184/11*z + 1
*
[ -1 ] 
f(z) = -162/13*z^3 + 188/13*z + 1
*
[ -1 ] 
f(z) = -162/17*z^3 + 196/17*z + 1
*
-1 | 0.11558718467329876976071573883900291131 | 0.022234731303704038934968506916028318225
f(z) = -162/19*z^3 + 181/19*z + 1
*
[ -1/9 ] 
f(z) = -162/19*z^3 + 192/19*z + 1
*
[ -1/3 ] 
f(z) = -161*z^3 + 197/9*z + 1
*
[ -1/2 ] 
f(z) = -161/2*z^3 + 185/8*z + 1
*
[ -1/2 ] 
f(z) = -161/3*z^3 + 197/12*z + 1
*
[ -1 ] 
f(z) = -161/10*z^3 + 181/10*z + 1
*
[ -1 ] 
f(z) = -161/11*z^3 + 183/11*z + 1
*
[ -1 ] 
f(z) = -161/12*z^3 + 185/12*z + 1
*
[ -1 ] 
f(z) = -161/13*z^3 + 187/13*z + 1
*
[ -1 ] 
f(z) = -161/15*z^3 + 191/15*z + 1
*
[ -1 ] 
f(z) = -161/16*z^3 + 193/16*z + 1
*
[ -1 ] 
f(z) = -161/17*z^3 + 195/17*z + 1
*
[ -1 ] 
f(z) = -161/18*z^3 + 197/18*z + 1
*
-1 | 0.11546771330125840480593077574705175932 | 0.022235446320233563999602458797423662253
f(z) = -161/19*z^3 + 180/19*z + 1
*
[ -1 ] 
f(z) = -161/19*z^3 + 199/19*z + 1
*
[ -1/2 ] 
f(z) = -178/17*z^3 + 191/34*z + 1
*
2/3 | 0.16947459437607270141862420080333271876 | 0.027008927797157997258780549668188672061
f(z) = -177/10*z^3 + 191/30*z + 1
*
[ -1/3 ] 
f(z) = -177/11*z^3 + 191/33*z + 1
*
-3/22 | 0.21981818725641877369290452563650805351 | 0.029044288014289146793123438418359208033
f(z) = -176/3*z^3 + 190/33*z + 1
*
[ -1/8 ] 
f(z) = -176/5*z^3 + 191/20*z + 1
*
-1/5 | 0.11910637320822720935580874334484746277 | 0.016750311242147544331992840316186546499
f(z) = -175/3*z^3 + 184/21*z + 1
*
-8/35 | 0.15535103339172326017043998814754041230 | 0.021847514041514586283351622646870613763
f(z) = -175/3*z^3 + 190/21*z + 1
*
[ -1/7 ] 
f(z) = -175/3*z^3 + 193/21*z + 1
*
[ 3/7 ] 
f(z) = -175/3*z^3 + 197/21*z + 1
*
-22/35 | 0.17666744958864903169098211782127452756 | 0.024845310013703572874533613614995289891
f(z) = -175/16*z^3 + 191/28*z + 1
*
[ -4/15 ] 
f(z) = -175/16*z^3 + 199/36*z + 1
*
[ -2/5 ] 
f(z) = -175/19*z^3 + 189/38*z + 1
*
[ -1/3 ] 
f(z) = -174/11*z^3 + 190/33*z + 1
*
[ -1/2 ] 
f(z) = -174/17*z^3 + 189/34*z + 1
*
[ -1/4 ] 
f(z) = -172/7*z^3 + 183/28*z + 1
*
[ -4/9 ] 
f(z) = -171/16*z^3 + 193/36*z + 1
*
[ -3/10 ] 
f(z) = -170/9*z^3 + 181/30*z + 1
*
[ -1/2 ] 
f(z) = -170/19*z^3 + 199/38*z + 1
*
[ -5/13 ] 
f(z) = -169/4*z^3 + 197/20*z + 1
*
[ 6/13 ] 
f(z) = -169/5*z^3 + 181/30*z + 1
*
[ -7/26 ] 
f(z) = -169/7*z^3 + 181/28*z + 1
*
[ -4/13 ] 
f(z) = -169/7*z^3 + 183/28*z + 1
*
[ -3/13 ] 
f(z) = -169/10*z^3 + 187/30*z + 1
*
[ -8/13 ] 
f(z) = -169/12*z^3 + 191/24*z + 1
*
10/13 | 0.20022480178547242076017281680170568284 | 0.029709868026579114062102841779150687374
f(z) = -169/12*z^3 + 193/30*z + 1
*
[ 10/13 ] 
f(z) = -169/15*z^3 + 191/30*z + 1
*
-4/13 | 0.15897890321292722675354806896033953500 | 0.027301674427166781799539185627543300386
f(z) = -169/15*z^3 + 197/30*z + 1
*
-6/13 | 0.078471072028480787300846549136224154939 | 0.010709669934363081604408192246377624221
f(z) = -169/16*z^3 + 199/36*z + 1
*
[ -4/13 ] 
f(z) = -169/18*z^3 + 185/36*z + 1
*
[ -1/3 ] 
f(z) = -168/11*z^3 + 188/33*z + 1
*
[ -1/4 ] 
f(z) = -168/17*z^3 + 191/34*z + 1
*
[ -1/2 ] 
f(z) = -166/17*z^3 + 185/34*z + 1
*
[ -1/2 ] 
f(z) = -166/19*z^3 + 197/38*z + 1
*
-2/33 | 0.25749768280727482053691148387181284392 | 0.029933053019717830843890731359830899361
f(z) = -165/8*z^3 + 184/33*z + 1
*
[ -1/4 ] 
f(z) = -164/7*z^3 + 181/28*z + 1
*
[ -4/9 ] 
f(z) = -162/5*z^3 + 193/20*z + 1
*
[ -2/3 ] 
f(z) = -162/11*z^3 + 199/22*z + 1
*
[ -1/6 ] 
f(z) = -162/13*z^3 + 191/26*z + 1
*
[ -1/2 ] 
f(z) = -162/17*z^3 + 183/34*z + 1
*
[ -1/2 ] 
f(z) = -162/19*z^3 + 195/38*z + 1
*
[ -1/7 ] 
f(z) = -161/3*z^3 + 191/21*z + 1
*
-10/39 | 0.17055826674054338982968414724664235403 | 0.023277657538631691902908248396623631257
f(z) = -169/5*z^3 + 199/45*z + 1
*
15/26 | 0.14352165685307497322770825434068970418 | 0.022025384327658720929593673229750329401
f(z) = -169/12*z^3 + 193/48*z + 1
*
[ 2/3 ] 
f(z) = -165/14*z^3 + 199/42*z + 1
*
-1/3 | 0.18087241437296284476088228731467628756 | 0.029151540092694949213004480948842397930
f(z) = -165/16*z^3 + 199/48*z + 1
*
-5/13 | 0.20056600593027313756250038316811760566 | 0.029760496769980305429731046772600109262
f(z) = -169/12*z^3 + 197/60*z + 1
*
[ 5/9 ] 
f(z) = -162/13*z^3 + 198/65*z + 1
*
[ 5/9 ] 
f(z) = -162/17*z^3 + 182/85*z + 1
*
[ 3/10 ] 
f(z) = -180*z^3 + 208/15*z + 1
*
[ -1 ] 
f(z) = -180/11*z^3 + 202/11*z + 1
*
[ -1 ] 
f(z) = -180/13*z^3 + 206/13*z + 1
*
[ -1 ] 
f(z) = -180/17*z^3 + 214/17*z + 1
*
[ -1 ] 
f(z) = -180/19*z^3 + 218/19*z + 1
*
[ -1/3 ] 
f(z) = -179*z^3 + 215/9*z + 1
*
[ -1/2 ] 
f(z) = -179/2*z^3 + 203/8*z + 1
*
[ -1/2 ] 
f(z) = -179/3*z^3 + 215/12*z + 1
*
[ -1 ] 
f(z) = -179/11*z^3 + 201/11*z + 1
*
[ -1 ] 
f(z) = -179/12*z^3 + 203/12*z + 1
*
[ -1 ] 
f(z) = -179/13*z^3 + 205/13*z + 1
*
[ -1 ] 
f(z) = -179/14*z^3 + 207/14*z + 1
*
[ -1 ] 
f(z) = -179/15*z^3 + 209/15*z + 1
*
[ -1 ] 
f(z) = -179/16*z^3 + 211/16*z + 1
*
[ -1 ] 
f(z) = -179/17*z^3 + 213/17*z + 1
*
[ -1 ] 
f(z) = -179/18*z^3 + 215/18*z + 1
*
[ -1 ] 
f(z) = -179/19*z^3 + 217/19*z + 1
*
[ -1/3 ] 
f(z) = -178*z^3 + 214/9*z + 1
*
[ -1/6 ] 
f(z) = -178*z^3 + 215/18*z + 1
*
[ -1 ] 
f(z) = -178/11*z^3 + 200/11*z + 1
*
[ -1 ] 
f(z) = -178/13*z^3 + 204/13*z + 1
*
[ -1 ] 
f(z) = -178/15*z^3 + 208/15*z + 1
*
[ -1 ] 
f(z) = -178/17*z^3 + 212/17*z + 1
*
[ -1 ] 
f(z) = -178/19*z^3 + 216/19*z + 1
*
[ -1/2 ] 
f(z) = -177/2*z^3 + 201/8*z + 1
*
[ -1 ] 
f(z) = -177/13*z^3 + 203/13*z + 1
*
[ -1 ] 
f(z) = -177/14*z^3 + 205/14*z + 1
*
[ -1 ] 
f(z) = -177/16*z^3 + 209/16*z + 1
*
[ -1 ] 
f(z) = -177/17*z^3 + 211/17*z + 1
*
[ -1 ] 
f(z) = -177/19*z^3 + 215/19*z + 1
*
[ -1/3 ] 
f(z) = -176*z^3 + 212/9*z + 1
*
[ -1 ] 
f(z) = -176/13*z^3 + 202/13*z + 1
*
[ -1 ] 
f(z) = -176/15*z^3 + 206/15*z + 1
*
[ -1 ] 
f(z) = -176/17*z^3 + 210/17*z + 1
*
[ -1 ] 
f(z) = -176/19*z^3 + 214/19*z + 1
*
[ -2/15 ] 
f(z) = -175*z^3 + 209/18*z + 1
*
[ -1/3 ] 
f(z) = -175*z^3 + 211/9*z + 1
*
[ -3/5 ] 
f(z) = -175/2*z^3 + 205/6*z + 1
*
[ -1/2 ] 
f(z) = -175/3*z^3 + 211/12*z + 1
*
[ -1 ] 
f(z) = -175/13*z^3 + 201/13*z + 1
*
[ -1 ] 
f(z) = -175/16*z^3 + 207/16*z + 1
*
[ -6/5 ] 
f(z) = -175/16*z^3 + 211/12*z + 1
*
[ -1 ] 
f(z) = -175/17*z^3 + 209/17*z + 1
*
[ -1 ] 
f(z) = -175/18*z^3 + 211/18*z + 1
*
[ -1 ] 
f(z) = -175/19*z^3 + 213/19*z + 1
*
[ -1 ] 
f(z) = -174/13*z^3 + 200/13*z + 1
*
[ -1 ] 
f(z) = -174/17*z^3 + 208/17*z + 1
*
[ -1 ] 
f(z) = -174/19*z^3 + 212/19*z + 1
*
[ -1/3 ] 
f(z) = -173*z^3 + 209/9*z + 1
*
[ -1/2 ] 
f(z) = -173/3*z^3 + 209/12*z + 1
*
[ -1 ] 
f(z) = -173/14*z^3 + 201/14*z + 1
*
[ -1 ] 
f(z) = -173/15*z^3 + 203/15*z + 1
*
[ -1 ] 
f(z) = -173/16*z^3 + 205/16*z + 1
*
[ -1 ] 
f(z) = -173/17*z^3 + 207/17*z + 1
*
[ -1 ] 
f(z) = -173/18*z^3 + 209/18*z + 1
*
[ -1 ] 
f(z) = -173/19*z^3 + 211/19*z + 1
*
[ -1/3 ] 
f(z) = -172*z^3 + 208/9*z + 1
*
[ -1 ] 
f(z) = -172/15*z^3 + 202/15*z + 1
*
[ -1 ] 
f(z) = -172/17*z^3 + 206/17*z + 1
*
[ -1 ] 
f(z) = -172/19*z^3 + 210/19*z + 1
*
[ -1/2 ] 
f(z) = -171/4*z^3 + 219/16*z + 1
*
[ -2/19 ] 
f(z) = -171/8*z^3 + 204/19*z + 1
*
[ -1 ] 
f(z) = -171/16*z^3 + 203/16*z + 1
*
[ -1 ] 
f(z) = -171/17*z^3 + 205/17*z + 1
*
[ -1/3 ] 
f(z) = -170*z^3 + 206/9*z + 1
*
[ -1/6 ] 
f(z) = -170*z^3 + 211/18*z + 1
*
[ -1 ] 
f(z) = -170/19*z^3 + 208/19*z + 1
*
[ -1/3 ] 
f(z) = -169*z^3 + 205/9*z + 1
*
[ 6/13 ] 
f(z) = -169*z^3 + 209/6*z + 1
*
-2/39 | 0.14567106684864064162778937975334152563 | 0.019881072153178342023560051862445565281
f(z) = -169/2*z^3 + 211/18*z + 1
*
[ -1/26 ] 
f(z) = -169/2*z^3 + 217/8*z + 1
*
[ -1/2 ] 
f(z) = -169/3*z^3 + 205/12*z + 1
*
[ 12/13 ] 
f(z) = -169/8*z^3 + 215/12*z + 1
*
[ -12/13 ] 
f(z) = -169/9*z^3 + 217/12*z + 1
*
[ -1 ] 
f(z) = -169/16*z^3 + 201/16*z + 1
*
[ -1 ] 
f(z) = -169/17*z^3 + 203/17*z + 1
*
[ -1 ] 
f(z) = -169/18*z^3 + 205/18*z + 1
*
[ -1 ] 
f(z) = -169/19*z^3 + 207/19*z + 1
*
-1/4 | 0.19280131909478284367178196084367900797 | 0.024835861119020785704516613471970081239
f(z) = -168*z^3 + 209/14*z + 1
*
[ -1 ] 
f(z) = -168/17*z^3 + 202/17*z + 1
*
[ -1 ] 
f(z) = -168/19*z^3 + 206/19*z + 1
*
[ -1/3 ] 
f(z) = -167*z^3 + 203/9*z + 1
*
[ -1/2 ] 
f(z) = -167/3*z^3 + 203/12*z + 1
*
[ -1/2 ] 
f(z) = -167/4*z^3 + 215/16*z + 1
*
[ -1 ] 
f(z) = -167/17*z^3 + 201/17*z + 1
*
[ -1 ] 
f(z) = -167/18*z^3 + 203/18*z + 1
*
[ -1 ] 
f(z) = -167/19*z^3 + 205/19*z + 1
*
[ -1/3 ] 
f(z) = -166*z^3 + 202/9*z + 1
*
[ -1/6 ] 
f(z) = -166*z^3 + 209/18*z + 1
*
[ -1 ] 
f(z) = -166/17*z^3 + 200/17*z + 1
*
[ -1 ] 
f(z) = -166/19*z^3 + 204/19*z + 1
*
[ 2/3 ] 
f(z) = -165/2*z^3 + 217/6*z + 1
*
[ -1/2 ] 
f(z) = -165/4*z^3 + 213/16*z + 1
*
-4/3 | 0.13397652958898483148461965560554353286 | 0.019800876953973539009969062175218084562
f(z) = -165/16*z^3 + 217/12*z + 1
*
[ -1 ] 
f(z) = -165/19*z^3 + 203/19*z + 1
*
[ -1/3 ] 
f(z) = -164*z^3 + 200/9*z + 1
*
[ -1 ] 
f(z) = -164/19*z^3 + 202/19*z + 1
*
[ -1/2 ] 
f(z) = -163/4*z^3 + 211/16*z + 1
*
[ -1 ] 
f(z) = -163/19*z^3 + 201/19*z + 1
*
[ -1 ] 
f(z) = -162/19*z^3 + 200/19*z + 1
*
[ -1/2 ] 
f(z) = -161/4*z^3 + 209/16*z + 1
*
17/60 | 0.16789644245339649995038123469859883488 | 0.020503457867536556866221579217280351782
f(z) = -180*z^3 + 209/20*z + 1
*
[ -2/3 ] 
f(z) = -180/11*z^3 + 215/22*z + 1
*
[ -1/4 ] 
f(z) = -178/3*z^3 + 209/24*z + 1
*
[ -1/2 ] 
f(z) = -178/19*z^3 + 203/38*z + 1
*
[ -1/3 ] 
f(z) = -177/13*z^3 + 215/39*z + 1
*
-3/8 | 0.13094827689490906023549528218022560544 | 0.019971435632245234096096560250267365524
f(z) = -176/7*z^3 + 211/28*z + 1
*
[ -3/11 ] 
f(z) = -176/9*z^3 + 202/33*z + 1
*
-1/2 | 0.14122701033330059464458249947773909821 | 0.021539085609118080405177446119981722161
f(z) = -176/9*z^3 + 203/36*z + 1
*
-12/35 | 0.15339974612389417817977563834390608394 | 0.021573098255200314040406050524882987697
f(z) = -175/3*z^3 + 214/21*z + 1
*
-1/5 | 0.20596477531057671135418506324349255677 | 0.028965486887420739129439852827307158734
f(z) = -175/4*z^3 + 205/28*z + 1
*
[ 4/5 ] 
f(z) = -175/18*z^3 + 215/36*z + 1
*
-1/6 | 0.18793858191814509932389553388854468568 | 0.027038352794467440800572051417879794088
f(z) = -174/5*z^3 + 209/30*z + 1
*
[ -1/3 ] 
f(z) = -174/13*z^3 + 214/39*z + 1
*
[ -1/2 ] 
f(z) = -174/19*z^3 + 201/38*z + 1
*
[ -1/6 ] 
f(z) = -171/7*z^3 + 215/28*z + 1
*
[ -2/3 ] 
f(z) = -171/11*z^3 + 207/22*z + 1
*
[ -2/3 ] 
f(z) = -171/13*z^3 + 217/26*z + 1
*
[ -2/9 ] 
f(z) = -171/16*z^3 + 217/36*z + 1
*
[ -1/4 ] 
f(z) = -170/3*z^3 + 205/24*z + 1
*
-6/13 | 0.10700373408228579611874190785698992471 | 0.016421203735612003837450008337589541242
f(z) = -169/5*z^3 + 209/20*z + 1
*
-1/26 | 0.17461670875587802872233629947025183917 | 0.026797350342159613584360610027963263348
f(z) = -169/6*z^3 + 217/24*z + 1
*
-11/26 | 0.13893426773009769953276129171332891360 | 0.021321385985460576546962408917861656413
f(z) = -169/7*z^3 + 205/28*z + 1
*
-7/26 | 0.16686924544129181528176243782237590281 | 0.025608394885472784888217253386284126853
f(z) = -169/8*z^3 + 209/32*z + 1
*
-9/26 | 0.13969991240915414597479713526232521660 | 0.021438884756617522267603045930886221605
f(z) = -169/9*z^3 + 205/36*z + 1
*
[ -6/13 ] 
f(z) = -169/10*z^3 + 203/30*z + 1
*
[ -3/13 ] 
f(z) = -169/11*z^3 + 203/33*z + 1
*
-2/13 | 0.11644968831282243891661921525482111607 | 0.019998071525273972578855561494237228041
f(z) = -169/15*z^3 + 203/30*z + 1
*
[ -1/3 ] 
f(z) = -168/13*z^3 + 212/39*z + 1
*
[ -1/4 ] 
f(z) = -168/19*z^3 + 211/38*z + 1
*
[ -1/4 ] 
f(z) = -166/3*z^3 + 203/24*z + 1
*
[ -2/11 ] 
f(z) = -165/2*z^3 + 203/22*z + 1
*
-10/33 | 0.15993173822862731253231498321150825672 | 0.018591410795397981916031112044665825194
f(z) = -165/8*z^3 + 211/33*z + 1
*
-2/33 | 0.24649967635592272316753573403337656090 | 0.028654579727723529374060294679414996392
f(z) = -165/8*z^3 + 217/33*z + 1
*
[ -1/3 ] 
f(z) = -165/13*z^3 + 211/39*z + 1
*
[ -4/9 ] 
f(z) = -162/7*z^3 + 219/28*z + 1
*
[ -2/3 ] 
f(z) = -162/13*z^3 + 209/26*z + 1
*
[ -2/9 ] 
f(z) = -162/17*z^3 + 203/34*z + 1
*
[ 2/3 ] 
f(z) = -177/14*z^3 + 215/42*z + 1
*
-1/3 | 0.18671103589656501033674138844292200528 | 0.029755875245067865274656461966625008374
f(z) = -177/16*z^3 + 203/48*z + 1
*
[ 5/12 ] 
f(z) = -176/5*z^3 + 212/45*z + 1
*
-4/35 | 0.17334350666552895105422654774544229875 | 0.024377853260435988761998077374242614483
f(z) = -175/6*z^3 + 205/42*z + 1
*
[ -3/7 ] 
f(z) = -175/18*z^3 + 215/42*z + 1
*
-9/26 | 0.12671672698109828028831192513705248721 | 0.019446435288570135958642823185985703191
f(z) = -169/10*z^3 + 201/40*z + 1
*
6/11 | 0.24878829114870346824278272810462866643 | 0.027299537351398268383050951657384595653
f(z) = -165/8*z^3 + 211/55*z + 1
*
-2/11 | 0.20448164700268046686383013051597793530 | 0.027250264751771940505612980912476509656
f(z) = -165/16*z^3 + 213/44*z + 1
*
[ 5/9 ] 
f(z) = -162/11*z^3 + 206/55*z + 1
*
[ -3/7 ] 
f(z) = -161/18*z^3 + 209/42*z + 1
*
-22/105 | 0.27282105893952994972029223884672959042 | 0.029310634213965287639299188462969093614
f(z) = -175/8*z^3 + 218/63*z + 1
*
[ 8/13 ] 
f(z) = -169/18*z^3 + 211/72*z + 1
*
[ -1/2 ] 
f(z) = -179/4*z^3 + 227/16*z + 1
*
[ 2/3 ] 
f(z) = -177/2*z^3 + 233/6*z + 1
*
[ -1/2 ] 
f(z) = -177/4*z^3 + 225/16*z + 1
*
-4/3 | 0.14910454547461408510909945764966583012 | 0.021807413726352375642817559691255129854
f(z) = -177/16*z^3 + 233/12*z + 1
*
[ 4/3 ] 
f(z) = -177/16*z^3 + 239/12*z + 1
*
[ 4/5 ] 
f(z) = -175/2*z^3 + 223/4*z + 1
*
[ -4/5 ] 
f(z) = -175/2*z^3 + 233/4*z + 1
*
[ -3/5 ] 
f(z) = -175/4*z^3 + 221/12*z + 1
*
[ -1/2 ] 
f(z) = -175/4*z^3 + 223/16*z + 1
*
[ 4/5 ] 
f(z) = -175/6*z^3 + 221/12*z + 1
*
[ 8/5 ] 
f(z) = -175/16*z^3 + 227/8*z + 1
*
[ -8/5 ] 
f(z) = -175/16*z^3 + 237/8*z + 1
*
[ -1/2 ] 
f(z) = -173/4*z^3 + 221/16*z + 1
*
[ -1/12 ] 
f(z) = -171*z^3 + 227/16*z + 1
*
-5/52 | 0.12803494047184627233642325660602515206 | 0.016201853086123131315298900831967406910
f(z) = -169*z^3 + 233/16*z + 1
*
[ -6/13 ] 
f(z) = -169*z^3 + 235/6*z + 1
*
[ 9/13 ] 
f(z) = -169/3*z^3 + 239/9*z + 1
*
[ -10/13 ] 
f(z) = -169/5*z^3 + 223/10*z + 1
*
[ 9/13 ] 
f(z) = -169/6*z^3 + 235/18*z + 1
*
-1/13 | 0.14322920656682966124168759899186626144 | 0.026445079657041364161855876822019520387
f(z) = -169/8*z^3 + 225/8*z + 1
*
[ -14/13 ] 
f(z) = -169/14*z^3 + 223/14*z + 1
*
[ 15/13 ] 
f(z) = -169/15*z^3 + 227/15*z + 1
*
[ -1/13 ] 
f(z) = -169/16*z^3 + 225/16*z + 1
*
[ -1/13 ] 
f(z) = -169/17*z^3 + 239/17*z + 1
*
[ -1/3 ] 
f(z) = -167/2*z^3 + 239/18*z + 1
*
-4/15 | 0.093357019109831344653158211191664764696 | 0.011947411157198778881962343679449029363
f(z) = -165*z^3 + 236/15*z + 1
*
[ -2/3 ] 
f(z) = -165/2*z^3 + 235/6*z + 1
*
-2/5 | 0.21599767312530352336543953080157623581 | 0.027642410120124155604097357020638807919
f(z) = -165/2*z^3 + 238/15*z + 1
*
[ 4/3 ] 
f(z) = -165/16*z^3 + 223/12*z + 1
*
[ -1/3 ] 
f(z) = -163/2*z^3 + 235/18*z + 1
*
[ 5/6 ] 
f(z) = -162/5*z^3 + 223/10*z + 1
*
[ -1/3 ] 
f(z) = -161/2*z^3 + 233/18*z + 1
*
-7/60 | 0.18566682976117845228606340795650559416 | 0.022673571671800447347687614317741819682
f(z) = -180*z^3 + 229/20*z + 1
*
-2/15 | 0.15639413229560924234215562689552989739 | 0.019098799565946927919556258451174597210
f(z) = -180*z^3 + 239/20*z + 1
*
[ 7/12 ] 
f(z) = -180/7*z^3 + 225/28*z + 1
*
[ -7/30 ] 
f(z) = -180/7*z^3 + 234/35*z + 1
*
-7/30 | 0.13791162586508315765093760250645520612 | 0.020273981540831091498238090344137029074
f(z) = -180/7*z^3 + 239/35*z + 1
*
[ -2/3 ] 
f(z) = -180/13*z^3 + 225/26*z + 1
*
[ -1/2 ] 
f(z) = -179/5*z^3 + 239/20*z + 1
*
[ -1/6 ] 
f(z) = -177/2*z^3 + 227/24*z + 1
*
[ -1/2 ] 
f(z) = -177/5*z^3 + 237/20*z + 1
*
[ 2/3 ] 
f(z) = -177/10*z^3 + 221/30*z + 1
*
[ -1/6 ] 
f(z) = -176/3*z^3 + 233/27*z + 1
*
-1/8 | 0.19092956705776405611069630541362778716 | 0.029119417599108783028423700385273192511
f(z) = -176/7*z^3 + 235/28*z + 1
*
-21/44 | 0.20374852464354221142427066982582475859 | 0.026921024625366752684955423558166291900
f(z) = -176/9*z^3 + 235/33*z + 1
*
-1/7 | 0.20557267862121732399534950949006315516 | 0.028910345072529747920552329062642362205
f(z) = -175/4*z^3 + 221/28*z + 1
*
-1/5 | 0.11658733345348213250441703125970928428 | 0.016396050602798243104009109964119280607
f(z) = -175/4*z^3 + 233/28*z + 1
*
[ -4/15 ] 
f(z) = -175/8*z^3 + 227/36*z + 1
*
-2/7 | 0.22944946976969966824622372131170096970 | 0.026312608136284738035283659703721762335
f(z) = -175/8*z^3 + 234/35*z + 1
*
-4/5 | 0.16666489588558973452010568021867622015 | 0.023438618807938896360569457796772566173
f(z) = -175/16*z^3 + 235/28*z + 1
*
-26/35 | 0.20151585445382456415558883039117808178 | 0.028339820879506960333845864847612710567
f(z) = -175/16*z^3 + 239/28*z + 1
*
[ -1/6 ] 
f(z) = -174/5*z^3 + 239/30*z + 1
*
[ -1/2 ] 
f(z) = -173/5*z^3 + 233/20*z + 1
*
[ -1/6 ] 
f(z) = -172/3*z^3 + 232/27*z + 1
*
[ -1/4 ] 
f(z) = -172/9*z^3 + 223/36*z + 1
*
4/9 | 0.20482192965484722805499112140509411425 | 0.027909122733515148511857475374909579015
f(z) = -171/4*z^3 + 223/36*z + 1
*
[ -1/2 ] 
f(z) = -171/5*z^3 + 231/20*z + 1
*
[ -2/15 ] 
f(z) = -171/8*z^3 + 222/25*z + 1
*
[ -2/3 ] 
f(z) = -171/17*z^3 + 237/34*z + 1
*
[ 2/5 ] 
f(z) = -170/3*z^3 + 227/30*z + 1
*
[ -1/2 ] 
f(z) = -169/5*z^3 + 229/20*z + 1
*
-5/13 | 0.17884087442567693120046122887203600276 | 0.026536866210199868773611811022187133775
f(z) = -169/6*z^3 + 221/30*z + 1
*
[ -5/13 ] 
f(z) = -169/6*z^3 + 233/30*z + 1
*
-5/26 | 0.12773455026182463466808374372222887880 | 0.019602634355855054363482308851004101562
f(z) = -169/7*z^3 + 221/28*z + 1
*
[ -9/26 ] 
f(z) = -169/9*z^3 + 221/36*z + 1
*
[ 9/13 ] 
f(z) = -169/12*z^3 + 227/36*z + 1
*
[ -2/13 ] 
f(z) = -169/15*z^3 + 233/30*z + 1
*
[ -3/26 ] 
f(z) = -169/18*z^3 + 235/24*z + 1
*
-1/6 | 0.14233756515399012111639994592916364084 | 0.017425206811332163893504752065510835722
f(z) = -168*z^3 + 239/21*z + 1
*
[ -1/2 ] 
f(z) = -167/5*z^3 + 227/20*z + 1
*
[ -1/2 ] 
f(z) = -167/6*z^3 + 239/24*z + 1
*
[ -1/6 ] 
f(z) = -165/2*z^3 + 223/24*z + 1
*
[ -1/6 ] 
f(z) = -164/3*z^3 + 230/27*z + 1
*
[ -1/4 ] 
f(z) = -164/9*z^3 + 221/36*z + 1
*
[ -1/2 ] 
f(z) = -163/5*z^3 + 223/20*z + 1
*
[ -1/2 ] 
f(z) = -163/6*z^3 + 235/24*z + 1
*
-1/3 | 0.13597933248504286614722070290547628710 | 0.019766288639537518893218842194172350616
f(z) = -162/5*z^3 + 223/30*z + 1
*
[ 5/9 ] 
f(z) = -162/7*z^3 + 222/35*z + 1
*
-2/3 | 0.17011077717008778102162206365408861215 | 0.027498389969077777781341261768169394304
f(z) = -162/13*z^3 + 229/39*z + 1
*
[ -13/18 ] 
f(z) = -162/13*z^3 + 231/26*z + 1
*
[ -2/9 ] 
f(z) = -162/19*z^3 + 225/38*z + 1
*
[ -2/3 ] 
f(z) = -162/19*z^3 + 239/38*z + 1
*
-3/14 | 0.19627871959344925600687052024413583794 | 0.023328719281560902277513290654021445532
f(z) = -161/3*z^3 + 237/28*z + 1
*
[ -1/2 ] 
f(z) = -161/5*z^3 + 221/20*z + 1
*
[ -1/2 ] 
f(z) = -161/6*z^3 + 233/24*z + 1
*
[ -1/3 ] 
f(z) = -177/14*z^3 + 227/42*z + 1
*
-2/5 | 0.090984575519723155556744583653312214640 | 0.012795452645726015238518222658809520658
f(z) = -175/12*z^3 + 221/42*z + 1
*
[ -2/7 ] 
f(z) = -175/12*z^3 + 239/42*z + 1
*
[ 8/13 ] 
f(z) = -169/10*z^3 + 231/40*z + 1
*
[ 8/13 ] 
f(z) = -169/14*z^3 + 221/56*z + 1
*
[ 9/13 ] 
f(z) = -169/15*z^3 + 223/45*z + 1
*
-3/13 | 0.18392976156204829824211968417996178945 | 0.029530294071247462412795990393689016103
f(z) = -169/16*z^3 + 235/48*z + 1
*
-1/5 | 0.16321410943696997530129533450642336358 | 0.024304511008127826586823961605935157807
f(z) = -165/8*z^3 + 233/40*z + 1
*
[ -1/3 ] 
f(z) = -165/14*z^3 + 223/42*z + 1
*
[ -4/11 ] 
f(z) = -165/16*z^3 + 225/44*z + 1
*
-2/7 | 0.20816666775273743632307762327134983995 | 0.029622506198754029838435157593079477868
f(z) = -161/6*z^3 + 239/42*z + 1
*
[ -2/7 ] 
f(z) = -161/12*z^3 + 235/42*z + 1
*
[ 5/8 ] 
f(z) = -176/15*z^3 + 239/60*z + 1
*
17/35 | 0.18773135572339388545092938421326923160 | 0.026401262615726726070270525187174964766
f(z) = -175/9*z^3 + 226/63*z + 1
*
[ 17/30 ] 
f(z) = -180/17*z^3 + 224/85*z + 1
*
[ -2/9 ] 
f(z) = -180*z^3 + 259/18*z + 1
*
-7/6 | 0.16091309015007435667804015547849451879 | 0.029271996699990339585730260566874687283
f(z) = -180/7*z^3 + 244/7*z + 1
*
[ 7/6 ] 
f(z) = -180/7*z^3 + 246/7*z + 1
*
[ -7/6 ] 
f(z) = -180/7*z^3 + 258/7*z + 1
*
[ -1/4 ] 
f(z) = -179*z^3 + 259/16*z + 1
*
[ -1/3 ] 
f(z) = -179/2*z^3 + 251/18*z + 1
*
[ -1/4 ] 
f(z) = -177*z^3 + 257/16*z + 1
*
[ -2/3 ] 
f(z) = -177/2*z^3 + 251/6*z + 1
*
[ -4/3 ] 
f(z) = -177/16*z^3 + 257/12*z + 1
*
[ -1/22 ] 
f(z) = -176*z^3 + 257/11*z + 1
*
[ -3/10 ] 
f(z) = -175*z^3 + 241/12*z + 1
*
[ -1/35 ] 
f(z) = -175*z^3 + 253/7*z + 1
*
[ -1/4 ] 
f(z) = -175*z^3 + 255/16*z + 1
*
[ -1/3 ] 
f(z) = -175/2*z^3 + 247/18*z + 1
*
6/5 | 0.15735849625408602946812477504582380586 | 0.028561881399414539159225158366420965649
f(z) = -175/6*z^3 + 247/6*z + 1
*
[ -4/5 ] 
f(z) = -175/6*z^3 + 251/12*z + 1
*
[ 6/5 ] 
f(z) = -175/6*z^3 + 253/6*z + 1
*
[ -1/4 ] 
f(z) = -173*z^3 + 253/16*z + 1
*
[ -1/3 ] 
f(z) = -173/2*z^3 + 245/18*z + 1
*
[ -1/4 ] 
f(z) = -171*z^3 + 251/16*z + 1
*
[ -2/9 ] 
f(z) = -171*z^3 + 251/18*z + 1
*
[ 2/5 ] 
f(z) = -170*z^3 + 257/10*z + 1
*
[ 3/2 ] 
f(z) = -170/9*z^3 + 257/6*z + 1
*
[ -1/4 ] 
f(z) = -169*z^3 + 249/16*z + 1
*
[ -1/3 ] 
f(z) = -169/2*z^3 + 241/18*z + 1
*
[ 8/13 ] 
f(z) = -169/2*z^3 + 251/8*z + 1
*
[ 10/13 ] 
f(z) = -169/4*z^3 + 247/10*z + 1
*
[ -12/13 ] 
f(z) = -169/8*z^3 + 241/12*z + 1
*
[ -15/13 ] 
f(z) = -169/15*z^3 + 253/15*z + 1
*
[ 16/13 ] 
f(z) = -169/16*z^3 + 259/16*z + 1
*
[ -1/13 ] 
f(z) = -169/18*z^3 + 253/18*z + 1
*
[ -2/7 ] 
f(z) = -168*z^3 + 255/14*z + 1
*
[ -1/4 ] 
f(z) = -167*z^3 + 247/16*z + 1
*
[ 3/2 ] 
f(z) = -166/9*z^3 + 251/6*z + 1
*
[ -3/2 ] 
f(z) = -166/9*z^3 + 259/6*z + 1
*
[ -1/4 ] 
f(z) = -165*z^3 + 245/16*z + 1
*
[ 2/5 ] 
f(z) = -165*z^3 + 249/10*z + 1
*
[ -1/15 ] 
f(z) = -165*z^3 + 251/15*z + 1
*
[ -4/3 ] 
f(z) = -165/16*z^3 + 241/12*z + 1
*
[ -1/4 ] 
f(z) = -163*z^3 + 243/16*z + 1
*
[ 5/9 ] 
f(z) = -162*z^3 + 246/5*z + 1
*
[ -1/27 ] 
f(z) = -162*z^3 + 254/9*z + 1
*
[ -5/6 ] 
f(z) = -162/5*z^3 + 247/10*z + 1
*
[ 11/9 ] 
f(z) = -162/11*z^3 + 244/11*z + 1
*
[ -1/4 ] 
f(z) = -161*z^3 + 241/16*z + 1
*
[ -2/7 ] 
f(z) = -161*z^3 + 247/14*z + 1
*
-11/60 | 0.23834549226261156550478203836475486822 | 0.029106672464964166556333498934395105569
f(z) = -180*z^3 + 241/20*z + 1
*
-7/60 | 0.23266011837728080498193929560192087400 | 0.028412376491710126426457733923002788115
f(z) = -180*z^3 + 249/20*z + 1
*
[ -1/5 ] 
f(z) = -180/7*z^3 + 246/35*z + 1
*
-1/6 | 0.17506032087770602556045837556443410263 | 0.025735101676479968119892474284145668314
f(z) = -180/7*z^3 + 249/35*z + 1
*
[ -2/3 ] 
f(z) = -180/17*z^3 + 245/34*z + 1
*
[ -2/3 ] 
f(z) = -180/19*z^3 + 255/38*z + 1
*
[ -1/2 ] 
f(z) = -179/6*z^3 + 251/24*z + 1
*
[ 3/4 ] 
f(z) = -178/9*z^3 + 259/24*z + 1
*
0 | 0.13133286015007553879923717995017266337 | 0.020930333246978081432270013851706388530
f(z) = -177/14*z^3 + 241/21*z + 1
*
[ -1/7 ] 
f(z) = -175/4*z^3 + 249/28*z + 1
*
[ -1/2 ] 
f(z) = -175/6*z^3 + 247/24*z + 1
*
[ -3/5 ] 
f(z) = -175/8*z^3 + 253/24*z + 1
*
-2/5 | 0.092790126000973247941602918347663203267 | 0.014164095272136280407248754251976795720
f(z) = -175/9*z^3 + 247/36*z + 1
*
[ -1/2 ] 
f(z) = -173/6*z^3 + 245/24*z + 1
*
[ -1/2 ] 
f(z) = -173/7*z^3 + 257/28*z + 1
*
[ 4/9 ] 
f(z) = -171/4*z^3 + 259/36*z + 1
*
[ -1/2 ] 
f(z) = -171/7*z^3 + 255/28*z + 1
*
[ -1/6 ] 
f(z) = -171/8*z^3 + 243/32*z + 1
*
[ -1/5 ] 
f(z) = -170/7*z^3 + 244/35*z + 1
*
[ 3/4 ] 
f(z) = -170/9*z^3 + 247/24*z + 1
*
-5/26 | 0.18343870556139699170324337318772362461 | 0.022575318251780191420010964703756939754
f(z) = -169*z^3 + 241/20*z + 1
*
[ -5/26 ] 
f(z) = -169*z^3 + 249/20*z + 1
*
-4/39 | 0.23274627146180825747147934896588662476 | 0.029019753417367564303381260911622595831
f(z) = -169/2*z^3 + 257/36*z + 1
*
[ -3/26 ] 
f(z) = -169/2*z^3 + 259/24*z + 1
*
[ -5/13 ] 
f(z) = -169/7*z^3 + 251/35*z + 1
*
[ -1/2 ] 
f(z) = -169/7*z^3 + 253/28*z + 1
*
-5/26 | 0.15765828984556156929835277387260924636 | 0.024194846286123468408136165620633396220
f(z) = -169/9*z^3 + 241/36*z + 1
*
-9/13 | 0.12534996237823461411253996736587125149 | 0.020125189199466995160981070890571538397
f(z) = -169/10*z^3 + 253/30*z + 1
*
[ 10/13 ] 
f(z) = -169/12*z^3 + 241/30*z + 1
*
-4/21 | 0.15715139358133078929846887543485670751 | 0.019238740882501193077638811613525277035
f(z) = -168*z^3 + 254/21*z + 1
*
-1/6 | 0.10322108431560653294320964921713006598 | 0.014925565645056981969784809120916831986
f(z) = -168/5*z^3 + 253/30*z + 1
*
[ -1/6 ] 
f(z) = -168/11*z^3 + 245/33*z + 1
*
[ -1/2 ] 
f(z) = -167/7*z^3 + 251/28*z + 1
*
[ -2/3 ] 
f(z) = -167/16*z^3 + 257/36*z + 1
*
[ 3/4 ] 
f(z) = -166/9*z^3 + 241/24*z + 1
*
[ -1/10 ] 
f(z) = -165*z^3 + 253/20*z + 1
*
-4/15 | 0.20153739395544814464722183687249710717 | 0.025791848669710988540155814988353499809
f(z) = -165/2*z^3 + 251/30*z + 1
*
[ -1/5 ] 
f(z) = -165/7*z^3 + 243/35*z + 1
*
[ -1/2 ] 
f(z) = -165/7*z^3 + 249/28*z + 1
*
2/3 | 0.22192976115655367044978985336578174980 | 0.025798427523421414160627475972992313710
f(z) = -165/8*z^3 + 250/33*z + 1
*
[ 4/5 ] 
f(z) = -165/8*z^3 + 259/20*z + 1
*
[ -1/2 ] 
f(z) = -163/7*z^3 + 247/28*z + 1
*
[ -1/2 ] 
f(z) = -163/8*z^3 + 259/32*z + 1
*
[ -2/3 ] 
f(z) = -163/16*z^3 + 253/36*z + 1
*
[ -1/7 ] 
f(z) = -161/4*z^3 + 247/28*z + 1
*
[ -1/2 ] 
f(z) = -161/8*z^3 + 257/32*z + 1
*
[ -2/3 ] 
f(z) = -161/16*z^3 + 251/36*z + 1
*
[ -1/3 ] 
f(z) = -177/16*z^3 + 251/48*z + 1
*
7/10 | 0.15033175682980437804176513122433073964 | 0.022947628351562314299385968665500963712
f(z) = -175/11*z^3 + 255/44*z + 1
*
6/7 | 0.21262921288048627578165751782578761760 | 0.029902728115937432458980956045221886629
f(z) = -175/18*z^3 + 251/42*z + 1
*
-5/26 | 0.15220338367770482708227228477791954038 | 0.023357715448501127880262740197583309887
f(z) = -169/10*z^3 + 241/40*z + 1
*
-15/26 | 0.17751317798074093729957373766337355894 | 0.027241853626678896741601665253122414278
f(z) = -169/10*z^3 + 249/40*z + 1
*
-11/26 | 0.18686597531633284424469886339524542299 | 0.028677169803846486839934039872030996151
f(z) = -169/11*z^3 + 245/44*z + 1
*
[ -4/13 ] 
f(z) = -169/11*z^3 + 251/44*z + 1
*
[ -6/13 ] 
f(z) = -169/14*z^3 + 241/42*z + 1
*
[ -3/13 ] 
f(z) = -169/14*z^3 + 251/42*z + 1
*
[ 2/5 ] 
f(z) = -167/4*z^3 + 259/50*z + 1
*
[ -1/3 ] 
f(z) = -165/16*z^3 + 247/48*z + 1
*
[ -1/3 ] 
f(z) = -165/17*z^3 + 259/51*z + 1
*
[ 2/5 ] 
f(z) = -163/4*z^3 + 251/50*z + 1
*
[ 2/5 ] 
f(z) = -161/4*z^3 + 247/50*z + 1
*
-3/8 | 0.19285865513971877793416604402548327485 | 0.029413630393436800378775188031019507747
f(z) = -176/15*z^3 + 259/60*z + 1
*
15/26 | 0.23568578848324647019872303268050068922 | 0.029005229109895816754936492831086686755
f(z) = -169/9*z^3 + 259/60*z + 1
*
[ 17/26 ] 
f(z) = -169/17*z^3 + 253/68*z + 1
*
4/7 | 0.15806405721394991250986946065187154784 | 0.022229055282386810035809659463153114284
f(z) = -175/12*z^3 + 253/84*z + 1
*
[ 7/13 ] 
f(z) = -169/15*z^3 + 253/105*z + 1
*
[ 7/13 ] 
f(z) = -169/16*z^3 + 247/112*z + 1
*
[ 2/5 ] 
f(z) = -180*z^3 + 273/10*z + 1
*
[ 3/2 ] 
f(z) = -178/9*z^3 + 269/6*z + 1
*
[ -3/2 ] 
f(z) = -178/9*z^3 + 277/6*z + 1
*
[ 3/8 ] 
f(z) = -176*z^3 + 277/12*z + 1
*
[ 5/4 ] 
f(z) = -176/5*z^3 + 276/5*z + 1
*
[ 5/4 ] 
f(z) = -176/15*z^3 + 278/15*z + 1
*
[ -2/7 ] 
f(z) = -175*z^3 + 263/14*z + 1
*
[ -2/35 ] 
f(z) = -175*z^3 + 267/14*z + 1
*
[ -2/35 ] 
f(z) = -175/2*z^3 + 263/14*z + 1
*
[ -2/35 ] 
f(z) = -175/4*z^3 + 261/14*z + 1
*
[ -6/5 ] 
f(z) = -175/6*z^3 + 263/6*z + 1
*
[ -3/2 ] 
f(z) = -170/9*z^3 + 265/6*z + 1
*
[ -8/13 ] 
f(z) = -169/2*z^3 + 277/8*z + 1
*
[ -9/13 ] 
f(z) = -169/3*z^3 + 265/9*z + 1
*
[ -10/13 ] 
f(z) = -169/4*z^3 + 273/10*z + 1
*
[ -1/13 ] 
f(z) = -169/19*z^3 + 267/19*z + 1
*
-1/14 | 0.15356060391744304382571185572804430588 | 0.019781035991624475356034237866731945266
f(z) = -168*z^3 + 271/14*z + 1
*
[ -5/9 ] 
f(z) = -162*z^3 + 264/5*z + 1
*
[ -2/27 ] 
f(z) = -162*z^3 + 277/18*z + 1
*
[ -1/18 ] 
f(z) = -162/7*z^3 + 267/14*z + 1
*
[ -11/9 ] 
f(z) = -162/11*z^3 + 262/11*z + 1
*
-11/30 | 0.14931744552132253397292737679184198235 | 0.021950717462970574192671506518666146009
f(z) = -180/7*z^3 + 261/35*z + 1
*
[ -1/2 ] 
f(z) = -179/7*z^3 + 263/28*z + 1
*
[ -1/2 ] 
f(z) = -179/8*z^3 + 275/32*z + 1
*
[ -2/3 ] 
f(z) = -179/16*z^3 + 269/36*z + 1
*
[ -1/2 ] 
f(z) = -177/7*z^3 + 261/28*z + 1
*
[ -1/2 ] 
f(z) = -177/8*z^3 + 273/32*z + 1
*
[ -2/11 ] 
f(z) = -176*z^3 + 271/22*z + 1
*
-1/4 | 0.22514591055922338775600906386204413060 | 0.029748233088163276718208356290478125158
f(z) = -176/3*z^3 + 262/33*z + 1
*
[ 5/8 ] 
f(z) = -176/5*z^3 + 263/20*z + 1
*
[ -1/8 ] 
f(z) = -176/7*z^3 + 263/28*z + 1
*
-1/10 | 0.25320354685759142596094500954748059949 | 0.029799203298089713249347631506847303047
f(z) = -175*z^3 + 261/28*z + 1
*
17/35 | 0.16752946451455538939597451865643792440 | 0.023560205866929045980125765417055848993
f(z) = -175/3*z^3 + 268/21*z + 1
*
[ -3/35 ] 
f(z) = -175/3*z^3 + 275/21*z + 1
*
[ -1/10 ] 
f(z) = -175/6*z^3 + 271/24*z + 1
*
[ -1/2 ] 
f(z) = -175/8*z^3 + 271/32*z + 1
*
[ -4/7 ] 
f(z) = -175/8*z^3 + 277/28*z + 1
*
[ -3/35 ] 
f(z) = -175/9*z^3 + 269/21*z + 1
*
[ -3/5 ] 
f(z) = -175/11*z^3 + 277/33*z + 1
*
[ -2/3 ] 
f(z) = -175/16*z^3 + 265/36*z + 1
*
[ -4/35 ] 
f(z) = -175/16*z^3 + 277/28*z + 1
*
-4/5 | 0.11643625492377137331005730046997913420 | 0.019876678660058640691705797380491814117
f(z) = -175/18*z^3 + 269/36*z + 1
*
[ -1/2 ] 
f(z) = -173/8*z^3 + 269/32*z + 1
*
[ -2/3 ] 
f(z) = -173/16*z^3 + 263/36*z + 1
*
[ -1/2 ] 
f(z) = -171/8*z^3 + 267/32*z + 1
*
[ -4/9 ] 
f(z) = -171/8*z^3 + 269/36*z + 1
*
-1/5 | 0.12419906357875671888908411647309144907 | 0.016697050249843317127077271880301620202
f(z) = -170/3*z^3 + 263/30*z + 1
*
[ -1/3 ] 
f(z) = -170/3*z^3 + 278/27*z + 1
*
[ 7/26 ] 
f(z) = -169*z^3 + 267/28*z + 1
*
[ -1/3 ] 
f(z) = -169/3*z^3 + 277/27*z + 1
*
-3/13 | 0.089418629912472426825241537069091476326 | 0.012203783988040483055437924654595452058
f(z) = -169/4*z^3 + 265/36*z + 1
*
[ -1/2 ] 
f(z) = -169/8*z^3 + 265/32*z + 1
*
[ -10/13 ] 
f(z) = -169/15*z^3 + 269/30*z + 1
*
[ -2/13 ] 
f(z) = -169/17*z^3 + 263/34*z + 1
*
[ -5/12 ] 
f(z) = -168/5*z^3 + 277/30*z + 1
*
[ -1/3 ] 
f(z) = -167/3*z^3 + 275/27*z + 1
*
[ -1/2 ] 
f(z) = -167/8*z^3 + 263/32*z + 1
*
[ -1/2 ] 
f(z) = -167/9*z^3 + 275/36*z + 1
*
[ -1/3 ] 
f(z) = -166/3*z^3 + 274/27*z + 1
*
[ -2/11 ] 
f(z) = -165*z^3 + 263/22*z + 1
*
-1/5 | 0.083441504596159623100676251702296227918 | 0.010678468234003702971729981511206433679
f(z) = -165/2*z^3 + 269/30*z + 1
*
[ -1/11 ] 
f(z) = -165/2*z^3 + 279/22*z + 1
*
[ -2/15 ] 
f(z) = -165/4*z^3 + 277/30*z + 1
*
[ -1/2 ] 
f(z) = -165/8*z^3 + 261/32*z + 1
*
[ -1/3 ] 
f(z) = -164/3*z^3 + 272/27*z + 1
*
[ -1/3 ] 
f(z) = -163/3*z^3 + 271/27*z + 1
*
[ -1/2 ] 
f(z) = -163/9*z^3 + 271/36*z + 1
*
[ -1/6 ] 
f(z) = -162/19*z^3 + 275/38*z + 1
*
[ -1/3 ] 
f(z) = -161/3*z^3 + 269/27*z + 1
*
[ -3/7 ] 
f(z) = -161/3*z^3 + 277/21*z + 1
*
[ -4/7 ] 
f(z) = -161/8*z^3 + 261/28*z + 1
*
[ -1/2 ] 
f(z) = -161/9*z^3 + 269/36*z + 1
*
[ -1/4 ] 
f(z) = -180/11*z^3 + 265/44*z + 1
*
[ 2/5 ] 
f(z) = -177/4*z^3 + 279/50*z + 1
*
[ -1/3 ] 
f(z) = -177/17*z^3 + 263/51*z + 1
*
[ 3/4 ] 
f(z) = -176/19*z^3 + 278/57*z + 1
*
-9/35 | 0.13123878568720109598742089293425534818 | 0.018456531318092985182614856134525670162
f(z) = -175/6*z^3 + 277/42*z + 1
*
-6/35 | 0.20428409588162395536863354835641056352 | 0.028729127549335471280500956628801937443
f(z) = -175/12*z^3 + 263/42*z + 1
*
[ -3/10 ] 
f(z) = -175/12*z^3 + 271/48*z + 1
*
-3/5 | 0.14752814338841693797966795614463964893 | 0.023554009693034242269739141651756824685
f(z) = -175/16*z^3 + 269/48*z + 1
*
[ -1/3 ] 
f(z) = -174/17*z^3 + 262/51*z + 1
*
[ 2/5 ] 
f(z) = -173/4*z^3 + 271/50*z + 1
*
[ -1/4 ] 
f(z) = -172/11*z^3 + 263/44*z + 1
*
[ 2/5 ] 
f(z) = -171/4*z^3 + 267/50*z + 1
*
-11/52 | 0.21439964219696571759286865186593927879 | 0.027130652709261290663646401179423530108
f(z) = -169/3*z^3 + 265/48*z + 1
*
[ 2/5 ] 
f(z) = -169/4*z^3 + 263/50*z + 1
*
[ -5/13 ] 
f(z) = -169/8*z^3 + 269/40*z + 1
*
[ -5/26 ] 
f(z) = -169/10*z^3 + 273/40*z + 1
*
[ -11/26 ] 
f(z) = -169/11*z^3 + 269/44*z + 1
*
-3/13 | 0.15930002825435037756213339724969954929 | 0.025575940728450586316278632978265029523
f(z) = -169/14*z^3 + 265/42*z + 1
*
[ -1/3 ] 
f(z) = -168/17*z^3 + 260/51*z + 1
*
[ -1/5 ] 
f(z) = -165/8*z^3 + 273/40*z + 1
*
[ -1/4 ] 
f(z) = -164/11*z^3 + 261/44*z + 1
*
[ -4/9 ] 
f(z) = -162/11*z^3 + 271/44*z + 1
*
4/7 | 0.088314671633029999879316945012699936048 | 0.012567342966731788641057340289517421547
f(z) = -161/6*z^3 + 263/42*z + 1
*
[ 6/7 ] 
f(z) = -161/18*z^3 + 269/42*z + 1
*
[ 7/13 ] 
f(z) = -169/11*z^3 + 277/77*z + 1
*
10/13 | 0.15636761435769387887201951485847801150 | 0.023996774271865187943043987276931707833
f(z) = -169/15*z^3 + 277/60*z + 1
*
13/27 | 0.15481561012483247460528707480074509789 | 0.021251807282966549816528028007151283650
f(z) = -162/7*z^3 + 275/63*z + 1
*
-12/35 | 0.24240759449738594320336276179621592022 | 0.029528381971064789961377619466580348384
f(z) = -175/16*z^3 + 269/84*z + 1
*
[ 7/13 ] 
f(z) = -169/12*z^3 + 271/84*z + 1
*
[ -1/16 ] 
f(z) = -176*z^3 + 283/16*z + 1
*
[ 3/4 ] 
f(z) = -176*z^3 + 296/3*z + 1
*
[ -5/4 ] 
f(z) = -176/5*z^3 + 284/5*z + 1
*
[ 3/4 ] 
f(z) = -176/5*z^3 + 292/15*z + 1
*
[ -1/15 ] 
f(z) = -175/2*z^3 + 295/18*z + 1
*
[ 3/5 ] 
f(z) = -170/3*z^3 + 296/15*z + 1
*
6/13 | 0.20970123895791224836434393133429936447 | 0.028619859471922657432349486964772919663
f(z) = -169/2*z^3 + 283/18*z + 1
*
[ 12/13 ] 
f(z) = -169/6*z^3 + 287/12*z + 1
*
[ -9/13 ] 
f(z) = -169/6*z^3 + 287/18*z + 1
*
[ -16/13 ] 
f(z) = -169/16*z^3 + 285/16*z + 1
*
[ 17/13 ] 
f(z) = -169/17*z^3 + 293/17*z + 1
*
[ -2/5 ] 
f(z) = -165*z^3 + 299/10*z + 1
*
1/3 | 0.23810337886039446297433021505057362088 | 0.029845115458091856544489904496857262995
f(z) = -162*z^3 + 289/18*z + 1
*
[ -1/36 ] 
f(z) = -162*z^3 + 297/8*z + 1
*
-1/12 | 0.23421076205210571965056383871396845048 | 0.028601740582990141037000587620270528764
f(z) = -180*z^3 + 281/20*z + 1
*
-1/6 | 0.19650315245707364904779168005240473969 | 0.028887349131299625393651007210392310377
f(z) = -180/7*z^3 + 284/35*z + 1
*
[ -1/3 ] 
f(z) = -179/3*z^3 + 287/27*z + 1
*
[ -1/2 ] 
f(z) = -179/9*z^3 + 287/36*z + 1
*
[ -1/3 ] 
f(z) = -178/3*z^3 + 286/27*z + 1
*
-2/3 | 0.13019916943976331839452590202930114084 | 0.020749658552627229623298444649579654220
f(z) = -177/10*z^3 + 281/30*z + 1
*
[ -1/3 ] 
f(z) = -176/3*z^3 + 284/27*z + 1
*
-1/4 | 0.22002399582160502119915228405245729881 | 0.029071481229362402420275519718402327506
f(z) = -176/3*z^3 + 295/33*z + 1
*
[ -3/11 ] 
f(z) = -176/3*z^3 + 298/33*z + 1
*
[ 3/4 ] 
f(z) = -176/7*z^3 + 290/21*z + 1
*
[ -3/22 ] 
f(z) = -176/9*z^3 + 287/33*z + 1
*
-1/8 | 0.16133518080081834214936653342838248997 | 0.024605861604166381968435359674670442128
f(z) = -176/9*z^3 + 299/36*z + 1
*
[ 3/4 ] 
f(z) = -176/13*z^3 + 284/39*z + 1
*
[ -3/35 ] 
f(z) = -175*z^3 + 293/21*z + 1
*
[ -3/10 ] 
f(z) = -175/2*z^3 + 293/24*z + 1
*
[ -1/3 ] 
f(z) = -175/3*z^3 + 283/27*z + 1
*
[ -3/7 ] 
f(z) = -175/3*z^3 + 295/21*z + 1
*
[ -4/15 ] 
f(z) = -175/4*z^3 + 283/36*z + 1
*
[ -4/35 ] 
f(z) = -175/4*z^3 + 289/28*z + 1
*
[ -4/35 ] 
f(z) = -175/8*z^3 + 281/28*z + 1
*
[ -1/2 ] 
f(z) = -175/9*z^3 + 283/36*z + 1
*
[ -3/5 ] 
f(z) = -175/13*z^3 + 293/39*z + 1
*
[ -1/3 ] 
f(z) = -173/3*z^3 + 281/27*z + 1
*
[ -1/2 ] 
f(z) = -173/9*z^3 + 281/36*z + 1
*
[ -1/3 ] 
f(z) = -172/3*z^3 + 280/27*z + 1
*
[ -3/10 ] 
f(z) = -170/3*z^3 + 283/30*z + 1
*
-3/26 | 0.18710897602770271361856380268261492197 | 0.024571734544235738577128670909641739571
f(z) = -169/2*z^3 + 299/24*z + 1
*
-3/26 | 0.17332084655372653772877415570149366138 | 0.026598482354819616169700098339491795910
f(z) = -169/7*z^3 + 289/28*z + 1
*
[ -2/13 ] 
f(z) = -169/19*z^3 + 293/38*z + 1
*
[ -3/14 ] 
f(z) = -168*z^3 + 281/21*z + 1
*
-1/8 | 0.085473992011115545827368738999788604576 | 0.010295568375042673686086238236915545604
f(z) = -168*z^3 + 295/24*z + 1
*
[ -5/14 ] 
f(z) = -168/5*z^3 + 283/35*z + 1
*
[ -1/6 ] 
f(z) = -168/13*z^3 + 287/39*z + 1
*
0 | 0.16444216450805573721086655582891693879 | 0.028327018301651716136223153935947637432
f(z) = -166/15*z^3 + 287/30*z + 1
*
[ -2/15 ] 
f(z) = -165/2*z^3 + 299/30*z + 1
*
[ -6/11 ] 
f(z) = -165/8*z^3 + 296/33*z + 1
*
[ 17/18 ] 
f(z) = -162/17*z^3 + 287/34*z + 1
*
[ -2/23 ] 
f(z) = -161/8*z^3 + 291/23*z + 1
*
[ 2/5 ] 
f(z) = -179/4*z^3 + 283/50*z + 1
*
[ -1/2 ] 
f(z) = -179/10*z^3 + 299/40*z + 1
*
[ -1/4 ] 
f(z) = -178/5*z^3 + 289/40*z + 1
*
[ -1/2 ] 
f(z) = -177/10*z^3 + 297/40*z + 1
*
[ -1/3 ] 
f(z) = -177/19*z^3 + 287/57*z + 1
*
[ 3/4 ] 
f(z) = -176/17*z^3 + 280/51*z + 1
*
[ -2/7 ] 
f(z) = -175/6*z^3 + 289/42*z + 1
*
[ 6/7 ] 
f(z) = -175/18*z^3 + 293/42*z + 1
*
[ -6/35 ] 
f(z) = -175/18*z^3 + 299/42*z + 1
*
[ -1/4 ] 
f(z) = -174/5*z^3 + 287/40*z + 1
*
-1/6 | 0.20082204574123421328486437704236403782 | 0.028891871303057450787148989169871734954
f(z) = -174/7*z^3 + 281/42*z + 1
*
[ -1/3 ] 
f(z) = -174/19*z^3 + 286/57*z + 1
*
[ -1/2 ] 
f(z) = -173/10*z^3 + 293/40*z + 1
*
[ -1/2 ] 
f(z) = -171/10*z^3 + 291/40*z + 1
*
[ -1/6 ] 
f(z) = -171/10*z^3 + 299/40*z + 1
*
[ -10/39 ] 
f(z) = -169/8*z^3 + 283/45*z + 1
*
[ 7/13 ] 
f(z) = -169/8*z^3 + 295/56*z + 1
*
[ -5/13 ] 
f(z) = -169/9*z^3 + 287/45*z + 1
*
-1/26 | 0.16292788578417398663509466573120975018 | 0.025003538704705460806135251978743466659
f(z) = -169/10*z^3 + 281/40*z + 1
*
-7/26 | 0.077021429454928660584807724944870803496 | 0.011820004188964400914554003771457832175
f(z) = -169/12*z^3 + 289/48*z + 1
*
-11/26 | 0.088413161760840550125528967154262598593 | 0.013568223152548220127676454003925490713
f(z) = -169/14*z^3 + 289/56*z + 1
*
[ -3/13 ] 
f(z) = -169/16*z^3 + 283/48*z + 1
*
[ -3/13 ] 
f(z) = -169/17*z^3 + 299/51*z + 1
*
[ -1/3 ] 
f(z) = -168/19*z^3 + 284/57*z + 1
*
[ -1/2 ] 
f(z) = -167/10*z^3 + 287/40*z + 1
*
[ -1/2 ] 
f(z) = -167/11*z^3 + 299/44*z + 1
*
[ -1/4 ] 
f(z) = -166/5*z^3 + 283/40*z + 1
*
[ -4/11 ] 
f(z) = -165/8*z^3 + 285/44*z + 1
*
[ -1/3 ] 
f(z) = -165/19*z^3 + 283/57*z + 1
*
[ 3/8 ] 
f(z) = -164/3*z^3 + 289/48*z + 1
*
[ -3/8 ] 
f(z) = -164/9*z^3 + 299/48*z + 1
*
[ -1/2 ] 
f(z) = -163/10*z^3 + 283/40*z + 1
*
[ -1/2 ] 
f(z) = -163/11*z^3 + 295/44*z + 1
*
[ 2/3 ] 
f(z) = -163/12*z^3 + 299/54*z + 1
*
[ -1/4 ] 
f(z) = -162/5*z^3 + 281/40*z + 1
*
-13/36 | 0.10360478892582479445553676863318869870 | 0.014455733415275449741808281393115072328
f(z) = -162/5*z^3 + 289/40*z + 1
*
-5/27 | 0.21168910356449113223337268357544854305 | 0.029058930357403976762649571022725143921
f(z) = -162/5*z^3 + 293/45*z + 1
*
-1/3 | 0.13408044918521860876174429099759265942 | 0.019490262314718985916584109442676983324
f(z) = -162/7*z^3 + 283/42*z + 1
*
-1/12 | 0.13002353625319713583313927391284826018 | 0.018141879321170166314860139306092770587
f(z) = -162/7*z^3 + 289/56*z + 1
*
[ -4/9 ] 
f(z) = -162/13*z^3 + 297/52*z + 1
*
[ -2/7 ] 
f(z) = -161/6*z^3 + 281/42*z + 1
*
[ -1/2 ] 
f(z) = -161/10*z^3 + 281/40*z + 1
*
[ -1/2 ] 
f(z) = -161/11*z^3 + 293/44*z + 1
*
[ 2/3 ] 
f(z) = -161/12*z^3 + 295/54*z + 1
*
-3/8 | 0.19079869410194814245593830306463940537 | 0.029099457650989902443123931729707177391
f(z) = -176/15*z^3 + 299/60*z + 1
*
-2/5 | 0.19124076990452101262908761821334539358 | 0.026894802786819982719457307053744498193
f(z) = -175/11*z^3 + 284/77*z + 1
*
-1/4 | 0.14025056714035040198190010698788920749 | 0.021465426970350646149206386026321543552
f(z) = -172/15*z^3 + 283/60*z + 1
*
6/13 | 0.098188294644400962021664594391374946140 | 0.012894393217117571104583299681722673064
f(z) = -169/5*z^3 + 287/60*z + 1
*
[ 7/13 ] 
f(z) = -169/9*z^3 + 289/63*z + 1
*
[ 7/13 ] 
f(z) = -169/10*z^3 + 283/70*z + 1
*
-5/13 | 0.19811333993906364051640600651003464188 | 0.029396563919192985683959968255810107042
f(z) = -169/12*z^3 + 293/60*z + 1
*
-6/13 | 0.077058626244740258379764187495462631199 | 0.011825712551098167826952137985593594977
f(z) = -169/15*z^3 + 289/60*z + 1
*
-9/26 | 0.18873953878428015356605396023532106809 | 0.028964694044777213384249818039277114369
f(z) = -169/18*z^3 + 289/72*z + 1
*
-1/4 | 0.11454084752038170782240130867680232037 | 0.017659267361305781281388056666232415055
f(z) = -164/15*z^3 + 281/60*z + 1
*
3/5 | 0.10785867617086763272055976993617205631 | 0.015168511536066493522910518775138722796
f(z) = -175/12*z^3 + 289/84*z + 1
*
8/13 | 0.19300895825262442300655465943052130147 | 0.026772069479707366256147975533541696837
f(z) = -169/15*z^3 + 287/120*z + 1
*
[ 15/26 ] 
f(z) = -169/18*z^3 + 287/120*z + 1
*
-2/11 | 0.20084211390936359793942094030476285237 | 0.023347074733642390754114134289310884938
f(z) = -165/16*z^3 + 287/132*z + 1
*
[ 6/11 ] 
f(z) = -165/16*z^3 + 295/132*z + 1
*
[ -3/4 ] 
f(z) = -176/27*z^3 + 6*z + 1
*
[ 3/4 ] 
f(z) = -176/27*z^3 + 10/3*z + 1
*
[ 3/2 ] 
f(z) = -176/27*z^3 + 15*z + 1
*
[ -2/5 ] 
f(z) = -175/24*z^3 + 14/3*z + 1
*
[ -3/5 ] 
f(z) = -175/27*z^3 + 5*z + 1
*
[ 3/5 ] 
f(z) = -175/27*z^3 + 5/3*z + 1
*
[ 6/5 ] 
f(z) = -175/27*z^3 + 19/2*z + 1
*
[ 4/5 ] 
f(z) = -175/32*z^3 + 13/4*z + 1
*
-2/5 | 0.14764906320812857253938358262456265891 | 0.028587644087014229010628396970496968167
f(z) = -175/32*z^3 + 19/8*z + 1
*
[ 3/4 ] 
f(z) = -172/27*z^3 + 13/4*z + 1
*
[ -3/2 ] 
f(z) = -172/27*z^3 + 16*z + 1
*
[ 2/3 ] 
f(z) = -171/32*z^3 + 15/8*z + 1
*
[ 3/5 ] 
f(z) = -170/27*z^3 + 8/5*z + 1
*
-2/13 | 0.13413065560745206265477143925557924289 | 0.026146842864023963188845400701616548180
f(z) = -169/24*z^3 + 5/3*z + 1
*
10/13 | 0.065451406062890185138904148103073438334 | 0.012758810592593089069953905452496084928
f(z) = -169/24*z^3 + 8/3*z + 1
*
[ -6/13 ] 
f(z) = -169/24*z^3 + 14/3*z + 1
*
-10/13 | 0.067990499730174535979897803520575165585 | 0.013253770397529983692489169233552578626
f(z) = -169/24*z^3 + 17/3*z + 1
*
-6/13 | 0.14588834560791677536897516824846388189 | 0.028438835484903813786146024123718322998
f(z) = -169/27*z^3 + 3*z + 1
*
[ -6/13 ] 
f(z) = -169/27*z^3 + 9/2*z + 1
*
[ -3/13 ] 
f(z) = -169/27*z^3 + 17/3*z + 1
*
[ 8/13 ] 
f(z) = -169/32*z^3 + 11/8*z + 1
*
[ -4/13 ] 
f(z) = -169/32*z^3 + 19/4*z + 1
*
-3/13 | 0.14806965532384620988215029628841388841 | 0.028864050452517876089175689881053231818
f(z) = -169/36*z^3 + 19/12*z + 1
*
[ 3/2 ] 
f(z) = -164/27*z^3 + 14*z + 1
*
-3/4 | 0.18880775097284926991482723867546876256 | 0.029109323237049466255107668621954037458
f(z) = -164/27*z^3 + 19/4*z + 1
*
[ 3/4 ] 
f(z) = -178/27*z^3 + 27/8*z + 1
*
[ -3/2 ] 
f(z) = -178/27*z^3 + 33/2*z + 1
*
[ 6/5 ] 
f(z) = -175/24*z^3 + 32/3*z + 1
*
[ -6/5 ] 
f(z) = -175/24*z^3 + 37/3*z + 1
*
-3/20 | 0.23586102191178311806796865024526562490 | 0.029715243508132699434701870184671028217
f(z) = -175/27*z^3 + 29/16*z + 1
*
[ -4/5 ] 
f(z) = -175/32*z^3 + 23/4*z + 1
*
[ -2/5 ] 
f(z) = -175/32*z^3 + 35/8*z + 1
*
[ 2/3 ] 
f(z) = -171/20*z^3 + 33/10*z + 1
*
[ 2/3 ] 
f(z) = -171/28*z^3 + 31/14*z + 1
*
[ 4/3 ] 
f(z) = -171/32*z^3 + 39/4*z + 1
*
[ -2/3 ] 
f(z) = -171/32*z^3 + 39/8*z + 1
*
[ 3/2 ] 
f(z) = -170/27*z^3 + 29/2*z + 1
*
-2/13 | 0.14249650147063191570524338180756385452 | 0.027777644236153062805525262453442408751
f(z) = -169/24*z^3 + 20/3*z + 1
*
[ -2/13 ] 
f(z) = -169/24*z^3 + 23/3*z + 1
*
-4/13 | 0.14071847228131164698870802422862970185 | 0.027431043009086354229097343355950407191
f(z) = -169/24*z^3 + 23/12*z + 1
*
10/13 | 0.19278601742481420791612747631308373662 | 0.028606082183553889346829024712197678003
f(z) = -169/24*z^3 + 34/15*z + 1
*
18/13 | 0.13453371912114428206935319707684413843 | 0.023532109016727856640944282386406271145
f(z) = -169/24*z^3 + 38/3*z + 1
*
[ -5/13 ] 
f(z) = -169/25*z^3 + 23/5*z + 1
*
[ 10/13 ] 
f(z) = -169/25*z^3 + 37/10*z + 1
*
-21/26 | 0.18548890033754482770157718671718800701 | 0.028465838592091745260554681188397450651
f(z) = -169/27*z^3 + 23/4*z + 1
*
[ 9/13 ] 
f(z) = -169/27*z^3 + 23/9*z + 1
*
-15/26 | 0.076814000252761105304846862226753639252 | 0.011788171307441878697450779156019131957
f(z) = -169/27*z^3 + 29/12*z + 1
*
[ -3/26 ] 
f(z) = -169/27*z^3 + 39/4*z + 1
*
-4/13 | 0.13879785078769323671475988622375140711 | 0.025821518489028666502478220606155474647
f(z) = -169/32*z^3 + 27/4*z + 1
*
-6/13 | 0.086929555541349567690500666690471075777 | 0.016945667034023134512950976177254612505
f(z) = -169/32*z^3 + 29/8*z + 1
*
[ -6/13 ] 
f(z) = -169/36*z^3 + 25/6*z + 1
*
12/13 | 0.12265794497931430425279363711110238101 | 0.023910402874524131521075106771991184789
f(z) = -169/36*z^3 + 35/12*z + 1
*
[ 3/4 ] 
f(z) = -166/27*z^3 + 25/8*z + 1
*
[ -3/2 ] 
f(z) = -166/27*z^3 + 31/2*z + 1
*
[ -3/4 ] 
f(z) = -164/27*z^3 + 23/4*z + 1
*
[ 3/4 ] 
f(z) = -164/27*z^3 + 37/12*z + 1
*
[ -5/9 ] 
f(z) = -162/25*z^3 + 24/5*z + 1
*
[ -3/7 ] 
f(z) = -161/27*z^3 + 31/7*z + 1
*
[ 3/5 ] 
f(z) = -167/27*z^3 + 39/25*z + 1
*
[ 3/5 ] 
f(z) = -164/27*z^3 + 38/25*z + 1
*
[ 3/5 ] 
f(z) = -161/27*z^3 + 37/25*z + 1
*
[ 5/4 ] 
f(z) = -176/25*z^3 + 56/5*z + 1
*
[ -3/2 ] 
f(z) = -176/27*z^3 + 49/3*z + 1
*
[ -3/8 ] 
f(z) = -176/27*z^3 + 55/12*z + 1
*
[ 4/5 ] 
f(z) = -175/24*z^3 + 53/12*z + 1
*
[ 3/4 ] 
f(z) = -175/27*z^3 + 53/16*z + 1
*
[ 3 ] 
f(z) = -175/27*z^3 + 59*z + 1
*
[ -3/10 ] 
f(z) = -175/27*z^3 + 59/12*z + 1
*
-3/5 | 0.12949179125934530852414554862032239812 | 0.025072053694603486828135154577662045027
f(z) = -175/36*z^3 + 41/12*z + 1
*
[ 6/5 ] 
f(z) = -175/36*z^3 + 43/6*z + 1
*
[ -6/5 ] 
f(z) = -175/36*z^3 + 53/6*z + 1
*
[ -3/5 ] 
f(z) = -175/36*z^3 + 53/12*z + 1
*
[ -3 ] 
f(z) = -173/27*z^3 + 59*z + 1
*
[ 3/2 ] 
f(z) = -173/27*z^3 + 59/4*z + 1
*
[ 3/2 ] 
f(z) = -172/27*z^3 + 44/3*z + 1
*
[ 3 ] 
f(z) = -172/27*z^3 + 58*z + 1
*
-3/4 | 0.18373653441651923035109633745752518025 | 0.028120978344111229113558067363012331844
f(z) = -172/27*z^3 + 59/12*z + 1
*
-2/3 | 0.14536187738525764734261152190483113395 | 0.028271370887622263648654892241503549686
f(z) = -171/20*z^3 + 53/10*z + 1
*
[ -4/3 ] 
f(z) = -171/32*z^3 + 45/4*z + 1
*
[ -3/4 ] 
f(z) = -170/27*z^3 + 47/8*z + 1
*
[ -3/10 ] 
f(z) = -170/27*z^3 + 49/10*z + 1
*
[ -3 ] 
f(z) = -170/27*z^3 + 58*z + 1
*
[ 10/13 ] 
f(z) = -169/20*z^3 + 47/10*z + 1
*
-2/13 | 0.16105443849751607654198272838773946183 | 0.027161146346379515852814271169526557676
f(z) = -169/24*z^3 + 47/3*z + 1
*
[ 10/13 ] 
f(z) = -169/24*z^3 + 58/15*z + 1
*
[ -9/13 ] 
f(z) = -169/27*z^3 + 49/9*z + 1
*
[ -15/13 ] 
f(z) = -169/27*z^3 + 51/5*z + 1
*
[ 3/4 ] 
f(z) = -169/27*z^3 + 51/16*z + 1
*
-15/26 | 0.18921747112699658552963359092666437586 | 0.029038039376497596058201983503060361331
f(z) = -169/27*z^3 + 53/12*z + 1
*
[ 3 ] 
f(z) = -169/27*z^3 + 57*z + 1
*
[ 12/13 ] 
f(z) = -169/32*z^3 + 53/12*z + 1
*
-12/13 | 0.15621429057733605769645752561371218805 | 0.025080519322718916121817437463011718755
f(z) = -169/32*z^3 + 55/12*z + 1
*
[ 12/13 ] 
f(z) = -169/36*z^3 + 47/12*z + 1
*
[ -3 ] 
f(z) = -167/27*z^3 + 57*z + 1
*
[ 3/2 ] 
f(z) = -167/27*z^3 + 57/4*z + 1
*
[ 3 ] 
f(z) = -166/27*z^3 + 56*z + 1
*
[ -3/2 ] 
f(z) = -164/27*z^3 + 46/3*z + 1
*
[ -3 ] 
f(z) = -164/27*z^3 + 56*z + 1
*
[ 3/4 ] 
f(z) = -163/27*z^3 + 49/16*z + 1
*
[ 3 ] 
f(z) = -163/27*z^3 + 55*z + 1
*
[ 5/6 ] 
f(z) = -162/25*z^3 + 43/10*z + 1
*
[ -5/18 ] 
f(z) = -162/25*z^3 + 51/10*z + 1
*
[ -3 ] 
f(z) = -161/27*z^3 + 55*z + 1
*
[ 3/2 ] 
f(z) = -161/27*z^3 + 55/4*z + 1
*
[ 6/7 ] 
f(z) = -161/27*z^3 + 59/14*z + 1
*
[ 3/5 ] 
f(z) = -179/27*z^3 + 43/25*z + 1
*
[ 2/3 ] 
f(z) = -177/32*z^3 + 47/24*z + 1
*
[ 5/8 ] 
f(z) = -176/25*z^3 + 43/20*z + 1
*
[ 3/5 ] 
f(z) = -176/27*z^3 + 42/25*z + 1
*
[ 3/5 ] 
f(z) = -175/24*z^3 + 47/24*z + 1
*
-6/35 | 0.16311164231205329826919759645481963070 | 0.022938913362496812133465975449672596384
f(z) = -175/24*z^3 + 50/21*z + 1
*
-1/5 | 0.094237777078339467375406238773235720556 | 0.018246211470162857539354534939165547069
f(z) = -175/24*z^3 + 55/24*z + 1
*
-4/35 | 0.15213564562602301320222757984281379329 | 0.021395323748174747967950365043226475353
f(z) = -175/32*z^3 + 51/28*z + 1
*
[ 3/5 ] 
f(z) = -173/27*z^3 + 41/25*z + 1
*
[ 2/3 ] 
f(z) = -171/34*z^3 + 59/34*z + 1
*
10/13 | 0.092736362570795124333361501354184749992 | 0.014231678142218337365209456122564935696
f(z) = -169/25*z^3 + 49/20*z + 1
*
-15/26 | 0.19525374695028132112787255488517903430 | 0.029964389432863687658980334033714849230
f(z) = -169/25*z^3 + 53/20*z + 1
*
-2/13 | 0.093323745779746255253125989252645262684 | 0.018192122489331782464097812141787108896
f(z) = -169/30*z^3 + 49/30*z + 1
*
[ 2/3 ] 
f(z) = -165/32*z^3 + 43/24*z + 1
*
[ -3 ] 
f(z) = -179/27*z^3 + 61*z + 1
*
[ 3/2 ] 
f(z) = -179/27*z^3 + 61/4*z + 1
*
[ 3 ] 
f(z) = -178/27*z^3 + 60*z + 1
*
[ -5/4 ] 
f(z) = -176/25*z^3 + 64/5*z + 1
*
[ -3 ] 
f(z) = -176/27*z^3 + 60*z + 1
*
-3/4 | 0.20986373986660745879724271420313868831 | 0.027729019971088020597088389765784474340
f(z) = -176/27*z^3 + 69/11*z + 1
*
-4/5 | 0.11811771417972758523137275477856129191 | 0.022869817796147230025245692318626881680
f(z) = -175/24*z^3 + 71/12*z + 1
*
[ -3/2 ] 
f(z) = -175/27*z^3 + 65/4*z + 1
*
[ -6/5 ] 
f(z) = -175/27*z^3 + 67/6*z + 1
*
[ -2/5 ] 
f(z) = -175/36*z^3 + 77/18*z + 1
*
[ -3/4 ] 
f(z) = -172/27*z^3 + 71/12*z + 1
*
[ -3/8 ] 
f(z) = -172/27*z^3 + 73/16*z + 1
*
[ -2/3 ] 
f(z) = -171/20*z^3 + 63/10*z + 1
*
[ -2/3 ] 
f(z) = -171/28*z^3 + 73/14*z + 1
*
[ -3/5 ] 
f(z) = -170/27*z^3 + 74/15*z + 1
*
-2/13 | 0.11136158983990475226918533910045164861 | 0.021708340852022981813832903646712985910
f(z) = -169/20*z^3 + 67/10*z + 1
*
[ -10/13 ] 
f(z) = -169/20*z^3 + 73/10*z + 1
*
[ -2/13 ] 
f(z) = -169/20*z^3 + 77/10*z + 1
*
[ 12/13 ] 
f(z) = -169/24*z^3 + 71/12*z + 1
*
[ -10/13 ] 
f(z) = -169/25*z^3 + 63/10*z + 1
*
[ -3/2 ] 
f(z) = -169/27*z^3 + 63/4*z + 1
*
-15/26 | 0.066860732771424136689238477246788760199 | 0.010260704676974690496475044422526368785
f(z) = -169/27*z^3 + 65/12*z + 1
*
-6/13 | 0.11305209365936304394710897058955402111 | 0.022037880266620106466983582542151761151
f(z) = -169/28*z^3 + 67/14*z + 1
*
[ -2/13 ] 
f(z) = -169/32*z^3 + 61/8*z + 1
*
18/13 | 0.15266002997137273832043273674787737309 | 0.027161768994549052624885989120167837780
f(z) = -169/32*z^3 + 69/8*z + 1
*
[ -12/13 ] 
f(z) = -169/32*z^3 + 79/12*z + 1
*
[ -3/13 ] 
f(z) = -169/36*z^3 + 67/12*z + 1
*
[ -12/13 ] 
f(z) = -169/36*z^3 + 73/12*z + 1
*
[ 5/6 ] 
f(z) = -168/25*z^3 + 67/15*z + 1
*
[ -3/2 ] 
f(z) = -163/27*z^3 + 61/4*z + 1
*
[ -5/6 ] 
f(z) = -162/25*z^3 + 67/10*z + 1
*
-2 | 0.087584311959715018205598361320050229983 | 0.013581301617485998901112917365920686205
f(z) = -161/24*z^3 + 79/3*z + 1
*
[ 2/3 ] 
f(z) = -179/24*z^3 + 76/27*z + 1
*
2/3 | 0.18096532911319794933912440986145697368 | 0.028840190034391168411609289526222805628
f(z) = -177/20*z^3 + 73/30*z + 1
*
3/4 | 0.12645758680217760095640199331956918456 | 0.024457591769654921880005422146600892658
f(z) = -176/21*z^3 + 71/21*z + 1
*
-2/5 | 0.15098601509218306360186135815945864791 | 0.021233647519299656618043753237395845369
f(z) = -175/24*z^3 + 74/21*z + 1
*
[ 2/3 ] 
f(z) = -175/24*z^3 + 74/27*z + 1
*
-3/5 | 0.13792930947941351762990050069455074697 | 0.026705716398666809422384987275465724591
f(z) = -175/24*z^3 + 79/24*z + 1
*
4/5 | 0.098298658151688204623135456791077373733 | 0.019032474655869238822028701095452625068
f(z) = -175/36*z^3 + 67/36*z + 1
*
[ 2/3 ] 
f(z) = -173/24*z^3 + 73/27*z + 1
*
[ 2/3 ] 
f(z) = -171/22*z^3 + 65/22*z + 1
*
[ 2/3 ] 
f(z) = -171/26*z^3 + 63/26*z + 1
*
[ 3/4 ] 
f(z) = -170/27*z^3 + 77/24*z + 1
*
-7/13 | 0.12572752307085944720988422099880585938 | 0.024508772990997507836565543459650618447
f(z) = -169/21*z^3 + 64/21*z + 1
*
-1/13 | 0.14830839902710834768206197609392518551 | 0.028910590104961231968139373341627617260
f(z) = -169/22*z^3 + 67/22*z + 1
*
[ 2/3 ] 
f(z) = -169/24*z^3 + 71/27*z + 1
*
-3/13 | 0.12848392356898451025202008791545197399 | 0.025046093638305141327317314743995899336
f(z) = -169/28*z^3 + 65/28*z + 1
*
-1/13 | 0.052836794738807148322801990474100294335 | 0.010299773479952512889857202147762540909
f(z) = -169/30*z^3 + 61/30*z + 1
*
-2/13 | 0.13945723079777702550741922125782017158 | 0.027185182115212246871365775827613642148
f(z) = -169/30*z^3 + 79/30*z + 1
*
-1/13 | 0.14561113087335110116580069565155394563 | 0.028384796458020252550398830077126704266
f(z) = -169/33*z^3 + 67/33*z + 1
*
-2/13 | 0.14714744427612157669294252379286830093 | 0.028684278667737430885312817059848625192
f(z) = -169/33*z^3 + 70/33*z + 1
*
[ 9/13 ] 
f(z) = -169/36*z^3 + 65/36*z + 1
*
[ 2/3 ] 
f(z) = -167/24*z^3 + 70/27*z + 1
*
[ 4/5 ] 
f(z) = -165/32*z^3 + 61/20*z + 1
*
[ 2/3 ] 
f(z) = -163/24*z^3 + 68/27*z + 1
*
5/6 | 0.20103120236885054112488604688050128535 | 0.029222387689048713135053126233911613830
f(z) = -162/25*z^3 + 79/30*z + 1
*
[ 2/3 ] 
f(z) = -161/24*z^3 + 67/27*z + 1
*
6/7 | 0.20978528876137872743621402835391335630 | 0.029852838995928180812612234660305769127
f(z) = -161/24*z^3 + 79/21*z + 1
*
-2 | 0.089522892487929309515530289557866191504 | 0.013653487677199055155454840466498504045
f(z) = -179/24*z^3 + 88/3*z + 1
*
[ 2 ] 
f(z) = -179/24*z^3 + 91/3*z + 1
*
[ -2 ] 
f(z) = -179/24*z^3 + 94/3*z + 1
*
[ -3/4 ] 
f(z) = -179/27*z^3 + 97/16*z + 1
*
[ 3/2 ] 
f(z) = -178/27*z^3 + 91/6*z + 1
*
-3/16 | 0.21888618886799368791351411024433494853 | 0.027556865794753207595239401206481353307
f(z) = -176/27*z^3 + 89/16*z + 1
*
[ -3/22 ] 
f(z) = -176/27*z^3 + 93/11*z + 1
*
[ -4/5 ] 
f(z) = -175/24*z^3 + 83/12*z + 1
*
-2 | 0.089110176883956576713039759980487360131 | 0.013638361920515078021363625201237436644
f(z) = -175/24*z^3 + 86/3*z + 1
*
[ 2 ] 
f(z) = -175/24*z^3 + 89/3*z + 1
*
[ -2 ] 
f(z) = -175/24*z^3 + 92/3*z + 1
*
[ -3/35 ] 
f(z) = -175/27*z^3 + 89/7*z + 1
*
[ -6/7 ] 
f(z) = -175/27*z^3 + 97/14*z + 1
*
-2 | 0.088898737403362233490150318423772517428 | 0.013630400571470523923428523733437302735
f(z) = -173/24*z^3 + 85/3*z + 1
*
[ 2 ] 
f(z) = -173/24*z^3 + 88/3*z + 1
*
[ -2 ] 
f(z) = -173/24*z^3 + 91/3*z + 1
*
[ -3/4 ] 
f(z) = -173/27*z^3 + 95/16*z + 1
*
[ 5/3 ] 
f(z) = -171/25*z^3 + 97/5*z + 1
*
[ -3/2 ] 
f(z) = -170/27*z^3 + 95/6*z + 1
*
-10/13 | 0.17756009545798371644425025246624610761 | 0.026346820952259478380291301852351094460
f(z) = -169/24*z^3 + 82/15*z + 1
*
-2 | 0.088470588596479647805506004781079076650 | 0.013614457876934093586095688070507948263
f(z) = -169/24*z^3 + 83/3*z + 1
*
-4/13 | 0.12309861144235485920561083807585342977 | 0.023996304465867180691584842124861009285
f(z) = -169/24*z^3 + 83/12*z + 1
*
[ 2 ] 
f(z) = -169/24*z^3 + 86/3*z + 1
*
[ -2 ] 
f(z) = -169/24*z^3 + 89/3*z + 1
*
-12/13 | 0.11699924222074573389190764048905979452 | 0.022578952031709382641431105491611922325
f(z) = -169/24*z^3 + 89/12*z + 1
*
[ -12/13 ] 
f(z) = -169/24*z^3 + 97/12*z + 1
*
[ -10/13 ] 
f(z) = -169/24*z^3 + 97/15*z + 1
*
[ -12/13 ] 
f(z) = -169/27*z^3 + 89/12*z + 1
*
-15/52 | 0.18494868818037857652567250114034853312 | 0.023403857285571177066813240855485996740
f(z) = -169/27*z^3 + 99/16*z + 1
*
[ 14/13 ] 
f(z) = -169/28*z^3 + 99/14*z + 1
*
-12/13 | 0.11938385023044122179518371012535033340 | 0.022892678985786384158350090693489540309
f(z) = -169/30*z^3 + 92/15*z + 1
*
-2 | 0.088252729963839540781932503551699563052 | 0.013606312398895463574873081777928230807
f(z) = -167/24*z^3 + 82/3*z + 1
*
[ 2 ] 
f(z) = -167/24*z^3 + 85/3*z + 1
*
[ -2 ] 
f(z) = -167/24*z^3 + 88/3*z + 1
*
[ -3/4 ] 
f(z) = -167/27*z^3 + 93/16*z + 1
*
[ 3/2 ] 
f(z) = -166/27*z^3 + 85/6*z + 1
*
-2 | 0.087810172835529048953861535726690589013 | 0.013589817428317253103032618690197821181
f(z) = -163/24*z^3 + 80/3*z + 1
*
[ 2 ] 
f(z) = -163/24*z^3 + 83/3*z + 1
*
[ -2 ] 
f(z) = -163/24*z^3 + 86/3*z + 1
*
[ 10/9 ] 
f(z) = -162/25*z^3 + 81/10*z + 1
*
[ 5/3 ] 
f(z) = -162/25*z^3 + 92/5*z + 1
*
[ -5/3 ] 
f(z) = -162/25*z^3 + 98/5*z + 1
*
[ -10/9 ] 
f(z) = -162/25*z^3 + 99/10*z + 1
*
[ 2 ] 
f(z) = -161/24*z^3 + 82/3*z + 1
*
[ -2 ] 
f(z) = -161/24*z^3 + 85/3*z + 1
*
[ -3/4 ] 
f(z) = -161/27*z^3 + 91/16*z + 1
*
[ 3/4 ] 
f(z) = -176/21*z^3 + 92/21*z + 1
*
[ 3/4 ] 
f(z) = -176/39*z^3 + 86/39*z + 1
*
0 | 0.11519725757125909486475954951830850997 | 0.022279782256710975753651889246807372407
f(z) = -176/39*z^3 + 98/39*z + 1
*
-2/5 | 0.15369107756111936232472358492821312609 | 0.021614069129526348237964547237391858627
f(z) = -175/24*z^3 + 95/21*z + 1
*
57/70 | 0.18319807337990531913156281454210236891 | 0.021560348187130784263243222220030462481
f(z) = -175/27*z^3 + 83/28*z + 1
*
[ -3/7 ] 
f(z) = -175/27*z^3 + 95/21*z + 1
*
0 | 0.12259006744494066203528366447038605073 | 0.023735749760761744452195373232983734596
f(z) = -175/38*z^3 + 99/38*z + 1
*
0 | 0.11509485020963392601139266717707735781 | 0.022284534304177611928276712191335354185
f(z) = -175/39*z^3 + 97/39*z + 1
*
0 | 0.13520456915767441893822364150800353434 | 0.026236545454178003762864500177498768962
f(z) = -173/37*z^3 + 99/37*z + 1
*
0 | 0.12238338189987282198537866918223263795 | 0.023748584696923182977909168296332639836
f(z) = -173/38*z^3 + 97/38*z + 1
*
0 | 0.11488935356295141174636804348886865355 | 0.022294363021417209406026445206418506116
f(z) = -173/39*z^3 + 95/39*z + 1
*
0 | 0.13510027534334447006301309834451410448 | 0.026245832016312923996901213030652757664
f(z) = -172/37*z^3 + 98/37*z + 1
*
0 | 0.11478418418270918812486128251955121967 | 0.022299039794942359130592628669577365267
f(z) = -172/39*z^3 + 94/39*z + 1
*
[ -1/3 ] 
f(z) = -171/20*z^3 + 99/20*z + 1
*
[ 5/6 ] 
f(z) = -171/25*z^3 + 91/20*z + 1
*
0 | 0.13499539058154013715252516677766356770 | 0.026255197194069907723515708648051293646
f(z) = -171/37*z^3 + 97/37*z + 1
*
0 | 0.13488990813448272752410194771138160915 | 0.026264642156002630574320963318396020334
f(z) = -170/37*z^3 + 96/37*z + 1
*
0 | 0.11457413841199752958020271928388052740 | 0.022308924272698485516390653761173061549
f(z) = -170/39*z^3 + 92/39*z + 1
*
-5/13 | 0.057926556053328471839198301039457632384 | 0.011291949270814623147924324423292907587
f(z) = -169/20*z^3 + 81/20*z + 1
*
-5/13 | 0.13452912315921307812171678802690549289 | 0.026224518384322611185645900485969153717
f(z) = -169/20*z^3 + 89/20*z + 1
*
[ -5/13 ] 
f(z) = -169/20*z^3 + 97/20*z + 1
*
-6/13 | 0.14322656839937263518120401494288046849 | 0.027919960287465523729161948008227459326
f(z) = -169/21*z^3 + 85/21*z + 1
*
-5/13 | 0.069394398582347079498263996550800216403 | 0.013527440294381659835829912521830269879
f(z) = -169/21*z^3 + 88/21*z + 1
*
-7/13 | 0.052665203873806782013460292455374900408 | 0.010266324307846794339035348899046209317
f(z) = -169/24*z^3 + 97/24*z + 1
*
0 | 0.13475468746685136064444863882785439050 | 0.026268488903074201200629084374069832736
f(z) = -169/35*z^3 + 99/35*z + 1
*
0 | 0.095535334633808414514602330728841165134 | 0.018623239939590315225409616007497718234
f(z) = -169/36*z^3 + 97/36*z + 1
*
0 | 0.13478382114845369540901506072064062463 | 0.026274168095436729482070233213563060562
f(z) = -169/37*z^3 + 95/37*z + 1
*
0 | 0.12196295572264041559895718387723909544 | 0.023774924711056276285154067926282593679
f(z) = -169/38*z^3 + 93/38*z + 1
*
0 | 0.13467712265111822631093583631067470801 | 0.026283776231151967465759497762627829283
f(z) = -168/37*z^3 + 94/37*z + 1
*
0 | 0.12169017099684193900903222897934078949 | 0.023776928120078935097399712914420895103
f(z) = -167/34*z^3 + 99/34*z + 1
*
0 | 0.13454033782050384191966437203543565022 | 0.026287710136361592080442272916624433917
f(z) = -167/35*z^3 + 97/35*z + 1
*
0 | 0.095321152203743587135909553764518860987 | 0.018624710325457041405766732231420512916
f(z) = -167/36*z^3 + 95/36*z + 1
*
0 | 0.13456980554877111447835491787305419151 | 0.026293467808087529098748467875575280819
f(z) = -167/37*z^3 + 93/37*z + 1
*
0 | 0.12174910656934431882756379123127156431 | 0.023788443486189655344377016945647989121
f(z) = -167/38*z^3 + 91/38*z + 1
*
0 | 0.11425453178506567974873868417109483117 | 0.022324085564127290717987480286719204065
f(z) = -167/39*z^3 + 89/39*z + 1
*
0 | 0.13443222498035448608301958389014282695 | 0.026297446423199145075592554652528027789
f(z) = -166/35*z^3 + 96/35*z + 1
*
0 | 0.13446186262350220934272431875836900442 | 0.026303244098071379363090138099171559375
f(z) = -166/37*z^3 + 92/37*z + 1
*
0 | 0.11414779160349082290031035194992633760 | 0.022329433545104042896331769636436171410
f(z) = -166/39*z^3 + 88/39*z + 1
*
0 | 0.12147313867422491248122818519833674435 | 0.023790527982553648448861791063097728053
f(z) = -165/34*z^3 + 97/34*z + 1
*
0 | 0.13435328653027859466480790033020041994 | 0.026313106400574662237498334302085564739
f(z) = -165/37*z^3 + 91/37*z + 1
*
0 | 0.12153275785523010655249968453044344665 | 0.023802204405913424212530401160354149999
f(z) = -165/38*z^3 + 89/38*z + 1
*
0 | 0.11384039217678571641927561533979466880 | 0.022322230157967972507430661269001097602
f(z) = -164/33*z^3 + 98/33*z + 1
*
0 | 0.13421408636898072624726922945019674501 | 0.026317176786577463561051561256063104959
f(z) = -164/35*z^3 + 94/35*z + 1
*
0 | 0.13424406979394054671669956231563542792 | 0.026323056043492161337930136682293298610
f(z) = -164/37*z^3 + 90/37*z + 1
*
0 | 0.11393034293980591275062199115454392821 | 0.022339868024428442302325123065729640491
f(z) = -164/39*z^3 + 86/39*z + 1
*
0 | 0.10838655117999742875286977414968042778 | 0.021278340497111708600942299617373444646
f(z) = -163/32*z^3 + 99/32*z + 1
*
0 | 0.11372914086131557253825992926418916109 | 0.022327192417740240711098662087878640933
f(z) = -163/33*z^3 + 97/33*z + 1
*
0 | 0.12125353158139500946628824161006489217 | 0.023804373359767531916584580762784592829
f(z) = -163/34*z^3 + 95/34*z + 1
*
0 | 0.13410404544424931460952995614426658804 | 0.026327173527867452676586910427965780779
f(z) = -163/35*z^3 + 93/35*z + 1
*
0 | 0.094885206050381944488904341978098144289 | 0.018627769778611004808183942607488807522
f(z) = -163/36*z^3 + 91/36*z + 1
*
0 | 0.13413420480610819482194400480393743340 | 0.026333094383949893368072196898393150464
f(z) = -163/37*z^3 + 89/37*z + 1
*
0 | 0.12131385042926279256716086860353315384 | 0.023816215096305422925425951910463840754
f(z) = -163/38*z^3 + 87/38*z + 1
*
0 | 0.11382065305991765417362351514158296443 | 0.022345158002033633755509479056525563429
f(z) = -163/39*z^3 + 85/39*z + 1
*
[ 7/9 ] 
f(z) = -162/35*z^3 + 88/35*z + 1
*
0 | 0.13399334644455067160665684296453958594 | 0.026337259801180808864186710216067538652
f(z) = -162/35*z^3 + 92/35*z + 1
*
7/9 | 0.13182365993379093273925635908621797782 | 0.025910793869570958575943455236340433915
f(z) = -162/35*z^3 + 93/35*z + 1
*
0 | 0.13402368382199567867988686357818549198 | 0.026343222809140956190839935111859269456
f(z) = -162/37*z^3 + 88/37*z + 1
*
-2/7 | 0.17101450652819606766664977689993395627 | 0.024335684163065208748662234977960717621
f(z) = -161/24*z^3 + 85/21*z + 1
*
0 | 0.13382072112780575535817990572929880048 | 0.026335381228455910983967260656225795195
f(z) = -161/31*z^3 + 99/31*z + 1
*
0 | 0.10816394673489060950087050134146400101 | 0.021286230924710384421013026642922175474
f(z) = -161/32*z^3 + 97/32*z + 1
*
0 | 0.11350775061581306945641176901686854941 | 0.022337870097090793724979437512169992898
f(z) = -161/33*z^3 + 95/33*z + 1
*
0 | 0.12103128786845435056487957070130091809 | 0.023818472055180441886082472467675848241
f(z) = -161/34*z^3 + 93/34*z + 1
*
0 | 0.094663321341707579725113518238581363693 | 0.018629361991740845091853669230946465024
f(z) = -161/36*z^3 + 89/36*z + 1
*
0 | 0.13391249895712946179334669728468940659 | 0.026353442737190807160036853806610333409
f(z) = -161/37*z^3 + 87/37*z + 1
*
0 | 0.12109232301460341055186690510935456988 | 0.023830483527160441771267085067505778711
f(z) = -161/38*z^3 + 85/38*z + 1
*
0 | 0.11359930365636860017574053151574435264 | 0.022355887368297630784825422792026815984
f(z) = -161/39*z^3 + 83/39*z + 1
*
[ 2/3 ] 
f(z) = -177/28*z^3 + 97/42*z + 1
*
-2/5 | 0.20689568211839210336513251465786424837 | 0.029096403297251147495639111461466645533
f(z) = -175/32*z^3 + 85/56*z + 1
*
[ 8/13 ] 
f(z) = -169/28*z^3 + 93/56*z + 1
*
[ 5/8 ] 
f(z) = -168/25*z^3 + 81/40*z + 1
*
[ 2/3 ] 
f(z) = -165/28*z^3 + 89/42*z + 1
*
-2/5 | 0.14468424387721149319946720737997349980 | 0.021545194898571756116881433220609473631
f(z) = -165/32*z^3 + 93/40*z + 1
*
-7/18 | 0.17170363423691463800278369507012496788 | 0.029702690279864513881283317472746491206
f(z) = -162/35*z^3 + 99/70*z + 1
*
[ -3/16 ] 
f(z) = -176/27*z^3 + 105/16*z + 1
*
[ 8/5 ] 
f(z) = -175/32*z^3 + 115/8*z + 1
*
[ -5/3 ] 
f(z) = -171/25*z^3 + 103/5*z + 1
*
[ -6/5 ] 
f(z) = -170/27*z^3 + 109/10*z + 1
*
[ 21/13 ] 
f(z) = -169/27*z^3 + 117/7*z + 1
*
[ -2/13 ] 
f(z) = -169/28*z^3 + 107/14*z + 1
*
[ -5/6 ] 
f(z) = -168/25*z^3 + 103/15*z + 1
*
[ 5/4 ] 
f(z) = -168/25*z^3 + 107/10*z + 1
*
[ 4/3 ] 
f(z) = -165/32*z^3 + 113/12*z + 1
*
[ -1/3 ] 
f(z) = -180/23*z^3 + 112/23*z + 1
*
[ -1/2 ] 
f(z) = -180/23*z^3 + 114/23*z + 1
*
0 | 0.13583616776166378473872993396464735598 | 0.026157769390742745533918959383573353118
f(z) = -180/31*z^3 + 118/31*z + 1
*
0 | 0.13591862212380765385612160942685163199 | 0.026173647504986990458722552026247929526
f(z) = -180/37*z^3 + 106/37*z + 1
*
0 | 0.10254247243428978758227763709041429826 | 0.019767658753823888701924358075106041132
f(z) = -179/30*z^3 + 119/30*z + 1
*
0 | 0.13573538793352975442200255834498256375 | 0.026166433925292008306129238006994870655
f(z) = -179/31*z^3 + 117/31*z + 1
*
0 | 0.11007712494522441814471560366988964996 | 0.021220153862718808855778374020263905360
f(z) = -179/32*z^3 + 115/32*z + 1
*
0 | 0.11541841005713499146362194996666259056 | 0.022249821851919946520645222347197084493
f(z) = -179/33*z^3 + 113/33*z + 1
*
0 | 0.12294149919941668973568682460540651136 | 0.023700087828630421770588359979592915315
f(z) = -179/34*z^3 + 111/34*z + 1
*
0 | 0.13579071446143979287939663177194992003 | 0.026177099514855010032715062652345421451
f(z) = -179/35*z^3 + 109/35*z + 1
*
0 | 0.096570579429163401212885176514928367788 | 0.018616425121190990493770274511015096097
f(z) = -179/36*z^3 + 107/36*z + 1
*
0 | 0.13581828549445658637590840599270954962 | 0.026182414529787145945276673503675164109
f(z) = -179/37*z^3 + 105/37*z + 1
*
0 | 0.12299664136080518439786231649221028885 | 0.023710717876876767194669028655266379156
f(z) = -179/38*z^3 + 103/38*z + 1
*
0 | 0.11550112353760787300866126339800620032 | 0.022265766970245201992392943765773918159
f(z) = -179/39*z^3 + 101/39*z + 1
*
0 | 0.13563405649245801584496221132047225003 | 0.026175168294092993897205977217237501011
f(z) = -178/31*z^3 + 116/31*z + 1
*
0 | 0.11531826222055490683307471532246899933 | 0.022254550214482556540961758458513809314
f(z) = -178/33*z^3 + 112/33*z + 1
*
0 | 0.13568968233706533617836333423136819464 | 0.026185903177954398110676558419397600784
f(z) = -178/35*z^3 + 108/35*z + 1
*
0 | 0.13571740204542986066003764106259902428 | 0.026191252631109955329167296841724290881
f(z) = -178/37*z^3 + 104/37*z + 1
*
0 | 0.11540142173315707897436644433259689211 | 0.022270598648732089142917515194305758557
f(z) = -178/39*z^3 + 100/39*z + 1
*
[ 2/3 ] 
f(z) = -177/20*z^3 + 103/30*z + 1
*
0 | 0.13550410814348268479628590993830945609 | 0.026178552620057913812919143454013008043
f(z) = -177/29*z^3 + 119/29*z + 1
*
0 | 0.13553216736507810218553508356763717928 | 0.026183973487506712478686193279767899379
f(z) = -177/31*z^3 + 115/31*z + 1
*
0 | 0.10987405534902276616959935952642718852 | 0.021226985505766683507010081932079777734
f(z) = -177/32*z^3 + 113/32*z + 1
*
[ -2/3 ] 
f(z) = -177/32*z^3 + 119/24*z + 1
*
0 | 0.12273873054744326294150652121083448417 | 0.023712360903132471290225772105205965254
f(z) = -177/34*z^3 + 109/34*z + 1
*
0 | 0.13558809578458069967974784471608564000 | 0.026194778511007218367229537676305391967
f(z) = -177/35*z^3 + 107/35*z + 1
*
0 | 0.13561596578159075867050815157594056636 | 0.026200162821440641763514700055601040372
f(z) = -177/37*z^3 + 103/37*z + 1
*
0 | 0.12279447063989383785041127902356228590 | 0.023723129543015471403855419177164843849
f(z) = -177/38*z^3 + 101/38*z + 1
*
[ -1/2 ] 
f(z) = -176/21*z^3 + 107/21*z + 1
*
[ -1/4 ] 
f(z) = -176/21*z^3 + 116/21*z + 1
*
[ -1/2 ] 
f(z) = -176/23*z^3 + 113/23*z + 1
*
[ -5/8 ] 
f(z) = -176/25*z^3 + 107/20*z + 1
*
[ -1/2 ] 
f(z) = -176/25*z^3 + 119/25*z + 1
*
[ -6/11 ] 
f(z) = -176/27*z^3 + 105/22*z + 1
*
0 | 0.13540150118433274784928376093863115512 | 0.026187393929518130557908132764523257967
f(z) = -176/29*z^3 + 118/29*z + 1
*
0 | 0.13542971437713331475125114836457470432 | 0.026192850515947494164026971298339977145
f(z) = -176/31*z^3 + 114/31*z + 1
*
0 | 0.13548594868325403195828108767531329801 | 0.026203726539579843163755422856064467461
f(z) = -176/35*z^3 + 106/35*z + 1
*
0 | 0.13551397060862932625664516874334014291 | 0.026209146133838753065126628096615655494
f(z) = -176/37*z^3 + 102/37*z + 1
*
[ -2/5 ] 
f(z) = -175/22*z^3 + 105/22*z + 1
*
-3/5 | 0.090694028263076858587502968188112288249 | 0.017560074845498323357726619005458204557
f(z) = -175/24*z^3 + 103/24*z + 1
*
[ -2/7 ] 
f(z) = -175/24*z^3 + 107/21*z + 1
*
[ 6/7 ] 
f(z) = -175/24*z^3 + 109/21*z + 1
*
[ -2/5 ] 
f(z) = -175/26*z^3 + 119/26*z + 1
*
0 | 0.13529832238724098768544574291499891341 | 0.026196307663153640110688970159358401042
f(z) = -175/29*z^3 + 117/29*z + 1
*
0 | 0.13532669125123322487012661497630418561 | 0.026201800410410829223913837259889324942
f(z) = -175/31*z^3 + 113/31*z + 1
*
0 | 0.10966873353575986793622440644489472563 | 0.021233935750574427499576814753446716254
f(z) = -175/32*z^3 + 111/32*z + 1
*
36/35 | 0.11740733090671186793332290886235129975 | 0.016511369474403491848503568429365868876
f(z) = -175/32*z^3 + 113/28*z + 1
*
0 | 0.11501032324168387659156253024978119012 | 0.022268168288552411272089277517467258217
f(z) = -175/33*z^3 + 109/33*z + 1
*
-3/5 | 0.13948975322110105590872343928297096050 | 0.027007847745360759974187342347559641978
f(z) = -175/33*z^3 + 118/33*z + 1
*
0 | 0.12253371630237557081445956478544949068 | 0.023724839116477624551940569000995120223
f(z) = -175/34*z^3 + 107/34*z + 1
*
0 | 0.13541141033086204985342013488708765489 | 0.026218203622481293152586428231073678972
f(z) = -175/37*z^3 + 101/37*z + 1
*
0 | 0.13522309160454322307902460408024297385 | 0.026210824223018323656757733050237539979
f(z) = -174/31*z^3 + 112/31*z + 1
*
0 | 0.13527994783909877557567581304672376400 | 0.026221844890806902878091383073820977839
f(z) = -174/35*z^3 + 104/35*z + 1
*
0 | 0.13530827864897014920661955824835171049 | 0.026227336363223507333391668386555594746
f(z) = -174/37*z^3 + 100/37*z + 1
*
0 | 0.12149835670499653340835086261032192568 | 0.023576844911070343048882750575610735644
f(z) = -173/27*z^3 + 119/27*z + 1
*
0 | 0.10940504230118042091194393170739167480 | 0.021230128413069673842179077692884640760
f(z) = -173/28*z^3 + 117/28*z + 1
*
0 | 0.13509022352613940112751665799619007605 | 0.026214356600813465690376471297470553119
f(z) = -173/29*z^3 + 115/29*z + 1
*
0 | 0.10192552939401219765035034259791750567 | 0.019778723467315357492091721999359666955
f(z) = -173/30*z^3 + 113/30*z + 1
*
0 | 0.13511890894640898717985862045115767886 | 0.026219923027580430277222189070327290514
f(z) = -173/31*z^3 + 111/31*z + 1
*
0 | 0.10946110897120595539567314953582965550 | 0.021241008191362328080666912512037071017
f(z) = -173/32*z^3 + 109/32*z + 1
*
0 | 0.11480388967754745653585672314985871021 | 0.022277778691996532754039439938068692640
f(z) = -173/33*z^3 + 107/33*z + 1
*
0 | 0.12232640615125566901894797947983483587 | 0.023737528511265459564019058263667971488
f(z) = -173/34*z^3 + 105/34*z + 1
*
0 | 0.13517608133586081338994344086798112137 | 0.026231017371535829529802070101502096258
f(z) = -173/35*z^3 + 103/35*z + 1
*
0 | 0.095956405205766267293026542711911885047 | 0.018620410556278220753609646373759670558
f(z) = -173/36*z^3 + 101/36*z + 1
*
[ -1/2 ] 
f(z) = -172/21*z^3 + 106/21*z + 1
*
[ -1/2 ] 
f(z) = -172/23*z^3 + 112/23*z + 1
*
[ -1/2 ] 
f(z) = -172/25*z^3 + 118/25*z + 1
*
0 | 0.12139326180613121419126766380030060523 | 0.023582980487485532751264035550990323581
f(z) = -172/27*z^3 + 118/27*z + 1
*
0 | 0.13498529031199053457366401216326160239 | 0.026223493958084425078561844235025081345
f(z) = -172/29*z^3 + 114/29*z + 1
*
0 | 0.13501413667591365628186053544670018675 | 0.026229097920177645039927533456383938465
f(z) = -172/31*z^3 + 110/31*z + 1
*
0 | 0.11469927761684898766301885468686289612 | 0.022282545058281123951420910757335566642
f(z) = -172/33*z^3 + 106/33*z + 1
*
-1/2 | 0.15049620726742749082267362156070155403 | 0.029236788489104293363969505624469848150
f(z) = -172/33*z^3 + 109/33*z + 1
*
0 | 0.13507162875821243450786087937839444442 | 0.026240266865099829510820403284560590319
f(z) = -172/35*z^3 + 102/35*z + 1
*
[ -1/3 ] 
f(z) = -171/22*z^3 + 107/22*z + 1
*
[ -1/3 ] 
f(z) = -171/23*z^3 + 111/23*z + 1
*
[ -1/3 ] 
f(z) = -171/25*z^3 + 119/25*z + 1
*
0 | 0.12200071045313765183748739141703651504 | 0.023727867277282933485257495352346406370
f(z) = -171/26*z^3 + 119/26*z + 1
*
0 | 0.10919441531790419535108193523001385863 | 0.021237176279223105134081238709918072823
f(z) = -171/28*z^3 + 115/28*z + 1
*
0 | 0.13487975895463031489273862349627312702 | 0.026232708047193779862622063357649542297
f(z) = -171/29*z^3 + 113/29*z + 1
*
0 | 0.13490876807936540964365096076528656093 | 0.026238350019760889377686699922073418261
f(z) = -171/31*z^3 + 109/31*z + 1
*
0 | 0.10925112940050403540707513275322808036 | 0.021248206577486808868336606314303427310
f(z) = -171/32*z^3 + 107/32*z + 1
*
-1/3 | 0.12171007407516316535357211679806678615 | 0.023671341529384294965245700982636078931
f(z) = -171/32*z^3 + 115/32*z + 1
*
0 | 0.12211674807047135925685549298430570947 | 0.023750435385067223394921309968715159139
f(z) = -171/34*z^3 + 103/34*z + 1
*
0 | 0.13496658345222277543581462113339437627 | 0.026249594507507320532880059714570968771
f(z) = -171/35*z^3 + 101/35*z + 1
*
0 | 0.12118126519878088903715392110000153408 | 0.023595409104174495107227679559355697143
f(z) = -170/27*z^3 + 116/27*z + 1
*
0 | 0.13477362259404045199572699808662022117 | 0.026242000001746073738627686362201742767
f(z) = -170/29*z^3 + 112/29*z + 1
*
0 | 0.13480279632771305677315335137696983173 | 0.026247680468771831990193542192177077418
f(z) = -170/31*z^3 + 108/31*z + 1
*
0 | 0.11448826313364671340613037363508793914 | 0.022292203352007497784954058983404484272
f(z) = -170/33*z^3 + 104/33*z + 1
*
[ -4/13 ] 
f(z) = -169/20*z^3 + 101/20*z + 1
*
[ 11/13 ] 
f(z) = -169/22*z^3 + 117/22*z + 1
*
-8/13 | 0.14438382147612018654589831004769966395 | 0.028145550136516745242121140463206044734
f(z) = -169/24*z^3 + 103/24*z + 1
*
-3/13 | 0.12451360828328175196352738642466214913 | 0.024272137756066578255169856726281722536
f(z) = -169/24*z^3 + 113/24*z + 1
*
0 | 0.13460798404179843796370392742602181605 | 0.026239891179570195799555679498219227232
f(z) = -169/25*z^3 + 119/25*z + 1
*
0 | 0.12107434958832503367425807419566181420 | 0.023601703720994544196156526979378650371
f(z) = -169/27*z^3 + 115/27*z + 1
*
-21/26 | 0.23413375402243862859828116396644895950 | 0.027668506019639040727273337304529944992
f(z) = -169/27*z^3 + 117/28*z + 1
*
0 | 0.10898136448737545042741286029084305769 | 0.021244350140938348822955064182847645458
f(z) = -169/28*z^3 + 113/28*z + 1
*
0 | 0.13466687425147634412587478743799912653 | 0.026251370979260312929539195780659133783
f(z) = -169/29*z^3 + 111/29*z + 1
*
-5/13 | 0.12334901793273359520998270351491699620 | 0.024045117610978660934551165487563507140
f(z) = -169/30*z^3 + 103/30*z + 1
*
0 | 0.10150250789853063173301828494960999936 | 0.019786454575264013761879196584858314288
f(z) = -169/30*z^3 + 109/30*z + 1
*
0 | 0.13469621447388714862613666973917954439 | 0.026257090433783937861974109717011117802
f(z) = -169/31*z^3 + 107/31*z + 1
*
[ -6/13 ] 
f(z) = -169/32*z^3 + 103/24*z + 1
*
0 | 0.10903874076913541360124179165874913463 | 0.021255534822147171397636232415538405843
f(z) = -169/32*z^3 + 105/32*z + 1
*
0 | 0.11438184699710799553586523954842438201 | 0.022297096561451941601625412745772375339
f(z) = -169/33*z^3 + 103/33*z + 1
*
[ 11/13 ] 
f(z) = -169/33*z^3 + 115/33*z + 1
*
0 | 0.12190468824729037407512988926590947804 | 0.023763566304470091807901992774597068214
f(z) = -169/34*z^3 + 101/34*z + 1
*
-7/13 | 0.14006202176315643909993703360915300262 | 0.027303077418606844764291787242029931793
f(z) = -169/35*z^3 + 114/35*z + 1
*
[ -1/2 ] 
f(z) = -168/23*z^3 + 111/23*z + 1
*
[ 5/7 ] 
f(z) = -168/25*z^3 + 106/35*z + 1
*
[ -1/2 ] 
f(z) = -168/25*z^3 + 117/25*z + 1
*
0 | 0.13450027742987243813545164664783319431 | 0.026249262869630174778225984495823331896
f(z) = -168/25*z^3 + 118/25*z + 1
*
0 | 0.13455950682671075404010088107058104858 | 0.026260822161825904422895191663701355752
f(z) = -168/29*z^3 + 110/29*z + 1
*
0 | 0.13458901545006401864279945075244192267 | 0.026266581106165068415483565419303066560
f(z) = -168/31*z^3 + 106/31*z + 1
*
0 | 0.082655297516059844825170598999324331895 | 0.016149940884166366881834598528162428108
f(z) = -167/24*z^3 + 119/24*z + 1
*
0 | 0.13439194057956260866268332967831756988 | 0.026258714938950214405182620608549630971
f(z) = -167/25*z^3 + 117/25*z + 1
*
0 | 0.12157145392191058398142148804721035153 | 0.023753732102404326785705106967445455896
f(z) = -167/26*z^3 + 115/26*z + 1
*
0 | 0.12085864808636506199781962821449433708 | 0.023614457640247654166385571995963621620
f(z) = -167/27*z^3 + 113/27*z + 1
*
0 | 0.10876583335906514881948024127207689941 | 0.021251653938148296749648384072873155218
f(z) = -167/28*z^3 + 111/28*z + 1
*
0 | 0.13445151309519701058834513338632521779 | 0.026270354756780762218305562656092365995
f(z) = -167/29*z^3 + 109/29*z + 1
*
0 | 0.10128628269825524813888190672052572355 | 0.019790231565447537133545974060365716044
f(z) = -167/30*z^3 + 107/30*z + 1
*
0 | 0.13448119206485005654077270539405530416 | 0.026276153702762494720656810434026228474
f(z) = -167/31*z^3 + 105/31*z + 1
*
0 | 0.10882388713929320848733072977265826034 | 0.021262997011695438503015102328187900688
f(z) = -167/32*z^3 + 103/32*z + 1
*
0 | 0.11416716175280943263681512040060108492 | 0.022307014415654176342207417530731551636
f(z) = -167/33*z^3 + 101/33*z + 1
*
0 | 0.13428296607029251063293588180522746012 | 0.026268248601091287339803311720058808222
f(z) = -166/25*z^3 + 116/25*z + 1
*
0 | 0.12074984755083519918222191479305183257 | 0.023620918623057814020830637277224803006
f(z) = -166/27*z^3 + 112/27*z + 1
*
0 | 0.13434288570514889897037037765960435709 | 0.026279969997412472986754650578053435709
f(z) = -166/29*z^3 + 108/29*z + 1
*
0 | 0.13437273700038340699284057334859829694 | 0.026285809466611225696929101219330050636
f(z) = -166/31*z^3 + 104/31*z + 1
*
0 | 0.11405887820226625503756968265363924244 | 0.022312040428198113686665013573192100822
f(z) = -166/33*z^3 + 100/33*z + 1
*
0 | 0.13414310015331628324790191767620226810 | 0.026271941374814654676036076615793581054
f(z) = -165/23*z^3 + 119/23*z + 1
*
0 | 0.12135303489695393290829894838135743856 | 0.023767005644157185159590358530090094336
f(z) = -165/26*z^3 + 113/26*z + 1
*
0 | 0.10854776348661741918169422811571871284 | 0.021259091786519729121148093327307919366
f(z) = -165/28*z^3 + 109/28*z + 1
*
0 | 0.13423361717453428557295356239009894387 | 0.026289669143683454156877852337611276408
f(z) = -165/29*z^3 + 107/29*z + 1
*
0 | 0.13426364280935016929444554830329771467 | 0.026295549667666595375905866074289818588
f(z) = -165/31*z^3 + 103/31*z + 1
*
0 | 0.10860651060133983394359090344877982522 | 0.021270597415599143502007705742837087996
f(z) = -165/32*z^3 + 101/32*z + 1
*
[ -4/5 ] 
f(z) = -165/32*z^3 + 111/20*z + 1
*
[ -2/3 ] 
f(z) = -165/32*z^3 + 115/24*z + 1
*
[ -1/2 ] 
f(z) = -164/21*z^3 + 104/21*z + 1
*
[ -1/2 ] 
f(z) = -164/23*z^3 + 110/23*z + 1
*
0 | 0.13403264857234650000575447087351527349 | 0.026281599816238725754208001249875559023
f(z) = -164/23*z^3 + 118/23*z + 1
*
0 | 0.13406307373011782601903386723986677194 | 0.026287565689698730582248887755184882772
f(z) = -164/25*z^3 + 114/25*z + 1
*
[ -1/2 ] 
f(z) = -164/25*z^3 + 116/25*z + 1
*
0 | 0.12053030932219900298709444956020557460 | 0.023634012974261744673652718475768088214
f(z) = -164/27*z^3 + 110/27*z + 1
*
0 | 0.13412369988797940032896652453793207211 | 0.026299453482981081271050554601460897872
f(z) = -164/29*z^3 + 106/29*z + 1
*
0 | 0.13415390191191205258985526170119494571 | 0.026305375603562097668413311838024879607
f(z) = -164/31*z^3 + 102/31*z + 1
*
-1/2 | 0.13896412799724202276847881417920113633 | 0.027248581892080952055135161107778625149
f(z) = -164/33*z^3 + 107/33*z + 1
*
-1/2 | 0.14793485555166507048037742727918870500 | 0.029007594148849078696966166131990671493
f(z) = -164/39*z^3 + 119/39*z + 1
*
0 | 0.12107079567071859284243458261380841516 | 0.023768498826570463398831570004896980954
f(z) = -163/22*z^3 + 119/22*z + 1
*
0 | 0.13392153413567303633096882670915021026 | 0.026291343088332476731058344890643251117
f(z) = -163/23*z^3 + 117/23*z + 1
*
0 | 0.077461045999537885522178262129097862512 | 0.015207075915750519030572946944530939910
f(z) = -163/24*z^3 + 115/24*z + 1
*
0 | 0.13395214038608794116152004307711271337 | 0.026297351677134113946684892716442488615
f(z) = -163/25*z^3 + 113/25*z + 1
*
0 | 0.12113200830389283472679191153816221032 | 0.023780516030155465831252413667217789126
f(z) = -163/26*z^3 + 111/26*z + 1
*
0 | 0.12041955618923230195907288293135492232 | 0.023640648135858707301779290220054218430
f(z) = -163/27*z^3 + 109/27*z + 1
*
0 | 0.10832709433261867768397803446896466347 | 0.021266667987657017609633052024968759765
f(z) = -163/28*z^3 + 107/28*z + 1
*
0 | 0.13401312609358057069276289777775483440 | 0.026309324330893807628787861357858456484
f(z) = -163/29*z^3 + 105/29*z + 1
*
0 | 0.10084928049634538981377330774263466714 | 0.019798630973378435416483567915386014560
f(z) = -163/30*z^3 + 103/30*z + 1
*
0 | 0.13404350659254231388019011757437273593 | 0.026315288600393503832862543426208976229
f(z) = -163/31*z^3 + 101/31*z + 1
*
[ -1/3 ] 
f(z) = -162/23*z^3 + 110/23*z + 1
*
0 | 0.13380974883772294562361732595490894562 | 0.026301172502832021947389477791749152118
f(z) = -162/23*z^3 + 116/23*z + 1
*
0 | 0.13384053835027420088320144555583548917 | 0.026307224380874710430359140800908873610
f(z) = -162/25*z^3 + 112/25*z + 1
*
[ -1/3 ] 
f(z) = -162/25*z^3 + 118/25*z + 1
*
0 | 0.13390188789962006627463919707269410262 | 0.026319283032014347897871967900252841930
f(z) = -162/29*z^3 + 104/29*z + 1
*
0 | 0.13393244899676667256698283900776449183 | 0.026325290013530347115899652695561764372
f(z) = -162/31*z^3 + 100/31*z + 1
*
-5/9 | 0.10144728491353060022001890687492384252 | 0.019940120683512685508613189792125137818
f(z) = -162/35*z^3 + 113/35*z + 1
*
0 | 0.12084636101063134830092042114559629143 | 0.023782079191212103145137695123541099402
f(z) = -161/22*z^3 + 117/22*z + 1
*
[ 6/7 ] 
f(z) = -161/24*z^3 + 100/21*z + 1
*
[ -2/7 ] 
f(z) = -161/24*z^3 + 106/21*z + 1
*
-6/7 | 0.18086625053847512755895329621153806437 | 0.025737605763499683999576237359149534281
f(z) = -161/24*z^3 + 107/21*z + 1
*
0 | 0.084844568023055495328708829521885940810 | 0.016697070716849930872347016844989967243
f(z) = -161/24*z^3 + 113/24*z + 1
*
[ 5/7 ] 
f(z) = -161/25*z^3 + 101/35*z + 1
*
0 | 0.13372825951040180541226768442497308055 | 0.026317185152969162615652462597587378938
f(z) = -161/25*z^3 + 111/25*z + 1
*
0 | 0.12090831111458269072784744926022611324 | 0.023794270723218143732464510564443671989
f(z) = -161/26*z^3 + 109/26*z + 1
*
0 | 0.12019604223603549452420061960936354548 | 0.023654099064482345789078122599674307109
f(z) = -161/27*z^3 + 107/27*z + 1
*
0 | 0.13378997727118257158268958103648719436 | 0.026329330960771048675528621517528753012
f(z) = -161/29*z^3 + 103/29*z + 1
*
0 | 0.10062631357327107829400780021141091271 | 0.019802854948265616986041807251370784816
f(z) = -161/30*z^3 + 101/30*z + 1
*
[ 8/13 ] 
f(z) = -169/20*z^3 + 103/40*z + 1
*
-6/13 | 0.14789308418725705922794916745352440768 | 0.025397890870477056565669839771479279623
f(z) = -169/21*z^3 + 107/42*z + 1
*
[ 10/13 ] 
f(z) = -169/32*z^3 + 113/40*z + 1
*
[ 2/3 ] 
f(z) = -162/25*z^3 + 119/50*z + 1
*
[ 2/3 ] 
f(z) = -162/29*z^3 + 115/58*z + 1
*
[ 2/3 ] 
f(z) = -171/35*z^3 + 117/70*z + 1
*
[ 2/3 ] 
f(z) = -171/37*z^3 + 115/74*z + 1
*
[ 3/5 ] 
f(z) = -169/27*z^3 + 119/75*z + 1
*
[ 3/5 ] 
f(z) = -166/27*z^3 + 116/75*z + 1
*
[ 3/5 ] 
f(z) = -163/27*z^3 + 113/75*z + 1
*
[ 2/3 ] 
f(z) = -162/31*z^3 + 113/62*z + 1
*
[ 2/3 ] 
f(z) = -162/37*z^3 + 107/74*z + 1
*
[ 4/3 ] 
f(z) = -177/32*z^3 + 121/12*z + 1
*
[ -4/3 ] 
f(z) = -177/32*z^3 + 139/12*z + 1
*
[ -3/20 ] 
f(z) = -175/27*z^3 + 125/16*z + 1
*
[ -8/5 ] 
f(z) = -175/32*z^3 + 125/8*z + 1
*
[ 18/13 ] 
f(z) = -169/24*z^3 + 124/9*z + 1
*
[ -18/13 ] 
f(z) = -169/24*z^3 + 137/9*z + 1
*
[ 15/13 ] 
f(z) = -169/25*z^3 + 137/15*z + 1
*
[ 15/13 ] 
f(z) = -169/27*z^3 + 127/15*z + 1
*
[ -14/13 ] 
f(z) = -169/28*z^3 + 125/14*z + 1
*
-14/13 | 0.14852168379376136975403168072258558220 | 0.026783937084217281647485367255525255567
f(z) = -169/30*z^3 + 128/15*z + 1
*
[ 16/13 ] 
f(z) = -169/32*z^3 + 131/16*z + 1
*
[ -2/13 ] 
f(z) = -169/36*z^3 + 137/18*z + 1
*
-3/13 | 0.17415581941739724469305051118700288143 | 0.028866787745902896292397533600011255097
f(z) = -169/36*z^3 + 139/12*z + 1
*
[ -5/4 ] 
f(z) = -168/25*z^3 + 123/10*z + 1
*
[ -4/3 ] 
f(z) = -165/32*z^3 + 131/12*z + 1
*
0 | 0.13572536607612785504835566113162326280 | 0.026136432474469902761094546465939924205
f(z) = -180/23*z^3 + 134/23*z + 1
*
0 | 0.13580856052787864629478673410365096284 | 0.026152453106672253819222603941847849348
f(z) = -180/29*z^3 + 122/29*z + 1
*
[ -1/2 ] 
f(z) = -180/29*z^3 + 132/29*z + 1
*
[ -1/3 ] 
f(z) = -180/29*z^3 + 136/29*z + 1
*
[ -1/2 ] 
f(z) = -180/31*z^3 + 138/31*z + 1
*
0 | 0.10991113542000522421200962307647471564 | 0.021188155177555986099763175960428088405
f(z) = -179/20*z^3 + 139/20*z + 1
*
0 | 0.11525233895203537408537179100374959921 | 0.022217807440168919819900184962822636087
f(z) = -179/21*z^3 + 137/21*z + 1
*
0 | 0.12277458296248393665592122214617260707 | 0.023667910496313088988964624284951078489
f(z) = -179/22*z^3 + 135/22*z + 1
*
0 | 0.13562398611419162726775862569694113625 | 0.026144958403033244770493324464667112797
f(z) = -179/23*z^3 + 133/23*z + 1
*
0 | 0.080112984986200283428588172460215544300 | 0.015443806954939960470361983519699385518
f(z) = -179/24*z^3 + 131/24*z + 1
*
0 | 0.13565193115343735264843101704504821791 | 0.026150345517138823840213808811987323227
f(z) = -179/25*z^3 + 129/25*z + 1
*
0 | 0.12283047314206957127960835141322925293 | 0.023678684744012711577784893140820458012
f(z) = -179/26*z^3 + 127/26*z + 1
*
0 | 0.12211669819518901677021869979443601005 | 0.023541086544534878805384500308516951633
f(z) = -179/27*z^3 + 125/27*z + 1
*
0 | 0.11002291658794888610746140126950406222 | 0.021209703828866594518872556387781796761
f(z) = -179/28*z^3 + 123/28*z + 1
*
0 | 0.13570763166462346460726052741876987563 | 0.026161083201450523921503033163651936815
f(z) = -179/29*z^3 + 121/29*z + 1
*
0 | 0.11515024745743966038678624904588992226 | 0.022222126096129373717860415639710894068
f(z) = -178/21*z^3 + 136/21*z + 1
*
0 | 0.13552204800023660342754224039339349937 | 0.026153552475691027115342111348558448058
f(z) = -178/23*z^3 + 132/23*z + 1
*
0 | 0.13555014572861631114215732975114701695 | 0.026158974880565141147119134246062789789
f(z) = -178/25*z^3 + 128/25*z + 1
*
0 | 0.12201506477457681217968392689677487903 | 0.023546924256938348057666382477331766528
f(z) = -178/27*z^3 + 124/27*z + 1
*
[ -3/5 ] 
f(z) = -178/27*z^3 + 126/25*z + 1
*
0 | 0.13560614956979063920351786838744403256 | 0.026169782711619985430306182652943984004
f(z) = -178/29*z^3 + 120/29*z + 1
*
0 | 0.10970623165582178203899080224254493307 | 0.021194563009921005146785326580250362133
f(z) = -177/20*z^3 + 137/20*z + 1
*
0 | 0.12256998835137621767823458814662019585 | 0.023679760958234212217827410204974580727
f(z) = -177/22*z^3 + 133/22*z + 1
*
0 | 0.13541954555338661978831363470311378137 | 0.026162215652530891281277823944744799609
f(z) = -177/23*z^3 + 131/23*z + 1
*
0 | 0.13544779764916684609166104150661955307 | 0.026167673782075026012184427762215485751
f(z) = -177/25*z^3 + 127/25*z + 1
*
0 | 0.12262649264735749071787522482361245085 | 0.023690677237495936047820728101549299309
f(z) = -177/26*z^3 + 125/26*z + 1
*
0 | 0.10981924108317086386750778419048046595 | 0.021216395729835946273836250607522293505
f(z) = -177/28*z^3 + 121/28*z + 1
*
-3/4 | 0.11762764707206469809191951714567932579 | 0.022749832933424785010175762050858234421
f(z) = -176/21*z^3 + 127/21*z + 1
*
0 | 0.11494436008859879207054377570807620485 | 0.022230870494697401099245216134081997621
f(z) = -176/21*z^3 + 134/21*z + 1
*
[ -1/4 ] 
f(z) = -176/23*z^3 + 126/23*z + 1
*
0 | 0.13531647248950868289899412056976554117 | 0.026170948912976997730437113295955804924
f(z) = -176/23*z^3 + 130/23*z + 1
*
0 | 0.13534488065878777879546613621582049079 | 0.026176443208928084274568679644241215012
f(z) = -176/25*z^3 + 126/25*z + 1
*
[ -1/4 ] 
f(z) = -176/25*z^3 + 136/25*z + 1
*
0 | 0.12181010874203196161204181127724508503 | 0.023558743989716798949977726770129056985
f(z) = -176/27*z^3 + 122/27*z + 1
*
[ -3/10 ] 
f(z) = -176/27*z^3 + 123/25*z + 1
*
[ -1/2 ] 
f(z) = -176/27*z^3 + 125/27*z + 1
*
-21/44 | 0.089904806532786374168067018582203767056 | 0.011879003859499542999239156320106875003
f(z) = -176/27*z^3 + 137/33*z + 1
*
[ -1/2 ] 
f(z) = -176/29*z^3 + 131/29*z + 1
*
[ -1/2 ] 
f(z) = -176/31*z^3 + 137/31*z + 1
*
-1/2 | 0.14475471315268111398718465239469410545 | 0.027996356490339160812953169052159578931
f(z) = -176/39*z^3 + 122/39*z + 1
*
0 | 0.12236310773676671517932911119866648692 | 0.023691806079586988394440008475884873374
f(z) = -175/22*z^3 + 131/22*z + 1
*
[ -1/5 ] 
f(z) = -175/22*z^3 + 139/22*z + 1
*
0 | 0.13521282241889973819951330777719482200 | 0.026179753256296718982945008476516592903
f(z) = -175/23*z^3 + 129/23*z + 1
*
-6/35 | 0.21355398747622158545878201728757411985 | 0.030032782133116822373979751601252388229
f(z) = -175/24*z^3 + 127/21*z + 1
*
0 | 0.12242023979931606739853375140810010444 | 0.023702867924712382993199846058253078980
f(z) = -175/26*z^3 + 123/26*z + 1
*
-1/5 | 0.14320905827884029491651380496202563139 | 0.027727975370497142566566700582902541599
f(z) = -175/26*z^3 + 137/26*z + 1
*
0 | 0.12170677356833310012744789589876336046 | 0.023564727402610366248612595753779341991
f(z) = -175/27*z^3 + 121/27*z + 1
*
[ -12/35 ] 
f(z) = -175/27*z^3 + 131/28*z + 1
*
-3/14 | 0.23845071763860948708746275062192529144 | 0.028062961596208275599978959585415006014
f(z) = -175/27*z^3 + 139/28*z + 1
*
[ -4/7 ] 
f(z) = -175/32*z^3 + 127/28*z + 1
*
0 | 0.13510858884390828551229592809334220541 | 0.026188629702123699650957883423786184068
f(z) = -174/23*z^3 + 128/23*z + 1
*
0 | 0.13513731439291991655401935366065744023 | 0.026194197688381959866408919106444678462
f(z) = -174/25*z^3 + 124/25*z + 1
*
[ 5/6 ] 
f(z) = -174/25*z^3 + 139/30*z + 1
*
0 | 0.10928949352961179974951482043186132741 | 0.021207706089502345778845744705407625636
f(z) = -173/20*z^3 + 133/20*z + 1
*
0 | 0.11463117179563420237252183973765430158 | 0.022244262660786952691488454332923054231
f(z) = -173/21*z^3 + 131/21*z + 1
*
0 | 0.12215388944854515912340645001530709600 | 0.023704051519027196216563958720293897526
f(z) = -173/22*z^3 + 129/22*z + 1
*
0 | 0.13500376515648862653679588406929313847 | 0.026197579290997912645017708924214996756
f(z) = -173/23*z^3 + 127/23*z + 1
*
0 | 0.086150003364255055867289976753451196210 | 0.016717471112296124941852067504591566570
f(z) = -173/24*z^3 + 125/24*z + 1
*
0 | 0.13503265207056255969292862918298579536 | 0.026203184817784864891933727023740655646
f(z) = -173/25*z^3 + 123/25*z + 1
*
0 | 0.12221166338821808515833042435407129010 | 0.023715262594242620053437810651451164935
f(z) = -173/26*z^3 + 121/26*z + 1
*
0 | 0.11452455370628011693644091569024652554 | 0.022248601571531229808549620796943893127
f(z) = -172/21*z^3 + 130/21*z + 1
*
0 | 0.13489834463568544110324643195502868004 | 0.026206603084923368860993696971475198389
f(z) = -172/23*z^3 + 126/23*z + 1
*
0 | 0.13492739473861370293612443519123277329 | 0.026212246627244611961285932816191293474
f(z) = -172/25*z^3 + 122/25*z + 1
*
[ -3/5 ] 
f(z) = -172/27*z^3 + 124/25*z + 1
*
[ -1/2 ] 
f(z) = -172/27*z^3 + 124/27*z + 1
*
[ -1/2 ] 
f(z) = -172/29*z^3 + 130/29*z + 1
*
[ -1/2 ] 
f(z) = -172/31*z^3 + 136/31*z + 1
*
-1/2 | 0.14662377923423218749485103050106023365 | 0.028484494717709608399421182904918809758
f(z) = -172/39*z^3 + 121/39*z + 1
*
0 | 0.10907755357796013115162711179556938374 | 0.021214447888176151234559292700831718954
f(z) = -171/20*z^3 + 131/20*z + 1
*
0 | 0.12194228004445649287288748082883066158 | 0.023716503171475726000800824188245808420
f(z) = -171/22*z^3 + 127/22*z + 1
*
[ -2/3 ] 
f(z) = -171/22*z^3 + 131/22*z + 1
*
0 | 0.13479232044504629653162524717215746222 | 0.026215702167944167173937790678160041273
f(z) = -171/23*z^3 + 125/23*z + 1
*
0 | 0.13482153559172699009513399514227311261 | 0.026221384209633523759549125781556844659
f(z) = -171/25*z^3 + 121/25*z + 1
*
[ -5/6 ] 
f(z) = -171/25*z^3 + 139/20*z + 1
*
[ -1/3 ] 
f(z) = -171/26*z^3 + 123/26*z + 1
*
[ -1/3 ] 
f(z) = -171/28*z^3 + 131/28*z + 1
*
[ -1/3 ] 
f(z) = -171/29*z^3 + 135/29*z + 1
*
0 | 0.11431156116074519760360561852953166474 | 0.022257797412002771992153473080490143418
f(z) = -170/21*z^3 + 128/21*z + 1
*
0 | 0.13468568562995959776928682247510943666 | 0.026224877646739602594544284814952461911
f(z) = -170/23*z^3 + 124/23*z + 1
*
0 | 0.11420413899305984284024594950482913707 | 0.022262454941037255196808474755675762391
f(z) = -169/21*z^3 + 127/21*z + 1
*
0 | 0.12172822422811079302386943159048038221 | 0.023729167181020297291561329719678685838
f(z) = -169/22*z^3 + 125/22*z + 1
*
0 | 0.13457843311491538482330245368468643921 | 0.026234130651239083071563969890745740114
f(z) = -169/23*z^3 + 123/23*z + 1
*
[ -8/13 ] 
f(z) = -169/24*z^3 + 127/24*z + 1
*
[ -3/13 ] 
f(z) = -169/24*z^3 + 137/24*z + 1
*
[ -5/26 ] 
f(z) = -169/25*z^3 + 129/20*z + 1
*
[ -3/5 ] 
f(z) = -169/27*z^3 + 123/25*z + 1
*
[ -7/13 ] 
f(z) = -169/28*z^3 + 129/28*z + 1
*
[ -4/13 ] 
f(z) = -169/28*z^3 + 135/28*z + 1
*
[ -6/13 ] 
f(z) = -169/30*z^3 + 131/30*z + 1
*
[ -5/13 ] 
f(z) = -169/30*z^3 + 133/30*z + 1
*
0 | 0.13447055570068627812579906674673552495 | 0.026243462335257639742027104398652594454
f(z) = -168/23*z^3 + 122/23*z + 1
*
[ -5/12 ] 
f(z) = -168/25*z^3 + 137/30*z + 1
*
[ -1/2 ] 
f(z) = -168/29*z^3 + 129/29*z + 1
*
[ -1/2 ] 
f(z) = -168/31*z^3 + 135/31*z + 1
*
0 | 0.10864625405207483940598405817859464966 | 0.021228289449762203299711096904376065926
f(z) = -167/20*z^3 + 127/20*z + 1
*
0 | 0.11398844031714693661413496927729527589 | 0.022272094202341510686832158985750604767
f(z) = -167/21*z^3 + 125/21*z + 1
*
0 | 0.12151166476219523849766289239233990452 | 0.023742049954690452822733798111336760949
f(z) = -167/22*z^3 + 123/22*z + 1
*
0 | 0.13436204606142576162321214714378641270 | 0.026252873877152851538981618695229839585
f(z) = -167/23*z^3 + 121/23*z + 1
*
0 | 0.11387808172517586923001108782933768347 | 0.022276673270729118597020176190002044263
f(z) = -166/21*z^3 + 124/21*z + 1
*
0 | 0.13425289674168087729935806879765854650 | 0.026262366480504043068536799022647510586
f(z) = -166/23*z^3 + 120/23*z + 1
*
[ -3/5 ] 
f(z) = -166/27*z^3 + 122/25*z + 1
*
[ -3/4 ] 
f(z) = -166/27*z^3 + 139/24*z + 1
*
0 | 0.11365850960768164639274737133783891921 | 0.022286565975056878459040206784844652062
f(z) = -164/21*z^3 + 122/21*z + 1
*
[ -3/10 ] 
f(z) = -164/27*z^3 + 122/25*z + 1
*
[ -1/2 ] 
f(z) = -164/27*z^3 + 122/27*z + 1
*
[ -1/2 ] 
f(z) = -164/29*z^3 + 128/29*z + 1
*
[ -1/2 ] 
f(z) = -164/31*z^3 + 134/31*z + 1
*
0 | 0.10820466800748507391504363313136850654 | 0.021242633372627365478907299694008144693
f(z) = -163/20*z^3 + 123/20*z + 1
*
0 | 0.11354721318756833743854939703752047129 | 0.022291476556817492499301908220704812769
f(z) = -163/21*z^3 + 121/21*z + 1
*
[ -3/5 ] 
f(z) = -163/27*z^3 + 121/25*z + 1
*
[ -1/3 ] 
f(z) = -162/29*z^3 + 134/29*z + 1
*
0 | 0.10797986186273728924204755310987576939 | 0.021250003760145046169207338528577911652
f(z) = -161/20*z^3 + 121/20*z + 1
*
[ -4/7 ] 
f(z) = -161/32*z^3 + 123/28*z + 1
*
[ 2/3 ] 
f(z) = -180/23*z^3 + 137/46*z + 1
*
[ 2/3 ] 
f(z) = -180/29*z^3 + 131/58*z + 1
*
[ 2/3 ] 
f(z) = -171/23*z^3 + 129/46*z + 1
*
[ 2/3 ] 
f(z) = -171/25*z^3 + 127/50*z + 1
*
[ 2/3 ] 
f(z) = -171/29*z^3 + 123/58*z + 1
*
[ 2/3 ] 
f(z) = -162/23*z^3 + 121/46*z + 1
*
[ 6/7 ] 
f(z) = -161/36*z^3 + 131/42*z + 1
*
[ 2/3 ] 
f(z) = -180/31*z^3 + 129/62*z + 1
*
[ 2/3 ] 
f(z) = -180/37*z^3 + 123/74*z + 1
*
[ 3/5 ] 
f(z) = -178/27*z^3 + 128/75*z + 1
*
[ 3/5 ] 
f(z) = -175/26*z^3 + 137/78*z + 1
*
[ 2/3 ] 
f(z) = -175/32*z^3 + 139/72*z + 1
*
[ 2/3 ] 
f(z) = -173/32*z^3 + 137/72*z + 1
*
[ 3/5 ] 
f(z) = -172/27*z^3 + 122/75*z + 1
*
[ 2/3 ] 
f(z) = -171/31*z^3 + 121/62*z + 1
*
9/13 | 0.16747287121119494850691537346867409534 | 0.026888107143847836318099985092961696459
f(z) = -169/22*z^3 + 133/66*z + 1
*
[ 2/3 ] 
f(z) = -167/32*z^3 + 131/72*z + 1
*
[ 2/3 ] 
f(z) = -163/32*z^3 + 127/72*z + 1
*
[ 2/3 ] 
f(z) = -161/32*z^3 + 125/72*z + 1
*
[ 3/5 ] 
f(z) = -175/29*z^3 + 131/87*z + 1
*
[ 3/5 ] 
f(z) = -175/31*z^3 + 127/93*z + 1
*
[ -12/5 ] 
f(z) = -175/27*z^3 + 155/4*z + 1
*
-2/13 | 0.16812836885944075304781464956053189343 | 0.029242803417947412823716485182150785202
f(z) = -169/20*z^3 + 157/10*z + 1
*
[ -16/13 ] 
f(z) = -169/32*z^3 + 157/16*z + 1
*
-2 | 0.10822411021686225925119049307071977970 | 0.016765419243875855489564328807519533590
f(z) = -163/32*z^3 + 159/8*z + 1
*
-2 | 0.10799876734060228711742605166222678117 | 0.016763382850557721064144254505985844413
f(z) = -161/32*z^3 + 157/8*z + 1
*
[ -1/3 ] 
f(z) = -180/31*z^3 + 144/31*z + 1
*
[ -1/2 ] 
f(z) = -180/37*z^3 + 156/37*z + 1
*
[ -2/3 ] 
f(z) = -179/24*z^3 + 157/27*z + 1
*
[ -3/4 ] 
f(z) = -178/27*z^3 + 145/24*z + 1
*
[ -3/8 ] 
f(z) = -178/27*z^3 + 147/32*z + 1
*
[ -3/4 ] 
f(z) = -176/21*z^3 + 148/21*z + 1
*
[ -1/4 ] 
f(z) = -176/27*z^3 + 146/27*z + 1
*
[ -1/4 ] 
f(z) = -176/29*z^3 + 156/29*z + 1
*
[ -1/2 ] 
f(z) = -176/35*z^3 + 149/35*z + 1
*
-1/4 | 0.12670861222606937049747352629068054076 | 0.024506141465221655238336448306743430984
f(z) = -176/35*z^3 + 151/35*z + 1
*
[ -1/2 ] 
f(z) = -176/37*z^3 + 155/37*z + 1
*
[ -1/5 ] 
f(z) = -175/23*z^3 + 145/23*z + 1
*
[ -6/35 ] 
f(z) = -175/24*z^3 + 148/21*z + 1
*
-6/35 | 0.17523558653344444210904800958485028745 | 0.024601834476557445673037958245370827052
f(z) = -175/24*z^3 + 155/21*z + 1
*
[ -2/3 ] 
f(z) = -175/24*z^3 + 155/27*z + 1
*
[ -6/7 ] 
f(z) = -175/24*z^3 + 158/21*z + 1
*
-1/5 | 0.14506187398965881352146040733940467267 | 0.028086715446111737081202440859068238547
f(z) = -175/27*z^3 + 142/27*z + 1
*
-33/70 | 0.11256419832226777324201428222053452874 | 0.013247537293694820518247048993704536864
f(z) = -175/27*z^3 + 143/28*z + 1
*
[ -3/5 ] 
f(z) = -175/33*z^3 + 151/33*z + 1
*
[ -2/5 ] 
f(z) = -175/34*z^3 + 147/34*z + 1
*
-1/5 | 0.14888004194323091114519619663823352826 | 0.028825984792963599744437689086941366246
f(z) = -175/36*z^3 + 151/36*z + 1
*
-4/5 | 0.099241089973729683504645834941704755226 | 0.019214947235914127913372523079999053729
f(z) = -175/36*z^3 + 157/36*z + 1
*
[ -2/3 ] 
f(z) = -173/24*z^3 + 154/27*z + 1
*
[ -1/2 ] 
f(z) = -172/33*z^3 + 142/33*z + 1
*
[ -1/2 ] 
f(z) = -172/35*z^3 + 148/35*z + 1
*
[ -1/2 ] 
f(z) = -172/37*z^3 + 154/37*z + 1
*
[ -2/3 ] 
f(z) = -171/26*z^3 + 141/26*z + 1
*
[ -1/3 ] 
f(z) = -171/31*z^3 + 143/31*z + 1
*
[ -1/3 ] 
f(z) = -171/32*z^3 + 147/32*z + 1
*
[ -4/9 ] 
f(z) = -171/32*z^3 + 155/36*z + 1
*
[ -1/3 ] 
f(z) = -171/34*z^3 + 155/34*z + 1
*
[ -1/3 ] 
f(z) = -171/35*z^3 + 159/35*z + 1
*
[ -6/17 ] 
f(z) = -170/27*z^3 + 157/34*z + 1
*
[ -6/13 ] 
f(z) = -169/20*z^3 + 149/30*z + 1
*
-11/13 | 0.13314938694465846142263211694192981309 | 0.025955558646279263318518398454314329918
f(z) = -169/22*z^3 + 157/22*z + 1
*
14/13 | 0.20969289272518804332759399171463338185 | 0.029520397763101875033085103826339807715
f(z) = -169/24*z^3 + 152/21*z + 1
*
[ -2/3 ] 
f(z) = -169/24*z^3 + 152/27*z + 1
*
[ -7/13 ] 
f(z) = -169/35*z^3 + 149/35*z + 1
*
[ -1/2 ] 
f(z) = -168/37*z^3 + 153/37*z + 1
*
[ -2/3 ] 
f(z) = -167/24*z^3 + 151/27*z + 1
*
[ -3/8 ] 
f(z) = -166/27*z^3 + 145/32*z + 1
*
[ -1/2 ] 
f(z) = -164/33*z^3 + 140/33*z + 1
*
[ -1/2 ] 
f(z) = -164/35*z^3 + 146/35*z + 1
*
[ -1/2 ] 
f(z) = -164/37*z^3 + 152/37*z + 1
*
[ -1/2 ] 
f(z) = -164/39*z^3 + 158/39*z + 1
*
[ -2/3 ] 
f(z) = -163/24*z^3 + 149/27*z + 1
*
[ -1/3 ] 
f(z) = -162/31*z^3 + 142/31*z + 1
*
[ -5/9 ] 
f(z) = -162/35*z^3 + 148/35*z + 1
*
[ -2/3 ] 
f(z) = -161/24*z^3 + 148/27*z + 1
*
[ -6/7 ] 
f(z) = -161/24*z^3 + 149/21*z + 1
*
[ 15/22 ] 
f(z) = -176/27*z^3 + 141/55*z + 1
*
[ 24/35 ] 
f(z) = -175/27*z^3 + 145/56*z + 1
*
-2/35 | 0.15380853049398440216682249885933491755 | 0.021630586912150398303445558083306615923
f(z) = -175/32*z^3 + 141/56*z + 1
*
[ 6/7 ] 
f(z) = -175/36*z^3 + 143/42*z + 1
*
[ 3/4 ] 
f(z) = -173/27*z^3 + 157/48*z + 1
*
-6/13 | 0.16946659110649469779822974150311870639 | 0.027208202892920163046998303951331295836
f(z) = -169/28*z^3 + 145/42*z + 1
*
[ 3/4 ] 
f(z) = -167/27*z^3 + 151/48*z + 1
*
[ 3/4 ] 
f(z) = -161/27*z^3 + 145/48*z + 1
*
[ 2/3 ] 
f(z) = -179/32*z^3 + 143/72*z + 1
*
[ 3/5 ] 
f(z) = -175/22*z^3 + 145/66*z + 1
*
[ 3/5 ] 
f(z) = -175/23*z^3 + 143/69*z + 1
*
-14/39 | 0.17467050692653950902044534029107756588 | 0.023838892831388465523940019954268748119
f(z) = -169/32*z^3 + 157/72*z + 1
*
-6/35 | 0.17342864897103785438009129679089386888 | 0.020410597057345481841048316198328990496
f(z) = -175/27*z^3 + 149/84*z + 1
*
[ 5/8 ] 
f(z) = -164/25*z^3 + 157/80*z + 1
*
-2 | 0.10993389484160585882454424546518150625 | 0.016781032931857258864642360032546170689
f(z) = -179/32*z^3 + 175/8*z + 1
*
-2 | 0.10972865816748414266226138723869628774 | 0.016779144568506581503090592035654423587
f(z) = -177/32*z^3 + 173/8*z + 1
*
[ 3 ] 
f(z) = -176/27*z^3 + 178/3*z + 1
*
[ -3 ] 
f(z) = -175/27*z^3 + 179/3*z + 1
*
[ 3/2 ] 
f(z) = -175/27*z^3 + 179/12*z + 1
*
-2 | 0.10952110776734690666869954290687621856 | 0.016777238632572855940034368335625616202
f(z) = -175/32*z^3 + 171/8*z + 1
*
[ 2 ] 
f(z) = -175/32*z^3 + 179/8*z + 1
*
[ 3 ] 
f(z) = -173/27*z^3 + 175/3*z + 1
*
-2 | 0.10931119057341648401873857364797478438 | 0.016775314865255190892274364214619075195
f(z) = -173/32*z^3 + 169/8*z + 1
*
[ 2 ] 
f(z) = -173/32*z^3 + 177/8*z + 1
*
[ -3 ] 
f(z) = -172/27*z^3 + 176/3*z + 1
*
-2 | 0.10909885166052994180078302461844906482 | 0.016773373004045185755329554231393639008
f(z) = -171/32*z^3 + 167/8*z + 1
*
[ 2 ] 
f(z) = -171/32*z^3 + 175/8*z + 1
*
[ 3 ] 
f(z) = -170/27*z^3 + 172/3*z + 1
*
[ -15/13 ] 
f(z) = -169/25*z^3 + 163/15*z + 1
*
[ -3 ] 
f(z) = -169/27*z^3 + 173/3*z + 1
*
[ 3/2 ] 
f(z) = -169/27*z^3 + 173/12*z + 1
*
-2 | 0.10888403415795115354778889005006938419 | 0.016771412782782357287616042200206231540
f(z) = -169/32*z^3 + 165/8*z + 1
*
[ 2 ] 
f(z) = -169/32*z^3 + 173/8*z + 1
*
[ 18/13 ] 
f(z) = -169/36*z^3 + 167/18*z + 1
*
[ 3 ] 
f(z) = -167/27*z^3 + 169/3*z + 1
*
-2 | 0.10866667915585726233214963808349931665 | 0.016769433931724133534220943342785581615
f(z) = -167/32*z^3 + 163/8*z + 1
*
[ 2 ] 
f(z) = -167/32*z^3 + 171/8*z + 1
*
[ -2 ] 
f(z) = -167/32*z^3 + 179/8*z + 1
*
[ -3 ] 
f(z) = -166/27*z^3 + 170/3*z + 1
*
-2 | 0.10844672560610679042894527913835707083 | 0.016767436177632038925273985950966629421
f(z) = -165/32*z^3 + 161/8*z + 1
*
[ 2 ] 
f(z) = -165/32*z^3 + 169/8*z + 1
*
[ -2 ] 
f(z) = -165/32*z^3 + 177/8*z + 1
*
[ 3 ] 
f(z) = -164/27*z^3 + 166/3*z + 1
*
[ -3 ] 
f(z) = -163/27*z^3 + 167/3*z + 1
*
[ 3/2 ] 
f(z) = -163/27*z^3 + 167/12*z + 1
*
[ 2 ] 
f(z) = -163/32*z^3 + 167/8*z + 1
*
[ -2 ] 
f(z) = -163/32*z^3 + 175/8*z + 1
*
[ 3 ] 
f(z) = -161/27*z^3 + 163/3*z + 1
*
[ 2 ] 
f(z) = -161/32*z^3 + 165/8*z + 1
*
[ -2 ] 
f(z) = -161/32*z^3 + 173/8*z + 1
*
[ -1/6 ] 
f(z) = -180/23*z^3 + 166/23*z + 1
*
[ -1/3 ] 
f(z) = -180/37*z^3 + 168/37*z + 1
*
-2/3 | 0.17861953742914184366724458756107393374 | 0.028466344512263810918574882337233327333
f(z) = -177/20*z^3 + 163/30*z + 1
*
[ -3/11 ] 
f(z) = -176/27*z^3 + 170/33*z + 1
*
[ -1/4 ] 
f(z) = -176/31*z^3 + 166/31*z + 1
*
[ -1/2 ] 
f(z) = -176/39*z^3 + 161/39*z + 1
*
[ -1/5 ] 
f(z) = -175/26*z^3 + 163/26*z + 1
*
[ -3/14 ] 
f(z) = -175/27*z^3 + 167/28*z + 1
*
[ -1/5 ] 
f(z) = -175/27*z^3 + 169/27*z + 1
*
-12/35 | 0.16327575545840123555315536042141137631 | 0.019215715936596110577135480058433347815
f(z) = -175/27*z^3 + 173/28*z + 1
*
-12/35 | 0.17299598328306244682429898422681821835 | 0.024076084267687603370880705837259262775
f(z) = -175/32*z^3 + 165/28*z + 1
*
-1/5 | 0.13716924255915194702739210016581334974 | 0.026558553103982562642738345966791140917
f(z) = -175/32*z^3 + 167/32*z + 1
*
-1/5 | 0.14864716189199115539887203602136391150 | 0.028780894821682012521125788723387829001
f(z) = -175/33*z^3 + 172/33*z + 1
*
[ -2/5 ] 
f(z) = -175/38*z^3 + 161/38*z + 1
*
[ -3/5 ] 
f(z) = -175/39*z^3 + 167/39*z + 1
*
[ -1/2 ] 
f(z) = -172/39*z^3 + 160/39*z + 1
*
[ -2/3 ] 
f(z) = -171/34*z^3 + 161/34*z + 1
*
[ -1/3 ] 
f(z) = -171/37*z^3 + 167/37*z + 1
*
-14/13 | 0.18474129053013131304370677818254824697 | 0.025604316845279246565960490272255237650
f(z) = -169/24*z^3 + 170/21*z + 1
*
[ 14/13 ] 
f(z) = -169/24*z^3 + 173/21*z + 1
*
[ -9/26 ] 
f(z) = -169/27*z^3 + 167/36*z + 1
*
[ -21/26 ] 
f(z) = -169/27*z^3 + 177/28*z + 1
*
-5/13 | 0.10326771005644563194458402332464233155 | 0.020130555356977297683888993430861311678
f(z) = -169/30*z^3 + 163/30*z + 1
*
[ -5/14 ] 
f(z) = -168/25*z^3 + 163/35*z + 1
*
[ -7/9 ] 
f(z) = -162/35*z^3 + 178/35*z + 1
*
[ -1/3 ] 
f(z) = -162/37*z^3 + 166/37*z + 1
*
-5/7 | 0.19720717430130341029300761987782429839 | 0.028062949780788361332633128547535261810
f(z) = -161/25*z^3 + 164/35*z + 1
*
[ 3/4 ] 
f(z) = -179/27*z^3 + 163/48*z + 1
*
[ -2/5 ] 
f(z) = -165/32*z^3 + 173/40*z + 1
*
-1/3 | 0.17316049845221097598608267100469010184 | 0.027596345146797775015566946883061521265
f(z) = -177/20*z^3 + 179/60*z + 1
*
[ 10/13 ] 
f(z) = -169/35*z^3 + 179/70*z + 1
*
[ 5/8 ] 
f(z) = -172/25*z^3 + 167/80*z + 1
*
-2/13 | 0.19314801801547355462789931431612094566 | 0.029641236188287562316038569611414041850
f(z) = -169/23*z^3 + 177/92*z + 1
*
[ 2/3 ] 
f(z) = -177/38*z^3 + 179/114*z + 1
*
[ 2/3 ] 
f(z) = -165/34*z^3 + 169/102*z + 1
*
[ 2/3 ] 
f(z) = -165/38*z^3 + 163/114*z + 1
*
[ 8/13 ] 
f(z) = -169/34*z^3 + 171/136*z + 1
*
[ 3 ] 
f(z) = -179/27*z^3 + 181/3*z + 1
*
[ -3/2 ] 
f(z) = -179/27*z^3 + 199/12*z + 1
*
[ 2 ] 
f(z) = -179/32*z^3 + 183/8*z + 1
*
[ -2 ] 
f(z) = -179/32*z^3 + 191/8*z + 1
*
[ -3 ] 
f(z) = -178/27*z^3 + 182/3*z + 1
*
[ 2 ] 
f(z) = -177/32*z^3 + 181/8*z + 1
*
[ -2 ] 
f(z) = -177/32*z^3 + 189/8*z + 1
*
[ 9/5 ] 
f(z) = -175/27*z^3 + 193/9*z + 1
*
[ -2 ] 
f(z) = -175/32*z^3 + 187/8*z + 1
*
[ -3/2 ] 
f(z) = -173/27*z^3 + 193/12*z + 1
*
[ -2 ] 
f(z) = -173/32*z^3 + 185/8*z + 1
*
[ -2 ] 
f(z) = -171/32*z^3 + 183/8*z + 1
*
[ -24/13 ] 
f(z) = -169/27*z^3 + 183/8*z + 1
*
[ -2 ] 
f(z) = -169/32*z^3 + 181/8*z + 1
*
[ -18/13 ] 
f(z) = -169/36*z^3 + 193/18*z + 1
*
[ -3/2 ] 
f(z) = -167/27*z^3 + 187/12*z + 1
*
[ -3/2 ] 
f(z) = -161/27*z^3 + 181/12*z + 1
*
-1 | 0.10891432092867319087875769628415117520 | 0.020575864140667923449981911629564388657
f(z) = -179/20*z^3 + 199/20*z + 1
*
-1 | 0.096983178929514828473317725621302104517 | 0.018321857920691850513385771857451475299
f(z) = -178/21*z^3 + 199/21*z + 1
*
[ -2/3 ] 
f(z) = -177/20*z^3 + 193/30*z + 1
*
-1 | 0.10869794354093786359175541102960051631 | 0.020574247960508386638021871142387665007
f(z) = -177/20*z^3 + 197/20*z + 1
*
-1 | 0.10434467782345347352019308405227024086 | 0.019712576788714305402116305649221819512
f(z) = -177/22*z^3 + 199/22*z + 1
*
-1 | 0.096765079238693915231317103230362264774 | 0.018315606250870136485388005686436798950
f(z) = -176/21*z^3 + 197/21*z + 1
*
-1 | 0.11703343039625768405543539612208177436 | 0.022109709202766171146410088107588471298
f(z) = -176/23*z^3 + 199/23*z + 1
*
[ -1/4 ] 
f(z) = -176/35*z^3 + 186/35*z + 1
*
[ -1/4 ] 
f(z) = -176/37*z^3 + 196/37*z + 1
*
[ -3/4 ] 
f(z) = -176/39*z^3 + 190/39*z + 1
*
-1 | 0.10412482666080438011422409135615037468 | 0.019708652553831560486319390868344502970
f(z) = -175/22*z^3 + 197/22*z + 1
*
-1 | 0.11692294611626526238432423285848603452 | 0.022109879368347473953737771548449143010
f(z) = -175/23*z^3 + 198/23*z + 1
*
-1 | 0.087982831810876184953493513890063380415 | 0.016621531297407483655706139790012479234
f(z) = -175/24*z^3 + 199/24*z + 1
*
[ 9/10 ] 
f(z) = -175/27*z^3 + 185/36*z + 1
*
[ -1/5 ] 
f(z) = -175/29*z^3 + 181/29*z + 1
*
[ -1/5 ] 
f(z) = -175/31*z^3 + 193/31*z + 1
*
[ -4/15 ] 
f(z) = -175/32*z^3 + 185/36*z + 1
*
[ 6/5 ] 
f(z) = -175/32*z^3 + 193/24*z + 1
*
[ -1/5 ] 
f(z) = -175/32*z^3 + 199/32*z + 1
*
-1/5 | 0.11231217317139325961990724987276119891 | 0.021470051837487069394147851428338294562
f(z) = -175/36*z^3 + 187/36*z + 1
*
[ -4/5 ] 
f(z) = -175/36*z^3 + 193/36*z + 1
*
-1 | 0.11681179780399901340652892483454174869 | 0.022110030920935567734429138413890712691
f(z) = -174/23*z^3 + 197/23*z + 1
*
-5/6 | 0.19270960296238010210668617242402181891 | 0.027724750174224405468558495266791504351
f(z) = -174/25*z^3 + 181/30*z + 1
*
-1 | 0.11673505225558540075872209904277211911 | 0.022053340232802720500697251006909503056
f(z) = -174/25*z^3 + 199/25*z + 1
*
-1 | 0.10825744524899241881313173313897084896 | 0.020570742598001904467280991627672915230
f(z) = -173/20*z^3 + 193/20*z + 1
*
-1 | 0.096431997392384199144559338579990590703 | 0.018305731566912701942410944446680817310
f(z) = -173/21*z^3 + 194/21*z + 1
*
-1 | 0.10390298287404084041938322595464707663 | 0.019704720571291268674906066428179649440
f(z) = -173/22*z^3 + 195/22*z + 1
*
-1 | 0.11669997741784258636720648335236672358 | 0.022110163373157182634196027328974626634
f(z) = -173/23*z^3 + 196/23*z + 1
*
-1 | 0.087759387012079928390104745577386334845 | 0.016611017011271534435490285908380819463
f(z) = -173/24*z^3 + 197/24*z + 1
*
-1 | 0.11662275110529283592414639264270125284 | 0.022053113132975845923546968747655537938
f(z) = -173/25*z^3 + 198/25*z + 1
*
-1 | 0.10374787580083924987896564755734328682 | 0.019599830207443069774427100596773785134
f(z) = -173/26*z^3 + 199/26*z + 1
*
-1 | 0.096321010345180764419520745462933541177 | 0.018302618411444855787868439423523206085
f(z) = -172/21*z^3 + 193/21*z + 1
*
-1 | 0.11658747676899446963616429211236145845 | 0.022110276224022750453346529356785409060
f(z) = -172/23*z^3 + 195/23*z + 1
*
-1 | 0.11650976362256587663730267025417978507 | 0.022052862165585433925462582168863576437
f(z) = -172/25*z^3 + 197/25*z + 1
*
-1 | 0.10286838521263313418498918138710458325 | 0.019433678697690957265314749871820146410
f(z) = -172/27*z^3 + 199/27*z + 1
*
-1 | 0.10803319930793995711349123405294996693 | 0.020568845241577326822141633787614531617
f(z) = -171/20*z^3 + 191/20*z + 1
*
-1 | 0.10367712555301118435365510235129351169 | 0.019700404513947909590167570284742494807
f(z) = -171/22*z^3 + 193/22*z + 1
*
-1 | 0.11647428751784858717018382977562159397 | 0.022110368958483640678548636288233676464
f(z) = -171/23*z^3 + 194/23*z + 1
*
-1 | 0.11639608135196947018746533070880725978 | 0.022052586741065332548062158411954964375
f(z) = -171/25*z^3 + 196/25*z + 1
*
-1 | 0.10352136296129924700002493837791140655 | 0.019594429493262725687774188858004877869
f(z) = -171/26*z^3 + 197/26*z + 1
*
-1 | 0.10772035064819423723071286392292380509 | 0.020350301789733203231779379014766944894
f(z) = -171/28*z^3 + 199/28*z + 1
*
-1 | 0.096094912991417734802696274849216298545 | 0.018295870218462015816578352934359983888
f(z) = -170/21*z^3 + 191/21*z + 1
*
-1 | 0.11636040117026277831169462427351271878 | 0.022110441046972640005832102268692080929
f(z) = -170/23*z^3 + 193/23*z + 1
*
-1 | 0.10263931045734475371357706698011808726 | 0.019427475396990312722396484455746556382
f(z) = -170/27*z^3 + 197/27*z + 1
*
-1 | 0.11612257947996855480695816624864617639 | 0.021937633165876204677266096548906446148
f(z) = -170/29*z^3 + 199/29*z + 1
*
-1 | 0.10780620163944462506000412480787770068 | 0.020566845620308512629104139071297683712
f(z) = -169/20*z^3 + 189/20*z + 1
*
-1 | 0.095980819388279506260479676815191158688 | 0.018292429778916368718419779953272329288
f(z) = -169/21*z^3 + 190/21*z + 1
*
-3/13 | 0.14658507009368534990503366327171801082 | 0.028079516991829963395247237451896655126
f(z) = -169/22*z^3 + 185/22*z + 1
*
-1 | 0.10344914423231799699194753981860368597 | 0.019696069835189770657135884758465406543
f(z) = -169/22*z^3 + 191/22*z + 1
*
-1 | 0.11624580907371096072921162874509264823 | 0.022110491944926945917277583841140511599
f(z) = -169/23*z^3 + 192/23*z + 1
*
-1 | 0.087304229775677981515025192051112917240 | 0.016589277848758400762233253303072340624
f(z) = -169/24*z^3 + 193/24*z + 1
*
-1 | 0.11616659783395559750239120995062070739 | 0.022051960080605330526672811729103355252
f(z) = -169/25*z^3 + 194/25*z + 1
*
-1 | 0.10252369941083125262025347651014020238 | 0.019424303189688175372552721655929665742
f(z) = -169/27*z^3 + 196/27*z + 1
*
-1 | 0.10748933173041250530339563081587080363 | 0.020345483015490061123208003693644228313
f(z) = -169/28*z^3 + 197/28*z + 1
*
-1 | 0.11600644758362090502374251845064357908 | 0.021936571453424730556087626105968766676
f(z) = -169/29*z^3 + 198/29*z + 1
*
-10/13 | 0.14781905440913115358130136685969670928 | 0.028434959858606949955676085795486426038
f(z) = -169/30*z^3 + 181/30*z + 1
*
-20/39 | 0.15766456511953501786668538919697307199 | 0.021517935324781425963321130754233129943
f(z) = -169/32*z^3 + 185/36*z + 1
*
[ -3/13 ] 
f(z) = -169/33*z^3 + 185/33*z + 1
*
[ -11/13 ] 
f(z) = -169/33*z^3 + 193/33*z + 1
*
15/13 | 0.099279853023602623600770223820187695127 | 0.018902262874102831930168598074381541778
f(z) = -169/34*z^3 + 191/34*z + 1
*
-11/13 | 0.13168100661400259759015415095787441968 | 0.025021614780140445518379670305657629504
f(z) = -169/36*z^3 + 193/36*z + 1
*
-1 | 0.11613050241331459127891546213485438802 | 0.022110521092292908801650397867550236021
f(z) = -168/23*z^3 + 191/23*z + 1
*
-1 | 0.11605077887223987159860933957626607999 | 0.022051607582164912821262519770073321631
f(z) = -168/25*z^3 + 193/25*z + 1
*
-1 | 0.11588958101938751270552803592194790782 | 0.021935474566124735401263219988578315967
f(z) = -168/29*z^3 + 197/29*z + 1
*
-1 | 0.11580808552281012998815394881030895905 | 0.021878219629801453172697608643968613102
f(z) = -168/31*z^3 + 199/31*z + 1
*
-1 | 0.10757638379368447069199754665444554698 | 0.020564739077883853242396992435541947841
f(z) = -167/20*z^3 + 187/20*z + 1
*
-1 | 0.095750498857898556059487870203090223092 | 0.018285412029306970264226635536741717180
f(z) = -167/21*z^3 + 188/21*z + 1
*
-1 | 0.10321896951725288094266392072299186775 | 0.019691711412378878499102109857196109150
f(z) = -167/22*z^3 + 189/22*z + 1
*
-1 | 0.11601447220774884515136370271058577458 | 0.022110527913011719032990684295537223313
f(z) = -167/23*z^3 + 190/23*z + 1
*
-1 | 0.087072379161733570126518139856937441995 | 0.016578036226517744499491764336009273165
f(z) = -167/24*z^3 + 191/24*z + 1
*
-1 | 0.11593422968579262185641087722576958877 | 0.022051228100478108153951153526730250901
f(z) = -167/25*z^3 + 192/25*z + 1
*
-1 | 0.10305782973884534852270125802407662917 | 0.019582727852024798124691901387812743292
f(z) = -167/26*z^3 + 193/26*z + 1
*
-1 | 0.10229028463190191743941237495753058679 | 0.019417812997852249807279344217602128711
f(z) = -167/27*z^3 + 194/27*z + 1
*
-1 | 0.10725538775085109291510168085838096240 | 0.020340488664873923260464469241252614296
f(z) = -167/28*z^3 + 195/28*z + 1
*
-1 | 0.11577197040898247783067653070958766232 | 0.021934341688943259116798846031333299863
f(z) = -167/29*z^3 + 196/29*z + 1
*
-1 | 0.082551330809256611912596777651307498772 | 0.015625240866676902779722452506724970999
f(z) = -167/30*z^3 + 197/30*z + 1
*
-1 | 0.11568993203976183446357937620075055579 | 0.021876719040144174080450649572159935229
f(z) = -167/31*z^3 + 198/31*z + 1
*
-1 | 0.10709130819916077339875057761473740045 | 0.020231464414999885387683594774064520626
f(z) = -167/32*z^3 + 199/32*z + 1
*
-1 | 0.095634254049599291987938156118810121601 | 0.018281832983063390105053741448972493646
f(z) = -166/21*z^3 + 187/21*z + 1
*
-1 | 0.11589770930501872932223287787977462875 | 0.022110511814485195216975434185632406127
f(z) = -166/23*z^3 + 189/23*z + 1
*
-1 | 0.11581694099094425291647158672325330969 | 0.022050820959261762550208229429729379966
f(z) = -166/25*z^3 + 191/25*z + 1
*
-1 | 0.10217246223816303610380650115982300879 | 0.019414493076861917265110831332746338842
f(z) = -166/27*z^3 + 193/27*z + 1
*
-1 | 0.11565360619291355630094199097192695886 | 0.021933171984640777156651383684087228890
f(z) = -166/29*z^3 + 195/29*z + 1
*
-1 | 0.11557101765333295153001420605390135925 | 0.021875177181732432746747182182126381714
f(z) = -166/31*z^3 + 197/31*z + 1
*
-1 | 0.095143127795411556862122173790997117304 | 0.017974239335510702708449045476884093863
f(z) = -166/33*z^3 + 199/33*z + 1
*
-1 | 0.11578020437810013147603494630140970713 | 0.022110472187020787350368975467991368324
f(z) = -165/23*z^3 + 188/23*z + 1
*
-1 | 0.10282196815002436402721326509890806238 | 0.019576659433030474529785710301390391127
f(z) = -165/26*z^3 + 191/26*z + 1
*
-1 | 0.10701844350646290473850351099762773539 | 0.020335311345533033933073890278735033961
f(z) = -165/28*z^3 + 193/28*z + 1
*
-1 | 0.11553447862577080734056355540707463057 | 0.021931964593047027218186163958345832254
f(z) = -165/29*z^3 + 194/29*z + 1
*
-1 | 0.11545133246965327495565816806113494888 | 0.021873593114872693575858942279080294240
f(z) = -165/31*z^3 + 196/31*z + 1
*
-1 | 0.10685214826293750225328355705965736976 | 0.020224877507886967311254468696395911036
f(z) = -165/32*z^3 + 197/32*z + 1
*
-1 | 0.10249000634761407321426343027308355069 | 0.019362196159362219518073695065861359260
f(z) = -165/34*z^3 + 199/34*z + 1
*
-1 | 0.095399549362842575983281241522549924413 | 0.018274530043440329419668988893846263774
f(z) = -164/21*z^3 + 185/21*z + 1
*
-1 | 0.11566194792044057960443888970696854644 | 0.022110408403254863772638051250365598352
f(z) = -164/23*z^3 + 187/23*z + 1
*
-1 | 0.11558010704416271548619445468160795005 | 0.022049920897002238430371281438869200066
f(z) = -164/25*z^3 + 189/25*z + 1
*
-1 | 0.10193453942947867536673780366106237317 | 0.019407698556811253820109294147462174112
f(z) = -164/27*z^3 + 191/27*z + 1
*
-1 | 0.11541457777136069345569210770895797183 | 0.021930718630308986569081642226643913712
f(z) = -164/29*z^3 + 193/29*z + 1
*
-1 | 0.11533086640000677760983208456940819532 | 0.021871965874281328129341437012295778257
f(z) = -164/31*z^3 + 195/31*z + 1
*
-1 | 0.094901836006031411064709174289392123437 | 0.017962933265248288900908997931450415547
f(z) = -164/33*z^3 + 197/33*z + 1
*
-1 | 0.11516149031563111145965929107676826995 | 0.021756066224964679443073274196628598263
f(z) = -164/35*z^3 + 199/35*z + 1
*
-1 | 0.10710800069216309760741065608194616664 | 0.020560185313813140001043423375816681413
f(z) = -163/20*z^3 + 183/20*z + 1
*
-1 | 0.095281070559853742415782844584497124410 | 0.018270804279962884566873847340800832943
f(z) = -163/21*z^3 + 184/21*z + 1
*
-1 | 0.10274783615958880744974043992325763133 | 0.019682151869034177659274945456317191216
f(z) = -163/22*z^3 + 185/22*z + 1
*
-1 | 0.11554293024131424974366194170846856960 | 0.022110319817553303369615233982542054381
f(z) = -163/23*z^3 + 186/23*z + 1
*
-1 | 0.086599768513332248322568157883771047299 | 0.016554763981445260905550198521863192262
f(z) = -163/24*z^3 + 187/24*z + 1
*
-1 | 0.11546054231368983438393716884909726260 | 0.022049426525352164373719015874228468307
f(z) = -163/25*z^3 + 188/25*z + 1
*
-1 | 0.10258370963081696827174497378417978644 | 0.019570519015147421408646539269776469625
f(z) = -163/26*z^3 + 189/26*z + 1
*
-1 | 0.10181441924582518465369864319713149996 | 0.019404221868550077410083260988896265365
f(z) = -163/27*z^3 + 190/27*z + 1
*
-1 | 0.10677842084878788314277075902438389120 | 0.020329943273440694998197173847417823837
f(z) = -163/28*z^3 + 191/28*z + 1
*
-1 | 0.11529389349767949199445907522716846448 | 0.021929433188109758053811487580353494615
f(z) = -163/29*z^3 + 192/29*z + 1
*
-1 | 0.082071101660946147767614835956386132725 | 0.015594895142027036699828228129813163269
f(z) = -163/30*z^3 + 193/30*z + 1
*
-1 | 0.11520960915566488060078641418060496015 | 0.021870294468245547861193857021256708606
f(z) = -163/31*z^3 + 194/31*z + 1
*
-1 | 0.10660984910873147736292096480768741819 | 0.020218065244399477671597175987842785787
f(z) = -163/32*z^3 + 195/32*z + 1
*
-1 | 0.094781030273851873754000668279267856379 | 0.017957364777609768061030053873169018645
f(z) = -163/33*z^3 + 196/33*z + 1
*
-1 | 0.10224654169778119602501233922189287668 | 0.019353132483158106728655552018894755730
f(z) = -163/34*z^3 + 197/34*z + 1
*
-1 | 0.11503905946660165846890990748493108626 | 0.021753640426794595634358645711948419060
f(z) = -163/35*z^3 + 198/35*z + 1
*
-1 | 0.092875512793819511953616604636243692601 | 0.017545846284915875033528982500627872784
f(z) = -163/36*z^3 + 199/36*z + 1
*
-1 | 0.11542314146102550911297675283801199352 | 0.022110205765388364355228328712556393988
f(z) = -162/23*z^3 + 185/23*z + 1
*
-1 | 0.11534019910804777810811388287377771267 | 0.022048901591609598061376643694706089195
f(z) = -162/25*z^3 + 187/25*z + 1
*
-1 | 0.11517241547171958995936753367139507798 | 0.021928107332857059532087321827767423686
f(z) = -162/29*z^3 + 191/29*z + 1
*
-1 | 0.11508755024254675437629133208238816312 | 0.021868577877751787241460805733857943895
f(z) = -162/31*z^3 + 193/31*z + 1
*
-7/9 | 0.13329055514174901000401575274450864514 | 0.025327456178735361429305407165261766196
f(z) = -162/35*z^3 + 193/35*z + 1
*
-1 | 0.11491581052401964009532157802893621209 | 0.021751160171797852327569428351891812198
f(z) = -162/35*z^3 + 197/35*z + 1
*
-1 | 0.11482890997533259626585042520543679769 | 0.021693235847476297137297757495654185869
f(z) = -162/37*z^3 + 199/37*z + 1
*
-1 | 0.10686928505196871286048230293607554289 | 0.020557727437221640996868440726520430956
f(z) = -161/20*z^3 + 181/20*z + 1
*
-1 | 0.10250802926083878748725525475758528135 | 0.019677186243201283576242513619983881219
f(z) = -161/22*z^3 + 183/22*z + 1
*
-1 | 0.086358853726916739872959299456967766154 | 0.016542714064059231975559506705904543395
f(z) = -161/24*z^3 + 185/24*z + 1
*
-1 | 0.11521906720328838993015569604317977354 | 0.022048345317401014888651693892790196379
f(z) = -161/25*z^3 + 186/25*z + 1
*
[ -5/7 ] 
f(z) = -161/25*z^3 + 199/35*z + 1
*
-1 | 0.10234166986393838030104224752205176668 | 0.019564049871607407848058313847576697150
f(z) = -161/26*z^3 + 187/26*z + 1
*
-1 | 0.10157181042931318168925538087579337343 | 0.019397104207456996629319490601672269305
f(z) = -161/27*z^3 + 188/27*z + 1
*
-1 | 0.11505013315410193081711907573759609150 | 0.021926740104839944566316966039865913741
f(z) = -161/29*z^3 + 190/29*z + 1
*
-1 | 0.081826758712858166592478952786966054493 | 0.015579302912127770069817389532800964659
f(z) = -161/30*z^3 + 191/30*z + 1
*
-1 | 0.11496467895569963310248834740636185933 | 0.021866815055580069682775764864894547005
f(z) = -161/31*z^3 + 192/31*z + 1
*
-1 | 0.10636432694294679311337675003511989339 | 0.020211018153261302106924039054112502007
f(z) = -161/32*z^3 + 193/32*z + 1
*
-1 | 0.094533877744043599652723679631376300847 | 0.017945410618431032498999536752432435450
f(z) = -161/33*z^3 + 194/33*z + 1
*
-1 | 0.10199916904651752020039350943316855291 | 0.019343671076335141898605165426814800198
f(z) = -161/34*z^3 + 195/34*z + 1
*
-1 | 0.092627574248896383658262521203505534559 | 0.017532463066879034315249203033056648921
f(z) = -161/36*z^3 + 197/36*z + 1
*
-1 | 0.11470421348638122519543508587174453802 | 0.021690321767151106293912262812934033621
f(z) = -161/37*z^3 + 198/37*z + 1
*
-1 | 0.10182412767440376684453774007873471328 | 0.019236399762733018358545339413648236860
f(z) = -161/38*z^3 + 199/38*z + 1
*
[ 6/7 ] 
f(z) = -175/27*z^3 + 193/42*z + 1
*
-2/5 | 0.13602164662681902884284527540516122886 | 0.019129160390816498920797146106295922623
f(z) = -175/32*z^3 + 197/56*z + 1
*
[ -6/13 ] 
f(z) = -169/28*z^3 + 187/42*z + 1
*
[ -4/11 ] 
f(z) = -165/32*z^3 + 195/44*z + 1
*
[ 5/6 ] 
f(z) = -164/25*z^3 + 196/45*z + 1
*
[ -5/12 ] 
f(z) = -162/25*z^3 + 181/40*z + 1
*
-6/23 | 0.23375946701360718118536366781598501793 | 0.026235495672128585875534806825376844865
f(z) = -161/27*z^3 + 195/46*z + 1
*
[ 2/3 ] 
f(z) = -177/26*z^3 + 197/78*z + 1
*
[ 12/17 ] 
f(z) = -170/27*z^3 + 185/68*z + 1
*
-2/39 | 0.18681682176992625154129526486312958746 | 0.025496612288111496698272978694296836266
f(z) = -169/32*z^3 + 181/72*z + 1
*
[ 2/3 ] 
f(z) = -165/26*z^3 + 181/78*z + 1
*
[ 9/13 ] 
f(z) = -169/33*z^3 + 199/99*z + 1
*
[ 2/3 ] 
f(z) = -177/34*z^3 + 185/102*z + 1
*
[ 8/13 ] 
f(z) = -169/30*z^3 + 181/120*z + 1
*
2/3 | 0.23074679135380576877957457214748828410 | 0.029529935893357576025866205805020369816
f(z) = -165/32*z^3 + 191/120*z + 1
*
[ 5/8 ] 
f(z) = -176/35*z^3 + 191/140*z + 1
*
-3/16 | 0.20093206578856832791606839481597093228 | 0.023366525528700601401225003884956571843
f(z) = -176/27*z^3 + 201/16*z + 1
*
[ -9/5 ] 
f(z) = -175/27*z^3 + 203/9*z + 1
*
[ 5/2 ] 
f(z) = -172/25*z^3 + 218/5*z + 1
*
[ 5/2 ] 
f(z) = -168/25*z^3 + 213/5*z + 1
*
[ -5/2 ] 
f(z) = -168/25*z^3 + 217/5*z + 1
*
[ 5/2 ] 
f(z) = -164/25*z^3 + 208/5*z + 1
*
[ -5/2 ] 
f(z) = -164/25*z^3 + 212/5*z + 1
*
-1 | 0.11746888306807969731695869237763367105 | 0.022108851704873049000279918170019756900
f(z) = -180/23*z^3 + 203/23*z + 1
*
[ -1/6 ] 
f(z) = -180/29*z^3 + 208/29*z + 1
*
-1 | 0.11724543409265160970229475211744710885 | 0.021946480426515979126474158570165806049
f(z) = -180/29*z^3 + 209/29*z + 1
*
-1 | 0.11716993288828781939560318980525743652 | 0.021893318164654934461580616357460593207
f(z) = -180/31*z^3 + 211/31*z + 1
*
-1 | 0.11694025241024863409642731244225989077 | 0.021736521112859404337173980551788747391
f(z) = -180/37*z^3 + 217/37*z + 1
*
[ -1 ] 
f(z) = -179/20*z^3 + 219/20*z + 1
*
-1 | 0.097091272007413927577206160597769575236 | 0.018324925686864035277044240462671946441
f(z) = -179/21*z^3 + 200/21*z + 1
*
-1 | 0.10456194643616021075920947101980381064 | 0.019716374647300488783933789137478920283
f(z) = -179/22*z^3 + 201/22*z + 1
*
-1 | 0.11736097732398965145061719658328736934 | 0.022109091706404832169877415910988879008
f(z) = -179/23*z^3 + 202/23*z + 1
*
-1 | 0.088422814360975303061054586073116080699 | 0.016642082898679933675688692489388402945
f(z) = -179/24*z^3 + 203/24*z + 1
*
-1 | 0.11728654840760266513935999497693134677 | 0.022054137278467421178963700907186590839
f(z) = -179/25*z^3 + 204/25*z + 1
*
-1 | 0.10441373867975289035771904427390552466 | 0.019615544417343640412000386181083867150
f(z) = -179/26*z^3 + 205/26*z + 1
*
-1 | 0.10364850072693227886064297649221309671 | 0.019453999575684539232282549780319986232
f(z) = -179/27*z^3 + 206/27*z + 1
*
-1 | 0.10861658463080038409659116344248574266 | 0.020367956541787100068081202728366225626
f(z) = -179/28*z^3 + 207/28*z + 1
*
-1 | 0.11713616984783538394124003255242656543 | 0.021945730053581215679455076362023033995
f(z) = -179/29*z^3 + 208/29*z + 1
*
-1 | 0.083918554868476592014922408689448889338 | 0.015708218713123932863808167382604231605
f(z) = -179/30*z^3 + 209/30*z + 1
*
-1 | 0.11706020307333409935757752438446448289 | 0.021892247799555117085001790028317493434
f(z) = -179/31*z^3 + 210/31*z + 1
*
-1 | 0.10846464885874452539139708712527945733 | 0.020266727210180370374979886382802008087
f(z) = -179/32*z^3 + 211/32*z + 1
*
-1 | 0.096640067789716715865421871824465300563 | 0.018041353734311701200346694078566380890
f(z) = -179/33*z^3 + 212/33*z + 1
*
-1 | 0.10410919720908906082898982930852840209 | 0.019418676317430830444871307366614420787
f(z) = -179/34*z^3 + 213/34*z + 1
*
-1 | 0.11690667006432712639487164091224825245 | 0.021786655351617529671700115164227563312
f(z) = -179/35*z^3 + 214/35*z + 1
*
-1 | 0.094747459602260058152801879940255193495 | 0.017641751148753431281932940059499079872
f(z) = -179/36*z^3 + 215/36*z + 1
*
-1 | 0.11682908535325956738479266567156021754 | 0.021734518008638946916305425372650060148
f(z) = -179/37*z^3 + 216/37*z + 1
*
-1 | 0.10395402538717868663093226679884292960 | 0.019322678214068066930007204407871096888
f(z) = -179/38*z^3 + 217/38*z + 1
*
-1 | 0.096406270440468693634012726131333673694 | 0.017904421736163997472949875861752038146
f(z) = -179/39*z^3 + 218/39*z + 1
*
-1 | 0.11725243831092427336107318157951856841 | 0.022109314916580344012314627436644326808
f(z) = -178/23*z^3 + 201/23*z + 1
*
-1 | 0.11717755733934416205037575931633619060 | 0.022054021207074792260353915275308595260
f(z) = -178/25*z^3 + 203/25*z + 1
*
-1 | 0.10353905132962973365688933863329588599 | 0.019451222472889060384278911609892269830
f(z) = -178/27*z^3 + 205/27*z + 1
*
-1 | 0.11702625568865263702056826120639089030 | 0.021944951576378598208714567125081886145
f(z) = -178/29*z^3 + 207/29*z + 1
*
-1 | 0.11694981755507423088128888894515375537 | 0.021891145712581025212619115445226514374
f(z) = -178/31*z^3 + 209/31*z + 1
*
-1 | 0.096529204145221442163298245018770711747 | 0.018036577528359313836877841559057112871
f(z) = -178/33*z^3 + 211/33*z + 1
*
-1 | 0.11679532135063973575113355472256951907 | 0.021784920079091598315893202617613396552
f(z) = -178/35*z^3 + 213/35*z + 1
*
-1 | 0.11671724444553934145179466001701630281 | 0.021732472721910446572933205019040087373
f(z) = -178/37*z^3 + 215/37*z + 1
*
-1 | 0.096294963642064924310407991154305282441 | 0.017899033627229731390803300888256673104
f(z) = -178/39*z^3 + 217/39*z + 1
*
[ -1 ] 
f(z) = -177/20*z^3 + 217/20*z + 1
*
0 | 0.18637055138002244602090680784991299602 | 0.029701612706442508203040138377537917017
f(z) = -177/22*z^3 + 205/33*z + 1
*
-1 | 0.11714325854191877922347388235864784254 | 0.022109520898375333534190908011054374933
f(z) = -177/23*z^3 + 200/23*z + 1
*
-1 | 0.11706791998311685842455157167553488670 | 0.022053883989390811460590978142086063643
f(z) = -177/25*z^3 + 202/25*z + 1
*
-1 | 0.10419465070434915463199262021286175559 | 0.019610504677467856917934790353917250718
f(z) = -177/26*z^3 + 203/26*z + 1
*
-1 | 0.10839656789457802336238588879388928290 | 0.020363773188364994160131840850423164564
f(z) = -177/28*z^3 + 205/28*z + 1
*
-1 | 0.11691568381987335769987026475127541788 | 0.021944144367460958692172168823203407348
f(z) = -177/29*z^3 + 206/29*z + 1
*
-1 | 0.11683876842943120015901000351090783696 | 0.021890011215801827696596917784315929777
f(z) = -177/31*z^3 + 208/31*z + 1
*
-1 | 0.10824273480457777287992350562718209645 | 0.020261318311329567539664615188235378897
f(z) = -177/32*z^3 + 209/32*z + 1
*
-1 | 0.10388631390911464742181692229832106361 | 0.019411260784231553269824790571578146558
f(z) = -177/34*z^3 + 211/34*z + 1
*
-1 | 0.11668329683825139445933760531709771171 | 0.021783145244943524191558035377881569480
f(z) = -177/35*z^3 + 212/35*z + 1
*
-1 | 0.11660472143629698985435490694948040656 | 0.021730384390438269362132593589904057188
f(z) = -177/37*z^3 + 214/37*z + 1
*
-1 | 0.10372916061008590030299247571253520277 | 0.019314122468657313388819482120485227865
f(z) = -177/38*z^3 + 215/38*z + 1
*
[ -1 ] 
f(z) = -176/21*z^3 + 218/21*z + 1
*
-1 | 0.11695762861590625581933023639452195298 | 0.022053725109822294879953268291342263634
f(z) = -176/25*z^3 + 201/25*z + 1
*
-1 | 0.10331818889318664590604627764316477527 | 0.019445545552107432880784758828624928661
f(z) = -176/27*z^3 + 203/27*z + 1
*
-1 | 0.11680444630484708420783556472330388916 | 0.021943307783118839602690489778111032608
f(z) = -176/29*z^3 + 205/29*z + 1
*
-1 | 0.11672704764815683311419845958884923022 | 0.021888843603673630079780702899179508530
f(z) = -176/31*z^3 + 207/31*z + 1
*
-1 | 0.11657058824545587502201419822188771757 | 0.021781330023735611148161823805739757236
f(z) = -176/35*z^3 + 211/35*z + 1
*
-1 | 0.11649150792166243013166683326859043987 | 0.021728252130472703386926039265048405722
f(z) = -176/37*z^3 + 213/37*z + 1
*
[ -1/4 ] 
f(z) = -176/39*z^3 + 206/39*z + 1
*
-1 | 0.096067175019167447159282442016263076158 | 0.017887479013859148419579609557924895784
f(z) = -176/39*z^3 + 215/39*z + 1
*
[ -1 ] 
f(z) = -175/22*z^3 + 219/22*z + 1
*
-1 | 0.10397228295597795686573659582843893081 | 0.019605186720073038224690455185468314883
f(z) = -175/26*z^3 + 201/26*z + 1
*
-1 | 0.10320676005534231237769654605722879860 | 0.019442644180486557511238197126933599001
f(z) = -175/27*z^3 + 202/27*z + 1
*
-1 | 0.11669253506205302962964577035816769505 | 0.021942441162878225631043509117305531735
f(z) = -175/29*z^3 + 204/29*z + 1
*
-1 | 0.11661464701529433856475538556292935187 | 0.021887642152499117624248831814093755646
f(z) = -175/31*z^3 + 206/31*z + 1
*
-1 | 0.10801812176044657565741226190693430325 | 0.020255731822360754072613666822887150864
f(z) = -175/32*z^3 + 207/32*z + 1
*
[ -1/5 ] 
f(z) = -175/33*z^3 + 205/33*z + 1
*
-1 | 0.096192562594793558008107992538547579379 | 0.018021897203996411540798593732221683257
f(z) = -175/33*z^3 + 208/33*z + 1
*
-1 | 0.10366135890837028595631451553143244583 | 0.019403757612179651522099738990170193244
f(z) = -175/34*z^3 + 209/34*z + 1
*
[ -1/5 ] 
f(z) = -175/34*z^3 + 211/34*z + 1
*
-1 | 0.094296976849668325940574540105178247944 | 0.017619483644350981548192255769146947869
f(z) = -175/36*z^3 + 211/36*z + 1
*
-1 | 0.11637759534086051036259999798165003274 | 0.021726075036098693737568081999230019651
f(z) = -175/37*z^3 + 212/37*z + 1
*
-1 | 0.10350217272085599372458202313739889182 | 0.019305452775517638799136225436257195417
f(z) = -175/38*z^3 + 213/38*z + 1
*
-1 | 0.095952743207551359913354778850520865445 | 0.017881694390533092678638549617290886047
f(z) = -175/39*z^3 + 214/39*z + 1
*
[ -5/6 ] 
f(z) = -174/25*z^3 + 211/30*z + 1
*
-1 | 0.11650155818353137812448051113395242863 | 0.021886406119867640496157181747071014696
f(z) = -174/31*z^3 + 205/31*z + 1
*
-1 | 0.11634308491937635260066861779011446224 | 0.021777575013504168813876556266369649069
f(z) = -174/35*z^3 + 209/35*z + 1
*
-1 | 0.11626297497226427751801320423999846407 | 0.021723852178561153825216564902839832152
f(z) = -174/37*z^3 + 211/37*z + 1
*
[ -1 ] 
f(z) = -173/20*z^3 + 213/20*z + 1
*
[ -1 ] 
f(z) = -173/21*z^3 + 215/21*z + 1
*
[ -1 ] 
f(z) = -173/22*z^3 + 217/22*z + 1
*
[ -1 ] 
f(z) = -173/23*z^3 + 219/23*z + 1
*
-1 | 0.10298186655670573524346291548967657631 | 0.019436711588267984550175042725000246840
f(z) = -173/27*z^3 + 200/27*z + 1
*
-1 | 0.10794851690835026517260748525816582563 | 0.020354952011962986514107154122647004829
f(z) = -173/28*z^3 + 201/28*z + 1
*
-1 | 0.11646665832128090174814839233308696013 | 0.021940615085840540368619580341748062028
f(z) = -173/29*z^3 + 202/29*z + 1
*
-1 | 0.083247589153383810288946900423779634814 | 0.015668052298698409670901568999566050097
f(z) = -173/30*z^3 + 203/30*z + 1
*
-1 | 0.11638777265043956042516720336694878297 | 0.021885134744074920117428117376844113800
f(z) = -173/31*z^3 + 204/31*z + 1
*
-1 | 0.10779074307163062285586656189184975629 | 0.020249960735387879812284430225940104655
f(z) = -173/32*z^3 + 205/32*z + 1
*
-1 | 0.095964675842437583202324926933981179995 | 0.018011806731656718450038295078559797672
f(z) = -173/33*z^3 + 206/33*z + 1
*
-1 | 0.10343230816374570912579764860909308337 | 0.019395792685406403650429118606044393597
f(z) = -173/34*z^3 + 207/34*z + 1
*
-1 | 0.11622827283859052631132540245484941211 | 0.021775633466786342185433760852741767183
f(z) = -173/35*z^3 + 208/35*z + 1
*
-1 | 0.094067542966840821686968314570689751290 | 0.017607947861413675486470133188994114781
f(z) = -173/36*z^3 + 209/36*z + 1
*
-1 | 0.11614763792932284415287295340082785861 | 0.021721582605565871038707550360750328649
f(z) = -173/37*z^3 + 210/37*z + 1
*
-1 | 0.10327168778305656641454301072376687204 | 0.019296417283015859168373649024771662529
f(z) = -173/38*z^3 + 211/38*z + 1
*
-1 | 0.095722760307967217302373236405127980114 | 0.017870105212452382142582753371126531078
f(z) = -173/39*z^3 + 212/39*z + 1
*
[ -1 ] 
f(z) = -172/21*z^3 + 214/21*z + 1
*
[ -1 ] 
f(z) = -172/23*z^3 + 218/23*z + 1
*
[ 5/4 ] 
f(z) = -172/25*z^3 + 219/20*z + 1
*
-1 | 0.11635267590335147661611100987897118261 | 0.021939654219492102237803513745815719283
f(z) = -172/29*z^3 + 201/29*z + 1
*
-1 | 0.11627328175459607623978011617290999916 | 0.021883827243521516311048369952487034590
f(z) = -172/31*z^3 + 203/31*z + 1
*
-1 | 0.095849668866292030358746930268242718349 | 0.018006667137942587043178131223238753350
f(z) = -172/33*z^3 + 205/33*z + 1
*
-1 | 0.11611274197434146669766645213852792300 | 0.021773648016276228555064327566450724597
f(z) = -172/35*z^3 + 207/35*z + 1
*
-1 | 0.11603157515635902131577787038331334714 | 0.021719265340554977400434689223251779770
f(z) = -172/37*z^3 + 209/37*z + 1
*
-1 | 0.095606157385140635331184427172426832102 | 0.017864105325797157730669419509707043346
f(z) = -172/39*z^3 + 211/39*z + 1
*
[ -1 ] 
f(z) = -171/20*z^3 + 211/20*z + 1
*
[ -1 ] 
f(z) = -171/22*z^3 + 215/22*z + 1
*
[ -1 ] 
f(z) = -171/23*z^3 + 217/23*z + 1
*
-1 | 0.11623798591007269135958995932334485779 | 0.021938660497003059433763315921189282783
f(z) = -171/29*z^3 + 200/29*z + 1
*
-1 | 0.11615807667158300087416083514563507948 | 0.021882482816089153350234969685887668749
f(z) = -171/31*z^3 + 202/31*z + 1
*
-1 | 0.10756052957569985476219140531536524065 | 0.020243997691784934299795312960516280643
f(z) = -171/32*z^3 + 203/32*z + 1
*
-1 | 0.10320104790925029310370558610442803441 | 0.019387723921936850750179495615926290661
f(z) = -171/34*z^3 + 205/34*z + 1
*
-1 | 0.11599648323666686880113842377276942400 | 0.021771617725683674590970720162365349843
f(z) = -171/35*z^3 + 206/35*z + 1
*
-1 | 0.11591477742423166600955829745057390827 | 0.021716899381955906068482288128706808165
f(z) = -171/37*z^3 + 208/37*z + 1
*
[ -1 ] 
f(z) = -170/21*z^3 + 212/21*z + 1
*
[ -1 ] 
f(z) = -170/23*z^3 + 216/23*z + 1
*
-1 | 0.11604214840985959023850137373691355894 | 0.021881100638493959243451168851911484202
f(z) = -170/31*z^3 + 201/31*z + 1
*
-1 | 0.095616449317817316086484998017961384140 | 0.017995998968415922445781402894296781431
f(z) = -170/33*z^3 + 203/33*z + 1
*
-1 | 0.11579723532585746047154395392282742805 | 0.021714483702402701969699550778734076827
f(z) = -170/37*z^3 + 207/37*z + 1
*
-1 | 0.095370715340961708780642023739461732855 | 0.017851881002370103769493593133006486032
f(z) = -170/39*z^3 + 209/39*z + 1
*
[ -1 ] 
f(z) = -169/20*z^3 + 209/20*z + 1
*
[ -1 ] 
f(z) = -169/21*z^3 + 211/21*z + 1
*
[ -1 ] 
f(z) = -169/22*z^3 + 213/22*z + 1
*
[ -1 ] 
f(z) = -169/23*z^3 + 215/23*z + 1
*
[ -14/13 ] 
f(z) = -169/24*z^3 + 212/21*z + 1
*
[ -1 ] 
f(z) = -169/25*z^3 + 219/25*z + 1
*
16/13 | 0.12294841273830575517611197974774957372 | 0.022973032855497229961426293721635384637
f(z) = -169/30*z^3 + 211/30*z + 1
*
-1 | 0.11592548780650268674371476897307476896 | 0.021879679865615626409500131618118150529
f(z) = -169/31*z^3 + 200/31*z + 1
*
-1 | 0.10732740947471599521097429622623937454 | 0.020237834960538993378719857010394121457
f(z) = -169/32*z^3 + 201/32*z + 1
*
-1 | 0.095500285551960930206355961834339632537 | 0.017990857092364705716723858586574439347
f(z) = -169/33*z^3 + 202/33*z + 1
*
-4/13 | 0.10843738614206646191484048592822251872 | 0.020208324792824270582356857639633936040
f(z) = -169/33*z^3 + 214/33*z + 1
*
-1 | 0.10296685313123608142702149584977826351 | 0.019379420548985696897443777298566845874
f(z) = -169/34*z^3 + 203/34*z + 1
*
-1 | 0.11576174490574535992502531425519958199 | 0.021767418756955630848996911158636617768
f(z) = -169/35*z^3 + 204/35*z + 1
*
-1 | 0.093599933863537666792572685013383910935 | 0.017584023744153851434291042481025353715
f(z) = -169/36*z^3 + 205/36*z + 1
*
-1 | 0.11567893927158659726848445825409981645 | 0.021712017247928499384156783851283132478
f(z) = -169/37*z^3 + 206/37*z + 1
*
-1 | 0.10280189107098100715097293425081184465 | 0.019277575858829902247222181830850293864
f(z) = -169/38*z^3 + 207/38*z + 1
*
[ -1 ] 
f(z) = -168/23*z^3 + 214/23*z + 1
*
[ -5/7 ] 
f(z) = -168/25*z^3 + 204/35*z + 1
*
[ -1 ] 
f(z) = -168/25*z^3 + 218/25*z + 1
*
-1 | 0.11555987948442658798553288589906397277 | 0.021709498937127920755716920691428243703
f(z) = -168/37*z^3 + 205/37*z + 1
*
[ -1 ] 
f(z) = -167/20*z^3 + 207/20*z + 1
*
[ -1 ] 
f(z) = -167/21*z^3 + 209/21*z + 1
*
[ -1 ] 
f(z) = -167/22*z^3 + 211/22*z + 1
*
[ -1 ] 
f(z) = -167/23*z^3 + 213/23*z + 1
*
[ -1 ] 
f(z) = -167/24*z^3 + 215/24*z + 1
*
[ -1 ] 
f(z) = -167/25*z^3 + 217/25*z + 1
*
[ -1 ] 
f(z) = -167/26*z^3 + 219/26*z + 1
*
-1 | 0.095263634549523933242243096167662287416 | 0.017979978917644595723060032821967550218
f(z) = -167/33*z^3 + 200/33*z + 1
*
-1 | 0.10273030026472568710469945787308753840 | 0.019370996396721101170311892803066542829
f(z) = -167/34*z^3 + 201/34*z + 1
*
-1 | 0.11552398156035524035333936551160621670 | 0.021763028570867459341723418237840796042
f(z) = -167/35*z^3 + 202/35*z + 1
*
-1 | 0.093361607781869036749011929321296903170 | 0.017571614605219272988899868002302839183
f(z) = -167/36*z^3 + 203/36*z + 1
*
-1 | 0.11544004599510814334825036796920450378 | 0.021706927660288089184242649336067846827
f(z) = -167/37*z^3 + 204/37*z + 1
*
-1 | 0.10256177393887787785414305505467461490 | 0.019267627590560840580370992709983586583
f(z) = -167/38*z^3 + 205/38*z + 1
*
-1 | 0.095011815629000756248851009234213132880 | 0.017832962444880942379047518386667904863
f(z) = -167/39*z^3 + 206/39*z + 1
*
[ -1 ] 
f(z) = -166/21*z^3 + 208/21*z + 1
*
[ -1 ] 
f(z) = -166/23*z^3 + 212/23*z + 1
*
[ -1 ] 
f(z) = -166/25*z^3 + 216/25*z + 1
*
-1 | 0.11540394084896458174440411296142862294 | 0.021760759158613146169373062313571040401
f(z) = -166/35*z^3 + 201/35*z + 1
*
-1 | 0.11531942863698678811516283833014605239 | 0.021704302278486881756887172840658292785
f(z) = -166/37*z^3 + 203/37*z + 1
*
-1 | 0.094890612291039047785752151000470473392 | 0.017826495284233566349472646674727896080
f(z) = -166/39*z^3 + 205/39*z + 1
*
[ -1 ] 
f(z) = -165/23*z^3 + 211/23*z + 1
*
[ -1 ] 
f(z) = -165/26*z^3 + 217/26*z + 1
*
-1 | 0.11519801704077357412269960570554283271 | 0.021701621622656981879305016612527921798
f(z) = -165/37*z^3 + 202/37*z + 1
*
-1 | 0.10231980943379060362032084819872767118 | 0.019257640271692142919496787367973216443
f(z) = -165/38*z^3 + 203/38*z + 1
*
[ -1 ] 
f(z) = -164/21*z^3 + 206/21*z + 1
*
[ -1 ] 
f(z) = -164/23*z^3 + 210/23*z + 1
*
[ 5/4 ] 
f(z) = -164/25*z^3 + 209/20*z + 1
*
[ -1 ] 
f(z) = -164/25*z^3 + 214/25*z + 1
*
[ -1 ] 
f(z) = -164/27*z^3 + 218/27*z + 1
*
-1 | 0.11507580062908793849951423963090533568 | 0.021698884492614215837358278811711472468
f(z) = -164/37*z^3 + 201/37*z + 1
*
-1 | 0.094645787535256848862764862397663016488 | 0.017813310439796988367474062292535551848
f(z) = -164/39*z^3 + 203/39*z + 1
*
[ -1 ] 
f(z) = -163/20*z^3 + 203/20*z + 1
*
[ -1 ] 
f(z) = -163/21*z^3 + 205/21*z + 1
*
[ -1 ] 
f(z) = -163/22*z^3 + 207/22*z + 1
*
[ -1 ] 
f(z) = -163/23*z^3 + 209/23*z + 1
*
[ -1 ] 
f(z) = -163/24*z^3 + 211/24*z + 1
*
[ -1 ] 
f(z) = -163/25*z^3 + 213/25*z + 1
*
[ -1 ] 
f(z) = -163/26*z^3 + 215/26*z + 1
*
[ -1 ] 
f(z) = -163/27*z^3 + 217/27*z + 1
*
[ -1 ] 
f(z) = -163/28*z^3 + 219/28*z + 1
*
-1 | 0.11495276861082542027210908221958810808 | 0.021696089656048581704246885729030580639
f(z) = -163/37*z^3 + 200/37*z + 1
*
-1 | 0.10207330451941547687271079837220457855 | 0.019247112185516910743785008755545515989
f(z) = -163/38*z^3 + 201/38*z + 1
*
-1 | 0.094522144395783886723785231578992295952 | 0.017806589603998224698035077558879923464
f(z) = -163/39*z^3 + 202/39*z + 1
*
[ -1 ] 
f(z) = -162/23*z^3 + 208/23*z + 1
*
[ -1 ] 
f(z) = -162/25*z^3 + 212/25*z + 1
*
[ -1 ] 
f(z) = -161/20*z^3 + 201/20*z + 1
*
[ -1 ] 
f(z) = -161/22*z^3 + 205/22*z + 1
*
[ -1 ] 
f(z) = -161/24*z^3 + 209/24*z + 1
*
[ -1 ] 
f(z) = -161/25*z^3 + 211/25*z + 1
*
[ -1 ] 
f(z) = -161/26*z^3 + 213/26*z + 1
*
[ -1 ] 
f(z) = -161/27*z^3 + 215/27*z + 1
*
[ -1 ] 
f(z) = -161/29*z^3 + 219/29*z + 1
*
-1 | 0.094272340613067366910503558649156494706 | 0.017792882926997584928905099988197902269
f(z) = -161/39*z^3 + 200/39*z + 1
*
[ -1/2 ] 
f(z) = -178/21*z^3 + 215/42*z + 1
*
[ -5/12 ] 
f(z) = -176/25*z^3 + 208/45*z + 1
*
[ 5/6 ] 
f(z) = -176/25*z^3 + 211/45*z + 1
*
[ 4/5 ] 
f(z) = -175/22*z^3 + 213/44*z + 1
*
[ -2/5 ] 
f(z) = -175/23*z^3 + 217/46*z + 1
*
[ 4/5 ] 
f(z) = -175/26*z^3 + 211/52*z + 1
*
-8/35 | 0.18680270052736672040215862092004673315 | 0.026270662857283085686551494921008518042
f(z) = -175/32*z^3 + 205/56*z + 1
*
[ 5/6 ] 
f(z) = -172/25*z^3 + 206/45*z + 1
*
[ -1/2 ] 
f(z) = -170/21*z^3 + 211/42*z + 1
*
21/20 | 0.11965785169704528862072534874779796775 | 0.013559458279701514805125970673578146004
f(z) = -170/27*z^3 + 211/40*z + 1
*
[ -6/13 ] 
f(z) = -169/21*z^3 + 205/42*z + 1
*
[ -4/13 ] 
f(z) = -169/22*z^3 + 219/44*z + 1
*
-8/13 | 0.17005589027688835351250842188717556717 | 0.029203941258440364978464941373230863660
f(z) = -169/28*z^3 + 219/56*z + 1
*
[ -10/13 ] 
f(z) = -169/32*z^3 + 217/40*z + 1
*
[ -5/8 ] 
f(z) = -168/25*z^3 + 209/40*z + 1
*
[ -3/7 ] 
f(z) = -167/27*z^3 + 219/49*z + 1
*
[ -1/2 ] 
f(z) = -166/21*z^3 + 209/42*z + 1
*
[ -2/3 ] 
f(z) = -165/28*z^3 + 215/42*z + 1
*
[ -3/8 ] 
f(z) = -164/27*z^3 + 217/48*z + 1
*
[ -3/7 ] 
f(z) = -164/27*z^3 + 218/49*z + 1
*
[ -1/2 ] 
f(z) = -162/23*z^3 + 219/46*z + 1
*
-2/3 | 0.15000882305536293599526605236210133809 | 0.025949745503421144280746195717473336327
f(z) = -162/25*z^3 + 219/50*z + 1
*
[ 2/3 ] 
f(z) = -177/22*z^3 + 203/66*z + 1
*
[ 4/5 ] 
f(z) = -175/34*z^3 + 207/68*z + 1
*
[ 4/5 ] 
f(z) = -175/38*z^3 + 205/76*z + 1
*
-1/2 | 0.14637524931341169264200877324816569154 | 0.025111788463283633632301530577819601886
f(z) = -170/33*z^3 + 217/66*z + 1
*
[ 9/13 ] 
f(z) = -169/21*z^3 + 215/63*z + 1
*
[ 9/13 ] 
f(z) = -169/24*z^3 + 211/72*z + 1
*
-6/13 | 0.17209103920815638143252491390770930447 | 0.029553440295163861955325781387881946703
f(z) = -169/33*z^3 + 215/66*z + 1
*
-1/2 | 0.13360728701325589534492685812819217509 | 0.023015362731211967767062597553546699983
f(z) = -166/33*z^3 + 215/66*z + 1
*
0 | 0.15347658223924470054870309443616909091 | 0.026438073026903396113906296214401206776
f(z) = -166/39*z^3 + 215/78*z + 1
*
-2/13 | 0.15972857947837703320281564839581863610 | 0.024512560879392192108824781424768385413
f(z) = -169/21*z^3 + 205/84*z + 1
*
[ 9/13 ] 
f(z) = -169/30*z^3 + 203/90*z + 1
*
[ 8/11 ] 
f(z) = -165/32*z^3 + 207/88*z + 1
*
-33/130 | 0.25386559585861471280176568996101687253 | 0.026077431854113931723182061292732709731
f(z) = -169/27*z^3 + 207/100*z + 1
*
-2/5 | 0.17132246153767147972979612211923670786 | 0.026151787609934166673064511899199054521
f(z) = -175/33*z^3 + 211/132*z + 1
*
-3/20 | 0.24155478653174462941608600171507105680 | 0.027372646289288803436896554577063407671
f(z) = -170/27*z^3 + 217/120*z + 1
*
[ 5/2 ] 
f(z) = -176/25*z^3 + 223/5*z + 1
*
[ -5/2 ] 
f(z) = -176/25*z^3 + 227/5*z + 1
*
[ -5/2 ] 
f(z) = -172/25*z^3 + 222/5*z + 1
*
[ 18/13 ] 
f(z) = -169/27*z^3 + 221/18*z + 1
*
[ -1 ] 
f(z) = -180/23*z^3 + 226/23*z + 1
*
[ -1 ] 
f(z) = -180/29*z^3 + 238/29*z + 1
*
[ -1/6 ] 
f(z) = -180/31*z^3 + 222/31*z + 1
*
[ -1 ] 
f(z) = -179/21*z^3 + 221/21*z + 1
*
[ -1 ] 
f(z) = -179/22*z^3 + 223/22*z + 1
*
[ -1 ] 
f(z) = -179/23*z^3 + 225/23*z + 1
*
[ -1 ] 
f(z) = -179/24*z^3 + 227/24*z + 1
*
[ -1 ] 
f(z) = -179/25*z^3 + 229/25*z + 1
*
[ -1 ] 
f(z) = -179/26*z^3 + 231/26*z + 1
*
[ -1 ] 
f(z) = -179/27*z^3 + 233/27*z + 1
*
[ -1 ] 
f(z) = -179/28*z^3 + 235/28*z + 1
*
[ -1 ] 
f(z) = -179/29*z^3 + 237/29*z + 1
*
[ -1 ] 
f(z) = -179/30*z^3 + 239/30*z + 1
*
[ -1 ] 
f(z) = -178/21*z^3 + 220/21*z + 1
*
[ -1 ] 
f(z) = -178/23*z^3 + 224/23*z + 1
*
[ -1 ] 
f(z) = -178/25*z^3 + 228/25*z + 1
*
[ -1 ] 
f(z) = -178/27*z^3 + 232/27*z + 1
*
[ -1 ] 
f(z) = -178/29*z^3 + 236/29*z + 1
*
[ -1 ] 
f(z) = -177/22*z^3 + 221/22*z + 1
*
[ -1 ] 
f(z) = -177/23*z^3 + 223/23*z + 1
*
[ -1 ] 
f(z) = -177/25*z^3 + 227/25*z + 1
*
[ -1 ] 
f(z) = -177/26*z^3 + 229/26*z + 1
*
[ -1 ] 
f(z) = -177/28*z^3 + 233/28*z + 1
*
[ -1 ] 
f(z) = -177/29*z^3 + 235/29*z + 1
*
[ -1 ] 
f(z) = -177/31*z^3 + 239/31*z + 1
*
[ -1 ] 
f(z) = -176/23*z^3 + 222/23*z + 1
*
[ -1 ] 
f(z) = -176/25*z^3 + 226/25*z + 1
*
[ -1 ] 
f(z) = -176/27*z^3 + 230/27*z + 1
*
[ -1 ] 
f(z) = -176/29*z^3 + 234/29*z + 1
*
[ -1 ] 
f(z) = -176/31*z^3 + 238/31*z + 1
*
[ -1 ] 
f(z) = -175/23*z^3 + 221/23*z + 1
*
[ -1 ] 
f(z) = -175/24*z^3 + 223/24*z + 1
*
[ -2/15 ] 
f(z) = -175/24*z^3 + 233/27*z + 1
*
[ -1 ] 
f(z) = -175/26*z^3 + 227/26*z + 1
*
[ -1 ] 
f(z) = -175/27*z^3 + 229/27*z + 1
*
[ -1 ] 
f(z) = -175/29*z^3 + 233/29*z + 1
*
[ -1 ] 
f(z) = -175/31*z^3 + 237/31*z + 1
*
[ -6/5 ] 
f(z) = -175/32*z^3 + 233/24*z + 1
*
[ -1 ] 
f(z) = -175/32*z^3 + 239/32*z + 1
*
[ -1/5 ] 
f(z) = -175/36*z^3 + 223/36*z + 1
*
[ -1/5 ] 
f(z) = -175/37*z^3 + 229/37*z + 1
*
[ -1/5 ] 
f(z) = -175/38*z^3 + 235/38*z + 1
*
[ -1 ] 
f(z) = -174/23*z^3 + 220/23*z + 1
*
[ -1 ] 
f(z) = -174/25*z^3 + 224/25*z + 1
*
[ -1 ] 
f(z) = -174/31*z^3 + 236/31*z + 1
*
[ -1 ] 
f(z) = -173/24*z^3 + 221/24*z + 1
*
[ -1 ] 
f(z) = -173/25*z^3 + 223/25*z + 1
*
[ -1 ] 
f(z) = -173/26*z^3 + 225/26*z + 1
*
[ -1 ] 
f(z) = -173/27*z^3 + 227/27*z + 1
*
[ -1 ] 
f(z) = -173/28*z^3 + 229/28*z + 1
*
[ -1 ] 
f(z) = -173/29*z^3 + 231/29*z + 1
*
[ -1 ] 
f(z) = -173/30*z^3 + 233/30*z + 1
*
[ -1 ] 
f(z) = -173/31*z^3 + 235/31*z + 1
*
[ -1 ] 
f(z) = -173/32*z^3 + 237/32*z + 1
*
[ -1 ] 
f(z) = -173/33*z^3 + 239/33*z + 1
*
[ -1 ] 
f(z) = -172/25*z^3 + 222/25*z + 1
*
[ -1 ] 
f(z) = -172/27*z^3 + 226/27*z + 1
*
[ -1 ] 
f(z) = -172/29*z^3 + 230/29*z + 1
*
[ -1 ] 
f(z) = -172/31*z^3 + 234/31*z + 1
*
[ -1 ] 
f(z) = -172/33*z^3 + 238/33*z + 1
*
[ -1 ] 
f(z) = -171/25*z^3 + 221/25*z + 1
*
[ -1 ] 
f(z) = -171/26*z^3 + 223/26*z + 1
*
[ -1 ] 
f(z) = -171/28*z^3 + 227/28*z + 1
*
[ -1 ] 
f(z) = -171/29*z^3 + 229/29*z + 1
*
[ -1 ] 
f(z) = -171/31*z^3 + 233/31*z + 1
*
[ -1 ] 
f(z) = -171/32*z^3 + 235/32*z + 1
*
[ -1 ] 
f(z) = -171/34*z^3 + 239/34*z + 1
*
[ -1 ] 
f(z) = -170/27*z^3 + 224/27*z + 1
*
[ -1 ] 
f(z) = -170/29*z^3 + 228/29*z + 1
*
[ -1 ] 
f(z) = -170/31*z^3 + 232/31*z + 1
*
[ -1 ] 
f(z) = -170/33*z^3 + 236/33*z + 1
*
-3/13 | 0.15856266212884874944841785357549396423 | 0.029088523861930891988135511050003727743
f(z) = -169/24*z^3 + 233/24*z + 1
*
[ -1 ] 
f(z) = -169/27*z^3 + 223/27*z + 1
*
-9/26 | 0.18748307882798965101337221774652175857 | 0.028514207801273354059634170309314438058
f(z) = -169/27*z^3 + 239/36*z + 1
*
[ -1 ] 
f(z) = -169/28*z^3 + 225/28*z + 1
*
[ -1 ] 
f(z) = -169/29*z^3 + 227/29*z + 1
*
[ -1 ] 
f(z) = -169/31*z^3 + 231/31*z + 1
*
-12/13 | 0.19805840469159329163908265608476008626 | 0.026486879787970584406148519111363250381
f(z) = -169/32*z^3 + 221/36*z + 1
*
[ -1 ] 
f(z) = -169/32*z^3 + 233/32*z + 1
*
[ -1 ] 
f(z) = -169/33*z^3 + 235/33*z + 1
*
[ -1 ] 
f(z) = -169/35*z^3 + 239/35*z + 1
*
[ -1 ] 
f(z) = -168/29*z^3 + 226/29*z + 1
*
[ -1 ] 
f(z) = -168/31*z^3 + 230/31*z + 1
*
[ -1 ] 
f(z) = -167/27*z^3 + 221/27*z + 1
*
[ -1 ] 
f(z) = -167/28*z^3 + 223/28*z + 1
*
[ -1 ] 
f(z) = -167/29*z^3 + 225/29*z + 1
*
[ -1 ] 
f(z) = -167/30*z^3 + 227/30*z + 1
*
[ -1 ] 
f(z) = -167/31*z^3 + 229/31*z + 1
*
[ -1 ] 
f(z) = -167/32*z^3 + 231/32*z + 1
*
[ -1 ] 
f(z) = -167/33*z^3 + 233/33*z + 1
*
[ -1 ] 
f(z) = -167/34*z^3 + 235/34*z + 1
*
[ -1 ] 
f(z) = -167/35*z^3 + 237/35*z + 1
*
[ -1 ] 
f(z) = -167/36*z^3 + 239/36*z + 1
*
[ -1 ] 
f(z) = -166/27*z^3 + 220/27*z + 1
*
[ -1 ] 
f(z) = -166/29*z^3 + 224/29*z + 1
*
[ -1 ] 
f(z) = -166/31*z^3 + 228/31*z + 1
*
[ -1 ] 
f(z) = -166/33*z^3 + 232/33*z + 1
*
[ -1 ] 
f(z) = -166/35*z^3 + 236/35*z + 1
*
[ -1 ] 
f(z) = -165/28*z^3 + 221/28*z + 1
*
[ -1 ] 
f(z) = -165/29*z^3 + 223/29*z + 1
*
[ -1 ] 
f(z) = -165/31*z^3 + 227/31*z + 1
*
[ -1 ] 
f(z) = -165/32*z^3 + 229/32*z + 1
*
[ -1 ] 
f(z) = -165/34*z^3 + 233/34*z + 1
*
[ -1 ] 
f(z) = -165/37*z^3 + 239/37*z + 1
*
[ -1 ] 
f(z) = -164/29*z^3 + 222/29*z + 1
*
[ -1 ] 
f(z) = -164/31*z^3 + 226/31*z + 1
*
[ -1 ] 
f(z) = -164/33*z^3 + 230/33*z + 1
*
[ -1 ] 
f(z) = -164/35*z^3 + 234/35*z + 1
*
[ -1 ] 
f(z) = -164/37*z^3 + 238/37*z + 1
*
[ -1 ] 
f(z) = -163/29*z^3 + 221/29*z + 1
*
[ -1 ] 
f(z) = -163/30*z^3 + 223/30*z + 1
*
[ -1 ] 
f(z) = -163/31*z^3 + 225/31*z + 1
*
[ -1 ] 
f(z) = -163/32*z^3 + 227/32*z + 1
*
[ -1 ] 
f(z) = -163/33*z^3 + 229/33*z + 1
*
[ -1 ] 
f(z) = -163/34*z^3 + 231/34*z + 1
*
[ -1 ] 
f(z) = -163/35*z^3 + 233/35*z + 1
*
[ -1 ] 
f(z) = -163/36*z^3 + 235/36*z + 1
*
[ -1 ] 
f(z) = -163/37*z^3 + 237/37*z + 1
*
[ -1 ] 
f(z) = -163/38*z^3 + 239/38*z + 1
*
[ -1/9 ] 
f(z) = -162/23*z^3 + 232/23*z + 1
*
[ -1 ] 
f(z) = -162/29*z^3 + 220/29*z + 1
*
[ -1 ] 
f(z) = -162/31*z^3 + 224/31*z + 1
*
[ -1 ] 
f(z) = -162/35*z^3 + 232/35*z + 1
*
[ -1 ] 
f(z) = -162/37*z^3 + 236/37*z + 1
*
[ -1 ] 
f(z) = -161/30*z^3 + 221/30*z + 1
*
[ -1 ] 
f(z) = -161/31*z^3 + 223/31*z + 1
*
[ -1 ] 
f(z) = -161/32*z^3 + 225/32*z + 1
*
[ -1 ] 
f(z) = -161/33*z^3 + 227/33*z + 1
*
[ -1 ] 
f(z) = -161/34*z^3 + 229/34*z + 1
*
[ -1 ] 
f(z) = -161/36*z^3 + 233/36*z + 1
*
[ -1 ] 
f(z) = -161/37*z^3 + 235/37*z + 1
*
[ -1 ] 
f(z) = -161/38*z^3 + 237/38*z + 1
*
[ -1 ] 
f(z) = -161/39*z^3 + 239/39*z + 1
*
[ -3/7 ] 
f(z) = -179/27*z^3 + 223/49*z + 1
*
[ -1/2 ] 
f(z) = -178/23*z^3 + 227/46*z + 1
*
[ -1/2 ] 
f(z) = -178/25*z^3 + 239/50*z + 1
*
[ -2/3 ] 
f(z) = -177/28*z^3 + 223/42*z + 1
*
[ -3/7 ] 
f(z) = -176/27*z^3 + 222/49*z + 1
*
-6/25 | 0.26864635275318161453034018361043094053 | 0.029597004119433450150547683036399452799
f(z) = -175/27*z^3 + 227/50*z + 1
*
-18/35 | 0.076286563519129740391398671773525945912 | 0.010728424081097086344796537403003459154
f(z) = -175/32*z^3 + 221/56*z + 1
*
[ -3/10 ] 
f(z) = -175/36*z^3 + 229/48*z + 1
*
[ -1/2 ] 
f(z) = -174/23*z^3 + 225/46*z + 1
*
[ -1/2 ] 
f(z) = -174/25*z^3 + 237/50*z + 1
*
[ -3/7 ] 
f(z) = -173/27*z^3 + 221/49*z + 1
*
[ -5/9 ] 
f(z) = -171/25*z^3 + 221/45*z + 1
*
[ -1/2 ] 
f(z) = -170/23*z^3 + 223/46*z + 1
*
[ -3/7 ] 
f(z) = -170/27*z^3 + 220/49*z + 1
*
[ -8/13 ] 
f(z) = -169/20*z^3 + 233/40*z + 1
*
-8/13 | 0.12890953223488631256048579244157689793 | 0.022137818342610423564081125253135180604
f(z) = -169/21*z^3 + 233/42*z + 1
*
-20/39 | 0.20595356935246801558452123064811316780 | 0.028108380484063473755760600253823243307
f(z) = -169/25*z^3 + 224/45*z + 1
*
-1/4 | 0.15939873502380198130746076454017702807 | 0.027401700026102002122472436013953192004
f(z) = -168/25*z^3 + 221/50*z + 1
*
[ -1/2 ] 
f(z) = -166/23*z^3 + 221/46*z + 1
*
[ -1/2 ] 
f(z) = -166/25*z^3 + 233/50*z + 1
*
[ -1/2 ] 
f(z) = -162/25*z^3 + 231/50*z + 1
*
[ -6/7 ] 
f(z) = -161/36*z^3 + 229/42*z + 1
*
-1/2 | 0.15943633936463150099739311086775203102 | 0.027138420292745943635828039449542662151
f(z) = -178/33*z^3 + 221/66*z + 1
*
0 | 0.14814447147660285660990887924226333675 | 0.025216377564866664377775743328635908106
f(z) = -178/39*z^3 + 239/78*z + 1
*
0 | 0.15820631542261903843334912898425501249 | 0.026980945882306762444811688721033770470
f(z) = -176/39*z^3 + 235/78*z + 1
*
0 | 0.15237191253973344582234867139629450692 | 0.026140561695993996124009522626223076831
f(z) = -170/39*z^3 + 223/78*z + 1
*
[ 10/13 ] 
f(z) = -169/28*z^3 + 229/70*z + 1
*
12/13 | 0.17289500874953673971964671728173013861 | 0.029691507134376653255277632843535621022
f(z) = -169/30*z^3 + 223/60*z + 1
*
-4/13 | 0.16384887168798766062393706355386512901 | 0.028138001078625618084435945372332700325
f(z) = -169/30*z^3 + 227/60*z + 1
*
0 | 0.13936959194139512001533556082308764982 | 0.024007984773420013452914554592068697198
f(z) = -166/33*z^3 + 233/66*z + 1
*
-1/2 | 0.14797444265781447122304497971936206815 | 0.025490267401213148367477654989778155793
f(z) = -166/39*z^3 + 239/78*z + 1
*
0 | 0.16469067787530626356253417111886672174 | 0.028429188848607546522637060401059716105
f(z) = -164/33*z^3 + 229/66*z + 1
*
-7/18 | 0.12004832384324907746718252145959206682 | 0.020766934826859348174976309127601059688
f(z) = -162/35*z^3 + 229/70*z + 1
*
-4/35 | 0.18662665378574517159784603775781454238 | 0.026245904839421425337136724432506949986
f(z) = -175/24*z^3 + 239/84*z + 1
*
[ 10/13 ] 
f(z) = -169/36*z^3 + 223/90*z + 1
*
[ 3/5 ] 
f(z) = -170/21*z^3 + 236/105*z + 1
*
-5/26 | 0.16124633817203058722562535070069002271 | 0.024745481954004553208325430888728338015
f(z) = -169/35*z^3 + 221/140*z + 1
*
[ -18/13 ] 
f(z) = -169/27*z^3 + 247/18*z + 1
*
[ -1 ] 
f(z) = -180/31*z^3 + 242/31*z + 1
*
[ -1 ] 
f(z) = -180/37*z^3 + 254/37*z + 1
*
[ -1 ] 
f(z) = -179/31*z^3 + 241/31*z + 1
*
[ -1 ] 
f(z) = -179/32*z^3 + 243/32*z + 1
*
[ -1 ] 
f(z) = -179/33*z^3 + 245/33*z + 1
*
[ -1 ] 
f(z) = -179/34*z^3 + 247/34*z + 1
*
[ -1 ] 
f(z) = -179/35*z^3 + 249/35*z + 1
*
[ -1 ] 
f(z) = -179/36*z^3 + 251/36*z + 1
*
[ -1 ] 
f(z) = -179/37*z^3 + 253/37*z + 1
*
[ -1 ] 
f(z) = -179/38*z^3 + 255/38*z + 1
*
[ -1 ] 
f(z) = -179/39*z^3 + 257/39*z + 1
*
[ -1 ] 
f(z) = -178/31*z^3 + 240/31*z + 1
*
[ -1 ] 
f(z) = -178/33*z^3 + 244/33*z + 1
*
[ -1 ] 
f(z) = -178/35*z^3 + 248/35*z + 1
*
[ -1 ] 
f(z) = -178/37*z^3 + 252/37*z + 1
*
[ -1 ] 
f(z) = -178/39*z^3 + 256/39*z + 1
*
[ -1 ] 
f(z) = -177/32*z^3 + 241/32*z + 1
*
[ -1 ] 
f(z) = -177/34*z^3 + 245/34*z + 1
*
[ -1 ] 
f(z) = -177/35*z^3 + 247/35*z + 1
*
[ -1 ] 
f(z) = -177/37*z^3 + 251/37*z + 1
*
[ -1 ] 
f(z) = -177/38*z^3 + 253/38*z + 1
*
[ -1 ] 
f(z) = -176/35*z^3 + 246/35*z + 1
*
[ -1 ] 
f(z) = -176/37*z^3 + 250/37*z + 1
*
[ -1 ] 
f(z) = -176/39*z^3 + 254/39*z + 1
*
[ -1 ] 
f(z) = -175/33*z^3 + 241/33*z + 1
*
[ -1 ] 
f(z) = -175/34*z^3 + 243/34*z + 1
*
[ -1 ] 
f(z) = -175/36*z^3 + 247/36*z + 1
*
[ -1 ] 
f(z) = -175/37*z^3 + 249/37*z + 1
*
[ -1 ] 
f(z) = -175/38*z^3 + 251/38*z + 1
*
[ -1/5 ] 
f(z) = -175/39*z^3 + 241/39*z + 1
*
[ -1 ] 
f(z) = -175/39*z^3 + 253/39*z + 1
*
[ -1 ] 
f(z) = -174/35*z^3 + 244/35*z + 1
*
[ -1 ] 
f(z) = -174/37*z^3 + 248/37*z + 1
*
[ -1 ] 
f(z) = -173/34*z^3 + 241/34*z + 1
*
[ -1 ] 
f(z) = -173/35*z^3 + 243/35*z + 1
*
[ -1 ] 
f(z) = -173/36*z^3 + 245/36*z + 1
*
[ -1 ] 
f(z) = -173/37*z^3 + 247/37*z + 1
*
[ -1 ] 
f(z) = -173/38*z^3 + 249/38*z + 1
*
[ -1 ] 
f(z) = -173/39*z^3 + 251/39*z + 1
*
[ -5/4 ] 
f(z) = -172/25*z^3 + 251/20*z + 1
*
[ -1 ] 
f(z) = -172/35*z^3 + 242/35*z + 1
*
[ -1 ] 
f(z) = -172/37*z^3 + 246/37*z + 1
*
[ -1 ] 
f(z) = -172/39*z^3 + 250/39*z + 1
*
[ -1 ] 
f(z) = -171/35*z^3 + 241/35*z + 1
*
[ -1 ] 
f(z) = -171/37*z^3 + 245/37*z + 1
*
[ -1 ] 
f(z) = -170/37*z^3 + 244/37*z + 1
*
[ -1 ] 
f(z) = -170/39*z^3 + 248/39*z + 1
*
-3/13 | 0.15080924959976728318938027764713111041 | 0.027495867473034903416186928988249635866
f(z) = -169/24*z^3 + 241/24*z + 1
*
[ 20/13 ] 
f(z) = -169/32*z^3 + 257/20*z + 1
*
[ -1 ] 
f(z) = -169/36*z^3 + 241/36*z + 1
*
[ -1 ] 
f(z) = -169/37*z^3 + 243/37*z + 1
*
[ -1 ] 
f(z) = -169/38*z^3 + 245/38*z + 1
*
[ -1 ] 
f(z) = -168/37*z^3 + 242/37*z + 1
*
[ -1 ] 
f(z) = -167/37*z^3 + 241/37*z + 1
*
[ -1 ] 
f(z) = -167/38*z^3 + 243/38*z + 1
*
[ -1 ] 
f(z) = -167/39*z^3 + 245/39*z + 1
*
[ -1 ] 
f(z) = -166/37*z^3 + 240/37*z + 1
*
[ -1 ] 
f(z) = -166/39*z^3 + 244/39*z + 1
*
[ -1 ] 
f(z) = -165/38*z^3 + 241/38*z + 1
*
[ -5/4 ] 
f(z) = -164/25*z^3 + 241/20*z + 1
*
[ -1 ] 
f(z) = -164/39*z^3 + 242/39*z + 1
*
[ -1 ] 
f(z) = -163/39*z^3 + 241/39*z + 1
*
[ -1/9 ] 
f(z) = -162/25*z^3 + 252/25*z + 1
*
[ -1/2 ] 
f(z) = -178/27*z^3 + 251/54*z + 1
*
[ -5/11 ] 
f(z) = -176/25*z^3 + 256/55*z + 1
*
-6/11 | 0.26663173014338439171960700891473294776 | 0.029775706093987250450341060775082370105
f(z) = -176/27*z^3 + 243/44*z + 1
*
[ -15/44 ] 
f(z) = -176/27*z^3 + 258/55*z + 1
*
[ -2/5 ] 
f(z) = -175/27*z^3 + 245/54*z + 1
*
[ -2/5 ] 
f(z) = -175/29*z^3 + 259/58*z + 1
*
[ -6/7 ] 
f(z) = -175/36*z^3 + 241/42*z + 1
*
[ -1/2 ] 
f(z) = -170/27*z^3 + 247/54*z + 1
*
0 | 0.14241376536014114329823497172657417383 | 0.024432165729919600816958470845451758588
f(z) = -170/27*z^3 + 259/54*z + 1
*
[ -1/2 ] 
f(z) = -170/29*z^3 + 259/58*z + 1
*
[ -1/4 ] 
f(z) = -168/23*z^3 + 251/46*z + 1
*
[ -1/2 ] 
f(z) = -166/27*z^3 + 245/54*z + 1
*
0 | 0.14241390523580314357879816917157356085 | 0.024532402088557173086090970058449469515
f(z) = -166/27*z^3 + 251/54*z + 1
*
[ -1/2 ] 
f(z) = -166/29*z^3 + 257/58*z + 1
*
0 | 0.16808530031499103445992953200156683077 | 0.029015174428681410593853339547210764139
f(z) = -164/27*z^3 + 247/54*z + 1
*
[ -2/3 ] 
f(z) = -162/23*z^3 + 259/46*z + 1
*
[ -1/2 ] 
f(z) = -162/29*z^3 + 255/58*z + 1
*
[ -6/23 ] 
f(z) = -161/27*z^3 + 241/46*z + 1
*
0 | 0.13600116487674743740965879852651076853 | 0.023149407390038016201140867509049845197
f(z) = -178/33*z^3 + 257/66*z + 1
*
-1/2 | 0.14326281662337314117712092398071183040 | 0.024385447792776953635056412684448824723
f(z) = -178/39*z^3 + 245/78*z + 1
*
-2/5 | 0.17284701029451869897651484586869317665 | 0.029506483897349968470767995987248588601
f(z) = -175/39*z^3 + 251/78*z + 1
*
0 | 0.16467549061279584332362713198757904913 | 0.028194760143331965137000743185294261254
f(z) = -172/33*z^3 + 245/66*z + 1
*
-2/3 | 0.16904046291393096683634067231080966475 | 0.028971027601664816646384871419214327729
f(z) = -171/35*z^3 + 257/70*z + 1
*
0 | 0.13933550624164774074112342427767604369 | 0.023904066941488040649804099728276998115
f(z) = -170/33*z^3 + 241/66*z + 1
*
-1/2 | 0.14727205599354627624210751814100684330 | 0.025265642477194002354222623209276143651
f(z) = -170/39*z^3 + 241/78*z + 1
*
38/39 | 0.18803897546367237432027892145323421104 | 0.025663410858982722745242796652555467659
f(z) = -169/32*z^3 + 253/72*z + 1
*
-4/13 | 0.12105844544487950380006334700829235296 | 0.020789539979203232010737881029860584092
f(z) = -169/34*z^3 + 253/68*z + 1
*
-2/5 | 0.15431821287727133841100897878167560627 | 0.022979806810627927720277615078887324867
f(z) = -165/28*z^3 + 241/70*z + 1
*
-4/15 | 0.22630240734323415851000468615113685039 | 0.028961163629406966274545512048068607272
f(z) = -165/32*z^3 + 247/60*z + 1
*
-2/3 | 0.11305323636805093552176900850847450958 | 0.019556867738415039253907521042271853616
f(z) = -162/35*z^3 + 249/70*z + 1
*
3/4 | 0.12843913471727048197913463639872026410 | 0.019802027562468068245677415868155683309
f(z) = -164/21*z^3 + 257/84*z + 1
*
21/26 | 0.12665678775172025961876074448216720026 | 0.019437236784370131578020598901095460974
f(z) = -169/30*z^3 + 241/120*z + 1
*
-5/24 | 0.22373300990259513060418331626949892695 | 0.026949232708198680343942868446945867971
f(z) = -168/25*z^3 + 251/120*z + 1
*
-8/15 | 0.20298343557033216890411840516698220380 | 0.025976906567747706844360906885970880421
f(z) = -165/32*z^3 + 251/120*z + 1
*
-3/14 | 0.27952422159906003170147128477939288081 | 0.027658061842594714876516216469775108505
f(z) = -175/27*z^3 + 247/140*z + 1
*
[ 2/3 ] 
f(z) = -169/36*z^3 + 257/162*z + 1
*
[ 2/3 ] 
f(z) = -167/36*z^3 + 253/162*z + 1
*
0 | 0.19939344847887979623070948054872878312 | 0.029692042435675530950513845563015369269
f(z) = -165/34*z^3 + 247/170*z + 1
*
[ 2/3 ] 
f(z) = -163/36*z^3 + 245/162*z + 1
*
[ 2/3 ] 
f(z) = -161/36*z^3 + 241/162*z + 1
*
[ -1/6 ] 
f(z) = -180/37*z^3 + 264/37*z + 1
*
[ -9/10 ] 
f(z) = -175/27*z^3 + 265/36*z + 1
*
[ -4/35 ] 
f(z) = -175/32*z^3 + 275/28*z + 1
*
[ 6/5 ] 
f(z) = -170/27*z^3 + 277/30*z + 1
*
-1/13 | 0.10573886512052815282302565879494049548 | 0.018837778706705642361274617523748952950
f(z) = -169/21*z^3 + 274/21*z + 1
*
[ -2/3 ] 
f(z) = -180/23*z^3 + 275/46*z + 1
*
0 | 0.14371327501510157063718298300719680796 | 0.024462122465614006865046190465848690139
f(z) = -178/27*z^3 + 275/54*z + 1
*
[ -1/2 ] 
f(z) = -178/29*z^3 + 263/58*z + 1
*
0 | 0.15097114008989629813814772697647976150 | 0.025747038919871536608796943067462952438
f(z) = -176/27*z^3 + 271/54*z + 1
*
[ -6/25 ] 
f(z) = -175/27*z^3 + 277/50*z + 1
*
-6/35 | 0.17256778970247380954616078501432309509 | 0.024268761696172913971543125588996860365
f(z) = -175/32*z^3 + 261/56*z + 1
*
[ -2/7 ] 
f(z) = -175/32*z^3 + 277/56*z + 1
*
0 | 0.16808506027317920305782256587438868259 | 0.028778526424572489180845170843561957194
f(z) = -172/27*z^3 + 263/54*z + 1
*
[ -2/3 ] 
f(z) = -171/23*z^3 + 267/46*z + 1
*
[ -2/3 ] 
f(z) = -171/25*z^3 + 277/50*z + 1
*
0 | 0.14906441389453129242077974185789009502 | 0.025573135121415970567528386158447327415
f(z) = -170/21*z^3 + 277/42*z + 1
*
[ -8/13 ] 
f(z) = -169/28*z^3 + 275/56*z + 1
*
[ -1/4 ] 
f(z) = -168/25*z^3 + 271/50*z + 1
*
0 | 0.14547620219078460412921913414425739884 | 0.025059917292144770174744678471168215508
f(z) = -166/21*z^3 + 269/42*z + 1
*
0 | 0.16919871039312709591298424129052040892 | 0.029207373196611912147930358157549006473
f(z) = -164/21*z^3 + 265/42*z + 1
*
[ -3/4 ] 
f(z) = -163/27*z^3 + 275/48*z + 1
*
[ -2/9 ] 
f(z) = -162/23*z^3 + 269/46*z + 1
*
[ -2/3 ] 
f(z) = -162/25*z^3 + 269/50*z + 1
*
[ -6/7 ] 
f(z) = -161/27*z^3 + 275/42*z + 1
*
[ -2/7 ] 
f(z) = -161/32*z^3 + 275/56*z + 1
*
[ -1/2 ] 
f(z) = -178/31*z^3 + 275/62*z + 1
*
[ 3/4 ] 
f(z) = -176/23*z^3 + 274/69*z + 1
*
[ 3/4 ] 
f(z) = -176/25*z^3 + 272/75*z + 1
*
-6/25 | 0.24389937698137754832272130399364329630 | 0.029092225191685243476166330156937372349
f(z) = -175/24*z^3 + 269/75*z + 1
*
[ -2/5 ] 
f(z) = -175/31*z^3 + 273/62*z + 1
*
[ -1/2 ] 
f(z) = -174/31*z^3 + 273/62*z + 1
*
[ -1/2 ] 
f(z) = -170/31*z^3 + 271/62*z + 1
*
-6/13 | 0.20682503874451203011374927276896459873 | 0.028227317938407209793597837981807905810
f(z) = -169/32*z^3 + 277/72*z + 1
*
[ -1/2 ] 
f(z) = -166/31*z^3 + 269/62*z + 1
*
[ -1/2 ] 
f(z) = -162/31*z^3 + 267/62*z + 1
*
-11/18 | 0.087204863295770278707020039185540017649 | 0.015085406065419885387450696867135862647
f(z) = -162/35*z^3 + 261/70*z + 1
*
0 | 0.20971568785770076745681449987979965564 | 0.029842934657145719137034135098405045160
f(z) = -161/30*z^3 + 269/70*z + 1
*
[ 3/4 ] 
f(z) = -176/29*z^3 + 268/87*z + 1
*
[ 3/4 ] 
f(z) = -176/31*z^3 + 266/93*z + 1
*
4/5 | 0.20777559162548865078393571699507105950 | 0.029220147793131521853262211510286120977
f(z) = -175/24*z^3 + 263/84*z + 1
*
-3/7 | 0.16466723158544356153414528230807902660 | 0.023157680870837274392701527613563676999
f(z) = -175/36*z^3 + 271/84*z + 1
*
3/4 | 0.15075751261190318094258288427000285823 | 0.023073520793425001312116449826272721761
f(z) = -172/21*z^3 + 275/84*z + 1
*
-35/52 | 0.20606880639257924127225510128419797498 | 0.026076448463999319462083466381243202494
f(z) = -169/25*z^3 + 261/80*z + 1
*
[ 2/3 ] 
f(z) = -161/20*z^3 + 277/90*z + 1
*
-3/7 | 0.13163773260616496602847683546886996686 | 0.018732295579366445957361622072836550886
f(z) = -161/36*z^3 + 265/84*z + 1
*
[ 3/4 ] 
f(z) = -176/35*z^3 + 262/105*z + 1
*
[ 3/4 ] 
f(z) = -176/37*z^3 + 260/111*z + 1
*
[ 2/3 ] 
f(z) = -169/28*z^3 + 275/126*z + 1
*
[ 2/3 ] 
f(z) = -167/28*z^3 + 271/126*z + 1
*
[ 2/3 ] 
f(z) = -163/28*z^3 + 263/126*z + 1
*
[ 4/7 ] 
f(z) = -161/20*z^3 + 263/140*z + 1
*
[ 2/3 ] 
f(z) = -179/36*z^3 + 277/162*z + 1
*
[ 2/3 ] 
f(z) = -175/36*z^3 + 269/162*z + 1
*
[ 2/3 ] 
f(z) = -173/36*z^3 + 265/162*z + 1
*
[ 5/3 ] 
f(z) = -174/25*z^3 + 296/15*z + 1
*
-8/3 | 0.21008187083473547443979241347284328253 | 0.029644368505810157187987067647816960916
f(z) = -171/32*z^3 + 299/8*z + 1
*
[ 5/3 ] 
f(z) = -168/25*z^3 + 286/15*z + 1
*
-15/11 | 0.17024483398770558463792422548062490259 | 0.019025327542531082503636534275047230741
f(z) = -176/27*z^3 + 285/22*z + 1
*
[ 5/4 ] 
f(z) = -176/35*z^3 + 282/35*z + 1
*
4/3 | 0.12829106856864083238168509558443474569 | 0.022724696714833602029014898351869019268
f(z) = -171/28*z^3 + 283/28*z + 1
*
[ -1/13 ] 
f(z) = -169/20*z^3 + 281/20*z + 1
*
[ -1/13 ] 
f(z) = -169/21*z^3 + 295/21*z + 1
*
-1/13 | 0.16000332378162936082783723751900750014 | 0.028237076483721129423106904920727501319
f(z) = -169/24*z^3 + 289/24*z + 1
*
[ -15/13 ] 
f(z) = -169/30*z^3 + 281/30*z + 1
*
[ -20/13 ] 
f(z) = -169/32*z^3 + 283/20*z + 1
*
[ 17/13 ] 
f(z) = -169/34*z^3 + 297/34*z + 1
*
[ -2/13 ] 
f(z) = -169/38*z^3 + 289/38*z + 1
*
[ -1/9 ] 
f(z) = -162/29*z^3 + 292/29*z + 1
*
0 | 0.15531819734889176678435082522190390353 | 0.026437451684875653459720862580332204283
f(z) = -178/21*z^3 + 293/42*z + 1
*
0 | 0.16240678312851429023120747752429736476 | 0.027697305349692055361738510885113349650
f(z) = -176/21*z^3 + 289/42*z + 1
*
[ -3/4 ] 
f(z) = -175/27*z^3 + 287/48*z + 1
*
[ -6/35 ] 
f(z) = -175/27*z^3 + 295/42*z + 1
*
[ -6/35 ] 
f(z) = -175/36*z^3 + 293/42*z + 1
*
[ -3/14 ] 
f(z) = -172/27*z^3 + 292/49*z + 1
*
[ -2/3 ] 
f(z) = -171/29*z^3 + 297/58*z + 1
*
-2/13 | 0.14209453990738763513358248348353862179 | 0.024402098567969635282541113066112057161
f(z) = -169/21*z^3 + 281/42*z + 1
*
[ -3/4 ] 
f(z) = -169/27*z^3 + 281/48*z + 1
*
[ -2/9 ] 
f(z) = -162/25*z^3 + 291/50*z + 1
*
[ -5/27 ] 
f(z) = -162/25*z^3 + 298/45*z + 1
*
[ -2/3 ] 
f(z) = -162/29*z^3 + 289/58*z + 1
*
[ -1/2 ] 
f(z) = -178/33*z^3 + 287/66*z + 1
*
[ -1/2 ] 
f(z) = -178/35*z^3 + 299/70*z + 1
*
[ -1/3 ] 
f(z) = -177/20*z^3 + 299/60*z + 1
*
[ 5/6 ] 
f(z) = -177/25*z^3 + 283/60*z + 1
*
[ -3/8 ] 
f(z) = -175/27*z^3 + 293/64*z + 1
*
[ -2/5 ] 
f(z) = -175/33*z^3 + 287/66*z + 1
*
[ -1/2 ] 
f(z) = -174/35*z^3 + 297/70*z + 1
*
[ 8/9 ] 
f(z) = -171/32*z^3 + 295/72*z + 1
*
[ -1/2 ] 
f(z) = -170/33*z^3 + 283/66*z + 1
*
-3/13 | 0.12560241523140660509792958175426664358 | 0.020165721014057421960459514459561759603
f(z) = -169/20*z^3 + 287/60*z + 1
*
[ -15/26 ] 
f(z) = -169/25*z^3 + 299/60*z + 1
*
[ -15/26 ] 
f(z) = -169/27*z^3 + 289/60*z + 1
*
[ -3/8 ] 
f(z) = -169/27*z^3 + 291/64*z + 1
*
[ 12/13 ] 
f(z) = -169/30*z^3 + 283/60*z + 1
*
[ -4/13 ] 
f(z) = -169/30*z^3 + 287/60*z + 1
*
-12/13 | 0.13011304464860763358626192917749038811 | 0.022344499250733592369256782753603391402
f(z) = -169/30*z^3 + 293/60*z + 1
*
[ -6/13 ] 
f(z) = -169/33*z^3 + 281/66*z + 1
*
14/13 | 0.15889005739787634831398017902983744177 | 0.027286416808277018829006597047215591492
f(z) = -169/33*z^3 + 293/66*z + 1
*
[ -1/2 ] 
f(z) = -166/33*z^3 + 281/66*z + 1
*
[ -1/2 ] 
f(z) = -166/35*z^3 + 293/70*z + 1
*
[ -3/8 ] 
f(z) = -163/27*z^3 + 289/64*z + 1
*
[ -2/3 ] 
f(z) = -162/31*z^3 + 299/62*z + 1
*
[ -1/2 ] 
f(z) = -162/35*z^3 + 291/70*z + 1
*
[ -7/18 ] 
f(z) = -162/35*z^3 + 299/70*z + 1
*
-6/23 | 0.21795951308710145370504179558910654628 | 0.026525764063022812572204460872784867476
f(z) = -161/24*z^3 + 296/69*z + 1
*
-3/70 | 0.20489588442014022811893819290329928421 | 0.024113935963984274730771083241774276809
f(z) = -175/27*z^3 + 281/84*z + 1
*
-12/35 | 0.21005495020394403417088580738906025521 | 0.029540701299994153726012266313461947759
f(z) = -175/36*z^3 + 293/84*z + 1
*
-1/4 | 0.18444076676641992881591914464849223294 | 0.028228761495261159633407699619293011070
f(z) = -172/21*z^3 + 295/84*z + 1
*
[ 2/3 ] 
f(z) = -169/20*z^3 + 293/90*z + 1
*
-11/26 | 0.18049393119204233716944289529420853177 | 0.027699291455257097463627365612130361726
f(z) = -169/21*z^3 + 289/84*z + 1
*
[ 2/3 ] 
f(z) = -167/20*z^3 + 289/90*z + 1
*
-1/4 | 0.17080843580198999222458108247838248646 | 0.026334289475700255815789648704055132681
f(z) = -164/21*z^3 + 293/84*z + 1
*
[ 2/3 ] 
f(z) = -163/20*z^3 + 281/90*z + 1
*
[ 4/5 ] 
f(z) = -161/32*z^3 + 297/100*z + 1
*
[ 2/3 ] 
f(z) = -179/28*z^3 + 295/126*z + 1
*
-18/35 | 0.19086103279036742351031172735058430454 | 0.026841399138627728249940139994239771596
f(z) = -175/36*z^3 + 281/126*z + 1
*
[ 2/3 ] 
f(z) = -173/28*z^3 + 283/126*z + 1
*
-8/15 | 0.21170812162792145595384328395244127598 | 0.027093452624395757283854073835519939265
f(z) = -165/32*z^3 + 281/120*z + 1
*
0 | 0.16180286406817461983007904261075926059 | 0.024945860784699299383382704858049680918
f(z) = -164/33*z^3 + 293/132*z + 1
*
-15/26 | 0.16425308818416833374002533074714558280 | 0.025206909351420412361381400512151911339
f(z) = -169/35*z^3 + 281/140*z + 1
*
5/7 | 0.19735016959935484013005355551773684980 | 0.028083298279175012658916552516085194599
f(z) = -161/30*z^3 + 281/210*z + 1
*
-2/5 | 0.064627330467496397972876904832604261399 | 0.012513070395132209208476541238126424293
f(z) = -175/48*z^3 + 13/12*z + 1
*
[ -6/5 ] 
f(z) = -175/54*z^3 + 13/2*z + 1
*
[ 2/3 ] 
f(z) = -171/40*z^3 + 7/5*z + 1
*
[ 2/3 ] 
f(z) = -171/56*z^3 + 6/7*z + 1
*
-6/13 | 0.12142863121179996171757727978486081726 | 0.023670765829851451861547448373757562464
f(z) = -169/40*z^3 + 7/5*z + 1
*
[ 10/13 ] 
f(z) = -169/40*z^3 + 11/5*z + 1
*
[ 10/13 ] 
f(z) = -169/50*z^3 + 17/10*z + 1
*
-12/13 | 0.13484858086495809270234959223716710934 | 0.025086808652029430817123903556491725878
f(z) = -169/54*z^3 + 4*z + 1
*
[ -3/13 ] 
f(z) = -169/54*z^3 + 11/2*z + 1
*
12/13 | 0.13973589577600633453183606492214042024 | 0.027239503846247337650263251970722388579
f(z) = -169/54*z^3 + 11/6*z + 1
*
-15/26 | 0.089682256064118734632446506391689331943 | 0.013762983235386167150013385056514212556
f(z) = -169/54*z^3 + 11/8*z + 1
*
[ -12/13 ] 
f(z) = -169/54*z^3 + 19/4*z + 1
*
[ 9/13 ] 
f(z) = -169/54*z^3 + 19/18*z + 1
*
[ 7/9 ] 
f(z) = -162/49*z^3 + 12/7*z + 1
*
[ 2/3 ] 
f(z) = -177/56*z^3 + 19/21*z + 1
*
[ 2/3 ] 
f(z) = -165/56*z^3 + 17/21*z + 1
*
[ 7/6 ] 
f(z) = -180/49*z^3 + 36/7*z + 1
*
[ 2/3 ] 
f(z) = -177/40*z^3 + 22/15*z + 1
*
[ 3/4 ] 
f(z) = -176/45*z^3 + 28/15*z + 1
*
[ 4/5 ] 
f(z) = -175/48*z^3 + 25/12*z + 1
*
-4/5 | 0.10291297208549161076425321645865811556 | 0.019925892884059257539578825972251481205
f(z) = -175/48*z^3 + 31/12*z + 1
*
-4/5 | 0.13841939637143247071414436974465841160 | 0.026800606466617998998789301027140852821
f(z) = -175/48*z^3 + 37/12*z + 1
*
[ -3/5 ] 
f(z) = -175/54*z^3 + 23/6*z + 1
*
[ 6/5 ] 
f(z) = -175/54*z^3 + 29/6*z + 1
*
[ 6/7 ] 
f(z) = -175/54*z^3 + 31/14*z + 1
*
[ -3/10 ] 
f(z) = -175/54*z^3 + 37/8*z + 1
*
[ -2/3 ] 
f(z) = -171/40*z^3 + 22/5*z + 1
*
[ -2/3 ] 
f(z) = -171/56*z^3 + 27/7*z + 1
*
-10/13 | 0.12792171140222435176173573630545465639 | 0.024740761508010518003513626165590393508
f(z) = -169/40*z^3 + 22/5*z + 1
*
[ -10/13 ] 
f(z) = -169/40*z^3 + 24/5*z + 1
*
-6/13 | 0.082552816485175594647248287203936018663 | 0.015357868044037161407529275626079697556
f(z) = -169/40*z^3 + 27/5*z + 1
*
[ -2/13 ] 
f(z) = -169/40*z^3 + 38/5*z + 1
*
-6/13 | 0.13549041238958744426095679579114907042 | 0.026411907898968960565658037937788933712
f(z) = -169/45*z^3 + 22/15*z + 1
*
[ 12/13 ] 
f(z) = -169/48*z^3 + 35/12*z + 1
*
-12/13 | 0.055775436465635143751337243929979807996 | 0.010872619434645414166534229781491545900
f(z) = -169/48*z^3 + 37/12*z + 1
*
[ -7/13 ] 
f(z) = -169/49*z^3 + 27/7*z + 1
*
[ -6/13 ] 
f(z) = -169/54*z^3 + 23/6*z + 1
*
-15/26 | 0.19719123572131197840266516560545505583 | 0.029915199650092901194814851511772763460
f(z) = -169/54*z^3 + 27/8*z + 1
*
[ 12/13 ] 
f(z) = -169/54*z^3 + 31/12*z + 1
*
[ 14/13 ] 
f(z) = -169/56*z^3 + 25/7*z + 1
*
18/13 | 0.13709510773833935481170354370397892582 | 0.025014438946972503232317306608617819316
f(z) = -169/56*z^3 + 30/7*z + 1
*
-6/13 | 0.14685049772938957535519543198706703863 | 0.025931753937626677372258876359197297462
f(z) = -169/56*z^3 + 36/7*z + 1
*
[ -14/13 ] 
f(z) = -169/56*z^3 + 38/7*z + 1
*
[ -7/9 ] 
f(z) = -162/49*z^3 + 30/7*z + 1
*
[ 2/3 ] 
f(z) = -171/44*z^3 + 27/22*z + 1
*
[ 2/3 ] 
f(z) = -171/52*z^3 + 25/26*z + 1
*
[ -7/6 ] 
f(z) = -180/49*z^3 + 48/7*z + 1
*
-2/3 | 0.13024023656286148090839309071863897726 | 0.020756203362288398934161285662556051324
f(z) = -177/40*z^3 + 52/15*z + 1
*
[ -4/5 ] 
f(z) = -175/48*z^3 + 55/12*z + 1
*
-3/7 | 0.19866654858094434689748526369786419075 | 0.027939113856790514926848609633372954065
f(z) = -175/54*z^3 + 41/14*z + 1
*
-6/5 | 0.21240620988103790081257500941098762073 | 0.027095629900257630700339807710522679016
f(z) = -175/54*z^3 + 47/7*z + 1
*
[ -3/7 ] 
f(z) = -175/54*z^3 + 55/14*z + 1
*
[ 3 ] 
f(z) = -173/54*z^3 + 59/2*z + 1
*
[ -6/13 ] 
f(z) = -169/48*z^3 + 47/12*z + 1
*
-6/13 | 0.067044565477751600212687297479887943642 | 0.012270612981915783727537353797258680046
f(z) = -169/48*z^3 + 59/12*z + 1
*
[ 14/13 ] 
f(z) = -169/49*z^3 + 57/14*z + 1
*
[ -5/13 ] 
f(z) = -169/50*z^3 + 41/10*z + 1
*
[ -10/13 ] 
f(z) = -169/50*z^3 + 43/10*z + 1
*
[ 15/13 ] 
f(z) = -169/54*z^3 + 43/10*z + 1
*
[ -3 ] 
f(z) = -169/54*z^3 + 59/2*z + 1
*
[ 3/2 ] 
f(z) = -169/54*z^3 + 59/8*z + 1
*
[ -2/13 ] 
f(z) = -169/56*z^3 + 53/7*z + 1
*
[ 3 ] 
f(z) = -167/54*z^3 + 57/2*z + 1
*
[ -3 ] 
f(z) = -163/54*z^3 + 57/2*z + 1
*
[ 3/2 ] 
f(z) = -163/54*z^3 + 57/8*z + 1
*
[ -7/18 ] 
f(z) = -162/49*z^3 + 57/14*z + 1
*
-6/7 | 0.20228512233194865997044468051409026421 | 0.028307523371464685631286569479812394383
f(z) = -161/54*z^3 + 47/14*z + 1
*
[ 3 ] 
f(z) = -161/54*z^3 + 55/2*z + 1
*
[ 7/10 ] 
f(z) = -180/49*z^3 + 48/35*z + 1
*
[ 3/4 ] 
f(z) = -179/54*z^3 + 49/32*z + 1
*
[ 3/4 ] 
f(z) = -173/54*z^3 + 47/32*z + 1
*
-3/26 | 0.18409086132077003307428214462826844285 | 0.028251290158603066241417635105596279279
f(z) = -169/54*z^3 + 41/24*z + 1
*
[ 10/13 ] 
f(z) = -169/56*z^3 + 52/35*z + 1
*
[ 3/4 ] 
f(z) = -167/54*z^3 + 45/32*z + 1
*
[ 3/4 ] 
f(z) = -161/54*z^3 + 43/32*z + 1
*
0 | 0.13581814235141547680577534180418787122 | 0.026267974619349596646722784954419062113
f(z) = -176/59*z^3 + 58/59*z + 1
*
0 | 0.12286808031355323315696388198474976893 | 0.023789578296932697167103464332848802831
f(z) = -175/58*z^3 + 59/58*z + 1
*
0 | 0.13571722817756216496100609154375227289 | 0.026277415726960386520220624111912721650
f(z) = -175/59*z^3 + 57/59*z + 1
*
0 | 0.13561576053756889034904220584562804431 | 0.026286936788255887883025377103961551614
f(z) = -174/59*z^3 + 56/59*z + 1
*
0 | 0.11514126650585837561641116088466529500 | 0.022343246912089325426485104142653366591
f(z) = -173/57*z^3 + 59/57*z + 1
*
0 | 0.12266443676643617495850060805489055307 | 0.023803123599178090903034156225731391010
f(z) = -173/58*z^3 + 57/58*z + 1
*
0 | 0.13551373332138629422135870649149185009 | 0.026296538986087196124005802568334712178
f(z) = -173/59*z^3 + 55/59*z + 1
*
0 | 0.11503955583440515556585691449997176775 | 0.022348650659576847245821295046312055956
f(z) = -172/57*z^3 + 58/57*z + 1
*
0 | 0.13541114031713753628379934786050972169 | 0.026306223528182113336799927595443821490
f(z) = -172/59*z^3 + 54/59*z + 1
*
[ 2/3 ] 
f(z) = -171/46*z^3 + 53/46*z + 1
*
[ 2/3 ] 
f(z) = -171/50*z^3 + 51/50*z + 1
*
0 | 0.10388877044349625923186183753686768401 | 0.020205283621116782877878289854099979392
f(z) = -171/56*z^3 + 59/56*z + 1
*
[ 2/3 ] 
f(z) = -171/58*z^3 + 47/58*z + 1
*
0 | 0.12245852670336787642254359800662383212 | 0.023816907768789077358976356878862846050
f(z) = -171/58*z^3 + 55/58*z + 1
*
0 | 0.13530797520884115917009545847850279785 | 0.026315991647823245272115817108228843998
f(z) = -171/59*z^3 + 53/59*z + 1
*
0 | 0.11483130590294074380440135308473550722 | 0.022358997789814729274631684439133553925
f(z) = -170/57*z^3 + 56/57*z + 1
*
0 | 0.13520423157406989450350208457216687311 | 0.026325844604548819661523007052164631148
f(z) = -170/59*z^3 + 52/59*z + 1
*
8/13 | 0.15349989391431693570671838952615319361 | 0.029922597393157064940163218628298471409
f(z) = -169/44*z^3 + 53/44*z + 1
*
9/13 | 0.11476909691381941042705281389211868812 | 0.022372585365077808507799857690896571457
f(z) = -169/48*z^3 + 49/48*z + 1
*
0 | 0.13504301917782661384094402452955811883 | 0.026324695024675878269661925088608594403
f(z) = -169/55*z^3 + 59/55*z + 1
*
0 | 0.10653268868418973580830762388042762349 | 0.020767015998636002356974721511265421907
f(z) = -169/56*z^3 + 57/56*z + 1
*
0 | 0.11472682086645633291581655269719107611 | 0.022364344257462935945733870368422536036
f(z) = -169/57*z^3 + 55/57*z + 1
*
0 | 0.12225029905736871397170881459543129346 | 0.023830938162918864822268825123779872425
f(z) = -169/58*z^3 + 53/58*z + 1
*
0 | 0.13509990288154323441154032856662555764 | 0.026335783684877130134480580073720197922
f(z) = -169/59*z^3 + 51/59*z + 1
*
0 | 0.13493778191884173173284001809858775540 | 0.026334646859589496414863569982451596637
f(z) = -168/55*z^3 + 58/55*z + 1
*
0 | 0.13499498248865150556867506352753878421 | 0.026345810203055551666371863896932555289
f(z) = -168/59*z^3 + 50/59*z + 1
*
0 | 0.10841900014958010730751098413910522228 | 0.021183886523376596534127029083306939423
f(z) = -167/54*z^3 + 59/54*z + 1
*
0 | 0.13483194264606765624157697684321790405 | 0.026344686529114618159958670686189750623
f(z) = -167/55*z^3 + 57/55*z + 1
*
0 | 0.098715218576505005530741464353854687512 | 0.019287873763546216189055882378371111338
f(z) = -167/56*z^3 + 55/56*z + 1
*
0 | 0.11451606367625317897300035630800561890 | 0.022375186034501638806833857927125895828
f(z) = -167/57*z^3 + 53/57*z + 1
*
0 | 0.12203970101437053370124724507452029742 | 0.023845222461639216115686498432751211796
f(z) = -167/58*z^3 + 51/58*z + 1
*
0 | 0.13488946363890909207087605812474712463 | 0.026355925501835117402722792302252321400
f(z) = -167/59*z^3 + 49/59*z + 1
*
0 | 0.13472549442617001357961961426136784947 | 0.026354815387671928158958402002789382130
f(z) = -166/55*z^3 + 56/55*z + 1
*
0 | 0.11441081145004958397844528980254337664 | 0.022380885124694634900619685962336854272
f(z) = -166/57*z^3 + 52/57*z + 1
*
0 | 0.13478333945933435848772419167355064050 | 0.026366130953271692932841627055338844179
f(z) = -166/59*z^3 + 48/59*z + 1
*
0 | 0.13458924359718172799788049832600759903 | 0.026359318618881584118980326228576445297
f(z) = -165/53*z^3 + 59/53*z + 1
*
0 | 0.10610842303835233920479262786269184835 | 0.020781346683142901109289240682206280569
f(z) = -165/56*z^3 + 53/56*z + 1
*
0 | 0.12182667793253613940616653763529498738 | 0.023859768686379877908802928394817066206
f(z) = -165/58*z^3 + 49/58*z + 1
*
0 | 0.13467660295775372507335148439613847232 | 0.026376427959554832772572006002550822799
f(z) = -165/59*z^3 + 47/59*z + 1
*
0 | 0.13448138935278266537035643634539086853 | 0.026369590509090580631688908750966901220
f(z) = -164/53*z^3 + 58/53*z + 1
*
0 | 0.13451074280601271189348753145922219585 | 0.026375346238901443511313792599575349634
f(z) = -164/55*z^3 + 54/55*z + 1
*
0 | 0.11419535653598884141790342924359995154 | 0.022391832835651153832341380135587252546
f(z) = -164/57*z^3 + 50/57*z + 1
*
0 | 0.13456924702002724311559429509960812755 | 0.026386817953865455107519417538126007777
f(z) = -164/59*z^3 + 46/59*z + 1
*
[ 2/3 ] 
f(z) = -163/40*z^3 + 59/45*z + 1
*
0 | 0.10868730225748037712315555421363146400 | 0.021337383651099769220319319138047479617
f(z) = -163/52*z^3 + 59/52*z + 1
*
0 | 0.13437290270443076688812452589178396131 | 0.026379955319196534718620654310932333590
f(z) = -163/53*z^3 + 57/53*z + 1
*
0 | 0.10798915096659435974012941089755439952 | 0.021200323280378126404298434203537463924
f(z) = -163/54*z^3 + 55/54*z + 1
*
0 | 0.13440242492490600076286386208895942713 | 0.026385751092312883860220153944204065960
f(z) = -163/55*z^3 + 53/55*z + 1
*
0 | 0.10304012746643089957295814786406390203 | 0.020228735883065313528086501918210263567
f(z) = -163/56*z^3 + 51/56*z + 1
*
0 | 0.11408824028068615667033480501280058473 | 0.022397690460481659198123369268616820850
f(z) = -163/57*z^3 + 49/57*z + 1
*
0 | 0.12161117325686347058276637192963470873 | 0.023874585219668281826249479778033746425
f(z) = -163/58*z^3 + 47/58*z + 1
*
0 | 0.13446126440719290951824983185175860734 | 0.026397302401263524901552617686080464685
f(z) = -163/59*z^3 + 45/59*z + 1
*
0 | 0.13426377618583198661964207317402005193 | 0.026390414517762497474775074106689342105
f(z) = -162/53*z^3 + 56/53*z + 1
*
0 | 0.13429346912910288457264405347096234891 | 0.026396250858013250029905105728095676279
f(z) = -162/55*z^3 + 52/55*z + 1
*
0 | 0.13435264775252684568473636833354705357 | 0.026407882799606992457605911080651324328
f(z) = -162/59*z^3 + 44/59*z + 1
*
[ 2/3 ] 
f(z) = -161/40*z^3 + 58/45*z + 1
*
0 | 0.11378042765496550561078263850535947272 | 0.022391531844821683057020369837266325905
f(z) = -161/51*z^3 + 59/51*z + 1
*
0 | 0.10846822944520420302687344128288244476 | 0.021346112541770892438058428378630280492
f(z) = -161/52*z^3 + 57/52*z + 1
*
0 | 0.13415400219757764005580929182281688165 | 0.026400969606359566314204887503847183122
f(z) = -161/53*z^3 + 55/53*z + 1
*
6/7 | 0.20158377365217245853746065075919256862 | 0.028685748054883693168926326431406176911
f(z) = -161/54*z^3 + 43/42*z + 1
*
0 | 0.10777042237270154744770191104137831604 | 0.021208786908465425474281856353647469852
f(z) = -161/54*z^3 + 53/54*z + 1
*
0 | 0.13418386785344849980461452791954851779 | 0.026406847047658405176959853967859255303
f(z) = -161/55*z^3 + 51/55*z + 1
*
0 | 0.11386899147378766784708327947967590908 | 0.022408960849179700337310677813680308918
f(z) = -161/57*z^3 + 47/57*z + 1
*
0 | 0.12139312842873962209824029562917636561 | 0.023889680826278976159949176794257279695
f(z) = -161/58*z^3 + 45/58*z + 1
*
0 | 0.13424338955851634632782248819770768853 | 0.026418560680503294607043490978242020353
f(z) = -161/59*z^3 + 43/59*z + 1
*
[ 2/3 ] 
f(z) = -179/56*z^3 + 58/63*z + 1
*
[ 2/3 ] 
f(z) = -173/56*z^3 + 55/63*z + 1
*
[ 2/3 ] 
f(z) = -169/56*z^3 + 53/63*z + 1
*
[ 2/3 ] 
f(z) = -167/56*z^3 + 52/63*z + 1
*
[ 2/3 ] 
f(z) = -163/56*z^3 + 50/63*z + 1
*
[ 3 ] 
f(z) = -179/54*z^3 + 61/2*z + 1
*
[ -3/2 ] 
f(z) = -179/54*z^3 + 73/8*z + 1
*
[ -2/3 ] 
f(z) = -177/40*z^3 + 67/15*z + 1
*
[ -3/4 ] 
f(z) = -176/45*z^3 + 68/15*z + 1
*
[ 6/5 ] 
f(z) = -175/48*z^3 + 65/12*z + 1
*
-2/5 | 0.073914002372989480034850445686415520592 | 0.013020469963565336525087457656245141898
f(z) = -175/48*z^3 + 73/12*z + 1
*
[ -3 ] 
f(z) = -175/54*z^3 + 61/2*z + 1
*
[ 3/2 ] 
f(z) = -175/54*z^3 + 61/8*z + 1
*
[ 12/5 ] 
f(z) = -175/54*z^3 + 77/4*z + 1
*
[ -3/2 ] 
f(z) = -173/54*z^3 + 71/8*z + 1
*
[ -6/13 ] 
f(z) = -169/40*z^3 + 61/15*z + 1
*
-6/13 | 0.17051222519502942635179400748262618276 | 0.026885676564264223364806060318460441207
f(z) = -169/40*z^3 + 71/15*z + 1
*
-6/13 | 0.13200318415647505478182358350782477603 | 0.024890740103568002433178916837512291298
f(z) = -169/45*z^3 + 67/15*z + 1
*
-12/13 | 0.056952699307149600888058664611277079814 | 0.010709179065736198102400915100666155271
f(z) = -169/45*z^3 + 68/15*z + 1
*
[ 15/13 ] 
f(z) = -169/45*z^3 + 77/15*z + 1
*
-2/13 | 0.16277899581969495663658194212217845387 | 0.029114536733337483305101677177619546375
f(z) = -169/48*z^3 + 67/12*z + 1
*
-4/13 | 0.14809684972190177563830452159738866403 | 0.025730278429132344387918034921272748206
f(z) = -169/48*z^3 + 79/12*z + 1
*
20/13 | 0.10821033746838226735867667271479480643 | 0.018427821332591015914408991524922426639
f(z) = -169/50*z^3 + 71/10*z + 1
*
[ -9/13 ] 
f(z) = -169/54*z^3 + 71/18*z + 1
*
[ -3/2 ] 
f(z) = -167/54*z^3 + 69/8*z + 1
*
-2 | 0.10861036533798836713930005293330191894 | 0.016841716255292784775095890288965620158
f(z) = -165/56*z^3 + 79/7*z + 1
*
-2 | 0.10828646509417437473232616689781264867 | 0.016791490515011369679667942884788647181
f(z) = -163/40*z^3 + 79/5*z + 1
*
-2 | 0.10838823627525292828974153012877817690 | 0.016840538221097007094567143544472389700
f(z) = -163/56*z^3 + 78/7*z + 1
*
[ 7/6 ] 
f(z) = -162/49*z^3 + 65/14*z + 1
*
-2 | 0.10806145518655807266540050075242960185 | 0.016789765465646664147600833764110287623
f(z) = -161/40*z^3 + 78/5*z + 1
*
[ -6/7 ] 
f(z) = -161/54*z^3 + 61/14*z + 1
*
[ -3/2 ] 
f(z) = -161/54*z^3 + 67/8*z + 1
*
[ 7/8 ] 
f(z) = -176/49*z^3 + 73/28*z + 1
*
0 | 0.13613587222570837862113541851705554673 | 0.026215483034943971006741394760484669310
f(z) = -180/53*z^3 + 74/53*z + 1
*
0 | 0.13621638314484073678751430225566513106 | 0.026230986903249473383858525734469469541
f(z) = -180/59*z^3 + 62/59*z + 1
*
[ 2/3 ] 
f(z) = -179/40*z^3 + 67/45*z + 1
*
0 | 0.12316062082374393843860097417406126805 | 0.023742329071624248825413006629335801779
f(z) = -179/50*z^3 + 79/50*z + 1
*
0 | 0.11566492424738327655553210950385696642 | 0.022297343705792994017223079699867962578
f(z) = -179/51*z^3 + 77/51*z + 1
*
0 | 0.11035233681421513536221976747284285310 | 0.021273207921023252196274655948312031559
f(z) = -179/52*z^3 + 75/52*z + 1
*
0 | 0.13603668985072814574613680566702801928 | 0.026224517501196298938990088471061024008
f(z) = -179/53*z^3 + 73/53*z + 1
*
0 | 0.10965169341911358749691460367539232906 | 0.021138141160746301904588231435735098821
f(z) = -179/54*z^3 + 71/54*z + 1
*
0 | 0.13606372538749702274915175916680605362 | 0.026229729285663618922564175524431999657
f(z) = -179/55*z^3 + 69/55*z + 1
*
0 | 0.10470018863021857487428748974945918716 | 0.020183613201148647017686296033980115665
f(z) = -179/56*z^3 + 67/56*z + 1
*
0 | 0.11574603120773289943876580972937726152 | 0.022312979126674606528211192282574336913
f(z) = -179/57*z^3 + 65/57*z + 1
*
0 | 0.12326876384593568054501911227466606369 | 0.023763176378194347794418161823250877155
f(z) = -179/58*z^3 + 63/58*z + 1
*
0 | 0.13611762369531785203376673709054593813 | 0.026240119549630517682713981188935745458
f(z) = -179/59*z^3 + 61/59*z + 1
*
0 | 0.11556506373552260433804068003275222376 | 0.022302178895335848044170630551525713732
f(z) = -178/51*z^3 + 76/51*z + 1
*
0 | 0.13593697300067080558417061663601396976 | 0.026233626256544110759586224840248837515
f(z) = -178/53*z^3 + 72/53*z + 1
*
0 | 0.13596415159802509180006966791616446076 | 0.026238871284069962205322372690172405143
f(z) = -178/55*z^3 + 68/55*z + 1
*
0 | 0.11564659988305304485325618892599638958 | 0.022317914046512867877671652751896897654
f(z) = -178/57*z^3 + 64/57*z + 1
*
0 | 0.13601833424499330937238010499380969702 | 0.026249327654244892306731784179930389304
f(z) = -178/59*z^3 + 60/59*z + 1
*
0 | 0.13578189135229543720938617707958274080 | 0.026232218611801669903919094131168195649
f(z) = -177/49*z^3 + 79/49*z + 1
*
0 | 0.12296021310859991448839322542145077213 | 0.023755149959206882767384341183478963879
f(z) = -177/50*z^3 + 77/50*z + 1
*
0 | 0.11015221856663749429908699949024410328 | 0.021280724912852268737454401476552452176
f(z) = -177/52*z^3 + 73/52*z + 1
*
0 | 0.13583671587973095860076592162539492218 | 0.026242810370206668751379369480151107054
f(z) = -177/53*z^3 + 71/53*z + 1
*
0 | 0.13586403906217181239571807169495421824 | 0.026248089039459396763595978933395008239
f(z) = -177/55*z^3 + 67/55*z + 1
*
0 | 0.10735310320989380692671885644360931571 | 0.020739953200023197740176021644534291936
f(z) = -177/56*z^3 + 65/56*z + 1
*
0 | 0.12306950674088456139433632786894655073 | 0.023776264810579294841358783775874340222
f(z) = -177/58*z^3 + 61/58*z + 1
*
0 | 0.13568079393524631913904759713675449690 | 0.026241410681369909658993499617591486187
f(z) = -176/49*z^3 + 78/49*z + 1
*
0 | 0.11536371138208321516980767549055318608 | 0.022311975337858477126324244312770398468
f(z) = -176/51*z^3 + 74/51*z + 1
*
0 | 0.13573591259724985072132785268655851257 | 0.026252070933303079964586004430932146437
f(z) = -176/53*z^3 + 70/53*z + 1
*
0 | 0.11544715331486444894469398295880917096 | 0.022328113465906317273743070508455488379
f(z) = -176/57*z^3 + 62/57*z + 1
*
0 | 0.089548459210732788107597120178684886389 | 0.017338271065413740253221787868872494976
f(z) = -175/48*z^3 + 79/48*z + 1
*
0 | 0.11526324122866510114716543431037308550 | 0.022317137982216036848093265726413251051
f(z) = -175/51*z^3 + 73/51*z + 1
*
0 | 0.10994991246325935427005023208112170871 | 0.021288377295474667415476283428734960754
f(z) = -175/52*z^3 + 71/52*z + 1
*
0 | 0.13563455716563285491622924298146800960 | 0.026261409059434044153747957504281428194
f(z) = -175/53*z^3 + 69/53*z + 1
*
0 | 0.10924985178438107677181256601748526342 | 0.021152832341160429885707867427546593390
f(z) = -175/54*z^3 + 67/54*z + 1
*
-3/5 | 0.11051422177769354129525957017509516268 | 0.015541969431172471132760848529582200346
f(z) = -175/54*z^3 + 71/42*z + 1
*
0 | 0.11534505905908476867081311495936346286 | 0.022332979457706552338306248411447233200
f(z) = -175/57*z^3 + 61/57*z + 1
*
0 | 0.13547692698209335506233481227358425812 | 0.026260026133606252159063993388949341140
f(z) = -174/49*z^3 + 76/49*z + 1
*
0 | 0.13553264349820944983559417646767877145 | 0.026270825885282606096325723158765137495
f(z) = -174/53*z^3 + 68/53*z + 1
*
0 | 0.13556040983097332150608815157031894268 | 0.026276207942879100384825727477820326047
f(z) = -174/55*z^3 + 64/55*z + 1
*
[ 2/3 ] 
f(z) = -173/40*z^3 + 64/45*z + 1
*
0 | 0.13534604121263892322145908388222732368 | 0.026263998209833351388325280717970214407
f(z) = -173/47*z^3 + 79/47*z + 1
*
0 | 0.089344344793060804579106971686565697556 | 0.017337335401019157624744096471349333361
f(z) = -173/48*z^3 + 77/48*z + 1
*
0 | 0.13537414506653072209659001166437761332 | 0.026269451783219690644080124243276785685
f(z) = -173/49*z^3 + 75/49*z + 1
*
0 | 0.12255276673908921101098194634391727198 | 0.023781453948761608522286902895867485032
f(z) = -173/50*z^3 + 73/50*z + 1
*
0 | 0.11505854793807439103341162298622263613 | 0.022327195313559115331956816404746882922
f(z) = -173/51*z^3 + 71/51*z + 1
*
0 | 0.10974537010068669090820915153536266417 | 0.021296169271279529732474528563754951401
f(z) = -173/52*z^3 + 69/52*z + 1
*
0 | 0.13543016540703377848634941316876864327 | 0.026280322571234649834132310100955076249
f(z) = -173/53*z^3 + 67/53*z + 1
*
0 | 0.10904561030721453223999352764708298171 | 0.021160380371963353017614104476495531248
f(z) = -173/54*z^3 + 65/54*z + 1
*
0 | 0.13545808267365533794193232251239521435 | 0.026285739937224838901016531065982822271
f(z) = -173/55*z^3 + 63/55*z + 1
*
0 | 0.10694744291813818971231815755285931526 | 0.020753229456747032469179798441354187522
f(z) = -173/56*z^3 + 61/56*z + 1
*
0 | 0.13524253065800928455215283357436944221 | 0.026273467852602908202808098768167740267
f(z) = -172/47*z^3 + 78/47*z + 1
*
0 | 0.13527078909902690662636705267355795176 | 0.026278957599341813964584376115115443003
f(z) = -172/49*z^3 + 74/49*z + 1
*
0 | 0.11495534588454071434941731739161988794 | 0.022332291253997344568915340941289608217
f(z) = -172/51*z^3 + 70/51*z + 1
*
0 | 0.13532711660062379492862966888825001136 | 0.026289900302019905566576812772532054619
f(z) = -172/53*z^3 + 66/53*z + 1
*
0 | 0.13535518645374975797309284541883429763 | 0.026295353411926560509749513702983555344
f(z) = -172/55*z^3 + 62/55*z + 1
*
0 | 0.12228879964982527905901735042647134323 | 0.023783897624955775853510017733196101935
f(z) = -171/46*z^3 + 79/46*z + 1
*
0 | 0.13513843788639286626037021761884515344 | 0.026283018404711319147378531830435872202
f(z) = -171/47*z^3 + 77/47*z + 1
*
0 | 0.13516685262688287044438705931259313016 | 0.026288544775734578355594807117436412669
f(z) = -171/49*z^3 + 73/49*z + 1
*
0 | 0.12234562923297686816847307316509407789 | 0.023794950386873602382315203437106637325
f(z) = -171/50*z^3 + 71/50*z + 1
*
0 | 0.10953854145011598515913826394670052849 | 0.021304105227107408770854252709144621217
f(z) = -171/52*z^3 + 67/52*z + 1
*
0 | 0.13522349068163692857783649929966092158 | 0.026299560287374274813030668544315113530
f(z) = -171/53*z^3 + 65/53*z + 1
*
0 | 0.13525171480125409178190945929959734777 | 0.026305049584623502287528726404315342150
f(z) = -171/55*z^3 + 61/55*z + 1
*
0 | 0.13503375630695739133050675328164949781 | 0.026292651076959677087909104497162590154
f(z) = -170/47*z^3 + 76/47*z + 1
*
0 | 0.13506232908791581587404186896374217313 | 0.026298214531466048891319543386409727389
f(z) = -170/49*z^3 + 72/49*z + 1
*
0 | 0.13511928114448011376067355657343182710 | 0.026309303762724316148412109166805936132
f(z) = -170/53*z^3 + 64/53*z + 1
*
[ 2/3 ] 
f(z) = -169/40*z^3 + 62/45*z + 1
*
-4/13 | 0.13418588277489290288576086660996974790 | 0.026157608606294893854220637300568639657
f(z) = -169/42*z^3 + 79/42*z + 1
*
0 | 0.12133656618192971282499098422373418683 | 0.023652819075931646746242691970359348480
f(z) = -169/45*z^3 + 79/45*z + 1
*
0 | 0.12207868152415652690416711892458077632 | 0.023797483792228670679493875912622720419
f(z) = -169/46*z^3 + 77/46*z + 1
*
0 | 0.13492847921625076763167438957445857955 | 0.026302367105950573803581009437056232696
f(z) = -169/47*z^3 + 75/47*z + 1
*
0 | 0.088926063895695592413171536908403801135 | 0.017334857633154868794014784808793233507
f(z) = -169/48*z^3 + 73/48*z + 1
*
0 | 0.13495721180796674974849687045954177892 | 0.026307968111606377084433951389849696665
f(z) = -169/49*z^3 + 71/49*z + 1
*
0 | 0.12213614681313311891131385549201762078 | 0.023808685824114684971018747588883564609
f(z) = -169/50*z^3 + 69/50*z + 1
*
0 | 0.11464224065822300745322633472421757244 | 0.022347856561909166361462043914808318692
f(z) = -169/51*z^3 + 67/51*z + 1
*
0 | 0.13501448137285194650663284197858539248 | 0.026319131989894772405418474589973583074
f(z) = -169/53*z^3 + 63/53*z + 1
*
0 | 0.10863023687902910752496607490647310922 | 0.021175902861984302590102600254045096218
f(z) = -169/54*z^3 + 61/54*z + 1
*
0 | 0.13482259979561907607726206011952091388 | 0.026312167754801552558017854715612084173
f(z) = -168/47*z^3 + 74/47*z + 1
*
0 | 0.13490908463721464096860442534304760419 | 0.026329046257840060839528868835287244950
f(z) = -168/53*z^3 + 62/53*z + 1
*
[ 2/3 ] 
f(z) = -167/40*z^3 + 61/45*z + 1
*
0 | 0.10900158492750460278801702339136157511 | 0.021297717215494880783080871318380759301
f(z) = -167/44*z^3 + 79/44*z + 1
*
0 | 0.12112387155874986534989201434692023193 | 0.023666279405201989434905910829030708834
f(z) = -167/45*z^3 + 77/45*z + 1
*
0 | 0.12186615034242904481802330355786536765 | 0.023811312558989385252993782158636871176
f(z) = -167/46*z^3 + 75/46*z + 1
*
0 | 0.13471611110855009526604849087016210553 | 0.026322054313882832943364501509842343556
f(z) = -167/47*z^3 + 73/47*z + 1
*
0 | 0.088713858496375642430157138194810852524 | 0.017333717418951761555590502620253073084
f(z) = -167/48*z^3 + 71/48*z + 1
*
0 | 0.13474516875314893566605533194648967345 | 0.026327731859746281176422182970286949924
f(z) = -167/49*z^3 + 69/49*z + 1
*
0 | 0.12192426574069448447610491684367174534 | 0.023822667672026928596692085425587895556
f(z) = -167/50*z^3 + 67/50*z + 1
*
0 | 0.11443052120778445192879068511864088529 | 0.022358471971999024477119883670392769843
f(z) = -167/51*z^3 + 65/51*z + 1
*
0 | 0.10911781659659919798853389833086809643 | 0.021320427612059371691214999608635664954
f(z) = -167/52*z^3 + 63/52*z + 1
*
0 | 0.13480308409219336415438149659164027953 | 0.026339047883400690486926116306421246915
f(z) = -167/53*z^3 + 61/53*z + 1
*
0 | 0.12101660049437567805478093469725465241 | 0.023673100465930767650351866073614382023
f(z) = -166/45*z^3 + 76/45*z + 1
*
0 | 0.13460900609793976936105793584706889768 | 0.026332028101580289403676282660016188666
f(z) = -166/47*z^3 + 72/47*z + 1
*
0 | 0.13463822904663516547226296812417626903 | 0.026337744654495763213675053148169479543
f(z) = -166/49*z^3 + 68/49*z + 1
*
0 | 0.11432271244656099214150421958046897510 | 0.022363651319150487689093265202525141908
f(z) = -166/51*z^3 + 64/51*z + 1
*
0 | 0.13469647277390042959992250113861775530 | 0.026349138212085615936500512627901452854
f(z) = -166/53*z^3 + 60/53*z + 1
*
0 | 0.13444229060679730747924646316269281318 | 0.026330537859052560945941579955482037143
f(z) = -165/43*z^3 + 79/43*z + 1
*
0 | 0.12165114999987374910575506173799091682 | 0.023825391520865750435134801363415976459
f(z) = -165/46*z^3 + 73/46*z + 1
*
0 | 0.13450127758327891993348138057971015050 | 0.026342090465084710870791888811484726407
f(z) = -165/47*z^3 + 71/47*z + 1
*
0 | 0.13453066773034213618171077531914112469 | 0.026347846528719437517809041602228787336
f(z) = -165/49*z^3 + 67/49*z + 1
*
0 | 0.10890381152474823650225954117505223496 | 0.021328823835158082840923900646020208228
f(z) = -165/52*z^3 + 61/52*z + 1
*
0 | 0.13433359069715391705132315306992102497 | 0.026340609621508431743929501053816634188
f(z) = -164/43*z^3 + 78/43*z + 1
*
0 | 0.12080017479293214111474700905777415694 | 0.023686929158352525506997389551868550733
f(z) = -164/45*z^3 + 74/45*z + 1
*
0 | 0.13439291825775739148435414145405967527 | 0.026352242781208417431643911597153677947
f(z) = -164/47*z^3 + 70/47*z + 1
*
0 | 0.13442247753025675347335629378273223725 | 0.026358038868795749228786063551322271386
f(z) = -164/49*z^3 + 66/49*z + 1
*
0 | 0.11410729573158659758643033184451961024 | 0.022374565559017829535805335633801819159
f(z) = -164/51*z^3 + 62/51*z + 1
*
0 | 0.10102920739657838105754092422518177864 | 0.019833954044424301372086241998730796240
f(z) = -163/42*z^3 + 79/42*z + 1
*
0 | 0.13422424857955608078570644060289644036 | 0.026350771688469778261585034823513258478
f(z) = -163/43*z^3 + 77/43*z + 1
*
0 | 0.10856837965721581669982677382924481043 | 0.021314036883870052079713236195653879711
f(z) = -163/44*z^3 + 75/44*z + 1
*
0 | 0.12069100534602603742999820842313972335 | 0.023693938765766460257147450249991416923
f(z) = -163/45*z^3 + 73/45*z + 1
*
0 | 0.12143362241076881920332257533100758308 | 0.023839728613220142617878383559182431287
f(z) = -163/46*z^3 + 71/46*z + 1
*
0 | 0.13428392068528270409086981015990203339 | 0.026362486457230361038293451117899647542
f(z) = -163/47*z^3 + 69/47*z + 1
*
0 | 0.088282004812634667024326963995860241145 | 0.017331435844390704002290824487118094102
f(z) = -163/48*z^3 + 67/48*z + 1
*
0 | 0.13431365104384628402965986027301672291 | 0.026368323091810296104966578826962328713
f(z) = -163/49*z^3 + 65/49*z + 1
*
0 | 0.12149308324449458291065831037427847708 | 0.023851401905270535300070560675150105245
f(z) = -163/50*z^3 + 63/50*z + 1
*
0 | 0.11399967316707864872901863826634474085 | 0.022380303052360726916175741789973319526
f(z) = -163/51*z^3 + 61/51*z + 1
*
0 | 0.13411425661596142926323270303871757799 | 0.026361025478220364104706851985298495217
f(z) = -162/43*z^3 + 76/43*z + 1
*
0 | 0.13417427729741016482600578929837885649 | 0.026372822931770891128278664636342823953
f(z) = -162/47*z^3 + 68/47*z + 1
*
0 | 0.13420418073701080161217178743365891727 | 0.026378700646438139959622896290264513677
f(z) = -162/49*z^3 + 64/49*z + 1
*
0 | 0.13397331124256816709656768449940547944 | 0.026365410351076794610690538625850049146
f(z) = -161/41*z^3 + 79/41*z + 1
*
0 | 0.13400360703117138686970413566866327999 | 0.026371372440772309800446239711840510509
f(z) = -161/43*z^3 + 75/43*z + 1
*
0 | 0.10834791403587512259395264804320109782 | 0.021322434951741221907845886295496342456
f(z) = -161/44*z^3 + 73/44*z + 1
*
0 | 0.12047071524120760560552049304150119090 | 0.023708153610321063138827858342298484303
f(z) = -161/45*z^3 + 71/45*z + 1
*
0 | 0.13406398039018126197148346182710921435 | 0.026383253675697422811123737107445299185
f(z) = -161/47*z^3 + 67/47*z + 1
*
0 | 0.088063272431231818799090296979971429581 | 0.017330498835729063815677316011659369089
f(z) = -161/48*z^3 + 65/48*z + 1
*
0 | 0.12127366463616578778393718756632883302 | 0.023866170831011319560217876326887757383
f(z) = -161/50*z^3 + 61/50*z + 1
*
[ 2/3 ] 
f(z) = -177/52*z^3 + 79/78*z + 1
*
15/26 | 0.10765806088751150878669454603556008674 | 0.016521619238588944542076668873154024684
f(z) = -169/45*z^3 + 67/60*z + 1
*
[ 2/3 ] 
f(z) = -165/52*z^3 + 71/78*z + 1
*
-2 | 0.10999355477464589201048280232677218830 | 0.016804840151049474001994057456920986616
f(z) = -179/40*z^3 + 87/5*z + 1
*
[ 2 ] 
f(z) = -179/40*z^3 + 92/5*z + 1
*
[ -2 ] 
f(z) = -179/40*z^3 + 97/5*z + 1
*
-2 | 0.11009361871811488784474249658013704863 | 0.016849889313676965783900743825029033801
f(z) = -179/56*z^3 + 86/7*z + 1
*
[ 2 ] 
f(z) = -179/56*z^3 + 93/7*z + 1
*
-2 | 0.10978865518616829583738751984395459197 | 0.016803214476226441004462465983141616307
f(z) = -177/40*z^3 + 86/5*z + 1
*
[ 2 ] 
f(z) = -177/40*z^3 + 91/5*z + 1
*
[ -2 ] 
f(z) = -177/40*z^3 + 96/5*z + 1
*
-2 | 0.10988898511650893433792635332098958287 | 0.016848730693825691049011084807257515243
f(z) = -177/56*z^3 + 85/7*z + 1
*
[ 2 ] 
f(z) = -177/56*z^3 + 92/7*z + 1
*
[ -2 ] 
f(z) = -177/56*z^3 + 99/7*z + 1
*
[ 7/4 ] 
f(z) = -176/49*z^3 + 80/7*z + 1
*
[ -7/4 ] 
f(z) = -176/49*z^3 + 88/7*z + 1
*
[ -6/5 ] 
f(z) = -175/48*z^3 + 85/12*z + 1
*
[ -6/35 ] 
f(z) = -175/54*z^3 + 97/14*z + 1
*
-2 | 0.10937186288593912558691584392204556125 | 0.016799926694944374757970770879843862018
f(z) = -173/40*z^3 + 84/5*z + 1
*
[ 2 ] 
f(z) = -173/40*z^3 + 89/5*z + 1
*
[ -2 ] 
f(z) = -173/40*z^3 + 94/5*z + 1
*
-2 | 0.10947268577175788112611461502587088098 | 0.016846403903926838253759415474760479149
f(z) = -173/56*z^3 + 83/7*z + 1
*
[ 2 ] 
f(z) = -173/56*z^3 + 90/7*z + 1
*
[ -2 ] 
f(z) = -173/56*z^3 + 97/7*z + 1
*
-2 | 0.10915986170611247049888909392003741131 | 0.016798264402063162660541897438000793797
f(z) = -171/40*z^3 + 83/5*z + 1
*
[ 2 ] 
f(z) = -171/40*z^3 + 88/5*z + 1
*
[ -2 ] 
f(z) = -171/40*z^3 + 93/5*z + 1
*
[ 5/3 ] 
f(z) = -171/50*z^3 + 99/10*z + 1
*
-2 | 0.10926090931950552441688336208666581541 | 0.016845236014769315289021059276486397586
f(z) = -171/56*z^3 + 82/7*z + 1
*
[ 2 ] 
f(z) = -171/56*z^3 + 89/7*z + 1
*
[ -2 ] 
f(z) = -171/56*z^3 + 96/7*z + 1
*
-2 | 0.10894538163900530041708774861679108225 | 0.016796589721412225978560096505654961407
f(z) = -169/40*z^3 + 82/5*z + 1
*
[ 2 ] 
f(z) = -169/40*z^3 + 87/5*z + 1
*
[ -2 ] 
f(z) = -169/40*z^3 + 92/5*z + 1
*
-6/13 | 0.10896954695165537288020367532553972311 | 0.019793457712842481725809072379358723215
f(z) = -169/45*z^3 + 82/15*z + 1
*
[ -3/13 ] 
f(z) = -169/45*z^3 + 83/15*z + 1
*
[ -14/13 ] 
f(z) = -169/49*z^3 + 83/14*z + 1
*
[ 24/13 ] 
f(z) = -169/54*z^3 + 89/8*z + 1
*
-2 | 0.10904663784341237895560020979720038267 | 0.016844065332282317081272643487482894797
f(z) = -169/56*z^3 + 81/7*z + 1
*
[ 2 ] 
f(z) = -169/56*z^3 + 88/7*z + 1
*
[ -2 ] 
f(z) = -169/56*z^3 + 95/7*z + 1
*
-2 | 0.10872836347671313288480285039696071355 | 0.016794902567319575536582507164062527206
f(z) = -167/40*z^3 + 81/5*z + 1
*
[ 2 ] 
f(z) = -167/40*z^3 + 86/5*z + 1
*
[ -2 ] 
f(z) = -167/40*z^3 + 91/5*z + 1
*
-2 | 0.10882981079061596483048249811945828440 | 0.016842892020870387784386571029760370492
f(z) = -167/56*z^3 + 80/7*z + 1
*
[ 2 ] 
f(z) = -167/56*z^3 + 87/7*z + 1
*
[ -2 ] 
f(z) = -167/56*z^3 + 94/7*z + 1
*
[ 2 ] 
f(z) = -165/56*z^3 + 86/7*z + 1
*
[ -2 ] 
f(z) = -165/56*z^3 + 93/7*z + 1
*
[ 2 ] 
f(z) = -163/40*z^3 + 84/5*z + 1
*
[ -2 ] 
f(z) = -163/40*z^3 + 89/5*z + 1
*
[ 2 ] 
f(z) = -163/56*z^3 + 85/7*z + 1
*
[ -2 ] 
f(z) = -163/56*z^3 + 92/7*z + 1
*
[ -7/6 ] 
f(z) = -162/49*z^3 + 89/14*z + 1
*
[ 2 ] 
f(z) = -161/40*z^3 + 83/5*z + 1
*
[ -2 ] 
f(z) = -161/40*z^3 + 88/5*z + 1
*
[ -2/3 ] 
f(z) = -177/56*z^3 + 82/21*z + 1
*
[ -2/5 ] 
f(z) = -175/44*z^3 + 91/22*z + 1
*
[ -2/3 ] 
f(z) = -171/44*z^3 + 93/22*z + 1
*
[ -4/13 ] 
f(z) = -169/40*z^3 + 93/20*z + 1
*
-4/13 | 0.15203186504623849814115193077103406376 | 0.029153161632799121355828186146880355312
f(z) = -169/42*z^3 + 92/21*z + 1
*
[ -8/13 ] 
f(z) = -169/48*z^3 + 95/24*z + 1
*
[ -6/13 ] 
f(z) = -169/56*z^3 + 80/21*z + 1
*
[ -2/3 ] 
f(z) = -165/56*z^3 + 80/21*z + 1
*
0 | 0.13597328936457444296928732362191676203 | 0.026184174694473923649752620380737971278
f(z) = -180/41*z^3 + 98/41*z + 1
*
0 | 0.13600053340044631049787524981191671242 | 0.026189421038060852776477329570253837016
f(z) = -180/43*z^3 + 94/43*z + 1
*
0 | 0.13605484412740644683219236930013472008 | 0.026199879574212722791903048551556555204
f(z) = -180/47*z^3 + 86/47*z + 1
*
0 | 0.13608191153785062535550509382561024231 | 0.026205091905302964462617463885375036610
f(z) = -180/49*z^3 + 82/49*z + 1
*
0 | 0.10733495249768939209009517166944648354 | 0.020691530669809681584091547956772119837
f(z) = -179/40*z^3 + 99/40*z + 1
*
0 | 0.13587324500577215492560690901486987934 | 0.026193009367605780275072545059904598556
f(z) = -179/41*z^3 + 97/41*z + 1
*
0 | 0.10270790196997306576535660901389864798 | 0.019799549486820268540300480787816545992
f(z) = -179/42*z^3 + 95/42*z + 1
*
0 | 0.13590063423597754151526532314262958785 | 0.026198289335441322330021169425240775081
f(z) = -179/43*z^3 + 93/43*z + 1
*
0 | 0.11024349286261888312445021423454431612 | 0.021252225492557318736327410652314527773
f(z) = -179/44*z^3 + 91/44*z + 1
*
0 | 0.12236484893625536004300140530446344290 | 0.023588923885028608245614316352712589463
f(z) = -179/45*z^3 + 89/45*z + 1
*
0 | 0.12310619920807097240861297535823699797 | 0.023731837926814527939890091269480054458
f(z) = -179/46*z^3 + 87/46*z + 1
*
0 | 0.13595523349839666732896838864384019910 | 0.026208814726160796016607498915268939272
f(z) = -179/47*z^3 + 85/47*z + 1
*
0 | 0.089952056436881580656445790414844165448 | 0.017340537180712441222666072026977335865
f(z) = -179/48*z^3 + 83/48*z + 1
*
0 | 0.13598244426121848690134610844200432566 | 0.026214060289887939951001319170179163783
f(z) = -179/49*z^3 + 81/49*z + 1
*
0 | 0.13577265697187079011034874715468726267 | 0.026201915933794185522065114656963839821
f(z) = -178/41*z^3 + 96/41*z + 1
*
0 | 0.13580019295379281490992563635278207969 | 0.026207229930732647503943160284542761902
f(z) = -178/43*z^3 + 92/43*z + 1
*
0 | 0.12226455377638889516903188352874123976 | 0.023595071579069937261474423527108522738
f(z) = -178/45*z^3 + 88/45*z + 1
*
0 | 0.13585508383723081786860290084760966387 | 0.026217822979034502738054406134055405783
f(z) = -178/47*z^3 + 84/47*z + 1
*
0 | 0.13588243948084290527278728872734022842 | 0.026223102173610382973317565638069889426
f(z) = -178/49*z^3 + 80/49*z + 1
*
0 | 0.10428062125504873331953621499269515731 | 0.020146368757225927911185489048740960796
f(z) = -177/40*z^3 + 97/40*z + 1
*
0 | 0.13567151931880109791111708832598484404 | 0.026210895420009175708463725973184696056
f(z) = -177/41*z^3 + 95/41*z + 1
*
0 | 0.13569920363504007530593826296372810658 | 0.026216243858070145677559965340399183780
f(z) = -177/43*z^3 + 91/43*z + 1
*
0 | 0.11004220932817251734739335869794478491 | 0.021259471810807580571470284448774504064
f(z) = -177/44*z^3 + 89/44*z + 1
*
0 | 0.12290520886088099766172889247318259778 | 0.023744523479958654744293852767873424447
f(z) = -177/46*z^3 + 85/46*z + 1
*
0 | 0.13575438927487414123449180282063909950 | 0.026226905381149120634058112877173458148
f(z) = -177/47*z^3 + 83/47*z + 1
*
0 | 0.13556982600443335600911156259170738242 | 0.026219948874134948026789306664091161149
f(z) = -176/41*z^3 + 94/41*z + 1
*
0 | 0.13559766026335472842885369741353358221 | 0.026225332172671039334680763301921911933
f(z) = -176/43*z^3 + 90/43*z + 1
*
0 | 0.12206231807399571478151679888637189092 | 0.023607522659606462185712824508510455370
f(z) = -176/45*z^3 + 86/45*z + 1
*
0 | 0.13565314384585881837642468770204193837 | 0.026236063002233094781542996082054814911
f(z) = -176/47*z^3 + 82/47*z + 1
*
[ 3/4 ] 
f(z) = -176/51*z^3 + 82/51*z + 1
*
[ 3/4 ] 
f(z) = -176/57*z^3 + 80/57*z + 1
*
0 | 0.13546757088640754948096615160916459175 | 0.026229077365522931012344483032186705233
f(z) = -175/41*z^3 + 93/41*z + 1
*
0 | 0.13549555672270479924547343576052260652 | 0.026234495951392422496169487632648761664
f(z) = -175/43*z^3 + 89/43*z + 1
*
0 | 0.10983871268401596542696854115562187970 | 0.021266846920391396711453677078326354130
f(z) = -175/44*z^3 + 87/44*z + 1
*
0 | 0.12270201177702108514962719193127301131 | 0.023757424295320508128007801563870274783
f(z) = -175/46*z^3 + 83/46*z + 1
*
0 | 0.13555134148615855939788815276943697356 | 0.026245296933995653651045517384988702822
f(z) = -175/47*z^3 + 81/47*z + 1
*
[ 4/5 ] 
f(z) = -175/52*z^3 + 99/52*z + 1
*
0 | 0.13536474771990317571847554494884991042 | 0.026238281985562857714162750193624938460
f(z) = -174/41*z^3 + 92/41*z + 1
*
0 | 0.13539288679517621053136802295288946510 | 0.026243736293307401373793263366103815089
f(z) = -174/43*z^3 + 88/43*z + 1
*
0 | 0.13544897603100428444071770461405564962 | 0.026254608290712936753055322298929823146
f(z) = -174/47*z^3 + 80/47*z + 1
*
0 | 0.097848291449798415180943279875988289217 | 0.018987532464545964379960902019779673671
f(z) = -173/40*z^3 + 93/40*z + 1
*
0 | 0.13526135015534664723358061781830043215 | 0.026247563848272538202816415046232604774
f(z) = -173/41*z^3 + 91/41*z + 1
*
0 | 0.10209542638330969696235083324001000543 | 0.019811692102251307949317146804705454015
f(z) = -173/42*z^3 + 89/42*z + 1
*
0 | 0.13528964415869617311371575420125338314 | 0.026253054320300112903017065560398005950
f(z) = -173/43*z^3 + 87/43*z + 1
*
0 | 0.10963295369569398292275690479472728561 | 0.021274354785735428927646248905811507011
f(z) = -173/44*z^3 + 85/44*z + 1
*
0 | 0.12175475970166965796004394176920314958 | 0.023626600099957168044286749833804034045
f(z) = -173/45*z^3 + 83/45*z + 1
*
0 | 0.12249655893236490101183492338462789919 | 0.023770546782789412491814159903194629201
f(z) = -173/46*z^3 + 81/46*z + 1
*
0 | 0.13515737173605418446897381751348321760 | 0.026256924090907059321260640318855162373
f(z) = -172/41*z^3 + 90/41*z + 1
*
0 | 0.12165109388036588332345541404537941100 | 0.023633069336613211583080846656818906248
f(z) = -172/45*z^3 + 82/45*z + 1
*
0 | 0.10651390146951685280128367671515319694 | 0.020715844259161757915401443277822518736
f(z) = -171/40*z^3 + 91/40*z + 1
*
-1/3 | 0.15104191501376431335846861618621320553 | 0.029376079036276433114797854124447757210
f(z) = -171/40*z^3 + 99/40*z + 1
*
0 | 0.13505280589580800716400635329833925452 | 0.026266363874588172456434239409049754919
f(z) = -171/41*z^3 + 89/41*z + 1
*
0 | 0.13508141493568737349729974552187207847 | 0.026271928034818606921949596576416098403
f(z) = -171/43*z^3 + 85/43*z + 1
*
0 | 0.10942488146642075580357684560682929408 | 0.021281999544297516703984986324131716892
f(z) = -171/44*z^3 + 83/44*z + 1
*
[ 5/6 ] 
f(z) = -171/50*z^3 + 87/40*z + 1
*
0 | 0.13494764595636354544534127698107036354 | 0.026275884384954664672028661299688794993
f(z) = -170/41*z^3 + 88/41*z + 1
*
0 | 0.13497641516282120951052854639649641437 | 0.026281486085802213435325224590901027671
f(z) = -170/43*z^3 + 84/43*z + 1
*
-6/13 | 0.14160546840993275116978635854565002904 | 0.019326202489254033007203992709912638179
f(z) = -169/40*z^3 + 83/45*z + 1
*
0 | 0.10345036155068405608973600468961106199 | 0.020166160639730168397424866647421028127
f(z) = -169/40*z^3 + 89/40*z + 1
*
0 | 0.13484188512488530042544920838619911766 | 0.026285486832834544894416497157178731299
f(z) = -169/41*z^3 + 87/41*z + 1
*
0 | 0.13487081630330776977606198430166492668 | 0.026291126550113622439416594425171011944
f(z) = -169/43*z^3 + 83/43*z + 1
*
-7/13 | 0.12982002873723449809891580018855625770 | 0.025306548131171288238505607792932776447
f(z) = -169/56*z^3 + 81/56*z + 1
*
0 | 0.13473551649130888849169989201435544820 | 0.026295172454939915088217421256662784636
f(z) = -168/41*z^3 + 86/41*z + 1
*
0 | 0.13476461147781458202887697389350101639 | 0.026300850673331505335759631875643525397
f(z) = -168/43*z^3 + 82/43*z + 1
*
0 | 0.10608930167889602897037276006260735605 | 0.020728688929148951849563369531748346909
f(z) = -167/40*z^3 + 87/40*z + 1
*
0 | 0.13462853302562670343451658677621275179 | 0.026304942514585436606109940101741051102
f(z) = -167/41*z^3 + 85/41*z + 1
*
0 | 0.10146309312695600977225332519989558219 | 0.019824778388906331121680511710433200371
f(z) = -167/42*z^3 + 83/42*z + 1
*
0 | 0.13465779368776822612648417763984280505 | 0.026310659727855709316267314455714081624
f(z) = -167/43*z^3 + 81/43*z + 1
*
0 | 0.13452092757509452586205117022022998699 | 0.026314798302431344267206385294539182748
f(z) = -166/41*z^3 + 84/41*z + 1
*
0 | 0.13455035581258114212616961589759318940 | 0.026320555013656993961126824451321924325
f(z) = -166/43*z^3 + 80/43*z + 1
*
0 | 0.13441269286135629973466269713767808849 | 0.026324741137252005335243563900601243175
f(z) = -165/41*z^3 + 83/41*z + 1
*
0 | 0.10565473233579144096701760613120201229 | 0.020742032524299591761382983899875023766
f(z) = -163/40*z^3 + 83/40*z + 1
*
0 | 0.13419430588493084358368069177704644023 | 0.026344893368284290014691317239636059873
f(z) = -163/41*z^3 + 81/41*z + 1
*
0 | 0.13408413841039090021176953104181276487 | 0.026355105549911202494620309665186953403
f(z) = -162/41*z^3 + 80/41*z + 1
*
0 | 0.10258110298912717647431399806070241570 | 0.020187549665601318566977107218387007062
f(z) = -161/40*z^3 + 81/40*z + 1
*
[ 6/7 ] 
f(z) = -161/54*z^3 + 85/42*z + 1
*
[ 2/3 ] 
f(z) = -177/44*z^3 + 85/66*z + 1
*
[ 7/10 ] 
f(z) = -170/49*z^3 + 89/70*z + 1
*
38/39 | 0.20518300376017020719470983795538083534 | 0.028003214300615753008731772638720716345
f(z) = -169/56*z^3 + 86/63*z + 1
*
[ 5/7 ] 
f(z) = -161/50*z^3 + 87/70*z + 1
*
-12/35 | 0.072419251648602615043687061411861760762 | 0.010184551610154392881580957718882664684
f(z) = -175/48*z^3 + 85/84*z + 1
*
-4/13 | 0.13874611925890950863200668796934641541 | 0.023827069500952402600694951828971248235
f(z) = -169/42*z^3 + 95/84*z + 1
*
[ 2/3 ] 
f(z) = -162/47*z^3 + 97/94*z + 1
*
[ 2/3 ] 
f(z) = -162/49*z^3 + 95/98*z + 1
*
[ 2/3 ] 
f(z) = -171/53*z^3 + 99/106*z + 1
*
[ 2/3 ] 
f(z) = -171/55*z^3 + 97/110*z + 1
*
[ 2/3 ] 
f(z) = -171/59*z^3 + 93/118*z + 1
*
[ 2/3 ] 
f(z) = -162/53*z^3 + 91/106*z + 1
*
[ 2/3 ] 
f(z) = -162/55*z^3 + 89/110*z + 1
*
8/9 | 0.16537330473852262398043512742513256111 | 0.028607618429487779701398346853927248183
f(z) = -162/55*z^3 + 91/110*z + 1
*
5/6 | 0.12787173955582651403401598677692998072 | 0.022120292866565617901136146024552072543
f(z) = -162/55*z^3 + 93/110*z + 1
*
[ 2/3 ] 
f(z) = -162/59*z^3 + 85/118*z + 1
*
[ -2 ] 
f(z) = -179/56*z^3 + 100/7*z + 1
*
[ -5/3 ] 
f(z) = -171/50*z^3 + 111/10*z + 1
*
18/13 | 0.18116506836163211225601130164816144942 | 0.026756860540057984771716198644610723405
f(z) = -169/40*z^3 + 109/15*z + 1
*
[ -15/13 ] 
f(z) = -169/45*z^3 + 103/15*z + 1
*
[ 18/13 ] 
f(z) = -169/54*z^3 + 113/18*z + 1
*
[ 14/9 ] 
f(z) = -162/49*z^3 + 117/14*z + 1
*
[ -7/12 ] 
f(z) = -180/49*z^3 + 111/28*z + 1
*
[ -2/5 ] 
f(z) = -175/52*z^3 + 105/26*z + 1
*
[ -2/3 ] 
f(z) = -171/52*z^3 + 103/26*z + 1
*
[ -6/13 ] 
f(z) = -169/45*z^3 + 119/30*z + 1
*
-2/5 | 0.15606779907736609680806033710670289186 | 0.023211137465273437313461497647116114122
f(z) = -165/56*z^3 + 104/35*z + 1
*
[ 4/5 ] 
f(z) = -175/44*z^3 + 101/44*z + 1
*
-6/7 | 0.18783099476199503612289152534561664167 | 0.026415275173270727779371086593287508929
f(z) = -175/54*z^3 + 107/42*z + 1
*
-3/10 | 0.20753448464151934469656285653150669526 | 0.024424469467148365285967054318550940365
f(z) = -175/54*z^3 + 115/56*z + 1
*
38/39 | 0.13653895916394137814184063810122981772 | 0.018634729308866326904862353270504244482
f(z) = -169/40*z^3 + 113/45*z + 1
*
-9/13 | 0.14202488099350126742529655285995127494 | 0.027685708604800598457921388334711770322
f(z) = -169/42*z^3 + 109/42*z + 1
*
[ 11/13 ] 
f(z) = -169/44*z^3 + 113/44*z + 1
*
[ 21/26 ] 
f(z) = -169/54*z^3 + 101/56*z + 1
*
-15/26 | 0.24123140760934428964493360732675008168 | 0.029687713846645743877030935480198916726
f(z) = -169/54*z^3 + 103/40*z + 1
*
[ 3/4 ] 
f(z) = -172/45*z^3 + 109/60*z + 1
*
0 | 0.18916200754114744729061156264306058019 | 0.028951350010414468538003422566361501350
f(z) = -172/57*z^3 + 109/76*z + 1
*
[ 7/9 ] 
f(z) = -171/49*z^3 + 115/63*z + 1
*
-6/13 | 0.096841929633378114444331537841065337726 | 0.014861734221691682965055727017363650373
f(z) = -169/45*z^3 + 103/60*z + 1
*
[ 10/13 ] 
f(z) = -169/48*z^3 + 107/60*z + 1
*
10/13 | 0.19284207461153222114656752742330040800 | 0.028614400092246928770959217299041414161
f(z) = -169/48*z^3 + 119/60*z + 1
*
[ 3/4 ] 
f(z) = -164/45*z^3 + 103/60*z + 1
*
[ 2/3 ] 
f(z) = -180/41*z^3 + 119/82*z + 1
*
[ 2/3 ] 
f(z) = -180/43*z^3 + 117/86*z + 1
*
[ 2/3 ] 
f(z) = -180/47*z^3 + 113/94*z + 1
*
[ 2/3 ] 
f(z) = -180/49*z^3 + 111/98*z + 1
*
[ 2/3 ] 
f(z) = -171/41*z^3 + 111/82*z + 1
*
[ 2/3 ] 
f(z) = -171/43*z^3 + 109/86*z + 1
*
[ 2/3 ] 
f(z) = -171/47*z^3 + 105/94*z + 1
*
[ 2/3 ] 
f(z) = -171/49*z^3 + 103/98*z + 1
*
35/39 | 0.20689530754482655937465030597769512201 | 0.028236908168776168430562662996686665590
f(z) = -169/50*z^3 + 119/90*z + 1
*
[ 2/3 ] 
f(z) = -162/41*z^3 + 103/82*z + 1
*
[ 2/3 ] 
f(z) = -162/43*z^3 + 101/86*z + 1
*
[ 2/3 ] 
f(z) = -180/53*z^3 + 107/106*z + 1
*
[ 2/3 ] 
f(z) = -180/59*z^3 + 101/118*z + 1
*
[ 2/3 ] 
f(z) = -173/48*z^3 + 119/108*z + 1
*
[ 2/3 ] 
f(z) = -169/48*z^3 + 115/108*z + 1
*
[ 2/3 ] 
f(z) = -167/48*z^3 + 113/108*z + 1
*
[ 2/3 ] 
f(z) = -163/48*z^3 + 109/108*z + 1
*
[ 2/3 ] 
f(z) = -161/48*z^3 + 107/108*z + 1
*
[ 3/2 ] 
f(z) = -176/45*z^3 + 137/15*z + 1
*
[ 3/2 ] 
f(z) = -172/45*z^3 + 134/15*z + 1
*
[ 7/3 ] 
f(z) = -171/49*z^3 + 137/7*z + 1
*
-18/13 | 0.17159078613776828763900386434708310983 | 0.024592785891254267312202759149784301535
f(z) = -169/40*z^3 + 134/15*z + 1
*
[ -21/13 ] 
f(z) = -169/54*z^3 + 137/14*z + 1
*
[ -18/13 ] 
f(z) = -169/54*z^3 + 139/18*z + 1
*
[ 3/2 ] 
f(z) = -164/45*z^3 + 128/15*z + 1
*
[ 7/3 ] 
f(z) = -162/49*z^3 + 130/7*z + 1
*
[ -14/9 ] 
f(z) = -162/49*z^3 + 135/14*z + 1
*
[ -7/3 ] 
f(z) = -162/49*z^3 + 136/7*z + 1
*
[ -7/15 ] 
f(z) = -180/49*z^3 + 138/35*z + 1
*
[ -7/8 ] 
f(z) = -176/49*z^3 + 137/28*z + 1
*
[ -3/4 ] 
f(z) = -175/54*z^3 + 133/32*z + 1
*
[ 7/6 ] 
f(z) = -171/49*z^3 + 137/28*z + 1
*
-2/13 | 0.15984383014099876995577343234152759171 | 0.029034369519387755411279441857335537234
f(z) = -169/44*z^3 + 123/22*z + 1
*
[ -7/26 ] 
f(z) = -169/49*z^3 + 139/28*z + 1
*
[ 15/13 ] 
f(z) = -169/50*z^3 + 139/30*z + 1
*
[ -3/4 ] 
f(z) = -169/54*z^3 + 131/32*z + 1
*
[ -4/13 ] 
f(z) = -169/56*z^3 + 127/28*z + 1
*
[ -2/5 ] 
f(z) = -165/56*z^3 + 139/35*z + 1
*
[ -3/4 ] 
f(z) = -163/54*z^3 + 129/32*z + 1
*
-2/7 | 0.16745098618928983845939549020040013848 | 0.023828588553243459589416708542161393654
f(z) = -161/40*z^3 + 134/35*z + 1
*
-1/3 | 0.11287486921421877561312305833008883513 | 0.021952986222030411475989089242063994184
f(z) = -171/40*z^3 + 139/40*z + 1
*
-5/13 | 0.085470583202934979450147532524889847330 | 0.016661261352840700761543167053646824822
f(z) = -169/40*z^3 + 121/40*z + 1
*
-4/13 | 0.12756101889811802699711072342389382209 | 0.024866186641665672028262255134976472497
f(z) = -169/42*z^3 + 121/42*z + 1
*
-11/13 | 0.14318655917413179054529058947052315052 | 0.027912161064232430207338484487720774369
f(z) = -169/55*z^3 + 131/55*z + 1
*
[ 7/9 ] 
f(z) = -180/49*z^3 + 122/63*z + 1
*
[ 3/4 ] 
f(z) = -169/54*z^3 + 137/96*z + 1
*
[ 3/4 ] 
f(z) = -163/54*z^3 + 131/96*z + 1
*
[ 2/3 ] 
f(z) = -179/48*z^3 + 125/108*z + 1
*
[ 2/3 ] 
f(z) = -175/48*z^3 + 121/108*z + 1
*
-20/39 | 0.15084760004078139419133283988905170234 | 0.020587561314840119745405715717262129497
f(z) = -169/48*z^3 + 127/108*z + 1
*
-3/13 | 0.17960548707198782613543529610502650257 | 0.028836023082953917162154775918806699905
f(z) = -169/56*z^3 + 139/168*z + 1
*
[ 2/3 ] 
f(z) = -165/58*z^3 + 133/174*z + 1
*
[ 7/3 ] 
f(z) = -180/49*z^3 + 144/7*z + 1
*
[ -7/3 ] 
f(z) = -180/49*z^3 + 150/7*z + 1
*
[ -3/2 ] 
f(z) = -176/45*z^3 + 157/15*z + 1
*
3/35 | 0.12190046839728242886803973765177145713 | 0.014735500507319606244734680272085393691
f(z) = -175/54*z^3 + 145/14*z + 1
*
[ -3/2 ] 
f(z) = -172/45*z^3 + 154/15*z + 1
*
[ -7/3 ] 
f(z) = -171/49*z^3 + 143/7*z + 1
*
[ -3/2 ] 
f(z) = -164/45*z^3 + 148/15*z + 1
*
-2 | 0.087997476092713280216662958879347883190 | 0.013658816836054513510154393569817551950
f(z) = -163/48*z^3 + 157/12*z + 1
*
-2 | 0.087772619483141300700594929803265660565 | 0.013651080701565723127119477697392026088
f(z) = -161/48*z^3 + 155/12*z + 1
*
[ -7/10 ] 
f(z) = -180/49*z^3 + 148/35*z + 1
*
[ 4/3 ] 
f(z) = -171/40*z^3 + 157/20*z + 1
*
[ 4/3 ] 
f(z) = -171/56*z^3 + 159/28*z + 1
*
-2/13 | 0.16401615840572384384600264745282463838 | 0.028927619580325243142621704105681408373
f(z) = -169/44*z^3 + 145/22*z + 1
*
[ -10/13 ] 
f(z) = -169/56*z^3 + 143/35*z + 1
*
-3/5 | 0.10098689224743310988036774171948894206 | 0.019552967491258261593560397530250786086
f(z) = -175/48*z^3 + 143/48*z + 1
*
6/5 | 0.14537504107183381056723768385338615707 | 0.020187694949628009050434108687502308255
f(z) = -175/54*z^3 + 149/42*z + 1
*
-3/35 | 0.19037524814380774332235201563933018599 | 0.026292564366820048370443339235847463801
f(z) = -175/54*z^3 + 155/42*z + 1
*
-2/3 | 0.20614822299055986100752492379484274118 | 0.028045407719866920596524675409314922675
f(z) = -173/40*z^3 + 154/45*z + 1
*
-2/3 | 0.13468820964936642551183927545367342529 | 0.026195453702727456886049944167552961849
f(z) = -171/50*z^3 + 151/50*z + 1
*
14/13 | 0.12546160108773511534191044470381630327 | 0.024456935323647321262806435668015689622
f(z) = -169/42*z^3 + 157/42*z + 1
*
-5/13 | 0.13227992203124600013718499061181220386 | 0.025786068962032056979987414598763451475
f(z) = -169/45*z^3 + 142/45*z + 1
*
-9/13 | 0.068820157611153958631238598727261530153 | 0.013415500273124976598528813899439927982
f(z) = -169/48*z^3 + 145/48*z + 1
*
[ -15/26 ] 
f(z) = -169/54*z^3 + 151/40*z + 1
*
-7/13 | 0.13094302432405945362659045818901896116 | 0.025525459975094856943066738288733298881
f(z) = -169/56*z^3 + 153/56*z + 1
*
-8/13 | 0.10238300108377764118635994448611800991 | 0.019958094062547772556939098296252756460
f(z) = -169/56*z^3 + 155/56*z + 1
*
-2/3 | 0.21270291727320830743212990674777817881 | 0.029076769269275501587392001512986837349
f(z) = -167/40*z^3 + 151/45*z + 1
*
-10/13 | 0.16902845965403875196877935053587866538 | 0.025080875017861089454651156290326894472
f(z) = -169/48*z^3 + 143/60*z + 1
*
[ 3/4 ] 
f(z) = -175/54*z^3 + 143/96*z + 1
*
-4/7 | 0.17685956447930424134759430051186285751 | 0.025167446842738989070119287606772814478
f(z) = -161/48*z^3 + 155/84*z + 1
*
14/15 | 0.22701079919312659206803963466906959639 | 0.029051820430275003684135150466435262455
f(z) = -165/56*z^3 + 157/105*z + 1
*
7/9 | 0.17318576219510537131660079874325160372 | 0.029959080821001952246629601869614652881
f(z) = -162/55*z^3 + 141/110*z + 1
*
[ 2/3 ] 
f(z) = -165/46*z^3 + 151/138*z + 1
*
[ 2/3 ] 
f(z) = -177/58*z^3 + 149/174*z + 1
*
5/6 | 0.15893023773190944574091836658686526833 | 0.025540906352148004977961912576423458373
f(z) = -168/55*z^3 + 152/165*z + 1
*
-2 | 0.089703105558220580189646529462380458492 | 0.013716939599389063166404468199674287165
f(z) = -179/48*z^3 + 173/12*z + 1
*
-2 | 0.089290355670554455104924659926234341000 | 0.013702840696791797304790550080628206434
f(z) = -175/48*z^3 + 169/12*z + 1
*
[ 3 ] 
f(z) = -175/54*z^3 + 179/6*z + 1
*
-2 | 0.089082001404468028269488422423948249849 | 0.013695887855477738622449044119325698527
f(z) = -173/48*z^3 + 167/12*z + 1
*
[ 2 ] 
f(z) = -173/48*z^3 + 179/12*z + 1
*
-2 | 0.088654854229122554670387318778457205673 | 0.013681210581484583171497755204339484809
f(z) = -169/48*z^3 + 163/12*z + 1
*
[ 2 ] 
f(z) = -169/48*z^3 + 175/12*z + 1
*
[ 3 ] 
f(z) = -169/54*z^3 + 173/6*z + 1
*
-69/26 | 0.18406139034264915248595135009183922229 | 0.021697107038523151946947496164313066633
f(z) = -169/54*z^3 + 179/8*z + 1
*
-2 | 0.088438011152125947589475153747536339108 | 0.013673798811187705476343544755976692827
f(z) = -167/48*z^3 + 161/12*z + 1
*
[ 2 ] 
f(z) = -167/48*z^3 + 173/12*z + 1
*
[ -3 ] 
f(z) = -167/54*z^3 + 175/6*z + 1
*
[ 2 ] 
f(z) = -163/48*z^3 + 169/12*z + 1
*
[ 3 ] 
f(z) = -163/54*z^3 + 167/6*z + 1
*
[ 2 ] 
f(z) = -161/48*z^3 + 167/12*z + 1
*
[ -2 ] 
f(z) = -161/48*z^3 + 179/12*z + 1
*
[ -3 ] 
f(z) = -161/54*z^3 + 169/6*z + 1
*
[ 14/13 ] 
f(z) = -169/40*z^3 + 174/35*z + 1
*
[ -2/13 ] 
f(z) = -169/44*z^3 + 167/22*z + 1
*
[ 20/13 ] 
f(z) = -169/50*z^3 + 167/20*z + 1
*
[ 3/2 ] 
f(z) = -167/54*z^3 + 175/24*z + 1
*
[ -2/7 ] 
f(z) = -161/40*z^3 + 169/35*z + 1
*
[ 3/2 ] 
f(z) = -161/54*z^3 + 169/24*z + 1
*
[ -1/2 ] 
f(z) = -180/41*z^3 + 168/41*z + 1
*
[ -1/2 ] 
f(z) = -180/43*z^3 + 174/43*z + 1
*
[ -1/2 ] 
f(z) = -176/41*z^3 + 167/41*z + 1
*
[ -1/2 ] 
f(z) = -176/43*z^3 + 173/43*z + 1
*
[ -1/2 ] 
f(z) = -176/45*z^3 + 179/45*z + 1
*
-4/5 | 0.14841315972806280201516864696512954946 | 0.028735587588214874324025762582684139850
f(z) = -175/44*z^3 + 167/44*z + 1
*
[ -1/2 ] 
f(z) = -172/41*z^3 + 166/41*z + 1
*
[ -1/2 ] 
f(z) = -172/45*z^3 + 178/45*z + 1
*
[ -1/3 ] 
f(z) = -171/40*z^3 + 179/40*z + 1
*
-9/13 | 0.071784834304479208964493737475597667287 | 0.013993421370222057938594013423158058607
f(z) = -169/40*z^3 + 161/40*z + 1
*
-11/13 | 0.13921811272251931132107772088285751528 | 0.027015376516082242414612000652248176756
f(z) = -169/44*z^3 + 173/44*z + 1
*
16/13 | 0.12706137728740499314382113379756510172 | 0.024601479699047575787126526178466299558
f(z) = -169/54*z^3 + 175/54*z + 1
*
-10/13 | 0.13709168746065236875082395824563061533 | 0.026724053451941917608427764509988115479
f(z) = -169/55*z^3 + 166/55*z + 1
*
-7/13 | 0.11488182535660780617788487279540831713 | 0.022194455588030887505708906185052055729
f(z) = -169/56*z^3 + 177/56*z + 1
*
[ -1/2 ] 
f(z) = -168/41*z^3 + 165/41*z + 1
*
[ -1/2 ] 
f(z) = -168/43*z^3 + 171/43*z + 1
*
[ -1/2 ] 
f(z) = -164/43*z^3 + 170/43*z + 1
*
[ -1/2 ] 
f(z) = -164/45*z^3 + 176/45*z + 1
*
[ -3/7 ] 
f(z) = -161/54*z^3 + 163/42*z + 1
*
-4/7 | 0.14828253766384835119033618612998288331 | 0.020853448818416041003863903673589003196
f(z) = -175/48*z^3 + 163/84*z + 1
*
4/5 | 0.19296258330364597359553325841974132966 | 0.027136946927048500230146764286569119227
f(z) = -175/48*z^3 + 169/84*z + 1
*
[ 10/13 ] 
f(z) = -169/45*z^3 + 173/90*z + 1
*
[ 21/26 ] 
f(z) = -169/49*z^3 + 169/84*z + 1
*
0 | 0.16898251319486377863467456229154539700 | 0.028990236704960792076216752709631587824
f(z) = -170/57*z^3 + 169/114*z + 1
*
[ 10/13 ] 
f(z) = -169/55*z^3 + 167/110*z + 1
*
0 | 0.16739146265533526735439116247017783573 | 0.028835068185602994535847327345185784472
f(z) = -166/51*z^3 + 179/102*z + 1
*
0 | 0.16673017784929594844777533682071215057 | 0.028721154416228094751058655492349693190
f(z) = -166/57*z^3 + 161/114*z + 1
*
[ 2/3 ] 
f(z) = -177/46*z^3 + 167/138*z + 1
*
[ 14/19 ] 
f(z) = -171/56*z^3 + 173/133*z + 1
*
[ 2/3 ] 
f(z) = -177/50*z^3 + 161/150*z + 1
*
[ 9/13 ] 
f(z) = -169/48*z^3 + 179/144*z + 1
*
[ 9/13 ] 
f(z) = -169/51*z^3 + 175/153*z + 1
*
[ 7/10 ] 
f(z) = -165/49*z^3 + 171/140*z + 1
*
[ 24/35 ] 
f(z) = -175/54*z^3 + 179/168*z + 1
*
[ 9/13 ] 
f(z) = -169/57*z^3 + 167/171*z + 1
*
[ 15/23 ] 
f(z) = -161/54*z^3 + 169/230*z + 1
*
[ 2 ] 
f(z) = -179/48*z^3 + 185/12*z + 1
*
[ -2 ] 
f(z) = -179/48*z^3 + 197/12*z + 1
*
[ -3 ] 
f(z) = -179/54*z^3 + 187/6*z + 1
*
[ 2 ] 
f(z) = -175/48*z^3 + 181/12*z + 1
*
[ -2 ] 
f(z) = -175/48*z^3 + 193/12*z + 1
*
[ 9/5 ] 
f(z) = -175/54*z^3 + 197/18*z + 1
*
[ -2 ] 
f(z) = -173/48*z^3 + 191/12*z + 1
*
[ -3 ] 
f(z) = -173/54*z^3 + 181/6*z + 1
*
[ -2 ] 
f(z) = -169/48*z^3 + 187/12*z + 1
*
[ -30/13 ] 
f(z) = -169/54*z^3 + 181/10*z + 1
*
[ -2 ] 
f(z) = -167/48*z^3 + 185/12*z + 1
*
[ -2 ] 
f(z) = -163/48*z^3 + 181/12*z + 1
*
[ -7/30 ] 
f(z) = -180/49*z^3 + 192/35*z + 1
*
[ 3/2 ] 
f(z) = -179/54*z^3 + 187/24*z + 1
*
[ 3/2 ] 
f(z) = -173/54*z^3 + 181/24*z + 1
*
[ -4/3 ] 
f(z) = -171/40*z^3 + 187/20*z + 1
*
[ -7/6 ] 
f(z) = -171/49*z^3 + 185/28*z + 1
*
[ 21/13 ] 
f(z) = -169/49*z^3 + 197/21*z + 1
*
[ -15/13 ] 
f(z) = -169/50*z^3 + 191/30*z + 1
*
[ -20/13 ] 
f(z) = -169/50*z^3 + 193/20*z + 1
*
[ -15/13 ] 
f(z) = -169/54*z^3 + 181/30*z + 1
*
[ -1/3 ] 
f(z) = -180/41*z^3 + 184/41*z + 1
*
[ -1/3 ] 
f(z) = -180/43*z^3 + 192/43*z + 1
*
[ -1/2 ] 
f(z) = -180/47*z^3 + 186/47*z + 1
*
[ -1/2 ] 
f(z) = -180/49*z^3 + 192/49*z + 1
*
[ -3/5 ] 
f(z) = -179/54*z^3 + 193/50*z + 1
*
-1/4 | 0.13080880678673544103864323962082805928 | 0.024905178410596280124975210341476263818
f(z) = -176/45*z^3 + 191/45*z + 1
*
[ -1/2 ] 
f(z) = -176/47*z^3 + 185/47*z + 1
*
[ -1/2 ] 
f(z) = -176/49*z^3 + 191/49*z + 1
*
[ -1/2 ] 
f(z) = -176/51*z^3 + 197/51*z + 1
*
[ -2/5 ] 
f(z) = -175/46*z^3 + 189/46*z + 1
*
[ -3/5 ] 
f(z) = -175/48*z^3 + 191/48*z + 1
*
-1/5 | 0.11988054556445086716478516098632795782 | 0.022647580204431254861024401999953921520
f(z) = -175/48*z^3 + 199/48*z + 1
*
[ -3/5 ] 
f(z) = -175/51*z^3 + 199/51*z + 1
*
-39/70 | 0.20911649511616088597306069497068750185 | 0.024524197502673404303227881128004034654
f(z) = -175/54*z^3 + 187/56*z + 1
*
[ -6/7 ] 
f(z) = -175/54*z^3 + 191/42*z + 1
*
-3/5 | 0.21406853147323144690559705621566288043 | 0.028617149007284106262811637196504493082
f(z) = -175/54*z^3 + 197/42*z + 1
*
[ -2/3 ] 
f(z) = -173/40*z^3 + 199/45*z + 1
*
[ -3/5 ] 
f(z) = -173/54*z^3 + 191/50*z + 1
*
[ -1/2 ] 
f(z) = -172/47*z^3 + 184/47*z + 1
*
[ -1/2 ] 
f(z) = -172/49*z^3 + 190/49*z + 1
*
[ -1/2 ] 
f(z) = -172/51*z^3 + 196/51*z + 1
*
[ -1/3 ] 
f(z) = -171/41*z^3 + 183/41*z + 1
*
[ -1/3 ] 
f(z) = -171/43*z^3 + 191/43*z + 1
*
[ -1/3 ] 
f(z) = -171/44*z^3 + 195/44*z + 1
*
[ -2/3 ] 
f(z) = -171/46*z^3 + 191/46*z + 1
*
[ -5/6 ] 
f(z) = -171/50*z^3 + 183/40*z + 1
*
-1/3 | 0.11344582033677397644775100908154213225 | 0.021686764440572410709096243648823404817
f(z) = -171/56*z^3 + 187/56*z + 1
*
[ -2/3 ] 
f(z) = -169/40*z^3 + 197/45*z + 1
*
[ 14/13 ] 
f(z) = -169/42*z^3 + 199/42*z + 1
*
-11/13 | 0.15102698870358471187528412641747008617 | 0.028930401253121235933076854900366666680
f(z) = -169/44*z^3 + 185/44*z + 1
*
[ -5/13 ] 
f(z) = -169/45*z^3 + 187/45*z + 1
*
[ -9/13 ] 
f(z) = -169/45*z^3 + 191/45*z + 1
*
-15/26 | 0.18906016695080208623385989663996270042 | 0.027770560164614773077397366799088313233
f(z) = -169/50*z^3 + 181/40*z + 1
*
-15/26 | 0.23802476084915064330845637225136507011 | 0.027712287143437883310400203687098377228
f(z) = -169/54*z^3 + 199/40*z + 1
*
16/13 | 0.088636311070122482307401755622772253384 | 0.016744985222863271070931708850920026800
f(z) = -169/57*z^3 + 199/57*z + 1
*
[ -1/2 ] 
f(z) = -168/47*z^3 + 183/47*z + 1
*
[ -2/3 ] 
f(z) = -167/40*z^3 + 196/45*z + 1
*
[ -3/5 ] 
f(z) = -167/54*z^3 + 189/50*z + 1
*
[ -1/2 ] 
f(z) = -164/47*z^3 + 182/47*z + 1
*
[ -1/2 ] 
f(z) = -164/49*z^3 + 188/49*z + 1
*
[ -1/2 ] 
f(z) = -164/51*z^3 + 194/51*z + 1
*
[ -2/3 ] 
f(z) = -163/40*z^3 + 194/45*z + 1
*
[ -1/3 ] 
f(z) = -162/41*z^3 + 182/41*z + 1
*
[ -1/3 ] 
f(z) = -162/43*z^3 + 190/43*z + 1
*
[ -2/3 ] 
f(z) = -161/40*z^3 + 193/45*z + 1
*
[ -3/5 ] 
f(z) = -161/54*z^3 + 187/50*z + 1
*
-3/8 | 0.15732893100036562963892052824704376701 | 0.023994852724067500187617627826402161230
f(z) = -176/45*z^3 + 193/60*z + 1
*
[ 9/10 ] 
f(z) = -175/54*z^3 + 181/72*z + 1
*
[ 12/13 ] 
f(z) = -169/45*z^3 + 187/60*z + 1
*
-10/57 | 0.23450205741718944369245137835186219319 | 0.029000628718565354456666075845117042774
f(z) = -171/40*z^3 + 193/95*z + 1
*
[ 6/7 ] 
f(z) = -161/48*z^3 + 193/84*z + 1
*
0 | 0.17183551530924557557982019780851985668 | 0.029248943209977998349165484402740280651
f(z) = -178/57*z^3 + 185/114*z + 1
*
[ 4/5 ] 
f(z) = -175/54*z^3 + 197/108*z + 1
*
[ 4/5 ] 
f(z) = -175/58*z^3 + 195/116*z + 1
*
[ 9/13 ] 
f(z) = -169/42*z^3 + 187/126*z + 1
*
[ 17/26 ] 
f(z) = -169/51*z^3 + 181/204*z + 1
*
[ -9/5 ] 
f(z) = -175/54*z^3 + 217/18*z + 1
*
[ 6 ] 
f(z) = -163/54*z^3 + 219/2*z + 1
*
[ -6 ] 
f(z) = -161/54*z^3 + 217/2*z + 1
*
-8/5 | 0.17932998896862743622535323687811434448 | 0.029573934893290857281025309643316160631
f(z) = -175/48*z^3 + 215/24*z + 1
*
[ -3/2 ] 
f(z) = -175/54*z^3 + 215/24*z + 1
*
[ -4/3 ] 
f(z) = -171/56*z^3 + 201/28*z + 1
*
[ 20/13 ] 
f(z) = -169/40*z^3 + 207/20*z + 1
*
[ -3/2 ] 
f(z) = -169/54*z^3 + 209/24*z + 1
*
[ -3/2 ] 
f(z) = -163/54*z^3 + 203/24*z + 1
*
[ -1/3 ] 
f(z) = -180/47*z^3 + 208/47*z + 1
*
[ -1/3 ] 
f(z) = -180/49*z^3 + 216/49*z + 1
*
[ -1/2 ] 
f(z) = -180/53*z^3 + 204/53*z + 1
*
[ -2/3 ] 
f(z) = -179/40*z^3 + 202/45*z + 1
*
-1 | 0.10815428601358086252973050848262158201 | 0.020069186575340599854994269398736082880
f(z) = -179/40*z^3 + 219/40*z + 1
*
-1 | 0.11655938408164359732403495357535961609 | 0.021628842577237781949279466770386328983
f(z) = -178/41*z^3 + 219/41*z + 1
*
-1 | 0.10792840824220974007821953339286259180 | 0.020061425181501478961677261761414484631
f(z) = -177/40*z^3 + 217/40*z + 1
*
-1 | 0.11644584150553041311512299176126121745 | 0.021626139526110584831433473870611206737
f(z) = -177/41*z^3 + 218/41*z + 1
*
[ -1/4 ] 
f(z) = -176/41*z^3 + 216/41*z + 1
*
-1 | 0.11633159512326998227642134516044960590 | 0.021623385629600025751123561829331902747
f(z) = -176/41*z^3 + 217/41*z + 1
*
-1 | 0.11625074146291093242044041433312460580 | 0.021571570632419342084409118034182229087
f(z) = -176/43*z^3 + 219/43*z + 1
*
[ -3/4 ] 
f(z) = -176/51*z^3 + 218/51*z + 1
*
[ -1/2 ] 
f(z) = -176/53*z^3 + 203/53*z + 1
*
[ -1/2 ] 
f(z) = -176/57*z^3 + 215/57*z + 1
*
-1 | 0.11621663611130821618778980044312486300 | 0.021620579865253511902714723260931091830
f(z) = -175/41*z^3 + 216/41*z + 1
*
-1 | 0.11613524706255075345478026195326620350 | 0.021568456412028801957477878853108737660
f(z) = -175/43*z^3 + 218/43*z + 1
*
[ -4/5 ] 
f(z) = -175/44*z^3 + 211/44*z + 1
*
-1 | 0.10753694770668522284577573879629385292 | 0.019954632838102320378475202690746213609
f(z) = -175/44*z^3 + 219/44*z + 1
*
[ -2/5 ] 
f(z) = -175/54*z^3 + 217/54*z + 1
*
[ -3/5 ] 
f(z) = -175/57*z^3 + 215/57*z + 1
*
-1 | 0.11610095547825232101441399482367665874 | 0.021617721185117363906608626871896636211
f(z) = -174/41*z^3 + 215/41*z + 1
*
-1 | 0.11601902387508941135932211674559561828 | 0.021565285776082398554054636560425027735
f(z) = -174/43*z^3 + 217/43*z + 1
*
[ 7/6 ] 
f(z) = -174/49*z^3 + 209/42*z + 1
*
-1 | 0.10746817641566057665791603266892228184 | 0.020045200502785881662846842833005710346
f(z) = -173/40*z^3 + 213/40*z + 1
*
-1 | 0.11598454406056434075360313041804338602 | 0.021614808514959794343919952312247927040
f(z) = -173/41*z^3 + 214/41*z + 1
*
-1 | 0.082763685109311594829619348479216082734 | 0.015410400901318062154666799081075782664
f(z) = -173/42*z^3 + 215/42*z + 1
*
-1 | 0.11590206259163949558269603144788571851 | 0.021562057590533931649935529250695207826
f(z) = -173/43*z^3 + 216/43*z + 1
*
-1 | 0.10730321054685016972941165795130212933 | 0.019945215214233584220104014290297958821
f(z) = -173/44*z^3 + 217/44*z + 1
*
-1 | 0.10225582789765809718064828856205685192 | 0.018990792396546666498408878559592677487
f(z) = -173/45*z^3 + 218/45*z + 1
*
-1 | 0.10294108045402607894915013075893974747 | 0.019101820427528665929410358764769029932
f(z) = -173/46*z^3 + 219/46*z + 1
*
-1 | 0.11586739251811495277426934867948190905 | 0.021611840753465628413771353354845045723
f(z) = -172/41*z^3 + 213/41*z + 1
*
-1 | 0.10213755274963361465679990565982976278 | 0.018985037452883344973113854418146442741
f(z) = -172/45*z^3 + 217/45*z + 1
*
-1 | 0.11561632131520007538702147126977037234 | 0.021453847176596559931355123184950428497
f(z) = -172/47*z^3 + 219/47*z + 1
*
[ -1/2 ] 
f(z) = -172/53*z^3 + 202/53*z + 1
*
[ -1/2 ] 
f(z) = -172/55*z^3 + 208/55*z + 1
*
[ -1/2 ] 
f(z) = -172/57*z^3 + 214/57*z + 1
*
-1 | 0.10723367818912068302320693217105505275 | 0.020036719119733413973458476044453265457
f(z) = -171/40*z^3 + 211/40*z + 1
*
-1 | 0.11574949132959200965674484945594899501 | 0.021608816771401564415878755357153333936
f(z) = -171/41*z^3 + 212/41*z + 1
*
-1 | 0.11566588759369055008747331160202529610 | 0.021555423891178077156343346629418817250
f(z) = -171/43*z^3 + 214/43*z + 1
*
-1 | 0.10706646766169729884200013678467055440 | 0.019935521087244696811830489186454188750
f(z) = -171/44*z^3 + 215/44*z + 1
*
[ -1/3 ] 
f(z) = -171/46*z^3 + 203/46*z + 1
*
-1 | 0.10270318796661113929284590312576019424 | 0.019090176116282802855155113737126340369
f(z) = -171/46*z^3 + 217/46*z + 1
*
[ -1/3 ] 
f(z) = -171/47*z^3 + 207/47*z + 1
*
-1 | 0.11549669761592053500100351370703685711 | 0.021449866007694869991648962891958614514
f(z) = -171/47*z^3 + 218/47*z + 1
*
[ -1/3 ] 
f(z) = -171/49*z^3 + 215/49*z + 1
*
[ -2/3 ] 
f(z) = -171/50*z^3 + 201/50*z + 1
*
[ -1/3 ] 
f(z) = -171/50*z^3 + 219/50*z + 1
*
-1 | 0.11563083078775806504892553448234739028 | 0.021605735410750712869092702934368521603
f(z) = -170/41*z^3 + 211/41*z + 1
*
-1 | 0.11554665433954139801829203533398659589 | 0.021552015963347868892731654468655397571
f(z) = -170/43*z^3 + 213/43*z + 1
*
-1 | 0.11537629065566393719142284638921786352 | 0.021445816355536205880532725750247637420
f(z) = -170/47*z^3 + 217/47*z + 1
*
-1 | 0.11529007736802171219529398830727388718 | 0.021393309116697796647302826216029242724
f(z) = -170/49*z^3 + 219/49*z + 1
*
-1 | 0.10699615762078807765288947873284364937 | 0.020027978889833949334196493875520830099
f(z) = -169/40*z^3 + 209/40*z + 1
*
-1 | 0.11551140099455085139150158497964620826 | 0.021602595483815090906532027897200305035
f(z) = -169/41*z^3 + 210/41*z + 1
*
-1 | 0.11542664390017038585195224149316396327 | 0.021548545656018214788025815290312837555
f(z) = -169/43*z^3 + 212/43*z + 1
*
[ -4/13 ] 
f(z) = -169/44*z^3 + 203/44*z + 1
*
-1 | 0.10682664024457925359464172296408284239 | 0.019925539765923869455844269217820744569
f(z) = -169/44*z^3 + 213/44*z + 1
*
[ -11/13 ] 
f(z) = -169/44*z^3 + 217/44*z + 1
*
-1 | 0.10177809661085595190168462473067567092 | 0.018967303678945253018069672754783248120
f(z) = -169/45*z^3 + 214/45*z + 1
*
-1 | 0.10246283081395605211243446301556792160 | 0.019078334878896526239546699282177080627
f(z) = -169/46*z^3 + 215/46*z + 1
*
-1 | 0.11525509003313939228304734727369211695 | 0.021441696837205279610023763655228843572
f(z) = -169/47*z^3 + 216/47*z + 1
*
-1 | 0.11516826664243881480423074116742698989 | 0.021388870321070245658246164586344659089
f(z) = -169/49*z^3 + 218/49*z + 1
*
-1 | 0.10228852841939778724695944857557687478 | 0.018980732405816527528383050666044130922
f(z) = -169/50*z^3 + 219/50*z + 1
*
-10/13 | 0.15740212324762819129696226845588015510 | 0.029652257990810888872427341702352571528
f(z) = -169/51*z^3 + 202/51*z + 1
*
[ -7/13 ] 
f(z) = -169/56*z^3 + 209/56*z + 1
*
[ -8/13 ] 
f(z) = -169/56*z^3 + 211/56*z + 1
*
-1 | 0.11539119185602039288746643923993873296 | 0.021599395772284682934767229335918802630
f(z) = -168/41*z^3 + 209/41*z + 1
*
-1 | 0.11530584601500275085958635756409220222 | 0.021545011683654412863830203481358347285
f(z) = -168/43*z^3 + 211/43*z + 1
*
-1 | 0.11513308513689620115013533775762340720 | 0.021437506034461689687729637101181412683
f(z) = -168/47*z^3 + 215/47*z + 1
*
[ -1/2 ] 
f(z) = -168/53*z^3 + 201/53*z + 1
*
[ -1/2 ] 
f(z) = -168/55*z^3 + 207/55*z + 1
*
[ -1/2 ] 
f(z) = -168/59*z^3 + 219/59*z + 1
*
-1 | 0.10675553537347911899228846649680615088 | 0.020018969593577574488253988686440302013
f(z) = -167/40*z^3 + 207/40*z + 1
*
-1 | 0.11527019307709613709844869108539261488 | 0.021596135026271609188755389948847901702
f(z) = -167/41*z^3 + 208/41*z + 1
*
-1 | 0.082047610413950989440482023320459062513 | 0.015358007669358278541092877277530603535
f(z) = -167/42*z^3 + 209/42*z + 1
*
-1 | 0.11518425021762935073398913465626882009 | 0.021541412727522624136916717062930041058
f(z) = -167/43*z^3 + 210/43*z + 1
*
-1 | 0.10658364632758008807481319044721702568 | 0.019915260021728812149826632756011212225
f(z) = -167/44*z^3 + 211/44*z + 1
*
-1 | 0.10153449746287607845637710284088455479 | 0.018955075538122105050146848684765379775
f(z) = -167/45*z^3 + 212/45*z + 1
*
-1 | 0.10221796922596116901023831452501817414 | 0.019065920316699495958240438679191254928
f(z) = -167/46*z^3 + 213/46*z + 1
*
-1 | 0.11501026513957990820359189153315210877 | 0.021433242492626303711794683046158342794
f(z) = -167/47*z^3 + 214/47*z + 1
*
-1 | 0.086065310409871515074398458718916588205 | 0.016025155662906593276538497924662494514
f(z) = -167/48*z^3 + 215/48*z + 1
*
-1 | 0.11492219512066794497344197619544590812 | 0.021379766107813558919568346925070916216
f(z) = -167/49*z^3 + 216/49*z + 1
*
-1 | 0.10204247769713048640676663097273770393 | 0.018967365172864738250542680813289227706
f(z) = -167/50*z^3 + 217/50*z + 1
*
-1 | 0.094489749162624173325652475964029679934 | 0.017548488402490962111451512574500738914
f(z) = -167/51*z^3 + 218/51*z + 1
*
-1 | 0.10623132994210152716652388782863368836 | 0.019712361473006173796665573939551992243
f(z) = -167/52*z^3 + 219/52*z + 1
*
-1 | 0.11514839415617717207955790502149961480 | 0.021592811963307870521065261618486083066
f(z) = -166/41*z^3 + 207/41*z + 1
*
-1 | 0.11506184583022854165173018076071884614 | 0.021537747434637010682971410061015254732
f(z) = -166/43*z^3 + 209/43*z + 1
*
-1 | 0.10141147743416229702023240158949978401 | 0.018948835134442341070812232523216617627
f(z) = -166/45*z^3 + 211/45*z + 1
*
-1 | 0.11488661899198926469907860322057255985 | 0.021428904719425426342705829622013621509
f(z) = -166/47*z^3 + 213/47*z + 1
*
-1 | 0.11479791206191926243614317505034465785 | 0.021375097606781117006339632469684919769
f(z) = -166/49*z^3 + 215/49*z + 1
*
-1 | 0.094364818073143057531187416319881738522 | 0.017540263665261654761841893754875433736
f(z) = -166/51*z^3 + 217/51*z + 1
*
-1 | 0.11461823691378194093223723145119981670 | 0.021268641922063397600069451867661347950
f(z) = -166/53*z^3 + 219/53*z + 1
*
-1 | 0.11502578437953826198504831337168051859 | 0.021589425267305060281930005341980352497
f(z) = -165/41*z^3 + 206/41*z + 1
*
-1 | 0.11493862195779659194023351178362066883 | 0.021534014416666871817445521746307735069
f(z) = -165/43*z^3 + 208/43*z + 1
*
-1 | 0.10197047285425129434969225056942626973 | 0.019053283983075390726447943861595672286
f(z) = -165/46*z^3 + 211/46*z + 1
*
-1 | 0.11476213541692570225154453439093185000 | 0.021424491183790868478281080066596279698
f(z) = -165/47*z^3 + 212/47*z + 1
*
-1 | 0.11467278224415428790977953366103421198 | 0.021370349387163131792230107866346394970
f(z) = -165/49*z^3 + 214/49*z + 1
*
-1 | 0.10597994994655311315446051459609144872 | 0.019699251302036220214115652707505629224
f(z) = -165/52*z^3 + 217/52*z + 1
*
-1 | 0.11449178014120057654842145916154468134 | 0.021263234306300120077003726011361097006
f(z) = -165/53*z^3 + 218/53*z + 1
*
-1 | 0.11481456748217864070495680350941801261 | 0.021530212248801994578779244794234687308
f(z) = -164/43*z^3 + 207/43*z + 1
*
-1 | 0.10116294104751890400705034791510324091 | 0.018936093526965868725108453225537395330
f(z) = -164/45*z^3 + 209/45*z + 1
*
-1 | 0.11463680290282649708600416177827532961 | 0.021420000314613936086080909669015755925
f(z) = -164/47*z^3 + 211/47*z + 1
*
-1 | 0.11454679394823072120208752057116112713 | 0.021365519805256404060535225588672701511
f(z) = -164/49*z^3 + 213/49*z + 1
*
-1 | 0.094112374928246091240109510038881650359 | 0.017523499896167083895552818791181412029
f(z) = -164/51*z^3 + 215/51*z + 1
*
[ -1/2 ] 
f(z) = -164/53*z^3 + 200/53*z + 1
*
-1 | 0.11436444501838084020993149217480676330 | 0.021257737369862397264033075549218492542
f(z) = -164/53*z^3 + 217/53*z + 1
*
[ -1/2 ] 
f(z) = -164/55*z^3 + 206/55*z + 1
*
-1 | 0.11427207252101294694411503890843348405 | 0.021204407410050179143915591520695339996
f(z) = -164/55*z^3 + 219/55*z + 1
*
[ -1/2 ] 
f(z) = -164/57*z^3 + 212/57*z + 1
*
[ -1/2 ] 
f(z) = -164/59*z^3 + 218/59*z + 1
*
-1 | 0.10626465240562361647415819858227867644 | 0.020000100283104018850954905261678605085
f(z) = -163/40*z^3 + 203/40*z + 1
*
-1 | 0.11477808830866365696200682545213999269 | 0.021582455537204986538691071725900853087
f(z) = -163/41*z^3 + 204/41*z + 1
*
-1 | 0.081554925770492349297584144155769348217 | 0.015321204748838921772077592843906960069
f(z) = -163/42*z^3 + 205/42*z + 1
*
-1 | 0.11468967105589181659765621262550626206 | 0.021526339468574342853910774633702937084
f(z) = -163/43*z^3 + 206/43*z + 1
*
-1 | 0.10608781426868244163750973070294322553 | 0.019893757458701845644146601576564348065
f(z) = -163/44*z^3 + 207/44*z + 1
*
-1 | 0.10103740183187505828813733613414675022 | 0.018929588945907620816656127935445426145
f(z) = -163/45*z^3 + 208/45*z + 1
*
-1 | 0.10172025132746670611983450308934705196 | 0.019040413147128690580582535337139866070
f(z) = -163/46*z^3 + 209/46*z + 1
*
-1 | 0.11451060969717236194158286630990973038 | 0.021415430499451254027502981290220663680
f(z) = -163/47*z^3 + 210/47*z + 1
*
-1 | 0.085564358398978182370007769695991334889 | 0.015987785226175937104704111491797607602
f(z) = -163/48*z^3 + 211/48*z + 1
*
-1 | 0.11441993520782214054087857050624986823 | 0.021360607174170484856199827631225423079
f(z) = -163/49*z^3 + 212/49*z + 1
*
-1 | 0.10153824623656286849510226585350557482 | 0.018939136890542313724404304136808107432
f(z) = -163/50*z^3 + 213/50*z + 1
*
-1 | 0.093984838750183833685816296129824104310 | 0.017514956922482834822595559489834146106
f(z) = -163/51*z^3 + 214/51*z + 1
*
-1 | 0.10572507657555220449196804722202165236 | 0.019685757264190560272371375501430425162
f(z) = -163/52*z^3 + 215/52*z + 1
*
-1 | 0.11423621912682901190864148080765652688 | 0.021252149277240038433339119805494021830
f(z) = -163/53*z^3 + 216/53*z + 1
*
-1 | 0.087790611298806702735480559797782060804 | 0.016318268831101867026525532134017084667
f(z) = -163/54*z^3 + 217/54*z + 1
*
-1 | 0.11414314425165551808496042713008794369 | 0.021198486194271121351207512637919313663
f(z) = -163/55*z^3 + 218/55*z + 1
*
-1 | 0.10553892246741747212664249357760673801 | 0.019583877847365579163168785556671864383
f(z) = -163/56*z^3 + 219/56*z + 1
*
-1 | 0.11465297947327662897657144011466530222 | 0.021578869692899384877828640840076742731
f(z) = -162/41*z^3 + 203/41*z + 1
*
-1 | 0.11456392109573171522282950117252278252 | 0.021522394574634112252430759630971284600
f(z) = -162/43*z^3 + 205/43*z + 1
*
[ -1/3 ] 
f(z) = -162/47*z^3 + 206/47*z + 1
*
-1 | 0.11438354379965973307617334794202811710 | 0.021410780083180230956720323173107176048
f(z) = -162/47*z^3 + 209/47*z + 1
*
-1 | 0.11429219380235421136410302801117502410 | 0.021355609762421092386619603875583696156
f(z) = -162/49*z^3 + 211/49*z + 1
*
[ -1/3 ] 
f(z) = -162/49*z^3 + 214/49*z + 1
*
[ -7/12 ] 
f(z) = -162/49*z^3 + 215/56*z + 1
*
-1 | 0.11410708977991996389351551025094966895 | 0.021246468144437676171203498782091329422
f(z) = -162/53*z^3 + 215/53*z + 1
*
[ -5/9 ] 
f(z) = -162/55*z^3 + 204/55*z + 1
*
-1 | 0.11401330168590145040842234634070560198 | 0.021192467847155183213480805149548262720
f(z) = -162/55*z^3 + 217/55*z + 1
*
-1 | 0.10601421639048145628307154705931353348 | 0.019990217086967559134486068761010912043
f(z) = -161/40*z^3 + 201/40*z + 1
*
-1 | 0.11452701468726253471772704439164648208 | 0.021575214592762927102729663102861136842
f(z) = -161/41*z^3 + 202/41*z + 1
*
-1 | 0.11443730577615299302132257897143377192 | 0.021518376025478074857743883156553210727
f(z) = -161/43*z^3 + 204/43*z + 1
*
-1 | 0.10583479477065362767139571028755443055 | 0.019882509179098746489979641010376064531
f(z) = -161/44*z^3 + 205/44*z + 1
*
-1 | 0.10078372240922012215895526976566123373 | 0.018916303460580761538342659552689962473
f(z) = -161/45*z^3 + 206/45*z + 1
*
-1 | 0.11425559295512752277405014055721581327 | 0.021406047366601855583595335271990342081
f(z) = -161/47*z^3 + 208/47*z + 1
*
-1 | 0.085307630465714001424406644228364364616 | 0.015968231571122575177304100425204799785
f(z) = -161/48*z^3 + 209/48*z + 1
*
-1 | 0.10128117847594179152854762727494388188 | 0.018924488644873516219506682085927295390
f(z) = -161/50*z^3 + 211/50*z + 1
*
-1 | 0.093727074929240340843773322621427524858 | 0.017497538567131417219134263816866112775
f(z) = -161/51*z^3 + 212/51*z + 1
*
-1 | 0.10546661033779058119711801925721213005 | 0.019671863998076826850710793762583176040
f(z) = -161/52*z^3 + 213/52*z + 1
*
-1 | 0.11397704401503810847337007934184757021 | 0.021240692037378398132538022799741618017
f(z) = -161/53*z^3 + 214/53*z + 1
*
-1 | 0.087531372892301540149812605290219712404 | 0.016298133002796530097354735698567870315
f(z) = -161/54*z^3 + 215/54*z + 1
*
-1 | 0.11388253160669519420780055600029323796 | 0.021186350356084957808361088100978804184
f(z) = -161/55*z^3 + 216/55*z + 1
*
-1 | 0.093443519422687179422649576574404848410 | 0.017354184251825614053387788954341822379
f(z) = -161/57*z^3 + 218/57*z + 1
*
-1 | 0.10090373527279476998091314955662774114 | 0.018723769200272004222617243308953008965
f(z) = -161/58*z^3 + 219/58*z + 1
*
[ 14/15 ] 
f(z) = -180/49*z^3 + 219/70*z + 1
*
[ 12/13 ] 
f(z) = -169/40*z^3 + 211/60*z + 1
*
[ 4/5 ] 
f(z) = -175/46*z^3 + 201/92*z + 1
*
[ 6/7 ] 
f(z) = -169/54*z^3 + 209/98*z + 1
*
[ 12/13 ] 
f(z) = -169/56*z^3 + 209/84*z + 1
*
[ 6/7 ] 
f(z) = -163/54*z^3 + 201/98*z + 1
*
0 | 0.16926498646260470082178718811825341170 | 0.028811401226182033547797346670297857592
f(z) = -178/51*z^3 + 203/102*z + 1
*
[ 10/13 ] 
f(z) = -169/44*z^3 + 217/110*z + 1
*
[ 5/6 ] 
f(z) = -162/55*z^3 + 203/110*z + 1
*
[ 3/4 ] 
f(z) = -166/45*z^3 + 209/120*z + 1
*
[ 24/35 ] 
f(z) = -175/48*z^3 + 211/168*z + 1
*
[ 7/10 ] 
f(z) = -164/49*z^3 + 212/175*z + 1
*
0 | 0.15050021369039270087919181694144823815 | 0.024328344360863172013906568020088458846
f(z) = -162/55*z^3 + 211/165*z + 1
*
[ 2/3 ] 
f(z) = -167/52*z^3 + 217/234*z + 1
*
[ 2/3 ] 
f(z) = -163/52*z^3 + 209/234*z + 1
*
[ 2/3 ] 
f(z) = -161/52*z^3 + 205/234*z + 1
*
[ 6 ] 
f(z) = -175/54*z^3 + 235/2*z + 1
*
[ -6 ] 
f(z) = -173/54*z^3 + 233/2*z + 1
*
[ 6 ] 
f(z) = -169/54*z^3 + 227/2*z + 1
*
[ -6 ] 
f(z) = -167/54*z^3 + 225/2*z + 1
*
[ 8/5 ] 
f(z) = -175/48*z^3 + 233/24*z + 1
*
[ -20/13 ] 
f(z) = -169/40*z^3 + 233/20*z + 1
*
[ -14/13 ] 
f(z) = -169/40*z^3 + 239/35*z + 1
*
[ -21/13 ] 
f(z) = -169/49*z^3 + 223/21*z + 1
*
[ -3/26 ] 
f(z) = -169/54*z^3 + 233/24*z + 1
*
-1 | 0.11678439229535343722907715276160969785 | 0.021634100110120471333470606161337303203
f(z) = -180/41*z^3 + 221/41*z + 1
*
-1 | 0.11670561130377957630888689765182637638 | 0.021583485089149502800699271855564174898
f(z) = -180/43*z^3 + 223/43*z + 1
*
-1 | 0.11654629655038049344932651543151488997 | 0.021483386238549805581691310414181077755
f(z) = -180/47*z^3 + 227/47*z + 1
*
-1 | 0.11646574160568923772976306235970793443 | 0.021433879305843783336915097763409672905
f(z) = -180/49*z^3 + 229/49*z + 1
*
[ -1/3 ] 
f(z) = -180/53*z^3 + 232/53*z + 1
*
-1 | 0.11630278144991612944731769924384880032 | 0.021335894516362972693596319746938572423
f(z) = -180/53*z^3 + 233/53*z + 1
*
[ -1/2 ] 
f(z) = -180/59*z^3 + 222/59*z + 1
*
-1 | 0.11605354088991944323327861316896519448 | 0.021191329000808955483888918865516556252
f(z) = -180/59*z^3 + 239/59*z + 1
*
-1 | 0.11667223151149689083783265291972138236 | 0.021631495780683033415779669254741054262
f(z) = -179/41*z^3 + 220/41*z + 1
*
-1 | 0.083453614719968769428504819138165518918 | 0.015459633088959113397735443656248097075
f(z) = -179/42*z^3 + 221/42*z + 1
*
-1 | 0.11659294241696217958377787896093259600 | 0.021580585731098622902499641444594863838
f(z) = -179/43*z^3 + 222/43*z + 1
*
-1 | 0.10799570522914123084072776921604333035 | 0.019972678840934758727826488981779458294
f(z) = -179/44*z^3 + 223/44*z + 1
*
-1 | 0.10294995011224617592676229190498437210 | 0.019023777446966678580802042524387584841
f(z) = -179/45*z^3 + 224/45*z + 1
*
-1 | 0.10363749519112104595280444496528066976 | 0.019135076437825875278466984271953235281
f(z) = -179/46*z^3 + 225/46*z + 1
*
-1 | 0.11643258796068383159872181489950635256 | 0.021479907052775245118846650663367847947
f(z) = -179/47*z^3 + 226/47*z + 1
*
-1 | 0.087491110442724964608013554173804358487 | 0.016127542218968452229043070570431528061
f(z) = -179/48*z^3 + 227/48*z + 1
*
-1 | 0.11635150098684021156044398290617602382 | 0.021430114960142382029906939832857559667
f(z) = -179/49*z^3 + 228/49*z + 1
*
-1 | 0.10347466629165902933674066530763937533 | 0.019043054875456537649690371217668341585
f(z) = -179/50*z^3 + 229/50*z + 1
*
-1 | 0.095926154219315758045430296416221333149 | 0.017639712253168716987028091381427274066
f(z) = -179/51*z^3 + 230/51*z + 1
*
-1 | 0.10767132920548326349900977686105806578 | 0.019783731226164968571839269259691585105
f(z) = -179/52*z^3 + 231/52*z + 1
*
-1 | 0.11618745128506590395047218793701459790 | 0.021331568488957803194443159787171378241
f(z) = -179/53*z^3 + 232/53*z + 1
*
-1 | 0.089746865985828194776892146302862189168 | 0.016464177743439301348144832914825553510
f(z) = -179/54*z^3 + 233/54*z + 1
*
-1 | 0.11610446511344089463403713608203269671 | 0.021282792095700128094846128722294264943
f(z) = -179/55*z^3 + 234/55*z + 1
*
-1 | 0.10750535380828358957779667481337928176 | 0.019691120054767757990917540819706255294
f(z) = -179/56*z^3 + 235/56*z + 1
*
-1 | 0.095677183487864950090957773363078508187 | 0.017511004529799301179037910961294110601
f(z) = -179/57*z^3 + 236/57*z + 1
*
-1 | 0.10314269106099899291418570853813179531 | 0.018862757248238182127219273227323101565
f(z) = -179/58*z^3 + 237/58*z + 1
*
-1 | 0.11593650903339777739323551202755183874 | 0.021186179549048741644207533929041029304
f(z) = -179/59*z^3 + 238/59*z + 1
*
-1 | 0.11647958026239248235462465835841938699 | 0.021577634225371341112025176191737440901
f(z) = -178/43*z^3 + 221/43*z + 1
*
-1 | 0.10283606531429325235475587294548454796 | 0.019018457275035678425869014699910326455
f(z) = -178/45*z^3 + 223/45*z + 1
*
-1 | 0.11631817238416556196492155961704261186 | 0.021476369296407913916408361549124403838
f(z) = -178/47*z^3 + 225/47*z + 1
*
-1 | 0.11623654627218491378128511879486542772 | 0.021426288887017084012972502240350578228
f(z) = -178/49*z^3 + 227/49*z + 1
*
-1 | 0.095810651774331535327686708451766533618 | 0.017632600952286673097726885426918374555
f(z) = -178/51*z^3 + 229/51*z + 1
*
-1 | 0.11607139227633405521656953535233006632 | 0.021327174511418689565829224989268205849
f(z) = -178/53*z^3 + 231/53*z + 1
*
-1 | 0.11598784045731256322930670775936710614 | 0.021278118187084364664691080351768705286
f(z) = -178/55*z^3 + 233/55*z + 1
*
-1 | 0.095559983841038814329651516339310234781 | 0.017503157262299743393508741066597054043
f(z) = -178/57*z^3 + 235/57*z + 1
*
-1 | 0.11581872478305510815737163123492173059 | 0.021180952987655316439337907382304878933
f(z) = -178/59*z^3 + 237/59*z + 1
*
-1 | 0.11636551620907383961791322878966968394 | 0.021574629543667746979608490688959258372
f(z) = -177/43*z^3 + 220/43*z + 1
*
-1 | 0.10776775494803600035968960403351066494 | 0.019963784144137765753310639040934034558
f(z) = -177/44*z^3 + 221/44*z + 1
*
-1 | 0.10340848454719157683992175856806053142 | 0.019124320239463707311098916305772677366
f(z) = -177/46*z^3 + 223/46*z + 1
*
-1 | 0.11620304091544522950081908804926967192 | 0.021472771833555592944323849449959256279
f(z) = -177/47*z^3 + 224/47*z + 1
*
-1 | 0.11612086841229333848252377274536890973 | 0.021422399897405463005959875220273217883
f(z) = -177/49*z^3 + 226/49*z + 1
*
-1 | 0.10324348447120127884673879955547133077 | 0.019031232387120368314128515371285536876
f(z) = -177/50*z^3 + 227/50*z + 1
*
-1 | 0.10743903562773978710316529852383493544 | 0.019772641213051216412863127117586258047
f(z) = -177/52*z^3 + 229/52*z + 1
*
-1 | 0.11595459507139404925246934094702257432 | 0.021322711289099320508043147376473694698
f(z) = -177/53*z^3 + 230/53*z + 1
*
-1 | 0.11587046979321193592720573151275633283 | 0.021273371908101363905318210563216860517
f(z) = -177/55*z^3 + 232/55*z + 1
*
-1 | 0.10727078188576214680354635440433485263 | 0.019678962604931333536746810989613218504
f(z) = -177/56*z^3 + 233/56*z + 1
*
-1 | 0.10290760363668994800522102491366691908 | 0.018848977339046529495968387573955839604
f(z) = -177/58*z^3 + 235/58*z + 1
*
[ -1/4 ] 
f(z) = -176/43*z^3 + 226/43*z + 1
*
-1 | 0.10260616034940999873822182458006622834 | 0.019007607962716860724043119651730566192
f(z) = -176/45*z^3 + 221/45*z + 1
*
[ -1/4 ] 
f(z) = -176/45*z^3 + 236/45*z + 1
*
-1 | 0.11608718447865336343635581038050101437 | 0.021469113500588110239164725414791702788
f(z) = -176/47*z^3 + 223/47*z + 1
*
-1 | 0.11600445818331408674820027299159150464 | 0.021418446773272303350432632262706764482
f(z) = -176/49*z^3 + 225/49*z + 1
*
-1 | 0.095577445774543179833212008656508899759 | 0.017618124677011520470379182372331070848
f(z) = -176/51*z^3 + 227/51*z + 1
*
-1 | 0.11583705013511345972835965588672320338 | 0.021318177495893891524068748918094011583
f(z) = -176/53*z^3 + 229/53*z + 1
*
[ -3/4 ] 
f(z) = -176/57*z^3 + 232/57*z + 1
*
-1 | 0.095323312617837968108996354466409480833 | 0.017487184034719825928003099947868136680
f(z) = -176/57*z^3 + 233/57*z + 1
*
[ -1/2 ] 
f(z) = -176/59*z^3 + 221/59*z + 1
*
-1 | 0.11558085951491811975056297632142835804 | 0.021170262690360387066573172584567260509
f(z) = -176/59*z^3 + 235/59*z + 1
*
-1 | 0.10317593625250867363191928266880368058 | 0.019113157931216045850817294983652730107
f(z) = -175/46*z^3 + 221/46*z + 1
*
-1 | 0.11597059382302125339016615980505575347 | 0.021465393105303659478624157013684385496
f(z) = -175/47*z^3 + 222/47*z + 1
*
-1 | 0.095459723282807361945985501022258589809 | 0.017610756741838759149445484905528558629
f(z) = -175/51*z^3 + 226/51*z + 1
*
-1 | 0.10720376659038448957648325747580460882 | 0.019761245033581914632361491547622807698
f(z) = -175/52*z^3 + 227/52*z + 1
*
[ -4/5 ] 
f(z) = -175/52*z^3 + 229/52*z + 1
*
-1 | 0.11571874774471514281467896324122373857 | 0.021313571773289324463475121879734483176
f(z) = -175/53*z^3 + 228/53*z + 1
*
[ -24/35 ] 
f(z) = -175/54*z^3 + 223/56*z + 1
*
-1 | 0.089277012141818104211230757201479618241 | 0.016430176605174375702369088854631876119
f(z) = -175/54*z^3 + 229/54*z + 1
*
-1 | 0.095203821107364907654592844516491002349 | 0.017479054819608345573138198259692707114
f(z) = -175/57*z^3 + 232/57*z + 1
*
[ -2/5 ] 
f(z) = -175/58*z^3 + 231/58*z + 1
*
-1 | 0.10266813949519053840865074735105206250 | 0.018834601951492744943483324521118430347
f(z) = -175/58*z^3 + 233/58*z + 1
*
-1 | 0.11546075820669652571241582715940430795 | 0.021164795942378883772631931968034806551
f(z) = -175/59*z^3 + 234/59*z + 1
*
-1 | 0.11585325951832620265940473039393949630 | 0.021461609426065054413902531906067951516
f(z) = -174/47*z^3 + 221/47*z + 1
*
-1 | 0.11576940282315537381481993769835619046 | 0.021410343099178765357933864419588963520
f(z) = -174/49*z^3 + 223/49*z + 1
*
-1 | 0.11559967798477581868536931628827619616 | 0.021308892729383032898802674178792272346
f(z) = -174/53*z^3 + 227/53*z + 1
*
-1 | 0.11551378379732265025085949888309731847 | 0.021258684879676249461749418718976038214
f(z) = -174/55*z^3 + 229/55*z + 1
*
-1 | 0.11533986391293228881181189014080765480 | 0.021159246058424840716344160459996145917
f(z) = -174/59*z^3 + 233/59*z + 1
*
-1 | 0.11573517195018649943407968571008912942 | 0.021457761210904645157817178225137617979
f(z) = -173/47*z^3 + 220/47*z + 1
*
-1 | 0.086792027807829434741459095282239365604 | 0.016078068151489191224974462400682357403
f(z) = -173/48*z^3 + 221/48*z + 1
*
-1 | 0.11565073833049755339930318370827901860 | 0.021406189960285798878671769879592008771
f(z) = -173/49*z^3 + 222/49*z + 1
*
-1 | 0.10277286216732233541244444593836315013 | 0.019006768512473239992212824927866396596
f(z) = -173/50*z^3 + 223/50*z + 1
*
-1 | 0.095221990570000988976540241349526561113 | 0.017595753613146995227969455307307954345
f(z) = -173/51*z^3 + 224/51*z + 1
*
-1 | 0.10696544419628567791395559127335644137 | 0.019749531259197007058579677454421104598
f(z) = -173/52*z^3 + 225/52*z + 1
*
-1 | 0.11547983074205540334610434469975409970 | 0.021304138937864754329277859950006314855
f(z) = -173/53*z^3 + 226/53*z + 1
*
-1 | 0.089038147670980734781662159301456768360 | 0.016412712999025519102714411982775666369
f(z) = -173/54*z^3 + 227/54*z + 1
*
[ 6/5 ] 
f(z) = -173/54*z^3 + 239/50*z + 1
*
-1 | 0.11539333016335889339110921332943294370 | 0.021253634977292986891238808277967468118
f(z) = -173/55*z^3 + 228/55*z + 1
*
-1 | 0.10679243956636232454039131992948035539 | 0.019653644315353005302516758448142838504
f(z) = -173/56*z^3 + 229/56*z + 1
*
-1 | 0.094962474942827952580196314983810217083 | 0.017462502760304843056735088289480947754
f(z) = -173/57*z^3 + 230/57*z + 1
*
-1 | 0.10242617298210553935461376370869455901 | 0.018819976420421687409380854796477338493
f(z) = -173/58*z^3 + 231/58*z + 1
*
-1 | 0.11521816596619737779844562940445813566 | 0.021153611438208357100492257468850534302
f(z) = -173/59*z^3 + 232/59*z + 1
*
-1 | 0.11553130273592852230691246284299979620 | 0.021401967507101189419241451232094243996
f(z) = -172/49*z^3 + 221/49*z + 1
*
-1 | 0.095100926651883302901285974748553325234 | 0.017587924088862974111449268277197159846
f(z) = -172/51*z^3 + 223/51*z + 1
*
-1 | 0.11535919570015011180085884647021009789 | 0.021299308936960896511945186077419571404
f(z) = -172/53*z^3 + 225/53*z + 1
*
-1 | 0.11527208005150699307146543831934966683 | 0.021248505457202981213076766793191123952
f(z) = -172/55*z^3 + 227/55*z + 1
*
-1 | 0.094839565506550651642485627544961333713 | 0.017453886202591033785286611813489329150
f(z) = -172/57*z^3 + 229/57*z + 1
*
[ -1/2 ] 
f(z) = -172/59*z^3 + 220/59*z + 1
*
-1 | 0.11509565347972382599771075689591146492 | 0.021147890441634071738448349267635679357
f(z) = -172/59*z^3 + 231/59*z + 1
*
-10/9 | 0.19661553717163117302470791139459320430 | 0.026109296790611869601226186323562071361
f(z) = -171/40*z^3 + 233/45*z + 1
*
-1 | 0.11541108587220792131744269663225005498 | 0.021397674363009900698847552794704314337
f(z) = -171/49*z^3 + 220/49*z + 1
*
-1 | 0.10253196115306977902260818708413536156 | 0.018993862694105494528009810962703473013
f(z) = -171/50*z^3 + 221/50*z + 1
*
-1 | 0.10672398742030262781367182984839270769 | 0.019737487901458612527191629286047473771
f(z) = -171/52*z^3 + 223/52*z + 1
*
[ -1/3 ] 
f(z) = -171/52*z^3 + 227/52*z + 1
*
-1 | 0.11523776233396201279524167797818787611 | 0.021294401228339767322387149778141439022
f(z) = -171/53*z^3 + 224/53*z + 1
*
[ -1/3 ] 
f(z) = -171/53*z^3 + 231/53*z + 1
*
-1 | 0.11515002274800009362475735082268320721 | 0.021243294760288262914941282262598557906
f(z) = -171/55*z^3 + 226/55*z + 1
*
[ -1/3 ] 
f(z) = -171/55*z^3 + 239/55*z + 1
*
-1 | 0.10654850461941007411346936948757289753 | 0.019640458303959910004725539467896488380
f(z) = -171/56*z^3 + 227/56*z + 1
*
[ -2/3 ] 
f(z) = -171/58*z^3 + 221/58*z + 1
*
-1 | 0.10218161865267605546256678701667057177 | 0.018805087670263268395494589835870163478
f(z) = -171/58*z^3 + 229/58*z + 1
*
-1 | 0.11497231534127654920999450208611641610 | 0.021142081387562999744840798993202296256
f(z) = -171/59*z^3 + 230/59*z + 1
*
-1 | 0.11511551990397735530860042469391257571 | 0.021289414275975975174887519293809020104
f(z) = -170/53*z^3 + 223/53*z + 1
*
-1 | 0.094594387455143673753715924563269663716 | 0.017436914100650136305520249791621381564
f(z) = -170/57*z^3 + 227/57*z + 1
*
-1 | 0.11484814020680824564602536445436484484 | 0.021136182552527565378048419242169305897
f(z) = -170/59*z^3 + 229/59*z + 1
*
[ -10/39 ] 
f(z) = -169/40*z^3 + 233/45*z + 1
*
[ -3/13 ] 
f(z) = -169/42*z^3 + 233/42*z + 1
*
-5/13 | 0.11758611869207986933180294312278079958 | 0.021537554158177260833870011898218580127
f(z) = -169/42*z^3 + 235/42*z + 1
*
-11/13 | 0.14322355551521151660747634145816886904 | 0.026531907879498081579029803252970133702
f(z) = -169/44*z^3 + 221/44*z + 1
*
-1 | 0.094737088821539853204165656386564393970 | 0.017564633079940657824307278129119238368
f(z) = -169/51*z^3 + 220/51*z + 1
*
-1 | 0.11499245745034560636341724131013305999 | 0.021284346504972199894352533451487513199
f(z) = -169/53*z^3 + 222/53*z + 1
*
-1 | 0.088548870526477553725973177700285428812 | 0.016376189673472565120444289270810053575
f(z) = -169/54*z^3 + 223/54*z + 1
*
[ -5/13 ] 
f(z) = -169/55*z^3 + 223/55*z + 1
*
-1 | 0.11490344260508450681028973198002716100 | 0.021232623402208121913778804912649751187
f(z) = -169/55*z^3 + 224/55*z + 1
*
-1 | 0.10630127845249381323417119481075655143 | 0.019626903225285091213540621242959331359
f(z) = -169/56*z^3 + 225/56*z + 1
*
-1 | 0.094470029104877320372866562455136361080 | 0.017428174362412575322746487299747381352
f(z) = -169/57*z^3 + 226/57*z + 1
*
-1 | 0.10193243108225118010430871192761806593 | 0.018789561333059897760205608407171898062
f(z) = -169/58*z^3 + 227/58*z + 1
*
-1 | 0.11472311649388691114850990176253746841 | 0.021130192169397728801040221089919358820
f(z) = -169/59*z^3 + 228/59*z + 1
*
-1 | 0.11486856378675073724380226046153063707 | 0.021279196300336441717531370147699444532
f(z) = -168/53*z^3 + 221/53*z + 1
*
-1 | 0.11477889721367777438631157652771404763 | 0.021227159421769876698780412390092463547
f(z) = -168/55*z^3 + 223/55*z + 1
*
-1 | 0.11459723237488601499480760657226146426 | 0.021124108425995994331621216388027890999
f(z) = -168/59*z^3 + 227/59*z + 1
*
-1 | 0.11474382749406586943093560593076681044 | 0.021273962005712758474173355615557070037
f(z) = -167/53*z^3 + 220/53*z + 1
*
-1 | 0.088300239040124293110763215549469499911 | 0.016357461588791628995696297724817240480
f(z) = -167/54*z^3 + 221/54*z + 1
*
[ 6/5 ] 
f(z) = -167/54*z^3 + 231/50*z + 1
*
-1 | 0.11465349951370768450907204325492970687 | 0.021221607623362271682075436127286912454
f(z) = -167/55*z^3 + 222/55*z + 1
*
-1 | 0.10605067001020081675714206660629120478 | 0.019612964871941465775767163286532627307
f(z) = -167/56*z^3 + 223/56*z + 1
*
-1 | 0.094218749335609587481408007434001202410 | 0.017410368016088683584589388343699118459
f(z) = -167/57*z^3 + 224/57*z + 1
*
-1 | 0.10168047391728369654060977207271099901 | 0.018773742428389710201575093568160330780
f(z) = -167/58*z^3 + 225/58*z + 1
*
-1 | 0.11447047576992686441490125959421006708 | 0.021117929463658970915789533257066359801
f(z) = -167/59*z^3 + 226/59*z + 1
*
-1 | 0.11452723762818701026542543283606070259 | 0.021215966239029145556422208667219288028
f(z) = -166/55*z^3 + 221/55*z + 1
*
-1 | 0.094091803961481608101952739966472896824 | 0.017401297376590210926069420390717815577
f(z) = -166/57*z^3 + 223/57*z + 1
*
-1 | 0.11434283433956213759743240236503841485 | 0.021111653375743031624064318167819285076
f(z) = -166/59*z^3 + 225/59*z + 1
*
-1 | 0.10579658436021467358734135447902024566 | 0.019598628313012647853239077444363166149
f(z) = -165/56*z^3 + 221/56*z + 1
*
-1 | 0.10142499826373404359825062246624509586 | 0.018757495147291367270299383117038494561
f(z) = -165/58*z^3 + 223/58*z + 1
*
-1 | 0.11421429547718898324439904777874187456 | 0.021105278206071487450763234533647826250
f(z) = -165/59*z^3 + 224/59*z + 1
*
-1 | 0.093835240408421125002114616239151068715 | 0.017382810707435386320542400734550708355
f(z) = -164/57*z^3 + 221/57*z + 1
*
-1 | 0.11408484630117946735567937428200516519 | 0.021098801947320551062806102051886138831
f(z) = -164/59*z^3 + 223/59*z + 1
*
-1 | 0.093705596692108791978134224448115536086 | 0.017373390336431487337937664753197335958
f(z) = -163/57*z^3 + 220/57*z + 1
*
-1 | 0.10116655528892254292710226810517980156 | 0.018740923696219540253398627469518745448
f(z) = -163/58*z^3 + 221/58*z + 1
*
-1 | 0.11395447364671549237994789757261838975 | 0.021092222539341217828995175919454797033
f(z) = -163/59*z^3 + 222/59*z + 1
*
[ -1/3 ] 
f(z) = -162/53*z^3 + 230/53*z + 1
*
[ -1/3 ] 
f(z) = -162/55*z^3 + 238/55*z + 1
*
-1 | 0.11382316405731461746374009235424228405 | 0.021085537867414033849370346827910540594
f(z) = -162/59*z^3 + 221/59*z + 1
*
[ 6/5 ] 
f(z) = -161/54*z^3 + 223/50*z + 1
*
-1 | 0.11369090377603246835585816792473414037 | 0.021078745760433553134927553507764222189
f(z) = -161/59*z^3 + 220/59*z + 1
*
-2/9 | 0.20621309299186612876990060701123085006 | 0.027430997145199055725498266754650484754
f(z) = -171/56*z^3 + 230/63*z + 1
*
[ -15/26 ] 
f(z) = -169/45*z^3 + 239/60*z + 1
*
[ -2/3 ] 
f(z) = -163/56*z^3 + 239/63*z + 1
*
-6/7 | 0.14047559181788956728543871696892713431 | 0.019755532986978670820214428418142652506
f(z) = -175/48*z^3 + 239/84*z + 1
*
-10/13 | 0.15626926888115959182696644664103577496 | 0.026836345047937688140331649901901273422
f(z) = -169/45*z^3 + 227/90*z + 1
*
-12/13 | 0.11203872065627933446639784123904283487 | 0.017988042501920760690498524193396501874
f(z) = -169/56*z^3 + 223/84*z + 1
*
-6/7 | 0.075935393831760860998206620464712112797 | 0.010805748580065765972057494814888593336
f(z) = -161/48*z^3 + 221/84*z + 1
*
-2/7 | 0.14765789996988595273193139947038531736 | 0.021011995361084556301598238436410068080
f(z) = -161/48*z^3 + 233/84*z + 1
*
-4/7 | 0.18089029743396818440045514663390198105 | 0.025741027681708270490949708360786258883
f(z) = -161/48*z^3 + 239/84*z + 1
*
14/15 | 0.19899493870921930583777180911403961400 | 0.025466476689488087943060694055575238698
f(z) = -165/56*z^3 + 232/105*z + 1
*
[ 3/4 ] 
f(z) = -178/45*z^3 + 227/120*z + 1
*
[ 4/5 ] 
f(z) = -165/56*z^3 + 229/140*z + 1
*
[ 15/22 ] 
f(z) = -176/45*z^3 + 223/165*z + 1
*
[ 7/10 ] 
f(z) = -176/49*z^3 + 233/175*z + 1
*
[ 3/4 ] 
f(z) = -176/59*z^3 + 238/177*z + 1
*
[ 7/10 ] 
f(z) = -172/49*z^3 + 226/175*z + 1
*
0 | 0.18440143961588293325772050424411392522 | 0.029550206463803629864143878951828350854
f(z) = -171/55*z^3 + 238/165*z + 1
*
[ 2/3 ] 
f(z) = -169/44*z^3 + 239/198*z + 1
*
10/13 | 0.17576124881019089355861715419291854568 | 0.026972995851885347559316809262855356880
f(z) = -169/45*z^3 + 229/180*z + 1
*
[ 2/3 ] 
f(z) = -167/44*z^3 + 235/198*z + 1
*
[ 2/3 ] 
f(z) = -163/44*z^3 + 227/198*z + 1
*
[ 2/3 ] 
f(z) = -161/44*z^3 + 223/198*z + 1
*
[ 2/3 ] 
f(z) = -175/52*z^3 + 233/234*z + 1
*
[ 2/3 ] 
f(z) = -173/52*z^3 + 229/234*z + 1
*
-11/26 | 0.15269546642150417762001967160742061019 | 0.023433232355083977885197944652672633383
f(z) = -169/55*z^3 + 221/220*z + 1
*
[ -6 ] 
f(z) = -179/54*z^3 + 241/2*z + 1
*
-12/5 | 0.17230273241688815039450397129615255665 | 0.025016539710454097922068513041664188273
f(z) = -175/48*z^3 + 245/12*z + 1
*
[ 12/5 ] 
f(z) = -175/48*z^3 + 259/12*z + 1
*
[ -12/5 ] 
f(z) = -175/54*z^3 + 241/12*z + 1
*
[ 10/3 ] 
f(z) = -171/40*z^3 + 241/5*z + 1
*
[ -10/3 ] 
f(z) = -171/40*z^3 + 244/5*z + 1
*
[ 7/5 ] 
f(z) = -170/49*z^3 + 248/35*z + 1
*
[ 22/13 ] 
f(z) = -169/44*z^3 + 251/22*z + 1
*
[ 18/13 ] 
f(z) = -169/48*z^3 + 253/36*z + 1
*
[ 3/2 ] 
f(z) = -166/45*z^3 + 259/30*z + 1
*
[ 7/5 ] 
f(z) = -165/49*z^3 + 241/35*z + 1
*
[ 12/7 ] 
f(z) = -161/54*z^3 + 257/28*z + 1
*
[ -1/3 ] 
f(z) = -180/59*z^3 + 256/59*z + 1
*
[ -1 ] 
f(z) = -179/40*z^3 + 259/40*z + 1
*
[ 6/5 ] 
f(z) = -179/54*z^3 + 247/50*z + 1
*
[ -1 ] 
f(z) = -177/40*z^3 + 257/40*z + 1
*
[ -1 ] 
f(z) = -177/41*z^3 + 259/41*z + 1
*
[ -1 ] 
f(z) = -176/41*z^3 + 258/41*z + 1
*
[ -1/4 ] 
f(z) = -176/47*z^3 + 246/47*z + 1
*
[ -1/4 ] 
f(z) = -176/49*z^3 + 256/49*z + 1
*
[ -1/5 ] 
f(z) = -175/41*z^3 + 253/41*z + 1
*
[ -1 ] 
f(z) = -175/41*z^3 + 257/41*z + 1
*
-1/5 | 0.13146306017298227105950525307038252258 | 0.023861643460305482286456703200055575731
f(z) = -175/48*z^3 + 247/48*z + 1
*
[ -1 ] 
f(z) = -174/41*z^3 + 256/41*z + 1
*
[ -1 ] 
f(z) = -173/40*z^3 + 253/40*z + 1
*
[ -1 ] 
f(z) = -173/41*z^3 + 255/41*z + 1
*
[ -1 ] 
f(z) = -173/42*z^3 + 257/42*z + 1
*
[ -1 ] 
f(z) = -173/43*z^3 + 259/43*z + 1
*
[ -1 ] 
f(z) = -172/41*z^3 + 254/41*z + 1
*
[ 10/9 ] 
f(z) = -171/40*z^3 + 242/45*z + 1
*
[ -1 ] 
f(z) = -171/40*z^3 + 251/40*z + 1
*
[ -2/9 ] 
f(z) = -171/40*z^3 + 257/45*z + 1
*
[ -1 ] 
f(z) = -171/41*z^3 + 253/41*z + 1
*
[ -1 ] 
f(z) = -171/43*z^3 + 257/43*z + 1
*
[ -1 ] 
f(z) = -171/44*z^3 + 259/44*z + 1
*
[ -1/3 ] 
f(z) = -171/56*z^3 + 243/56*z + 1
*
[ -1/3 ] 
f(z) = -171/58*z^3 + 251/58*z + 1
*
[ -1/3 ] 
f(z) = -171/59*z^3 + 255/59*z + 1
*
[ -1 ] 
f(z) = -170/41*z^3 + 252/41*z + 1
*
[ -1 ] 
f(z) = -170/43*z^3 + 256/43*z + 1
*
[ -1 ] 
f(z) = -169/41*z^3 + 251/41*z + 1
*
[ -1 ] 
f(z) = -169/42*z^3 + 253/42*z + 1
*
[ -1 ] 
f(z) = -169/43*z^3 + 255/43*z + 1
*
-16/13 | 0.16033237177814434758807348009901667978 | 0.029144673026040066155571825912279248980
f(z) = -169/44*z^3 + 245/44*z + 1
*
[ -1 ] 
f(z) = -169/44*z^3 + 257/44*z + 1
*
-7/13 | 0.14231309887049525056222718875916580941 | 0.025946830957682113394719900846427736103
f(z) = -169/48*z^3 + 241/48*z + 1
*
[ -5/26 ] 
f(z) = -169/50*z^3 + 253/40*z + 1
*
1/13 | 0.16245223221571384781836335571145544669 | 0.029296128724869083523821792894331295224
f(z) = -169/51*z^3 + 256/51*z + 1
*
[ -11/13 ] 
f(z) = -169/55*z^3 + 241/55*z + 1
*
-6/13 | 0.14729573904352281073071994675627679879 | 0.026562854032770653154724596726489935807
f(z) = -169/55*z^3 + 256/55*z + 1
*
-5/13 | 0.10094851728074481277935943932703844474 | 0.018296217326191817708007224667721791656
f(z) = -169/56*z^3 + 249/56*z + 1
*
[ -1 ] 
f(z) = -168/41*z^3 + 250/41*z + 1
*
[ -1 ] 
f(z) = -168/43*z^3 + 254/43*z + 1
*
[ -1 ] 
f(z) = -167/40*z^3 + 247/40*z + 1
*
[ -1 ] 
f(z) = -167/41*z^3 + 249/41*z + 1
*
[ -1 ] 
f(z) = -167/42*z^3 + 251/42*z + 1
*
[ -1 ] 
f(z) = -167/43*z^3 + 253/43*z + 1
*
[ -1 ] 
f(z) = -167/44*z^3 + 255/44*z + 1
*
[ -1 ] 
f(z) = -167/45*z^3 + 257/45*z + 1
*
[ -1 ] 
f(z) = -167/46*z^3 + 259/46*z + 1
*
[ -1 ] 
f(z) = -166/41*z^3 + 248/41*z + 1
*
[ -1 ] 
f(z) = -166/43*z^3 + 252/43*z + 1
*
[ -1 ] 
f(z) = -166/45*z^3 + 256/45*z + 1
*
[ -1 ] 
f(z) = -165/41*z^3 + 247/41*z + 1
*
[ -1 ] 
f(z) = -165/43*z^3 + 251/43*z + 1
*
[ -1 ] 
f(z) = -165/46*z^3 + 257/46*z + 1
*
[ -1 ] 
f(z) = -165/47*z^3 + 259/47*z + 1
*
[ -1 ] 
f(z) = -164/43*z^3 + 250/43*z + 1
*
[ -1 ] 
f(z) = -164/45*z^3 + 254/45*z + 1
*
[ -1 ] 
f(z) = -164/47*z^3 + 258/47*z + 1
*
[ -1 ] 
f(z) = -163/40*z^3 + 243/40*z + 1
*
[ -1 ] 
f(z) = -163/41*z^3 + 245/41*z + 1
*
[ -1 ] 
f(z) = -163/42*z^3 + 247/42*z + 1
*
[ -1 ] 
f(z) = -163/43*z^3 + 249/43*z + 1
*
[ -1 ] 
f(z) = -163/44*z^3 + 251/44*z + 1
*
[ -1 ] 
f(z) = -163/45*z^3 + 253/45*z + 1
*
[ -1 ] 
f(z) = -163/46*z^3 + 255/46*z + 1
*
[ -1 ] 
f(z) = -163/47*z^3 + 257/47*z + 1
*
[ -1 ] 
f(z) = -163/48*z^3 + 259/48*z + 1
*
[ -1 ] 
f(z) = -162/41*z^3 + 244/41*z + 1
*
[ -1 ] 
f(z) = -162/43*z^3 + 248/43*z + 1
*
[ -1 ] 
f(z) = -162/47*z^3 + 256/47*z + 1
*
[ 11/9 ] 
f(z) = -162/55*z^3 + 252/55*z + 1
*
[ -1/3 ] 
f(z) = -162/59*z^3 + 254/59*z + 1
*
[ -1 ] 
f(z) = -161/40*z^3 + 241/40*z + 1
*
[ -1 ] 
f(z) = -161/41*z^3 + 243/41*z + 1
*
[ -1 ] 
f(z) = -161/43*z^3 + 247/43*z + 1
*
[ -1 ] 
f(z) = -161/44*z^3 + 249/44*z + 1
*
[ -1 ] 
f(z) = -161/45*z^3 + 251/45*z + 1
*
[ -1 ] 
f(z) = -161/47*z^3 + 255/47*z + 1
*
[ -1 ] 
f(z) = -161/48*z^3 + 257/48*z + 1
*
[ -2/3 ] 
f(z) = -179/56*z^3 + 247/63*z + 1
*
[ -3/8 ] 
f(z) = -176/45*z^3 + 253/60*z + 1
*
[ -7/12 ] 
f(z) = -176/49*z^3 + 248/63*z + 1
*
[ -2/3 ] 
f(z) = -173/56*z^3 + 244/63*z + 1
*
[ -2/3 ] 
f(z) = -169/56*z^3 + 242/63*z + 1
*
[ -2/3 ] 
f(z) = -167/56*z^3 + 241/63*z + 1
*
-4/7 | 0.20361706652882438305056896477845589927 | 0.028635321072267212172040619564139847609
f(z) = -175/48*z^3 + 247/84*z + 1
*
-5/9 | 0.20255499253557306656837380446756903550 | 0.027600228923181463066346536427462831741
f(z) = -171/50*z^3 + 257/90*z + 1
*
[ 3/4 ] 
f(z) = -176/41*z^3 + 256/123*z + 1
*
[ 3/4 ] 
f(z) = -176/43*z^3 + 254/129*z + 1
*
[ 3/4 ] 
f(z) = -176/47*z^3 + 250/141*z + 1
*
[ 3/4 ] 
f(z) = -176/49*z^3 + 248/147*z + 1
*
[ 3/4 ] 
f(z) = -176/53*z^3 + 244/159*z + 1
*
0 | 0.16302574416468244330132311274384954471 | 0.026052157912696713527728093732198654348
f(z) = -174/55*z^3 + 247/165*z + 1
*
[ 2/3 ] 
f(z) = -179/44*z^3 + 259/198*z + 1
*
[ 2/3 ] 
f(z) = -175/44*z^3 + 251/198*z + 1
*
[ 2/3 ] 
f(z) = -173/44*z^3 + 247/198*z + 1
*
[ 2/3 ] 
f(z) = -179/52*z^3 + 241/234*z + 1
*
[ -12/5 ] 
f(z) = -175/48*z^3 + 269/12*z + 1
*
[ 7/5 ] 
f(z) = -180/49*z^3 + 262/35*z + 1
*
[ 3/2 ] 
f(z) = -178/45*z^3 + 277/30*z + 1
*
[ -8/5 ] 
f(z) = -175/48*z^3 + 263/24*z + 1
*
[ -22/13 ] 
f(z) = -169/44*z^3 + 277/22*z + 1
*
-10/7 | 0.21444245352177672782184884640600480748 | 0.027837164082951611617453468744234404291
f(z) = -161/40*z^3 + 277/35*z + 1
*
[ -1 ] 
f(z) = -180/41*z^3 + 262/41*z + 1
*
[ -1 ] 
f(z) = -180/43*z^3 + 266/43*z + 1
*
[ -1 ] 
f(z) = -180/47*z^3 + 274/47*z + 1
*
[ -1 ] 
f(z) = -180/49*z^3 + 278/49*z + 1
*
[ -1 ] 
f(z) = -179/41*z^3 + 261/41*z + 1
*
[ -1 ] 
f(z) = -179/42*z^3 + 263/42*z + 1
*
[ -1 ] 
f(z) = -179/43*z^3 + 265/43*z + 1
*
[ -1 ] 
f(z) = -179/44*z^3 + 267/44*z + 1
*
[ -1 ] 
f(z) = -179/45*z^3 + 269/45*z + 1
*
[ -1 ] 
f(z) = -179/46*z^3 + 271/46*z + 1
*
[ -1 ] 
f(z) = -179/47*z^3 + 273/47*z + 1
*
[ -1 ] 
f(z) = -179/48*z^3 + 275/48*z + 1
*
[ -1 ] 
f(z) = -179/49*z^3 + 277/49*z + 1
*
[ -1 ] 
f(z) = -179/50*z^3 + 279/50*z + 1
*
[ -1 ] 
f(z) = -178/41*z^3 + 260/41*z + 1
*
[ -1 ] 
f(z) = -178/43*z^3 + 264/43*z + 1
*
[ -1 ] 
f(z) = -178/45*z^3 + 268/45*z + 1
*
[ -1 ] 
f(z) = -178/47*z^3 + 272/47*z + 1
*
[ -1 ] 
f(z) = -178/49*z^3 + 276/49*z + 1
*
[ -1 ] 
f(z) = -177/43*z^3 + 263/43*z + 1
*
[ -1 ] 
f(z) = -177/44*z^3 + 265/44*z + 1
*
[ -1 ] 
f(z) = -177/46*z^3 + 269/46*z + 1
*
[ -1 ] 
f(z) = -177/47*z^3 + 271/47*z + 1
*
[ -1 ] 
f(z) = -177/49*z^3 + 275/49*z + 1
*
[ -1 ] 
f(z) = -177/50*z^3 + 277/50*z + 1
*
[ -1 ] 
f(z) = -176/43*z^3 + 262/43*z + 1
*
[ -1 ] 
f(z) = -176/45*z^3 + 266/45*z + 1
*
[ -1 ] 
f(z) = -176/47*z^3 + 270/47*z + 1
*
[ -1 ] 
f(z) = -176/49*z^3 + 274/49*z + 1
*
[ -1/4 ] 
f(z) = -176/51*z^3 + 266/51*z + 1
*
[ -1 ] 
f(z) = -176/51*z^3 + 278/51*z + 1
*
[ -1/4 ] 
f(z) = -176/53*z^3 + 276/53*z + 1
*
[ -1 ] 
f(z) = -175/43*z^3 + 261/43*z + 1
*
[ -1/5 ] 
f(z) = -175/43*z^3 + 265/43*z + 1
*
[ -1 ] 
f(z) = -175/44*z^3 + 263/44*z + 1
*
[ -1/5 ] 
f(z) = -175/44*z^3 + 271/44*z + 1
*
[ -1 ] 
f(z) = -175/46*z^3 + 267/46*z + 1
*
[ -1 ] 
f(z) = -175/47*z^3 + 269/47*z + 1
*
[ -1 ] 
f(z) = -175/48*z^3 + 271/48*z + 1
*
[ -1 ] 
f(z) = -175/51*z^3 + 277/51*z + 1
*
[ -1 ] 
f(z) = -175/52*z^3 + 279/52*z + 1
*
[ -1 ] 
f(z) = -174/43*z^3 + 260/43*z + 1
*
[ -1 ] 
f(z) = -174/47*z^3 + 268/47*z + 1
*
[ -1 ] 
f(z) = -174/49*z^3 + 272/49*z + 1
*
[ -1 ] 
f(z) = -173/44*z^3 + 261/44*z + 1
*
[ -1 ] 
f(z) = -173/45*z^3 + 263/45*z + 1
*
[ -1 ] 
f(z) = -173/46*z^3 + 265/46*z + 1
*
[ -1 ] 
f(z) = -173/47*z^3 + 267/47*z + 1
*
[ -1 ] 
f(z) = -173/48*z^3 + 269/48*z + 1
*
[ -1 ] 
f(z) = -173/49*z^3 + 271/49*z + 1
*
[ -1 ] 
f(z) = -173/50*z^3 + 273/50*z + 1
*
[ -1 ] 
f(z) = -173/51*z^3 + 275/51*z + 1
*
[ -1 ] 
f(z) = -173/52*z^3 + 277/52*z + 1
*
[ -1 ] 
f(z) = -173/53*z^3 + 279/53*z + 1
*
[ -1 ] 
f(z) = -172/45*z^3 + 262/45*z + 1
*
[ -1 ] 
f(z) = -172/47*z^3 + 266/47*z + 1
*
[ -1 ] 
f(z) = -172/49*z^3 + 270/49*z + 1
*
[ -1 ] 
f(z) = -172/51*z^3 + 274/51*z + 1
*
[ -1 ] 
f(z) = -172/53*z^3 + 278/53*z + 1
*
[ -1 ] 
f(z) = -171/46*z^3 + 263/46*z + 1
*
[ -1 ] 
f(z) = -171/47*z^3 + 265/47*z + 1
*
[ -1 ] 
f(z) = -171/49*z^3 + 269/49*z + 1
*
[ -1 ] 
f(z) = -171/50*z^3 + 271/50*z + 1
*
[ -1 ] 
f(z) = -171/52*z^3 + 275/52*z + 1
*
[ -1 ] 
f(z) = -171/53*z^3 + 277/53*z + 1
*
[ -1 ] 
f(z) = -170/47*z^3 + 264/47*z + 1
*
[ -1 ] 
f(z) = -170/49*z^3 + 268/49*z + 1
*
[ -1 ] 
f(z) = -170/53*z^3 + 276/53*z + 1
*
[ -14/13 ] 
f(z) = -169/42*z^3 + 277/42*z + 1
*
[ -1 ] 
f(z) = -169/46*z^3 + 261/46*z + 1
*
[ -1 ] 
f(z) = -169/47*z^3 + 263/47*z + 1
*
[ -1 ] 
f(z) = -169/49*z^3 + 267/49*z + 1
*
35/26 | 0.18379918124575326617362681953495617401 | 0.025620330235203302620816113899927700882
f(z) = -169/50*z^3 + 261/40*z + 1
*
[ -1 ] 
f(z) = -169/50*z^3 + 269/50*z + 1
*
[ -1 ] 
f(z) = -169/51*z^3 + 271/51*z + 1
*
[ -1 ] 
f(z) = -169/53*z^3 + 275/53*z + 1
*
-24/65 | 0.20409965750486784333130219211907314289 | 0.023015321040384416967211397184221795906
f(z) = -169/54*z^3 + 263/50*z + 1
*
[ -1 ] 
f(z) = -169/54*z^3 + 277/54*z + 1
*
[ -1 ] 
f(z) = -169/55*z^3 + 279/55*z + 1
*
[ -1 ] 
f(z) = -168/47*z^3 + 262/47*z + 1
*
[ -1 ] 
f(z) = -168/53*z^3 + 274/53*z + 1
*
[ -1 ] 
f(z) = -168/55*z^3 + 278/55*z + 1
*
[ -1 ] 
f(z) = -167/47*z^3 + 261/47*z + 1
*
[ -1 ] 
f(z) = -167/48*z^3 + 263/48*z + 1
*
[ -1 ] 
f(z) = -167/49*z^3 + 265/49*z + 1
*
[ -1 ] 
f(z) = -167/50*z^3 + 267/50*z + 1
*
[ -1 ] 
f(z) = -167/51*z^3 + 269/51*z + 1
*
[ -1 ] 
f(z) = -167/52*z^3 + 271/52*z + 1
*
[ -1 ] 
f(z) = -167/53*z^3 + 273/53*z + 1
*
[ -1 ] 
f(z) = -167/54*z^3 + 275/54*z + 1
*
[ -1 ] 
f(z) = -167/55*z^3 + 277/55*z + 1
*
[ -1 ] 
f(z) = -167/56*z^3 + 279/56*z + 1
*
[ -1 ] 
f(z) = -166/47*z^3 + 260/47*z + 1
*
[ -1 ] 
f(z) = -166/49*z^3 + 264/49*z + 1
*
[ -1 ] 
f(z) = -166/51*z^3 + 268/51*z + 1
*
[ -1 ] 
f(z) = -166/53*z^3 + 272/53*z + 1
*
[ -1 ] 
f(z) = -166/55*z^3 + 276/55*z + 1
*
[ -1 ] 
f(z) = -165/49*z^3 + 263/49*z + 1
*
[ -1 ] 
f(z) = -165/52*z^3 + 269/52*z + 1
*
[ -1 ] 
f(z) = -165/53*z^3 + 271/53*z + 1
*
[ -1 ] 
f(z) = -165/56*z^3 + 277/56*z + 1
*
[ -1 ] 
f(z) = -164/49*z^3 + 262/49*z + 1
*
[ -1 ] 
f(z) = -164/51*z^3 + 266/51*z + 1
*
[ -1 ] 
f(z) = -164/53*z^3 + 270/53*z + 1
*
[ -1 ] 
f(z) = -164/55*z^3 + 274/55*z + 1
*
[ -1 ] 
f(z) = -164/57*z^3 + 278/57*z + 1
*
[ -1 ] 
f(z) = -163/49*z^3 + 261/49*z + 1
*
[ -1 ] 
f(z) = -163/50*z^3 + 263/50*z + 1
*
[ -1 ] 
f(z) = -163/51*z^3 + 265/51*z + 1
*
[ -1 ] 
f(z) = -163/52*z^3 + 267/52*z + 1
*
[ -1 ] 
f(z) = -163/53*z^3 + 269/53*z + 1
*
[ -1 ] 
f(z) = -163/54*z^3 + 271/54*z + 1
*
[ -1 ] 
f(z) = -163/55*z^3 + 273/55*z + 1
*
[ -1 ] 
f(z) = -163/56*z^3 + 275/56*z + 1
*
[ -1 ] 
f(z) = -163/57*z^3 + 277/57*z + 1
*
[ -1 ] 
f(z) = -163/58*z^3 + 279/58*z + 1
*
[ -1 ] 
f(z) = -162/49*z^3 + 260/49*z + 1
*
[ -1 ] 
f(z) = -162/53*z^3 + 268/53*z + 1
*
[ -1 ] 
f(z) = -162/55*z^3 + 272/55*z + 1
*
[ -1 ] 
f(z) = -161/50*z^3 + 261/50*z + 1
*
[ -1 ] 
f(z) = -161/51*z^3 + 263/51*z + 1
*
[ -1 ] 
f(z) = -161/52*z^3 + 265/52*z + 1
*
[ -1 ] 
f(z) = -161/53*z^3 + 267/53*z + 1
*
[ -1 ] 
f(z) = -161/54*z^3 + 269/54*z + 1
*
[ -1 ] 
f(z) = -161/55*z^3 + 271/55*z + 1
*
[ -1 ] 
f(z) = -161/57*z^3 + 275/57*z + 1
*
[ -1 ] 
f(z) = -161/58*z^3 + 277/58*z + 1
*
[ -1 ] 
f(z) = -161/59*z^3 + 279/59*z + 1
*
[ -7/18 ] 
f(z) = -180/49*z^3 + 260/63*z + 1
*
[ -3/4 ] 
f(z) = -172/45*z^3 + 269/60*z + 1
*
[ -7/9 ] 
f(z) = -171/49*z^3 + 277/63*z + 1
*
[ -6/13 ] 
f(z) = -169/44*z^3 + 263/66*z + 1
*
[ -10/13 ] 
f(z) = -169/48*z^3 + 263/60*z + 1
*
[ -14/39 ] 
f(z) = -169/56*z^3 + 263/63*z + 1
*
-38/39 | 0.12104593620770433690321120335922953778 | 0.015727987502432629766178212943390345400
f(z) = -169/56*z^3 + 275/63*z + 1
*
[ -3/4 ] 
f(z) = -164/45*z^3 + 263/60*z + 1
*
-1/2 | 0.17231270051396514796815597143776017129 | 0.029330167181217973648582921763647943346
f(z) = -178/45*z^3 + 269/90*z + 1
*
[ 14/15 ] 
f(z) = -165/56*z^3 + 262/105*z + 1
*
-14/15 | 0.15989870203289552788651132579272174893 | 0.020463116270260595192605690722892386737
f(z) = -165/56*z^3 + 277/105*z + 1
*
[ 7/8 ] 
f(z) = -164/49*z^3 + 271/112*z + 1
*
[ 5/6 ] 
f(z) = -177/50*z^3 + 271/120*z + 1
*
0 | 0.17424871990026665008398758058936449366 | 0.028083987057302789119938323822923680436
f(z) = -165/46*z^3 + 265/138*z + 1
*
0 | 0.16352014140092490747051995300095940524 | 0.026203992492971288495733504848151954204
f(z) = -171/50*z^3 + 263/150*z + 1
*
0 | 0.13778394581577237401370084263741500232 | 0.022206892269906073888266489404185805827
f(z) = -165/56*z^3 + 271/168*z + 1
*
[ 26/35 ] 
f(z) = -175/52*z^3 + 275/182*z + 1
*
-2/13 | 0.11524199491993161286802691560726295109 | 0.016388827557657104521585062176276681750
f(z) = -169/48*z^3 + 283/12*z + 1
*
[ 7/2 ] 
f(z) = -164/49*z^3 + 292/7*z + 1
*
[ -7/2 ] 
f(z) = -164/49*z^3 + 296/7*z + 1
*
[ -7/5 ] 
f(z) = -170/49*z^3 + 298/35*z + 1
*
[ 24/13 ] 
f(z) = -169/48*z^3 + 299/24*z + 1
*
[ -24/13 ] 
f(z) = -169/54*z^3 + 293/24*z + 1
*
[ -3/2 ] 
f(z) = -166/45*z^3 + 299/30*z + 1
*
[ -7/5 ] 
f(z) = -165/49*z^3 + 291/35*z + 1
*
[ 7/4 ] 
f(z) = -164/49*z^3 + 299/28*z + 1
*
[ 10/7 ] 
f(z) = -161/40*z^3 + 298/35*z + 1
*
[ -1/6 ] 
f(z) = -180/41*z^3 + 292/41*z + 1
*
[ -1 ] 
f(z) = -180/53*z^3 + 286/53*z + 1
*
[ -1 ] 
f(z) = -180/59*z^3 + 298/59*z + 1
*
[ -1 ] 
f(z) = -179/51*z^3 + 281/51*z + 1
*
[ -1 ] 
f(z) = -179/52*z^3 + 283/52*z + 1
*
[ -1 ] 
f(z) = -179/53*z^3 + 285/53*z + 1
*
[ -1 ] 
f(z) = -179/54*z^3 + 287/54*z + 1
*
[ -1 ] 
f(z) = -179/55*z^3 + 289/55*z + 1
*
[ -1 ] 
f(z) = -179/56*z^3 + 291/56*z + 1
*
[ -1 ] 
f(z) = -179/57*z^3 + 293/57*z + 1
*
[ -1 ] 
f(z) = -179/58*z^3 + 295/58*z + 1
*
[ -1 ] 
f(z) = -179/59*z^3 + 297/59*z + 1
*
[ -1 ] 
f(z) = -178/51*z^3 + 280/51*z + 1
*
[ -1 ] 
f(z) = -178/53*z^3 + 284/53*z + 1
*
[ -1 ] 
f(z) = -178/55*z^3 + 288/55*z + 1
*
[ -1 ] 
f(z) = -178/57*z^3 + 292/57*z + 1
*
[ -1 ] 
f(z) = -178/59*z^3 + 296/59*z + 1
*
[ -1 ] 
f(z) = -177/52*z^3 + 281/52*z + 1
*
[ -1 ] 
f(z) = -177/53*z^3 + 283/53*z + 1
*
[ -1 ] 
f(z) = -177/55*z^3 + 287/55*z + 1
*
[ -1 ] 
f(z) = -177/56*z^3 + 289/56*z + 1
*
[ -1 ] 
f(z) = -177/58*z^3 + 293/58*z + 1
*
[ 5/4 ] 
f(z) = -176/45*z^3 + 284/45*z + 1
*
[ -1 ] 
f(z) = -176/53*z^3 + 282/53*z + 1
*
[ -1 ] 
f(z) = -176/57*z^3 + 290/57*z + 1
*
[ -1/4 ] 
f(z) = -176/57*z^3 + 296/57*z + 1
*
[ -1 ] 
f(z) = -176/59*z^3 + 294/59*z + 1
*
[ -1/5 ] 
f(z) = -175/46*z^3 + 283/46*z + 1
*
[ -1/5 ] 
f(z) = -175/47*z^3 + 289/47*z + 1
*
[ -1/5 ] 
f(z) = -175/48*z^3 + 295/48*z + 1
*
[ -1 ] 
f(z) = -175/53*z^3 + 281/53*z + 1
*
[ -1 ] 
f(z) = -175/54*z^3 + 283/54*z + 1
*
[ -1 ] 
f(z) = -175/57*z^3 + 289/57*z + 1
*
[ -1 ] 
f(z) = -175/58*z^3 + 291/58*z + 1
*
[ -1 ] 
f(z) = -175/59*z^3 + 293/59*z + 1
*
[ -7/6 ] 
f(z) = -174/49*z^3 + 281/42*z + 1
*
[ -1 ] 
f(z) = -174/53*z^3 + 280/53*z + 1
*
[ -1 ] 
f(z) = -174/55*z^3 + 284/55*z + 1
*
[ -1 ] 
f(z) = -174/59*z^3 + 292/59*z + 1
*
[ -1 ] 
f(z) = -173/54*z^3 + 281/54*z + 1
*
[ -1 ] 
f(z) = -173/55*z^3 + 283/55*z + 1
*
[ -1 ] 
f(z) = -173/56*z^3 + 285/56*z + 1
*
[ -1 ] 
f(z) = -173/57*z^3 + 287/57*z + 1
*
[ -1 ] 
f(z) = -173/58*z^3 + 289/58*z + 1
*
[ -1 ] 
f(z) = -173/59*z^3 + 291/59*z + 1
*
[ -1 ] 
f(z) = -172/55*z^3 + 282/55*z + 1
*
[ -1 ] 
f(z) = -172/57*z^3 + 286/57*z + 1
*
[ -1 ] 
f(z) = -172/59*z^3 + 290/59*z + 1
*
[ -1 ] 
f(z) = -171/55*z^3 + 281/55*z + 1
*
[ -1 ] 
f(z) = -171/56*z^3 + 283/56*z + 1
*
[ -1 ] 
f(z) = -171/58*z^3 + 287/58*z + 1
*
[ -1 ] 
f(z) = -171/59*z^3 + 289/59*z + 1
*
[ -1 ] 
f(z) = -170/57*z^3 + 284/57*z + 1
*
[ -1 ] 
f(z) = -170/59*z^3 + 288/59*z + 1
*
2/39 | 0.22939307893849903112884538326177366993 | 0.029562433709142209792270569670986107482
f(z) = -169/40*z^3 + 293/45*z + 1
*
[ -3/13 ] 
f(z) = -169/51*z^3 + 281/51*z + 1
*
[ -1 ] 
f(z) = -169/56*z^3 + 281/56*z + 1
*
[ -1 ] 
f(z) = -169/58*z^3 + 285/58*z + 1
*
[ -1 ] 
f(z) = -169/59*z^3 + 287/59*z + 1
*
[ -1 ] 
f(z) = -168/59*z^3 + 286/59*z + 1
*
[ -1 ] 
f(z) = -167/57*z^3 + 281/57*z + 1
*
[ -1 ] 
f(z) = -167/58*z^3 + 283/58*z + 1
*
[ -1 ] 
f(z) = -167/59*z^3 + 285/59*z + 1
*
[ -1 ] 
f(z) = -166/57*z^3 + 280/57*z + 1
*
[ -1 ] 
f(z) = -166/59*z^3 + 284/59*z + 1
*
[ -1 ] 
f(z) = -165/58*z^3 + 281/58*z + 1
*
[ -1 ] 
f(z) = -165/59*z^3 + 283/59*z + 1
*
[ -1 ] 
f(z) = -164/59*z^3 + 282/59*z + 1
*
[ -1 ] 
f(z) = -163/59*z^3 + 281/59*z + 1
*
[ -1 ] 
f(z) = -162/59*z^3 + 280/59*z + 1
*
[ -7/9 ] 
f(z) = -180/49*z^3 + 284/63*z + 1
*
[ -2/3 ] 
f(z) = -177/44*z^3 + 283/66*z + 1
*
-2/9 | 0.18913563917840997955905602362773188015 | 0.024374361341333371364725349944156039658
f(z) = -171/56*z^3 + 293/63*z + 1
*
[ -7/10 ] 
f(z) = -170/49*z^3 + 289/70*z + 1
*
-12/13 | 0.18878830780022338642168734607686006886 | 0.029817302794185116102008808715270346871
f(z) = -169/40*z^3 + 281/60*z + 1
*
[ 7/6 ] 
f(z) = -164/49*z^3 + 296/63*z + 1
*
[ -5/7 ] 
f(z) = -161/50*z^3 + 283/70*z + 1
*
-10/19 | 0.20535858539537977602052182812921418252 | 0.025396485450130021127114858573969244360
f(z) = -171/40*z^3 + 293/95*z + 1
*
10/9 | 0.21528463118967097687394187401418266354 | 0.029334774868282168384100110731785961679
f(z) = -171/50*z^3 + 299/90*z + 1
*
-12/13 | 0.11592949056318649638027996204137361321 | 0.019908737221719974505843930623539444064
f(z) = -169/42*z^3 + 295/84*z + 1
*
15/13 | 0.20355370265963744091582317842642470816 | 0.027780848573229394674391723269878943505
f(z) = -169/50*z^3 + 287/90*z + 1
*
[ 7/8 ] 
f(z) = -180/49*z^3 + 299/112*z + 1
*
-1/2 | 0.17177156041480874221263322283339371800 | 0.029238057142147278904097818667104793018
f(z) = -178/51*z^3 + 293/102*z + 1
*
[ 7/8 ] 
f(z) = -172/49*z^3 + 285/112*z + 1
*
-1/2 | 0.17206574355766847221372458651397142510 | 0.029640265812766113830913349854539555153
f(z) = -166/51*z^3 + 287/102*z + 1
*
[ 6/7 ] 
f(z) = -161/40*z^3 + 293/105*z + 1
*
-1/3 | 0.15861709193758566216540953531348164312 | 0.025278582900932266496898185969847847066
f(z) = -177/40*z^3 + 299/120*z + 1
*
-3/4 | 0.19002239754749480623855698987511690732 | 0.026423453367445320243522595946516123557
f(z) = -166/45*z^3 + 289/120*z + 1
*
0 | 0.12108128562263172427573394768759205274 | 0.019296554229903142083894041959727347829
f(z) = -177/50*z^3 + 281/150*z + 1
*
-15/26 | 0.17764996446948512750864186330671752443 | 0.027262845406257542289449039392428451697
f(z) = -169/42*z^3 + 281/168*z + 1
*
-3/26 | 0.090534071898143673439680801713041635016 | 0.013893706162728003086658649915595874207
f(z) = -169/42*z^3 + 289/168*z + 1
*
0 | 0.17328683474570600692318295449309634670 | 0.026428655253072147434241217256000939680
f(z) = -176/45*z^3 + 299/180*z + 1
*
0 | 0.14819933681071911928395462075179577244 | 0.022681990570358713777182464564737642685
f(z) = -172/45*z^3 + 283/180*z + 1
*
[ 3/4 ] 
f(z) = -164/57*z^3 + 293/228*z + 1
*
-35/78 | 0.17141174960220817707041523633499968713 | 0.019672160387690395834030512884946060467
f(z) = -169/49*z^3 + 283/252*z + 1
*
[ 28/39 ] 
f(z) = -169/56*z^3 + 293/252*z + 1
*
[ 2/3 ] 
f(z) = -165/47*z^3 + 299/282*z + 1
*
[ 2/3 ] 
f(z) = -165/49*z^3 + 293/294*z + 1
*
[ 4/5 ] 
f(z) = -175/64*z^3 + 3/2*z + 1
*
[ -4/5 ] 
f(z) = -175/64*z^3 + 4*z + 1
*
[ 6/5 ] 
f(z) = -175/72*z^3 + 11/3*z + 1
*
[ -6/5 ] 
f(z) = -175/72*z^3 + 16/3*z + 1
*
[ 4/3 ] 
f(z) = -171/64*z^3 + 5*z + 1
*
[ 2/3 ] 
f(z) = -171/64*z^3 + 11/16*z + 1
*
[ -4/3 ] 
f(z) = -171/64*z^3 + 13/2*z + 1
*
20/13 | 0.10571449283634024214580126773770541142 | 0.018326735442328307609186507812697380324
f(z) = -169/64*z^3 + 5*z + 1
*
-4/39 | 0.18217425742801085357748553868517980785 | 0.024862998773402386422436339501633400214
f(z) = -169/64*z^3 + 7/9*z + 1
*
[ -4/13 ] 
f(z) = -169/64*z^3 + 9/2*z + 1
*
[ -12/13 ] 
f(z) = -169/64*z^3 + 13/3*z + 1
*
[ 12/13 ] 
f(z) = -169/64*z^3 + 13/6*z + 1
*
-6/13 | 0.10663993357835871473674996949791651338 | 0.020787921848854253136398207125113333619
f(z) = -169/64*z^3 + 17/16*z + 1
*
-12/13 | 0.16784285408249787472871468929035852122 | 0.022907060163681798422993649238343611771
f(z) = -169/64*z^3 + 19/9*z + 1
*
[ -6/13 ] 
f(z) = -169/72*z^3 + 11/3*z + 1
*
[ 4/5 ] 
f(z) = -165/64*z^3 + 7/5*z + 1
*
[ -4/3 ] 
f(z) = -165/64*z^3 + 19/3*z + 1
*
-4/5 | 0.18273547134657342601191650976836387064 | 0.027211472649264803055229031415559938424
f(z) = -165/64*z^3 + 19/10*z + 1
*
[ -4/3 ] 
f(z) = -177/64*z^3 + 20/3*z + 1
*
[ 4/3 ] 
f(z) = -177/64*z^3 + 31/6*z + 1
*
-4/35 | 0.16022886849983602141229624335519112111 | 0.022533499636138664886843876329686550396
f(z) = -175/64*z^3 + 25/14*z + 1
*
4/35 | 0.19301619076972944302080280415058310732 | 0.025530970425877890786214080385188374496
f(z) = -175/64*z^3 + 30/7*z + 1
*
52/35 | 0.21323561704899650070018010495247760830 | 0.027444154252942409597081925490378200884
f(z) = -175/64*z^3 + 37/7*z + 1
*
-12/35 | 0.19161071245069394853680167184080765283 | 0.024494990898223079234627369877132938800
f(z) = -175/64*z^3 + 39/7*z + 1
*
[ -2/5 ] 
f(z) = -175/72*z^3 + 35/9*z + 1
*
[ -4/9 ] 
f(z) = -171/64*z^3 + 34/9*z + 1
*
12/13 | 0.16030262231320157840080228498617635150 | 0.021877975287047862020505420847964842904
f(z) = -169/64*z^3 + 23/18*z + 1
*
[ -8/13 ] 
f(z) = -169/64*z^3 + 29/8*z + 1
*
[ 20/13 ] 
f(z) = -169/64*z^3 + 33/5*z + 1
*
[ 12/13 ] 
f(z) = -169/72*z^3 + 23/12*z + 1
*
[ 4/3 ] 
f(z) = -165/64*z^3 + 29/6*z + 1
*
[ -4/5 ] 
f(z) = -165/64*z^3 + 39/10*z + 1
*
[ -4/7 ] 
f(z) = -161/64*z^3 + 25/7*z + 1
*
[ 4/5 ] 
f(z) = -177/64*z^3 + 38/25*z + 1
*
[ 3/4 ] 
f(z) = -176/63*z^3 + 26/21*z + 1
*
[ 6/7 ] 
f(z) = -175/72*z^3 + 34/21*z + 1
*
[ 4/5 ] 
f(z) = -173/64*z^3 + 37/25*z + 1
*
[ 2/3 ] 
f(z) = -171/68*z^3 + 21/34*z + 1
*
[ 4/5 ] 
f(z) = -169/64*z^3 + 36/25*z + 1
*
[ 10/13 ] 
f(z) = -169/75*z^3 + 31/30*z + 1
*
[ 4/5 ] 
f(z) = -161/64*z^3 + 34/25*z + 1
*
[ 6/7 ] 
f(z) = -161/72*z^3 + 31/21*z + 1
*
-6/7 | 0.19951711204926016194639709060910342683 | 0.028391658243080999348841084045678693609
f(z) = -161/72*z^3 + 38/21*z + 1
*
[ 2/3 ] 
f(z) = -177/64*z^3 + 35/48*z + 1
*
[ 2/3 ] 
f(z) = -165/64*z^3 + 31/48*z + 1
*
[ 2/3 ] 
f(z) = -171/74*z^3 + 39/74*z + 1
*
0 | 0.10928888364987388691071277941296724445 | 0.021353852242792543636013857533866730680
f(z) = -167/64*z^3 + 39/64*z + 1
*
0 | 0.12106436921497872593035740499329531841 | 0.023738733342988651446133477001282666757
f(z) = -164/63*z^3 + 38/63*z + 1
*
0 | 0.12166980967127550683551658644450625366 | 0.023886096662534629935396038319333475808
f(z) = -163/62*z^3 + 39/62*z + 1
*
0 | 0.13427304652855876130624405205592326503 | 0.026424397053268032384051534317603906595
f(z) = -161/61*z^3 + 39/61*z + 1
*
[ -4 ] 
f(z) = -179/64*z^3 + 46*z + 1
*
[ 4/3 ] 
f(z) = -179/64*z^3 + 47/9*z + 1
*
[ 4 ] 
f(z) = -177/64*z^3 + 45*z + 1
*
[ 5/4 ] 
f(z) = -176/75*z^3 + 58/15*z + 1
*
[ -4 ] 
f(z) = -175/64*z^3 + 45*z + 1
*
[ 4/3 ] 
f(z) = -175/64*z^3 + 46/9*z + 1
*
[ 12/5 ] 
f(z) = -175/64*z^3 + 49/3*z + 1
*
[ -4/7 ] 
f(z) = -175/64*z^3 + 51/14*z + 1
*
[ 8/5 ] 
f(z) = -175/64*z^3 + 59/8*z + 1
*
[ 4 ] 
f(z) = -173/64*z^3 + 44*z + 1
*
[ -4/3 ] 
f(z) = -173/64*z^3 + 59/9*z + 1
*
[ -4 ] 
f(z) = -171/64*z^3 + 44*z + 1
*
[ -2/3 ] 
f(z) = -171/64*z^3 + 59/16*z + 1
*
-20/39 | 0.15997956353899294480702208369241504399 | 0.020385372617364437208878941183411577725
f(z) = -169/64*z^3 + 40/9*z + 1
*
[ 4 ] 
f(z) = -169/64*z^3 + 43*z + 1
*
18/13 | 0.12337268626836017545631898337110290009 | 0.022723306766550196322053290299050719221
f(z) = -169/64*z^3 + 57/16*z + 1
*
[ -4/3 ] 
f(z) = -169/64*z^3 + 58/9*z + 1
*
[ 18/13 ] 
f(z) = -169/72*z^3 + 43/9*z + 1
*
[ -12/13 ] 
f(z) = -169/72*z^3 + 49/12*z + 1
*
-2/13 | 0.17974028855401342067939165071900869613 | 0.029999391157337683036000213626725485904
f(z) = -169/72*z^3 + 50/9*z + 1
*
[ -18/13 ] 
f(z) = -169/72*z^3 + 56/9*z + 1
*
[ 15/13 ] 
f(z) = -169/75*z^3 + 47/15*z + 1
*
[ -5/13 ] 
f(z) = -169/75*z^3 + 59/15*z + 1
*
[ -4 ] 
f(z) = -167/64*z^3 + 43*z + 1
*
[ 4/3 ] 
f(z) = -167/64*z^3 + 44/9*z + 1
*
[ 4 ] 
f(z) = -165/64*z^3 + 42*z + 1
*
[ -4/11 ] 
f(z) = -165/64*z^3 + 45/11*z + 1
*
[ -4 ] 
f(z) = -163/64*z^3 + 42*z + 1
*
[ 4/3 ] 
f(z) = -163/64*z^3 + 43/9*z + 1
*
[ 4 ] 
f(z) = -161/64*z^3 + 41*z + 1
*
[ -4/3 ] 
f(z) = -161/64*z^3 + 56/9*z + 1
*
[ 4/5 ] 
f(z) = -175/72*z^3 + 47/36*z + 1
*
[ 10/13 ] 
f(z) = -169/60*z^3 + 41/30*z + 1
*
10/13 | 0.14312706034095819114292937481937971090 | 0.027900562622142235522034608727058543950
f(z) = -169/70*z^3 + 43/35*z + 1
*
[ 10/13 ] 
f(z) = -169/72*z^3 + 49/45*z + 1
*
0 | 0.13624310679050837582505102325277424149 | 0.026236133036066474914827455424411488685
f(z) = -180/61*z^3 + 58/61*z + 1
*
0 | 0.13632294243854727969605298711205324579 | 0.026251506868418888535579857916544153550
f(z) = -180/67*z^3 + 46/67*z + 1
*
0 | 0.090116610615617538426080624662603379860 | 0.017372259166486215254036166446918035434
f(z) = -179/60*z^3 + 59/60*z + 1
*
0 | 0.13614448715666084885541487080730908451 | 0.026245298162201178961542090459151909069
f(z) = -179/61*z^3 + 57/61*z + 1
*
0 | 0.12332249085370265432548055252095555949 | 0.023773533619737184201568271651169919476
f(z) = -179/62*z^3 + 55/62*z + 1
*
0 | 0.12260817926954566883155820155946886680 | 0.023635831969832389402180303659810519875
f(z) = -179/63*z^3 + 53/63*z + 1
*
0 | 0.11051255839275170901580292941083567570 | 0.021304094688372650348398098010269500959
f(z) = -179/64*z^3 + 51/64*z + 1
*
0 | 0.13619804439588182501003000557050090543 | 0.026255622676556882598585810877949962713
f(z) = -179/65*z^3 + 49/65*z + 1
*
0 | 0.10303235344410320584948212932047540352 | 0.019862095726154312833717613631199927082
f(z) = -179/66*z^3 + 47/66*z + 1
*
0 | 0.13622473884496531528117407943018906092 | 0.026260768707733787459573223853078775328
f(z) = -179/67*z^3 + 45/67*z + 1
*
0 | 0.11056725165236406422062696439953935694 | 0.021314638199431876585229683471112033470
f(z) = -179/68*z^3 + 43/68*z + 1
*
0 | 0.13604533899554442474866411924382790290 | 0.026254539132163454378083887088342770120
f(z) = -178/61*z^3 + 56/61*z + 1
*
0 | 0.12250917181771374958527845635618651748 | 0.023642278885000549871358457809402615594
f(z) = -178/63*z^3 + 52/63*z + 1
*
0 | 0.13609917707856937324233494499809871000 | 0.026264929007097908899156201453314308191
f(z) = -178/65*z^3 + 48/65*z + 1
*
0 | 0.13612601109250183705266986622215882524 | 0.026270107535624240578731134195685257036
f(z) = -178/67*z^3 + 44/67*z + 1
*
0 | 0.13594565660632238318710244794895693605 | 0.026263857042389633993408728606251864738
f(z) = -177/61*z^3 + 55/61*z + 1
*
0 | 0.12312380190211717199230848657144866284 | 0.023786754298719664468516322258498276045
f(z) = -177/62*z^3 + 53/62*z + 1
*
0 | 0.11031415176729935401904642382218839736 | 0.021312009402101643443977128868676925953
f(z) = -177/64*z^3 + 49/64*z + 1
*
0 | 0.13599977850039902875399544490126933981 | 0.026274313056390939472133193321082300509
f(z) = -177/65*z^3 + 47/65*z + 1
*
0 | 0.13602675354964072587838111955042878070 | 0.026279524468470451291066684150060551199
f(z) = -177/67*z^3 + 43/67*z + 1
*
0 | 0.11036940622976944055231256133114351767 | 0.021322684221286715853496066194965192058
f(z) = -177/68*z^3 + 41/68*z + 1
*
0 | 0.13584543419534105028349905392063095194 | 0.026273253011846655734446597635008613275
f(z) = -176/61*z^3 + 54/61*z + 1
*
0 | 0.12230955292399979862990128927242857206 | 0.023655339237366173355797721872940138436
f(z) = -176/63*z^3 + 50/63*z + 1
*
0 | 0.13589984291509687522888857595300056033 | 0.026283775957050245611583611912583043877
f(z) = -176/65*z^3 + 46/65*z + 1
*
0 | 0.13592696049352682160470506193411623654 | 0.026289020645643415946230790904969897394
f(z) = -176/67*z^3 + 42/67*z + 1
*
0 | 0.13574466587410226092151772354301980998 | 0.026282728182632049612587059502855505833
f(z) = -175/61*z^3 + 53/61*z + 1
*
0 | 0.12292295579710182919854736073003682152 | 0.023800203225792413106867057784191289971
f(z) = -175/62*z^3 + 51/62*z + 1
*
0 | 0.11011359401812650311582604748938680811 | 0.021320069132405289630238014902188789014
f(z) = -175/64*z^3 + 47/64*z + 1
*
0 | 0.10263395740912762432633471064119999443 | 0.019871870379008186007934744559715784220
f(z) = -175/66*z^3 + 43/66*z + 1
*
0 | 0.13582662610797807610466022763896123440 | 0.026298597230118165044453109718325118642
f(z) = -175/67*z^3 + 41/67*z + 1
*
0 | 0.13564334565718011256613923411530917891 | 0.026292283720593562588167138732348969877
f(z) = -174/61*z^3 + 52/61*z + 1
*
0 | 0.13569833726680532146448458137072729433 | 0.026302942960790809828781889620073154729
f(z) = -174/65*z^3 + 44/65*z + 1
*
0 | 0.089513156034612509099898161020427576911 | 0.017370093345811559043340926995027945323
f(z) = -173/60*z^3 + 53/60*z + 1
*
0 | 0.13554146746008016236950526309674697317 | 0.026301920815969184592468805118303379031
f(z) = -173/61*z^3 + 51/61*z + 1
*
0 | 0.12271990513715714245480103720228318588 | 0.023813887277053449563373628119508178033
f(z) = -173/62*z^3 + 49/62*z + 1
*
0 | 0.12200602663273316404037784106766333882 | 0.023675358631558947827024024055724387131
f(z) = -173/63*z^3 + 47/63*z + 1
*
0 | 0.10991083793943122541348770823716624733 | 0.021328278426313800677690261839825156204
f(z) = -173/64*z^3 + 45/64*z + 1
*
0 | 0.13559675523384793521135239591484445849 | 0.026312649448873793396613614888220712445
f(z) = -173/65*z^3 + 43/65*z + 1
*
0 | 0.10243149468516061197554274841712141852 | 0.019876906401828249899445711408745643932
f(z) = -173/66*z^3 + 41/66*z + 1
*
0 | 0.13543902509703914742225811700270650343 | 0.026311640684048373374052798469847256885
f(z) = -172/61*z^3 + 50/61*z + 1
*
0 | 0.12190373427439370007364551642079330641 | 0.023682149601811322746463754077312734528
f(z) = -172/63*z^3 + 46/63*z + 1
*
0 | 0.13549461224953934493529924247278693304 | 0.026322439559647091575539188954775877375
f(z) = -172/65*z^3 + 42/65*z + 1
*
0 | 0.13533601227876323280199344990725002185 | 0.026321444565855311987329960948086710476
f(z) = -171/61*z^3 + 49/61*z + 1
*
[ 2/3 ] 
f(z) = -171/62*z^3 + 45/62*z + 1
*
0 | 0.12251460093953227864420814574760449214 | 0.023827813623586496991309546907680923880
f(z) = -171/62*z^3 + 47/62*z + 1
*
0 | 0.10970583475274176091260825860625027914 | 0.021336642031740259549386998709241638459
f(z) = -171/64*z^3 + 43/64*z + 1
*
0 | 0.13539190207733136707227184063465569461 | 0.026332314549461580908677414094175722372
f(z) = -171/65*z^3 + 41/65*z + 1
*
[ 2/3 ] 
f(z) = -171/70*z^3 + 41/70*z + 1
*
0 | 0.13523242261010271348551762197351365215 | 0.026331333728855070757674353433588020242
f(z) = -170/61*z^3 + 48/61*z + 1
*
0 | 0.12169743673994621497869517064022145725 | 0.023695913737970401689324255256699656345
f(z) = -170/63*z^3 + 44/63*z + 1
*
0 | 0.13512824958766101404758624768057986944 | 0.026341309467683585547183813280707687688
f(z) = -169/61*z^3 + 47/61*z + 1
*
0 | 0.12230699256904033093264028593897123911 | 0.023841989747915405464688306083290152463
f(z) = -169/62*z^3 + 45/62*z + 1
*
0 | 0.12159341872001447410574212642570227343 | 0.023702888785366175605093768360291573154
f(z) = -169/63*z^3 + 43/63*z + 1
*
[ 9/13 ] 
f(z) = -169/63*z^3 + 53/63*z + 1
*
0 | 0.10949853403620855646304654892943192841 | 0.021345164908943151694720269972649099879
f(z) = -169/64*z^3 + 41/64*z + 1
*
11/13 | 0.14913949547185892322329077301980598313 | 0.029072600407880641251508681406541449324
f(z) = -169/66*z^3 + 43/66*z + 1
*
-4/13 | 0.14163864928285314083475885278753515123 | 0.027610418285807639858472356783833608337
f(z) = -169/66*z^3 + 49/66*z + 1
*
[ 9/13 ] 
f(z) = -169/72*z^3 + 49/72*z + 1
*
15/26 | 0.17973120169717512088347494694059673551 | 0.027582240059454934882164611874889714333
f(z) = -169/75*z^3 + 41/60*z + 1
*
0 | 0.13502348659733574418323813248935718437 | 0.026351373104902406223415931641882754340
f(z) = -168/61*z^3 + 46/61*z + 1
*
0 | 0.088889351418496108666059503939441196568 | 0.017368006816038311990548646378227809114
f(z) = -167/60*z^3 + 47/60*z + 1
*
0 | 0.13491812691178947827081476306511485567 | 0.026361525991779213522538762491299984763
f(z) = -167/61*z^3 + 45/61*z + 1
*
0 | 0.12209702766281895766966229987923146378 | 0.023856423461591452067017997277378351264
f(z) = -167/62*z^3 + 43/62*z + 1
*
0 | 0.12138361124310568721993927267720025090 | 0.023717029697968203398109118210340126325
f(z) = -167/63*z^3 + 41/63*z + 1
*
0 | 0.13481216368784783323423537576317354822 | 0.026371769509095149128779832812420156352
f(z) = -166/61*z^3 + 44/61*z + 1
*
0 | 0.12127780827409670056579045972754264289 | 0.023724197571506013634056916935506547389
f(z) = -166/63*z^3 + 40/63*z + 1
*
0 | 0.13470558996382232065021756959617852634 | 0.026382105067980052902825663989045355083
f(z) = -165/61*z^3 + 43/61*z + 1
*
0 | 0.12188465205075584230826774539486096247 | 0.023871122924006590123371969556222987202
f(z) = -165/62*z^3 + 41/62*z + 1
*
0 | 0.13459839865675534615044118904984293229 | 0.026392534110776752931072530287721354735
f(z) = -164/61*z^3 + 42/61*z + 1
*
0 | 0.088460446370965712473553463015234115458 | 0.017366467314583879823627278400117553386
f(z) = -163/60*z^3 + 43/60*z + 1
*
0 | 0.13449058255958462144829553530229979290 | 0.026403058111935608593342154356095629048
f(z) = -163/61*z^3 + 41/61*z + 1
*
0 | 0.13438213433822414151870255815188369287 | 0.026413678578940564327384935905660150640
f(z) = -162/61*z^3 + 40/61*z + 1
*
0 | 0.088242741120702052943446643636351054818 | 0.017365817554055622912775931897310812179
f(z) = -161/60*z^3 + 41/60*z + 1
*
[ 2/3 ] 
f(z) = -179/72*z^3 + 49/81*z + 1
*
[ 2/3 ] 
f(z) = -175/72*z^3 + 47/81*z + 1
*
[ 2/3 ] 
f(z) = -173/72*z^3 + 46/81*z + 1
*
-3/26 | 0.12326383540610393692168336236058890503 | 0.018916541294531034691091716566897597806
f(z) = -169/63*z^3 + 59/84*z + 1
*
[ 2/3 ] 
f(z) = -169/72*z^3 + 44/81*z + 1
*
[ 2/3 ] 
f(z) = -167/72*z^3 + 43/81*z + 1
*
[ 2/3 ] 
f(z) = -163/72*z^3 + 41/81*z + 1
*
[ 2/3 ] 
f(z) = -161/72*z^3 + 40/81*z + 1
*
[ 2/3 ] 
f(z) = -165/68*z^3 + 59/102*z + 1
*
[ 2/3 ] 
f(z) = -165/76*z^3 + 53/114*z + 1
*
[ -2/5 ] 
f(z) = -175/64*z^3 + 63/16*z + 1
*
[ -8/5 ] 
f(z) = -175/64*z^3 + 69/8*z + 1
*
-16/13 | 0.15492901625844175062996278161337047052 | 0.028183422793137882992848203581528471340
f(z) = -169/64*z^3 + 61/16*z + 1
*
[ 16/13 ] 
f(z) = -169/64*z^3 + 67/16*z + 1
*
-4/39 | 0.24697676638212728576152092137682715797 | 0.028959566442784458474441387398871864084
f(z) = -169/64*z^3 + 79/9*z + 1
*
[ -20/13 ] 
f(z) = -169/64*z^3 + 79/10*z + 1
*
[ -2/13 ] 
f(z) = -169/72*z^3 + 68/9*z + 1
*
[ -15/13 ] 
f(z) = -169/75*z^3 + 73/15*z + 1
*
-2 | 0.095339808505857717658411769455542203263 | 0.014783911256469999019792761594881277801
f(z) = -167/72*z^3 + 79/9*z + 1
*
-4/3 | 0.23664415389221232451250898023053200841 | 0.028099790383915228255776074467551352477
f(z) = -165/64*z^3 + 71/15*z + 1
*
[ -4/15 ] 
f(z) = -165/64*z^3 + 74/15*z + 1
*
-2 | 0.094897212996565346612939273802192127176 | 0.014774025276518565636198552747001945172
f(z) = -163/72*z^3 + 77/9*z + 1
*
-2 | 0.094671751090788063566788905443286277953 | 0.014768981008167093934278956436801884046
f(z) = -161/72*z^3 + 76/9*z + 1
*
-3/5 | 0.15606800950196080311182503489502958861 | 0.029958426785881041627987208050191153217
f(z) = -175/72*z^3 + 61/24*z + 1
*
[ 4/5 ] 
f(z) = -179/64*z^3 + 77/50*z + 1
*
[ 4/5 ] 
f(z) = -171/64*z^3 + 73/50*z + 1
*
-10/13 | 0.20144941888802470671253801370016439938 | 0.029891579843374429522424952056555858531
f(z) = -169/72*z^3 + 76/45*z + 1
*
[ 4/5 ] 
f(z) = -167/64*z^3 + 71/50*z + 1
*
-2/3 | 0.18478891389033288108632094106234846396 | 0.029782769531962608377611900140996879074
f(z) = -165/64*z^3 + 79/48*z + 1
*
[ 4/5 ] 
f(z) = -163/64*z^3 + 69/50*z + 1
*
[ 3/4 ] 
f(z) = -176/69*z^3 + 76/69*z + 1
*
[ 3/4 ] 
f(z) = -176/75*z^3 + 74/75*z + 1
*
12/13 | 0.081149895282921151768415294805581281960 | 0.015819005362981723689979446755326212332
f(z) = -169/60*z^3 + 79/60*z + 1
*
[ 28/39 ] 
f(z) = -169/64*z^3 + 61/63*z + 1
*
-5/26 | 0.081060300477094046437544312924455495073 | 0.012439824838081513696373076210998261420
f(z) = -169/75*z^3 + 77/60*z + 1
*
[ 7/9 ] 
f(z) = -162/77*z^3 + 76/77*z + 1
*
[ 2/3 ] 
f(z) = -177/68*z^3 + 67/102*z + 1
*
[ 2/3 ] 
f(z) = -177/76*z^3 + 61/114*z + 1
*
[ 5/7 ] 
f(z) = -161/75*z^3 + 73/105*z + 1
*
[ 2/3 ] 
f(z) = -162/65*z^3 + 79/130*z + 1
*
[ 2/3 ] 
f(z) = -162/67*z^3 + 77/134*z + 1
*
[ 2/3 ] 
f(z) = -171/73*z^3 + 79/146*z + 1
*
[ 2/3 ] 
f(z) = -171/77*z^3 + 75/154*z + 1
*
[ 2/3 ] 
f(z) = -171/79*z^3 + 73/158*z + 1
*
[ 2/3 ] 
f(z) = -162/71*z^3 + 73/142*z + 1
*
[ 2/3 ] 
f(z) = -162/73*z^3 + 71/146*z + 1
*
[ 2/3 ] 
f(z) = -162/77*z^3 + 67/154*z + 1
*
[ 2/3 ] 
f(z) = -162/79*z^3 + 65/158*z + 1
*
[ 4 ] 
f(z) = -179/64*z^3 + 91/2*z + 1
*
-2 | 0.096605736184170365470969770815488619628 | 0.014812076303372164222503366748655506521
f(z) = -179/72*z^3 + 85/9*z + 1
*
[ 2 ] 
f(z) = -179/72*z^3 + 94/9*z + 1
*
[ -4 ] 
f(z) = -177/64*z^3 + 91/2*z + 1
*
[ -5/4 ] 
f(z) = -176/75*z^3 + 82/15*z + 1
*
[ 4 ] 
f(z) = -175/64*z^3 + 89/2*z + 1
*
[ -4/15 ] 
f(z) = -175/64*z^3 + 89/18*z + 1
*
-52/35 | 0.23134064321276658573429767031582477225 | 0.028846859461132747655153074722681343184
f(z) = -175/64*z^3 + 95/14*z + 1
*
-2 | 0.096193574746096290929259371975821398832 | 0.014802923685584597256445315361587028806
f(z) = -175/72*z^3 + 83/9*z + 1
*
[ 2 ] 
f(z) = -175/72*z^3 + 92/9*z + 1
*
[ -4 ] 
f(z) = -173/64*z^3 + 89/2*z + 1
*
[ 4/3 ] 
f(z) = -173/64*z^3 + 91/18*z + 1
*
-2 | 0.095983902163469305307240048635746374818 | 0.014798261296124136259045123091115196382
f(z) = -173/72*z^3 + 82/9*z + 1
*
[ 2 ] 
f(z) = -173/72*z^3 + 91/9*z + 1
*
[ 4 ] 
f(z) = -171/64*z^3 + 87/2*z + 1
*
-28/13 | 0.25567854123418845937128892091944360177 | 0.029849452655545432089304998360081158480
f(z) = -169/64*z^3 + 82/7*z + 1
*
[ -4 ] 
f(z) = -169/64*z^3 + 87/2*z + 1
*
[ 4/3 ] 
f(z) = -169/64*z^3 + 89/18*z + 1
*
[ -16/13 ] 
f(z) = -169/64*z^3 + 93/16*z + 1
*
[ -28/13 ] 
f(z) = -169/64*z^3 + 96/7*z + 1
*
[ -4/39 ] 
f(z) = -169/64*z^3 + 97/9*z + 1
*
-2 | 0.095557080872701521622012709199812354638 | 0.014788756713590363270081734051567944317
f(z) = -169/72*z^3 + 80/9*z + 1
*
[ 2 ] 
f(z) = -169/72*z^3 + 89/9*z + 1
*
[ -2 ] 
f(z) = -169/72*z^3 + 98/9*z + 1
*
[ 4 ] 
f(z) = -167/64*z^3 + 85/2*z + 1
*
[ 2 ] 
f(z) = -167/72*z^3 + 88/9*z + 1
*
[ -2 ] 
f(z) = -167/72*z^3 + 97/9*z + 1
*
[ -4 ] 
f(z) = -165/64*z^3 + 85/2*z + 1
*
[ 4 ] 
f(z) = -163/64*z^3 + 83/2*z + 1
*
[ 2 ] 
f(z) = -163/72*z^3 + 86/9*z + 1
*
[ -2 ] 
f(z) = -163/72*z^3 + 95/9*z + 1
*
[ -4 ] 
f(z) = -161/64*z^3 + 83/2*z + 1
*
[ 4/3 ] 
f(z) = -161/64*z^3 + 85/18*z + 1
*
[ 2 ] 
f(z) = -161/72*z^3 + 85/9*z + 1
*
[ -2 ] 
f(z) = -161/72*z^3 + 94/9*z + 1
*
[ -3/4 ] 
f(z) = -176/63*z^3 + 82/21*z + 1
*
[ -12/35 ] 
f(z) = -175/64*z^3 + 89/21*z + 1
*
[ -6/7 ] 
f(z) = -175/72*z^3 + 83/21*z + 1
*
[ -3/5 ] 
f(z) = -175/72*z^3 + 85/24*z + 1
*
[ -4/5 ] 
f(z) = -171/64*z^3 + 99/25*z + 1
*
-15/13 | 0.13687718439677510461993203196952808828 | 0.024401082560797845479755497128253529859
f(z) = -169/72*z^3 + 91/24*z + 1
*
[ -4/5 ] 
f(z) = -167/64*z^3 + 98/25*z + 1
*
4/3 | 0.14848743959782936425066628584342938848 | 0.018467560546058120724351636144546257456
f(z) = -165/64*z^3 + 97/30*z + 1
*
[ -4/5 ] 
f(z) = -163/64*z^3 + 97/25*z + 1
*
[ -6/7 ] 
f(z) = -161/72*z^3 + 80/21*z + 1
*
-12/19 | 0.23869041864497522266223708327381610848 | 0.025987787667887627485621687086228001235
f(z) = -171/64*z^3 + 94/57*z + 1
*
[ 4/5 ] 
f(z) = -175/68*z^3 + 95/68*z + 1
*
[ 4/5 ] 
f(z) = -175/76*z^3 + 93/76*z + 1
*
14/13 | 0.14211395784792234330365282979112457555 | 0.027703072856878704380131219891931596392
f(z) = -169/66*z^3 + 97/66*z + 1
*
[ 8/11 ] 
f(z) = -165/64*z^3 + 87/88*z + 1
*
[ 3/4 ] 
f(z) = -164/63*z^3 + 95/84*z + 1
*
[ 2/3 ] 
f(z) = -180/61*z^3 + 99/122*z + 1
*
[ 2/3 ] 
f(z) = -180/67*z^3 + 93/134*z + 1
*
4/105 | 0.26185514754450949121980617779979665941 | 0.028132507353188605960962924129814165726
f(z) = -175/64*z^3 + 95/126*z + 1
*
[ 2/3 ] 
f(z) = -171/61*z^3 + 91/122*z + 1
*
[ 2/3 ] 
f(z) = -171/65*z^3 + 87/130*z + 1
*
[ 2/3 ] 
f(z) = -171/67*z^3 + 85/134*z + 1
*
[ 2/3 ] 
f(z) = -162/61*z^3 + 83/122*z + 1
*
[ 2/3 ] 
f(z) = -180/71*z^3 + 89/142*z + 1
*
[ 2/3 ] 
f(z) = -180/73*z^3 + 87/146*z + 1
*
[ 2/3 ] 
f(z) = -180/77*z^3 + 83/154*z + 1
*
[ 2/3 ] 
f(z) = -180/79*z^3 + 81/158*z + 1
*
[ 2/3 ] 
f(z) = -171/71*z^3 + 81/142*z + 1
*
[ 2/3 ] 
f(z) = -169/64*z^3 + 97/144*z + 1
*
[ 2/3 ] 
f(z) = -167/64*z^3 + 95/144*z + 1
*
[ 2/3 ] 
f(z) = -163/64*z^3 + 91/144*z + 1
*
[ 2/3 ] 
f(z) = -161/64*z^3 + 89/144*z + 1
*
[ -2 ] 
f(z) = -179/72*z^3 + 103/9*z + 1
*
[ -12/5 ] 
f(z) = -175/64*z^3 + 103/6*z + 1
*
-4/35 | 0.23883109537869759448482170858244895758 | 0.029278980291588644394232524939755276511
f(z) = -175/64*z^3 + 109/14*z + 1
*
[ -4/3 ] 
f(z) = -175/64*z^3 + 119/18*z + 1
*
[ -2 ] 
f(z) = -175/72*z^3 + 101/9*z + 1
*
[ -2 ] 
f(z) = -173/72*z^3 + 100/9*z + 1
*
[ -4/3 ] 
f(z) = -167/64*z^3 + 115/18*z + 1
*
[ -4/3 ] 
f(z) = -163/64*z^3 + 113/18*z + 1
*
[ -4/5 ] 
f(z) = -179/64*z^3 + 101/25*z + 1
*
-4/5 | 0.15056057467035557901504634217687007714 | 0.028363410297499931037352647658588182108
f(z) = -175/72*z^3 + 101/36*z + 1
*
-6/5 | 0.22923786337161708224249617167289583248 | 0.028839527765917978096687452098345397925
f(z) = -175/72*z^3 + 118/21*z + 1
*
[ -6/13 ] 
f(z) = -169/60*z^3 + 113/30*z + 1
*
[ -10/13 ] 
f(z) = -169/60*z^3 + 119/30*z + 1
*
[ -3/13 ] 
f(z) = -169/63*z^3 + 115/21*z + 1
*
21/13 | 0.12060488154416830227262070935761179947 | 0.020638994578813872036659780196207291861
f(z) = -169/72*z^3 + 115/24*z + 1
*
[ -10/13 ] 
f(z) = -169/75*z^3 + 109/30*z + 1
*
[ 12/11 ] 
f(z) = -165/64*z^3 + 104/33*z + 1
*
[ 11/13 ] 
f(z) = -169/66*z^3 + 109/66*z + 1
*
14/13 | 0.20546224491887661494937405661671984871 | 0.029037280241534829021687721205069082707
f(z) = -169/72*z^3 + 113/63*z + 1
*
[ 11/13 ] 
f(z) = -169/77*z^3 + 107/77*z + 1
*
[ 3/4 ] 
f(z) = -172/63*z^3 + 101/84*z + 1
*
-15/26 | 0.091613997709324313920192153395473809146 | 0.014059435722699304351493218793151517364
f(z) = -169/63*z^3 + 103/84*z + 1
*
[ 10/13 ] 
f(z) = -169/64*z^3 + 101/80*z + 1
*
8/13 | 0.15726436919892449099534219648813207484 | 0.027007235048742388321801264235232293153
f(z) = -169/60*z^3 + 113/120*z + 1
*
[ 13/18 ] 
f(z) = -162/65*z^3 + 119/130*z + 1
*
[ 2/3 ] 
f(z) = -179/64*z^3 + 107/144*z + 1
*
[ 2/3 ] 
f(z) = -175/64*z^3 + 103/144*z + 1
*
[ 2/3 ] 
f(z) = -173/64*z^3 + 101/144*z + 1
*
[ 15/22 ] 
f(z) = -176/75*z^3 + 103/165*z + 1
*
[ 24/35 ] 
f(z) = -175/72*z^3 + 115/168*z + 1
*
[ 2/3 ] 
f(z) = -165/74*z^3 + 109/222*z + 1
*
[ -4/3 ] 
f(z) = -179/64*z^3 + 121/18*z + 1
*
[ -4/35 ] 
f(z) = -175/64*z^3 + 137/14*z + 1
*
[ -2/13 ] 
f(z) = -169/64*z^3 + 121/16*z + 1
*
4/39 | 0.12669625576362387631640734033161671602 | 0.015189697882807452938579042027234226186
f(z) = -169/64*z^3 + 131/18*z + 1
*
[ 3/2 ] 
f(z) = -176/63*z^3 + 139/21*z + 1
*
[ -2/5 ] 
f(z) = -175/68*z^3 + 133/34*z + 1
*
[ -4/5 ] 
f(z) = -175/72*z^3 + 137/36*z + 1
*
[ 3/2 ] 
f(z) = -172/63*z^3 + 136/21*z + 1
*
[ -2/3 ] 
f(z) = -171/68*z^3 + 123/34*z + 1
*
18/13 | 0.16054871035128769408887257281569758690 | 0.028602359915601037210417740004845249079
f(z) = -169/60*z^3 + 137/30*z + 1
*
-4/13 | 0.16251152569141942721157144615243026030 | 0.029432704153657089634177258499654532838
f(z) = -169/72*z^3 + 125/36*z + 1
*
[ -3/13 ] 
f(z) = -169/72*z^3 + 131/24*z + 1
*
20/13 | 0.13733513418886489107965883598299365038 | 0.021129174437537761938125959035051174339
f(z) = -169/75*z^3 + 133/30*z + 1
*
[ 3/2 ] 
f(z) = -164/63*z^3 + 130/21*z + 1
*
[ 12/13 ] 
f(z) = -169/60*z^3 + 139/60*z + 1
*
-10/13 | 0.14291901102681281726739429708031411139 | 0.027860006399552469687852175927144965642
f(z) = -169/70*z^3 + 121/70*z + 1
*
[ 21/26 ] 
f(z) = -169/63*z^3 + 127/84*z + 1
*
0 | 0.16041529027958431228521538945576876798 | 0.025706442192571766853711144415073278408
f(z) = -171/70*z^3 + 134/105*z + 1
*
[ 24/35 ] 
f(z) = -175/64*z^3 + 139/168*z + 1
*
[ 2/3 ] 
f(z) = -165/62*z^3 + 127/186*z + 1
*
[ 2/3 ] 
f(z) = -177/70*z^3 + 131/210*z + 1
*
[ 2/3 ] 
f(z) = -177/74*z^3 + 125/222*z + 1
*
[ 8/3 ] 
f(z) = -171/64*z^3 + 157/8*z + 1
*
-2 | 0.10886986702471004709501839646248560733 | 0.016865455950959526208323359756110792404
f(z) = -167/64*z^3 + 159/16*z + 1
*
-2 | 0.10865026083997585412868811237839366248 | 0.016864506550610757105822667571101244957
f(z) = -165/64*z^3 + 157/16*z + 1
*
-2 | 0.10842795162469041745811058517094796513 | 0.016863558666132902839849017718889699351
f(z) = -163/64*z^3 + 155/16*z + 1
*
-2 | 0.10820287032914245133760641186134799837 | 0.016862612551879454446395497437976984974
f(z) = -161/64*z^3 + 153/16*z + 1
*
[ -6/35 ] 
f(z) = -175/72*z^3 + 145/21*z + 1
*
[ -2/5 ] 
f(z) = -175/76*z^3 + 147/38*z + 1
*
[ 21/13 ] 
f(z) = -169/63*z^3 + 155/21*z + 1
*
-28/33 | 0.26715342402614090175858379752505461771 | 0.029092921863280633524384644565756007027
f(z) = -165/64*z^3 + 152/33*z + 1
*
[ -3/2 ] 
f(z) = -164/63*z^3 + 158/21*z + 1
*
[ -4/23 ] 
f(z) = -161/64*z^3 + 157/23*z + 1
*
[ -6/13 ] 
f(z) = -169/63*z^3 + 157/42*z + 1
*
-5/8 | 0.19773759752163857628875394194482248667 | 0.029839447672876555570117988154814420844
f(z) = -176/75*z^3 + 151/60*z + 1
*
[ 8/9 ] 
f(z) = -171/64*z^3 + 143/72*z + 1
*
1/13 | 0.11757772777277619505150676321831742479 | 0.022920087570294135487096760995392319693
f(z) = -169/70*z^3 + 141/70*z + 1
*
5/4 | 0.19383067328992288182093967125477915587 | 0.029078888452632429979677612803432723805
f(z) = -164/75*z^3 + 157/60*z + 1
*
-3/26 | 0.16556140511464854967393110034328256629 | 0.025407688689173661837407113207530897872
f(z) = -169/63*z^3 + 143/84*z + 1
*
-10/13 | 0.11892255733751072133658656363828635340 | 0.017646033120643525291551552629166418421
f(z) = -169/64*z^3 + 149/80*z + 1
*
-2/5 | 0.19266331154621073674226074176939894692 | 0.028689845458156064094390175978992822581
f(z) = -165/64*z^3 + 153/80*z + 1
*
-8/11 | 0.20256738834574021934225378906769211614 | 0.026995160902748710929748907994071864401
f(z) = -165/64*z^3 + 153/88*z + 1
*
0 | 0.17488122365274701612346595661025898033 | 0.029767367763906266884505864396884716940
f(z) = -178/69*z^3 + 149/138*z + 1
*
-4/9 | 0.14650724600711464666651196195103829164 | 0.025344014244339612334742736392548696651
f(z) = -162/77*z^3 + 141/154*z + 1
*
[ 2/3 ] 
f(z) = -177/62*z^3 + 143/186*z + 1
*
[ 9/13 ] 
f(z) = -169/66*z^3 + 155/198*z + 1
*
[ 9/13 ] 
f(z) = -169/69*z^3 + 151/207*z + 1
*
[ 9/13 ] 
f(z) = -169/75*z^3 + 143/225*z + 1
*
0 | 0.18947017147350782996608507634343480468 | 0.026961959806262825671048448823910316348
f(z) = -161/66*z^3 + 151/231*z + 1
*
-2 | 0.11013429507405968864122172217647614295 | 0.016871171117195260141243632136824824399
f(z) = -179/64*z^3 + 171/16*z + 1
*
-2 | 0.10992959408639758930444468564599541511 | 0.016870217441922952583191390901229153528
f(z) = -177/64*z^3 + 169/16*z + 1
*
-2 | 0.10972255401355579615140450736454604785 | 0.016869263951122753821085852831614121695
f(z) = -175/64*z^3 + 167/16*z + 1
*
[ 12/5 ] 
f(z) = -175/72*z^3 + 175/12*z + 1
*
-2 | 0.10951311961092870197038252353458149600 | 0.016868310844000634015096674953718605331
f(z) = -173/64*z^3 + 165/16*z + 1
*
[ -8/3 ] 
f(z) = -171/64*z^3 + 163/8*z + 1
*
-2 | 0.10930123361157913423039069801927903389 | 0.016867358328641121026319308390857439882
f(z) = -171/64*z^3 + 163/16*z + 1
*
[ 2 ] 
f(z) = -171/64*z^3 + 179/16*z + 1
*
-2 | 0.10908683662424625806626897618028960337 | 0.016866406622182263281794485724633229191
f(z) = -169/64*z^3 + 161/16*z + 1
*
4/39 | 0.23437739293695299240172821617807066955 | 0.027304843082543634681484569036606936197
f(z) = -169/64*z^3 + 167/18*z + 1
*
[ 2 ] 
f(z) = -169/64*z^3 + 177/16*z + 1
*
[ 28/13 ] 
f(z) = -169/64*z^3 + 179/14*z + 1
*
[ 2 ] 
f(z) = -167/64*z^3 + 175/16*z + 1
*
[ 2 ] 
f(z) = -165/64*z^3 + 173/16*z + 1
*
[ 2 ] 
f(z) = -163/64*z^3 + 171/16*z + 1
*
[ 2 ] 
f(z) = -161/64*z^3 + 169/16*z + 1
*
[ -3/2 ] 
f(z) = -176/63*z^3 + 167/21*z + 1
*
[ -3/2 ] 
f(z) = -172/63*z^3 + 164/21*z + 1
*
[ -4/13 ] 
f(z) = -169/72*z^3 + 161/36*z + 1
*
[ 12/7 ] 
f(z) = -161/64*z^3 + 164/21*z + 1
*
[ -2/3 ] 
f(z) = -177/64*z^3 + 179/48*z + 1
*
[ -4/7 ] 
f(z) = -177/64*z^3 + 179/49*z + 1
*
[ -4/7 ] 
f(z) = -173/64*z^3 + 178/49*z + 1
*
[ -20/39 ] 
f(z) = -169/64*z^3 + 164/45*z + 1
*
[ -4/7 ] 
f(z) = -169/64*z^3 + 177/49*z + 1
*
[ -6/13 ] 
f(z) = -169/64*z^3 + 179/48*z + 1
*
[ -10/13 ] 
f(z) = -169/72*z^3 + 166/45*z + 1
*
[ -2/3 ] 
f(z) = -165/64*z^3 + 175/48*z + 1
*
[ -4/7 ] 
f(z) = -165/64*z^3 + 176/49*z + 1
*
-8/7 | 0.19559447470433852071377378855685591429 | 0.026957758135908508330081523446013737006
f(z) = -161/64*z^3 + 177/56*z + 1
*
5/4 | 0.19416984612866532456038000208322005753 | 0.028862403078935742563769475162131044921
f(z) = -172/75*z^3 + 167/60*z + 1
*
-8/9 | 0.18492323852173939211681477608786602499 | 0.025197718666547979304808148194159335935
f(z) = -171/64*z^3 + 161/72*z + 1
*
-14/13 | 0.21524436563105281124946095763584367579 | 0.029905703218097176174779844260131721897
f(z) = -169/72*z^3 + 167/63*z + 1
*
[ 14/13 ] 
f(z) = -169/72*z^3 + 176/63*z + 1
*
-2/7 | 0.21060708553830496638008502637823618498 | 0.029213087195518840759845693289348349689
f(z) = -161/72*z^3 + 169/63*z + 1
*
[ 5/6 ] 
f(z) = -164/75*z^3 + 178/135*z + 1
*
[ 9/13 ] 
f(z) = -169/60*z^3 + 163/180*z + 1
*
0 | 0.16611430559216892640509457914297415436 | 0.026695422994574971597358741504926350561
f(z) = -168/65*z^3 + 179/195*z + 1
*
[ 2 ] 
f(z) = -179/64*z^3 + 187/16*z + 1
*
[ 2 ] 
f(z) = -177/64*z^3 + 185/16*z + 1
*
[ 2 ] 
f(z) = -175/64*z^3 + 183/16*z + 1
*
[ -2 ] 
f(z) = -175/64*z^3 + 199/16*z + 1
*
[ -12/5 ] 
f(z) = -175/72*z^3 + 185/12*z + 1
*
[ 2 ] 
f(z) = -173/64*z^3 + 181/16*z + 1
*
[ -2 ] 
f(z) = -173/64*z^3 + 197/16*z + 1
*
[ -2 ] 
f(z) = -171/64*z^3 + 195/16*z + 1
*
[ 36/13 ] 
f(z) = -169/64*z^3 + 188/9*z + 1
*
[ -2 ] 
f(z) = -169/64*z^3 + 193/16*z + 1
*
[ 30/13 ] 
f(z) = -169/72*z^3 + 196/15*z + 1
*
[ -2 ] 
f(z) = -167/64*z^3 + 191/16*z + 1
*
[ -2 ] 
f(z) = -165/64*z^3 + 189/16*z + 1
*
[ -2 ] 
f(z) = -163/64*z^3 + 187/16*z + 1
*
[ -2 ] 
f(z) = -161/64*z^3 + 185/16*z + 1
*
[ -4/25 ] 
f(z) = -175/64*z^3 + 183/25*z + 1
*
[ -21/13 ] 
f(z) = -169/63*z^3 + 181/21*z + 1
*
-16/13 | 0.16621687786125011106313773736506538647 | 0.027788892725151947929259766728930568051
f(z) = -169/70*z^3 + 198/35*z + 1
*
-8/7 | 0.21024443567760517190981500959028008894 | 0.028635339625112048179073400429488580708
f(z) = -175/64*z^3 + 193/56*z + 1
*
[ 6/5 ] 
f(z) = -175/64*z^3 + 197/48*z + 1
*
[ -4/5 ] 
f(z) = -173/64*z^3 + 199/50*z + 1
*
[ -4/5 ] 
f(z) = -169/64*z^3 + 197/50*z + 1
*
[ 8/7 ] 
f(z) = -161/64*z^3 + 191/56*z + 1
*
[ -4/5 ] 
f(z) = -161/64*z^3 + 193/50*z + 1
*
[ 36/35 ] 
f(z) = -175/64*z^3 + 184/63*z + 1
*
-2/5 | 0.13371536953304442733493554531936064655 | 0.025408178086361813796672172525137041194
f(z) = -175/66*z^3 + 193/66*z + 1
*
6/5 | 0.11176292194033007063600723009721408080 | 0.021154384286260932575709205316677743841
f(z) = -175/66*z^3 + 197/66*z + 1
*
6/5 | 0.14545817312622501515750440229275894817 | 0.027806376005567929150521469632266024454
f(z) = -175/78*z^3 + 187/78*z + 1
*
-3/5 | 0.14380488342579365588559113951229424137 | 0.027325356094297857222935943716858840217
f(z) = -175/78*z^3 + 193/78*z + 1
*
-2/3 | 0.11250315686013750842994527428973491580 | 0.021641477562360590390078348302676572460
f(z) = -171/70*z^3 + 181/70*z + 1
*
-11/13 | 0.14956698672590689371622823448858090506 | 0.028255880150203064032306014580163412401
f(z) = -169/66*z^3 + 199/66*z + 1
*
-8/13 | 0.14765082946177750765477701836387466794 | 0.028402599554014704488952037471861359875
f(z) = -169/72*z^3 + 181/72*z + 1
*
-9/13 | 0.12677810312586330353652458192127480462 | 0.024285337508379739396898906710644751383
f(z) = -169/72*z^3 + 185/72*z + 1
*
-12/11 | 0.25046425955374685738260998215507026774 | 0.028627956084059208252959290165520719428
f(z) = -165/64*z^3 + 197/66*z + 1
*
[ 12/13 ] 
f(z) = -169/63*z^3 + 185/84*z + 1
*
-12/13 | 0.16555531593399062371092952228106514344 | 0.025406754220138311569589333568366409504
f(z) = -169/63*z^3 + 199/84*z + 1
*
[ 5/6 ] 
f(z) = -176/75*z^3 + 193/135*z + 1
*
[ 4/5 ] 
f(z) = -175/62*z^3 + 193/124*z + 1
*
[ 4/5 ] 
f(z) = -175/66*z^3 + 191/132*z + 1
*
[ 5/6 ] 
f(z) = -172/75*z^3 + 188/135*z + 1
*
[ 4/5 ] 
f(z) = -175/74*z^3 + 187/148*z + 1
*
[ 4/5 ] 
f(z) = -175/78*z^3 + 185/156*z + 1
*
[ 3/4 ] 
f(z) = -170/63*z^3 + 199/168*z + 1
*
[ 10/13 ] 
f(z) = -169/68*z^3 + 199/170*z + 1
*
[ 3/4 ] 
f(z) = -166/63*z^3 + 193/168*z + 1
*
[ 10/13 ] 
f(z) = -169/76*z^3 + 193/190*z + 1
*
[ 18/25 ] 
f(z) = -175/72*z^3 + 196/225*z + 1
*
35/52 | 0.21553282741945513269303662894349740078 | 0.027274048726211651097790360655478662297
f(z) = -169/75*z^3 + 197/240*z + 1
*
[ 2/3 ] 
f(z) = -167/60*z^3 + 199/270*z + 1
*
[ 2/3 ] 
f(z) = -163/60*z^3 + 191/270*z + 1
*
[ 2/3 ] 
f(z) = -161/60*z^3 + 187/270*z + 1
*
[ -2 ] 
f(z) = -179/64*z^3 + 203/16*z + 1
*
[ -2 ] 
f(z) = -177/64*z^3 + 201/16*z + 1
*
30/13 | 0.12945001874399032175682025841496555812 | 0.019131887508228617211014965554094188634
f(z) = -169/64*z^3 + 217/16*z + 1
*
[ -30/13 ] 
f(z) = -169/72*z^3 + 209/15*z + 1
*
-12/5 | 0.24748777930405091489973219593058233224 | 0.025983353322896331959546765020172623837
f(z) = -165/64*z^3 + 214/15*z + 1
*
[ 5/2 ] 
f(z) = -164/75*z^3 + 214/15*z + 1
*
[ -12/7 ] 
f(z) = -175/64*z^3 + 202/21*z + 1
*
-28/57 | 0.26281947712459381546410389575385510420 | 0.029904093331986935744827982767384708168
f(z) = -171/64*z^3 + 205/38*z + 1
*
[ 24/13 ] 
f(z) = -169/72*z^3 + 203/24*z + 1
*
[ -4/5 ] 
f(z) = -177/64*z^3 + 201/50*z + 1
*
[ -4/9 ] 
f(z) = -177/64*z^3 + 205/54*z + 1
*
[ 8/7 ] 
f(z) = -175/64*z^3 + 207/56*z + 1
*
[ -12/19 ] 
f(z) = -171/64*z^3 + 208/57*z + 1
*
-6/13 | 0.17180033090045570576155294748371625667 | 0.025496652240839118423897166296915295463
f(z) = -169/64*z^3 + 211/48*z + 1
*
[ -4/9 ] 
f(z) = -165/64*z^3 + 203/54*z + 1
*
[ -5/8 ] 
f(z) = -176/75*z^3 + 211/60*z + 1
*
-12/13 | 0.090998598361332678165740468025573139180 | 0.017033490244056722788635377781976697933
f(z) = -169/60*z^3 + 209/60*z + 1
*
-15/13 | 0.13659080540596057066461401041181255181 | 0.025389109945763454736709862590293054426
f(z) = -169/60*z^3 + 217/60*z + 1
*
[ 14/13 ] 
f(z) = -169/70*z^3 + 201/70*z + 1
*
[ -15/26 ] 
f(z) = -169/75*z^3 + 209/60*z + 1
*
[ 5/4 ] 
f(z) = -164/75*z^3 + 217/60*z + 1
*
-8/13 | 0.15832177683723783283508627639702205594 | 0.027188825174819460980406766286702583865
f(z) = -169/60*z^3 + 203/120*z + 1
*
[ 3/4 ] 
f(z) = -178/63*z^3 + 211/168*z + 1
*
0 | 0.18308876448300466388299033231318809047 | 0.029178598943385366629538722277602147030
f(z) = -177/65*z^3 + 206/195*z + 1
*
[ 3/4 ] 
f(z) = -176/79*z^3 + 218/237*z + 1
*
0 | 0.16436537100755499324711404397917330164 | 0.025340933775142007066711153656531351448
f(z) = -164/63*z^3 + 215/252*z + 1
*
[ 2/3 ] 
f(z) = -173/60*z^3 + 211/270*z + 1
*
[ 2/3 ] 
f(z) = -169/60*z^3 + 203/270*z + 1
*
[ 5/2 ] 
f(z) = -176/75*z^3 + 229/15*z + 1
*
[ 5/2 ] 
f(z) = -172/75*z^3 + 224/15*z + 1
*
[ -5/2 ] 
f(z) = -172/75*z^3 + 236/15*z + 1
*
-30/13 | 0.15232292928162834811591789165769532246 | 0.022278121222132257113043251922014936904
f(z) = -169/64*z^3 + 233/16*z + 1
*
[ -5/2 ] 
f(z) = -164/75*z^3 + 226/15*z + 1
*
[ -4/19 ] 
f(z) = -171/64*z^3 + 223/38*z + 1
*
[ 24/13 ] 
f(z) = -169/64*z^3 + 227/24*z + 1
*
[ -24/13 ] 
f(z) = -169/72*z^3 + 229/24*z + 1
*
[ -1/2 ] 
f(z) = -180/61*z^3 + 228/61*z + 1
*
-1 | 0.086993086481198317765597834473813469308 | 0.015884901936490832707469033961609568616
f(z) = -179/60*z^3 + 239/60*z + 1
*
-1 | 0.11573313489361865694100716440477372604 | 0.021132822997205995080321374722397231568
f(z) = -178/61*z^3 + 239/61*z + 1
*
-1 | 0.11561398546871367090277080056428940758 | 0.021127241754499241067473353134946454282
f(z) = -177/61*z^3 + 238/61*z + 1
*
-1 | 0.10273521451994764937511940857796564952 | 0.018759408064299752820049289525069526943
f(z) = -177/62*z^3 + 239/62*z + 1
*
[ -1/2 ] 
f(z) = -176/61*z^3 + 227/61*z + 1
*
-1 | 0.11549405513931336267535756192561388681 | 0.021121577334249582989198909256082628133
f(z) = -176/61*z^3 + 237/61*z + 1
*
[ -1/2 ] 
f(z) = -176/63*z^3 + 233/63*z + 1
*
-1 | 0.10184340901919448650540687841526374620 | 0.018596564745377520741617843647495934465
f(z) = -176/63*z^3 + 239/63*z + 1
*
[ -1/2 ] 
f(z) = -176/65*z^3 + 239/65*z + 1
*
-1 | 0.11537333347182374076612457728117991345 | 0.021115828156661744630795299154450028689
f(z) = -175/61*z^3 + 236/61*z + 1
*
-1 | 0.10249328639817948258098365103595237614 | 0.018743993985571378603355846522708673247
f(z) = -175/62*z^3 + 237/62*z + 1
*
-1 | 0.10668343546392543016579833852561754675 | 0.019480351590452733547846959458672736169
f(z) = -175/64*z^3 + 239/64*z + 1
*
[ -3/5 ] 
f(z) = -175/66*z^3 + 239/66*z + 1
*
[ -18/35 ] 
f(z) = -175/72*z^3 + 226/63*z + 1
*
-2/7 | 0.22047785992509700913575619396048251784 | 0.029278061964748394031538416337336418086
f(z) = -175/72*z^3 + 233/63*z + 1
*
-1 | 0.11525180981945470002502584621781533852 | 0.021109992603077945930630614001314471336
f(z) = -174/61*z^3 + 235/61*z + 1
*
-1 | 0.11507343912855458585893777165353367366 | 0.021012362820888122761684805160096461303
f(z) = -174/65*z^3 + 239/65*z + 1
*
-1 | 0.086272902743183042229029837090227128912 | 0.015826874728199568297618803211252596657
f(z) = -173/60*z^3 + 233/60*z + 1
*
-1 | 0.11512947331629850612091320145861513411 | 0.021104069014780544314888245218381640511
f(z) = -173/61*z^3 + 234/61*z + 1
*
-1 | 0.10224878388921843056588054758507379238 | 0.018728305221032311782932124711491876277
f(z) = -173/62*z^3 + 235/62*z + 1
*
-1 | 0.10147690554069743676024601475360608738 | 0.018572479747154624256237168098454047730
f(z) = -173/63*z^3 + 236/63*z + 1
*
-1 | 0.10643763102919426172584113508718197545 | 0.019465336569450853031085449756859150678
f(z) = -173/64*z^3 + 237/64*z + 1
*
-1 | 0.11494979102869729809524099599584357248 | 0.021005867195449743396081588898115719103
f(z) = -173/65*z^3 + 238/65*z + 1
*
-1 | 0.081723649474289981624736406157030098944 | 0.014922704898760189489956094730987324784
f(z) = -173/66*z^3 + 239/66*z + 1
*
[ -1/2 ] 
f(z) = -172/61*z^3 + 226/61*z + 1
*
-1 | 0.11500631287119878965456112649936667184 | 0.021098055691749787702875419161902527015
f(z) = -172/61*z^3 + 233/61*z + 1
*
[ -1/2 ] 
f(z) = -172/63*z^3 + 232/63*z + 1
*
-1 | 0.10135308549808110846046577634053923574 | 0.018564245442351890986045028607724668194
f(z) = -172/63*z^3 + 235/63*z + 1
*
-1 | 0.11482529938862481614678209346437153046 | 0.020999275140523213788290072059969911250
f(z) = -172/65*z^3 + 237/65*z + 1
*
[ -1/2 ] 
f(z) = -172/65*z^3 + 238/65*z + 1
*
-1 | 0.11473359402601025231913668892787105543 | 0.020950307244452400381688148921374604629
f(z) = -172/67*z^3 + 239/67*z + 1
*
[ 5/4 ] 
f(z) = -172/75*z^3 + 227/60*z + 1
*
-1 | 0.11488231716140099430661592011528856870 | 0.021091950891374677490053617054686963082
f(z) = -171/61*z^3 + 232/61*z + 1
*
[ -2/3 ] 
f(z) = -171/62*z^3 + 231/62*z + 1
*
-1 | 0.10200161832375473028098612555835901391 | 0.018712327787200285206582158287443032736
f(z) = -171/62*z^3 + 233/62*z + 1
*
-1 | 0.10618847220100311103664084743311780894 | 0.019449914636541625116286454152132657397
f(z) = -171/64*z^3 + 235/64*z + 1
*
-1 | 0.11469995244000482911271213874317788979 | 0.020992584789031075885821349172765694831
f(z) = -171/65*z^3 + 236/65*z + 1
*
-1 | 0.11460755264995602910173793531666225663 | 0.020943326725661239085625869635229249006
f(z) = -171/67*z^3 + 238/67*z + 1
*
-1 | 0.10600366826822752091382856805219560363 | 0.019356226379127596529039226968057523873
f(z) = -171/68*z^3 + 239/68*z + 1
*
-1 | 0.11475747462597475885567815098492319029 | 0.021085752827114835555794059162688480407
f(z) = -170/61*z^3 + 231/61*z + 1
*
-1 | 0.10110289818721006529389438578927859443 | 0.018547456424761668932128578215082032525
f(z) = -170/63*z^3 + 233/63*z + 1
*
-1 | 0.11448063324778863789851989444071921574 | 0.020936242523481692376100485008886560138
f(z) = -170/67*z^3 + 237/67*z + 1
*
-1 | 0.094043041892600445650465618232650934666 | 0.017172220905118982814517312165604782165
f(z) = -170/69*z^3 + 239/69*z + 1
*
[ 15/13 ] 
f(z) = -169/60*z^3 + 233/60*z + 1
*
-1 | 0.11463177345899822066096732780043616997 | 0.021079459667111158834259053821439141826
f(z) = -169/61*z^3 + 230/61*z + 1
*
-1 | 0.10175039299551438663329521588901873197 | 0.018695807342902210849627547022486058708
f(z) = -169/62*z^3 + 231/62*z + 1
*
[ -7/13 ] 
f(z) = -169/63*z^3 + 229/63*z + 1
*
-1 | 0.10097650709469941073491531130920459368 | 0.018538897729854718676268332403990774889
f(z) = -169/63*z^3 + 232/63*z + 1
*
[ -9/13 ] 
f(z) = -169/63*z^3 + 235/63*z + 1
*
-1 | 0.10593586474203138370535624557110373548 | 0.019434070341722742407320986778700182111
f(z) = -169/64*z^3 + 233/64*z + 1
*
16/13 | 0.13775836684407108001767014296763631294 | 0.025476972559144662510102896514458298817
f(z) = -169/66*z^3 + 223/66*z + 1
*
-1 | 0.081220143052542757379207972847095473355 | 0.014876613406297158008226755472925016208
f(z) = -169/66*z^3 + 235/66*z + 1
*
-1 | 0.11435282328918503693073978263478710536 | 0.020929052608098913183860881200209272972
f(z) = -169/67*z^3 + 236/67*z + 1
*
-1 | 0.093914502150456803794376061999257341799 | 0.017161889049513583807176737686042909983
f(z) = -169/69*z^3 + 238/69*z + 1
*
-9/13 | 0.15255191623967933316299882520572182356 | 0.028259970044398195711936289789133085170
f(z) = -169/70*z^3 + 221/70*z + 1
*
-10/13 | 0.17882895898138054856902547249260797415 | 0.025328171884059188195203137370364763437
f(z) = -169/75*z^3 + 233/60*z + 1
*
[ -1/2 ] 
f(z) = -168/61*z^3 + 225/61*z + 1
*
-1 | 0.11450520160249370640241283940859920791 | 0.021073069532742927804326187952358955953
f(z) = -168/61*z^3 + 229/61*z + 1
*
-1 | 0.11431865823731250529389234634632262261 | 0.020971904566648759068123717738835931087
f(z) = -168/65*z^3 + 233/65*z + 1
*
[ -1/2 ] 
f(z) = -168/65*z^3 + 237/65*z + 1
*
-1 | 0.11422410996904287485387772441206605532 | 0.020921754897532467955905318758087603875
f(z) = -168/67*z^3 + 235/67*z + 1
*
-1 | 0.11403236671825767455049560637064698656 | 0.020822263425461719841794501205067104575
f(z) = -168/71*z^3 + 239/71*z + 1
*
-1 | 0.085523203468888176564045299028548220266 | 0.015764791047529934132983437371952037213
f(z) = -167/60*z^3 + 227/60*z + 1
*
-1 | 0.11437774673910372248114092020148128521 | 0.021066580497128910940124228408396424535
f(z) = -167/61*z^3 + 228/61*z + 1
*
-1 | 0.10149501150023718452164095626201927360 | 0.018678727294817164254626991708201948046
f(z) = -167/62*z^3 + 229/62*z + 1
*
-1 | 0.10072106854117503536143229867814401550 | 0.018521441637657728346329635122188468529
f(z) = -167/63*z^3 + 230/63*z + 1
*
-1 | 0.10567971032450008211439972553054802716 | 0.019417787451372968218982393060569662110
f(z) = -167/64*z^3 + 231/64*z + 1
*
-1 | 0.11418976722216168973442242633384603472 | 0.020964801390309706168930354790135868843
f(z) = -167/65*z^3 + 232/65*z + 1
*
-1 | 0.080962155000234691132153734190863923589 | 0.014852611239107059837498580158164466336
f(z) = -167/66*z^3 + 233/66*z + 1
*
-1 | 0.11409448019925473253444117533393507352 | 0.020914347255940339022525239041765905169
f(z) = -167/67*z^3 + 234/67*z + 1
*
-1 | 0.10548913148852185668687748358453742909 | 0.019321820532938069317705435658365607111
f(z) = -167/68*z^3 + 235/68*z + 1
*
-1 | 0.093654664589120256640036497672107002758 | 0.017140839603257384411260614317152018756
f(z) = -167/69*z^3 + 236/69*z + 1
*
-1 | 0.10111381549712429903673663093952153323 | 0.018491716054193539917604046544859334796
f(z) = -167/70*z^3 + 237/70*z + 1
*
-1 | 0.11390121578682945057666969804523654133 | 0.020814251081335941016402897722816283251
f(z) = -167/71*z^3 + 238/71*z + 1
*
-1 | 0.091731837304835708096202559712418992934 | 0.016750195894663176577143116892238026784
f(z) = -167/72*z^3 + 239/72*z + 1
*
-1 | 0.11424939628449557032108015533054313487 | 0.021059990583569875224233423654431095810
f(z) = -166/61*z^3 + 227/61*z + 1
*
-1 | 0.10059199567697466649703560670787597767 | 0.018512539951653151009108964812935860192
f(z) = -166/63*z^3 + 229/63*z + 1
*
-1 | 0.11405995812781253725981645090448169456 | 0.020957589842341778329676091189107809748
f(z) = -166/65*z^3 + 231/65*z + 1
*
-1 | 0.11396392060016757209287554383251928366 | 0.020906827491855260255317249894552204869
f(z) = -166/67*z^3 + 233/67*z + 1
*
-1 | 0.093523339736826108783968203338274704435 | 0.017130117202951580854926881090684563101
f(z) = -166/69*z^3 + 235/69*z + 1
*
-1 | 0.11376911043804228524951054354176501100 | 0.020806119080911317597564448828681376761
f(z) = -166/71*z^3 + 237/71*z + 1
*
-1 | 0.11367029654806962140258654304086990818 | 0.020756149560783417817297549364100734269
f(z) = -166/73*z^3 + 239/73*z + 1
*
-1 | 0.11412013737948228852351148854066983493 | 0.021053297763929772729261522040414702231
f(z) = -165/61*z^3 + 226/61*z + 1
*
-1 | 0.10123667750092128590105452184342617339 | 0.018661310643359920386541206987745473526
f(z) = -165/62*z^3 + 227/62*z + 1
*
-1 | 0.10541990628629657672556985232691584818 | 0.019401048897485112324992177568982601812
f(z) = -165/64*z^3 + 229/64*z + 1
*
-1 | 0.11383241749171263096637230561741745575 | 0.020899193356350151506593698140603687168
f(z) = -165/67*z^3 + 232/67*z + 1
*
-1 | 0.10522630112088491698375154141496205435 | 0.019303899984791519842506854625434222686
f(z) = -165/68*z^3 + 233/68*z + 1
*
-1 | 0.11363603638597089122090960104897577504 | 0.020797865022391233079559214732709413157
f(z) = -165/71*z^3 + 236/71*z + 1
*
-1 | 0.11353641304602561177939380137095609621 | 0.020747587211334224875869041846328073068
f(z) = -165/73*z^3 + 238/73*z + 1
*
-1 | 0.10065017467263373014303800329146469467 | 0.018378680642754412642233041713344229007
f(z) = -165/74*z^3 + 239/74*z + 1
*
[ -1/2 ] 
f(z) = -164/61*z^3 + 224/61*z + 1
*
-1 | 0.11398995688184696187161626858768721902 | 0.021046499956952724447010016482123558113
f(z) = -164/61*z^3 + 225/61*z + 1
*
-1 | 0.10033107715560516641981921946386298828 | 0.018494378166120884888134361434602381541
f(z) = -164/63*z^3 + 227/63*z + 1
*
[ -1/2 ] 
f(z) = -164/63*z^3 + 230/63*z + 1
*
-1 | 0.11379753181981724358918995720767266876 | 0.020942832876871764258004680209564813070
f(z) = -164/65*z^3 + 229/65*z + 1
*
[ -1/2 ] 
f(z) = -164/65*z^3 + 236/65*z + 1
*
-1 | 0.11369995688419017537531993068739508143 | 0.020891442541129235669109493355527508031
f(z) = -164/67*z^3 + 231/67*z + 1
*
-1 | 0.093256774379436584946614382743879148279 | 0.017108074942754130169821706602686418728
f(z) = -164/69*z^3 + 233/69*z + 1
*
-1 | 0.11350197901487081919143513531707122043 | 0.020789486440100813194761414439980876861
f(z) = -164/71*z^3 + 235/71*z + 1
*
-1 | 0.11340153269822308098190038084596518137 | 0.020738896385781468917811206663424465907
f(z) = -164/73*z^3 + 237/73*z + 1
*
-1 | 0.092956446230230925758990014762680926811 | 0.016973808982522276195968304370372191562
f(z) = -164/75*z^3 + 239/75*z + 1
*
-1 | 0.085004722930303855759309170612797878160 | 0.015720736555655917957793970984793794918
f(z) = -163/60*z^3 + 223/60*z + 1
*
-1 | 0.11385884135785673382105627909689755721 | 0.021039595026512764369152476493509566526
f(z) = -163/61*z^3 + 224/61*z + 1
*
-1 | 0.10097463377847725538829275840641505694 | 0.018643419855617766119954016810169048292
f(z) = -163/62*z^3 + 225/62*z + 1
*
-1 | 0.10019920437142997727840258801782873091 | 0.018485113440810151650356267442660191317
f(z) = -163/63*z^3 + 226/63*z + 1
*
-1 | 0.10515634536838302766224568508009546463 | 0.019383836722831799836627294176090099622
f(z) = -163/64*z^3 + 227/64*z + 1
*
-1 | 0.11366488690536813651753009076325912946 | 0.020935282937081538281079957250965511173
f(z) = -163/65*z^3 + 228/65*z + 1
*
-1 | 0.080436125984471342083755507091397956280 | 0.014803136033064895310022696515556020669
f(z) = -163/66*z^3 + 229/66*z + 1
*
-1 | 0.11356652446869265079211511381194977813 | 0.020883572676541228752399034681545675379
f(z) = -163/67*z^3 + 230/67*z + 1
*
-1 | 0.10495961520677685466183990631838263030 | 0.019285475828850670476682430024847856614
f(z) = -163/68*z^3 + 231/68*z + 1
*
-1 | 0.093123572185412291960136136588594210630 | 0.017097129130887978812163709787460983373
f(z) = -163/69*z^3 + 232/69*z + 1
*
-1 | 0.10058113113761841940089556200266483445 | 0.018451737589894462814842291852276538258
f(z) = -163/70*z^3 + 233/70*z + 1
*
-1 | 0.11336692336875004962306134782520801768 | 0.020780980802321966176211424365744309085
f(z) = -163/71*z^3 + 234/71*z + 1
*
-1 | 0.091195920450415834696308979182376617071 | 0.016703817572626050766399168576833293717
f(z) = -163/72*z^3 + 235/72*z + 1
*
-1 | 0.11326564020381389063969761776378363242 | 0.020730074468916231947010735839479250467
f(z) = -163/73*z^3 + 236/73*z + 1
*
-1 | 0.10037921109415451156515686968268518914 | 0.018357371444952045965049097339929227045
f(z) = -163/74*z^3 + 237/74*z + 1
*
-1 | 0.092819699276532225995355565593096835139 | 0.016961825321088752642389531134926092022
f(z) = -163/75*z^3 + 238/75*z + 1
*
-1 | 0.10455442400383468645841264691814709171 | 0.019091594970436545153975173640137745928
f(z) = -163/76*z^3 + 239/76*z + 1
*
-1 | 0.11372677707345211138607624158836191038 | 0.021032580779793138631320210178033169222
f(z) = -162/61*z^3 + 223/61*z + 1
*
-1 | 0.11353126849137474837911519219378272566 | 0.020927615577199913998507064971054697979
f(z) = -162/65*z^3 + 227/65*z + 1
*
[ -5/9 ] 
f(z) = -162/65*z^3 + 232/65*z + 1
*
-1 | 0.11343210560714883284976877186381608032 | 0.020875581329510787265922314314977927985
f(z) = -162/67*z^3 + 229/67*z + 1
*
-1 | 0.11323085414051798262895437213273216058 | 0.020772345509037827187721462431631462062
f(z) = -162/71*z^3 + 233/71*z + 1
*
-1 | 0.11312871989895582154763167385151815494 | 0.020721118774652951902748016579385833914
f(z) = -162/73*z^3 + 235/73*z + 1
*
-1 | 0.11292131419325394111881005611733091990 | 0.020619385689771892613580535342878385382
f(z) = -162/77*z^3 + 239/77*z + 1
*
-1 | 0.084741429596916685039929877681472053306 | 0.015698198495034375318700118484253028255
f(z) = -161/60*z^3 + 221/60*z + 1
*
-1 | 0.11359374998509635604087700320616346534 | 0.021025454965391775602118993319640726576
f(z) = -161/61*z^3 + 222/61*z + 1
*
-1 | 0.10070942265642792693488606546652651767 | 0.018625156905128794522310269947150264388
f(z) = -161/62*z^3 + 223/62*z + 1
*
-1 | 0.10488891543171480804405088137542237731 | 0.019366132021670742428752758817775959891
f(z) = -161/64*z^3 + 225/64*z + 1
*
-1 | 0.11339666192467214390595929766334477878 | 0.020919828382234557741909444789488404168
f(z) = -161/65*z^3 + 226/65*z + 1
*
-1 | 0.080166064362671551513890180746966958550 | 0.014777290869840971690504317635889694243
f(z) = -161/66*z^3 + 227/66*z + 1
*
-1 | 0.11329668532197058629770583346793758400 | 0.020867466001384177484604607613494496010
f(z) = -161/67*z^3 + 228/67*z + 1
*
-1 | 0.10468895666297715212365809808113389218 | 0.019266527914843507768877660096229151994
f(z) = -161/68*z^3 + 229/68*z + 1
*
-1 | 0.11309375566069080085799689037666395561 | 0.020763577889582042453083604811794772078
f(z) = -161/71*z^3 + 232/71*z + 1
*
-2/7 | 0.19809349948643480772027529692995271566 | 0.026320593991614565601529961149170840394
f(z) = -161/72*z^3 + 232/63*z + 1
*
-1 | 0.090921898867119805731315688642896507488 | 0.016679739033512935655485062300819319693
f(z) = -161/72*z^3 + 233/72*z + 1
*
-1 | 0.11299075574499834572186270687009391468 | 0.020712026543572151250906309834988319343
f(z) = -161/73*z^3 + 234/73*z + 1
*
-1 | 0.10010280246076505699532662305915473804 | 0.018335238490436413019086552555274938280
f(z) = -161/74*z^3 + 235/74*z + 1
*
-1 | 0.092542027807993695196723474989199012076 | 0.016937202884406858540653112006536972369
f(z) = -161/75*z^3 + 236/75*z + 1
*
-1 | 0.10427689530375886008994466813707409053 | 0.019070180761053535741406506441892331537
f(z) = -161/76*z^3 + 237/76*z + 1
*
-1 | 0.079549534599141132980860576703381287089 | 0.014525712413640471414928848544722135001
f(z) = -161/78*z^3 + 239/78*z + 1
*
-3/4 | 0.13574008696822441979611969312794119981 | 0.020697772627415526053957411840437214331
f(z) = -164/63*z^3 + 235/84*z + 1
*
-20/23 | 0.27510928424495439181158897212229526374 | 0.027997136514834330919735243133694700401
f(z) = -161/64*z^3 + 236/115*z + 1
*
[ 6/7 ] 
f(z) = -173/72*z^3 + 235/147*z + 1
*
[ 6/7 ] 
f(z) = -169/72*z^3 + 229/147*z + 1
*
[ 6/7 ] 
f(z) = -167/72*z^3 + 226/147*z + 1
*
[ 6/7 ] 
f(z) = -163/72*z^3 + 220/147*z + 1
*
7/6 | 0.093574164085923035485202893031772108533 | 0.016187219486609141805866848422344873385
f(z) = -162/77*z^3 + 221/154*z + 1
*
[ 3/4 ] 
f(z) = -176/61*z^3 + 236/183*z + 1
*
[ 3/4 ] 
f(z) = -176/65*z^3 + 232/195*z + 1
*
[ 3/4 ] 
f(z) = -176/67*z^3 + 230/201*z + 1
*
[ 3/4 ] 
f(z) = -176/71*z^3 + 226/213*z + 1
*
[ 3/4 ] 
f(z) = -176/73*z^3 + 224/219*z + 1
*
0 | 0.15805434526074904761009881035036658909 | 0.025473909875458144235716930431807472328
f(z) = -165/68*z^3 + 223/204*z + 1
*
[ 18/23 ] 
f(z) = -161/72*z^3 + 226/207*z + 1
*
0 | 0.16359424211492602709499866654773821232 | 0.026071784326020776431663536880243032626
f(z) = -177/76*z^3 + 227/228*z + 1
*
[ 2/3 ] 
f(z) = -179/60*z^3 + 223/270*z + 1
*
[ -5/2 ] 
f(z) = -176/75*z^3 + 241/15*z + 1
*
[ 6 ] 
f(z) = -169/72*z^3 + 256/3*z + 1
*
[ -6 ] 
f(z) = -169/72*z^3 + 257/3*z + 1
*
[ 6 ] 
f(z) = -167/72*z^3 + 253/3*z + 1
*
[ -6 ] 
f(z) = -167/72*z^3 + 254/3*z + 1
*
[ -12/5 ] 
f(z) = -165/64*z^3 + 244/15*z + 1
*
[ 6 ] 
f(z) = -163/72*z^3 + 247/3*z + 1
*
[ -6 ] 
f(z) = -163/72*z^3 + 248/3*z + 1
*
[ 6 ] 
f(z) = -161/72*z^3 + 244/3*z + 1
*
[ -6 ] 
f(z) = -161/72*z^3 + 245/3*z + 1
*
-22/13 | 0.13480800075422044286148131102987053402 | 0.021596151726942536415876061277129304817
f(z) = -169/60*z^3 + 257/30*z + 1
*
[ -24/13 ] 
f(z) = -169/64*z^3 + 253/24*z + 1
*
[ -2/13 ] 
f(z) = -169/68*z^3 + 257/34*z + 1
*
[ -4/15 ] 
f(z) = -171/64*z^3 + 247/50*z + 1
*
-1 | 0.11596913173246924213063425194506443439 | 0.021143742081744443583281328705593476113
f(z) = -180/61*z^3 + 241/61*z + 1
*
[ -1/2 ] 
f(z) = -180/67*z^3 + 246/67*z + 1
*
-1 | 0.11571173507648789604425194258065018281 | 0.021002646393103830220258793490977724211
f(z) = -180/67*z^3 + 247/67*z + 1
*
-1 | 0.11553652412356467988272533073673355810 | 0.020909873886595615332162228638712889256
f(z) = -180/71*z^3 + 251/71*z + 1
*
[ -1/2 ] 
f(z) = -180/71*z^3 + 258/71*z + 1
*
-1 | 0.11544779085138827432145077657132334891 | 0.020863846849489913145482406592309662950
f(z) = -180/73*z^3 + 253/73*z + 1
*
[ 7/6 ] 
f(z) = -180/77*z^3 + 256/77*z + 1
*
-1 | 0.11526799118940029006209753839503812069 | 0.020772465438555404702020725138975841196
f(z) = -180/77*z^3 + 257/77*z + 1
*
-1 | 0.11517689235371549298385264793237594178 | 0.020727093060080936873795580670550915239
f(z) = -180/79*z^3 + 259/79*z + 1
*
-1 | 0.11585151364014684075230178802584330801 | 0.021138322604456991017051465518112526454
f(z) = -179/61*z^3 + 240/61*z + 1
*
-1 | 0.10297269695098929489865119364807327287 | 0.018774204077133449250763683689918165746
f(z) = -179/62*z^3 + 241/62*z + 1
*
-1 | 0.10220270773422403246735370960769088805 | 0.018619760841372418444894899376884466141
f(z) = -179/63*z^3 + 242/63*z + 1
*
-1 | 0.10716533899484067497521187930492315777 | 0.019509219057573327152813370988339570753
f(z) = -179/64*z^3 + 243/64*z + 1
*
-1 | 0.11567942165826377972617207514408453728 | 0.021043456724865610041246171507700641161
f(z) = -179/65*z^3 + 244/65*z + 1
*
-1 | 0.082455872055393611754793239145721574746 | 0.014988547873892460914817795339771653821
f(z) = -179/66*z^3 + 245/66*z + 1
*
-1 | 0.11559229730323207957130708359142723996 | 0.020996428016874335444949427511087792562
f(z) = -179/67*z^3 + 246/67*z + 1
*
-1 | 0.10699108665948596071281091969174049635 | 0.019419775866620048021956745781794538949
f(z) = -179/68*z^3 + 247/68*z + 1
*
-1 | 0.095159762829474797764892816489053875747 | 0.017259634106211275919604302068479283050
f(z) = -179/69*z^3 + 248/69*z + 1
*
-1 | 0.10262416327176014445807459855556923152 | 0.018599916519000332144518501471202786305
f(z) = -179/70*z^3 + 249/70*z + 1
*
-1 | 0.11541581933749647975707965422883205803 | 0.020903130721095862073579824733929746171
f(z) = -179/71*z^3 + 250/71*z + 1
*
-1 | 0.093250737129062915679282748616867037096 | 0.016876577930589602050634503063467592674
f(z) = -179/72*z^3 + 251/72*z + 1
*
-1 | 0.11532643540181524897440758229136140297 | 0.020856843188800003732254391787392445815
f(z) = -179/73*z^3 + 252/73*z + 1
*
-1 | 0.10244604357546764390530225983947228001 | 0.018514157332349025457662795029369957040
f(z) = -179/74*z^3 + 253/74*z + 1
*
-1 | 0.094892628780520656136332800537766768097 | 0.017136879264399841758850623728386689399
f(z) = -179/75*z^3 + 254/75*z + 1
*
-1 | 0.10663351126674469687938139012869091355 | 0.019243537218133886363959221271226913094
f(z) = -179/76*z^3 + 255/76*z + 1
*
-1 | 0.11514529831402095071563421081133410985 | 0.020764943857414793098029622671739633939
f(z) = -179/77*z^3 + 256/77*z + 1
*
-1 | 0.081919429624348306278008012235071684174 | 0.014762715156733185529750316590298445778
f(z) = -179/78*z^3 + 257/78*z + 1
*
-1 | 0.11505351195775927496944205774116361015 | 0.020719313763812186677258210329252192575
f(z) = -179/79*z^3 + 258/79*z + 1
*
-1 | 0.10208372430816336388352089317251984029 | 0.018612124668614642389828198502442759048
f(z) = -178/63*z^3 + 241/63*z + 1
*
-1 | 0.11555982306729418709665383090862049876 | 0.021037416795581605015036561382641661649
f(z) = -178/65*z^3 + 243/65*z + 1
*
-1 | 0.11547207274804156962861933779431751659 | 0.020990120501289410405101244065489701736
f(z) = -178/67*z^3 + 245/67*z + 1
*
-1 | 0.095039934800742982714245729233054473612 | 0.017250541982835104279588078916667525684
f(z) = -178/69*z^3 + 247/69*z + 1
*
-1 | 0.11529430913709424115459031804886589141 | 0.020896292419817257456571132158248848460
f(z) = -178/71*z^3 + 249/71*z + 1
*
-1 | 0.11520426482755228778780998841797975738 | 0.020849741387111401084211455260000313883
f(z) = -178/73*z^3 + 251/73*z + 1
*
-1 | 0.094769785645982386460829777637636267890 | 0.017126895881637281041953884896651992364
f(z) = -178/75*z^3 + 253/75*z + 1
*
-1 | 0.11502177004976430638101114441994188357 | 0.020757318094040554151080265724441404943
f(z) = -178/77*z^3 + 255/77*z + 1
*
-1 | 0.11492928559529501540300731024253417864 | 0.020711427242480342189414499823653829331
f(z) = -178/79*z^3 + 257/79*z + 1
*
-1 | 0.10692597587881311823264911422405642180 | 0.019494974412983944040290447066893074432
f(z) = -177/64*z^3 + 241/64*z + 1
*
-1 | 0.11543943623933672093329389462596630134 | 0.021031289112504936443618477394763540682
f(z) = -177/65*z^3 + 242/65*z + 1
*
-1 | 0.11535105081617630536627985766765732442 | 0.020983722179981828523031327035799083507
f(z) = -177/67*z^3 + 244/67*z + 1
*
-1 | 0.10674920124154015488629410827569430034 | 0.019404506597586154116484713486676971625
f(z) = -177/68*z^3 + 245/68*z + 1
*
-1 | 0.10238098277176394267878832712315285489 | 0.018583003505326737280676117050045216964
f(z) = -177/70*z^3 + 247/70*z + 1
*
-1 | 0.11517198251053072224542843703769390170 | 0.020889357206373942803156022461399529166
f(z) = -177/71*z^3 + 248/71*z + 1
*
-1 | 0.11508126789607226193917270984381404132 | 0.020842539611894685896873869724535957915
f(z) = -177/73*z^3 + 250/73*z + 1
*
-1 | 0.10219954939182163282314761005286213035 | 0.018496139686220959714024198698013003954
f(z) = -177/74*z^3 + 251/74*z + 1
*
-1 | 0.10638630126570154073819057211855561131 | 0.019226244868977504110852676903764356919
f(z) = -177/76*z^3 + 253/76*z + 1
*
-1 | 0.11489739469624350121925704075394217728 | 0.020749586200817823014681613352470000985
f(z) = -177/77*z^3 + 254/77*z + 1
*
-1 | 0.11480420131783516039034526073900824455 | 0.020703431489307372926936633892208190858
f(z) = -177/79*z^3 + 256/79*z + 1
*
-1 | 0.11531825056392421849887428774273003146 | 0.021025072024049019041455466926848796036
f(z) = -176/65*z^3 + 241/65*z + 1
*
-1 | 0.11522922069412667689767380471296272630 | 0.020977231345887006698679423475499268047
f(z) = -176/67*z^3 + 243/67*z + 1
*
[ -1/2 ] 
f(z) = -176/67*z^3 + 245/67*z + 1
*
-1 | 0.094795780177312508301354823709458846268 | 0.017231654386919962654117022817615654999
f(z) = -176/69*z^3 + 245/69*z + 1
*
[ -1/2 ] 
f(z) = -176/69*z^3 + 251/69*z + 1
*
-1 | 0.11504882821459720012761792831707813669 | 0.020882323260772877441080556306735765422
f(z) = -176/71*z^3 + 247/71*z + 1
*
[ -1/2 ] 
f(z) = -176/71*z^3 + 257/71*z + 1
*
-1 | 0.11495743313668865120056656206623746723 | 0.020835235985493832185219833898420868155
f(z) = -176/73*z^3 + 249/73*z + 1
*
-1 | 0.094521577947030833963628323948205828295 | 0.017106575513044372879171064079643610997
f(z) = -176/75*z^3 + 251/75*z + 1
*
-1 | 0.11467824691626406774555366316697808444 | 0.020695324447519196138149409116598982219
f(z) = -176/79*z^3 + 255/79*z + 1
*
[ -2/5 ] 
f(z) = -175/62*z^3 + 245/62*z + 1
*
-1 | 0.081971812999363467344887772866891384197 | 0.014945277645346599782596906313254918704
f(z) = -175/66*z^3 + 241/66*z + 1
*
[ -2/5 ] 
f(z) = -175/66*z^3 + 259/66*z + 1
*
-1 | 0.11510657134345850340818348335833344486 | 0.020970646249990391746186720473250566917
f(z) = -175/67*z^3 + 242/67*z + 1
*
-1 | 0.10650406376047476606783245089130739026 | 0.019388835325989986039011145235406906286
f(z) = -175/68*z^3 + 243/68*z + 1
*
-1 | 0.094672464919139700948724153539649572018 | 0.017222042520645284767145356691283027564
f(z) = -175/69*z^3 + 244/69*z + 1
*
[ -3/5 ] 
f(z) = -175/69*z^3 + 247/69*z + 1
*
-1 | 0.11492483476806613679815602120464172712 | 0.020875188718058355280646815612023740327
f(z) = -175/71*z^3 + 246/71*z + 1
*
-1 | 0.092758407774659101477736020187533083625 | 0.016836425771255745808474113796676280885
f(z) = -175/72*z^3 + 247/72*z + 1
*
-1 | 0.11483274883365490737095981246219070677 | 0.020827828583715714338852202423350270785
f(z) = -175/73*z^3 + 248/73*z + 1
*
-1 | 0.10195033503075149312540169870912548749 | 0.018477789832347437494884437845987527995
f(z) = -175/74*z^3 + 249/74*z + 1
*
-1 | 0.10613567651770720747852428827602070396 | 0.019208502486021415442278374703739239175
f(z) = -175/76*z^3 + 251/76*z + 1
*
-1 | 0.081418111459639581316378319065946557134 | 0.014713967203194801103229287324799016216
f(z) = -175/78*z^3 + 253/78*z + 1
*
-1 | 0.11455140991304514806654579310528291438 | 0.020687104008753112873460610806731445596
f(z) = -175/79*z^3 + 254/79*z + 1
*
-1 | 0.11498309149443699611255838319794416901 | 0.020963965100027691747443276036420109583
f(z) = -174/67*z^3 + 241/67*z + 1
*
-1 | 0.11479999044481045832956312351663766836 | 0.020867951666904782849459941981958743788
f(z) = -174/71*z^3 + 245/71*z + 1
*
-1 | 0.11470720301900802351889843254000371804 | 0.020820315434365369486506381274941045114
f(z) = -174/73*z^3 + 247/73*z + 1
*
-1 | 0.11451906525967838960463890392240854050 | 0.020725733531932461889179072707220608029
f(z) = -174/77*z^3 + 251/77*z + 1
*
-1 | 0.11442367755412922411681919799109438724 | 0.020678768011402453793140324592537085757
f(z) = -174/79*z^3 + 253/79*z + 1
*
-1 | 0.11485876963941999388605955611996604803 | 0.020957186059135831617080812429974342108
f(z) = -173/67*z^3 + 240/67*z + 1
*
-1 | 0.10625558409683616764534220250636336039 | 0.019372747138190326961022149255654154684
f(z) = -173/68*z^3 + 241/68*z + 1
*
-1 | 0.094423301035321405592357242232058278721 | 0.017202472636073410632498623783880802008
f(z) = -173/69*z^3 + 242/69*z + 1
*
-1 | 0.10188530892566546220349092742874624492 | 0.018548000960226828669116730887823131194
f(z) = -173/70*z^3 + 243/70*z + 1
*
-1 | 0.11467428326666851233031646426695459222 | 0.020860610148155351835880356424893758249
f(z) = -173/71*z^3 + 244/71*z + 1
*
-1 | 0.092507152672955406952742359972630611723 | 0.016815635466017414323049919659824009440
f(z) = -173/72*z^3 + 245/72*z + 1
*
-1 | 0.11458078346514468513284011312046714807 | 0.020812694515724510840240787834095344912
f(z) = -173/73*z^3 + 246/73*z + 1
*
-1 | 0.10169765262206923341343802674931202721 | 0.018458973375674823563714956842228991113
f(z) = -173/74*z^3 + 247/74*z + 1
*
-1 | 0.094142783384459281801902145128914062528 | 0.017075179116070539243132026969868101796
f(z) = -173/75*z^3 + 248/75*z + 1
*
-1 | 0.10588153926972368883297520753811409542 | 0.019190293285071266589713028696659234288
f(z) = -173/76*z^3 + 249/76*z + 1
*
-1 | 0.11439117937615779323578605958156968055 | 0.020717556653547196321890013187100838562
f(z) = -173/77*z^3 + 250/77*z + 1
*
-1 | 0.081162490938652291098739082265666633274 | 0.014688839418729241439314012076479440401
f(z) = -173/78*z^3 + 251/78*z + 1
*
-1 | 0.11429503680055004334019180516594869790 | 0.020670314238895449077486530051406642925
f(z) = -173/79*z^3 + 252/79*z + 1
*
[ -1/2 ] 
f(z) = -172/67*z^3 + 244/67*z + 1
*
-1 | 0.094297428681089187327261345624723204211 | 0.017192510465665693257612882301671347042
f(z) = -172/69*z^3 + 241/69*z + 1
*
[ -1/2 ] 
f(z) = -172/69*z^3 + 250/69*z + 1
*
-1 | 0.11454770099604318458931956564539659013 | 0.020853162153304111948004076257521685899
f(z) = -172/71*z^3 + 243/71*z + 1
*
[ -1/2 ] 
f(z) = -172/71*z^3 + 256/71*z + 1
*
-1 | 0.11445347767711775095478427700413566804 | 0.020804963754970651664690231426791918700
f(z) = -172/73*z^3 + 245/73*z + 1
*
-1 | 0.094014740034304357132130333138667214933 | 0.017064460569836343631298739746909321824
f(z) = -172/75*z^3 + 247/75*z + 1
*
-1 | 0.11426238395616215964031923858201829769 | 0.020709263151004960995626356579199591808
f(z) = -172/77*z^3 + 249/77*z + 1
*
-1 | 0.11416547431969209000568187747249571644 | 0.020661740417905169232203412460195062170
f(z) = -172/79*z^3 + 251/79*z + 1
*
-1 | 0.10163132348903476421079035679711492852 | 0.018529641976071149981994591710029402364
f(z) = -171/70*z^3 + 241/70*z + 1
*
[ -2/3 ] 
f(z) = -171/70*z^3 + 251/70*z + 1
*
-1 | 0.11442023112822303533809061131341412802 | 0.020845605622918814744897428729933371046
f(z) = -171/71*z^3 + 242/71*z + 1
*
-1 | 0.11432527288464014345159789254211170905 | 0.020797121026534054945391286100830309339
f(z) = -171/73*z^3 + 244/73*z + 1
*
-1 | 0.10144140221522292813139571192327536482 | 0.018439672949868379416516131954756893196
f(z) = -171/74*z^3 + 245/74*z + 1
*
-1 | 0.11413266566471608930217068458783195392 | 0.020700850762622845354889372771631512073
f(z) = -171/77*z^3 + 248/77*z + 1
*
-1 | 0.11403497647621500373844617478878690747 | 0.020653044216487205106781207731135314625
f(z) = -171/79*z^3 + 250/79*z + 1
*
-1 | 0.11429186088341265623380856574406874368 | 0.020837938445001755480770662705647322779
f(z) = -170/71*z^3 + 241/71*z + 1
*
-1 | 0.11419615603378251871974376920868048545 | 0.020789164150389570100154279834941349849
f(z) = -170/73*z^3 + 243/73*z + 1
*
-1 | 0.11400201086469515029207402047133930278 | 0.020692317168273913261630924299420369546
f(z) = -170/77*z^3 + 247/77*z + 1
*
-1 | 0.11390352932261801620695169440266012548 | 0.020644223242141565255917946985382112861
f(z) = -170/79*z^3 + 249/79*z + 1
*
[ -6/13 ] 
f(z) = -169/66*z^3 + 245/66*z + 1
*
15/13 | 0.13321774104101166099250213884022706409 | 0.024180132693740666652303910186612127650
f(z) = -169/66*z^3 + 247/66*z + 1
*
-1 | 0.11416257719845874818974610081839143241 | 0.020830158453285687316343537026130790775
f(z) = -169/71*z^3 + 240/71*z + 1
*
-1 | 0.091993971964504066982909352193331887023 | 0.016772539271742357649573970088790096864
f(z) = -169/72*z^3 + 241/72*z + 1
*
[ -8/13 ] 
f(z) = -169/72*z^3 + 253/72*z + 1
*
[ -9/13 ] 
f(z) = -169/72*z^3 + 257/72*z + 1
*
-1 | 0.11406611377835033005528698361839654455 | 0.020781090890280254527105997509436769073
f(z) = -169/73*z^3 + 242/73*z + 1
*
-1 | 0.10118213152269107455442301903143225019 | 0.018419989029133853748708645294769533037
f(z) = -169/74*z^3 + 243/74*z + 1
*
-1 | 0.093625091779579778456676562150298182451 | 0.017031512943118291973671889091728510870
f(z) = -169/75*z^3 + 244/75*z + 1
*
-1 | 0.10536231423860869666503222109043215564 | 0.019152402996945650716622507764639069344
f(z) = -169/76*z^3 + 245/76*z + 1
*
-1 | 0.11387040560743521926486864187034620544 | 0.020683659987454423855680445607128628258
f(z) = -169/77*z^3 + 246/77*z + 1
*
-1 | 0.11377111858942686335148856315836472326 | 0.020635275039795065995871151972298591289
f(z) = -169/79*z^3 + 248/79*z + 1
*
[ -1/2 ] 
f(z) = -168/67*z^3 + 243/67*z + 1
*
[ -1/2 ] 
f(z) = -168/71*z^3 + 255/71*z + 1
*
-1 | 0.11393513247092509513385145956014578916 | 0.020772898951869503696865071848507759257
f(z) = -168/73*z^3 + 241/73*z + 1
*
-1 | 0.11363772967498461224760657888826952448 | 0.020626197089700273187238220622470001107
f(z) = -168/79*z^3 + 247/79*z + 1
*
-1 | 0.11380319815355382014303179409802693868 | 0.020764585980818228100116198012759064196
f(z) = -167/73*z^3 + 240/73*z + 1
*
-1 | 0.10091777494645076277181602904348989231 | 0.018399546267654488108516449041068043671
f(z) = -167/74*z^3 + 241/74*z + 1
*
-1 | 0.093360590550873002724523712985324690307 | 0.017008863136846589400227653306164583222
f(z) = -167/75*z^3 + 242/75*z + 1
*
-1 | 0.10509700810260718978759602243495285322 | 0.019132683875222326329997895777339491100
f(z) = -167/76*z^3 + 243/76*z + 1
*
-1 | 0.11360428630985998682263173496393171711 | 0.020665965030349910254068894689090525344
f(z) = -167/77*z^3 + 244/77*z + 1
*
-1 | 0.080373212008731193968317127448707985652 | 0.014609969016664780328077056401541687970
f(z) = -167/78*z^3 + 245/78*z + 1
*
-1 | 0.11350334763482675460737129699055793757 | 0.020616986805246823880080179252710318221
f(z) = -167/79*z^3 + 246/79*z + 1
*
-1 | 0.093226876388225764650338661478252002416 | 0.016997325063937046618486269196525707874
f(z) = -166/75*z^3 + 241/75*z + 1
*
-1 | 0.11346974272464863565002390188820860194 | 0.020656922172646076603926180905062475782
f(z) = -166/77*z^3 + 243/77*z + 1
*
-1 | 0.11336795717061975771643028120610965321 | 0.020607641530680709364730411154295159652
f(z) = -166/79*z^3 + 245/79*z + 1
*
-1 | 0.10482775215999072091769835797732232413 | 0.019112421741615117642991515162811577858
f(z) = -165/76*z^3 + 241/76*z + 1
*
-1 | 0.11323154261864102250769280485207616422 | 0.020598158538726837662914819045383703085
f(z) = -165/79*z^3 + 244/79*z + 1
*
[ -1/2 ] 
f(z) = -164/67*z^3 + 242/67*z + 1
*
[ -1/2 ] 
f(z) = -164/69*z^3 + 248/69*z + 1
*
[ -1/2 ] 
f(z) = -164/71*z^3 + 254/71*z + 1
*
-1 | 0.11319761118742063554985686752637804547 | 0.020638432481652331312324613787975853113
f(z) = -164/77*z^3 + 241/77*z + 1
*
-1 | 0.11309408793777687119690956003557061631 | 0.020588535028109911743014476598843966697
f(z) = -164/79*z^3 + 243/79*z + 1
*
[ 6/5 ] 
f(z) = -163/72*z^3 + 257/75*z + 1
*
-1 | 0.11305999153698965275742598623670088747 | 0.020628980145995054990054690807595628939
f(z) = -163/77*z^3 + 240/77*z + 1
*
-1 | 0.079828874152778728096860286821639338027 | 0.014554572415495743283212572432517066786
f(z) = -163/78*z^3 + 241/78*z + 1
*
-1 | 0.11295557669701376660775471499560622465 | 0.020578768120968358307267513467554486009
f(z) = -163/79*z^3 + 242/79*z + 1
*
[ 11/9 ] 
f(z) = -162/77*z^3 + 256/77*z + 1
*
-1 | 0.11281599206239644453732733945973044676 | 0.020568854860155719305491444086791779567
f(z) = -162/79*z^3 + 241/79*z + 1
*
[ 6/5 ] 
f(z) = -161/72*z^3 + 254/75*z + 1
*
-1 | 0.11267531678342501112622889668511826084 | 0.020558792206423572665959704488648959478
f(z) = -161/79*z^3 + 240/79*z + 1
*
-3/4 | 0.13141782302530584897826226726368063801 | 0.019961970855916602312372729729728422369
f(z) = -172/63*z^3 + 241/84*z + 1
*
-5/6 | 0.15573813533600103483661459658413036988 | 0.026940848510324369393994731730893393248
f(z) = -162/65*z^3 + 251/130*z + 1
*
[ 6/7 ] 
f(z) = -179/72*z^3 + 244/147*z + 1
*
0 | 0.14433303732944914190847809909614632978 | 0.022090251293627986265228854598396159376
f(z) = -172/63*z^3 + 247/252*z + 1
*
[ 6 ] 
f(z) = -179/72*z^3 + 271/3*z + 1
*
[ -6 ] 
f(z) = -179/72*z^3 + 272/3*z + 1
*
[ 6 ] 
f(z) = -175/72*z^3 + 265/3*z + 1
*
[ -6 ] 
f(z) = -175/72*z^3 + 266/3*z + 1
*
[ 6 ] 
f(z) = -173/72*z^3 + 262/3*z + 1
*
[ -6 ] 
f(z) = -173/72*z^3 + 263/3*z + 1
*
[ -6/5 ] 
f(z) = -175/64*z^3 + 277/48*z + 1
*
[ 3/2 ] 
f(z) = -170/63*z^3 + 269/42*z + 1
*
[ 3/2 ] 
f(z) = -166/63*z^3 + 263/42*z + 1
*
[ 8/5 ] 
f(z) = -165/64*z^3 + 279/40*z + 1
*
[ -1/3 ] 
f(z) = -180/61*z^3 + 264/61*z + 1
*
[ -1/2 ] 
f(z) = -180/73*z^3 + 264/73*z + 1
*
[ -1/2 ] 
f(z) = -180/77*z^3 + 276/77*z + 1
*
[ -3/4 ] 
f(z) = -176/69*z^3 + 260/69*z + 1
*
[ -1/2 ] 
f(z) = -176/73*z^3 + 263/73*z + 1
*
[ -1/2 ] 
f(z) = -176/75*z^3 + 269/75*z + 1
*
[ -3/4 ] 
f(z) = -176/75*z^3 + 274/75*z + 1
*
[ -8/15 ] 
f(z) = -175/64*z^3 + 263/72*z + 1
*
[ 6/5 ] 
f(z) = -175/66*z^3 + 263/66*z + 1
*
[ -4/5 ] 
f(z) = -175/68*z^3 + 265/68*z + 1
*
[ 6/5 ] 
f(z) = -175/78*z^3 + 265/78*z + 1
*
[ -3/5 ] 
f(z) = -175/78*z^3 + 271/78*z + 1
*
[ 6/5 ] 
f(z) = -173/72*z^3 + 272/75*z + 1
*
[ -1/2 ] 
f(z) = -172/73*z^3 + 262/73*z + 1
*
[ -1/2 ] 
f(z) = -172/75*z^3 + 268/75*z + 1
*
[ -1/2 ] 
f(z) = -172/77*z^3 + 274/77*z + 1
*
[ -1/3 ] 
f(z) = -171/61*z^3 + 263/61*z + 1
*
[ -1/3 ] 
f(z) = -171/62*z^3 + 267/62*z + 1
*
[ -1/3 ] 
f(z) = -171/64*z^3 + 275/64*z + 1
*
[ -1/3 ] 
f(z) = -171/65*z^3 + 279/65*z + 1
*
[ -2/3 ] 
f(z) = -171/74*z^3 + 261/74*z + 1
*
[ -4/13 ] 
f(z) = -169/60*z^3 + 271/60*z + 1
*
-15/13 | 0.16068647397197506266685222024607171099 | 0.028571474714506787570938278483040642351
f(z) = -169/60*z^3 + 277/60*z + 1
*
-14/13 | 0.11741406118014355686456173502098671386 | 0.020877257414467308875255868034418332106
f(z) = -169/63*z^3 + 277/63*z + 1
*
[ -10/13 ] 
f(z) = -169/70*z^3 + 261/70*z + 1
*
[ -5/13 ] 
f(z) = -169/70*z^3 + 277/70*z + 1
*
[ 6/5 ] 
f(z) = -169/72*z^3 + 266/75*z + 1
*
35/26 | 0.18080794749447617699789619402070949277 | 0.025097751332604418332372760827456286203
f(z) = -169/75*z^3 + 269/60*z + 1
*
[ -7/13 ] 
f(z) = -169/77*z^3 + 269/77*z + 1
*
[ -1/2 ] 
f(z) = -168/73*z^3 + 261/73*z + 1
*
[ -1/2 ] 
f(z) = -168/79*z^3 + 279/79*z + 1
*
[ 6/5 ] 
f(z) = -167/72*z^3 + 263/75*z + 1
*
[ -1/2 ] 
f(z) = -164/73*z^3 + 260/73*z + 1
*
[ -1/2 ] 
f(z) = -164/75*z^3 + 266/75*z + 1
*
[ -1/2 ] 
f(z) = -164/77*z^3 + 272/77*z + 1
*
[ -1/2 ] 
f(z) = -164/79*z^3 + 278/79*z + 1
*
[ -1/3 ] 
f(z) = -162/61*z^3 + 262/61*z + 1
*
[ -7/9 ] 
f(z) = -162/77*z^3 + 274/77*z + 1
*
14/13 | 0.10019943625395947055545985119699052811 | 0.017207392497401564237225742541358701341
f(z) = -169/63*z^3 + 275/126*z + 1
*
[ 12/13 ] 
f(z) = -169/66*z^3 + 277/132*z + 1
*
15/13 | 0.18925483037082056343311631361502128843 | 0.028082115619892504617794329320452351899
f(z) = -169/72*z^3 + 271/120*z + 1
*
-14/39 | 0.19521290140571592287577048398079455105 | 0.026642502605619825335613604673988810633
f(z) = -169/64*z^3 + 265/144*z + 1
*
0 | 0.15940943316287982410745461153884416355 | 0.025404857207848106625704345576649829333
f(z) = -177/64*z^3 + 275/192*z + 1
*
[ 44/57 ] 
f(z) = -171/64*z^3 + 271/209*z + 1
*
0 | 0.19526474229943828745559595691423266096 | 0.029780592189157673454192352483286533787
f(z) = -176/63*z^3 + 263/252*z + 1
*
[ 3/4 ] 
f(z) = -164/69*z^3 + 277/276*z + 1
*
[ 18/5 ] 
f(z) = -175/72*z^3 + 290/9*z + 1
*
[ -18/5 ] 
f(z) = -175/72*z^3 + 295/9*z + 1
*
[ -4/57 ] 
f(z) = -171/64*z^3 + 290/19*z + 1
*
[ -2/13 ] 
f(z) = -169/76*z^3 + 287/38*z + 1
*
[ 3/2 ] 
f(z) = -178/63*z^3 + 281/42*z + 1
*
[ -8/7 ] 
f(z) = -161/64*z^3 + 289/56*z + 1
*
[ -1/3 ] 
f(z) = -180/67*z^3 + 288/67*z + 1
*
[ -1/2 ] 
f(z) = -180/79*z^3 + 282/79*z + 1
*
[ -1 ] 
f(z) = -179/60*z^3 + 299/60*z + 1
*
[ 6/5 ] 
f(z) = -179/72*z^3 + 281/75*z + 1
*
[ -1 ] 
f(z) = -177/61*z^3 + 299/61*z + 1
*
[ -1 ] 
f(z) = -176/61*z^3 + 298/61*z + 1
*
[ 5/4 ] 
f(z) = -176/65*z^3 + 288/65*z + 1
*
[ -1/2 ] 
f(z) = -176/79*z^3 + 281/79*z + 1
*
[ -1 ] 
f(z) = -175/61*z^3 + 297/61*z + 1
*
[ -1 ] 
f(z) = -175/62*z^3 + 299/62*z + 1
*
-2/5 | 0.13504508857718498030834759397181967859 | 0.017497882152481640518213510908899554401
f(z) = -175/72*z^3 + 281/63*z + 1
*
-1/5 | 0.11520254245761795185547175211463839605 | 0.020257260712267825952023969591462033052
f(z) = -175/72*z^3 + 295/72*z + 1
*
[ -2/7 ] 
f(z) = -175/72*z^3 + 296/63*z + 1
*
[ -2/5 ] 
f(z) = -175/74*z^3 + 287/74*z + 1
*
[ -4/5 ] 
f(z) = -175/76*z^3 + 283/76*z + 1
*
[ -1 ] 
f(z) = -174/61*z^3 + 296/61*z + 1
*
[ -1 ] 
f(z) = -173/60*z^3 + 293/60*z + 1
*
[ -1 ] 
f(z) = -173/61*z^3 + 295/61*z + 1
*
[ -1 ] 
f(z) = -173/62*z^3 + 297/62*z + 1
*
[ -1 ] 
f(z) = -173/63*z^3 + 299/63*z + 1
*
[ -1 ] 
f(z) = -172/61*z^3 + 294/61*z + 1
*
[ -1 ] 
f(z) = -172/63*z^3 + 298/63*z + 1
*
[ -1/2 ] 
f(z) = -172/79*z^3 + 280/79*z + 1
*
[ -1 ] 
f(z) = -171/61*z^3 + 293/61*z + 1
*
[ -1 ] 
f(z) = -171/62*z^3 + 295/62*z + 1
*
[ -1 ] 
f(z) = -171/64*z^3 + 299/64*z + 1
*
[ -1/3 ] 
f(z) = -171/67*z^3 + 287/67*z + 1
*
[ -1/3 ] 
f(z) = -171/68*z^3 + 291/68*z + 1
*
[ -1/3 ] 
f(z) = -171/70*z^3 + 299/70*z + 1
*
[ -1 ] 
f(z) = -170/61*z^3 + 292/61*z + 1
*
[ -1 ] 
f(z) = -170/63*z^3 + 296/63*z + 1
*
[ -1 ] 
f(z) = -169/61*z^3 + 291/61*z + 1
*
[ -1 ] 
f(z) = -169/62*z^3 + 293/62*z + 1
*
[ -1 ] 
f(z) = -169/63*z^3 + 295/63*z + 1
*
[ -1 ] 
f(z) = -169/64*z^3 + 297/64*z + 1
*
-14/13 | 0.13485557498632823571215887074891979109 | 0.023713057739206082920797123797596230737
f(z) = -169/66*z^3 + 295/66*z + 1
*
-9/13 | 0.10822977868038136624283897790524662777 | 0.019076963110254899897437185148783642647
f(z) = -169/70*z^3 + 291/70*z + 1
*
1/13 | 0.13686439384356885815239864085736742808 | 0.024153562973063072811008692882866936169
f(z) = -169/72*z^3 + 289/72*z + 1
*
[ -14/13 ] 
f(z) = -169/72*z^3 + 293/63*z + 1
*
[ -11/13 ] 
f(z) = -169/77*z^3 + 289/77*z + 1
*
[ -1 ] 
f(z) = -168/61*z^3 + 290/61*z + 1
*
[ -1 ] 
f(z) = -168/65*z^3 + 298/65*z + 1
*
[ -1 ] 
f(z) = -167/60*z^3 + 287/60*z + 1
*
[ -1 ] 
f(z) = -167/61*z^3 + 289/61*z + 1
*
[ -1 ] 
f(z) = -167/62*z^3 + 291/62*z + 1
*
[ -1 ] 
f(z) = -167/63*z^3 + 293/63*z + 1
*
[ -1 ] 
f(z) = -167/64*z^3 + 295/64*z + 1
*
[ -1 ] 
f(z) = -167/65*z^3 + 297/65*z + 1
*
[ -1 ] 
f(z) = -167/66*z^3 + 299/66*z + 1
*
[ -1 ] 
f(z) = -166/61*z^3 + 288/61*z + 1
*
[ -1 ] 
f(z) = -166/63*z^3 + 292/63*z + 1
*
[ -1 ] 
f(z) = -166/65*z^3 + 296/65*z + 1
*
[ -1 ] 
f(z) = -165/61*z^3 + 287/61*z + 1
*
[ -1 ] 
f(z) = -165/62*z^3 + 289/62*z + 1
*
[ -1 ] 
f(z) = -165/64*z^3 + 293/64*z + 1
*
[ -1 ] 
f(z) = -165/67*z^3 + 299/67*z + 1
*
[ -1 ] 
f(z) = -164/61*z^3 + 286/61*z + 1
*
[ -1 ] 
f(z) = -164/63*z^3 + 290/63*z + 1
*
[ -1 ] 
f(z) = -164/65*z^3 + 294/65*z + 1
*
[ -1 ] 
f(z) = -164/67*z^3 + 298/67*z + 1
*
[ -1 ] 
f(z) = -163/60*z^3 + 283/60*z + 1
*
[ -1 ] 
f(z) = -163/61*z^3 + 285/61*z + 1
*
[ -1 ] 
f(z) = -163/62*z^3 + 287/62*z + 1
*
[ -1 ] 
f(z) = -163/63*z^3 + 289/63*z + 1
*
[ -1 ] 
f(z) = -163/64*z^3 + 291/64*z + 1
*
[ -1 ] 
f(z) = -163/65*z^3 + 293/65*z + 1
*
[ -1 ] 
f(z) = -163/66*z^3 + 295/66*z + 1
*
[ -1 ] 
f(z) = -163/67*z^3 + 297/67*z + 1
*
[ -1 ] 
f(z) = -163/68*z^3 + 299/68*z + 1
*
[ -1 ] 
f(z) = -162/61*z^3 + 284/61*z + 1
*
[ -1 ] 
f(z) = -162/65*z^3 + 292/65*z + 1
*
[ -1/3 ] 
f(z) = -162/67*z^3 + 286/67*z + 1
*
[ -1 ] 
f(z) = -162/67*z^3 + 296/67*z + 1
*
[ -1 ] 
f(z) = -161/60*z^3 + 281/60*z + 1
*
[ -1 ] 
f(z) = -161/61*z^3 + 283/61*z + 1
*
[ -1 ] 
f(z) = -161/62*z^3 + 285/62*z + 1
*
[ -1 ] 
f(z) = -161/64*z^3 + 289/64*z + 1
*
[ -1 ] 
f(z) = -161/65*z^3 + 291/65*z + 1
*
[ -1 ] 
f(z) = -161/66*z^3 + 293/66*z + 1
*
[ -1 ] 
f(z) = -161/67*z^3 + 295/67*z + 1
*
[ -1 ] 
f(z) = -161/68*z^3 + 297/68*z + 1
*
[ -2/7 ] 
f(z) = -161/72*z^3 + 295/63*z + 1
*
[ -2/3 ] 
f(z) = -179/72*z^3 + 292/81*z + 1
*
[ -2/3 ] 
f(z) = -175/72*z^3 + 290/81*z + 1
*
[ -2/3 ] 
f(z) = -173/72*z^3 + 289/81*z + 1
*
[ 20/19 ] 
f(z) = -171/64*z^3 + 286/95*z + 1
*
[ -2/3 ] 
f(z) = -169/72*z^3 + 287/81*z + 1
*
[ -2/3 ] 
f(z) = -167/72*z^3 + 286/81*z + 1
*
[ -2/3 ] 
f(z) = -163/72*z^3 + 284/81*z + 1
*
[ -2/3 ] 
f(z) = -161/72*z^3 + 283/81*z + 1
*
-2/35 | 0.18528411071021241485865000814001116559 | 0.026057098701131502767807036871088447153
f(z) = -175/64*z^3 + 281/112*z + 1
*
6/5 | 0.18657758085403705011010437901931551938 | 0.026239003555656881092367512307582433922
f(z) = -175/64*z^3 + 289/112*z + 1
*
15/13 | 0.18812208562995935270273142526732674524 | 0.027879907116709140683413037157947292901
f(z) = -169/63*z^3 + 284/105*z + 1
*
0 | 0.19722628466822660837933149566154389490 | 0.029114225921203180780646652602620580611
f(z) = -175/66*z^3 + 289/165*z + 1
*
-2/5 | 0.079440273752207709936674014859145573562 | 0.010166408717928979245731434872052139637
f(z) = -165/64*z^3 + 299/240*z + 1
*
[ 3/4 ] 
f(z) = -172/69*z^3 + 295/276*z + 1
*
[ 3/4 ] 
f(z) = -176/81*z^3 + 8/9*z + 1
*
[ 4/5 ] 
f(z) = -175/96*z^3 + 11/12*z + 1
*
-4/5 | 0.11731887527790345242249277215789299225 | 0.022715147514385819148309492137091075100
f(z) = -175/96*z^3 + 17/12*z + 1
*
[ 2/3 ] 
f(z) = -171/88*z^3 + 4/11*z + 1
*
[ 9/13 ] 
f(z) = -169/81*z^3 + 5/9*z + 1
*
-9/13 | 0.15364209687046238103943600095850349104 | 0.029950317814952483910441672391329006635
f(z) = -169/81*z^3 + 16/9*z + 1
*
-4/13 | 0.064180294496291232353447418653534867414 | 0.012511025667931469504356852011603809926
f(z) = -169/96*z^3 + 5/12*z + 1
*
[ 12/13 ] 
f(z) = -169/96*z^3 + 17/12*z + 1
*
[ 2/3 ] 
f(z) = -177/88*z^3 + 13/33*z + 1
*
2/5 | 0.074840031064762202038136217401774684655 | 0.014490441896841806515897166787534839650
f(z) = -175/96*z^3 + 19/24*z + 1
*
[ 2/3 ] 
f(z) = -171/80*z^3 + 9/20*z + 1
*
[ 2/3 ] 
f(z) = -171/92*z^3 + 15/46*z + 1
*
[ -3/4 ] 
f(z) = -176/81*z^3 + 32/9*z + 1
*
[ -3/5 ] 
f(z) = -175/81*z^3 + 31/9*z + 1
*
[ -2/3 ] 
f(z) = -171/88*z^3 + 37/11*z + 1
*
6/13 | 0.16944261645286874804532878916220186759 | 0.029098622867511087457062049699621991448
f(z) = -169/81*z^3 + 23/18*z + 1
*
18/13 | 0.091933824202643978662928789153760199276 | 0.016974172813566338317655948269038154936
f(z) = -169/81*z^3 + 25/9*z + 1
*
-12/13 | 0.16574637176295967505640163766098975038 | 0.028463861480386133100651393144437037063
f(z) = -169/81*z^3 + 29/18*z + 1
*
[ -9/13 ] 
f(z) = -169/81*z^3 + 31/9*z + 1
*
-6/13 | 0.081378688049489606770018165697964867011 | 0.014011138361339274066865649612403859653
f(z) = -169/81*z^3 + 37/9*z + 1
*
[ 14/13 ] 
f(z) = -169/98*z^3 + 29/14*z + 1
*
[ 3/4 ] 
f(z) = -172/81*z^3 + 31/36*z + 1
*
-2/3 | 0.14733675583082490279470183653819756208 | 0.028655464172580519517439482802716788372
f(z) = -171/80*z^3 + 29/20*z + 1
*
-6/13 | 0.10840629963960351347535236884889100067 | 0.021132249516787807389925809219760568901
f(z) = -169/80*z^3 + 39/20*z + 1
*
-3/26 | 0.098599262932945124215135563151806936150 | 0.015131421334866385173518626347696610604
f(z) = -169/81*z^3 + 25/36*z + 1
*
12/13 | 0.056453497817672200262676331996707200118 | 0.011004797746483141069867744415484038922
f(z) = -169/90*z^3 + 23/30*z + 1
*
-8/13 | 0.12216409416711309751110480391028216739 | 0.023814133758963511258323536224896289074
f(z) = -169/96*z^3 + 31/24*z + 1
*
[ 3/4 ] 
f(z) = -164/81*z^3 + 29/36*z + 1
*
2/13 | 0.10016218695947997072144418924684093165 | 0.019525178278491990634341577150944355404
f(z) = -169/84*z^3 + 23/42*z + 1
*
[ 2/3 ] 
f(z) = -177/80*z^3 + 29/60*z + 1
*
[ 2/3 ] 
f(z) = -175/88*z^3 + 38/99*z + 1
*
[ 2/3 ] 
f(z) = -173/88*z^3 + 37/99*z + 1
*
[ 2/3 ] 
f(z) = -171/82*z^3 + 35/82*z + 1
*
[ 2/3 ] 
f(z) = -171/86*z^3 + 33/86*z + 1
*
[ 2/3 ] 
f(z) = -171/94*z^3 + 29/94*z + 1
*
[ 2/3 ] 
f(z) = -171/98*z^3 + 27/98*z + 1
*
[ 2/3 ] 
f(z) = -169/88*z^3 + 35/99*z + 1
*
[ 9/13 ] 
f(z) = -169/99*z^3 + 37/99*z + 1
*
[ 2/3 ] 
f(z) = -167/88*z^3 + 34/99*z + 1
*
[ 2/3 ] 
f(z) = -163/88*z^3 + 32/99*z + 1
*
[ 2/3 ] 
f(z) = -161/88*z^3 + 31/99*z + 1
*
-3/4 | 0.098577999034676861477700466010020873233 | 0.016677616397794138797130471102534444437
f(z) = -176/81*z^3 + 41/9*z + 1
*
[ 3/2 ] 
f(z) = -176/81*z^3 + 47/9*z + 1
*
[ -3/2 ] 
f(z) = -176/81*z^3 + 59/9*z + 1
*
[ 6/5 ] 
f(z) = -175/81*z^3 + 59/18*z + 1
*
[ -2/5 ] 
f(z) = -175/88*z^3 + 42/11*z + 1
*
[ -4/5 ] 
f(z) = -175/96*z^3 + 41/12*z + 1
*
[ 3/2 ] 
f(z) = -172/81*z^3 + 46/9*z + 1
*
[ -3/2 ] 
f(z) = -172/81*z^3 + 58/9*z + 1
*
-9/13 | 0.17046600794411338860167959026555104360 | 0.028609240986720204861582545079215926392
f(z) = -169/81*z^3 + 43/9*z + 1
*
18/13 | 0.12490325820979665357189087362126751248 | 0.020654137782784019057020018814905840749
f(z) = -169/81*z^3 + 47/18*z + 1
*
[ -3/13 ] 
f(z) = -169/81*z^3 + 49/9*z + 1
*
24/13 | 0.089532848528032717163114137533509562017 | 0.014307702873416338377562190331880385809
f(z) = -169/81*z^3 + 58/9*z + 1
*
-10/13 | 0.15993036434873249511856043401700460896 | 0.027725635321847177422961309188477929717
f(z) = -169/88*z^3 + 40/11*z + 1
*
-14/13 | 0.15993021528786663923237294761688600405 | 0.027607429586632073762732047880823802251
f(z) = -169/88*z^3 + 41/11*z + 1
*
18/13 | 0.17172630329340043166252740251828134535 | 0.029066332529621341805360344858747071106
f(z) = -169/88*z^3 + 46/11*z + 1
*
2/13 | 0.17176671816751056295039760302683709574 | 0.028668569565419623912195029529416811089
f(z) = -169/88*z^3 + 50/11*z + 1
*
-14/13 | 0.16017730857251322034477952485096465827 | 0.026560382719355174498706175008503574887
f(z) = -169/88*z^3 + 52/11*z + 1
*
[ -12/13 ] 
f(z) = -169/96*z^3 + 43/12*z + 1
*
[ -4/13 ] 
f(z) = -169/96*z^3 + 53/12*z + 1
*
[ -7/13 ] 
f(z) = -169/98*z^3 + 47/14*z + 1
*
[ -14/13 ] 
f(z) = -169/98*z^3 + 55/14*z + 1
*
[ 3/2 ] 
f(z) = -164/81*z^3 + 44/9*z + 1
*
[ -3/2 ] 
f(z) = -164/81*z^3 + 56/9*z + 1
*
[ 9/10 ] 
f(z) = -175/81*z^3 + 59/36*z + 1
*
-2/5 | 0.058853296869577380837762910689054889908 | 0.011395108561462521213925957299983593007
f(z) = -175/96*z^3 + 43/24*z + 1
*
-2/3 | 0.15743304156512645835031795506273549533 | 0.029827514506492023965138497840417119510
f(z) = -171/80*z^3 + 49/20*z + 1
*
2/13 | 0.098474140946434753242380376371311136696 | 0.018516720393751866664219091451890384393
f(z) = -169/80*z^3 + 51/20*z + 1
*
-10/13 | 0.090935215053269260566213907889091300431 | 0.016643121219366127445409642849205808079
f(z) = -169/80*z^3 + 59/20*z + 1
*
-6/13 | 0.081741060353825733587095656262032347786 | 0.012544296861667574577548407984508671555
f(z) = -169/81*z^3 + 49/36*z + 1
*
12/13 | 0.12380373094064978823704616789517229007 | 0.024133757374292781606481133451579856723
f(z) = -169/90*z^3 + 53/30*z + 1
*
[ 4/5 ] 
f(z) = -175/88*z^3 + 45/44*z + 1
*
15/13 | 0.18786851116484333126341972210268361184 | 0.027876410031548733714863504522905362869
f(z) = -169/81*z^3 + 59/45*z + 1
*
[ 10/13 ] 
f(z) = -169/88*z^3 + 46/55*z + 1
*
12/13 | 0.14718558420766473888291477153635892101 | 0.023630942310738745860591325699801899193
f(z) = -169/80*z^3 + 53/60*z + 1
*
[ 3/4 ] 
f(z) = -166/81*z^3 + 59/72*z + 1
*
[ 2/3 ] 
f(z) = -179/88*z^3 + 40/99*z + 1
*
3/5 | 0.091314545814645796646604108196773594782 | 0.012276127662121486864911394160611343121
f(z) = -170/81*z^3 + 53/90*z + 1
*
[ 9/13 ] 
f(z) = -169/90*z^3 + 41/90*z + 1
*
[ 2/3 ] 
f(z) = -177/92*z^3 + 49/138*z + 1
*
21/26 | 0.17961099289367467289931613732849502856 | 0.027563792355082515301742944793972671802
f(z) = -169/99*z^3 + 59/132*z + 1
*
[ 2/3 ] 
f(z) = -165/92*z^3 + 41/138*z + 1
*
[ 2/3 ] 
f(z) = -162/89*z^3 + 55/178*z + 1
*
[ 2/3 ] 
f(z) = -171/97*z^3 + 55/194*z + 1
*
[ 2/3 ] 
f(z) = -162/91*z^3 + 53/182*z + 1
*
[ 2/3 ] 
f(z) = -162/95*z^3 + 49/190*z + 1
*
[ 2/3 ] 
f(z) = -162/97*z^3 + 47/194*z + 1
*
[ 2/3 ] 
f(z) = -167/96*z^3 + 59/216*z + 1
*
[ 2/3 ] 
f(z) = -163/96*z^3 + 55/216*z + 1
*
[ 2/3 ] 
f(z) = -161/96*z^3 + 53/216*z + 1
*
[ 9/5 ] 
f(z) = -175/81*z^3 + 67/9*z + 1
*
[ -9/5 ] 
f(z) = -175/81*z^3 + 77/9*z + 1
*
[ 18/13 ] 
f(z) = -169/81*z^3 + 77/18*z + 1
*
-2/13 | 0.066542717597791992029063288530665585990 | 0.010749487422704448963397013693019093442
f(z) = -169/88*z^3 + 61/11*z + 1
*
[ 22/13 ] 
f(z) = -169/88*z^3 + 65/11*z + 1
*
[ -22/13 ] 
f(z) = -169/88*z^3 + 78/11*z + 1
*
-2 | 0.10916645715787491164124490867487855130 | 0.016927946889111883098637108060195507617
f(z) = -169/88*z^3 + 79/11*z + 1
*
30/13 | 0.19270193815990359870150797358338182343 | 0.028558646472141506542294082706678799189
f(z) = -169/96*z^3 + 71/8*z + 1
*
-2 | 0.10894808116039780453886980446385437622 | 0.016927522653265690353250544787084481234
f(z) = -167/88*z^3 + 78/11*z + 1
*
-2 | 0.10850306718995121256542619769113001172 | 0.016926693762319087580142663611027088890
f(z) = -163/88*z^3 + 76/11*z + 1
*
-2 | 0.10827628141583294470039606346721901054 | 0.016926289212441619189424702715476904917
f(z) = -161/88*z^3 + 75/11*z + 1
*
6/5 | 0.19071966985152130495935338804639945116 | 0.029112705095572252284160086934474863302
f(z) = -175/81*z^3 + 73/36*z + 1
*
[ 6/5 ] 
f(z) = -175/96*z^3 + 67/24*z + 1
*
[ -2/3 ] 
f(z) = -171/80*z^3 + 69/20*z + 1
*
-10/13 | 0.14075824667580886700914978058687067233 | 0.024455272917459232830132814594049228086
f(z) = -169/80*z^3 + 79/20*z + 1
*
-21/26 | 0.16483227393552265599767269982156591910 | 0.025295793419862724342139468596590779695
f(z) = -169/81*z^3 + 73/36*z + 1
*
-12/13 | 0.15785251952820616348991750593150055706 | 0.029291226289463599231208102692900921472
f(z) = -169/90*z^3 + 73/30*z + 1
*
[ 15/13 ] 
f(z) = -169/90*z^3 + 79/30*z + 1
*
[ -8/13 ] 
f(z) = -169/96*z^3 + 79/24*z + 1
*
14/13 | 0.061731604905696519438824641449392994131 | 0.012033688837971965561287865868573184170
f(z) = -169/84*z^3 + 65/42*z + 1
*
[ 3/4 ] 
f(z) = -178/81*z^3 + 65/72*z + 1
*
[ 3/4 ] 
f(z) = -170/81*z^3 + 61/72*z + 1
*
[ 3/4 ] 
f(z) = -176/87*z^3 + 70/87*z + 1
*
[ 3/4 ] 
f(z) = -176/93*z^3 + 68/93*z + 1
*
[ 10/13 ] 
f(z) = -169/90*z^3 + 73/90*z + 1
*
[ 7/9 ] 
f(z) = -162/91*z^3 + 72/91*z + 1
*
[ 3/4 ] 
f(z) = -164/99*z^3 + 79/132*z + 1
*
[ 2/3 ] 
f(z) = -180/83*z^3 + 77/166*z + 1
*
[ 2/3 ] 
f(z) = -180/89*z^3 + 71/178*z + 1
*
[ 24/35 ] 
f(z) = -175/96*z^3 + 67/168*z + 1
*
[ 2/3 ] 
f(z) = -171/83*z^3 + 69/166*z + 1
*
[ 2/3 ] 
f(z) = -171/85*z^3 + 67/170*z + 1
*
[ 2/3 ] 
f(z) = -171/89*z^3 + 63/178*z + 1
*
[ 2/3 ] 
f(z) = -162/83*z^3 + 61/166*z + 1
*
[ 2/3 ] 
f(z) = -180/91*z^3 + 69/182*z + 1
*
[ 2/3 ] 
f(z) = -180/97*z^3 + 63/194*z + 1
*
[ 2/3 ] 
f(z) = -171/91*z^3 + 61/182*z + 1
*
[ 2/3 ] 
f(z) = -167/80*z^3 + 77/180*z + 1
*
[ 2/3 ] 
f(z) = -163/80*z^3 + 73/180*z + 1
*
[ 2/3 ] 
f(z) = -161/80*z^3 + 71/180*z + 1
*
[ 2/3 ] 
f(z) = -179/96*z^3 + 71/216*z + 1
*
[ 2/3 ] 
f(z) = -175/96*z^3 + 67/216*z + 1
*
[ 2/3 ] 
f(z) = -173/96*z^3 + 65/216*z + 1
*
[ 2/3 ] 
f(z) = -169/96*z^3 + 61/216*z + 1
*
[ 2/3 ] 
f(z) = -165/94*z^3 + 79/282*z + 1
*
[ 2/3 ] 
f(z) = -165/98*z^3 + 73/294*z + 1
*
-2 | 0.11021972887395742328606925252927054283 | 0.016930162077884672195999834604660509188
f(z) = -179/88*z^3 + 84/11*z + 1
*
[ 2 ] 
f(z) = -179/88*z^3 + 95/11*z + 1
*
[ 3/2 ] 
f(z) = -178/81*z^3 + 95/18*z + 1
*
-2 | 0.11001401225500249062882675011890981604 | 0.016929706917060582244921462897098821246
f(z) = -177/88*z^3 + 83/11*z + 1
*
[ 2 ] 
f(z) = -177/88*z^3 + 94/11*z + 1
*
[ -6/5 ] 
f(z) = -175/81*z^3 + 89/18*z + 1
*
-2 | 0.10980588736649722945319981277177454933 | 0.016929257682551686813621562478249337167
f(z) = -175/88*z^3 + 82/11*z + 1
*
[ 2 ] 
f(z) = -175/88*z^3 + 93/11*z + 1
*
-2 | 0.10959529478735771044020767250085645816 | 0.016928814514756848698279523731000311008
f(z) = -173/88*z^3 + 81/11*z + 1
*
[ 2 ] 
f(z) = -173/88*z^3 + 92/11*z + 1
*
-2 | 0.10938217277889743174451174697439014257 | 0.016928377544161035836164687118603711545
f(z) = -171/88*z^3 + 80/11*z + 1
*
[ 2 ] 
f(z) = -171/88*z^3 + 91/11*z + 1
*
[ 3/2 ] 
f(z) = -170/81*z^3 + 91/18*z + 1
*
-6/13 | 0.14508739174647342302270656482941593623 | 0.021929558988098270689923201202201380222
f(z) = -169/81*z^3 + 83/18*z + 1
*
30/13 | 0.18427372387924309073891682931765765245 | 0.027211381791774354029270013911983602312
f(z) = -169/81*z^3 + 97/9*z + 1
*
[ -2/13 ] 
f(z) = -169/88*z^3 + 83/11*z + 1
*
[ 2 ] 
f(z) = -169/88*z^3 + 90/11*z + 1
*
28/13 | 0.18554702039112104278304548367200072498 | 0.028546630717365567234360022011287564165
f(z) = -169/98*z^3 + 95/14*z + 1
*
[ 2 ] 
f(z) = -167/88*z^3 + 89/11*z + 1
*
[ 3/2 ] 
f(z) = -166/81*z^3 + 89/18*z + 1
*
[ 2 ] 
f(z) = -163/88*z^3 + 87/11*z + 1
*
[ -2 ] 
f(z) = -163/88*z^3 + 98/11*z + 1
*
[ 2 ] 
f(z) = -161/88*z^3 + 86/11*z + 1
*
[ -2 ] 
f(z) = -161/88*z^3 + 97/11*z + 1
*
[ 4/3 ] 
f(z) = -171/80*z^3 + 81/20*z + 1
*
[ -4/13 ] 
f(z) = -169/80*z^3 + 89/20*z + 1
*
-6/13 | 0.084590283094010766243260960107530711051 | 0.012739738695574627871085593345636013493
f(z) = -169/81*z^3 + 85/36*z + 1
*
-14/13 | 0.14852366288947092483865109318832294210 | 0.028306266723170497632976962023506618454
f(z) = -169/84*z^3 + 95/42*z + 1
*
-2/3 | 0.13386957588033176154182111022324032432 | 0.021334606065878413309637512538697873716
f(z) = -177/80*z^3 + 89/60*z + 1
*
-6/13 | 0.13707654747140288991821988212091299751 | 0.022007916080162406749762643180642811834
f(z) = -169/80*z^3 + 97/60*z + 1
*
[ 12/13 ] 
f(z) = -169/90*z^3 + 91/60*z + 1
*
[ 4/5 ] 
f(z) = -175/92*z^3 + 89/92*z + 1
*
-3/5 | 0.18157616323608462673379162661580327581 | 0.024410701935801238635534289348706898123
f(z) = -170/81*z^3 + 83/90*z + 1
*
[ 3/4 ] 
f(z) = -172/99*z^3 + 85/132*z + 1
*
[ 7/9 ] 
f(z) = -171/98*z^3 + 97/126*z + 1
*
[ 10/13 ] 
f(z) = -169/96*z^3 + 89/120*z + 1
*
-21/52 | 0.19146561403754020236658404900870592545 | 0.024228524949896035243462354962708859148
f(z) = -169/81*z^3 + 97/144*z + 1
*
[ 2/3 ] 
f(z) = -179/80*z^3 + 89/180*z + 1
*
[ 2/3 ] 
f(z) = -173/80*z^3 + 83/180*z + 1
*
[ 13/18 ] 
f(z) = -162/91*z^3 + 99/182*z + 1
*
[ 2/3 ] 
f(z) = -165/82*z^3 + 97/246*z + 1
*
[ 2/3 ] 
f(z) = -165/86*z^3 + 91/258*z + 1
*
[ 2/3 ] 
f(z) = -177/94*z^3 + 95/282*z + 1
*
[ 2/3 ] 
f(z) = -177/98*z^3 + 89/294*z + 1
*
[ -2 ] 
f(z) = -179/88*z^3 + 106/11*z + 1
*
[ -3/2 ] 
f(z) = -178/81*z^3 + 119/18*z + 1
*
[ -2 ] 
f(z) = -177/88*z^3 + 105/11*z + 1
*
[ 9/4 ] 
f(z) = -176/81*z^3 + 104/9*z + 1
*
[ -9/4 ] 
f(z) = -176/81*z^3 + 112/9*z + 1
*
[ -2 ] 
f(z) = -175/88*z^3 + 104/11*z + 1
*
-12/5 | 0.15250996849144802273960086897546389733 | 0.022236425216909430726312478789271655008
f(z) = -175/96*z^3 + 119/12*z + 1
*
[ -2 ] 
f(z) = -173/88*z^3 + 103/11*z + 1
*
[ -2 ] 
f(z) = -171/88*z^3 + 102/11*z + 1
*
[ -3/2 ] 
f(z) = -170/81*z^3 + 115/18*z + 1
*
[ -18/13 ] 
f(z) = -169/81*z^3 + 103/18*z + 1
*
[ -2 ] 
f(z) = -169/88*z^3 + 101/11*z + 1
*
[ -2 ] 
f(z) = -167/88*z^3 + 100/11*z + 1
*
[ -3/2 ] 
f(z) = -166/81*z^3 + 113/18*z + 1
*
[ -2/3 ] 
f(z) = -177/88*z^3 + 112/33*z + 1
*
[ 9/8 ] 
f(z) = -176/81*z^3 + 103/36*z + 1
*
[ 6/5 ] 
f(z) = -175/88*z^3 + 100/33*z + 1
*
-8/5 | 0.10477323309288993990770316445886321083 | 0.017401233480386516533779955788554918580
f(z) = -175/96*z^3 + 103/24*z + 1
*
[ -6/5 ] 
f(z) = -175/96*z^3 + 107/24*z + 1
*
[ -3/5 ] 
f(z) = -175/99*z^3 + 109/33*z + 1
*
[ -4/3 ] 
f(z) = -171/80*z^3 + 111/20*z + 1
*
[ 20/13 ] 
f(z) = -169/80*z^3 + 107/20*z + 1
*
[ -6/13 ] 
f(z) = -169/88*z^3 + 118/33*z + 1
*
[ 14/13 ] 
f(z) = -169/84*z^3 + 101/42*z + 1
*
14/13 | 0.10979635992439141433175854276758284782 | 0.020461582313640717683933738832195884292
f(z) = -169/84*z^3 + 107/42*z + 1
*
14/13 | 0.13767722322918844486334238956143609958 | 0.025399194590141341667202667178286124208
f(z) = -169/84*z^3 + 113/42*z + 1
*
[ 12/13 ] 
f(z) = -169/80*z^3 + 103/60*z + 1
*
-12/13 | 0.13802230587778993207241934839345687531 | 0.022159759499214206549780983131511610276
f(z) = -169/80*z^3 + 113/60*z + 1
*
-4/7 | 0.19383876623127386477293294478187325177 | 0.027260167342106940223471282181293265860
f(z) = -175/96*z^3 + 113/84*z + 1
*
[ 11/13 ] 
f(z) = -169/88*z^3 + 105/88*z + 1
*
-4/7 | 0.18591947030133083073339271229767622779 | 0.026456688387845007378326755113741337601
f(z) = -161/96*z^3 + 109/84*z + 1
*
[ 3/4 ] 
f(z) = -167/81*z^3 + 119/144*z + 1
*
[ 3/4 ] 
f(z) = -163/81*z^3 + 115/144*z + 1
*
[ 3/4 ] 
f(z) = -161/81*z^3 + 113/144*z + 1
*
18/35 | 0.12954795602811049622057573403659973283 | 0.018218744520591325957056472676649495303
f(z) = -175/96*z^3 + 109/168*z + 1
*
17/18 | 0.16754373750594421281367300162644233151 | 0.028983077531157351276282316862719447761
f(z) = -162/85*z^3 + 109/170*z + 1
*
[ 2/3 ] 
f(z) = -177/82*z^3 + 113/246*z + 1
*
[ 2/3 ] 
f(z) = -177/86*z^3 + 107/258*z + 1
*
22/25 | 0.22306572803645319163098192660115243782 | 0.026607195446338528590090757766845035862
f(z) = -175/88*z^3 + 111/275*z + 1
*
[ 9/13 ] 
f(z) = -169/93*z^3 + 119/279*z + 1
*
[ 9/13 ] 
f(z) = -169/96*z^3 + 115/288*z + 1
*
[ 7/10 ] 
f(z) = -165/98*z^3 + 111/280*z + 1
*
[ 12/5 ] 
f(z) = -175/96*z^3 + 133/12*z + 1
*
[ -9/10 ] 
f(z) = -175/81*z^3 + 139/36*z + 1
*
[ 8/5 ] 
f(z) = -175/96*z^3 + 121/24*z + 1
*
-2/5 | 0.15992680488741303422834841524537235199 | 0.025301798364114001720533179531162200307
f(z) = -175/96*z^3 + 139/24*z + 1
*
[ -3/4 ] 
f(z) = -172/81*z^3 + 127/36*z + 1
*
[ -20/13 ] 
f(z) = -169/80*z^3 + 133/20*z + 1
*
[ -12/13 ] 
f(z) = -169/81*z^3 + 139/36*z + 1
*
[ -15/13 ] 
f(z) = -169/90*z^3 + 131/30*z + 1
*
24/13 | 0.15225079210864947309519111497386489711 | 0.024498856516359248977044971390116593913
f(z) = -169/96*z^3 + 125/24*z + 1
*
-8/13 | 0.17872938450624853615839291376260694683 | 0.028686287891237185489367374436869223729
f(z) = -169/96*z^3 + 127/24*z + 1
*
[ -3/4 ] 
f(z) = -164/81*z^3 + 125/36*z + 1
*
[ 3/2 ] 
f(z) = -164/99*z^3 + 134/33*z + 1
*
[ -8/13 ] 
f(z) = -169/80*z^3 + 137/40*z + 1
*
[ 15/13 ] 
f(z) = -169/81*z^3 + 131/45*z + 1
*
-14/13 | 0.15041727590529613401718244475872160063 | 0.026797406553773896432360049887954940985
f(z) = -169/84*z^3 + 137/42*z + 1
*
[ 16/13 ] 
f(z) = -169/96*z^3 + 137/48*z + 1
*
12/13 | 0.12560161625782486392756077892387958631 | 0.020010952744266695167879136850334302036
f(z) = -169/80*z^3 + 133/60*z + 1
*
[ 9/11 ] 
f(z) = -176/81*z^3 + 122/99*z + 1
*
-3/5 | 0.15365714362207554400219346884296948942 | 0.029750921799639915028796746590018276404
f(z) = -175/96*z^3 + 127/96*z + 1
*
3/13 | 0.12166865140449772918074867012241508022 | 0.023717554315557717260770276064571477834
f(z) = -169/84*z^3 + 121/84*z + 1
*
[ 12/13 ] 
f(z) = -169/84*z^3 + 137/84*z + 1
*
-11/13 | 0.075161808315537075236366734434699841537 | 0.014651713901658228102950619363836394529
f(z) = -169/88*z^3 + 137/88*z + 1
*
10/13 | 0.18232267267972537348101730891893156967 | 0.027053504337447390913640861494196395787
f(z) = -169/96*z^3 + 137/120*z + 1
*
[ 3/4 ] 
f(z) = -179/81*z^3 + 131/144*z + 1
*
[ 3/4 ] 
f(z) = -175/81*z^3 + 127/144*z + 1
*
[ 3/4 ] 
f(z) = -173/81*z^3 + 125/144*z + 1
*
[ 3/4 ] 
f(z) = -169/81*z^3 + 121/144*z + 1
*
-4/39 | 0.18790665060595062287542410696258458941 | 0.025645351266910408982180202806632828651
f(z) = -169/80*z^3 + 139/180*z + 1
*
0 | 0.14705291555244028633378249986813675956 | 0.023435616371524905143281853006621525057
f(z) = -177/80*z^3 + 131/240*z + 1
*
[ 9/13 ] 
f(z) = -169/84*z^3 + 131/252*z + 1
*
[ 28/39 ] 
f(z) = -169/98*z^3 + 125/252*z + 1
*
[ 9/13 ] 
f(z) = -169/87*z^3 + 127/261*z + 1
*
0 | 0.17419542738588242155109107354325615351 | 0.028075397804623777005649746748032006849
f(z) = -165/92*z^3 + 127/276*z + 1
*
[ -12/5 ] 
f(z) = -175/96*z^3 + 143/12*z + 1
*
[ 7/3 ] 
f(z) = -171/98*z^3 + 141/14*z + 1
*
[ -7/3 ] 
f(z) = -171/98*z^3 + 153/14*z + 1
*
-4/13 | 0.20181655314167906125785082410337745634 | 0.028491529404159061630189197577390167933
f(z) = -169/96*z^3 + 149/12*z + 1
*
-9/10 | 0.10043888761539999338130311360789136927 | 0.013921800008659028710939570724177661242
f(z) = -175/81*z^3 + 151/36*z + 1
*
[ -6/5 ] 
f(z) = -175/88*z^3 + 155/33*z + 1
*
[ -8/5 ] 
f(z) = -175/96*z^3 + 151/24*z + 1
*
[ 3/2 ] 
f(z) = -172/99*z^3 + 140/33*z + 1
*
-2 | 0.10914674179199147167965255001327993115 | 0.016908347701626009331721202584930870079
f(z) = -169/80*z^3 + 159/20*z + 1
*
[ -9/26 ] 
f(z) = -169/81*z^3 + 149/36*z + 1
*
[ 24/13 ] 
f(z) = -169/96*z^3 + 155/24*z + 1
*
-2 | 0.10892900263769746632544334760947865034 | 0.016907772372867076616683063372932316536
f(z) = -167/80*z^3 + 157/20*z + 1
*
-2 | 0.088616447698106384185504104845625408324 | 0.013782319431007528358445797307213116728
f(z) = -167/96*z^3 + 155/24*z + 1
*
-2 | 0.10848537888882834143561721691762211822 | 0.016906639409670579288973343469970541686
f(z) = -163/80*z^3 + 153/20*z + 1
*
-2 | 0.088168628697246209626148793199069878319 | 0.013768658872677861392029320439632710810
f(z) = -163/96*z^3 + 151/24*z + 1
*
-2 | 0.10825935146826308538578195187423162116 | 0.016906082153803616977522420770773771577
f(z) = -161/80*z^3 + 151/20*z + 1
*
-2 | 0.087940880806791011743906811923408550850 | 0.013761747857170601431847834403319442949
f(z) = -161/96*z^3 + 149/24*z + 1
*
[ -4/5 ] 
f(z) = -175/88*z^3 + 155/44*z + 1
*
[ -2/3 ] 
f(z) = -171/92*z^3 + 153/46*z + 1
*
[ 7/6 ] 
f(z) = -171/98*z^3 + 141/56*z + 1
*
[ -3/5 ] 
f(z) = -170/81*z^3 + 154/45*z + 1
*
[ -6/13 ] 
f(z) = -169/84*z^3 + 151/42*z + 1
*
18/13 | 0.16867349447338546496244413775585191386 | 0.029403184641725033273364034605301022721
f(z) = -169/84*z^3 + 155/42*z + 1
*
-2/3 | 0.18421315336339147335611341791162316464 | 0.028827263785667310390714206692966943030
f(z) = -177/80*z^3 + 149/60*z + 1
*
-6/35 | 0.19577234855538470029300243698747444681 | 0.027135938564453593502366041591148883476
f(z) = -175/81*z^3 + 151/63*z + 1
*
-4/35 | 0.11540003240065496437604261097256462598 | 0.016229076648027443315760824843131119638
f(z) = -175/96*z^3 + 149/84*z + 1
*
[ 9/10 ] 
f(z) = -170/81*z^3 + 143/90*z + 1
*
-12/13 | 0.070908182809988740013251820468399258288 | 0.013822530765317860532402781110729146297
f(z) = -169/84*z^3 + 151/84*z + 1
*
-18/35 | 0.14332542698722939054230865447132965870 | 0.018366005237731551218031966430223765927
f(z) = -175/81*z^3 + 149/126*z + 1
*
[ 10/13 ] 
f(z) = -169/85*z^3 + 149/170*z + 1
*
[ 21/26 ] 
f(z) = -169/98*z^3 + 149/168*z + 1
*
[ 10/13 ] 
f(z) = -169/95*z^3 + 143/190*z + 1
*
22/23 | 0.21813936323582149497849555381271036490 | 0.026547651901475364613629152987312458010
f(z) = -161/88*z^3 + 159/253*z + 1
*
[ 14/19 ] 
f(z) = -171/98*z^3 + 157/266*z + 1
*
[ 3 ] 
f(z) = -173/81*z^3 + 179/9*z + 1
*
[ 3 ] 
f(z) = -172/81*z^3 + 178/9*z + 1
*
[ 3 ] 
f(z) = -170/81*z^3 + 176/9*z + 1
*
[ 3 ] 
f(z) = -169/81*z^3 + 175/9*z + 1
*
[ 3 ] 
f(z) = -167/81*z^3 + 173/9*z + 1
*
[ -3 ] 
f(z) = -167/81*z^3 + 179/9*z + 1
*
[ 3 ] 
f(z) = -166/81*z^3 + 172/9*z + 1
*
[ -3 ] 
f(z) = -166/81*z^3 + 178/9*z + 1
*
[ 3 ] 
f(z) = -164/81*z^3 + 170/9*z + 1
*
[ -3 ] 
f(z) = -164/81*z^3 + 176/9*z + 1
*
[ 3 ] 
f(z) = -163/81*z^3 + 169/9*z + 1
*
[ -3 ] 
f(z) = -163/81*z^3 + 175/9*z + 1
*
[ 3 ] 
f(z) = -161/81*z^3 + 167/9*z + 1
*
[ -3 ] 
f(z) = -161/81*z^3 + 173/9*z + 1
*
-2 | 0.11019732713818810210020136905684220921 | 0.016911304783667758107347013327136941505
f(z) = -179/80*z^3 + 169/20*z + 1
*
-2 | 0.089892386473530994568775711147322064615 | 0.013820480285493385824957409835424527863
f(z) = -179/96*z^3 + 167/24*z + 1
*
-2 | 0.10999208765362759835641660093866753673 | 0.016910703326636346081668294743816046671
f(z) = -177/80*z^3 + 167/20*z + 1
*
[ -9/8 ] 
f(z) = -176/81*z^3 + 167/36*z + 1
*
-2 | 0.10957441111579095438817617260050542909 | 0.016909515060990905788435075732217813664
f(z) = -173/80*z^3 + 163/20*z + 1
*
-2 | 0.089265980125844574286374357000943743741 | 0.013801814819474679566250933968832181495
f(z) = -173/96*z^3 + 161/24*z + 1
*
-2 | 0.10936185638810674331070162821400915528 | 0.016908928665262358338703732791052170541
f(z) = -171/80*z^3 + 161/20*z + 1
*
28/13 | 0.16032143921088678407458890570160900872 | 0.024559202316254368300830819383036812413
f(z) = -169/80*z^3 + 171/20*z + 1
*
[ 2 ] 
f(z) = -169/80*z^3 + 179/20*z + 1
*
[ -3/13 ] 
f(z) = -169/90*z^3 + 163/30*z + 1
*
[ -3/13 ] 
f(z) = -169/99*z^3 + 179/33*z + 1
*
[ 2 ] 
f(z) = -167/80*z^3 + 177/20*z + 1
*
[ 3/2 ] 
f(z) = -167/81*z^3 + 179/36*z + 1
*
[ 2 ] 
f(z) = -167/96*z^3 + 179/24*z + 1
*
[ -3/2 ] 
f(z) = -164/99*z^3 + 178/33*z + 1
*
[ 2 ] 
f(z) = -163/80*z^3 + 173/20*z + 1
*
[ 3/2 ] 
f(z) = -163/81*z^3 + 175/36*z + 1
*
[ 2 ] 
f(z) = -163/96*z^3 + 175/24*z + 1
*
[ 2 ] 
f(z) = -161/80*z^3 + 171/20*z + 1
*
[ 3/2 ] 
f(z) = -161/81*z^3 + 173/36*z + 1
*
[ 2 ] 
f(z) = -161/96*z^3 + 173/24*z + 1
*
[ -2/5 ] 
f(z) = -175/92*z^3 + 175/46*z + 1
*
[ 4/3 ] 
f(z) = -171/88*z^3 + 163/44*z + 1
*
-15/13 | 0.20595335664047055281331698793770184007 | 0.028018897153053122558318143038296489941
f(z) = -169/81*z^3 + 173/45*z + 1
*
[ -14/13 ] 
f(z) = -169/84*z^3 + 179/42*z + 1
*
[ 6/5 ] 
f(z) = -175/99*z^3 + 179/66*z + 1
*
[ 14/13 ] 
f(z) = -169/88*z^3 + 177/77*z + 1
*
7/6 | 0.12532350296256287796385677439145259776 | 0.024133361119894364129315765976647590840
f(z) = -180/91*z^3 + 167/91*z + 1
*
-12/35 | 0.21084895753818697254902216889860063292 | 0.029015270000893539368231454818169139769
f(z) = -175/96*z^3 + 179/84*z + 1
*
[ 6/7 ] 
f(z) = -175/81*z^3 + 179/126*z + 1
*
-15/26 | 0.18804540607484302424159002115394620850 | 0.028858169774956367362705706590123644660
f(z) = -169/90*z^3 + 163/120*z + 1
*
-10/13 | 0.12520967947111927130422976603130886930 | 0.018578932377832587907485813338804048144
f(z) = -169/96*z^3 + 161/120*z + 1
*
[ 6/7 ] 
f(z) = -161/81*z^3 + 163/126*z + 1
*
[ 4/5 ] 
f(z) = -175/94*z^3 + 177/188*z + 1
*
63/65 | 0.14897273137795393105100667927228661146 | 0.017843664440563316949516425846680101473
f(z) = -169/81*z^3 + 166/225*z + 1
*
[ 3/4 ] 
f(z) = -178/99*z^3 + 179/264*z + 1
*
0 | 0.15544754019033700054080996796272735104 | 0.024773455895873144783591471291709247052
f(z) = -177/88*z^3 + 179/264*z + 1
*
[ 3/4 ] 
f(z) = -170/99*z^3 + 167/264*z + 1
*
[ 3/4 ] 
f(z) = -166/99*z^3 + 161/264*z + 1
*
[ 3 ] 
f(z) = -179/81*z^3 + 185/9*z + 1
*
[ -3 ] 
f(z) = -179/81*z^3 + 191/9*z + 1
*
[ 3 ] 
f(z) = -178/81*z^3 + 184/9*z + 1
*
[ -3 ] 
f(z) = -178/81*z^3 + 190/9*z + 1
*
[ 3 ] 
f(z) = -176/81*z^3 + 182/9*z + 1
*
[ -3 ] 
f(z) = -176/81*z^3 + 188/9*z + 1
*
[ 3 ] 
f(z) = -175/81*z^3 + 181/9*z + 1
*
[ -3 ] 
f(z) = -175/81*z^3 + 187/9*z + 1
*
[ -3 ] 
f(z) = -173/81*z^3 + 185/9*z + 1
*
[ -3 ] 
f(z) = -172/81*z^3 + 184/9*z + 1
*
[ -3 ] 
f(z) = -170/81*z^3 + 182/9*z + 1
*
[ -3 ] 
f(z) = -169/81*z^3 + 181/9*z + 1
*
[ 2 ] 
f(z) = -179/80*z^3 + 189/20*z + 1
*
[ 3/2 ] 
f(z) = -179/81*z^3 + 191/36*z + 1
*
[ 2 ] 
f(z) = -179/96*z^3 + 191/24*z + 1
*
[ 2 ] 
f(z) = -177/80*z^3 + 187/20*z + 1
*
[ 3/2 ] 
f(z) = -175/81*z^3 + 187/36*z + 1
*
[ 2 ] 
f(z) = -173/80*z^3 + 183/20*z + 1
*
[ 3/2 ] 
f(z) = -173/81*z^3 + 185/36*z + 1
*
[ 2 ] 
f(z) = -173/96*z^3 + 185/24*z + 1
*
[ -3/2 ] 
f(z) = -172/99*z^3 + 184/33*z + 1
*
[ 2 ] 
f(z) = -171/80*z^3 + 181/20*z + 1
*
[ 3/2 ] 
f(z) = -169/81*z^3 + 181/36*z + 1
*
45/26 | 0.15946094133848473017671026580394007379 | 0.021317087045537260461683893330867799642
f(z) = -169/81*z^3 + 197/36*z + 1
*
-6/13 | 0.11050809691934600066997025750962584738 | 0.017316089435662270354465143436727012082
f(z) = -169/90*z^3 + 197/30*z + 1
*
[ -2 ] 
f(z) = -167/80*z^3 + 197/20*z + 1
*
[ -2 ] 
f(z) = -163/80*z^3 + 193/20*z + 1
*
[ -2 ] 
f(z) = -163/96*z^3 + 199/24*z + 1
*
[ -2 ] 
f(z) = -161/80*z^3 + 191/20*z + 1
*
[ -2 ] 
f(z) = -161/96*z^3 + 197/24*z + 1
*
[ -10/13 ] 
f(z) = -169/88*z^3 + 189/55*z + 1
*
[ -4/13 ] 
f(z) = -169/88*z^3 + 195/44*z + 1
*
-6/5 | 0.19101930050633927114654690310081644855 | 0.025659983901700247375028817687504979587
f(z) = -175/81*z^3 + 190/63*z + 1
*
18/13 | 0.16390395816317386481472524303992337057 | 0.024650975939260245089183423455486312820
f(z) = -169/80*z^3 + 193/60*z + 1
*
-6/13 | 0.12318903008059153845140640347578823916 | 0.018470509837602574897787678189823886174
f(z) = -169/80*z^3 + 197/60*z + 1
*
-4/5 | 0.15002120103660685111771078545667544269 | 0.020461952170271547642079496004379075449
f(z) = -175/96*z^3 + 191/84*z + 1
*
-4/7 | 0.21451236811133673674517650546137894065 | 0.029135230645053652769746260154008191865
f(z) = -175/96*z^3 + 197/84*z + 1
*
1/13 | 0.14114384146215668924189837496956135455 | 0.026819713187700936020491168880574579215
f(z) = -169/96*z^3 + 193/96*z + 1
*
[ 12/13 ] 
f(z) = -169/99*z^3 + 181/132*z + 1
*
-4/7 | 0.093855249850499679176780982296105194759 | 0.013355777610776854970036778952542894810
f(z) = -161/80*z^3 + 197/140*z + 1
*
[ 4/5 ] 
f(z) = -175/82*z^3 + 183/164*z + 1
*
[ 4/5 ] 
f(z) = -175/86*z^3 + 181/172*z + 1
*
[ 6/7 ] 
f(z) = -175/96*z^3 + 197/168*z + 1
*
[ 5/6 ] 
f(z) = -162/85*z^3 + 191/170*z + 1
*
[ 27/35 ] 
f(z) = -175/81*z^3 + 187/189*z + 1
*
[ 5/6 ] 
f(z) = -162/95*z^3 + 187/190*z + 1
*
[ 10/13 ] 
f(z) = -169/84*z^3 + 187/210*z + 1
*
[ 10/13 ] 
f(z) = -169/92*z^3 + 181/230*z + 1
*
[ -2 ] 
f(z) = -179/80*z^3 + 209/20*z + 1
*
[ -2 ] 
f(z) = -179/96*z^3 + 215/24*z + 1
*
[ -2 ] 
f(z) = -177/80*z^3 + 207/20*z + 1
*
-3/8 | 0.21435239809868918560002540473583528869 | 0.028324034046803386821730684330058962521
f(z) = -176/81*z^3 + 215/36*z + 1
*
[ -2 ] 
f(z) = -175/96*z^3 + 211/24*z + 1
*
[ -2 ] 
f(z) = -173/80*z^3 + 203/20*z + 1
*
[ -2 ] 
f(z) = -173/96*z^3 + 209/24*z + 1
*
[ -2 ] 
f(z) = -171/80*z^3 + 201/20*z + 1
*
-4/13 | 0.18512355923043516545144537146501400695 | 0.027323034171995584397490645300731787904
f(z) = -169/80*z^3 + 219/20*z + 1
*
-3/26 | 0.16982522686322060138979840073551121394 | 0.022582437500836689880436593744463863360
f(z) = -169/81*z^3 + 205/36*z + 1
*
[ -2 ] 
f(z) = -167/96*z^3 + 203/24*z + 1
*
-6/7 | 0.20224543888442422843316787675465033845 | 0.025745565352457095323259272940425524637
f(z) = -175/96*z^3 + 215/56*z + 1
*
[ -15/13 ] 
f(z) = -169/81*z^3 + 209/45*z + 1
*
[ -16/13 ] 
f(z) = -169/96*z^3 + 215/48*z + 1
*
[ 21/13 ] 
f(z) = -169/98*z^3 + 205/42*z + 1
*
[ -2/3 ] 
f(z) = -177/80*z^3 + 209/60*z + 1
*
51/35 | 0.099425036293237215680272211915821447314 | 0.013221002024150450412116431300735783694
f(z) = -175/81*z^3 + 205/63*z + 1
*
[ -6/13 ] 
f(z) = -169/80*z^3 + 217/60*z + 1
*
13/9 | 0.15751778121646170541989298982763251749 | 0.029229112009207794213469458700856301061
f(z) = -162/91*z^3 + 219/91*z + 1
*
[ 12/13 ] 
f(z) = -169/88*z^3 + 205/132*z + 1
*
8/39 | 0.14320594141276530484074882632357217803 | 0.019544633780634562433925350817768413111
f(z) = -169/96*z^3 + 205/216*z + 1
*
[ 3/4 ] 
f(z) = -176/83*z^3 + 214/249*z + 1
*
[ 3/4 ] 
f(z) = -176/85*z^3 + 212/255*z + 1
*
[ 3/4 ] 
f(z) = -176/89*z^3 + 208/267*z + 1
*
[ 3/4 ] 
f(z) = -176/91*z^3 + 206/273*z + 1
*
[ 3/4 ] 
f(z) = -176/95*z^3 + 202/285*z + 1
*
[ 3/4 ] 
f(z) = -176/97*z^3 + 200/291*z + 1
*
[ -3/2 ] 
f(z) = -179/81*z^3 + 239/36*z + 1
*
15/8 | 0.083385316612895384579875545324787867467 | 0.010939832927677848449651640807376175340
f(z) = -176/81*z^3 + 227/36*z + 1
*
[ -3/2 ] 
f(z) = -175/81*z^3 + 235/36*z + 1
*
[ -3/2 ] 
f(z) = -173/81*z^3 + 233/36*z + 1
*
-2/13 | 0.15718646256852325762996934986206946781 | 0.023047813108295062328263061779916781063
f(z) = -169/96*z^3 + 229/24*z + 1
*
[ 28/13 ] 
f(z) = -169/98*z^3 + 239/28*z + 1
*
[ -3/2 ] 
f(z) = -167/81*z^3 + 227/36*z + 1
*
[ -3/2 ] 
f(z) = -163/81*z^3 + 223/36*z + 1
*
[ -3/2 ] 
f(z) = -161/81*z^3 + 221/36*z + 1
*
[ -4/3 ] 
f(z) = -171/88*z^3 + 229/44*z + 1
*
[ -7/6 ] 
f(z) = -171/98*z^3 + 237/56*z + 1
*
-2/13 | 0.13790533128182284509672184657564612423 | 0.022444851033777008137126708721423225909
f(z) = -169/84*z^3 + 233/42*z + 1
*
-4/3 | 0.13897682813699320595621628238605491793 | 0.020484591007635054434768770650518250800
f(z) = -177/80*z^3 + 221/60*z + 1
*
[ -3/7 ] 
f(z) = -175/81*z^3 + 235/63*z + 1
*
[ 9/7 ] 
f(z) = -175/81*z^3 + 239/63*z + 1
*
[ -12/13 ] 
f(z) = -169/80*z^3 + 233/60*z + 1
*
[ -12/13 ] 
f(z) = -169/90*z^3 + 221/60*z + 1
*
-18/13 | 0.17125688150375098039377530025237647256 | 0.025209057962685592200464440037669244659
f(z) = -169/96*z^3 + 223/72*z + 1
*
-20/13 | 0.21537000988802395918707115474903697271 | 0.028665689039158806371215468897853943659
f(z) = -169/96*z^3 + 229/60*z + 1
*
[ -6/13 ] 
f(z) = -169/99*z^3 + 233/66*z + 1
*
[ 9/7 ] 
f(z) = -161/81*z^3 + 221/63*z + 1
*
[ -3/7 ] 
f(z) = -161/81*z^3 + 233/63*z + 1
*
-3/5 | 0.098105468565394668734229419994205393576 | 0.018143582765986900243922747629911481074
f(z) = -175/96*z^3 + 223/96*z + 1
*
-5/13 | 0.14183341630319587570332525005934895942 | 0.026019522245420604311447332710304620463
f(z) = -169/80*z^3 + 233/80*z + 1
*
6/5 | 0.22014557888773952248242502064878255734 | 0.028209892270377997816202693843587410331
f(z) = -175/81*z^3 + 233/126*z + 1
*
-24/35 | 0.14839321753959483651819602989950571575 | 0.020869014084296102137456516273329196224
f(z) = -175/96*z^3 + 221/168*z + 1
*
8/7 | 0.20779924894775162468563588269692087166 | 0.029570221815544519207717898801537942165
f(z) = -161/96*z^3 + 221/168*z + 1
*
-6/7 | 0.10706777793355504521727704325715330147 | 0.015235945071142864700852893158570627561
f(z) = -161/96*z^3 + 235/168*z + 1
*
10/9 | 0.087906635233415074961111483199827251452 | 0.015206804279287640577421008321622817356
f(z) = -162/95*z^3 + 229/190*z + 1
*
-10/13 | 0.19941079058251624694102549549171700886 | 0.029589082963008934790010647746333965386
f(z) = -169/84*z^3 + 229/210*z + 1
*
[ 27/13 ] 
f(z) = -169/81*z^3 + 257/27*z + 1
*
2/13 | 0.10861439185129855502264096237936715990 | 0.015696438480161728945207474918744485410
f(z) = -169/96*z^3 + 253/24*z + 1
*
[ -21/13 ] 
f(z) = -169/98*z^3 + 257/42*z + 1
*
[ -3/4 ] 
f(z) = -178/81*z^3 + 257/72*z + 1
*
[ 4/3 ] 
f(z) = -177/80*z^3 + 251/60*z + 1
*
[ -3/4 ] 
f(z) = -170/81*z^3 + 253/72*z + 1
*
-6/13 | 0.18088498327064297382416455886393584392 | 0.026081517155954508506882362782421285723
f(z) = -169/80*z^3 + 257/60*z + 1
*
[ -3/4 ] 
f(z) = -166/81*z^3 + 251/72*z + 1
*
[ 7/5 ] 
f(z) = -165/98*z^3 + 251/70*z + 1
*
[ 7/6 ] 
f(z) = -180/91*z^3 + 258/91*z + 1
*
-1 | 0.10644993420778099236426805377179711218 | 0.019156600316912383820294132386177177976
f(z) = -179/80*z^3 + 259/80*z + 1
*
-1 | 0.10127283820054791683834301476697088117 | 0.018224936434253096070526222853166705784
f(z) = -178/81*z^3 + 259/81*z + 1
*
-1 | 0.10619990995117877951689452342553512962 | 0.019138304886512309366201116599605894562
f(z) = -177/80*z^3 + 257/80*z + 1
*
-1 | 0.10182673029206910147326574997309345926 | 0.018324614179429141439152159999977430226
f(z) = -177/82*z^3 + 259/82*z + 1
*
-1 | 0.10102034284041619238149849694854971762 | 0.018204894165246196090518596031555747405
f(z) = -176/81*z^3 + 257/81*z + 1
*
-1 | 0.11448777281375614044829926014211891680 | 0.020603079948228671361997328372169638590
f(z) = -176/83*z^3 + 259/83*z + 1
*
-1 | 0.10089276009707650438635925148787680698 | 0.018194685581706520396572913793995193367
f(z) = -175/81*z^3 + 256/81*z + 1
*
-1 | 0.10157236038933266984813110310905135007 | 0.018304373347090375276136310944809629880
f(z) = -175/82*z^3 + 257/82*z + 1
*
-1 | 0.11435942946399330743450042246392126085 | 0.020594320508746786299736711881717225876
f(z) = -175/83*z^3 + 258/83*z + 1
*
-1 | 0.11423016643463225983149475125311203830 | 0.020585438852707532530705650687316711495
f(z) = -174/83*z^3 + 257/83*z + 1
*
-1 | 0.11413200183274302085082223794857917911 | 0.020539055836439920388368043199347189663
f(z) = -174/85*z^3 + 259/85*z + 1
*
-1 | 0.10568924909538254346024105148334011635 | 0.019100272863620025813090571612832512978
f(z) = -173/80*z^3 + 253/80*z + 1
*
-1 | 0.10063485928439459235612998092953704525 | 0.018173881949622549433616768094038133610
f(z) = -173/81*z^3 + 254/81*z + 1
*
-1 | 0.10131368421708125171114692012471397258 | 0.018283498590425672939109419828798776400
f(z) = -173/82*z^3 + 255/82*z + 1
*
-1 | 0.11409997008729579878394057033380872188 | 0.020576432626315089263362131064388828625
f(z) = -173/83*z^3 + 256/83*z + 1
*
-1 | 0.085148563972970558443055654027318561359 | 0.015344638038888661716915192636681295501
f(z) = -173/84*z^3 + 257/84*z + 1
*
-1 | 0.11400100371847680327725094049519214506 | 0.020529773713468505249305201890641941567
f(z) = -173/85*z^3 + 258/85*z + 1
*
-1 | 0.10111574593029901315645086638599997224 | 0.018196666300913599234790221040261062168
f(z) = -173/86*z^3 + 259/86*z + 1
*
-1 | 0.10050451424689616031865370851687471594 | 0.018163282098909066539953096345989177497
f(z) = -172/81*z^3 + 253/81*z + 1
*
-1 | 0.11396882646997262147595902968157301425 | 0.020567299414869144883991107476761900464
f(z) = -172/83*z^3 + 255/83*z + 1
*
-1 | 0.11386904494680383922304998155384750910 | 0.020520361084390135334640374211895835735
f(z) = -172/85*z^3 + 257/85*z + 1
*
-1 | 0.093423589564605660751493861676588463646 | 0.016812395223909872138349359821908806248
f(z) = -172/87*z^3 + 259/87*z + 1
*
-1 | 0.10542840376088008305342876065885634043 | 0.019080499811015688507222327463356076550
f(z) = -171/80*z^3 + 251/80*z + 1
*
-1 | 0.10105059265238825701559042363992681205 | 0.018261969965831240314251993955652945573
f(z) = -171/82*z^3 + 253/82*z + 1
*
-1 | 0.11383672130709818120529638041422998455 | 0.020558036740735035250841931797475169601
f(z) = -171/83*z^3 + 254/83*z + 1
*
-1 | 0.11373611090077579690132013884316190105 | 0.020510815395818301878475232319004520211
f(z) = -171/85*z^3 + 256/85*z + 1
*
-1 | 0.10084936599728597412674435856823684942 | 0.018174082397572722801318939549119619467
f(z) = -171/86*z^3 + 257/86*z + 1
*
-1 | 0.10502590369728600978841559735158439612 | 0.018900333523215792911913825975967314907
f(z) = -171/88*z^3 + 259/88*z + 1
*
-1 | 0.10024096515659761736047464186273097573 | 0.018141673861102237699566888414764858359
f(z) = -170/81*z^3 + 251/81*z + 1
*
-1 | 0.11370363998923234407048276090448436351 | 0.020548642061229648826748953566154911666
f(z) = -170/83*z^3 + 253/83*z + 1
*
-1 | 0.093156057331284208676276816299173408948 | 0.016787669858205453693868947605268431526
f(z) = -170/87*z^3 + 257/87*z + 1
*
-1 | 0.11339614247744066920497754210117016528 | 0.020406631484429775330783897939401545931
f(z) = -170/89*z^3 + 259/89*z + 1
*
-1 | 0.10516373464849782872737768591072810996 | 0.019060196185069598901247428894760427846
f(z) = -169/80*z^3 + 249/80*z + 1
*
-1 | 0.10010773222811489723203027814475472776 | 0.018130660293956002670307793821503926191
f(z) = -169/81*z^3 + 250/81*z + 1
*
-1 | 0.10078427575776169136671506211923603078 | 0.018240002560513700711233877937127359926
f(z) = -169/82*z^3 + 251/82*z + 1
*
-1 | 0.11356956756231368806208234443813096653 | 0.020539112766418864663120280578806255069
f(z) = -169/83*z^3 + 252/83*z + 1
*
-1 | 0.084617531624460046238307658372346936938 | 0.015292169798789823282839203640550547731
f(z) = -169/84*z^3 + 253/84*z + 1
*
-1 | 0.11346725677830710672394383499900954202 | 0.020491314287118377386345915284519819930
f(z) = -169/85*z^3 + 254/85*z + 1
*
-1 | 0.10057964803294336562297900014380199152 | 0.018151031296972497214841904159178775259
f(z) = -169/86*z^3 + 255/86*z + 1
*
-1 | 0.093020251525340281560583869698817971210 | 0.016774981947231557283637692025737595750
f(z) = -169/87*z^3 + 256/87*z + 1
*
-1 | 0.10475442992943131695563050057190185928 | 0.018877814671630932986856215636682288928
f(z) = -169/88*z^3 + 257/88*z + 1
*
-1 | 0.11325944148081857341038879279562554404 | 0.020396230109140490432943162834709850832
f(z) = -169/89*z^3 + 258/89*z + 1
*
-1 | 0.11343448871646908982112535198731087889 | 0.020529446176822037289643535390099723820
f(z) = -168/83*z^3 + 251/83*z + 1
*
-1 | 0.11333130569416147718486994726780869362 | 0.020481353413678382680825643214022540164
f(z) = -168/85*z^3 + 253/85*z + 1
*
-1 | 0.11312168805940747985703575433248664316 | 0.020385679765200677635612060212315829854
f(z) = -168/89*z^3 + 257/89*z + 1
*
-1 | 0.10489512490474304017048779520807468532 | 0.019039341301714108831873806968848115940
f(z) = -167/80*z^3 + 247/80*z + 1
*
-1 | 0.099838274853330611035445087275517707826 | 0.018108200803860190251259052695369667093
f(z) = -167/81*z^3 + 248/81*z + 1
*
-1 | 0.10051396175460743852419562723491645289 | 0.018217457156546180228589226421403312400
f(z) = -167/82*z^3 + 249/82*z + 1
*
-1 | 0.11329838777435596054476747153126151614 | 0.020519639541018773191394847031498787415
f(z) = -167/83*z^3 + 250/83*z + 1
*
-1 | 0.084345476732438224133490363043687231893 | 0.015264898219491749891346704287317290267
f(z) = -167/84*z^3 + 251/84*z + 1
*
-1 | 0.11319431729628882869788347761310992912 | 0.020471248569214059813426439511881959047
f(z) = -167/85*z^3 + 252/85*z + 1
*
-1 | 0.10030646644371901864807337355513290864 | 0.018127490690481989501938673018066716422
f(z) = -167/86*z^3 + 253/86*z + 1
*
-1 | 0.092745513718930069246232076478036214372 | 0.016749126790365678618742342299621995813
f(z) = -167/87*z^3 + 254/87*z + 1
*
-1 | 0.10447877803500628152776437966233012705 | 0.018854684889747326836808609459403713654
f(z) = -167/88*z^3 + 255/88*z + 1
*
-1 | 0.11298286530495656714624558228995817423 | 0.020374977435110819969012132732818934889
f(z) = -167/89*z^3 + 256/89*z + 1
*
-1 | 0.086530119030959666837262333989953582296 | 0.015593608324545719084680990319975535461
f(z) = -167/90*z^3 + 257/90*z + 1
*
-1 | 0.11287542894886503494837961427398405571 | 0.020327075539206958497229820211756432290
f(z) = -167/91*z^3 + 258/91*z + 1
*
-1 | 0.10426389808376283622103296662465270292 | 0.018763203922468326805441910112723348971
f(z) = -167/92*z^3 + 259/92*z + 1
*
-1 | 0.099702019435047060792214932874979622859 | 0.018096749283799753359612884536975543269
f(z) = -166/81*z^3 + 247/81*z + 1
*
-1 | 0.11305627512199638189654205846934924651 | 0.020460996839068355010956223464445833432
f(z) = -166/85*z^3 + 251/85*z + 1
*
-1 | 0.092606548352000551064949842155659489751 | 0.016735953350230676252883804593780386935
f(z) = -166/87*z^3 + 253/87*z + 1
*
-1 | 0.11284295588498942249600293928633665160 | 0.020364120018002719529534509501434276759
f(z) = -166/89*z^3 + 255/89*z + 1
*
-1 | 0.11273455383164845460676049798282076484 | 0.020315914236338527370743683269138067745
f(z) = -166/91*z^3 + 257/91*z + 1
*
-1 | 0.092281312409188529101490707984872505230 | 0.016606832420322285534955614677307716141
f(z) = -166/93*z^3 + 259/93*z + 1
*
-1 | 0.10023952522317945576656015832984872460 | 0.018194311073837116301275510962620091141
f(z) = -165/82*z^3 + 247/82*z + 1
*
-1 | 0.11302305498119481794045042947672571597 | 0.020499594750328664214628565803001102567
f(z) = -165/83*z^3 + 248/83*z + 1
*
-1 | 0.10002838514695741039249270975540034476 | 0.018103200995260833984698078152056527747
f(z) = -165/86*z^3 + 251/86*z + 1
*
-1 | 0.11270194202808972135142871294314981432 | 0.020353104326636895867689165952498747502
f(z) = -165/89*z^3 + 254/89*z + 1
*
-1 | 0.11259255647269399552153856324302670888 | 0.020304590358020773177754586882291565336
f(z) = -165/91*z^3 + 256/91*z + 1
*
-1 | 0.10398003402264670249925335405546472739 | 0.018738260645890945866940017685779264690
f(z) = -165/92*z^3 + 257/92*z + 1
*
-1 | 0.099590766318816124059599487105085387737 | 0.017922232830136661239421158872889562461
f(z) = -165/94*z^3 + 259/94*z + 1
*
-1 | 0.099426374885928932747752536877100587449 | 0.018073388137889981085267479692171847778
f(z) = -164/81*z^3 + 245/81*z + 1
*
-1 | 0.11288378982616086804226491422827689899 | 0.020489350709892311906605314591939648485
f(z) = -164/83*z^3 + 247/83*z + 1
*
-1 | 0.11277696154483126502364938046265792882 | 0.020440040660264229010747771266364738370
f(z) = -164/85*z^3 + 249/85*z + 1
*
-1 | 0.092325338126413756104360127314924036741 | 0.016709098628377941588310910773361840405
f(z) = -164/87*z^3 + 251/87*z + 1
*
-1 | 0.11255980550852872078768433111300185457 | 0.020341927084264117360404145060092953343
f(z) = -164/89*z^3 + 253/89*z + 1
*
-1 | 0.11244941814395751123265142352900817183 | 0.020293100522570895609962759694187369742
f(z) = -164/91*z^3 + 255/91*z + 1
*
-1 | 0.091994144507321210534287733250094945130 | 0.016578281339074176020417029618525926091
f(z) = -164/93*z^3 + 257/93*z + 1
*
-1 | 0.11222486703440429369151905416446406458 | 0.020195850184373112296813921333865090224
f(z) = -164/95*z^3 + 259/95*z + 1
*
-1 | 0.10434558782354986135612648385952062598 | 0.018995889432486153335933534256589218490
f(z) = -163/80*z^3 + 243/80*z + 1
*
-1 | 0.099286952473577741821888360714495320608 | 0.018061472453534398497903278237300384503
f(z) = -163/81*z^3 + 244/81*z + 1
*
-1 | 0.099960834575176535418016140489056087646 | 0.018170540401752665911054283739012475670
f(z) = -163/82*z^3 + 245/82*z + 1
*
-1 | 0.11274343593989410762142610040973716169 | 0.020478954846594954765745147492450561368
f(z) = -163/83*z^3 + 246/83*z + 1
*
-1 | 0.083788680024811110501802602333521463778 | 0.015208345265437215040646703931771304245
f(z) = -163/84*z^3 + 247/84*z + 1
*
-1 | 0.11263565512577343606937157590002395698 | 0.020429329970777309977360958196277715314
f(z) = -163/85*z^3 + 248/85*z + 1
*
-1 | 0.099745265700572272847402563955146075077 | 0.018078136337961991588605779782578537626
f(z) = -163/86*z^3 + 249/86*z + 1
*
-1 | 0.092183057321445489988948869808687755529 | 0.016695410633665440055298278369577379543
f(z) = -163/87*z^3 + 250/87*z + 1
*
-1 | 0.10391439208374207730311165382407996947 | 0.018806493011244464164994165896498169001
f(z) = -163/88*z^3 + 251/88*z + 1
*
-1 | 0.11241652763019829140313031434560675513 | 0.020330584921343572415525121416685680641
f(z) = -163/89*z^3 + 252/89*z + 1
*
-1 | 0.085961807043099836071762121488051418156 | 0.015535108674026839109888335524655999644
f(z) = -163/90*z^3 + 253/90*z + 1
*
-1 | 0.11230511962780964655531959197166405626 | 0.020281441251744771713463583406495117878
f(z) = -163/91*z^3 + 254/91*z + 1
*
-1 | 0.10369156796799808525952029721418355232 | 0.018712621611111896092197298084906720596
f(z) = -163/92*z^3 + 255/92*z + 1
*
-1 | 0.091848800866434332024713170901616734227 | 0.016563726190200342034739439396643838771
f(z) = -163/93*z^3 + 256/93*z + 1
*
-1 | 0.099299552557474778263731248616843762066 | 0.017894790238643808033745619395101292708
f(z) = -163/94*z^3 + 257/94*z + 1
*
-1 | 0.11207845281090619244645949573853264723 | 0.020183552769813330326918025087954286951
f(z) = -163/95*z^3 + 258/95*z + 1
*
-1 | 0.083118914287237737334027190587121312361 | 0.014957978430201075599969323105715503589
f(z) = -163/96*z^3 + 259/96*z + 1
*
-1 | 0.11260197561471466307691156383994511767 | 0.020468404009628366649025879288205787309
f(z) = -162/83*z^3 + 245/83*z + 1
*
-1 | 0.11249322486830282109567011522803410557 | 0.020418459907865985269478662144080286148
f(z) = -162/85*z^3 + 247/85*z + 1
*
-1 | 0.11227208920981082706511188556641310610 | 0.020319074372109696196616327756092669397
f(z) = -162/89*z^3 + 251/89*z + 1
*
-1 | 0.11215964119930478240315978607889084761 | 0.020269608967124678161946984451647466888
f(z) = -162/91*z^3 + 253/91*z + 1
*
-1 | 0.11193081771549941963129298169099736008 | 0.020171072806188230289400694453604865418
f(z) = -162/95*z^3 + 257/95*z + 1
*
-1 | 0.11181437137904148001312012597557230781 | 0.020121977886939229679925877090912222810
f(z) = -162/97*z^3 + 259/97*z + 1
*
-1 | 0.10406439735118804597487791442074417745 | 0.018973245247378555667311936759106714589
f(z) = -161/80*z^3 + 241/80*z + 1
*
-1 | 0.099004821055536154073349974637627854518 | 0.018037155091730034544781851055517032621
f(z) = -161/81*z^3 + 242/81*z + 1
*
-1 | 0.099677751631857123163186076544976351748 | 0.018146119911456721352977211904584386354
f(z) = -161/82*z^3 + 243/82*z + 1
*
-1 | 0.11245939069425849334049120986589642770 | 0.020457694959528050275713708404058270598
f(z) = -161/83*z^3 + 244/83*z + 1
*
-1 | 0.11234965212999089725197758335606372262 | 0.020407427127086501841251962388971524159
f(z) = -161/85*z^3 + 246/85*z + 1
*
-1 | 0.099458266836973455887043665830837127241 | 0.018052506151317501481027929378382656031
f(z) = -161/86*z^3 + 247/86*z + 1
*
-1 | 0.091894017356274574327523811192925575351 | 0.016667308418594146015083222057968814884
f(z) = -161/87*z^3 + 248/87*z + 1
*
-1 | 0.10362536640898376621207699313914549155 | 0.018781377630859599641112003141035773245
f(z) = -161/88*z^3 + 249/88*z + 1
*
-1 | 0.11212647055932480375973655680103844372 | 0.020307391870979139912835123151197442069
f(z) = -161/89*z^3 + 250/89*z + 1
*
-1 | 0.085671358410193986537116230114960446160 | 0.015504857131885291803950778152275906318
f(z) = -161/90*z^3 + 251/90*z + 1
*
-1 | 0.091554492713905382533314888360715031338 | 0.016534037552910998569980560401705812602
f(z) = -161/93*z^3 + 254/93*z + 1
*
-1 | 0.099004801144941500392666889914526775236 | 0.017866827725861381626530401798614733224
f(z) = -161/94*z^3 + 255/94*z + 1
*
-1 | 0.11178194028277552432308398533340201429 | 0.020158406363363312611174046982555309735
f(z) = -161/95*z^3 + 256/95*z + 1
*
-1 | 0.082821278930958430930170400329523638157 | 0.014925237582595211493432262885618763883
f(z) = -161/96*z^3 + 257/96*z + 1
*
-1 | 0.11166435288830042206998038824154291643 | 0.020108979937745506878652297831684669360
f(z) = -161/97*z^3 + 258/97*z + 1
*
[ 27/26 ] 
f(z) = -169/81*z^3 + 247/108*z + 1
*
-2/3 | 0.21012420210806407580950151988904408441 | 0.028724255505809950217187075434072667301
f(z) = -167/80*z^3 + 257/180*z + 1
*
-2/3 | 0.20678833592605218961098564693630644486 | 0.028410341777928414368933195333094242943
f(z) = -161/80*z^3 + 251/180*z + 1
*
[ 6/7 ] 
f(z) = -161/90*z^3 + 241/210*z + 1
*
9/65 | 0.22423043788097083577907446838158825190 | 0.026857886365509251016943066333255310595
f(z) = -169/81*z^3 + 259/225*z + 1
*
[ -28/13 ] 
f(z) = -169/98*z^3 + 265/28*z + 1
*
-6/13 | 0.11272756680139781212239705817024676109 | 0.017992361895101918898554478489525868265
f(z) = -169/84*z^3 + 263/42*z + 1
*
2/13 | 0.10595425131934085128778755978643266900 | 0.016791699455911281863007239440549136297
f(z) = -169/84*z^3 + 275/42*z + 1
*
22/13 | 0.15424539403758717681945195449910162721 | 0.024589258465712267553708610319567337178
f(z) = -169/92*z^3 + 265/46*z + 1
*
[ -7/26 ] 
f(z) = -169/98*z^3 + 271/56*z + 1
*
-24/35 | 0.11147917323716939715834921863822452496 | 0.014273257271656477033251993649921558728
f(z) = -175/81*z^3 + 274/63*z + 1
*
[ -22/35 ] 
f(z) = -175/88*z^3 + 260/77*z + 1
*
[ 3/2 ] 
f(z) = -170/99*z^3 + 277/66*z + 1
*
21/13 | 0.23325193853966002356006002520676483285 | 0.029822876730926782817494482573043131270
f(z) = -169/81*z^3 + 277/63*z + 1
*
[ 18/13 ] 
f(z) = -169/96*z^3 + 263/72*z + 1
*
[ 20/13 ] 
f(z) = -169/96*z^3 + 271/60*z + 1
*
[ 3/2 ] 
f(z) = -166/99*z^3 + 271/66*z + 1
*
-1 | 0.11499221173101545342949877578116651593 | 0.020636940591908414234122386350074796681
f(z) = -180/83*z^3 + 263/83*z + 1
*
-1 | 0.11470871210262832942635855204556112286 | 0.020503061609371500190233812155749619950
f(z) = -180/89*z^3 + 269/89*z + 1
*
-1 | 0.11461240807522776970419904539423519864 | 0.020458760647499115262915406943585735974
f(z) = -180/91*z^3 + 271/91*z + 1
*
-1 | 0.11431779544778942970407671798205452204 | 0.020326714012184558373200732308204232204
f(z) = -180/97*z^3 + 277/97*z + 1
*
-1 | 0.10139777604561618489475565940649059221 | 0.018234774578723411947805795511792784424
f(z) = -179/81*z^3 + 260/81*z + 1
*
-1 | 0.10207820253829487569835660455473869991 | 0.018344474467909923270792693289629724665
f(z) = -179/82*z^3 + 261/82*z + 1
*
-1 | 0.11486741666240373701182751180315758279 | 0.020628647632131488148637807943913291682
f(z) = -179/83*z^3 + 262/83*z + 1
*
-1 | 0.085919343066904051587014793476308074770 | 0.015419412774798007701071790648887458523
f(z) = -179/84*z^3 + 263/84*z + 1
*
-1 | 0.11477307126714498536062930433525343722 | 0.020583593778211227134233646180418449307
f(z) = -179/85*z^3 + 264/85*z + 1
*
-1 | 0.10188950696885254471003235820704801777 | 0.018260652423407164475726355705206253946
f(z) = -179/86*z^3 + 265/86*z + 1
*
-1 | 0.094334197021469180131734302009681959573 | 0.016895183914261886264314227714903923729
f(z) = -179/87*z^3 + 266/87*z + 1
*
-1 | 0.10607250482768706885485596860501758823 | 0.018984747469259391714111120253598195214
f(z) = -179/88*z^3 + 267/88*z + 1
*
-1 | 0.11458168936862510172745866605911866696 | 0.020494000391708228366877709288622468498
f(z) = -179/89*z^3 + 268/89*z + 1
*
-1 | 0.088134095096925353261945833519337085004 | 0.015753108447785134002985864212373187187
f(z) = -179/90*z^3 + 269/90*z + 1
*
-1 | 0.11448461272125013606126779971584263823 | 0.020449443353807653095359852928876626946
f(z) = -179/91*z^3 + 270/91*z + 1
*
-1 | 0.10587834626251806478497707766329904978 | 0.018899696641188339635781931383418160557
f(z) = -179/92*z^3 + 271/92*z + 1
*
-1 | 0.094042945995739622588303246085654295145 | 0.016776001878688873961897077291830684265
f(z) = -179/93*z^3 + 272/93*z + 1
*
-1 | 0.10150114766358984751593412863574577281 | 0.018094599878497664353036294046653958051
f(z) = -179/94*z^3 + 273/94*z + 1
*
-1 | 0.11428758258137781987281939286738315611 | 0.020360765052077080316565964244527015034
f(z) = -179/95*z^3 + 274/95*z + 1
*
-1 | 0.085336698609929947045533278588129775191 | 0.015193195009385763366336990305195784646
f(z) = -179/96*z^3 + 275/96*z + 1
*
-1 | 0.11418758474410935180619907586066774269 | 0.020316626424392823650468985683461039636
f(z) = -179/97*z^3 + 276/97*z + 1
*
-1 | 0.10130114615751940655334445635981985815 | 0.018012238768117557983155379556753545800
f(z) = -179/98*z^3 + 277/98*z + 1
*
-1 | 0.10052345287654642721704181350199945996 | 0.017862512568942719071466761746166059779
f(z) = -179/99*z^3 + 278/99*z + 1
*
-1 | 0.11474175351666904941322367650291025635 | 0.020620241299802467133572075605163550247
f(z) = -178/83*z^3 + 261/83*z + 1
*
-1 | 0.11464666855029979660122998418547649415 | 0.020574928095713902501945443452021161248
f(z) = -178/85*z^3 + 263/85*z + 1
*
-1 | 0.094207039990951688220243793994086447366 | 0.016883799561800559066386897330229699851
f(z) = -178/87*z^3 + 265/87*z + 1
*
-1 | 0.11435590084194201098390264235191819435 | 0.020440000043412502124470978517162237211
f(z) = -178/91*z^3 + 269/91*z + 1
*
-1 | 0.093913432528216401962966162924356983395 | 0.016763912999879779880824858904345482215
f(z) = -178/93*z^3 + 271/93*z + 1
*
-1 | 0.11415725067430790519090253205030764619 | 0.020350802150801049935188998213443210734
f(z) = -178/95*z^3 + 273/95*z + 1
*
-1 | 0.11405641695743878674251507015173194287 | 0.020306402909105968413272400946838976646
f(z) = -178/97*z^3 + 275/97*z + 1
*
-1 | 0.10039143115397581209747673558413260225 | 0.017850483403284009855064973010512294956
f(z) = -178/99*z^3 + 277/99*z + 1
*
-1 | 0.11461520981819882117711818044163842686 | 0.020611719465994144409767059410836067843
f(z) = -177/83*z^3 + 260/83*z + 1
*
-1 | 0.11451937343977745727496197789594933602 | 0.020566143736693410182664668243710669089
f(z) = -177/85*z^3 + 262/85*z + 1
*
-1 | 0.10163505251636062722023093726689964929 | 0.018239813890542901433577551931520680229
f(z) = -177/86*z^3 + 263/86*z + 1
*
-1 | 0.10581651423818807214401194271290803416 | 0.018964451243745463813879930319540829657
f(z) = -177/88*z^3 + 265/88*z + 1
*
-1 | 0.11432491901113871011049770303791000204 | 0.020475507224985349638769979488973408418
f(z) = -177/89*z^3 + 266/89*z + 1
*
-1 | 0.11422625876704468689867098771818223118 | 0.020430428324232596611149419103191494821
f(z) = -177/91*z^3 + 268/91*z + 1
*
-1 | 0.10561918820592375860455654650303444915 | 0.018878398015491622810315579354254041524
f(z) = -177/92*z^3 + 269/92*z + 1
*
-1 | 0.10124035608662509623965164284099670356 | 0.018071797354474412922315036944106639846
f(z) = -177/94*z^3 + 271/94*z + 1
*
-1 | 0.11402596129368369804751209026304950209 | 0.020340704139242954172781739304717896679
f(z) = -177/95*z^3 + 272/95*z + 1
*
-1 | 0.11392427737652586704707852155561112955 | 0.020296040855877373041904304220837901701
f(z) = -177/97*z^3 + 274/97*z + 1
*
-1 | 0.10103698210723003237484097623645199028 | 0.017988445736947476468643472419973279639
f(z) = -177/98*z^3 + 275/98*z + 1
*
3/22 | 0.16334149481524624881304840259613133874 | 0.020972914462071872431628536073606485728
f(z) = -176/81*z^3 + 268/99*z + 1
*
-1 | 0.11439117289299767135140823489100207879 | 0.020557238453553574320675013707807958131
f(z) = -176/85*z^3 + 261/85*z + 1
*
-1 | 0.093949998775758223636993193017694371770 | 0.016860624855885355437076424773700093181
f(z) = -176/87*z^3 + 263/87*z + 1
*
-1 | 0.11419514437613637229274459954693282178 | 0.020466070569277479124462096803534964952
f(z) = -176/89*z^3 + 265/89*z + 1
*
-1 | 0.11409567250880788727959276880835723533 | 0.020420725742583283001743291298246120262
f(z) = -176/91*z^3 + 267/91*z + 1
*
-1 | 0.093651560419464802812902615266825919553 | 0.016739301469762277182448116728359712578
f(z) = -176/93*z^3 + 269/93*z + 1
*
-1 | 0.11389369974973662346480077777621755171 | 0.020330468415850539225083067800884981340
f(z) = -176/95*z^3 + 271/95*z + 1
*
-1 | 0.11379115093644794788869972681255066973 | 0.020285537585575103204909849806223542140
f(z) = -176/97*z^3 + 273/97*z + 1
*
-1 | 0.10137695119026543899404427086020594378 | 0.018218452583417125458204127982502767144
f(z) = -175/86*z^3 + 261/86*z + 1
*
-1 | 0.093820087596704940467045118654274916341 | 0.016848829581814641773798526804400235128
f(z) = -175/87*z^3 + 262/87*z + 1
*
-1 | 0.10555682593167416353732575644773528603 | 0.018943630294875283089090940400386347526
f(z) = -175/88*z^3 + 263/88*z + 1
*
-1 | 0.11406442490839543493698883810061974013 | 0.020456503959842963034788123888326646394
f(z) = -175/89*z^3 + 264/89*z + 1
*
-1 | 0.10535622578151209751430086655040277672 | 0.018856548584626242494914342356142822135
f(z) = -175/92*z^3 + 267/92*z + 1
*
-1 | 0.093519172776652024839604663860733469007 | 0.016726773484295797965768034028497372756
f(z) = -175/93*z^3 + 268/93*z + 1
*
-1 | 0.10097570418013996971463214759607132567 | 0.018048420611703859689846301904669662333
f(z) = -175/94*z^3 + 269/94*z + 1
*
-1 | 0.084807860784923642446505916606248578243 | 0.015138533025903627891539847959588123661
f(z) = -175/96*z^3 + 271/96*z + 1
*
-1 | 0.11365702220684780481388895216254546575 | 0.020274890348018665068896938880947941034
f(z) = -175/97*z^3 + 272/97*z + 1
*
-1 | 0.099989384187698499079534255344689715424 | 0.017813486935013062251566518703380705196
f(z) = -175/99*z^3 + 274/99*z + 1
*
-1 | 0.11393274630586969421860745187571906778 | 0.020446804888726553624894742240283057920
f(z) = -174/89*z^3 + 263/89*z + 1
*
-1 | 0.11383160984241087479471428339927581351 | 0.020400917856679742827094610272196862930
f(z) = -174/91*z^3 + 265/91*z + 1
*
-1 | 0.11362619964050392667950157901631449572 | 0.020309573082676233505791880343164056135
f(z) = -174/95*z^3 + 269/95*z + 1
*
-1 | 0.11352187537966511270786982399744845941 | 0.020264096319513403133413762760033649085
f(z) = -174/97*z^3 + 271/97*z + 1
*
-1 | 0.093557414258225144602048968159184097295 | 0.016824810421872521961888827607580438391
f(z) = -173/87*z^3 + 260/87*z + 1
*
-1 | 0.10529332811606861931762230295892870833 | 0.018922264707216578133905009965969069332
f(z) = -173/88*z^3 + 261/88*z + 1
*
-1 | 0.11380009392947650271924944756383004382 | 0.020436970782359294798172817999490857509
f(z) = -173/89*z^3 + 262/89*z + 1
*
-1 | 0.087350055725533242018509633360216175230 | 0.015676173921451023879129188396016909514
f(z) = -173/90*z^3 + 263/90*z + 1
*
-1 | 0.11369810377763347057145149254253678674 | 0.020390807318072100750619803694141515238
f(z) = -173/91*z^3 + 264/91*z + 1
*
-1 | 0.10508934166143794190662076448763715450 | 0.018834127267598177535949306486620824978
f(z) = -173/92*z^3 + 265/92*z + 1
*
-1 | 0.093251419196418948745890440139095755682 | 0.016701259218127092898145412874889824932
f(z) = -173/93*z^3 + 266/93*z + 1
*
-1 | 0.10070707165913240394655289466376841127 | 0.018024447776764426796442985327961097507
f(z) = -173/94*z^3 + 267/94*z + 1
*
-1 | 0.11349092988787580009577633886510511664 | 0.020298907917955117008614524903537760183
f(z) = -173/95*z^3 + 268/95*z + 1
*
-1 | 0.084537441255248554651581817023460062499 | 0.015110241712105059831863232334499605914
f(z) = -173/96*z^3 + 269/96*z + 1
*
-1 | 0.11338569425633653012464516636055765778 | 0.020253152600277132200130652673572222178
f(z) = -173/97*z^3 + 270/97*z + 1
*
-1 | 0.10049659355306822645846236491504235485 | 0.017939032849233148381191358691839955401
f(z) = -173/98*z^3 + 271/98*z + 1
*
-1 | 0.099716208647897083336029520126907674681 | 0.017788035943585146269716883501616447025
f(z) = -173/99*z^3 + 272/99*z + 1
*
-1 | 0.11366645279214221790289967331471148752 | 0.020426998999331832253674876297866814223
f(z) = -172/89*z^3 + 261/89*z + 1
*
-1 | 0.11356359419375578595105044390001296635 | 0.020380555443721596973562529014686312303
f(z) = -172/91*z^3 + 263/91*z + 1
*
-1 | 0.093116022117732906738195225160386976159 | 0.016688267178111005943135981096775642903
f(z) = -172/93*z^3 + 265/93*z + 1
*
-1 | 0.11335462557237669784561793208228791748 | 0.020288093926507395796802380702007890170
f(z) = -172/95*z^3 + 267/95*z + 1
*
-1 | 0.11324846223443603162564448915826869876 | 0.020242056211753255235636858523122161767
f(z) = -172/97*z^3 + 269/97*z + 1
*
-1 | 0.099578027686466324602871328887514798565 | 0.017775065269113585792589721149414749232
f(z) = -172/99*z^3 + 271/99*z + 1
*
-1 | 0.11353180754738918957828804077927769002 | 0.020416886828073139453327586834739504997
f(z) = -171/89*z^3 + 260/89*z + 1
*
-1 | 0.11342806535428508047682137293070636709 | 0.020370159439250020882006671631460963859
f(z) = -171/91*z^3 + 262/91*z + 1
*
-1 | 0.10481841282327501509483978167550252633 | 0.018811111864096987733610347378595081055
f(z) = -171/92*z^3 + 263/92*z + 1
*
-1 | 0.10043498446979652364984325346827650454 | 0.017999972687216007063371262328631614882
f(z) = -171/94*z^3 + 265/94*z + 1
*
-1 | 0.11311016229372532578809776363199219234 | 0.020230804093804254290225685356169491347
f(z) = -171/97*z^3 + 268/97*z + 1
*
-1 | 0.10022010944246237648742854618161252483 | 0.017913365434338952097895984751813536530
f(z) = -171/98*z^3 + 269/98*z + 1
*
-1 | 0.11329150113747135257136447163558946057 | 0.020359616434937344011472268875089180235
f(z) = -170/91*z^3 + 261/91*z + 1
*
-1 | 0.092842106646576493570351470273862790668 | 0.016661798311826462530417966573604419744
f(z) = -170/93*z^3 + 263/93*z + 1
*
-1 | 0.11297077698158225772245506407852485273 | 0.020219393101779050110496172952345964937
f(z) = -170/97*z^3 + 267/97*z + 1
*
-1 | 0.099298391914913138795829290064649421954 | 0.017748617431267731307995188960434279393
f(z) = -170/99*z^3 + 269/99*z + 1
*
[ 16/13 ] 
f(z) = -169/80*z^3 + 271/80*z + 1
*
-1 | 0.10454331016462264980582830753547658927 | 0.018787478976094274237463870992563745909
f(z) = -169/92*z^3 + 261/92*z + 1
*
-1 | 0.092702521134422820254871811139608034935 | 0.016648129632031134617850906670307164768
f(z) = -169/93*z^3 + 262/93*z + 1
*
-1 | 0.10015800582698672228414322761488160099 | 0.017974737462137595687394119828793707490
f(z) = -169/94*z^3 + 263/94*z + 1
*
-1 | 0.11293933743336170668525828688802818980 | 0.020254728898015572947373288248313698240
f(z) = -169/95*z^3 + 264/95*z + 1
*
-1 | 0.083982919354931999928537114574913853414 | 0.015051431157795878449601977255246144930
f(z) = -169/96*z^3 + 265/96*z + 1
*
-1 | 0.11283028839777301091134158673582985754 | 0.020207820003447305353953038868511411688
f(z) = -169/97*z^3 + 266/97*z + 1
*
-1 | 0.099939247965683590553122509328827119941 | 0.017887023484345578559633656054571953316
f(z) = -169/98*z^3 + 267/98*z + 1
*
-1 | 0.099156900758406925187362405781173511044 | 0.017735133546912107774350873495094725123
f(z) = -169/99*z^3 + 268/99*z + 1
*
-1 | 0.11279872491399032257871362505402280093 | 0.020243289087596382400499014823510774746
f(z) = -168/95*z^3 + 263/95*z + 1
*
-1 | 0.11268867817853168149951131634926393443 | 0.020196081475793293883804823929774618979
f(z) = -168/97*z^3 + 265/97*z + 1
*
-1 | 0.092422142074707868289343449307395212445 | 0.016620649806529049124628992650207982840
f(z) = -167/93*z^3 + 260/93*z + 1
*
-1 | 0.099875996469680125459769015671502842285 | 0.017948716000438632786010886326272696753
f(z) = -167/94*z^3 + 261/94*z + 1
*
-1 | 0.11265699066560180703525395961391418403 | 0.020231684765464579485251438445165466120
f(z) = -167/95*z^3 + 262/95*z + 1
*
-1 | 0.083699571428236755647364145023584328667 | 0.015021044096213625001735922394799490702
f(z) = -167/96*z^3 + 263/96*z + 1
*
-1 | 0.11254592747990838516733239854704075907 | 0.020184174101661471755572632994766605770
f(z) = -167/97*z^3 + 264/97*z + 1
*
-1 | 0.099654514134936448008582511468278432697 | 0.017860096679021985444141845907489699001
f(z) = -167/98*z^3 + 265/98*z + 1
*
-1 | 0.098870477440255036934907179432058715206 | 0.017707628334015726594451494044473722794
f(z) = -167/99*z^3 + 266/99*z + 1
*
-1 | 0.11251411588620977535955323239179186181 | 0.020219912526180253585528621086251020304
f(z) = -166/95*z^3 + 261/95*z + 1
*
-1 | 0.11240201696034445741446933502741311805 | 0.020172094366245361200558927070176744583
f(z) = -166/97*z^3 + 263/97*z + 1
*
-1 | 0.098725505980095662093593307883288448532 | 0.017693599700886205743112552985446102935
f(z) = -166/99*z^3 + 265/99*z + 1
*
-1 | 0.11225692676243050598670401261813116231 | 0.020159838653410793865025632284498798622
f(z) = -165/97*z^3 + 262/97*z + 1
*
-1 | 0.099364448694626966817604349266937563941 | 0.017832322674646588445659539247762368299
f(z) = -165/98*z^3 + 263/98*z + 1
*
-1 | 0.11211063649380005117005899177433484747 | 0.020147403241843950149400886217337285060
f(z) = -164/97*z^3 + 261/97*z + 1
*
-1 | 0.098431941202247028654155497943260068695 | 0.017664971325958999073924135346864573783
f(z) = -164/99*z^3 + 263/99*z + 1
*
-1 | 0.11196312520710822579242978572927898399 | 0.020134784301013973714491567048886936429
f(z) = -163/97*z^3 + 260/97*z + 1
*
-1 | 0.099068888230515696519687367222017936624 | 0.017803670573324679578685512227967902009
f(z) = -163/98*z^3 + 261/98*z + 1
*
-1 | 0.098283305293753047494266959830562453974 | 0.017650363627352495951197727761683783585
f(z) = -163/99*z^3 + 262/99*z + 1
*
[ -4/7 ] 
f(z) = -161/96*z^3 + 277/84*z + 1
*
-1 | 0.097982215478003419108917125316694560826 | 0.017620540426463737629457912715750955781
f(z) = -161/99*z^3 + 260/99*z + 1
*
-18/35 | 0.19074089269730457483518801343873937488 | 0.026824503452047253293336068275618406831
f(z) = -175/96*z^3 + 277/168*z + 1
*
[ 17/18 ] 
f(z) = -162/85*z^3 + 279/170*z + 1
*
-2/3 | 0.21262450684982012781848848409550596385 | 0.028926472900578494317361829615013920400
f(z) = -173/80*z^3 + 263/180*z + 1
*
[ 6/7 ] 
f(z) = -161/88*z^3 + 272/231*z + 1
*
-9/14 | 0.099095488894685862918504461566130526796 | 0.011778000423487157390457091769442760101
f(z) = -161/81*z^3 + 263/252*z + 1
*
-3/8 | 0.14232883288457292193702333452254018098 | 0.018115584128663908438865591063131152668
f(z) = -176/81*z^3 + 287/36*z + 1
*
-34/13 | 0.18176462226245648515781399518872690028 | 0.025648559879336003569551340423465248162
f(z) = -169/80*z^3 + 299/20*z + 1
*
[ -27/13 ] 
f(z) = -169/81*z^3 + 283/27*z + 1
*
[ 3/2 ] 
f(z) = -178/99*z^3 + 289/66*z + 1
*
-3/5 | 0.18972965292065595470523514417854317931 | 0.024033697576700821361972912177626254527
f(z) = -175/81*z^3 + 298/63*z + 1
*
[ -6/5 ] 
f(z) = -175/99*z^3 + 289/66*z + 1
*
-18/13 | 0.18621947582580493556315120664364121413 | 0.026352557312271105683971891885827426217
f(z) = -169/80*z^3 + 293/60*z + 1
*
[ -1/2 ] 
f(z) = -180/83*z^3 + 294/83*z + 1
*
[ -1/2 ] 
f(z) = -176/81*z^3 + 287/81*z + 1
*
[ -1/2 ] 
f(z) = -176/83*z^3 + 293/83*z + 1
*
[ 5/4 ] 
f(z) = -176/85*z^3 + 292/85*z + 1
*
[ -1/2 ] 
f(z) = -176/85*z^3 + 299/85*z + 1
*
[ 5/4 ] 
f(z) = -176/95*z^3 + 294/95*z + 1
*
[ -3/5 ] 
f(z) = -175/87*z^3 + 295/87*z + 1
*
[ -4/7 ] 
f(z) = -175/96*z^3 + 281/84*z + 1
*
[ -1/2 ] 
f(z) = -172/81*z^3 + 286/81*z + 1
*
[ -1/2 ] 
f(z) = -172/83*z^3 + 292/83*z + 1
*
[ -1/2 ] 
f(z) = -172/85*z^3 + 298/85*z + 1
*
[ -2/3 ] 
f(z) = -171/82*z^3 + 281/82*z + 1
*
[ -2/3 ] 
f(z) = -171/86*z^3 + 291/86*z + 1
*
[ 6/5 ] 
f(z) = -170/81*z^3 + 287/90*z + 1
*
[ -8/13 ] 
f(z) = -169/88*z^3 + 295/88*z + 1
*
-10/13 | 0.11187991868243460697882636225055982580 | 0.019744351218228398071830575461460418639
f(z) = -169/90*z^3 + 289/90*z + 1
*
-18/13 | 0.16828684043874298114356728555961437846 | 0.029521709718221826148922739207295487472
f(z) = -169/90*z^3 + 299/90*z + 1
*
[ -1/2 ] 
f(z) = -168/83*z^3 + 291/83*z + 1
*
[ -1/2 ] 
f(z) = -168/85*z^3 + 297/85*z + 1
*
[ -1/2 ] 
f(z) = -164/81*z^3 + 284/81*z + 1
*
[ -1/2 ] 
f(z) = -164/83*z^3 + 290/83*z + 1
*
[ -1/2 ] 
f(z) = -164/85*z^3 + 296/85*z + 1
*
[ -5/9 ] 
f(z) = -162/85*z^3 + 288/85*z + 1
*
14/11 | 0.21814358859721446762239556047361679067 | 0.028529099818760712146663182389159913048
f(z) = -165/98*z^3 + 299/154*z + 1
*
7/6 | 0.15777699032526095023694111744861490346 | 0.027293546218446170165909040766852381460
f(z) = -162/91*z^3 + 285/182*z + 1
*
[ 14/15 ] 
f(z) = -165/98*z^3 + 293/210*z + 1
*
[ 6/7 ] 
f(z) = -175/88*z^3 + 299/231*z + 1
*
36/35 | 0.19013393952402637476370433537049257164 | 0.022376621449658363526325749863386727384
f(z) = -175/81*z^3 + 289/252*z + 1
*
[ 21/26 ] 
f(z) = -169/81*z^3 + 283/252*z + 1
*
[ 5/6 ] 
f(z) = -168/85*z^3 + 299/255*z + 1
*
[ 5/6 ] 
f(z) = -168/95*z^3 + 293/285*z + 1
*
[ 6/5 ] 
f(z) = -175/108*z^3 + 5/2*z + 1
*
[ -3/5 ] 
f(z) = -175/108*z^3 + 13/4*z + 1
*
6/35 | 0.13559319895998719517761614239810906729 | 0.019068906421384832715298703586490503325
f(z) = -175/108*z^3 + 17/14*z + 1
*
[ 2/3 ] 
f(z) = -171/104*z^3 + 3/13*z + 1
*
[ 10/13 ] 
f(z) = -169/100*z^3 + 7/10*z + 1
*
-6/13 | 0.077017387011970368546318099586976408352 | 0.015013432290178325628824534504249707234
f(z) = -169/108*z^3 + 1/2*z + 1
*
[ 12/13 ] 
f(z) = -169/108*z^3 + 5/4*z + 1
*
[ -6/13 ] 
f(z) = -169/108*z^3 + 7/2*z + 1
*
-6/13 | 0.13417077812292845704134363223404577692 | 0.020471794547151315104010590131782923583
f(z) = -169/108*z^3 + 13/2*z + 1
*
[ 6/7 ] 
f(z) = -161/108*z^3 + 13/14*z + 1
*
[ 2/3 ] 
f(z) = -177/104*z^3 + 10/39*z + 1
*
[ 2/3 ] 
f(z) = -171/112*z^3 + 5/28*z + 1
*
[ 9/13 ] 
f(z) = -169/108*z^3 + 11/36*z + 1
*
4/13 | 0.12522086459097284557788335294334150518 | 0.024410007204762252830948815419475024514
f(z) = -169/112*z^3 + 11/28*z + 1
*
[ 2/3 ] 
f(z) = -165/104*z^3 + 8/39*z + 1
*
[ 24/35 ] 
f(z) = -175/108*z^3 + 17/56*z + 1
*
[ 2/3 ] 
f(z) = -171/100*z^3 + 13/50*z + 1
*
[ 2/3 ] 
f(z) = -171/116*z^3 + 9/58*z + 1
*
[ 2/3 ] 
f(z) = -177/112*z^3 + 17/84*z + 1
*
[ 2/3 ] 
f(z) = -165/112*z^3 + 13/84*z + 1
*
[ 2/3 ] 
f(z) = -171/118*z^3 + 17/118*z + 1
*
[ -6/5 ] 
f(z) = -175/108*z^3 + 25/6*z + 1
*
[ -10/13 ] 
f(z) = -169/100*z^3 + 33/10*z + 1
*
-24/13 | 0.11703939447068534170591789872988550188 | 0.018198315866441023655017352837452394075
f(z) = -169/108*z^3 + 23/4*z + 1
*
33/26 | 0.15436127051438512936949060565624559317 | 0.022530594655960132648925052276634229241
f(z) = -169/108*z^3 + 35/16*z + 1
*
[ 3/4 ] 
f(z) = -176/117*z^3 + 20/39*z + 1
*
-2/3 | 0.11339506833534120456121480149609747309 | 0.022054159532070220153811420495615416230
f(z) = -171/112*z^3 + 33/28*z + 1
*
[ 3/4 ] 
f(z) = -175/108*z^3 + 37/64*z + 1
*
[ 3/4 ] 
f(z) = -169/108*z^3 + 35/64*z + 1
*
[ 3/4 ] 
f(z) = -163/108*z^3 + 33/64*z + 1
*
[ 2/3 ] 
f(z) = -179/104*z^3 + 31/117*z + 1
*
[ 2/3 ] 
f(z) = -175/104*z^3 + 29/117*z + 1
*
[ 2/3 ] 
f(z) = -173/104*z^3 + 28/117*z + 1
*
[ 2/3 ] 
f(z) = -171/106*z^3 + 23/106*z + 1
*
[ 2/3 ] 
f(z) = -171/110*z^3 + 21/110*z + 1
*
[ 2/3 ] 
f(z) = -167/104*z^3 + 25/117*z + 1
*
[ 2/3 ] 
f(z) = -163/104*z^3 + 23/117*z + 1
*
[ 2/3 ] 
f(z) = -161/104*z^3 + 22/117*z + 1
*
[ 2/3 ] 
f(z) = -177/116*z^3 + 31/174*z + 1
*
[ 2/3 ] 
f(z) = -165/116*z^3 + 23/174*z + 1
*
[ 2/3 ] 
f(z) = -162/107*z^3 + 37/214*z + 1
*
[ 2/3 ] 
f(z) = -162/109*z^3 + 35/218*z + 1
*
[ 2/3 ] 
f(z) = -171/113*z^3 + 39/226*z + 1
*
[ 2/3 ] 
f(z) = -171/115*z^3 + 37/230*z + 1
*
[ 2/3 ] 
f(z) = -171/119*z^3 + 33/238*z + 1
*
[ 2/3 ] 
f(z) = -162/113*z^3 + 31/226*z + 1
*
[ 2/3 ] 
f(z) = -162/115*z^3 + 29/230*z + 1
*
[ 2/3 ] 
f(z) = -162/119*z^3 + 25/238*z + 1
*
17/18 | 0.15784653099225530035424358878119252879 | 0.027305575928258475966633048608737134534
f(z) = -162/119*z^3 + 37/238*z + 1
*
[ 2/3 ] 
f(z) = -163/112*z^3 + 37/252*z + 1
*
[ -2/5 ] 
f(z) = -175/104*z^3 + 49/13*z + 1
*
[ -12/5 ] 
f(z) = -175/108*z^3 + 43/4*z + 1
*
[ -6/7 ] 
f(z) = -175/108*z^3 + 47/14*z + 1
*
[ -2/3 ] 
f(z) = -171/104*z^3 + 42/13*z + 1
*
[ -12/13 ] 
f(z) = -169/108*z^3 + 41/12*z + 1
*
[ -24/13 ] 
f(z) = -169/108*z^3 + 55/8*z + 1
*
[ 3 ] 
f(z) = -169/108*z^3 + 59/4*z + 1
*
[ 18/13 ] 
f(z) = -169/108*z^3 + 59/18*z + 1
*
[ 3 ] 
f(z) = -163/108*z^3 + 57/4*z + 1
*
[ -3 ] 
f(z) = -161/108*z^3 + 59/4*z + 1
*
[ 3/2 ] 
f(z) = -161/108*z^3 + 59/16*z + 1
*
-3/5 | 0.16866461064341989301285384380056383857 | 0.023094712222243319269492644292682811175
f(z) = -175/108*z^3 + 55/28*z + 1
*
-14/13 | 0.10839392668419617100187268608437159831 | 0.020699919421166744007759567113981791340
f(z) = -169/112*z^3 + 47/28*z + 1
*
[ 14/13 ] 
f(z) = -169/112*z^3 + 51/28*z + 1
*
[ 4/5 ] 
f(z) = -175/104*z^3 + 43/52*z + 1
*
[ 6/7 ] 
f(z) = -175/108*z^3 + 43/42*z + 1
*
[ 26/35 ] 
f(z) = -175/104*z^3 + 53/91*z + 1
*
6/13 | 0.13408112739649316558170213231953317417 | 0.021526995347553497509882761487046836391
f(z) = -169/112*z^3 + 41/84*z + 1
*
5/13 | 0.10142500840100133750933448606468437337 | 0.019771347162459966541134749417299290339
f(z) = -169/105*z^3 + 46/105*z + 1
*
[ 2/3 ] 
f(z) = -177/100*z^3 + 43/150*z + 1
*
[ 5/7 ] 
f(z) = -161/100*z^3 + 59/140*z + 1
*
[ 2/3 ] 
f(z) = -180/101*z^3 + 59/202*z + 1
*
[ 2/3 ] 
f(z) = -180/103*z^3 + 57/206*z + 1
*
[ 2/3 ] 
f(z) = -180/107*z^3 + 53/214*z + 1
*
[ 2/3 ] 
f(z) = -180/109*z^3 + 51/218*z + 1
*
[ 2/3 ] 
f(z) = -171/101*z^3 + 51/202*z + 1
*
[ 2/3 ] 
f(z) = -171/103*z^3 + 49/206*z + 1
*
[ 2/3 ] 
f(z) = -171/107*z^3 + 45/214*z + 1
*
[ 2/3 ] 
f(z) = -171/109*z^3 + 43/218*z + 1
*
[ 2/3 ] 
f(z) = -162/101*z^3 + 43/202*z + 1
*
[ 2/3 ] 
f(z) = -162/103*z^3 + 41/206*z + 1
*
[ 2/3 ] 
f(z) = -180/113*z^3 + 47/226*z + 1
*
[ 2/3 ] 
f(z) = -180/119*z^3 + 41/238*z + 1
*
[ 2/3 ] 
f(z) = -179/112*z^3 + 53/252*z + 1
*
[ 2/3 ] 
f(z) = -173/112*z^3 + 47/252*z + 1
*
[ 2/3 ] 
f(z) = -169/112*z^3 + 43/252*z + 1
*
[ 2/3 ] 
f(z) = -167/112*z^3 + 41/252*z + 1
*
[ -3 ] 
f(z) = -179/108*z^3 + 65/4*z + 1
*
[ 3/2 ] 
f(z) = -179/108*z^3 + 65/16*z + 1
*
[ 3 ] 
f(z) = -175/108*z^3 + 61/4*z + 1
*
[ -3 ] 
f(z) = -173/108*z^3 + 63/4*z + 1
*
[ 3/2 ] 
f(z) = -173/108*z^3 + 63/16*z + 1
*
-2 | 0.10940253175266395352939190452185677777 | 0.016964553904732791090936634650129911069
f(z) = -171/104*z^3 + 79/13*z + 1
*
[ -3/13 ] 
f(z) = -169/108*z^3 + 65/12*z + 1
*
-2 | 0.10896489434723150393082568403551951609 | 0.016964145231508950303271651229464625319
f(z) = -167/104*z^3 + 77/13*z + 1
*
[ -3 ] 
f(z) = -167/108*z^3 + 61/4*z + 1
*
[ 3/2 ] 
f(z) = -167/108*z^3 + 61/16*z + 1
*
-2 | 0.10874186745137774146237833757568696353 | 0.016963947076904676960959839709095781612
f(z) = -165/104*z^3 + 76/13*z + 1
*
-2 | 0.10851593114900755258924868207973754294 | 0.016963752455917994473218551833164411387
f(z) = -163/104*z^3 + 75/13*z + 1
*
-2 | 0.10828700308247019774587630236979395570 | 0.016963560825755744579731809938020806136
f(z) = -161/104*z^3 + 74/13*z + 1
*
-4/3 | 0.13863653594500772420866157736419486436 | 0.024666663331907736900296323783390633514
f(z) = -171/112*z^3 + 69/28*z + 1
*
[ -5/13 ] 
f(z) = -169/100*z^3 + 77/20*z + 1
*
[ -15/13 ] 
f(z) = -169/108*z^3 + 79/20*z + 1
*
-14/13 | 0.11716264037604983758226358843755787860 | 0.020740515965636156461524094419974310627
f(z) = -169/112*z^3 + 71/28*z + 1
*
[ 5/6 ] 
f(z) = -171/100*z^3 + 79/80*z + 1
*
15/26 | 0.21440940090285829902396153429213820453 | 0.026386800139818273312646070429214793180
f(z) = -169/108*z^3 + 79/80*z + 1
*
[ 3/4 ] 
f(z) = -176/105*z^3 + 64/105*z + 1
*
[ 3/4 ] 
f(z) = -176/111*z^3 + 62/111*z + 1
*
6/13 | 0.12955465828529042507256924070578322343 | 0.025254817976895122876144765272858714293
f(z) = -169/105*z^3 + 71/105*z + 1
*
[ 10/13 ] 
f(z) = -169/110*z^3 + 67/110*z + 1
*
[ 7/9 ] 
f(z) = -162/119*z^3 + 64/119*z + 1
*
[ 3/4 ] 
f(z) = -172/117*z^3 + 77/156*z + 1
*
[ 3/4 ] 
f(z) = -164/117*z^3 + 71/156*z + 1
*
-2 | 0.11024614695541492202734500574581938285 | 0.016965429388795844536579800938505406210
f(z) = -179/104*z^3 + 83/13*z + 1
*
[ 2 ] 
f(z) = -179/104*z^3 + 96/13*z + 1
*
-2 | 0.11003903240306509941378760901048831318 | 0.016965202680548849427574427166776045341
f(z) = -177/104*z^3 + 82/13*z + 1
*
[ 2 ] 
f(z) = -177/104*z^3 + 95/13*z + 1
*
-2 | 0.10982943471281750316990334548650434342 | 0.016964981317139181055232794402993212410
f(z) = -175/104*z^3 + 81/13*z + 1
*
[ 2 ] 
f(z) = -175/104*z^3 + 94/13*z + 1
*
[ -3/2 ] 
f(z) = -175/108*z^3 + 85/16*z + 1
*
-2 | 0.10961729000432474579229214448794920302 | 0.016964765129615336326485323907912390579
f(z) = -173/104*z^3 + 80/13*z + 1
*
[ 2 ] 
f(z) = -173/104*z^3 + 93/13*z + 1
*
[ 2 ] 
f(z) = -171/104*z^3 + 92/13*z + 1
*
[ -3/2 ] 
f(z) = -169/108*z^3 + 83/16*z + 1
*
[ -18/13 ] 
f(z) = -169/108*z^3 + 85/18*z + 1
*
[ 30/13 ] 
f(z) = -169/108*z^3 + 89/10*z + 1
*
[ 2 ] 
f(z) = -167/104*z^3 + 90/13*z + 1
*
[ 2 ] 
f(z) = -165/104*z^3 + 89/13*z + 1
*
[ 2 ] 
f(z) = -163/104*z^3 + 88/13*z + 1
*
[ -3/2 ] 
f(z) = -163/108*z^3 + 81/16*z + 1
*
[ 2 ] 
f(z) = -161/104*z^3 + 87/13*z + 1
*
[ 4/3 ] 
f(z) = -171/112*z^3 + 83/28*z + 1
*
[ -2/3 ] 
f(z) = -171/112*z^3 + 89/28*z + 1
*
[ 20/13 ] 
f(z) = -169/100*z^3 + 87/20*z + 1
*
[ 6/7 ] 
f(z) = -173/108*z^3 + 99/98*z + 1
*
[ 6/7 ] 
f(z) = -167/108*z^3 + 95/98*z + 1
*
-2/3 | 0.11381206807471973843722945349655876287 | 0.018343300591273966980006547121502277425
f(z) = -165/112*z^3 + 97/84*z + 1
*
[ 4/5 ] 
f(z) = -175/108*z^3 + 85/108*z + 1
*
[ 4/5 ] 
f(z) = -175/116*z^3 + 83/116*z + 1
*
11/13 | 0.13381991743272078741038862477425493939 | 0.026086268924459167124985037294141466833
f(z) = -169/110*z^3 + 81/110*z + 1
*
[ 10/13 ] 
f(z) = -169/112*z^3 + 83/140*z + 1
*
[ 4/5 ] 
f(z) = -165/112*z^3 + 97/140*z + 1
*
[ 3/4 ] 
f(z) = -161/108*z^3 + 97/192*z + 1
*
[ 28/39 ] 
f(z) = -169/112*z^3 + 97/252*z + 1
*
[ -2 ] 
f(z) = -179/104*z^3 + 109/13*z + 1
*
[ -2 ] 
f(z) = -177/104*z^3 + 108/13*z + 1
*
[ -2 ] 
f(z) = -175/104*z^3 + 107/13*z + 1
*
6/35 | 0.17490217020325002764185348885293484391 | 0.020327759723787358776956814261174484985
f(z) = -175/108*z^3 + 101/14*z + 1
*
[ -6 ] 
f(z) = -175/108*z^3 + 119/2*z + 1
*
[ 12/5 ] 
f(z) = -175/108*z^3 + 119/12*z + 1
*
[ -2 ] 
f(z) = -173/104*z^3 + 106/13*z + 1
*
[ 6 ] 
f(z) = -173/108*z^3 + 117/2*z + 1
*
[ -2 ] 
f(z) = -171/104*z^3 + 105/13*z + 1
*
[ -6 ] 
f(z) = -169/108*z^3 + 115/2*z + 1
*
[ -2 ] 
f(z) = -167/104*z^3 + 103/13*z + 1
*
[ 6 ] 
f(z) = -167/108*z^3 + 113/2*z + 1
*
[ -2 ] 
f(z) = -165/104*z^3 + 102/13*z + 1
*
[ -2 ] 
f(z) = -163/104*z^3 + 101/13*z + 1
*
[ -6 ] 
f(z) = -163/108*z^3 + 111/2*z + 1
*
[ -2 ] 
f(z) = -161/104*z^3 + 100/13*z + 1
*
[ 6 ] 
f(z) = -161/108*z^3 + 109/2*z + 1
*
[ 6/5 ] 
f(z) = -175/104*z^3 + 101/39*z + 1
*
-3/35 | 0.16606637894716940676036110354299279539 | 0.020940041606048830267069679583830707704
f(z) = -175/108*z^3 + 103/28*z + 1
*
[ -12/35 ] 
f(z) = -175/108*z^3 + 115/28*z + 1
*
[ 5/3 ] 
f(z) = -171/100*z^3 + 103/20*z + 1
*
[ -20/13 ] 
f(z) = -169/100*z^3 + 113/20*z + 1
*
21/13 | 0.23347124931560070445233436024886339030 | 0.029512388705552676078809837132876299879
f(z) = -169/108*z^3 + 101/28*z + 1
*
[ -9/13 ] 
f(z) = -169/108*z^3 + 115/36*z + 1
*
[ -14/13 ] 
f(z) = -169/112*z^3 + 103/28*z + 1
*
-6/13 | 0.16604542681912363314291407716229044720 | 0.027404200485674389264372507018662695911
f(z) = -169/112*z^3 + 107/28*z + 1
*
[ -3/7 ] 
f(z) = -161/108*z^3 + 101/28*z + 1
*
[ 6/5 ] 
f(z) = -163/108*z^3 + 117/50*z + 1
*
[ 6/7 ] 
f(z) = -179/108*z^3 + 103/98*z + 1
*
-2/3 | 0.13518076489069404161686856953697881815 | 0.021543568414717064822241793556271040919
f(z) = -177/112*z^3 + 101/84*z + 1
*
[ 12/13 ] 
f(z) = -169/112*z^3 + 101/84*z + 1
*
-12/13 | 0.13159600410395137991453441295542101366 | 0.021128003792250964703665400934522324938
f(z) = -169/112*z^3 + 115/84*z + 1
*
[ 11/13 ] 
f(z) = -169/110*z^3 + 101/110*z + 1
*
[ 3/4 ] 
f(z) = -179/108*z^3 + 115/192*z + 1
*
[ 3/4 ] 
f(z) = -173/108*z^3 + 109/192*z + 1
*
[ 3/4 ] 
f(z) = -167/108*z^3 + 103/192*z + 1
*
6/13 | 0.068692236449639122913970108915515760203 | 0.011796616012064101346347701531446348689
f(z) = -169/105*z^3 + 107/210*z + 1
*
-2/13 | 0.16358367659271590655090863806332864087 | 0.028092458745621258985041814582866429788
f(z) = -169/105*z^3 + 113/210*z + 1
*
[ 6 ] 
f(z) = -179/108*z^3 + 121/2*z + 1
*
[ -2/3 ] 
f(z) = -177/104*z^3 + 127/39*z + 1
*
[ -3/4 ] 
f(z) = -176/117*z^3 + 124/39*z + 1
*
[ -3/5 ] 
f(z) = -175/117*z^3 + 125/39*z + 1
*
[ -5/3 ] 
f(z) = -171/100*z^3 + 127/20*z + 1
*
[ -4/3 ] 
f(z) = -171/112*z^3 + 125/28*z + 1
*
[ 21/13 ] 
f(z) = -169/108*z^3 + 125/28*z + 1
*
[ 24/13 ] 
f(z) = -169/108*z^3 + 139/24*z + 1
*
[ -2/3 ] 
f(z) = -165/104*z^3 + 125/39*z + 1
*
[ 3/2 ] 
f(z) = -164/117*z^3 + 136/39*z + 1
*
[ 6/5 ] 
f(z) = -169/108*z^3 + 121/50*z + 1
*
[ -6/7 ] 
f(z) = -161/108*z^3 + 137/42*z + 1
*
[ 15/13 ] 
f(z) = -169/108*z^3 + 133/60*z + 1
*
-6/13 | 0.11173303709343667244830260847441613593 | 0.017938964389565108829675424496106101987
f(z) = -169/112*z^3 + 125/84*z + 1
*
-3/4 | 0.11224278883951287379832841725540108463 | 0.021708371778585238757034235873890316212
f(z) = -176/105*z^3 + 134/105*z + 1
*
15/13 | 0.10913148285915831475080563106877422329 | 0.021273613559209388791539442596820686924
f(z) = -169/105*z^3 + 134/105*z + 1
*
[ 10/13 ] 
f(z) = -169/115*z^3 + 131/230*z + 1
*
[ -3/26 ] 
f(z) = -169/108*z^3 + 155/16*z + 1
*
[ 3/2 ] 
f(z) = -176/117*z^3 + 145/39*z + 1
*
[ 12/7 ] 
f(z) = -175/108*z^3 + 145/28*z + 1
*
-2 | 0.10961817158172863838679204452204575009 | 0.016981378730046184551224728944682887323
f(z) = -173/112*z^3 + 159/28*z + 1
*
[ 3/2 ] 
f(z) = -172/117*z^3 + 142/39*z + 1
*
-2 | 0.10940232289773374705471605745074398252 | 0.016981240329264119144541812814071419314
f(z) = -171/112*z^3 + 157/28*z + 1
*
-5/13 | 0.18142303469197337769518107407173958424 | 0.027217468210797527264175041373754541418
f(z) = -169/100*z^3 + 157/20*z + 1
*
-2 | 0.10896232901431925850682844774499157904 | 0.016980968539279237055859695562740449384
f(z) = -167/112*z^3 + 153/28*z + 1
*
-2 | 0.10873802851609543492249066232491801442 | 0.016980833696151127420144658162861362074
f(z) = -165/112*z^3 + 151/28*z + 1
*
-2 | 0.10851074948412624024835588885854474678 | 0.016980698402077343182806801308027803299
f(z) = -163/112*z^3 + 149/28*z + 1
*
[ 15/13 ] 
f(z) = -169/100*z^3 + 143/60*z + 1
*
4/3 | 0.19042043048909356237309898126296404390 | 0.029556731594811626319299270529880119522
f(z) = -165/112*z^3 + 157/84*z + 1
*
5/4 | 0.080065634223185511628994725577297115364 | 0.015485133364694754499630057706297819804
f(z) = -176/105*z^3 + 149/105*z + 1
*
[ 3 ] 
f(z) = -167/108*z^3 + 175/12*z + 1
*
[ -3 ] 
f(z) = -163/108*z^3 + 179/12*z + 1
*
[ 3 ] 
f(z) = -161/108*z^3 + 169/12*z + 1
*
-2 | 0.11024998835837265934280790417114397615 | 0.016981810771016443943110550906080354896
f(z) = -179/112*z^3 + 165/28*z + 1
*
-2 | 0.11004193609405225578047659466985296663 | 0.016981663481236074044714480397320030462
f(z) = -177/112*z^3 + 163/28*z + 1
*
[ -6/5 ] 
f(z) = -175/104*z^3 + 166/39*z + 1
*
-9/5 | 0.18365603422278700404468814675315024050 | 0.029376016914992270459244659531937035852
f(z) = -175/108*z^3 + 173/36*z + 1
*
28/13 | 0.16191900292077200659717278038037288086 | 0.024631408709930526885996208364245310814
f(z) = -169/112*z^3 + 179/28*z + 1
*
[ 2 ] 
f(z) = -165/112*z^3 + 179/28*z + 1
*
[ 2 ] 
f(z) = -163/112*z^3 + 177/28*z + 1
*
[ -12/7 ] 
f(z) = -161/108*z^3 + 167/28*z + 1
*
[ -4/5 ] 
f(z) = -175/104*z^3 + 173/52*z + 1
*
[ -2/3 ] 
f(z) = -171/100*z^3 + 163/50*z + 1
*
[ 4/3 ] 
f(z) = -171/104*z^3 + 165/52*z + 1
*
[ -8/13 ] 
f(z) = -169/112*z^3 + 179/56*z + 1
*
[ 3/2 ] 
f(z) = -163/108*z^3 + 179/48*z + 1
*
4/3 | 0.16694706614872425516575306297429023352 | 0.025528690544286294951319896293551848191
f(z) = -177/112*z^3 + 173/84*z + 1
*
15/13 | 0.10677592099750484297466285190224155074 | 0.020651049514894972349886782214206435286
f(z) = -169/105*z^3 + 176/105*z + 1
*
[ 9/10 ] 
f(z) = -175/108*z^3 + 173/144*z + 1
*
-4/5 | 0.13797979834104751609946286781914643821 | 0.020546823673809363789122539376350695857
f(z) = -165/112*z^3 + 167/140*z + 1
*
[ 4/5 ] 
f(z) = -175/102*z^3 + 173/204*z + 1
*
[ 4/5 ] 
f(z) = -175/106*z^3 + 171/212*z + 1
*
[ 4/5 ] 
f(z) = -175/114*z^3 + 167/228*z + 1
*
[ 4/5 ] 
f(z) = -175/118*z^3 + 165/236*z + 1
*
[ 5/6 ] 
f(z) = -162/115*z^3 + 179/230*z + 1
*
-20/39 | 0.13452880637915455215881437999526267850 | 0.018360385244407845219014853253932445142
f(z) = -169/112*z^3 + 163/252*z + 1
*
[ 10/13 ] 
f(z) = -169/108*z^3 + 169/270*z + 1
*
[ 10/13 ] 
f(z) = -169/116*z^3 + 163/290*z + 1
*
[ 3 ] 
f(z) = -179/108*z^3 + 187/12*z + 1
*
[ -3 ] 
f(z) = -175/108*z^3 + 191/12*z + 1
*
[ 3 ] 
f(z) = -173/108*z^3 + 181/12*z + 1
*
[ 10/3 ] 
f(z) = -171/100*z^3 + 197/10*z + 1
*
[ -3 ] 
f(z) = -169/108*z^3 + 185/12*z + 1
*
[ 2 ] 
f(z) = -179/112*z^3 + 193/28*z + 1
*
[ 2 ] 
f(z) = -177/112*z^3 + 191/28*z + 1
*
[ -3/2 ] 
f(z) = -176/117*z^3 + 197/39*z + 1
*
[ 2 ] 
f(z) = -173/112*z^3 + 187/28*z + 1
*
[ -3/2 ] 
f(z) = -172/117*z^3 + 194/39*z + 1
*
[ 2 ] 
f(z) = -171/112*z^3 + 185/28*z + 1
*
-28/13 | 0.16754360740350856910442366469764772672 | 0.025444026609141575009616408495663436877
f(z) = -169/112*z^3 + 181/28*z + 1
*
[ 2 ] 
f(z) = -167/112*z^3 + 181/28*z + 1
*
[ -3/2 ] 
f(z) = -164/117*z^3 + 188/39*z + 1
*
[ 3/2 ] 
f(z) = -175/108*z^3 + 191/48*z + 1
*
[ -2/3 ] 
f(z) = -171/116*z^3 + 183/58*z + 1
*
[ 3/2 ] 
f(z) = -169/108*z^3 + 185/48*z + 1
*
[ -6/5 ] 
f(z) = -161/108*z^3 + 199/50*z + 1
*
-6/7 | 0.27172111595528882079525638975106869109 | 0.029369939865971688280411522837256957181
f(z) = -175/108*z^3 + 193/70*z + 1
*
[ 6/5 ] 
f(z) = -175/117*z^3 + 181/78*z + 1
*
[ 10/9 ] 
f(z) = -171/100*z^3 + 199/90*z + 1
*
-4/3 | 0.18805630634227258766768762554519150061 | 0.028153830957523235134241311589494857639
f(z) = -165/112*z^3 + 199/84*z + 1
*
5/4 | 0.11381412643540053178359288699178114949 | 0.021669497598438830908834281743838826142
f(z) = -176/105*z^3 + 191/105*z + 1
*
3/13 | 0.13157270414203176095736852683104665438 | 0.025229976026081862313590765859715924735
f(z) = -169/105*z^3 + 184/105*z + 1
*
[ 4/5 ] 
f(z) = -165/104*z^3 + 199/260*z + 1
*
[ -10/3 ] 
f(z) = -171/100*z^3 + 203/10*z + 1
*
[ -2 ] 
f(z) = -177/112*z^3 + 219/28*z + 1
*
[ 9/5 ] 
f(z) = -175/108*z^3 + 205/36*z + 1
*
[ -2 ] 
f(z) = -173/112*z^3 + 215/28*z + 1
*
[ -2 ] 
f(z) = -171/112*z^3 + 213/28*z + 1
*
[ -2 ] 
f(z) = -167/112*z^3 + 209/28*z + 1
*
[ -2 ] 
f(z) = -165/112*z^3 + 207/28*z + 1
*
[ -2 ] 
f(z) = -163/112*z^3 + 205/28*z + 1
*
[ -6/5 ] 
f(z) = -179/108*z^3 + 211/50*z + 1
*
[ -2/5 ] 
f(z) = -175/108*z^3 + 203/54*z + 1
*
[ -3/10 ] 
f(z) = -175/108*z^3 + 215/48*z + 1
*
[ -2/5 ] 
f(z) = -175/116*z^3 + 217/58*z + 1
*
[ -6/5 ] 
f(z) = -173/108*z^3 + 207/50*z + 1
*
[ -6/5 ] 
f(z) = -167/108*z^3 + 203/50*z + 1
*
[ -3/4 ] 
f(z) = -179/108*z^3 + 209/64*z + 1
*
[ -3/4 ] 
f(z) = -173/108*z^3 + 207/64*z + 1
*
[ -3/4 ] 
f(z) = -167/108*z^3 + 205/64*z + 1
*
[ -3/4 ] 
f(z) = -161/108*z^3 + 203/64*z + 1
*
-4/3 | 0.19181259120429889857035749995575995257 | 0.028387525604005487942069850533097143188
f(z) = -177/112*z^3 + 215/84*z + 1
*
17/13 | 0.15740903509413452788619931103970480110 | 0.029412034319358226488912105541178049255
f(z) = -169/102*z^3 + 211/102*z + 1
*
-7/13 | 0.10945549489179760810582296995502898132 | 0.020398058915168647147574578254384216164
f(z) = -169/105*z^3 + 214/105*z + 1
*
18/13 | 0.099462797203100215532122449466790572569 | 0.018617853640760057614623101777603177197
f(z) = -169/115*z^3 + 209/115*z + 1
*
[ -2 ] 
f(z) = -179/112*z^3 + 221/28*z + 1
*
[ -28/13 ] 
f(z) = -169/112*z^3 + 237/28*z + 1
*
[ -6/23 ] 
f(z) = -161/108*z^3 + 227/46*z + 1
*
1/4 | 0.069758976979891755054914025865388214867 | 0.012922725904552349157421224020376586301
f(z) = -176/105*z^3 + 221/105*z + 1
*
-3/4 | 0.13747110621176022713308256210547614510 | 0.025102167650376331374009240895016159160
f(z) = -176/105*z^3 + 239/105*z + 1
*
[ 15/13 ] 
f(z) = -169/105*z^3 + 239/105*z + 1
*
1/13 | 0.11389719753161027359711614839950447793 | 0.021029373363398636330977853605212014339
f(z) = -169/112*z^3 + 225/112*z + 1
*
-3/13 | 0.22423197981920437881018950786863817476 | 0.029126775495581198568106847120119343636
f(z) = -169/108*z^3 + 245/12*z + 1
*
[ -42/13 ] 
f(z) = -169/108*z^3 + 247/14*z + 1
*
[ -9/5 ] 
f(z) = -175/108*z^3 + 245/36*z + 1
*
[ -3/2 ] 
f(z) = -179/108*z^3 + 259/48*z + 1
*
[ -3/2 ] 
f(z) = -173/108*z^3 + 253/48*z + 1
*
[ -4/3 ] 
f(z) = -171/104*z^3 + 243/52*z + 1
*
[ -3/2 ] 
f(z) = -167/108*z^3 + 247/48*z + 1
*
[ -3/2 ] 
f(z) = -161/108*z^3 + 241/48*z + 1
*
[ -15/13 ] 
f(z) = -169/100*z^3 + 247/60*z + 1
*
[ -2/5 ] 
f(z) = -165/104*z^3 + 244/65*z + 1
*
[ 10/7 ] 
f(z) = -161/100*z^3 + 251/70*z + 1
*
[ 4/3 ] 
f(z) = -177/112*z^3 + 257/84*z + 1
*
[ 4/3 ] 
f(z) = -165/112*z^3 + 241/84*z + 1
*
-5/4 | 0.14244835884864626898540993421732370028 | 0.025725078526881970144549736603627043446
f(z) = -176/105*z^3 + 254/105*z + 1
*
-4/5 | 0.11618373086143365088269457241389898473 | 0.021088317570393656190650289654741249737
f(z) = -175/108*z^3 + 247/108*z + 1
*
17/13 | 0.14167388826712587817259983991575702209 | 0.025603454908739083982577570461228385834
f(z) = -169/102*z^3 + 253/102*z + 1
*
-7/13 | 0.13448337296281723560225184606048524473 | 0.024464118151604194443469213955191711453
f(z) = -169/105*z^3 + 244/105*z + 1
*
19/13 | 0.16382919471352315890589305879937041287 | 0.029607385319119828960913912595724415316
f(z) = -169/114*z^3 + 253/114*z + 1
*
-2/5 | 0.19443145449618861224925462052382914256 | 0.028263032182478929073799396344003830388
f(z) = -165/112*z^3 + 243/140*z + 1
*
[ 5/6 ] 
f(z) = -177/100*z^3 + 247/240*z + 1
*
[ -6/25 ] 
f(z) = -175/108*z^3 + 263/50*z + 1
*
-5/3 | 0.21460290423986933658137891966984345045 | 0.029758193990003680579048206210612225363
f(z) = -177/100*z^3 + 271/60*z + 1
*
[ 3/2 ] 
f(z) = -166/117*z^3 + 275/78*z + 1
*
[ -2/3 ] 
f(z) = -177/112*z^3 + 269/84*z + 1
*
[ -5/6 ] 
f(z) = -171/100*z^3 + 271/80*z + 1
*
[ -2/3 ] 
f(z) = -165/112*z^3 + 265/84*z + 1
*
[ 7/6 ] 
f(z) = -180/119*z^3 + 262/119*z + 1
*
-1 | 0.10547829658436458515340553996427419480 | 0.018731012199695420324211597403033326539
f(z) = -179/100*z^3 + 279/100*z + 1
*
-1 | 0.11385161249593821846088373620180862155 | 0.020217959634100978830615176226649888101
f(z) = -178/101*z^3 + 279/101*z + 1
*
-1 | 0.10521239107148797666618384094047743713 | 0.018707692669117254626400106486435386977
f(z) = -177/100*z^3 + 277/100*z + 1
*
-1 | 0.11371771622711834971276965465128001912 | 0.020207066881327659187978798646567425801
f(z) = -177/101*z^3 + 278/101*z + 1
*
-1 | 0.11358280218121845397518124367726267161 | 0.020196025715826596648978231905469639931
f(z) = -176/101*z^3 + 277/101*z + 1
*
-1 | 0.11347694897585249846480415463713160391 | 0.020151426260006400133143249635027263675
f(z) = -176/103*z^3 + 279/103*z + 1
*
-1 | 0.11344685409531738049258993750282596836 | 0.020184833218447280153042900729684580334
f(z) = -175/101*z^3 + 276/101*z + 1
*
[ 6/5 ] 
f(z) = -175/102*z^3 + 269/102*z + 1
*
-1 | 0.080214557355036916890507187013660340948 | 0.014262856982004019860824165615887233249
f(z) = -175/102*z^3 + 277/102*z + 1
*
-1 | 0.11334006004209046115418462233622390619 | 0.020139959274507942297442619243766752748
f(z) = -175/103*z^3 + 278/103*z + 1
*
-1 | 0.10472885044367545074327834325716666035 | 0.018597924301437270870162603195959310495
f(z) = -175/104*z^3 + 279/104*z + 1
*
[ 6/5 ] 
f(z) = -175/114*z^3 + 271/114*z + 1
*
-1 | 0.11330985529841651879692283888265756391 | 0.020173486390693384506255853638458923694
f(z) = -174/101*z^3 + 275/101*z + 1
*
-1 | 0.11320210321579821968855805303031214650 | 0.020128334076353319192144055622929579433
f(z) = -174/103*z^3 + 277/103*z + 1
*
-1 | 0.10466833068743234193792241553279308764 | 0.018659213293001527399172744655737718346
f(z) = -173/100*z^3 + 273/100*z + 1
*
-1 | 0.11317178869723543838940376011577919061 | 0.020161982151884130442946102836001663971
f(z) = -173/101*z^3 + 274/101*z + 1
*
-1 | 0.079937878542739669559487971255109104375 | 0.014231998625678198584037087228760306229
f(z) = -173/102*z^3 + 275/102*z + 1
*
-1 | 0.11306306092330916812834912500749562273 | 0.020116547489158958072939648747362945482
f(z) = -173/103*z^3 + 276/103*z + 1
*
-1 | 0.10445086749623796028972113254576508641 | 0.018572287049484631510805052267394766925
f(z) = -173/104*z^3 + 277/104*z + 1
*
-1 | 0.092608437411663486059914188329510783401 | 0.016456054084090633259973674227195314916
f(z) = -173/105*z^3 + 278/105*z + 1
*
-1 | 0.10006160600216007077934614753149983906 | 0.017769107232865610607948207755695283863
f(z) = -173/106*z^3 + 279/106*z + 1
*
-1 | 0.11303263676136884095535872704785627018 | 0.020150317336187237866302095302186905593
f(z) = -172/101*z^3 + 273/101*z + 1
*
-1 | 0.11292291513562623587081493755973297926 | 0.020104596247929504888152079319639110205
f(z) = -172/103*z^3 + 275/103*z + 1
*
-1 | 0.092468307625368275301801309610495485569 | 0.016441682040220896007477098924981330252
f(z) = -172/105*z^3 + 277/105*z + 1
*
-1 | 0.11269969673055071702551596639481406807 | 0.020013400507217115749795189931175322667
f(z) = -172/107*z^3 + 279/107*z + 1
*
-1 | 0.10438990917274329281407926318871073115 | 0.018634004831113336148721571736418381586
f(z) = -171/100*z^3 + 271/100*z + 1
*
-1 | 0.11289238150776942001793158111222998667 | 0.020138488689516366769790161138212783003
f(z) = -171/101*z^3 + 272/101*z + 1
*
-1 | 0.11278164735202984051412924837563414261 | 0.020092476995790936336584945823127909596
f(z) = -171/103*z^3 + 274/103*z + 1
*
-1 | 0.10416843276644583168305682134125005284 | 0.018545963678263747604742269220121373194
f(z) = -171/104*z^3 + 275/104*z + 1
*
-1 | 0.099777091847308195217764565622217875200 | 0.017741248446957550481689638444907288882
f(z) = -171/106*z^3 + 277/106*z + 1
*
-1 | 0.11255632953459077103109155637386861855 | 0.020000694300611056469542720041662388062
f(z) = -171/107*z^3 + 278/107*z + 1
*
-1 | 0.11275100448451888076232998181667357679 | 0.020126492866285472122861081603394738233
f(z) = -170/101*z^3 + 271/101*z + 1
*
-1 | 0.11263923858292285266834109357427889691 | 0.020080186280570972508874246189936395100
f(z) = -170/103*z^3 + 273/103*z + 1
*
-1 | 0.11241178070613023873061398126925962496 | 0.019987807751746666204407053834397223096
f(z) = -170/107*z^3 + 277/107*z + 1
*
-1 | 0.11229601800495757931965326894175110154 | 0.019941714564433665436439268291096350840
f(z) = -170/109*z^3 + 279/109*z + 1
*
-1 | 0.10410703749282770189979589692736173609 | 0.018608115848906709096003312842857228339
f(z) = -169/100*z^3 + 269/100*z + 1
*
-1 | 0.11260848675384684995911892447268137271 | 0.020114326426011994820973149578813607166
f(z) = -169/101*z^3 + 270/101*z + 1
*
-1 | 0.079372543954944698815494727188437032614 | 0.014168307830086478898446163197755821377
f(z) = -169/102*z^3 + 271/102*z + 1
*
-1 | 0.11249566933186876497796511400203379874 | 0.020067720551218044650466856280497213549
f(z) = -169/103*z^3 + 272/103*z + 1
*
-1 | 0.092037890436515230386558724162759340199 | 0.016396898252111989548978051206405729427
f(z) = -169/105*z^3 + 274/105*z + 1
*
-1 | 0.099488544564348098576319728864339150543 | 0.017712764653286222059853223603145142290
f(z) = -169/106*z^3 + 275/106*z + 1
*
-1 | 0.11226602954251404769657936595852071595 | 0.019974737073881146551161958720390593475
f(z) = -169/107*z^3 + 276/107*z + 1
*
-15/13 | 0.26004348409353763244793415279155552163 | 0.029323832994330837143709444955472796426
f(z) = -169/108*z^3 + 263/100*z + 1
*
-1 | 0.090087271520905897146402165298547827101 | 0.016018312784729985948744317035924955546
f(z) = -169/108*z^3 + 277/108*z + 1
*
-1 | 0.11214913429484956421825425688063880173 | 0.019928337752166350487349190022272505083
f(z) = -169/109*z^3 + 278/109*z + 1
*
-1 | 0.099254092255389903668575120238744320687 | 0.017625707592067696249655158200580588587
f(z) = -169/110*z^3 + 279/110*z + 1
*
[ 16/13 ] 
f(z) = -169/112*z^3 + 277/112*z + 1
*
-1 | 0.11246480887435468651935416112896205747 | 0.020101985829760267483911805530620518549
f(z) = -168/101*z^3 + 269/101*z + 1
*
-1 | 0.11235091957677625435241963522190806006 | 0.020055076154049475481884019786066380390
f(z) = -168/103*z^3 + 271/103*z + 1
*
-1 | 0.11211905476686807178147697840819124660 | 0.019961478368496583105447778344572155231
f(z) = -168/107*z^3 + 275/107*z + 1
*
-1 | 0.11200100413131014622962595535809135735 | 0.019914768047590665422502564484638747325
f(z) = -168/109*z^3 + 277/109*z + 1
*
-1 | 0.10381956428995115125656223099157657515 | 0.018581518496382250545798188275082034570
f(z) = -167/100*z^3 + 267/100*z + 1
*
-1 | 0.11231995088239826966562810795256415245 | 0.020089467436415927954483561759598393046
f(z) = -167/101*z^3 + 268/101*z + 1
*
-1 | 0.079082932377375518413427683195365821479 | 0.014135301539541373572743970273618688059
f(z) = -167/102*z^3 + 269/102*z + 1
*
-1 | 0.11220496875018008292346858886116280450 | 0.020042249328818884840468150656980043433
f(z) = -167/103*z^3 + 270/103*z + 1
*
-1 | 0.10358959091500842417614689343521404548 | 0.018491144909122392972694975356837167346
f(z) = -167/104*z^3 + 271/104*z + 1
*
-1 | 0.091743937259225631270810263713273655157 | 0.016365889514869177307313634634772715475
f(z) = -167/105*z^3 + 272/105*z + 1
*
-1 | 0.099193842332286981443303497531506240604 | 0.017683276777937036993297939165718801079
f(z) = -167/106*z^3 + 273/106*z + 1
*
-1 | 0.11197083450589765854423982684087354811 | 0.019948027620903263771408984643761062540
f(z) = -167/107*z^3 + 274/107*z + 1
*
-1 | 0.089790916830435923907628870635112686990 | 0.015986216149655559149157849094003936721
f(z) = -167/108*z^3 + 275/108*z + 1
*
-1 | 0.11185160493440784233033324671232684593 | 0.019901001299866506804316233330844556041
f(z) = -167/109*z^3 + 276/109*z + 1
*
-1 | 0.098955372894084581819144363789797521080 | 0.017595139557303564120429040923661524729
f(z) = -167/110*z^3 + 277/110*z + 1
*
-1 | 0.091386207357789300369642064487649566767 | 0.016238869943726102242077229236150999386
f(z) = -167/111*z^3 + 278/111*z + 1
*
-1 | 0.10311256964035568128113473395052590119 | 0.018310902454996077756955987230629287443
f(z) = -167/112*z^3 + 279/112*z + 1
*
-1 | 0.11217389227258067466550087979908009780 | 0.020076767498781500967511641490772910171
f(z) = -166/101*z^3 + 267/101*z + 1
*
-1 | 0.11205779571856477752037698400372167179 | 0.020029236204592136817132658217323649177
f(z) = -166/103*z^3 + 269/103*z + 1
*
-1 | 0.091596655028770232403159791259398295651 | 0.016350359204695841616205083395618553267
f(z) = -166/105*z^3 + 271/105*z + 1
*
-1 | 0.11182134626657431259618346064412976207 | 0.019934380695622564383370749763073026354
f(z) = -166/107*z^3 + 273/107*z + 1
*
-1 | 0.11170091347479576312697898421768780916 | 0.019887033231815470878263261837693582181
f(z) = -166/109*z^3 + 275/109*z + 1
*
-1 | 0.091234280527497599185079857218403335958 | 0.016222261119764470577096658134351259619
f(z) = -166/111*z^3 + 277/111*z + 1
*
-1 | 0.11145541910935125724765222329683747650 | 0.019792439607608220346109071275734526851
f(z) = -166/113*z^3 + 279/113*z + 1
*
-1 | 0.11202661197730222423459811870708102043 | 0.020063882159482625401427815117019579354
f(z) = -165/101*z^3 + 266/101*z + 1
*
-1 | 0.11190937876067373513815820120057364100 | 0.020016032795420391250392765643863055068
f(z) = -165/103*z^3 + 268/103*z + 1
*
-1 | 0.10329285390394998681276971232166463422 | 0.018462588486790013383346903979666202489
f(z) = -165/104*z^3 + 269/104*z + 1
*
-1 | 0.098894766829385501254166502159115493596 | 0.017653100548455709622415588759629074074
f(z) = -165/106*z^3 + 271/106*z + 1
*
-1 | 0.11167056691164176043859343101407167724 | 0.019920533331535815235641515307072239988
f(z) = -165/107*z^3 + 272/107*z + 1
*
-1 | 0.11154890584763312035613831219910353485 | 0.019872859434774684497323578915430895509
f(z) = -165/109*z^3 + 274/109*z + 1
*
-1 | 0.10280609990032483174610117447726169073 | 0.018279832839642002935838530811536887351
f(z) = -165/112*z^3 + 277/112*z + 1
*
-1 | 0.11130085388436746662795678766536842323 | 0.019777602584793686197526229202497308323
f(z) = -165/113*z^3 + 278/113*z + 1
*
-1 | 0.11187808834531170355960709172463158014 | 0.020050807446673666130854877701293781096
f(z) = -164/101*z^3 + 265/101*z + 1
*
-1 | 0.11175969554474229607610131162893641318 | 0.020002634995798007103125272761535234014
f(z) = -164/103*z^3 + 267/103*z + 1
*
-1 | 0.091296199126409284492279441620607425629 | 0.016318303649992145771518693549812898353
f(z) = -164/105*z^3 + 269/105*z + 1
*
-1 | 0.11151847263386753457326498883552324613 | 0.019906481136784561309871368429870752402
f(z) = -164/107*z^3 + 271/107*z + 1
*
-1 | 0.11139555744514900149213560260173818515 | 0.019858475363182743875447087068737974475
f(z) = -164/109*z^3 + 273/109*z + 1
*
-1 | 0.090926374613609984961997159549998825428 | 0.016188371046736156771237111985108219679
f(z) = -164/111*z^3 + 275/111*z + 1
*
-1 | 0.11114489283525803293630520026194023573 | 0.019762543895530283153658703595746283025
f(z) = -164/113*z^3 + 277/113*z + 1
*
-1 | 0.11101704659681923791580450418445419860 | 0.019714592684154343137966269512712199705
f(z) = -164/115*z^3 + 279/115*z + 1
*
-1 | 0.10323016632993907938019660840718689887 | 0.018526079095052159040258616143511737791
f(z) = -163/100*z^3 + 263/100*z + 1
*
-1 | 0.11172829911919852244096506410959942051 | 0.020037539269530650621665332278175474500
f(z) = -163/101*z^3 + 264/101*z + 1
*
-1 | 0.078488998248500341037239052279220184560 | 0.014066809809133964796812703698596604306
f(z) = -163/102*z^3 + 265/102*z + 1
*
-1 | 0.11160872310458887738351296376413323914 | 0.019989038575892162016982811853533270842
f(z) = -163/103*z^3 + 266/103*z + 1
*
-1 | 0.10299100399680608478494409611666397426 | 0.018433223630017326444885421487554822387
f(z) = -163/104*z^3 + 267/104*z + 1
*
-1 | 0.091142978690776536139737796728462158647 | 0.016301769080930442183448927405631252008
f(z) = -163/105*z^3 + 268/105*z + 1
*
-1 | 0.098591133236071536344678630662748876392 | 0.017622201852187057410728813315820481915
f(z) = -163/106*z^3 + 269/106*z + 1
*
-1 | 0.11136503892896068667807174881437109459 | 0.019892219583406541926354883054485667721
f(z) = -163/107*z^3 + 270/107*z + 1
*
-1 | 0.089182654561702619785037254630735541737 | 0.015919450731624836305663918301633007103
f(z) = -163/108*z^3 + 271/108*z + 1
*
-1 | 0.11124084292776102357902526931543719157 | 0.019843876328880586881672275180630401934
f(z) = -163/109*z^3 + 272/109*z + 1
*
-1 | 0.098342729526828927293047193853263225441 | 0.017531548979574875762883869825175717877
f(z) = -163/110*z^3 + 273/110*z + 1
*
-1 | 0.090771377468642919715980452304886440450 | 0.016171264177159924165917946210704807238
f(z) = -163/111*z^3 + 274/111*z + 1
*
-1 | 0.10249410287806502265633074756615348032 | 0.018247868943892893176077011991587388201
f(z) = -163/112*z^3 + 275/112*z + 1
*
-1 | 0.11098750880237258332434830906716545280 | 0.019747258505948371863390236131409469705
f(z) = -163/113*z^3 + 276/113*z + 1
*
-1 | 0.077743412076623421732902314352976230707 | 0.013823465519282783405959678231620218743
f(z) = -163/114*z^3 + 277/114*z + 1
*
-1 | 0.11085827057035991043744693534123641424 | 0.019698957753333576286106448549102682444
f(z) = -163/115*z^3 + 278/115*z + 1
*
-1 | 0.10223561302968888773389557003086160687 | 0.018155171034363350338846517491540822327
f(z) = -163/116*z^3 + 279/116*z + 1
*
-1 | 0.11157722141176127058764566055652539192 | 0.020024073413518605360473619893981216184
f(z) = -162/101*z^3 + 263/101*z + 1
*
-1 | 0.11145643781449343400213542231884300661 | 0.019975239176530094716771289827525124242
f(z) = -162/103*z^3 + 265/103*z + 1
*
-1 | 0.11121024056707022760042666070501610336 | 0.019877744001690533662251354257540492057
f(z) = -162/107*z^3 + 269/107*z + 1
*
-1 | 0.11108473619365474315869923662921203645 | 0.019829057495108806605458509644625817337
f(z) = -162/109*z^3 + 271/109*z + 1
*
-1 | 0.11082867378199246082024031138307942184 | 0.019731741218372789343879077614199495306
f(z) = -162/113*z^3 + 275/113*z + 1
*
-1 | 0.11069801219355355416445311739655226136 | 0.019683084569307909730470971728724266544
f(z) = -162/115*z^3 + 277/115*z + 1
*
-1 | 0.10292789537515602822639386177078669016 | 0.018497172773363703196368436046595043568
f(z) = -161/100*z^3 + 261/100*z + 1
*
-1 | 0.11142483168118340981391953054608253759 | 0.020010405535419429691546691208695649623
f(z) = -161/101*z^3 + 262/101*z + 1
*
-1 | 0.078184318659172152227091683763069951225 | 0.014031255813762093850205767631009735557
f(z) = -161/102*z^3 + 263/102*z + 1
*
-1 | 0.11130281536278727698036350428082044985 | 0.019961232303928837717504317252172886954
f(z) = -161/103*z^3 + 264/103*z + 1
*
-1 | 0.10268385175875599036746609027216214068 | 0.018403015013474515005447535906163446266
f(z) = -161/104*z^3 + 265/104*z + 1
*
-1 | 0.098280789414565635873130868072195241649 | 0.017590194284051348710060927079825698819
f(z) = -161/106*z^3 + 267/106*z + 1
*
-1 | 0.11105405156277234700650589890963802848 | 0.019863049574231914143367016124934645509
f(z) = -161/107*z^3 + 268/107*z + 1
*
-1 | 0.088870353694540034770535889688958958165 | 0.015884707479023646095184009105061162480
f(z) = -161/108*z^3 + 269/108*z + 1
*
3/14 | 0.23670578525980628574481819917030109938 | 0.026624430656094752799991785119052060556
f(z) = -161/108*z^3 + 269/112*z + 1
*
-1 | 0.11092721034672235566467220085162562881 | 0.019814013870181477370874600317755952442
f(z) = -161/109*z^3 + 270/109*z + 1
*
-1 | 0.098027746611110272059169247664263065502 | 0.017498334067058751144121919753898824327
f(z) = -161/110*z^3 + 271/110*z + 1
*
-1 | 0.090455025177126636746984233500654042574 | 0.016135964864149100055858008959130608111
f(z) = -161/111*z^3 + 272/111*z + 1
*
-1 | 0.11066835888958158882813023598197511688 | 0.019715986664126635817878690038458645289
f(z) = -161/113*z^3 + 274/113*z + 1
*
-1 | 0.077421799394635523794089094029636146325 | 0.013784040340686057015900189583990316271
f(z) = -161/114*z^3 + 275/114*z + 1
*
-1 | 0.10191211259763243066042696433270513029 | 0.018120873998971811399112173067964493209
f(z) = -161/116*z^3 + 277/116*z + 1
*
-1 | 0.096839139304172201804019514427271565917 | 0.017207828556294606674108011171289003840
f(z) = -161/117*z^3 + 278/117*z + 1
*
-1 | 0.097499133468232011192533733426757757558 | 0.017314059077475643989222877489248679866
f(z) = -161/118*z^3 + 279/118*z + 1
*
[ 12/13 ] 
f(z) = -169/102*z^3 + 271/204*z + 1
*
[ 12/13 ] 
f(z) = -169/114*z^3 + 269/228*z + 1
*
[ 17/18 ] 
f(z) = -162/119*z^3 + 275/238*z + 1
*
[ 6/7 ] 
f(z) = -161/104*z^3 + 265/273*z + 1
*
[ 6/7 ] 
f(z) = -163/108*z^3 + 277/294*z + 1
*
-12/35 | 0.12861257681131101342820886091672417033 | 0.014384128746054240473226330734489717951
f(z) = -175/108*z^3 + 283/28*z + 1
*
[ 30/13 ] 
f(z) = -169/100*z^3 + 287/30*z + 1
*
[ -30/13 ] 
f(z) = -169/108*z^3 + 293/30*z + 1
*
[ -6/35 ] 
f(z) = -175/108*z^3 + 289/42*z + 1
*
-2/13 | 0.18872350092491789004530129549640621479 | 0.029517607270735102021123347036778563063
f(z) = -169/108*z^3 + 299/54*z + 1
*
-2 | 0.094951217746178347516543546295321659864 | 0.014851000228237554100472301753122700554
f(z) = -163/108*z^3 + 299/54*z + 1
*
-2 | 0.10850514570096213064696286557894634269 | 0.016988757775963426468522241314387993988
f(z) = -163/116*z^3 + 297/58*z + 1
*
-2 | 0.10828726821040309358215303158943784985 | 0.016954644482183393163362720115796232758
f(z) = -161/100*z^3 + 297/50*z + 1
*
-2 | 0.094721612298525501585055460707990345870 | 0.014846362550358274527363490001673785681
f(z) = -161/108*z^3 + 295/54*z + 1
*
-2 | 0.10827399740572935438671048909277269407 | 0.016988634021283801335823003870827304777
f(z) = -161/116*z^3 + 293/58*z + 1
*
[ 3/2 ] 
f(z) = -178/117*z^3 + 293/78*z + 1
*
[ 3/2 ] 
f(z) = -170/117*z^3 + 281/78*z + 1
*
[ -26/35 ] 
f(z) = -175/104*z^3 + 298/91*z + 1
*
[ -12/13 ] 
f(z) = -169/112*z^3 + 283/84*z + 1
*
[ -6/13 ] 
f(z) = -169/112*z^3 + 293/84*z + 1
*
-4/3 | 0.20817106556725840424056056751873983599 | 0.029604483143891354345367200800108886511
f(z) = -165/112*z^3 + 283/84*z + 1
*
-1 | 0.11411641479465433806116943268258617947 | 0.020239311197523313101168212837597682204
f(z) = -180/101*z^3 + 281/101*z + 1
*
-1 | 0.11401416218103676473181576960766106552 | 0.020195772672776959767032661003340393687
f(z) = -180/103*z^3 + 283/103*z + 1
*
-1 | 0.11380640623778085253567984661349244985 | 0.020108978507056877107237778237916226744
f(z) = -180/107*z^3 + 287/107*z + 1
*
-1 | 0.11370084969463871197208470694833439156 | 0.020065705594174746577113640125793293027
f(z) = -180/109*z^3 + 289/109*z + 1
*
-1 | 0.11348623898684332615470136903867769875 | 0.019979364501474488946867691886757221339
f(z) = -180/113*z^3 + 293/113*z + 1
*
-1 | 0.11315512486039543657572388738878344869 | 0.019850231548400281049450003380362409722
f(z) = -180/119*z^3 + 299/119*z + 1
*
-1 | 0.11398450685612065313549369791413316223 | 0.020228706816668155983548116397008260175
f(z) = -179/101*z^3 + 280/101*z + 1
*
-1 | 0.080752346503836117773627016449111666235 | 0.014321970014237893081605090323908993376
f(z) = -179/102*z^3 + 281/102*z + 1
*
-1 | 0.11388137765298964490822259428270777036 | 0.020184908439843180195392521422835935024
f(z) = -179/103*z^3 + 282/103*z + 1
*
-1 | 0.10527203170274275180483441019665392606 | 0.018647245047454060251045952333899639367
f(z) = -179/104*z^3 + 283/104*z + 1
*
-1 | 0.093433515641935906929109330236977739142 | 0.016539908256396897700708027230209949853
f(z) = -179/105*z^3 + 284/105*z + 1
*
-1 | 0.10088921671429775729430494822022700416 | 0.017848635087436418956505332736947504646
f(z) = -179/106*z^3 + 285/106*z + 1
*
-1 | 0.11367180916365719329181083951247899938 | 0.020097590832116168040337471587836349044
f(z) = -179/107*z^3 + 286/107*z + 1
*
-1 | 0.091498220320936869574864499487418722862 | 0.016167242308165092633605036881866573752
f(z) = -179/108*z^3 + 287/108*z + 1
*
-1 | 0.11356531519347089633937418190200235502 | 0.020054053986748752539828612920099798819
f(z) = -179/109*z^3 + 288/109*z + 1
*
-1 | 0.10067622155569587908865570995970355638 | 0.017767144462824166454794396524015621609
f(z) = -179/110*z^3 + 289/110*z + 1
*
-1 | 0.093112971238727554990354596974511140786 | 0.016422385673274476950780614613555643935
f(z) = -179/111*z^3 + 290/111*z + 1
*
-1 | 0.10484598361983170817510702746901944037 | 0.018480523439677712403378172796739361522
f(z) = -179/112*z^3 + 291/112*z + 1
*
-1 | 0.11334876336789707931931571384414199770 | 0.019967179715034654138802513291088158502
f(z) = -179/113*z^3 + 292/113*z + 1
*
-1 | 0.080114163475515133608002663879442051851 | 0.014104177635083978711759396975544174240
f(z) = -179/114*z^3 + 293/114*z + 1
*
-1 | 0.11323864442620620465054812209851539486 | 0.019923824255435732983524498075342589517
f(z) = -179/115*z^3 + 294/115*z + 1
*
-1 | 0.10462573765567511817906697582159420685 | 0.018397431165063643074474536347667138192
f(z) = -179/116*z^3 + 295/116*z + 1
*
-1 | 0.099564139423971598062409795286755336293 | 0.017496985950213316396876674701590352264
f(z) = -179/117*z^3 + 296/117*z + 1
*
-1 | 0.10023501281757554418745111544029166355 | 0.017604448255385150029934975463358308393
f(z) = -179/118*z^3 + 297/118*z + 1
*
-1 | 0.11301455878460081744313896506203898140 | 0.019837230870846024357692887123812238739
f(z) = -179/119*z^3 + 298/119*z + 1
*
-1 | 0.11374759127713704403933348990233486482 | 0.020173897874107658596840965241476789165
f(z) = -178/103*z^3 + 281/103*z + 1
*
-1 | 0.093297783546750788866281133544260236746 | 0.016526199827634392385770529863392253377
f(z) = -178/105*z^3 + 283/105*z + 1
*
-1 | 0.11353617775066987202810171273467747031 | 0.020086049549107450790621568285252370557
f(z) = -178/107*z^3 + 285/107*z + 1
*
-1 | 0.11342872923377921684641061029246229360 | 0.020042245016323406621186838852486984160
f(z) = -178/109*z^3 + 287/109*z + 1
*
-1 | 0.092976441915609763342023833462435971567 | 0.016408302274635365840484476271142450993
f(z) = -178/111*z^3 + 289/111*z + 1
*
-1 | 0.11321020015262675211295384494290842035 | 0.019954829792216148044712365295293778029
f(z) = -178/113*z^3 + 291/113*z + 1
*
-1 | 0.11309905673168989573166460277356033874 | 0.019911200682906934735014471414822300094
f(z) = -178/115*z^3 + 293/115*z + 1
*
-1 | 0.099423502091128966298456078307057238770 | 0.017482668002120318861753133258406224416
f(z) = -178/117*z^3 + 295/117*z + 1
*
-1 | 0.11287284564753229252427154507113305278 | 0.019824052641729584124779793035070617432
f(z) = -178/119*z^3 + 297/119*z + 1
*
-1 | 0.11361278715109055666730359523782246695 | 0.020162738123742864644542462299670172271
f(z) = -177/103*z^3 + 280/103*z + 1
*
-1 | 0.10500252608300918769290639892304130463 | 0.018622901935223024019745199760980246152
f(z) = -177/104*z^3 + 281/104*z + 1
*
-1 | 0.10061719742085296002301960229271329762 | 0.017822716118870388595558100497137839057
f(z) = -177/106*z^3 + 283/106*z + 1
*
-1 | 0.11339949520478747655344525496443977397 | 0.020074351629845646645758296573901736750
f(z) = -177/107*z^3 + 284/107*z + 1
*
-1 | 0.11329107454270812046537465078299813906 | 0.020030275561216954304157331039475913249
f(z) = -177/109*z^3 + 286/109*z + 1
*
-1 | 0.10040100059970672357644380061208969638 | 0.017740315592851598946545420929727283635
f(z) = -177/110*z^3 + 287/110*z + 1
*
-1 | 0.10456876704940774810079106346616350071 | 0.018454093347538058629812075773715764474
f(z) = -177/112*z^3 + 289/112*z + 1
*
-1 | 0.11307053103729548887651391918258637421 | 0.019942311412398593483149554820414270195
f(z) = -177/113*z^3 + 290/113*z + 1
*
-1 | 0.11295834349764592574230670607249587168 | 0.019898404516417593795393590941331862507
f(z) = -177/115*z^3 + 292/115*z + 1
*
-1 | 0.10434438340211472282788828360540473226 | 0.018369931793352865974829944070925990329
f(z) = -177/116*z^3 + 293/116*z + 1
*
-1 | 0.11272996539068420060578999456926086655 | 0.019810693207618293278924524571753772848
f(z) = -177/119*z^3 + 296/119*z + 1
*
-1 | 0.093026301008244207320012637508664536718 | 0.016498838129889517591285473396516618624
f(z) = -176/105*z^3 + 281/105*z + 1
*
[ 5/4 ] 
f(z) = -176/105*z^3 + 296/105*z + 1
*
-1 | 0.11326174430220607926222157790122552283 | 0.020062493962964846979590606625064796491
f(z) = -176/107*z^3 + 283/107*z + 1
*
-1 | 0.11315233339947358431154217530419616245 | 0.020018142413161717865084465167129485459
f(z) = -176/109*z^3 + 285/109*z + 1
*
-1 | 0.092698036865931700954143909437426850668 | 0.016379243424036395156381482260413121145
f(z) = -176/111*z^3 + 287/111*z + 1
*
-1 | 0.11292973723035340124908607811504466248 | 0.019929621160945772900473988524224130432
f(z) = -176/113*z^3 + 289/113*z + 1
*
-1 | 0.11281648535529943894337188784202789689 | 0.019885432231247688602364167436804236387
f(z) = -176/115*z^3 + 291/115*z + 1
*
[ 5/4 ] 
f(z) = -176/115*z^3 + 298/115*z + 1
*
-1 | 0.099138769651515726443014113301246723072 | 0.017453478349255890119432281643674779927
f(z) = -176/117*z^3 + 293/117*z + 1
*
-1 | 0.11258589739744397384131600520404948362 | 0.019797148808097720582694409196819389719
f(z) = -176/119*z^3 + 295/119*z + 1
*
-1 | 0.10034224376915050777591917788174422556 | 0.017796369624439998983591770339198474554
f(z) = -175/106*z^3 + 281/106*z + 1
*
-1 | 0.11312290737405982909647305693241528080 | 0.020050473350893070914675366449276842857
f(z) = -175/107*z^3 + 282/107*z + 1
*
-1 | 0.090947367131342861754960735625191660254 | 0.016109861412266578400296010059414135868
f(z) = -175/108*z^3 + 283/108*z + 1
*
-1 | 0.11301248761920046143537156592817207508 | 0.020005842274116492230711659788235281230
f(z) = -175/109*z^3 + 284/109*z + 1
*
-1 | 0.092557157785812593838103790264324251445 | 0.016364443387055781919699321939958699283
f(z) = -175/111*z^3 + 286/111*z + 1
*
-1 | 0.11278779943431633921497052249281007273 | 0.019916755525655502608223986156528351948
f(z) = -175/113*z^3 + 288/113*z + 1
*
-1 | 0.079550721923380772684469216516740284550 | 0.014038957230359977859808113160711520588
f(z) = -175/114*z^3 + 289/114*z + 1
*
-1 | 0.10405840737546908380289370461802603193 | 0.018341702468745223917176080496549046851
f(z) = -175/116*z^3 + 291/116*z + 1
*
-1 | 0.098994634038352516376160492413044175239 | 0.017438599151296091123745359653106883994
f(z) = -175/117*z^3 + 292/117*z + 1
*
-1 | 0.099663304939935391027141097469006409887 | 0.017545823305038921061567271639950313755
f(z) = -175/118*z^3 + 293/118*z + 1
*
-1 | 0.11298296629042817550717416036060422566 | 0.020038286506687378847038924040530141250
f(z) = -174/107*z^3 + 281/107*z + 1
*
-1 | 0.11287151853600533458978385499611572990 | 0.019993371752929774415831358530008456659
f(z) = -174/109*z^3 + 283/109*z + 1
*
-1 | 0.11264469782677299036312927624654273937 | 0.019903710893038597776015611877007441096
f(z) = -174/113*z^3 + 287/113*z + 1
*
-1 | 0.11252925420565620410969296585730843001 | 0.019858944692910393840894871424251633173
f(z) = -174/115*z^3 + 289/115*z + 1
*
-1 | 0.11229411281350782909644675829858544770 | 0.019769489510802015342539643814302712812
f(z) = -174/119*z^3 + 293/119*z + 1
*
-1 | 0.11284190244359981131416276925790380575 | 0.020025930050721439599434795559817390483
f(z) = -173/107*z^3 + 280/107*z + 1
*
-1 | 0.090665330612307786341120650465301668553 | 0.016080104202281624803041580262985871338
f(z) = -173/108*z^3 + 281/108*z + 1
*
-1 | 0.11272940698528142033710017288521781355 | 0.019980727361845261394593320560579419739
f(z) = -173/109*z^3 + 282/109*z + 1
*
-1 | 0.099836606510626867593729872674118668774 | 0.017684447010263245401610287012969513821
f(z) = -173/110*z^3 + 283/110*z + 1
*
-1 | 0.092270916732681408171865134143977641246 | 0.016334101173510831012227858263652004331
f(z) = -173/111*z^3 + 284/111*z + 1
*
-1 | 0.10400079988734603817053036068946600035 | 0.018399115251805418967667201805901327874
f(z) = -173/112*z^3 + 285/112*z + 1
*
-1 | 0.11250041204046853594269727287257048435 | 0.019890483544416814051530658764645538958
f(z) = -173/113*z^3 + 286/113*z + 1
*
-1 | 0.079263257561853989083430868547426302106 | 0.014005390341387476016782349777164260734
f(z) = -173/114*z^3 + 287/114*z + 1
*
-1 | 0.11238383973439285253959179151620841357 | 0.019845421865224626856362841206123681016
f(z) = -173/115*z^3 + 288/115*z + 1
*
-1 | 0.10376764560814008893324887951028397206 | 0.018312712988210666680981329594647431977
f(z) = -173/116*z^3 + 289/116*z + 1
*
-1 | 0.098702718478192497040812370697912928073 | 0.017408252451677037596588755085068995869
f(z) = -173/117*z^3 + 290/117*z + 1
*
-1 | 0.099370872722116352797633889148528542222 | 0.017515461052100238510256612836560034157
f(z) = -173/118*z^3 + 291/118*z + 1
*
-1 | 0.11214635199821285880516534913306694907 | 0.019755366518344008772761274614984248432
f(z) = -173/119*z^3 + 292/119*z + 1
*
-1 | 0.11258613328513907600119745580560319404 | 0.019967905512840464434827388771404294061
f(z) = -172/109*z^3 + 281/109*z + 1
*
-1 | 0.092127581950865572396164830780759894305 | 0.016318917460604471024928974069445836329
f(z) = -172/111*z^3 + 283/111*z + 1
*
-1 | 0.11235492114240941588427991522445865936 | 0.019877069651828936480490072007884043011
f(z) = -172/113*z^3 + 285/113*z + 1
*
-1 | 0.11223719738352770016163434695143189758 | 0.019831707761354475131810859173960926066
f(z) = -172/115*z^3 + 287/115*z + 1
*
-1 | 0.098554894505333768394478818608782699078 | 0.017392776776251527658420985969635764972
f(z) = -172/117*z^3 + 289/117*z + 1
*
-1 | 0.11199731494817893191003420357611855135 | 0.019741042361581595194529633651808016522
f(z) = -172/119*z^3 + 291/119*z + 1
*
-1 | 0.11244167721695223194695740161677914356 | 0.019954902513788654145719375807125830820
f(z) = -171/109*z^3 + 280/109*z + 1
*
-1 | 0.099547778109603560082137570735443101195 | 0.017655465813640735187999566197370325324
f(z) = -171/110*z^3 + 281/110*z + 1
*
-1 | 0.10370973244209598818133645794355538717 | 0.018370508893705281748045019531475529108
f(z) = -171/112*z^3 + 283/112*z + 1
*
-1 | 0.11220820361192977325731893698454664238 | 0.019863465273733412036956586791735692529
f(z) = -171/113*z^3 + 284/113*z + 1
*
-1 | 0.11208930492764484802682828577763997126 | 0.019817798306075901967537667354905626942
f(z) = -171/115*z^3 + 286/115*z + 1
*
-1 | 0.10347192478557762122785791477969427215 | 0.018282931342631583947138007064360756234
f(z) = -171/116*z^3 + 287/116*z + 1
*
-1 | 0.099072080456211643757001015678068872121 | 0.017484048750521110488901621390311051221
f(z) = -171/118*z^3 + 289/118*z + 1
*
-1 | 0.11184697790782124036803045786201680655 | 0.019726512677628859355144274720111828197
f(z) = -171/119*z^3 + 290/119*z + 1
*
-1 | 0.091834177893829489377902855277569159739 | 0.016287407103583472044353954306319343368
f(z) = -170/111*z^3 + 281/111*z + 1
*
-1 | 0.11206023731765583246151615667290380023 | 0.019849666350495082910033848288907003040
f(z) = -170/113*z^3 + 283/113*z + 1
*
-1 | 0.098255399300767760420709281947901612992 | 0.017361199409225429798861451814841151185
f(z) = -170/117*z^3 + 287/117*z + 1
*
-7/13 | 0.13593517506452977972786862939416412171 | 0.023989576243827083259939284733734837231
f(z) = -169/105*z^3 + 289/105*z + 1
*
-1 | 0.091687165990959653537724561654937604835 | 0.016271621914577045106371598517377009376
f(z) = -169/111*z^3 + 280/111*z + 1
*
-1 | 0.10341371630006330673010179731187109420 | 0.018341115868875122190638937987962110641
f(z) = -169/112*z^3 + 281/112*z + 1
*
-1 | 0.11191099949329978244016272962498685640 | 0.019835668699642667477192752256410516595
f(z) = -169/113*z^3 + 282/113*z + 1
*
-1 | 0.11178967757167687527519481408511445136 | 0.019789376417490170941299659462153539004
f(z) = -169/115*z^3 + 284/115*z + 1
*
-1 | 0.10317106149334723857974293868201300103 | 0.018252323569851352152767558142408544067
f(z) = -169/116*z^3 + 285/116*z + 1
*
-1 | 0.098769347032496793660739753352945648564 | 0.017452011202978906712040815553707152984
f(z) = -169/118*z^3 + 287/118*z + 1
*
-1 | 0.11154230527358490563758531282409332495 | 0.019696818592473596658124617532983901239
f(z) = -169/119*z^3 + 288/119*z + 1
*
-1 | 0.11176046671220965042170224103664992218 | 0.019821468010882647690156054515561281027
f(z) = -168/113*z^3 + 281/113*z + 1
*
-1 | 0.11163789491455445986480386407510294322 | 0.019774855195460096271127453645916269077
f(z) = -168/115*z^3 + 283/115*z + 1
*
-1 | 0.11160861486059612319612542832922242669 | 0.019807059840854147697138783866555317278
f(z) = -167/113*z^3 + 280/113*z + 1
*
-1 | 0.078367194275000406707074674168592654119 | 0.013898947276450886902183759377470869006
f(z) = -167/114*z^3 + 281/114*z + 1
*
-1 | 0.11148476658262831664653286107231268890 | 0.019760121033700592060892849174065825276
f(z) = -167/115*z^3 + 282/115*z + 1
*
-1 | 0.10286486138459883801852488573055328411 | 0.018220853592218015585532885629959587774
f(z) = -167/116*z^3 + 283/116*z + 1
*
-1 | 0.097796173054400164808890060029722752368 | 0.017312200221014591492767111870963890697
f(z) = -167/117*z^3 + 284/117*z + 1
*
-1 | 0.098460514877389185679135675718806050439 | 0.017418965651644037537875998198524275149
f(z) = -167/118*z^3 + 285/118*z + 1
*
-1 | 0.11123212938719250603558226474899748082 | 0.019666246541306268773098619497345745737
f(z) = -167/119*z^3 + 286/119*z + 1
*
-1 | 0.11133026687696176844297590030995839629 | 0.019745169186052120242352373443256816608
f(z) = -166/115*z^3 + 281/115*z + 1
*
-1 | 0.097640332787748600335485389702309724402 | 0.017295412490463735963797333253958278956
f(z) = -166/117*z^3 + 283/117*z + 1
*
-1 | 0.11107491028272075370449185791864361420 | 0.019650618823022957935385620217195911961
f(z) = -166/119*z^3 + 285/119*z + 1
*
-1 | 0.10255311825739821763884277908645651816 | 0.018188483036579955245747292591885684691
f(z) = -165/116*z^3 + 281/116*z + 1
*
-1 | 0.098145370360569522888006764943314154870 | 0.017384871763038198899628225332020767360
f(z) = -165/118*z^3 + 283/118*z + 1
*
-1 | 0.11091623273817424554008651210594879535 | 0.019634756340166726782814695485675318351
f(z) = -165/119*z^3 + 284/119*z + 1
*
3/2 | 0.17036816238127754061132508596759079705 | 0.029886825505394957716990778337738891250
f(z) = -164/105*z^3 + 299/105*z + 1
*
-1 | 0.097324341489978953622606039171956557493 | 0.017261124423284860664616689111244371229
f(z) = -164/117*z^3 + 281/117*z + 1
*
-1 | 0.11075606737794568169295406019452107357 | 0.019618653648869177472506322663879042576
f(z) = -164/119*z^3 + 283/119*z + 1
*
-1 | 0.097164132946550828327356539636076295160 | 0.017243613300468488412605633304437188986
f(z) = -163/117*z^3 + 280/117*z + 1
*
-1 | 0.097824990557768721300465840448317810741 | 0.017349917891796646692842304276094333765
f(z) = -163/118*z^3 + 281/118*z + 1
*
-1 | 0.11059438387706083576414586780109191065 | 0.019602305122454214223672993105767058602
f(z) = -163/119*z^3 + 282/119*z + 1
*
-1 | 0.11043115091808794781448209169051042651 | 0.019585704943094153861766631105096429135
f(z) = -162/119*z^3 + 281/119*z + 1
*
-2/3 | 0.19636264776813371222261287491091870049 | 0.026714130433528458128334795677595812812
f(z) = -173/112*z^3 + 299/252*z + 1
*
-2/3 | 0.19142337658970474302236705188012353691 | 0.026167827997841751936788244697609223889
f(z) = -167/112*z^3 + 293/252*z + 1
*
-2/3 | 0.18959650909056047107014543225937616071 | 0.026004274443375716100255583306727800048
f(z) = -163/112*z^3 + 289/252*z + 1
*
[ 6/7 ] 
f(z) = -175/104*z^3 + 292/273*z + 1
*
[ 6/7 ] 
f(z) = -169/108*z^3 + 289/294*z + 1
*
[ 5/2 ] 
f(z) = -178/125*z^3 + 19/2*z + 1
*
[ 5/3 ] 
f(z) = -177/125*z^3 + 13/3*z + 1
*
[ -5/4 ] 
f(z) = -176/125*z^3 + 4*z + 1
*
[ 5/6 ] 
f(z) = -176/125*z^3 + 7/9*z + 1
*
[ 5/4 ] 
f(z) = -176/125*z^3 + 12/5*z + 1
*
[ 3/4 ] 
f(z) = -176/135*z^3 + 2/5*z + 1
*
[ 4/5 ] 
f(z) = -175/128*z^3 + 5/8*z + 1
*
[ -5/6 ] 
f(z) = -174/125*z^3 + 19/6*z + 1
*
[ 5/4 ] 
f(z) = -174/125*z^3 + 19/8*z + 1
*
[ -5/2 ] 
f(z) = -172/125*z^3 + 10*z + 1
*
[ 3/2 ] 
f(z) = -172/135*z^3 + 16/5*z + 1
*
[ 5/6 ] 
f(z) = -171/125*z^3 + 3/4*z + 1
*
[ 2/3 ] 
f(z) = -171/136*z^3 + 1/17*z + 1
*
10/13 | 0.12792272270665847041411207015208458360 | 0.024936695598789568659866266496912876972
f(z) = -169/120*z^3 + 2/15*z + 1
*
[ 11/13 ] 
f(z) = -169/121*z^3 + 9/11*z + 1
*
[ 10/13 ] 
f(z) = -169/125*z^3 + 1/2*z + 1
*
-15/13 | 0.15211599592443028100949818780964160039 | 0.027549954294220612552412627774978558935
f(z) = -169/125*z^3 + 2*z + 1
*
-5/26 | 0.095661958791683765015444014962973562184 | 0.014680651367343404386106915025203304993
f(z) = -169/125*z^3 + 5/4*z + 1
*
-10/13 | 0.10355904893951637590759708979258345205 | 0.019545648509724368904416316306488769162
f(z) = -169/125*z^3 + 8/5*z + 1
*
[ -15/13 ] 
f(z) = -169/125*z^3 + 11/3*z + 1
*
-20/13 | 0.078643512170144294252055507248126749092 | 0.012872863819108636350033830265185746077
f(z) = -169/125*z^3 + 18/5*z + 1
*
[ -5/13 ] 
f(z) = -169/125*z^3 + 19/5*z + 1
*
-4/13 | 0.085746851385160294366614321319615131253 | 0.016583911964034150071306524291170976616
f(z) = -169/128*z^3 + 11/8*z + 1
*
6/13 | 0.089414250973870910533334493493078325206 | 0.017430022685196766435495470224322869159
f(z) = -169/135*z^3 + 3/5*z + 1
*
[ 15/13 ] 
f(z) = -169/135*z^3 + 9/5*z + 1
*
-12/13 | 0.16643078201406484527275179585242034178 | 0.028581396231681167968995476449667293258
f(z) = -169/135*z^3 + 9/10*z + 1
*
-12/13 | 0.10752189727786055575781571346259866393 | 0.018600011743147407207401014861467567449
f(z) = -169/135*z^3 + 12/5*z + 1
*
-21/13 | 0.17976014399934172012307545649221407562 | 0.029058209143616038687011448564567282387
f(z) = -169/135*z^3 + 18/5*z + 1
*
[ 5/7 ] 
f(z) = -168/125*z^3 + 2/7*z + 1
*
[ 5/2 ] 
f(z) = -168/125*z^3 + 9*z + 1
*
[ 5/6 ] 
f(z) = -168/125*z^3 + 11/15*z + 1
*
[ -5/3 ] 
f(z) = -168/125*z^3 + 16/3*z + 1
*
[ 5/6 ] 
f(z) = -166/125*z^3 + 13/18*z + 1
*
[ 5/4 ] 
f(z) = -164/125*z^3 + 9/4*z + 1
*
[ 5/3 ] 
f(z) = -162/125*z^3 + 4*z + 1
*
5/18 | 0.089413869496803740175400143289466386770 | 0.013888990188129555631069740127918424615
f(z) = -162/125*z^3 + 5/2*z + 1
*
[ -10/9 ] 
f(z) = -162/125*z^3 + 7/2*z + 1
*
-10/9 | 0.18068475528043368614782367771854042907 | 0.024439108004745674237018412268683802314
f(z) = -162/125*z^3 + 13/8*z + 1
*
[ -5/9 ] 
f(z) = -162/125*z^3 + 16/5*z + 1
*
[ 10/9 ] 
f(z) = -162/125*z^3 + 17/10*z + 1
*
[ -5/2 ] 
f(z) = -162/125*z^3 + 19/2*z + 1
*
5/3 | 0.21294224492322954905411098729710581867 | 0.027395988614439269646373017718382641118
f(z) = -162/125*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -171/128*z^3 + 3/32*z + 1
*
5/26 | 0.18383711257691563125199157019859826771 | 0.028212348902428917735168104442457509141
f(z) = -169/125*z^3 + 17/20*z + 1
*
12/13 | 0.18624891491033815454848251128642733883 | 0.029902638817359767283591885130689039957
f(z) = -169/128*z^3 + 17/24*z + 1
*
[ 3/4 ] 
f(z) = -164/135*z^3 + 7/20*z + 1
*
[ 20/27 ] 
f(z) = -162/125*z^3 + 13/36*z + 1
*
[ 5/7 ] 
f(z) = -161/125*z^3 + 9/35*z + 1
*
[ 5/7 ] 
f(z) = -178/125*z^3 + 16/49*z + 1
*
[ 2/3 ] 
f(z) = -177/136*z^3 + 4/51*z + 1
*
[ 5/7 ] 
f(z) = -173/125*z^3 + 15/49*z + 1
*
[ 9/13 ] 
f(z) = -169/135*z^3 + 7/45*z + 1
*
[ 2/3 ] 
f(z) = -165/136*z^3 + 2/51*z + 1
*
[ 5/7 ] 
f(z) = -163/125*z^3 + 13/49*z + 1
*
[ 2/3 ] 
f(z) = -171/124*z^3 + 7/62*z + 1
*
[ 2/3 ] 
f(z) = -177/128*z^3 + 11/96*z + 1
*
15/52 | 0.23109097776162325853149686699665366297 | 0.029242814948983882628847467829078478003
f(z) = -169/135*z^3 + 3/80*z + 1
*
[ 2/3 ] 
f(z) = -165/128*z^3 + 7/96*z + 1
*
[ 2/3 ] 
f(z) = -173/120*z^3 + 19/135*z + 1
*
[ 2/3 ] 
f(z) = -171/122*z^3 + 15/122*z + 1
*
[ 2/3 ] 
f(z) = -171/130*z^3 + 11/130*z + 1
*
[ 2/3 ] 
f(z) = -171/134*z^3 + 9/134*z + 1
*
[ 2/3 ] 
f(z) = -169/120*z^3 + 17/135*z + 1
*
[ 2/3 ] 
f(z) = -167/120*z^3 + 16/135*z + 1
*
[ 2/3 ] 
f(z) = -163/120*z^3 + 14/135*z + 1
*
[ 2/3 ] 
f(z) = -161/120*z^3 + 13/135*z + 1
*
[ 2/3 ] 
f(z) = -179/136*z^3 + 13/153*z + 1
*
[ 2/3 ] 
f(z) = -175/136*z^3 + 11/153*z + 1
*
[ 2/3 ] 
f(z) = -173/136*z^3 + 10/153*z + 1
*
[ 2/3 ] 
f(z) = -169/136*z^3 + 8/153*z + 1
*
[ 2/3 ] 
f(z) = -167/136*z^3 + 7/153*z + 1
*
[ 2/3 ] 
f(z) = -163/136*z^3 + 5/153*z + 1
*
[ 2/3 ] 
f(z) = -161/136*z^3 + 4/153*z + 1
*
[ 2/3 ] 
f(z) = -165/124*z^3 + 17/186*z + 1
*
15/16 | 0.21870920809271719359204536496191248873 | 0.027534584647195345995109687032586273093
f(z) = -176/135*z^3 + 19/240*z + 1
*
[ 2/3 ] 
f(z) = -162/125*z^3 + 19/250*z + 1
*
[ 2/3 ] 
f(z) = -162/127*z^3 + 17/254*z + 1
*
[ 2/3 ] 
f(z) = -171/137*z^3 + 15/274*z + 1
*
[ 2/3 ] 
f(z) = -171/139*z^3 + 13/278*z + 1
*
[ 2/3 ] 
f(z) = -162/131*z^3 + 13/262*z + 1
*
[ 2/3 ] 
f(z) = -162/137*z^3 + 7/274*z + 1
*
[ 2/3 ] 
f(z) = -162/139*z^3 + 5/278*z + 1
*
[ 2/3 ] 
f(z) = -163/128*z^3 + 19/288*z + 1
*
[ 2/3 ] 
f(z) = -161/128*z^3 + 17/288*z + 1
*
[ -5 ] 
f(z) = -179/125*z^3 + 37*z + 1
*
[ 5/4 ] 
f(z) = -179/125*z^3 + 39/16*z + 1
*
[ 3/2 ] 
f(z) = -178/135*z^3 + 33/10*z + 1
*
[ 5 ] 
f(z) = -176/125*z^3 + 36*z + 1
*
[ -3/2 ] 
f(z) = -176/135*z^3 + 23/5*z + 1
*
[ -4/5 ] 
f(z) = -175/128*z^3 + 25/8*z + 1
*
[ 8/5 ] 
f(z) = -175/128*z^3 + 31/8*z + 1
*
-4/5 | 0.10706341514525785077945591738238866236 | 0.017077966312867417342445044936508846397
f(z) = -175/128*z^3 + 33/8*z + 1
*
[ -5 ] 
f(z) = -174/125*z^3 + 36*z + 1
*
[ 5/2 ] 
f(z) = -173/125*z^3 + 37/4*z + 1
*
[ 5/3 ] 
f(z) = -172/125*z^3 + 38/9*z + 1
*
[ 5/3 ] 
f(z) = -171/125*z^3 + 21/5*z + 1
*
[ -5/3 ] 
f(z) = -171/125*z^3 + 27/5*z + 1
*
[ -5/9 ] 
f(z) = -171/125*z^3 + 29/9*z + 1
*
[ -10/3 ] 
f(z) = -171/125*z^3 + 33/2*z + 1
*
[ 5 ] 
f(z) = -171/125*z^3 + 35*z + 1
*
[ 4/3 ] 
f(z) = -171/128*z^3 + 21/8*z + 1
*
[ -4/3 ] 
f(z) = -171/128*z^3 + 33/8*z + 1
*
-6/13 | 0.13636632453398385555763917784990906668 | 0.026373996063975368831295552758981044437
f(z) = -169/120*z^3 + 22/15*z + 1
*
[ -11/13 ] 
f(z) = -169/121*z^3 + 35/11*z + 1
*
20/13 | 0.16700020559037114853042113134723254126 | 0.026281158402511896413613833084316000682
f(z) = -169/125*z^3 + 23/10*z + 1
*
[ -5/26 ] 
f(z) = -169/125*z^3 + 25/4*z + 1
*
[ 15/13 ] 
f(z) = -169/125*z^3 + 29/15*z + 1
*
[ -10/13 ] 
f(z) = -169/125*z^3 + 31/10*z + 1
*
[ -5 ] 
f(z) = -169/125*z^3 + 35*z + 1
*
[ 5/4 ] 
f(z) = -169/125*z^3 + 37/16*z + 1
*
-30/13 | 0.14548778309650771021036335849920251241 | 0.021138990903961562300922723687121074017
f(z) = -169/125*z^3 + 39/5*z + 1
*
[ -8/13 ] 
f(z) = -169/128*z^3 + 25/8*z + 1
*
-20/13 | 0.17563869592475793492082773910463890150 | 0.028943041876464488987047193151647796925
f(z) = -169/128*z^3 + 27/8*z + 1
*
24/13 | 0.089852435512326250003999021204141190322 | 0.014634222312819666215558840234328217893
f(z) = -169/128*z^3 + 29/8*z + 1
*
[ -4/13 ] 
f(z) = -169/128*z^3 + 35/8*z + 1
*
[ 16/13 ] 
f(z) = -169/128*z^3 + 35/16*z + 1
*
-24/13 | 0.16437563316412363254661650148644601461 | 0.025539433319014814435600933279607820740
f(z) = -169/128*z^3 + 39/8*z + 1
*
6/13 | 0.18368183104992003789479026689900507211 | 0.028970255824764711166402004216419035353
f(z) = -169/135*z^3 + 21/10*z + 1
*
-15/13 | 0.12096531826876356885622596885224930514 | 0.022173821799091649095102137183431236255
f(z) = -169/135*z^3 + 26/15*z + 1
*
[ -3/13 ] 
f(z) = -169/135*z^3 + 27/5*z + 1
*
21/13 | 0.089697598868108160844498341217737490181 | 0.016119556098683651807434328249706707786
f(z) = -169/135*z^3 + 29/15*z + 1
*
[ 5/4 ] 
f(z) = -168/125*z^3 + 23/10*z + 1
*
[ -5/8 ] 
f(z) = -168/125*z^3 + 25/8*z + 1
*
-15/14 | 0.22433505220110960036125907789140441850 | 0.026582402463443586031870351957279679733
f(z) = -168/125*z^3 + 37/14*z + 1
*
[ -5/4 ] 
f(z) = -168/125*z^3 + 39/10*z + 1
*
[ 5/3 ] 
f(z) = -167/125*z^3 + 37/9*z + 1
*
[ -5/2 ] 
f(z) = -167/125*z^3 + 39/4*z + 1
*
[ -5/4 ] 
f(z) = -166/125*z^3 + 31/8*z + 1
*
[ 5 ] 
f(z) = -166/125*z^3 + 34*z + 1
*
[ 3/2 ] 
f(z) = -166/135*z^3 + 31/10*z + 1
*
[ -5/6 ] 
f(z) = -164/125*z^3 + 28/9*z + 1
*
[ -5 ] 
f(z) = -164/125*z^3 + 34*z + 1
*
[ -3/2 ] 
f(z) = -164/135*z^3 + 22/5*z + 1
*
[ 5/2 ] 
f(z) = -163/125*z^3 + 35/4*z + 1
*
[ 11/9 ] 
f(z) = -162/121*z^3 + 24/11*z + 1
*
-5/9 | 0.089548428800206417504872587170631677065 | 0.013745568384875772495449757431093910259
f(z) = -162/125*z^3 + 27/10*z + 1
*
[ -5/12 ] 
f(z) = -162/125*z^3 + 29/8*z + 1
*
[ -5/6 ] 
f(z) = -162/125*z^3 + 31/10*z + 1
*
[ 5 ] 
f(z) = -161/125*z^3 + 33*z + 1
*
[ 5/6 ] 
f(z) = -174/125*z^3 + 23/30*z + 1
*
-3/4 | 0.18420803142082448866826487280063054776 | 0.028193141221731007561376975006315071035
f(z) = -172/135*z^3 + 21/20*z + 1
*
[ 12/13 ] 
f(z) = -169/128*z^3 + 25/24*z + 1
*
-15/26 | 0.093059782527221975811454116758077376052 | 0.014117777412940034453746758044205639820
f(z) = -169/135*z^3 + 27/20*z + 1
*
5/6 | 0.13200358619670980768425566624787387676 | 0.019188364426669322321523771964308209613
f(z) = -162/125*z^3 + 31/30*z + 1
*
[ 5/6 ] 
f(z) = -161/125*z^3 + 25/36*z + 1
*
[ 11/15 ] 
f(z) = -180/121*z^3 + 24/55*z + 1
*
36/35 | 0.12949955089072559440144651418691049634 | 0.018211937150884093433667513449598519925
f(z) = -175/128*z^3 + 39/56*z + 1
*
[ 5/6 ] 
f(z) = -172/125*z^3 + 34/45*z + 1
*
15/13 | 0.17079190540693962758117146198830862476 | 0.023309544359294729508953214649608087107
f(z) = -169/125*z^3 + 37/45*z + 1
*
65/56 | 0.26169974191607545100206035613113815686 | 0.028603203928159638438875488397389994924
f(z) = -168/125*z^3 + 23/56*z + 1
*
[ 4/5 ] 
f(z) = -165/128*z^3 + 23/40*z + 1
*
[ 5/6 ] 
f(z) = -164/125*z^3 + 32/45*z + 1
*
[ 4/5 ] 
f(z) = -175/136*z^3 + 39/68*z + 1
*
[ 3/4 ] 
f(z) = -172/135*z^3 + 23/60*z + 1
*
5/28 | 0.10142566054035505687358133306380700239 | 0.013065230211660767832113851844940122452
f(z) = -168/125*z^3 + 31/70*z + 1
*
[ 3/4 ] 
f(z) = -179/135*z^3 + 33/80*z + 1
*
-5/16 | 0.23105057440733561915155533539869565502 | 0.029088311618342574072424557540114200096
f(z) = -176/125*z^3 + 27/80*z + 1
*
[ 3/4 ] 
f(z) = -173/135*z^3 + 31/80*z + 1
*
35/52 | 0.16642957075299949963529019867458559865 | 0.021060403078951419762200632206255437412
f(z) = -169/125*z^3 + 33/80*z + 1
*
[ 10/13 ] 
f(z) = -169/136*z^3 + 37/85*z + 1
*
[ 3/4 ] 
f(z) = -167/135*z^3 + 29/80*z + 1
*
[ 8/11 ] 
f(z) = -165/128*z^3 + 27/88*z + 1
*
[ 3/4 ] 
f(z) = -161/135*z^3 + 27/80*z + 1
*
[ 2/3 ] 
f(z) = -179/120*z^3 + 22/135*z + 1
*
[ 9/13 ] 
f(z) = -169/126*z^3 + 25/126*z + 1
*
11/13 | 0.13321791977411446486185745098708564868 | 0.025968918136059566152117044874193052293
f(z) = -169/132*z^3 + 25/132*z + 1
*
[ 15/22 ] 
f(z) = -176/125*z^3 + 31/165*z + 1
*
[ 15/22 ] 
f(z) = -176/135*z^3 + 23/165*z + 1
*
[ 24/35 ] 
f(z) = -175/128*z^3 + 31/168*z + 1
*
[ 2/3 ] 
f(z) = -177/124*z^3 + 25/186*z + 1
*
[ 25/36 ] 
f(z) = -162/125*z^3 + 37/200*z + 1
*
[ 2/3 ] 
f(z) = -180/121*z^3 + 39/242*z + 1
*
[ 2/3 ] 
f(z) = -180/127*z^3 + 33/254*z + 1
*
[ 2/3 ] 
f(z) = -171/121*z^3 + 31/242*z + 1
*
[ 2/3 ] 
f(z) = -171/125*z^3 + 27/250*z + 1
*
[ 2/3 ] 
f(z) = -171/127*z^3 + 25/254*z + 1
*
[ 2/3 ] 
f(z) = -162/121*z^3 + 23/242*z + 1
*
[ 2/3 ] 
f(z) = -180/131*z^3 + 29/262*z + 1
*
[ 2/3 ] 
f(z) = -180/133*z^3 + 27/266*z + 1
*
[ 2/3 ] 
f(z) = -180/137*z^3 + 23/274*z + 1
*
[ 2/3 ] 
f(z) = -180/139*z^3 + 21/278*z + 1
*
[ 2/3 ] 
f(z) = -171/131*z^3 + 21/262*z + 1
*
[ 2/3 ] 
f(z) = -179/128*z^3 + 35/288*z + 1
*
[ 2/3 ] 
f(z) = -175/128*z^3 + 31/288*z + 1
*
[ 2/3 ] 
f(z) = -173/128*z^3 + 29/288*z + 1
*
[ 2/3 ] 
f(z) = -169/128*z^3 + 25/288*z + 1
*
[ 2/3 ] 
f(z) = -167/128*z^3 + 23/288*z + 1
*
[ -5/3 ] 
f(z) = -178/125*z^3 + 50/9*z + 1
*
[ -5/2 ] 
f(z) = -177/125*z^3 + 41/4*z + 1
*
[ 5/2 ] 
f(z) = -176/125*z^3 + 47/5*z + 1
*
[ -5/2 ] 
f(z) = -176/125*z^3 + 51/5*z + 1
*
[ -3/4 ] 
f(z) = -176/135*z^3 + 46/15*z + 1
*
[ 3/2 ] 
f(z) = -176/135*z^3 + 49/15*z + 1
*
[ -8/5 ] 
f(z) = -175/128*z^3 + 41/8*z + 1
*
12/5 | 0.15741819336415442730344053282758458634 | 0.023096612144039847392216660232120896757
f(z) = -175/128*z^3 + 57/8*z + 1
*
[ -5/3 ] 
f(z) = -173/125*z^3 + 49/9*z + 1
*
[ 5/2 ] 
f(z) = -172/125*z^3 + 46/5*z + 1
*
[ -2/3 ] 
f(z) = -171/136*z^3 + 52/17*z + 1
*
[ -6/13 ] 
f(z) = -169/120*z^3 + 52/15*z + 1
*
-20/39 | 0.23467122736492890310000051031714774772 | 0.027472999844467053944142946385280189225
f(z) = -169/125*z^3 + 41/9*z + 1
*
-10/13 | 0.11561025086766600502642185671423068000 | 0.016676685158817944605906551917404939921
f(z) = -169/125*z^3 + 41/10*z + 1
*
-5/13 | 0.13499098342829234017601767461554977346 | 0.019275984813039928649826380119867494724
f(z) = -169/125*z^3 + 44/5*z + 1
*
-8/13 | 0.19298235278491480087981424539968474356 | 0.029752940000170926424493676597392488219
f(z) = -169/128*z^3 + 41/8*z + 1
*
-28/13 | 0.19246821127728340658231139950970647419 | 0.029061735491606316340369386026761376562
f(z) = -169/128*z^3 + 47/8*z + 1
*
-3/13 | 0.20899299759125829525396200124785865009 | 0.029713912691789263788771128263099145483
f(z) = -169/135*z^3 + 42/5*z + 1
*
-15/13 | 0.15413217589244124353887706021458688298 | 0.025768517352038580827451070948385818935
f(z) = -169/135*z^3 + 44/15*z + 1
*
[ -15/13 ] 
f(z) = -169/135*z^3 + 53/15*z + 1
*
-24/13 | 0.16672782601414287647238727990524558658 | 0.026571179185715651602073575306331074372
f(z) = -169/135*z^3 + 59/15*z + 1
*
[ -5/6 ] 
f(z) = -168/125*z^3 + 47/15*z + 1
*
[ -5/2 ] 
f(z) = -168/125*z^3 + 49/5*z + 1
*
[ 3 ] 
f(z) = -167/135*z^3 + 59/5*z + 1
*
[ 5/2 ] 
f(z) = -164/125*z^3 + 44/5*z + 1
*
[ -5/2 ] 
f(z) = -164/125*z^3 + 48/5*z + 1
*
[ 3/2 ] 
f(z) = -164/135*z^3 + 46/15*z + 1
*
[ 3 ] 
f(z) = -164/135*z^3 + 58/5*z + 1
*
[ -5/3 ] 
f(z) = -163/125*z^3 + 47/9*z + 1
*
[ -11/9 ] 
f(z) = -162/121*z^3 + 42/11*z + 1
*
[ -5/18 ] 
f(z) = -162/125*z^3 + 47/10*z + 1
*
85/36 | 0.20569168678557740911015238053391710059 | 0.023377759493699199337724411010191317689
f(z) = -162/125*z^3 + 53/8*z + 1
*
[ -5/27 ] 
f(z) = -162/125*z^3 + 58/9*z + 1
*
[ 10/7 ] 
f(z) = -161/125*z^3 + 41/14*z + 1
*
[ 3 ] 
f(z) = -161/135*z^3 + 57/5*z + 1
*
5/6 | 0.11381029680408670022256974679302380062 | 0.015830802805707557729380362145033728906
f(z) = -174/125*z^3 + 53/30*z + 1
*
[ 5/4 ] 
f(z) = -172/125*z^3 + 47/20*z + 1
*
-35/26 | 0.095121095078373390437609299781118944235 | 0.013721141011966089057531544157018818101
f(z) = -169/125*z^3 + 41/20*z + 1
*
-10/13 | 0.14459924328922960164524714778296430167 | 0.019911965714243010718281008167996244561
f(z) = -169/125*z^3 + 57/20*z + 1
*
[ 11/12 ] 
f(z) = -180/121*z^3 + 51/44*z + 1
*
-3/4 | 0.19330138101325777641994888278872232512 | 0.026621042395032431346436583409318862664
f(z) = -178/135*z^3 + 43/40*z + 1
*
12/35 | 0.10810807581002300837637124896643342759 | 0.015203585407153378986526332419039748233
f(z) = -175/128*z^3 + 51/56*z + 1
*
-4/5 | 0.19585248413174221634964422989728400068 | 0.029164750970181068494190963765177292345
f(z) = -165/128*z^3 + 43/40*z + 1
*
10/27 | 0.081380940482437480133133234138679253946 | 0.011171302830798462697408929255520567076
f(z) = -162/125*z^3 + 44/45*z + 1
*
[ 5/6 ] 
f(z) = -177/125*z^3 + 47/60*z + 1
*
12/13 | 0.14532902179369950062593634830987011233 | 0.028329803348930021522551976930834897767
f(z) = -169/120*z^3 + 47/60*z + 1
*
12/13 | 0.14555930662212658188965250513380565245 | 0.019865819205731404923781308669782175980
f(z) = -169/128*z^3 + 43/72*z + 1
*
[ 12/13 ] 
f(z) = -169/135*z^3 + 59/60*z + 1
*
[ 11/14 ] 
f(z) = -168/121*z^3 + 45/77*z + 1
*
[ 11/15 ] 
f(z) = -175/121*z^3 + 41/99*z + 1
*
-5/42 | 0.19752037036583276081696520146214386574 | 0.024180779679292388690495822629728986707
f(z) = -168/125*z^3 + 44/105*z + 1
*
[ 3/4 ] 
f(z) = -178/135*z^3 + 49/120*z + 1
*
[ 3/4 ] 
f(z) = -176/123*z^3 + 58/123*z + 1
*
[ 3/4 ] 
f(z) = -176/129*z^3 + 56/129*z + 1
*
[ 3/4 ] 
f(z) = -166/135*z^3 + 43/120*z + 1
*
5/12 | 0.22146485079777417822116125440561870431 | 0.026793397538162707132831220143245312274
f(z) = -162/125*z^3 + 59/120*z + 1
*
-55/156 | 0.24780825880248910640530836437255046566 | 0.024536170778606097712334380337115041367
f(z) = -169/125*z^3 + 53/144*z + 1
*
[ 11/6 ] 
f(z) = -180/121*z^3 + 60/11*z + 1
*
[ -11/6 ] 
f(z) = -180/121*z^3 + 72/11*z + 1
*
[ 3 ] 
f(z) = -179/135*z^3 + 63/5*z + 1
*
[ -3 ] 
f(z) = -178/135*z^3 + 66/5*z + 1
*
[ 15/8 ] 
f(z) = -176/125*z^3 + 65/12*z + 1
*
[ 3 ] 
f(z) = -176/135*z^3 + 62/5*z + 1
*
[ -2/5 ] 
f(z) = -175/136*z^3 + 63/17*z + 1
*
-2 | 0.10979544596435905047317407463150510019 | 0.017025481327685914436052622919680757519
f(z) = -175/136*z^3 + 79/17*z + 1
*
[ 5/3 ] 
f(z) = -174/125*z^3 + 64/15*z + 1
*
-2 | 0.089268438312369806339590433858339893251 | 0.013842451444956033556736471902273043538
f(z) = -173/120*z^3 + 79/15*z + 1
*
[ 3 ] 
f(z) = -173/135*z^3 + 61/5*z + 1
*
-2 | 0.10957793538615777716814011644275853427 | 0.017025384603299580505763126779949952138
f(z) = -173/136*z^3 + 78/17*z + 1
*
[ -3 ] 
f(z) = -172/135*z^3 + 64/5*z + 1
*
[ -3/2 ] 
f(z) = -172/135*z^3 + 68/15*z + 1
*
[ -5/4 ] 
f(z) = -171/125*z^3 + 63/16*z + 1
*
-2 | 0.10935753277837839833529894526137575168 | 0.017025272949838325950196476133053042788
f(z) = -171/136*z^3 + 77/17*z + 1
*
-6/13 | 0.070074517707718013106134291648195676822 | 0.011290366626465292038177334817689361571
f(z) = -169/120*z^3 + 62/15*z + 1
*
-2 | 0.088831351248516972393837016687752807647 | 0.013829664615549762227999451200724824524
f(z) = -169/120*z^3 + 77/15*z + 1
*
30/13 | 0.16389852801331936264638969596505761693 | 0.022360726486793828112435611445264630324
f(z) = -169/125*z^3 + 61/10*z + 1
*
[ 35/13 ] 
f(z) = -169/125*z^3 + 73/7*z + 1
*
[ -16/13 ] 
f(z) = -169/128*z^3 + 61/16*z + 1
*
36/13 | 0.14525516323910648376889465048190374180 | 0.020338059280390838265840617826846261378
f(z) = -169/128*z^3 + 79/8*z + 1
*
-30/13 | 0.21588473581384373026696830558042916607 | 0.029147180668775222396225585207897091395
f(z) = -169/135*z^3 + 61/10*z + 1
*
[ -3 ] 
f(z) = -169/135*z^3 + 63/5*z + 1
*
-6/13 | 0.16247977011264855871292460338099897980 | 0.024991929039695164322342772119162266402
f(z) = -169/135*z^3 + 74/15*z + 1
*
-2 | 0.10913415064562207233904385097863531213 | 0.017025144033534978354485062797584685206
f(z) = -169/136*z^3 + 76/17*z + 1
*
[ 5/3 ] 
f(z) = -168/125*z^3 + 62/15*z + 1
*
-2 | 0.088607482395875664777073672665124959862 | 0.013822943059659153978060647325490913221
f(z) = -167/120*z^3 + 76/15*z + 1
*
-2 | 0.10890769699759395025590899838227397781 | 0.017024995250461927950161173111247733748
f(z) = -167/136*z^3 + 75/17*z + 1
*
[ -3 ] 
f(z) = -166/135*z^3 + 62/5*z + 1
*
-2 | 0.10867807500611479507421328001898838854 | 0.017024823693645237025276088003731754525
f(z) = -165/136*z^3 + 74/17*z + 1
*
-2 | 0.088153841338818060049489149889917967924 | 0.013809626335638624778779618436772312023
f(z) = -163/120*z^3 + 74/15*z + 1
*
[ -3 ] 
f(z) = -163/135*z^3 + 61/5*z + 1
*
-2 | 0.10844518262645759373319123193475122805 | 0.017024626115665001359519643299672636278
f(z) = -163/136*z^3 + 73/17*z + 1
*
5/3 | 0.25551770520769073547862900218001533394 | 0.027858088275338474844602301231891125112
f(z) = -162/125*z^3 + 77/18*z + 1
*
-2 | 0.087920787579321588126934779878213814206 | 0.013802535991742352386634328236807566347
f(z) = -161/120*z^3 + 73/15*z + 1
*
[ -5/4 ] 
f(z) = -161/125*z^3 + 61/16*z + 1
*
-2 | 0.10820891217824937499262252116554127973 | 0.017024398886031808491045672642749123242
f(z) = -161/136*z^3 + 72/17*z + 1
*
[ 4/3 ] 
f(z) = -177/128*z^3 + 65/24*z + 1
*
[ -5/8 ] 
f(z) = -176/125*z^3 + 63/20*z + 1
*
[ -5/4 ] 
f(z) = -172/125*z^3 + 79/20*z + 1
*
[ -3/4 ] 
f(z) = -172/135*z^3 + 61/20*z + 1
*
[ -5/6 ] 
f(z) = -171/125*z^3 + 63/20*z + 1
*
[ 20/13 ] 
f(z) = -169/125*z^3 + 71/20*z + 1
*
-45/26 | 0.20650389060460625972010324885348244601 | 0.027305645163098380707336055119618341736
f(z) = -169/125*z^3 + 77/20*z + 1
*
[ -12/13 ] 
f(z) = -169/128*z^3 + 77/24*z + 1
*
-5/4 | 0.16375526260525272510912219690530339903 | 0.022058833812179479589181638597116486064
f(z) = -168/125*z^3 + 67/30*z + 1
*
[ 4/3 ] 
f(z) = -165/128*z^3 + 61/24*z + 1
*
[ -5/4 ] 
f(z) = -164/125*z^3 + 77/20*z + 1
*
[ 3/2 ] 
f(z) = -163/135*z^3 + 61/20*z + 1
*
[ -11/18 ] 
f(z) = -162/121*z^3 + 69/22*z + 1
*
[ 35/36 ] 
f(z) = -162/125*z^3 + 67/56*z + 1
*
-35/36 | 0.17937210859874484341370571946492849551 | 0.023886549507316739996973470011188304994
f(z) = -162/125*z^3 + 73/40*z + 1
*
-4/7 | 0.19654524922594424997655064552736484410 | 0.027968756604428215619604596428575339664
f(z) = -161/128*z^3 + 65/56*z + 1
*
6/5 | 0.12142371675298565544044326165246256455 | 0.023509922263195767050368722188421870780
f(z) = -175/132*z^3 + 71/66*z + 1
*
[ 8/9 ] 
f(z) = -171/128*z^3 + 67/72*z + 1
*
[ 12/13 ] 
f(z) = -169/120*z^3 + 67/60*z + 1
*
[ 11/12 ] 
f(z) = -168/121*z^3 + 71/66*z + 1
*
5/14 | 0.10810828575200275232702218321415830188 | 0.013926058096273721821788211321361140619
f(z) = -168/125*z^3 + 61/70*z + 1
*
-3/4 | 0.19303815431866461182894048862870440412 | 0.029761543168603772988100373760971052295
f(z) = -164/135*z^3 + 61/60*z + 1
*
[ 5/6 ] 
f(z) = -178/125*z^3 + 71/90*z + 1
*
-5/7 | 0.19511574868995471078204667360704355789 | 0.023886401803993932687676545970707126292
f(z) = -168/125*z^3 + 79/105*z + 1
*
[ 4/5 ] 
f(z) = -175/132*z^3 + 79/132*z + 1
*
14/13 | 0.11112014487527628016400175114306423931 | 0.021661274627513304969966376937808610148
f(z) = -169/126*z^3 + 79/126*z + 1
*
[ 7/9 ] 
f(z) = -162/133*z^3 + 60/133*z + 1
*
[ 10/13 ] 
f(z) = -169/128*z^3 + 77/160*z + 1
*
[ 5/7 ] 
f(z) = -177/125*z^3 + 79/245*z + 1
*
[ 5/7 ] 
f(z) = -176/125*z^3 + 78/245*z + 1
*
[ 5/7 ] 
f(z) = -174/125*z^3 + 76/245*z + 1
*
[ 30/43 ] 
f(z) = -172/125*z^3 + 61/258*z + 1
*
[ 5/7 ] 
f(z) = -172/125*z^3 + 74/245*z + 1
*
[ 5/7 ] 
f(z) = -171/125*z^3 + 73/245*z + 1
*
[ 5/7 ] 
f(z) = -169/125*z^3 + 71/245*z + 1
*
[ 5/7 ] 
f(z) = -167/125*z^3 + 69/245*z + 1
*
[ 5/7 ] 
f(z) = -166/125*z^3 + 68/245*z + 1
*
[ 5/7 ] 
f(z) = -164/125*z^3 + 66/245*z + 1
*
[ 5/7 ] 
f(z) = -162/125*z^3 + 64/245*z + 1
*
-2 | 0.089903762752861504842794844004178114679 | 0.013860859401775227681159958020245256067
f(z) = -179/120*z^3 + 82/15*z + 1
*
[ 2 ] 
f(z) = -179/120*z^3 + 97/15*z + 1
*
-2 | 0.11022212037963017258329184022942410383 | 0.017025638143958010241763136459466739227
f(z) = -179/136*z^3 + 81/17*z + 1
*
[ 2 ] 
f(z) = -179/136*z^3 + 98/17*z + 1
*
[ -5/3 ] 
f(z) = -177/125*z^3 + 83/15*z + 1
*
-2 | 0.11001014782490282867048624613346097370 | 0.017025565215579665437393462260009067858
f(z) = -177/136*z^3 + 80/17*z + 1
*
[ 2 ] 
f(z) = -177/136*z^3 + 97/17*z + 1
*
[ -15/4 ] 
f(z) = -176/135*z^3 + 98/5*z + 1
*
[ 11/5 ] 
f(z) = -175/121*z^3 + 83/11*z + 1
*
[ -11/5 ] 
f(z) = -175/121*z^3 + 93/11*z + 1
*
[ 2 ] 
f(z) = -175/136*z^3 + 96/17*z + 1
*
[ -5/3 ] 
f(z) = -174/125*z^3 + 82/15*z + 1
*
[ 5/2 ] 
f(z) = -174/125*z^3 + 93/10*z + 1
*
[ 10/3 ] 
f(z) = -174/125*z^3 + 97/6*z + 1
*
[ 2 ] 
f(z) = -173/120*z^3 + 94/15*z + 1
*
[ 2 ] 
f(z) = -173/136*z^3 + 95/17*z + 1
*
[ -5/19 ] 
f(z) = -171/125*z^3 + 93/19*z + 1
*
[ 8/3 ] 
f(z) = -171/128*z^3 + 81/8*z + 1
*
[ -8/3 ] 
f(z) = -171/128*z^3 + 87/8*z + 1
*
[ 2 ] 
f(z) = -171/136*z^3 + 94/17*z + 1
*
-2/13 | 0.14724656530118723561495612029215960407 | 0.022659306246505606302270757752491409386
f(z) = -169/120*z^3 + 83/15*z + 1
*
[ 2 ] 
f(z) = -169/120*z^3 + 92/15*z + 1
*
36/13 | 0.20770030685962471008632401519610570531 | 0.028693845065484886030531255688619099030
f(z) = -169/128*z^3 + 87/8*z + 1
*
-4/13 | 0.18403503086275164519548361544075183306 | 0.024978598034238368672719914993048180407
f(z) = -169/128*z^3 + 99/8*z + 1
*
[ -30/13 ] 
f(z) = -169/135*z^3 + 81/10*z + 1
*
3/13 | 0.068479193414340819222243261773639398893 | 0.010295189575600856890634029421381597775
f(z) = -169/135*z^3 + 86/15*z + 1
*
-48/13 | 0.19879090656374742219202273409756654052 | 0.025611625601801863378446063473233862537
f(z) = -169/135*z^3 + 87/5*z + 1
*
[ 2 ] 
f(z) = -169/136*z^3 + 93/17*z + 1
*
[ -5/28 ] 
f(z) = -168/125*z^3 + 93/14*z + 1
*
[ 2 ] 
f(z) = -167/120*z^3 + 91/15*z + 1
*
[ 2 ] 
f(z) = -167/136*z^3 + 92/17*z + 1
*
[ 5/2 ] 
f(z) = -166/125*z^3 + 89/10*z + 1
*
[ -5/2 ] 
f(z) = -166/125*z^3 + 97/10*z + 1
*
[ 2 ] 
f(z) = -165/136*z^3 + 91/17*z + 1
*
[ 2 ] 
f(z) = -163/120*z^3 + 89/15*z + 1
*
[ 2 ] 
f(z) = -163/136*z^3 + 90/17*z + 1
*
[ 5/2 ] 
f(z) = -162/125*z^3 + 87/10*z + 1
*
[ 2 ] 
f(z) = -161/120*z^3 + 88/15*z + 1
*
[ 2 ] 
f(z) = -161/136*z^3 + 89/17*z + 1
*
[ -3/2 ] 
f(z) = -179/135*z^3 + 93/20*z + 1
*
-15/22 | 0.21095308085746064546550889717911035353 | 0.022697228894128007790348833494185338220
f(z) = -176/125*z^3 + 87/22*z + 1
*
[ -3/2 ] 
f(z) = -173/135*z^3 + 91/20*z + 1
*
-5/6 | 0.18753872176319763190733028298679546006 | 0.024554292296207360815551258304604561936
f(z) = -171/125*z^3 + 83/20*z + 1
*
[ -2/3 ] 
f(z) = -171/128*z^3 + 99/32*z + 1
*
[ 22/13 ] 
f(z) = -169/121*z^3 + 97/22*z + 1
*
-20/13 | 0.094209071470719674063756597387686016134 | 0.012259169830028202588432905522585561715
f(z) = -169/125*z^3 + 87/20*z + 1
*
-15/26 | 0.093924828444655692959507414005689470439 | 0.012100993865464286077914157900466792401
f(z) = -169/135*z^3 + 87/20*z + 1
*
-5/3 | 0.092971378944272598250336562521167903412 | 0.010054052898289572347071667749020742518
f(z) = -168/125*z^3 + 83/24*z + 1
*
[ -3/2 ] 
f(z) = -167/135*z^3 + 89/20*z + 1
*
[ -4/3 ] 
f(z) = -165/128*z^3 + 97/24*z + 1
*
[ -3/2 ] 
f(z) = -161/135*z^3 + 87/20*z + 1
*
[ 5/4 ] 
f(z) = -178/125*z^3 + 97/40*z + 1
*
[ 11/10 ] 
f(z) = -175/121*z^3 + 81/44*z + 1
*
-8/7 | 0.21091293775329321851529145606218243341 | 0.028871663745619945174726126593764487188
f(z) = -175/128*z^3 + 93/56*z + 1
*
-4/35 | 0.079027037815431352889567481275838996440 | 0.010726135139458091636716144551811745597
f(z) = -175/128*z^3 + 99/56*z + 1
*
15/13 | 0.17273665066095466156180847164301650267 | 0.022652219141849850330290677146039651540
f(z) = -169/125*z^3 + 82/45*z + 1
*
[ 10/9 ] 
f(z) = -168/125*z^3 + 95/54*z + 1
*
-5/8 | 0.22753199433611444613654287578526914962 | 0.024251478501745402160425914839614594605
f(z) = -168/125*z^3 + 95/56*z + 1
*
[ 5/4 ] 
f(z) = -166/125*z^3 + 91/40*z + 1
*
[ 5/4 ] 
f(z) = -162/125*z^3 + 89/40*z + 1
*
[ 8/7 ] 
f(z) = -161/128*z^3 + 99/56*z + 1
*
3/8 | 0.16837184092411101089251621404844270048 | 0.025099840553489243490499505758436211141
f(z) = -176/135*z^3 + 91/60*z + 1
*
[ 12/13 ] 
f(z) = -169/126*z^3 + 89/84*z + 1
*
-3/4 | 0.20159422263946267074757311711759712840 | 0.025510223741885362856005514291839476922
f(z) = -169/135*z^3 + 83/80*z + 1
*
-8/11 | 0.20734270616046857696195919162705601767 | 0.027631544053181253022806825429506009636
f(z) = -165/128*z^3 + 93/88*z + 1
*
-3/4 | 0.22920051175174762275747445919279026082 | 0.029136872183353736315603217202587187987
f(z) = -163/135*z^3 + 81/80*z + 1
*
[ 11/12 ] 
f(z) = -162/121*z^3 + 91/88*z + 1
*
85/126 | 0.23355600492530572721130854030766414730 | 0.024146235622617622425419552450421199052
f(z) = -162/125*z^3 + 97/98*z + 1
*
[ 6/7 ] 
f(z) = -161/120*z^3 + 86/105*z + 1
*
[ 4/5 ] 
f(z) = -175/124*z^3 + 81/124*z + 1
*
[ 21/26 ] 
f(z) = -169/135*z^3 + 81/140*z + 1
*
12/35 | 0.23096650078096528799857706045000709867 | 0.028134708698881638657879790887448028001
f(z) = -175/128*z^3 + 97/168*z + 1
*
[ 5/7 ] 
f(z) = -179/125*z^3 + 81/245*z + 1
*
[ 3/4 ] 
f(z) = -169/135*z^3 + 89/240*z + 1
*
[ 3/4 ] 
f(z) = -163/135*z^3 + 83/240*z + 1
*
[ 11/15 ] 
f(z) = -162/121*z^3 + 98/275*z + 1
*
[ -2 ] 
f(z) = -179/120*z^3 + 112/15*z + 1
*
[ -2 ] 
f(z) = -179/136*z^3 + 115/17*z + 1
*
[ -5/2 ] 
f(z) = -178/125*z^3 + 103/10*z + 1
*
[ -2 ] 
f(z) = -177/136*z^3 + 114/17*z + 1
*
[ -5/44 ] 
f(z) = -176/125*z^3 + 108/11*z + 1
*
[ -2 ] 
f(z) = -175/136*z^3 + 113/17*z + 1
*
[ -5/2 ] 
f(z) = -174/125*z^3 + 101/10*z + 1
*
[ -2 ] 
f(z) = -173/120*z^3 + 109/15*z + 1
*
[ -2 ] 
f(z) = -173/136*z^3 + 112/17*z + 1
*
[ -2 ] 
f(z) = -171/136*z^3 + 111/17*z + 1
*
-30/13 | 0.14825556186909364995528334247781936850 | 0.022049264786703489632600153121218907465
f(z) = -169/120*z^3 + 104/15*z + 1
*
[ -2 ] 
f(z) = -169/120*z^3 + 107/15*z + 1
*
-6/13 | 0.18222333509678660809968109571973789899 | 0.026805668191645947217142751173953262550
f(z) = -169/120*z^3 + 112/15*z + 1
*
[ -2/13 ] 
f(z) = -169/120*z^3 + 113/15*z + 1
*
[ -40/13 ] 
f(z) = -169/125*z^3 + 113/8*z + 1
*
-3/13 | 0.19816772249116853317886479265005799211 | 0.024592635501486687556381216899888689480
f(z) = -169/135*z^3 + 117/5*z + 1
*
[ -2 ] 
f(z) = -169/136*z^3 + 110/17*z + 1
*
[ -2 ] 
f(z) = -167/120*z^3 + 106/15*z + 1
*
[ -2 ] 
f(z) = -167/136*z^3 + 109/17*z + 1
*
[ -2 ] 
f(z) = -165/136*z^3 + 108/17*z + 1
*
[ -2 ] 
f(z) = -163/120*z^3 + 104/15*z + 1
*
[ -2 ] 
f(z) = -163/136*z^3 + 107/17*z + 1
*
[ -2 ] 
f(z) = -161/120*z^3 + 103/15*z + 1
*
[ -2 ] 
f(z) = -161/136*z^3 + 106/17*z + 1
*
[ -5/6 ] 
f(z) = -179/125*z^3 + 115/36*z + 1
*
[ -5/8 ] 
f(z) = -178/125*z^3 + 101/32*z + 1
*
[ -4/3 ] 
f(z) = -177/128*z^3 + 101/24*z + 1
*
-5/8 | 0.14226789889338683128118768536520604064 | 0.018114980608155859423068158179078562705
f(z) = -176/125*z^3 + 103/20*z + 1
*
[ -15/22 ] 
f(z) = -176/125*z^3 + 103/33*z + 1
*
[ 15/8 ] 
f(z) = -176/135*z^3 + 101/20*z + 1
*
[ -2/5 ] 
f(z) = -175/128*z^3 + 119/32*z + 1
*
5/3 | 0.23024047984829041891710133408659101329 | 0.028974684225874157489773991040190644073
f(z) = -174/125*z^3 + 113/30*z + 1
*
[ -5/6 ] 
f(z) = -169/125*z^3 + 113/36*z + 1
*
5/26 | 0.14357379153669788262927900989121311689 | 0.017989336723883187142327642322012503109
f(z) = -169/125*z^3 + 117/20*z + 1
*
[ -20/39 ] 
f(z) = -169/125*z^3 + 119/36*z + 1
*
-12/13 | 0.095207776095783295747226902931183253594 | 0.012887320414849761851490039552901141146
f(z) = -169/128*z^3 + 101/24*z + 1
*
[ 24/13 ] 
f(z) = -169/128*z^3 + 119/24*z + 1
*
[ -6/13 ] 
f(z) = -169/135*z^3 + 103/30*z + 1
*
[ -5/7 ] 
f(z) = -168/125*z^3 + 108/35*z + 1
*
[ -5/12 ] 
f(z) = -168/125*z^3 + 109/30*z + 1
*
5/14 | 0.20359141097567596208672567753937603581 | 0.025482179184544566596452727534281119110
f(z) = -168/125*z^3 + 118/35*z + 1
*
[ 11/6 ] 
f(z) = -162/121*z^3 + 109/22*z + 1
*
[ -5/7 ] 
f(z) = -161/125*z^3 + 107/35*z + 1
*
[ -5/14 ] 
f(z) = -161/125*z^3 + 111/28*z + 1
*
[ 11/10 ] 
f(z) = -180/121*z^3 + 104/55*z + 1
*
[ 8/7 ] 
f(z) = -175/128*z^3 + 107/56*z + 1
*
[ 6/5 ] 
f(z) = -175/136*z^3 + 103/51*z + 1
*
-18/13 | 0.17784925955752544184907640575464834791 | 0.026267137910020503171462892047042161386
f(z) = -169/120*z^3 + 109/45*z + 1
*
-35/39 | 0.097354125742689072234482006620730616506 | 0.012265280331259570122935259682825740068
f(z) = -169/125*z^3 + 112/45*z + 1
*
-6/13 | 0.15871839006139876730732980160503940440 | 0.027683401771484938722444294148972969580
f(z) = -169/126*z^3 + 103/42*z + 1
*
3/13 | 0.082807299566985498342466213350202896804 | 0.014170731606940245089533546309137359518
f(z) = -169/126*z^3 + 115/42*z + 1
*
20/13 | 0.19393211535907801578448412549325449498 | 0.026047177862377640836651901122317105993
f(z) = -169/128*z^3 + 107/40*z + 1
*
-8/5 | 0.22251057607261532801653911318291871640 | 0.029531199083595342088594812658163020107
f(z) = -165/128*z^3 + 117/40*z + 1
*
[ 20/19 ] 
f(z) = -171/125*z^3 + 119/76*z + 1
*
12/13 | 0.099623592111220396135404104407993430979 | 0.018565791541432133304517407224969391800
f(z) = -169/120*z^3 + 107/60*z + 1
*
4/13 | 0.068446401026538635577437970408363174350 | 0.012627240860123153355388914848809060897
f(z) = -169/120*z^3 + 113/60*z + 1
*
12/13 | 0.14567680398102569452937022196808662666 | 0.019378303948347542082039834821735954196
f(z) = -169/128*z^3 + 115/72*z + 1
*
33/26 | 0.098186370157873466291577413281867781791 | 0.014413005918005166579058725209097392312
f(z) = -169/135*z^3 + 101/60*z + 1
*
-2/3 | 0.16687171333428077177183709634126570601 | 0.026594110305597297129591971941004075005
f(z) = -177/128*z^3 + 107/96*z + 1
*
-5/52 | 0.12927921958427515709363788001165499560 | 0.016269183276937269371038535757962711785
f(z) = -169/125*z^3 + 113/80*z + 1
*
[ 15/16 ] 
f(z) = -168/125*z^3 + 107/96*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.026894712837308473346468050822274048805
f(z) = -165/128*z^3 + 103/96*z + 1
*
[ 10/11 ] 
f(z) = -176/125*z^3 + 117/110*z + 1
*
[ 21/26 ] 
f(z) = -169/126*z^3 + 107/168*z + 1
*
-3/26 | 0.12277852310755342332918714775965164571 | 0.018842063406462496171049234082920842046
f(z) = -169/126*z^3 + 115/168*z + 1
*
[ 4/5 ] 
f(z) = -169/128*z^3 + 119/200*z + 1
*
[ 4/5 ] 
f(z) = -167/128*z^3 + 117/200*z + 1
*
[ 4/5 ] 
f(z) = -163/128*z^3 + 113/200*z + 1
*
[ 4/5 ] 
f(z) = -161/128*z^3 + 111/200*z + 1
*
60/91 | 0.21952487304321310957874458707754504696 | 0.024332931753479018242576011119494971286
f(z) = -169/135*z^3 + 117/245*z + 1
*
[ 11/15 ] 
f(z) = -171/121*z^3 + 109/275*z + 1
*
[ 10/13 ] 
f(z) = -169/135*z^3 + 119/270*z + 1
*
[ 30/13 ] 
f(z) = -169/120*z^3 + 121/15*z + 1
*
-30/13 | 0.078065622954220394241953824823098674659 | 0.011341039770930120651401560803766555836
f(z) = -169/120*z^3 + 122/15*z + 1
*
[ -30/13 ] 
f(z) = -169/120*z^3 + 134/15*z + 1
*
60/13 | 0.22022226356031165921767169198220339774 | 0.026926517878198066598961646679910055287
f(z) = -169/135*z^3 + 132/5*z + 1
*
[ -2/13 ] 
f(z) = -169/136*z^3 + 128/17*z + 1
*
[ -15/4 ] 
f(z) = -168/125*z^3 + 121/6*z + 1
*
[ -3/2 ] 
f(z) = -178/135*z^3 + 139/30*z + 1
*
[ -5/12 ] 
f(z) = -172/125*z^3 + 131/36*z + 1
*
[ -22/13 ] 
f(z) = -169/121*z^3 + 123/22*z + 1
*
[ 25/13 ] 
f(z) = -169/125*z^3 + 137/25*z + 1
*
-18/13 | 0.12931940930422261595325993494142813051 | 0.020704002374549923334713851321797172066
f(z) = -169/128*z^3 + 129/32*z + 1
*
-24/13 | 0.22507826195474892133435131517257984903 | 0.029372319904851188057764763119238265950
f(z) = -169/128*z^3 + 133/24*z + 1
*
-10/13 | 0.11853161636363957850594872783924922441 | 0.018795820190241667954442024774989995794
f(z) = -169/128*z^3 + 137/32*z + 1
*
-15/26 | 0.11305903773677922425157314976873827493 | 0.013944097412905110277241093906224449459
f(z) = -169/135*z^3 + 123/20*z + 1
*
-10/21 | 0.28646827895254433713801345346286338587 | 0.029690153847184887625220080457630141494
f(z) = -168/125*z^3 + 124/21*z + 1
*
[ -5/18 ] 
f(z) = -168/125*z^3 + 127/27*z + 1
*
-5/12 | 0.13689805898080788363015294145917255713 | 0.016790406770726746357537496031538971687
f(z) = -168/125*z^3 + 139/30*z + 1
*
[ -5/14 ] 
f(z) = -168/125*z^3 + 139/35*z + 1
*
[ -3/2 ] 
f(z) = -166/135*z^3 + 133/30*z + 1
*
[ -11/6 ] 
f(z) = -162/121*z^3 + 133/22*z + 1
*
-5/3 | 0.21334828909341675173460021744078434064 | 0.026358581790715084804906402228121448338
f(z) = -162/125*z^3 + 131/30*z + 1
*
[ 20/9 ] 
f(z) = -162/125*z^3 + 139/20*z + 1
*
[ -3/4 ] 
f(z) = -178/135*z^3 + 123/40*z + 1
*
5/44 | 0.23668099343276807454417871447058041298 | 0.029500689997592522832748069444766150166
f(z) = -176/125*z^3 + 122/55*z + 1
*
8/5 | 0.22033018045237538084444372030341827460 | 0.029111937001983570863139527568286164207
f(z) = -175/128*z^3 + 121/56*z + 1
*
-36/35 | 0.17468238904403504144660591644030350436 | 0.023030667794088798130105404357010917384
f(z) = -175/128*z^3 + 123/56*z + 1
*
[ 18/13 ] 
f(z) = -169/120*z^3 + 134/45*z + 1
*
[ 20/13 ] 
f(z) = -169/128*z^3 + 139/40*z + 1
*
[ -9/13 ] 
f(z) = -169/135*z^3 + 137/45*z + 1
*
[ -3/4 ] 
f(z) = -166/135*z^3 + 121/40*z + 1
*
[ -4/5 ] 
f(z) = -165/128*z^3 + 123/40*z + 1
*
[ 25/18 ] 
f(z) = -162/125*z^3 + 139/50*z + 1
*
[ 6/5 ] 
f(z) = -175/132*z^3 + 137/66*z + 1
*
-12/13 | 0.14430538917182637842326665668070354392 | 0.025708550818143336230089752793140428235
f(z) = -169/120*z^3 + 137/60*z + 1
*
51/52 | 0.15894188356593622646216830421300824639 | 0.019603042373259576289570245391925719215
f(z) = -169/135*z^3 + 123/80*z + 1
*
[ 25/26 ] 
f(z) = -169/125*z^3 + 121/100*z + 1
*
-6/7 | 0.16396947659611420690869255485224047265 | 0.023333163225940978566044587552775883387
f(z) = -161/120*z^3 + 121/105*z + 1
*
-8/13 | 0.12644652044120795216811785364997207005 | 0.024648931191052591544377035063824877888
f(z) = -169/120*z^3 + 139/120*z + 1
*
[ 34/39 ] 
f(z) = -169/136*z^3 + 122/153*z + 1
*
-15/26 | 0.15117251136101373634839710262003074691 | 0.023199513826072054579276645193665137607
f(z) = -169/126*z^3 + 131/168*z + 1
*
[ 5/6 ] 
f(z) = -173/125*z^3 + 137/180*z + 1
*
[ 5/6 ] 
f(z) = -167/125*z^3 + 131/180*z + 1
*
[ 5/6 ] 
f(z) = -163/125*z^3 + 127/180*z + 1
*
[ 22/27 ] 
f(z) = -162/121*z^3 + 131/198*z + 1
*
[ 4/5 ] 
f(z) = -179/128*z^3 + 129/200*z + 1
*
[ 4/5 ] 
f(z) = -177/128*z^3 + 127/200*z + 1
*
[ 4/5 ] 
f(z) = -173/128*z^3 + 123/200*z + 1
*
[ 4/5 ] 
f(z) = -171/128*z^3 + 121/200*z + 1
*
[ 10/3 ] 
f(z) = -171/125*z^3 + 159/10*z + 1
*
[ 34/13 ] 
f(z) = -169/136*z^3 + 155/17*z + 1
*
[ -35/9 ] 
f(z) = -162/125*z^3 + 146/7*z + 1
*
[ 10/3 ] 
f(z) = -162/125*z^3 + 151/10*z + 1
*
-2 | 0.10981460991906931814719268350498910468 | 0.017011809759458087940480943944015757358
f(z) = -175/128*z^3 + 159/32*z + 1
*
-2 | 0.10959876497158122252870078337662638067 | 0.017011731729980548832460659322954555079
f(z) = -173/128*z^3 + 157/32*z + 1
*
-2 | 0.10938011493068940266684647321109520876 | 0.017011646511839254736663686497652494691
f(z) = -171/128*z^3 + 155/32*z + 1
*
[ -24/13 ] 
f(z) = -169/128*z^3 + 145/24*z + 1
*
-2 | 0.10915857819097083569998527842879948839 | 0.017011552513802596829921269629245735652
f(z) = -169/128*z^3 + 153/32*z + 1
*
-30/13 | 0.17912922951626154880352080203744773029 | 0.021617596499483656602305187417287424819
f(z) = -169/135*z^3 + 147/20*z + 1
*
-2 | 0.10893406917163873788157228986968498773 | 0.017011447951484738930664208188120161139
f(z) = -167/128*z^3 + 151/32*z + 1
*
-2 | 0.10870649803140785305554016527400816984 | 0.017011330823840498505573166554796415059
f(z) = -165/128*z^3 + 149/32*z + 1
*
-2 | 0.10847577035558090265618119459527755888 | 0.017011198886495802999263981964816870589
f(z) = -163/128*z^3 + 147/32*z + 1
*
[ -20/9 ] 
f(z) = -162/125*z^3 + 157/20*z + 1
*
[ -15/7 ] 
f(z) = -161/125*z^3 + 155/21*z + 1
*
-2 | 0.10824178681188517364250027472379270399 | 0.017011049621430737905089440879748624719
f(z) = -161/128*z^3 + 145/32*z + 1
*
-6/7 | 0.17510944621565941184484239428426598190 | 0.020934233921579939062450790297219654950
f(z) = -161/135*z^3 + 159/35*z + 1
*
[ -11/12 ] 
f(z) = -180/121*z^3 + 147/44*z + 1
*
[ -5/7 ] 
f(z) = -177/125*z^3 + 153/49*z + 1
*
[ -2/3 ] 
f(z) = -177/136*z^3 + 157/51*z + 1
*
[ -5/6 ] 
f(z) = -176/125*z^3 + 143/45*z + 1
*
[ -5/4 ] 
f(z) = -174/125*z^3 + 159/40*z + 1
*
[ -5/6 ] 
f(z) = -172/125*z^3 + 142/45*z + 1
*
[ -5/7 ] 
f(z) = -172/125*z^3 + 152/49*z + 1
*
[ -11/26 ] 
f(z) = -169/121*z^3 + 159/44*z + 1
*
[ -6/13 ] 
f(z) = -169/126*z^3 + 145/42*z + 1
*
3/13 | 0.15810431592900747414413664812590310496 | 0.025687727241463471422569174898617534407
f(z) = -169/126*z^3 + 157/42*z + 1
*
[ -10/21 ] 
f(z) = -168/125*z^3 + 143/42*z + 1
*
[ -5/7 ] 
f(z) = -167/125*z^3 + 151/49*z + 1
*
[ 8/5 ] 
f(z) = -165/128*z^3 + 147/40*z + 1
*
[ -2/3 ] 
f(z) = -165/136*z^3 + 155/51*z + 1
*
[ -5/7 ] 
f(z) = -162/125*z^3 + 150/49*z + 1
*
3/2 | 0.10558363198762292079770128845731794971 | 0.014634911274088652319867178215977525525
f(z) = -176/135*z^3 + 151/60*z + 1
*
-5/16 | 0.28250595912089025995745020925215365443 | 0.028732555676748944825965304234935587298
f(z) = -164/125*z^3 + 149/64*z + 1
*
[ 45/44 ] 
f(z) = -176/125*z^3 + 148/99*z + 1
*
185/132 | 0.25570833638117259366725920417711330608 | 0.025903069373823796967736116606802375136
f(z) = -176/125*z^3 + 155/99*z + 1
*
-3/8 | 0.20067728276356132975802652895092798567 | 0.024218049377595476944818292765636306318
f(z) = -164/135*z^3 + 147/80*z + 1
*
[ 34/35 ] 
f(z) = -175/136*z^3 + 141/119*z + 1
*
-3/5 | 0.13321874193948224756522731219904256437 | 0.025793661656473337566787480035803852073
f(z) = -175/132*z^3 + 151/132*z + 1
*
-11/13 | 0.13321874193948224756522731219904256437 | 0.025969078405377436111725401923697398749
f(z) = -169/132*z^3 + 145/132*z + 1
*
11/13 | 0.13892222202425999123414380100529764868 | 0.027080889846836523762109874626533881255
f(z) = -169/132*z^3 + 157/132*z + 1
*
-8/15 | 0.23026486443040066180302023514756473559 | 0.029468261054587597456347910003556538798
f(z) = -165/128*z^3 + 149/120*z + 1
*
[ 5/6 ] 
f(z) = -179/125*z^3 + 143/180*z + 1
*
[ 6/7 ] 
f(z) = -161/135*z^3 + 149/210*z + 1
*
[ 4/5 ] 
f(z) = -175/134*z^3 + 157/268*z + 1
*
[ 4/5 ] 
f(z) = -175/138*z^3 + 155/276*z + 1
*
[ 5 ] 
f(z) = -174/125*z^3 + 178/5*z + 1
*
[ 5 ] 
f(z) = -173/125*z^3 + 177/5*z + 1
*
[ -5 ] 
f(z) = -173/125*z^3 + 179/5*z + 1
*
[ 4 ] 
f(z) = -173/128*z^3 + 179/8*z + 1
*
[ 5 ] 
f(z) = -172/125*z^3 + 176/5*z + 1
*
[ -5 ] 
f(z) = -172/125*z^3 + 178/5*z + 1
*
[ -5 ] 
f(z) = -171/125*z^3 + 177/5*z + 1
*
[ 4 ] 
f(z) = -171/128*z^3 + 177/8*z + 1
*
[ 5 ] 
f(z) = -169/125*z^3 + 173/5*z + 1
*
[ 4 ] 
f(z) = -169/128*z^3 + 175/8*z + 1
*
[ -4 ] 
f(z) = -169/128*z^3 + 179/8*z + 1
*
[ 3 ] 
f(z) = -169/135*z^3 + 179/15*z + 1
*
[ -34/13 ] 
f(z) = -169/136*z^3 + 168/17*z + 1
*
[ 5 ] 
f(z) = -168/125*z^3 + 172/5*z + 1
*
[ -5 ] 
f(z) = -168/125*z^3 + 174/5*z + 1
*
[ 5 ] 
f(z) = -167/125*z^3 + 171/5*z + 1
*
[ -5 ] 
f(z) = -167/125*z^3 + 173/5*z + 1
*
[ 4 ] 
f(z) = -167/128*z^3 + 173/8*z + 1
*
[ -4 ] 
f(z) = -167/128*z^3 + 177/8*z + 1
*
[ -5 ] 
f(z) = -166/125*z^3 + 172/5*z + 1
*
[ 3 ] 
f(z) = -166/135*z^3 + 176/15*z + 1
*
[ 4 ] 
f(z) = -165/128*z^3 + 171/8*z + 1
*
[ -4 ] 
f(z) = -165/128*z^3 + 175/8*z + 1
*
[ 5 ] 
f(z) = -164/125*z^3 + 168/5*z + 1
*
[ 5 ] 
f(z) = -163/125*z^3 + 167/5*z + 1
*
[ -5 ] 
f(z) = -163/125*z^3 + 169/5*z + 1
*
[ 4 ] 
f(z) = -163/128*z^3 + 169/8*z + 1
*
[ -4 ] 
f(z) = -163/128*z^3 + 173/8*z + 1
*
[ 3 ] 
f(z) = -163/135*z^3 + 173/15*z + 1
*
[ 5 ] 
f(z) = -162/125*z^3 + 166/5*z + 1
*
[ -5 ] 
f(z) = -162/125*z^3 + 168/5*z + 1
*
[ -5 ] 
f(z) = -161/125*z^3 + 167/5*z + 1
*
[ 4 ] 
f(z) = -161/128*z^3 + 167/8*z + 1
*
[ -4 ] 
f(z) = -161/128*z^3 + 171/8*z + 1
*
-2 | 0.11023819261882682371030383995691442494 | 0.017011949773698886484853224282794865010
f(z) = -179/128*z^3 + 163/32*z + 1
*
-2 | 0.11002772766358733521597795748021926554 | 0.017011882019102583015652115926971000859
f(z) = -177/128*z^3 + 161/32*z + 1
*
5/2 | 0.19837570158869522132172723654942403700 | 0.023864384248248151275309457601988445123
f(z) = -176/125*z^3 + 163/20*z + 1
*
[ 45/26 ] 
f(z) = -169/125*z^3 + 161/36*z + 1
*
[ -25/13 ] 
f(z) = -169/125*z^3 + 163/25*z + 1
*
80/39 | 0.28403486742419114414947036673315029290 | 0.028556815280884211494480424190440611774
f(z) = -169/125*z^3 + 167/36*z + 1
*
-2/13 | 0.17648908054512459853255021330175279487 | 0.026893803288126211812480333409659568715
f(z) = -169/128*z^3 + 177/32*z + 1
*
30/13 | 0.099192566823004441995758654595577971444 | 0.013604842951914433051539700454232780917
f(z) = -169/135*z^3 + 163/30*z + 1
*
[ -21/13 ] 
f(z) = -169/135*z^3 + 171/35*z + 1
*
[ 11/6 ] 
f(z) = -168/121*z^3 + 169/33*z + 1
*
[ 5/2 ] 
f(z) = -167/125*z^3 + 179/20*z + 1
*
[ 2 ] 
f(z) = -163/128*z^3 + 179/32*z + 1
*
-5/3 | 0.23126435235266943025826310329668380740 | 0.027862234414134223043572693361056842318
f(z) = -162/125*z^3 + 161/30*z + 1
*
[ 5/2 ] 
f(z) = -161/125*z^3 + 173/20*z + 1
*
[ 2 ] 
f(z) = -161/128*z^3 + 177/32*z + 1
*
[ -11/15 ] 
f(z) = -180/121*z^3 + 174/55*z + 1
*
[ -5/4 ] 
f(z) = -178/125*z^3 + 161/40*z + 1
*
[ -5/12 ] 
f(z) = -177/125*z^3 + 175/48*z + 1
*
[ -5/12 ] 
f(z) = -176/125*z^3 + 164/45*z + 1
*
15/8 | 0.27317489724158912779582589475809366977 | 0.027432121834330053960017719643152751387
f(z) = -176/125*z^3 + 169/44*z + 1
*
5/44 | 0.16303882875982980362528461802012101351 | 0.019420885337900966177143910045433220916
f(z) = -176/125*z^3 + 177/55*z + 1
*
[ -15/22 ] 
f(z) = -176/135*z^3 + 169/55*z + 1
*
[ -11/10 ] 
f(z) = -175/121*z^3 + 161/44*z + 1
*
[ -4/7 ] 
f(z) = -175/128*z^3 + 179/56*z + 1
*
[ 21/13 ] 
f(z) = -169/126*z^3 + 163/42*z + 1
*
-12/13 | 0.14879811107427985159577611909111935763 | 0.023935586179139285777629512746509798874
f(z) = -169/126*z^3 + 167/42*z + 1
*
[ -6/13 ] 
f(z) = -169/136*z^3 + 175/51*z + 1
*
-5/3 | 0.24958215127526176828610749661166795021 | 0.029690028961686367555186531557559177401
f(z) = -162/125*z^3 + 179/45*z + 1
*
[ -10/23 ] 
f(z) = -161/125*z^3 + 163/46*z + 1
*
[ 5/3 ] 
f(z) = -161/125*z^3 + 179/45*z + 1
*
[ -4/7 ] 
f(z) = -161/128*z^3 + 177/56*z + 1
*
[ 4/3 ] 
f(z) = -171/136*z^3 + 169/68*z + 1
*
20/13 | 0.10516727143526989579723654820087122667 | 0.017988261825974828028587348297211156953
f(z) = -169/120*z^3 + 173/60*z + 1
*
-40/39 | 0.17377390577434832900644175599603955122 | 0.022090823631464848234341784328391809392
f(z) = -169/128*z^3 + 163/72*z + 1
*
-12/13 | 0.16844005226131026830951760462358410870 | 0.021221128989000541175308860585822828526
f(z) = -169/128*z^3 + 175/72*z + 1
*
-6/13 | 0.17273717040374665111346001016585636619 | 0.023732102813950009973110118150143880842
f(z) = -169/135*z^3 + 161/60*z + 1
*
[ 4/3 ] 
f(z) = -161/128*z^3 + 179/72*z + 1
*
[ 10/9 ] 
f(z) = -171/125*z^3 + 161/90*z + 1
*
[ 5/4 ] 
f(z) = -163/125*z^3 + 179/80*z + 1
*
[ 5/4 ] 
f(z) = -161/125*z^3 + 177/80*z + 1
*
-14/13 | 0.20048440643469355622613589447122874437 | 0.027925310807991922810056431572110413010
f(z) = -169/120*z^3 + 164/105*z + 1
*
[ 14/13 ] 
f(z) = -169/120*z^3 + 179/105*z + 1
*
[ 15/14 ] 
f(z) = -168/125*z^3 + 169/105*z + 1
*
-5/6 | 0.11597740162314284400924015646015373336 | 0.013796549134215050743564624270657396217
f(z) = -168/125*z^3 + 179/105*z + 1
*
35/26 | 0.22158400918595042311131151782411860381 | 0.026185453343176038241064994347290709755
f(z) = -169/125*z^3 + 179/140*z + 1
*
36/35 | 0.13408254490063821934939775501005287165 | 0.016332989111532090001133309226497833579
f(z) = -175/128*z^3 + 173/168*z + 1
*
-10/13 | 0.17513344481501862002882900805462317601 | 0.025986748325361079068418230704791100154
f(z) = -169/128*z^3 + 173/160*z + 1
*
15/14 | 0.19752102250518648018121204846126649476 | 0.022289459423909188555885084275949547465
f(z) = -168/125*z^3 + 163/210*z + 1
*
[ 4/5 ] 
f(z) = -175/122*z^3 + 163/244*z + 1
*
[ 15/19 ] 
f(z) = -171/125*z^3 + 167/285*z + 1
*
[ 5 ] 
f(z) = -179/125*z^3 + 183/5*z + 1
*
[ 4 ] 
f(z) = -179/128*z^3 + 185/8*z + 1
*
[ -4 ] 
f(z) = -179/128*z^3 + 189/8*z + 1
*
[ -3 ] 
f(z) = -179/135*z^3 + 199/15*z + 1
*
[ 5 ] 
f(z) = -178/125*z^3 + 182/5*z + 1
*
[ -5 ] 
f(z) = -178/125*z^3 + 184/5*z + 1
*
[ 3 ] 
f(z) = -178/135*z^3 + 188/15*z + 1
*
[ 5 ] 
f(z) = -177/125*z^3 + 181/5*z + 1
*
[ -5 ] 
f(z) = -177/125*z^3 + 183/5*z + 1
*
[ 4 ] 
f(z) = -177/128*z^3 + 183/8*z + 1
*
[ -4 ] 
f(z) = -177/128*z^3 + 187/8*z + 1
*
[ -5 ] 
f(z) = -176/125*z^3 + 182/5*z + 1
*
[ -3 ] 
f(z) = -176/135*z^3 + 196/15*z + 1
*
[ 4 ] 
f(z) = -175/128*z^3 + 181/8*z + 1
*
[ -4 ] 
f(z) = -175/128*z^3 + 185/8*z + 1
*
[ -4 ] 
f(z) = -173/128*z^3 + 183/8*z + 1
*
[ -3 ] 
f(z) = -173/135*z^3 + 193/15*z + 1
*
[ 3 ] 
f(z) = -172/135*z^3 + 182/15*z + 1
*
[ -4 ] 
f(z) = -171/128*z^3 + 181/8*z + 1
*
2/13 | 0.16196514859956670382684806393263764659 | 0.022138836478154047723103911099298208922
f(z) = -169/120*z^3 + 188/15*z + 1
*
[ -3 ] 
f(z) = -167/135*z^3 + 187/15*z + 1
*
[ -3 ] 
f(z) = -164/135*z^3 + 184/15*z + 1
*
[ -3 ] 
f(z) = -161/135*z^3 + 181/15*z + 1
*
[ 5/2 ] 
f(z) = -179/125*z^3 + 191/20*z + 1
*
[ 2 ] 
f(z) = -179/128*z^3 + 195/32*z + 1
*
[ 5/2 ] 
f(z) = -177/125*z^3 + 189/20*z + 1
*
[ 2 ] 
f(z) = -177/128*z^3 + 193/32*z + 1
*
[ 2 ] 
f(z) = -175/128*z^3 + 191/32*z + 1
*
[ 2 ] 
f(z) = -173/128*z^3 + 189/32*z + 1
*
[ 5/2 ] 
f(z) = -171/125*z^3 + 183/20*z + 1
*
[ -5/2 ] 
f(z) = -171/125*z^3 + 199/20*z + 1
*
[ 2 ] 
f(z) = -171/128*z^3 + 187/32*z + 1
*
[ 5/2 ] 
f(z) = -169/125*z^3 + 181/20*z + 1
*
[ -5/2 ] 
f(z) = -169/125*z^3 + 197/20*z + 1
*
[ 2 ] 
f(z) = -169/128*z^3 + 185/32*z + 1
*
75/26 | 0.11745635477045175742511200597893862271 | 0.013809746497598824544354466162717732822
f(z) = -169/135*z^3 + 183/20*z + 1
*
-6/13 | 0.20204357944120484833520608343949850736 | 0.027083899182806666747483358115452132191
f(z) = -169/135*z^3 + 193/30*z + 1
*
[ 2 ] 
f(z) = -167/128*z^3 + 183/32*z + 1
*
[ 2 ] 
f(z) = -165/128*z^3 + 181/32*z + 1
*
[ -5/2 ] 
f(z) = -163/125*z^3 + 191/20*z + 1
*
[ 22/9 ] 
f(z) = -162/121*z^3 + 189/22*z + 1
*
[ -5/2 ] 
f(z) = -161/125*z^3 + 189/20*z + 1
*
[ 5/3 ] 
f(z) = -179/125*z^3 + 197/45*z + 1
*
[ 5/3 ] 
f(z) = -178/125*z^3 + 196/45*z + 1
*
[ -10/9 ] 
f(z) = -177/125*z^3 + 197/54*z + 1
*
35/22 | 0.27572666955410031265229455901984379805 | 0.027498940183297715329936257844325534086
f(z) = -176/125*z^3 + 181/44*z + 1
*
-20/11 | 0.27872948272112814101481092744309743119 | 0.027737948888737710695605977700976958682
f(z) = -176/125*z^3 + 185/44*z + 1
*
[ -5/11 ] 
f(z) = -176/125*z^3 + 192/55*z + 1
*
[ 5/3 ] 
f(z) = -176/125*z^3 + 194/45*z + 1
*
[ -5/14 ] 
f(z) = -176/125*z^3 + 195/49*z + 1
*
-24/35 | 0.12588795761803733051746532697484129155 | 0.015771332590607484618973138471223965081
f(z) = -175/128*z^3 + 183/56*z + 1
*
-8/5 | 0.15214005474540647698224386802762559920 | 0.018958587935367404006784774376837102230
f(z) = -175/128*z^3 + 191/56*z + 1
*
-8/35 | 0.22857653281995842739363268947863210606 | 0.028446620876212562633056884794996023501
f(z) = -175/128*z^3 + 193/56*z + 1
*
[ -6/5 ] 
f(z) = -175/136*z^3 + 188/51*z + 1
*
[ 5/3 ] 
f(z) = -173/125*z^3 + 191/45*z + 1
*
[ -18/13 ] 
f(z) = -169/120*z^3 + 199/45*z + 1
*
[ 5/3 ] 
f(z) = -169/125*z^3 + 187/45*z + 1
*
[ -20/13 ] 
f(z) = -169/128*z^3 + 191/40*z + 1
*
-20/13 | 0.21578121962823184692239177825116991582 | 0.026752301945448376927069667092773063282
f(z) = -169/128*z^3 + 199/40*z + 1
*
[ 24/13 ] 
f(z) = -169/135*z^3 + 189/40*z + 1
*
[ 5/3 ] 
f(z) = -166/125*z^3 + 184/45*z + 1
*
[ -8/5 ] 
f(z) = -165/128*z^3 + 197/40*z + 1
*
[ 5/3 ] 
f(z) = -164/125*z^3 + 182/45*z + 1
*
[ 5/3 ] 
f(z) = -163/125*z^3 + 181/45*z + 1
*
-20/27 | 0.17185842337437545732363148799840353618 | 0.020250242755312691336321982104192123992
f(z) = -162/125*z^3 + 194/45*z + 1
*
[ -8/7 ] 
f(z) = -161/128*z^3 + 197/56*z + 1
*
[ 4/3 ] 
f(z) = -179/128*z^3 + 197/72*z + 1
*
[ 3/2 ] 
f(z) = -179/135*z^3 + 199/60*z + 1
*
[ -5/6 ] 
f(z) = -177/125*z^3 + 191/60*z + 1
*
[ 4/3 ] 
f(z) = -175/128*z^3 + 193/72*z + 1
*
[ 4/3 ] 
f(z) = -173/128*z^3 + 191/72*z + 1
*
[ 3/2 ] 
f(z) = -173/135*z^3 + 193/60*z + 1
*
[ -2/3 ] 
f(z) = -171/124*z^3 + 193/62*z + 1
*
[ -12/13 ] 
f(z) = -169/120*z^3 + 197/60*z + 1
*
[ -15/26 ] 
f(z) = -169/125*z^3 + 191/60*z + 1
*
[ 4/3 ] 
f(z) = -169/128*z^3 + 187/72*z + 1
*
[ 4/3 ] 
f(z) = -167/128*z^3 + 185/72*z + 1
*
[ 3/2 ] 
f(z) = -167/135*z^3 + 187/60*z + 1
*
[ -3/4 ] 
f(z) = -164/135*z^3 + 181/60*z + 1
*
[ -5/8 ] 
f(z) = -163/125*z^3 + 199/64*z + 1
*
[ 4/3 ] 
f(z) = -163/128*z^3 + 181/72*z + 1
*
[ 3/2 ] 
f(z) = -161/135*z^3 + 181/60*z + 1
*
[ 5/4 ] 
f(z) = -177/125*z^3 + 193/80*z + 1
*
[ 5/4 ] 
f(z) = -173/125*z^3 + 189/80*z + 1
*
[ 5/4 ] 
f(z) = -171/125*z^3 + 187/80*z + 1
*
[ 5/4 ] 
f(z) = -167/125*z^3 + 183/80*z + 1
*
-55/54 | 0.17692534682988427168498869876890545921 | 0.020859985826034707112365613229135348300
f(z) = -162/125*z^3 + 193/90*z + 1
*
[ 11/10 ] 
f(z) = -170/121*z^3 + 197/110*z + 1
*
[ 14/13 ] 
f(z) = -169/136*z^3 + 180/119*z + 1
*
5/21 | 0.099288743017029208329216265016847779343 | 0.011678171486282495649652792631357961579
f(z) = -168/125*z^3 + 197/105*z + 1
*
2/13 | 0.12049423528366929901635474110041915087 | 0.022895939331124291962495686851915948869
f(z) = -169/126*z^3 + 193/126*z + 1
*
-24/35 | 0.23456487096290198007848258211784710415 | 0.028573036753024605539925476758599597930
f(z) = -175/128*z^3 + 185/168*z + 1
*
[ 11/12 ] 
f(z) = -171/121*z^3 + 193/176*z + 1
*
[ 12/13 ] 
f(z) = -169/136*z^3 + 199/204*z + 1
*
[ 8/9 ] 
f(z) = -165/128*z^3 + 193/216*z + 1
*
[ 11/3 ] 
f(z) = -171/121*z^3 + 217/11*z + 1
*
2/13 | 0.18108089695984100595382657753271804214 | 0.024260776391297511466321075699178728812
f(z) = -169/120*z^3 + 218/15*z + 1
*
[ 11/3 ] 
f(z) = -162/121*z^3 + 206/11*z + 1
*
[ -11/3 ] 
f(z) = -162/121*z^3 + 212/11*z + 1
*
[ 40/9 ] 
f(z) = -162/125*z^3 + 211/8*z + 1
*
[ -5/2 ] 
f(z) = -179/125*z^3 + 207/20*z + 1
*
[ -5/24 ] 
f(z) = -176/125*z^3 + 211/36*z + 1
*
[ 12/5 ] 
f(z) = -175/128*z^3 + 203/24*z + 1
*
[ -5/2 ] 
f(z) = -173/125*z^3 + 201/20*z + 1
*
[ -2 ] 
f(z) = -171/128*z^3 + 219/32*z + 1
*
-20/39 | 0.20410450930575845990968503577338737301 | 0.020067994637229210584173900024205526558
f(z) = -169/125*z^3 + 209/36*z + 1
*
30/13 | 0.11353491709554700939722730223466475011 | 0.016873411154653930383076329284790040030
f(z) = -169/128*z^3 + 209/32*z + 1
*
[ 30/13 ] 
f(z) = -169/135*z^3 + 217/30*z + 1
*
[ -11/6 ] 
f(z) = -168/121*z^3 + 205/33*z + 1
*
[ -2 ] 
f(z) = -167/128*z^3 + 215/32*z + 1
*
[ -2 ] 
f(z) = -165/128*z^3 + 213/32*z + 1
*
[ -2 ] 
f(z) = -163/128*z^3 + 211/32*z + 1
*
[ -22/9 ] 
f(z) = -162/121*z^3 + 207/22*z + 1
*
5/2 | 0.24739644953708821686167864796040985661 | 0.028865258301038359439857717959949827516
f(z) = -162/125*z^3 + 211/30*z + 1
*
[ -2 ] 
f(z) = -161/128*z^3 + 209/32*z + 1
*
[ -11/10 ] 
f(z) = -180/121*z^3 + 204/55*z + 1
*
[ -11/30 ] 
f(z) = -180/121*z^3 + 216/55*z + 1
*
[ -8/7 ] 
f(z) = -175/128*z^3 + 205/56*z + 1
*
-52/35 | 0.21198596208006261598842086406486780857 | 0.026092356297576453513948370223526663676
f(z) = -175/128*z^3 + 211/56*z + 1
*
[ -21/13 ] 
f(z) = -169/126*z^3 + 215/42*z + 1
*
-5/3 | 0.19503254636431118476144221404286049615 | 0.019176019715766906317518835528408283222
f(z) = -168/125*z^3 + 209/42*z + 1
*
-40/27 | 0.11745104012853356596790974268989797629 | 0.013718976531876134430927549650554285542
f(z) = -162/125*z^3 + 209/45*z + 1
*
[ -25/18 ] 
f(z) = -162/125*z^3 + 211/50*z + 1
*
[ -4/5 ] 
f(z) = -175/136*z^3 + 209/68*z + 1
*
[ -5/8 ] 
f(z) = -173/125*z^3 + 201/64*z + 1
*
-15/26 | 0.15188075890884088417950084852452638337 | 0.017720857939006881636636170576269730498
f(z) = -169/125*z^3 + 211/60*z + 1
*
-22/13 | 0.16853788712631031051721546502531084130 | 0.027794171680890912706029796577149939255
f(z) = -169/132*z^3 + 215/66*z + 1
*
-21/26 | 0.21837842640539035398677601485399982138 | 0.028964350746452833901799144323031558487
f(z) = -169/135*z^3 + 209/60*z + 1
*
[ -11/12 ] 
f(z) = -168/121*z^3 + 215/66*z + 1
*
[ 10/7 ] 
f(z) = -168/125*z^3 + 213/70*z + 1
*
[ -6/7 ] 
f(z) = -161/135*z^3 + 213/70*z + 1
*
[ 6/5 ] 
f(z) = -175/128*z^3 + 205/96*z + 1
*
20/13 | 0.16669524871199644298013637411755284049 | 0.019470991508908381353606541739086945523
f(z) = -169/125*z^3 + 209/80*z + 1
*
10/7 | 0.13553876706509031013911631631078955857 | 0.018204320447157546586903813600311767321
f(z) = -161/120*z^3 + 214/105*z + 1
*
-5/13 | 0.12175033315883322891586504257087090895 | 0.022630605224969670936459322087149536843
f(z) = -169/120*z^3 + 217/120*z + 1
*
21/26 | 0.24628726136551871562874105292665057386 | 0.028640911830104540339344155064676717241
f(z) = -169/135*z^3 + 201/140*z + 1
*
[ 15/14 ] 
f(z) = -161/135*z^3 + 201/140*z + 1
*
5/43 | 0.29839269725412774222607553969439944811 | 0.028984265898508276871991010957927778511
f(z) = -172/125*z^3 + 201/172*z + 1
*
55/72 | 0.20493863996184656582308171271490427350 | 0.023833474346833942157142070650060570537
f(z) = -162/125*z^3 + 217/160*z + 1
*
[ 8/9 ] 
f(z) = -177/128*z^3 + 209/216*z + 1
*
[ 11/3 ] 
f(z) = -180/121*z^3 + 228/11*z + 1
*
[ -11/3 ] 
f(z) = -180/121*z^3 + 234/11*z + 1
*
[ 16/5 ] 
f(z) = -175/128*z^3 + 235/16*z + 1
*
[ -11/3 ] 
f(z) = -171/121*z^3 + 223/11*z + 1
*
[ 15/2 ] 
f(z) = -164/125*z^3 + 224/3*z + 1
*
[ -20/3 ] 
f(z) = -162/125*z^3 + 235/4*z + 1
*
[ -2 ] 
f(z) = -179/128*z^3 + 227/32*z + 1
*
[ -2 ] 
f(z) = -177/128*z^3 + 225/32*z + 1
*
[ -12/5 ] 
f(z) = -175/128*z^3 + 223/24*z + 1
*
[ -2 ] 
f(z) = -175/128*z^3 + 223/32*z + 1
*
[ -2 ] 
f(z) = -173/128*z^3 + 221/32*z + 1
*
[ 30/13 ] 
f(z) = -169/125*z^3 + 233/30*z + 1
*
-32/13 | 0.14216852032673959936802020740724151253 | 0.020741343372299669912153209478084112254
f(z) = -169/128*z^3 + 237/32*z + 1
*
[ 8/3 ] 
f(z) = -165/128*z^3 + 235/24*z + 1
*
-75/44 | 0.25319679101131816161936675796168709015 | 0.029093018467356712591293862569901949199
f(z) = -176/135*z^3 + 223/55*z + 1
*
[ 11/6 ] 
f(z) = -171/121*z^3 + 229/44*z + 1
*
[ -3/13 ] 
f(z) = -169/126*z^3 + 227/42*z + 1
*
[ -5/3 ] 
f(z) = -167/125*z^3 + 239/45*z + 1
*
[ -5/3 ] 
f(z) = -166/125*z^3 + 238/45*z + 1
*
[ -5/3 ] 
f(z) = -164/125*z^3 + 236/45*z + 1
*
5/36 | 0.24551194281678597423257590382201087512 | 0.028317689763956267275597401967129956539
f(z) = -162/125*z^3 + 233/40*z + 1
*
[ -5/3 ] 
f(z) = -161/125*z^3 + 233/45*z + 1
*
[ -2/5 ] 
f(z) = -175/124*z^3 + 231/62*z + 1
*
[ -8/15 ] 
f(z) = -175/128*z^3 + 235/72*z + 1
*
[ -8/9 ] 
f(z) = -171/128*z^3 + 229/72*z + 1
*
[ 20/13 ] 
f(z) = -169/120*z^3 + 221/60*z + 1
*
20/13 | 0.12546542876290298759963445691103547607 | 0.020420188489431514978042352386633702188
f(z) = -169/120*z^3 + 233/60*z + 1
*
[ -6/13 ] 
f(z) = -169/132*z^3 + 227/66*z + 1
*
-4/13 | 0.17474994373332075048403068357988669242 | 0.028521898947412548290287914000758380067
f(z) = -169/136*z^3 + 229/68*z + 1
*
[ 11/9 ] 
f(z) = -180/121*z^3 + 238/99*z + 1
*
[ 11/9 ] 
f(z) = -171/121*z^3 + 227/99*z + 1
*
-12/13 | 0.21941299088503413304463601875518720376 | 0.025159769848352712465516679205328357518
f(z) = -169/135*z^3 + 227/80*z + 1
*
[ 16/15 ] 
f(z) = -175/128*z^3 + 233/144*z + 1
*
-55/78 | 0.18704988399726449578242758807779962573 | 0.021466879178541840288087067747660335835
f(z) = -169/125*z^3 + 229/180*z + 1
*
9/26 | 0.11200806215975705013255716018692150189 | 0.017169769660078411342759357848987737145
f(z) = -169/135*z^3 + 227/180*z + 1
*
-3/11 | 0.20837401035091004494321173078061069085 | 0.023269860967026016628673379003499778528
f(z) = -176/135*z^3 + 223/220*z + 1
*
[ 32/35 ] 
f(z) = -175/128*z^3 + 235/224*z + 1
*
[ 25/27 ] 
f(z) = -162/125*z^3 + 232/225*z + 1
*
[ 10/11 ] 
f(z) = -162/125*z^3 + 235/242*z + 1
*
[ -15/2 ] 
f(z) = -176/125*z^3 + 241/3*z + 1
*
[ -16/5 ] 
f(z) = -175/128*z^3 + 245/16*z + 1
*
[ 15/4 ] 
f(z) = -172/125*z^3 + 241/12*z + 1
*
[ 8/3 ] 
f(z) = -177/128*z^3 + 251/24*z + 1
*
[ -30/13 ] 
f(z) = -169/125*z^3 + 259/30*z + 1
*
[ 11/4 ] 
f(z) = -168/121*z^3 + 245/22*z + 1
*
-65/24 | 0.30689837135435315945379575937139299922 | 0.029641229220750729052885938812202818440
f(z) = -168/125*z^3 + 251/24*z + 1
*
-5/12 | 0.14573327023721661312393081659920576788 | 0.016606447997895503885428354610805736794
f(z) = -168/125*z^3 + 259/30*z + 1
*
[ -8/3 ] 
f(z) = -165/128*z^3 + 253/24*z + 1
*
[ -15/7 ] 
f(z) = -161/135*z^3 + 243/35*z + 1
*
[ -5/3 ] 
f(z) = -179/125*z^3 + 251/45*z + 1
*
[ -5/3 ] 
f(z) = -176/125*z^3 + 248/45*z + 1
*
[ -5/3 ] 
f(z) = -172/125*z^3 + 244/45*z + 1
*
[ -5/3 ] 
f(z) = -169/125*z^3 + 241/45*z + 1
*
185/84 | 0.25687693587470660166327629826535053085 | 0.024753520902263862492502311242809169079
f(z) = -168/125*z^3 + 257/42*z + 1
*
[ -2/5 ] 
f(z) = -175/132*z^3 + 245/66*z + 1
*
[ -6/5 ] 
f(z) = -175/132*z^3 + 247/66*z + 1
*
[ -4/9 ] 
f(z) = -171/128*z^3 + 253/72*z + 1
*
56/39 | 0.24317512101735271980205625115736540726 | 0.029194735636982418279553207262881134328
f(z) = -169/128*z^3 + 259/72*z + 1
*
[ -11/14 ] 
f(z) = -168/121*z^3 + 241/77*z + 1
*
-15/28 | 0.19752002208554705133924422888375929958 | 0.022588357256045570886756289727574943662
f(z) = -168/125*z^3 + 251/70*z + 1
*
[ -15/16 ] 
f(z) = -176/135*z^3 + 257/80*z + 1
*
[ -5/8 ] 
f(z) = -172/125*z^3 + 251/80*z + 1
*
[ 18/13 ] 
f(z) = -169/135*z^3 + 241/90*z + 1
*
[ -10/13 ] 
f(z) = -169/136*z^3 + 258/85*z + 1
*
[ 11/8 ] 
f(z) = -168/121*z^3 + 255/88*z + 1
*
[ -5/8 ] 
f(z) = -164/125*z^3 + 249/80*z + 1
*
[ -3/4 ] 
f(z) = -163/135*z^3 + 241/80*z + 1
*
[ -5/9 ] 
f(z) = -161/125*z^3 + 259/81*z + 1
*
-10/7 | 0.10129854234115676107312652604289971461 | 0.013285718607715231311168457508842844490
f(z) = -161/120*z^3 + 256/105*z + 1
*
-8/13 | 0.13360129389947335176816682530759926942 | 0.024042725888951084716422174913537070544
f(z) = -169/120*z^3 + 259/120*z + 1
*
-8/13 | 0.087457935571944131640139283857644328887 | 0.015805490603925714004203904712431282133
f(z) = -169/126*z^3 + 253/126*z + 1
*
[ 15/14 ] 
f(z) = -172/125*z^3 + 242/147*z + 1
*
-5/6 | 0.089921617630576074078179791615741944250 | 0.010147295827492862255988156125929725268
f(z) = -168/125*z^3 + 253/210*z + 1
*
-11/12 | 0.24321159844765362809012008253793432976 | 0.029700919738378926260742803876699782759
f(z) = -180/121*z^3 + 251/220*z + 1
*
-3/4 | 0.22601235167354081313610103505255331806 | 0.028393602376016811713017958260615896021
f(z) = -179/135*z^3 + 259/240*z + 1
*
[ 10/11 ] 
f(z) = -177/125*z^3 + 259/242*z + 1
*
[ 15/16 ] 
f(z) = -176/135*z^3 + 259/240*z + 1
*
-3/4 | 0.22064313915224212511034813670565227850 | 0.027838313264243554297969343252365511308
f(z) = -173/135*z^3 + 253/240*z + 1
*
[ 10/11 ] 
f(z) = -172/125*z^3 + 251/242*z + 1
*
[ 10/11 ] 
f(z) = -167/125*z^3 + 243/242*z + 1
*
-3/4 | 0.23582371303748466133607840706614905769 | 0.029886730415874126206430429046307285013
f(z) = -167/135*z^3 + 247/240*z + 1
*
[ -10 ] 
f(z) = -173/125*z^3 + 279/2*z + 1
*
[ 10 ] 
f(z) = -172/125*z^3 + 277/2*z + 1
*
[ -10 ] 
f(z) = -168/125*z^3 + 271/2*z + 1
*
[ 10 ] 
f(z) = -167/125*z^3 + 269/2*z + 1
*
[ 10/3 ] 
f(z) = -164/125*z^3 + 275/18*z + 1
*
[ -10 ] 
f(z) = -163/125*z^3 + 263/2*z + 1
*
[ 10 ] 
f(z) = -162/125*z^3 + 261/2*z + 1
*
[ -8/3 ] 
f(z) = -177/128*z^3 + 269/24*z + 1
*
[ 20/9 ] 
f(z) = -171/125*z^3 + 263/36*z + 1
*
-30/13 | 0.19253350939822034992109317893148941135 | 0.027521432977673479486030579091184120138
f(z) = -169/128*z^3 + 273/32*z + 1
*
[ 32/13 ] 
f(z) = -169/128*z^3 + 275/32*z + 1
*
[ -11/4 ] 
f(z) = -168/121*z^3 + 261/22*z + 1
*
[ 25/9 ] 
f(z) = -162/125*z^3 + 266/25*z + 1
*
[ -20/11 ] 
f(z) = -176/125*z^3 + 273/44*z + 1
*
[ -3/11 ] 
f(z) = -176/135*z^3 + 262/55*z + 1
*
-9/4 | 0.18502986191104769786494254287065377757 | 0.027598213969881979393548655618450442043
f(z) = -176/135*z^3 + 272/45*z + 1
*
-52/35 | 0.16659507990922174789361383133864679878 | 0.019928028779008042898290797506934008586
f(z) = -175/128*z^3 + 267/56*z + 1
*
[ -11/6 ] 
f(z) = -171/121*z^3 + 277/44*z + 1
*
[ -4/3 ] 
f(z) = -171/136*z^3 + 271/68*z + 1
*
[ -4/13 ] 
f(z) = -169/120*z^3 + 263/60*z + 1
*
-45/26 | 0.22836600326352327283881758760181027080 | 0.025888917569358858701602132513423269446
f(z) = -169/125*z^3 + 271/60*z + 1
*
-14/13 | 0.17560246549360253386735171793045673457 | 0.028027777042322058174534687841479737858
f(z) = -169/132*z^3 + 263/66*z + 1
*
[ 22/13 ] 
f(z) = -169/132*z^3 + 269/66*z + 1
*
[ -3/2 ] 
f(z) = -169/135*z^3 + 269/60*z + 1
*
[ -5/16 ] 
f(z) = -164/125*z^3 + 277/64*z + 1
*
[ -3/2 ] 
f(z) = -163/135*z^3 + 263/60*z + 1
*
[ -5/9 ] 
f(z) = -176/125*z^3 + 262/81*z + 1
*
[ -12/13 ] 
f(z) = -169/126*z^3 + 271/84*z + 1
*
[ -5/9 ] 
f(z) = -166/125*z^3 + 260/81*z + 1
*
[ -8/11 ] 
f(z) = -165/128*z^3 + 269/88*z + 1
*
-2/7 | 0.083057480710120499468421275003933969294 | 0.010797104805022014877407046634830180078
f(z) = -161/120*z^3 + 274/105*z + 1
*
[ 7/6 ] 
f(z) = -180/133*z^3 + 264/133*z + 1
*
[ 6/5 ] 
f(z) = -175/138*z^3 + 275/138*z + 1
*
-2/3 | 0.16502233225675435021836277470439322822 | 0.029457128192586405733014357251502393299
f(z) = -171/130*z^3 + 271/130*z + 1
*
-11/13 | 0.13524098722521542608590931680844262011 | 0.024237909619810572338113613459549959619
f(z) = -169/132*z^3 + 265/132*z + 1
*
-11/13 | 0.14726628645259388001708540509462800278 | 0.026185246808100596115275660553523041194
f(z) = -169/132*z^3 + 277/132*z + 1
*
[ 30/29 ] 
f(z) = -174/125*z^3 + 265/174*z + 1
*
-2/5 | 0.18604855635799712613081904802352812163 | 0.026594450443476172500031741536979991874
f(z) = -165/128*z^3 + 273/160*z + 1
*
[ 10/9 ] 
f(z) = -163/125*z^3 + 277/162*z + 1
*
-32/35 | 0.17876832292019024377490340547160154985 | 0.025140762567884879940728109863017723579
f(z) = -175/128*z^3 + 277/224*z + 1
*
[ 12/13 ] 
f(z) = -169/138*z^3 + 265/276*z + 1
*
[ 10/3 ] 
f(z) = -179/125*z^3 + 299/18*z + 1
*
[ -10 ] 
f(z) = -178/125*z^3 + 287/2*z + 1
*
[ 10 ] 
f(z) = -177/125*z^3 + 285/2*z + 1
*
[ 15/4 ] 
f(z) = -176/135*z^3 + 286/15*z + 1
*
[ 10/3 ] 
f(z) = -169/125*z^3 + 283/18*z + 1
*
[ -10/3 ] 
f(z) = -166/125*z^3 + 289/18*z + 1
*
-5/27 | 0.27090678569693473041232147808119288925 | 0.025865283267316466232264594666289154090
f(z) = -162/125*z^3 + 283/9*z + 1
*
[ -10/3 ] 
f(z) = -161/125*z^3 + 281/18*z + 1
*
[ 55/18 ] 
f(z) = -162/125*z^3 + 281/22*z + 1
*
[ -25/9 ] 
f(z) = -162/125*z^3 + 284/25*z + 1
*
8/35 | 0.18477004936634282288546493616558506376 | 0.021876861799885071460334414456353849573
f(z) = -175/128*z^3 + 291/56*z + 1
*
[ -15/8 ] 
f(z) = -164/125*z^3 + 295/48*z + 1
*
[ -4/3 ] 
f(z) = -173/128*z^3 + 299/72*z + 1
*
-5/114 | 0.28526692101370141378753353472072256590 | 0.027181893924968437477718800887954285111
f(z) = -171/125*z^3 + 289/76*z + 1
*
[ -20/13 ] 
f(z) = -169/120*z^3 + 299/60*z + 1
*
-10/13 | 0.087610737615160383560549459111456411284 | 0.013837275845798167063195766734847556477
f(z) = -169/132*z^3 + 281/66*z + 1
*
[ -4/13 ] 
f(z) = -169/136*z^3 + 297/68*z + 1
*
[ 11/7 ] 
f(z) = -168/121*z^3 + 292/77*z + 1
*
[ -4/3 ] 
f(z) = -167/128*z^3 + 293/72*z + 1
*
-2 | 0.10871746691635994101552920524692091055 | 0.017004132904375037441304035859046755069
f(z) = -165/124*z^3 + 299/62*z + 1
*
-2 | 0.10848770521575260993584529084893438023 | 0.017004015924193997213612996939663246331
f(z) = -163/124*z^3 + 295/62*z + 1
*
[ -4/3 ] 
f(z) = -163/128*z^3 + 289/72*z + 1
*
-2 | 0.088117979106268631485349278765676555047 | 0.013826072128120356812459175992353482602
f(z) = -163/132*z^3 + 293/66*z + 1
*
[ 11/7 ] 
f(z) = -161/121*z^3 + 281/77*z + 1
*
-2 | 0.10825474139088878105679089723710339326 | 0.017003886577289172057530086026026898444
f(z) = -161/124*z^3 + 291/62*z + 1
*
[ -4/3 ] 
f(z) = -161/128*z^3 + 287/72*z + 1
*
-2 | 0.087882895107751186926557966665178557287 | 0.013818991165535056665824985252496760444
f(z) = -161/132*z^3 + 289/66*z + 1
*
[ -5/6 ] 
f(z) = -178/125*z^3 + 287/90*z + 1
*
[ -2/3 ] 
f(z) = -177/128*z^3 + 299/96*z + 1
*
[ -5/12 ] 
f(z) = -171/125*z^3 + 291/80*z + 1
*
[ 55/39 ] 
f(z) = -169/125*z^3 + 295/99*z + 1
*
15/52 | 0.26211694580970282904139660571303990712 | 0.029224246408553287409410542245560923988
f(z) = -169/135*z^3 + 291/80*z + 1
*
[ -5/6 ] 
f(z) = -166/125*z^3 + 281/90*z + 1
*
[ 10/7 ] 
f(z) = -166/125*z^3 + 295/98*z + 1
*
[ -2/3 ] 
f(z) = -165/128*z^3 + 295/96*z + 1
*
[ -11/12 ] 
f(z) = -162/121*z^3 + 283/88*z + 1
*
-55/42 | 0.13965246420472162482279599864052327935 | 0.015748176075612851904626370573254938123
f(z) = -168/125*z^3 + 284/105*z + 1
*
-1 | 0.084056699896095822163894827885027711587 | 0.014745641951175033585097780679331640421
f(z) = -179/120*z^3 + 299/120*z + 1
*
-1 | 0.11275770736959524457397360949890420012 | 0.019780514606958160306786416430353936871
f(z) = -178/121*z^3 + 299/121*z + 1
*
-1 | 0.11261370205568246283299727238298146006 | 0.019766869250509644725026692264300871748
f(z) = -177/121*z^3 + 298/121*z + 1
*
-1 | 0.099719628403083078851503133738933308101 | 0.017493310322124414781536332794929726665
f(z) = -177/122*z^3 + 299/122*z + 1
*
-1 | 0.092005972786339228788556158323904537753 | 0.016140142710265100646066570907983659626
f(z) = -176/123*z^3 + 299/123*z + 1
*
-1 | 0.11232203821838625396146278602154550503 | 0.019739005790404611650369747444057672575
f(z) = -175/121*z^3 + 296/121*z + 1
*
-1 | 0.099426130151550408879242107640434957250 | 0.017462382797034446806350220879566880462
f(z) = -175/122*z^3 + 297/122*z + 1
*
-1 | 0.091857288806197673271861567904307813603 | 0.016123535452556336495721962185858370416
f(z) = -175/123*z^3 + 298/123*z + 1
*
-1 | 0.10358397550258109454119484918802167766 | 0.018171213199285859887354808384518647242
f(z) = -175/124*z^3 + 299/124*z + 1
*
-3/5 | 0.15386349334713532578985331919768854719 | 0.027254439929524014188690994425704878657
f(z) = -175/132*z^3 + 283/132*z + 1
*
-1 | 0.11217433526374308188969198254112566168 | 0.019724779559435145677350923720504591289
f(z) = -174/121*z^3 + 295/121*z + 1
*
-1 | 0.11193015405739099033059082895111319622 | 0.019635341112729181131581510852063186588
f(z) = -174/125*z^3 + 299/125*z + 1
*
-1 | 0.083184000783080801609610390967595646763 | 0.014644625526173135578630582399711654219
f(z) = -173/120*z^3 + 293/120*z + 1
*
-1 | 0.11202535425172292898286228607640521682 | 0.019710351369657727094085773657026903316
f(z) = -173/121*z^3 + 294/121*z + 1
*
-1 | 0.099128214131512192761415853723678094640 | 0.017430744450299826519753972867767570335
f(z) = -173/122*z^3 + 295/122*z + 1
*
-1 | 0.091559157677689729460993670863483791447 | 0.016090223897563207526188987097233242360
f(z) = -173/123*z^3 + 296/123*z + 1
*
-1 | 0.10328354499797594716912389302538070681 | 0.018139867222432212471357739455422423025
f(z) = -173/124*z^3 + 297/124*z + 1
*
-1 | 0.11177863169122267601358371075100511942 | 0.019620290935367405634409964357247866422
f(z) = -173/125*z^3 + 298/125*z + 1
*
-1 | 0.085316758737428385372012066881154784867 | 0.014966687704037922880249585359865277067
f(z) = -173/126*z^3 + 299/126*z + 1
*
-1 | 0.11187507130823115640414895752013779026 | 0.019695716839772360442214177583793982988
f(z) = -172/121*z^3 + 293/121*z + 1
*
-1 | 0.091406560965976105113271805655262029145 | 0.016072965898133600537278695861459351693
f(z) = -172/123*z^3 + 295/123*z + 1
*
-1 | 0.11162575265630700310313501410335199547 | 0.019605023547837658777046768473934453903
f(z) = -172/125*z^3 + 297/125*z + 1
*
-1 | 0.11149858089260453201381708758991405452 | 0.019559632414058604894336842083886220547
f(z) = -172/127*z^3 + 299/127*z + 1
*
-1 | 0.11172346184623961560086714301924758267 | 0.019680871451849445030247373311527321317
f(z) = -171/121*z^3 + 292/121*z + 1
*
-1 | 0.098825688777195521159536803212847273183 | 0.017398360151998433402531680039071040423
f(z) = -171/122*z^3 + 293/122*z + 1
*
-1 | 0.10297774354067201914371225093339468929 | 0.018107647226899409413930937499389753400
f(z) = -171/124*z^3 + 295/124*z + 1
*
-1 | 0.11147149055273279779210964089061775882 | 0.019589534096660004437269399727578421959
f(z) = -171/125*z^3 + 296/125*z + 1
*
-1 | 0.11134293527083839152192436188390755362 | 0.019543813970154124475153464878030610953
f(z) = -171/127*z^3 + 298/127*z + 1
*
-1 | 0.10272061959365996129421196045301215570 | 0.018019759036499085791996069045722129583
f(z) = -171/128*z^3 + 299/128*z + 1
*
-1/3 | 0.16324974884668657624389988880223493533 | 0.028774977408977580660359056522454172885
f(z) = -171/136*z^3 + 291/136*z + 1
*
-1 | 0.11157050053595664834883672275022903648 | 0.019665810545567860917051308583958996278
f(z) = -170/121*z^3 + 291/121*z + 1
*
-1 | 0.091100379578182399215324631585823821050 | 0.016038311834672746023321368233528028778
f(z) = -170/123*z^3 + 293/123*z + 1
*
-1 | 0.11118584815409616561430044693210164399 | 0.019527762361064769538661840726380498801
f(z) = -170/127*z^3 + 297/127*z + 1
*
-1 | 0.090710414135188429343042681971262240628 | 0.015912869405219439623075778182405164667
f(z) = -170/129*z^3 + 299/129*z + 1
*
21/13 | 0.14125375588860889096711839217118772310 | 0.025052300568616073297634578161870076084
f(z) = -169/120*z^3 + 281/120*z + 1
*
-1 | 0.11141616127337530601162833921845782007 | 0.019650529312140565389732237695745120297
f(z) = -169/121*z^3 + 290/121*z + 1
*
-1 | 0.098516394392400721397164925461405866451 | 0.017364847683272827686236623832763616953
f(z) = -169/122*z^3 + 291/122*z + 1
*
-1 | 0.090944674354736495357284732777954951382 | 0.016020542289221243255389794836411079648
f(z) = -169/123*z^3 + 292/123*z + 1
*
-1 | 0.10266636043698425756940324474999167592 | 0.018074514192404143947021997685420444679
f(z) = -169/124*z^3 + 293/124*z + 1
*
-1 | 0.11115870738104920790078422350893035974 | 0.019557868795971684545688983910861702711
f(z) = -169/125*z^3 + 294/125*z + 1
*
-18/13 | 0.14208144005370740729024239662168666231 | 0.025074257177239995094223305120876835636
f(z) = -169/126*z^3 + 289/126*z + 1
*
-1 | 0.084694707422429075469269063121742417534 | 0.014892750911609229673878075314947135884
f(z) = -169/126*z^3 + 295/126*z + 1
*
-1 | 0.11102729037357745136111666229882736860 | 0.019511472212745482634583253337380485535
f(z) = -169/127*z^3 + 296/127*z + 1
*
-1 | 0.10240351206909493470908916492381299763 | 0.017985305520647261758065818079563690434
f(z) = -169/128*z^3 + 297/128*z + 1
*
-1 | 0.090549332292793366089144829274697201821 | 0.015893952329775845255820175734700253547
f(z) = -169/129*z^3 + 298/129*z + 1
*
16/13 | 0.15052029486306992884303707058962737714 | 0.026563529918925041915899338407459446815
f(z) = -169/132*z^3 + 289/132*z + 1
*
-1 | 0.11126041714709048021837996997525270466 | 0.019635022787906732410350944322531410713
f(z) = -168/121*z^3 + 289/121*z + 1
*
-1 | 0.11100012924363812750134816475286338578 | 0.019541682424831502797175712724025710722
f(z) = -168/125*z^3 + 293/125*z + 1
*
-1 | 0.11086723181015754400052688603412610301 | 0.019494937970245140901726396589214274843
f(z) = -168/127*z^3 + 295/127*z + 1
*
-1 | 0.11059563225405704065783610734194848118 | 0.019401232698857072324542696030290588752
f(z) = -168/131*z^3 + 299/131*z + 1
*
-1 | 0.082265859901988541769417991918074722245 | 0.014535933989315794585019020538505276035
f(z) = -167/120*z^3 + 287/120*z + 1
*
-1 | 0.11110324040326677507001702979755472477 | 0.019619285847567774834966464061880079233
f(z) = -167/121*z^3 + 288/121*z + 1
*
-1 | 0.098202071388375833385759327115654146109 | 0.017330511236365849645825563196965125380
f(z) = -167/122*z^3 + 289/122*z + 1
*
-1 | 0.090628928844527402045475234938820970858 | 0.015984273757355376529220026950291981235
f(z) = -167/123*z^3 + 290/123*z + 1
*
-1 | 0.10234917157183206234003944775380687131 | 0.018040426528146622576354526232892014060
f(z) = -167/124*z^3 + 291/124*z + 1
*
-1 | 0.11084005382028927856182231170903091528 | 0.019525252931702006120679892694671696158
f(z) = -167/125*z^3 + 292/125*z + 1
*
-1 | 0.084373915178047299295036359811562211562 | 0.014854111131078442837492626861729025494
f(z) = -167/126*z^3 + 293/126*z + 1
*
-1 | 0.11070564135082006155825273606680038590 | 0.019478153889385391821006216334025129327
f(z) = -167/127*z^3 + 294/127*z + 1
*
-1 | 0.10208033121278339504579622713628676316 | 0.017949845887583213496451984453855982456
f(z) = -167/128*z^3 + 295/128*z + 1
*
-1 | 0.090225629742793544948686406825760427044 | 0.015855875268869312469419910252562433360
f(z) = -167/129*z^3 + 296/129*z + 1
*
-1 | 0.097664919371400394498651581820315591463 | 0.017153058308769993833949784667308659369
f(z) = -167/130*z^3 + 297/130*z + 1
*
-1 | 0.11043086938281844556050780962953674221 | 0.019383720776988111164430314196459930316
f(z) = -167/131*z^3 + 298/131*z + 1
*
-1 | 0.081458844658357384410885835205395438320 | 0.014289913339130689651031193737132125301
f(z) = -167/132*z^3 + 299/132*z + 1
*
-1 | 0.11094460240862924140452921448875843126 | 0.019603313197042735276846151004142353519
f(z) = -166/121*z^3 + 287/121*z + 1
*
-1 | 0.090468830017672284740035495862899702185 | 0.015965763786808781072765338417228229088
f(z) = -166/123*z^3 + 289/123*z + 1
*
-1 | 0.11067845020527865804678867011324455550 | 0.019508574603128301441290402742321306256
f(z) = -166/125*z^3 + 291/125*z + 1
*
-1 | 0.11054248684248329615844326806137261381 | 0.019461114027943644022349856172017816291
f(z) = -166/127*z^3 + 293/127*z + 1
*
-1 | 0.090059842322425025531921671335425893619 | 0.015836158358243391158194018731359256082
f(z) = -166/129*z^3 + 295/129*z + 1
*
-1 | 0.11026446542185483965496483793749730183 | 0.019365938321967089410856607534635059650
f(z) = -166/131*z^3 + 297/131*z + 1
*
-1 | 0.11012226933008215721374887953393957952 | 0.019318193033981778772693090243389731408
f(z) = -166/133*z^3 + 299/133*z + 1
*
-1 | 0.097881837757814532660616617300832348848 | 0.017295193098274757790614994794363363891
f(z) = -165/122*z^3 + 287/122*z + 1
*
-1 | 0.10202593819246406687024728922786543729 | 0.018005339839038907126441972133881680351
f(z) = -165/124*z^3 + 289/124*z + 1
*
-1 | 0.11037773504302581006701867732507465481 | 0.019443812236303389740330175008883872896
f(z) = -165/127*z^3 + 292/127*z + 1
*
4/15 | 0.11370022699550877035372985730488877704 | 0.013518130095777238089458989207569298458
f(z) = -165/128*z^3 + 281/120*z + 1
*
-1 | 0.10175081875032224795798126128912815299 | 0.017913332173884386201998178153767048211
f(z) = -165/128*z^3 + 293/128*z + 1
*
-1 | 0.11009638423906583622184867341996722169 | 0.019347878657367495620205443906345079863
f(z) = -165/131*z^3 + 296/131*z + 1
*
-1 | 0.10995244145785297561490020425178769340 | 0.019299743231929615468086291824891646795
f(z) = -165/133*z^3 + 298/133*z + 1
*
-1 | 0.097044213200514570767551107739925146724 | 0.017023975757520148074254117155211906445
f(z) = -165/134*z^3 + 299/134*z + 1
*
-1 | 0.11062282349959961879601384252344421869 | 0.019570638699452045021898054340502615091
f(z) = -164/121*z^3 + 285/121*z + 1
*
-1 | 0.11035052959144592137229131816160756976 | 0.019474447595510189569861457557815817120
f(z) = -164/125*z^3 + 289/125*z + 1
*
-1 | 0.11021135156929918206429685950037680933 | 0.019426242147531715289144748946852418746
f(z) = -164/127*z^3 + 291/127*z + 1
*
-1 | 0.089725390021552229525276615416916067880 | 0.015796243564696685118580294213065089450
f(z) = -164/129*z^3 + 293/129*z + 1
*
-1 | 0.10992658841260375456497982669770399409 | 0.019329534862509644292975826555403788074
f(z) = -164/131*z^3 + 295/131*z + 1
*
-1 | 0.10978085422496339352155996140829582150 | 0.019281000852992101452003716097266008040
f(z) = -164/133*z^3 + 297/133*z + 1
*
-1 | 0.096069664097359644832100445528092232648 | 0.016853015534757123085903066729785767938
f(z) = -164/135*z^3 + 299/135*z + 1
*
-1 | 0.081626232452985436649104742441221784194 | 0.014458772517559473938598471054131244092
f(z) = -163/120*z^3 + 283/120*z + 1
*
-1 | 0.11045962055784285817901295324410125657 | 0.019553925350135513806826594011049825392
f(z) = -163/121*z^3 + 284/121*z + 1
*
-1 | 0.097555448506300053730389853598302802210 | 0.017258847455531698210737778839723459043
f(z) = -163/122*z^3 + 285/122*z + 1
*
-1 | 0.089979257603096089613171958418077756784 | 0.015908661223831109563225509212241035830
f(z) = -163/123*z^3 + 286/123*z + 1
*
-1 | 0.10169640554665375966706450719076244511 | 0.017969206664077125467837361504440926215
f(z) = -163/124*z^3 + 287/124*z + 1
*
-1 | 0.11018414544802799364235287433624169851 | 0.019456986471038006524098185604772646287
f(z) = -163/125*z^3 + 288/125*z + 1
*
-1 | 0.083714815717445838136883425988832982477 | 0.014773828432841234120513959402446884579
f(z) = -163/126*z^3 + 289/126*z + 1
*
-1 | 0.11004330084189629489950795114969139689 | 0.019408397166840178467261009416311493839
f(z) = -163/127*z^3 + 290/127*z + 1
*
-1 | 0.10141469843408362055337088217029635338 | 0.017875712991874903080782922330377153366
f(z) = -163/128*z^3 + 291/128*z + 1
*
-1 | 0.089555618550156654292008298734411403802 | 0.015775850366167470720398316370468673870
f(z) = -163/129*z^3 + 292/129*z + 1
*
-1 | 0.096991890977268530561203434179331944427 | 0.017075518237473529119537914993043423882
f(z) = -163/130*z^3 + 293/130*z + 1
*
-1 | 0.10975503916575556798972154754116576957 | 0.019310899760125654157754868337274410257
f(z) = -163/131*z^3 + 294/131*z + 1
*
-1 | 0.080780537357148250618751921808505769600 | 0.014204481696424865979562977239629550232
f(z) = -163/132*z^3 + 295/132*z + 1
*
-1 | 0.10960746708096689597110395615073797918 | 0.019261958398370954397556926651234897819
f(z) = -163/133*z^3 + 296/133*z + 1
*
-1 | 0.096696725805646436846182297659625980966 | 0.016983012802210994870857074026617825742
f(z) = -163/134*z^3 + 297/134*z + 1
*
-1 | 0.095894375601752647626404718789265955657 | 0.016832157630710432798723208633225746114
f(z) = -163/135*z^3 + 298/135*z + 1
*
-1 | 0.10082419993448267087303965436679625383 | 0.017687079722203324912164660105495823250
f(z) = -163/136*z^3 + 299/136*z + 1
*
-1 | 0.11029483222029699043384611381565803476 | 0.019536953268720133888180813876377910950
f(z) = -162/121*z^3 + 283/121*z + 1
*
-1 | 0.11001609871853133265730315149920184865 | 0.019439251600115659485155800872172828588
f(z) = -162/125*z^3 + 287/125*z + 1
*
-1 | 0.10987354602642189526629024277033400397 | 0.019390270460381151809542004611835493257
f(z) = -162/127*z^3 + 289/127*z + 1
*
-1 | 0.10958169629750630500840752905803654698 | 0.019291965903210291531504491332736280990
f(z) = -162/131*z^3 + 293/131*z + 1
*
-1 | 0.10943223795411447957693557391281888557 | 0.019242608082013193774386786798936829145
f(z) = -162/133*z^3 + 295/133*z + 1
*
-1 | 0.10912581612632212053963264959601150357 | 0.019143390285576125251291892505162026511
f(z) = -162/137*z^3 + 299/137*z + 1
*
-1 | 0.081296622744624353713652455228873630759 | 0.014418501054356472595210449132330074886
f(z) = -161/120*z^3 + 281/120*z + 1
*
-1 | 0.11012842482176430978349076274123822978 | 0.019519716194732111884016603523798410329
f(z) = -161/121*z^3 + 282/121*z + 1
*
-1 | 0.097223294234478469566413311627973102927 | 0.017221540827009735763015127719595196234
f(z) = -161/122*z^3 + 283/122*z + 1
*
-1 | 0.089644815252393246494735983373122595859 | 0.015869220051811295296916811061074558931
f(z) = -161/123*z^3 + 284/123*z + 1
*
-1 | 0.10136030135338111451663953337909606800 | 0.017931976182670672477581876838293940078
f(z) = -161/124*z^3 + 285/124*z + 1
*
-1 | 0.10984635284793925116831835207677883115 | 0.019421236190230038608530584443515167489
f(z) = -161/125*z^3 + 286/125*z + 1
*
-1 | 0.10970204897098807599620561126516841164 | 0.019371854943327196089226353856203688238
f(z) = -161/127*z^3 + 288/127*z + 1
*
-1 | 0.10107167425353674912772730375193991282 | 0.017836933188525054503037078743476289301
f(z) = -161/128*z^3 + 289/128*z + 1
*
-1 | 0.089211826218287811125639822497246436434 | 0.015734338591963110366271861317030876746
f(z) = -161/129*z^3 + 290/129*z + 1
*
-1 | 0.096645233010923874601873455522754925214 | 0.017035030168324532115993611267762334513
f(z) = -161/130*z^3 + 291/130*z + 1
*
-1 | 0.10940651810842320063398943868592711004 | 0.019272725560990020213876080289107375299
f(z) = -161/131*z^3 + 292/131*z + 1
*
-1 | 0.080430121281219053937216527343832950978 | 0.014159802318954033789114960192111133754
f(z) = -161/132*z^3 + 293/132*z + 1
*
-1 | 0.096342420319993831942101195431485625432 | 0.016940889362671783992140928666390190564
f(z) = -161/134*z^3 + 295/134*z + 1
*
-1 | 0.095538073838785002483541040549168705046 | 0.016789462002472683014961940775774795986
f(z) = -161/135*z^3 + 296/135*z + 1
*
-1 | 0.10046586618996588817135367262735362192 | 0.017644993431512611610654538786188423717
f(z) = -161/136*z^3 + 297/136*z + 1
*
-1 | 0.10894461741202414818019948967128530930 | 0.019122841791183375156300808884022793537
f(z) = -161/137*z^3 + 298/137*z + 1
*
[ 10/9 ] 
f(z) = -173/125*z^3 + 293/162*z + 1
*
40/39 | 0.26315873461516258134066133317424479462 | 0.029687404537614182707120855470014946449
f(z) = -169/125*z^3 + 283/180*z + 1
*
[ 33/35 ] 
f(z) = -175/121*z^3 + 283/231*z + 1
*
[ 15/16 ] 
f(z) = -176/125*z^3 + 281/240*z + 1
*
12/13 | 0.13362549349609469401591756038639310996 | 0.016909295276788041496901805231136800739
f(z) = -169/135*z^3 + 281/240*z + 1
*
[ 11/12 ] 
f(z) = -174/121*z^3 + 295/264*z + 1
*
4/11 | 0.13322009887763469672930028802084051762 | 0.015486291913472827849695633189973080878
f(z) = -165/128*z^3 + 287/264*z + 1
*
[ 2/3 ] 
f(z) = -165/152*z^3 - 1/57*z + 1
*
[ 2/3 ] 
f(z) = -171/154*z^3 - 1/154*z + 1
*
[ 2/3 ] 
f(z) = -171/158*z^3 - 3/158*z + 1
*
[ 2/3 ] 
f(z) = -169/152*z^3 - 1/171*z + 1
*
[ 2/3 ] 
f(z) = -167/152*z^3 - 2/171*z + 1
*
[ 2/3 ] 
f(z) = -163/152*z^3 - 4/171*z + 1
*
[ 2/3 ] 
f(z) = -161/152*z^3 - 5/171*z + 1
*
[ 2/3 ] 
f(z) = -165/148*z^3 - 1/222*z + 1
*
[ 2/3 ] 
f(z) = -162/145*z^3 - 1/290*z + 1
*
[ 2/3 ] 
f(z) = -162/149*z^3 - 5/298*z + 1
*
-6/5 | 0.12921397364848737787002118680219031831 | 0.023799179952625493494367569215705413107
f(z) = -175/144*z^3 + 19/12*z + 1
*
6/13 | 0.12206933635294184888352094254519255855 | 0.023795662085459394210801886145271523974
f(z) = -169/144*z^3 + 1/12*z + 1
*
[ 12/13 ] 
f(z) = -169/144*z^3 + 11/12*z + 1
*
-12/13 | 0.12777294714057140858644479687170595540 | 0.024907499005560279566541407841085037377
f(z) = -169/144*z^3 + 13/12*z + 1
*
[ 4/5 ] 
f(z) = -175/144*z^3 + 19/36*z + 1
*
[ 10/13 ] 
f(z) = -169/150*z^3 + 11/30*z + 1
*
[ 2/3 ] 
f(z) = -177/152*z^3 + 1/57*z + 1
*
[ 3/4 ] 
f(z) = -176/153*z^3 + 16/51*z + 1
*
[ 2/3 ] 
f(z) = -171/140*z^3 + 3/70*z + 1
*
[ 2/3 ] 
f(z) = -171/148*z^3 + 1/74*z + 1
*
[ 2/3 ] 
f(z) = -171/142*z^3 + 5/142*z + 1
*
[ 2/3 ] 
f(z) = -171/146*z^3 + 3/146*z + 1
*
[ 9/13 ] 
f(z) = -169/144*z^3 + 17/144*z + 1
*
[ 9/13 ] 
f(z) = -169/153*z^3 + 13/153*z + 1
*
[ 2/3 ] 
f(z) = -179/152*z^3 + 4/171*z + 1
*
[ 24/35 ] 
f(z) = -175/144*z^3 + 19/168*z + 1
*
[ 2/3 ] 
f(z) = -175/152*z^3 + 2/171*z + 1
*
[ 2/3 ] 
f(z) = -173/152*z^3 + 1/171*z + 1
*
[ 2/3 ] 
f(z) = -177/140*z^3 + 13/210*z + 1
*
[ 2/3 ] 
f(z) = -177/148*z^3 + 7/222*z + 1
*
[ 2/3 ] 
f(z) = -180/143*z^3 + 17/286*z + 1
*
[ 2/3 ] 
f(z) = -180/149*z^3 + 11/298*z + 1
*
[ 2/3 ] 
f(z) = -171/143*z^3 + 9/286*z + 1
*
[ 2/3 ] 
f(z) = -171/145*z^3 + 7/290*z + 1
*
[ 2/3 ] 
f(z) = -171/149*z^3 + 3/298*z + 1
*
[ 2/3 ] 
f(z) = -162/143*z^3 + 1/286*z + 1
*
[ 6/5 ] 
f(z) = -175/144*z^3 + 23/12*z + 1
*
[ -12/13 ] 
f(z) = -169/144*z^3 + 37/12*z + 1
*
-4/5 | 0.081380727546175693309098609698762739913 | 0.015756844128112726793386488512233556954
f(z) = -175/144*z^3 + 37/36*z + 1
*
[ 4/5 ] 
f(z) = -175/152*z^3 + 37/76*z + 1
*
[ 10/13 ] 
f(z) = -169/140*z^3 + 29/70*z + 1
*
-2/13 | 0.081388239370385308755675296079764201484 | 0.015865467116070689137244609459527139033
f(z) = -169/140*z^3 + 37/70*z + 1
*
[ 10/13 ] 
f(z) = -169/152*z^3 + 34/95*z + 1
*
[ 7/10 ] 
f(z) = -170/147*z^3 + 29/210*z + 1
*
[ 5/7 ] 
f(z) = -161/150*z^3 + 31/210*z + 1
*
[ -6/5 ] 
f(z) = -175/144*z^3 + 43/12*z + 1
*
[ -6/13 ] 
f(z) = -169/144*z^3 + 41/12*z + 1
*
-6/13 | 0.17925396622668612447582602234250906841 | 0.027768931422914201062862786664320401187
f(z) = -169/144*z^3 + 53/12*z + 1
*
10/13 | 0.081380199918313702705410008033806936131 | 0.015809672120074224013884035916959489297
f(z) = -169/144*z^3 + 43/36*z + 1
*
[ 15/13 ] 
f(z) = -169/150*z^3 + 49/30*z + 1
*
20/13 | 0.059609463710987066571682377859351800853 | 0.010683216852789290895571323663434097968
f(z) = -169/150*z^3 + 53/30*z + 1
*
[ 14/13 ] 
f(z) = -169/147*z^3 + 59/42*z + 1
*
6/5 | 0.20944801469724895065760944391471571150 | 0.029455346013226418129151722019928371029
f(z) = -175/144*z^3 + 41/84*z + 1
*
[ 21/26 ] 
f(z) = -169/147*z^3 + 43/84*z + 1
*
-21/26 | 0.089186525076739785205520980823054225789 | 0.013686906455340848422685188461279200818
f(z) = -169/147*z^3 + 55/84*z + 1
*
[ 6/7 ] 
f(z) = -161/144*z^3 + 55/84*z + 1
*
[ 3/4 ] 
f(z) = -176/141*z^3 + 52/141*z + 1
*
[ 3/4 ] 
f(z) = -176/147*z^3 + 50/147*z + 1
*
[ 3/4 ] 
f(z) = -176/159*z^3 + 46/159*z + 1
*
[ 3/4 ] 
f(z) = -164/153*z^3 + 55/204*z + 1
*
[ 13/18 ] 
f(z) = -162/143*z^3 + 59/286*z + 1
*
-2 | 0.10995242488344389064519373645403434547 | 0.017049823335974553626725917478949601128
f(z) = -177/152*z^3 + 79/19*z + 1
*
-12/5 | 0.19213207239281600026343609207338806628 | 0.028135916462300878926523445641338615792
f(z) = -175/144*z^3 + 77/12*z + 1
*
[ -2/5 ] 
f(z) = -175/152*z^3 + 70/19*z + 1
*
-2 | 0.10973380044453479050654907508005796505 | 0.017049601728359774074945149490494775353
f(z) = -175/152*z^3 + 78/19*z + 1
*
-2 | 0.10951215987847823408918286677529301617 | 0.017049345992798949276514899662762470793
f(z) = -173/152*z^3 + 77/19*z + 1
*
-2 | 0.10905943309698561263153264046273887629 | 0.017048715395526823986195401797376014425
f(z) = -169/152*z^3 + 75/19*z + 1
*
-2 | 0.10882813392159896190422065547327054610 | 0.017048330979541070286456997438944410992
f(z) = -167/152*z^3 + 74/19*z + 1
*
-2 | 0.10859339170062633751254983837974164736 | 0.017047893207974329401749845897678134307
f(z) = -165/152*z^3 + 73/19*z + 1
*
-2 | 0.10835508327718658643331547142819905425 | 0.017047395837427249150351055752886181772
f(z) = -163/152*z^3 + 72/19*z + 1
*
-2 | 0.10811307770197047829207367150521057038 | 0.017046831898051361536186679170805296943
f(z) = -161/152*z^3 + 71/19*z + 1
*
-2/5 | 0.13285409157606111175489058800369892815 | 0.024167732572705665639195137892217547066
f(z) = -175/144*z^3 + 61/36*z + 1
*
[ -7/13 ] 
f(z) = -169/147*z^3 + 67/21*z + 1
*
[ 21/13 ] 
f(z) = -169/147*z^3 + 71/21*z + 1
*
-8/13 | 0.12981470054389584068885525841164407687 | 0.025305509476485347268585461711417510411
f(z) = -169/144*z^3 + 77/72*z + 1
*
[ 7/8 ] 
f(z) = -176/147*z^3 + 65/84*z + 1
*
[ 6/7 ] 
f(z) = -175/144*z^3 + 61/84*z + 1
*
[ 4/5 ] 
f(z) = -175/148*z^3 + 75/148*z + 1
*
[ 4/5 ] 
f(z) = -175/156*z^3 + 73/156*z + 1
*
[ 10/13 ] 
f(z) = -169/144*z^3 + 71/180*z + 1
*
[ 3/4 ] 
f(z) = -172/153*z^3 + 61/204*z + 1
*
-2 | 0.11016812600899132769259666754991188260 | 0.017050014486206213345077045219259374219
f(z) = -179/152*z^3 + 80/19*z + 1
*
[ 2 ] 
f(z) = -179/152*z^3 + 99/19*z + 1
*
[ 2 ] 
f(z) = -177/152*z^3 + 98/19*z + 1
*
[ 12/5 ] 
f(z) = -175/144*z^3 + 91/12*z + 1
*
[ 2 ] 
f(z) = -175/152*z^3 + 97/19*z + 1
*
[ 2 ] 
f(z) = -173/152*z^3 + 96/19*z + 1
*
-6/13 | 0.18809675571390329138397957110130862427 | 0.026972911070798342688599873534369689878
f(z) = -169/144*z^3 + 89/12*z + 1
*
[ 2 ] 
f(z) = -169/152*z^3 + 94/19*z + 1
*
[ 2 ] 
f(z) = -167/152*z^3 + 93/19*z + 1
*
[ 2 ] 
f(z) = -165/152*z^3 + 92/19*z + 1
*
[ 2 ] 
f(z) = -163/152*z^3 + 91/19*z + 1
*
[ 2 ] 
f(z) = -161/152*z^3 + 90/19*z + 1
*
[ 7/4 ] 
f(z) = -176/147*z^3 + 86/21*z + 1
*
-4/13 | 0.060883209348622194030957607275375508401 | 0.010444978104562164163878037565670570804
f(z) = -169/144*z^3 + 85/36*z + 1
*
[ -21/13 ] 
f(z) = -169/147*z^3 + 97/21*z + 1
*
[ -10/13 ] 
f(z) = -169/150*z^3 + 89/30*z + 1
*
-14/13 | 0.15112089935898086207628419572024787767 | 0.028918527589398157599055293482925994456
f(z) = -169/140*z^3 + 93/70*z + 1
*
-6/7 | 0.20944764080192134613232875279279704129 | 0.029455293431127403062215416251040536877
f(z) = -175/144*z^3 + 89/84*z + 1
*
-6/7 | 0.20944770590917079879670554635878193807 | 0.029804800324607368795394821323633175822
f(z) = -161/144*z^3 + 83/84*z + 1
*
-2/39 | 0.20354223153611258539453039629046490344 | 0.027779283003350561853434551624827993600
f(z) = -169/152*z^3 + 86/171*z + 1
*
[ -2 ] 
f(z) = -179/152*z^3 + 118/19*z + 1
*
[ -2 ] 
f(z) = -177/152*z^3 + 117/19*z + 1
*
[ -12/5 ] 
f(z) = -175/144*z^3 + 101/12*z + 1
*
[ -2 ] 
f(z) = -175/152*z^3 + 116/19*z + 1
*
[ -2 ] 
f(z) = -173/152*z^3 + 115/19*z + 1
*
-6/13 | 0.14879770358363887541503449026699536984 | 0.020957342851165544802216577500801514247
f(z) = -169/144*z^3 + 101/12*z + 1
*
[ -2 ] 
f(z) = -169/152*z^3 + 113/19*z + 1
*
[ -2 ] 
f(z) = -167/152*z^3 + 112/19*z + 1
*
[ -2 ] 
f(z) = -165/152*z^3 + 111/19*z + 1
*
[ -2 ] 
f(z) = -163/152*z^3 + 110/19*z + 1
*
[ -2 ] 
f(z) = -161/152*z^3 + 109/19*z + 1
*
[ -7/4 ] 
f(z) = -176/147*z^3 + 110/21*z + 1
*
[ -4/5 ] 
f(z) = -175/144*z^3 + 109/36*z + 1
*
[ 24/13 ] 
f(z) = -169/144*z^3 + 107/24*z + 1
*
[ -15/13 ] 
f(z) = -169/150*z^3 + 101/30*z + 1
*
-20/13 | 0.18334975375255484267185806404701219471 | 0.029185286320920037390883953990665265123
f(z) = -169/150*z^3 + 107/30*z + 1
*
[ -5/13 ] 
f(z) = -169/150*z^3 + 113/30*z + 1
*
-10/13 | 0.18362029189301402449405080952660218653 | 0.028742040693797089945895084397500455955
f(z) = -169/150*z^3 + 119/30*z + 1
*
-3/5 | 0.15131844962917689854275501941614626668 | 0.026483291182827217841563308917928415016
f(z) = -175/144*z^3 + 101/48*z + 1
*
[ 6/5 ] 
f(z) = -175/152*z^3 + 104/57*z + 1
*
[ 14/13 ] 
f(z) = -169/140*z^3 + 103/70*z + 1
*
6/35 | 0.14879676769541409239713348481629323208 | 0.020925766636906970821647132146056767045
f(z) = -175/144*z^3 + 101/84*z + 1
*
[ 10/13 ] 
f(z) = -169/145*z^3 + 113/290*z + 1
*
[ -2/5 ] 
f(z) = -175/144*z^3 + 133/36*z + 1
*
[ -24/13 ] 
f(z) = -169/144*z^3 + 133/24*z + 1
*
-14/13 | 0.089196227511664556022222703010954240449 | 0.014111611652146481110182342199282089366
f(z) = -169/144*z^3 + 139/36*z + 1
*
-20/13 | 0.18428936363269794800861667635408109782 | 0.028224466556313871296360579977179308446
f(z) = -169/150*z^3 + 137/30*z + 1
*
[ -14/13 ] 
f(z) = -169/147*z^3 + 137/42*z + 1
*
[ 6/5 ] 
f(z) = -175/156*z^3 + 139/78*z + 1
*
-14/13 | 0.13096956086714840007549584293279323957 | 0.019288318903909782476908157689688990942
f(z) = -169/147*z^3 + 127/84*z + 1
*
[ -2/13 ] 
f(z) = -169/152*z^3 + 143/19*z + 1
*
-2 | 0.096205534612719148453620010575445685677 | 0.014932857557248111739991842230196687282
f(z) = -175/144*z^3 + 157/36*z + 1
*
-2 | 0.095986102848786782044160466977791183714 | 0.014928505540036333378195861958814425598
f(z) = -173/144*z^3 + 155/36*z + 1
*
[ -18/13 ] 
f(z) = -169/144*z^3 + 143/36*z + 1
*
-2 | 0.095538162602536327129293926695428006180 | 0.014919505833687047393900890604399644374
f(z) = -169/144*z^3 + 151/36*z + 1
*
[ -4/13 ] 
f(z) = -169/144*z^3 + 157/36*z + 1
*
-5/13 | 0.18434290181393234914551023948813363462 | 0.028048535743317173206834334424546024697
f(z) = -169/150*z^3 + 143/30*z + 1
*
-2 | 0.095309459627116541873000942963785097139 | 0.014914846653324310582863258475973336992
f(z) = -167/144*z^3 + 149/36*z + 1
*
-2 | 0.094842060485876091234455319088858875922 | 0.014905177054475813684833213254157240057
f(z) = -163/144*z^3 + 145/36*z + 1
*
-2 | 0.094603134854082507650706069196985613769 | 0.014900151813108017892823788008539334680
f(z) = -161/144*z^3 + 143/36*z + 1
*
[ 3/2 ] 
f(z) = -176/153*z^3 + 149/51*z + 1
*
[ -3/4 ] 
f(z) = -176/153*z^3 + 152/51*z + 1
*
[ -3/5 ] 
f(z) = -175/144*z^3 + 149/48*z + 1
*
[ -3/5 ] 
f(z) = -175/153*z^3 + 157/51*z + 1
*
[ 3/2 ] 
f(z) = -172/153*z^3 + 146/51*z + 1
*
[ 3/2 ] 
f(z) = -164/153*z^3 + 140/51*z + 1
*
12/35 | 0.15810470948359579897806451186821440540 | 0.021189001502764502174867968875558543770
f(z) = -175/144*z^3 + 145/84*z + 1
*
-2/5 | 0.20551414132805462428711413931383853660 | 0.028749888252597043636143485745586461060
f(z) = -165/152*z^3 + 159/95*z + 1
*
-9/13 | 0.061355906497616412363581912773952400240 | 0.011960451834873408099105224817546606646
f(z) = -169/144*z^3 + 145/144*z + 1
*
[ 4/5 ] 
f(z) = -175/142*z^3 + 153/284*z + 1
*
[ 4/5 ] 
f(z) = -175/146*z^3 + 151/292*z + 1
*
-2 | 0.096635771213816378147546019948959834717 | 0.014941291378304871336587075939761383958
f(z) = -179/144*z^3 + 161/36*z + 1
*
[ 2 ] 
f(z) = -161/144*z^3 + 179/36*z + 1
*
[ -2/3 ] 
f(z) = -177/152*z^3 + 172/57*z + 1
*
28/13 | 0.14968422083658547833552644485324767269 | 0.021084655182889584057416942186908993159
f(z) = -169/147*z^3 + 173/42*z + 1
*
[ -2/3 ] 
f(z) = -165/152*z^3 + 170/57*z + 1
*
-12/35 | 0.17591961705050963672277249861843290928 | 0.023031559462615028556495800568324494700
f(z) = -175/144*z^3 + 173/84*z + 1
*
[ 38/39 ] 
f(z) = -169/152*z^3 + 176/171*z + 1
*
-10/13 | 0.19233173521815593986021163148102193278 | 0.028538674628214660876489822566970941888
f(z) = -169/144*z^3 + 179/180*z + 1
*
[ 12/13 ] 
f(z) = -169/153*z^3 + 175/204*z + 1
*
[ 5/6 ] 
f(z) = -162/145*z^3 + 167/290*z + 1
*
[ 38/13 ] 
f(z) = -169/152*z^3 + 193/19*z + 1
*
[ 2 ] 
f(z) = -179/144*z^3 + 197/36*z + 1
*
[ 2 ] 
f(z) = -175/144*z^3 + 193/36*z + 1
*
[ 2 ] 
f(z) = -173/144*z^3 + 191/36*z + 1
*
[ 2 ] 
f(z) = -169/144*z^3 + 187/36*z + 1
*
-2/13 | 0.18022918622151992131877234358986339134 | 0.026982036078372380417682220115818578939
f(z) = -169/144*z^3 + 199/36*z + 1
*
[ 30/13 ] 
f(z) = -169/150*z^3 + 197/30*z + 1
*
[ 2 ] 
f(z) = -167/144*z^3 + 185/36*z + 1
*
[ 2 ] 
f(z) = -163/144*z^3 + 181/36*z + 1
*
[ -6/5 ] 
f(z) = -175/152*z^3 + 199/57*z + 1
*
[ -6/13 ] 
f(z) = -169/152*z^3 + 194/57*z + 1
*
[ 20/13 ] 
f(z) = -169/150*z^3 + 181/60*z + 1
*
[ 6/5 ] 
f(z) = -175/153*z^3 + 185/102*z + 1
*
[ 38/35 ] 
f(z) = -175/152*z^3 + 191/133*z + 1
*
[ 14/13 ] 
f(z) = -169/152*z^3 + 181/133*z + 1
*
4/3 | 0.14323383114037284564735995294374668406 | 0.027059433734354780034242708607078575414
f(z) = -171/140*z^3 + 199/140*z + 1
*
[ 12/13 ] 
f(z) = -169/152*z^3 + 197/228*z + 1
*
[ -38/13 ] 
f(z) = -169/152*z^3 + 206/19*z + 1
*
[ -2 ] 
f(z) = -163/144*z^3 + 217/36*z + 1
*
[ -2 ] 
f(z) = -161/144*z^3 + 215/36*z + 1
*
[ -3/2 ] 
f(z) = -176/153*z^3 + 217/51*z + 1
*
[ -3/2 ] 
f(z) = -172/153*z^3 + 214/51*z + 1
*
[ -3/2 ] 
f(z) = -164/153*z^3 + 208/51*z + 1
*
[ -2/3 ] 
f(z) = -171/140*z^3 + 213/70*z + 1
*
[ -10/13 ] 
f(z) = -169/140*z^3 + 211/70*z + 1
*
[ 14/13 ] 
f(z) = -169/154*z^3 + 207/154*z + 1
*
4/5 | 0.18657658433882470508972803145788172347 | 0.026238863412526713471284308068063895430
f(z) = -175/144*z^3 + 205/252*z + 1
*
[ -2 ] 
f(z) = -179/144*z^3 + 233/36*z + 1
*
[ -2 ] 
f(z) = -175/144*z^3 + 229/36*z + 1
*
[ -2 ] 
f(z) = -173/144*z^3 + 227/36*z + 1
*
[ -2 ] 
f(z) = -169/144*z^3 + 223/36*z + 1
*
[ -30/13 ] 
f(z) = -169/150*z^3 + 223/30*z + 1
*
[ -2 ] 
f(z) = -167/144*z^3 + 221/36*z + 1
*
[ -4/5 ] 
f(z) = -175/152*z^3 + 227/76*z + 1
*
[ -2/3 ] 
f(z) = -171/148*z^3 + 223/74*z + 1
*
[ -14/13 ] 
f(z) = -169/140*z^3 + 233/70*z + 1
*
[ -8/13 ] 
f(z) = -169/144*z^3 + 221/72*z + 1
*
-7/26 | 0.21952766087240004416815957182605094235 | 0.029643884873677078982004110283486437308
f(z) = -169/147*z^3 + 235/84*z + 1
*
5/26 | 0.19482952352735773174767291680964380879 | 0.027802600955805033307263536171297529149
f(z) = -169/150*z^3 + 221/120*z + 1
*
13/9 | 0.15730020393497612398906277195823475694 | 0.028722952767483942138533619439242928721
f(z) = -162/143*z^3 + 239/143*z + 1
*
[ -3/13 ] 
f(z) = -169/144*z^3 + 259/48*z + 1
*
[ 8/5 ] 
f(z) = -175/144*z^3 + 251/72*z + 1
*
[ -20/13 ] 
f(z) = -169/150*z^3 + 259/60*z + 1
*
[ -7/8 ] 
f(z) = -176/147*z^3 + 257/84*z + 1
*
[ -6/7 ] 
f(z) = -175/144*z^3 + 257/84*z + 1
*
[ -21/26 ] 
f(z) = -169/147*z^3 + 251/84*z + 1
*
-7/4 | 0.21777107386154350786573403269920326648 | 0.029147435520281343412284423615872504905
f(z) = -164/147*z^3 + 251/84*z + 1
*
-12/7 | 0.20944948450912128070681957486693012760 | 0.026280711988908862894862129886015030258
f(z) = -161/144*z^3 + 241/84*z + 1
*
[ -6/7 ] 
f(z) = -161/144*z^3 + 251/84*z + 1
*
-5/13 | 0.12545173291188015255681599327377563258 | 0.022737254901127111872131093290120434166
f(z) = -169/140*z^3 + 249/140*z + 1
*
[ 21/22 ] 
f(z) = -176/147*z^3 + 241/231*z + 1
*
[ -2/13 ] 
f(z) = -169/144*z^3 + 271/36*z + 1
*
[ -3/13 ] 
f(z) = -169/153*z^3 + 275/51*z + 1
*
[ -2/5 ] 
f(z) = -175/148*z^3 + 273/74*z + 1
*
[ -6/5 ] 
f(z) = -175/156*z^3 + 269/78*z + 1
*
-10/13 | 0.099365938916057848625200908389657159130 | 0.015821604475890684401904084343158893256
f(z) = -169/140*z^3 + 267/70*z + 1
*
-7/4 | 0.21732096335283163605286931139850208550 | 0.028877406316747460157743087594126734636
f(z) = -172/147*z^3 + 265/84*z + 1
*
[ 7/5 ] 
f(z) = -170/147*z^3 + 268/105*z + 1
*
[ 11/9 ] 
f(z) = -162/143*z^3 + 268/143*z + 1
*
[ -2/5 ] 
f(z) = -175/156*z^3 + 287/78*z + 1
*
-2 | 0.10889126226175316162155035659006725519 | 0.017031315649108242579903033895997992381
f(z) = -167/140*z^3 + 299/70*z + 1
*
-2 | 0.10885155886311084883666614710992472492 | 0.017042996026731453695619569058881298648
f(z) = -167/148*z^3 + 297/74*z + 1
*
-2 | 0.088457536849422123500176922344895336425 | 0.013864551399729932011976380477599287602
f(z) = -167/156*z^3 + 295/78*z + 1
*
-2 | 0.10861823894425551964814749542522775492 | 0.017042646929766620780276631691796617779
f(z) = -165/148*z^3 + 293/74*z + 1
*
-2 | 0.10842639472972804365309845660880975259 | 0.017030848665662711554631908192782270447
f(z) = -163/140*z^3 + 291/70*z + 1
*
-2 | 0.10838143682629692525273189049060935217 | 0.017042248280217334441124840655782960996
f(z) = -163/148*z^3 + 289/74*z + 1
*
-2 | 0.087981335636665910357364460379055445040 | 0.013849593632463184434140454482069767182
f(z) = -163/156*z^3 + 287/78*z + 1
*
-2 | 0.10814102839743718086920414253437686416 | 0.017041794116187965935761114055964174403
f(z) = -161/148*z^3 + 285/74*z + 1
*
-2 | 0.087737609069823744638071132320987847421 | 0.013841809080586359841093879280073033598
f(z) = -161/156*z^3 + 283/78*z + 1
*
7/26 | 0.21995215011025133512576912903938870474 | 0.028974022530781580728228519923255383395
f(z) = -169/147*z^3 + 283/84*z + 1
*
-14/13 | 0.21628380214257325260180137076922484271 | 0.028335784938696895231214198925113439002
f(z) = -169/147*z^3 + 295/84*z + 1
*
[ -10/13 ] 
f(z) = -169/152*z^3 + 281/95*z + 1
*
[ 3/2 ] 
f(z) = -166/153*z^3 + 283/102*z + 1
*
-1/3 | 0.11812264332949585720895497624377109440 | 0.020721658202334456579887232861335192451
f(z) = -171/140*z^3 + 299/140*z + 1
*
1/13 | 0.10989906731321704796622029756789450520 | 0.019491336348694650908199966427985170442
f(z) = -169/140*z^3 + 281/140*z + 1
*
-3/13 | 0.095570333491577008760570957192268765221 | 0.016866067232824793652825233103306417124
f(z) = -169/140*z^3 + 289/140*z + 1
*
[ 16/13 ] 
f(z) = -169/144*z^3 + 283/144*z + 1
*
-9/13 | 0.16996493615495767778895567600951047939 | 0.029995082529087732874920141640230569852
f(z) = -169/144*z^3 + 289/144*z + 1
*
14/13 | 0.080633945877862320142568470496529799917 | 0.014178704992623519132087204187957959712
f(z) = -169/154*z^3 + 295/154*z + 1
*
-6/13 | 0.10250886243346912585077055973114525167 | 0.016033065984107347900571406805982697618
f(z) = -169/140*z^3 + 299/210*z + 1
*
-4/7 | 0.13405756709580607228590734392905282934 | 0.018852945587505489148133646408611261874
f(z) = -175/144*z^3 + 289/252*z + 1
*
-4/7 | 0.088418246565110084834566957330983590294 | 0.012582081873304584551080488087001474497
f(z) = -161/144*z^3 + 281/252*z + 1
*
[ 2/3 ] 
f(z) = -171/160*z^3 - 1/40*z + 1
*
[ 2/3 ] 
f(z) = -171/176*z^3 - 3/44*z + 1
*
[ 2/3 ] 
f(z) = -171/164*z^3 - 3/82*z + 1
*
[ 2/3 ] 
f(z) = -171/172*z^3 - 5/86*z + 1
*
[ 2/3 ] 
f(z) = -177/160*z^3 - 1/120*z + 1
*
[ 2/3 ] 
f(z) = -177/176*z^3 - 7/132*z + 1
*
[ 2/3 ] 
f(z) = -171/166*z^3 - 7/166*z + 1
*
[ 2/3 ] 
f(z) = -171/170*z^3 - 9/170*z + 1
*
[ 2/3 ] 
f(z) = -171/178*z^3 - 13/178*z + 1
*
[ 2/3 ] 
f(z) = -179/168*z^3 - 5/189*z + 1
*
[ 2/3 ] 
f(z) = -173/168*z^3 - 8/189*z + 1
*
[ 2/3 ] 
f(z) = -169/168*z^3 - 10/189*z + 1
*
[ 2/3 ] 
f(z) = -167/168*z^3 - 11/189*z + 1
*
[ 2/3 ] 
f(z) = -163/168*z^3 - 13/189*z + 1
*
[ 2/3 ] 
f(z) = -177/164*z^3 - 5/246*z + 1
*
[ 2/3 ] 
f(z) = -177/172*z^3 - 11/258*z + 1
*
[ 2/3 ] 
f(z) = -165/164*z^3 - 13/246*z + 1
*
[ 2/3 ] 
f(z) = -165/172*z^3 - 19/258*z + 1
*
3/5 | 0.081378688049489606770018165697964867011 | 0.015756449243078500060057049119679191836
f(z) = -175/162*z^3 + 13/18*z + 1
*
6/13 | 0.12094321190764098647650138890250708147 | 0.023576140315560717087588004042359905842
f(z) = -169/168*z^3 + 8/21*z + 1
*
[ 13/18 ] 
f(z) = -162/169*z^3 + 3/26*z + 1
*
[ 3/4 ] 
f(z) = -176/171*z^3 + 14/57*z + 1
*
[ 4/5 ] 
f(z) = -175/176*z^3 + 17/44*z + 1
*
[ 10/13 ] 
f(z) = -169/160*z^3 + 13/40*z + 1
*
15/26 | 0.14555898254578083912346558435149973443 | 0.022338040148155534109451042861539218332
f(z) = -169/162*z^3 + 1/72*z + 1
*
[ 10/13 ] 
f(z) = -169/175*z^3 + 19/70*z + 1
*
-6/13 | 0.15339626550160371214074897657483045163 | 0.024628079714904536079199868042905219018
f(z) = -169/160*z^3 + 7/120*z + 1
*
[ 9/13 ] 
f(z) = -169/171*z^3 + 5/171*z + 1
*
[ 13/19 ] 
f(z) = -171/169*z^3 + 3/247*z + 1
*
[ 6/5 ] 
f(z) = -175/162*z^3 + 31/18*z + 1
*
-6/5 | 0.14283759170401233598442536988875793943 | 0.022160068340920837799145082856880637275
f(z) = -175/162*z^3 + 35/9*z + 1
*
-12/13 | 0.084132372482325484768774068115765819889 | 0.014940367320923883500257373462155139382
f(z) = -169/162*z^3 + 31/18*z + 1
*
-18/13 | 0.13284912877173276870638877817598657243 | 0.022872911434405955029485919574657231868
f(z) = -169/162*z^3 + 37/18*z + 1
*
[ 13/9 ] 
f(z) = -162/169*z^3 + 30/13*z + 1
*
4/13 | 0.095721158008632373831156933843911572353 | 0.016821636449678869101403400367397184826
f(z) = -169/160*z^3 + 37/20*z + 1
*
[ 12/13 ] 
f(z) = -169/162*z^3 + 29/36*z + 1
*
[ 14/13 ] 
f(z) = -169/168*z^3 + 26/21*z + 1
*
-3/10 | 0.17123110034429733206484455181291368139 | 0.026137841636338722686721452901659867755
f(z) = -175/162*z^3 + 31/72*z + 1
*
-21/26 | 0.17123110034429733206484455181291368139 | 0.026277781880625222139195261086598603443
f(z) = -169/162*z^3 + 25/72*z + 1
*
[ 5/6 ] 
f(z) = -162/175*z^3 + 31/70*z + 1
*
[ 13/18 ] 
f(z) = -180/169*z^3 + 20/117*z + 1
*
[ 10/13 ] 
f(z) = -169/168*z^3 + 31/105*z + 1
*
12/5 | 0.19734880888005668058662800148208180658 | 0.029011666588960633246982121163148029671
f(z) = -175/162*z^3 + 50/9*z + 1
*
[ -3/5 ] 
f(z) = -175/162*z^3 + 55/18*z + 1
*
[ 18/13 ] 
f(z) = -169/162*z^3 + 41/18*z + 1
*
30/13 | 0.16287988912322017604256236465000403421 | 0.024164293644686677727835404434031748669
f(z) = -169/162*z^3 + 47/9*z + 1
*
[ -9/13 ] 
f(z) = -169/162*z^3 + 53/18*z + 1
*
-21/13 | 0.13844291729780575678712597804049608375 | 0.022313099917130969449567281292674436400
f(z) = -169/162*z^3 + 55/18*z + 1
*
[ -13/9 ] 
f(z) = -162/169*z^3 + 48/13*z + 1
*
[ 4/3 ] 
f(z) = -171/160*z^3 + 43/20*z + 1
*
[ 20/13 ] 
f(z) = -169/160*z^3 + 57/20*z + 1
*
-18/13 | 0.10548057686365807848469504403006429727 | 0.017988951505446441882743966664542216778
f(z) = -169/168*z^3 + 44/21*z + 1
*
-6/13 | 0.17510087797415624723639825581872466943 | 0.029225054508363173292793262235609066892
f(z) = -169/168*z^3 + 50/21*z + 1
*
-2/3 | 0.13511804239979958525835827043964895717 | 0.026132571443885222024860893363288190929
f(z) = -171/176*z^3 + 41/44*z + 1
*
-8/13 | 0.074115096424896790221353340463573062720 | 0.014447672467546603305678980693159113685
f(z) = -169/160*z^3 + 41/40*z + 1
*
-12/13 | 0.13321770832306135784304611499630799692 | 0.025440501254226836026493702144494951333
f(z) = -169/176*z^3 + 47/44*z + 1
*
[ 13/15 ] 
f(z) = -180/169*z^3 + 42/65*z + 1
*
18/35 | 0.17868613257380803725408831146537289720 | 0.025129203875886131557588063209364469150
f(z) = -175/162*z^3 + 53/63*z + 1
*
[ 9/10 ] 
f(z) = -175/162*z^3 + 55/72*z + 1
*
[ 12/13 ] 
f(z) = -169/160*z^3 + 49/60*z + 1
*
-3/26 | 0.11132949214775884853496029440294780514 | 0.017085051171529283403125418561460038183
f(z) = -169/162*z^3 + 49/72*z + 1
*
[ 3/4 ] 
f(z) = -176/177*z^3 + 40/177*z + 1
*
[ 10/13 ] 
f(z) = -169/170*z^3 + 49/170*z + 1
*
[ 7/9 ] 
f(z) = -162/161*z^3 + 52/161*z + 1
*
[ 7/9 ] 
f(z) = -162/175*z^3 + 48/175*z + 1
*
[ 26/35 ] 
f(z) = -175/169*z^3 + 41/182*z + 1
*
4/39 | 0.21151776186742254456936130729263889388 | 0.028867777083931364019242862838707018718
f(z) = -169/160*z^3 + 47/180*z + 1
*
[ 3/4 ] 
f(z) = -172/171*z^3 + 53/228*z + 1
*
[ 10/13 ] 
f(z) = -169/176*z^3 + 59/220*z + 1
*
[ 3/4 ] 
f(z) = -164/171*z^3 + 47/228*z + 1
*
[ 13/6 ] 
f(z) = -180/169*z^3 + 72/13*z + 1
*
[ -6/5 ] 
f(z) = -175/162*z^3 + 61/18*z + 1
*
-9/5 | 0.18759687834701729857258852167658922449 | 0.029303234106639390734354401560047477867
f(z) = -175/162*z^3 + 67/18*z + 1
*
[ 9/5 ] 
f(z) = -175/162*z^3 + 71/18*z + 1
*
-21/13 | 0.086571348824653744857377588925054289451 | 0.013343952723035828514934617280722832244
f(z) = -169/162*z^3 + 73/18*z + 1
*
-18/13 | 0.15987187750435451413310423693559463888 | 0.024345949826698573705236220412400546958
f(z) = -169/162*z^3 + 79/18*z + 1
*
-2 | 0.089737513543652347966773550821644208530 | 0.013915188811440917574740640878801800897
f(z) = -179/168*z^3 + 79/21*z + 1
*
[ 5/4 ] 
f(z) = -176/175*z^3 + 62/35*z + 1
*
-2 | 0.089066045625319345678293699181770200831 | 0.013894479833286619763692952279814233762
f(z) = -173/168*z^3 + 76/21*z + 1
*
[ -4/3 ] 
f(z) = -171/160*z^3 + 73/20*z + 1
*
-20/13 | 0.10745228837669666603728113208027220682 | 0.017098980642766392430675134174937096751
f(z) = -169/160*z^3 + 67/20*z + 1
*
-12/13 | 0.14532970414194966573463291184727342360 | 0.022815064870509726817261005938357949523
f(z) = -169/160*z^3 + 73/20*z + 1
*
[ -14/13 ] 
f(z) = -169/168*z^3 + 65/21*z + 1
*
[ -6/13 ] 
f(z) = -169/168*z^3 + 71/21*z + 1
*
-2 | 0.088602496335282345674473425713412935618 | 0.013879909805544102226151306336373357886
f(z) = -169/168*z^3 + 74/21*z + 1
*
-2 | 0.088363704819470601522683004776202384225 | 0.013872068821427305945435105812986881519
f(z) = -167/168*z^3 + 73/21*z + 1
*
-2 | 0.087877557662224268304832414667003055747 | 0.013856177114935182320781208690986499015
f(z) = -163/168*z^3 + 71/21*z + 1
*
[ -13/18 ] 
f(z) = -162/169*z^3 + 75/26*z + 1
*
[ 13/12 ] 
f(z) = -180/169*z^3 + 69/52*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.027034662154522675906825521419889712129
f(z) = -171/176*z^3 + 65/44*z + 1
*
-14/13 | 0.093916566536708506080145247483553886836 | 0.016709940942037231701309266443694584399
f(z) = -169/160*z^3 + 69/40*z + 1
*
20/13 | 0.15033179659835279278856477296326516468 | 0.026888239432926877626358745918202772027
f(z) = -169/176*z^3 + 67/44*z + 1
*
6/13 | 0.13326087303250009830232430505501313098 | 0.023363596635149112707592288205784192050
f(z) = -169/176*z^3 + 75/44*z + 1
*
[ 12/13 ] 
f(z) = -169/168*z^3 + 65/84*z + 1
*
[ 13/14 ] 
f(z) = -168/169*z^3 + 71/91*z + 1
*
[ 13/15 ] 
f(z) = -175/169*z^3 + 73/117*z + 1
*
[ 6/7 ] 
f(z) = -161/162*z^3 + 71/126*z + 1
*
[ 5/6 ] 
f(z) = -171/175*z^3 + 67/140*z + 1
*
[ 4/5 ] 
f(z) = -175/164*z^3 + 71/164*z + 1
*
[ 4/5 ] 
f(z) = -175/172*z^3 + 69/172*z + 1
*
[ 13/17 ] 
f(z) = -170/169*z^3 + 62/221*z + 1
*
[ 3/4 ] 
f(z) = -175/162*z^3 + 79/288*z + 1
*
[ 3/4 ] 
f(z) = -173/162*z^3 + 77/288*z + 1
*
[ 3/4 ] 
f(z) = -169/162*z^3 + 73/288*z + 1
*
[ 3/4 ] 
f(z) = -167/162*z^3 + 71/288*z + 1
*
[ 3/4 ] 
f(z) = -163/162*z^3 + 67/288*z + 1
*
[ 3/4 ] 
f(z) = -161/162*z^3 + 65/288*z + 1
*
[ -13/6 ] 
f(z) = -180/169*z^3 + 84/13*z + 1
*
-9/5 | 0.10207731539145529363330762199116750486 | 0.015073580448271038257553680422591457149
f(z) = -175/162*z^3 + 97/18*z + 1
*
[ 13/5 ] 
f(z) = -175/169*z^3 + 99/13*z + 1
*
30/13 | 0.14732091277710501787742160265574926743 | 0.022187299350777847568755824045677237655
f(z) = -169/162*z^3 + 85/18*z + 1
*
[ -3/13 ] 
f(z) = -169/162*z^3 + 97/18*z + 1
*
[ 2 ] 
f(z) = -173/168*z^3 + 97/21*z + 1
*
[ -20/13 ] 
f(z) = -169/160*z^3 + 83/20*z + 1
*
-22/13 | 0.16819918559074672920160963619207214045 | 0.025479976090143473481532169694297030601
f(z) = -169/168*z^3 + 92/21*z + 1
*
[ 2 ] 
f(z) = -169/168*z^3 + 95/21*z + 1
*
[ 2 ] 
f(z) = -167/168*z^3 + 94/21*z + 1
*
[ 2 ] 
f(z) = -163/168*z^3 + 92/21*z + 1
*
[ 4/3 ] 
f(z) = -171/176*z^3 + 87/44*z + 1
*
[ 13/12 ] 
f(z) = -168/169*z^3 + 97/78*z + 1
*
[ 10/9 ] 
f(z) = -162/175*z^3 + 87/70*z + 1
*
24/35 | 0.18948545958080517641789572066615303657 | 0.026647947866660562656767931873073785856
f(z) = -175/162*z^3 + 85/126*z + 1
*
[ 12/13 ] 
f(z) = -169/176*z^3 + 97/132*z + 1
*
[ 11/13 ] 
f(z) = -169/176*z^3 + 89/176*z + 1
*
[ 13/16 ] 
f(z) = -176/169*z^3 + 95/208*z + 1
*
[ 3/4 ] 
f(z) = -179/162*z^3 + 83/288*z + 1
*
[ -13/5 ] 
f(z) = -175/169*z^3 + 109/13*z + 1
*
3/13 | 0.14747008171136571809606637979694528428 | 0.021585346020886126852472497445188044722
f(z) = -169/162*z^3 + 103/18*z + 1
*
-3/13 | 0.13063988536675393166146074740242877794 | 0.018818342901925472414966198536890586665
f(z) = -169/162*z^3 + 115/18*z + 1
*
[ 2 ] 
f(z) = -179/168*z^3 + 100/21*z + 1
*
[ -5/4 ] 
f(z) = -176/175*z^3 + 118/35*z + 1
*
[ -2 ] 
f(z) = -173/168*z^3 + 118/21*z + 1
*
[ 5/3 ] 
f(z) = -171/175*z^3 + 109/35*z + 1
*
[ -12/13 ] 
f(z) = -169/162*z^3 + 107/36*z + 1
*
[ -2 ] 
f(z) = -167/168*z^3 + 115/21*z + 1
*
[ -2 ] 
f(z) = -163/168*z^3 + 113/21*z + 1
*
[ 5/3 ] 
f(z) = -162/175*z^3 + 104/35*z + 1
*
[ -5/9 ] 
f(z) = -162/175*z^3 + 108/35*z + 1
*
[ 13/10 ] 
f(z) = -175/169*z^3 + 103/52*z + 1
*
[ -2/3 ] 
f(z) = -171/160*z^3 + 119/40*z + 1
*
[ -10/13 ] 
f(z) = -169/160*z^3 + 117/40*z + 1
*
-16/13 | 0.15113241506867634253095689992632292747 | 0.027881457289541728398121956952413952456
f(z) = -169/160*z^3 + 113/80*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.028569476047347703885490427012637853221
f(z) = -177/160*z^3 + 119/120*z + 1
*
[ 13/15 ] 
f(z) = -165/169*z^3 + 113/195*z + 1
*
[ 5/6 ] 
f(z) = -174/175*z^3 + 103/210*z + 1
*
-6/13 | 0.17453613591033986632077677707762105167 | 0.024625653737254420945141421340546453594
f(z) = -169/162*z^3 + 133/18*z + 1
*
[ -2 ] 
f(z) = -179/168*z^3 + 121/21*z + 1
*
-12/13 | 0.19690321814281382500622351927432762836 | 0.028026780201674116315079907876763410175
f(z) = -169/162*z^3 + 125/36*z + 1
*
5/13 | 0.18095554767343727332155948905868240439 | 0.028143614708463617039955602317256105143
f(z) = -169/175*z^3 + 124/35*z + 1
*
[ -5/13 ] 
f(z) = -169/175*z^3 + 131/35*z + 1
*
[ 13/6 ] 
f(z) = -162/169*z^3 + 131/26*z + 1
*
[ -4/5 ] 
f(z) = -175/176*z^3 + 127/44*z + 1
*
[ -2/3 ] 
f(z) = -171/176*z^3 + 129/44*z + 1
*
[ -8/13 ] 
f(z) = -169/160*z^3 + 121/40*z + 1
*
-10/13 | 0.13321654148190653731478443684766505446 | 0.021173818252159998980573002686521997735
f(z) = -169/176*z^3 + 135/44*z + 1
*
[ 22/13 ] 
f(z) = -169/176*z^3 + 139/44*z + 1
*
-2 | 0.10788053104036754447823477641843665403 | 0.017067629442847394674543928469015761580
f(z) = -161/176*z^3 + 139/44*z + 1
*
[ 13/10 ] 
f(z) = -180/169*z^3 + 132/65*z + 1
*
[ 4/3 ] 
f(z) = -177/160*z^3 + 133/60*z + 1
*
3/10 | 0.11147829713506929604139377777685874174 | 0.015831810787070297742741191496597643551
f(z) = -175/162*z^3 + 127/72*z + 1
*
12/13 | 0.11972818429384774899369371433383867920 | 0.017121110449369686022862957633738701525
f(z) = -169/162*z^3 + 121/72*z + 1
*
-12/13 | 0.20307608037362911310931195270267592292 | 0.028652411785768065844775624627964952469
f(z) = -169/162*z^3 + 133/72*z + 1
*
[ 18/13 ] 
f(z) = -169/168*z^3 + 139/63*z + 1
*
5/9 | 0.14295169457160018090145366921867684590 | 0.021844990877816799491841010798531812123
f(z) = -162/175*z^3 + 139/70*z + 1
*
-15/13 | 0.18184172663313614243753752759545349385 | 0.025711379947415127251145853009109735561
f(z) = -169/162*z^3 + 131/90*z + 1
*
[ 15/13 ] 
f(z) = -169/162*z^3 + 137/90*z + 1
*
[ 13/12 ] 
f(z) = -162/169*z^3 + 125/104*z + 1
*
-2/3 | 0.13892279514025359904890327896512030076 | 0.022139930513692559064578845258519056254
f(z) = -177/176*z^3 + 125/132*z + 1
*
-5/6 | 0.18283166934145791925019401650371297875 | 0.027908628804846819870221722017844535161
f(z) = -171/175*z^3 + 123/140*z + 1
*
-3/13 | 0.11523832654756552477856289082402190687 | 0.022464054935886508341554812327590776522
f(z) = -169/168*z^3 + 121/168*z + 1
*
[ 13/4 ] 
f(z) = -176/169*z^3 + 152/13*z + 1
*
[ -5/3 ] 
f(z) = -171/175*z^3 + 151/35*z + 1
*
36/13 | 0.13839319118704679581662631152353727627 | 0.019394514425395123310248120589933932152
f(z) = -169/160*z^3 + 157/20*z + 1
*
-12/13 | 0.096394096398593421847113493749931692021 | 0.013462732496541905010437821965699920547
f(z) = -169/162*z^3 + 143/36*z + 1
*
[ -2/13 ] 
f(z) = -169/168*z^3 + 158/21*z + 1
*
[ -13/6 ] 
f(z) = -162/169*z^3 + 155/26*z + 1
*
[ -5/3 ] 
f(z) = -162/175*z^3 + 146/35*z + 1
*
-2 | 0.11012940205296112319402361018267253670 | 0.017060575437353660176171631584102579911
f(z) = -179/160*z^3 + 159/40*z + 1
*
-2 | 0.11002583971998764801333802925815196399 | 0.017078021537629594180212474195762535973
f(z) = -179/176*z^3 + 157/44*z + 1
*
-2 | 0.10991141986794649175475687284444329957 | 0.017060261485059540707692522081169539405
f(z) = -177/160*z^3 + 157/40*z + 1
*
-2 | 0.10980225442602015635928116006557739814 | 0.017077300930631953449752249525263089192
f(z) = -177/176*z^3 + 155/44*z + 1
*
[ 3/2 ] 
f(z) = -176/171*z^3 + 151/57*z + 1
*
-2 | 0.10957530422017234576219483711007903871 | 0.017076496165938002801868348335058458529
f(z) = -175/176*z^3 + 153/44*z + 1
*
-2 | 0.10946621463196844539411173437714494729 | 0.017059495365000552936424501086494501192
f(z) = -173/160*z^3 + 153/40*z + 1
*
-2 | 0.10934486194263033281733193707673763175 | 0.017075598495898525481491455892347031359
f(z) = -173/176*z^3 + 151/44*z + 1
*
[ 3/2 ] 
f(z) = -172/171*z^3 + 148/57*z + 1
*
-2 | 0.10923878187290114956787524034095297719 | 0.017059032736456963203937686507603701376
f(z) = -171/160*z^3 + 151/40*z + 1
*
-2 | 0.10911079172674729881653859433970734584 | 0.017074598189876199529010554395327289629
f(z) = -171/176*z^3 + 149/44*z + 1
*
[ -4/3 ] 
f(z) = -171/176*z^3 + 153/44*z + 1
*
-22/13 | 0.14544005522613270192500032452958574890 | 0.022957981013618043477564486773790430549
f(z) = -169/160*z^3 + 141/40*z + 1
*
-2 | 0.10900797867805650209973194386731326308 | 0.017058509116858858459319488580486509551
f(z) = -169/160*z^3 + 149/40*z + 1
*
-14/13 | 0.13321770832306135784304611499630799692 | 0.020637275060696248887078944160538916861
f(z) = -169/176*z^3 + 159/44*z + 1
*
-2 | 0.10877368352282477891565352429015561833 | 0.017057917707872034254237365283005191014
f(z) = -167/160*z^3 + 147/40*z + 1
*
-2 | 0.10863117491790182970233296481466198033 | 0.017072245030233033757836926379132303119
f(z) = -167/176*z^3 + 145/44*z + 1
*
[ 3/2 ] 
f(z) = -164/171*z^3 + 142/57*z + 1
*
-2 | 0.10829409142970071152274178047995136523 | 0.017056500350162627039315961620869092923
f(z) = -163/160*z^3 + 143/40*z + 1
*
-2 | 0.10813515492512449453340209539505472468 | 0.017069333684009671636410198881546905199
f(z) = -163/176*z^3 + 141/44*z + 1
*
-2 | 0.10804850925558864982621906137928805856 | 0.017055656505236442427230933279265364467
f(z) = -161/160*z^3 + 141/40*z + 1
*
-33/26 | 0.14070032118387946739113948089643549546 | 0.019612648263706302847578652532612594104
f(z) = -169/162*z^3 + 145/72*z + 1
*
[ 16/13 ] 
f(z) = -169/160*z^3 + 143/80*z + 1
*
[ 13/12 ] 
f(z) = -176/169*z^3 + 152/117*z + 1
*
[ 15/13 ] 
f(z) = -169/175*z^3 + 149/105*z + 1
*
-4/7 | 0.16149470515258372619865484470942280350 | 0.022756241444388975747130442943107114992
f(z) = -161/160*z^3 + 151/140*z + 1
*
-11/13 | 0.13652931932775363539526027325300468153 | 0.026614427869810484342699961966115582724
f(z) = -169/165*z^3 + 151/165*z + 1
*
[ -13/4 ] 
f(z) = -176/169*z^3 + 160/13*z + 1
*
3/13 | 0.11866351936888375002149600175229625978 | 0.016118357688115363525345905289240318765
f(z) = -169/162*z^3 + 175/18*z + 1
*
[ 3 ] 
f(z) = -167/162*z^3 + 179/18*z + 1
*
[ 3 ] 
f(z) = -163/162*z^3 + 175/18*z + 1
*
[ 3 ] 
f(z) = -161/162*z^3 + 173/18*z + 1
*
[ -13/12 ] 
f(z) = -180/169*z^3 + 165/52*z + 1
*
[ 13/8 ] 
f(z) = -176/169*z^3 + 163/52*z + 1
*
[ -3/4 ] 
f(z) = -176/171*z^3 + 166/57*z + 1
*
[ -3/5 ] 
f(z) = -175/171*z^3 + 173/57*z + 1
*
[ -2/5 ] 
f(z) = -175/176*z^3 + 161/44*z + 1
*
-10/13 | 0.18831207415030120217495448627818335816 | 0.028646369973513279756647021970681188246
f(z) = -169/176*z^3 + 179/44*z + 1
*
[ -12/13 ] 
f(z) = -169/160*z^3 + 179/60*z + 1
*
5/18 | 0.19216731373288976685958813240063115379 | 0.028415643940204314282037386190221568537
f(z) = -162/175*z^3 + 173/70*z + 1
*
-15/13 | 0.20595266406472991054564598114667580451 | 0.028154000754539970328782229278805300986
f(z) = -169/162*z^3 + 167/90*z + 1
*
-12/35 | 0.11741475400198896315143481940013339328 | 0.016104122915632224123503471295427626805
f(z) = -175/162*z^3 + 163/126*z + 1
*
-6/5 | 0.19102127431250836777491364486441220233 | 0.029368513389320255227073285577376450470
f(z) = -175/176*z^3 + 167/132*z + 1
*
-6/13 | 0.13385369347113475731448712764415775176 | 0.020579299363723158375032793332665549650
f(z) = -169/160*z^3 + 167/120*z + 1
*
[ 12/13 ] 
f(z) = -169/171*z^3 + 173/228*z + 1
*
[ 3 ] 
f(z) = -179/162*z^3 + 191/18*z + 1
*
[ 3 ] 
f(z) = -175/162*z^3 + 187/18*z + 1
*
[ -3 ] 
f(z) = -175/162*z^3 + 199/18*z + 1
*
[ 3 ] 
f(z) = -173/162*z^3 + 185/18*z + 1
*
[ -3 ] 
f(z) = -173/162*z^3 + 197/18*z + 1
*
[ 3 ] 
f(z) = -169/162*z^3 + 181/18*z + 1
*
[ -3 ] 
f(z) = -169/162*z^3 + 193/18*z + 1
*
[ -3 ] 
f(z) = -167/162*z^3 + 191/18*z + 1
*
[ -3 ] 
f(z) = -163/162*z^3 + 187/18*z + 1
*
[ -3 ] 
f(z) = -161/162*z^3 + 185/18*z + 1
*
[ 2 ] 
f(z) = -179/160*z^3 + 199/40*z + 1
*
[ 2 ] 
f(z) = -177/160*z^3 + 197/40*z + 1
*
[ 2 ] 
f(z) = -177/176*z^3 + 199/44*z + 1
*
[ -13/10 ] 
f(z) = -175/169*z^3 + 183/52*z + 1
*
[ 2 ] 
f(z) = -173/160*z^3 + 193/40*z + 1
*
[ 2 ] 
f(z) = -173/176*z^3 + 195/44*z + 1
*
[ 2 ] 
f(z) = -171/160*z^3 + 191/40*z + 1
*
[ 2 ] 
f(z) = -171/176*z^3 + 193/44*z + 1
*
[ 2 ] 
f(z) = -169/160*z^3 + 189/40*z + 1
*
-10/13 | 0.14883906188635545233011872632584243632 | 0.022316381215055880755417974167891170595
f(z) = -169/160*z^3 + 197/40*z + 1
*
[ 2 ] 
f(z) = -167/160*z^3 + 187/40*z + 1
*
[ 2 ] 
f(z) = -167/176*z^3 + 189/44*z + 1
*
[ 2 ] 
f(z) = -163/160*z^3 + 183/40*z + 1
*
[ 2 ] 
f(z) = -163/176*z^3 + 185/44*z + 1
*
[ 2 ] 
f(z) = -161/160*z^3 + 181/40*z + 1
*
[ 2 ] 
f(z) = -161/176*z^3 + 183/44*z + 1
*
[ -13/15 ] 
f(z) = -180/169*z^3 + 192/65*z + 1
*
[ 3/2 ] 
f(z) = -175/162*z^3 + 199/72*z + 1
*
[ 3/2 ] 
f(z) = -173/162*z^3 + 197/72*z + 1
*
[ 3/2 ] 
f(z) = -167/162*z^3 + 191/72*z + 1
*
[ 3/2 ] 
f(z) = -163/162*z^3 + 187/72*z + 1
*
[ -5/6 ] 
f(z) = -162/175*z^3 + 199/70*z + 1
*
[ 3/2 ] 
f(z) = -161/162*z^3 + 185/72*z + 1
*
-4/13 | 0.17353266659096662294716479639932557982 | 0.029036559135272096867222704624321987753
f(z) = -169/168*z^3 + 197/84*z + 1
*
[ 6/5 ] 
f(z) = -175/171*z^3 + 187/114*z + 1
*
-6/13 | 0.17390705234780616122805519784529043042 | 0.026410411808778411361589774597429527438
f(z) = -169/176*z^3 + 181/132*z + 1
*
-5/6 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = -174/175*z^3 + 187/210*z + 1
*
[ 26/27 ] 
f(z) = -162/169*z^3 + 199/234*z + 1
*
[ -3 ] 
f(z) = -179/162*z^3 + 203/18*z + 1
*
[ 13/6 ] 
f(z) = -168/169*z^3 + 203/39*z + 1
*
[ 2 ] 
f(z) = -179/176*z^3 + 201/44*z + 1
*
[ -3/2 ] 
f(z) = -164/171*z^3 + 218/57*z + 1
*
[ 3/2 ] 
f(z) = -179/162*z^3 + 203/72*z + 1
*
[ -9/10 ] 
f(z) = -175/162*z^3 + 215/72*z + 1
*
45/26 | 0.13888727826220673800986408334002954498 | 0.018329819624024101098854817265978346670
f(z) = -169/162*z^3 + 217/72*z + 1
*
[ -10/13 ] 
f(z) = -169/175*z^3 + 201/70*z + 1
*
[ -10/9 ] 
f(z) = -162/175*z^3 + 213/70*z + 1
*
-4/3 | 0.18715999095338658125107685403260516187 | 0.027936410396371422477822840034238509221
f(z) = -177/176*z^3 + 203/132*z + 1
*
[ 6/5 ] 
f(z) = -175/176*z^3 + 211/132*z + 1
*
[ 13/11 ] 
f(z) = -165/169*z^3 + 217/143*z + 1
*
33/52 | 0.19690321814281382500622351927432762836 | 0.024916612611978523451678743017350796360
f(z) = -169/162*z^3 + 217/288*z + 1
*
-45/13 | 0.17336227377843153409639007863123918551 | 0.022718318355493166398544450739248510111
f(z) = -169/162*z^3 + 229/18*z + 1
*
[ 5/2 ] 
f(z) = -172/175*z^3 + 236/35*z + 1
*
[ 42/13 ] 
f(z) = -169/168*z^3 + 235/21*z + 1
*
[ -13/6 ] 
f(z) = -168/169*z^3 + 239/39*z + 1
*
[ 5/2 ] 
f(z) = -164/175*z^3 + 226/35*z + 1
*
[ 26/9 ] 
f(z) = -162/169*z^3 + 225/26*z + 1
*
[ -2 ] 
f(z) = -179/160*z^3 + 239/40*z + 1
*
[ -2 ] 
f(z) = -177/160*z^3 + 237/40*z + 1
*
[ -13/8 ] 
f(z) = -176/169*z^3 + 227/52*z + 1
*
[ -3/2 ] 
f(z) = -176/171*z^3 + 227/57*z + 1
*
[ -2 ] 
f(z) = -173/160*z^3 + 233/40*z + 1
*
[ -2 ] 
f(z) = -173/176*z^3 + 239/44*z + 1
*
[ -3/2 ] 
f(z) = -172/171*z^3 + 224/57*z + 1
*
[ -2 ] 
f(z) = -171/160*z^3 + 231/40*z + 1
*
[ -2 ] 
f(z) = -171/176*z^3 + 237/44*z + 1
*
-2/13 | 0.14614251094468174492555840882967004754 | 0.021540782054542894041349562312815943862
f(z) = -169/160*z^3 + 221/40*z + 1
*
[ -2 ] 
f(z) = -169/160*z^3 + 229/40*z + 1
*
[ -2 ] 
f(z) = -169/176*z^3 + 235/44*z + 1
*
[ -2 ] 
f(z) = -167/160*z^3 + 227/40*z + 1
*
[ -2 ] 
f(z) = -167/176*z^3 + 233/44*z + 1
*
[ -2 ] 
f(z) = -163/160*z^3 + 223/40*z + 1
*
[ -2 ] 
f(z) = -163/176*z^3 + 229/44*z + 1
*
[ -2 ] 
f(z) = -161/160*z^3 + 221/40*z + 1
*
[ -2 ] 
f(z) = -161/176*z^3 + 227/44*z + 1
*
[ -13/30 ] 
f(z) = -180/169*z^3 + 228/65*z + 1
*
[ -13/10 ] 
f(z) = -180/169*z^3 + 232/65*z + 1
*
[ -4/3 ] 
f(z) = -177/160*z^3 + 223/60*z + 1
*
-12/35 | 0.17002077843657293871337308562987411066 | 0.020320798980812580748538987985518197097
f(z) = -175/162*z^3 + 239/63*z + 1
*
[ -18/13 ] 
f(z) = -169/168*z^3 + 230/63*z + 1
*
6/5 | 0.13203690037853719752018369082173844710 | 0.017244374458947694628230167085458731552
f(z) = -175/162*z^3 + 235/126*z + 1
*
[ 9/7 ] 
f(z) = -161/162*z^3 + 235/126*z + 1
*
[ 13/11 ] 
f(z) = -176/169*z^3 + 230/143*z + 1
*
[ 5/4 ] 
f(z) = -164/175*z^3 + 233/140*z + 1
*
5/36 | 0.21486180784555399171685016190370936235 | 0.029659726642041942572075922426864559819
f(z) = -162/175*z^3 + 229/280*z + 1
*
[ 35/36 ] 
f(z) = -162/175*z^3 + 237/280*z + 1
*
[ 13/3 ] 
f(z) = -171/169*z^3 + 257/13*z + 1
*
[ 13/3 ] 
f(z) = -162/169*z^3 + 244/13*z + 1
*
[ -13/3 ] 
f(z) = -162/169*z^3 + 250/13*z + 1
*
[ 5/2 ] 
f(z) = -176/175*z^3 + 241/35*z + 1
*
[ 12/5 ] 
f(z) = -175/162*z^3 + 245/36*z + 1
*
[ -42/13 ] 
f(z) = -169/168*z^3 + 248/21*z + 1
*
[ -5/2 ] 
f(z) = -164/175*z^3 + 254/35*z + 1
*
[ -26/9 ] 
f(z) = -162/169*z^3 + 243/26*z + 1
*
[ -2 ] 
f(z) = -179/176*z^3 + 245/44*z + 1
*
[ -2 ] 
f(z) = -177/176*z^3 + 243/44*z + 1
*
[ -2 ] 
f(z) = -175/176*z^3 + 241/44*z + 1
*
-2/13 | 0.15259401237417849367521810813269026640 | 0.022181439179994082527182888802993944925
f(z) = -169/176*z^3 + 243/44*z + 1
*
[ -13/12 ] 
f(z) = -168/169*z^3 + 241/78*z + 1
*
[ 8/5 ] 
f(z) = -175/176*z^3 + 257/88*z + 1
*
[ -2/3 ] 
f(z) = -171/164*z^3 + 243/82*z + 1
*
[ -2/3 ] 
f(z) = -171/172*z^3 + 253/86*z + 1
*
[ -12/13 ] 
f(z) = -169/168*z^3 + 247/84*z + 1
*
[ 9/7 ] 
f(z) = -175/162*z^3 + 253/126*z + 1
*
[ 13/10 ] 
f(z) = -170/169*z^3 + 251/130*z + 1
*
6/13 | 0.082400722082564497504802276597885620435 | 0.011949610458363549676890801353797546376
f(z) = -169/160*z^3 + 247/120*z + 1
*
[ 5/4 ] 
f(z) = -172/175*z^3 + 243/140*z + 1
*
[ 15/13 ] 
f(z) = -169/165*z^3 + 247/165*z + 1
*
[ 27/26 ] 
f(z) = -169/162*z^3 + 251/216*z + 1
*
[ 13/3 ] 
f(z) = -180/169*z^3 + 270/13*z + 1
*
[ -13/3 ] 
f(z) = -180/169*z^3 + 276/13*z + 1
*
[ 18/5 ] 
f(z) = -175/162*z^3 + 265/18*z + 1
*
[ -18/5 ] 
f(z) = -175/162*z^3 + 275/18*z + 1
*
[ -13/3 ] 
f(z) = -171/169*z^3 + 263/13*z + 1
*
[ -5/2 ] 
f(z) = -176/175*z^3 + 269/35*z + 1
*
[ -12/5 ] 
f(z) = -175/162*z^3 + 275/36*z + 1
*
[ -5/2 ] 
f(z) = -172/175*z^3 + 264/35*z + 1
*
[ 35/13 ] 
f(z) = -169/175*z^3 + 267/35*z + 1
*
[ 13/6 ] 
f(z) = -171/169*z^3 + 275/52*z + 1
*
-34/13 | 0.12862931089685767806654470031700416337 | 0.018425613109947015368410737298773252867
f(z) = -169/160*z^3 + 269/40*z + 1
*
[ 27/13 ] 
f(z) = -169/162*z^3 + 271/54*z + 1
*
45/26 | 0.11876383750889497128419200551987982014 | 0.015271252903084673543170433715609984497
f(z) = -169/162*z^3 + 265/72*z + 1
*
-35/18 | 0.19361118043318418162259303605801745963 | 0.026847348997311070489637746765653451969
f(z) = -162/175*z^3 + 271/70*z + 1
*
[ 35/18 ] 
f(z) = -162/175*z^3 + 279/70*z + 1
*
[ -16/13 ] 
f(z) = -169/160*z^3 + 273/80*z + 1
*
-14/13 | 0.17788206417347058345202670824441827800 | 0.028239958317215944008915796658130738325
f(z) = -169/174*z^3 + 272/87*z + 1
*
-18/13 | 0.17788212602668325442863751643931096744 | 0.028142484860343030271682735813167692319
f(z) = -169/174*z^3 + 278/87*z + 1
*
[ -8/13 ] 
f(z) = -169/176*z^3 + 263/88*z + 1
*
[ -13/14 ] 
f(z) = -168/169*z^3 + 267/91*z + 1
*
-2 | 0.10792781917334995167606533963064128711 | 0.017065416402726117388566602011427279398
f(z) = -161/172*z^3 + 279/86*z + 1
*
[ 4/3 ] 
f(z) = -177/176*z^3 + 269/132*z + 1
*
-20/13 | 0.20799075228919716618212973854349110273 | 0.028841311242603619124887449310480393898
f(z) = -169/175*z^3 + 271/140*z + 1
*
[ 7/6 ] 
f(z) = -180/161*z^3 + 268/161*z + 1
*
3/2 | 0.16305632311813087065914696687140982990 | 0.028992854829975593736775278450071202412
f(z) = -172/165*z^3 + 277/165*z + 1
*
-4/9 | 0.15438055256232202879094852782625366844 | 0.020176256190248446866123040977274787380
f(z) = -171/160*z^3 + 263/180*z + 1
*
[ 13/12 ] 
f(z) = -171/169*z^3 + 263/208*z + 1
*
[ -35/13 ] 
f(z) = -169/175*z^3 + 293/35*z + 1
*
[ 13/4 ] 
f(z) = -168/169*z^3 + 291/26*z + 1
*
[ -3/2 ] 
f(z) = -179/162*z^3 + 299/72*z + 1
*
[ -3/2 ] 
f(z) = -175/162*z^3 + 295/72*z + 1
*
[ -3/2 ] 
f(z) = -173/162*z^3 + 293/72*z + 1
*
[ -3/2 ] 
f(z) = -167/162*z^3 + 287/72*z + 1
*
[ -3/2 ] 
f(z) = -163/162*z^3 + 283/72*z + 1
*
[ -3/2 ] 
f(z) = -161/162*z^3 + 281/72*z + 1
*
-2 | 0.10914691316105040711918941924763439178 | 0.017071301145386570611307154526689384641
f(z) = -171/172*z^3 + 299/86*z + 1
*
[ -15/13 ] 
f(z) = -169/162*z^3 + 293/90*z + 1
*
-2 | 0.10897841042272184061558793710333259330 | 0.017062857300644431037203856684806725214
f(z) = -169/164*z^3 + 297/82*z + 1
*
-2 | 0.10891102677042346398175163723687586061 | 0.017070365990704875676367839583951585889
f(z) = -169/172*z^3 + 295/86*z + 1
*
-2 | 0.10874244709420618265561932282504546834 | 0.017062135697638239930650970070812753703
f(z) = -167/164*z^3 + 293/82*z + 1
*
-2 | 0.10867133656014314879528224220704751347 | 0.017069322390221094634620596974132938786
f(z) = -167/172*z^3 + 291/86*z + 1
*
-2 | 0.10850276020203917146503792621310680811 | 0.017061325560904314438411797397596338022
f(z) = -165/164*z^3 + 289/82*z + 1
*
-2 | 0.10842768615225334758430674208570434481 | 0.017068158613986134894549087083967151868
f(z) = -165/172*z^3 + 287/86*z + 1
*
-2 | 0.10825920302155557034740790756107465548 | 0.017060417090685508457893902368013006942
f(z) = -163/164*z^3 + 285/82*z + 1
*
-2 | 0.10817990742548587356261758995913581935 | 0.017066861529670930059163881331275813809
f(z) = -163/172*z^3 + 283/86*z + 1
*
-2 | 0.10801161836893808681010437826245516206 | 0.017059399322571729679168488479304515105
f(z) = -161/164*z^3 + 281/82*z + 1
*
[ 13/9 ] 
f(z) = -180/169*z^3 + 296/117*z + 1
*
[ 13/9 ] 
f(z) = -171/169*z^3 + 283/117*z + 1
*
[ 3/2 ] 
f(z) = -170/171*z^3 + 293/114*z + 1
*
[ 3/2 ] 
f(z) = -166/171*z^3 + 287/114*z + 1
*
-33/35 | 0.14222425466228256761472191914863253659 | 0.018086287128116702792556284819972535964
f(z) = -175/162*z^3 + 289/126*z + 1
*
9/7 | 0.19069864822032072796917073497488798119 | 0.024187444487015530781117777184646078387
f(z) = -175/162*z^3 + 295/126*z + 1
*
[ 35/26 ] 
f(z) = -169/175*z^3 + 281/140*z + 1
*
[ 6/5 ] 
f(z) = -175/174*z^3 + 281/174*z + 1
*
-5/13 | 0.068312582483591413015786216622235506365 | 0.012115694469369651371129128928673076332
f(z) = -169/160*z^3 + 281/160*z + 1
*
-7/13 | 0.10488973687945554622077392591675507480 | 0.018510737481083659616800214978365835105
f(z) = -169/168*z^3 + 289/168*z + 1
*
14/13 | 0.15983913169266588771200374393564334124 | 0.028348541563376541472807677175040385631
f(z) = -169/170*z^3 + 281/170*z + 1
*
[ 16/13 ] 
f(z) = -169/176*z^3 + 289/176*z + 1
*
[ 36/35 ] 
f(z) = -175/162*z^3 + 295/252*z + 1
*
[ 2/3 ] 
f(z) = -171/194*z^3 - 21/194*z + 1
*
[ 2/3 ] 
f(z) = -163/184*z^3 - 22/207*z + 1
*
[ 2/3 ] 
f(z) = -177/188*z^3 - 23/282*z + 1
*
[ 2/3 ] 
f(z) = -177/196*z^3 - 29/294*z + 1
*
[ 2/3 ] 
f(z) = -165/188*z^3 - 31/282*z + 1
*
[ 2/3 ] 
f(z) = -165/196*z^3 - 37/294*z + 1
*
4/13 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -169/192*z^3 - 1/6*z + 1
*
[ 2/3 ] 
f(z) = -171/184*z^3 - 2/23*z + 1
*
[ 2/3 ] 
f(z) = -177/184*z^3 - 5/69*z + 1
*
[ 9/13 ] 
f(z) = -169/189*z^3 - 1/63*z + 1
*
[ 2/3 ] 
f(z) = -165/184*z^3 - 7/69*z + 1
*
[ 2/3 ] 
f(z) = -171/188*z^3 - 9/94*z + 1
*
[ 2/3 ] 
f(z) = -171/196*z^3 - 11/98*z + 1
*
[ 24/35 ] 
f(z) = -175/192*z^3 - 5/168*z + 1
*
[ 2/3 ] 
f(z) = -171/182*z^3 - 15/182*z + 1
*
[ 9/13 ] 
f(z) = -169/198*z^3 - 7/198*z + 1
*
[ 2/3 ] 
f(z) = -179/184*z^3 - 14/207*z + 1
*
[ 2/3 ] 
f(z) = -175/184*z^3 - 16/207*z + 1
*
[ 2/3 ] 
f(z) = -173/184*z^3 - 17/207*z + 1
*
[ 2/3 ] 
f(z) = -169/184*z^3 - 19/207*z + 1
*
[ 2/3 ] 
f(z) = -167/184*z^3 - 20/207*z + 1
*
[ 3/2 ] 
f(z) = -176/189*z^3 + 17/7*z + 1
*
[ 4/5 ] 
f(z) = -175/192*z^3 + 1/3*z + 1
*
-4/5 | 0.15403412186042966409258243476372236745 | 0.029298004270238608244963054474735484817
f(z) = -175/192*z^3 + 5/6*z + 1
*
[ -4/5 ] 
f(z) = -175/192*z^3 + 17/6*z + 1
*
12/13 | 0.10810776003372557240309906185331848027 | 0.019310398684751400045397008953901140348
f(z) = -169/189*z^3 + 10/7*z + 1
*
-4/13 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -169/192*z^3 + 1/3*z + 1
*
[ 12/13 ] 
f(z) = -169/192*z^3 + 2/3*z + 1
*
12/13 | 0.15403420628297496257490493269410944691 | 0.027778048191464448477286989531923741370
f(z) = -169/192*z^3 + 4/3*z + 1
*
-4/13 | 0.15978038857082772349776189617584339108 | 0.026172940259865355199673965146479755782
f(z) = -169/192*z^3 + 7/3*z + 1
*
-20/13 | 0.15403437320033468410695089484686394215 | 0.023838912302321063490550714762835638520
f(z) = -169/192*z^3 + 10/3*z + 1
*
4/13 | 0.079567834096277609599605037063609495522 | 0.013569720146690774672091386973911678093
f(z) = -169/192*z^3 + 11/6*z + 1
*
[ -4/13 ] 
f(z) = -169/192*z^3 + 13/3*z + 1
*
-36/13 | 0.20575514422559762417311051760373315687 | 0.028966044678034229796878900036432937939
f(z) = -169/192*z^3 + 19/3*z + 1
*
[ 14/13 ] 
f(z) = -169/196*z^3 + 15/14*z + 1
*
[ 3/2 ] 
f(z) = -164/189*z^3 + 16/7*z + 1
*
[ 3/4 ] 
f(z) = -176/189*z^3 + 4/21*z + 1
*
[ 3/4 ] 
f(z) = -172/189*z^3 + 5/28*z + 1
*
[ 3/4 ] 
f(z) = -178/189*z^3 + 11/56*z + 1
*
[ 3/4 ] 
f(z) = -166/189*z^3 + 9/56*z + 1
*
[ 3/4 ] 
f(z) = -164/189*z^3 + 13/84*z + 1
*
[ 3/4 ] 
f(z) = -169/189*z^3 + 19/112*z + 1
*
[ 3/4 ] 
f(z) = -163/189*z^3 + 17/112*z + 1
*
[ 9/13 ] 
f(z) = -169/180*z^3 + 1/180*z + 1
*
[ 28/39 ] 
f(z) = -169/196*z^3 + 13/252*z + 1
*
[ -3/4 ] 
f(z) = -176/189*z^3 + 20/7*z + 1
*
[ -12/5 ] 
f(z) = -175/192*z^3 + 20/3*z + 1
*
-4/5 | 0.18888718682935783665500936437579562414 | 0.027643247421644594765280152049782104839
f(z) = -175/192*z^3 + 29/6*z + 1
*
[ 12/5 ] 
f(z) = -175/192*z^3 + 35/6*z + 1
*
[ -3/2 ] 
f(z) = -172/189*z^3 + 26/7*z + 1
*
[ 3/2 ] 
f(z) = -170/189*z^3 + 33/14*z + 1
*
-6/13 | 0.13509813568300442523838753579158425793 | 0.019802730403072816963016490905757967131
f(z) = -169/189*z^3 + 34/7*z + 1
*
4/13 | 0.17419355637432993312882327154808025109 | 0.026388044840326276030642195187462673159
f(z) = -169/192*z^3 + 23/6*z + 1
*
-20/13 | 0.21366045056196292495773881034384105726 | 0.028806935096064901166048205048701901982
f(z) = -169/192*z^3 + 26/15*z + 1
*
4/13 | 0.10276335682930863207341525076012429615 | 0.014636394800573084495497753655325334735
f(z) = -169/192*z^3 + 35/6*z + 1
*
-4/7 | 0.19006852494024692007154814332109750432 | 0.026216617533190579639824287831628134194
f(z) = -175/192*z^3 + 22/21*z + 1
*
-4/35 | 0.18369061614684161135338408555498209305 | 0.023641611444271988729080491687730205342
f(z) = -175/192*z^3 + 37/21*z + 1
*
-8/13 | 0.15403375785704331267736458279133964530 | 0.029297935035106555048025173353198423223
f(z) = -169/192*z^3 + 23/24*z + 1
*
2/13 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -169/192*z^3 + 25/48*z + 1
*
[ 4/5 ] 
f(z) = -179/192*z^3 + 26/75*z + 1
*
[ 4/5 ] 
f(z) = -167/192*z^3 + 23/75*z + 1
*
[ 4/5 ] 
f(z) = -163/192*z^3 + 22/75*z + 1
*
[ 4/5 ] 
f(z) = -175/184*z^3 + 33/92*z + 1
*
[ 10/13 ] 
f(z) = -169/180*z^3 + 23/90*z + 1
*
[ 21/26 ] 
f(z) = -169/189*z^3 + 29/84*z + 1
*
[ 10/13 ] 
f(z) = -169/184*z^3 + 28/115*z + 1
*
[ 3/4 ] 
f(z) = -170/189*z^3 + 29/168*z + 1
*
[ 3/4 ] 
f(z) = -176/183*z^3 + 38/183*z + 1
*
[ 3/4 ] 
f(z) = -176/195*z^3 + 34/195*z + 1
*
[ 14/19 ] 
f(z) = -171/196*z^3 + 31/266*z + 1
*
[ 4 ] 
f(z) = -179/192*z^3 + 47/3*z + 1
*
[ -3/2 ] 
f(z) = -178/189*z^3 + 53/14*z + 1
*
[ 4 ] 
f(z) = -175/192*z^3 + 46/3*z + 1
*
[ -4 ] 
f(z) = -173/192*z^3 + 47/3*z + 1
*
[ -6/13 ] 
f(z) = -169/189*z^3 + 47/14*z + 1
*
[ -4 ] 
f(z) = -169/192*z^3 + 46/3*z + 1
*
[ -20/13 ] 
f(z) = -169/192*z^3 + 56/15*z + 1
*
[ -14/13 ] 
f(z) = -169/196*z^3 + 41/14*z + 1
*
[ 4 ] 
f(z) = -167/192*z^3 + 44/3*z + 1
*
[ -3/2 ] 
f(z) = -166/189*z^3 + 51/14*z + 1
*
[ 3 ] 
f(z) = -163/189*z^3 + 59/7*z + 1
*
[ 4 ] 
f(z) = -163/192*z^3 + 43/3*z + 1
*
[ -4 ] 
f(z) = -161/192*z^3 + 44/3*z + 1
*
-8/5 | 0.15403941905973200717486380384290691529 | 0.025978093141824158785029706031791826522
f(z) = -175/192*z^3 + 47/24*z + 1
*
-52/35 | 0.10171609025630992873439387302532287475 | 0.012375234793485500110504465817388741868
f(z) = -175/192*z^3 + 58/21*z + 1
*
[ 4/3 ] 
f(z) = -173/192*z^3 + 50/27*z + 1
*
[ 3/2 ] 
f(z) = -172/189*z^3 + 50/21*z + 1
*
-21/26 | 0.19511514343361037065921575659300682443 | 0.027304165621285923184932963845334453385
f(z) = -169/189*z^3 + 47/28*z + 1
*
24/13 | 0.12845934271022592190694777430105695723 | 0.021027031720344769868339627329313732735
f(z) = -169/189*z^3 + 50/21*z + 1
*
8/13 | 0.15403555335462355699281086427743092457 | 0.026589882877487143673849319841103497960
f(z) = -169/192*z^3 + 41/24*z + 1
*
[ 4/3 ] 
f(z) = -169/192*z^3 + 49/27*z + 1
*
[ 4/3 ] 
f(z) = -161/192*z^3 + 47/27*z + 1
*
-6/5 | 0.12836124910491665345198908060097282655 | 0.023798686135034603261616421073927011494
f(z) = -175/192*z^3 + 55/48*z + 1
*
-16/13 | 0.12836162260900335442907603450980430228 | 0.023798755384177873002762236747799324547
f(z) = -169/192*z^3 + 55/48*z + 1
*
-4/7 | 0.19006807992175290774281737409150552864 | 0.026299953318443704373835019772046030377
f(z) = -161/192*z^3 + 43/42*z + 1
*
-15/26 | 0.097070865118208151325113932339511980761 | 0.014645482671105583018643865387292853977
f(z) = -169/189*z^3 + 53/84*z + 1
*
[ 4/5 ] 
f(z) = -173/192*z^3 + 49/150*z + 1
*
[ 4/5 ] 
f(z) = -169/192*z^3 + 47/150*z + 1
*
[ 4/5 ] 
f(z) = -161/192*z^3 + 43/150*z + 1
*
[ 10/13 ] 
f(z) = -169/190*z^3 + 43/190*z + 1
*
[ 10/13 ] 
f(z) = -169/192*z^3 + 53/240*z + 1
*
-21/26 | 0.12214887718599080651996791993588325821 | 0.018300659776055429502436381578415216410
f(z) = -169/198*z^3 + 59/264*z + 1
*
[ -3 ] 
f(z) = -179/189*z^3 + 69/7*z + 1
*
[ 3 ] 
f(z) = -178/189*z^3 + 64/7*z + 1
*
[ -3 ] 
f(z) = -176/189*z^3 + 68/7*z + 1
*
[ -3 ] 
f(z) = -173/189*z^3 + 67/7*z + 1
*
[ 3 ] 
f(z) = -172/189*z^3 + 62/7*z + 1
*
[ -3 ] 
f(z) = -170/189*z^3 + 66/7*z + 1
*
-68/13 | 0.18612010275690526580485987157788166221 | 0.022027761594117825999424052167759433664
f(z) = -169/192*z^3 + 73/3*z + 1
*
[ -36/13 ] 
f(z) = -169/192*z^3 + 73/9*z + 1
*
[ -3 ] 
f(z) = -167/189*z^3 + 65/7*z + 1
*
[ 3 ] 
f(z) = -166/189*z^3 + 60/7*z + 1
*
[ -3 ] 
f(z) = -164/189*z^3 + 64/7*z + 1
*
-2 | 0.10995959502538123029024960411071242267 | 0.017084683969749924180458761335588031679
f(z) = -179/184*z^3 + 78/23*z + 1
*
[ 3/2 ] 
f(z) = -179/189*z^3 + 69/28*z + 1
*
-2 | 0.10973257196993412584458732861943180825 | 0.017083660739329361353319452575512306383
f(z) = -177/184*z^3 + 77/23*z + 1
*
[ -3/2 ] 
f(z) = -176/189*z^3 + 79/21*z + 1
*
-2 | 0.10950197612540985155602608747526791482 | 0.017082525538183562543458813713737215536
f(z) = -175/184*z^3 + 76/23*z + 1
*
[ -4/7 ] 
f(z) = -175/192*z^3 + 64/21*z + 1
*
[ 12/7 ] 
f(z) = -175/192*z^3 + 65/21*z + 1
*
[ 8/5 ] 
f(z) = -175/192*z^3 + 65/24*z + 1
*
-2 | 0.10926766239894587716188546659366312811 | 0.017081266840232874713242023014466518555
f(z) = -173/184*z^3 + 75/23*z + 1
*
[ 3/2 ] 
f(z) = -173/189*z^3 + 67/28*z + 1
*
[ -2/3 ] 
f(z) = -171/184*z^3 + 67/23*z + 1
*
-2 | 0.10902947489204792929059807746702826689 | 0.017079871789626344982992385810499660490
f(z) = -171/184*z^3 + 74/23*z + 1
*
6/13 | 0.12766262295189769542792743815166961533 | 0.021628079492840981839895810830948578478
f(z) = -169/180*z^3 + 61/30*z + 1
*
-2 | 0.10878724567870839953624670245488720822 | 0.017078326016679621258686307969295575374
f(z) = -169/184*z^3 + 73/23*z + 1
*
[ -21/26 ] 
f(z) = -169/189*z^3 + 79/28*z + 1
*
[ -8/13 ] 
f(z) = -169/192*z^3 + 71/24*z + 1
*
[ 20/13 ] 
f(z) = -169/192*z^3 + 73/30*z + 1
*
-24/13 | 0.18033265428146888823293320936549186420 | 0.028074999343052710961502751912166882695
f(z) = -169/192*z^3 + 77/24*z + 1
*
-2 | 0.10854079339653653836387230923238512516 | 0.017076613422978595785146467028025897465
f(z) = -167/184*z^3 + 72/23*z + 1
*
[ 3/2 ] 
f(z) = -167/189*z^3 + 65/28*z + 1
*
-2 | 0.10828992161470017277676189528208269747 | 0.017074715929443077455211414036672938724
f(z) = -165/184*z^3 + 71/23*z + 1
*
[ -3/2 ] 
f(z) = -164/189*z^3 + 76/21*z + 1
*
[ -3/4 ] 
f(z) = -164/189*z^3 + 79/28*z + 1
*
-2 | 0.10803441693395781332367749116719805666 | 0.017072613179661177181952645707017228170
f(z) = -163/184*z^3 + 70/23*z + 1
*
[ 6/5 ] 
f(z) = -175/192*z^3 + 71/48*z + 1
*
-2/5 | 0.10302373366666254038518057035802830842 | 0.017899296014937287939255492366639806814
f(z) = -175/192*z^3 + 79/48*z + 1
*
-12/23 | 0.21209884790412744981010284989245253344 | 0.024869912940774929971694959506046714701
f(z) = -161/192*z^3 + 79/69*z + 1
*
[ 4/5 ] 
f(z) = -175/188*z^3 + 65/188*z + 1
*
[ 7/9 ] 
f(z) = -171/196*z^3 + 61/252*z + 1
*
[ -4 ] 
f(z) = -179/192*z^3 + 97/6*z + 1
*
[ -4 ] 
f(z) = -175/192*z^3 + 95/6*z + 1
*
[ 4 ] 
f(z) = -173/192*z^3 + 91/6*z + 1
*
[ 4 ] 
f(z) = -169/192*z^3 + 89/6*z + 1
*
[ -4 ] 
f(z) = -167/192*z^3 + 91/6*z + 1
*
[ -4 ] 
f(z) = -163/192*z^3 + 89/6*z + 1
*
[ 4 ] 
f(z) = -161/192*z^3 + 85/6*z + 1
*
[ -4/3 ] 
f(z) = -179/192*z^3 + 92/27*z + 1
*
[ -2/5 ] 
f(z) = -175/184*z^3 + 84/23*z + 1
*
[ 2 ] 
f(z) = -175/184*z^3 + 99/23*z + 1
*
12/35 | 0.15927773827878938577742098280386826315 | 0.018442992439164891969877122968816302627
f(z) = -175/192*z^3 + 88/21*z + 1
*
[ -4/3 ] 
f(z) = -175/192*z^3 + 91/27*z + 1
*
[ -8/5 ] 
f(z) = -175/192*z^3 + 95/24*z + 1
*
[ 2 ] 
f(z) = -173/184*z^3 + 98/23*z + 1
*
[ 2 ] 
f(z) = -171/184*z^3 + 97/23*z + 1
*
[ 2 ] 
f(z) = -169/184*z^3 + 96/23*z + 1
*
[ -21/13 ] 
f(z) = -169/189*z^3 + 83/21*z + 1
*
-24/13 | 0.19126898810461128726153998753209212292 | 0.024301864607567836480830640914721839659
f(z) = -169/189*z^3 + 97/28*z + 1
*
[ 24/13 ] 
f(z) = -169/192*z^3 + 83/24*z + 1
*
[ 28/13 ] 
f(z) = -169/192*z^3 + 97/21*z + 1
*
[ -7/13 ] 
f(z) = -169/196*z^3 + 87/28*z + 1
*
[ 2 ] 
f(z) = -167/184*z^3 + 95/23*z + 1
*
[ -4/3 ] 
f(z) = -167/192*z^3 + 89/27*z + 1
*
[ 2 ] 
f(z) = -165/184*z^3 + 94/23*z + 1
*
[ 2 ] 
f(z) = -163/184*z^3 + 93/23*z + 1
*
[ -4/3 ] 
f(z) = -163/192*z^3 + 88/27*z + 1
*
[ -12/7 ] 
f(z) = -161/192*z^3 + 85/21*z + 1
*
-12/7 | 0.16819172694264606336844526758868928708 | 0.020972549579960610235490378623604427901
f(z) = -175/192*z^3 + 95/42*z + 1
*
[ 4/3 ] 
f(z) = -167/192*z^3 + 97/54*z + 1
*
[ 3/2 ] 
f(z) = -166/189*z^3 + 97/42*z + 1
*
[ 4/3 ] 
f(z) = -163/192*z^3 + 95/54*z + 1
*
-12/25 | 0.21364151836273230485570933562871285363 | 0.024462038978390322470338361825415486871
f(z) = -175/192*z^3 + 97/75*z + 1
*
[ 6/5 ] 
f(z) = -175/198*z^3 + 95/66*z + 1
*
3/5 | 0.19752102250518648018121204846126649476 | 0.025684483252523297948140223221263699655
f(z) = -170/189*z^3 + 81/70*z + 1
*
[ 15/13 ] 
f(z) = -169/180*z^3 + 83/60*z + 1
*
[ 12/13 ] 
f(z) = -169/198*z^3 + 85/132*z + 1
*
[ 11/13 ] 
f(z) = -169/187*z^3 + 87/187*z + 1
*
[ 11/13 ] 
f(z) = -169/198*z^3 + 85/198*z + 1
*
[ 2 ] 
f(z) = -179/184*z^3 + 101/23*z + 1
*
[ 2 ] 
f(z) = -177/184*z^3 + 100/23*z + 1
*
76/35 | 0.18933564923077361972179497550647580941 | 0.021460976534528754844743405095580248700
f(z) = -175/192*z^3 + 106/21*z + 1
*
-68/35 | 0.17235272598158285414365768174057351826 | 0.019474376053203492702632119366417147914
f(z) = -175/192*z^3 + 109/21*z + 1
*
-12/5 | 0.17394342560891199466549854485662289559 | 0.019516852421566816024398943818155126487
f(z) = -175/192*z^3 + 116/21*z + 1
*
[ -6/13 ] 
f(z) = -169/180*z^3 + 101/30*z + 1
*
[ -2 ] 
f(z) = -169/184*z^3 + 119/23*z + 1
*
[ -15/13 ] 
f(z) = -169/189*z^3 + 107/35*z + 1
*
[ -3/13 ] 
f(z) = -169/189*z^3 + 113/21*z + 1
*
-6/13 | 0.12698098270442340920115631788564124621 | 0.015792144108775094908207257248275857967
f(z) = -169/189*z^3 + 115/28*z + 1
*
[ -24/13 ] 
f(z) = -169/192*z^3 + 109/24*z + 1
*
-8/13 | 0.19424710068503911561290946882696178620 | 0.028321828210374042383002506185062330648
f(z) = -169/192*z^3 + 119/24*z + 1
*
[ -2 ] 
f(z) = -167/184*z^3 + 118/23*z + 1
*
[ -2 ] 
f(z) = -165/184*z^3 + 117/23*z + 1
*
[ -2 ] 
f(z) = -163/184*z^3 + 116/23*z + 1
*
[ -3/2 ] 
f(z) = -163/189*z^3 + 101/28*z + 1
*
[ 4/3 ] 
f(z) = -179/192*z^3 + 103/54*z + 1
*
[ 3/2 ] 
f(z) = -178/189*z^3 + 103/42*z + 1
*
[ 4/3 ] 
f(z) = -175/192*z^3 + 101/54*z + 1
*
6/5 | 0.090195591497715336973363507513684428406 | 0.014980109902324079700782277420017025316
f(z) = -175/192*z^3 + 103/48*z + 1
*
[ 6/5 ] 
f(z) = -175/184*z^3 + 106/69*z + 1
*
15/13 | 0.13497479056573407378817311293136151377 | 0.023386670276302398594139516625623569258
f(z) = -169/180*z^3 + 107/60*z + 1
*
-3/5 | 0.19041811258230601039421865418422615031 | 0.027793456839584034260307190909092874155
f(z) = -170/189*z^3 + 104/105*z + 1
*
6/65 | 0.21486284146197488143903135910644392980 | 0.025395629320335871466496929172172096535
f(z) = -169/189*z^3 + 118/175*z + 1
*
[ 6/7 ] 
f(z) = -161/180*z^3 + 103/210*z + 1
*
-6/13 | 0.19394219385477650013292972222441183728 | 0.023735330114147359838526504241577106744
f(z) = -169/189*z^3 + 131/14*z + 1
*
[ 36/13 ] 
f(z) = -169/192*z^3 + 133/18*z + 1
*
[ -2 ] 
f(z) = -179/184*z^3 + 124/23*z + 1
*
[ -2 ] 
f(z) = -177/184*z^3 + 123/23*z + 1
*
[ -2 ] 
f(z) = -175/184*z^3 + 122/23*z + 1
*
[ -4/15 ] 
f(z) = -175/192*z^3 + 130/27*z + 1
*
[ -2 ] 
f(z) = -173/184*z^3 + 121/23*z + 1
*
[ -2 ] 
f(z) = -171/184*z^3 + 120/23*z + 1
*
30/13 | 0.15585831726359345388203835929666873089 | 0.023377730217268157610467569614101475828
f(z) = -169/180*z^3 + 131/30*z + 1
*
[ 28/13 ] 
f(z) = -169/196*z^3 + 127/28*z + 1
*
-2 | 0.087573384602652578748448830790917109809 | 0.013854863922525047716495793199798112888
f(z) = -163/192*z^3 + 139/48*z + 1
*
[ 12/7 ] 
f(z) = -161/192*z^3 + 121/42*z + 1
*
[ -4/7 ] 
f(z) = -161/192*z^3 + 127/42*z + 1
*
-2 | 0.087305147261786154504049506709983260724 | 0.013844170019421772871243595085802554012
f(z) = -161/192*z^3 + 137/48*z + 1
*
-6/5 | 0.15270618062660861675820181857591866205 | 0.025311453377684089811774069901539216944
f(z) = -175/198*z^3 + 139/66*z + 1
*
-18/13 | 0.13685615473518383802106175101380141487 | 0.024381441531582626332205799809595538493
f(z) = -169/180*z^3 + 137/90*z + 1
*
21/26 | 0.12441900585289129332086321832924662803 | 0.017481440685894765320992833421103672048
f(z) = -169/189*z^3 + 137/84*z + 1
*
[ 15/13 ] 
f(z) = -169/189*z^3 + 139/105*z + 1
*
[ 36/35 ] 
f(z) = -175/192*z^3 + 125/126*z + 1
*
[ 14/15 ] 
f(z) = -165/196*z^3 + 139/210*z + 1
*
[ -42/13 ] 
f(z) = -169/189*z^3 + 149/14*z + 1
*
[ 7/3 ] 
f(z) = -171/196*z^3 + 149/28*z + 1
*
[ -28/13 ] 
f(z) = -169/196*z^3 + 153/28*z + 1
*
-2 | 0.089537844832693208986576644961541292679 | 0.013925622282358023361033161585232953255
f(z) = -179/192*z^3 + 155/48*z + 1
*
-2 | 0.088833235725657822429653815235353666855 | 0.013901391254870146168453906712340582941
f(z) = -173/192*z^3 + 149/48*z + 1
*
[ -3/2 ] 
f(z) = -170/189*z^3 + 155/42*z + 1
*
[ -3/4 ] 
f(z) = -170/189*z^3 + 159/56*z + 1
*
-2 | 0.088343932760914486417667317221049062174 | 0.013883945084535909011258307875346927881
f(z) = -169/192*z^3 + 145/48*z + 1
*
-28/13 | 0.23163358484723340660436913072204074973 | 0.027348556786235167029972007697796922682
f(z) = -169/192*z^3 + 149/42*z + 1
*
[ -16/13 ] 
f(z) = -169/192*z^3 + 151/48*z + 1
*
-2 | 0.088091990824791744804495020505846966303 | 0.013874635748940747562593754232231359841
f(z) = -167/192*z^3 + 143/48*z + 1
*
-12/23 | 0.26690840116239654749473550295318839530 | 0.029150897926672614014119213013170392985
f(z) = -161/192*z^3 + 148/69*z + 1
*
-21/16 | 0.21277893926864696682325943421054153124 | 0.025555118549621271589936717613572550045
f(z) = -176/189*z^3 + 153/112*z + 1
*
[ 7/6 ] 
f(z) = -171/196*z^3 + 149/112*z + 1
*
-24/35 | 0.19006851015420872588212370372341611395 | 0.026385923935270864422481802296119416463
f(z) = -175/192*z^3 + 149/168*z + 1
*
-4/35 | 0.24657295756782725223137502792487244838 | 0.026648949547127859118554759430849336934
f(z) = -175/192*z^3 + 163/21*z + 1
*
[ -7/3 ] 
f(z) = -171/196*z^3 + 173/28*z + 1
*
[ 30/13 ] 
f(z) = -169/180*z^3 + 167/30*z + 1
*
[ -2/13 ] 
f(z) = -169/184*z^3 + 173/23*z + 1
*
[ 3 ] 
f(z) = -164/189*z^3 + 178/21*z + 1
*
[ -12/35 ] 
f(z) = -175/192*z^3 + 169/42*z + 1
*
[ -2/5 ] 
f(z) = -175/192*z^3 + 175/48*z + 1
*
[ -12/7 ] 
f(z) = -175/192*z^3 + 179/42*z + 1
*
[ -6/13 ] 
f(z) = -169/192*z^3 + 161/48*z + 1
*
[ -4/3 ] 
f(z) = -169/192*z^3 + 179/54*z + 1
*
[ -4/3 ] 
f(z) = -161/192*z^3 + 175/54*z + 1
*
-3/10 | 0.21147343122526493901679572682779283931 | 0.025098512669203477954291151044116191901
f(z) = -170/189*z^3 + 169/70*z + 1
*
[ -12/13 ] 
f(z) = -169/180*z^3 + 173/60*z + 1
*
[ 4/3 ] 
f(z) = -171/184*z^3 + 175/92*z + 1
*
-10/13 | 0.16540842952360143128413365381948869145 | 0.028464019324864560393243465850965696134
f(z) = -169/180*z^3 + 167/90*z + 1
*
-8/7 | 0.19006812042441166224398815533658714792 | 0.026155585007707945213388745243448376555
f(z) = -175/192*z^3 + 179/168*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = -161/192*z^3 + 163/168*z + 1
*
-3/4 | 0.14580982453805286644619243712082467229 | 0.027652159443337478464899251643443037865
f(z) = -176/195*z^3 + 164/195*z + 1
*
-21/44 | 0.16557318499988290986642027991439452255 | 0.021672897599280918221836418489647363252
f(z) = -176/189*z^3 + 170/231*z + 1
*
[ -21/4 ] 
f(z) = -176/189*z^3 + 188/7*z + 1
*
[ 3 ] 
f(z) = -179/189*z^3 + 193/21*z + 1
*
[ 3 ] 
f(z) = -176/189*z^3 + 190/21*z + 1
*
[ 21/8 ] 
f(z) = -176/189*z^3 + 197/28*z + 1
*
[ 3 ] 
f(z) = -173/189*z^3 + 187/21*z + 1
*
[ 3 ] 
f(z) = -170/189*z^3 + 184/21*z + 1
*
[ -30/13 ] 
f(z) = -169/180*z^3 + 193/30*z + 1
*
[ -3 ] 
f(z) = -169/189*z^3 + 197/21*z + 1
*
[ 3 ] 
f(z) = -167/189*z^3 + 181/21*z + 1
*
[ -3 ] 
f(z) = -166/189*z^3 + 194/21*z + 1
*
[ -3 ] 
f(z) = -163/189*z^3 + 191/21*z + 1
*
-4/5 | 0.21251858478927806126393913027483367309 | 0.024376962300021587923991740403353216964
f(z) = -175/192*z^3 + 191/42*z + 1
*
12/5 | 0.16885055899988056951972322747033994211 | 0.019299545557637293673150249778254454681
f(z) = -175/192*z^3 + 197/42*z + 1
*
[ 2 ] 
f(z) = -175/192*z^3 + 199/48*z + 1
*
[ -4/3 ] 
f(z) = -173/192*z^3 + 181/54*z + 1
*
[ 2 ] 
f(z) = -173/192*z^3 + 197/48*z + 1
*
[ 2 ] 
f(z) = -167/192*z^3 + 191/48*z + 1
*
[ 2 ] 
f(z) = -163/192*z^3 + 187/48*z + 1
*
[ 2 ] 
f(z) = -161/192*z^3 + 185/48*z + 1
*
[ -36/35 ] 
f(z) = -175/192*z^3 + 185/63*z + 1
*
[ -3/5 ] 
f(z) = -175/198*z^3 + 197/66*z + 1
*
[ -15/13 ] 
f(z) = -169/180*z^3 + 187/60*z + 1
*
[ -9/13 ] 
f(z) = -169/189*z^3 + 181/63*z + 1
*
-20/13 | 0.25584278811044952044644349496492935640 | 0.027110612409686548052552144166517406991
f(z) = -169/192*z^3 + 196/75*z + 1
*
[ 18/13 ] 
f(z) = -169/180*z^3 + 187/90*z + 1
*
[ 3/2 ] 
f(z) = -169/189*z^3 + 197/84*z + 1
*
[ 3/2 ] 
f(z) = -163/189*z^3 + 191/84*z + 1
*
[ 21/17 ] 
f(z) = -170/189*z^3 + 186/119*z + 1
*
[ 21/20 ] 
f(z) = -176/189*z^3 + 188/175*z + 1
*
[ 14/13 ] 
f(z) = -169/184*z^3 + 183/161*z + 1
*
[ 21/22 ] 
f(z) = -176/189*z^3 + 185/231*z + 1
*
-10/13 | 0.093839710039668458013993354595148953160 | 0.013665446590547745777536860605256103341
f(z) = -169/192*z^3 + 197/240*z + 1
*
[ 12/13 ] 
f(z) = -169/184*z^3 + 193/276*z + 1
*
[ -3 ] 
f(z) = -178/189*z^3 + 206/21*z + 1
*
[ -4/35 ] 
f(z) = -175/192*z^3 + 205/21*z + 1
*
[ -3 ] 
f(z) = -172/189*z^3 + 200/21*z + 1
*
[ 2 ] 
f(z) = -179/192*z^3 + 203/48*z + 1
*
[ -2/3 ] 
f(z) = -177/184*z^3 + 202/69*z + 1
*
[ -6/5 ] 
f(z) = -175/198*z^3 + 205/66*z + 1
*
[ -4/5 ] 
f(z) = -173/192*z^3 + 212/75*z + 1
*
[ -6/5 ] 
f(z) = -170/189*z^3 + 219/70*z + 1
*
-3/13 | 0.15187425561142888481858288035310770629 | 0.023686612637833490392941628934560384351
f(z) = -169/180*z^3 + 203/60*z + 1
*
[ -4/5 ] 
f(z) = -169/192*z^3 + 211/75*z + 1
*
[ -2/3 ] 
f(z) = -165/184*z^3 + 200/69*z + 1
*
[ -4/5 ] 
f(z) = -161/192*z^3 + 209/75*z + 1
*
[ -12/23 ] 
f(z) = -161/192*z^3 + 217/69*z + 1
*
[ 8/7 ] 
f(z) = -161/192*z^3 + 205/168*z + 1
*
20/13 | 0.083506274492856220710387499313501352601 | 0.015603230207191302165892987037320575732
f(z) = -169/189*z^3 + 211/189*z + 1
*
2/5 | 0.20275905712621597200801480672001707738 | 0.029846186492904842225891080753378256875
f(z) = -175/192*z^3 + 223/48*z + 1
*
[ -28/13 ] 
f(z) = -169/192*z^3 + 233/42*z + 1
*
[ -2 ] 
f(z) = -167/192*z^3 + 239/48*z + 1
*
[ -2 ] 
f(z) = -163/192*z^3 + 235/48*z + 1
*
[ -2 ] 
f(z) = -161/192*z^3 + 233/48*z + 1
*
[ -21/22 ] 
f(z) = -176/189*z^3 + 223/77*z + 1
*
[ -6/5 ] 
f(z) = -175/184*z^3 + 221/69*z + 1
*
-3/10 | 0.23661394957876311444386691812590398581 | 0.026972850712565929308730753956169709139
f(z) = -170/189*z^3 + 239/70*z + 1
*
-21/13 | 0.15662728033133322534718832475909404286 | 0.024009471049841385927326670277274143708
f(z) = -169/180*z^3 + 227/60*z + 1
*
[ -6/13 ] 
f(z) = -169/184*z^3 + 232/69*z + 1
*
[ -6/13 ] 
f(z) = -169/198*z^3 + 221/66*z + 1
*
-12/13 | 0.17390640020845244186380835084616780140 | 0.026517406982430198956965045024711032574
f(z) = -169/198*z^3 + 235/66*z + 1
*
[ -3/4 ] 
f(z) = -172/189*z^3 + 239/84*z + 1
*
2/13 | 0.17396903569611045911651542458840372175 | 0.028435153948159736774058490883053079441
f(z) = -169/180*z^3 + 227/90*z + 1
*
[ -12/13 ] 
f(z) = -169/189*z^3 + 239/84*z + 1
*
[ 21/13 ] 
f(z) = -169/196*z^3 + 221/84*z + 1
*
[ 8/7 ] 
f(z) = -175/192*z^3 + 221/168*z + 1
*
3/2 | 0.15243302207066737737083642132195712969 | 0.027834207353923739519871028136448396310
f(z) = -164/195*z^3 + 239/195*z + 1
*
-6/13 | 0.26048685790909642438130219669312623580 | 0.029666065554866695394728065748610385836
f(z) = -169/189*z^3 + 241/28*z + 1
*
[ -2 ] 
f(z) = -179/192*z^3 + 251/48*z + 1
*
[ -2 ] 
f(z) = -175/192*z^3 + 247/48*z + 1
*
[ -2 ] 
f(z) = -173/192*z^3 + 245/48*z + 1
*
[ -24/13 ] 
f(z) = -169/189*z^3 + 257/56*z + 1
*
[ -12/25 ] 
f(z) = -175/192*z^3 + 247/75*z + 1
*
-24/13 | 0.12271345712568147841646317755655146182 | 0.018570436669742750761950418891336339108
f(z) = -169/180*z^3 + 247/60*z + 1
*
[ -10/13 ] 
f(z) = -169/180*z^3 + 257/90*z + 1
*
[ 18/13 ] 
f(z) = -169/189*z^3 + 251/126*z + 1
*
[ 14/11 ] 
f(z) = -165/196*z^3 + 243/154*z + 1
*
-9/13 | 0.11118439811401371910222962512632471097 | 0.020271379134405497171565018979613876635
f(z) = -169/180*z^3 + 241/180*z + 1
*
[ 14/3 ] 
f(z) = -171/196*z^3 + 277/14*z + 1
*
-60/13 | 0.24494005225924755487112168564651249107 | 0.027550612796044418748158061603988886284
f(z) = -169/189*z^3 + 269/14*z + 1
*
-3/13 | 0.17613800187667972335370348698443705695 | 0.026404462906496306153705700799857205950
f(z) = -169/180*z^3 + 263/60*z + 1
*
[ -4/5 ] 
f(z) = -175/184*z^3 + 263/92*z + 1
*
[ -2/3 ] 
f(z) = -171/188*z^3 + 273/94*z + 1
*
-2 | 0.10797794386418793478922812322628055319 | 0.017073342058296292308375647846160536556
f(z) = -163/188*z^3 + 279/94*z + 1
*
-2 | 0.10785132226630541950151750798453319696 | 0.017072741904697470142225719570083328746
f(z) = -163/196*z^3 + 277/98*z + 1
*
-2 | 0.094266243575000221648085410864565305249 | 0.014922239366778014337014963756054621447
f(z) = -161/180*z^3 + 277/90*z + 1
*
-2 | 0.10771430922707673625496439742529745494 | 0.017070634591063392232065477387825754696
f(z) = -161/188*z^3 + 275/94*z + 1
*
[ 7/5 ] 
f(z) = -165/196*z^3 + 271/140*z + 1
*
[ 11/9 ] 
f(z) = -162/187*z^3 + 276/187*z + 1
*
[ -14/3 ] 
f(z) = -171/196*z^3 + 283/14*z + 1
*
[ 60/13 ] 
f(z) = -169/192*z^3 + 293/15*z + 1
*
[ 46/13 ] 
f(z) = -169/184*z^3 + 281/23*z + 1
*
[ -46/13 ] 
f(z) = -169/184*z^3 + 294/23*z + 1
*
-12/35 | 0.23203466412168548367159567443259022035 | 0.025486858053885768591254507271437558055
f(z) = -175/192*z^3 + 281/42*z + 1
*
[ 21/11 ] 
f(z) = -176/189*z^3 + 298/77*z + 1
*
-2 | 0.10922444064374211454544851299193568784 | 0.017083426957887754364202781619228931688
f(z) = -173/188*z^3 + 299/94*z + 1
*
-2 | 0.10912786614681147764519877023473767876 | 0.017086257730904095222080243795535699178
f(z) = -173/196*z^3 + 297/98*z + 1
*
-2 | 0.10898394903433996337928028330701316564 | 0.017081795593113724370583331804396227793
f(z) = -171/188*z^3 + 295/94*z + 1
*
[ -2/3 ] 
f(z) = -171/196*z^3 + 283/98*z + 1
*
-2 | 0.10888218722203346971353445832708523608 | 0.017084061496506173622431794650682254080
f(z) = -171/196*z^3 + 293/98*z + 1
*
-2 | 0.095268630174849100638399806652503675457 | 0.014948038592171746710366165932515836666
f(z) = -169/180*z^3 + 293/90*z + 1
*
-2 | 0.10873925922035245814398984008992825894 | 0.017079991199692049173700846705428949806
f(z) = -169/188*z^3 + 291/94*z + 1
*
-2 | 0.10863194067639512257601073508663423473 | 0.017081638317234153057602866387532581158
f(z) = -169/196*z^3 + 289/98*z + 1
*
-2 | 0.095024608620433069193826922649131792900 | 0.014941977337275645946824123021351243840
f(z) = -167/180*z^3 + 289/90*z + 1
*
-2 | 0.10849017434409104968030654129331298528 | 0.017077995201002198668264921292086392990
f(z) = -167/188*z^3 + 287/94*z + 1
*
-2 | 0.10837689091216204025485603059524985111 | 0.017078963361526515575526254557273801514
f(z) = -167/196*z^3 + 285/98*z + 1
*
-2 | 0.10823648037953737435400873996719132503 | 0.017075786687734930533495679738313912815
f(z) = -165/188*z^3 + 283/94*z + 1
*
-2 | 0.10811677957990425090318491083360543360 | 0.017076008527379579462833428582968563829
f(z) = -165/196*z^3 + 281/98*z + 1
*
-2 | 0.094523619826707856005596028965721474230 | 0.014929099298659282948857218870704140348
f(z) = -163/180*z^3 + 281/90*z + 1
*
93/52 | 0.23646774200096520471270674247886984282 | 0.026446732734550746781942709801981157854
f(z) = -169/189*z^3 + 283/112*z + 1
*
12/11 | 0.20893737877657437704113890846420517148 | 0.023224862784582675705932708510266147910
f(z) = -176/189*z^3 + 299/154*z + 1
*
[ 18/13 ] 
f(z) = -169/192*z^3 + 283/144*z + 1
*
[ 6/5 ] 
f(z) = -175/186*z^3 + 283/186*z + 1
*
[ 46/39 ] 
f(z) = -169/184*z^3 + 296/207*z + 1
*
33/26 | 0.16433205178021681478466766908787812054 | 0.024366934992766274185915589530107670223
f(z) = -169/180*z^3 + 283/240*z + 1
*
0 | 0.16739336071281279553583498983523231378 | 0.026264704461647990549755060306505134907
f(z) = -165/182*z^3 + 293/273*z + 1
*
[ 21/20 ] 
f(z) = -170/189*z^3 + 291/280*z + 1
*
[ 2/3 ] 
f(z) = -161/216*z^3 - 41/243*z + 1
*
[ 2/3 ] 
f(z) = -165/208*z^3 - 23/156*z + 1
*
24/23 | 0.24227604485441991475729341150968320994 | 0.028466985968138781750961819636296442192
f(z) = -161/216*z^3 - 27/184*z + 1
*
[ 2/3 ] 
f(z) = -171/202*z^3 - 25/202*z + 1
*
[ 2/3 ] 
f(z) = -171/206*z^3 - 27/206*z + 1
*
[ 2/3 ] 
f(z) = -171/214*z^3 - 31/214*z + 1
*
[ 2/3 ] 
f(z) = -171/218*z^3 - 33/218*z + 1
*
[ 2/3 ] 
f(z) = -179/200*z^3 - 23/225*z + 1
*
[ 2/3 ] 
f(z) = -173/200*z^3 - 26/225*z + 1
*
[ 2/3 ] 
f(z) = -169/200*z^3 - 28/225*z + 1
*
[ 2/3 ] 
f(z) = -167/200*z^3 - 29/225*z + 1
*
[ 2/3 ] 
f(z) = -163/200*z^3 - 31/225*z + 1
*
[ 2/3 ] 
f(z) = -161/200*z^3 - 32/225*z + 1
*
[ 2/3 ] 
f(z) = -179/216*z^3 - 32/243*z + 1
*
[ 2/3 ] 
f(z) = -175/216*z^3 - 34/243*z + 1
*
[ 2/3 ] 
f(z) = -173/216*z^3 - 35/243*z + 1
*
[ 2/3 ] 
f(z) = -169/216*z^3 - 37/243*z + 1
*
[ 2/3 ] 
f(z) = -167/216*z^3 - 38/243*z + 1
*
[ 2/3 ] 
f(z) = -163/216*z^3 - 40/243*z + 1
*
[ 2/3 ] 
f(z) = -171/200*z^3 - 3/25*z + 1
*
[ 2/3 ] 
f(z) = -171/208*z^3 - 7/52*z + 1
*
[ 2/3 ] 
f(z) = -177/200*z^3 - 8/75*z + 1
*
[ 9/13 ] 
f(z) = -169/216*z^3 - 5/72*z + 1
*
[ 2/3 ] 
f(z) = -171/212*z^3 - 15/106*z + 1
*
10/13 | 0.14933286622699133073931684893125755247 | 0.027927784389807103827469556566899600405
f(z) = -169/210*z^3 - 13/105*z + 1
*
[ 2/3 ] 
f(z) = -177/208*z^3 - 19/156*z + 1
*
[ 24/35 ] 
f(z) = -175/216*z^3 - 13/168*z + 1
*
[ 9/13 ] 
f(z) = -169/207*z^3 - 11/207*z + 1
*
[ -6/5 ] 
f(z) = -175/216*z^3 + 3*z + 1
*
[ 6/7 ] 
f(z) = -175/216*z^3 + 3/7*z + 1
*
[ 6/5 ] 
f(z) = -175/216*z^3 + 4/3*z + 1
*
66/35 | 0.14661575894564838232302620961509249516 | 0.018652965276723394979601530929595532993
f(z) = -175/216*z^3 + 12/7*z + 1
*
[ 10/13 ] 
f(z) = -169/200*z^3 + 1/5*z + 1
*
[ -10/13 ] 
f(z) = -169/200*z^3 + 14/5*z + 1
*
30/13 | 0.17513334166495756544364088443659193318 | 0.026852322879259434099500954933770815245
f(z) = -169/200*z^3 + 17/5*z + 1
*
6/13 | 0.11552556370974510795838655077909732880 | 0.019037155853660595616439750728554170342
f(z) = -169/216*z^3 + 2*z + 1
*
-30/13 | 0.18199633933405201179741625077847734085 | 0.026056368074655098605754295258645793002
f(z) = -169/216*z^3 + 5*z + 1
*
[ 12/13 ] 
f(z) = -169/216*z^3 + 7/12*z + 1
*
42/13 | 0.16956960461533541363122343423740698729 | 0.022746609633511750657798300375965504977
f(z) = -169/216*z^3 + 8*z + 1
*
[ -6/13 ] 
f(z) = -169/216*z^3 + 10/3*z + 1
*
[ -12/13 ] 
f(z) = -169/216*z^3 + 11/4*z + 1
*
[ 18/13 ] 
f(z) = -169/216*z^3 + 16/9*z + 1
*
[ -6/7 ] 
f(z) = -161/216*z^3 + 19/7*z + 1
*
21/13 | 0.15088642833192493037234001038842246464 | 0.028070439684803495972104842925131379666
f(z) = -169/216*z^3 + 17/24*z + 1
*
[ 6/7 ] 
f(z) = -161/216*z^3 + 8/21*z + 1
*
[ 4/5 ] 
f(z) = -175/208*z^3 + 15/52*z + 1
*
[ 6/7 ] 
f(z) = -163/216*z^3 + 19/49*z + 1
*
[ 3/4 ] 
f(z) = -176/207*z^3 + 10/69*z + 1
*
12/13 | 0.12790427676386092596653120712144553234 | 0.023920273910537736765187974011218353350
f(z) = -169/210*z^3 + 2/105*z + 1
*
[ 3/4 ] 
f(z) = -179/216*z^3 + 17/128*z + 1
*
[ 3/4 ] 
f(z) = -173/216*z^3 + 15/128*z + 1
*
[ 3/4 ] 
f(z) = -167/216*z^3 + 13/128*z + 1
*
[ 3/4 ] 
f(z) = -161/216*z^3 + 11/128*z + 1
*
[ 18/25 ] 
f(z) = -175/216*z^3 + 7/225*z + 1
*
[ 5/7 ] 
f(z) = -161/200*z^3 + 3/280*z + 1
*
[ -6 ] 
f(z) = -179/216*z^3 + 31*z + 1
*
[ 12/5 ] 
f(z) = -175/216*z^3 + 21/4*z + 1
*
-6/5 | 0.087587395683266822681769905677338615184 | 0.010101053084721493756721619381682820210
f(z) = -175/216*z^3 + 27/7*z + 1
*
[ 6 ] 
f(z) = -175/216*z^3 + 30*z + 1
*
[ -6 ] 
f(z) = -173/216*z^3 + 30*z + 1
*
[ 24/13 ] 
f(z) = -169/216*z^3 + 25/8*z + 1
*
-6/13 | 0.17071044265908626760493789962300779174 | 0.022435713652977556779457514637655095739
f(z) = -169/216*z^3 + 28/3*z + 1
*
[ -30/13 ] 
f(z) = -169/216*z^3 + 28/5*z + 1
*
[ 6 ] 
f(z) = -169/216*z^3 + 29*z + 1
*
[ -18/13 ] 
f(z) = -169/216*z^3 + 29/9*z + 1
*
33/13 | 0.18909941929051843902463634431007382091 | 0.027600980165002434923744071161585895067
f(z) = -169/216*z^3 + 35/8*z + 1
*
[ -6 ] 
f(z) = -167/216*z^3 + 29*z + 1
*
[ 6 ] 
f(z) = -163/216*z^3 + 28*z + 1
*
[ -6 ] 
f(z) = -161/216*z^3 + 28*z + 1
*
[ 6/5 ] 
f(z) = -179/216*z^3 + 34/25*z + 1
*
6/35 | 0.13557756586554589458412564478861641755 | 0.018087760282118894006491268375914907578
f(z) = -175/216*z^3 + 25/21*z + 1
*
[ 6/5 ] 
f(z) = -173/216*z^3 + 33/25*z + 1
*
[ 6/5 ] 
f(z) = -167/216*z^3 + 32/25*z + 1
*
[ 6/5 ] 
f(z) = -161/216*z^3 + 31/25*z + 1
*
48/35 | 0.19795956530319046530063829128674892237 | 0.027039266065748288670785559940460664261
f(z) = -175/216*z^3 + 27/56*z + 1
*
[ 6/7 ] 
f(z) = -169/216*z^3 + 20/49*z + 1
*
[ 4/5 ] 
f(z) = -175/216*z^3 + 29/108*z + 1
*
[ 10/13 ] 
f(z) = -169/216*z^3 + 22/135*z + 1
*
[ 3/4 ] 
f(z) = -176/201*z^3 + 32/201*z + 1
*
[ 3/4 ] 
f(z) = -176/213*z^3 + 28/213*z + 1
*
[ 3/4 ] 
f(z) = -176/219*z^3 + 26/219*z + 1
*
[ 10/13 ] 
f(z) = -169/210*z^3 + 37/210*z + 1
*
[ 7/9 ] 
f(z) = -162/217*z^3 + 36/217*z + 1
*
[ 18/23 ] 
f(z) = -161/216*z^3 + 37/207*z + 1
*
-3/10 | 0.22363168310170695824201725874816286934 | 0.025682701328420653021528615639988577642
f(z) = -175/216*z^3 + 27/224*z + 1
*
[ 3/4 ] 
f(z) = -172/207*z^3 + 37/276*z + 1
*
[ 3/4 ] 
f(z) = -164/207*z^3 + 31/276*z + 1
*
[ -6/35 ] 
f(z) = -175/216*z^3 + 48/7*z + 1
*
[ 10/3 ] 
f(z) = -171/200*z^3 + 51/5*z + 1
*
[ -10/3 ] 
f(z) = -171/200*z^3 + 54/5*z + 1
*
[ -3/13 ] 
f(z) = -169/216*z^3 + 43/8*z + 1
*
[ 3 ] 
f(z) = -161/216*z^3 + 59/8*z + 1
*
[ -6/7 ] 
f(z) = -175/216*z^3 + 58/21*z + 1
*
[ 20/13 ] 
f(z) = -169/200*z^3 + 47/20*z + 1
*
-15/13 | 0.15088698827875435731053045985115896732 | 0.025527352295376955543116505927435029500
f(z) = -169/216*z^3 + 41/24*z + 1
*
-4/5 | 0.15961224627557953895557982828160035856 | 0.029903720384232133244692574967752351191
f(z) = -175/208*z^3 + 41/52*z + 1
*
-10/9 | 0.22034863689598921091474608694680713473 | 0.029397292223249517358024948135980616996
f(z) = -171/200*z^3 + 43/45*z + 1
*
[ 10/9 ] 
f(z) = -171/200*z^3 + 52/45*z + 1
*
-2/3 | 0.15961202313378072304338804849936862724 | 0.029903678578104385974563360984438700708
f(z) = -171/208*z^3 + 45/52*z + 1
*
[ 15/13 ] 
f(z) = -169/216*z^3 + 47/40*z + 1
*
[ 6/7 ] 
f(z) = -167/216*z^3 + 59/147*z + 1
*
[ 4/5 ] 
f(z) = -175/212*z^3 + 59/212*z + 1
*
17/13 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -169/204*z^3 + 49/204*z + 1
*
15/13 | 0.093418181321721349432728223417858530411 | 0.017470787857746074973886106462148382801
f(z) = -169/210*z^3 + 43/210*z + 1
*
[ 7/9 ] 
f(z) = -162/203*z^3 + 40/203*z + 1
*
[ 3 ] 
f(z) = -179/216*z^3 + 65/8*z + 1
*
[ -3 ] 
f(z) = -175/216*z^3 + 69/8*z + 1
*
[ -12/5 ] 
f(z) = -175/216*z^3 + 73/12*z + 1
*
[ 3 ] 
f(z) = -173/216*z^3 + 63/8*z + 1
*
[ 30/13 ] 
f(z) = -169/200*z^3 + 76/15*z + 1
*
[ 42/13 ] 
f(z) = -169/216*z^3 + 62/7*z + 1
*
[ -3 ] 
f(z) = -169/216*z^3 + 67/8*z + 1
*
[ 30/13 ] 
f(z) = -169/216*z^3 + 71/15*z + 1
*
[ 3 ] 
f(z) = -167/216*z^3 + 61/8*z + 1
*
[ -3 ] 
f(z) = -163/216*z^3 + 65/8*z + 1
*
-2 | 0.10979346186761975843400579007620766419 | 0.017093140352682439745334613983240577047
f(z) = -179/200*z^3 + 77/25*z + 1
*
-2 | 0.096010309260225510351993932303719238760 | 0.014977798738429528873256241387511735718
f(z) = -179/216*z^3 + 76/27*z + 1
*
-2 | 0.10955787346365631492852484079157813084 | 0.017091245633855791412211502623155433373
f(z) = -177/200*z^3 + 76/25*z + 1
*
[ 3/2 ] 
f(z) = -175/216*z^3 + 69/32*z + 1
*
[ -3/5 ] 
f(z) = -175/216*z^3 + 71/24*z + 1
*
-2 | 0.095510713071984471708885973177283161415 | 0.014962107589901485419865199254597550136
f(z) = -175/216*z^3 + 74/27*z + 1
*
-2 | 0.10907409459555785653341107644709051471 | 0.017086861631740096937255319309182750489
f(z) = -173/200*z^3 + 74/25*z + 1
*
-2 | 0.095253107853523550452478748855432638521 | 0.014953624571292991250640563538754402031
f(z) = -173/216*z^3 + 73/27*z + 1
*
[ -2/3 ] 
f(z) = -171/200*z^3 + 72/25*z + 1
*
-2 | 0.10882548874279477122010196210178314376 | 0.017084329730738829729664525725049121231
f(z) = -171/200*z^3 + 73/25*z + 1
*
-2 | 0.10857209621930760581151551756940780566 | 0.017081538264476268008903304285471761039
f(z) = -169/200*z^3 + 72/25*z + 1
*
[ -20/13 ] 
f(z) = -169/200*z^3 + 73/20*z + 1
*
[ 3/2 ] 
f(z) = -169/216*z^3 + 67/32*z + 1
*
-2 | 0.094720633482415294360753634348332080741 | 0.014935165574536589477583954373909623043
f(z) = -169/216*z^3 + 71/27*z + 1
*
[ -6/5 ] 
f(z) = -169/216*z^3 + 74/25*z + 1
*
-2 | 0.10831365707531173409133100984707794332 | 0.017078458440669919816737936073879063618
f(z) = -167/200*z^3 + 71/25*z + 1
*
-2 | 0.094444985270548107368139443814295049349 | 0.014925083561737094599783865604303426010
f(z) = -167/216*z^3 + 70/27*z + 1
*
-2 | 0.10778046265063051372355283916493429393 | 0.017071298398399823786499871270576848526
f(z) = -163/200*z^3 + 69/25*z + 1
*
[ 3/2 ] 
f(z) = -163/216*z^3 + 65/32*z + 1
*
-2 | 0.093872531643038530531549748194819555328 | 0.014902887444266051782316030998092782399
f(z) = -163/216*z^3 + 68/27*z + 1
*
[ -6/5 ] 
f(z) = -163/216*z^3 + 73/25*z + 1
*
-2 | 0.10750503799310120717552221272253774575 | 0.017067138308307733897687544283544059701
f(z) = -161/200*z^3 + 68/25*z + 1
*
[ 10/7 ] 
f(z) = -161/200*z^3 + 68/35*z + 1
*
-2 | 0.093574593866337463995241851961816850068 | 0.014890610459276472339680273344879945085
f(z) = -161/216*z^3 + 67/27*z + 1
*
[ 12/7 ] 
f(z) = -161/216*z^3 + 73/28*z + 1
*
3/35 | 0.10837126944663908252578493981646486053 | 0.014234420537395451211992380611781169917
f(z) = -175/216*z^3 + 75/56*z + 1
*
[ 6/7 ] 
f(z) = -179/216*z^3 + 65/147*z + 1
*
[ 6/7 ] 
f(z) = -173/216*z^3 + 62/147*z + 1
*
-3/5 | 0.15840159550260349374107737809853969541 | 0.021636049157180606936469260220381671681
f(z) = -175/216*z^3 + 65/168*z + 1
*
[ 5/6 ] 
f(z) = -171/200*z^3 + 63/160*z + 1
*
[ 4/5 ] 
f(z) = -175/204*z^3 + 61/204*z + 1
*
[ 21/26 ] 
f(z) = -169/216*z^3 + 61/224*z + 1
*
[ 4/5 ] 
f(z) = -165/208*z^3 + 67/260*z + 1
*
[ 6 ] 
f(z) = -179/216*z^3 + 92/3*z + 1
*
[ -6 ] 
f(z) = -175/216*z^3 + 91/3*z + 1
*
[ 6 ] 
f(z) = -173/216*z^3 + 89/3*z + 1
*
[ -30/13 ] 
f(z) = -169/200*z^3 + 89/15*z + 1
*
[ -6 ] 
f(z) = -169/216*z^3 + 88/3*z + 1
*
[ 6 ] 
f(z) = -167/216*z^3 + 86/3*z + 1
*
[ -6 ] 
f(z) = -163/216*z^3 + 85/3*z + 1
*
[ 6 ] 
f(z) = -161/216*z^3 + 83/3*z + 1
*
[ -2/5 ] 
f(z) = -175/216*z^3 + 98/27*z + 1
*
[ 2 ] 
f(z) = -173/200*z^3 + 99/25*z + 1
*
[ 2 ] 
f(z) = -171/200*z^3 + 98/25*z + 1
*
[ 2 ] 
f(z) = -169/200*z^3 + 97/25*z + 1
*
[ 2 ] 
f(z) = -169/216*z^3 + 98/27*z + 1
*
[ 2 ] 
f(z) = -167/200*z^3 + 96/25*z + 1
*
[ 2 ] 
f(z) = -167/216*z^3 + 97/27*z + 1
*
[ 2 ] 
f(z) = -163/200*z^3 + 94/25*z + 1
*
[ 2 ] 
f(z) = -163/216*z^3 + 95/27*z + 1
*
[ 2 ] 
f(z) = -161/200*z^3 + 93/25*z + 1
*
[ 2 ] 
f(z) = -161/216*z^3 + 94/27*z + 1
*
-3/7 | 0.20509744052099267918570277216308921243 | 0.026585355151593095057491898212080759899
f(z) = -175/216*z^3 + 83/56*z + 1
*
[ 4/3 ] 
f(z) = -171/208*z^3 + 89/52*z + 1
*
[ 6/5 ] 
f(z) = -169/216*z^3 + 97/75*z + 1
*
[ 6/5 ] 
f(z) = -163/216*z^3 + 94/75*z + 1
*
33/26 | 0.20223081841436125848557066896656365336 | 0.029908843005786443847235607976663446755
f(z) = -169/216*z^3 + 89/96*z + 1
*
[ 11/13 ] 
f(z) = -169/209*z^3 + 83/209*z + 1
*
[ 18/5 ] 
f(z) = -175/216*z^3 + 101/9*z + 1
*
[ -18/5 ] 
f(z) = -175/216*z^3 + 106/9*z + 1
*
[ 2 ] 
f(z) = -179/200*z^3 + 102/25*z + 1
*
[ 2 ] 
f(z) = -179/216*z^3 + 103/27*z + 1
*
[ -3/2 ] 
f(z) = -179/216*z^3 + 113/32*z + 1
*
[ 2 ] 
f(z) = -177/200*z^3 + 101/25*z + 1
*
[ 2 ] 
f(z) = -175/216*z^3 + 101/27*z + 1
*
12/35 | 0.17391784280824389344220419343821356309 | 0.019873694793151856108716977055716301588
f(z) = -175/216*z^3 + 117/28*z + 1
*
[ 2 ] 
f(z) = -173/216*z^3 + 100/27*z + 1
*
[ -3/2 ] 
f(z) = -173/216*z^3 + 111/32*z + 1
*
[ -24/13 ] 
f(z) = -169/216*z^3 + 101/24*z + 1
*
[ -3/2 ] 
f(z) = -167/216*z^3 + 109/32*z + 1
*
[ -2 ] 
f(z) = -163/200*z^3 + 119/25*z + 1
*
[ -10/7 ] 
f(z) = -161/200*z^3 + 117/35*z + 1
*
[ -2 ] 
f(z) = -161/200*z^3 + 118/25*z + 1
*
[ -3/2 ] 
f(z) = -161/216*z^3 + 107/32*z + 1
*
48/35 | 0.21368377287596573057871092397378252482 | 0.026692564011008038587072314538431937297
f(z) = -175/216*z^3 + 111/56*z + 1
*
[ 5/3 ] 
f(z) = -171/200*z^3 + 111/40*z + 1
*
-6/13 | 0.19841591894516103349309404424635493229 | 0.029638371742720592303881287152707726394
f(z) = -169/200*z^3 + 101/75*z + 1
*
174/35 | 0.26643792679025604201504688514466079454 | 0.025973468544989380820144370884096765242
f(z) = -175/216*z^3 + 132/7*z + 1
*
174/35 | 0.30494857222543255279504888688824533523 | 0.029578651566457530310130842227151437610
f(z) = -175/216*z^3 + 139/7*z + 1
*
[ -2 ] 
f(z) = -179/200*z^3 + 127/25*z + 1
*
[ -2 ] 
f(z) = -179/216*z^3 + 130/27*z + 1
*
[ -2 ] 
f(z) = -177/200*z^3 + 126/25*z + 1
*
[ -2 ] 
f(z) = -175/216*z^3 + 128/27*z + 1
*
[ -2 ] 
f(z) = -173/200*z^3 + 124/25*z + 1
*
[ -2 ] 
f(z) = -173/216*z^3 + 127/27*z + 1
*
[ -2 ] 
f(z) = -171/200*z^3 + 123/25*z + 1
*
[ -2 ] 
f(z) = -169/200*z^3 + 122/25*z + 1
*
[ -2 ] 
f(z) = -169/216*z^3 + 125/27*z + 1
*
[ -2 ] 
f(z) = -167/200*z^3 + 121/25*z + 1
*
[ -2 ] 
f(z) = -167/216*z^3 + 124/27*z + 1
*
[ -2 ] 
f(z) = -163/216*z^3 + 122/27*z + 1
*
[ -2 ] 
f(z) = -161/216*z^3 + 121/27*z + 1
*
[ -6/7 ] 
f(z) = -179/216*z^3 + 136/49*z + 1
*
-3/7 | 0.24541075057893655081231704170430514515 | 0.029817920193819221338726076355277614782
f(z) = -175/216*z^3 + 139/56*z + 1
*
[ -6/7 ] 
f(z) = -173/216*z^3 + 135/49*z + 1
*
[ -10/9 ] 
f(z) = -171/200*z^3 + 133/45*z + 1
*
[ -6/7 ] 
f(z) = -167/216*z^3 + 134/49*z + 1
*
-2 | 0.10790006891786354770171961292309298937 | 0.017070720503393590462398691911133443756
f(z) = -165/208*z^3 + 139/52*z + 1
*
-2 | 0.10762146048078038231073877905607709459 | 0.017065772676229752002520851280674758870
f(z) = -163/208*z^3 + 137/52*z + 1
*
-2 | 0.10733600059906022809576824060887800187 | 0.017060291036807300553208582158954879454
f(z) = -161/208*z^3 + 135/52*z + 1
*
-2/3 | 0.14249860090004224000232131393724782175 | 0.022140346751429873273750894047670914295
f(z) = -177/208*z^3 + 137/156*z + 1
*
-2/3 | 0.14270964653772032703919060580843736294 | 0.022173137414419239475395776159272285387
f(z) = -165/208*z^3 + 133/156*z + 1
*
[ 12/13 ] 
f(z) = -169/204*z^3 + 127/204*z + 1
*
-15/13 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -169/210*z^3 + 127/210*z + 1
*
[ 10/3 ] 
f(z) = -177/200*z^3 + 158/15*z + 1
*
[ -24/5 ] 
f(z) = -175/216*z^3 + 159/8*z + 1
*
[ -3/10 ] 
f(z) = -175/216*z^3 + 141/32*z + 1
*
-2 | 0.10969101851980029784991044873403423868 | 0.017094529378877758919682736220819806582
f(z) = -179/208*z^3 + 153/52*z + 1
*
-2 | 0.10945005694581052322151854277465783206 | 0.017092026040880219661677565833249625223
f(z) = -177/208*z^3 + 151/52*z + 1
*
[ -4/5 ] 
f(z) = -175/208*z^3 + 145/52*z + 1
*
-2 | 0.10920457564197989804058891027812995704 | 0.017089274306178978543479672165102897140
f(z) = -175/208*z^3 + 149/52*z + 1
*
[ -24/35 ] 
f(z) = -175/216*z^3 + 159/56*z + 1
*
-2 | 0.10895433487485172969343193431166997641 | 0.017086247500491817392566524589279579152
f(z) = -173/208*z^3 + 147/52*z + 1
*
[ -5/3 ] 
f(z) = -171/200*z^3 + 159/40*z + 1
*
-2 | 0.10869907108603334155748834797673654913 | 0.017082915448000595339765811037684941575
f(z) = -171/208*z^3 + 145/52*z + 1
*
[ -2/3 ] 
f(z) = -171/208*z^3 + 149/52*z + 1
*
[ -5/13 ] 
f(z) = -169/200*z^3 + 149/40*z + 1
*
-21/13 | 0.24618904039091962906683561067344258138 | 0.029476365366370206530459897146802554994
f(z) = -169/216*z^3 + 157/56*z + 1
*
-2 | 0.10817227906944029946156951270867217708 | 0.017075193798673571496661186485791303369
f(z) = -167/208*z^3 + 141/52*z + 1
*
[ 3/2 ] 
f(z) = -176/207*z^3 + 155/69*z + 1
*
[ 3/2 ] 
f(z) = -172/207*z^3 + 152/69*z + 1
*
[ 3/2 ] 
f(z) = -164/207*z^3 + 146/69*z + 1
*
[ 6/5 ] 
f(z) = -175/204*z^3 + 143/102*z + 1
*
14/13 | 0.12948430079078918484723540732536764049 | 0.022728133406533726849584083963206702025
f(z) = -169/204*z^3 + 149/102*z + 1
*
[ 15/13 ] 
f(z) = -169/200*z^3 + 151/120*z + 1
*
[ 24/23 ] 
f(z) = -161/216*z^3 + 157/184*z + 1
*
[ 24/25 ] 
f(z) = -175/216*z^3 + 141/200*z + 1
*
[ 9/10 ] 
f(z) = -175/216*z^3 + 157/288*z + 1
*
[ -10/3 ] 
f(z) = -177/200*z^3 + 167/15*z + 1
*
[ 3 ] 
f(z) = -163/216*z^3 + 179/24*z + 1
*
-51/35 | 0.12588902600582314399493425735651239164 | 0.014920180112822846865430270328604745720
f(z) = -175/216*z^3 + 171/56*z + 1
*
[ -4/3 ] 
f(z) = -171/208*z^3 + 167/52*z + 1
*
30/13 | 0.14021804665674709013372446605386673416 | 0.015806940990442469639717354710846230984
f(z) = -169/200*z^3 + 178/45*z + 1
*
[ 4/3 ] 
f(z) = -171/200*z^3 + 177/100*z + 1
*
[ 10/9 ] 
f(z) = -177/200*z^3 + 161/135*z + 1
*
-6/5 | 0.18318808215163048055414808672819959756 | 0.028269571358806339353089825851168604324
f(z) = -175/208*z^3 + 163/156*z + 1
*
[ 12/13 ] 
f(z) = -169/207*z^3 + 169/276*z + 1
*
[ -48/13 ] 
f(z) = -169/216*z^3 + 191/16*z + 1
*
[ 3 ] 
f(z) = -175/216*z^3 + 191/24*z + 1
*
[ -2/13 ] 
f(z) = -169/200*z^3 + 188/25*z + 1
*
[ 3 ] 
f(z) = -169/216*z^3 + 185/24*z + 1
*
[ -42/13 ] 
f(z) = -169/216*z^3 + 199/21*z + 1
*
[ -3 ] 
f(z) = -167/216*z^3 + 199/24*z + 1
*
[ -3 ] 
f(z) = -161/216*z^3 + 193/24*z + 1
*
[ -2/5 ] 
f(z) = -175/208*z^3 + 189/52*z + 1
*
[ -3/7 ] 
f(z) = -175/216*z^3 + 195/56*z + 1
*
[ 2 ] 
f(z) = -173/208*z^3 + 199/52*z + 1
*
[ 2 ] 
f(z) = -171/208*z^3 + 197/52*z + 1
*
[ 2 ] 
f(z) = -167/208*z^3 + 193/52*z + 1
*
[ 2 ] 
f(z) = -165/208*z^3 + 191/52*z + 1
*
[ 2 ] 
f(z) = -163/208*z^3 + 189/52*z + 1
*
[ 2 ] 
f(z) = -161/208*z^3 + 187/52*z + 1
*
[ -3/4 ] 
f(z) = -176/207*z^3 + 194/69*z + 1
*
[ -18/35 ] 
f(z) = -175/216*z^3 + 199/63*z + 1
*
-6/23 | 0.28042686217905353859291461288820963499 | 0.029302791390654426528901430197708910892
f(z) = -161/216*z^3 + 199/69*z + 1
*
[ 3/2 ] 
f(z) = -167/216*z^3 + 199/96*z + 1
*
[ 3/2 ] 
f(z) = -161/216*z^3 + 193/96*z + 1
*
-18/13 | 0.16179828264008113028093580714603508935 | 0.027073089431271068194639330561965369817
f(z) = -169/210*z^3 + 197/105*z + 1
*
[ 6/5 ] 
f(z) = -175/207*z^3 + 191/138*z + 1
*
-4/3 | 0.14820381130759115990051053272284457369 | 0.022221134080982883511994911184332535191
f(z) = -177/208*z^3 + 197/156*z + 1
*
-4/3 | 0.14820358229582321155480411244572996553 | 0.022506951771805182179261590475258800858
f(z) = -165/208*z^3 + 181/156*z + 1
*
[ 14/13 ] 
f(z) = -169/200*z^3 + 184/175*z + 1
*
[ 14/13 ] 
f(z) = -169/216*z^3 + 185/189*z + 1
*
-3/5 | 0.15740309171349295008890076174093118253 | 0.029597506618069693089117259095873646636
f(z) = -175/204*z^3 + 199/204*z + 1
*
15/13 | 0.24300812289848853915876395505469307962 | 0.028275978801734618075518006949125603209
f(z) = -169/216*z^3 + 187/200*z + 1
*
-4/5 | 0.19420962956367721609883126834725685806 | 0.027955995498406706076134501984197768686
f(z) = -165/208*z^3 + 197/260*z + 1
*
[ -3 ] 
f(z) = -179/216*z^3 + 211/24*z + 1
*
[ -3 ] 
f(z) = -173/216*z^3 + 205/24*z + 1
*
[ -2/13 ] 
f(z) = -169/216*z^3 + 203/27*z + 1
*
[ 2 ] 
f(z) = -179/208*z^3 + 205/52*z + 1
*
[ 2 ] 
f(z) = -177/208*z^3 + 203/52*z + 1
*
[ 2 ] 
f(z) = -175/208*z^3 + 201/52*z + 1
*
[ -21/13 ] 
f(z) = -169/216*z^3 + 205/56*z + 1
*
[ -2/3 ] 
f(z) = -177/200*z^3 + 217/75*z + 1
*
[ -3/5 ] 
f(z) = -175/207*z^3 + 205/69*z + 1
*
[ -9/13 ] 
f(z) = -169/216*z^3 + 203/72*z + 1
*
[ -6/5 ] 
f(z) = -161/216*z^3 + 218/75*z + 1
*
[ 3/2 ] 
f(z) = -179/216*z^3 + 211/96*z + 1
*
[ 3/2 ] 
f(z) = -173/216*z^3 + 205/96*z + 1
*
[ 48/35 ] 
f(z) = -175/216*z^3 + 201/112*z + 1
*
[ 6/5 ] 
f(z) = -175/208*z^3 + 215/156*z + 1
*
[ -66/13 ] 
f(z) = -169/216*z^3 + 235/11*z + 1
*
[ 36/13 ] 
f(z) = -169/216*z^3 + 239/36*z + 1
*
[ -10/39 ] 
f(z) = -169/200*z^3 + 223/45*z + 1
*
10/39 | 0.22264042188109550133146189808537634497 | 0.024370595453698928032314534043826311227
f(z) = -169/200*z^3 + 232/45*z + 1
*
[ -2 ] 
f(z) = -161/208*z^3 + 239/52*z + 1
*
[ -6/5 ] 
f(z) = -179/216*z^3 + 227/75*z + 1
*
[ 9/5 ] 
f(z) = -175/216*z^3 + 221/72*z + 1
*
[ -6/5 ] 
f(z) = -173/216*z^3 + 224/75*z + 1
*
-3/13 | 0.18866187185323409723106892936444442452 | 0.028804875141920845644382581130458481537
f(z) = -169/207*z^3 + 233/69*z + 1
*
[ -6/5 ] 
f(z) = -167/216*z^3 + 221/75*z + 1
*
[ -3/2 ] 
f(z) = -164/207*z^3 + 238/69*z + 1
*
[ 12/7 ] 
f(z) = -175/216*z^3 + 235/84*z + 1
*
5/3 | 0.20697605670936373354151765001107429243 | 0.029498014858151836042901770084842256654
f(z) = -177/200*z^3 + 223/120*z + 1
*
[ 36/35 ] 
f(z) = -175/216*z^3 + 223/252*z + 1
*
[ 66/65 ] 
f(z) = -169/216*z^3 + 226/275*z + 1
*
[ -2 ] 
f(z) = -179/208*z^3 + 257/52*z + 1
*
[ -2 ] 
f(z) = -177/208*z^3 + 255/52*z + 1
*
[ -2 ] 
f(z) = -175/208*z^3 + 253/52*z + 1
*
[ -2 ] 
f(z) = -173/208*z^3 + 251/52*z + 1
*
[ -2 ] 
f(z) = -171/208*z^3 + 249/52*z + 1
*
[ -2 ] 
f(z) = -167/208*z^3 + 245/52*z + 1
*
[ -2 ] 
f(z) = -165/208*z^3 + 243/52*z + 1
*
[ -2 ] 
f(z) = -163/208*z^3 + 241/52*z + 1
*
[ -3/2 ] 
f(z) = -176/207*z^3 + 247/69*z + 1
*
-6/25 | 0.28121954013670068578740283358653275654 | 0.028809158895959194381323612566275274713
f(z) = -175/216*z^3 + 241/75*z + 1
*
[ 66/35 ] 
f(z) = -175/216*z^3 + 258/77*z + 1
*
[ -3/2 ] 
f(z) = -172/207*z^3 + 244/69*z + 1
*
[ -6/13 ] 
f(z) = -169/200*z^3 + 251/75*z + 1
*
-4/13 | 0.17210999591933089373357295787434028208 | 0.027676646288017438199078647818344966530
f(z) = -169/216*z^3 + 251/108*z + 1
*
-5/3 | 0.20022221029636173361838284580042836769 | 0.028125733553721934140472551104002626522
f(z) = -177/200*z^3 + 247/120*z + 1
*
[ 4/3 ] 
f(z) = -165/208*z^3 + 259/156*z + 1
*
-3/7 | 0.22024671028268220391097118765103475829 | 0.028578924715889191886886356582708869374
f(z) = -161/216*z^3 + 247/168*z + 1
*
-17/13 | 0.15740264484818430073354143412755660716 | 0.028697989507518470752075670194686937848
f(z) = -169/204*z^3 + 241/204*z + 1
*
[ 15/13 ] 
f(z) = -169/210*z^3 + 253/210*z + 1
*
246/35 | 0.22834252027673427801494581096110416377 | 0.020746170336339764980707560262212575401
f(z) = -175/216*z^3 + 279/7*z + 1
*
[ -36/13 ] 
f(z) = -169/216*z^3 + 265/36*z + 1
*
[ 8/5 ] 
f(z) = -175/208*z^3 + 263/104*z + 1
*
-2 | 0.10781619359361183790686817318962252103 | 0.017067181075680731401284984398432437303
f(z) = -165/212*z^3 + 277/106*z + 1
*
-2 | 0.087360370915830546264715145175358608940 | 0.013844929056733251081643992523838666822
f(z) = -163/204*z^3 + 275/102*z + 1
*
-2 | 0.10753223340396748916977876838955246426 | 0.017061515826642253906335742231964912287
f(z) = -163/212*z^3 + 273/106*z + 1
*
-2 | 0.087080188797606827389104110912884260333 | 0.013832646432683338620598839648907871814
f(z) = -161/204*z^3 + 271/102*z + 1
*
-2 | 0.10724089013920587777203391822452156935 | 0.017055232574513668280797005868772528690
f(z) = -161/212*z^3 + 269/106*z + 1
*
[ 4/3 ] 
f(z) = -177/208*z^3 + 275/156*z + 1
*
[ 7/6 ] 
f(z) = -180/203*z^3 + 274/203*z + 1
*
[ 7/6 ] 
f(z) = -180/217*z^3 + 276/217*z + 1
*
3/13 | 0.18717891112181266205872303201308606871 | 0.023888331063891879730532321728863926362
f(z) = -169/216*z^3 + 281/24*z + 1
*
[ -6/65 ] 
f(z) = -169/216*z^3 + 296/25*z + 1
*
[ -10/19 ] 
f(z) = -171/200*z^3 + 298/95*z + 1
*
[ -12/23 ] 
f(z) = -161/216*z^3 + 287/92*z + 1
*
-2 | 0.088918690379901603984876068904466868354 | 0.013907472936856069498835598267885872314
f(z) = -175/204*z^3 + 299/102*z + 1
*
-2 | 0.10914150517207542375919072574410955191 | 0.017088393206553775599981783254548104496
f(z) = -175/212*z^3 + 297/106*z + 1
*
[ -4/5 ] 
f(z) = -175/216*z^3 + 299/108*z + 1
*
-2 | 0.088672705976789531461889579260686388315 | 0.013898276320548139860546162199237439509
f(z) = -173/204*z^3 + 295/102*z + 1
*
-2 | 0.10888774819931947354483696629359527133 | 0.017084934036637471961812728468182499808
f(z) = -173/212*z^3 + 293/106*z + 1
*
-2 | 0.10862868357544304005532780635796303940 | 0.017081126160127506779745155960976838324
f(z) = -171/212*z^3 + 289/106*z + 1
*
-2 | 0.088164091929145056033129342532548159809 | 0.013878362238512362530310271118321479196
f(z) = -169/204*z^3 + 287/102*z + 1
*
-2 | 0.10836398567424519468316859193689665791 | 0.017076929643049278338908621054014770304
f(z) = -169/212*z^3 + 285/106*z + 1
*
-2 | 0.087901945605797013533701004991589219609 | 0.013867735419131744937466145349389431209
f(z) = -167/204*z^3 + 283/102*z + 1
*
-2 | 0.10809329137003158408256501053924307611 | 0.017072298789875031280662747023445279010
f(z) = -167/212*z^3 + 281/106*z + 1
*
[ 3/2 ] 
f(z) = -166/207*z^3 + 295/138*z + 1
*
-6/13 | 0.098173908188081047632738031907844592267 | 0.017411800772667912647404909647781981784
f(z) = -169/210*z^3 + 281/210*z + 1
*
[ 11/9 ] 
f(z) = -162/209*z^3 + 280/209*z + 1
*
[ 2/3 ] 
f(z) = -171/238*z^3 - 43/238*z + 1
*
[ 2/3 ] 
f(z) = -179/232*z^3 - 41/261*z + 1
*
[ 2/3 ] 
f(z) = -175/232*z^3 - 43/261*z + 1
*
[ 2/3 ] 
f(z) = -173/232*z^3 - 44/261*z + 1
*
[ 2/3 ] 
f(z) = -169/232*z^3 - 46/261*z + 1
*
[ 2/3 ] 
f(z) = -167/232*z^3 - 47/261*z + 1
*
[ 2/3 ] 
f(z) = -163/232*z^3 - 49/261*z + 1
*
[ 2/3 ] 
f(z) = -161/232*z^3 - 50/261*z + 1
*
[ 2/3 ] 
f(z) = -171/236*z^3 - 21/118*z + 1
*
[ 2/3 ] 
f(z) = -177/224*z^3 - 25/168*z + 1
*
[ 2/3 ] 
f(z) = -165/224*z^3 - 29/168*z + 1
*
[ 2/3 ] 
f(z) = -171/226*z^3 - 37/226*z + 1
*
[ 2/3 ] 
f(z) = -171/230*z^3 - 39/230*z + 1
*
[ 2/3 ] 
f(z) = -171/232*z^3 - 5/29*z + 1
*
[ 2/3 ] 
f(z) = -171/224*z^3 - 9/56*z + 1
*
[ 2/3 ] 
f(z) = -177/232*z^3 - 14/87*z + 1
*
[ 2/3 ] 
f(z) = -165/232*z^3 - 16/87*z + 1
*
[ 2/3 ] 
f(z) = -171/220*z^3 - 17/110*z + 1
*
[ 15/22 ] 
f(z) = -176/225*z^3 - 17/165*z + 1
*
[ 9/13 ] 
f(z) = -169/225*z^3 - 19/225*z + 1
*
[ 28/39 ] 
f(z) = -169/224*z^3 - 1/252*z + 1
*
[ 15/13 ] 
f(z) = -169/225*z^3 + 17/15*z + 1
*
[ 3/4 ] 
f(z) = -176/225*z^3 + 8/75*z + 1
*
[ 10/13 ] 
f(z) = -169/225*z^3 + 13/90*z + 1
*
[ 10/13 ] 
f(z) = -169/220*z^3 + 17/110*z + 1
*
[ 10/13 ] 
f(z) = -169/232*z^3 + 19/145*z + 1
*
2/13 | 0.10847588240552072981159295647159619409 | 0.020044896019823145835967223642055624520
f(z) = -169/224*z^3 + 29/56*z + 1
*
[ 4/5 ] 
f(z) = -175/232*z^3 + 27/116*z + 1
*
[ 4/5 ] 
f(z) = -165/224*z^3 + 31/140*z + 1
*
[ 3/4 ] 
f(z) = -176/237*z^3 + 20/237*z + 1
*
[ 10/13 ] 
f(z) = -169/230*z^3 + 31/230*z + 1
*
[ -15/13 ] 
f(z) = -169/225*z^3 + 43/15*z + 1
*
[ 4/3 ] 
f(z) = -171/224*z^3 + 45/28*z + 1
*
[ 12/13 ] 
f(z) = -169/224*z^3 + 47/84*z + 1
*
4/3 | 0.19387658917064601898038067785942215493 | 0.029780168317416807382360686263445295617
f(z) = -165/224*z^3 + 47/84*z + 1
*
[ 4/5 ] 
f(z) = -175/228*z^3 + 55/228*z + 1
*
[ 4/5 ] 
f(z) = -175/236*z^3 + 53/236*z + 1
*
[ 10/13 ] 
f(z) = -169/224*z^3 + 41/280*z + 1
*
-2 | 0.10928320740574453896086119298501483069 | 0.017083696913351778902207196025780143609
f(z) = -179/232*z^3 + 75/29*z + 1
*
-2 | 0.10901924989584807661191868075150609688 | 0.017078270006032359813354521823304261858
f(z) = -177/232*z^3 + 74/29*z + 1
*
-2 | 0.10874882378530356372965640467829678014 | 0.017072294228507652447315841539369697237
f(z) = -175/232*z^3 + 73/29*z + 1
*
-2 | 0.10847143702847430145811505469095513149 | 0.017065701655625894351758333289929825700
f(z) = -173/232*z^3 + 72/29*z + 1
*
-2 | 0.10818652786145421740598295357503826815 | 0.017058413221497318184832521070319915663
f(z) = -171/232*z^3 + 71/29*z + 1
*
20/13 | 0.15165939469536927729211504139830085652 | 0.023913038663638583336129664099458506456
f(z) = -169/224*z^3 + 71/28*z + 1
*
-2 | 0.10789345013291982642428563595688333227 | 0.017050336281857701970032426073469731355
f(z) = -169/232*z^3 + 70/29*z + 1
*
-2 | 0.10759145443294592523306316834261520587 | 0.017041361472870914441946479309730850938
f(z) = -167/232*z^3 + 69/29*z + 1
*
-2 | 0.10727966342970883462192610132903820748 | 0.017031358600524746757785919180339598602
f(z) = -165/232*z^3 + 68/29*z + 1
*
-2 | 0.10695703903488503700569322316159446003 | 0.017020171163350816159088559682762146052
f(z) = -163/232*z^3 + 67/29*z + 1
*
-2 | 0.10662233771621907509128567426852698184 | 0.017007608894656253308495069615874725051
f(z) = -161/232*z^3 + 66/29*z + 1
*
[ 5/4 ] 
f(z) = -176/225*z^3 + 64/45*z + 1
*
-12/13 | 0.19224939293093951099964881427680428404 | 0.029530224896649921164718645056865127254
f(z) = -169/224*z^3 + 61/84*z + 1
*
6/13 | 0.15122622719615079213270547481371067311 | 0.028037944017551429768380516426882758731
f(z) = -169/220*z^3 + 73/110*z + 1
*
5/4 | 0.19357342623118032969483727042744226672 | 0.028456658715963957550849109898565820877
f(z) = -172/225*z^3 + 71/180*z + 1
*
[ 11/13 ] 
f(z) = -169/231*z^3 + 79/231*z + 1
*
[ -4/3 ] 
f(z) = -171/224*z^3 + 87/28*z + 1
*
[ -2/3 ] 
f(z) = -171/232*z^3 + 82/29*z + 1
*
[ 2 ] 
f(z) = -169/232*z^3 + 99/29*z + 1
*
[ 2 ] 
f(z) = -167/232*z^3 + 98/29*z + 1
*
[ 2 ] 
f(z) = -165/232*z^3 + 97/29*z + 1
*
[ 2 ] 
f(z) = -163/232*z^3 + 96/29*z + 1
*
[ 2 ] 
f(z) = -161/232*z^3 + 95/29*z + 1
*
6/13 | 0.11808972075805159753861141753739318658 | 0.019951315848111839500452326919498546224
f(z) = -169/224*z^3 + 93/56*z + 1
*
[ 6/5 ] 
f(z) = -175/234*z^3 + 97/78*z + 1
*
[ 11/13 ] 
f(z) = -169/220*z^3 + 81/220*z + 1
*
[ 2 ] 
f(z) = -179/232*z^3 + 104/29*z + 1
*
[ 2 ] 
f(z) = -177/232*z^3 + 103/29*z + 1
*
[ 2 ] 
f(z) = -175/232*z^3 + 102/29*z + 1
*
[ -2/5 ] 
f(z) = -175/232*z^3 + 105/29*z + 1
*
[ 2 ] 
f(z) = -173/232*z^3 + 101/29*z + 1
*
[ 2 ] 
f(z) = -171/232*z^3 + 100/29*z + 1
*
-28/13 | 0.087389911786266803735946639778014674603 | 0.012942300429059764130831563793816787881
f(z) = -169/224*z^3 + 107/28*z + 1
*
[ 28/13 ] 
f(z) = -169/224*z^3 + 113/28*z + 1
*
[ 6/5 ] 
f(z) = -175/232*z^3 + 109/87*z + 1
*
[ -2 ] 
f(z) = -179/232*z^3 + 133/29*z + 1
*
[ -2 ] 
f(z) = -177/232*z^3 + 132/29*z + 1
*
[ -2 ] 
f(z) = -175/232*z^3 + 131/29*z + 1
*
[ -2 ] 
f(z) = -173/232*z^3 + 130/29*z + 1
*
[ -2 ] 
f(z) = -171/232*z^3 + 129/29*z + 1
*
[ -4/13 ] 
f(z) = -169/224*z^3 + 121/28*z + 1
*
-28/13 | 0.18948454573029393325559344083856324430 | 0.027494897221763288458807480949545156493
f(z) = -169/224*z^3 + 123/28*z + 1
*
[ -28/13 ] 
f(z) = -169/224*z^3 + 139/28*z + 1
*
[ 30/13 ] 
f(z) = -169/225*z^3 + 137/30*z + 1
*
[ -2 ] 
f(z) = -169/232*z^3 + 128/29*z + 1
*
[ -2 ] 
f(z) = -167/232*z^3 + 127/29*z + 1
*
[ -2 ] 
f(z) = -165/232*z^3 + 126/29*z + 1
*
[ -2 ] 
f(z) = -163/232*z^3 + 125/29*z + 1
*
[ -2 ] 
f(z) = -161/232*z^3 + 124/29*z + 1
*
[ -5/4 ] 
f(z) = -176/225*z^3 + 136/45*z + 1
*
-2 | 0.10781657786224598963340390836523393680 | 0.017057511499087341465663716301484658821
f(z) = -167/224*z^3 + 139/56*z + 1
*
-2 | 0.10752120127889624633048542879626338645 | 0.017049874353159136825602696483900208200
f(z) = -165/224*z^3 + 137/56*z + 1
*
-2 | 0.10721702151848932996486533962996944080 | 0.017041380161327475390688623168916777067
f(z) = -163/224*z^3 + 135/56*z + 1
*
[ 4/3 ] 
f(z) = -177/224*z^3 + 139/84*z + 1
*
[ 4/3 ] 
f(z) = -165/224*z^3 + 131/84*z + 1
*
[ 12/13 ] 
f(z) = -169/228*z^3 + 125/228*z + 1
*
-2 | 0.10943844554077618587407225793777308144 | 0.017090212771497305025618253980992794467
f(z) = -179/224*z^3 + 151/56*z + 1
*
-2 | 0.10918360449728393575943526818210440831 | 0.017085992560500127130689569777265081176
f(z) = -177/224*z^3 + 149/56*z + 1
*
-2 | 0.10865663632009298903837301655487149621 | 0.017076246490194681940250961439485432755
f(z) = -173/224*z^3 + 145/56*z + 1
*
-2 | 0.10838371110832167840101261150143024404 | 0.017070615599292098480793860656183848641
f(z) = -171/224*z^3 + 143/56*z + 1
*
[ -2/3 ] 
f(z) = -171/224*z^3 + 159/56*z + 1
*
-2 | 0.10810387304699814598869238477356651112 | 0.017064395781841122523127806726200888756
f(z) = -169/224*z^3 + 141/56*z + 1
*
-8/13 | 0.11429578441292879370965659826985772474 | 0.017885990585925446885927169686519837067
f(z) = -169/224*z^3 + 149/56*z + 1
*
[ -14/13 ] 
f(z) = -169/224*z^3 + 157/56*z + 1
*
[ 3/2 ] 
f(z) = -176/225*z^3 + 157/75*z + 1
*
[ 3/2 ] 
f(z) = -172/225*z^3 + 154/75*z + 1
*
[ 3/2 ] 
f(z) = -164/225*z^3 + 148/75*z + 1
*
[ 6/5 ] 
f(z) = -175/228*z^3 + 145/114*z + 1
*
[ 16/13 ] 
f(z) = -169/224*z^3 + 149/112*z + 1
*
[ 15/16 ] 
f(z) = -176/225*z^3 + 149/240*z + 1
*
[ 15/4 ] 
f(z) = -176/225*z^3 + 176/15*z + 1
*
[ -30/13 ] 
f(z) = -169/225*z^3 + 163/30*z + 1
*
[ -8/13 ] 
f(z) = -169/224*z^3 + 163/56*z + 1
*
-18/13 | 0.17228652799010768905245531130429105022 | 0.026537301820052745767472094567950578009
f(z) = -169/224*z^3 + 165/56*z + 1
*
[ -5/13 ] 
f(z) = -169/225*z^3 + 167/45*z + 1
*
[ -15/26 ] 
f(z) = -169/225*z^3 + 179/60*z + 1
*
22/13 | 0.14508537728672793605098071742188011964 | 0.024966762544924824407061530037708634980
f(z) = -169/220*z^3 + 167/110*z + 1
*
-6/13 | 0.18805458349393746870926044458429428051 | 0.028885886497528119655537309475241578014
f(z) = -169/224*z^3 + 167/168*z + 1
*
-11/13 | 0.13432175975614265565149279467172422102 | 0.024903788517429734744978061261142119456
f(z) = -169/220*z^3 + 161/220*z + 1
*
[ -15/4 ] 
f(z) = -176/225*z^3 + 184/15*z + 1
*
[ 2 ] 
f(z) = -171/224*z^3 + 199/56*z + 1
*
[ 2 ] 
f(z) = -167/224*z^3 + 195/56*z + 1
*
[ 2 ] 
f(z) = -165/224*z^3 + 193/56*z + 1
*
[ 2 ] 
f(z) = -163/224*z^3 + 191/56*z + 1
*
[ 15/8 ] 
f(z) = -176/225*z^3 + 193/60*z + 1
*
30/13 | 0.18738245824450743454546841084122746725 | 0.023418840638826299467454626546591936626
f(z) = -169/225*z^3 + 199/60*z + 1
*
[ 4/3 ] 
f(z) = -171/232*z^3 + 181/116*z + 1
*
[ 14/13 ] 
f(z) = -169/232*z^3 + 186/203*z + 1
*
[ -2/13 ] 
f(z) = -169/232*z^3 + 218/29*z + 1
*
[ 2 ] 
f(z) = -179/224*z^3 + 207/56*z + 1
*
[ 2 ] 
f(z) = -177/224*z^3 + 205/56*z + 1
*
[ 2 ] 
f(z) = -173/224*z^3 + 201/56*z + 1
*
[ -3/4 ] 
f(z) = -176/225*z^3 + 208/75*z + 1
*
-22/13 | 0.062898713456217184981429831759994588281 | 0.010357031486108527304992216701607036283
f(z) = -169/220*z^3 + 217/110*z + 1
*
-20/13 | 0.17557901995332998969729900767981168383 | 0.023782344571719550534399485248233549334
f(z) = -169/224*z^3 + 201/140*z + 1
*
21/13 | 0.092308134283203945972039758933907227117 | 0.016947417873199987766439728382145619062
f(z) = -169/232*z^3 + 209/232*z + 1
*
[ 14/13 ] 
f(z) = -169/238*z^3 + 213/238*z + 1
*
-10/13 | 0.20161056934061718322752910717211879722 | 0.028503164363004592728914004574527767967
f(z) = -169/225*z^3 + 236/45*z + 1
*
[ 5/2 ] 
f(z) = -164/225*z^3 + 232/45*z + 1
*
[ -6/5 ] 
f(z) = -175/234*z^3 + 227/78*z + 1
*
[ -3/5 ] 
f(z) = -175/234*z^3 + 229/78*z + 1
*
[ -12/13 ] 
f(z) = -169/224*z^3 + 229/84*z + 1
*
-6/13 | 0.16657780047612166339180039396468999706 | 0.024520296005782701938417830084798906972
f(z) = -169/224*z^3 + 223/168*z + 1
*
[ 5/2 ] 
f(z) = -176/225*z^3 + 247/45*z + 1
*
[ -2 ] 
f(z) = -173/224*z^3 + 257/56*z + 1
*
[ 5/2 ] 
f(z) = -172/225*z^3 + 242/45*z + 1
*
[ -2 ] 
f(z) = -171/224*z^3 + 255/56*z + 1
*
[ -2 ] 
f(z) = -167/224*z^3 + 251/56*z + 1
*
[ -2 ] 
f(z) = -165/224*z^3 + 249/56*z + 1
*
[ -2 ] 
f(z) = -163/224*z^3 + 247/56*z + 1
*
[ -15/8 ] 
f(z) = -176/225*z^3 + 257/60*z + 1
*
[ -3/2 ] 
f(z) = -176/225*z^3 + 257/75*z + 1
*
[ -3/2 ] 
f(z) = -172/225*z^3 + 254/75*z + 1
*
[ -3/2 ] 
f(z) = -164/225*z^3 + 248/75*z + 1
*
[ -2/3 ] 
f(z) = -177/232*z^3 + 247/87*z + 1
*
[ -6/5 ] 
f(z) = -175/232*z^3 + 254/87*z + 1
*
[ -10/13 ] 
f(z) = -169/225*z^3 + 247/90*z + 1
*
[ -4/3 ] 
f(z) = -165/224*z^3 + 257/84*z + 1
*
[ -2/3 ] 
f(z) = -165/232*z^3 + 245/87*z + 1
*
[ 5/4 ] 
f(z) = -172/225*z^3 + 251/180*z + 1
*
[ 5/4 ] 
f(z) = -164/225*z^3 + 241/180*z + 1
*
20/13 | 0.13381998965094209924449779728794326208 | 0.024115724420359781336852160559565064590
f(z) = -169/220*z^3 + 257/220*z + 1
*
[ -2 ] 
f(z) = -179/224*z^3 + 263/56*z + 1
*
[ -2 ] 
f(z) = -177/224*z^3 + 261/56*z + 1
*
[ -5/2 ] 
f(z) = -172/225*z^3 + 278/45*z + 1
*
-8/3 | 0.19975067776807547318546075438484058952 | 0.028613452729724341096728454485819063549
f(z) = -171/224*z^3 + 269/56*z + 1
*
[ -5/2 ] 
f(z) = -164/225*z^3 + 268/45*z + 1
*
[ -4/3 ] 
f(z) = -177/224*z^3 + 265/84*z + 1
*
-6/13 | 0.17564837071779579623378983188492018753 | 0.028001245765618383834851955080540912415
f(z) = -169/228*z^3 + 265/114*z + 1
*
-2 | 0.10777451947326079761620285999620386196 | 0.017041176839317238376679956444120694884
f(z) = -169/236*z^3 + 279/118*z + 1
*
-2 | 0.10791609884334109856161269387817581941 | 0.017063563198301990257982782628433528313
f(z) = -167/220*z^3 + 279/110*z + 1
*
-2 | 0.087364025320342204797668828916313287524 | 0.013829626051007078203194820124063145573
f(z) = -167/228*z^3 + 277/114*z + 1
*
-2 | 0.10746363711365875105150608423964928915 | 0.017030907909612861653491736810506944296
f(z) = -167/236*z^3 + 275/118*z + 1
*
-2 | 0.10714181416207888971060764156294133078 | 0.017019426047696306639455120124090905994
f(z) = -165/236*z^3 + 271/118*z + 1
*
-2 | 0.10733089497595108653325689562107571218 | 0.017049461444743700105773894104011296727
f(z) = -163/220*z^3 + 271/110*z + 1
*
-2 | 0.086748200266998467695961187492497140978 | 0.013796143700911501840343970016181102982
f(z) = -163/228*z^3 + 269/114*z + 1
*
-2 | 0.10680777438262157357624939971007681512 | 0.017006535435241778787358624798294409875
f(z) = -163/236*z^3 + 267/118*z + 1
*
-2 | 0.10702551936727950272483629085587586744 | 0.017041206018154269188541627261010622664
f(z) = -161/220*z^3 + 267/110*z + 1
*
-2 | 0.086425730088925587608026478188130820262 | 0.013777686059958540020294699230237831439
f(z) = -161/228*z^3 + 265/114*z + 1
*
-2 | 0.10645996174178239683205070331125541247 | 0.016991994179839798447023269216724475853
f(z) = -161/236*z^3 + 263/118*z + 1
*
[ -5/2 ] 
f(z) = -176/225*z^3 + 283/45*z + 1
*
[ -6/13 ] 
f(z) = -169/232*z^3 + 289/87*z + 1
*
-2 | 0.10919685415392201926255039818579597944 | 0.017079112247909945813862434721279227136
f(z) = -179/236*z^3 + 299/118*z + 1
*
-2 | 0.10925737319714819538415150854546577316 | 0.017088577827668672332572444384444653951
f(z) = -177/220*z^3 + 299/110*z + 1
*
-2 | 0.088495558353081222216527042178006579204 | 0.013885315859688649901711225488928663545
f(z) = -175/228*z^3 + 293/114*z + 1
*
-2 | 0.10865135192668591388222482776333588764 | 0.017066183345813159617742697002223020055
f(z) = -175/236*z^3 + 291/118*z + 1
*
-2 | 0.10873934396043299300990372342646805882 | 0.017080004510062564607620279638367792904
f(z) = -173/220*z^3 + 291/110*z + 1
*
-2 | 0.088222876289255058061622751553221472677 | 0.013872450908046836860568740555850906272
f(z) = -173/228*z^3 + 289/114*z + 1
*
-2 | 0.10836754670374066486668183419319712294 | 0.017058691754712473367180896205248882972
f(z) = -173/236*z^3 + 287/118*z + 1
*
-2 | 0.10847150786351157771896463606158447496 | 0.017075056814483021821940022230868388114
f(z) = -171/220*z^3 + 287/110*z + 1
*
-2 | 0.10807552393179857963231590079798747829 | 0.017050393604386639922147712993383391529
f(z) = -171/236*z^3 + 283/118*z + 1
*
-2 | 0.10819724993557318075424217397576205358 | 0.017069597548080271601380953875606158982
f(z) = -169/220*z^3 + 283/110*z + 1
*
[ 22/13 ] 
f(z) = -169/220*z^3 + 287/110*z + 1
*
-2 | 0.087659254109424534978409028792355931886 | 0.013844938560808661142552083295866009187
f(z) = -169/228*z^3 + 281/114*z + 1
*
[ 20/13 ] 
f(z) = -169/224*z^3 + 299/140*z + 1
*
[ 3/2 ] 
f(z) = -166/225*z^3 + 299/150*z + 1
*
[ 15/11 ] 
f(z) = -176/225*z^3 + 284/165*z + 1
*
[ 6/5 ] 
f(z) = -175/222*z^3 + 289/222*z + 1
*
-19/13 | 0.16358181093232269060488687175295446248 | 0.028868600960725415005719916508771070483
f(z) = -169/228*z^3 + 289/228*z + 1
*
12/13 | 0.080442053012432929172667465968808281885 | 0.014119840793024455347123829468238904452
f(z) = -169/231*z^3 + 298/231*z + 1
*
[ 9/14 ] 
f(z) = -175/243*z^3 - 65/252*z + 1
*
[ 9/14 ] 
f(z) = -161/243*z^3 - 71/252*z + 1
*
[ 5/8 ] 
f(z) = -169/250*z^3 - 43/128*z + 1
*
[ 2/3 ] 
f(z) = -165/256*z^3 - 41/192*z + 1
*
-9/70 | 0.12017274871015648338990659540499211681 | 0.013616898271749288288622336833860904434
f(z) = -175/243*z^3 - 53/252*z + 1
*
[ 2/3 ] 
f(z) = -171/242*z^3 - 45/242*z + 1
*
[ 2/3 ] 
f(z) = -171/250*z^3 - 49/250*z + 1
*
[ 2/3 ] 
f(z) = -171/254*z^3 - 51/254*z + 1
*
-4/15 | 0.10600110545335538077699904098506975375 | 0.012843594046518430963344106218384408050
f(z) = -165/256*z^3 - 49/240*z + 1
*
[ 2/3 ] 
f(z) = -179/248*z^3 - 50/279*z + 1
*
[ 2/3 ] 
f(z) = -175/248*z^3 - 52/279*z + 1
*
[ 2/3 ] 
f(z) = -173/248*z^3 - 53/279*z + 1
*
[ 2/3 ] 
f(z) = -169/248*z^3 - 55/279*z + 1
*
[ 2/3 ] 
f(z) = -167/248*z^3 - 56/279*z + 1
*
[ 2/3 ] 
f(z) = -163/248*z^3 - 58/279*z + 1
*
[ 2/3 ] 
f(z) = -161/248*z^3 - 59/279*z + 1
*
[ 2/3 ] 
f(z) = -171/244*z^3 - 23/122*z + 1
*
[ 24/35 ] 
f(z) = -175/256*z^3 - 23/168*z + 1
*
[ 2/3 ] 
f(z) = -177/256*z^3 - 37/192*z + 1
*
[ 9/13 ] 
f(z) = -169/252*z^3 - 31/252*z + 1
*
[ 9/13 ] 
f(z) = -169/243*z^3 - 1/9*z + 1
*
[ 5/7 ] 
f(z) = -161/250*z^3 - 1/14*z + 1
*
[ 2/3 ] 
f(z) = -171/248*z^3 - 6/31*z + 1
*
[ 2/3 ] 
f(z) = -171/256*z^3 - 13/64*z + 1
*
-4/13 | 0.15513760728847602046688899328344471539 | 0.028306482046782239693542006500460322260
f(z) = -169/240*z^3 - 11/60*z + 1
*
[ 2/3 ] 
f(z) = -177/248*z^3 - 17/93*z + 1
*
[ 5/7 ] 
f(z) = -171/250*z^3 - 5/98*z + 1
*
[ 2/3 ] 
f(z) = -165/248*z^3 - 19/93*z + 1
*
[ 8/11 ] 
f(z) = -165/256*z^3 - 3/88*z + 1
*
-4/5 | 0.15816602839482002803279379993991888820 | 0.019164142222526912537320514018396393230
f(z) = -165/256*z^3 - 1/240*z + 1
*
[ 4/5 ] 
f(z) = -175/256*z^3 + 3/16*z + 1
*
[ 8/5 ] 
f(z) = -175/256*z^3 + 17/8*z + 1
*
[ -5/3 ] 
f(z) = -171/250*z^3 + 7/2*z + 1
*
[ 10/9 ] 
f(z) = -171/250*z^3 + 17/18*z + 1
*
-10/13 | 0.11552604431401140091534998182233289367 | 0.020923093730551989339430116454088164985
f(z) = -169/250*z^3 + 1/5*z + 1
*
[ 10/13 ] 
f(z) = -169/250*z^3 + 1/10*z + 1
*
30/13 | 0.091844387222855282879795142995563221625 | 0.014266531581195108579186014444728965751
f(z) = -169/250*z^3 + 5/2*z + 1
*
5/13 | 0.11888563711616363141348942664435496841 | 0.017549705930975131539885880716047374370
f(z) = -169/250*z^3 + 7/2*z + 1
*
20/13 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -169/250*z^3 + 7/10*z + 1
*
-10/13 | 0.11662839697428039133263934488858922749 | 0.018483345081778190154642764816699468963
f(z) = -169/250*z^3 + 11/5*z + 1
*
-15/13 | 0.089413487275442684003879276981419648634 | 0.015919019258696260655025256493822333114
f(z) = -169/250*z^3 + 11/10*z + 1
*
[ -20/13 ] 
f(z) = -169/250*z^3 + 13/4*z + 1
*
20/13 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = -169/250*z^3 + 17/10*z + 1
*
20/13 | 0.077016353395549478824136902384241840897 | 0.013888888888888888888888888888888888889
f(z) = -169/256*z^3 + 5/16*z + 1
*
24/13 | 0.15403337086722360750345814503100601607 | 0.026269280289702400556534477400491986351
f(z) = -169/256*z^3 + 11/8*z + 1
*
[ 16/13 ] 
f(z) = -169/256*z^3 + 19/16*z + 1
*
[ 5/6 ] 
f(z) = -177/250*z^3 + 7/24*z + 1
*
[ 3/4 ] 
f(z) = -176/243*z^3 + 2/27*z + 1
*
[ 9/10 ] 
f(z) = -175/243*z^3 + 17/36*z + 1
*
[ 11/13 ] 
f(z) = -169/242*z^3 + 7/22*z + 1
*
[ 7/9 ] 
f(z) = -162/245*z^3 + 4/35*z + 1
*
[ 5/6 ] 
f(z) = -171/250*z^3 + 11/40*z + 1
*
[ 10/13 ] 
f(z) = -169/240*z^3 + 7/60*z + 1
*
-12/13 | 0.12231305356275574882817748100633973950 | 0.022317298270065843361255584762314456117
f(z) = -169/240*z^3 + 11/60*z + 1
*
[ 5/6 ] 
f(z) = -167/250*z^3 + 19/72*z + 1
*
[ 4/5 ] 
f(z) = -165/256*z^3 + 13/80*z + 1
*
[ 3/4 ] 
f(z) = -172/243*z^3 + 7/108*z + 1
*
[ 3/4 ] 
f(z) = -164/243*z^3 + 5/108*z + 1
*
[ 10/13 ] 
f(z) = -169/248*z^3 + 16/155*z + 1
*
[ 11/15 ] 
f(z) = -175/242*z^3 + 5/198*z + 1
*
[ 3/4 ] 
f(z) = -178/243*z^3 + 17/216*z + 1
*
[ 3/4 ] 
f(z) = -170/243*z^3 + 13/216*z + 1
*
[ 3/4 ] 
f(z) = -166/243*z^3 + 11/216*z + 1
*
[ 3/4 ] 
f(z) = -176/249*z^3 + 16/249*z + 1
*
[ 3/4 ] 
f(z) = -176/255*z^3 + 14/255*z + 1
*
-9/13 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = -169/240*z^3 + 1/240*z + 1
*
[ 5 ] 
f(z) = -177/250*z^3 + 37/2*z + 1
*
[ 9/4 ] 
f(z) = -176/243*z^3 + 38/9*z + 1
*
[ 9/5 ] 
f(z) = -175/243*z^3 + 25/9*z + 1
*
[ -9/5 ] 
f(z) = -175/243*z^3 + 35/9*z + 1
*
[ -8/5 ] 
f(z) = -175/256*z^3 + 27/8*z + 1
*
4/5 | 0.17342316774571206005528555606230026813 | 0.027405957687761523739541826275562118734
f(z) = -175/256*z^3 + 35/16*z + 1
*
[ -5 ] 
f(z) = -173/250*z^3 + 37/2*z + 1
*
[ 5/3 ] 
f(z) = -171/250*z^3 + 23/10*z + 1
*
[ 5/2 ] 
f(z) = -171/250*z^3 + 39/8*z + 1
*
[ 4/3 ] 
f(z) = -171/256*z^3 + 23/16*z + 1
*
[ -9/13 ] 
f(z) = -169/243*z^3 + 25/9*z + 1
*
[ 18/13 ] 
f(z) = -169/243*z^3 + 29/18*z + 1
*
-20/13 | 0.18200553858516534365310295837417615198 | 0.023118166635109824211907910006337015377
f(z) = -169/250*z^3 + 21/8*z + 1
*
[ 30/13 ] 
f(z) = -169/250*z^3 + 25/6*z + 1
*
[ -10/13 ] 
f(z) = -169/250*z^3 + 27/10*z + 1
*
-35/39 | 0.17102291994804653771081148746785705439 | 0.020399549033895309424763760485033915312
f(z) = -169/250*z^3 + 35/18*z + 1
*
-15/26 | 0.20835968314718357845160296493427985083 | 0.024689413893325683367366155705736195234
f(z) = -169/250*z^3 + 37/8*z + 1
*
[ -5/13 ] 
f(z) = -169/250*z^3 + 37/10*z + 1
*
[ -8/13 ] 
f(z) = -169/256*z^3 + 23/8*z + 1
*
20/13 | 0.12857688668489348427263853073802266424 | 0.020142046376557082908783707792525194715
f(z) = -169/256*z^3 + 37/16*z + 1
*
[ 5 ] 
f(z) = -167/250*z^3 + 35/2*z + 1
*
[ -5 ] 
f(z) = -163/250*z^3 + 35/2*z + 1
*
[ 5/2 ] 
f(z) = -161/250*z^3 + 37/8*z + 1
*
[ 9/8 ] 
f(z) = -176/243*z^3 + 37/36*z + 1
*
18/13 | 0.18310359563265709221262527613340165525 | 0.026616386888135124524289332841259886951
f(z) = -169/243*z^3 + 31/36*z + 1
*
[ 15/13 ] 
f(z) = -169/250*z^3 + 31/30*z + 1
*
[ 20/13 ] 
f(z) = -169/250*z^3 + 39/20*z + 1
*
[ 5/4 ] 
f(z) = -163/250*z^3 + 39/32*z + 1
*
-35/26 | 0.11936417122966973108004570433667778959 | 0.017279733634000151160026501198659427689
f(z) = -169/250*z^3 + 33/40*z + 1
*
[ 12/13 ] 
f(z) = -169/256*z^3 + 23/48*z + 1
*
[ 8/9 ] 
f(z) = -171/256*z^3 + 29/72*z + 1
*
[ 9/11 ] 
f(z) = -176/243*z^3 + 26/99*z + 1
*
[ 20/23 ] 
f(z) = -161/250*z^3 + 31/92*z + 1
*
3/26 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = -169/243*z^3 + 37/108*z + 1
*
[ 4/5 ] 
f(z) = -175/248*z^3 + 25/124*z + 1
*
[ 27/35 ] 
f(z) = -175/243*z^3 + 25/189*z + 1
*
[ 7/9 ] 
f(z) = -162/259*z^3 + 24/259*z + 1
*
[ 5/3 ] 
f(z) = -179/250*z^3 + 43/18*z + 1
*
[ -5/2 ] 
f(z) = -179/250*z^3 + 47/8*z + 1
*
[ -10/3 ] 
f(z) = -177/250*z^3 + 55/6*z + 1
*
[ -9/4 ] 
f(z) = -176/243*z^3 + 46/9*z + 1
*
[ -4/5 ] 
f(z) = -175/256*z^3 + 43/16*z + 1
*
[ 8/3 ] 
f(z) = -171/256*z^3 + 43/8*z + 1
*
[ -4/3 ] 
f(z) = -171/256*z^3 + 47/16*z + 1
*
[ -8/3 ] 
f(z) = -171/256*z^3 + 49/8*z + 1
*
-9/13 | 0.18604325757532929475717023237095089787 | 0.025671476314343141635781050123331681999
f(z) = -169/243*z^3 + 52/9*z + 1
*
[ -18/13 ] 
f(z) = -169/243*z^3 + 55/18*z + 1
*
35/13 | 0.11101418735315959425918860798600046305 | 0.016013706715071738315426604226824990464
f(z) = -169/250*z^3 + 41/10*z + 1
*
[ 5/3 ] 
f(z) = -169/250*z^3 + 41/18*z + 1
*
[ -5/2 ] 
f(z) = -169/250*z^3 + 45/8*z + 1
*
-85/39 | 0.098457062492606982547519041868566297824 | 0.011344990620631347119310453955556317308
f(z) = -169/250*z^3 + 47/18*z + 1
*
[ -16/13 ] 
f(z) = -169/256*z^3 + 45/16*z + 1
*
28/13 | 0.11451904837153414432006235686755516577 | 0.016983698000474051355164749483754342694
f(z) = -169/256*z^3 + 53/16*z + 1
*
-8/13 | 0.19760607064642796670785822253291206612 | 0.026442425236357802507578491138324663953
f(z) = -169/256*z^3 + 55/8*z + 1
*
[ 3/2 ] 
f(z) = -176/243*z^3 + 53/27*z + 1
*
[ 5/4 ] 
f(z) = -173/250*z^3 + 41/32*z + 1
*
[ 3/2 ] 
f(z) = -172/243*z^3 + 52/27*z + 1
*
[ 22/13 ] 
f(z) = -169/242*z^3 + 53/22*z + 1
*
[ -11/13 ] 
f(z) = -169/242*z^3 + 59/22*z + 1
*
9/26 | 0.20021679331036261052679351779469691542 | 0.028371226313481971663266691540475454082
f(z) = -169/243*z^3 + 43/36*z + 1
*
45/26 | 0.18310397101042560609789264529133882863 | 0.025623337391466598332254344846259987607
f(z) = -169/243*z^3 + 47/36*z + 1
*
[ 3/2 ] 
f(z) = -164/243*z^3 + 50/27*z + 1
*
[ 8/7 ] 
f(z) = -175/256*z^3 + 57/56*z + 1
*
[ 8/7 ] 
f(z) = -161/256*z^3 + 53/56*z + 1
*
-10/13 | 0.14075860298958952994557066472820746230 | 0.025682882043204838881107647517970575141
f(z) = -169/240*z^3 + 43/60*z + 1
*
20/13 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -169/240*z^3 + 49/60*z + 1
*
[ 9/10 ] 
f(z) = -170/243*z^3 + 41/90*z + 1
*
-15/13 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = -169/250*z^3 + 49/90*z + 1
*
[ 12/13 ] 
f(z) = -169/252*z^3 + 41/84*z + 1
*
[ 12/13 ] 
f(z) = -169/243*z^3 + 55/108*z + 1
*
[ 7/8 ] 
f(z) = -176/245*z^3 + 57/140*z + 1
*
[ 4/5 ] 
f(z) = -175/244*z^3 + 51/244*z + 1
*
45/13 | 0.16169929233920334997144581210379158333 | 0.021381212173829675937224124395026838285
f(z) = -169/250*z^3 + 77/10*z + 1
*
[ -4/13 ] 
f(z) = -169/256*z^3 + 69/16*z + 1
*
36/13 | 0.10404173274294058190715069710534955707 | 0.014620007076096841000974929237673453494
f(z) = -169/256*z^3 + 77/16*z + 1
*
[ -5/3 ] 
f(z) = -161/250*z^3 + 61/18*z + 1
*
-2 | 0.10889549504372129017934568689479349495 | 0.017058883349261220548359813399504320394
f(z) = -179/248*z^3 + 74/31*z + 1
*
-2 | 0.10860627543984896224708230735528780479 | 0.017049915804441269202198452219137824206
f(z) = -177/248*z^3 + 73/31*z + 1
*
[ 5/3 ] 
f(z) = -177/250*z^3 + 71/30*z + 1
*
[ -3/4 ] 
f(z) = -176/243*z^3 + 74/27*z + 1
*
[ -3/5 ] 
f(z) = -175/243*z^3 + 79/27*z + 1
*
-2 | 0.10830785722996127087429361841720653512 | 0.017039965811105110820051509820515982065
f(z) = -175/248*z^3 + 72/31*z + 1
*
-2 | 0.10799928209080857253352950539220430941 | 0.017028889067309270205582134635312911237
f(z) = -173/248*z^3 + 71/31*z + 1
*
-2 | 0.10767940580927588078719010640610905054 | 0.017016510987617356458594538756931520040
f(z) = -171/248*z^3 + 70/31*z + 1
*
[ -22/13 ] 
f(z) = -169/242*z^3 + 79/22*z + 1
*
-45/26 | 0.10743067861841074041766156108148589964 | 0.014323079300947364633707086066738075805
f(z) = -169/243*z^3 + 67/36*z + 1
*
-2 | 0.10734684268971628834320081014484746646 | 0.017002617530251537862475994684327306825
f(z) = -169/248*z^3 + 69/31*z + 1
*
[ -15/26 ] 
f(z) = -169/250*z^3 + 71/24*z + 1
*
[ 24/13 ] 
f(z) = -169/256*z^3 + 65/24*z + 1
*
-2 | 0.10699988543893831017582489285613402762 | 0.016986941987561850950115143301719419093
f(z) = -167/248*z^3 + 68/31*z + 1
*
-2 | 0.10663638470606823669280130240133029595 | 0.016969145147578714700044052744380605713
f(z) = -165/248*z^3 + 67/31*z + 1
*
-2 | 0.10625355775949570293143511876411867287 | 0.016948783835982030632299083567980520139
f(z) = -163/248*z^3 + 66/31*z + 1
*
-2 | 0.10584766198228396216759027601176043793 | 0.016925257337771398887298045066491924286
f(z) = -161/248*z^3 + 65/31*z + 1
*
[ 4/3 ] 
f(z) = -177/256*z^3 + 71/48*z + 1
*
[ 6/5 ] 
f(z) = -175/243*z^3 + 65/54*z + 1
*
24/35 | 0.15447808969088997903438954448822362861 | 0.020139434093412380780741130212944863141
f(z) = -175/256*z^3 + 67/56*z + 1
*
-35/26 | 0.099396818723539768066134005858671403794 | 0.013236433745788245482284240178692975568
f(z) = -169/250*z^3 + 73/40*z + 1
*
[ 4/3 ] 
f(z) = -165/256*z^3 + 67/48*z + 1
*
20/13 | 0.15734534105038836665975697590789764769 | 0.028622980887945457628329571595312964544
f(z) = -169/240*z^3 + 61/60*z + 1
*
10/13 | 0.089422560346549972016015835835365055246 | 0.015994056265603984925816213836634393074
f(z) = -169/240*z^3 + 67/60*z + 1
*
[ 14/13 ] 
f(z) = -169/245*z^3 + 61/70*z + 1
*
[ 7/6 ] 
f(z) = -162/245*z^3 + 73/70*z + 1
*
-16/15 | 0.12981470054389584068885525841164407687 | 0.016766721771630651061909432756079878605
f(z) = -175/256*z^3 + 67/144*z + 1
*
[ 11/13 ] 
f(z) = -169/253*z^3 + 75/253*z + 1
*
4/15 | 0.21777483996645337524022933080014806004 | 0.026386627064992626912498027685240992287
f(z) = -165/256*z^3 + 71/240*z + 1
*
[ 32/39 ] 
f(z) = -169/256*z^3 + 65/288*z + 1
*
[ 10/3 ] 
f(z) = -171/250*z^3 + 83/10*z + 1
*
[ -10/3 ] 
f(z) = -171/250*z^3 + 89/10*z + 1
*
[ -10/39 ] 
f(z) = -169/250*z^3 + 89/18*z + 1
*
4/13 | 0.13233711814500363684606727725715852986 | 0.018115497403085537464575700314876149401
f(z) = -169/256*z^3 + 93/16*z + 1
*
[ -5/4 ] 
f(z) = -177/250*z^3 + 93/32*z + 1
*
[ -3/2 ] 
f(z) = -176/243*z^3 + 89/27*z + 1
*
[ 7/4 ] 
f(z) = -176/245*z^3 + 92/35*z + 1
*
[ 11/5 ] 
f(z) = -175/242*z^3 + 89/22*z + 1
*
[ -9/10 ] 
f(z) = -175/243*z^3 + 97/36*z + 1
*
[ -3/2 ] 
f(z) = -172/243*z^3 + 88/27*z + 1
*
[ -2/3 ] 
f(z) = -171/248*z^3 + 87/31*z + 1
*
[ 27/13 ] 
f(z) = -169/243*z^3 + 95/27*z + 1
*
-15/13 | 0.14652545403090677885184546455275949022 | 0.021637160132830025358442878613395290778
f(z) = -169/243*z^3 + 97/27*z + 1
*
[ -15/13 ] 
f(z) = -169/250*z^3 + 83/30*z + 1
*
[ -24/13 ] 
f(z) = -169/256*z^3 + 91/24*z + 1
*
[ 2 ] 
f(z) = -167/248*z^3 + 99/31*z + 1
*
[ -5/4 ] 
f(z) = -167/250*z^3 + 91/32*z + 1
*
[ 2 ] 
f(z) = -165/248*z^3 + 98/31*z + 1
*
-8/3 | 0.23478159395829504215675433734975557395 | 0.029275926404106742182477903802430750667
f(z) = -165/256*z^3 + 95/24*z + 1
*
[ -3/2 ] 
f(z) = -164/243*z^3 + 86/27*z + 1
*
[ 2 ] 
f(z) = -163/248*z^3 + 97/31*z + 1
*
[ -7/9 ] 
f(z) = -162/245*z^3 + 94/35*z + 1
*
[ 2 ] 
f(z) = -161/248*z^3 + 96/31*z + 1
*
[ 35/26 ] 
f(z) = -169/250*z^3 + 83/56*z + 1
*
-12/13 | 0.14832260605862668822780010022476808834 | 0.020244769289360010232502896061761270387
f(z) = -169/256*z^3 + 95/48*z + 1
*
[ 8/5 ] 
f(z) = -165/256*z^3 + 81/40*z + 1
*
[ 9/7 ] 
f(z) = -175/243*z^3 + 89/63*z + 1
*
36/35 | 0.21913742124200556532708444214344279762 | 0.027842715090656081608618247252333912572
f(z) = -175/243*z^3 + 97/63*z + 1
*
[ 9/7 ] 
f(z) = -161/243*z^3 + 83/63*z + 1
*
[ 11/10 ] 
f(z) = -175/242*z^3 + 85/88*z + 1
*
52/35 | 0.13872384432471992186005943916867763471 | 0.018518518518518518518518518518518518519
f(z) = -175/256*z^3 + 85/112*z + 1
*
[ 8/9 ] 
f(z) = -177/256*z^3 + 91/216*z + 1
*
[ 8/9 ] 
f(z) = -165/256*z^3 + 83/216*z + 1
*
[ 9/10 ] 
f(z) = -164/243*z^3 + 98/225*z + 1
*
17/13 | 0.15776973057986272965707778418865041926 | 0.028471796963656608140524784187202184693
f(z) = -169/255*z^3 + 94/255*z + 1
*
44/13 | 0.21167714469694542416558665715064324951 | 0.028359986949809671647387272197981888097
f(z) = -169/256*z^3 + 109/16*z + 1
*
[ 2 ] 
f(z) = -179/248*z^3 + 105/31*z + 1
*
[ 2 ] 
f(z) = -177/248*z^3 + 104/31*z + 1
*
[ -5/3 ] 
f(z) = -177/250*z^3 + 107/30*z + 1
*
-8/3 | 0.23763840145826595670183556084203556590 | 0.029336390522651618054966520742860744271
f(z) = -177/256*z^3 + 103/24*z + 1
*
[ -9/8 ] 
f(z) = -176/243*z^3 + 101/36*z + 1
*
[ -11/5 ] 
f(z) = -175/242*z^3 + 109/22*z + 1
*
[ 2 ] 
f(z) = -175/248*z^3 + 103/31*z + 1
*
[ -2/5 ] 
f(z) = -175/248*z^3 + 112/31*z + 1
*
[ 2 ] 
f(z) = -173/248*z^3 + 102/31*z + 1
*
[ 2 ] 
f(z) = -171/248*z^3 + 101/31*z + 1
*
-24/13 | 0.14247314327958294160868928835897167541 | 0.020682535331648719420962581791305483948
f(z) = -169/243*z^3 + 109/27*z + 1
*
[ -7/13 ] 
f(z) = -169/245*z^3 + 107/35*z + 1
*
[ 2 ] 
f(z) = -169/248*z^3 + 100/31*z + 1
*
[ 3/2 ] 
f(z) = -178/243*z^3 + 107/54*z + 1
*
-8/5 | 0.23525472005519655043212285010318604737 | 0.028840542313292411135698199410455161652
f(z) = -175/256*z^3 + 109/56*z + 1
*
[ -5/6 ] 
f(z) = -171/250*z^3 + 107/40*z + 1
*
[ 3/2 ] 
f(z) = -170/243*z^3 + 103/54*z + 1
*
[ 3/2 ] 
f(z) = -166/243*z^3 + 101/54*z + 1
*
-2/5 | 0.17970482458961545058965277222989762876 | 0.029846226158387117544664934348299901042
f(z) = -175/256*z^3 + 103/64*z + 1
*
4/13 | 0.061280884560061971434640234987165739513 | 0.010083002932119553087458277063114573043
f(z) = -169/240*z^3 + 109/60*z + 1
*
[ 10/7 ] 
f(z) = -161/250*z^3 + 113/70*z + 1
*
[ 6/5 ] 
f(z) = -175/248*z^3 + 110/93*z + 1
*
-8/13 | 0.13249405765760415861323938139468588935 | 0.024174929148007392472752568500630267504
f(z) = -169/240*z^3 + 107/120*z + 1
*
[ 14/13 ] 
f(z) = -169/252*z^3 + 107/126*z + 1
*
[ 25/26 ] 
f(z) = -169/250*z^3 + 117/200*z + 1
*
[ 9/10 ] 
f(z) = -176/243*z^3 + 107/225*z + 1
*
[ 32/35 ] 
f(z) = -175/256*z^3 + 107/224*z + 1
*
[ 9/10 ] 
f(z) = -172/243*z^3 + 104/225*z + 1
*
[ 10/11 ] 
f(z) = -179/250*z^3 + 119/242*z + 1
*
[ 10/11 ] 
f(z) = -169/250*z^3 + 111/242*z + 1
*
[ 45/52 ] 
f(z) = -169/250*z^3 + 101/288*z + 1
*
[ 9/2 ] 
f(z) = -176/243*z^3 + 139/9*z + 1
*
[ 16/5 ] 
f(z) = -175/256*z^3 + 123/16*z + 1
*
[ -16/5 ] 
f(z) = -175/256*z^3 + 133/16*z + 1
*
[ 9/2 ] 
f(z) = -172/243*z^3 + 136/9*z + 1
*
[ 20/3 ] 
f(z) = -171/250*z^3 + 125/4*z + 1
*
[ -10 ] 
f(z) = -171/250*z^3 + 139/2*z + 1
*
[ 10 ] 
f(z) = -169/250*z^3 + 137/2*z + 1
*
-5/13 | 0.22824650209455660470044320775737459014 | 0.028044049562001298677906222793077113613
f(z) = -169/250*z^3 + 137/10*z + 1
*
4/13 | 0.20915463769477970230308213864653953115 | 0.027517079558389736051641018278623898237
f(z) = -169/256*z^3 + 125/16*z + 1
*
[ 9/2 ] 
f(z) = -164/243*z^3 + 130/9*z + 1
*
[ -9/2 ] 
f(z) = -164/243*z^3 + 134/9*z + 1
*
[ -10 ] 
f(z) = -161/250*z^3 + 131/2*z + 1
*
[ -2 ] 
f(z) = -179/248*z^3 + 136/31*z + 1
*
[ -2 ] 
f(z) = -177/248*z^3 + 135/31*z + 1
*
[ 8/3 ] 
f(z) = -177/256*z^3 + 133/24*z + 1
*
[ -7/4 ] 
f(z) = -176/245*z^3 + 132/35*z + 1
*
[ -2 ] 
f(z) = -175/248*z^3 + 134/31*z + 1
*
[ -2 ] 
f(z) = -173/248*z^3 + 133/31*z + 1
*
[ -2 ] 
f(z) = -171/248*z^3 + 132/31*z + 1
*
[ -27/13 ] 
f(z) = -169/243*z^3 + 121/27*z + 1
*
-30/13 | 0.21207441826972213831184934231903859336 | 0.029828131316600692947917342624564473493
f(z) = -169/243*z^3 + 136/27*z + 1
*
[ -2 ] 
f(z) = -169/248*z^3 + 131/31*z + 1
*
-30/13 | 0.12383836970682513343315394123078077215 | 0.015299882697052696746905274022925667579
f(z) = -169/250*z^3 + 131/30*z + 1
*
[ -2 ] 
f(z) = -167/248*z^3 + 130/31*z + 1
*
[ -2 ] 
f(z) = -165/248*z^3 + 129/31*z + 1
*
[ 8/3 ] 
f(z) = -165/256*z^3 + 125/24*z + 1
*
[ -2 ] 
f(z) = -163/248*z^3 + 128/31*z + 1
*
[ -2 ] 
f(z) = -161/248*z^3 + 127/31*z + 1
*
[ 9/5 ] 
f(z) = -170/243*z^3 + 122/45*z + 1
*
[ -6/13 ] 
f(z) = -169/252*z^3 + 139/42*z + 1
*
[ -12/13 ] 
f(z) = -169/256*z^3 + 127/48*z + 1
*
[ -8/5 ] 
f(z) = -165/256*z^3 + 131/40*z + 1
*
[ -4/3 ] 
f(z) = -165/256*z^3 + 139/48*z + 1
*
-2 | 0.10734557607226762941922022632195066921 | 0.016982994958051216643860872354918593959
f(z) = -171/256*z^3 + 139/64*z + 1
*
[ 20/13 ] 
f(z) = -169/240*z^3 + 121/60*z + 1
*
10/13 | 0.18526760875032111497936567106599775045 | 0.029735680991767755757968643708194766284
f(z) = -169/240*z^3 + 127/60*z + 1
*
-2 | 0.10698150970108687837656298345644198409 | 0.016964294267727985746683580044355235173
f(z) = -169/256*z^3 + 137/64*z + 1
*
-2 | 0.086980120787244529563628308134798015374 | 0.013792629853515231115097818961332433731
f(z) = -167/240*z^3 + 137/60*z + 1
*
-2 | 0.10659719363436756159822227767767592590 | 0.016942862944020811342088302043187926181
f(z) = -167/256*z^3 + 135/64*z + 1
*
-2 | 0.10618843032248109177381529637546750784 | 0.016918028003788880244753303095058076613
f(z) = -165/256*z^3 + 133/64*z + 1
*
-2 | 0.086299226032834718491663748900864623699 | 0.013749263627825805256562493282663142239
f(z) = -163/240*z^3 + 133/60*z + 1
*
-2 | 0.10574906082462673087052798664733789490 | 0.016888796816487908795626742278900330635
f(z) = -163/256*z^3 + 131/64*z + 1
*
[ 14/9 ] 
f(z) = -162/245*z^3 + 137/70*z + 1
*
-2 | 0.085935826649767438020124113328421826555 | 0.013724497449218571169016684139423043382
f(z) = -161/240*z^3 + 131/60*z + 1
*
-2 | 0.10526909009885715802744215729504634856 | 0.016853552789173483664217754463295179575
f(z) = -161/256*z^3 + 129/64*z + 1
*
15/26 | 0.22146485079777417822116125440561870431 | 0.027162437203249469682174725288796101238
f(z) = -169/250*z^3 + 139/120*z + 1
*
-8/15 | 0.23117300679476006637349535995953138802 | 0.027818910848341430515832281578765331781
f(z) = -165/256*z^3 + 127/120*z + 1
*
[ 16/15 ] 
f(z) = -175/256*z^3 + 121/144*z + 1
*
[ 9/8 ] 
f(z) = -164/243*z^3 + 139/144*z + 1
*
-5/13 | 0.12364374137189290112183978344163025449 | 0.022560096204348608281799099085934956431
f(z) = -169/240*z^3 + 121/240*z + 1
*
[ 10 ] 
f(z) = -179/250*z^3 + 145/2*z + 1
*
[ -9/2 ] 
f(z) = -176/243*z^3 + 143/9*z + 1
*
[ 10/3 ] 
f(z) = -173/250*z^3 + 151/18*z + 1
*
[ -9/2 ] 
f(z) = -172/243*z^3 + 140/9*z + 1
*
[ -10/3 ] 
f(z) = -167/250*z^3 + 157/18*z + 1
*
[ 10/3 ] 
f(z) = -163/250*z^3 + 143/18*z + 1
*
[ -8/3 ] 
f(z) = -177/256*z^3 + 151/24*z + 1
*
-12/5 | 0.11453854044526933578256866522994822403 | 0.015790860705614177597804655756299043135
f(z) = -175/243*z^3 + 157/27*z + 1
*
[ 9/4 ] 
f(z) = -172/243*z^3 + 149/36*z + 1
*
[ 7/3 ] 
f(z) = -171/245*z^3 + 153/35*z + 1
*
-5/3 | 0.28342788218820119894253441969817020744 | 0.028748861113489700735998108440501024493
f(z) = -171/250*z^3 + 153/38*z + 1
*
[ -9/26 ] 
f(z) = -169/243*z^3 + 143/36*z + 1
*
[ -3/13 ] 
f(z) = -169/243*z^3 + 145/27*z + 1
*
9/26 | 0.23147356209018759643850300471870563362 | 0.027844377790544819321325524009591299672
f(z) = -169/243*z^3 + 151/36*z + 1
*
35/13 | 0.094666352436893368273050521461473262491 | 0.013634550375456541374848039496273633339
f(z) = -169/245*z^3 + 148/35*z + 1
*
[ -30/13 ] 
f(z) = -169/250*z^3 + 151/30*z + 1
*
[ 32/13 ] 
f(z) = -169/256*z^3 + 147/32*z + 1
*
[ -8/3 ] 
f(z) = -165/256*z^3 + 143/24*z + 1
*
[ 9/4 ] 
f(z) = -164/243*z^3 + 143/36*z + 1
*
[ 7/3 ] 
f(z) = -162/245*z^3 + 146/35*z + 1
*
[ -4/3 ] 
f(z) = -177/256*z^3 + 143/48*z + 1
*
[ -6/5 ] 
f(z) = -175/243*z^3 + 155/54*z + 1
*
8/5 | 0.24144223247702479582787008345747379548 | 0.028461839502374015487903091714697459927
f(z) = -175/256*z^3 + 151/56*z + 1
*
[ -8/7 ] 
f(z) = -175/256*z^3 + 155/56*z + 1
*
[ 25/13 ] 
f(z) = -169/250*z^3 + 149/50*z + 1
*
[ -8/7 ] 
f(z) = -161/256*z^3 + 151/56*z + 1
*
-2 | 0.088759254616136401557831860358050730277 | 0.013889814052480459660512824571265129334
f(z) = -179/240*z^3 + 149/60*z + 1
*
-2 | 0.10865077466096421433360326531151957566 | 0.017038643107773143755590979931975202478
f(z) = -179/256*z^3 + 147/64*z + 1
*
-2 | 0.10834339824620801204800515422913562218 | 0.017027018658918769835494644812062208015
f(z) = -177/256*z^3 + 145/64*z + 1
*
-2 | 0.10802444557433064361890252883377548310 | 0.017014030677387127075253192343094015543
f(z) = -175/256*z^3 + 143/64*z + 1
*
-2 | 0.087911341976256231520229918844758005822 | 0.013846183253447928844072641965872695885
f(z) = -173/240*z^3 + 143/60*z + 1
*
-2 | 0.10769244679540188925428198307378971083 | 0.016999451389060434621521953938698520750
f(z) = -173/256*z^3 + 141/64*z + 1
*
[ 20/13 ] 
f(z) = -169/256*z^3 + 153/80*z + 1
*
24/13 | 0.16396854233612540523836092378125644455 | 0.028990236871003829206128773504710011713
f(z) = -169/240*z^3 + 143/120*z + 1
*
[ 15/13 ] 
f(z) = -169/243*z^3 + 143/135*z + 1
*
[ 9/8 ] 
f(z) = -172/243*z^3 + 145/144*z + 1
*
[ 7/6 ] 
f(z) = -171/245*z^3 + 153/140*z + 1
*
-44/39 | 0.11560856345839964737780832003025426629 | 0.014767020946860705111763556346491968013
f(z) = -169/256*z^3 + 157/144*z + 1
*
[ 10/9 ] 
f(z) = -161/250*z^3 + 145/162*z + 1
*
[ 5 ] 
f(z) = -171/250*z^3 + 179/10*z + 1
*
[ -45/13 ] 
f(z) = -169/250*z^3 + 169/18*z + 1
*
[ 5 ] 
f(z) = -169/250*z^3 + 177/10*z + 1
*
[ -5 ] 
f(z) = -167/250*z^3 + 179/10*z + 1
*
[ 4 ] 
f(z) = -167/256*z^3 + 179/16*z + 1
*
[ 4 ] 
f(z) = -165/256*z^3 + 177/16*z + 1
*
[ 5 ] 
f(z) = -163/250*z^3 + 171/10*z + 1
*
[ 4 ] 
f(z) = -163/256*z^3 + 175/16*z + 1
*
[ 5 ] 
f(z) = -161/250*z^3 + 169/10*z + 1
*
[ -5 ] 
f(z) = -161/250*z^3 + 173/10*z + 1
*
[ 4 ] 
f(z) = -161/256*z^3 + 173/16*z + 1
*
-63/26 | 0.19393709955382874681770068338790093246 | 0.023049798238894728729147843749899720634
f(z) = -169/243*z^3 + 167/36*z + 1
*
[ -32/13 ] 
f(z) = -169/256*z^3 + 173/32*z + 1
*
[ -9/4 ] 
f(z) = -164/243*z^3 + 175/36*z + 1
*
[ -7/3 ] 
f(z) = -162/245*z^3 + 176/35*z + 1
*
[ 3 ] 
f(z) = -161/243*z^3 + 179/27*z + 1
*
[ -3/2 ] 
f(z) = -178/243*z^3 + 179/54*z + 1
*
[ -5/9 ] 
f(z) = -177/250*z^3 + 163/54*z + 1
*
[ -9/5 ] 
f(z) = -170/243*z^3 + 172/45*z + 1
*
[ -3/2 ] 
f(z) = -170/243*z^3 + 175/54*z + 1
*
[ -6/13 ] 
f(z) = -169/243*z^3 + 179/54*z + 1
*
[ -3/2 ] 
f(z) = -166/243*z^3 + 173/54*z + 1
*
[ -2/3 ] 
f(z) = -171/256*z^3 + 179/64*z + 1
*
[ -12/13 ] 
f(z) = -169/240*z^3 + 161/60*z + 1
*
[ -10/13 ] 
f(z) = -169/240*z^3 + 163/60*z + 1
*
-20/13 | 0.15513760728847602046688899328344471539 | 0.023808012665991349278670822242012384252
f(z) = -169/240*z^3 + 169/60*z + 1
*
6/13 | 0.070970309567611350483065868292040294040 | 0.010796130594291540859330560460777428474
f(z) = -169/240*z^3 + 179/60*z + 1
*
56/39 | 0.23699560832347840533266943933636309148 | 0.027728058847561013302459183456212539449
f(z) = -169/256*z^3 + 161/72*z + 1
*
[ 10/7 ] 
f(z) = -177/250*z^3 + 171/98*z + 1
*
-40/39 | 0.17079295695538752608562276079113263063 | 0.020546209636745879360038441425922343587
f(z) = -169/250*z^3 + 163/90*z + 1
*
[ 21/13 ] 
f(z) = -169/252*z^3 + 179/84*z + 1
*
[ 10/7 ] 
f(z) = -167/250*z^3 + 163/98*z + 1
*
12/7 | 0.22261584156064081597302141858049432942 | 0.029189509247160608744600556580229779151
f(z) = -161/240*z^3 + 171/140*z + 1
*
15/13 | 0.098575188277940859463454280936030365319 | 0.017986076013530106785283387587621136798
f(z) = -169/240*z^3 + 161/240*z + 1
*
[ 35/36 ] 
f(z) = -162/245*z^3 + 167/280*z + 1
*
[ 5 ] 
f(z) = -179/250*z^3 + 187/10*z + 1
*
[ -5 ] 
f(z) = -179/250*z^3 + 191/10*z + 1
*
[ 4 ] 
f(z) = -179/256*z^3 + 191/16*z + 1
*
[ -4 ] 
f(z) = -179/256*z^3 + 199/16*z + 1
*
[ -5 ] 
f(z) = -177/250*z^3 + 189/10*z + 1
*
[ 4 ] 
f(z) = -177/256*z^3 + 189/16*z + 1
*
[ -4 ] 
f(z) = -177/256*z^3 + 197/16*z + 1
*
[ 18/5 ] 
f(z) = -175/243*z^3 + 181/18*z + 1
*
[ -18/5 ] 
f(z) = -175/243*z^3 + 191/18*z + 1
*
[ 4 ] 
f(z) = -175/256*z^3 + 187/16*z + 1
*
[ -4 ] 
f(z) = -175/256*z^3 + 195/16*z + 1
*
[ 5 ] 
f(z) = -173/250*z^3 + 181/10*z + 1
*
[ 4 ] 
f(z) = -173/256*z^3 + 185/16*z + 1
*
[ -4 ] 
f(z) = -173/256*z^3 + 193/16*z + 1
*
[ -5 ] 
f(z) = -171/250*z^3 + 183/10*z + 1
*
[ 4 ] 
f(z) = -171/256*z^3 + 183/16*z + 1
*
[ -4 ] 
f(z) = -171/256*z^3 + 191/16*z + 1
*
[ -5 ] 
f(z) = -169/250*z^3 + 181/10*z + 1
*
[ 4 ] 
f(z) = -169/256*z^3 + 181/16*z + 1
*
[ -4 ] 
f(z) = -169/256*z^3 + 189/16*z + 1
*
[ -4 ] 
f(z) = -167/256*z^3 + 187/16*z + 1
*
[ -4 ] 
f(z) = -165/256*z^3 + 185/16*z + 1
*
[ -4 ] 
f(z) = -163/256*z^3 + 183/16*z + 1
*
[ -4 ] 
f(z) = -161/256*z^3 + 181/16*z + 1
*
[ 3 ] 
f(z) = -179/243*z^3 + 197/27*z + 1
*
[ 3 ] 
f(z) = -178/243*z^3 + 196/27*z + 1
*
[ 3 ] 
f(z) = -176/243*z^3 + 194/27*z + 1
*
[ 3 ] 
f(z) = -175/243*z^3 + 193/27*z + 1
*
[ 3 ] 
f(z) = -173/243*z^3 + 191/27*z + 1
*
[ -9/4 ] 
f(z) = -172/243*z^3 + 181/36*z + 1
*
[ 3 ] 
f(z) = -172/243*z^3 + 190/27*z + 1
*
[ -7/3 ] 
f(z) = -171/245*z^3 + 183/35*z + 1
*
[ 3 ] 
f(z) = -170/243*z^3 + 188/27*z + 1
*
[ 3 ] 
f(z) = -169/243*z^3 + 187/27*z + 1
*
[ 35/13 ] 
f(z) = -169/245*z^3 + 197/35*z + 1
*
[ 3 ] 
f(z) = -167/243*z^3 + 185/27*z + 1
*
[ 3 ] 
f(z) = -166/243*z^3 + 184/27*z + 1
*
[ 3 ] 
f(z) = -164/243*z^3 + 182/27*z + 1
*
[ 3 ] 
f(z) = -163/243*z^3 + 181/27*z + 1
*
[ -3 ] 
f(z) = -163/243*z^3 + 199/27*z + 1
*
[ -3 ] 
f(z) = -161/243*z^3 + 197/27*z + 1
*
[ -20/7 ] 
f(z) = -161/250*z^3 + 185/28*z + 1
*
[ 5/2 ] 
f(z) = -173/250*z^3 + 197/40*z + 1
*
-5/6 | 0.13547731627415225172768587158692768982 | 0.016032848013922622514065487272770087055
f(z) = -171/250*z^3 + 187/40*z + 1
*
[ 5/2 ] 
f(z) = -169/250*z^3 + 193/40*z + 1
*
-30/13 | 0.13465914744349100258997435286475087400 | 0.019203783992660539205216237224069890242
f(z) = -169/252*z^3 + 185/42*z + 1
*
36/13 | 0.22133425324637046588465694105876391814 | 0.027440760525493558756458089760546635268
f(z) = -169/256*z^3 + 199/48*z + 1
*
[ 5/2 ] 
f(z) = -167/250*z^3 + 191/40*z + 1
*
[ 5/2 ] 
f(z) = -163/250*z^3 + 187/40*z + 1
*
[ -9/7 ] 
f(z) = -175/243*z^3 + 187/63*z + 1
*
[ -5/6 ] 
f(z) = -173/250*z^3 + 193/72*z + 1
*
[ -8/9 ] 
f(z) = -171/256*z^3 + 191/72*z + 1
*
-28/13 | 0.14041189223354040585571143944903673902 | 0.021323665985213266860779277949531595240
f(z) = -169/240*z^3 + 181/60*z + 1
*
[ -14/13 ] 
f(z) = -169/245*z^3 + 191/70*z + 1
*
[ 2 ] 
f(z) = -167/240*z^3 + 197/60*z + 1
*
[ 2 ] 
f(z) = -167/256*z^3 + 199/64*z + 1
*
[ 2 ] 
f(z) = -165/256*z^3 + 197/64*z + 1
*
[ 2 ] 
f(z) = -163/240*z^3 + 193/60*z + 1
*
[ -5/6 ] 
f(z) = -163/250*z^3 + 191/72*z + 1
*
[ 2 ] 
f(z) = -163/256*z^3 + 195/64*z + 1
*
-35/18 | 0.12421460499040055159122608902147917902 | 0.017359570280890530152271560960852520661
f(z) = -162/245*z^3 + 183/70*z + 1
*
[ -7/6 ] 
f(z) = -162/245*z^3 + 193/70*z + 1
*
[ 2 ] 
f(z) = -161/240*z^3 + 191/60*z + 1
*
[ -9/7 ] 
f(z) = -161/243*z^3 + 181/63*z + 1
*
[ -5/7 ] 
f(z) = -161/250*z^3 + 191/70*z + 1
*
[ 2 ] 
f(z) = -161/256*z^3 + 193/64*z + 1
*
-55/39 | 0.24885856006687700287611220046035564626 | 0.029341109844898850614797233069534707605
f(z) = -169/250*z^3 + 193/90*z + 1
*
[ 5/3 ] 
f(z) = -163/250*z^3 + 199/90*z + 1
*
[ 5/3 ] 
f(z) = -161/250*z^3 + 197/90*z + 1
*
-4/35 | 0.23646716390379657723455429590065494999 | 0.029353681260134182802860511138079269356
f(z) = -175/256*z^3 + 197/112*z + 1
*
[ 3/2 ] 
f(z) = -163/243*z^3 + 199/108*z + 1
*
[ 3/2 ] 
f(z) = -161/243*z^3 + 197/108*z + 1
*
[ 4/3 ] 
f(z) = -171/248*z^3 + 183/124*z + 1
*
[ 18/13 ] 
f(z) = -169/252*z^3 + 197/126*z + 1
*
[ 4/3 ] 
f(z) = -163/256*z^3 + 199/144*z + 1
*
[ 4/3 ] 
f(z) = -161/256*z^3 + 197/144*z + 1
*
[ 5/4 ] 
f(z) = -167/250*z^3 + 199/160*z + 1
*
[ 5/4 ] 
f(z) = -161/250*z^3 + 193/160*z + 1
*
-18/13 | 0.15343555128588038537742530581602613308 | 0.023076539001028155059890362450804189283
f(z) = -169/240*z^3 + 193/180*z + 1
*
[ 14/13 ] 
f(z) = -169/248*z^3 + 187/217*z + 1
*
[ 36/35 ] 
f(z) = -175/243*z^3 + 199/252*z + 1
*
[ 16/15 ] 
f(z) = -165/256*z^3 + 191/240*z + 1
*
[ -3 ] 
f(z) = -179/243*z^3 + 215/27*z + 1
*
[ -3 ] 
f(z) = -178/243*z^3 + 214/27*z + 1
*
[ -3 ] 
f(z) = -176/243*z^3 + 212/27*z + 1
*
[ -3 ] 
f(z) = -175/243*z^3 + 211/27*z + 1
*
[ -3 ] 
f(z) = -173/243*z^3 + 209/27*z + 1
*
[ -3 ] 
f(z) = -172/243*z^3 + 208/27*z + 1
*
[ -3 ] 
f(z) = -170/243*z^3 + 206/27*z + 1
*
[ -3 ] 
f(z) = -169/243*z^3 + 205/27*z + 1
*
[ 36/13 ] 
f(z) = -169/243*z^3 + 215/36*z + 1
*
[ -3 ] 
f(z) = -167/243*z^3 + 203/27*z + 1
*
[ -3 ] 
f(z) = -166/243*z^3 + 202/27*z + 1
*
[ -3 ] 
f(z) = -164/243*z^3 + 200/27*z + 1
*
[ 5/2 ] 
f(z) = -179/250*z^3 + 203/40*z + 1
*
[ 5/2 ] 
f(z) = -177/250*z^3 + 201/40*z + 1
*
[ 12/5 ] 
f(z) = -175/256*z^3 + 217/48*z + 1
*
[ -25/13 ] 
f(z) = -169/250*z^3 + 201/50*z + 1
*
[ -5/2 ] 
f(z) = -163/250*z^3 + 219/40*z + 1
*
[ -5/2 ] 
f(z) = -161/250*z^3 + 217/40*z + 1
*
[ 2 ] 
f(z) = -179/240*z^3 + 209/60*z + 1
*
[ 2 ] 
f(z) = -179/256*z^3 + 211/64*z + 1
*
[ 2 ] 
f(z) = -177/256*z^3 + 209/64*z + 1
*
[ 2 ] 
f(z) = -175/256*z^3 + 207/64*z + 1
*
[ 2 ] 
f(z) = -173/240*z^3 + 203/60*z + 1
*
[ 2 ] 
f(z) = -173/256*z^3 + 205/64*z + 1
*
[ 2 ] 
f(z) = -171/256*z^3 + 203/64*z + 1
*
[ 2 ] 
f(z) = -169/256*z^3 + 201/64*z + 1
*
-24/13 | 0.18609805861748107698583600235977331187 | 0.021128130833155921702724381708527398157
f(z) = -169/256*z^3 + 209/72*z + 1
*
-88/39 | 0.18115913362499919440064364664003719385 | 0.020501524159241447960750532737047137496
f(z) = -169/256*z^3 + 215/72*z + 1
*
[ 35/18 ] 
f(z) = -162/245*z^3 + 209/70*z + 1
*
[ -10/7 ] 
f(z) = -161/250*z^3 + 211/70*z + 1
*
[ 5/3 ] 
f(z) = -173/250*z^3 + 209/90*z + 1
*
[ 5/3 ] 
f(z) = -167/250*z^3 + 203/90*z + 1
*
[ -4/5 ] 
f(z) = -165/256*z^3 + 213/80*z + 1
*
[ 3/2 ] 
f(z) = -179/243*z^3 + 215/108*z + 1
*
[ 3/2 ] 
f(z) = -175/243*z^3 + 211/108*z + 1
*
[ 3/2 ] 
f(z) = -173/243*z^3 + 209/108*z + 1
*
[ 3/2 ] 
f(z) = -169/243*z^3 + 205/108*z + 1
*
[ 3/2 ] 
f(z) = -167/243*z^3 + 203/108*z + 1
*
[ 4/3 ] 
f(z) = -179/256*z^3 + 215/144*z + 1
*
[ 4/3 ] 
f(z) = -175/256*z^3 + 211/144*z + 1
*
[ 4/3 ] 
f(z) = -173/256*z^3 + 209/144*z + 1
*
[ 35/26 ] 
f(z) = -169/245*z^3 + 211/140*z + 1
*
[ 4/3 ] 
f(z) = -169/256*z^3 + 205/144*z + 1
*
[ 4/3 ] 
f(z) = -167/256*z^3 + 203/144*z + 1
*
[ 5/4 ] 
f(z) = -179/250*z^3 + 211/160*z + 1
*
[ 5/4 ] 
f(z) = -177/250*z^3 + 209/160*z + 1
*
[ 5/4 ] 
f(z) = -171/250*z^3 + 203/160*z + 1
*
[ 5/4 ] 
f(z) = -169/250*z^3 + 201/160*z + 1
*
3/2 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = -172/255*z^3 + 217/255*z + 1
*
-16/13 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -169/240*z^3 + 211/240*z + 1
*
[ 11/3 ] 
f(z) = -171/242*z^3 + 225/22*z + 1
*
[ -11/3 ] 
f(z) = -171/242*z^3 + 237/22*z + 1
*
[ -35/13 ] 
f(z) = -169/245*z^3 + 223/35*z + 1
*
[ -2/13 ] 
f(z) = -169/248*z^3 + 233/31*z + 1
*
[ -5/2 ] 
f(z) = -177/250*z^3 + 233/40*z + 1
*
[ -5/2 ] 
f(z) = -173/250*z^3 + 229/40*z + 1
*
[ -5/2 ] 
f(z) = -171/250*z^3 + 227/40*z + 1
*
-12/13 | 0.10771696628403845661798118776433153897 | 0.013168718860045193542868386435559070174
f(z) = -169/256*z^3 + 223/48*z + 1
*
[ -5/2 ] 
f(z) = -167/250*z^3 + 223/40*z + 1
*
[ -8/15 ] 
f(z) = -175/256*z^3 + 221/72*z + 1
*
[ -2/5 ] 
f(z) = -175/256*z^3 + 231/64*z + 1
*
-10/13 | 0.094051276700755535868933134193666139611 | 0.013844372646491272727636106658458316007
f(z) = -169/240*z^3 + 223/60*z + 1
*
-20/13 | 0.19175385602351773649444839117561999830 | 0.028116333710979298895865984564579817801
f(z) = -169/240*z^3 + 229/60*z + 1
*
[ -14/9 ] 
f(z) = -162/245*z^3 + 227/70*z + 1
*
[ -12/13 ] 
f(z) = -169/252*z^3 + 223/84*z + 1
*
[ -8/11 ] 
f(z) = -165/256*z^3 + 239/88*z + 1
*
3/2 | 0.14388315114175872866142691965932536310 | 0.018750195306085358624722127487742559161
f(z) = -176/243*z^3 + 239/108*z + 1
*
[ 21/13 ] 
f(z) = -169/245*z^3 + 229/105*z + 1
*
16/7 | 0.18514563218382723824408685181947141592 | 0.022490489980828466401181934388251236598
f(z) = -161/256*z^3 + 235/112*z + 1
*
-8/13 | 0.16933132237394104441959748114755575589 | 0.027677121969907718228327097670154191179
f(z) = -169/240*z^3 + 227/120*z + 1
*
10/13 | 0.15972968489432256522728631139046677631 | 0.025889750880574501119113451416731769157
f(z) = -169/252*z^3 + 239/126*z + 1
*
27/35 | 0.15557732147893337919805970480029886525 | 0.020318816794482340730941765630117704605
f(z) = -175/243*z^3 + 235/189*z + 1
*
[ 6/5 ] 
f(z) = -175/256*z^3 + 221/192*z + 1
*
[ 7/6 ] 
f(z) = -174/245*z^3 + 233/210*z + 1
*
[ 10/3 ] 
f(z) = -177/250*z^3 + 257/30*z + 1
*
[ -36/13 ] 
f(z) = -169/243*z^3 + 241/36*z + 1
*
-42/13 | 0.21341807554916594504340641598045668712 | 0.028474778857155470525072873931890470596
f(z) = -169/245*z^3 + 257/35*z + 1
*
[ -12/5 ] 
f(z) = -175/256*z^3 + 257/48*z + 1
*
[ -5/26 ] 
f(z) = -169/250*z^3 + 249/40*z + 1
*
[ -5/23 ] 
f(z) = -161/250*z^3 + 259/46*z + 1
*
-12/13 | 0.087596565541534184726688058267757360321 | 0.012673577568199660361564430788864084549
f(z) = -169/240*z^3 + 251/60*z + 1
*
[ -2 ] 
f(z) = -167/240*z^3 + 257/60*z + 1
*
[ -2 ] 
f(z) = -163/240*z^3 + 253/60*z + 1
*
[ -2 ] 
f(z) = -163/256*z^3 + 259/64*z + 1
*
[ -7/18 ] 
f(z) = -162/245*z^3 + 257/70*z + 1
*
[ -2 ] 
f(z) = -161/240*z^3 + 251/60*z + 1
*
[ -2 ] 
f(z) = -161/256*z^3 + 257/64*z + 1
*
[ -11/10 ] 
f(z) = -175/242*z^3 + 245/88*z + 1
*
[ 11/6 ] 
f(z) = -171/242*z^3 + 249/88*z + 1
*
[ -10/9 ] 
f(z) = -171/250*z^3 + 247/90*z + 1
*
[ -9/10 ] 
f(z) = -170/243*z^3 + 241/90*z + 1
*
[ -20/13 ] 
f(z) = -169/256*z^3 + 257/80*z + 1
*
15/26 | 0.24145026427830687377314782180768574449 | 0.027513492638223049173815105259197192602
f(z) = -169/250*z^3 + 259/120*z + 1
*
-12/13 | 0.11173054764400926140662899936765188420 | 0.013451822868554972206887173783419572940
f(z) = -169/256*z^3 + 253/144*z + 1
*
-6/35 | 0.15557702075416412089947463795954504629 | 0.020094154283876558517479252223071999791
f(z) = -175/243*z^3 + 256/189*z + 1
*
[ 11/9 ] 
f(z) = -171/242*z^3 + 245/198*z + 1
*
[ 15/13 ] 
f(z) = -169/240*z^3 + 257/240*z + 1
*
[ 9/2 ] 
f(z) = -170/243*z^3 + 269/18*z + 1
*
[ -9/2 ] 
f(z) = -170/243*z^3 + 277/18*z + 1
*
[ 9/2 ] 
f(z) = -166/243*z^3 + 263/18*z + 1
*
[ -9/2 ] 
f(z) = -166/243*z^3 + 271/18*z + 1
*
[ 40/13 ] 
f(z) = -169/256*z^3 + 277/40*z + 1
*
[ -2 ] 
f(z) = -179/240*z^3 + 269/60*z + 1
*
[ -2 ] 
f(z) = -179/256*z^3 + 275/64*z + 1
*
[ -2 ] 
f(z) = -177/256*z^3 + 273/64*z + 1
*
[ -2 ] 
f(z) = -175/256*z^3 + 271/64*z + 1
*
[ -2 ] 
f(z) = -173/240*z^3 + 263/60*z + 1
*
[ -2 ] 
f(z) = -173/256*z^3 + 269/64*z + 1
*
[ -2 ] 
f(z) = -171/256*z^3 + 267/64*z + 1
*
[ -2 ] 
f(z) = -169/256*z^3 + 265/64*z + 1
*
[ -2 ] 
f(z) = -167/256*z^3 + 263/64*z + 1
*
[ -2 ] 
f(z) = -165/256*z^3 + 261/64*z + 1
*
[ -5/7 ] 
f(z) = -179/250*z^3 + 271/98*z + 1
*
[ -2/3 ] 
f(z) = -177/248*z^3 + 262/93*z + 1
*
[ -9/11 ] 
f(z) = -176/243*z^3 + 268/99*z + 1
*
[ -6/5 ] 
f(z) = -175/248*z^3 + 265/93*z + 1
*
[ -5/9 ] 
f(z) = -171/250*z^3 + 271/90*z + 1
*
[ -5/7 ] 
f(z) = -169/250*z^3 + 269/98*z + 1
*
[ -2/3 ] 
f(z) = -165/248*z^3 + 260/93*z + 1
*
-36/35 | 0.24383833774320651120108090884651121442 | 0.029040106336972184210464355580530028098
f(z) = -175/256*z^3 + 277/112*z + 1
*
-2 | 0.10750293651825049275938954946059241552 | 0.017017592836194348528951644397900450399
f(z) = -169/244*z^3 + 277/122*z + 1
*
-2 | 0.093611005305110917850824608759978696651 | 0.014835533707010463940680163382707365628
f(z) = -169/252*z^3 + 275/126*z + 1
*
-2 | 0.10716996535382530240614129284710568184 | 0.017004036856148187130117666220502632608
f(z) = -167/244*z^3 + 273/122*z + 1
*
-2 | 0.093247281030188997137993569395706746465 | 0.014812286090669488090467151317687015363
f(z) = -167/252*z^3 + 271/126*z + 1
*
-2 | 0.10682281908994062616439444781180866502 | 0.016988743952788930441778691207781041830
f(z) = -165/244*z^3 + 269/122*z + 1
*
-2 | 0.10645942596627475937595906663510579375 | 0.016971387427997904989472683035754812166
f(z) = -163/244*z^3 + 265/122*z + 1
*
-2 | 0.092456561565884666548216146627701120337 | 0.014756922041978648232175703868673496546
f(z) = -163/252*z^3 + 263/126*z + 1
*
-2 | 0.10607712143381169073607430959686421622 | 0.016951543038051375881955634578471084408
f(z) = -161/244*z^3 + 261/122*z + 1
*
[ 10/9 ] 
f(z) = -177/250*z^3 + 263/270*z + 1
*
-7/12 | 0.21670361797386477101258940579521269968 | 0.028586228851798662318019123259068332505
f(z) = -162/245*z^3 + 263/280*z + 1
*
[ 9/2 ] 
f(z) = -178/243*z^3 + 281/18*z + 1
*
[ -9/2 ] 
f(z) = -178/243*z^3 + 289/18*z + 1
*
[ -70/13 ] 
f(z) = -169/250*z^3 + 291/14*z + 1
*
-68/13 | 0.17659495299378850555795377999244074354 | 0.020891983823176330724186749543644051179
f(z) = -169/256*z^3 + 293/16*z + 1
*
[ 55/13 ] 
f(z) = -169/250*z^3 + 283/22*z + 1
*
[ 40/13 ] 
f(z) = -169/250*z^3 + 283/40*z + 1
*
[ -20/57 ] 
f(z) = -171/250*z^3 + 299/76*z + 1
*
[ 9/4 ] 
f(z) = -170/243*z^3 + 295/72*z + 1
*
-10/13 | 0.17149018930024903564514808084969385878 | 0.024388011872099781829488382381720212801
f(z) = -169/240*z^3 + 283/60*z + 1
*
205/78 | 0.13227499683438144627124395864163766392 | 0.012587445277569513591151954581332632588
f(z) = -169/250*z^3 + 293/72*z + 1
*
[ 9/4 ] 
f(z) = -166/243*z^3 + 289/72*z + 1
*
[ -35/18 ] 
f(z) = -162/245*z^3 + 281/70*z + 1
*
-7/9 | 0.22696895957616212073936632904184739684 | 0.029762194664870422181625769422163039379
f(z) = -162/245*z^3 + 293/70*z + 1
*
[ -21/13 ] 
f(z) = -169/252*z^3 + 283/84*z + 1
*
-20/13 | 0.20531696214513282197104800623129030203 | 0.024329492501372698493678507114255799635
f(z) = -169/256*z^3 + 289/80*z + 1
*
[ -10/7 ] 
f(z) = -163/250*z^3 + 297/98*z + 1
*
[ -3/4 ] 
f(z) = -172/243*z^3 + 295/108*z + 1
*
[ -12/13 ] 
f(z) = -169/243*z^3 + 289/108*z + 1
*
[ -27/26 ] 
f(z) = -169/243*z^3 + 293/108*z + 1
*
[ -3/4 ] 
f(z) = -164/243*z^3 + 293/108*z + 1
*
12/7 | 0.18599418747073787820191442745034241213 | 0.022021800334164113176472985150544840540
f(z) = -161/256*z^3 + 291/112*z + 1
*
-2 | 0.10900374208928957251067559525239056074 | 0.017066823504685727965192672148019321368
f(z) = -179/244*z^3 + 297/122*z + 1
*
-2 | 0.095215110707816340298422542470952404707 | 0.014923711912605890527387991455928316117
f(z) = -179/252*z^3 + 295/126*z + 1
*
-2 | 0.10872197354312815745656577776277735083 | 0.017058923313550514121273800757404085502
f(z) = -177/244*z^3 + 293/122*z + 1
*
-2 | 0.10843187861201595379987423299174358382 | 0.017050179910034154032149960052623207248
f(z) = -175/244*z^3 + 289/122*z + 1
*
-2 | 0.10813266173556157996647129076999877937 | 0.017040475625590671702072171573165253375
f(z) = -173/244*z^3 + 285/122*z + 1
*
-2 | 0.094290109353292317244402572835399231293 | 0.014875555713140250434693611666157435788
f(z) = -173/252*z^3 + 283/126*z + 1
*
-2 | 0.10782338625840876823301565142008843097 | 0.017029669865802720114132535864755723320
f(z) = -171/244*z^3 + 281/122*z + 1
*
-45/26 | 0.14339919886733168993024640673663459818 | 0.016077370084462297107501807149474552441
f(z) = -169/250*z^3 + 299/120*z + 1
*
[ 16/11 ] 
f(z) = -165/256*z^3 + 295/176*z + 1
*
[ 18/13 ] 
f(z) = -169/240*z^3 + 293/180*z + 1
*
[ 7/6 ] 
f(z) = -180/259*z^3 + 282/259*z + 1
*
[ 6/5 ] 
f(z) = -175/246*z^3 + 293/246*z + 1
*
[ 6/5 ] 
f(z) = -175/258*z^3 + 295/258*z + 1
*
15/13 | 0.080328987654838887835620073523655806787 | 0.014176304058316092581281424326069396511
f(z) = -169/240*z^3 + 289/240*z + 1
*
[ 11/9 ] 
f(z) = -162/253*z^3 + 288/253*z + 1
*
[ 9/8 ] 
f(z) = -178/243*z^3 + 299/288*z + 1
*
[ 9/8 ] 
f(z) = -170/243*z^3 + 287/288*z + 1
*
[ 9/8 ] 
f(z) = -166/243*z^3 + 281/288*z + 1
*
[ 22/35 ] 
f(z) = -175/264*z^3 - 76/231*z + 1
*
[ 2/3 ] 
f(z) = -171/274*z^3 - 61/274*z + 1
*
[ 2/3 ] 
f(z) = -171/278*z^3 - 63/278*z + 1
*
[ 2/3 ] 
f(z) = -175/264*z^3 - 61/297*z + 1
*
[ 2/3 ] 
f(z) = -173/264*z^3 - 62/297*z + 1
*
[ 2/3 ] 
f(z) = -169/264*z^3 - 64/297*z + 1
*
[ 2/3 ] 
f(z) = -167/264*z^3 - 65/297*z + 1
*
[ 2/3 ] 
f(z) = -163/264*z^3 - 67/297*z + 1
*
[ 2/3 ] 
f(z) = -161/264*z^3 - 68/297*z + 1
*
[ 2/3 ] 
f(z) = -177/272*z^3 - 43/204*z + 1
*
[ 2/3 ] 
f(z) = -165/272*z^3 - 47/204*z + 1
*
[ 2/3 ] 
f(z) = -171/262*z^3 - 55/262*z + 1
*
[ 9/13 ] 
f(z) = -169/279*z^3 - 43/279*z + 1
*
[ 2/3 ] 
f(z) = -179/264*z^3 - 59/297*z + 1
*
[ 2/3 ] 
f(z) = -171/260*z^3 - 27/130*z + 1
*
[ 2/3 ] 
f(z) = -171/268*z^3 - 29/134*z + 1
*
[ 9/13 ] 
f(z) = -169/261*z^3 - 35/261*z + 1
*
[ 2/3 ] 
f(z) = -171/272*z^3 - 15/68*z + 1
*
[ 9/13 ] 
f(z) = -169/270*z^3 - 13/90*z + 1
*
-24/13 | 0.14532996949556178156210431620921191472 | 0.023492574908333618334329253144272867147
f(z) = -169/270*z^3 + 9/5*z + 1
*
[ 12/13 ] 
f(z) = -169/270*z^3 + 9/20*z + 1
*
-12/13 | 0.10975788936982242250365783771483497450 | 0.019605147695844532823488667354791114908
f(z) = -169/270*z^3 + 11/30*z + 1
*
[ 4/5 ] 
f(z) = -175/272*z^3 + 11/68*z + 1
*
-14/13 | 0.15761203448706152291873035093090549845 | 0.028115875769977515845435186039126648983
f(z) = -169/272*z^3 + 15/68*z + 1
*
[ 6/7 ] 
f(z) = -161/270*z^3 + 19/70*z + 1
*
[ 3/4 ] 
f(z) = -176/261*z^3 + 4/87*z + 1
*
[ 3/4 ] 
f(z) = -176/279*z^3 + 2/93*z + 1
*
[ 10/13 ] 
f(z) = -169/275*z^3 + 7/110*z + 1
*
[ 10/13 ] 
f(z) = -169/264*z^3 + 13/165*z + 1
*
[ 3/4 ] 
f(z) = -169/270*z^3 + 3/160*z + 1
*
[ 3/4 ] 
f(z) = -163/270*z^3 + 1/160*z + 1
*
[ 3/4 ] 
f(z) = -176/267*z^3 + 10/267*z + 1
*
[ 3/4 ] 
f(z) = -176/273*z^3 + 8/273*z + 1
*
[ 10/13 ] 
f(z) = -169/270*z^3 + 19/270*z + 1
*
-6/13 | 0.20079282479752061917488998393584614520 | 0.028016152313684762312849609442131332658
f(z) = -169/270*z^3 + 24/5*z + 1
*
[ -15/13 ] 
f(z) = -169/270*z^3 + 27/10*z + 1
*
-12/13 | 0.17692650175742681434586364162057856699 | 0.028432998509838046164915474391753173775
f(z) = -169/270*z^3 + 28/15*z + 1
*
-15/13 | 0.19794788311045435395955247864662715561 | 0.028660042155020142048253422645439053367
f(z) = -169/270*z^3 + 37/10*z + 1
*
[ 30/13 ] 
f(z) = -169/270*z^3 + 39/10*z + 1
*
[ 6/5 ] 
f(z) = -175/264*z^3 + 37/33*z + 1
*
[ 15/13 ] 
f(z) = -169/270*z^3 + 29/30*z + 1
*
[ 5/6 ] 
f(z) = -162/275*z^3 + 23/110*z + 1
*
[ 4/5 ] 
f(z) = -175/264*z^3 + 23/132*z + 1
*
[ 5/6 ] 
f(z) = -168/275*z^3 + 37/165*z + 1
*
-6/13 | 0.18560227892303806704277207392808488840 | 0.023264354627201122216321160796847565545
f(z) = -169/270*z^3 + 54/5*z + 1
*
-33/13 | 0.083191702351948839349276543040750888295 | 0.011335736535942034567392570567888175547
f(z) = -169/270*z^3 + 57/10*z + 1
*
-2/5 | 0.17172488070581093984960053190918362616 | 0.028385528383452836964920790361142003961
f(z) = -175/264*z^3 + 53/33*z + 1
*
-6/5 | 0.15993103172452974766323735777845157509 | 0.025975568878658372355511507930923619159
f(z) = -175/264*z^3 + 59/33*z + 1
*
-22/13 | 0.17172625964657784286412526305499629342 | 0.028960903613028985437390810357406180510
f(z) = -169/264*z^3 + 47/33*z + 1
*
-22/13 | 0.15993103172452974766323735777845157509 | 0.026693144967656831706828573394819874501
f(z) = -169/264*z^3 + 50/33*z + 1
*
-4/5 | 0.16310567214772041577055021037491731759 | 0.029095867142432231058705084983741856474
f(z) = -175/272*z^3 + 45/68*z + 1
*
-2/3 | 0.15740866253571963385609892227214436760 | 0.028079596937985813727841248448062907410
f(z) = -171/272*z^3 + 53/68*z + 1
*
3/26 | 0.19639725012030988177682355632542799525 | 0.028118142687430500975633169808722058416
f(z) = -169/270*z^3 + 41/120*z + 1
*
[ 5/6 ] 
f(z) = -171/275*z^3 + 51/220*z + 1
*
[ 4/5 ] 
f(z) = -175/268*z^3 + 45/268*z + 1
*
[ 4/5 ] 
f(z) = -175/276*z^3 + 43/276*z + 1
*
[ -3 ] 
f(z) = -179/270*z^3 + 73/10*z + 1
*
[ -3 ] 
f(z) = -173/270*z^3 + 71/10*z + 1
*
[ 3 ] 
f(z) = -169/270*z^3 + 63/10*z + 1
*
[ -3 ] 
f(z) = -167/270*z^3 + 69/10*z + 1
*
[ 3 ] 
f(z) = -163/270*z^3 + 61/10*z + 1
*
[ -3 ] 
f(z) = -161/270*z^3 + 67/10*z + 1
*
-2 | 0.088014631883920286360979069322634788645 | 0.013817268450669371923299980848906148173
f(z) = -179/264*z^3 + 73/33*z + 1
*
-2 | 0.087336712488184368591348649620052639750 | 0.013770898839996548660831651265957810581
f(z) = -175/264*z^3 + 71/33*z + 1
*
-2 | 0.086971592605201028256554210423263360161 | 0.013744067865663272354605463264675191121
f(z) = -173/264*z^3 + 70/33*z + 1
*
-2 | 0.085726686371317570599627236222187431808 | 0.013641765782529051015825539031184542547
f(z) = -167/264*z^3 + 67/33*z + 1
*
-2 | 0.084669081774185859931974930510407535802 | 0.013538759106656120633272643129723629006
f(z) = -163/264*z^3 + 65/33*z + 1
*
-2 | 0.083945396923402318483786652296213592915 | 0.013456400871872018986918709662914535012
f(z) = -161/264*z^3 + 64/33*z + 1
*
[ 3/2 ] 
f(z) = -179/270*z^3 + 73/40*z + 1
*
[ 3/2 ] 
f(z) = -173/270*z^3 + 71/40*z + 1
*
12/13 | 0.22234632289111126038624121859345375562 | 0.029889389968687918307847323478542148887
f(z) = -169/270*z^3 + 63/40*z + 1
*
[ 3/2 ] 
f(z) = -167/270*z^3 + 69/40*z + 1
*
[ 3/2 ] 
f(z) = -161/270*z^3 + 67/40*z + 1
*
[ 12/13 ] 
f(z) = -169/264*z^3 + 61/132*z + 1
*
[ 6/7 ] 
f(z) = -175/264*z^3 + 74/231*z + 1
*
[ 6/7 ] 
f(z) = -161/264*z^3 + 65/231*z + 1
*
[ 11/13 ] 
f(z) = -169/264*z^3 + 73/264*z + 1
*
[ 11/13 ] 
f(z) = -169/275*z^3 + 71/275*z + 1
*
[ -6/5 ] 
f(z) = -175/264*z^3 + 92/33*z + 1
*
-22/13 | 0.17185932647157561254560049699877592317 | 0.026446885887437544816901690727240408530
f(z) = -169/264*z^3 + 83/33*z + 1
*
-22/13 | 0.082914788521503077884368659285498554582 | 0.012499744939954466356237721445208023462
f(z) = -169/264*z^3 + 95/33*z + 1
*
[ 2 ] 
f(z) = -163/264*z^3 + 98/33*z + 1
*
[ 2 ] 
f(z) = -161/264*z^3 + 97/33*z + 1
*
[ 4/3 ] 
f(z) = -171/272*z^3 + 93/68*z + 1
*
12/13 | 0.17451548653546744419700456818944966107 | 0.029820479919927980292576822455619959893
f(z) = -169/272*z^3 + 87/68*z + 1
*
[ 10/9 ] 
f(z) = -162/275*z^3 + 91/110*z + 1
*
-12/13 | 0.18039810059453357828703237045304834553 | 0.025827548654328036261243038157508640396
f(z) = -169/270*z^3 + 89/120*z + 1
*
[ 12/13 ] 
f(z) = -169/272*z^3 + 91/204*z + 1
*
[ 2 ] 
f(z) = -179/264*z^3 + 106/33*z + 1
*
[ 2 ] 
f(z) = -175/264*z^3 + 104/33*z + 1
*
[ -2/5 ] 
f(z) = -175/264*z^3 + 119/33*z + 1
*
[ 2 ] 
f(z) = -173/264*z^3 + 103/33*z + 1
*
[ 2 ] 
f(z) = -169/264*z^3 + 101/33*z + 1
*
-14/13 | 0.14605349656003305530742310193150427982 | 0.021630279657653201476525305854390054623
f(z) = -169/264*z^3 + 107/33*z + 1
*
[ -6/13 ] 
f(z) = -169/264*z^3 + 109/33*z + 1
*
[ -22/13 ] 
f(z) = -169/264*z^3 + 113/33*z + 1
*
-30/13 | 0.18808707554527948200122736616455002818 | 0.026960678229635390244446936555717661501
f(z) = -169/270*z^3 + 119/30*z + 1
*
[ 2 ] 
f(z) = -167/264*z^3 + 100/33*z + 1
*
[ 5/3 ] 
f(z) = -171/275*z^3 + 117/55*z + 1
*
15/26 | 0.19308564947744136248752158238874859682 | 0.024230612342809687316288622750245343612
f(z) = -169/270*z^3 + 107/40*z + 1
*
-24/13 | 0.19665331362636943854234848748093196016 | 0.024404697199809510341932969954012226580
f(z) = -169/270*z^3 + 117/40*z + 1
*
[ 5/3 ] 
f(z) = -162/275*z^3 + 112/55*z + 1
*
-6/13 | 0.16458062920836552384209665067025939346 | 0.020298495121651844951438188220579448258
f(z) = -169/270*z^3 + 123/10*z + 1
*
[ -2 ] 
f(z) = -179/264*z^3 + 139/33*z + 1
*
[ -2 ] 
f(z) = -175/264*z^3 + 137/33*z + 1
*
[ -2 ] 
f(z) = -173/264*z^3 + 136/33*z + 1
*
-10/13 | 0.096160727272385419480520146978484630888 | 0.013873060436414654142313397127288139522
f(z) = -169/264*z^3 + 128/33*z + 1
*
[ -2 ] 
f(z) = -169/264*z^3 + 134/33*z + 1
*
-12/13 | 0.19990680815739093351035517784234335195 | 0.028265679136336843721423865654115911358
f(z) = -169/270*z^3 + 131/30*z + 1
*
[ -2 ] 
f(z) = -167/264*z^3 + 133/33*z + 1
*
[ -2 ] 
f(z) = -163/264*z^3 + 131/33*z + 1
*
[ -2 ] 
f(z) = -161/264*z^3 + 130/33*z + 1
*
[ -3/2 ] 
f(z) = -163/270*z^3 + 121/40*z + 1
*
-2 | 0.10683121246819357967966760044800263045 | 0.016901618204446450166198673623521837979
f(z) = -173/272*z^3 + 139/68*z + 1
*
-2 | 0.10637687942961741883346797361380239888 | 0.016868416710222551130741644292685645872
f(z) = -171/272*z^3 + 137/68*z + 1
*
-2 | 0.10586910421105043771787430965421799314 | 0.016827138327924764256295669309474263219
f(z) = -169/272*z^3 + 135/68*z + 1
*
-2 | 0.10526757229960823301003738570897205863 | 0.016771316146657506460313357888344062287
f(z) = -167/272*z^3 + 133/68*z + 1
*
-2 | 0.10437745728242262922662850985951129427 | 0.016669743017272837261501610977445771958
f(z) = -165/272*z^3 + 131/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016620136874629321779743570844126548893
f(z) = -163/272*z^3 + 129/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016661818231751367584287309996048829393
f(z) = -161/272*z^3 + 127/68*z + 1
*
[ 18/13 ] 
f(z) = -169/270*z^3 + 133/90*z + 1
*
[ 5/4 ] 
f(z) = -168/275*z^3 + 127/110*z + 1
*
-69/52 | 0.23061089886571162171091881453085503352 | 0.027548752193397269564092111696605181071
f(z) = -169/270*z^3 + 123/160*z + 1
*
-12/13 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = -169/272*z^3 + 125/204*z + 1
*
[ 12/13 ] 
f(z) = -169/276*z^3 + 121/276*z + 1
*
[ -30/13 ] 
f(z) = -169/270*z^3 + 143/30*z + 1
*
-2 | 0.10800457516585733863714396674033147374 | 0.016973769942295602920317256485487417122
f(z) = -179/272*z^3 + 145/68*z + 1
*
-2 | 0.10763787909684036864930070750133172079 | 0.016953145811263529084961498449752936675
f(z) = -177/272*z^3 + 143/68*z + 1
*
-2 | 0.10724859852798966826854978114535504431 | 0.016929389121273657013086055561318608191
f(z) = -175/272*z^3 + 141/68*z + 1
*
[ 21/13 ] 
f(z) = -169/270*z^3 + 141/70*z + 1
*
[ -12/13 ] 
f(z) = -169/270*z^3 + 157/60*z + 1
*
[ 3/2 ] 
f(z) = -172/261*z^3 + 158/87*z + 1
*
[ 18/13 ] 
f(z) = -169/264*z^3 + 149/99*z + 1
*
[ 3/2 ] 
f(z) = -164/261*z^3 + 152/87*z + 1
*
[ 3/2 ] 
f(z) = -164/279*z^3 + 154/93*z + 1
*
[ 6/5 ] 
f(z) = -175/276*z^3 + 149/138*z + 1
*
[ 15/13 ] 
f(z) = -169/275*z^3 + 157/165*z + 1
*
-6/5 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = -175/272*z^3 + 155/204*z + 1
*
-2/3 | 0.15740211227351857277881814999522328361 | 0.023477384293375949362037720151668952581
f(z) = -165/272*z^3 + 157/204*z + 1
*
-6/7 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = -161/264*z^3 + 142/231*z + 1
*
-21/26 | 0.24638744119972014342112262707351088800 | 0.027589043394681394285406068864008186916
f(z) = -169/270*z^3 + 141/280*z + 1
*
38/13 | 0.11716055858287424264857397615672001256 | 0.016319199438238892681168656835898106962
f(z) = -169/264*z^3 + 164/33*z + 1
*
[ -3/13 ] 
f(z) = -169/270*z^3 + 161/30*z + 1
*
-21/26 | 0.19304466285563142943240185338973245807 | 0.023010031521016005933912161296800876467
f(z) = -169/270*z^3 + 163/40*z + 1
*
[ -5/9 ] 
f(z) = -162/275*z^3 + 164/55*z + 1
*
[ -5/3 ] 
f(z) = -162/275*z^3 + 178/55*z + 1
*
[ 3/2 ] 
f(z) = -176/261*z^3 + 161/87*z + 1
*
[ 3/2 ] 
f(z) = -176/279*z^3 + 163/93*z + 1
*
[ 3/2 ] 
f(z) = -172/279*z^3 + 160/93*z + 1
*
-18/13 | 0.18667881486805179993814995177590706793 | 0.029859514534558055637794060311453267349
f(z) = -169/270*z^3 + 173/90*z + 1
*
-2/3 | 0.15930353468561305449605250531616320616 | 0.023760991825879757629382955956405248263
f(z) = -177/272*z^3 + 161/204*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.024328099035529652248987065843316302228
f(z) = -165/272*z^3 + 169/204*z + 1
*
[ 3 ] 
f(z) = -179/270*z^3 + 199/30*z + 1
*
[ 3 ] 
f(z) = -173/270*z^3 + 193/30*z + 1
*
-2/13 | 0.14519022768628853011926215275589271539 | 0.019934270571601794529042176065159005087
f(z) = -169/264*z^3 + 182/33*z + 1
*
-38/13 | 0.10034897873596450513164060747451488402 | 0.013629473518051179730296060907544905125
f(z) = -169/264*z^3 + 197/33*z + 1
*
[ 3 ] 
f(z) = -167/270*z^3 + 187/30*z + 1
*
[ 3 ] 
f(z) = -161/270*z^3 + 181/30*z + 1
*
[ -5/3 ] 
f(z) = -171/275*z^3 + 183/55*z + 1
*
[ -4/5 ] 
f(z) = -175/272*z^3 + 181/68*z + 1
*
[ -2/3 ] 
f(z) = -171/272*z^3 + 189/68*z + 1
*
[ -4/3 ] 
f(z) = -171/272*z^3 + 195/68*z + 1
*
[ 2 ] 
f(z) = -165/272*z^3 + 199/68*z + 1
*
[ 2 ] 
f(z) = -163/272*z^3 + 197/68*z + 1
*
[ 2 ] 
f(z) = -161/272*z^3 + 195/68*z + 1
*
[ 6/5 ] 
f(z) = -175/261*z^3 + 197/174*z + 1
*
[ 6/5 ] 
f(z) = -175/279*z^3 + 199/186*z + 1
*
-4/3 | 0.17451548653546744419700456818944966107 | 0.026029937485330400122730822232704668563
f(z) = -177/272*z^3 + 185/204*z + 1
*
-22/35 | 0.20776011646077438078000295887872525664 | 0.027620846056108203852563927670446530125
f(z) = -175/264*z^3 + 197/231*z + 1
*
[ 14/13 ] 
f(z) = -169/264*z^3 + 188/231*z + 1
*
-15/23 | 0.24153543420879856510820246481621074682 | 0.027654883487681614716954066536155651690
f(z) = -161/270*z^3 + 181/230*z + 1
*
-2/13 | 0.19039946518098314238242191785646551426 | 0.025556702233437063829008694537760200476
f(z) = -169/264*z^3 + 215/33*z + 1
*
[ -3 ] 
f(z) = -169/270*z^3 + 209/30*z + 1
*
[ -3 ] 
f(z) = -163/270*z^3 + 203/30*z + 1
*
[ -5/13 ] 
f(z) = -169/275*z^3 + 203/55*z + 1
*
[ 2 ] 
f(z) = -179/272*z^3 + 213/68*z + 1
*
[ 2 ] 
f(z) = -177/272*z^3 + 211/68*z + 1
*
[ 2 ] 
f(z) = -175/272*z^3 + 209/68*z + 1
*
[ 2 ] 
f(z) = -173/272*z^3 + 207/68*z + 1
*
[ 2 ] 
f(z) = -171/272*z^3 + 205/68*z + 1
*
[ 2 ] 
f(z) = -169/272*z^3 + 203/68*z + 1
*
[ 2 ] 
f(z) = -167/272*z^3 + 201/68*z + 1
*
[ 3/2 ] 
f(z) = -169/270*z^3 + 209/120*z + 1
*
[ 3/2 ] 
f(z) = -163/270*z^3 + 203/120*z + 1
*
[ 14/13 ] 
f(z) = -169/266*z^3 + 215/266*z + 1
*
22/13 | 0.090718584988443688292397987168624533641 | 0.016109957945694872198535969079273316346
f(z) = -169/279*z^3 + 205/279*z + 1
*
[ 6 ] 
f(z) = -173/270*z^3 + 239/10*z + 1
*
[ -6 ] 
f(z) = -169/270*z^3 + 237/10*z + 1
*
[ 6 ] 
f(z) = -167/270*z^3 + 231/10*z + 1
*
[ -6 ] 
f(z) = -163/270*z^3 + 229/10*z + 1
*
[ 6 ] 
f(z) = -161/270*z^3 + 223/10*z + 1
*
42/13 | 0.19254272366448429741349692254584955427 | 0.025349954728514653209901310532645412040
f(z) = -169/270*z^3 + 221/30*z + 1
*
[ 5/2 ] 
f(z) = -164/275*z^3 + 238/55*z + 1
*
[ 15/7 ] 
f(z) = -161/270*z^3 + 229/70*z + 1
*
[ -3/4 ] 
f(z) = -176/261*z^3 + 236/87*z + 1
*
[ 6/5 ] 
f(z) = -175/272*z^3 + 223/204*z + 1
*
-2/5 | 0.16141733712280339600292496602342145684 | 0.021363071018359488448449949544538002436
f(z) = -175/264*z^3 + 239/231*z + 1
*
[ 6 ] 
f(z) = -179/270*z^3 + 247/10*z + 1
*
[ -2/13 ] 
f(z) = -169/264*z^3 + 248/33*z + 1
*
[ 5/2 ] 
f(z) = -172/275*z^3 + 248/55*z + 1
*
-75/26 | 0.22706592068127058265390818113923574731 | 0.025835538504278817218740981673237242413
f(z) = -169/270*z^3 + 243/40*z + 1
*
[ 5/2 ] 
f(z) = -168/275*z^3 + 243/55*z + 1
*
[ -2/5 ] 
f(z) = -175/272*z^3 + 245/68*z + 1
*
-12/13 | 0.17724421402857476471413165585927214597 | 0.022998977113202679116376564737276879534
f(z) = -169/270*z^3 + 247/60*z + 1
*
[ -3/7 ] 
f(z) = -161/270*z^3 + 241/70*z + 1
*
[ -3/4 ] 
f(z) = -176/279*z^3 + 250/93*z + 1
*
[ -3/5 ] 
f(z) = -175/261*z^3 + 253/87*z + 1
*
[ -9/13 ] 
f(z) = -169/270*z^3 + 247/90*z + 1
*
-2 | 0.10435733749323196623996398005137722516 | 0.016697240140667314869538065320754167279
f(z) = -163/268*z^3 + 259/134*z + 1
*
-2 | 0.083738201890309732609012822700388066906 | 0.013414804041650019687608020872030393128
f(z) = -163/276*z^3 + 257/138*z + 1
*
-2 | 0.10487490181700531470242710441982820923 | 0.016800889259663181261097849204290533150
f(z) = -161/260*z^3 + 257/130*z + 1
*
-2 | 0.10353752820993664316099044432215052793 | 0.016607428154006702986861963303356042309
f(z) = -161/268*z^3 + 255/134*z + 1
*
[ 5/4 ] 
f(z) = -172/275*z^3 + 259/220*z + 1
*
[ 5/4 ] 
f(z) = -164/275*z^3 + 249/220*z + 1
*
[ 6/5 ] 
f(z) = -163/270*z^3 + 259/250*z + 1
*
87/26 | 0.20080884954979748920163557625951667667 | 0.022605754385468155113563643080860810609
f(z) = -169/270*z^3 + 267/40*z + 1
*
[ -2 ] 
f(z) = -177/272*z^3 + 279/68*z + 1
*
[ -2 ] 
f(z) = -175/272*z^3 + 277/68*z + 1
*
[ -2 ] 
f(z) = -173/272*z^3 + 275/68*z + 1
*
[ -2 ] 
f(z) = -171/272*z^3 + 273/68*z + 1
*
[ -2 ] 
f(z) = -169/272*z^3 + 271/68*z + 1
*
[ -2 ] 
f(z) = -167/272*z^3 + 269/68*z + 1
*
[ -2 ] 
f(z) = -165/272*z^3 + 267/68*z + 1
*
[ -2 ] 
f(z) = -163/272*z^3 + 265/68*z + 1
*
[ -2 ] 
f(z) = -161/272*z^3 + 263/68*z + 1
*
[ -3/2 ] 
f(z) = -176/261*z^3 + 277/87*z + 1
*
[ -3/5 ] 
f(z) = -175/279*z^3 + 269/93*z + 1
*
[ -3/2 ] 
f(z) = -172/261*z^3 + 274/87*z + 1
*
[ -18/13 ] 
f(z) = -169/270*z^3 + 263/90*z + 1
*
[ -3/2 ] 
f(z) = -164/261*z^3 + 268/87*z + 1
*
[ -3/2 ] 
f(z) = -164/279*z^3 + 278/93*z + 1
*
[ 8/5 ] 
f(z) = -175/272*z^3 + 275/136*z + 1
*
-2 | 0.10709015386960469244620920272190532706 | 0.016932965776705697272288029437131305456
f(z) = -173/268*z^3 + 279/134*z + 1
*
-2 | 0.086180815224113671790449944422392300542 | 0.013642325235704482474653278457621248595
f(z) = -173/276*z^3 + 277/138*z + 1
*
-2 | 0.10714977371411147040403119585448123286 | 0.016961687565135020434138392075957029157
f(z) = -171/260*z^3 + 277/130*z + 1
*
-2 | 0.10667533726933827633703965624411980421 | 0.016905977631666054949645236935457741436
f(z) = -171/268*z^3 + 275/134*z + 1
*
-2 | 0.10622547168412931788778273235929432429 | 0.016873865482385799330197511717722560318
f(z) = -169/268*z^3 + 271/134*z + 1
*
-2 | 0.085035753438698771479841600536800460999 | 0.013523801883436581482986911719801774318
f(z) = -169/276*z^3 + 269/138*z + 1
*
-2 | 0.10635394891088098761311058618213480845 | 0.016914176407324362185886596649090138656
f(z) = -167/260*z^3 + 269/130*z + 1
*
-2 | 0.10572622497121266142952546812836512442 | 0.016834325046097266297822332090299713764
f(z) = -167/268*z^3 + 267/134*z + 1
*
-2 | 0.083912883267205355774765306101576596491 | 0.013377096853586741596320559987273435662
f(z) = -167/276*z^3 + 265/138*z + 1
*
-2 | 0.10514506345341550710797948982876650391 | 0.016782124255997409588572063387679731056
f(z) = -165/268*z^3 + 263/134*z + 1
*
-2 | 0.10542598213500119957557565810651763911 | 0.016847488405927522142766251814841553036
f(z) = -163/260*z^3 + 261/130*z + 1
*
[ 4/3 ] 
f(z) = -165/272*z^3 + 271/204*z + 1
*
[ 6/5 ] 
f(z) = -169/270*z^3 + 267/250*z + 1
*
21/13 | 0.10858679612749676178047942285562368116 | 0.019460941571360751145277932079931017568
f(z) = -169/264*z^3 + 265/264*z + 1
*
[ -60/13 ] 
f(z) = -169/270*z^3 + 291/20*z + 1
*
[ -5/2 ] 
f(z) = -172/275*z^3 + 292/55*z + 1
*
[ -5/2 ] 
f(z) = -168/275*z^3 + 287/55*z + 1
*
[ -5/2 ] 
f(z) = -164/275*z^3 + 282/55*z + 1
*
[ -2 ] 
f(z) = -179/272*z^3 + 281/68*z + 1
*
[ -4/13 ] 
f(z) = -169/272*z^3 + 293/68*z + 1
*
[ -3/2 ] 
f(z) = -176/279*z^3 + 287/93*z + 1
*
[ -3/2 ] 
f(z) = -172/279*z^3 + 284/93*z + 1
*
[ -18/13 ] 
f(z) = -169/264*z^3 + 292/99*z + 1
*
[ -10/13 ] 
f(z) = -169/275*z^3 + 293/110*z + 1
*
[ -5/6 ] 
f(z) = -162/275*z^3 + 287/110*z + 1
*
[ -10/9 ] 
f(z) = -162/275*z^3 + 289/110*z + 1
*
-2 | 0.10851172419893241848132464565915075564 | 0.017025934329608490258184263818613259351
f(z) = -179/260*z^3 + 293/130*z + 1
*
-2 | 0.10819125085675963661316247036078062306 | 0.016993913934731509985393995978207312124
f(z) = -179/268*z^3 + 291/134*z + 1
*
-2 | 0.087451498300372969700308413596896142924 | 0.013751156933826026217755454466666821726
f(z) = -179/276*z^3 + 289/138*z + 1
*
-2 | 0.10819312236163343425682891329819101825 | 0.017012637103658612675535124737960598389
f(z) = -177/260*z^3 + 289/130*z + 1
*
-2 | 0.10784376092691891189346107513706061603 | 0.016976239947099516852698249853435075398
f(z) = -177/268*z^3 + 287/134*z + 1
*
-2 | 0.10747792097693628303691126194613710663 | 0.016956113556242004575047483321599091592
f(z) = -175/268*z^3 + 283/134*z + 1
*
-2 | 0.086640222115108367263672003346422354787 | 0.013683992229515513412321833873146069746
f(z) = -175/276*z^3 + 281/138*z + 1
*
-2 | 0.10751430397649097609323079859967154376 | 0.016980853283379549570763322919870665089
f(z) = -173/260*z^3 + 281/130*z + 1
*
[ 4/3 ] 
f(z) = -177/272*z^3 + 287/204*z + 1
*
[ 30/23 ] 
f(z) = -161/270*z^3 + 287/230*z + 1
*
[ 11/9 ] 
f(z) = -162/275*z^3 + 292/275*z + 1
*
[ 8/13 ] 
f(z) = -169/296*z^3 - 121/296*z + 1
*
[ 33/52 ] 
f(z) = -169/297*z^3 - 61/176*z + 1
*
[ 2/3 ] 
f(z) = -171/286*z^3 - 67/286*z + 1
*
[ 2/3 ] 
f(z) = -171/290*z^3 - 69/290*z + 1
*
[ 2/3 ] 
f(z) = -171/298*z^3 - 73/298*z + 1
*
[ 17/27 ] 
f(z) = -162/289*z^3 - 56/153*z + 1
*
[ 9/13 ] 
f(z) = -169/288*z^3 - 47/288*z + 1
*
[ 8/13 ] 
f(z) = -169/288*z^3 - 29/72*z + 1
*
[ 2/3 ] 
f(z) = -177/280*z^3 - 23/105*z + 1
*
[ 2/3 ] 
f(z) = -177/296*z^3 - 26/111*z + 1
*
[ 2/3 ] 
f(z) = -165/296*z^3 - 28/111*z + 1
*
[ 2/3 ] 
f(z) = -171/284*z^3 - 33/142*z + 1
*
[ 2/3 ] 
f(z) = -171/292*z^3 - 35/146*z + 1
*
[ 24/35 ] 
f(z) = -175/288*z^3 - 29/168*z + 1
*
[ 17/24 ] 
f(z) = -180/289*z^3 - 27/272*z + 1
*
[ 2/3 ] 
f(z) = -171/280*z^3 - 8/35*z + 1
*
[ 2/3 ] 
f(z) = -171/296*z^3 - 9/37*z + 1
*
[ 3/4 ] 
f(z) = -164/297*z^3 - 1/44*z + 1
*
[ 17/26 ] 
f(z) = -169/289*z^3 - 19/68*z + 1
*
[ 3/4 ] 
f(z) = -170/297*z^3 - 1/88*z + 1
*
[ 9/13 ] 
f(z) = -169/297*z^3 - 17/99*z + 1
*
[ 3/4 ] 
f(z) = -172/297*z^3 - 1/132*z + 1
*
[ 3/4 ] 
f(z) = -173/297*z^3 - 1/176*z + 1
*
[ 3/4 ] 
f(z) = -167/297*z^3 - 3/176*z + 1
*
[ 3/4 ] 
f(z) = -161/297*z^3 - 5/176*z + 1
*
[ 3/4 ] 
f(z) = -166/297*z^3 - 5/264*z + 1
*
[ 3/2 ] 
f(z) = -172/297*z^3 + 18/11*z + 1
*
[ 12/13 ] 
f(z) = -169/288*z^3 + 5/12*z + 1
*
[ 4/5 ] 
f(z) = -175/288*z^3 + 5/36*z + 1
*
[ 10/13 ] 
f(z) = -169/280*z^3 + 2/35*z + 1
*
[ 17/18 ] 
f(z) = -162/289*z^3 + 15/34*z + 1
*
-21/26 | 0.15356238033543375953555065642079921367 | 0.021689520560002528264534380710945661841
f(z) = -169/297*z^3 + 5/132*z + 1
*
[ 4/5 ] 
f(z) = -175/296*z^3 + 19/148*z + 1
*
[ 3/4 ] 
f(z) = -179/297*z^3 + 1/176*z + 1
*
[ 17/22 ] 
f(z) = -176/289*z^3 + 13/187*z + 1
*
[ 10/13 ] 
f(z) = -169/296*z^3 + 7/185*z + 1
*
[ 3/4 ] 
f(z) = -178/297*z^3 + 1/264*z + 1
*
[ 3/4 ] 
f(z) = -176/285*z^3 + 4/285*z + 1
*
[ 3/4 ] 
f(z) = -176/291*z^3 + 2/291*z + 1
*
15/13 | 0.12336795180356970147548915492010690108 | 0.021893976615237279608631878765909777425
f(z) = -169/280*z^3 + 1/280*z + 1
*
[ 10/13 ] 
f(z) = -169/290*z^3 + 13/290*z + 1
*
[ 7/9 ] 
f(z) = -162/287*z^3 + 16/287*z + 1
*
[ -12/13 ] 
f(z) = -169/288*z^3 + 31/12*z + 1
*
[ 17/13 ] 
f(z) = -169/289*z^3 + 21/17*z + 1
*
[ -3/2 ] 
f(z) = -164/297*z^3 + 32/11*z + 1
*
[ 3/2 ] 
f(z) = -178/297*z^3 + 37/22*z + 1
*
[ 6/5 ] 
f(z) = -175/288*z^3 + 25/24*z + 1
*
[ 14/13 ] 
f(z) = -169/280*z^3 + 27/35*z + 1
*
6/13 | 0.15201883617250365191996937725193023864 | 0.026844410570361999694370269345092905876
f(z) = -169/288*z^3 + 23/24*z + 1
*
[ 3/2 ] 
f(z) = -166/297*z^3 + 35/22*z + 1
*
[ 14/13 ] 
f(z) = -169/294*z^3 + 31/42*z + 1
*
18/13 | 0.10277211954825335088783397191580982282 | 0.018148125862567592391520401372258978037
f(z) = -169/288*z^3 + 37/72*z + 1
*
6/5 | 0.13454568666740296757922919888871145309 | 0.017682740740948005953109282625922338335
f(z) = -175/288*z^3 + 31/168*z + 1
*
[ 21/26 ] 
f(z) = -169/294*z^3 + 23/168*z + 1
*
[ 4/5 ] 
f(z) = -175/292*z^3 + 39/292*z + 1
*
[ 12/5 ] 
f(z) = -175/288*z^3 + 49/12*z + 1
*
[ -12/5 ] 
f(z) = -175/288*z^3 + 59/12*z + 1
*
[ -17/13 ] 
f(z) = -169/289*z^3 + 47/17*z + 1
*
[ 33/13 ] 
f(z) = -169/297*z^3 + 47/11*z + 1
*
[ -3/13 ] 
f(z) = -169/297*z^3 + 59/11*z + 1
*
[ 17/9 ] 
f(z) = -162/289*z^3 + 42/17*z + 1
*
[ -6/5 ] 
f(z) = -175/297*z^3 + 59/22*z + 1
*
6/13 | 0.13054320007882009606538264715704023174 | 0.020606484948088703100207524619407133065
f(z) = -169/288*z^3 + 47/24*z + 1
*
-24/13 | 0.12818956178546052557498923201176193805 | 0.019745044090019561062308115893168403516
f(z) = -169/288*z^3 + 55/24*z + 1
*
[ 24/13 ] 
f(z) = -169/288*z^3 + 59/24*z + 1
*
-28/13 | 0.18759795914590364325607593619885813413 | 0.028636186636636734044125934963908847760
f(z) = -169/294*z^3 + 50/21*z + 1
*
[ 3/2 ] 
f(z) = -164/297*z^3 + 52/33*z + 1
*
[ 15/13 ] 
f(z) = -169/297*z^3 + 49/55*z + 1
*
[ 12/13 ] 
f(z) = -169/297*z^3 + 53/132*z + 1
*
[ 6/7 ] 
f(z) = -175/297*z^3 + 41/154*z + 1
*
[ 6/7 ] 
f(z) = -175/288*z^3 + 47/168*z + 1
*
[ 6/7 ] 
f(z) = -161/288*z^3 + 41/168*z + 1
*
[ 4/5 ] 
f(z) = -175/284*z^3 + 41/284*z + 1
*
[ 3 ] 
f(z) = -179/297*z^3 + 67/11*z + 1
*
[ -3 ] 
f(z) = -178/297*z^3 + 74/11*z + 1
*
[ -3 ] 
f(z) = -175/297*z^3 + 73/11*z + 1
*
[ 3 ] 
f(z) = -173/297*z^3 + 65/11*z + 1
*
[ -3 ] 
f(z) = -172/297*z^3 + 72/11*z + 1
*
[ 3 ] 
f(z) = -170/297*z^3 + 64/11*z + 1
*
[ -3 ] 
f(z) = -169/297*z^3 + 71/11*z + 1
*
[ 3 ] 
f(z) = -167/297*z^3 + 63/11*z + 1
*
[ -3 ] 
f(z) = -166/297*z^3 + 70/11*z + 1
*
[ 3 ] 
f(z) = -164/297*z^3 + 62/11*z + 1
*
[ -3 ] 
f(z) = -163/297*z^3 + 69/11*z + 1
*
[ -17/9 ] 
f(z) = -162/289*z^3 + 60/17*z + 1
*
[ 3 ] 
f(z) = -161/297*z^3 + 61/11*z + 1
*
-2 | 0.10755678807895439587005303930530485319 | 0.016921800859990257449243727959546226476
f(z) = -179/280*z^3 + 72/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016615422502140562074007878414706184261
f(z) = -179/296*z^3 + 71/37*z + 1
*
-2 | 0.10713325443343065792679188322813995470 | 0.016892337336397668768041968224903595732
f(z) = -177/280*z^3 + 71/35*z + 1
*
-2 | 0.10537716629099781642715260476849733974 | 0.016652689477232212719425021790094633279
f(z) = -177/296*z^3 + 70/37*z + 1
*
[ -6/5 ] 
f(z) = -175/288*z^3 + 65/24*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016690619309385731028965213025068242894
f(z) = -175/296*z^3 + 69/37*z + 1
*
-2 | 0.10613853131787790832656419366806614892 | 0.016811233642304271191942125819158149549
f(z) = -173/280*z^3 + 69/35*z + 1
*
-2 | 0.10537782440243322482300752134852271667 | 0.016729429032156674307548037135005277609
f(z) = -173/296*z^3 + 68/37*z + 1
*
-2 | 0.10547752151394510972249405997031299397 | 0.016745256610313721328252740037117300700
f(z) = -171/280*z^3 + 68/35*z + 1
*
-2 | 0.10537802312605239408516624767572199868 | 0.016768900921761387354416535919834966444
f(z) = -171/296*z^3 + 67/37*z + 1
*
[ -3/2 ] 
f(z) = -170/297*z^3 + 65/22*z + 1
*
6/13 | 0.12317732111491104873891399405453926119 | 0.018255019127971368261661901139493669868
f(z) = -169/288*z^3 + 71/24*z + 1
*
-2 | 0.10537799178454355590640392931145969310 | 0.016809120009598028061817778757431442864
f(z) = -169/296*z^3 + 66/37*z + 1
*
24/13 | 0.12142288206035698886271745249465945512 | 0.016393630922514077847823552888236833102
f(z) = -169/297*z^3 + 61/22*z + 1
*
-12/13 | 0.21023453994837006270883671395710414004 | 0.027712408194516599718684245860743670219
f(z) = -169/297*z^3 + 73/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016644816236983254939567575299993053586
f(z) = -167/280*z^3 + 66/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016850001831978563600241174415910738167
f(z) = -167/296*z^3 + 65/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016891879353145987205468732875747274691
f(z) = -165/296*z^3 + 64/37*z + 1
*
-2 | 0.10434800526960998698358818321591329183 | 0.016726927747680194363485678158690410440
f(z) = -163/280*z^3 + 64/35*z + 1
*
-2 | 0.10537779488129442213045854414266938089 | 0.016934753443199711732712441808537275088
f(z) = -163/296*z^3 + 63/37*z + 1
*
-2 | 0.10537787831137536219539559191597564300 | 0.016978424102995052273038153520967438255
f(z) = -161/296*z^3 + 62/37*z + 1
*
[ 3/2 ] 
f(z) = -175/297*z^3 + 73/44*z + 1
*
28/13 | 0.072072600394937183852734924989938122368 | 0.011899483329358185219049955379837457686
f(z) = -169/294*z^3 + 61/42*z + 1
*
[ 21/13 ] 
f(z) = -169/294*z^3 + 79/42*z + 1
*
[ 3/2 ] 
f(z) = -169/297*z^3 + 71/44*z + 1
*
[ 3/2 ] 
f(z) = -163/297*z^3 + 69/44*z + 1
*
[ 6/5 ] 
f(z) = -175/297*z^3 + 67/66*z + 1
*
[ 17/15 ] 
f(z) = -180/289*z^3 + 78/85*z + 1
*
[ 17/18 ] 
f(z) = -180/289*z^3 + 76/153*z + 1
*
[ 17/20 ] 
f(z) = -175/289*z^3 + 71/272*z + 1
*
[ 11/13 ] 
f(z) = -169/297*z^3 + 67/297*z + 1
*
[ 17/6 ] 
f(z) = -180/289*z^3 + 96/17*z + 1
*
[ -4/5 ] 
f(z) = -175/288*z^3 + 95/36*z + 1
*
[ -3/5 ] 
f(z) = -175/297*z^3 + 95/33*z + 1
*
[ -3/2 ] 
f(z) = -172/297*z^3 + 98/33*z + 1
*
[ -2/3 ] 
f(z) = -171/280*z^3 + 97/35*z + 1
*
[ -14/13 ] 
f(z) = -169/280*z^3 + 92/35*z + 1
*
[ -10/13 ] 
f(z) = -169/280*z^3 + 93/35*z + 1
*
-4/13 | 0.14265075944315408715954474214235105035 | 0.021952072280309873754858947433429930754
f(z) = -169/288*z^3 + 83/36*z + 1
*
[ -24/13 ] 
f(z) = -169/288*z^3 + 85/24*z + 1
*
30/13 | 0.17108290599338716123491811510053457856 | 0.025588762217438012980650224561909253077
f(z) = -169/297*z^3 + 89/33*z + 1
*
[ 2 ] 
f(z) = -163/280*z^3 + 99/35*z + 1
*
[ -17/18 ] 
f(z) = -162/289*z^3 + 87/34*z + 1
*
[ 2 ] 
f(z) = -161/296*z^3 + 99/37*z + 1
*
-8/5 | 0.17123110034429733206484455181291368139 | 0.029375998950304135203053299823271600160
f(z) = -175/288*z^3 + 85/72*z + 1
*
18/13 | 0.17123146168978323769056710021659297910 | 0.029376060941873384698425368850942986126
f(z) = -169/288*z^3 + 85/72*z + 1
*
-6/7 | 0.18805420930315760201451294657495208549 | 0.024715127706560274806963563331698134566
f(z) = -161/288*z^3 + 97/168*z + 1
*
[ -17/6 ] 
f(z) = -180/289*z^3 + 108/17*z + 1
*
-48/13 | 0.22459411822602627409964302149317616242 | 0.028426011614480170280081034853950763813
f(z) = -169/297*z^3 + 100/11*z + 1
*
[ 2 ] 
f(z) = -179/280*z^3 + 107/35*z + 1
*
[ 2 ] 
f(z) = -179/296*z^3 + 108/37*z + 1
*
[ 2 ] 
f(z) = -177/280*z^3 + 106/35*z + 1
*
[ 2 ] 
f(z) = -177/296*z^3 + 107/37*z + 1
*
[ 2 ] 
f(z) = -175/296*z^3 + 106/37*z + 1
*
[ 2 ] 
f(z) = -173/280*z^3 + 104/35*z + 1
*
[ 2 ] 
f(z) = -173/296*z^3 + 105/37*z + 1
*
[ 2 ] 
f(z) = -171/280*z^3 + 103/35*z + 1
*
[ -2/3 ] 
f(z) = -171/296*z^3 + 102/37*z + 1
*
[ 2 ] 
f(z) = -171/296*z^3 + 104/37*z + 1
*
[ 2 ] 
f(z) = -169/280*z^3 + 102/35*z + 1
*
-10/13 | 0.15654947924483299120028298149817181695 | 0.023184717217186674554741668628204116992
f(z) = -169/280*z^3 + 107/35*z + 1
*
6/13 | 0.13103217387498630442516232056768368869 | 0.018038495338991414416968866778582011331
f(z) = -169/288*z^3 + 119/24*z + 1
*
[ 2 ] 
f(z) = -169/296*z^3 + 103/37*z + 1
*
[ 2 ] 
f(z) = -167/280*z^3 + 101/35*z + 1
*
[ 2 ] 
f(z) = -167/296*z^3 + 102/37*z + 1
*
[ 2 ] 
f(z) = -165/296*z^3 + 101/37*z + 1
*
[ 2 ] 
f(z) = -163/296*z^3 + 100/37*z + 1
*
[ -3/4 ] 
f(z) = -172/297*z^3 + 117/44*z + 1
*
[ -14/13 ] 
f(z) = -169/294*z^3 + 109/42*z + 1
*
[ -12/13 ] 
f(z) = -169/297*z^3 + 113/44*z + 1
*
[ -33/26 ] 
f(z) = -169/297*z^3 + 119/44*z + 1
*
[ 17/12 ] 
f(z) = -180/289*z^3 + 105/68*z + 1
*
-2/5 | 0.10277211954825335088783397191580982282 | 0.016762081734305168195426916378143092576
f(z) = -175/288*z^3 + 115/72*z + 1
*
-3/7 | 0.23951930716968757163557286959411581268 | 0.029919840671337583132391569944242738226
f(z) = -175/297*z^3 + 111/77*z + 1
*
[ 3/2 ] 
f(z) = -170/297*z^3 + 107/66*z + 1
*
[ 18/13 ] 
f(z) = -169/288*z^3 + 101/72*z + 1
*
[ 6/5 ] 
f(z) = -175/296*z^3 + 113/111*z + 1
*
[ 6/5 ] 
f(z) = -170/297*z^3 + 109/110*z + 1
*
-6/7 | 0.16048045314919544292932812967195192023 | 0.021091231664987946018112581098688579219
f(z) = -175/288*z^3 + 103/168*z + 1
*
[ 33/35 ] 
f(z) = -175/297*z^3 + 107/231*z + 1
*
[ 17/5 ] 
f(z) = -175/289*z^3 + 131/17*z + 1
*
[ -2/5 ] 
f(z) = -175/296*z^3 + 133/37*z + 1
*
[ -2 ] 
f(z) = -173/280*z^3 + 139/35*z + 1
*
[ -2 ] 
f(z) = -171/280*z^3 + 138/35*z + 1
*
6/13 | 0.17862092103496228924031660184851339620 | 0.025798743784296317595794502742065679623
f(z) = -169/280*z^3 + 127/35*z + 1
*
[ -2 ] 
f(z) = -169/280*z^3 + 137/35*z + 1
*
[ -2 ] 
f(z) = -167/280*z^3 + 136/35*z + 1
*
[ -2 ] 
f(z) = -167/296*z^3 + 139/37*z + 1
*
[ -2 ] 
f(z) = -165/296*z^3 + 138/37*z + 1
*
[ -2 ] 
f(z) = -163/280*z^3 + 134/35*z + 1
*
[ -2 ] 
f(z) = -163/296*z^3 + 137/37*z + 1
*
[ -2 ] 
f(z) = -161/296*z^3 + 136/37*z + 1
*
[ -3/2 ] 
f(z) = -179/297*z^3 + 133/44*z + 1
*
[ -3/2 ] 
f(z) = -173/297*z^3 + 131/44*z + 1
*
[ -7/13 ] 
f(z) = -169/294*z^3 + 127/42*z + 1
*
[ -21/13 ] 
f(z) = -169/294*z^3 + 131/42*z + 1
*
[ -3/2 ] 
f(z) = -167/297*z^3 + 129/44*z + 1
*
[ -3/2 ] 
f(z) = -161/297*z^3 + 127/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014478677141655482502601281781682759732
f(z) = -173/288*z^3 + 137/72*z + 1
*
-2 | 0.091307253089998150998325400706018928962 | 0.014582348375329504363919718635397728822
f(z) = -167/288*z^3 + 131/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014654810324747534534301355107313332669
f(z) = -163/288*z^3 + 127/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014692241634561420123494844865832113968
f(z) = -161/288*z^3 + 125/72*z + 1
*
-6/13 | 0.11300614203917351775634275637778248303 | 0.016161982777594200373165528503677309702
f(z) = -169/280*z^3 + 136/105*z + 1
*
[ 17/14 ] 
f(z) = -168/289*z^3 + 123/119*z + 1
*
[ 17/15 ] 
f(z) = -175/289*z^3 + 137/153*z + 1
*
[ 34/35 ] 
f(z) = -175/289*z^3 + 129/238*z + 1
*
[ -17/5 ] 
f(z) = -175/289*z^3 + 141/17*z + 1
*
[ -2 ] 
f(z) = -179/280*z^3 + 142/35*z + 1
*
[ -2 ] 
f(z) = -179/296*z^3 + 145/37*z + 1
*
[ -2 ] 
f(z) = -177/280*z^3 + 141/35*z + 1
*
[ -2 ] 
f(z) = -177/296*z^3 + 144/37*z + 1
*
[ -2 ] 
f(z) = -175/296*z^3 + 143/37*z + 1
*
[ -2 ] 
f(z) = -173/296*z^3 + 142/37*z + 1
*
[ -2 ] 
f(z) = -171/296*z^3 + 141/37*z + 1
*
-10/13 | 0.15176739065505460805495916547755333952 | 0.021572366216488600620209899572597404561
f(z) = -169/280*z^3 + 142/35*z + 1
*
42/13 | 0.16129061764300467395475007194884807564 | 0.021656284102168241790102504201864353871
f(z) = -169/288*z^3 + 143/24*z + 1
*
[ -4/13 ] 
f(z) = -169/288*z^3 + 155/36*z + 1
*
[ 34/13 ] 
f(z) = -169/289*z^3 + 157/34*z + 1
*
[ -2 ] 
f(z) = -169/296*z^3 + 140/37*z + 1
*
[ -3/5 ] 
f(z) = -170/297*z^3 + 158/55*z + 1
*
-2 | 0.093379558851285494015640862252815059518 | 0.014707436548178669493503249652027337356
f(z) = -179/288*z^3 + 143/72*z + 1
*
[ 17/10 ] 
f(z) = -175/289*z^3 + 147/68*z + 1
*
[ 17/12 ] 
f(z) = -168/289*z^3 + 149/102*z + 1
*
[ 33/26 ] 
f(z) = -169/297*z^3 + 149/132*z + 1
*
[ 16/13 ] 
f(z) = -169/288*z^3 + 155/144*z + 1
*
-6/13 | 0.19502904895909408553823021557704102868 | 0.027211946177563469026614211697324166436
f(z) = -169/280*z^3 + 162/35*z + 1
*
[ -33/13 ] 
f(z) = -169/297*z^3 + 167/33*z + 1
*
[ 17/6 ] 
f(z) = -162/289*z^3 + 175/34*z + 1
*
[ 12/5 ] 
f(z) = -175/297*z^3 + 175/44*z + 1
*
75/26 | 0.13951369278536585733721221430461084770 | 0.016445836468303136789611384205006195944
f(z) = -169/297*z^3 + 179/44*z + 1
*
[ 12/7 ] 
f(z) = -161/288*z^3 + 173/84*z + 1
*
66/35 | 0.13165283543296653200028111182038733108 | 0.017302546179177159493114953186639287607
f(z) = -175/288*z^3 + 167/168*z + 1
*
[ 36/35 ] 
f(z) = -175/288*z^3 + 169/252*z + 1
*
[ 3 ] 
f(z) = -175/297*z^3 + 197/33*z + 1
*
[ 3 ] 
f(z) = -172/297*z^3 + 194/33*z + 1
*
[ 36/13 ] 
f(z) = -169/288*z^3 + 185/36*z + 1
*
[ -34/13 ] 
f(z) = -169/289*z^3 + 183/34*z + 1
*
[ 3 ] 
f(z) = -169/297*z^3 + 191/33*z + 1
*
[ 3 ] 
f(z) = -166/297*z^3 + 188/33*z + 1
*
[ 3 ] 
f(z) = -163/297*z^3 + 185/33*z + 1
*
[ -17/6 ] 
f(z) = -162/289*z^3 + 199/34*z + 1
*
[ -3/10 ] 
f(z) = -175/297*z^3 + 193/44*z + 1
*
-69/26 | 0.18289821978714835645637213210283251405 | 0.021396333633462359935243327819134630507
f(z) = -169/297*z^3 + 191/44*z + 1
*
[ -3/2 ] 
f(z) = -178/297*z^3 + 199/66*z + 1
*
2/13 | 0.094138133422416260764047101432675039637 | 0.014296296999062464003867873821329244588
f(z) = -169/288*z^3 + 181/72*z + 1
*
[ -17/26 ] 
f(z) = -169/289*z^3 + 189/68*z + 1
*
[ -3/2 ] 
f(z) = -166/297*z^3 + 193/66*z + 1
*
[ 2 ] 
f(z) = -163/288*z^3 + 199/72*z + 1
*
[ 2 ] 
f(z) = -161/288*z^3 + 197/72*z + 1
*
[ 17/10 ] 
f(z) = -180/289*z^3 + 188/85*z + 1
*
[ 12/7 ] 
f(z) = -175/288*z^3 + 185/84*z + 1
*
12/5 | 0.11448362672291887357824960192445117867 | 0.013514199006834510163601186742642644969
f(z) = -175/288*z^3 + 199/84*z + 1
*
[ 17/12 ] 
f(z) = -162/289*z^3 + 193/136*z + 1
*
[ 4/3 ] 
f(z) = -171/280*z^3 + 187/140*z + 1
*
[ 4/3 ] 
f(z) = -171/296*z^3 + 189/148*z + 1
*
6/35 | 0.14090505666639030211940088302203641874 | 0.018115354298106386915849005019408358806
f(z) = -175/288*z^3 + 199/168*z + 1
*
[ 14/13 ] 
f(z) = -169/296*z^3 + 190/259*z + 1
*
[ 17/4 ] 
f(z) = -176/289*z^3 + 200/17*z + 1
*
[ -17/4 ] 
f(z) = -176/289*z^3 + 208/17*z + 1
*
[ 3 ] 
f(z) = -178/297*z^3 + 200/33*z + 1
*
[ -3 ] 
f(z) = -173/297*z^3 + 217/33*z + 1
*
-10/3 | 0.12299538398505642278753345852526498261 | 0.016530007499517404092059073455551260949
f(z) = -171/280*z^3 + 213/35*z + 1
*
[ -3 ] 
f(z) = -170/297*z^3 + 214/33*z + 1
*
[ -36/13 ] 
f(z) = -169/288*z^3 + 211/36*z + 1
*
[ -3 ] 
f(z) = -167/297*z^3 + 211/33*z + 1
*
[ -3 ] 
f(z) = -164/297*z^3 + 208/33*z + 1
*
[ -3 ] 
f(z) = -161/297*z^3 + 205/33*z + 1
*
[ -17/12 ] 
f(z) = -180/289*z^3 + 201/68*z + 1
*
[ 2 ] 
f(z) = -179/288*z^3 + 215/72*z + 1
*
[ 2 ] 
f(z) = -175/288*z^3 + 211/72*z + 1
*
[ 2 ] 
f(z) = -173/288*z^3 + 209/72*z + 1
*
[ -6/13 ] 
f(z) = -169/297*z^3 + 217/66*z + 1
*
[ 2 ] 
f(z) = -167/288*z^3 + 203/72*z + 1
*
[ 24/13 ] 
f(z) = -169/297*z^3 + 211/88*z + 1
*
[ 3/2 ] 
f(z) = -173/297*z^3 + 217/132*z + 1
*
[ 3/2 ] 
f(z) = -167/297*z^3 + 211/132*z + 1
*
[ 3/2 ] 
f(z) = -161/297*z^3 + 205/132*z + 1
*
[ 17/15 ] 
f(z) = -165/289*z^3 + 217/255*z + 1
*
[ 17/16 ] 
f(z) = -176/289*z^3 + 203/272*z + 1
*
3/2 | 0.16362186086199929205958768383769778123 | 0.028946868475778789658359192654874550561
f(z) = -176/285*z^3 + 206/285*z + 1
*
[ -3 ] 
f(z) = -179/297*z^3 + 223/33*z + 1
*
10/3 | 0.19651838158350227137462411380456701165 | 0.026187117241183376418634029994321250047
f(z) = -171/280*z^3 + 227/35*z + 1
*
[ 17/8 ] 
f(z) = -176/289*z^3 + 223/68*z + 1
*
[ -8/5 ] 
f(z) = -175/288*z^3 + 229/72*z + 1
*
[ -17/10 ] 
f(z) = -175/289*z^3 + 227/68*z + 1
*
-14/13 | 0.17123113878931806157565918037518579441 | 0.025107144856169230051313716280673825681
f(z) = -169/288*z^3 + 229/72*z + 1
*
[ -21/13 ] 
f(z) = -169/297*z^3 + 239/77*z + 1
*
[ -17/15 ] 
f(z) = -180/289*z^3 + 228/85*z + 1
*
[ -3/4 ] 
f(z) = -178/297*z^3 + 235/88*z + 1
*
[ 9/5 ] 
f(z) = -175/297*z^3 + 233/99*z + 1
*
[ -3/4 ] 
f(z) = -166/297*z^3 + 233/88*z + 1
*
[ 3/2 ] 
f(z) = -179/297*z^3 + 223/132*z + 1
*
30/13 | 0.20237414009845624174184891486454185937 | 0.025585057809690845411914863013713933604
f(z) = -169/288*z^3 + 227/120*z + 1
*
[ 17/12 ] 
f(z) = -176/289*z^3 + 232/153*z + 1
*
-4/7 | 0.19705171914270053421074833984094418394 | 0.025897630377196333487162391068252438614
f(z) = -175/288*z^3 + 239/252*z + 1
*
46/13 | 0.21218816291034926803451524239544640052 | 0.027960590277148736392274220427914021791
f(z) = -169/280*z^3 + 247/35*z + 1
*
[ -2/5 ] 
f(z) = -175/288*z^3 + 259/72*z + 1
*
[ -17/30 ] 
f(z) = -180/289*z^3 + 252/85*z + 1
*
15/26 | 0.19425172436017856292055973926978164717 | 0.025232468489242088300759504576783668983
f(z) = -169/297*z^3 + 245/132*z + 1
*
12/13 | 0.13993318509877607692140293725680529382 | 0.022560642290722157987587721978783827181
f(z) = -169/280*z^3 + 247/140*z + 1
*
[ 20/13 ] 
f(z) = -169/280*z^3 + 249/140*z + 1
*
-2 | 0.10461163651049590211186248427635218017 | 0.016737928144604431589428064706713690317
f(z) = -165/284*z^3 + 259/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016840966101636252155742202981570171824
f(z) = -165/292*z^3 + 257/146*z + 1
*
-2 | 0.10461139317764142144677730637623367589 | 0.016779676184325725674850095583319873230
f(z) = -163/284*z^3 + 255/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016883393770233041559401193376876778462
f(z) = -163/292*z^3 + 253/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016822215937114820001520207888421380234
f(z) = -161/284*z^3 + 251/142*z + 1
*
-2 | 0.10512575260527598142169526564509488387 | 0.016926826925175186358900000921273829020
f(z) = -161/292*z^3 + 249/146*z + 1
*
[ 10/3 ] 
f(z) = -171/280*z^3 + 262/35*z + 1
*
[ -2/13 ] 
f(z) = -169/280*z^3 + 263/35*z + 1
*
-6/13 | 0.19380259262626406927707961474691060526 | 0.023964632401517940961493536731947941170
f(z) = -169/288*z^3 + 271/24*z + 1
*
[ -2/13 ] 
f(z) = -169/296*z^3 + 278/37*z + 1
*
[ 17/6 ] 
f(z) = -168/289*z^3 + 271/51*z + 1
*
[ -3/7 ] 
f(z) = -175/297*z^3 + 265/77*z + 1
*
[ -2 ] 
f(z) = -169/288*z^3 + 277/72*z + 1
*
[ -2 ] 
f(z) = -167/288*z^3 + 275/72*z + 1
*
[ -2 ] 
f(z) = -163/288*z^3 + 271/72*z + 1
*
[ -2 ] 
f(z) = -161/288*z^3 + 269/72*z + 1
*
[ -3/5 ] 
f(z) = -175/288*z^3 + 277/96*z + 1
*
[ 28/13 ] 
f(z) = -169/294*z^3 + 269/84*z + 1
*
[ -9/13 ] 
f(z) = -169/297*z^3 + 269/99*z + 1
*
[ -12/7 ] 
f(z) = -161/288*z^3 + 271/84*z + 1
*
-2 | 0.10626391923011415665583554797167602160 | 0.016802322553510245751935859644330039594
f(z) = -175/284*z^3 + 279/142*z + 1
*
-2 | 0.10512545458954549405928758382607928191 | 0.016641240145296057702342629603878136274
f(z) = -175/292*z^3 + 277/146*z + 1
*
-2 | 0.10555677228495346022947458420818070030 | 0.016728706717041911333718946549976903664
f(z) = -173/284*z^3 + 275/142*z + 1
*
-2 | 0.10512549044012228152590682157292552438 | 0.016679651878796548183061457135041854014
f(z) = -173/292*z^3 + 273/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016617349293278350772607477482232867174
f(z) = -171/284*z^3 + 271/142*z + 1
*
-2 | 0.10512569358469876417381933484554410253 | 0.016718838787301525530892897464907967563
f(z) = -171/292*z^3 + 269/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016656694374433260380395820488178741215
f(z) = -169/284*z^3 + 267/142*z + 1
*
-2 | 0.10512600976423389473965145978469252980 | 0.016758818904711165033662264763074445669
f(z) = -169/292*z^3 + 265/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016696824380501136884929129458457460635
f(z) = -167/284*z^3 + 263/142*z + 1
*
-2 | 0.10512594904049182377253766136143756631 | 0.016799541932214159587817818049025988388
f(z) = -167/292*z^3 + 261/146*z + 1
*
[ 18/13 ] 
f(z) = -169/297*z^3 + 271/198*z + 1
*
[ 15/13 ] 
f(z) = -169/285*z^3 + 263/285*z + 1
*
[ -33/5 ] 
f(z) = -175/297*z^3 + 295/11*z + 1
*
[ -10/3 ] 
f(z) = -171/280*z^3 + 283/35*z + 1
*
-50/13 | 0.21457724144312314605904032434963217863 | 0.027714556908632284689639529417566491344
f(z) = -169/280*z^3 + 288/35*z + 1
*
[ 34/9 ] 
f(z) = -162/289*z^3 + 297/34*z + 1
*
[ 42/13 ] 
f(z) = -169/294*z^3 + 281/42*z + 1
*
[ -2 ] 
f(z) = -179/288*z^3 + 287/72*z + 1
*
[ -17/8 ] 
f(z) = -176/289*z^3 + 287/68*z + 1
*
[ -2 ] 
f(z) = -175/288*z^3 + 283/72*z + 1
*
[ -2 ] 
f(z) = -173/288*z^3 + 281/72*z + 1
*
[ -17/10 ] 
f(z) = -180/289*z^3 + 288/85*z + 1
*
[ -12/7 ] 
f(z) = -175/288*z^3 + 283/84*z + 1
*
[ -2/3 ] 
f(z) = -177/280*z^3 + 292/105*z + 1
*
[ -6/5 ] 
f(z) = -175/296*z^3 + 298/111*z + 1
*
30/13 | 0.22662263247748448897576083478139613124 | 0.029129303212780182797137085221800393655
f(z) = -169/280*z^3 + 299/105*z + 1
*
[ -17/12 ] 
f(z) = -168/289*z^3 + 293/102*z + 1
*
-2 | 0.10727935174994665211677626510150908975 | 0.016887393401557405803924005964962732537
f(z) = -179/284*z^3 + 287/142*z + 1
*
-2 | 0.10649120180455911605530960169612647733 | 0.016781800240228985681330077436898317667
f(z) = -179/292*z^3 + 285/146*z + 1
*
-2 | 0.10680754784571384312149089641939249051 | 0.016850353016451693178704166287293440191
f(z) = -177/284*z^3 + 283/142*z + 1
*
-2 | 0.10560184904327025810788695027112137682 | 0.016678799366542610004414046788679053043
f(z) = -177/292*z^3 + 281/146*z + 1
*
[ 7/6 ] 
f(z) = -180/287*z^3 + 286/287*z + 1
*
[ 6/5 ] 
f(z) = -175/282*z^3 + 299/282*z + 1
*
21/13 | 0.12699165230641784848580394675019712737 | 0.022522820885516194972269058399790459566
f(z) = -169/280*z^3 + 281/280*z + 1
*
25/13 | 0.13809780744878502438547779931524205148 | 0.024371233415672652210713047583914936035
f(z) = -169/280*z^3 + 289/280*z + 1
*
[ -1/4 ] 
f(z) = -160*z^3 + 15*z + 1
*
[ 1/3 ] 
f(z) = -153*z^3 + 15*z + 1
*
[ 1/3 ] 
f(z) = -153/2*z^3 + 13/2*z + 1
*
[ 2/3 ] 
f(z) = -153/8*z^3 + 8*z + 1
*
[ -2/3 ] 
f(z) = -153/8*z^3 + 11*z + 1
*
[ 2/3 ] 
f(z) = -153/16*z^3 + 15/4*z + 1
*
-2/3 | 0.14310975243130495758746187856310650165 | 0.028448766224251881159697977967390717018
f(z) = -153/16*z^3 + 19/4*z + 1
*
[ -1/5 ] 
f(z) = -150*z^3 + 12*z + 1
*
[ -1/7 ] 
f(z) = -147*z^3 + 11*z + 1
*
[ 2/7 ] 
f(z) = -147*z^3 + 19/2*z + 1
*
[ -1/7 ] 
f(z) = -147/2*z^3 + 19/2*z + 1
*
[ -2/7 ] 
f(z) = -147/4*z^3 + 15/2*z + 1
*
-1/7 | 0.082729354308634299111505465354369507362 | 0.016577591795911843740678861760286331440
f(z) = -147/4*z^3 + 19/4*z + 1
*
[ -2/7 ] 
f(z) = -147/8*z^3 + 6*z + 1
*
-2/7 | 0.17517673556718882102016044749255012113 | 0.028769164811637791551353789912587599419
f(z) = -147/8*z^3 + 17/3*z + 1
*
[ -1/6 ] 
f(z) = -144*z^3 + 11*z + 1
*
[ -1/8 ] 
f(z) = -160*z^3 + 23/2*z + 1
*
-1/8 | 0.13132759983093910539769026685123632354 | 0.022767040864525823874511373413285106353
f(z) = -160*z^3 + 25/2*z + 1
*
[ 1/2 ] 
f(z) = -160*z^3 + 39*z + 1
*
[ -1/4 ] 
f(z) = -160/3*z^3 + 25/3*z + 1
*
[ 1/2 ] 
f(z) = -160/3*z^3 + 37/3*z + 1
*
[ 1/2 ] 
f(z) = -160/7*z^3 + 33/7*z + 1
*
[ 3/4 ] 
f(z) = -160/9*z^3 + 29/3*z + 1
*
[ 1/2 ] 
f(z) = -160/9*z^3 + 31/9*z + 1
*
[ -3/4 ] 
f(z) = -160/9*z^3 + 37/3*z + 1
*
[ -3/8 ] 
f(z) = -160/9*z^3 + 37/6*z + 1
*
[ 1/2 ] 
f(z) = -160/11*z^3 + 29/11*z + 1
*
[ 2/3 ] 
f(z) = -159/8*z^3 + 25/3*z + 1
*
[ -2/3 ] 
f(z) = -159/8*z^3 + 34/3*z + 1
*
[ -1/6 ] 
f(z) = -156*z^3 + 34/3*z + 1
*
[ 1/2 ] 
f(z) = -156*z^3 + 38*z + 1
*
[ 1/2 ] 
f(z) = -156/5*z^3 + 34/5*z + 1
*
[ 1/2 ] 
f(z) = -156/7*z^3 + 32/7*z + 1
*
[ -2/5 ] 
f(z) = -155/8*z^3 + 33/5*z + 1
*
[ -1/3 ] 
f(z) = -153*z^3 + 21*z + 1
*
[ -1/3 ] 
f(z) = -153/2*z^3 + 25/2*z + 1
*
[ 2/3 ] 
f(z) = -153/4*z^3 + 33/2*z + 1
*
[ -1/3 ] 
f(z) = -153/4*z^3 + 33/4*z + 1
*
[ -2/3 ] 
f(z) = -153/4*z^3 + 39/2*z + 1
*
[ -1/3 ] 
f(z) = -153/5*z^3 + 37/5*z + 1
*
[ -2/3 ] 
f(z) = -153/16*z^3 + 27/4*z + 1
*
[ -1/4 ] 
f(z) = -152*z^3 + 29/2*z + 1
*
[ 1/2 ] 
f(z) = -152*z^3 + 37*z + 1
*
[ 1/2 ] 
f(z) = -152/3*z^3 + 35/3*z + 1
*
[ 1/2 ] 
f(z) = -152/5*z^3 + 33/5*z + 1
*
[ 1/2 ] 
f(z) = -152/7*z^3 + 31/7*z + 1
*
[ 1/2 ] 
f(z) = -152/9*z^3 + 29/9*z + 1
*
-1/5 | 0.091715311275407897809230048919523525987 | 0.016079735102614707217097278456544168679
f(z) = -150*z^3 + 23/2*z + 1
*
[ -1/10 ] 
f(z) = -150*z^3 + 25/2*z + 1
*
-2/15 | 0.091968156920395086603010231645128685228 | 0.015053925327868368312075450818546843294
f(z) = -150*z^3 + 32/3*z + 1
*
[ 1/2 ] 
f(z) = -148*z^3 + 36*z + 1
*
[ 1/2 ] 
f(z) = -148/3*z^3 + 34/3*z + 1
*
[ 1/2 ] 
f(z) = -148/5*z^3 + 32/5*z + 1
*
[ 1/2 ] 
f(z) = -148/7*z^3 + 30/7*z + 1
*
[ 1/2 ] 
f(z) = -148/9*z^3 + 28/9*z + 1
*
[ -2/7 ] 
f(z) = -147*z^3 + 33/2*z + 1
*
-2/21 | 0.15404581299445698020832304426012332633 | 0.025298846723173852766608387244273923311
f(z) = -147*z^3 + 37/3*z + 1
*
-2/21 | 0.16329675697505856614662434950852399554 | 0.026818123419245616112645731395315503551
f(z) = -147/2*z^3 + 35/3*z + 1
*
[ -1/7 ] 
f(z) = -147/4*z^3 + 35/4*z + 1
*
4/7 | 0.088140854644855304020988466168979468964 | 0.017661966795898380525536159959414364824
f(z) = -147/5*z^3 + 38/5*z + 1
*
[ 4/7 ] 
f(z) = -147/8*z^3 + 21/4*z + 1
*
[ 2/3 ] 
f(z) = -147/8*z^3 + 23/3*z + 1
*
[ -2/3 ] 
f(z) = -147/8*z^3 + 32/3*z + 1
*
[ -2/21 ] 
f(z) = -147/8*z^3 + 35/3*z + 1
*
[ -4/7 ] 
f(z) = -147/8*z^3 + 35/4*z + 1
*
-1/7 | 0.061585751014666403739832680430020795669 | 0.012340764040742058987459789967025564064
f(z) = -147/10*z^3 + 33/10*z + 1
*
[ -4/7 ] 
f(z) = -147/16*z^3 + 23/4*z + 1
*
-4/21 | 0.15589327258666216080416034518156572301 | 0.025602253846950322608823134837468123164
f(z) = -147/16*z^3 + 25/12*z + 1
*
-2/7 | 0.10292717044584130997712438176496533832 | 0.020624899476355726096149015066265807514
f(z) = -147/16*z^3 + 29/4*z + 1
*
[ -2/5 ] 
f(z) = -145/8*z^3 + 32/5*z + 1
*
[ -1/3 ] 
f(z) = -144*z^3 + 20*z + 1
*
[ 1/2 ] 
f(z) = -144*z^3 + 35*z + 1
*
[ -1/2 ] 
f(z) = -144*z^3 + 39*z + 1
*
[ -1/4 ] 
f(z) = -144/5*z^3 + 34/5*z + 1
*
[ -1/3 ] 
f(z) = -144/5*z^3 + 36/5*z + 1
*
[ 1/2 ] 
f(z) = -144/7*z^3 + 29/7*z + 1
*
[ 1/3 ] 
f(z) = -141/2*z^3 + 35/6*z + 1
*
[ 2/3 ] 
f(z) = -141/8*z^3 + 22/3*z + 1
*
[ -2/3 ] 
f(z) = -141/8*z^3 + 31/3*z + 1
*
[ -1/2 ] 
f(z) = -160*z^3 + 43*z + 1
*
3/10 | 0.12542567578540378324533539126924897005 | 0.018763344962320087940590103864510356706
f(z) = -160*z^3 + 52/5*z + 1
*
-1/4 | 0.096359949908881154460279310562269891384 | 0.016705025600889114358035059353176023788
f(z) = -160/3*z^3 + 47/6*z + 1
*
[ -1/2 ] 
f(z) = -160/3*z^3 + 49/3*z + 1
*
-1/4 | 0.080654097941360400702081068962670737485 | 0.013982248560746345924558697849370267222
f(z) = -160/3*z^3 + 53/6*z + 1
*
[ -1/8 ] 
f(z) = -160/3*z^3 + 59/6*z + 1
*
[ -1/4 ] 
f(z) = -160/7*z^3 + 45/7*z + 1
*
[ -1/4 ] 
f(z) = -160/9*z^3 + 55/9*z + 1
*
[ 1/3 ] 
f(z) = -159*z^3 + 47/3*z + 1
*
[ 1/3 ] 
f(z) = -159/2*z^3 + 41/6*z + 1
*
[ 2/3 ] 
f(z) = -159/16*z^3 + 47/12*z + 1
*
-2/3 | 0.16230399803230212418546026376722473191 | 0.026315940666244507994695353572401287243
f(z) = -159/16*z^3 + 59/12*z + 1
*
[ -1/2 ] 
f(z) = -156*z^3 + 42*z + 1
*
[ 1/3 ] 
f(z) = -156*z^3 + 46/3*z + 1
*
[ -1/4 ] 
f(z) = -156*z^3 + 59/4*z + 1
*
[ -1/2 ] 
f(z) = -156/5*z^3 + 54/5*z + 1
*
[ 2/5 ] 
f(z) = -155/4*z^3 + 47/10*z + 1
*
[ 1/2 ] 
f(z) = -154/9*z^3 + 59/18*z + 1
*
[ -1/6 ] 
f(z) = -153*z^3 + 45/4*z + 1
*
[ -1/3 ] 
f(z) = -153/7*z^3 + 45/7*z + 1
*
-1/3 | 0.15073619739091086623817692878412876665 | 0.029964826074066088418962319239184306751
f(z) = -153/8*z^3 + 41/8*z + 1
*
[ -1/3 ] 
f(z) = -153/8*z^3 + 49/8*z + 1
*
[ -2/9 ] 
f(z) = -153/8*z^3 + 58/9*z + 1
*
2/3 | 0.14177813594981498569843405640419254798 | 0.028184054383593408679312340947122275321
f(z) = -153/10*z^3 + 53/10*z + 1
*
[ -1/3 ] 
f(z) = -153/10*z^3 + 57/10*z + 1
*
[ -1/2 ] 
f(z) = -152*z^3 + 41*z + 1
*
[ -1/2 ] 
f(z) = -152/3*z^3 + 47/3*z + 1
*
[ -1/4 ] 
f(z) = -152/3*z^3 + 49/6*z + 1
*
[ -1/2 ] 
f(z) = -152/5*z^3 + 53/5*z + 1
*
[ -1/2 ] 
f(z) = -152/7*z^3 + 59/7*z + 1
*
[ 3/4 ] 
f(z) = -152/9*z^3 + 55/6*z + 1
*
[ 2/5 ] 
f(z) = -150*z^3 + 45/2*z + 1
*
-2/15 | 0.11505096861668415658417607143430303506 | 0.016913303714302384769967000511270501095
f(z) = -150*z^3 + 49/6*z + 1
*
[ -1/15 ] 
f(z) = -150*z^3 + 50/3*z + 1
*
[ -2/5 ] 
f(z) = -150*z^3 + 55/2*z + 1
*
3/10 | 0.17822562782976442492227473733775562558 | 0.026200424119853060886521376399554501178
f(z) = -150*z^3 + 59/6*z + 1
*
-1/5 | 0.089980961824286271976569959242059734418 | 0.015775665047554242311228201526698094728
f(z) = -150/7*z^3 + 47/14*z + 1
*
[ -1/5 ] 
f(z) = -150/7*z^3 + 48/7*z + 1
*
[ -1/2 ] 
f(z) = -148*z^3 + 40*z + 1
*
[ -1/4 ] 
f(z) = -148*z^3 + 57/4*z + 1
*
[ -1/2 ] 
f(z) = -148/3*z^3 + 46/3*z + 1
*
[ -1/2 ] 
f(z) = -148/5*z^3 + 52/5*z + 1
*
[ -1/2 ] 
f(z) = -148/7*z^3 + 58/7*z + 1
*
-2/21 | 0.17957812633860581799161716803029419869 | 0.029492002442407264222148797591465107098
f(z) = -147*z^3 + 40/3*z + 1
*
-3/14 | 0.11914673446503843517872882437764280390 | 0.018684622289543352245890692085567841906
f(z) = -147*z^3 + 47/4*z + 1
*
-2/21 | 0.11495965685289103116213066100834762699 | 0.016950221389126630341860934454922564277
f(z) = -147*z^3 + 53/6*z + 1
*
-2/21 | 0.089463667319042485687564242668228071538 | 0.014692561665917624458339367351787509970
f(z) = -147/2*z^3 + 43/6*z + 1
*
-2/7 | 0.10809614752188364546687404239619042562 | 0.017752562139550824743972841581710313206
f(z) = -147/4*z^3 + 41/6*z + 1
*
-1/7 | 0.13719043339140907603949688705794025918 | 0.027490689635778415876177064330366872393
f(z) = -147/4*z^3 + 43/4*z + 1
*
[ 4/7 ] 
f(z) = -147/4*z^3 + 45/4*z + 1
*
-2/7 | 0.15375539621551964170258062402892739751 | 0.025251151758712611839723843586200557111
f(z) = -147/4*z^3 + 47/6*z + 1
*
[ -4/7 ] 
f(z) = -147/4*z^3 + 59/4*z + 1
*
-3/7 | 0.13036626113332831942047603444928764014 | 0.026123238590319914445725458104635416177
f(z) = -147/5*z^3 + 42/5*z + 1
*
[ -1/7 ] 
f(z) = -147/5*z^3 + 43/5*z + 1
*
[ 6/7 ] 
f(z) = -147/8*z^3 + 40/3*z + 1
*
-6/7 | 0.18050213594790570812790979468401985742 | 0.029643751957840434925030411874098645275
f(z) = -147/8*z^3 + 41/3*z + 1
*
[ 10/21 ] 
f(z) = -147/8*z^3 + 46/15*z + 1
*
[ -6/7 ] 
f(z) = -147/8*z^3 + 47/3*z + 1
*
4/7 | 0.10533624081098887215465073151211016397 | 0.017299304400882535342032343889089493350
f(z) = -147/8*z^3 + 47/12*z + 1
*
5/7 | 0.095833376456488659231233950203731703647 | 0.019203420703524209156482203850845766491
f(z) = -147/8*z^3 + 59/8*z + 1
*
-2/7 | 0.13221048919381496713567381805060790784 | 0.026492791335180671007284306206321107566
f(z) = -147/10*z^3 + 47/10*z + 1
*
5/7 | 0.12392115403030359683093603671681085645 | 0.024831745920906868423143622247353296011
f(z) = -147/16*z^3 + 43/16*z + 1
*
6/7 | 0.083986857951991621136591171664331638309 | 0.013793108717371412996065970076776840584
f(z) = -147/16*z^3 + 59/12*z + 1
*
[ 1/2 ] 
f(z) = -146/7*z^3 + 59/14*z + 1
*
[ 1/2 ] 
f(z) = -146/9*z^3 + 55/18*z + 1
*
[ -1/5 ] 
f(z) = -145*z^3 + 59/5*z + 1
*
[ 2/5 ] 
f(z) = -145/4*z^3 + 43/10*z + 1
*
[ -5/12 ] 
f(z) = -144/5*z^3 + 42/5*z + 1
*
-1/3 | 0.14206002438607761460338849734261638098 | 0.025085823022142527660006242878799443751
f(z) = -144/5*z^3 + 47/10*z + 1
*
[ -1/2 ] 
f(z) = -144/5*z^3 + 51/5*z + 1
*
[ -1/6 ] 
f(z) = -144/7*z^3 + 53/7*z + 1
*
[ -1/2 ] 
f(z) = -144/7*z^3 + 57/7*z + 1
*
[ 1/2 ] 
f(z) = -142/7*z^3 + 57/14*z + 1
*
[ 1/2 ] 
f(z) = -142/9*z^3 + 53/18*z + 1
*
[ 1/3 ] 
f(z) = -141*z^3 + 41/3*z + 1
*
[ -1/3 ] 
f(z) = -141*z^3 + 59/3*z + 1
*
[ 2/3 ] 
f(z) = -141/16*z^3 + 41/12*z + 1
*
-2/3 | 0.13864511246195205576488854289484202101 | 0.022926505655191470171441065279972178001
f(z) = -141/16*z^3 + 53/12*z + 1
*
[ -1/5 ] 
f(z) = -160*z^3 + 62/5*z + 1
*
[ -1/10 ] 
f(z) = -160*z^3 + 63/5*z + 1
*
[ -3/8 ] 
f(z) = -160/3*z^3 + 67/6*z + 1
*
-1/8 | 0.14360880759909944739750277854168165445 | 0.024896119287365976283526013322123249449
f(z) = -160/3*z^3 + 71/6*z + 1
*
-3/16 | 0.18957320133681770903883306525121633754 | 0.026496630759280292728784654199337251297
f(z) = -160/3*z^3 + 71/8*z + 1
*
[ -1/2 ] 
f(z) = -160/7*z^3 + 61/7*z + 1
*
[ -1/2 ] 
f(z) = -160/9*z^3 + 67/9*z + 1
*
[ -1/4 ] 
f(z) = -160/11*z^3 + 65/11*z + 1
*
[ -1/2 ] 
f(z) = -160/11*z^3 + 73/11*z + 1
*
[ -1/4 ] 
f(z) = -160/13*z^3 + 75/13*z + 1
*
[ -1/2 ] 
f(z) = -160/13*z^3 + 79/13*z + 1
*
[ -1/3 ] 
f(z) = -159*z^3 + 65/3*z + 1
*
[ -1/3 ] 
f(z) = -159/2*z^3 + 77/6*z + 1
*
-2 | 0.10753027876607365169141866866894621873 | 0.016674232134244744489608058218773602488
f(z) = -159/8*z^3 + 79*z + 1
*
[ 1/2 ] 
f(z) = -158*z^3 + 77/2*z + 1
*
[ 1/2 ] 
f(z) = -158/3*z^3 + 73/6*z + 1
*
[ 1/2 ] 
f(z) = -158/5*z^3 + 69/10*z + 1
*
[ 1/2 ] 
f(z) = -158/7*z^3 + 65/14*z + 1
*
[ 1/2 ] 
f(z) = -158/9*z^3 + 61/18*z + 1
*
[ 2/3 ] 
f(z) = -157/8*z^3 + 74/9*z + 1
*
-2 | 0.10729705696010177027159192167564763632 | 0.016670999094025989978409910199416323037
f(z) = -157/8*z^3 + 78*z + 1
*
[ 2 ] 
f(z) = -157/8*z^3 + 79*z + 1
*
[ -1/3 ] 
f(z) = -156*z^3 + 64/3*z + 1
*
[ -1/2 ] 
f(z) = -156/7*z^3 + 60/7*z + 1
*
[ -1/2 ] 
f(z) = -156/11*z^3 + 72/11*z + 1
*
[ -1/5 ] 
f(z) = -155*z^3 + 61/5*z + 1
*
[ 2/3 ] 
f(z) = -155/8*z^3 + 73/9*z + 1
*
-2 | 0.10706085893486924234629192841489760292 | 0.016667716427950255349316080833652948526
f(z) = -155/8*z^3 + 77*z + 1
*
[ 2 ] 
f(z) = -155/8*z^3 + 78*z + 1
*
[ -2 ] 
f(z) = -155/8*z^3 + 79*z + 1
*
[ 1/2 ] 
f(z) = -154*z^3 + 75/2*z + 1
*
[ -1/7 ] 
f(z) = -154*z^3 + 78/7*z + 1
*
[ 1/2 ] 
f(z) = -154/3*z^3 + 71/6*z + 1
*
[ 1/2 ] 
f(z) = -154/5*z^3 + 67/10*z + 1
*
[ 2/3 ] 
f(z) = -153/2*z^3 + 67/2*z + 1
*
[ -2/3 ] 
f(z) = -153/2*z^3 + 73/2*z + 1
*
[ -1/6 ] 
f(z) = -153/2*z^3 + 73/8*z + 1
*
-2 | 0.10682160770657629603202809444066900737 | 0.016664382746732697015248354441677083614
f(z) = -153/8*z^3 + 76*z + 1
*
[ 2 ] 
f(z) = -153/8*z^3 + 77*z + 1
*
[ -2 ] 
f(z) = -153/8*z^3 + 78*z + 1
*
[ 2/3 ] 
f(z) = -153/10*z^3 + 63/10*z + 1
*
[ -1/3 ] 
f(z) = -153/11*z^3 + 61/11*z + 1
*
[ -1/3 ] 
f(z) = -153/13*z^3 + 69/13*z + 1
*
[ 2/3 ] 
f(z) = -153/14*z^3 + 61/14*z + 1
*
[ -1/3 ] 
f(z) = -153/14*z^3 + 73/14*z + 1
*
-4/3 | 0.12428526198382605904380471379924806736 | 0.022229574566541010334488859309847435106
f(z) = -153/16*z^3 + 67/4*z + 1
*
[ 4/3 ] 
f(z) = -153/16*z^3 + 69/4*z + 1
*
[ -4/3 ] 
f(z) = -153/16*z^3 + 75/4*z + 1
*
[ -1/4 ] 
f(z) = -152/5*z^3 + 69/10*z + 1
*
[ -1/2 ] 
f(z) = -152/9*z^3 + 65/9*z + 1
*
[ -3/4 ] 
f(z) = -152/9*z^3 + 71/6*z + 1
*
[ -1/2 ] 
f(z) = -152/11*z^3 + 71/11*z + 1
*
[ -1/2 ] 
f(z) = -152/13*z^3 + 77/13*z + 1
*
[ 2/3 ] 
f(z) = -151/8*z^3 + 71/9*z + 1
*
-2 | 0.10657922326373263783662394455722023951 | 0.016660996604336025627156937358328359721
f(z) = -151/8*z^3 + 75*z + 1
*
[ 2 ] 
f(z) = -151/8*z^3 + 76*z + 1
*
[ -2 ] 
f(z) = -151/8*z^3 + 77*z + 1
*
[ 1/2 ] 
f(z) = -150*z^3 + 73/2*z + 1
*
[ 1/2 ] 
f(z) = -150/7*z^3 + 61/14*z + 1
*
[ -1/5 ] 
f(z) = -150/11*z^3 + 72/11*z + 1
*
[ 2/3 ] 
f(z) = -149/8*z^3 + 70/9*z + 1
*
-2 | 0.10633362240619346944011789784009575051 | 0.016657556494906917464913759617370520582
f(z) = -149/8*z^3 + 74*z + 1
*
[ 2 ] 
f(z) = -149/8*z^3 + 75*z + 1
*
[ -2 ] 
f(z) = -149/8*z^3 + 76*z + 1
*
[ -1/2 ] 
f(z) = -148/9*z^3 + 64/9*z + 1
*
[ -1/2 ] 
f(z) = -148/11*z^3 + 70/11*z + 1
*
[ -1/2 ] 
f(z) = -148/13*z^3 + 76/13*z + 1
*
[ -1/3 ] 
f(z) = -147*z^3 + 61/3*z + 1
*
[ -1/21 ] 
f(z) = -147*z^3 + 67/3*z + 1
*
-4/21 | 0.19994906603381072430374141237038984895 | 0.029481480969964809656332629350753081141
f(z) = -147*z^3 + 71/6*z + 1
*
[ 3/7 ] 
f(z) = -147*z^3 + 77/3*z + 1
*
[ -2/21 ] 
f(z) = -147*z^3 + 77/6*z + 1
*
3/7 | 0.096592029689856787641379732032052502147 | 0.015863248122763811751631897579602256554
f(z) = -147/2*z^3 + 65/6*z + 1
*
-3/14 | 0.17515603328538110124901173108229120660 | 0.027468015286917946066652932987361370633
f(z) = -147/2*z^3 + 67/8*z + 1
*
[ 3/7 ] 
f(z) = -147/4*z^3 + 65/12*z + 1
*
[ -2/21 ] 
f(z) = -147/4*z^3 + 71/6*z + 1
*
[ -2/7 ] 
f(z) = -147/5*z^3 + 69/10*z + 1
*
[ 5/7 ] 
f(z) = -147/5*z^3 + 73/5*z + 1
*
-2/21 | 0.16898068673990649931566682881400540393 | 0.027020356941516065492156191240272736177
f(z) = -147/8*z^3 + 65/3*z + 1
*
[ -1/7 ] 
f(z) = -147/8*z^3 + 67/8*z + 1
*
-2 | 0.10608471857334863552030785267546631157 | 0.016654060849505885099501994185138630001
f(z) = -147/8*z^3 + 73*z + 1
*
[ 2 ] 
f(z) = -147/8*z^3 + 74*z + 1
*
[ -2 ] 
f(z) = -147/8*z^3 + 75*z + 1
*
[ 5/7 ] 
f(z) = -147/10*z^3 + 71/10*z + 1
*
-4/7 | 0.10264697544054563835662681278781075871 | 0.016857648045008514718211912217186684180
f(z) = -147/16*z^3 + 61/12*z + 1
*
[ 1/2 ] 
f(z) = -146*z^3 + 71/2*z + 1
*
[ -1/2 ] 
f(z) = -146*z^3 + 79/2*z + 1
*
[ 1/2 ] 
f(z) = -146/3*z^3 + 67/6*z + 1
*
[ 1/2 ] 
f(z) = -146/5*z^3 + 63/10*z + 1
*
[ 2/3 ] 
f(z) = -145/8*z^3 + 68/9*z + 1
*
-2 | 0.10583242166057530392101742678409909463 | 0.016650508032613840472823115193029053941
f(z) = -145/8*z^3 + 72*z + 1
*
[ 2 ] 
f(z) = -145/8*z^3 + 73*z + 1
*
[ -2 ] 
f(z) = -145/8*z^3 + 74*z + 1
*
[ 3/5 ] 
f(z) = -145/9*z^3 + 77/15*z + 1
*
[ -1/12 ] 
f(z) = -144/5*z^3 + 66/5*z + 1
*
[ -7/12 ] 
f(z) = -144/7*z^3 + 68/7*z + 1
*
[ -1/3 ] 
f(z) = -144/11*z^3 + 60/11*z + 1
*
[ -1/4 ] 
f(z) = -144/11*z^3 + 64/11*z + 1
*
[ -1/2 ] 
f(z) = -144/11*z^3 + 69/11*z + 1
*
[ -1/3 ] 
f(z) = -144/13*z^3 + 68/13*z + 1
*
[ -1/4 ] 
f(z) = -144/13*z^3 + 74/13*z + 1
*
[ -1/2 ] 
f(z) = -144/13*z^3 + 75/13*z + 1
*
[ 2/3 ] 
f(z) = -143/8*z^3 + 67/9*z + 1
*
-2 | 0.10557663782297823186044205254300646912 | 0.016646896338396985905776543573904188171
f(z) = -143/8*z^3 + 71*z + 1
*
[ 2 ] 
f(z) = -143/8*z^3 + 72*z + 1
*
[ -2 ] 
f(z) = -143/8*z^3 + 73*z + 1
*
[ -2/11 ] 
f(z) = -143/8*z^3 + 78/11*z + 1
*
[ 1/2 ] 
f(z) = -142*z^3 + 69/2*z + 1
*
[ -1/2 ] 
f(z) = -142*z^3 + 77/2*z + 1
*
[ 1/2 ] 
f(z) = -142/3*z^3 + 65/6*z + 1
*
[ 1/2 ] 
f(z) = -142/5*z^3 + 61/10*z + 1
*
[ -1/3 ] 
f(z) = -141/2*z^3 + 71/6*z + 1
*
-2 | 0.10531726926534560559698345664947955968 | 0.016643223986709895558882393653096954491
f(z) = -141/8*z^3 + 70*z + 1
*
[ 2 ] 
f(z) = -141/8*z^3 + 71*z + 1
*
[ -2 ] 
f(z) = -141/8*z^3 + 72*z + 1
*
[ -2/3 ] 
f(z) = -141/16*z^3 + 77/12*z + 1
*
-3/16 | 0.19843549683047162525270593860268456223 | 0.027735313071543255171441248641988901294
f(z) = -160/9*z^3 + 71/24*z + 1
*
[ 3/5 ] 
f(z) = -155/18*z^3 + 73/30*z + 1
*
-5/21 | 0.073526455310004886526641561444731009571 | 0.012075203388053389946155625697888943731
f(z) = -147/8*z^3 + 73/24*z + 1
*
[ 3/5 ] 
f(z) = -145/18*z^3 + 67/30*z + 1
*
-1/16 | 0.13553470714179922047085055278379857504 | 0.018943674870072370736229091501859919546
f(z) = -160*z^3 + 93/8*z + 1
*
-3/20 | 0.18889866105017583861012750394031243150 | 0.028258733453181021111868403661110327098
f(z) = -160/3*z^3 + 83/15*z + 1
*
[ 3/4 ] 
f(z) = -160/3*z^3 + 89/3*z + 1
*
[ -3/4 ] 
f(z) = -160/3*z^3 + 97/3*z + 1
*
-1/10 | 0.18596308594718814722410540629517203737 | 0.027819579284983456878111908948170254672
f(z) = -160/3*z^3 + 98/15*z + 1
*
5/8 | 0.10891120076927741894477935823667623252 | 0.018880918875474312927638593567562789924
f(z) = -160/7*z^3 + 97/14*z + 1
*
[ 3/5 ] 
f(z) = -160/9*z^3 + 86/15*z + 1
*
[ -3/10 ] 
f(z) = -160/9*z^3 + 89/15*z + 1
*
[ -1/2 ] 
f(z) = -160/17*z^3 + 91/17*z + 1
*
[ -1/4 ] 
f(z) = -160/17*z^3 + 95/17*z + 1
*
[ -1/2 ] 
f(z) = -160/19*z^3 + 97/19*z + 1
*
[ 2 ] 
f(z) = -159/8*z^3 + 80*z + 1
*
[ -2 ] 
f(z) = -159/8*z^3 + 81*z + 1
*
[ -2/3 ] 
f(z) = -159/16*z^3 + 83/12*z + 1
*
[ -1/2 ] 
f(z) = -158*z^3 + 85/2*z + 1
*
[ -1/2 ] 
f(z) = -158/3*z^3 + 97/6*z + 1
*
[ -2 ] 
f(z) = -157/8*z^3 + 80*z + 1
*
[ -1/2 ] 
f(z) = -156/17*z^3 + 90/17*z + 1
*
[ -1/2 ] 
f(z) = -156/19*z^3 + 96/19*z + 1
*
[ -1/5 ] 
f(z) = -155/2*z^3 + 91/10*z + 1
*
[ -2/5 ] 
f(z) = -155/4*z^3 + 97/10*z + 1
*
[ 3/5 ] 
f(z) = -155/9*z^3 + 83/15*z + 1
*
[ -1/2 ] 
f(z) = -154*z^3 + 83/2*z + 1
*
[ -1/2 ] 
f(z) = -154/3*z^3 + 95/6*z + 1
*
-2/3 | 0.11779746100767507733989957454983624333 | 0.023416939608126304080038805172273019795
f(z) = -153/10*z^3 + 83/10*z + 1
*
[ -2/3 ] 
f(z) = -153/10*z^3 + 93/10*z + 1
*
[ -1/3 ] 
f(z) = -153/16*z^3 + 81/16*z + 1
*
[ -1/3 ] 
f(z) = -153/19*z^3 + 93/19*z + 1
*
[ -1/8 ] 
f(z) = -152*z^3 + 91/8*z + 1
*
[ -1/4 ] 
f(z) = -152/7*z^3 + 89/14*z + 1
*
[ -1/2 ] 
f(z) = -152/15*z^3 + 83/15*z + 1
*
[ -1/2 ] 
f(z) = -152/17*z^3 + 89/17*z + 1
*
[ -2/3 ] 
f(z) = -151/8*z^3 + 98/9*z + 1
*
[ -1/2 ] 
f(z) = -150*z^3 + 81/2*z + 1
*
-1/10 | 0.11622397949229660656059468128051278601 | 0.017085744584969996970729131690584776701
f(z) = -150*z^3 + 85/6*z + 1
*
-1/15 | 0.16320856693504487465293750831583683724 | 0.023992810269553559036806149020486758663
f(z) = -150*z^3 + 97/6*z + 1
*
[ -2/5 ] 
f(z) = -150/7*z^3 + 97/14*z + 1
*
[ -1/5 ] 
f(z) = -150/13*z^3 + 84/13*z + 1
*
[ -2/3 ] 
f(z) = -149/8*z^3 + 97/9*z + 1
*
[ -1/4 ] 
f(z) = -148/3*z^3 + 97/12*z + 1
*
[ -1/2 ] 
f(z) = -148/15*z^3 + 82/15*z + 1
*
[ -1/2 ] 
f(z) = -148/17*z^3 + 88/17*z + 1
*
[ -1/2 ] 
f(z) = -148/19*z^3 + 94/19*z + 1
*
-5/14 | 0.17165298690857072217651023910214484233 | 0.026918666631184025148343423173585317681
f(z) = -147*z^3 + 87/4*z + 1
*
-2/21 | 0.13906992849825414787097473093105214361 | 0.020505159298030190009860104944440553201
f(z) = -147*z^3 + 89/6*z + 1
*
-2/7 | 0.14267822172651271687999665457645215928 | 0.021037183929367901551194324061423587304
f(z) = -147*z^3 + 95/6*z + 1
*
[ 4/7 ] 
f(z) = -147/2*z^3 + 93/4*z + 1
*
-5/21 | 0.080969944806362346655490974517475811878 | 0.013297642974000967298865265078710166007
f(z) = -147/4*z^3 + 85/12*z + 1
*
[ -4/21 ] 
f(z) = -147/4*z^3 + 91/12*z + 1
*
[ 2/3 ] 
f(z) = -147/4*z^3 + 95/6*z + 1
*
[ -5/7 ] 
f(z) = -147/5*z^3 + 87/5*z + 1
*
-5/21 | 0.16205337620383014516924781080349325021 | 0.026613923779291874568494125454668167672
f(z) = -147/5*z^3 + 94/15*z + 1
*
[ -4/21 ] 
f(z) = -147/8*z^3 + 83/12*z + 1
*
[ -1/7 ] 
f(z) = -147/10*z^3 + 83/10*z + 1
*
-2/7 | 0.17190009094304780383145000438382639893 | 0.028231043531344129755855436502901465387
f(z) = -147/10*z^3 + 83/15*z + 1
*
-10/21 | 0.12547272163699879843280041150333406427 | 0.020606305948400643572067757971943120969
f(z) = -147/10*z^3 + 92/15*z + 1
*
[ -5/7 ] 
f(z) = -147/10*z^3 + 99/10*z + 1
*
[ -1/7 ] 
f(z) = -147/11*z^3 + 91/11*z + 1
*
-6/7 | 0.17053438058371501255992386803869026179 | 0.028006753780279917358341802263529643415
f(z) = -147/16*z^3 + 83/12*z + 1
*
-2/7 | 0.16975125212663835620133036073488076591 | 0.027878141087633406637358600508594860657
f(z) = -147/16*z^3 + 91/12*z + 1
*
-6/7 | 0.18009379476505106809131042128209757463 | 0.029576690342889752890079163130192949339
f(z) = -147/16*z^3 + 95/12*z + 1
*
[ 8/7 ] 
f(z) = -147/16*z^3 + 97/8*z + 1
*
[ -1/2 ] 
f(z) = -146/3*z^3 + 91/6*z + 1
*
[ -1/5 ] 
f(z) = -145/2*z^3 + 89/10*z + 1
*
[ -2/5 ] 
f(z) = -145/4*z^3 + 93/10*z + 1
*
[ -2/3 ] 
f(z) = -145/8*z^3 + 95/9*z + 1
*
-5/36 | 0.10002219043160119077760534833876605667 | 0.013955861842702277138363512958790584848
f(z) = -144*z^3 + 97/9*z + 1
*
[ 5/6 ] 
f(z) = -144/5*z^3 + 99/5*z + 1
*
[ -1/12 ] 
f(z) = -144/7*z^3 + 92/7*z + 1
*
[ -1/6 ] 
f(z) = -144/11*z^3 + 81/11*z + 1
*
[ -1/6 ] 
f(z) = -144/13*z^3 + 95/13*z + 1
*
[ -1/3 ] 
f(z) = -144/17*z^3 + 84/17*z + 1
*
[ -1/2 ] 
f(z) = -144/17*z^3 + 87/17*z + 1
*
[ -1/4 ] 
f(z) = -144/17*z^3 + 94/17*z + 1
*
[ -1/3 ] 
f(z) = -144/19*z^3 + 92/19*z + 1
*
[ -1/2 ] 
f(z) = -144/19*z^3 + 93/19*z + 1
*
[ -2/3 ] 
f(z) = -143/8*z^3 + 94/9*z + 1
*
[ -1/2 ] 
f(z) = -142/3*z^3 + 89/6*z + 1
*
[ 2/3 ] 
f(z) = -141/4*z^3 + 91/6*z + 1
*
[ -1/3 ] 
f(z) = -141/4*z^3 + 95/12*z + 1
*
-1/5 | 0.17533425394113700635676981264650020064 | 0.028699811485099485739355280926009559619
f(z) = -150/11*z^3 + 95/33*z + 1
*
-4/15 | 0.17678809110107906148197833154472062488 | 0.028937784679056082641891210549723327412
f(z) = -150/11*z^3 + 98/33*z + 1
*
3/5 | 0.16410852914838996938730808814041313587 | 0.028771877237180527348148127963491299117
f(z) = -150/13*z^3 + 95/26*z + 1
*
[ 4/7 ] 
f(z) = -147/10*z^3 + 81/20*z + 1
*
-4/21 | 0.067766740172680524963506867392420074778 | 0.011129289003262181865172555047874241184
f(z) = -147/10*z^3 + 91/30*z + 1
*
[ -2/5 ] 
f(z) = -145/16*z^3 + 99/20*z + 1
*
-1/8 | 0.15884208887893141233497041060318421027 | 0.024990465448085372166866555681973223261
f(z) = -144/5*z^3 + 89/20*z + 1
*
[ -1/6 ] 
f(z) = -160*z^3 + 103/9*z + 1
*
[ -1/20 ] 
f(z) = -160*z^3 + 107/5*z + 1
*
-3/20 | 0.12587792622873363527826740453865266821 | 0.017061810746939864086612974628338453149
f(z) = -160*z^3 + 111/10*z + 1
*
-1/8 | 0.13062210974496267242260391591053110118 | 0.017704849313968423089031783582612921679
f(z) = -160*z^3 + 119/10*z + 1
*
-3/8 | 0.20318088025590164367934946411159730333 | 0.027539647579064820320001843118388215315
f(z) = -160/3*z^3 + 103/10*z + 1
*
[ -1/4 ] 
f(z) = -160/19*z^3 + 105/19*z + 1
*
[ -1/3 ] 
f(z) = -159/4*z^3 + 101/12*z + 1
*
[ 2/3 ] 
f(z) = -159/4*z^3 + 103/6*z + 1
*
[ -1/3 ] 
f(z) = -159/5*z^3 + 113/15*z + 1
*
[ -1/4 ] 
f(z) = -158*z^3 + 119/8*z + 1
*
[ -1/2 ] 
f(z) = -158/5*z^3 + 109/10*z + 1
*
[ -2/3 ] 
f(z) = -157/8*z^3 + 101/9*z + 1
*
0 | 0.13317674269231221423131526095083724858 | 0.026339056252257915833998524813845288118
f(z) = -157/19*z^3 + 119/19*z + 1
*
[ -1/3 ] 
f(z) = -156/5*z^3 + 112/15*z + 1
*
[ -1/6 ] 
f(z) = -156/5*z^3 + 118/15*z + 1
*
0 | 0.13306035836410298802421063253484202172 | 0.026349337124282849332083322566985947004
f(z) = -156/19*z^3 + 118/19*z + 1
*
[ 2/5 ] 
f(z) = -155/2*z^3 + 109/10*z + 1
*
[ 1/3 ] 
f(z) = -155/2*z^3 + 119/18*z + 1
*
[ -2/3 ] 
f(z) = -155/8*z^3 + 100/9*z + 1
*
0 | 0.10652853188125427427806218423050451807 | 0.021122259062374409807142054542230282775
f(z) = -155/18*z^3 + 119/18*z + 1
*
0 | 0.13294323785447810138960792208884647762 | 0.026359712848415577513169265553968172316
f(z) = -155/19*z^3 + 117/19*z + 1
*
[ -1/4 ] 
f(z) = -154*z^3 + 117/8*z + 1
*
[ -1/2 ] 
f(z) = -154/5*z^3 + 107/10*z + 1
*
0 | 0.13282537178944821594079122427345339073 | 0.026370184965766874318044791891184005902
f(z) = -154/19*z^3 + 116/19*z + 1
*
[ -1/9 ] 
f(z) = -153*z^3 + 107/9*z + 1
*
[ -2/3 ] 
f(z) = -153/14*z^3 + 103/14*z + 1
*
0 | 0.13270675061480857477665661442969705100 | 0.026380755053244962000991353844761955208
f(z) = -153/19*z^3 + 115/19*z + 1
*
[ -1/6 ] 
f(z) = -152*z^3 + 101/9*z + 1
*
[ -1/4 ] 
f(z) = -152/9*z^3 + 109/18*z + 1
*
[ 3/2 ] 
f(z) = -152/9*z^3 + 115/3*z + 1
*
[ -3/2 ] 
f(z) = -152/9*z^3 + 119/3*z + 1
*
0 | 0.13255435032367851476949063730769095357 | 0.026384853257089329913103085638365357275
f(z) = -152/17*z^3 + 118/17*z + 1
*
[ 1/3 ] 
f(z) = -151/2*z^3 + 115/18*z + 1
*
0 | 0.10674521078523593281959947844594606117 | 0.021275514672707603448321744693832859544
f(z) = -151/16*z^3 + 119/16*z + 1
*
0 | 0.13243397621686187204007666479609090480 | 0.026395573004541394973162249221909993741
f(z) = -151/17*z^3 + 117/17*z + 1
*
0 | 0.10605207982252173034379736797659652723 | 0.021137365917753122632634430404151427080
f(z) = -151/18*z^3 + 115/18*z + 1
*
0 | 0.13246720379075297316783606975130276166 | 0.026402195631736172830423833486591866113
f(z) = -151/19*z^3 + 113/19*z + 1
*
[ -3/10 ] 
f(z) = -150*z^3 + 107/6*z + 1
*
[ -1/4 ] 
f(z) = -150*z^3 + 115/8*z + 1
*
[ -1/5 ] 
f(z) = -150/17*z^3 + 108/17*z + 1
*
0 | 0.13231281443428776424966502923214482609 | 0.026406394931633592748240210371565950673
f(z) = -150/17*z^3 + 116/17*z + 1
*
0 | 0.13234625808923968738174336424988585734 | 0.026413069465497857000919071665468680384
f(z) = -150/19*z^3 + 112/19*z + 1
*
[ 1/3 ] 
f(z) = -149/2*z^3 + 113/18*z + 1
*
0 | 0.11181346090386458202107898499871942061 | 0.022345056095228872460863920413512217132
f(z) = -149/15*z^3 + 119/15*z + 1
*
0 | 0.10650187078684647349798006958245698137 | 0.021283575856980288310865937783743458582
f(z) = -149/16*z^3 + 117/16*z + 1
*
0 | 0.13219085459833038580409621729045792390 | 0.026417320753675411074780670578779710340
f(z) = -149/17*z^3 + 115/17*z + 1
*
0 | 0.10580917599336025048619272299995713713 | 0.021145146155473860298722581881011070092
f(z) = -149/18*z^3 + 113/18*z + 1
*
0 | 0.13222451716384319394362147214700819043 | 0.026424047957257274418417301618335005881
f(z) = -149/19*z^3 + 111/19*z + 1
*
[ -1/6 ] 
f(z) = -148*z^3 + 100/9*z + 1
*
[ 3/4 ] 
f(z) = -148/9*z^3 + 107/12*z + 1
*
[ 3/2 ] 
f(z) = -148/9*z^3 + 112/3*z + 1
*
[ -3/2 ] 
f(z) = -148/9*z^3 + 116/3*z + 1
*
0 | 0.11169046941853770031565476636977520855 | 0.022350555329603326682088817497153243618
f(z) = -148/15*z^3 + 118/15*z + 1
*
0 | 0.13206808612489024795369827397118789714 | 0.026428352227153018104601883594756715374
f(z) = -148/17*z^3 + 114/17*z + 1
*
0 | 0.13210197048642184557051182212840076794 | 0.026435132879980094121400506459676954395
f(z) = -148/19*z^3 + 110/19*z + 1
*
-4/21 | 0.11462425987476633505165737970431255472 | 0.015333653262726148252421215739252886575
f(z) = -147*z^3 + 109/12*z + 1
*
[ -3/7 ] 
f(z) = -147/2*z^3 + 101/6*z + 1
*
[ -4/7 ] 
f(z) = -147/2*z^3 + 107/4*z + 1
*
[ -4/21 ] 
f(z) = -147/2*z^3 + 107/12*z + 1
*
11/21 | 0.12442366895187869420289277386995995712 | 0.020434020687480618039916895200633993406
f(z) = -147/2*z^3 + 109/6*z + 1
*
-4/21 | 0.20136127910274495528437154472158244050 | 0.029689704661843820177612963380152915854
f(z) = -147/2*z^3 + 113/12*z + 1
*
-4/21 | 0.083870935581774744376657185654138078831 | 0.013774070859614063199973395291970391378
f(z) = -147/4*z^3 + 103/12*z + 1
*
-2/21 | 0.083541025427334172966107078371077205459 | 0.013719889922999376011266023098467552884
f(z) = -147/4*z^3 + 107/6*z + 1
*
[ -2/3 ] 
f(z) = -147/4*z^3 + 113/6*z + 1
*
-3/7 | 0.11071364750155514893113725226684340678 | 0.018182432510555344169767006528189358375
f(z) = -147/4*z^3 + 113/12*z + 1
*
4/7 | 0.16715950786046505988853236040778556584 | 0.027452500561214540238528059751934705638
f(z) = -147/4*z^3 + 115/12*z + 1
*
-1/14 | 0.10641753275311665204691681751691005155 | 0.016688425523408252596113119913443026009
f(z) = -147/4*z^3 + 115/16*z + 1
*
[ -5/21 ] 
f(z) = -147/5*z^3 + 103/15*z + 1
*
-5/21 | 0.089414292583685458152469576778375050245 | 0.014684452884266806987806950479069556602
f(z) = -147/5*z^3 + 106/15*z + 1
*
-5/21 | 0.17788275582226959150328465438981693729 | 0.029213572811649811260612569261595232802
f(z) = -147/5*z^3 + 118/15*z + 1
*
-4/21 | 0.096148426968653382117713930425000677014 | 0.015790395527606865789160208295367701899
f(z) = -147/8*z^3 + 107/12*z + 1
*
[ -10/21 ] 
f(z) = -147/8*z^3 + 109/15*z + 1
*
[ -1/7 ] 
f(z) = -147/13*z^3 + 107/13*z + 1
*
[ -6/7 ] 
f(z) = -147/16*z^3 + 107/12*z + 1
*
[ -8/7 ] 
f(z) = -147/16*z^3 + 111/8*z + 1
*
-20/21 | 0.11952159295205527944709177585974896928 | 0.019493912540512084352021320800069006515
f(z) = -147/16*z^3 + 115/12*z + 1
*
0 | 0.13194449821787957836007806347725917900 | 0.026439491151016259175410971199530679838
f(z) = -147/17*z^3 + 113/17*z + 1
*
0 | 0.13197860731833144259872462900687789181 | 0.026446326049566382913126519671883934991
f(z) = -147/19*z^3 + 109/19*z + 1
*
[ -1/4 ] 
f(z) = -146*z^3 + 113/8*z + 1
*
[ -1/2 ] 
f(z) = -146/5*z^3 + 103/10*z + 1
*
[ -1/2 ] 
f(z) = -146/7*z^3 + 115/14*z + 1
*
0 | 0.11144097455643838865630787752967199262 | 0.022361511053261544247625987144592320131
f(z) = -146/15*z^3 + 116/15*z + 1
*
0 | 0.13182007986352235190360781712347987772 | 0.026450739368015284885329446153331027131
f(z) = -146/17*z^3 + 112/17*z + 1
*
0 | 0.13185441670477491633187492536973388576 | 0.026457629326203998034930632724194872568
f(z) = -146/19*z^3 + 108/19*z + 1
*
[ 2/5 ] 
f(z) = -145/2*z^3 + 101/10*z + 1
*
[ 1/3 ] 
f(z) = -145/2*z^3 + 109/18*z + 1
*
[ -1/5 ] 
f(z) = -145/3*z^3 + 119/15*z + 1
*
0 | 0.13162539052816412265845605007541318352 | 0.026448147990361327358933943840812670482
f(z) = -145/13*z^3 + 119/13*z + 1
*
0 | 0.11880737808638452810217362916982288544 | 0.023872560646292324832455588792260159113
f(z) = -145/14*z^3 + 117/14*z + 1
*
0 | 0.10600538159822078696344505248609730463 | 0.021300191467880716629054452466734253242
f(z) = -145/16*z^3 + 113/16*z + 1
*
0 | 0.13169481982446142398178037544388487690 | 0.026462098766089090611286011936200655369
f(z) = -145/17*z^3 + 111/17*z + 1
*
0 | 0.10531359438164274275146931762456429304 | 0.021161187202757709657401558019140494432
f(z) = -145/18*z^3 + 109/18*z + 1
*
0 | 0.13172938746896112008475818525994140767 | 0.026469044615774608076206770701972364241
f(z) = -145/19*z^3 + 107/19*z + 1
*
[ -1/24 ] 
f(z) = -144*z^3 + 101/4*z + 1
*
[ 5/12 ] 
f(z) = -144*z^3 + 118/5*z + 1
*
0 | 0.13149880551757411308126078655383706848 | 0.026459506140561241459072304989772982903
f(z) = -144/13*z^3 + 118/13*z + 1
*
0 | 0.13156870663366487833047795268124713654 | 0.026473571279808369486906087052843959036
f(z) = -144/17*z^3 + 110/17*z + 1
*
[ -1/4 ] 
f(z) = -144/19*z^3 + 104/19*z + 1
*
0 | 0.13160350820606493509899263339755262514 | 0.026480573871314779971776529752293278850
f(z) = -144/19*z^3 + 106/19*z + 1
*
[ 1/3 ] 
f(z) = -143/2*z^3 + 107/18*z + 1
*
[ -2/13 ] 
f(z) = -143/8*z^3 + 103/13*z + 1
*
0 | 0.085338205301296691771024424474718816983 | 0.017195421509060515669652572914734868467
f(z) = -143/12*z^3 + 119/12*z + 1
*
0 | 0.11855357528807727268564540542057011487 | 0.023888230263188502786388651211921875289
f(z) = -143/14*z^3 + 115/14*z + 1
*
0 | 0.11106191748449541521385589106444783580 | 0.022378681131244488116982138762672555757
f(z) = -143/15*z^3 + 113/15*z + 1
*
0 | 0.10575205384459458465623512369132379177 | 0.021308757723301179266160752233449547575
f(z) = -143/16*z^3 + 111/16*z + 1
*
0 | 0.13144172858812332245749088919570104608 | 0.026485158891875210053972328438142014058
f(z) = -143/17*z^3 + 109/17*z + 1
*
0 | 0.10506073899787159479839811597840834172 | 0.021169459619446014800425951448334700059
f(z) = -143/18*z^3 + 107/18*z + 1
*
0 | 0.13147676727698052475973370654010983968 | 0.026492219094534701190242803476286729954
f(z) = -143/19*z^3 + 105/19*z + 1
*
[ -1/4 ] 
f(z) = -142*z^3 + 111/8*z + 1
*
[ -1/2 ] 
f(z) = -142/5*z^3 + 101/10*z + 1
*
[ -1/2 ] 
f(z) = -142/7*z^3 + 113/14*z + 1
*
0 | 0.13124300947964400914221259370040472362 | 0.026482564454775138269335346711115114998
f(z) = -142/13*z^3 + 116/13*z + 1
*
0 | 0.11093485451411820832225394543533877693 | 0.022384730787561691285902503252129045501
f(z) = -142/15*z^3 + 112/15*z + 1
*
0 | 0.13131387374232946388331329065058528356 | 0.026496863634682306931807224890126029327
f(z) = -142/17*z^3 + 108/17*z + 1
*
0 | 0.13134915280185917616607935622208617387 | 0.026503982337397245534712090778165491080
f(z) = -142/19*z^3 + 104/19*z + 1
*
[ -2/3 ] 
f(z) = -141/4*z^3 + 109/6*z + 1
*
[ -1/3 ] 
f(z) = -141/5*z^3 + 107/15*z + 1
*
0 | 0.13107793923723343855570699593519009938 | 0.026487027485832796178827045715764368888
f(z) = -141/11*z^3 + 119/11*z + 1
*
0 | 0.13111377404128976345989097969609334656 | 0.026494268654297242839215232492823721361
f(z) = -141/13*z^3 + 115/13*z + 1
*
0 | 0.11829624530470673363186170649184042591 | 0.023904220031913271084221458397922821392
f(z) = -141/14*z^3 + 113/14*z + 1
*
0 | 0.10549521209023768891719904614750410308 | 0.021317504673312425525463668510945070433
f(z) = -141/16*z^3 + 109/16*z + 1
*
0 | 0.13118512990153087822589867764757255721 | 0.026508687591934498459064614655872833524
f(z) = -141/17*z^3 + 107/17*z + 1
*
0 | 0.13122065265342275181086736144117154834 | 0.026515865703760238917605774592796552081
f(z) = -141/19*z^3 + 103/19*z + 1
*
-3/20 | 0.17223759416430208187470692718891769460 | 0.023345516749296069318170403295276787947
f(z) = -160/9*z^3 + 107/30*z + 1
*
[ 1/2 ] 
f(z) = -155/9*z^3 + 119/36*z + 1
*
[ -2/5 ] 
f(z) = -155/16*z^3 + 101/20*z + 1
*
[ 4/5 ] 
f(z) = -155/16*z^3 + 119/20*z + 1
*
[ 2/3 ] 
f(z) = -153/19*z^3 + 117/38*z + 1
*
[ 1/2 ] 
f(z) = -151/8*z^3 + 119/32*z + 1
*
[ 1/2 ] 
f(z) = -151/9*z^3 + 115/36*z + 1
*
7/10 | 0.086113477197166436633459261507298247859 | 0.015097608925269713864235087850702254696
f(z) = -150/11*z^3 + 103/22*z + 1
*
-2/15 | 0.088178908277909976634927023978724554436 | 0.014433677320048963846204333329078927953
f(z) = -150/11*z^3 + 107/33*z + 1
*
[ 1/2 ] 
f(z) = -149/8*z^3 + 117/32*z + 1
*
[ 1/2 ] 
f(z) = -149/9*z^3 + 113/36*z + 1
*
[ 1/2 ] 
f(z) = -147/8*z^3 + 115/32*z + 1
*
13/21 | 0.077278362324023262487844734698104798042 | 0.012691376710924990786654237763907533249
f(z) = -147/10*z^3 + 109/30*z + 1
*
-8/21 | 0.17535790991817292452600244024637903288 | 0.028798918961047112168883855156890635773
f(z) = -147/13*z^3 + 103/39*z + 1
*
[ -8/21 ] 
f(z) = -147/16*z^3 + 119/24*z + 1
*
[ 1/2 ] 
f(z) = -145/7*z^3 + 117/28*z + 1
*
[ 1/2 ] 
f(z) = -145/8*z^3 + 113/32*z + 1
*
[ 1/2 ] 
f(z) = -145/9*z^3 + 109/36*z + 1
*
[ 4/5 ] 
f(z) = -145/16*z^3 + 111/20*z + 1
*
[ 2/3 ] 
f(z) = -144/11*z^3 + 117/22*z + 1
*
[ 2/3 ] 
f(z) = -144/13*z^3 + 115/26*z + 1
*
[ 2/3 ] 
f(z) = -144/17*z^3 + 111/34*z + 1
*
[ 2/3 ] 
f(z) = -144/19*z^3 + 109/38*z + 1
*
[ 1/2 ] 
f(z) = -143/6*z^3 + 119/24*z + 1
*
[ 1/2 ] 
f(z) = -143/7*z^3 + 115/28*z + 1
*
[ 1/2 ] 
f(z) = -143/8*z^3 + 111/32*z + 1
*
[ 1/2 ] 
f(z) = -143/9*z^3 + 107/36*z + 1
*
[ 1/2 ] 
f(z) = -141/7*z^3 + 113/28*z + 1
*
[ 1/2 ] 
f(z) = -141/8*z^3 + 109/32*z + 1
*
-1/3 | 0.14742953822391311757605630471444035110 | 0.024379107794083877562913867268892923082
f(z) = -141/8*z^3 + 119/24*z + 1
*
[ 1/2 ] 
f(z) = -159/10*z^3 + 119/40*z + 1
*
[ 1/2 ] 
f(z) = -159/11*z^3 + 115/44*z + 1
*
[ 1/2 ] 
f(z) = -157/10*z^3 + 117/40*z + 1
*
[ 1/2 ] 
f(z) = -153/10*z^3 + 113/40*z + 1
*
[ 1/2 ] 
f(z) = -151/10*z^3 + 111/40*z + 1
*
[ 1/2 ] 
f(z) = -149/10*z^3 + 109/40*z + 1
*
-3/14 | 0.076026153219179460038666991180314296367 | 0.011922441377897317273841825559279160529
f(z) = -147/11*z^3 + 115/44*z + 1
*
[ 3/8 ] 
f(z) = -160*z^3 + 125/6*z + 1
*
[ -1/12 ] 
f(z) = -160*z^3 + 127/9*z + 1
*
-9/40 | 0.21297422286490541667260405073285153260 | 0.028867061869884486074245756714819518666
f(z) = -160*z^3 + 131/10*z + 1
*
-1/20 | 0.19373517948292531103918413038855868114 | 0.026259353537138045460857447984505616801
f(z) = -160*z^3 + 139/10*z + 1
*
-3/20 | 0.19317213867388264228329942079265439790 | 0.028898034252959514696535706005325902655
f(z) = -160/3*z^3 + 128/15*z + 1
*
[ -3/20 ] 
f(z) = -160/3*z^3 + 133/15*z + 1
*
[ -3/10 ] 
f(z) = -160/3*z^3 + 137/15*z + 1
*
[ -1/8 ] 
f(z) = -160/7*z^3 + 131/14*z + 1
*
[ 3/2 ] 
f(z) = -160/9*z^3 + 121/3*z + 1
*
[ -3/20 ] 
f(z) = -160/9*z^3 + 121/15*z + 1
*
[ -3/2 ] 
f(z) = -160/9*z^3 + 125/3*z + 1
*
[ -3/5 ] 
f(z) = -160/9*z^3 + 136/15*z + 1
*
0 | 0.13339547621490958062655233434355483579 | 0.026283922693347930566060782283670656231
f(z) = -160/11*z^3 + 138/11*z + 1
*
0 | 0.13342712193780165690552610112278729037 | 0.026290158090211992112555726712252376027
f(z) = -160/13*z^3 + 134/13*z + 1
*
0 | 0.13349016810292620763320641500271976365 | 0.026302580554430913848364737127815047702
f(z) = -160/17*z^3 + 126/17*z + 1
*
0 | 0.13352156971873232991186130937293215938 | 0.026308767853023893273577061640136641427
f(z) = -160/19*z^3 + 122/19*z + 1
*
[ -1/6 ] 
f(z) = -159*z^3 + 137/12*z + 1
*
[ -2/3 ] 
f(z) = -159/4*z^3 + 121/6*z + 1
*
0 | 0.12042910943161871658155454267598327286 | 0.023758411014923016980571946684864693479
f(z) = -159/10*z^3 + 139/10*z + 1
*
0 | 0.13328046830855261680605948798475232949 | 0.026293743774083246227927581512136292710
f(z) = -159/11*z^3 + 137/11*z + 1
*
0 | 0.13331230993844073190737485926000122145 | 0.026300025532155171939999288891555999631
f(z) = -159/13*z^3 + 133/13*z + 1
*
0 | 0.12049279284332595114086050688077912527 | 0.023770974561040014137106180465229079288
f(z) = -159/14*z^3 + 131/14*z + 1
*
0 | 0.10768779921063164009713681813072123045 | 0.021244788797441326718233228255732429817
f(z) = -159/16*z^3 + 127/16*z + 1
*
0 | 0.13337574489967531232834309806866602082 | 0.026312540063640457312651873029589078250
f(z) = -159/17*z^3 + 125/17*z + 1
*
0 | 0.13340733942625215746721701127481280876 | 0.026318773072850417606501376039148383703
f(z) = -159/19*z^3 + 121/19*z + 1
*
[ -1/2 ] 
f(z) = -158/7*z^3 + 121/14*z + 1
*
[ -1/2 ] 
f(z) = -158/9*z^3 + 133/18*z + 1
*
0 | 0.13316474165361604380733855285502759650 | 0.026303652728469525674285880486029196964
f(z) = -158/11*z^3 + 136/11*z + 1
*
0 | 0.13319678163143563844307875931772365686 | 0.026309981494173788942613250834224753636
f(z) = -158/13*z^3 + 132/13*z + 1
*
0 | 0.11288509921843689918279291940047981664 | 0.022297872628959219545603535868533695673
f(z) = -158/15*z^3 + 128/15*z + 1
*
0 | 0.13326061021460817947999550350905819369 | 0.026322589372693824823731890876926327954
f(z) = -158/17*z^3 + 124/17*z + 1
*
0 | 0.13329240003738438398751638658780851965 | 0.026328868725983751534216624268244144854
f(z) = -158/19*z^3 + 120/19*z + 1
*
[ 1/3 ] 
f(z) = -157*z^3 + 139/9*z + 1
*
[ 1/3 ] 
f(z) = -157/2*z^3 + 121/18*z + 1
*
0 | 0.11945284604871849650917773841041049715 | 0.023624809917738915159348810378384681228
f(z) = -157/9*z^3 + 139/9*z + 1
*
0 | 0.12019672795546908017799658889218524491 | 0.023771931306885727040572124159682328071
f(z) = -157/10*z^3 + 137/10*z + 1
*
0 | 0.13304828720941644937461204319615915667 | 0.026313650944082453034645091692940067548
f(z) = -157/11*z^3 + 135/11*z + 1
*
0 | 0.087049966369515142484669699618701526649 | 0.017216324071396398041881174762122270753
f(z) = -157/12*z^3 + 133/12*z + 1
*
0 | 0.13308052802201360370509017968314666543 | 0.026320027377080044093707033087799528550
f(z) = -157/13*z^3 + 131/13*z + 1
*
0 | 0.12026120973833960701649345156861284787 | 0.023784684204065353951857876641115440514
f(z) = -157/14*z^3 + 129/14*z + 1
*
0 | 0.11276904539618485233864105526183021047 | 0.022302919940502490190797144042956142708
f(z) = -157/15*z^3 + 127/15*z + 1
*
0 | 0.10745661218290118412546493895118269021 | 0.021252252425947645036827706405314260585
f(z) = -157/16*z^3 + 125/16*z + 1
*
0 | 0.13314475514337699762416921424336056809 | 0.026332729908530444876788656340216363148
f(z) = -157/17*z^3 + 123/17*z + 1
*
0 | 0.10676223792004852674267053658084433672 | 0.021114922420725554328868264738921725473
f(z) = -157/18*z^3 + 121/18*z + 1
*
0 | 0.13293109576360648058008517495109413619 | 0.026323739839863068058629187329371035597
f(z) = -156/11*z^3 + 134/11*z + 1
*
0 | 0.13302817061340248083704021672260515600 | 0.026342963130518611563076880399038743970
f(z) = -156/17*z^3 + 122/17*z + 1
*
[ 1/3 ] 
f(z) = -155*z^3 + 137/9*z + 1
*
[ -1/5 ] 
f(z) = -155/3*z^3 + 121/15*z + 1
*
[ 1/2 ] 
f(z) = -155/4*z^3 + 139/16*z + 1
*
0 | 0.10423944246823622106522908603819710381 | 0.020668383103090546560599577341729284306
f(z) = -155/8*z^3 + 139/8*z + 1
*
[ -3/5 ] 
f(z) = -155/9*z^3 + 133/15*z + 1
*
0 | 0.11921730526850133638333142657873100016 | 0.023638163054817930378814956818260734118
f(z) = -155/9*z^3 + 137/9*z + 1
*
0 | 0.13281315792780087711143455572182023858 | 0.026333920867041482479127233636880527460
f(z) = -155/11*z^3 + 133/11*z + 1
*
0 | 0.086815042018543864324018476608286487587 | 0.017213508678319474951833663053200586829
f(z) = -155/12*z^3 + 131/12*z + 1
*
0 | 0.13284580805996445312348608603043765942 | 0.026340394668358378048965013674354083055
f(z) = -155/13*z^3 + 129/13*z + 1
*
0 | 0.12002669362649817841514196084561745879 | 0.023798646920292917988569143761377171326
f(z) = -155/14*z^3 + 127/14*z + 1
*
0 | 0.10722250216724905548025057508990416151 | 0.021259858068983372766586305965182862292
f(z) = -155/16*z^3 + 123/16*z + 1
*
0 | 0.13291084737960862519971450623331102266 | 0.026353290531415010691093211767559259240
f(z) = -155/17*z^3 + 121/17*z + 1
*
[ 1/3 ] 
f(z) = -154*z^3 + 136/9*z + 1
*
[ -1/2 ] 
f(z) = -154/9*z^3 + 131/18*z + 1
*
0 | 0.11909840177038432986574660939775169788 | 0.023644931999819540199412196404381258824
f(z) = -154/9*z^3 + 136/9*z + 1
*
0 | 0.13272732284777830568592752158179084510 | 0.026350719040750441419580506118087812626
f(z) = -154/13*z^3 + 128/13*z + 1
*
0 | 0.11241645486090284473118576288855255849 | 0.022318346773212563522626557524427312137
f(z) = -154/15*z^3 + 124/15*z + 1
*
0 | 0.13279277602002141465896597877552897361 | 0.026363713638359270383614377474352923787
f(z) = -154/17*z^3 + 120/17*z + 1
*
[ 2/3 ] 
f(z) = -153*z^3 + 135/2*z + 1
*
[ -1/6 ] 
f(z) = -153/4*z^3 + 129/16*z + 1
*
[ -2/9 ] 
f(z) = -153/4*z^3 + 133/18*z + 1
*
[ 1/2 ] 
f(z) = -153/4*z^3 + 137/16*z + 1
*
[ 2/3 ] 
f(z) = -153/5*z^3 + 131/10*z + 1
*
[ 2/3 ] 
f(z) = -153/7*z^3 + 129/14*z + 1
*
0 | 0.13250859363115766475057704669058150652 | 0.026341363456181766403622170748879948076
f(z) = -153/7*z^3 + 139/7*z + 1
*
[ 4/3 ] 
f(z) = -153/8*z^3 + 137/4*z + 1
*
0 | 0.094386816790191327562779354161900400992 | 0.018763141154928488695201143209428693090
f(z) = -153/8*z^3 + 137/8*z + 1
*
0 | 0.11972302912500727334420431158543339516 | 0.023799723005401425373509795792977783735
f(z) = -153/10*z^3 + 133/10*z + 1
*
0 | 0.13257500462524148806304747158141837833 | 0.026354565287736312377233310006075679596
f(z) = -153/11*z^3 + 131/11*z + 1
*
0 | 0.13260807460496104428235125284133349558 | 0.026361139264045397289180265601432121179
f(z) = -153/13*z^3 + 127/13*z + 1
*
0 | 0.11978916925451206589795234147082697369 | 0.023812870991826926243458230345406856800
f(z) = -153/14*z^3 + 125/14*z + 1
*
0 | 0.10698539429547062992542151924834886838 | 0.021267610487847319437354460598111255172
f(z) = -153/16*z^3 + 121/16*z + 1
*
[ 1/3 ] 
f(z) = -152*z^3 + 134/9*z + 1
*
0 | 0.13238792695992005069670768523301718351 | 0.026351726799748654555220806146652850849
f(z) = -152/7*z^3 + 138/7*z + 1
*
0 | 0.11885827952597139759999503095929475003 | 0.023658659682047858999079453592506453169
f(z) = -152/9*z^3 + 134/9*z + 1
*
0 | 0.13245476946016618440484048128873454641 | 0.026365031753950645417763206117579575028
f(z) = -152/11*z^3 + 130/11*z + 1
*
0 | 0.13248805343942710817812534249342571827 | 0.026371656907379914683579477174476419042
f(z) = -152/13*z^3 + 126/13*z + 1
*
0 | 0.11217760843618362795092330734640934849 | 0.022328876646391110206716503655990172602
f(z) = -152/15*z^3 + 122/15*z + 1
*
[ 1/3 ] 
f(z) = -151*z^3 + 133/9*z + 1
*
[ 1/2 ] 
f(z) = -151/3*z^3 + 139/12*z + 1
*
[ 1/2 ] 
f(z) = -151/4*z^3 + 135/16*z + 1
*
0 | 0.099069511697684253519486687639372658647 | 0.019745661976186618502756648459468380037
f(z) = -151/6*z^3 + 139/6*z + 1
*
0 | 0.13226646884778578165485093404270530157 | 0.026362186911972472683106456379408405932
f(z) = -151/7*z^3 + 137/7*z + 1
*
0 | 0.10375874841738886321103946285549780265 | 0.020680279313114238755504238766932015697
f(z) = -151/8*z^3 + 135/8*z + 1
*
0 | 0.11873704058967456316491906169395474700 | 0.023665620505841937507320126801874555310
f(z) = -151/9*z^3 + 133/9*z + 1
*
0 | 0.11948155672465401757398391997892205944 | 0.023814010900476989205942798594088043968
f(z) = -151/10*z^3 + 131/10*z + 1
*
0 | 0.13233374849867270184124407538537673352 | 0.026375596499054549957865193762837610473
f(z) = -151/11*z^3 + 129/11*z + 1
*
0 | 0.086336058480333064812761683842032838871 | 0.017207742300286169840139323978041930206
f(z) = -151/12*z^3 + 127/12*z + 1
*
0 | 0.13236724926545699911302751401404289182 | 0.026382273576649162314425472487944876330
f(z) = -151/13*z^3 + 125/13*z + 1
*
0 | 0.11954855843497196108594534262460756647 | 0.023827365090894336470943735407501905350
f(z) = -151/14*z^3 + 123/14*z + 1
*
0 | 0.11205598625957536541249234107396152214 | 0.022334011636614409475843518100823312643
f(z) = -151/15*z^3 + 121/15*z + 1
*
7/20 | 0.15646753603546252520511472898738331604 | 0.022068524736704821169312128769309685221
f(z) = -150*z^3 + 123/8*z + 1
*
-2/15 | 0.21922578866063940544003774771053182179 | 0.029247490081689098632849380998754416641
f(z) = -150*z^3 + 137/12*z + 1
*
0 | 0.13214420884397919799871019163101357492 | 0.026372745388130152266366000081033160646
f(z) = -150/7*z^3 + 136/7*z + 1
*
0 | 0.13221193140147411492291957385923144600 | 0.026386261150806935094762354190643078004
f(z) = -150/11*z^3 + 128/11*z + 1
*
0 | 0.13224565179860996304381892244473157382 | 0.026392990915628489545406239360173438842
f(z) = -150/13*z^3 + 124/13*z + 1
*
[ -1/5 ] 
f(z) = -150/19*z^3 + 120/19*z + 1
*
[ 1/3 ] 
f(z) = -149*z^3 + 131/9*z + 1
*
[ 1/2 ] 
f(z) = -149/3*z^3 + 137/12*z + 1
*
[ 1/2 ] 
f(z) = -149/4*z^3 + 133/16*z + 1
*
0 | 0.13198690638437831549409339550066710298 | 0.026376563279177783390269520749996837925
f(z) = -149/5*z^3 + 139/5*z + 1
*
0 | 0.098824988279610689885280531004144008658 | 0.019749410212933615695593125418149869889
f(z) = -149/6*z^3 + 137/6*z + 1
*
0 | 0.13202113628934380330292845582213388140 | 0.026383403861165007635287779595762445486
f(z) = -149/7*z^3 + 135/7*z + 1
*
0 | 0.10066118217613949613128168674516722277 | 0.020116359373508565311855259000098524532
f(z) = -149/8*z^3 + 133/8*z + 1
*
0 | 0.11849215510991107072371134585430346363 | 0.023679741521031937341364767788085546977
f(z) = -149/9*z^3 + 131/9*z + 1
*
0 | 0.11923689385478277735291802537764950785 | 0.023828571804040138740856021008914654195
f(z) = -149/10*z^3 + 129/10*z + 1
*
0 | 0.13208930762385846458998822058777271301 | 0.026397027375556771439564977924986945237
f(z) = -149/11*z^3 + 127/11*z + 1
*
0 | 0.086091838989301993775860162309074401246 | 0.017204788725852558684911665455872555238
f(z) = -149/12*z^3 + 125/12*z + 1
*
0 | 0.13212325055046848184200855273868899283 | 0.026403810607137351715938867594711871012
f(z) = -149/13*z^3 + 123/13*z + 1
*
0 | 0.11930477989179069138137916523460536600 | 0.023842138303929886749878492890024093235
f(z) = -149/14*z^3 + 121/14*z + 1
*
[ 1/3 ] 
f(z) = -148*z^3 + 130/9*z + 1
*
0 | 0.13186278109726322962300464582491075531 | 0.026387268315487930129473745374951690331
f(z) = -148/5*z^3 + 138/5*z + 1
*
0 | 0.13189724031076510505196853702058208761 | 0.026394164002846017735447741387194960508
f(z) = -148/7*z^3 + 134/7*z + 1
*
0 | 0.11836848715078213824075119637626306223 | 0.023686903950874575571838171528502269769
f(z) = -148/9*z^3 + 130/9*z + 1
*
[ -3/4 ] 
f(z) = -148/9*z^3 + 139/12*z + 1
*
0 | 0.13196586641021021513304859933584568270 | 0.026407896879435112069327208656909280331
f(z) = -148/11*z^3 + 126/11*z + 1
*
0 | 0.13200003482320785747365149326919651332 | 0.026414734374247375712349417716514204417
f(z) = -148/13*z^3 + 122/13*z + 1
*
-3/14 | 0.18675340050458317971570909933572904053 | 0.024982598728235779874862508500559984022
f(z) = -147*z^3 + 121/12*z + 1
*
-1/14 | 0.20521765793424482289867921193784009610 | 0.027452621404844350967149954543465719853
f(z) = -147*z^3 + 125/12*z + 1
*
[ -4/21 ] 
f(z) = -147*z^3 + 139/12*z + 1
*
[ -1/14 ] 
f(z) = -147/2*z^3 + 123/8*z + 1
*
[ 1/2 ] 
f(z) = -147/2*z^3 + 139/8*z + 1
*
[ -3/7 ] 
f(z) = -147/4*z^3 + 121/12*z + 1
*
[ 1/2 ] 
f(z) = -147/4*z^3 + 131/16*z + 1
*
0 | 0.10604962149519053586366747242691837888 | 0.021250586928305604084992844661108131632
f(z) = -147/4*z^3 + 139/4*z + 1
*
-1/7 | 0.12683420865706808781596979779620882131 | 0.020829902103120947934643529404485998142
f(z) = -147/5*z^3 + 124/15*z + 1
*
[ -3/7 ] 
f(z) = -147/5*z^3 + 131/15*z + 1
*
-4/21 | 0.093245873318471063144544854470833329834 | 0.015313710972055891238394466570906689218
f(z) = -147/5*z^3 + 136/15*z + 1
*
0 | 0.13173781820024481684371607641263991677 | 0.026398075900125520070042911963053315149
f(z) = -147/5*z^3 + 137/5*z + 1
*
0 | 0.10326524311196498635784153326157570717 | 0.020692643636855827788879085415161419940
f(z) = -147/8*z^3 + 131/8*z + 1
*
0 | 0.11898895507285417051201973041895472112 | 0.023843414975305797611769232039185942317
f(z) = -147/10*z^3 + 127/10*z + 1
*
0 | 0.13184159678834783878712756626849990071 | 0.026418871409592568048572424830749400567
f(z) = -147/11*z^3 + 125/11*z + 1
*
0 | 0.13187599370398385605729921048014942149 | 0.026425763981536560595712190264575053417
f(z) = -147/13*z^3 + 121/13*z + 1
*
-4/21 | 0.12571492677835302030146148692410888786 | 0.020177401672099186464189215192678712302
f(z) = -147/16*z^3 + 127/12*z + 1
*
[ -2/21 ] 
f(z) = -147/16*z^3 + 139/12*z + 1
*
[ -1/7 ] 
f(z) = -147/17*z^3 + 139/17*z + 1
*
[ 1/3 ] 
f(z) = -146*z^3 + 128/9*z + 1
*
0 | 0.13161200631179088305193194258298792471 | 0.026408987767713384838588987114241972913
f(z) = -146/5*z^3 + 136/5*z + 1
*
0 | 0.13164693348474431571069278055992791237 | 0.026415996180616861544304918937085664621
f(z) = -146/7*z^3 + 132/7*z + 1
*
[ -1/2 ] 
f(z) = -146/9*z^3 + 127/18*z + 1
*
0 | 0.11811864562724840754000572693419118229 | 0.023701438454778835770673350757390777148
f(z) = -146/9*z^3 + 128/9*z + 1
*
0 | 0.13171648756367007208570389347990627779 | 0.026429952755484304402306475370178776215
f(z) = -146/11*z^3 + 124/11*z + 1
*
0 | 0.13175111605913104705490167783902372752 | 0.026436901236391712906004018809518828686
f(z) = -146/13*z^3 + 120/13*z + 1
*
[ 1/3 ] 
f(z) = -145*z^3 + 127/9*z + 1
*
[ 1/2 ] 
f(z) = -145/2*z^3 + 137/8*z + 1
*
[ 1/2 ] 
f(z) = -145/3*z^3 + 133/12*z + 1
*
0 | 0.11110642691819701605268913672551955188 | 0.022325170014853412873009867356073583301
f(z) = -145/3*z^3 + 139/3*z + 1
*
[ 1/2 ] 
f(z) = -145/4*z^3 + 129/16*z + 1
*
0 | 0.10579689891658301503845341377103230517 | 0.021258300000016821923241411157986498849
f(z) = -145/4*z^3 + 137/4*z + 1
*
0 | 0.098323884403751633392518313022103907430 | 0.019756709820672272360129081319195932529
f(z) = -145/6*z^3 + 133/6*z + 1
*
0 | 0.13152049976841273197204123561962620227 | 0.026427071765435463811354838954183174467
f(z) = -145/7*z^3 + 131/7*z + 1
*
0 | 0.096357734970420261701115033910039594675 | 0.019361641582126105004545272436563516670
f(z) = -145/8*z^3 + 129/8*z + 1
*
0 | 0.11799244932026471762103745915337444050 | 0.023708812933776877510198282825059068920
f(z) = -145/9*z^3 + 127/9*z + 1
*
[ -3/5 ] 
f(z) = -145/9*z^3 + 127/15*z + 1
*
0 | 0.13159052731310303296431563803211478935 | 0.026441142750204731601585067307637269452
f(z) = -145/11*z^3 + 123/11*z + 1
*
0 | 0.085593519467744111672804511361378643696 | 0.017198733928271858197287270263358254352
f(z) = -145/12*z^3 + 121/12*z + 1
*
[ 2/3 ] 
f(z) = -144*z^3 + 127/2*z + 1
*
-1/4 | 0.20982215931383698805134951458678993878 | 0.029275994199745295238525335182530446057
f(z) = -144*z^3 + 127/9*z + 1
*
[ -2/3 ] 
f(z) = -144*z^3 + 133/2*z + 1
*
-1/8 | 0.20783546458043773485631674075636952149 | 0.027879714595874149154582986211588222025
f(z) = -144*z^3 + 139/12*z + 1
*
[ 2/3 ] 
f(z) = -144/5*z^3 + 123/10*z + 1
*
0 | 0.13135778886015868083380527507717233241 | 0.026431131501733770198388720081037870964
f(z) = -144/5*z^3 + 134/5*z + 1
*
[ 2/3 ] 
f(z) = -144/7*z^3 + 121/14*z + 1
*
0 | 0.13139319687781896517397712031100406009 | 0.026438256119003256996509199122956597799
f(z) = -144/7*z^3 + 130/7*z + 1
*
[ 11/12 ] 
f(z) = -144/11*z^3 + 120/11*z + 1
*
0 | 0.13146370437884001299964531730519531636 | 0.026452443271874183389193390530650371658
f(z) = -144/11*z^3 + 122/11*z + 1
*
[ -1/6 ] 
f(z) = -144/17*z^3 + 123/17*z + 1
*
[ -1/6 ] 
f(z) = -144/19*z^3 + 137/19*z + 1
*
[ 1/3 ] 
f(z) = -143*z^3 + 125/9*z + 1
*
[ 1/2 ] 
f(z) = -143*z^3 + 139/4*z + 1
*
[ 1/2 ] 
f(z) = -143/2*z^3 + 135/8*z + 1
*
0 | 0.11834027450562343018378060619085050503 | 0.023845250722553020146595105973910032540
f(z) = -143/2*z^3 + 139/2*z + 1
*
[ 1/2 ] 
f(z) = -143/3*z^3 + 131/12*z + 1
*
0 | 0.11084996209489277932104622784474767763 | 0.022335972683691993277672945690239473850
f(z) = -143/3*z^3 + 137/3*z + 1
*
[ 1/2 ] 
f(z) = -143/4*z^3 + 127/16*z + 1
*
0 | 0.10554067962611815294714456122985435325 | 0.021266166380185656040734905337248571032
f(z) = -143/4*z^3 + 135/4*z + 1
*
0 | 0.13122935934009822523701893598417521551 | 0.026442367052950771407984338938675137005
f(z) = -143/5*z^3 + 133/5*z + 1
*
0 | 0.098068154026133800531861502610332048677 | 0.019760472336406370616746449783673150606
f(z) = -143/6*z^3 + 131/6*z + 1
*
0 | 0.13126501277955113578992993255686142854 | 0.026449551126221073113957181873837803844
f(z) = -143/7*z^3 + 129/7*z + 1
*
0 | 0.10275822490836835910105509640579061290 | 0.020705509151308419367973113165045598449
f(z) = -143/8*z^3 + 127/8*z + 1
*
0 | 0.11773744699518044507973229003071204183 | 0.023723782581727621256373207451906548595
f(z) = -143/9*z^3 + 125/9*z + 1
*
0 | 0.11848289041570469145163513625954976664 | 0.023873987449310833715980107336619566389
f(z) = -143/10*z^3 + 123/10*z + 1
*
[ 1/3 ] 
f(z) = -142*z^3 + 124/9*z + 1
*
0 | 0.11071935171743330606124079302729208525 | 0.022341246058538638817212526884561708394
f(z) = -142/3*z^3 + 136/3*z + 1
*
0 | 0.13110003290128860152286188881897498711 | 0.026453714259501251590230809272241651883
f(z) = -142/5*z^3 + 132/5*z + 1
*
0 | 0.13113593518855085445382060716998885271 | 0.026460958718770100753803400319502854241
f(z) = -142/7*z^3 + 128/7*z + 1
*
0 | 0.11760861679565248603316340394383605831 | 0.023731380338477323695120012383314709484
f(z) = -142/9*z^3 + 124/9*z + 1
*
[ -1/2 ] 
f(z) = -142/9*z^3 + 125/18*z + 1
*
0 | 0.13120742261525348005079174425623912775 | 0.026475383642374522742587860275710261228
f(z) = -142/11*z^3 + 120/11*z + 1
*
[ -1/6 ] 
f(z) = -141*z^3 + 131/12*z + 1
*
[ 1/2 ] 
f(z) = -141*z^3 + 137/4*z + 1
*
0 | 0.13089716158253468832930588080254883653 | 0.026450497595778878897183381590773658730
f(z) = -141*z^3 + 139*z + 1
*
[ 1/2 ] 
f(z) = -141/2*z^3 + 133/8*z + 1
*
0 | 0.11807995470329831491293591828106193468 | 0.023860514011374883134995030209994457886
f(z) = -141/2*z^3 + 137/2*z + 1
*
[ 1/2 ] 
f(z) = -141/4*z^3 + 125/16*z + 1
*
0 | 0.10528086550161151079481906386573821218 | 0.021274191481043200588984585780530269512
f(z) = -141/4*z^3 + 133/4*z + 1
*
0 | 0.13096979692771283407955782868545285160 | 0.026465175079994544731663292908848804012
f(z) = -141/5*z^3 + 131/5*z + 1
*
0 | 0.13100595156104708602420363200106736340 | 0.026472480876625443533284662061775387155
f(z) = -141/7*z^3 + 127/7*z + 1
*
0 | 0.099646955647624496712156628438795032035 | 0.020135742661786283912664129660529500833
f(z) = -141/8*z^3 + 125/8*z + 1
*
0 | 0.11822457548059568594167996370431728539 | 0.023889737651337403033113629222787638329
f(z) = -141/10*z^3 + 121/10*z + 1
*
-2 | 0.10541567564092772898271936573593753683 | 0.016677668082978869481077582063317839162
f(z) = -141/16*z^3 + 139/4*z + 1
*
-1/4 | 0.15705786047977393152197506862564624375 | 0.023495435019763966783664361969131895107
f(z) = -160/7*z^3 + 127/35*z + 1
*
[ 1/2 ] 
f(z) = -159/5*z^3 + 139/20*z + 1
*
[ 1/2 ] 
f(z) = -159/7*z^3 + 131/28*z + 1
*
[ -1/3 ] 
f(z) = -159/7*z^3 + 137/21*z + 1
*
-1/3 | 0.16217729333841768828260113505824083121 | 0.026295396790265963844735279786758786422
f(z) = -159/8*z^3 + 125/24*z + 1
*
[ 1/2 ] 
f(z) = -159/8*z^3 + 127/32*z + 1
*
[ 1/2 ] 
f(z) = -157/5*z^3 + 137/20*z + 1
*
[ 1/2 ] 
f(z) = -157/6*z^3 + 133/24*z + 1
*
[ 1/2 ] 
f(z) = -157/7*z^3 + 129/28*z + 1
*
[ 1/2 ] 
f(z) = -157/8*z^3 + 125/32*z + 1
*
[ 1/2 ] 
f(z) = -157/9*z^3 + 121/36*z + 1
*
[ 2/3 ] 
f(z) = -157/16*z^3 + 139/36*z + 1
*
[ -1/4 ] 
f(z) = -156/5*z^3 + 139/20*z + 1
*
[ -1/3 ] 
f(z) = -156/7*z^3 + 136/21*z + 1
*
[ 1/2 ] 
f(z) = -155/6*z^3 + 131/24*z + 1
*
[ 1/2 ] 
f(z) = -155/7*z^3 + 127/28*z + 1
*
[ 1/2 ] 
f(z) = -155/8*z^3 + 123/32*z + 1
*
-4/5 | 0.14599183357033586181405832673187477717 | 0.021944211526105348382153938770104813040
f(z) = -155/16*z^3 + 129/20*z + 1
*
[ 2/3 ] 
f(z) = -155/16*z^3 + 137/36*z + 1
*
[ -3/7 ] 
f(z) = -154/9*z^3 + 136/21*z + 1
*
[ 1/2 ] 
f(z) = -153/5*z^3 + 133/20*z + 1
*
[ 1/2 ] 
f(z) = -153/7*z^3 + 125/28*z + 1
*
[ 1/2 ] 
f(z) = -153/8*z^3 + 121/32*z + 1
*
[ 2/3 ] 
f(z) = -153/11*z^3 + 125/22*z + 1
*
[ 2/3 ] 
f(z) = -153/13*z^3 + 123/26*z + 1
*
[ 3/8 ] 
f(z) = -152/3*z^3 + 131/24*z + 1
*
-1/8 | 0.16964778177704360310760298061002961257 | 0.023882879064716483958555870505932150934
f(z) = -152/3*z^3 + 139/24*z + 1
*
[ -1/4 ] 
f(z) = -152/11*z^3 + 129/22*z + 1
*
-1/4 | 0.12812843568685264581908183491060122526 | 0.022411722030896718589785353897513413253
f(z) = -152/15*z^3 + 139/30*z + 1
*
[ 1/2 ] 
f(z) = -151/5*z^3 + 131/20*z + 1
*
[ 1/2 ] 
f(z) = -151/6*z^3 + 127/24*z + 1
*
[ 1/2 ] 
f(z) = -151/7*z^3 + 123/28*z + 1
*
[ 2/3 ] 
f(z) = -151/16*z^3 + 133/36*z + 1
*
-2/5 | 0.12789707131607182557905837408235193887 | 0.020934995608444444021536989542517150353
f(z) = -150/7*z^3 + 128/21*z + 1
*
[ -1/3 ] 
f(z) = -150/7*z^3 + 134/21*z + 1
*
[ -2/5 ] 
f(z) = -150/11*z^3 + 125/22*z + 1
*
[ 3/5 ] 
f(z) = -150/13*z^3 + 136/39*z + 1
*
[ -2/5 ] 
f(z) = -150/13*z^3 + 139/26*z + 1
*
[ 1/2 ] 
f(z) = -149/5*z^3 + 129/20*z + 1
*
[ 1/2 ] 
f(z) = -149/6*z^3 + 125/24*z + 1
*
[ 1/2 ] 
f(z) = -149/7*z^3 + 121/28*z + 1
*
[ 2/3 ] 
f(z) = -149/16*z^3 + 131/36*z + 1
*
[ -1/4 ] 
f(z) = -148/5*z^3 + 137/20*z + 1
*
-2/7 | 0.15033151771402231807370602439294364944 | 0.023575028214680298913205444694286596276
f(z) = -147/5*z^3 + 123/20*z + 1
*
[ 1/2 ] 
f(z) = -147/5*z^3 + 127/20*z + 1
*
-3/7 | 0.16759138963925821772481840059770575120 | 0.027523428233390952650036376627003151165
f(z) = -147/8*z^3 + 137/24*z + 1
*
[ -2/7 ] 
f(z) = -147/11*z^3 + 123/22*z + 1
*
[ -1/2 ] 
f(z) = -146/11*z^3 + 139/22*z + 1
*
[ 1/2 ] 
f(z) = -145/6*z^3 + 121/24*z + 1
*
-2/5 | 0.19433784291667906336265101098260581660 | 0.029506950790362776778320008476103816732
f(z) = -145/12*z^3 + 133/30*z + 1
*
-4/5 | 0.19594700054847196298424924694668398771 | 0.029751274460640454351789785908410874329
f(z) = -145/16*z^3 + 121/20*z + 1
*
[ 2/3 ] 
f(z) = -145/16*z^3 + 127/36*z + 1
*
-3/5 | 0.19671218893773796451138390687647094216 | 0.029867455518372525497653266247756781453
f(z) = -145/18*z^3 + 137/30*z + 1
*
-1/4 | 0.16691347230576682424425627912582933417 | 0.027505235069391858996596002457634222711
f(z) = -144/7*z^3 + 139/21*z + 1
*
[ 1/2 ] 
f(z) = -143/5*z^3 + 123/20*z + 1
*
[ 2/3 ] 
f(z) = -143/16*z^3 + 125/36*z + 1
*
[ -1/2 ] 
f(z) = -142/11*z^3 + 137/22*z + 1
*
[ 1/2 ] 
f(z) = -141/5*z^3 + 121/20*z + 1
*
[ -1/3 ] 
f(z) = -141/7*z^3 + 131/21*z + 1
*
[ 3/5 ] 
f(z) = -150/17*z^3 + 128/51*z + 1
*
[ 3/5 ] 
f(z) = -150/19*z^3 + 124/57*z + 1
*
9/14 | 0.17895214601226492670819293412211363298 | 0.028063322684882475251852956202501585045
f(z) = -147/13*z^3 + 139/52*z + 1
*
-5/21 | 0.13089032125936214791135373230304828561 | 0.021496034917915879350925169407685317571
f(z) = -147/16*z^3 + 121/48*z + 1
*
5/7 | 0.16951995562233353327505926524327566343 | 0.027840155408592430744107328337355412076
f(z) = -147/19*z^3 + 130/57*z + 1
*
[ 13/24 ] 
f(z) = -144/13*z^3 + 125/52*z + 1
*
[ 4/7 ] 
f(z) = -147/19*z^3 + 135/76*z + 1
*
[ -1/16 ] 
f(z) = -160*z^3 + 141/8*z + 1
*
-1/10 | 0.074795540544749782992724844690983013871 | 0.010137975701718283371831919705568537089
f(z) = -160*z^3 + 141/10*z + 1
*
[ 1/3 ] 
f(z) = -160*z^3 + 142/9*z + 1
*
-3/40 | 0.20415907231749738312977358246750612209 | 0.027672234191580015644889341242246637945
f(z) = -160*z^3 + 149/10*z + 1
*
[ -3/8 ] 
f(z) = -160*z^3 + 157/6*z + 1
*
0 | 0.13323599712705765480250337550235129249 | 0.026252499318768477232972912414160097298
f(z) = -160*z^3 + 158*z + 1
*
0 | 0.11292338970759106750043376812427987686 | 0.022250152175800580518659693325693988402
f(z) = -160/3*z^3 + 154/3*z + 1
*
0 | 0.13333193650508240142116380131988189091 | 0.026271402982271936263412997275802180252
f(z) = -160/7*z^3 + 146/7*z + 1
*
0 | 0.11980063326354342314724046461723972551 | 0.023605227648350775830621996225110005261
f(z) = -160/9*z^3 + 142/9*z + 1
*
-1/8 | 0.15960461251785930899727399481731354078 | 0.027669162765775710083537103611466204110
f(z) = -160/9*z^3 + 149/18*z + 1
*
[ 1/2 ] 
f(z) = -159*z^3 + 155/4*z + 1
*
0 | 0.13311999414831171150142646436334952346 | 0.026262085223469759393335587154424558886
f(z) = -159*z^3 + 157*z + 1
*
[ 1/2 ] 
f(z) = -159/2*z^3 + 151/8*z + 1
*
0 | 0.12030073104647757674915822051084308258 | 0.023733084360478668082488110690486051966
f(z) = -159/2*z^3 + 155/2*z + 1
*
[ 1/2 ] 
f(z) = -159/4*z^3 + 143/16*z + 1
*
0 | 0.10749754688654233491464664511489332787 | 0.021207255572014424246463851485193665449
f(z) = -159/4*z^3 + 151/4*z + 1
*
0 | 0.13318443950811763221735249720822882755 | 0.026274799087696606094000822885930982605
f(z) = -159/5*z^3 + 149/5*z + 1
*
0 | 0.13321653371148441122115017045234160540 | 0.026281130673792220490647246238811898405
f(z) = -159/7*z^3 + 145/7*z + 1
*
0 | 0.10470797363856342671809964585430401251 | 0.020656924941035632660665539648420462780
f(z) = -159/8*z^3 + 143/8*z + 1
*
-2 | 0.10761930683891267028364368299136300444 | 0.016704483644361908220932748397368772445
f(z) = -159/16*z^3 + 157/4*z + 1
*
[ 1/3 ] 
f(z) = -158*z^3 + 140/9*z + 1
*
0 | 0.13300325992490704615611751293435249705 | 0.026271755701815105241529109458094570283
f(z) = -158*z^3 + 156*z + 1
*
-1 | 0.11583311195535715451229157874400384883 | 0.022851706667610935506825259923726765016
f(z) = -158*z^3 + 159*z + 1
*
0 | 0.11269209090980878969548408912405355775 | 0.022259748246627830845215162758509134615
f(z) = -158/3*z^3 + 152/3*z + 1
*
0 | 0.13306811152482920527942585145654184962 | 0.026284565653924465216055400158878329175
f(z) = -158/5*z^3 + 148/5*z + 1
*
0 | 0.13310040723001443993256110378733862007 | 0.026290944932728032640243782707018030521
f(z) = -158/7*z^3 + 144/7*z + 1
*
0 | 0.11956950238693600755232780406091194086 | 0.023618223777903963259895254596149237723
f(z) = -158/9*z^3 + 140/9*z + 1
*
[ 1/2 ] 
f(z) = -157*z^3 + 153/4*z + 1
*
0 | 0.13288578517927406670003191175496227977 | 0.026281512073387026381636399218122509716
f(z) = -157*z^3 + 155*z + 1
*
-1 | 0.11571528396825031604453386503856354640 | 0.022856910974185348831478386264670415602
f(z) = -157*z^3 + 158*z + 1
*
[ -1 ] 
f(z) = -157*z^3 + 159*z + 1
*
[ 1/2 ] 
f(z) = -157/2*z^3 + 149/8*z + 1
*
0 | 0.12006672731048561313062400244104790255 | 0.023746220403977099216706695256744046720
f(z) = -157/2*z^3 + 153/2*z + 1
*
-1 | 0.10283970453159453299452731803768518229 | 0.020288350386765979492102777007254278031
f(z) = -157/2*z^3 + 159/2*z + 1
*
[ 1/2 ] 
f(z) = -157/3*z^3 + 145/12*z + 1
*
0 | 0.11257482241508421230567337166783421430 | 0.022264507452546465937758108713176768372
f(z) = -157/3*z^3 + 151/3*z + 1
*
[ 1/2 ] 
f(z) = -157/4*z^3 + 141/16*z + 1
*
0 | 0.10726395196465083634478738680493521607 | 0.021214149013719038786308807146321445215
f(z) = -157/4*z^3 + 149/4*z + 1
*
0 | 0.13295104817343253241993324441144698279 | 0.026294419474781442958659447219021074938
f(z) = -157/5*z^3 + 147/5*z + 1
*
0 | 0.099788263804391894986714401961803786060 | 0.019735643330243081684264700229261414736
f(z) = -157/6*z^3 + 145/6*z + 1
*
0 | 0.13298354792672830663079042623809712460 | 0.026300847119826190819824363792485079688
f(z) = -157/7*z^3 + 143/7*z + 1
*
0 | 0.10162273228937380009971822103178641958 | 0.020098455692537943384304878903144848727
f(z) = -157/8*z^3 + 141/8*z + 1
*
-2 | 0.10738704025624557051896555494090960342 | 0.016701668031245936938128132980942683410
f(z) = -157/16*z^3 + 155/4*z + 1
*
[ 2 ] 
f(z) = -157/16*z^3 + 159/4*z + 1
*
0 | 0.13276756045615339899361928717216447151 | 0.026291355687281625840749264655142817318
f(z) = -156*z^3 + 154*z + 1
*
-1 | 0.11559670147028804837330430441356084397 | 0.022862160171883687481310845056533194326
f(z) = -156*z^3 + 157*z + 1
*
[ -1 ] 
f(z) = -156*z^3 + 158*z + 1
*
0 | 0.13283324009738380645174056531854138122 | 0.026304361927684543911380874407893996936
f(z) = -156/5*z^3 + 146/5*z + 1
*
0 | 0.13286594649365501237112747453540681930 | 0.026310838626470460351691408129769777608
f(z) = -156/7*z^3 + 142/7*z + 1
*
[ 1/2 ] 
f(z) = -155*z^3 + 151/4*z + 1
*
0 | 0.13264857611802908023022798442591388311 | 0.026301287922969472357970031947134964600
f(z) = -155*z^3 + 153*z + 1
*
-1 | 0.11547735473612124278603191036416971804 | 0.022867454947298057804298314618602129261
f(z) = -155*z^3 + 156*z + 1
*
[ -1 ] 
f(z) = -155*z^3 + 157*z + 1
*
[ 1/2 ] 
f(z) = -155/2*z^3 + 147/8*z + 1
*
0 | 0.11982972876771222180289876765773981124 | 0.023759593131603720258648539856928407413
f(z) = -155/2*z^3 + 151/2*z + 1
*
-1 | 0.10260126268469805490155384054671786189 | 0.020291984732263267236109523054814302252
f(z) = -155/2*z^3 + 157/2*z + 1
*
[ -1 ] 
f(z) = -155/2*z^3 + 159/2*z + 1
*
[ -2/5 ] 
f(z) = -155/2*z^3 + 159/10*z + 1
*
[ 1/2 ] 
f(z) = -155/3*z^3 + 143/12*z + 1
*
0 | 0.11233803381767876864622739353759918314 | 0.022274155204727208791796582121377645504
f(z) = -155/3*z^3 + 149/3*z + 1
*
-1 | 0.095052476009045381272475411370001993944 | 0.018775445278350208409280050095563935805
f(z) = -155/3*z^3 + 158/3*z + 1
*
0 | 0.10702737274275788808654351613641883406 | 0.021221168206445994335463624746901732138
f(z) = -155/4*z^3 + 147/4*z + 1
*
-1 | 0.10679946021190625423370436942953325483 | 0.021069536126787917178729064790368545900
f(z) = -155/4*z^3 + 159/4*z + 1
*
0 | 0.099552101636825252937453648911741263880 | 0.019738986765731182923420721433636902146
f(z) = -155/6*z^3 + 143/6*z + 1
*
0 | 0.13274759344434745862249597536418311844 | 0.026320920875580626160006410525019384622
f(z) = -155/7*z^3 + 141/7*z + 1
*
-2 | 0.10715181762304922642484664904333925205 | 0.016698813805131411991190197589462262213
f(z) = -155/16*z^3 + 153/4*z + 1
*
[ 2 ] 
f(z) = -155/16*z^3 + 157/4*z + 1
*
[ 2/7 ] 
f(z) = -154*z^3 + 141/14*z + 1
*
[ -1/11 ] 
f(z) = -154*z^3 + 146/11*z + 1
*
0 | 0.13252882234041408857160558473276272257 | 0.026311310191187493623345430390328708505
f(z) = -154*z^3 + 152*z + 1
*
-1 | 0.11535723385114597518358329673217484091 | 0.022872796002096967539586109855177161503
f(z) = -154*z^3 + 155*z + 1
*
[ -1 ] 
f(z) = -154*z^3 + 156*z + 1
*
0 | 0.11221849435611295393691694215571508499 | 0.022279045131840152909377558831702366320
f(z) = -154/3*z^3 + 148/3*z + 1
*
-1 | 0.094931830624925783485276480714366179667 | 0.018775161311285625585030667731457855777
f(z) = -154/3*z^3 + 157/3*z + 1
*
0 | 0.13259535144192520159306777215071311204 | 0.026324518395981645014255574683050863978
f(z) = -154/5*z^3 + 144/5*z + 1
*
-1 | 0.11519519733612470827410534862088795241 | 0.022725858043572423759917490150338439017
f(z) = -154/5*z^3 + 159/5*z + 1
*
[ -2/3 ] 
f(z) = -153*z^3 + 141/2*z + 1
*
[ 1/2 ] 
f(z) = -153*z^3 + 149/4*z + 1
*
0 | 0.13240828910698244219978153159440020694 | 0.026321423934863221227301710324246477737
f(z) = -153*z^3 + 151*z + 1
*
-1 | 0.11523632870656089412446578298983615800 | 0.022878184053457529458898840912819700072
f(z) = -153*z^3 + 154*z + 1
*
[ -1 ] 
f(z) = -153*z^3 + 155*z + 1
*
[ 1/2 ] 
f(z) = -153/2*z^3 + 145/8*z + 1
*
0 | 0.11958965776740253616610399238469278753 | 0.023773210133224320817440873741739992543
f(z) = -153/2*z^3 + 149/2*z + 1
*
-1 | 0.10235971056741086610645213942490909941 | 0.020295673712696428709040425573623948781
f(z) = -153/2*z^3 + 155/2*z + 1
*
[ -1 ] 
f(z) = -153/2*z^3 + 157/2*z + 1
*
0 | 0.10678773198043081786835353871758313843 | 0.021228317225883140635670623057538984718
f(z) = -153/4*z^3 + 145/4*z + 1
*
-1 | 0.10655684468585185075460441996609694389 | 0.021074300733785528847413505364885512259
f(z) = -153/4*z^3 + 157/4*z + 1
*
0 | 0.13247525123215041749936860449189090978 | 0.026334735325683334965420709134036350350
f(z) = -153/5*z^3 + 143/5*z + 1
*
-1 | 0.11507322175301559941388735680763678503 | 0.022730086250689576268617417815176898693
f(z) = -153/5*z^3 + 158/5*z + 1
*
[ -4/3 ] 
f(z) = -153/8*z^3 + 143/4*z + 1
*
-2 | 0.10691356257533331254848756058839810959 | 0.016695920008206272831973847789063477045
f(z) = -153/16*z^3 + 151/4*z + 1
*
[ 2 ] 
f(z) = -153/16*z^3 + 155/4*z + 1
*
[ -2 ] 
f(z) = -153/16*z^3 + 159/4*z + 1
*
0 | 0.13228696620454183649847882609994739834 | 0.026331630630072786689569874823287457502
f(z) = -152*z^3 + 150*z + 1
*
-1 | 0.11511462899426219475105787794584147677 | 0.022883619834512982315216781574658909109
f(z) = -152*z^3 + 153*z + 1
*
[ -1 ] 
f(z) = -152*z^3 + 154*z + 1
*
0 | 0.11197707528854071851579029507656018599 | 0.022288960659772636748644760506709303285
f(z) = -152/3*z^3 + 146/3*z + 1
*
-1 | 0.094689189533807614870010662919587395113 | 0.018774778516320685897874062589079997455
f(z) = -152/3*z^3 + 155/3*z + 1
*
[ -1 ] 
f(z) = -152/3*z^3 + 158/3*z + 1
*
0 | 0.13235436702727233938672960096649739035 | 0.026345046717985472393693156572056777186
f(z) = -152/5*z^3 + 142/5*z + 1
*
-1 | 0.11495043736446009070608510371827808529 | 0.022734345162347488979676100965591289372
f(z) = -152/5*z^3 + 157/5*z + 1
*
-1 | 0.11486744658176296647861072063063445307 | 0.022661198949360664217073331252084016464
f(z) = -152/7*z^3 + 159/7*z + 1
*
[ 1/2 ] 
f(z) = -151*z^3 + 147/4*z + 1
*
0 | 0.13216484321784050965025063323612418507 | 0.026341931787034138346495369098178173723
f(z) = -151*z^3 + 149*z + 1
*
-1 | 0.11499212420156973187834758551449839052 | 0.022889104094816176785681759762012979937
f(z) = -151*z^3 + 152*z + 1
*
[ -1 ] 
f(z) = -151*z^3 + 153*z + 1
*
[ 1/2 ] 
f(z) = -151/2*z^3 + 143/8*z + 1
*
0 | 0.11934643359903760916473684725109264021 | 0.023787079349913489555555613996208790288
f(z) = -151/2*z^3 + 147/2*z + 1
*
-1 | 0.10211561810284845775588929548669726941 | 0.020299548408815796829822813290845374899
f(z) = -151/2*z^3 + 153/2*z + 1
*
[ -1 ] 
f(z) = -151/2*z^3 + 155/2*z + 1
*
0 | 0.11185414154909323004325575180603116126 | 0.022293781727769964659476293989373070061
f(z) = -151/3*z^3 + 145/3*z + 1
*
-1 | 0.094566139111415298477139756162824892700 | 0.018774474682588968366733491343930319030
f(z) = -151/3*z^3 + 154/3*z + 1
*
[ -1 ] 
f(z) = -151/3*z^3 + 157/3*z + 1
*
0 | 0.10654494939912064444217082029931722564 | 0.021235600338122188225907331561259258540
f(z) = -151/4*z^3 + 143/4*z + 1
*
-1 | 0.10631100819670252976212940272827075561 | 0.021079128911830087286699983170749459134
f(z) = -151/4*z^3 + 155/4*z + 1
*
[ -1 ] 
f(z) = -151/4*z^3 + 159/4*z + 1
*
0 | 0.13223268852429353836298804938778793130 | 0.026355454115598553910859416984684197638
f(z) = -151/5*z^3 + 141/5*z + 1
*
-1 | 0.11482683337180104382199499444311743709 | 0.022738635162459378213918969597597401828
f(z) = -151/5*z^3 + 156/5*z + 1
*
-1 | 0.081605436562861653563470016083700882466 | 0.016139531127332154064208432367379743443
f(z) = -151/6*z^3 + 157/6*z + 1
*
-1 | 0.11474328086001210554172654414421696067 | 0.022664913964371778590661975118716394540
f(z) = -151/7*z^3 + 158/7*z + 1
*
-1 | 0.10614390036383682497536838608949397620 | 0.020940206429102510659042556776365741450
f(z) = -151/8*z^3 + 159/8*z + 1
*
-2 | 0.10667219574540192845398514379212555016 | 0.016692985648440374436849954349409349877
f(z) = -151/16*z^3 + 149/4*z + 1
*
[ 2 ] 
f(z) = -151/16*z^3 + 153/4*z + 1
*
[ -2 ] 
f(z) = -151/16*z^3 + 157/4*z + 1
*
0 | 0.13204190952420173372159309307921228249 | 0.026352328951137023331274578631362549767
f(z) = -150*z^3 + 148*z + 1
*
-1 | 0.11486880360577752499684414524059738173 | 0.022894637600819705966458888298971979147
f(z) = -150*z^3 + 151*z + 1
*
[ -1 ] 
f(z) = -150*z^3 + 152*z + 1
*
[ 7/10 ] 
f(z) = -150/7*z^3 + 141/14*z + 1
*
-1 | 0.11461827686080501258321547015943023118 | 0.022668652053973736433461469643338304749
f(z) = -150/7*z^3 + 157/7*z + 1
*
[ -1/10 ] 
f(z) = -150/7*z^3 + 157/14*z + 1
*
[ 1/2 ] 
f(z) = -149*z^3 + 145/4*z + 1
*
0 | 0.13191815428797901941795085659613562850 | 0.026362823704011357644778215139465845928
f(z) = -149*z^3 + 147*z + 1
*
-1 | 0.11474465626852159129380379805202449417 | 0.022900221136373393639540314287240092656
f(z) = -149*z^3 + 150*z + 1
*
[ -1 ] 
f(z) = -149*z^3 + 151*z + 1
*
[ 1/2 ] 
f(z) = -149/2*z^3 + 141/8*z + 1
*
0 | 0.11909997232943546749543855794875928047 | 0.023801209095294717953537281807029606206
f(z) = -149/2*z^3 + 145/2*z + 1
*
-1 | 0.10186759549238148899871361834317386693 | 0.020303351378752116708538700448706598632
f(z) = -149/2*z^3 + 151/2*z + 1
*
[ -1 ] 
f(z) = -149/2*z^3 + 153/2*z + 1
*
0 | 0.11160790729537564099276542353413927427 | 0.022303977795039137876191404447990499837
f(z) = -149/3*z^3 + 143/3*z + 1
*
-1 | 0.094317557786539238713669440679286660204 | 0.018773845714517784027360440276894686615
f(z) = -149/3*z^3 + 152/3*z + 1
*
[ -1 ] 
f(z) = -149/3*z^3 + 155/3*z + 1
*
0 | 0.10629894152070984075398390490764883465 | 0.021243022011329402426725112938609139058
f(z) = -149/4*z^3 + 141/4*z + 1
*
-1 | 0.10606186406513848603165444576678652823 | 0.021084022051857534109700353946976834760
f(z) = -149/4*z^3 + 153/4*z + 1
*
[ -1 ] 
f(z) = -149/4*z^3 + 157/4*z + 1
*
-1 | 0.11457712228496674009415935687750790063 | 0.022747309996537027052260976143761803211
f(z) = -149/5*z^3 + 154/5*z + 1
*
[ -1 ] 
f(z) = -149/5*z^3 + 159/5*z + 1
*
-1 | 0.081354772837766640222149870752378549304 | 0.016130857691302817353691948698460823399
f(z) = -149/6*z^3 + 155/6*z + 1
*
-1 | 0.11449242318646533601326627218552308699 | 0.022672413435571397458351789525771539523
f(z) = -149/7*z^3 + 156/7*z + 1
*
-1 | 0.10589246294095840714605555245742081546 | 0.020942902504650646717882643965083162516
f(z) = -149/8*z^3 + 157/8*z + 1
*
-1 | 0.10084397250262355160918438355365314271 | 0.019919423111022198255003068547022699026
f(z) = -149/9*z^3 + 158/9*z + 1
*
-1 | 0.10152811768281517763065546430442689985 | 0.020029598830915926732713259152595213333
f(z) = -149/10*z^3 + 159/10*z + 1
*
-2 | 0.10642763460191728572493021793852560457 | 0.016690009697998629657789085372787559906
f(z) = -149/16*z^3 + 147/4*z + 1
*
[ 2 ] 
f(z) = -149/16*z^3 + 151/4*z + 1
*
[ -2 ] 
f(z) = -149/16*z^3 + 155/4*z + 1
*
0 | 0.13179356645482479717457129216729442342 | 0.026373417664635690665784667440622420496
f(z) = -148*z^3 + 146*z + 1
*
-1 | 0.11461967102995770905151997065827409726 | 0.022905855503239889098636141186674385615
f(z) = -148*z^3 + 149*z + 1
*
[ -1 ] 
f(z) = -148*z^3 + 150*z + 1
*
0 | 0.11148458501169460631225490702548865832 | 0.022309355477452957048237155113001314812
f(z) = -148/3*z^3 + 142/3*z + 1
*
-1 | 0.094192004484551477451660395619922805322 | 0.018773520223728752586204297573704885668
f(z) = -148/3*z^3 + 151/3*z + 1
*
[ -1 ] 
f(z) = -148/3*z^3 + 154/3*z + 1
*
-1 | 0.11445099248101788318506971880269128953 | 0.022751695631567920302131812328666547792
f(z) = -148/5*z^3 + 153/5*z + 1
*
[ -1 ] 
f(z) = -148/5*z^3 + 158/5*z + 1
*
-1 | 0.11436570820523324445012596661538080302 | 0.022676198328308484747285397730032431532
f(z) = -148/7*z^3 + 155/7*z + 1
*
-1 | 0.10071666342306352023528881693927460804 | 0.019919257745841626911272737456871874653
f(z) = -148/9*z^3 + 157/9*z + 1
*
-1 | 0.11419318986293802001833915729676948405 | 0.022528180708745736996908768923730813610
f(z) = -148/11*z^3 + 159/11*z + 1
*
[ 1/2 ] 
f(z) = -147*z^3 + 143/4*z + 1
*
0 | 0.13166813474576499409404400794102571080 | 0.026384112490487558689575765113825963674
f(z) = -147*z^3 + 145*z + 1
*
-5/42 | 0.096015973108546785212184848541729167528 | 0.012844363321850376324777288106619231949
f(z) = -147*z^3 + 145/12*z + 1
*
-1 | 0.11449383650274136189247920439161383381 | 0.022911541521629154914750900144973596352
f(z) = -147*z^3 + 148*z + 1
*
[ -1 ] 
f(z) = -147*z^3 + 149*z + 1
*
[ -3/14 ] 
f(z) = -147*z^3 + 149/12*z + 1
*
-2/21 | 0.10170780531450755043008658075343227512 | 0.013605777891254573957184948528976214067
f(z) = -147*z^3 + 157/12*z + 1
*
[ -1/2 ] 
f(z) = -147*z^3 + 159/4*z + 1
*
0 | 0.11885018662886501252707005110766879346 | 0.023815608078493525204695992397521925792
f(z) = -147/2*z^3 + 143/2*z + 1
*
-1 | 0.10161555373299439942464446615840022173 | 0.020307083154001765818268536672968304273
f(z) = -147/2*z^3 + 149/2*z + 1
*
[ -1 ] 
f(z) = -147/2*z^3 + 151/2*z + 1
*
-11/21 | 0.11041269292441968504000844404981910564 | 0.018133006930141408023735715790204929617
f(z) = -147/4*z^3 + 145/12*z + 1
*
-1 | 0.10580932206493937695996151507165326486 | 0.021088981580925607514814631937097063007
f(z) = -147/4*z^3 + 151/4*z + 1
*
[ -1 ] 
f(z) = -147/4*z^3 + 155/4*z + 1
*
-11/21 | 0.12305870593875969035073005848891081829 | 0.020209853672613801884319677819590172571
f(z) = -147/4*z^3 + 157/12*z + 1
*
-11/21 | 0.11785488958411934195238156191960957386 | 0.019355234194339967499260878096709860188
f(z) = -147/5*z^3 + 151/15*z + 1
*
-1 | 0.11432399764101997187288487694978775728 | 0.022756113957455741790236640758828868969
f(z) = -147/5*z^3 + 152/5*z + 1
*
-4/7 | 0.13605694349411388241138930119370998180 | 0.022344546029335891789227415456845327037
f(z) = -147/5*z^3 + 154/15*z + 1
*
[ -1 ] 
f(z) = -147/5*z^3 + 157/5*z + 1
*
-1 | 0.10563756382076334322218415270190950401 | 0.020945599740616664574989565136426850158
f(z) = -147/8*z^3 + 155/8*z + 1
*
-1 | 0.10127266496519338775132967776079337594 | 0.020029221059243390298834536808727328740
f(z) = -147/10*z^3 + 157/10*z + 1
*
-1 | 0.11406438746992986579143296126024847963 | 0.022530814083647895396122319022494680288
f(z) = -147/11*z^3 + 158/11*z + 1
*
-2 | 0.10617979327915370275701854579206029270 | 0.016686991091564406968116691978008612837
f(z) = -147/16*z^3 + 145/4*z + 1
*
[ 2 ] 
f(z) = -147/16*z^3 + 149/4*z + 1
*
-2/21 | 0.10701878144287345251625573301139842343 | 0.016712351279912950890688030024690911820
f(z) = -147/16*z^3 + 151/12*z + 1
*
[ -2 ] 
f(z) = -147/16*z^3 + 153/4*z + 1
*
[ -1/7 ] 
f(z) = -147/19*z^3 + 155/19*z + 1
*
0 | 0.13154184765107156436443056614717994485 | 0.026394909878737615535837161812452108657
f(z) = -146*z^3 + 144*z + 1
*
-1 | 0.11436714106580174319143592190503487925 | 0.022917280030752673771800286185402427867
f(z) = -146*z^3 + 147*z + 1
*
[ -1 ] 
f(z) = -146*z^3 + 148*z + 1
*
0 | 0.11123230596139633107101140842944317926 | 0.022319640052823205511024257843583697085
f(z) = -146/3*z^3 + 140/3*z + 1
*
-1 | 0.093937281257680060467110161741584242889 | 0.018772639735575918940351664613555633466
f(z) = -146/3*z^3 + 149/3*z + 1
*
[ -1 ] 
f(z) = -146/3*z^3 + 152/3*z + 1
*
-1 | 0.11419612581664466376177245176528731884 | 0.022760565392170508642630762599990838703
f(z) = -146/5*z^3 + 151/5*z + 1
*
[ -1 ] 
f(z) = -146/5*z^3 + 156/5*z + 1
*
-1 | 0.11410964658567876602383406673256772113 | 0.022683839532223664420304899098750066573
f(z) = -146/7*z^3 + 153/7*z + 1
*
-1 | 0.10045938843460732452803617046146197636 | 0.019918881733287731799045154069253025431
f(z) = -146/9*z^3 + 155/9*z + 1
*
-1 | 0.11393468255967974008139242340904579915 | 0.022533454057784114487183768458425695991
f(z) = -146/11*z^3 + 157/11*z + 1
*
-1 | 0.11384617173304098140082877250229085572 | 0.022459720521681037460479377987144153389
f(z) = -146/13*z^3 + 159/13*z + 1
*
[ 1/2 ] 
f(z) = -145*z^3 + 141/4*z + 1
*
0 | 0.13141469342392464903614956351996895391 | 0.026405811567489527277292464807298037902
f(z) = -145*z^3 + 143*z + 1
*
-1 | 0.11423957285790130836970294183520075916 | 0.022923071889398242547979189882739978349
f(z) = -145*z^3 + 146*z + 1
*
[ -1 ] 
f(z) = -145*z^3 + 147*z + 1
*
[ -1/2 ] 
f(z) = -145*z^3 + 157/4*z + 1
*
0 | 0.11859698558527132292325980013511316163 | 0.023830285428850036093548055611271102461
f(z) = -145/2*z^3 + 141/2*z + 1
*
-1 | 0.10136070442552863907407311082636178133 | 0.020311005641888801512929810432443891466
f(z) = -145/2*z^3 + 147/2*z + 1
*
[ -1 ] 
f(z) = -145/2*z^3 + 149/2*z + 1
*
[ -2/5 ] 
f(z) = -145/2*z^3 + 151/10*z + 1
*
-1 | 0.093810154756477270334554001555715540499 | 0.018772497468036399790795013116219541886
f(z) = -145/3*z^3 + 148/3*z + 1
*
[ -1 ] 
f(z) = -145/3*z^3 + 151/3*z + 1
*
-1 | 0.10555328822677668046713830713757854864 | 0.021094008962758675499640859324170462177
f(z) = -145/4*z^3 + 149/4*z + 1
*
[ -1 ] 
f(z) = -145/4*z^3 + 153/4*z + 1
*
-1 | 0.080844206251147920806073737825973802909 | 0.016113154713425260702649344111171060008
f(z) = -145/6*z^3 + 151/6*z + 1
*
[ -1 ] 
f(z) = -145/6*z^3 + 157/6*z + 1
*
-1 | 0.11398027545419103998375952950510899459 | 0.022687696289996756990849943852168445370
f(z) = -145/7*z^3 + 152/7*z + 1
*
[ -1 ] 
f(z) = -145/7*z^3 + 159/7*z + 1
*
-1 | 0.10537910633112249820385779836263614906 | 0.020948296744302799571534058317237039465
f(z) = -145/8*z^3 + 153/8*z + 1
*
-1 | 0.10032939767441791243144460631313930688 | 0.019918670194820103974970547374539402824
f(z) = -145/9*z^3 + 154/9*z + 1
*
-1 | 0.11380406238956085838940764286073505798 | 0.022536100480129445885179435564944062264
f(z) = -145/11*z^3 + 156/11*z + 1
*
-1 | 0.084858564642951077849764024249619803104 | 0.016782919167654162706705457626704518402
f(z) = -145/12*z^3 + 157/12*z + 1
*
-1 | 0.11371491208323805611228247049573885486 | 0.022461783204343521034763711724021060505
f(z) = -145/13*z^3 + 158/13*z + 1
*
-1 | 0.10083466321500550068037981277899907795 | 0.019892793233464324303544582379661593667
f(z) = -145/14*z^3 + 159/14*z + 1
*
-2 | 0.10592858239455144669609792989651891355 | 0.016683928724567265599537648648671748618
f(z) = -145/16*z^3 + 143/4*z + 1
*
[ 2 ] 
f(z) = -145/16*z^3 + 147/4*z + 1
*
[ -2 ] 
f(z) = -145/16*z^3 + 151/4*z + 1
*
0 | 0.13128666007385563816424333740318373374 | 0.026416819337067723081789747584691632243
f(z) = -144*z^3 + 142*z + 1
*
[ -5/12 ] 
f(z) = -144*z^3 + 142/5*z + 1
*
-1/8 | 0.15692280181094689490292680652765962853 | 0.021050127017089992239704681933156295995
f(z) = -144*z^3 + 143/12*z + 1
*
-1 | 0.11411111977097194945014000234687641285 | 0.022928917976526266308865222181433216638
f(z) = -144*z^3 + 145*z + 1
*
[ -1 ] 
f(z) = -144*z^3 + 146*z + 1
*
-1 | 0.11393770216797166169997012692031572265 | 0.022769569296256460184451144799670819112
f(z) = -144/5*z^3 + 149/5*z + 1
*
[ -2/3 ] 
f(z) = -144/5*z^3 + 153/10*z + 1
*
[ -1 ] 
f(z) = -144/5*z^3 + 154/5*z + 1
*
-1 | 0.11384999401541085427349866954283709151 | 0.022691577451993438252604793908605698682
f(z) = -144/7*z^3 + 151/7*z + 1
*
[ -1 ] 
f(z) = -144/7*z^3 + 158/7*z + 1
*
-1 | 0.11367251394503724450417914236592163696 | 0.022538753190505103516807979375794277959
f(z) = -144/11*z^3 + 155/11*z + 1
*
0 | 0.13115773535996198301220086007668638403 | 0.026427935011355205432722191836253633728
f(z) = -143*z^3 + 141*z + 1
*
-1 | 0.11398176944321842981619162796087810883 | 0.022934819191888511973564030522687229087
f(z) = -143*z^3 + 144*z + 1
*
[ -1 ] 
f(z) = -143*z^3 + 145*z + 1
*
[ -1/11 ] 
f(z) = -143*z^3 + 145/11*z + 1
*
[ -1/2 ] 
f(z) = -143*z^3 + 155/4*z + 1
*
-1 | 0.10110229887277662584683164199350587919 | 0.020314990535057774616888768883329226486
f(z) = -143/2*z^3 + 145/2*z + 1
*
[ -1 ] 
f(z) = -143/2*z^3 + 147/2*z + 1
*
-1 | 0.093551142497516440889470418311299597346 | 0.018771775061460997404421072192104539128
f(z) = -143/3*z^3 + 146/3*z + 1
*
[ -1 ] 
f(z) = -143/3*z^3 + 149/3*z + 1
*
-1 | 0.10529366462824752515232115237592349566 | 0.021099105698212288327203198949635082666
f(z) = -143/4*z^3 + 147/4*z + 1
*
[ -1 ] 
f(z) = -143/4*z^3 + 151/4*z + 1
*
-1 | 0.11380712517234032445886538708879329893 | 0.022774122638303676938823351530998932010
f(z) = -143/5*z^3 + 148/5*z + 1
*
[ -1 ] 
f(z) = -143/5*z^3 + 153/5*z + 1
*
-1 | 0.080582964329187642382139189313933333985 | 0.016103882696231705324327442284687138522
f(z) = -143/6*z^3 + 149/6*z + 1
*
[ -1 ] 
f(z) = -143/6*z^3 + 155/6*z + 1
*
-1 | 0.11371878936570437803390078357065054296 | 0.022695483245346694209468811713199275915
f(z) = -143/7*z^3 + 150/7*z + 1
*
[ -1 ] 
f(z) = -143/7*z^3 + 157/7*z + 1
*
-1 | 0.10511698969202575669898810520553933436 | 0.020950991993852240776386853982890796303
f(z) = -143/8*z^3 + 151/8*z + 1
*
[ -1 ] 
f(z) = -143/8*z^3 + 159/8*z + 1
*
-1 | 0.10006664550593292513599981219678431890 | 0.019918197714040505229590652849101169743
f(z) = -143/9*z^3 + 152/9*z + 1
*
-1 | 0.10074892241125696767999085778790908000 | 0.020027863177241925041604674005996431160
f(z) = -143/10*z^3 + 153/10*z + 1
*
-1 | 0.084592841658343543619998803842764021814 | 0.016772895343396453089932131941287202001
f(z) = -143/12*z^3 + 155/12*z + 1
*
-1 | 0.10056800396675416035791743724957270406 | 0.019889856592884997814222931899738441224
f(z) = -143/14*z^3 + 157/14*z + 1
*
-1 | 0.093013701426963807515564880145600933045 | 0.018372731932964852980393154775834897642
f(z) = -143/15*z^3 + 158/15*z + 1
*
-2 | 0.10567390885359302427388661631882319202 | 0.016680821451308672106263360707040682886
f(z) = -143/16*z^3 + 141/4*z + 1
*
[ 2 ] 
f(z) = -143/16*z^3 + 145/4*z + 1
*
[ -2 ] 
f(z) = -143/16*z^3 + 149/4*z + 1
*
-1 | 0.10475512376084637583195326047776630909 | 0.020666226778356270300924926098480435605
f(z) = -143/16*z^3 + 159/16*z + 1
*
0 | 0.13102790678388415684826912756994147336 | 0.026439160459183741025822364159942219011
f(z) = -142*z^3 + 140*z + 1
*
-1 | 0.11385150925197925612251043956511942403 | 0.022940776456670331287385303192194162862
f(z) = -142*z^3 + 143*z + 1
*
[ -1 ] 
f(z) = -142*z^3 + 144*z + 1
*
-1 | 0.093420265016544992994680256242473219516 | 0.018771401053717497074382341727665526245
f(z) = -142/3*z^3 + 145/3*z + 1
*
[ -1 ] 
f(z) = -142/3*z^3 + 148/3*z + 1
*
-1 | 0.11367562083494554635855024594559910406 | 0.022778710834830008327394992482747024182
f(z) = -142/5*z^3 + 147/5*z + 1
*
[ -1 ] 
f(z) = -142/5*z^3 + 152/5*z + 1
*
-1 | 0.11358664832506525094101587819397072964 | 0.022699413898607747465708789194618412786
f(z) = -142/7*z^3 + 149/7*z + 1
*
[ -1 ] 
f(z) = -142/7*z^3 + 156/7*z + 1
*
-1 | 0.099933857624060949124168796701573802928 | 0.019917935788788109898537481699731914158
f(z) = -142/9*z^3 + 151/9*z + 1
*
-1 | 0.11340657876803335659379036189539093818 | 0.022544076786190054919751784160004509415
f(z) = -142/11*z^3 + 153/11*z + 1
*
-1 | 0.11331545332294462733931743130197570994 | 0.022467955941846690595248969493933375819
f(z) = -142/13*z^3 + 155/13*z + 1
*
-1 | 0.092879942721148995540728597655001177148 | 0.018369348781047009116015476802594084162
f(z) = -142/15*z^3 + 157/15*z + 1
*
-1 | 0.11313094684907908984783601146095153999 | 0.022318620028274865809166029009906245000
f(z) = -142/17*z^3 + 159/17*z + 1
*
-1 | 0.11372032630633467718223444735073056719 | 0.022946790714157415568012400065005379518
f(z) = -141*z^3 + 142*z + 1
*
[ -1 ] 
f(z) = -141*z^3 + 143*z + 1
*
[ -1/2 ] 
f(z) = -141*z^3 + 153/4*z + 1
*
-1 | 0.10084023641724217377415881345258825354 | 0.020319039569038676003284864371109592079
f(z) = -141/2*z^3 + 143/2*z + 1
*
[ -1 ] 
f(z) = -141/2*z^3 + 145/2*z + 1
*
-1 | 0.10503034916897570296166399327649630155 | 0.021104273325639325679771627151966880214
f(z) = -141/4*z^3 + 145/4*z + 1
*
[ -1 ] 
f(z) = -141/4*z^3 + 149/4*z + 1
*
-1 | 0.11354317588860422326002309948288143120 | 0.022783334341441785590572330904946540922
f(z) = -141/5*z^3 + 146/5*z + 1
*
[ -1 ] 
f(z) = -141/5*z^3 + 151/5*z + 1
*
-1 | 0.11345355742916382418446790306560514391 | 0.022703369641671381017960430301862273704
f(z) = -141/7*z^3 + 148/7*z + 1
*
[ -1 ] 
f(z) = -141/7*z^3 + 155/7*z + 1
*
-1 | 0.10485110877943686111272409753266070941 | 0.020953683826474634643690176834069337525
f(z) = -141/8*z^3 + 149/8*z + 1
*
[ -1 ] 
f(z) = -141/8*z^3 + 157/8*z + 1
*
-1 | 0.10048172786701156083894013142379582560 | 0.020027132457255861015023834984079862605
f(z) = -141/10*z^3 + 151/10*z + 1
*
-1 | 0.11327216457535875515659990572132924470 | 0.022546747301282948361885594935662015294
f(z) = -141/11*z^3 + 152/11*z + 1
*
-1 | 0.11318036114698528903588689005170296331 | 0.022470007181078302088852802772089037005
f(z) = -141/13*z^3 + 154/13*z + 1
*
-1 | 0.10029811721450579259263798035147801689 | 0.019886905206153322053028891309490528755
f(z) = -141/14*z^3 + 155/14*z + 1
*
[ 2 ] 
f(z) = -141/16*z^3 + 143/4*z + 1
*
[ -2 ] 
f(z) = -141/16*z^3 + 147/4*z + 1
*
-1 | 0.10448385710154488841981232306666624120 | 0.020664315210116123088871538620685172581
f(z) = -141/16*z^3 + 157/16*z + 1
*
-1 | 0.11299446434828194503577313491358794009 | 0.022319475212047848610033984054371602469
f(z) = -141/17*z^3 + 158/17*z + 1
*
[ -1/3 ] 
f(z) = -159/8*z^3 + 149/24*z + 1
*
[ -1/2 ] 
f(z) = -158/11*z^3 + 145/22*z + 1
*
[ -1/2 ] 
f(z) = -158/13*z^3 + 157/26*z + 1
*
[ -1/5 ] 
f(z) = -155/4*z^3 + 151/20*z + 1
*
-4/5 | 0.19662152352228808870867554944032745456 | 0.029554422307323459912097880361027079801
f(z) = -155/16*z^3 + 149/20*z + 1
*
[ -1/2 ] 
f(z) = -154/13*z^3 + 155/26*z + 1
*
[ -1/6 ] 
f(z) = -153/5*z^3 + 157/20*z + 1
*
[ -3/8 ] 
f(z) = -152/9*z^3 + 145/24*z + 1
*
[ -1/4 ] 
f(z) = -152/13*z^3 + 149/26*z + 1
*
[ 3/5 ] 
f(z) = -150/7*z^3 + 148/21*z + 1
*
-2/5 | 0.13317890208030782952700691955413206960 | 0.021799558828821581734398268614902362497
f(z) = -150/7*z^3 + 149/21*z + 1
*
[ 3/5 ] 
f(z) = -150/11*z^3 + 140/33*z + 1
*
[ -1/2 ] 
f(z) = -150/11*z^3 + 141/22*z + 1
*
[ -1/2 ] 
f(z) = -150/13*z^3 + 153/26*z + 1
*
-2/7 | 0.089415132692856931453180403791446215011 | 0.014022104666457861225819271995904228969
f(z) = -147/5*z^3 + 143/20*z + 1
*
[ -5/14 ] 
f(z) = -147/5*z^3 + 151/20*z + 1
*
[ -8/21 ] 
f(z) = -147/8*z^3 + 151/24*z + 1
*
[ -4/7 ] 
f(z) = -147/10*z^3 + 151/20*z + 1
*
[ -2/7 ] 
f(z) = -147/13*z^3 + 141/26*z + 1
*
[ 13/21 ] 
f(z) = -147/13*z^3 + 145/39*z + 1
*
[ -1/2 ] 
f(z) = -146/13*z^3 + 151/26*z + 1
*
[ -1/5 ] 
f(z) = -145/4*z^3 + 149/20*z + 1
*
-4/5 | 0.19186945291414000503131692492236250791 | 0.029132167056823186264683741874763185918
f(z) = -145/16*z^3 + 141/20*z + 1
*
[ -5/24 ] 
f(z) = -144/5*z^3 + 141/20*z + 1
*
-5/24 | 0.12046677932353553889485466912908014164 | 0.018952916746275875725499425770072184956
f(z) = -144/5*z^3 + 149/20*z + 1
*
-7/24 | 0.18231041527531326491756260737101346285 | 0.028682713542229902355736497088054511778
f(z) = -144/7*z^3 + 141/28*z + 1
*
[ 6/11 ] 
f(z) = -143/8*z^3 + 148/33*z + 1
*
[ -2/5 ] 
f(z) = -143/8*z^3 + 159/25*z + 1
*
[ -1/2 ] 
f(z) = -142/13*z^3 + 149/26*z + 1
*
[ -1/3 ] 
f(z) = -141/8*z^3 + 143/24*z + 1
*
[ -2/5 ] 
f(z) = -141/8*z^3 + 158/25*z + 1
*
2/3 | 0.12751535953242445553905520682485050821 | 0.021086077680857193803106261613970095943
f(z) = -141/10*z^3 + 143/30*z + 1
*
-7/30 | 0.14811655245068050326427345462868325966 | 0.021774177713011229328082104982312753556
f(z) = -150/7*z^3 + 145/42*z + 1
*
[ 4/7 ] 
f(z) = -147/11*z^3 + 159/44*z + 1
*
[ 4/7 ] 
f(z) = -147/13*z^3 + 153/52*z + 1
*
[ 4/7 ] 
f(z) = -147/17*z^3 + 141/68*z + 1
*
-1 | 0.11606654238069469481570715009223520393 | 0.022841430054356554284542761919833609490
f(z) = -160*z^3 + 161*z + 1
*
[ -1 ] 
f(z) = -160*z^3 + 162*z + 1
*
[ -3/20 ] 
f(z) = -160*z^3 + 169/15*z + 1
*
-1/12 | 0.12059893283568725313400055979328284384 | 0.015140071917044968333523453162937218735
f(z) = -160*z^3 + 173/18*z + 1
*
-3/10 | 0.13393933165028244517750671190769473255 | 0.018154473914959425765679013640197855481
f(z) = -160*z^3 + 179/10*z + 1
*
-1 | 0.095645220752602349909809717833006538474 | 0.018776975113042212718034864575298565187
f(z) = -160/3*z^3 + 163/3*z + 1
*
[ -1 ] 
f(z) = -160/3*z^3 + 166/3*z + 1
*
[ -1/10 ] 
f(z) = -160/3*z^3 + 173/15*z + 1
*
-1 | 0.11583188959859953435200245564736765478 | 0.022632284024568377965012341696213914194
f(z) = -160/7*z^3 + 167/7*z + 1
*
[ -1 ] 
f(z) = -160/7*z^3 + 174/7*z + 1
*
[ -1/8 ] 
f(z) = -160/9*z^3 + 167/18*z + 1
*
-1 | 0.10218947004024247633031604461203619175 | 0.019920367968078855348794500857689674116
f(z) = -160/9*z^3 + 169/9*z + 1
*
[ -1 ] 
f(z) = -160/9*z^3 + 178/9*z + 1
*
-1 | 0.11567272030887740892369426276259572548 | 0.022497139114165913448018834003515486280
f(z) = -160/11*z^3 + 171/11*z + 1
*
-1 | 0.11559228647411967702376727829552577781 | 0.022430767666541268325482292891423390184
f(z) = -160/13*z^3 + 173/13*z + 1
*
-1 | 0.11542966956310263517708661317184143412 | 0.022300295688259675644888081179262914106
f(z) = -160/17*z^3 + 177/17*z + 1
*
-1 | 0.11534746531367878346509083890383065340 | 0.022236145455732809732174354267401184507
f(z) = -160/19*z^3 + 179/19*z + 1
*
-1 | 0.11595019497248921633258104073269115755 | 0.022846546580227238714690144578977929796
f(z) = -159*z^3 + 160*z + 1
*
[ -1 ] 
f(z) = -159*z^3 + 161*z + 1
*
[ -1/2 ] 
f(z) = -159*z^3 + 171/4*z + 1
*
-1 | 0.10307511518865992598457046986839402919 | 0.020284769285227921538945868039317004017
f(z) = -159/2*z^3 + 161/2*z + 1
*
[ -1 ] 
f(z) = -159/2*z^3 + 163/2*z + 1
*
-1 | 0.10727535844689105872512343698919553210 | 0.021060192239089480453607527434414394973
f(z) = -159/4*z^3 + 163/4*z + 1
*
[ -1 ] 
f(z) = -159/4*z^3 + 167/4*z + 1
*
-1 | 0.11579330658440838872189335857359677009 | 0.022705164580910469380639558848172301581
f(z) = -159/5*z^3 + 164/5*z + 1
*
[ -1 ] 
f(z) = -159/5*z^3 + 169/5*z + 1
*
-1 | 0.11571404590269363363545678450613457091 | 0.022635822050720240191291518290469678835
f(z) = -159/7*z^3 + 166/7*z + 1
*
[ -1 ] 
f(z) = -159/7*z^3 + 173/7*z + 1
*
-1 | 0.10711683468719469655064880146985890681 | 0.020929457637740543283787743516157215940
f(z) = -159/8*z^3 + 167/8*z + 1
*
[ -1 ] 
f(z) = -159/8*z^3 + 175/8*z + 1
*
-1 | 0.10275870063530880450535652457621023815 | 0.020031331288545673609943634158652424447
f(z) = -159/10*z^3 + 169/10*z + 1
*
[ -1 ] 
f(z) = -159/10*z^3 + 179/10*z + 1
*
-1 | 0.11555384362745657461237762266460026166 | 0.022499684332203807005126561421131031492
f(z) = -159/11*z^3 + 170/11*z + 1
*
-1 | 0.11547288209244129489766238928007675246 | 0.022432832635873864887745467592754342202
f(z) = -159/13*z^3 + 172/13*z + 1
*
-1 | 0.10259612283258385857121096949121477681 | 0.019908852614147968371743981592042847740
f(z) = -159/14*z^3 + 173/14*z + 1
*
[ 2 ] 
f(z) = -159/16*z^3 + 161/4*z + 1
*
[ -2 ] 
f(z) = -159/16*z^3 + 165/4*z + 1
*
-1 | 0.10679296261011485836229003150164237012 | 0.020677132246970505031119311874087854684
f(z) = -159/16*z^3 + 175/16*z + 1
*
-1 | 0.11530918634816019805078929263380369715 | 0.022301429896856175988429510867219626946
f(z) = -159/17*z^3 + 176/17*z + 1
*
-1 | 0.11522643053633747022311087797265903531 | 0.022236828192069586344545665176473822074
f(z) = -159/19*z^3 + 178/19*z + 1
*
[ -1 ] 
f(z) = -158*z^3 + 160*z + 1
*
-1 | 0.095410800232073941937219566780603346995 | 0.018776462839592509366672792504098564942
f(z) = -158/3*z^3 + 161/3*z + 1
*
[ -1 ] 
f(z) = -158/3*z^3 + 164/3*z + 1
*
-1 | 0.11567522028057523728684783433008265474 | 0.022709244804005951046424706047823048987
f(z) = -158/5*z^3 + 163/5*z + 1
*
[ -1 ] 
f(z) = -158/5*z^3 + 168/5*z + 1
*
-1 | 0.11559544739115758321699508026889532644 | 0.022639381478324101804193189561164985112
f(z) = -158/7*z^3 + 165/7*z + 1
*
[ -1 ] 
f(z) = -158/7*z^3 + 172/7*z + 1
*
-1 | 0.10195199551125770960063231820954213484 | 0.019920304566197826605441710490165275598
f(z) = -158/9*z^3 + 167/9*z + 1
*
[ -1 ] 
f(z) = -158/9*z^3 + 176/9*z + 1
*
-1 | 0.11543419863151668225065983623837031836 | 0.022502237382526508857655337590535130217
f(z) = -158/11*z^3 + 169/11*z + 1
*
-1 | 0.11535270242344762409701677326882291884 | 0.022434898969140271244143158831427133046
f(z) = -158/13*z^3 + 171/13*z + 1
*
-1 | 0.094926972583097468809214688783795035207 | 0.018420648403527552810370714377211984177
f(z) = -158/15*z^3 + 173/15*z + 1
*
-1 | 0.11518791342627072894981974673505153510 | 0.022302553098587810100596522945295214859
f(z) = -158/17*z^3 + 175/17*z + 1
*
-1 | 0.11510459859352439517567523953710329422 | 0.022237493994650901469757439019030968009
f(z) = -158/19*z^3 + 177/19*z + 1
*
[ -1/2 ] 
f(z) = -157*z^3 + 169/4*z + 1
*
[ -1 ] 
f(z) = -157/2*z^3 + 161/2*z + 1
*
-1 | 0.095292467672225714591311011806021530687 | 0.018776197848868223254601101207442340473
f(z) = -157/3*z^3 + 160/3*z + 1
*
[ -1 ] 
f(z) = -157/3*z^3 + 163/3*z + 1
*
-1 | 0.10703893809080206465542092864187452534 | 0.021064833735413487224663897492852948281
f(z) = -157/4*z^3 + 161/4*z + 1
*
[ -1 ] 
f(z) = -157/4*z^3 + 165/4*z + 1
*
-1 | 0.11555637609172414474694106172641193049 | 0.022713353905748877187491440181593802125
f(z) = -157/5*z^3 + 162/5*z + 1
*
[ -1 ] 
f(z) = -157/5*z^3 + 167/5*z + 1
*
-1 | 0.082336603755826162218680129805074524830 | 0.016164240590907944749856817621607017848
f(z) = -157/6*z^3 + 163/6*z + 1
*
[ -1 ] 
f(z) = -157/6*z^3 + 169/6*z + 1
*
-1 | 0.11547608433070682383379217743452371027 | 0.022642962509897228303985901994930656231
f(z) = -157/7*z^3 + 164/7*z + 1
*
[ -1 ] 
f(z) = -157/7*z^3 + 171/7*z + 1
*
-1 | 0.10687835207727079024174899031490902121 | 0.020932137372713324546858914045938843903
f(z) = -157/8*z^3 + 165/8*z + 1
*
[ -1 ] 
f(z) = -157/8*z^3 + 173/8*z + 1
*
-1 | 0.10183210614365878635471557397182835408 | 0.019920256142942952161344236100368451757
f(z) = -157/9*z^3 + 166/9*z + 1
*
[ -1 ] 
f(z) = -157/9*z^3 + 175/9*z + 1
*
-1 | 0.10251851256916853741375503842654066895 | 0.020030995801606592018665157713844027305
f(z) = -157/10*z^3 + 167/10*z + 1
*
[ -1 ] 
f(z) = -157/10*z^3 + 177/10*z + 1
*
-1 | 0.11531377532136331269421846335784556808 | 0.022504798196257587698359628789108745608
f(z) = -157/11*z^3 + 168/11*z + 1
*
[ -1 ] 
f(z) = -157/11*z^3 + 179/11*z + 1
*
-1 | 0.086371820059349703570063452911853083487 | 0.016836944520579079552520774453321410408
f(z) = -157/12*z^3 + 169/12*z + 1
*
-1 | 0.11523173732826466023567920495775596053 | 0.022436966469900605781131958019389664375
f(z) = -157/13*z^3 + 170/13*z + 1
*
-1 | 0.10235443388375267461464698788241710508 | 0.019906871143738112353243466308012395031
f(z) = -157/14*z^3 + 171/14*z + 1
*
-1 | 0.094805457645808608419083774374913327044 | 0.018417787153119540992550693810074615697
f(z) = -157/15*z^3 + 172/15*z + 1
*
[ -2 ] 
f(z) = -157/16*z^3 + 163/4*z + 1
*
-1 | 0.10655017310882976015739143959433787660 | 0.020676138959921159369052223069286444954
f(z) = -157/16*z^3 + 173/16*z + 1
*
-1 | 0.11506584036732778317968558950691933827 | 0.022303664856014756130525785256734309383
f(z) = -157/17*z^3 + 174/17*z + 1
*
-1 | 0.088625457148930566619528869331340340551 | 0.017159560453500223168878448553901200567
f(z) = -157/18*z^3 + 175/18*z + 1
*
-1 | 0.11498195890267978685003841615951072618 | 0.022238142311826527972543804342215594878
f(z) = -157/19*z^3 + 176/19*z + 1
*
-1 | 0.11543676422596918522667471081652555865 | 0.022717492239238895327800285266658358977
f(z) = -156/5*z^3 + 161/5*z + 1
*
[ -1 ] 
f(z) = -156/5*z^3 + 166/5*z + 1
*
-1 | 0.11535594679854201833447591962920697478 | 0.022646565349881433607453218368681681182
f(z) = -156/7*z^3 + 163/7*z + 1
*
[ -1 ] 
f(z) = -156/7*z^3 + 170/7*z + 1
*
-1 | 0.11519256350072869294606570547244808526 | 0.022507366699283659259565201141309613145
f(z) = -156/11*z^3 + 167/11*z + 1
*
[ -1 ] 
f(z) = -156/11*z^3 + 178/11*z + 1
*
-1 | 0.11494295653302033485639271388777980388 | 0.022304764716932781538229877820783335997
f(z) = -156/17*z^3 + 173/17*z + 1
*
-1 | 0.11485850066885231712301519877904118485 | 0.022238772574267618756202204123040500714
f(z) = -156/19*z^3 + 175/19*z + 1
*
[ -1/2 ] 
f(z) = -155*z^3 + 167/4*z + 1
*
[ -1/2 ] 
f(z) = -155/2*z^3 + 179/8*z + 1
*
[ -1 ] 
f(z) = -155/3*z^3 + 161/3*z + 1
*
[ -1 ] 
f(z) = -155/4*z^3 + 163/4*z + 1
*
-1 | 0.082095041506527676014415847341005377728 | 0.016155974925404050473136429853307290059
f(z) = -155/6*z^3 + 161/6*z + 1
*
[ -1 ] 
f(z) = -155/6*z^3 + 167/6*z + 1
*
-1 | 0.11523502467739615278163417248860846153 | 0.022650190204630810058635961986222643696
f(z) = -155/7*z^3 + 162/7*z + 1
*
[ -1 ] 
f(z) = -155/7*z^3 + 169/7*z + 1
*
-1 | 0.10663675757404090345955925448275703106 | 0.020934822747521359998480742498957528577
f(z) = -155/8*z^3 + 163/8*z + 1
*
[ -1 ] 
f(z) = -155/8*z^3 + 171/8*z + 1
*
-1 | 0.10158997290950141159463433177362174295 | 0.019920124251733324192481493392418691508
f(z) = -155/9*z^3 + 164/9*z + 1
*
[ -1 ] 
f(z) = -155/9*z^3 + 173/9*z + 1
*
-1 | 0.11507055277158340701057063824241897183 | 0.022509942812006897389745448056309866303
f(z) = -155/11*z^3 + 166/11*z + 1
*
[ -1 ] 
f(z) = -155/11*z^3 + 177/11*z + 1
*
-1 | 0.086128046817114269323479409900460024040 | 0.016828478105651315532606651836960512218
f(z) = -155/12*z^3 + 167/12*z + 1
*
[ -1 ] 
f(z) = -155/12*z^3 + 179/12*z + 1
*
-1 | 0.11498740929700183008683894596679021310 | 0.022441104144997006537128351149441007890
f(z) = -155/13*z^3 + 168/13*z + 1
*
-1 | 0.10210954691052432073222893570502182819 | 0.019904788103025056893241418948319363423
f(z) = -155/14*z^3 + 169/14*z + 1
*
[ -2 ] 
f(z) = -155/16*z^3 + 161/4*z + 1
*
-1 | 0.10630415556219359301197809956164903461 | 0.020675050865152538034759831749397650653
f(z) = -155/16*z^3 + 171/16*z + 1
*
-1 | 0.11481925107124869289627171414314437452 | 0.022305852213818661230882640123307787913
f(z) = -155/17*z^3 + 172/17*z + 1
*
-1 | 0.088377639575066758022650725819465240849 | 0.017149745546987569852639269396122595937
f(z) = -155/18*z^3 + 173/18*z + 1
*
-1 | 0.11473421287897016635207814582172671669 | 0.022239384194319172557031128179740314481
f(z) = -155/19*z^3 + 174/19*z + 1
*
[ -1 ] 
f(z) = -154/3*z^3 + 160/3*z + 1
*
[ -1 ] 
f(z) = -154/5*z^3 + 164/5*z + 1
*
-1 | 0.10146770832849398693370756527929719580 | 0.019920040113553909431410620201554925984
f(z) = -154/9*z^3 + 163/9*z + 1
*
[ -1 ] 
f(z) = -154/9*z^3 + 172/9*z + 1
*
-1 | 0.11486402506022094573512509274488673893 | 0.022443173882225013990811986115106170402
f(z) = -154/13*z^3 + 167/13*z + 1
*
-1 | 0.094436050724614243232380342729936953589 | 0.018408950346309201908809424112651024327
f(z) = -154/15*z^3 + 169/15*z + 1
*
-1 | 0.11469471291035175755686690276122991689 | 0.022306926863251758281020523251137792797
f(z) = -154/17*z^3 + 171/17*z + 1
*
-1 | 0.11460908429591736900304066092299483741 | 0.022239976565325089750496158482466796366
f(z) = -154/19*z^3 + 173/19*z + 1
*
[ -1/2 ] 
f(z) = -153*z^3 + 165/4*z + 1
*
[ -2/9 ] 
f(z) = -153/2*z^3 + 167/18*z + 1
*
[ -1/2 ] 
f(z) = -153/2*z^3 + 177/8*z + 1
*
[ -1 ] 
f(z) = -153/4*z^3 + 161/4*z + 1
*
[ -2/3 ] 
f(z) = -153/5*z^3 + 161/10*z + 1
*
[ -1 ] 
f(z) = -153/5*z^3 + 163/5*z + 1
*
-1 | 0.11499078519589069092165407775962764603 | 0.022657506793310241701559115434169713382
f(z) = -153/7*z^3 + 160/7*z + 1
*
[ -1 ] 
f(z) = -153/7*z^3 + 167/7*z + 1
*
[ -2/3 ] 
f(z) = -153/7*z^3 + 171/14*z + 1
*
-1 | 0.10639196887395719915599867023518124614 | 0.020937512788215685601667231050481926509
f(z) = -153/8*z^3 + 161/8*z + 1
*
[ -2/17 ] 
f(z) = -153/8*z^3 + 166/17*z + 1
*
[ -1 ] 
f(z) = -153/8*z^3 + 169/8*z + 1
*
-1 | 0.10203058949794622801875322800505862053 | 0.020030544387863059966271921585887047986
f(z) = -153/10*z^3 + 163/10*z + 1
*
[ -1 ] 
f(z) = -153/10*z^3 + 173/10*z + 1
*
-1 | 0.11482409195449165849732995463562295558 | 0.022515117519162180627658173844039635594
f(z) = -153/11*z^3 + 164/11*z + 1
*
[ -1 ] 
f(z) = -153/11*z^3 + 175/11*z + 1
*
-1 | 0.11473981278468070338465800011153642579 | 0.022445243911971176946250268787437188552
f(z) = -153/13*z^3 + 166/13*z + 1
*
[ -1 ] 
f(z) = -153/13*z^3 + 179/13*z + 1
*
-1 | 0.10186137609005983265497248851662540415 | 0.019902598522673892414801491974075149219
f(z) = -153/14*z^3 + 167/14*z + 1
*
-1 | 0.10605482290118267416854248505147990070 | 0.020673862934694031802584001619820784886
f(z) = -153/16*z^3 + 169/16*z + 1
*
-1 | 0.11448310345240743310791965021179707122 | 0.022240549060924488267819116530634869114
f(z) = -153/19*z^3 + 172/19*z + 1
*
[ 3/4 ] 
f(z) = -152/3*z^3 + 169/6*z + 1
*
[ -1 ] 
f(z) = -152/5*z^3 + 162/5*z + 1
*
[ -1 ] 
f(z) = -152/7*z^3 + 166/7*z + 1
*
-1 | 0.10122072989523846287957717988759082676 | 0.019919833696515502051990329715245611735
f(z) = -152/9*z^3 + 161/9*z + 1
*
[ -1 ] 
f(z) = -152/9*z^3 + 170/9*z + 1
*
-1 | 0.11469962001252840627771236020181119499 | 0.022517715924577919274602194176768191072
f(z) = -152/11*z^3 + 163/11*z + 1
*
[ -1 ] 
f(z) = -152/11*z^3 + 174/11*z + 1
*
-1 | 0.11461476127503532811944747634330102068 | 0.022447313991286665742075036050529317914
f(z) = -152/13*z^3 + 165/13*z + 1
*
[ -1 ] 
f(z) = -152/13*z^3 + 178/13*z + 1
*
-1 | 0.094185617999447866821490325599018524520 | 0.018402839364702692127477252076629270917
f(z) = -152/15*z^3 + 167/15*z + 1
*
-1 | 0.11444309307071144854954805150584575893 | 0.022309035602943206491577748915857069172
f(z) = -152/17*z^3 + 169/17*z + 1
*
[ -1/2 ] 
f(z) = -151*z^3 + 163/4*z + 1
*
[ -1/2 ] 
f(z) = -151/2*z^3 + 175/8*z + 1
*
[ -1 ] 
f(z) = -151/5*z^3 + 161/5*z + 1
*
[ -1 ] 
f(z) = -151/6*z^3 + 163/6*z + 1
*
[ -1 ] 
f(z) = -151/7*z^3 + 165/7*z + 1
*
[ -1 ] 
f(z) = -151/8*z^3 + 167/8*z + 1
*
-1 | 0.10109599405924367928335681733468738257 | 0.019919710681787932942694749405955385888
f(z) = -151/9*z^3 + 160/9*z + 1
*
[ -1 ] 
f(z) = -151/9*z^3 + 169/9*z + 1
*
-1 | 0.10178072781931987895887255986136694691 | 0.020030039042096797537062434261191688646
f(z) = -151/10*z^3 + 161/10*z + 1
*
[ -1 ] 
f(z) = -151/10*z^3 + 171/10*z + 1
*
-1 | 0.11457430544237374492731763467212552760 | 0.022520321561073768017934778495334638676
f(z) = -151/11*z^3 + 162/11*z + 1
*
[ -1 ] 
f(z) = -151/11*z^3 + 173/11*z + 1
*
-1 | 0.085630652415143914403712241620673014760 | 0.016810924964789497007789707877967868939
f(z) = -151/12*z^3 + 163/12*z + 1
*
[ -1 ] 
f(z) = -151/12*z^3 + 175/12*z + 1
*
-1 | 0.11448885910721595286318413898881340614 | 0.022449383866718516721971461794894196082
f(z) = -151/13*z^3 + 164/13*z + 1
*
[ -1 ] 
f(z) = -151/13*z^3 + 177/13*z + 1
*
-1 | 0.10160983209542720090702425006666622473 | 0.019900297136899209336922960369323147974
f(z) = -151/14*z^3 + 165/14*z + 1
*
[ -1 ] 
f(z) = -151/14*z^3 + 179/14*z + 1
*
-1 | 0.094059119117635294093424787965912005415 | 0.018399715142487543081004213303926395266
f(z) = -151/15*z^3 + 166/15*z + 1
*
-1 | 0.10580208448269388639909267056068735429 | 0.020672569831172450691069281790394008258
f(z) = -151/16*z^3 + 167/16*z + 1
*
-1 | 0.11431598809608612393852817311680226830 | 0.022310068641309898179337623161075918532
f(z) = -151/17*z^3 + 168/17*z + 1
*
-1 | 0.087873175353492193543790595290062156288 | 0.017129612149625046764810331812123773108
f(z) = -151/18*z^3 + 169/18*z + 1
*
-1 | 0.11422853792577261894900059708617966484 | 0.022241631817501702957441088339800961608
f(z) = -151/19*z^3 + 170/19*z + 1
*
[ 3/5 ] 
f(z) = -150*z^3 + 160/3*z + 1
*
[ -3/5 ] 
f(z) = -150*z^3 + 170/3*z + 1
*
[ -1 ] 
f(z) = -150/7*z^3 + 164/7*z + 1
*
-1 | 0.11444813675308326240169358036855687464 | 0.022522934317476464269588903267543819690
f(z) = -150/11*z^3 + 161/11*z + 1
*
[ -1 ] 
f(z) = -150/11*z^3 + 172/11*z + 1
*
-1 | 0.11436209462215373035880610914247470150 | 0.022451453273865048096083112940154568101
f(z) = -150/13*z^3 + 163/13*z + 1
*
[ -1 ] 
f(z) = -150/13*z^3 + 176/13*z + 1
*
-1 | 0.11418800381757685419514823641416421062 | 0.022311086727097159462746778681624457175
f(z) = -150/17*z^3 + 167/17*z + 1
*
-1 | 0.11409992909907576995889748440713266215 | 0.022242140720469718010296288654630170199
f(z) = -150/19*z^3 + 169/19*z + 1
*
[ -1/2 ] 
f(z) = -149*z^3 + 161/4*z + 1
*
[ -1/2 ] 
f(z) = -149/2*z^3 + 173/8*z + 1
*
[ -1 ] 
f(z) = -149/6*z^3 + 161/6*z + 1
*
[ -1 ] 
f(z) = -149/7*z^3 + 163/7*z + 1
*
[ -1 ] 
f(z) = -149/8*z^3 + 165/8*z + 1
*
[ -1 ] 
f(z) = -149/9*z^3 + 167/9*z + 1
*
[ -1 ] 
f(z) = -149/10*z^3 + 169/10*z + 1
*
-1 | 0.11432110221694718418485490008244109657 | 0.022525554075369161167560736030222240942
f(z) = -149/11*z^3 + 160/11*z + 1
*
[ -1 ] 
f(z) = -149/11*z^3 + 171/11*z + 1
*
-1 | 0.085376851527675286994992943480124319481 | 0.016801821975830167369826213618236768569
f(z) = -149/12*z^3 + 161/12*z + 1
*
[ -1 ] 
f(z) = -149/12*z^3 + 173/12*z + 1
*
-1 | 0.11423445591928600457028621326768868463 | 0.022453521936910539826569234291151674816
f(z) = -149/13*z^3 + 162/13*z + 1
*
[ -1 ] 
f(z) = -149/13*z^3 + 175/13*z + 1
*
-1 | 0.10135482190207310875234153021694914621 | 0.019897878362001389459984350238090111120
f(z) = -149/14*z^3 + 163/14*z + 1
*
[ -1 ] 
f(z) = -149/14*z^3 + 177/14*z + 1
*
-1 | 0.093803497146076952618805775706360052260 | 0.018393324310279470724271439943118869219
f(z) = -149/15*z^3 + 164/15*z + 1
*
[ -1 ] 
f(z) = -149/15*z^3 + 179/15*z + 1
*
-1 | 0.10554584589103018023727315845235497409 | 0.020671165885052162807125973397033442766
f(z) = -149/16*z^3 + 165/16*z + 1
*
-1 | 0.11405912797196033772987631239003533226 | 0.022312089287801153347084836962970884712
f(z) = -149/17*z^3 + 166/17*z + 1
*
-1 | 0.087615688712725682048838524590770991003 | 0.017119147057224146186757763254287233110
f(z) = -149/18*z^3 + 167/18*z + 1
*
-1 | 0.11397041971096583092337504469500855277 | 0.022242627030379499290277483422650677372
f(z) = -149/19*z^3 + 168/19*z + 1
*
[ -1 ] 
f(z) = -148/7*z^3 + 162/7*z + 1
*
[ -1 ] 
f(z) = -148/9*z^3 + 166/9*z + 1
*
[ -1 ] 
f(z) = -148/11*z^3 + 170/11*z + 1
*
-1 | 0.11410593084983647584446406483856558451 | 0.022455589568138092554927048357935916440
f(z) = -148/13*z^3 + 161/13*z + 1
*
[ -1 ] 
f(z) = -148/13*z^3 + 174/13*z + 1
*
-1 | 0.093673316028646822784794549259687592880 | 0.018389852728508473437592736337978271940
f(z) = -148/15*z^3 + 163/15*z + 1
*
[ -1 ] 
f(z) = -148/15*z^3 + 178/15*z + 1
*
-1 | 0.11392934803739476373873592297059209214 | 0.022313075730979323050178089299650746650
f(z) = -148/17*z^3 + 165/17*z + 1
*
-1 | 0.11383999704370142923505274148313578493 | 0.022243090010682394289667521231549783953
f(z) = -148/19*z^3 + 167/19*z + 1
*
[ 6/7 ] 
f(z) = -147/4*z^3 + 161/6*z + 1
*
[ -6/7 ] 
f(z) = -147/4*z^3 + 175/6*z + 1
*
[ -1 ] 
f(z) = -147/8*z^3 + 163/8*z + 1
*
[ -1 ] 
f(z) = -147/10*z^3 + 167/10*z + 1
*
[ -1 ] 
f(z) = -147/11*z^3 + 169/11*z + 1
*
-1 | 0.11397650700985984880653829764328837757 | 0.022457655867419516993775196670131403904
f(z) = -147/13*z^3 + 160/13*z + 1
*
[ -1 ] 
f(z) = -147/13*z^3 + 173/13*z + 1
*
-1 | 0.10528600872539583310410597496883877750 | 0.020669645069897684029189652311373781222
f(z) = -147/16*z^3 + 163/16*z + 1
*
[ -1 ] 
f(z) = -147/16*z^3 + 179/16*z + 1
*
-1 | 0.11379865122608836185355277021128210106 | 0.022314045443468466903625933866825784957
f(z) = -147/17*z^3 + 164/17*z + 1
*
-1 | 0.11370864810785512724618841589683110978 | 0.022243528900215038530362671842992085484
f(z) = -147/19*z^3 + 166/19*z + 1
*
[ -1 ] 
f(z) = -146/7*z^3 + 160/7*z + 1
*
[ -1 ] 
f(z) = -146/9*z^3 + 164/9*z + 1
*
[ -1 ] 
f(z) = -146/11*z^3 + 168/11*z + 1
*
[ -1 ] 
f(z) = -146/13*z^3 + 172/13*z + 1
*
-1 | 0.093412285025098890220015180504109666182 | 0.018383163061927371233652407007571007335
f(z) = -146/15*z^3 + 161/15*z + 1
*
[ -1 ] 
f(z) = -146/15*z^3 + 176/15*z + 1
*
-1 | 0.11366702447670600995346305489329669789 | 0.022314997790567568517845840678369663450
f(z) = -146/17*z^3 + 163/17*z + 1
*
-1 | 0.11357635963450834212241727742863883132 | 0.022243942912250500338315804427831230291
f(z) = -146/19*z^3 + 165/19*z + 1
*
[ -1/2 ] 
f(z) = -145/2*z^3 + 169/8*z + 1
*
[ -1 ] 
f(z) = -145/8*z^3 + 161/8*z + 1
*
[ -1 ] 
f(z) = -145/9*z^3 + 163/9*z + 1
*
[ -1 ] 
f(z) = -145/11*z^3 + 167/11*z + 1
*
[ -1 ] 
f(z) = -145/12*z^3 + 169/12*z + 1
*
[ -1 ] 
f(z) = -145/13*z^3 + 171/13*z + 1
*
[ -1 ] 
f(z) = -145/14*z^3 + 173/14*z + 1
*
-1 | 0.10502247037220018753064342500763544332 | 0.020668000975458938180033569615035942494
f(z) = -145/16*z^3 + 161/16*z + 1
*
[ -1 ] 
f(z) = -145/16*z^3 + 177/16*z + 1
*
-1 | 0.11353445444650257578799225051199273475 | 0.022315932115183566061296488665942574489
f(z) = -145/17*z^3 + 162/17*z + 1
*
[ -1 ] 
f(z) = -145/17*z^3 + 179/17*z + 1
*
-1 | 0.087089706532262823543146372706047912636 | 0.017097365025569827399222976562127689373
f(z) = -145/18*z^3 + 163/18*z + 1
*
-1 | 0.11344311806716354697657424916512438007 | 0.022244331233506991664563087144138342939
f(z) = -145/19*z^3 + 164/19*z + 1
*
[ -1/18 ] 
f(z) = -144*z^3 + 175/9*z + 1
*
-7/48 | 0.23105049118164206814662289088421886919 | 0.029842223450889095035430121594302450012
f(z) = -144*z^3 + 177/16*z + 1
*
[ -2/3 ] 
f(z) = -144/7*z^3 + 163/14*z + 1
*
[ -1 ] 
f(z) = -144/11*z^3 + 166/11*z + 1
*
-1 | 0.11340092750317109206865238672831104094 | 0.022316847736938138561852105629246703354
f(z) = -144/17*z^3 + 161/17*z + 1
*
[ -1 ] 
f(z) = -144/17*z^3 + 178/17*z + 1
*
-1 | 0.11330890955336135640983098328041987478 | 0.022244693023111964922415562892083983591
f(z) = -144/19*z^3 + 163/19*z + 1
*
[ -1/3 ] 
f(z) = -143*z^3 + 179/9*z + 1
*
[ -1/2 ] 
f(z) = -143/2*z^3 + 167/8*z + 1
*
[ -1/2 ] 
f(z) = -143/3*z^3 + 179/12*z + 1
*
[ -1 ] 
f(z) = -143/9*z^3 + 161/9*z + 1
*
[ -1 ] 
f(z) = -143/10*z^3 + 163/10*z + 1
*
[ -1 ] 
f(z) = -143/12*z^3 + 167/12*z + 1
*
[ -1 ] 
f(z) = -143/14*z^3 + 171/14*z + 1
*
[ -1 ] 
f(z) = -143/15*z^3 + 173/15*z + 1
*
[ -1 ] 
f(z) = -143/16*z^3 + 175/16*z + 1
*
-1 | 0.11326642971639325492516121694429861678 | 0.022317743951233474268318712973291224437
f(z) = -143/17*z^3 + 160/17*z + 1
*
[ -1 ] 
f(z) = -143/17*z^3 + 177/17*z + 1
*
-1 | 0.086821650130712509561483151120518199369 | 0.017086152546526963355226882890570010298
f(z) = -143/18*z^3 + 161/18*z + 1
*
[ -1 ] 
f(z) = -143/18*z^3 + 179/18*z + 1
*
-1 | 0.11317371993598945976994517991825600659 | 0.022245027411519288637039513868872732211
f(z) = -143/19*z^3 + 162/19*z + 1
*
[ -1/3 ] 
f(z) = -142*z^3 + 178/9*z + 1
*
[ -1 ] 
f(z) = -142/9*z^3 + 160/9*z + 1
*
[ -1 ] 
f(z) = -142/11*z^3 + 164/11*z + 1
*
[ -1 ] 
f(z) = -142/13*z^3 + 168/13*z + 1
*
[ -1 ] 
f(z) = -142/15*z^3 + 172/15*z + 1
*
[ -1 ] 
f(z) = -142/17*z^3 + 176/17*z + 1
*
-1 | 0.11303753474426968754132804638112747214 | 0.022245333499377059195887167412740781175
f(z) = -142/19*z^3 + 161/19*z + 1
*
[ -1/2 ] 
f(z) = -141/2*z^3 + 165/8*z + 1
*
[ -1 ] 
f(z) = -141/10*z^3 + 161/10*z + 1
*
[ -1 ] 
f(z) = -141/11*z^3 + 163/11*z + 1
*
[ -1 ] 
f(z) = -141/13*z^3 + 167/13*z + 1
*
[ -1 ] 
f(z) = -141/14*z^3 + 169/14*z + 1
*
[ -1 ] 
f(z) = -141/16*z^3 + 173/16*z + 1
*
[ -1 ] 
f(z) = -141/17*z^3 + 175/17*z + 1
*
-1 | 0.11290033918440877773640531049841418557 | 0.022245610356343461538318732976376261329
f(z) = -141/19*z^3 + 160/19*z + 1
*
[ -1 ] 
f(z) = -141/19*z^3 + 179/19*z + 1
*
7/16 | 0.15649520094437504523936880913960823071 | 0.021873321364949448458294711887646120826
f(z) = -160/3*z^3 + 173/24*z + 1
*
[ -3/16 ] 
f(z) = -160/9*z^3 + 167/24*z + 1
*
-3/8 | 0.14933300680872959776121264446158270350 | 0.020240971366276209425028935101702804975
f(z) = -160/9*z^3 + 167/30*z + 1
*
[ -2/5 ] 
f(z) = -159/8*z^3 + 167/25*z + 1
*
[ -2/9 ] 
f(z) = -159/8*z^3 + 175/27*z + 1
*
2/3 | 0.14384149798005605599415766269819412557 | 0.023322434271973511391634253214709068459
f(z) = -159/10*z^3 + 167/30*z + 1
*
[ -1/3 ] 
f(z) = -159/10*z^3 + 173/30*z + 1
*
[ -1/2 ] 
f(z) = -158/15*z^3 + 169/30*z + 1
*
[ -2/5 ] 
f(z) = -157/8*z^3 + 166/25*z + 1
*
[ -1/6 ] 
f(z) = -156/7*z^3 + 160/21*z + 1
*
[ -1/4 ] 
f(z) = -156/7*z^3 + 179/28*z + 1
*
[ -2/5 ] 
f(z) = -155/12*z^3 + 167/30*z + 1
*
[ -4/5 ] 
f(z) = -155/16*z^3 + 169/20*z + 1
*
[ -3/5 ] 
f(z) = -155/18*z^3 + 173/30*z + 1
*
[ 3/7 ] 
f(z) = -154/3*z^3 + 170/21*z + 1
*
[ -1/2 ] 
f(z) = -154/15*z^3 + 167/30*z + 1
*
[ -1/2 ] 
f(z) = -154/17*z^3 + 179/34*z + 1
*
[ -2/5 ] 
f(z) = -153/8*z^3 + 164/25*z + 1
*
[ 3/4 ] 
f(z) = -152/15*z^3 + 161/30*z + 1
*
[ -1/4 ] 
f(z) = -152/15*z^3 + 169/30*z + 1
*
[ -2/5 ] 
f(z) = -151/8*z^3 + 163/25*z + 1
*
[ -7/15 ] 
f(z) = -150/7*z^3 + 164/21*z + 1
*
-8/15 | 0.12743515054582165233074248730965806192 | 0.020859385516695443513087605706693598103
f(z) = -150/7*z^3 + 170/21*z + 1
*
[ -2/5 ] 
f(z) = -150/17*z^3 + 167/34*z + 1
*
[ -1/2 ] 
f(z) = -150/17*z^3 + 177/34*z + 1
*
[ -2/5 ] 
f(z) = -149/8*z^3 + 162/25*z + 1
*
[ -1/4 ] 
f(z) = -148/7*z^3 + 177/28*z + 1
*
-3/14 | 0.10562468895886756045030468871513980111 | 0.016564091550709239090490688929065907144
f(z) = -147/5*z^3 + 167/20*z + 1
*
[ 10/21 ] 
f(z) = -147/5*z^3 + 167/30*z + 1
*
-2/21 | 0.086007806781938599467864224472095897373 | 0.012681417168917234231854648832136594500
f(z) = -147/5*z^3 + 173/30*z + 1
*
[ 4/7 ] 
f(z) = -147/5*z^3 + 177/20*z + 1
*
[ -3/7 ] 
f(z) = -147/8*z^3 + 161/24*z + 1
*
[ -2/5 ] 
f(z) = -147/8*z^3 + 161/25*z + 1
*
[ -2/9 ] 
f(z) = -147/8*z^3 + 173/27*z + 1
*
5/7 | 0.072451167420162311327539619178470477532 | 0.011898609536006328962075414428500787682
f(z) = -147/10*z^3 + 163/30*z + 1
*
[ -2/7 ] 
f(z) = -147/17*z^3 + 177/34*z + 1
*
[ -1/2 ] 
f(z) = -146/15*z^3 + 163/30*z + 1
*
[ -1/2 ] 
f(z) = -146/17*z^3 + 175/34*z + 1
*
-1/5 | 0.16765044648749558281400759120282814916 | 0.025454916038199557703353742843219465199
f(z) = -145/6*z^3 + 179/30*z + 1
*
[ -2/5 ] 
f(z) = -145/12*z^3 + 163/30*z + 1
*
[ -4/5 ] 
f(z) = -145/16*z^3 + 161/20*z + 1
*
[ -3/5 ] 
f(z) = -145/18*z^3 + 167/30*z + 1
*
-7/24 | 0.14190170156710185226739249397554991015 | 0.022325251418344588799858867456805912123
f(z) = -144/7*z^3 + 165/28*z + 1
*
[ -7/24 ] 
f(z) = -144/7*z^3 + 173/28*z + 1
*
[ -2/11 ] 
f(z) = -143/4*z^3 + 169/22*z + 1
*
[ -1/2 ] 
f(z) = -142/15*z^3 + 161/30*z + 1
*
[ -1/2 ] 
f(z) = -142/17*z^3 + 173/34*z + 1
*
[ -2/9 ] 
f(z) = -141/8*z^3 + 172/27*z + 1
*
[ -1/3 ] 
f(z) = -141/10*z^3 + 167/30*z + 1
*
[ 2/3 ] 
f(z) = -141/10*z^3 + 173/30*z + 1
*
[ -1/3 ] 
f(z) = -141/11*z^3 + 179/33*z + 1
*
-1/7 | 0.17620084018691204312417945024192200220 | 0.028937352867510522813690169314048443800
f(z) = -147/16*z^3 + 169/48*z + 1
*
-4/13 | 0.22187219727635573916894547806532161621 | 0.029473733956887055040444301207174765211
f(z) = -143/16*z^3 + 161/52*z + 1
*
[ 2/3 ] 
f(z) = -141/14*z^3 + 167/42*z + 1
*
-10/21 | 0.22807177679623401460191255831960147628 | 0.029625548706203205164218812779730330550
f(z) = -147/16*z^3 + 167/60*z + 1
*
3/5 | 0.15198173649862994638348394850293964791 | 0.023075884514276822999178264398773436039
f(z) = -145/12*z^3 + 161/60*z + 1
*
[ 6/11 ] 
f(z) = -143/12*z^3 + 179/66*z + 1
*
[ 3/10 ] 
f(z) = -160*z^3 + 181/15*z + 1
*
[ -1/3 ] 
f(z) = -160*z^3 + 196/9*z + 1
*
[ -1 ] 
f(z) = -160/11*z^3 + 182/11*z + 1
*
[ -1 ] 
f(z) = -160/13*z^3 + 186/13*z + 1
*
[ -1 ] 
f(z) = -160/17*z^3 + 194/17*z + 1
*
[ -1 ] 
f(z) = -160/19*z^3 + 198/19*z + 1
*
[ -1/2 ] 
f(z) = -159/2*z^3 + 183/8*z + 1
*
[ -1 ] 
f(z) = -159/11*z^3 + 181/11*z + 1
*
[ -1 ] 
f(z) = -159/13*z^3 + 185/13*z + 1
*
[ -1 ] 
f(z) = -159/14*z^3 + 187/14*z + 1
*
[ -1 ] 
f(z) = -159/16*z^3 + 191/16*z + 1
*
[ -1 ] 
f(z) = -159/17*z^3 + 193/17*z + 1
*
[ -1 ] 
f(z) = -159/19*z^3 + 197/19*z + 1
*
[ -1/3 ] 
f(z) = -158*z^3 + 194/9*z + 1
*
[ -1 ] 
f(z) = -158/11*z^3 + 180/11*z + 1
*
[ -1 ] 
f(z) = -158/13*z^3 + 184/13*z + 1
*
[ -1 ] 
f(z) = -158/15*z^3 + 188/15*z + 1
*
[ -1 ] 
f(z) = -158/17*z^3 + 192/17*z + 1
*
[ -1 ] 
f(z) = -158/19*z^3 + 196/19*z + 1
*
[ -1/3 ] 
f(z) = -157*z^3 + 193/9*z + 1
*
[ -1/2 ] 
f(z) = -157/2*z^3 + 181/8*z + 1
*
[ -1/2 ] 
f(z) = -157/3*z^3 + 193/12*z + 1
*
[ -1 ] 
f(z) = -157/12*z^3 + 181/12*z + 1
*
[ -1 ] 
f(z) = -157/13*z^3 + 183/13*z + 1
*
[ -1 ] 
f(z) = -157/14*z^3 + 185/14*z + 1
*
[ -1 ] 
f(z) = -157/15*z^3 + 187/15*z + 1
*
[ -1 ] 
f(z) = -157/16*z^3 + 189/16*z + 1
*
[ -1 ] 
f(z) = -157/17*z^3 + 191/17*z + 1
*
[ -1 ] 
f(z) = -157/18*z^3 + 193/18*z + 1
*
[ -1 ] 
f(z) = -157/19*z^3 + 195/19*z + 1
*
[ -1/8 ] 
f(z) = -156*z^3 + 183/16*z + 1
*
-1/12 | 0.20896798970110411576555817949430219957 | 0.027733851643744358527699659205875103763
f(z) = -156*z^3 + 193/12*z + 1
*
[ -1/13 ] 
f(z) = -156*z^3 + 194/13*z + 1
*
[ -1 ] 
f(z) = -156/17*z^3 + 190/17*z + 1
*
[ -1 ] 
f(z) = -156/19*z^3 + 194/19*z + 1
*
[ -1/3 ] 
f(z) = -155*z^3 + 191/9*z + 1
*
[ -1/2 ] 
f(z) = -155/3*z^3 + 191/12*z + 1
*
[ -1 ] 
f(z) = -155/13*z^3 + 181/13*z + 1
*
[ -1 ] 
f(z) = -155/14*z^3 + 183/14*z + 1
*
[ -1 ] 
f(z) = -155/16*z^3 + 187/16*z + 1
*
[ -1 ] 
f(z) = -155/17*z^3 + 189/17*z + 1
*
[ -1 ] 
f(z) = -155/18*z^3 + 191/18*z + 1
*
[ -1 ] 
f(z) = -155/19*z^3 + 193/19*z + 1
*
[ -1/3 ] 
f(z) = -154*z^3 + 190/9*z + 1
*
[ -1 ] 
f(z) = -154/13*z^3 + 180/13*z + 1
*
[ -1 ] 
f(z) = -154/15*z^3 + 184/15*z + 1
*
[ -1 ] 
f(z) = -154/17*z^3 + 188/17*z + 1
*
[ -1 ] 
f(z) = -154/19*z^3 + 192/19*z + 1
*
[ -1/9 ] 
f(z) = -153/2*z^3 + 197/18*z + 1
*
[ -1 ] 
f(z) = -153/14*z^3 + 181/14*z + 1
*
[ -1 ] 
f(z) = -153/16*z^3 + 185/16*z + 1
*
[ -1 ] 
f(z) = -153/19*z^3 + 191/19*z + 1
*
[ -1/3 ] 
f(z) = -152*z^3 + 188/9*z + 1
*
[ -3/4 ] 
f(z) = -152/3*z^3 + 185/6*z + 1
*
[ -1 ] 
f(z) = -152/15*z^3 + 182/15*z + 1
*
[ -1 ] 
f(z) = -152/17*z^3 + 186/17*z + 1
*
[ -1/3 ] 
f(z) = -151*z^3 + 187/9*z + 1
*
[ -1/2 ] 
f(z) = -151/3*z^3 + 187/12*z + 1
*
[ -1/2 ] 
f(z) = -151/4*z^3 + 199/16*z + 1
*
[ -1 ] 
f(z) = -151/15*z^3 + 181/15*z + 1
*
[ -1 ] 
f(z) = -151/16*z^3 + 183/16*z + 1
*
[ -1 ] 
f(z) = -151/17*z^3 + 185/17*z + 1
*
[ -1 ] 
f(z) = -151/18*z^3 + 187/18*z + 1
*
[ -1 ] 
f(z) = -151/19*z^3 + 189/19*z + 1
*
[ -4/15 ] 
f(z) = -150*z^3 + 185/12*z + 1
*
[ -1/30 ] 
f(z) = -150*z^3 + 187/6*z + 1
*
[ -7/10 ] 
f(z) = -150/7*z^3 + 181/14*z + 1
*
[ -1 ] 
f(z) = -150/17*z^3 + 184/17*z + 1
*
[ -1 ] 
f(z) = -150/19*z^3 + 188/19*z + 1
*
[ -1/3 ] 
f(z) = -149*z^3 + 185/9*z + 1
*
[ -1/2 ] 
f(z) = -149/3*z^3 + 185/12*z + 1
*
[ -1/2 ] 
f(z) = -149/4*z^3 + 197/16*z + 1
*
[ -1 ] 
f(z) = -149/16*z^3 + 181/16*z + 1
*
[ -1 ] 
f(z) = -149/17*z^3 + 183/17*z + 1
*
[ -1 ] 
f(z) = -149/18*z^3 + 185/18*z + 1
*
[ -1 ] 
f(z) = -149/19*z^3 + 187/19*z + 1
*
[ -1/8 ] 
f(z) = -148*z^3 + 181/16*z + 1
*
[ -1/3 ] 
f(z) = -148*z^3 + 184/9*z + 1
*
[ -1 ] 
f(z) = -148/17*z^3 + 182/17*z + 1
*
[ -1 ] 
f(z) = -148/19*z^3 + 186/19*z + 1
*
-1/14 | 0.21629955640615029839954507537464169061 | 0.028935082350254923984720121397324093497
f(z) = -147*z^3 + 181/12*z + 1
*
[ 4/7 ] 
f(z) = -147*z^3 + 189/4*z + 1
*
-1/14 | 0.16293932208353794809212145106235699779 | 0.021796913414510468810930968784406653695
f(z) = -147*z^3 + 193/12*z + 1
*
-5/21 | 0.19829386900029431386253339125404544787 | 0.025757525796180404588852216698818184533
f(z) = -147*z^3 + 194/15*z + 1
*
[ 2/3 ] 
f(z) = -147/2*z^3 + 193/6*z + 1
*
[ -1/2 ] 
f(z) = -147/4*z^3 + 195/16*z + 1
*
-2/21 | 0.16530096399032786671016655763426415270 | 0.027147273073463301831287656507186268948
f(z) = -147/5*z^3 + 184/15*z + 1
*
[ 10/7 ] 
f(z) = -147/8*z^3 + 189/5*z + 1
*
[ 8/7 ] 
f(z) = -147/8*z^3 + 193/8*z + 1
*
[ -10/7 ] 
f(z) = -147/8*z^3 + 196/5*z + 1
*
-4/3 | 0.17352351618989699207430325936967343803 | 0.026097746939305249226594516428673841848
f(z) = -147/16*z^3 + 193/12*z + 1
*
[ 4/3 ] 
f(z) = -147/16*z^3 + 199/12*z + 1
*
[ -1 ] 
f(z) = -147/17*z^3 + 181/17*z + 1
*
[ -1 ] 
f(z) = -147/19*z^3 + 185/19*z + 1
*
[ -1/3 ] 
f(z) = -146*z^3 + 182/9*z + 1
*
[ -1/6 ] 
f(z) = -146*z^3 + 199/18*z + 1
*
[ -1 ] 
f(z) = -146/17*z^3 + 180/17*z + 1
*
[ -1 ] 
f(z) = -146/19*z^3 + 184/19*z + 1
*
[ -1/3 ] 
f(z) = -145*z^3 + 181/9*z + 1
*
[ -1/2 ] 
f(z) = -145/3*z^3 + 181/12*z + 1
*
[ -1/2 ] 
f(z) = -145/4*z^3 + 193/16*z + 1
*
[ -1 ] 
f(z) = -145/18*z^3 + 181/18*z + 1
*
[ -1 ] 
f(z) = -145/19*z^3 + 183/19*z + 1
*
[ 7/6 ] 
f(z) = -144/7*z^3 + 197/7*z + 1
*
[ -13/12 ] 
f(z) = -144/13*z^3 + 194/13*z + 1
*
[ -1 ] 
f(z) = -144/19*z^3 + 182/19*z + 1
*
[ -1/13 ] 
f(z) = -143*z^3 + 193/13*z + 1
*
[ -1/2 ] 
f(z) = -143/4*z^3 + 191/16*z + 1
*
[ -1 ] 
f(z) = -143/19*z^3 + 181/19*z + 1
*
[ -1/6 ] 
f(z) = -142*z^3 + 197/18*z + 1
*
[ -1 ] 
f(z) = -142/19*z^3 + 180/19*z + 1
*
[ 2/3 ] 
f(z) = -141/2*z^3 + 185/6*z + 1
*
[ -1/2 ] 
f(z) = -141/4*z^3 + 189/16*z + 1
*
-4/3 | 0.11998955420757065614548478618950312996 | 0.018161935447745935819002087322723559678
f(z) = -141/16*z^3 + 185/12*z + 1
*
[ 4/3 ] 
f(z) = -141/16*z^3 + 191/12*z + 1
*
[ -3/16 ] 
f(z) = -160/3*z^3 + 197/24*z + 1
*
-3/10 | 0.21160016964775529365732166948134927225 | 0.028680819240619690990207415757789397803
f(z) = -160/9*z^3 + 193/30*z + 1
*
[ 2/3 ] 
f(z) = -159/10*z^3 + 197/30*z + 1
*
[ -1/3 ] 
f(z) = -159/11*z^3 + 185/33*z + 1
*
[ -1/4 ] 
f(z) = -158/3*z^3 + 199/24*z + 1
*
[ -1/2 ] 
f(z) = -158/17*z^3 + 181/34*z + 1
*
[ -1/2 ] 
f(z) = -158/19*z^3 + 193/38*z + 1
*
[ -1/3 ] 
f(z) = -156/11*z^3 + 184/33*z + 1
*
-1/5 | 0.17880579516110203685374265823762327465 | 0.026876518330857898060892018461363318643
f(z) = -155/6*z^3 + 181/30*z + 1
*
-2/5 | 0.19747165284354032821867655274322327451 | 0.029682206288069997452812124519175458958
f(z) = -155/6*z^3 + 199/30*z + 1
*
[ -1/7 ] 
f(z) = -154/3*z^3 + 190/21*z + 1
*
[ -1/4 ] 
f(z) = -154/3*z^3 + 197/24*z + 1
*
[ -3/11 ] 
f(z) = -154/9*z^3 + 196/33*z + 1
*
[ -1/2 ] 
f(z) = -154/19*z^3 + 191/38*z + 1
*
[ -2/3 ] 
f(z) = -153/11*z^3 + 191/22*z + 1
*
[ -4/9 ] 
f(z) = -153/16*z^3 + 185/36*z + 1
*
[ -1/4 ] 
f(z) = -152/17*z^3 + 189/34*z + 1
*
11/15 | 0.16293515689297608133166972948442335551 | 0.026670249435078511825440597341500661279
f(z) = -150/11*z^3 + 197/33*z + 1
*
[ -2/5 ] 
f(z) = -150/19*z^3 + 181/38*z + 1
*
[ -1/2 ] 
f(z) = -150/19*z^3 + 189/38*z + 1
*
8/21 | 0.15845270248339263591096252518429094666 | 0.021196723983882579262563547813022627977
f(z) = -147/2*z^3 + 181/24*z + 1
*
-2/7 | 0.093847531093354660495916343323902932298 | 0.013837344964337395476079307171614545974
f(z) = -147/5*z^3 + 197/30*z + 1
*
[ -10/21 ] 
f(z) = -147/10*z^3 + 193/30*z + 1
*
[ -1/3 ] 
f(z) = -147/11*z^3 + 181/33*z + 1
*
16/21 | 0.15934626981315130739872442076130063225 | 0.026169337403915526873217279018265988308
f(z) = -147/11*z^3 + 190/33*z + 1
*
[ -3/7 ] 
f(z) = -147/11*z^3 + 191/33*z + 1
*
-8/21 | 0.13325657224624772340351516655126781717 | 0.021884642825278678611935343428019935734
f(z) = -147/11*z^3 + 196/33*z + 1
*
[ -2/7 ] 
f(z) = -147/19*z^3 + 195/38*z + 1
*
[ -1/4 ] 
f(z) = -146/3*z^3 + 193/24*z + 1
*
[ -1/2 ] 
f(z) = -146/19*z^3 + 187/38*z + 1
*
[ 2/5 ] 
f(z) = -145/3*z^3 + 187/30*z + 1
*
[ -2/3 ] 
f(z) = -144/11*z^3 + 183/22*z + 1
*
[ -2/3 ] 
f(z) = -144/13*z^3 + 193/26*z + 1
*
[ -2/11 ] 
f(z) = -143/2*z^3 + 195/22*z + 1
*
[ -3/11 ] 
f(z) = -143/9*z^3 + 193/33*z + 1
*
[ -1/4 ] 
f(z) = -142/3*z^3 + 191/24*z + 1
*
[ -1/2 ] 
f(z) = -142/19*z^3 + 185/38*z + 1
*
0 | 0.14175251561565834517424640114839041128 | 0.023440349199412747671456721379372188508
f(z) = -141/14*z^3 + 187/21*z + 1
*
[ 11/20 ] 
f(z) = -160/11*z^3 + 197/55*z + 1
*
[ 2/3 ] 
f(z) = -159/14*z^3 + 191/42*z + 1
*
-1/3 | 0.17768593060121179438587381975130957307 | 0.028809964410102244500354909633285621335
f(z) = -159/16*z^3 + 197/48*z + 1
*
-2/5 | 0.18452088465123332461859115423735530938 | 0.027125871266115478888071551206242121683
f(z) = -150/7*z^3 + 193/42*z + 1
*
-1/3 | 0.16672511740847794005073275931566494122 | 0.027569845624214898114135604067900466535
f(z) = -141/16*z^3 + 191/48*z + 1
*
-4/15 | 0.16955403705167406941948686530546379845 | 0.024925639124303556194575157218423412295
f(z) = -150/13*z^3 + 181/78*z + 1
*
2/3 | 0.23299643181288192465784937328499282911 | 0.028997851400831983543385367967965478882
f(z) = -147/16*z^3 + 193/84*z + 1
*
-1/20 | 0.20269569844118118547321083236817147995 | 0.027473884815499942838666999382419472299
f(z) = -160*z^3 + 219/10*z + 1
*
-9/20 | 0.18867662106332193429637935560568922182 | 0.028225516866204866580669368037825013690
f(z) = -160/3*z^3 + 212/15*z + 1
*
[ 2/3 ] 
f(z) = -159/2*z^3 + 209/6*z + 1
*
[ -1/2 ] 
f(z) = -159/4*z^3 + 207/16*z + 1
*
-4/3 | 0.17765979303968606949636292548171129221 | 0.026403566500044790711547858277939500221
f(z) = -159/16*z^3 + 209/12*z + 1
*
[ 4/3 ] 
f(z) = -159/16*z^3 + 215/12*z + 1
*
[ -1/6 ] 
f(z) = -158*z^3 + 205/18*z + 1
*
[ -1/2 ] 
f(z) = -157/4*z^3 + 205/16*z + 1
*
[ -1/2 ] 
f(z) = -155/4*z^3 + 203/16*z + 1
*
[ -1/6 ] 
f(z) = -154*z^3 + 203/18*z + 1
*
[ -1/2 ] 
f(z) = -153/4*z^3 + 201/16*z + 1
*
[ -4/7 ] 
f(z) = -147*z^3 + 203/4*z + 1
*
[ -5/21 ] 
f(z) = -147*z^3 + 203/15*z + 1
*
[ -8/7 ] 
f(z) = -147/8*z^3 + 207/8*z + 1
*
0 | 0.16986223235264977521680789458981011133 | 0.027896367300164526258223673352504167345
f(z) = -147/10*z^3 + 203/15*z + 1
*
[ -4/3 ] 
f(z) = -147/16*z^3 + 217/12*z + 1
*
[ 2/5 ] 
f(z) = -145*z^3 + 217/10*z + 1
*
[ -1/3 ] 
f(z) = -145/2*z^3 + 217/18*z + 1
*
[ -7/6 ] 
f(z) = -144/7*z^3 + 209/7*z + 1
*
[ -1/3 ] 
f(z) = -143/2*z^3 + 215/18*z + 1
*
[ 3/2 ] 
f(z) = -142/9*z^3 + 215/6*z + 1
*
[ -2/3 ] 
f(z) = -141/2*z^3 + 203/6*z + 1
*
[ -4/3 ] 
f(z) = -141/16*z^3 + 209/12*z + 1
*
[ 2/5 ] 
f(z) = -160/3*z^3 + 211/30*z + 1
*
[ -1/8 ] 
f(z) = -160/11*z^3 + 203/22*z + 1
*
[ -1/2 ] 
f(z) = -159/5*z^3 + 219/20*z + 1
*
[ -1/3 ] 
f(z) = -159/13*z^3 + 209/39*z + 1
*
0 | 0.17738070686240369573795495131748295804 | 0.028760475488709164349990570509114221878
f(z) = -159/14*z^3 + 214/21*z + 1
*
[ -1/2 ] 
f(z) = -157/5*z^3 + 217/20*z + 1
*
[ 2/5 ] 
f(z) = -155/3*z^3 + 203/30*z + 1
*
[ -1/5 ] 
f(z) = -155/6*z^3 + 211/30*z + 1
*
[ -1/2 ] 
f(z) = -153/5*z^3 + 213/20*z + 1
*
2/3 | 0.10421624818084455156082432881471340394 | 0.016241327141677327665995803251330618676
f(z) = -153/7*z^3 + 209/28*z + 1
*
[ -1/6 ] 
f(z) = -153/7*z^3 + 213/28*z + 1
*
[ -2/3 ] 
f(z) = -153/13*z^3 + 201/26*z + 1
*
[ -2/9 ] 
f(z) = -153/16*z^3 + 215/36*z + 1
*
-3/4 | 0.15782033779518224259213458520859771649 | 0.027605312767045549352144794045930888513
f(z) = -152/15*z^3 + 211/30*z + 1
*
[ -1/2 ] 
f(z) = -151/5*z^3 + 211/20*z + 1
*
[ -3/5 ] 
f(z) = -150/7*z^3 + 218/21*z + 1
*
11/15 | 0.17663874969264401945733906729035838500 | 0.028913339539714149682246449952394035371
f(z) = -150/11*z^3 + 200/33*z + 1
*
[ -1/3 ] 
f(z) = -150/13*z^3 + 206/39*z + 1
*
[ -1/2 ] 
f(z) = -149/5*z^3 + 209/20*z + 1
*
[ -1/4 ] 
f(z) = -148/9*z^3 + 217/36*z + 1
*
-8/21 | 0.15596370464719529399204013507551934989 | 0.022996061355865431833318128259965927512
f(z) = -147/4*z^3 + 203/24*z + 1
*
[ -8/21 ] 
f(z) = -147/4*z^3 + 215/24*z + 1
*
[ 10/21 ] 
f(z) = -147/4*z^3 + 217/30*z + 1
*
[ -1/2 ] 
f(z) = -147/5*z^3 + 207/20*z + 1
*
[ -11/21 ] 
f(z) = -147/11*z^3 + 217/33*z + 1
*
[ -1/3 ] 
f(z) = -147/13*z^3 + 205/39*z + 1
*
[ -3/7 ] 
f(z) = -147/13*z^3 + 211/39*z + 1
*
[ 3/4 ] 
f(z) = -146/9*z^3 + 211/24*z + 1
*
[ -1/5 ] 
f(z) = -145/6*z^3 + 209/30*z + 1
*
[ -1/2 ] 
f(z) = -145/6*z^3 + 217/24*z + 1
*
[ 5/8 ] 
f(z) = -144/5*z^3 + 213/20*z + 1
*
-1/6 | 0.079196446721362592825432595465320254874 | 0.012459896991847343829651529224866562813
f(z) = -144/7*z^3 + 205/28*z + 1
*
3/4 | 0.16422875652480633941097126224116512986 | 0.027062827769191725332327631731450666331
f(z) = -144/7*z^3 + 215/21*z + 1
*
[ -2/3 ] 
f(z) = -144/17*z^3 + 213/34*z + 1
*
[ -2/13 ] 
f(z) = -143/4*z^3 + 217/26*z + 1
*
[ -1/2 ] 
f(z) = -143/5*z^3 + 203/20*z + 1
*
[ -1/2 ] 
f(z) = -143/6*z^3 + 215/24*z + 1
*
[ 3/4 ] 
f(z) = -142/9*z^3 + 205/24*z + 1
*
0 | 0.16023609142633861662667017947764041249 | 0.028365519945882593256571298780256699117
f(z) = -142/15*z^3 + 209/30*z + 1
*
[ -1/6 ] 
f(z) = -141/2*z^3 + 215/24*z + 1
*
[ -1/2 ] 
f(z) = -141/5*z^3 + 201/20*z + 1
*
[ -1/3 ] 
f(z) = -141/13*z^3 + 203/39*z + 1
*
17/30 | 0.18048292755252365643596221254151619258 | 0.026532263097345172154886987335037246538
f(z) = -150/7*z^3 + 205/42*z + 1
*
4/5 | 0.082409455489534438330826102939552707333 | 0.013489297065326184029774629540226844546
f(z) = -150/17*z^3 + 203/51*z + 1
*
[ 2/5 ] 
f(z) = -147/4*z^3 + 219/50*z + 1
*
-1/14 | 0.10799935488298460972204094439887383099 | 0.016936487286565482965886255091388319064
f(z) = -147/10*z^3 + 203/40*z + 1
*
-1/21 | 0.16467087538842808786481457957270683775 | 0.027043794019721964501296619766747612998
f(z) = -147/17*z^3 + 205/51*z + 1
*
-2/11 | 0.18564600130261740452645639429505047572 | 0.025221105995809504878476301692495150865
f(z) = -143/16*z^3 + 211/44*z + 1
*
[ -4/11 ] 
f(z) = -143/16*z^3 + 217/44*z + 1
*
[ -1/3 ] 
f(z) = -141/14*z^3 + 215/42*z + 1
*
17/30 | 0.19643381769473199426397815035430317338 | 0.028877156432293757776975319651136599121
f(z) = -150/17*z^3 + 205/102*z + 1
*
[ 17/30 ] 
f(z) = -150/17*z^3 + 211/102*z + 1
*
7/8 | 0.15683192291097246387445863514926872081 | 0.027188487434269596770838384044669946168
f(z) = -160/7*z^3 + 229/14*z + 1
*
[ -1/4 ] 
f(z) = -159*z^3 + 239/16*z + 1
*
[ -2/3 ] 
f(z) = -159/2*z^3 + 227/6*z + 1
*
[ -4/3 ] 
f(z) = -159/16*z^3 + 233/12*z + 1
*
[ 3/2 ] 
f(z) = -158/9*z^3 + 239/6*z + 1
*
[ -1/4 ] 
f(z) = -157*z^3 + 237/16*z + 1
*
[ -1/3 ] 
f(z) = -157/2*z^3 + 229/18*z + 1
*
[ 2/5 ] 
f(z) = -155*z^3 + 233/10*z + 1
*
[ -1/4 ] 
f(z) = -155*z^3 + 235/16*z + 1
*
[ -1/3 ] 
f(z) = -155/2*z^3 + 227/18*z + 1
*
[ -1/14 ] 
f(z) = -154*z^3 + 221/14*z + 1
*
[ -2/7 ] 
f(z) = -154*z^3 + 239/14*z + 1
*
[ 3/2 ] 
f(z) = -154/9*z^3 + 233/6*z + 1
*
[ -1/12 ] 
f(z) = -153*z^3 + 225/16*z + 1
*
[ -1/4 ] 
f(z) = -153*z^3 + 233/16*z + 1
*
[ -2/9 ] 
f(z) = -153*z^3 + 235/18*z + 1
*
[ -1/4 ] 
f(z) = -151*z^3 + 231/16*z + 1
*
[ -1/3 ] 
f(z) = -151/2*z^3 + 223/18*z + 1
*
[ -1/4 ] 
f(z) = -149*z^3 + 229/16*z + 1
*
[ -1/3 ] 
f(z) = -149/2*z^3 + 221/18*z + 1
*
[ -1/4 ] 
f(z) = -147*z^3 + 227/16*z + 1
*
-1/14 | 0.19193517129255480751116542858131077435 | 0.025675780753022591324303900660442292423
f(z) = -147*z^3 + 229/12*z + 1
*
[ 3/2 ] 
f(z) = -146/9*z^3 + 221/6*z + 1
*
[ -3/2 ] 
f(z) = -146/9*z^3 + 229/6*z + 1
*
[ -1/4 ] 
f(z) = -145*z^3 + 225/16*z + 1
*
[ 3/8 ] 
f(z) = -144*z^3 + 223/12*z + 1
*
[ -2/9 ] 
f(z) = -144*z^3 + 227/18*z + 1
*
[ 5/4 ] 
f(z) = -144/5*z^3 + 226/5*z + 1
*
[ -5/4 ] 
f(z) = -144/5*z^3 + 234/5*z + 1
*
[ 3/4 ] 
f(z) = -144/5*z^3 + 238/15*z + 1
*
[ -1/12 ] 
f(z) = -144/17*z^3 + 222/17*z + 1
*
[ -1/4 ] 
f(z) = -143*z^3 + 223/16*z + 1
*
[ -3/2 ] 
f(z) = -142/9*z^3 + 223/6*z + 1
*
[ -1/4 ] 
f(z) = -141*z^3 + 221/16*z + 1
*
-1/16 | 0.12113896951888622566580360406203422397 | 0.016931583806504281702880461136876578589
f(z) = -160/3*z^3 + 221/24*z + 1
*
[ -1/6 ] 
f(z) = -160/3*z^3 + 229/27*z + 1
*
[ -7/20 ] 
f(z) = -160/7*z^3 + 233/35*z + 1
*
[ -1/8 ] 
f(z) = -160/13*z^3 + 239/26*z + 1
*
[ -1/6 ] 
f(z) = -159/2*z^3 + 221/24*z + 1
*
[ 3/4 ] 
f(z) = -158/9*z^3 + 229/24*z + 1
*
[ -1/2 ] 
f(z) = -157/6*z^3 + 229/24*z + 1
*
[ -1/2 ] 
f(z) = -155/6*z^3 + 227/24*z + 1
*
[ -1/2 ] 
f(z) = -155/7*z^3 + 239/28*z + 1
*
[ 3/4 ] 
f(z) = -154/9*z^3 + 223/24*z + 1
*
0 | 0.16082278390577967566332578481745076602 | 0.028066314723462354575392094505634417489
f(z) = -154/15*z^3 + 233/30*z + 1
*
[ 4/9 ] 
f(z) = -153/4*z^3 + 227/36*z + 1
*
2/3 | 0.17378193597742798912589886219955463858 | 0.027082622170639728026965210519972345375
f(z) = -153/5*z^3 + 237/20*z + 1
*
[ -1/2 ] 
f(z) = -153/7*z^3 + 237/28*z + 1
*
[ -2/15 ] 
f(z) = -153/8*z^3 + 221/25*z + 1
*
[ -2/3 ] 
f(z) = -153/19*z^3 + 231/38*z + 1
*
[ -1/6 ] 
f(z) = -152/3*z^3 + 227/27*z + 1
*
0 | 0.16022856487025724644968180503641202406 | 0.028026550375266802223280704045919062924
f(z) = -152/15*z^3 + 229/30*z + 1
*
[ -1/2 ] 
f(z) = -151/6*z^3 + 223/24*z + 1
*
[ -1/2 ] 
f(z) = -151/7*z^3 + 235/28*z + 1
*
-1/10 | 0.12522850532208622574127886819840830599 | 0.021955343822896129938302685185458537265
f(z) = -150/11*z^3 + 223/22*z + 1
*
[ 11/15 ] 
f(z) = -150/11*z^3 + 230/33*z + 1
*
11/15 | 0.16402574175388777798956178965504275113 | 0.026848763212125049419159982568064837445
f(z) = -150/11*z^3 + 233/33*z + 1
*
[ -1/2 ] 
f(z) = -149/6*z^3 + 221/24*z + 1
*
[ -1/2 ] 
f(z) = -149/7*z^3 + 233/28*z + 1
*
[ -2/3 ] 
f(z) = -149/16*z^3 + 239/36*z + 1
*
[ -1/6 ] 
f(z) = -148/3*z^3 + 226/27*z + 1
*
-8/21 | 0.15244675747236684537715386632214343558 | 0.022477505239231490415561662120699345549
f(z) = -147/5*z^3 + 233/30*z + 1
*
[ -2/5 ] 
f(z) = -145/6*z^3 + 221/30*z + 1
*
[ -1/2 ] 
f(z) = -145/7*z^3 + 229/28*z + 1
*
[ -1/5 ] 
f(z) = -145/7*z^3 + 239/35*z + 1
*
[ 4/5 ] 
f(z) = -145/8*z^3 + 227/20*z + 1
*
[ -2/3 ] 
f(z) = -145/16*z^3 + 235/36*z + 1
*
-5/24 | 0.20272590742704171761665544698987835033 | 0.025450348072942145201693555352651522364
f(z) = -144*z^3 + 233/20*z + 1
*
-1/2 | 0.13635866749651642518015640116714433328 | 0.021453171465252895213297471385627296441
f(z) = -144/7*z^3 + 221/28*z + 1
*
-1/8 | 0.16286541032111450843776763836486079840 | 0.025623450547922810621648297111516236575
f(z) = -144/7*z^3 + 233/28*z + 1
*
[ 3/4 ] 
f(z) = -144/7*z^3 + 236/21*z + 1
*
[ 3/4 ] 
f(z) = -144/11*z^3 + 232/33*z + 1
*
[ 3/4 ] 
f(z) = -144/13*z^3 + 230/39*z + 1
*
[ -2/3 ] 
f(z) = -144/19*z^3 + 223/38*z + 1
*
[ -2/13 ] 
f(z) = -143/2*z^3 + 239/26*z + 1
*
[ -1/2 ] 
f(z) = -143/7*z^3 + 227/28*z + 1
*
[ -1/2 ] 
f(z) = -143/8*z^3 + 239/32*z + 1
*
[ -2/3 ] 
f(z) = -143/16*z^3 + 233/36*z + 1
*
0 | 0.14939273272511036552672933327053365438 | 0.026445992923086704954697919833772803569
f(z) = -142/15*z^3 + 239/30*z + 1
*
[ -1/2 ] 
f(z) = -141/7*z^3 + 225/28*z + 1
*
[ -1/2 ] 
f(z) = -141/8*z^3 + 237/32*z + 1
*
-2/3 | 0.14057291983446803709907076309321190452 | 0.023245289966035724006397957158741026934
f(z) = -141/10*z^3 + 233/30*z + 1
*
[ -1/3 ] 
f(z) = -159/14*z^3 + 221/42*z + 1
*
[ 2/5 ] 
f(z) = -157/4*z^3 + 239/50*z + 1
*
-1/5 | 0.18849433352658637327198676487926723736 | 0.028332814413121605007496531197483937858
f(z) = -155/8*z^3 + 231/40*z + 1
*
-1/7 | 0.19062485805451413433664547236137938113 | 0.024833847238669354524258591032720789188
f(z) = -154/3*z^3 + 233/42*z + 1
*
[ 2/5 ] 
f(z) = -153/4*z^3 + 231/50*z + 1
*
[ 2/5 ] 
f(z) = -151/4*z^3 + 227/50*z + 1
*
-3/10 | 0.18980567255103219090581614535601468142 | 0.027902772355169035321858328095473666897
f(z) = -150/7*z^3 + 221/42*z + 1
*
[ 2/5 ] 
f(z) = -149/4*z^3 + 223/50*z + 1
*
[ -5/14 ] 
f(z) = -147/10*z^3 + 227/40*z + 1
*
-1/5 | 0.18354581310991668603206202480275695453 | 0.027868361580680159468234187212722238936
f(z) = -145/8*z^3 + 229/40*z + 1
*
[ 3/4 ] 
f(z) = -144/17*z^3 + 226/51*z + 1
*
[ 3/4 ] 
f(z) = -144/19*z^3 + 224/57*z + 1
*
[ -1/3 ] 
f(z) = -141/16*z^3 + 239/48*z + 1
*
-1/5 | 0.14661000925341808168317493644605524263 | 0.019871889428362142199029712847530001644
f(z) = -160/7*z^3 + 239/70*z + 1
*
[ 3/5 ] 
f(z) = -155/12*z^3 + 239/60*z + 1
*
19/30 | 0.19874930603408993293724699302992331609 | 0.029217549546766044913589736324794264376
f(z) = -150/11*z^3 + 229/66*z + 1
*
[ 3/5 ] 
f(z) = -145/12*z^3 + 221/60*z + 1
*
[ 7/8 ] 
f(z) = -160/7*z^3 + 243/14*z + 1
*
[ -3/2 ] 
f(z) = -158/9*z^3 + 247/6*z + 1
*
[ -3/2 ] 
f(z) = -154/9*z^3 + 241/6*z + 1
*
[ -1/12 ] 
f(z) = -152*z^3 + 253/18*z + 1
*
[ -1/14 ] 
f(z) = -147/4*z^3 + 243/16*z + 1
*
-1/21 | 0.17188118029399867061491577578386601159 | 0.028227937847376289815425095813806501015
f(z) = -147/4*z^3 + 253/12*z + 1
*
[ 3/5 ] 
f(z) = -145/3*z^3 + 251/15*z + 1
*
[ 3/4 ] 
f(z) = -144*z^3 + 242/3*z + 1
*
[ -3/4 ] 
f(z) = -144*z^3 + 250/3*z + 1
*
[ -1/12 ] 
f(z) = -144/19*z^3 + 248/19*z + 1
*
-11/40 | 0.13180155981832560435893216590873571790 | 0.017864714943631053823879099354706413040
f(z) = -160/3*z^3 + 241/30*z + 1
*
-9/40 | 0.19303846334570956933603788377794256817 | 0.026164918879421222352163983111230931681
f(z) = -160/3*z^3 + 251/30*z + 1
*
[ -1/5 ] 
f(z) = -160/7*z^3 + 242/35*z + 1
*
-3/20 | 0.21879256908343362751795675406184572381 | 0.029655695151468062446179519377301174145
f(z) = -160/9*z^3 + 257/30*z + 1
*
[ 3/4 ] 
f(z) = -160/11*z^3 + 259/33*z + 1
*
[ 3/4 ] 
f(z) = -160/13*z^3 + 257/39*z + 1
*
[ -1/2 ] 
f(z) = -159/7*z^3 + 243/28*z + 1
*
[ -1/2 ] 
f(z) = -159/8*z^3 + 255/32*z + 1
*
-2/3 | 0.14923328408241381084553917038934913738 | 0.024196657488129216608997839748594801484
f(z) = -159/10*z^3 + 257/30*z + 1
*
[ -1/2 ] 
f(z) = -157/7*z^3 + 241/28*z + 1
*
[ -1/2 ] 
f(z) = -157/8*z^3 + 253/32*z + 1
*
[ -2/3 ] 
f(z) = -157/16*z^3 + 247/36*z + 1
*
[ -1/6 ] 
f(z) = -156/11*z^3 + 244/33*z + 1
*
[ -1/10 ] 
f(z) = -155*z^3 + 251/20*z + 1
*
[ 3/5 ] 
f(z) = -155/6*z^3 + 259/30*z + 1
*
[ -1/5 ] 
f(z) = -155/7*z^3 + 241/35*z + 1
*
[ 4/5 ] 
f(z) = -155/8*z^3 + 243/20*z + 1
*
[ -1/2 ] 
f(z) = -155/8*z^3 + 251/32*z + 1
*
[ -2/3 ] 
f(z) = -155/16*z^3 + 245/36*z + 1
*
[ -2/11 ] 
f(z) = -154*z^3 + 255/22*z + 1
*
[ -1/6 ] 
f(z) = -153/8*z^3 + 241/32*z + 1
*
[ -1/2 ] 
f(z) = -153/8*z^3 + 249/32*z + 1
*
[ -4/9 ] 
f(z) = -153/8*z^3 + 253/36*z + 1
*
[ -3/8 ] 
f(z) = -152/3*z^3 + 259/24*z + 1
*
[ -3/4 ] 
f(z) = -152/15*z^3 + 241/30*z + 1
*
0 | 0.15626462128397038541988847119919115247 | 0.027333192953662592263044294577845140161
f(z) = -152/15*z^3 + 259/30*z + 1
*
[ -1/3 ] 
f(z) = -151/3*z^3 + 259/27*z + 1
*
[ -1/2 ] 
f(z) = -151/8*z^3 + 247/32*z + 1
*
[ -1/2 ] 
f(z) = -151/9*z^3 + 259/36*z + 1
*
[ -2/3 ] 
f(z) = -151/16*z^3 + 241/36*z + 1
*
[ -1/10 ] 
f(z) = -150/11*z^3 + 245/22*z + 1
*
[ -3/5 ] 
f(z) = -150/11*z^3 + 250/33*z + 1
*
[ -1/3 ] 
f(z) = -149/3*z^3 + 257/27*z + 1
*
[ -1/2 ] 
f(z) = -149/8*z^3 + 245/32*z + 1
*
[ -1/2 ] 
f(z) = -149/9*z^3 + 257/36*z + 1
*
[ -1/3 ] 
f(z) = -148/3*z^3 + 256/27*z + 1
*
[ -4/7 ] 
f(z) = -147/5*z^3 + 247/20*z + 1
*
-4/21 | 0.14938822728312651224031025377147584810 | 0.022026540394239894899145753198696237472
f(z) = -147/5*z^3 + 257/30*z + 1
*
[ -1/2 ] 
f(z) = -147/8*z^3 + 243/32*z + 1
*
[ -1/3 ] 
f(z) = -146/3*z^3 + 254/27*z + 1
*
0 | 0.15226893829078849218262347606616479829 | 0.026823241520522842301421508348671365998
f(z) = -146/15*z^3 + 247/30*z + 1
*
[ -1/10 ] 
f(z) = -145*z^3 + 249/20*z + 1
*
[ -1/3 ] 
f(z) = -145/3*z^3 + 253/27*z + 1
*
[ 3/5 ] 
f(z) = -145/6*z^3 + 241/30*z + 1
*
[ -1/2 ] 
f(z) = -145/8*z^3 + 241/32*z + 1
*
[ -1/2 ] 
f(z) = -145/9*z^3 + 253/36*z + 1
*
[ -5/24 ] 
f(z) = -144*z^3 + 241/20*z + 1
*
[ -5/12 ] 
f(z) = -144/7*z^3 + 244/35*z + 1
*
-5/24 | 0.17896628998858655832102271986432071232 | 0.028156585687693124602066532138820394321
f(z) = -144/7*z^3 + 249/28*z + 1
*
[ -2/11 ] 
f(z) = -143*z^3 + 247/22*z + 1
*
[ -1/3 ] 
f(z) = -143/3*z^3 + 251/27*z + 1
*
[ -3/13 ] 
f(z) = -143/9*z^3 + 241/39*z + 1
*
[ -1/2 ] 
f(z) = -143/9*z^3 + 251/36*z + 1
*
[ -1/3 ] 
f(z) = -142/3*z^3 + 250/27*z + 1
*
[ 3/4 ] 
f(z) = -160/17*z^3 + 253/51*z + 1
*
[ 3/4 ] 
f(z) = -160/19*z^3 + 251/57*z + 1
*
[ 2/5 ] 
f(z) = -159/4*z^3 + 243/50*z + 1
*
[ -1/3 ] 
f(z) = -159/16*z^3 + 245/48*z + 1
*
[ -1/3 ] 
f(z) = -159/17*z^3 + 257/51*z + 1
*
[ -1/4 ] 
f(z) = -156/11*z^3 + 259/44*z + 1
*
[ -1/3 ] 
f(z) = -156/17*z^3 + 256/51*z + 1
*
-4/15 | 0.075151924964867157677310017761903100192 | 0.011047862933514994674282740542398040031
f(z) = -150/7*z^3 + 253/42*z + 1
*
[ -1/3 ] 
f(z) = -150/17*z^3 + 254/51*z + 1
*
[ 3/8 ] 
f(z) = -148/3*z^3 + 253/48*z + 1
*
[ -1/4 ] 
f(z) = -148/11*z^3 + 257/44*z + 1
*
-5/14 | 0.16883516545175373785318426181378013067 | 0.026476775127934766022964048522349610254
f(z) = -147/11*z^3 + 251/44*z + 1
*
[ -3/7 ] 
f(z) = -147/17*z^3 + 251/51*z + 1
*
[ -1/3 ] 
f(z) = -147/17*z^3 + 253/51*z + 1
*
[ 5/11 ] 
f(z) = -143/5*z^3 + 259/55*z + 1
*
[ 2/3 ] 
f(z) = -143/12*z^3 + 259/54*z + 1
*
[ -1/3 ] 
f(z) = -141/17*z^3 + 251/51*z + 1
*
[ 5/12 ] 
f(z) = -156/5*z^3 + 241/60*z + 1
*
-22/105 | 0.17683149837215395220341025295485047617 | 0.018997959272060483607928432580666455819
f(z) = -147/8*z^3 + 248/75*z + 1
*
[ 6/11 ] 
f(z) = -143/9*z^3 + 257/66*z + 1
*
[ 7/12 ] 
f(z) = -144/17*z^3 + 258/119*z + 1
*
5/8 | 0.18051990388606332672124062128067258151 | 0.025413447721651818702210365389142052617
f(z) = -152/15*z^3 + 259/120*z + 1
*
[ 7/12 ] 
f(z) = -144/19*z^3 + 248/133*z + 1
*
[ 3/4 ] 
f(z) = -160*z^3 + 269/3*z + 1
*
[ -3/4 ] 
f(z) = -160*z^3 + 277/3*z + 1
*
[ 3/5 ] 
f(z) = -160/3*z^3 + 278/15*z + 1
*
[ -7/8 ] 
f(z) = -160/7*z^3 + 275/14*z + 1
*
[ 3/5 ] 
f(z) = -155/3*z^3 + 269/15*z + 1
*
[ 4/3 ] 
f(z) = -153/4*z^3 + 273/4*z + 1
*
[ -4/3 ] 
f(z) = -153/4*z^3 + 279/4*z + 1
*
[ -1/21 ] 
f(z) = -147/4*z^3 + 265/12*z + 1
*
[ -2/5 ] 
f(z) = -145*z^3 + 267/10*z + 1
*
[ -3/4 ] 
f(z) = -144/5*z^3 + 278/15*z + 1
*
[ 2/3 ] 
f(z) = -143/4*z^3 + 277/18*z + 1
*
[ -1/3 ] 
f(z) = -160/3*z^3 + 268/27*z + 1
*
1/2 | 0.14237697592310971275502669049398602187 | 0.019900018214889455393243982366674308646
f(z) = -160/3*z^3 + 269/24*z + 1
*
-3/8 | 0.16814063490711720832410817578675690764 | 0.022790204586328011929184822504653722421
f(z) = -160/3*z^3 + 269/30*z + 1
*
[ 3/4 ] 
f(z) = -160/7*z^3 + 263/21*z + 1
*
-1/8 | 0.16428362616596668324290965165986138543 | 0.028480319712748544140609442039480470062
f(z) = -160/17*z^3 + 277/34*z + 1
*
[ -1/3 ] 
f(z) = -158/3*z^3 + 266/27*z + 1
*
0 | 0.15994459793715142601124706818706357990 | 0.027788700744725639598312142330813822134
f(z) = -158/15*z^3 + 271/30*z + 1
*
[ -1/3 ] 
f(z) = -157/3*z^3 + 265/27*z + 1
*
[ -1/2 ] 
f(z) = -157/9*z^3 + 265/36*z + 1
*
[ -1/3 ] 
f(z) = -155/3*z^3 + 263/27*z + 1
*
[ -1/2 ] 
f(z) = -155/9*z^3 + 263/36*z + 1
*
[ -1/3 ] 
f(z) = -154/3*z^3 + 262/27*z + 1
*
[ -3/7 ] 
f(z) = -154/3*z^3 + 268/21*z + 1
*
0 | 0.15752438308682712403030931708357166867 | 0.027490687606330219481154190675143046597
f(z) = -154/15*z^3 + 263/30*z + 1
*
[ -1/3 ] 
f(z) = -152/3*z^3 + 260/27*z + 1
*
-2/15 | 0.19704748613394352927973975737453652123 | 0.024063373653511106931623602195448287250
f(z) = -150*z^3 + 277/24*z + 1
*
-1/10 | 0.16778616310868815014353755609421054798 | 0.029416648312627238237815678762568920047
f(z) = -150/13*z^3 + 263/26*z + 1
*
1/3 | 0.23955905296260654880382123272453193246 | 0.029814610316060789068355571751859225643
f(z) = -147*z^3 + 274/21*z + 1
*
-10/63 | 0.19398075499748620982630085260355548007 | 0.023409901898897931975986849630379553942
f(z) = -147/2*z^3 + 266/27*z + 1
*
11/28 | 0.19619675726122713163899493107815499809 | 0.025273247290111120483296429896491685677
f(z) = -147/2*z^3 + 267/32*z + 1
*
-5/21 | 0.20187276686507557800532154524543028027 | 0.026222409327571188834357274947671801052
f(z) = -147/2*z^3 + 269/30*z + 1
*
[ -2/3 ] 
f(z) = -147/10*z^3 + 271/30*z + 1
*
[ -13/21 ] 
f(z) = -147/13*z^3 + 271/39*z + 1
*
-13/21 | 0.17237293455786625077867113898056470032 | 0.028308698340019480043387564406751310350
f(z) = -147/13*z^3 + 274/39*z + 1
*
[ -3/4 ] 
f(z) = -146/9*z^3 + 275/24*z + 1
*
[ -4/5 ] 
f(z) = -145/8*z^3 + 277/20*z + 1
*
[ 7/24 ] 
f(z) = -144*z^3 + 275/28*z + 1
*
-1/8 | 0.18503845672157558636304530963299199672 | 0.029111913548254288185819408281246012120
f(z) = -144/5*z^3 + 269/20*z + 1
*
[ -5/8 ] 
f(z) = -144/5*z^3 + 277/20*z + 1
*
[ -1/8 ] 
f(z) = -144/7*z^3 + 261/28*z + 1
*
-3/4 | 0.17568695608608609686158209833011954518 | 0.028950994542378635253249704758075707119
f(z) = -144/7*z^3 + 271/21*z + 1
*
[ 3/11 ] 
f(z) = -143*z^3 + 263/33*z + 1
*
[ -1/11 ] 
f(z) = -143/2*z^3 + 277/22*z + 1
*
[ -3/11 ] 
f(z) = -143/3*z^3 + 271/33*z + 1
*
[ -6/11 ] 
f(z) = -143/8*z^3 + 269/33*z + 1
*
[ -6/13 ] 
f(z) = -143/8*z^3 + 272/39*z + 1
*
[ -3/4 ] 
f(z) = -142/9*z^3 + 269/24*z + 1
*
[ -2/3 ] 
f(z) = -141/10*z^3 + 263/30*z + 1
*
[ -1/2 ] 
f(z) = -159/10*z^3 + 279/40*z + 1
*
[ -1/4 ] 
f(z) = -158/5*z^3 + 279/40*z + 1
*
[ -1/2 ] 
f(z) = -157/10*z^3 + 277/40*z + 1
*
[ -1/5 ] 
f(z) = -155/8*z^3 + 271/40*z + 1
*
[ -1/4 ] 
f(z) = -154/5*z^3 + 277/40*z + 1
*
[ -3/14 ] 
f(z) = -154/9*z^3 + 271/42*z + 1
*
[ -1/2 ] 
f(z) = -153/10*z^3 + 273/40*z + 1
*
[ -1/2 ] 
f(z) = -151/10*z^3 + 271/40*z + 1
*
[ 2/3 ] 
f(z) = -151/12*z^3 + 275/54*z + 1
*
[ -3/10 ] 
f(z) = -150/7*z^3 + 263/42*z + 1
*
[ -7/30 ] 
f(z) = -150/7*z^3 + 271/42*z + 1
*
[ -1/3 ] 
f(z) = -150/19*z^3 + 278/57*z + 1
*
[ -1/2 ] 
f(z) = -149/10*z^3 + 269/40*z + 1
*
[ 2/3 ] 
f(z) = -149/12*z^3 + 271/54*z + 1
*
[ -1/2 ] 
f(z) = -147/10*z^3 + 267/40*z + 1
*
-13/21 | 0.11314969889598609414290361271195262391 | 0.018582503694831543974610339611298132208
f(z) = -147/16*z^3 + 265/48*z + 1
*
[ 17/21 ] 
f(z) = -147/17*z^3 + 277/51*z + 1
*
[ -1/4 ] 
f(z) = -146/5*z^3 + 273/40*z + 1
*
[ -1/5 ] 
f(z) = -145/8*z^3 + 269/40*z + 1
*
[ -1/2 ] 
f(z) = -145/11*z^3 + 277/44*z + 1
*
[ 2/3 ] 
f(z) = -145/12*z^3 + 263/54*z + 1
*
[ -11/24 ] 
f(z) = -144/11*z^3 + 261/44*z + 1
*
-11/24 | 0.15331861870374908282220919619068139606 | 0.024121463462902257970789000201069103152
f(z) = -144/11*z^3 + 265/44*z + 1
*
-7/24 | 0.13321770832306135784304611499630799692 | 0.020959007530164485621458167838402372780
f(z) = -144/11*z^3 + 269/44*z + 1
*
[ -4/11 ] 
f(z) = -143/8*z^3 + 269/44*z + 1
*
[ -1/2 ] 
f(z) = -143/10*z^3 + 263/40*z + 1
*
[ -4/13 ] 
f(z) = -143/16*z^3 + 265/52*z + 1
*
[ -1/4 ] 
f(z) = -142/5*z^3 + 271/40*z + 1
*
[ -1/2 ] 
f(z) = -141/10*z^3 + 261/40*z + 1
*
[ -1/2 ] 
f(z) = -141/11*z^3 + 273/44*z + 1
*
[ -1/3 ] 
f(z) = -141/19*z^3 + 275/57*z + 1
*
-1/4 | 0.12738125058267392149767955921505576719 | 0.019954745544803300513413463205873701953
f(z) = -148/15*z^3 + 277/60*z + 1
*
[ 17/24 ] 
f(z) = -144/17*z^3 + 261/68*z + 1
*
[ 7/12 ] 
f(z) = -144/13*z^3 + 278/91*z + 1
*
[ -3/10 ] 
f(z) = -160*z^3 + 281/15*z + 1
*
[ -2/5 ] 
f(z) = -160*z^3 + 291/10*z + 1
*
-1/12 | 0.21284468503119154781187063652036867030 | 0.026720666284199801072087513034610871517
f(z) = -160*z^3 + 299/18*z + 1
*
[ -2/5 ] 
f(z) = -155*z^3 + 283/10*z + 1
*
[ 2/3 ] 
f(z) = -151/4*z^3 + 293/18*z + 1
*
-2 | 0.086282317530974156520128578442464995362 | 0.013495126737297015850862260401883171009
f(z) = -151/12*z^3 + 299/6*z + 1
*
[ 7/5 ] 
f(z) = -150/7*z^3 + 296/7*z + 1
*
[ 2/3 ] 
f(z) = -149/4*z^3 + 289/18*z + 1
*
-2 | 0.10628259942242881036701528490849584052 | 0.016640771511091412088427973196413060189
f(z) = -149/4*z^3 + 297/2*z + 1
*
[ 2 ] 
f(z) = -149/4*z^3 + 299/2*z + 1
*
-2 | 0.086038303288940595593716582366677401175 | 0.013485368469231377034701038514836316283
f(z) = -149/12*z^3 + 295/6*z + 1
*
-2 | 0.10603305806735424013893010755328959685 | 0.016637021453209001824098216508270555013
f(z) = -147/4*z^3 + 293/2*z + 1
*
[ 2 ] 
f(z) = -147/4*z^3 + 295/2*z + 1
*
[ -2 ] 
f(z) = -147/4*z^3 + 297/2*z + 1
*
[ 2/3 ] 
f(z) = -145/4*z^3 + 281/18*z + 1
*
-2 | 0.10578010759125705113233995864571046084 | 0.016633206843045864531283445734843109163
f(z) = -145/4*z^3 + 289/2*z + 1
*
[ 2 ] 
f(z) = -145/4*z^3 + 291/2*z + 1
*
[ -2 ] 
f(z) = -145/4*z^3 + 293/2*z + 1
*
-2 | 0.085538247090744548896106828258044026100 | 0.013465014524584361954006367647803509077
f(z) = -145/12*z^3 + 287/6*z + 1
*
[ 2 ] 
f(z) = -145/12*z^3 + 293/6*z + 1
*
[ -2 ] 
f(z) = -145/12*z^3 + 299/6*z + 1
*
[ -1/16 ] 
f(z) = -144*z^3 + 281/16*z + 1
*
[ -3/8 ] 
f(z) = -144*z^3 + 287/12*z + 1
*
[ 17/12 ] 
f(z) = -144/17*z^3 + 294/17*z + 1
*
-2 | 0.10552365354036088852115634497175229904 | 0.016629325656250163464536573316095755526
f(z) = -143/4*z^3 + 285/2*z + 1
*
[ 2 ] 
f(z) = -143/4*z^3 + 287/2*z + 1
*
[ -2 ] 
f(z) = -143/4*z^3 + 289/2*z + 1
*
-2 | 0.085283055682443033028001606327873319853 | 0.013454569677479399885996820269140400456
f(z) = -143/12*z^3 + 283/6*z + 1
*
[ 2 ] 
f(z) = -143/12*z^3 + 289/6*z + 1
*
[ -2 ] 
f(z) = -143/12*z^3 + 295/6*z + 1
*
-2 | 0.10526359747963159399717195371949950360 | 0.016625375775796230689174279365299982950
f(z) = -141/4*z^3 + 281/2*z + 1
*
[ 2 ] 
f(z) = -141/4*z^3 + 283/2*z + 1
*
[ -2 ] 
f(z) = -141/4*z^3 + 285/2*z + 1
*
[ -3/16 ] 
f(z) = -160*z^3 + 287/24*z + 1
*
-3/20 | 0.18483691119549646723972032388622426056 | 0.025053259871281702721567039478001859438
f(z) = -160/3*z^3 + 281/30*z + 1
*
-13/40 | 0.11800575778101256714326018894845023258 | 0.015994797234348416176213101194269036588
f(z) = -160/3*z^3 + 289/30*z + 1
*
[ -2/3 ] 
f(z) = -159/10*z^3 + 287/30*z + 1
*
[ -3/4 ] 
f(z) = -158/9*z^3 + 293/24*z + 1
*
[ -2/13 ] 
f(z) = -156*z^3 + 291/26*z + 1
*
[ -1/3 ] 
f(z) = -155/4*z^3 + 299/36*z + 1
*
[ -4/5 ] 
f(z) = -155/8*z^3 + 293/20*z + 1
*
[ 3/11 ] 
f(z) = -154*z^3 + 290/33*z + 1
*
[ -3/11 ] 
f(z) = -154/3*z^3 + 280/33*z + 1
*
[ -3/4 ] 
f(z) = -154/9*z^3 + 287/24*z + 1
*
[ -1/3 ] 
f(z) = -151/4*z^3 + 295/36*z + 1
*
-3/20 | 0.21398001654175320585750695133686990178 | 0.026131168651035689867260851952419475610
f(z) = -150*z^3 + 281/24*z + 1
*
[ -1/10 ] 
f(z) = -150/13*z^3 + 289/26*z + 1
*
[ -1/5 ] 
f(z) = -149*z^3 + 299/25*z + 1
*
[ -1/3 ] 
f(z) = -149/4*z^3 + 293/36*z + 1
*
[ -1/5 ] 
f(z) = -148*z^3 + 298/25*z + 1
*
[ -1/5 ] 
f(z) = -147*z^3 + 297/25*z + 1
*
[ -5/21 ] 
f(z) = -147/2*z^3 + 281/30*z + 1
*
[ -10/21 ] 
f(z) = -147/5*z^3 + 293/30*z + 1
*
-16/21 | 0.11175300521547215054456550305668956877 | 0.018353125572468560584135971903755651882
f(z) = -147/8*z^3 + 289/24*z + 1
*
-5/7 | 0.10442548862477145684656078438598625063 | 0.017149732143681757273485815864500826256
f(z) = -147/11*z^3 + 280/33*z + 1
*
[ -1/5 ] 
f(z) = -146*z^3 + 296/25*z + 1
*
[ -1/3 ] 
f(z) = -145/4*z^3 + 289/36*z + 1
*
[ -1/5 ] 
f(z) = -144*z^3 + 294/25*z + 1
*
[ -3/4 ] 
f(z) = -144/7*z^3 + 292/21*z + 1
*
[ -2/13 ] 
f(z) = -143*z^3 + 283/26*z + 1
*
[ -1/5 ] 
f(z) = -143*z^3 + 293/25*z + 1
*
[ -1/3 ] 
f(z) = -143/4*z^3 + 287/36*z + 1
*
[ -1/5 ] 
f(z) = -142*z^3 + 292/25*z + 1
*
0 | 0.15419821305232020885718914213597325597 | 0.027050213034667654586897976371181450909
f(z) = -142/15*z^3 + 299/30*z + 1
*
[ -1/5 ] 
f(z) = -141*z^3 + 291/25*z + 1
*
[ -3/8 ] 
f(z) = -160/7*z^3 + 289/42*z + 1
*
[ -1/2 ] 
f(z) = -159/11*z^3 + 291/44*z + 1
*
[ -1/3 ] 
f(z) = -159/19*z^3 + 281/57*z + 1
*
[ -2/7 ] 
f(z) = -157/8*z^3 + 299/49*z + 1
*
[ -1/2 ] 
f(z) = -157/11*z^3 + 289/44*z + 1
*
[ 2/3 ] 
f(z) = -157/12*z^3 + 287/54*z + 1
*
[ -1/3 ] 
f(z) = -156/19*z^3 + 280/57*z + 1
*
[ -2/7 ] 
f(z) = -155/8*z^3 + 298/49*z + 1
*
[ -1/2 ] 
f(z) = -155/11*z^3 + 287/44*z + 1
*
[ 2/3 ] 
f(z) = -155/12*z^3 + 283/54*z + 1
*
[ -1/2 ] 
f(z) = -155/12*z^3 + 299/48*z + 1
*
[ 5/11 ] 
f(z) = -154/5*z^3 + 284/55*z + 1
*
[ -2/7 ] 
f(z) = -153/8*z^3 + 297/49*z + 1
*
[ -1/6 ] 
f(z) = -153/10*z^3 + 297/40*z + 1
*
[ -1/2 ] 
f(z) = -153/11*z^3 + 285/44*z + 1
*
[ -2/7 ] 
f(z) = -151/8*z^3 + 296/49*z + 1
*
[ -1/2 ] 
f(z) = -151/11*z^3 + 283/44*z + 1
*
[ -1/2 ] 
f(z) = -151/12*z^3 + 295/48*z + 1
*
-8/15 | 0.15833088818562568274908690082159382896 | 0.025916593826106282374164084978147830895
f(z) = -150/17*z^3 + 281/51*z + 1
*
[ -3/5 ] 
f(z) = -150/17*z^3 + 298/51*z + 1
*
[ -2/7 ] 
f(z) = -149/8*z^3 + 295/49*z + 1
*
[ -1/2 ] 
f(z) = -149/11*z^3 + 281/44*z + 1
*
[ -1/2 ] 
f(z) = -149/12*z^3 + 293/48*z + 1
*
[ -3/8 ] 
f(z) = -148/9*z^3 + 287/48*z + 1
*
[ -1/4 ] 
f(z) = -148/13*z^3 + 297/52*z + 1
*
-8/21 | 0.16358091447458975453688600346884890112 | 0.026864790426197233532808029798371470275
f(z) = -147/19*z^3 + 292/57*z + 1
*
[ -2/7 ] 
f(z) = -145/8*z^3 + 293/49*z + 1
*
[ -1/5 ] 
f(z) = -145/9*z^3 + 299/45*z + 1
*
[ -1/2 ] 
f(z) = -145/12*z^3 + 289/48*z + 1
*
-13/24 | 0.14928620362422060283995754461917531509 | 0.023487047670283824633852917089236516731
f(z) = -144/13*z^3 + 285/52*z + 1
*
[ -2/7 ] 
f(z) = -143/8*z^3 + 292/49*z + 1
*
[ -1/2 ] 
f(z) = -143/12*z^3 + 287/48*z + 1
*
[ -2/11 ] 
f(z) = -143/16*z^3 + 299/44*z + 1
*
[ -2/7 ] 
f(z) = -141/8*z^3 + 291/49*z + 1
*
[ -1/2 ] 
f(z) = -141/13*z^3 + 297/52*z + 1
*
[ -2/3 ] 
f(z) = -141/14*z^3 + 293/42*z + 1
*
-2/5 | 0.17533498215715816792140176069043428529 | 0.026354816172158678726308700424445283700
f(z) = -155/14*z^3 + 299/70*z + 1
*
[ 6/11 ] 
f(z) = -154/9*z^3 + 281/66*z + 1
*
-5/42 | 0.11269011245291558614930183283405663110 | 0.015074916185967199526081846018251508793
f(z) = -147/5*z^3 + 289/60*z + 1
*
6/7 | 0.096744230161750870181820173343893153977 | 0.015171455662474580111772872136906205176
f(z) = -147/19*z^3 + 299/76*z + 1
*
-2/5 | 0.13798404014638938712090423100006440693 | 0.020950568460310503882131903865158014661
f(z) = -145/14*z^3 + 291/70*z + 1
*
[ 7/12 ] 
f(z) = -144/11*z^3 + 288/77*z + 1
*
1/2 | 0.21310651710719404595549478547601137162 | 0.029139900868211408260893333079958097776
f(z) = -150/11*z^3 + 287/110*z + 1
*
[ 19/30 ] 
f(z) = -150/19*z^3 + 295/114*z + 1
*
[ 8/13 ] 
f(z) = -143/16*z^3 + 287/104*z + 1
*
5/8 | 0.21308446403206997219000619148743855724 | 0.029997860459714536357893981069753462071
f(z) = -152/15*z^3 + 283/120*z + 1
*
[ 3/4 ] 
f(z) = -160/27*z^3 + 3*z + 1
*
[ -3/8 ] 
f(z) = -160/27*z^3 + 9/2*z + 1
*
[ -3/2 ] 
f(z) = -160/27*z^3 + 15*z + 1
*
[ -3/4 ] 
f(z) = -160/27*z^3 + 17/3*z + 1
*
[ 3/5 ] 
f(z) = -155/27*z^3 + 7/5*z + 1
*
[ 2/3 ] 
f(z) = -153/32*z^3 + 13/8*z + 1
*
[ -3/4 ] 
f(z) = -152/27*z^3 + 11/2*z + 1
*
[ 3/2 ] 
f(z) = -152/27*z^3 + 13*z + 1
*
[ 3/4 ] 
f(z) = -152/27*z^3 + 17/6*z + 1
*
[ 3/4 ] 
f(z) = -148/27*z^3 + 11/4*z + 1
*
[ -3/2 ] 
f(z) = -148/27*z^3 + 14*z + 1
*
[ 5/7 ] 
f(z) = -147/25*z^3 + 13/5*z + 1
*
6/7 | 0.11894324164085518505174553495263717040 | 0.023834254760994898979612094156343172667
f(z) = -147/32*z^3 + 15/8*z + 1
*
[ -4/7 ] 
f(z) = -147/32*z^3 + 17/4*z + 1
*
[ 5/6 ] 
f(z) = -144/25*z^3 + 19/5*z + 1
*
[ 3/5 ] 
f(z) = -160/27*z^3 + 22/15*z + 1
*
[ -3/5 ] 
f(z) = -160/27*z^3 + 24/5*z + 1
*
[ -3/20 ] 
f(z) = -160/27*z^3 + 39/5*z + 1
*
[ 3/2 ] 
f(z) = -158/27*z^3 + 27/2*z + 1
*
-2/5 | 0.19643543057877154548090323980018465897 | 0.029526450448787446836514329387176499380
f(z) = -155/24*z^3 + 38/15*z + 1
*
[ 3/4 ] 
f(z) = -154/27*z^3 + 23/8*z + 1
*
[ -3/2 ] 
f(z) = -154/27*z^3 + 29/2*z + 1
*
[ 2/3 ] 
f(z) = -153/20*z^3 + 29/10*z + 1
*
[ 2/3 ] 
f(z) = -153/28*z^3 + 27/14*z + 1
*
[ 4/3 ] 
f(z) = -153/32*z^3 + 35/4*z + 1
*
[ -2/3 ] 
f(z) = -153/32*z^3 + 37/8*z + 1
*
[ 3/2 ] 
f(z) = -148/27*z^3 + 38/3*z + 1
*
[ -5/7 ] 
f(z) = -147/25*z^3 + 27/5*z + 1
*
-10/21 | 0.10102239912703699100884660027659406406 | 0.016590844901536948919938858737885478437
f(z) = -147/25*z^3 + 29/15*z + 1
*
[ 3/2 ] 
f(z) = -146/27*z^3 + 25/2*z + 1
*
[ -3/5 ] 
f(z) = -145/27*z^3 + 23/5*z + 1
*
[ -5/12 ] 
f(z) = -144/25*z^3 + 22/5*z + 1
*
[ -5/6 ] 
f(z) = -144/25*z^3 + 31/5*z + 1
*
[ 3/4 ] 
f(z) = -142/27*z^3 + 21/8*z + 1
*
[ -3/2 ] 
f(z) = -142/27*z^3 + 27/2*z + 1
*
[ 3/5 ] 
f(z) = -158/27*z^3 + 36/25*z + 1
*
[ 5/8 ] 
f(z) = -144/25*z^3 + 33/20*z + 1
*
[ 2/3 ] 
f(z) = -141/32*z^3 + 35/24*z + 1
*
[ 3/2 ] 
f(z) = -160/27*z^3 + 41/3*z + 1
*
-3/8 | 0.21290773246382967392867065163522712293 | 0.028858049593676654061273913471818480444
f(z) = -160/27*z^3 + 47/10*z + 1
*
[ 3 ] 
f(z) = -160/27*z^3 + 54*z + 1
*
[ -3/4 ] 
f(z) = -158/27*z^3 + 45/8*z + 1
*
[ -3 ] 
f(z) = -158/27*z^3 + 54*z + 1
*
[ 3/4 ] 
f(z) = -157/27*z^3 + 47/16*z + 1
*
[ 3 ] 
f(z) = -157/27*z^3 + 53*z + 1
*
[ -3/2 ] 
f(z) = -157/27*z^3 + 59/4*z + 1
*
[ -3 ] 
f(z) = -155/27*z^3 + 53*z + 1
*
[ 3/2 ] 
f(z) = -155/27*z^3 + 53/4*z + 1
*
[ 3 ] 
f(z) = -154/27*z^3 + 52*z + 1
*
[ -3/11 ] 
f(z) = -154/27*z^3 + 56/11*z + 1
*
[ -2/3 ] 
f(z) = -153/20*z^3 + 59/10*z + 1
*
[ -4/3 ] 
f(z) = -153/32*z^3 + 41/4*z + 1
*
[ -3/2 ] 
f(z) = -152/27*z^3 + 43/3*z + 1
*
[ -3 ] 
f(z) = -152/27*z^3 + 52*z + 1
*
[ 3/4 ] 
f(z) = -151/27*z^3 + 45/16*z + 1
*
[ 3 ] 
f(z) = -151/27*z^3 + 51*z + 1
*
[ -3/2 ] 
f(z) = -151/27*z^3 + 57/4*z + 1
*
[ -3 ] 
f(z) = -149/27*z^3 + 51*z + 1
*
[ 3/2 ] 
f(z) = -149/27*z^3 + 51/4*z + 1
*
[ 3 ] 
f(z) = -148/27*z^3 + 50*z + 1
*
-3/4 | 0.19010056427429493441554353500386775342 | 0.029779958751111917724174859540620864704
f(z) = -148/27*z^3 + 53/12*z + 1
*
[ -2/7 ] 
f(z) = -147/20*z^3 + 51/10*z + 1
*
[ 8/7 ] 
f(z) = -147/32*z^3 + 49/8*z + 1
*
-2/7 | 0.14603176157039177634288455953156420063 | 0.027074869429786843817611617092436093539
f(z) = -147/32*z^3 + 55/8*z + 1
*
-4/7 | 0.17149012167029473417749681619398642546 | 0.027852965240222479103307863881737276230
f(z) = -147/32*z^3 + 59/12*z + 1
*
[ -3/4 ] 
f(z) = -146/27*z^3 + 43/8*z + 1
*
[ -3 ] 
f(z) = -146/27*z^3 + 50*z + 1
*
-2/5 | 0.19287011617971778329799203310830665464 | 0.029284101035774401150099743379252532294
f(z) = -145/24*z^3 + 52/15*z + 1
*
[ 3/4 ] 
f(z) = -145/27*z^3 + 43/16*z + 1
*
[ 3 ] 
f(z) = -145/27*z^3 + 49*z + 1
*
[ -3/2 ] 
f(z) = -145/27*z^3 + 55/4*z + 1
*
[ 5/4 ] 
f(z) = -144/25*z^3 + 46/5*z + 1
*
[ -5/4 ] 
f(z) = -144/25*z^3 + 54/5*z + 1
*
[ -3 ] 
f(z) = -143/27*z^3 + 49*z + 1
*
[ 3/2 ] 
f(z) = -143/27*z^3 + 49/4*z + 1
*
[ 3 ] 
f(z) = -142/27*z^3 + 48*z + 1
*
-3/5 | 0.19376233046849886547425266234568155731 | 0.024007506510040477347235772426077656196
f(z) = -160/27*z^3 + 51/20*z + 1
*
[ 2/3 ] 
f(z) = -159/32*z^3 + 41/24*z + 1
*
[ 4/5 ] 
f(z) = -155/32*z^3 + 57/20*z + 1
*
[ 2/3 ] 
f(z) = -153/22*z^3 + 57/22*z + 1
*
[ 2/3 ] 
f(z) = -153/26*z^3 + 55/26*z + 1
*
[ 2/3 ] 
f(z) = -153/38*z^3 + 49/38*z + 1
*
5/7 | 0.10370039042602928213102940047879972704 | 0.020779839948297273005528741911109267226
f(z) = -147/20*z^3 + 47/20*z + 1
*
[ 2/3 ] 
f(z) = -145/24*z^3 + 59/27*z + 1
*
[ 4/5 ] 
f(z) = -145/32*z^3 + 53/20*z + 1
*
[ 2/3 ] 
f(z) = -143/24*z^3 + 58/27*z + 1
*
2/3 | 0.17800564869274693282768958560446978090 | 0.029435206470262251612801272140071481483
f(z) = -141/20*z^3 + 49/30*z + 1
*
-2 | 0.087123085420399817137982918890935387125 | 0.013563714102076524409866163097118476368
f(z) = -157/24*z^3 + 77/3*z + 1
*
[ 5/6 ] 
f(z) = -156/25*z^3 + 62/15*z + 1
*
[ -2/5 ] 
f(z) = -155/24*z^3 + 68/15*z + 1
*
-2 | 0.086888609480990531262201899137865240558 | 0.013554795474525265933504010403663079132
f(z) = -155/24*z^3 + 76/3*z + 1
*
[ 2 ] 
f(z) = -155/24*z^3 + 79/3*z + 1
*
[ -3/5 ] 
f(z) = -155/27*z^3 + 71/15*z + 1
*
-6/7 | 0.21852850809261961422640402293705014736 | 0.028469023623951872647391234848626962639
f(z) = -154/27*z^3 + 75/14*z + 1
*
[ 3/2 ] 
f(z) = -154/27*z^3 + 79/6*z + 1
*
[ -2/3 ] 
f(z) = -153/28*z^3 + 69/14*z + 1
*
-2 | 0.086411551318262753933735449284872192633 | 0.013536690139248665960525587953154244900
f(z) = -151/24*z^3 + 74/3*z + 1
*
[ 2 ] 
f(z) = -151/24*z^3 + 77/3*z + 1
*
-2 | 0.086167773980907791444335672233649216848 | 0.013527333346812782207357111701838936771
f(z) = -149/24*z^3 + 73/3*z + 1
*
[ 2 ] 
f(z) = -149/24*z^3 + 76/3*z + 1
*
[ -2 ] 
f(z) = -149/24*z^3 + 79/3*z + 1
*
[ -3/4 ] 
f(z) = -148/27*z^3 + 65/12*z + 1
*
[ -3/8 ] 
f(z) = -148/27*z^3 + 71/16*z + 1
*
-5/21 | 0.17909422514626108585242085877765181065 | 0.029412531654747940076312199308052748174
f(z) = -147/25*z^3 + 68/15*z + 1
*
-10/21 | 0.17882737589592380669783807913089804656 | 0.029368707170646450126385252145434394605
f(z) = -147/25*z^3 + 74/15*z + 1
*
-20/21 | 0.078960897161550132362229468293278252854 | 0.012626008728508543236167212976428873909
f(z) = -147/32*z^3 + 65/12*z + 1
*
[ -4/21 ] 
f(z) = -147/32*z^3 + 77/12*z + 1
*
[ -2/5 ] 
f(z) = -145/24*z^3 + 67/15*z + 1
*
-2 | 0.085670327867292400778681300358872361006 | 0.013508150067011375550349221169019400312
f(z) = -145/24*z^3 + 71/3*z + 1
*
[ 2 ] 
f(z) = -145/24*z^3 + 74/3*z + 1
*
[ -2 ] 
f(z) = -145/24*z^3 + 77/3*z + 1
*
[ 6/5 ] 
f(z) = -145/27*z^3 + 79/10*z + 1
*
-2 | 0.085416476980753344137872877267701365602 | 0.013498313889668079235676207582284622191
f(z) = -143/24*z^3 + 70/3*z + 1
*
[ 2 ] 
f(z) = -143/24*z^3 + 73/3*z + 1
*
[ -2 ] 
f(z) = -143/24*z^3 + 76/3*z + 1
*
[ -3/13 ] 
f(z) = -143/27*z^3 + 73/13*z + 1
*
[ 3/2 ] 
f(z) = -142/27*z^3 + 73/6*z + 1
*
3/4 | 0.14776763423220805003647563762426525985 | 0.029115778022944421518073833236574322057
f(z) = -160/21*z^3 + 62/21*z + 1
*
-3/40 | 0.077561596771120215193653344208550008428 | 0.010512893920214912864777317162679750444
f(z) = -160/27*z^3 + 71/30*z + 1
*
[ 3/4 ] 
f(z) = -160/33*z^3 + 79/33*z + 1
*
[ 3/4 ] 
f(z) = -160/39*z^3 + 77/39*z + 1
*
[ 3/4 ] 
f(z) = -158/27*z^3 + 71/24*z + 1
*
[ 2/3 ] 
f(z) = -157/24*z^3 + 65/27*z + 1
*
0 | 0.11314746787161376040734204826654984927 | 0.022377762519363792167283071048777754426
f(z) = -157/39*z^3 + 79/39*z + 1
*
[ 2/3 ] 
f(z) = -155/24*z^3 + 64/27*z + 1
*
0 | 0.12041137397213149867824094455670971175 | 0.023874920551151999824036655010547707185
f(z) = -155/38*z^3 + 79/38*z + 1
*
0 | 0.11291788128270488725737082589462950792 | 0.022389126172191541008887200496348037413
f(z) = -155/39*z^3 + 77/39*z + 1
*
0 | 0.11280304471990562625355877051597819989 | 0.022395097517068587438567131584459388814
f(z) = -154/39*z^3 + 76/39*z + 1
*
0 | 0.13299812532133254818561917657457020402 | 0.026438677387458624317035083526683507907
f(z) = -153/37*z^3 + 79/37*z + 1
*
0 | 0.12017870757171849813175713336070271570 | 0.023890307255486971020267488330032438840
f(z) = -153/38*z^3 + 77/38*z + 1
*
0 | 0.13288058592113129452028257011874686146 | 0.026449790230828869627154854862119599802
f(z) = -152/37*z^3 + 78/37*z + 1
*
0 | 0.11256910514635867881382463030664738463 | 0.022406803800221811370089321955580789946
f(z) = -152/39*z^3 + 74/39*z + 1
*
[ 2/3 ] 
f(z) = -151/24*z^3 + 62/27*z + 1
*
0 | 0.093512155633433160389794671980432073844 | 0.018638018742202878690741880866200063660
f(z) = -151/36*z^3 + 79/36*z + 1
*
0 | 0.13276229531467528029543503325372352727 | 0.026461010673655309134113929047062811534
f(z) = -151/37*z^3 + 77/37*z + 1
*
0 | 0.11994307906926869885166168092458111074 | 0.023905997466828780628492277627341536072
f(z) = -151/38*z^3 + 75/38*z + 1
*
0 | 0.11245101705196254838424502562639595202 | 0.022412745692763439604186558960011940294
f(z) = -151/39*z^3 + 73/39*z + 1
*
0 | 0.13264324383311725143972229453664132851 | 0.026472340541209051812962043892869956647
f(z) = -150/37*z^3 + 76/37*z + 1
*
[ 2/3 ] 
f(z) = -149/24*z^3 + 61/27*z + 1
*
0 | 0.13249056270424349843872534530866741371 | 0.026477215102573002807626035342348547264
f(z) = -149/35*z^3 + 79/35*z + 1
*
0 | 0.093273074756943453612474479531596743971 | 0.018639903199225113736617740915518715055
f(z) = -149/36*z^3 + 77/36*z + 1
*
0 | 0.13252342161963402578120703591193060370 | 0.026483781702888335106178410779885420365
f(z) = -149/37*z^3 + 75/37*z + 1
*
0 | 0.11970441202784370428435612360249779746 | 0.023922001698063070864243816476201018555
f(z) = -149/38*z^3 + 73/38*z + 1
*
0 | 0.11221255613920839497967112164879949671 | 0.022424812193904357114380702221394817169
f(z) = -149/39*z^3 + 71/39*z + 1
*
0 | 0.13236974825338085578559973013830554735 | 0.026488718309673539681600939539209974856
f(z) = -148/35*z^3 + 78/35*z + 1
*
0 | 0.11209216351414382254498853933524533550 | 0.022430938966239108209904130127313659045
f(z) = -148/39*z^3 + 70/39*z + 1
*
[ 5/7 ] 
f(z) = -147/20*z^3 + 67/20*z + 1
*
[ 6/7 ] 
f(z) = -147/32*z^3 + 77/24*z + 1
*
0 | 0.11939605770793358032252845481984278861 | 0.023924991597772947222761121992627505689
f(z) = -147/34*z^3 + 79/34*z + 1
*
0 | 0.13228142460011747157470237080443318366 | 0.026507005615219326410365480892073757148
f(z) = -147/37*z^3 + 73/37*z + 1
*
0 | 0.11946262701152303775578807208978593252 | 0.023938330983173287258455025674621089816
f(z) = -147/38*z^3 + 71/38*z + 1
*
[ 3/4 ] 
f(z) = -146/27*z^3 + 65/24*z + 1
*
0 | 0.13212572753319791109720005749671748470 | 0.026512069985151913110119281783616221224
f(z) = -146/35*z^3 + 76/35*z + 1
*
0 | 0.13215922909558421092587333334572675193 | 0.026518792338043966975373048859745313232
f(z) = -146/37*z^3 + 72/37*z + 1
*
0 | 0.11184900294244702845307240072314208499 | 0.022443385169134030840728879030244632502
f(z) = -146/39*z^3 + 68/39*z + 1
*
-4/5 | 0.19388658416638303463704842739085475100 | 0.029438434697259827453177645450015496577
f(z) = -145/32*z^3 + 63/20*z + 1
*
0 | 0.11162401546751854681729066312829628923 | 0.022429171670579882784379262359523495287
f(z) = -145/33*z^3 + 79/33*z + 1
*
0 | 0.11915019844052978878938992091250190235 | 0.023941445254529075783862020864880614675
f(z) = -145/34*z^3 + 77/34*z + 1
*
0 | 0.092785443904862588126468625968018020160 | 0.018643843272944270140742211349368222859
f(z) = -145/36*z^3 + 73/36*z + 1
*
0 | 0.13203622145148018704546664226875735166 | 0.026530698302389120353713855863147205148
f(z) = -145/37*z^3 + 71/37*z + 1
*
0 | 0.11921764142635565337075405412227090219 | 0.023954996910960079020274960816388268793
f(z) = -145/38*z^3 + 69/38*z + 1
*
0 | 0.11172518037692966617114156159169746157 | 0.022449499241763531229954595934203315910
f(z) = -145/39*z^3 + 67/39*z + 1
*
0 | 0.13187844663548902525508624067330756617 | 0.026535895553006031133023540639019694710
f(z) = -144/35*z^3 + 74/35*z + 1
*
0 | 0.13191239079417782669538645224684150707 | 0.026542725620182135592429510749160599256
f(z) = -144/37*z^3 + 70/37*z + 1
*
0 | 0.10603000790557039890748116400484794047 | 0.021364764727687544193137836984669932165
f(z) = -143/32*z^3 + 79/32*z + 1
*
0 | 0.11890102941907623604300031323864124144 | 0.023958241346928750154761746230061814339
f(z) = -143/34*z^3 + 75/34*z + 1
*
0 | 0.13175355615384126349023612475745418756 | 0.026547991317419350134762849333912181640
f(z) = -143/35*z^3 + 73/35*z + 1
*
0 | 0.092536724546217883384264474824177444419 | 0.018645904000700436432995685095061483893
f(z) = -143/36*z^3 + 71/36*z + 1
*
0 | 0.13178772603008162228990554143632299525 | 0.026554876456646158712459500054915801482
f(z) = -143/37*z^3 + 69/37*z + 1
*
0 | 0.11896936935062057558045975876502607285 | 0.023972011661463211116208862858853588279
f(z) = -143/38*z^3 + 67/38*z + 1
*
0 | 0.11124968542158520102813083946022186394 | 0.022448258207668917227552381854859402167
f(z) = -142/33*z^3 + 76/33*z + 1
*
0 | 0.13162781722052765787959286814739843281 | 0.026560211986945057233770895235626766156
f(z) = -142/35*z^3 + 72/35*z + 1
*
0 | 0.13166221583965167038279261869993873290 | 0.026567153032046954365075418514766092614
f(z) = -142/37*z^3 + 68/37*z + 1
*
0 | 0.11135288200935336149884627590434160945 | 0.022469081490355886150275732788144716058
f(z) = -142/39*z^3 + 64/39*z + 1
*
[ 2/3 ] 
f(z) = -141/20*z^3 + 79/30*z + 1
*
0 | 0.13143166844929632727761032909767251113 | 0.026558505839985852062042172676208597137
f(z) = -141/31*z^3 + 79/31*z + 1
*
0 | 0.10577697443957927845958737266713828015 | 0.021374440624052209381076930101895080536
f(z) = -141/32*z^3 + 77/32*z + 1
*
0 | 0.11864846027001120816446975257725107790 | 0.023975392400972696070860742625487696986
f(z) = -141/34*z^3 + 73/34*z + 1
*
0 | 0.13150121822257915011026476437987095924 | 0.026572559820139152258463255687758570182
f(z) = -141/35*z^3 + 71/35*z + 1
*
0 | 0.13153584867122274895867710992507972940 | 0.026579557623510241353909388818003174657
f(z) = -141/37*z^3 + 67/37*z + 1
*
0 | 0.11871772135352214981590772824330869534 | 0.023989388045345260071476071922960487564
f(z) = -141/38*z^3 + 65/38*z + 1
*
[ 5/8 ] 
f(z) = -152/25*z^3 + 71/40*z + 1
*
[ 2/3 ] 
f(z) = -141/28*z^3 + 73/42*z + 1
*
[ 6/5 ] 
f(z) = -160/27*z^3 + 87/10*z + 1
*
-3/20 | 0.21659357837132652726519327297169230030 | 0.027823793828078486300159433834027578337
f(z) = -160/27*z^3 + 89/5*z + 1
*
[ -3/2 ] 
f(z) = -158/27*z^3 + 89/6*z + 1
*
[ 2 ] 
f(z) = -157/24*z^3 + 80/3*z + 1
*
[ -2 ] 
f(z) = -157/24*z^3 + 83/3*z + 1
*
[ -5/6 ] 
f(z) = -156/25*z^3 + 98/15*z + 1
*
[ -2 ] 
f(z) = -155/24*z^3 + 82/3*z + 1
*
[ -3/4 ] 
f(z) = -155/27*z^3 + 89/16*z + 1
*
[ -3/14 ] 
f(z) = -154/27*z^3 + 83/14*z + 1
*
[ -6/7 ] 
f(z) = -154/27*z^3 + 89/14*z + 1
*
[ 5/3 ] 
f(z) = -153/25*z^3 + 87/5*z + 1
*
[ -5/3 ] 
f(z) = -153/25*z^3 + 93/5*z + 1
*
[ 5/4 ] 
f(z) = -152/25*z^3 + 97/10*z + 1
*
[ -2 ] 
f(z) = -151/24*z^3 + 80/3*z + 1
*
[ -3/4 ] 
f(z) = -149/27*z^3 + 87/16*z + 1
*
[ -5/21 ] 
f(z) = -147/25*z^3 + 83/15*z + 1
*
[ -3/2 ] 
f(z) = -146/27*z^3 + 83/6*z + 1
*
[ 5/3 ] 
f(z) = -144/25*z^3 + 82/5*z + 1
*
[ -5/3 ] 
f(z) = -144/25*z^3 + 88/5*z + 1
*
[ -3/4 ] 
f(z) = -143/27*z^3 + 85/16*z + 1
*
[ 4/3 ] 
f(z) = -141/32*z^3 + 97/12*z + 1
*
[ 3/4 ] 
f(z) = -160/21*z^3 + 83/21*z + 1
*
-3/5 | 0.20639710871772778815388230017113400294 | 0.025572978603289249110040664155139580750
f(z) = -160/27*z^3 + 81/20*z + 1
*
0 | 0.13370831484311547862582520511770910363 | 0.026345563661636912148735514215424454985
f(z) = -160/31*z^3 + 98/31*z + 1
*
0 | 0.11339552839008763227549557221089084709 | 0.022343181242328189105560523576056021505
f(z) = -160/33*z^3 + 94/33*z + 1
*
0 | 0.13380064218396731866213005164419708430 | 0.026363755618053204122991091974841827618
f(z) = -160/37*z^3 + 86/37*z + 1
*
0 | 0.11348659467865819494091293426403501900 | 0.022361124724046433862134016292343538797
f(z) = -160/39*z^3 + 82/39*z + 1
*
[ 2/3 ] 
f(z) = -159/20*z^3 + 91/30*z + 1
*
0 | 0.13359522185082162138075139654230933337 | 0.026355838761424127384493865549449066180
f(z) = -159/31*z^3 + 97/31*z + 1
*
0 | 0.10793863285502843213617393371962816315 | 0.021294273584367645892911788220266495523
f(z) = -159/32*z^3 + 95/32*z + 1
*
0 | 0.12080634342893446199320001532905043419 | 0.023832832227529582535558660023733284991
f(z) = -159/34*z^3 + 91/34*z + 1
*
0 | 0.13365722105671032824370804941104891999 | 0.026368070045231296314822071986831982435
f(z) = -159/35*z^3 + 89/35*z + 1
*
0 | 0.13368810532841436483932398989605612835 | 0.026374162934438101401198999601247502991
f(z) = -159/37*z^3 + 85/37*z + 1
*
0 | 0.12086811210546281498246361328689476899 | 0.023845018032205334285129785212172746165
f(z) = -159/38*z^3 + 83/38*z + 1
*
0 | 0.13348143370604468052097844444063795406 | 0.026366208008985274127531102743057951925
f(z) = -158/31*z^3 + 96/31*z + 1
*
0 | 0.11316798846780537545558401804214903927 | 0.022353750937914011548104314109241903879
f(z) = -158/33*z^3 + 92/33*z + 1
*
0 | 0.13354380908426493127188634050025160017 | 0.026378528840063669905168673305544366960
f(z) = -158/35*z^3 + 88/35*z + 1
*
0 | 0.13357488006623234309115566302757181609 | 0.026384666202772856270029269931888904738
f(z) = -158/37*z^3 + 84/37*z + 1
*
0 | 0.11326223557212192094156928439272228149 | 0.022372367300412236964072364966494739943
f(z) = -158/39*z^3 + 80/39*z + 1
*
0 | 0.13333544450417332315681081985665700260 | 0.026370443534041811718456930105748797979
f(z) = -157/29*z^3 + 99/29*z + 1
*
0 | 0.10017112437815394407970387701265886003 | 0.019811363654867543863435196518745591583
f(z) = -157/30*z^3 + 97/30*z + 1
*
0 | 0.13336694180711093049400805728145395408 | 0.026376672919271519235045698769880060616
f(z) = -157/31*z^3 + 95/31*z + 1
*
0 | 0.10771054274677674667005513927859427992 | 0.021302473592728532997939628684958106372
f(z) = -157/32*z^3 + 93/32*z + 1
*
0 | 0.11305472103971538008880244412158895792 | 0.022359419496601671666317031172590026084
f(z) = -157/33*z^3 + 91/33*z + 1
*
0 | 0.12057863178862856749102159872478069514 | 0.023847462411950975983813444939815667966
f(z) = -157/34*z^3 + 89/34*z + 1
*
0 | 0.13342969795380791127319560446828646817 | 0.026389084528420465211914670697096708980
f(z) = -157/35*z^3 + 87/35*z + 1
*
0 | 0.094211409526300993000754168703660958106 | 0.018632679888040190020852706617904915166
f(z) = -157/36*z^3 + 85/36*z + 1
*
0 | 0.13346095791933821534940031112441719610 | 0.026395266974198168196931187900582795414
f(z) = -157/37*z^3 + 83/37*z + 1
*
0 | 0.12064115185761993551764138143150134524 | 0.023859827330785664881174173881233017210
f(z) = -157/38*z^3 + 81/38*z + 1
*
0 | 0.13322004591755633590299996326832356524 | 0.026380959323653306939779115302265649245
f(z) = -156/29*z^3 + 98/29*z + 1
*
0 | 0.13325173739164543153923041127849277640 | 0.026387235042019058276737217444415175918
f(z) = -156/31*z^3 + 94/31*z + 1
*
0 | 0.13331487898778386376647711222545359400 | 0.026399738684904674540831466964935739681
f(z) = -156/35*z^3 + 86/35*z + 1
*
0 | 0.13334633025198793846756805990198068825 | 0.026405966835600243581194912072530610323
f(z) = -156/37*z^3 + 82/37*z + 1
*
[ -3/10 ] 
f(z) = -155/27*z^3 + 97/20*z + 1
*
0 | 0.10741713513437689229774709165073886084 | 0.021298449494971814423776802237989391625
f(z) = -155/28*z^3 + 99/28*z + 1
*
0 | 0.13310392347687411378234797895137044993 | 0.026391573264436618086696844798039571006
f(z) = -155/29*z^3 + 97/29*z + 1
*
0 | 0.10747960711483285757337413531852708513 | 0.021310836311273773518157126691268734979
f(z) = -155/32*z^3 + 91/32*z + 1
*
0 | 0.11282397956471869170148090843709245637 | 0.022370507531920431958530907247204754933
f(z) = -155/33*z^3 + 89/33*z + 1
*
0 | 0.12034808398749020414544323709176840997 | 0.023862371542655973033986713573432720104
f(z) = -155/34*z^3 + 87/34*z + 1
*
0 | 0.093981247633871281366370290348901529959 | 0.018634409246722255415906386716474018848
f(z) = -155/36*z^3 + 83/36*z + 1
*
0 | 0.13323098826684112153122037734314021848 | 0.026416767410680753203360752159368006422
f(z) = -155/37*z^3 + 81/37*z + 1
*
[ 5/7 ] 
f(z) = -154/25*z^3 + 96/35*z + 1
*
[ -3/7 ] 
f(z) = -154/27*z^3 + 92/21*z + 1
*
0 | 0.13298706804093880012997111569046649367 | 0.026402286965577851667005201299666886405
f(z) = -154/29*z^3 + 96/29*z + 1
*
0 | 0.13301915513380930798180740546259124536 | 0.026408657304035103025135078383201170684
f(z) = -154/31*z^3 + 92/31*z + 1
*
0 | 0.13311492300090207314280439528087744767 | 0.026427670361066228291660881164991983648
f(z) = -154/37*z^3 + 80/37*z + 1
*
[ -1/3 ] 
f(z) = -153/20*z^3 + 97/20*z + 1
*
[ 5/6 ] 
f(z) = -153/25*z^3 + 81/20*z + 1
*
0 | 0.10718248089695915820892778557289429735 | 0.021306789303800975875832579576545694066
f(z) = -153/28*z^3 + 97/28*z + 1
*
0 | 0.13286947029424887715165272607408368688 | 0.026413102073918514262279684908614076637
f(z) = -153/29*z^3 + 95/29*z + 1
*
0 | 0.13290175892627684780912792076222336548 | 0.026419520726237164305050073035211206445
f(z) = -153/31*z^3 + 91/31*z + 1
*
0 | 0.10724575403567115233808296678778902278 | 0.021319367361556726889151894701666135912
f(z) = -153/32*z^3 + 89/32*z + 1
*
0 | 0.13296608583664446145952616563211398215 | 0.026432308263102306223068671621232084010
f(z) = -153/35*z^3 + 83/35*z + 1
*
0 | 0.11915542802725328798320718054045682797 | 0.023717806889082120932217044435487768764
f(z) = -152/27*z^3 + 98/27*z + 1
*
0 | 0.13275112074252747271464102006551672643 | 0.026424020275101098199067107883397347734
f(z) = -152/29*z^3 + 94/29*z + 1
*
0 | 0.13278361346317473081462483982964614379 | 0.026430487929041599291470979833252464026
f(z) = -152/31*z^3 + 90/31*z + 1
*
0 | 0.11247238309310848978303310152027323766 | 0.022387551341320998153813268767661945822
f(z) = -152/33*z^3 + 86/33*z + 1
*
0 | 0.13284834543807009410844302232228361888 | 0.026443372784608279675977009275057267122
f(z) = -152/35*z^3 + 82/35*z + 1
*
0 | 0.11974739165030623878933193414667646901 | 0.023866994775066089036832013525991022646
f(z) = -151/26*z^3 + 99/26*z + 1
*
0 | 0.11903610923335439930909446912148590650 | 0.023725228232220957112349969743074751014
f(z) = -151/27*z^3 + 97/27*z + 1
*
0 | 0.10694481412751561048583989995259386360 | 0.021315297851795017097960805901193303966
f(z) = -151/28*z^3 + 95/28*z + 1
*
0 | 0.13263200970811695494787057176751413542 | 0.026435043294757616751395162556719741820
f(z) = -151/29*z^3 + 93/29*z + 1
*
0 | 0.099469325015067638058091117986529629425 | 0.019825349243069702009148921168979523591
f(z) = -151/30*z^3 + 91/30*z + 1
*
0 | 0.13266470911556299821009649973838005715 | 0.026441560652471274106357494137075039161
f(z) = -151/31*z^3 + 89/31*z + 1
*
0 | 0.10700890882288067310944262202230854665 | 0.021328072641611355366198896181729137414
f(z) = -151/32*z^3 + 87/32*z + 1
*
0 | 0.11235368437138435304120817870007901366 | 0.022393346200659370680382774005507434648
f(z) = -151/33*z^3 + 85/33*z + 1
*
0 | 0.11987819087193501367041259322195341672 | 0.023893064523193155635053608592974402379
f(z) = -151/34*z^3 + 83/34*z + 1
*
0 | 0.13272985129292269485735571793617113688 | 0.026454544217167368530960736645769146641
f(z) = -151/35*z^3 + 81/35*z + 1
*
0 | 0.13251212732522422223830788208930700102 | 0.026446172899743005328945280648372551589
f(z) = -150/29*z^3 + 92/29*z + 1
*
0 | 0.13254503606761633287743047988613055914 | 0.026452740678170400578255984746040361481
f(z) = -150/31*z^3 + 88/31*z + 1
*
0 | 0.13232495551446931652105615126534101527 | 0.026444119785467498485555226888850161990
f(z) = -149/25*z^3 + 99/25*z + 1
*
0 | 0.11950620927742377870534172585942899077 | 0.023882392410052839784116963880513002757
f(z) = -149/26*z^3 + 97/26*z + 1
*
0 | 0.11879513948397333605025196979747108169 | 0.023740290606800957926393121500097557331
f(z) = -149/27*z^3 + 95/27*z + 1
*
0 | 0.10670405644368768222828532805136219107 | 0.021323981098059910012718417465664548407
f(z) = -149/28*z^3 + 93/28*z + 1
*
0 | 0.13239146353501084058877183795895902474 | 0.026457410899415404419877531146042469054
f(z) = -149/29*z^3 + 91/29*z + 1
*
0 | 0.099228989800944967024989304853047565363 | 0.019830146794949745862727110819323940279
f(z) = -149/30*z^3 + 89/30*z + 1
*
0 | 0.13242458431175458302735453727548469291 | 0.026464029830698577833045765026658494687
f(z) = -149/31*z^3 + 87/31*z + 1
*
0 | 0.10676899388376296225518077749842639601 | 0.021336958343638689374028548255412267100
f(z) = -149/32*z^3 + 85/32*z + 1
*
0 | 0.11211397875435610166031154601132424050 | 0.022405112265322955631535375885430491792
f(z) = -149/33*z^3 + 83/33*z + 1
*
0 | 0.11963869403739416974091230093457636917 | 0.023908868465523894445425533588299043241
f(z) = -149/34*z^3 + 81/34*z + 1
*
0 | 0.13220306706836014336630708180668192180 | 0.026455363475840323109668040748981322300
f(z) = -148/25*z^3 + 98/25*z + 1
*
0 | 0.11867346810779501199946041963115090206 | 0.023747934169385415215218385202846157139
f(z) = -148/27*z^3 + 94/27*z + 1
*
0 | 0.13227000808052191123664784612727072282 | 0.026468759146965445241587600876077010767
f(z) = -148/29*z^3 + 90/29*z + 1
*
0 | 0.13230334364361359315481337106050653561 | 0.026475429978874407183541071065506763453
f(z) = -148/31*z^3 + 86/31*z + 1
*
0 | 0.11199295174992222065991042053819972049 | 0.022411085544213697366154610484861594038
f(z) = -148/33*z^3 + 82/33*z + 1
*
-5/7 | 0.12270899138080016508710949714119560576 | 0.024588848611219760109762076533863114267
f(z) = -147/20*z^3 + 83/20*z + 1
*
[ 2/3 ] 
f(z) = -147/20*z^3 + 83/30*z + 1
*
[ -5/14 ] 
f(z) = -147/25*z^3 + 91/20*z + 1
*
0 | 0.13208037081950692914024126001994803461 | 0.026466717769002708100936480993367205353
f(z) = -147/25*z^3 + 97/25*z + 1
*
0 | 0.11926184336900404994439750856371801737 | 0.023898097268154086645020139882207883525
f(z) = -147/26*z^3 + 95/26*z + 1
*
0 | 0.13214775050144726812141277942960010041 | 0.026480219540796770496740876239312491153
f(z) = -147/29*z^3 + 89/29*z + 1
*
0 | 0.13218130365685001424983050257712417017 | 0.026486943037170940392744645453092245272
f(z) = -147/31*z^3 + 85/31*z + 1
*
0 | 0.10652592856650032485716260659611744823 | 0.021346030973090755552230565320672780021
f(z) = -147/32*z^3 + 83/32*z + 1
*
0 | 0.13195685598633253573538997332513680416 | 0.026478184576514365453217585488187464709
f(z) = -146/25*z^3 + 96/25*z + 1
*
0 | 0.11842769977285634236296788239430416224 | 0.023763452608195702727354777808831914415
f(z) = -146/27*z^3 + 92/27*z + 1
*
0 | 0.13202468012870830637744070597502987622 | 0.026491794025960140754730942886138431084
f(z) = -146/29*z^3 + 88/29*z + 1
*
0 | 0.13205845373777347063488764871932843000 | 0.026498570967165341048377808551812888157
f(z) = -146/31*z^3 + 84/31*z + 1
*
0 | 0.11174849757929787612331706312233792716 | 0.022423217974815089997673776020017337228
f(z) = -146/33*z^3 + 80/33*z + 1
*
0 | 0.13179823258805051308394625621630287432 | 0.026482878009854458576625262865527467597
f(z) = -145/23*z^3 + 99/23*z + 1
*
0 | 0.082946136622050847666055965232439286700 | 0.016666782053264449238510103823468288504
f(z) = -145/24*z^3 + 97/24*z + 1
*
0 | 0.11901420873176454538564648964322810571 | 0.023914120162248952920619636630766604802
f(z) = -145/26*z^3 + 93/26*z + 1
*
0 | 0.11830358114817133563474551843499648581 | 0.023771330207959058351593538706829056265
f(z) = -145/27*z^3 + 91/27*z + 1
*
0 | 0.10621293913547891139650419193699723838 | 0.021341897041857670635896460924246388998
f(z) = -145/28*z^3 + 89/28*z + 1
*
0 | 0.13193478305979915042933566848200509770 | 0.026510315779045265674865581032021393291
f(z) = -145/31*z^3 + 83/31*z + 1
*
0 | 0.10627962899714025363361557928682005567 | 0.021355297369283848301484826758382897697
f(z) = -145/32*z^3 + 81/32*z + 1
*
0 | 0.13167281729449160742783090092516883284 | 0.026494519885832585988823665348779980124
f(z) = -144/23*z^3 + 98/23*z + 1
*
0 | 0.13170732634804584314111604854015641458 | 0.026501463618217297473158089163758259539
f(z) = -144/25*z^3 + 94/25*z + 1
*
[ -5/8 ] 
f(z) = -144/25*z^3 + 97/20*z + 1
*
0 | 0.13177605724832476426798362965123500332 | 0.026515293292721324596325178117407946128
f(z) = -144/29*z^3 + 86/29*z + 1
*
0 | 0.13181028057771355953019111294860037750 | 0.026522179533174605813928873971167653552
f(z) = -144/31*z^3 + 82/31*z + 1
*
[ 5/6 ] 
f(z) = -144/35*z^3 + 93/35*z + 1
*
0 | 0.13154654663324612006295680447450891208 | 0.026506279449323994868907161469732101443
f(z) = -143/23*z^3 + 97/23*z + 1
*
-6/11 | 0.18285449380728318942534628133806495370 | 0.024841863211510825162336599846432260276
f(z) = -143/24*z^3 + 86/33*z + 1
*
0 | 0.079843258696466031519031386293251491940 | 0.016088204375699867532988244645670271196
f(z) = -143/24*z^3 + 95/24*z + 1
*
0 | 0.13158128886926223823889638893100637384 | 0.026513279917524084119593650257194458803
f(z) = -143/25*z^3 + 93/25*z + 1
*
0 | 0.11805281916548518020668749890991505652 | 0.023787329235673186924619360139393581524
f(z) = -143/27*z^3 + 89/27*z + 1
*
[ -6/11 ] 
f(z) = -143/27*z^3 + 97/22*z + 1
*
0 | 0.10596240656991514777426822904460700642 | 0.021351143238261285283850758435902152901
f(z) = -143/28*z^3 + 87/28*z + 1
*
0 | 0.13165048230737846812153097363381384291 | 0.026527222211363858462673199540664845897
f(z) = -143/29*z^3 + 85/29*z + 1
*
0 | 0.098488675431165005292828896697320543138 | 0.019845206281625441839560865264508997622
f(z) = -143/30*z^3 + 83/30*z + 1
*
0 | 0.13168493502174583412385936509211466261 | 0.026534164341721375154085109111224275136
f(z) = -143/31*z^3 + 81/31*z + 1
*
0 | 0.13141940885364786324891590675470677970 | 0.026518158790887673164469369372263660573
f(z) = -142/23*z^3 + 96/23*z + 1
*
0 | 0.13145438744643798308497425767353625544 | 0.026525216864622604971127614069925091166
f(z) = -142/25*z^3 + 92/25*z + 1
*
0 | 0.11792615279296045651573555912144639839 | 0.023795453598826659922417903455422493098
f(z) = -142/27*z^3 + 88/27*z + 1
*
0 | 0.13152404969400053503082723313394659483 | 0.026539273498712711849481524919861032785
f(z) = -142/29*z^3 + 84/29*z + 1
*
0 | 0.13155873489143664301189209497081653425 | 0.026546272370350677450586118989998693734
f(z) = -142/31*z^3 + 80/31*z + 1
*
0 | 0.11843833839243227806796182144290575131 | 0.023932932899555488848070414895740669797
f(z) = -141/22*z^3 + 97/22*z + 1
*
0 | 0.13129139196115968452750351642408141677 | 0.026530160054123543177002979890769930965
f(z) = -141/23*z^3 + 95/23*z + 1
*
0 | 0.13132661015033141953122755394009876563 | 0.026537276622708777920173223259350305921
f(z) = -141/25*z^3 + 91/25*z + 1
*
0 | 0.11850877497117428398589586204468400332 | 0.023947166077220656066689069497586935222
f(z) = -141/26*z^3 + 89/26*z + 1
*
0 | 0.10570843684146997653711966622198226015 | 0.021360591174972540151023619705092585315
f(z) = -141/28*z^3 + 85/28*z + 1
*
0 | 0.13139674760745967962009977927644966026 | 0.026551449356622303963258439686100488592
f(z) = -141/29*z^3 + 83/29*z + 1
*
-1/4 | 0.15378334980258280333890284451157077221 | 0.026659984753747367999883321025132018239
f(z) = -160/21*z^3 + 83/42*z + 1
*
-1/8 | 0.15953205029063668943731681726990513165 | 0.027656583329354690598881459533264711343
f(z) = -160/21*z^3 + 89/42*z + 1
*
[ 2/3 ] 
f(z) = -159/28*z^3 + 85/42*z + 1
*
-2/5 | 0.18973600071584112465322648934449177440 | 0.028519450930930004926756385863224686781
f(z) = -155/32*z^3 + 91/40*z + 1
*
-2/5 | 0.12790748864737141743530202430813680459 | 0.019420612663973107805893996519535398651
f(z) = -145/32*z^3 + 89/40*z + 1
*
[ 2/3 ] 
f(z) = -144/29*z^3 + 99/58*z + 1
*
[ 2/3 ] 
f(z) = -153/37*z^3 + 99/74*z + 1
*
[ 2/3 ] 
f(z) = -144/31*z^3 + 97/62*z + 1
*
[ 2/3 ] 
f(z) = -144/35*z^3 + 93/70*z + 1
*
[ 2/3 ] 
f(z) = -144/37*z^3 + 91/74*z + 1
*
-3/2 | 0.23229245731081144038769440057915080145 | 0.029017090079377717496458322751879433129
f(z) = -160/27*z^3 + 111/8*z + 1
*
[ 4/3 ] 
f(z) = -159/32*z^3 + 109/12*z + 1
*
[ -6/5 ] 
f(z) = -155/27*z^3 + 101/10*z + 1
*
[ -5/4 ] 
f(z) = -152/25*z^3 + 113/10*z + 1
*
[ 4/3 ] 
f(z) = -147/32*z^3 + 101/12*z + 1
*
[ -4/3 ] 
f(z) = -147/32*z^3 + 119/12*z + 1
*
6/5 | 0.19492333800150552773135566711537486134 | 0.028455437647973569012382072504045868296
f(z) = -145/24*z^3 + 118/15*z + 1
*
[ -4/3 ] 
f(z) = -141/32*z^3 + 115/12*z + 1
*
[ -1/2 ] 
f(z) = -160/21*z^3 + 103/21*z + 1
*
[ -1/4 ] 
f(z) = -160/21*z^3 + 115/21*z + 1
*
[ -1/2 ] 
f(z) = -160/23*z^3 + 109/23*z + 1
*
0 | 0.13358413290244125418862564798909063996 | 0.026321095151750319616169314957046724416
f(z) = -160/23*z^3 + 114/23*z + 1
*
0 | 0.12008326512136773757803910978766065034 | 0.023660916747505558733396679741868105795
f(z) = -160/27*z^3 + 106/27*z + 1
*
-1/4 | 0.14243475923331681995480247100227222477 | 0.028065001203659163172170320236974579779
f(z) = -160/27*z^3 + 118/27*z + 1
*
0 | 0.13367738602666865582427294187289831214 | 0.026339469522288623083741565494815630259
f(z) = -160/29*z^3 + 102/29*z + 1
*
-1/2 | 0.13795080188827273171942452302921570170 | 0.027181493070088470825701442325000108382
f(z) = -160/33*z^3 + 106/33*z + 1
*
-1/2 | 0.14619892326627770624293496580478329855 | 0.028806683000184482988587239300808899646
f(z) = -160/39*z^3 + 118/39*z + 1
*
0 | 0.10775229268941462878072244914773691506 | 0.021257512154642423532179140495960625796
f(z) = -159/20*z^3 + 119/20*z + 1
*
0 | 0.12061917241888717679145748142198216580 | 0.023795906887736160833439706400644254924
f(z) = -159/22*z^3 + 115/22*z + 1
*
0 | 0.13347028550988552286284139911824797561 | 0.026331191157928015713730995852331174767
f(z) = -159/23*z^3 + 113/23*z + 1
*
0 | 0.13350163822295494641282399730970999236 | 0.026337376461855379490542564026492501606
f(z) = -159/25*z^3 + 109/25*z + 1
*
0 | 0.12068187798715028577417015996744950863 | 0.023808277523629347235919290242838316760
f(z) = -159/26*z^3 + 107/26*z + 1
*
0 | 0.10787770496296835257141711401995769448 | 0.021282253650743058446735824625299326891
f(z) = -159/28*z^3 + 103/28*z + 1
*
0 | 0.13356410583420145294069791533198094863 | 0.026349700153279483556202968252988768127
f(z) = -159/29*z^3 + 101/29*z + 1
*
[ -2/3 ] 
f(z) = -159/32*z^3 + 113/24*z + 1
*
0 | 0.11298046928530925797627263749711810107 | 0.022316710807057643557554511349564900884
f(z) = -158/21*z^3 + 116/21*z + 1
*
0 | 0.13335573373813229942931417017579571064 | 0.026341378851785784667861582700901736918
f(z) = -158/23*z^3 + 112/23*z + 1
*
0 | 0.13338727879334033223385194676553409689 | 0.026347609856834033956547769235482164456
f(z) = -158/25*z^3 + 108/25*z + 1
*
0 | 0.11985562875085117862084581411175068364 | 0.023674741504889543179985818678458267553
f(z) = -158/27*z^3 + 104/27*z + 1
*
0 | 0.13345012820792260158324445615885169290 | 0.026360024322966967202943309178730261864
f(z) = -158/29*z^3 + 100/29*z + 1
*
0 | 0.10752189171189322603855116835591565914 | 0.021265163097521996043315240529771012245
f(z) = -157/20*z^3 + 117/20*z + 1
*
0 | 0.11286500865265342764284653211469833343 | 0.022321899092261107019498744178414874274
f(z) = -157/21*z^3 + 115/21*z + 1
*
0 | 0.12038916145825964738409338714417943491 | 0.023809989880420071085042625426155899841
f(z) = -157/22*z^3 + 113/22*z + 1
*
0 | 0.13324046881510424879277211792070664377 | 0.026351659698618183257654416287809246951
f(z) = -157/23*z^3 + 111/23*z + 1
*
0 | 0.084388135186096229391001765424264019955 | 0.016689879890102180217845038387255097168
f(z) = -157/24*z^3 + 109/24*z + 1
*
0 | 0.13327220858794350495961371020944939260 | 0.026357937038379965214539198867228045196
f(z) = -157/25*z^3 + 107/25*z + 1
*
0 | 0.12045264115131518894581087240306458541 | 0.023822544589091155689389452655211592098
f(z) = -157/26*z^3 + 105/26*z + 1
*
0 | 0.11974075228172180670189458289583905079 | 0.023681750629105987884989808632203883006
f(z) = -157/27*z^3 + 103/27*z + 1
*
[ -3/5 ] 
f(z) = -157/27*z^3 + 119/25*z + 1
*
0 | 0.10764885227705604039241881934720615281 | 0.021290272748051351283051091262352315119
f(z) = -157/28*z^3 + 101/28*z + 1
*
[ -1/2 ] 
f(z) = -156/23*z^3 + 108/23*z + 1
*
0 | 0.13312448180379839363216572022949865518 | 0.026362035197179056760191693850549803500
f(z) = -156/23*z^3 + 110/23*z + 1
*
0 | 0.13315641871406073467825296898497770310 | 0.026368359518153059315292994046267009366
f(z) = -156/25*z^3 + 106/25*z + 1
*
[ -1/2 ] 
f(z) = -156/25*z^3 + 114/25*z + 1
*
0 | 0.11263190465617142745778324399931275096 | 0.022332423312546794796007221978276955200
f(z) = -155/21*z^3 + 113/21*z + 1
*
0 | 0.12015625710785267653135147541236940188 | 0.023824336501946435505590544711437961738
f(z) = -155/22*z^3 + 111/22*z + 1
*
0 | 0.13300776359812483033235617542141931186 | 0.026372506880675571531058100410227685473
f(z) = -155/23*z^3 + 109/23*z + 1
*
0 | 0.075280282650851460818726176974670333184 | 0.014926420221509322291580192455557417519
f(z) = -155/24*z^3 + 107/24*z + 1
*
0 | 0.12022053028651529350653993584393342207 | 0.023837080456138795549023564984519203397
f(z) = -155/26*z^3 + 103/26*z + 1
*
0 | 0.11950883852743784482327768928654784582 | 0.023695967672151991285849330593603963929
f(z) = -155/27*z^3 + 101/27*z + 1
*
[ -4/5 ] 
f(z) = -155/32*z^3 + 107/20*z + 1
*
0 | 0.13289030491861334347117467450469552829 | 0.026383076317798658890968102124703034044
f(z) = -154/23*z^3 + 108/23*z + 1
*
0 | 0.13292264354587360069296844157530450074 | 0.026389496594067441141526756568149172163
f(z) = -154/25*z^3 + 104/25*z + 1
*
0 | 0.11939178303973595984703112386838649425 | 0.023703177787006627536895787445619926393
f(z) = -154/27*z^3 + 100/27*z + 1
*
[ -3/5 ] 
f(z) = -154/27*z^3 + 118/25*z + 1
*
0 | 0.10705230610559082469076530761262415398 | 0.021280911876546630419013724951073375471
f(z) = -153/20*z^3 + 113/20*z + 1
*
[ -1/3 ] 
f(z) = -153/22*z^3 + 105/22*z + 1
*
0 | 0.11992038563136463843316200569887666689 | 0.023838955475703481383378305753690689225
f(z) = -153/22*z^3 + 109/22*z + 1
*
0 | 0.13277209630798285343019024590304954662 | 0.026393745113791458285466255576197517366
f(z) = -153/23*z^3 + 107/23*z + 1
*
[ -1/3 ] 
f(z) = -153/23*z^3 + 109/23*z + 1
*
0 | 0.13280463960910172266745763657327465482 | 0.026400214391740496405239113672033292723
f(z) = -153/25*z^3 + 103/25*z + 1
*
[ -1/3 ] 
f(z) = -153/25*z^3 + 117/25*z + 1
*
0 | 0.11998547239228764656794306250624354941 | 0.023851894063146578581322385323257169793
f(z) = -153/26*z^3 + 101/26*z + 1
*
-2/3 | 0.14938832750427907231095196613506271150 | 0.029696883221436927895069796516147355859
f(z) = -153/26*z^3 + 107/26*z + 1
*
-1/3 | 0.13702128160948493849407896662521085345 | 0.027238440022644622686976693649256627143
f(z) = -153/28*z^3 + 101/28*z + 1
*
-1/3 | 0.12025806647905560698481599854273682950 | 0.023906083000775393572923376990861987028
f(z) = -153/32*z^3 + 113/32*z + 1
*
-4/9 | 0.20488539396895166441371205324339794699 | 0.028347393642825877101324747930783650126
f(z) = -153/32*z^3 + 115/36*z + 1
*
[ -1/2 ] 
f(z) = -152/21*z^3 + 101/21*z + 1
*
0 | 0.11227665190920950371031553226368811025 | 0.022348591182319045016187429523027224694
f(z) = -152/21*z^3 + 110/21*z + 1
*
0 | 0.13265312812656840359181170165842735046 | 0.026404514911557428136981740273131518448
f(z) = -152/23*z^3 + 106/23*z + 1
*
[ -1/2 ] 
f(z) = -152/23*z^3 + 107/23*z + 1
*
0 | 0.13268587870997921120286451261195308385 | 0.026411033892905593389737860086154324961
f(z) = -152/25*z^3 + 102/25*z + 1
*
[ -1/2 ] 
f(z) = -152/25*z^3 + 113/25*z + 1
*
[ -3/8 ] 
f(z) = -152/27*z^3 + 107/24*z + 1
*
[ -1/2 ] 
f(z) = -152/27*z^3 + 119/27*z + 1
*
-1/2 | 0.13321830400303394154709551540670039367 | 0.026517012785286784594889127569595436226
f(z) = -152/33*z^3 + 104/33*z + 1
*
-1/2 | 0.14900172439099571144492299313644384152 | 0.029658691876274211394528145323363621969
f(z) = -152/39*z^3 + 116/39*z + 1
*
0 | 0.10681297038235203896765452646889916554 | 0.021289019918442336350459085749156824478
f(z) = -151/20*z^3 + 111/20*z + 1
*
0 | 0.11215670328018295913151558291738962585 | 0.022354085665547093250603782098689742943
f(z) = -151/21*z^3 + 109/21*z + 1
*
0 | 0.11968147043684625779726322517100012821 | 0.023853855939760097976793836711988586845
f(z) = -151/22*z^3 + 107/22*z + 1
*
0 | 0.13253339054760015366205733682233609450 | 0.026415387392809877910321760400092075779
f(z) = -151/23*z^3 + 105/23*z + 1
*
0 | 0.080828176934562892412223651004647828954 | 0.016109959891309218607607319063225348606
f(z) = -151/24*z^3 + 103/24*z + 1
*
0 | 0.13256635107194259142215066827754057206 | 0.026421956794042112507013600075432449969
f(z) = -151/25*z^3 + 101/25*z + 1
*
[ -3/5 ] 
f(z) = -151/27*z^3 + 117/25*z + 1
*
0 | 0.13241287355232859322407488833645108080 | 0.026426364279264764966194960284282809158
f(z) = -150/23*z^3 + 104/23*z + 1
*
0 | 0.10657050037391895472000980076298594705 | 0.021297290949604471487895180379714223873
f(z) = -149/20*z^3 + 109/20*z + 1
*
0 | 0.11191444930976875272497934403934313907 | 0.022365237847735725086156331174418465410
f(z) = -149/21*z^3 + 107/21*z + 1
*
0 | 0.11943943192728443554098360052398841120 | 0.023869047472666121348632096945512420585
f(z) = -149/22*z^3 + 105/22*z + 1
*
0 | 0.13229156692498992394339650691774424763 | 0.026437447333878695106636439561512099165
f(z) = -149/23*z^3 + 103/23*z + 1
*
0 | 0.083440058777833174235869152957466738658 | 0.016674850942883525603145678071316640581
f(z) = -149/24*z^3 + 101/24*z + 1
*
[ -1/2 ] 
f(z) = -148/21*z^3 + 100/21*z + 1
*
0 | 0.11179108961003290581665929351049098415 | 0.022370690594223457387112145150080800436
f(z) = -148/21*z^3 + 106/21*z + 1
*
0 | 0.13216946024760527912426632910991512251 | 0.026448638362134166668921596483193702827
f(z) = -148/23*z^3 + 102/23*z + 1
*
[ -1/2 ] 
f(z) = -148/23*z^3 + 106/23*z + 1
*
[ -1/2 ] 
f(z) = -148/25*z^3 + 112/25*z + 1
*
[ -3/5 ] 
f(z) = -148/27*z^3 + 116/25*z + 1
*
[ -1/2 ] 
f(z) = -148/27*z^3 + 118/27*z + 1
*
-1/2 | 0.13607386310949594808359572028977512989 | 0.027229954553641417753485368947918859042
f(z) = -148/33*z^3 + 103/33*z + 1
*
-10/21 | 0.17803033927835390258088868616028115995 | 0.029237810349572945819692800143223579740
f(z) = -147/20*z^3 + 113/30*z + 1
*
0 | 0.11919418734128216093685411164551867649 | 0.023884540121244391557296814323279053883
f(z) = -147/22*z^3 + 103/22*z + 1
*
[ -2/7 ] 
f(z) = -147/22*z^3 + 111/22*z + 1
*
0 | 0.13204654289460715471709163522564934209 | 0.026459939213374204973851206292442530339
f(z) = -147/23*z^3 + 101/23*z + 1
*
-2/7 | 0.14716658246892391259104430162624756438 | 0.029489744608276164766829553360674548901
f(z) = -147/26*z^3 + 103/26*z + 1
*
[ -8/21 ] 
f(z) = -147/32*z^3 + 103/24*z + 1
*
8/7 | 0.092281695323929615291660004077527897842 | 0.015051098745450017764820778552167801966
f(z) = -147/32*z^3 + 115/24*z + 1
*
0 | 0.11154501944896703247419177127580128820 | 0.022382388482084964934365996930744860751
f(z) = -146/21*z^3 + 104/21*z + 1
*
0 | 0.13192280402728611550380650432015141975 | 0.026471351782188647280851082614318487141
f(z) = -146/23*z^3 + 100/23*z + 1
*
0 | 0.11142021974147624661926571971653007017 | 0.022388221976143712603430045675403319435
f(z) = -145/21*z^3 + 103/21*z + 1
*
0 | 0.11894565058303599957831132197376304214 | 0.023900344430558874474944076195328886294
f(z) = -145/22*z^3 + 101/22*z + 1
*
[ -4/5 ] 
f(z) = -145/32*z^3 + 103/20*z + 1
*
[ -1/2 ] 
f(z) = -144/23*z^3 + 105/23*z + 1
*
[ -1/3 ] 
f(z) = -144/23*z^3 + 108/23*z + 1
*
-1/4 | 0.11932634584625883520631078082987426212 | 0.024010227075620558339485782521520825822
f(z) = -144/25*z^3 + 109/25*z + 1
*
[ -1/2 ] 
f(z) = -144/25*z^3 + 111/25*z + 1
*
[ -1/3 ] 
f(z) = -144/25*z^3 + 116/25*z + 1
*
-5/6 | 0.13983192894484581614676066178119183593 | 0.028136253922612257959981011485938133183
f(z) = -144/35*z^3 + 107/35*z + 1
*
0 | 0.10582343570073358635368821153543069060 | 0.021323140977554952547183410588804296083
f(z) = -143/20*z^3 + 103/20*z + 1
*
0 | 0.11116806796636635044742939497031980270 | 0.022400070171155934239845316033754744968
f(z) = -143/21*z^3 + 101/21*z + 1
*
-6/11 | 0.20036922619564874289368513962319032678 | 0.027221343076176120965705009001066248294
f(z) = -143/24*z^3 + 119/33*z + 1
*
0 | 0.11104069250794594568617920604745960390 | 0.022406087060207526004308860375762881990
f(z) = -142/21*z^3 + 100/21*z + 1
*
[ -3/5 ] 
f(z) = -142/27*z^3 + 114/25*z + 1
*
0 | 0.10556756208073838335039236747339815521 | 0.021332124495672642254455854778449231335
f(z) = -141/20*z^3 + 101/20*z + 1
*
[ -2/3 ] 
f(z) = -141/32*z^3 + 107/24*z + 1
*
-3/8 | 0.13797340201162598001718008795009260958 | 0.023919161591776085573811802623376455862
f(z) = -160/21*z^3 + 101/42*z + 1
*
[ 2/3 ] 
f(z) = -153/23*z^3 + 113/46*z + 1
*
[ 2/3 ] 
f(z) = -153/25*z^3 + 111/50*z + 1
*
[ 2/3 ] 
f(z) = -153/29*z^3 + 107/58*z + 1
*
3/4 | 0.084042794534739305078741802055958475131 | 0.014700435072943101939817991000976780766
f(z) = -152/21*z^3 + 115/42*z + 1
*
[ 16/21 ] 
f(z) = -147/32*z^3 + 113/48*z + 1
*
[ 2/3 ] 
f(z) = -144/23*z^3 + 105/46*z + 1
*
[ 2/3 ] 
f(z) = -144/25*z^3 + 103/50*z + 1
*
[ 3/5 ] 
f(z) = -157/27*z^3 + 107/75*z + 1
*
[ 2/3 ] 
f(z) = -155/32*z^3 + 119/72*z + 1
*
[ 3/5 ] 
f(z) = -154/27*z^3 + 104/75*z + 1
*
[ 2/3 ] 
f(z) = -153/31*z^3 + 105/62*z + 1
*
[ 2/3 ] 
f(z) = -153/35*z^3 + 101/70*z + 1
*
[ 2/3 ] 
f(z) = -151/32*z^3 + 115/72*z + 1
*
[ 3/5 ] 
f(z) = -150/23*z^3 + 116/69*z + 1
*
[ 2/3 ] 
f(z) = -149/32*z^3 + 113/72*z + 1
*
-5/14 | 0.22166594971626839663571415294069654794 | 0.029652961919367665398969977500189553369
f(z) = -147/25*z^3 + 113/60*z + 1
*
[ 2/3 ] 
f(z) = -145/32*z^3 + 109/72*z + 1
*
[ 2/3 ] 
f(z) = -143/32*z^3 + 107/72*z + 1
*
[ 9/8 ] 
f(z) = -160/27*z^3 + 137/18*z + 1
*
[ -4/3 ] 
f(z) = -159/32*z^3 + 127/12*z + 1
*
-6/5 | 0.13204945839173878661601764031245481043 | 0.018865764854847090170048881618597215688
f(z) = -155/24*z^3 + 137/15*z + 1
*
[ 10/7 ] 
f(z) = -147/25*z^3 + 123/10*z + 1
*
[ -10/7 ] 
f(z) = -147/25*z^3 + 137/10*z + 1
*
[ 6/5 ] 
f(z) = -145/24*z^3 + 133/15*z + 1
*
-2 | 0.10583577906902329143067048453629168264 | 0.016744132064656174696579040209683052063
f(z) = -143/32*z^3 + 139/8*z + 1
*
-2 | 0.10557893628413765086933340486482672257 | 0.016741885103343407029379586678216642942
f(z) = -141/32*z^3 + 137/8*z + 1
*
[ -1/4 ] 
f(z) = -160/23*z^3 + 125/23*z + 1
*
[ -1/2 ] 
f(z) = -160/27*z^3 + 121/27*z + 1
*
[ -1/2 ] 
f(z) = -160/29*z^3 + 127/29*z + 1
*
[ -1/2 ] 
f(z) = -160/31*z^3 + 133/31*z + 1
*
[ -1/2 ] 
f(z) = -160/33*z^3 + 139/33*z + 1
*
[ -1/2 ] 
f(z) = -156/29*z^3 + 126/29*z + 1
*
[ -1/2 ] 
f(z) = -156/31*z^3 + 132/31*z + 1
*
[ -3/4 ] 
f(z) = -154/27*z^3 + 133/24*z + 1
*
[ -2/3 ] 
f(z) = -153/22*z^3 + 123/22*z + 1
*
[ -5/6 ] 
f(z) = -153/25*z^3 + 129/20*z + 1
*
[ -1/3 ] 
f(z) = -153/26*z^3 + 121/26*z + 1
*
[ -2/3 ] 
f(z) = -153/26*z^3 + 133/26*z + 1
*
[ -1/3 ] 
f(z) = -153/28*z^3 + 129/28*z + 1
*
[ -1/3 ] 
f(z) = -153/29*z^3 + 133/29*z + 1
*
[ -3/10 ] 
f(z) = -152/27*z^3 + 121/25*z + 1
*
[ -1/2 ] 
f(z) = -152/29*z^3 + 125/29*z + 1
*
[ -1/2 ] 
f(z) = -152/31*z^3 + 131/31*z + 1
*
[ -1/2 ] 
f(z) = -152/33*z^3 + 137/33*z + 1
*
[ -1/2 ] 
f(z) = -148/29*z^3 + 124/29*z + 1
*
[ -1/2 ] 
f(z) = -148/31*z^3 + 130/31*z + 1
*
[ -1/2 ] 
f(z) = -148/33*z^3 + 136/33*z + 1
*
[ -5/7 ] 
f(z) = -147/20*z^3 + 123/20*z + 1
*
-10/21 | 0.10723655854191722698323007505485004628 | 0.017611392383447928993217443799240555795
f(z) = -147/20*z^3 + 137/30*z + 1
*
20/21 | 0.17796706454168573103720034550385409439 | 0.026240345757249007770298203901480355373
f(z) = -147/25*z^3 + 121/30*z + 1
*
[ -10/21 ] 
f(z) = -147/25*z^3 + 133/30*z + 1
*
[ -2/7 ] 
f(z) = -147/26*z^3 + 129/26*z + 1
*
[ -1/4 ] 
f(z) = -144/23*z^3 + 124/23*z + 1
*
[ -5/24 ] 
f(z) = -144/25*z^3 + 121/20*z + 1
*
[ -1/4 ] 
f(z) = -144/25*z^3 + 134/25*z + 1
*
[ -1/2 ] 
f(z) = -144/29*z^3 + 123/29*z + 1
*
[ -1/3 ] 
f(z) = -144/29*z^3 + 132/29*z + 1
*
[ -1/2 ] 
f(z) = -144/31*z^3 + 129/31*z + 1
*
[ -2/3 ] 
f(z) = -143/24*z^3 + 139/27*z + 1
*
-3/11 | 0.20208950386222447988144919350297280996 | 0.027455052959860638500851254325310934762
f(z) = -143/27*z^3 + 134/33*z + 1
*
[ -3/4 ] 
f(z) = -142/27*z^3 + 127/24*z + 1
*
-2/3 | 0.13199131015882594976129745276331335469 | 0.021826225714396513638317307812549788579
f(z) = -141/20*z^3 + 139/30*z + 1
*
[ 3/4 ] 
f(z) = -155/27*z^3 + 139/48*z + 1
*
-2/5 | 0.19540011090369285219780988469055461620 | 0.029370830278868012085489546709512163776
f(z) = -155/32*z^3 + 131/40*z + 1
*
[ 3/4 ] 
f(z) = -149/27*z^3 + 133/48*z + 1
*
[ 3/4 ] 
f(z) = -143/27*z^3 + 127/48*z + 1
*
[ 2/3 ] 
f(z) = -157/32*z^3 + 121/72*z + 1
*
[ 13/21 ] 
f(z) = -147/26*z^3 + 121/78*z + 1
*
[ 5/8 ] 
f(z) = -148/25*z^3 + 137/80*z + 1
*
[ 2/3 ] 
f(z) = -147/38*z^3 + 139/114*z + 1
*
[ 2/3 ] 
f(z) = -141/34*z^3 + 137/102*z + 1
*
[ 2/3 ] 
f(z) = -141/38*z^3 + 131/114*z + 1
*
-2 | 0.10777062885501632353957140637788077256 | 0.016761326714658317397260968708208745537
f(z) = -159/32*z^3 + 155/8*z + 1
*
-2 | 0.10753962403622899423858344278222764047 | 0.016759250550207510288808204549084690996
f(z) = -157/32*z^3 + 153/8*z + 1
*
[ 6/5 ] 
f(z) = -155/24*z^3 + 142/15*z + 1
*
[ 3 ] 
f(z) = -155/27*z^3 + 157/3*z + 1
*
-2 | 0.10730567942374994614794258174823507804 | 0.016757154068482031527083900346927756512
f(z) = -155/32*z^3 + 151/8*z + 1
*
[ 2 ] 
f(z) = -155/32*z^3 + 159/8*z + 1
*
[ -3 ] 
f(z) = -154/27*z^3 + 158/3*z + 1
*
-2 | 0.10706871867648850010882293491332334857 | 0.016755036978233039445305245625309700340
f(z) = -153/32*z^3 + 149/8*z + 1
*
[ 2 ] 
f(z) = -153/32*z^3 + 157/8*z + 1
*
[ -3/19 ] 
f(z) = -152/27*z^3 + 142/19*z + 1
*
[ 3 ] 
f(z) = -152/27*z^3 + 154/3*z + 1
*
[ -3 ] 
f(z) = -151/27*z^3 + 155/3*z + 1
*
[ 3/2 ] 
f(z) = -151/27*z^3 + 155/12*z + 1
*
-2 | 0.10682866241910966251826319743643480715 | 0.016752898985946662409923728142546463673
f(z) = -151/32*z^3 + 147/8*z + 1
*
[ 2 ] 
f(z) = -151/32*z^3 + 155/8*z + 1
*
[ 3 ] 
f(z) = -149/27*z^3 + 151/3*z + 1
*
-2 | 0.10658542807793834275674885042150913624 | 0.016750739796140918258561476309255806991
f(z) = -149/32*z^3 + 145/8*z + 1
*
[ 2 ] 
f(z) = -149/32*z^3 + 153/8*z + 1
*
[ -3 ] 
f(z) = -148/27*z^3 + 152/3*z + 1
*
[ 10/7 ] 
f(z) = -147/20*z^3 + 153/10*z + 1
*
-2 | 0.10633892970554108798619407373871689912 | 0.016748559111702713144326447638258693473
f(z) = -147/32*z^3 + 143/8*z + 1
*
[ 2 ] 
f(z) = -147/32*z^3 + 151/8*z + 1
*
[ -2 ] 
f(z) = -147/32*z^3 + 159/8*z + 1
*
[ 3 ] 
f(z) = -146/27*z^3 + 148/3*z + 1
*
[ -6/5 ] 
f(z) = -145/24*z^3 + 158/15*z + 1
*
[ -3 ] 
f(z) = -145/27*z^3 + 149/3*z + 1
*
[ 3/2 ] 
f(z) = -145/27*z^3 + 149/12*z + 1
*
-2 | 0.10608907779302827089277405723744604049 | 0.016746356634268955525301792070579075870
f(z) = -145/32*z^3 + 141/8*z + 1
*
[ 2 ] 
f(z) = -145/32*z^3 + 149/8*z + 1
*
[ -2 ] 
f(z) = -145/32*z^3 + 157/8*z + 1
*
[ 3 ] 
f(z) = -143/27*z^3 + 145/3*z + 1
*
[ 2 ] 
f(z) = -143/32*z^3 + 147/8*z + 1
*
[ -2 ] 
f(z) = -143/32*z^3 + 155/8*z + 1
*
[ -3 ] 
f(z) = -142/27*z^3 + 146/3*z + 1
*
[ 2 ] 
f(z) = -141/32*z^3 + 145/8*z + 1
*
[ -2 ] 
f(z) = -141/32*z^3 + 153/8*z + 1
*
[ -1/4 ] 
f(z) = -160/27*z^3 + 145/27*z + 1
*
-21/40 | 0.097485136049971058602950509117888616132 | 0.013213380548563744304339999880203347535
f(z) = -160/27*z^3 + 149/30*z + 1
*
[ -3/16 ] 
f(z) = -160/27*z^3 + 157/24*z + 1
*
[ -1/4 ] 
f(z) = -160/29*z^3 + 155/29*z + 1
*
[ -1/2 ] 
f(z) = -160/37*z^3 + 151/37*z + 1
*
[ -1/2 ] 
f(z) = -160/39*z^3 + 157/39*z + 1
*
-2/3 | 0.14736626128533575258298968754650494077 | 0.023893938752016175307324431360653640185
f(z) = -159/20*z^3 + 151/30*z + 1
*
[ -2/3 ] 
f(z) = -157/24*z^3 + 146/27*z + 1
*
[ -1/2 ] 
f(z) = -156/35*z^3 + 144/35*z + 1
*
[ -1/2 ] 
f(z) = -156/37*z^3 + 150/37*z + 1
*
[ -2/3 ] 
f(z) = -155/24*z^3 + 145/27*z + 1
*
-3/10 | 0.14878835224071673555855677878210833257 | 0.017814521011753844739686797143597761637
f(z) = -155/27*z^3 + 157/20*z + 1
*
[ -3/8 ] 
f(z) = -154/27*z^3 + 143/32*z + 1
*
[ -1/3 ] 
f(z) = -153/31*z^3 + 141/31*z + 1
*
[ -1/3 ] 
f(z) = -153/32*z^3 + 145/32*z + 1
*
[ -4/9 ] 
f(z) = -153/32*z^3 + 151/36*z + 1
*
[ -1/3 ] 
f(z) = -153/35*z^3 + 157/35*z + 1
*
[ -1/2 ] 
f(z) = -152/35*z^3 + 143/35*z + 1
*
[ -1/2 ] 
f(z) = -152/37*z^3 + 149/37*z + 1
*
[ -1/2 ] 
f(z) = -152/39*z^3 + 155/39*z + 1
*
[ -2/3 ] 
f(z) = -151/24*z^3 + 143/27*z + 1
*
[ -1/5 ] 
f(z) = -150/23*z^3 + 144/23*z + 1
*
[ -2/3 ] 
f(z) = -149/24*z^3 + 142/27*z + 1
*
[ -1/2 ] 
f(z) = -148/35*z^3 + 142/35*z + 1
*
[ -1/2 ] 
f(z) = -148/39*z^3 + 154/39*z + 1
*
-1/7 | 0.11481159366482465297674813439486032210 | 0.023006340967113262613369141033030950050
f(z) = -147/20*z^3 + 143/20*z + 1
*
[ 6/7 ] 
f(z) = -147/20*z^3 + 157/30*z + 1
*
8/7 | 0.11455330952890452830494682505820753257 | 0.022772035222173249460555166891117868232
f(z) = -147/26*z^3 + 153/26*z + 1
*
-8/21 | 0.16659475428914813194164340930456088471 | 0.026015901298196213987274994522973114143
f(z) = -147/32*z^3 + 151/24*z + 1
*
-8/21 | 0.10465315488405745667565756371658668484 | 0.016244082641308285277046217590217808793
f(z) = -147/32*z^3 + 157/24*z + 1
*
[ -2/3 ] 
f(z) = -145/24*z^3 + 140/27*z + 1
*
[ -1/4 ] 
f(z) = -144/29*z^3 + 154/29*z + 1
*
[ -1/3 ] 
f(z) = -144/31*z^3 + 140/31*z + 1
*
[ -1/2 ] 
f(z) = -144/35*z^3 + 141/35*z + 1
*
-1/4 | 0.11878454592757810051512013902676187666 | 0.023738173566419719471047318428405892685
f(z) = -144/35*z^3 + 149/35*z + 1
*
[ -1/2 ] 
f(z) = -144/37*z^3 + 147/37*z + 1
*
[ -6/11 ] 
f(z) = -143/24*z^3 + 152/33*z + 1
*
[ -3/8 ] 
f(z) = -142/27*z^3 + 141/32*z + 1
*
0 | 0.16731948913235999115420410072411062242 | 0.027668131574919488050575731146295234596
f(z) = -141/22*z^3 + 151/33*z + 1
*
[ 3/4 ] 
f(z) = -152/21*z^3 + 157/42*z + 1
*
-5/8 | 0.21003039491260397840381611374566733130 | 0.029567911051172599391319912988850202677
f(z) = -152/25*z^3 + 159/40*z + 1
*
[ 3/4 ] 
f(z) = -152/33*z^3 + 149/66*z + 1
*
[ 3/4 ] 
f(z) = -152/39*z^3 + 145/78*z + 1
*
-5/21 | 0.16534527793276975506570636406008486689 | 0.027154550724285120806046257667305632546
f(z) = -147/22*z^3 + 157/66*z + 1
*
[ 2/3 ] 
f(z) = -147/26*z^3 + 157/78*z + 1
*
4/5 | 0.19078680447726576065338779339313091082 | 0.028967785000962825723115779013717972949
f(z) = -145/24*z^3 + 157/60*z + 1
*
[ 2/3 ] 
f(z) = -141/22*z^3 + 155/66*z + 1
*
[ 2/3 ] 
f(z) = -141/26*z^3 + 149/78*z + 1
*
[ 5/8 ] 
f(z) = -156/25*z^3 + 147/80*z + 1
*
[ 2/3 ] 
f(z) = -159/38*z^3 + 155/114*z + 1
*
[ -3 ] 
f(z) = -160/27*z^3 + 164/3*z + 1
*
[ -9/8 ] 
f(z) = -160/27*z^3 + 169/18*z + 1
*
[ 2 ] 
f(z) = -159/32*z^3 + 163/8*z + 1
*
[ -2 ] 
f(z) = -159/32*z^3 + 171/8*z + 1
*
[ 3 ] 
f(z) = -158/27*z^3 + 160/3*z + 1
*
[ -3 ] 
f(z) = -157/27*z^3 + 161/3*z + 1
*
[ 3/2 ] 
f(z) = -157/27*z^3 + 161/12*z + 1
*
[ 2 ] 
f(z) = -157/32*z^3 + 161/8*z + 1
*
[ -2 ] 
f(z) = -157/32*z^3 + 169/8*z + 1
*
[ -6/5 ] 
f(z) = -155/24*z^3 + 167/15*z + 1
*
[ -3/2 ] 
f(z) = -155/27*z^3 + 175/12*z + 1
*
[ -2 ] 
f(z) = -155/32*z^3 + 167/8*z + 1
*
[ -2 ] 
f(z) = -153/32*z^3 + 165/8*z + 1
*
[ -2 ] 
f(z) = -151/32*z^3 + 163/8*z + 1
*
[ -3/2 ] 
f(z) = -149/27*z^3 + 169/12*z + 1
*
[ -2 ] 
f(z) = -149/32*z^3 + 161/8*z + 1
*
[ -10/7 ] 
f(z) = -147/20*z^3 + 167/10*z + 1
*
[ 12/7 ] 
f(z) = -147/32*z^3 + 167/12*z + 1
*
-4/21 | 0.13440666570370709244287472832403026638 | 0.018583108649676917364908762821625896301
f(z) = -147/32*z^3 + 173/12*z + 1
*
[ -3/2 ] 
f(z) = -143/27*z^3 + 163/12*z + 1
*
-3/10 | 0.20492904915702146285045799282489170594 | 0.027776598789163352382448365706415764658
f(z) = -160/27*z^3 + 161/30*z + 1
*
[ -1/4 ] 
f(z) = -160/31*z^3 + 165/31*z + 1
*
[ -3/4 ] 
f(z) = -160/33*z^3 + 167/33*z + 1
*
[ -1/4 ] 
f(z) = -160/33*z^3 + 175/33*z + 1
*
-1/4 | 0.14249875723760217431585619681921919137 | 0.027875410336888579710380801454679360657
f(z) = -160/39*z^3 + 166/39*z + 1
*
-1 | 0.10662744817434901796129689864783159301 | 0.020555141291841349791996162234442097604
f(z) = -159/20*z^3 + 179/20*z + 1
*
0 | 0.15249255311617093679517190641648899112 | 0.024725114775365051070462166914451055320
f(z) = -159/22*z^3 + 178/33*z + 1
*
-1 | 0.094677016602856629367629670090748038822 | 0.018251392926328077419260914322733167745
f(z) = -158/21*z^3 + 179/21*z + 1
*
-1 | 0.10638240724939133312447596452233912174 | 0.020552420765558672047766081981607411436
f(z) = -157/20*z^3 + 177/20*z + 1
*
-1 | 0.094552767914138736323446489985261867421 | 0.018247147337678551933644057462398262301
f(z) = -157/21*z^3 + 178/21*z + 1
*
-1 | 0.10201953085867808031044612896608843762 | 0.019666848520079003292510580450605179856
f(z) = -157/22*z^3 + 179/22*z + 1
*
-1 | 0.11468763729817356865587531656942105030 | 0.022108946893643543271178527316079930603
f(z) = -156/23*z^3 + 179/23*z + 1
*
-1 | 0.094304880723205592481976883333928463911 | 0.018239081837155892600873276404457892668
f(z) = -155/21*z^3 + 176/21*z + 1
*
-1 | 0.10176936358806558777939307170283957914 | 0.019661209363327477420726671842683131488
f(z) = -155/22*z^3 + 177/22*z + 1
*
-1 | 0.11456215722182449380546531851911257424 | 0.022108634239530690182416412155146727921
f(z) = -155/23*z^3 + 178/23*z + 1
*
-1 | 0.085616677082718067800342884103729698462 | 0.016504783003862499297758512678712170624
f(z) = -155/24*z^3 + 179/24*z + 1
*
-1 | 0.11443581957327504115083471559379104406 | 0.022108290039046470931260882243143591059
f(z) = -154/23*z^3 + 177/23*z + 1
*
-1 | 0.11434815741147157344088575809571304998 | 0.022043503547147171888511311373205477241
f(z) = -154/25*z^3 + 179/25*z + 1
*
-1 | 0.10588236511296210047742009262751999829 | 0.020546550330280895083170157608326360460
f(z) = -153/20*z^3 + 173/20*z + 1
*
-1 | 0.10151708715382208542064107858017397854 | 0.019655623227442854024328224683755970468
f(z) = -153/22*z^3 + 175/22*z + 1
*
-1 | 0.11430861252807672372552159893644812832 | 0.022107913425082223359247212162117779474
f(z) = -153/23*z^3 + 176/23*z + 1
*
-1 | 0.11422032228424516234837325494115903023 | 0.022042665652795711062593913028133824721
f(z) = -153/25*z^3 + 178/25*z + 1
*
-1 | 0.10133985105170254062928138496071775617 | 0.019535823022378359578899954881027051802
f(z) = -153/26*z^3 + 179/26*z + 1
*
[ -1/3 ] 
f(z) = -153/37*z^3 + 165/37*z + 1
*
[ -2/3 ] 
f(z) = -153/38*z^3 + 163/38*z + 1
*
[ -1/3 ] 
f(z) = -153/38*z^3 + 169/38*z + 1
*
-1 | 0.093924068081703257960322646356837363847 | 0.018226034052097289863371845216764204881
f(z) = -152/21*z^3 + 173/21*z + 1
*
-1 | 0.11418052401505141776339767922930671800 | 0.022107503503831024591417531796418056663
f(z) = -152/23*z^3 + 175/23*z + 1
*
-1 | 0.11409159660810603675120685272395507182 | 0.022041788298765893637663301827473159886
f(z) = -152/25*z^3 + 177/25*z + 1
*
-1 | 0.10043882898793204192689100188843373663 | 0.019362128198531637055929441515920000291
f(z) = -152/27*z^3 + 179/27*z + 1
*
-1 | 0.10562718081570632853708733142386042238 | 0.020543386329142379457997904395645222375
f(z) = -151/20*z^3 + 171/20*z + 1
*
-1 | 0.093795721683923725503155294945672336567 | 0.018221626483801065472793705157427122472
f(z) = -151/21*z^3 + 172/21*z + 1
*
-1 | 0.10126065028447298349958571024935551855 | 0.019649703190207593546473072187614069021
f(z) = -151/22*z^3 + 173/22*z + 1
*
-1 | 0.11405154170936521954465327306060118825 | 0.022107059353818066835502308029182605152
f(z) = -151/23*z^3 + 174/23*z + 1
*
-1 | 0.085105834919775512294400282672057403002 | 0.016478095191062384764040966552562238702
f(z) = -151/24*z^3 + 175/24*z + 1
*
-1 | 0.11396196785951151465966880127256958235 | 0.022040870442472110617448913646911809430
f(z) = -151/25*z^3 + 176/25*z + 1
*
-1 | 0.10108084681351736457939076914780402026 | 0.019528192196104639039152966591607374877
f(z) = -151/26*z^3 + 177/26*z + 1
*
-1 | 0.10030854294319441323236355707495076595 | 0.019357918363367426411965121599828662252
f(z) = -151/27*z^3 + 178/27*z + 1
*
-1 | 0.10526884909105963787972169811569502977 | 0.020293236907987798598047622315925013999
f(z) = -151/28*z^3 + 179/28*z + 1
*
-1 | 0.11392165302535705082659669712033470740 | 0.022106580024889789052659980940174759040
f(z) = -150/23*z^3 + 173/23*z + 1
*
-1 | 0.11364870591394848351020046660837667823 | 0.021908666555316809069346692066823873838
f(z) = -150/29*z^3 + 179/29*z + 1
*
-1 | 0.10536842589480624752290067620319051772 | 0.020540059706887667663993434551847440252
f(z) = -149/20*z^3 + 169/20*z + 1
*
-1 | 0.093537358465177648822126133515482720406 | 0.018212817269149038547810250946759087687
f(z) = -149/21*z^3 + 170/21*z + 1
*
-1 | 0.10099995410988858049201765856666782109 | 0.019643438937608817079823198286824621270
f(z) = -149/22*z^3 + 171/22*z + 1
*
-1 | 0.11379084510911149570679085367634177073 | 0.022106064537159738421756511163393862991
f(z) = -149/23*z^3 + 172/23*z + 1
*
-1 | 0.084844480308800023590838599637430137760 | 0.016464133409293067183690214273697909264
f(z) = -149/24*z^3 + 173/24*z + 1
*
-1 | 0.11369994970976045745837884676932765626 | 0.022038908892306578037248799549095674688
f(z) = -149/25*z^3 + 174/25*z + 1
*
-1 | 0.10081815951292626642087171436337970719 | 0.019520297650657168324879280688418179739
f(z) = -149/26*z^3 + 175/26*z + 1
*
-1 | 0.10004518079399144449273468325001632372 | 0.019349287395531960195802217914869586570
f(z) = -149/27*z^3 + 176/27*z + 1
*
-1 | 0.10500480630802659765442324745104233983 | 0.020286276814448562562444936186870118758
f(z) = -149/28*z^3 + 177/28*z + 1
*
-1 | 0.11351586672529627147256666006309826528 | 0.021906717180206734947197103427341218096
f(z) = -149/29*z^3 + 178/29*z + 1
*
-1 | 0.080288625976815985283833924915009939083 | 0.015477666204509934285333119215610380372
f(z) = -149/30*z^3 + 179/30*z + 1
*
-1 | 0.093406282457107741013339623651144775644 | 0.018208211827922695258984743662236344238
f(z) = -148/21*z^3 + 169/21*z + 1
*
-1 | 0.11365910483076482068770683209409567214 | 0.022105511879909022106608814352425214656
f(z) = -148/23*z^3 + 171/23*z + 1
*
-1 | 0.11356753389728407027272461814000888197 | 0.022037862949292693578006930081293117719
f(z) = -148/25*z^3 + 173/25*z + 1
*
-1 | 0.099912077835479860478233602850096164572 | 0.019344863144363757256078393688070029421
f(z) = -148/27*z^3 + 175/27*z + 1
*
-1 | 0.11338206464642717225219100127254269701 | 0.021904711127830567684146488521411582644
f(z) = -148/29*z^3 + 177/29*z + 1
*
-1 | 0.11328813378054691147443148886714229051 | 0.021839157144045415953645868232288073246
f(z) = -148/31*z^3 + 179/31*z + 1
*
[ -1/7 ] 
f(z) = -147/20*z^3 + 163/20*z + 1
*
-1 | 0.10510599885792459846568477843469458970 | 0.020536562315282041461607155123524402687
f(z) = -147/20*z^3 + 167/20*z + 1
*
-10/21 | 0.066287512936786691128418167457745605361 | 0.010886356447146756554594763657996447337
f(z) = -147/20*z^3 + 167/30*z + 1
*
-8/21 | 0.15993049530680865569850569984350379803 | 0.026265284388312562504238624618149979120
f(z) = -147/22*z^3 + 164/33*z + 1
*
-1 | 0.10073619979145300260370438133107924925 | 0.019637073827287760497473413902547904171
f(z) = -147/22*z^3 + 169/22*z + 1
*
[ -1/7 ] 
f(z) = -147/22*z^3 + 179/22*z + 1
*
-1 | 0.11352641877653256769692186943181738509 | 0.022104921010439089272214538759229362022
f(z) = -147/23*z^3 + 170/23*z + 1
*
-1 | 0.11343416217358219166779688851632237292 | 0.022036772003260778718145422877370054578
f(z) = -147/25*z^3 + 172/25*z + 1
*
-1 | 0.10055168261061039769499790485421848513 | 0.019512127494972424302159202169563468340
f(z) = -147/26*z^3 + 173/26*z + 1
*
-1 | 0.11324728556869427951345164051650941166 | 0.021902646962522636047190612938036949898
f(z) = -147/29*z^3 + 176/29*z + 1
*
-1 | 0.11315263225519477326588554749126182078 | 0.021836618831525029876719886395997263425
f(z) = -147/31*z^3 + 178/31*z + 1
*
-1 | 0.10454762169960056097455737342629703293 | 0.020154202061062202967905588970215614681
f(z) = -147/32*z^3 + 179/32*z + 1
*
[ -2/7 ] 
f(z) = -147/34*z^3 + 165/34*z + 1
*
-1 | 0.093140275645674534091155026617376830873 | 0.018198590904839917455264039673919881753
f(z) = -146/21*z^3 + 167/21*z + 1
*
-1 | 0.11339277324044651481828028007534104383 | 0.022104290852874455078813279609512574532
f(z) = -146/23*z^3 + 169/23*z + 1
*
-1 | 0.11329982060246160044143814072450690908 | 0.022035634840239860240411185845197711699
f(z) = -146/25*z^3 + 171/25*z + 1
*
-1 | 0.099642958798304822669668960757805735519 | 0.019335788975088195639084414666344345084
f(z) = -146/27*z^3 + 173/27*z + 1
*
-1 | 0.11311151506997692163204984566041323272 | 0.021900523204846359014013777365662854991
f(z) = -146/29*z^3 + 175/29*z + 1
*
-1 | 0.11301612807682316130653793030574641106 | 0.021834014453949371866000327521130529699
f(z) = -146/31*z^3 + 177/31*z + 1
*
-1 | 0.092576256226321122249963875086873359792 | 0.017846418155766352724872183594339233505
f(z) = -146/33*z^3 + 179/33*z + 1
*
-1 | 0.093007384813785762022981159481318100612 | 0.018193976328665443768776359642667883174
f(z) = -145/21*z^3 + 166/21*z + 1
*
-1 | 0.10046927971736729537670754673131959731 | 0.019630598121009635826267996647318999479
f(z) = -145/22*z^3 + 167/22*z + 1
*
-1 | 0.11325815421578816930884632377922132043 | 0.022103620296912841969605942473219517389
f(z) = -145/23*z^3 + 168/23*z + 1
*
-1 | 0.084310413396292081386065882139991611899 | 0.016435102929231299021851376351702086760
f(z) = -145/24*z^3 + 169/24*z + 1
*
-1 | 0.10028195700292242612838309916852959466 | 0.019503795979823665285961597887249389944
f(z) = -145/26*z^3 + 171/26*z + 1
*
-1 | 0.099506914054962281501671109244849030229 | 0.019331135662832581228297887562913899417
f(z) = -145/27*z^3 + 172/27*z + 1
*
-1 | 0.10446511507738488976771585938649196818 | 0.020271531925133702797663572493815197185
f(z) = -145/28*z^3 + 173/28*z + 1
*
-1 | 0.11287860623575368875439571145537830840 | 0.021831342354811947183289363128164828296
f(z) = -145/31*z^3 + 176/31*z + 1
*
-1 | 0.10427284616272802847689508979322545962 | 0.020144866657649523521705594161867650603
f(z) = -145/32*z^3 + 177/32*z + 1
*
-1 | 0.092437975521450980541461282831724364581 | 0.017839026779928016439242533889981656999
f(z) = -145/33*z^3 + 178/33*z + 1
*
-1 | 0.099896730420392399248871379742170869601 | 0.019257624969385028195592727695309331470
f(z) = -145/34*z^3 + 179/34*z + 1
*
[ 6/5 ] 
f(z) = -145/36*z^3 + 179/30*z + 1
*
[ -1/6 ] 
f(z) = -144/23*z^3 + 165/23*z + 1
*
-1 | 0.11312254738620528975098812336123537703 | 0.022102908196520068374556092109981101044
f(z) = -144/23*z^3 + 167/23*z + 1
*
-1 | 0.11302817062509809804834292192134338468 | 0.022033216815040574717514322447924858533
f(z) = -144/25*z^3 + 169/25*z + 1
*
[ -1/6 ] 
f(z) = -144/25*z^3 + 179/25*z + 1
*
-1 | 0.11283694049704398073806690094169948275 | 0.021896090766049627839977101706458741940
f(z) = -144/29*z^3 + 173/29*z + 1
*
[ -1/4 ] 
f(z) = -144/31*z^3 + 164/31*z + 1
*
-1 | 0.11274005138129644611998404106092698643 | 0.021828600826928675998876829665008243561
f(z) = -144/31*z^3 + 175/31*z + 1
*
[ -5/6 ] 
f(z) = -144/35*z^3 + 177/35*z + 1
*
-1 | 0.11254363126932190498965762458226839348 | 0.021695635428273527287428060649046829340
f(z) = -144/35*z^3 + 179/35*z + 1
*
[ -1/3 ] 
f(z) = -144/37*z^3 + 164/37*z + 1
*
-1 | 0.10456970022602876140481031141996251587 | 0.020529020093970591890770909717944310300
f(z) = -143/20*z^3 + 163/20*z + 1
*
-1 | 0.092736589804912549869866989492225736881 | 0.018184121313247333363007854637292506037
f(z) = -143/21*z^3 + 164/21*z + 1
*
-1 | 0.11298593811649722637757479717172841560 | 0.022102153368566860348230470623072076404
f(z) = -143/23*z^3 + 166/23*z + 1
*
-1 | 0.084037477433600637933825451296884537603 | 0.016420003718980174007822024742068755116
f(z) = -143/24*z^3 + 167/24*z + 1
*
[ -6/13 ] 
f(z) = -143/24*z^3 + 173/39*z + 1
*
-1 | 0.11289083277056703596908602016400821432 | 0.022031933328249976408532769084078204358
f(z) = -143/25*z^3 + 168/25*z + 1
*
[ -3/11 ] 
f(z) = -143/27*z^3 + 167/33*z + 1
*
-1 | 0.099231780036423642086030892379792082537 | 0.019321587724423481886454648223505969601
f(z) = -143/27*z^3 + 170/27*z + 1
*
-1 | 0.10418923520799580299422161019224006387 | 0.020263720887810272788339088101138768442
f(z) = -143/28*z^3 + 171/28*z + 1
*
-1 | 0.11269810592491759810922301781611383284 | 0.021893778892344368794936419147810418105
f(z) = -143/29*z^3 + 172/29*z + 1
*
-1 | 0.079468655808452866438479337281393773755 | 0.015420950736283261408680703496299844738
f(z) = -143/30*z^3 + 173/30*z + 1
*
-1 | 0.11260044781129615633097311190815177081 | 0.021825788110555759953363973639885527514
f(z) = -143/31*z^3 + 174/31*z + 1
*
-1 | 0.10399391417832800300393975631710852515 | 0.020135183665573527513670014276875842980
f(z) = -143/32*z^3 + 175/32*z + 1
*
-1 | 0.099616229554563860588021894221899813950 | 0.019245237232546189917495623343316025278
f(z) = -143/34*z^3 + 177/34*z + 1
*
-1 | 0.11240244611903842584320135774390479770 | 0.021691845100844198724254993265169242253
f(z) = -143/35*z^3 + 178/35*z + 1
*
-1 | 0.090231884294887522613989300433965673656 | 0.017394481087813175625846869609609229735
f(z) = -143/36*z^3 + 179/36*z + 1
*
-1 | 0.092599690139612085787289118351752540534 | 0.018179079556148216520986617775615687168
f(z) = -142/21*z^3 + 163/21*z + 1
*
-1 | 0.11284831144305411797712860698685486681 | 0.022101354591404596963288883466592544001
f(z) = -142/23*z^3 + 165/23*z + 1
*
-1 | 0.11275246615268403315056250280136653916 | 0.022030598372185501337797600941717707759
f(z) = -142/25*z^3 + 167/25*z + 1
*
-1 | 0.099092660118859286410312961925993171074 | 0.019316689397900763866461928301049641640
f(z) = -142/27*z^3 + 169/27*z + 1
*
-1 | 0.11255821891536205508431016213831763845 | 0.021891401037512406010124590296930252920
f(z) = -142/29*z^3 + 171/29*z + 1
*
-1 | 0.11245977946127288633316913936997621479 | 0.021822902391424409072888439722880630488
f(z) = -142/31*z^3 + 173/31*z + 1
*
-1 | 0.092016798347890481700835071348408440151 | 0.017816188088426908684023826376914967021
f(z) = -142/33*z^3 + 175/33*z + 1
*
-1 | 0.11226017041619799006844472189070533358 | 0.021687968126141680541062932823948541981
f(z) = -142/35*z^3 + 177/35*z + 1
*
-1 | 0.11215895944301166363941219643617365247 | 0.021621480190797818660460999239277749381
f(z) = -142/37*z^3 + 179/37*z + 1
*
-1 | 0.10429560261199871653593810485696435969 | 0.020524956315362556836413814390910086695
f(z) = -141/20*z^3 + 161/20*z + 1
*
[ -2/3 ] 
f(z) = -141/20*z^3 + 169/30*z + 1
*
-1 | 0.099922227072458773386753193879791888343 | 0.019616632762366873222972628986313872427
f(z) = -141/22*z^3 + 163/22*z + 1
*
-1 | 0.11270965206393418739170846507320759985 | 0.022100510603376824757671938507576350481
f(z) = -141/23*z^3 + 164/23*z + 1
*
-1 | 0.11261305520125122381770320557922235700 | 0.022029210527017960450246331200619832759
f(z) = -141/25*z^3 + 166/25*z + 1
*
-1 | 0.099728376632339177948309208407905918896 | 0.019485833763688489041119133535065761904
f(z) = -141/26*z^3 + 167/26*z + 1
*
-1 | 0.10390916939803687770053243920561638224 | 0.020255598633119420287379498821387198578
f(z) = -141/28*z^3 + 169/28*z + 1
*
-1 | 0.11241726333068254885278464467965192930 | 0.021888955477631485429829293238030534021
f(z) = -141/29*z^3 + 170/29*z + 1
*
-1 | 0.11231802989313821448091488063829173128 | 0.021819941798688142281709880198018333477
f(z) = -141/31*z^3 + 172/31*z + 1
*
-1 | 0.10371069747843961701136399416179787341 | 0.020125136638720884244309794580741778712
f(z) = -141/32*z^3 + 173/32*z + 1
*
-1 | 0.099331392426249826821196056340091083021 | 0.019232431494308584399051529538829875554
f(z) = -141/34*z^3 + 175/34*z + 1
*
-1 | 0.11211678708545923829991584110081850608 | 0.021684002347372502595921325912417940314
f(z) = -141/35*z^3 + 176/35*z + 1
*
-1 | 0.11201473528113743774020990555603513987 | 0.021617023211018419772093266231425126430
f(z) = -141/37*z^3 + 178/37*z + 1
*
-1 | 0.099127283238874987802063610806211903175 | 0.019109294536616551686571541369331493762
f(z) = -141/38*z^3 + 179/38*z + 1
*
7/8 | 0.17122615572090499234008496889571793398 | 0.029683881296786735367056969995774950841
f(z) = -160/21*z^3 + 167/42*z + 1
*
3/4 | 0.11477852179824400173786509708321839165 | 0.019898081587682076822654049719415469079
f(z) = -160/21*z^3 + 173/42*z + 1
*
-39/80 | 0.21516962942214579460999399355755365300 | 0.024551383111134274240154024572560503808
f(z) = -160/27*z^3 + 163/40*z + 1
*
[ -2/5 ] 
f(z) = -155/32*z^3 + 171/40*z + 1
*
[ 6/7 ] 
f(z) = -154/27*z^3 + 169/42*z + 1
*
[ 5/6 ] 
f(z) = -148/25*z^3 + 176/45*z + 1
*
-4/7 | 0.13266514246895883942820514422367369914 | 0.023341828196259991269419524663878360496
f(z) = -147/22*z^3 + 173/44*z + 1
*
[ -2/5 ] 
f(z) = -145/32*z^3 + 169/40*z + 1
*
-1/2 | 0.16234549108930392943292651766653527371 | 0.028738932812366463455574358098233350297
f(z) = -142/27*z^3 + 179/54*z + 1
*
3/4 | 0.16969055370376079871764962554047286729 | 0.029417668300272854443853666494483911670
f(z) = -160/39*z^3 + 167/78*z + 1
*
[ 2/3 ] 
f(z) = -159/22*z^3 + 179/66*z + 1
*
[ 2/3 ] 
f(z) = -159/26*z^3 + 173/78*z + 1
*
4/5 | 0.19429343638708593622494854680424541919 | 0.029204484675219760836687378001956712375
f(z) = -155/24*z^3 + 173/60*z + 1
*
0 | 0.15519306307022890234083120209706879955 | 0.027338346610736902083935082106795849483
f(z) = -146/39*z^3 + 175/78*z + 1
*
0 | 0.15498689642048602824905596201311888825 | 0.027436290180522351419557977725825667445
f(z) = -142/39*z^3 + 167/78*z + 1
*
-1/3 | 0.16816575123552177802863345073419326961 | 0.027808070391004601172592344851048819105
f(z) = -141/20*z^3 + 167/60*z + 1
*
[ 8/11 ] 
f(z) = -143/32*z^3 + 175/88*z + 1
*
[ 2/3 ] 
f(z) = -159/34*z^3 + 161/102*z + 1
*
[ 5/2 ] 
f(z) = -156/25*z^3 + 198/5*z + 1
*
[ 5/2 ] 
f(z) = -152/25*z^3 + 193/5*z + 1
*
[ -5/2 ] 
f(z) = -152/25*z^3 + 197/5*z + 1
*
[ 5/2 ] 
f(z) = -148/25*z^3 + 188/5*z + 1
*
[ -5/2 ] 
f(z) = -148/25*z^3 + 192/5*z + 1
*
[ -12/7 ] 
f(z) = -147/32*z^3 + 181/12*z + 1
*
[ 5/2 ] 
f(z) = -144/25*z^3 + 183/5*z + 1
*
[ -5/2 ] 
f(z) = -144/25*z^3 + 187/5*z + 1
*
-1 | 0.094921010873596884876160062194178520425 | 0.018259318088036643529754719717679992083
f(z) = -160/21*z^3 + 181/21*z + 1
*
-1 | 0.11518121010344214039002516850339009205 | 0.022109898505175719066438464681585497468
f(z) = -160/23*z^3 + 183/23*z + 1
*
-1 | 0.10144930083075402688833335274092738212 | 0.019393460977637753285323396433469070876
f(z) = -160/27*z^3 + 187/27*z + 1
*
-1 | 0.11492703579352756267476534055543798578 | 0.021925330517352311364070464845999453523
f(z) = -160/29*z^3 + 189/29*z + 1
*
-1 | 0.11484098437359178798924295185590484212 | 0.021865004925362812925837217940892863597
f(z) = -160/31*z^3 + 191/31*z + 1
*
-1 | 0.094410609822034024624735856561720798016 | 0.017939610053633035690546307680281090179
f(z) = -160/33*z^3 + 193/33*z + 1
*
[ -1/4 ] 
f(z) = -160/37*z^3 + 195/37*z + 1
*
-1 | 0.11457866767593319588425743315054155630 | 0.021687346079932994727533814164832308399
f(z) = -160/37*z^3 + 197/37*z + 1
*
[ -3/4 ] 
f(z) = -160/39*z^3 + 181/39*z + 1
*
-1 | 0.094145123264466022446415343822716254205 | 0.017785698421281853461824899662116903476
f(z) = -160/39*z^3 + 199/39*z + 1
*
[ -2/3 ] 
f(z) = -159/20*z^3 + 181/30*z + 1
*
[ -1 ] 
f(z) = -159/20*z^3 + 199/20*z + 1
*
-1 | 0.10226507145996880937959491534005530590 | 0.019672045755707092780434711962653752977
f(z) = -159/22*z^3 + 181/22*z + 1
*
-1 | 0.11505904677649710688479345888903469815 | 0.022109703867642087144986165354955710305
f(z) = -159/23*z^3 + 182/23*z + 1
*
-1 | 0.11497439537938939537638740000268788896 | 0.022047135520630922108383405974643656828
f(z) = -159/25*z^3 + 184/25*z + 1
*
-1 | 0.10209576561009107524286097964402229294 | 0.019557242653772409805508666876744200885
f(z) = -159/26*z^3 + 185/26*z + 1
*
-1 | 0.10628881202457804188930854214691697623 | 0.020318601621483524692096588180202596960
f(z) = -159/28*z^3 + 187/28*z + 1
*
-1 | 0.11480311242104090032799054495919050313 | 0.021923877555781682043912044890008144410
f(z) = -159/29*z^3 + 188/29*z + 1
*
-1 | 0.11471645535221045105135695779009440016 | 0.021863146380606450359055100275185631552
f(z) = -159/31*z^3 + 190/31*z + 1
*
-1 | 0.10611549455936181062437198969784087571 | 0.020203726255513541675801383619445515809
f(z) = -159/32*z^3 + 191/32*z + 1
*
-1 | 0.10174975619314880038000720818501312962 | 0.019334171790629752280904202126682649080
f(z) = -159/34*z^3 + 193/34*z + 1
*
-1 | 0.11454104346515474183460463096274564378 | 0.021743380327749970115551871411923828926
f(z) = -159/35*z^3 + 194/35*z + 1
*
-1 | 0.11445226083768746031103428683806681072 | 0.021684307414112364369568629108119779755
f(z) = -159/37*z^3 + 196/37*z + 1
*
-1 | 0.10157218730618101896860419460552312857 | 0.019225491296820349940962139485583647832
f(z) = -159/38*z^3 + 197/38*z + 1
*
-1 | 0.11493607083833609387325806016755402496 | 0.022109480903242786636099362568642203414
f(z) = -158/23*z^3 + 181/23*z + 1
*
-1 | 0.11485083397464448919998324487400694434 | 0.022046480325511789362669341056318836046
f(z) = -158/25*z^3 + 183/25*z + 1
*
-1 | 0.10120181724923047624656956111218766342 | 0.019385999851401330735473055971008640242
f(z) = -158/27*z^3 + 185/27*z + 1
*
-1 | 0.11467835184409695824970685957712348020 | 0.021922380176661654959920776542477551942
f(z) = -158/29*z^3 + 187/29*z + 1
*
-1 | 0.11459108051895660692164238748452144241 | 0.021861238283674159855682128846650286760
f(z) = -158/31*z^3 + 189/31*z + 1
*
-1 | 0.094159465950130752664813540425925973319 | 0.017927373210870620639641429645167638077
f(z) = -158/33*z^3 + 191/33*z + 1
*
-1 | 0.11441440932074311262130574916045137854 | 0.021740669736166178188370912839323204009
f(z) = -158/35*z^3 + 193/35*z + 1
*
-1 | 0.11432498102039969321596348740318840153 | 0.021681204360187618205244350809372131749
f(z) = -158/37*z^3 + 195/37*z + 1
*
-1 | 0.093891166192258364791180616223476484368 | 0.017771634601470568675485529685899710203
f(z) = -158/39*z^3 + 197/39*z + 1
*
[ -1 ] 
f(z) = -157/20*z^3 + 197/20*z + 1
*
[ -1 ] 
f(z) = -157/21*z^3 + 199/21*z + 1
*
-1 | 0.11481227138673202271238219835266837911 | 0.022109228842725731061339151480814762294
f(z) = -157/23*z^3 + 180/23*z + 1
*
-1 | 0.085868428675286013585191654484700136723 | 0.016517933579424818479847780043847774688
f(z) = -157/24*z^3 + 181/24*z + 1
*
-1 | 0.11472644088815482965658296020255606167 | 0.022045790443170853567885323135160903541
f(z) = -157/25*z^3 + 182/25*z + 1
*
-1 | 0.10184721453458721943903230045292507097 | 0.019550337892545597796475765286129860462
f(z) = -157/26*z^3 + 183/26*z + 1
*
-1 | 0.10107682100469027353615001853834682848 | 0.019382179513373975576377551227926065224
f(z) = -157/27*z^3 + 184/27*z + 1
*
-1 | 0.10603905337419448609324078675329960843 | 0.020312610275488932705200839853327047613
f(z) = -157/28*z^3 + 185/28*z + 1
*
-1 | 0.11455274264042443641138555206375049624 | 0.021920837306686348803543726103360435749
f(z) = -157/29*z^3 + 186/29*z + 1
*
-1 | 0.081329186684434598055577743649261262136 | 0.015547218121679344117739793514221161164
f(z) = -157/30*z^3 + 187/30*z + 1
*
-1 | 0.11446484826632817551928723121522819456 | 0.021859279464727901798778035579840452813
f(z) = -157/31*z^3 + 188/31*z + 1
*
-1 | 0.10586326115056170785816690422511251825 | 0.020196179030848775079271599366780080149
f(z) = -157/32*z^3 + 189/32*z + 1
*
-1 | 0.094032600258632784861267870015580302500 | 0.017921129952032873353026805064082566608
f(z) = -157/33*z^3 + 190/33*z + 1
*
-1 | 0.10149560227797232947455479233532435746 | 0.019324127669362313301560321576525844881
f(z) = -157/34*z^3 + 191/34*z + 1
*
-1 | 0.11428689948846991272828931165019831980 | 0.021737898257890468432469788736533586707
f(z) = -157/35*z^3 + 192/35*z + 1
*
-1 | 0.092121464456930322990901378071179496862 | 0.017504633780484786689181585131871612189
f(z) = -157/36*z^3 + 193/36*z + 1
*
-1 | 0.11419681602096495576475684170606857886 | 0.021678035469593995627386951906495452529
f(z) = -157/37*z^3 + 194/37*z + 1
*
-1 | 0.10131543154463495635118632856186003200 | 0.019214003418621777811529696014965554110
f(z) = -157/38*z^3 + 195/38*z + 1
*
-1 | 0.093762334661685140221681528715714117394 | 0.017764361086341862458638218348841258900
f(z) = -157/39*z^3 + 196/39*z + 1
*
-1 | 0.11460120482399750784893248720841087324 | 0.022045064974499427003321871814060347305
f(z) = -156/25*z^3 + 181/25*z + 1
*
[ 5/4 ] 
f(z) = -156/25*z^3 + 199/20*z + 1
*
-1 | 0.11442627315167614467026791521599729528 | 0.021919247841685068191905188086593463796
f(z) = -156/29*z^3 + 185/29*z + 1
*
-1 | 0.11433774674538269129210474982391140623 | 0.021857268720627872697850041029945392269
f(z) = -156/31*z^3 + 187/31*z + 1
*
-1 | 0.11415850171784775250431965323890598193 | 0.021735064497642571933977599990437349119
f(z) = -156/35*z^3 + 191/35*z + 1
*
-1 | 0.11406775337725314961146121285019796169 | 0.021674799253381384290547249549728517516
f(z) = -156/37*z^3 + 193/37*z + 1
*
[ -1 ] 
f(z) = -155/21*z^3 + 197/21*z + 1
*
[ -1 ] 
f(z) = -155/22*z^3 + 199/22*z + 1
*
-1 | 0.10159592646462628654498978864339523234 | 0.019543326821884870880643171321919363069
f(z) = -155/26*z^3 + 181/26*z + 1
*
-1 | 0.10082426223113179541600352990405287711 | 0.019374352934924261981483780864359970188
f(z) = -155/27*z^3 + 182/27*z + 1
*
-1 | 0.10578587097410580415756659906387001913 | 0.020306392582770720112969985962007592408
f(z) = -155/28*z^3 + 183/28*z + 1
*
-1 | 0.11429893147685783297923539079261134991 | 0.021917610645555326117504427810283675324
f(z) = -155/29*z^3 + 184/29*z + 1
*
-1 | 0.10560753210611321296488491409917941159 | 0.020188365381259081458030273707614837583
f(z) = -155/32*z^3 + 187/32*z + 1
*
-1 | 0.093775187510097395768305700193929316421 | 0.017908188074220177769895215948498919598
f(z) = -155/33*z^3 + 188/33*z + 1
*
-1 | 0.10123856752527886528870961495649487271 | 0.019313898063836058378486411144860048725
f(z) = -155/34*z^3 + 189/34*z + 1
*
[ 6/5 ] 
f(z) = -155/36*z^3 + 191/30*z + 1
*
-1 | 0.091863101526699653670087543597574518320 | 0.017490159791788374072986503433122626597
f(z) = -155/36*z^3 + 191/36*z + 1
*
-1 | 0.11393778036068652784247828294463875711 | 0.021671494180838712146536961006760497153
f(z) = -155/37*z^3 + 192/37*z + 1
*
-1 | 0.10105571727513123616129796190508612998 | 0.019202292676886599001805714978029533255
f(z) = -155/38*z^3 + 193/38*z + 1
*
-1 | 0.093501935812769796791140423340844338041 | 0.017749516594690406330959028876012814223
f(z) = -155/39*z^3 + 194/39*z + 1
*
[ -5/7 ] 
f(z) = -154/25*z^3 + 194/35*z + 1
*
-1 | 0.10069667603532559722725725531381071986 | 0.019370344049385004073843708065968343837
f(z) = -154/27*z^3 + 181/27*z + 1
*
-1 | 0.11417070546552605245398556345981659725 | 0.021915924549152258619086769130169087581
f(z) = -154/29*z^3 + 183/29*z + 1
*
-1 | 0.11408088725472617971636574436790046428 | 0.021853086470981035219877070413484163287
f(z) = -154/31*z^3 + 185/31*z + 1
*
-1 | 0.11380688396854797881508949888175746250 | 0.021668118678062393745627712171471300514
f(z) = -154/37*z^3 + 191/37*z + 1
*
-1 | 0.093370342304142393047287625288270326883 | 0.017741941659608096690349038915998039082
f(z) = -154/39*z^3 + 193/39*z + 1
*
[ -1 ] 
f(z) = -153/20*z^3 + 193/20*z + 1
*
[ -1 ] 
f(z) = -153/22*z^3 + 197/22*z + 1
*
[ -1 ] 
f(z) = -153/23*z^3 + 199/23*z + 1
*
-1 | 0.10552916938076672354933123167676750411 | 0.020299938375663655788251809613412099753
f(z) = -153/28*z^3 + 181/28*z + 1
*
-1 | 0.11404158271074520483292295607064550391 | 0.021914188349132360954643265466691266422
f(z) = -153/29*z^3 + 182/29*z + 1
*
-1 | 0.11395110431781536878984756864610416090 | 0.021850912382104053863196995586148875107
f(z) = -153/31*z^3 + 184/31*z + 1
*
-1 | 0.10534820879634252747732717631829373575 | 0.020180273591745426893675729546244776929
f(z) = -153/32*z^3 + 185/32*z + 1
*
-1 | 0.11376785432465762240811174907269896221 | 0.021726174973812495154446536349615084997
f(z) = -153/35*z^3 + 188/35*z + 1
*
-1 | 0.11367505091600821577172586099326739561 | 0.021664671126466167323698494013929851525
f(z) = -153/37*z^3 + 190/37*z + 1
*
-1 | 0.10079228850764319098120641627813716010 | 0.019190221127754347637907629486430911124
f(z) = -153/38*z^3 + 191/38*z + 1
*
[ -1 ] 
f(z) = -152/21*z^3 + 194/21*z + 1
*
[ -1 ] 
f(z) = -152/23*z^3 + 198/23*z + 1
*
-1 | 0.11391155054179344344664354041085251966 | 0.021912400806749362003656394493559079993
f(z) = -152/29*z^3 + 181/29*z + 1
*
-1 | 0.11382040216341372406747461462134016466 | 0.021848681198880320239336465302688075333
f(z) = -152/31*z^3 + 183/31*z + 1
*
-1 | 0.093384844588362981372178308152196295572 | 0.017888597581748531519876072243199370357
f(z) = -152/33*z^3 + 185/33*z + 1
*
-1 | 0.11363577698053051216793590305613595729 | 0.021723077325214969470043828906257841196
f(z) = -152/35*z^3 + 187/35*z + 1
*
-1 | 0.11354226762785938710910223952980662788 | 0.021661149861229513113615553014850345638
f(z) = -152/37*z^3 + 189/37*z + 1
*
-1 | 0.093104299485230504676174290246963178330 | 0.017726476117572742892001280396092298269
f(z) = -152/39*z^3 + 191/39*z + 1
*
[ -1 ] 
f(z) = -151/20*z^3 + 191/20*z + 1
*
[ -1 ] 
f(z) = -151/21*z^3 + 193/21*z + 1
*
[ -1 ] 
f(z) = -151/22*z^3 + 195/22*z + 1
*
[ -1 ] 
f(z) = -151/23*z^3 + 197/23*z + 1
*
[ -1 ] 
f(z) = -151/24*z^3 + 199/24*z + 1
*
-1 | 0.11378059601660656571411490514640652778 | 0.021910560646599934154582634989550789446
f(z) = -151/29*z^3 + 180/29*z + 1
*
-1 | 0.080555081358328109342533561685448949019 | 0.015495840600434675124088489115032564752
f(z) = -151/30*z^3 + 181/30*z + 1
*
-1 | 0.11368876762891910301662971974899339644 | 0.021846391533516759625945338894597392052
f(z) = -151/31*z^3 + 182/31*z + 1
*
-1 | 0.10508518834046116363549641013594534315 | 0.020171891287808554655233266001651401215
f(z) = -151/32*z^3 + 183/32*z + 1
*
-1 | 0.093252518156987102057792913932781812662 | 0.017881815326473509553017410047143367847
f(z) = -151/33*z^3 + 184/33*z + 1
*
-1 | 0.10071414564259993291172799147257224934 | 0.019292582539828852543179698618956152957
f(z) = -151/34*z^3 + 185/34*z + 1
*
-1 | 0.11350274639109878362836571591359882211 | 0.021719909800076165475431838512420196815
f(z) = -151/35*z^3 + 186/35*z + 1
*
-1 | 0.091335249113837895868850174639332487925 | 0.017460017713942416497947461539977875290
f(z) = -151/36*z^3 + 187/36*z + 1
*
-1 | 0.11340852022994196693436135320718810979 | 0.021657553169681688125763308655649119999
f(z) = -151/37*z^3 + 188/37*z + 1
*
-1 | 0.10052503681857479451444522429280056295 | 0.019177773465557262586709153905648459155
f(z) = -151/38*z^3 + 189/38*z + 1
*
-1 | 0.092968788606251100396234299077297331606 | 0.017718384236032440529616143873462600612
f(z) = -151/39*z^3 + 190/39*z + 1
*
[ -1 ] 
f(z) = -150/23*z^3 + 196/23*z + 1
*
[ -1/5 ] 
f(z) = -150/29*z^3 + 180/29*z + 1
*
-1 | 0.11355618726587754085265027678775253218 | 0.021844041957301414506735778811281008465
f(z) = -150/31*z^3 + 181/31*z + 1
*
[ -1/5 ] 
f(z) = -150/31*z^3 + 192/31*z + 1
*
-1 | 0.11327379454025109049184572082785871913 | 0.021653879289618247698507094623929733099
f(z) = -150/37*z^3 + 187/37*z + 1
*
[ -1 ] 
f(z) = -149/20*z^3 + 189/20*z + 1
*
[ -1 ] 
f(z) = -149/21*z^3 + 191/21*z + 1
*
[ -1 ] 
f(z) = -149/22*z^3 + 193/22*z + 1
*
[ -1 ] 
f(z) = -149/23*z^3 + 195/23*z + 1
*
[ -1 ] 
f(z) = -149/24*z^3 + 197/24*z + 1
*
[ -1 ] 
f(z) = -149/25*z^3 + 199/25*z + 1
*
-1 | 0.11342264733161294337368622267602784483 | 0.021841630999142482153410609404450550613
f(z) = -149/31*z^3 + 180/31*z + 1
*
-1 | 0.10481836335765431434455138066637824647 | 0.020163205389410640833593157103969226721
f(z) = -149/32*z^3 + 181/32*z + 1
*
-1 | 0.092983948622150504081696856631468181561 | 0.017867761171994501531754854622175653743
f(z) = -149/33*z^3 + 182/33*z + 1
*
-1 | 0.10044589243962350548683623692571977706 | 0.019281343589873464210363184605016430950
f(z) = -149/34*z^3 + 183/34*z + 1
*
-1 | 0.11323376945369257069111033671457894662 | 0.021713358460547848249777699019999676387
f(z) = -149/35*z^3 + 184/35*z + 1
*
-1 | 0.091065541889088253801438409018865065139 | 0.017444317004525631321313929772899501603
f(z) = -149/36*z^3 + 185/36*z + 1
*
-1 | 0.11313807605970776143993363829897049205 | 0.021650126407546748735012237190687275770
f(z) = -149/37*z^3 + 186/37*z + 1
*
-1 | 0.10025450107660091563001717960507792570 | 0.019165058196953086022626378015221456089
f(z) = -149/38*z^3 + 187/38*z + 1
*
-1 | 0.092697883754875165753145600093956381083 | 0.017702456059453414487868308834821657358
f(z) = -149/39*z^3 + 188/39*z + 1
*
[ -1 ] 
f(z) = -148/21*z^3 + 190/21*z + 1
*
[ -1 ] 
f(z) = -148/23*z^3 + 194/23*z + 1
*
[ 5/4 ] 
f(z) = -148/25*z^3 + 189/20*z + 1
*
[ -1 ] 
f(z) = -148/25*z^3 + 198/25*z + 1
*
-1 | 0.092848710853649164861525308129564851188 | 0.017860683635139183999883633787458546212
f(z) = -148/33*z^3 + 181/33*z + 1
*
-1 | 0.11309779431240617060627707551051901726 | 0.021709971193746048033237756142543801160
f(z) = -148/35*z^3 + 183/35*z + 1
*
-1 | 0.092560392672606169656498056751054736403 | 0.017694221139736496142918139741666004653
f(z) = -148/39*z^3 + 187/39*z + 1
*
[ -1 ] 
f(z) = -147/20*z^3 + 187/20*z + 1
*
[ -1 ] 
f(z) = -147/22*z^3 + 191/22*z + 1
*
[ -1/7 ] 
f(z) = -147/23*z^3 + 187/23*z + 1
*
[ -1 ] 
f(z) = -147/23*z^3 + 193/23*z + 1
*
[ -1 ] 
f(z) = -147/25*z^3 + 197/25*z + 1
*
[ -1 ] 
f(z) = -147/26*z^3 + 199/26*z + 1
*
-2/7 | 0.10651264995235367211455181066173538892 | 0.016175554183161964645920702267011537520
f(z) = -147/32*z^3 + 181/24*z + 1
*
-1 | 0.10017302572010882191430569255949058434 | 0.019269612951133464379249059799749921547
f(z) = -147/34*z^3 + 181/34*z + 1
*
-1 | 0.11286360108653476777816523045774070557 | 0.021642376115920170090278600230362159733
f(z) = -147/37*z^3 + 184/37*z + 1
*
[ -2/7 ] 
f(z) = -147/38*z^3 + 183/38*z + 1
*
-1 | 0.099978606450749775164009731843824471675 | 0.019151684253103517701676346507682626687
f(z) = -147/38*z^3 + 185/38*z + 1
*
[ -1 ] 
f(z) = -146/21*z^3 + 188/21*z + 1
*
[ -1 ] 
f(z) = -146/23*z^3 + 192/23*z + 1
*
[ -1 ] 
f(z) = -146/25*z^3 + 196/25*z + 1
*
-1 | 0.11282279625566655086903351201598101267 | 0.021702964448590707319741226264695291032
f(z) = -146/35*z^3 + 181/35*z + 1
*
-1 | 0.11272481392231252581263019761919348576 | 0.021638374806088848998642212295363682320
f(z) = -146/37*z^3 + 183/37*z + 1
*
-1 | 0.092282289541326299225249917885039001680 | 0.017677394536595926485208508836565011153
f(z) = -146/39*z^3 + 185/39*z + 1
*
[ -1 ] 
f(z) = -145/21*z^3 + 187/21*z + 1
*
[ -1 ] 
f(z) = -145/22*z^3 + 189/22*z + 1
*
[ -1 ] 
f(z) = -145/23*z^3 + 191/23*z + 1
*
[ -1 ] 
f(z) = -145/24*z^3 + 193/24*z + 1
*
[ -1 ] 
f(z) = -145/26*z^3 + 197/26*z + 1
*
[ -1 ] 
f(z) = -145/27*z^3 + 199/27*z + 1
*
-1 | 0.090513983868779947936665894351195925073 | 0.017411567867480331529048339887813548248
f(z) = -145/36*z^3 + 181/36*z + 1
*
-1 | 0.11258497260299153288190632437250093352 | 0.021634286689633940558983880318625705433
f(z) = -145/37*z^3 + 182/37*z + 1
*
-1 | 0.099699185485831416688836479599836948285 | 0.019138007580930468774870552601756348631
f(z) = -145/38*z^3 + 183/38*z + 1
*
-1 | 0.092141645508387187846805274191398529224 | 0.017668797812886871977760739508441555615
f(z) = -145/39*z^3 + 184/39*z + 1
*
[ -1 ] 
f(z) = -144/23*z^3 + 190/23*z + 1
*
[ -1 ] 
f(z) = -144/25*z^3 + 194/25*z + 1
*
[ -1/4 ] 
f(z) = -144/35*z^3 + 184/35*z + 1
*
-1 | 0.11244406089283775318902118643989905310 | 0.021630109667574014842680972431982988217
f(z) = -144/37*z^3 + 181/37*z + 1
*
[ -1/4 ] 
f(z) = -144/37*z^3 + 194/37*z + 1
*
[ -1 ] 
f(z) = -143/20*z^3 + 183/20*z + 1
*
[ -1 ] 
f(z) = -143/21*z^3 + 185/21*z + 1
*
[ -1 ] 
f(z) = -143/23*z^3 + 189/23*z + 1
*
-2/11 | 0.18312155220123047413892802306177742445 | 0.024878144671997742507092367504609466779
f(z) = -143/24*z^3 + 188/33*z + 1
*
[ -1 ] 
f(z) = -143/24*z^3 + 191/24*z + 1
*
[ -1 ] 
f(z) = -143/25*z^3 + 193/25*z + 1
*
[ -1 ] 
f(z) = -143/27*z^3 + 197/27*z + 1
*
[ -1 ] 
f(z) = -143/28*z^3 + 199/28*z + 1
*
-1 | 0.11230206217571136877945270042115438243 | 0.021625841577416500237744719243927249107
f(z) = -143/37*z^3 + 180/37*z + 1
*
-1 | 0.099416108504994520352807028072858357202 | 0.019124009864210090023632315774203361975
f(z) = -143/38*z^3 + 181/38*z + 1
*
[ -1 ] 
f(z) = -142/21*z^3 + 184/21*z + 1
*
[ -1 ] 
f(z) = -142/23*z^3 + 188/23*z + 1
*
[ -1 ] 
f(z) = -142/25*z^3 + 192/25*z + 1
*
[ -1 ] 
f(z) = -142/27*z^3 + 196/27*z + 1
*
-1 | 0.091713143673655076306859443882820812736 | 0.017642242194629679706660576011997451056
f(z) = -142/39*z^3 + 181/39*z + 1
*
[ -1 ] 
f(z) = -141/20*z^3 + 181/20*z + 1
*
[ -1 ] 
f(z) = -141/22*z^3 + 185/22*z + 1
*
[ -1 ] 
f(z) = -141/23*z^3 + 187/23*z + 1
*
[ -1 ] 
f(z) = -141/25*z^3 + 191/25*z + 1
*
[ -1 ] 
f(z) = -141/26*z^3 + 193/26*z + 1
*
[ -1 ] 
f(z) = -141/28*z^3 + 197/28*z + 1
*
[ -1 ] 
f(z) = -141/29*z^3 + 199/29*z + 1
*
7/8 | 0.16806867133604089130434928228797596609 | 0.029136497684264734391909392026220696984
f(z) = -160/21*z^3 + 197/42*z + 1
*
[ -3/8 ] 
f(z) = -160/21*z^3 + 199/42*z + 1
*
[ -9/20 ] 
f(z) = -160/27*z^3 + 199/45*z + 1
*
-1/4 | 0.16395433045018923775987041633571316198 | 0.028678246636772682610560170099333097087
f(z) = -152/21*z^3 + 187/42*z + 1
*
[ 5/6 ] 
f(z) = -152/25*z^3 + 181/45*z + 1
*
[ -5/8 ] 
f(z) = -152/25*z^3 + 199/40*z + 1
*
-2/7 | 0.16112702551843623129279211906366900331 | 0.028349567018372903969696303854635216961
f(z) = -147/25*z^3 + 199/50*z + 1
*
[ -1/2 ] 
f(z) = -146/21*z^3 + 199/42*z + 1
*
-1/2 | 0.16918966167556290643961158309654563850 | 0.029803945629623599415521669401450682010
f(z) = -146/27*z^3 + 181/54*z + 1
*
0 | 0.18679835720741946034336262377292964294 | 0.028362205997125837782634526011200638722
f(z) = -145/24*z^3 + 183/40*z + 1
*
-5/18 | 0.21163194630375169260479575177903023414 | 0.029528509537461693126758559406177965130
f(z) = -144/25*z^3 + 182/45*z + 1
*
[ -4/11 ] 
f(z) = -143/32*z^3 + 191/44*z + 1
*
[ -1/2 ] 
f(z) = -142/21*z^3 + 197/42*z + 1
*
[ -2/3 ] 
f(z) = -141/28*z^3 + 199/42*z + 1
*
0 | 0.15477836394550602247432021932298565865 | 0.026891121631566249830653839729546408412
f(z) = -158/39*z^3 + 199/78*z + 1
*
-3/5 | 0.16232274717829293032471811611158016673 | 0.024398931176262405703766286636636374288
f(z) = -155/36*z^3 + 193/60*z + 1
*
0 | 0.15509607628371427610145577001404285136 | 0.027066906713311860229241273994786868486
f(z) = -154/39*z^3 + 191/78*z + 1
*
0 | 0.15518550065324082365559773301659807702 | 0.027144437417203650559234580331385769444
f(z) = -152/39*z^3 + 187/78*z + 1
*
0 | 0.16668492449409169513495336187508037641 | 0.029292512332842014636181667998002550863
f(z) = -148/33*z^3 + 197/66*z + 1
*
16/21 | 0.14179611347891194439676160366187374151 | 0.023287086296683961160068690738524012813
f(z) = -147/20*z^3 + 181/60*z + 1
*
-4/7 | 0.16524269848894280076066091010200070334 | 0.027137704166914425375198657953834079225
f(z) = -147/22*z^3 + 199/66*z + 1
*
0 | 0.14214596001696343015060083379241010403 | 0.025040007893272672363975536375861911438
f(z) = -146/33*z^3 + 193/66*z + 1
*
-3/5 | 0.16534548396111944080804487983833213495 | 0.025104946033291296399437785260242462826
f(z) = -145/36*z^3 + 187/60*z + 1
*
0 | 0.14374239826787193203366714809614139713 | 0.025445752132631680642720786214306509755
f(z) = -142/33*z^3 + 185/66*z + 1
*
-4/21 | 0.17295760152364559670961935218511470766 | 0.028404717827104708661922609890601959847
f(z) = -147/38*z^3 + 187/114*z + 1
*
[ 3/5 ] 
f(z) = -145/21*z^3 + 191/105*z + 1
*
[ 3/5 ] 
f(z) = -155/24*z^3 + 199/120*z + 1
*
[ 3/5 ] 
f(z) = -145/24*z^3 + 181/120*z + 1
*
[ 15/8 ] 
f(z) = -160/27*z^3 + 213/10*z + 1
*
[ -5/2 ] 
f(z) = -156/25*z^3 + 202/5*z + 1
*
[ -1 ] 
f(z) = -160/21*z^3 + 202/21*z + 1
*
[ -1 ] 
f(z) = -160/23*z^3 + 206/23*z + 1
*
[ -1 ] 
f(z) = -160/27*z^3 + 214/27*z + 1
*
[ -1 ] 
f(z) = -160/29*z^3 + 218/29*z + 1
*
[ -1/4 ] 
f(z) = -160/39*z^3 + 205/39*z + 1
*
[ -1 ] 
f(z) = -159/22*z^3 + 203/22*z + 1
*
[ -1 ] 
f(z) = -159/23*z^3 + 205/23*z + 1
*
[ -1 ] 
f(z) = -159/25*z^3 + 209/25*z + 1
*
[ -1 ] 
f(z) = -159/26*z^3 + 211/26*z + 1
*
[ -1 ] 
f(z) = -159/28*z^3 + 215/28*z + 1
*
[ -1 ] 
f(z) = -159/29*z^3 + 217/29*z + 1
*
[ -1 ] 
f(z) = -158/21*z^3 + 200/21*z + 1
*
[ -1 ] 
f(z) = -158/23*z^3 + 204/23*z + 1
*
[ -1 ] 
f(z) = -158/25*z^3 + 208/25*z + 1
*
[ -1 ] 
f(z) = -158/27*z^3 + 212/27*z + 1
*
[ -1 ] 
f(z) = -158/29*z^3 + 216/29*z + 1
*
[ -1 ] 
f(z) = -157/22*z^3 + 201/22*z + 1
*
[ -1 ] 
f(z) = -157/23*z^3 + 203/23*z + 1
*
[ -1 ] 
f(z) = -157/24*z^3 + 205/24*z + 1
*
[ -1 ] 
f(z) = -157/25*z^3 + 207/25*z + 1
*
[ -1 ] 
f(z) = -157/26*z^3 + 209/26*z + 1
*
[ -1 ] 
f(z) = -157/27*z^3 + 211/27*z + 1
*
[ -1 ] 
f(z) = -157/28*z^3 + 213/28*z + 1
*
[ -1 ] 
f(z) = -157/29*z^3 + 215/29*z + 1
*
[ -1 ] 
f(z) = -157/30*z^3 + 217/30*z + 1
*
[ -1 ] 
f(z) = -157/31*z^3 + 219/31*z + 1
*
[ -1 ] 
f(z) = -156/23*z^3 + 202/23*z + 1
*
[ -1 ] 
f(z) = -156/25*z^3 + 206/25*z + 1
*
[ -1 ] 
f(z) = -156/29*z^3 + 214/29*z + 1
*
[ -1 ] 
f(z) = -156/31*z^3 + 218/31*z + 1
*
[ -1 ] 
f(z) = -155/23*z^3 + 201/23*z + 1
*
[ -1 ] 
f(z) = -155/24*z^3 + 203/24*z + 1
*
[ -1 ] 
f(z) = -155/26*z^3 + 207/26*z + 1
*
[ -1 ] 
f(z) = -155/27*z^3 + 209/27*z + 1
*
[ -1 ] 
f(z) = -155/28*z^3 + 211/28*z + 1
*
[ -1 ] 
f(z) = -155/29*z^3 + 213/29*z + 1
*
[ -1 ] 
f(z) = -155/32*z^3 + 219/32*z + 1
*
[ -1 ] 
f(z) = -154/23*z^3 + 200/23*z + 1
*
[ -1 ] 
f(z) = -154/25*z^3 + 204/25*z + 1
*
[ -1 ] 
f(z) = -154/27*z^3 + 208/27*z + 1
*
[ -1 ] 
f(z) = -154/29*z^3 + 212/29*z + 1
*
[ -1 ] 
f(z) = -154/31*z^3 + 216/31*z + 1
*
[ -1 ] 
f(z) = -153/25*z^3 + 203/25*z + 1
*
[ -1 ] 
f(z) = -153/26*z^3 + 205/26*z + 1
*
[ -1 ] 
f(z) = -153/28*z^3 + 209/28*z + 1
*
[ -1 ] 
f(z) = -153/29*z^3 + 211/29*z + 1
*
[ -1 ] 
f(z) = -153/31*z^3 + 215/31*z + 1
*
[ -1 ] 
f(z) = -153/32*z^3 + 217/32*z + 1
*
[ -1 ] 
f(z) = -152/25*z^3 + 202/25*z + 1
*
[ -1 ] 
f(z) = -152/27*z^3 + 206/27*z + 1
*
[ -3/16 ] 
f(z) = -152/27*z^3 + 209/32*z + 1
*
[ -1 ] 
f(z) = -152/29*z^3 + 210/29*z + 1
*
[ -1 ] 
f(z) = -152/31*z^3 + 214/31*z + 1
*
[ -1 ] 
f(z) = -152/33*z^3 + 218/33*z + 1
*
[ -1 ] 
f(z) = -151/25*z^3 + 201/25*z + 1
*
[ -1 ] 
f(z) = -151/26*z^3 + 203/26*z + 1
*
[ -1 ] 
f(z) = -151/27*z^3 + 205/27*z + 1
*
[ -1 ] 
f(z) = -151/28*z^3 + 207/28*z + 1
*
[ -1 ] 
f(z) = -151/29*z^3 + 209/29*z + 1
*
[ -1 ] 
f(z) = -151/30*z^3 + 211/30*z + 1
*
[ -1 ] 
f(z) = -151/31*z^3 + 213/31*z + 1
*
[ -1 ] 
f(z) = -151/32*z^3 + 215/32*z + 1
*
[ -1 ] 
f(z) = -151/33*z^3 + 217/33*z + 1
*
[ -1 ] 
f(z) = -151/34*z^3 + 219/34*z + 1
*
[ -1 ] 
f(z) = -150/29*z^3 + 208/29*z + 1
*
[ -1 ] 
f(z) = -150/31*z^3 + 212/31*z + 1
*
[ -1 ] 
f(z) = -149/26*z^3 + 201/26*z + 1
*
[ -1 ] 
f(z) = -149/27*z^3 + 203/27*z + 1
*
[ -1 ] 
f(z) = -149/28*z^3 + 205/28*z + 1
*
[ -1 ] 
f(z) = -149/29*z^3 + 207/29*z + 1
*
[ -1 ] 
f(z) = -149/30*z^3 + 209/30*z + 1
*
[ -1 ] 
f(z) = -149/31*z^3 + 211/31*z + 1
*
[ -1 ] 
f(z) = -149/32*z^3 + 213/32*z + 1
*
[ -1 ] 
f(z) = -149/33*z^3 + 215/33*z + 1
*
[ -1 ] 
f(z) = -149/34*z^3 + 217/34*z + 1
*
[ -1 ] 
f(z) = -149/35*z^3 + 219/35*z + 1
*
[ -1 ] 
f(z) = -148/27*z^3 + 202/27*z + 1
*
[ -1 ] 
f(z) = -148/29*z^3 + 206/29*z + 1
*
[ -1 ] 
f(z) = -148/31*z^3 + 210/31*z + 1
*
[ -1 ] 
f(z) = -148/33*z^3 + 214/33*z + 1
*
[ -1 ] 
f(z) = -148/35*z^3 + 218/35*z + 1
*
-2/7 | 0.13191767751236168682964682092053028401 | 0.021664756987471023849278288084756522749
f(z) = -147/20*z^3 + 203/30*z + 1
*
[ -1/7 ] 
f(z) = -147/25*z^3 + 203/25*z + 1
*
[ -1/7 ] 
f(z) = -147/26*z^3 + 211/26*z + 1
*
[ -1 ] 
f(z) = -147/29*z^3 + 205/29*z + 1
*
[ -1 ] 
f(z) = -147/31*z^3 + 209/31*z + 1
*
[ -1 ] 
f(z) = -147/32*z^3 + 211/32*z + 1
*
[ -1 ] 
f(z) = -147/34*z^3 + 215/34*z + 1
*
[ -1 ] 
f(z) = -146/27*z^3 + 200/27*z + 1
*
[ -1 ] 
f(z) = -146/29*z^3 + 204/29*z + 1
*
[ -1 ] 
f(z) = -146/31*z^3 + 208/31*z + 1
*
[ -1 ] 
f(z) = -146/33*z^3 + 212/33*z + 1
*
[ -1 ] 
f(z) = -146/35*z^3 + 216/35*z + 1
*
[ -1 ] 
f(z) = -145/28*z^3 + 201/28*z + 1
*
[ -1 ] 
f(z) = -145/31*z^3 + 207/31*z + 1
*
[ -1 ] 
f(z) = -145/32*z^3 + 209/32*z + 1
*
[ -1 ] 
f(z) = -145/33*z^3 + 211/33*z + 1
*
[ -1 ] 
f(z) = -145/34*z^3 + 213/34*z + 1
*
[ -1 ] 
f(z) = -145/36*z^3 + 217/36*z + 1
*
[ -1 ] 
f(z) = -145/37*z^3 + 219/37*z + 1
*
[ -1 ] 
f(z) = -144/29*z^3 + 202/29*z + 1
*
[ -1/6 ] 
f(z) = -144/29*z^3 + 207/29*z + 1
*
[ -1 ] 
f(z) = -144/31*z^3 + 206/31*z + 1
*
[ 7/6 ] 
f(z) = -144/35*z^3 + 201/35*z + 1
*
[ -1 ] 
f(z) = -144/37*z^3 + 218/37*z + 1
*
[ -1 ] 
f(z) = -143/29*z^3 + 201/29*z + 1
*
[ -1 ] 
f(z) = -143/30*z^3 + 203/30*z + 1
*
[ -1 ] 
f(z) = -143/31*z^3 + 205/31*z + 1
*
[ -1 ] 
f(z) = -143/32*z^3 + 207/32*z + 1
*
[ -1 ] 
f(z) = -143/34*z^3 + 211/34*z + 1
*
[ -1 ] 
f(z) = -143/35*z^3 + 213/35*z + 1
*
[ -1 ] 
f(z) = -143/36*z^3 + 215/36*z + 1
*
[ -1 ] 
f(z) = -143/37*z^3 + 217/37*z + 1
*
[ -1 ] 
f(z) = -143/38*z^3 + 219/38*z + 1
*
[ -1 ] 
f(z) = -142/29*z^3 + 200/29*z + 1
*
[ -1 ] 
f(z) = -142/31*z^3 + 204/31*z + 1
*
[ -1 ] 
f(z) = -142/33*z^3 + 208/33*z + 1
*
[ -1 ] 
f(z) = -142/35*z^3 + 212/35*z + 1
*
[ -1 ] 
f(z) = -142/37*z^3 + 216/37*z + 1
*
[ -1 ] 
f(z) = -141/31*z^3 + 203/31*z + 1
*
[ -1 ] 
f(z) = -141/32*z^3 + 205/32*z + 1
*
[ -1 ] 
f(z) = -141/34*z^3 + 209/34*z + 1
*
[ -1 ] 
f(z) = -141/35*z^3 + 211/35*z + 1
*
[ -1 ] 
f(z) = -141/37*z^3 + 215/37*z + 1
*
[ -1 ] 
f(z) = -141/38*z^3 + 217/38*z + 1
*
-5/8 | 0.13142402016316042361183830637484771172 | 0.022783756358044930627959890742491478437
f(z) = -160/21*z^3 + 209/42*z + 1
*
-15/16 | 0.21886609268252826682336849810404085254 | 0.024973158646583246896681923647724141024
f(z) = -160/27*z^3 + 211/40*z + 1
*
[ 9/10 ] 
f(z) = -160/27*z^3 + 211/45*z + 1
*
[ -2/3 ] 
f(z) = -159/28*z^3 + 211/42*z + 1
*
[ -1/2 ] 
f(z) = -158/21*z^3 + 205/42*z + 1
*
[ -1/2 ] 
f(z) = -158/23*z^3 + 217/46*z + 1
*
[ -3/7 ] 
f(z) = -158/27*z^3 + 216/49*z + 1
*
[ -3/7 ] 
f(z) = -155/27*z^3 + 215/49*z + 1
*
[ -1/2 ] 
f(z) = -154/23*z^3 + 215/46*z + 1
*
[ -5/9 ] 
f(z) = -153/25*z^3 + 211/45*z + 1
*
-2/3 | 0.16097404936932303932701213586399831004 | 0.028124688722530383593632311846518999684
f(z) = -153/25*z^3 + 211/50*z + 1
*
-1/4 | 0.12133929534463871161286648762750823962 | 0.021224192304471918489852441846347247698
f(z) = -152/25*z^3 + 219/50*z + 1
*
[ -3/7 ] 
f(z) = -152/27*z^3 + 214/49*z + 1
*
[ -2/5 ] 
f(z) = -150/23*z^3 + 209/46*z + 1
*
[ -1/2 ] 
f(z) = -150/23*z^3 + 213/46*z + 1
*
[ -3/7 ] 
f(z) = -149/27*z^3 + 213/49*z + 1
*
0 | 0.16972679091613277747352601601325261599 | 0.029827077230975047593521835757861234740
f(z) = -148/27*z^3 + 215/54*z + 1
*
[ -4/7 ] 
f(z) = -147/22*z^3 + 217/44*z + 1
*
[ -1/2 ] 
f(z) = -146/23*z^3 + 211/46*z + 1
*
0 | 0.14459132612799769767320783211176466356 | 0.025470776285951101264645995467849930027
f(z) = -146/27*z^3 + 211/54*z + 1
*
[ -3/7 ] 
f(z) = -146/27*z^3 + 212/49*z + 1
*
-2/3 | 0.12682730330129997706931868468723257322 | 0.022395936497557076481081121680519446152
f(z) = -144/25*z^3 + 203/50*z + 1
*
[ -5/9 ] 
f(z) = -144/25*z^3 + 206/45*z + 1
*
[ -3/7 ] 
f(z) = -143/27*z^3 + 211/49*z + 1
*
[ -1/2 ] 
f(z) = -142/23*z^3 + 209/46*z + 1
*
0 | 0.14778358714490305315480580988946269351 | 0.026161136679746656671596030329747490630
f(z) = -142/27*z^3 + 203/54*z + 1
*
0 | 0.15454336340319784679165494694832730033 | 0.026791741221733328068181580513523612673
f(z) = -160/39*z^3 + 203/78*z + 1
*
-1/2 | 0.13664506363218378117654177285697716413 | 0.023740650390773521929364194111120776038
f(z) = -158/33*z^3 + 211/66*z + 1
*
0 | 0.13340567188936806811386595678105214139 | 0.023177839962056117381361954041227011849
f(z) = -158/33*z^3 + 217/66*z + 1
*
0 | 0.13704579496900481329737272199796376539 | 0.023971511443839174293122744549296662493
f(z) = -152/33*z^3 + 205/66*z + 1
*
-1/2 | 0.13713625146840295277237799991902546849 | 0.024157512593483780797622825822501199118
f(z) = -146/33*z^3 + 205/66*z + 1
*
[ 4/5 ] 
f(z) = -145/24*z^3 + 217/60*z + 1
*
[ 3/4 ] 
f(z) = -144/25*z^3 + 218/75*z + 1
*
-5/6 | 0.16193497307222966517580956004505692721 | 0.028595462327567263626645630964442287135
f(z) = -144/35*z^3 + 207/70*z + 1
*
-1/2 | 0.13848374920056398856517838902237681898 | 0.024514848778216723541805040316571852436
f(z) = -142/33*z^3 + 203/66*z + 1
*
-5/21 | 0.15814331048342497095621434037115262990 | 0.025971776151808962789365956910086952223
f(z) = -147/32*z^3 + 217/96*z + 1
*
[ 3/4 ] 
f(z) = -144/29*z^3 + 214/87*z + 1
*
[ 3/4 ] 
f(z) = -144/31*z^3 + 212/93*z + 1
*
[ 3/5 ] 
f(z) = -155/21*z^3 + 209/105*z + 1
*
[ 3/4 ] 
f(z) = -144/35*z^3 + 208/105*z + 1
*
[ 3/4 ] 
f(z) = -144/37*z^3 + 206/111*z + 1
*
[ 2/3 ] 
f(z) = -149/36*z^3 + 217/162*z + 1
*
[ 2/3 ] 
f(z) = -145/36*z^3 + 209/162*z + 1
*
[ 2/3 ] 
f(z) = -143/36*z^3 + 205/162*z + 1
*
[ -1 ] 
f(z) = -160/31*z^3 + 222/31*z + 1
*
[ -1 ] 
f(z) = -160/33*z^3 + 226/33*z + 1
*
[ -1 ] 
f(z) = -160/37*z^3 + 234/37*z + 1
*
[ -1 ] 
f(z) = -160/39*z^3 + 238/39*z + 1
*
[ -1 ] 
f(z) = -159/31*z^3 + 221/31*z + 1
*
[ -1 ] 
f(z) = -159/32*z^3 + 223/32*z + 1
*
[ -1 ] 
f(z) = -159/34*z^3 + 227/34*z + 1
*
[ -1 ] 
f(z) = -159/35*z^3 + 229/35*z + 1
*
[ -1 ] 
f(z) = -159/37*z^3 + 233/37*z + 1
*
[ -1 ] 
f(z) = -159/38*z^3 + 235/38*z + 1
*
[ -1 ] 
f(z) = -158/31*z^3 + 220/31*z + 1
*
[ -1 ] 
f(z) = -158/33*z^3 + 224/33*z + 1
*
[ -1 ] 
f(z) = -158/35*z^3 + 228/35*z + 1
*
[ -1 ] 
f(z) = -158/37*z^3 + 232/37*z + 1
*
[ -1 ] 
f(z) = -158/39*z^3 + 236/39*z + 1
*
[ -1 ] 
f(z) = -157/32*z^3 + 221/32*z + 1
*
[ -1 ] 
f(z) = -157/33*z^3 + 223/33*z + 1
*
[ -1 ] 
f(z) = -157/34*z^3 + 225/34*z + 1
*
[ -1 ] 
f(z) = -157/35*z^3 + 227/35*z + 1
*
[ -1 ] 
f(z) = -157/36*z^3 + 229/36*z + 1
*
[ -1 ] 
f(z) = -157/37*z^3 + 231/37*z + 1
*
[ -1 ] 
f(z) = -157/38*z^3 + 233/38*z + 1
*
[ -1 ] 
f(z) = -157/39*z^3 + 235/39*z + 1
*
[ -5/4 ] 
f(z) = -156/25*z^3 + 231/20*z + 1
*
[ -1 ] 
f(z) = -156/35*z^3 + 226/35*z + 1
*
[ -1 ] 
f(z) = -156/37*z^3 + 230/37*z + 1
*
[ -1 ] 
f(z) = -155/33*z^3 + 221/33*z + 1
*
[ -1 ] 
f(z) = -155/34*z^3 + 223/34*z + 1
*
[ -1 ] 
f(z) = -155/36*z^3 + 227/36*z + 1
*
[ -1 ] 
f(z) = -155/37*z^3 + 229/37*z + 1
*
[ -1 ] 
f(z) = -155/38*z^3 + 231/38*z + 1
*
[ -1 ] 
f(z) = -155/39*z^3 + 233/39*z + 1
*
[ -1 ] 
f(z) = -154/37*z^3 + 228/37*z + 1
*
[ -1 ] 
f(z) = -154/39*z^3 + 232/39*z + 1
*
[ -1 ] 
f(z) = -153/35*z^3 + 223/35*z + 1
*
[ -1 ] 
f(z) = -153/37*z^3 + 227/37*z + 1
*
[ -1 ] 
f(z) = -153/38*z^3 + 229/38*z + 1
*
-3/4 | 0.23729344420787386894270411687864703517 | 0.027293933288693042863648122316062346275
f(z) = -152/27*z^3 + 221/38*z + 1
*
[ -1 ] 
f(z) = -152/35*z^3 + 222/35*z + 1
*
[ -1 ] 
f(z) = -152/37*z^3 + 226/37*z + 1
*
[ -1 ] 
f(z) = -152/39*z^3 + 230/39*z + 1
*
[ -1 ] 
f(z) = -151/35*z^3 + 221/35*z + 1
*
[ -1 ] 
f(z) = -151/36*z^3 + 223/36*z + 1
*
[ -1 ] 
f(z) = -151/37*z^3 + 225/37*z + 1
*
[ -1 ] 
f(z) = -151/38*z^3 + 227/38*z + 1
*
[ -1 ] 
f(z) = -151/39*z^3 + 229/39*z + 1
*
[ -1 ] 
f(z) = -150/37*z^3 + 224/37*z + 1
*
[ -1/5 ] 
f(z) = -150/37*z^3 + 228/37*z + 1
*
[ -1 ] 
f(z) = -149/36*z^3 + 221/36*z + 1
*
[ -1 ] 
f(z) = -149/37*z^3 + 223/37*z + 1
*
[ -1 ] 
f(z) = -149/38*z^3 + 225/38*z + 1
*
[ -1 ] 
f(z) = -149/39*z^3 + 227/39*z + 1
*
[ -5/4 ] 
f(z) = -148/25*z^3 + 221/20*z + 1
*
[ -1 ] 
f(z) = -148/39*z^3 + 226/39*z + 1
*
[ -6/7 ] 
f(z) = -147/20*z^3 + 227/30*z + 1
*
-2/7 | 0.16045579034032892720355465770323048519 | 0.026226420592287641124402094180397667999
f(z) = -147/22*z^3 + 227/33*z + 1
*
[ -1/7 ] 
f(z) = -147/29*z^3 + 235/29*z + 1
*
-2/21 | 0.12294002773324013981179975690721452497 | 0.018026353773876081146043765376017438179
f(z) = -147/32*z^3 + 229/24*z + 1
*
[ -1 ] 
f(z) = -147/37*z^3 + 221/37*z + 1
*
[ -1 ] 
f(z) = -147/38*z^3 + 223/38*z + 1
*
[ -1 ] 
f(z) = -146/37*z^3 + 220/37*z + 1
*
[ -1 ] 
f(z) = -146/39*z^3 + 224/39*z + 1
*
[ -6/5 ] 
f(z) = -145/36*z^3 + 229/30*z + 1
*
[ -1 ] 
f(z) = -145/38*z^3 + 221/38*z + 1
*
[ -1 ] 
f(z) = -145/39*z^3 + 223/39*z + 1
*
[ -1/6 ] 
f(z) = -144/31*z^3 + 221/31*z + 1
*
[ 5/4 ] 
f(z) = -144/35*z^3 + 232/35*z + 1
*
[ -2/11 ] 
f(z) = -143/24*z^3 + 221/33*z + 1
*
[ -1 ] 
f(z) = -142/39*z^3 + 220/39*z + 1
*
[ 7/8 ] 
f(z) = -160/21*z^3 + 239/42*z + 1
*
0 | 0.14241355931679097981827248569695844090 | 0.024688910242796501731665117559691250210
f(z) = -160/27*z^3 + 239/54*z + 1
*
[ -1/2 ] 
f(z) = -158/25*z^3 + 229/50*z + 1
*
0 | 0.14244197479738323394640492279605689722 | 0.024747803065456442560271875209243538859
f(z) = -158/27*z^3 + 235/54*z + 1
*
[ -1/2 ] 
f(z) = -154/25*z^3 + 227/50*z + 1
*
0 | 0.14317732986523724682345733423179889901 | 0.024986882478150649420535571239808283285
f(z) = -154/27*z^3 + 227/54*z + 1
*
[ -1/2 ] 
f(z) = -154/27*z^3 + 239/54*z + 1
*
-3/4 | 0.10449446462076961275562997150646071223 | 0.018277760766327409779919993180007660495
f(z) = -152/21*z^3 + 227/42*z + 1
*
[ -1/4 ] 
f(z) = -152/21*z^3 + 229/42*z + 1
*
0 | 0.14397311630963818752193285112669330907 | 0.025183211247030517177510090419610197408
f(z) = -152/27*z^3 + 223/54*z + 1
*
-1/4 | 0.14469774432984137289957754893277527774 | 0.025309960330304146946101998684541627564
f(z) = -152/27*z^3 + 235/54*z + 1
*
0 | 0.13919826106306986527126090280977013048 | 0.024462120922307320596571153215260139922
f(z) = -148/21*z^3 + 233/42*z + 1
*
[ -2/7 ] 
f(z) = -147/23*z^3 + 231/46*z + 1
*
[ -4/7 ] 
f(z) = -147/26*z^3 + 239/52*z + 1
*
[ -16/21 ] 
f(z) = -147/32*z^3 + 239/48*z + 1
*
0 | 0.11550002129865201696189099675151655307 | 0.020346138888831367229555694191491204068
f(z) = -146/21*z^3 + 229/42*z + 1
*
[ -1/2 ] 
f(z) = -146/25*z^3 + 223/50*z + 1
*
[ -1/2 ] 
f(z) = -146/27*z^3 + 235/54*z + 1
*
[ -5/18 ] 
f(z) = -144/25*z^3 + 227/45*z + 1
*
-6/11 | 0.20102637159897175545084711360369696323 | 0.022982232094624049016027866692952215753
f(z) = -143/27*z^3 + 227/44*z + 1
*
-12/13 | 0.24771625479610151506590178945002649345 | 0.027789297693947582628733898581856978323
f(z) = -143/27*z^3 + 239/52*z + 1
*
0 | 0.11387331539708705592136655452246900050 | 0.020158228838755314513713082285556824136
f(z) = -142/21*z^3 + 221/42*z + 1
*
[ -1/2 ] 
f(z) = -142/25*z^3 + 221/50*z + 1
*
[ -1/2 ] 
f(z) = -142/27*z^3 + 233/54*z + 1
*
-1/2 | 0.14250529540687003585127776338101686771 | 0.024758804358971174386995938852553194454
f(z) = -158/39*z^3 + 235/78*z + 1
*
[ 4/5 ] 
f(z) = -155/24*z^3 + 233/60*z + 1
*
-2/5 | 0.14463509542888052165666740955611332654 | 0.021740278552366189043463738789040630869
f(z) = -155/28*z^3 + 237/70*z + 1
*
-1/2 | 0.14509788284362928652706292033655382698 | 0.025322051681329060585755065572612077610
f(z) = -154/39*z^3 + 233/78*z + 1
*
-3/7 | 0.094706333045008571309405365349640901038 | 0.015553561351944959141459849423776882781
f(z) = -147/20*z^3 + 221/60*z + 1
*
-1/3 | 0.17696522741044555001119003291960059509 | 0.029062887699190903909664950546630540586
f(z) = -147/20*z^3 + 229/60*z + 1
*
-5/21 | 0.17887920811682328298063849048415463389 | 0.029377219543598155883530950611435143119
f(z) = -147/22*z^3 + 223/66*z + 1
*
[ 5/6 ] 
f(z) = -147/25*z^3 + 233/60*z + 1
*
6/7 | 0.11680417960384822032732391424616036618 | 0.019182676756882419606650349763543078153
f(z) = -147/26*z^3 + 233/78*z + 1
*
-1/2 | 0.15380770864164119621329663259026683306 | 0.027094306711026233835955923783556049946
f(z) = -146/39*z^3 + 229/78*z + 1
*
-2/5 | 0.12789623366981602239529757386494163478 | 0.019418903783891444737945238402073831009
f(z) = -145/28*z^3 + 233/70*z + 1
*
[ 3/4 ] 
f(z) = -144/23*z^3 + 220/69*z + 1
*
-2/3 | 0.15412271490655320956114324683613110948 | 0.027215926271633333940676145371237946845
f(z) = -144/35*z^3 + 233/70*z + 1
*
-1/2 | 0.15547711907615814556181980223979916333 | 0.027523071007448496045267089708542049542
f(z) = -142/39*z^3 + 227/78*z + 1
*
-1/3 | 0.17180736172598125565820492773684181877 | 0.028410251037844463867918678571231456906
f(z) = -141/20*z^3 + 227/60*z + 1
*
[ 5/6 ] 
f(z) = -141/25*z^3 + 223/60*z + 1
*
[ 3/4 ] 
f(z) = -160/31*z^3 + 239/93*z + 1
*
3/4 | 0.18028209084414716194621949959186875392 | 0.028241858457381090676345842048820295888
f(z) = -148/21*z^3 + 221/84*z + 1
*
0 | 0.11581880571166120712105750944466095494 | 0.019151922898505449339429487505711639751
f(z) = -141/28*z^3 + 227/84*z + 1
*
[ 3/4 ] 
f(z) = -160/37*z^3 + 233/111*z + 1
*
19/21 | 0.17379847549652439119857061800135846309 | 0.028542814029395726718232934228662572614
f(z) = -147/38*z^3 + 235/114*z + 1
*
0 | 0.16502988224934287005507569298392557524 | 0.027289519705957552987481269605132992184
f(z) = -141/38*z^3 + 233/114*z + 1
*
[ 9/14 ] 
f(z) = -154/27*z^3 + 227/126*z + 1
*
[ 2/3 ] 
f(z) = -151/28*z^3 + 239/126*z + 1
*
[ 2/3 ] 
f(z) = -149/28*z^3 + 235/126*z + 1
*
0 | 0.16277048993266869624369880763994222002 | 0.025498601198779264541135880976856345843
f(z) = -148/33*z^3 + 229/132*z + 1
*
[ 2/3 ] 
f(z) = -145/28*z^3 + 227/126*z + 1
*
[ 2/3 ] 
f(z) = -143/28*z^3 + 223/126*z + 1
*
7/8 | 0.12995897130269191645749584883202804872 | 0.020446313725350508908807587648593646735
f(z) = -144/35*z^3 + 221/140*z + 1
*
[ 2/3 ] 
f(z) = -157/36*z^3 + 233/162*z + 1
*
[ 2/3 ] 
f(z) = -155/36*z^3 + 229/162*z + 1
*
-3/28 | 0.19754253990926771743340352904845294347 | 0.021798268246036770566058394235884024502
f(z) = -154/27*z^3 + 235/168*z + 1
*
[ 2/3 ] 
f(z) = -151/36*z^3 + 221/162*z + 1
*
[ 13/20 ] 
f(z) = -160/39*z^3 + 233/195*z + 1
*
4/5 | 0.10514763975387729092292322909728893762 | 0.015964910309674793175987071777614601718
f(z) = -145/36*z^3 + 239/180*z + 1
*
[ 5/3 ] 
f(z) = -147/25*z^3 + 251/15*z + 1
*
[ 5/3 ] 
f(z) = -141/25*z^3 + 241/15*z + 1
*
[ -5/3 ] 
f(z) = -141/25*z^3 + 259/15*z + 1
*
[ 6/5 ] 
f(z) = -155/27*z^3 + 253/30*z + 1
*
[ -6/5 ] 
f(z) = -155/36*z^3 + 241/30*z + 1
*
4/3 | 0.14944131218496050087705962517043866004 | 0.027045984072473569933591121949396846436
f(z) = -153/28*z^3 + 251/28*z + 1
*
[ -1/7 ] 
f(z) = -147/31*z^3 + 251/31*z + 1
*
34/21 | 0.084208594935425811148555693636794935677 | 0.012169428078319320006209131198924206511
f(z) = -147/32*z^3 + 253/24*z + 1
*
[ -1/7 ] 
f(z) = -147/32*z^3 + 259/32*z + 1
*
[ -1/6 ] 
f(z) = -144/35*z^3 + 249/35*z + 1
*
-2/13 | 0.20841764393225521469049386284851954660 | 0.027293122788648210371673598430397247749
f(z) = -143/24*z^3 + 259/39*z + 1
*
0 | 0.13922027731830274836902955944614652048 | 0.024135320731946333195213977885231406630
f(z) = -160/21*z^3 + 257/42*z + 1
*
-15/16 | 0.26037744235682683967498204239021821627 | 0.029625720220243999460584642638833386865
f(z) = -160/27*z^3 + 243/40*z + 1
*
0 | 0.13680080099934994471579212927157250410 | 0.023767708129182746099534199761125776867
f(z) = -158/21*z^3 + 253/42*z + 1
*
[ -1/2 ] 
f(z) = -158/27*z^3 + 241/54*z + 1
*
[ -3/10 ] 
f(z) = -158/27*z^3 + 243/50*z + 1
*
[ -1/2 ] 
f(z) = -158/29*z^3 + 253/58*z + 1
*
[ -5/11 ] 
f(z) = -154/25*z^3 + 246/55*z + 1
*
[ -1/2 ] 
f(z) = -154/29*z^3 + 251/58*z + 1
*
[ -2/3 ] 
f(z) = -153/23*z^3 + 251/46*z + 1
*
0 | 0.12756167608228513529320824609366443947 | 0.022312586669976899322451560205853950633
f(z) = -152/21*z^3 + 241/42*z + 1
*
[ -1/4 ] 
f(z) = -152/23*z^3 + 249/46*z + 1
*
[ -1/2 ] 
f(z) = -150/29*z^3 + 249/58*z + 1
*
[ -2/5 ] 
f(z) = -150/29*z^3 + 251/58*z + 1
*
[ -2/7 ] 
f(z) = -147/25*z^3 + 249/50*z + 1
*
[ -3/10 ] 
f(z) = -146/27*z^3 + 241/50*z + 1
*
[ -1/2 ] 
f(z) = -146/29*z^3 + 247/58*z + 1
*
[ -3/4 ] 
f(z) = -145/27*z^3 + 257/48*z + 1
*
[ -2/3 ] 
f(z) = -144/23*z^3 + 243/46*z + 1
*
[ -2/3 ] 
f(z) = -144/25*z^3 + 253/50*z + 1
*
[ -5/11 ] 
f(z) = -143/25*z^3 + 241/55*z + 1
*
[ -4/13 ] 
f(z) = -143/32*z^3 + 243/52*z + 1
*
[ -1/2 ] 
f(z) = -142/29*z^3 + 245/58*z + 1
*
[ 3/4 ] 
f(z) = -160/23*z^3 + 247/69*z + 1
*
[ 5/6 ] 
f(z) = -159/25*z^3 + 253/60*z + 1
*
[ -3/5 ] 
f(z) = -155/36*z^3 + 253/60*z + 1
*
-2/3 | 0.15135115545290065791992515060333500490 | 0.026443418374485781005953099672989151653
f(z) = -153/35*z^3 + 241/70*z + 1
*
-3/4 | 0.15080134263973012517767684966970130457 | 0.026377577740726602221374583536906118853
f(z) = -152/33*z^3 + 259/66*z + 1
*
-11/21 | 0.11023328712764961753356197508102203355 | 0.018103543229275366735154229920995821406
f(z) = -147/20*z^3 + 241/60*z + 1
*
-3/7 | 0.16319505849837243306574798809880241544 | 0.026801421542552899192210714764443124286
f(z) = -147/25*z^3 + 256/75*z + 1
*
[ 20/21 ] 
f(z) = -147/32*z^3 + 247/60*z + 1
*
-20/21 | 0.18768688767294437798660021521447750524 | 0.024379724270917844223660522747112337266
f(z) = -147/32*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -146/31*z^3 + 259/62*z + 1
*
-4/5 | 0.16273219943447439068410803208518034699 | 0.024708162489892637018291107109766250973
f(z) = -145/24*z^3 + 247/60*z + 1
*
[ -3/5 ] 
f(z) = -145/36*z^3 + 247/60*z + 1
*
-6/13 | 0.23766338355546177455642134675500822066 | 0.028909510321328083118582047250399546635
f(z) = -143/27*z^3 + 257/78*z + 1
*
[ -1/2 ] 
f(z) = -142/31*z^3 + 257/62*z + 1
*
[ 3/4 ] 
f(z) = -160/29*z^3 + 241/87*z + 1
*
0 | 0.18386933894307302243628228514384030750 | 0.027637625805884805088360803579291768676
f(z) = -155/34*z^3 + 243/85*z + 1
*
[ 2/3 ] 
f(z) = -151/20*z^3 + 257/90*z + 1
*
[ 2/3 ] 
f(z) = -149/20*z^3 + 253/90*z + 1
*
[ 2/3 ] 
f(z) = -143/20*z^3 + 241/90*z + 1
*
-8/11 | 0.12969184018179602548249862982994316580 | 0.017619402653789056867933014883876061273
f(z) = -143/32*z^3 + 241/88*z + 1
*
0 | 0.16304878636762484052019829946837308167 | 0.026868383569452774350807191139351926633
f(z) = -144/35*z^3 + 257/105*z + 1
*
[ 9/13 ] 
f(z) = -143/27*z^3 + 245/117*z + 1
*
[ 4/5 ] 
f(z) = -141/32*z^3 + 257/100*z + 1
*
0 | 0.14990834527741230884842881826851495097 | 0.024789006007739072211269773337052421663
f(z) = -141/35*z^3 + 248/105*z + 1
*
[ 2/3 ] 
f(z) = -157/28*z^3 + 251/126*z + 1
*
[ 2/3 ] 
f(z) = -155/28*z^3 + 247/126*z + 1
*
[ 5/8 ] 
f(z) = -142/25*z^3 + 259/160*z + 1
*
[ 9/4 ] 
f(z) = -160/27*z^3 + 275/9*z + 1
*
[ 5/3 ] 
f(z) = -159/25*z^3 + 271/15*z + 1
*
[ 5/3 ] 
f(z) = -156/25*z^3 + 266/15*z + 1
*
[ 8/3 ] 
f(z) = -153/32*z^3 + 277/8*z + 1
*
[ -5/3 ] 
f(z) = -147/25*z^3 + 269/15*z + 1
*
-2 | 0.10579923728359643043325478439565182376 | 0.016728847605411670473565735914968858745
f(z) = -143/28*z^3 + 279/14*z + 1
*
-2 | 0.092306672809222465261528794055459308085 | 0.014612041538646555271881118545933356790
f(z) = -143/36*z^3 + 277/18*z + 1
*
-2 | 0.10546058052467133176842262849330464032 | 0.016694290200462245633797736503704786136
f(z) = -141/20*z^3 + 277/10*z + 1
*
-2 | 0.10554215158335878188161020047077550590 | 0.016726389618634293337845274275732816369
f(z) = -141/28*z^3 + 275/14*z + 1
*
[ 4/3 ] 
f(z) = -153/20*z^3 + 277/20*z + 1
*
[ 4/3 ] 
f(z) = -153/28*z^3 + 279/28*z + 1
*
[ -2/21 ] 
f(z) = -147/32*z^3 + 277/24*z + 1
*
[ -1/7 ] 
f(z) = -147/34*z^3 + 275/34*z + 1
*
[ -7/6 ] 
f(z) = -144/35*z^3 + 261/35*z + 1
*
[ -1/6 ] 
f(z) = -144/37*z^3 + 263/37*z + 1
*
[ -3/4 ] 
f(z) = -157/27*z^3 + 269/48*z + 1
*
[ -2/3 ] 
f(z) = -153/25*z^3 + 261/50*z + 1
*
[ -3/4 ] 
f(z) = -152/21*z^3 + 269/42*z + 1
*
[ -1/4 ] 
f(z) = -152/25*z^3 + 269/50*z + 1
*
[ -3/4 ] 
f(z) = -151/27*z^3 + 263/48*z + 1
*
-8/21 | 0.17005251222055437472679810431913895013 | 0.027191744025003862415378899266102014898
f(z) = -147/38*z^3 + 260/57*z + 1
*
[ -2/3 ] 
f(z) = -144/29*z^3 + 273/58*z + 1
*
-15/26 | 0.21043040996375422966365429806065782328 | 0.023606498132936528662422912351905357713
f(z) = -143/27*z^3 + 265/52*z + 1
*
[ -1/2 ] 
f(z) = -158/31*z^3 + 265/62*z + 1
*
[ -1/2 ] 
f(z) = -158/33*z^3 + 277/66*z + 1
*
[ -5/12 ] 
f(z) = -156/25*z^3 + 269/60*z + 1
*
-4/5 | 0.18705186805446423000661066498450744909 | 0.028115995659186977592790843537660483721
f(z) = -155/24*z^3 + 263/60*z + 1
*
[ -1/2 ] 
f(z) = -154/31*z^3 + 263/62*z + 1
*
[ 8/9 ] 
f(z) = -153/32*z^3 + 263/72*z + 1
*
-2/9 | 0.21165652576399364759952288393353468905 | 0.029284229278999124625280518567848876269
f(z) = -153/32*z^3 + 269/72*z + 1
*
[ -1/2 ] 
f(z) = -150/31*z^3 + 261/62*z + 1
*
[ -2/5 ] 
f(z) = -150/31*z^3 + 265/62*z + 1
*
-5/21 | 0.16134300126715829506188721301028751982 | 0.026497259351421367361033138463896534870
f(z) = -147/20*z^3 + 277/60*z + 1
*
-4/7 | 0.14825140685444181747111531095476668278 | 0.024347235056887695058297102635479304677
f(z) = -147/22*z^3 + 265/66*z + 1
*
[ -1/2 ] 
f(z) = -146/33*z^3 + 271/66*z + 1
*
[ -6/11 ] 
f(z) = -143/36*z^3 + 265/66*z + 1
*
[ -1/2 ] 
f(z) = -142/33*z^3 + 269/66*z + 1
*
[ 2/3 ] 
f(z) = -157/20*z^3 + 269/90*z + 1
*
[ 4/5 ] 
f(z) = -151/32*z^3 + 277/100*z + 1
*
[ 4/5 ] 
f(z) = -149/32*z^3 + 273/100*z + 1
*
[ 4/5 ] 
f(z) = -147/32*z^3 + 269/100*z + 1
*
[ 17/21 ] 
f(z) = -147/34*z^3 + 265/102*z + 1
*
0 | 0.17246609521297203404546629067867969380 | 0.028323998055658206823204231286394403296
f(z) = -147/34*z^3 + 271/102*z + 1
*
[ 4/5 ] 
f(z) = -143/32*z^3 + 261/100*z + 1
*
[ 5/8 ] 
f(z) = -146/25*z^3 + 269/160*z + 1
*
[ 2/3 ] 
f(z) = -141/35*z^3 + 271/210*z + 1
*
[ 2/3 ] 
f(z) = -141/37*z^3 + 265/222*z + 1
*
[ -9/4 ] 
f(z) = -160/27*z^3 + 283/9*z + 1
*
[ -5/3 ] 
f(z) = -159/25*z^3 + 289/15*z + 1
*
[ -5/3 ] 
f(z) = -156/25*z^3 + 284/15*z + 1
*
-2 | 0.10703338924528142705457183638814613034 | 0.016740731986817417110867711343074548800
f(z) = -153/28*z^3 + 299/14*z + 1
*
[ -8/3 ] 
f(z) = -153/32*z^3 + 283/8*z + 1
*
-2 | 0.10671490904236028029560880848572301233 | 0.016708458655049317758254684451700383340
f(z) = -151/20*z^3 + 297/10*z + 1
*
-2 | 0.10679309158749965244386440374764717507 | 0.016738407604220192186022577826855172896
f(z) = -151/28*z^3 + 295/14*z + 1
*
-2 | 0.093298829555475509548045906350112357655 | 0.014638968800538974472965415447973509029
f(z) = -151/36*z^3 + 293/18*z + 1
*
-2 | 0.10647077072472033030957835371926937854 | 0.016705700363387325150197110047576915396
f(z) = -149/20*z^3 + 293/10*z + 1
*
-2 | 0.10654961510356526541861649262282224949 | 0.016736057440042316118875705483828603052
f(z) = -149/28*z^3 + 291/14*z + 1
*
-2 | 0.093055779778795307949731549434737139451 | 0.014632392311251131304363956577440160179
f(z) = -149/36*z^3 + 289/18*z + 1
*
-2 | 0.10622335981560706153814590675175237331 | 0.016702905258930849540985990121901208304
f(z) = -147/20*z^3 + 289/10*z + 1
*
[ 2 ] 
f(z) = -147/20*z^3 + 299/10*z + 1
*
[ 4 ] 
f(z) = -147/32*z^3 + 297/4*z + 1
*
[ -4 ] 
f(z) = -147/32*z^3 + 299/4*z + 1
*
-2 | 0.10605277911056470092813355541557691045 | 0.016731277914648818562633956339249951624
f(z) = -145/28*z^3 + 283/14*z + 1
*
[ 2 ] 
f(z) = -145/28*z^3 + 297/14*z + 1
*
[ 4 ] 
f(z) = -145/32*z^3 + 293/4*z + 1
*
[ -4 ] 
f(z) = -145/32*z^3 + 295/4*z + 1
*
-2 | 0.092559793154001020149244720248356879180 | 0.014618931708209979133268900843211638602
f(z) = -145/36*z^3 + 281/18*z + 1
*
[ 2 ] 
f(z) = -145/36*z^3 + 299/18*z + 1
*
-2 | 0.10571835961244096590675088044969666230 | 0.016697201093641949644771060338326105492
f(z) = -143/20*z^3 + 281/10*z + 1
*
[ 2 ] 
f(z) = -143/20*z^3 + 291/10*z + 1
*
[ 2 ] 
f(z) = -143/28*z^3 + 293/14*z + 1
*
[ 4 ] 
f(z) = -143/32*z^3 + 289/4*z + 1
*
[ -4 ] 
f(z) = -143/32*z^3 + 291/4*z + 1
*
[ 2 ] 
f(z) = -143/36*z^3 + 295/18*z + 1
*
[ 2 ] 
f(z) = -141/20*z^3 + 287/10*z + 1
*
[ -2 ] 
f(z) = -141/20*z^3 + 297/10*z + 1
*
[ 2 ] 
f(z) = -141/28*z^3 + 289/14*z + 1
*
[ 4 ] 
f(z) = -141/32*z^3 + 285/4*z + 1
*
[ -4 ] 
f(z) = -141/32*z^3 + 287/4*z + 1
*
[ -21/20 ] 
f(z) = -160/27*z^3 + 297/35*z + 1
*
-4/3 | 0.11824299980430166719625120431011300489 | 0.020816796943211762273778092079415607962
f(z) = -153/28*z^3 + 293/28*z + 1
*
[ -1/7 ] 
f(z) = -147/37*z^3 + 299/37*z + 1
*
[ -6/5 ] 
f(z) = -145/27*z^3 + 287/30*z + 1
*
[ 4/3 ] 
f(z) = -145/32*z^3 + 299/36*z + 1
*
[ -5/4 ] 
f(z) = -144/35*z^3 + 288/35*z + 1
*
[ -2/13 ] 
f(z) = -143/24*z^3 + 298/39*z + 1
*
[ 4/3 ] 
f(z) = -143/32*z^3 + 295/36*z + 1
*
-7/8 | 0.13436713234926532928025618522288645007 | 0.023293976262285871240987408397307751529
f(z) = -160/21*z^3 + 293/42*z + 1
*
-7/8 | 0.060735557125277195355598453050298012305 | 0.010529156953915225542791306966563341992
f(z) = -160/21*z^3 + 299/42*z + 1
*
[ -15/16 ] 
f(z) = -160/27*z^3 + 291/40*z + 1
*
[ -3/14 ] 
f(z) = -160/27*z^3 + 291/49*z + 1
*
[ -2/3 ] 
f(z) = -153/29*z^3 + 281/58*z + 1
*
[ -5/6 ] 
f(z) = -152/25*z^3 + 289/45*z + 1
*
[ -1/4 ] 
f(z) = -152/27*z^3 + 289/54*z + 1
*
[ -5/6 ] 
f(z) = -148/25*z^3 + 284/45*z + 1
*
[ -3/14 ] 
f(z) = -148/27*z^3 + 290/49*z + 1
*
[ -2/7 ] 
f(z) = -147/29*z^3 + 285/58*z + 1
*
[ 12/11 ] 
f(z) = -143/27*z^3 + 281/44*z + 1
*
[ -3/8 ] 
f(z) = -160/33*z^3 + 287/66*z + 1
*
[ -1/3 ] 
f(z) = -159/20*z^3 + 293/60*z + 1
*
[ -1/2 ] 
f(z) = -158/35*z^3 + 289/70*z + 1
*
[ -3/8 ] 
f(z) = -157/27*z^3 + 287/64*z + 1
*
[ -5/13 ] 
f(z) = -156/25*z^3 + 294/65*z + 1
*
[ -6/11 ] 
f(z) = -154/27*z^3 + 299/66*z + 1
*
[ -1/2 ] 
f(z) = -154/37*z^3 + 299/74*z + 1
*
[ -2/3 ] 
f(z) = -153/31*z^3 + 291/62*z + 1
*
-8/9 | 0.12058815751320914733654317369753435851 | 0.016684254077223527372584672895799139639
f(z) = -153/32*z^3 + 281/72*z + 1
*
-12/19 | 0.25949451722564836242713618170107278069 | 0.027739735822108014889191626207975132992
f(z) = -152/27*z^3 + 291/76*z + 1
*
-1/4 | 0.15302011154167730868315174846998003960 | 0.026765676070458576620129590906697532801
f(z) = -152/33*z^3 + 283/66*z + 1
*
-1/4 | 0.14890221875633665910534739048660489405 | 0.026045390460450465530430698957774443219
f(z) = -152/35*z^3 + 299/70*z + 1
*
[ -3/8 ] 
f(z) = -151/27*z^3 + 285/64*z + 1
*
[ -1/2 ] 
f(z) = -150/37*z^3 + 297/74*z + 1
*
[ -3/7 ] 
f(z) = -147/20*z^3 + 281/60*z + 1
*
-10/21 | 0.17882923637391624902270530930903214092 | 0.023922557988960069124226160354873378981
f(z) = -147/25*z^3 + 281/60*z + 1
*
-5/14 | 0.19594242196318886564648145044691584402 | 0.026211843471224327763422067185015465003
f(z) = -147/25*z^3 + 293/60*z + 1
*
-1/3 | 0.16796516143450244572638551394047906334 | 0.027584812539614644041421942408310405681
f(z) = -147/26*z^3 + 283/78*z + 1
*
[ -4/7 ] 
f(z) = -147/34*z^3 + 283/68*z + 1
*
[ -1/2 ] 
f(z) = -146/35*z^3 + 283/70*z + 1
*
[ -1/2 ] 
f(z) = -146/37*z^3 + 295/74*z + 1
*
[ -3/8 ] 
f(z) = -145/27*z^3 + 283/64*z + 1
*
[ -3/10 ] 
f(z) = -145/27*z^3 + 289/60*z + 1
*
[ -2/3 ] 
f(z) = -144/31*z^3 + 283/62*z + 1
*
[ -5/13 ] 
f(z) = -143/25*z^3 + 289/65*z + 1
*
[ -1/2 ] 
f(z) = -142/35*z^3 + 281/70*z + 1
*
[ -1/2 ] 
f(z) = -142/37*z^3 + 293/74*z + 1
*
[ -1/3 ] 
f(z) = -141/20*z^3 + 287/60*z + 1
*
-2/3 | 0.16172050425376510241623613657786353984 | 0.026742277383574199248261343038055309175
f(z) = -141/22*z^3 + 287/66*z + 1
*
-1/3 | 0.14674168785897220335966866380956838931 | 0.024265364114254766388602428249558889105
f(z) = -141/26*z^3 + 281/78*z + 1
*
0 | 0.15454604587453764019109428245473762196 | 0.025555901191269307020498453257714238218
f(z) = -141/26*z^3 + 293/78*z + 1
*
0 | 0.17051805621007828159435691821925168121 | 0.027647766562439727015751444885608826968
f(z) = -159/28*z^3 + 281/84*z + 1
*
-2/5 | 0.19352965800793352769284442893630970513 | 0.029089680210467891868146727387513587027
f(z) = -155/36*z^3 + 287/90*z + 1
*
-2/5 | 0.19753289797447299466067231737866767895 | 0.029992066457738201544843480068751956528
f(z) = -145/36*z^3 + 283/90*z + 1
*
-1/3 | 0.12729393229102730056762710615703933829 | 0.021049462232883876584384525951245452329
f(z) = -141/28*z^3 + 299/84*z + 1
*
[ 4/5 ] 
f(z) = -159/32*z^3 + 293/100*z + 1
*
0 | 0.17749309761714367245906869796042978790 | 0.028778698505203083519790035876509601010
f(z) = -159/38*z^3 + 287/114*z + 1
*
[ 4/5 ] 
f(z) = -157/32*z^3 + 289/100*z + 1
*
[ 4/5 ] 
f(z) = -153/32*z^3 + 281/100*z + 1
*
0 | 0.16999737548702165955132336917516280449 | 0.028110949756995391613174332401439227503
f(z) = -141/34*z^3 + 287/102*z + 1
*
-3/16 | 0.24507551829668251332317786210285737540 | 0.027963718471889374867888232963744037150
f(z) = -160/27*z^3 + 281/120*z + 1
*
[ 3/4 ] 
f(z) = -148/33*z^3 + 289/132*z + 1
*
[ 3/4 ] 
f(z) = -148/39*z^3 + 281/156*z + 1
*
7/8 | 0.18181953902426718662574710755665647118 | 0.028605484477328831239812072092058966336
f(z) = -144/35*z^3 + 281/140*z + 1
*
[ 5/8 ] 
f(z) = -158/25*z^3 + 299/160*z + 1
*
[ 5/8 ] 
f(z) = -154/25*z^3 + 289/160*z + 1
*
[ 2/3 ] 
f(z) = -141/29*z^3 + 289/174*z + 1
*
[ 2/3 ] 
f(z) = -147/31*z^3 + 299/186*z + 1
*
[ 5/7 ] 
f(z) = -147/38*z^3 + 299/190*z + 1
*
[ 2/3 ] 
f(z) = -141/31*z^3 + 283/186*z + 1
*
[ 2/3 ] 
f(z) = -150/37*z^3 + 289/222*z + 1
*
[ 2/3 ] 
f(z) = -147/37*z^3 + 281/222*z + 1
*
[ 2/3 ] 
f(z) = -159/40*z^3 + 19/15*z + 1
*
[ 2/3 ] 
f(z) = -153/40*z^3 + 6/5*z + 1
*
-2/3 | 0.13452036655573015669174865712063897478 | 0.026741283494160414015659459904428546633
f(z) = -153/40*z^3 + 16/5*z + 1
*
[ 2/3 ] 
f(z) = -153/56*z^3 + 5/7*z + 1
*
[ 7/10 ] 
f(z) = -150/49*z^3 + 15/14*z + 1
*
-2/7 | 0.14540250870668018976848361128006396307 | 0.028942270442806436342176441952276741249
f(z) = -147/40*z^3 + 19/5*z + 1
*
[ 5/7 ] 
f(z) = -147/50*z^3 + 11/10*z + 1
*
[ 2/3 ] 
f(z) = -141/40*z^3 + 16/15*z + 1
*
[ 2/3 ] 
f(z) = -159/56*z^3 + 16/21*z + 1
*
[ 2/3 ] 
f(z) = -141/56*z^3 + 13/21*z + 1
*
[ 7/8 ] 
f(z) = -160/49*z^3 + 33/14*z + 1
*
6/5 | 0.20220048940840232380791272175380875941 | 0.029768880475293196986533968759430909192
f(z) = -155/54*z^3 + 33/10*z + 1
*
[ -3/5 ] 
f(z) = -155/54*z^3 + 37/10*z + 1
*
[ -2/3 ] 
f(z) = -153/40*z^3 + 21/5*z + 1
*
[ -2/3 ] 
f(z) = -153/56*z^3 + 26/7*z + 1
*
-2/21 | 0.077346454928069267746424687482110131029 | 0.012702559516346671681523116953537806539
f(z) = -147/40*z^3 + 23/15*z + 1
*
[ -2/7 ] 
f(z) = -147/40*z^3 + 24/5*z + 1
*
10/7 | 0.13548994858745150480872535953648900327 | 0.024574535162297197586411966969004131855
f(z) = -147/40*z^3 + 31/5*z + 1
*
-2/7 | 0.12092758050135108821276858105973702344 | 0.019859860285965915011000986618522721955
f(z) = -147/40*z^3 + 32/15*z + 1
*
-10/7 | 0.11969411424748373351862470969506237638 | 0.021136314595049114235887326202682332045
f(z) = -147/40*z^3 + 36/5*z + 1
*
[ 10/7 ] 
f(z) = -147/40*z^3 + 39/5*z + 1
*
[ -5/7 ] 
f(z) = -147/50*z^3 + 39/10*z + 1
*
[ -7/12 ] 
f(z) = -144/49*z^3 + 26/7*z + 1
*
[ 7/6 ] 
f(z) = -144/49*z^3 + 29/7*z + 1
*
[ 2/3 ] 
f(z) = -153/44*z^3 + 23/22*z + 1
*
[ 2/3 ] 
f(z) = -153/52*z^3 + 21/26*z + 1
*
[ 3/4 ] 
f(z) = -149/54*z^3 + 39/32*z + 1
*
[ 3/4 ] 
f(z) = -143/54*z^3 + 37/32*z + 1
*
0 | 0.13379978668395845117546990355330822189 | 0.026462278899184456523286268198731759471
f(z) = -157/59*z^3 + 39/59*z + 1
*
0 | 0.13368720352939015798474936448510731677 | 0.026473468419192501318097994085167085240
f(z) = -156/59*z^3 + 38/59*z + 1
*
0 | 0.12072313533525299414816206388060472584 | 0.023936735955543675115907367344626441220
f(z) = -155/58*z^3 + 39/58*z + 1
*
0 | 0.13357393092253373734668425075559196814 | 0.026484765377884061415205991293556742730
f(z) = -155/59*z^3 + 37/59*z + 1
*
0 | 0.13345996035759160704160630630779559291 | 0.026496171572795756454537210264612840840
f(z) = -154/59*z^3 + 36/59*z + 1
*
0 | 0.12049430075893618953410809678382499545 | 0.023953043977845793920780221893881949362
f(z) = -153/58*z^3 + 37/58*z + 1
*
[ 2/3 ] 
f(z) = -153/58*z^3 + 39/58*z + 1
*
0 | 0.097886104203199451212363718021859437748 | 0.019509795623705857834628356074256131491
f(z) = -151/56*z^3 + 39/56*z + 1
*
0 | 0.11273858144367652959350950338286665328 | 0.022470060493027108609578172310112884649
f(z) = -151/57*z^3 + 37/57*z + 1
*
0 | 0.12026259961538909474400944125152606663 | 0.023969681486160505667964205491758052744
f(z) = -151/58*z^3 + 35/58*z + 1
*
0 | 0.13281535615114453508018788872388606032 | 0.026542122563013801700185332233992537515
f(z) = -149/55*z^3 + 39/55*z + 1
*
0 | 0.10430680409959542593313800777150257340 | 0.020844908742458501744340287120372930033
f(z) = -149/56*z^3 + 37/56*z + 1
*
0 | 0.11250271062888569486134747659069569259 | 0.022482797326425174063493206983182333024
f(z) = -149/57*z^3 + 35/57*z + 1
*
0 | 0.13269660879674223011600160064117549946 | 0.026554126886586997256373780165919037158
f(z) = -148/55*z^3 + 38/55*z + 1
*
0 | 0.13257709419501119702899162761528348010 | 0.026566252902854680801792564475649072287
f(z) = -147/55*z^3 + 37/55*z + 1
*
0 | 0.13245680235605653804698527417456847151 | 0.026578502761249545273884707408594890266
f(z) = -146/55*z^3 + 36/55*z + 1
*
0 | 0.13230279204287886349310259834273095801 | 0.026584261664464629409282195203139231015
f(z) = -145/53*z^3 + 39/53*z + 1
*
0 | 0.10592074674893500576998606733204910528 | 0.021283185364346510546618947897331859400
f(z) = -145/54*z^3 + 37/54*z + 1
*
0 | 0.13218070230309465213064954855048517198 | 0.026596713867374382516187208551563749560
f(z) = -144/53*z^3 + 38/53*z + 1
*
0 | 0.13205780138470881557939872791604758945 | 0.026609295922647666253931617525633040595
f(z) = -143/53*z^3 + 37/53*z + 1
*
0 | 0.10567597041049514738492244441041887576 | 0.021293427113586836318003756796670600837
f(z) = -143/54*z^3 + 35/54*z + 1
*
0 | 0.13193407842494851107527529554738326549 | 0.026622010189517745670353023726847533872
f(z) = -142/53*z^3 + 36/53*z + 1
*
0 | 0.10612177596648972989659902451214065595 | 0.021444114953489943086886673091148820764
f(z) = -141/52*z^3 + 37/52*z + 1
*
0 | 0.13180952234115172677532550996773520791 | 0.026634859088117784589755274951925650989
f(z) = -141/53*z^3 + 35/53*z + 1
*
-2/3 | 0.16012450701679754489451953998023240323 | 0.025962558390133130260910535336194685113
f(z) = -159/40*z^3 + 49/15*z + 1
*
[ -3 ] 
f(z) = -157/54*z^3 + 55/2*z + 1
*
[ 3/2 ] 
f(z) = -157/54*z^3 + 55/8*z + 1
*
[ 6/5 ] 
f(z) = -155/54*z^3 + 43/10*z + 1
*
[ 3 ] 
f(z) = -155/54*z^3 + 53/2*z + 1
*
[ -3 ] 
f(z) = -151/54*z^3 + 53/2*z + 1
*
[ 3/2 ] 
f(z) = -151/54*z^3 + 53/8*z + 1
*
[ 7/5 ] 
f(z) = -150/49*z^3 + 44/7*z + 1
*
[ -7/5 ] 
f(z) = -150/49*z^3 + 54/7*z + 1
*
[ -7/10 ] 
f(z) = -150/49*z^3 + 55/14*z + 1
*
[ 3 ] 
f(z) = -149/54*z^3 + 51/2*z + 1
*
-6/7 | 0.17330423203044227127399698895471904545 | 0.028461644736642591974526163670014286069
f(z) = -147/40*z^3 + 43/15*z + 1
*
[ -10/7 ] 
f(z) = -147/40*z^3 + 46/5*z + 1
*
-2/3 | 0.13486533144969503191582936839089387961 | 0.022148848334739511636110220942437516494
f(z) = -147/40*z^3 + 47/15*z + 1
*
[ -10/21 ] 
f(z) = -147/40*z^3 + 59/15*z + 1
*
[ -3 ] 
f(z) = -145/54*z^3 + 51/2*z + 1
*
[ 3/2 ] 
f(z) = -145/54*z^3 + 51/8*z + 1
*
[ -6/5 ] 
f(z) = -145/54*z^3 + 57/10*z + 1
*
[ -7/6 ] 
f(z) = -144/49*z^3 + 41/7*z + 1
*
[ 3 ] 
f(z) = -143/54*z^3 + 49/2*z + 1
*
-2/3 | 0.16120581251638577329993338155560332153 | 0.026657167401562061807573228409048022534
f(z) = -141/40*z^3 + 46/15*z + 1
*
[ 7/10 ] 
f(z) = -160/49*z^3 + 41/35*z + 1
*
[ 3/4 ] 
f(z) = -155/54*z^3 + 41/32*z + 1
*
[ 3/4 ] 
f(z) = -152/45*z^3 + 47/30*z + 1
*
20/21 | 0.060566818518659142369385031551667441732 | 0.0099468504104618595244772027240698875308
f(z) = -147/50*z^3 + 41/30*z + 1
*
-5/7 | 0.18046161458524440029921123593437388788 | 0.029637097160004290851785879456184897479
f(z) = -147/50*z^3 + 47/30*z + 1
*
[ 7/8 ] 
f(z) = -144/49*z^3 + 59/28*z + 1
*
0 | 0.11366982291875155128341151383798037921 | 0.022397227574266730115015641739037799405
f(z) = -160/51*z^3 + 58/51*z + 1
*
0 | 0.13404357300395874689732761182764149170 | 0.026411622120528890417938558936562346486
f(z) = -160/53*z^3 + 54/53*z + 1
*
0 | 0.11375994457437639683142932239839512084 | 0.022414984927789151967419992204417585279
f(z) = -160/57*z^3 + 46/57*z + 1
*
0 | 0.13413348219374267867802673674136117544 | 0.026429337610294789090368754057509375911
f(z) = -160/59*z^3 + 42/59*z + 1
*
0 | 0.12105161281437242796566174383162075976 | 0.023881219290226592175321345020579876040
f(z) = -159/50*z^3 + 59/50*z + 1
*
0 | 0.10824653160143558818383514245192551487 | 0.021355016248683987335979659023302966701
f(z) = -159/52*z^3 + 55/52*z + 1
*
0 | 0.13396269792123882788576242573877398740 | 0.026428334917547229544070301968057372213
f(z) = -159/55*z^3 + 49/55*z + 1
*
0 | 0.095471559345586442662297543383683642679 | 0.018834753141274386279046659681213105186
f(z) = -159/56*z^3 + 47/56*z + 1
*
0 | 0.12117248279008176510124669609526363683 | 0.023905064675912988627348463899596973917
f(z) = -159/58*z^3 + 43/58*z + 1
*
0 | 0.13402291788967038139388589596941691352 | 0.026440215191079559579089499218968785134
f(z) = -159/59*z^3 + 41/59*z + 1
*
0 | 0.11344660992513694093814372339240596205 | 0.022408786242044386646254633775843244544
f(z) = -158/51*z^3 + 56/51*z + 1
*
0 | 0.13382071735650092209762892666198774935 | 0.026433225743614026591398913361502535073
f(z) = -158/53*z^3 + 52/53*z + 1
*
0 | 0.13385111344377455707970321531163758805 | 0.026439229796293598892469618722719605613
f(z) = -158/55*z^3 + 48/55*z + 1
*
0 | 0.11353779867910830936998518287192130640 | 0.022426798497296185037313472411218480177
f(z) = -158/57*z^3 + 44/57*z + 1
*
0 | 0.13391168873733967496294351567217069209 | 0.026451195061769099393217713658242023133
f(z) = -158/59*z^3 + 40/59*z + 1
*
[ 2/3 ] 
f(z) = -157/40*z^3 + 56/45*z + 1
*
0 | 0.13364689858977139202971783660818612193 | 0.026432041426547082005771821883137037973
f(z) = -157/49*z^3 + 59/49*z + 1
*
0 | 0.12082686375741973095432617361465409006 | 0.023896556537977956901849957658130492259
f(z) = -157/50*z^3 + 57/50*z + 1
*
0 | 0.11333295179333820899836783231531575617 | 0.022414446638147782182751435899030756906
f(z) = -157/51*z^3 + 55/51*z + 1
*
0 | 0.10802214499888722161727746042989305087 | 0.021364100788894683329755068205546960519
f(z) = -157/52*z^3 + 53/52*z + 1
*
0 | 0.13370827471970741509782775759280436713 | 0.026444180102612059244240952074821975714
f(z) = -157/53*z^3 + 51/53*z + 1
*
0 | 0.10732505103701338970018373827763796851 | 0.021226232894668403438942962460978471731
f(z) = -157/54*z^3 + 49/54*z + 1
*
0 | 0.13373885183782637398929337486311681045 | 0.026450227498109844489847164519511537816
f(z) = -157/55*z^3 + 47/55*z + 1
*
0 | 0.10522953754842403381750539633886856698 | 0.020811792305887533659554886636713747235
f(z) = -157/56*z^3 + 45/56*z + 1
*
0 | 0.11342571726481985790150693874283234695 | 0.022432793347357117901843176440630368976
f(z) = -157/57*z^3 + 43/57*z + 1
*
0 | 0.12094917348167120889688170906825872177 | 0.023920746367539269621695389737526634823
f(z) = -157/58*z^3 + 41/58*z + 1
*
0 | 0.13353339936891422924376174581555750819 | 0.026443011281354287992429749794043448531
f(z) = -156/49*z^3 + 58/49*z + 1
*
0 | 0.13359514450456516566179167811337596414 | 0.026455238389525747840863452087198927136
f(z) = -156/53*z^3 + 50/53*z + 1
*
0 | 0.13362590482718876811669576783923487115 | 0.026461329716205051796556735716000076830
f(z) = -156/55*z^3 + 46/55*z + 1
*
0 | 0.087387866078234764398095403710237981640 | 0.017327087059362397436089689957249387436
f(z) = -155/48*z^3 + 59/48*z + 1
*
0 | 0.13341919962910636777840920048346023981 | 0.026454085574012622856456562741800196649
f(z) = -155/49*z^3 + 57/49*z + 1
*
0 | 0.11310665857007279589452380893821264347 | 0.022426556545993387478600990906464851956
f(z) = -155/51*z^3 + 53/51*z + 1
*
0 | 0.10779500355915978944228179163980870954 | 0.021373372472119875335124990935604168912
f(z) = -155/52*z^3 + 51/52*z + 1
*
0 | 0.13348131824259568734889952991478894897 | 0.026466402325436358566458161039382642161
f(z) = -155/53*z^3 + 49/53*z + 1
*
0 | 0.10709827908741188518478801377340153528 | 0.021235227371202129332384028537980280584
f(z) = -155/54*z^3 + 47/54*z + 1
*
0 | 0.10215067582422900144377341188619439313 | 0.020254226732056106921462219254482736662
f(z) = -155/56*z^3 + 43/56*z + 1
*
0 | 0.11319949630925408119521373640677206490 | 0.022444964222726772748529316289106350507
f(z) = -155/57*z^3 + 41/57*z + 1
*
0 | 0.11299193907064101495665267898125962356 | 0.022432599230037828696698979041120199074
f(z) = -154/51*z^3 + 52/51*z + 1
*
0 | 0.13336678730776402261083225033265852822 | 0.026477673671945361841352059784585120420
f(z) = -154/53*z^3 + 48/53*z + 1
*
0 | 0.11308533983256390260130806570033481373 | 0.022451142339194371376037343183564480398
f(z) = -154/57*z^3 + 40/57*z + 1
*
[ 2/3 ] 
f(z) = -153/46*z^3 + 45/46*z + 1
*
0 | 0.13315710656776648767492390707491181154 | 0.026470281245595478763390340071554404818
f(z) = -153/47*z^3 + 59/47*z + 1
*
0 | 0.13318866359718701803166104563768689137 | 0.026476554462741511112541296770763695883
f(z) = -153/49*z^3 + 55/49*z + 1
*
[ 2/3 ] 
f(z) = -153/50*z^3 + 43/50*z + 1
*
0 | 0.12036900590601086734994984568524889635 | 0.023928136632822710858131485982281564618
f(z) = -153/50*z^3 + 53/50*z + 1
*
0 | 0.10756503873555582413486391458942817232 | 0.021382837919165018204972016798663727494
f(z) = -153/52*z^3 + 49/52*z + 1
*
0 | 0.13325154291254273921914620750223092746 | 0.026489054232411328658946297591798094861
f(z) = -153/53*z^3 + 47/53*z + 1
*
0 | 0.13328286629016348242126522960796575770 | 0.026495281001951121096617735488966293056
f(z) = -153/55*z^3 + 43/55*z + 1
*
0 | 0.10477392381316253635405337274255086605 | 0.020827992602314213795258557384374971346
f(z) = -153/56*z^3 + 41/56*z + 1
*
0 | 0.13304055725494040777401482402516034668 | 0.026481632415997350895947756487776763147
f(z) = -152/47*z^3 + 58/47*z + 1
*
0 | 0.13307230939444984149503452044544903553 | 0.026487952657766174858672618724086232930
f(z) = -152/49*z^3 + 54/49*z + 1
*
0 | 0.11276034376189409347209526141561823492 | 0.022444869716547225966550888346785951406
f(z) = -152/51*z^3 + 50/51*z + 1
*
0 | 0.13313557610385215348824655451536146773 | 0.026500545853233262652638603745765601378
f(z) = -152/53*z^3 + 46/53*z + 1
*
0 | 0.13316709178507881280648516481013984235 | 0.026506819028141759576533226884919985729
f(z) = -152/55*z^3 + 42/55*z + 1
*
[ 2/3 ] 
f(z) = -151/40*z^3 + 53/45*z + 1
*
0 | 0.12007185725459244782582103817862589217 | 0.023931664399810836518353689251862349487
f(z) = -151/46*z^3 + 59/46*z + 1
*
0 | 0.13292326916170977001271081185241398235 | 0.026493094562190551635175419140619456254
f(z) = -151/47*z^3 + 57/47*z + 1
*
0 | 0.086923497886087410690954164614694202763 | 0.017324825545562611282207274765210708955
f(z) = -151/48*z^3 + 55/48*z + 1
*
0 | 0.13295521884313489041808641789909475365 | 0.026499462491121022202846207552356532325
f(z) = -151/49*z^3 + 53/49*z + 1
*
0 | 0.12013575676124469498009003278776200774 | 0.023944400286333126237115390114643917752
f(z) = -151/50*z^3 + 51/50*z + 1
*
0 | 0.11264344978995082683597693735630244580 | 0.022451099690197722407884679466231465532
f(z) = -151/51*z^3 + 49/51*z + 1
*
0 | 0.10733217938849484159526480154447154155 | 0.021392504081779816748724325897809322385
f(z) = -151/52*z^3 + 47/52*z + 1
*
0 | 0.13301887775887207688924857439420082049 | 0.026512150425182439534764256277175562340
f(z) = -151/53*z^3 + 45/53*z + 1
*
0 | 0.10663622137291690971768085809940106106 | 0.021253791863563234117542189501905123266
f(z) = -151/54*z^3 + 43/54*z + 1
*
0 | 0.13305058812464032614736695588959952858 | 0.026518470655825261257655285909151028018
f(z) = -151/55*z^3 + 41/55*z + 1
*
0 | 0.13280523285495119334831359818315195353 | 0.026504669579809167906890156084021466024
f(z) = -150/47*z^3 + 56/47*z + 1
*
0 | 0.13283738255595010447436196375008830417 | 0.026511085872177680792915846797587089439
f(z) = -150/49*z^3 + 52/49*z + 1
*
0 | 0.13290143858072017267463447235959009708 | 0.026523869884784932759786060040178320806
f(z) = -150/53*z^3 + 44/53*z + 1
*
[ 2/3 ] 
f(z) = -149/40*z^3 + 52/45*z + 1
*
0 | 0.11909088888584405840052275561550431867 | 0.023799393839287550857340676079210838886
f(z) = -149/45*z^3 + 59/45*z + 1
*
0 | 0.11983482478200858256499141976448140520 | 0.023948063679185835478391770697403915669
f(z) = -149/46*z^3 + 57/46*z + 1
*
0 | 0.13268643871957421204229592737040903196 | 0.026516359410556080627596799048108814168
f(z) = -149/47*z^3 + 55/47*z + 1
*
0 | 0.086686868974475049799482711250872452655 | 0.017323700870146766783898167124838486606
f(z) = -149/48*z^3 + 53/48*z + 1
*
0 | 0.13271879096479741401429330796890758704 | 0.026522824756753893046236446742512910665
f(z) = -149/49*z^3 + 51/49*z + 1
*
0 | 0.11989952942159061886935816611889881505 | 0.023960994401385063960093844451194091598
f(z) = -149/50*z^3 + 49/50*z + 1
*
0 | 0.11240638888060481530247712384477460845 | 0.022463548169381575397742319474173957359
f(z) = -149/51*z^3 + 47/51*z + 1
*
0 | 0.10709635165296165321685178058200869740 | 0.021402378264074234315371043288262940129
f(z) = -149/52*z^3 + 45/52*z + 1
*
0 | 0.13278324909399178837027335638235607455 | 0.026535706215757117794631529763185883525
f(z) = -149/53*z^3 + 43/53*z + 1
*
0 | 0.10640079129452921032478279860187157330 | 0.021263375901557672132194668259633020282
f(z) = -149/54*z^3 + 41/54*z + 1
*
0 | 0.11897112097522710511968029980020082160 | 0.023807497952375944090119251083002606982
f(z) = -148/45*z^3 + 58/45*z + 1
*
0 | 0.13256687695380742955774984597930955765 | 0.026528166043655447951120898799339394336
f(z) = -148/47*z^3 + 54/47*z + 1
*
0 | 0.13259943431609596539221213241423319855 | 0.026534681148578940070434338447753902461
f(z) = -148/49*z^3 + 50/49*z + 1
*
0 | 0.11228826994866853529817680864807623473 | 0.022470182132985154192479872870706825367
f(z) = -148/51*z^3 + 46/51*z + 1
*
0 | 0.13266429964015589781243197297225158869 | 0.026547661450496567650070210411913496048
f(z) = -148/53*z^3 + 42/53*z + 1
*
[ 5/7 ] 
f(z) = -147/40*z^3 + 59/40*z + 1
*
0 | 0.10672641684347862182639210272341174605 | 0.021386205501749744956593763033133114725
f(z) = -147/44*z^3 + 59/44*z + 1
*
0 | 0.11959471642192708555374511738941490757 | 0.023964799512325247992597341990890020987
f(z) = -147/46*z^3 + 55/46*z + 1
*
0 | 0.13244653756433093690057355537196438586 | 0.026540091517361538042036976690368711619
f(z) = -147/47*z^3 + 53/47*z + 1
*
0 | 0.11966024677990752270490970058437025004 | 0.023977930710240644782342552934228585055
f(z) = -147/50*z^3 + 47/50*z + 1
*
0 | 0.10685747879736815467117339119590746955 | 0.021412468145640929497405647133114120875
f(z) = -147/52*z^3 + 43/52*z + 1
*
0 | 0.13254458037280154214414113102812645556 | 0.026559737671630879788045503676564320601
f(z) = -147/53*z^3 + 41/53*z + 1
*
[ 5/7 ] 
f(z) = -147/55*z^3 + 53/55*z + 1
*
0 | 0.11872923411726739136938793171196491964 | 0.023823957854155040844219776664831640473
f(z) = -146/45*z^3 + 56/45*z + 1
*
0 | 0.13232541036124893558009464929619621756 | 0.026552137920526510346864731391142888513
f(z) = -146/47*z^3 + 52/47*z + 1
*
0 | 0.13235838587517669295307728846697893205 | 0.026558754717643706097230981227317250240
f(z) = -146/49*z^3 + 48/49*z + 1
*
0 | 0.11204763756858823942663189248137955605 | 0.022483242774522860823044382742597389319
f(z) = -146/51*z^3 + 44/51*z + 1
*
0 | 0.13242408125272890212514667240093155597 | 0.026571937013627109653970321201782513293
f(z) = -146/53*z^3 + 40/53*z + 1
*
0 | 0.13213684557418248202232731894530507935 | 0.026550917210594837142819374197903801100
f(z) = -145/43*z^3 + 59/43*z + 1
*
0 | 0.10648272486199338495314724298911324918 | 0.021396106437111204067274317851174681393
f(z) = -145/44*z^3 + 57/44*z + 1
*
0 | 0.11935145122953754996184658290862112847 | 0.023981883983909417561856745345249470813
f(z) = -145/46*z^3 + 53/46*z + 1
*
0 | 0.13220348495289622469437856104059583102 | 0.026564307394229883436517429578771826083
f(z) = -145/47*z^3 + 51/47*z + 1
*
0 | 0.086203300320053824567964497388932485414 | 0.017321260244500527651995123170949035176
f(z) = -145/48*z^3 + 49/48*z + 1
*
0 | 0.13223667360412377742660703475385869903 | 0.026570976155900748010123567571706622029
f(z) = -145/49*z^3 + 47/49*z + 1
*
0 | 0.11192510374337077434890088407718402215 | 0.022489670843618982276574051566135567520
f(z) = -145/51*z^3 + 43/51*z + 1
*
0 | 0.10661548107315188097635543932561043987 | 0.021422781806546163291513588059248769841
f(z) = -145/52*z^3 + 41/52*z + 1
*
0 | 0.13201367619492005187048105050002579692 | 0.026563105742057310729114149170917809517
f(z) = -144/43*z^3 + 58/43*z + 1
*
0 | 0.13208075074047191601171518567473603305 | 0.026576602133472575081765031264349147655
f(z) = -144/47*z^3 + 50/47*z + 1
*
0 | 0.13211415530737689399443323223827233385 | 0.026583323626794633657228255518344139772
f(z) = -144/49*z^3 + 46/49*z + 1
*
[ 2/3 ] 
f(z) = -143/40*z^3 + 49/45*z + 1
*
0 | 0.098692667339873743128168941795023095922 | 0.019886310108947566701523029347875676563
f(z) = -143/42*z^3 + 59/42*z + 1
*
0 | 0.13188968146966043454869896104033665978 | 0.026575420206687649088231502525863258393
f(z) = -143/43*z^3 + 57/43*z + 1
*
0 | 0.11836036954308432743382328706009791974 | 0.023849299819181669764496000039504371266
f(z) = -143/45*z^3 + 53/45*z + 1
*
0 | 0.11910494501969292346361716367426328813 | 0.023999329798373180772159045955897566707
f(z) = -143/46*z^3 + 51/46*z + 1
*
0 | 0.13195719691249342941883344063157914307 | 0.026589024388938556879420494780306783869
f(z) = -143/47*z^3 + 49/47*z + 1
*
0 | 0.085958263506358197872053262853084245182 | 0.017320361589046262324925627184340592667
f(z) = -143/48*z^3 + 47/48*z + 1
*
0 | 0.13199082022824328993234366254088190339 | 0.026595799397679481263228095459084301467
f(z) = -143/49*z^3 + 45/49*z + 1
*
0 | 0.11917219181799988703813344666712221887 | 0.024012879849466245480411107318830216444
f(z) = -143/50*z^3 + 43/50*z + 1
*
0 | 0.11168071643653364552653882088606733503 | 0.022503367475093584884733575236408064667
f(z) = -143/51*z^3 + 41/51*z + 1
*
0 | 0.13176485025436639713766281772615814994 | 0.026587862877955984991239434793269091648
f(z) = -142/43*z^3 + 56/43*z + 1
*
0 | 0.11823576228063277832981603695460980040 | 0.023857927426923110939180384239213378914
f(z) = -142/45*z^3 + 52/45*z + 1
*
0 | 0.13183281243906349277328136559969400372 | 0.026601576468827332096835190174258430015
f(z) = -142/47*z^3 + 48/47*z + 1
*
0 | 0.13186665739306857454946037467146320134 | 0.026608405793905004106323212412713377345
f(z) = -142/49*z^3 + 44/49*z + 1
*
0 | 0.11155574048527763323699824219033250205 | 0.022510014814615683890367781609654536169
f(z) = -142/51*z^3 + 40/51*z + 1
*
0 | 0.13160482441717366275831272184612707394 | 0.026593495609486288152065370642901471326
f(z) = -141/41*z^3 + 59/41*z + 1
*
0 | 0.13163917117760137814895074789836480785 | 0.026600436087745194086158863033777509035
f(z) = -141/43*z^3 + 55/43*z + 1
*
0 | 0.10598549607562704010277847604638619343 | 0.021416576763341001404475257292552349956
f(z) = -141/44*z^3 + 53/44*z + 1
*
0 | 0.11885511019148630255950674396568738753 | 0.024017150321351270525032843686456594649
f(z) = -141/46*z^3 + 49/46*z + 1
*
0 | 0.13174165560535769203417503069175062831 | 0.026621145200740466595858151746043410914
f(z) = -141/49*z^3 + 43/49*z + 1
*
0 | 0.11892324944363214243740143248848384064 | 0.024030919276332966534514609880949566027
f(z) = -141/50*z^3 + 41/50*z + 1
*
[ 2/3 ] 
f(z) = -157/56*z^3 + 47/63*z + 1
*
[ 2/3 ] 
f(z) = -155/56*z^3 + 46/63*z + 1
*
[ 2/3 ] 
f(z) = -151/56*z^3 + 44/63*z + 1
*
[ 2/3 ] 
f(z) = -149/56*z^3 + 43/63*z + 1
*
[ 2/3 ] 
f(z) = -147/52*z^3 + 59/78*z + 1
*
[ 2/3 ] 
f(z) = -145/56*z^3 + 41/63*z + 1
*
[ 2/3 ] 
f(z) = -143/56*z^3 + 40/63*z + 1
*
[ 2/3 ] 
f(z) = -141/52*z^3 + 55/78*z + 1
*
[ -7/8 ] 
f(z) = -160/49*z^3 + 65/14*z + 1
*
[ 7/4 ] 
f(z) = -160/49*z^3 + 73/7*z + 1
*
[ -2/3 ] 
f(z) = -159/40*z^3 + 64/15*z + 1
*
-2 | 0.10783364757193080415067032628899312490 | 0.016788027641492080580940536182787029021
f(z) = -159/40*z^3 + 77/5*z + 1
*
-2 | 0.10793565378644088784407730082815642426 | 0.016838176145567844702390488030425425206
f(z) = -159/56*z^3 + 76/7*z + 1
*
-2 | 0.10760297105844587303708481698102380493 | 0.016786276979925584973618329380101124972
f(z) = -157/40*z^3 + 76/5*z + 1
*
-2 | 0.10770505683978109177769053438757247601 | 0.016836992533122022736910582812939805158
f(z) = -157/56*z^3 + 75/7*z + 1
*
[ -3/2 ] 
f(z) = -155/54*z^3 + 65/8*z + 1
*
-2 | 0.10747148894781528715864221910963390525 | 0.016835807510642329765228656696535882775
f(z) = -155/56*z^3 + 74/7*z + 1
*
-2 | 0.10713271251566090243561137131676103137 | 0.016782736925534284270206726388365536148
f(z) = -153/40*z^3 + 74/5*z + 1
*
[ 2 ] 
f(z) = -153/40*z^3 + 79/5*z + 1
*
-2 | 0.10723487091652970182896293569652801551 | 0.016834621323880857297192413205433627913
f(z) = -153/56*z^3 + 73/7*z + 1
*
-2 | 0.10689297359608158405480399691995189399 | 0.016780947440822110621695507106407204512
f(z) = -151/40*z^3 + 73/5*z + 1
*
[ 2 ] 
f(z) = -151/40*z^3 + 78/5*z + 1
*
-2 | 0.10699512027620133960894184415811294608 | 0.016833434231742874569220594114674656751
f(z) = -151/56*z^3 + 72/7*z + 1
*
[ 2 ] 
f(z) = -151/56*z^3 + 79/7*z + 1
*
-2 | 0.10665005166950380699061883228462144620 | 0.016779144936293817752389933956877287247
f(z) = -149/40*z^3 + 72/5*z + 1
*
[ 2 ] 
f(z) = -149/40*z^3 + 77/5*z + 1
*
[ -3/2 ] 
f(z) = -149/54*z^3 + 63/8*z + 1
*
-2 | 0.10675215109449005451484407082174620809 | 0.016832246506566559907218569689080415341
f(z) = -149/56*z^3 + 71/7*z + 1
*
[ 2 ] 
f(z) = -149/56*z^3 + 78/7*z + 1
*
[ -2/3 ] 
f(z) = -147/40*z^3 + 62/15*z + 1
*
-22/21 | 0.18281553309149118924750129088704568917 | 0.029023179252117601987867948068650710942
f(z) = -147/40*z^3 + 68/15*z + 1
*
-2 | 0.10640386005297024877724640990722469055 | 0.016777329386800972634356995793001166605
f(z) = -147/40*z^3 + 71/5*z + 1
*
[ -6/7 ] 
f(z) = -147/40*z^3 + 73/15*z + 1
*
[ 2 ] 
f(z) = -147/40*z^3 + 76/5*z + 1
*
[ 10/7 ] 
f(z) = -147/50*z^3 + 63/10*z + 1
*
[ -10/7 ] 
f(z) = -147/50*z^3 + 77/10*z + 1
*
-2 | 0.10625619484520354276020005962412416178 | 0.016829870314816016309511537614443615972
f(z) = -145/56*z^3 + 69/7*z + 1
*
[ 2 ] 
f(z) = -145/56*z^3 + 76/7*z + 1
*
[ 7/4 ] 
f(z) = -144/49*z^3 + 66/7*z + 1
*
[ -7/4 ] 
f(z) = -144/49*z^3 + 74/7*z + 1
*
-2 | 0.10590130265142711630717672130694444289 | 0.016773659101853806345596645754199669667
f(z) = -143/40*z^3 + 69/5*z + 1
*
[ 2 ] 
f(z) = -143/40*z^3 + 74/5*z + 1
*
[ -2 ] 
f(z) = -143/40*z^3 + 79/5*z + 1
*
[ -3/2 ] 
f(z) = -143/54*z^3 + 61/8*z + 1
*
-2 | 0.10600301671685228438960818156140698697 | 0.016828682461564939192853142831853252632
f(z) = -143/56*z^3 + 68/7*z + 1
*
[ 2 ] 
f(z) = -143/56*z^3 + 75/7*z + 1
*
[ -2/3 ] 
f(z) = -141/40*z^3 + 61/15*z + 1
*
-2 | 0.10564474449411418861258657296104417195 | 0.016771804368299316554998666166873107163
f(z) = -141/40*z^3 + 68/5*z + 1
*
[ 2 ] 
f(z) = -141/40*z^3 + 73/5*z + 1
*
[ -2 ] 
f(z) = -141/40*z^3 + 78/5*z + 1
*
-2 | 0.10574623744309897885238125684695140048 | 0.016827495201833829648619973662030226784
f(z) = -141/56*z^3 + 67/7*z + 1
*
[ 2 ] 
f(z) = -141/56*z^3 + 74/7*z + 1
*
[ -2/3 ] 
f(z) = -159/56*z^3 + 79/21*z + 1
*
[ -4/7 ] 
f(z) = -147/40*z^3 + 79/20*z + 1
*
7/6 | 0.072906341574873941020154038360057876788 | 0.011470281100759686139409597978192056873
f(z) = -144/49*z^3 + 67/28*z + 1
*
[ -2/3 ] 
f(z) = -141/56*z^3 + 76/21*z + 1
*
0 | 0.13386181642884535860623083834043963767 | 0.026375809243624493346301818209622986495
f(z) = -160/41*z^3 + 78/41*z + 1
*
0 | 0.13389229190952573543684256835736349164 | 0.026381814058787453975496914258265487035
f(z) = -160/43*z^3 + 74/43*z + 1
*
0 | 0.13395302212086703226897688959302111939 | 0.026393780193062305176389694013312244294
f(z) = -160/47*z^3 + 66/47*z + 1
*
0 | 0.13398327784890404271623417671930195155 | 0.026399741708694773516670244306677793602
f(z) = -160/49*z^3 + 62/49*z + 1
*
[ 3/4 ] 
f(z) = -160/51*z^3 + 73/51*z + 1
*
[ 3/4 ] 
f(z) = -160/57*z^3 + 71/57*z + 1
*
0 | 0.10520971373990894988221510429321330790 | 0.020755908879443021757413766182041049625
f(z) = -159/40*z^3 + 79/40*z + 1
*
0 | 0.13374964587185265647716787259955086637 | 0.026386303732721749424128552877794613081
f(z) = -159/41*z^3 + 77/41*z + 1
*
0 | 0.13378030319149694772966656394745242741 | 0.026392351848531644398096979301144217117
f(z) = -159/43*z^3 + 73/43*z + 1
*
0 | 0.10812479031996732946433104672756036492 | 0.021330998970666593595989026299511682456
f(z) = -159/44*z^3 + 71/44*z + 1
*
0 | 0.12099074267300712718552838396157249719 | 0.023869210749734025943756731092259821786
f(z) = -159/46*z^3 + 67/46*z + 1
*
0 | 0.13384139450461295119775525185776246892 | 0.026404404022074250480973455487679468379
f(z) = -159/47*z^3 + 65/47*z + 1
*
0 | 0.13387182951287619370558612354838017050 | 0.026410408280006351794918696050635793328
f(z) = -159/49*z^3 + 61/49*z + 1
*
0 | 0.13363679132593144407419779852601224173 | 0.026396895357839617305548852706225827730
f(z) = -158/41*z^3 + 76/41*z + 1
*
0 | 0.13366763267018061964678372900948117652 | 0.026402987360863358132329085217895287757
f(z) = -158/43*z^3 + 72/43*z + 1
*
0 | 0.12013528385059104823043665711818959920 | 0.023729980981465385658096905238793287199
f(z) = -158/45*z^3 + 68/45*z + 1
*
0 | 0.13372908941098174917299511186838471710 | 0.026415126736104751683086661828006357287
f(z) = -158/47*z^3 + 64/47*z + 1
*
0 | 0.13375970584014840186016301004252434120 | 0.026421174312291849325539680857880098070
f(z) = -158/49*z^3 + 60/49*z + 1
*
0 | 0.096108814129655864219413491341755686860 | 0.019007939453417305876558791660024558437
f(z) = -157/40*z^3 + 77/40*z + 1
*
0 | 0.13352324439348933696107776915660807466 | 0.026407585693767781941687453635704511254
f(z) = -157/41*z^3 + 75/41*z + 1
*
0 | 0.10035972261563109742753952800151141538 | 0.019848663708056742294575846493538649677
f(z) = -157/42*z^3 + 73/42*z + 1
*
0 | 0.13355427198767817209211254756581639063 | 0.026413722182258119041240172399835110041
f(z) = -157/43*z^3 + 71/43*z + 1
*
0 | 0.10789894358882268212614730925458794703 | 0.021339734605997834913324391698573877376
f(z) = -157/44*z^3 + 69/44*z + 1
*
0 | 0.12002210852564318414709010633210662614 | 0.023737395915105289840153414229961709193
f(z) = -157/45*z^3 + 67/45*z + 1
*
0 | 0.12076526356940656878714766702041774853 | 0.023884373548783087501334644176996206193
f(z) = -157/46*z^3 + 65/46*z + 1
*
0 | 0.13361609856039040225040999089148523899 | 0.026425949944730986226166098172886951971
f(z) = -157/47*z^3 + 63/47*z + 1
*
0 | 0.087614718148055282383121196142578427311 | 0.017328017964510290279862437838372321620
f(z) = -157/48*z^3 + 61/48*z + 1
*
0 | 0.13340899652124247330852882660579129019 | 0.026418376351666557471038816063055639311
f(z) = -156/41*z^3 + 74/41*z + 1
*
0 | 0.13344021263136782775482365116373922771 | 0.026424557935870253739329517707860293789
f(z) = -156/43*z^3 + 70/43*z + 1
*
0 | 0.13350241352043738399889732277746442489 | 0.026436875294816778371730614594592990155
f(z) = -156/47*z^3 + 62/47*z + 1
*
0 | 0.13329403899634085163558951572673293761 | 0.026429268980157459215560489227045227471
f(z) = -155/41*z^3 + 73/41*z + 1
*
0 | 0.10013070711856272045550387512530296649 | 0.019853711475293423049381552684019281767
f(z) = -155/42*z^3 + 71/42*z + 1
*
0 | 0.13332544593005969406096417686966357015 | 0.026435496282633604079692630204994192602
f(z) = -155/43*z^3 + 69/43*z + 1
*
0 | 0.10767030651242925665472619593224854429 | 0.021348647797154005431714389965496458547
f(z) = -155/44*z^3 + 67/44*z + 1
*
0 | 0.12053700309032314615208662920889616082 | 0.023899830035337696914634408821697545972
f(z) = -155/46*z^3 + 63/46*z + 1
*
0 | 0.13338802570211609523798441378890787379 | 0.026447904471633270986061622586705955488
f(z) = -155/47*z^3 + 61/47*z + 1
*
0 | 0.13317836294237231851683326564763911481 | 0.026440265266454030817961259058423545873
f(z) = -154/41*z^3 + 72/41*z + 1
*
0 | 0.13320996305003060087000301064991826004 | 0.026446538922402895628450172058784139016
f(z) = -154/43*z^3 + 68/43*z + 1
*
0 | 0.11967836932724273472295013307886893390 | 0.023760074547831704031553012266514230975
f(z) = -154/45*z^3 + 64/45*z + 1
*
0 | 0.13327292635591020987874815827332526658 | 0.026459039200021040769263208686099852160
f(z) = -154/47*z^3 + 60/47*z + 1
*
0 | 0.10166899839082116066412432650412989857 | 0.020210764943239568856858376855282258339
f(z) = -153/40*z^3 + 73/40*z + 1
*
0 | 0.13306195931524061469084165259178079820 | 0.026451366937534693464845287511420053523
f(z) = -153/41*z^3 + 71/41*z + 1
*
0 | 0.13309375499093414958776438337324272156 | 0.026457687595137547609425762349211366035
f(z) = -153/43*z^3 + 67/43*z + 1
*
0 | 0.10743880923064500850883921675939985814 | 0.021357744774813904725382346215450133363
f(z) = -153/44*z^3 + 65/44*z + 1
*
0 | 0.12030589170845017369483258247201315455 | 0.023915590170954591130559852635865455672
f(z) = -153/46*z^3 + 61/46*z + 1
*
[ 5/6 ] 
f(z) = -153/50*z^3 + 77/40*z + 1
*
0 | 0.13294481889891268394058341557405467730 | 0.026462575761359474150309678664326329308
f(z) = -152/41*z^3 + 70/41*z + 1
*
0 | 0.13297681258158122872786077882017027302 | 0.026468944082129800795692671463349675418
f(z) = -152/43*z^3 + 66/43*z + 1
*
0 | 0.11944561049947540629287684953107254361 | 0.023775567512770925708503925652842013811
f(z) = -152/45*z^3 + 62/45*z + 1
*
0 | 0.10428622891504595018964197018653299405 | 0.020785412077244043161207619081212862416
f(z) = -151/40*z^3 + 71/40*z + 1
*
0 | 0.13282693230103023461611744159888029620 | 0.026473893548132565170674785587251608795
f(z) = -151/41*z^3 + 69/41*z + 1
*
0 | 0.099662960913517666030585310729994558068 | 0.019863943043843818716260700855851440965
f(z) = -151/42*z^3 + 67/42*z + 1
*
0 | 0.13285912647558603901714803742609212801 | 0.026480310207279136103415253579639277935
f(z) = -151/43*z^3 + 65/43*z + 1
*
0 | 0.10720437922473992325298024672681343711 | 0.021367032079437597663483586742293721615
f(z) = -151/44*z^3 + 63/44*z + 1
*
0 | 0.11932812389149828896517077072162753849 | 0.023783430020369426573748109981004368827
f(z) = -151/45*z^3 + 61/45*z + 1
*
0 | 0.13270828994838031812986526730397735009 | 0.026485322151612767844324268514402877056
f(z) = -150/41*z^3 + 68/41*z + 1
*
0 | 0.13274068714687244831127958652412484651 | 0.026491787838415058552389881148554326448
f(z) = -150/43*z^3 + 64/43*z + 1
*
-7/10 | 0.072994832735526025019245640388203074084 | 0.010730755164208326577974313501989460451
f(z) = -150/49*z^3 + 67/42*z + 1
*
0 | 0.097392239364822291339289873126326576153 | 0.019463086414237759966735542250061362350
f(z) = -149/40*z^3 + 69/40*z + 1
*
0 | 0.13258888208221945153096597037324821827 | 0.026496863470473980186959258181655649655
f(z) = -149/41*z^3 + 67/41*z + 1
*
0 | 0.099426148882065295391922337404641745658 | 0.019869547513715667272272315810698294576
f(z) = -149/42*z^3 + 65/42*z + 1
*
0 | 0.13262148488503526222996373587414281447 | 0.026503378888670429166902208311297692939
f(z) = -149/43*z^3 + 63/43*z + 1
*
0 | 0.10696694118067598847437804850338439244 | 0.021376516581239647308739219564128836420
f(z) = -149/44*z^3 + 61/44*z + 1
*
0 | 0.13246869875344556167233638758009728048 | 0.026508519449718001334462989349094144513
f(z) = -148/41*z^3 + 66/41*z + 1
*
0 | 0.13250150979055074986255364522031225312 | 0.026515085317907641697060920340949295910
f(z) = -148/43*z^3 + 62/43*z + 1
*
0 | 0.10380661096701640280173510483108738551 | 0.020801124784659662331261749504780929047
f(z) = -147/40*z^3 + 67/40*z + 1
*
0 | 0.13234772981761176579140441352645297930 | 0.026520292082142045314435500686055771325
f(z) = -147/41*z^3 + 65/41*z + 1
*
0 | 0.13238075176983050441336472689358125323 | 0.026526909134200062170955185024980222799
f(z) = -147/43*z^3 + 61/43*z + 1
*
0 | 0.13222596492977572675417091774046853821 | 0.026532183409863483775910088090021108003
f(z) = -146/41*z^3 + 64/41*z + 1
*
0 | 0.13225920053011244548535900294995257468 | 0.026538852395371277699708437593148129063
f(z) = -146/43*z^3 + 60/43*z + 1
*
0 | 0.13210339353917802993157644573205752394 | 0.026544195525904471981179741919723374530
f(z) = -145/41*z^3 + 63/41*z + 1
*
0 | 0.098940051882001921481081686990966232945 | 0.019880519433591326717422610445506041518
f(z) = -145/42*z^3 + 61/42*z + 1
*
0 | 0.13198000488374272180075511978233965015 | 0.026556330575839255266950475831592645170
f(z) = -144/41*z^3 + 62/41*z + 1
*
0 | 0.10331423166804891311187125242481444737 | 0.020817543035321313720610059806159575959
f(z) = -143/40*z^3 + 63/40*z + 1
*
0 | 0.13185578798439282694553777074444745494 | 0.026568590759507104856662479369542620095
f(z) = -143/41*z^3 + 61/41*z + 1
*
0 | 0.13173073163917331916017760935570042259 | 0.026580978332793992957095243616389029564
f(z) = -142/41*z^3 + 60/41*z + 1
*
0 | 0.093449202210744448636928060700346512186 | 0.018883357503854033589565546260002618984
f(z) = -141/40*z^3 + 61/40*z + 1
*
[ 2/3 ] 
f(z) = -159/44*z^3 + 73/66*z + 1
*
[ 2/3 ] 
f(z) = -159/52*z^3 + 67/78*z + 1
*
[ 2/3 ] 
f(z) = -147/44*z^3 + 65/66*z + 1
*
6/7 | 0.14107182397576503420778888756418570319 | 0.023168136688336107091557918612219942574
f(z) = -147/52*z^3 + 71/78*z + 1
*
[ 2/3 ] 
f(z) = -141/44*z^3 + 61/66*z + 1
*
[ 2/3 ] 
f(z) = -144/49*z^3 + 79/98*z + 1
*
[ 2/3 ] 
f(z) = -153/59*z^3 + 77/118*z + 1
*
[ 2/3 ] 
f(z) = -144/53*z^3 + 75/106*z + 1
*
[ 2/3 ] 
f(z) = -144/55*z^3 + 73/110*z + 1
*
[ 2/3 ] 
f(z) = -144/59*z^3 + 69/118*z + 1
*
[ -7/4 ] 
f(z) = -160/49*z^3 + 81/7*z + 1
*
[ 2 ] 
f(z) = -159/40*z^3 + 82/5*z + 1
*
[ -2 ] 
f(z) = -159/40*z^3 + 87/5*z + 1
*
[ 2 ] 
f(z) = -159/56*z^3 + 83/7*z + 1
*
[ -2 ] 
f(z) = -159/56*z^3 + 90/7*z + 1
*
[ 2 ] 
f(z) = -157/40*z^3 + 81/5*z + 1
*
[ -2 ] 
f(z) = -157/40*z^3 + 86/5*z + 1
*
[ 2 ] 
f(z) = -157/56*z^3 + 82/7*z + 1
*
[ -2 ] 
f(z) = -157/56*z^3 + 89/7*z + 1
*
[ 2 ] 
f(z) = -155/56*z^3 + 81/7*z + 1
*
[ -2 ] 
f(z) = -155/56*z^3 + 88/7*z + 1
*
[ -2 ] 
f(z) = -153/40*z^3 + 84/5*z + 1
*
[ 5/3 ] 
f(z) = -153/50*z^3 + 89/10*z + 1
*
[ 2 ] 
f(z) = -153/56*z^3 + 80/7*z + 1
*
[ -2 ] 
f(z) = -153/56*z^3 + 87/7*z + 1
*
[ -2 ] 
f(z) = -151/40*z^3 + 83/5*z + 1
*
[ -2 ] 
f(z) = -151/56*z^3 + 86/7*z + 1
*
[ -2 ] 
f(z) = -149/40*z^3 + 82/5*z + 1
*
[ -2 ] 
f(z) = -149/56*z^3 + 85/7*z + 1
*
[ -2 ] 
f(z) = -147/40*z^3 + 81/5*z + 1
*
10/7 | 0.14137486762080688411244485083302871374 | 0.021213414001017233087858810134100368648
f(z) = -147/40*z^3 + 98/15*z + 1
*
[ -2 ] 
f(z) = -145/56*z^3 + 83/7*z + 1
*
[ -2 ] 
f(z) = -143/56*z^3 + 82/7*z + 1
*
[ -2 ] 
f(z) = -141/56*z^3 + 81/7*z + 1
*
[ 7/6 ] 
f(z) = -156/49*z^3 + 94/21*z + 1
*
[ -2/3 ] 
f(z) = -153/44*z^3 + 89/22*z + 1
*
[ -2/3 ] 
f(z) = -153/52*z^3 + 99/26*z + 1
*
[ -7/15 ] 
f(z) = -150/49*z^3 + 80/21*z + 1
*
6/5 | 0.19235644384923859284858447264601427108 | 0.028675317936496496937981732345575265794
f(z) = -145/54*z^3 + 91/30*z + 1
*
[ -6/13 ] 
f(z) = -143/54*z^3 + 97/26*z + 1
*
[ 3/4 ] 
f(z) = -148/45*z^3 + 91/60*z + 1
*
-4/21 | 0.17399281558021820496157672764588277260 | 0.028574730378785342946044054353905298033
f(z) = -147/40*z^3 + 83/60*z + 1
*
-10/21 | 0.13011729289019227472527598985950057232 | 0.021369080956336947102203555447986057632
f(z) = -147/52*z^3 + 89/78*z + 1
*
[ 7/9 ] 
f(z) = -144/49*z^3 + 94/63*z + 1
*
[ 2/3 ] 
f(z) = -153/41*z^3 + 95/82*z + 1
*
[ 2/3 ] 
f(z) = -153/43*z^3 + 93/86*z + 1
*
[ 2/3 ] 
f(z) = -153/47*z^3 + 89/94*z + 1
*
[ 2/3 ] 
f(z) = -153/49*z^3 + 87/98*z + 1
*
[ 2/3 ] 
f(z) = -144/41*z^3 + 87/82*z + 1
*
[ 2/3 ] 
f(z) = -144/43*z^3 + 85/86*z + 1
*
[ 2/3 ] 
f(z) = -144/47*z^3 + 81/94*z + 1
*
[ 2/3 ] 
f(z) = -153/53*z^3 + 83/106*z + 1
*
[ 2/3 ] 
f(z) = -153/55*z^3 + 81/110*z + 1
*
[ 2/3 ] 
f(z) = -151/48*z^3 + 97/108*z + 1
*
[ 2/3 ] 
f(z) = -149/48*z^3 + 95/108*z + 1
*
[ 2/3 ] 
f(z) = -145/48*z^3 + 91/108*z + 1
*
[ 2/3 ] 
f(z) = -143/48*z^3 + 89/108*z + 1
*
[ -5/3 ] 
f(z) = -153/50*z^3 + 101/10*z + 1
*
[ 3/2 ] 
f(z) = -152/45*z^3 + 119/15*z + 1
*
[ 3/2 ] 
f(z) = -148/45*z^3 + 116/15*z + 1
*
[ 7/3 ] 
f(z) = -144/49*z^3 + 116/7*z + 1
*
-2/5 | 0.15837526680673356917591817724251279481 | 0.023588210353195924825928543211560157842
f(z) = -155/56*z^3 + 103/35*z + 1
*
[ -2/7 ] 
f(z) = -147/44*z^3 + 105/22*z + 1
*
-5/7 | 0.18345675039698095407800346386813975840 | 0.029202317855672836160292657137870194321
f(z) = -147/50*z^3 + 107/30*z + 1
*
[ -10/21 ] 
f(z) = -147/50*z^3 + 113/30*z + 1
*
-20/21 | 0.17927311931854638101160065371223850000 | 0.028061578802847109599853133408340385961
f(z) = -147/50*z^3 + 119/30*z + 1
*
[ -3/5 ] 
f(z) = -145/54*z^3 + 109/30*z + 1
*
-2/5 | 0.18452391182326508247328598945599127083 | 0.027522748752340942721747231313749306294
f(z) = -145/56*z^3 + 102/35*z + 1
*
[ -3/11 ] 
f(z) = -143/54*z^3 + 107/22*z + 1
*
[ 14/15 ] 
f(z) = -150/49*z^3 + 109/42*z + 1
*
[ 11/12 ] 
f(z) = -144/55*z^3 + 116/55*z + 1
*
[ 12/13 ] 
f(z) = -143/54*z^3 + 113/52*z + 1
*
[ 4/5 ] 
f(z) = -155/48*z^3 + 109/60*z + 1
*
[ 7/9 ] 
f(z) = -153/49*z^3 + 101/63*z + 1
*
[ 4/5 ] 
f(z) = -145/48*z^3 + 101/60*z + 1
*
-2/5 | 0.17943870703007679003760085898595852672 | 0.027244766221331676145185436374223222826
f(z) = -145/48*z^3 + 119/60*z + 1
*
[ 10/13 ] 
f(z) = -143/40*z^3 + 118/65*z + 1
*
[ 3/4 ] 
f(z) = -151/54*z^3 + 119/96*z + 1
*
[ 3/4 ] 
f(z) = -145/54*z^3 + 113/96*z + 1
*
[ 2/3 ] 
f(z) = -157/48*z^3 + 103/108*z + 1
*
[ 2/3 ] 
f(z) = -155/48*z^3 + 101/108*z + 1
*
0 | 0.16531285556484483254534601566606458424 | 0.029264225431953060828420902645890320079
f(z) = -142/57*z^3 + 113/114*z + 1
*
-5/14 | 0.097421769950565118757325739715907706534 | 0.013032421254411037740305941559879335928
f(z) = -147/50*z^3 + 101/120*z + 1
*
[ 2/3 ] 
f(z) = -141/46*z^3 + 119/138*z + 1
*
[ 2/3 ] 
f(z) = -141/50*z^3 + 113/150*z + 1
*
[ 2/3 ] 
f(z) = -147/58*z^3 + 109/174*z + 1
*
[ 2/3 ] 
f(z) = -141/58*z^3 + 101/174*z + 1
*
[ 7/3 ] 
f(z) = -153/49*z^3 + 123/7*z + 1
*
[ -7/3 ] 
f(z) = -153/49*z^3 + 129/7*z + 1
*
[ -3/2 ] 
f(z) = -152/45*z^3 + 139/15*z + 1
*
[ 7/4 ] 
f(z) = -152/49*z^3 + 139/14*z + 1
*
[ -3/2 ] 
f(z) = -148/45*z^3 + 136/15*z + 1
*
-2 | 0.085866309943746946276935823167747676268 | 0.013584790004381520731609500810410010455
f(z) = -145/48*z^3 + 139/12*z + 1
*
[ -7/3 ] 
f(z) = -144/49*z^3 + 122/7*z + 1
*
-2 | 0.085613343946215612832816892492247460590 | 0.013575897031233002148582676216582577483
f(z) = -143/48*z^3 + 137/12*z + 1
*
[ -3/4 ] 
f(z) = -157/54*z^3 + 127/32*z + 1
*
[ -7/6 ] 
f(z) = -156/49*z^3 + 130/21*z + 1
*
[ -2/5 ] 
f(z) = -155/56*z^3 + 138/35*z + 1
*
[ 7/6 ] 
f(z) = -153/49*z^3 + 123/28*z + 1
*
[ -3/4 ] 
f(z) = -152/45*z^3 + 127/30*z + 1
*
[ -3/4 ] 
f(z) = -151/54*z^3 + 125/32*z + 1
*
[ -2/7 ] 
f(z) = -147/52*z^3 + 123/26*z + 1
*
[ 6/5 ] 
f(z) = -145/54*z^3 + 121/30*z + 1
*
[ -3/4 ] 
f(z) = -145/54*z^3 + 123/32*z + 1
*
[ -2/5 ] 
f(z) = -145/56*z^3 + 137/35*z + 1
*
[ -7/8 ] 
f(z) = -144/49*z^3 + 123/28*z + 1
*
[ -7/24 ] 
f(z) = -144/49*z^3 + 131/28*z + 1
*
-1/3 | 0.10677300220944736276658717388886345495 | 0.021225389096918301353615559363668695801
f(z) = -153/40*z^3 + 137/40*z + 1
*
[ 7/8 ] 
f(z) = -152/49*z^3 + 125/56*z + 1
*
-5/7 | 0.10839505109482081826930430921774244489 | 0.021720572156809457848299110082634581417
f(z) = -147/40*z^3 + 131/40*z + 1
*
-4/7 | 0.11058801932961007080561522194065029830 | 0.022160006654051066101361866185148646064
f(z) = -147/44*z^3 + 125/44*z + 1
*
-2/5 | 0.15544540655802699867424877614385912305 | 0.023365189674307208574303245649384183570
f(z) = -155/48*z^3 + 121/60*z + 1
*
-4/5 | 0.10246992505206028517736450084525142552 | 0.015402380088083713417960322823628881822
f(z) = -155/48*z^3 + 139/60*z + 1
*
-3/4 | 0.18978694270103864918551815179646114763 | 0.029730828767985960805840801743868193534
f(z) = -148/45*z^3 + 131/60*z + 1
*
-4/5 | 0.081990386129350555222287230935163575997 | 0.012448868694291523115341810077508231614
f(z) = -145/48*z^3 + 131/60*z + 1
*
[ 3/4 ] 
f(z) = -157/54*z^3 + 125/96*z + 1
*
0 | 0.16416264330785226852435155279212312488 | 0.028649177069419514900919261301715885718
f(z) = -154/57*z^3 + 137/114*z + 1
*
[ 3/4 ] 
f(z) = -152/51*z^3 + 137/102*z + 1
*
0 | 0.15812678525698880373551538108023387174 | 0.027855142351568160795269444222232029231
f(z) = -146/51*z^3 + 139/102*z + 1
*
0 | 0.16465809229433446934571798753012283733 | 0.029005677897910848200541936524670673316
f(z) = -146/57*z^3 + 121/114*z + 1
*
0 | 0.15740394874715833511124223626656187726 | 0.027864164733453412405540358983436992699
f(z) = -142/51*z^3 + 131/102*z + 1
*
0 | 0.17438642727027494370518909648671964102 | 0.028452439006622575276875244128512768817
f(z) = -153/40*z^3 + 139/120*z + 1
*
[ 2/3 ] 
f(z) = -147/46*z^3 + 127/138*z + 1
*
[ 2/3 ] 
f(z) = -159/50*z^3 + 137/150*z + 1
*
[ 2/3 ] 
f(z) = -147/50*z^3 + 121/150*z + 1
*
5/7 | 0.16414023149455629009410033476444997812 | 0.026956646707667895209596407240205310775
f(z) = -147/52*z^3 + 121/156*z + 1
*
[ 2/3 ] 
f(z) = -159/58*z^3 + 125/174*z + 1
*
5/6 | 0.15602443166245434575256857720441787506 | 0.025376146408049097338050403813177470958
f(z) = -156/55*z^3 + 127/165*z + 1
*
-2 | 0.087314415117685772817465806234006415970 | 0.013635262498534820306223918523011310708
f(z) = -157/48*z^3 + 151/12*z + 1
*
-2 | 0.087079886904885722970270109348134816970 | 0.013627012102014654998633918255112813236
f(z) = -155/48*z^3 + 149/12*z + 1
*
[ -7/4 ] 
f(z) = -152/49*z^3 + 155/14*z + 1
*
-2 | 0.086604757107702866965379370180856106495 | 0.013610619927879140310851407754776116147
f(z) = -151/48*z^3 + 145/12*z + 1
*
[ 2 ] 
f(z) = -151/48*z^3 + 157/12*z + 1
*
[ 3 ] 
f(z) = -151/54*z^3 + 155/6*z + 1
*
-2 | 0.086361922921903497090472322829118360275 | 0.013602147163443225081003634363712323335
f(z) = -149/48*z^3 + 143/12*z + 1
*
[ 2 ] 
f(z) = -149/48*z^3 + 155/12*z + 1
*
[ -3 ] 
f(z) = -149/54*z^3 + 157/6*z + 1
*
-2/21 | 0.15938128242323817746510423490299130786 | 0.022632037172573155610359567626752982866
f(z) = -147/40*z^3 + 143/15*z + 1
*
[ 2 ] 
f(z) = -145/48*z^3 + 151/12*z + 1
*
[ 3 ] 
f(z) = -145/54*z^3 + 149/6*z + 1
*
[ 2 ] 
f(z) = -143/48*z^3 + 149/12*z + 1
*
[ -3 ] 
f(z) = -143/54*z^3 + 151/6*z + 1
*
[ -7/10 ] 
f(z) = -160/49*z^3 + 141/35*z + 1
*
[ -7/20 ] 
f(z) = -160/49*z^3 + 149/35*z + 1
*
[ 4/3 ] 
f(z) = -153/40*z^3 + 141/20*z + 1
*
[ 4/3 ] 
f(z) = -153/56*z^3 + 143/28*z + 1
*
[ 3/2 ] 
f(z) = -149/54*z^3 + 157/24*z + 1
*
-10/21 | 0.18070835294873746780039092629413304537 | 0.027495524085406151063595841169690493598
f(z) = -147/50*z^3 + 143/30*z + 1
*
[ 3/2 ] 
f(z) = -143/54*z^3 + 151/24*z + 1
*
-2/3 | 0.13084920983170501922728798766421164554 | 0.026011494799539379152447262007412412793
f(z) = -153/50*z^3 + 143/50*z + 1
*
8/7 | 0.10756532596399241415074977668413900372 | 0.021273753315199555346658184814854237365
f(z) = -147/40*z^3 + 157/40*z + 1
*
[ -1/2 ] 
f(z) = -144/41*z^3 + 159/41*z + 1
*
[ 10/11 ] 
f(z) = -143/40*z^3 + 157/55*z + 1
*
22/21 | 0.16773170519546176782501446453751525268 | 0.027546472168699978108654013623355472563
f(z) = -147/44*z^3 + 149/66*z + 1
*
[ 6/7 ] 
f(z) = -147/44*z^3 + 151/66*z + 1
*
[ 20/21 ] 
f(z) = -147/50*z^3 + 157/60*z + 1
*
[ 6/7 ] 
f(z) = -147/52*z^3 + 149/78*z + 1
*
-10/13 | 0.14563356644593433138729658781915995044 | 0.019346114769277252359919607019416388059
f(z) = -143/40*z^3 + 157/65*z + 1
*
0 | 0.16361274383750548608041490742969961118 | 0.028364015101935380163405729060124242295
f(z) = -160/57*z^3 + 149/114*z + 1
*
0 | 0.16388119513479073866948137564177951735 | 0.028472643327898778397043887138097852701
f(z) = -158/57*z^3 + 145/114*z + 1
*
0 | 0.16371300140221080926946672652179848006 | 0.028570706899148217747335254031705687694
f(z) = -154/51*z^3 + 155/102*z + 1
*
0 | 0.16274825640101500315122479474215528398 | 0.028467284907677408916536929877457601192
f(z) = -152/51*z^3 + 151/102*z + 1
*
[ 2/3 ] 
f(z) = -159/46*z^3 + 143/138*z + 1
*
-5/21 | 0.15957959345995915816865242524331833809 | 0.026207655999291411380740613100027830022
f(z) = -147/44*z^3 + 157/132*z + 1
*
20/21 | 0.20952671336833023341153425626670116962 | 0.028029057509978820755872114216770504145
f(z) = -147/50*z^3 + 149/120*z + 1
*
[ 7/10 ] 
f(z) = -155/49*z^3 + 157/140*z + 1
*
[ 7/10 ] 
f(z) = -145/49*z^3 + 143/140*z + 1
*
[ 2 ] 
f(z) = -157/48*z^3 + 163/12*z + 1
*
[ -2 ] 
f(z) = -157/48*z^3 + 175/12*z + 1
*
[ 3 ] 
f(z) = -157/54*z^3 + 161/6*z + 1
*
[ 2 ] 
f(z) = -155/48*z^3 + 161/12*z + 1
*
[ -2 ] 
f(z) = -155/48*z^3 + 173/12*z + 1
*
[ -3 ] 
f(z) = -155/54*z^3 + 163/6*z + 1
*
[ -2 ] 
f(z) = -151/48*z^3 + 169/12*z + 1
*
[ -2 ] 
f(z) = -149/48*z^3 + 167/12*z + 1
*
[ -2/21 ] 
f(z) = -147/40*z^3 + 173/15*z + 1
*
[ -2 ] 
f(z) = -145/48*z^3 + 163/12*z + 1
*
[ -2 ] 
f(z) = -143/48*z^3 + 161/12*z + 1
*
[ 3/2 ] 
f(z) = -155/54*z^3 + 163/24*z + 1
*
[ -6/5 ] 
f(z) = -155/54*z^3 + 179/30*z + 1
*
[ -4/3 ] 
f(z) = -153/40*z^3 + 171/20*z + 1
*
[ -7/6 ] 
f(z) = -153/49*z^3 + 171/28*z + 1
*
[ -5/21 ] 
f(z) = -147/50*z^3 + 161/30*z + 1
*
[ -1/2 ] 
f(z) = -160/41*z^3 + 163/41*z + 1
*
[ -1/2 ] 
f(z) = -160/43*z^3 + 169/43*z + 1
*
[ -1/2 ] 
f(z) = -156/41*z^3 + 162/41*z + 1
*
[ -1/2 ] 
f(z) = -156/43*z^3 + 168/43*z + 1
*
[ -1/3 ] 
f(z) = -153/40*z^3 + 177/40*z + 1
*
[ -5/6 ] 
f(z) = -153/50*z^3 + 173/40*z + 1
*
[ -1/2 ] 
f(z) = -152/41*z^3 + 161/41*z + 1
*
[ -1/2 ] 
f(z) = -152/43*z^3 + 167/43*z + 1
*
[ -1/2 ] 
f(z) = -152/45*z^3 + 173/45*z + 1
*
[ -1/2 ] 
f(z) = -152/47*z^3 + 179/47*z + 1
*
[ -1/2 ] 
f(z) = -148/41*z^3 + 160/41*z + 1
*
[ -1/2 ] 
f(z) = -148/43*z^3 + 166/43*z + 1
*
[ -1/2 ] 
f(z) = -148/45*z^3 + 172/45*z + 1
*
[ -1/2 ] 
f(z) = -148/47*z^3 + 178/47*z + 1
*
[ -5/7 ] 
f(z) = -147/40*z^3 + 171/40*z + 1
*
[ -4/7 ] 
f(z) = -147/44*z^3 + 169/44*z + 1
*
[ -5/14 ] 
f(z) = -147/50*z^3 + 167/40*z + 1
*
[ -1/2 ] 
f(z) = -144/43*z^3 + 165/43*z + 1
*
[ -1/2 ] 
f(z) = -144/47*z^3 + 177/47*z + 1
*
-5/6 | 0.14687133170489912855729795224129220371 | 0.028730767322923692378056727559280272708
f(z) = -144/55*z^3 + 166/55*z + 1
*
-10/11 | 0.14605124398618110665061802864016983394 | 0.019841924305123047420715701390961484079
f(z) = -143/40*z^3 + 168/55*z + 1
*
-6/7 | 0.17077026894038432646442896340242184281 | 0.028045493576338983712630481740657283522
f(z) = -147/44*z^3 + 173/66*z + 1
*
-2/5 | 0.16406947638139075391451753626985079829 | 0.024911205625874471752227995012990345649
f(z) = -145/48*z^3 + 179/60*z + 1
*
-6/11 | 0.18915727514766584988542596257669941303 | 0.025698133290795103182416887076430936823
f(z) = -143/54*z^3 + 173/66*z + 1
*
[ 6/7 ] 
f(z) = -145/54*z^3 + 177/98*z + 1
*
0 | 0.16587964094161724822705244947311911126 | 0.028757005905631077919834867273791706893
f(z) = -160/51*z^3 + 167/102*z + 1
*
0 | 0.16524990560656775005970873236000437379 | 0.028710442454577185841265054500063481073
f(z) = -158/51*z^3 + 163/102*z + 1
*
-5/42 | 0.20351678767385550066305600179346451271 | 0.027225090558876951692470195409403799979
f(z) = -147/50*z^3 + 173/120*z + 1
*
[ 3/4 ] 
f(z) = -146/45*z^3 + 179/120*z + 1
*
[ 3/4 ] 
f(z) = -142/45*z^3 + 173/120*z + 1
*
0 | 0.12741737862200788015168067368785231611 | 0.021069875451605276351193537970376226901
f(z) = -141/50*z^3 + 173/150*z + 1
*
0 | 0.14625204888010991467726371121364849273 | 0.024018881757605239131614757099730709764
f(z) = -147/55*z^3 + 166/165*z + 1
*
[ 7/10 ] 
f(z) = -144/49*z^3 + 177/175*z + 1
*
[ 2/3 ] 
f(z) = -145/52*z^3 + 173/234*z + 1
*
-38/21 | 0.21185308769472619027633350271141852792 | 0.028957963527458029758398824632593187072
f(z) = -147/40*z^3 + 188/15*z + 1
*
[ 6 ] 
f(z) = -145/54*z^3 + 195/2*z + 1
*
[ -6 ] 
f(z) = -143/54*z^3 + 193/2*z + 1
*
[ -3/2 ] 
f(z) = -157/54*z^3 + 197/24*z + 1
*
[ -4/3 ] 
f(z) = -153/56*z^3 + 185/28*z + 1
*
[ -3/2 ] 
f(z) = -151/54*z^3 + 191/24*z + 1
*
[ -3/2 ] 
f(z) = -145/54*z^3 + 185/24*z + 1
*
[ -1/2 ] 
f(z) = -160/47*z^3 + 181/47*z + 1
*
[ -1/2 ] 
f(z) = -160/49*z^3 + 187/49*z + 1
*
[ -1/2 ] 
f(z) = -160/51*z^3 + 193/51*z + 1
*
[ -1/2 ] 
f(z) = -160/53*z^3 + 199/53*z + 1
*
-1 | 0.10576032772290531869733607618783524546 | 0.019980018386417027419659241897381267042
f(z) = -159/40*z^3 + 199/40*z + 1
*
-1 | 0.11414386471571427407410092026545517885 | 0.021563818539706953314517721782225424555
f(z) = -158/41*z^3 + 199/41*z + 1
*
[ -2/3 ] 
f(z) = -157/40*z^3 + 191/45*z + 1
*
-1 | 0.10550288929052884787333198286408580834 | 0.019969490995898160267219680402411543839
f(z) = -157/40*z^3 + 197/40*z + 1
*
-1 | 0.11401435493866598228721428133348090700 | 0.021559870989285480955701166330986013762
f(z) = -157/41*z^3 + 198/41*z + 1
*
-1 | 0.080787519258608951157393958508723098922 | 0.015262208003071843784298358137665560231
f(z) = -157/42*z^3 + 199/42*z + 1
*
-1 | 0.11388392731211860447402982288212176379 | 0.021555846255302808509016106848722896333
f(z) = -156/41*z^3 + 197/41*z + 1
*
-1 | 0.11379081704425979638293341452232187289 | 0.021497121517119962355028868869343807140
f(z) = -156/43*z^3 + 199/43*z + 1
*
[ -1/2 ] 
f(z) = -156/47*z^3 + 180/47*z + 1
*
[ -1/2 ] 
f(z) = -156/49*z^3 + 186/49*z + 1
*
[ -1/2 ] 
f(z) = -156/53*z^3 + 198/53*z + 1
*
-1 | 0.11375256864694978225298439786259273130 | 0.021551742618553397792615247205838823602
f(z) = -155/41*z^3 + 196/41*z + 1
*
-1 | 0.080526715667733225698866947314985114677 | 0.015242023552812875266964165070265379555
f(z) = -155/42*z^3 + 197/42*z + 1
*
-1 | 0.11365874676500372247673287237793581007 | 0.021492626243209268543848455281191300486
f(z) = -155/43*z^3 + 198/43*z + 1
*
-1 | 0.10505415167391838407299479214055430135 | 0.019846609094420757414783940185642665317
f(z) = -155/44*z^3 + 199/44*z + 1
*
-1 | 0.11362026546574816157828807086950315403 | 0.021547558311705209228483175987369042666
f(z) = -154/41*z^3 + 195/41*z + 1
*
-1 | 0.11352572095377652490921706738823890136 | 0.021488045281360877033816494115683242611
f(z) = -154/43*z^3 + 197/43*z + 1
*
-1 | 0.099867214624086881908875444938727288727 | 0.018866703870447287588190043534144433366
f(z) = -154/45*z^3 + 199/45*z + 1
*
-1 | 0.10497695352749365159455978158209368302 | 0.019947393777580194346045458224506060651
f(z) = -153/40*z^3 + 193/40*z + 1
*
[ -1/3 ] 
f(z) = -153/41*z^3 + 181/41*z + 1
*
-1 | 0.11348700399429143119439152514473497313 | 0.021543291517642233995368281098258291882
f(z) = -153/41*z^3 + 194/41*z + 1
*
[ -1/3 ] 
f(z) = -153/43*z^3 + 189/43*z + 1
*
-1 | 0.11339172557745488788421287234335493898 | 0.021483376716561511024381404233610571113
f(z) = -153/43*z^3 + 196/43*z + 1
*
[ -1/3 ] 
f(z) = -153/44*z^3 + 193/44*z + 1
*
-1 | 0.10478639211992427844427840358319897481 | 0.019833873062653000172003033979656762662
f(z) = -153/44*z^3 + 197/44*z + 1
*
[ -2/3 ] 
f(z) = -153/46*z^3 + 183/46*z + 1
*
-1 | 0.10041112909217659124986495965081229714 | 0.018969459046296813535970129930524915532
f(z) = -153/46*z^3 + 199/46*z + 1
*
[ -2/3 ] 
f(z) = -153/50*z^3 + 193/50*z + 1
*
-1/3 | 0.14236981772377113841346697534352450959 | 0.027272052422142136229687670550241478540
f(z) = -153/56*z^3 + 185/56*z + 1
*
-1 | 0.11335277015270494506012824321890374168 | 0.021538940367738529152249749090815200530
f(z) = -152/41*z^3 + 193/41*z + 1
*
-1 | 0.11325674628905605789724138359716704124 | 0.021478618579650477444724759185649270026
f(z) = -152/43*z^3 + 195/43*z + 1
*
-1 | 0.099596732872244906353773236870874447643 | 0.018851579077007468688758319464841123020
f(z) = -152/45*z^3 + 197/45*z + 1
*
-1 | 0.11306205456881274216194732685388135873 | 0.021359445245002951772528377871604109296
f(z) = -152/47*z^3 + 199/47*z + 1
*
[ -1/2 ] 
f(z) = -152/49*z^3 + 185/49*z + 1
*
[ -1/2 ] 
f(z) = -152/51*z^3 + 191/51*z + 1
*
[ -1/2 ] 
f(z) = -152/53*z^3 + 197/53*z + 1
*
[ -2/3 ] 
f(z) = -151/40*z^3 + 188/45*z + 1
*
-1 | 0.10470824006377379425615564429163594732 | 0.019935793804001513747146111759315846120
f(z) = -151/40*z^3 + 191/40*z + 1
*
-1 | 0.11321754954628635613056415400666134047 | 0.021534502940060428132253523765129496966
f(z) = -151/41*z^3 + 192/41*z + 1
*
-1 | 0.079988538013246026956446905504966701870 | 0.015199172883458461912799205714441443223
f(z) = -151/42*z^3 + 193/42*z + 1
*
-1 | 0.11312076841823366726284433030511231580 | 0.021473768845429115056184502954990213665
f(z) = -151/43*z^3 + 194/43*z + 1
*
-1 | 0.10451467300717079940203709238328666597 | 0.019820724778448185334341308479858001088
f(z) = -151/44*z^3 + 195/44*z + 1
*
-1 | 0.099459983355906259394508408625479854412 | 0.018843846672024793555194574626466112478
f(z) = -151/45*z^3 + 196/45*z + 1
*
-1 | 0.10013786429146381413274879097656241998 | 0.018954003940216022096850393095899667040
f(z) = -151/46*z^3 + 197/46*z + 1
*
-1 | 0.11292451854498562319437297233634118981 | 0.021353785255082829451405804980545554907
f(z) = -151/47*z^3 + 198/47*z + 1
*
-1 | 0.083972836897985442834016575064711467011 | 0.015863971503352083567601305597030441479
f(z) = -151/48*z^3 + 199/48*z + 1
*
-1 | 0.11308132745598090222069709124954888609 | 0.021529977257493412073503698646892603615
f(z) = -150/41*z^3 + 191/41*z + 1
*
-1 | 0.11298377696140823321493090456850451090 | 0.021468825430690810649597576600275684872
f(z) = -150/43*z^3 + 193/43*z + 1
*
-1 | 0.11278594364271731768441718776246466176 | 0.021348020904289217221448192025734735036
f(z) = -150/47*z^3 + 197/47*z + 1
*
[ 7/6 ] 
f(z) = -150/49*z^3 + 181/42*z + 1
*
[ -14/15 ] 
f(z) = -150/49*z^3 + 199/42*z + 1
*
-1 | 0.11268561946099893687671636508262771440 | 0.021288329917191956474549143685265206250
f(z) = -150/49*z^3 + 199/49*z + 1
*
[ -2/3 ] 
f(z) = -149/40*z^3 + 187/45*z + 1
*
-1 | 0.10443554402200461118046407439285159180 | 0.019923804739518949878443933140274972387
f(z) = -149/40*z^3 + 189/40*z + 1
*
-1 | 0.11294408882849114880041722558861763097 | 0.021525361285789928537014023950273564478
f(z) = -149/41*z^3 + 190/41*z + 1
*
-1 | 0.079715339016753288126345160000512042001 | 0.015177301812026982779664422829293884862
f(z) = -149/42*z^3 + 191/42*z + 1
*
-1 | 0.11284575657151522246734677846498363687 | 0.021463786192167650521169673925641791587
f(z) = -149/43*z^3 + 192/43*z + 1
*
-1 | 0.10423887446574262649625577452121653840 | 0.019807146292879862376643446911003919291
f(z) = -149/44*z^3 + 193/44*z + 1
*
-1 | 0.099183390533948890484752460858409723475 | 0.018828029825234431968967297064122805920
f(z) = -149/45*z^3 + 194/45*z + 1
*
-1 | 0.099860469475473309483652363784736814587 | 0.018938076585516191953300984430621803159
f(z) = -149/46*z^3 + 195/46*z + 1
*
-1 | 0.11264631389092733050906520158476084645 | 0.021342149832597563748337657735600123202
f(z) = -149/47*z^3 + 196/47*z + 1
*
-1 | 0.083693814428368887119853949100863130570 | 0.015841489127726866680715365491454957457
f(z) = -149/48*z^3 + 197/48*z + 1
*
-1 | 0.11254516105919033598112058717984652702 | 0.021282049564809741208987834982439130816
f(z) = -149/49*z^3 + 198/49*z + 1
*
-1 | 0.099658158237661429365232658091001298124 | 0.018827209378188128193076311091992850808
f(z) = -149/50*z^3 + 199/50*z + 1
*
[ -3/5 ] 
f(z) = -149/54*z^3 + 183/50*z + 1
*
-1 | 0.11280581826600410497393418914320378260 | 0.021520652931534232395456374349221316475
f(z) = -148/41*z^3 + 189/41*z + 1
*
-1 | 0.11270669154735262204453112604900343888 | 0.021458648924389548741074248217044101575
f(z) = -148/43*z^3 + 191/43*z + 1
*
-1 | 0.099043515558534109779482533958276447574 | 0.018819940373336720852183069484050057899
f(z) = -148/45*z^3 + 193/45*z + 1
*
-1 | 0.11250561294361277147990482513874802877 | 0.021336169611638828453957910167238222111
f(z) = -148/47*z^3 + 195/47*z + 1
*
[ -1/2 ] 
f(z) = -148/49*z^3 + 184/49*z + 1
*
-1 | 0.11240361756401023159261206368474298126 | 0.021275654571598425220628814110553447037
f(z) = -148/49*z^3 + 197/49*z + 1
*
[ -1/2 ] 
f(z) = -148/51*z^3 + 190/51*z + 1
*
-1 | 0.091955949201851166923967170020237766675 | 0.017372124267685135489546420094161006467
f(z) = -148/51*z^3 + 199/51*z + 1
*
[ -1/2 ] 
f(z) = -148/53*z^3 + 196/53*z + 1
*
[ 8/7 ] 
f(z) = -147/40*z^3 + 197/40*z + 1
*
-1 | 0.11266650001551768378658291413098774248 | 0.021515850040020098123426352325535206620
f(z) = -147/41*z^3 + 188/41*z + 1
*
-1 | 0.11256656582250894705935890766372711870 | 0.021453411357451453253858079684404595131
f(z) = -147/43*z^3 + 190/43*z + 1
*
-1 | 0.10395887104990702801356153700014301925 | 0.019793118632167311722149664127617213544
f(z) = -147/44*z^3 + 191/44*z + 1
*
-1 | 0.099579468800053486491230390688835683017 | 0.018921780539160904272097326239317803927
f(z) = -147/46*z^3 + 193/46*z + 1
*
-1 | 0.11236382406790070657966319067405481457 | 0.021330077742237461904822961198684691543
f(z) = -147/47*z^3 + 194/47*z + 1
*
-2/7 | 0.15349888963267645067756708396683814512 | 0.029343472077430080249233730181122328798
f(z) = -147/50*z^3 + 187/50*z + 1
*
-1 | 0.099373106431028144080034194616847852593 | 0.018809251267462599886989150802146207077
f(z) = -147/50*z^3 + 197/50*z + 1
*
[ -4/7 ] 
f(z) = -147/52*z^3 + 191/52*z + 1
*
-1 | 0.10354740361791141948265630285923480102 | 0.019561957424830694029388454811160535491
f(z) = -147/52*z^3 + 199/52*z + 1
*
-1 | 0.11252611795774747227770685651904325975 | 0.021510950393037012366173681260607044680
f(z) = -146/41*z^3 + 187/41*z + 1
*
-1 | 0.11242536295385154044474514458627620228 | 0.021448071154683974470651790789917010719
f(z) = -146/43*z^3 + 189/43*z + 1
*
-1 | 0.098760526502942562856680193803996472434 | 0.018803386353720837425880050184338424312
f(z) = -146/45*z^3 + 191/45*z + 1
*
-1 | 0.11222093013161603191107547384908556460 | 0.021323871651842023375386786935172587003
f(z) = -146/47*z^3 + 193/47*z + 1
*
-1 | 0.11211720653213878918498935215064320215 | 0.021262510130510448469749171899662686572
f(z) = -146/49*z^3 + 195/49*z + 1
*
-1 | 0.091668807879225187915413950525138478808 | 0.017350988639827132882041814388950087888
f(z) = -146/51*z^3 + 197/51*z + 1
*
-1 | 0.11190662439665634255109074806779113696 | 0.021141163810168611241970659678344111207
f(z) = -146/53*z^3 + 199/53*z + 1
*
-1 | 0.11238465559559370592540367730837985782 | 0.021505951706560199412850376127792666876
f(z) = -145/41*z^3 + 186/41*z + 1
*
-1 | 0.079153251464670113193732530182748602439 | 0.015131257494757234253095881593445231813
f(z) = -145/42*z^3 + 187/42*z + 1
*
-1 | 0.11228306610955387358427898119337468496 | 0.021442625910222507540688673615459119814
f(z) = -145/43*z^3 + 188/43*z + 1
*
-1 | 0.10367453138368178263515832326625469464 | 0.019778621723983018012257420304430754679
f(z) = -145/44*z^3 + 189/44*z + 1
*
-1 | 0.099293423899354153615960769843764811048 | 0.018904846683940123122402081446148004113
f(z) = -145/46*z^3 + 191/46*z + 1
*
-1 | 0.11207691359034088000918873447451388774 | 0.021317548691842889464197279018490371688
f(z) = -145/47*z^3 + 192/47*z + 1
*
-1 | 0.083122694304904655943634473451742665459 | 0.015794715501237149035630417753105384479
f(z) = -145/48*z^3 + 193/48*z + 1
*
-1 | 0.11197230357246371686079364208498276191 | 0.021255755221847769876191714369157078800
f(z) = -145/49*z^3 + 194/49*z + 1
*
-1 | 0.091522999937964205358857502637890469040 | 0.017340093167151300251922152068003471066
f(z) = -145/51*z^3 + 196/51*z + 1
*
-1 | 0.10325602943092404483530419979794351774 | 0.019544207403788507547250061230101406310
f(z) = -145/52*z^3 + 197/52*z + 1
*
-1 | 0.11175989223500044226852817358503966909 | 0.021133556907454887414902450146545369799
f(z) = -145/53*z^3 + 198/53*z + 1
*
[ -3/10 ] 
f(z) = -145/54*z^3 + 183/40*z + 1
*
-1 | 0.085306932022310262770295523654405946217 | 0.016116005944688882519376352554880279618
f(z) = -145/54*z^3 + 199/54*z + 1
*
[ -1/3 ] 
f(z) = -144/41*z^3 + 180/41*z + 1
*
-1 | 0.11224209604214720150707761462868516515 | 0.021500851628339558864382909634807200057
f(z) = -144/41*z^3 + 185/41*z + 1
*
-1 | 0.11213965805663933507712460054478529577 | 0.021437073146469627634618566497427976097
f(z) = -144/43*z^3 + 187/43*z + 1
*
[ -1/3 ] 
f(z) = -144/43*z^3 + 188/43*z + 1
*
-1 | 0.11193175647394015851371555154187139596 | 0.021311106134771174054032775558274646987
f(z) = -144/47*z^3 + 191/47*z + 1
*
[ -1/2 ] 
f(z) = -144/49*z^3 + 183/49*z + 1
*
-1 | 0.11182624464594010094452336371753759318 | 0.021248874745030364533890790176528530158
f(z) = -144/49*z^3 + 193/49*z + 1
*
[ -1/2 ] 
f(z) = -144/53*z^3 + 195/53*z + 1
*
-1 | 0.11161197179009038134917876608084201926 | 0.021125812579018488773575277197589884900
f(z) = -144/53*z^3 + 197/53*z + 1
*
-1 | 0.11150315711473442099764880177061371471 | 0.021064941620953781478938994383503820230
f(z) = -144/55*z^3 + 199/55*z + 1
*
-1 | 0.10359232537059827731227378962565176729 | 0.019885325026556735999805576283156996479
f(z) = -143/40*z^3 + 183/40*z + 1
*
[ -2/3 ] 
f(z) = -143/40*z^3 + 184/45*z + 1
*
-1 | 0.11209842200821178672973627868022472804 | 0.021495647735382303078013188131976472935
f(z) = -143/41*z^3 + 184/41*z + 1
*
-1 | 0.078867200075951686283851278544376411779 | 0.015107629195902251349319401271412772262
f(z) = -143/42*z^3 + 185/42*z + 1
*
-1 | 0.11199512114801769181318089402474895801 | 0.021431410311445225936543687412545119267
f(z) = -143/43*z^3 + 186/43*z + 1
*
-1 | 0.098327687369562457929416596808372864112 | 0.018777576084586808139606696408456655933
f(z) = -143/45*z^3 + 188/45*z + 1
*
-1 | 0.099002194184168553710311423926038770639 | 0.018887251502167750667847321657715240167
f(z) = -143/46*z^3 + 189/46*z + 1
*
-1 | 0.11178544037252631532285033806566755655 | 0.021304541171372623285344797554047794429
f(z) = -143/47*z^3 + 190/47*z + 1
*
-1 | 0.082830316122831417423111335050194690252 | 0.015770373964258139321371563758113300296
f(z) = -143/48*z^3 + 191/48*z + 1
*
-1 | 0.11167901093588181988478502055445643332 | 0.021241865761796753888548591992294455104
f(z) = -143/49*z^3 + 192/49*z + 1
*
-1 | 0.098789980923662602679312018950073930406 | 0.018771764511606151228360409897084279506
f(z) = -143/50*z^3 + 193/50*z + 1
*
-1 | 0.091226815613137478853704665270484165666 | 0.017317629453667449389236021291219076378
f(z) = -143/51*z^3 + 194/51*z + 1
*
-1 | 0.11146284337558085629246973378086659395 | 0.021117927626041897649677056061070285645
f(z) = -143/53*z^3 + 196/53*z + 1
*
[ -3/5 ] 
f(z) = -143/54*z^3 + 181/50*z + 1
*
-1 | 0.085008918592969354513275261062999563749 | 0.016090410848736215200812519227893818175
f(z) = -143/54*z^3 + 197/54*z + 1
*
[ 6/5 ] 
f(z) = -143/54*z^3 + 199/50*z + 1
*
-1 | 0.10274034095121303106749431178020663735 | 0.019409488845479533260325008474353372069
f(z) = -143/56*z^3 + 199/56*z + 1
*
-1 | 0.11195361578931946863057628636340382538 | 0.021490337531323770494764401570020787594
f(z) = -142/41*z^3 + 183/41*z + 1
*
-1 | 0.11184943730898901594144650312675410899 | 0.021425634776018521108438436420981812599
f(z) = -142/43*z^3 + 185/43*z + 1
*
-1 | 0.098181107837527158397649271390560135690 | 0.018768699912134968848259661321343000103
f(z) = -142/45*z^3 + 187/45*z + 1
*
-1 | 0.11163794642183481474895262278275137942 | 0.021297850907549867750921871056812375334
f(z) = -142/47*z^3 + 189/47*z + 1
*
-1 | 0.11153058315669413613257820128093291715 | 0.021234725245097038690270506616154395829
f(z) = -142/49*z^3 + 191/49*z + 1
*
-1 | 0.091078467494540539662262793640605785955 | 0.017306446745916669576889790561167759755
f(z) = -142/51*z^3 + 193/51*z + 1
*
-1 | 0.11131248680456975031061396957413932973 | 0.021109898752748788377039207796735346254
f(z) = -142/53*z^3 + 195/53*z + 1
*
-1 | 0.11120169703921270808825381272792997843 | 0.021048156147061117224214709781424581765
f(z) = -142/55*z^3 + 197/55*z + 1
*
-1 | 0.090746068245708075025132739808984724135 | 0.017143556105411188954508541200604641378
f(z) = -142/57*z^3 + 199/57*z + 1
*
-1 | 0.10330243446107368796177470909755613637 | 0.019871596317122395222907033513216832064
f(z) = -141/40*z^3 + 181/40*z + 1
*
-1 | 0.11180765925221319959966141793344172950 | 0.021484918443680558198268250545065236827
f(z) = -141/41*z^3 + 182/41*z + 1
*
-1 | 0.11170258802318838647317078816544069403 | 0.021419743831015725112060336086693076610
f(z) = -141/43*z^3 + 184/43*z + 1
*
-1 | 0.10309228581327294505499588896033641951 | 0.019748133895015896937005450079009267757
f(z) = -141/44*z^3 + 185/44*z + 1
*
-1 | 0.098706936410121880208624806696184067574 | 0.018869219440806292304926141699723707475
f(z) = -141/46*z^3 + 187/46*z + 1
*
-1 | 0.11138094153797247046923200726950371478 | 0.021227450075736141745501613519854460025
f(z) = -141/49*z^3 + 190/49*z + 1
*
-1 | 0.098490954157578855529314858763370157832 | 0.018752061465735338196009313666469675483
f(z) = -141/50*z^3 + 191/50*z + 1
*
-1 | 0.10265896187635111462245299369069987691 | 0.019506936222995380679876129208374715866
f(z) = -141/52*z^3 + 193/52*z + 1
*
-1 | 0.11116088137223827474877465500917678086 | 0.021101722562705383215829796042341393963
f(z) = -141/53*z^3 + 194/53*z + 1
*
-1 | 0.11104907667686562916914213075001627816 | 0.021039534729064637002801142590213111914
f(z) = -141/55*z^3 + 196/55*z + 1
*
-1 | 0.10243534478280776743846218297096269844 | 0.019388868959493398696908340559769512534
f(z) = -141/56*z^3 + 197/56*z + 1
*
-1 | 0.098043006187024130439527444674698479058 | 0.018522078254226952412735043045375038328
f(z) = -141/58*z^3 + 199/58*z + 1
*
-2/5 | 0.17672075097702947501190038812114420877 | 0.026563112782769344300112661391453443675
f(z) = -155/48*z^3 + 181/60*z + 1
*
-4/5 | 0.18912167912009083652589879284667710611 | 0.028313327470439162845235203477090594386
f(z) = -155/48*z^3 + 199/60*z + 1
*
[ 20/21 ] 
f(z) = -147/40*z^3 + 197/60*z + 1
*
2/21 | 0.11757726228627760546865172230455264155 | 0.019309639638293710287359824217882436201
f(z) = -147/52*z^3 + 197/78*z + 1
*
-4/5 | 0.18521085712412164408257254208821198779 | 0.027899219079507971927081828732947177064
f(z) = -145/48*z^3 + 191/60*z + 1
*
[ 6/7 ] 
f(z) = -157/54*z^3 + 193/98*z + 1
*
[ 6/7 ] 
f(z) = -151/54*z^3 + 185/98*z + 1
*
[ 14/17 ] 
f(z) = -153/56*z^3 + 195/119*z + 1
*
-2/3 | 0.21111289067713907881279522852181946461 | 0.029427671763263892435204704046670745985
f(z) = -145/48*z^3 + 199/108*z + 1
*
-2/3 | 0.20987809666376951363047464817187711621 | 0.029312300004182860413919444809865702678
f(z) = -143/48*z^3 + 197/108*z + 1
*
[ 3/4 ] 
f(z) = -158/45*z^3 + 197/120*z + 1
*
[ 3/4 ] 
f(z) = -154/45*z^3 + 191/120*z + 1
*
[ 10/13 ] 
f(z) = -143/50*z^3 + 181/130*z + 1
*
[ 4/5 ] 
f(z) = -145/56*z^3 + 197/140*z + 1
*
[ 3/4 ] 
f(z) = -144/47*z^3 + 196/141*z + 1
*
[ 3/4 ] 
f(z) = -144/49*z^3 + 194/147*z + 1
*
[ 3/4 ] 
f(z) = -144/53*z^3 + 190/159*z + 1
*
[ 7/10 ] 
f(z) = -156/49*z^3 + 198/175*z + 1
*
0 | 0.14423105056159683913361838452242340587 | 0.023458045747322283294180414665891807783
f(z) = -156/55*z^3 + 193/165*z + 1
*
[ 7/10 ] 
f(z) = -152/49*z^3 + 191/175*z + 1
*
[ 7/10 ] 
f(z) = -148/49*z^3 + 184/175*z + 1
*
[ 3/4 ] 
f(z) = -144/55*z^3 + 188/165*z + 1
*
[ 3/4 ] 
f(z) = -144/59*z^3 + 184/177*z + 1
*
[ 2/3 ] 
f(z) = -149/44*z^3 + 199/198*z + 1
*
[ 2/3 ] 
f(z) = -145/44*z^3 + 191/198*z + 1
*
[ 2/3 ] 
f(z) = -157/52*z^3 + 197/234*z + 1
*
[ 2/3 ] 
f(z) = -155/52*z^3 + 193/234*z + 1
*
[ 2/3 ] 
f(z) = -151/52*z^3 + 185/234*z + 1
*
[ 2/3 ] 
f(z) = -149/52*z^3 + 181/234*z + 1
*
4/5 | 0.16950473337879826695850723542410889916 | 0.025736458486297746447528933485008576165
f(z) = -145/44*z^3 + 189/220*z + 1
*
[ 9/13 ] 
f(z) = -143/54*z^3 + 193/234*z + 1
*
[ 6 ] 
f(z) = -157/54*z^3 + 211/2*z + 1
*
[ -6 ] 
f(z) = -155/54*z^3 + 209/2*z + 1
*
[ 10/3 ] 
f(z) = -153/40*z^3 + 216/5*z + 1
*
[ -10/3 ] 
f(z) = -153/40*z^3 + 219/5*z + 1
*
[ 6 ] 
f(z) = -151/54*z^3 + 203/2*z + 1
*
[ -6 ] 
f(z) = -149/54*z^3 + 201/2*z + 1
*
[ 7/5 ] 
f(z) = -145/49*z^3 + 213/35*z + 1
*
-1 | 0.11440018208536386933419502741565118221 | 0.021571488735546320851960638985376491555
f(z) = -160/41*z^3 + 201/41*z + 1
*
[ -1/4 ] 
f(z) = -160/41*z^3 + 215/41*z + 1
*
-1 | 0.11430981302241436926612014306233463912 | 0.021514282238128028878604148912008829704
f(z) = -160/43*z^3 + 203/43*z + 1
*
-1 | 0.11412674464622758129147248580764602474 | 0.021401230604988391809990897711612079003
f(z) = -160/47*z^3 + 207/47*z + 1
*
-1 | 0.11403401279851462133057353742483124430 | 0.021345353439196552706797783096106417309
f(z) = -160/49*z^3 + 209/49*z + 1
*
[ -7/16 ] 
f(z) = -160/49*z^3 + 219/56*z + 1
*
[ -3/4 ] 
f(z) = -160/51*z^3 + 209/51*z + 1
*
-1 | 0.093596821574277041243237303898135593039 | 0.017488658936757970424323407636633951229
f(z) = -160/51*z^3 + 211/51*z + 1
*
-1 | 0.11384606858542525058760357859166601185 | 0.021234818970243666387830567425427231810
f(z) = -160/53*z^3 + 213/53*z + 1
*
[ -1/2 ] 
f(z) = -160/57*z^3 + 211/57*z + 1
*
-1 | 0.093311058605601601597266473138134598583 | 0.017344393856175429947983259239205428091
f(z) = -160/57*z^3 + 217/57*z + 1
*
[ -1/2 ] 
f(z) = -160/59*z^3 + 217/59*z + 1
*
-1 | 0.11355767873632663843693606675603427794 | 0.021071843989019107845450695570203501390
f(z) = -160/59*z^3 + 219/59*z + 1
*
-1 | 0.11427246955231321997451439767271250033 | 0.021567690579238385035829427209154337818
f(z) = -159/41*z^3 + 200/41*z + 1
*
-1 | 0.11418143050347783436797179528243293792 | 0.021510111586757052581395069671766717296
f(z) = -159/43*z^3 + 202/43*z + 1
*
-1 | 0.10557824565111925112264613290882281549 | 0.019870911473708724956250452901674959614
f(z) = -159/44*z^3 + 203/44*z + 1
*
-1 | 0.10120733922308337786355592369764961085 | 0.019013178562454052925578576362708941399
f(z) = -159/46*z^3 + 205/46*z + 1
*
-1 | 0.11399698608582755429940053130187905213 | 0.021396328006573410007219949442821999396
f(z) = -159/47*z^3 + 206/47*z + 1
*
-1 | 0.11390354742052256415260625727922901770 | 0.021340090828334936342442173938437914509
f(z) = -159/49*z^3 + 208/49*z + 1
*
-1 | 0.10102110967204301827355093948737076810 | 0.018909544949361664571075927842112701282
f(z) = -159/50*z^3 + 209/50*z + 1
*
-1 | 0.10520444738361721374602966420581441429 | 0.019657555331214701737805700298356154311
f(z) = -159/52*z^3 + 211/52*z + 1
*
-1 | 0.11361815456989371761495328088195252300 | 0.021173809620435107084592743972543316643
f(z) = -159/55*z^3 + 214/55*z + 1
*
-1 | 0.10501245182374895035661927371141820149 | 0.019553068233935491538390270449624003239
f(z) = -159/56*z^3 + 215/56*z + 1
*
-1 | 0.10063642803338071252252562280167093507 | 0.018706012665307235150102999465998942727
f(z) = -159/58*z^3 + 217/58*z + 1
*
-1 | 0.11342347455256614494632410830553658202 | 0.021064830263548325804402143628984912527
f(z) = -159/59*z^3 + 218/59*z + 1
*
-1 | 0.11405214562465134020476043316633916847 | 0.021505862401261139260729559505446193688
f(z) = -158/43*z^3 + 201/43*z + 1
*
-1 | 0.10039651637293387974323173974075843259 | 0.018895656740761241369557255240080432187
f(z) = -158/45*z^3 + 203/45*z + 1
*
-1 | 0.11386630420913423046072546183065861434 | 0.021391337730981453486092878240548146642
f(z) = -158/47*z^3 + 205/47*z + 1
*
-1 | 0.11377214780220298881224745112864819492 | 0.021334736034812966683887059063354473359
f(z) = -158/49*z^3 + 207/49*z + 1
*
-1 | 0.093333505572426336394631682329988781668 | 0.017470547736338289195425579864597507010
f(z) = -158/51*z^3 + 209/51*z + 1
*
-1 | 0.11358127427318867468280737513716137704 | 0.021222773743334803594072319859348581367
f(z) = -158/53*z^3 + 211/53*z + 1
*
-1 | 0.11348451968169577818289527481050426631 | 0.021167382073959236610450599120846119610
f(z) = -158/55*z^3 + 213/55*z + 1
*
-1 | 0.093043222136522671852623785091839699575 | 0.017324426194658261025815331503242762996
f(z) = -158/57*z^3 + 215/57*z + 1
*
-1 | 0.11328827651016961309566930621661362226 | 0.021057702232109627538740289603938822444
f(z) = -158/59*z^3 + 217/59*z + 1
*
-1 | 0.11392194551996369470962791796154575208 | 0.021501532965773659928191351139697448310
f(z) = -157/43*z^3 + 200/43*z + 1
*
-1 | 0.10531806629139781857291811608871888228 | 0.019858949865649443853217046525729049096
f(z) = -157/44*z^3 + 201/44*z + 1
*
-1 | 0.10026561347840468224074518918293066457 | 0.018888575180089772319404886401447203075
f(z) = -157/45*z^3 + 202/45*z + 1
*
-1 | 0.10094640438408783349684043711773975111 | 0.018999151318860230027509227312433319583
f(z) = -157/46*z^3 + 203/46*z + 1
*
-1 | 0.11373468566552484651089530336588335085 | 0.021386257887594492468077716291164570255
f(z) = -157/47*z^3 + 204/47*z + 1
*
-1 | 0.084785304873752791307077838374914483128 | 0.015928075507285877922946730083470283265
f(z) = -157/48*z^3 + 205/48*z + 1
*
-1 | 0.11363980033640189530803712917545129399 | 0.021329287081050772232397593677605008533
f(z) = -157/49*z^3 + 206/49*z + 1
*
-1 | 0.10075662915365307732376572137768612252 | 0.018894045056509917133861348560671676234
f(z) = -157/50*z^3 + 207/50*z + 1
*
-1 | 0.093200415479721413649209061011413685932 | 0.017461311579989101187524351825021146991
f(z) = -157/51*z^3 + 208/51*z + 1
*
-1 | 0.10493847924388167651223231763809480110 | 0.019642814225876499391686014353434703473
f(z) = -157/52*z^3 + 209/52*z + 1
*
-1 | 0.11344742739859086955544519609841770182 | 0.021216597337321291060466680279856390388
f(z) = -157/53*z^3 + 210/53*z + 1
*
-1 | 0.087000256648771327537132725093354133089 | 0.016256084238216549616330968561235686410
f(z) = -157/54*z^3 + 211/54*z + 1
*
-1 | 0.11334990140025235568629607609720962359 | 0.021160846775905396933649488062857406881
f(z) = -157/55*z^3 + 212/55*z + 1
*
-1 | 0.10474342220961311074835669875900690242 | 0.019536973358689003888872990736080160988
f(z) = -157/56*z^3 + 213/56*z + 1
*
-1 | 0.092907817332553462792725984123780939605 | 0.017314243871471184891595238924961364588
f(z) = -157/57*z^3 + 214/57*z + 1
*
-1 | 0.10036582263431078546713250352829637000 | 0.018687876954034973888045694059864794355
f(z) = -157/58*z^3 + 215/58*z + 1
*
-1 | 0.11315206955535441141319241273375191262 | 0.021050457478369719933502698856813585517
f(z) = -157/59*z^3 + 216/59*z + 1
*
-1 | 0.11360211681007315161680777024595263062 | 0.021381086533852162001627878053355342031
f(z) = -156/47*z^3 + 203/47*z + 1
*
-1 | 0.11350649111353193090002684229046950340 | 0.021323741935179368676638571116897039346
f(z) = -156/49*z^3 + 205/49*z + 1
*
-1 | 0.11331259485673403301262286384600263664 | 0.021210315474936779136882024273374995322
f(z) = -156/53*z^3 + 209/53*z + 1
*
[ -1/2 ] 
f(z) = -156/55*z^3 + 204/55*z + 1
*
-1 | 0.11321428495622037170667595652195848685 | 0.021154201425493870647004609901666946671
f(z) = -156/55*z^3 + 211/55*z + 1
*
-1 | 0.11301483828447795004682611042543161054 | 0.021043093519351874266366247922719021905
f(z) = -156/59*z^3 + 215/59*z + 1
*
[ -1/2 ] 
f(z) = -156/59*z^3 + 216/59*z + 1
*
-1 | 0.10068038612559537107397286239460364169 | 0.018984461174879490781769039039910267304
f(z) = -155/46*z^3 + 201/46*z + 1
*
-1 | 0.11346858369475632619762687072071572043 | 0.021375821673482614640425727143003312645
f(z) = -155/47*z^3 + 202/47*z + 1
*
-1 | 0.084518460172048897592934473302707679225 | 0.015907243292549975565641945126284559550
f(z) = -155/48*z^3 + 203/48*z + 1
*
-1 | 0.11337220591245356043651971527913742754 | 0.021318098509188051759931777738333404443
f(z) = -155/49*z^3 + 204/49*z + 1
*
-1 | 0.092931300177206899899362604058856440033 | 0.017442466234781051797260772359063186279
f(z) = -155/51*z^3 + 206/51*z + 1
*
-1 | 0.10466859254870605702544403313133669507 | 0.019627622720495003788809396085293706448
f(z) = -155/52*z^3 + 207/52*z + 1
*
-1 | 0.11317676184663054882526411999964744199 | 0.021203925884302783348653390596470930366
f(z) = -155/53*z^3 + 208/53*z + 1
*
-1 | 0.086728152511805553579637027834700932190 | 0.016234130704178338322904638037064442772
f(z) = -155/54*z^3 + 209/54*z + 1
*
-1 | 0.10447037404124842248265891747214341249 | 0.019520392999168353962800946202938256995
f(z) = -155/56*z^3 + 211/56*z + 1
*
-1 | 0.092633959175495985707413951604722244966 | 0.017293469091220420642646696008979278680
f(z) = -155/57*z^3 + 212/57*z + 1
*
-1 | 0.10009179851170359660077305314965472671 | 0.018669342281304137124629704286443468723
f(z) = -155/58*z^3 + 213/58*z + 1
*
-1 | 0.11287656693295127519919589043673379934 | 0.021035607803120531834644623768603441695
f(z) = -155/59*z^3 + 214/59*z + 1
*
-1 | 0.11333407205932809992128459236914458766 | 0.021370461254660642618297905577093518586
f(z) = -154/47*z^3 + 201/47*z + 1
*
-1 | 0.092795245626609324778206164747785875003 | 0.017432852087500562522481316792818457258
f(z) = -154/51*z^3 + 205/51*z + 1
*
-1 | 0.11303991322728188159514676155704108514 | 0.021197426230319649302715619644846887969
f(z) = -154/53*z^3 + 207/53*z + 1
*
-1 | 0.092494440985040146006344518066130753677 | 0.017282678030361841439228908906871296176
f(z) = -154/57*z^3 + 211/57*z + 1
*
-1 | 0.11273723936370394230925894802117125241 | 0.021027997706367519455273790759537060732
f(z) = -154/59*z^3 + 213/59*z + 1
*
-10/9 | 0.20951801059053934356928474948076711303 | 0.028248427430831192953791573081946327324
f(z) = -153/40*z^3 + 208/45*z + 1
*
[ 10/9 ] 
f(z) = -153/40*z^3 + 217/45*z + 1
*
[ -1/3 ] 
f(z) = -153/46*z^3 + 201/46*z + 1
*
-1 | 0.11319856732184261613225980950260815619 | 0.021365003168089536972112479275840413907
f(z) = -153/47*z^3 + 200/47*z + 1
*
[ -1/3 ] 
f(z) = -153/47*z^3 + 205/47*z + 1
*
-1 | 0.11310064907617577670617498250352333319 | 0.021306508172439575479456249241895444311
f(z) = -153/49*z^3 + 202/49*z + 1
*
[ -1/3 ] 
f(z) = -153/49*z^3 + 213/49*z + 1
*
-1 | 0.10021528756062011006503934523127546539 | 0.018861547614740410256431443660850448910
f(z) = -153/50*z^3 + 203/50*z + 1
*
[ -1/3 ] 
f(z) = -153/50*z^3 + 217/50*z + 1
*
-1 | 0.10439466872428600655016734386745109038 | 0.019611961866204036780388595599438454096
f(z) = -153/52*z^3 + 205/52*z + 1
*
-1 | 0.11290203350705737059984187573536711758 | 0.021190814112465968391272822831479801910
f(z) = -153/53*z^3 + 206/53*z + 1
*
-1 | 0.11280129379638840158920206180372534801 | 0.021133581084015539690515415474082576095
f(z) = -153/55*z^3 + 208/55*z + 1
*
-1 | 0.10419318373178372723294838104569104024 | 0.019503306760235643341609640018093337728
f(z) = -153/56*z^3 + 209/56*z + 1
*
-1 | 0.099812272993627365871295930881721093960 | 0.018650022198701042279225646153691810092
f(z) = -153/58*z^3 + 211/58*z + 1
*
[ -2/3 ] 
f(z) = -153/58*z^3 + 213/58*z + 1
*
-1 | 0.11259683905517792253865399737068592660 | 0.021020260531894878558313510903158832196
f(z) = -153/59*z^3 + 212/59*z + 1
*
-1 | 0.11296334735387297903815158219706310143 | 0.021300556787185699685181885147401169707
f(z) = -152/49*z^3 + 201/49*z + 1
*
-1 | 0.092520066836020838682939657421219915827 | 0.017413227945795998348693251935763753304
f(z) = -152/51*z^3 + 203/51*z + 1
*
-1 | 0.11276310683265020817034937782700919738 | 0.021184087062504858262549326429800332475
f(z) = -152/53*z^3 + 205/53*z + 1
*
[ -1/2 ] 
f(z) = -152/55*z^3 + 203/55*z + 1
*
-1 | 0.11266153005380160543362179853193941823 | 0.021126471209410215255729082156171658023
f(z) = -152/55*z^3 + 207/55*z + 1
*
-1 | 0.11245534908882698559676528794025811011 | 0.021012393505989014050200732310576349285
f(z) = -152/59*z^3 + 211/59*z + 1
*
[ -1/2 ] 
f(z) = -152/59*z^3 + 215/59*z + 1
*
-1 | 0.11282500945831807715127472010725066092 | 0.021294498168543252780103981275736146851
f(z) = -151/49*z^3 + 200/49*z + 1
*
-1 | 0.099939492959160335111667280915328806161 | 0.018844757126313633206395081701510260982
f(z) = -151/50*z^3 + 201/50*z + 1
*
-1 | 0.092379877563212515026604901834393449237 | 0.017403017863707098835123948366024483919
f(z) = -151/51*z^3 + 202/51*z + 1
*
-1 | 0.10411658366560648262805845804373997810 | 0.019595811658027125384072969203401029908
f(z) = -151/52*z^3 + 203/52*z + 1
*
-1 | 0.11262311697759002376024413429047185979 | 0.021177242542092421061522178226910169159
f(z) = -151/53*z^3 + 204/53*z + 1
*
-1 | 0.086173507419781887381541316269740397851 | 0.016188868282702352531336825289970115738
f(z) = -151/54*z^3 + 205/54*z + 1
*
-1 | 0.11252068898826404865588703504381979588 | 0.021119238777996444096193573664215159346
f(z) = -151/55*z^3 + 206/55*z + 1
*
-1 | 0.10391172182059225859842510547001831068 | 0.019485693104954495257736936438025127443
f(z) = -151/56*z^3 + 207/56*z + 1
*
-1 | 0.092072570127484166678161448312680916051 | 0.017250007166719161612430121438656627711
f(z) = -151/57*z^3 + 208/57*z + 1
*
-1 | 0.099529070185069730948529475321727837034 | 0.018630258888886406400901336795250891827
f(z) = -151/58*z^3 + 209/58*z + 1
*
-1 | 0.11231275213609660045997372604596793698 | 0.021004393775680551120811914592251919024
f(z) = -151/59*z^3 + 210/59*z + 1
*
-1 | 0.11248204733029030530121397463720444692 | 0.021170277940283416944163761845947150763
f(z) = -150/53*z^3 + 203/53*z + 1
*
-1 | 0.11216903044485789705161542095208496808 | 0.020996258405883948105908389334574384578
f(z) = -150/59*z^3 + 209/59*z + 1
*
-1 | 0.092099386018233160171226959753237376162 | 0.017382761289408719317025721790307867852
f(z) = -149/51*z^3 + 200/51*z + 1
*
-1 | 0.10383420738271409538977437402216732174 | 0.019579150960172822546974124963814509163
f(z) = -149/52*z^3 + 201/52*z + 1
*
-1 | 0.11233988088160761995073423419952185533 | 0.021163190570928896231683625027409056171
f(z) = -149/53*z^3 + 202/53*z + 1
*
-1 | 0.085888750526939342454502096296023141408 | 0.016165146027790360605168000324364558141
f(z) = -149/54*z^3 + 203/54*z + 1
*
[ 6/5 ] 
f(z) = -149/54*z^3 + 207/50*z + 1
*
-1 | 0.11223570657647634210824258063532723524 | 0.021104395295027271433179096324601455098
f(z) = -149/55*z^3 + 204/55*z + 1
*
-1 | 0.10362585258967635755376635575621067345 | 0.019467529273061671314183856685565696361
f(z) = -149/56*z^3 + 205/56*z + 1
*
-1 | 0.091786838369227072614276357409588100777 | 0.017227659851951806538176680354524001478
f(z) = -149/57*z^3 + 206/57*z + 1
*
-1 | 0.099241399174312764488498253482577955957 | 0.018609906695182130671383150824915781931
f(z) = -149/58*z^3 + 207/58*z + 1
*
-1 | 0.11202416582526762876947663859469102815 | 0.020987984376410549649981179778455400431
f(z) = -149/59*z^3 + 208/59*z + 1
*
-1 | 0.11219660021188824078510010088195498615 | 0.021155977669960219363409478106151043623
f(z) = -148/53*z^3 + 201/53*z + 1
*
[ -1/2 ] 
f(z) = -148/55*z^3 + 202/55*z + 1
*
-1 | 0.11209153003526252041550421306633685619 | 0.021096778569739869352652280264092529181
f(z) = -148/55*z^3 + 203/55*z + 1
*
-1 | 0.091641746887628626906340175915550571458 | 0.017216151622256008308731189729393650599
f(z) = -148/57*z^3 + 205/57*z + 1
*
[ -1/2 ] 
f(z) = -148/57*z^3 + 208/57*z + 1
*
-1 | 0.11187813963502435951089090114334625313 | 0.020979568578848374844852253887440061902
f(z) = -148/59*z^3 + 207/59*z + 1
*
[ -1/2 ] 
f(z) = -148/59*z^3 + 214/59*z + 1
*
-5/7 | 0.15824948597423020231489185468894505952 | 0.029784180511437612546380827776586755771
f(z) = -147/40*z^3 + 203/40*z + 1
*
[ -2/7 ] 
f(z) = -147/46*z^3 + 219/46*z + 1
*
-1 | 0.11205218747747633770527312337247333744 | 0.021148636392553557971225524360708496312
f(z) = -147/53*z^3 + 200/53*z + 1
*
-1 | 0.11194620575358163136729866696838871244 | 0.021089027934365046580638106959809747745
f(z) = -147/55*z^3 + 202/55*z + 1
*
[ -5/7 ] 
f(z) = -147/55*z^3 + 207/55*z + 1
*
-1 | 0.098949766434901353705944534518158568336 | 0.018589062733810154931805992592135044183
f(z) = -147/58*z^3 + 205/58*z + 1
*
-1 | 0.11173093276398926043094989230524039613 | 0.020971007813301517676928430103893237129
f(z) = -147/59*z^3 + 206/59*z + 1
*
-1 | 0.11179971503181951895229613399671184313 | 0.021081140339852044342121393538928209377
f(z) = -146/55*z^3 + 201/55*z + 1
*
-1 | 0.091348052975946174800947274853645327086 | 0.017192642885721585182263826217771294317
f(z) = -146/57*z^3 + 203/57*z + 1
*
-1 | 0.11158252561813793112598786001835446073 | 0.020962298784981589743261797060212770399
f(z) = -146/59*z^3 + 205/59*z + 1
*
-1 | 0.10304031547886806106816015108210138536 | 0.019429453381472489817638276384983336059
f(z) = -145/56*z^3 + 201/56*z + 1
*
-1 | 0.091199411788821294301456004332303446983 | 0.017180635376296159240870860036659475790
f(z) = -145/57*z^3 + 202/57*z + 1
*
-1 | 0.11143289810280754639670786624573556844 | 0.020953438100643155329280783574627741453
f(z) = -145/59*z^3 + 204/59*z + 1
*
[ -1/4 ] 
f(z) = -144/41*z^3 + 214/41*z + 1
*
[ -1/3 ] 
f(z) = -144/47*z^3 + 204/47*z + 1
*
[ -1/3 ] 
f(z) = -144/49*z^3 + 212/49*z + 1
*
[ -1/2 ] 
f(z) = -144/55*z^3 + 201/55*z + 1
*
[ -5/12 ] 
f(z) = -144/55*z^3 + 212/55*z + 1
*
-1 | 0.11128202960520136133899062993792009783 | 0.020944422264854593887035878439238001661
f(z) = -144/59*z^3 + 203/59*z + 1
*
[ -1/2 ] 
f(z) = -144/59*z^3 + 213/59*z + 1
*
-1 | 0.090897406714029955225020035002558475979 | 0.017155900718203201041826516969721505449
f(z) = -143/57*z^3 + 200/57*z + 1
*
-1 | 0.098350082930986619273724001294934009215 | 0.018545055326072354164138211641236094420
f(z) = -143/58*z^3 + 201/58*z + 1
*
-1 | 0.11112989897611017124854695300346472614 | 0.020935247676095271768432833035930424612
f(z) = -143/59*z^3 + 202/59*z + 1
*
-1 | 0.11097648451080770449177677030645156808 | 0.020925910622669310531940638811985292197
f(z) = -142/59*z^3 + 201/59*z + 1
*
-1 | 0.11082176392907411051386204035891332683 | 0.020916407278425599725529055958805037915
f(z) = -141/59*z^3 + 200/59*z + 1
*
-20/21 | 0.16860656959416317675957532985851565564 | 0.027690150597188683704621554977027497656
f(z) = -147/40*z^3 + 203/60*z + 1
*
-2/3 | 0.21574885860261076080499850002217848164 | 0.029796892228301007464270972479433560133
f(z) = -155/48*z^3 + 209/108*z + 1
*
-2/3 | 0.21449641723859630829771268771477538997 | 0.029731275348292082005698925292312197364
f(z) = -151/48*z^3 + 205/108*z + 1
*
0 | 0.17449168086329178108797928563843245164 | 0.028656658709628358252291420498969042095
f(z) = -147/46*z^3 + 211/138*z + 1
*
[ 3/4 ] 
f(z) = -144/41*z^3 + 202/123*z + 1
*
[ 3/4 ] 
f(z) = -144/43*z^3 + 200/129*z + 1
*
[ 5/6 ] 
f(z) = -141/50*z^3 + 211/120*z + 1
*
[ 3/4 ] 
f(z) = -160/53*z^3 + 217/159*z + 1
*
[ 4/5 ] 
f(z) = -155/56*z^3 + 213/140*z + 1
*
0 | 0.15991534608748950048105566962474232235 | 0.026091374781853809314030699229392089486
f(z) = -153/50*z^3 + 209/150*z + 1
*
0 | 0.14664576564622580797555899308248161654 | 0.024249502313474791385814495439829593726
f(z) = -141/52*z^3 + 215/156*z + 1
*
[ 3/4 ] 
f(z) = -160/59*z^3 + 211/177*z + 1
*
[ 2/3 ] 
f(z) = -157/44*z^3 + 215/198*z + 1
*
[ 2/3 ] 
f(z) = -155/44*z^3 + 211/198*z + 1
*
0 | 0.16645248452901508468321466677938279751 | 0.025966917844519054297840000028672092887
f(z) = -152/45*z^3 + 203/180*z + 1
*
[ 2/3 ] 
f(z) = -151/44*z^3 + 203/198*z + 1
*
[ 7/5 ] 
f(z) = -160/49*z^3 + 234/35*z + 1
*
[ 7/5 ] 
f(z) = -155/49*z^3 + 227/35*z + 1
*
[ 3/2 ] 
f(z) = -146/45*z^3 + 229/30*z + 1
*
[ 3/2 ] 
f(z) = -142/45*z^3 + 223/30*z + 1
*
[ -1/4 ] 
f(z) = -160/43*z^3 + 225/43*z + 1
*
[ -3/4 ] 
f(z) = -160/57*z^3 + 223/57*z + 1
*
[ -1 ] 
f(z) = -159/40*z^3 + 239/40*z + 1
*
[ -1 ] 
f(z) = -157/40*z^3 + 237/40*z + 1
*
[ -1 ] 
f(z) = -157/41*z^3 + 239/41*z + 1
*
[ -1 ] 
f(z) = -156/41*z^3 + 238/41*z + 1
*
[ -1 ] 
f(z) = -155/41*z^3 + 237/41*z + 1
*
[ -1 ] 
f(z) = -155/42*z^3 + 239/42*z + 1
*
[ -1 ] 
f(z) = -154/41*z^3 + 236/41*z + 1
*
[ -1 ] 
f(z) = -153/40*z^3 + 233/40*z + 1
*
[ -1 ] 
f(z) = -153/41*z^3 + 235/41*z + 1
*
[ -1 ] 
f(z) = -153/43*z^3 + 239/43*z + 1
*
[ -1/3 ] 
f(z) = -153/52*z^3 + 225/52*z + 1
*
[ -1/3 ] 
f(z) = -153/53*z^3 + 229/53*z + 1
*
[ -1/3 ] 
f(z) = -153/55*z^3 + 237/55*z + 1
*
[ -1 ] 
f(z) = -152/41*z^3 + 234/41*z + 1
*
[ -1 ] 
f(z) = -152/43*z^3 + 238/43*z + 1
*
[ -1 ] 
f(z) = -151/40*z^3 + 231/40*z + 1
*
[ -1 ] 
f(z) = -151/41*z^3 + 233/41*z + 1
*
[ -1 ] 
f(z) = -151/42*z^3 + 235/42*z + 1
*
[ -1 ] 
f(z) = -151/43*z^3 + 237/43*z + 1
*
[ -1 ] 
f(z) = -151/44*z^3 + 239/44*z + 1
*
[ -1 ] 
f(z) = -150/41*z^3 + 232/41*z + 1
*
[ -1 ] 
f(z) = -150/43*z^3 + 236/43*z + 1
*
[ -7/30 ] 
f(z) = -150/49*z^3 + 229/42*z + 1
*
[ -7/20 ] 
f(z) = -150/49*z^3 + 237/56*z + 1
*
[ -1 ] 
f(z) = -149/40*z^3 + 229/40*z + 1
*
[ -1 ] 
f(z) = -149/41*z^3 + 231/41*z + 1
*
[ -1 ] 
f(z) = -149/42*z^3 + 233/42*z + 1
*
[ -1 ] 
f(z) = -149/43*z^3 + 235/43*z + 1
*
[ -1 ] 
f(z) = -149/44*z^3 + 237/44*z + 1
*
[ -1 ] 
f(z) = -149/45*z^3 + 239/45*z + 1
*
[ -1 ] 
f(z) = -148/41*z^3 + 230/41*z + 1
*
[ -1 ] 
f(z) = -148/43*z^3 + 234/43*z + 1
*
[ -1 ] 
f(z) = -148/45*z^3 + 238/45*z + 1
*
[ -1 ] 
f(z) = -147/41*z^3 + 229/41*z + 1
*
[ -1 ] 
f(z) = -147/43*z^3 + 233/43*z + 1
*
[ -1 ] 
f(z) = -147/44*z^3 + 235/44*z + 1
*
[ -1 ] 
f(z) = -147/46*z^3 + 239/46*z + 1
*
[ -2/7 ] 
f(z) = -147/50*z^3 + 237/50*z + 1
*
[ -1 ] 
f(z) = -146/41*z^3 + 228/41*z + 1
*
[ -1 ] 
f(z) = -146/43*z^3 + 232/43*z + 1
*
[ -1 ] 
f(z) = -146/45*z^3 + 236/45*z + 1
*
[ -1 ] 
f(z) = -145/41*z^3 + 227/41*z + 1
*
[ -1 ] 
f(z) = -145/42*z^3 + 229/42*z + 1
*
[ -1 ] 
f(z) = -145/43*z^3 + 231/43*z + 1
*
[ -1 ] 
f(z) = -145/44*z^3 + 233/44*z + 1
*
[ -1 ] 
f(z) = -145/46*z^3 + 237/46*z + 1
*
[ -1 ] 
f(z) = -145/47*z^3 + 239/47*z + 1
*
[ -1 ] 
f(z) = -144/41*z^3 + 226/41*z + 1
*
[ -1/4 ] 
f(z) = -144/43*z^3 + 224/43*z + 1
*
[ -1 ] 
f(z) = -144/43*z^3 + 230/43*z + 1
*
[ -1 ] 
f(z) = -144/47*z^3 + 238/47*z + 1
*
[ -1/3 ] 
f(z) = -144/53*z^3 + 228/53*z + 1
*
[ -5/6 ] 
f(z) = -144/55*z^3 + 221/55*z + 1
*
17/12 | 0.13439037731962838370947029276098502170 | 0.024634732672526923219931172929154278829
f(z) = -144/55*z^3 + 234/55*z + 1
*
[ -1 ] 
f(z) = -143/40*z^3 + 223/40*z + 1
*
[ -1 ] 
f(z) = -143/41*z^3 + 225/41*z + 1
*
[ -1 ] 
f(z) = -143/42*z^3 + 227/42*z + 1
*
[ -1 ] 
f(z) = -143/43*z^3 + 229/43*z + 1
*
[ -1 ] 
f(z) = -143/45*z^3 + 233/45*z + 1
*
[ -1 ] 
f(z) = -143/46*z^3 + 235/46*z + 1
*
[ -1 ] 
f(z) = -143/47*z^3 + 237/47*z + 1
*
[ -1 ] 
f(z) = -143/48*z^3 + 239/48*z + 1
*
[ -12/11 ] 
f(z) = -143/54*z^3 + 223/44*z + 1
*
[ -1 ] 
f(z) = -142/41*z^3 + 224/41*z + 1
*
[ -1 ] 
f(z) = -142/43*z^3 + 228/43*z + 1
*
[ -1 ] 
f(z) = -142/45*z^3 + 232/45*z + 1
*
[ -1 ] 
f(z) = -142/47*z^3 + 236/47*z + 1
*
[ -1 ] 
f(z) = -141/40*z^3 + 221/40*z + 1
*
[ -1 ] 
f(z) = -141/41*z^3 + 223/41*z + 1
*
[ -1 ] 
f(z) = -141/43*z^3 + 227/43*z + 1
*
[ -1 ] 
f(z) = -141/44*z^3 + 229/44*z + 1
*
[ -1 ] 
f(z) = -141/46*z^3 + 233/46*z + 1
*
[ -1 ] 
f(z) = -141/49*z^3 + 239/49*z + 1
*
[ -2/3 ] 
f(z) = -157/56*z^3 + 236/63*z + 1
*
[ -2/3 ] 
f(z) = -155/56*z^3 + 235/63*z + 1
*
-2/9 | 0.19652344621208118023861500865415576129 | 0.026157216601087367209445398724307112216
f(z) = -153/56*z^3 + 229/63*z + 1
*
[ -2/3 ] 
f(z) = -151/56*z^3 + 233/63*z + 1
*
[ -2/3 ] 
f(z) = -149/56*z^3 + 232/63*z + 1
*
26/21 | 0.073005726024866755217064804907357967633 | 0.011833117062052481387850108380168586476
f(z) = -147/44*z^3 + 239/66*z + 1
*
[ -2/5 ] 
f(z) = -145/48*z^3 + 239/60*z + 1
*
[ -2/3 ] 
f(z) = -145/56*z^3 + 230/63*z + 1
*
[ -6/11 ] 
f(z) = -143/54*z^3 + 239/66*z + 1
*
[ -2/3 ] 
f(z) = -143/56*z^3 + 229/63*z + 1
*
[ 3/4 ] 
f(z) = -160/41*z^3 + 229/123*z + 1
*
[ 3/4 ] 
f(z) = -160/43*z^3 + 227/129*z + 1
*
[ 5/6 ] 
f(z) = -147/50*z^3 + 221/120*z + 1
*
-6/11 | 0.21143939170739140406854966100271796155 | 0.028725290458849318295460605729202762500
f(z) = -143/48*z^3 + 227/132*z + 1
*
0 | 0.15371660737030940090601221357135244598 | 0.025418744343688107083133443091376828516
f(z) = -141/40*z^3 + 223/120*z + 1
*
[ 3/4 ] 
f(z) = -160/47*z^3 + 223/141*z + 1
*
[ 3/4 ] 
f(z) = -160/49*z^3 + 221/147*z + 1
*
0 | 0.11922091874729049213826771951487520922 | 0.019330458041486071408587965822457057552
f(z) = -159/50*z^3 + 227/150*z + 1
*
12/13 | 0.20252524079743967841914364186419434965 | 0.026903664091734952383088224897400756834
f(z) = -143/48*z^3 + 227/156*z + 1
*
0 | 0.16342281056218808054440811594015222533 | 0.026663643625228798072338132656954635742
f(z) = -153/56*z^3 + 235/168*z + 1
*
13/14 | 0.19107336583902492897414869146599349797 | 0.029964175571605875467432115649199902242
f(z) = -147/52*z^3 + 235/208*z + 1
*
0 | 0.14067786126384988312465279003111098739 | 0.021359580137902428977083872200519886711
f(z) = -145/42*z^3 + 221/210*z + 1
*
0 | 0.13949269493320957920981203172972624920 | 0.021179632454673323274076642132172358671
f(z) = -145/54*z^3 + 239/270*z + 1
*
[ 2/3 ] 
f(z) = -141/49*z^3 + 229/294*z + 1
*
[ 7/2 ] 
f(z) = -144/49*z^3 + 257/7*z + 1
*
[ 3/2 ] 
f(z) = -158/45*z^3 + 247/30*z + 1
*
[ 3/2 ] 
f(z) = -154/45*z^3 + 241/30*z + 1
*
[ 5/3 ] 
f(z) = -147/50*z^3 + 257/30*z + 1
*
[ 5/3 ] 
f(z) = -141/50*z^3 + 247/30*z + 1
*
[ -1 ] 
f(z) = -160/41*z^3 + 242/41*z + 1
*
[ -1 ] 
f(z) = -160/43*z^3 + 246/43*z + 1
*
[ -1/4 ] 
f(z) = -160/47*z^3 + 245/47*z + 1
*
[ -1 ] 
f(z) = -160/47*z^3 + 254/47*z + 1
*
[ -1/4 ] 
f(z) = -160/49*z^3 + 255/49*z + 1
*
[ -1 ] 
f(z) = -160/49*z^3 + 258/49*z + 1
*
[ -1 ] 
f(z) = -159/41*z^3 + 241/41*z + 1
*
[ -1 ] 
f(z) = -159/43*z^3 + 245/43*z + 1
*
[ -1 ] 
f(z) = -159/44*z^3 + 247/44*z + 1
*
[ -1 ] 
f(z) = -159/46*z^3 + 251/46*z + 1
*
[ -1 ] 
f(z) = -159/47*z^3 + 253/47*z + 1
*
[ -1 ] 
f(z) = -159/49*z^3 + 257/49*z + 1
*
[ -1 ] 
f(z) = -159/50*z^3 + 259/50*z + 1
*
[ -1 ] 
f(z) = -158/41*z^3 + 240/41*z + 1
*
[ -1 ] 
f(z) = -158/43*z^3 + 244/43*z + 1
*
[ -1 ] 
f(z) = -158/45*z^3 + 248/45*z + 1
*
[ -1 ] 
f(z) = -158/47*z^3 + 252/47*z + 1
*
[ -1 ] 
f(z) = -158/49*z^3 + 256/49*z + 1
*
[ -1 ] 
f(z) = -157/42*z^3 + 241/42*z + 1
*
[ -1 ] 
f(z) = -157/43*z^3 + 243/43*z + 1
*
[ -1 ] 
f(z) = -157/44*z^3 + 245/44*z + 1
*
[ -1 ] 
f(z) = -157/45*z^3 + 247/45*z + 1
*
[ -1 ] 
f(z) = -157/46*z^3 + 249/46*z + 1
*
[ -1 ] 
f(z) = -157/47*z^3 + 251/47*z + 1
*
[ -1 ] 
f(z) = -157/48*z^3 + 253/48*z + 1
*
[ -1 ] 
f(z) = -157/49*z^3 + 255/49*z + 1
*
[ -1 ] 
f(z) = -157/50*z^3 + 257/50*z + 1
*
[ -1 ] 
f(z) = -157/51*z^3 + 259/51*z + 1
*
[ -1 ] 
f(z) = -156/43*z^3 + 242/43*z + 1
*
[ -1 ] 
f(z) = -156/47*z^3 + 250/47*z + 1
*
[ -1 ] 
f(z) = -156/49*z^3 + 254/49*z + 1
*
[ -1 ] 
f(z) = -155/43*z^3 + 241/43*z + 1
*
[ -1 ] 
f(z) = -155/44*z^3 + 243/44*z + 1
*
[ -1 ] 
f(z) = -155/46*z^3 + 247/46*z + 1
*
[ -1 ] 
f(z) = -155/47*z^3 + 249/47*z + 1
*
[ -1 ] 
f(z) = -155/48*z^3 + 251/48*z + 1
*
[ -1 ] 
f(z) = -155/49*z^3 + 253/49*z + 1
*
[ -1 ] 
f(z) = -155/51*z^3 + 257/51*z + 1
*
[ -1 ] 
f(z) = -155/52*z^3 + 259/52*z + 1
*
[ -1 ] 
f(z) = -154/43*z^3 + 240/43*z + 1
*
[ -1 ] 
f(z) = -154/45*z^3 + 244/45*z + 1
*
[ -1 ] 
f(z) = -154/47*z^3 + 248/47*z + 1
*
[ -1 ] 
f(z) = -154/51*z^3 + 256/51*z + 1
*
[ -2/9 ] 
f(z) = -153/40*z^3 + 256/45*z + 1
*
[ -1 ] 
f(z) = -153/44*z^3 + 241/44*z + 1
*
[ -1 ] 
f(z) = -153/46*z^3 + 245/46*z + 1
*
[ -1 ] 
f(z) = -153/47*z^3 + 247/47*z + 1
*
[ -1 ] 
f(z) = -153/49*z^3 + 251/49*z + 1
*
[ -1 ] 
f(z) = -153/50*z^3 + 253/50*z + 1
*
[ -1 ] 
f(z) = -153/52*z^3 + 257/52*z + 1
*
[ -1 ] 
f(z) = -153/53*z^3 + 259/53*z + 1
*
[ -1/3 ] 
f(z) = -153/56*z^3 + 241/56*z + 1
*
[ -1/3 ] 
f(z) = -153/58*z^3 + 249/58*z + 1
*
[ -1/3 ] 
f(z) = -153/59*z^3 + 253/59*z + 1
*
[ -1 ] 
f(z) = -152/45*z^3 + 242/45*z + 1
*
[ -1 ] 
f(z) = -152/47*z^3 + 246/47*z + 1
*
[ -1 ] 
f(z) = -152/49*z^3 + 250/49*z + 1
*
[ -7/8 ] 
f(z) = -152/49*z^3 + 253/56*z + 1
*
[ -1 ] 
f(z) = -152/51*z^3 + 254/51*z + 1
*
[ -1 ] 
f(z) = -152/53*z^3 + 258/53*z + 1
*
[ -1 ] 
f(z) = -151/45*z^3 + 241/45*z + 1
*
[ -1 ] 
f(z) = -151/46*z^3 + 243/46*z + 1
*
[ -1 ] 
f(z) = -151/47*z^3 + 245/47*z + 1
*
[ -1 ] 
f(z) = -151/48*z^3 + 247/48*z + 1
*
[ -1 ] 
f(z) = -151/49*z^3 + 249/49*z + 1
*
[ -1 ] 
f(z) = -151/50*z^3 + 251/50*z + 1
*
[ -1 ] 
f(z) = -151/51*z^3 + 253/51*z + 1
*
[ -1 ] 
f(z) = -151/52*z^3 + 255/52*z + 1
*
[ -1 ] 
f(z) = -151/53*z^3 + 257/53*z + 1
*
[ -1 ] 
f(z) = -151/54*z^3 + 259/54*z + 1
*
[ -1/5 ] 
f(z) = -150/41*z^3 + 252/41*z + 1
*
[ -1 ] 
f(z) = -150/47*z^3 + 244/47*z + 1
*
[ -1 ] 
f(z) = -150/49*z^3 + 248/49*z + 1
*
[ -7/6 ] 
f(z) = -150/49*z^3 + 253/42*z + 1
*
[ -1 ] 
f(z) = -150/53*z^3 + 256/53*z + 1
*
[ -1 ] 
f(z) = -149/46*z^3 + 241/46*z + 1
*
[ -1 ] 
f(z) = -149/47*z^3 + 243/47*z + 1
*
[ -1 ] 
f(z) = -149/48*z^3 + 245/48*z + 1
*
[ -1 ] 
f(z) = -149/49*z^3 + 247/49*z + 1
*
[ -1 ] 
f(z) = -149/50*z^3 + 249/50*z + 1
*
[ -1 ] 
f(z) = -149/51*z^3 + 251/51*z + 1
*
[ -1 ] 
f(z) = -149/52*z^3 + 253/52*z + 1
*
[ -1 ] 
f(z) = -149/53*z^3 + 255/53*z + 1
*
[ -1 ] 
f(z) = -149/54*z^3 + 257/54*z + 1
*
[ -1 ] 
f(z) = -149/55*z^3 + 259/55*z + 1
*
[ -1 ] 
f(z) = -148/47*z^3 + 242/47*z + 1
*
[ -1 ] 
f(z) = -148/49*z^3 + 246/49*z + 1
*
[ -1 ] 
f(z) = -148/51*z^3 + 250/51*z + 1
*
[ -1 ] 
f(z) = -148/53*z^3 + 254/53*z + 1
*
[ -1 ] 
f(z) = -148/55*z^3 + 258/55*z + 1
*
[ -1 ] 
f(z) = -147/47*z^3 + 241/47*z + 1
*
[ -1 ] 
f(z) = -147/50*z^3 + 247/50*z + 1
*
[ -1 ] 
f(z) = -147/52*z^3 + 251/52*z + 1
*
[ -1 ] 
f(z) = -147/53*z^3 + 253/53*z + 1
*
[ -1 ] 
f(z) = -147/55*z^3 + 257/55*z + 1
*
[ -1 ] 
f(z) = -146/47*z^3 + 240/47*z + 1
*
[ -1 ] 
f(z) = -146/49*z^3 + 244/49*z + 1
*
[ -1 ] 
f(z) = -146/51*z^3 + 248/51*z + 1
*
[ -1 ] 
f(z) = -146/53*z^3 + 252/53*z + 1
*
[ -1 ] 
f(z) = -146/55*z^3 + 256/55*z + 1
*
[ -1 ] 
f(z) = -145/48*z^3 + 241/48*z + 1
*
[ -1 ] 
f(z) = -145/49*z^3 + 243/49*z + 1
*
[ -1 ] 
f(z) = -145/51*z^3 + 247/51*z + 1
*
[ -1 ] 
f(z) = -145/52*z^3 + 249/52*z + 1
*
[ -1 ] 
f(z) = -145/53*z^3 + 251/53*z + 1
*
[ -1 ] 
f(z) = -145/54*z^3 + 253/54*z + 1
*
[ -1 ] 
f(z) = -145/56*z^3 + 257/56*z + 1
*
[ -1 ] 
f(z) = -145/57*z^3 + 259/57*z + 1
*
[ -1/4 ] 
f(z) = -144/47*z^3 + 244/47*z + 1
*
[ -1 ] 
f(z) = -144/49*z^3 + 242/49*z + 1
*
[ -1/4 ] 
f(z) = -144/49*z^3 + 254/49*z + 1
*
[ -1 ] 
f(z) = -144/53*z^3 + 250/53*z + 1
*
[ -1 ] 
f(z) = -144/55*z^3 + 254/55*z + 1
*
[ -1/3 ] 
f(z) = -144/59*z^3 + 252/59*z + 1
*
-2/11 | 0.20864589431263938068686741981656731806 | 0.027392941521839906481904607260091334653
f(z) = -143/40*z^3 + 254/55*z + 1
*
[ -1 ] 
f(z) = -143/49*z^3 + 241/49*z + 1
*
[ -1 ] 
f(z) = -143/50*z^3 + 243/50*z + 1
*
[ -1 ] 
f(z) = -143/51*z^3 + 245/51*z + 1
*
[ -1 ] 
f(z) = -143/53*z^3 + 249/53*z + 1
*
[ -1 ] 
f(z) = -143/54*z^3 + 251/54*z + 1
*
[ -1 ] 
f(z) = -143/56*z^3 + 255/56*z + 1
*
[ -1 ] 
f(z) = -143/57*z^3 + 257/57*z + 1
*
[ -1 ] 
f(z) = -143/58*z^3 + 259/58*z + 1
*
[ -1 ] 
f(z) = -142/49*z^3 + 240/49*z + 1
*
[ -1 ] 
f(z) = -142/51*z^3 + 244/51*z + 1
*
[ -1 ] 
f(z) = -142/53*z^3 + 248/53*z + 1
*
[ -1 ] 
f(z) = -142/55*z^3 + 252/55*z + 1
*
[ -1 ] 
f(z) = -142/57*z^3 + 256/57*z + 1
*
[ -1 ] 
f(z) = -141/50*z^3 + 241/50*z + 1
*
[ -1 ] 
f(z) = -141/52*z^3 + 245/52*z + 1
*
[ -1 ] 
f(z) = -141/53*z^3 + 247/53*z + 1
*
[ -1 ] 
f(z) = -141/55*z^3 + 251/55*z + 1
*
[ -1 ] 
f(z) = -141/56*z^3 + 253/56*z + 1
*
[ -1 ] 
f(z) = -141/58*z^3 + 257/58*z + 1
*
[ -1 ] 
f(z) = -141/59*z^3 + 259/59*z + 1
*
[ -7/12 ] 
f(z) = -160/49*z^3 + 241/63*z + 1
*
[ -2/5 ] 
f(z) = -155/48*z^3 + 241/60*z + 1
*
[ -4/5 ] 
f(z) = -155/48*z^3 + 259/60*z + 1
*
[ -3/4 ] 
f(z) = -148/45*z^3 + 251/60*z + 1
*
[ 22/21 ] 
f(z) = -147/44*z^3 + 245/66*z + 1
*
26/21 | 0.18241969588919549402086445598681111713 | 0.029449105179837750890060956258573752949
f(z) = -147/52*z^3 + 245/78*z + 1
*
-6/7 | 0.16154040032083004251807241430991468652 | 0.025943860752901650737208755961578567305
f(z) = -147/52*z^3 + 253/78*z + 1
*
[ -7/18 ] 
f(z) = -144/49*z^3 + 253/63*z + 1
*
[ -7/9 ] 
f(z) = -144/49*z^3 + 256/63*z + 1
*
[ -2/3 ] 
f(z) = -141/44*z^3 + 259/66*z + 1
*
-10/17 | 0.20961459392074908299268824303568876149 | 0.026656140620293614249595031037115043005
f(z) = -153/40*z^3 + 257/85*z + 1
*
-5/9 | 0.20122284163523253773219664320931469268 | 0.027840652724255956426036067532001095137
f(z) = -153/50*z^3 + 247/90*z + 1
*
[ 7/8 ] 
f(z) = -156/49*z^3 + 257/112*z + 1
*
-14/17 | 0.21081570482315228081978182693592193405 | 0.026808882757738168109957980228106910919
f(z) = -153/56*z^3 + 246/119*z + 1
*
[ 7/8 ] 
f(z) = -148/49*z^3 + 243/112*z + 1
*
[ 10/11 ] 
f(z) = -143/50*z^3 + 249/110*z + 1
*
[ 5/6 ] 
f(z) = -159/50*z^3 + 241/120*z + 1
*
0 | 0.13923175540472878370757209996254073369 | 0.022716693554930658332464552142279719069
f(z) = -153/40*z^3 + 259/120*z + 1
*
0 | 0.12009669196853869193728095753541539855 | 0.019723403986199948624570400259870478638
f(z) = -147/40*z^3 + 241/120*z + 1
*
-3/7 | 0.13838450732392963345324794815420486037 | 0.022726800369290143189245677394503009586
f(z) = -147/44*z^3 + 257/132*z + 1
*
-3/4 | 0.18914038905502889564121006451756665668 | 0.026778861573598203646430416250721271412
f(z) = -146/45*z^3 + 259/120*z + 1
*
-3/4 | 0.20751128985737182824052238192938261624 | 0.029495858889961429438845860011202181913
f(z) = -142/45*z^3 + 253/120*z + 1
*
-5/6 | 0.19379389627532530738834427838096835637 | 0.026069759146203689183762455903757344691
f(z) = -141/50*z^3 + 259/120*z + 1
*
0 | 0.16886946619419267167320391086480350899 | 0.026454028460058331037013409341316699853
f(z) = -148/49*z^3 + 249/196*z + 1
*
[ 3/4 ] 
f(z) = -148/57*z^3 + 257/228*z + 1
*
[ 2/3 ] 
f(z) = -141/41*z^3 + 253/246*z + 1
*
[ 2/3 ] 
f(z) = -141/43*z^3 + 247/258*z + 1
*
[ 2/3 ] 
f(z) = -150/47*z^3 + 259/282*z + 1
*
[ 2/3 ] 
f(z) = -150/49*z^3 + 253/294*z + 1
*
[ 2/3 ] 
f(z) = -147/47*z^3 + 251/282*z + 1
*
[ 5/7 ] 
f(z) = -147/58*z^3 + 259/290*z + 1
*
[ 5/7 ] 
f(z) = -147/59*z^3 + 257/295*z + 1
*
[ 7/2 ] 
f(z) = -156/49*z^3 + 278/7*z + 1
*
[ 7/2 ] 
f(z) = -152/49*z^3 + 271/7*z + 1
*
[ -7/2 ] 
f(z) = -152/49*z^3 + 275/7*z + 1
*
[ 7/2 ] 
f(z) = -148/49*z^3 + 264/7*z + 1
*
[ -7/2 ] 
f(z) = -148/49*z^3 + 268/7*z + 1
*
[ -7/2 ] 
f(z) = -144/49*z^3 + 261/7*z + 1
*
[ 5/3 ] 
f(z) = -159/50*z^3 + 277/30*z + 1
*
[ -7/5 ] 
f(z) = -155/49*z^3 + 277/35*z + 1
*
[ 7/4 ] 
f(z) = -148/49*z^3 + 271/28*z + 1
*
[ -3/2 ] 
f(z) = -146/45*z^3 + 269/30*z + 1
*
-2 | 0.10618331279685158048647189819845675833 | 0.016789577161646494642478331576833383369
f(z) = -145/44*z^3 + 279/22*z + 1
*
[ -7/5 ] 
f(z) = -145/49*z^3 + 263/35*z + 1
*
-2 | 0.10623423689040703341619822475502390206 | 0.016816759125066783417614170669780836382
f(z) = -145/52*z^3 + 277/26*z + 1
*
[ -3/2 ] 
f(z) = -142/45*z^3 + 263/30*z + 1
*
-2 | 0.10567384343269087396669773810675784968 | 0.016786239597901761062611641957799321487
f(z) = -141/44*z^3 + 271/22*z + 1
*
-2 | 0.10572457112401438608517511140503025616 | 0.016814082268621215552735122130807146294
f(z) = -141/52*z^3 + 269/26*z + 1
*
[ -1 ] 
f(z) = -160/51*z^3 + 262/51*z + 1
*
[ -1/4 ] 
f(z) = -160/51*z^3 + 265/51*z + 1
*
[ -1 ] 
f(z) = -160/53*z^3 + 266/53*z + 1
*
[ -1/4 ] 
f(z) = -160/53*z^3 + 275/53*z + 1
*
[ -1 ] 
f(z) = -160/57*z^3 + 274/57*z + 1
*
[ -1 ] 
f(z) = -160/59*z^3 + 278/59*z + 1
*
[ -1 ] 
f(z) = -159/52*z^3 + 263/52*z + 1
*
[ -1 ] 
f(z) = -159/55*z^3 + 269/55*z + 1
*
[ -1 ] 
f(z) = -159/56*z^3 + 271/56*z + 1
*
[ -1 ] 
f(z) = -159/58*z^3 + 275/58*z + 1
*
[ -1 ] 
f(z) = -159/59*z^3 + 277/59*z + 1
*
[ -1 ] 
f(z) = -158/51*z^3 + 260/51*z + 1
*
[ -1 ] 
f(z) = -158/53*z^3 + 264/53*z + 1
*
[ -1 ] 
f(z) = -158/55*z^3 + 268/55*z + 1
*
[ -1 ] 
f(z) = -158/57*z^3 + 272/57*z + 1
*
[ -1 ] 
f(z) = -158/59*z^3 + 276/59*z + 1
*
[ -1 ] 
f(z) = -157/52*z^3 + 261/52*z + 1
*
[ -1 ] 
f(z) = -157/53*z^3 + 263/53*z + 1
*
[ -1 ] 
f(z) = -157/54*z^3 + 265/54*z + 1
*
[ -1 ] 
f(z) = -157/55*z^3 + 267/55*z + 1
*
[ -1 ] 
f(z) = -157/56*z^3 + 269/56*z + 1
*
[ -1 ] 
f(z) = -157/57*z^3 + 271/57*z + 1
*
[ -1 ] 
f(z) = -157/58*z^3 + 273/58*z + 1
*
[ -1 ] 
f(z) = -157/59*z^3 + 275/59*z + 1
*
[ -1 ] 
f(z) = -156/53*z^3 + 262/53*z + 1
*
[ -1 ] 
f(z) = -156/55*z^3 + 266/55*z + 1
*
[ -1 ] 
f(z) = -156/59*z^3 + 274/59*z + 1
*
[ -1 ] 
f(z) = -155/53*z^3 + 261/53*z + 1
*
[ -1 ] 
f(z) = -155/54*z^3 + 263/54*z + 1
*
[ -1 ] 
f(z) = -155/56*z^3 + 267/56*z + 1
*
[ -1 ] 
f(z) = -155/57*z^3 + 269/57*z + 1
*
[ -1 ] 
f(z) = -155/58*z^3 + 271/58*z + 1
*
[ -1 ] 
f(z) = -155/59*z^3 + 273/59*z + 1
*
[ -1 ] 
f(z) = -154/53*z^3 + 260/53*z + 1
*
[ -1 ] 
f(z) = -154/57*z^3 + 268/57*z + 1
*
[ -1 ] 
f(z) = -154/59*z^3 + 272/59*z + 1
*
[ -1 ] 
f(z) = -153/55*z^3 + 263/55*z + 1
*
[ -1 ] 
f(z) = -153/56*z^3 + 265/56*z + 1
*
[ -1 ] 
f(z) = -153/58*z^3 + 269/58*z + 1
*
[ -1 ] 
f(z) = -153/59*z^3 + 271/59*z + 1
*
[ -1 ] 
f(z) = -152/55*z^3 + 262/55*z + 1
*
[ -1 ] 
f(z) = -152/59*z^3 + 270/59*z + 1
*
[ -1 ] 
f(z) = -151/55*z^3 + 261/55*z + 1
*
[ -1 ] 
f(z) = -151/56*z^3 + 263/56*z + 1
*
[ -1 ] 
f(z) = -151/57*z^3 + 265/57*z + 1
*
[ -1 ] 
f(z) = -151/58*z^3 + 267/58*z + 1
*
[ -1 ] 
f(z) = -151/59*z^3 + 269/59*z + 1
*
[ -1/5 ] 
f(z) = -150/43*z^3 + 264/43*z + 1
*
[ -1 ] 
f(z) = -150/59*z^3 + 268/59*z + 1
*
[ -1 ] 
f(z) = -149/56*z^3 + 261/56*z + 1
*
[ -1 ] 
f(z) = -149/57*z^3 + 263/57*z + 1
*
[ -1 ] 
f(z) = -149/58*z^3 + 265/58*z + 1
*
[ -1 ] 
f(z) = -149/59*z^3 + 267/59*z + 1
*
[ -1 ] 
f(z) = -148/57*z^3 + 262/57*z + 1
*
[ -1 ] 
f(z) = -148/59*z^3 + 266/59*z + 1
*
[ -8/7 ] 
f(z) = -147/40*z^3 + 267/40*z + 1
*
[ -1 ] 
f(z) = -147/58*z^3 + 263/58*z + 1
*
[ -2/7 ] 
f(z) = -147/58*z^3 + 273/58*z + 1
*
[ -1 ] 
f(z) = -147/59*z^3 + 265/59*z + 1
*
[ -1 ] 
f(z) = -146/57*z^3 + 260/57*z + 1
*
[ -1 ] 
f(z) = -146/59*z^3 + 264/59*z + 1
*
[ -1 ] 
f(z) = -145/59*z^3 + 263/59*z + 1
*
[ -1/4 ] 
f(z) = -144/53*z^3 + 274/53*z + 1
*
-1/6 | 0.13678344885926611786729765442359891709 | 0.024290233462863071636148420297827380221
f(z) = -144/55*z^3 + 279/55*z + 1
*
[ -1 ] 
f(z) = -144/59*z^3 + 262/59*z + 1
*
[ -10/11 ] 
f(z) = -143/40*z^3 + 278/55*z + 1
*
[ -1 ] 
f(z) = -143/59*z^3 + 261/59*z + 1
*
[ -1 ] 
f(z) = -142/59*z^3 + 260/59*z + 1
*
[ -2/3 ] 
f(z) = -159/44*z^3 + 271/66*z + 1
*
-6/5 | 0.15004761218573659847878986942812378101 | 0.021493695573185986161694661309518448080
f(z) = -155/48*z^3 + 269/60*z + 1
*
[ -7/9 ] 
f(z) = -153/49*z^3 + 263/63*z + 1
*
[ 7/6 ] 
f(z) = -152/49*z^3 + 275/63*z + 1
*
[ 7/6 ] 
f(z) = -148/49*z^3 + 268/63*z + 1
*
-20/21 | 0.16166392706267453780262735106344120095 | 0.025803057438643600827249516280921480155
f(z) = -147/40*z^3 + 263/60*z + 1
*
[ -2/3 ] 
f(z) = -147/44*z^3 + 263/66*z + 1
*
[ 6/5 ] 
f(z) = -145/48*z^3 + 271/60*z + 1
*
-14/13 | 0.22162377095190417138422143236845804532 | 0.028964386422761643743810153661880031610
f(z) = -143/56*z^3 + 263/91*z + 1
*
[ 14/13 ] 
f(z) = -143/56*z^3 + 276/91*z + 1
*
-1/2 | 0.16636287184657574339146885386239293763 | 0.029305986773656012435805717234667425830
f(z) = -146/51*z^3 + 277/102*z + 1
*
-1/2 | 0.16246633591838029213172378251889624123 | 0.028760325161487124133458249530245254114
f(z) = -142/51*z^3 + 275/102*z + 1
*
-3/4 | 0.18822832606220587664642952695153895122 | 0.026354993298243237949786075194988032428
f(z) = -158/45*z^3 + 277/120*z + 1
*
-3/4 | 0.19114817244086649366399774232863102583 | 0.026860256552753972567606468409724881250
f(z) = -154/45*z^3 + 271/120*z + 1
*
0 | 0.14493187861912453138066620955492447289 | 0.023802071028173966498579437087141201740
f(z) = -147/44*z^3 + 265/132*z + 1
*
-5/6 | 0.22344550805605294162896465654742950449 | 0.029891019120983288406849186310588474389
f(z) = -147/50*z^3 + 269/120*z + 1
*
0 | 0.13191013947104548787879821350436475905 | 0.021812803241729507522218785947364071741
f(z) = -141/40*z^3 + 263/120*z + 1
*
0 | 0.15204078515165077365965149882052524363 | 0.024651865199918015254182116942402934886
f(z) = -159/52*z^3 + 269/156*z + 1
*
-7/60 | 0.23389343839126584112361044402716990133 | 0.028562989122772579470274734650535556445
f(z) = -150/49*z^3 + 271/168*z + 1
*
[ 7/9 ] 
f(z) = -141/49*z^3 + 275/189*z + 1
*
[ 3/4 ] 
f(z) = -148/51*z^3 + 265/204*z + 1
*
17/20 | 0.17999712619565962901471872924672341408 | 0.026927087694658902083741620151632273357
f(z) = -160/51*z^3 + 278/255*z + 1
*
[ 2/3 ] 
f(z) = -150/41*z^3 + 277/246*z + 1
*
[ 2/3 ] 
f(z) = -150/43*z^3 + 271/258*z + 1
*
[ 2/3 ] 
f(z) = -147/41*z^3 + 269/246*z + 1
*
[ 2/3 ] 
f(z) = -147/43*z^3 + 263/258*z + 1
*
[ 5/7 ] 
f(z) = -147/52*z^3 + 271/260*z + 1
*
[ 5/7 ] 
f(z) = -147/53*z^3 + 269/265*z + 1
*
[ 2/3 ] 
f(z) = -159/49*z^3 + 277/294*z + 1
*
[ 2/3 ] 
f(z) = -156/47*z^3 + 275/282*z + 1
*
[ 2/3 ] 
f(z) = -156/49*z^3 + 269/294*z + 1
*
[ 7/2 ] 
f(z) = -160/49*z^3 + 285/7*z + 1
*
[ -7/2 ] 
f(z) = -160/49*z^3 + 289/7*z + 1
*
[ -7/2 ] 
f(z) = -156/49*z^3 + 282/7*z + 1
*
[ -7/5 ] 
f(z) = -160/49*z^3 + 284/35*z + 1
*
[ -3/2 ] 
f(z) = -158/45*z^3 + 287/30*z + 1
*
[ 7/4 ] 
f(z) = -156/49*z^3 + 285/28*z + 1
*
-2 | 0.10739800004011515115922450890782679689 | 0.016797759533444236988118490116164471986
f(z) = -155/44*z^3 + 299/22*z + 1
*
-2 | 0.10744904955310652794761786265603807004 | 0.016823403759541993298176667462568449078
f(z) = -155/52*z^3 + 297/26*z + 1
*
[ -3/2 ] 
f(z) = -154/45*z^3 + 281/30*z + 1
*
-2 | 0.10716144342084525424590074350875845020 | 0.016796141892427859064982685592139569279
f(z) = -153/44*z^3 + 295/22*z + 1
*
-2 | 0.10721250342827755268008806777499872476 | 0.016822081265028297103326926962822205057
f(z) = -153/52*z^3 + 293/26*z + 1
*
-2 | 0.10692178189187297415896296613773914457 | 0.016794514758169084900347369504751339128
f(z) = -151/44*z^3 + 291/22*z + 1
*
-2 | 0.10697283600091616991589799041894332658 | 0.016820755322596446804886681139589481244
f(z) = -151/52*z^3 + 289/26*z + 1
*
-2 | 0.10667893170864943073400625410751839144 | 0.016792878201025626270117132653315063956
f(z) = -149/44*z^3 + 287/22*z + 1
*
-2 | 0.10672996218734745854536642139170176683 | 0.016819426156561381036628982455467721814
f(z) = -149/52*z^3 + 285/26*z + 1
*
-2 | 0.10643280564540103930478610527021157220 | 0.016791232303610742031618287592607775461
f(z) = -147/44*z^3 + 283/22*z + 1
*
[ -5/3 ] 
f(z) = -147/50*z^3 + 293/30*z + 1
*
-2 | 0.10648379331041026997973728002858756952 | 0.016818094005958188811406132696891928660
f(z) = -147/52*z^3 + 281/26*z + 1
*
[ 2 ] 
f(z) = -141/44*z^3 + 293/22*z + 1
*
[ -5/3 ] 
f(z) = -141/50*z^3 + 283/30*z + 1
*
[ 2 ] 
f(z) = -141/52*z^3 + 295/26*z + 1
*
[ -1/4 ] 
f(z) = -160/57*z^3 + 295/57*z + 1
*
[ -10/9 ] 
f(z) = -153/40*z^3 + 298/45*z + 1
*
[ 4/3 ] 
f(z) = -153/44*z^3 + 283/44*z + 1
*
[ 4/3 ] 
f(z) = -153/52*z^3 + 285/52*z + 1
*
[ -6/5 ] 
f(z) = -151/54*z^3 + 293/50*z + 1
*
[ -1/5 ] 
f(z) = -150/47*z^3 + 288/47*z + 1
*
[ -1/6 ] 
f(z) = -144/41*z^3 + 291/41*z + 1
*
[ -1/4 ] 
f(z) = -144/55*z^3 + 284/55*z + 1
*
-7/8 | 0.22540740296842798453137464912305681776 | 0.029692636189000846781509666065957862202
f(z) = -160/49*z^3 + 283/70*z + 1
*
[ 7/6 ] 
f(z) = -160/49*z^3 + 289/63*z + 1
*
-2/9 | 0.21567241215179317937093906447314144171 | 0.027806469871865032754282105157703393253
f(z) = -153/56*z^3 + 292/63*z + 1
*
-20/21 | 0.15230281385470676591193644295509914286 | 0.023974767667533746883903053207945403295
f(z) = -147/40*z^3 + 287/60*z + 1
*
-22/21 | 0.19108754792944135848672301688957544239 | 0.029887359902003018561099351638519258389
f(z) = -147/44*z^3 + 299/66*z + 1
*
[ -20/21 ] 
f(z) = -147/50*z^3 + 283/60*z + 1
*
[ -2/3 ] 
f(z) = -147/52*z^3 + 293/78*z + 1
*
[ -10/13 ] 
f(z) = -143/40*z^3 + 287/65*z + 1
*
[ -7/11 ] 
f(z) = -143/49*z^3 + 289/77*z + 1
*
[ -2/3 ] 
f(z) = -141/52*z^3 + 289/78*z + 1
*
-2/5 | 0.14935176538333032653660076459707841968 | 0.026184688151581831595399028824568866077
f(z) = -150/49*z^3 + 293/98*z + 1
*
-1/2 | 0.17101130625118356473670482071099004294 | 0.029711425547776798805703705343152997776
f(z) = -158/51*z^3 + 283/102*z + 1
*
-7/8 | 0.22761752612439516254932900038805052598 | 0.029098003756589659028669379789754305336
f(z) = -156/49*z^3 + 289/112*z + 1
*
-1/2 | 0.17000534605339393426494699261049563473 | 0.029668828204100045221499541032723260123
f(z) = -154/51*z^3 + 281/102*z + 1
*
-2/3 | 0.14976506617424745241558577564968065497 | 0.026366287872396845839226446415428140893
f(z) = -144/55*z^3 + 293/110*z + 1
*
-1/2 | 0.16726811797886139211731958421548632794 | 0.029343000386787177507747089410224286493
f(z) = -142/57*z^3 + 299/114*z + 1
*
-1/3 | 0.13851739837706352759959865942278415043 | 0.022459185732491184180786707318625499004
f(z) = -159/40*z^3 + 293/120*z + 1
*
0 | 0.17315591747859376760785523519794846775 | 0.028251672207606742016066964213153835909
f(z) = -153/40*z^3 + 299/120*z + 1
*
0 | 0.16351380549036515568168060529928706456 | 0.026853769160038528462239046493628168001
f(z) = -147/40*z^3 + 281/120*z + 1
*
-1/3 | 0.13858038803825854536520097966971635760 | 0.022758969735477403742088107542717047542
f(z) = -147/40*z^3 + 289/120*z + 1
*
-16/21 | 0.13644824961687459156783853105483135299 | 0.022408809987110056339857935547334812010
f(z) = -147/44*z^3 + 289/132*z + 1
*
-4/11 | 0.14396710616733032531223551360521515193 | 0.019558781870218527413341111825093037704
f(z) = -143/48*z^3 + 283/132*z + 1
*
-1/3 | 0.15307035800774199772815751452848679730 | 0.025311879850577097302485053189988846686
f(z) = -141/40*z^3 + 287/120*z + 1
*
[ 6/7 ] 
f(z) = -147/50*z^3 + 299/150*z + 1
*
-6/13 | 0.14575803651658124715196477666063086291 | 0.019362649503204607229204415659399070987
f(z) = -143/48*z^3 + 281/156*z + 1
*
[ 5/6 ] 
f(z) = -156/55*z^3 + 292/165*z + 1
*
22/21 | 0.15914774713887658009845918974154646714 | 0.026136734150312447019575390234767043386
f(z) = -147/55*z^3 + 289/165*z + 1
*
[ 6/7 ] 
f(z) = -147/58*z^3 + 295/174*z + 1
*
[ 7/9 ] 
f(z) = -150/49*z^3 + 296/189*z + 1
*
[ 5/7 ] 
f(z) = -147/41*z^3 + 293/205*z + 1
*
[ 5/7 ] 
f(z) = -147/43*z^3 + 289/215*z + 1
*
0 | 0.16236329976879035516173819066115692646 | 0.024405026685867593910477717953690022519
f(z) = -155/44*z^3 + 291/220*z + 1
*
[ 5/7 ] 
f(z) = -147/44*z^3 + 287/220*z + 1
*
[ 5/7 ] 
f(z) = -147/46*z^3 + 283/230*z + 1
*
[ 5/7 ] 
f(z) = -147/47*z^3 + 281/235*z + 1
*
[ 2/3 ] 
f(z) = -159/43*z^3 + 295/258*z + 1
*
[ 2/3 ] 
f(z) = -156/41*z^3 + 293/246*z + 1
*
[ 2/3 ] 
f(z) = -156/43*z^3 + 287/258*z + 1
*
[ 2/3 ] 
f(z) = -159/47*z^3 + 283/282*z + 1
*
[ 4/3 ] 
f(z) = -159/64*z^3 + 14/3*z + 1
*
-4/5 | 0.19473296924478606222053161271806759985 | 0.029270551398036816675038913001167727580
f(z) = -155/64*z^3 + 9/5*z + 1
*
[ 4/5 ] 
f(z) = -155/64*z^3 + 13/10*z + 1
*
[ -4/5 ] 
f(z) = -155/64*z^3 + 19/5*z + 1
*
[ -4/3 ] 
f(z) = -153/64*z^3 + 6*z + 1
*
[ 4/3 ] 
f(z) = -153/64*z^3 + 9/2*z + 1
*
[ 2/3 ] 
f(z) = -153/64*z^3 + 9/16*z + 1
*
[ -4/7 ] 
f(z) = -147/64*z^3 + 7/2*z + 1
*
-4/21 | 0.17914053115737309794828163823252529470 | 0.029344242194179472393151791852192731669
f(z) = -147/64*z^3 + 7/3*z + 1
*
-20/21 | 0.11510035210753630376999371271463474318 | 0.017813343495021093750949436484939344002
f(z) = -147/64*z^3 + 10/3*z + 1
*
[ 4/3 ] 
f(z) = -147/64*z^3 + 13/3*z + 1
*
[ 4/5 ] 
f(z) = -145/64*z^3 + 6/5*z + 1
*
-4/5 | 0.15484335495929921578024908648961525862 | 0.023510373411716956844724680115127337666
f(z) = -145/64*z^3 + 17/10*z + 1
*
[ -4/3 ] 
f(z) = -141/64*z^3 + 17/3*z + 1
*
[ 2/3 ] 
f(z) = -153/76*z^3 + 15/38*z + 1
*
[ -4/3 ] 
f(z) = -159/64*z^3 + 37/6*z + 1
*
[ 4 ] 
f(z) = -153/64*z^3 + 39*z + 1
*
[ -4 ] 
f(z) = -151/64*z^3 + 39*z + 1
*
[ 4 ] 
f(z) = -149/64*z^3 + 38*z + 1
*
[ -12/7 ] 
f(z) = -147/64*z^3 + 25/3*z + 1
*
[ 8/7 ] 
f(z) = -147/64*z^3 + 25/8*z + 1
*
-4/7 | 0.096936992688146286006628885424215691833 | 0.014186527515015618828013734552167952639
f(z) = -147/64*z^3 + 29/6*z + 1
*
-20/21 | 0.22402934184612384982863828611974576493 | 0.029100453689237807846453436532644921218
f(z) = -147/64*z^3 + 32/15*z + 1
*
[ -4 ] 
f(z) = -147/64*z^3 + 38*z + 1
*
[ -8/7 ] 
f(z) = -147/64*z^3 + 39/8*z + 1
*
[ 4 ] 
f(z) = -145/64*z^3 + 37*z + 1
*
[ -4/5 ] 
f(z) = -145/64*z^3 + 37/10*z + 1
*
[ -4 ] 
f(z) = -143/64*z^3 + 37*z + 1
*
[ 4/3 ] 
f(z) = -143/64*z^3 + 38/9*z + 1
*
[ 4/3 ] 
f(z) = -141/64*z^3 + 25/6*z + 1
*
[ 4 ] 
f(z) = -141/64*z^3 + 36*z + 1
*
[ 3/4 ] 
f(z) = -160/63*z^3 + 23/21*z + 1
*
[ 4/5 ] 
f(z) = -157/64*z^3 + 33/25*z + 1
*
[ 4/5 ] 
f(z) = -153/64*z^3 + 32/25*z + 1
*
[ 4/5 ] 
f(z) = -149/64*z^3 + 31/25*z + 1
*
[ 4/5 ] 
f(z) = -141/64*z^3 + 29/25*z + 1
*
[ 2/3 ] 
f(z) = -159/64*z^3 + 29/48*z + 1
*
[ 2/3 ] 
f(z) = -147/64*z^3 + 25/48*z + 1
*
[ 2/3 ] 
f(z) = -141/64*z^3 + 23/48*z + 1
*
0 | 0.13416331153334928254390944913788150026 | 0.026435215111379986809433820025599630255
f(z) = -160/61*z^3 + 38/61*z + 1
*
0 | 0.13405292161904483152741992050542879322 | 0.026446134365752718364635199839104341955
f(z) = -159/61*z^3 + 37/61*z + 1
*
0 | 0.087800523133271482566688038860899941400 | 0.017364765581688961183582942914359924939
f(z) = -157/60*z^3 + 37/60*z + 1
*
[ 2/3 ] 
f(z) = -153/62*z^3 + 37/62*z + 1
*
[ 2/3 ] 
f(z) = -153/70*z^3 + 33/70*z + 1
*
[ 2/3 ] 
f(z) = -153/74*z^3 + 31/74*z + 1
*
[ 2/3 ] 
f(z) = -157/72*z^3 + 38/81*z + 1
*
[ 2/3 ] 
f(z) = -155/72*z^3 + 37/81*z + 1
*
[ 2/3 ] 
f(z) = -151/72*z^3 + 35/81*z + 1
*
[ 2/3 ] 
f(z) = -149/72*z^3 + 34/81*z + 1
*
[ 2/3 ] 
f(z) = -145/72*z^3 + 32/81*z + 1
*
[ 2/3 ] 
f(z) = -143/72*z^3 + 31/81*z + 1
*
[ 2/3 ] 
f(z) = -141/76*z^3 + 37/114*z + 1
*
[ -4 ] 
f(z) = -159/64*z^3 + 41*z + 1
*
[ 4 ] 
f(z) = -157/64*z^3 + 40*z + 1
*
[ -4/3 ] 
f(z) = -157/64*z^3 + 55/9*z + 1
*
[ -4 ] 
f(z) = -155/64*z^3 + 40*z + 1
*
[ 4/3 ] 
f(z) = -155/64*z^3 + 41/9*z + 1
*
[ 6/5 ] 
f(z) = -155/72*z^3 + 49/15*z + 1
*
[ -2/3 ] 
f(z) = -153/64*z^3 + 57/16*z + 1
*
[ 4/3 ] 
f(z) = -151/64*z^3 + 40/9*z + 1
*
[ -4/3 ] 
f(z) = -149/64*z^3 + 53/9*z + 1
*
[ 12/7 ] 
f(z) = -147/64*z^3 + 43/6*z + 1
*
20/7 | 0.12341465384719770708497503432683040159 | 0.015112831914807274224190594983802963016
f(z) = -147/64*z^3 + 55/3*z + 1
*
[ -4/3 ] 
f(z) = -145/64*z^3 + 52/9*z + 1
*
[ 6/5 ] 
f(z) = -145/72*z^3 + 46/15*z + 1
*
[ -4/13 ] 
f(z) = -143/64*z^3 + 58/13*z + 1
*
[ 3/4 ] 
f(z) = -152/63*z^3 + 43/42*z + 1
*
[ 4/5 ] 
f(z) = -143/64*z^3 + 59/50*z + 1
*
[ 5/7 ] 
f(z) = -147/65*z^3 + 49/65*z + 1
*
[ 2/3 ] 
f(z) = -159/68*z^3 + 55/102*z + 1
*
[ 2/3 ] 
f(z) = -159/76*z^3 + 49/114*z + 1
*
[ 2/3 ] 
f(z) = -147/68*z^3 + 47/102*z + 1
*
[ 2/3 ] 
f(z) = -147/76*z^3 + 41/114*z + 1
*
[ 2/3 ] 
f(z) = -141/68*z^3 + 43/102*z + 1
*
[ 2/3 ] 
f(z) = -153/77*z^3 + 59/154*z + 1
*
[ 2/3 ] 
f(z) = -153/79*z^3 + 57/158*z + 1
*
[ 2/3 ] 
f(z) = -144/71*z^3 + 57/142*z + 1
*
[ 2/3 ] 
f(z) = -144/73*z^3 + 55/146*z + 1
*
[ 2/3 ] 
f(z) = -144/77*z^3 + 51/154*z + 1
*
[ 2/3 ] 
f(z) = -144/79*z^3 + 49/158*z + 1
*
-2 | 0.094212130733068548306190877374664739900 | 0.014758679848192947215322497137423082855
f(z) = -157/72*z^3 + 74/9*z + 1
*
[ 4 ] 
f(z) = -155/64*z^3 + 79/2*z + 1
*
-2 | 0.093977815765507250211577128655601465946 | 0.014753418619669223254253590720135712760
f(z) = -155/72*z^3 + 73/9*z + 1
*
[ -6/5 ] 
f(z) = -155/72*z^3 + 74/15*z + 1
*
[ -4/9 ] 
f(z) = -153/64*z^3 + 67/18*z + 1
*
[ -4 ] 
f(z) = -153/64*z^3 + 79/2*z + 1
*
[ 4 ] 
f(z) = -151/64*z^3 + 77/2*z + 1
*
-2 | 0.093499759742740519299553076144637886971 | 0.014742663151597963915133278681187778993
f(z) = -151/72*z^3 + 71/9*z + 1
*
[ -4 ] 
f(z) = -149/64*z^3 + 77/2*z + 1
*
[ 4/3 ] 
f(z) = -149/64*z^3 + 79/18*z + 1
*
-2 | 0.093255841144969886938362158667548518965 | 0.014737163839050258408753049313208769318
f(z) = -149/72*z^3 + 70/9*z + 1
*
[ 2 ] 
f(z) = -149/72*z^3 + 79/9*z + 1
*
[ -20/21 ] 
f(z) = -147/64*z^3 + 62/15*z + 1
*
[ 4 ] 
f(z) = -147/64*z^3 + 75/2*z + 1
*
[ -2/7 ] 
f(z) = -147/64*z^3 + 75/16*z + 1
*
[ -4 ] 
f(z) = -145/64*z^3 + 75/2*z + 1
*
[ 4/3 ] 
f(z) = -145/64*z^3 + 77/18*z + 1
*
-2 | 0.092757748853884452683547819816167670030 | 0.014725908277508912009828945295743684595
f(z) = -145/72*z^3 + 68/9*z + 1
*
[ -6/5 ] 
f(z) = -145/72*z^3 + 71/15*z + 1
*
[ 2 ] 
f(z) = -145/72*z^3 + 77/9*z + 1
*
[ 4 ] 
f(z) = -143/64*z^3 + 73/2*z + 1
*
-2 | 0.092503372496077934964283482944808152675 | 0.014720146025704131901833995943567382627
f(z) = -143/72*z^3 + 67/9*z + 1
*
[ 2 ] 
f(z) = -143/72*z^3 + 76/9*z + 1
*
[ -4 ] 
f(z) = -141/64*z^3 + 73/2*z + 1
*
[ -3/4 ] 
f(z) = -160/63*z^3 + 79/21*z + 1
*
[ 20/21 ] 
f(z) = -147/64*z^3 + 61/30*z + 1
*
[ 12/13 ] 
f(z) = -143/64*z^3 + 71/39*z + 1
*
[ 4/5 ] 
f(z) = -159/64*z^3 + 67/50*z + 1
*
-2/3 | 0.18183506422919160985028155847025188430 | 0.029482704180495982515005215039591894010
f(z) = -159/64*z^3 + 77/48*z + 1
*
[ 4/5 ] 
f(z) = -151/64*z^3 + 63/50*z + 1
*
[ 4/5 ] 
f(z) = -147/64*z^3 + 61/50*z + 1
*
-16/21 | 0.15078563712880756374282484462858548847 | 0.024763430096701680857812446312597835935
f(z) = -147/64*z^3 + 79/48*z + 1
*
-2/3 | 0.17181592950643628277978175778521257522 | 0.028411667815281234484115552966105392199
f(z) = -141/64*z^3 + 71/48*z + 1
*
[ 3/4 ] 
f(z) = -160/69*z^3 + 67/69*z + 1
*
[ 8/11 ] 
f(z) = -143/64*z^3 + 71/88*z + 1
*
[ 5/7 ] 
f(z) = -154/75*z^3 + 68/105*z + 1
*
[ 12/17 ] 
f(z) = -153/64*z^3 + 79/102*z + 1
*
[ 2/3 ] 
f(z) = -153/61*z^3 + 75/122*z + 1
*
[ 2/3 ] 
f(z) = -153/65*z^3 + 71/130*z + 1
*
[ 2/3 ] 
f(z) = -153/67*z^3 + 69/134*z + 1
*
[ 2/3 ] 
f(z) = -144/61*z^3 + 67/122*z + 1
*
[ 2/3 ] 
f(z) = -144/65*z^3 + 63/130*z + 1
*
[ 2/3 ] 
f(z) = -144/67*z^3 + 61/134*z + 1
*
[ 2/3 ] 
f(z) = -153/71*z^3 + 65/142*z + 1
*
[ 2/3 ] 
f(z) = -153/73*z^3 + 63/146*z + 1
*
[ 2/3 ] 
f(z) = -151/64*z^3 + 79/144*z + 1
*
[ 2/3 ] 
f(z) = -149/64*z^3 + 77/144*z + 1
*
[ 2/3 ] 
f(z) = -145/64*z^3 + 73/144*z + 1
*
[ 2/3 ] 
f(z) = -143/64*z^3 + 71/144*z + 1
*
[ 2/3 ] 
f(z) = -141/74*z^3 + 77/222*z + 1
*
[ 4 ] 
f(z) = -159/64*z^3 + 81/2*z + 1
*
[ -4 ] 
f(z) = -157/64*z^3 + 81/2*z + 1
*
[ 4/3 ] 
f(z) = -157/64*z^3 + 83/18*z + 1
*
[ 2 ] 
f(z) = -157/72*z^3 + 83/9*z + 1
*
[ -2 ] 
f(z) = -157/72*z^3 + 92/9*z + 1
*
[ 2 ] 
f(z) = -155/72*z^3 + 82/9*z + 1
*
[ -2 ] 
f(z) = -155/72*z^3 + 91/9*z + 1
*
[ 2 ] 
f(z) = -151/72*z^3 + 80/9*z + 1
*
[ -2 ] 
f(z) = -151/72*z^3 + 89/9*z + 1
*
[ -2 ] 
f(z) = -149/72*z^3 + 88/9*z + 1
*
[ 20/7 ] 
f(z) = -147/64*z^3 + 97/5*z + 1
*
[ -2 ] 
f(z) = -145/72*z^3 + 86/9*z + 1
*
[ -2 ] 
f(z) = -143/72*z^3 + 85/9*z + 1
*
[ -4/5 ] 
f(z) = -159/64*z^3 + 96/25*z + 1
*
[ -4/5 ] 
f(z) = -151/64*z^3 + 94/25*z + 1
*
[ -4/5 ] 
f(z) = -147/64*z^3 + 93/25*z + 1
*
[ -8/21 ] 
f(z) = -147/64*z^3 + 95/24*z + 1
*
[ -4/11 ] 
f(z) = -143/64*z^3 + 89/22*z + 1
*
[ -4/5 ] 
f(z) = -143/64*z^3 + 92/25*z + 1
*
-12/17 | 0.26228183643936878985821358541358136922 | 0.029265133172622581946418279786759942486
f(z) = -153/64*z^3 + 82/51*z + 1
*
-6/7 | 0.12606925684739991246126006827908650402 | 0.020704274549815711506096968484701658494
f(z) = -147/64*z^3 + 89/48*z + 1
*
-10/21 | 0.14360272794489136538100849158698941676 | 0.023583785451138269916653792620387387971
f(z) = -147/64*z^3 + 97/48*z + 1
*
-2/5 | 0.18994050815525835495077962374213384815 | 0.028839289060322772756880824117314906634
f(z) = -145/72*z^3 + 82/45*z + 1
*
[ 5/6 ] 
f(z) = -144/65*z^3 + 87/65*z + 1
*
[ 3/4 ] 
f(z) = -148/63*z^3 + 83/84*z + 1
*
[ 2/3 ] 
f(z) = -157/64*z^3 + 85/144*z + 1
*
[ 2/3 ] 
f(z) = -155/64*z^3 + 83/144*z + 1
*
[ 7/10 ] 
f(z) = -150/77*z^3 + 81/154*z + 1
*
[ 20/29 ] 
f(z) = -145/64*z^3 + 91/145*z + 1
*
[ 2/3 ] 
f(z) = -141/62*z^3 + 95/186*z + 1
*
0 | 0.17151321166219485781358908845757444454 | 0.028361610065356346258518080899198149323
f(z) = -141/65*z^3 + 98/195*z + 1
*
[ 2/3 ] 
f(z) = -141/70*z^3 + 83/210*z + 1
*
[ 2/3 ] 
f(z) = -147/74*z^3 + 85/222*z + 1
*
[ -4/3 ] 
f(z) = -155/64*z^3 + 109/18*z + 1
*
[ -4/3 ] 
f(z) = -151/64*z^3 + 107/18*z + 1
*
[ -4/3 ] 
f(z) = -143/64*z^3 + 103/18*z + 1
*
[ -4/9 ] 
f(z) = -159/64*z^3 + 101/27*z + 1
*
[ 5/4 ] 
f(z) = -152/75*z^3 + 101/30*z + 1
*
[ 3/2 ] 
f(z) = -148/63*z^3 + 118/21*z + 1
*
[ -4/9 ] 
f(z) = -147/64*z^3 + 100/27*z + 1
*
-8/7 | 0.15459722849631914034340255313878826536 | 0.023092956215043500545163793289394775560
f(z) = -147/64*z^3 + 101/24*z + 1
*
[ -6/11 ] 
f(z) = -143/72*z^3 + 113/33*z + 1
*
-3/4 | 0.15855909872640058585932678028601266594 | 0.027215773395804769042962100098278097848
f(z) = -152/63*z^3 + 113/42*z + 1
*
[ 11/12 ] 
f(z) = -144/77*z^3 + 114/77*z + 1
*
[ 2/3 ] 
f(z) = -159/62*z^3 + 119/186*z + 1
*
[ 2/3 ] 
f(z) = -147/62*z^3 + 103/186*z + 1
*
[ 2/3 ] 
f(z) = -159/70*z^3 + 107/210*z + 1
*
0 | 0.16809377162291858636227010089953479699 | 0.027425745566091241135625918822609602241
f(z) = -153/70*z^3 + 109/210*z + 1
*
[ 2/3 ] 
f(z) = -159/74*z^3 + 101/222*z + 1
*
19/21 | 0.18069517885269422234611244458533543734 | 0.029675455272356465276858998962384043865
f(z) = -147/76*z^3 + 109/228*z + 1
*
0 | 0.16374267805599810419039775084059636133 | 0.027076666229235078645795727072079098784
f(z) = -141/76*z^3 + 119/228*z + 1
*
-2 | 0.10654326584077575762240669906918634169 | 0.016856062567218023292710286107614130106
f(z) = -147/64*z^3 + 139/16*z + 1
*
-2 | 0.10629315800730004043398026151103955867 | 0.016855140819382413669488801248987909291
f(z) = -145/64*z^3 + 137/16*z + 1
*
-2 | 0.10603951244688736545253905010396682741 | 0.016854223500487755547185438835546428203
f(z) = -143/64*z^3 + 135/16*z + 1
*
-2 | 0.10578222433494721296583182799190041109 | 0.016853310931961611996373732240017380378
f(z) = -141/64*z^3 + 133/16*z + 1
*
[ 3/2 ] 
f(z) = -160/63*z^3 + 127/21*z + 1
*
[ -4/15 ] 
f(z) = -153/64*z^3 + 123/25*z + 1
*
[ -2/3 ] 
f(z) = -153/76*z^3 + 129/38*z + 1
*
[ 3/2 ] 
f(z) = -152/63*z^3 + 121/21*z + 1
*
-16/21 | 0.080743787667205709369536318871474935780 | 0.013060931528048125406015742274167205788
f(z) = -147/64*z^3 + 121/48*z + 1
*
[ 8/9 ] 
f(z) = -153/64*z^3 + 127/72*z + 1
*
5/4 | 0.18072971785229830508748786520589270602 | 0.027679296171540848184785436841423008918
f(z) = -148/75*z^3 + 137/60*z + 1
*
-8/11 | 0.19951045642943495657583976237236476288 | 0.027104674130183751330752038387921462566
f(z) = -143/64*z^3 + 137/88*z + 1
*
0 | 0.12594905533390648900710522784920026529 | 0.020827071925606160778919164809365637439
f(z) = -141/70*z^3 + 124/105*z + 1
*
[ 3/4 ] 
f(z) = -152/69*z^3 + 125/138*z + 1
*
[ 3/4 ] 
f(z) = -152/75*z^3 + 121/150*z + 1
*
-8/21 | 0.16358228118215279845117641519474946645 | 0.026865014879718434362869878886977761215
f(z) = -147/76*z^3 + 121/228*z + 1
*
-2 | 0.10797494515813599388983178418344745222 | 0.016861668471485574349267395946458426864
f(z) = -159/64*z^3 + 151/16*z + 1
*
-2 | 0.10774410141995200256117333628833666189 | 0.016860726697705477533147095275722402990
f(z) = -157/64*z^3 + 149/16*z + 1
*
-2 | 0.10751026136453223460060800389193946772 | 0.016859787512143818264904990784663865241
f(z) = -155/64*z^3 + 147/16*z + 1
*
[ 8/3 ] 
f(z) = -153/64*z^3 + 141/8*z + 1
*
-2 | 0.10727334400992799829538188148554691859 | 0.016858851204859495326881372538844258707
f(z) = -153/64*z^3 + 145/16*z + 1
*
[ -8/3 ] 
f(z) = -153/64*z^3 + 147/8*z + 1
*
-2 | 0.10703326495595348276267787254897078062 | 0.016857918073816330617729418176041575967
f(z) = -151/64*z^3 + 143/16*z + 1
*
[ 2 ] 
f(z) = -151/64*z^3 + 159/16*z + 1
*
-2 | 0.10678993618386740926327129499914852411 | 0.016856988424150376893298559467376330420
f(z) = -149/64*z^3 + 141/16*z + 1
*
[ 2 ] 
f(z) = -149/64*z^3 + 157/16*z + 1
*
68/21 | 0.24622606336268039736109281430634025991 | 0.029213230198952445678602400319380413473
f(z) = -147/64*z^3 + 143/6*z + 1
*
[ 2 ] 
f(z) = -147/64*z^3 + 155/16*z + 1
*
[ 2 ] 
f(z) = -145/64*z^3 + 153/16*z + 1
*
[ 2 ] 
f(z) = -143/64*z^3 + 151/16*z + 1
*
[ 2 ] 
f(z) = -141/64*z^3 + 149/16*z + 1
*
[ -3/2 ] 
f(z) = -160/63*z^3 + 155/21*z + 1
*
4/51 | 0.23407773707867332037843408215943339053 | 0.027726216014433204240662038527053474014
f(z) = -153/64*z^3 + 145/34*z + 1
*
[ -3/2 ] 
f(z) = -152/63*z^3 + 149/21*z + 1
*
[ -5/4 ] 
f(z) = -152/75*z^3 + 149/30*z + 1
*
[ -3/2 ] 
f(z) = -148/63*z^3 + 146/21*z + 1
*
[ -2/7 ] 
f(z) = -147/68*z^3 + 159/34*z + 1
*
[ -12/11 ] 
f(z) = -143/64*z^3 + 151/33*z + 1
*
[ -6/13 ] 
f(z) = -143/72*z^3 + 140/39*z + 1
*
[ -3/4 ] 
f(z) = -152/63*z^3 + 155/42*z + 1
*
-16/21 | 0.14648782390750725192600306261040297854 | 0.023021715686906941809967008174056200197
f(z) = -147/64*z^3 + 145/48*z + 1
*
-8/9 | 0.18152684832086980610702498879755670529 | 0.025115567910482865195245625136264177877
f(z) = -153/64*z^3 + 145/72*z + 1
*
-12/13 | 0.25041751054597297891554446702793801688 | 0.029029181158713206167524583214121386133
f(z) = -143/64*z^3 + 155/78*z + 1
*
-2/5 | 0.18467630984372451629711814953620415143 | 0.027758922591507931135454553564622146341
f(z) = -155/64*z^3 + 151/80*z + 1
*
0 | 0.17862158317525572382392207542533889594 | 0.029143436104024220415748477930941846519
f(z) = -153/70*z^3 + 142/105*z + 1
*
[ 6/7 ] 
f(z) = -147/68*z^3 + 145/102*z + 1
*
[ 6/7 ] 
f(z) = -147/76*z^3 + 143/114*z + 1
*
[ 5/6 ] 
f(z) = -148/75*z^3 + 158/135*z + 1
*
[ 3/4 ] 
f(z) = -142/63*z^3 + 157/168*z + 1
*
[ 11/15 ] 
f(z) = -150/77*z^3 + 158/231*z + 1
*
[ 2/3 ] 
f(z) = -143/60*z^3 + 151/270*z + 1
*
[ 2 ] 
f(z) = -159/64*z^3 + 167/16*z + 1
*
[ 2 ] 
f(z) = -157/64*z^3 + 165/16*z + 1
*
[ 2 ] 
f(z) = -155/64*z^3 + 163/16*z + 1
*
[ -2 ] 
f(z) = -155/64*z^3 + 179/16*z + 1
*
[ 2 ] 
f(z) = -153/64*z^3 + 161/16*z + 1
*
[ -2 ] 
f(z) = -153/64*z^3 + 177/16*z + 1
*
[ -2 ] 
f(z) = -151/64*z^3 + 175/16*z + 1
*
[ -2 ] 
f(z) = -149/64*z^3 + 173/16*z + 1
*
[ -2 ] 
f(z) = -145/64*z^3 + 169/16*z + 1
*
[ -2 ] 
f(z) = -143/64*z^3 + 167/16*z + 1
*
[ -2 ] 
f(z) = -141/64*z^3 + 165/16*z + 1
*
[ -2/7 ] 
f(z) = -147/76*z^3 + 177/38*z + 1
*
[ -3/8 ] 
f(z) = -160/63*z^3 + 169/42*z + 1
*
[ -2/3 ] 
f(z) = -159/64*z^3 + 173/48*z + 1
*
[ -4/7 ] 
f(z) = -157/64*z^3 + 174/49*z + 1
*
[ -2/5 ] 
f(z) = -155/72*z^3 + 173/45*z + 1
*
[ -4/7 ] 
f(z) = -153/64*z^3 + 173/49*z + 1
*
[ -4/7 ] 
f(z) = -149/64*z^3 + 172/49*z + 1
*
[ -16/21 ] 
f(z) = -147/64*z^3 + 175/48*z + 1
*
[ -4/7 ] 
f(z) = -145/64*z^3 + 171/49*z + 1
*
[ -2/5 ] 
f(z) = -145/72*z^3 + 172/45*z + 1
*
[ -2/3 ] 
f(z) = -141/64*z^3 + 167/48*z + 1
*
[ -4/7 ] 
f(z) = -141/64*z^3 + 170/49*z + 1
*
-2/3 | 0.13804052613385434565622732415836914811 | 0.026786864977957311416957996339262165487
f(z) = -153/70*z^3 + 173/70*z + 1
*
[ 13/12 ] 
f(z) = -144/65*z^3 + 174/65*z + 1
*
[ 5/6 ] 
f(z) = -152/75*z^3 + 163/135*z + 1
*
[ 3/4 ] 
f(z) = -146/63*z^3 + 163/168*z + 1
*
[ 3/4 ] 
f(z) = -144/65*z^3 + 178/195*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.025471185805503420894674282234458240299
f(z) = -141/64*z^3 + 167/192*z + 1
*
3/4 | 0.15535271034278220397723837334411090209 | 0.021056897124888255288773910358665098457
f(z) = -160/63*z^3 + 167/210*z + 1
*
[ 3/4 ] 
f(z) = -144/67*z^3 + 176/201*z + 1
*
[ 3/4 ] 
f(z) = -144/71*z^3 + 172/213*z + 1
*
[ 3/4 ] 
f(z) = -144/73*z^3 + 170/219*z + 1
*
0 | 0.16445081992289002403373746885882418353 | 0.026664025976394798540616717317057782460
f(z) = -159/76*z^3 + 173/228*z + 1
*
[ 3/4 ] 
f(z) = -144/77*z^3 + 166/231*z + 1
*
[ 3/4 ] 
f(z) = -144/79*z^3 + 164/237*z + 1
*
[ 2/3 ] 
f(z) = -157/60*z^3 + 179/270*z + 1
*
[ 2/3 ] 
f(z) = -151/60*z^3 + 167/270*z + 1
*
[ 2/3 ] 
f(z) = -149/60*z^3 + 163/270*z + 1
*
[ -2 ] 
f(z) = -159/64*z^3 + 183/16*z + 1
*
[ -2 ] 
f(z) = -157/64*z^3 + 181/16*z + 1
*
[ 5/2 ] 
f(z) = -152/75*z^3 + 199/15*z + 1
*
[ 5/2 ] 
f(z) = -148/75*z^3 + 194/15*z + 1
*
-16/7 | 0.11254047457523719113638011018817707664 | 0.017062495384287329922920838450257989210
f(z) = -147/64*z^3 + 183/16*z + 1
*
[ -4/17 ] 
f(z) = -153/64*z^3 + 183/34*z + 1
*
-8/21 | 0.15369216846056201722415781303265642814 | 0.020962649133957811055194666209080923626
f(z) = -147/64*z^3 + 191/24*z + 1
*
[ -4/5 ] 
f(z) = -157/64*z^3 + 191/50*z + 1
*
[ -12/17 ] 
f(z) = -153/64*z^3 + 184/51*z + 1
*
[ -4/5 ] 
f(z) = -153/64*z^3 + 189/50*z + 1
*
[ -4/5 ] 
f(z) = -149/64*z^3 + 187/50*z + 1
*
[ -6/7 ] 
f(z) = -147/64*z^3 + 185/48*z + 1
*
-16/21 | 0.12836058899258246470689483730706973483 | 0.019305292112929357535399335943778402343
f(z) = -147/64*z^3 + 193/48*z + 1
*
[ -4/5 ] 
f(z) = -141/64*z^3 + 183/50*z + 1
*
[ -4/9 ] 
f(z) = -141/64*z^3 + 199/54*z + 1
*
[ 5/4 ] 
f(z) = -148/75*z^3 + 197/60*z + 1
*
[ 12/11 ] 
f(z) = -143/64*z^3 + 181/66*z + 1
*
11/10 | 0.16925340452247885802716244076421891706 | 0.029673888384511141339820003580736840526
f(z) = -150/77*z^3 + 181/154*z + 1
*
[ 6/7 ] 
f(z) = -149/72*z^3 + 199/147*z + 1
*
[ 6/7 ] 
f(z) = -145/72*z^3 + 193/147*z + 1
*
[ 6/7 ] 
f(z) = -143/72*z^3 + 190/147*z + 1
*
[ 3/4 ] 
f(z) = -158/63*z^3 + 181/168*z + 1
*
[ 4/5 ] 
f(z) = -145/72*z^3 + 187/180*z + 1
*
[ 3/4 ] 
f(z) = -144/61*z^3 + 182/183*z + 1
*
[ 3/4 ] 
f(z) = -160/71*z^3 + 199/213*z + 1
*
[ 3/4 ] 
f(z) = -160/73*z^3 + 197/219*z + 1
*
[ 3/4 ] 
f(z) = -160/77*z^3 + 193/231*z + 1
*
[ 3/4 ] 
f(z) = -160/79*z^3 + 191/237*z + 1
*
0 | 0.15984954665615239617896577659936440879 | 0.024738889412337456517529903899479552356
f(z) = -160/63*z^3 + 199/252*z + 1
*
[ 12/5 ] 
f(z) = -155/64*z^3 + 218/15*z + 1
*
[ -5/2 ] 
f(z) = -152/75*z^3 + 211/15*z + 1
*
[ -5/2 ] 
f(z) = -148/75*z^3 + 206/15*z + 1
*
[ -20/7 ] 
f(z) = -147/64*z^3 + 201/10*z + 1
*
[ 16/7 ] 
f(z) = -147/64*z^3 + 201/16*z + 1
*
[ -16/7 ] 
f(z) = -147/64*z^3 + 215/16*z + 1
*
[ -12/5 ] 
f(z) = -145/64*z^3 + 217/15*z + 1
*
[ 6 ] 
f(z) = -143/72*z^3 + 217/3*z + 1
*
[ -6 ] 
f(z) = -143/72*z^3 + 218/3*z + 1
*
-8/5 | 0.21608995630184171314253420101178047108 | 0.028969049313512918565358722772912466482
f(z) = -145/64*z^3 + 217/40*z + 1
*
-1 | 0.11318874661652977621842214577381189534 | 0.021003384681313915276913882352394702286
f(z) = -158/61*z^3 + 219/61*z + 1
*
-1 | 0.084199972467930068112051409615103153303 | 0.015650851110108794699855667930002759979
f(z) = -157/60*z^3 + 217/60*z + 1
*
-1 | 0.11305172134676929327841582431422560512 | 0.020995788839707872138640157148914845675
f(z) = -157/61*z^3 + 218/61*z + 1
*
-1 | 0.10016512064967338478267307488964964941 | 0.018586711343158171521309661265227560663
f(z) = -157/62*z^3 + 219/62*z + 1
*
-1 | 0.11291365806704951817230745644363491834 | 0.020988069222685467787796564470357996829
f(z) = -156/61*z^3 + 217/61*z + 1
*
-1 | 0.11277454066363098934026098657172032762 | 0.020980223182936067574586869760590747636
f(z) = -155/61*z^3 + 216/61*z + 1
*
-1 | 0.099108380637003789514554386936607102702 | 0.018406253414905558554556072784606717073
f(z) = -155/63*z^3 + 218/63*z + 1
*
-1 | 0.10406221032700616729332171358620330485 | 0.019309858087665407713716578349474121254
f(z) = -155/64*z^3 + 219/64*z + 1
*
-1 | 0.11263435263825539090293806997822007758 | 0.020972247998907219416408615431945695116
f(z) = -154/61*z^3 + 215/61*z + 1
*
-1 | 0.11242544276517925855458755174945684925 | 0.020861745473372530473286735386218990246
f(z) = -154/65*z^3 + 219/65*z + 1
*
-1 | 0.11249307709561404937179080401570526782 | 0.020964140872171966241960308378758493191
f(z) = -153/61*z^3 + 214/61*z + 1
*
-1 | 0.099605395035506387858090658671037089314 | 0.018546287147605680519519614423380042736
f(z) = -153/62*z^3 + 215/62*z + 1
*
-1 | 0.10377807409501591145827491874269702926 | 0.019289972888928920308204324264988223576
f(z) = -153/64*z^3 + 217/64*z + 1
*
-1 | 0.11228236037896849332077882514731833738 | 0.020852904324292923958518073902820807754
f(z) = -153/65*z^3 + 218/65*z + 1
*
-1 | 0.11235069673029406098170921528403345770 | 0.020955898924681606122620171023102991368
f(z) = -152/61*z^3 + 213/61*z + 1
*
-1 | 0.098681854895587988293547382830776306274 | 0.018374326174797321567201276917003890285
f(z) = -152/63*z^3 + 215/63*z + 1
*
-1 | 0.11213814130808590863360722212669649192 | 0.020843918375931254290299336920904164843
f(z) = -152/65*z^3 + 217/65*z + 1
*
-1 | 0.11203018467802705494319264654488405838 | 0.020788401100358281831310524526207910077
f(z) = -152/67*z^3 + 219/67*z + 1
*
-1 | 0.083358063510393539839368081153036036656 | 0.015575536838128393751565190682696518748
f(z) = -151/60*z^3 + 211/60*z + 1
*
-1 | 0.11220719381317535032486976041371852204 | 0.020947519195897927689423620375655595694
f(z) = -151/61*z^3 + 212/61*z + 1
*
-1 | 0.099317947021737101858434450724029234225 | 0.018525001800306661774331157165532437702
f(z) = -151/62*z^3 + 213/62*z + 1
*
-1 | 0.098537426423477366407737582531414239815 | 0.018363374369849116712830477333888611561
f(z) = -151/63*z^3 + 214/63*z + 1
*
-1 | 0.10348942333756301635555740812105598812 | 0.019269483959923843170575177857256734074
f(z) = -151/64*z^3 + 215/64*z + 1
*
-1 | 0.11199276696629163590849721458366066116 | 0.020834784446921617013945621029060849927
f(z) = -151/65*z^3 + 216/65*z + 1
*
-1 | 0.078759405495517197948841579621411433066 | 0.014639574014118759776611368347113249369
f(z) = -151/66*z^3 + 217/66*z + 1
*
-1 | 0.11188384339210034920055474827540745147 | 0.020778892372898967586312256550886656236
f(z) = -151/67*z^3 + 218/67*z + 1
*
-1 | 0.10327156892161266948951633409384574518 | 0.019163146103666556888902294229051098238
f(z) = -151/68*z^3 + 219/68*z + 1
*
-1 | 0.11206255017725033676805173133963008399 | 0.020938998639798582467630075994235958456
f(z) = -150/61*z^3 + 211/61*z + 1
*
-1 | 0.11173631009750631237017125073379951953 | 0.020769227134784217359318056734841511669
f(z) = -150/67*z^3 + 217/67*z + 1
*
-1 | 0.083069585676132395747183684941754936464 | 0.015549305183512422461578604526132454150
f(z) = -149/60*z^3 + 209/60*z + 1
*
-1 | 0.11191674720283614593092871977093249084 | 0.020930334121748863862063449652883862369
f(z) = -149/61*z^3 + 210/61*z + 1
*
-1 | 0.099026555047550952319198956554031791119 | 0.018503210021232861772573667708032464162
f(z) = -149/62*z^3 + 211/62*z + 1
*
-1 | 0.098245078692373930598685876711900473585 | 0.018340986899980350993591706678569970067
f(z) = -149/63*z^3 + 212/63*z + 1
*
-1 | 0.10319610926295930460357129122752745983 | 0.019248365146558661943339126022071851617
f(z) = -149/64*z^3 + 213/64*z + 1
*
-1 | 0.11169847576331763282624217058994483387 | 0.020816059455096683107840295311250474002
f(z) = -149/65*z^3 + 214/65*z + 1
*
-1 | 0.078464126176093846840951463304614387198 | 0.014609833275888894935885384963195335114
f(z) = -149/66*z^3 + 215/66*z + 1
*
-1 | 0.11158756475986431280875754814494619291 | 0.020759401894485249973214534385072215767
f(z) = -149/67*z^3 + 216/67*z + 1
*
-1 | 0.10297427956668202670418977113897398659 | 0.019140565850929409931039227599588628717
f(z) = -149/68*z^3 + 217/68*z + 1
*
-1 | 0.091131791199885288698780525326198741980 | 0.016924853702564333905169887582175964254
f(z) = -149/69*z^3 + 218/69*z + 1
*
-1 | 0.098583486257723292949263765123270139209 | 0.018293222135508685129669294830604521540
f(z) = -149/70*z^3 + 219/70*z + 1
*
-1 | 0.11176976580214743997308605742458662435 | 0.020921522415232742599308398940200163452
f(z) = -148/61*z^3 + 209/61*z + 1
*
-1 | 0.098097120809628656646359004244344447690 | 0.018329544312101177050604396234881184203
f(z) = -148/63*z^3 + 211/63*z + 1
*
-1 | 0.11154951931856595448020254286515004040 | 0.020806461552689010774659770776578123692
f(z) = -148/65*z^3 + 213/65*z + 1
*
-1 | 0.11143758682385857683765620485631848679 | 0.020749413056740387849584525950028025986
f(z) = -148/67*z^3 + 215/67*z + 1
*
-1 | 0.090980767950501081051969554197233166937 | 0.016911246065062467855641194684866971435
f(z) = -148/69*z^3 + 217/69*z + 1
*
-1 | 0.11120994499815153244741996346928101130 | 0.020636196839402294917256880018368612749
f(z) = -148/71*z^3 + 219/71*z + 1
*
-1 | 0.11162158640319594241426114176577692055 | 0.020912560198435558190712117588308694836
f(z) = -147/61*z^3 + 208/61*z + 1
*
-1 | 0.098730414299991490719282597058300583124 | 0.018480763210141762245663700239308534444
f(z) = -147/62*z^3 + 209/62*z + 1
*
-1 | 0.10289797544516732419696630916914266781 | 0.019226588762048224020056686757400065819
f(z) = -147/64*z^3 + 211/64*z + 1
*
-1 | 0.11139932840110516595682289038831297309 | 0.020796701983097663301686902189125706772
f(z) = -147/65*z^3 + 212/65*z + 1
*
-1 | 0.11128635519463719376057451853984534696 | 0.020739256918609989397494175616049842995
f(z) = -147/67*z^3 + 214/67*z + 1
*
-1 | 0.10267202088779485126944573021715768088 | 0.019117285572043822183606397719983648257
f(z) = -147/68*z^3 + 215/68*z + 1
*
-1 | 0.11105655739865098677632775847559931192 | 0.020625250112333714048157009215539704837
f(z) = -147/71*z^3 + 218/71*z + 1
*
-1 | 0.11147218893298058958848540875007221102 | 0.020903444050670282925936242728290988164
f(z) = -146/61*z^3 + 207/61*z + 1
*
-1 | 0.097797536713255331971416417923742594791 | 0.018306143363696724900416763185419912215
f(z) = -146/63*z^3 + 209/63*z + 1
*
-1 | 0.11124788190956154193010435889475723838 | 0.020786777066025351201982694051383303486
f(z) = -146/65*z^3 + 211/65*z + 1
*
-1 | 0.11113384821835792480184254875254428058 | 0.020728929665345388155570239043757402043
f(z) = -146/67*z^3 + 213/67*z + 1
*
-1 | 0.090673844756124787379416012004543860769 | 0.016883253773804586772658479507197985148
f(z) = -146/69*z^3 + 215/69*z + 1
*
-1 | 0.11090185267986780596175526773325239873 | 0.020614120566238005622326763091018273613
f(z) = -146/71*z^3 + 217/71*z + 1
*
-1 | 0.11132155279992993946611325250116043221 | 0.020894170448638756311591910551907632809
f(z) = -145/61*z^3 + 206/61*z + 1
*
-1 | 0.098429364215580702118922517868435012372 | 0.018457632594444328363544472388086343878
f(z) = -145/62*z^3 + 207/62*z + 1
*
-1 | 0.097645868812104591587474567437328158165 | 0.018294177456729026948568785259641157927
f(z) = -145/63*z^3 + 208/63*z + 1
*
-1 | 0.10259485728190168097705291620486075169 | 0.019204125470840616894831253739269317626
f(z) = -145/64*z^3 + 209/64*z + 1
*
-1 | 0.077858066908265944406483169215180837622 | 0.014547857018343015389344137816171834462
f(z) = -145/66*z^3 + 211/66*z + 1
*
-1 | 0.11098004366183268022174764805165082442 | 0.020718427366061245114861183503415603219
f(z) = -145/67*z^3 + 212/67*z + 1
*
-1 | 0.10236461960000278915235160208901908228 | 0.019093273866834217043101431762527305542
f(z) = -145/68*z^3 + 213/68*z + 1
*
-1 | 0.090518933357143217656294479760539512775 | 0.016869052918562962275543123767688497456
f(z) = -145/69*z^3 + 214/69*z + 1
*
-1 | 0.11074580737120633849060765153449185034 | 0.020602803979955902041418333284055868012
f(z) = -145/71*z^3 + 216/71*z + 1
*
-1 | 0.088565899579904523636803368848920263391 | 0.016462377209041013210841496275491443835
f(z) = -145/72*z^3 + 217/72*z + 1
*
-1 | 0.11062661226763981221067163571346128959 | 0.020545401375173117724683823600204947999
f(z) = -145/73*z^3 + 218/73*z + 1
*
-1 | 0.097730419795289851848627850583618615505 | 0.018134926513330635512685252490017693919
f(z) = -145/74*z^3 + 219/74*z + 1
*
-1 | 0.11116965687555599618290601394771128393 | 0.020884735762518730748417458029841014530
f(z) = -144/61*z^3 + 205/61*z + 1
*
[ -1/2 ] 
f(z) = -144/61*z^3 + 219/61*z + 1
*
-1 | 0.11094113498931433543467629834997895789 | 0.020766415906775629575391897220450067851
f(z) = -144/65*z^3 + 209/65*z + 1
*
-1 | 0.11082491869121928977449086392096258264 | 0.020707745969200007140065795294602762556
f(z) = -144/67*z^3 + 211/67*z + 1
*
-1 | 0.11058839735173475479428006389854305481 | 0.020591296001061647480447692834477870627
f(z) = -144/71*z^3 + 215/71*z + 1
*
-1 | 0.11046801671512863199208857654934608947 | 0.020533480372526192398670659605765670976
f(z) = -144/73*z^3 + 217/73*z + 1
*
[ 7/6 ] 
f(z) = -144/77*z^3 + 207/77*z + 1
*
-1 | 0.082171301591545749273024994051445253537 | 0.015465483912288484601544903598912798378
f(z) = -143/60*z^3 + 203/60*z + 1
*
-1 | 0.11101647947527595064413071290919785744 | 0.020875136251866970325958412917430944246
f(z) = -143/61*z^3 + 204/61*z + 1
*
-1 | 0.098123235777207549114697677447390233813 | 0.018433787680610350803846828287443547833
f(z) = -143/62*z^3 + 205/62*z + 1
*
-1 | 0.097338672936564150165594932416428261042 | 0.018269695062878710773215807512712398544
f(z) = -143/63*z^3 + 206/63*z + 1
*
-1 | 0.10228658140289629341877580874253586476 | 0.019180944161554678856643696059016999562
f(z) = -143/64*z^3 + 207/64*z + 1
*
-1 | 0.11066844984970569852557661486848597708 | 0.020696881297776395084018651439553977553
f(z) = -143/67*z^3 + 210/67*z + 1
*
-1 | 0.10205189296063381618950404220153101970 | 0.019068497410702187506607153403735142976
f(z) = -143/68*z^3 + 211/68*z + 1
*
-1 | 0.090206093626927344966076037897737172579 | 0.016840220431705961378688953103326976158
f(z) = -143/69*z^3 + 212/69*z + 1
*
-1 | 0.097654437657812536889331544964644702389 | 0.018214720377002725206382685684740028456
f(z) = -143/70*z^3 + 213/70*z + 1
*
-1 | 0.11042959782533936027826080807231954554 | 0.020579592140590226934919031476344676825
f(z) = -143/71*z^3 + 214/71*z + 1
*
-1 | 0.088248499950177638219221180638514065023 | 0.016431660351711181545621504054635876394
f(z) = -143/72*z^3 + 215/72*z + 1
*
-1 | 0.11030800748969071336347286018517217389 | 0.020521357057896986257801726299260927697
f(z) = -143/73*z^3 + 216/73*z + 1
*
-1 | 0.097410594487979914517944452725328750078 | 0.018106403911939867003787387816850802797
f(z) = -143/74*z^3 + 217/74*z + 1
*
-1 | 0.089840247560885802066946383695492601104 | 0.016684990238313985780634279209132887850
f(z) = -143/75*z^3 + 218/75*z + 1
*
-1 | 0.10156542799052432943267945007296283665 | 0.018846553373670284495060754353128749623
f(z) = -143/76*z^3 + 219/76*z + 1
*
-1 | 0.11086199833835547807871092102354772624 | 0.020865368061328000325621810291622679104
f(z) = -142/61*z^3 + 203/61*z + 1
*
-1 | 0.097183099871182400948929689270807984270 | 0.018257170332585517638238722539638262699
f(z) = -142/63*z^3 + 205/63*z + 1
*
-1 | 0.11062909821905875447671034157789256665 | 0.020745346324799838576645575672355182977
f(z) = -142/65*z^3 + 207/65*z + 1
*
-1 | 0.11051061303412795001969119193467769676 | 0.020685829044389015061149488448590238927
f(z) = -142/67*z^3 + 209/67*z + 1
*
-1 | 0.090046049171433367472074457574789810291 | 0.016825193591771812483255081112067478262
f(z) = -142/69*z^3 + 211/69*z + 1
*
-1 | 0.11014655833999422010472318088726635882 | 0.020509026630192397017628015420273622080
f(z) = -142/73*z^3 + 215/73*z + 1
*
-1 | 0.089677531533929730032533999889341637777 | 0.016669004191114128773826806972457701937
f(z) = -142/75*z^3 + 217/75*z + 1
*
-1 | 0.10989627429279937109172118064682129149 | 0.020392431164864336567058812630788218380
f(z) = -142/77*z^3 + 219/77*z + 1
*
-1 | 0.11070619060692415491168379246628650701 | 0.020855427216137411435158345342020091409
f(z) = -141/61*z^3 + 202/61*z + 1
*
-1 | 0.097812503037554386086483246728265884885 | 0.018409318860097049846007696857899335318
f(z) = -141/62*z^3 + 203/62*z + 1
*
-1 | 0.10197296502264666410889372931711650495 | 0.019157011807660031628829429983622990473
f(z) = -141/64*z^3 + 205/64*z + 1
*
-1 | 0.11047103708347879244208019491756446106 | 0.020734535410303326624850613541740683832
f(z) = -141/65*z^3 + 206/65*z + 1
*
-1 | 0.11035138347045924675340627323394150202 | 0.020674584765985289911741188167724448509
f(z) = -141/67*z^3 + 208/67*z + 1
*
-1 | 0.10173364805183353424312584221313776293 | 0.019042920800849889522349521916876397056
f(z) = -141/68*z^3 + 209/68*z + 1
*
-1 | 0.097333138966208923409875826599209627141 | 0.018186793546971399201920274312175371848
f(z) = -141/70*z^3 + 211/70*z + 1
*
-1 | 0.11010772753370463177915580180036588258 | 0.020555578102855555223687934638239436856
f(z) = -141/71*z^3 + 212/71*z + 1
*
-1 | 0.10998364225418559972410179445662920867 | 0.020496484133788607915571931608404875625
f(z) = -141/73*z^3 + 214/73*z + 1
*
-1 | 0.097084957368337005747844233832278194795 | 0.018076987661405142629777557788564559808
f(z) = -141/74*z^3 + 215/74*z + 1
*
-1 | 0.10123719650570705079206621627456828286 | 0.018817681798163641457105007108521111134
f(z) = -141/76*z^3 + 217/76*z + 1
*
-1 | 0.10973073615714756565162119017221316257 | 0.020379020665367397158215424940679766612
f(z) = -141/77*z^3 + 218/77*z + 1
*
[ 6/7 ] 
f(z) = -157/72*z^3 + 211/147*z + 1
*
[ 6/7 ] 
f(z) = -155/72*z^3 + 208/147*z + 1
*
[ 6/7 ] 
f(z) = -151/72*z^3 + 202/147*z + 1
*
[ 3/4 ] 
f(z) = -160/61*z^3 + 209/183*z + 1
*
[ 4/5 ] 
f(z) = -155/72*z^3 + 203/180*z + 1
*
[ 3/4 ] 
f(z) = -160/67*z^3 + 203/201*z + 1
*
[ 6 ] 
f(z) = -157/72*z^3 + 238/3*z + 1
*
[ -6 ] 
f(z) = -157/72*z^3 + 239/3*z + 1
*
[ 6 ] 
f(z) = -155/72*z^3 + 235/3*z + 1
*
[ -6 ] 
f(z) = -155/72*z^3 + 236/3*z + 1
*
[ -4/51 ] 
f(z) = -153/64*z^3 + 234/17*z + 1
*
[ 6 ] 
f(z) = -151/72*z^3 + 229/3*z + 1
*
[ -6 ] 
f(z) = -151/72*z^3 + 230/3*z + 1
*
[ 6 ] 
f(z) = -149/72*z^3 + 226/3*z + 1
*
[ -6 ] 
f(z) = -149/72*z^3 + 227/3*z + 1
*
[ 6 ] 
f(z) = -145/72*z^3 + 220/3*z + 1
*
[ -6 ] 
f(z) = -145/72*z^3 + 221/3*z + 1
*
[ 3/2 ] 
f(z) = -146/63*z^3 + 233/42*z + 1
*
[ -4/15 ] 
f(z) = -145/64*z^3 + 221/45*z + 1
*
[ 3/2 ] 
f(z) = -142/63*z^3 + 227/42*z + 1
*
-1 | 0.11345974573026890794558311672135054329 | 0.021018215271349352349796616948100814391
f(z) = -160/61*z^3 + 221/61*z + 1
*
[ -1/2 ] 
f(z) = -160/61*z^3 + 223/61*z + 1
*
-1 | 0.099797762662076386346981903989803557692 | 0.018456554901552096303282137851659261604
f(z) = -160/63*z^3 + 223/63*z + 1
*
[ -1/2 ] 
f(z) = -160/63*z^3 + 229/63*z + 1
*
-1 | 0.11316024828528277745876932429298819327 | 0.020859224125684896824729758509061539562
f(z) = -160/67*z^3 + 227/67*z + 1
*
-1 | 0.092714804324104344185030548414265104166 | 0.017062853834527948351202682876273857825
f(z) = -160/69*z^3 + 229/69*z + 1
*
-1 | 0.11295561188563093447852872488802574442 | 0.020754675200188057418069261429836851933
f(z) = -160/71*z^3 + 231/71*z + 1
*
-1 | 0.11285173131617494360513816608167734189 | 0.020702794940357644327929639313654871547
f(z) = -160/73*z^3 + 233/73*z + 1
*
-1 | 0.11264071869805065911588781698664417182 | 0.020599758559836767040283836629234847517
f(z) = -160/77*z^3 + 237/77*z + 1
*
-1 | 0.11253353317886131032721391403958576827 | 0.020548577035479678229990339988230377953
f(z) = -160/79*z^3 + 239/79*z + 1
*
-1 | 0.11332474961758588973419569359753908742 | 0.021010859323096180108201493311040733808
f(z) = -159/61*z^3 + 220/61*z + 1
*
-1 | 0.10043897287136921189673673861719973588 | 0.018606140352740700085945026587667871645
f(z) = -159/62*z^3 + 221/62*z + 1
*
-1 | 0.10461749915169371288400177886182629852 | 0.019347914875551190309923322604464157991
f(z) = -159/64*z^3 + 223/64*z + 1
*
-1 | 0.11312442401327943241759122276595418106 | 0.020903884498229867344662428988924382010
f(z) = -159/65*z^3 + 224/65*z + 1
*
-1 | 0.11302277880771575211393335681781481691 | 0.020850853065774727466137178347562608642
f(z) = -159/67*z^3 + 226/67*z + 1
*
-1 | 0.10441420288275158053884959939750023666 | 0.019247035004246382239382980650725219269
f(z) = -159/68*z^3 + 227/68*z + 1
*
-1 | 0.10003298559655916680015108749527680217 | 0.018409662020089878748663415166185370782
f(z) = -159/70*z^3 + 229/70*z + 1
*
-1 | 0.11281640638529702573551173391117509839 | 0.020745634621433283408304504593897802920
f(z) = -159/71*z^3 + 230/71*z + 1
*
-1 | 0.11271162978677663993386532176844465767 | 0.020693421051122754322258047139263446274
f(z) = -159/73*z^3 + 232/73*z + 1
*
-1 | 0.099823425893142920222982253907416651243 | 0.018312735590380065760888896434115387281
f(z) = -159/74*z^3 + 233/74*z + 1
*
-1 | 0.10399503140851527790071905166893565748 | 0.019048155054828822606297074485913702003
f(z) = -159/76*z^3 + 235/76*z + 1
*
-1 | 0.11249876563019080340605908670391550788 | 0.020589719750654641400199212179514784867
f(z) = -159/77*z^3 + 236/77*z + 1
*
-1 | 0.11239062312191299252168168407431834722 | 0.020538206134914647491537376176826115148
f(z) = -159/79*z^3 + 238/79*z + 1
*
-1 | 0.099525134464891759759729697153312631040 | 0.018436853419944006792874856659697847792
f(z) = -158/63*z^3 + 221/63*z + 1
*
-1 | 0.11298676162241711677851017918693785439 | 0.020895722643541409111073632891011461897
f(z) = -158/65*z^3 + 223/65*z + 1
*
-1 | 0.11288426082673858035507856471256477398 | 0.020842350112415435313799586184720920907
f(z) = -158/67*z^3 + 225/67*z + 1
*
-1 | 0.092437084302956645935375919375657654534 | 0.017039250869609238832277695352706949793
f(z) = -158/69*z^3 + 227/69*z + 1
*
-1 | 0.11267612233047936623038325857400564470 | 0.020736453255572707234815915149447017666
f(z) = -158/71*z^3 + 229/71*z + 1
*
-1 | 0.11257043391777988288432104569498352391 | 0.020683901880619735909499725243363327440
f(z) = -158/73*z^3 + 231/73*z + 1
*
-1 | 0.092118958706426121627032370794991653573 | 0.016899341197303081060925849258037404399
f(z) = -158/75*z^3 + 233/75*z + 1
*
-1 | 0.11235568500741415856691464086961257466 | 0.020579526543971893796365791230312597010
f(z) = -158/77*z^3 + 235/77*z + 1
*
-1 | 0.099387274155858249033339967083688044768 | 0.018426795936822248438934891006416630378
f(z) = -157/63*z^3 + 220/63*z + 1
*
-1 | 0.10434197368795229005608476169761784973 | 0.019329164283732203278657463216710841570
f(z) = -157/64*z^3 + 221/64*z + 1
*
-1 | 0.11284804896370387909763883681661008217 | 0.020887430617705470336537756585083754803
f(z) = -157/65*z^3 + 222/65*z + 1
*
-1 | 0.079615762940989965160274278678355751438 | 0.014724104634739765956976419169568579091
f(z) = -157/66*z^3 + 223/66*z + 1
*
-1 | 0.11274467789450997674155293655937576253 | 0.020833712481226042087467803364816155626
f(z) = -157/67*z^3 + 224/67*z + 1
*
-1 | 0.10413522537612816192335645420243587767 | 0.019226974694513386758759168228346306822
f(z) = -157/68*z^3 + 225/68*z + 1
*
-1 | 0.092295578914571012033562957807549414835 | 0.017027023887302972450504517191327358668
f(z) = -157/69*z^3 + 226/69*z + 1
*
-1 | 0.099752226762869033635488468808117706173 | 0.018387676649817353867241225180697762554
f(z) = -157/70*z^3 + 227/70*z + 1
*
-1 | 0.11253474247949425567257012859306689190 | 0.020727128123756176448985372587447950325
f(z) = -157/71*z^3 + 228/71*z + 1
*
-1 | 0.090361087179703618074587069465762691516 | 0.016629685346544731415187518980047221923
f(z) = -157/72*z^3 + 229/72*z + 1
*
-1 | 0.11242812604290023191207974118636009229 | 0.020674234349326240900556373223253560776
f(z) = -157/73*z^3 + 230/73*z + 1
*
-1 | 0.099538334880547100947081247601069354798 | 0.018289359651338454728787743984257399348
f(z) = -157/74*z^3 + 231/74*z + 1
*
-1 | 0.091976735739096730405421014598571692979 | 0.016886574377085940423760446888730932180
f(z) = -157/75*z^3 + 232/75*z + 1
*
-1 | 0.10370869091399237721917474925529369117 | 0.019025492444683300308405327250982767416
f(z) = -157/76*z^3 + 233/76*z + 1
*
-1 | 0.11221145825306807536318804813275199495 | 0.020569175650755519614312767060228469983
f(z) = -157/77*z^3 + 234/77*z + 1
*
-1 | 0.078976857327841581605714710669364203517 | 0.014465724023048284806907594369742691627
f(z) = -157/78*z^3 + 235/78*z + 1
*
-1 | 0.11210134882239965201957529070068403112 | 0.020516983835280085207278572510363080178
f(z) = -157/79*z^3 + 236/79*z + 1
*
[ -1/2 ] 
f(z) = -156/61*z^3 + 222/61*z + 1
*
-1 | 0.11260401316522242159205039550681376573 | 0.020824937310030293337297522460936203789
f(z) = -156/67*z^3 + 223/67*z + 1
*
-1 | 0.11239224916430909833240656566477578465 | 0.020717656163123237718758057962868038470
f(z) = -156/71*z^3 + 227/71*z + 1
*
-1 | 0.11228468805404154120007503872299320171 | 0.020664415290402279885329419857031259322
f(z) = -156/73*z^3 + 229/73*z + 1
*
-1 | 0.11206606631489505795022174527108096646 | 0.020558663687574799480194082969356805152
f(z) = -156/77*z^3 + 233/77*z + 1
*
-1 | 0.11195494595573649035657662549270202661 | 0.020506125541159597375944656178227292906
f(z) = -156/79*z^3 + 235/79*z + 1
*
-1 | 0.079335265865018551354628458892417235821 | 0.014696716318445268196881426174673712619
f(z) = -155/66*z^3 + 221/66*z + 1
*
-1 | 0.11246224938191353038641565620467605107 | 0.020816021656088618956049391893187334166
f(z) = -155/67*z^3 + 222/67*z + 1
*
-1 | 0.10385188937988433453539843265218513222 | 0.019206323336726700943516241199598841913
f(z) = -155/68*z^3 + 223/68*z + 1
*
-1 | 0.092012359212222634025707071817915187589 | 0.017002656554133289727007291677250755231
f(z) = -155/69*z^3 + 224/69*z + 1
*
-1 | 0.11224862427606830401411235960269542424 | 0.020708034223769025189879147645088022679
f(z) = -155/71*z^3 + 226/71*z + 1
*
-1 | 0.090074021041657403525898189021754181634 | 0.016603659158407386593259821592795762937
f(z) = -155/72*z^3 + 227/72*z + 1
*
-1 | 0.11214010138610841802311302039052966757 | 0.020654441446510720650708670778885213800
f(z) = -155/73*z^3 + 228/73*z + 1
*
-1 | 0.099249993062375722863923232951982223131 | 0.018265563272735619098447480619847574404
f(z) = -155/74*z^3 + 229/74*z + 1
*
-1 | 0.10341772519289748020147159139966730286 | 0.019002166076477483880242074664125677184
f(z) = -155/76*z^3 + 231/76*z + 1
*
-1 | 0.11191948964825553708944268290405360123 | 0.020547987173102165103795432663334096796
f(z) = -155/77*z^3 + 232/77*z + 1
*
-1 | 0.078682840598816121506777269860175321756 | 0.014434468086965545159426879669355233396
f(z) = -155/78*z^3 + 233/78*z + 1
*
-1 | 0.11180733935393594426992133557633815814 | 0.020495097720128399543915452442624149329
f(z) = -155/79*z^3 + 234/79*z + 1
*
-1 | 0.11231936886271713536073275419040497348 | 0.020806962493208533606805543821066135636
f(z) = -154/67*z^3 + 221/67*z + 1
*
-1 | 0.091867508262606281140241565158827582958 | 0.016989937095673022290320537972987752750
f(z) = -154/69*z^3 + 223/69*z + 1
*
-1 | 0.11210384924998818448851235036945036198 | 0.020698259065574287638237703171536656966
f(z) = -154/71*z^3 + 225/71*z + 1
*
-1 | 0.11199434700114768789574873506034506285 | 0.020644309466493921817597915909574763783
f(z) = -154/73*z^3 + 227/73*z + 1
*
-1 | 0.091540005259534669320897058502037920226 | 0.016846648613907307527692826522001933223
f(z) = -154/75*z^3 + 229/75*z + 1
*
-1 | 0.11165850841593893696849252675397034994 | 0.020483896667964155534426725032899225065
f(z) = -154/79*z^3 + 233/79*z + 1
*
[ -2/3 ] 
f(z) = -153/62*z^3 + 223/62*z + 1
*
-1 | 0.11217535348652484808100291287219267793 | 0.020797756708727050570173691134049992675
f(z) = -153/67*z^3 + 220/67*z + 1
*
-1 | 0.099176646547963430116376857147505846813 | 0.018341685957052995633884098679186662097
f(z) = -153/70*z^3 + 223/70*z + 1
*
-1 | 0.11195790504958702351715142011704701019 | 0.020688327354892205449882026366178492157
f(z) = -153/71*z^3 + 224/71*z + 1
*
-1 | 0.11184740537178239936666399698782874363 | 0.020634015901898625160073927076548306213
f(z) = -153/73*z^3 + 226/73*z + 1
*
-1 | 0.098956291649774986668424800434878949297 | 0.018240959148176008003887763011370796142
f(z) = -153/74*z^3 + 227/74*z + 1
*
-1 | 0.10312197788189313143672620050403036317 | 0.018978147541305986392283026547349911611
f(z) = -153/76*z^3 + 229/76*z + 1
*
-1 | 0.11162270138306936737040488275852325019 | 0.020526126053349522561777784418074215572
f(z) = -153/77*z^3 + 230/77*z + 1
*
-1 | 0.11150843199112705452415023095547369628 | 0.020472518570693173153119539284861909569
f(z) = -153/79*z^3 + 232/79*z + 1
*
[ -1/2 ] 
f(z) = -152/61*z^3 + 221/61*z + 1
*
[ -1/2 ] 
f(z) = -152/63*z^3 + 227/63*z + 1
*
[ -1/2 ] 
f(z) = -152/65*z^3 + 233/65*z + 1
*
[ -1/2 ] 
f(z) = -152/67*z^3 + 239/67*z + 1
*
-1 | 0.091576399392039019900731727940971397398 | 0.016964364443163468931814434635463988750
f(z) = -152/69*z^3 + 221/69*z + 1
*
-1 | 0.11181077215021433742479726279762292926 | 0.020678235661084178511412480928859151880
f(z) = -152/71*z^3 + 223/71*z + 1
*
-1 | 0.11169925646389953791616241659796418274 | 0.020623557203340719685297805118329211111
f(z) = -152/73*z^3 + 225/73*z + 1
*
-1 | 0.091242854326621402929483598448691719760 | 0.016819114283560160646918263084852069985
f(z) = -152/75*z^3 + 227/75*z + 1
*
-1 | 0.11147244807141370956737926125791010927 | 0.020514933962116339020301686366533363064
f(z) = -152/77*z^3 + 229/77*z + 1
*
-1 | 0.11135708835907707492472333763935815629 | 0.020460959500368941439395517536885575022
f(z) = -152/79*z^3 + 231/79*z + 1
*
-1 | 0.091430102906310519688963635993228185977 | 0.016951504737872284186201470512014251771
f(z) = -151/69*z^3 + 220/69*z + 1
*
-1 | 0.098882180029578479328969678013004540097 | 0.018317747259039944616384911687877633439
f(z) = -151/70*z^3 + 221/70*z + 1
*
-1 | 0.11166243052184102112032384618368855754 | 0.020667980452896261250560237169798220403
f(z) = -151/71*z^3 + 222/71*z + 1
*
-1 | 0.089485824853714880606606117478712276014 | 0.016549469599992139624256773690411199694
f(z) = -151/72*z^3 + 223/72*z + 1
*
[ 6/5 ] 
f(z) = -151/72*z^3 + 239/75*z + 1
*
-1 | 0.11154987971855007653662658258260097461 | 0.020612929716700941747977699767648453776
f(z) = -151/73*z^3 + 224/73*z + 1
*
-1 | 0.098657070286674525246707867741251799348 | 0.018215517246785135724819107842579323393
f(z) = -151/74*z^3 + 225/74*z + 1
*
-1 | 0.091092417947179180977232561527220052629 | 0.016805060378617324809419319331393965800
f(z) = -151/75*z^3 + 226/75*z + 1
*
-1 | 0.10282128432140165556568271446062420805 | 0.018953406757678784130983716770424337655
f(z) = -151/76*z^3 + 227/76*z + 1
*
-1 | 0.11132092656578824483449933833747082217 | 0.020503562339468510440274931542777907915
f(z) = -151/77*z^3 + 228/77*z + 1
*
-1 | 0.078083163542627527721854459249580086316 | 0.014370106437457184167596998960594905757
f(z) = -151/78*z^3 + 229/78*z + 1
*
-1 | 0.11120445520835391187599637095909516895 | 0.020449215410647205439779876593486958101
f(z) = -151/79*z^3 + 230/79*z + 1
*
-1 | 0.11151285961106957781939860604158872406 | 0.020657558094667378373622177437310426427
f(z) = -150/71*z^3 + 221/71*z + 1
*
-1 | 0.11139925403301725480263469301700087985 | 0.020602129679141984940172491956956561916
f(z) = -150/73*z^3 + 223/73*z + 1
*
-1 | 0.11116811457976736713553914228527982213 | 0.020492007156109888279214809972226627054
f(z) = -150/77*z^3 + 227/77*z + 1
*
-1 | 0.11105050961428568431885819972190225540 | 0.020437282132145642684407948117003407086
f(z) = -150/79*z^3 + 229/79*z + 1
*
-1 | 0.11136203832232094446088482469035344165 | 0.020646964842359871058175017905757317550
f(z) = -149/71*z^3 + 220/71*z + 1
*
-1 | 0.089184374046183150849430906255633018992 | 0.016521246019707405850176560542921708788
f(z) = -149/72*z^3 + 221/72*z + 1
*
[ 6/5 ] 
f(z) = -149/72*z^3 + 236/75*z + 1
*
-1 | 0.11124735774100603163668203694123257726 | 0.020591153214936857606661659400487317027
f(z) = -149/73*z^3 + 222/73*z + 1
*
-1 | 0.098353464328489811484743008768771047942 | 0.018189446994751390840037873156246726624
f(z) = -149/74*z^3 + 223/74*z + 1
*
-1 | 0.090787714942561847230724855705652095522 | 0.016776358629633775364539444996580684892
f(z) = -149/75*z^3 + 224/75*z + 1
*
-1 | 0.10251547094264338004881123918215782244 | 0.018927911842424174804219180805482370533
f(z) = -149/76*z^3 + 225/76*z + 1
*
-1 | 0.11101398921628579918405774129748023946 | 0.020480264260112622962206979877261433274
f(z) = -149/77*z^3 + 226/77*z + 1
*
-1 | 0.077775088349669136222113012688194280173 | 0.014336553903546772682177148736260770018
f(z) = -149/78*z^3 + 227/78*z + 1
*
-1 | 0.11089522801566068907899910099021600511 | 0.020425155367575373681427486713447262596
f(z) = -149/79*z^3 + 228/79*z + 1
*
[ -1/2 ] 
f(z) = -148/61*z^3 + 220/61*z + 1
*
[ -1/2 ] 
f(z) = -148/63*z^3 + 226/63*z + 1
*
[ -1/2 ] 
f(z) = -148/65*z^3 + 232/65*z + 1
*
[ -1/2 ] 
f(z) = -148/67*z^3 + 238/67*z + 1
*
-1 | 0.11109416859190348094782353596613373637 | 0.020579996331097640602198638936856416753
f(z) = -148/73*z^3 + 221/73*z + 1
*
-1 | 0.090633403176875829908858968845196451692 | 0.016761702236879697654975395167276344874
f(z) = -148/75*z^3 + 223/75*z + 1
*
-1 | 0.11085852694452615780111920477042214850 | 0.020468329372070975727311588775682854702
f(z) = -148/77*z^3 + 225/77*z + 1
*
-1 | 0.11073858619028180000065660702482212807 | 0.020412830686630639366408262823751389977
f(z) = -148/79*z^3 + 227/79*z + 1
*
[ -5/7 ] 
f(z) = -147/65*z^3 + 231/65*z + 1
*
[ -4/7 ] 
f(z) = -147/68*z^3 + 235/68*z + 1
*
-1 | 0.11093966372905647341102178787520599609 | 0.020568654912793058948401730265562442821
f(z) = -147/73*z^3 + 220/73*z + 1
*
-1 | 0.098045295647610422796083727980658153600 | 0.018162715921853172293969453015804331087
f(z) = -147/74*z^3 + 221/74*z + 1
*
-1 | 0.10220435459572138047157852071900242408 | 0.018901628968987378302794406091971332483
f(z) = -147/76*z^3 + 223/76*z + 1
*
-1 | 0.11058055922930921241690460506947082409 | 0.020400303520622005278438482360171339956
f(z) = -147/79*z^3 + 226/79*z + 1
*
-1 | 0.090320741566961893900356679670098034250 | 0.016731756073518722212296128981115089203
f(z) = -146/75*z^3 + 221/75*z + 1
*
-1 | 0.11054349423750275282358044240261045023 | 0.020443865834070272345022002638829091360
f(z) = -146/77*z^3 + 223/77*z + 1
*
-1 | 0.11042112151031746380566542734756403203 | 0.020387569156837398345487412897492979673
f(z) = -146/79*z^3 + 225/79*z + 1
*
-1 | 0.10188774181169017818502595656324159550 | 0.018874522211611613511015235918531197067
f(z) = -145/76*z^3 + 221/76*z + 1
*
-1 | 0.11038387334762486607786860584946795582 | 0.020431327940846194065446631205852153452
f(z) = -145/77*z^3 + 222/77*z + 1
*
-1 | 0.077143207429221387663976548563480351212 | 0.014266831291803056529960824301942440904
f(z) = -145/78*z^3 + 223/78*z + 1
*
-1 | 0.11026024666898725337456578648924329570 | 0.020374622732614139875648261329239762546
f(z) = -145/79*z^3 + 224/79*z + 1
*
[ -1/2 ] 
f(z) = -144/65*z^3 + 231/65*z + 1
*
[ 5/4 ] 
f(z) = -144/65*z^3 + 238/65*z + 1
*
[ -1/2 ] 
f(z) = -144/67*z^3 + 237/67*z + 1
*
-1 | 0.11022281458548260908065155451357669687 | 0.020418579557539503663401745703009845338
f(z) = -144/77*z^3 + 221/77*z + 1
*
-1 | 0.11009790756934671456254319219066890817 | 0.020361459229103899169995174610186282674
f(z) = -144/79*z^3 + 223/79*z + 1
*
[ 6/5 ] 
f(z) = -143/72*z^3 + 227/75*z + 1
*
-1 | 0.10993407627247042007095601022701318989 | 0.020348073464711146674827561918407495842
f(z) = -143/79*z^3 + 222/79*z + 1
*
-1 | 0.10976872400353746910651806810076833518 | 0.020334460088184223317254788348773105457
f(z) = -142/79*z^3 + 221/79*z + 1
*
-1 | 0.10960182111714246551938705797338921653 | 0.020320613571336551995298844416918922233
f(z) = -141/79*z^3 + 220/79*z + 1
*
-3/4 | 0.16385761835104127513852217447858067486 | 0.025186452061215763043466826279261854049
f(z) = -148/63*z^3 + 223/84*z + 1
*
[ 7/8 ] 
f(z) = -160/63*z^3 + 227/126*z + 1
*
[ 7/8 ] 
f(z) = -160/77*z^3 + 223/154*z + 1
*
11/10 | 0.086489619966454327384888755906008778357 | 0.015163555123421417218681224633387212400
f(z) = -150/77*z^3 + 223/154*z + 1
*
0 | 0.15411894131838003609095156376007789581 | 0.024988817062113998487619468381249162743
f(z) = -159/64*z^3 + 221/192*z + 1
*
[ 3/2 ] 
f(z) = -158/63*z^3 + 251/42*z + 1
*
[ 8/5 ] 
f(z) = -145/64*z^3 + 247/40*z + 1
*
[ -1/2 ] 
f(z) = -160/67*z^3 + 241/67*z + 1
*
[ -1/2 ] 
f(z) = -160/69*z^3 + 247/69*z + 1
*
[ -3/4 ] 
f(z) = -160/69*z^3 + 251/69*z + 1
*
[ -1/2 ] 
f(z) = -160/71*z^3 + 253/71*z + 1
*
[ -1/2 ] 
f(z) = -160/73*z^3 + 259/73*z + 1
*
[ 6/5 ] 
f(z) = -157/72*z^3 + 248/75*z + 1
*
[ -1/2 ] 
f(z) = -156/67*z^3 + 240/67*z + 1
*
[ -1/2 ] 
f(z) = -156/71*z^3 + 252/71*z + 1
*
[ -1/2 ] 
f(z) = -156/73*z^3 + 258/73*z + 1
*
[ -2/3 ] 
f(z) = -153/70*z^3 + 243/70*z + 1
*
[ -2/3 ] 
f(z) = -153/74*z^3 + 253/74*z + 1
*
[ -1/2 ] 
f(z) = -152/69*z^3 + 245/69*z + 1
*
[ -1/2 ] 
f(z) = -152/71*z^3 + 251/71*z + 1
*
[ -1/2 ] 
f(z) = -152/73*z^3 + 257/73*z + 1
*
[ -1/2 ] 
f(z) = -148/69*z^3 + 244/69*z + 1
*
[ -1/2 ] 
f(z) = -148/71*z^3 + 250/71*z + 1
*
[ -1/2 ] 
f(z) = -148/73*z^3 + 256/73*z + 1
*
[ -4/7 ] 
f(z) = -147/76*z^3 + 257/76*z + 1
*
[ -5/6 ] 
f(z) = -144/65*z^3 + 243/65*z + 1
*
[ -5/12 ] 
f(z) = -144/65*z^3 + 246/65*z + 1
*
[ -1/2 ] 
f(z) = -144/71*z^3 + 249/71*z + 1
*
[ -1/2 ] 
f(z) = -144/73*z^3 + 255/73*z + 1
*
[ -7/12 ] 
f(z) = -144/77*z^3 + 258/77*z + 1
*
-5/7 | 0.19083877038742356358027317387866687456 | 0.026658992419183813406469301322436090815
f(z) = -154/75*z^3 + 257/105*z + 1
*
[ 12/13 ] 
f(z) = -143/72*z^3 + 251/156*z + 1
*
[ 17/21 ] 
f(z) = -147/68*z^3 + 241/204*z + 1
*
[ 3/4 ] 
f(z) = -148/69*z^3 + 241/276*z + 1
*
-2 | 0.10683017031535756036558653914287623804 | 0.016891857491139749499052144445604120364
f(z) = -149/76*z^3 + 279/38*z + 1
*
-2 | 0.10655858564921223953739960596871449388 | 0.016868103165453391371104701257511275184
f(z) = -147/68*z^3 + 277/34*z + 1
*
-2 | 0.10658245620561275236334645396242728712 | 0.016891257779580802684384934208622331214
f(z) = -147/76*z^3 + 275/38*z + 1
*
-2 | 0.10630816963485951686330368367435001966 | 0.016867300727519384829530809671602048390
f(z) = -145/68*z^3 + 273/34*z + 1
*
-2 | 0.10633122977702942638463392520851402530 | 0.016890665104971393486802582054831409680
f(z) = -145/76*z^3 + 271/38*z + 1
*
-2 | 0.085677781725539400681568425290619912831 | 0.013609874738564819358265695290480824716
f(z) = -143/60*z^3 + 271/30*z + 1
*
-2 | 0.10605419228879807576251101994969373083 | 0.016866504116477667438210394501030569629
f(z) = -143/68*z^3 + 269/34*z + 1
*
-2 | 0.10607638539865910816957657161658900548 | 0.016890079561644557115252554259590546118
f(z) = -143/76*z^3 + 267/38*z + 1
*
-2 | 0.10579654705503792942932338199822647501 | 0.016865713602328268651709779536884187843
f(z) = -141/68*z^3 + 265/34*z + 1
*
-2 | 0.10581781238363586455345049106807509458 | 0.016889501205225743738013195178784426795
f(z) = -141/76*z^3 + 263/38*z + 1
*
[ 8/5 ] 
f(z) = -155/64*z^3 + 263/40*z + 1
*
[ -1/2 ] 
f(z) = -160/77*z^3 + 271/77*z + 1
*
[ -1/2 ] 
f(z) = -160/79*z^3 + 277/79*z + 1
*
[ -1 ] 
f(z) = -157/60*z^3 + 277/60*z + 1
*
[ -1 ] 
f(z) = -157/61*z^3 + 279/61*z + 1
*
[ -1 ] 
f(z) = -156/61*z^3 + 278/61*z + 1
*
[ -1/2 ] 
f(z) = -156/77*z^3 + 270/77*z + 1
*
[ -1/2 ] 
f(z) = -156/79*z^3 + 276/79*z + 1
*
[ -1 ] 
f(z) = -155/61*z^3 + 277/61*z + 1
*
[ -1 ] 
f(z) = -154/61*z^3 + 276/61*z + 1
*
[ -1/3 ] 
f(z) = -153/61*z^3 + 261/61*z + 1
*
[ -1 ] 
f(z) = -153/61*z^3 + 275/61*z + 1
*
[ -1/3 ] 
f(z) = -153/62*z^3 + 265/62*z + 1
*
[ -1 ] 
f(z) = -153/62*z^3 + 277/62*z + 1
*
[ -1/3 ] 
f(z) = -153/64*z^3 + 273/64*z + 1
*
[ -1/3 ] 
f(z) = -153/65*z^3 + 277/65*z + 1
*
[ -1 ] 
f(z) = -152/61*z^3 + 274/61*z + 1
*
[ -1 ] 
f(z) = -152/63*z^3 + 278/63*z + 1
*
[ -1/2 ] 
f(z) = -152/75*z^3 + 263/75*z + 1
*
[ -1/2 ] 
f(z) = -152/77*z^3 + 269/77*z + 1
*
[ -1/2 ] 
f(z) = -152/79*z^3 + 275/79*z + 1
*
[ -1 ] 
f(z) = -151/60*z^3 + 271/60*z + 1
*
[ -1 ] 
f(z) = -151/61*z^3 + 273/61*z + 1
*
[ -1 ] 
f(z) = -151/62*z^3 + 275/62*z + 1
*
[ -1 ] 
f(z) = -151/63*z^3 + 277/63*z + 1
*
[ -1 ] 
f(z) = -151/64*z^3 + 279/64*z + 1
*
[ -1 ] 
f(z) = -150/61*z^3 + 272/61*z + 1
*
[ -1 ] 
f(z) = -149/60*z^3 + 269/60*z + 1
*
[ -1 ] 
f(z) = -149/61*z^3 + 271/61*z + 1
*
[ -1 ] 
f(z) = -149/62*z^3 + 273/62*z + 1
*
[ -1 ] 
f(z) = -149/63*z^3 + 275/63*z + 1
*
[ -1 ] 
f(z) = -149/64*z^3 + 277/64*z + 1
*
[ -1 ] 
f(z) = -149/65*z^3 + 279/65*z + 1
*
[ -1 ] 
f(z) = -148/61*z^3 + 270/61*z + 1
*
[ -1 ] 
f(z) = -148/63*z^3 + 274/63*z + 1
*
[ -1 ] 
f(z) = -148/65*z^3 + 278/65*z + 1
*
[ -1/2 ] 
f(z) = -148/75*z^3 + 262/75*z + 1
*
[ -1/2 ] 
f(z) = -148/77*z^3 + 268/77*z + 1
*
[ -1/2 ] 
f(z) = -148/79*z^3 + 274/79*z + 1
*
[ -1 ] 
f(z) = -147/61*z^3 + 269/61*z + 1
*
[ -1 ] 
f(z) = -147/62*z^3 + 271/62*z + 1
*
[ -1 ] 
f(z) = -147/64*z^3 + 275/64*z + 1
*
[ -1 ] 
f(z) = -147/65*z^3 + 277/65*z + 1
*
[ -1 ] 
f(z) = -146/61*z^3 + 268/61*z + 1
*
[ -1 ] 
f(z) = -146/63*z^3 + 272/63*z + 1
*
[ -1 ] 
f(z) = -146/65*z^3 + 276/65*z + 1
*
[ -1 ] 
f(z) = -145/61*z^3 + 267/61*z + 1
*
[ -1 ] 
f(z) = -145/62*z^3 + 269/62*z + 1
*
[ -1 ] 
f(z) = -145/63*z^3 + 271/63*z + 1
*
[ -1 ] 
f(z) = -145/64*z^3 + 273/64*z + 1
*
[ -1 ] 
f(z) = -145/66*z^3 + 277/66*z + 1
*
[ -1 ] 
f(z) = -145/67*z^3 + 279/67*z + 1
*
[ -1/3 ] 
f(z) = -144/61*z^3 + 260/61*z + 1
*
[ -1 ] 
f(z) = -144/61*z^3 + 266/61*z + 1
*
[ -1 ] 
f(z) = -144/65*z^3 + 274/65*z + 1
*
[ -1/3 ] 
f(z) = -144/65*z^3 + 276/65*z + 1
*
[ -1 ] 
f(z) = -144/67*z^3 + 278/67*z + 1
*
[ -1/2 ] 
f(z) = -144/77*z^3 + 267/77*z + 1
*
[ -1/2 ] 
f(z) = -144/79*z^3 + 273/79*z + 1
*
[ -1 ] 
f(z) = -143/60*z^3 + 263/60*z + 1
*
[ -1 ] 
f(z) = -143/61*z^3 + 265/61*z + 1
*
[ -1 ] 
f(z) = -143/62*z^3 + 267/62*z + 1
*
[ -1 ] 
f(z) = -143/63*z^3 + 269/63*z + 1
*
[ -1 ] 
f(z) = -143/64*z^3 + 271/64*z + 1
*
[ -1 ] 
f(z) = -143/67*z^3 + 277/67*z + 1
*
[ -1 ] 
f(z) = -143/68*z^3 + 279/68*z + 1
*
[ -1 ] 
f(z) = -142/61*z^3 + 264/61*z + 1
*
[ -1 ] 
f(z) = -142/63*z^3 + 268/63*z + 1
*
[ -1 ] 
f(z) = -142/65*z^3 + 272/65*z + 1
*
[ -1 ] 
f(z) = -142/67*z^3 + 276/67*z + 1
*
[ -1 ] 
f(z) = -141/61*z^3 + 263/61*z + 1
*
[ -1 ] 
f(z) = -141/62*z^3 + 265/62*z + 1
*
[ -1 ] 
f(z) = -141/64*z^3 + 269/64*z + 1
*
[ -1 ] 
f(z) = -141/65*z^3 + 271/65*z + 1
*
[ -1 ] 
f(z) = -141/67*z^3 + 275/67*z + 1
*
[ -1 ] 
f(z) = -141/68*z^3 + 277/68*z + 1
*
[ -2/3 ] 
f(z) = -151/72*z^3 + 278/81*z + 1
*
[ -2/3 ] 
f(z) = -149/72*z^3 + 277/81*z + 1
*
10/7 | 0.20611409033554044892735508724124176683 | 0.029493689764428770797494748822611848573
f(z) = -147/64*z^3 + 271/80*z + 1
*
[ -2/3 ] 
f(z) = -145/72*z^3 + 275/81*z + 1
*
[ -2/3 ] 
f(z) = -143/72*z^3 + 274/81*z + 1
*
-7/8 | 0.13878874453461494483797183839095807740 | 0.024060509918886090041206877382498118421
f(z) = -160/63*z^3 + 263/126*z + 1
*
-4/5 | 0.14792175521430962287199961906092976011 | 0.022459444266879428400254351178120883780
f(z) = -145/72*z^3 + 277/180*z + 1
*
0 | 0.19012108738540104440899554654154124083 | 0.029783173772616549232665283091325239621
f(z) = -148/63*z^3 + 277/252*z + 1
*
1/24 | 0.14581626608731853138584670905801691129 | 0.022941125901469391229832656881629094001
f(z) = -144/65*z^3 + 261/260*z + 1
*
-2 | 0.10801943688859786681813077266077528947 | 0.016894956378284317926832780315352946900
f(z) = -159/76*z^3 + 299/38*z + 1
*
-2 | 0.087381930506085533587562373068963266396 | 0.013667113499889213467658024115208927696
f(z) = -157/60*z^3 + 299/30*z + 1
*
-2 | 0.10776065974000468780828095229632938875 | 0.016872192874118414612226657931467966887
f(z) = -157/68*z^3 + 297/34*z + 1
*
-2 | 0.10778785616992207357374502770558575191 | 0.016894323823175102420075961595077762296
f(z) = -157/76*z^3 + 295/38*z + 1
*
-2 | 0.10752660793703297778904389935829203872 | 0.016871365550004725649957568860006584534
f(z) = -155/68*z^3 + 293/34*z + 1
*
-2 | 0.10755322563804509213410102461158484832 | 0.016893697460948632098792843205793989875
f(z) = -155/76*z^3 + 291/38*z + 1
*
-2 | 0.10731546068554496805787517031987802040 | 0.016893077494449592442020713343340555101
f(z) = -153/76*z^3 + 287/38*z + 1
*
-2 | 0.086670588639622492210198871389234187818 | 0.013643262219866881050375271044709941792
f(z) = -151/60*z^3 + 287/30*z + 1
*
-2 | 0.10704913656491323897512122041710154687 | 0.016869724402382089160650560485570920570
f(z) = -151/68*z^3 + 285/34*z + 1
*
-2 | 0.10707447299594630567833190312520586508 | 0.016892464113477191377926562537439363347
f(z) = -151/76*z^3 + 283/38*z + 1
*
-2 | 0.086428501616362279071304717504788642236 | 0.013635279456302142934700370778841967996
f(z) = -149/60*z^3 + 283/30*z + 1
*
-2 | 0.10680554216277560708250437448245750510 | 0.016868911151714963630784612550186477729
f(z) = -149/68*z^3 + 281/34*z + 1
*
[ 2 ] 
f(z) = -141/68*z^3 + 299/34*z + 1
*
[ -3/2 ] 
f(z) = -146/63*z^3 + 289/42*z + 1
*
[ -8/5 ] 
f(z) = -145/64*z^3 + 297/40*z + 1
*
[ -3/2 ] 
f(z) = -142/63*z^3 + 283/42*z + 1
*
[ -1 ] 
f(z) = -160/61*z^3 + 282/61*z + 1
*
[ -1 ] 
f(z) = -160/63*z^3 + 286/63*z + 1
*
[ -1 ] 
f(z) = -160/67*z^3 + 294/67*z + 1
*
[ -1 ] 
f(z) = -160/69*z^3 + 298/69*z + 1
*
[ -1 ] 
f(z) = -159/61*z^3 + 281/61*z + 1
*
[ -1 ] 
f(z) = -159/62*z^3 + 283/62*z + 1
*
[ -1 ] 
f(z) = -159/64*z^3 + 287/64*z + 1
*
[ -1 ] 
f(z) = -159/65*z^3 + 289/65*z + 1
*
[ -1 ] 
f(z) = -159/67*z^3 + 293/67*z + 1
*
[ -1 ] 
f(z) = -159/68*z^3 + 295/68*z + 1
*
[ -1 ] 
f(z) = -159/70*z^3 + 299/70*z + 1
*
[ -1 ] 
f(z) = -158/61*z^3 + 280/61*z + 1
*
[ -1 ] 
f(z) = -158/63*z^3 + 284/63*z + 1
*
[ -1 ] 
f(z) = -158/65*z^3 + 288/65*z + 1
*
[ -1 ] 
f(z) = -158/67*z^3 + 292/67*z + 1
*
[ -1 ] 
f(z) = -158/69*z^3 + 296/69*z + 1
*
[ -1 ] 
f(z) = -157/62*z^3 + 281/62*z + 1
*
[ -1 ] 
f(z) = -157/63*z^3 + 283/63*z + 1
*
[ -1 ] 
f(z) = -157/64*z^3 + 285/64*z + 1
*
[ -1 ] 
f(z) = -157/65*z^3 + 287/65*z + 1
*
[ -1 ] 
f(z) = -157/66*z^3 + 289/66*z + 1
*
[ -1 ] 
f(z) = -157/67*z^3 + 291/67*z + 1
*
[ -1 ] 
f(z) = -157/68*z^3 + 293/68*z + 1
*
[ -1 ] 
f(z) = -157/69*z^3 + 295/69*z + 1
*
[ -1 ] 
f(z) = -157/70*z^3 + 297/70*z + 1
*
[ -1 ] 
f(z) = -157/71*z^3 + 299/71*z + 1
*
[ -1 ] 
f(z) = -156/67*z^3 + 290/67*z + 1
*
[ -1 ] 
f(z) = -156/71*z^3 + 298/71*z + 1
*
[ -1 ] 
f(z) = -155/63*z^3 + 281/63*z + 1
*
[ -1 ] 
f(z) = -155/64*z^3 + 283/64*z + 1
*
[ -1 ] 
f(z) = -155/66*z^3 + 287/66*z + 1
*
[ -1 ] 
f(z) = -155/67*z^3 + 289/67*z + 1
*
[ -1 ] 
f(z) = -155/68*z^3 + 291/68*z + 1
*
[ -1 ] 
f(z) = -155/69*z^3 + 293/69*z + 1
*
[ -1 ] 
f(z) = -155/71*z^3 + 297/71*z + 1
*
[ -1 ] 
f(z) = -155/72*z^3 + 299/72*z + 1
*
[ -1 ] 
f(z) = -154/65*z^3 + 284/65*z + 1
*
[ -1 ] 
f(z) = -154/67*z^3 + 288/67*z + 1
*
[ -1 ] 
f(z) = -154/69*z^3 + 292/69*z + 1
*
[ -1 ] 
f(z) = -154/71*z^3 + 296/71*z + 1
*
[ -1 ] 
f(z) = -153/64*z^3 + 281/64*z + 1
*
[ -8/9 ] 
f(z) = -153/64*z^3 + 289/72*z + 1
*
[ -1 ] 
f(z) = -153/65*z^3 + 283/65*z + 1
*
[ -1/3 ] 
f(z) = -153/67*z^3 + 285/67*z + 1
*
[ -1 ] 
f(z) = -153/67*z^3 + 287/67*z + 1
*
[ -1 ] 
f(z) = -153/70*z^3 + 293/70*z + 1
*
[ -1/3 ] 
f(z) = -153/70*z^3 + 297/70*z + 1
*
[ -1 ] 
f(z) = -153/71*z^3 + 295/71*z + 1
*
[ -1 ] 
f(z) = -153/73*z^3 + 299/73*z + 1
*
[ 4/3 ] 
f(z) = -153/76*z^3 + 291/76*z + 1
*
[ -1 ] 
f(z) = -152/65*z^3 + 282/65*z + 1
*
[ -1 ] 
f(z) = -152/67*z^3 + 286/67*z + 1
*
[ -1 ] 
f(z) = -152/69*z^3 + 290/69*z + 1
*
[ -1 ] 
f(z) = -152/71*z^3 + 294/71*z + 1
*
[ -1 ] 
f(z) = -152/73*z^3 + 298/73*z + 1
*
[ -1 ] 
f(z) = -151/65*z^3 + 281/65*z + 1
*
[ -1 ] 
f(z) = -151/66*z^3 + 283/66*z + 1
*
[ -1 ] 
f(z) = -151/67*z^3 + 285/67*z + 1
*
[ -1 ] 
f(z) = -151/68*z^3 + 287/68*z + 1
*
[ -1 ] 
f(z) = -151/69*z^3 + 289/69*z + 1
*
[ -1 ] 
f(z) = -151/70*z^3 + 291/70*z + 1
*
[ -1 ] 
f(z) = -151/71*z^3 + 293/71*z + 1
*
[ -1 ] 
f(z) = -151/72*z^3 + 295/72*z + 1
*
[ -1 ] 
f(z) = -151/73*z^3 + 297/73*z + 1
*
[ -1 ] 
f(z) = -151/74*z^3 + 299/74*z + 1
*
[ -1 ] 
f(z) = -150/67*z^3 + 284/67*z + 1
*
[ -1 ] 
f(z) = -150/71*z^3 + 292/71*z + 1
*
[ -1 ] 
f(z) = -150/73*z^3 + 296/73*z + 1
*
[ -1 ] 
f(z) = -149/66*z^3 + 281/66*z + 1
*
[ -1 ] 
f(z) = -149/67*z^3 + 283/67*z + 1
*
[ -1 ] 
f(z) = -149/68*z^3 + 285/68*z + 1
*
[ -1 ] 
f(z) = -149/69*z^3 + 287/69*z + 1
*
[ -1 ] 
f(z) = -149/70*z^3 + 289/70*z + 1
*
[ -1 ] 
f(z) = -149/71*z^3 + 291/71*z + 1
*
[ -1 ] 
f(z) = -149/72*z^3 + 293/72*z + 1
*
[ -1 ] 
f(z) = -149/73*z^3 + 295/73*z + 1
*
[ -1 ] 
f(z) = -149/74*z^3 + 297/74*z + 1
*
[ -1 ] 
f(z) = -149/75*z^3 + 299/75*z + 1
*
[ -1 ] 
f(z) = -148/67*z^3 + 282/67*z + 1
*
[ -1 ] 
f(z) = -148/69*z^3 + 286/69*z + 1
*
[ -1 ] 
f(z) = -148/71*z^3 + 290/71*z + 1
*
[ -1 ] 
f(z) = -148/73*z^3 + 294/73*z + 1
*
3/2 | 0.16609804730410094106615836669400831602 | 0.029421594129853678569598095606200065682
f(z) = -148/75*z^3 + 283/75*z + 1
*
[ -5/4 ] 
f(z) = -148/75*z^3 + 293/60*z + 1
*
[ -1 ] 
f(z) = -148/75*z^3 + 298/75*z + 1
*
[ -2/7 ] 
f(z) = -147/62*z^3 + 291/62*z + 1
*
[ -1 ] 
f(z) = -147/67*z^3 + 281/67*z + 1
*
[ -1 ] 
f(z) = -147/68*z^3 + 283/68*z + 1
*
[ -1 ] 
f(z) = -147/71*z^3 + 289/71*z + 1
*
[ -1 ] 
f(z) = -147/73*z^3 + 293/73*z + 1
*
[ -1 ] 
f(z) = -147/74*z^3 + 295/74*z + 1
*
[ -1 ] 
f(z) = -147/76*z^3 + 299/76*z + 1
*
[ -1 ] 
f(z) = -146/67*z^3 + 280/67*z + 1
*
[ -1 ] 
f(z) = -146/69*z^3 + 284/69*z + 1
*
[ -1 ] 
f(z) = -146/71*z^3 + 288/71*z + 1
*
[ -1 ] 
f(z) = -146/75*z^3 + 296/75*z + 1
*
[ -1 ] 
f(z) = -145/68*z^3 + 281/68*z + 1
*
[ -1 ] 
f(z) = -145/69*z^3 + 283/69*z + 1
*
[ -1 ] 
f(z) = -145/71*z^3 + 287/71*z + 1
*
[ -1 ] 
f(z) = -145/72*z^3 + 289/72*z + 1
*
[ -1 ] 
f(z) = -145/73*z^3 + 291/73*z + 1
*
[ -1 ] 
f(z) = -145/74*z^3 + 293/74*z + 1
*
[ -1 ] 
f(z) = -145/76*z^3 + 297/76*z + 1
*
[ -1 ] 
f(z) = -145/77*z^3 + 299/77*z + 1
*
[ -13/12 ] 
f(z) = -144/65*z^3 + 294/65*z + 1
*
[ -1/3 ] 
f(z) = -144/67*z^3 + 284/67*z + 1
*
[ -1 ] 
f(z) = -144/71*z^3 + 286/71*z + 1
*
[ -1 ] 
f(z) = -144/73*z^3 + 290/73*z + 1
*
[ -11/12 ] 
f(z) = -144/77*z^3 + 282/77*z + 1
*
[ -1 ] 
f(z) = -144/77*z^3 + 298/77*z + 1
*
[ -1 ] 
f(z) = -143/69*z^3 + 281/69*z + 1
*
[ -1 ] 
f(z) = -143/70*z^3 + 283/70*z + 1
*
[ -1 ] 
f(z) = -143/71*z^3 + 285/71*z + 1
*
[ -1 ] 
f(z) = -143/72*z^3 + 287/72*z + 1
*
[ -1 ] 
f(z) = -143/73*z^3 + 289/73*z + 1
*
[ -1 ] 
f(z) = -143/74*z^3 + 291/74*z + 1
*
[ -1 ] 
f(z) = -143/75*z^3 + 293/75*z + 1
*
[ -1 ] 
f(z) = -143/76*z^3 + 295/76*z + 1
*
[ -1 ] 
f(z) = -142/69*z^3 + 280/69*z + 1
*
[ -1 ] 
f(z) = -142/73*z^3 + 288/73*z + 1
*
[ -1 ] 
f(z) = -142/75*z^3 + 292/75*z + 1
*
[ -1 ] 
f(z) = -142/77*z^3 + 296/77*z + 1
*
[ -1 ] 
f(z) = -141/70*z^3 + 281/70*z + 1
*
[ -1 ] 
f(z) = -141/71*z^3 + 283/71*z + 1
*
[ -1 ] 
f(z) = -141/73*z^3 + 287/73*z + 1
*
[ -1 ] 
f(z) = -141/74*z^3 + 289/74*z + 1
*
[ -1 ] 
f(z) = -141/76*z^3 + 293/76*z + 1
*
[ -1 ] 
f(z) = -141/77*z^3 + 295/77*z + 1
*
[ -1 ] 
f(z) = -141/79*z^3 + 299/79*z + 1
*
[ -2/3 ] 
f(z) = -157/72*z^3 + 281/81*z + 1
*
[ -2/3 ] 
f(z) = -155/72*z^3 + 280/81*z + 1
*
[ 20/17 ] 
f(z) = -153/64*z^3 + 294/85*z + 1
*
[ -4/9 ] 
f(z) = -143/64*z^3 + 299/81*z + 1
*
[ 21/20 ] 
f(z) = -160/63*z^3 + 299/105*z + 1
*
9/8 | 0.14420205105374304098578977117384048179 | 0.024998964370896553627354090866500031137
f(z) = -160/63*z^3 + 293/126*z + 1
*
-3/5 | 0.15537842775339777408559811625344982769 | 0.022921280155453299696818561342526417129
f(z) = -155/72*z^3 + 293/120*z + 1
*
-5/8 | 0.18297718262635709594324046880776599074 | 0.025172539992102749123875472275773263772
f(z) = -152/75*z^3 + 287/120*z + 1
*
-3/5 | 0.15652066953500465213388799494317812782 | 0.023160473626472123126846097978678967665
f(z) = -145/72*z^3 + 287/120*z + 1
*
3/16 | 0.19533062533001451374611725891681054854 | 0.027301345437286466566369450968947829028
f(z) = -160/63*z^3 + 295/168*z + 1
*
-4/5 | 0.17694944698603175341194099798125096314 | 0.026597488360320428719561191182943872047
f(z) = -155/72*z^3 + 293/180*z + 1
*
[ 6/7 ] 
f(z) = -147/62*z^3 + 293/186*z + 1
*
0 | 0.17356609553414434614513446066965704851 | 0.028701077161339389521381460348900423608
f(z) = -141/68*z^3 + 287/204*z + 1
*
[ 6/7 ] 
f(z) = -147/74*z^3 + 287/222*z + 1
*
13/14 | 0.17973592582356857812396374572853916215 | 0.028186235241387962216941101972592804099
f(z) = -147/65*z^3 + 287/260*z + 1
*
[ 15/19 ] 
f(z) = -152/75*z^3 + 284/285*z + 1
*
[ 3/4 ] 
f(z) = -160/81*z^3 + 7/9*z + 1
*
3/8 | 0.13557547309339171840185065814962851352 | 0.023503455024824832666604982692243154126
f(z) = -160/81*z^3 + 11/18*z + 1
*
[ 2/3 ] 
f(z) = -153/88*z^3 + 3/11*z + 1
*
[ 3/4 ] 
f(z) = -152/81*z^3 + 13/18*z + 1
*
[ 3/4 ] 
f(z) = -160/99*z^3 + 19/33*z + 1
*
[ 2/3 ] 
f(z) = -159/88*z^3 + 10/33*z + 1
*
[ 2/3 ] 
f(z) = -153/80*z^3 + 7/20*z + 1
*
[ 2/3 ] 
f(z) = -147/88*z^3 + 8/33*z + 1
*
2/21 | 0.17178984715050110886697034381255626574 | 0.028212938262816509535650394441546064090
f(z) = -147/88*z^3 + 17/33*z + 1
*
[ 2/3 ] 
f(z) = -141/88*z^3 + 7/33*z + 1
*
[ 2/3 ] 
f(z) = -153/92*z^3 + 11/46*z + 1
*
[ 2/3 ] 
f(z) = -141/80*z^3 + 17/60*z + 1
*
[ 2/3 ] 
f(z) = -153/98*z^3 + 19/98*z + 1
*
3/4 | 0.085088299291136424412929980618770717454 | 0.014750964683342404433110908788303627087
f(z) = -160/81*z^3 + 23/18*z + 1
*
[ -3/4 ] 
f(z) = -160/81*z^3 + 31/9*z + 1
*
[ -2/3 ] 
f(z) = -153/88*z^3 + 36/11*z + 1
*
-2/3 | 0.11996764402356279947203187848430932664 | 0.023848349964401411646207142328916151298
f(z) = -153/80*z^3 + 27/20*z + 1
*
[ 3/4 ] 
f(z) = -148/81*z^3 + 25/36*z + 1
*
-4/7 | 0.12415517956528044353113311895869253362 | 0.024878640760363643320524053176391448853
f(z) = -147/80*z^3 + 27/20*z + 1
*
22/21 | 0.15993124683689454981978393328766469894 | 0.026265407811624636381845872552223169074
f(z) = -147/88*z^3 + 29/33*z + 1
*
9/20 | 0.10362418835271897714957995129107288199 | 0.015501900869397322052503973839130736018
f(z) = -160/81*z^3 + 23/45*z + 1
*
[ 2/3 ] 
f(z) = -159/80*z^3 + 23/60*z + 1
*
[ 3/4 ] 
f(z) = -152/99*z^3 + 35/66*z + 1
*
[ 2/3 ] 
f(z) = -157/88*z^3 + 29/99*z + 1
*
[ 2/3 ] 
f(z) = -155/88*z^3 + 28/99*z + 1
*
[ 2/3 ] 
f(z) = -153/82*z^3 + 27/82*z + 1
*
[ 2/3 ] 
f(z) = -153/86*z^3 + 25/86*z + 1
*
[ 2/3 ] 
f(z) = -153/94*z^3 + 21/94*z + 1
*
[ 2/3 ] 
f(z) = -151/88*z^3 + 26/99*z + 1
*
[ 2/3 ] 
f(z) = -149/88*z^3 + 25/99*z + 1
*
[ 5/7 ] 
f(z) = -147/95*z^3 + 37/95*z + 1
*
[ 2/3 ] 
f(z) = -145/88*z^3 + 23/99*z + 1
*
[ 2/3 ] 
f(z) = -159/92*z^3 + 37/138*z + 1
*
[ 2/3 ] 
f(z) = -147/92*z^3 + 29/138*z + 1
*
[ 2/3 ] 
f(z) = -141/92*z^3 + 25/138*z + 1
*
[ 2/3 ] 
f(z) = -144/89*z^3 + 39/178*z + 1
*
[ 2/3 ] 
f(z) = -153/97*z^3 + 39/194*z + 1
*
[ 2/3 ] 
f(z) = -144/91*z^3 + 37/182*z + 1
*
[ 2/3 ] 
f(z) = -144/95*z^3 + 33/190*z + 1
*
[ 2/3 ] 
f(z) = -144/97*z^3 + 31/194*z + 1
*
[ 2/3 ] 
f(z) = -145/96*z^3 + 37/216*z + 1
*
[ 2/3 ] 
f(z) = -143/96*z^3 + 35/216*z + 1
*
9/8 | 0.16960017796364709261417751570424886921 | 0.028693285893136579114051554385725163296
f(z) = -160/81*z^3 + 41/18*z + 1
*
[ 3/2 ] 
f(z) = -160/81*z^3 + 43/9*z + 1
*
[ 9/8 ] 
f(z) = -160/81*z^3 + 47/18*z + 1
*
-3/4 | 0.091451456404401789371854628203586438522 | 0.014827922477306507318920346239410548264
f(z) = -160/81*z^3 + 53/18*z + 1
*
[ -3/2 ] 
f(z) = -160/81*z^3 + 55/9*z + 1
*
[ 3/2 ] 
f(z) = -152/81*z^3 + 41/9*z + 1
*
[ -3/2 ] 
f(z) = -152/81*z^3 + 53/9*z + 1
*
[ 3/2 ] 
f(z) = -148/81*z^3 + 40/9*z + 1
*
[ -3/2 ] 
f(z) = -148/81*z^3 + 52/9*z + 1
*
[ -2/7 ] 
f(z) = -147/88*z^3 + 51/11*z + 1
*
-2/7 | 0.088453593358636476147206359437459940182 | 0.016513053057108195632158655302927429277
f(z) = -147/80*z^3 + 53/20*z + 1
*
-22/21 | 0.17212155132124390572888087514127117522 | 0.027955520349217888457572767055071359658
f(z) = -147/88*z^3 + 59/33*z + 1
*
[ 3/4 ] 
f(z) = -158/81*z^3 + 55/72*z + 1
*
[ 4/5 ] 
f(z) = -155/96*z^3 + 47/60*z + 1
*
[ 3/4 ] 
f(z) = -154/81*z^3 + 53/72*z + 1
*
20/21 | 0.085381257261538372587404581010975710248 | 0.014022110036637338611190861549596569254
f(z) = -147/80*z^3 + 49/60*z + 1
*
[ 3/4 ] 
f(z) = -146/81*z^3 + 49/72*z + 1
*
[ 4/5 ] 
f(z) = -145/96*z^3 + 43/60*z + 1
*
[ 3/4 ] 
f(z) = -142/81*z^3 + 47/72*z + 1
*
[ 3/4 ] 
f(z) = -160/93*z^3 + 59/93*z + 1
*
[ 5/7 ] 
f(z) = -147/80*z^3 + 43/80*z + 1
*
[ 5/7 ] 
f(z) = -147/85*z^3 + 41/85*z + 1
*
[ 9/13 ] 
f(z) = -143/81*z^3 + 47/117*z + 1
*
[ 2/3 ] 
f(z) = -153/83*z^3 + 53/166*z + 1
*
[ 2/3 ] 
f(z) = -153/89*z^3 + 47/178*z + 1
*
[ 2/3 ] 
f(z) = -144/83*z^3 + 45/166*z + 1
*
[ 2/3 ] 
f(z) = -144/85*z^3 + 43/170*z + 1
*
[ 2/3 ] 
f(z) = -153/91*z^3 + 45/182*z + 1
*
[ 2/3 ] 
f(z) = -153/95*z^3 + 41/190*z + 1
*
[ 2/3 ] 
f(z) = -149/80*z^3 + 59/180*z + 1
*
[ 2/3 ] 
f(z) = -143/80*z^3 + 53/180*z + 1
*
[ 2/3 ] 
f(z) = -157/96*z^3 + 49/216*z + 1
*
[ 2/3 ] 
f(z) = -155/96*z^3 + 47/216*z + 1
*
[ 2/3 ] 
f(z) = -151/96*z^3 + 43/216*z + 1
*
[ 2/3 ] 
f(z) = -149/96*z^3 + 41/216*z + 1
*
[ 2/3 ] 
f(z) = -141/86*z^3 + 59/258*z + 1
*
[ 2/3 ] 
f(z) = -147/94*z^3 + 55/282*z + 1
*
[ 2/3 ] 
f(z) = -141/98*z^3 + 41/294*z + 1
*
[ -3/8 ] 
f(z) = -160/81*z^3 + 71/18*z + 1
*
[ -9/8 ] 
f(z) = -160/81*z^3 + 79/18*z + 1
*
-2 | 0.10804653931214049676463350332809452541 | 0.016925891283906185519305202200894533598
f(z) = -159/88*z^3 + 74/11*z + 1
*
-2 | 0.10781375878673230386090005226529750095 | 0.016925499953197568690337063852280467945
f(z) = -157/88*z^3 + 73/11*z + 1
*
-2 | 0.10757785410463881219653116406657359070 | 0.016925115156539178701553873459945295418
f(z) = -155/88*z^3 + 72/11*z + 1
*
-2 | 0.10733873565864689358274243259816927866 | 0.016924736783152138133705235497857918686
f(z) = -153/88*z^3 + 71/11*z + 1
*
[ -3/4 ] 
f(z) = -152/81*z^3 + 61/18*z + 1
*
-3/4 | 0.13662506228840832185738919756413875438 | 0.020805828789072406720305367858723727615
f(z) = -152/81*z^3 + 79/18*z + 1
*
-2 | 0.10709630972071075123927716863908870971 | 0.016924364667498542319735357133345657929
f(z) = -151/88*z^3 + 70/11*z + 1
*
-2 | 0.10685047817215632797695078556608257305 | 0.016923998580348614224549326009459732838
f(z) = -149/88*z^3 + 69/11*z + 1
*
-2 | 0.10660113821038170058410225418125921996 | 0.016923638218483914614366833684858394901
f(z) = -147/88*z^3 + 68/11*z + 1
*
[ 2 ] 
f(z) = -147/88*z^3 + 79/11*z + 1
*
[ 3/2 ] 
f(z) = -146/81*z^3 + 79/18*z + 1
*
-2 | 0.10634818202945025736653606169309006628 | 0.016923283192815980886300119701412401288
f(z) = -145/88*z^3 + 67/11*z + 1
*
[ 2 ] 
f(z) = -145/88*z^3 + 78/11*z + 1
*
[ 3/2 ] 
f(z) = -142/81*z^3 + 77/18*z + 1
*
-2 | 0.10583096264643307299248446917492943189 | 0.016922587079861559769753999282099974077
f(z) = -141/88*z^3 + 65/11*z + 1
*
[ 2 ] 
f(z) = -141/88*z^3 + 76/11*z + 1
*
-4/3 | 0.13733188774067619993026094294837962504 | 0.024836540186553660095851682774614048564
f(z) = -153/80*z^3 + 63/20*z + 1
*
[ -2/3 ] 
f(z) = -153/80*z^3 + 67/20*z + 1
*
[ 4/3 ] 
f(z) = -153/80*z^3 + 73/20*z + 1
*
[ -4/7 ] 
f(z) = -147/80*z^3 + 67/20*z + 1
*
-10/7 | 0.13223782081076117755175787942257635478 | 0.023528183126113717335085377751596601411
f(z) = -147/80*z^3 + 69/20*z + 1
*
-4/7 | 0.14075827791965250604064736320897767207 | 0.024564716715388068094352334899109140716
f(z) = -147/80*z^3 + 77/20*z + 1
*
[ 22/21 ] 
f(z) = -147/88*z^3 + 62/33*z + 1
*
[ 9/10 ] 
f(z) = -160/81*z^3 + 67/45*z + 1
*
-4/5 | 0.11701859529018566050217287175157172317 | 0.017589208551849559882717061976679885312
f(z) = -155/96*z^3 + 77/60*z + 1
*
20/21 | 0.12830443122617294570073253298216046252 | 0.021071355828488173981747867587591250158
f(z) = -147/80*z^3 + 67/60*z + 1
*
[ 6/7 ] 
f(z) = -147/80*z^3 + 71/60*z + 1
*
-4/5 | 0.14533998213481472467498588448554126441 | 0.022067445209643823211998223023960415041
f(z) = -145/96*z^3 + 73/60*z + 1
*
-2/3 | 0.11179749403774494600427201358184863992 | 0.018486954453558431679232378855679685366
f(z) = -141/80*z^3 + 77/60*z + 1
*
3/20 | 0.18856302694180660703379661736158298663 | 0.025558306971987945180857043050181129361
f(z) = -160/81*z^3 + 79/90*z + 1
*
[ 3/4 ] 
f(z) = -160/87*z^3 + 61/87*z + 1
*
[ 3/4 ] 
f(z) = -148/99*z^3 + 67/132*z + 1
*
[ 2/3 ] 
f(z) = -157/80*z^3 + 67/180*z + 1
*
[ 2/3 ] 
f(z) = -151/80*z^3 + 61/180*z + 1
*
[ 7/10 ] 
f(z) = -150/91*z^3 + 69/182*z + 1
*
[ 2/3 ] 
f(z) = -147/82*z^3 + 73/246*z + 1
*
[ 2/3 ] 
f(z) = -147/86*z^3 + 67/258*z + 1
*
[ 2/3 ] 
f(z) = -141/82*z^3 + 65/246*z + 1
*
0 | 0.17419646100230331127327227074599072096 | 0.028608174938030796321752509969011068547
f(z) = -147/92*z^3 + 73/276*z + 1
*
0 | 0.13654530478280472458839385472357318835 | 0.022579279187731270176268041718195398950
f(z) = -141/88*z^3 + 71/264*z + 1
*
[ 2/3 ] 
f(z) = -159/94*z^3 + 71/282*z + 1
*
[ 2/3 ] 
f(z) = -159/98*z^3 + 65/294*z + 1
*
-3/8 | 0.15017658850650138963146503102282689069 | 0.022461817512425437118747591025433425357
f(z) = -160/81*z^3 + 89/18*z + 1
*
[ 9/4 ] 
f(z) = -160/81*z^3 + 95/9*z + 1
*
[ 2 ] 
f(z) = -159/88*z^3 + 85/11*z + 1
*
[ -2 ] 
f(z) = -159/88*z^3 + 96/11*z + 1
*
[ 3/2 ] 
f(z) = -158/81*z^3 + 85/18*z + 1
*
[ 2 ] 
f(z) = -157/88*z^3 + 84/11*z + 1
*
[ -2 ] 
f(z) = -157/88*z^3 + 95/11*z + 1
*
[ 2 ] 
f(z) = -155/88*z^3 + 83/11*z + 1
*
[ -2 ] 
f(z) = -155/88*z^3 + 94/11*z + 1
*
[ 3/2 ] 
f(z) = -154/81*z^3 + 83/18*z + 1
*
[ 2 ] 
f(z) = -153/88*z^3 + 82/11*z + 1
*
[ -2 ] 
f(z) = -153/88*z^3 + 93/11*z + 1
*
-3/2 | 0.17888251521245792695030081961105809365 | 0.026415271341175603802542018289996754759
f(z) = -152/81*z^3 + 97/18*z + 1
*
[ 2 ] 
f(z) = -151/88*z^3 + 81/11*z + 1
*
[ -2 ] 
f(z) = -151/88*z^3 + 92/11*z + 1
*
[ 2 ] 
f(z) = -149/88*z^3 + 80/11*z + 1
*
[ -2 ] 
f(z) = -149/88*z^3 + 91/11*z + 1
*
[ -2 ] 
f(z) = -147/88*z^3 + 90/11*z + 1
*
[ -2 ] 
f(z) = -145/88*z^3 + 89/11*z + 1
*
[ -2 ] 
f(z) = -141/88*z^3 + 87/11*z + 1
*
[ 10/7 ] 
f(z) = -147/80*z^3 + 81/20*z + 1
*
12/7 | 0.16437215584606248668744543285795786575 | 0.028314958519688314614250321581549113715
f(z) = -147/80*z^3 + 83/20*z + 1
*
-3/4 | 0.16894221209581995946660326396273178541 | 0.025273302171996029692301741628692691501
f(z) = -160/81*z^3 + 83/45*z + 1
*
-9/10 | 0.18201943175473597928611832206416776322 | 0.027090203214729294445387725014509340270
f(z) = -160/81*z^3 + 92/45*z + 1
*
-2/3 | 0.12932038629177361802908846828797262223 | 0.020967983868843598944697323866718888571
f(z) = -159/80*z^3 + 83/60*z + 1
*
[ 20/21 ] 
f(z) = -147/80*z^3 + 97/60*z + 1
*
[ 5/6 ] 
f(z) = -144/85*z^3 + 83/85*z + 1
*
[ 5/6 ] 
f(z) = -144/95*z^3 + 81/95*z + 1
*
[ 9/11 ] 
f(z) = -143/81*z^3 + 95/99*z + 1
*
[ 7/9 ] 
f(z) = -153/98*z^3 + 83/126*z + 1
*
[ 3/4 ] 
f(z) = -145/81*z^3 + 97/144*z + 1
*
[ 3/4 ] 
f(z) = -143/81*z^3 + 95/144*z + 1
*
[ 2/3 ] 
f(z) = -159/82*z^3 + 89/246*z + 1
*
[ 2/3 ] 
f(z) = -159/86*z^3 + 83/258*z + 1
*
[ 7/10 ] 
f(z) = -155/98*z^3 + 97/280*z + 1
*
[ 7/10 ] 
f(z) = -145/98*z^3 + 83/280*z + 1
*
15/8 | 0.11822115532339635632713957265802018431 | 0.017353958686626158751052612009993363181
f(z) = -160/81*z^3 + 101/18*z + 1
*
[ -9/4 ] 
f(z) = -160/81*z^3 + 103/9*z + 1
*
[ -3/2 ] 
f(z) = -158/81*z^3 + 109/18*z + 1
*
[ -3/2 ] 
f(z) = -154/81*z^3 + 107/18*z + 1
*
[ -3/2 ] 
f(z) = -146/81*z^3 + 103/18*z + 1
*
[ -3/2 ] 
f(z) = -142/81*z^3 + 101/18*z + 1
*
[ -3/4 ] 
f(z) = -160/99*z^3 + 107/33*z + 1
*
[ -2/3 ] 
f(z) = -159/88*z^3 + 109/33*z + 1
*
[ -4/3 ] 
f(z) = -153/80*z^3 + 103/20*z + 1
*
[ -10/7 ] 
f(z) = -147/80*z^3 + 109/20*z + 1
*
-10/7 | 0.16510768260201464598002218226030610794 | 0.027006258707178241629767823194377870203
f(z) = -147/80*z^3 + 113/20*z + 1
*
[ -2/3 ] 
f(z) = -147/88*z^3 + 107/33*z + 1
*
[ -6/7 ] 
f(z) = -147/88*z^3 + 112/33*z + 1
*
[ -2/3 ] 
f(z) = -141/88*z^3 + 106/33*z + 1
*
[ 8/7 ] 
f(z) = -147/80*z^3 + 101/40*z + 1
*
-20/21 | 0.11295708605666259800460974774862052772 | 0.018550871009695624164248782585615436298
f(z) = -147/80*z^3 + 103/60*z + 1
*
[ 9/11 ] 
f(z) = -154/81*z^3 + 104/99*z + 1
*
8/7 | 0.14637407161969949393041596434857226953 | 0.029330938565825248743082382092321413505
f(z) = -147/88*z^3 + 115/88*z + 1
*
[ 3/4 ] 
f(z) = -157/81*z^3 + 109/144*z + 1
*
[ 3/4 ] 
f(z) = -155/81*z^3 + 107/144*z + 1
*
[ 3/4 ] 
f(z) = -151/81*z^3 + 103/144*z + 1
*
[ 3/4 ] 
f(z) = -149/81*z^3 + 101/144*z + 1
*
[ 3/4 ] 
f(z) = -152/87*z^3 + 113/174*z + 1
*
[ 3/4 ] 
f(z) = -152/93*z^3 + 109/186*z + 1
*
[ 27/40 ] 
f(z) = -160/81*z^3 + 113/270*z + 1
*
[ 8/11 ] 
f(z) = -143/96*z^3 + 109/264*z + 1
*
[ 7/3 ] 
f(z) = -153/98*z^3 + 127/14*z + 1
*
[ -7/3 ] 
f(z) = -153/98*z^3 + 139/14*z + 1
*
[ 3/2 ] 
f(z) = -160/99*z^3 + 131/33*z + 1
*
[ 3/2 ] 
f(z) = -152/99*z^3 + 125/33*z + 1
*
-2 | 0.086755190172691325055990602765674339616 | 0.013725418514645519937908553416460570331
f(z) = -151/96*z^3 + 139/24*z + 1
*
-2 | 0.10683917403503583960504304914720737560 | 0.016902877792912855717799601413444862705
f(z) = -149/80*z^3 + 139/20*z + 1
*
-2 | 0.086509036570553590512948729925140050685 | 0.013717928988859681812366078588579543986
f(z) = -149/96*z^3 + 137/24*z + 1
*
[ -3/4 ] 
f(z) = -148/81*z^3 + 121/36*z + 1
*
[ 3/2 ] 
f(z) = -148/99*z^3 + 122/33*z + 1
*
-2 | 0.10659098529264874839463619979374539381 | 0.016902367949787760187277710586603383621
f(z) = -147/80*z^3 + 137/20*z + 1
*
[ -22/21 ] 
f(z) = -147/88*z^3 + 125/33*z + 1
*
-26/21 | 0.15055541330890841471048207257793463821 | 0.021577947905096261244085736878814020636
f(z) = -147/88*z^3 + 134/33*z + 1
*
-2 | 0.086003775633878788176284176391495686681 | 0.013702192227409701643164672750249968489
f(z) = -145/96*z^3 + 133/24*z + 1
*
-2 | 0.10608386956306599737474659112598236062 | 0.016901369297651969838231220053137293074
f(z) = -143/80*z^3 + 133/20*z + 1
*
-2 | 0.085744434786963374630410509090528915152 | 0.013693930952854244087430806636690259946
f(z) = -143/96*z^3 + 131/24*z + 1
*
-2 | 0.10582472157479694238970095164160789881 | 0.016900880318947820743568061900085148298
f(z) = -141/80*z^3 + 131/20*z + 1
*
-21/20 | 0.13141225226250484460710118569015983266 | 0.018642006172540859923617992439376859596
f(z) = -160/81*z^3 + 128/45*z + 1
*
[ 7/6 ] 
f(z) = -153/98*z^3 + 127/56*z + 1
*
-4/5 | 0.20735828209744170698357275332222708574 | 0.029625055932831627804245153336899559239
f(z) = -155/96*z^3 + 137/60*z + 1
*
20/21 | 0.14075913859081930522580927669647121065 | 0.022768878253012852608955382433151897495
f(z) = -147/80*z^3 + 121/60*z + 1
*
20/21 | 0.13214332869877173280416632462815113035 | 0.021209168153470726976631526394994129506
f(z) = -147/80*z^3 + 127/60*z + 1
*
4/21 | 0.11679790887609208740772183002911021683 | 0.018478435443098322368150714475977807256
f(z) = -147/80*z^3 + 139/60*z + 1
*
-4/5 | 0.20681932233050045934250635643587321455 | 0.029673677750987700046511911709861271452
f(z) = -145/96*z^3 + 133/60*z + 1
*
-2/3 | 0.16298299353236188693111767007186313456 | 0.025844573241146775720542505566302316385
f(z) = -141/80*z^3 + 137/60*z + 1
*
[ 6/7 ] 
f(z) = -147/92*z^3 + 139/138*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.026456068986617664330361371636895034952
f(z) = -159/88*z^3 + 125/264*z + 1
*
[ 3/4 ] 
f(z) = -146/99*z^3 + 131/264*z + 1
*
[ 3/4 ] 
f(z) = -142/99*z^3 + 125/264*z + 1
*
[ 3 ] 
f(z) = -152/81*z^3 + 158/9*z + 1
*
[ 3 ] 
f(z) = -151/81*z^3 + 157/9*z + 1
*
[ 3 ] 
f(z) = -149/81*z^3 + 155/9*z + 1
*
[ 3 ] 
f(z) = -148/81*z^3 + 154/9*z + 1
*
[ 3 ] 
f(z) = -146/81*z^3 + 152/9*z + 1
*
[ -3 ] 
f(z) = -146/81*z^3 + 158/9*z + 1
*
[ 3 ] 
f(z) = -145/81*z^3 + 151/9*z + 1
*
[ -3 ] 
f(z) = -145/81*z^3 + 157/9*z + 1
*
[ 3 ] 
f(z) = -143/81*z^3 + 149/9*z + 1
*
[ -3 ] 
f(z) = -143/81*z^3 + 155/9*z + 1
*
[ 3 ] 
f(z) = -142/81*z^3 + 148/9*z + 1
*
[ -3 ] 
f(z) = -142/81*z^3 + 154/9*z + 1
*
-2 | 0.10803041351909039132992400050026843612 | 0.016905531285522335855503249128227987166
f(z) = -159/80*z^3 + 149/20*z + 1
*
-2 | 0.10779848594770740964610841233643590844 | 0.016904986967213814003642911888388460227
f(z) = -157/80*z^3 + 147/20*z + 1
*
-2 | 0.087477297799871983890439944462844031885 | 0.013747746572296068917077058090726673119
f(z) = -157/96*z^3 + 145/24*z + 1
*
-2 | 0.087240253625258534816947603864374097387 | 0.013740485716835668373721757687454184926
f(z) = -155/96*z^3 + 143/24*z + 1
*
-2 | 0.10732532834483845197393543653779131272 | 0.016903918545578171486954092681183720104
f(z) = -153/80*z^3 + 143/20*z + 1
*
-2 | 0.10708392227288648458010745351421749178 | 0.016903394670624044585477762953311626268
f(z) = -151/80*z^3 + 141/20*z + 1
*
[ 2 ] 
f(z) = -149/80*z^3 + 159/20*z + 1
*
[ 2 ] 
f(z) = -147/80*z^3 + 157/20*z + 1
*
[ 3/2 ] 
f(z) = -145/81*z^3 + 157/36*z + 1
*
[ 2 ] 
f(z) = -145/96*z^3 + 157/24*z + 1
*
[ 2 ] 
f(z) = -143/80*z^3 + 153/20*z + 1
*
[ 3/2 ] 
f(z) = -143/81*z^3 + 155/36*z + 1
*
[ 2 ] 
f(z) = -143/96*z^3 + 155/24*z + 1
*
[ 2 ] 
f(z) = -141/80*z^3 + 151/20*z + 1
*
[ -3/5 ] 
f(z) = -155/81*z^3 + 151/45*z + 1
*
[ 4/3 ] 
f(z) = -153/88*z^3 + 147/44*z + 1
*
[ -2/3 ] 
f(z) = -153/92*z^3 + 149/46*z + 1
*
[ -4/7 ] 
f(z) = -147/88*z^3 + 145/44*z + 1
*
[ -3/5 ] 
f(z) = -145/81*z^3 + 149/45*z + 1
*
15/16 | 0.079009478260785673014642427722925616124 | 0.010971754391249760519591663581674857774
f(z) = -160/81*z^3 + 149/72*z + 1
*
-2/3 | 0.15589804664576200039573049533002959595 | 0.024554202838750922179517827662405926371
f(z) = -159/80*z^3 + 143/60*z + 1
*
[ 6/7 ] 
f(z) = -154/81*z^3 + 155/126*z + 1
*
[ 3/4 ] 
f(z) = -144/85*z^3 + 158/255*z + 1
*
[ 3/4 ] 
f(z) = -158/99*z^3 + 149/264*z + 1
*
[ 3/4 ] 
f(z) = -144/89*z^3 + 154/267*z + 1
*
[ 3/4 ] 
f(z) = -144/91*z^3 + 152/273*z + 1
*
[ 3/4 ] 
f(z) = -144/95*z^3 + 148/285*z + 1
*
[ 3/4 ] 
f(z) = -144/97*z^3 + 146/291*z + 1
*
[ 3 ] 
f(z) = -160/81*z^3 + 166/9*z + 1
*
[ -3 ] 
f(z) = -160/81*z^3 + 172/9*z + 1
*
[ 3 ] 
f(z) = -158/81*z^3 + 164/9*z + 1
*
[ -3 ] 
f(z) = -158/81*z^3 + 170/9*z + 1
*
[ 3 ] 
f(z) = -157/81*z^3 + 163/9*z + 1
*
[ -3 ] 
f(z) = -157/81*z^3 + 169/9*z + 1
*
[ 3 ] 
f(z) = -155/81*z^3 + 161/9*z + 1
*
[ -3 ] 
f(z) = -155/81*z^3 + 167/9*z + 1
*
[ 3 ] 
f(z) = -154/81*z^3 + 160/9*z + 1
*
[ -3 ] 
f(z) = -154/81*z^3 + 166/9*z + 1
*
[ -3 ] 
f(z) = -152/81*z^3 + 164/9*z + 1
*
[ -3 ] 
f(z) = -151/81*z^3 + 163/9*z + 1
*
[ -3 ] 
f(z) = -149/81*z^3 + 161/9*z + 1
*
[ -3 ] 
f(z) = -148/81*z^3 + 160/9*z + 1
*
[ -3/2 ] 
f(z) = -160/99*z^3 + 175/33*z + 1
*
[ 2 ] 
f(z) = -159/80*z^3 + 169/20*z + 1
*
[ 2 ] 
f(z) = -157/80*z^3 + 167/20*z + 1
*
[ 3/2 ] 
f(z) = -157/81*z^3 + 169/36*z + 1
*
[ 2 ] 
f(z) = -157/96*z^3 + 169/24*z + 1
*
[ 3/2 ] 
f(z) = -155/81*z^3 + 167/36*z + 1
*
[ 2 ] 
f(z) = -155/96*z^3 + 167/24*z + 1
*
[ 2 ] 
f(z) = -153/80*z^3 + 163/20*z + 1
*
[ -3/2 ] 
f(z) = -152/99*z^3 + 169/33*z + 1
*
[ 2 ] 
f(z) = -151/80*z^3 + 161/20*z + 1
*
[ 3/2 ] 
f(z) = -151/81*z^3 + 163/36*z + 1
*
[ 2 ] 
f(z) = -151/96*z^3 + 163/24*z + 1
*
[ -2 ] 
f(z) = -149/80*z^3 + 179/20*z + 1
*
[ 3/2 ] 
f(z) = -149/81*z^3 + 161/36*z + 1
*
[ 2 ] 
f(z) = -149/96*z^3 + 161/24*z + 1
*
[ -3/2 ] 
f(z) = -148/99*z^3 + 166/33*z + 1
*
[ -2 ] 
f(z) = -147/80*z^3 + 177/20*z + 1
*
[ -2 ] 
f(z) = -143/80*z^3 + 173/20*z + 1
*
[ -2 ] 
f(z) = -143/96*z^3 + 179/24*z + 1
*
[ -2 ] 
f(z) = -141/80*z^3 + 171/20*z + 1
*
[ -9/20 ] 
f(z) = -160/81*z^3 + 163/45*z + 1
*
[ -9/10 ] 
f(z) = -160/81*z^3 + 167/45*z + 1
*
[ -8/7 ] 
f(z) = -147/80*z^3 + 171/40*z + 1
*
[ 9/8 ] 
f(z) = -152/81*z^3 + 179/72*z + 1
*
10/7 | 0.10157358089879456894253758253750210861 | 0.015674827530598742702862024432326217544
f(z) = -147/80*z^3 + 163/60*z + 1
*
-4/3 | 0.12745617878470403989362625397074668831 | 0.019489946251905437835226198563424029618
f(z) = -141/80*z^3 + 173/60*z + 1
*
-1/3 | 0.15105854211357998004976415366330809597 | 0.029183572716793578945266539092358431981
f(z) = -153/80*z^3 + 177/80*z + 1
*
[ 13/12 ] 
f(z) = -144/91*z^3 + 176/91*z + 1
*
6/5 | 0.19275331204271096416937967918613067696 | 0.029266366281333143509394159535021785947
f(z) = -145/96*z^3 + 161/120*z + 1
*
[ 4/5 ] 
f(z) = -145/88*z^3 + 177/220*z + 1
*
17/21 | 0.14188102319819139418198672235133037086 | 0.023301030966335163010583506292029452153
f(z) = -147/85*z^3 + 169/255*z + 1
*
[ 3/4 ] 
f(z) = -144/83*z^3 + 160/249*z + 1
*
[ 3/4 ] 
f(z) = -160/91*z^3 + 179/273*z + 1
*
3/7 | 0.14449221957040667592600685965990411811 | 0.023729866099862349978957652325107258058
f(z) = -147/88*z^3 + 169/264*z + 1
*
[ 3/4 ] 
f(z) = -160/97*z^3 + 173/291*z + 1
*
[ 9/4 ] 
f(z) = -152/81*z^3 + 181/18*z + 1
*
[ -9/4 ] 
f(z) = -152/81*z^3 + 197/18*z + 1
*
[ 22/7 ] 
f(z) = -147/88*z^3 + 189/11*z + 1
*
[ -22/7 ] 
f(z) = -147/88*z^3 + 196/11*z + 1
*
[ -2 ] 
f(z) = -159/80*z^3 + 189/20*z + 1
*
[ -2 ] 
f(z) = -157/80*z^3 + 187/20*z + 1
*
[ -2 ] 
f(z) = -157/96*z^3 + 193/24*z + 1
*
[ -2 ] 
f(z) = -155/96*z^3 + 191/24*z + 1
*
[ -2 ] 
f(z) = -153/80*z^3 + 183/20*z + 1
*
[ -2 ] 
f(z) = -151/80*z^3 + 181/20*z + 1
*
[ -2 ] 
f(z) = -151/96*z^3 + 187/24*z + 1
*
[ -2 ] 
f(z) = -149/96*z^3 + 185/24*z + 1
*
-10/21 | 0.18092237593630478664521511999712996654 | 0.024624335920039421448039340487253485114
f(z) = -147/88*z^3 + 194/33*z + 1
*
[ -2 ] 
f(z) = -145/96*z^3 + 181/24*z + 1
*
-4/3 | 0.18492109611650072914689656452533550940 | 0.027726388646501768133034461431770327657
f(z) = -159/80*z^3 + 197/60*z + 1
*
[ -4/5 ] 
f(z) = -155/96*z^3 + 197/60*z + 1
*
-4/3 | 0.18093547121339212671037932154103444568 | 0.027477783339137480148139817377653159049
f(z) = -147/80*z^3 + 181/60*z + 1
*
[ -4/5 ] 
f(z) = -145/96*z^3 + 193/60*z + 1
*
[ -2/3 ] 
f(z) = -141/80*z^3 + 197/60*z + 1
*
-9/40 | 0.11926572237549630843783457463177743741 | 0.015922202019884634482653353859193344968
f(z) = -160/81*z^3 + 199/90*z + 1
*
-5/7 | 0.085704636638212285847800801926695390129 | 0.016383646931373722468852484628334954180
f(z) = -147/80*z^3 + 187/80*z + 1
*
[ 12/13 ] 
f(z) = -143/96*z^3 + 185/156*z + 1
*
[ 4/5 ] 
f(z) = -155/88*z^3 + 193/220*z + 1
*
[ 3/4 ] 
f(z) = -160/83*z^3 + 187/249*z + 1
*
[ 16/21 ] 
f(z) = -147/80*z^3 + 181/240*z + 1
*
[ 3/4 ] 
f(z) = -160/89*z^3 + 181/267*z + 1
*
1/7 | 0.17419542738588242155109107354325615351 | 0.028608005187857816381282521257283659340
f(z) = -147/92*z^3 + 193/276*z + 1
*
[ 10/13 ] 
f(z) = -143/80*z^3 + 197/260*z + 1
*
5/21 | 0.17351474521563002786840744580380783626 | 0.028496217184291420976580502116828384176
f(z) = -147/95*z^3 + 196/285*z + 1
*
[ -3/2 ] 
f(z) = -157/81*z^3 + 217/36*z + 1
*
[ -3/2 ] 
f(z) = -155/81*z^3 + 215/36*z + 1
*
[ -3/2 ] 
f(z) = -151/81*z^3 + 211/36*z + 1
*
[ -3/2 ] 
f(z) = -149/81*z^3 + 209/36*z + 1
*
[ -3/2 ] 
f(z) = -145/81*z^3 + 205/36*z + 1
*
[ -3/2 ] 
f(z) = -143/81*z^3 + 203/36*z + 1
*
[ -3/10 ] 
f(z) = -160/81*z^3 + 203/45*z + 1
*
[ -2/5 ] 
f(z) = -155/88*z^3 + 208/55*z + 1
*
[ -4/3 ] 
f(z) = -153/88*z^3 + 213/44*z + 1
*
[ 10/7 ] 
f(z) = -147/88*z^3 + 204/55*z + 1
*
[ -2/7 ] 
f(z) = -147/92*z^3 + 213/46*z + 1
*
[ -2/5 ] 
f(z) = -145/88*z^3 + 207/55*z + 1
*
[ -2/3 ] 
f(z) = -159/80*z^3 + 203/60*z + 1
*
[ 9/7 ] 
f(z) = -154/81*z^3 + 212/63*z + 1
*
[ -3/4 ] 
f(z) = -152/99*z^3 + 211/66*z + 1
*
[ 4/3 ] 
f(z) = -141/80*z^3 + 203/60*z + 1
*
[ 8/7 ] 
f(z) = -147/88*z^3 + 203/88*z + 1
*
[ 7/6 ] 
f(z) = -144/91*z^3 + 209/91*z + 1
*
-2/5 | 0.085340952156672386883664394138173243146 | 0.012665334040023047147443460661557259009
f(z) = -155/96*z^3 + 211/120*z + 1
*
-2/5 | 0.077892668369878458281753586935586735722 | 0.011576306681335620078841974662925653519
f(z) = -145/96*z^3 + 209/120*z + 1
*
-12/13 | 0.16629443978494646147238167643750053149 | 0.022090726719698850184226235798026941427
f(z) = -143/96*z^3 + 211/156*z + 1
*
[ 7/8 ] 
f(z) = -160/91*z^3 + 219/182*z + 1
*
[ 14/17 ] 
f(z) = -153/98*z^3 + 201/238*z + 1
*
18/7 | 0.19281457831506271955659338232515160137 | 0.028200262228119888677785741145138613936
f(z) = -147/80*z^3 + 233/20*z + 1
*
9/5 | 0.13646158504453051534307585145662669212 | 0.017842166841434885791524266170694407655
f(z) = -160/81*z^3 + 233/45*z + 1
*
-6/5 | 0.20102306519195436749065945738032999313 | 0.026343136210042356755884895250336383082
f(z) = -155/81*z^3 + 229/45*z + 1
*
[ -7/6 ] 
f(z) = -153/98*z^3 + 223/56*z + 1
*
[ 4/3 ] 
f(z) = -159/80*z^3 + 227/60*z + 1
*
[ 7/5 ] 
f(z) = -155/98*z^3 + 237/70*z + 1
*
[ -3/7 ] 
f(z) = -154/81*z^3 + 232/63*z + 1
*
[ -20/21 ] 
f(z) = -147/80*z^3 + 223/60*z + 1
*
4/21 | 0.10461523458131335248353060788970034145 | 0.015339440404159794391955904171406820752
f(z) = -147/80*z^3 + 229/60*z + 1
*
12/7 | 0.14261676135651461835248269304228418838 | 0.020781260706470505924091801661669087910
f(z) = -147/80*z^3 + 239/60*z + 1
*
[ 7/5 ] 
f(z) = -145/98*z^3 + 223/70*z + 1
*
[ -3/4 ] 
f(z) = -142/81*z^3 + 239/72*z + 1
*
[ 3/2 ] 
f(z) = -142/99*z^3 + 235/66*z + 1
*
-1 | 0.10377873913832606959867638102488542540 | 0.018949955231916777557983511924408883545
f(z) = -159/80*z^3 + 239/80*z + 1
*
-1 | 0.098573135252595796774960776876791723528 | 0.017999414095950613320441992070567524576
f(z) = -158/81*z^3 + 239/81*z + 1
*
-1 | 0.10348846437844472988601127723976115923 | 0.018925992345973218530890589909898448024
f(z) = -157/80*z^3 + 237/80*z + 1
*
-1 | 0.098426900467679046592817785767828230644 | 0.017986482456219975574936878810514046143
f(z) = -157/81*z^3 + 238/81*z + 1
*
-1 | 0.099098472533479866392890878371147214104 | 0.018095340468125369565616212467130381101
f(z) = -157/82*z^3 + 239/82*z + 1
*
-1 | 0.11172892824419425962527672392124992185 | 0.020401656504184756687319768600963210306
f(z) = -156/83*z^3 + 239/83*z + 1
*
-1 | 0.098130801818461566214600145507348028493 | 0.017960070024154341181068886709876090865
f(z) = -155/81*z^3 + 236/81*z + 1
*
-1 | 0.098800658442600897191107651921938342816 | 0.018068685400759064970797002642248263945
f(z) = -155/82*z^3 + 237/82*z + 1
*
-1 | 0.11157918727246396699410976619610311176 | 0.020389924754508328117772876710462450336
f(z) = -155/83*z^3 + 238/83*z + 1
*
-1 | 0.082620310854585358374053762630603418953 | 0.015086434899296599616666313740237731904
f(z) = -155/84*z^3 + 239/84*z + 1
*
-1 | 0.097980896155464923661540467607464089769 | 0.017946581457809502700924730206870591634
f(z) = -154/81*z^3 + 235/81*z + 1
*
-1 | 0.11142818063537150882715547707720586970 | 0.020378009341396855032383751082703329217
f(z) = -154/83*z^3 + 237/83*z + 1
*
-1 | 0.11131098162368546531101167682923658269 | 0.020325339622579402545343430472667096608
f(z) = -154/85*z^3 + 239/85*z + 1
*
-1 | 0.10289343047987998576825302190036133439 | 0.018875931871765473388376592674324591240
f(z) = -153/80*z^3 + 233/80*z + 1
*
-1 | 0.098498475735084271162789245014674079658 | 0.018041383449330370551298768572002287463
f(z) = -153/82*z^3 + 235/82*z + 1
*
-1 | 0.11127588595748456994727480488200005405 | 0.020365906186045746639784697408991065308
f(z) = -153/83*z^3 + 236/83*z + 1
*
-1 | 0.098261766384034090229415499672232674521 | 0.017942558268168852788555353994884329738
f(z) = -153/86*z^3 + 239/86*z + 1
*
-1 | 0.097677263393815631143176399165534838919 | 0.017919019325560210239273741538913721357
f(z) = -152/81*z^3 + 233/81*z + 1
*
-1 | 0.11112228024435175622164650006139259972 | 0.020353611085762288288308621462278146309
f(z) = -152/83*z^3 + 235/83*z + 1
*
-1 | 0.11100275641187422377428444151526239872 | 0.020300207669045648970429973248817922111
f(z) = -152/85*z^3 + 237/85*z + 1
*
-1 | 0.090538128098772307408526534950167937773 | 0.016532225082889511482695702793425688641
f(z) = -152/87*z^3 + 239/87*z + 1
*
-1 | 0.10258833245798910830191649546454138711 | 0.018849771905536706604706784195623354035
f(z) = -151/80*z^3 + 231/80*z + 1
*
-1 | 0.097523490996896372794609969240838492019 | 0.017904937275700002689990612362589933426
f(z) = -151/81*z^3 + 232/81*z + 1
*
-1 | 0.098191745481800010551946175694169265140 | 0.018013401724871269957480600008582515617
f(z) = -151/82*z^3 + 233/82*z + 1
*
-1 | 0.11096733985878731044329853114286687411 | 0.020341119709047826210490612807479189264
f(z) = -151/83*z^3 + 234/83*z + 1
*
-1 | 0.082006152517698862567191514784226510727 | 0.015020582112917795951541491124552534383
f(z) = -151/84*z^3 + 235/84*z + 1
*
-1 | 0.11084661809056311242308602266675483624 | 0.020287340834431771498381613129524239091
f(z) = -151/85*z^3 + 236/85*z + 1
*
-1 | 0.097950291609585714823542523931123463264 | 0.017913170133723495728114699499439610043
f(z) = -151/86*z^3 + 237/86*z + 1
*
-1 | 0.090380760622160578468806132706336863165 | 0.016516134893876147970308100701359855938
f(z) = -151/87*z^3 + 238/87*z + 1
*
-1 | 0.10210534199164560962276264556012652554 | 0.018644393598791279183742136649024035961
f(z) = -151/88*z^3 + 239/88*z + 1
*
-1 | 0.11081104049598247382533046834830618452 | 0.020328427590434147107220292113709665533
f(z) = -150/83*z^3 + 233/83*z + 1
*
-1 | 0.11044057426754748025925923289881699184 | 0.020166403596093660953722594403237506978
f(z) = -150/89*z^3 + 239/89*z + 1
*
-1 | 0.10227793881800125426812184029592971142 | 0.018822814040008020710645296010266065618
f(z) = -149/80*z^3 + 229/80*z + 1
*
-1 | 0.097211916162793269429159922454894650561 | 0.017876149029912252122871594555309215759
f(z) = -149/81*z^3 + 230/81*z + 1
*
-1 | 0.097878322259889073257923836391710521635 | 0.017984345830468230960600529938413882202
f(z) = -149/82*z^3 + 231/82*z + 1
*
-1 | 0.11065335715737187819171878074216502128 | 0.020315530125059051285667896092198263387
f(z) = -149/83*z^3 + 232/83*z + 1
*
-1 | 0.081690942502106656497086838366113585304 | 0.014986308241628706311568572520463308964
f(z) = -149/84*z^3 + 233/84*z + 1
*
-1 | 0.11053016473139628167818280187722449373 | 0.020260982331587074569523111171712714283
f(z) = -149/85*z^3 + 234/85*z + 1
*
-1 | 0.097632578533872575160126612032266269660 | 0.017882782178415497175772521328993662213
f(z) = -149/86*z^3 + 235/86*z + 1
*
-1 | 0.090061771103516470348938861850110871791 | 0.016483261988533033341541797918096627527
f(z) = -149/87*z^3 + 236/87*z + 1
*
-1 | 0.10178505894007342729742662041206213901 | 0.018614473197608897964296625472663036193
f(z) = -149/88*z^3 + 237/88*z + 1
*
-1 | 0.11027904547792862577038386454102680835 | 0.020152337494654632757456788536209452005
f(z) = -149/89*z^3 + 238/89*z + 1
*
-1 | 0.083816071673092235565532913442168757364 | 0.015304780334661569890957465509098172335
f(z) = -149/90*z^3 + 239/90*z + 1
*
-1 | 0.097054064513766691235164710927988618589 | 0.017861433553332849181815057046380033497
f(z) = -148/81*z^3 + 229/81*z + 1
*
-1 | 0.11049426412317813315094472530723801642 | 0.020302422562965028312723606410078415700
f(z) = -148/83*z^3 + 231/83*z + 1
*
-1 | 0.11036979738502624968264993665438666430 | 0.020247480975451529849791533416665609149
f(z) = -148/85*z^3 + 233/85*z + 1
*
-1 | 0.089899061456606112903391939547820242776 | 0.016466279578129958226152845572353389574
f(z) = -148/87*z^3 + 235/87*z + 1
*
-1 | 0.11011602486104468457169502728128545521 | 0.020138042014692502095365595265618057210
f(z) = -148/89*z^3 + 237/89*z + 1
*
-1 | 0.10998662191753752432812107424666197113 | 0.020083512083038698670723051263638619803
f(z) = -148/91*z^3 + 239/91*z + 1
*
-1 | 0.10196205555555437264354770367946140080 | 0.018795022115778214131346236264756899592
f(z) = -147/80*z^3 + 227/80*z + 1
*
-1 | 0.097559962612766420742005793775238473172 | 0.017954536972806428735929645640351901478
f(z) = -147/82*z^3 + 229/82*z + 1
*
-1 | 0.11033373492355210772738636115077455119 | 0.020289100003103762098565603161612747180
f(z) = -147/83*z^3 + 230/83*z + 1
*
-1 | 0.11020796676688196720514713208977984457 | 0.020233758165058407165103818788515534528
f(z) = -147/85*z^3 + 232/85*z + 1
*
-1 | 0.097308414547748932492891300889480231405 | 0.017851353531380126499500166893291617392
f(z) = -147/86*z^3 + 233/86*z + 1
*
-1 | 0.10145886536765231385196765850876335685 | 0.018583620515660507780256898237320933716
f(z) = -147/88*z^3 + 235/88*z + 1
*
-1 | 0.10995148325678217543182381987939191036 | 0.020123511700277679191772167854480484005
f(z) = -147/89*z^3 + 236/89*z + 1
*
-1 | 0.10119722033080111948062612700073469689 | 0.018478570955723710161352225243323626882
f(z) = -147/92*z^3 + 239/92*z + 1
*
-1 | 0.096734104381973979545289839907377258623 | 0.017831335601297195672902367508218648392
f(z) = -146/81*z^3 + 227/81*z + 1
*
-1 | 0.11017174230822025381344417900857103545 | 0.020275557387027909019678225363674909645
f(z) = -146/83*z^3 + 229/83*z + 1
*
-1 | 0.11004464474272619019686944272672245755 | 0.020219808657828218159279090944670240512
f(z) = -146/85*z^3 + 231/85*z + 1
*
-1 | 0.089572239373955694910707291826086098477 | 0.016432142267380923709826436639139015634
f(z) = -146/87*z^3 + 233/87*z + 1
*
-1 | 0.10978539060494461195640251009307503011 | 0.020108740914584703169585289574103632451
f(z) = -146/89*z^3 + 235/89*z + 1
*
-1 | 0.10965313013330029888861766208467370902 | 0.020053387728566034590400809107814816964
f(z) = -146/91*z^3 + 237/91*z + 1
*
-1 | 0.089175402368334802096758209720630072844 | 0.016283391923038227270419439262170204853
f(z) = -146/93*z^3 + 239/93*z + 1
*
-1 | 0.096571942295107573437090786087867396732 | 0.017815942948080306965487073887407499349
f(z) = -145/81*z^3 + 226/81*z + 1
*
-1 | 0.097235802780624561921789706058589501035 | 0.017923815420840952834119129857688478361
f(z) = -145/82*z^3 + 227/82*z + 1
*
-1 | 0.11000825821454363133181762643903123434 | 0.020261789492250198178471757666388352339
f(z) = -145/83*z^3 + 228/83*z + 1
*
-1 | 0.081043229504457250063536438080054402194 | 0.014914864884778103469208432384383876391
f(z) = -145/84*z^3 + 229/84*z + 1
*
-1 | 0.096978878447697847086174029154384420751 | 0.017819080343687909626487071847820205427
f(z) = -145/86*z^3 + 231/86*z + 1
*
-1 | 0.10112652825290940564412828744917749296 | 0.018551791390640304985402039023048445704
f(z) = -145/88*z^3 + 233/88*z + 1
*
-1 | 0.10961771590655018748548908964209715643 | 0.020093723831940300689653853626853103974
f(z) = -145/89*z^3 + 234/89*z + 1
*
-1 | 0.10948397786856642205812826611005333113 | 0.020037948051011290018451814873998910925
f(z) = -145/91*z^3 + 236/91*z + 1
*
-1 | 0.10085903778810583219408882616964799371 | 0.018445122252654704471389130280619701102
f(z) = -145/92*z^3 + 237/92*z + 1
*
-1 | 0.089003695376451770973534516029350189163 | 0.016264490681111924058843224751045983580
f(z) = -145/93*z^3 + 238/93*z + 1
*
-1 | 0.096444434483660529911992182524726654564 | 0.017610714208012075158681028362698118504
f(z) = -145/94*z^3 + 239/94*z + 1
*
-1 | 0.10984325373388601873782105283762755551 | 0.020247790925248386122281724858323880951
f(z) = -144/83*z^3 + 227/83*z + 1
*
-1 | 0.10944842718297291345869796948722113962 | 0.020078454429426957564259211178492515608
f(z) = -144/89*z^3 + 233/89*z + 1
*
-1 | 0.10931317752696439530853464114915256175 | 0.020022248436949385745721018711399809793
f(z) = -144/91*z^3 + 235/91*z + 1
*
-1 | 0.10903686300737652877433183867483439309 | 0.019910086495311373765735862659820567846
f(z) = -144/95*z^3 + 239/95*z + 1
*
-1 | 0.10131298704445886969736621226359147947 | 0.018736779841026013119433287260197522463
f(z) = -143/80*z^3 + 223/80*z + 1
*
-1 | 0.096243114058557545367735933010220320927 | 0.017784443612228980444498653297775762238
f(z) = -143/81*z^3 + 224/81*z + 1
*
-1 | 0.096906270568303538802207370467077597588 | 0.017892258889599144635347237129039789617
f(z) = -143/82*z^3 + 225/82*z + 1
*
-1 | 0.10967669907618056798769575534247797201 | 0.020233556114092947008037677541226283060
f(z) = -143/83*z^3 + 226/83*z + 1
*
-1 | 0.080709242870102673455804195998125525203 | 0.014877416862832755788088455670518677963
f(z) = -143/84*z^3 + 227/84*z + 1
*
-1 | 0.10954543590239887543161149227667518331 | 0.020176544907769050647936376794889374359
f(z) = -143/85*z^3 + 228/85*z + 1
*
-1 | 0.096643078642612990314148739834856009407 | 0.017785797392541982096697858393996792526
f(z) = -143/86*z^3 + 229/86*z + 1
*
-1 | 0.089067713435367538326716954886064520845 | 0.016378524176581751418701712801069053432
f(z) = -143/87*z^3 + 230/87*z + 1
*
-1 | 0.10927749143277866062883614864608370367 | 0.020062926478011479100077445711939745027
f(z) = -143/89*z^3 + 232/89*z + 1
*
-1 | 0.082810161201588046651218082467335932361 | 0.015191630348419068981250310712090226498
f(z) = -143/90*z^3 + 233/90*z + 1
*
-1 | 0.10051419139521254371694462337854340751 | 0.018410590169310514468292304046676277134
f(z) = -143/92*z^3 + 235/92*z + 1
*
-1 | 0.088657262035745413245134454031909341266 | 0.016226206296137964476556939552275090753
f(z) = -143/93*z^3 + 236/93*z + 1
*
-1 | 0.096095737960251981139678239654666212657 | 0.017574008968435225641858493630362306326
f(z) = -143/94*z^3 + 237/94*z + 1
*
-1 | 0.10886114402348330562449570542238900651 | 0.019893230893574533622525993743685295499
f(z) = -143/95*z^3 + 238/95*z + 1
*
-1 | 0.079888955929390298894674014718857179239 | 0.014587690609428783448436162202054708226
f(z) = -143/96*z^3 + 239/96*z + 1
*
-1 | 0.096076389356393655903232395443659412217 | 0.017768325737957791968514347049899093673
f(z) = -142/81*z^3 + 223/81*z + 1
*
-1 | 0.10950856353257582409434345943707784488 | 0.020219079300672579598708678231909960915
f(z) = -142/83*z^3 + 225/83*z + 1
*
-1 | 0.10937584933253446338646801601370589003 | 0.020161632638103732689533419111913640833
f(z) = -142/85*z^3 + 227/85*z + 1
*
-1 | 0.088897667383349422379138776417744714709 | 0.016360363545503573720333382474423175226
f(z) = -142/87*z^3 + 229/87*z + 1
*
-1 | 0.10910487458609530670379793808742707118 | 0.020047133533165509620428868859987995452
f(z) = -142/89*z^3 + 231/89*z + 1
*
-1 | 0.10896649466013107622131248834934435625 | 0.019990043289614397704921432629583075888
f(z) = -142/91*z^3 + 233/91*z + 1
*
-1 | 0.088481429904375420684409296183895287522 | 0.016206620388149687496789289522868263628
f(z) = -142/93*z^3 + 235/93*z + 1
*
-1 | 0.10868362907711304611329434839568053939 | 0.019876085169493231285198184124828801158
f(z) = -142/95*z^3 + 237/95*z + 1
*
-1 | 0.10853900544757230662380925908350792465 | 0.019819177908942962485753281353720295865
f(z) = -142/97*z^3 + 239/97*z + 1
*
-1 | 0.10097935385347090117764334720152948166 | 0.018706244964620915408891941621849684464
f(z) = -141/80*z^3 + 221/80*z + 1
*
-1 | 0.096569823575827750679109634852779758179 | 0.017859581248285486051260096857377890025
f(z) = -141/82*z^3 + 223/82*z + 1
*
-1 | 0.10933881543603250196155237645755602835 | 0.020204354532490649331357506186975120556
f(z) = -141/83*z^3 + 224/83*z + 1
*
-1 | 0.10920461716627668117105478053317268020 | 0.020146464727363175048504375259118895061
f(z) = -141/85*z^3 + 226/85*z + 1
*
-1 | 0.096301412631701429609491072504387856942 | 0.017751576018466341830721051981852310295
f(z) = -141/86*z^3 + 227/86*z + 1
*
-1 | 0.10044241666554981429176275438240102525 | 0.018485012041442247430427072642130696985
f(z) = -141/88*z^3 + 229/88*z + 1
*
-1 | 0.10893054145634276747218137073941341640 | 0.020031068924942235742744897062150206800
f(z) = -141/89*z^3 + 230/89*z + 1
*
-1 | 0.10879054029049343833764263423160535931 | 0.019973524124077852544700755706883225547
f(z) = -141/91*z^3 + 232/91*z + 1
*
-1 | 0.10016239771816508086856449445630135409 | 0.018374920406706288558098226868803297512
f(z) = -141/92*z^3 + 233/92*z + 1
*
-1 | 0.10850427874065402513100673366480570129 | 0.019858641812665652495317152762780715252
f(z) = -141/95*z^3 + 236/95*z + 1
*
-1 | 0.10835787509836591834279183265543618070 | 0.019801263782455789863369045933596728859
f(z) = -141/97*z^3 + 238/97*z + 1
*
-1 | 0.095447762992469419351161425291147377051 | 0.017428722402216236081721188913713706463
f(z) = -141/98*z^3 + 239/98*z + 1
*
-12/11 | 0.19189800421368995052640853892477019922 | 0.025632151172665034748105923451320972036
f(z) = -143/96*z^3 + 223/132*z + 1
*
-7/10 | 0.16007948320983546221386295008814132939 | 0.028065495821609913331042613343798280341
f(z) = -150/91*z^3 + 225/182*z + 1
*
-2/3 | 0.20066443766175178051026705591096371786 | 0.027865529219368569089867205294296560093
f(z) = -149/80*z^3 + 239/180*z + 1
*
-2/3 | 0.19465456384399269196533261760246812296 | 0.027186128820861593623702791314524797823
f(z) = -143/80*z^3 + 233/180*z + 1
*
0 | 0.17419695601141572335899241933352109259 | 0.028805396931744337423413551562066171153
f(z) = -141/92*z^3 + 239/276*z + 1
*
2/7 | 0.16370362877910715673339760912008492687 | 0.026884943719041605414425722491231849124
f(z) = -147/95*z^3 + 226/285*z + 1
*
46/21 | 0.18076508996127038553432735948948553328 | 0.023807214282410619553371536404423398649
f(z) = -147/88*z^3 + 248/33*z + 1
*
-2 | 0.10583022260171513304967155930216437181 | 0.016932902691540187010451596602116826366
f(z) = -141/92*z^3 + 259/46*z + 1
*
[ -3/8 ] 
f(z) = -160/99*z^3 + 257/66*z + 1
*
[ -3/4 ] 
f(z) = -158/81*z^3 + 247/72*z + 1
*
[ 3/2 ] 
f(z) = -158/99*z^3 + 259/66*z + 1
*
[ -3/4 ] 
f(z) = -154/81*z^3 + 245/72*z + 1
*
-4/7 | 0.14076022407385788361096564906958846571 | 0.020485861421207647072353368516570458656
f(z) = -147/80*z^3 + 241/60*z + 1
*
-6/7 | 0.18089376229172220366764424308320805474 | 0.026171929388265597657566146651396827689
f(z) = -147/80*z^3 + 251/60*z + 1
*
[ -3/4 ] 
f(z) = -146/81*z^3 + 241/72*z + 1
*
[ 3/2 ] 
f(z) = -146/99*z^3 + 241/66*z + 1
*
-1 | 0.098862076217121058182157330277710676804 | 0.018024746844037284269884747042010635131
f(z) = -160/81*z^3 + 241/81*z + 1
*
-21/40 | 0.11197547855775936856511537278107077563 | 0.014440897395259867733139733088596966628
f(z) = -160/81*z^3 + 259/90*z + 1
*
-1 | 0.11231566255778562598765995780195243859 | 0.020446824364935925130542386074414915508
f(z) = -160/83*z^3 + 243/83*z + 1
*
-1 | 0.091749286621641252570748500962057656362 | 0.016653261853346941831327979320407208978
f(z) = -160/87*z^3 + 247/87*z + 1
*
-1 | 0.11197965146755199187647021530429457787 | 0.020295533748788800315938831518412549458
f(z) = -160/89*z^3 + 249/89*z + 1
*
-1 | 0.11186506305662160676197900161583990146 | 0.020245410519087508218786953043955021781
f(z) = -160/91*z^3 + 251/91*z + 1
*
-1 | 0.091405485948070421813204182759553434591 | 0.016518896082460731102527580225841164649
f(z) = -160/93*z^3 + 253/93*z + 1
*
-1 | 0.11151304699249379827930689923803362759 | 0.020095786269003633388972056764143518631
f(z) = -160/97*z^3 + 257/97*z + 1
*
-1 | 0.097829715295658507285204817436800662546 | 0.017605316236064645799135118036847633753
f(z) = -160/99*z^3 + 259/99*z + 1
*
-1 | 0.099390783304005286839466182976480252073 | 0.018121141859804576663330330818900269270
f(z) = -159/82*z^3 + 241/82*z + 1
*
-1 | 0.11217077210378124623971037987610840720 | 0.020435788799214960543687944914412189006
f(z) = -159/83*z^3 + 242/83*z + 1
*
-1 | 0.11205900220997913155166142137184401810 | 0.020384859552665818710749838898213512831
f(z) = -159/85*z^3 + 244/85*z + 1
*
-1 | 0.099166583257620520233012157468616068328 | 0.018026164099612619749276139055440306608
f(z) = -159/86*z^3 + 245/86*z + 1
*
-1 | 0.10333157834500860721240614355346819118 | 0.018755544541674608311818177375951484725
f(z) = -159/88*z^3 + 247/88*z + 1
*
-1 | 0.11183161118089934290545493378448035333 | 0.020283496228855213285027028816505009905
f(z) = -159/89*z^3 + 248/89*z + 1
*
-1 | 0.11171592118449203922474431360519875102 | 0.020233036663011514263854936214230104760
f(z) = -159/91*z^3 + 250/91*z + 1
*
-1 | 0.10310018922340322156529208459557685866 | 0.018659138057848228799933995791841037136
f(z) = -159/92*z^3 + 251/92*z + 1
*
-1 | 0.098703731954938232049193474137220474885 | 0.017837842818766861482882355427814586065
f(z) = -159/94*z^3 + 253/94*z + 1
*
-1 | 0.11148036955008591989357603242951336907 | 0.020132497728028657618552358350580992807
f(z) = -159/95*z^3 + 254/95*z + 1
*
-1 | 0.11136043030387714409675586266770545143 | 0.020082392568833074515719625230082284460
f(z) = -159/97*z^3 + 256/97*z + 1
*
-1 | 0.098463843148774418451570613398103621128 | 0.017744186895688177959553832562696488672
f(z) = -159/98*z^3 + 257/98*z + 1
*
-1 | 0.11202469973281038493717344249108845193 | 0.020424584736907516864979028565792467889
f(z) = -158/83*z^3 + 241/83*z + 1
*
-1 | 0.11191188525962973420778227335218266039 | 0.020373317577815346556495933071683097743
f(z) = -158/85*z^3 + 243/85*z + 1
*
-1 | 0.091453101053822763889945439189911723157 | 0.016624033549002820614630357100730340142
f(z) = -158/87*z^3 + 245/87*z + 1
*
-1 | 0.11168232838319535235237934966928807772 | 0.020271275422844953300770593081483168329
f(z) = -158/89*z^3 + 247/89*z + 1
*
-1 | 0.11156551504238927348629542197904240447 | 0.020220474399314684254739035240250806812
f(z) = -158/91*z^3 + 249/91*z + 1
*
-1 | 0.091102623387840605308740893139945883143 | 0.016487810934492474103498321618949830576
f(z) = -158/93*z^3 + 251/93*z + 1
*
-1 | 0.11132763025593584819335057656322379671 | 0.020119247069581791354989305559936821338
f(z) = -158/95*z^3 + 253/95*z + 1
*
-1 | 0.11120647876386479012773450613872624440 | 0.020068794392757106876116990732744168180
f(z) = -158/97*z^3 + 255/97*z + 1
*
-1 | 0.097520683664122531006745752315230797471 | 0.017574219955206103705363443065226310515
f(z) = -158/99*z^3 + 257/99*z + 1
*
-1 | 0.11187742532958435177300331649688305977 | 0.020413208550028613510431559793454869225
f(z) = -157/83*z^3 + 240/83*z + 1
*
-1 | 0.082919638075191394789033776635183166779 | 0.015118087156313254488157015888723267580
f(z) = -157/84*z^3 + 241/84*z + 1
*
-1 | 0.11176354625413774701366524874085790381 | 0.020361598515054342865423643908750801632
f(z) = -157/85*z^3 + 242/85*z + 1
*
-1 | 0.098870705773660584841157197012087762212 | 0.017999198951893279488896813544431544552
f(z) = -157/86*z^3 + 243/86*z + 1
*
-1 | 0.091304705080215076294439553269712602668 | 0.016609407123491325773705628273819723019
f(z) = -157/87*z^3 + 244/87*z + 1
*
-1 | 0.10303286196109174258021838586135414786 | 0.018728963087680549171826809796786833694
f(z) = -157/88*z^3 + 245/88*z + 1
*
-1 | 0.11153178117454722433217058961040288728 | 0.020258867326444965856549769083468822621
f(z) = -157/89*z^3 + 246/89*z + 1
*
-1 | 0.085073805038101744497462973413277849203 | 0.015441606189294543847164417871087426173
f(z) = -157/90*z^3 + 247/90*z + 1
*
-1 | 0.11141382207205344099152384762923168433 | 0.020207719588205507476893859573016845546
f(z) = -157/91*z^3 + 248/91*z + 1
*
-1 | 0.10279693405402104036575307425782148883 | 0.018631230022804161317075256744842614941
f(z) = -157/92*z^3 + 249/92*z + 1
*
-1 | 0.090950788959018476367652276303900948323 | 0.016472232677548689510043679948699344593
f(z) = -157/93*z^3 + 250/93*z + 1
*
-1 | 0.098398772310549427060549178146271332066 | 0.017808272623892957508606612028903301296
f(z) = -157/94*z^3 + 251/94*z + 1
*
-1 | 0.11117355658690184488322837659438721455 | 0.020105792990092699193666344691890087872
f(z) = -157/95*z^3 + 252/95*z + 1
*
-1 | 0.082211543585583788065071901520544703696 | 0.014857357096055328346881342070562291519
f(z) = -157/96*z^3 + 253/96*z + 1
*
-1 | 0.11105116761623864624956182636689229590 | 0.020054987158294103996932166981393423306
f(z) = -157/97*z^3 + 254/97*z + 1
*
-1 | 0.098153331239963685714530630652534739522 | 0.017713167843410605512952313491890728458
f(z) = -157/98*z^3 + 255/98*z + 1
*
-1 | 0.097364101801754246694072202818125011487 | 0.017558338353749879837087550175937004630
f(z) = -157/99*z^3 + 256/99*z + 1
*
-1 | 0.11161396395618174741952280376229377420 | 0.020349698504726221591902192364319067457
f(z) = -156/85*z^3 + 241/85*z + 1
*
-1 | 0.11137994704917140625357908301460156294 | 0.020246267814820987621507451812070517306
f(z) = -156/89*z^3 + 245/89*z + 1
*
-1 | 0.11101812386646885561585679921642332943 | 0.020092130923824892343418896989669313437
f(z) = -156/95*z^3 + 251/95*z + 1
*
-1 | 0.11089447137897147311672560964394977844 | 0.020040966139268319787593005545840952921
f(z) = -156/97*z^3 + 253/97*z + 1
*
-1 | 0.098568507860708646249130274054534566540 | 0.017971222828477135161368053096167975076
f(z) = -155/86*z^3 + 241/86*z + 1
*
-1 | 0.091002029373277477437907421184720885967 | 0.016579169579501938601930487470811718422
f(z) = -155/87*z^3 + 242/87*z + 1
*
-1 | 0.10272904217477596595003997670400699200 | 0.018701600780256767403018132762127819603
f(z) = -155/88*z^3 + 243/88*z + 1
*
-1 | 0.11122680287213599828178317393642175868 | 0.020233472637851374162124698032243203715
f(z) = -155/89*z^3 + 244/89*z + 1
*
-1 | 0.11110648222442534383312499420644632171 | 0.020181615130578826538740235619481853077
f(z) = -155/91*z^3 + 246/91*z + 1
*
-1 | 0.10248839055490304687237171241907607632 | 0.018602498915084845412124304506366437771
f(z) = -155/92*z^3 + 247/92*z + 1
*
-1 | 0.098087774128815671849133925984649455889 | 0.017777727507499907526406202618377106565
f(z) = -155/94*z^3 + 249/94*z + 1
*
-1 | 0.081898025277298046956549165121368589726 | 0.014821956892852789145046535695759273231
f(z) = -155/96*z^3 + 251/96*z + 1
*
-1 | 0.11073636381457613843092539342790920375 | 0.020026726459822307467429091750152208001
f(z) = -155/97*z^3 + 252/97*z + 1
*
-1 | 0.097837224496844947703977272175669106578 | 0.017681246674602690279751904133399258610
f(z) = -155/98*z^3 + 253/98*z + 1
*
-1 | 0.097046674284439695747147540509216879972 | 0.017525883323040289517285117176977691886
f(z) = -155/99*z^3 + 254/99*z + 1
*
-1 | 0.090847704098769451156058240239398003991 | 0.016563549243554549474704189953542981094
f(z) = -154/87*z^3 + 241/87*z + 1
*
-1 | 0.11107232485494914317841295871306968388 | 0.020220477415122751394166459746498659345
f(z) = -154/89*z^3 + 243/89*z + 1
*
-1 | 0.090484081419735190374763259822559713515 | 0.016423616541635182659184629357293026763
f(z) = -154/93*z^3 + 247/93*z + 1
*
-1 | 0.11070307893330227883923940598765862711 | 0.020064163847095996868747920646964487909
f(z) = -154/95*z^3 + 249/95*z + 1
*
-1 | 0.11057681789888559560202218374271311328 | 0.020012263088111753040892575994936190167
f(z) = -154/97*z^3 + 251/97*z + 1
*
-1 | 0.10241993404463940935452222238936856512 | 0.018673423152506200725423814394763710754
f(z) = -153/88*z^3 + 241/88*z + 1
*
-1 | 0.11091648852992273594569703841792426357 | 0.020207277630672928208337565887338500258
f(z) = -153/89*z^3 + 242/89*z + 1
*
-1 | 0.11079370806457238555568086200790001290 | 0.020154687563461457198076668032358170585
f(z) = -153/91*z^3 + 244/91*z + 1
*
-1 | 0.10217436211266216336561016305488776294 | 0.018572907906197880365023981559917665381
f(z) = -153/92*z^3 + 245/92*z + 1
*
-1 | 0.097771186609257095944283646084125236257 | 0.017746286998730240241010371095972038263
f(z) = -153/94*z^3 + 247/94*z + 1
*
-1 | 0.11054341364605849455959019009958877898 | 0.020049848966117504057639678153920594612
f(z) = -153/95*z^3 + 248/95*z + 1
*
-1 | 0.11041580578816095926827599903986165487 | 0.019997570829662023150990891961265457093
f(z) = -153/97*z^3 + 250/97*z + 1
*
-1 | 0.097515306223239862421204756333575211797 | 0.017648382367466597656845675695520726201
f(z) = -153/98*z^3 + 251/98*z + 1
*
-1 | 0.11075926872323562432680125493503632203 | 0.020193868627465446733421094991880476745
f(z) = -152/89*z^3 + 241/89*z + 1
*
-1 | 0.11063521953738318906421981067620199199 | 0.020140903333879608947195928924741425369
f(z) = -152/91*z^3 + 243/91*z + 1
*
-1 | 0.090165935086232824167559801555402948875 | 0.016390056898875269825254599030759832618
f(z) = -152/93*z^3 + 245/93*z + 1
*
-1 | 0.11025329878441702365385054058303335107 | 0.019982644320364114744754903639831817366
f(z) = -152/97*z^3 + 249/97*z + 1
*
-1 | 0.096559454023414789094774884452786459396 | 0.017475391626190776262275888315952128593
f(z) = -152/99*z^3 + 251/99*z + 1
*
-1 | 0.11060063952661486171909681926874429214 | 0.020180245601578995540322386486865580164
f(z) = -151/89*z^3 + 240/89*z + 1
*
-1 | 0.084139646707592071258810591460180212690 | 0.015340521760035991404348998149873520814
f(z) = -151/90*z^3 + 241/90*z + 1
*
-1 | 0.11047529463283754831590299475436427444 | 0.020126898890906443676969585471048407773
f(z) = -151/91*z^3 + 242/91*z + 1
*
-1 | 0.10185464046542568052364749765379268973 | 0.018542417833120729711446224883278761366
f(z) = -151/92*z^3 + 243/92*z + 1
*
-1 | 0.090004678978733995303221366504611830304 | 0.016372916980166352006956902237312045307
f(z) = -151/93*z^3 + 244/93*z + 1
*
-1 | 0.097448142463855554837780259317247004831 | 0.017713791778954941010204285751829802616
f(z) = -151/94*z^3 + 245/94*z + 1
*
-1 | 0.11021965869215983812504263262149720103 | 0.020020530638849789094025555729310297606
f(z) = -151/95*z^3 + 246/95*z + 1
*
-1 | 0.081252638268567400588269387884725992274 | 0.014748032504511762644543280284115615148
f(z) = -151/96*z^3 + 247/96*z + 1
*
-1 | 0.11008926729884580676473836615000881468 | 0.019967478019085934665354070638357000912
f(z) = -151/97*z^3 + 248/97*z + 1
*
-1 | 0.097187998405982088056002839333605654927 | 0.017614649409740321295897208048949073935
f(z) = -151/98*z^3 + 249/98*z + 1
*
-1 | 0.096393974868033468908742033648173848658 | 0.017458056174262389013581139197898044832
f(z) = -151/99*z^3 + 250/99*z + 1
*
-1 | 0.11031390579799917953705394761347638060 | 0.020112669098907330134242572608983151926
f(z) = -150/91*z^3 + 241/91*z + 1
*
-1 | 0.10992368081320912863470525540628781884 | 0.019952066199872915628660703179708210118
f(z) = -150/97*z^3 + 247/97*z + 1
*
-1 | 0.11015102464534173657206580291514649097 | 0.020098208655237170418630660432721023870
f(z) = -149/91*z^3 + 240/91*z + 1
*
-1 | 0.10152900473132933409755856681553652122 | 0.018510986999606905201569044467807239554
f(z) = -149/92*z^3 + 241/92*z + 1
*
-1 | 0.089676624806733513562278595939022744017 | 0.016337701260371999710985225946143810319
f(z) = -149/93*z^3 + 242/93*z + 1
*
-1 | 0.097119717578531281297026550241406548770 | 0.017680435323779835668014275150409350039
f(z) = -149/94*z^3 + 243/94*z + 1
*
-1 | 0.10988980952220429263346844370141017662 | 0.019990257714251251923098544933894197661
f(z) = -149/95*z^3 + 244/95*z + 1
*
-1 | 0.080921344398697780266658542771461616520 | 0.014709606657544085825473715354368693118
f(z) = -149/96*z^3 + 245/96*z + 1
*
-1 | 0.10975650783906075864278183297745058242 | 0.019936402943709873792181895176046669125
f(z) = -149/97*z^3 + 246/97*z + 1
*
-1 | 0.096853751976659713909790421193578234043 | 0.017579764950085018368724762664032127048
f(z) = -149/98*z^3 + 247/98*z + 1
*
-1 | 0.096058219584419428001530663990888573684 | 0.017422592003430783232060758715803689606
f(z) = -149/99*z^3 + 248/99*z + 1
*
-1 | 0.089511834338577216616326177793494532073 | 0.016319990589261389471342941213071561713
f(z) = -148/93*z^3 + 241/93*z + 1
*
-1 | 0.10972252300672559242121575932637534881 | 0.019974748897037455276438654256914512932
f(z) = -148/95*z^3 + 243/95*z + 1
*
-1 | 0.10958771587464719823247555178619155268 | 0.019920482129813712937119426904356887465
f(z) = -148/97*z^3 + 245/97*z + 1
*
-1 | 0.095887877083909890020232076366530721341 | 0.017404450589627177070342100132251280878
f(z) = -148/99*z^3 + 247/99*z + 1
*
-1 | 0.096785017026558477376957298507892760406 | 0.017646052935083267439920362094120563688
f(z) = -147/94*z^3 + 241/94*z + 1
*
-1 | 0.10955361905972268827931437361147736499 | 0.019958983782538069008481744465939401272
f(z) = -147/95*z^3 + 242/95*z + 1
*
-1 | 0.10941727135932359211537990083359834845 | 0.019904297426424059441435062180181734674
f(z) = -147/97*z^3 + 244/97*z + 1
*
-1 | 0.10938306427243107277471707793446107272 | 0.019942956065433965585402783304804291266
f(z) = -146/95*z^3 + 241/95*z + 1
*
-1 | 0.10924513962530746056651419161427393892 | 0.019887842281056146301168175473453892901
f(z) = -146/97*z^3 + 243/97*z + 1
*
-1 | 0.095542088121383351763029372406156389993 | 0.017367315705750686122469245809810528529
f(z) = -146/99*z^3 + 245/99*z + 1
*
[ 6/5 ] 
f(z) = -145/81*z^3 + 247/90*z + 1
*
-1 | 0.080240297077794676957273795397635139164 | 0.014629583930052237454530849619448850082
f(z) = -145/96*z^3 + 241/96*z + 1
*
-1 | 0.10907128484657777950450960049619853409 | 0.019871109910177225952652445285680265428
f(z) = -145/97*z^3 + 242/97*z + 1
*
-1 | 0.096164687157947593280993830219631176094 | 0.017506574093492395782494257302126718181
f(z) = -145/98*z^3 + 243/98*z + 1
*
-1 | 0.095366568418248800203947949051513786016 | 0.017348308167003974823769827681369985163
f(z) = -145/99*z^3 + 244/99*z + 1
*
[ 5/4 ] 
f(z) = -144/85*z^3 + 242/85*z + 1
*
[ 5/4 ] 
f(z) = -144/95*z^3 + 244/95*z + 1
*
-1 | 0.10889566998471024771881569386383400304 | 0.019854093288264449528431172820851064283
f(z) = -144/97*z^3 + 241/97*z + 1
*
-1 | 0.10871825673142119552712130333144660537 | 0.019836785136198469376500397882772980359
f(z) = -143/97*z^3 + 240/97*z + 1
*
-1 | 0.095810597626582563059802972792742187039 | 0.017468394689610946794658009290117421937
f(z) = -143/98*z^3 + 241/98*z + 1
*
-1 | 0.094829042003518416618166452568241856401 | 0.017289435352562262088334311042313211092
f(z) = -142/99*z^3 + 241/99*z + 1
*
-6/5 | 0.14453641241537041272368191852795951709 | 0.020817206382582807822608924661173705805
f(z) = -155/96*z^3 + 259/120*z + 1
*
-6/5 | 0.17541662974587415924108516623303099884 | 0.025529660751773899634421073095222062540
f(z) = -145/96*z^3 + 241/120*z + 1
*
[ 12/11 ] 
f(z) = -143/96*z^3 + 245/132*z + 1
*
-4/11 | 0.19624446911006544314116527838596879279 | 0.025725111839083803443595121531054084311
f(z) = -143/96*z^3 + 257/132*z + 1
*
-10/21 | 0.18700358344295485933163620476238470355 | 0.024290965972845763679475904118159257613
f(z) = -147/88*z^3 + 244/165*z + 1
*
-2/3 | 0.20401656307791406513657721848716732073 | 0.028126752066837147187610179421210941607
f(z) = -157/80*z^3 + 247/180*z + 1
*
[ 9/10 ] 
f(z) = -155/81*z^3 + 259/180*z + 1
*
-2/3 | 0.20006991871402851121598538794862427248 | 0.027731623300637854560470163998835602169
f(z) = -151/80*z^3 + 241/180*z + 1
*
[ 9/10 ] 
f(z) = -145/81*z^3 + 241/180*z + 1
*
6/7 | 0.23161114477000424162671491860076568296 | 0.027674369312725199731844368363646265069
f(z) = -154/81*z^3 + 247/252*z + 1
*
-2 | 0.10709920433853835435364327023871472903 | 0.016934396825921514417221787266565359673
f(z) = -151/92*z^3 + 279/46*z + 1
*
-2 | 0.086501278476944752918413963502152429035 | 0.013693054204905392775350539513043477146
f(z) = -149/84*z^3 + 277/42*z + 1
*
-2 | 0.10685273037710493413085931868845779137 | 0.016934091008091037176222021761691459604
f(z) = -149/92*z^3 + 275/46*z + 1
*
-2 | 0.10660270871578132987598589807847270338 | 0.016933789404832562142188850385942475129
f(z) = -147/92*z^3 + 271/46*z + 1
*
-2 | 0.086000240665000867436567802273198088915 | 0.013677190706845052050678209616267048533
f(z) = -145/84*z^3 + 269/42*z + 1
*
-2 | 0.10634902870758863111258438548390573002 | 0.016933491364964053416323616494321170254
f(z) = -145/92*z^3 + 267/46*z + 1
*
-2 | 0.085744244367217396352260346183909521018 | 0.013669046001976052042763833749444514719
f(z) = -143/84*z^3 + 265/42*z + 1
*
-2 | 0.10609157409536209374806958113820995784 | 0.016933196105507577950939058692221933648
f(z) = -143/92*z^3 + 263/46*z + 1
*
12/7 | 0.13523574056700447136621396434927207133 | 0.017364158582819517560028316332461722744
f(z) = -154/81*z^3 + 268/63*z + 1
*
[ 6/5 ] 
f(z) = -160/81*z^3 + 271/90*z + 1
*
[ 6/5 ] 
f(z) = -155/81*z^3 + 263/90*z + 1
*
[ -2/3 ] 
f(z) = -153/82*z^3 + 273/82*z + 1
*
[ -5/7 ] 
f(z) = -147/80*z^3 + 267/80*z + 1
*
[ -5/7 ] 
f(z) = -147/85*z^3 + 279/85*z + 1
*
19/12 | 0.15861731632966560111610270658206133765 | 0.028332504675664739097758081729872516884
f(z) = -144/91*z^3 + 270/91*z + 1
*
10/9 | 0.17087741275591064268970143687584987055 | 0.023642140565634873450720080938127280105
f(z) = -153/80*z^3 + 263/180*z + 1
*
6/5 | 0.23857727623732920109469372915537727584 | 0.029925154369963806135977957921103495814
f(z) = -145/81*z^3 + 269/180*z + 1
*
[ 5/6 ] 
f(z) = -156/85*z^3 + 274/255*z + 1
*
0 | 0.17397234514378444730027051422869484717 | 0.028768255035895833668342366164783389410
f(z) = -141/80*z^3 + 263/240*z + 1
*
0 | 0.16775771249244754465281663949937828262 | 0.027550743330683140250513666105742825193
f(z) = -147/88*z^3 + 265/264*z + 1
*
23/21 | 0.17577889206185776778987728525091691905 | 0.028868056593023251840552922242679081653
f(z) = -147/92*z^3 + 277/276*z + 1
*
[ 5/6 ] 
f(z) = -156/95*z^3 + 268/285*z + 1
*
[ 6/7 ] 
f(z) = -147/94*z^3 + 277/282*z + 1
*
[ 4 ] 
f(z) = -145/96*z^3 + 299/12*z + 1
*
[ 4 ] 
f(z) = -143/96*z^3 + 295/12*z + 1
*
-20/7 | 0.15738440503181767063568805483639708687 | 0.022337410690578737983032513578905685386
f(z) = -147/80*z^3 + 287/20*z + 1
*
-46/21 | 0.19745135605193746197537816482370400344 | 0.025583903831273368827052679728330012571
f(z) = -147/88*z^3 + 281/33*z + 1
*
-2 | 0.10805165985088721238808911211756857240 | 0.016935671568369558596712375415545951449
f(z) = -159/92*z^3 + 295/46*z + 1
*
-2 | 0.087462452776128553342510607061370851794 | 0.013723217359838976660299563891402439708
f(z) = -157/84*z^3 + 293/42*z + 1
*
-2 | 0.10781836997700866841255086702560702667 | 0.016935344452188190128558724355215151841
f(z) = -157/92*z^3 + 291/46*z + 1
*
[ 9/5 ] 
f(z) = -155/81*z^3 + 299/45*z + 1
*
-2 | 0.087227028919409817860987957938571813664 | 0.013715860641087152505641624730280829811
f(z) = -155/84*z^3 + 289/42*z + 1
*
-2 | 0.10758192591166362229524205851575480611 | 0.016935023153403510397502844153820875684
f(z) = -155/92*z^3 + 287/46*z + 1
*
-2 | 0.10734223601103840323379904872995221448 | 0.016934707395155831541757419614413493699
f(z) = -153/92*z^3 + 283/46*z + 1
*
-2 | 0.086746535614724187359204759008183953257 | 0.013700783427265476187697633756817443937
f(z) = -151/84*z^3 + 281/42*z + 1
*
[ -10/7 ] 
f(z) = -147/88*z^3 + 281/55*z + 1
*
[ 9/5 ] 
f(z) = -145/81*z^3 + 281/45*z + 1
*
[ -3/8 ] 
f(z) = -152/81*z^3 + 283/72*z + 1
*
[ -4/3 ] 
f(z) = -141/80*z^3 + 293/60*z + 1
*
[ -1/2 ] 
f(z) = -160/81*z^3 + 283/81*z + 1
*
-3/20 | 0.15125191413070467622058961356039996257 | 0.019234311012147252552517456462845333083
f(z) = -160/81*z^3 + 289/90*z + 1
*
[ -1/2 ] 
f(z) = -160/83*z^3 + 289/83*z + 1
*
[ -3/4 ] 
f(z) = -160/87*z^3 + 293/87*z + 1
*
[ -1/2 ] 
f(z) = -156/83*z^3 + 288/83*z + 1
*
[ -1/2 ] 
f(z) = -156/85*z^3 + 294/85*z + 1
*
[ -2/3 ] 
f(z) = -153/86*z^3 + 283/86*z + 1
*
[ 4/3 ] 
f(z) = -153/92*z^3 + 295/92*z + 1
*
[ -1/2 ] 
f(z) = -152/81*z^3 + 281/81*z + 1
*
[ -1/2 ] 
f(z) = -152/83*z^3 + 287/83*z + 1
*
[ -1/2 ] 
f(z) = -152/85*z^3 + 293/85*z + 1
*
[ -1/2 ] 
f(z) = -152/87*z^3 + 299/87*z + 1
*
[ -1/2 ] 
f(z) = -148/81*z^3 + 280/81*z + 1
*
[ -1/2 ] 
f(z) = -148/83*z^3 + 286/83*z + 1
*
[ -1/2 ] 
f(z) = -148/85*z^3 + 292/85*z + 1
*
[ -1/2 ] 
f(z) = -148/87*z^3 + 298/87*z + 1
*
[ -1/2 ] 
f(z) = -144/83*z^3 + 285/83*z + 1
*
[ -5/6 ] 
f(z) = -144/85*z^3 + 287/85*z + 1
*
[ -1/2 ] 
f(z) = -144/85*z^3 + 291/85*z + 1
*
[ -7/12 ] 
f(z) = -144/91*z^3 + 296/91*z + 1
*
[ 6/5 ] 
f(z) = -155/96*z^3 + 299/120*z + 1
*
[ 6/5 ] 
f(z) = -145/96*z^3 + 281/120*z + 1
*
6/5 | 0.23100830484545872626992921079251167653 | 0.029801850017942516954577173778672311911
f(z) = -155/88*z^3 + 281/165*z + 1
*
-4/9 | 0.16773524788324629720704402095428256571 | 0.023207399060588525203494309227123459098
f(z) = -153/80*z^3 + 293/180*z + 1
*
-5/7 | 0.17018079694136301680486953245582394961 | 0.027948684961674594148904585952944870315
f(z) = -147/80*z^3 + 289/240*z + 1
*
[ 6/7 ] 
f(z) = -147/82*z^3 + 283/246*z + 1
*
[ 6/7 ] 
f(z) = -147/86*z^3 + 281/258*z + 1
*
0 | 0.18066226257042058507446808936613294149 | 0.029292546333248443218619830282345362128
f(z) = -159/92*z^3 + 293/276*z + 1
*
0 | 0.18070551044686414351861379828924696949 | 0.029483444294557192709066767982525151574
f(z) = -153/88*z^3 + 283/264*z + 1
*
[ 13/15 ] 
f(z) = -150/91*z^3 + 296/273*z + 1
*
-5/21 | 0.14348173477602016301294943898240875161 | 0.023563914819315684891633636493725037579
f(z) = -147/88*z^3 + 289/264*z + 1
*
[ 2/3 ] 
f(z) = -153/104*z^3 + 2/13*z + 1
*
[ 3/4 ] 
f(z) = -160/117*z^3 + 17/39*z + 1
*
[ 2/3 ] 
f(z) = -159/104*z^3 + 7/39*z + 1
*
[ 2/3 ] 
f(z) = -153/112*z^3 + 3/28*z + 1
*
[ 5/7 ] 
f(z) = -147/100*z^3 + 7/20*z + 1
*
[ 2/3 ] 
f(z) = -147/104*z^3 + 5/39*z + 1
*
[ 2/3 ] 
f(z) = -141/104*z^3 + 4/39*z + 1
*
[ 2/3 ] 
f(z) = -153/100*z^3 + 9/50*z + 1
*
[ 2/3 ] 
f(z) = -153/116*z^3 + 5/58*z + 1
*
-5/21 | 0.065313726637970345638853079184987826715 | 0.010726432137384647279194751485049097156
f(z) = -147/100*z^3 + 17/60*z + 1
*
[ 2/3 ] 
f(z) = -159/112*z^3 + 11/84*z + 1
*
[ 2/3 ] 
f(z) = -141/112*z^3 + 5/84*z + 1
*
[ 2/3 ] 
f(z) = -155/104*z^3 + 19/117*z + 1
*
[ 2/3 ] 
f(z) = -153/106*z^3 + 15/106*z + 1
*
[ 2/3 ] 
f(z) = -153/110*z^3 + 13/110*z + 1
*
[ 2/3 ] 
f(z) = -153/118*z^3 + 9/118*z + 1
*
[ 2/3 ] 
f(z) = -151/104*z^3 + 17/117*z + 1
*
[ 2/3 ] 
f(z) = -149/104*z^3 + 16/117*z + 1
*
[ 2/3 ] 
f(z) = -145/104*z^3 + 14/117*z + 1
*
[ 2/3 ] 
f(z) = -141/100*z^3 + 19/150*z + 1
*
[ 2/3 ] 
f(z) = -159/116*z^3 + 19/174*z + 1
*
[ 2/3 ] 
f(z) = -147/116*z^3 + 11/174*z + 1
*
[ 2/3 ] 
f(z) = -141/116*z^3 + 7/174*z + 1
*
[ 2/3 ] 
f(z) = -144/109*z^3 + 19/218*z + 1
*
[ 2/3 ] 
f(z) = -144/113*z^3 + 15/226*z + 1
*
[ 2/3 ] 
f(z) = -144/115*z^3 + 13/230*z + 1
*
[ 2/3 ] 
f(z) = -144/119*z^3 + 9/238*z + 1
*
[ 2/3 ] 
f(z) = -145/112*z^3 + 19/252*z + 1
*
[ 2/3 ] 
f(z) = -143/112*z^3 + 17/252*z + 1
*
[ -6/5 ] 
f(z) = -155/108*z^3 + 39/10*z + 1
*
[ 10/7 ] 
f(z) = -147/100*z^3 + 33/10*z + 1
*
[ 6/5 ] 
f(z) = -145/108*z^3 + 21/10*z + 1
*
-2/3 | 0.12522086459097284557788335294334150518 | 0.024892636893193476722046951045673766629
f(z) = -153/112*z^3 + 31/28*z + 1
*
10/21 | 0.14677690644181456832649366075548792555 | 0.024105078783976495239886965445250994332
f(z) = -147/104*z^3 + 32/39*z + 1
*
[ 6/7 ] 
f(z) = -147/104*z^3 + 34/39*z + 1
*
-3/5 | 0.19425993817477450565546296118352762819 | 0.029495122258404133697487646044387346659
f(z) = -145/108*z^3 + 23/20*z + 1
*
[ 3/4 ] 
f(z) = -157/108*z^3 + 31/64*z + 1
*
[ 3/4 ] 
f(z) = -152/117*z^3 + 31/78*z + 1
*
[ 3/4 ] 
f(z) = -151/108*z^3 + 29/64*z + 1
*
[ 3/4 ] 
f(z) = -145/108*z^3 + 27/64*z + 1
*
[ 2/3 ] 
f(z) = -157/104*z^3 + 20/117*z + 1
*
[ 5/7 ] 
f(z) = -147/110*z^3 + 31/110*z + 1
*
[ 5/7 ] 
f(z) = -147/115*z^3 + 29/115*z + 1
*
[ 2/3 ] 
f(z) = -159/100*z^3 + 31/150*z + 1
*
[ 2/3 ] 
f(z) = -147/100*z^3 + 23/150*z + 1
*
[ 2/3 ] 
f(z) = -153/101*z^3 + 35/202*z + 1
*
[ 2/3 ] 
f(z) = -153/103*z^3 + 33/206*z + 1
*
[ 2/3 ] 
f(z) = -153/107*z^3 + 29/214*z + 1
*
[ 2/3 ] 
f(z) = -153/109*z^3 + 27/218*z + 1
*
[ 2/3 ] 
f(z) = -144/101*z^3 + 27/202*z + 1
*
[ 2/3 ] 
f(z) = -144/103*z^3 + 25/206*z + 1
*
[ 2/3 ] 
f(z) = -144/107*z^3 + 21/214*z + 1
*
[ 2/3 ] 
f(z) = -153/113*z^3 + 23/226*z + 1
*
[ 2/3 ] 
f(z) = -153/115*z^3 + 21/230*z + 1
*
[ 2/3 ] 
f(z) = -157/112*z^3 + 31/252*z + 1
*
[ 2/3 ] 
f(z) = -155/112*z^3 + 29/252*z + 1
*
[ 2/3 ] 
f(z) = -151/112*z^3 + 25/252*z + 1
*
[ 2/3 ] 
f(z) = -149/112*z^3 + 23/252*z + 1
*
[ 3 ] 
f(z) = -157/108*z^3 + 55/4*z + 1
*
[ -3 ] 
f(z) = -155/108*z^3 + 57/4*z + 1
*
[ 3/2 ] 
f(z) = -155/108*z^3 + 57/16*z + 1
*
[ -2/3 ] 
f(z) = -153/104*z^3 + 41/13*z + 1
*
[ 3 ] 
f(z) = -151/108*z^3 + 53/4*z + 1
*
[ -3 ] 
f(z) = -149/108*z^3 + 55/4*z + 1
*
[ 3/2 ] 
f(z) = -149/108*z^3 + 55/16*z + 1
*
[ -10/7 ] 
f(z) = -147/100*z^3 + 47/10*z + 1
*
[ 3 ] 
f(z) = -145/108*z^3 + 51/4*z + 1
*
[ -3 ] 
f(z) = -143/108*z^3 + 53/4*z + 1
*
[ 3/2 ] 
f(z) = -143/108*z^3 + 53/16*z + 1
*
10/7 | 0.15081447733511578394698411707035512986 | 0.024346885263868797961449423076044132874
f(z) = -147/100*z^3 + 49/30*z + 1
*
-2/3 | 0.18100559650514048190296661782036813544 | 0.029726434967661055963470237806719488787
f(z) = -147/104*z^3 + 44/39*z + 1
*
-6/7 | 0.18106852474391177871063699468283458399 | 0.029736769632630441462380655530443777624
f(z) = -147/104*z^3 + 47/39*z + 1
*
2/21 | 0.17525704253782722861145363791528511977 | 0.028464778416189368315925056289638953388
f(z) = -147/104*z^3 + 59/39*z + 1
*
-3/5 | 0.20480577586530197851845255024278202270 | 0.029021496755147601044392064621920375441
f(z) = -145/108*z^3 + 43/20*z + 1
*
5/21 | 0.17882877261002837007298148378166734100 | 0.029368936552123041868033357659418754714
f(z) = -147/100*z^3 + 53/60*z + 1
*
[ 3/4 ] 
f(z) = -160/111*z^3 + 53/111*z + 1
*
5/7 | 0.14315185811231319634670518980722356320 | 0.028685260370327131150893157311310707009
f(z) = -147/110*z^3 + 53/110*z + 1
*
[ 3/4 ] 
f(z) = -148/117*z^3 + 59/156*z + 1
*
[ 7/10 ] 
f(z) = -150/119*z^3 + 45/238*z + 1
*
-2 | 0.10805499710018289275269245305521173834 | 0.016963371548706024996147739819997632919
f(z) = -159/104*z^3 + 73/13*z + 1
*
-2 | 0.10781982300465274336482167149898872560 | 0.016963183879243513680938010036196027385
f(z) = -157/104*z^3 + 72/13*z + 1
*
[ -3/2 ] 
f(z) = -157/108*z^3 + 79/16*z + 1
*
-2 | 0.10758138627802976248368846290033617080 | 0.016962996949327228150008304805766552125
f(z) = -155/104*z^3 + 71/13*z + 1
*
-2 | 0.10733958778263103695207276751856797400 | 0.016962809751612817636581772823166343696
f(z) = -153/104*z^3 + 70/13*z + 1
*
-2 | 0.10709432343351703852105093616168472447 | 0.016962621120253810412774328083969593302
f(z) = -151/104*z^3 + 69/13*z + 1
*
[ -3/2 ] 
f(z) = -151/108*z^3 + 77/16*z + 1
*
-2 | 0.10684548383978173593918136210549975649 | 0.016962429708909400742318728895607089689
f(z) = -149/104*z^3 + 68/13*z + 1
*
[ -2/7 ] 
f(z) = -147/104*z^3 + 60/13*z + 1
*
-2 | 0.10659295391072672307105563957406603435 | 0.016962233965508389022234865295594290468
f(z) = -147/104*z^3 + 67/13*z + 1
*
-2 | 0.10633661242251151631838250314219527487 | 0.016962032103237340969379015826636650406
f(z) = -145/104*z^3 + 66/13*z + 1
*
[ 2 ] 
f(z) = -145/104*z^3 + 79/13*z + 1
*
[ -3/2 ] 
f(z) = -145/108*z^3 + 75/16*z + 1
*
-2 | 0.10581197628923073915419500120876358489 | 0.016961601495459307530539226726266651488
f(z) = -141/104*z^3 + 64/13*z + 1
*
[ 2 ] 
f(z) = -141/104*z^3 + 77/13*z + 1
*
[ 6/5 ] 
f(z) = -155/108*z^3 + 67/30*z + 1
*
[ 4/3 ] 
f(z) = -153/112*z^3 + 75/28*z + 1
*
[ -5/7 ] 
f(z) = -147/100*z^3 + 63/20*z + 1
*
[ -3/5 ] 
f(z) = -145/108*z^3 + 63/20*z + 1
*
[ -6/11 ] 
f(z) = -143/108*z^3 + 71/22*z + 1
*
[ 12/11 ] 
f(z) = -143/108*z^3 + 73/44*z + 1
*
[ 20/21 ] 
f(z) = -147/100*z^3 + 77/60*z + 1
*
[ 5/6 ] 
f(z) = -153/100*z^3 + 69/80*z + 1
*
[ 6/7 ] 
f(z) = -143/108*z^3 + 79/98*z + 1
*
[ 5/6 ] 
f(z) = -144/115*z^3 + 77/115*z + 1
*
[ 10/13 ] 
f(z) = -143/100*z^3 + 71/130*z + 1
*
[ 3/4 ] 
f(z) = -143/108*z^3 + 79/192*z + 1
*
[ 2 ] 
f(z) = -159/104*z^3 + 86/13*z + 1
*
[ -2 ] 
f(z) = -159/104*z^3 + 99/13*z + 1
*
[ 2 ] 
f(z) = -157/104*z^3 + 85/13*z + 1
*
[ -2 ] 
f(z) = -157/104*z^3 + 98/13*z + 1
*
[ 2 ] 
f(z) = -155/104*z^3 + 84/13*z + 1
*
[ -2 ] 
f(z) = -155/104*z^3 + 97/13*z + 1
*
[ 2 ] 
f(z) = -153/104*z^3 + 83/13*z + 1
*
[ -2 ] 
f(z) = -153/104*z^3 + 96/13*z + 1
*
[ 2 ] 
f(z) = -151/104*z^3 + 82/13*z + 1
*
[ -2 ] 
f(z) = -151/104*z^3 + 95/13*z + 1
*
[ 2 ] 
f(z) = -149/104*z^3 + 81/13*z + 1
*
[ -2 ] 
f(z) = -149/104*z^3 + 94/13*z + 1
*
[ 2 ] 
f(z) = -147/104*z^3 + 80/13*z + 1
*
[ -2 ] 
f(z) = -147/104*z^3 + 93/13*z + 1
*
[ -2 ] 
f(z) = -145/104*z^3 + 92/13*z + 1
*
[ -6 ] 
f(z) = -145/108*z^3 + 99/2*z + 1
*
[ 6 ] 
f(z) = -143/108*z^3 + 97/2*z + 1
*
[ -2 ] 
f(z) = -141/104*z^3 + 90/13*z + 1
*
[ 5/3 ] 
f(z) = -153/100*z^3 + 93/20*z + 1
*
[ -2/3 ] 
f(z) = -153/112*z^3 + 87/28*z + 1
*
10/7 | 0.14324569804364922404628106855750529834 | 0.022169218223169282185303109866885084163
f(z) = -147/104*z^3 + 80/39*z + 1
*
-6/7 | 0.17885150323025847318236006503504695593 | 0.027373321615767080990513014827597931148
f(z) = -147/104*z^3 + 86/39*z + 1
*
[ 26/21 ] 
f(z) = -147/104*z^3 + 92/39*z + 1
*
2/21 | 0.16318085759933662957660893623255377627 | 0.024485420552827465271071388503983162439
f(z) = -147/104*z^3 + 98/39*z + 1
*
-2/3 | 0.10810796353366033554311214231833747898 | 0.017528605508128759424662390171632664441
f(z) = -159/112*z^3 + 95/84*z + 1
*
[ 6/7 ] 
f(z) = -155/108*z^3 + 87/98*z + 1
*
[ 6/7 ] 
f(z) = -149/108*z^3 + 83/98*z + 1
*
-2/3 | 0.10831844615898781402179033288753191002 | 0.017911655335900056066396263798258390438
f(z) = -141/112*z^3 + 89/84*z + 1
*
[ 4/5 ] 
f(z) = -155/112*z^3 + 89/140*z + 1
*
[ 4/5 ] 
f(z) = -145/112*z^3 + 81/140*z + 1
*
[ 3/4 ] 
f(z) = -155/108*z^3 + 91/192*z + 1
*
[ 3/4 ] 
f(z) = -149/108*z^3 + 85/192*z + 1
*
[ 3/4 ] 
f(z) = -152/111*z^3 + 97/222*z + 1
*
[ -6 ] 
f(z) = -157/108*z^3 + 107/2*z + 1
*
[ 6 ] 
f(z) = -155/108*z^3 + 105/2*z + 1
*
[ -6 ] 
f(z) = -151/108*z^3 + 103/2*z + 1
*
[ 6 ] 
f(z) = -149/108*z^3 + 101/2*z + 1
*
[ -5/3 ] 
f(z) = -153/100*z^3 + 117/20*z + 1
*
[ -4/3 ] 
f(z) = -153/112*z^3 + 117/28*z + 1
*
[ -10/21 ] 
f(z) = -147/100*z^3 + 103/30*z + 1
*
[ -6/5 ] 
f(z) = -145/108*z^3 + 113/30*z + 1
*
[ 6/5 ] 
f(z) = -157/108*z^3 + 113/50*z + 1
*
[ 6/5 ] 
f(z) = -151/108*z^3 + 109/50*z + 1
*
[ 10/11 ] 
f(z) = -143/100*z^3 + 119/110*z + 1
*
[ 3/4 ] 
f(z) = -152/105*z^3 + 101/210*z + 1
*
[ -3/4 ] 
f(z) = -160/117*z^3 + 121/39*z + 1
*
[ 3/2 ] 
f(z) = -160/117*z^3 + 133/39*z + 1
*
[ -2/3 ] 
f(z) = -159/104*z^3 + 124/39*z + 1
*
-2 | 0.10732648020079749859898994332704333779 | 0.016979973826666365760106963205329663292
f(z) = -153/112*z^3 + 139/28*z + 1
*
[ 3/2 ] 
f(z) = -152/117*z^3 + 127/39*z + 1
*
-2 | 0.10707934668979490953075627729468005361 | 0.016979808495105677711531134274412907409
f(z) = -151/112*z^3 + 137/28*z + 1
*
-2 | 0.10682852683742185160348621833909436364 | 0.016979631705187207747486395740985492569
f(z) = -149/112*z^3 + 135/28*z + 1
*
[ 3/2 ] 
f(z) = -148/117*z^3 + 124/39*z + 1
*
-10/7 | 0.20456577785207498077230173373384121164 | 0.028818674619012785614534434248152978441
f(z) = -147/100*z^3 + 121/30*z + 1
*
[ -2/3 ] 
f(z) = -147/104*z^3 + 122/39*z + 1
*
[ -6/7 ] 
f(z) = -147/104*z^3 + 125/39*z + 1
*
-2 | 0.10631532722454006638341247685725026475 | 0.016979233157932118183834067057877412385
f(z) = -145/112*z^3 + 131/28*z + 1
*
-2 | 0.10605267906161271156131364003475885918 | 0.016979005169700498293714789769641230011
f(z) = -143/112*z^3 + 129/28*z + 1
*
[ -2/3 ] 
f(z) = -141/104*z^3 + 121/39*z + 1
*
-2 | 0.10578580652925327480398112637506960145 | 0.016978753154038783474710972598661761811
f(z) = -141/112*z^3 + 127/28*z + 1
*
-3/5 | 0.20436689208113909171728676362722808711 | 0.028896309489909115164856278568762824672
f(z) = -155/108*z^3 + 131/60*z + 1
*
[ 6/7 ] 
f(z) = -147/100*z^3 + 137/150*z + 1
*
[ 6/7 ] 
f(z) = -147/116*z^3 + 133/174*z + 1
*
[ 3 ] 
f(z) = -149/108*z^3 + 157/12*z + 1
*
[ 3 ] 
f(z) = -143/108*z^3 + 151/12*z + 1
*
-2 | 0.10804690382184640439616490666636594525 | 0.016980422224086644136689137845404290838
f(z) = -159/112*z^3 + 145/28*z + 1
*
-2 | 0.10781015044352663390304315371326820831 | 0.016980278836217016071536267037112385784
f(z) = -157/112*z^3 + 143/28*z + 1
*
-2 | 0.10757004442183138795143234285127890967 | 0.016980129948594229198410477579435411746
f(z) = -155/112*z^3 + 141/28*z + 1
*
[ -26/21 ] 
f(z) = -147/104*z^3 + 155/39*z + 1
*
[ 2 ] 
f(z) = -145/112*z^3 + 159/28*z + 1
*
[ 2 ] 
f(z) = -143/112*z^3 + 157/28*z + 1
*
[ 2 ] 
f(z) = -141/112*z^3 + 155/28*z + 1
*
[ -2/3 ] 
f(z) = -153/100*z^3 + 159/50*z + 1
*
[ 4/3 ] 
f(z) = -153/104*z^3 + 149/52*z + 1
*
-4/5 | 0.18925506149406126157425302669003866930 | 0.028447160366753665647827658143435055191
f(z) = -155/112*z^3 + 159/140*z + 1
*
-4/5 | 0.11804222714743523387831051618685180177 | 0.017922737719783870368200242969196746574
f(z) = -145/112*z^3 + 151/140*z + 1
*
[ 24/31 ] 
f(z) = -155/108*z^3 + 141/248*z + 1
*
[ -3 ] 
f(z) = -157/108*z^3 + 173/12*z + 1
*
[ 3 ] 
f(z) = -155/108*z^3 + 163/12*z + 1
*
[ 10/3 ] 
f(z) = -153/100*z^3 + 177/10*z + 1
*
[ -3 ] 
f(z) = -151/108*z^3 + 167/12*z + 1
*
[ -3 ] 
f(z) = -145/108*z^3 + 161/12*z + 1
*
[ 2 ] 
f(z) = -159/112*z^3 + 173/28*z + 1
*
[ 2 ] 
f(z) = -157/112*z^3 + 171/28*z + 1
*
[ 12/5 ] 
f(z) = -155/108*z^3 + 177/20*z + 1
*
[ 2 ] 
f(z) = -155/112*z^3 + 169/28*z + 1
*
[ 2 ] 
f(z) = -153/112*z^3 + 167/28*z + 1
*
[ -3/2 ] 
f(z) = -152/117*z^3 + 179/39*z + 1
*
[ 2 ] 
f(z) = -151/112*z^3 + 165/28*z + 1
*
[ 2 ] 
f(z) = -149/112*z^3 + 163/28*z + 1
*
[ -3/2 ] 
f(z) = -148/117*z^3 + 176/39*z + 1
*
[ 3/2 ] 
f(z) = -157/108*z^3 + 173/48*z + 1
*
[ -2/3 ] 
f(z) = -153/116*z^3 + 179/58*z + 1
*
[ 3/2 ] 
f(z) = -151/108*z^3 + 167/48*z + 1
*
[ -4/7 ] 
f(z) = -147/104*z^3 + 167/52*z + 1
*
[ 3/2 ] 
f(z) = -145/108*z^3 + 161/48*z + 1
*
[ -12/13 ] 
f(z) = -143/108*z^3 + 167/52*z + 1
*
-3/13 | 0.23218786158215846643347430898399821026 | 0.027406542595467069535412774394924409107
f(z) = -143/108*z^3 + 177/52*z + 1
*
5/21 | 0.18017760687034971150601459934970246849 | 0.026642734518017538780967326939596047851
f(z) = -147/100*z^3 + 173/60*z + 1
*
[ 10/9 ] 
f(z) = -153/100*z^3 + 179/90*z + 1
*
-4/3 | 0.17911010561168432617550231139482655204 | 0.027537234026685949424434443127296264170
f(z) = -141/112*z^3 + 167/84*z + 1
*
[ 12/13 ] 
f(z) = -143/108*z^3 + 163/156*z + 1
*
[ 24/29 ] 
f(z) = -145/108*z^3 + 165/232*z + 1
*
[ 4/5 ] 
f(z) = -145/104*z^3 + 167/260*z + 1
*
[ -10/3 ] 
f(z) = -153/100*z^3 + 183/10*z + 1
*
[ -3/2 ] 
f(z) = -160/117*z^3 + 185/39*z + 1
*
[ -2 ] 
f(z) = -157/112*z^3 + 199/28*z + 1
*
[ -2 ] 
f(z) = -155/112*z^3 + 197/28*z + 1
*
[ -2 ] 
f(z) = -153/112*z^3 + 195/28*z + 1
*
[ -2 ] 
f(z) = -151/112*z^3 + 193/28*z + 1
*
[ -2 ] 
f(z) = -149/112*z^3 + 191/28*z + 1
*
[ -12/5 ] 
f(z) = -145/108*z^3 + 183/20*z + 1
*
[ -2 ] 
f(z) = -145/112*z^3 + 187/28*z + 1
*
[ -2 ] 
f(z) = -143/112*z^3 + 185/28*z + 1
*
[ -2 ] 
f(z) = -141/112*z^3 + 183/28*z + 1
*
[ -6/5 ] 
f(z) = -149/108*z^3 + 191/50*z + 1
*
[ -6/5 ] 
f(z) = -143/108*z^3 + 187/50*z + 1
*
[ -3/5 ] 
f(z) = -155/108*z^3 + 191/60*z + 1
*
[ -3/4 ] 
f(z) = -149/108*z^3 + 199/64*z + 1
*
-5/21 | 0.17951515587444985918272305326997686465 | 0.026044463823876303064733175639447720253
f(z) = -147/100*z^3 + 197/60*z + 1
*
[ -3/4 ] 
f(z) = -143/108*z^3 + 197/64*z + 1
*
-4/3 | 0.13468338641910153123621595680880161432 | 0.020288018545037886697219615364738495083
f(z) = -159/112*z^3 + 191/84*z + 1
*
0 | 0.16103511196138175081788264187914946867 | 0.026628940173280083731681086252361826702
f(z) = -141/110*z^3 + 184/165*z + 1
*
1/2 | 0.13791221093355313297377651760103732293 | 0.024123061516674260727232277110744430757
f(z) = -152/105*z^3 + 181/210*z + 1
*
[ 5/6 ] 
f(z) = -147/100*z^3 + 197/240*z + 1
*
[ 5/6 ] 
f(z) = -141/100*z^3 + 187/240*z + 1
*
[ 4/5 ] 
f(z) = -155/104*z^3 + 183/260*z + 1
*
[ -2 ] 
f(z) = -159/112*z^3 + 201/28*z + 1
*
[ -3/4 ] 
f(z) = -155/108*z^3 + 201/64*z + 1
*
[ -20/21 ] 
f(z) = -147/100*z^3 + 203/60*z + 1
*
[ 10/7 ] 
f(z) = -147/104*z^3 + 207/65*z + 1
*
-5/3 | 0.20035791601074789408324852289960410109 | 0.028781697357701118524408121019045091793
f(z) = -141/100*z^3 + 211/60*z + 1
*
[ 4/3 ] 
f(z) = -141/112*z^3 + 209/84*z + 1
*
-1/3 | 0.15792179852961997107540189684537059214 | 0.029354054204341487947917101855111363180
f(z) = -153/100*z^3 + 217/100*z + 1
*
[ 8/7 ] 
f(z) = -147/104*z^3 + 205/104*z + 1
*
[ 7/6 ] 
f(z) = -144/119*z^3 + 213/119*z + 1
*
0 | 0.16013179216715666146372125187566333015 | 0.025963739603084871756627347358760369932
f(z) = -159/110*z^3 + 211/165*z + 1
*
0 | 0.16127144525362069070567540071020366570 | 0.026312632418788357146168877440645706393
f(z) = -153/110*z^3 + 202/165*z + 1
*
[ 7/8 ] 
f(z) = -160/119*z^3 + 211/238*z + 1
*
[ 5/6 ] 
f(z) = -159/100*z^3 + 217/240*z + 1
*
[ -3/2 ] 
f(z) = -155/108*z^3 + 235/48*z + 1
*
[ -4/3 ] 
f(z) = -153/104*z^3 + 227/52*z + 1
*
[ -3/2 ] 
f(z) = -149/108*z^3 + 229/48*z + 1
*
[ -2/7 ] 
f(z) = -147/100*z^3 + 231/50*z + 1
*
[ -3/2 ] 
f(z) = -143/108*z^3 + 223/48*z + 1
*
[ -3/4 ] 
f(z) = -152/117*z^3 + 239/78*z + 1
*
-5/3 | 0.20322629900628604544979844481353203117 | 0.029000839260398287207710288435801710496
f(z) = -147/100*z^3 + 221/60*z + 1
*
[ 3/2 ] 
f(z) = -142/117*z^3 + 239/78*z + 1
*
[ 4/3 ] 
f(z) = -159/112*z^3 + 233/84*z + 1
*
-2/3 | 0.14901562418503188516610655528386253714 | 0.027337107498765844424382934435091683615
f(z) = -153/110*z^3 + 233/110*z + 1
*
-1/3 | 0.16006282970678092764636430967224093664 | 0.029272324293337600245730188178640804361
f(z) = -153/110*z^3 + 237/110*z + 1
*
-2/5 | 0.18525593134237972238775212959928383228 | 0.026994385302454741604971629291638060207
f(z) = -145/112*z^3 + 239/140*z + 1
*
15/13 | 0.26424879547439317529147720781754037382 | 0.028920005354126431953381175763278160177
f(z) = -143/108*z^3 + 233/260*z + 1
*
[ 20/7 ] 
f(z) = -147/100*z^3 + 253/20*z + 1
*
-2 | 0.092502786315827060544593269475184862257 | 0.014800504438860076428391196110877724855
f(z) = -143/108*z^3 + 259/54*z + 1
*
-2 | 0.10603658172524608473477816807543794696 | 0.016986989605459778404824124177690176899
f(z) = -143/116*z^3 + 257/58*z + 1
*
-2 | 0.10582078785365178803634817369365034868 | 0.016952419571288057437855371565906743681
f(z) = -141/100*z^3 + 257/50*z + 1
*
-2 | 0.10576827523674032029620344348299507942 | 0.016986694346223761227213857599970354872
f(z) = -141/116*z^3 + 253/58*z + 1
*
-5/3 | 0.20824486765150019628267808131081225164 | 0.029354098387527349493225310603510506629
f(z) = -159/100*z^3 + 241/60*z + 1
*
[ -2/5 ] 
f(z) = -155/104*z^3 + 243/65*z + 1
*
[ 3/2 ] 
f(z) = -154/117*z^3 + 257/78*z + 1
*
[ 3/2 ] 
f(z) = -146/117*z^3 + 245/78*z + 1
*
[ -2/5 ] 
f(z) = -145/104*z^3 + 242/65*z + 1
*
[ 5/3 ] 
f(z) = -141/100*z^3 + 259/60*z + 1
*
[ -2/3 ] 
f(z) = -141/112*z^3 + 257/84*z + 1
*
-1 | 0.10262032906507422642740354159307998157 | 0.018467429246620982058430142751814993694
f(z) = -159/100*z^3 + 259/100*z + 1
*
-1 | 0.11095954455577597766333996907810149465 | 0.019968144294505913261583679436373622127
f(z) = -158/101*z^3 + 259/101*z + 1
*
-1 | 0.10230726823216781007625022627360078095 | 0.018436811221718835537251752654292826374
f(z) = -157/100*z^3 + 257/100*z + 1
*
-1 | 0.11080165728006662722666078586043693572 | 0.019953622133489855666637482237293974124
f(z) = -157/101*z^3 + 258/101*z + 1
*
-1 | 0.077559214610745498286291231262728721897 | 0.013957461657905655139499189035650701692
f(z) = -157/102*z^3 + 259/102*z + 1
*
-1 | 0.11064232949070338519291094322147690374 | 0.019938874111291372650719428939598667665
f(z) = -156/101*z^3 + 257/101*z + 1
*
-1 | 0.11051374312898808922079077430420628601 | 0.019887918413510858408417440826418036220
f(z) = -156/103*z^3 + 259/103*z + 1
*
-1 | 0.11048153311995840704561673673244493192 | 0.019923894992746719872959864451906172462
f(z) = -155/101*z^3 + 256/101*z + 1
*
-1 | 0.077236027998059163964832475927548073176 | 0.013918718506725533588831984749424346677
f(z) = -155/102*z^3 + 257/102*z + 1
*
-1 | 0.11035154505716600515524421457628174972 | 0.019872564056978215502730899212127846573
f(z) = -155/103*z^3 + 258/103*z + 1
*
-1 | 0.10172851218701085269538232586847531036 | 0.018306938969045142426124225373533972945
f(z) = -155/104*z^3 + 259/104*z + 1
*
-1 | 0.11031923923130897432073304096899525808 | 0.019908679371097286254615784232520440999
f(z) = -154/101*z^3 + 255/101*z + 1
*
-1 | 0.11018781790564181480332591630343690214 | 0.019856966496742931531993276875293094909
f(z) = -154/103*z^3 + 257/103*z + 1
*
-1 | 0.10166380532216462680098827591942046792 | 0.018372790407989810748737627317534649780
f(z) = -153/100*z^3 + 253/100*z + 1
*
-1 | 0.11015541798186049904485188007388130796 | 0.019893221660459990919499739442910501185
f(z) = -153/101*z^3 + 254/101*z + 1
*
-1 | 0.11002253073967268234679889248796566982 | 0.019841119935522414232240475514152249068
f(z) = -153/103*z^3 + 256/103*z + 1
*
-1 | 0.10139801647433379807577896929855758588 | 0.018272954798789435226189491698944710478
f(z) = -153/104*z^3 + 257/104*z + 1
*
-1 | 0.096984265695157165410096782266268704550 | 0.017453170157202028647967289205846993465
f(z) = -153/106*z^3 + 259/106*z + 1
*
-1 | 0.10999003858266055819576017812903801271 | 0.019877516087875154293296144428936081905
f(z) = -152/101*z^3 + 253/101*z + 1
*
-1 | 0.10985565162708798789293713695520146608 | 0.019825018379259777046367504115808067271
f(z) = -152/103*z^3 + 255/103*z + 1
*
-1 | 0.089375709901979276195404843043449697435 | 0.016106412767571001754073113815262141263
f(z) = -152/105*z^3 + 257/105*z + 1
*
-1 | 0.10958106615617152564623348142174008212 | 0.019720075003122647231229755079358284365
f(z) = -152/107*z^3 + 259/107*z + 1
*
-1 | 0.10133294072976741436146373832790647992 | 0.018339300297377954031606243239083997299
f(z) = -151/100*z^3 + 251/100*z + 1
*
-1 | 0.10982306925675750097738449959132386866 | 0.019861556684902619491859333546504439265
f(z) = -151/101*z^3 + 252/101*z + 1
*
-1 | 0.076575652589317156243134823122343951281 | 0.013838832915216816067791618732160316792
f(z) = -151/102*z^3 + 253/102*z + 1
*
-1 | 0.10968714759326971174721570871195197782 | 0.019808655628140089482636678686537664215
f(z) = -151/103*z^3 + 254/103*z + 1
*
-1 | 0.10106108197982040774525715374539724914 | 0.018237912915750164971886950755288553857
f(z) = -151/104*z^3 + 255/104*z + 1
*
-1 | 0.089205624452559857001124845171313297006 | 0.016087064002138919608456189353154573067
f(z) = -151/105*z^3 + 256/105*z + 1
*
-1 | 0.096643505310405232214359595554908255530 | 0.017416143486205253435586703792661539001
f(z) = -151/106*z^3 + 257/106*z + 1
*
-1 | 0.10940935026789128289862568883510019270 | 0.019702889710376965789342639953668173155
f(z) = -151/107*z^3 + 258/107*z + 1
*
-1 | 0.087218125143091761303716023713765216824 | 0.015695667415776831149139952364133831728
f(z) = -151/108*z^3 + 259/108*z + 1
*
-1 | 0.10965447719484498147350113396892644665 | 0.019845337278734478386911285473649509982
f(z) = -150/101*z^3 + 251/101*z + 1
*
-1 | 0.10951698457349298302106160630637044504 | 0.019792025267080545722507794284837893780
f(z) = -150/103*z^3 + 253/103*z + 1
*
-1 | 0.10923589759172514195522309359444397899 | 0.019685420765642247327840858722007053061
f(z) = -150/107*z^3 + 257/107*z + 1
*
-1 | 0.10909216542658598435820052856223810634 | 0.019632093024166830377410426434363887967
f(z) = -150/109*z^3 + 259/109*z + 1
*
-1 | 0.10099565418582085887012050742754477343 | 0.018304760562710655762749925720195037351
f(z) = -149/100*z^3 + 249/100*z + 1
*
-1 | 0.10948422850832038900005370278107981381 | 0.019828851482790099505503489739499082426
f(z) = -149/101*z^3 + 250/101*z + 1
*
-1 | 0.076235886275923830394150963680310786417 | 0.013797219362057004247993067960701931269
f(z) = -149/102*z^3 + 251/102*z + 1
*
-1 | 0.10934512736243501404177664880060463343 | 0.019775120655656498962723743555160123282
f(z) = -149/103*z^3 + 252/103*z + 1
*
-1 | 0.10071743530406989946303890971641306095 | 0.018201761417526976319281233182605199831
f(z) = -149/104*z^3 + 253/104*z + 1
*
-1 | 0.088860326052082474909871561325744375686 | 0.016047491765370249997842800614475004514
f(z) = -149/105*z^3 + 254/105*z + 1
*
-1 | 0.096296529271585552910340336098841891229 | 0.017378081458645441567011063430692491129
f(z) = -149/106*z^3 + 255/106*z + 1
*
-1 | 0.10906067002154681494105211906757372522 | 0.019667660974514153484320553930954011551
f(z) = -149/107*z^3 + 256/107*z + 1
*
-1 | 0.086867713441712732848314022530171050923 | 0.015654446274068885628841033007447573899
f(z) = -149/108*z^3 + 257/108*z + 1
*
-1 | 0.10891517072858679863525229566425547853 | 0.019613895808702196111614189386567301752
f(z) = -149/109*z^3 + 258/109*z + 1
*
-1 | 0.096005511382753613854510187313836529586 | 0.017277034724984929827113398379861708158
f(z) = -149/110*z^3 + 259/110*z + 1
*
-1 | 0.10931228817957044398135384926458702149 | 0.019812092686756235724335538493335747357
f(z) = -148/101*z^3 + 249/101*z + 1
*
-1 | 0.10917153956064391170156997049050433840 | 0.019757934917422003990847530549648708425
f(z) = -148/103*z^3 + 251/103*z + 1
*
-1 | 0.088685038618945179936946305457009913722 | 0.016027253964249593479651182580370029704
f(z) = -148/105*z^3 + 253/105*z + 1
*
-1 | 0.10888362810966890440843538930030969297 | 0.019649602878896440134770123809515091824
f(z) = -148/107*z^3 + 255/107*z + 1
*
-1 | 0.10873631660935594524569163519748957090 | 0.019595391186893259958901749950208143419
f(z) = -148/109*z^3 + 257/109*z + 1
*
-1 | 0.10065167511361595201814615890736522788 | 0.018269119721413546304237590275271698270
f(z) = -147/100*z^3 + 247/100*z + 1
*
-1 | 0.10913862000928104688316177853041257758 | 0.019795054046031778684497723351559745702
f(z) = -147/101*z^3 + 248/101*z + 1
*
-1 | 0.10899618351774041006419989730245026524 | 0.019740460928579867739815934591076009593
f(z) = -147/103*z^3 + 250/103*z + 1
*
-1 | 0.10036678425191514791081970766079955509 | 0.018164444681287216153723025556263560622
f(z) = -147/104*z^3 + 251/104*z + 1
*
-1 | 0.095943033484505087146494740340168410848 | 0.017338926471732702884588395845228026480
f(z) = -147/106*z^3 + 253/106*z + 1
*
-1 | 0.10870473100046787945843767464560935820 | 0.019631238743872635959576286370712231244
f(z) = -147/107*z^3 + 254/107*z + 1
*
-1 | 0.10855556044045942602737479314940103292 | 0.019576571088546618768494696970842550125
f(z) = -147/109*z^3 + 256/109*z + 1
*
-1 | 0.095644671473943354196589838224939587224 | 0.017236143460763047148604017041766694371
f(z) = -147/110*z^3 + 257/110*z + 1
*
-1 | 0.10896318656055064024887719565892637077 | 0.019777728470533190198314964461914683456
f(z) = -146/101*z^3 + 247/101*z + 1
*
-1 | 0.10881902027210520101721994094138528407 | 0.019722691305952186996541141733680048585
f(z) = -146/103*z^3 + 249/103*z + 1
*
-1 | 0.088327957607497659285283407162878095534 | 0.015985650150406793318040435906389122300
f(z) = -146/105*z^3 + 251/105*z + 1
*
-1 | 0.10852393635972941103571317652780553078 | 0.019612560543733927081649767599511854232
f(z) = -146/107*z^3 + 253/107*z + 1
*
-1 | 0.10837285801962044451403234925385908594 | 0.019557427134883193270421298470357736110
f(z) = -146/109*z^3 + 255/109*z + 1
*
-1 | 0.087874635561485610057645125327199578611 | 0.015835903890502323011592580038671272514
f(z) = -146/111*z^3 + 257/111*z + 1
*
-1 | 0.10806319308231134472518651945910254264 | 0.019446920416188038282917295101185653690
f(z) = -146/113*z^3 + 259/113*z + 1
*
-1 | 0.10878594909956667500489878674553127997 | 0.019760108612812740389828362836585941686
f(z) = -145/101*z^3 + 246/101*z + 1
*
-1 | 0.075533562434119118475948629174838611558 | 0.013709972472252601872994776538979781701
f(z) = -145/102*z^3 + 247/102*z + 1
*
-1 | 0.10864000948678201938841579587613793097 | 0.019704618394197908548492347756177111082
f(z) = -145/103*z^3 + 248/103*z + 1
*
-1 | 0.10000881599484367534147481145751401429 | 0.018125902997545124885848708909824701116
f(z) = -145/104*z^3 + 249/104*z + 1
*
-1 | 0.095580735545844388030523220987199952997 | 0.017298262531372318284676577736927656675
f(z) = -145/106*z^3 + 251/106*z + 1
*
-1 | 0.10834120029937078927942825191706013058 | 0.019593559947095888321076856340477804630
f(z) = -145/107*z^3 + 252/107*z + 1
*
-1 | 0.086144506430754291716740844131775780784 | 0.015568126300569602125590498001800095268
f(z) = -145/108*z^3 + 253/108*z + 1
*
-1 | 0.10818816348887748142012384116102848609 | 0.019537950622426333394263288322326126769
f(z) = -145/109*z^3 + 254/109*z + 1
*
-1 | 0.087688947525525273552269061377815191884 | 0.015813551216980981391074792337797247966
f(z) = -145/111*z^3 + 256/111*z + 1
*
-1 | 0.099396442011647034810690919647528507266 | 0.017912250704618674200696975792283911946
f(z) = -145/112*z^3 + 257/112*z + 1
*
-1 | 0.10787437173329526060735741338948971649 | 0.019426464407595352042284726031427684648
f(z) = -145/113*z^3 + 258/113*z + 1
*
-1 | 0.074613513509610794789061937274807920699 | 0.013427356880786859346249524979347639039
f(z) = -145/114*z^3 + 259/114*z + 1
*
-1 | 0.10860686753258304147753839692139237263 | 0.019742186855437374490769714626589226972
f(z) = -144/101*z^3 + 245/101*z + 1
*
-1 | 0.10845910938130170136123153377161687623 | 0.019686234252219028035219114989095880589
f(z) = -144/103*z^3 + 247/103*z + 1
*
-1 | 0.10815647729716387841589625558067132339 | 0.019574228301030202755049956690375882383
f(z) = -144/107*z^3 + 251/107*z + 1
*
-1 | 0.10800142924718354833346323974639089973 | 0.019518132505799799934243383828066000474
f(z) = -144/109*z^3 + 253/109*z + 1
*
-1 | 0.10768339617356621446967370046360734494 | 0.019405644205651496627957156315700277337
f(z) = -144/113*z^3 + 257/113*z + 1
*
[ 5/4 ] 
f(z) = -144/115*z^3 + 248/115*z + 1
*
-1 | 0.10752020513657773022297062173862695542 | 0.019349204967787508969265565294698082873
f(z) = -144/115*z^3 + 259/115*z + 1
*
-1 | 0.099942463245273458822360615176192990235 | 0.018194310090311766897772521507802938170
f(z) = -143/100*z^3 + 243/100*z + 1
*
-1 | 0.10842590033891228225692520319889057728 | 0.019723955297571265745191456698174046687
f(z) = -143/101*z^3 + 244/101*z + 1
*
-1 | 0.075172338889735183655479821918446614989 | 0.013664571996574529548040720060912794579
f(z) = -143/102*z^3 + 245/102*z + 1
*
-1 | 0.10827627665910477848965737393225663322 | 0.019667530638691590526028508072761488489
f(z) = -143/103*z^3 + 246/103*z + 1
*
-1 | 0.087780607587143806151554957769261928569 | 0.015921237333157163794546153485426680218
f(z) = -143/105*z^3 + 248/105*z + 1
*
-1 | 0.095211241750042344389856878760332207498 | 0.017256376001152393899304267056633322871
f(z) = -143/106*z^3 + 249/106*z + 1
*
-1 | 0.10796972011104497398800732758649942113 | 0.019554556614130268468272583285090750366
f(z) = -143/107*z^3 + 250/107*z + 1
*
-1 | 0.085771005287010924515196341554695403650 | 0.015522891287259456572852854620096488750
f(z) = -143/108*z^3 + 251/108*z + 1
*
-1 | 0.10781260585697536622809207366288919834 | 0.019497963379343660858874072472858635764
f(z) = -143/109*z^3 + 252/109*z + 1
*
-1 | 0.087308132631346153100482537511258074181 | 0.015767177566174890903202899532523622990
f(z) = -143/111*z^3 + 254/111*z + 1
*
-1 | 0.099014491438307176535069585416429466059 | 0.017868576477438834182873223945663700202
f(z) = -143/112*z^3 + 255/112*z + 1
*
-1 | 0.10749021205132800557853610816256109025 | 0.019384449483819250528029469588005104709
f(z) = -143/113*z^3 + 256/113*z + 1
*
-1 | 0.074227755863649298030022676894126172208 | 0.013376597243944781951320107654022299184
f(z) = -143/114*z^3 + 257/114*z + 1
*
-1 | 0.10732471731154634161460520924123612707 | 0.019327480358937508691991249487677901155
f(z) = -143/115*z^3 + 258/115*z + 1
*
-1 | 0.098683472547503392832021604408738660616 | 0.017758957349729725922969621279819815452
f(z) = -143/116*z^3 + 259/116*z + 1
*
-1 | 0.10824300449961976238248652375752846608 | 0.019705405740699834524570914341444252542
f(z) = -142/101*z^3 + 243/101*z + 1
*
-1 | 0.10809146643020944900082259943346077090 | 0.019648498996651600795576087152890639358
f(z) = -142/103*z^3 + 245/103*z + 1
*
-1 | 0.087593817062414649020850791525295965918 | 0.015899009419986987402137603149362203745
f(z) = -142/105*z^3 + 247/105*z + 1
*
-1 | 0.10778087968755649857845561890971930461 | 0.019534535538421504842293173769887192951
f(z) = -142/107*z^3 + 249/107*z + 1
*
-1 | 0.10762164194419271920804191045548440965 | 0.019477433457446719434172288166679492711
f(z) = -142/109*z^3 + 251/109*z + 1
*
-1 | 0.087116000944965424520746984603823149307 | 0.015743695816539919526914847322751456357
f(z) = -142/111*z^3 + 253/111*z + 1
*
-1 | 0.10729476278859794248839328312216199926 | 0.019362869481698755350599804133419973893
f(z) = -142/113*z^3 + 255/113*z + 1
*
-1 | 0.10712689644868603006778225793684439525 | 0.019305357290070180988972053201891536136
f(z) = -142/115*z^3 + 257/115*z + 1
*
-1 | 0.093392802440867137462166929245122409083 | 0.016806854810674716694672359774296674258
f(z) = -142/117*z^3 + 259/117*z + 1
*
-1 | 0.099576589899823596317344232159754349841 | 0.018155018518880823949051414762892947720
f(z) = -141/100*z^3 + 241/100*z + 1
*
-1 | 0.10805813542157740592718089087288345539 | 0.019686529673427159321458339665209073342
f(z) = -141/101*z^3 + 242/101*z + 1
*
-1 | 0.10790463212873758773003079809662763267 | 0.019629130437059216980175046023109123670
f(z) = -141/103*z^3 + 244/103*z + 1
*
-1 | 0.099269560660581530739571561369380283781 | 0.018044882981551959554677046704065550420
f(z) = -141/104*z^3 + 245/104*z + 1
*
-1 | 0.094833523143023336188064347240922265145 | 0.017213076542915510438804330098112195115
f(z) = -141/106*z^3 + 247/106*z + 1
*
-1 | 0.10758990506391911055776860853390476193 | 0.019514155350018125142343055453043395978
f(z) = -141/107*z^3 + 248/107*z + 1
*
-1 | 0.10742848409117378427230575871505515116 | 0.019456532553483518296041088779527333561
f(z) = -141/109*z^3 + 250/109*z + 1
*
-1 | 0.094510654341523508316004036251674790130 | 0.017104598551946765182035279643567909434
f(z) = -141/110*z^3 + 251/110*z + 1
*
-1 | 0.098623608011752454159823297490803742537 | 0.017823362735022710752055703430200376971
f(z) = -141/112*z^3 + 253/112*z + 1
*
-1 | 0.10709698945202089561998755909269812256 | 0.019340892979842638342628755065938344280
f(z) = -141/113*z^3 + 254/113*z + 1
*
-1 | 0.10692668050838465176730028050302756175 | 0.019282823963520640219903876543308247556
f(z) = -141/115*z^3 + 256/115*z + 1
*
-1 | 0.098282957864807889075479644101985578569 | 0.017711589526108239151587613016750221783
f(z) = -141/116*z^3 + 257/116*z + 1
*
-1 | 0.093829747823820505402576728761101509524 | 0.016885486968823538312038240795779328158
f(z) = -141/118*z^3 + 259/118*z + 1
*
-3/4 | 0.11156225596764159944870344954737559360 | 0.019514031030530173153509645900441037362
f(z) = -152/105*z^3 + 241/210*z + 1
*
[ 6/7 ] 
f(z) = -151/108*z^3 + 253/294*z + 1
*
[ 6/7 ] 
f(z) = -145/108*z^3 + 241/294*z + 1
*
[ 26/7 ] 
f(z) = -147/104*z^3 + 263/13*z + 1
*
[ -26/7 ] 
f(z) = -147/104*z^3 + 270/13*z + 1
*
[ -20/7 ] 
f(z) = -147/100*z^3 + 267/20*z + 1
*
-2 | 0.10731637797618027520799342450743296614 | 0.016988060830726516284779840373833090666
f(z) = -153/116*z^3 + 277/58*z + 1
*
-2 | 0.10709824863516471766120589842200399125 | 0.016953531203618144566210283487639351588
f(z) = -151/100*z^3 + 277/50*z + 1
*
-2 | 0.093524925661665415906874841711941705795 | 0.014821891748485813169624511333922852812
f(z) = -151/108*z^3 + 275/54*z + 1
*
-2 | 0.10706818293110494234711548208097261429 | 0.016987887629435917026779568920659890569
f(z) = -151/116*z^3 + 273/58*z + 1
*
-2 | 0.10685027408904040110214828298641963804 | 0.016953313297257001411687299490940670938
f(z) = -149/100*z^3 + 273/50*z + 1
*
-2 | 0.093275139180697112015464227293561922666 | 0.014816711344582784856234990637197386149
f(z) = -149/108*z^3 + 271/54*z + 1
*
-2 | 0.10681623798867782974379951545487606809 | 0.016987697316450051487868751130769061251
f(z) = -149/116*z^3 + 269/58*z + 1
*
-2 | 0.10659866121950201603250246580555178896 | 0.016953094634615838038793169192232657115
f(z) = -147/100*z^3 + 269/50*z + 1
*
-2 | 0.10656041473378869834728941817703543034 | 0.016987486702287604982778646061353092526
f(z) = -147/116*z^3 + 265/58*z + 1
*
[ -2/7 ] 
f(z) = -147/116*z^3 + 267/58*z + 1
*
-2 | 0.092764198605499686131171913167465209521 | 0.014806023757789146883590699533376430515
f(z) = -145/108*z^3 + 263/54*z + 1
*
-2 | 0.10608404501086408302650481424895509472 | 0.016952649453014324556356752555169428066
f(z) = -143/100*z^3 + 261/50*z + 1
*
[ 3/2 ] 
f(z) = -158/117*z^3 + 263/78*z + 1
*
[ -6/13 ] 
f(z) = -143/108*z^3 + 269/78*z + 1
*
[ -2/3 ] 
f(z) = -159/112*z^3 + 263/84*z + 1
*
[ -5/6 ] 
f(z) = -153/100*z^3 + 261/80*z + 1
*
-1 | 0.11127110570494174454757794348412367226 | 0.019996531158105427668804003139369207403
f(z) = -160/101*z^3 + 261/101*z + 1
*
-1 | 0.11114783072407258675787296627056540191 | 0.019947013324151178972433732992580161052
f(z) = -160/103*z^3 + 263/103*z + 1
*
-1 | 0.11089644514344733329605545759325115821 | 0.019848131329669403102064732075192520857
f(z) = -160/107*z^3 + 267/107*z + 1
*
-1 | 0.11076823766275120248093670081036713110 | 0.019798740300814996932840570056143039890
f(z) = -160/109*z^3 + 269/109*z + 1
*
-1 | 0.090294647052729725132548428915707798923 | 0.016117945716572779471672623915799656590
f(z) = -160/111*z^3 + 271/111*z + 1
*
-1 | 0.11050653432095822120887238839160238472 | 0.019699989295928800807417029150444240822
f(z) = -160/113*z^3 + 273/113*z + 1
*
-1 | 0.096674290926190099076357148161610266132 | 0.017189543030375097106179992654294433506
f(z) = -160/117*z^3 + 277/117*z + 1
*
-1 | 0.11009990611730423411173027441522717851 | 0.019551725344929824959683571730341062535
f(z) = -160/119*z^3 + 279/119*z + 1
*
-1 | 0.11111601855236777055403412487985742212 | 0.019982445665042514379335535562122449905
f(z) = -159/101*z^3 + 260/101*z + 1
*
-1 | 0.11099145812998376964790531058416684433 | 0.019932577457270363802004722599875567956
f(z) = -159/103*z^3 + 262/103*z + 1
*
-1 | 0.10237119650440765088820213514267893192 | 0.018371925096334410496940115101444356556
f(z) = -159/104*z^3 + 263/104*z + 1
*
-1 | 0.11073739371593933407375864864676814553 | 0.019832984136081909043394190081844362363
f(z) = -159/107*z^3 + 266/107*z + 1
*
-1 | 0.11060778955374384606649106997406220409 | 0.019783231465088736470309113093556069763
f(z) = -159/109*z^3 + 268/109*z + 1
*
-1 | 0.097706262540394675158684636767425707939 | 0.017464039860327553282736636792108857644
f(z) = -159/110*z^3 + 269/110*z + 1
*
-1 | 0.10185264589487920674337453420157436262 | 0.018181093466861754720124077008349574016
f(z) = -159/112*z^3 + 271/112*z + 1
*
-1 | 0.11034316931124177279738516556879110747 | 0.019683743379856865169301221916784444504
f(z) = -159/113*z^3 + 272/113*z + 1
*
-1 | 0.11020803834994323696298603524557748220 | 0.019633978819140080105317789791344451398
f(z) = -159/115*z^3 + 274/115*z + 1
*
-1 | 0.10158236856065909865062183351315350272 | 0.018085545377282764720634551760885441679
f(z) = -159/116*z^3 + 275/116*z + 1
*
-1 | 0.097165584504424910756660311182072402220 | 0.017276899369094581610368762479324827184
f(z) = -159/118*z^3 + 277/118*z + 1
*
-1 | 0.10993182625373054955602485177065318396 | 0.019534333252516428772663631426624120224
f(z) = -159/119*z^3 + 278/119*z + 1
*
-1 | 0.11083367103839606703663997895113090319 | 0.019917919771224712769047744604269911357
f(z) = -158/103*z^3 + 261/103*z + 1
*
-1 | 0.090361457330903447737649825780694703485 | 0.016216611531032548647373962141232152569
f(z) = -158/105*z^3 + 263/105*z + 1
*
-1 | 0.11057686883138360110497853802243076173 | 0.019817602694022741720123346563929552517
f(z) = -158/107*z^3 + 265/107*z + 1
*
-1 | 0.11044583653024189358764378394281475785 | 0.019767481865012417757255489982277622011
f(z) = -158/109*z^3 + 267/109*z + 1
*
-1 | 0.089968304971789903473982431875778217712 | 0.016080955543088750202133902903941695290
f(z) = -158/111*z^3 + 269/111*z + 1
*
-1 | 0.11017823209141663203087167794543294906 | 0.019667242986844634736419353086791626605
f(z) = -158/113*z^3 + 271/113*z + 1
*
-1 | 0.11004154092681163655147134540275601588 | 0.019617094968062543563014813669040396313
f(z) = -158/115*z^3 + 273/115*z + 1
*
-1 | 0.096339724872983298437677726254518299889 | 0.017152154360181533444384370415343517155
f(z) = -158/117*z^3 + 275/117*z + 1
*
-1 | 0.10976206078276427265861070449238373310 | 0.019516664139471128110721659037548057235
f(z) = -158/119*z^3 + 277/119*z + 1
*
-1 | 0.11067444210097948347219846946242257453 | 0.019903035175341876091303861368665466253
f(z) = -157/103*z^3 + 260/103*z + 1
*
-1 | 0.10205282535421483915980242380907713637 | 0.018339913933987423652163578192023269004
f(z) = -157/104*z^3 + 261/104*z + 1
*
-1 | 0.090201882455912278884278762898652263783 | 0.016199048459553120086639706828864748404
f(z) = -157/105*z^3 + 262/105*z + 1
*
-1 | 0.097644345275235566724241686692972481334 | 0.017523626359099989637744955382552695644
f(z) = -157/106*z^3 + 263/106*z + 1
*
-1 | 0.11041484114807657518780441863661430132 | 0.019801981529166627548505181160011239719
f(z) = -157/107*z^3 + 264/107*z + 1
*
-1 | 0.088228337567181182120181615619234225182 | 0.015812295634150484157991859760052848114
f(z) = -157/108*z^3 + 265/108*z + 1
*
-1 | 0.11028234816151525810643660027496338662 | 0.019751485818673087214541699550017969550
f(z) = -157/109*z^3 + 266/109*z + 1
*
-1 | 0.097379344947176305768159489264401710182 | 0.017428854683381520421620504672242151239
f(z) = -157/110*z^3 + 267/110*z + 1
*
-1 | 0.089804346065677559724918430135514735488 | 0.016062342190872353801168412634650194704
f(z) = -157/111*z^3 + 268/111*z + 1
*
-1 | 0.10152270979375156587291527613451834170 | 0.018146192521011990095865537059559958482
f(z) = -157/112*z^3 + 269/112*z + 1
*
-1 | 0.11001168984234134277900192983363946086 | 0.019650481983680944540186045384330431464
f(z) = -157/113*z^3 + 270/113*z + 1
*
-1 | 0.076762720046192319863887451162720405868 | 0.013702444110983398857278842675240337259
f(z) = -157/114*z^3 + 271/114*z + 1
*
-1 | 0.10987340113319974457109827420930612686 | 0.019599943029347446461028285847588228176
f(z) = -157/115*z^3 + 272/115*z + 1
*
-1 | 0.10124611579365390905457260876429252467 | 0.018049135371455334290246796204136198502
f(z) = -157/116*z^3 + 273/116*z + 1
*
-1 | 0.096169937317892641724694754067938236629 | 0.017133038030691940136128971457714520372
f(z) = -157/117*z^3 + 274/117*z + 1
*
-1 | 0.096826676346944808369013137800287714507 | 0.017238850340041529665255713997606684494
f(z) = -157/118*z^3 + 275/118*z + 1
*
-1 | 0.10959057268227319383053856599392705190 | 0.019498711088517650271409680656791220699
f(z) = -157/119*z^3 + 276/119*z + 1
*
-1 | 0.11025128039225400041818358594043059579 | 0.019786114984542970467945920184001861461
f(z) = -156/107*z^3 + 263/107*z + 1
*
-1 | 0.11011729303346704316887868598277352364 | 0.019735237451932309948165357368939543911
f(z) = -156/109*z^3 + 265/109*z + 1
*
-1 | 0.10984350864601666537769405630197554684 | 0.019633454023473493100848701625738250933
f(z) = -156/113*z^3 + 269/113*z + 1
*
-1 | 0.10970358367470070148304420571503809672 | 0.019582516398228401764131265334446950518
f(z) = -156/115*z^3 + 271/115*z + 1
*
-1 | 0.10941732361846844684535167376408548637 | 0.019480466929464995929635991731690550796
f(z) = -156/119*z^3 + 275/119*z + 1
*
-1 | 0.097317138196385822064436091207544957527 | 0.017488863562854444042435642248335612869
f(z) = -155/106*z^3 + 261/106*z + 1
*
-1 | 0.11008615531663111807407376216826284403 | 0.019769997212326615884446546759945198538
f(z) = -155/107*z^3 + 262/107*z + 1
*
-1 | 0.087898151116749749231944662124176582679 | 0.015774537209337790198822430863876092681
f(z) = -155/108*z^3 + 263/108*z + 1
*
-1 | 0.10995063870409160857706120125992891152 | 0.019718730689641741435627333391870162416
f(z) = -155/109*z^3 + 264/109*z + 1
*
-1 | 0.089468487641644583765838387982059453885 | 0.016023739014733282744293934581588242316
f(z) = -155/111*z^3 + 266/111*z + 1
*
-1 | 0.10118629151173860305797817334903279554 | 0.018110218051528501848154707022535181023
f(z) = -155/112*z^3 + 267/112*z + 1
*
-1 | 0.10967365343390962739330250551048380550 | 0.019616152535538293252108248738668526361
f(z) = -155/113*z^3 + 268/113*z + 1
*
-1 | 0.076424073861342672143427277095011878367 | 0.013660056556265387272034020834012312787
f(z) = -155/114*z^3 + 269/114*z + 1
*
-1 | 0.10090307084318994487906587069079103130 | 0.018011590626588161582884798026192210639
f(z) = -155/116*z^3 + 271/116*z + 1
*
-1 | 0.095825169272617632066496032299642380758 | 0.017093926638750123081625591366164226140
f(z) = -155/117*z^3 + 272/117*z + 1
*
-1 | 0.096479505122021259242536219677187442185 | 0.017199392143273993281861830597642102434
f(z) = -155/118*z^3 + 273/118*z + 1
*
-1 | 0.10924227388040766777796966598649292582 | 0.019461924226543757145037704415616742004
f(z) = -155/119*z^3 + 274/119*z + 1
*
-1 | 0.10991943365654676998265547473498536732 | 0.019753622165154979237880673809735334320
f(z) = -154/107*z^3 + 261/107*z + 1
*
-1 | 0.10978235165630949468348235705408273957 | 0.019701959246342525504424724750685757607
f(z) = -154/109*z^3 + 263/109*z + 1
*
-1 | 0.089299620408278728678154776609399428567 | 0.016004291102480923681222223402330216456
f(z) = -154/111*z^3 + 265/111*z + 1
*
-1 | 0.10950208793211257127543906115503117614 | 0.019598570714671824538624910063985356142
f(z) = -154/113*z^3 + 267/113*z + 1
*
-1 | 0.10935876842724840351348823153864084635 | 0.019546811445174349535265731471846530558
f(z) = -154/115*z^3 + 269/115*z + 1
*
-1 | 0.095650111305847210474533874078609180255 | 0.017073916916818852905841999341729297634
f(z) = -154/117*z^3 + 271/117*z + 1
*
-1 | 0.10975108208353981826684531535036592793 | 0.019736983586937769738463959974684438888
f(z) = -153/107*z^3 + 260/107*z + 1
*
-1 | 0.10961239724798760558222235130045269509 | 0.019684916616410986718497212641555094817
f(z) = -153/109*z^3 + 262/109*z + 1
*
-1 | 0.096706879440734994911139015413022598392 | 0.017355385167437493166902128847748380054
f(z) = -153/110*z^3 + 263/110*z + 1
*
-1 | 0.10084311121543700104134491104190776383 | 0.018073117222591129930770377016182313741
f(z) = -153/112*z^3 + 265/112*z + 1
*
-1 | 0.10932877460309619230936629325338908522 | 0.019580701509759102729670482121896266831
f(z) = -153/113*z^3 + 266/113*z + 1
*
-1 | 0.10918369370964834361337995186103456933 | 0.019528518683774876081445094116599677294
f(z) = -153/115*z^3 + 268/115*z + 1
*
-1 | 0.10055293012044964649350890466575828350 | 0.017972853878944106328095779526009086247
f(z) = -153/116*z^3 + 269/116*z + 1
*
-1 | 0.096125710535270532396835258150099671464 | 0.017158813229201716388177647840078579594
f(z) = -153/118*z^3 + 271/118*z + 1
*
3/2 | 0.13877138371447977219954584446547218303 | 0.024754956038997680088052732547996637034
f(z) = -152/105*z^3 + 272/105*z + 1
*
-1 | 0.10944073965893621489504640776333343751 | 0.019667596063609801629988633159769049622
f(z) = -152/109*z^3 + 261/109*z + 1
*
-1 | 0.088954661546452357277762876060540909719 | 0.015964142597774924294375231999980802169
f(z) = -152/111*z^3 + 263/111*z + 1
*
-1 | 0.10915367458379340075621138762648337434 | 0.019562537611666599234340517114905806945
f(z) = -152/113*z^3 + 265/113*z + 1
*
-1 | 0.10900678733968313298808118132198083365 | 0.019509922325686170624784630185556444058
f(z) = -152/115*z^3 + 267/115*z + 1
*
-1 | 0.095294443182529226625454262359208238261 | 0.017032950713055564540145402768861338895
f(z) = -152/117*z^3 + 269/117*z + 1
*
-1 | 0.10870590135599261297182035437996108781 | 0.019404426223669872421055620901569636743
f(z) = -152/119*z^3 + 271/119*z + 1
*
-1 | 0.10926734183465577632726029991500688462 | 0.019649990610000210707731579722987965272
f(z) = -151/109*z^3 + 260/109*z + 1
*
-1 | 0.096359470570255418346063514232593580977 | 0.017316761107291490189093414858881215147
f(z) = -151/110*z^3 + 261/110*z + 1
*
-1 | 0.088778494025840505798599442992380915069 | 0.015943426985502734740703523293106235525
f(z) = -151/111*z^3 + 262/111*z + 1
*
-1 | 0.10049286941478268872977667912064344695 | 0.018034833357883157432788478858248758240
f(z) = -151/112*z^3 + 263/112*z + 1
*
-1 | 0.10897674761972626782325616400059276700 | 0.019544071440364195567308371285914709434
f(z) = -151/113*z^3 + 264/113*z + 1
*
-1 | 0.075721941903923116999514423908517137667 | 0.013570897564119817652492329502329861055
f(z) = -151/114*z^3 + 265/114*z + 1
*
-1 | 0.10882800729193676797694905278424403583 | 0.019491014460020783810979200005339030082
f(z) = -151/115*z^3 + 266/115*z + 1
*
-1 | 0.10019536785825260245612717954425309730 | 0.017932863558455032027759640006702647405
f(z) = -151/116*z^3 + 267/116*z + 1
*
-1 | 0.095113746754719939352314102824497424229 | 0.017011977864779298206400090383503785811
f(z) = -151/117*z^3 + 268/117*z + 1
*
-1 | 0.095764952260431045916184535495504206050 | 0.017117049613959958322167503460737217816
f(z) = -151/118*z^3 + 269/118*z + 1
*
-1 | 0.10852322172655208068773117518427306541 | 0.019384609184758234005916355141858082084
f(z) = -151/119*z^3 + 270/119*z + 1
*
-1 | 0.10879795199486101815252548667466471640 | 0.019525295131215086415383000863440804918
f(z) = -150/113*z^3 + 263/113*z + 1
*
-1 | 0.10833851959863156251038760463677792791 | 0.019364451934666508212306597726024468947
f(z) = -150/119*z^3 + 269/119*z + 1
*
-1 | 0.088423750943360314824600894647690328328 | 0.015901602862887116264201940035584917180
f(z) = -149/111*z^3 + 260/111*z + 1
*
-1 | 0.10013524499388554847034531544273415023 | 0.017995305554475358393173356727642650593
f(z) = -149/112*z^3 + 261/112*z + 1
*
-1 | 0.10861724445684565832650613705877108841 | 0.019506200520366681501892481815164004395
f(z) = -149/113*z^3 + 262/113*z + 1
*
-1 | 0.075361561755898173001227495358243878332 | 0.013524673101408257258092206738348791650
f(z) = -149/114*z^3 + 263/114*z + 1
*
-1 | 0.10846465019500477935501906831410476549 | 0.019452231035215495498106489952698888678
f(z) = -149/115*z^3 + 264/115*z + 1
*
-1 | 0.099830033793182102227756513880012534756 | 0.017891553337985689114774513715544952375
f(z) = -149/116*z^3 + 265/116*z + 1
*
-1 | 0.094746401145971601288075474657804136476 | 0.016969009363712637807791139751797885311
f(z) = -149/117*z^3 + 266/117*z + 1
*
-1 | 0.095395559555533238593006116868063903324 | 0.017073798820839854349032903471107879497
f(z) = -149/118*z^3 + 267/118*z + 1
*
-1 | 0.10815174535702741586575485077508769304 | 0.019343945127045427730360841277156188986
f(z) = -149/119*z^3 + 268/119*z + 1
*
-1 | 0.10843458013725097465565012485401394469 | 0.019486779129169023361810276219455974007
f(z) = -148/113*z^3 + 261/113*z + 1
*
-1 | 0.10827998097884932564943821110884563597 | 0.019432338078516876289101246372999417954
f(z) = -148/115*z^3 + 263/115*z + 1
*
-1 | 0.094559655446187680419712961355778863823 | 0.016946995355545584544242994142422458417
f(z) = -148/117*z^3 + 265/117*z + 1
*
-1 | 0.10796284740898080274550653017504321638 | 0.019323079034018311889052208369173132896
f(z) = -148/119*z^3 + 267/119*z + 1
*
-1 | 0.10824991246639782490473558408476598752 | 0.019467022147539945404739507121475178756
f(z) = -147/113*z^3 + 260/113*z + 1
*
-1 | 0.10809325357103801614697587007935569029 | 0.019412098784122863175740340454964868466
f(z) = -147/115*z^3 + 262/115*z + 1
*
-1 | 0.099456550525840486275334719034986158146 | 0.017848851620307755551946917760186006261
f(z) = -147/116*z^3 + 263/116*z + 1
*
-1 | 0.095017136938092048929715300103314327006 | 0.017028985255804511193881299726028168429
f(z) = -147/118*z^3 + 265/118*z + 1
*
-1 | 0.10790441728920890673465307679100425143 | 0.019391503560165018247601346489997881478
f(z) = -146/115*z^3 + 261/115*z + 1
*
-1 | 0.094179762500410018637175752718830010585 | 0.016901859129619528657796689708059483157
f(z) = -146/117*z^3 + 263/117*z + 1
*
-1 | 0.10757846345603089814375230009969145345 | 0.019280228041689511204848628924531105211
f(z) = -146/119*z^3 + 265/119*z + 1
*
-1 | 0.093986506709790647863080363286196468679 | 0.016878716222803413363747514254481435982
f(z) = -145/117*z^3 + 262/117*z + 1
*
-1 | 0.094630560878574722543067421008248033384 | 0.016982761124711814074908097435647647670
f(z) = -145/118*z^3 + 263/118*z + 1
*
-1 | 0.10738286332987577973031469777291844257 | 0.019258221576894115819429830515462366506
f(z) = -145/119*z^3 + 264/119*z + 1
*
-1 | 0.10718491098651841189027452671302213005 | 0.019235812644006781162656789402127388087
f(z) = -144/119*z^3 + 263/119*z + 1
*
-1 | 0.094234715292700384951451279322618951987 | 0.016934921322004884408076202609098039287
f(z) = -143/118*z^3 + 261/118*z + 1
*
-1 | 0.10698454309084937082780800308536069778 | 0.019212989249962436306188364484514447651
f(z) = -143/119*z^3 + 262/119*z + 1
*
-1 | 0.10678169351801581814014498584252576300 | 0.019189738863657547885730181184573453576
f(z) = -142/119*z^3 + 261/119*z + 1
*
-1 | 0.10657629317805991802976597854226245560 | 0.019166048382200990066917142326623546389
f(z) = -141/119*z^3 + 260/119*z + 1
*
-7/8 | 0.16140559224700379033829467508574524267 | 0.027981381820585202446971590318075789254
f(z) = -160/119*z^3 + 279/238*z + 1
*
-2/3 | 0.19138671643660810941415309672179531343 | 0.026528047589964169344848998805365560936
f(z) = -151/112*z^3 + 277/252*z + 1
*
-2/3 | 0.18948480744145145705364887366703040755 | 0.026313055267354031833176015405385175702
f(z) = -149/112*z^3 + 275/252*z + 1
*
-2/3 | 0.20659955264046245234790151864130637219 | 0.028798543765092077812179784652089724394
f(z) = -145/112*z^3 + 271/252*z + 1
*
-2/3 | 0.18969610059205653106962730138276220958 | 0.026493612714079312688138002673900329045
f(z) = -143/112*z^3 + 269/252*z + 1
*
[ 6/7 ] 
f(z) = -157/108*z^3 + 265/294*z + 1
*
[ 6 ] 
f(z) = -145/108*z^3 + 295/6*z + 1
*
[ -6 ] 
f(z) = -143/108*z^3 + 293/6*z + 1
*
-2 | 0.10805591517094706277720186309462145500 | 0.016954416024700773232287185265776184850
f(z) = -159/100*z^3 + 293/50*z + 1
*
-2 | 0.10803964781515335100945473822462739064 | 0.016988504268715676075482830848388059238
f(z) = -159/116*z^3 + 289/58*z + 1
*
-2 | 0.10782143090942971759285623183656458866 | 0.016954191135441356815879473608005809858
f(z) = -157/100*z^3 + 289/50*z + 1
*
-2 | 0.094252961863822178402767358801172816583 | 0.014836842507832771074866021464785639486
f(z) = -157/108*z^3 + 287/54*z + 1
*
-2 | 0.10780199817834375816338320180763105481 | 0.016988366815943305671720966580689741734
f(z) = -157/116*z^3 + 285/58*z + 1
*
-2 | 0.094013726790638501203182410190487538553 | 0.014831952579820162063409547028139000537
f(z) = -155/108*z^3 + 283/54*z + 1
*
-2 | 0.10756094466396820027775558256143315889 | 0.016988219732696469110767285810065136804
f(z) = -155/116*z^3 + 281/58*z + 1
*
-2 | 0.10734269637803860081514396718118162152 | 0.016953749508869042770353655392771709001
f(z) = -153/100*z^3 + 281/50*z + 1
*
[ -3/13 ] 
f(z) = -143/108*z^3 + 281/52*z + 1
*
[ 5/3 ] 
f(z) = -159/100*z^3 + 289/60*z + 1
*
[ -10/7 ] 
f(z) = -147/104*z^3 + 298/65*z + 1
*
[ 4/3 ] 
f(z) = -153/100*z^3 + 297/100*z + 1
*
-2/7 | 0.13618747469958032767322614998857253561 | 0.024063592658767833009599740657379068969
f(z) = -147/110*z^3 + 287/110*z + 1
*
-2/3 | 0.19015265778253062167646322939331484321 | 0.026215404179006883847176329303492679626
f(z) = -157/112*z^3 + 283/252*z + 1
*
-2/3 | 0.19012016511790764322198327610921879030 | 0.026257335066043009534223753902787049415
f(z) = -155/112*z^3 + 281/252*z + 1
*
[ 2/3 ] 
f(z) = -147/136*z^3 - 1/51*z + 1
*
[ 2/3 ] 
f(z) = -141/136*z^3 - 2/51*z + 1
*
5/18 | 0.15839655566572626827329969632817684024 | 0.020151759088057219852132324643464623220
f(z) = -144/125*z^3 - 1/90*z + 1
*
[ 2/3 ] 
f(z) = -141/128*z^3 - 1/96*z + 1
*
[ 2/3 ] 
f(z) = -151/136*z^3 - 1/153*z + 1
*
[ 2/3 ] 
f(z) = -149/136*z^3 - 2/153*z + 1
*
[ 2/3 ] 
f(z) = -145/136*z^3 - 4/153*z + 1
*
[ 2/3 ] 
f(z) = -143/136*z^3 - 5/153*z + 1
*
[ 2/3 ] 
f(z) = -153/137*z^3 - 1/274*z + 1
*
[ 2/3 ] 
f(z) = -153/139*z^3 - 3/278*z + 1
*
[ 2/3 ] 
f(z) = -144/131*z^3 - 3/262*z + 1
*
[ 2/3 ] 
f(z) = -144/133*z^3 - 5/266*z + 1
*
[ 2/3 ] 
f(z) = -144/137*z^3 - 9/274*z + 1
*
[ 2/3 ] 
f(z) = -144/139*z^3 - 11/278*z + 1
*
[ 2/3 ] 
f(z) = -143/128*z^3 - 1/288*z + 1
*
[ 5/2 ] 
f(z) = -158/125*z^3 + 17/2*z + 1
*
[ 5/6 ] 
f(z) = -156/125*z^3 + 2/3*z + 1
*
[ -5/4 ] 
f(z) = -156/125*z^3 + 15/4*z + 1
*
[ 5/4 ] 
f(z) = -154/125*z^3 + 17/8*z + 1
*
[ -5/3 ] 
f(z) = -153/125*z^3 + 5*z + 1
*
[ 5/3 ] 
f(z) = -153/125*z^3 + 19/5*z + 1
*
[ 4/3 ] 
f(z) = -153/128*z^3 + 19/8*z + 1
*
[ -5/2 ] 
f(z) = -152/125*z^3 + 9*z + 1
*
[ 3/4 ] 
f(z) = -152/135*z^3 + 3/10*z + 1
*
[ 5/2 ] 
f(z) = -148/125*z^3 + 8*z + 1
*
[ 3/2 ] 
f(z) = -148/135*z^3 + 14/5*z + 1
*
[ 5/7 ] 
f(z) = -147/125*z^3 + 1/5*z + 1
*
[ -5/7 ] 
f(z) = -147/125*z^3 + 3*z + 1
*
-5/21 | 0.089414250973870910533334493493078325206 | 0.014684446050713203958138190185591851264
f(z) = -147/125*z^3 + 4/15*z + 1
*
10/21 | 0.13891916658106445709356980655352963857 | 0.021578832819180374112585892438203468398
f(z) = -147/125*z^3 + 5/3*z + 1
*
10/21 | 0.10652796255646101610540594126461972240 | 0.014250585717282715628093735319288023710
f(z) = -147/125*z^3 + 5/12*z + 1
*
5/7 | 0.089413217357450020811153296290343757751 | 0.017844686773112480914489507031829068416
f(z) = -147/125*z^3 + 6/5*z + 1
*
[ 5/3 ] 
f(z) = -147/125*z^3 + 11/3*z + 1
*
10/7 | 0.15724708645848260955483918727370190944 | 0.027995993378439307269918030746230912522
f(z) = -147/125*z^3 + 11/5*z + 1
*
-10/21 | 0.089414250973870910533334493493078325206 | 0.014684446050713203958138190185591851264
f(z) = -147/125*z^3 + 13/15*z + 1
*
-5/7 | 0.091359089744135953339715474853660314163 | 0.012234438187875921129094234199624092557
f(z) = -147/125*z^3 + 14/3*z + 1
*
[ 15/14 ] 
f(z) = -147/125*z^3 + 17/12*z + 1
*
4/7 | 0.089852412294807725294826386114948814380 | 0.018004934588808135263823575817495526047
f(z) = -147/128*z^3 + 5/8*z + 1
*
[ 8/7 ] 
f(z) = -147/128*z^3 + 13/8*z + 1
*
8/7 | 0.064419428362191517198468535613767828815 | 0.011491563134114775812721296688850170705
f(z) = -147/128*z^3 + 17/8*z + 1
*
[ 5/6 ] 
f(z) = -146/125*z^3 + 11/18*z + 1
*
[ 11/12 ] 
f(z) = -144/121*z^3 + 10/11*z + 1
*
-5/6 | 0.16642957075299949963529019867458559865 | 0.029389145719237681293549841716518003395
f(z) = -144/125*z^3 + 1/2*z + 1
*
[ 5/4 ] 
f(z) = -144/125*z^3 + 2*z + 1
*
[ -5/6 ] 
f(z) = -144/125*z^3 + 3*z + 1
*
5/6 | 0.13856187708966216539516866856078995569 | 0.026152053096045111675145365417534417462
f(z) = -144/125*z^3 + 8/5*z + 1
*
-5/6 | 0.13181722406830996402645880077552731145 | 0.017205084922174100070205957460626500201
f(z) = -144/125*z^3 + 17/4*z + 1
*
[ -5/2 ] 
f(z) = -142/125*z^3 + 17/2*z + 1
*
[ 5/6 ] 
f(z) = -141/125*z^3 + 7/12*z + 1
*
[ 5/7 ] 
f(z) = -154/125*z^3 + 8/35*z + 1
*
[ 5/6 ] 
f(z) = -153/125*z^3 + 13/20*z + 1
*
[ 2/3 ] 
f(z) = -153/128*z^3 + 1/32*z + 1
*
[ 11/15 ] 
f(z) = -150/121*z^3 + 10/33*z + 1
*
-3/4 | 0.18420764507851706128153693075757772833 | 0.028856811093745230736012596587834529759
f(z) = -148/135*z^3 + 19/20*z + 1
*
8/7 | 0.064181533361007910139099159895880181213 | 0.010540492749496764579145653260078247589
f(z) = -147/128*z^3 + 7/24*z + 1
*
-5/24 | 0.10652828534124809693938851821117832786 | 0.016759987562826298701136735630097765753
f(z) = -144/125*z^3 + 17/20*z + 1
*
[ 2/3 ] 
f(z) = -159/136*z^3 + 1/51*z + 1
*
[ 5/7 ] 
f(z) = -158/125*z^3 + 12/49*z + 1
*
[ 3/4 ] 
f(z) = -158/135*z^3 + 13/40*z + 1
*
[ 5/7 ] 
f(z) = -153/125*z^3 + 11/49*z + 1
*
[ 5/7 ] 
f(z) = -148/125*z^3 + 10/49*z + 1
*
[ 16/21 ] 
f(z) = -147/128*z^3 + 17/48*z + 1
*
[ 3/4 ] 
f(z) = -146/135*z^3 + 11/40*z + 1
*
[ 4/5 ] 
f(z) = -145/128*z^3 + 19/40*z + 1
*
[ 5/7 ] 
f(z) = -143/125*z^3 + 9/49*z + 1
*
[ 15/22 ] 
f(z) = -154/125*z^3 + 7/66*z + 1
*
[ 2/3 ] 
f(z) = -153/124*z^3 + 3/62*z + 1
*
[ 3/4 ] 
f(z) = -148/135*z^3 + 17/60*z + 1
*
5/14 | 0.10652796255646101610540594126461972240 | 0.014250585717282715628093735319288023710
f(z) = -147/125*z^3 + 1/60*z + 1
*
5/8 | 0.15377407621549674990255086341864810473 | 0.020627746885195328863227829547408597812
f(z) = -144/125*z^3 + 11/60*z + 1
*
[ 11/16 ] 
f(z) = -160/121*z^3 + 15/88*z + 1
*
[ 2/3 ] 
f(z) = -159/128*z^3 + 5/96*z + 1
*
[ 2/3 ] 
f(z) = -147/128*z^3 + 1/96*z + 1
*
[ 8/11 ] 
f(z) = -143/128*z^3 + 19/88*z + 1
*
[ 15/22 ] 
f(z) = -154/135*z^3 + 7/110*z + 1
*
[ 2/3 ] 
f(z) = -157/120*z^3 + 11/135*z + 1
*
[ 2/3 ] 
f(z) = -153/122*z^3 + 7/122*z + 1
*
[ 2/3 ] 
f(z) = -153/130*z^3 + 3/130*z + 1
*
[ 2/3 ] 
f(z) = -153/134*z^3 + 1/134*z + 1
*
[ 2/3 ] 
f(z) = -151/120*z^3 + 8/135*z + 1
*
[ 2/3 ] 
f(z) = -149/120*z^3 + 7/135*z + 1
*
[ 2/3 ] 
f(z) = -143/120*z^3 + 4/135*z + 1
*
[ 2/3 ] 
f(z) = -157/136*z^3 + 2/153*z + 1
*
[ 2/3 ] 
f(z) = -155/136*z^3 + 1/153*z + 1
*
[ 11/16 ] 
f(z) = -144/121*z^3 + 19/176*z + 1
*
[ 2/3 ] 
f(z) = -159/124*z^3 + 13/186*z + 1
*
[ 2/3 ] 
f(z) = -147/124*z^3 + 5/186*z + 1
*
[ 2/3 ] 
f(z) = -141/124*z^3 + 1/186*z + 1
*
[ 2/3 ] 
f(z) = -153/121*z^3 + 15/242*z + 1
*
[ 2/3 ] 
f(z) = -153/125*z^3 + 11/250*z + 1
*
[ 2/3 ] 
f(z) = -153/127*z^3 + 9/254*z + 1
*
[ 2/3 ] 
f(z) = -144/121*z^3 + 7/242*z + 1
*
[ 2/3 ] 
f(z) = -144/125*z^3 + 3/250*z + 1
*
[ 2/3 ] 
f(z) = -144/127*z^3 + 1/254*z + 1
*
[ 2/3 ] 
f(z) = -153/131*z^3 + 5/262*z + 1
*
[ 2/3 ] 
f(z) = -153/133*z^3 + 3/266*z + 1
*
[ 2/3 ] 
f(z) = -157/128*z^3 + 13/288*z + 1
*
[ 2/3 ] 
f(z) = -155/128*z^3 + 11/288*z + 1
*
[ 2/3 ] 
f(z) = -151/128*z^3 + 7/288*z + 1
*
[ 2/3 ] 
f(z) = -149/128*z^3 + 5/288*z + 1
*
[ 2/3 ] 
f(z) = -145/128*z^3 + 1/288*z + 1
*
[ -5 ] 
f(z) = -159/125*z^3 + 33*z + 1
*
[ 5/4 ] 
f(z) = -159/125*z^3 + 35/16*z + 1
*
[ -5/6 ] 
f(z) = -159/125*z^3 + 37/12*z + 1
*
[ 5/3 ] 
f(z) = -157/125*z^3 + 35/9*z + 1
*
[ -5/2 ] 
f(z) = -157/125*z^3 + 37/4*z + 1
*
[ 5 ] 
f(z) = -156/125*z^3 + 32*z + 1
*
[ -5 ] 
f(z) = -154/125*z^3 + 32*z + 1
*
[ -5/11 ] 
f(z) = -154/125*z^3 + 38/11*z + 1
*
[ 3/2 ] 
f(z) = -154/135*z^3 + 29/10*z + 1
*
[ 10/9 ] 
f(z) = -153/125*z^3 + 29/18*z + 1
*
[ 5/2 ] 
f(z) = -153/125*z^3 + 33/4*z + 1
*
[ -4/3 ] 
f(z) = -153/128*z^3 + 31/8*z + 1
*
[ 5/4 ] 
f(z) = -152/125*z^3 + 21/10*z + 1
*
[ 5/3 ] 
f(z) = -152/125*z^3 + 34/9*z + 1
*
[ -5/4 ] 
f(z) = -152/125*z^3 + 37/10*z + 1
*
[ -3/2 ] 
f(z) = -152/135*z^3 + 21/5*z + 1
*
[ 5 ] 
f(z) = -151/125*z^3 + 31*z + 1
*
[ -5 ] 
f(z) = -149/125*z^3 + 31*z + 1
*
[ 5/4 ] 
f(z) = -149/125*z^3 + 33/16*z + 1
*
[ 11/7 ] 
f(z) = -147/121*z^3 + 37/11*z + 1
*
-15/7 | 0.18031443866982656964580989460386341879 | 0.027839309567376291192542373926053975124
f(z) = -147/125*z^3 + 26/5*z + 1
*
[ 10/7 ] 
f(z) = -147/125*z^3 + 27/10*z + 1
*
-55/42 | 0.15790032133630220631740226109470917966 | 0.019266452365731459645865808388795641821
f(z) = -147/125*z^3 + 29/12*z + 1
*
-40/21 | 0.19923701842776940785436356276750634055 | 0.024113987112247078840587428813304330349
f(z) = -147/125*z^3 + 31/6*z + 1
*
-65/21 | 0.16310743280244143724606419538556942341 | 0.019665596407068887792190608369390124749
f(z) = -147/125*z^3 + 32/3*z + 1
*
[ -5/2 ] 
f(z) = -147/125*z^3 + 35/4*z + 1
*
[ -4/7 ] 
f(z) = -147/128*z^3 + 25/8*z + 1
*
[ -8/7 ] 
f(z) = -147/128*z^3 + 27/8*z + 1
*
-12/7 | 0.10374464816379400296277331488464446844 | 0.016896840206250673474673300066935197589
f(z) = -147/128*z^3 + 29/8*z + 1
*
[ -5/4 ] 
f(z) = -146/125*z^3 + 29/8*z + 1
*
[ 5 ] 
f(z) = -146/125*z^3 + 30*z + 1
*
[ -11/12 ] 
f(z) = -144/121*z^3 + 34/11*z + 1
*
55/24 | 0.18113403591644172863529581173983598678 | 0.023007469213069187449387527056898117963
f(z) = -144/125*z^3 + 21/4*z + 1
*
5/4 | 0.21285424066596867632299709629392195407 | 0.026727696337729922306805116868632308877
f(z) = -144/125*z^3 + 23/9*z + 1
*
[ -5/3 ] 
f(z) = -144/125*z^3 + 24/5*z + 1
*
5/24 | 0.15987967210830773092562992913822935295 | 0.019867765121365515530033888513463386899
f(z) = -144/125*z^3 + 25/4*z + 1
*
[ 10/3 ] 
f(z) = -144/125*z^3 + 27/2*z + 1
*
[ -5 ] 
f(z) = -144/125*z^3 + 30*z + 1
*
5/3 | 0.16615047215787312449039865858019740722 | 0.024974281211682005495968275596965905322
f(z) = -144/125*z^3 + 31/10*z + 1
*
[ 5/2 ] 
f(z) = -144/125*z^3 + 39/5*z + 1
*
[ 5/2 ] 
f(z) = -143/125*z^3 + 31/4*z + 1
*
[ 5/3 ] 
f(z) = -142/125*z^3 + 32/9*z + 1
*
[ 3/2 ] 
f(z) = -142/135*z^3 + 27/10*z + 1
*
[ 5 ] 
f(z) = -141/125*z^3 + 29*z + 1
*
5/38 | 0.25299449326270302213622049387817818456 | 0.029209197771338193258070714973436812583
f(z) = -152/125*z^3 + 35/38*z + 1
*
[ 5/6 ] 
f(z) = -151/125*z^3 + 23/36*z + 1
*
[ 11/10 ] 
f(z) = -150/121*z^3 + 35/22*z + 1
*
10/7 | 0.15790418750143367324081495461047481270 | 0.023975109635207019427396107519832483329
f(z) = -147/125*z^3 + 29/20*z + 1
*
-8/21 | 0.089852412294807725294826386114948814380 | 0.014476969806799874472792743737911270005
f(z) = -147/128*z^3 + 31/24*z + 1
*
-5/24 | 0.072815323036057803135197091732979811346 | 0.010661423438913235977536865024090094388
f(z) = -144/125*z^3 + 37/20*z + 1
*
[ 4/5 ] 
f(z) = -155/128*z^3 + 21/40*z + 1
*
-3/4 | 0.18974151587625005027350308327987623122 | 0.026662592323351508390921717561031794059
f(z) = -154/135*z^3 + 39/40*z + 1
*
[ 15/19 ] 
f(z) = -152/125*z^3 + 28/57*z + 1
*
[ 5/6 ] 
f(z) = -152/125*z^3 + 29/45*z + 1
*
[ 5/6 ] 
f(z) = -148/125*z^3 + 28/45*z + 1
*
[ 11/14 ] 
f(z) = -147/121*z^3 + 21/44*z + 1
*
[ 6/7 ] 
f(z) = -147/136*z^3 + 32/51*z + 1
*
-3/4 | 0.20016799387287842113971873003640746468 | 0.028452075574389969038080248890426061198
f(z) = -142/135*z^3 + 37/40*z + 1
*
[ 3/4 ] 
f(z) = -149/135*z^3 + 23/80*z + 1
*
[ 3/4 ] 
f(z) = -143/135*z^3 + 21/80*z + 1
*
[ 35/48 ] 
f(z) = -144/125*z^3 + 27/112*z + 1
*
[ 3/4 ] 
f(z) = -154/135*z^3 + 37/120*z + 1
*
[ 5/7 ] 
f(z) = -147/130*z^3 + 23/130*z + 1
*
[ 3/4 ] 
f(z) = -142/135*z^3 + 31/120*z + 1
*
[ 25/36 ] 
f(z) = -144/125*z^3 + 26/225*z + 1
*
[ 7/10 ] 
f(z) = -150/133*z^3 + 33/266*z + 1
*
[ 5/3 ] 
f(z) = -159/125*z^3 + 59/15*z + 1
*
[ -5/3 ] 
f(z) = -158/125*z^3 + 46/9*z + 1
*
[ -3/2 ] 
f(z) = -158/135*z^3 + 43/10*z + 1
*
[ 3 ] 
f(z) = -158/135*z^3 + 56/5*z + 1
*
[ -3 ] 
f(z) = -157/135*z^3 + 59/5*z + 1
*
[ 5/2 ] 
f(z) = -156/125*z^3 + 42/5*z + 1
*
[ -5/2 ] 
f(z) = -156/125*z^3 + 46/5*z + 1
*
[ -5/6 ] 
f(z) = -156/125*z^3 + 46/15*z + 1
*
[ 5/3 ] 
f(z) = -156/125*z^3 + 58/15*z + 1
*
[ -5/6 ] 
f(z) = -154/125*z^3 + 55/18*z + 1
*
[ -10/7 ] 
f(z) = -154/125*z^3 + 59/14*z + 1
*
[ -3 ] 
f(z) = -154/135*z^3 + 58/5*z + 1
*
[ 5/2 ] 
f(z) = -152/125*z^3 + 41/5*z + 1
*
[ 3/2 ] 
f(z) = -152/135*z^3 + 43/15*z + 1
*
[ 3 ] 
f(z) = -152/135*z^3 + 54/5*z + 1
*
[ -5/4 ] 
f(z) = -151/125*z^3 + 59/16*z + 1
*
[ -3 ] 
f(z) = -151/135*z^3 + 57/5*z + 1
*
[ 3 ] 
f(z) = -149/135*z^3 + 53/5*z + 1
*
[ -5/2 ] 
f(z) = -148/125*z^3 + 44/5*z + 1
*
[ -5/3 ] 
f(z) = -148/125*z^3 + 44/9*z + 1
*
[ -5/8 ] 
f(z) = -148/125*z^3 + 49/16*z + 1
*
[ -3 ] 
f(z) = -148/135*z^3 + 56/5*z + 1
*
[ -11/7 ] 
f(z) = -147/121*z^3 + 51/11*z + 1
*
[ 20/7 ] 
f(z) = -147/125*z^3 + 41/4*z + 1
*
[ -10/7 ] 
f(z) = -147/125*z^3 + 41/10*z + 1
*
40/21 | 0.090190503632856223913026424384784300494 | 0.012921135013553678631361528572780807242
f(z) = -147/125*z^3 + 43/15*z + 1
*
-40/21 | 0.24376387301382021394533522790021193309 | 0.028088374596776324910173368378759984507
f(z) = -147/125*z^3 + 47/12*z + 1
*
-10/7 | 0.090117340604993665893014153938297590246 | 0.012673490618418035462274312696155391721
f(z) = -147/125*z^3 + 49/15*z + 1
*
-5/42 | 0.19687830192476006777077887989777826826 | 0.022376079771871743280691736659391219651
f(z) = -147/125*z^3 + 53/12*z + 1
*
[ -3/2 ] 
f(z) = -146/135*z^3 + 41/10*z + 1
*
[ 3 ] 
f(z) = -146/135*z^3 + 52/5*z + 1
*
[ 11/6 ] 
f(z) = -144/121*z^3 + 49/11*z + 1
*
5/24 | 0.22621125442863577391875600012300504050 | 0.026197090586006695918109505886100810003
f(z) = -144/125*z^3 + 45/4*z + 1
*
[ -5/3 ] 
f(z) = -143/125*z^3 + 43/9*z + 1
*
[ -5/13 ] 
f(z) = -143/125*z^3 + 49/13*z + 1
*
[ 3 ] 
f(z) = -143/135*z^3 + 51/5*z + 1
*
[ -3 ] 
f(z) = -142/135*z^3 + 54/5*z + 1
*
[ 5/3 ] 
f(z) = -141/125*z^3 + 53/15*z + 1
*
[ -5/4 ] 
f(z) = -141/125*z^3 + 57/16*z + 1
*
[ 4/3 ] 
f(z) = -159/128*z^3 + 59/24*z + 1
*
[ 3/2 ] 
f(z) = -157/135*z^3 + 59/20*z + 1
*
[ 5/4 ] 
f(z) = -156/125*z^3 + 43/20*z + 1
*
[ 3/2 ] 
f(z) = -151/135*z^3 + 57/20*z + 1
*
[ 5/4 ] 
f(z) = -148/125*z^3 + 41/20*z + 1
*
[ -3/4 ] 
f(z) = -148/135*z^3 + 59/20*z + 1
*
-8/7 | 0.092009169132663972323770169739419443843 | 0.013806050746841199100629710726498071717
f(z) = -147/128*z^3 + 49/24*z + 1
*
12/7 | 0.13207622899608971030993490552304156072 | 0.019280846190663334699005977051276017331
f(z) = -147/128*z^3 + 59/24*z + 1
*
5/3 | 0.15407040145949345218950689249375304587 | 0.021795146537528280815772666145411040539
f(z) = -144/125*z^3 + 47/20*z + 1
*
[ 4/3 ] 
f(z) = -141/128*z^3 + 53/24*z + 1
*
-4/5 | 0.19364548059714475179646547695823734901 | 0.029107089645879413029036009437732901311
f(z) = -155/128*z^3 + 41/40*z + 1
*
[ 5/6 ] 
f(z) = -159/125*z^3 + 41/60*z + 1
*
5/12 | 0.089414521636157459539646990288589015789 | 0.011866932736447043504373026686801074825
f(z) = -156/125*z^3 + 49/60*z + 1
*
20/39 | 0.25758252168160744353328156606094207165 | 0.027383271813770214493366986388174771423
f(z) = -156/125*z^3 + 49/78*z + 1
*
[ 6/7 ] 
f(z) = -154/135*z^3 + 47/70*z + 1
*
[ 8/9 ] 
f(z) = -153/128*z^3 + 59/72*z + 1
*
[ 5/6 ] 
f(z) = -154/125*z^3 + 59/90*z + 1
*
-5/48 | 0.21777380635003248551804813359741349258 | 0.028127421662736033377265233616593439985
f(z) = -144/125*z^3 + 49/80*z + 1
*
[ 5/6 ] 
f(z) = -142/125*z^3 + 53/90*z + 1
*
[ 3/4 ] 
f(z) = -160/123*z^3 + 49/123*z + 1
*
[ 3/4 ] 
f(z) = -160/129*z^3 + 47/129*z + 1
*
[ 10/13 ] 
f(z) = -156/125*z^3 + 57/130*z + 1
*
[ 10/13 ] 
f(z) = -143/125*z^3 + 49/130*z + 1
*
-5/8 | 0.11688800890164327880515347945283810781 | 0.013665786111043902830313028002833108315
f(z) = -144/125*z^3 + 49/180*z + 1
*
[ 5/7 ] 
f(z) = -157/125*z^3 + 59/245*z + 1
*
[ 5/7 ] 
f(z) = -156/125*z^3 + 58/245*z + 1
*
[ 5/7 ] 
f(z) = -152/125*z^3 + 54/245*z + 1
*
[ 5/7 ] 
f(z) = -151/125*z^3 + 53/245*z + 1
*
[ 5/7 ] 
f(z) = -149/125*z^3 + 51/245*z + 1
*
[ 5/7 ] 
f(z) = -146/125*z^3 + 48/245*z + 1
*
[ 5/7 ] 
f(z) = -144/125*z^3 + 46/245*z + 1
*
[ 5/7 ] 
f(z) = -142/125*z^3 + 44/245*z + 1
*
[ 5/7 ] 
f(z) = -141/125*z^3 + 43/245*z + 1
*
[ -5/3 ] 
f(z) = -159/125*z^3 + 77/15*z + 1
*
-2 | 0.10796914988039844824494609439391582582 | 0.017024137942500909116504695450912614195
f(z) = -159/136*z^3 + 71/17*z + 1
*
-2 | 0.087447928928874756273452894192487296535 | 0.013788434997592347855350882753944318130
f(z) = -157/120*z^3 + 71/15*z + 1
*
-2 | 0.10772577533357507882703584530021222082 | 0.017023838735331023003840290570450010234
f(z) = -157/136*z^3 + 70/17*z + 1
*
-5/6 | 0.10620445614319168856215455410008448550 | 0.014489506551905145173891793454712729970
f(z) = -156/125*z^3 + 61/15*z + 1
*
[ -5/3 ] 
f(z) = -156/125*z^3 + 76/15*z + 1
*
-2 | 0.10747866094265462973085977421354698986 | 0.017023496163307331355419109954616669173
f(z) = -155/136*z^3 + 69/17*z + 1
*
15/7 | 0.22229838005022715252948309121195733328 | 0.024306056885525440521143643340513250446
f(z) = -154/125*z^3 + 75/14*z + 1
*
[ 8/3 ] 
f(z) = -153/128*z^3 + 73/8*z + 1
*
[ -8/3 ] 
f(z) = -153/128*z^3 + 79/8*z + 1
*
[ -5/12 ] 
f(z) = -152/125*z^3 + 65/18*z + 1
*
-2 | 0.086710843614153251759839634787792573600 | 0.013765921936493471528730481111592044049
f(z) = -151/120*z^3 + 68/15*z + 1
*
-2 | 0.10697266231028793101396385942623370457 | 0.017022657309413654486226420327401752057
f(z) = -151/136*z^3 + 67/17*z + 1
*
[ 11/5 ] 
f(z) = -150/121*z^3 + 72/11*z + 1
*
-2 | 0.086457675961850267009015819947495540888 | 0.013758088822711906925241654659770231350
f(z) = -149/120*z^3 + 67/15*z + 1
*
-2 | 0.10671348067047320511108548971487088962 | 0.017022147346472827852466365076803711066
f(z) = -149/136*z^3 + 66/17*z + 1
*
[ -3/2 ] 
f(z) = -148/135*z^3 + 62/15*z + 1
*
15/7 | 0.089414250973870910533334493493078325206 | 0.012119432484321731359219871223334624180
f(z) = -147/125*z^3 + 64/15*z + 1
*
[ -5/3 ] 
f(z) = -147/125*z^3 + 73/15*z + 1
*
[ -5/21 ] 
f(z) = -147/125*z^3 + 79/15*z + 1
*
-2 | 0.10644996264628636720659109657273767949 | 0.017021566444104399492502019699068907620
f(z) = -147/136*z^3 + 65/17*z + 1
*
[ -2/7 ] 
f(z) = -147/136*z^3 + 78/17*z + 1
*
[ 5/2 ] 
f(z) = -146/125*z^3 + 79/10*z + 1
*
-2 | 0.10618193317086132336400649823136286707 | 0.017020905379733884095191220343670932190
f(z) = -145/136*z^3 + 64/17*z + 1
*
[ -11/6 ] 
f(z) = -144/121*z^3 + 61/11*z + 1
*
[ -15/8 ] 
f(z) = -144/125*z^3 + 67/12*z + 1
*
[ -5/16 ] 
f(z) = -144/125*z^3 + 69/16*z + 1
*
-95/24 | 0.22690956640559792333345097798276048895 | 0.024883782276965305544801661572486632869
f(z) = -144/125*z^3 + 73/4*z + 1
*
[ -5/36 ] 
f(z) = -144/125*z^3 + 74/9*z + 1
*
[ -35/12 ] 
f(z) = -144/125*z^3 + 78/7*z + 1
*
-2 | 0.085673875863666381993090619629117327414 | 0.013733475093583127347297025344202369367
f(z) = -143/120*z^3 + 64/15*z + 1
*
[ 2 ] 
f(z) = -143/120*z^3 + 79/15*z + 1
*
-2 | 0.10590920461761302677052582498491355568 | 0.017020153720098738041358142548017705352
f(z) = -143/136*z^3 + 63/17*z + 1
*
[ 5/2 ] 
f(z) = -142/125*z^3 + 77/10*z + 1
*
[ -5/3 ] 
f(z) = -141/125*z^3 + 71/15*z + 1
*
-2 | 0.10563157542973752001487212220956845683 | 0.017019299639096973153647943356620603219
f(z) = -141/136*z^3 + 62/17*z + 1
*
[ 2 ] 
f(z) = -141/136*z^3 + 79/17*z + 1
*
[ 11/8 ] 
f(z) = -160/121*z^3 + 61/22*z + 1
*
[ 15/13 ] 
f(z) = -156/125*z^3 + 70/39*z + 1
*
[ -10/13 ] 
f(z) = -156/125*z^3 + 79/26*z + 1
*
[ -5/6 ] 
f(z) = -153/125*z^3 + 61/20*z + 1
*
[ -11/10 ] 
f(z) = -150/121*z^3 + 75/22*z + 1
*
[ -5/4 ] 
f(z) = -148/125*z^3 + 73/20*z + 1
*
[ -5/14 ] 
f(z) = -147/125*z^3 + 79/20*z + 1
*
8/21 | 0.15944915357120454262698401371149031869 | 0.023164090974494857331481905381050475551
f(z) = -147/128*z^3 + 61/24*z + 1
*
-4/7 | 0.10061839689155711480056570451258953484 | 0.014420859925943639310240113675062222958
f(z) = -147/128*z^3 + 67/24*z + 1
*
40/21 | 0.089853445911228615017007583317683381835 | 0.012721624408140175945938092326643905326
f(z) = -147/128*z^3 + 73/24*z + 1
*
[ -5/8 ] 
f(z) = -144/125*z^3 + 61/20*z + 1
*
15/8 | 0.20664420075083095017441388824472824943 | 0.027324198126213877503984128147204066297
f(z) = -144/125*z^3 + 77/20*z + 1
*
[ -10/11 ] 
f(z) = -143/125*z^3 + 67/22*z + 1
*
[ 15/11 ] 
f(z) = -143/125*z^3 + 79/33*z + 1
*
-3/8 | 0.22003829695381756819080264094450599292 | 0.029004706387009299758869065750610916325
f(z) = -152/135*z^3 + 73/40*z + 1
*
[ 5/4 ] 
f(z) = -142/125*z^3 + 79/40*z + 1
*
-8/9 | 0.19555490897218812694071329913460330102 | 0.027056452761399168409971231742818795320
f(z) = -153/128*z^3 + 77/72*z + 1
*
[ 20/21 ] 
f(z) = -147/125*z^3 + 61/60*z + 1
*
[ 5/6 ] 
f(z) = -158/125*z^3 + 61/90*z + 1
*
-3/4 | 0.21770017075728539558356725672856473809 | 0.027807481431639679543084076075626678392
f(z) = -157/135*z^3 + 79/80*z + 1
*
[ 6/7 ] 
f(z) = -147/128*z^3 + 65/96*z + 1
*
22/21 | 0.089853445911228615017007583317683381835 | 0.014756574758308822402271209125674047813
f(z) = -147/128*z^3 + 73/96*z + 1
*
55/48 | 0.19210215182392985147985741077544785124 | 0.024811699429019990076323811952486404909
f(z) = -144/125*z^3 + 73/80*z + 1
*
[ 40/51 ] 
f(z) = -153/125*z^3 + 65/136*z + 1
*
[ 10/13 ] 
f(z) = -143/120*z^3 + 79/195*z + 1
*
3/7 | 0.082981261148627799007847582856975090197 | 0.010810468183786543419466316801078171485
f(z) = -154/135*z^3 + 79/210*z + 1
*
[ 5/7 ] 
f(z) = -159/125*z^3 + 61/245*z + 1
*
[ 3/4 ] 
f(z) = -157/135*z^3 + 77/240*z + 1
*
[ 3/4 ] 
f(z) = -151/135*z^3 + 71/240*z + 1
*
-55/84 | 0.12836313682969053710822066275577443461 | 0.014485267915297283500856674182123145035
f(z) = -147/125*z^3 + 73/240*z + 1
*
[ 11/15 ] 
f(z) = -144/121*z^3 + 76/275*z + 1
*
[ 10/3 ] 
f(z) = -159/125*z^3 + 89/6*z + 1
*
[ 2 ] 
f(z) = -159/136*z^3 + 88/17*z + 1
*
[ -5/2 ] 
f(z) = -158/125*z^3 + 93/10*z + 1
*
[ 2 ] 
f(z) = -157/120*z^3 + 86/15*z + 1
*
[ 2 ] 
f(z) = -157/136*z^3 + 87/17*z + 1
*
[ -10/3 ] 
f(z) = -156/125*z^3 + 91/6*z + 1
*
[ 2 ] 
f(z) = -155/136*z^3 + 86/17*z + 1
*
[ 5/2 ] 
f(z) = -154/125*z^3 + 83/10*z + 1
*
[ -5/2 ] 
f(z) = -154/125*z^3 + 91/10*z + 1
*
[ 2 ] 
f(z) = -151/120*z^3 + 83/15*z + 1
*
[ -2 ] 
f(z) = -151/120*z^3 + 98/15*z + 1
*
[ 2 ] 
f(z) = -151/136*z^3 + 84/17*z + 1
*
[ -11/5 ] 
f(z) = -150/121*z^3 + 82/11*z + 1
*
[ 2 ] 
f(z) = -149/120*z^3 + 82/15*z + 1
*
[ -2 ] 
f(z) = -149/120*z^3 + 97/15*z + 1
*
[ 2 ] 
f(z) = -149/136*z^3 + 83/17*z + 1
*
-10/21 | 0.15192564925012354343651762504763956277 | 0.019740313368346027104975670626069656065
f(z) = -147/125*z^3 + 88/15*z + 1
*
[ 15/7 ] 
f(z) = -147/125*z^3 + 89/15*z + 1
*
-16/7 | 0.19533027141957853896480084000896000190 | 0.029842603001532936623669074084299951676
f(z) = -147/128*z^3 + 87/16*z + 1
*
[ 2 ] 
f(z) = -147/136*z^3 + 82/17*z + 1
*
[ -2 ] 
f(z) = -147/136*z^3 + 99/17*z + 1
*
[ -5/2 ] 
f(z) = -146/125*z^3 + 87/10*z + 1
*
[ 2 ] 
f(z) = -145/136*z^3 + 81/17*z + 1
*
[ -2 ] 
f(z) = -145/136*z^3 + 98/17*z + 1
*
[ -2 ] 
f(z) = -143/120*z^3 + 94/15*z + 1
*
[ 2 ] 
f(z) = -143/136*z^3 + 80/17*z + 1
*
[ -2 ] 
f(z) = -143/136*z^3 + 97/17*z + 1
*
[ -10/3 ] 
f(z) = -141/125*z^3 + 83/6*z + 1
*
[ -2 ] 
f(z) = -141/136*z^3 + 96/17*z + 1
*
[ -11/8 ] 
f(z) = -160/121*z^3 + 93/22*z + 1
*
[ -4/3 ] 
f(z) = -159/128*z^3 + 95/24*z + 1
*
[ -5/8 ] 
f(z) = -158/125*z^3 + 99/32*z + 1
*
[ 3/2 ] 
f(z) = -158/135*z^3 + 89/30*z + 1
*
[ -5/9 ] 
f(z) = -156/125*z^3 + 86/27*z + 1
*
5/26 | 0.26031721062564825951546384132651442939 | 0.027654247722242746932547943893049999889
f(z) = -156/125*z^3 + 98/39*z + 1
*
-5/18 | 0.27152635211279434032354610060724852425 | 0.028876490312354668278078265751520997621
f(z) = -153/125*z^3 + 97/36*z + 1
*
[ -2/3 ] 
f(z) = -153/128*z^3 + 97/32*z + 1
*
[ -3/4 ] 
f(z) = -152/135*z^3 + 89/30*z + 1
*
[ -3/2 ] 
f(z) = -149/135*z^3 + 83/20*z + 1
*
10/7 | 0.22052815953286555193609884605889773209 | 0.028529846117428481994647430150040925278
f(z) = -147/125*z^3 + 91/30*z + 1
*
12/7 | 0.19531317684531237878122987927779122018 | 0.027159159588699504238610947224402806407
f(z) = -147/128*z^3 + 83/24*z + 1
*
-2/7 | 0.16690888166397064201551504298687259751 | 0.028751938164690716303492535508876711399
f(z) = -147/128*z^3 + 83/32*z + 1
*
[ 3/2 ] 
f(z) = -146/135*z^3 + 83/30*z + 1
*
-35/24 | 0.21914218130680615458861465323098846505 | 0.028118270423574811019568838679762205685
f(z) = -144/125*z^3 + 97/20*z + 1
*
[ -3/2 ] 
f(z) = -143/135*z^3 + 81/20*z + 1
*
[ -5/9 ] 
f(z) = -141/125*z^3 + 85/27*z + 1
*
[ -4/3 ] 
f(z) = -141/128*z^3 + 89/24*z + 1
*
[ 11/10 ] 
f(z) = -160/121*z^3 + 93/55*z + 1
*
[ 5/4 ] 
f(z) = -158/125*z^3 + 87/40*z + 1
*
[ 5/4 ] 
f(z) = -146/125*z^3 + 81/40*z + 1
*
-15/14 | 0.20504929322286220916287483140392239071 | 0.026417937413319052720219277046308433636
f(z) = -154/135*z^3 + 87/70*z + 1
*
[ 22/21 ] 
f(z) = -147/121*z^3 + 91/66*z + 1
*
-15/14 | 0.21426927115268362414352680448275535419 | 0.027493024272211685020494577344894808273
f(z) = -147/125*z^3 + 97/60*z + 1
*
-15/13 | 0.20003980147416473428773564082574901734 | 0.025929768568226038475417726838624361160
f(z) = -143/135*z^3 + 83/65*z + 1
*
15/28 | 0.23105057440733561915155533539869565502 | 0.029762970525266721533859007030933680399
f(z) = -147/125*z^3 + 91/80*z + 1
*
-2/3 | 0.16687011107452185866495083578925747297 | 0.027593821933552416902112810897357051923
f(z) = -141/128*z^3 + 95/96*z + 1
*
[ 10/11 ] 
f(z) = -143/125*z^3 + 93/110*z + 1
*
-20/21 | 0.17882942474938208943722833078078997001 | 0.023229177706404402163196140632958647546
f(z) = -147/128*z^3 + 83/120*z + 1
*
[ 4/5 ] 
f(z) = -149/128*z^3 + 99/200*z + 1
*
[ 4/5 ] 
f(z) = -147/128*z^3 + 97/200*z + 1
*
[ 4/5 ] 
f(z) = -143/128*z^3 + 93/200*z + 1
*
[ 4/5 ] 
f(z) = -141/128*z^3 + 91/200*z + 1
*
[ 3/4 ] 
f(z) = -152/123*z^3 + 89/246*z + 1
*
[ 3/4 ] 
f(z) = -152/129*z^3 + 85/258*z + 1
*
[ 11/15 ] 
f(z) = -153/121*z^3 + 87/275*z + 1
*
[ 11/4 ] 
f(z) = -160/121*z^3 + 117/11*z + 1
*
[ -2 ] 
f(z) = -159/136*z^3 + 105/17*z + 1
*
[ -2 ] 
f(z) = -157/120*z^3 + 101/15*z + 1
*
[ -2 ] 
f(z) = -157/136*z^3 + 104/17*z + 1
*
[ -2 ] 
f(z) = -155/136*z^3 + 103/17*z + 1
*
[ 15/4 ] 
f(z) = -152/125*z^3 + 107/6*z + 1
*
[ -2 ] 
f(z) = -151/136*z^3 + 101/17*z + 1
*
[ -2 ] 
f(z) = -149/136*z^3 + 100/17*z + 1
*
[ 16/7 ] 
f(z) = -147/128*z^3 + 105/16*z + 1
*
[ -16/7 ] 
f(z) = -147/128*z^3 + 119/16*z + 1
*
[ 11/4 ] 
f(z) = -144/121*z^3 + 106/11*z + 1
*
[ -11/4 ] 
f(z) = -144/121*z^3 + 114/11*z + 1
*
[ -5/7 ] 
f(z) = -154/125*z^3 + 106/35*z + 1
*
-5/6 | 0.23233211254999308724139899959027255998 | 0.029656908481437429741612207009093921113
f(z) = -153/125*z^3 + 101/20*z + 1
*
[ -11/15 ] 
f(z) = -150/121*z^3 + 100/33*z + 1
*
[ -5/6 ] 
f(z) = -149/125*z^3 + 109/36*z + 1
*
[ -11/21 ] 
f(z) = -147/121*z^3 + 107/33*z + 1
*
[ -10/21 ] 
f(z) = -147/125*z^3 + 101/30*z + 1
*
-5/14 | 0.15699956145199082202269869973964935786 | 0.019629854318573313552814875702577000755
f(z) = -147/125*z^3 + 119/20*z + 1
*
[ -12/7 ] 
f(z) = -147/128*z^3 + 119/24*z + 1
*
[ -5/24 ] 
f(z) = -144/125*z^3 + 117/20*z + 1
*
[ -3/4 ] 
f(z) = -154/135*z^3 + 119/40*z + 1
*
26/21 | 0.17723815642651226882391460953792220459 | 0.026141622107944263584779853965366032515
f(z) = -147/136*z^3 + 110/51*z + 1
*
-8/5 | 0.20543320926396061180890317562300043085 | 0.027807430235236830835397547163935045205
f(z) = -145/128*z^3 + 101/40*z + 1
*
[ -4/5 ] 
f(z) = -145/128*z^3 + 119/40*z + 1
*
[ 11/8 ] 
f(z) = -144/121*z^3 + 111/44*z + 1
*
[ -3/4 ] 
f(z) = -142/135*z^3 + 117/40*z + 1
*
-5/39 | 0.21425724835247989281518080589364320143 | 0.022641475323195907555543320884301870152
f(z) = -156/125*z^3 + 103/78*z + 1
*
3/2 | 0.22245072320894935342271907017729002328 | 0.028049792070030856611565674610710495700
f(z) = -154/135*z^3 + 103/70*z + 1
*
-4/9 | 0.19379061124459013475907463784833446603 | 0.026028172331336535976482916723481321228
f(z) = -153/128*z^3 + 107/72*z + 1
*
[ 11/12 ] 
f(z) = -160/121*z^3 + 101/99*z + 1
*
-2/3 | 0.16686876569035720411896328849919065528 | 0.027056071262538639900437578557577943445
f(z) = -159/128*z^3 + 101/96*z + 1
*
5/4 | 0.18419957054278937273985199429410971061 | 0.019360307687903443163308956817658838782
f(z) = -154/125*z^3 + 107/88*z + 1
*
5/48 | 0.23105290320433392457786515784799333947 | 0.029076923893783971806669252576949553490
f(z) = -144/125*z^3 + 113/80*z + 1
*
[ 10/11 ] 
f(z) = -154/125*z^3 + 101/110*z + 1
*
-3/4 | 0.19541389798426425578020410643244191895 | 0.027361088947137806041456236365860658567
f(z) = -158/135*z^3 + 119/120*z + 1
*
[ 20/21 ] 
f(z) = -147/128*z^3 + 119/120*z + 1
*
[ 11/13 ] 
f(z) = -156/121*z^3 + 106/143*z + 1
*
10/13 | 0.23191143749951184031408379580226269214 | 0.026615439168071254811390788150273255693
f(z) = -156/125*z^3 + 118/195*z + 1
*
[ 5/6 ] 
f(z) = -149/125*z^3 + 113/180*z + 1
*
[ 5/6 ] 
f(z) = -143/125*z^3 + 107/180*z + 1
*
[ 4/5 ] 
f(z) = -159/128*z^3 + 109/200*z + 1
*
[ 4/5 ] 
f(z) = -157/128*z^3 + 107/200*z + 1
*
[ 4/5 ] 
f(z) = -153/128*z^3 + 103/200*z + 1
*
[ 4/5 ] 
f(z) = -151/128*z^3 + 101/200*z + 1
*
[ -11/4 ] 
f(z) = -160/121*z^3 + 125/11*z + 1
*
[ -30/7 ] 
f(z) = -147/125*z^3 + 137/6*z + 1
*
-5/3 | 0.19927444283879147541341142608884429267 | 0.024484328566385249261719440070112083017
f(z) = -156/125*z^3 + 137/30*z + 1
*
-2 | 0.10751922563483973026019545072690561755 | 0.017010467814907882908366712878624727474
f(z) = -155/128*z^3 + 139/32*z + 1
*
[ 15/7 ] 
f(z) = -154/125*z^3 + 130/21*z + 1
*
[ -3/7 ] 
f(z) = -154/135*z^3 + 124/35*z + 1
*
[ -3/2 ] 
f(z) = -154/135*z^3 + 127/30*z + 1
*
-2 | 0.10727111278953185704350785306096095738 | 0.017010217269066726059375500232474342951
f(z) = -153/128*z^3 + 137/32*z + 1
*
[ -10/19 ] 
f(z) = -152/125*z^3 + 123/38*z + 1
*
-2 | 0.10701915885605907724520685746396911439 | 0.017009931303651225956832711336499035912
f(z) = -151/128*z^3 + 135/32*z + 1
*
-2 | 0.10676322542421891029087957797202174184 | 0.017009604831868072079835586651653299348
f(z) = -149/128*z^3 + 133/32*z + 1
*
[ -40/21 ] 
f(z) = -147/125*z^3 + 139/24*z + 1
*
-8/21 | 0.19797821310293117512016341061672572735 | 0.025992390753688677287899098775565032140
f(z) = -147/128*z^3 + 127/24*z + 1
*
-2 | 0.10650316544880223818317368348451375285 | 0.017009232115645744825375025739644644049
f(z) = -147/128*z^3 + 131/32*z + 1
*
-2 | 0.10623882243940098284284247275129615113 | 0.017008806674025876245789782084060053129
f(z) = -145/128*z^3 + 129/32*z + 1
*
-5/24 | 0.22049027573041682377500911998999046280 | 0.027091062354863614202116915257415156560
f(z) = -144/125*z^3 + 137/20*z + 1
*
[ 25/12 ] 
f(z) = -144/125*z^3 + 138/25*z + 1
*
-2 | 0.10597002954595452515264157662129102777 | 0.017008321176711068270773182889611192677
f(z) = -143/128*z^3 + 127/32*z + 1
*
[ -3/2 ] 
f(z) = -142/135*z^3 + 121/30*z + 1
*
-2 | 0.10569660852277608630332433732266980900 | 0.017007767319971645842010305453242298783
f(z) = -141/128*z^3 + 125/32*z + 1
*
[ -4/5 ] 
f(z) = -155/128*z^3 + 121/40*z + 1
*
[ 8/5 ] 
f(z) = -155/128*z^3 + 139/40*z + 1
*
[ -5/8 ] 
f(z) = -152/125*z^3 + 123/40*z + 1
*
[ -5/6 ] 
f(z) = -152/125*z^3 + 137/45*z + 1
*
[ -5/6 ] 
f(z) = -148/125*z^3 + 136/45*z + 1
*
[ -11/14 ] 
f(z) = -147/121*z^3 + 133/44*z + 1
*
-85/84 | 0.13321483784298788531544297310513999031 | 0.013795172092257029450608454500604769029
f(z) = -147/125*z^3 + 125/48*z + 1
*
-34/21 | 0.19677474288269568685583794560118802592 | 0.028486061670628637782790171281944089860
f(z) = -147/136*z^3 + 125/51*z + 1
*
[ 8/5 ] 
f(z) = -145/128*z^3 + 131/40*z + 1
*
[ 15/11 ] 
f(z) = -143/135*z^3 + 123/55*z + 1
*
15/14 | 0.10151879058071408096124222543581611036 | 0.012590598845272928033994111952147077475
f(z) = -154/125*z^3 + 127/70*z + 1
*
-10/7 | 0.086101712345216342297879119160059245576 | 0.010743018906253169880755023701200732231
f(z) = -147/125*z^3 + 121/60*z + 1
*
[ 25/21 ] 
f(z) = -147/125*z^3 + 137/75*z + 1
*
45/28 | 0.10708351062664715910184187846544849353 | 0.013229866924564348833321855460542930673
f(z) = -147/125*z^3 + 131/80*z + 1
*
10/7 | 0.19262292993811540301220066388308945452 | 0.027789614578322133500674207170137026587
f(z) = -147/136*z^3 + 128/85*z + 1
*
[ 10/9 ] 
f(z) = -144/125*z^3 + 137/90*z + 1
*
-6/11 | 0.22770827656876316873787557391698695212 | 0.027920312536753349270826291188733127119
f(z) = -154/135*z^3 + 129/110*z + 1
*
15/22 | 0.22263130715757854901213376149026369310 | 0.027050170107910916640384022891471244688
f(z) = -154/135*z^3 + 139/110*z + 1
*
[ 25/24 ] 
f(z) = -144/125*z^3 + 129/100*z + 1
*
[ 11/12 ] 
f(z) = -156/121*z^3 + 131/132*z + 1
*
15/13 | 0.28407501069254960530421803588414269507 | 0.028127040680440547064498617993972635878
f(z) = -156/125*z^3 + 137/156*z + 1
*
[ 5/6 ] 
f(z) = -157/125*z^3 + 121/180*z + 1
*
[ 6/7 ] 
f(z) = -147/124*z^3 + 131/186*z + 1
*
40/63 | 0.20659299858289804420097920862497338468 | 0.024931967245345943874669014302358178729
f(z) = -147/128*z^3 + 127/216*z + 1
*
[ 30/37 ] 
f(z) = -148/125*z^3 + 121/222*z + 1
*
5/16 | 0.25043013528750405754106671409998716767 | 0.028325950676331092758582810561143531724
f(z) = -144/125*z^3 + 139/240*z + 1
*
[ 15/19 ] 
f(z) = -152/135*z^3 + 124/285*z + 1
*
[ 5 ] 
f(z) = -154/125*z^3 + 158/5*z + 1
*
[ 10/3 ] 
f(z) = -153/125*z^3 + 143/10*z + 1
*
[ -10/3 ] 
f(z) = -153/125*z^3 + 149/10*z + 1
*
[ 5 ] 
f(z) = -153/125*z^3 + 157/5*z + 1
*
[ -5 ] 
f(z) = -153/125*z^3 + 159/5*z + 1
*
[ 4 ] 
f(z) = -153/128*z^3 + 159/8*z + 1
*
[ 5 ] 
f(z) = -152/125*z^3 + 156/5*z + 1
*
[ -5 ] 
f(z) = -152/125*z^3 + 158/5*z + 1
*
[ -5 ] 
f(z) = -151/125*z^3 + 157/5*z + 1
*
[ 4 ] 
f(z) = -151/128*z^3 + 157/8*z + 1
*
[ 5 ] 
f(z) = -149/125*z^3 + 153/5*z + 1
*
[ 4 ] 
f(z) = -149/128*z^3 + 155/8*z + 1
*
[ -4 ] 
f(z) = -149/128*z^3 + 159/8*z + 1
*
[ 5 ] 
f(z) = -148/125*z^3 + 152/5*z + 1
*
[ -5 ] 
f(z) = -148/125*z^3 + 154/5*z + 1
*
[ 3 ] 
f(z) = -148/135*z^3 + 158/15*z + 1
*
-20/7 | 0.17529203016922800197126712235526087660 | 0.021335217936429849405075769815750061993
f(z) = -147/125*z^3 + 148/15*z + 1
*
[ 5 ] 
f(z) = -147/125*z^3 + 151/5*z + 1
*
[ -5 ] 
f(z) = -147/125*z^3 + 153/5*z + 1
*
[ 4 ] 
f(z) = -147/128*z^3 + 153/8*z + 1
*
[ -4 ] 
f(z) = -147/128*z^3 + 157/8*z + 1
*
[ -5 ] 
f(z) = -146/125*z^3 + 152/5*z + 1
*
[ 4 ] 
f(z) = -145/128*z^3 + 151/8*z + 1
*
[ -4 ] 
f(z) = -145/128*z^3 + 155/8*z + 1
*
[ -10/3 ] 
f(z) = -144/125*z^3 + 141/10*z + 1
*
[ 5 ] 
f(z) = -144/125*z^3 + 148/5*z + 1
*
[ 5 ] 
f(z) = -143/125*z^3 + 147/5*z + 1
*
[ -5 ] 
f(z) = -143/125*z^3 + 149/5*z + 1
*
[ 4 ] 
f(z) = -143/128*z^3 + 149/8*z + 1
*
[ -4 ] 
f(z) = -143/128*z^3 + 153/8*z + 1
*
[ 5 ] 
f(z) = -142/125*z^3 + 146/5*z + 1
*
[ -5 ] 
f(z) = -142/125*z^3 + 148/5*z + 1
*
[ 3 ] 
f(z) = -142/135*z^3 + 152/15*z + 1
*
[ -5 ] 
f(z) = -141/125*z^3 + 147/5*z + 1
*
[ 4 ] 
f(z) = -141/128*z^3 + 147/8*z + 1
*
[ -4 ] 
f(z) = -141/128*z^3 + 151/8*z + 1
*
-2 | 0.10800444277105480455051439961539481317 | 0.017010880202448242165177100038210506513
f(z) = -159/128*z^3 + 143/32*z + 1
*
-2 | 0.10776362788752314633186179259537767867 | 0.017010687455760956529111180664351332124
f(z) = -157/128*z^3 + 141/32*z + 1
*
[ 11/6 ] 
f(z) = -156/121*z^3 + 158/33*z + 1
*
[ 5/2 ] 
f(z) = -147/125*z^3 + 159/20*z + 1
*
[ -2/7 ] 
f(z) = -147/128*z^3 + 147/32*z + 1
*
[ -4/21 ] 
f(z) = -147/128*z^3 + 151/24*z + 1
*
[ 2 ] 
f(z) = -143/128*z^3 + 159/32*z + 1
*
[ 5/2 ] 
f(z) = -141/125*z^3 + 153/20*z + 1
*
[ 2 ] 
f(z) = -141/128*z^3 + 157/32*z + 1
*
[ -2/3 ] 
f(z) = -159/136*z^3 + 154/51*z + 1
*
[ -5/4 ] 
f(z) = -158/125*z^3 + 151/40*z + 1
*
[ -5/7 ] 
f(z) = -157/125*z^3 + 149/49*z + 1
*
[ -5/4 ] 
f(z) = -154/125*z^3 + 149/40*z + 1
*
[ -5/9 ] 
f(z) = -153/125*z^3 + 143/45*z + 1
*
[ -5/7 ] 
f(z) = -152/125*z^3 + 148/49*z + 1
*
[ -3/8 ] 
f(z) = -152/135*z^3 + 153/40*z + 1
*
[ -16/21 ] 
f(z) = -147/128*z^3 + 143/48*z + 1
*
[ -6/7 ] 
f(z) = -147/136*z^3 + 151/51*z + 1
*
[ -2/3 ] 
f(z) = -147/136*z^3 + 152/51*z + 1
*
[ -11/24 ] 
f(z) = -144/121*z^3 + 151/44*z + 1
*
[ -5/9 ] 
f(z) = -144/125*z^3 + 142/45*z + 1
*
[ 20/13 ] 
f(z) = -143/125*z^3 + 159/52*z + 1
*
[ -5/4 ] 
f(z) = -142/125*z^3 + 143/40*z + 1
*
[ -5/7 ] 
f(z) = -142/125*z^3 + 146/49*z + 1
*
[ -2/3 ] 
f(z) = -141/136*z^3 + 151/51*z + 1
*
5/3 | 0.099264197203732676047754240157805896136 | 0.011995497062094003963776785156711354058
f(z) = -156/125*z^3 + 157/60*z + 1
*
-2/5 | 0.19933469924054515921447535155811285169 | 0.028333630255554748921441060448846940147
f(z) = -145/136*z^3 + 142/85*z + 1
*
[ 5/4 ] 
f(z) = -143/125*z^3 + 159/80*z + 1
*
[ 5/4 ] 
f(z) = -141/125*z^3 + 157/80*z + 1
*
20/21 | 0.18595942243236153923346754405639361747 | 0.024039948889517502600706627342985531526
f(z) = -147/128*z^3 + 143/120*z + 1
*
[ 10/11 ] 
f(z) = -143/120*z^3 + 146/165*z + 1
*
[ 5 ] 
f(z) = -159/125*z^3 + 163/5*z + 1
*
[ 4 ] 
f(z) = -159/128*z^3 + 165/8*z + 1
*
[ -4 ] 
f(z) = -159/128*z^3 + 169/8*z + 1
*
[ 5 ] 
f(z) = -158/125*z^3 + 162/5*z + 1
*
[ -5 ] 
f(z) = -158/125*z^3 + 164/5*z + 1
*
[ -3 ] 
f(z) = -158/135*z^3 + 178/15*z + 1
*
[ 5 ] 
f(z) = -157/125*z^3 + 161/5*z + 1
*
[ -5 ] 
f(z) = -157/125*z^3 + 163/5*z + 1
*
[ 4 ] 
f(z) = -157/128*z^3 + 163/8*z + 1
*
[ -4 ] 
f(z) = -157/128*z^3 + 167/8*z + 1
*
[ 3 ] 
f(z) = -157/135*z^3 + 167/15*z + 1
*
[ -5 ] 
f(z) = -156/125*z^3 + 162/5*z + 1
*
[ 4 ] 
f(z) = -155/128*z^3 + 161/8*z + 1
*
[ -4 ] 
f(z) = -155/128*z^3 + 165/8*z + 1
*
[ 3 ] 
f(z) = -154/135*z^3 + 164/15*z + 1
*
[ -4 ] 
f(z) = -153/128*z^3 + 163/8*z + 1
*
[ -15/4 ] 
f(z) = -152/135*z^3 + 171/10*z + 1
*
[ -3 ] 
f(z) = -152/135*z^3 + 172/15*z + 1
*
[ -4 ] 
f(z) = -151/128*z^3 + 161/8*z + 1
*
[ 3 ] 
f(z) = -151/135*z^3 + 161/15*z + 1
*
[ -3 ] 
f(z) = -149/135*z^3 + 169/15*z + 1
*
5/28 | 0.25162296291110694546697507082523944605 | 0.025298128139845655278743020203835211746
f(z) = -147/125*z^3 + 167/16*z + 1
*
[ -3 ] 
f(z) = -146/135*z^3 + 166/15*z + 1
*
[ -3 ] 
f(z) = -143/135*z^3 + 163/15*z + 1
*
[ 5/2 ] 
f(z) = -159/125*z^3 + 171/20*z + 1
*
[ 2 ] 
f(z) = -159/128*z^3 + 175/32*z + 1
*
[ 5/2 ] 
f(z) = -157/125*z^3 + 169/20*z + 1
*
[ 2 ] 
f(z) = -157/128*z^3 + 173/32*z + 1
*
[ 2 ] 
f(z) = -155/128*z^3 + 171/32*z + 1
*
[ -5/18 ] 
f(z) = -153/125*z^3 + 169/36*z + 1
*
[ 2 ] 
f(z) = -153/128*z^3 + 169/32*z + 1
*
[ 5/2 ] 
f(z) = -151/125*z^3 + 163/20*z + 1
*
[ -5/2 ] 
f(z) = -151/125*z^3 + 179/20*z + 1
*
[ 2 ] 
f(z) = -151/128*z^3 + 167/32*z + 1
*
[ 5/2 ] 
f(z) = -149/125*z^3 + 161/20*z + 1
*
[ -5/2 ] 
f(z) = -149/125*z^3 + 177/20*z + 1
*
[ 2 ] 
f(z) = -149/128*z^3 + 165/32*z + 1
*
[ 2 ] 
f(z) = -147/128*z^3 + 163/32*z + 1
*
-4/21 | 0.085912914564003290674824064883006570344 | 0.010823845144356255261465807738046785177
f(z) = -147/128*z^3 + 175/24*z + 1
*
[ 2 ] 
f(z) = -145/128*z^3 + 161/32*z + 1
*
[ -25/12 ] 
f(z) = -144/125*z^3 + 162/25*z + 1
*
[ -5/2 ] 
f(z) = -143/125*z^3 + 171/20*z + 1
*
[ -5/2 ] 
f(z) = -141/125*z^3 + 169/20*z + 1
*
-8/3 | 0.23141916314487862690899542471351263592 | 0.029197912900119978152894593141800725110
f(z) = -141/128*z^3 + 173/24*z + 1
*
[ -11/20 ] 
f(z) = -160/121*z^3 + 177/55*z + 1
*
[ 5/3 ] 
f(z) = -158/125*z^3 + 176/45*z + 1
*
[ 5/3 ] 
f(z) = -154/125*z^3 + 172/45*z + 1
*
[ 15/8 ] 
f(z) = -152/135*z^3 + 177/40*z + 1
*
[ 5/3 ] 
f(z) = -151/125*z^3 + 169/45*z + 1
*
[ 5/3 ] 
f(z) = -149/125*z^3 + 167/45*z + 1
*
[ 5/3 ] 
f(z) = -148/125*z^3 + 166/45*z + 1
*
[ -5/12 ] 
f(z) = -147/125*z^3 + 173/48*z + 1
*
[ 34/21 ] 
f(z) = -147/136*z^3 + 164/51*z + 1
*
-34/21 | 0.19506196645877828277838718311114900052 | 0.026842796330551675431513795482600859039
f(z) = -147/136*z^3 + 179/51*z + 1
*
[ 5/3 ] 
f(z) = -146/125*z^3 + 164/45*z + 1
*
[ -11/8 ] 
f(z) = -144/121*z^3 + 175/44*z + 1
*
[ 5/3 ] 
f(z) = -143/125*z^3 + 161/45*z + 1
*
[ 4/3 ] 
f(z) = -157/128*z^3 + 175/72*z + 1
*
[ 4/3 ] 
f(z) = -155/128*z^3 + 173/72*z + 1
*
[ 4/3 ] 
f(z) = -151/128*z^3 + 169/72*z + 1
*
[ 4/3 ] 
f(z) = -149/128*z^3 + 167/72*z + 1
*
[ 3/2 ] 
f(z) = -149/135*z^3 + 169/60*z + 1
*
[ 4/3 ] 
f(z) = -145/128*z^3 + 163/72*z + 1
*
[ 4/3 ] 
f(z) = -143/128*z^3 + 161/72*z + 1
*
[ 3/2 ] 
f(z) = -143/135*z^3 + 163/60*z + 1
*
[ -5/6 ] 
f(z) = -141/125*z^3 + 179/60*z + 1
*
[ 5/4 ] 
f(z) = -157/125*z^3 + 173/80*z + 1
*
[ 5/4 ] 
f(z) = -153/125*z^3 + 169/80*z + 1
*
[ 5/4 ] 
f(z) = -151/125*z^3 + 167/80*z + 1
*
[ 5/4 ] 
f(z) = -147/125*z^3 + 163/80*z + 1
*
5/18 | 0.17414885862671520723770276398626105767 | 0.020716564184789485315409668671166035467
f(z) = -144/125*z^3 + 179/90*z + 1
*
40/63 | 0.23182613551573456946990566052570388660 | 0.027709284571008905260991321154388291571
f(z) = -147/125*z^3 + 172/135*z + 1
*
-20/21 | 0.19399540141412232115280402985034647928 | 0.024371359572792786660420677312089983198
f(z) = -147/128*z^3 + 179/120*z + 1
*
[ 11/12 ] 
f(z) = -153/121*z^3 + 171/176*z + 1
*
4/3 | 0.23760670389910833440725841935871060433 | 0.029571628363138260954695942860368489910
f(z) = -147/128*z^3 + 169/168*z + 1
*
-10/11 | 0.082955562287534201176005418035403307017 | 0.011270003203491458827441996401480677723
f(z) = -143/120*z^3 + 179/165*z + 1
*
[ 8/9 ] 
f(z) = -147/128*z^3 + 169/216*z + 1
*
[ 8/9 ] 
f(z) = -141/128*z^3 + 161/216*z + 1
*
20/21 | 0.11508584098359116164749754442621497427 | 0.012986978045857694118008857172596834096
f(z) = -147/125*z^3 + 169/240*z + 1
*
[ 11/3 ] 
f(z) = -153/121*z^3 + 195/11*z + 1
*
[ 11/3 ] 
f(z) = -144/121*z^3 + 184/11*z + 1
*
[ -11/3 ] 
f(z) = -144/121*z^3 + 190/11*z + 1
*
[ 15/2 ] 
f(z) = -144/125*z^3 + 197/3*z + 1
*
[ -5/2 ] 
f(z) = -159/125*z^3 + 187/20*z + 1
*
8/3 | 0.23858549426535372879147711982133113683 | 0.029730790360908380227765704856123709417
f(z) = -159/128*z^3 + 191/24*z + 1
*
[ -11/6 ] 
f(z) = -156/121*z^3 + 194/33*z + 1
*
[ -5/2 ] 
f(z) = -153/125*z^3 + 181/20*z + 1
*
[ -2 ] 
f(z) = -151/128*z^3 + 199/32*z + 1
*
[ -2 ] 
f(z) = -149/128*z^3 + 197/32*z + 1
*
-8/3 | 0.23567115888089813033487319472148887652 | 0.029565753796746223351411726532220256023
f(z) = -147/128*z^3 + 181/24*z + 1
*
[ -2 ] 
f(z) = -147/128*z^3 + 195/32*z + 1
*
[ -2 ] 
f(z) = -145/128*z^3 + 193/32*z + 1
*
-65/24 | 0.24231270994100094811415363507423628681 | 0.028787213550177882098947696686915623853
f(z) = -144/125*z^3 + 181/20*z + 1
*
-20/9 | 0.29821741462504419534644716812552680319 | 0.029677303325953295367112730815254486914
f(z) = -144/125*z^3 + 185/36*z + 1
*
[ -2 ] 
f(z) = -143/128*z^3 + 191/32*z + 1
*
[ -2 ] 
f(z) = -141/128*z^3 + 189/32*z + 1
*
[ -11/10 ] 
f(z) = -160/121*z^3 + 193/55*z + 1
*
-5/24 | 0.28580876535620257951845910979669337283 | 0.028442448384031820926899308616825457878
f(z) = -156/125*z^3 + 185/48*z + 1
*
[ -5/14 ] 
f(z) = -156/125*z^3 + 194/49*z + 1
*
[ -8/5 ] 
f(z) = -155/128*z^3 + 189/40*z + 1
*
[ 20/11 ] 
f(z) = -154/125*z^3 + 199/44*z + 1
*
[ -10/9 ] 
f(z) = -147/125*z^3 + 181/54*z + 1
*
-22/21 | 0.19599676230096014734956917263376999979 | 0.026790580000370479920183148154321615915
f(z) = -147/136*z^3 + 188/51*z + 1
*
-34/21 | 0.17029488659649393479071230910591606826 | 0.023227155897312161368947866037597863365
f(z) = -147/136*z^3 + 191/51*z + 1
*
[ -8/5 ] 
f(z) = -145/128*z^3 + 181/40*z + 1
*
[ -5/11 ] 
f(z) = -143/125*z^3 + 189/55*z + 1
*
[ 10/7 ] 
f(z) = -154/125*z^3 + 197/70*z + 1
*
[ -2/3 ] 
f(z) = -153/124*z^3 + 189/62*z + 1
*
[ -5/8 ] 
f(z) = -153/125*z^3 + 197/64*z + 1
*
[ 22/15 ] 
f(z) = -150/121*z^3 + 197/66*z + 1
*
[ -5/6 ] 
f(z) = -147/125*z^3 + 181/60*z + 1
*
[ -15/14 ] 
f(z) = -147/125*z^3 + 197/60*z + 1
*
[ -5/8 ] 
f(z) = -143/125*z^3 + 195/64*z + 1
*
5/44 | 0.20553914250223199689150953625933558184 | 0.020347764343310555420830042341540180343
f(z) = -154/125*z^3 + 195/88*z + 1
*
-3/2 | 0.23984625290437155469178386229955232663 | 0.027924356302477027165434294258935522215
f(z) = -152/135*z^3 + 199/95*z + 1
*
[ 11/9 ] 
f(z) = -144/121*z^3 + 194/99*z + 1
*
4/3 | 0.21621603205780467203917632153542775260 | 0.026908341881937684565795402298745062851
f(z) = -147/128*z^3 + 193/168*z + 1
*
-6/11 | 0.17375293892879641180561472931149116483 | 0.023605363213092837713143555783229632625
f(z) = -143/120*z^3 + 196/165*z + 1
*
[ 11/12 ] 
f(z) = -152/121*z^3 + 191/198*z + 1
*
[ 15/16 ] 
f(z) = -148/125*z^3 + 187/192*z + 1
*
[ 20/21 ] 
f(z) = -144/125*z^3 + 195/196*z + 1
*
-10/13 | 0.17542148984685929320565271212159403463 | 0.023303173563594940882705563121421051396
f(z) = -143/120*z^3 + 196/195*z + 1
*
[ 8/9 ] 
f(z) = -159/128*z^3 + 185/216*z + 1
*
[ -15/2 ] 
f(z) = -156/125*z^3 + 214/3*z + 1
*
[ -11/3 ] 
f(z) = -153/121*z^3 + 201/11*z + 1
*
[ -15/4 ] 
f(z) = -148/125*z^3 + 215/12*z + 1
*
[ -2 ] 
f(z) = -159/128*z^3 + 207/32*z + 1
*
[ -2 ] 
f(z) = -157/128*z^3 + 205/32*z + 1
*
[ -2 ] 
f(z) = -155/128*z^3 + 203/32*z + 1
*
[ 15/7 ] 
f(z) = -154/135*z^3 + 202/35*z + 1
*
[ -10/51 ] 
f(z) = -153/125*z^3 + 209/34*z + 1
*
[ -2 ] 
f(z) = -153/128*z^3 + 201/32*z + 1
*
20/7 | 0.23946394452333748294086458762345231971 | 0.029406518062699437083312299002034934810
f(z) = -147/128*z^3 + 215/24*z + 1
*
[ 8/3 ] 
f(z) = -141/128*z^3 + 203/24*z + 1
*
[ -15/11 ] 
f(z) = -154/135*z^3 + 212/55*z + 1
*
[ 11/6 ] 
f(z) = -153/121*z^3 + 207/44*z + 1
*
-20/17 | 0.27948820231514993878703566497558190974 | 0.027572234694262577503378594042662752840
f(z) = -153/125*z^3 + 202/51*z + 1
*
-10/7 | 0.20105770167918057335832749105253356807 | 0.027143118405061517459463451465275193136
f(z) = -147/136*z^3 + 206/51*z + 1
*
[ -5/3 ] 
f(z) = -146/125*z^3 + 218/45*z + 1
*
5/18 | 0.17851854587639633564079497084659704024 | 0.020935327921968127858064898146843133420
f(z) = -144/125*z^3 + 202/45*z + 1
*
[ -5/18 ] 
f(z) = -144/125*z^3 + 211/45*z + 1
*
[ -5/3 ] 
f(z) = -142/125*z^3 + 214/45*z + 1
*
[ -5/12 ] 
f(z) = -156/125*z^3 + 217/60*z + 1
*
[ -22/21 ] 
f(z) = -147/121*z^3 + 217/66*z + 1
*
5/42 | 0.18794323084603523919737194627192578595 | 0.021856982030640924804549669206639293455
f(z) = -147/125*z^3 + 217/60*z + 1
*
[ -4/7 ] 
f(z) = -147/136*z^3 + 211/68*z + 1
*
[ -15/13 ] 
f(z) = -143/135*z^3 + 213/65*z + 1
*
[ 11/9 ] 
f(z) = -153/121*z^3 + 205/99*z + 1
*
[ 10/7 ] 
f(z) = -147/136*z^3 + 213/85*z + 1
*
[ 8/7 ] 
f(z) = -147/136*z^3 + 209/136*z + 1
*
[ 7/6 ] 
f(z) = -144/133*z^3 + 215/133*z + 1
*
[ 15/14 ] 
f(z) = -152/125*z^3 + 215/147*z + 1
*
[ 15/17 ] 
f(z) = -153/125*z^3 + 209/255*z + 1
*
[ 10/11 ] 
f(z) = -152/125*z^3 + 219/242*z + 1
*
[ 10/11 ] 
f(z) = -147/125*z^3 + 211/242*z + 1
*
[ 10/11 ] 
f(z) = -142/125*z^3 + 203/242*z + 1
*
[ 7/8 ] 
f(z) = -160/133*z^3 + 207/266*z + 1
*
[ 12/13 ] 
f(z) = -143/135*z^3 + 213/260*z + 1
*
[ 20/3 ] 
f(z) = -153/125*z^3 + 221/4*z + 1
*
[ -10 ] 
f(z) = -148/125*z^3 + 239/2*z + 1
*
[ 10 ] 
f(z) = -147/125*z^3 + 237/2*z + 1
*
[ -10 ] 
f(z) = -143/125*z^3 + 231/2*z + 1
*
[ 10 ] 
f(z) = -142/125*z^3 + 229/2*z + 1
*
[ 8/3 ] 
f(z) = -159/128*z^3 + 227/24*z + 1
*
[ 11/4 ] 
f(z) = -152/121*z^3 + 223/22*z + 1
*
[ -11/4 ] 
f(z) = -152/121*z^3 + 239/22*z + 1
*
[ -8/3 ] 
f(z) = -147/128*z^3 + 229/24*z + 1
*
-5/2 | 0.24945650965343189422024054716565294633 | 0.028772661602196685355656064038008805658
f(z) = -144/125*z^3 + 233/30*z + 1
*
[ -8/3 ] 
f(z) = -141/128*z^3 + 221/24*z + 1
*
[ -5/3 ] 
f(z) = -157/125*z^3 + 229/45*z + 1
*
[ 15/8 ] 
f(z) = -156/125*z^3 + 233/48*z + 1
*
[ -5/3 ] 
f(z) = -154/125*z^3 + 226/45*z + 1
*
-15/11 | 0.25731375168422721893321523359473727763 | 0.029566068747369820906043271736450531855
f(z) = -154/135*z^3 + 223/55*z + 1
*
[ -5/3 ] 
f(z) = -152/125*z^3 + 224/45*z + 1
*
[ -5/3 ] 
f(z) = -151/125*z^3 + 223/45*z + 1
*
[ -5/3 ] 
f(z) = -149/125*z^3 + 221/45*z + 1
*
[ -34/21 ] 
f(z) = -147/136*z^3 + 227/51*z + 1
*
-35/18 | 0.17865606847564691278693336131195428194 | 0.020616667790698730278160296505833954095
f(z) = -144/125*z^3 + 232/45*z + 1
*
-5/3 | 0.13619085336267493255885571547227319949 | 0.015739880214391696942075737335357251815
f(z) = -156/125*z^3 + 229/60*z + 1
*
[ -15/14 ] 
f(z) = -154/135*z^3 + 227/70*z + 1
*
[ -8/9 ] 
f(z) = -153/128*z^3 + 221/72*z + 1
*
-5/6 | 0.24404822873753406124116402816323466227 | 0.028066555905648289911093265184069538214
f(z) = -141/125*z^3 + 239/60*z + 1
*
[ -3/4 ] 
f(z) = -157/135*z^3 + 239/80*z + 1
*
[ 11/8 ] 
f(z) = -152/121*z^3 + 233/88*z + 1
*
[ -3/4 ] 
f(z) = -151/135*z^3 + 237/80*z + 1
*
-32/21 | 0.18189889570394363310843927004925923889 | 0.026775565249614694653281247627737511838
f(z) = -147/128*z^3 + 223/96*z + 1
*
-3/5 | 0.15847201297122747064596232863983393176 | 0.023820122595644483680102361743134451806
f(z) = -155/126*z^3 + 233/210*z + 1
*
-3/5 | 0.16388488104295611982117305075052513107 | 0.024883177911428467501035459959148459503
f(z) = -145/126*z^3 + 227/210*z + 1
*
[ 10/11 ] 
f(z) = -157/125*z^3 + 227/242*z + 1
*
-3/4 | 0.22064313915224212511034813670565227850 | 0.028372937092489659328980070978304024639
f(z) = -149/135*z^3 + 229/240*z + 1
*
[ 15/16 ] 
f(z) = -144/125*z^3 + 227/240*z + 1
*
-3/4 | 0.22625686673586449450031714902685301777 | 0.029249410656838001006040562305130293902
f(z) = -143/135*z^3 + 223/240*z + 1
*
[ 55/63 ] 
f(z) = -147/125*z^3 + 223/297*z + 1
*
[ -10 ] 
f(z) = -158/125*z^3 + 255/2*z + 1
*
[ 10 ] 
f(z) = -157/125*z^3 + 253/2*z + 1
*
[ 10/3 ] 
f(z) = -154/125*z^3 + 259/18*z + 1
*
[ -10 ] 
f(z) = -153/125*z^3 + 247/2*z + 1
*
[ 10 ] 
f(z) = -152/125*z^3 + 245/2*z + 1
*
[ 10/3 ] 
f(z) = -149/125*z^3 + 251/18*z + 1
*
80/21 | 0.15561427759345465116689289862003171705 | 0.017779885780167596721627791241608371896
f(z) = -147/125*z^3 + 253/15*z + 1
*
[ -10/3 ] 
f(z) = -146/125*z^3 + 257/18*z + 1
*
[ 15/4 ] 
f(z) = -144/125*z^3 + 254/15*z + 1
*
[ -8/3 ] 
f(z) = -159/128*z^3 + 245/24*z + 1
*
-4/21 | 0.23025637748795893323280055989149291518 | 0.027802102789142189394127387203558498611
f(z) = -147/128*z^3 + 247/24*z + 1
*
[ -20/9 ] 
f(z) = -144/125*z^3 + 257/36*z + 1
*
[ -11/6 ] 
f(z) = -153/121*z^3 + 255/44*z + 1
*
16/7 | 0.20471817263922258895937303451843889415 | 0.026919265369921921624632552168544821067
f(z) = -147/128*z^3 + 251/48*z + 1
*
[ -5/21 ] 
f(z) = -144/125*z^3 + 258/49*z + 1
*
[ -3/2 ] 
f(z) = -157/135*z^3 + 257/60*z + 1
*
[ -5/13 ] 
f(z) = -156/125*z^3 + 246/65*z + 1
*
-35/26 | 0.23191769859452085486172593555784765133 | 0.026522069887092509409929560785872053334
f(z) = -156/125*z^3 + 251/65*z + 1
*
[ -20/17 ] 
f(z) = -153/125*z^3 + 241/68*z + 1
*
[ -4/9 ] 
f(z) = -153/128*z^3 + 251/72*z + 1
*
[ -3/2 ] 
f(z) = -151/135*z^3 + 251/60*z + 1
*
[ -11/30 ] 
f(z) = -150/121*z^3 + 257/66*z + 1
*
-2 | 0.10626242830312267148947601044678281743 | 0.017002055877697655369832383184163879103
f(z) = -145/124*z^3 + 259/62*z + 1
*
-2 | 0.085868398181041932611382648722085130961 | 0.013756060065368497204697787407478908747
f(z) = -145/132*z^3 + 257/66*z + 1
*
-2 | 0.10599537010954118690606801506308206958 | 0.017001666199547299670348023868311473959
f(z) = -143/124*z^3 + 255/62*z + 1
*
[ -5/12 ] 
f(z) = -142/125*z^3 + 259/72*z + 1
*
-2 | 0.10572380026807267107469253688806917295 | 0.017001221855910820554801662909236722750
f(z) = -141/124*z^3 + 251/62*z + 1
*
[ -5/8 ] 
f(z) = -156/125*z^3 + 247/80*z + 1
*
[ -5/9 ] 
f(z) = -151/125*z^3 + 257/81*z + 1
*
-10/7 | 0.21495922187729639362583688142566887362 | 0.028325739978931882323638761470107030833
f(z) = -147/136*z^3 + 247/85*z + 1
*
[ -5/9 ] 
f(z) = -146/125*z^3 + 256/81*z + 1
*
[ 10/7 ] 
f(z) = -141/125*z^3 + 255/98*z + 1
*
-4/13 | 0.24042625206309356354833350752316167091 | 0.029058581094898223546900461447788342805
f(z) = -143/128*z^3 + 245/104*z + 1
*
[ 10/9 ] 
f(z) = -148/125*z^3 + 253/162*z + 1
*
[ 10/9 ] 
f(z) = -143/125*z^3 + 245/162*z + 1
*
-12/11 | 0.23744362233344925153379129562805865041 | 0.026821711233007829715987421279602705174
f(z) = -143/135*z^3 + 259/220*z + 1
*
5/4 | 0.16986724173685735474750168882658541045 | 0.018871831988415785958892399514324952630
f(z) = -156/125*z^3 + 259/260*z + 1
*
5/4 | 0.11165816199046756633042862893249427907 | 0.019530806534836786326571537825182913632
f(z) = -152/135*z^3 + 259/270*z + 1
*
[ 11/12 ] 
f(z) = -150/121*z^3 + 251/264*z + 1
*
[ -10/3 ] 
f(z) = -151/125*z^3 + 265/18*z + 1
*
[ -15/4 ] 
f(z) = -144/125*z^3 + 262/15*z + 1
*
-35/78 | 0.24309121100710415544215969731583318955 | 0.023273263439016251501801091029952497842
f(z) = -156/125*z^3 + 275/39*z + 1
*
10/3 | 0.25242613828553026205566489496087830954 | 0.028739012975458825041218655911377353426
f(z) = -153/125*z^3 + 261/20*z + 1
*
[ 22/7 ] 
f(z) = -147/121*z^3 + 279/22*z + 1
*
-8/21 | 0.13333380310417083586556527968593406184 | 0.015921010067236990265767541422503299386
f(z) = -147/128*z^3 + 271/24*z + 1
*
-35/18 | 0.24094189296076054600844772815704184217 | 0.027246952319846689637415958157509384839
f(z) = -144/125*z^3 + 277/45*z + 1
*
[ -3/11 ] 
f(z) = -143/135*z^3 + 261/55*z + 1
*
-2 | 0.087156636140507517332004111668818386429 | 0.013796796579223673990557906288223165014
f(z) = -155/132*z^3 + 277/66*z + 1
*
[ -5/14 ] 
f(z) = -154/125*z^3 + 277/70*z + 1
*
-2 | 0.10728876755758361845472828007158611993 | 0.017003194467320185570440082475243619470
f(z) = -153/124*z^3 + 275/62*z + 1
*
-2 | 0.10703816870989710451708904932673612730 | 0.017002962017080589557087297857567891504
f(z) = -151/124*z^3 + 271/62*z + 1
*
[ -4/3 ] 
f(z) = -151/128*z^3 + 277/72*z + 1
*
-2 | 0.086653719997847592619721053971710764069 | 0.013781117874829872527780671654603843032
f(z) = -151/132*z^3 + 269/66*z + 1
*
-2 | 0.10678367406915922615531516814569380106 | 0.017002698047586554565628296505103890565
f(z) = -149/124*z^3 + 267/62*z + 1
*
[ -4/3 ] 
f(z) = -149/128*z^3 + 275/72*z + 1
*
-2 | 0.086396227454490084146618200168489996334 | 0.013772982853693740712843520034354844522
f(z) = -149/132*z^3 + 265/66*z + 1
*
-2 | 0.10652514352981362271974409789518165995 | 0.017002397795854094399052392488270939334
f(z) = -147/124*z^3 + 263/62*z + 1
*
[ -25/21 ] 
f(z) = -147/125*z^3 + 263/75*z + 1
*
-10/21 | 0.16781366108054963681356979727512367076 | 0.018977234576742137505688172190111069687
f(z) = -147/125*z^3 + 277/60*z + 1
*
[ -4/3 ] 
f(z) = -145/128*z^3 + 271/72*z + 1
*
[ 15/8 ] 
f(z) = -144/125*z^3 + 271/60*z + 1
*
[ -4/3 ] 
f(z) = -143/128*z^3 + 269/72*z + 1
*
[ -11/16 ] 
f(z) = -160/121*z^3 + 271/88*z + 1
*
[ -5/6 ] 
f(z) = -158/125*z^3 + 277/90*z + 1
*
[ 10/7 ] 
f(z) = -156/125*z^3 + 279/98*z + 1
*
[ 10/7 ] 
f(z) = -151/125*z^3 + 271/98*z + 1
*
-15/8 | 0.20741829426586885987023313162967089093 | 0.023310780764126793938588587884158411440
f(z) = -148/135*z^3 + 271/80*z + 1
*
[ 10/7 ] 
f(z) = -146/125*z^3 + 263/98*z + 1
*
[ -5/6 ] 
f(z) = -146/125*z^3 + 271/90*z + 1
*
[ -8/11 ] 
f(z) = -143/128*z^3 + 261/88*z + 1
*
[ -5/6 ] 
f(z) = -142/125*z^3 + 269/90*z + 1
*
-1 | 0.10961913399702225380159037985275669095 | 0.019466349028266685925430633725061175735
f(z) = -158/121*z^3 + 279/121*z + 1
*
-1 | 0.080617500434531400997187432549345442138 | 0.014334503821483303283817801839990305794
f(z) = -157/120*z^3 + 277/120*z + 1
*
-1 | 0.10944588981603472729333814787514614161 | 0.019447984788773257295763746548263614517
f(z) = -157/121*z^3 + 278/121*z + 1
*
-1 | 0.096536639153076649092648415095388288097 | 0.017143137728315507833002758326981945803
f(z) = -157/122*z^3 + 279/122*z + 1
*
-1 | 0.10927083980968331931449717812290930176 | 0.019429320710589455892617189914565932483
f(z) = -156/121*z^3 + 277/121*z + 1
*
-1 | 0.10909394249665404975760099909784529190 | 0.019410349030813110504002330031935912936
f(z) = -155/121*z^3 + 276/121*z + 1
*
-1 | 0.096183473571828342918731655112752016991 | 0.017102271368467612493275120299580652344
f(z) = -155/122*z^3 + 277/122*z + 1
*
-1 | 0.088599567690213683844823819013472512670 | 0.015743698074248891316449534624180539206
f(z) = -155/123*z^3 + 278/123*z + 1
*
-1 | 0.088418818029477652792275554617024510393 | 0.015721647013403230154402794494111496059
f(z) = -154/123*z^3 + 277/123*z + 1
*
-1 | 0.10860719484463151078579754087780046499 | 0.019286647182270149767794368211596885489
f(z) = -154/125*z^3 + 279/125*z + 1
*
-1 | 0.10873443223059005236507949849997663058 | 0.019371450316062422910169761592802067195
f(z) = -153/121*z^3 + 274/121*z + 1
*
-1 | 0.095821339831466854861303493287547397672 | 0.017059862003504972206050180773342478248
f(z) = -153/122*z^3 + 275/122*z + 1
*
-1 | 0.099944006899372720255304250336047662052 | 0.017770927417885519891116361424768632036
f(z) = -153/124*z^3 + 277/124*z + 1
*
-1 | 0.10842236903165189442418707593178525560 | 0.019266110287326659357928914606759710883
f(z) = -153/125*z^3 + 278/125*z + 1
*
-1/3 | 0.14658626625258011536421851512515793682 | 0.026064333208655780859301759774733023702
f(z) = -153/130*z^3 + 277/130*z + 1
*
-1 | 0.10855172827136144183248220426281061098 | 0.019351506208577378615667860529854705220
f(z) = -152/121*z^3 + 273/121*z + 1
*
-1 | 0.088051305465774486824727871099920340401 | 0.015676498816616272502994050157911424023
f(z) = -152/123*z^3 + 275/123*z + 1
*
-1 | 0.10823544776544546504906931676675431163 | 0.019245218857581574287978708819250452634
f(z) = -152/125*z^3 + 277/125*z + 1
*
-1 | 0.10807313350434691910095446958933281057 | 0.019191807676853456973933162105236639060
f(z) = -152/127*z^3 + 279/127*z + 1
*
-1 | 0.079544426720520805781061716996017759925 | 0.014198989572311488722374729661175907453
f(z) = -151/120*z^3 + 271/120*z + 1
*
-1 | 0.10836699481363840288362093513984522977 | 0.019331220319957050284626077642690855880
f(z) = -151/121*z^3 + 272/121*z + 1
*
-1 | 0.095451821588157768580052857131188013232 | 0.017016187098059998207960576961032268283
f(z) = -151/122*z^3 + 273/122*z + 1
*
-1 | 0.087864443436751075705119185741577499266 | 0.015653382885873594542681824829730208727
f(z) = -151/123*z^3 + 274/123*z + 1
*
-1 | 0.099570212956604994699083748218472455295 | 0.017727304749515321444142483947011269327
f(z) = -151/124*z^3 + 275/124*z + 1
*
-1 | 0.10804637795816179001065365316487186804 | 0.019223962941364917209927318897476765431
f(z) = -151/125*z^3 + 276/125*z + 1
*
-1 | 0.081565271340695637538628072473911483947 | 0.014503025862021323236981745185835150090
f(z) = -151/126*z^3 + 277/126*z + 1
*
-1 | 0.10788177185810943260551726656167569363 | 0.019170048885426783755225449944492603344
f(z) = -151/127*z^3 + 278/127*z + 1
*
-1 | 0.099240971155184073521787604866943565036 | 0.017623377525163058142967792532604786695
f(z) = -151/128*z^3 + 279/128*z + 1
*
-1 | 0.10818018179323460066249730306197515608 | 0.019310583236834498845502613538771299350
f(z) = -150/121*z^3 + 271/121*z + 1
*
-1 | 0.10768813860179536097800250821370935691 | 0.019147902452885469673506629130163609498
f(z) = -150/127*z^3 + 277/127*z + 1
*
-1 | 0.079169795444212175595943086680838941177 | 0.014150827464105303267096950340347685888
f(z) = -149/120*z^3 + 269/120*z + 1
*
-1 | 0.10799123713679361853037760246482189257 | 0.019289585159478503104808851211295516674
f(z) = -149/121*z^3 + 270/121*z + 1
*
-1 | 0.095073864020776761628408329533670896989 | 0.016971054535013827085938815742315632831
f(z) = -149/122*z^3 + 271/122*z + 1
*
-1 | 0.087484244909412308189428287573510124632 | 0.015606017457412127058616269197841930284
f(z) = -149/123*z^3 + 272/123*z + 1
*
-1 | 0.099187731152235862734883181405061592187 | 0.017682187338454274212781106125575989340
f(z) = -149/124*z^3 + 273/124*z + 1
*
-1 | 0.10766156925703318133533370762409241184 | 0.019180315719947310232198528000164261863
f(z) = -149/125*z^3 + 274/125*z + 1
*
-1 | 0.081178090761948306644243059394169750720 | 0.014452803817423304639323830924587622408
f(z) = -149/126*z^3 + 275/126*z + 1
*
-1 | 0.10749217299751108510208168166642452954 | 0.019125356992449209459568329096929529212
f(z) = -149/127*z^3 + 276/127*z + 1
*
-1 | 0.098848906118782492720128675153798355444 | 0.017576208824035938576191642888767481902
f(z) = -149/128*z^3 + 277/128*z + 1
*
-1 | 0.086975926021321784024166040162828044189 | 0.015455185106497389089307313551810375208
f(z) = -149/129*z^3 + 278/129*z + 1
*
-1 | 0.094396605666291563425783305767859158419 | 0.016763107004965069258395082574566963012
f(z) = -149/130*z^3 + 279/130*z + 1
*
-1 | 0.10780010664735895040396052525929151334 | 0.019268215879803043648734172288465936991
f(z) = -148/121*z^3 + 269/121*z + 1
*
-1 | 0.087290796663933566110121742491864972673 | 0.015581746738143317260003349415222747276
f(z) = -148/123*z^3 + 271/123*z + 1
*
-1 | 0.10746571267708043085181054015254318892 | 0.019157902312536182448847940632233131371
f(z) = -148/125*z^3 + 273/125*z + 1
*
-1 | 0.10729381164076465554243733630399124369 | 0.019102400609727312101566073872110073086
f(z) = -148/127*z^3 + 275/127*z + 1
*
-1 | 0.086774957012900285936625554333960144730 | 0.015429354001376000322864906804098250624
f(z) = -148/129*z^3 + 277/129*z + 1
*
-1 | 0.10693991784064653799912140724821324460 | 0.018990569345281801446261361487390416412
f(z) = -148/131*z^3 + 279/131*z + 1
*
-1 | 0.10760673388134701438405252860300692226 | 0.019246464757733138080919366391400533224
f(z) = -147/121*z^3 + 268/121*z + 1
*
-1 | 0.094687031063515858392151305311165361541 | 0.016924381731065184161272482838860756283
f(z) = -147/122*z^3 + 269/122*z + 1
*
-1 | 0.098796102588110058672989634057370522317 | 0.017635488597615304325162343114543075086
f(z) = -147/124*z^3 + 271/124*z + 1
*
-1 | 0.10726747189356371090334669039778405448 | 0.019135080158911158119751242183897949874
f(z) = -147/125*z^3 + 272/125*z + 1
*
-1 | 0.10709298829269791524645459237604990114 | 0.019079020870879428193370692725952148441
f(z) = -147/127*z^3 + 274/127*z + 1
*
-1 | 0.098447099545726546491580397006400683951 | 0.017527347622662665136425422298144091506
f(z) = -147/128*z^3 + 275/128*z + 1
*
-1 | 0.093989390016215808973594867157389818958 | 0.016712143927861554028482041209297251141
f(z) = -147/130*z^3 + 277/130*z + 1
*
-1 | 0.10673359774361388416575044332112336918 | 0.018966024113449452279581482311372441724
f(z) = -147/131*z^3 + 278/131*z + 1
*
-1 | 0.10741106001610521753786790847620418051 | 0.019224320695771455715356551430304425588
f(z) = -146/121*z^3 + 267/121*z + 1
*
-1 | 0.086896904874241926241010571340879475088 | 0.015531972782557757323717587160079181833
f(z) = -146/123*z^3 + 269/123*z + 1
*
-1 | 0.10706678143526933652573370337864039180 | 0.019111836942161936573349801742626360413
f(z) = -146/125*z^3 + 271/125*z + 1
*
-1 | 0.10688963369820098052178872771029973306 | 0.019055204768112491230400296185561063729
f(z) = -146/127*z^3 + 273/127*z + 1
*
-1 | 0.086365310861390247962837645975659745450 | 0.015376327316822615671144002949265096654
f(z) = -146/129*z^3 + 275/129*z + 1
*
-1 | 0.10652456621163388435670665047653184255 | 0.018941009001917125992721748323603301569
f(z) = -146/131*z^3 + 277/131*z + 1
*
-1 | 0.10633631026359783355115713192948846085 | 0.018883379702903714057478751143451079860
f(z) = -146/133*z^3 + 279/133*z + 1
*
-1 | 0.10721302370714086332855386421106773878 | 0.019201772111591921167176231003632769482
f(z) = -145/121*z^3 + 266/121*z + 1
*
-1 | 0.094291501402761382564578917911269512262 | 0.016876195631815514089403383736437515205
f(z) = -145/122*z^3 + 267/122*z + 1
*
-1 | 0.086695300975764308534483111259404692318 | 0.015506260572233139373636359325427439175
f(z) = -145/123*z^3 + 268/123*z + 1
*
-1 | 0.098394828016660997799465007816892027760 | 0.017587114212076387560345803964874163789
f(z) = -145/124*z^3 + 269/124*z + 1
*
-1 | 0.080375549523550161470734869945581958564 | 0.014347348225457450458502898942907727842
f(z) = -145/126*z^3 + 271/126*z + 1
*
-1 | 0.10668367538837771883977804956389608904 | 0.019030938682226496584328076770185444892
f(z) = -145/127*z^3 + 272/127*z + 1
*
-1 | 0.098034993382256654337008451338288318363 | 0.017476688886537876002391674178902283831
f(z) = -145/128*z^3 + 273/128*z + 1
*
-1 | 0.086155449796280070603945942462878530135 | 0.015348919205715276094285567203061183466
f(z) = -145/129*z^3 + 274/129*z + 1
*
-1 | 0.10631274145022116950646099751330524583 | 0.018915508695954183051950733636607239625
f(z) = -145/131*z^3 + 276/131*z + 1
*
-1 | 0.077315514655989870999018649532569443023 | 0.013747381577480896475211147098781332570
f(z) = -145/132*z^3 + 277/132*z + 1
*
-1 | 0.10612135021897890279526610358267175967 | 0.018857230804115685715744990040265256998
f(z) = -145/133*z^3 + 278/133*z + 1
*
-1 | 0.093188030018192127085922198538892736300 | 0.016548486121410138699674608859635633510
f(z) = -145/134*z^3 + 279/134*z + 1
*
-1 | 0.10701256093399668752616735796191196107 | 0.019178806908465701960005217010766546728
f(z) = -144/121*z^3 + 265/121*z + 1
*
-1 | 0.10665777463960438866470260256361098203 | 0.019064035193750234521749442592257887748
f(z) = -144/125*z^3 + 269/125*z + 1
*
-1 | 0.10647503746562184354967269066934867819 | 0.019006208341882699475462007329025409635
f(z) = -144/127*z^3 + 271/127*z + 1
*
-1 | 0.10609803755104494169867769193172211272 | 0.018889507104023210030992577474763783886
f(z) = -144/131*z^3 + 275/131*z + 1
*
-1 | 0.077995447867969278932190834662876015618 | 0.013997360341721623903353133784979547741
f(z) = -143/120*z^3 + 263/120*z + 1
*
-1 | 0.093884803129698414602287280348105268419 | 0.016826048224136764929872817082648371272
f(z) = -143/122*z^3 + 265/122*z + 1
*
-1 | 0.086286573301490947209567494503879269389 | 0.015453860543577291235259562564399081287
f(z) = -143/123*z^3 + 266/123*z + 1
*
-1 | 0.097983362674881713360257646820974834731 | 0.017536961153065357791374500394098739734
f(z) = -143/124*z^3 + 267/124*z + 1
*
-1 | 0.10644931179883563697787838893977964209 | 0.019039449057903047964458274625590853768
f(z) = -143/125*z^3 + 268/125*z + 1
*
-1 | 0.079957780465006357079668035819270702104 | 0.014291672088131334848570822282813009288
f(z) = -143/126*z^3 + 269/126*z + 1
*
-1 | 0.10626364036931912426575550060464978398 | 0.018980998779222238503352958185848267733
f(z) = -143/127*z^3 + 270/127*z + 1
*
-1 | 0.097611975740366515345025134277602156543 | 0.017424117349413610550543890656152482885
f(z) = -143/128*z^3 + 271/128*z + 1
*
-1 | 0.085730416233143002144302919970848086134 | 0.015293157913759324020222486641431440191
f(z) = -143/129*z^3 + 272/129*z + 1
*
-1 | 0.10588036418962273362616714771156755081 | 0.018862987300989023589041798062913338363
f(z) = -143/131*z^3 + 274/131*z + 1
*
-1 | 0.10568236287590609483442069410923773351 | 0.018803349689972918432530284006518704486
f(z) = -143/133*z^3 + 276/133*z + 1
*
-1 | 0.092746269616120663871367609172682786677 | 0.016491106137931577908267715327658933927
f(z) = -143/134*z^3 + 277/134*z + 1
*
-1 | 0.091916711908274934089240043851552362994 | 0.016333137937211847903558855150476206886
f(z) = -143/135*z^3 + 278/135*z + 1
*
-1 | 0.096819409659571036618793777222200213294 | 0.017193352587470197253621567360077939895
f(z) = -143/136*z^3 + 279/136*z + 1
*
-1 | 0.10660408551994875697066341891240270765 | 0.019131575492051624075016660106480213470
f(z) = -142/121*z^3 + 263/121*z + 1
*
-1 | 0.086078271196648871282980005331291852856 | 0.015426960423022715136635010643636907368
f(z) = -142/123*z^3 + 265/123*z + 1
*
-1 | 0.10623810584178265595488636991249346068 | 0.019014386567896358815198361000590557926
f(z) = -142/125*z^3 + 267/125*z + 1
*
-1 | 0.10604940061990490927043804445677322060 | 0.018955294281409770629381058267653346970
f(z) = -142/127*z^3 + 269/127*z + 1
*
-1 | 0.085511969245399978462782890750461175974 | 0.015264219124858196270704818269936332919
f(z) = -142/129*z^3 + 271/129*z + 1
*
-1 | 0.10565962629253708128538822690053450300 | 0.018835931465638680948051119353198780363
f(z) = -142/131*z^3 + 273/131*z + 1
*
-1 | 0.10545813707291145237945939730103320898 | 0.018775580353759285394870350452591327664
f(z) = -142/133*z^3 + 275/133*z + 1
*
-1 | 0.091688820668256096031448761326165722712 | 0.016303082372589240129673357825478857359
f(z) = -142/135*z^3 + 277/135*z + 1
*
-1 | 0.10504076031173465241831526845387158141 | 0.018653313777121013879350894206997810503
f(z) = -142/137*z^3 + 279/137*z + 1
*
-1 | 0.10639592988819542434763144798561197116 | 0.019107282212214256021527093529847281878
f(z) = -141/121*z^3 + 262/121*z + 1
*
-1 | 0.093468329699417864827490353881393127999 | 0.016774182687639674669386234047049282597
f(z) = -141/122*z^3 + 263/122*z + 1
*
-1 | 0.097561110217266703134893369930728104499 | 0.017484916521029347535442340300956704508
f(z) = -141/124*z^3 + 265/124*z + 1
*
-1 | 0.10602407442813726739284112640418537686 | 0.018988832187707021019001712071640076132
f(z) = -141/125*z^3 + 266/125*z + 1
*
-1 | 0.10583223053866892276390739109529373121 | 0.018929078337613813702210021920490005139
f(z) = -141/127*z^3 + 268/127*z + 1
*
-1 | 0.097177373223706002430954856524948002105 | 0.017369506062102145560395179530888045427
f(z) = -141/128*z^3 + 269/128*z + 1
*
-1 | 0.092700461288729918289747094698304854464 | 0.016547392915556396900499079593081978338
f(z) = -141/130*z^3 + 271/130*z + 1
*
-1 | 0.10543572367011310060359355939584958076 | 0.018808320811758373648000840783787892100
f(z) = -141/131*z^3 + 272/131*z + 1
*
-1 | 0.10523061497846584994875124852926910514 | 0.018747232021786072417308528942038458520
f(z) = -141/133*z^3 + 274/133*z + 1
*
-1 | 0.092290832663686749919037003036169971129 | 0.016431296746635804588252433647666682484
f(z) = -141/134*z^3 + 275/134*z + 1
*
-1 | 0.096356303400176084380780368977974435543 | 0.017133002038874950379743395865691280194
f(z) = -141/136*z^3 + 277/136*z + 1
*
-1 | 0.10480541508524337458310729067805669755 | 0.018623395741813041132809920080548675779
f(z) = -141/137*z^3 + 278/137*z + 1
*
[ 10/9 ] 
f(z) = -158/125*z^3 + 269/162*z + 1
*
-2/5 | 0.14275012786303619778418316574590999960 | 0.020426686880896639820211130399970466779
f(z) = -155/128*z^3 + 271/160*z + 1
*
-2/5 | 0.17100303162588351502180567715781205524 | 0.024495472139262902919437696960265714830
f(z) = -145/128*z^3 + 269/160*z + 1
*
-6/13 | 0.089503468455667730196136711316139004828 | 0.011618607679941933846658861206174980467
f(z) = -143/120*z^3 + 277/195*z + 1
*
[ 20/21 ] 
f(z) = -154/125*z^3 + 269/252*z + 1
*
[ 16/17 ] 
f(z) = -153/128*z^3 + 271/272*z + 1
*
[ -22/7 ] 
f(z) = -147/121*z^3 + 293/22*z + 1
*
-68/21 | 0.21329355086569846802082904064930784538 | 0.025213302823224363654454041707926640299
f(z) = -147/128*z^3 + 295/24*z + 1
*
[ -5/24 ] 
f(z) = -156/125*z^3 + 281/48*z + 1
*
-10/21 | 0.19842044419766534743748113403609736833 | 0.025570916329627664945958999424157131402
f(z) = -147/136*z^3 + 293/51*z + 1
*
[ 55/24 ] 
f(z) = -144/125*z^3 + 291/44*z + 1
*
5/22 | 0.10638809790590818143435628946131539372 | 0.010124017332255559264755011969862943677
f(z) = -143/125*z^3 + 293/44*z + 1
*
-2 | 0.10801847471512608992822819033466239971 | 0.017003742541270742944674637627298759340
f(z) = -159/124*z^3 + 287/62*z + 1
*
-2 | 0.10777879911565607433363815790674072911 | 0.017003581202064985240315367199897598008
f(z) = -157/124*z^3 + 283/62*z + 1
*
[ -4/3 ] 
f(z) = -157/128*z^3 + 283/72*z + 1
*
-2 | 0.087402342050788703698254287882304744482 | 0.013804361764856189778158229047265159567
f(z) = -157/132*z^3 + 281/66*z + 1
*
[ -4/3 ] 
f(z) = -155/128*z^3 + 281/72*z + 1
*
[ -22/15 ] 
f(z) = -150/121*z^3 + 287/66*z + 1
*
[ -2/7 ] 
f(z) = -147/124*z^3 + 285/62*z + 1
*
[ -2/3 ] 
f(z) = -159/128*z^3 + 293/96*z + 1
*
[ -5/12 ] 
f(z) = -153/125*z^3 + 289/80*z + 1
*
[ -5/4 ] 
f(z) = -153/125*z^3 + 297/80*z + 1
*
[ -15/19 ] 
f(z) = -152/135*z^3 + 282/95*z + 1
*
[ -11/20 ] 
f(z) = -150/121*z^3 + 281/88*z + 1
*
[ -5/4 ] 
f(z) = -149/125*z^3 + 293/80*z + 1
*
[ -5/4 ] 
f(z) = -147/125*z^3 + 291/80*z + 1
*
[ -10/9 ] 
f(z) = -144/125*z^3 + 299/90*z + 1
*
[ -5/4 ] 
f(z) = -143/125*z^3 + 287/80*z + 1
*
[ -2/3 ] 
f(z) = -141/128*z^3 + 287/96*z + 1
*
-1 | 0.10996036354538594623230009688386573185 | 0.019502207646398266511759296917863764291
f(z) = -160/121*z^3 + 281/121*z + 1
*
-1 | 0.089475070600394428453265667880777043065 | 0.015849067792621858707297723550389920271
f(z) = -160/123*z^3 + 283/123*z + 1
*
-1 | 0.10952877013963050601862028937888707456 | 0.019353143267175979608217892287046908674
f(z) = -160/127*z^3 + 287/127*z + 1
*
-1 | 0.089036690539137409710755910736082175479 | 0.015713022587220096163944948713875354606
f(z) = -160/129*z^3 + 289/129*z + 1
*
-1 | 0.10922946132146287948712148406400291230 | 0.019253170703935687585423922342781280872
f(z) = -160/131*z^3 + 291/131*z + 1
*
-1 | 0.10907607736652236143064502014503508681 | 0.019202951190843753246182922450527871739
f(z) = -160/133*z^3 + 293/133*z + 1
*
-1 | 0.10876137369739529242738641959925122855 | 0.019101947728834686932661546992214178010
f(z) = -160/137*z^3 + 297/137*z + 1
*
-1 | 0.10859984562849192964042948531762377161 | 0.019051121939953797150239804217097453690
f(z) = -160/139*z^3 + 299/139*z + 1
*
-1 | 0.10979061236716860905173827226708094971 | 0.019484420909951565134142603880056281257
f(z) = -159/121*z^3 + 280/121*z + 1
*
-1 | 0.096883138847759151191900163081404955817 | 0.017182874176875310662194140575657846554
f(z) = -159/122*z^3 + 281/122*z + 1
*
-1 | 0.10101733407993256576104181571542696717 | 0.017893593883967541096992904940623646524
f(z) = -159/124*z^3 + 283/124*z + 1
*
-1 | 0.10950161089934160517736628213540583833 | 0.019384335329343864010327109144501613164
f(z) = -159/125*z^3 + 284/125*z + 1
*
-1 | 0.10935366854131129776297130735816339811 | 0.019334127806217626580100779647963665215
f(z) = -159/127*z^3 + 286/127*z + 1
*
-1 | 0.10072142840863328544630772829483196344 | 0.017796933459417958276163908742694362430
f(z) = -159/128*z^3 + 287/128*z + 1
*
-1 | 0.096291159727660524120259389299450623961 | 0.016993277249958825064231879601872959951
f(z) = -159/130*z^3 + 289/130*z + 1
*
-1 | 0.10905048099726224778248929013388134319 | 0.019233292987736511214283417008913573321
f(z) = -159/131*z^3 + 290/131*z + 1
*
-1 | 0.10889505339761093967624684605863283207 | 0.019182627464678728170462684699748169107
f(z) = -159/133*z^3 + 292/133*z + 1
*
-1 | 0.095980931818042191095504476525484820915 | 0.016897537878633468768043876127580829893
f(z) = -159/134*z^3 + 293/134*z + 1
*
-1 | 0.10009946932076535536149463432797074291 | 0.017601530347617002473822405068256796199
f(z) = -159/136*z^3 + 295/136*z + 1
*
-1 | 0.10857603287493687517577377629813695332 | 0.019080698459643139605973989943818262634
f(z) = -159/137*z^3 + 296/137*z + 1
*
-1 | 0.10841222206001392306386219004139279540 | 0.019029391446148437652369471095803843587
f(z) = -159/139*z^3 + 298/139*z + 1
*
-1 | 0.089129312824823655899272615329093726493 | 0.015807681150245128231613602743861867866
f(z) = -158/123*z^3 + 281/123*z + 1
*
-1 | 0.10932653494721734280926323440686860455 | 0.019365435000877799665726328509095355947
f(z) = -158/125*z^3 + 283/125*z + 1
*
-1 | 0.10917670165414092665674836677868132287 | 0.019314800643095082457866561098342546607
f(z) = -158/127*z^3 + 285/127*z + 1
*
-1 | 0.088679725606079235424596363146833284858 | 0.015669229485188259036930126250644130094
f(z) = -158/129*z^3 + 287/129*z + 1
*
-1 | 0.10886953044342689951758242673846780039 | 0.019213083736144285751902451085448136732
f(z) = -158/131*z^3 + 289/131*z + 1
*
-1 | 0.10871200223689311968137085512467004766 | 0.019161961537773057544587564537425444801
f(z) = -158/133*z^3 + 291/133*z + 1
*
-1 | 0.094988594442393826620714949497915688707 | 0.016722835903191196995572399932899939763
f(z) = -158/135*z^3 + 293/135*z + 1
*
-1 | 0.10838854065434254787777729668438170565 | 0.019059083935278775156714140960970244407
f(z) = -158/137*z^3 + 295/137*z + 1
*
-1 | 0.10822237923188490797344491869723111447 | 0.019007283200829032221714594271211685920
f(z) = -158/139*z^3 + 297/139*z + 1
*
-1 | 0.088955287691006240485441278565156915668 | 0.015786798435379723092625347973883518372
f(z) = -157/123*z^3 + 280/123*z + 1
*
-1 | 0.10066719099435117489760362352474182083 | 0.017854001193267694669943378679113594035
f(z) = -157/124*z^3 + 281/124*z + 1
*
-1 | 0.10914959996204498717141550745913951675 | 0.019346224351032430464741292915279329512
f(z) = -157/125*z^3 + 282/125*z + 1
*
-1 | 0.082674850709993179651655021526394972914 | 0.014644518354163747340167066946121747804
f(z) = -157/126*z^3 + 283/126*z + 1
*
-1 | 0.10899782534441410711842384828187099642 | 0.019295153553381032753034928150871083700
f(z) = -157/127*z^3 + 284/127*z + 1
*
-1 | 0.10036361900624347180659659515195551160 | 0.017755649910235371227840309359297539371
f(z) = -157/128*z^3 + 285/128*z + 1
*
-1 | 0.088499872800408383439427234178650551231 | 0.015647100590051962522554478612715893122
f(z) = -157/129*z^3 + 286/129*z + 1
*
-1 | 0.095929312996048534255761406276074270136 | 0.016950192497985049367833583695272061591
f(z) = -157/130*z^3 + 287/130*z + 1
*
-1 | 0.10868656111727790854003781299000504283 | 0.019192533922586858962018144395075779789
f(z) = -157/131*z^3 + 288/131*z + 1
*
-1 | 0.079706054900930812067049304168913483912 | 0.014066370093192194792778056999206219205
f(z) = -157/132*z^3 + 289/132*z + 1
*
-1 | 0.10852687286893350642586042507246133713 | 0.019140943935712065313440890477003649839
f(z) = -157/133*z^3 + 290/133*z + 1
*
-1 | 0.095609909355759677992354809456041787646 | 0.016852540363600189237434323893006915238
f(z) = -157/134*z^3 + 291/134*z + 1
*
-1 | 0.094801223164025029210357616724140123312 | 0.016699900412476043951835071066956779907
f(z) = -157/135*z^3 + 292/135*z + 1
*
-1 | 0.099724594348733126853925500432583300757 | 0.017556613366013554318440652574697983028
f(z) = -157/136*z^3 + 293/136*z + 1
*
-1 | 0.10819884043126652931264282049589573901 | 0.019037093673435025400977116996676275211
f(z) = -157/137*z^3 + 294/137*z + 1
*
-1 | 0.074935245337943658182485622992613393613 | 0.013176643231697164678648210741591304443
f(z) = -157/138*z^3 + 295/138*z + 1
*
-1 | 0.10803025737000390500516842098294259659 | 0.018984786152290000506275619107123580981
f(z) = -157/139*z^3 + 296/139*z + 1
*
-1 | 0.10897076219283308739976794072548635439 | 0.019326695212259426725887224348905672760
f(z) = -156/125*z^3 + 281/125*z + 1
*
-1 | 0.10881699378001240650267455111600553133 | 0.019275177989086996950694303206906400082
f(z) = -156/127*z^3 + 283/127*z + 1
*
-1 | 0.10850152252145794713857673627222182440 | 0.019171634150438755136968436585505913153
f(z) = -156/131*z^3 + 287/131*z + 1
*
-1 | 0.10833961217439058172226454848341489781 | 0.019119564787042194543866913954792810342
f(z) = -156/133*z^3 + 289/133*z + 1
*
-1 | 0.10800687314551417342866528795917459395 | 0.019014716731329113636245890102894858276
f(z) = -156/137*z^3 + 293/137*z + 1
*
-1 | 0.10783579403569643843006608022107083805 | 0.018961888750842129147600673680199998662
f(z) = -156/139*z^3 + 295/139*z + 1
*
-1 | 0.082313875776288885209808844715041901015 | 0.014598917699161957108976110306309174338
f(z) = -155/126*z^3 + 281/126*z + 1
*
-1 | 0.10863415933767896859218022994113616760 | 0.019254865061011314752193775570894602753
f(z) = -155/127*z^3 + 282/127*z + 1
*
-1 | 0.099997877431206661683800046283205704316 | 0.017713013556633049827854794678351175130
f(z) = -155/128*z^3 + 283/128*z + 1
*
-1 | 0.088132017951641640296811669705754790487 | 0.015601419697805072058888216111457976582
f(z) = -155/129*z^3 + 284/129*z + 1
*
-1 | 0.10831436209172963855792738213913761680 | 0.019150374631824149392731481477213739029
f(z) = -155/131*z^3 + 286/131*z + 1
*
-1 | 0.079330588975991493537581340615340499448 | 0.014017287439314563886856970678892897735
f(z) = -155/132*z^3 + 287/132*z + 1
*
-1 | 0.10815016480595976067713230661995385880 | 0.019097813799923161501824680433923117046
f(z) = -155/133*z^3 + 288/133*z + 1
*
-1 | 0.095230881739019035607089138279133817389 | 0.016806161445413812537458722186034119757
f(z) = -155/134*z^3 + 289/134*z + 1
*
-1 | 0.099340790602349172592304777334105415489 | 0.017510158671405443723986563309463551462
f(z) = -155/136*z^3 + 291/136*z + 1
*
-1 | 0.10781257712755299172469049686396459982 | 0.018991941677032728997511071605019237330
f(z) = -155/137*z^3 + 292/137*z + 1
*
-1 | 0.074546472705108572857727315459482838458 | 0.013123980173906821125081561711740233108
f(z) = -155/138*z^3 + 293/138*z + 1
*
-1 | 0.10763892395380855881395387495312437146 | 0.018938578916824131624070895688090942335
f(z) = -155/139*z^3 + 294/139*z + 1
*
-1 | 0.10844927250361723171979066750419194154 | 0.019234205519822700795475467119715136186
f(z) = -154/127*z^3 + 281/127*z + 1
*
-1 | 0.087944947499592696723426704351297344039 | 0.015578031127403999560528344565032307764
f(z) = -154/129*z^3 + 283/129*z + 1
*
-1 | 0.10812502507622160587451477991833686547 | 0.019128745164812975090767278847573314680
f(z) = -154/131*z^3 + 285/131*z + 1
*
-1 | 0.094225690422499774265851323851904710039 | 0.016628767230003235160490959688728388353
f(z) = -154/135*z^3 + 289/135*z + 1
*
-1 | 0.10761588793209760375985253511073087106 | 0.018968756558402650955347977445911405277
f(z) = -154/137*z^3 + 291/137*z + 1
*
-1 | 0.10743957882576465316606122432102975353 | 0.018914844005833243814476715069876320039
f(z) = -154/139*z^3 + 293/139*z + 1
*
-1 | 0.10826228176680503539800372647182683095 | 0.019213189735764693212380544493750190287
f(z) = -153/127*z^3 + 280/127*z + 1
*
-1 | 0.099623805332953834371815411395774403333 | 0.017668949751386577277834621997752190073
f(z) = -153/128*z^3 + 281/128*z + 1
*
-1 | 0.095180720186058590641634277005653387155 | 0.016859731729261853838306558580555971890
f(z) = -153/130*z^3 + 283/130*z + 1
*
-1 | 0.10793345440528926513132329511768796342 | 0.019106735108854490765331038690372457225
f(z) = -153/131*z^3 + 284/131*z + 1
*
-1 | 0.10776447670478884540072324592900340547 | 0.019053152887993320603259533849052555670
f(z) = -153/133*z^3 + 286/133*z + 1
*
-1 | 0.094843384226497955643534924608276723614 | 0.016758314738120965367793760125029751773
f(z) = -153/134*z^3 + 287/134*z + 1
*
-1 | 0.10741673815735408733335410512931007448 | 0.018945148869350098748919369778281559120
f(z) = -153/137*z^3 + 290/137*z + 1
*
-1 | 0.10723768712586956207563744307016853001 | 0.018890670770858549187038724322757997556
f(z) = -153/139*z^3 + 292/139*z + 1
*
-1 | 0.087563215910432450262902588990926174131 | 0.015529923363401920842865047677026186574
f(z) = -152/129*z^3 + 281/129*z + 1
*
-1 | 0.10773959055105616608549203184991483236 | 0.019084333358273798466333146154891065685
f(z) = -152/131*z^3 + 283/131*z + 1
*
-1 | 0.093830202844421400618173746660161074946 | 0.016579291049477645750530564843358551990
f(z) = -152/135*z^3 + 287/135*z + 1
*
-1 | 0.10721505724831333206682114666091598043 | 0.018921105513151570010208639192642852294
f(z) = -152/137*z^3 + 289/137*z + 1
*
-1 | 0.10703317387888577924658773799264496405 | 0.018866045320954984057753408864411820596
f(z) = -152/139*z^3 + 291/139*z + 1
*
-1 | 0.087369473071601388672807547591342077316 | 0.015505365634674454342336590084497430197
f(z) = -151/129*z^3 + 280/129*z + 1
*
-1 | 0.094793753054046248532773694469293607998 | 0.016812307599168379322446821770145692859
f(z) = -151/130*z^3 + 281/130*z + 1
*
-1 | 0.10754337137558537874206952516216619586 | 0.019061528313635180104090062414310749457
f(z) = -151/131*z^3 + 282/131*z + 1
*
-1 | 0.078555751639834136500362330735886215504 | 0.013914886290512840881945477545549630832
f(z) = -151/132*z^3 + 283/132*z + 1
*
-1 | 0.10736931586533727807546461700923388730 | 0.019006869448972207530128099443887391179
f(z) = -151/133*z^3 + 284/133*z + 1
*
-1 | 0.094444953812722853702996332120675979161 | 0.016708559857558911825900490777308990055
f(z) = -151/134*z^3 + 285/134*z + 1
*
-1 | 0.093628719486176050491735155417020071438 | 0.016553899407538974706471703471487928176
f(z) = -151/135*z^3 + 286/135*z + 1
*
-1 | 0.098544387901489201136318192881447461516 | 0.017412262137175472908869945359843258788
f(z) = -151/136*z^3 + 287/136*z + 1
*
-1 | 0.10701077128225373322991218891166198335 | 0.018896612762461802600536659020106419495
f(z) = -151/137*z^3 + 288/137*z + 1
*
-1 | 0.073739147978814806134134333433101941721 | 0.013013341923846255890414722112608980014
f(z) = -151/138*z^3 + 289/138*z + 1
*
-1 | 0.10682596041662208011061026390128455628 | 0.018840953076042071107491406218948128539
f(z) = -151/139*z^3 + 290/139*z + 1
*
-1 | 0.10734473196649637249871886845154118144 | 0.019038307850751206065844274774944345032
f(z) = -150/131*z^3 + 281/131*z + 1
*
-1 | 0.10716801693864074774496677703393607266 | 0.018983088297824460276705909078643759907
f(z) = -150/133*z^3 + 283/133*z + 1
*
-1 | 0.10680380273434408214547430486665327391 | 0.018871656215639998035192928241782186920
f(z) = -150/137*z^3 + 287/137*z + 1
*
-1 | 0.10661596411092126703618573396327098337 | 0.018815378717347628967750995791371857240
f(z) = -150/139*z^3 + 289/139*z + 1
*
-1 | 0.10714360445868779016636224356633378170 | 0.019014659287087771418352163966418365611
f(z) = -149/131*z^3 + 280/131*z + 1
*
-1 | 0.078152276964997841108437362928730317598 | 0.013860830250721471191545060998926896984
f(z) = -149/132*z^3 + 281/132*z + 1
*
-1 | 0.10696414415532589049259835943998141374 | 0.018958863166376174173697964433692631620
f(z) = -149/133*z^3 + 282/133*z + 1
*
-1 | 0.094037645082147618812071099702065033607 | 0.016657254383422649714342775311989418263
f(z) = -149/134*z^3 + 283/134*z + 1
*
-1 | 0.093217908841358043534047624938469586168 | 0.016501740831394080653764052865432882867
f(z) = -149/135*z^3 + 284/135*z + 1
*
-1 | 0.098130664643047686376494499065619010156 | 0.017360610788180889389421364610053259847
f(z) = -149/136*z^3 + 285/136*z + 1
*
-1 | 0.10659407022091938123661347352836649727 | 0.018846220748942042466056741666626543069
f(z) = -149/137*z^3 + 286/137*z + 1
*
-1 | 0.073319401437270950197588008620645786673 | 0.012955143004620246889763576057621367272
f(z) = -149/138*z^3 + 287/138*z + 1
*
-1 | 0.10640309808001991471785612637077446819 | 0.018789306132940836808360778331546442768
f(z) = -149/139*z^3 + 288/139*z + 1
*
-1 | 0.10675762213769562374387533303658851625 | 0.018934179986643266863559958314125685003
f(z) = -148/133*z^3 + 281/133*z + 1
*
-1 | 0.093008424933705745234978988940295068531 | 0.016474944609351170201660960123695293968
f(z) = -148/135*z^3 + 283/135*z + 1
*
-1 | 0.10638148821762504322333735666034532192 | 0.018820290464062235018838116446576709873
f(z) = -148/137*z^3 + 285/137*z + 1
*
-1 | 0.10618727086475709952574956145466747144 | 0.018762718357708372549331466757397175022
f(z) = -148/139*z^3 + 287/139*z + 1
*
-20/21 | 0.20022188716070017082880826357917074301 | 0.023630487902654915150318879300730696950
f(z) = -147/128*z^3 + 299/120*z + 1
*
-1 | 0.093618241566056668226099583074394678429 | 0.016603822756172774681593143333689268847
f(z) = -147/134*z^3 + 281/134*z + 1
*
-1 | 0.097705750367325572860437067284673306710 | 0.017307000161158908371009958385581653568
f(z) = -147/136*z^3 + 283/136*z + 1
*
-1 | 0.10616596674917540225669937710518798353 | 0.018793848630425586362808330470537546961
f(z) = -147/137*z^3 + 284/137*z + 1
*
-1 | 0.10596838607051323367166659748310377869 | 0.018735597507018456156338707342675485171
f(z) = -147/139*z^3 + 286/139*z + 1
*
-1 | 0.092580878518268963136265311439054173381 | 0.016419839465190782458567442541307829902
f(z) = -146/135*z^3 + 281/135*z + 1
*
-1 | 0.10594741104693416640873172680719492502 | 0.018766877621533068974580926352759147966
f(z) = -146/137*z^3 + 283/137*z + 1
*
-1 | 0.10574634197004035108436202209462245283 | 0.018707924703186155815408129475391357995
f(z) = -146/139*z^3 + 285/139*z + 1
*
-1 | 0.097268929998660040262907475425835291358 | 0.017251296823822150554637135433623378187
f(z) = -145/136*z^3 + 281/136*z + 1
*
-1 | 0.10572572116987650181263714376304372046 | 0.018739358844543473605465156171002414450
f(z) = -145/137*z^3 + 282/137*z + 1
*
-1 | 0.072444277205295850506764298344588124242 | 0.012832337017559871048935369312116547837
f(z) = -145/138*z^3 + 283/138*z + 1
*
-1 | 0.10552103106147092606690428816411373871 | 0.018679679993693688504229952092299524421
f(z) = -145/139*z^3 + 284/139*z + 1
*
-1 | 0.10550079158370829931631890679103056991 | 0.018711272662131905932002797276547018232
f(z) = -144/137*z^3 + 281/137*z + 1
*
-1 | 0.10529233957472425131039151690286296336 | 0.018650842259924516271199756581540338122
f(z) = -144/139*z^3 + 283/139*z + 1
*
-1 | 0.10527251069196383189291223359919513800 | 0.018682598305490237743323030434215520520
f(z) = -143/137*z^3 + 280/137*z + 1
*
-1 | 0.071986246671131699238526737984298437217 | 0.012767243441185995709832032186997540850
f(z) = -143/138*z^3 + 281/138*z + 1
*
-1 | 0.10506014691821673029971316865654910771 | 0.018621389114930557009402779612960264901
f(z) = -143/139*z^3 + 282/139*z + 1
*
-1 | 0.10482432505615895673961426829419876373 | 0.018591296788455751215998313016476058324
f(z) = -142/139*z^3 + 281/139*z + 1
*
-1 | 0.10458473780470133938050800148756437474 | 0.018560539997070761128562150528238118960
f(z) = -141/139*z^3 + 280/139*z + 1
*
-3/8 | 0.24904255622945717767867265032912709706 | 0.027745353536278829245296884552363734279
f(z) = -158/135*z^3 + 293/160*z + 1
*
4/3 | 0.24685764657838115241679400595727096323 | 0.029251948784873497953742624993646512427
f(z) = -147/128*z^3 + 289/168*z + 1
*
-3/8 | 0.26002769206971914635113075075512343765 | 0.028991308908390279978673118356110620379
f(z) = -146/135*z^3 + 291/160*z + 1
*
[ 15/14 ] 
f(z) = -154/135*z^3 + 289/210*z + 1
*
[ 2/3 ] 
f(z) = -144/149*z^3 - 21/298*z + 1
*
[ 2/3 ] 
f(z) = -153/152*z^3 - 1/19*z + 1
*
[ 2/3 ] 
f(z) = -159/152*z^3 - 2/57*z + 1
*
[ 2/3 ] 
f(z) = -147/152*z^3 - 4/57*z + 1
*
[ 2/3 ] 
f(z) = -141/152*z^3 - 5/57*z + 1
*
[ 2/3 ] 
f(z) = -153/140*z^3 - 1/70*z + 1
*
[ 2/3 ] 
f(z) = -153/148*z^3 - 3/74*z + 1
*
[ 2/3 ] 
f(z) = -153/142*z^3 - 3/142*z + 1
*
[ 2/3 ] 
f(z) = -153/146*z^3 - 5/146*z + 1
*
[ 2/3 ] 
f(z) = -153/154*z^3 - 9/154*z + 1
*
[ 2/3 ] 
f(z) = -153/158*z^3 - 11/158*z + 1
*
[ 2/3 ] 
f(z) = -157/152*z^3 - 7/171*z + 1
*
[ 2/3 ] 
f(z) = -155/152*z^3 - 8/171*z + 1
*
[ 2/3 ] 
f(z) = -151/152*z^3 - 10/171*z + 1
*
[ 2/3 ] 
f(z) = -149/152*z^3 - 11/171*z + 1
*
[ 2/3 ] 
f(z) = -145/152*z^3 - 13/171*z + 1
*
[ 2/3 ] 
f(z) = -143/152*z^3 - 14/171*z + 1
*
[ 2/3 ] 
f(z) = -141/140*z^3 - 11/210*z + 1
*
[ 2/3 ] 
f(z) = -159/148*z^3 - 5/222*z + 1
*
[ 2/3 ] 
f(z) = -147/148*z^3 - 13/222*z + 1
*
[ 2/3 ] 
f(z) = -141/148*z^3 - 17/222*z + 1
*
[ 2/3 ] 
f(z) = -153/143*z^3 - 7/286*z + 1
*
[ 2/3 ] 
f(z) = -153/145*z^3 - 9/290*z + 1
*
[ 2/3 ] 
f(z) = -153/149*z^3 - 13/298*z + 1
*
[ 2/3 ] 
f(z) = -144/143*z^3 - 15/286*z + 1
*
[ 2/3 ] 
f(z) = -144/145*z^3 - 17/290*z + 1
*
[ 3/4 ] 
f(z) = -160/153*z^3 + 13/51*z + 1
*
[ 7/10 ] 
f(z) = -160/147*z^3 + 11/105*z + 1
*
[ 5/7 ] 
f(z) = -147/145*z^3 + 17/145*z + 1
*
[ 5/7 ] 
f(z) = -147/155*z^3 + 13/155*z + 1
*
[ 2/3 ] 
f(z) = -159/140*z^3 + 1/210*z + 1
*
[ 7/8 ] 
f(z) = -160/147*z^3 + 29/42*z + 1
*
[ 6/7 ] 
f(z) = -147/152*z^3 + 31/57*z + 1
*
[ 3/4 ] 
f(z) = -152/153*z^3 + 23/102*z + 1
*
[ 3/4 ] 
f(z) = -160/159*z^3 + 37/159*z + 1
*
[ -2/3 ] 
f(z) = -153/152*z^3 + 56/19*z + 1
*
[ 3/4 ] 
f(z) = -160/141*z^3 + 43/141*z + 1
*
[ 3/4 ] 
f(z) = -160/147*z^3 + 41/147*z + 1
*
[ 3/4 ] 
f(z) = -148/153*z^3 + 43/204*z + 1
*
-2 | 0.10786723548661050551084700437822308409 | 0.017046193597250497023358297784346640892
f(z) = -159/152*z^3 + 70/19*z + 1
*
-2 | 0.10761740775921726790564281390390134371 | 0.017045472208400462926044907328900331021
f(z) = -157/152*z^3 + 69/19*z + 1
*
-2 | 0.10736343530569837699920068557435282899 | 0.017044657941844468657339632033088361541
f(z) = -155/152*z^3 + 68/19*z + 1
*
-2 | 0.10710514747712105438409797513903731496 | 0.017043739794834454000607760635013647096
f(z) = -153/152*z^3 + 67/19*z + 1
*
-2 | 0.10684236093920916532207295815056681966 | 0.017042705376355209364857338021248089647
f(z) = -151/152*z^3 + 66/19*z + 1
*
-2 | 0.10657487823484841447379801215396065826 | 0.017041540701847245888494253903701649518
f(z) = -149/152*z^3 + 65/19*z + 1
*
-2 | 0.10630248612390384145982880954406472272 | 0.017040229951680435309619783803410918290
f(z) = -147/152*z^3 + 64/19*z + 1
*
-2 | 0.10602495365632273218286467786554854971 | 0.017038755185749488639997015320864615878
f(z) = -145/152*z^3 + 63/19*z + 1
*
-2 | 0.10574202992385249230921053827789831971 | 0.017037096004664558610078612758652404344
f(z) = -143/152*z^3 + 62/19*z + 1
*
-2 | 0.10545344142199706961335620720548962302 | 0.017035229145559750676100036647543701130
f(z) = -141/152*z^3 + 61/19*z + 1
*
[ 7/4 ] 
f(z) = -160/147*z^3 + 79/21*z + 1
*
-6/5 | 0.15187449350350469873018250672657353650 | 0.022240576540664233413419842357500053370
f(z) = -145/144*z^3 + 77/60*z + 1
*
[ 5/6 ] 
f(z) = -144/145*z^3 + 71/145*z + 1
*
[ 5/6 ] 
f(z) = -144/155*z^3 + 69/155*z + 1
*
[ 4/5 ] 
f(z) = -155/144*z^3 + 79/180*z + 1
*
[ 4/5 ] 
f(z) = -145/144*z^3 + 71/180*z + 1
*
[ 3/4 ] 
f(z) = -152/141*z^3 + 77/282*z + 1
*
[ 3/4 ] 
f(z) = -152/147*z^3 + 73/294*z + 1
*
[ 2 ] 
f(z) = -159/152*z^3 + 89/19*z + 1
*
[ 2 ] 
f(z) = -157/152*z^3 + 88/19*z + 1
*
[ 2 ] 
f(z) = -155/152*z^3 + 87/19*z + 1
*
[ 2 ] 
f(z) = -153/152*z^3 + 86/19*z + 1
*
[ 2 ] 
f(z) = -151/152*z^3 + 85/19*z + 1
*
[ 2 ] 
f(z) = -149/152*z^3 + 84/19*z + 1
*
[ 2 ] 
f(z) = -147/152*z^3 + 83/19*z + 1
*
[ -2/7 ] 
f(z) = -147/152*z^3 + 87/19*z + 1
*
[ 2 ] 
f(z) = -145/152*z^3 + 82/19*z + 1
*
[ 2 ] 
f(z) = -143/152*z^3 + 81/19*z + 1
*
[ 2 ] 
f(z) = -141/152*z^3 + 80/19*z + 1
*
[ -2 ] 
f(z) = -141/152*z^3 + 99/19*z + 1
*
-6/5 | 0.12208391859377235811824313775730796465 | 0.017683717847528161313631556799939975386
f(z) = -155/144*z^3 + 83/60*z + 1
*
[ 6/5 ] 
f(z) = -145/144*z^3 + 97/60*z + 1
*
[ -2 ] 
f(z) = -159/152*z^3 + 108/19*z + 1
*
[ -2 ] 
f(z) = -157/152*z^3 + 107/19*z + 1
*
[ -2 ] 
f(z) = -155/152*z^3 + 106/19*z + 1
*
[ -2 ] 
f(z) = -153/152*z^3 + 105/19*z + 1
*
[ -2 ] 
f(z) = -151/152*z^3 + 104/19*z + 1
*
[ -2 ] 
f(z) = -149/152*z^3 + 103/19*z + 1
*
[ -2 ] 
f(z) = -147/152*z^3 + 102/19*z + 1
*
[ -2 ] 
f(z) = -145/152*z^3 + 101/19*z + 1
*
[ -2 ] 
f(z) = -143/152*z^3 + 100/19*z + 1
*
[ -7/4 ] 
f(z) = -160/147*z^3 + 103/21*z + 1
*
-34/21 | 0.17810876001580706329312839257880069517 | 0.026065847047249462323404540308992999631
f(z) = -147/152*z^3 + 116/57*z + 1
*
[ 6/5 ] 
f(z) = -155/144*z^3 + 103/60*z + 1
*
[ 11/12 ] 
f(z) = -144/143*z^3 + 108/143*z + 1
*
[ 12/13 ] 
f(z) = -143/144*z^3 + 119/156*z + 1
*
[ 7/8 ] 
f(z) = -152/147*z^3 + 109/168*z + 1
*
-7/20 | 0.16148499723517881072242163213912201890 | 0.021888082715075773831487837479600869601
f(z) = -160/147*z^3 + 103/210*z + 1
*
-2 | 0.094114204984980218841873653029998092037 | 0.014889678058692199852960678960772005463
f(z) = -157/144*z^3 + 139/36*z + 1
*
-2 | 0.093863926272472443536849661817238177787 | 0.014884210092563025666106775871255327693
f(z) = -155/144*z^3 + 137/36*z + 1
*
-2 | 0.093350985981850915192546209276743794039 | 0.014872755819311712654297588763238859385
f(z) = -151/144*z^3 + 133/36*z + 1
*
-2 | 0.093087990663552285590070401728804738503 | 0.014866743478498475014058109625301556174
f(z) = -149/144*z^3 + 131/36*z + 1
*
-2 | 0.092548022493329783598502543727849715877 | 0.014854072397454804859139179000932274649
f(z) = -145/144*z^3 + 127/36*z + 1
*
-2 | 0.092270635712387063063629178853737205573 | 0.014847378024659894275735799801008154255
f(z) = -143/144*z^3 + 125/36*z + 1
*
[ -7/8 ] 
f(z) = -160/147*z^3 + 125/42*z + 1
*
[ 3/2 ] 
f(z) = -160/153*z^3 + 137/51*z + 1
*
[ 3/2 ] 
f(z) = -152/153*z^3 + 131/51*z + 1
*
[ 3/2 ] 
f(z) = -148/153*z^3 + 128/51*z + 1
*
[ 21/20 ] 
f(z) = -160/147*z^3 + 131/105*z + 1
*
7/10 | 0.21952449156614593922081023687393310853 | 0.029754901765809451715271686926223702198
f(z) = -160/147*z^3 + 127/210*z + 1
*
[ 6/7 ] 
f(z) = -147/148*z^3 + 125/222*z + 1
*
[ -3/4 ] 
f(z) = -160/153*z^3 + 149/51*z + 1
*
[ 7/4 ] 
f(z) = -152/147*z^3 + 151/42*z + 1
*
-38/21 | 0.20240041233860857926642334307673386072 | 0.028415583505871281617723218330124070381
f(z) = -147/152*z^3 + 155/57*z + 1
*
[ 4/3 ] 
f(z) = -153/152*z^3 + 155/76*z + 1
*
-2/5 | 0.20319276815220747349457069741614719188 | 0.028475570505038000153029539354769462049
f(z) = -145/152*z^3 + 157/95*z + 1
*
-12/11 | 0.16647543193634229492587543355476591924 | 0.022310835578484257087514055648310991521
f(z) = -143/144*z^3 + 145/132*z + 1
*
-6/11 | 0.21781773568605203574263599046912944074 | 0.029085593878471196663797031026020513272
f(z) = -143/144*z^3 + 149/132*z + 1
*
-12/13 | 0.22091132984648103929803495090616998343 | 0.029318950032241272151074555293225842841
f(z) = -143/144*z^3 + 145/156*z + 1
*
-7/40 | 0.21952552518256682894299143407666767598 | 0.029755041864779036775269684529804871695
f(z) = -160/147*z^3 + 157/210*z + 1
*
[ 2 ] 
f(z) = -157/144*z^3 + 175/36*z + 1
*
[ 2 ] 
f(z) = -155/144*z^3 + 173/36*z + 1
*
[ 2 ] 
f(z) = -151/144*z^3 + 169/36*z + 1
*
[ 2 ] 
f(z) = -149/144*z^3 + 167/36*z + 1
*
[ 2 ] 
f(z) = -145/144*z^3 + 163/36*z + 1
*
[ 2 ] 
f(z) = -143/144*z^3 + 161/36*z + 1
*
[ -2/3 ] 
f(z) = -159/152*z^3 + 169/57*z + 1
*
[ -6/7 ] 
f(z) = -147/152*z^3 + 164/57*z + 1
*
[ -2/3 ] 
f(z) = -147/152*z^3 + 167/57*z + 1
*
[ -2/3 ] 
f(z) = -141/152*z^3 + 166/57*z + 1
*
[ 12/11 ] 
f(z) = -143/144*z^3 + 167/132*z + 1
*
4/3 | 0.14090574667107005998648136935853388151 | 0.027531441388072587059583501608441398176
f(z) = -153/140*z^3 + 167/140*z + 1
*
-4/5 | 0.11688800890164327880515347945283810781 | 0.017569579951656497650032615075107532783
f(z) = -155/144*z^3 + 169/180*z + 1
*
-4/5 | 0.14265772557512815052068202243083095625 | 0.021660189416711448039416975010259942862
f(z) = -145/144*z^3 + 161/180*z + 1
*
[ -2 ] 
f(z) = -145/144*z^3 + 199/36*z + 1
*
[ -2 ] 
f(z) = -143/144*z^3 + 197/36*z + 1
*
[ -7/4 ] 
f(z) = -152/147*z^3 + 199/42*z + 1
*
[ -3/2 ] 
f(z) = -152/153*z^3 + 199/51*z + 1
*
[ -3/2 ] 
f(z) = -148/153*z^3 + 196/51*z + 1
*
[ -6/5 ] 
f(z) = -145/144*z^3 + 197/60*z + 1
*
[ 13/12 ] 
f(z) = -144/143*z^3 + 180/143*z + 1
*
[ -2 ] 
f(z) = -157/144*z^3 + 211/36*z + 1
*
[ -2 ] 
f(z) = -155/144*z^3 + 209/36*z + 1
*
[ -2 ] 
f(z) = -151/144*z^3 + 205/36*z + 1
*
[ -2 ] 
f(z) = -149/144*z^3 + 203/36*z + 1
*
[ -3/2 ] 
f(z) = -160/153*z^3 + 205/51*z + 1
*
[ 38/21 ] 
f(z) = -147/152*z^3 + 206/57*z + 1
*
[ -6/5 ] 
f(z) = -155/144*z^3 + 203/60*z + 1
*
[ -2/3 ] 
f(z) = -153/140*z^3 + 209/70*z + 1
*
[ -2/3 ] 
f(z) = -153/148*z^3 + 219/74*z + 1
*
[ 10/7 ] 
f(z) = -147/152*z^3 + 216/95*z + 1
*
-7/20 | 0.21746871296962866847624925604538836053 | 0.029838284915252006188221608112316810465
f(z) = -160/147*z^3 + 209/105*z + 1
*
[ 8/7 ] 
f(z) = -147/152*z^3 + 211/152*z + 1
*
-6/13 | 0.16956839852815549214377070998158734753 | 0.021585823196304144726660707150676029313
f(z) = -143/144*z^3 + 215/156*z + 1
*
[ -4/7 ] 
f(z) = -147/152*z^3 + 233/76*z + 1
*
[ 7/5 ] 
f(z) = -145/147*z^3 + 233/105*z + 1
*
-2 | 0.086187465877267676585966518572774719298 | 0.013790049166036263227506485996071006234
f(z) = -149/156*z^3 + 259/78*z + 1
*
-2 | 0.10634492164441001227549870815826048403 | 0.017036385454671116133816891783529629279
f(z) = -147/148*z^3 + 257/74*z + 1
*
-2 | 0.10607007586117713664318271692229544273 | 0.017035164409192386277793548389917910333
f(z) = -145/148*z^3 + 253/74*z + 1
*
-2 | 0.085631882971862150436865109471244612239 | 0.013770282913143340470463015908434476794
f(z) = -145/156*z^3 + 251/78*z + 1
*
-2 | 0.10587339919501493749927825330330997183 | 0.017025278544564678297844220829452784627
f(z) = -143/140*z^3 + 251/70*z + 1
*
-2 | 0.10579004212868148349523822711112823019 | 0.017033787527237289669874234648158925067
f(z) = -143/148*z^3 + 249/74*z + 1
*
-2 | 0.10559338012560685102999711214186297257 | 0.017024228210059537078004890916703289419
f(z) = -141/140*z^3 + 247/70*z + 1
*
-2 | 0.10550456914078704309505669125011410002 | 0.017032235134674000539217815714977891029
f(z) = -141/148*z^3 + 245/74*z + 1
*
[ 7/5 ] 
f(z) = -160/147*z^3 + 254/105*z + 1
*
[ 7/5 ] 
f(z) = -155/147*z^3 + 247/105*z + 1
*
[ 3/2 ] 
f(z) = -146/153*z^3 + 253/102*z + 1
*
[ 3/2 ] 
f(z) = -142/153*z^3 + 247/102*z + 1
*
[ 5/4 ] 
f(z) = -144/145*z^3 + 254/145*z + 1
*
[ 5/4 ] 
f(z) = -144/155*z^3 + 256/155*z + 1
*
-7/16 | 0.21954010590595361631892165246090696309 | 0.029384210526867103993711505377635204932
f(z) = -160/147*z^3 + 251/168*z + 1
*
[ 7/2 ] 
f(z) = -148/147*z^3 + 274/21*z + 1
*
[ -38/21 ] 
f(z) = -147/152*z^3 + 269/57*z + 1
*
-2 | 0.10770292196848666053009606847188704820 | 0.017029855928344282079307294853995775729
f(z) = -157/140*z^3 + 279/70*z + 1
*
-2 | 0.10764885644869819822566983936340198388 | 0.017040691795566712117816605159137870060
f(z) = -157/148*z^3 + 277/74*z + 1
*
-2 | 0.087238162806920429787220704084696411280 | 0.013825561435233014372925369417390255931
f(z) = -157/156*z^3 + 275/78*z + 1
*
-2 | 0.10739680267647653861502485182689214889 | 0.017040027818559876686444953363663191835
f(z) = -155/148*z^3 + 273/74*z + 1
*
-2 | 0.086983148407272100657928093411547776873 | 0.013817231612989852301762757648910416431
f(z) = -155/156*z^3 + 271/78*z + 1
*
-2 | 0.10720168080216174374839495467807853872 | 0.017028935834902941483587519860601003231
f(z) = -153/140*z^3 + 271/70*z + 1
*
-2 | 0.10714056030294993722998533050736105383 | 0.017039276452839493871532352246611107373
f(z) = -153/148*z^3 + 269/74*z + 1
*
[ -4/3 ] 
f(z) = -153/152*z^3 + 269/76*z + 1
*
-2 | 0.10694495337403533495151584059159643587 | 0.017028377846919523167823471460893620652
f(z) = -151/140*z^3 + 267/70*z + 1
*
-2 | 0.10687995779512692864008402148188130124 | 0.017038427133768210404322075596894952824
f(z) = -151/148*z^3 + 265/74*z + 1
*
-2 | 0.086456454309172613660686152564790018096 | 0.013799249449236658867031258667102410847
f(z) = -151/156*z^3 + 263/78*z + 1
*
-2 | 0.10668394165796755602447574138806429162 | 0.017027743445290882494089197973687585615
f(z) = -149/140*z^3 + 263/70*z + 1
*
-2 | 0.10661481098371426524793256184016588047 | 0.017037467952142970925916007471516118844
f(z) = -149/148*z^3 + 261/74*z + 1
*
7/4 | 0.21737668821413603282406211975992159941 | 0.028827423228711873647694227045395889512
f(z) = -160/147*z^3 + 269/105*z + 1
*
[ 3/2 ] 
f(z) = -158/153*z^3 + 271/102*z + 1
*
[ 3/2 ] 
f(z) = -154/153*z^3 + 265/102*z + 1
*
[ 7/2 ] 
f(z) = -160/147*z^3 + 295/21*z + 1
*
[ 7/2 ] 
f(z) = -152/147*z^3 + 281/21*z + 1
*
[ -7/2 ] 
f(z) = -152/147*z^3 + 293/21*z + 1
*
[ -7/2 ] 
f(z) = -148/147*z^3 + 286/21*z + 1
*
-2 | 0.10794773046422852582848135524646171605 | 0.017030232435207262570903083456050195179
f(z) = -159/140*z^3 + 283/70*z + 1
*
-2 | 0.10789688175174384897942354611614754215 | 0.017041277774175409726577965490011452522
f(z) = -159/148*z^3 + 281/74*z + 1
*
[ 7/4 ] 
f(z) = -148/147*z^3 + 295/84*z + 1
*
[ -3/4 ] 
f(z) = -152/153*z^3 + 295/102*z + 1
*
-3/4 | 0.15404463865799045469682118650478465664 | 0.027235654472360566033075553241109404616
f(z) = -160/147*z^3 + 286/147*z + 1
*
-1 | 0.099771817774950365102329260635802212664 | 0.017502465639810726592428192205211562917
f(z) = -159/140*z^3 + 299/140*z + 1
*
-1 | 0.087709460922640748322003866532221867807 | 0.015386427353138450230785494884476964508
f(z) = -158/141*z^3 + 299/141*z + 1
*
-1 | 0.099387395301649685534696546119080651170 | 0.017455579728509894005542296714211352779
f(z) = -157/140*z^3 + 297/140*z + 1
*
-1 | 0.087514818503347541345237752055299811346 | 0.015361309887338553489914581360403273058
f(z) = -157/141*z^3 + 298/141*z + 1
*
-1 | 0.094935247518990266132958802959466037159 | 0.016654010568956783576056003182726903751
f(z) = -157/142*z^3 + 299/142*z + 1
*
-1 | 0.087118201986171781717865128442143060538 | 0.015309788895668327286588404664910536970
f(z) = -155/141*z^3 + 296/141*z + 1
*
-1 | 0.094535904856896723859609674525729988143 | 0.016603504090513134965567113860121311512
f(z) = -155/142*z^3 + 297/142*z + 1
*
-1 | 0.10728116992678615246326919010528288946 | 0.018830860013250790458861521315172484330
f(z) = -155/143*z^3 + 298/143*z + 1
*
-1 | 0.085068950136806868552043710077332131369 | 0.014923215893918045218967194666344180849
f(z) = -155/144*z^3 + 299/144*z + 1
*
-1 | 0.086916086119450963982797020391597436341 | 0.015283359021866908823520573678958281556
f(z) = -154/141*z^3 + 295/141*z + 1
*
-1 | 0.10688870683861707352650088877543619149 | 0.018750945511953992922049493377388211641
f(z) = -154/145*z^3 + 299/145*z + 1
*
-1 | 0.098589424798293741472847797869561951761 | 0.017356765645076809362758779331013277635
f(z) = -153/140*z^3 + 293/140*z + 1
*
-1/3 | 0.13826256486578910645099249644412982635 | 0.024283292837668247287048541101911024003
f(z) = -153/140*z^3 + 297/140*z + 1
*
-1 | 0.094126123811953724773058936740902589977 | 0.016551174906538368936302143081079721472
f(z) = -153/142*z^3 + 295/142*z + 1
*
-1 | 0.10686841246410825798465127911091487019 | 0.018780608381936183927120792705554960529
f(z) = -153/143*z^3 + 296/143*z + 1
*
-1 | 0.10667782585103525332422167353573329296 | 0.018724956173480558739144192830407724609
f(z) = -153/145*z^3 + 298/145*z + 1
*
-1 | 0.093744899355171057029800472400995650329 | 0.016445193807858457863553367159595758692
f(z) = -153/146*z^3 + 299/146*z + 1
*
-1 | 0.086503858552204643059216024120219170181 | 0.015229089766547396046743105089035258213
f(z) = -152/141*z^3 + 293/141*z + 1
*
-1 | 0.10665784216327529812609792179277310454 | 0.018754757226857597763657950024464682952
f(z) = -152/143*z^3 + 295/143*z + 1
*
-1 | 0.10646400955049839851718793847147399774 | 0.018698457699642693247446964664675105185
f(z) = -152/145*z^3 + 297/145*z + 1
*
-1 | 0.085922142834224439069775933989040601109 | 0.015072887175886385471034877320863687121
f(z) = -152/147*z^3 + 299/147*z + 1
*
-1 | 0.098174721170342059696992606423240551927 | 0.017304623154197295695348913057217389255
f(z) = -151/140*z^3 + 291/140*z + 1
*
-1 | 0.086292549444209917036765200393471209925 | 0.015201037855425345435936113989240464769
f(z) = -151/141*z^3 + 292/141*z + 1
*
-1 | 0.093705259701818750429393551314979983409 | 0.016496903554139369064616222214301345987
f(z) = -151/142*z^3 + 293/142*z + 1
*
-1 | 0.10644435926128341647154285905010482317 | 0.018728400694396456695753623758070065012
f(z) = -151/143*z^3 + 294/143*z + 1
*
-1 | 0.084225829080058806827696065258873263920 | 0.014810303158103921313546347271845280677
f(z) = -151/144*z^3 + 295/144*z + 1
*
-1 | 0.10624716157532208088717230686018747837 | 0.018671432345910183262705958247513926872
f(z) = -151/145*z^3 + 296/145*z + 1
*
-1 | 0.093310806406078347083708702327215894180 | 0.016388337935704174230861051656250542820
f(z) = -151/146*z^3 + 297/146*z + 1
*
-1 | 0.085700724500308676132332879469991635709 | 0.015042885412238070284315710083727256802
f(z) = -151/147*z^3 + 298/147*z + 1
*
-1 | 0.097385350041349334982628667356558908491 | 0.017083819669040853168534013639250504699
f(z) = -151/148*z^3 + 299/148*z + 1
*
-1 | 0.10622786911122772872608400316740837553 | 0.018701521313383127181705694191833119952
f(z) = -150/143*z^3 + 293/143*z + 1
*
-1 | 0.10561127952623201672645176096775004786 | 0.018526852896013014664313938226752352279
f(z) = -150/149*z^3 + 299/149*z + 1
*
-1 | 0.097748669923437354749495654213263989733 | 0.017250495824556204729328817411276836879
f(z) = -149/140*z^3 + 289/140*z + 1
*
-1 | 0.085863233193511972661392477173940505590 | 0.015143745408391353123915064759123081841
f(z) = -149/141*z^3 + 290/141*z + 1
*
-1 | 0.093272599180905047398736873556710696032 | 0.016440557815667586356733729141261612224
f(z) = -149/142*z^3 + 291/142*z + 1
*
-1 | 0.10600827181715550771569074961124276282 | 0.018674100640897511897204173686363400643
f(z) = -149/143*z^3 + 292/143*z + 1
*
-1 | 0.083786228438088562158930074621880895966 | 0.014750648299856411692996395105238813448
f(z) = -149/144*z^3 + 293/144*z + 1
*
-1 | 0.10580395757995284255343462411809124082 | 0.018615724932368673984509166491380150111
f(z) = -149/145*z^3 + 294/145*z + 1
*
-1 | 0.092863904733991152820982390338349048069 | 0.016329225803742371301112569603432862333
f(z) = -149/146*z^3 + 295/146*z + 1
*
-1 | 0.085251059958645969133771042346358999368 | 0.014981665155417263582421408374208234779
f(z) = -149/147*z^3 + 296/147*z + 1
*
-1 | 0.096930751748001794206830534624616273685 | 0.017024115182275640703667636554599595976
f(z) = -149/148*z^3 + 297/148*z + 1
*
-1 | 0.072091192862956365067274058142240182271 | 0.012646593538698205552027179839870781200
f(z) = -149/150*z^3 + 299/150*z + 1
*
-1 | 0.085645034934480234027667796906656778461 | 0.015114469779368101397657322157155573200
f(z) = -148/141*z^3 + 289/141*z + 1
*
-1 | 0.10578546179559198999729703353649434356 | 0.018646119181629619652624612473724133893
f(z) = -148/143*z^3 + 291/143*z + 1
*
-1 | 0.10557737981995894896355892595522358323 | 0.018587002030952140544958610686204485202
f(z) = -148/145*z^3 + 293/145*z + 1
*
-1 | 0.085020506224773740957235449797801679753 | 0.014950039502104257254081545607225957520
f(z) = -148/147*z^3 + 295/147*z + 1
*
-1 | 0.10514544243780385604141926615019837295 | 0.018466875482469439299326170539170099415
f(z) = -148/149*z^3 + 297/149*z + 1
*
-1 | 0.10492092269178965248049516054671763530 | 0.018405747086341481959203866439061376335
f(z) = -148/151*z^3 + 299/151*z + 1
*
-1 | 0.092828001204822930074067338401558822335 | 0.016382105745683840484473570329263082281
f(z) = -147/142*z^3 + 289/142*z + 1
*
-1 | 0.10555932728524590829029760346644018725 | 0.018617556297770697231925784555578032225
f(z) = -147/143*z^3 + 290/143*z + 1
*
-1 | 0.10534732580471248780051995103699444281 | 0.018557670364816325631026874978308182770
f(z) = -147/145*z^3 + 292/145*z + 1
*
-1 | 0.092403270330695994132601650273474254531 | 0.016267687038948282168474916815761541543
f(z) = -147/146*z^3 + 293/146*z + 1
*
-1 | 0.096461766477223572391259007692024100567 | 0.016961875238247399732964210124564863585
f(z) = -147/148*z^3 + 295/148*z + 1
*
-1 | 0.10490685616874674602062911337637699906 | 0.018435892672655122530252374580027151319
f(z) = -147/149*z^3 + 296/149*z + 1
*
-1 | 0.10467767050177252441252112218063117513 | 0.018373872703637478519137321625499909868
f(z) = -147/151*z^3 + 298/151*z + 1
*
-1 | 0.096003287902960664555188092387659771829 | 0.016841371494509304443310967511703392370
f(z) = -147/152*z^3 + 299/152*z + 1
*
-1 | 0.085195871573578878560196762432295198708 | 0.015053651257413450021409929868243130601
f(z) = -146/141*z^3 + 287/141*z + 1
*
-1 | 0.10532974979665867335506057382190023646 | 0.018588390107936880537123734433909292149
f(z) = -146/143*z^3 + 289/143*z + 1
*
-1 | 0.10511366683294222379156073006119699350 | 0.018527706228407460300788076201643832363
f(z) = -146/145*z^3 + 291/145*z + 1
*
-1 | 0.084547296309725342834680052315276608457 | 0.014884635050616170846449767873888375668
f(z) = -146/147*z^3 + 293/147*z + 1
*
-1 | 0.10466428905249621942281025225858256060 | 0.018404210057955824202742026587927434007
f(z) = -146/149*z^3 + 295/149*z + 1
*
-1 | 0.10443021698653681334506816226149508990 | 0.018341259202351027702167477269784644970
f(z) = -146/151*z^3 + 297/151*z + 1
*
-1 | 0.090626168210395402845204603290841653386 | 0.015898090568501139103740481372654809946
f(z) = -146/153*z^3 + 299/153*z + 1
*
-1 | 0.084967781681924989762038169401306480355 | 0.015022613986000213247138045637383223746
f(z) = -145/141*z^3 + 286/141*z + 1
*
-1 | 0.092369274662075979599839962237142454630 | 0.016321152914812735624611628292117589586
f(z) = -145/142*z^3 + 287/142*z + 1
*
-1 | 0.10509660349189071577245273348074750874 | 0.018558597373324376439111186743739292764
f(z) = -145/143*z^3 + 288/143*z + 1
*
-1 | 0.082866658580510265438471321605300091221 | 0.014624147305100727522463307615527884247
f(z) = -145/144*z^3 + 289/144*z + 1
*
-1 | 0.091927859277970580436780533360049580992 | 0.016203529210103055543860195376999204579
f(z) = -145/146*z^3 + 291/146*z + 1
*
-1 | 0.084306416659959476883950981104914588659 | 0.014851166634401662209081813084314117045
f(z) = -145/147*z^3 + 292/147*z + 1
*
-1 | 0.095977252955410074725265602375781048943 | 0.016896890211232256996822296616750479862
f(z) = -145/148*z^3 + 293/148*z + 1
*
-1 | 0.10441757548121381112568827054633093349 | 0.018371797310079280042471733098755165163
f(z) = -145/149*z^3 + 294/149*z + 1
*
-1 | 0.10417837815280671686457382227782142612 | 0.018307872989226079341069583185334281764
f(z) = -145/151*z^3 + 296/151*z + 1
*
-1 | 0.095498729936078163942426428293453538248 | 0.016772606720512147656436321680460242148
f(z) = -145/152*z^3 + 297/152*z + 1
*
-1 | 0.090368833930918000411576174105509466201 | 0.015862269795110948380096209784373767035
f(z) = -145/153*z^3 + 298/153*z + 1
*
-1 | 0.090970432363461853691845984475743813830 | 0.015958483088597900406907878282732901066
f(z) = -145/154*z^3 + 299/154*z + 1
*
-1 | 0.10485975448225575822024696623462853472 | 0.018528153368917580706796928121259792638
f(z) = -144/143*z^3 + 287/143*z + 1
*
-1 | 0.10463497639481172240743071873599454828 | 0.018465777844496763585248400880181410412
f(z) = -144/145*z^3 + 289/145*z + 1
*
-1 | 0.10416653722631222162375904123244626415 | 0.018338621798385428388134212329176201264
f(z) = -144/149*z^3 + 293/149*z + 1
*
-1 | 0.10392195496098221050101423282867771914 | 0.018273677737170143722054273638882457752
f(z) = -144/151*z^3 + 295/151*z + 1
*
-1 | 0.10340921284432142530127479959353455542 | 0.018140555469582955646178702477136992258
f(z) = -144/155*z^3 + 299/155*z + 1
*
-1 | 0.096394608229917403746613485481951626103 | 0.017074752446995566973125989608995375863
f(z) = -143/140*z^3 + 283/140*z + 1
*
-1 | 0.084498801037530464614706716649102272153 | 0.014958255689449845114916082289334565477
f(z) = -143/141*z^3 + 284/141*z + 1
*
-1 | 0.091895421756469261935943515526006001269 | 0.016257513959912024503703516931987363961
f(z) = -143/142*z^3 + 285/142*z + 1
*
-1 | 0.082384643195455159051888236275441020481 | 0.014556922356968200764611301329143795435
f(z) = -143/144*z^3 + 287/144*z + 1
*
-1 | 0.10438964201710006052342281314556378410 | 0.018433757816829063616543727061025061172
f(z) = -143/145*z^3 + 288/145*z + 1
*
-1 | 0.091437134784698042625245223397664638050 | 0.016136648335453372125173163704763856233
f(z) = -143/146*z^3 + 289/146*z + 1
*
-1 | 0.083810134029557662657981715503841233408 | 0.014781639185731028668772357632773534769
f(z) = -143/147*z^3 + 290/147*z + 1
*
-1 | 0.095475901550774246240839485167397582611 | 0.016828919674512919396836174226986779313
f(z) = -143/148*z^3 + 291/148*z + 1
*
-1 | 0.10391098188657233584095686565442226231 | 0.018304648308871918345257051728497331672
f(z) = -143/149*z^3 + 292/149*z + 1
*
-1 | 0.070607128675303161830088308585469075588 | 0.012430454765268385430439676938169872343
f(z) = -143/150*z^3 + 293/150*z + 1
*
-1 | 0.10366073131614912613482303345174164773 | 0.018238634022847177923860555011939658389
f(z) = -143/151*z^3 + 294/151*z + 1
*
-1 | 0.094975244127341550300106004978988671828 | 0.016700484559241757079305416598408608765
f(z) = -143/152*z^3 + 295/152*z + 1
*
-1 | 0.089839279413651230988701619297980591537 | 0.015787979675938231583639315813188052797
f(z) = -143/153*z^3 + 296/153*z + 1
*
-1 | 0.10313523174887419321973701428415858366 | 0.018103131358677653629205453072142944053
f(z) = -143/155*z^3 + 298/155*z + 1
*
-1 | 0.084258673667827000150348648426319565739 | 0.014925067084237713174507887404769761323
f(z) = -142/141*z^3 + 283/141*z + 1
*
-1 | 0.10437436763251035838769845443470610189 | 0.018465204320399897082904744738899615329
f(z) = -142/143*z^3 + 285/143*z + 1
*
-1 | 0.10414009474870173235027243164832355223 | 0.018400993373335293599439452616309762433
f(z) = -142/145*z^3 + 287/145*z + 1
*
-1 | 0.083554371888997942686866174232893256717 | 0.014745513616947738181562845132944848630
f(z) = -142/147*z^3 + 289/147*z + 1
*
-1 | 0.10365070105762241957091812921612981038 | 0.018269838712945189733109019585867009348
f(z) = -142/149*z^3 + 291/149*z + 1
*
-1 | 0.10339447166797740871651682546635192455 | 0.018202698894016433169550861269255824580
f(z) = -142/151*z^3 + 293/151*z + 1
*
-1 | 0.089566544343143303054655968422139110996 | 0.015749416646107818836609162208991221544
f(z) = -142/153*z^3 + 295/153*z + 1
*
-1 | 0.10285543436530603788063591095998042068 | 0.018064677413316967707552333473558585871
f(z) = -142/155*z^3 + 297/155*z + 1
*
-1 | 0.10257079486468364804839587489911960125 | 0.017993476041667650972269592626645269377
f(z) = -142/157*z^3 + 299/157*z + 1
*
-1 | 0.095914863535866066547358712002052728230 | 0.017011144059016743853940580085410467936
f(z) = -141/140*z^3 + 281/140*z + 1
*
-1 | 0.091406615941070594016293093366711678689 | 0.016191209942870851981817225706324030013
f(z) = -141/142*z^3 + 283/142*z + 1
*
-1 | 0.10412551397744844683267590725788438477 | 0.018432640969405850169188676173184132005
f(z) = -141/143*z^3 + 284/143*z + 1
*
-1 | 0.10388615398888535277960733518385535239 | 0.018367451273559526298158579903489415880
f(z) = -141/145*z^3 + 286/145*z + 1
*
-1 | 0.090928425559268878283520459956314324499 | 0.016066562645265663786444778321932042239
f(z) = -141/146*z^3 + 287/146*z + 1
*
-1 | 0.094956192791235259575504465153969417477 | 0.016757684872274686854706564063021806422
f(z) = -141/148*z^3 + 289/148*z + 1
*
-1 | 0.10338546815619619745046681125063839566 | 0.018234151574006769310969601658362283252
f(z) = -141/149*z^3 + 290/149*z + 1
*
-1 | 0.10312291811888180405563404340559155878 | 0.018165825348578019004705232306897312357
f(z) = -141/151*z^3 + 292/151*z + 1
*
-1 | 0.094430898543233029260944674651888326577 | 0.016624652989123502042899912150431908629
f(z) = -141/152*z^3 + 293/152*z + 1
*
-1 | 0.089875617810052675616600524016297937641 | 0.015803764246992851433840422460724112726
f(z) = -141/154*z^3 + 295/154*z + 1
*
-1 | 0.10256947192464326467872488480051448326 | 0.018025130529619093226931342480299031104
f(z) = -141/155*z^3 + 296/155*z + 1
*
-1 | 0.10227649351245131664253929730217899208 | 0.017952398666918785130981803367804618339
f(z) = -141/157*z^3 + 298/157*z + 1
*
-1 | 0.089289304276522529790644044923667775431 | 0.015663571286508195577721141162878453169
f(z) = -141/158*z^3 + 299/158*z + 1
*
[ 7/6 ] 
f(z) = -152/147*z^3 + 293/189*z + 1
*
[ 7/6 ] 
f(z) = -148/147*z^3 + 286/189*z + 1
*
-2/5 | 0.16252732943233926625649386605090734686 | 0.022934011520430760493317828655464630199
f(z) = -145/144*z^3 + 299/180*z + 1
*
[ 2/3 ] 
f(z) = -153/178*z^3 - 21/178*z + 1
*
[ 2/3 ] 
f(z) = -145/168*z^3 - 22/189*z + 1
*
[ 2/3 ] 
f(z) = -143/168*z^3 - 23/189*z + 1
*
[ 2/3 ] 
f(z) = -159/172*z^3 - 23/258*z + 1
*
[ 2/3 ] 
f(z) = -147/164*z^3 - 25/246*z + 1
*
[ 2/3 ] 
f(z) = -147/172*z^3 - 31/258*z + 1
*
[ 2/3 ] 
f(z) = -141/164*z^3 - 29/246*z + 1
*
[ 2/3 ] 
f(z) = -141/172*z^3 - 35/258*z + 1
*
[ 2/3 ] 
f(z) = -153/160*z^3 - 3/40*z + 1
*
[ 2/3 ] 
f(z) = -153/176*z^3 - 5/44*z + 1
*
[ 13/20 ] 
f(z) = -160/169*z^3 - 9/65*z + 1
*
[ 2/3 ] 
f(z) = -153/164*z^3 - 7/82*z + 1
*
[ 2/3 ] 
f(z) = -153/172*z^3 - 9/86*z + 1
*
[ 13/20 ] 
f(z) = -150/169*z^3 - 17/104*z + 1
*
[ 2/3 ] 
f(z) = -159/160*z^3 - 7/120*z + 1
*
[ 2/3 ] 
f(z) = -159/176*z^3 - 13/132*z + 1
*
[ 2/3 ] 
f(z) = -147/176*z^3 - 17/132*z + 1
*
[ 2/3 ] 
f(z) = -141/160*z^3 - 13/120*z + 1
*
[ 2/3 ] 
f(z) = -141/176*z^3 - 19/132*z + 1
*
[ 2/3 ] 
f(z) = -153/166*z^3 - 15/166*z + 1
*
[ 2/3 ] 
f(z) = -157/168*z^3 - 16/189*z + 1
*
[ 2/3 ] 
f(z) = -155/168*z^3 - 17/189*z + 1
*
[ 2/3 ] 
f(z) = -151/168*z^3 - 19/189*z + 1
*
[ 2/3 ] 
f(z) = -149/168*z^3 - 20/189*z + 1
*
[ 9/13 ] 
f(z) = -143/162*z^3 - 5/234*z + 1
*
[ 2/3 ] 
f(z) = -159/164*z^3 - 17/246*z + 1
*
[ 13/19 ] 
f(z) = -152/169*z^3 - 10/247*z + 1
*
[ 13/12 ] 
f(z) = -144/169*z^3 + 14/13*z + 1
*
[ 5/6 ] 
f(z) = -144/175*z^3 + 13/35*z + 1
*
[ 3/4 ] 
f(z) = -160/171*z^3 + 11/57*z + 1
*
-4/21 | 0.14532996949556178156210431620921191472 | 0.023539845250503705904692032314757635165
f(z) = -147/160*z^3 + 17/60*z + 1
*
[ 13/18 ] 
f(z) = -144/169*z^3 + 7/117*z + 1
*
5/6 | 0.19083953003715879704898147635327338916 | 0.029131001342833384053962449741974322095
f(z) = -144/175*z^3 + 17/140*z + 1
*
[ 5/7 ] 
f(z) = -147/160*z^3 + 11/160*z + 1
*
[ 5/7 ] 
f(z) = -147/170*z^3 + 7/170*z + 1
*
[ -13/12 ] 
f(z) = -144/169*z^3 + 38/13*z + 1
*
[ 4/3 ] 
f(z) = -153/160*z^3 + 39/20*z + 1
*
[ 13/15 ] 
f(z) = -150/169*z^3 + 20/39*z + 1
*
-4/7 | 0.11662839697428039133263934488858922749 | 0.022761361602675245724409173518127938689
f(z) = -147/160*z^3 + 21/20*z + 1
*
-2/3 | 0.13328723080910649902624432882249566500 | 0.025778482427760228274588692469069366601
f(z) = -153/176*z^3 + 39/44*z + 1
*
[ 13/14 ] 
f(z) = -147/169*z^3 + 35/52*z + 1
*
[ 3/4 ] 
f(z) = -160/177*z^3 + 31/177*z + 1
*
[ 3/4 ] 
f(z) = -148/171*z^3 + 35/228*z + 1
*
[ 13/7 ] 
f(z) = -147/169*z^3 + 45/13*z + 1
*
[ -13/7 ] 
f(z) = -147/169*z^3 + 59/13*z + 1
*
[ 13/6 ] 
f(z) = -144/169*z^3 + 59/13*z + 1
*
[ 13/10 ] 
f(z) = -150/169*z^3 + 45/26*z + 1
*
[ 5/4 ] 
f(z) = -144/175*z^3 + 52/35*z + 1
*
-8/7 | 0.15359351185374125316460071494387862517 | 0.029838499593461056662708399683820586121
f(z) = -147/160*z^3 + 43/40*z + 1
*
6/7 | 0.093985395063459922462356024682315856123 | 0.017948331277344484616648889956043761696
f(z) = -147/160*z^3 + 47/40*z + 1
*
[ 8/7 ] 
f(z) = -147/160*z^3 + 53/40*z + 1
*
-4/7 | 0.13892131911069091754596996932282139376 | 0.026751872410970663686962366115260433731
f(z) = -147/176*z^3 + 45/44*z + 1
*
[ 20/21 ] 
f(z) = -147/160*z^3 + 47/60*z + 1
*
[ 13/16 ] 
f(z) = -160/169*z^3 + 41/104*z + 1
*
[ 5/6 ] 
f(z) = -156/175*z^3 + 44/105*z + 1
*
[ 6/7 ] 
f(z) = -147/176*z^3 + 59/132*z + 1
*
[ 5/6 ] 
f(z) = -153/175*z^3 + 57/140*z + 1
*
[ 13/17 ] 
f(z) = -153/169*z^3 + 49/221*z + 1
*
[ 16/21 ] 
f(z) = -147/160*z^3 + 53/240*z + 1
*
[ 3/4 ] 
f(z) = -155/162*z^3 + 59/288*z + 1
*
[ 3/4 ] 
f(z) = -151/162*z^3 + 55/288*z + 1
*
[ 3/4 ] 
f(z) = -149/162*z^3 + 53/288*z + 1
*
[ 3/4 ] 
f(z) = -145/162*z^3 + 49/288*z + 1
*
[ 3/4 ] 
f(z) = -143/162*z^3 + 47/288*z + 1
*
[ -13/6 ] 
f(z) = -144/169*z^3 + 71/13*z + 1
*
[ 13/8 ] 
f(z) = -160/169*z^3 + 75/26*z + 1
*
-2 | 0.087114056408159612371753810481523370160 | 0.013829934643725176917693603918319948785
f(z) = -157/168*z^3 + 68/21*z + 1
*
-2 | 0.086851710320370305126430456189414226063 | 0.013820791869531151721605428853835667442
f(z) = -155/168*z^3 + 67/21*z + 1
*
[ -4/3 ] 
f(z) = -153/160*z^3 + 69/20*z + 1
*
-2 | 0.086308722549302208192347070915042910083 | 0.013800941015454370538001263419005281801
f(z) = -151/168*z^3 + 65/21*z + 1
*
-2 | 0.086029621952721535673941242893423501675 | 0.013790500995638184431439511320755873174
f(z) = -149/168*z^3 + 64/21*z + 1
*
[ -4/7 ] 
f(z) = -147/160*z^3 + 61/20*z + 1
*
-2 | 0.085453660388554141551660088500408393450 | 0.013768245389635657551092442465324688894
f(z) = -145/168*z^3 + 62/21*z + 1
*
-2 | 0.085157131417156865326300571427791718738 | 0.013756509294605246088618549014212244244
f(z) = -143/168*z^3 + 61/21*z + 1
*
[ 4/3 ] 
f(z) = -153/176*z^3 + 79/44*z + 1
*
[ 9/11 ] 
f(z) = -143/162*z^3 + 73/198*z + 1
*
[ 13/16 ] 
f(z) = -144/169*z^3 + 69/208*z + 1
*
[ 4/5 ] 
f(z) = -155/176*z^3 + 69/220*z + 1
*
[ 4/5 ] 
f(z) = -145/176*z^3 + 61/220*z + 1
*
[ 3/4 ] 
f(z) = -157/162*z^3 + 61/288*z + 1
*
[ 13/5 ] 
f(z) = -150/169*z^3 + 86/13*z + 1
*
[ -13/5 ] 
f(z) = -150/169*z^3 + 96/13*z + 1
*
[ 2 ] 
f(z) = -157/168*z^3 + 89/21*z + 1
*
[ 2 ] 
f(z) = -155/168*z^3 + 88/21*z + 1
*
[ 5/3 ] 
f(z) = -153/175*z^3 + 99/35*z + 1
*
[ 2 ] 
f(z) = -151/168*z^3 + 86/21*z + 1
*
[ -13/10 ] 
f(z) = -150/169*z^3 + 85/26*z + 1
*
[ 2 ] 
f(z) = -149/168*z^3 + 85/21*z + 1
*
[ 2 ] 
f(z) = -145/168*z^3 + 83/21*z + 1
*
[ 5/3 ] 
f(z) = -144/175*z^3 + 94/35*z + 1
*
[ -5/6 ] 
f(z) = -144/175*z^3 + 97/35*z + 1
*
[ 2 ] 
f(z) = -143/168*z^3 + 82/21*z + 1
*
[ 10/7 ] 
f(z) = -147/160*z^3 + 87/40*z + 1
*
20/21 | 0.19290987273227997781466811693408132508 | 0.029686287590301494228723482589360409352
f(z) = -147/160*z^3 + 83/60*z + 1
*
[ -13/8 ] 
f(z) = -160/169*z^3 + 107/26*z + 1
*
[ -2 ] 
f(z) = -157/168*z^3 + 110/21*z + 1
*
[ -2 ] 
f(z) = -155/168*z^3 + 109/21*z + 1
*
[ -2 ] 
f(z) = -151/168*z^3 + 107/21*z + 1
*
[ -13/15 ] 
f(z) = -150/169*z^3 + 110/39*z + 1
*
[ -2 ] 
f(z) = -149/168*z^3 + 106/21*z + 1
*
[ -13/21 ] 
f(z) = -147/169*z^3 + 115/39*z + 1
*
[ -2 ] 
f(z) = -145/168*z^3 + 104/21*z + 1
*
[ -5/4 ] 
f(z) = -144/175*z^3 + 108/35*z + 1
*
[ -2 ] 
f(z) = -143/168*z^3 + 103/21*z + 1
*
[ -2/3 ] 
f(z) = -153/160*z^3 + 117/40*z + 1
*
-2/7 | 0.10816246834561894350765252411026786054 | 0.017964133681246085584595153598604827781
f(z) = -147/160*z^3 + 103/40*z + 1
*
-2/7 | 0.14114661184186953491064521060878613592 | 0.023087005128837563215825728898675410352
f(z) = -147/176*z^3 + 113/44*z + 1
*
-2 | 0.10502964930591462654000313405786475866 | 0.017035284840236932439211881725409401451
f(z) = -141/176*z^3 + 119/44*z + 1
*
[ 13/10 ] 
f(z) = -160/169*z^3 + 119/65*z + 1
*
[ 5/4 ] 
f(z) = -152/175*z^3 + 109/70*z + 1
*
[ 4/3 ] 
f(z) = -147/160*z^3 + 113/60*z + 1
*
[ 26/21 ] 
f(z) = -147/169*z^3 + 119/78*z + 1
*
[ 4/3 ] 
f(z) = -141/160*z^3 + 109/60*z + 1
*
[ 8/7 ] 
f(z) = -147/176*z^3 + 107/88*z + 1
*
-2/3 | 0.17926712529864627350084916068129797924 | 0.029036821535709900351605961528051905275
f(z) = -159/160*z^3 + 113/120*z + 1
*
-2/3 | 0.13385134478931809079342152440824465245 | 0.021350979269086257982130192880397626482
f(z) = -159/176*z^3 + 119/132*z + 1
*
-6/7 | 0.11055023868459145006357694164882923213 | 0.017906392742489384368763415706859625284
f(z) = -147/160*z^3 + 101/120*z + 1
*
-2/3 | 0.17926600573306730000727492117587089968 | 0.029036640193894662225797573206817484359
f(z) = -141/160*z^3 + 107/120*z + 1
*
-2/3 | 0.15033231353334255545161767954945442384 | 0.023979901843917249444151340748330569077
f(z) = -141/176*z^3 + 113/132*z + 1
*
-5/6 | 0.19083987736698317133594487326310408134 | 0.029131054361542758801036688776392387494
f(z) = -153/175*z^3 + 113/140*z + 1
*
[ 6/7 ] 
f(z) = -147/172*z^3 + 119/258*z + 1
*
[ 13/4 ] 
f(z) = -160/169*z^3 + 139/13*z + 1
*
[ 13/4 ] 
f(z) = -144/169*z^3 + 126/13*z + 1
*
[ -13/4 ] 
f(z) = -144/169*z^3 + 134/13*z + 1
*
[ -5/12 ] 
f(z) = -144/175*z^3 + 124/35*z + 1
*
5/12 | 0.10967870843323299292583849107627868522 | 0.016913628052740977072445595804641000671
f(z) = -144/175*z^3 + 131/35*z + 1
*
[ -5/3 ] 
f(z) = -144/175*z^3 + 136/35*z + 1
*
[ 3/2 ] 
f(z) = -160/171*z^3 + 139/57*z + 1
*
-2 | 0.10779886280598731578947169062347764908 | 0.017054708824565197125991574700169241886
f(z) = -159/160*z^3 + 139/40*z + 1
*
-2 | 0.10762122007025708550879257119513120780 | 0.017065734553802113238434616492657981896
f(z) = -159/176*z^3 + 137/44*z + 1
*
-2 | 0.10754498280340294658456858518114500718 | 0.017053645442022942128766813729383701943
f(z) = -157/160*z^3 + 137/40*z + 1
*
-2 | 0.10735699075387687573506491366491697681 | 0.017063627272069291361985037840984740370
f(z) = -157/176*z^3 + 135/44*z + 1
*
-2 | 0.10708759057721718586985968383085546314 | 0.017061282954665563986031268304177391043
f(z) = -155/176*z^3 + 133/44*z + 1
*
-2 | 0.10702377947249605960601385308840634676 | 0.017051116517009915107497996514705686622
f(z) = -153/160*z^3 + 133/40*z + 1
*
[ -2/3 ] 
f(z) = -153/176*z^3 + 127/44*z + 1
*
-2 | 0.10681274280519718158755994998926054314 | 0.017058673586145519525348246167619746417
f(z) = -153/176*z^3 + 131/44*z + 1
*
-2 | 0.10675604736298069804843000330705565327 | 0.017049618963848655252518085329269606668
f(z) = -151/160*z^3 + 131/40*z + 1
*
-2 | 0.10653214295338157103438605124233718395 | 0.017055767208802769984659499239718025006
f(z) = -151/176*z^3 + 129/44*z + 1
*
-2 | 0.10648326043565645999594750447554251096 | 0.017047941130965731556930802932950942573
f(z) = -149/160*z^3 + 129/40*z + 1
*
-2 | 0.10624545456529322443682724570321596191 | 0.017052527233924471105351308241102727959
f(z) = -149/176*z^3 + 127/44*z + 1
*
[ 3/2 ] 
f(z) = -148/171*z^3 + 130/57*z + 1
*
[ -8/7 ] 
f(z) = -147/160*z^3 + 123/40*z + 1
*
-2 | 0.10595230412196460619877377549442464544 | 0.017048911603752539071004460155862000769
f(z) = -147/176*z^3 + 125/44*z + 1
*
[ -4/7 ] 
f(z) = -147/176*z^3 + 133/44*z + 1
*
-2 | 0.10565227485733767845386217014478800905 | 0.017044871764458656855455000509076201281
f(z) = -145/176*z^3 + 123/44*z + 1
*
[ 13/8 ] 
f(z) = -144/169*z^3 + 137/52*z + 1
*
-2 | 0.10563194503499731964392541817050146402 | 0.017041591956094345270446676685948475982
f(z) = -143/160*z^3 + 123/40*z + 1
*
-2 | 0.10533618423029560741468920766996149415 | 0.017038941687108067931264537236252192396
f(z) = -141/160*z^3 + 121/40*z + 1
*
[ 4/3 ] 
f(z) = -159/160*z^3 + 121/60*z + 1
*
-12/7 | 0.14747184129234256505055139384847253713 | 0.021069144201099736931899698217829570975
f(z) = -147/160*z^3 + 137/60*z + 1
*
[ 6/5 ] 
f(z) = -155/162*z^3 + 139/90*z + 1
*
[ 6/5 ] 
f(z) = -145/162*z^3 + 131/90*z + 1
*
[ 13/12 ] 
f(z) = -160/169*z^3 + 139/117*z + 1
*
-6/5 | 0.17641976035896350347036831280685244690 | 0.025629508135511517143436116329469082148
f(z) = -155/168*z^3 + 122/105*z + 1
*
10/21 | 0.089536889305899381973899222851671453844 | 0.014265090801786303879549309540500055523
f(z) = -147/160*z^3 + 133/120*z + 1
*
[ 22/21 ] 
f(z) = -147/176*z^3 + 127/132*z + 1
*
[ 13/14 ] 
f(z) = -154/169*z^3 + 129/182*z + 1
*
[ 6/7 ] 
f(z) = -147/164*z^3 + 121/246*z + 1
*
[ -13/4 ] 
f(z) = -160/169*z^3 + 147/13*z + 1
*
[ 3 ] 
f(z) = -145/162*z^3 + 157/18*z + 1
*
[ 3 ] 
f(z) = -143/162*z^3 + 155/18*z + 1
*
[ -5/3 ] 
f(z) = -153/175*z^3 + 141/35*z + 1
*
-4/7 | 0.15676757357733967905910671269189018414 | 0.022305503775442426165901842587454798824
f(z) = -147/160*z^3 + 141/20*z + 1
*
[ -4/3 ] 
f(z) = -153/176*z^3 + 145/44*z + 1
*
[ -10/7 ] 
f(z) = -147/160*z^3 + 143/40*z + 1
*
[ -13/14 ] 
f(z) = -147/169*z^3 + 147/52*z + 1
*
[ 6/5 ] 
f(z) = -155/168*z^3 + 157/105*z + 1
*
[ 6/5 ] 
f(z) = -145/168*z^3 + 148/105*z + 1
*
-10/21 | 0.15359351185374125316460071494387862517 | 0.023840520646368160020664734405379951668
f(z) = -147/160*z^3 + 157/120*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.028704467416997376678921613990172821110
f(z) = -141/176*z^3 + 155/132*z + 1
*
[ 3 ] 
f(z) = -157/162*z^3 + 169/18*z + 1
*
[ 3 ] 
f(z) = -155/162*z^3 + 167/18*z + 1
*
[ -3 ] 
f(z) = -155/162*z^3 + 179/18*z + 1
*
[ 3 ] 
f(z) = -151/162*z^3 + 163/18*z + 1
*
[ -3 ] 
f(z) = -151/162*z^3 + 175/18*z + 1
*
[ 3 ] 
f(z) = -149/162*z^3 + 161/18*z + 1
*
[ -3 ] 
f(z) = -149/162*z^3 + 173/18*z + 1
*
[ -3 ] 
f(z) = -145/162*z^3 + 169/18*z + 1
*
[ -3 ] 
f(z) = -143/162*z^3 + 167/18*z + 1
*
-20/7 | 0.17820065208960217225329976004456921569 | 0.024885419182635713466071841509406746756
f(z) = -147/160*z^3 + 161/20*z + 1
*
[ 20/7 ] 
f(z) = -147/160*z^3 + 163/20*z + 1
*
[ -20/7 ] 
f(z) = -147/160*z^3 + 177/20*z + 1
*
[ -3/4 ] 
f(z) = -160/171*z^3 + 163/57*z + 1
*
[ 2 ] 
f(z) = -159/160*z^3 + 179/40*z + 1
*
[ 2 ] 
f(z) = -157/160*z^3 + 177/40*z + 1
*
[ 2 ] 
f(z) = -157/176*z^3 + 179/44*z + 1
*
[ 2 ] 
f(z) = -155/176*z^3 + 177/44*z + 1
*
[ 2 ] 
f(z) = -153/160*z^3 + 173/40*z + 1
*
[ 2 ] 
f(z) = -153/176*z^3 + 175/44*z + 1
*
[ 2 ] 
f(z) = -151/160*z^3 + 171/40*z + 1
*
[ 2 ] 
f(z) = -151/176*z^3 + 173/44*z + 1
*
[ 2 ] 
f(z) = -149/160*z^3 + 169/40*z + 1
*
[ 2 ] 
f(z) = -149/176*z^3 + 171/44*z + 1
*
[ 2 ] 
f(z) = -147/176*z^3 + 169/44*z + 1
*
-6/5 | 0.21096931615429399961399172556946128537 | 0.026423608913479992558130662640497356217
f(z) = -145/162*z^3 + 163/45*z + 1
*
[ 2 ] 
f(z) = -145/176*z^3 + 167/44*z + 1
*
[ -13/24 ] 
f(z) = -144/169*z^3 + 161/52*z + 1
*
[ 2 ] 
f(z) = -143/160*z^3 + 163/40*z + 1
*
[ 2 ] 
f(z) = -141/160*z^3 + 161/40*z + 1
*
[ 2 ] 
f(z) = -141/176*z^3 + 163/44*z + 1
*
[ 3/2 ] 
f(z) = -155/162*z^3 + 179/72*z + 1
*
[ 3/2 ] 
f(z) = -151/162*z^3 + 175/72*z + 1
*
[ 3/2 ] 
f(z) = -149/162*z^3 + 173/72*z + 1
*
[ -20/21 ] 
f(z) = -147/160*z^3 + 173/60*z + 1
*
[ 3/2 ] 
f(z) = -145/162*z^3 + 169/72*z + 1
*
[ 3/2 ] 
f(z) = -143/162*z^3 + 167/72*z + 1
*
-2/5 | 0.15703210071106131757350650769213840507 | 0.021711308540556813683187468975395328229
f(z) = -155/168*z^3 + 173/105*z + 1
*
-2/5 | 0.17641911408725967993087733628237622988 | 0.024411329176820427814567463959805575956
f(z) = -145/168*z^3 + 172/105*z + 1
*
-4/3 | 0.13321874193948224756522731219904256437 | 0.020265473609294290270207815665546804425
f(z) = -159/176*z^3 + 179/132*z + 1
*
-4/5 | 0.18787259143622442403244322052720584505 | 0.027710140913152298087959921727170840038
f(z) = -155/176*z^3 + 179/220*z + 1
*
-4/5 | 0.16302241020320506861019078988474519446 | 0.024044880225469213811547394616645588754
f(z) = -145/176*z^3 + 171/220*z + 1
*
[ -3 ] 
f(z) = -157/162*z^3 + 181/18*z + 1
*
[ 2 ] 
f(z) = -159/176*z^3 + 181/44*z + 1
*
[ -2/7 ] 
f(z) = -147/160*z^3 + 183/40*z + 1
*
[ -13/20 ] 
f(z) = -160/169*z^3 + 191/65*z + 1
*
[ 3/2 ] 
f(z) = -157/162*z^3 + 181/72*z + 1
*
[ 12/7 ] 
f(z) = -147/160*z^3 + 187/60*z + 1
*
[ -4/3 ] 
f(z) = -141/160*z^3 + 199/60*z + 1
*
2/21 | 0.19843942615381649519388511675965025545 | 0.029708283481193838315614746701555846992
f(z) = -147/176*z^3 + 199/132*z + 1
*
10/7 | 0.14188069949712079658784314677557696426 | 0.027292638361394441779804558397575572331
f(z) = -147/170*z^3 + 181/170*z + 1
*
[ 13/3 ] 
f(z) = -144/169*z^3 + 218/13*z + 1
*
[ 5/2 ] 
f(z) = -156/175*z^3 + 216/35*z + 1
*
[ 5/2 ] 
f(z) = -152/175*z^3 + 211/35*z + 1
*
[ 5/2 ] 
f(z) = -148/175*z^3 + 206/35*z + 1
*
[ 5/2 ] 
f(z) = -144/175*z^3 + 201/35*z + 1
*
[ -3/2 ] 
f(z) = -160/171*z^3 + 215/57*z + 1
*
[ -2 ] 
f(z) = -159/160*z^3 + 219/40*z + 1
*
[ -2 ] 
f(z) = -157/160*z^3 + 217/40*z + 1
*
[ -2 ] 
f(z) = -153/160*z^3 + 213/40*z + 1
*
[ -2 ] 
f(z) = -153/176*z^3 + 219/44*z + 1
*
[ -2 ] 
f(z) = -151/160*z^3 + 211/40*z + 1
*
[ -2 ] 
f(z) = -151/176*z^3 + 217/44*z + 1
*
[ -2 ] 
f(z) = -149/160*z^3 + 209/40*z + 1
*
[ -2 ] 
f(z) = -149/176*z^3 + 215/44*z + 1
*
[ -3/2 ] 
f(z) = -148/171*z^3 + 206/57*z + 1
*
[ -2 ] 
f(z) = -147/160*z^3 + 207/40*z + 1
*
[ -2/7 ] 
f(z) = -147/176*z^3 + 201/44*z + 1
*
[ -2 ] 
f(z) = -147/176*z^3 + 213/44*z + 1
*
12/5 | 0.22027498069016725556650851345613820658 | 0.026867260341329127647117224287079285098
f(z) = -145/162*z^3 + 202/45*z + 1
*
[ -2 ] 
f(z) = -145/176*z^3 + 211/44*z + 1
*
[ -13/8 ] 
f(z) = -144/169*z^3 + 201/52*z + 1
*
[ -2 ] 
f(z) = -143/160*z^3 + 203/40*z + 1
*
[ -2 ] 
f(z) = -141/160*z^3 + 201/40*z + 1
*
[ -2 ] 
f(z) = -141/176*z^3 + 207/44*z + 1
*
[ -13/10 ] 
f(z) = -160/169*z^3 + 219/65*z + 1
*
[ -4/3 ] 
f(z) = -159/160*z^3 + 211/60*z + 1
*
[ -4/3 ] 
f(z) = -147/160*z^3 + 203/60*z + 1
*
-8/21 | 0.17998358090467024706752416271537019523 | 0.026711117186649941487930894623958582535
f(z) = -147/160*z^3 + 211/120*z + 1
*
[ 13/11 ] 
f(z) = -154/169*z^3 + 204/143*z + 1
*
[ 5/4 ] 
f(z) = -148/175*z^3 + 213/140*z + 1
*
5/7 | 0.15113144982044626904549024284781490362 | 0.028444492913806090100449236693714246475
f(z) = -147/160*z^3 + 203/160*z + 1
*
[ 7/6 ] 
f(z) = -144/161*z^3 + 219/161*z + 1
*
-16/21 | 0.17100229364853420137870073939101521415 | 0.027698124096080665453328588720650643945
f(z) = -147/160*z^3 + 203/240*z + 1
*
[ 13/3 ] 
f(z) = -153/169*z^3 + 231/13*z + 1
*
[ -13/3 ] 
f(z) = -153/169*z^3 + 237/13*z + 1
*
[ -13/3 ] 
f(z) = -144/169*z^3 + 224/13*z + 1
*
[ -5/2 ] 
f(z) = -152/175*z^3 + 239/35*z + 1
*
[ -5/2 ] 
f(z) = -148/175*z^3 + 234/35*z + 1
*
[ -5/2 ] 
f(z) = -144/175*z^3 + 229/35*z + 1
*
[ -2 ] 
f(z) = -159/176*z^3 + 225/44*z + 1
*
[ -2 ] 
f(z) = -157/176*z^3 + 223/44*z + 1
*
[ -2 ] 
f(z) = -155/176*z^3 + 221/44*z + 1
*
-2/3 | 0.15803597687153682413293922381062416657 | 0.023056288789782377054378418957443032347
f(z) = -153/160*z^3 + 237/40*z + 1
*
[ -5/4 ] 
f(z) = -152/175*z^3 + 221/70*z + 1
*
4/21 | 0.15004046266033339538064663390032209197 | 0.019993687892946690665967422012560553028
f(z) = -147/160*z^3 + 227/60*z + 1
*
[ -2/3 ] 
f(z) = -153/164*z^3 + 239/82*z + 1
*
-2 | 0.10511661780529839041822676281887876666 | 0.017037803900935813508746768315299392670
f(z) = -141/172*z^3 + 239/86*z + 1
*
[ 4/3 ] 
f(z) = -147/176*z^3 + 229/132*z + 1
*
22/21 | 0.20004073259589119209121472800708754665 | 0.029220602207568753803684520539210232588
f(z) = -147/176*z^3 + 235/132*z + 1
*
[ 4/3 ] 
f(z) = -141/176*z^3 + 221/132*z + 1
*
[ 5/4 ] 
f(z) = -156/175*z^3 + 223/140*z + 1
*
3/2 | 0.13432130454173098193316760951302377248 | 0.024841323749080695311031760616788073611
f(z) = -148/165*z^3 + 223/165*z + 1
*
[ 7/6 ] 
f(z) = -144/175*z^3 + 221/175*z + 1
*
[ 13/12 ] 
f(z) = -153/169*z^3 + 237/208*z + 1
*
[ -5/2 ] 
f(z) = -156/175*z^3 + 244/35*z + 1
*
-8/3 | 0.13872689811284774384747793984143363782 | 0.020117935263778304844689575457785432262
f(z) = -153/160*z^3 + 247/40*z + 1
*
[ 13/6 ] 
f(z) = -153/169*z^3 + 249/52*z + 1
*
[ 26/15 ] 
f(z) = -150/169*z^3 + 241/78*z + 1
*
[ -12/7 ] 
f(z) = -147/160*z^3 + 257/60*z + 1
*
[ -26/21 ] 
f(z) = -147/169*z^3 + 245/78*z + 1
*
[ -2/3 ] 
f(z) = -153/172*z^3 + 249/86*z + 1
*
-2 | 0.10659525862694520393968430200955563654 | 0.017055308940457342087738282797263458792
f(z) = -151/172*z^3 + 259/86*z + 1
*
-2 | 0.10643108814212987779993729764154326122 | 0.017050189270083601625764245540385635885
f(z) = -149/164*z^3 + 257/82*z + 1
*
-2 | 0.10631254361755986209106387162589759552 | 0.017052540856667701099065880665461194164
f(z) = -149/172*z^3 + 255/86*z + 1
*
-2 | 0.10614974337160011763162467268439113900 | 0.017047959244371940074489098948767607179
f(z) = -147/164*z^3 + 253/82*z + 1
*
-2 | 0.10602371500822245149180177239368350662 | 0.017049450514190370439155776620168772900
f(z) = -147/172*z^3 + 251/86*z + 1
*
-2 | 0.10586255603625598440281912579605141333 | 0.017045463356734467751373219201957966279
f(z) = -145/164*z^3 + 249/82*z + 1
*
-2 | 0.10572840179726326658211757270272294573 | 0.017045996996595664978618948395683238394
f(z) = -145/172*z^3 + 247/86*z + 1
*
-2 | 0.10556919469798957217358026076137892421 | 0.017042668025826932354795714475560363347
f(z) = -143/164*z^3 + 245/82*z + 1
*
-2 | 0.10542619050614782515896730394043532772 | 0.017042133060115759786959449622858029895
f(z) = -143/172*z^3 + 243/86*z + 1
*
-2 | 0.10526929260552092682631571649787170050 | 0.017039534618985179311306354958008994535
f(z) = -141/164*z^3 + 241/82*z + 1
*
[ 13/9 ] 
f(z) = -153/169*z^3 + 257/117*z + 1
*
[ 3/2 ] 
f(z) = -146/171*z^3 + 257/114*z + 1
*
[ 13/9 ] 
f(z) = -144/169*z^3 + 244/117*z + 1
*
[ 3/2 ] 
f(z) = -142/171*z^3 + 251/114*z + 1
*
[ 4/3 ] 
f(z) = -159/176*z^3 + 245/132*z + 1
*
10/21 | 0.17947745494724102599992025916477149377 | 0.025937233382591426673210188303043686458
f(z) = -147/160*z^3 + 253/120*z + 1
*
-4/9 | 0.17245604964304096331427469363712816327 | 0.022583808403873251888780552039335311130
f(z) = -153/160*z^3 + 259/180*z + 1
*
-6/11 | 0.19102129980256742540060438558744484029 | 0.025118205161760639233404556832554163593
f(z) = -143/168*z^3 + 251/231*z + 1
*
-14/13 | 0.19411439188137112267813012380031581742 | 0.025246011156177568051810514618244193760
f(z) = -143/168*z^3 + 250/273*z + 1
*
[ 13/4 ] 
f(z) = -152/169*z^3 + 265/26*z + 1
*
[ 35/12 ] 
f(z) = -144/175*z^3 + 268/35*z + 1
*
-18/7 | 0.13632559579205714778482786082006879848 | 0.019591378434790911397917656134502085880
f(z) = -147/160*z^3 + 263/40*z + 1
*
[ -3/2 ] 
f(z) = -157/162*z^3 + 277/72*z + 1
*
[ -3/2 ] 
f(z) = -155/162*z^3 + 275/72*z + 1
*
[ -3/2 ] 
f(z) = -151/162*z^3 + 271/72*z + 1
*
[ -13/30 ] 
f(z) = -150/169*z^3 + 271/78*z + 1
*
[ -3/2 ] 
f(z) = -149/162*z^3 + 269/72*z + 1
*
-4/7 | 0.22123516756803397410123109986915033948 | 0.028913599187587074732939564416333061836
f(z) = -147/160*z^3 + 263/60*z + 1
*
[ -3/2 ] 
f(z) = -145/162*z^3 + 265/72*z + 1
*
[ -3/2 ] 
f(z) = -143/162*z^3 + 263/72*z + 1
*
-2 | 0.10775983746668182973451938830756008799 | 0.017058259964751292261665510337362596838
f(z) = -159/164*z^3 + 277/82*z + 1
*
-2 | 0.10767122555394482818313319457830200260 | 0.017063806662200893985843036488200068103
f(z) = -159/172*z^3 + 275/86*z + 1
*
-2 | 0.10750367864136054987028157605866578792 | 0.017056985208066574512853619216369310940
f(z) = -157/164*z^3 + 273/82*z + 1
*
-2 | 0.10740991429048005022679742426732286679 | 0.017062013625145750312167647738455370526
f(z) = -157/172*z^3 + 271/86*z + 1
*
[ -3/5 ] 
f(z) = -155/162*z^3 + 271/90*z + 1
*
-2 | 0.10724294582216054136463080929022203470 | 0.017055559503456963516208415180681365953
f(z) = -155/164*z^3 + 269/82*z + 1
*
-2 | 0.10714365457164917999606177239684534355 | 0.017060016170794144219892703779086325609
f(z) = -155/172*z^3 + 267/86*z + 1
*
-2 | 0.10697742680141748336016025137777369911 | 0.017053965300097446459860862535590368218
f(z) = -153/164*z^3 + 265/82*z + 1
*
-2 | 0.10687219458836017573072939545807924980 | 0.017057790353492181883714764517263281528
f(z) = -153/172*z^3 + 263/86*z + 1
*
-2 | 0.10670689120919239820147103723527596259 | 0.017052182735915831808568239359281662448
f(z) = -151/164*z^3 + 261/82*z + 1
*
[ -8/7 ] 
f(z) = -147/176*z^3 + 261/88*z + 1
*
[ -3/5 ] 
f(z) = -145/162*z^3 + 269/90*z + 1
*
[ 3/2 ] 
f(z) = -158/171*z^3 + 275/114*z + 1
*
-2/5 | 0.18030169036045020647809950669318447946 | 0.023394345994425191688649539655969661463
f(z) = -155/168*z^3 + 278/105*z + 1
*
[ 3/2 ] 
f(z) = -154/171*z^3 + 269/114*z + 1
*
2 | 0.21733238323894560435494614779071694444 | 0.028333799423356722635475986275592651132
f(z) = -145/168*z^3 + 268/105*z + 1
*
-2/5 | 0.18242065574011329691692980482803873734 | 0.023680356396600740882864314287302750227
f(z) = -145/168*z^3 + 277/105*z + 1
*
[ 5/3 ] 
f(z) = -141/175*z^3 + 277/105*z + 1
*
-12/7 | 0.20639219419266486961273275138597525205 | 0.029564822298989695221708872197925588047
f(z) = -147/176*z^3 + 269/132*z + 1
*
[ 13/12 ] 
f(z) = -152/169*z^3 + 265/234*z + 1
*
-14/11 | 0.19102136185128015337333277450635777446 | 0.024891524030169743927113857271540844432
f(z) = -143/168*z^3 + 269/231*z + 1
*
[ -13/4 ] 
f(z) = -152/169*z^3 + 281/26*z + 1
*
[ -35/12 ] 
f(z) = -144/175*z^3 + 292/35*z + 1
*
[ 4 ] 
f(z) = -141/160*z^3 + 297/20*z + 1
*
[ 8/3 ] 
f(z) = -153/160*z^3 + 297/40*z + 1
*
[ -13/6 ] 
f(z) = -153/169*z^3 + 297/52*z + 1
*
[ -6/5 ] 
f(z) = -155/162*z^3 + 289/90*z + 1
*
[ -6/5 ] 
f(z) = -145/162*z^3 + 281/90*z + 1
*
[ -13/16 ] 
f(z) = -160/169*z^3 + 297/104*z + 1
*
[ -5/6 ] 
f(z) = -156/175*z^3 + 296/105*z + 1
*
[ 13/8 ] 
f(z) = -152/169*z^3 + 287/104*z + 1
*
40/21 | 0.20491911421885467143368841524870605022 | 0.029055326701338880244147529360374881586
f(z) = -147/160*z^3 + 289/120*z + 1
*
4/7 | 0.10804192073051668078491977700107975115 | 0.015319182479544808909420735565171696784
f(z) = -147/176*z^3 + 289/132*z + 1
*
[ 35/24 ] 
f(z) = -144/175*z^3 + 289/140*z + 1
*
-11/7 | 0.14177659470559627353535636760121083670 | 0.024871151320118409370350758550824292863
f(z) = -147/176*z^3 + 299/176*z + 1
*
[ 14/13 ] 
f(z) = -143/168*z^3 + 289/273*z + 1
*
[ 2/3 ] 
f(z) = -159/196*z^3 - 41/294*z + 1
*
[ 2/3 ] 
f(z) = -147/188*z^3 - 43/282*z + 1
*
[ 2/3 ] 
f(z) = -141/196*z^3 - 53/294*z + 1
*
[ 2/3 ] 
f(z) = -153/182*z^3 - 23/182*z + 1
*
[ 2/3 ] 
f(z) = -153/190*z^3 - 27/190*z + 1
*
[ 2/3 ] 
f(z) = -153/194*z^3 - 29/194*z + 1
*
[ 2/3 ] 
f(z) = -157/184*z^3 - 25/207*z + 1
*
[ 2/3 ] 
f(z) = -155/184*z^3 - 26/207*z + 1
*
[ 2/3 ] 
f(z) = -151/184*z^3 - 28/207*z + 1
*
[ 2/3 ] 
f(z) = -149/184*z^3 - 29/207*z + 1
*
[ 2/3 ] 
f(z) = -145/184*z^3 - 31/207*z + 1
*
[ 2/3 ] 
f(z) = -143/184*z^3 - 32/207*z + 1
*
[ 2/3 ] 
f(z) = -159/188*z^3 - 35/282*z + 1
*
[ 2/3 ] 
f(z) = -153/184*z^3 - 3/23*z + 1
*
[ 2/3 ] 
f(z) = -159/184*z^3 - 8/69*z + 1
*
[ 2/3 ] 
f(z) = -147/184*z^3 - 10/69*z + 1
*
[ 2/3 ] 
f(z) = -141/184*z^3 - 11/69*z + 1
*
[ 2/3 ] 
f(z) = -153/188*z^3 - 13/94*z + 1
*
[ 2/3 ] 
f(z) = -153/196*z^3 - 15/98*z + 1
*
[ 5/7 ] 
f(z) = -147/190*z^3 - 1/190*z + 1
*
-3/10 | 0.15825584932950464494409986182279397222 | 0.020976787217594005985392468175646960681
f(z) = -160/189*z^3 - 19/210*z + 1
*
[ 3/4 ] 
f(z) = -160/189*z^3 + 1/7*z + 1
*
[ 4/5 ] 
f(z) = -155/192*z^3 + 4/15*z + 1
*
[ 3/2 ] 
f(z) = -152/189*z^3 + 15/7*z + 1
*
-4/5 | 0.15415554175948347648382577218173945432 | 0.022448964533891444399067385121848052898
f(z) = -145/192*z^3 + 11/15*z + 1
*
[ 3/4 ] 
f(z) = -148/189*z^3 + 3/28*z + 1
*
[ 4/5 ] 
f(z) = -145/192*z^3 + 7/30*z + 1
*
[ 3/4 ] 
f(z) = -152/189*z^3 + 5/42*z + 1
*
[ 3/4 ] 
f(z) = -142/189*z^3 + 5/56*z + 1
*
[ 4/5 ] 
f(z) = -151/192*z^3 + 19/75*z + 1
*
[ 4/5 ] 
f(z) = -143/192*z^3 + 17/75*z + 1
*
[ 3/4 ] 
f(z) = -157/189*z^3 + 15/112*z + 1
*
[ 3/4 ] 
f(z) = -151/189*z^3 + 13/112*z + 1
*
[ 3/4 ] 
f(z) = -145/189*z^3 + 11/112*z + 1
*
[ 3/4 ] 
f(z) = -146/189*z^3 + 17/168*z + 1
*
[ 5/7 ] 
f(z) = -147/185*z^3 + 1/185*z + 1
*
[ 8/11 ] 
f(z) = -143/192*z^3 + 5/264*z + 1
*
3/4 | 0.10810780514773645937005875217092273701 | 0.016809553694324121819752751066894100183
f(z) = -160/189*z^3 + 23/14*z + 1
*
[ -3/2 ] 
f(z) = -160/189*z^3 + 25/7*z + 1
*
[ 3/2 ] 
f(z) = -158/189*z^3 + 31/14*z + 1
*
-3/4 | 0.18760374301630563469979890267695104185 | 0.028796932714952845001661377814334751318
f(z) = -152/189*z^3 + 25/14*z + 1
*
[ -3/4 ] 
f(z) = -152/189*z^3 + 39/14*z + 1
*
[ -3/2 ] 
f(z) = -148/189*z^3 + 24/7*z + 1
*
[ 3/2 ] 
f(z) = -146/189*z^3 + 29/14*z + 1
*
[ 4 ] 
f(z) = -143/192*z^3 + 38/3*z + 1
*
-4/5 | 0.18383738671985657254337698931487384905 | 0.026771395483895799114812473978248245770
f(z) = -155/192*z^3 + 23/30*z + 1
*
[ 12/11 ] 
f(z) = -143/192*z^3 + 32/33*z + 1
*
-15/16 | 0.12588881904188256511155115264070522868 | 0.017195134105103239256816948926710604147
f(z) = -160/189*z^3 + 23/56*z + 1
*
[ 6/7 ] 
f(z) = -147/184*z^3 + 29/69*z + 1
*
[ 4/5 ] 
f(z) = -149/192*z^3 + 37/150*z + 1
*
[ 3/4 ] 
f(z) = -158/189*z^3 + 23/168*z + 1
*
[ 3/4 ] 
f(z) = -160/183*z^3 + 29/183*z + 1
*
[ -3/8 ] 
f(z) = -160/189*z^3 + 53/14*z + 1
*
[ 3 ] 
f(z) = -160/189*z^3 + 58/7*z + 1
*
[ 3 ] 
f(z) = -157/189*z^3 + 57/7*z + 1
*
[ -4 ] 
f(z) = -157/192*z^3 + 43/3*z + 1
*
[ 4 ] 
f(z) = -155/192*z^3 + 41/3*z + 1
*
[ 3 ] 
f(z) = -151/189*z^3 + 55/7*z + 1
*
[ 4 ] 
f(z) = -151/192*z^3 + 40/3*z + 1
*
[ -3 ] 
f(z) = -149/189*z^3 + 59/7*z + 1
*
[ -4 ] 
f(z) = -149/192*z^3 + 41/3*z + 1
*
[ 3 ] 
f(z) = -148/189*z^3 + 54/7*z + 1
*
[ -3 ] 
f(z) = -146/189*z^3 + 58/7*z + 1
*
[ 3 ] 
f(z) = -145/189*z^3 + 53/7*z + 1
*
[ -4 ] 
f(z) = -145/192*z^3 + 40/3*z + 1
*
[ -4/5 ] 
f(z) = -145/192*z^3 + 41/15*z + 1
*
[ -3 ] 
f(z) = -143/189*z^3 + 57/7*z + 1
*
[ -3/2 ] 
f(z) = -142/189*z^3 + 47/14*z + 1
*
[ 3 ] 
f(z) = -142/189*z^3 + 52/7*z + 1
*
[ 3/2 ] 
f(z) = -160/189*z^3 + 47/21*z + 1
*
[ -3/4 ] 
f(z) = -160/189*z^3 + 59/21*z + 1
*
[ 4/3 ] 
f(z) = -157/192*z^3 + 46/27*z + 1
*
[ 3/2 ] 
f(z) = -149/189*z^3 + 59/28*z + 1
*
[ 4/3 ] 
f(z) = -149/192*z^3 + 44/27*z + 1
*
[ 3/2 ] 
f(z) = -148/189*z^3 + 44/21*z + 1
*
[ 4/3 ] 
f(z) = -145/192*z^3 + 43/27*z + 1
*
[ 3/2 ] 
f(z) = -143/189*z^3 + 57/28*z + 1
*
-2 | 0.10483066034851939617515206816095033582 | 0.017026314462651937435393490662824369565
f(z) = -141/184*z^3 + 59/23*z + 1
*
[ 12/13 ] 
f(z) = -143/192*z^3 + 43/78*z + 1
*
-12/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -143/192*z^3 + 53/66*z + 1
*
-3/4 | 0.16914164964976623804028896048850932312 | 0.024687941055422739727729571733086161887
f(z) = -160/189*z^3 + 43/105*z + 1
*
[ 4/5 ] 
f(z) = -157/192*z^3 + 41/150*z + 1
*
[ 7/9 ] 
f(z) = -153/196*z^3 + 47/252*z + 1
*
[ -3 ] 
f(z) = -158/189*z^3 + 62/7*z + 1
*
[ -3 ] 
f(z) = -155/189*z^3 + 61/7*z + 1
*
-12/5 | 0.18492050052724252887044378274362309198 | 0.022361056280185795847121093921516632580
f(z) = -155/192*z^3 + 61/15*z + 1
*
[ -3 ] 
f(z) = -152/189*z^3 + 60/7*z + 1
*
[ 4 ] 
f(z) = -149/192*z^3 + 79/6*z + 1
*
[ 12/5 ] 
f(z) = -145/192*z^3 + 74/15*z + 1
*
[ 4 ] 
f(z) = -145/192*z^3 + 77/6*z + 1
*
[ -4 ] 
f(z) = -143/192*z^3 + 79/6*z + 1
*
-2 | 0.10750855670253029357207397275916646724 | 0.017067696926783798413541507891231158929
f(z) = -159/184*z^3 + 68/23*z + 1
*
-2 | 0.10723766744578255868717391611972915368 | 0.017064827818301942034890213619890823510
f(z) = -157/184*z^3 + 67/23*z + 1
*
-2 | 0.10696107108905526584955956591188352272 | 0.017061641143884356264772114585138624668
f(z) = -155/184*z^3 + 66/23*z + 1
*
[ 3/2 ] 
f(z) = -155/189*z^3 + 61/28*z + 1
*
-2 | 0.10667842670289272260951831111630367140 | 0.017058098313378384372786137187332714109
f(z) = -153/184*z^3 + 65/23*z + 1
*
[ -2/3 ] 
f(z) = -153/184*z^3 + 66/23*z + 1
*
[ -3/2 ] 
f(z) = -152/189*z^3 + 73/21*z + 1
*
-2 | 0.10638935498076484758563191153373576152 | 0.017054154981569442725408047451605255148
f(z) = -151/184*z^3 + 64/23*z + 1
*
-2 | 0.10609343171977916186227865344538864808 | 0.017049759962630697335487921480483325336
f(z) = -149/184*z^3 + 63/23*z + 1
*
-2 | 0.10579017980972431087105564842347349416 | 0.017044853887020349943986299541013620907
f(z) = -147/184*z^3 + 62/23*z + 1
*
-2 | 0.10547905929579858445152767244625571244 | 0.017039367524967251026473958930003177862
f(z) = -145/184*z^3 + 61/23*z + 1
*
-2 | 0.10515945492354327599662598493384304430 | 0.017033219673269978128141242587772465248
f(z) = -143/184*z^3 + 60/23*z + 1
*
-4/11 | 0.16932568196999520916064963753913763626 | 0.020475291238215664678047934617661766581
f(z) = -143/192*z^3 + 61/33*z + 1
*
[ 5/6 ] 
f(z) = -144/185*z^3 + 63/185*z + 1
*
[ 14/17 ] 
f(z) = -153/196*z^3 + 75/238*z + 1
*
[ 4 ] 
f(z) = -157/192*z^3 + 83/6*z + 1
*
[ -4 ] 
f(z) = -155/192*z^3 + 85/6*z + 1
*
[ -12/5 ] 
f(z) = -155/192*z^3 + 91/15*z + 1
*
[ -4 ] 
f(z) = -151/192*z^3 + 83/6*z + 1
*
[ 2 ] 
f(z) = -159/184*z^3 + 91/23*z + 1
*
[ 2 ] 
f(z) = -157/184*z^3 + 90/23*z + 1
*
[ -3/2 ] 
f(z) = -157/189*z^3 + 99/28*z + 1
*
[ 2 ] 
f(z) = -155/184*z^3 + 89/23*z + 1
*
[ -4/5 ] 
f(z) = -155/192*z^3 + 83/30*z + 1
*
[ -4/3 ] 
f(z) = -155/192*z^3 + 86/27*z + 1
*
[ 2 ] 
f(z) = -153/184*z^3 + 88/23*z + 1
*
[ 2 ] 
f(z) = -151/184*z^3 + 87/23*z + 1
*
[ -3/2 ] 
f(z) = -151/189*z^3 + 97/28*z + 1
*
[ -4/3 ] 
f(z) = -151/192*z^3 + 85/27*z + 1
*
[ 2 ] 
f(z) = -149/184*z^3 + 86/23*z + 1
*
[ 2 ] 
f(z) = -147/184*z^3 + 85/23*z + 1
*
[ 2 ] 
f(z) = -145/184*z^3 + 84/23*z + 1
*
[ -3/2 ] 
f(z) = -145/189*z^3 + 95/28*z + 1
*
[ 2 ] 
f(z) = -143/184*z^3 + 83/23*z + 1
*
[ -4/3 ] 
f(z) = -143/192*z^3 + 83/27*z + 1
*
[ 2 ] 
f(z) = -141/184*z^3 + 82/23*z + 1
*
[ 4/3 ] 
f(z) = -155/192*z^3 + 91/54*z + 1
*
[ 4/3 ] 
f(z) = -151/192*z^3 + 89/54*z + 1
*
[ 4/3 ] 
f(z) = -143/192*z^3 + 85/54*z + 1
*
[ 3/2 ] 
f(z) = -142/189*z^3 + 85/42*z + 1
*
[ 6/5 ] 
f(z) = -160/189*z^3 + 97/70*z + 1
*
[ 6/5 ] 
f(z) = -145/189*z^3 + 89/70*z + 1
*
[ -21/8 ] 
f(z) = -160/189*z^3 + 101/14*z + 1
*
[ -21/20 ] 
f(z) = -160/189*z^3 + 101/35*z + 1
*
[ -2 ] 
f(z) = -159/184*z^3 + 114/23*z + 1
*
[ -2 ] 
f(z) = -157/184*z^3 + 113/23*z + 1
*
[ -2 ] 
f(z) = -155/184*z^3 + 112/23*z + 1
*
[ -2 ] 
f(z) = -153/184*z^3 + 111/23*z + 1
*
[ -2 ] 
f(z) = -151/184*z^3 + 110/23*z + 1
*
[ -2 ] 
f(z) = -149/184*z^3 + 109/23*z + 1
*
[ -2/7 ] 
f(z) = -147/184*z^3 + 105/23*z + 1
*
[ -2 ] 
f(z) = -147/184*z^3 + 108/23*z + 1
*
[ -2 ] 
f(z) = -145/184*z^3 + 107/23*z + 1
*
[ -3/5 ] 
f(z) = -145/189*z^3 + 103/35*z + 1
*
-12/5 | 0.21634063719186171030016503867279813983 | 0.026405147114260268446710162453608193705
f(z) = -145/192*z^3 + 113/30*z + 1
*
[ -2 ] 
f(z) = -143/184*z^3 + 106/23*z + 1
*
[ -12/13 ] 
f(z) = -143/192*z^3 + 106/39*z + 1
*
[ -2 ] 
f(z) = -141/184*z^3 + 105/23*z + 1
*
-2 | 0.084594000452615567890143481985599768404 | 0.013720724604992899114632350373267989371
f(z) = -143/192*z^3 + 119/48*z + 1
*
3/40 | 0.22491889708007332489868667502399878133 | 0.027912459121758083860607055956701179359
f(z) = -160/189*z^3 + 117/70*z + 1
*
[ 21/20 ] 
f(z) = -160/189*z^3 + 103/105*z + 1
*
[ 11/12 ] 
f(z) = -144/187*z^3 + 104/187*z + 1
*
[ 6/7 ] 
f(z) = -147/188*z^3 + 115/282*z + 1
*
[ 7/3 ] 
f(z) = -153/196*z^3 + 135/28*z + 1
*
[ -4/11 ] 
f(z) = -143/192*z^3 + 127/33*z + 1
*
-2 | 0.086753373549288446404917021245637004531 | 0.013821618783447582229004036964564594513
f(z) = -157/192*z^3 + 133/48*z + 1
*
-2 | 0.086469104856337289830448332646620059797 | 0.013809665366618381184943449870593695928
f(z) = -155/192*z^3 + 131/48*z + 1
*
-2 | 0.085877497050725018180455386099551301680 | 0.013783444790466694886446778322826251128
f(z) = -151/192*z^3 + 127/48*z + 1
*
-2 | 0.085570149953816746366076101289579406826 | 0.013769194870959263824008378599422780628
f(z) = -149/192*z^3 + 125/48*z + 1
*
-2 | 0.084928155481258441174732286708863553202 | 0.013737785352800120310662019044698978078
f(z) = -145/192*z^3 + 121/48*z + 1
*
[ 7/6 ] 
f(z) = -153/196*z^3 + 135/112*z + 1
*
[ 21/10 ] 
f(z) = -160/189*z^3 + 149/35*z + 1
*
[ 12/5 ] 
f(z) = -155/192*z^3 + 157/30*z + 1
*
[ -7/3 ] 
f(z) = -153/196*z^3 + 159/28*z + 1
*
[ 3 ] 
f(z) = -143/189*z^3 + 157/21*z + 1
*
3/16 | 0.22912489453780656658639908701130955844 | 0.027561852278592783469223999099491835887
f(z) = -160/189*z^3 + 151/56*z + 1
*
[ -3/2 ] 
f(z) = -158/189*z^3 + 149/42*z + 1
*
[ -3/4 ] 
f(z) = -158/189*z^3 + 157/56*z + 1
*
[ -3/2 ] 
f(z) = -146/189*z^3 + 143/42*z + 1
*
[ -3/4 ] 
f(z) = -146/189*z^3 + 155/56*z + 1
*
3/4 | 0.18723590330953131790849491863374535479 | 0.022417869970533717738541275597903453227
f(z) = -160/189*z^3 + 157/70*z + 1
*
[ 4/3 ] 
f(z) = -153/184*z^3 + 159/92*z + 1
*
-21/13 | 0.21094778177597849846865924351556938943 | 0.025499665310942922572873602762371016313
f(z) = -143/189*z^3 + 145/91*z + 1
*
[ 9/8 ] 
f(z) = -160/189*z^3 + 149/126*z + 1
*
[ 21/4 ] 
f(z) = -160/189*z^3 + 169/7*z + 1
*
[ 3 ] 
f(z) = -158/189*z^3 + 172/21*z + 1
*
[ 3 ] 
f(z) = -155/189*z^3 + 169/21*z + 1
*
[ 3 ] 
f(z) = -152/189*z^3 + 166/21*z + 1
*
[ -3 ] 
f(z) = -151/189*z^3 + 179/21*z + 1
*
[ 3 ] 
f(z) = -149/189*z^3 + 163/21*z + 1
*
[ -3 ] 
f(z) = -148/189*z^3 + 176/21*z + 1
*
[ 3 ] 
f(z) = -146/189*z^3 + 160/21*z + 1
*
[ -3 ] 
f(z) = -145/189*z^3 + 173/21*z + 1
*
[ -12/5 ] 
f(z) = -145/192*z^3 + 173/30*z + 1
*
[ -3 ] 
f(z) = -142/189*z^3 + 170/21*z + 1
*
[ -4/3 ] 
f(z) = -157/192*z^3 + 173/54*z + 1
*
[ 2 ] 
f(z) = -155/192*z^3 + 179/48*z + 1
*
[ 2 ] 
f(z) = -151/192*z^3 + 175/48*z + 1
*
[ -4/3 ] 
f(z) = -149/192*z^3 + 169/54*z + 1
*
[ 2 ] 
f(z) = -149/192*z^3 + 173/48*z + 1
*
[ -4/3 ] 
f(z) = -145/192*z^3 + 167/54*z + 1
*
[ 2 ] 
f(z) = -145/192*z^3 + 169/48*z + 1
*
[ 2 ] 
f(z) = -143/192*z^3 + 167/48*z + 1
*
21/40 | 0.22477787186708683888868826725327903124 | 0.026792483357887794024999331023468527143
f(z) = -160/189*z^3 + 163/70*z + 1
*
10/7 | 0.19613030192221485011969804872853567301 | 0.027182782901246526362902767629523732746
f(z) = -147/184*z^3 + 170/69*z + 1
*
[ 3/2 ] 
f(z) = -151/189*z^3 + 179/84*z + 1
*
[ 3/2 ] 
f(z) = -145/189*z^3 + 173/84*z + 1
*
[ 14/13 ] 
f(z) = -143/196*z^3 + 167/182*z + 1
*
[ -3 ] 
f(z) = -160/189*z^3 + 188/21*z + 1
*
[ -3 ] 
f(z) = -157/189*z^3 + 185/21*z + 1
*
-3/4 | 0.18628766175841250164547063559180386421 | 0.025188571395350965313751801182894193868
f(z) = -160/189*z^3 + 181/42*z + 1
*
3/8 | 0.14702020078886028889766451038103957260 | 0.019791815599202629357700052459726516452
f(z) = -160/189*z^3 + 187/42*z + 1
*
[ 2 ] 
f(z) = -157/192*z^3 + 181/48*z + 1
*
[ -2/3 ] 
f(z) = -159/184*z^3 + 199/69*z + 1
*
10/21 | 0.21304171836044959111472633674875874430 | 0.029184607141370746859863788122788715497
f(z) = -147/184*z^3 + 185/69*z + 1
*
[ -6/7 ] 
f(z) = -147/184*z^3 + 190/69*z + 1
*
[ -2/3 ] 
f(z) = -147/184*z^3 + 197/69*z + 1
*
-4/13 | 0.16315391092675278451777043044998088693 | 0.018830739220465005375115278460799840762
f(z) = -143/192*z^3 + 181/78*z + 1
*
[ -12/11 ] 
f(z) = -143/192*z^3 + 185/66*z + 1
*
[ -2/3 ] 
f(z) = -141/184*z^3 + 196/69*z + 1
*
[ 3/2 ] 
f(z) = -157/189*z^3 + 185/84*z + 1
*
-2/5 | 0.21380616668590589533109982204935828206 | 0.029224927728019145018338434830577279954
f(z) = -155/184*z^3 + 188/115*z + 1
*
-8/5 | 0.18383846276492917493381149416951241774 | 0.025147007923926762663459202912370380550
f(z) = -145/192*z^3 + 187/120*z + 1
*
15/16 | 0.22024671028268220391097118765103475829 | 0.029780286757482979517481096169793664096
f(z) = -160/189*z^3 + 181/168*z + 1
*
21/16 | 0.20127139197835132704683601779099468180 | 0.022537208635149260330434799401286233825
f(z) = -160/189*z^3 + 187/280*z + 1
*
[ -2 ] 
f(z) = -145/192*z^3 + 217/48*z + 1
*
[ -2 ] 
f(z) = -143/192*z^3 + 215/48*z + 1
*
[ -4/5 ] 
f(z) = -157/192*z^3 + 208/75*z + 1
*
[ -6/5 ] 
f(z) = -155/189*z^3 + 211/70*z + 1
*
[ -4/5 ] 
f(z) = -149/192*z^3 + 206/75*z + 1
*
-8/5 | 0.15734430743396747693757577870516308023 | 0.021283891460120436769469751836587344259
f(z) = -155/192*z^3 + 203/120*z + 1
*
[ 14/11 ] 
f(z) = -143/196*z^3 + 215/154*z + 1
*
3/2 | 0.14360208702301799259936449082414540053 | 0.026808508191499417124647834688609039215
f(z) = -152/195*z^3 + 212/195*z + 1
*
[ 8/7 ] 
f(z) = -147/184*z^3 + 215/184*z + 1
*
-8/11 | 0.19843938948781575267642837075538463355 | 0.025921523628833986868673442372689793809
f(z) = -143/192*z^3 + 203/264*z + 1
*
[ -2 ] 
f(z) = -157/192*z^3 + 229/48*z + 1
*
[ -2 ] 
f(z) = -155/192*z^3 + 227/48*z + 1
*
[ -2 ] 
f(z) = -151/192*z^3 + 223/48*z + 1
*
[ -2 ] 
f(z) = -149/192*z^3 + 221/48*z + 1
*
-46/21 | 0.21285810129257736347191115695102042013 | 0.028364471604992901955260319576607159965
f(z) = -147/184*z^3 + 227/69*z + 1
*
[ -3/4 ] 
f(z) = -148/189*z^3 + 233/84*z + 1
*
-2 | 0.10505361919384145163908140810550023320 | 0.017027592784839758250342754909256517383
f(z) = -143/188*z^3 + 239/94*z + 1
*
-2 | 0.10481018054876979951942290293522441850 | 0.017011305589362043292820270948039563612
f(z) = -143/196*z^3 + 237/98*z + 1
*
-2 | 0.10445314911276795591663041037025916957 | 0.017000324425847569579410634381733340193
f(z) = -141/196*z^3 + 233/98*z + 1
*
[ 10/7 ] 
f(z) = -147/184*z^3 + 222/115*z + 1
*
3/5 | 0.17245282260618217886575193384686637084 | 0.022473264446132589324241200299778178913
f(z) = -160/189*z^3 + 239/210*z + 1
*
-6/5 | 0.19932940695830522765231438339058158039 | 0.029027427339266106041236819078380673421
f(z) = -155/192*z^3 + 239/240*z + 1
*
-6/5 | 0.15816602839482002803279379993991888820 | 0.023032993309067003424564824667855586342
f(z) = -145/192*z^3 + 221/240*z + 1
*
[ 14/3 ] 
f(z) = -153/196*z^3 + 249/14*z + 1
*
[ -14/3 ] 
f(z) = -153/196*z^3 + 255/14*z + 1
*
3/8 | 0.14094243025338676244188500940423325766 | 0.015992034081709557176922194812543278622
f(z) = -152/189*z^3 + 249/56*z + 1
*
[ 15/8 ] 
f(z) = -160/189*z^3 + 241/70*z + 1
*
[ 21/11 ] 
f(z) = -143/189*z^3 + 249/77*z + 1
*
-2 | 0.10660270857849546636985282992606395262 | 0.017056500937427168344715415471978665405
f(z) = -153/188*z^3 + 259/94*z + 1
*
-2 | 0.10643149215284765627839039845181665620 | 0.017050253992330883983926492638758540974
f(z) = -153/196*z^3 + 257/98*z + 1
*
-2 | 0.092900543175521091597802133150551380232 | 0.014882604999029468243400780323951714104
f(z) = -151/180*z^3 + 257/90*z + 1
*
-2 | 0.10630871556778422941088969078412140242 | 0.017051926837164648292725475900769737502
f(z) = -151/188*z^3 + 255/94*z + 1
*
-2 | 0.10612590586879100943807394620986861254 | 0.017044130871702637856923114814438056921
f(z) = -151/196*z^3 + 253/98*z + 1
*
-2 | 0.092609472193907510360893225747031302331 | 0.014873352091654072953233519949841149528
f(z) = -149/180*z^3 + 253/90*z + 1
*
-2 | 0.10600739693233651863596813486713821348 | 0.017046826438743830586440137675260631604
f(z) = -149/188*z^3 + 251/94*z + 1
*
-2 | 0.10581178567052269419055957911406026735 | 0.017037288564427181873670144963166222589
f(z) = -149/196*z^3 + 249/98*z + 1
*
-2 | 0.10569820605420642411441324491915952249 | 0.017041128706366102137341471231699164222
f(z) = -147/188*z^3 + 247/94*z + 1
*
-2 | 0.10538051920111990170201746580071844894 | 0.017034750298265234442023200673821421391
f(z) = -145/188*z^3 + 243/94*z + 1
*
-2 | 0.10515486012568012959688692348837473180 | 0.017021011874569194461088905682452232926
f(z) = -145/196*z^3 + 241/98*z + 1
*
-2 | 0.091693128907228294082143130822750525050 | 0.014842013332346127416334753205932427549
f(z) = -143/180*z^3 + 241/90*z + 1
*
[ 7/5 ] 
f(z) = -155/196*z^3 + 257/140*z + 1
*
[ 7/5 ] 
f(z) = -145/196*z^3 + 243/140*z + 1
*
[ -3/20 ] 
f(z) = -160/189*z^3 + 269/35*z + 1
*
39/16 | 0.24336004686902816721749221772005189468 | 0.027442523302421984360357891881725758188
f(z) = -160/189*z^3 + 263/56*z + 1
*
[ 21/8 ] 
f(z) = -160/189*z^3 + 271/42*z + 1
*
-50/21 | 0.22263541364381636422283153273454333195 | 0.028887193941349168773605138456172625930
f(z) = -147/184*z^3 + 278/69*z + 1
*
-12/5 | 0.27326259334602430431304411427459041953 | 0.027922390655938892957949199222333738658
f(z) = -143/192*z^3 + 278/75*z + 1
*
-2 | 0.10744529562208437065793564039965645876 | 0.017067633932785845135253415753879211321
f(z) = -159/188*z^3 + 271/94*z + 1
*
-2 | 0.10730307715684194904184750634688707345 | 0.017065122589856900050224822097184385482
f(z) = -159/196*z^3 + 269/98*z + 1
*
-2 | 0.093736565519279382990214940124935257400 | 0.014907549942864423104028355290645704890
f(z) = -157/180*z^3 + 269/90*z + 1
*
-2 | 0.10717059315068309483365282604295714104 | 0.017064305483080290643211583395908020099
f(z) = -157/188*z^3 + 267/94*z + 1
*
-2 | 0.10701955033140773812285220548155207867 | 0.017060680485162655938117750109249922746
f(z) = -157/196*z^3 + 265/98*z + 1
*
-2 | 0.10688985832511663144337407242292425329 | 0.017060609649190295222947544666449074046
f(z) = -155/188*z^3 + 263/94*z + 1
*
-2 | 0.10672918660741489663071231539431181519 | 0.017055745628624557866084774661878182166
f(z) = -155/196*z^3 + 261/98*z + 1
*
[ -2/3 ] 
f(z) = -153/188*z^3 + 269/94*z + 1
*
[ -2/3 ] 
f(z) = -153/196*z^3 + 279/98*z + 1
*
[ -4/7 ] 
f(z) = -147/184*z^3 + 277/92*z + 1
*
[ 8/5 ] 
f(z) = -145/192*z^3 + 277/120*z + 1
*
12/11 | 0.24627016074960191652387287389628816684 | 0.027723493157081708669495741123214068387
f(z) = -143/189*z^3 + 267/154*z + 1
*
[ 5/4 ] 
f(z) = -144/185*z^3 + 262/185*z + 1
*
-51/40 | 0.21846603897253601679060688551453847127 | 0.024433408529181220113812211844901945391
f(z) = -160/189*z^3 + 283/70*z + 1
*
[ -3/2 ] 
f(z) = -155/189*z^3 + 295/84*z + 1
*
-6/5 | 0.23489495892417807963960545642432071560 | 0.028768239900533945474836304172241956380
f(z) = -155/192*z^3 + 293/80*z + 1
*
[ -4/3 ] 
f(z) = -153/184*z^3 + 297/92*z + 1
*
[ -3/2 ] 
f(z) = -149/189*z^3 + 289/84*z + 1
*
[ -3/2 ] 
f(z) = -143/189*z^3 + 283/84*z + 1
*
-7/3 | 0.21914824566892413966260145342761247227 | 0.028895120478595375828757839418996598809
f(z) = -141/196*z^3 + 281/84*z + 1
*
[ 8/5 ] 
f(z) = -155/192*z^3 + 293/120*z + 1
*
[ 14/9 ] 
f(z) = -153/196*z^3 + 283/126*z + 1
*
[ 6/5 ] 
f(z) = -155/189*z^3 + 283/210*z + 1
*
[ 2/3 ] 
f(z) = -153/218*z^3 - 41/218*z + 1
*
[ 2/3 ] 
f(z) = -143/200*z^3 - 41/225*z + 1
*
[ 2/3 ] 
f(z) = -157/216*z^3 - 43/243*z + 1
*
[ 2/3 ] 
f(z) = -155/216*z^3 - 44/243*z + 1
*
[ 2/3 ] 
f(z) = -151/216*z^3 - 46/243*z + 1
*
[ 2/3 ] 
f(z) = -149/216*z^3 - 47/243*z + 1
*
[ 2/3 ] 
f(z) = -145/216*z^3 - 49/243*z + 1
*
[ 2/3 ] 
f(z) = -143/216*z^3 - 50/243*z + 1
*
[ 2/3 ] 
f(z) = -159/208*z^3 - 25/156*z + 1
*
[ 2/3 ] 
f(z) = -141/208*z^3 - 31/156*z + 1
*
[ 2/3 ] 
f(z) = -153/202*z^3 - 33/202*z + 1
*
[ 2/3 ] 
f(z) = -153/206*z^3 - 35/206*z + 1
*
[ 2/3 ] 
f(z) = -153/214*z^3 - 39/214*z + 1
*
[ 2/3 ] 
f(z) = -157/200*z^3 - 34/225*z + 1
*
[ 2/3 ] 
f(z) = -151/200*z^3 - 37/225*z + 1
*
[ 2/3 ] 
f(z) = -149/200*z^3 - 38/225*z + 1
*
[ 2/3 ] 
f(z) = -153/200*z^3 - 4/25*z + 1
*
[ 2/3 ] 
f(z) = -153/208*z^3 - 9/52*z + 1
*
[ 5/7 ] 
f(z) = -147/200*z^3 - 1/40*z + 1
*
[ 2/3 ] 
f(z) = -159/200*z^3 - 11/75*z + 1
*
[ 2/3 ] 
f(z) = -147/200*z^3 - 13/75*z + 1
*
[ 2/3 ] 
f(z) = -141/200*z^3 - 14/75*z + 1
*
[ 2/3 ] 
f(z) = -153/212*z^3 - 19/106*z + 1
*
[ 5/7 ] 
f(z) = -147/205*z^3 - 7/205*z + 1
*
[ 5/7 ] 
f(z) = -147/215*z^3 - 11/215*z + 1
*
[ 6/5 ] 
f(z) = -155/216*z^3 + 6/5*z + 1
*
[ 10/7 ] 
f(z) = -147/200*z^3 + 9/5*z + 1
*
[ -10/7 ] 
f(z) = -147/200*z^3 + 16/5*z + 1
*
[ -6/5 ] 
f(z) = -145/216*z^3 + 14/5*z + 1
*
[ 6/5 ] 
f(z) = -145/216*z^3 + 17/15*z + 1
*
[ 6/7 ] 
f(z) = -157/216*z^3 + 18/49*z + 1
*
[ 6/7 ] 
f(z) = -151/216*z^3 + 17/49*z + 1
*
[ 6/7 ] 
f(z) = -145/216*z^3 + 16/49*z + 1
*
[ 3/4 ] 
f(z) = -160/207*z^3 + 7/69*z + 1
*
[ 10/13 ] 
f(z) = -143/200*z^3 + 8/65*z + 1
*
[ 3/4 ] 
f(z) = -155/216*z^3 + 9/128*z + 1
*
[ 3/4 ] 
f(z) = -152/207*z^3 + 11/138*z + 1
*
[ 3/4 ] 
f(z) = -149/216*z^3 + 7/128*z + 1
*
[ 3/4 ] 
f(z) = -143/216*z^3 + 5/128*z + 1
*
[ 3/4 ] 
f(z) = -160/213*z^3 + 19/213*z + 1
*
[ 3/4 ] 
f(z) = -160/219*z^3 + 17/219*z + 1
*
[ 3/4 ] 
f(z) = -148/207*z^3 + 19/276*z + 1
*
[ 6 ] 
f(z) = -157/216*z^3 + 27*z + 1
*
[ -6 ] 
f(z) = -155/216*z^3 + 27*z + 1
*
[ 6 ] 
f(z) = -151/216*z^3 + 26*z + 1
*
[ -6 ] 
f(z) = -149/216*z^3 + 26*z + 1
*
-10/7 | 0.19205041523198365387710513157964020059 | 0.027353385347447283402721004051059139282
f(z) = -147/200*z^3 + 28/15*z + 1
*
[ 6 ] 
f(z) = -145/216*z^3 + 25*z + 1
*
[ -6 ] 
f(z) = -143/216*z^3 + 25*z + 1
*
[ 6/5 ] 
f(z) = -149/216*z^3 + 29/25*z + 1
*
[ 6/5 ] 
f(z) = -143/216*z^3 + 28/25*z + 1
*
-3/5 | 0.20559949106228807523236235509121290077 | 0.029435625104786912796336713409390845213
f(z) = -155/216*z^3 + 37/40*z + 1
*
[ 10/11 ] 
f(z) = -143/200*z^3 + 27/55*z + 1
*
[ 12/13 ] 
f(z) = -143/216*z^3 + 25/52*z + 1
*
[ 6/7 ] 
f(z) = -147/200*z^3 + 28/75*z + 1
*
[ 20/21 ] 
f(z) = -147/200*z^3 + 37/60*z + 1
*
[ 3/4 ] 
f(z) = -160/201*z^3 + 23/201*z + 1
*
[ -6/5 ] 
f(z) = -155/216*z^3 + 43/15*z + 1
*
[ 3 ] 
f(z) = -155/216*z^3 + 57/8*z + 1
*
[ 10/3 ] 
f(z) = -153/200*z^3 + 46/5*z + 1
*
[ -10/3 ] 
f(z) = -153/200*z^3 + 49/5*z + 1
*
[ 3 ] 
f(z) = -149/216*z^3 + 55/8*z + 1
*
10/21 | 0.19166374529960893602733898717925158872 | 0.025495605414148507199913154557439514128
f(z) = -147/200*z^3 + 46/15*z + 1
*
[ -10/21 ] 
f(z) = -147/200*z^3 + 49/15*z + 1
*
[ -3 ] 
f(z) = -145/216*z^3 + 59/8*z + 1
*
[ -6/13 ] 
f(z) = -143/216*z^3 + 43/13*z + 1
*
[ 3 ] 
f(z) = -143/216*z^3 + 53/8*z + 1
*
-2 | 0.090785877875931524814925031169845849365 | 0.014745198593088489235158390700045506240
f(z) = -145/216*z^3 + 59/27*z + 1
*
[ 3/2 ] 
f(z) = -145/216*z^3 + 59/32*z + 1
*
-2 | 0.10466960197641985542907544686180991841 | 0.017000155794175627312492153564653895281
f(z) = -143/200*z^3 + 59/25*z + 1
*
-2 | 0.090361482347744406619096927484129654182 | 0.014717130522426568641266677031492821423
f(z) = -143/216*z^3 + 58/27*z + 1
*
-2 | 0.10430001478017141345235835672305775350 | 0.016987292495972642367944032984079724374
f(z) = -141/200*z^3 + 58/25*z + 1
*
[ 10/9 ] 
f(z) = -153/200*z^3 + 47/45*z + 1
*
-2/3 | 0.14313121239931484076833699273408412507 | 0.026815960890966474623040311518943047051
f(z) = -153/208*z^3 + 43/52*z + 1
*
-4/3 | 0.14249849080434836850924299630742962497 | 0.026419786976339921664645145034280025249
f(z) = -153/208*z^3 + 55/52*z + 1
*
[ 6/7 ] 
f(z) = -155/216*z^3 + 53/147*z + 1
*
[ 6/7 ] 
f(z) = -149/216*z^3 + 50/147*z + 1
*
4/21 | 0.15961193172465192507500194728346033158 | 0.024799285689325644864456427511489882093
f(z) = -147/208*z^3 + 43/156*z + 1
*
[ 6/7 ] 
f(z) = -147/208*z^3 + 55/156*z + 1
*
[ 6/7 ] 
f(z) = -143/216*z^3 + 47/147*z + 1
*
[ 5/6 ] 
f(z) = -153/200*z^3 + 53/160*z + 1
*
[ 5/6 ] 
f(z) = -144/205*z^3 + 59/205*z + 1
*
[ 5/6 ] 
f(z) = -144/215*z^3 + 57/215*z + 1
*
[ 4/5 ] 
f(z) = -155/208*z^3 + 59/260*z + 1
*
[ 4/5 ] 
f(z) = -145/208*z^3 + 51/260*z + 1
*
[ -3 ] 
f(z) = -157/216*z^3 + 63/8*z + 1
*
[ -3 ] 
f(z) = -151/216*z^3 + 61/8*z + 1
*
[ -6 ] 
f(z) = -151/216*z^3 + 79/3*z + 1
*
[ 6 ] 
f(z) = -149/216*z^3 + 77/3*z + 1
*
[ -6 ] 
f(z) = -145/216*z^3 + 76/3*z + 1
*
[ 6 ] 
f(z) = -143/216*z^3 + 74/3*z + 1
*
-2 | 0.10722321713318064352977001660531901821 | 0.017062528326879331659331751757088046073
f(z) = -159/200*z^3 + 67/25*z + 1
*
-2 | 0.10693455765624254497849885051658073093 | 0.017057411916638057496960454335506818617
f(z) = -157/200*z^3 + 66/25*z + 1
*
[ 3/2 ] 
f(z) = -157/216*z^3 + 63/32*z + 1
*
-2 | 0.092951793256123449710039369825618885898 | 0.014863181589504831336022983797950541912
f(z) = -157/216*z^3 + 65/27*z + 1
*
[ -6/5 ] 
f(z) = -157/216*z^3 + 72/25*z + 1
*
-2 | 0.092625170187206932081385476310792263291 | 0.014847763743397744362704898887897772876
f(z) = -155/216*z^3 + 64/27*z + 1
*
-2 | 0.10633465377635773171844892118705959111 | 0.017045386408644020550813976296560922636
f(z) = -153/200*z^3 + 64/25*z + 1
*
[ -2/3 ] 
f(z) = -153/200*z^3 + 71/25*z + 1
*
-2 | 0.10602218848474134165273250987580732534 | 0.017038310808459076164245917968780187059
f(z) = -151/200*z^3 + 63/25*z + 1
*
[ 3/2 ] 
f(z) = -151/216*z^3 + 61/32*z + 1
*
-2 | 0.091935786995399198196417712807436942510 | 0.014812641959237526765006198245621189202
f(z) = -151/216*z^3 + 62/27*z + 1
*
[ -6/5 ] 
f(z) = -151/216*z^3 + 71/25*z + 1
*
-2 | 0.10570041048632009146556729024921180645 | 0.017030390304448568100457332917225848797
f(z) = -149/200*z^3 + 62/25*z + 1
*
-2 | 0.091570015645481942292758348447605113139 | 0.014792463653612782866878469696218289953
f(z) = -149/216*z^3 + 61/27*z + 1
*
-2 | 0.10536844194277887962665540004492359054 | 0.017021498103820290974498050895421610928
f(z) = -147/200*z^3 + 61/25*z + 1
*
-2/7 | 0.15845532570902762838768480566096980766 | 0.025400301400317736550499993328662661333
f(z) = -147/200*z^3 + 64/25*z + 1
*
[ -6 ] 
f(z) = -157/216*z^3 + 82/3*z + 1
*
[ 6 ] 
f(z) = -155/216*z^3 + 80/3*z + 1
*
[ 2 ] 
f(z) = -159/200*z^3 + 92/25*z + 1
*
[ 2 ] 
f(z) = -157/200*z^3 + 91/25*z + 1
*
[ 2 ] 
f(z) = -157/216*z^3 + 92/27*z + 1
*
[ 2 ] 
f(z) = -155/216*z^3 + 91/27*z + 1
*
[ 2 ] 
f(z) = -153/200*z^3 + 89/25*z + 1
*
[ 2 ] 
f(z) = -151/200*z^3 + 88/25*z + 1
*
[ 2 ] 
f(z) = -151/216*z^3 + 89/27*z + 1
*
[ 2 ] 
f(z) = -149/200*z^3 + 87/25*z + 1
*
[ 2 ] 
f(z) = -149/216*z^3 + 88/27*z + 1
*
[ 2 ] 
f(z) = -147/200*z^3 + 86/25*z + 1
*
[ 2 ] 
f(z) = -145/216*z^3 + 86/27*z + 1
*
[ 12/5 ] 
f(z) = -145/216*z^3 + 89/20*z + 1
*
[ 2 ] 
f(z) = -143/200*z^3 + 84/25*z + 1
*
[ 2 ] 
f(z) = -143/216*z^3 + 85/27*z + 1
*
[ 2 ] 
f(z) = -141/200*z^3 + 83/25*z + 1
*
[ 4/3 ] 
f(z) = -153/208*z^3 + 81/52*z + 1
*
[ 6/5 ] 
f(z) = -157/216*z^3 + 91/75*z + 1
*
[ 6/5 ] 
f(z) = -151/216*z^3 + 88/75*z + 1
*
[ 30/31 ] 
f(z) = -155/216*z^3 + 99/155*z + 1
*
[ -2 ] 
f(z) = -159/200*z^3 + 117/25*z + 1
*
[ -2 ] 
f(z) = -157/200*z^3 + 116/25*z + 1
*
[ -2 ] 
f(z) = -157/216*z^3 + 119/27*z + 1
*
[ -3/2 ] 
f(z) = -155/216*z^3 + 105/32*z + 1
*
[ -12/5 ] 
f(z) = -155/216*z^3 + 111/20*z + 1
*
[ -2 ] 
f(z) = -155/216*z^3 + 118/27*z + 1
*
[ -2 ] 
f(z) = -153/200*z^3 + 114/25*z + 1
*
[ -2 ] 
f(z) = -151/200*z^3 + 113/25*z + 1
*
[ -2 ] 
f(z) = -151/216*z^3 + 116/27*z + 1
*
[ -2 ] 
f(z) = -149/200*z^3 + 112/25*z + 1
*
[ -3/2 ] 
f(z) = -149/216*z^3 + 103/32*z + 1
*
[ -2 ] 
f(z) = -149/216*z^3 + 115/27*z + 1
*
[ -2 ] 
f(z) = -147/200*z^3 + 111/25*z + 1
*
[ -2/7 ] 
f(z) = -147/200*z^3 + 114/25*z + 1
*
[ -2 ] 
f(z) = -145/216*z^3 + 113/27*z + 1
*
[ -2 ] 
f(z) = -143/200*z^3 + 109/25*z + 1
*
[ -6/11 ] 
f(z) = -143/216*z^3 + 100/33*z + 1
*
[ -3/2 ] 
f(z) = -143/216*z^3 + 101/32*z + 1
*
[ -2 ] 
f(z) = -143/216*z^3 + 112/27*z + 1
*
[ -2 ] 
f(z) = -141/200*z^3 + 108/25*z + 1
*
[ -3/5 ] 
f(z) = -155/216*z^3 + 117/40*z + 1
*
[ 5/3 ] 
f(z) = -153/200*z^3 + 101/40*z + 1
*
[ -5/7 ] 
f(z) = -147/200*z^3 + 111/40*z + 1
*
-2 | 0.10472391234309133035726277791167786937 | 0.016985695831016176337963088252488594160
f(z) = -145/208*z^3 + 119/52*z + 1
*
3/5 | 0.22243436895684167945711510449841839807 | 0.028047729890306449838101098968262477775
f(z) = -145/216*z^3 + 103/40*z + 1
*
[ -12/11 ] 
f(z) = -143/216*z^3 + 119/44*z + 1
*
-2 | 0.10393803710078802303246206862906794130 | 0.016952242308952763445023478804631107314
f(z) = -141/208*z^3 + 115/52*z + 1
*
[ 8/7 ] 
f(z) = -147/208*z^3 + 109/104*z + 1
*
5/21 | 0.17883099969037607717203452157454591863 | 0.027955755234005858735644923634404580144
f(z) = -147/200*z^3 + 101/120*z + 1
*
[ 12/11 ] 
f(z) = -143/216*z^3 + 115/132*z + 1
*
[ 30/29 ] 
f(z) = -145/216*z^3 + 109/145*z + 1
*
[ 11/12 ] 
f(z) = -144/209*z^3 + 102/209*z + 1
*
[ 10/3 ] 
f(z) = -147/200*z^3 + 133/15*z + 1
*
[ 10/3 ] 
f(z) = -141/200*z^3 + 128/15*z + 1
*
[ -10/3 ] 
f(z) = -141/200*z^3 + 137/15*z + 1
*
[ 20/7 ] 
f(z) = -147/200*z^3 + 133/20*z + 1
*
-2 | 0.10704317580853754336457003781619461684 | 0.017054206757211452862121656709784896341
f(z) = -159/208*z^3 + 133/52*z + 1
*
-2 | 0.10674240036997296182548414583039507471 | 0.017047439452368681767678098344845451731
f(z) = -157/208*z^3 + 131/52*z + 1
*
-2 | 0.10643300109243942628710439302844569287 | 0.017039894623740657121171130601126046845
f(z) = -155/208*z^3 + 129/52*z + 1
*
[ -6/7 ] 
f(z) = -155/216*z^3 + 132/49*z + 1
*
[ -10/9 ] 
f(z) = -153/200*z^3 + 128/45*z + 1
*
-2 | 0.10611419783788837847601957789173596262 | 0.017031460366378326695908923669813475441
f(z) = -153/208*z^3 + 127/52*z + 1
*
-2 | 0.10578507810256867337872573608039634768 | 0.017022003065555514332822034835429278414
f(z) = -151/208*z^3 + 125/52*z + 1
*
-2 | 0.10544456330184446986334522502652085956 | 0.017011361678356312109866510639365685197
f(z) = -149/208*z^3 + 123/52*z + 1
*
[ -6/7 ] 
f(z) = -149/216*z^3 + 131/49*z + 1
*
-2 | 0.10509136313984937337337607602003420934 | 0.016999339984100035157848592915616902675
f(z) = -147/208*z^3 + 121/52*z + 1
*
-2/7 | 0.14460575821248916955318556391647535852 | 0.023038708261516511992258957308925795592
f(z) = -147/208*z^3 + 133/52*z + 1
*
[ -6/7 ] 
f(z) = -143/216*z^3 + 130/49*z + 1
*
[ 3/2 ] 
f(z) = -152/207*z^3 + 137/69*z + 1
*
[ 3/2 ] 
f(z) = -148/207*z^3 + 134/69*z + 1
*
[ 10/9 ] 
f(z) = -147/200*z^3 + 136/135*z + 1
*
[ 10/9 ] 
f(z) = -141/200*z^3 + 131/135*z + 1
*
-2/3 | 0.14250617620117461072979625553571223683 | 0.022141523743995118435819752385409046332
f(z) = -159/208*z^3 + 131/156*z + 1
*
-2/3 | 0.14439897148294133758213555726014638237 | 0.022435611851549115621956774119671197837
f(z) = -141/208*z^3 + 125/156*z + 1
*
[ 10/3 ] 
f(z) = -159/200*z^3 + 143/15*z + 1
*
[ -10/3 ] 
f(z) = -159/200*z^3 + 152/15*z + 1
*
[ -10/3 ] 
f(z) = -147/200*z^3 + 142/15*z + 1
*
[ -20/7 ] 
f(z) = -147/200*z^3 + 147/20*z + 1
*
[ -5/3 ] 
f(z) = -153/200*z^3 + 149/40*z + 1
*
[ -2/3 ] 
f(z) = -153/208*z^3 + 147/52*z + 1
*
[ -4/3 ] 
f(z) = -153/208*z^3 + 159/52*z + 1
*
[ -4/7 ] 
f(z) = -147/208*z^3 + 155/52*z + 1
*
[ -10/11 ] 
f(z) = -143/200*z^3 + 148/55*z + 1
*
[ 3/2 ] 
f(z) = -160/207*z^3 + 143/69*z + 1
*
[ 10/9 ] 
f(z) = -159/200*z^3 + 146/135*z + 1
*
-4/3 | 0.15961193172465192507500194728346033158 | 0.024799285689325644864456427511489882093
f(z) = -141/208*z^3 + 149/156*z + 1
*
[ 3 ] 
f(z) = -157/216*z^3 + 173/24*z + 1
*
[ 3 ] 
f(z) = -151/216*z^3 + 167/24*z + 1
*
[ 3 ] 
f(z) = -145/216*z^3 + 161/24*z + 1
*
[ -6/29 ] 
f(z) = -145/216*z^3 + 170/29*z + 1
*
[ -3 ] 
f(z) = -143/216*z^3 + 175/24*z + 1
*
[ 2 ] 
f(z) = -153/208*z^3 + 179/52*z + 1
*
[ 2 ] 
f(z) = -151/208*z^3 + 177/52*z + 1
*
[ 2 ] 
f(z) = -149/208*z^3 + 175/52*z + 1
*
[ 2 ] 
f(z) = -147/208*z^3 + 173/52*z + 1
*
[ 2 ] 
f(z) = -145/208*z^3 + 171/52*z + 1
*
[ 2 ] 
f(z) = -141/208*z^3 + 167/52*z + 1
*
[ -20/21 ] 
f(z) = -147/200*z^3 + 163/60*z + 1
*
[ -10/13 ] 
f(z) = -143/200*z^3 + 177/65*z + 1
*
[ 3/2 ] 
f(z) = -143/216*z^3 + 175/96*z + 1
*
[ 4/3 ] 
f(z) = -153/200*z^3 + 161/100*z + 1
*
5/3 | 0.18120451627562801402424510158540485583 | 0.026794582881052864678668410413178957738
f(z) = -147/200*z^3 + 173/120*z + 1
*
5/3 | 0.20022089983008467546230359600126703876 | 0.029869503353872268984612182039361582511
f(z) = -141/200*z^3 + 163/120*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.029641395809252914285982623847501917552
f(z) = -159/208*z^3 + 173/156*z + 1
*
[ -3 ] 
f(z) = -155/216*z^3 + 187/24*z + 1
*
[ -6/31 ] 
f(z) = -155/216*z^3 + 192/31*z + 1
*
[ -3 ] 
f(z) = -149/216*z^3 + 181/24*z + 1
*
[ 2 ] 
f(z) = -159/208*z^3 + 185/52*z + 1
*
[ 2 ] 
f(z) = -157/208*z^3 + 183/52*z + 1
*
[ 2 ] 
f(z) = -155/208*z^3 + 181/52*z + 1
*
[ -3/4 ] 
f(z) = -160/207*z^3 + 191/69*z + 1
*
[ 3/2 ] 
f(z) = -155/216*z^3 + 187/96*z + 1
*
[ 3/2 ] 
f(z) = -149/216*z^3 + 181/96*z + 1
*
[ 18/13 ] 
f(z) = -143/216*z^3 + 181/117*z + 1
*
5/3 | 0.18881160279697933767146242291886756034 | 0.027474983005655951334387937276089390310
f(z) = -159/200*z^3 + 193/120*z + 1
*
5/7 | 0.12379013968434546928306414671649860670 | 0.017959752752109573299965245689645349637
f(z) = -147/200*z^3 + 197/120*z + 1
*
-5/3 | 0.18215533545335084709614802630619796497 | 0.026628769305702279450215333555623456886
f(z) = -141/200*z^3 + 187/120*z + 1
*
-4/5 | 0.14581025716036261549132349136707105763 | 0.020989025631502472638369906135089276875
f(z) = -155/208*z^3 + 189/260*z + 1
*
[ 30/7 ] 
f(z) = -147/200*z^3 + 214/15*z + 1
*
[ -2 ] 
f(z) = -141/208*z^3 + 219/52*z + 1
*
[ -2/3 ] 
f(z) = -159/200*z^3 + 214/75*z + 1
*
[ -6/5 ] 
f(z) = -149/216*z^3 + 212/75*z + 1
*
[ -6/7 ] 
f(z) = -147/200*z^3 + 203/75*z + 1
*
[ -2/3 ] 
f(z) = -147/200*z^3 + 212/75*z + 1
*
[ -6/5 ] 
f(z) = -143/216*z^3 + 209/75*z + 1
*
[ -2/3 ] 
f(z) = -141/200*z^3 + 211/75*z + 1
*
[ 18/11 ] 
f(z) = -143/216*z^3 + 214/99*z + 1
*
-2/5 | 0.21072575252106638781588450778288920234 | 0.028232521749300143748073114677994085274
f(z) = -155/216*z^3 + 218/135*z + 1
*
-2/5 | 0.19085584751894622602427541819404450740 | 0.025586161213460956498968895890670392085
f(z) = -145/216*z^3 + 217/135*z + 1
*
[ 8/7 ] 
f(z) = -147/200*z^3 + 217/200*z + 1
*
[ -30/7 ] 
f(z) = -147/200*z^3 + 221/15*z + 1
*
[ -2 ] 
f(z) = -159/208*z^3 + 237/52*z + 1
*
[ -2 ] 
f(z) = -157/208*z^3 + 235/52*z + 1
*
[ -2 ] 
f(z) = -155/208*z^3 + 233/52*z + 1
*
3 | 0.11564503348650091949110667039910549503 | 0.013195617587962447769404274391236920661
f(z) = -155/216*z^3 + 237/40*z + 1
*
[ -2 ] 
f(z) = -153/208*z^3 + 231/52*z + 1
*
[ -2 ] 
f(z) = -151/208*z^3 + 229/52*z + 1
*
[ -2 ] 
f(z) = -149/208*z^3 + 227/52*z + 1
*
[ -2 ] 
f(z) = -147/208*z^3 + 225/52*z + 1
*
[ -2/7 ] 
f(z) = -147/208*z^3 + 237/52*z + 1
*
[ -2 ] 
f(z) = -145/208*z^3 + 223/52*z + 1
*
[ -3/2 ] 
f(z) = -160/207*z^3 + 235/69*z + 1
*
[ -3/2 ] 
f(z) = -152/207*z^3 + 229/69*z + 1
*
[ -3/2 ] 
f(z) = -148/207*z^3 + 226/69*z + 1
*
-3/11 | 0.23749111749222600219237238938810284311 | 0.027072843630235441720997803150953084251
f(z) = -143/216*z^3 + 239/88*z + 1
*
0 | 0.17807267351042489632942029102613909922 | 0.028982306869340821259345797346409096937
f(z) = -151/210*z^3 + 233/105*z + 1
*
-2 | 0.084538668561394557010047215069608058502 | 0.013702431519088004456785606966653142826
f(z) = -145/204*z^3 + 239/102*z + 1
*
-2 | 0.10454734189943452483621624997184968807 | 0.016968645338600839838483150379799648423
f(z) = -145/212*z^3 + 237/106*z + 1
*
-2 | 0.084170207522452582661669800595597995709 | 0.013680133966310798079722572597107321478
f(z) = -143/204*z^3 + 235/102*z + 1
*
-2 | 0.10414544244901836756755066371073995514 | 0.016950243474184823010106491833339101763
f(z) = -143/212*z^3 + 233/106*z + 1
*
-2 | 0.10372134052259328304989152377457820685 | 0.016928930160859829755569463919929907708
f(z) = -141/212*z^3 + 229/106*z + 1
*
[ 4/3 ] 
f(z) = -147/208*z^3 + 235/156*z + 1
*
[ 4/3 ] 
f(z) = -141/208*z^3 + 227/156*z + 1
*
[ 7/6 ] 
f(z) = -144/203*z^3 + 225/203*z + 1
*
[ 7/6 ] 
f(z) = -144/217*z^3 + 227/217*z + 1
*
50/21 | 0.19166422699548881489168338206901775534 | 0.025242657878973372294884149687429298909
f(z) = -147/200*z^3 + 248/75*z + 1
*
[ -10/17 ] 
f(z) = -153/200*z^3 + 252/85*z + 1
*
-2 | 0.086195450967036817539881839413742805426 | 0.013791326785460281008810695290037293014
f(z) = -155/204*z^3 + 259/102*z + 1
*
-2 | 0.10631614516777913806864446582873097301 | 0.017031775482325185327336102682440207567
f(z) = -155/212*z^3 + 257/106*z + 1
*
-2 | 0.10598831670677112701328808203465532502 | 0.017022033649871672962482690063186086164
f(z) = -153/212*z^3 + 253/106*z + 1
*
-2 | 0.085565343773076360051821801446066839618 | 0.013759582884599120635428928785316035059
f(z) = -151/204*z^3 + 251/102*z + 1
*
-2 | 0.10564899739561884724762340227765065275 | 0.017011077204351677730681233708505503859
f(z) = -151/212*z^3 + 249/106*z + 1
*
-2 | 0.085234844774856518294159873405573880361 | 0.013741935783948546681332686889553261534
f(z) = -149/204*z^3 + 247/102*z + 1
*
-2 | 0.10529686480372696830301405005457602549 | 0.016998704178279324847268236612220670288
f(z) = -149/212*z^3 + 245/106*z + 1
*
-2 | 0.10493031009035294069148624344559661429 | 0.016984664825909998750265273567560339590
f(z) = -147/212*z^3 + 241/106*z + 1
*
[ 3/2 ] 
f(z) = -142/207*z^3 + 259/138*z + 1
*
[ 4/3 ] 
f(z) = -159/208*z^3 + 251/156*z + 1
*
-6/7 | 0.19322487999713246285047275526727266577 | 0.027798882064070150118290684116450766573
f(z) = -147/208*z^3 + 261/52*z + 1
*
-50/21 | 0.21775316637145689660644390393216390817 | 0.028374879756121607440797235492752774339
f(z) = -147/200*z^3 + 269/75*z + 1
*
[ 30/13 ] 
f(z) = -143/216*z^3 + 266/65*z + 1
*
-2 | 0.086498787494750783626925045174364303172 | 0.013806006217050487868298037760085039189
f(z) = -157/204*z^3 + 263/102*z + 1
*
-2 | 0.10663358558800667921490682007463936781 | 0.017040468208073594206708344590124536135
f(z) = -157/212*z^3 + 261/106*z + 1
*
[ 3/2 ] 
f(z) = -154/207*z^3 + 277/138*z + 1
*
[ 3/2 ] 
f(z) = -146/207*z^3 + 265/138*z + 1
*
-6/7 | 0.19021039952854257376086160200510649487 | 0.027335174277034566751385173390735352835
f(z) = -147/208*z^3 + 263/156*z + 1
*
[ 5/4 ] 
f(z) = -144/205*z^3 + 266/205*z + 1
*
[ 5/4 ] 
f(z) = -144/215*z^3 + 268/215*z + 1
*
[ 12/5 ] 
f(z) = -155/216*z^3 + 283/60*z + 1
*
[ -2/3 ] 
f(z) = -153/212*z^3 + 299/106*z + 1
*
[ -4/7 ] 
f(z) = -147/200*z^3 + 299/100*z + 1
*
[ -8/7 ] 
f(z) = -147/208*z^3 + 291/104*z + 1
*
[ 3/2 ] 
f(z) = -158/207*z^3 + 283/138*z + 1
*
[ 5/3 ] 
f(z) = -147/200*z^3 + 293/120*z + 1
*
[ 5/3 ] 
f(z) = -141/200*z^3 + 283/120*z + 1
*
44/21 | 0.20475472095253052536341830696807859196 | 0.029032017504055082948626122039277764030
f(z) = -147/208*z^3 + 289/156*z + 1
*
-10/7 | 0.20781091316361127541960238149417219365 | 0.029351714031844850389195607158397117667
f(z) = -147/208*z^3 + 297/260*z + 1
*
[ 2/3 ] 
f(z) = -153/226*z^3 - 45/226*z + 1
*
[ 2/3 ] 
f(z) = -153/230*z^3 - 47/230*z + 1
*
[ 2/3 ] 
f(z) = -157/232*z^3 - 52/261*z + 1
*
[ 2/3 ] 
f(z) = -155/232*z^3 - 53/261*z + 1
*
[ 2/3 ] 
f(z) = -151/232*z^3 - 55/261*z + 1
*
[ 2/3 ] 
f(z) = -149/232*z^3 - 56/261*z + 1
*
[ 2/3 ] 
f(z) = -143/232*z^3 - 59/261*z + 1
*
[ 2/3 ] 
f(z) = -153/220*z^3 - 21/110*z + 1
*
[ 2/3 ] 
f(z) = -153/236*z^3 - 25/118*z + 1
*
[ 2/3 ] 
f(z) = -159/224*z^3 - 31/168*z + 1
*
[ 2/3 ] 
f(z) = -141/224*z^3 - 37/168*z + 1
*
[ 2/3 ] 
f(z) = -153/232*z^3 - 6/29*z + 1
*
[ 2/3 ] 
f(z) = -153/224*z^3 - 11/56*z + 1
*
[ 2/3 ] 
f(z) = -159/232*z^3 - 17/87*z + 1
*
[ 2/3 ] 
f(z) = -147/232*z^3 - 19/87*z + 1
*
[ 2/3 ] 
f(z) = -141/232*z^3 - 20/87*z + 1
*
[ 5/7 ] 
f(z) = -147/220*z^3 - 13/220*z + 1
*
[ 5/7 ] 
f(z) = -147/230*z^3 - 17/230*z + 1
*
[ 5/7 ] 
f(z) = -147/235*z^3 - 19/235*z + 1
*
[ 3/4 ] 
f(z) = -152/225*z^3 + 7/150*z + 1
*
[ 3/4 ] 
f(z) = -160/231*z^3 + 13/231*z + 1
*
[ 3/4 ] 
f(z) = -160/237*z^3 + 11/237*z + 1
*
[ 6/7 ] 
f(z) = -147/232*z^3 + 26/87*z + 1
*
[ 4/5 ] 
f(z) = -155/224*z^3 + 27/140*z + 1
*
[ 4/5 ] 
f(z) = -145/224*z^3 + 23/140*z + 1
*
[ 4/3 ] 
f(z) = -153/224*z^3 + 41/28*z + 1
*
-2 | 0.10374138571939769939564302137882635610 | 0.016849397401269746922264229135742358740
f(z) = -147/232*z^3 + 59/29*z + 1
*
-2 | 0.10253420757668297368087787282179828496 | 0.016747134013345720055427154182175365699
f(z) = -143/232*z^3 + 57/29*z + 1
*
-2 | 0.10162082440447253334608326190470128327 | 0.016646071461501820229131259642168419437
f(z) = -141/232*z^3 + 56/29*z + 1
*
[ 5/6 ] 
f(z) = -144/235*z^3 + 53/235*z + 1
*
[ 15/19 ] 
f(z) = -152/225*z^3 + 44/285*z + 1
*
-2 | 0.10627404802470890835268459333955380075 | 0.016993437336820258434638325758304338130
f(z) = -159/232*z^3 + 65/29*z + 1
*
-2 | 0.10591030029195625479796493880823238160 | 0.016977362778918469124005608591121815054
f(z) = -157/232*z^3 + 64/29*z + 1
*
-2 | 0.10552873042726079359164219267196109534 | 0.016959009561479986756508883649625876930
f(z) = -155/232*z^3 + 63/29*z + 1
*
-2 | 0.10512626277663177249455880873939737744 | 0.016937883950467447307414107170249863044
f(z) = -153/232*z^3 + 62/29*z + 1
*
-2 | 0.10469873748885413744217202562869738817 | 0.016913312266747835093230512649080989097
f(z) = -151/232*z^3 + 61/29*z + 1
*
-2 | 0.10424020410821429290587137414567805422 | 0.016884323874183579407465567474912259604
f(z) = -149/232*z^3 + 60/29*z + 1
*
[ 2 ] 
f(z) = -159/232*z^3 + 94/29*z + 1
*
[ 2 ] 
f(z) = -157/232*z^3 + 93/29*z + 1
*
[ 2 ] 
f(z) = -155/232*z^3 + 92/29*z + 1
*
[ -4/3 ] 
f(z) = -153/224*z^3 + 83/28*z + 1
*
[ -2/3 ] 
f(z) = -153/232*z^3 + 81/29*z + 1
*
[ 2 ] 
f(z) = -153/232*z^3 + 91/29*z + 1
*
[ 2 ] 
f(z) = -151/232*z^3 + 90/29*z + 1
*
[ 2 ] 
f(z) = -149/232*z^3 + 89/29*z + 1
*
[ 2 ] 
f(z) = -147/232*z^3 + 88/29*z + 1
*
[ 2 ] 
f(z) = -143/232*z^3 + 86/29*z + 1
*
[ 2 ] 
f(z) = -141/232*z^3 + 85/29*z + 1
*
[ -2 ] 
f(z) = -151/232*z^3 + 119/29*z + 1
*
[ -2 ] 
f(z) = -149/232*z^3 + 118/29*z + 1
*
[ -2 ] 
f(z) = -147/232*z^3 + 117/29*z + 1
*
[ -2 ] 
f(z) = -143/232*z^3 + 115/29*z + 1
*
[ -2 ] 
f(z) = -141/232*z^3 + 114/29*z + 1
*
-2 | 0.10386475156524975959139164651855519125 | 0.016892784766282697528378203039118923443
f(z) = -145/224*z^3 + 117/56*z + 1
*
-2 | 0.10337340037836414867105089506144210393 | 0.016860150339525048998657236202516012297
f(z) = -143/224*z^3 + 115/56*z + 1
*
-2 | 0.10283223809375826882831086262106779666 | 0.016820016983051635030395075130366843602
f(z) = -141/224*z^3 + 113/56*z + 1
*
[ 5/4 ] 
f(z) = -152/225*z^3 + 113/90*z + 1
*
[ 4/3 ] 
f(z) = -141/224*z^3 + 115/84*z + 1
*
[ -2 ] 
f(z) = -159/232*z^3 + 123/29*z + 1
*
[ -2 ] 
f(z) = -157/232*z^3 + 122/29*z + 1
*
[ -2 ] 
f(z) = -155/232*z^3 + 121/29*z + 1
*
[ -2 ] 
f(z) = -153/232*z^3 + 120/29*z + 1
*
[ -2/7 ] 
f(z) = -147/232*z^3 + 132/29*z + 1
*
-2 | 0.10657873416846278757333823543267562171 | 0.017021300920248612169058655474168597232
f(z) = -159/224*z^3 + 131/56*z + 1
*
-2 | 0.10624245132051474031919279507223309009 | 0.017009387656908495559557649414985849405
f(z) = -157/224*z^3 + 129/56*z + 1
*
-2 | 0.10589291842844318560817791770154543187 | 0.016995944746709609989595562786449160252
f(z) = -155/224*z^3 + 127/56*z + 1
*
-2 | 0.10552837978820530633055029972572488009 | 0.016980697433680104616282698301579537588
f(z) = -153/224*z^3 + 125/56*z + 1
*
-2 | 0.10514663616698774029187486690738371988 | 0.016963297121150681301670383571980600390
f(z) = -151/224*z^3 + 123/56*z + 1
*
-2 | 0.10474486274336410308657701155876925302 | 0.016943290867707471701709423157523684217
f(z) = -149/224*z^3 + 121/56*z + 1
*
[ 3/2 ] 
f(z) = -152/225*z^3 + 139/75*z + 1
*
[ 3/2 ] 
f(z) = -148/225*z^3 + 136/75*z + 1
*
[ 4/3 ] 
f(z) = -159/224*z^3 + 127/84*z + 1
*
[ -2/3 ] 
f(z) = -153/224*z^3 + 157/56*z + 1
*
-4/3 | 0.19298679825505574666023386759942585917 | 0.027045299053836836238707435298187136152
f(z) = -141/224*z^3 + 157/84*z + 1
*
[ 2 ] 
f(z) = -151/224*z^3 + 179/56*z + 1
*
[ 2 ] 
f(z) = -149/224*z^3 + 177/56*z + 1
*
[ 2 ] 
f(z) = -145/224*z^3 + 173/56*z + 1
*
[ 2 ] 
f(z) = -143/224*z^3 + 171/56*z + 1
*
[ 2 ] 
f(z) = -141/224*z^3 + 169/56*z + 1
*
[ 4/3 ] 
f(z) = -153/232*z^3 + 165/116*z + 1
*
[ 15/14 ] 
f(z) = -154/225*z^3 + 179/210*z + 1
*
-5/7 | 0.13652941060465310945622842352682344962 | 0.025313095765573603831015786830689791195
f(z) = -147/220*z^3 + 163/220*z + 1
*
[ 2 ] 
f(z) = -159/224*z^3 + 187/56*z + 1
*
[ 2 ] 
f(z) = -157/224*z^3 + 185/56*z + 1
*
[ 2 ] 
f(z) = -155/224*z^3 + 183/56*z + 1
*
[ 2 ] 
f(z) = -153/224*z^3 + 181/56*z + 1
*
[ 10/7 ] 
f(z) = -147/220*z^3 + 183/110*z + 1
*
[ 15/13 ] 
f(z) = -143/225*z^3 + 191/195*z + 1
*
[ 13/12 ] 
f(z) = -144/221*z^3 + 186/221*z + 1
*
[ 5/2 ] 
f(z) = -152/225*z^3 + 217/45*z + 1
*
[ 5/2 ] 
f(z) = -148/225*z^3 + 212/45*z + 1
*
[ -2 ] 
f(z) = -155/224*z^3 + 239/56*z + 1
*
[ -2 ] 
f(z) = -151/224*z^3 + 235/56*z + 1
*
[ -2 ] 
f(z) = -149/224*z^3 + 233/56*z + 1
*
[ -2 ] 
f(z) = -145/224*z^3 + 229/56*z + 1
*
[ -2 ] 
f(z) = -143/224*z^3 + 227/56*z + 1
*
[ -2 ] 
f(z) = -141/224*z^3 + 225/56*z + 1
*
[ -3/2 ] 
f(z) = -152/225*z^3 + 239/75*z + 1
*
[ -3/2 ] 
f(z) = -148/225*z^3 + 236/75*z + 1
*
[ -6/7 ] 
f(z) = -147/232*z^3 + 229/87*z + 1
*
-2 | 0.10391843086365314575526005047089259997 | 0.016843596033762744015651167729082493574
f(z) = -149/236*z^3 + 239/118*z + 1
*
-2 | 0.10454877275616210603333762490479430863 | 0.016945764860912461311198537805552740645
f(z) = -147/220*z^3 + 239/110*z + 1
*
-2 | 0.10335342209017511292281076167615735914 | 0.016797970465893214078958479656311872835
f(z) = -147/236*z^3 + 235/118*z + 1
*
-2 | 0.083215020470243786167912303874125373317 | 0.013543702196765703361634442082532870346
f(z) = -145/228*z^3 + 233/114*z + 1
*
-2 | 0.10267840701317061014657372765600041811 | 0.016734955759724310950704844030270775441
f(z) = -145/236*z^3 + 231/118*z + 1
*
-2 | 0.082668154135736173112984676001081966923 | 0.013492723877650120072421519454298087615
f(z) = -143/228*z^3 + 229/114*z + 1
*
-2 | 0.10160797297812847470803198171733199227 | 0.016607773575525626480052530627071770539
f(z) = -143/236*z^3 + 227/118*z + 1
*
-2 | 0.10318253158135581215623371813846106152 | 0.016865134410481210017743973366286369597
f(z) = -141/220*z^3 + 227/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016586357411677912165743753001209979553
f(z) = -141/236*z^3 + 223/118*z + 1
*
[ 10/7 ] 
f(z) = -147/232*z^3 + 231/145*z + 1
*
[ 15/11 ] 
f(z) = -143/225*z^3 + 239/165*z + 1
*
[ 5/4 ] 
f(z) = -148/225*z^3 + 221/180*z + 1
*
[ 8/7 ] 
f(z) = -147/232*z^3 + 221/232*z + 1
*
[ -2 ] 
f(z) = -159/224*z^3 + 243/56*z + 1
*
[ -2 ] 
f(z) = -157/224*z^3 + 241/56*z + 1
*
[ -5/2 ] 
f(z) = -152/225*z^3 + 253/45*z + 1
*
[ -5/2 ] 
f(z) = -148/225*z^3 + 248/45*z + 1
*
[ -4/3 ] 
f(z) = -159/224*z^3 + 253/84*z + 1
*
[ -2/3 ] 
f(z) = -159/232*z^3 + 244/87*z + 1
*
[ -5/4 ] 
f(z) = -152/225*z^3 + 257/90*z + 1
*
[ -2/3 ] 
f(z) = -147/232*z^3 + 242/87*z + 1
*
[ -4/3 ] 
f(z) = -141/224*z^3 + 241/84*z + 1
*
[ -2/3 ] 
f(z) = -141/232*z^3 + 241/87*z + 1
*
-2 | 0.10609644378987257245183523713739549537 | 0.016975498250376544169938351241445777310
f(z) = -159/236*z^3 + 259/118*z + 1
*
-2 | 0.10638506457304569463120975449257444394 | 0.017021677758612288854720166406005750895
f(z) = -157/220*z^3 + 259/110*z + 1
*
-2 | 0.085741418489223192112332443899920366946 | 0.013735718003507068173887431848233398127
f(z) = -157/228*z^3 + 257/114*z + 1
*
-2 | 0.10571476422506910934430372271490190231 | 0.016956656992291429592582227391709756571
f(z) = -157/236*z^3 + 255/118*z + 1
*
-2 | 0.085377330435258170586215858520173939449 | 0.013711848973183407820700532028268775042
f(z) = -155/228*z^3 + 253/114*z + 1
*
-2 | 0.10531170418861360298647719701333640008 | 0.016934953552510167632386624450243403906
f(z) = -155/236*z^3 + 251/118*z + 1
*
-2 | 0.10569755912654715993658419204083402982 | 0.016997002073159005348209557896211454976
f(z) = -153/220*z^3 + 251/110*z + 1
*
-2 | 0.10488286412765727264961148836747584403 | 0.016909675702301917834352146539854375250
f(z) = -153/236*z^3 + 247/118*z + 1
*
-2 | 0.10533245953785403287061713877879471310 | 0.016982161447679897669646438084063824295
f(z) = -151/220*z^3 + 247/110*z + 1
*
-2 | 0.084593698190769039804597284688138890007 | 0.013656467868933440617576709339897386593
f(z) = -151/228*z^3 + 245/114*z + 1
*
-2 | 0.10442184912401476251138091763504875069 | 0.016879781377010088688581711749430907056
f(z) = -151/236*z^3 + 243/118*z + 1
*
-2 | 0.10495043553424681222999720868861647843 | 0.016965227316901260409639373982357124960
f(z) = -149/220*z^3 + 243/110*z + 1
*
-2 | 0.084167264195032804923106728467542487245 | 0.013623830620871076876175111135797250688
f(z) = -149/228*z^3 + 241/114*z + 1
*
[ 15/11 ] 
f(z) = -154/225*z^3 + 254/165*z + 1
*
-2 | 0.10671056620614006818801797195673058931 | 0.017031992969339045247888089966471186821
f(z) = -159/220*z^3 + 263/110*z + 1
*
[ 3/2 ] 
f(z) = -146/225*z^3 + 269/150*z + 1
*
[ 3/2 ] 
f(z) = -142/225*z^3 + 263/150*z + 1
*
[ 5/4 ] 
f(z) = -144/235*z^3 + 272/235*z + 1
*
-2/7 | 0.16350530908293486103360535725711214710 | 0.025824095603111952480684346747531851364
f(z) = -147/220*z^3 + 281/110*z + 1
*
[ 3/2 ] 
f(z) = -158/225*z^3 + 287/150*z + 1
*
[ 3/2 ] 
f(z) = -154/225*z^3 + 281/150*z + 1
*
[ 30/47 ] 
f(z) = -141/250*z^3 - 95/282*z + 1
*
[ 40/63 ] 
f(z) = -147/250*z^3 - 73/216*z + 1
*
[ 2/3 ] 
f(z) = -157/248*z^3 - 61/279*z + 1
*
[ 2/3 ] 
f(z) = -151/248*z^3 - 64/279*z + 1
*
[ 2/3 ] 
f(z) = -149/248*z^3 - 65/279*z + 1
*
[ 2/3 ] 
f(z) = -145/248*z^3 - 67/279*z + 1
*
[ 2/3 ] 
f(z) = -143/248*z^3 - 68/279*z + 1
*
[ 8/13 ] 
f(z) = -143/256*z^3 - 43/104*z + 1
*
[ 5/8 ] 
f(z) = -159/250*z^3 - 45/128*z + 1
*
[ 5/8 ] 
f(z) = -149/250*z^3 - 47/128*z + 1
*
[ 2/3 ] 
f(z) = -159/256*z^3 - 43/192*z + 1
*
[ 2/3 ] 
f(z) = -147/256*z^3 - 47/192*z + 1
*
[ 2/3 ] 
f(z) = -141/256*z^3 - 49/192*z + 1
*
[ 2/3 ] 
f(z) = -153/242*z^3 - 53/242*z + 1
*
[ 2/3 ] 
f(z) = -153/250*z^3 - 57/250*z + 1
*
[ 2/3 ] 
f(z) = -153/254*z^3 - 59/254*z + 1
*
[ 27/40 ] 
f(z) = -160/243*z^3 - 49/270*z + 1
*
[ 15/22 ] 
f(z) = -143/250*z^3 - 53/264*z + 1
*
[ 2/3 ] 
f(z) = -147/248*z^3 - 22/93*z + 1
*
[ 2/3 ] 
f(z) = -141/248*z^3 - 23/93*z + 1
*
[ 9/14 ] 
f(z) = -154/243*z^3 - 37/126*z + 1
*
[ 2/3 ] 
f(z) = -153/244*z^3 - 27/122*z + 1
*
[ 5/7 ] 
f(z) = -147/250*z^3 - 1/10*z + 1
*
[ 2/3 ] 
f(z) = -153/248*z^3 - 7/31*z + 1
*
-8/21 | 0.15403270679109895764827380476848368179 | 0.023184464436402604849024303216781364283
f(z) = -147/256*z^3 - 7/24*z + 1
*
[ 2/3 ] 
f(z) = -153/256*z^3 - 15/64*z + 1
*
[ 2/3 ] 
f(z) = -159/248*z^3 - 20/93*z + 1
*
[ 5/7 ] 
f(z) = -151/250*z^3 - 9/98*z + 1
*
[ 8/11 ] 
f(z) = -143/256*z^3 - 7/88*z + 1
*
[ 5/7 ] 
f(z) = -141/250*z^3 - 11/98*z + 1
*
[ 9/13 ] 
f(z) = -143/243*z^3 - 19/117*z + 1
*
[ 3/4 ] 
f(z) = -142/243*z^3 - 1/216*z + 1
*
[ 9/8 ] 
f(z) = -160/243*z^3 + 17/18*z + 1
*
[ 5/3 ] 
f(z) = -159/250*z^3 + 13/6*z + 1
*
[ 10/3 ] 
f(z) = -153/250*z^3 + 15/2*z + 1
*
-20/21 | 0.20493878106719512876953984706944108655 | 0.028023055537744264983344267415298308519
f(z) = -147/250*z^3 + 1/12*z + 1
*
[ 10/7 ] 
f(z) = -147/250*z^3 + 3/2*z + 1
*
-20/21 | 0.20493831523702297352267265506537518564 | 0.029667859812662730688230021661569674175
f(z) = -147/250*z^3 + 4/3*z + 1
*
-15/7 | 0.14151577151302612103471605366825607697 | 0.021982173158049765548353041029034161622
f(z) = -147/250*z^3 + 5/2*z + 1
*
5/21 | 0.089414903113224629897581340492200954225 | 0.012373694559379891148297428298525625864
f(z) = -147/250*z^3 + 11/6*z + 1
*
-10/21 | 0.11552605980778800216061038217185900698 | 0.017450873457687383848916429234592357332
f(z) = -147/250*z^3 + 11/15*z + 1
*
55/21 | 0.10222213389179364174050963374427668940 | 0.013342266209632446219022538167774420243
f(z) = -147/250*z^3 + 17/6*z + 1
*
5/7 | 0.089414737326637615831311934156019393028 | 0.014507572656860682395182166514237954723
f(z) = -147/250*z^3 + 19/10*z + 1
*
[ 8/7 ] 
f(z) = -147/256*z^3 + 7/8*z + 1
*
[ -5/3 ] 
f(z) = -141/250*z^3 + 19/6*z + 1
*
[ 3/4 ] 
f(z) = -160/243*z^3 + 1/27*z + 1
*
[ 5/6 ] 
f(z) = -147/250*z^3 + 5/24*z + 1
*
[ 10/13 ] 
f(z) = -143/250*z^3 + 1/26*z + 1
*
[ 9/10 ] 
f(z) = -160/243*z^3 + 19/45*z + 1
*
[ 5/6 ] 
f(z) = -153/250*z^3 + 9/40*z + 1
*
[ 3/4 ] 
f(z) = -152/243*z^3 + 1/54*z + 1
*
[ 16/21 ] 
f(z) = -147/256*z^3 + 1/48*z + 1
*
[ 5/6 ] 
f(z) = -157/250*z^3 + 17/72*z + 1
*
[ 4/5 ] 
f(z) = -155/256*z^3 + 11/80*z + 1
*
[ 11/14 ] 
f(z) = -147/242*z^3 + 9/88*z + 1
*
[ 4/5 ] 
f(z) = -145/256*z^3 + 9/80*z + 1
*
[ 9/11 ] 
f(z) = -143/243*z^3 + 17/99*z + 1
*
[ 3/4 ] 
f(z) = -148/243*z^3 + 1/108*z + 1
*
[ 3/4 ] 
f(z) = -158/243*z^3 + 7/216*z + 1
*
[ 3/4 ] 
f(z) = -154/243*z^3 + 5/216*z + 1
*
[ 3/4 ] 
f(z) = -146/243*z^3 + 1/216*z + 1
*
[ 3/4 ] 
f(z) = -160/249*z^3 + 7/249*z + 1
*
[ 9/4 ] 
f(z) = -160/243*z^3 + 35/9*z + 1
*
[ 5 ] 
f(z) = -157/250*z^3 + 33/2*z + 1
*
[ -5/6 ] 
f(z) = -153/250*z^3 + 21/8*z + 1
*
[ 5/3 ] 
f(z) = -153/250*z^3 + 21/10*z + 1
*
[ -5 ] 
f(z) = -153/250*z^3 + 33/2*z + 1
*
[ -5/3 ] 
f(z) = -153/250*z^3 + 33/10*z + 1
*
[ 4/3 ] 
f(z) = -153/256*z^3 + 21/16*z + 1
*
[ 8/3 ] 
f(z) = -153/256*z^3 + 39/8*z + 1
*
[ 5/2 ] 
f(z) = -151/250*z^3 + 35/8*z + 1
*
[ 5/3 ] 
f(z) = -149/250*z^3 + 37/18*z + 1
*
-20/21 | 0.089574576125740275579657552642617214162 | 0.011247706706613117733469342890400765183
f(z) = -147/250*z^3 + 23/6*z + 1
*
10/21 | 0.20493943229121838341893805469380416306 | 0.029079663923367991313830165577263765357
f(z) = -147/250*z^3 + 23/15*z + 1
*
[ -15/7 ] 
f(z) = -147/250*z^3 + 25/6*z + 1
*
20/21 | 0.14532893587914089183992311900647734726 | 0.020268690779627008351582193214367216695
f(z) = -147/250*z^3 + 26/15*z + 1
*
[ -5/7 ] 
f(z) = -147/250*z^3 + 27/10*z + 1
*
[ -10/7 ] 
f(z) = -147/250*z^3 + 29/10*z + 1
*
[ 5 ] 
f(z) = -147/250*z^3 + 31/2*z + 1
*
[ -5/14 ] 
f(z) = -147/250*z^3 + 31/8*z + 1
*
[ -20/21 ] 
f(z) = -147/250*z^3 + 31/12*z + 1
*
-10/7 | 0.17058659442629313066306617008154411568 | 0.024785781947912228271254193604490650677
f(z) = -147/250*z^3 + 39/10*z + 1
*
[ -8/7 ] 
f(z) = -147/256*z^3 + 21/8*z + 1
*
[ -5 ] 
f(z) = -143/250*z^3 + 31/2*z + 1
*
[ 5/2 ] 
f(z) = -141/250*z^3 + 33/8*z + 1
*
[ 5/4 ] 
f(z) = -153/250*z^3 + 37/32*z + 1
*
-5/7 | 0.089415199867552956812151925804180601338 | 0.013440108337273861364047837342352040764
f(z) = -147/250*z^3 + 31/30*z + 1
*
40/21 | 0.10268950481048686148769706704839035532 | 0.015456465200597938878432288902114128591
f(z) = -147/256*z^3 + 23/24*z + 1
*
[ 7/6 ] 
f(z) = -144/245*z^3 + 33/35*z + 1
*
[ 5/4 ] 
f(z) = -143/250*z^3 + 35/32*z + 1
*
-20/21 | 0.077017420085585460768453973167775786695 | 0.011592392772655736757058314657545227859
f(z) = -147/256*z^3 + 37/48*z + 1
*
[ 8/9 ] 
f(z) = -153/256*z^3 + 25/72*z + 1
*
[ 20/21 ] 
f(z) = -147/250*z^3 + 29/60*z + 1
*
[ 9/11 ] 
f(z) = -154/243*z^3 + 20/99*z + 1
*
[ 6/7 ] 
f(z) = -147/248*z^3 + 25/93*z + 1
*
[ 15/17 ] 
f(z) = -153/250*z^3 + 35/102*z + 1
*
[ 5/6 ] 
f(z) = -159/250*z^3 + 29/120*z + 1
*
[ 5/6 ] 
f(z) = -141/250*z^3 + 23/120*z + 1
*
[ -9/4 ] 
f(z) = -160/243*z^3 + 43/9*z + 1
*
9/4 | 0.18328708687406533091083958521090758313 | 0.025972244066371220650091369033769107309
f(z) = -160/243*z^3 + 43/18*z + 1
*
[ -9/8 ] 
f(z) = -160/243*z^3 + 49/18*z + 1
*
[ -5/2 ] 
f(z) = -159/250*z^3 + 43/8*z + 1
*
[ -8/3 ] 
f(z) = -153/256*z^3 + 45/8*z + 1
*
[ -4/3 ] 
f(z) = -153/256*z^3 + 45/16*z + 1
*
[ -5/3 ] 
f(z) = -151/250*z^3 + 59/18*z + 1
*
[ -5/2 ] 
f(z) = -149/250*z^3 + 41/8*z + 1
*
-10/21 | 0.14532893587914089183992311900647734726 | 0.019058045241641776508985342520232551235
f(z) = -147/250*z^3 + 41/15*z + 1
*
[ -10/3 ] 
f(z) = -147/250*z^3 + 47/6*z + 1
*
-20/7 | 0.10813812692568304481812262709335956411 | 0.015207811591923520361507794815916125173
f(z) = -147/250*z^3 + 49/10*z + 1
*
-40/7 | 0.17736545577264425258956295589196548189 | 0.018510460666046417172108177981978839768
f(z) = -147/250*z^3 + 58/3*z + 1
*
[ -4/7 ] 
f(z) = -147/256*z^3 + 47/16*z + 1
*
[ 16/7 ] 
f(z) = -147/256*z^3 + 57/16*z + 1
*
[ 3/2 ] 
f(z) = -160/243*z^3 + 49/27*z + 1
*
[ 3/2 ] 
f(z) = -152/243*z^3 + 47/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016582894399253557914888399972173445686
f(z) = -149/248*z^3 + 59/31*z + 1
*
[ 3/2 ] 
f(z) = -148/243*z^3 + 46/27*z + 1
*
[ 11/7 ] 
f(z) = -147/242*z^3 + 41/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016629063863972494043783739897292728995
f(z) = -147/248*z^3 + 58/31*z + 1
*
8/21 | 0.15407209568100799853907699512797829475 | 0.020425097779109328733866619845358792251
f(z) = -147/256*z^3 + 59/24*z + 1
*
-2 | 0.10210080938625258753732197292755933697 | 0.016676346149004436865603130222351784699
f(z) = -145/248*z^3 + 57/31*z + 1
*
-2 | 0.10210152343956627760166735382021365443 | 0.016724812709041761120981674292323868950
f(z) = -143/248*z^3 + 56/31*z + 1
*
-2 | 0.10210074929376807953681057769312636525 | 0.016774195509870898107175091229317866659
f(z) = -141/248*z^3 + 55/31*z + 1
*
[ 5/3 ] 
f(z) = -141/250*z^3 + 59/30*z + 1
*
-15/14 | 0.15359371692943111944679914083033662421 | 0.021479531461399106121368551275017783459
f(z) = -147/250*z^3 + 51/40*z + 1
*
[ 10/9 ] 
f(z) = -141/250*z^3 + 43/54*z + 1
*
[ 4/3 ] 
f(z) = -141/256*z^3 + 59/48*z + 1
*
[ 22/21 ] 
f(z) = -147/242*z^3 + 47/66*z + 1
*
[ 10/11 ] 
f(z) = -143/250*z^3 + 41/110*z + 1
*
[ 7/8 ] 
f(z) = -144/245*z^3 + 43/140*z + 1
*
[ 6/7 ] 
f(z) = -147/256*z^3 + 49/192*z + 1
*
[ 5/6 ] 
f(z) = -144/245*z^3 + 51/245*z + 1
*
[ 9/4 ] 
f(z) = -152/243*z^3 + 67/18*z + 1
*
[ -16/7 ] 
f(z) = -147/256*z^3 + 71/16*z + 1
*
[ -3/4 ] 
f(z) = -160/243*z^3 + 73/27*z + 1
*
-2 | 0.10541338185381733678742243931815063681 | 0.016897707027092990662591800121364026921
f(z) = -159/248*z^3 + 64/31*z + 1
*
-2 | 0.10494251948626742243521231557507182850 | 0.016864802449226292845625817387841594962
f(z) = -157/248*z^3 + 63/31*z + 1
*
-2 | 0.10381574993269614092682971483315052386 | 0.016770672110589862482012836385195311971
f(z) = -153/248*z^3 + 61/31*z + 1
*
-80/51 | 0.25191304187463575353949808763361220857 | 0.027544117616274065458276169042026906678
f(z) = -153/250*z^3 + 75/34*z + 1
*
-2 | 0.10301035882835063595977739990083943548 | 0.016685119486605853957483126835376956704
f(z) = -151/248*z^3 + 60/31*z + 1
*
[ -11/7 ] 
f(z) = -147/242*z^3 + 69/22*z + 1
*
[ 5/3 ] 
f(z) = -147/250*z^3 + 61/30*z + 1
*
-10/7 | 0.093671755073353940580690836696512884639 | 0.012618157396500153153892095167079208410
f(z) = -147/250*z^3 + 67/30*z + 1
*
-20/21 | 0.11936471415741736712844693632452967988 | 0.013013864308365708602987939360114029539
f(z) = -147/250*z^3 + 77/24*z + 1
*
15/7 | 0.17114838417138117107605439054712641449 | 0.022630648917745548226328351574900691848
f(z) = -147/250*z^3 + 77/30*z + 1
*
-40/21 | 0.23105078251910047614651152281059533843 | 0.029585704577772315427588049161276751270
f(z) = -147/256*z^3 + 77/24*z + 1
*
[ 7/4 ] 
f(z) = -144/245*z^3 + 78/35*z + 1
*
[ -5/11 ] 
f(z) = -143/250*z^3 + 73/22*z + 1
*
-8/3 | 0.23104967836300067770675757378237877428 | 0.029488737670981988946833514619267876813
f(z) = -141/256*z^3 + 79/24*z + 1
*
[ 4/3 ] 
f(z) = -159/256*z^3 + 65/48*z + 1
*
[ 8/5 ] 
f(z) = -155/256*z^3 + 77/40*z + 1
*
[ 8/5 ] 
f(z) = -145/256*z^3 + 73/40*z + 1
*
[ 9/8 ] 
f(z) = -152/243*z^3 + 65/72*z + 1
*
[ 10/9 ] 
f(z) = -153/250*z^3 + 77/90*z + 1
*
[ 9/10 ] 
f(z) = -155/243*z^3 + 73/180*z + 1
*
[ 9/10 ] 
f(z) = -145/243*z^3 + 67/180*z + 1
*
[ 8/9 ] 
f(z) = -159/256*z^3 + 79/216*z + 1
*
[ 8/9 ] 
f(z) = -147/256*z^3 + 71/216*z + 1
*
[ 8/9 ] 
f(z) = -141/256*z^3 + 67/216*z + 1
*
[ -10/3 ] 
f(z) = -153/250*z^3 + 81/10*z + 1
*
[ -9/4 ] 
f(z) = -152/243*z^3 + 83/18*z + 1
*
[ -3/2 ] 
f(z) = -160/243*z^3 + 85/27*z + 1
*
[ 2 ] 
f(z) = -159/248*z^3 + 95/31*z + 1
*
-8/3 | 0.23226351716032399646600359295872300072 | 0.029118126875163147591428675105338944663
f(z) = -159/256*z^3 + 91/24*z + 1
*
[ 2 ] 
f(z) = -157/248*z^3 + 94/31*z + 1
*
[ -5/4 ] 
f(z) = -157/250*z^3 + 89/32*z + 1
*
[ -2/3 ] 
f(z) = -153/248*z^3 + 86/31*z + 1
*
[ 2 ] 
f(z) = -153/248*z^3 + 92/31*z + 1
*
[ -10/17 ] 
f(z) = -153/250*z^3 + 99/34*z + 1
*
[ -3/2 ] 
f(z) = -152/243*z^3 + 83/27*z + 1
*
[ 2 ] 
f(z) = -151/248*z^3 + 91/31*z + 1
*
[ 2 ] 
f(z) = -149/248*z^3 + 90/31*z + 1
*
[ -3/2 ] 
f(z) = -148/243*z^3 + 82/27*z + 1
*
[ 2 ] 
f(z) = -147/248*z^3 + 89/31*z + 1
*
[ -5/4 ] 
f(z) = -147/250*z^3 + 87/32*z + 1
*
-40/21 | 0.089413649484346836192014409822977236910 | 0.011567491725272988439493975039736930565
f(z) = -147/250*z^3 + 91/30*z + 1
*
65/28 | 0.25628226881958554498847701431701782084 | 0.027315824092305329875177698097924913349
f(z) = -147/250*z^3 + 95/32*z + 1
*
-8/3 | 0.23105033354443529369944726580196496367 | 0.029304089222029826965155479014480817265
f(z) = -147/256*z^3 + 83/24*z + 1
*
[ -8/21 ] 
f(z) = -147/256*z^3 + 89/24*z + 1
*
-8/7 | 0.19833449399974061812348042357631628231 | 0.024731180804418464936755744705189391716
f(z) = -147/256*z^3 + 95/24*z + 1
*
[ 2 ] 
f(z) = -145/248*z^3 + 88/31*z + 1
*
[ -7/6 ] 
f(z) = -144/245*z^3 + 93/35*z + 1
*
[ 2 ] 
f(z) = -143/248*z^3 + 87/31*z + 1
*
[ 2 ] 
f(z) = -141/248*z^3 + 86/31*z + 1
*
[ 3/2 ] 
f(z) = -158/243*z^3 + 97/54*z + 1
*
[ 3/2 ] 
f(z) = -154/243*z^3 + 95/54*z + 1
*
16/21 | 0.077018193851492732932083720984780156343 | 0.010674377301175802235446548121920810125
f(z) = -147/256*z^3 + 85/48*z + 1
*
[ 3/2 ] 
f(z) = -146/243*z^3 + 91/54*z + 1
*
[ 3/2 ] 
f(z) = -142/243*z^3 + 89/54*z + 1
*
[ 9/7 ] 
f(z) = -154/243*z^3 + 80/63*z + 1
*
-9/8 | 0.10282748916084993892912653485957493709 | 0.013190373458004165884689965232424071326
f(z) = -160/243*z^3 + 83/90*z + 1
*
[ 15/14 ] 
f(z) = -147/250*z^3 + 89/120*z + 1
*
[ 20/21 ] 
f(z) = -153/250*z^3 + 99/196*z + 1
*
[ 9/10 ] 
f(z) = -152/243*z^3 + 89/225*z + 1
*
[ 9/10 ] 
f(z) = -148/243*z^3 + 86/225*z + 1
*
[ 10/11 ] 
f(z) = -149/250*z^3 + 95/242*z + 1
*
[ 11/12 ] 
f(z) = -144/253*z^3 + 98/253*z + 1
*
[ 7/8 ] 
f(z) = -152/245*z^3 + 93/280*z + 1
*
[ 9/2 ] 
f(z) = -148/243*z^3 + 118/9*z + 1
*
[ -10 ] 
f(z) = -141/250*z^3 + 115/2*z + 1
*
[ -5/3 ] 
f(z) = -159/250*z^3 + 101/30*z + 1
*
[ 20/7 ] 
f(z) = -147/250*z^3 + 109/20*z + 1
*
[ 8/3 ] 
f(z) = -147/256*z^3 + 113/24*z + 1
*
[ -2 ] 
f(z) = -145/248*z^3 + 119/31*z + 1
*
[ -7/12 ] 
f(z) = -144/245*z^3 + 102/35*z + 1
*
[ -7/4 ] 
f(z) = -144/245*z^3 + 118/35*z + 1
*
[ -2 ] 
f(z) = -143/248*z^3 + 118/31*z + 1
*
[ -2 ] 
f(z) = -141/248*z^3 + 117/31*z + 1
*
[ 8/3 ] 
f(z) = -141/256*z^3 + 109/24*z + 1
*
[ 9/5 ] 
f(z) = -160/243*z^3 + 116/45*z + 1
*
[ -9/10 ] 
f(z) = -160/243*z^3 + 119/45*z + 1
*
[ 9/5 ] 
f(z) = -155/243*z^3 + 113/45*z + 1
*
[ 12/7 ] 
f(z) = -147/256*z^3 + 101/48*z + 1
*
[ 9/5 ] 
f(z) = -145/243*z^3 + 107/45*z + 1
*
[ 20/11 ] 
f(z) = -143/250*z^3 + 103/44*z + 1
*
-2 | 0.10268950852363517394751186122919570233 | 0.016655725686647143160417377970955866209
f(z) = -151/256*z^3 + 119/64*z + 1
*
-2 | 0.083171159753673031278275736016313180968 | 0.013489946946027575392217998991069195464
f(z) = -149/240*z^3 + 119/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016701472017388018499058059253502164130
f(z) = -149/256*z^3 + 117/64*z + 1
*
40/21 | 0.19254343132598176946166808140930930203 | 0.024073949455476778421228977414723187482
f(z) = -147/250*z^3 + 119/60*z + 1
*
-2 | 0.10268925059472714962365987188040712724 | 0.016748565849079211214776564944051839013
f(z) = -147/256*z^3 + 115/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016796501383865508831249466871818486294
f(z) = -145/256*z^3 + 113/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.013273284249309227687734384636267740182
f(z) = -143/240*z^3 + 113/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016845706457321899617027273987127737971
f(z) = -143/256*z^3 + 111/64*z + 1
*
-2 | 0.10268922851471388697224149361891051960 | 0.016896227912574176104812406878102003476
f(z) = -141/256*z^3 + 109/64*z + 1
*
[ 7/6 ] 
f(z) = -156/245*z^3 + 106/105*z + 1
*
5/14 | 0.18347332534559767743964774956892173666 | 0.022915925829701127347175258134234444526
f(z) = -147/250*z^3 + 113/120*z + 1
*
[ 10/11 ] 
f(z) = -159/250*z^3 + 103/242*z + 1
*
[ 20/21 ] 
f(z) = -147/256*z^3 + 113/240*z + 1
*
[ 9/2 ] 
f(z) = -160/243*z^3 + 127/9*z + 1
*
[ -9/2 ] 
f(z) = -160/243*z^3 + 131/9*z + 1
*
[ 10 ] 
f(z) = -159/250*z^3 + 129/2*z + 1
*
[ 9/2 ] 
f(z) = -152/243*z^3 + 121/9*z + 1
*
[ -9/2 ] 
f(z) = -152/243*z^3 + 125/9*z + 1
*
[ -10 ] 
f(z) = -151/250*z^3 + 123/2*z + 1
*
[ 10 ] 
f(z) = -149/250*z^3 + 121/2*z + 1
*
[ -9/2 ] 
f(z) = -148/243*z^3 + 122/9*z + 1
*
5/21 | 0.16467571832416980488076479381056135071 | 0.016970735365516844465151053855574593196
f(z) = -147/250*z^3 + 131/6*z + 1
*
[ 10/3 ] 
f(z) = -143/250*z^3 + 127/18*z + 1
*
[ -2 ] 
f(z) = -159/248*z^3 + 126/31*z + 1
*
[ 8/3 ] 
f(z) = -159/256*z^3 + 121/24*z + 1
*
[ -8/3 ] 
f(z) = -159/256*z^3 + 139/24*z + 1
*
[ -2 ] 
f(z) = -157/248*z^3 + 125/31*z + 1
*
[ 7/3 ] 
f(z) = -153/245*z^3 + 139/35*z + 1
*
[ -2 ] 
f(z) = -153/248*z^3 + 123/31*z + 1
*
[ -2 ] 
f(z) = -151/248*z^3 + 122/31*z + 1
*
[ -2 ] 
f(z) = -149/248*z^3 + 121/31*z + 1
*
[ 9/4 ] 
f(z) = -148/243*z^3 + 131/36*z + 1
*
[ -2 ] 
f(z) = -147/248*z^3 + 120/31*z + 1
*
10/21 | 0.089904509011778100226468520430098611827 | 0.011217498627651872651104856957033475992
f(z) = -147/250*z^3 + 121/30*z + 1
*
[ -20/7 ] 
f(z) = -147/250*z^3 + 123/20*z + 1
*
[ -8/3 ] 
f(z) = -147/256*z^3 + 131/24*z + 1
*
[ 7/3 ] 
f(z) = -144/245*z^3 + 132/35*z + 1
*
[ -8/3 ] 
f(z) = -141/256*z^3 + 127/24*z + 1
*
[ -4/3 ] 
f(z) = -159/256*z^3 + 137/48*z + 1
*
[ -8/5 ] 
f(z) = -155/256*z^3 + 127/40*z + 1
*
-12/7 | 0.19184562652209052735280158112814920118 | 0.025239848497364916740891770530402218107
f(z) = -147/256*z^3 + 125/48*z + 1
*
[ -16/21 ] 
f(z) = -147/256*z^3 + 127/48*z + 1
*
[ -4/3 ] 
f(z) = -147/256*z^3 + 133/48*z + 1
*
[ -8/5 ] 
f(z) = -145/256*z^3 + 123/40*z + 1
*
[ -4/3 ] 
f(z) = -141/256*z^3 + 131/48*z + 1
*
-2 | 0.10472938012380602890917376474985218423 | 0.016809195405679251314827613992644134902
f(z) = -159/256*z^3 + 127/64*z + 1
*
-2 | 0.085149045982993975825877248375694526662 | 0.013666527490598293911854077458040597253
f(z) = -157/240*z^3 + 127/60*z + 1
*
-2 | 0.10408025209636815743131156117552962857 | 0.016747677479903001647160855162628487978
f(z) = -157/256*z^3 + 125/64*z + 1
*
-2 | 0.10299720990764280610974470457386147103 | 0.016616530380849395720522789120746768435
f(z) = -155/256*z^3 + 123/64*z + 1
*
-2 | 0.10268928088230380261692915846581980672 | 0.016610784619074914349201915309041718229
f(z) = -153/256*z^3 + 121/64*z + 1
*
-2 | 0.083747107473378173805158164334563705727 | 0.013546741712070259484125136766443523169
f(z) = -151/240*z^3 + 121/60*z + 1
*
15/22 | 0.22300006983052717502592030187240686645 | 0.023017874310235399986504561783138845075
f(z) = -143/250*z^3 + 129/88*z + 1
*
[ 7/6 ] 
f(z) = -153/245*z^3 + 139/140*z + 1
*
[ 9/8 ] 
f(z) = -148/243*z^3 + 127/144*z + 1
*
[ 10/9 ] 
f(z) = -151/250*z^3 + 137/162*z + 1
*
[ 16/17 ] 
f(z) = -153/256*z^3 + 127/272*z + 1
*
[ -10/3 ] 
f(z) = -157/250*z^3 + 149/18*z + 1
*
[ 5 ] 
f(z) = -151/250*z^3 + 159/10*z + 1
*
[ 5 ] 
f(z) = -149/250*z^3 + 157/10*z + 1
*
-5/14 | 0.21716432747108251271640962474350631909 | 0.022057007110468083402009049412217402290
f(z) = -147/250*z^3 + 151/8*z + 1
*
[ -5 ] 
f(z) = -147/250*z^3 + 159/10*z + 1
*
[ 4 ] 
f(z) = -147/256*z^3 + 159/16*z + 1
*
[ 4 ] 
f(z) = -145/256*z^3 + 157/16*z + 1
*
[ 5 ] 
f(z) = -143/250*z^3 + 151/10*z + 1
*
[ 4 ] 
f(z) = -143/256*z^3 + 155/16*z + 1
*
[ 5 ] 
f(z) = -141/250*z^3 + 149/10*z + 1
*
[ -5 ] 
f(z) = -141/250*z^3 + 153/10*z + 1
*
[ 4 ] 
f(z) = -141/256*z^3 + 153/16*z + 1
*
[ 22/7 ] 
f(z) = -147/242*z^3 + 147/22*z + 1
*
[ -2/7 ] 
f(z) = -147/248*z^3 + 141/31*z + 1
*
-65/21 | 0.087504836804318990887187573524251469440 | 0.010624475835421093676610913200869984179
f(z) = -147/250*z^3 + 151/30*z + 1
*
8/21 | 0.12193805120227485771332998106539335055 | 0.014330208456473894626482699004606964922
f(z) = -147/256*z^3 + 155/24*z + 1
*
[ -9/20 ] 
f(z) = -160/243*z^3 + 151/45*z + 1
*
[ -10/9 ] 
f(z) = -159/250*z^3 + 145/54*z + 1
*
[ -3/4 ] 
f(z) = -152/243*z^3 + 145/54*z + 1
*
[ -9/5 ] 
f(z) = -145/243*z^3 + 157/45*z + 1
*
[ 10/7 ] 
f(z) = -157/250*z^3 + 155/98*z + 1
*
[ 25/21 ] 
f(z) = -147/250*z^3 + 149/150*z + 1
*
[ 5 ] 
f(z) = -159/250*z^3 + 167/10*z + 1
*
[ -5 ] 
f(z) = -159/250*z^3 + 171/10*z + 1
*
[ 4 ] 
f(z) = -159/256*z^3 + 171/16*z + 1
*
[ -4 ] 
f(z) = -159/256*z^3 + 179/16*z + 1
*
[ -5 ] 
f(z) = -157/250*z^3 + 169/10*z + 1
*
[ 4 ] 
f(z) = -157/256*z^3 + 169/16*z + 1
*
[ -4 ] 
f(z) = -157/256*z^3 + 177/16*z + 1
*
[ 4 ] 
f(z) = -155/256*z^3 + 167/16*z + 1
*
[ -4 ] 
f(z) = -155/256*z^3 + 175/16*z + 1
*
[ 5 ] 
f(z) = -153/250*z^3 + 161/10*z + 1
*
[ 4 ] 
f(z) = -153/256*z^3 + 165/16*z + 1
*
[ -4 ] 
f(z) = -153/256*z^3 + 173/16*z + 1
*
[ -5 ] 
f(z) = -151/250*z^3 + 163/10*z + 1
*
[ 4 ] 
f(z) = -151/256*z^3 + 163/16*z + 1
*
[ -4 ] 
f(z) = -151/256*z^3 + 171/16*z + 1
*
[ -5 ] 
f(z) = -149/250*z^3 + 161/10*z + 1
*
[ 4 ] 
f(z) = -149/256*z^3 + 161/16*z + 1
*
[ -4 ] 
f(z) = -149/256*z^3 + 169/16*z + 1
*
-10/21 | 0.19559084104926142406797959195748325515 | 0.021748198211144048030081526597609536875
f(z) = -147/250*z^3 + 161/15*z + 1
*
[ -40/7 ] 
f(z) = -147/250*z^3 + 163/8*z + 1
*
[ -4 ] 
f(z) = -147/256*z^3 + 167/16*z + 1
*
[ -4 ] 
f(z) = -145/256*z^3 + 165/16*z + 1
*
[ -4 ] 
f(z) = -143/256*z^3 + 163/16*z + 1
*
[ -4 ] 
f(z) = -141/256*z^3 + 161/16*z + 1
*
[ 3 ] 
f(z) = -160/243*z^3 + 178/27*z + 1
*
[ 3 ] 
f(z) = -158/243*z^3 + 176/27*z + 1
*
[ 3 ] 
f(z) = -157/243*z^3 + 175/27*z + 1
*
[ 3 ] 
f(z) = -155/243*z^3 + 173/27*z + 1
*
[ 3 ] 
f(z) = -154/243*z^3 + 172/27*z + 1
*
[ -7/3 ] 
f(z) = -153/245*z^3 + 169/35*z + 1
*
[ -20/9 ] 
f(z) = -153/250*z^3 + 161/36*z + 1
*
[ 3 ] 
f(z) = -152/243*z^3 + 170/27*z + 1
*
[ 3 ] 
f(z) = -151/243*z^3 + 169/27*z + 1
*
[ 3 ] 
f(z) = -149/243*z^3 + 167/27*z + 1
*
[ -9/4 ] 
f(z) = -148/243*z^3 + 163/36*z + 1
*
[ 3 ] 
f(z) = -148/243*z^3 + 166/27*z + 1
*
22/7 | 0.20850148813550290768181331143959257649 | 0.025532202586577908933980500742969434294
f(z) = -147/242*z^3 + 160/33*z + 1
*
[ -22/7 ] 
f(z) = -147/242*z^3 + 161/22*z + 1
*
-5/14 | 0.28523061800202334720107138456166395390 | 0.028575625715566629485407141241818754672
f(z) = -147/250*z^3 + 173/24*z + 1
*
[ 24/7 ] 
f(z) = -147/256*z^3 + 179/24*z + 1
*
[ 3 ] 
f(z) = -146/243*z^3 + 164/27*z + 1
*
[ 3 ] 
f(z) = -145/243*z^3 + 163/27*z + 1
*
[ -7/3 ] 
f(z) = -144/245*z^3 + 162/35*z + 1
*
[ 3 ] 
f(z) = -143/243*z^3 + 161/27*z + 1
*
[ -3 ] 
f(z) = -143/243*z^3 + 179/27*z + 1
*
[ 3 ] 
f(z) = -142/243*z^3 + 160/27*z + 1
*
[ -3 ] 
f(z) = -142/243*z^3 + 178/27*z + 1
*
-9/4 | 0.21296031459703093733228769520278474796 | 0.025421294281135863045390296240295009768
f(z) = -160/243*z^3 + 161/45*z + 1
*
[ -9/5 ] 
f(z) = -160/243*z^3 + 166/45*z + 1
*
[ -3/2 ] 
f(z) = -158/243*z^3 + 169/54*z + 1
*
[ -9/5 ] 
f(z) = -155/243*z^3 + 163/45*z + 1
*
[ -3/2 ] 
f(z) = -154/243*z^3 + 167/54*z + 1
*
[ 5/2 ] 
f(z) = -153/250*z^3 + 177/40*z + 1
*
[ 5/2 ] 
f(z) = -149/250*z^3 + 173/40*z + 1
*
[ -5/9 ] 
f(z) = -147/250*z^3 + 161/54*z + 1
*
[ -3/2 ] 
f(z) = -146/243*z^3 + 163/54*z + 1
*
[ 5/2 ] 
f(z) = -143/250*z^3 + 167/40*z + 1
*
[ -3/2 ] 
f(z) = -142/243*z^3 + 161/54*z + 1
*
[ -9/7 ] 
f(z) = -154/243*z^3 + 178/63*z + 1
*
[ -2/3 ] 
f(z) = -153/256*z^3 + 177/64*z + 1
*
[ 7/4 ] 
f(z) = -152/245*z^3 + 163/70*z + 1
*
[ 2 ] 
f(z) = -149/240*z^3 + 179/60*z + 1
*
[ -22/21 ] 
f(z) = -147/242*z^3 + 173/66*z + 1
*
[ 2 ] 
f(z) = -147/256*z^3 + 179/64*z + 1
*
[ 2 ] 
f(z) = -145/256*z^3 + 177/64*z + 1
*
[ 2 ] 
f(z) = -143/240*z^3 + 173/60*z + 1
*
[ 2 ] 
f(z) = -143/256*z^3 + 175/64*z + 1
*
[ 2 ] 
f(z) = -141/256*z^3 + 173/64*z + 1
*
[ 32/21 ] 
f(z) = -147/256*z^3 + 161/96*z + 1
*
[ 5/3 ] 
f(z) = -143/250*z^3 + 179/90*z + 1
*
[ 3/2 ] 
f(z) = -143/243*z^3 + 179/108*z + 1
*
[ 4/3 ] 
f(z) = -153/248*z^3 + 167/124*z + 1
*
40/21 | 0.19254374779813900349500378445459974744 | 0.023162806458925831952169788409740359747
f(z) = -147/250*z^3 + 163/120*z + 1
*
[ 4/3 ] 
f(z) = -143/256*z^3 + 179/144*z + 1
*
[ 5/4 ] 
f(z) = -147/250*z^3 + 179/160*z + 1
*
[ 5/4 ] 
f(z) = -141/250*z^3 + 173/160*z + 1
*
[ -3 ] 
f(z) = -160/243*z^3 + 196/27*z + 1
*
[ -3 ] 
f(z) = -158/243*z^3 + 194/27*z + 1
*
[ -3 ] 
f(z) = -157/243*z^3 + 193/27*z + 1
*
[ -3 ] 
f(z) = -155/243*z^3 + 191/27*z + 1
*
[ -3 ] 
f(z) = -154/243*z^3 + 190/27*z + 1
*
[ -3 ] 
f(z) = -152/243*z^3 + 188/27*z + 1
*
[ -3 ] 
f(z) = -151/243*z^3 + 187/27*z + 1
*
[ -3 ] 
f(z) = -149/243*z^3 + 185/27*z + 1
*
[ -3 ] 
f(z) = -148/243*z^3 + 184/27*z + 1
*
-5/7 | 0.095370461292867985072842036013722301044 | 0.011330193270857459919236130991079124028
f(z) = -147/250*z^3 + 181/30*z + 1
*
-5/21 | 0.14750755179291297278975086835508103280 | 0.017456547146356526756027198931877720017
f(z) = -147/250*z^3 + 187/30*z + 1
*
[ -24/7 ] 
f(z) = -147/256*z^3 + 193/24*z + 1
*
[ -3 ] 
f(z) = -146/243*z^3 + 182/27*z + 1
*
[ -3 ] 
f(z) = -145/243*z^3 + 181/27*z + 1
*
[ 35/12 ] 
f(z) = -144/245*z^3 + 198/35*z + 1
*
-15/8 | 0.14355944703606401895468673208830677476 | 0.019191340543895304338593518268093278460
f(z) = -160/243*z^3 + 197/54*z + 1
*
[ 5/2 ] 
f(z) = -159/250*z^3 + 183/40*z + 1
*
[ 5/2 ] 
f(z) = -157/250*z^3 + 181/40*z + 1
*
[ -5/2 ] 
f(z) = -143/250*z^3 + 199/40*z + 1
*
[ -5/2 ] 
f(z) = -141/250*z^3 + 197/40*z + 1
*
[ 2 ] 
f(z) = -159/256*z^3 + 191/64*z + 1
*
[ 2 ] 
f(z) = -157/240*z^3 + 187/60*z + 1
*
[ 2 ] 
f(z) = -157/256*z^3 + 189/64*z + 1
*
[ 2 ] 
f(z) = -155/256*z^3 + 187/64*z + 1
*
[ 2 ] 
f(z) = -153/256*z^3 + 185/64*z + 1
*
[ -8/9 ] 
f(z) = -153/256*z^3 + 187/72*z + 1
*
[ -9/8 ] 
f(z) = -152/243*z^3 + 193/72*z + 1
*
[ 2 ] 
f(z) = -151/240*z^3 + 181/60*z + 1
*
[ 2 ] 
f(z) = -151/256*z^3 + 183/64*z + 1
*
[ 2 ] 
f(z) = -149/256*z^3 + 181/64*z + 1
*
[ -5/6 ] 
f(z) = -143/250*z^3 + 187/72*z + 1
*
[ 5/3 ] 
f(z) = -157/250*z^3 + 193/90*z + 1
*
[ 5/3 ] 
f(z) = -151/250*z^3 + 187/90*z + 1
*
[ 3/2 ] 
f(z) = -157/243*z^3 + 193/108*z + 1
*
[ 3/2 ] 
f(z) = -155/243*z^3 + 191/108*z + 1
*
[ 3/2 ] 
f(z) = -151/243*z^3 + 187/108*z + 1
*
[ 3/2 ] 
f(z) = -149/243*z^3 + 185/108*z + 1
*
[ 3/2 ] 
f(z) = -145/243*z^3 + 181/108*z + 1
*
[ 27/20 ] 
f(z) = -160/243*z^3 + 197/135*z + 1
*
[ 4/3 ] 
f(z) = -157/256*z^3 + 193/144*z + 1
*
[ 4/3 ] 
f(z) = -155/256*z^3 + 191/144*z + 1
*
[ 4/3 ] 
f(z) = -151/256*z^3 + 187/144*z + 1
*
[ 4/3 ] 
f(z) = -149/256*z^3 + 185/144*z + 1
*
[ 4/3 ] 
f(z) = -145/256*z^3 + 181/144*z + 1
*
[ 5/4 ] 
f(z) = -159/250*z^3 + 191/160*z + 1
*
[ 5/4 ] 
f(z) = -157/250*z^3 + 189/160*z + 1
*
[ 5/4 ] 
f(z) = -151/250*z^3 + 183/160*z + 1
*
[ 5/4 ] 
f(z) = -149/250*z^3 + 181/160*z + 1
*
[ 13/12 ] 
f(z) = -144/247*z^3 + 188/247*z + 1
*
95/14 | 0.26614741130078923404976006200842495483 | 0.026095565252393276954602119773227168313
f(z) = -147/250*z^3 + 215/8*z + 1
*
[ 11/3 ] 
f(z) = -153/242*z^3 + 203/22*z + 1
*
[ -11/3 ] 
f(z) = -153/242*z^3 + 215/22*z + 1
*
[ 10/3 ] 
f(z) = -147/250*z^3 + 217/30*z + 1
*
[ 10/3 ] 
f(z) = -141/250*z^3 + 209/30*z + 1
*
[ -3/8 ] 
f(z) = -160/243*z^3 + 203/54*z + 1
*
[ -5/2 ] 
f(z) = -157/250*z^3 + 213/40*z + 1
*
[ -5/2 ] 
f(z) = -153/250*z^3 + 209/40*z + 1
*
[ -5/2 ] 
f(z) = -151/250*z^3 + 207/40*z + 1
*
[ -5/2 ] 
f(z) = -147/250*z^3 + 203/40*z + 1
*
[ -9/16 ] 
f(z) = -160/243*z^3 + 215/72*z + 1
*
[ -11/21 ] 
f(z) = -147/242*z^3 + 203/66*z + 1
*
[ -15/13 ] 
f(z) = -143/250*z^3 + 205/78*z + 1
*
[ -4/5 ] 
f(z) = -155/256*z^3 + 211/80*z + 1
*
[ -4/5 ] 
f(z) = -145/256*z^3 + 209/80*z + 1
*
3/2 | 0.17221710987242348545124955540155310319 | 0.022714782140055119818880548191572493342
f(z) = -160/243*z^3 + 218/135*z + 1
*
-16/9 | 0.23205438005803939428463123992962253477 | 0.028596005260393106654717762429791812591
f(z) = -153/256*z^3 + 209/144*z + 1
*
[ 35/24 ] 
f(z) = -144/245*z^3 + 219/140*z + 1
*
[ 6/5 ] 
f(z) = -145/252*z^3 + 209/210*z + 1
*
[ 16/13 ] 
f(z) = -143/256*z^3 + 215/208*z + 1
*
20/49 | 0.24601767818616126389316037857098023444 | 0.023403745298365597599822818441009665491
f(z) = -147/250*z^3 + 215/294*z + 1
*
[ 9/2 ] 
f(z) = -146/243*z^3 + 233/18*z + 1
*
[ 9/2 ] 
f(z) = -142/243*z^3 + 227/18*z + 1
*
[ -9/2 ] 
f(z) = -142/243*z^3 + 235/18*z + 1
*
[ 10/3 ] 
f(z) = -159/250*z^3 + 233/30*z + 1
*
[ -35/12 ] 
f(z) = -144/245*z^3 + 222/35*z + 1
*
[ -10/3 ] 
f(z) = -141/250*z^3 + 227/30*z + 1
*
-16/21 | 0.23597134165022359121581609479438905752 | 0.028848196940725846052421230810999780941
f(z) = -147/256*z^3 + 223/48*z + 1
*
[ -2 ] 
f(z) = -149/240*z^3 + 239/60*z + 1
*
20/7 | 0.15500491506994830549669335746999760773 | 0.017932443098346157306228230431525733944
f(z) = -147/250*z^3 + 227/60*z + 1
*
[ -2 ] 
f(z) = -143/240*z^3 + 233/60*z + 1
*
[ -2 ] 
f(z) = -143/256*z^3 + 239/64*z + 1
*
[ -2 ] 
f(z) = -141/256*z^3 + 237/64*z + 1
*
[ 11/6 ] 
f(z) = -153/242*z^3 + 227/88*z + 1
*
[ -10/9 ] 
f(z) = -153/250*z^3 + 239/90*z + 1
*
[ -11/14 ] 
f(z) = -147/242*z^3 + 233/88*z + 1
*
[ -8/11 ] 
f(z) = -143/256*z^3 + 235/88*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014398594033035022422586734874246604649
f(z) = -151/252*z^3 + 239/126*z + 1
*
-2 | 0.10292249615758837769298374735083479453 | 0.016704923367076739554175433689517988924
f(z) = -149/244*z^3 + 237/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014438091931974054611382361551172477792
f(z) = -149/252*z^3 + 235/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016568414048901111930945052802224675386
f(z) = -147/244*z^3 + 233/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016615241572882018241213866850908579673
f(z) = -145/244*z^3 + 229/122*z + 1
*
-2 | 0.088834637921722917997149019405803201384 | 0.014519978196842394488014658984751603999
f(z) = -145/252*z^3 + 227/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016663166813979513955730799560778490393
f(z) = -143/244*z^3 + 225/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014562143549819448214332626698451133910
f(z) = -143/252*z^3 + 223/126*z + 1
*
-2 | 0.10180040819669503077861999847790657365 | 0.016712400151602812284990489363618717791
f(z) = -141/244*z^3 + 221/122*z + 1
*
[ 10/7 ] 
f(z) = -147/248*z^3 + 234/155*z + 1
*
[ 11/9 ] 
f(z) = -153/242*z^3 + 223/198*z + 1
*
[ 6/5 ] 
f(z) = -155/252*z^3 + 221/210*z + 1
*
-5/3 | 0.21621561966340132004506399863998175913 | 0.024988520667534850718103477872822375285
f(z) = -147/250*z^3 + 229/210*z + 1
*
[ 8/7 ] 
f(z) = -147/248*z^3 + 223/248*z + 1
*
[ 7/6 ] 
f(z) = -144/259*z^3 + 233/259*z + 1
*
[ 10/9 ] 
f(z) = -159/250*z^3 + 239/270*z + 1
*
[ 10/9 ] 
f(z) = -147/250*z^3 + 223/270*z + 1
*
80/63 | 0.23182668677071047864177353738600340589 | 0.026292260106593504396682750490133941041
f(z) = -147/250*z^3 + 229/270*z + 1
*
[ 9/2 ] 
f(z) = -158/243*z^3 + 251/18*z + 1
*
[ -9/2 ] 
f(z) = -158/243*z^3 + 259/18*z + 1
*
[ 9/2 ] 
f(z) = -154/243*z^3 + 245/18*z + 1
*
[ -9/2 ] 
f(z) = -154/243*z^3 + 253/18*z + 1
*
[ -9/2 ] 
f(z) = -146/243*z^3 + 241/18*z + 1
*
[ -10/3 ] 
f(z) = -159/250*z^3 + 251/30*z + 1
*
-10/21 | 0.20500237388395593384380234590371530637 | 0.023487187153237456831146105284532489651
f(z) = -147/250*z^3 + 247/30*z + 1
*
[ -2 ] 
f(z) = -159/256*z^3 + 255/64*z + 1
*
[ -2 ] 
f(z) = -157/240*z^3 + 247/60*z + 1
*
[ -2 ] 
f(z) = -157/256*z^3 + 253/64*z + 1
*
[ -2 ] 
f(z) = -155/256*z^3 + 251/64*z + 1
*
[ -2 ] 
f(z) = -153/256*z^3 + 249/64*z + 1
*
[ -7/4 ] 
f(z) = -152/245*z^3 + 243/70*z + 1
*
[ -2 ] 
f(z) = -151/240*z^3 + 241/60*z + 1
*
[ -2 ] 
f(z) = -151/256*z^3 + 247/64*z + 1
*
[ -2 ] 
f(z) = -149/256*z^3 + 245/64*z + 1
*
[ -2 ] 
f(z) = -147/256*z^3 + 243/64*z + 1
*
[ 9/4 ] 
f(z) = -146/243*z^3 + 259/72*z + 1
*
[ -2 ] 
f(z) = -145/256*z^3 + 241/64*z + 1
*
[ 9/4 ] 
f(z) = -142/243*z^3 + 253/72*z + 1
*
[ -2/3 ] 
f(z) = -159/248*z^3 + 259/93*z + 1
*
[ -6/7 ] 
f(z) = -147/248*z^3 + 242/93*z + 1
*
[ -2/3 ] 
f(z) = -147/248*z^3 + 257/93*z + 1
*
15/28 | 0.29178065058587478846815335722071481462 | 0.028159525921654208275588292345841650764
f(z) = -147/250*z^3 + 253/96*z + 1
*
[ -9/11 ] 
f(z) = -143/243*z^3 + 259/99*z + 1
*
[ -2/3 ] 
f(z) = -141/248*z^3 + 256/93*z + 1
*
-2 | 0.10567235551450504901157482667521158899 | 0.016928640809645843770227471550002294732
f(z) = -159/244*z^3 + 257/122*z + 1
*
-2 | 0.10524015662727155964911429994350159568 | 0.016901876952940956395961335124839767556
f(z) = -157/244*z^3 + 253/122*z + 1
*
-2 | 0.091014695681974419613052069054456465697 | 0.014635881698482042713629598677299042447
f(z) = -157/252*z^3 + 251/126*z + 1
*
-2 | 0.10477302276151277807415018549480062594 | 0.016870032116398481545577924335061112062
f(z) = -155/244*z^3 + 249/122*z + 1
*
-2 | 0.090390241036452723394407802607921721218 | 0.014573111397100623452670057046344336873
f(z) = -155/252*z^3 + 247/126*z + 1
*
-2 | 0.10425820802884350356754739610739809998 | 0.016831027587984636844651511572218141906
f(z) = -153/244*z^3 + 245/122*z + 1
*
-2 | 0.10366917599811892068119935188711333108 | 0.016780529911616131649513732929728596734
f(z) = -151/244*z^3 + 241/122*z + 1
*
40/21 | 0.098375085859094491806741303181495784774 | 0.011239957009333249122933025098511267360
f(z) = -147/250*z^3 + 253/120*z + 1
*
20/9 | 0.15839504144503908559415506808220670791 | 0.019144062336639371041168817970148649375
f(z) = -153/256*z^3 + 245/144*z + 1
*
33/20 | 0.19113722955866574863792285041192247053 | 0.024518457663235183955701808556367014895
f(z) = -160/243*z^3 + 259/270*z + 1
*
[ 9/8 ] 
f(z) = -146/243*z^3 + 251/288*z + 1
*
[ 9/8 ] 
f(z) = -142/243*z^3 + 245/288*z + 1
*
[ 7/2 ] 
f(z) = -144/245*z^3 + 277/35*z + 1
*
[ 9/4 ] 
f(z) = -158/243*z^3 + 277/72*z + 1
*
[ 9/4 ] 
f(z) = -154/243*z^3 + 271/72*z + 1
*
-20/7 | 0.21221360392846848850646368152798252880 | 0.024078005811395256053115021342556670148
f(z) = -147/250*z^3 + 269/60*z + 1
*
[ -5/7 ] 
f(z) = -159/250*z^3 + 267/98*z + 1
*
[ -9/11 ] 
f(z) = -154/243*z^3 + 262/99*z + 1
*
[ -5/9 ] 
f(z) = -153/250*z^3 + 269/90*z + 1
*
[ -5/7 ] 
f(z) = -149/250*z^3 + 265/98*z + 1
*
5/6 | 0.16407323399879383539780926393490073961 | 0.018615942656762938679024840988527569077
f(z) = -159/250*z^3 + 269/120*z + 1
*
5/6 | 0.30564018468422271774977969641278461567 | 0.029261627790803248319967270482003541294
f(z) = -147/250*z^3 + 275/168*z + 1
*
[ 16/11 ] 
f(z) = -143/256*z^3 + 263/176*z + 1
*
[ 5/4 ] 
f(z) = -144/245*z^3 + 274/245*z + 1
*
[ 6/5 ] 
f(z) = -145/243*z^3 + 277/270*z + 1
*
[ 9/8 ] 
f(z) = -158/243*z^3 + 269/288*z + 1
*
[ 9/8 ] 
f(z) = -154/243*z^3 + 263/288*z + 1
*
[ 16/3 ] 
f(z) = -153/256*z^3 + 285/16*z + 1
*
[ -16/3 ] 
f(z) = -153/256*z^3 + 291/16*z + 1
*
[ 8 ] 
f(z) = -145/256*z^3 + 297/8*z + 1
*
[ -8 ] 
f(z) = -145/256*z^3 + 299/8*z + 1
*
[ 8 ] 
f(z) = -143/256*z^3 + 293/8*z + 1
*
[ -8 ] 
f(z) = -143/256*z^3 + 295/8*z + 1
*
[ 8 ] 
f(z) = -141/256*z^3 + 289/8*z + 1
*
[ -8 ] 
f(z) = -141/256*z^3 + 291/8*z + 1
*
[ 7/2 ] 
f(z) = -156/245*z^3 + 298/35*z + 1
*
[ 7/2 ] 
f(z) = -152/245*z^3 + 291/35*z + 1
*
[ 7/2 ] 
f(z) = -148/245*z^3 + 284/35*z + 1
*
[ -7/2 ] 
f(z) = -144/245*z^3 + 297/35*z + 1
*
[ -2/7 ] 
f(z) = -147/256*z^3 + 291/64*z + 1
*
[ -10/7 ] 
f(z) = -153/250*z^3 + 289/98*z + 1
*
[ -5/3 ] 
f(z) = -149/250*z^3 + 293/90*z + 1
*
[ -32/21 ] 
f(z) = -147/256*z^3 + 287/96*z + 1
*
[ -10/7 ] 
f(z) = -143/250*z^3 + 281/98*z + 1
*
[ -5/3 ] 
f(z) = -143/250*z^3 + 287/90*z + 1
*
[ -7/6 ] 
f(z) = -156/245*z^3 + 286/105*z + 1
*
[ -3/4 ] 
f(z) = -148/243*z^3 + 289/108*z + 1
*
[ -10/11 ] 
f(z) = -143/250*z^3 + 283/110*z + 1
*
[ -8/13 ] 
f(z) = -143/256*z^3 + 295/104*z + 1
*
[ 6/5 ] 
f(z) = -155/243*z^3 + 293/270*z + 1
*
[ 5/8 ] 
f(z) = -144/275*z^3 - 87/220*z + 1
*
[ 2/3 ] 
f(z) = -153/262*z^3 - 63/262*z + 1
*
[ 2/3 ] 
f(z) = -153/266*z^3 - 65/266*z + 1
*
[ 2/3 ] 
f(z) = -153/274*z^3 - 69/274*z + 1
*
[ 2/3 ] 
f(z) = -153/278*z^3 - 71/278*z + 1
*
[ 2/3 ] 
f(z) = -157/264*z^3 - 70/297*z + 1
*
[ 2/3 ] 
f(z) = -155/264*z^3 - 71/297*z + 1
*
[ 2/3 ] 
f(z) = -151/264*z^3 - 73/297*z + 1
*
[ 2/3 ] 
f(z) = -149/264*z^3 - 74/297*z + 1
*
[ 2/3 ] 
f(z) = -145/264*z^3 - 76/297*z + 1
*
[ 2/3 ] 
f(z) = -159/272*z^3 - 49/204*z + 1
*
[ 2/3 ] 
f(z) = -147/272*z^3 - 53/204*z + 1
*
[ 2/3 ] 
f(z) = -141/272*z^3 - 55/204*z + 1
*
[ 2/3 ] 
f(z) = -153/260*z^3 - 31/130*z + 1
*
[ 2/3 ] 
f(z) = -153/268*z^3 - 33/134*z + 1
*
[ 5/7 ] 
f(z) = -147/260*z^3 - 29/260*z + 1
*
[ 5/7 ] 
f(z) = -147/265*z^3 - 31/265*z + 1
*
[ 5/7 ] 
f(z) = -147/275*z^3 - 7/55*z + 1
*
[ 3/4 ] 
f(z) = -160/279*z^3 - 1/93*z + 1
*
[ 3/4 ] 
f(z) = -157/270*z^3 - 1/160*z + 1
*
[ 3/4 ] 
f(z) = -152/261*z^3 - 1/174*z + 1
*
[ 3/4 ] 
f(z) = -151/270*z^3 - 3/160*z + 1
*
[ 3/4 ] 
f(z) = -152/279*z^3 - 5/186*z + 1
*
[ 3/4 ] 
f(z) = -160/273*z^3 - 1/273*z + 1
*
[ 5/6 ] 
f(z) = -144/275*z^3 + 9/55*z + 1
*
[ 3/4 ] 
f(z) = -160/261*z^3 + 1/87*z + 1
*
6/5 | 0.16986583365313530553114327958848977040 | 0.023640457122881083009252920941204415490
f(z) = -155/264*z^3 + 2/165*z + 1
*
-4/7 | 0.17451548653546744419700456818944966107 | 0.026029937485330400122730822232704668563
f(z) = -147/272*z^3 + 19/204*z + 1
*
[ 3/4 ] 
f(z) = -160/267*z^3 + 1/267*z + 1
*
[ 5/6 ] 
f(z) = -156/275*z^3 + 32/165*z + 1
*
[ 3 ] 
f(z) = -157/270*z^3 + 59/10*z + 1
*
[ 3 ] 
f(z) = -151/270*z^3 + 57/10*z + 1
*
-2 | 0.082915550518077749592507113813531846098 | 0.013466921149511138290270296873053546104
f(z) = -151/264*z^3 + 59/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.013504104842247529656685417734436936511
f(z) = -149/264*z^3 + 58/33*z + 1
*
-2 | 0.082915529174440933303431221450437870249 | 0.013582037264453019786447401462055081810
f(z) = -145/264*z^3 + 56/33*z + 1
*
[ 5/4 ] 
f(z) = -144/275*z^3 + 56/55*z + 1
*
[ 6/7 ] 
f(z) = -147/272*z^3 + 47/204*z + 1
*
10/7 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = -147/272*z^3 + 55/204*z + 1
*
[ 5/6 ] 
f(z) = -153/275*z^3 + 41/220*z + 1
*
[ 5/6 ] 
f(z) = -144/265*z^3 + 47/265*z + 1
*
[ -3 ] 
f(z) = -149/270*z^3 + 63/10*z + 1
*
[ -3 ] 
f(z) = -143/270*z^3 + 61/10*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.013358999501728656243420444658904537461
f(z) = -157/264*z^3 + 62/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013394257463938220106845921860994039566
f(z) = -155/264*z^3 + 61/33*z + 1
*
[ 3/2 ] 
f(z) = -149/270*z^3 + 63/40*z + 1
*
[ 3/2 ] 
f(z) = -143/270*z^3 + 61/40*z + 1
*
[ 2 ] 
f(z) = -157/264*z^3 + 95/33*z + 1
*
[ 2 ] 
f(z) = -155/264*z^3 + 94/33*z + 1
*
[ 2 ] 
f(z) = -151/264*z^3 + 92/33*z + 1
*
[ 2 ] 
f(z) = -149/264*z^3 + 91/33*z + 1
*
[ 2 ] 
f(z) = -145/264*z^3 + 89/33*z + 1
*
[ 11/12 ] 
f(z) = -144/275*z^3 + 96/275*z + 1
*
[ -3/2 ] 
f(z) = -157/270*z^3 + 119/40*z + 1
*
[ 5/3 ] 
f(z) = -153/275*z^3 + 107/55*z + 1
*
[ -3/2 ] 
f(z) = -151/270*z^3 + 117/40*z + 1
*
[ 5/3 ] 
f(z) = -144/275*z^3 + 102/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016884066791850992763944675792717695594
f(z) = -151/272*z^3 + 117/68*z + 1
*
-2 | 0.10381201653159931563967095517037649478 | 0.016931688416610852770716759874254687109
f(z) = -149/272*z^3 + 115/68*z + 1
*
-2 | 0.10381168517358621288948124657267190764 | 0.016980222739749118704749332543291322552
f(z) = -147/272*z^3 + 113/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017029878126025219964298484038609796479
f(z) = -145/272*z^3 + 111/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017080825955074237778702860758301672882
f(z) = -143/272*z^3 + 109/68*z + 1
*
-2 | 0.10381164097025093687452929523933565741 | 0.017133112765548076437184905229756752821
f(z) = -141/272*z^3 + 107/68*z + 1
*
[ 5/4 ] 
f(z) = -152/275*z^3 + 117/110*z + 1
*
[ 8/7 ] 
f(z) = -147/272*z^3 + 113/136*z + 1
*
[ 15/13 ] 
f(z) = -143/270*z^3 + 109/130*z + 1
*
-6/5 | 0.20153002014436622185251983482303281270 | 0.028047204654026163184749182005495649527
f(z) = -145/264*z^3 + 103/165*z + 1
*
[ -2 ] 
f(z) = -157/264*z^3 + 128/33*z + 1
*
[ -2 ] 
f(z) = -155/264*z^3 + 127/33*z + 1
*
[ -2 ] 
f(z) = -151/264*z^3 + 125/33*z + 1
*
[ -2 ] 
f(z) = -149/264*z^3 + 124/33*z + 1
*
[ -2 ] 
f(z) = -145/264*z^3 + 122/33*z + 1
*
-2 | 0.10381216454496439914611625391821292805 | 0.016704539192313825713192948161804913828
f(z) = -159/272*z^3 + 125/68*z + 1
*
-2 | 0.10381214274759897202579530961579922274 | 0.016748003420804808011027075139475488698
f(z) = -157/272*z^3 + 123/68*z + 1
*
-2 | 0.10381201173654552162206286193094558709 | 0.016792395009611917310409999079913816830
f(z) = -155/272*z^3 + 121/68*z + 1
*
-4/3 | 0.15740307923158477735342681441615352191 | 0.023477528520450084273758833942586090711
f(z) = -141/272*z^3 + 137/204*z + 1
*
[ -5/7 ] 
f(z) = -147/275*z^3 + 147/55*z + 1
*
[ -5/6 ] 
f(z) = -144/275*z^3 + 141/55*z + 1
*
[ -5/4 ] 
f(z) = -144/275*z^3 + 144/55*z + 1
*
[ 3/2 ] 
f(z) = -160/261*z^3 + 149/87*z + 1
*
[ 3/2 ] 
f(z) = -160/279*z^3 + 151/93*z + 1
*
[ 3/2 ] 
f(z) = -152/261*z^3 + 143/87*z + 1
*
[ 3/2 ] 
f(z) = -152/279*z^3 + 145/93*z + 1
*
[ 3/2 ] 
f(z) = -148/261*z^3 + 140/87*z + 1
*
[ 3/2 ] 
f(z) = -148/279*z^3 + 142/93*z + 1
*
[ 10/7 ] 
f(z) = -147/275*z^3 + 153/110*z + 1
*
[ 6/5 ] 
f(z) = -145/264*z^3 + 158/165*z + 1
*
-2/3 | 0.17451655513107949597277320827643088774 | 0.026030096872199330823932991908840225617
f(z) = -159/272*z^3 + 155/204*z + 1
*
-2/3 | 0.15761306810348241264091154813364006591 | 0.023508849507009060086250002755879589452
f(z) = -147/272*z^3 + 151/204*z + 1
*
-2/3 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = -141/272*z^3 + 149/204*z + 1
*
[ 12/11 ] 
f(z) = -143/270*z^3 + 157/220*z + 1
*
[ 3 ] 
f(z) = -149/270*z^3 + 169/30*z + 1
*
[ 3 ] 
f(z) = -143/270*z^3 + 163/30*z + 1
*
[ -5/3 ] 
f(z) = -153/275*z^3 + 173/55*z + 1
*
[ -5/3 ] 
f(z) = -144/275*z^3 + 168/55*z + 1
*
-2/7 | 0.15817096892261149139389181539974191489 | 0.024186694692305195977186804952721871199
f(z) = -147/272*z^3 + 173/68*z + 1
*
[ 2 ] 
f(z) = -145/272*z^3 + 179/68*z + 1
*
[ 2 ] 
f(z) = -143/272*z^3 + 177/68*z + 1
*
[ 2 ] 
f(z) = -141/272*z^3 + 175/68*z + 1
*
[ 6/5 ] 
f(z) = -155/264*z^3 + 167/165*z + 1
*
[ 6 ] 
f(z) = -143/270*z^3 + 199/10*z + 1
*
[ -3 ] 
f(z) = -157/270*z^3 + 197/30*z + 1
*
[ -3 ] 
f(z) = -151/270*z^3 + 191/30*z + 1
*
[ -5/12 ] 
f(z) = -144/275*z^3 + 192/55*z + 1
*
[ 2 ] 
f(z) = -159/272*z^3 + 193/68*z + 1
*
[ 2 ] 
f(z) = -157/272*z^3 + 191/68*z + 1
*
[ 2 ] 
f(z) = -155/272*z^3 + 189/68*z + 1
*
[ 2 ] 
f(z) = -151/272*z^3 + 185/68*z + 1
*
[ 2 ] 
f(z) = -149/272*z^3 + 183/68*z + 1
*
[ 2 ] 
f(z) = -147/272*z^3 + 181/68*z + 1
*
[ -4/7 ] 
f(z) = -147/272*z^3 + 199/68*z + 1
*
-15/11 | 0.22763082014115177131235341474247854455 | 0.026662205995542610732906491522197459833
f(z) = -143/270*z^3 + 189/110*z + 1
*
[ 3/2 ] 
f(z) = -157/270*z^3 + 197/120*z + 1
*
[ 3/2 ] 
f(z) = -151/270*z^3 + 191/120*z + 1
*
[ 10/7 ] 
f(z) = -147/260*z^3 + 189/130*z + 1
*
[ -6 ] 
f(z) = -151/270*z^3 + 213/10*z + 1
*
[ 6 ] 
f(z) = -149/270*z^3 + 207/10*z + 1
*
[ 5/2 ] 
f(z) = -148/275*z^3 + 218/55*z + 1
*
[ 5/2 ] 
f(z) = -144/275*z^3 + 213/55*z + 1
*
-6/11 | 0.25731257405130664790535629224901241200 | 0.029627551195544559231840237434509950232
f(z) = -143/270*z^3 + 219/110*z + 1
*
-2 | 0.10353735613103719287711737147185799515 | 0.017022957847570956020698436190231123476
f(z) = -143/268*z^3 + 219/134*z + 1
*
-2 | 0.083738158159165027401703854090892619429 | 0.013788497299661098657520903493833874027
f(z) = -143/276*z^3 + 217/138*z + 1
*
-2 | 0.10297640461140112680358594930212195367 | 0.016956306516967595023727308727525403737
f(z) = -141/260*z^3 + 217/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017074614679136172875710640502342495536
f(z) = -141/268*z^3 + 215/134*z + 1
*
[ -6 ] 
f(z) = -157/270*z^3 + 221/10*z + 1
*
[ 5/2 ] 
f(z) = -156/275*z^3 + 228/55*z + 1
*
[ 5/2 ] 
f(z) = -152/275*z^3 + 223/55*z + 1
*
[ -3/4 ] 
f(z) = -160/261*z^3 + 233/87*z + 1
*
-2 | 0.10353776202757481598131327033248345821 | 0.016781895409106866353187771089556833844
f(z) = -153/268*z^3 + 239/134*z + 1
*
-2 | 0.10297651774705658534792434992066101238 | 0.016713691387149361487989525949134260687
f(z) = -151/260*z^3 + 237/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016827774108324967833997772650239272533
f(z) = -151/268*z^3 + 235/134*z + 1
*
-2 | 0.083738724695345676490824800754401151672 | 0.013628937939350231660324530350133966845
f(z) = -151/276*z^3 + 233/138*z + 1
*
-2 | 0.10297634432703586668260760963501442381 | 0.016759966325739116829122398644168995458
f(z) = -149/260*z^3 + 233/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016874859572568556698863396050203212276
f(z) = -149/268*z^3 + 231/134*z + 1
*
-2 | 0.083737093860528413983943613888234877770 | 0.013667191406280207321817350583441512942
f(z) = -149/276*z^3 + 229/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016807211426439960869401205770798964119
f(z) = -147/260*z^3 + 229/130*z + 1
*
-2 | 0.10353765993263661337412675272906835508 | 0.016923179966114829611500945477470824132
f(z) = -147/268*z^3 + 227/134*z + 1
*
-2 | 0.10353748546255402518063697790313114397 | 0.016972470829294679208911751794885171270
f(z) = -145/268*z^3 + 223/134*z + 1
*
-2 | 0.083737024702969266090077007814080775988 | 0.013746965155942324568001455595425245088
f(z) = -145/276*z^3 + 221/138*z + 1
*
-12/7 | 0.19486015854783984588950910961394087782 | 0.028393855796262351006352451061196148422
f(z) = -147/272*z^3 + 239/204*z + 1
*
[ 4/3 ] 
f(z) = -141/272*z^3 + 239/204*z + 1
*
[ 5/4 ] 
f(z) = -156/275*z^3 + 239/220*z + 1
*
[ 5/4 ] 
f(z) = -148/275*z^3 + 229/220*z + 1
*
[ -5/2 ] 
f(z) = -144/275*z^3 + 257/55*z + 1
*
[ -2 ] 
f(z) = -157/272*z^3 + 259/68*z + 1
*
[ -2 ] 
f(z) = -155/272*z^3 + 257/68*z + 1
*
[ -2 ] 
f(z) = -151/272*z^3 + 253/68*z + 1
*
[ -2 ] 
f(z) = -149/272*z^3 + 251/68*z + 1
*
[ -2 ] 
f(z) = -147/272*z^3 + 249/68*z + 1
*
[ -2 ] 
f(z) = -145/272*z^3 + 247/68*z + 1
*
[ -2 ] 
f(z) = -143/272*z^3 + 245/68*z + 1
*
[ -2 ] 
f(z) = -141/272*z^3 + 243/68*z + 1
*
[ -3/4 ] 
f(z) = -160/279*z^3 + 247/93*z + 1
*
[ -3/2 ] 
f(z) = -152/261*z^3 + 259/87*z + 1
*
[ -3/2 ] 
f(z) = -148/261*z^3 + 256/87*z + 1
*
-2 | 0.10419369803074014207830416040747593281 | 0.016733812641733556218019194338678836260
f(z) = -159/260*z^3 + 253/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016649534291090387737509726976591221101
f(z) = -159/268*z^3 + 251/134*z + 1
*
-2 | 0.10297668731924620244881461267379664896 | 0.016580795099042961185118328311643629045
f(z) = -157/260*z^3 + 249/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016692656680235710921227427902843995092
f(z) = -157/268*z^3 + 247/134*z + 1
*
-2 | 0.083738285806271566504195200180275513656 | 0.013518373519195551683856614103234109099
f(z) = -157/276*z^3 + 245/138*z + 1
*
-2 | 0.10353777943256033204525184193146891121 | 0.016736871600569828293036377340585925986
f(z) = -155/268*z^3 + 243/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013554324476144523222121399448058731602
f(z) = -155/276*z^3 + 241/138*z + 1
*
-2 | 0.10297613302348462671647652904074071630 | 0.016668349716742226124142336426382963431
f(z) = -153/260*z^3 + 241/130*z + 1
*
5/7 | 0.19282687897225309742495281872176509198 | 0.026980974645678643391197605176165185214
f(z) = -147/275*z^3 + 254/165*z + 1
*
[ 6/5 ] 
f(z) = -157/270*z^3 + 251/250*z + 1
*
[ 6/5 ] 
f(z) = -151/270*z^3 + 243/250*z + 1
*
[ -5/2 ] 
f(z) = -156/275*z^3 + 272/55*z + 1
*
[ -5/2 ] 
f(z) = -152/275*z^3 + 267/55*z + 1
*
[ -5/2 ] 
f(z) = -148/275*z^3 + 262/55*z + 1
*
[ -2 ] 
f(z) = -159/272*z^3 + 261/68*z + 1
*
[ -3/2 ] 
f(z) = -160/261*z^3 + 265/87*z + 1
*
[ -3/2 ] 
f(z) = -160/279*z^3 + 275/93*z + 1
*
[ -3/2 ] 
f(z) = -152/279*z^3 + 269/93*z + 1
*
[ -3/2 ] 
f(z) = -148/279*z^3 + 266/93*z + 1
*
-5/6 | 0.19362902634613052113724490087151788085 | 0.026961853004110687043027207466503197742
f(z) = -156/275*z^3 + 263/165*z + 1
*
-2/5 | 0.17503618138499717781592284612686305776 | 0.022875775345867055003860629381197530088
f(z) = -155/264*z^3 + 263/165*z + 1
*
-6/5 | 0.23089881607383162088647570665922885320 | 0.029973394372461763508702425415684135061
f(z) = -155/264*z^3 + 277/165*z + 1
*
[ 3/2 ] 
f(z) = -146/261*z^3 + 277/174*z + 1
*
-2/5 | 0.20152922523000569740159345416805165534 | 0.026351315796830262714642037343069202156
f(z) = -145/264*z^3 + 262/165*z + 1
*
-6/5 | 0.16986480003671441580896208238575520294 | 0.022145412025585322241024123582485832771
f(z) = -145/264*z^3 + 268/165*z + 1
*
[ 3/2 ] 
f(z) = -142/261*z^3 + 271/174*z + 1
*
[ 3/2 ] 
f(z) = -142/279*z^3 + 275/186*z + 1
*
[ 4/3 ] 
f(z) = -159/272*z^3 + 263/204*z + 1
*
26/21 | 0.15740255200524592931662655811478774729 | 0.022523360869771642200411696447732220237
f(z) = -147/272*z^3 + 271/204*z + 1
*
[ 5/4 ] 
f(z) = -144/265*z^3 + 278/265*z + 1
*
[ -5/4 ] 
f(z) = -152/275*z^3 + 293/110*z + 1
*
[ -15/11 ] 
f(z) = -143/270*z^3 + 299/110*z + 1
*
-30/13 | 0.19905837285143834602758586355525589458 | 0.022176711533714579181376728823684800744
f(z) = -143/270*z^3 + 293/130*z + 1
*
[ 3/2 ] 
f(z) = -158/261*z^3 + 295/174*z + 1
*
[ 3/2 ] 
f(z) = -154/261*z^3 + 289/174*z + 1
*
[ 3/2 ] 
f(z) = -158/279*z^3 + 299/186*z + 1
*
[ 3/2 ] 
f(z) = -154/279*z^3 + 293/186*z + 1
*
[ 3/2 ] 
f(z) = -146/279*z^3 + 281/186*z + 1
*
[ 3/5 ] 
f(z) = -151/297*z^3 - 133/275*z + 1
*
[ 3/5 ] 
f(z) = -148/297*z^3 - 134/275*z + 1
*
[ 17/28 ] 
f(z) = -147/289*z^3 - 125/272*z + 1
*
[ 3/5 ] 
f(z) = -142/297*z^3 - 136/275*z + 1
*
[ 2/3 ] 
f(z) = -153/298*z^3 - 81/298*z + 1
*
[ 17/26 ] 
f(z) = -156/289*z^3 - 66/221*z + 1
*
[ 2/3 ] 
f(z) = -153/286*z^3 - 75/286*z + 1
*
[ 2/3 ] 
f(z) = -153/290*z^3 - 77/290*z + 1
*
[ 5/7 ] 
f(z) = -147/290*z^3 - 41/290*z + 1
*
[ 5/7 ] 
f(z) = -147/295*z^3 - 43/295*z + 1
*
[ 3/5 ] 
f(z) = -145/297*z^3 - 27/55*z + 1
*
[ 2/3 ] 
f(z) = -159/280*z^3 - 26/105*z + 1
*
[ 2/3 ] 
f(z) = -159/296*z^3 - 29/111*z + 1
*
[ 2/3 ] 
f(z) = -147/296*z^3 - 31/111*z + 1
*
[ 2/3 ] 
f(z) = -141/280*z^3 - 29/105*z + 1
*
[ 2/3 ] 
f(z) = -141/296*z^3 - 32/111*z + 1
*
[ 2/3 ] 
f(z) = -153/284*z^3 - 37/142*z + 1
*
[ 2/3 ] 
f(z) = -153/292*z^3 - 39/146*z + 1
*
[ 3/4 ] 
f(z) = -160/297*z^3 - 1/33*z + 1
*
[ 2/3 ] 
f(z) = -153/280*z^3 - 9/35*z + 1
*
[ 2/3 ] 
f(z) = -153/296*z^3 - 10/37*z + 1
*
[ 3/4 ] 
f(z) = -152/297*z^3 - 1/22*z + 1
*
[ 17/24 ] 
f(z) = -144/289*z^3 - 11/68*z + 1
*
[ 3/4 ] 
f(z) = -158/297*z^3 - 3/88*z + 1
*
[ 3/4 ] 
f(z) = -146/297*z^3 - 5/88*z + 1
*
[ 3/4 ] 
f(z) = -148/297*z^3 - 7/132*z + 1
*
[ 3/4 ] 
f(z) = -155/297*z^3 - 7/176*z + 1
*
[ 3/4 ] 
f(z) = -149/297*z^3 - 9/176*z + 1
*
[ 3/4 ] 
f(z) = -142/297*z^3 - 17/264*z + 1
*
[ 3/4 ] 
f(z) = -160/291*z^3 - 7/291*z + 1
*
[ 3/2 ] 
f(z) = -160/297*z^3 + 17/11*z + 1
*
[ 3/2 ] 
f(z) = -148/297*z^3 + 16/11*z + 1
*
[ 17/21 ] 
f(z) = -147/289*z^3 + 5/51*z + 1
*
[ 17/20 ] 
f(z) = -160/289*z^3 + 19/85*z + 1
*
[ 33/40 ] 
f(z) = -160/297*z^3 + 17/110*z + 1
*
[ 4/5 ] 
f(z) = -155/288*z^3 + 17/180*z + 1
*
[ 4/5 ] 
f(z) = -145/288*z^3 + 13/180*z + 1
*
[ -3/4 ] 
f(z) = -160/297*z^3 + 29/11*z + 1
*
[ -3/2 ] 
f(z) = -152/297*z^3 + 31/11*z + 1
*
[ 17/12 ] 
f(z) = -144/289*z^3 + 22/17*z + 1
*
[ 3/2 ] 
f(z) = -142/297*z^3 + 31/22*z + 1
*
[ 6/7 ] 
f(z) = -147/296*z^3 + 22/111*z + 1
*
[ 17/20 ] 
f(z) = -150/289*z^3 + 27/136*z + 1
*
[ 3 ] 
f(z) = -155/297*z^3 + 59/11*z + 1
*
[ 3 ] 
f(z) = -152/297*z^3 + 58/11*z + 1
*
[ 3 ] 
f(z) = -149/297*z^3 + 57/11*z + 1
*
[ 3 ] 
f(z) = -146/297*z^3 + 56/11*z + 1
*
[ -17/12 ] 
f(z) = -144/289*z^3 + 46/17*z + 1
*
-2 | 0.10537771829602119995399388384369772549 | 0.017115166146047731289594530221902829197
f(z) = -155/296*z^3 + 59/37*z + 1
*
-2 | 0.10434881798131213868077921125498655693 | 0.016948054918753001714485698975410177268
f(z) = -153/280*z^3 + 59/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017162704939414289427791867398026305867
f(z) = -153/296*z^3 + 58/37*z + 1
*
[ 3/2 ] 
f(z) = -152/297*z^3 + 49/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016995100596217225441365736393866914068
f(z) = -151/280*z^3 + 58/35*z + 1
*
-2 | 0.10537720026891727540319822193261701910 | 0.017211486162165931996146298468975017813
f(z) = -151/296*z^3 + 57/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017043377405374505360677847520099024130
f(z) = -149/280*z^3 + 57/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017261358889667278436169715856641131856
f(z) = -149/296*z^3 + 56/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017312457197735425225756425302139416036
f(z) = -147/296*z^3 + 55/37*z + 1
*
-2 | 0.10537708984110300569429925808161561785 | 0.017364815355937108213653980943210939070
f(z) = -145/296*z^3 + 54/37*z + 1
*
-2 | 0.10434836295085358968370931687829170001 | 0.017195294139059655067322016074392377478
f(z) = -143/280*z^3 + 54/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017418457806731040093428744871818495780
f(z) = -143/296*z^3 + 53/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017248355879878095071449807963419520961
f(z) = -141/280*z^3 + 53/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017473474801661572128349398117857984956
f(z) = -141/296*z^3 + 52/37*z + 1
*
[ 17/15 ] 
f(z) = -150/289*z^3 + 40/51*z + 1
*
[ 17/18 ] 
f(z) = -144/289*z^3 + 59/153*z + 1
*
[ 12/13 ] 
f(z) = -143/288*z^3 + 53/156*z + 1
*
[ 33/38 ] 
f(z) = -152/297*z^3 + 49/209*z + 1
*
[ 5/6 ] 
f(z) = -144/295*z^3 + 41/295*z + 1
*
[ -3 ] 
f(z) = -160/297*z^3 + 68/11*z + 1
*
[ 3 ] 
f(z) = -158/297*z^3 + 60/11*z + 1
*
[ -3 ] 
f(z) = -157/297*z^3 + 67/11*z + 1
*
[ -3 ] 
f(z) = -151/297*z^3 + 65/11*z + 1
*
[ -3 ] 
f(z) = -148/297*z^3 + 64/11*z + 1
*
[ 17/7 ] 
f(z) = -147/289*z^3 + 61/17*z + 1
*
[ -17/7 ] 
f(z) = -147/289*z^3 + 75/17*z + 1
*
[ -3 ] 
f(z) = -145/297*z^3 + 63/11*z + 1
*
[ 17/6 ] 
f(z) = -144/289*z^3 + 79/17*z + 1
*
[ -3 ] 
f(z) = -142/297*z^3 + 62/11*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016812483541034753100657244684132697865
f(z) = -159/280*z^3 + 62/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017022884945779918253044668137871756137
f(z) = -159/296*z^3 + 61/37*z + 1
*
[ -3/2 ] 
f(z) = -158/297*z^3 + 63/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016856646030601434780298065541258247064
f(z) = -157/280*z^3 + 61/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017068460934421908670988793352793816154
f(z) = -157/296*z^3 + 60/37*z + 1
*
[ 17/10 ] 
f(z) = -150/289*z^3 + 65/34*z + 1
*
[ -3/2 ] 
f(z) = -146/297*z^3 + 61/22*z + 1
*
39/20 | 0.22263111239925281934007879643886027208 | 0.029191511567758065180346911997277772709
f(z) = -160/297*z^3 + 76/55*z + 1
*
[ 3/2 ] 
f(z) = -157/297*z^3 + 67/44*z + 1
*
[ 3/2 ] 
f(z) = -151/297*z^3 + 65/44*z + 1
*
[ 3/2 ] 
f(z) = -145/297*z^3 + 63/44*z + 1
*
[ 17/14 ] 
f(z) = -147/289*z^3 + 63/68*z + 1
*
-6/5 | 0.21523204501191065473915560859857551333 | 0.029595744538941330036044950860138798608
f(z) = -145/288*z^3 + 67/120*z + 1
*
[ -17/6 ] 
f(z) = -144/289*z^3 + 91/17*z + 1
*
[ -3/2 ] 
f(z) = -160/297*z^3 + 95/33*z + 1
*
[ 2 ] 
f(z) = -159/280*z^3 + 97/35*z + 1
*
[ 2 ] 
f(z) = -159/296*z^3 + 98/37*z + 1
*
[ 2 ] 
f(z) = -157/280*z^3 + 96/35*z + 1
*
[ 2 ] 
f(z) = -157/296*z^3 + 97/37*z + 1
*
[ 2 ] 
f(z) = -155/296*z^3 + 96/37*z + 1
*
[ 2 ] 
f(z) = -153/280*z^3 + 94/35*z + 1
*
[ -2/3 ] 
f(z) = -153/280*z^3 + 96/35*z + 1
*
[ 2 ] 
f(z) = -153/296*z^3 + 95/37*z + 1
*
[ 2 ] 
f(z) = -151/280*z^3 + 93/35*z + 1
*
[ 2 ] 
f(z) = -151/296*z^3 + 94/37*z + 1
*
[ 2 ] 
f(z) = -149/280*z^3 + 92/35*z + 1
*
[ 2 ] 
f(z) = -149/296*z^3 + 93/37*z + 1
*
[ -3/2 ] 
f(z) = -148/297*z^3 + 92/33*z + 1
*
[ 2 ] 
f(z) = -147/296*z^3 + 92/37*z + 1
*
[ 2 ] 
f(z) = -145/296*z^3 + 91/37*z + 1
*
[ 2 ] 
f(z) = -143/280*z^3 + 89/35*z + 1
*
[ 2 ] 
f(z) = -143/296*z^3 + 90/37*z + 1
*
[ 2 ] 
f(z) = -141/280*z^3 + 88/35*z + 1
*
[ 2 ] 
f(z) = -141/296*z^3 + 89/37*z + 1
*
[ 3/2 ] 
f(z) = -146/297*z^3 + 95/66*z + 1
*
[ 17/16 ] 
f(z) = -160/289*z^3 + 93/136*z + 1
*
[ 12/11 ] 
f(z) = -143/288*z^3 + 89/132*z + 1
*
[ 17/5 ] 
f(z) = -150/289*z^3 + 114/17*z + 1
*
[ 17/8 ] 
f(z) = -160/289*z^3 + 103/34*z + 1
*
[ -2/3 ] 
f(z) = -153/296*z^3 + 101/37*z + 1
*
[ -17/10 ] 
f(z) = -150/289*z^3 + 105/34*z + 1
*
[ -3/4 ] 
f(z) = -148/297*z^3 + 115/44*z + 1
*
[ 3/2 ] 
f(z) = -158/297*z^3 + 101/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014809462392472887439086896084470990626
f(z) = -155/288*z^3 + 119/72*z + 1
*
-2 | 0.091307287370084784467247753695167791808 | 0.014892173291380391162940147195214699496
f(z) = -151/288*z^3 + 115/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014934784171038915909650937678740457451
f(z) = -149/288*z^3 + 113/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015023346256690390363242054178918706567
f(z) = -145/288*z^3 + 109/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015069263472427853833830645090677638546
f(z) = -143/288*z^3 + 107/72*z + 1
*
[ 6/5 ] 
f(z) = -155/297*z^3 + 101/110*z + 1
*
[ 6/5 ] 
f(z) = -155/288*z^3 + 113/120*z + 1
*
[ 6/5 ] 
f(z) = -145/288*z^3 + 107/120*z + 1
*
-4/5 | 0.20021481878568234429552549321100702679 | 0.027530782553144335968569748097922887872
f(z) = -155/288*z^3 + 107/180*z + 1
*
[ -17/5 ] 
f(z) = -150/289*z^3 + 124/17*z + 1
*
[ -17/8 ] 
f(z) = -160/289*z^3 + 135/34*z + 1
*
[ -2 ] 
f(z) = -159/280*z^3 + 132/35*z + 1
*
[ -2 ] 
f(z) = -159/296*z^3 + 135/37*z + 1
*
[ -2 ] 
f(z) = -157/280*z^3 + 131/35*z + 1
*
[ -2 ] 
f(z) = -157/296*z^3 + 134/37*z + 1
*
[ -2 ] 
f(z) = -155/296*z^3 + 133/37*z + 1
*
[ -2 ] 
f(z) = -153/280*z^3 + 129/35*z + 1
*
[ -2 ] 
f(z) = -153/296*z^3 + 132/37*z + 1
*
[ -2 ] 
f(z) = -151/280*z^3 + 128/35*z + 1
*
[ -2 ] 
f(z) = -151/296*z^3 + 131/37*z + 1
*
[ -2 ] 
f(z) = -149/280*z^3 + 127/35*z + 1
*
[ -2 ] 
f(z) = -149/296*z^3 + 130/37*z + 1
*
[ -2 ] 
f(z) = -147/296*z^3 + 129/37*z + 1
*
[ -2 ] 
f(z) = -145/296*z^3 + 128/37*z + 1
*
[ -2 ] 
f(z) = -143/280*z^3 + 124/35*z + 1
*
[ -2 ] 
f(z) = -143/296*z^3 + 127/37*z + 1
*
[ -2 ] 
f(z) = -141/280*z^3 + 123/35*z + 1
*
[ -2 ] 
f(z) = -141/296*z^3 + 126/37*z + 1
*
[ -3/2 ] 
f(z) = -155/297*z^3 + 125/44*z + 1
*
[ -17/15 ] 
f(z) = -150/289*z^3 + 130/51*z + 1
*
[ -3/2 ] 
f(z) = -149/297*z^3 + 123/44*z + 1
*
[ -17/21 ] 
f(z) = -147/289*z^3 + 131/51*z + 1
*
-2 | 0.091307380338406634367466787581084718836 | 0.014769674262998907037197371382143996605
f(z) = -157/288*z^3 + 121/72*z + 1
*
[ -3/5 ] 
f(z) = -155/297*z^3 + 157/55*z + 1
*
-12/5 | 0.24076340625311141152930534160871609760 | 0.029378109059525446704599974464630878884
f(z) = -155/288*z^3 + 151/60*z + 1
*
[ 9/8 ] 
f(z) = -160/297*z^3 + 157/198*z + 1
*
-7/5 | 0.21658188016668370068583412391073043293 | 0.029697155509080217860273216502790782668
f(z) = -155/294*z^3 + 157/210*z + 1
*
[ 17/4 ] 
f(z) = -144/289*z^3 + 166/17*z + 1
*
[ -17/4 ] 
f(z) = -144/289*z^3 + 174/17*z + 1
*
[ 3 ] 
f(z) = -157/297*z^3 + 179/33*z + 1
*
[ 3 ] 
f(z) = -151/297*z^3 + 173/33*z + 1
*
[ 3 ] 
f(z) = -148/297*z^3 + 170/33*z + 1
*
[ -2/7 ] 
f(z) = -147/296*z^3 + 168/37*z + 1
*
[ 3 ] 
f(z) = -145/297*z^3 + 167/33*z + 1
*
[ 3 ] 
f(z) = -142/297*z^3 + 164/33*z + 1
*
[ -33/20 ] 
f(z) = -160/297*z^3 + 169/55*z + 1
*
[ -3/4 ] 
f(z) = -152/297*z^3 + 173/66*z + 1
*
[ -17/14 ] 
f(z) = -147/289*z^3 + 175/68*z + 1
*
[ 2 ] 
f(z) = -143/288*z^3 + 179/72*z + 1
*
[ 17/10 ] 
f(z) = -160/289*z^3 + 171/85*z + 1
*
-6/5 | 0.23081976890835849359094050075557722452 | 0.027245058313370875244660992172215772112
f(z) = -160/297*z^3 + 177/110*z + 1
*
[ 34/21 ] 
f(z) = -147/289*z^3 + 175/102*z + 1
*
[ 4/3 ] 
f(z) = -153/280*z^3 + 171/140*z + 1
*
[ 4/3 ] 
f(z) = -153/296*z^3 + 173/148*z + 1
*
[ 17/16 ] 
f(z) = -144/289*z^3 + 169/272*z + 1
*
[ 17/4 ] 
f(z) = -160/289*z^3 + 183/17*z + 1
*
[ -17/4 ] 
f(z) = -160/289*z^3 + 191/17*z + 1
*
[ 3 ] 
f(z) = -160/297*z^3 + 182/33*z + 1
*
[ -3 ] 
f(z) = -155/297*z^3 + 199/33*z + 1
*
-10/3 | 0.20505499362034443535119671473910991885 | 0.028028739590227324181014614337836277723
f(z) = -153/280*z^3 + 188/35*z + 1
*
[ -3 ] 
f(z) = -152/297*z^3 + 196/33*z + 1
*
[ -3 ] 
f(z) = -149/297*z^3 + 193/33*z + 1
*
[ -3 ] 
f(z) = -146/297*z^3 + 190/33*z + 1
*
[ 2 ] 
f(z) = -157/288*z^3 + 193/72*z + 1
*
[ 2 ] 
f(z) = -155/288*z^3 + 191/72*z + 1
*
[ 2 ] 
f(z) = -151/288*z^3 + 187/72*z + 1
*
[ 2 ] 
f(z) = -149/288*z^3 + 185/72*z + 1
*
[ 2 ] 
f(z) = -145/288*z^3 + 181/72*z + 1
*
[ -17/24 ] 
f(z) = -144/289*z^3 + 181/68*z + 1
*
[ 17/8 ] 
f(z) = -144/289*z^3 + 189/68*z + 1
*
[ -3/2 ] 
f(z) = -142/297*z^3 + 181/66*z + 1
*
[ 3/2 ] 
f(z) = -155/297*z^3 + 199/132*z + 1
*
[ 3/2 ] 
f(z) = -149/297*z^3 + 193/132*z + 1
*
[ 13/12 ] 
f(z) = -144/299*z^3 + 192/299*z + 1
*
[ -3 ] 
f(z) = -158/297*z^3 + 202/33*z + 1
*
[ 12/5 ] 
f(z) = -145/288*z^3 + 209/60*z + 1
*
[ -17/20 ] 
f(z) = -160/289*z^3 + 219/85*z + 1
*
[ 17/12 ] 
f(z) = -160/289*z^3 + 215/153*z + 1
*
-2 | 0.10461098335058094854607275635888627668 | 0.017199476850810401371956153510254337450
f(z) = -145/284*z^3 + 219/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017310110245708527307325260257561671921
f(z) = -145/292*z^3 + 217/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017251705071964996587587858706156171678
f(z) = -143/284*z^3 + 215/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017363303916348859466935787351143687786
f(z) = -143/292*z^3 + 213/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017305300592064812693391617667655558487
f(z) = -141/284*z^3 + 211/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017417843396197770729064614319200550121
f(z) = -141/292*z^3 + 209/146*z + 1
*
[ -33/8 ] 
f(z) = -160/297*z^3 + 229/22*z + 1
*
[ 10/3 ] 
f(z) = -153/280*z^3 + 237/35*z + 1
*
[ 12/5 ] 
f(z) = -155/288*z^3 + 221/60*z + 1
*
[ -3/4 ] 
f(z) = -142/297*z^3 + 229/88*z + 1
*
-2 | 0.10461149318164686985817912633723759558 | 0.016955930887296339118291781804599131783
f(z) = -155/284*z^3 + 239/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017062414056771829406516930100357938224
f(z) = -155/292*z^3 + 237/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017002304379331279128297980340789804585
f(z) = -153/284*z^3 + 235/142*z + 1
*
-2 | 0.10512581520935270029933059621798272686 | 0.017109804532185611360485988430883182120
f(z) = -153/292*z^3 + 233/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017049878193298485096454693721495467554
f(z) = -151/284*z^3 + 231/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017158040632717448562712033538608691194
f(z) = -151/292*z^3 + 229/146*z + 1
*
-2 | 0.10461134977259273232033460921892095655 | 0.017098674046251354866442589274957905832
f(z) = -149/284*z^3 + 227/142*z + 1
*
-2 | 0.10512530213081398353126735122334975838 | 0.017207569460337040913385698418934880315
f(z) = -149/292*z^3 + 225/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017148387627401267667479236424115625774
f(z) = -147/284*z^3 + 223/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017258204302112807498929796860492914168
f(z) = -147/292*z^3 + 221/146*z + 1
*
[ 17/14 ] 
f(z) = -154/289*z^3 + 229/238*z + 1
*
[ 17/13 ] 
f(z) = -143/289*z^3 + 239/221*z + 1
*
[ 8/7 ] 
f(z) = -147/296*z^3 + 229/296*z + 1
*
[ 7/6 ] 
f(z) = -144/287*z^3 + 237/287*z + 1
*
[ -10/3 ] 
f(z) = -153/280*z^3 + 258/35*z + 1
*
[ -3/10 ] 
f(z) = -160/297*z^3 + 241/55*z + 1
*
[ 17/6 ] 
f(z) = -156/289*z^3 + 254/51*z + 1
*
[ -3/8 ] 
f(z) = -160/297*z^3 + 247/66*z + 1
*
[ -2 ] 
f(z) = -151/288*z^3 + 259/72*z + 1
*
[ -2 ] 
f(z) = -149/288*z^3 + 257/72*z + 1
*
[ -2 ] 
f(z) = -145/288*z^3 + 253/72*z + 1
*
[ -12/5 ] 
f(z) = -145/288*z^3 + 259/60*z + 1
*
[ -17/8 ] 
f(z) = -144/289*z^3 + 253/68*z + 1
*
[ -2 ] 
f(z) = -143/288*z^3 + 251/72*z + 1
*
[ 33/16 ] 
f(z) = -160/297*z^3 + 247/88*z + 1
*
-3/8 | 0.22798704311779866802467011286246452717 | 0.025964759301419822917513621135807462621
f(z) = -152/297*z^3 + 241/88*z + 1
*
-3/40 | 0.17664281505434186394739310096633934898 | 0.019971119674657382101283763277975347067
f(z) = -160/297*z^3 + 257/110*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016865785572712081802562192881831724554
f(z) = -159/284*z^3 + 247/142*z + 1
*
-2 | 0.10512592463439954390129705557187837098 | 0.016971108281896292031337496854462668228
f(z) = -159/292*z^3 + 245/146*z + 1
*
-2 | 0.10461097429963589326309006332933869309 | 0.016910353442570639506307681860845457729
f(z) = -157/284*z^3 + 243/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017016189928505164772720024691862674578
f(z) = -157/292*z^3 + 241/146*z + 1
*
[ 10/7 ] 
f(z) = -147/296*z^3 + 243/185*z + 1
*
[ 17/13 ] 
f(z) = -156/289*z^3 + 256/221*z + 1
*
-6/11 | 0.20105028357849671480800659792671055798 | 0.024941555802597050161924473885961738628
f(z) = -143/288*z^3 + 259/264*z + 1
*
[ -2 ] 
f(z) = -157/288*z^3 + 265/72*z + 1
*
[ -2 ] 
f(z) = -155/288*z^3 + 263/72*z + 1
*
[ -12/5 ] 
f(z) = -155/288*z^3 + 271/60*z + 1
*
[ -17/10 ] 
f(z) = -160/289*z^3 + 271/85*z + 1
*
[ -6/5 ] 
f(z) = -145/297*z^3 + 279/110*z + 1
*
[ 7/5 ] 
f(z) = -155/294*z^3 + 277/210*z + 1
*
[ 7/5 ] 
f(z) = -145/294*z^3 + 263/210*z + 1
*
[ 17/3 ] 
f(z) = -144/289*z^3 + 286/17*z + 1
*
[ -17/3 ] 
f(z) = -144/289*z^3 + 292/17*z + 1
*
[ -17/6 ] 
f(z) = -156/289*z^3 + 290/51*z + 1
*
[ -6/5 ] 
f(z) = -160/297*z^3 + 287/110*z + 1
*
[ -2/3 ] 
f(z) = -159/280*z^3 + 289/105*z + 1
*
[ -17/30 ] 
f(z) = -150/289*z^3 + 299/102*z + 1
*
[ -6/7 ] 
f(z) = -147/296*z^3 + 281/111*z + 1
*
[ -2/3 ] 
f(z) = -141/280*z^3 + 286/105*z + 1
*
[ 17/11 ] 
f(z) = -143/289*z^3 + 287/187*z + 1
*
[ 17/12 ] 
f(z) = -156/289*z^3 + 281/204*z + 1
*
[ 5/4 ] 
f(z) = -144/295*z^3 + 284/295*z + 1
*
[ 1/3 ] 
f(z) = -135*z^3 + 13*z + 1
*
[ -1/3 ] 
f(z) = -135*z^3 + 19*z + 1
*
[ 2/3 ] 
f(z) = -135/8*z^3 + 7*z + 1
*
[ -2/3 ] 
f(z) = -135/8*z^3 + 10*z + 1
*
[ -2/9 ] 
f(z) = -135/8*z^3 + 19/3*z + 1
*
[ 2/3 ] 
f(z) = -135/16*z^3 + 13/4*z + 1
*
[ -1/8 ] 
f(z) = -128*z^3 + 11*z + 1
*
-1/8 | 0.088530183939234777820427855266636961336 | 0.018246008191160252760836614964074073440
f(z) = -128*z^3 + 12*z + 1
*
[ -1/4 ] 
f(z) = -128*z^3 + 13*z + 1
*
[ -3/8 ] 
f(z) = -128/9*z^3 + 17/3*z + 1
*
[ 1/3 ] 
f(z) = -126*z^3 + 12*z + 1
*
[ -1/3 ] 
f(z) = -126*z^3 + 18*z + 1
*
[ -1/5 ] 
f(z) = -125*z^3 + 11*z + 1
*
-1/5 | 0.085848928046405001006297660926214026192 | 0.017780312696575291436279555577501747119
f(z) = -125/3*z^3 + 14/3*z + 1
*
[ -2/5 ] 
f(z) = -125/4*z^3 + 17/2*z + 1
*
-2/5 | 0.14396161545827711330194281492997456089 | 0.029816126973288203415371054072115229523
f(z) = -125/6*z^3 + 19/3*z + 1
*
[ -2/5 ] 
f(z) = -125/8*z^3 + 6*z + 1
*
[ 3/5 ] 
f(z) = -125/9*z^3 + 13/3*z + 1
*
[ 3/5 ] 
f(z) = -125/18*z^3 + 11/6*z + 1
*
[ 2/3 ] 
f(z) = -123/8*z^3 + 19/3*z + 1
*
-2/11 | 0.11588242155862848600737314684810277126 | 0.024163361693313738174896471473478231320
f(z) = -121*z^3 + 10*z + 1
*
-2/11 | 0.12729675289709947697687333533528493401 | 0.026543434640609376093361228442908480599
f(z) = -121/2*z^3 + 9*z + 1
*
-2/11 | 0.089241357632552088081527999530798212308 | 0.018608268393724807627551490576295998156
f(z) = -121/2*z^3 + 11/2*z + 1
*
-1/11 | 0.083661510363956825460154123052958242161 | 0.017444779868622641971381293187350536183
f(z) = -121/3*z^3 + 19/3*z + 1
*
[ -2/11 ] 
f(z) = -121/4*z^3 + 15/2*z + 1
*
-3/11 | 0.073481973891612605936038719692812004826 | 0.015322181649296618851023152725647859096
f(z) = -121/4*z^3 + 17/4*z + 1
*
-2/11 | 0.13726548277120277273381728395778240352 | 0.028622076270039187834478123477113920723
f(z) = -121/4*z^3 + 19/2*z + 1
*
-2/11 | 0.075504363631407057472428107537425760948 | 0.015743882664085788550668813811969433833
f(z) = -121/8*z^3 + 3*z + 1
*
[ -2/11 ] 
f(z) = -121/8*z^3 + 7*z + 1
*
[ 6/11 ] 
f(z) = -121/8*z^3 + 11/3*z + 1
*
-3/11 | 0.10113882218234713542483269974518936329 | 0.021089082440267919044803250530240578009
f(z) = -121/9*z^3 + 8/3*z + 1
*
[ -3/11 ] 
f(z) = -121/9*z^3 + 17/3*z + 1
*
-6/11 | 0.13079040292570036899830306341102035562 | 0.027271917253722784388427021418082372858
f(z) = -121/9*z^3 + 19/3*z + 1
*
[ 6/11 ] 
f(z) = -121/9*z^3 + 19/6*z + 1
*
[ 6/11 ] 
f(z) = -121/12*z^3 + 13/6*z + 1
*
-2/11 | 0.10249646783877595410001026897077331552 | 0.021372173547671544525637783838417165013
f(z) = -121/12*z^3 + 17/6*z + 1
*
-2/11 | 0.12654842383443641173661792960109266579 | 0.026387395911322054701565327792735292021
f(z) = -121/16*z^3 + 11/4*z + 1
*
-3/11 | 0.13805743075279775160069910281699955670 | 0.028787210250363267362387739277477038789
f(z) = -121/18*z^3 + 13/6*z + 1
*
[ 1/2 ] 
f(z) = -140*z^3 + 34*z + 1
*
[ -1/2 ] 
f(z) = -140*z^3 + 38*z + 1
*
[ 1/2 ] 
f(z) = -140/3*z^3 + 32/3*z + 1
*
[ 1/2 ] 
f(z) = -140/9*z^3 + 26/9*z + 1
*
[ -1/4 ] 
f(z) = -136*z^3 + 27/2*z + 1
*
[ 1/2 ] 
f(z) = -136*z^3 + 33*z + 1
*
[ -1/2 ] 
f(z) = -136*z^3 + 37*z + 1
*
[ 1/2 ] 
f(z) = -136/3*z^3 + 31/3*z + 1
*
[ 1/2 ] 
f(z) = -136/5*z^3 + 29/5*z + 1
*
[ 1/2 ] 
f(z) = -136/7*z^3 + 27/7*z + 1
*
[ 1/2 ] 
f(z) = -136/9*z^3 + 25/9*z + 1
*
-1/9 | 0.11176038954906764256219745557211479758 | 0.018614672178190797970512200083925001385
f(z) = -135*z^3 + 38/3*z + 1
*
[ -1/3 ] 
f(z) = -135/2*z^3 + 23/2*z + 1
*
-2/9 | 0.17242781066012364965603654966948675950 | 0.028719362761635355297539014963363242079
f(z) = -135/2*z^3 + 28/3*z + 1
*
-2/9 | 0.11331717897984323891482997158359725714 | 0.018873969099231296796006362009035154699
f(z) = -135/4*z^3 + 25/6*z + 1
*
[ 2/3 ] 
f(z) = -135/4*z^3 + 29/2*z + 1
*
[ -1/3 ] 
f(z) = -135/4*z^3 + 31/4*z + 1
*
[ -2/3 ] 
f(z) = -135/4*z^3 + 35/2*z + 1
*
-2/9 | 0.13354979216822277602402272233227762230 | 0.022243888113735722822530313553785239033
f(z) = -135/8*z^3 + 25/3*z + 1
*
-2/3 | 0.14665903374746353283517551777475415471 | 0.024427347168297605200598324764628142311
f(z) = -135/8*z^3 + 28/3*z + 1
*
[ -2/5 ] 
f(z) = -135/8*z^3 + 31/5*z + 1
*
-1/3 | 0.14222151046200329812263037588958657100 | 0.028993586880627068473719189472810372591
f(z) = -135/8*z^3 + 39/8*z + 1
*
[ -2/3 ] 
f(z) = -135/16*z^3 + 25/4*z + 1
*
[ 1/2 ] 
f(z) = -132*z^3 + 32*z + 1
*
[ -1/6 ] 
f(z) = -132*z^3 + 32/3*z + 1
*
[ -1/2 ] 
f(z) = -132*z^3 + 36*z + 1
*
[ 1/3 ] 
f(z) = -132*z^3 + 38/3*z + 1
*
[ 1/2 ] 
f(z) = -132/5*z^3 + 28/5*z + 1
*
[ 1/2 ] 
f(z) = -132/7*z^3 + 26/7*z + 1
*
[ 1/3 ] 
f(z) = -129*z^3 + 37/3*z + 1
*
[ 2/3 ] 
f(z) = -129/8*z^3 + 20/3*z + 1
*
[ -2/3 ] 
f(z) = -129/8*z^3 + 29/3*z + 1
*
[ 2/3 ] 
f(z) = -129/16*z^3 + 37/12*z + 1
*
-1/8 | 0.099218313378237411643599030127374183986 | 0.017892721084518775956735162176917054305
f(z) = -128*z^3 + 23/2*z + 1
*
-1/4 | 0.088476388564575158476762202965565071651 | 0.015955555877234696586363024224408206156
f(z) = -128*z^3 + 25/2*z + 1
*
[ 1/2 ] 
f(z) = -128*z^3 + 31*z + 1
*
[ -1/2 ] 
f(z) = -128*z^3 + 35*z + 1
*
[ -1/16 ] 
f(z) = -128*z^3 + 35/2*z + 1
*
[ -1/4 ] 
f(z) = -128/3*z^3 + 23/3*z + 1
*
-3/16 | 0.13993294025717111834866937611551261152 | 0.025235069870754045030723238994337124912
f(z) = -128/3*z^3 + 29/6*z + 1
*
-1/8 | 0.064740384848782466372817253758596911873 | 0.013342947452368778197713820899604205766
f(z) = -128/3*z^3 + 38/3*z + 1
*
-1/8 | 0.086925886328807743491723415819394200497 | 0.017915363590206953249677154123512133829
f(z) = -128/5*z^3 + 22/5*z + 1
*
[ 1/2 ] 
f(z) = -128/5*z^3 + 27/5*z + 1
*
[ -1/4 ] 
f(z) = -128/5*z^3 + 33/5*z + 1
*
-3/16 | 0.16006689784930709948294736315668622607 | 0.028865964967209454347310970537531637496
f(z) = -128/5*z^3 + 39/10*z + 1
*
[ 1/2 ] 
f(z) = -128/7*z^3 + 25/7*z + 1
*
5/8 | 0.084790619367102220613640727672508166457 | 0.017475286582117438679574692076677584601
f(z) = -128/7*z^3 + 36/7*z + 1
*
[ 3/4 ] 
f(z) = -128/9*z^3 + 23/3*z + 1
*
[ -3/4 ] 
f(z) = -128/9*z^3 + 31/3*z + 1
*
3/4 | 0.059866528337202323087980169362212878708 | 0.010796142943415049001619417131536047239
f(z) = -128/9*z^3 + 37/6*z + 1
*
[ -1/3 ] 
f(z) = -126/5*z^3 + 34/5*z + 1
*
-1/10 | 0.10876161707449222616610967504223490502 | 0.017500961501032605376071162694574480358
f(z) = -125*z^3 + 33/4*z + 1
*
[ 2/5 ] 
f(z) = -125*z^3 + 37/2*z + 1
*
[ -2/5 ] 
f(z) = -125/2*z^3 + 27/2*z + 1
*
[ -1/5 ] 
f(z) = -125/3*z^3 + 23/3*z + 1
*
-1/5 | 0.10101802288867555641138928410326767330 | 0.020922008880292198297692292764942720642
f(z) = -125/3*z^3 + 26/3*z + 1
*
-2/5 | 0.12205335769525670224812485484197366050 | 0.025278671672121071902377466584723874811
f(z) = -125/3*z^3 + 29/3*z + 1
*
[ 2/5 ] 
f(z) = -125/3*z^3 + 31/6*z + 1
*
[ -1/5 ] 
f(z) = -125/4*z^3 + 29/4*z + 1
*
3/5 | 0.092125834282973534425607122485891459779 | 0.019080333071820334424029178260752100194
f(z) = -125/4*z^3 + 37/4*z + 1
*
-2/5 | 0.12276178756299216308000740859407053354 | 0.019069046810468175678403058597956862720
f(z) = -125/8*z^3 + 32/5*z + 1
*
18/25 | 0.15128732999532669526431852317256023911 | 0.023500025820586177296558958210187832456
f(z) = -125/8*z^3 + 33/5*z + 1
*
-6/25 | 0.064938074384068106593331526898910217221 | 0.010087073549463040262894940968464568005
f(z) = -125/8*z^3 + 37/5*z + 1
*
[ 4/5 ] 
f(z) = -125/8*z^3 + 39/4*z + 1
*
[ -3/5 ] 
f(z) = -125/9*z^3 + 23/3*z + 1
*
-1/5 | 0.053802864282053471805561974151777152115 | 0.011143199719269789863631118873009754698
f(z) = -125/12*z^3 + 29/12*z + 1
*
[ -2/5 ] 
f(z) = -125/12*z^3 + 31/6*z + 1
*
[ 3/5 ] 
f(z) = -125/12*z^3 + 37/12*z + 1
*
-2/5 | 0.074907463111437190779340833058562816420 | 0.015514207896790454215100418395952190391
f(z) = -125/16*z^3 + 23/4*z + 1
*
-4/5 | 0.12366614140437568789176565834612934655 | 0.025612697958909156220636684877630517526
f(z) = -125/16*z^3 + 27/4*z + 1
*
[ -4/5 ] 
f(z) = -125/16*z^3 + 29/4*z + 1
*
[ -3/5 ] 
f(z) = -125/18*z^3 + 31/6*z + 1
*
[ 1/2 ] 
f(z) = -124*z^3 + 30*z + 1
*
[ -1/2 ] 
f(z) = -124*z^3 + 34*z + 1
*
[ 1/2 ] 
f(z) = -124/3*z^3 + 28/3*z + 1
*
[ 1/2 ] 
f(z) = -124/5*z^3 + 26/5*z + 1
*
[ 1/2 ] 
f(z) = -124/7*z^3 + 24/7*z + 1
*
[ 1/3 ] 
f(z) = -123*z^3 + 35/3*z + 1
*
[ -2/3 ] 
f(z) = -123/8*z^3 + 28/3*z + 1
*
[ 2/3 ] 
f(z) = -123/16*z^3 + 35/12*z + 1
*
[ -2/11 ] 
f(z) = -121*z^3 + 21/2*z + 1
*
-5/22 | 0.10099118782226832384200412992852944246 | 0.016336104946171917404813815664950641680
f(z) = -121*z^3 + 37/4*z + 1
*
[ -1/11 ] 
f(z) = -121/2*z^3 + 25/2*z + 1
*
[ 4/11 ] 
f(z) = -121/2*z^3 + 25/4*z + 1
*
[ -3/11 ] 
f(z) = -121/3*z^3 + 23/3*z + 1
*
[ -1/11 ] 
f(z) = -121/3*z^3 + 37/3*z + 1
*
-3/11 | 0.059755785744554777016578823237901133567 | 0.012460049115243283367679158908876230518
f(z) = -121/4*z^3 + 25/4*z + 1
*
-3/11 | 0.060195857410823563239872264597766674774 | 0.012551811184934345746212935519086201147
f(z) = -121/4*z^3 + 29/4*z + 1
*
[ -4/11 ] 
f(z) = -121/4*z^3 + 31/4*z + 1
*
-4/11 | 0.10337703699896466236796534566117279192 | 0.021555786479015513153340072338885928440
f(z) = -121/5*z^3 + 31/5*z + 1
*
-4/11 | 0.054261545547342833625881368511443472472 | 0.011314411050992023602613665576874109318
f(z) = -121/5*z^3 + 36/5*z + 1
*
-4/11 | 0.14148796792185439115430013802974889531 | 0.029502532810103994569426717537068787969
f(z) = -121/6*z^3 + 20/3*z + 1
*
6/11 | 0.13355674972023989060468195235600435559 | 0.027848745363340591846818662595173788069
f(z) = -121/7*z^3 + 22/7*z + 1
*
[ -6/11 ] 
f(z) = -121/8*z^3 + 22/3*z + 1
*
[ -4/11 ] 
f(z) = -121/8*z^3 + 23/4*z + 1
*
-10/33 | 0.17873410978930625868224957017145255333 | 0.025558947985564040159323090302724091072
f(z) = -121/8*z^3 + 26/9*z + 1
*
-1/11 | 0.052472487927139604422576836639236457917 | 0.010941363562117461746853627970299722030
f(z) = -121/8*z^3 + 33/8*z + 1
*
7/11 | 0.059195300983109290968249042583343207709 | 0.012343178965032053734479335887226395059
f(z) = -121/10*z^3 + 29/10*z + 1
*
[ -6/11 ] 
f(z) = -121/12*z^3 + 35/6*z + 1
*
-1/11 | 0.076332330743354350331359798701551783539 | 0.015916527216443791658767212838550257271
f(z) = -121/12*z^3 + 37/12*z + 1
*
7/11 | 0.13211354638685980666875036249541498629 | 0.027547814094625121729641595942980787621
f(z) = -121/14*z^3 + 29/14*z + 1
*
[ -2/11 ] 
f(z) = -121/16*z^3 + 27/4*z + 1
*
[ 8/11 ] 
f(z) = -121/16*z^3 + 29/8*z + 1
*
[ -6/11 ] 
f(z) = -121/18*z^3 + 29/6*z + 1
*
[ -3/11 ] 
f(z) = -121/18*z^3 + 31/6*z + 1
*
8/11 | 0.060260779412791543130753796093462935002 | 0.012565348473802723886441319521474705809
f(z) = -121/18*z^3 + 37/18*z + 1
*
[ -1/4 ] 
f(z) = -140*z^3 + 55/4*z + 1
*
[ -1/5 ] 
f(z) = -140*z^3 + 58/5*z + 1
*
[ -1/2 ] 
f(z) = -140/3*z^3 + 44/3*z + 1
*
[ 1/3 ] 
f(z) = -138*z^3 + 40/3*z + 1
*
[ -1/3 ] 
f(z) = -138*z^3 + 58/3*z + 1
*
[ 1/2 ] 
f(z) = -138/5*z^3 + 59/10*z + 1
*
[ 1/2 ] 
f(z) = -138/7*z^3 + 55/14*z + 1
*
[ -1/2 ] 
f(z) = -136/3*z^3 + 43/3*z + 1
*
[ -1/4 ] 
f(z) = -136/3*z^3 + 47/6*z + 1
*
1/2 | 0.10015541219530937018598729388738300213 | 0.017866383973397495345844453405338311819
f(z) = -136/3*z^3 + 53/6*z + 1
*
[ -1/2 ] 
f(z) = -136/5*z^3 + 49/5*z + 1
*
[ -1/2 ] 
f(z) = -136/7*z^3 + 55/7*z + 1
*
[ 3/4 ] 
f(z) = -136/9*z^3 + 49/6*z + 1
*
[ -1/6 ] 
f(z) = -135*z^3 + 43/4*z + 1
*
[ -2/9 ] 
f(z) = -135/2*z^3 + 53/6*z + 1
*
[ 2/3 ] 
f(z) = -135/2*z^3 + 59/2*z + 1
*
[ -2/9 ] 
f(z) = -135/4*z^3 + 43/6*z + 1
*
-2/9 | 0.17518157215175487523786865491899201349 | 0.029178025867861693649959204640844708429
f(z) = -135/4*z^3 + 49/6*z + 1
*
[ -1/3 ] 
f(z) = -135/7*z^3 + 43/7*z + 1
*
[ -2/15 ] 
f(z) = -135/8*z^3 + 44/5*z + 1
*
[ -1/3 ] 
f(z) = -135/8*z^3 + 47/8*z + 1
*
-14/45 | 0.18647579250300522035445727082883591695 | 0.024493344629859277992915637519173275289
f(z) = -135/8*z^3 + 47/15*z + 1
*
-2/9 | 0.22187923638137172088606583234419951914 | 0.029143539383597823414897844097310261100
f(z) = -135/8*z^3 + 53/15*z + 1
*
[ -1/3 ] 
f(z) = -135/11*z^3 + 59/11*z + 1
*
[ 2/3 ] 
f(z) = -135/14*z^3 + 53/14*z + 1
*
[ -4/9 ] 
f(z) = -135/16*z^3 + 59/12*z + 1
*
[ 1/2 ] 
f(z) = -134/5*z^3 + 57/10*z + 1
*
[ 1/2 ] 
f(z) = -134/7*z^3 + 53/14*z + 1
*
[ 1/2 ] 
f(z) = -134/9*z^3 + 49/18*z + 1
*
[ -2/7 ] 
f(z) = -133/8*z^3 + 41/7*z + 1
*
[ -1/4 ] 
f(z) = -132*z^3 + 53/4*z + 1
*
[ -1/3 ] 
f(z) = -132*z^3 + 56/3*z + 1
*
[ -1/2 ] 
f(z) = -132/5*z^3 + 48/5*z + 1
*
[ -1/2 ] 
f(z) = -132/7*z^3 + 54/7*z + 1
*
[ -1/5 ] 
f(z) = -130*z^3 + 56/5*z + 1
*
[ 1/2 ] 
f(z) = -130/3*z^3 + 59/6*z + 1
*
[ 1/2 ] 
f(z) = -130/7*z^3 + 51/14*z + 1
*
[ 1/2 ] 
f(z) = -130/9*z^3 + 47/18*z + 1
*
[ -1/3 ] 
f(z) = -129*z^3 + 55/3*z + 1
*
-2/3 | 0.13455172178969479556644576450917991996 | 0.022581760905209492078426090208125793109
f(z) = -129/16*z^3 + 49/12*z + 1
*
[ 3/8 ] 
f(z) = -128*z^3 + 49/3*z + 1
*
[ -1/2 ] 
f(z) = -128/3*z^3 + 41/3*z + 1
*
[ -3/16 ] 
f(z) = -128/3*z^3 + 47/6*z + 1
*
-3/16 | 0.082196065341645114929964543037747851895 | 0.014822981981122075883422205820896938191
f(z) = -128/3*z^3 + 53/6*z + 1
*
[ -1/4 ] 
f(z) = -128/7*z^3 + 43/7*z + 1
*
-3/8 | 0.083240406880056428483950239690070971853 | 0.017155788886776708574861601473970399401
f(z) = -128/7*z^3 + 46/7*z + 1
*
[ -1/2 ] 
f(z) = -128/7*z^3 + 53/7*z + 1
*
[ -3/16 ] 
f(z) = -128/9*z^3 + 41/6*z + 1
*
9/16 | 0.16335656914727855561832951136790500404 | 0.029459214025676726751590001219563390978
f(z) = -128/9*z^3 + 49/18*z + 1
*
[ -1/4 ] 
f(z) = -128/9*z^3 + 53/9*z + 1
*
-3/16 | 0.11198054378883400879331655531700447687 | 0.020194221900025029704246663752714640604
f(z) = -128/9*z^3 + 59/6*z + 1
*
[ -1/2 ] 
f(z) = -128/9*z^3 + 59/9*z + 1
*
[ 5/8 ] 
f(z) = -128/15*z^3 + 41/15*z + 1
*
[ 2/3 ] 
f(z) = -127/8*z^3 + 59/9*z + 1
*
-1/3 | 0.086643908857237952559463707318599297135 | 0.015669594000749350234045073439862679141
f(z) = -126/5*z^3 + 43/10*z + 1
*
[ 1/2 ] 
f(z) = -126/5*z^3 + 53/10*z + 1
*
[ -1/3 ] 
f(z) = -126/11*z^3 + 58/11*z + 1
*
[ -2/5 ] 
f(z) = -125*z^3 + 47/2*z + 1
*
[ -1/10 ] 
f(z) = -125*z^3 + 49/4*z + 1
*
-3/25 | 0.14749939321407504558157923986662941703 | 0.022911631457562442208054815747510497631
f(z) = -125*z^3 + 54/5*z + 1
*
-1/5 | 0.11227337459420918418570174935040178401 | 0.017439842464069936672272479769773336048
f(z) = -125*z^3 + 56/5*z + 1
*
-1/10 | 0.11998574928072509751179289432050741791 | 0.019307049999047875669845683491363084129
f(z) = -125*z^3 + 57/4*z + 1
*
[ 3/5 ] 
f(z) = -125/3*z^3 + 43/3*z + 1
*
[ -3/5 ] 
f(z) = -125/3*z^3 + 53/3*z + 1
*
-1/5 | 0.11852766863826224571820346116259756193 | 0.024548460412286008527857531821503803076
f(z) = -125/6*z^3 + 47/6*z + 1
*
-1/5 | 0.090787751051519572653130969614113516701 | 0.018803200452803414010038883066437042835
f(z) = -125/6*z^3 + 53/6*z + 1
*
[ -1/5 ] 
f(z) = -125/7*z^3 + 47/7*z + 1
*
-1/5 | 0.13555769247627133670520774837739881651 | 0.028075576661265344433252645253823247303
f(z) = -125/8*z^3 + 45/8*z + 1
*
-18/25 | 0.18550612089973986328243913016768373662 | 0.028815358372411826195933852231610211643
f(z) = -125/8*z^3 + 48/5*z + 1
*
[ -4/5 ] 
f(z) = -125/8*z^3 + 49/4*z + 1
*
[ -1/5 ] 
f(z) = -125/8*z^3 + 53/8*z + 1
*
[ 2/3 ] 
f(z) = -125/8*z^3 + 58/9*z + 1
*
-3/25 | 0.10309137622439449016087490362573483015 | 0.016013568375011117862825345653022929429
f(z) = -125/9*z^3 + 53/15*z + 1
*
[ -1/5 ] 
f(z) = -125/9*z^3 + 59/9*z + 1
*
-2/5 | 0.12759997448835690476637259978859580908 | 0.026427440599510457987026753333795220665
f(z) = -125/14*z^3 + 55/14*z + 1
*
[ -1/4 ] 
f(z) = -124*z^3 + 51/4*z + 1
*
[ -1/2 ] 
f(z) = -124/3*z^3 + 40/3*z + 1
*
[ -1/2 ] 
f(z) = -124/5*z^3 + 46/5*z + 1
*
[ -1/2 ] 
f(z) = -124/7*z^3 + 52/7*z + 1
*
[ -1/2 ] 
f(z) = -124/9*z^3 + 58/9*z + 1
*
[ -1/3 ] 
f(z) = -123*z^3 + 53/3*z + 1
*
-2/3 | 0.12997337091858243904134375889248729619 | 0.021989146090760228971479042369461193559
f(z) = -123/16*z^3 + 47/12*z + 1
*
[ 1/2 ] 
f(z) = -122*z^3 + 59/2*z + 1
*
[ 1/2 ] 
f(z) = -122/3*z^3 + 55/6*z + 1
*
[ 1/2 ] 
f(z) = -122/5*z^3 + 51/10*z + 1
*
[ 1/2 ] 
f(z) = -122/7*z^3 + 47/14*z + 1
*
[ -3/11 ] 
f(z) = -121*z^3 + 41/3*z + 1
*
-2/11 | 0.090280420969496854005125635625519083823 | 0.014603555650199845862786932557608208232
f(z) = -121*z^3 + 41/4*z + 1
*
[ -4/11 ] 
f(z) = -121/2*z^3 + 47/4*z + 1
*
-3/11 | 0.12326723507502949615539949817715218560 | 0.020912590900381407517772777937709448031
f(z) = -121/2*z^3 + 53/6*z + 1
*
[ -3/11 ] 
f(z) = -121/2*z^3 + 55/6*z + 1
*
9/22 | 0.18265555823615313358371586885144068015 | 0.029545947846446412191158370673536120504
f(z) = -121/2*z^3 + 57/8*z + 1
*
[ -2/11 ] 
f(z) = -121/3*z^3 + 47/6*z + 1
*
-2/11 | 0.065866268383237348232272551001071728648 | 0.011999820670101940150948401939715068593
f(z) = -121/3*z^3 + 53/6*z + 1
*
-1/11 | 0.11077873848446774622220511482467933171 | 0.023099161114569386950561244085660873880
f(z) = -121/3*z^3 + 55/3*z + 1
*
6/11 | 0.099533321812127099688209366302842263963 | 0.018133439797980655088094365408972587856
f(z) = -121/3*z^3 + 59/6*z + 1
*
6/11 | 0.15381684197091390844944799726557643783 | 0.026095407167755599569053609048369268929
f(z) = -121/4*z^3 + 41/6*z + 1
*
[ -1/11 ] 
f(z) = -121/4*z^3 + 49/4*z + 1
*
[ 6/11 ] 
f(z) = -121/4*z^3 + 49/6*z + 1
*
[ -5/11 ] 
f(z) = -121/5*z^3 + 41/5*z + 1
*
-2/11 | 0.11250481273863690612706947636889805234 | 0.023459075551565380521856771987592034607
f(z) = -121/5*z^3 + 44/5*z + 1
*
6/11 | 0.10420231219572011382201208349567129188 | 0.018984058008011288223171427880298532045
f(z) = -121/5*z^3 + 47/10*z + 1
*
-4/11 | 0.12367517303169330409417387842674062821 | 0.022531713639660792000311232538663537034
f(z) = -121/6*z^3 + 47/12*z + 1
*
-6/11 | 0.050200129429438943056586984924286133017 | 0.010467540012882804463537923842009873037
f(z) = -121/6*z^3 + 49/6*z + 1
*
[ -6/11 ] 
f(z) = -121/6*z^3 + 53/6*z + 1
*
-3/11 | 0.10810620008391635373082610338286651797 | 0.022541893574391848180865591134124892657
f(z) = -121/7*z^3 + 44/7*z + 1
*
[ 7/11 ] 
f(z) = -121/7*z^3 + 45/7*z + 1
*
[ 2/3 ] 
f(z) = -121/8*z^3 + 56/9*z + 1
*
[ -6/11 ] 
f(z) = -121/9*z^3 + 41/6*z + 1
*
[ -5/11 ] 
f(z) = -121/10*z^3 + 57/10*z + 1
*
[ -2/11 ] 
f(z) = -121/12*z^3 + 41/6*z + 1
*
[ 7/11 ] 
f(z) = -121/14*z^3 + 41/14*z + 1
*
-2/11 | 0.10015998371182462132047744255429225482 | 0.018833720154445730286927558698762676163
f(z) = -121/16*z^3 + 51/4*z + 1
*
[ -8/11 ] 
f(z) = -121/16*z^3 + 51/8*z + 1
*
-3/11 | 0.12631373648062748465570168978548950551 | 0.025311179799377165679130058878781572674
f(z) = -121/18*z^3 + 49/6*z + 1
*
-12/11 | 0.13884794964550988414642920914149275417 | 0.027193386681319157788707768289229825597
f(z) = -121/18*z^3 + 55/6*z + 1
*
-1/11 | 0.11759441709655329035001388541177413747 | 0.024520340489957948254153407996804096952
f(z) = -121/18*z^3 + 55/18*z + 1
*
-2/15 | 0.14292641965365261632471881711855221759 | 0.021939021171862325989443526367068362990
f(z) = -135/16*z^3 + 53/20*z + 1
*
[ 4/7 ] 
f(z) = -133/16*z^3 + 55/28*z + 1
*
18/25 | 0.080525505898824707801989206692334261894 | 0.012508327484506471165968202229816522611
f(z) = -125/16*z^3 + 51/20*z + 1
*
-3/22 | 0.14381730717092457448835197868654771349 | 0.023263560650011746912394303127610037011
f(z) = -121/18*z^3 + 59/24*z + 1
*
[ -1/10 ] 
f(z) = -140*z^3 + 62/5*z + 1
*
[ -1/7 ] 
f(z) = -140*z^3 + 76/7*z + 1
*
[ -1/2 ] 
f(z) = -140/9*z^3 + 62/9*z + 1
*
[ 3/5 ] 
f(z) = -140/9*z^3 + 74/15*z + 1
*
[ -1/2 ] 
f(z) = -140/11*z^3 + 68/11*z + 1
*
[ -1/2 ] 
f(z) = -140/13*z^3 + 74/13*z + 1
*
[ 2/3 ] 
f(z) = -139/8*z^3 + 65/9*z + 1
*
-2 | 0.10505421401714140713983005451541787436 | 0.016639489118814679681089929957536376484
f(z) = -139/8*z^3 + 69*z + 1
*
[ 2 ] 
f(z) = -139/8*z^3 + 70*z + 1
*
[ -2 ] 
f(z) = -139/8*z^3 + 71*z + 1
*
[ -1/6 ] 
f(z) = -138*z^3 + 65/6*z + 1
*
[ 1/2 ] 
f(z) = -138*z^3 + 67/2*z + 1
*
1/3 | 0.11964658085387548452424431898793829429 | 0.017807165740669288370902574543075921553
f(z) = -138*z^3 + 71/6*z + 1
*
[ -1/2 ] 
f(z) = -138*z^3 + 75/2*z + 1
*
[ 2/3 ] 
f(z) = -137/8*z^3 + 64/9*z + 1
*
-2 | 0.10478736569123583033924220425680581758 | 0.016635689792791931683149534454397217323
f(z) = -137/8*z^3 + 68*z + 1
*
[ 2 ] 
f(z) = -137/8*z^3 + 69*z + 1
*
[ -2 ] 
f(z) = -137/8*z^3 + 70*z + 1
*
[ -1/4 ] 
f(z) = -136/5*z^3 + 67/10*z + 1
*
[ -1/2 ] 
f(z) = -136/9*z^3 + 61/9*z + 1
*
[ -3/4 ] 
f(z) = -136/9*z^3 + 65/6*z + 1
*
[ -1/2 ] 
f(z) = -136/11*z^3 + 67/11*z + 1
*
[ -1/2 ] 
f(z) = -136/13*z^3 + 73/13*z + 1
*
[ -1/2 ] 
f(z) = -136/15*z^3 + 79/15*z + 1
*
[ -2/9 ] 
f(z) = -135*z^3 + 73/6*z + 1
*
[ -2/3 ] 
f(z) = -135/2*z^3 + 65/2*z + 1
*
[ -1/6 ] 
f(z) = -135/2*z^3 + 71/8*z + 1
*
-2 | 0.10451661322494179984666625820151881691 | 0.016631823978616715221051000748613484653
f(z) = -135/8*z^3 + 67*z + 1
*
[ 2 ] 
f(z) = -135/8*z^3 + 68*z + 1
*
[ -2 ] 
f(z) = -135/8*z^3 + 69*z + 1
*
-14/45 | 0.16992114461319177542951704302722440989 | 0.022318913887141620814174416814463077267
f(z) = -135/8*z^3 + 77/15*z + 1
*
[ -4/9 ] 
f(z) = -135/8*z^3 + 79/12*z + 1
*
[ -1/3 ] 
f(z) = -135/13*z^3 + 67/13*z + 1
*
[ -1/3 ] 
f(z) = -135/14*z^3 + 71/14*z + 1
*
[ 4/3 ] 
f(z) = -135/16*z^3 + 61/4*z + 1
*
-4/9 | 0.17875129663162172596858425885177027353 | 0.029772594759642533316476946469117714441
f(z) = -135/16*z^3 + 65/12*z + 1
*
[ -4/3 ] 
f(z) = -135/16*z^3 + 67/4*z + 1
*
[ -1/3 ] 
f(z) = -135/16*z^3 + 79/16*z + 1
*
[ 1/2 ] 
f(z) = -134*z^3 + 65/2*z + 1
*
[ -1/2 ] 
f(z) = -134*z^3 + 73/2*z + 1
*
[ 1/2 ] 
f(z) = -134/3*z^3 + 61/6*z + 1
*
[ -1/7 ] 
f(z) = -133*z^3 + 75/7*z + 1
*
[ 2/3 ] 
f(z) = -133/8*z^3 + 62/9*z + 1
*
-2 | 0.10424184060177625497747507843043565539 | 0.016627889552870122541534213306877826965
f(z) = -133/8*z^3 + 66*z + 1
*
[ 2 ] 
f(z) = -133/8*z^3 + 67*z + 1
*
[ -2 ] 
f(z) = -133/8*z^3 + 68*z + 1
*
1/3 | 0.11113703203278644108517933872565110741 | 0.016650836737988971047377606095116355123
f(z) = -132*z^3 + 67/6*z + 1
*
[ -1/2 ] 
f(z) = -132/13*z^3 + 72/13*z + 1
*
[ 2/3 ] 
f(z) = -131/8*z^3 + 61/9*z + 1
*
-2 | 0.10396292655219737572831542790605807486 | 0.016623884293053889049885431882382776865
f(z) = -131/8*z^3 + 65*z + 1
*
[ 2 ] 
f(z) = -131/8*z^3 + 66*z + 1
*
[ -2 ] 
f(z) = -131/8*z^3 + 67*z + 1
*
[ 1/2 ] 
f(z) = -130*z^3 + 63/2*z + 1
*
[ -1/2 ] 
f(z) = -130*z^3 + 71/2*z + 1
*
[ 3/5 ] 
f(z) = -130/9*z^3 + 68/15*z + 1
*
[ -1/3 ] 
f(z) = -129/2*z^3 + 67/6*z + 1
*
-2 | 0.10367974423138084530231786719757504995 | 0.016619805871472139619421677659182908674
f(z) = -129/8*z^3 + 64*z + 1
*
[ 2 ] 
f(z) = -129/8*z^3 + 65*z + 1
*
[ -2 ] 
f(z) = -129/8*z^3 + 66*z + 1
*
[ -2/3 ] 
f(z) = -129/16*z^3 + 73/12*z + 1
*
[ -3/8 ] 
f(z) = -128*z^3 + 65/3*z + 1
*
[ -3/16 ] 
f(z) = -128*z^3 + 65/6*z + 1
*
-1/8 | 0.12945907470697405970502114006246016880 | 0.023346245634728163688784070600745168085
f(z) = -128/3*z^3 + 61/6*z + 1
*
[ 3/4 ] 
f(z) = -128/3*z^3 + 71/3*z + 1
*
-1/8 | 0.15428736682551534179609944796556466310 | 0.027823702373873419047367261123472977473
f(z) = -128/3*z^3 + 73/6*z + 1
*
[ -3/4 ] 
f(z) = -128/3*z^3 + 79/3*z + 1
*
[ -5/8 ] 
f(z) = -128/5*z^3 + 63/5*z + 1
*
[ -5/16 ] 
f(z) = -128/5*z^3 + 67/10*z + 1
*
-3/16 | 0.11695714975078536851311988821982790373 | 0.021091687492745739202001670574276959833
f(z) = -128/5*z^3 + 69/10*z + 1
*
[ -1/8 ] 
f(z) = -128/7*z^3 + 65/7*z + 1
*
-1/8 | 0.13561636855434396228873482425545132063 | 0.027950437482388856275964818626463118131
f(z) = -128/9*z^3 + 74/9*z + 1
*
[ -1/4 ] 
f(z) = -128/11*z^3 + 63/11*z + 1
*
[ -1/2 ] 
f(z) = -128/11*z^3 + 65/11*z + 1
*
[ -1/2 ] 
f(z) = -128/13*z^3 + 71/13*z + 1
*
[ -1/4 ] 
f(z) = -128/13*z^3 + 73/13*z + 1
*
[ 3/4 ] 
f(z) = -128/15*z^3 + 67/15*z + 1
*
[ -3/8 ] 
f(z) = -128/15*z^3 + 73/15*z + 1
*
-2 | 0.10339216087188666612069320704487293186 | 0.016615651848640520357840060033252381633
f(z) = -127/8*z^3 + 63*z + 1
*
[ 2 ] 
f(z) = -127/8*z^3 + 64*z + 1
*
[ -2 ] 
f(z) = -127/8*z^3 + 65*z + 1
*
[ 1/2 ] 
f(z) = -126*z^3 + 61/2*z + 1
*
[ -1/2 ] 
f(z) = -126*z^3 + 69/2*z + 1
*
-1/3 | 0.10270916072825727285597864878730477924 | 0.018575002790113109466943836604959772232
f(z) = -126/5*z^3 + 73/10*z + 1
*
[ -1/6 ] 
f(z) = -126/5*z^3 + 77/10*z + 1
*
[ -1/3 ] 
f(z) = -126/13*z^3 + 66/13*z + 1
*
-6/25 | 0.18723737311170367504042174244841685366 | 0.029084280242368505739474468039627187390
f(z) = -125*z^3 + 61/5*z + 1
*
-2/5 | 0.16426584722938824509642731121639350387 | 0.025516027359662784083188658685289350168
f(z) = -125/2*z^3 + 63/5*z + 1
*
2/5 | 0.18608099801862834066146680767501896736 | 0.028904656181672923763707345668903235703
f(z) = -125/2*z^3 + 71/10*z + 1
*
[ -2/5 ] 
f(z) = -125/3*z^3 + 61/6*z + 1
*
14/25 | 0.17702462195741062085712643587610901376 | 0.027497895474836937038626420564248912249
f(z) = -125/4*z^3 + 73/10*z + 1
*
-2/5 | 0.10196421897185654467649713828975841317 | 0.015838482830575103812556353517605806167
f(z) = -125/4*z^3 + 77/10*z + 1
*
[ 4/5 ] 
f(z) = -125/4*z^3 + 79/4*z + 1
*
[ -3/5 ] 
f(z) = -125/6*z^3 + 61/6*z + 1
*
-2/25 | 0.15092942299912904158710644340723814560 | 0.023444430790570953201385866063741964113
f(z) = -125/6*z^3 + 77/15*z + 1
*
4/5 | 0.12375574259110510723084844317308346138 | 0.025631255408073485328388181534970569497
f(z) = -125/7*z^3 + 66/7*z + 1
*
-3/5 | 0.13649911406395294138178477504507829469 | 0.028270556034790396331271454413180253005
f(z) = -125/8*z^3 + 61/8*z + 1
*
-2 | 0.10310003740882961807905434063667984905 | 0.016611419666178678665770270351603333292
f(z) = -125/8*z^3 + 62*z + 1
*
[ 2 ] 
f(z) = -125/8*z^3 + 63*z + 1
*
[ -2 ] 
f(z) = -125/8*z^3 + 64*z + 1
*
[ 6/5 ] 
f(z) = -125/8*z^3 + 68/3*z + 1
*
[ -2/25 ] 
f(z) = -125/8*z^3 + 68/5*z + 1
*
-1/5 | 0.14081550501980616519396536274782265820 | 0.029164530865486650694456006270301225076
f(z) = -125/8*z^3 + 69/8*z + 1
*
[ -6/5 ] 
f(z) = -125/8*z^3 + 73/3*z + 1
*
[ -2/15 ] 
f(z) = -125/8*z^3 + 79/9*z + 1
*
[ -3/10 ] 
f(z) = -125/9*z^3 + 67/12*z + 1
*
[ -1/5 ] 
f(z) = -125/11*z^3 + 71/11*z + 1
*
[ -2/5 ] 
f(z) = -125/14*z^3 + 69/14*z + 1
*
[ 6/5 ] 
f(z) = -125/18*z^3 + 61/6*z + 1
*
[ -6/5 ] 
f(z) = -125/18*z^3 + 71/6*z + 1
*
[ -1/2 ] 
f(z) = -124/11*z^3 + 64/11*z + 1
*
[ -1/2 ] 
f(z) = -124/13*z^3 + 70/13*z + 1
*
[ -1/2 ] 
f(z) = -124/15*z^3 + 76/15*z + 1
*
[ -1/3 ] 
f(z) = -123/2*z^3 + 65/6*z + 1
*
[ 2/3 ] 
f(z) = -123/4*z^3 + 79/6*z + 1
*
-2 | 0.10280322807489727064014457727303592818 | 0.016607106639137228984663577405613470155
f(z) = -123/8*z^3 + 61*z + 1
*
[ 2 ] 
f(z) = -123/8*z^3 + 62*z + 1
*
[ -2 ] 
f(z) = -123/8*z^3 + 63*z + 1
*
[ -2/3 ] 
f(z) = -123/16*z^3 + 71/12*z + 1
*
[ -1/2 ] 
f(z) = -122*z^3 + 67/2*z + 1
*
[ -1/2 ] 
f(z) = -122/3*z^3 + 79/6*z + 1
*
[ -4/11 ] 
f(z) = -121*z^3 + 79/4*z + 1
*
-5/22 | 0.11640035728885096143302533068801703873 | 0.018828657167485002624672291356721318112
f(z) = -121/2*z^3 + 65/8*z + 1
*
-5/22 | 0.17279471459506148375283438549698253677 | 0.027950880196958426692675981669764702444
f(z) = -121/2*z^3 + 73/8*z + 1
*
-3/22 | 0.077625599633572513071157554598064376488 | 0.012556540520696319599257093186717880558
f(z) = -121/3*z^3 + 61/12*z + 1
*
[ 6/11 ] 
f(z) = -121/3*z^3 + 67/6*z + 1
*
[ -6/11 ] 
f(z) = -121/4*z^3 + 71/6*z + 1
*
[ -1/11 ] 
f(z) = -121/5*z^3 + 61/5*z + 1
*
[ -2/11 ] 
f(z) = -121/5*z^3 + 73/10*z + 1
*
-1/11 | 0.13254217246371092104376053060710334053 | 0.027637189573553128239246797218421637489
f(z) = -121/6*z^3 + 67/6*z + 1
*
[ -4/11 ] 
f(z) = -121/6*z^3 + 77/12*z + 1
*
-2 | 0.10250157996225499658027933039191124610 | 0.016602709947704905869503006955674661432
f(z) = -121/8*z^3 + 60*z + 1
*
[ 2 ] 
f(z) = -121/8*z^3 + 61*z + 1
*
[ 8/11 ] 
f(z) = -121/8*z^3 + 61/8*z + 1
*
[ -2 ] 
f(z) = -121/8*z^3 + 62*z + 1
*
[ 10/11 ] 
f(z) = -121/8*z^3 + 62/5*z + 1
*
-6/11 | 0.12629672507661770284893642071248553423 | 0.018060410689294667535161238594779322514
f(z) = -121/8*z^3 + 62/9*z + 1
*
9/11 | 0.066439275933716095925643841847057864240 | 0.013853665063566500017174392319613191068
f(z) = -121/8*z^3 + 65/8*z + 1
*
[ -10/11 ] 
f(z) = -121/8*z^3 + 73/5*z + 1
*
[ 9/11 ] 
f(z) = -121/9*z^3 + 79/9*z + 1
*
-6/11 | 0.11453920323554627638383319482881419381 | 0.023883278918573818267952976167304747600
f(z) = -121/10*z^3 + 61/10*z + 1
*
-2/11 | 0.12815746470864014899102472671871589729 | 0.026329030849826878040549660819655411207
f(z) = -121/12*z^3 + 65/6*z + 1
*
[ -3/11 ] 
f(z) = -121/12*z^3 + 65/12*z + 1
*
-2/11 | 0.13215368778875238127803546529320773913 | 0.026666323552605554147461499784382363213
f(z) = -121/12*z^3 + 71/6*z + 1
*
-4/11 | 0.12923241172914999335222300277841620452 | 0.026947050856465121310339937075445496086
f(z) = -121/14*z^3 + 65/14*z + 1
*
-5/11 | 0.062483504220238478863825260128250090145 | 0.013028822594766520415593170959281186200
f(z) = -121/15*z^3 + 64/15*z + 1
*
[ -5/11 ] 
f(z) = -121/15*z^3 + 73/15*z + 1
*
[ -6/11 ] 
f(z) = -121/16*z^3 + 61/12*z + 1
*
[ 9/11 ] 
f(z) = -121/18*z^3 + 77/18*z + 1
*
-5/11 | 0.086601334997579474438364780016999036081 | 0.018057780917286423025941495702376665087
f(z) = -121/18*z^3 + 79/18*z + 1
*
-1/8 | 0.15421242398727602467851451285870774571 | 0.027810187416238668224946594915881386118
f(z) = -128/13*z^3 + 69/26*z + 1
*
-2/25 | 0.18052488318490883288080929628355309031 | 0.028041604120019224057706789391520492829
f(z) = -125/16*z^3 + 71/20*z + 1
*
-12/25 | 0.17662634523179579980670824834042246880 | 0.027436029664025311712034610651144560131
f(z) = -125/18*z^3 + 73/30*z + 1
*
-1/5 | 0.15367366909257699734201430224227601225 | 0.021213258247560434102177465962491751287
f(z) = -140*z^3 + 91/10*z + 1
*
[ -1/6 ] 
f(z) = -140*z^3 + 98/9*z + 1
*
[ -1/4 ] 
f(z) = -140/3*z^3 + 95/12*z + 1
*
-1/10 | 0.16197255532845428183005454349963667052 | 0.024724556415835972272542841558665278161
f(z) = -140/3*z^3 + 97/15*z + 1
*
[ -3/10 ] 
f(z) = -140/9*z^3 + 86/15*z + 1
*
[ -1/2 ] 
f(z) = -140/17*z^3 + 86/17*z + 1
*
[ -1/2 ] 
f(z) = -140/19*z^3 + 92/19*z + 1
*
[ -2/3 ] 
f(z) = -139/8*z^3 + 92/9*z + 1
*
[ -1/2 ] 
f(z) = -138/5*z^3 + 99/10*z + 1
*
[ -2/3 ] 
f(z) = -137/8*z^3 + 91/9*z + 1
*
0 | 0.13069754372648704541347799984916280163 | 0.026564644395341472085729215142330278481
f(z) = -137/19*z^3 + 99/19*z + 1
*
[ -1/8 ] 
f(z) = -136*z^3 + 89/8*z + 1
*
[ -1/6 ] 
f(z) = -136*z^3 + 97/9*z + 1
*
[ -1/4 ] 
f(z) = -136/7*z^3 + 87/14*z + 1
*
[ -1/2 ] 
f(z) = -136/19*z^3 + 91/19*z + 1
*
0 | 0.13056442414390734454198631954256523461 | 0.026577161876972591605562843761083132596
f(z) = -136/19*z^3 + 98/19*z + 1
*
[ -1/15 ] 
f(z) = -135*z^3 + 83/5*z + 1
*
[ -1/5 ] 
f(z) = -135/2*z^3 + 87/10*z + 1
*
-4/9 | 0.16486711569319064712240314044380514823 | 0.027460062764412599775862173114679154931
f(z) = -135/2*z^3 + 95/6*z + 1
*
[ -2/15 ] 
f(z) = -135/2*z^3 + 97/10*z + 1
*
[ -2/5 ] 
f(z) = -135/4*z^3 + 89/10*z + 1
*
-1/3 | 0.15403303410160458076678576885017031670 | 0.025655551541851022023001126481954918311
f(z) = -135/4*z^3 + 89/12*z + 1
*
[ -2/15 ] 
f(z) = -135/4*z^3 + 91/10*z + 1
*
-2/9 | 0.18114980018414199346502998768123468291 | 0.023793782699536348575921262060240874956
f(z) = -135/8*z^3 + 83/15*z + 1
*
[ -2/3 ] 
f(z) = -135/14*z^3 + 95/14*z + 1
*
-2/9 | 0.13097371626265390143597347594683350956 | 0.021814820098835441546026702015928985160
f(z) = -135/16*z^3 + 83/12*z + 1
*
[ -1/3 ] 
f(z) = -135/17*z^3 + 83/17*z + 1
*
[ -1/3 ] 
f(z) = -135/19*z^3 + 91/19*z + 1
*
0 | 0.13043034052313218999221495060451819614 | 0.026589813295770978072946245780267048579
f(z) = -135/19*z^3 + 97/19*z + 1
*
[ -1/2 ] 
f(z) = -134/3*z^3 + 85/6*z + 1
*
[ -1/2 ] 
f(z) = -134/5*z^3 + 97/10*z + 1
*
0 | 0.13029527879670506376838254478671770348 | 0.026602601170828606733641023048553467491
f(z) = -134/19*z^3 + 96/19*z + 1
*
[ -2/3 ] 
f(z) = -133/8*z^3 + 89/9*z + 1
*
0 | 0.13012162396658389007063062445482451955 | 0.026607839349477933942986438756479050544
f(z) = -133/17*z^3 + 99/17*z + 1
*
0 | 0.10374191721467835097303877428359732590 | 0.021213601420805176301993353644510423232
f(z) = -133/18*z^3 + 97/18*z + 1
*
[ -1/2 ] 
f(z) = -132/17*z^3 + 84/17*z + 1
*
0 | 0.12998428561932155068734551510002249706 | 0.026620839362345091328995827173632781000
f(z) = -132/17*z^3 + 98/17*z + 1
*
[ -1/2 ] 
f(z) = -132/19*z^3 + 90/19*z + 1
*
0 | 0.13002216319670528684977124909091775690 | 0.026628596706997661792536078778704059763
f(z) = -132/19*z^3 + 94/19*z + 1
*
[ -2/3 ] 
f(z) = -131/8*z^3 + 88/9*z + 1
*
0 | 0.10415467931073304915574011727133905835 | 0.021364197673611909267980936154096882747
f(z) = -131/16*z^3 + 99/16*z + 1
*
0 | 0.12984592095388871387949960077099121295 | 0.026633982656650561822042041244787517013
f(z) = -131/17*z^3 + 97/17*z + 1
*
0 | 0.10346649363962839027092659404013527384 | 0.021223037095797023514152950218463488691
f(z) = -131/18*z^3 + 95/18*z + 1
*
0 | 0.12988407959993846405487178622525454168 | 0.026641809754410923745052450674959376841
f(z) = -131/19*z^3 + 93/19*z + 1
*
-1/5 | 0.19977325666998205532610399215346087640 | 0.027861914359919975966870708073531324220
f(z) = -130*z^3 + 87/10*z + 1
*
[ -1/2 ] 
f(z) = -130/3*z^3 + 83/6*z + 1
*
0 | 0.12970651451307805531213709172891132474 | 0.026647272008714396801465680053689472582
f(z) = -130/17*z^3 + 96/17*z + 1
*
0 | 0.12974495843170376328524937279840838002 | 0.026655170035737525476157914470161904731
f(z) = -130/19*z^3 + 92/19*z + 1
*
[ 2/3 ] 
f(z) = -129/4*z^3 + 83/6*z + 1
*
[ -1/3 ] 
f(z) = -129/4*z^3 + 91/12*z + 1
*
0 | 0.10387452008497811319368928609888903886 | 0.021374183084052984197062874344865113540
f(z) = -129/16*z^3 + 97/16*z + 1
*
0 | 0.12956605048777790613134221435161913839 | 0.026660710271757121648654993158873460417
f(z) = -129/17*z^3 + 95/17*z + 1
*
0 | 0.12960478397794906565371820612960449887 | 0.026668680433349449017260362546863491246
f(z) = -129/19*z^3 + 91/19*z + 1
*
-5/32 | 0.11809496129542462139743297300064945396 | 0.017037501501488317516917351510182450625
f(z) = -128*z^3 + 81/8*z + 1
*
[ -1/6 ] 
f(z) = -128*z^3 + 95/9*z + 1
*
-3/16 | 0.13512918792246575901890095217867268762 | 0.024368776161886769804467301599346209013
f(z) = -128/5*z^3 + 89/10*z + 1
*
-7/16 | 0.15625700054209449166080078322295468812 | 0.028178899973282973744512571210127042751
f(z) = -128/7*z^3 + 81/14*z + 1
*
5/8 | 0.11692380966958821890753007136761084769 | 0.021085675046519993813213538109606303477
f(z) = -128/7*z^3 + 93/14*z + 1
*
[ 7/8 ] 
f(z) = -128/7*z^3 + 97/7*z + 1
*
[ -1/8 ] 
f(z) = -128/9*z^3 + 83/9*z + 1
*
[ 3/2 ] 
f(z) = -128/9*z^3 + 97/3*z + 1
*
-5/16 | 0.10758483514449993131536266850063607937 | 0.019401513517228339477415603921303498720
f(z) = -128/9*z^3 + 97/18*z + 1
*
[ -5/8 ] 
f(z) = -128/15*z^3 + 89/15*z + 1
*
[ -1/2 ] 
f(z) = -128/17*z^3 + 83/17*z + 1
*
[ -1/4 ] 
f(z) = -128/17*z^3 + 93/17*z + 1
*
0 | 0.12942451270620673050073336474451347855 | 0.026674300378673583302747449045898571972
f(z) = -128/17*z^3 + 94/17*z + 1
*
[ -1/2 ] 
f(z) = -128/19*z^3 + 89/19*z + 1
*
0 | 0.12946354016484118059873299737107179645 | 0.026682343910249357633050286643676631086
f(z) = -128/19*z^3 + 90/19*z + 1
*
[ -2/3 ] 
f(z) = -127/8*z^3 + 86/9*z + 1
*
0 | 0.11638725197523496191074488320637770347 | 0.024026167837444412652835302185651606381
f(z) = -127/14*z^3 + 99/14*z + 1
*
0 | 0.10889879409146636912884055881767142701 | 0.022480303123692588593976945013431958991
f(z) = -127/15*z^3 + 97/15*z + 1
*
0 | 0.10359005660375375990433435009996758986 | 0.021384404597693743692151948792301726481
f(z) = -127/16*z^3 + 95/16*z + 1
*
0 | 0.12928188462273268835215189583901655033 | 0.026688045344930301823250532112517451400
f(z) = -127/17*z^3 + 93/17*z + 1
*
0 | 0.10290304185603283319479141398812125202 | 0.021242582092604829348271169591012157323
f(z) = -127/18*z^3 + 91/18*z + 1
*
0 | 0.12932121054769602463962432813226107849 | 0.026696163513007102101983466119435551900
f(z) = -127/19*z^3 + 89/19*z + 1
*
[ -1/2 ] 
f(z) = -126/5*z^3 + 93/10*z + 1
*
[ -1/3 ] 
f(z) = -126/17*z^3 + 82/17*z + 1
*
0 | 0.12913814930625894173479470524434362278 | 0.026701948271592881266789863815858707608
f(z) = -126/17*z^3 + 92/17*z + 1
*
0 | 0.12917777829947966763737716389056679137 | 0.026710142374828212684140523299513105572
f(z) = -126/19*z^3 + 88/19*z + 1
*
[ -1/3 ] 
f(z) = -126/19*z^3 + 90/19*z + 1
*
-4/25 | 0.12383504754920844660174628078798922425 | 0.019235760291293461777390805597588666464
f(z) = -125/2*z^3 + 91/10*z + 1
*
[ -1/10 ] 
f(z) = -125/2*z^3 + 93/8*z + 1
*
-8/25 | 0.066593241974315520337730905460787873482 | 0.010344176911055932061582267920681259437
f(z) = -125/2*z^3 + 99/10*z + 1
*
-3/10 | 0.096008012108501238496064558641607945781 | 0.015448763717357563617787132868732883216
f(z) = -125/3*z^3 + 89/12*z + 1
*
-2/5 | 0.15725820418028063046201389619758552862 | 0.025304605164114281870689536215279953914
f(z) = -125/3*z^3 + 95/12*z + 1
*
[ -3/10 ] 
f(z) = -125/3*z^3 + 97/12*z + 1
*
-2/5 | 0.18105295218198523002677768489488358491 | 0.028123631048954579823026868014193279155
f(z) = -125/4*z^3 + 87/10*z + 1
*
[ -4/5 ] 
f(z) = -125/4*z^3 + 89/4*z + 1
*
[ -2/5 ] 
f(z) = -125/7*z^3 + 89/14*z + 1
*
[ -2/3 ] 
f(z) = -125/8*z^3 + 85/9*z + 1
*
[ -6/25 ] 
f(z) = -125/8*z^3 + 91/15*z + 1
*
[ 6/5 ] 
f(z) = -125/12*z^3 + 91/6*z + 1
*
-4/5 | 0.10518447650824714699841915819998306803 | 0.021784929942646255631006709685456547558
f(z) = -125/12*z^3 + 95/12*z + 1
*
[ -1/5 ] 
f(z) = -125/13*z^3 + 83/13*z + 1
*
0 | 0.12891302432508705074568616494874360683 | 0.026699388510969869395209589629901613352
f(z) = -125/13*z^3 + 99/13*z + 1
*
-3/5 | 0.089470490866474636900868975780091786350 | 0.018530380529179121576708401961715125789
f(z) = -125/14*z^3 + 87/14*z + 1
*
[ -1/5 ] 
f(z) = -125/14*z^3 + 89/14*z + 1
*
0 | 0.11609773315989305550178061096181726233 | 0.024045192478473808586622070283350017940
f(z) = -125/14*z^3 + 97/14*z + 1
*
-1/5 | 0.12630581353418888937041145299764675719 | 0.026159404795587928445070412339543510156
f(z) = -125/16*z^3 + 85/16*z + 1
*
0 | 0.10330115452253000994864068253781870337 | 0.021394872028396177124985073265902455874
f(z) = -125/16*z^3 + 93/16*z + 1
*
0 | 0.12899328942815430284888283256964501940 | 0.026716012348490439922797965495978387164
f(z) = -125/17*z^3 + 91/17*z + 1
*
[ -2/5 ] 
f(z) = -125/18*z^3 + 83/18*z + 1
*
0 | 0.10261475257005240296067838852915487229 | 0.021252710190988089220370926127835096342
f(z) = -125/18*z^3 + 89/18*z + 1
*
-1/5 | 0.081461322569636164946176845688620142810 | 0.016871588509314771725547748918960840978
f(z) = -125/18*z^3 + 95/18*z + 1
*
0 | 0.12903322619886012381350912197946875420 | 0.026724283718761447753144757020137472966
f(z) = -125/19*z^3 + 87/19*z + 1
*
[ -1/6 ] 
f(z) = -124*z^3 + 94/9*z + 1
*
[ -1/4 ] 
f(z) = -124/3*z^3 + 91/12*z + 1
*
[ 3/4 ] 
f(z) = -124/9*z^3 + 89/12*z + 1
*
[ 3/2 ] 
f(z) = -124/9*z^3 + 94/3*z + 1
*
[ -3/2 ] 
f(z) = -124/9*z^3 + 98/3*z + 1
*
0 | 0.12876639084978502363171868667512677686 | 0.026713458352431824497200210517994284399
f(z) = -124/13*z^3 + 98/13*z + 1
*
0 | 0.10846223372195194105927267419701207355 | 0.022501223682840583448129279512042377189
f(z) = -124/15*z^3 + 94/15*z + 1
*
[ -1/2 ] 
f(z) = -124/17*z^3 + 82/17*z + 1
*
0 | 0.12884728724970769458862917828092746016 | 0.026730240857524453235091451915713016216
f(z) = -124/17*z^3 + 90/17*z + 1
*
0 | 0.12888753661778865504418868342116489915 | 0.026738590861052910684361613379640045192
f(z) = -124/19*z^3 + 86/19*z + 1
*
[ -1/2 ] 
f(z) = -124/19*z^3 + 88/19*z + 1
*
[ -1/3 ] 
f(z) = -123/4*z^3 + 89/12*z + 1
*
[ -2/3 ] 
f(z) = -123/4*z^3 + 97/6*z + 1
*
0 | 0.12861858690043867993112462585473107206 | 0.026727693164299982307877420727301540577
f(z) = -123/13*z^3 + 97/13*z + 1
*
0 | 0.11580361544795892357964156512565781568 | 0.024064667289538374400736792636715820120
f(z) = -123/14*z^3 + 95/14*z + 1
*
0 | 0.10300767310620518294996807371580492955 | 0.021405595775067384048054918024443752040
f(z) = -123/16*z^3 + 91/16*z + 1
*
0 | 0.12870012460908369539849409673625147480 | 0.026744637176129866830438297438456202344
f(z) = -123/17*z^3 + 89/17*z + 1
*
0 | 0.12874069150858817369996202973641126694 | 0.026753067214654718567469379132817530042
f(z) = -123/19*z^3 + 85/19*z + 1
*
[ -1/2 ] 
f(z) = -122/5*z^3 + 91/10*z + 1
*
0 | 0.12846959363838136723767000943311870436 | 0.026742096348479806890489976933134415487
f(z) = -122/13*z^3 + 96/13*z + 1
*
0 | 0.10816711868793910763020347124409466856 | 0.022515954380867016122298075873998713282
f(z) = -122/15*z^3 + 92/15*z + 1
*
0 | 0.12855178290775516428539962951956700160 | 0.026759204780896834449509939043254634440
f(z) = -122/17*z^3 + 88/17*z + 1
*
0 | 0.12859267239052507646181781095670524171 | 0.026767716292896712161624378354597763305
f(z) = -122/19*z^3 + 84/19*z + 1
*
[ -1/22 ] 
f(z) = -121*z^3 + 93/4*z + 1
*
-7/33 | 0.20056307245544439624408964001134392404 | 0.028680486017785939588717915920948157698
f(z) = -121*z^3 + 94/9*z + 1
*
-3/22 | 0.15294069202326498078031400095395023909 | 0.024739338642389067553191256633168593968
f(z) = -121/2*z^3 + 81/8*z + 1
*
[ -6/11 ] 
f(z) = -121/3*z^3 + 89/6*z + 1
*
[ -3/11 ] 
f(z) = -121/4*z^3 + 83/12*z + 1
*
[ -3/11 ] 
f(z) = -121/5*z^3 + 97/15*z + 1
*
[ -1/11 ] 
f(z) = -121/7*z^3 + 85/7*z + 1
*
[ -2/11 ] 
f(z) = -121/7*z^3 + 99/14*z + 1
*
[ -8/11 ] 
f(z) = -121/8*z^3 + 83/8*z + 1
*
[ -2/3 ] 
f(z) = -121/8*z^3 + 83/9*z + 1
*
-1/11 | 0.090764718582611758003503155181720920252 | 0.018925913823727655644434111978042857225
f(z) = -121/8*z^3 + 89/8*z + 1
*
[ -1/11 ] 
f(z) = -121/8*z^3 + 97/8*z + 1
*
-15/22 | 0.14915169204302275428203610318437211357 | 0.024126438619594879985177921642646092664
f(z) = -121/9*z^3 + 95/12*z + 1
*
[ 10/11 ] 
f(z) = -121/10*z^3 + 99/10*z + 1
*
0 | 0.12831939176639517755276733663899183418 | 0.026756671407222262735965301544108367050
f(z) = -121/13*z^3 + 95/13*z + 1
*
-7/11 | 0.056194420068189846187332494613259850978 | 0.011717446692867935561142576913906050546
f(z) = -121/14*z^3 + 81/14*z + 1
*
[ -7/11 ] 
f(z) = -121/14*z^3 + 85/14*z + 1
*
[ -2/11 ] 
f(z) = -121/14*z^3 + 95/14*z + 1
*
0 | 0.10270946481718315037615536298393491978 | 0.021416586867307190336240741422067155663
f(z) = -121/16*z^3 + 89/16*z + 1
*
0 | 0.12840224309638758332754448419036904168 | 0.026773947251361968918389279905090025299
f(z) = -121/17*z^3 + 87/17*z + 1
*
0 | 0.10202434751423648897226545060718847106 | 0.021273728813680202309906642438229385507
f(z) = -121/18*z^3 + 85/18*z + 1
*
[ 12/11 ] 
f(z) = -121/18*z^3 + 97/12*z + 1
*
0 | 0.12844346033583950362004501315006098121 | 0.026782541713330238974252143724474888288
f(z) = -121/19*z^3 + 83/19*z + 1
*
[ -2/5 ] 
f(z) = -135/16*z^3 + 97/20*z + 1
*
[ 1/2 ] 
f(z) = -133/9*z^3 + 97/36*z + 1
*
-4/7 | 0.19998682788690057971457165508046260113 | 0.029253838945464458905318944099725494239
f(z) = -133/16*z^3 + 97/28*z + 1
*
[ 1/2 ] 
f(z) = -131/8*z^3 + 99/32*z + 1
*
[ 1/2 ] 
f(z) = -131/9*z^3 + 95/36*z + 1
*
[ 1/2 ] 
f(z) = -129/8*z^3 + 97/32*z + 1
*
-3/32 | 0.20153263013243603547726182360262804509 | 0.029075012606937514507704743261219530861
f(z) = -128/9*z^3 + 91/24*z + 1
*
5/8 | 0.082802766602071077875916377468724318291 | 0.014932392593586778414555496403619729518
f(z) = -128/11*z^3 + 89/22*z + 1
*
[ 1/2 ] 
f(z) = -127/7*z^3 + 99/28*z + 1
*
[ 1/2 ] 
f(z) = -127/8*z^3 + 95/32*z + 1
*
[ 2/3 ] 
f(z) = -126/13*z^3 + 99/26*z + 1
*
[ 2/3 ] 
f(z) = -126/17*z^3 + 95/34*z + 1
*
[ 2/3 ] 
f(z) = -126/19*z^3 + 93/38*z + 1
*
-1/5 | 0.16550406270316828964072898420435284348 | 0.025708363992255739760883274574507737366
f(z) = -125/4*z^3 + 81/20*z + 1
*
[ 1/2 ] 
f(z) = -125/7*z^3 + 97/28*z + 1
*
[ 1/2 ] 
f(z) = -125/8*z^3 + 93/32*z + 1
*
-2/5 | 0.13455423104585867866858236229772243179 | 0.020900811085399372489439666999622971026
f(z) = -125/12*z^3 + 83/30*z + 1
*
-14/25 | 0.10652857222621040399670444508151693728 | 0.016547480863225330408241991831445973558
f(z) = -125/16*z^3 + 99/20*z + 1
*
[ 1/2 ] 
f(z) = -123/7*z^3 + 95/28*z + 1
*
[ 1/2 ] 
f(z) = -123/8*z^3 + 91/32*z + 1
*
[ 1/2 ] 
f(z) = -121/8*z^3 + 89/32*z + 1
*
[ 6/11 ] 
f(z) = -121/10*z^3 + 83/30*z + 1
*
10/11 | 0.18108795644743816338558685278769657922 | 0.028271896566060972300371557212678165682
f(z) = -121/16*z^3 + 91/20*z + 1
*
[ 3/5 ] 
f(z) = -125/19*z^3 + 97/57*z + 1
*
[ -1/14 ] 
f(z) = -140*z^3 + 110/7*z + 1
*
[ -1/5 ] 
f(z) = -140/3*z^3 + 118/15*z + 1
*
[ 3/4 ] 
f(z) = -140/9*z^3 + 101/12*z + 1
*
[ 3/2 ] 
f(z) = -140/9*z^3 + 106/3*z + 1
*
[ -3/2 ] 
f(z) = -140/9*z^3 + 110/3*z + 1
*
0 | 0.13094754406400939232058776203678750899 | 0.026498789848672617243382598690507737531
f(z) = -140/11*z^3 + 118/11*z + 1
*
0 | 0.13098363028729935009749284497251754369 | 0.026506092324287779903389967509316724813
f(z) = -140/13*z^3 + 114/13*z + 1
*
0 | 0.13105548461474643433924965450146274291 | 0.026520632900335599942576853183671070987
f(z) = -140/17*z^3 + 106/17*z + 1
*
0 | 0.13109125445004333452796249794994550911 | 0.026527871351084938634723222556820082797
f(z) = -140/19*z^3 + 102/19*z + 1
*
0 | 0.11796260608944749074451891914545614298 | 0.023905811984826062748034236477405241927
f(z) = -139/10*z^3 + 119/10*z + 1
*
0 | 0.13081622416232632046628781342652680323 | 0.026510672856940106576981543866143331588
f(z) = -139/11*z^3 + 117/11*z + 1
*
0 | 0.084819956378524070845807475283143550761 | 0.017189260198342925611663332856917168613
f(z) = -139/12*z^3 + 115/12*z + 1
*
0 | 0.13085256535819320650767181024619423237 | 0.026518037612810613174406508699396675484
f(z) = -139/13*z^3 + 113/13*z + 1
*
0 | 0.11803528870639251522724859027410098675 | 0.023920541542207453306692778723094966769
f(z) = -139/14*z^3 + 111/14*z + 1
*
0 | 0.11054516033417436798367130834978021540 | 0.022402623224323866296295244755623872316
f(z) = -139/15*z^3 + 109/15*z + 1
*
0 | 0.10523475746198357032749279114246963443 | 0.021326439026341570611466584463488213106
f(z) = -139/16*z^3 + 107/16*z + 1
*
0 | 0.13092492516753637071686727709075428196 | 0.026532701751343665533964473854608101618
f(z) = -139/17*z^3 + 105/17*z + 1
*
0 | 0.10454442712583432018906722944972623350 | 0.021186539546578533745995410932982219664
f(z) = -139/18*z^3 + 103/18*z + 1
*
0 | 0.13096094554857918448909723064663808275 | 0.026540001492213906697374141611836897626
f(z) = -139/19*z^3 + 101/19*z + 1
*
[ -1/4 ] 
f(z) = -138*z^3 + 109/8*z + 1
*
[ -1/3 ] 
f(z) = -138/5*z^3 + 106/15*z + 1
*
[ -1/2 ] 
f(z) = -138/7*z^3 + 111/14*z + 1
*
0 | 0.13068396632177021993086367439439790210 | 0.026522678691263839484304452803596782107
f(z) = -138/11*z^3 + 116/11*z + 1
*
0 | 0.13072056611943354918563188386536684594 | 0.026530106723186283829343387775771311295
f(z) = -138/13*z^3 + 112/13*z + 1
*
0 | 0.13079343857451551958972735591379999854 | 0.026544896392997986532167298310185269254
f(z) = -138/17*z^3 + 104/17*z + 1
*
0 | 0.13082971303695663629523255776803911018 | 0.026552258397221635382896510087413281921
f(z) = -138/19*z^3 + 100/19*z + 1
*
[ 1/3 ] 
f(z) = -137*z^3 + 119/9*z + 1
*
0 | 0.11695066841760515204089166792961310518 | 0.023770553215695681720991318910111992511
f(z) = -137/9*z^3 + 119/9*z + 1
*
0 | 0.11769687734991189019332742291686941661 | 0.023922222285872236768618838260668705379
f(z) = -137/10*z^3 + 117/10*z + 1
*
0 | 0.13055075704679127245847208017971371348 | 0.026534809588680902358364532261248978872
f(z) = -137/11*z^3 + 115/11*z + 1
*
0 | 0.084554750106313065559618078182594656097 | 0.017185991446111331793161281335147751587
f(z) = -137/12*z^3 + 113/12*z + 1
*
0 | 0.13058761915352286140832728654497777570 | 0.026542301915843813943648352545570719037
f(z) = -137/13*z^3 + 111/13*z + 1
*
0 | 0.11777060179833063695225377073842819349 | 0.023937206987953442002922531497779530275
f(z) = -137/14*z^3 + 109/14*z + 1
*
0 | 0.11027969834017755944851650156603891080 | 0.022414659731961343174550460680248765265
f(z) = -137/15*z^3 + 107/15*z + 1
*
0 | 0.10497058685353971599103885647960439800 | 0.021335567847932499997196282144767823613
f(z) = -137/16*z^3 + 105/16*z + 1
*
0 | 0.13066101157159864885879371965571100222 | 0.026557219131821319818276986935485825189
f(z) = -137/17*z^3 + 103/17*z + 1
*
0 | 0.10428076979046453140564928221900147544 | 0.021195360584230745816714376201372202234
f(z) = -137/18*z^3 + 101/18*z + 1
*
[ 1/3 ] 
f(z) = -136*z^3 + 118/9*z + 1
*
[ 3/2 ] 
f(z) = -136/9*z^3 + 103/3*z + 1
*
[ -3/2 ] 
f(z) = -136/9*z^3 + 107/3*z + 1
*
[ -1/4 ] 
f(z) = -136/9*z^3 + 107/18*z + 1
*
0 | 0.11681622621053561339008047378091754648 | 0.023778634756069029570852642119473316830
f(z) = -136/9*z^3 + 118/9*z + 1
*
0 | 0.13041658254843793931944333931904272726 | 0.026547067844538384811179834476441950244
f(z) = -136/11*z^3 + 114/11*z + 1
*
0 | 0.13045371075181657323780291418630845723 | 0.026554625510249126281946430515139956461
f(z) = -136/13*z^3 + 110/13*z + 1
*
0 | 0.11014708805980441484160651527346358523 | 0.022421092183702483897767439258583650960
f(z) = -136/15*z^3 + 106/15*z + 1
*
[ -2/15 ] 
f(z) = -135*z^3 + 109/10*z + 1
*
[ 2/3 ] 
f(z) = -135*z^3 + 119/2*z + 1
*
-4/15 | 0.20812100738024871514807767548441109534 | 0.027336414502143843041084683274048952227
f(z) = -135/2*z^3 + 107/15*z + 1
*
5/9 | 0.087769673103983909167377640923053408529 | 0.014618808135956970677325192914524851547
f(z) = -135/4*z^3 + 101/12*z + 1
*
[ -4/9 ] 
f(z) = -135/4*z^3 + 119/12*z + 1
*
[ 1/2 ] 
f(z) = -135/4*z^3 + 119/16*z + 1
*
[ 2/3 ] 
f(z) = -135/7*z^3 + 113/14*z + 1
*
2/3 | 0.18990569732376321558186657580933962920 | 0.024943858016582583645806800725694552225
f(z) = -135/8*z^3 + 107/15*z + 1
*
0 | 0.10170054001336030476134523666718535524 | 0.020732893590465931214083804037947224933
f(z) = -135/8*z^3 + 119/8*z + 1
*
0 | 0.13028142873578932034213642476280356425 | 0.026559455814474023083835347183187538326
f(z) = -135/11*z^3 + 113/11*z + 1
*
0 | 0.13031882690603743666686242644046516301 | 0.026567079886913859339395401348156691174
f(z) = -135/13*z^3 + 109/13*z + 1
*
0 | 0.11750207637330856396710000675535012102 | 0.023954229208483766708801304473036887153
f(z) = -135/14*z^3 + 107/14*z + 1
*
0 | 0.10470259268030627481769026142103869512 | 0.021344898585607438665773098998854936175
f(z) = -135/16*z^3 + 103/16*z + 1
*
-2/9 | 0.14054725099910448731342123572025730825 | 0.022796062541429332686488655043205299365
f(z) = -135/16*z^3 + 119/12*z + 1
*
0 | 0.13039328183773919391912499234824796942 | 0.026582258431453103198110556073055524808
f(z) = -135/17*z^3 + 101/17*z + 1
*
[ -1/4 ] 
f(z) = -134*z^3 + 107/8*z + 1
*
[ 1/3 ] 
f(z) = -134*z^3 + 116/9*z + 1
*
[ -1/2 ] 
f(z) = -134/7*z^3 + 109/14*z + 1
*
0 | 0.11654437764966012933148664147949542874 | 0.023795057088398072167743326835153902986
f(z) = -134/9*z^3 + 116/9*z + 1
*
0 | 0.13014528120707246182897965141484350802 | 0.026571975916479923199481693596331625613
f(z) = -134/11*z^3 + 112/11*z + 1
*
0 | 0.13018295329947845653096957244813845141 | 0.026579667489488573313104944547196641716
f(z) = -134/13*z^3 + 108/13*z + 1
*
0 | 0.10987583759205304360261253224686390491 | 0.022433530307208960752846977556932787403
f(z) = -134/15*z^3 + 104/15*z + 1
*
0 | 0.13025795111134766336115626126250444065 | 0.026594979915972991708381727633963875007
f(z) = -134/17*z^3 + 100/17*z + 1
*
[ 1/3 ] 
f(z) = -133*z^3 + 115/9*z + 1
*
[ 2/7 ] 
f(z) = -133*z^3 + 117/14*z + 1
*
[ -2/7 ] 
f(z) = -133/4*z^3 + 101/14*z + 1
*
[ 1/2 ] 
f(z) = -133/4*z^3 + 117/16*z + 1
*
0 | 0.098573944758058720172446192072475767786 | 0.020156831787161692974094316244850853647
f(z) = -133/8*z^3 + 117/8*z + 1
*
0 | 0.11640694199750942285947789739289977118 | 0.023803401136686887487778083902655963265
f(z) = -133/9*z^3 + 115/9*z + 1
*
0 | 0.11715369907494505510641004864917722995 | 0.023956101293231164874651167391400977925
f(z) = -133/10*z^3 + 113/10*z + 1
*
0 | 0.13000812524045060726805356374276085721 | 0.026584630633053519145596440474179135934
f(z) = -133/11*z^3 + 111/11*z + 1
*
0 | 0.084011629486437113943000539525455160801 | 0.017179065805673003765845825317247867909
f(z) = -133/12*z^3 + 109/12*z + 1
*
0 | 0.13004607529788055755162689157199203724 | 0.026592390826944573672237583972470154478
f(z) = -133/13*z^3 + 107/13*z + 1
*
0 | 0.10974026947356783440397692364608823326 | 0.022440170751872675306044032288422930085
f(z) = -133/15*z^3 + 103/15*z + 1
*
0 | 0.10443066261618025633879276806087638372 | 0.021354439095875698195627191941889964281
f(z) = -133/16*z^3 + 101/16*z + 1
*
[ -1/3 ] 
f(z) = -132/5*z^3 + 104/15*z + 1
*
[ -1/6 ] 
f(z) = -132/5*z^3 + 116/15*z + 1
*
0 | 0.12979311960337896156048763355891553875 | 0.026581688477469275924365334873466594425
f(z) = -132/7*z^3 + 118/7*z + 1
*
0 | 0.12990817793997044706440787490972739605 | 0.026605252475848825235532313211709797939
f(z) = -132/13*z^3 + 106/13*z + 1
*
[ 1/3 ] 
f(z) = -131*z^3 + 113/9*z + 1
*
[ 1/2 ] 
f(z) = -131/3*z^3 + 119/12*z + 1
*
[ 1/2 ] 
f(z) = -131/4*z^3 + 115/16*z + 1
*
0 | 0.096454849668204771749920623835919261901 | 0.019784809367443326107798941675972076805
f(z) = -131/6*z^3 + 119/6*z + 1
*
0 | 0.12965332320032731150244066373170976255 | 0.026594477024202655311307062106997384615
f(z) = -131/7*z^3 + 117/7*z + 1
*
0 | 0.10114814518159056590782267482685455815 | 0.020747497685934624211939887413988937049
f(z) = -131/8*z^3 + 115/8*z + 1
*
0 | 0.11612897222605269408109210249000912842 | 0.023820363469883122756819043443412938346
f(z) = -131/9*z^3 + 113/9*z + 1
*
0 | 0.11687601574061976319327359096185420740 | 0.023973596962815167911386584573227977843
f(z) = -131/10*z^3 + 111/10*z + 1
*
0 | 0.12973072744813329376914144503543633530 | 0.026610354175972002997483924215738730881
f(z) = -131/11*z^3 + 109/11*z + 1
*
0 | 0.083734516346876119187642909997236067029 | 0.017175615835769775577668555385930785317
f(z) = -131/12*z^3 + 107/12*z + 1
*
0 | 0.12976924592764336887891037848872696525 | 0.026618255082736692290076283881387643267
f(z) = -131/13*z^3 + 105/13*z + 1
*
0 | 0.11695305296742370516268832920734520576 | 0.023989398831272331773177237607327119531
f(z) = -131/14*z^3 + 103/14*z + 1
*
0 | 0.10946297139827657980591977020460822456 | 0.022453034029482321599980464480259252137
f(z) = -131/15*z^3 + 101/15*z + 1
*
[ -1/4 ] 
f(z) = -130*z^3 + 105/8*z + 1
*
[ 1/3 ] 
f(z) = -130*z^3 + 112/9*z + 1
*
[ -1/5 ] 
f(z) = -130/3*z^3 + 116/15*z + 1
*
[ -1/2 ] 
f(z) = -130/7*z^3 + 107/14*z + 1
*
0 | 0.12951246341022859196069089986268213760 | 0.026607405603078315290447929659452374883
f(z) = -130/7*z^3 + 116/7*z + 1
*
0 | 0.11598840678403157978779404940565330487 | 0.023828985282923988962163767381542436714
f(z) = -130/9*z^3 + 112/9*z + 1
*
[ -3/5 ] 
f(z) = -130/9*z^3 + 118/15*z + 1
*
[ -1/2 ] 
f(z) = -130/9*z^3 + 119/18*z + 1
*
0 | 0.12959045449063252455564698395587258999 | 0.026623428310508076353798829267874307125
f(z) = -130/11*z^3 + 108/11*z + 1
*
[ -2/3 ] 
f(z) = -129/4*z^3 + 101/6*z + 1
*
[ 1/2 ] 
f(z) = -129/4*z^3 + 113/16*z + 1
*
[ -1/3 ] 
f(z) = -129/5*z^3 + 103/15*z + 1
*
0 | 0.12933103895433675316591473922419202160 | 0.026612352122535100120737752172896815033
f(z) = -129/5*z^3 + 119/5*z + 1
*
0 | 0.12937052393082763263554385449073055298 | 0.026620476916910998618498843057945859925
f(z) = -129/7*z^3 + 115/7*z + 1
*
0 | 0.091146158059077488736824118781886976497 | 0.018755077454692282029343692528074203337
f(z) = -129/8*z^3 + 113/8*z + 1
*
0 | 0.11659410485562554834942189110108482550 | 0.023991482624099351570349812847601025867
f(z) = -129/10*z^3 + 109/10*z + 1
*
0 | 0.12944911081064228286511051890622115735 | 0.026636647680980845976978586103494579720
f(z) = -129/11*z^3 + 107/11*z + 1
*
0 | 0.12948821500164294914110956557949720381 | 0.026644694121408375718900793418258403791
f(z) = -129/13*z^3 + 103/13*z + 1
*
0 | 0.11667231351770616513155385245558312886 | 0.024007575562586117985672335346615212154
f(z) = -129/14*z^3 + 101/14*z + 1
*
[ 5/16 ] 
f(z) = -128*z^3 + 103/10*z + 1
*
-1/4 | 0.15445431929450821899830407991964377339 | 0.022283048049006754474959084886350845712
f(z) = -128*z^3 + 105/8*z + 1
*
[ 1/3 ] 
f(z) = -128*z^3 + 110/9*z + 1
*
[ -1/16 ] 
f(z) = -128/3*z^3 + 103/6*z + 1
*
[ -3/8 ] 
f(z) = -128/5*z^3 + 109/15*z + 1
*
0 | 0.12918769766705376813739544482268450273 | 0.026625492966874454087459765287438703270
f(z) = -128/5*z^3 + 118/5*z + 1
*
-1/4 | 0.066588514087295665700629685441422854425 | 0.012008364881738292036734159018990707886
f(z) = -128/7*z^3 + 107/14*z + 1
*
[ -7/8 ] 
f(z) = -128/7*z^3 + 113/7*z + 1
*
0 | 0.12922748808207795930076608099314209918 | 0.026633693743221641843792167716182637294
f(z) = -128/7*z^3 + 114/7*z + 1
*
[ -3/2 ] 
f(z) = -128/9*z^3 + 101/3*z + 1
*
0 | 0.11570403377040351289695362582714478302 | 0.023846519390201471280119532446560950074
f(z) = -128/9*z^3 + 110/9*z + 1
*
-5/16 | 0.10374549797574763934115307574632040287 | 0.018709139430520888868495400045647854070
f(z) = -128/9*z^3 + 115/18*z + 1
*
[ -1/8 ] 
f(z) = -128/11*z^3 + 101/11*z + 1
*
0 | 0.12930667993523709977881732554667418530 | 0.026650015128054713123501775675933215941
f(z) = -128/11*z^3 + 106/11*z + 1
*
0 | 0.12934608371394766899779900674837695002 | 0.026658136218931573741385625589198326424
f(z) = -128/13*z^3 + 102/13*z + 1
*
[ -1/8 ] 
f(z) = -128/13*z^3 + 119/13*z + 1
*
[ -3/4 ] 
f(z) = -128/15*z^3 + 107/15*z + 1
*
[ -1/4 ] 
f(z) = -128/19*z^3 + 103/19*z + 1
*
[ 1/3 ] 
f(z) = -127*z^3 + 109/9*z + 1
*
[ 1/2 ] 
f(z) = -127/2*z^3 + 119/8*z + 1
*
[ 1/2 ] 
f(z) = -127/3*z^3 + 115/12*z + 1
*
[ 1/2 ] 
f(z) = -127/4*z^3 + 111/16*z + 1
*
0 | 0.10335232444089010315816073313838347757 | 0.021335328837690953611860205332289223121
f(z) = -127/4*z^3 + 119/4*z + 1
*
0 | 0.12904323817830826021186800521858165782 | 0.026638780847055820707165993385925354588
f(z) = -127/5*z^3 + 117/5*z + 1
*
0 | 0.095883226299446130865475876373955390514 | 0.019793460613335407947287528256384364180
f(z) = -127/6*z^3 + 115/6*z + 1
*
0 | 0.12908333879437717694475989467658144141 | 0.026647058936929973943599872190133975369
f(z) = -127/7*z^3 + 113/7*z + 1
*
0 | 0.10057876416693634695473142730369706499 | 0.020762774511350637740330696757021833349
f(z) = -127/8*z^3 + 111/8*z + 1
*
0 | 0.11556019266081832396468291745938679867 | 0.023855435514423983876460483116551768541
f(z) = -127/9*z^3 + 109/9*z + 1
*
0 | 0.11630783569602287221957910530169801024 | 0.024009773697871626656223490783965837064
f(z) = -127/10*z^3 + 107/10*z + 1
*
0 | 0.12916314500836463456717380570694888420 | 0.026663533571902381881394560944710484628
f(z) = -127/11*z^3 + 105/11*z + 1
*
0 | 0.083168563225401225875407087877414186608 | 0.017168734762100762089402392786112174567
f(z) = -127/12*z^3 + 103/12*z + 1
*
0 | 0.12920285300140109388799967003894581534 | 0.026671730611431977834335170953302973224
f(z) = -127/13*z^3 + 101/13*z + 1
*
[ -1/4 ] 
f(z) = -126*z^3 + 103/8*z + 1
*
[ -1/9 ] 
f(z) = -126*z^3 + 104/9*z + 1
*
[ 2/3 ] 
f(z) = -126*z^3 + 111/2*z + 1
*
[ -1/12 ] 
f(z) = -126*z^3 + 111/8*z + 1
*
[ -2/3 ] 
f(z) = -126*z^3 + 117/2*z + 1
*
[ 2/3 ] 
f(z) = -126/5*z^3 + 107/10*z + 1
*
0 | 0.12889764290444757096250203985453418899 | 0.026652218663923469668023518310382328394
f(z) = -126/5*z^3 + 116/5*z + 1
*
0 | 0.12901848877887092601257179107514135205 | 0.026677206015105305455577193557047539211
f(z) = -126/11*z^3 + 104/11*z + 1
*
0 | 0.12905850572087594885698865366670327729 | 0.026685480334670404440815696693340877177
f(z) = -126/13*z^3 + 100/13*z + 1
*
[ 1/3 ] 
f(z) = -125*z^3 + 107/9*z + 1
*
-4/25 | 0.10686571835506121593967942352697225115 | 0.014986290073424036604281990457125876114
f(z) = -125*z^3 + 107/10*z + 1
*
[ 3/10 ] 
f(z) = -125*z^3 + 107/12*z + 1
*
[ 1/2 ] 
f(z) = -125/2*z^3 + 117/8*z + 1
*
-3/10 | 0.10110181274131319144176099229684084280 | 0.016268413251510039418928343611032231018
f(z) = -125/3*z^3 + 101/12*z + 1
*
0 | 0.10836534852635015621176723636907120570 | 0.022443725578383100159158545873999469013
f(z) = -125/3*z^3 + 119/3*z + 1
*
[ 1/2 ] 
f(z) = -125/4*z^3 + 109/16*z + 1
*
0 | 0.10305966094562288117773622632720915938 | 0.021344855896461457979369547244851739635
f(z) = -125/4*z^3 + 117/4*z + 1
*
0 | 0.095592233679862507442027539756037345566 | 0.019798264752628163723233425918161477215
f(z) = -125/6*z^3 + 113/6*z + 1
*
0 | 0.12879162960209261638388085575757379450 | 0.026674246250213993036107973558531224438
f(z) = -125/7*z^3 + 111/7*z + 1
*
6/5 | 0.13562569025083884106345500656058413966 | 0.020058305203277056266618701946034017297
f(z) = -125/8*z^3 + 108/5*z + 1
*
0 | 0.097434913437702947745779239543482822701 | 0.020179905188212200828067124193747201583
f(z) = -125/8*z^3 + 109/8*z + 1
*
[ -2/5 ] 
f(z) = -125/9*z^3 + 103/18*z + 1
*
0 | 0.11526911442071661377151354897390799662 | 0.023873575888446787763339811652001240674
f(z) = -125/9*z^3 + 107/9*z + 1
*
-6/25 | 0.17366263103248957635864737656393166159 | 0.026975664872005480546688973773706159963
f(z) = -125/9*z^3 + 112/15*z + 1
*
0 | 0.12887269358805408025790008614881999901 | 0.026691035545684828851666027098511455747
f(z) = -125/11*z^3 + 103/11*z + 1
*
[ -6/5 ] 
f(z) = -125/12*z^3 + 101/6*z + 1
*
0 | 0.082878423683067517345769550550391445496 | 0.017165086651840845851139143042181750617
f(z) = -125/12*z^3 + 101/12*z + 1
*
[ -4/5 ] 
f(z) = -125/12*z^3 + 107/12*z + 1
*
[ -1/5 ] 
f(z) = -125/16*z^3 + 101/16*z + 1
*
[ -1/5 ] 
f(z) = -125/17*z^3 + 107/17*z + 1
*
[ -1/5 ] 
f(z) = -125/18*z^3 + 113/18*z + 1
*
[ -1/5 ] 
f(z) = -125/19*z^3 + 119/19*z + 1
*
[ 1/3 ] 
f(z) = -124*z^3 + 106/9*z + 1
*
0 | 0.10821813348459571591433693831188140961 | 0.022450583438275204842464148447613961046
f(z) = -124/3*z^3 + 118/3*z + 1
*
0 | 0.12860297256316917648434584842336339052 | 0.026679556124026348550819495586743824379
f(z) = -124/5*z^3 + 114/5*z + 1
*
0 | 0.12864403349804849453026820856844816199 | 0.026688074492574009131083416846599592343
f(z) = -124/7*z^3 + 110/7*z + 1
*
0 | 0.11512184132302210687192447901147551480 | 0.023882804304310827086276434740208161477
f(z) = -124/9*z^3 + 106/9*z + 1
*
0 | 0.12872574135672393246389927651730779849 | 0.026705025340271052746809495890694893932
f(z) = -124/11*z^3 + 102/11*z + 1
*
[ 1/2 ] 
f(z) = -123*z^3 + 119/4*z + 1
*
[ 1/2 ] 
f(z) = -123/2*z^3 + 115/8*z + 1
*
0 | 0.11555609972755298382543861394730881055 | 0.024013232077973878056426677370863881302
f(z) = -123/2*z^3 + 119/2*z + 1
*
[ 1/2 ] 
f(z) = -123/4*z^3 + 107/16*z + 1
*
0 | 0.10276229782600505101367864586304245338 | 0.021354605359472397514453760072661857377
f(z) = -123/4*z^3 + 115/4*z + 1
*
[ -1/3 ] 
f(z) = -123/5*z^3 + 101/15*z + 1
*
0 | 0.12845386018423286745996283628070773071 | 0.026693461991086115653474567660959376886
f(z) = -123/5*z^3 + 113/5*z + 1
*
0 | 0.12849525152916915235640236462219392838 | 0.026702063354184367444856454221968189125
f(z) = -123/7*z^3 + 109/7*z + 1
*
0 | 0.099991319040134929651931900916762099724 | 0.020778779792279289875021924057414654785
f(z) = -123/8*z^3 + 107/8*z + 1
*
0 | 0.11572166846877020977749444020993089268 | 0.024047638228900407241634121823944150508
f(z) = -123/10*z^3 + 103/10*z + 1
*
0 | 0.12857761357174396113765415007096865786 | 0.026719178667416882772953668689202909512
f(z) = -123/11*z^3 + 101/11*z + 1
*
[ -1/4 ] 
f(z) = -122*z^3 + 101/8*z + 1
*
[ 1/3 ] 
f(z) = -122*z^3 + 104/9*z + 1
*
0 | 0.10791802754568875073880036079594436600 | 0.022464103829020778802981038589477290228
f(z) = -122/3*z^3 + 116/3*z + 1
*
0 | 0.12830353736878799074047473598837990010 | 0.026707530248946286471127298912698289114
f(z) = -122/5*z^3 + 112/5*z + 1
*
[ -1/2 ] 
f(z) = -122/7*z^3 + 103/14*z + 1
*
0 | 0.12834526448465613372974949567509056865 | 0.026716216121776483427287551554101729258
f(z) = -122/7*z^3 + 108/7*z + 1
*
0 | 0.11482373399172614124276460148391178779 | 0.023901588465689523892445772761299621911
f(z) = -122/9*z^3 + 104/9*z + 1
*
[ -1/2 ] 
f(z) = -122/9*z^3 + 115/18*z + 1
*
0 | 0.12842829127203039434589411540278403528 | 0.026733498891065199289170098624984755874
f(z) = -122/11*z^3 + 100/11*z + 1
*
[ 1/2 ] 
f(z) = -121*z^3 + 117/4*z + 1
*
0 | 0.12806740608091705545923169854643581473 | 0.026704128310712453117298776589931136018
f(z) = -121*z^3 + 119*z + 1
*
[ 5/11 ] 
f(z) = -121*z^3 + 119/5*z + 1
*
[ 6/11 ] 
f(z) = -121/2*z^3 + 103/6*z + 1
*
[ 1/2 ] 
f(z) = -121/2*z^3 + 113/8*z + 1
*
[ 5/11 ] 
f(z) = -121/2*z^3 + 113/10*z + 1
*
0 | 0.11525319950829768338691396756227238130 | 0.024032158705120577122964065438742988423
f(z) = -121/2*z^3 + 117/2*z + 1
*
[ 5/11 ] 
f(z) = -121/3*z^3 + 107/15*z + 1
*
6/11 | 0.14597501739261474323619554340044057376 | 0.023612586950078555706018680076799537132
f(z) = -121/3*z^3 + 113/12*z + 1
*
0 | 0.10776509723492117211780096885680315460 | 0.022470768105972806097031749683269384735
f(z) = -121/3*z^3 + 115/3*z + 1
*
[ 1/2 ] 
f(z) = -121/4*z^3 + 105/16*z + 1
*
0 | 0.10246008167945718765903433670408673889 | 0.021364586444153820128321124789482172401
f(z) = -121/4*z^3 + 113/4*z + 1
*
0 | 0.12815198430384616394040475939341723111 | 0.026721764239997722684371016847252903508
f(z) = -121/5*z^3 + 111/5*z + 1
*
0 | 0.094993991583567102674927236844006285431 | 0.019807785740514858756995106446735442423
f(z) = -121/6*z^3 + 109/6*z + 1
*
0 | 0.12819405268306367294572318281472959441 | 0.026730536178391932606909680780653812943
f(z) = -121/7*z^3 + 107/7*z + 1
*
0 | 0.090076618626307780646936952283168004532 | 0.018782433838569472103685063424036737035
f(z) = -121/8*z^3 + 105/8*z + 1
*
-1/11 | 0.13312895869731772755331661607670036182 | 0.027759544006681064728807255965038173351
f(z) = -121/9*z^3 + 100/9*z + 1
*
[ -9/11 ] 
f(z) = -121/9*z^3 + 101/9*z + 1
*
0 | 0.11467286112134591616041346880750668432 | 0.023911148752447684563251857081298964784
f(z) = -121/9*z^3 + 103/9*z + 1
*
[ -3/22 ] 
f(z) = -121/9*z^3 + 103/12*z + 1
*
[ -1/11 ] 
f(z) = -121/9*z^3 + 109/9*z + 1
*
0 | 0.11542147655354289354269757967574310766 | 0.024067247194420785168746845260387318480
f(z) = -121/10*z^3 + 101/10*z + 1
*
-2/11 | 0.085388644387918568902932754437374814188 | 0.017804915284784115687841628012651924163
f(z) = -121/10*z^3 + 109/10*z + 1
*
-2/11 | 0.10698544376081958754883083499485844101 | 0.022308197729579403339350549741970875906
f(z) = -121/15*z^3 + 109/15*z + 1
*
-12/11 | 0.17373470791286298285132262550511521267 | 0.028673242366081480939836919112248588826
f(z) = -121/16*z^3 + 107/12*z + 1
*
[ 12/11 ] 
f(z) = -121/16*z^3 + 109/12*z + 1
*
-2 | 0.10261291254640844540479980548702442683 | 0.016643302201485604667275705150835477067
f(z) = -121/16*z^3 + 119/4*z + 1
*
-8/11 | 0.092165284326662814678003526008953849201 | 0.019217954464521901178928449548916813539
f(z) = -121/18*z^3 + 109/18*z + 1
*
[ -12/11 ] 
f(z) = -121/18*z^3 + 119/12*z + 1
*
[ 1/2 ] 
f(z) = -139/5*z^3 + 119/20*z + 1
*
[ 1/2 ] 
f(z) = -139/6*z^3 + 115/24*z + 1
*
[ 1/2 ] 
f(z) = -139/7*z^3 + 111/28*z + 1
*
[ 1/2 ] 
f(z) = -139/8*z^3 + 107/32*z + 1
*
[ 1/2 ] 
f(z) = -139/9*z^3 + 103/36*z + 1
*
[ 1/2 ] 
f(z) = -137/5*z^3 + 117/20*z + 1
*
[ 1/2 ] 
f(z) = -137/6*z^3 + 113/24*z + 1
*
[ 1/2 ] 
f(z) = -137/7*z^3 + 109/28*z + 1
*
[ 1/2 ] 
f(z) = -137/8*z^3 + 105/32*z + 1
*
[ 1/2 ] 
f(z) = -137/9*z^3 + 101/36*z + 1
*
[ 2/3 ] 
f(z) = -137/16*z^3 + 119/36*z + 1
*
-1/3 | 0.16430966227234428069145687808717954556 | 0.025221321348913995719018540642442907415
f(z) = -135/4*z^3 + 107/20*z + 1
*
[ 1/2 ] 
f(z) = -135/7*z^3 + 107/28*z + 1
*
-1/9 | 0.12664992988923016973904803391299802365 | 0.021094655591226290344533031963727193061
f(z) = -135/8*z^3 + 101/24*z + 1
*
[ 1/2 ] 
f(z) = -135/8*z^3 + 103/32*z + 1
*
[ -4/15 ] 
f(z) = -135/8*z^3 + 119/20*z + 1
*
[ 2/3 ] 
f(z) = -135/11*z^3 + 109/22*z + 1
*
[ 2/3 ] 
f(z) = -135/13*z^3 + 107/26*z + 1
*
[ 4/5 ] 
f(z) = -135/16*z^3 + 103/20*z + 1
*
[ -4/15 ] 
f(z) = -135/16*z^3 + 107/20*z + 1
*
-4/5 | 0.12025205424629714369893915734984308368 | 0.018458535311123831179105594970413720298
f(z) = -135/16*z^3 + 113/20*z + 1
*
[ 2/3 ] 
f(z) = -135/17*z^3 + 103/34*z + 1
*
[ 2/3 ] 
f(z) = -135/19*z^3 + 101/38*z + 1
*
[ 1/2 ] 
f(z) = -133/5*z^3 + 113/20*z + 1
*
[ 1/2 ] 
f(z) = -133/6*z^3 + 109/24*z + 1
*
[ 1/2 ] 
f(z) = -133/8*z^3 + 101/32*z + 1
*
[ 2/3 ] 
f(z) = -133/16*z^3 + 115/36*z + 1
*
-1/4 | 0.18166698495386264199315621825340195480 | 0.028978177512766152494978337144810189171
f(z) = -132/5*z^3 + 113/20*z + 1
*
[ 1/2 ] 
f(z) = -131/5*z^3 + 111/20*z + 1
*
[ 1/2 ] 
f(z) = -131/6*z^3 + 107/24*z + 1
*
[ 1/2 ] 
f(z) = -131/7*z^3 + 103/28*z + 1
*
[ 2/3 ] 
f(z) = -131/16*z^3 + 113/36*z + 1
*
[ 1/2 ] 
f(z) = -129/5*z^3 + 109/20*z + 1
*
[ 1/2 ] 
f(z) = -129/7*z^3 + 101/28*z + 1
*
-1/3 | 0.14793464200133756719990207803595412452 | 0.024827810977353263688119569075042145242
f(z) = -129/8*z^3 + 115/24*z + 1
*
21/32 | 0.13402684087787810173931262262123290984 | 0.019335985868052894024840664986657812548
f(z) = -128/9*z^3 + 107/24*z + 1
*
-3/8 | 0.14127964031204113288755100474530175658 | 0.025477929557094778141903421297536732786
f(z) = -128/11*z^3 + 113/22*z + 1
*
-1/16 | 0.16273825799530690786281407563575604732 | 0.029347709721592246948343175222752105857
f(z) = -128/13*z^3 + 105/26*z + 1
*
[ 1/2 ] 
f(z) = -127/5*z^3 + 107/20*z + 1
*
[ 1/2 ] 
f(z) = -127/6*z^3 + 103/24*z + 1
*
[ 2/3 ] 
f(z) = -127/16*z^3 + 109/36*z + 1
*
[ 2/3 ] 
f(z) = -126/11*z^3 + 101/22*z + 1
*
[ 1/2 ] 
f(z) = -125/6*z^3 + 101/24*z + 1
*
-8/25 | 0.13521747731897492532457885334973434551 | 0.021003835605325269873983338240163698842
f(z) = -125/6*z^3 + 109/30*z + 1
*
[ 3/5 ] 
f(z) = -125/8*z^3 + 119/24*z + 1
*
[ 3/5 ] 
f(z) = -125/11*z^3 + 113/33*z + 1
*
[ -2/5 ] 
f(z) = -125/11*z^3 + 117/22*z + 1
*
[ 3/5 ] 
f(z) = -125/13*z^3 + 109/39*z + 1
*
[ 2/3 ] 
f(z) = -125/16*z^3 + 107/36*z + 1
*
4/5 | 0.16397686956643665048470529910845549735 | 0.029698094762558576343224372826633284411
f(z) = -125/18*z^3 + 115/36*z + 1
*
[ -3/10 ] 
f(z) = -125/18*z^3 + 119/24*z + 1
*
[ 1/2 ] 
f(z) = -123/5*z^3 + 103/20*z + 1
*
-1/3 | 0.13570235392820241563491551512177731654 | 0.022958386508698839414771803268922284567
f(z) = -123/8*z^3 + 113/24*z + 1
*
2/3 | 0.12350767386473120230944842792061470549 | 0.020895266966975759135053175224239099590
f(z) = -123/10*z^3 + 119/30*z + 1
*
[ 5/11 ] 
f(z) = -121/4*z^3 + 101/20*z + 1
*
[ 1/2 ] 
f(z) = -121/5*z^3 + 101/20*z + 1
*
-3/22 | 0.15246635086779425947785188046337085263 | 0.024662610295459479890192265544391608488
f(z) = -121/8*z^3 + 105/32*z + 1
*
[ -4/11 ] 
f(z) = -121/10*z^3 + 107/20*z + 1
*
-4/11 | 0.14829271474963015878458127570118779281 | 0.027016650971091198907563487619538516710
f(z) = -121/10*z^3 + 117/20*z + 1
*
[ 8/11 ] 
f(z) = -121/12*z^3 + 119/24*z + 1
*
[ 3/5 ] 
f(z) = -125/14*z^3 + 107/42*z + 1
*
[ 3/5 ] 
f(z) = -125/16*z^3 + 103/48*z + 1
*
[ 3/5 ] 
f(z) = -125/17*z^3 + 101/51*z + 1
*
[ 1/3 ] 
f(z) = -140*z^3 + 122/9*z + 1
*
[ 2/7 ] 
f(z) = -140*z^3 + 125/14*z + 1
*
0 | 0.13076548672056868993707484401802793981 | 0.026461948384262375315747789351445276733
f(z) = -140*z^3 + 138*z + 1
*
[ -3/10 ] 
f(z) = -140/3*z^3 + 128/15*z + 1
*
0 | 0.11045744604354359884478266213661462602 | 0.022352375303031223753334842223069421794
f(z) = -140/3*z^3 + 134/3*z + 1
*
0 | 0.11734823595357110185354336010325726757 | 0.023746808432895161308124437059936694931
f(z) = -140/9*z^3 + 122/9*z + 1
*
[ -3/5 ] 
f(z) = -140/9*z^3 + 124/15*z + 1
*
[ -3/4 ] 
f(z) = -140/9*z^3 + 133/12*z + 1
*
[ 1/3 ] 
f(z) = -139*z^3 + 121/9*z + 1
*
[ 1/2 ] 
f(z) = -139*z^3 + 135/4*z + 1
*
0 | 0.13063286888258477366754608171899441571 | 0.026473514837214746209605139928430530664
f(z) = -139*z^3 + 137*z + 1
*
[ 1/2 ] 
f(z) = -139/2*z^3 + 131/8*z + 1
*
0 | 0.11781592327030644576376601647796216434 | 0.023876085853706755846136271536506877507
f(z) = -139/2*z^3 + 135/2*z + 1
*
[ 1/2 ] 
f(z) = -139/3*z^3 + 127/12*z + 1
*
0 | 0.11032509093428487138173883922543773803 | 0.022358024873441531629174826752114440214
f(z) = -139/3*z^3 + 133/3*z + 1
*
[ 1/2 ] 
f(z) = -139/4*z^3 + 123/16*z + 1
*
0 | 0.10501735423185000466769427393077097787 | 0.021282380990352385938706696172257845246
f(z) = -139/4*z^3 + 131/4*z + 1
*
0 | 0.13070654456417407975438976435342547004 | 0.026488445644953872785581726057706877771
f(z) = -139/5*z^3 + 129/5*z + 1
*
0 | 0.097545848346532944751265939660221524372 | 0.019768236628346051325626425851517081103
f(z) = -139/6*z^3 + 127/6*z + 1
*
0 | 0.13074321468372578319820379047884794042 | 0.026495877059132696499967045925009803687
f(z) = -139/7*z^3 + 125/7*z + 1
*
0 | 0.10223693289316325943161132074578155929 | 0.020718912345798679968444466298092356567
f(z) = -139/8*z^3 + 123/8*z + 1
*
0 | 0.11721665956675332077543569104161468892 | 0.023754641559608940977786022531324240538
f(z) = -139/9*z^3 + 121/9*z + 1
*
-2 | 0.10515378159656232326002686433499444815 | 0.016674467385557559238280059440996089452
f(z) = -139/16*z^3 + 137/4*z + 1
*
0 | 0.13049929446504468530981755601066324295 | 0.026485199018300817966849140983856459306
f(z) = -138*z^3 + 136*z + 1
*
-1 | 0.11332110784719002541068657761098218660 | 0.022965185221941806739678056641044799059
f(z) = -138*z^3 + 139*z + 1
*
0 | 0.13057350157093357690909999638816556844 | 0.026500259559249304570210829829489196900
f(z) = -138/5*z^3 + 128/5*z + 1
*
0 | 0.13061043498564626752013761121934920502 | 0.026507755299690668154167045892793033040
f(z) = -138/7*z^3 + 124/7*z + 1
*
[ 1/2 ] 
f(z) = -137*z^3 + 133/4*z + 1
*
0 | 0.13036474956789939518676130698405515958 | 0.026497003043961306981057963064474397355
f(z) = -137*z^3 + 135*z + 1
*
-1 | 0.11318609933575103107746423304763196588 | 0.022971437349919971362874854200987446169
f(z) = -137*z^3 + 138*z + 1
*
[ -1 ] 
f(z) = -137*z^3 + 139*z + 1
*
[ 1/2 ] 
f(z) = -137/2*z^3 + 129/8*z + 1
*
0 | 0.11754807283304320919345910853686734076 | 0.023891977348114955847179218467731945448
f(z) = -137/2*z^3 + 133/2*z + 1
*
-1 | 0.10030471623995211014215125162637559706 | 0.020327337341168906060581409525634610426
f(z) = -137/2*z^3 + 139/2*z + 1
*
[ 1/2 ] 
f(z) = -137/3*z^3 + 125/12*z + 1
*
0 | 0.11005854216418825475341110422274500889 | 0.022369709115419658113121396538651378722
f(z) = -137/3*z^3 + 131/3*z + 1
*
[ 1/2 ] 
f(z) = -137/4*z^3 + 121/16*z + 1
*
0 | 0.10475003907469289039101488051342799879 | 0.021290740889826010330442502680615731452
f(z) = -137/4*z^3 + 129/4*z + 1
*
0 | 0.13043949582023698392470187979195910579 | 0.026512195430571018794943901978673606891
f(z) = -137/5*z^3 + 127/5*z + 1
*
0 | 0.097279065204874836504167237136118218124 | 0.019772244378874486856332793338283599715
f(z) = -137/6*z^3 + 125/6*z + 1
*
0 | 0.13047669633855983377590234157685996673 | 0.026519756540844345374435808117959536287
f(z) = -137/7*z^3 + 123/7*z + 1
*
0 | 0.093096366218399067880947701988121141213 | 0.018922099012554445267202008361228068301
f(z) = -137/8*z^3 + 121/8*z + 1
*
-2 | 0.10488812117581520627679173702200732285 | 0.016671218077590505307548468348914593371
f(z) = -137/16*z^3 + 135/4*z + 1
*
[ 2 ] 
f(z) = -137/16*z^3 + 139/4*z + 1
*
0 | 0.13022921998590875501701153404151029990 | 0.026508929085173627970134276098605481638
f(z) = -136*z^3 + 134*z + 1
*
-1 | 0.11305009931360200017761399950188058883 | 0.022977751543736635854197670228361157919
f(z) = -136*z^3 + 137*z + 1
*
[ -1 ] 
f(z) = -136*z^3 + 138*z + 1
*
0 | 0.10992328694980168345294625791093236031 | 0.022375536142171347567438405984220674371
f(z) = -136/3*z^3 + 130/3*z + 1
*
-1 | 0.092614959176083011113567650242421596507 | 0.018768963101467469510133371333245570931
f(z) = -136/3*z^3 + 139/3*z + 1
*
0 | 0.13030451327639454332043984124018732785 | 0.026524255480419588195859441088798037888
f(z) = -136/5*z^3 + 126/5*z + 1
*
0 | 0.13034198479001298442060196474103764195 | 0.026531883028963093675124699033704443764
f(z) = -136/7*z^3 + 122/7*z + 1
*
-8/45 | 0.20139811927031441175874288431816130010 | 0.026453372187780436195508474829418947400
f(z) = -135*z^3 + 124/15*z + 1
*
[ -2/3 ] 
f(z) = -135*z^3 + 125/2*z + 1
*
[ 1/2 ] 
f(z) = -135*z^3 + 131/4*z + 1
*
0 | 0.13009269119964116529171835520248381580 | 0.026520979369285311609828962988844563688
f(z) = -135*z^3 + 133*z + 1
*
-1 | 0.11291309310944542379933011415934987254 | 0.022984128894803875392248023424640512514
f(z) = -135*z^3 + 136*z + 1
*
[ -1 ] 
f(z) = -135*z^3 + 137*z + 1
*
-2/9 | 0.12461416325960395493423437222599700596 | 0.016862125033039969370898376030641908717
f(z) = -135*z^3 + 137/12*z + 1
*
[ 1/2 ] 
f(z) = -135/2*z^3 + 127/8*z + 1
*
0 | 0.11727629129011539871044554018549734378 | 0.023908200169665060033173558667056131923
f(z) = -135/2*z^3 + 131/2*z + 1
*
-1 | 0.10003168663829984275007474038404538817 | 0.020331722448997632408257075917424534719
f(z) = -135/2*z^3 + 137/2*z + 1
*
[ -1 ] 
f(z) = -135/2*z^3 + 139/2*z + 1
*
-2/15 | 0.16257174304803027167599095710661594426 | 0.024954552988315541504622841123811061891
f(z) = -135/4*z^3 + 121/10*z + 1
*
[ -1/9 ] 
f(z) = -135/4*z^3 + 125/12*z + 1
*
0 | 0.10447880859745568305368990620618693954 | 0.021299277475076739232311646353224683305
f(z) = -135/4*z^3 + 127/4*z + 1
*
[ -1/6 ] 
f(z) = -135/4*z^3 + 127/16*z + 1
*
-1 | 0.10421716276459103898169107957121015441 | 0.021120217509887654450218476529393442947
f(z) = -135/4*z^3 + 139/4*z + 1
*
0 | 0.13020628608080451805538844868776361808 | 0.026544137069168439287712367125591066800
f(z) = -135/7*z^3 + 121/7*z + 1
*
[ 4/3 ] 
f(z) = -135/8*z^3 + 121/4*z + 1
*
34/45 | 0.12609387037899367842341369968687289094 | 0.016562260341946118576221428101307648246
f(z) = -135/8*z^3 + 122/15*z + 1
*
[ -4/3 ] 
f(z) = -135/8*z^3 + 127/4*z + 1
*
-2 | 0.10461858419159660796016140684451162868 | 0.016667918827833572865287977944078252588
f(z) = -135/16*z^3 + 133/4*z + 1
*
[ 2 ] 
f(z) = -135/16*z^3 + 137/4*z + 1
*
0 | 0.12995514836613899276259371714448411661 | 0.026533156181923604172059094302427545996
f(z) = -134*z^3 + 132*z + 1
*
-1 | 0.11277506572391901119883403791640161831 | 0.022990570522090183311143145356915466769
f(z) = -134*z^3 + 135*z + 1
*
[ -1 ] 
f(z) = -134*z^3 + 136*z + 1
*
0 | 0.10964977631144839088862724405513785513 | 0.022387375004087997422314023669588139069
f(z) = -134/3*z^3 + 128/3*z + 1
*
-1 | 0.092337515173795096651929334978660547439 | 0.018767860397396350444120506773153686057
f(z) = -134/3*z^3 + 137/3*z + 1
*
0 | 0.13003156011140834126746410869456558921 | 0.026548757293513679932005155535593868995
f(z) = -134/5*z^3 + 124/5*z + 1
*
-1 | 0.11258854737993442721230173731335019808 | 0.022816727559142720269042223700479605838
f(z) = -134/5*z^3 + 139/5*z + 1
*
0 | 0.13006958563592697886609226791470630068 | 0.026556521027337521763192109058422794017
f(z) = -134/7*z^3 + 120/7*z + 1
*
[ -1/2 ] 
f(z) = -134/9*z^3 + 121/18*z + 1
*
[ 1/2 ] 
f(z) = -133*z^3 + 129/4*z + 1
*
0 | 0.12981657630923473064781808724721474651 | 0.026545461868985026488209135139688921883
f(z) = -133*z^3 + 131*z + 1
*
-1 | 0.11263600181974101353719266819956584999 | 0.022997077573029217613496818627105442423
f(z) = -133*z^3 + 134*z + 1
*
[ -1 ] 
f(z) = -133*z^3 + 135*z + 1
*
[ 1/2 ] 
f(z) = -133/2*z^3 + 125/8*z + 1
*
0 | 0.11700046153064064255304252574421255501 | 0.023924766609288030259002420668343012402
f(z) = -133/2*z^3 + 129/2*z + 1
*
[ -1/7 ] 
f(z) = -133/2*z^3 + 131/14*z + 1
*
-1 | 0.099753899393196549722807760440542585398 | 0.020336047193864381670548212103738986869
f(z) = -133/2*z^3 + 135/2*z + 1
*
[ -1 ] 
f(z) = -133/2*z^3 + 137/2*z + 1
*
[ -2/7 ] 
f(z) = -133/2*z^3 + 139/14*z + 1
*
[ 1/2 ] 
f(z) = -133/3*z^3 + 121/12*z + 1
*
0 | 0.10951149105192338680951639022305334966 | 0.022393389138608258574695066688926001002
f(z) = -133/3*z^3 + 127/3*z + 1
*
-1 | 0.092198780832656873609618710569488149776 | 0.018767607938501248514166942042108187705
f(z) = -133/3*z^3 + 136/3*z + 1
*
[ -1 ] 
f(z) = -133/3*z^3 + 139/3*z + 1
*
0 | 0.10420354639799666836713476053596457809 | 0.021307997377252191087671102841516955052
f(z) = -133/4*z^3 + 125/4*z + 1
*
-1 | 0.10393796647789767036137877371810088597 | 0.021125684844073448189010012040474375020
f(z) = -133/4*z^3 + 137/4*z + 1
*
0 | 0.12989355983599275938489200583662535916 | 0.026561203797575311362679729626766614334
f(z) = -133/5*z^3 + 123/5*z + 1
*
-1 | 0.11244806370004662653332427963187891246 | 0.022821650940925513952893693904513964462
f(z) = -133/5*z^3 + 138/5*z + 1
*
0 | 0.096733684181316535359637749013234663380 | 0.019780527247650963411241251627912009152
f(z) = -133/6*z^3 + 121/6*z + 1
*
-1 | 0.079221545910042623332304565598123447441 | 0.016054709576666114111292126243674060504
f(z) = -133/6*z^3 + 139/6*z + 1
*
-2 | 0.10434505553742632150116710017442548394 | 0.016664568252755071847845957546212965219
f(z) = -133/16*z^3 + 131/4*z + 1
*
[ 2 ] 
f(z) = -133/16*z^3 + 135/4*z + 1
*
[ -2 ] 
f(z) = -133/16*z^3 + 139/4*z + 1
*
0 | 0.12967695950950210211626792872802605132 | 0.026557898838708887582440600516696814132
f(z) = -132*z^3 + 130*z + 1
*
-1 | 0.11249588571148271608696752105463069104 | 0.023003651224465618524355843980857949677
f(z) = -132*z^3 + 133*z + 1
*
[ -1 ] 
f(z) = -132*z^3 + 134*z + 1
*
0 | 0.12975452343955181338575171055998101545 | 0.026573783965994293917182128143991208823
f(z) = -132/5*z^3 + 122/5*z + 1
*
-1 | 0.11230650603420033598722169253976113528 | 0.022826614112390496332760840712803046159
f(z) = -132/5*z^3 + 137/5*z + 1
*
-1 | 0.11221062238189588262768306903345282938 | 0.022740138848135229154711054888444621138
f(z) = -132/7*z^3 + 139/7*z + 1
*
[ 1/2 ] 
f(z) = -131*z^3 + 127/4*z + 1
*
0 | 0.12953628209382546742766604617889817521 | 0.026570469563838980727575477973586321809
f(z) = -131*z^3 + 129*z + 1
*
-1 | 0.11235470135495104332397897897599812579 | 0.023010292683639702709523958536641153652
f(z) = -131*z^3 + 132*z + 1
*
[ -1 ] 
f(z) = -131*z^3 + 133*z + 1
*
[ 1/2 ] 
f(z) = -131/2*z^3 + 123/8*z + 1
*
0 | 0.11672046113124805602939392176146796316 | 0.023941689616494759507294258850657522132
f(z) = -131/2*z^3 + 127/2*z + 1
*
-1 | 0.099471229450905829701919173824020634889 | 0.020340312489524835582201809204617090123
f(z) = -131/2*z^3 + 133/2*z + 1
*
[ -1 ] 
f(z) = -131/2*z^3 + 135/2*z + 1
*
0 | 0.10923178352448306822254067234762632750 | 0.022405612795331801303408614459184371540
f(z) = -131/3*z^3 + 125/3*z + 1
*
-1 | 0.091915006129051489305193033323309791191 | 0.018766437834486278633612349270778320032
f(z) = -131/3*z^3 + 134/3*z + 1
*
[ -1 ] 
f(z) = -131/3*z^3 + 137/3*z + 1
*
0 | 0.10392413080475871752326991194023559293 | 0.021316907586526172829076604914673962965
f(z) = -131/4*z^3 + 123/4*z + 1
*
-1 | 0.10365449606759258265860562009053583081 | 0.021131231327389674021551469000273264307
f(z) = -131/4*z^3 + 135/4*z + 1
*
[ -1 ] 
f(z) = -131/4*z^3 + 139/4*z + 1
*
0 | 0.12961443524546428128093289599575469189 | 0.026586500330689561647079514234339003308
f(z) = -131/5*z^3 + 121/5*z + 1
*
-1 | 0.11216385783303458139399529474239073427 | 0.022831617616515987646062097428847647149
f(z) = -131/5*z^3 + 136/5*z + 1
*
-1 | 0.078935946216679766065464672993313772055 | 0.016043953707685028933311805012478602800
f(z) = -131/6*z^3 + 137/6*z + 1
*
-1 | 0.11206722354243773080067787590527003316 | 0.022744358359308266661477073819145668874
f(z) = -131/7*z^3 + 138/7*z + 1
*
-1 | 0.10346122312935982173837991042468416633 | 0.020967021921973866631505290262909872768
f(z) = -131/8*z^3 + 139/8*z + 1
*
-2 | 0.10406741488943100643726100080014001245 | 0.016661164913886580085484775574936902602
f(z) = -131/16*z^3 + 129/4*z + 1
*
[ 2 ] 
f(z) = -131/16*z^3 + 133/4*z + 1
*
[ -2 ] 
f(z) = -131/16*z^3 + 137/4*z + 1
*
[ -1/10 ] 
f(z) = -130*z^3 + 123/10*z + 1
*
0 | 0.12939452782457000347022725863352094946 | 0.026583176583877937535492261127287253319
f(z) = -130*z^3 + 128*z + 1
*
-1 | 0.11221243233616330405371054402142390792 | 0.023017003189212942206177065463209489271
f(z) = -130*z^3 + 131*z + 1
*
[ -1 ] 
f(z) = -130*z^3 + 132*z + 1
*
0 | 0.10908929573017404137988075242954901287 | 0.022411612458123168442804733178750510169
f(z) = -130/3*z^3 + 124/3*z + 1
*
-1 | 0.091773033653214401616664433681822237667 | 0.018766151709619398940048165315160400790
f(z) = -130/3*z^3 + 133/3*z + 1
*
[ -1 ] 
f(z) = -130/3*z^3 + 136/3*z + 1
*
-1 | 0.11192270538516362904979749006203333002 | 0.022748605547962554754590300589159214677
f(z) = -130/7*z^3 + 137/7*z + 1
*
-1 | 0.098261349196742693397448554314042698267 | 0.019913237059983917328105261859080397396
f(z) = -130/9*z^3 + 139/9*z + 1
*
[ 1/2 ] 
f(z) = -129*z^3 + 125/4*z + 1
*
0 | 0.12925168008833417777591293913450854265 | 0.026596022507438980162858200134844925823
f(z) = -129*z^3 + 127*z + 1
*
[ -1/6 ] 
f(z) = -129*z^3 + 127/12*z + 1
*
-1 | 0.11206906185989512964030562456152828051 | 0.023023784012336245180712065316701200162
f(z) = -129*z^3 + 130*z + 1
*
[ -1 ] 
f(z) = -129*z^3 + 131*z + 1
*
[ 1/2 ] 
f(z) = -129/2*z^3 + 121/8*z + 1
*
0 | 0.11643616202981797969229522638283800529 | 0.023958982845781609247559992084550007163
f(z) = -129/2*z^3 + 125/2*z + 1
*
-1 | 0.099184850234112966521155838929935149373 | 0.020344786817569513429397426940540882766
f(z) = -129/2*z^3 + 131/2*z + 1
*
[ -1 ] 
f(z) = -129/2*z^3 + 133/2*z + 1
*
0 | 0.10364043455383170695506350084913450548 | 0.021326015477637494798154512381801626904
f(z) = -129/4*z^3 + 121/4*z + 1
*
-1 | 0.10336661862533413585821876757337027211 | 0.021136858722174847115309221871707116334
f(z) = -129/4*z^3 + 133/4*z + 1
*
[ -1 ] 
f(z) = -129/4*z^3 + 137/4*z + 1
*
-1 | 0.11187522168756244128635890574283913668 | 0.022841747843341816001340341778925803097
f(z) = -129/5*z^3 + 134/5*z + 1
*
[ -1 ] 
f(z) = -129/5*z^3 + 139/5*z + 1
*
-1 | 0.11177705029480565908977528752689861674 | 0.022752880651020605040405311357396239356
f(z) = -129/7*z^3 + 136/7*z + 1
*
-1 | 0.10317027127021275857808111115482104308 | 0.020969648627824155656452050041673325316
f(z) = -129/8*z^3 + 137/8*z + 1
*
-1 | 0.098792118957697037597896582505164143022 | 0.020020800656052525139528526126822723271
f(z) = -129/10*z^3 + 139/10*z + 1
*
-2 | 0.10378553638537258131306199970914972019 | 0.016657707315011670761991276258849669990
f(z) = -129/16*z^3 + 127/4*z + 1
*
[ 2 ] 
f(z) = -129/16*z^3 + 131/4*z + 1
*
[ -2 ] 
f(z) = -129/16*z^3 + 135/4*z + 1
*
[ -1/12 ] 
f(z) = -128*z^3 + 125/9*z + 1
*
0 | 0.12910772188426503355654897848386695872 | 0.026609010014700094045740075758745112731
f(z) = -128*z^3 + 126*z + 1
*
-1 | 0.11192457273778162351870019522777228164 | 0.023030636457763171823918597449837285913
f(z) = -128*z^3 + 129*z + 1
*
[ -1 ] 
f(z) = -128*z^3 + 130*z + 1
*
0 | 0.10880413760918532446472581573306410085 | 0.022424455679567431849995729195611522534
f(z) = -128/3*z^3 + 122/3*z + 1
*
-1 | 0.091483665062580565117387691723254818047 | 0.018765120465423658126589795205903744641
f(z) = -128/3*z^3 + 131/3*z + 1
*
[ -1 ] 
f(z) = -128/3*z^3 + 134/3*z + 1
*
-1 | 0.11172919866810881836644867229718756277 | 0.022846875701231619236368008436800370657
f(z) = -128/5*z^3 + 133/5*z + 1
*
[ -1 ] 
f(z) = -128/5*z^3 + 138/5*z + 1
*
3/4 | 0.14049297995144293476821679220856128172 | 0.025336065681957410125116776576707885926
f(z) = -128/7*z^3 + 123/14*z + 1
*
-1 | 0.11163024023687341564730316903098202825 | 0.022757183904876041187178417720113793126
f(z) = -128/7*z^3 + 135/7*z + 1
*
[ -9/16 ] 
f(z) = -128/9*z^3 + 131/18*z + 1
*
-1 | 0.097967294763928502953608227218054470162 | 0.019912128977906306177403406102845901722
f(z) = -128/9*z^3 + 137/9*z + 1
*
-1 | 0.11142968692583981197689113584649985550 | 0.022581877710952444643955626457013132561
f(z) = -128/11*z^3 + 139/11*z + 1
*
-1/8 | 0.11962068116936302430819275438488573151 | 0.024653737644399977635980178819279968148
f(z) = -128/15*z^3 + 122/15*z + 1
*
[ -1/8 ] 
f(z) = -128/15*z^3 + 137/15*z + 1
*
[ 1/2 ] 
f(z) = -127*z^3 + 123/4*z + 1
*
0 | 0.12896263581191573374018362459774227815 | 0.026622141859965945133063813747499818639
f(z) = -127*z^3 + 125*z + 1
*
-1 | 0.11177894737595064017337064360611962344 | 0.023037561865010342541911051505931922109
f(z) = -127*z^3 + 128*z + 1
*
[ -1 ] 
f(z) = -127*z^3 + 129*z + 1
*
[ -1/2 ] 
f(z) = -127*z^3 + 139/4*z + 1
*
0 | 0.11614743017378448329277721718945327893 | 0.023976660707110641088827013150250814594
f(z) = -127/2*z^3 + 123/2*z + 1
*
-1 | 0.098894624719902253576191006629707109757 | 0.020349473702142190010732913384015805388
f(z) = -127/2*z^3 + 129/2*z + 1
*
[ -1 ] 
f(z) = -127/2*z^3 + 131/2*z + 1
*
0 | 0.10865936586841773047958225936940006675 | 0.022430877240923127701450722955739249577
f(z) = -127/3*z^3 + 121/3*z + 1
*
-1 | 0.091336233612065072337608441227729960014 | 0.018764373327345706557045852107652876178
f(z) = -127/3*z^3 + 130/3*z + 1
*
[ -1 ] 
f(z) = -127/3*z^3 + 133/3*z + 1
*
-1 | 0.10307419494491536840173926850937625881 | 0.021142568825754687926742045150097794125
f(z) = -127/4*z^3 + 131/4*z + 1
*
[ -1 ] 
f(z) = -127/4*z^3 + 135/4*z + 1
*
-1 | 0.11158201493744955195343057389608467578 | 0.022852046162533188689687276669419737292
f(z) = -127/5*z^3 + 132/5*z + 1
*
[ -1 ] 
f(z) = -127/5*z^3 + 137/5*z + 1
*
-1 | 0.078352166691266552638342270129301850279 | 0.016021794075826493727206233534791964367
f(z) = -127/6*z^3 + 133/6*z + 1
*
[ -1 ] 
f(z) = -127/6*z^3 + 139/6*z + 1
*
-1 | 0.11148225674424188438935309968738039742 | 0.022761515545150990039519587072193785292
f(z) = -127/7*z^3 + 134/7*z + 1
*
-1 | 0.10287467376226804430193763422373795008 | 0.020972255053776559319772441164693998109
f(z) = -127/8*z^3 + 135/8*z + 1
*
-1 | 0.097818497183289767588877029844430479310 | 0.019911534487656940843076464006984782116
f(z) = -127/9*z^3 + 136/9*z + 1
*
-1 | 0.098494891835305665446326738267135161622 | 0.020019364570753316661793303668039765302
f(z) = -127/10*z^3 + 137/10*z + 1
*
-1 | 0.11128006044994301210110074588894779728 | 0.022584601394720476383082856703111698927
f(z) = -127/11*z^3 + 138/11*z + 1
*
-1 | 0.082326893808695608225751858779625760922 | 0.016684026488810138271520792808755996709
f(z) = -127/12*z^3 + 139/12*z + 1
*
-2 | 0.10349928827854468934813005650937915620 | 0.016654193899181158986032744337261966110
f(z) = -127/16*z^3 + 125/4*z + 1
*
[ 2 ] 
f(z) = -127/16*z^3 + 129/4*z + 1
*
[ -2 ] 
f(z) = -127/16*z^3 + 133/4*z + 1
*
0 | 0.12881640405862367591669378990658045860 | 0.026635420874343187844266010293452764394
f(z) = -126*z^3 + 124*z + 1
*
-1 | 0.11163216776216594201548307950204861385 | 0.023044561609567427671007042367322872465
f(z) = -126*z^3 + 127*z + 1
*
[ -1 ] 
f(z) = -126*z^3 + 128*z + 1
*
-1/6 | 0.20018294855426468695844091531189148822 | 0.026779112254202450433318021748914807211
f(z) = -126*z^3 + 137/14*z + 1
*
-2/3 | 0.15053481100727686767769617000088685371 | 0.027224295424507670964962983247368625304
f(z) = -126/5*z^3 + 127/10*z + 1
*
-1 | 0.11143365189297654581925968518700608207 | 0.022857259820574194369142789172056384114
f(z) = -126/5*z^3 + 131/5*z + 1
*
[ -1 ] 
f(z) = -126/5*z^3 + 136/5*z + 1
*
[ -2/3 ] 
f(z) = -126/5*z^3 + 137/10*z + 1
*
-1 | 0.11112921447288671403366174637548667499 | 0.022587326281998051927241067775385457711
f(z) = -126/11*z^3 + 137/11*z + 1
*
-1 | 0.11102587768512154949264262394214342690 | 0.022500043406791460961799170032661239266
f(z) = -126/13*z^3 + 139/13*z + 1
*
[ 1/2 ] 
f(z) = -125*z^3 + 121/4*z + 1
*
0 | 0.12866900838638628168876242721945994098 | 0.026648849968535154532199353907251495262
f(z) = -125*z^3 + 123*z + 1
*
-1 | 0.11148421545245673806779293533798927534 | 0.023051637104159248851102790486728406063
f(z) = -125*z^3 + 126*z + 1
*
[ -1 ] 
f(z) = -125*z^3 + 127*z + 1
*
[ -1/25 ] 
f(z) = -125*z^3 + 131/5*z + 1
*
[ 3/5 ] 
f(z) = -125*z^3 + 133/3*z + 1
*
[ -1/2 ] 
f(z) = -125*z^3 + 137/4*z + 1
*
0 | 0.11585412514058299103575162549210809515 | 0.023994738420895070068180482117292742218
f(z) = -125/2*z^3 + 121/2*z + 1
*
-1 | 0.098598452906697923404689472394863690084 | 0.020353972946734322110257450430084408852
f(z) = -125/2*z^3 + 127/2*z + 1
*
[ -1 ] 
f(z) = -125/2*z^3 + 129/2*z + 1
*
[ 3/5 ] 
f(z) = -125/2*z^3 + 131/6*z + 1
*
[ -2/25 ] 
f(z) = -125/2*z^3 + 139/10*z + 1
*
-6/25 | 0.10755663089725695346965619830302455679 | 0.016707173054999867733772444076711136839
f(z) = -125/3*z^3 + 121/15*z + 1
*
-1 | 0.091039919341062461410537811499298937737 | 0.018763262879468862615768271286440165175
f(z) = -125/3*z^3 + 128/3*z + 1
*
[ -1 ] 
f(z) = -125/3*z^3 + 131/3*z + 1
*
[ -1/10 ] 
f(z) = -125/3*z^3 + 137/12*z + 1
*
[ 3/5 ] 
f(z) = -125/4*z^3 + 127/12*z + 1
*
-1 | 0.10277707911794104648397233273198972321 | 0.021148363468865345350929063316995060714
f(z) = -125/4*z^3 + 129/4*z + 1
*
[ -1 ] 
f(z) = -125/4*z^3 + 133/4*z + 1
*
[ -2/25 ] 
f(z) = -125/4*z^3 + 137/10*z + 1
*
-1 | 0.078054460031857557108071970314085807083 | 0.016010523237776444692257844582488107725
f(z) = -125/6*z^3 + 131/6*z + 1
*
[ -1 ] 
f(z) = -125/6*z^3 + 137/6*z + 1
*
-1 | 0.11118269333892301523621173404008814576 | 0.022770264921995989076997353805196413319
f(z) = -125/7*z^3 + 132/7*z + 1
*
[ -1 ] 
f(z) = -125/7*z^3 + 139/7*z + 1
*
-1 | 0.10257427979529116046474930548660312576 | 0.020974837809297592384057309935241835556
f(z) = -125/8*z^3 + 133/8*z + 1
*
[ 6/5 ] 
f(z) = -125/9*z^3 + 121/6*z + 1
*
[ -6/5 ] 
f(z) = -125/9*z^3 + 131/6*z + 1
*
-1 | 0.097517265097487789444562775070868719040 | 0.019910260253605100938893043129652867463
f(z) = -125/9*z^3 + 134/9*z + 1
*
-1 | 0.11097712894086237082032544404280285370 | 0.022590051921433703098687559186143051127
f(z) = -125/11*z^3 + 136/11*z + 1
*
-1 | 0.082023100730794153989350706367966432225 | 0.016671426570010153092794285114967340915
f(z) = -125/12*z^3 + 137/12*z + 1
*
-1 | 0.11087291928609012280858257627532664130 | 0.022501970949878686306078032017572130225
f(z) = -125/13*z^3 + 138/13*z + 1
*
-1 | 0.097984389059635650613759882813497409939 | 0.019857109468499950445402741037290881901
f(z) = -125/14*z^3 + 139/14*z + 1
*
-2 | 0.10320853256413219210315873822020659489 | 0.016650623045542608147446672234265836504
f(z) = -125/16*z^3 + 123/4*z + 1
*
[ 2 ] 
f(z) = -125/16*z^3 + 127/4*z + 1
*
[ -2 ] 
f(z) = -125/16*z^3 + 131/4*z + 1
*
-6/5 | 0.16087437515652257186496183243485837055 | 0.025630637685524599729687585737730620600
f(z) = -125/16*z^3 + 133/12*z + 1
*
[ 6/5 ] 
f(z) = -125/16*z^3 + 137/12*z + 1
*
0 | 0.12852043011821027794488914482782102435 | 0.026662432135762285827901531371277603125
f(z) = -124*z^3 + 122*z + 1
*
-1 | 0.11133507155720878365332185528776078006 | 0.023058789800062672601600744764136857200
f(z) = -124*z^3 + 125*z + 1
*
[ -1 ] 
f(z) = -124*z^3 + 126*z + 1
*
-1 | 0.090890998578380489646427410362737020394 | 0.018762900143236950816576774881652328587
f(z) = -124/3*z^3 + 127/3*z + 1
*
[ -1 ] 
f(z) = -124/3*z^3 + 130/3*z + 1
*
-1 | 0.11113331118306488739702875936974714901 | 0.022867819153538304949218693412810074087
f(z) = -124/5*z^3 + 129/5*z + 1
*
[ -1 ] 
f(z) = -124/5*z^3 + 134/5*z + 1
*
-1 | 0.11103107420037222167035318217208919318 | 0.022774683123485760699854690628257212888
f(z) = -124/7*z^3 + 131/7*z + 1
*
[ -1 ] 
f(z) = -124/7*z^3 + 138/7*z + 1
*
[ -3/4 ] 
f(z) = -124/9*z^3 + 121/12*z + 1
*
-1 | 0.097364790688881465653451139120935992521 | 0.019909578669342489042365870734281391428
f(z) = -124/9*z^3 + 133/9*z + 1
*
-1 | 0.11082378330100061229308026627821832082 | 0.022592777837469245470929841449587459351
f(z) = -124/11*z^3 + 135/11*z + 1
*
-1 | 0.11071868589759589872945141165783636140 | 0.022503885191172742343761977735846941035
f(z) = -124/13*z^3 + 137/13*z + 1
*
-1 | 0.090268951867183055441110452753377597494 | 0.018293531000560306684562582230267756096
f(z) = -124/15*z^3 + 139/15*z + 1
*
0 | 0.12837065012390891837845233621116154544 | 0.026676170454815055769925447112908931733
f(z) = -123*z^3 + 121*z + 1
*
-1 | 0.11118471672669080951938056343597163470 | 0.023066021188481137279151972213952593559
f(z) = -123*z^3 + 124*z + 1
*
[ -1 ] 
f(z) = -123*z^3 + 125*z + 1
*
[ -1/6 ] 
f(z) = -123*z^3 + 125/12*z + 1
*
[ -1/2 ] 
f(z) = -123*z^3 + 135/4*z + 1
*
-1 | 0.098298140642812847573857504203617966426 | 0.020358689594544546231976752847901773338
f(z) = -123/2*z^3 + 125/2*z + 1
*
[ -1 ] 
f(z) = -123/2*z^3 + 127/2*z + 1
*
-1 | 0.10247511809652531921551458341821507370 | 0.021154244513591060610343656468173143647
f(z) = -123/4*z^3 + 127/4*z + 1
*
[ -1 ] 
f(z) = -123/4*z^3 + 131/4*z + 1
*
-1 | 0.11098129399864040528688229280680696555 | 0.022873166069039798388174256541076233861
f(z) = -123/5*z^3 + 128/5*z + 1
*
[ -1 ] 
f(z) = -123/5*z^3 + 133/5*z + 1
*
-1 | 0.11087820314454009836256858449199959638 | 0.022779130640598204065756633180141346611
f(z) = -123/7*z^3 + 130/7*z + 1
*
[ -1 ] 
f(z) = -123/7*z^3 + 137/7*z + 1
*
-1 | 0.10226893109183225401337121795888713886 | 0.020977393182657976894866695357622010976
f(z) = -123/8*z^3 + 131/8*z + 1
*
[ -1 ] 
f(z) = -123/8*z^3 + 139/8*z + 1
*
-1 | 0.097886376388935256937476174968485773796 | 0.020016234796825037950105788911530235450
f(z) = -123/10*z^3 + 133/10*z + 1
*
-1 | 0.11066915648466265306967193559606829510 | 0.022595503529080684795508725009518345495
f(z) = -123/11*z^3 + 134/11*z + 1
*
-1 | 0.11056315606689571165318057500809164831 | 0.022505785290946665631058636980116363357
f(z) = -123/13*z^3 + 136/13*z + 1
*
-1 | 0.097673717541361392674848784287215023801 | 0.019852458579383837162945550327296427575
f(z) = -123/14*z^3 + 137/14*z + 1
*
-2 | 0.10291312457535508699952479592134582738 | 0.016646993065970893661960040824885390882
f(z) = -123/16*z^3 + 121/4*z + 1
*
[ 2 ] 
f(z) = -123/16*z^3 + 125/4*z + 1
*
[ -2 ] 
f(z) = -123/16*z^3 + 129/4*z + 1
*
-1 | 0.10184487067982255885782467930782588502 | 0.020639458645433916762779596220169775218
f(z) = -123/16*z^3 + 139/16*z + 1
*
0 | 0.12821964880532013506394873557207618529 | 0.026690068093246568134019319254817499033
f(z) = -122*z^3 + 120*z + 1
*
-1 | 0.11103313113598854567291466446708372199 | 0.023073332801979826241186180549646924684
f(z) = -122*z^3 + 123*z + 1
*
[ -1 ] 
f(z) = -122*z^3 + 124*z + 1
*
-1 | 0.090586363355799919536141585398261092930 | 0.018761490715889720115037776763427738658
f(z) = -122/3*z^3 + 125/3*z + 1
*
[ -1 ] 
f(z) = -122/3*z^3 + 128/3*z + 1
*
-1 | 0.11082801843120761405301660888934082726 | 0.022878558662817860191608712635626374331
f(z) = -122/5*z^3 + 127/5*z + 1
*
[ -1 ] 
f(z) = -122/5*z^3 + 132/5*z + 1
*
-1 | 0.11072405932006205365425957735719219579 | 0.022783607700718535404770297916719986717
f(z) = -122/7*z^3 + 129/7*z + 1
*
[ -1 ] 
f(z) = -122/7*z^3 + 136/7*z + 1
*
-1 | 0.097056021628398977035122822205664163203 | 0.019908121701353015699008047065520839314
f(z) = -122/9*z^3 + 131/9*z + 1
*
-1 | 0.11051322689002608515191415979811464563 | 0.022598228468447057447821760461331454737
f(z) = -122/11*z^3 + 133/11*z + 1
*
-1 | 0.11040630779472084515798224460390359639 | 0.022507670371499180395870930925341952232
f(z) = -122/13*z^3 + 135/13*z + 1
*
-1 | 0.089954716504371465917696927083493140667 | 0.018283549847143035976073533863694408855
f(z) = -122/15*z^3 + 137/15*z + 1
*
-1 | 0.11018934321892802440018891731275836682 | 0.022330514805054014292101891478185098749
f(z) = -122/17*z^3 + 139/17*z + 1
*
-1 | 0.11088029446931700279312499123385716875 | 0.023080726215984683544188029429410601542
f(z) = -121*z^3 + 122*z + 1
*
[ -1 ] 
f(z) = -121*z^3 + 123*z + 1
*
[ -3/22 ] 
f(z) = -121*z^3 + 127/12*z + 1
*
-3/22 | 0.15919965639095958383923345871886006948 | 0.021865990593850927492359289357879665325
f(z) = -121*z^3 + 131/12*z + 1
*
-1 | 0.097992877772188418144501299234183955972 | 0.020363492030970766382357205797214608959
f(z) = -121/2*z^3 + 123/2*z + 1
*
[ -1 ] 
f(z) = -121/2*z^3 + 125/2*z + 1
*
[ -6/11 ] 
f(z) = -121/2*z^3 + 125/6*z + 1
*
-7/33 | 0.15959807666428292186775308340332021755 | 0.022822498430025621927295717213235355183
f(z) = -121/2*z^3 + 139/18*z + 1
*
-1 | 0.090433708933688591703637700959986893168 | 0.018761084327308884924583587829696628194
f(z) = -121/3*z^3 + 124/3*z + 1
*
[ -1 ] 
f(z) = -121/3*z^3 + 127/3*z + 1
*
-3/22 | 0.15740316857400277370548977220958033735 | 0.025461178704127698654674399914080179764
f(z) = -121/3*z^3 + 133/12*z + 1
*
-1 | 0.10216815121972807969285878483377149058 | 0.021160213850728756664862715254962825763
f(z) = -121/4*z^3 + 125/4*z + 1
*
[ 8/11 ] 
f(z) = -121/4*z^3 + 125/8*z + 1
*
[ -1 ] 
f(z) = -121/4*z^3 + 129/4*z + 1
*
-2/33 | 0.20225679548480590675336331588373901789 | 0.028922688129405446753450268091896145977
f(z) = -121/4*z^3 + 137/18*z + 1
*
-1 | 0.11067346347065832508746217448998097217 | 0.022883997583263440329406931033183587198
f(z) = -121/5*z^3 + 126/5*z + 1
*
[ -1 ] 
f(z) = -121/5*z^3 + 131/5*z + 1
*
-1 | 0.077442118412577354619997702357306632065 | 0.015986607666136294195693308660597042157
f(z) = -121/6*z^3 + 127/6*z + 1
*
-1 | 0.11056862135013023714102834118276632098 | 0.022788114528537493551412351370667974908
f(z) = -121/7*z^3 + 128/7*z + 1
*
[ -1 ] 
f(z) = -121/7*z^3 + 135/7*z + 1
*
-1 | 0.10195846140580263801819736040736158761 | 0.020979917108383673121686007611359375264
f(z) = -121/8*z^3 + 129/8*z + 1
*
[ -1 ] 
f(z) = -121/8*z^3 + 137/8*z + 1
*
[ -2/11 ] 
f(z) = -121/9*z^3 + 125/18*z + 1
*
-1 | 0.096899683999504506042465101345303362129 | 0.019907344259358055486919192895523741945
f(z) = -121/9*z^3 + 130/9*z + 1
*
[ -1 ] 
f(z) = -121/9*z^3 + 139/9*z + 1
*
-1 | 0.097574105687779083758892417761843995377 | 0.020014391053142026451129654613496855898
f(z) = -121/10*z^3 + 131/10*z + 1
*
12/11 | 0.10813212340930211561474250300899788939 | 0.022180050619633260777307594480388398535
f(z) = -121/13*z^3 + 131/13*z + 1
*
-1 | 0.11024811851653639099782791070212489646 | 0.022509539515286178505697253978832047008
f(z) = -121/13*z^3 + 134/13*z + 1
*
-1 | 0.097358391802796017555780429336855454175 | 0.019847693799080016410808830335895892203
f(z) = -121/14*z^3 + 135/14*z + 1
*
-1 | 0.089794540356516638030896733395241971533 | 0.018278210549093542613960362360595832800
f(z) = -121/15*z^3 + 136/15*z + 1
*
[ 2 ] 
f(z) = -121/16*z^3 + 123/4*z + 1
*
[ -2 ] 
f(z) = -121/16*z^3 + 127/4*z + 1
*
[ -12/11 ] 
f(z) = -121/16*z^3 + 131/12*z + 1
*
-1 | 0.10152698409888450315980109626294415439 | 0.020635645875353797365952080466640817128
f(z) = -121/16*z^3 + 137/16*z + 1
*
-1 | 0.11002922825540703678174370485476541779 | 0.022330741481173916754311993103649780816
f(z) = -121/17*z^3 + 138/17*z + 1
*
-1 | 0.083574650109467797328219793740662743519 | 0.016936891600204200572817806696532476950
f(z) = -121/18*z^3 + 139/18*z + 1
*
[ -3/7 ] 
f(z) = -140/9*z^3 + 130/21*z + 1
*
[ -3/14 ] 
f(z) = -140/9*z^3 + 134/21*z + 1
*
[ 2/3 ] 
f(z) = -139/16*z^3 + 121/36*z + 1
*
-1/3 | 0.11277619050576404158187909783623156083 | 0.016784636064026612836465070359376226383
f(z) = -138/5*z^3 + 137/30*z + 1
*
[ -1/3 ] 
f(z) = -138/7*z^3 + 130/21*z + 1
*
[ -1/2 ] 
f(z) = -138/11*z^3 + 135/22*z + 1
*
[ -3/8 ] 
f(z) = -136/9*z^3 + 139/24*z + 1
*
[ -1/4 ] 
f(z) = -136/11*z^3 + 127/22*z + 1
*
-1/4 | 0.090050961931959547760799751021282904198 | 0.016063885393559787661785145654509643461
f(z) = -136/15*z^3 + 137/30*z + 1
*
-4/15 | 0.18778354497180734679257059599385626453 | 0.028824532083341511550937233956694042690
f(z) = -135/4*z^3 + 123/20*z + 1
*
-1/3 | 0.13763929500181050627058732761606357665 | 0.022925030644879065846866280675715478542
f(z) = -135/8*z^3 + 125/24*z + 1
*
-4/15 | 0.14418089488535189375166313927291127231 | 0.022131581502797083266575639944860172310
f(z) = -135/16*z^3 + 137/20*z + 1
*
[ -1/2 ] 
f(z) = -134/11*z^3 + 133/22*z + 1
*
[ 4/7 ] 
f(z) = -133/8*z^3 + 131/28*z + 1
*
[ -3/7 ] 
f(z) = -133/9*z^3 + 127/21*z + 1
*
[ -1/4 ] 
f(z) = -132/5*z^3 + 133/20*z + 1
*
-1/3 | 0.11501864989216639770598647438170930799 | 0.017232390735550565130115110879310765217
f(z) = -132/5*z^3 + 133/30*z + 1
*
[ -1/3 ] 
f(z) = -132/7*z^3 + 128/21*z + 1
*
[ -1/2 ] 
f(z) = -130/11*z^3 + 131/22*z + 1
*
[ -1/3 ] 
f(z) = -129/7*z^3 + 127/21*z + 1
*
[ -1/3 ] 
f(z) = -129/8*z^3 + 139/24*z + 1
*
2/3 | 0.12604243359798914429799418660438556893 | 0.021153650518640388961694608292584485448
f(z) = -129/10*z^3 + 127/30*z + 1
*
-1/4 | 0.17761753360286374409931534788836331103 | 0.025624793490378034128637919282807333113
f(z) = -128/3*z^3 + 121/24*z + 1
*
[ -3/8 ] 
f(z) = -128/7*z^3 + 131/21*z + 1
*
[ -1/2 ] 
f(z) = -126/11*z^3 + 129/22*z + 1
*
-7/25 | 0.092052558483232309571347058220400408347 | 0.014298867600305996526803123289991690628
f(z) = -125/4*z^3 + 129/20*z + 1
*
-4/25 | 0.15881529056030609196932513870691217779 | 0.024669372041838380248000361920487240357
f(z) = -125/6*z^3 + 121/30*z + 1
*
[ 3/5 ] 
f(z) = -125/7*z^3 + 121/21*z + 1
*
-12/25 | 0.12604824340606768030940447235479300694 | 0.019579544267015770768377066897081072596
f(z) = -125/8*z^3 + 127/20*z + 1
*
-12/25 | 0.18640665384934619819957849544545806815 | 0.026140695343675137595561454188728668154
f(z) = -125/9*z^3 + 121/30*z + 1
*
[ -2/5 ] 
f(z) = -125/13*z^3 + 131/26*z + 1
*
-18/25 | 0.10235449027748868088318548312274735464 | 0.015899105129611463215124747432789132093
f(z) = -125/16*z^3 + 131/20*z + 1
*
[ -1/4 ] 
f(z) = -124/5*z^3 + 131/20*z + 1
*
[ -1/3 ] 
f(z) = -123/7*z^3 + 125/21*z + 1
*
[ -1/3 ] 
f(z) = -123/8*z^3 + 137/24*z + 1
*
[ -1/2 ] 
f(z) = -122/11*z^3 + 127/22*z + 1
*
[ -1/2 ] 
f(z) = -122/13*z^3 + 139/26*z + 1
*
6/11 | 0.10981955843614353923069212000081180067 | 0.017764162106028049660365563456271519642
f(z) = -121/5*z^3 + 129/20*z + 1
*
[ -5/22 ] 
f(z) = -121/5*z^3 + 133/20*z + 1
*
[ -4/11 ] 
f(z) = -121/5*z^3 + 139/20*z + 1
*
[ -3/11 ] 
f(z) = -121/7*z^3 + 125/21*z + 1
*
[ -3/11 ] 
f(z) = -121/8*z^3 + 139/24*z + 1
*
[ -4/11 ] 
f(z) = -121/14*z^3 + 137/28*z + 1
*
[ 10/11 ] 
f(z) = -121/16*z^3 + 123/20*z + 1
*
-10/11 | 0.13478989989094357233596277778089092252 | 0.021043730254764716608289779787711835044
f(z) = -121/16*z^3 + 127/20*z + 1
*
-1/9 | 0.16511511694314223862730957837955493495 | 0.027501369545699395541626777146907993377
f(z) = -135/14*z^3 + 131/42*z + 1
*
-3/22 | 0.16983652281063064318771818584989290788 | 0.027472369819138014910667131935571272640
f(z) = -121/10*z^3 + 129/40*z + 1
*
-4/15 | 0.12949198005239150498894409771161359128 | 0.017008597478812021312096983617781371377
f(z) = -135/16*z^3 + 121/60*z + 1
*
-2/5 | 0.11848398842980291746574214706168342710 | 0.015562712579353444684755128158143105963
f(z) = -135/16*z^3 + 131/60*z + 1
*
-6/25 | 0.19833664618799198828621999578678154698 | 0.026317286135465072010605596848858289647
f(z) = -125/16*z^3 + 137/60*z + 1
*
-1 | 0.11358820743945098472916792954524966343 | 0.022952862930428200684967067189249742911
f(z) = -140*z^3 + 141*z + 1
*
[ -1 ] 
f(z) = -140*z^3 + 142*z + 1
*
[ 3/10 ] 
f(z) = -140*z^3 + 154/15*z + 1
*
1/2 | 0.097496251962324149035142211115249280714 | 0.014882469299115712999370222329826774540
f(z) = -140/3*z^3 + 142/15*z + 1
*
-1 | 0.093155701963068736693973659003212105710 | 0.018770626304734854104237161948026247267
f(z) = -140/3*z^3 + 143/3*z + 1
*
[ -1 ] 
f(z) = -140/3*z^3 + 146/3*z + 1
*
-1 | 0.099665389917177748275800601798981283253 | 0.019917357985788118904229266194554810772
f(z) = -140/9*z^3 + 149/9*z + 1
*
[ -1 ] 
f(z) = -140/9*z^3 + 158/9*z + 1
*
-1 | 0.11313676717084313347803843554653330692 | 0.022549423362972066798473517416534725497
f(z) = -140/11*z^3 + 151/11*z + 1
*
-1 | 0.11304427558959068579625057222833575074 | 0.022472054591680519149597851821230145520
f(z) = -140/13*z^3 + 153/13*z + 1
*
-1 | 0.11285696733577424684609045766883226100 | 0.022320308719247462193934115293459822839
f(z) = -140/17*z^3 + 157/17*z + 1
*
-1 | 0.11276211812989764719502917319648725020 | 0.022245857019847937573354379562138592904
f(z) = -140/19*z^3 + 159/19*z + 1
*
-1 | 0.11345513920064974642368286661705718167 | 0.022958994095073100097202281459276072988
f(z) = -139*z^3 + 140*z + 1
*
[ -1 ] 
f(z) = -139*z^3 + 141*z + 1
*
[ -1/2 ] 
f(z) = -139*z^3 + 151/4*z + 1
*
-1 | 0.10057441206636478965681262131752422438 | 0.020323154546639202027235235447134090235
f(z) = -139/2*z^3 + 141/2*z + 1
*
[ -1 ] 
f(z) = -139/2*z^3 + 143/2*z + 1
*
-1 | 0.093020955769992304304507101650481093384 | 0.018770016525761631405552955822401313479
f(z) = -139/3*z^3 + 142/3*z + 1
*
[ -1 ] 
f(z) = -139/3*z^3 + 145/3*z + 1
*
-1 | 0.10476323532948694838124523908205130073 | 0.021109513421136545264645420188728931594
f(z) = -139/4*z^3 + 143/4*z + 1
*
[ -1 ] 
f(z) = -139/4*z^3 + 147/4*z + 1
*
-1 | 0.11327540965805939979814724403317922523 | 0.022792689147442115351641888839523910039
f(z) = -139/5*z^3 + 144/5*z + 1
*
[ -1 ] 
f(z) = -139/5*z^3 + 149/5*z + 1
*
-1 | 0.080050333900847219522371199398108597178 | 0.016084913930298487016866469211975926041
f(z) = -139/6*z^3 + 145/6*z + 1
*
[ -1 ] 
f(z) = -139/6*z^3 + 151/6*z + 1
*
-1 | 0.11318447074290559998339517119506966340 | 0.022711357323003748779132552515573071019
f(z) = -139/7*z^3 + 146/7*z + 1
*
[ -1 ] 
f(z) = -139/7*z^3 + 153/7*z + 1
*
-1 | 0.10458135387192751264091712465936210980 | 0.020956370425481192191119917691169840580
f(z) = -139/8*z^3 + 147/8*z + 1
*
[ -1 ] 
f(z) = -139/8*z^3 + 155/8*z + 1
*
-1 | 0.099529681851924868466427366819830399929 | 0.019917041021944587985513458189906041729
f(z) = -139/9*z^3 + 148/9*z + 1
*
[ -1 ] 
f(z) = -139/9*z^3 + 157/9*z + 1
*
-1 | 0.10021062012689352959782140672525033130 | 0.020026318029797376923717409894488918573
f(z) = -139/10*z^3 + 149/10*z + 1
*
[ -1 ] 
f(z) = -139/10*z^3 + 159/10*z + 1
*
-1 | 0.11300037205765872450306877774139693671 | 0.022552104758213111877140896173872421289
f(z) = -139/11*z^3 + 150/11*z + 1
*
-1 | 0.084052862684882255037963906534622609988 | 0.016752675836044416304854175525616838801
f(z) = -139/12*z^3 + 151/12*z + 1
*
-1 | 0.11290718192327127226255927223537533737 | 0.022474097752677441060442448181871023961
f(z) = -139/13*z^3 + 152/13*z + 1
*
-1 | 0.10002423588576925161601096128246971064 | 0.019883802851518410028497151740732990388
f(z) = -139/14*z^3 + 153/14*z + 1
*
-1 | 0.092469571837104399571989590273628520625 | 0.018358237437611468170725377260527839002
f(z) = -139/15*z^3 + 154/15*z + 1
*
[ 2 ] 
f(z) = -139/16*z^3 + 141/4*z + 1
*
[ -2 ] 
f(z) = -139/16*z^3 + 145/4*z + 1
*
-1 | 0.10420855360353880838240006581282930761 | 0.020662258522278631778792890327126684079
f(z) = -139/16*z^3 + 155/16*z + 1
*
-1 | 0.11271844059826868300134988363526438643 | 0.022321119738157067953038092046750402873
f(z) = -139/17*z^3 + 156/17*z + 1
*
-1 | 0.086272229854105452761602108591185299196 | 0.017062507080421190889003815153647368028
f(z) = -139/18*z^3 + 157/18*z + 1
*
-1 | 0.11262285611144316433988823121398152191 | 0.022246072493794756755590411889093354951
f(z) = -139/19*z^3 + 158/19*z + 1
*
[ -1 ] 
f(z) = -138*z^3 + 140*z + 1
*
-1 | 0.11314006037191467377385905961546869691 | 0.022797421398620221964212156361027581914
f(z) = -138/5*z^3 + 143/5*z + 1
*
[ -1 ] 
f(z) = -138/5*z^3 + 148/5*z + 1
*
-1 | 0.11304844652660735890233184546522853193 | 0.022715389727002567752921713162358257081
f(z) = -138/7*z^3 + 145/7*z + 1
*
[ -1 ] 
f(z) = -138/7*z^3 + 152/7*z + 1
*
-1 | 0.11286296441581952789635228176063041643 | 0.022554791261792904935000903135272168900
f(z) = -138/11*z^3 + 149/11*z + 1
*
-1 | 0.11276906509034687185790729824494787809 | 0.022476136224830358780680664762354083712
f(z) = -138/13*z^3 + 151/13*z + 1
*
-1 | 0.11257886857726866335592537455383568288 | 0.022321907427474001061273633294894669488
f(z) = -138/17*z^3 + 155/17*z + 1
*
-1 | 0.11248253730651556197319467694912835858 | 0.022246255747205907812647962580661927542
f(z) = -138/19*z^3 + 157/19*z + 1
*
[ -1/2 ] 
f(z) = -137*z^3 + 149/4*z + 1
*
[ -1 ] 
f(z) = -137/2*z^3 + 141/2*z + 1
*
-1 | 0.092750598785356062593589251247849361872 | 0.018769184585472606610539427442600309172
f(z) = -137/3*z^3 + 140/3*z + 1
*
[ -1 ] 
f(z) = -137/3*z^3 + 143/3*z + 1
*
-1 | 0.10449221191243304477240007043293555249 | 0.021114827598646756485610784423225490562
f(z) = -137/4*z^3 + 141/4*z + 1
*
[ -1 ] 
f(z) = -137/4*z^3 + 145/4*z + 1
*
-1 | 0.11300371445536053153504313952425052527 | 0.022802190863790360389417262360745427398
f(z) = -137/5*z^3 + 142/5*z + 1
*
[ -1 ] 
f(z) = -137/5*z^3 + 147/5*z + 1
*
-1 | 0.079777961478656156856276117371469240544 | 0.016075047159894291325259704522107267014
f(z) = -137/6*z^3 + 143/6*z + 1
*
[ -1 ] 
f(z) = -137/6*z^3 + 149/6*z + 1
*
-1 | 0.11291141558512932067340228855253782276 | 0.022719448152058821323002139593966214341
f(z) = -137/7*z^3 + 144/7*z + 1
*
[ -1 ] 
f(z) = -137/7*z^3 + 151/7*z + 1
*
-1 | 0.10430761037856103723777693218094363405 | 0.020959049805993458229829389742585224387
f(z) = -137/8*z^3 + 145/8*z + 1
*
[ -1 ] 
f(z) = -137/8*z^3 + 153/8*z + 1
*
-1 | 0.099255244337343598538696917934967600443 | 0.019916348113230449022645487162154906478
f(z) = -137/9*z^3 + 146/9*z + 1
*
[ -1 ] 
f(z) = -137/9*z^3 + 155/9*z + 1
*
-1 | 0.099936134957456568629046589355791663724 | 0.020025545525295660084293191829658181185
f(z) = -137/10*z^3 + 147/10*z + 1
*
[ -1 ] 
f(z) = -137/10*z^3 + 157/10*z + 1
*
-1 | 0.11272452909249958216422388828229418773 | 0.022557482635731746089532402244305924556
f(z) = -137/11*z^3 + 148/11*z + 1
*
[ -1 ] 
f(z) = -137/11*z^3 + 159/11*z + 1
*
-1 | 0.083775274493770507234102323023353995918 | 0.016741841213250544746201234424665902687
f(z) = -137/12*z^3 + 149/12*z + 1
*
-1 | 0.11262990969299475258849097566804115351 | 0.022478169549817388788690302058117184760
f(z) = -137/13*z^3 + 150/13*z + 1
*
-1 | 0.099746891998381513808427611246782992064 | 0.019880671447997797301384069555105420012
f(z) = -137/14*z^3 + 151/14*z + 1
*
-1 | 0.092190845776209137615004246844667026767 | 0.018350525135633504572384355973218379207
f(z) = -137/15*z^3 + 152/15*z + 1
*
[ -2 ] 
f(z) = -137/16*z^3 + 143/4*z + 1
*
-1 | 0.10392909117195586973030051240367008466 | 0.020660048448264735886614748842537185185
f(z) = -137/16*z^3 + 153/16*z + 1
*
-1 | 0.11243823535853104211221030278743507637 | 0.022322670915079167648726423552504041015
f(z) = -137/17*z^3 + 154/17*z + 1
*
-1 | 0.085990623126316684829295329936207016434 | 0.017050044589309510223862725542088147842
f(z) = -137/18*z^3 + 155/18*z + 1
*
-1 | 0.11234114552849371767690210454464516902 | 0.022246405712800043271592703009087210848
f(z) = -137/19*z^3 + 156/19*z + 1
*
[ -1 ] 
f(z) = -136/3*z^3 + 142/3*z + 1
*
[ 3/4 ] 
f(z) = -136/3*z^3 + 151/6*z + 1
*
-1 | 0.11286635712086997873982750238551837443 | 0.022806998040118106348399918746281210784
f(z) = -136/5*z^3 + 141/5*z + 1
*
[ -1 ] 
f(z) = -136/5*z^3 + 146/5*z + 1
*
-1 | 0.11277336290272722407043156393035366558 | 0.022723532833390597693785009736219738658
f(z) = -136/7*z^3 + 143/7*z + 1
*
[ -1 ] 
f(z) = -136/7*z^3 + 150/7*z + 1
*
-1 | 0.099116484720293652545086434101681957553 | 0.019915970966147279367562940217726465508
f(z) = -136/9*z^3 + 145/9*z + 1
*
[ -1 ] 
f(z) = -136/9*z^3 + 154/9*z + 1
*
-1 | 0.11258505059198573533064573175139080429 | 0.022560178628654318678296210220940629665
f(z) = -136/11*z^3 + 147/11*z + 1
*
[ -1 ] 
f(z) = -136/11*z^3 + 158/11*z + 1
*
-1 | 0.11248969998291964121069490898872037882 | 0.022480197249371870154382768044544686752
f(z) = -136/13*z^3 + 149/13*z + 1
*
-1 | 0.092049892137203250096170154944868699184 | 0.018346573269000374167931711550319977187
f(z) = -136/15*z^3 + 151/15*z + 1
*
-1 | 0.11219866421538956156866932565605912075 | 0.022246521285504008276113512759757940836
f(z) = -136/19*z^3 + 155/19*z + 1
*
[ -1/2 ] 
f(z) = -135*z^3 + 147/4*z + 1
*
-2/9 | 0.15850411791235973965947633257872546001 | 0.021447933241119244860884633146417349151
f(z) = -135*z^3 + 149/12*z + 1
*
-8/45 | 0.19273911314913733800275958718609367185 | 0.025316023375737537317685336008558531994
f(z) = -135*z^3 + 154/15*z + 1
*
[ -2/5 ] 
f(z) = -135/2*z^3 + 143/10*z + 1
*
[ 4/9 ] 
f(z) = -135/2*z^3 + 145/12*z + 1
*
[ -1/2 ] 
f(z) = -135/2*z^3 + 159/8*z + 1
*
[ -1 ] 
f(z) = -135/4*z^3 + 143/4*z + 1
*
-5/9 | 0.087440575778145366057388258930131398846 | 0.014563994092628013559061124433369239039
f(z) = -135/4*z^3 + 149/12*z + 1
*
-1 | 0.11263427312511506070427218076332225578 | 0.022727644006938521555537358972760732497
f(z) = -135/7*z^3 + 142/7*z + 1
*
[ -1 ] 
f(z) = -135/7*z^3 + 149/7*z + 1
*
[ -2/3 ] 
f(z) = -135/7*z^3 + 155/14*z + 1
*
-1 | 0.10402975854633496246040881923428873911 | 0.020961719799172286173477119592202236668
f(z) = -135/8*z^3 + 143/8*z + 1
*
[ -1 ] 
f(z) = -135/8*z^3 + 151/8*z + 1
*
-2/3 | 0.22304133471708514179029006661303506846 | 0.029296179437560624003698693078000904752
f(z) = -135/8*z^3 + 152/15*z + 1
*
-1 | 0.11244451306524822143671716639931314615 | 0.022562878975127301104241430550636103650
f(z) = -135/11*z^3 + 146/11*z + 1
*
[ -1 ] 
f(z) = -135/11*z^3 + 157/11*z + 1
*
-1 | 0.11234841985062829621606002759622010784 | 0.022482218824377183738285690710312538169
f(z) = -135/13*z^3 + 148/13*z + 1
*
-1 | 0.099464003507049557013178136950421838967 | 0.019877112467987715414501152518543497840
f(z) = -135/14*z^3 + 149/14*z + 1
*
[ -2 ] 
f(z) = -135/16*z^3 + 141/4*z + 1
*
-1 | 0.10364534208130960664428018893182617972 | 0.020657676161652141055453739871795093789
f(z) = -135/16*z^3 + 151/16*z + 1
*
-1 | 0.11215371982605533561062057850030513398 | 0.022324121634796155260163751539536871660
f(z) = -135/17*z^3 + 152/17*z + 1
*
-1 | 0.11205507641813184254848134804581226828 | 0.022246601320893271245190646172299479626
f(z) = -135/19*z^3 + 154/19*z + 1
*
[ -1 ] 
f(z) = -134/3*z^3 + 140/3*z + 1
*
[ -1 ] 
f(z) = -134/5*z^3 + 144/5*z + 1
*
-1 | 0.11249413054920898394453813483756448092 | 0.022731781909227474182252053133077176779
f(z) = -134/7*z^3 + 141/7*z + 1
*
[ -1 ] 
f(z) = -134/7*z^3 + 148/7*z + 1
*
-1 | 0.098835805768922973180100795872405951636 | 0.019915152121888385645273712867013182477
f(z) = -134/9*z^3 + 143/9*z + 1
*
[ -1 ] 
f(z) = -134/9*z^3 + 152/9*z + 1
*
-1 | 0.11230290029911145339481619704361675420 | 0.022565583394961728426252725281596320723
f(z) = -134/11*z^3 + 145/11*z + 1
*
[ -1 ] 
f(z) = -134/11*z^3 + 156/11*z + 1
*
-1 | 0.11220605281429032006927678018464236638 | 0.022484233753915502953817266419708904228
f(z) = -134/13*z^3 + 147/13*z + 1
*
-1 | 0.091764721734055325024419112320556721634 | 0.018338470503775130028059902309589168693
f(z) = -134/15*z^3 + 149/15*z + 1
*
-1 | 0.11200980380446873098968254888296102603 | 0.022324806956666569049033106054308317248
f(z) = -134/17*z^3 + 151/17*z + 1
*
-1 | 0.11191036478838839040672362232309209309 | 0.022246644633557345139706904705138209048
f(z) = -134/19*z^3 + 153/19*z + 1
*
[ -1/2 ] 
f(z) = -133*z^3 + 145/4*z + 1
*
[ -1/2 ] 
f(z) = -133/2*z^3 + 157/8*z + 1
*
[ -1 ] 
f(z) = -133/4*z^3 + 141/4*z + 1
*
[ -1 ] 
f(z) = -133/5*z^3 + 143/5*z + 1
*
[ -1 ] 
f(z) = -133/6*z^3 + 145/6*z + 1
*
-1 | 0.10374767314531123822630929076897970252 | 0.020964378034793515811699239683940496048
f(z) = -133/8*z^3 + 141/8*z + 1
*
[ -1 ] 
f(z) = -133/8*z^3 + 149/8*z + 1
*
-1 | 0.098693854159856344643859003062755203947 | 0.019914709091488462750628823177354217522
f(z) = -133/9*z^3 + 142/9*z + 1
*
[ -1 ] 
f(z) = -133/9*z^3 + 151/9*z + 1
*
-1 | 0.099372627321093467064093859352961524882 | 0.020023320237589074063409036660898404440
f(z) = -133/10*z^3 + 143/10*z + 1
*
[ -1 ] 
f(z) = -133/10*z^3 + 153/10*z + 1
*
-1 | 0.11216019570500649047851139364439699307 | 0.022568291592478017657325876758712783273
f(z) = -133/11*z^3 + 144/11*z + 1
*
[ -1 ] 
f(z) = -133/11*z^3 + 155/11*z + 1
*
-1 | 0.083209450445021523863818168500624495962 | 0.016719691016572300647806974822593776085
f(z) = -133/12*z^3 + 145/12*z + 1
*
[ -1 ] 
f(z) = -133/12*z^3 + 157/12*z + 1
*
-1 | 0.11206258200816589251126614366615477910 | 0.022486241494267825417064656905195755601
f(z) = -133/13*z^3 + 146/13*z + 1
*
[ -1 ] 
f(z) = -133/13*z^3 + 159/13*z + 1
*
-1 | 0.091619437440245784526594974671147672219 | 0.018334109583708775787535308493991739012
f(z) = -133/15*z^3 + 148/15*z + 1
*
-1 | 0.10335717262345474383739089187685790611 | 0.020655132230465882319592476068367008197
f(z) = -133/16*z^3 + 149/16*z + 1
*
-1 | 0.11186475914535774474343008355720576832 | 0.022325464253437398638437964294016895219
f(z) = -133/17*z^3 + 150/17*z + 1
*
-1 | 0.085415575185765344358197562900355875814 | 0.017024279682193083213337228244835091914
f(z) = -133/18*z^3 + 151/18*z + 1
*
[ -1/11 ] 
f(z) = -132*z^3 + 144/11*z + 1
*
[ -1 ] 
f(z) = -132/5*z^3 + 142/5*z + 1
*
[ -1 ] 
f(z) = -132/7*z^3 + 146/7*z + 1
*
-1 | 0.11191799017058004536498827295568673345 | 0.022488241477862463203132201252104160576
f(z) = -132/13*z^3 + 145/13*z + 1
*
[ -1 ] 
f(z) = -132/13*z^3 + 158/13*z + 1
*
-1 | 0.11171856798280449666199174497829699940 | 0.022326092478263730778736844166640708879
f(z) = -132/17*z^3 + 149/17*z + 1
*
-1 | 0.11161749856533660573652993451230088631 | 0.022246616133772152033444630475047276592
f(z) = -132/19*z^3 + 151/19*z + 1
*
[ -1/2 ] 
f(z) = -131*z^3 + 143/4*z + 1
*
[ -1/2 ] 
f(z) = -131/2*z^3 + 155/8*z + 1
*
[ -1 ] 
f(z) = -131/5*z^3 + 141/5*z + 1
*
[ -1 ] 
f(z) = -131/6*z^3 + 143/6*z + 1
*
[ -1 ] 
f(z) = -131/7*z^3 + 145/7*z + 1
*
[ -1 ] 
f(z) = -131/8*z^3 + 147/8*z + 1
*
-1 | 0.098406643165128928407852529011208996827 | 0.019913752301237508182180693937075702201
f(z) = -131/9*z^3 + 140/9*z + 1
*
[ -1 ] 
f(z) = -131/9*z^3 + 149/9*z + 1
*
-1 | 0.099085300848880983091017109001723917663 | 0.020022248612532543745459240602132096109
f(z) = -131/10*z^3 + 141/10*z + 1
*
[ -1 ] 
f(z) = -131/10*z^3 + 151/10*z + 1
*
-1 | 0.11187144273107847401052428738489218083 | 0.022573718055695619443946844042892443878
f(z) = -131/11*z^3 + 142/11*z + 1
*
[ -1 ] 
f(z) = -131/11*z^3 + 153/11*z + 1
*
-1 | 0.082920949869845247681777299937970328128 | 0.016708350965543449952232106478909521560
f(z) = -131/12*z^3 + 143/12*z + 1
*
[ -1 ] 
f(z) = -131/12*z^3 + 155/12*z + 1
*
-1 | 0.11177225963142197068102254351933696598 | 0.022490233112168985415670488927925594671
f(z) = -131/13*z^3 + 144/13*z + 1
*
[ -1 ] 
f(z) = -131/13*z^3 + 157/13*z + 1
*
-1 | 0.098886929850256540074239246729614008514 | 0.019869845358084216302287719406107177885
f(z) = -131/14*z^3 + 145/14*z + 1
*
[ -1 ] 
f(z) = -131/14*z^3 + 159/14*z + 1
*
-1 | 0.091328550946200283898036217963759024438 | 0.018325794525670981098664139030888519106
f(z) = -131/15*z^3 + 146/15*z + 1
*
-1 | 0.10306444272755715141789431294738077935 | 0.020652406567039511694270488314346176609
f(z) = -131/16*z^3 + 147/16*z + 1
*
-1 | 0.11157121202270205000048293572056759892 | 0.022326690544738820512335245169353525018
f(z) = -131/17*z^3 + 148/17*z + 1
*
-1 | 0.085121203269924317813375782965714466796 | 0.017010814678164554681442956220719824842
f(z) = -131/18*z^3 + 149/18*z + 1
*
-1 | 0.11146930716254936387481492525349048013 | 0.022246541729725820734499960582009642654
f(z) = -131/19*z^3 + 150/19*z + 1
*
[ -1 ] 
f(z) = -130/7*z^3 + 144/7*z + 1
*
[ -1 ] 
f(z) = -130/9*z^3 + 148/9*z + 1
*
-1 | 0.11172535918966776047859937670595021247 | 0.022576435645401674293460027608206188572
f(z) = -130/11*z^3 + 141/11*z + 1
*
[ -1 ] 
f(z) = -130/11*z^3 + 152/11*z + 1
*
-1 | 0.11142267252894152064795946009963153854 | 0.022327257325173789023016220685770664815
f(z) = -130/17*z^3 + 147/17*z + 1
*
-1 | 0.11131991828036231868979993034697067766 | 0.022246425415895671251799150765026468816
f(z) = -130/19*z^3 + 149/19*z + 1
*
[ -1/2 ] 
f(z) = -129*z^3 + 141/4*z + 1
*
[ -1/2 ] 
f(z) = -129/2*z^3 + 153/8*z + 1
*
[ -1 ] 
f(z) = -129/7*z^3 + 143/7*z + 1
*
[ -1 ] 
f(z) = -129/8*z^3 + 145/8*z + 1
*
[ -1 ] 
f(z) = -129/10*z^3 + 149/10*z + 1
*
-1 | 0.11157811347136186782491209199068727944 | 0.022579155659030055822288369452053301680
f(z) = -129/11*z^3 + 140/11*z + 1
*
[ -1 ] 
f(z) = -129/11*z^3 + 151/11*z + 1
*
-1 | 0.11147730964725484177444822020346150360 | 0.022494188830958224731366432105500184536
f(z) = -129/13*z^3 + 142/13*z + 1
*
[ -1 ] 
f(z) = -129/13*z^3 + 155/13*z + 1
*
-1 | 0.098591158407486542102877254173803545134 | 0.019865856328918211855700225767098478909
f(z) = -129/14*z^3 + 143/14*z + 1
*
[ -1 ] 
f(z) = -129/14*z^3 + 157/14*z + 1
*
-1 | 0.10276700554936210314121623171016773296 | 0.020649488372946084147094827882590636268
f(z) = -129/16*z^3 + 145/16*z + 1
*
-1 | 0.11127293030903685186025424269128524783 | 0.022327791648790584477388130875837252554
f(z) = -129/17*z^3 + 146/17*z + 1
*
-1 | 0.11116931237370650100040733802518659180 | 0.022246265774491303908256244264097998619
f(z) = -129/19*z^3 + 148/19*z + 1
*
-11/32 | 0.20070794707757311367539255844147739239 | 0.028956035991581924685513984636734497731
f(z) = -128*z^3 + 145/8*z + 1
*
-1/2 | 0.14184478137619088484491573867647108298 | 0.022737640296378864869708148974352288093
f(z) = -128/3*z^3 + 155/12*z + 1
*
-3/4 | 0.13405163893943211438738542550060988336 | 0.024174454340119571694646690546512398450
f(z) = -128/5*z^3 + 159/10*z + 1
*
[ -1 ] 
f(z) = -128/7*z^3 + 142/7*z + 1
*
[ -1 ] 
f(z) = -128/11*z^3 + 150/11*z + 1
*
-1 | 0.11132805270022600790698995470045068456 | 0.022496151594802607606790339335033149660
f(z) = -128/13*z^3 + 141/13*z + 1
*
[ -1 ] 
f(z) = -128/13*z^3 + 154/13*z + 1
*
-1 | 0.090881847690194342113008459627074022500 | 0.018312450713460034886448818309082593892
f(z) = -128/15*z^3 + 143/15*z + 1
*
[ -1 ] 
f(z) = -128/15*z^3 + 158/15*z + 1
*
-1 | 0.11112196569915951579923039633345466667 | 0.022328292299823181423149011996595343152
f(z) = -128/17*z^3 + 145/17*z + 1
*
[ -1/8 ] 
f(z) = -128/17*z^3 + 155/17*z + 1
*
-1 | 0.11101746941416917370575270073143347584 | 0.022246061335101533455792602533463051789
f(z) = -128/19*z^3 + 147/19*z + 1
*
[ -1/2 ] 
f(z) = -127/2*z^3 + 151/8*z + 1
*
[ -1 ] 
f(z) = -127/7*z^3 + 141/7*z + 1
*
[ -1 ] 
f(z) = -127/8*z^3 + 143/8*z + 1
*
[ -1 ] 
f(z) = -127/9*z^3 + 145/9*z + 1
*
[ -1 ] 
f(z) = -127/10*z^3 + 147/10*z + 1
*
[ -1 ] 
f(z) = -127/11*z^3 + 149/11*z + 1
*
[ -1 ] 
f(z) = -127/12*z^3 + 151/12*z + 1
*
-1 | 0.11117758201887750089737804692038847322 | 0.022498103365433936653988223911015372890
f(z) = -127/13*z^3 + 140/13*z + 1
*
[ -1 ] 
f(z) = -127/13*z^3 + 153/13*z + 1
*
-1 | 0.098289929673234094517102334313738974393 | 0.019861527301887967519596792275278469448
f(z) = -127/14*z^3 + 141/14*z + 1
*
[ -1 ] 
f(z) = -127/14*z^3 + 155/14*z + 1
*
-1 | 0.090730516967316595329392974572353131823 | 0.018307845675961167153349071302928177592
f(z) = -127/15*z^3 + 142/15*z + 1
*
[ -1 ] 
f(z) = -127/15*z^3 + 157/15*z + 1
*
-1 | 0.10246470702673151749769881915349711857 | 0.020646366078433000761900902019010244669
f(z) = -127/16*z^3 + 143/16*z + 1
*
[ -1 ] 
f(z) = -127/16*z^3 + 159/16*z + 1
*
-1 | 0.11096975854855379108146526560788855402 | 0.022328758015521663686231075644035096609
f(z) = -127/17*z^3 + 144/17*z + 1
*
-1 | 0.084518667833586568006892858974504906208 | 0.016982758613981735184050938332669777499
f(z) = -127/18*z^3 + 145/18*z + 1
*
-1 | 0.11086436887389350232393271202506946088 | 0.022245810572402316441043955174762412073
f(z) = -127/19*z^3 + 146/19*z + 1
*
-1/6 | 0.14132532807057983321922855868882876747 | 0.018905540417385463427837589564852796900
f(z) = -126*z^3 + 151/14*z + 1
*
[ -1/21 ] 
f(z) = -126*z^3 + 156/7*z + 1
*
[ -1 ] 
f(z) = -126/11*z^3 + 148/11*z + 1
*
[ -1 ] 
f(z) = -126/13*z^3 + 152/13*z + 1
*
-1 | 0.11081628820330154536817681978796766243 | 0.022329187484053480630927782114766653187
f(z) = -126/17*z^3 + 143/17*z + 1
*
-1 | 0.11070998970880088887759473830341303212 | 0.022245511903747933319977157523464289889
f(z) = -126/19*z^3 + 145/19*z + 1
*
[ -3/5 ] 
f(z) = -125*z^3 + 143/3*z + 1
*
[ -2/25 ] 
f(z) = -125*z^3 + 143/10*z + 1
*
[ -1/15 ] 
f(z) = -125*z^3 + 149/9*z + 1
*
[ -1/2 ] 
f(z) = -125/2*z^3 + 149/8*z + 1
*
[ -3/5 ] 
f(z) = -125/2*z^3 + 151/6*z + 1
*
[ 4/5 ] 
f(z) = -125/2*z^3 + 159/4*z + 1
*
[ -3/25 ] 
f(z) = -125/3*z^3 + 149/15*z + 1
*
-4/25 | 0.18588661947974806340657299816360160340 | 0.028874462637489181256663206163535835229
f(z) = -125/3*z^3 + 151/15*z + 1
*
18/25 | 0.18196895160230461784110027734197361124 | 0.028265916658924777118212920478020834177
f(z) = -125/4*z^3 + 147/10*z + 1
*
[ 4/5 ] 
f(z) = -125/6*z^3 + 157/12*z + 1
*
[ -1 ] 
f(z) = -125/8*z^3 + 141/8*z + 1
*
[ -1 ] 
f(z) = -125/9*z^3 + 143/9*z + 1
*
[ -3/25 ] 
f(z) = -125/9*z^3 + 143/15*z + 1
*
[ -1 ] 
f(z) = -125/11*z^3 + 147/11*z + 1
*
[ -1 ] 
f(z) = -125/12*z^3 + 149/12*z + 1
*
[ -1 ] 
f(z) = -125/13*z^3 + 151/13*z + 1
*
[ -1 ] 
f(z) = -125/14*z^3 + 153/14*z + 1
*
-1 | 0.10215738539806581683504018672489837961 | 0.020643027275720034732380433187930679073
f(z) = -125/16*z^3 + 141/16*z + 1
*
[ -6/5 ] 
f(z) = -125/16*z^3 + 157/12*z + 1
*
[ -1 ] 
f(z) = -125/16*z^3 + 157/16*z + 1
*
-1 | 0.11066153348940361548346285789983955403 | 0.022329579342295785099033566899464950920
f(z) = -125/17*z^3 + 142/17*z + 1
*
[ -1 ] 
f(z) = -125/17*z^3 + 159/17*z + 1
*
-1 | 0.084209530525376987519412404154287035553 | 0.016967996542129686153229310118197352882
f(z) = -125/18*z^3 + 143/18*z + 1
*
-1 | 0.11055431034110141544888566223331562174 | 0.022245163686638560657761344128867356752
f(z) = -125/19*z^3 + 144/19*z + 1
*
[ -1 ] 
f(z) = -124/9*z^3 + 142/9*z + 1
*
[ -1 ] 
f(z) = -124/11*z^3 + 146/11*z + 1
*
[ -1 ] 
f(z) = -124/13*z^3 + 150/13*z + 1
*
[ -1 ] 
f(z) = -124/15*z^3 + 154/15*z + 1
*
-1 | 0.11050547269514291568270939491472571317 | 0.022329932173512351127621144687296239768
f(z) = -124/17*z^3 + 141/17*z + 1
*
[ -1 ] 
f(z) = -124/17*z^3 + 158/17*z + 1
*
-1 | 0.11039730864105576535178213796736186538 | 0.022244764216056908714383371434604897702
f(z) = -124/19*z^3 + 143/19*z + 1
*
[ -1/2 ] 
f(z) = -123/2*z^3 + 147/8*z + 1
*
[ -1 ] 
f(z) = -123/10*z^3 + 143/10*z + 1
*
0 | 0.17214298967314620862668134421163352843 | 0.029123483692626579857508760250559389017
f(z) = -123/10*z^3 + 157/15*z + 1
*
[ -1 ] 
f(z) = -123/11*z^3 + 145/11*z + 1
*
[ -1 ] 
f(z) = -123/13*z^3 + 149/13*z + 1
*
[ -1 ] 
f(z) = -123/14*z^3 + 151/14*z + 1
*
[ -1 ] 
f(z) = -123/16*z^3 + 155/16*z + 1
*
-1 | 0.11034808355269230778828832600682408720 | 0.022330244504908128260354674438793747582
f(z) = -123/17*z^3 + 140/17*z + 1
*
[ -1 ] 
f(z) = -123/17*z^3 + 157/17*z + 1
*
-1 | 0.11023896190794976708779909448292081144 | 0.022244311721666104937098301314440125439
f(z) = -123/19*z^3 + 142/19*z + 1
*
[ -1/3 ] 
f(z) = -122*z^3 + 158/9*z + 1
*
[ -1 ] 
f(z) = -122/9*z^3 + 140/9*z + 1
*
[ -1 ] 
f(z) = -122/11*z^3 + 144/11*z + 1
*
[ -1 ] 
f(z) = -122/13*z^3 + 148/13*z + 1
*
[ -1 ] 
f(z) = -122/15*z^3 + 152/15*z + 1
*
[ -1 ] 
f(z) = -122/17*z^3 + 156/17*z + 1
*
-1 | 0.11007924685024032765129887020923485711 | 0.022243804364860471428865723886577973535
f(z) = -122/19*z^3 + 141/19*z + 1
*
[ -5/11 ] 
f(z) = -121*z^3 + 141/5*z + 1
*
[ -1/3 ] 
f(z) = -121*z^3 + 157/9*z + 1
*
[ -1/2 ] 
f(z) = -121/2*z^3 + 145/8*z + 1
*
[ -5/11 ] 
f(z) = -121/2*z^3 + 157/10*z + 1
*
-7/33 | 0.092411427063594974321205511266764105829 | 0.013214818706817901664112053512981058013
f(z) = -121/2*z^3 + 157/18*z + 1
*
[ -1/2 ] 
f(z) = -121/3*z^3 + 157/12*z + 1
*
[ -8/11 ] 
f(z) = -121/4*z^3 + 147/8*z + 1
*
[ -2/33 ] 
f(z) = -121/8*z^3 + 158/9*z + 1
*
[ -1 ] 
f(z) = -121/10*z^3 + 141/10*z + 1
*
[ -1 ] 
f(z) = -121/14*z^3 + 149/14*z + 1
*
[ -1 ] 
f(z) = -121/15*z^3 + 151/15*z + 1
*
[ -1 ] 
f(z) = -121/16*z^3 + 153/16*z + 1
*
[ -1 ] 
f(z) = -121/17*z^3 + 155/17*z + 1
*
[ -1 ] 
f(z) = -121/18*z^3 + 157/18*z + 1
*
-1 | 0.10991813956482897490997035428988476621 | 0.022243240235660271135035162460649658784
f(z) = -121/19*z^3 + 140/19*z + 1
*
[ -1 ] 
f(z) = -121/19*z^3 + 159/19*z + 1
*
[ 3/7 ] 
f(z) = -140/3*z^3 + 152/21*z + 1
*
[ -2/5 ] 
f(z) = -139/8*z^3 + 157/25*z + 1
*
[ -1/2 ] 
f(z) = -138/13*z^3 + 147/26*z + 1
*
[ -2/5 ] 
f(z) = -137/8*z^3 + 156/25*z + 1
*
[ -1/4 ] 
f(z) = -136/13*z^3 + 147/26*z + 1
*
[ 3/4 ] 
f(z) = -136/15*z^3 + 143/30*z + 1
*
[ -4/15 ] 
f(z) = -135/4*z^3 + 143/20*z + 1
*
-4/9 | 0.13307876862872582661075239040084819531 | 0.022165435015895568014088469840366346162
f(z) = -135/7*z^3 + 143/21*z + 1
*
[ -4/5 ] 
f(z) = -135/16*z^3 + 153/20*z + 1
*
[ 8/9 ] 
f(z) = -135/16*z^3 + 157/24*z + 1
*
[ -1/2 ] 
f(z) = -134/13*z^3 + 145/26*z + 1
*
[ -1/2 ] 
f(z) = -134/15*z^3 + 157/30*z + 1
*
[ 3/7 ] 
f(z) = -133/3*z^3 + 143/21*z + 1
*
[ -2/5 ] 
f(z) = -133/8*z^3 + 154/25*z + 1
*
[ -2/7 ] 
f(z) = -133/16*z^3 + 145/28*z + 1
*
[ -4/7 ] 
f(z) = -133/16*z^3 + 153/28*z + 1
*
[ -1/6 ] 
f(z) = -132/7*z^3 + 158/21*z + 1
*
[ -2/5 ] 
f(z) = -131/8*z^3 + 153/25*z + 1
*
[ -2/5 ] 
f(z) = -129/8*z^3 + 152/25*z + 1
*
[ 2/3 ] 
f(z) = -129/10*z^3 + 157/30*z + 1
*
-3/8 | 0.16919193185779997124061522361059050855 | 0.028432548310975980628238491512933656238
f(z) = -128/11*z^3 + 142/33*z + 1
*
[ -2/5 ] 
f(z) = -127/8*z^3 + 151/25*z + 1
*
[ -1/2 ] 
f(z) = -126/13*z^3 + 141/26*z + 1
*
[ -3/10 ] 
f(z) = -125/6*z^3 + 149/24*z + 1
*
-11/25 | 0.10494465704935083182958539262253203998 | 0.016301445405034825848278453688941461768
f(z) = -125/6*z^3 + 151/30*z + 1
*
-11/25 | 0.19143678373567261132024028982046049145 | 0.029736590373676675145637860315301777189
f(z) = -125/7*z^3 + 156/35*z + 1
*
[ 14/25 ] 
f(z) = -125/8*z^3 + 144/35*z + 1
*
[ -4/25 ] 
f(z) = -125/8*z^3 + 153/20*z + 1
*
[ 4/5 ] 
f(z) = -125/14*z^3 + 153/28*z + 1
*
[ -4/25 ] 
f(z) = -125/16*z^3 + 149/20*z + 1
*
[ -2/5 ] 
f(z) = -125/17*z^3 + 159/34*z + 1
*
[ 4/5 ] 
f(z) = -125/18*z^3 + 151/36*z + 1
*
[ -2/5 ] 
f(z) = -123/8*z^3 + 149/25*z + 1
*
[ 2/3 ] 
f(z) = -123/10*z^3 + 149/30*z + 1
*
[ -1/2 ] 
f(z) = -122/15*z^3 + 151/30*z + 1
*
-9/22 | 0.098575564215868981224479768220506176853 | 0.015945359163341460465730845057261010649
f(z) = -121/5*z^3 + 141/20*z + 1
*
-7/22 | 0.11598624837711395309394383059005945834 | 0.018761671851368251681806543517186239388
f(z) = -121/7*z^3 + 149/28*z + 1
*
[ -2/5 ] 
f(z) = -121/8*z^3 + 148/25*z + 1
*
-3/11 | 0.13309146197824972741320815743519882062 | 0.022579295260339782786979183001313491525
f(z) = -121/8*z^3 + 155/24*z + 1
*
-2/11 | 0.14721506563847068295405539179266031528 | 0.026820319883925807113546146059119124290
f(z) = -121/13*z^3 + 151/26*z + 1
*
10/11 | 0.11663967094201393742783238072125102985 | 0.021249953408322628650709104217582262474
f(z) = -121/15*z^3 + 143/30*z + 1
*
[ -6/11 ] 
f(z) = -121/15*z^3 + 157/30*z + 1
*
[ 8/15 ] 
f(z) = -135/8*z^3 + 157/40*z + 1
*
[ 2/3 ] 
f(z) = -129/14*z^3 + 151/42*z + 1
*
-1/10 | 0.12161985918508326926851595445842303940 | 0.019569996572424409426083977721229282513
f(z) = -125/12*z^3 + 149/48*z + 1
*
[ 2/3 ] 
f(z) = -123/14*z^3 + 143/42*z + 1
*
-4/9 | 0.17688709780767011318819729638586028139 | 0.023233882473560565217687378386952690473
f(z) = -135/16*z^3 + 151/60*z + 1
*
-4/25 | 0.15485669710661123268238033122640724799 | 0.024054468940713479472583115600658901807
f(z) = -125/12*z^3 + 151/60*z + 1
*
[ 14/25 ] 
f(z) = -125/14*z^3 + 141/70*z + 1
*
-1/10 | 0.14588134726976144878747769326968209515 | 0.023473941551809007490075589793033990749
f(z) = -125/18*z^3 + 149/72*z + 1
*
-3/22 | 0.095790269437101204549934897864063943740 | 0.015494816212088616040573658264149760429
f(z) = -121/15*z^3 + 149/60*z + 1
*
-8/25 | 0.18341880468787172603289485407360458614 | 0.028491127751935249726061213523482492178
f(z) = -125/17*z^3 + 149/85*z + 1
*
[ -1/3 ] 
f(z) = -140*z^3 + 176/9*z + 1
*
[ -1/8 ] 
f(z) = -140*z^3 + 179/16*z + 1
*
[ -1/10 ] 
f(z) = -140/3*z^3 + 172/15*z + 1
*
[ -1 ] 
f(z) = -140/11*z^3 + 162/11*z + 1
*
[ -1 ] 
f(z) = -140/13*z^3 + 166/13*z + 1
*
[ -1 ] 
f(z) = -140/17*z^3 + 174/17*z + 1
*
[ -1 ] 
f(z) = -140/19*z^3 + 178/19*z + 1
*
[ -1/3 ] 
f(z) = -139*z^3 + 175/9*z + 1
*
[ -1/2 ] 
f(z) = -139/2*z^3 + 163/8*z + 1
*
[ -1/2 ] 
f(z) = -139/3*z^3 + 175/12*z + 1
*
[ -1 ] 
f(z) = -139/11*z^3 + 161/11*z + 1
*
[ -1 ] 
f(z) = -139/12*z^3 + 163/12*z + 1
*
[ -1 ] 
f(z) = -139/13*z^3 + 165/13*z + 1
*
[ -1 ] 
f(z) = -139/14*z^3 + 167/14*z + 1
*
[ -1 ] 
f(z) = -139/15*z^3 + 169/15*z + 1
*
[ -1 ] 
f(z) = -139/16*z^3 + 171/16*z + 1
*
[ -1 ] 
f(z) = -139/17*z^3 + 173/17*z + 1
*
[ -1 ] 
f(z) = -139/18*z^3 + 175/18*z + 1
*
[ -1 ] 
f(z) = -139/19*z^3 + 177/19*z + 1
*
[ -1 ] 
f(z) = -138/11*z^3 + 160/11*z + 1
*
[ -1 ] 
f(z) = -138/13*z^3 + 164/13*z + 1
*
[ -1 ] 
f(z) = -138/17*z^3 + 172/17*z + 1
*
[ -1 ] 
f(z) = -138/19*z^3 + 176/19*z + 1
*
[ -1/3 ] 
f(z) = -137*z^3 + 173/9*z + 1
*
[ -1/2 ] 
f(z) = -137/2*z^3 + 161/8*z + 1
*
[ -1/2 ] 
f(z) = -137/3*z^3 + 173/12*z + 1
*
[ -1 ] 
f(z) = -137/12*z^3 + 161/12*z + 1
*
[ -1 ] 
f(z) = -137/13*z^3 + 163/13*z + 1
*
[ -1 ] 
f(z) = -137/14*z^3 + 165/14*z + 1
*
[ -1 ] 
f(z) = -137/15*z^3 + 167/15*z + 1
*
[ -1 ] 
f(z) = -137/16*z^3 + 169/16*z + 1
*
[ -1 ] 
f(z) = -137/17*z^3 + 171/17*z + 1
*
[ -1 ] 
f(z) = -137/18*z^3 + 173/18*z + 1
*
[ -1 ] 
f(z) = -137/19*z^3 + 175/19*z + 1
*
[ -1/3 ] 
f(z) = -136*z^3 + 172/9*z + 1
*
[ -3/4 ] 
f(z) = -136/3*z^3 + 167/6*z + 1
*
[ -1 ] 
f(z) = -136/13*z^3 + 162/13*z + 1
*
[ -1 ] 
f(z) = -136/15*z^3 + 166/15*z + 1
*
[ -1 ] 
f(z) = -136/19*z^3 + 174/19*z + 1
*
-1/5 | 0.095483555017317950521957767235335463276 | 0.012541636574546839163598025303655380451
f(z) = -135*z^3 + 166/15*z + 1
*
-1/9 | 0.089677001403835924003165590829308755523 | 0.011778953564287060005129440873771736254
f(z) = -135*z^3 + 169/15*z + 1
*
[ -1/15 ] 
f(z) = -135/2*z^3 + 163/10*z + 1
*
-34/45 | 0.13285133521645353796922776482512592539 | 0.017449844262981836734472474437051580038
f(z) = -135/8*z^3 + 167/15*z + 1
*
[ -1 ] 
f(z) = -135/13*z^3 + 161/13*z + 1
*
[ -1 ] 
f(z) = -135/14*z^3 + 163/14*z + 1
*
[ -1 ] 
f(z) = -135/16*z^3 + 167/16*z + 1
*
[ -1 ] 
f(z) = -135/17*z^3 + 169/17*z + 1
*
[ -1 ] 
f(z) = -135/19*z^3 + 173/19*z + 1
*
[ -1/3 ] 
f(z) = -134*z^3 + 170/9*z + 1
*
[ -1 ] 
f(z) = -134/13*z^3 + 160/13*z + 1
*
[ -1 ] 
f(z) = -134/15*z^3 + 164/15*z + 1
*
[ -1 ] 
f(z) = -134/17*z^3 + 168/17*z + 1
*
[ -1 ] 
f(z) = -134/19*z^3 + 172/19*z + 1
*
[ -1/3 ] 
f(z) = -133*z^3 + 169/9*z + 1
*
[ -1/2 ] 
f(z) = -133/3*z^3 + 169/12*z + 1
*
[ -1 ] 
f(z) = -133/15*z^3 + 163/15*z + 1
*
[ -1 ] 
f(z) = -133/16*z^3 + 165/16*z + 1
*
[ -1 ] 
f(z) = -133/17*z^3 + 167/17*z + 1
*
[ -1 ] 
f(z) = -133/18*z^3 + 169/18*z + 1
*
[ -1/12 ] 
f(z) = -132*z^3 + 167/12*z + 1
*
[ -1/8 ] 
f(z) = -132*z^3 + 177/16*z + 1
*
[ -1 ] 
f(z) = -132/17*z^3 + 166/17*z + 1
*
[ -1 ] 
f(z) = -132/19*z^3 + 170/19*z + 1
*
[ -1/3 ] 
f(z) = -131*z^3 + 167/9*z + 1
*
[ -1/2 ] 
f(z) = -131/3*z^3 + 167/12*z + 1
*
[ -1/2 ] 
f(z) = -131/4*z^3 + 179/16*z + 1
*
[ -1 ] 
f(z) = -131/15*z^3 + 161/15*z + 1
*
[ -1 ] 
f(z) = -131/16*z^3 + 163/16*z + 1
*
[ -1 ] 
f(z) = -131/17*z^3 + 165/17*z + 1
*
[ -1 ] 
f(z) = -131/18*z^3 + 167/18*z + 1
*
[ -1 ] 
f(z) = -131/19*z^3 + 169/19*z + 1
*
[ -1/3 ] 
f(z) = -130*z^3 + 166/9*z + 1
*
[ -1 ] 
f(z) = -130/17*z^3 + 164/17*z + 1
*
[ -1 ] 
f(z) = -130/19*z^3 + 168/19*z + 1
*
[ 2/3 ] 
f(z) = -129/2*z^3 + 169/6*z + 1
*
[ -1/2 ] 
f(z) = -129/4*z^3 + 177/16*z + 1
*
0 | 0.12329410044964381499713278082850098921 | 0.020692398880844185233799995427449399159
f(z) = -129/10*z^3 + 176/15*z + 1
*
[ -1 ] 
f(z) = -129/16*z^3 + 161/16*z + 1
*
-4/3 | 0.13243970935274445161697875956251222788 | 0.020324706129360126881310799553292037170
f(z) = -129/16*z^3 + 169/12*z + 1
*
[ 4/3 ] 
f(z) = -129/16*z^3 + 175/12*z + 1
*
[ -1 ] 
f(z) = -129/17*z^3 + 163/17*z + 1
*
[ -1 ] 
f(z) = -129/19*z^3 + 167/19*z + 1
*
[ -1/3 ] 
f(z) = -128*z^3 + 164/9*z + 1
*
[ -5/16 ] 
f(z) = -128*z^3 + 167/10*z + 1
*
-1/12 | 0.20271934580650170166500934810168166798 | 0.026183004348689074837961475191411375438
f(z) = -128*z^3 + 169/18*z + 1
*
-1/16 | 0.13678587376277956851327784296275908006 | 0.024667537717653232065788895647432293634
f(z) = -128/3*z^3 + 175/6*z + 1
*
-1/16 | 0.14913802800769621365522791144635298077 | 0.026895086676832832351479885422635664231
f(z) = -128/5*z^3 + 161/10*z + 1
*
[ -1/16 ] 
f(z) = -128/5*z^3 + 171/10*z + 1
*
-3/4 | 0.10040188552293730229631413363413600573 | 0.018106162792480381814213056048927153351
f(z) = -128/7*z^3 + 165/14*z + 1
*
-9/8 | 0.14870338211918856077217004662109396052 | 0.029264229224481968425525982019694750479
f(z) = -128/9*z^3 + 161/9*z + 1
*
[ 9/8 ] 
f(z) = -128/9*z^3 + 163/9*z + 1
*
[ -9/8 ] 
f(z) = -128/9*z^3 + 179/9*z + 1
*
[ -1 ] 
f(z) = -128/17*z^3 + 162/17*z + 1
*
[ -1 ] 
f(z) = -128/19*z^3 + 166/19*z + 1
*
[ -1/8 ] 
f(z) = -128/19*z^3 + 173/19*z + 1
*
[ -1/3 ] 
f(z) = -127*z^3 + 163/9*z + 1
*
[ -1/2 ] 
f(z) = -127/3*z^3 + 163/12*z + 1
*
[ -1/2 ] 
f(z) = -127/4*z^3 + 175/16*z + 1
*
[ -1 ] 
f(z) = -127/17*z^3 + 161/17*z + 1
*
[ -1 ] 
f(z) = -127/18*z^3 + 163/18*z + 1
*
[ -1 ] 
f(z) = -127/19*z^3 + 165/19*z + 1
*
[ -2/21 ] 
f(z) = -126*z^3 + 177/14*z + 1
*
[ 5/6 ] 
f(z) = -126/5*z^3 + 173/10*z + 1
*
[ -1 ] 
f(z) = -126/17*z^3 + 160/17*z + 1
*
[ -1 ] 
f(z) = -126/19*z^3 + 164/19*z + 1
*
[ -1/3 ] 
f(z) = -125*z^3 + 161/9*z + 1
*
[ -3/25 ] 
f(z) = -125*z^3 + 167/15*z + 1
*
2/5 | 0.085355924478463053551090902484629279016 | 0.011969868947771317784688288001187427852
f(z) = -125*z^3 + 173/10*z + 1
*
[ -4/5 ] 
f(z) = -125/2*z^3 + 169/4*z + 1
*
[ -2/15 ] 
f(z) = -125/2*z^3 + 173/18*z + 1
*
[ -1/2 ] 
f(z) = -125/3*z^3 + 161/12*z + 1
*
-1/25 | 0.11312102239619026013848158798000821264 | 0.017571510761963314326691993684296682264
f(z) = -125/3*z^3 + 166/15*z + 1
*
-12/25 | 0.18803360808202895367970486787113244424 | 0.029207962393163788603315146263072760870
f(z) = -125/3*z^3 + 179/15*z + 1
*
[ -2/15 ] 
f(z) = -125/4*z^3 + 163/18*z + 1
*
[ -3/5 ] 
f(z) = -125/4*z^3 + 167/12*z + 1
*
[ -1/2 ] 
f(z) = -125/4*z^3 + 173/16*z + 1
*
-18/25 | 0.12156146447163241848813535844846732836 | 0.018882596143113076214693766847535134704
f(z) = -125/4*z^3 + 177/10*z + 1
*
-6/5 | 0.15441354360053727044114017778016141801 | 0.029767121509773729719716909626569140047
f(z) = -125/6*z^3 + 179/6*z + 1
*
[ 8/5 ] 
f(z) = -125/16*z^3 + 163/8*z + 1
*
[ -8/5 ] 
f(z) = -125/16*z^3 + 173/8*z + 1
*
[ -1 ] 
f(z) = -125/18*z^3 + 161/18*z + 1
*
-6/5 | 0.18715714757531781778188010018654819560 | 0.027157183278821085140305687568599270262
f(z) = -125/18*z^3 + 164/15*z + 1
*
[ -1 ] 
f(z) = -125/19*z^3 + 163/19*z + 1
*
[ -1/3 ] 
f(z) = -124*z^3 + 160/9*z + 1
*
[ -1/8 ] 
f(z) = -124*z^3 + 175/16*z + 1
*
[ -1 ] 
f(z) = -124/19*z^3 + 162/19*z + 1
*
[ 2/3 ] 
f(z) = -123/2*z^3 + 161/6*z + 1
*
[ -2/3 ] 
f(z) = -123/2*z^3 + 179/6*z + 1
*
[ -1/2 ] 
f(z) = -123/4*z^3 + 171/16*z + 1
*
-4/3 | 0.16417982994427798417168655622750726923 | 0.025384582197935391473041314304559253518
f(z) = -123/16*z^3 + 161/12*z + 1
*
[ 4/3 ] 
f(z) = -123/16*z^3 + 167/12*z + 1
*
[ -1 ] 
f(z) = -123/19*z^3 + 161/19*z + 1
*
[ -1 ] 
f(z) = -122/19*z^3 + 160/19*z + 1
*
-3/11 | 0.11712506193700282333961865769556846563 | 0.016748864385106472666313315465311656461
f(z) = -121/2*z^3 + 163/18*z + 1
*
[ -5/11 ] 
f(z) = -121/3*z^3 + 173/15*z + 1
*
[ -1/2 ] 
f(z) = -121/4*z^3 + 169/16*z + 1
*
[ 14/11 ] 
f(z) = -121/8*z^3 + 173/7*z + 1
*
-3/22 | 0.16540222412492172917880623722681170219 | 0.026407744995682709497311877377129381483
f(z) = -121/9*z^3 + 175/12*z + 1
*
[ -12/11 ] 
f(z) = -121/12*z^3 + 167/12*z + 1
*
[ 13/11 ] 
f(z) = -121/13*z^3 + 171/13*z + 1
*
-2/11 | 0.10480042024265994392149013502483911015 | 0.020525174187298919090972992140231966362
f(z) = -121/14*z^3 + 165/14*z + 1
*
[ -1/11 ] 
f(z) = -121/14*z^3 + 169/14*z + 1
*
-1/11 | 0.089241118654951308441178195097626175693 | 0.017457224537627759522182674649351037564
f(z) = -121/15*z^3 + 166/15*z + 1
*
[ -3/14 ] 
f(z) = -140/3*z^3 + 164/21*z + 1
*
[ 2/5 ] 
f(z) = -140/3*z^3 + 179/30*z + 1
*
[ -1/3 ] 
f(z) = -138/11*z^3 + 178/33*z + 1
*
[ -1/2 ] 
f(z) = -138/17*z^3 + 171/34*z + 1
*
[ -1/4 ] 
f(z) = -136/15*z^3 + 167/30*z + 1
*
-1/2 | 0.10694178416735363283231497274829176065 | 0.019076981831078960071212822841424610691
f(z) = -136/15*z^3 + 173/30*z + 1
*
7/18 | 0.18719145037287978393215340668461495861 | 0.025329750316807022599118004003257808019
f(z) = -135/2*z^3 + 173/24*z + 1
*
-7/15 | 0.12613433548815682779078365770373358795 | 0.019361457898961217021787535777132815994
f(z) = -135/4*z^3 + 167/20*z + 1
*
22/45 | 0.17350598382967087493071760243776511839 | 0.022789777698434672398848462493286730843
f(z) = -135/4*z^3 + 167/30*z + 1
*
-2/9 | 0.13497680765984151798970124016309821276 | 0.022481570048067386615759036107637816464
f(z) = -135/7*z^3 + 167/21*z + 1
*
-5/9 | 0.17387098907801263187219015435815230016 | 0.028959736772964734783961079720882192125
f(z) = -135/8*z^3 + 173/24*z + 1
*
[ -2/3 ] 
f(z) = -135/11*z^3 + 175/22*z + 1
*
2/3 | 0.16530960813490660764598524371186187181 | 0.027533763757914000105100565174681104703
f(z) = -135/13*z^3 + 167/39*z + 1
*
0 | 0.14613472050975748663121221359405254581 | 0.024340018204270517138912953944269410381
f(z) = -135/14*z^3 + 178/21*z + 1
*
[ -2/15 ] 
f(z) = -135/16*z^3 + 173/20*z + 1
*
[ -1/2 ] 
f(z) = -134/17*z^3 + 169/34*z + 1
*
[ -1/4 ] 
f(z) = -132/7*z^3 + 173/28*z + 1
*
[ 2/5 ] 
f(z) = -130/3*z^3 + 163/30*z + 1
*
[ -3/10 ] 
f(z) = -130/9*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -130/17*z^3 + 167/34*z + 1
*
[ -1/2 ] 
f(z) = -130/19*z^3 + 179/38*z + 1
*
[ -2/9 ] 
f(z) = -129/8*z^3 + 170/27*z + 1
*
[ -1/3 ] 
f(z) = -129/10*z^3 + 163/30*z + 1
*
[ -1/3 ] 
f(z) = -129/11*z^3 + 175/33*z + 1
*
-1/2 | 0.15735852242256899702115002459202813287 | 0.025224484437850560481119773427240402795
f(z) = -128/5*z^3 + 173/20*z + 1
*
[ -11/16 ] 
f(z) = -128/11*z^3 + 175/22*z + 1
*
[ -3/8 ] 
f(z) = -128/11*z^3 + 175/33*z + 1
*
-11/16 | 0.14623124339927101427006023125169793890 | 0.026370886209394407037234946490366079294
f(z) = -128/11*z^3 + 177/22*z + 1
*
[ 13/16 ] 
f(z) = -128/13*z^3 + 163/26*z + 1
*
-3/8 | 0.15044805978669703784219366949812512871 | 0.027131333720704261792037121458428669134
f(z) = -128/15*z^3 + 161/30*z + 1
*
-5/8 | 0.092136483214253284813935894106619695917 | 0.016615605927269054170634467833031197881
f(z) = -128/15*z^3 + 163/30*z + 1
*
[ -1/6 ] 
f(z) = -126/11*z^3 + 161/22*z + 1
*
[ -2/3 ] 
f(z) = -126/11*z^3 + 167/22*z + 1
*
[ -2/3 ] 
f(z) = -126/13*z^3 + 177/26*z + 1
*
[ -1/2 ] 
f(z) = -126/17*z^3 + 165/34*z + 1
*
[ -1/2 ] 
f(z) = -126/19*z^3 + 177/38*z + 1
*
[ -4/25 ] 
f(z) = -125/2*z^3 + 177/20*z + 1
*
-2/5 | 0.16604527485039167279912379703080851307 | 0.026718543184170923160838648759123699605
f(z) = -125/7*z^3 + 171/28*z + 1
*
[ -6/25 ] 
f(z) = -125/9*z^3 + 179/30*z + 1
*
-8/25 | 0.17462788410825327937011984785553132159 | 0.027125601236171256654625890911694919106
f(z) = -125/14*z^3 + 172/35*z + 1
*
-6/25 | 0.18249752635621355486005617878126326515 | 0.027761850549627767647150590448158557029
f(z) = -125/16*z^3 + 179/20*z + 1
*
[ -6/25 ] 
f(z) = -125/18*z^3 + 167/30*z + 1
*
[ -2/5 ] 
f(z) = -125/19*z^3 + 173/38*z + 1
*
[ -1/4 ] 
f(z) = -124/7*z^3 + 171/28*z + 1
*
[ -2/9 ] 
f(z) = -123/8*z^3 + 169/27*z + 1
*
[ -1/3 ] 
f(z) = -123/10*z^3 + 161/30*z + 1
*
[ -1/3 ] 
f(z) = -123/11*z^3 + 173/33*z + 1
*
0 | 0.15736026849972477931290780978717471279 | 0.026622514354030590754391819034996309800
f(z) = -123/14*z^3 + 160/21*z + 1
*
[ 3/4 ] 
f(z) = -122/9*z^3 + 175/24*z + 1
*
0 | 0.15968157174464733758395535717740778413 | 0.029047968917875060817819263640582884500
f(z) = -122/15*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -122/17*z^3 + 163/34*z + 1
*
[ -1/2 ] 
f(z) = -122/19*z^3 + 175/38*z + 1
*
-1/22 | 0.18177155482509936063155035038181209548 | 0.029402953464390395401138039544851832505
f(z) = -121/5*z^3 + 161/20*z + 1
*
-9/22 | 0.17825033174888772112091621410399397003 | 0.028833368424821309804456038499818831914
f(z) = -121/9*z^3 + 169/36*z + 1
*
-6/11 | 0.15204064481586173309512326323833883802 | 0.025794070933196445545393545444038030576
f(z) = -121/10*z^3 + 163/30*z + 1
*
[ -3/11 ] 
f(z) = -121/10*z^3 + 167/30*z + 1
*
[ -2/11 ] 
f(z) = -121/13*z^3 + 177/26*z + 1
*
10/11 | 0.085394925265993896736705000258280886361 | 0.015557641482988146755757037537989948821
f(z) = -121/15*z^3 + 167/30*z + 1
*
-2/11 | 0.15780438337596100483945784563111331063 | 0.028749530646698458180217411893552557094
f(z) = -121/15*z^3 + 173/30*z + 1
*
-20/33 | 0.17664782942429423575401649905191473108 | 0.025260610240208641855233055898213017612
f(z) = -121/16*z^3 + 163/36*z + 1
*
[ -10/11 ] 
f(z) = -121/16*z^3 + 167/20*z + 1
*
-6/11 | 0.13272348999995815617231291123472704454 | 0.018979437004891277523329196661024910342
f(z) = -121/16*z^3 + 175/36*z + 1
*
[ -4/11 ] 
f(z) = -121/18*z^3 + 167/36*z + 1
*
-5/32 | 0.16944017369980340718153262842380152479 | 0.024445049832407093867173223517129192580
f(z) = -128/5*z^3 + 161/40*z + 1
*
-3/25 | 0.16893662377429015017663654723307944104 | 0.026241556519380082820485494199260565519
f(z) = -125/8*z^3 + 169/40*z + 1
*
-6/25 | 0.25049744039729790406147694419511879242 | 0.029009627103770276468892645486181020380
f(z) = -125/8*z^3 + 173/45*z + 1
*
-3/11 | 0.14333180666666026603033632244856304401 | 0.020496424524611218501780045398876100959
f(z) = -121/5*z^3 + 166/45*z + 1
*
-12/25 | 0.20325793928108046327896819535147067303 | 0.026970292430451715029518862116743053762
f(z) = -125/16*z^3 + 173/60*z + 1
*
[ 9/16 ] 
f(z) = -128/15*z^3 + 173/90*z + 1
*
-9/25 | 0.17899905840819427543828825905379626169 | 0.027804592060571880594829999603249501742
f(z) = -125/16*z^3 + 161/80*z + 1
*
[ -1/2 ] 
f(z) = -139/4*z^3 + 187/16*z + 1
*
[ -1/2 ] 
f(z) = -137/4*z^3 + 185/16*z + 1
*
-2/9 | 0.11690309707606657500307917033621747208 | 0.015355064625537643204613632293070375003
f(z) = -135*z^3 + 181/15*z + 1
*
-1/9 | 0.22718678171431163396287986626398093986 | 0.029840678327121570270660609379093168748
f(z) = -135*z^3 + 199/15*z + 1
*
[ -4/9 ] 
f(z) = -135/2*z^3 + 199/12*z + 1
*
[ -1/2 ] 
f(z) = -135/4*z^3 + 183/16*z + 1
*
-1/9 | 0.17843995875259001346097995005579763813 | 0.029720738707796149076613732654020435348
f(z) = -135/4*z^3 + 185/12*z + 1
*
[ -1/6 ] 
f(z) = -134*z^3 + 193/18*z + 1
*
[ -1/2 ] 
f(z) = -133/4*z^3 + 181/16*z + 1
*
[ -1/6 ] 
f(z) = -130*z^3 + 191/18*z + 1
*
[ -1/13 ] 
f(z) = -130*z^3 + 192/13*z + 1
*
[ 2/5 ] 
f(z) = -130*z^3 + 193/10*z + 1
*
[ 3/2 ] 
f(z) = -130/9*z^3 + 197/6*z + 1
*
[ -2/3 ] 
f(z) = -129/2*z^3 + 187/6*z + 1
*
[ -4/3 ] 
f(z) = -129/16*z^3 + 193/12*z + 1
*
-3/16 | 0.18864260304567261076139098076154536628 | 0.024364867971739773533822966573031111501
f(z) = -128*z^3 + 187/18*z + 1
*
5/4 | 0.10848818533206345391104349817229552190 | 0.020717919935358701626312431319215736452
f(z) = -128/15*z^3 + 188/15*z + 1
*
-5/4 | 0.14250736573439445565348212821596725290 | 0.026973664664723336435604508377428035871
f(z) = -128/15*z^3 + 197/15*z + 1
*
[ -1/3 ] 
f(z) = -127/2*z^3 + 199/18*z + 1
*
-5/6 | 0.15239598370445087137833255537177734830 | 0.027560889432264743712492308143572216672
f(z) = -126/5*z^3 + 187/10*z + 1
*
[ -5/6 ] 
f(z) = -126/5*z^3 + 197/10*z + 1
*
[ -3/10 ] 
f(z) = -125*z^3 + 187/12*z + 1
*
[ -2/15 ] 
f(z) = -125*z^3 + 193/18*z + 1
*
7/20 | 0.19319076366658552165371547284791664493 | 0.025416819212573388487667864108387372081
f(z) = -125*z^3 + 197/16*z + 1
*
[ -1/3 ] 
f(z) = -125/2*z^3 + 197/18*z + 1
*
-3/25 | 0.14827058408322279152553958548807899679 | 0.023031423414616163428310815252828522918
f(z) = -125/3*z^3 + 194/15*z + 1
*
-3/25 | 0.12533282539493263346260802765465667302 | 0.019468415716232930276810815902247953310
f(z) = -125/3*z^3 + 199/15*z + 1
*
[ -1/10 ] 
f(z) = -125/4*z^3 + 181/16*z + 1
*
[ 6/5 ] 
f(z) = -125/6*z^3 + 181/6*z + 1
*
-6/5 | 0.14489272137670114675579999000612431264 | 0.027755334354919612250191943455768120892
f(z) = -125/6*z^3 + 185/6*z + 1
*
[ -4/5 ] 
f(z) = -125/6*z^3 + 187/12*z + 1
*
[ -6/5 ] 
f(z) = -125/6*z^3 + 191/6*z + 1
*
[ -4/3 ] 
f(z) = -123/16*z^3 + 185/12*z + 1
*
[ -1/6 ] 
f(z) = -122*z^3 + 187/18*z + 1
*
[ 3/2 ] 
f(z) = -122/9*z^3 + 185/6*z + 1
*
[ -3/2 ] 
f(z) = -122/9*z^3 + 193/6*z + 1
*
[ -1/22 ] 
f(z) = -121/2*z^3 + 185/8*z + 1
*
-4/33 | 0.11643808308003531232721640621813348634 | 0.016650626522769434955829916488766910802
f(z) = -121/2*z^3 + 187/18*z + 1
*
[ -1/3 ] 
f(z) = -121/2*z^3 + 193/18*z + 1
*
[ 10/11 ] 
f(z) = -121/5*z^3 + 199/10*z + 1
*
[ -14/11 ] 
f(z) = -121/8*z^3 + 184/7*z + 1
*
[ 12/11 ] 
f(z) = -121/9*z^3 + 193/12*z + 1
*
[ -13/11 ] 
f(z) = -121/13*z^3 + 193/13*z + 1
*
[ 14/11 ] 
f(z) = -121/14*z^3 + 199/14*z + 1
*
[ -1/11 ] 
f(z) = -121/15*z^3 + 181/15*z + 1
*
[ -1/11 ] 
f(z) = -121/16*z^3 + 193/16*z + 1
*
[ -1/2 ] 
f(z) = -139/5*z^3 + 199/20*z + 1
*
[ -1/2 ] 
f(z) = -138/19*z^3 + 183/38*z + 1
*
[ -1/2 ] 
f(z) = -137/5*z^3 + 197/20*z + 1
*
[ -4/15 ] 
f(z) = -135/2*z^3 + 191/20*z + 1
*
7/9 | 0.11996746024667374692087303946731243965 | 0.019981631717215130132342435838587377164
f(z) = -135/8*z^3 + 197/24*z + 1
*
[ -2/3 ] 
f(z) = -135/13*z^3 + 185/26*z + 1
*
[ -1/4 ] 
f(z) = -134/3*z^3 + 187/24*z + 1
*
[ 3/4 ] 
f(z) = -134/9*z^3 + 193/24*z + 1
*
0 | 0.15747714795611157651830403816962506951 | 0.028166251952481323539039527603176087426
f(z) = -134/15*z^3 + 193/30*z + 1
*
[ -1/2 ] 
f(z) = -134/19*z^3 + 181/38*z + 1
*
[ -1/7 ] 
f(z) = -133/3*z^3 + 187/21*z + 1
*
[ -1/2 ] 
f(z) = -133/5*z^3 + 193/20*z + 1
*
[ -1/2 ] 
f(z) = -131/5*z^3 + 191/20*z + 1
*
[ -1/4 ] 
f(z) = -130/3*z^3 + 185/24*z + 1
*
[ 3/4 ] 
f(z) = -130/9*z^3 + 187/24*z + 1
*
[ -1/2 ] 
f(z) = -129/5*z^3 + 189/20*z + 1
*
[ -1/3 ] 
f(z) = -129/13*z^3 + 199/39*z + 1
*
-1/4 | 0.19582405534560487088730013921861963429 | 0.028251439353387005251201568899454517076
f(z) = -128/3*z^3 + 181/24*z + 1
*
-21/32 | 0.14947303945419344616196338128499196664 | 0.021564401276716525444001586922263059170
f(z) = -128/9*z^3 + 187/24*z + 1
*
[ -3/8 ] 
f(z) = -128/13*z^3 + 197/39*z + 1
*
15/16 | 0.12307766466066863986379711171437381440 | 0.022195442056267683745212068852434888555
f(z) = -128/15*z^3 + 193/30*z + 1
*
-5/8 | 0.16369201498487535783349327247295817700 | 0.029519707281475195645396567239512478134
f(z) = -128/19*z^3 + 195/38*z + 1
*
[ -1/2 ] 
f(z) = -127/5*z^3 + 187/20*z + 1
*
[ -1/2 ] 
f(z) = -127/6*z^3 + 199/24*z + 1
*
-5/21 | 0.18990334958005466414774367785946493052 | 0.028000290763199895102670750573132666948
f(z) = -126/5*z^3 + 197/35*z + 1
*
[ -1/6 ] 
f(z) = -126/13*z^3 + 189/26*z + 1
*
[ -2/3 ] 
f(z) = -126/17*z^3 + 197/34*z + 1
*
[ -6/25 ] 
f(z) = -125/6*z^3 + 191/30*z + 1
*
[ -1/2 ] 
f(z) = -125/6*z^3 + 197/24*z + 1
*
[ -3/5 ] 
f(z) = -125/7*z^3 + 191/21*z + 1
*
[ -3/5 ] 
f(z) = -125/8*z^3 + 199/24*z + 1
*
-2/5 | 0.16149598753058487687719174393060148978 | 0.025085774710988959864956488800896150194
f(z) = -125/14*z^3 + 197/35*z + 1
*
[ -4/15 ] 
f(z) = -125/16*z^3 + 191/36*z + 1
*
[ -1/2 ] 
f(z) = -123/5*z^3 + 183/20*z + 1
*
[ -1/3 ] 
f(z) = -123/13*z^3 + 197/39*z + 1
*
[ -1/4 ] 
f(z) = -122/3*z^3 + 181/24*z + 1
*
0 | 0.13104591196427705497831367485498532594 | 0.023838803288085198326495695549044052037
f(z) = -122/15*z^3 + 199/30*z + 1
*
0 | 0.16358155157720978055367121747189371727 | 0.029757421434648718434388627394020946173
f(z) = -122/19*z^3 + 187/38*z + 1
*
[ 9/22 ] 
f(z) = -121/3*z^3 + 191/36*z + 1
*
[ -5/11 ] 
f(z) = -121/4*z^3 + 189/20*z + 1
*
[ 6/11 ] 
f(z) = -121/5*z^3 + 191/30*z + 1
*
15/22 | 0.098934636401129616284438107413814549031 | 0.016003441863705299686552418586558445908
f(z) = -121/6*z^3 + 185/24*z + 1
*
-1/22 | 0.12459053480148156050190734581927665633 | 0.020153481662168380535211268784619052015
f(z) = -121/7*z^3 + 197/28*z + 1
*
[ -4/11 ] 
f(z) = -121/9*z^3 + 199/36*z + 1
*
[ -6/11 ] 
f(z) = -121/10*z^3 + 193/30*z + 1
*
[ -8/11 ] 
f(z) = -121/12*z^3 + 185/24*z + 1
*
[ 10/11 ] 
f(z) = -121/15*z^3 + 197/30*z + 1
*
28/33 | 0.13922991539217740609439187094053289357 | 0.019909854754294108993489572307596319914
f(z) = -121/16*z^3 + 187/36*z + 1
*
[ -3/7 ] 
f(z) = -133/18*z^3 + 197/42*z + 1
*
-1/3 | 0.15780233011400255822348952650328616343 | 0.026483901071805292314142828831101305656
f(z) = -129/16*z^3 + 187/48*z + 1
*
[ 3/4 ] 
f(z) = -128/17*z^3 + 199/51*z + 1
*
[ 3/4 ] 
f(z) = -128/19*z^3 + 197/57*z + 1
*
[ -8/25 ] 
f(z) = -125/16*z^3 + 197/40*z + 1
*
-1/3 | 0.15263786560436426697747291820671015000 | 0.025823569105233746284198610379891073896
f(z) = -123/16*z^3 + 185/48*z + 1
*
[ 6/11 ] 
f(z) = -121/7*z^3 + 181/42*z + 1
*
-3/11 | 0.12869846649065027596146451181795069528 | 0.021834012725175668010879468161205980643
f(z) = -121/14*z^3 + 181/42*z + 1
*
-11/25 | 0.16004255112826186793046000998755636332 | 0.024860007008007978768093811800642038420
f(z) = -125/14*z^3 + 191/70*z + 1
*
3/4 | 0.18101286447531843621721409084580152902 | 0.029164690259551035853619870814634581328
f(z) = -124/15*z^3 + 199/60*z + 1
*
-1/22 | 0.16308722180288855607582319055010747024 | 0.026380618232159778201773847045827020386
f(z) = -121/15*z^3 + 181/60*z + 1
*
[ 15/22 ] 
f(z) = -121/15*z^3 + 197/60*z + 1
*
[ 5/8 ] 
f(z) = -128/17*z^3 + 199/85*z + 1
*
[ 5/8 ] 
f(z) = -128/19*z^3 + 193/95*z + 1
*
18/25 | 0.17574050412675245389688993865606928755 | 0.027298428657767231326332534996074429553
f(z) = -125/18*z^3 + 199/90*z + 1
*
[ 2/5 ] 
f(z) = -140*z^3 + 209/10*z + 1
*
[ -1/4 ] 
f(z) = -139*z^3 + 219/16*z + 1
*
[ -1/3 ] 
f(z) = -139/2*z^3 + 211/18*z + 1
*
[ -1/4 ] 
f(z) = -137*z^3 + 217/16*z + 1
*
[ -1/3 ] 
f(z) = -137/2*z^3 + 209/18*z + 1
*
[ 2/5 ] 
f(z) = -135*z^3 + 201/10*z + 1
*
[ -1/4 ] 
f(z) = -135*z^3 + 215/16*z + 1
*
[ 3/2 ] 
f(z) = -134/9*z^3 + 203/6*z + 1
*
[ -3/2 ] 
f(z) = -134/9*z^3 + 211/6*z + 1
*
[ -1/4 ] 
f(z) = -133*z^3 + 213/16*z + 1
*
[ -2/7 ] 
f(z) = -133*z^3 + 215/14*z + 1
*
[ -1/3 ] 
f(z) = -133/2*z^3 + 205/18*z + 1
*
[ -2/19 ] 
f(z) = -133/8*z^3 + 203/19*z + 1
*
-1/12 | 0.15006705627207914294018217818471597906 | 0.020368212830073631118612675166055242381
f(z) = -132*z^3 + 203/12*z + 1
*
-1/3 | 0.13194794743657836217833893015079477100 | 0.017908953121642793249020358619570069550
f(z) = -132*z^3 + 215/12*z + 1
*
[ -1/4 ] 
f(z) = -131*z^3 + 211/16*z + 1
*
[ -1/3 ] 
f(z) = -131/2*z^3 + 203/18*z + 1
*
[ -3/2 ] 
f(z) = -130/9*z^3 + 205/6*z + 1
*
[ -1/4 ] 
f(z) = -129*z^3 + 209/16*z + 1
*
-11/48 | 0.17848221070428739796688541460243361836 | 0.023052563041983316207583351389330067110
f(z) = -128*z^3 + 211/18*z + 1
*
[ 3/4 ] 
f(z) = -128*z^3 + 215/3*z + 1
*
[ 5/4 ] 
f(z) = -128/5*z^3 + 201/5*z + 1
*
[ -5/4 ] 
f(z) = -128/5*z^3 + 209/5*z + 1
*
[ 3/4 ] 
f(z) = -128/5*z^3 + 211/15*z + 1
*
[ 5/4 ] 
f(z) = -128/15*z^3 + 203/15*z + 1
*
[ -1/4 ] 
f(z) = -127*z^3 + 207/16*z + 1
*
[ -2/7 ] 
f(z) = -126*z^3 + 207/14*z + 1
*
[ -2/9 ] 
f(z) = -126*z^3 + 211/18*z + 1
*
[ -1/14 ] 
f(z) = -126*z^3 + 219/14*z + 1
*
[ -1/4 ] 
f(z) = -125*z^3 + 205/16*z + 1
*
[ -1/4 ] 
f(z) = -123*z^3 + 203/16*z + 1
*
-4/33 | 0.17273265062452958824242791260163128546 | 0.022473198431684538269229329440917123763
f(z) = -121*z^3 + 203/18*z + 1
*
[ 6/11 ] 
f(z) = -121*z^3 + 211/6*z + 1
*
[ 12/11 ] 
f(z) = -121/8*z^3 + 217/12*z + 1
*
[ -12/11 ] 
f(z) = -121/9*z^3 + 215/12*z + 1
*
[ -1/11 ] 
f(z) = -121/17*z^3 + 205/17*z + 1
*
[ -1/11 ] 
f(z) = -121/18*z^3 + 217/18*z + 1
*
[ -1/4 ] 
f(z) = -140/9*z^3 + 215/36*z + 1
*
[ -1/2 ] 
f(z) = -139/6*z^3 + 211/24*z + 1
*
-1/6 | 0.17318140563591000569868303662956082696 | 0.025774827590995367107521497179989878421
f(z) = -138/5*z^3 + 203/30*z + 1
*
[ -1/3 ] 
f(z) = -138/13*z^3 + 202/39*z + 1
*
[ -1/2 ] 
f(z) = -137/6*z^3 + 209/24*z + 1
*
-1/8 | 0.20629152056749098091512161445880413174 | 0.029503529121627318064130313557868244641
f(z) = -136/3*z^3 + 209/24*z + 1
*
[ -1/4 ] 
f(z) = -136/19*z^3 + 207/38*z + 1
*
-1/6 | 0.12426825112734015875230926758968348981 | 0.015728153425202052483871300401603049959
f(z) = -135*z^3 + 207/20*z + 1
*
[ -1/6 ] 
f(z) = -135/7*z^3 + 211/28*z + 1
*
[ -1/2 ] 
f(z) = -135/7*z^3 + 219/28*z + 1
*
[ 4/5 ] 
f(z) = -135/8*z^3 + 211/20*z + 1
*
[ -8/9 ] 
f(z) = -135/16*z^3 + 211/24*z + 1
*
[ -2/3 ] 
f(z) = -135/17*z^3 + 205/34*z + 1
*
[ -2/3 ] 
f(z) = -135/19*z^3 + 215/38*z + 1
*
[ -1/2 ] 
f(z) = -133/6*z^3 + 205/24*z + 1
*
[ -1/3 ] 
f(z) = -132/13*z^3 + 200/39*z + 1
*
[ -1/2 ] 
f(z) = -131/6*z^3 + 203/24*z + 1
*
[ -1/2 ] 
f(z) = -131/7*z^3 + 215/28*z + 1
*
[ -1/6 ] 
f(z) = -129/2*z^3 + 211/24*z + 1
*
[ -1/2 ] 
f(z) = -129/7*z^3 + 213/28*z + 1
*
-2/3 | 0.13390264698022606738303418331437837508 | 0.022472826943145992028202679795210454525
f(z) = -129/10*z^3 + 217/30*z + 1
*
[ -3/16 ] 
f(z) = -128/5*z^3 + 217/30*z + 1
*
[ 3/4 ] 
f(z) = -128/7*z^3 + 209/21*z + 1
*
[ 3/4 ] 
f(z) = -128/11*z^3 + 205/33*z + 1
*
[ 3/4 ] 
f(z) = -128/13*z^3 + 203/39*z + 1
*
[ -1/2 ] 
f(z) = -127/7*z^3 + 211/28*z + 1
*
[ -2/3 ] 
f(z) = -127/16*z^3 + 217/36*z + 1
*
-1/6 | 0.15775760424768056708410767127113395141 | 0.028530541173588141067032014406859613014
f(z) = -126/17*z^3 + 211/34*z + 1
*
[ -2/3 ] 
f(z) = -126/19*z^3 + 207/38*z + 1
*
-9/50 | 0.20828245465342006809828330187829947182 | 0.026620811580660026945227450988372980196
f(z) = -125*z^3 + 201/20*z + 1
*
[ -4/25 ] 
f(z) = -125*z^3 + 209/20*z + 1
*
-4/25 | 0.19537912712753231147231031119834157623 | 0.024971622975687141640876231164374331151
f(z) = -125*z^3 + 219/20*z + 1
*
-2/25 | 0.13782747535514353389702657476178371055 | 0.019328205130266261540240757113432252271
f(z) = -125/3*z^3 + 203/30*z + 1
*
[ -6/25 ] 
f(z) = -125/4*z^3 + 209/30*z + 1
*
-8/25 | 0.10992797755367035980154110072283279986 | 0.017075523184895062257809158394420930185
f(z) = -125/7*z^3 + 204/35*z + 1
*
[ -1/2 ] 
f(z) = -125/7*z^3 + 209/28*z + 1
*
[ -7/25 ] 
f(z) = -125/7*z^3 + 209/35*z + 1
*
[ -4/15 ] 
f(z) = -125/8*z^3 + 211/36*z + 1
*
[ -2/3 ] 
f(z) = -125/16*z^3 + 215/36*z + 1
*
-4/5 | 0.091883223312216696014734557851980822397 | 0.016641107250251312544676304875928072429
f(z) = -125/18*z^3 + 205/36*z + 1
*
[ -1/4 ] 
f(z) = -124/9*z^3 + 211/36*z + 1
*
0 | 0.15898795323950656266452113038383376227 | 0.028836493688268852661450151016580175899
f(z) = -124/15*z^3 + 203/30*z + 1
*
[ -1/6 ] 
f(z) = -123/2*z^3 + 209/24*z + 1
*
[ -1/2 ] 
f(z) = -123/7*z^3 + 207/28*z + 1
*
[ -1/2 ] 
f(z) = -123/8*z^3 + 219/32*z + 1
*
-2/3 | 0.10046000479218572678398292309581609369 | 0.016996017769190728734436380874150880415
f(z) = -123/10*z^3 + 209/30*z + 1
*
[ -3/22 ] 
f(z) = -121/6*z^3 + 209/24*z + 1
*
-5/11 | 0.18892727133796098336846359472707249527 | 0.029495789662441309610358225543515703544
f(z) = -121/6*z^3 + 209/30*z + 1
*
[ -1/2 ] 
f(z) = -121/7*z^3 + 205/28*z + 1
*
[ -1/2 ] 
f(z) = -121/8*z^3 + 217/32*z + 1
*
[ -9/22 ] 
f(z) = -121/9*z^3 + 205/36*z + 1
*
[ -3/11 ] 
f(z) = -121/13*z^3 + 209/39*z + 1
*
[ -2/3 ] 
f(z) = -121/16*z^3 + 211/36*z + 1
*
[ -3/22 ] 
f(z) = -121/18*z^3 + 203/24*z + 1
*
-1/3 | 0.14411285017218115470066768630336367675 | 0.022121136727041112718525304280566519054
f(z) = -135/8*z^3 + 203/40*z + 1
*
-2/9 | 0.093636923965869198429917504399054668999 | 0.015596050178704603647676679237532366451
f(z) = -135/14*z^3 + 209/42*z + 1
*
[ -8/15 ] 
f(z) = -135/16*z^3 + 211/40*z + 1
*
[ -1/3 ] 
f(z) = -129/14*z^3 + 211/42*z + 1
*
-3/32 | 0.12853447240038675676299440763285703364 | 0.018543604591531731061191649582582849618
f(z) = -128/5*z^3 + 209/40*z + 1
*
[ 5/8 ] 
f(z) = -128/11*z^3 + 217/55*z + 1
*
3/5 | 0.16520316511891843642690909384869628893 | 0.025661624447050982803863786599826318319
f(z) = -125/8*z^3 + 201/40*z + 1
*
-3/5 | 0.13457606030679973838910626755213886480 | 0.022705878176498028527034832241901286244
f(z) = -125/16*z^3 + 215/48*z + 1
*
[ -1/3 ] 
f(z) = -123/14*z^3 + 209/42*z + 1
*
-9/22 | 0.097374182490393444312788624625810943430 | 0.015751026386680584258374092877706319579
f(z) = -121/10*z^3 + 201/40*z + 1
*
[ 2/3 ] 
f(z) = -121/12*z^3 + 215/54*z + 1
*
-3/11 | 0.13401359929092440708607842183336381381 | 0.022735738133112947861781751063277822973
f(z) = -121/16*z^3 + 203/48*z + 1
*
[ 5/8 ] 
f(z) = -128/13*z^3 + 211/65*z + 1
*
-3/25 | 0.18242302247170533013452986374162294584 | 0.028336449182405906521664366868550735004
f(z) = -125/12*z^3 + 209/60*z + 1
*
-6/25 | 0.22060850504368548723469606643479688215 | 0.029272538699927686238654156465663147710
f(z) = -125/16*z^3 + 217/60*z + 1
*
-1/22 | 0.14619513459305151069692933372613459183 | 0.023648192608001114707074135933523911370
f(z) = -121/18*z^3 + 217/72*z + 1
*
[ 16/25 ] 
f(z) = -125/16*z^3 + 211/80*z + 1
*
7/11 | 0.20164437191222057956318113324973774267 | 0.029910015446425516230398369315862291286
f(z) = -121/12*z^3 + 211/84*z + 1
*
[ -2/7 ] 
f(z) = -140*z^3 + 223/14*z + 1
*
-1/10 | 0.18446303035845025600745901549408266172 | 0.028157650482731880953468427607367447357
f(z) = -140/3*z^3 + 232/15*z + 1
*
[ -1/12 ] 
f(z) = -135*z^3 + 223/16*z + 1
*
[ -1/18 ] 
f(z) = -135*z^3 + 233/12*z + 1
*
22/45 | 0.21461039517984922518096599574108319317 | 0.028188786864684454858620805691237439713
f(z) = -135/2*z^3 + 227/15*z + 1
*
[ 3/5 ] 
f(z) = -130/3*z^3 + 224/15*z + 1
*
[ -3/4 ] 
f(z) = -128*z^3 + 223/3*z + 1
*
[ -1/24 ] 
f(z) = -128*z^3 + 227/9*z + 1
*
[ 9/16 ] 
f(z) = -128/3*z^3 + 229/18*z + 1
*
-1/16 | 0.15880504785470278138360929598000557959 | 0.028638406876014277477901243788748699559
f(z) = -128/7*z^3 + 225/14*z + 1
*
[ -1/16 ] 
f(z) = -128/7*z^3 + 239/14*z + 1
*
[ -5/4 ] 
f(z) = -128/15*z^3 + 227/15*z + 1
*
[ -6/11 ] 
f(z) = -121*z^3 + 233/6*z + 1
*
-4/33 | 0.14967369163632061954119333506686125013 | 0.021403313020942753017265211876850695488
f(z) = -121/2*z^3 + 223/18*z + 1
*
[ 2/3 ] 
f(z) = -121/4*z^3 + 233/18*z + 1
*
[ -10/11 ] 
f(z) = -121/5*z^3 + 221/10*z + 1
*
[ 9/11 ] 
f(z) = -121/6*z^3 + 239/18*z + 1
*
[ -12/11 ] 
f(z) = -121/8*z^3 + 239/12*z + 1
*
-2 | 0.082214528519046722270606716495437949124 | 0.013325723790979964807597392784021195084
f(z) = -121/12*z^3 + 239/6*z + 1
*
[ -14/11 ] 
f(z) = -121/14*z^3 + 221/14*z + 1
*
[ 15/11 ] 
f(z) = -121/15*z^3 + 229/15*z + 1
*
[ -1/11 ] 
f(z) = -121/19*z^3 + 229/19*z + 1
*
[ -1/6 ] 
f(z) = -140/3*z^3 + 224/27*z + 1
*
[ -1/2 ] 
f(z) = -139/7*z^3 + 223/28*z + 1
*
[ -1/2 ] 
f(z) = -139/8*z^3 + 235/32*z + 1
*
[ -2/3 ] 
f(z) = -139/16*z^3 + 229/36*z + 1
*
-1/3 | 0.17820024517980139981963869336595799616 | 0.026521788406307326567779763810608267144
f(z) = -138/5*z^3 + 227/30*z + 1
*
[ -1/6 ] 
f(z) = -138/5*z^3 + 233/30*z + 1
*
[ -1/2 ] 
f(z) = -137/7*z^3 + 221/28*z + 1
*
[ -1/2 ] 
f(z) = -137/8*z^3 + 233/32*z + 1
*
[ -2/3 ] 
f(z) = -137/16*z^3 + 227/36*z + 1
*
[ -1/6 ] 
f(z) = -136/3*z^3 + 223/27*z + 1
*
[ -1/8 ] 
f(z) = -136/3*z^3 + 233/24*z + 1
*
[ -3/4 ] 
f(z) = -136/15*z^3 + 223/30*z + 1
*
0 | 0.14469436195041034448627137720977123251 | 0.025811536019147451477864564235824478352
f(z) = -136/15*z^3 + 227/30*z + 1
*
-2/15 | 0.12857520726271309470032822190927357052 | 0.016273268257657092251552214688608012365
f(z) = -135*z^3 + 223/20*z + 1
*
-1/6 | 0.21760709372862982820679107603276127223 | 0.029445433220014108949783084830415601969
f(z) = -135/2*z^3 + 229/24*z + 1
*
2/5 | 0.19036776247005463001649204379373641614 | 0.025004549652304574561510410360756767625
f(z) = -135/2*z^3 + 229/30*z + 1
*
-2/9 | 0.11625660485091023320812092536517456999 | 0.015270148740967673252155753682652935367
f(z) = -135/4*z^3 + 233/30*z + 1
*
[ 7/9 ] 
f(z) = -135/7*z^3 + 239/21*z + 1
*
-1/9 | 0.14383839715914114901525493001495952680 | 0.023957545428725288966934120280961899188
f(z) = -135/8*z^3 + 221/24*z + 1
*
[ -1/2 ] 
f(z) = -135/8*z^3 + 231/32*z + 1
*
[ -1/6 ] 
f(z) = -135/8*z^3 + 239/32*z + 1
*
0 | 0.14300523765776655049409546141848210853 | 0.025577816252525050995545543111615567835
f(z) = -134/15*z^3 + 223/30*z + 1
*
[ -4/7 ] 
f(z) = -133/8*z^3 + 229/28*z + 1
*
[ -1/2 ] 
f(z) = -133/8*z^3 + 229/32*z + 1
*
[ -2/3 ] 
f(z) = -133/16*z^3 + 223/36*z + 1
*
[ -2/11 ] 
f(z) = -132*z^3 + 239/22*z + 1
*
-1/3 | 0.19264464289522478005392195583519561545 | 0.028862517188242669324551240463092720395
f(z) = -132/5*z^3 + 223/30*z + 1
*
[ -1/3 ] 
f(z) = -131/3*z^3 + 239/27*z + 1
*
[ -1/2 ] 
f(z) = -131/8*z^3 + 227/32*z + 1
*
[ -1/2 ] 
f(z) = -131/9*z^3 + 239/36*z + 1
*
[ -2/3 ] 
f(z) = -131/16*z^3 + 221/36*z + 1
*
[ -1/3 ] 
f(z) = -130/3*z^3 + 238/27*z + 1
*
[ -1/5 ] 
f(z) = -130/7*z^3 + 236/35*z + 1
*
[ -3/13 ] 
f(z) = -130/9*z^3 + 238/39*z + 1
*
[ -1/2 ] 
f(z) = -129/8*z^3 + 225/32*z + 1
*
[ -1/6 ] 
f(z) = -128/3*z^3 + 221/27*z + 1
*
[ -1/3 ] 
f(z) = -128/3*z^3 + 236/27*z + 1
*
-5/16 | 0.17884097065927127938302007011989110357 | 0.024996587760158664464104388844694127409
f(z) = -128/3*z^3 + 239/30*z + 1
*
[ 5/8 ] 
f(z) = -128/7*z^3 + 229/35*z + 1
*
[ -13/16 ] 
f(z) = -128/13*z^3 + 227/26*z + 1
*
[ 15/16 ] 
f(z) = -128/15*z^3 + 223/30*z + 1
*
[ -1/3 ] 
f(z) = -127/3*z^3 + 235/27*z + 1
*
[ -1/2 ] 
f(z) = -127/8*z^3 + 223/32*z + 1
*
[ -1/2 ] 
f(z) = -127/9*z^3 + 235/36*z + 1
*
-1/7 | 0.23023759290615567622283785009360140358 | 0.029214986546611624998398332083454339951
f(z) = -126*z^3 + 229/21*z + 1
*
[ -5/21 ] 
f(z) = -126/5*z^3 + 232/35*z + 1
*
-11/50 | 0.096333435272901057552766936705069126344 | 0.012312483226611032572672837684305504002
f(z) = -125*z^3 + 221/20*z + 1
*
[ -3/10 ] 
f(z) = -125/2*z^3 + 239/24*z + 1
*
[ -6/25 ] 
f(z) = -125/3*z^3 + 227/30*z + 1
*
[ -1/3 ] 
f(z) = -125/3*z^3 + 233/27*z + 1
*
-12/25 | 0.19119452177184389443798128716420875225 | 0.029698958918316225433741171944455374936
f(z) = -125/6*z^3 + 239/30*z + 1
*
[ 7/10 ] 
f(z) = -125/7*z^3 + 233/28*z + 1
*
-7/25 | 0.11618859077430155082792250418221601335 | 0.018048007611331042661622391786735399673
f(z) = -125/7*z^3 + 239/35*z + 1
*
[ -1/2 ] 
f(z) = -125/8*z^3 + 221/32*z + 1
*
[ -1/2 ] 
f(z) = -125/9*z^3 + 233/36*z + 1
*
[ -3/5 ] 
f(z) = -125/11*z^3 + 223/33*z + 1
*
[ -3/5 ] 
f(z) = -125/13*z^3 + 239/39*z + 1
*
[ -4/5 ] 
f(z) = -125/14*z^3 + 223/28*z + 1
*
[ -1/6 ] 
f(z) = -124/3*z^3 + 220/27*z + 1
*
[ -1/3 ] 
f(z) = -124/3*z^3 + 232/27*z + 1
*
[ -2/3 ] 
f(z) = -123/10*z^3 + 239/30*z + 1
*
[ -1/3 ] 
f(z) = -122/3*z^3 + 230/27*z + 1
*
[ -3/4 ] 
f(z) = -122/9*z^3 + 239/24*z + 1
*
[ -5/22 ] 
f(z) = -121*z^3 + 233/20*z + 1
*
[ -3/22 ] 
f(z) = -121/2*z^3 + 227/24*z + 1
*
-16/55 | 0.15069440915922401365708303214624858338 | 0.018802330901078047417454202968903945639
f(z) = -121/2*z^3 + 228/25*z + 1
*
[ -1/3 ] 
f(z) = -121/3*z^3 + 229/27*z + 1
*
[ -5/11 ] 
f(z) = -121/6*z^3 + 221/30*z + 1
*
[ -5/11 ] 
f(z) = -121/7*z^3 + 237/35*z + 1
*
[ -1/2 ] 
f(z) = -121/9*z^3 + 229/36*z + 1
*
[ 9/11 ] 
f(z) = -121/12*z^3 + 235/36*z + 1
*
-10/11 | 0.14370833828977150643450514693687434558 | 0.026181448116081109579487088141824131046
f(z) = -121/15*z^3 + 233/30*z + 1
*
34/33 | 0.20483770877842705467390745216369845196 | 0.029291758301319886957795988057881122022
f(z) = -121/16*z^3 + 235/36*z + 1
*
[ -2/11 ] 
f(z) = -121/17*z^3 + 229/34*z + 1
*
[ 3/8 ] 
f(z) = -140/3*z^3 + 235/48*z + 1
*
-2/9 | 0.18698627047089722256706374058780888881 | 0.027920757690025363811707697525535511506
f(z) = -135/7*z^3 + 229/42*z + 1
*
-1/5 | 0.14200114899685557527575579696239819785 | 0.021796993318800840094289612687391851231
f(z) = -135/8*z^3 + 227/40*z + 1
*
-1/3 | 0.10810814841835715054016249942051664975 | 0.018006359415160992815900989608999474139
f(z) = -135/14*z^3 + 227/42*z + 1
*
[ 7/9 ] 
f(z) = -135/14*z^3 + 233/42*z + 1
*
-2/7 | 0.19576198734117236305091108421724285160 | 0.028635834218848676994173740299851506187
f(z) = -133/6*z^3 + 223/42*z + 1
*
[ -2/7 ] 
f(z) = -133/12*z^3 + 227/42*z + 1
*
[ 2/3 ] 
f(z) = -133/12*z^3 + 239/54*z + 1
*
[ 6/7 ] 
f(z) = -133/18*z^3 + 221/42*z + 1
*
[ 5/11 ] 
f(z) = -132/5*z^3 + 234/55*z + 1
*
[ 2/3 ] 
f(z) = -131/12*z^3 + 235/54*z + 1
*
[ -1/3 ] 
f(z) = -129/16*z^3 + 235/48*z + 1
*
-3/8 | 0.19909887464840970123687446340618079033 | 0.029967666444205980562919733457769634009
f(z) = -128/7*z^3 + 227/42*z + 1
*
[ 5/8 ] 
f(z) = -128/9*z^3 + 223/45*z + 1
*
[ 2/3 ] 
f(z) = -127/12*z^3 + 227/54*z + 1
*
[ -8/25 ] 
f(z) = -125/8*z^3 + 229/40*z + 1
*
[ 2/3 ] 
f(z) = -125/12*z^3 + 223/54*z + 1
*
[ 7/10 ] 
f(z) = -125/14*z^3 + 221/56*z + 1
*
7/10 | 0.12655007089131619492455454292737598369 | 0.020363322817322240128557617496731159430
f(z) = -125/14*z^3 + 229/56*z + 1
*
[ -1/3 ] 
f(z) = -123/16*z^3 + 233/48*z + 1
*
-5/11 | 0.17993667618812140862915852027468243144 | 0.028092155864092210253403760963541571699
f(z) = -121/8*z^3 + 237/40*z + 1
*
[ -3/11 ] 
f(z) = -121/14*z^3 + 223/42*z + 1
*
[ -6/11 ] 
f(z) = -121/14*z^3 + 227/42*z + 1
*
[ 8/11 ] 
f(z) = -121/14*z^3 + 235/56*z + 1
*
[ 9/11 ] 
f(z) = -121/15*z^3 + 233/45*z + 1
*
4/5 | 0.21305472137533596248952427288720930190 | 0.027984451202054284772202826822053549920
f(z) = -135/16*z^3 + 239/60*z + 1
*
-1/5 | 0.20505282266265927407898741130082310634 | 0.028598243225942920683744750419155769512
f(z) = -130/7*z^3 + 227/70*z + 1
*
[ 12/25 ] 
f(z) = -125/6*z^3 + 223/60*z + 1
*
-6/25 | 0.22060279457901122500852417166247187675 | 0.028195487893720559931045938415549743330
f(z) = -125/9*z^3 + 223/60*z + 1
*
4/5 | 0.090336475345007172369781501353096329243 | 0.014536149973470158130839081717107255540
f(z) = -125/18*z^3 + 221/72*z + 1
*
-4/11 | 0.16294619454992161505581309727359740887 | 0.026357805984334822004073941502413375392
f(z) = -121/15*z^3 + 229/60*z + 1
*
[ 8/11 ] 
f(z) = -121/18*z^3 + 229/72*z + 1
*
-1/22 | 0.18081371069175360924126737948970896335 | 0.029248014774967821266597645750167772313
f(z) = -121/19*z^3 + 229/76*z + 1
*
-2/25 | 0.083213808076426495410823881627430132470 | 0.012925911498905638323856490741308841769
f(z) = -125/18*z^3 + 229/90*z + 1
*
5/8 | 0.13769149187459578060507804890614906055 | 0.019692447508977400039645379204319659849
f(z) = -136/15*z^3 + 233/120*z + 1
*
[ -3/10 ] 
f(z) = -140*z^3 + 254/15*z + 1
*
[ -2/5 ] 
f(z) = -140*z^3 + 259/10*z + 1
*
[ 3/5 ] 
f(z) = -140/3*z^3 + 242/15*z + 1
*
[ -1/12 ] 
f(z) = -136*z^3 + 251/18*z + 1
*
-4/45 | 0.21303560176059425537262941151054595045 | 0.027981939866364151034436647131581423453
f(z) = -135*z^3 + 241/15*z + 1
*
-1/15 | 0.13362073298189150334836206968374121902 | 0.017550903625022150959534874786712030282
f(z) = -135*z^3 + 244/15*z + 1
*
[ -2/5 ] 
f(z) = -135*z^3 + 251/10*z + 1
*
[ 4/3 ] 
f(z) = -135/4*z^3 + 241/4*z + 1
*
[ -4/3 ] 
f(z) = -135/4*z^3 + 247/4*z + 1
*
[ 2/3 ] 
f(z) = -133/4*z^3 + 257/18*z + 1
*
[ -1/22 ] 
f(z) = -132*z^3 + 256/11*z + 1
*
[ 2/3 ] 
f(z) = -131/4*z^3 + 253/18*z + 1
*
-2 | 0.083673212154063108193963221393171705090 | 0.013387766976787843324885713735148358902
f(z) = -131/12*z^3 + 259/6*z + 1
*
[ -2/5 ] 
f(z) = -130*z^3 + 243/10*z + 1
*
-2 | 0.10362154408333133906779179907877838668 | 0.016600102187433622941180032049250651995
f(z) = -129/4*z^3 + 257/2*z + 1
*
[ 2 ] 
f(z) = -129/4*z^3 + 259/2*z + 1
*
-13/48 | 0.13049212166909544472807434660231223326 | 0.016854216727755485856423225961748263684
f(z) = -128*z^3 + 241/18*z + 1
*
[ 5/8 ] 
f(z) = -128*z^3 + 247/5*z + 1
*
[ 5/8 ] 
f(z) = -128/3*z^3 + 241/15*z + 1
*
[ -3/4 ] 
f(z) = -128/5*z^3 + 251/15*z + 1
*
[ 11/8 ] 
f(z) = -128/11*z^3 + 245/11*z + 1
*
[ 2/3 ] 
f(z) = -127/4*z^3 + 245/18*z + 1
*
-2 | 0.10333313122380055573224031061674915260 | 0.016595603095617116915047833900259869195
f(z) = -127/4*z^3 + 253/2*z + 1
*
[ 2 ] 
f(z) = -127/4*z^3 + 255/2*z + 1
*
[ -2 ] 
f(z) = -127/4*z^3 + 257/2*z + 1
*
-2 | 0.083103868362586339519126410475757316727 | 0.013363758203302192071129156543523451519
f(z) = -127/12*z^3 + 251/6*z + 1
*
[ 2 ] 
f(z) = -127/12*z^3 + 257/6*z + 1
*
[ 2/3 ] 
f(z) = -125/4*z^3 + 241/18*z + 1
*
-2 | 0.10304015446700289875577113949878992336 | 0.016591014264175085079666149559213160810
f(z) = -125/4*z^3 + 249/2*z + 1
*
[ 2 ] 
f(z) = -125/4*z^3 + 251/2*z + 1
*
[ -2 ] 
f(z) = -125/4*z^3 + 253/2*z + 1
*
[ 7/5 ] 
f(z) = -125/7*z^3 + 247/7*z + 1
*
[ -7/5 ] 
f(z) = -125/7*z^3 + 257/7*z + 1
*
-2 | 0.082812483510846210084509312770765214527 | 0.013351392068834352961802078868970175491
f(z) = -125/12*z^3 + 247/6*z + 1
*
[ 2 ] 
f(z) = -125/12*z^3 + 253/6*z + 1
*
[ -2 ] 
f(z) = -125/12*z^3 + 259/6*z + 1
*
-7/5 | 0.15929299321930795125767964652284998529 | 0.029042641897396574760150727847316709340
f(z) = -125/14*z^3 + 241/14*z + 1
*
[ 7/5 ] 
f(z) = -125/14*z^3 + 249/14*z + 1
*
-2 | 0.10274246701756094518128945873182844231 | 0.016586332429114472807208334514392381406
f(z) = -123/4*z^3 + 245/2*z + 1
*
[ 2 ] 
f(z) = -123/4*z^3 + 247/2*z + 1
*
[ -2 ] 
f(z) = -123/4*z^3 + 249/2*z + 1
*
[ 8/11 ] 
f(z) = -121/2*z^3 + 253/8*z + 1
*
17/33 | 0.11780355860370937081446850512740607780 | 0.016845889295646345379693405654067541384
f(z) = -121/2*z^3 + 253/18*z + 1
*
[ 9/11 ] 
f(z) = -121/3*z^3 + 241/9*z + 1
*
-2 | 0.10243991488027817480497705045945832512 | 0.016581554152828508916064837664778673243
f(z) = -121/4*z^3 + 241/2*z + 1
*
[ 2 ] 
f(z) = -121/4*z^3 + 243/2*z + 1
*
[ -2 ] 
f(z) = -121/4*z^3 + 245/2*z + 1
*
[ 10/11 ] 
f(z) = -121/4*z^3 + 249/10*z + 1
*
[ 2 ] 
f(z) = -121/12*z^3 + 245/6*z + 1
*
[ -2 ] 
f(z) = -121/12*z^3 + 251/6*z + 1
*
[ -15/11 ] 
f(z) = -121/15*z^3 + 251/15*z + 1
*
[ -3/14 ] 
f(z) = -140*z^3 + 254/21*z + 1
*
[ -1/3 ] 
f(z) = -140/3*z^3 + 248/27*z + 1
*
[ -3/7 ] 
f(z) = -140/3*z^3 + 250/21*z + 1
*
-1/5 | 0.098181513635725388744812204833544911413 | 0.013553068760506501699035267981980751002
f(z) = -140/3*z^3 + 251/30*z + 1
*
[ -1/3 ] 
f(z) = -139/3*z^3 + 247/27*z + 1
*
[ -1/2 ] 
f(z) = -139/9*z^3 + 247/36*z + 1
*
[ -1/3 ] 
f(z) = -137/3*z^3 + 245/27*z + 1
*
[ -1/2 ] 
f(z) = -137/9*z^3 + 245/36*z + 1
*
[ -3/8 ] 
f(z) = -136/3*z^3 + 241/24*z + 1
*
[ -1/3 ] 
f(z) = -136/3*z^3 + 244/27*z + 1
*
-1/18 | 0.10571122909709615353390614924105295460 | 0.014304280635565641314414407119895380663
f(z) = -135/2*z^3 + 245/24*z + 1
*
[ -7/15 ] 
f(z) = -135/7*z^3 + 257/35*z + 1
*
[ -1/9 ] 
f(z) = -135/8*z^3 + 245/24*z + 1
*
[ -1/3 ] 
f(z) = -134/3*z^3 + 242/27*z + 1
*
[ -3/4 ] 
f(z) = -134/9*z^3 + 257/24*z + 1
*
[ -3/7 ] 
f(z) = -133/3*z^3 + 241/21*z + 1
*
[ -1/3 ] 
f(z) = -133/3*z^3 + 241/27*z + 1
*
[ -1/7 ] 
f(z) = -133/4*z^3 + 243/28*z + 1
*
[ 6/7 ] 
f(z) = -133/8*z^3 + 253/21*z + 1
*
[ -1/2 ] 
f(z) = -133/9*z^3 + 241/36*z + 1
*
-2/7 | 0.17731153766670113029751034921206589492 | 0.025936924050856894195036789931048013635
f(z) = -133/10*z^3 + 248/35*z + 1
*
[ -3/4 ] 
f(z) = -130/9*z^3 + 251/24*z + 1
*
[ -2/3 ] 
f(z) = -129/10*z^3 + 247/30*z + 1
*
[ -5/16 ] 
f(z) = -128/3*z^3 + 251/30*z + 1
*
-3/16 | 0.19743616989574902607255569085367194602 | 0.029717401938638474508536716093773643847
f(z) = -128/5*z^3 + 257/30*z + 1
*
-3/4 | 0.16251183502657980576160132777695360379 | 0.027309964191330745946311305348565029272
f(z) = -128/7*z^3 + 244/21*z + 1
*
-15/16 | 0.16050567661984765512192880374127383824 | 0.028924756872004287355090885565283007654
f(z) = -128/15*z^3 + 257/30*z + 1
*
[ -1/6 ] 
f(z) = -126/17*z^3 + 245/34*z + 1
*
-1/10 | 0.12019400844356976846529623774041316200 | 0.015362129552509533111181315381000572163
f(z) = -125*z^3 + 241/20*z + 1
*
-6/25 | 0.11189574560130930911348410106777162168 | 0.014301519373230658035159902437966768025
f(z) = -125*z^3 + 249/20*z + 1
*
-6/25 | 0.16641871921845939910972013787714762042 | 0.022082096960632070764379508078874291593
f(z) = -125/2*z^3 + 253/30*z + 1
*
-4/25 | 0.19172590292581550398696067748991435104 | 0.026886639046293654166535937118763317633
f(z) = -125/3*z^3 + 257/30*z + 1
*
[ -4/15 ] 
f(z) = -125/4*z^3 + 251/36*z + 1
*
-1/15 | 0.12063988390254187495813840248072108860 | 0.017171621376140635844524108528412114380
f(z) = -125/4*z^3 + 257/36*z + 1
*
-3/25 | 0.15560683305092671069944295402981345067 | 0.024170990357681497008329364390268170623
f(z) = -125/6*z^3 + 259/30*z + 1
*
-1/5 | 0.16025899272225968139924529779233072404 | 0.024893627688918631143119183488770007741
f(z) = -125/7*z^3 + 249/35*z + 1
*
0 | 0.16249092504776124687725557557805014288 | 0.025240322070270380491425697436107417163
f(z) = -125/14*z^3 + 253/35*z + 1
*
[ -4/5 ] 
f(z) = -125/18*z^3 + 241/36*z + 1
*
-6/25 | 0.16008312328333885119723588452302058948 | 0.024081020993697729387873698886346660269
f(z) = -125/18*z^3 + 257/30*z + 1
*
0 | 0.14507518244252294182320465370844501867 | 0.026107552875795147450435368106486149910
f(z) = -122/15*z^3 + 259/30*z + 1
*
-8/33 | 0.078471397143656086165003896967881579487 | 0.011221396745777974677279099560074758120
f(z) = -121/4*z^3 + 253/36*z + 1
*
[ 8/11 ] 
f(z) = -121/6*z^3 + 247/24*z + 1
*
-42/55 | 0.23426330136695031586189526070539628016 | 0.029229326654224831946871858429135425142
f(z) = -121/8*z^3 + 258/25*z + 1
*
-13/22 | 0.10389895463248600916715921633227861574 | 0.016806458694801039664785691111779305111
f(z) = -121/9*z^3 + 241/36*z + 1
*
[ 10/11 ] 
f(z) = -121/12*z^3 + 247/30*z + 1
*
-10/11 | 0.16614788920292655108285465152651435331 | 0.025939416570631639058641120895022226463
f(z) = -121/12*z^3 + 253/30*z + 1
*
[ -2/11 ] 
f(z) = -121/19*z^3 + 255/38*z + 1
*
[ -1/4 ] 
f(z) = -140/11*z^3 + 255/44*z + 1
*
[ -1/2 ] 
f(z) = -139/10*z^3 + 259/40*z + 1
*
[ 2/3 ] 
f(z) = -139/12*z^3 + 251/54*z + 1
*
[ -1/3 ] 
f(z) = -138/17*z^3 + 250/51*z + 1
*
[ -1/2 ] 
f(z) = -137/10*z^3 + 257/40*z + 1
*
[ 2/3 ] 
f(z) = -137/12*z^3 + 247/54*z + 1
*
-1/15 | 0.17660534946501141151278737603293327115 | 0.027108693482744864988977554621527729033
f(z) = -135/8*z^3 + 243/40*z + 1
*
[ -2/9 ] 
f(z) = -135/14*z^3 + 251/42*z + 1
*
[ -1/2 ] 
f(z) = -133/10*z^3 + 253/40*z + 1
*
[ -1/3 ] 
f(z) = -132/17*z^3 + 248/51*z + 1
*
[ -1/2 ] 
f(z) = -131/10*z^3 + 251/40*z + 1
*
[ -1/2 ] 
f(z) = -129/10*z^3 + 249/40*z + 1
*
[ -1/3 ] 
f(z) = -129/17*z^3 + 247/51*z + 1
*
[ -3/8 ] 
f(z) = -128/17*z^3 + 241/51*z + 1
*
[ -1/2 ] 
f(z) = -127/10*z^3 + 247/40*z + 1
*
[ -1/2 ] 
f(z) = -127/11*z^3 + 259/44*z + 1
*
-9/25 | 0.11080709443576784549346308084371347582 | 0.017212079692497135068851690728726135919
f(z) = -125/8*z^3 + 241/40*z + 1
*
-1/5 | 0.11371156804474154813304537861551998582 | 0.017663242422437583837044075906077384512
f(z) = -125/8*z^3 + 249/40*z + 1
*
[ -9/25 ] 
f(z) = -125/9*z^3 + 251/45*z + 1
*
[ -1/2 ] 
f(z) = -125/11*z^3 + 257/44*z + 1
*
[ -3/10 ] 
f(z) = -125/12*z^3 + 253/48*z + 1
*
[ -3/5 ] 
f(z) = -125/14*z^3 + 247/42*z + 1
*
-2/5 | 0.14914265466203331449019939734134263336 | 0.023166885393620313198417070431174748494
f(z) = -125/18*z^3 + 248/45*z + 1
*
[ -1/4 ] 
f(z) = -124/11*z^3 + 251/44*z + 1
*
[ -1/2 ] 
f(z) = -123/10*z^3 + 243/40*z + 1
*
[ -1/2 ] 
f(z) = -123/11*z^3 + 255/44*z + 1
*
[ -1/3 ] 
f(z) = -123/17*z^3 + 245/51*z + 1
*
-7/44 | 0.21823195243891579273308184794267536826 | 0.028834700893801669159646078777067307762
f(z) = -121/3*z^3 + 241/48*z + 1
*
[ -5/11 ] 
f(z) = -121/8*z^3 + 253/40*z + 1
*
[ -10/33 ] 
f(z) = -121/8*z^3 + 256/45*z + 1
*
[ -4/11 ] 
f(z) = -121/13*z^3 + 259/52*z + 1
*
-9/22 | 0.17371680704174658488637641101746269687 | 0.028100035774825576017973962460946084819
f(z) = -121/14*z^3 + 249/56*z + 1
*
[ -3/11 ] 
f(z) = -121/16*z^3 + 251/48*z + 1
*
-4/9 | 0.18455586134873904349398730000730956114 | 0.024241164254080544512363488356236045921
f(z) = -135/16*z^3 + 241/60*z + 1
*
[ 7/16 ] 
f(z) = -128/5*z^3 + 253/70*z + 1
*
[ 8/15 ] 
f(z) = -125/8*z^3 + 257/72*z + 1
*
-9/25 | 0.13091901178361658020252644949236514148 | 0.020336138904795613845417331489079459969
f(z) = -125/12*z^3 + 241/60*z + 1
*
-18/25 | 0.14251942476571770726157830740594158753 | 0.018910899995083018322835531256245590170
f(z) = -125/16*z^3 + 253/60*z + 1
*
[ 3/4 ] 
f(z) = -124/15*z^3 + 259/60*z + 1
*
-5/11 | 0.16218404355897136307792343270328307194 | 0.025320571252322135302590355176705001833
f(z) = -121/12*z^3 + 257/60*z + 1
*
[ 4/7 ] 
f(z) = -133/12*z^3 + 241/84*z + 1
*
[ 17/25 ] 
f(z) = -125/17*z^3 + 249/85*z + 1
*
-9/25 | 0.19251361646780676977543984551538281109 | 0.029903858822464731480129194045255027725
f(z) = -125/18*z^3 + 241/90*z + 1
*
-11/32 | 0.11459358598134500626244064051977960640 | 0.016532359821296947771916100546100312812
f(z) = -128/15*z^3 + 241/120*z + 1
*
[ 19/32 ] 
f(z) = -128/19*z^3 + 257/152*z + 1
*
[ 2/3 ] 
f(z) = -139/4*z^3 + 269/18*z + 1
*
-2 | 0.10499983676580061157033050895185292614 | 0.016621354986372084284872015635964185124
f(z) = -139/4*z^3 + 277/2*z + 1
*
[ 2 ] 
f(z) = -139/4*z^3 + 279/2*z + 1
*
-2 | 0.084761859396586686699798575901156257587 | 0.013433115241614522709013411308420270481
f(z) = -139/12*z^3 + 275/6*z + 1
*
[ 2/3 ] 
f(z) = -137/4*z^3 + 265/18*z + 1
*
-2 | 0.10473226430397630843338756211962342910 | 0.016617260968341819672561843568021199840
f(z) = -137/4*z^3 + 273/2*z + 1
*
[ 2 ] 
f(z) = -137/4*z^3 + 275/2*z + 1
*
[ -2 ] 
f(z) = -137/4*z^3 + 277/2*z + 1
*
-2 | 0.084494613548507737021667206454118062160 | 0.013421929038293998658248911528616423247
f(z) = -137/12*z^3 + 271/6*z + 1
*
[ 2 ] 
f(z) = -137/12*z^3 + 277/6*z + 1
*
2/5 | 0.14963743529804659143722693052478522159 | 0.019654675939903877965521170536088357703
f(z) = -135*z^3 + 274/15*z + 1
*
-2 | 0.10446076828639799376801852788727586337 | 0.016613091291244034360330363343169563761
f(z) = -135/4*z^3 + 269/2*z + 1
*
[ 2 ] 
f(z) = -135/4*z^3 + 271/2*z + 1
*
[ -2 ] 
f(z) = -135/4*z^3 + 273/2*z + 1
*
-2 | 0.10418523191173670527661087259214092152 | 0.016608843406783272500461824888821479975
f(z) = -133/4*z^3 + 265/2*z + 1
*
[ 2 ] 
f(z) = -133/4*z^3 + 267/2*z + 1
*
[ -2 ] 
f(z) = -133/4*z^3 + 269/2*z + 1
*
-2 | 0.083951441613508071671669463750184097391 | 0.013399426262671947462086581716106819402
f(z) = -133/12*z^3 + 263/6*z + 1
*
[ 2 ] 
f(z) = -133/12*z^3 + 269/6*z + 1
*
[ -2 ] 
f(z) = -133/12*z^3 + 275/6*z + 1
*
[ 5/6 ] 
f(z) = -132/5*z^3 + 272/15*z + 1
*
-2 | 0.10390553308317788277652774095697695580 | 0.016604514641266785339304250420568561654
f(z) = -131/4*z^3 + 261/2*z + 1
*
[ 2 ] 
f(z) = -131/4*z^3 + 263/2*z + 1
*
[ -2 ] 
f(z) = -131/4*z^3 + 265/2*z + 1
*
[ 2 ] 
f(z) = -131/12*z^3 + 265/6*z + 1
*
[ -2 ] 
f(z) = -131/12*z^3 + 271/6*z + 1
*
[ -3/5 ] 
f(z) = -130/3*z^3 + 274/15*z + 1
*
[ -2 ] 
f(z) = -129/4*z^3 + 261/2*z + 1
*
[ -5/8 ] 
f(z) = -128*z^3 + 263/5*z + 1
*
[ -1/32 ] 
f(z) = -128*z^3 + 265/8*z + 1
*
17/16 | 0.096528113472744500519987835699618459807 | 0.017230643718761161108565198491978457606
f(z) = -128/9*z^3 + 271/18*z + 1
*
[ -11/8 ] 
f(z) = -128/11*z^3 + 261/11*z + 1
*
3/2 | 0.13822538893494215512795577427475859303 | 0.024561957200472027772229170430941581522
f(z) = -128/15*z^3 + 278/15*z + 1
*
[ -2 ] 
f(z) = -127/12*z^3 + 263/6*z + 1
*
[ -1/25 ] 
f(z) = -125/2*z^3 + 261/10*z + 1
*
[ 6/5 ] 
f(z) = -125/4*z^3 + 271/6*z + 1
*
[ -7/5 ] 
f(z) = -125/14*z^3 + 269/14*z + 1
*
[ 3/4 ] 
f(z) = -124/3*z^3 + 275/12*z + 1
*
[ -8/11 ] 
f(z) = -121/2*z^3 + 275/8*z + 1
*
[ -9/11 ] 
f(z) = -121/3*z^3 + 263/9*z + 1
*
[ -1/22 ] 
f(z) = -121/3*z^3 + 277/12*z + 1
*
[ -10/11 ] 
f(z) = -121/4*z^3 + 271/10*z + 1
*
-16/11 | 0.13138182127062226044322002836637165429 | 0.023546269329877528021170484180519593046
f(z) = -121/12*z^3 + 265/12*z + 1
*
[ 16/11 ] 
f(z) = -121/16*z^3 + 261/16*z + 1
*
-11/45 | 0.096924937747237533517766892505838713276 | 0.012730960258192687001160299766770049297
f(z) = -135/2*z^3 + 271/30*z + 1
*
-2/15 | 0.20759612331563193702511807430900562307 | 0.027267471685959415862139493864454731360
f(z) = -135/4*z^3 + 263/30*z + 1
*
-7/15 | 0.15357720175441613804983614092272153284 | 0.023573902494516178743371042520061447207
f(z) = -135/7*z^3 + 262/35*z + 1
*
-7/9 | 0.15254791166251785321992918076911273381 | 0.025408191386257280238090166340847720455
f(z) = -135/7*z^3 + 272/21*z + 1
*
[ -4/5 ] 
f(z) = -135/8*z^3 + 261/20*z + 1
*
[ -1/3 ] 
f(z) = -133/4*z^3 + 277/36*z + 1
*
-6/7 | 0.22719051613682855902224957153200256446 | 0.028631908437167797375274938372687895241
f(z) = -133/8*z^3 + 260/21*z + 1
*
-1/6 | 0.24405807650529589421026609818749608379 | 0.029126275496778934679331190198809504417
f(z) = -132*z^3 + 262/33*z + 1
*
[ -1/3 ] 
f(z) = -131/4*z^3 + 275/36*z + 1
*
[ -2/13 ] 
f(z) = -130*z^3 + 275/26*z + 1
*
[ -1/5 ] 
f(z) = -129*z^3 + 279/25*z + 1
*
[ -1/5 ] 
f(z) = -128*z^3 + 278/25*z + 1
*
[ -3/4 ] 
f(z) = -128/7*z^3 + 265/21*z + 1
*
[ -1/5 ] 
f(z) = -127*z^3 + 277/25*z + 1
*
[ -1/3 ] 
f(z) = -127/4*z^3 + 271/36*z + 1
*
[ -1/5 ] 
f(z) = -126*z^3 + 276/25*z + 1
*
[ -1/6 ] 
f(z) = -126/19*z^3 + 273/38*z + 1
*
-1/10 | 0.21498995892903807836123657414597116574 | 0.027478105142879750720019780616484544298
f(z) = -125*z^3 + 261/20*z + 1
*
[ -6/25 ] 
f(z) = -125/2*z^3 + 263/30*z + 1
*
[ -1/3 ] 
f(z) = -125/4*z^3 + 269/36*z + 1
*
-1/5 | 0.11638545467676121598768653815803085836 | 0.018078587216319024125277997839075519589
f(z) = -125/6*z^3 + 271/30*z + 1
*
[ -14/25 ] 
f(z) = -125/8*z^3 + 269/35*z + 1
*
0 | 0.17356314954141861034423181638538582052 | 0.026960212040569362727880671145829643874
f(z) = -125/14*z^3 + 267/35*z + 1
*
[ -2/25 ] 
f(z) = -125/16*z^3 + 271/20*z + 1
*
[ -1/5 ] 
f(z) = -124*z^3 + 274/25*z + 1
*
0 | 0.16289905967108889743141155099796404295 | 0.029234486112621525989318458923018764847
f(z) = -124/15*z^3 + 263/30*z + 1
*
[ -1/5 ] 
f(z) = -123*z^3 + 273/25*z + 1
*
[ -1/5 ] 
f(z) = -122*z^3 + 272/25*z + 1
*
[ -1/5 ] 
f(z) = -121*z^3 + 271/25*z + 1
*
19/44 | 0.18812128126014065676084924443395332283 | 0.024856217507439545693305675194922151618
f(z) = -121/2*z^3 + 265/32*z + 1
*
-3/22 | 0.16287050901810830783146449903927125091 | 0.022370180306544334093666773198792776522
f(z) = -121/2*z^3 + 275/24*z + 1
*
-15/22 | 0.17187769364658193103003671584008479025 | 0.027802544973111332704198483793820666506
f(z) = -121/6*z^3 + 265/24*z + 1
*
-5/22 | 0.13168920607414723248243008951243500828 | 0.021301746588933329907780557735837267684
f(z) = -121/9*z^3 + 277/36*z + 1
*
[ -10/11 ] 
f(z) = -121/15*z^3 + 263/30*z + 1
*
[ -1/2 ] 
f(z) = -139/11*z^3 + 271/44*z + 1
*
[ -1/4 ] 
f(z) = -138/5*z^3 + 269/40*z + 1
*
-1/6 | 0.18376353336173007573628632988799096442 | 0.027349780263757064792880817412881515047
f(z) = -138/7*z^3 + 275/42*z + 1
*
[ -1/3 ] 
f(z) = -138/19*z^3 + 274/57*z + 1
*
[ -1/2 ] 
f(z) = -137/11*z^3 + 269/44*z + 1
*
[ -2/9 ] 
f(z) = -135/7*z^3 + 271/42*z + 1
*
[ -1/2 ] 
f(z) = -135/11*z^3 + 267/44*z + 1
*
11/15 | 0.17091469544282474902801554274958345200 | 0.026235185426102615635325332751707376844
f(z) = -135/11*z^3 + 268/55*z + 1
*
-1/15 | 0.082570047121739986505459310763295429024 | 0.012674395792991018024873280776409652290
f(z) = -135/11*z^3 + 278/55*z + 1
*
-1/3 | 0.12928908573181307391807825615190094677 | 0.021534230122373292061851648054143234175
f(z) = -135/16*z^3 + 269/48*z + 1
*
[ -1/4 ] 
f(z) = -134/5*z^3 + 267/40*z + 1
*
[ -2/7 ] 
f(z) = -133/6*z^3 + 265/42*z + 1
*
[ -1/2 ] 
f(z) = -133/11*z^3 + 265/44*z + 1
*
[ -1/2 ] 
f(z) = -133/12*z^3 + 277/48*z + 1
*
-6/7 | 0.17989152590456070307764069035439012985 | 0.026314321708437722710595830657657812121
f(z) = -133/18*z^3 + 277/42*z + 1
*
[ -1/3 ] 
f(z) = -132/19*z^3 + 272/57*z + 1
*
[ -1/2 ] 
f(z) = -131/11*z^3 + 263/44*z + 1
*
[ -1/2 ] 
f(z) = -131/12*z^3 + 275/48*z + 1
*
[ -1/2 ] 
f(z) = -129/11*z^3 + 261/44*z + 1
*
[ -2/3 ] 
f(z) = -129/14*z^3 + 277/42*z + 1
*
[ -1/3 ] 
f(z) = -129/19*z^3 + 271/57*z + 1
*
-7/48 | 0.15973207767250316223885436531554990999 | 0.020630816795927899825387636471764863381
f(z) = -128/3*z^3 + 265/54*z + 1
*
[ -3/8 ] 
f(z) = -128/19*z^3 + 263/57*z + 1
*
[ -1/2 ] 
f(z) = -127/12*z^3 + 271/48*z + 1
*
[ -1/4 ] 
f(z) = -126/5*z^3 + 263/40*z + 1
*
18/25 | 0.23173530582269054582505933919686507237 | 0.026836820360448414733319585638203982564
f(z) = -125/8*z^3 + 272/45*z + 1
*
-1/25 | 0.17537136337174670205336187925589179404 | 0.027241088646053535196924165851020049811
f(z) = -125/9*z^3 + 271/45*z + 1
*
[ -1/2 ] 
f(z) = -125/12*z^3 + 269/48*z + 1
*
[ -3/5 ] 
f(z) = -125/16*z^3 + 263/48*z + 1
*
[ -3/5 ] 
f(z) = -125/17*z^3 + 271/51*z + 1
*
0 | 0.17743938936931805516533191855601328088 | 0.027562322845520678351725932405490313757
f(z) = -125/18*z^3 + 263/45*z + 1
*
[ -3/8 ] 
f(z) = -124/9*z^3 + 269/48*z + 1
*
[ -1/2 ] 
f(z) = -123/13*z^3 + 279/52*z + 1
*
[ -2/3 ] 
f(z) = -123/14*z^3 + 269/42*z + 1
*
[ -1/3 ] 
f(z) = -123/19*z^3 + 269/57*z + 1
*
[ -1/4 ] 
f(z) = -122/5*z^3 + 261/40*z + 1
*
-5/44 | 0.21467853353119389643950564124546839009 | 0.028365192326383156636153693440080945474
f(z) = -121/3*z^3 + 265/48*z + 1
*
[ -5/11 ] 
f(z) = -121/9*z^3 + 269/45*z + 1
*
-13/22 | 0.16469125856009114192003064178660861785 | 0.026640083571346539082422534008915128741
f(z) = -121/13*z^3 + 261/52*z + 1
*
[ -1/2 ] 
f(z) = -121/13*z^3 + 277/52*z + 1
*
[ -3/11 ] 
f(z) = -121/17*z^3 + 265/51*z + 1
*
-1/2 | 0.18354696296464791685215358528455097373 | 0.029422477026591975399617078402499872969
f(z) = -128/15*z^3 + 263/60*z + 1
*
-3/10 | 0.20298977508517665062742892886473284029 | 0.025944348333779891672997625840790100528
f(z) = -125/9*z^3 + 263/60*z + 1
*
-12/25 | 0.19038141692247757631652552662527716746 | 0.029572656306223444361524569732615616070
f(z) = -125/12*z^3 + 269/60*z + 1
*
-1/4 | 0.091373081748578999247812969304770607212 | 0.014721979208396560894127795131544027407
f(z) = -124/15*z^3 + 271/60*z + 1
*
20/33 | 0.15630422074445534620725740497886919898 | 0.022351477581089420838459909268993473200
f(z) = -121/7*z^3 + 274/63*z + 1
*
-6/11 | 0.17743660145584826701521034460931949575 | 0.028701741262574579266306598350228499070
f(z) = -121/15*z^3 + 269/60*z + 1
*
[ 17/22 ] 
f(z) = -121/17*z^3 + 269/68*z + 1
*
17/25 | 0.18561068991605193741891675824060225894 | 0.028831601468138632586822278358582799859
f(z) = -125/17*z^3 + 264/85*z + 1
*
[ 2/3 ] 
f(z) = -123/17*z^3 + 277/102*z + 1
*
[ 2/3 ] 
f(z) = -123/19*z^3 + 271/114*z + 1
*
[ 7/11 ] 
f(z) = -121/16*z^3 + 279/112*z + 1
*
[ 7/11 ] 
f(z) = -121/17*z^3 + 275/119*z + 1
*
-5/33 | 0.11407603359330957511349724169297969231 | 0.016312853838855223244009089635320617200
f(z) = -121/14*z^3 + 277/126*z + 1
*
[ 7/11 ] 
f(z) = -121/18*z^3 + 271/126*z + 1
*
[ 7/11 ] 
f(z) = -121/19*z^3 + 267/133*z + 1
*
[ 3/5 ] 
f(z) = -121/18*z^3 + 263/150*z + 1
*
[ -3/5 ] 
f(z) = -140/3*z^3 + 292/15*z + 1
*
3/4 | 0.18353992763848779634046916706670039825 | 0.029004703098554597911985977571832808769
f(z) = -140/3*z^3 + 299/12*z + 1
*
[ -2 ] 
f(z) = -139/4*z^3 + 281/2*z + 1
*
[ 2 ] 
f(z) = -139/12*z^3 + 281/6*z + 1
*
[ -2 ] 
f(z) = -139/12*z^3 + 287/6*z + 1
*
[ -2 ] 
f(z) = -137/12*z^3 + 283/6*z + 1
*
2/5 | 0.20131358435284532719139125762136792275 | 0.026442268640027482518436481616803405489
f(z) = -135*z^3 + 284/15*z + 1
*
-1/3 | 0.22377598780765372078762015349748437556 | 0.029392675133270818855637474004981768519
f(z) = -135*z^3 + 286/15*z + 1
*
[ 3/2 ] 
f(z) = -128/3*z^3 + 289/3*z + 1
*
[ -5/8 ] 
f(z) = -128/3*z^3 + 289/15*z + 1
*
[ -3/2 ] 
f(z) = -128/3*z^3 + 293/3*z + 1
*
[ -9/16 ] 
f(z) = -128/3*z^3 + 293/18*z + 1
*
-1/16 | 0.16719858597663244267789384403260752405 | 0.029506882410990599961475083657719658063
f(z) = -128/9*z^3 + 289/18*z + 1
*
[ 3/2 ] 
f(z) = -128/15*z^3 + 293/15*z + 1
*
[ -2/3 ] 
f(z) = -127/4*z^3 + 299/18*z + 1
*
3/7 | 0.12805227752616996152713386598770337813 | 0.017129962062428304339631958713454226515
f(z) = -126*z^3 + 289/14*z + 1
*
[ -1/15 ] 
f(z) = -125/2*z^3 + 293/18*z + 1
*
[ -6/5 ] 
f(z) = -125/4*z^3 + 281/6*z + 1
*
[ -2/3 ] 
f(z) = -125/4*z^3 + 295/18*z + 1
*
0 | 0.17318665131790639630739140653147435324 | 0.026901729165802419825540215247655741414
f(z) = -125/6*z^3 + 284/15*z + 1
*
0 | 0.15806665584208592470029353320540892880 | 0.024553083815924784983551818258784207992
f(z) = -125/6*z^3 + 296/15*z + 1
*
[ 3/2 ] 
f(z) = -124/3*z^3 + 280/3*z + 1
*
[ -3/2 ] 
f(z) = -124/3*z^3 + 284/3*z + 1
*
-3/4 | 0.17670138974222814326028820698992081085 | 0.028470027891122496772177448485036496873
f(z) = -124/3*z^3 + 295/12*z + 1
*
[ 3/2 ] 
f(z) = -124/15*z^3 + 284/15*z + 1
*
-3/2 | 0.16075208618421006740191629914735126604 | 0.028369216621376405441197308657849431141
f(z) = -124/15*z^3 + 289/15*z + 1
*
-15/44 | 0.21338238065486545192713313969738769926 | 0.028193933351316099844556397636162663289
f(z) = -121*z^3 + 289/16*z + 1
*
[ -2/3 ] 
f(z) = -121/4*z^3 + 287/18*z + 1
*
[ -9/11 ] 
f(z) = -121/6*z^3 + 283/18*z + 1
*
-12/11 | 0.16895351385733776410539926508159808087 | 0.029853175152112508598105514157209744862
f(z) = -121/6*z^3 + 287/12*z + 1
*
[ 12/11 ] 
f(z) = -121/6*z^3 + 289/12*z + 1
*
[ -16/11 ] 
f(z) = -121/16*z^3 + 283/16*z + 1
*
[ 17/11 ] 
f(z) = -121/17*z^3 + 295/17*z + 1
*
-5/28 | 0.22320398933170463126719376826962502488 | 0.026977050838017716553339940953978460776
f(z) = -140*z^3 + 293/28*z + 1
*
-1/7 | 0.21080268256412661017440915555695527610 | 0.025478194638679684603380703394579591842
f(z) = -140*z^3 + 297/28*z + 1
*
-1/14 | 0.20286162015284295317981251288713362910 | 0.029453367947769342166675454496198119643
f(z) = -140/3*z^3 + 299/21*z + 1
*
[ -1/5 ] 
f(z) = -139*z^3 + 289/25*z + 1
*
[ -1/4 ] 
f(z) = -139/2*z^3 + 299/32*z + 1
*
[ -1/3 ] 
f(z) = -139/4*z^3 + 283/36*z + 1
*
[ -1/5 ] 
f(z) = -138*z^3 + 288/25*z + 1
*
[ -1/5 ] 
f(z) = -137*z^3 + 287/25*z + 1
*
[ -1/4 ] 
f(z) = -137/2*z^3 + 297/32*z + 1
*
[ -1/3 ] 
f(z) = -137/4*z^3 + 281/36*z + 1
*
[ -1/5 ] 
f(z) = -136*z^3 + 286/25*z + 1
*
0 | 0.15161606400427006630357926459119505254 | 0.026789741220861847583049993915050648641
f(z) = -136/15*z^3 + 287/30*z + 1
*
[ -4/15 ] 
f(z) = -135*z^3 + 287/20*z + 1
*
14/45 | 0.13750099384484573892552998617377977243 | 0.016553476758198237358073836157763954773
f(z) = -135*z^3 + 287/30*z + 1
*
-1/5 | 0.22188559172475955430859720672493186551 | 0.029144374149407100202260015355256469722
f(z) = -135/2*z^3 + 281/30*z + 1
*
[ -1/4 ] 
f(z) = -135/2*z^3 + 295/32*z + 1
*
-2/15 | 0.18771149041540362233933659743294143559 | 0.024655651889265530151392984600606321695
f(z) = -135/4*z^3 + 293/30*z + 1
*
[ -7/9 ] 
f(z) = -135/7*z^3 + 293/21*z + 1
*
8/9 | 0.10004874994381357376377746668197879592 | 0.016663995978863438864913176158761647472
f(z) = -135/8*z^3 + 293/24*z + 1
*
[ -1/5 ] 
f(z) = -134*z^3 + 284/25*z + 1
*
0 | 0.15072760315704754097267751206997329902 | 0.026698967484747870536437329234027378018
f(z) = -134/15*z^3 + 283/30*z + 1
*
[ -1/5 ] 
f(z) = -133*z^3 + 283/25*z + 1
*
[ -1/4 ] 
f(z) = -133/2*z^3 + 293/32*z + 1
*
[ 4/7 ] 
f(z) = -133/4*z^3 + 283/28*z + 1
*
[ -1/7 ] 
f(z) = -133/5*z^3 + 299/35*z + 1
*
[ -1/5 ] 
f(z) = -132*z^3 + 282/25*z + 1
*
[ -1/6 ] 
f(z) = -132/13*z^3 + 284/39*z + 1
*
[ -1/5 ] 
f(z) = -131*z^3 + 281/25*z + 1
*
[ -1/4 ] 
f(z) = -131/2*z^3 + 291/32*z + 1
*
[ 3/10 ] 
f(z) = -130*z^3 + 281/30*z + 1
*
-2/5 | 0.19930355988860687694939337882626572562 | 0.027796406835459762883825884267861138036
f(z) = -130/3*z^3 + 283/30*z + 1
*
[ -3/13 ] 
f(z) = -130/3*z^3 + 298/39*z + 1
*
[ -1/4 ] 
f(z) = -129/2*z^3 + 289/32*z + 1
*
2/3 | 0.19566285560578965664261185683476807220 | 0.029416032679835439633618653205237723762
f(z) = -129/5*z^3 + 299/30*z + 1
*
-15/32 | 0.18883673392344858417845975037625317006 | 0.027243381956902795851259468850690487307
f(z) = -128/3*z^3 + 281/24*z + 1
*
[ -3/32 ] 
f(z) = -128/3*z^3 + 289/24*z + 1
*
[ -3/32 ] 
f(z) = -128/9*z^3 + 283/24*z + 1
*
[ -3/4 ] 
f(z) = -128/11*z^3 + 293/33*z + 1
*
[ -15/16 ] 
f(z) = -128/15*z^3 + 287/30*z + 1
*
-1/8 | 0.083268957422358204449426390563510805143 | 0.014695144225027693084901887743719572035
f(z) = -128/15*z^3 + 289/30*z + 1
*
[ 17/16 ] 
f(z) = -128/17*z^3 + 291/34*z + 1
*
[ -1/4 ] 
f(z) = -127/2*z^3 + 287/32*z + 1
*
[ -1/7 ] 
f(z) = -126/5*z^3 + 298/35*z + 1
*
[ -1/4 ] 
f(z) = -125/2*z^3 + 285/32*z + 1
*
-3/25 | 0.17587700778138384362535668587561236364 | 0.027319632280096616923482931619737403710
f(z) = -125/4*z^3 + 289/20*z + 1
*
[ -3/25 ] 
f(z) = -125/6*z^3 + 289/30*z + 1
*
[ -3/25 ] 
f(z) = -125/18*z^3 + 283/30*z + 1
*
[ -1/4 ] 
f(z) = -123/2*z^3 + 283/32*z + 1
*
2/3 | 0.18326366518560187215543635138447220484 | 0.027750639625813142942274185242633180876
f(z) = -123/5*z^3 + 283/30*z + 1
*
[ 7/22 ] 
f(z) = -121*z^3 + 283/28*z + 1
*
[ -1/4 ] 
f(z) = -121/2*z^3 + 281/32*z + 1
*
-10/11 | 0.16732260890455178390981529920840122695 | 0.026122816695907791464512613032682176137
f(z) = -121/12*z^3 + 283/30*z + 1
*
-9/11 | 0.15507493096588353016367530356286220847 | 0.026308845073230299013150578491114900967
f(z) = -121/12*z^3 + 287/36*z + 1
*
[ -3/8 ] 
f(z) = -140/9*z^3 + 281/48*z + 1
*
[ -1/5 ] 
f(z) = -140/9*z^3 + 298/45*z + 1
*
[ -1/4 ] 
f(z) = -140/13*z^3 + 295/52*z + 1
*
[ -2/7 ] 
f(z) = -139/8*z^3 + 290/49*z + 1
*
[ -1/2 ] 
f(z) = -139/12*z^3 + 283/48*z + 1
*
[ -1/2 ] 
f(z) = -139/13*z^3 + 295/52*z + 1
*
[ -2/7 ] 
f(z) = -137/8*z^3 + 289/49*z + 1
*
[ -1/2 ] 
f(z) = -137/12*z^3 + 281/48*z + 1
*
[ -1/2 ] 
f(z) = -137/13*z^3 + 293/52*z + 1
*
[ -2/7 ] 
f(z) = -135/8*z^3 + 288/49*z + 1
*
[ -1/2 ] 
f(z) = -135/13*z^3 + 291/52*z + 1
*
6/7 | 0.16676286853169739931726356715408182314 | 0.024393877085089184990254667921077146437
f(z) = -133/12*z^3 + 293/42*z + 1
*
[ -1/2 ] 
f(z) = -133/13*z^3 + 289/52*z + 1
*
[ -1/4 ] 
f(z) = -132/13*z^3 + 293/52*z + 1
*
[ -2/7 ] 
f(z) = -131/8*z^3 + 286/49*z + 1
*
[ -1/2 ] 
f(z) = -131/13*z^3 + 287/52*z + 1
*
[ -1/2 ] 
f(z) = -131/14*z^3 + 299/56*z + 1
*
[ -1/5 ] 
f(z) = -130/9*z^3 + 296/45*z + 1
*
[ -2/7 ] 
f(z) = -129/8*z^3 + 285/49*z + 1
*
[ -1/2 ] 
f(z) = -129/13*z^3 + 285/52*z + 1
*
0 | 0.17396252889222784582649317533470660327 | 0.029196060679550210504553958776574928816
f(z) = -129/14*z^3 + 289/42*z + 1
*
[ -1/2 ] 
f(z) = -129/14*z^3 + 297/56*z + 1
*
0 | 0.16358097690344535972268272119650420841 | 0.027453729019148944051918788694423659356
f(z) = -129/19*z^3 + 292/57*z + 1
*
[ 7/16 ] 
f(z) = -128/3*z^3 + 289/42*z + 1
*
-3/32 | 0.17961630489782659453217967267011609967 | 0.025913155233889445713103779176362289953
f(z) = -128/7*z^3 + 289/56*z + 1
*
[ -3/16 ] 
f(z) = -128/7*z^3 + 293/42*z + 1
*
[ -2/7 ] 
f(z) = -127/8*z^3 + 284/49*z + 1
*
[ -1/2 ] 
f(z) = -127/13*z^3 + 283/52*z + 1
*
[ -1/2 ] 
f(z) = -127/14*z^3 + 295/56*z + 1
*
[ -8/25 ] 
f(z) = -125/4*z^3 + 293/40*z + 1
*
[ -2/7 ] 
f(z) = -125/8*z^3 + 283/49*z + 1
*
-38/75 | 0.22988261771636698249866984959661138562 | 0.026622264111814520021550378758185876982
f(z) = -125/8*z^3 + 293/45*z + 1
*
-1/5 | 0.16335950034810803999064548747243158675 | 0.025375241114620647959621295902616162761
f(z) = -125/9*z^3 + 286/45*z + 1
*
[ -1/2 ] 
f(z) = -125/13*z^3 + 281/52*z + 1
*
[ -1/2 ] 
f(z) = -125/14*z^3 + 293/56*z + 1
*
[ -3/5 ] 
f(z) = -125/19*z^3 + 287/57*z + 1
*
[ -1/4 ] 
f(z) = -124/13*z^3 + 291/52*z + 1
*
[ -2/7 ] 
f(z) = -123/8*z^3 + 282/49*z + 1
*
[ -1/2 ] 
f(z) = -123/14*z^3 + 291/56*z + 1
*
0 | 0.14350168754260318742262556128594760534 | 0.024277892843308461607720976425040589089
f(z) = -123/14*z^3 + 299/42*z + 1
*
0 | 0.16013576206575665509365663852203724651 | 0.027092077719711632394128607248413695044
f(z) = -123/17*z^3 + 284/51*z + 1
*
0 | 0.16436613853804784183035826867074291183 | 0.027807780987317091448859737533111602959
f(z) = -123/19*z^3 + 293/57*z + 1
*
[ -2/7 ] 
f(z) = -121/8*z^3 + 281/49*z + 1
*
-10/33 | 0.24664422984575871442023071195122064814 | 0.028671383480006941085028618716515055058
f(z) = -121/8*z^3 + 292/45*z + 1
*
-15/22 | 0.17197663263021820269087004280499633012 | 0.027818549118173911465073031070046409846
f(z) = -121/10*z^3 + 281/40*z + 1
*
-1/22 | 0.16904553379163995572209441974851983483 | 0.027344421233680816815622937514297135126
f(z) = -121/12*z^3 + 289/48*z + 1
*
[ -7/22 ] 
f(z) = -121/14*z^3 + 281/56*z + 1
*
[ -1/2 ] 
f(z) = -121/14*z^3 + 289/56*z + 1
*
-9/11 | 0.12450212466478520105503425461157029263 | 0.021122092969459066710776733268534840950
f(z) = -121/15*z^3 + 298/45*z + 1
*
[ -3/11 ] 
f(z) = -121/19*z^3 + 293/57*z + 1
*
-2/5 | 0.11026637646520452950865919880850099586 | 0.016925746644160344510685176502128572583
f(z) = -135/14*z^3 + 283/70*z + 1
*
-7/15 | 0.16241255663842531617348148808784105685 | 0.024930118079646739516984581127184892196
f(z) = -135/14*z^3 + 297/70*z + 1
*
-1/10 | 0.19721300265718425996964922386870600755 | 0.027504841650422858251791422814196104869
f(z) = -130/7*z^3 + 293/70*z + 1
*
-4/25 | 0.11555951789844745775657716438479051495 | 0.014769790174815217230123496359389062613
f(z) = -125/3*z^3 + 289/60*z + 1
*
-3/25 | 0.15375229533088954180988440458860320792 | 0.020401389395141091116467499004149530087
f(z) = -125/4*z^3 + 287/60*z + 1
*
3/5 | 0.19891477222539599876309771314953698149 | 0.028313100479565259332193821660329891816
f(z) = -125/8*z^3 + 293/72*z + 1
*
[ -12/25 ] 
f(z) = -125/16*z^3 + 293/60*z + 1
*
[ -12/25 ] 
f(z) = -125/18*z^3 + 281/60*z + 1
*
[ 2/3 ] 
f(z) = -123/11*z^3 + 295/66*z + 1
*
[ 2/3 ] 
f(z) = -123/13*z^3 + 289/78*z + 1
*
17/22 | 0.18437120548630797800559824126871327916 | 0.029823467045234971399073722651145533975
f(z) = -121/17*z^3 + 281/68*z + 1
*
[ 13/21 ] 
f(z) = -126/13*z^3 + 282/91*z + 1
*
[ 18/25 ] 
f(z) = -125/18*z^3 + 289/90*z + 1
*
-7/44 | 0.15948414441478458015239190907695969807 | 0.021072430274807609184895636729471068176
f(z) = -121/5*z^3 + 289/80*z + 1
*
[ 7/11 ] 
f(z) = -121/12*z^3 + 295/84*z + 1
*
[ 7/11 ] 
f(z) = -121/13*z^3 + 291/91*z + 1
*
-6/35 | 0.22466592793632581230300259034999929221 | 0.026440647233484137801534007403412758930
f(z) = -140/9*z^3 + 293/105*z + 1
*
5/7 | 0.19015731975538723196717908734244813816 | 0.027815990008958277418788961914399661837
f(z) = -133/15*z^3 + 286/105*z + 1
*
[ 2/3 ] 
f(z) = -132/19*z^3 + 295/114*z + 1
*
[ 2/3 ] 
f(z) = -129/17*z^3 + 293/102*z + 1
*
[ 2/3 ] 
f(z) = -129/19*z^3 + 287/114*z + 1
*
[ 7/11 ] 
f(z) = -121/15*z^3 + 283/105*z + 1
*
-1/4 | 0.15130304361425879670023350450819005932 | 0.021828415069369770847105403719762084243
f(z) = -128/15*z^3 + 289/120*z + 1
*
-10/33 | 0.10195232838212758608941257005816593735 | 0.014579166009205978734608100644618830579
f(z) = -121/14*z^3 + 289/126*z + 1
*
-14/33 | 0.097031463036709243396519384455227626135 | 0.013875483082898439378683496597320310615
f(z) = -121/14*z^3 + 295/126*z + 1
*
[ 3/5 ] 
f(z) = -133/18*z^3 + 299/150*z + 1
*
[ 3/5 ] 
f(z) = -131/18*z^3 + 293/150*z + 1
*
[ 3/5 ] 
f(z) = -127/18*z^3 + 281/150*z + 1
*
[ 3/2 ] 
f(z) = -140/27*z^3 + 12*z + 1
*
-3/10 | 0.18557520551272538683097956335704312946 | 0.028327420214958460651454066962731728021
f(z) = -140/27*z^3 + 19/5*z + 1
*
[ 3/4 ] 
f(z) = -136/27*z^3 + 5/2*z + 1
*
[ -3/2 ] 
f(z) = -136/27*z^3 + 13*z + 1
*
[ 2/3 ] 
f(z) = -135/32*z^3 + 11/8*z + 1
*
-3/5 | 0.18768270223320230856653125889423690963 | 0.028976918800602725571275257594465902168
f(z) = -130/27*z^3 + 17/5*z + 1
*
[ 3/4 ] 
f(z) = -130/27*z^3 + 19/8*z + 1
*
[ 5/8 ] 
f(z) = -128/25*z^3 + 7/5*z + 1
*
-3/8 | 0.081346516090407641163100628982044749605 | 0.016765459336746481657813260573559263333
f(z) = -128/27*z^3 + 4/3*z + 1
*
[ -3/4 ] 
f(z) = -128/27*z^3 + 5*z + 1
*
[ 3/4 ] 
f(z) = -128/27*z^3 + 7/3*z + 1
*
[ 3/2 ] 
f(z) = -128/27*z^3 + 11*z + 1
*
[ -3/16 ] 
f(z) = -128/27*z^3 + 13/2*z + 1
*
[ -3/8 ] 
f(z) = -128/27*z^3 + 13/3*z + 1
*
-2/5 | 0.12977923748073702691090018058663347941 | 0.026878791342430020321945090897976670833
f(z) = -125/24*z^3 + 10/3*z + 1
*
[ -2/5 ] 
f(z) = -125/24*z^3 + 13/3*z + 1
*
-2/5 | 0.13058302849556296010109740202787602217 | 0.026913069662115839785766415533215111318
f(z) = -125/24*z^3 + 16/3*z + 1
*
6/5 | 0.072672774776402725292912681511337360180 | 0.014465466380988085809314422364495165610
f(z) = -125/24*z^3 + 19/3*z + 1
*
3/5 | 0.16104068114511386731183247046754715191 | 0.025015050270183659085455025144372990021
f(z) = -125/27*z^3 + 8/5*z + 1
*
[ -3/5 ] 
f(z) = -125/27*z^3 + 13/3*z + 1
*
6/5 | 0.12231067635987491574403186369422360375 | 0.024610718549590151633886519746752392937
f(z) = -125/27*z^3 + 16/3*z + 1
*
[ -6/5 ] 
f(z) = -125/27*z^3 + 17/2*z + 1
*
-12/25 | 0.081802725198250843060453085199279570513 | 0.012706722726963273914346894008295835895
f(z) = -125/27*z^3 + 17/5*z + 1
*
[ -3/10 ] 
f(z) = -125/27*z^3 + 19/4*z + 1
*
[ 4/5 ] 
f(z) = -125/32*z^3 + 9/4*z + 1
*
-2/5 | 0.12309405372564669902403500877389800655 | 0.025494211938767344046038362911676226803
f(z) = -125/32*z^3 + 17/8*z + 1
*
[ -4/5 ] 
f(z) = -125/32*z^3 + 19/4*z + 1
*
[ 3/4 ] 
f(z) = -124/27*z^3 + 9/4*z + 1
*
[ -3/2 ] 
f(z) = -124/27*z^3 + 12*z + 1
*
-6/11 | 0.093210817669418048930800039837240447903 | 0.019435965099643401955224660734949543196
f(z) = -121/24*z^3 + 11/3*z + 1
*
[ -6/11 ] 
f(z) = -121/24*z^3 + 13/3*z + 1
*
-6/11 | 0.11552540334396724962468499295819946808 | 0.024088917613392643009254357730733609712
f(z) = -121/24*z^3 + 14/3*z + 1
*
-10/11 | 0.11875676007030453413974766305768671915 | 0.024173641917146695000099175558037516602
f(z) = -121/24*z^3 + 17/3*z + 1
*
-3/11 | 0.10298272983577624928532166418522413165 | 0.021473567049405425924071131721362940808
f(z) = -121/27*z^3 + 2*z + 1
*
[ -3/11 ] 
f(z) = -121/27*z^3 + 5*z + 1
*
-3/11 | 0.13243529542412427638120020177573161204 | 0.024637848568885842763570057590339301129
f(z) = -121/27*z^3 + 8*z + 1
*
-15/22 | 0.13888926856489907305231890767233553794 | 0.022466412328630500636482568826655184207
f(z) = -121/27*z^3 + 11/4*z + 1
*
-12/11 | 0.12570179518238556885721634858350438791 | 0.021447940666917873793340008185434759692
f(z) = -121/27*z^3 + 13/2*z + 1
*
12/11 | 0.069702130413731121099263279214321098417 | 0.014534023066901490869739976932605424700
f(z) = -121/32*z^3 + 13/4*z + 1
*
[ -4/11 ] 
f(z) = -121/32*z^3 + 17/4*z + 1
*
-3/11 | 0.12682738983008538774602795345316150901 | 0.026445564839467823882553051130710609991
f(z) = -121/36*z^3 + 11/12*z + 1
*
[ -3/4 ] 
f(z) = -140/27*z^3 + 21/4*z + 1
*
[ -3/10 ] 
f(z) = -140/27*z^3 + 24/5*z + 1
*
[ -3/7 ] 
f(z) = -140/27*z^3 + 30/7*z + 1
*
[ 3/4 ] 
f(z) = -140/27*z^3 + 31/12*z + 1
*
-3/10 | 0.17513505142067766195021521109893834061 | 0.025165256899044227923559020100527023610
f(z) = -140/27*z^3 + 39/5*z + 1
*
-3/8 | 0.18930858058189837418053459618422892639 | 0.027074652437518272349191174378828315006
f(z) = -136/27*z^3 + 27/8*z + 1
*
[ -3/4 ] 
f(z) = -136/27*z^3 + 31/6*z + 1
*
[ 3/2 ] 
f(z) = -136/27*z^3 + 35/3*z + 1
*
[ -3/8 ] 
f(z) = -136/27*z^3 + 35/8*z + 1
*
[ 2/3 ] 
f(z) = -135/28*z^3 + 23/14*z + 1
*
[ 4/3 ] 
f(z) = -135/32*z^3 + 31/4*z + 1
*
[ -2/3 ] 
f(z) = -135/32*z^3 + 35/8*z + 1
*
[ -4/3 ] 
f(z) = -135/32*z^3 + 37/4*z + 1
*
[ 3/2 ] 
f(z) = -134/27*z^3 + 23/2*z + 1
*
[ 3/4 ] 
f(z) = -133/27*z^3 + 39/16*z + 1
*
[ -3/5 ] 
f(z) = -130/27*z^3 + 22/5*z + 1
*
[ -3/2 ] 
f(z) = -130/27*z^3 + 25/2*z + 1
*
[ -5/8 ] 
f(z) = -128/25*z^3 + 23/5*z + 1
*
-3/16 | 0.20051783807611859591396555075138263527 | 0.029795405641493163163720323861857957387
f(z) = -128/27*z^3 + 31/2*z + 1
*
-3/8 | 0.094000173835616845155772988057595355725 | 0.016340545306839730980763743456187905491
f(z) = -128/27*z^3 + 35/6*z + 1
*
[ -3/2 ] 
f(z) = -128/27*z^3 + 37/3*z + 1
*
[ 3/4 ] 
f(z) = -127/27*z^3 + 37/16*z + 1
*
[ 5/6 ] 
f(z) = -126/25*z^3 + 33/10*z + 1
*
-6/5 | 0.12115799109760234868275509781843125505 | 0.023432620855972372552808909594845259033
f(z) = -125/24*z^3 + 22/3*z + 1
*
[ 6/5 ] 
f(z) = -125/24*z^3 + 23/3*z + 1
*
[ -6/5 ] 
f(z) = -125/24*z^3 + 28/3*z + 1
*
[ 4/5 ] 
f(z) = -125/24*z^3 + 37/12*z + 1
*
18/25 | 0.083821384491151133812577345286277601089 | 0.013020288611876362515635090002085932647
f(z) = -125/24*z^3 + 38/15*z + 1
*
-3/5 | 0.15478428093645015081592599846737009652 | 0.024043220266626456093840534764427059011
f(z) = -125/27*z^3 + 29/15*z + 1
*
[ -2/5 ] 
f(z) = -125/32*z^3 + 33/8*z + 1
*
[ 6/5 ] 
f(z) = -125/36*z^3 + 31/6*z + 1
*
-3/5 | 0.14278438093383645746574636723860180305 | 0.029572307994553319873788021131160568989
f(z) = -125/36*z^3 + 35/12*z + 1
*
[ 3/2 ] 
f(z) = -124/27*z^3 + 32/3*z + 1
*
[ 3/2 ] 
f(z) = -122/27*z^3 + 21/2*z + 1
*
[ -3/4 ] 
f(z) = -122/27*z^3 + 39/8*z + 1
*
10/11 | 0.13832511676972331927515927959651113038 | 0.028843027120257917745786327355530498812
f(z) = -121/20*z^3 + 33/10*z + 1
*
[ -5/11 ] 
f(z) = -121/25*z^3 + 21/5*z + 1
*
[ 10/11 ] 
f(z) = -121/25*z^3 + 39/10*z + 1
*
-6/11 | 0.17816605261500890260518375045439134655 | 0.028819735623727417999176791452705013444
f(z) = -121/27*z^3 + 23/12*z + 1
*
[ -6/11 ] 
f(z) = -121/27*z^3 + 25/6*z + 1
*
[ 9/11 ] 
f(z) = -121/27*z^3 + 25/9*z + 1
*
[ -12/11 ] 
f(z) = -121/27*z^3 + 29/4*z + 1
*
-3/22 | 0.14266415994346124787443329056752232371 | 0.023077030176091780184264465935339396783
f(z) = -121/27*z^3 + 29/12*z + 1
*
[ 3/4 ] 
f(z) = -121/27*z^3 + 35/16*z + 1
*
-6/11 | 0.10491461594162113894592953136058931821 | 0.021876396590745310425173808238312775480
f(z) = -121/28*z^3 + 25/14*z + 1
*
-12/11 | 0.13696764779448721530358058044126482859 | 0.026264493784921714481767342456471430310
f(z) = -121/32*z^3 + 23/4*z + 1
*
-4/11 | 0.15544041680426189287863826941689893010 | 0.029337694602000509949222393981558571954
f(z) = -121/32*z^3 + 25/4*z + 1
*
-8/11 | 0.13925084787211012504910986048911467250 | 0.029036057047980004466911306672627458616
f(z) = -121/32*z^3 + 29/8*z + 1
*
[ -8/11 ] 
f(z) = -121/32*z^3 + 35/8*z + 1
*
[ -6/11 ] 
f(z) = -121/36*z^3 + 23/6*z + 1
*
[ 2/3 ] 
f(z) = -129/32*z^3 + 31/24*z + 1
*
[ 3/5 ] 
f(z) = -125/21*z^3 + 31/21*z + 1
*
3/5 | 0.071248119686086455924965146176812743986 | 0.014756315260883306025815409373247273028
f(z) = -125/21*z^3 + 38/21*z + 1
*
4/5 | 0.11603696782391685205991485772549316411 | 0.024032607269789719523016701897547550631
f(z) = -125/36*z^3 + 35/36*z + 1
*
[ 2/3 ] 
f(z) = -123/32*z^3 + 29/24*z + 1
*
[ 7/11 ] 
f(z) = -121/28*z^3 + 33/28*z + 1
*
9/11 | 0.11957560742577384581084477087025837776 | 0.024933450760388667323127865236398332366
f(z) = -121/36*z^3 + 37/36*z + 1
*
[ -3/2 ] 
f(z) = -140/27*z^3 + 40/3*z + 1
*
[ -3 ] 
f(z) = -140/27*z^3 + 48*z + 1
*
[ 6/7 ] 
f(z) = -140/27*z^3 + 51/14*z + 1
*
[ 3/4 ] 
f(z) = -139/27*z^3 + 41/16*z + 1
*
[ 3 ] 
f(z) = -139/27*z^3 + 47*z + 1
*
[ -3/2 ] 
f(z) = -139/27*z^3 + 53/4*z + 1
*
[ -3 ] 
f(z) = -137/27*z^3 + 47*z + 1
*
[ 3/2 ] 
f(z) = -137/27*z^3 + 47/4*z + 1
*
[ 3 ] 
f(z) = -136/27*z^3 + 46*z + 1
*
[ -4/9 ] 
f(z) = -135/32*z^3 + 49/12*z + 1
*
[ -3/4 ] 
f(z) = -134/27*z^3 + 41/8*z + 1
*
[ -3 ] 
f(z) = -134/27*z^3 + 46*z + 1
*
[ 3 ] 
f(z) = -133/27*z^3 + 45*z + 1
*
[ -3/2 ] 
f(z) = -133/27*z^3 + 51/4*z + 1
*
[ 5/6 ] 
f(z) = -132/25*z^3 + 52/15*z + 1
*
[ -3 ] 
f(z) = -131/27*z^3 + 45*z + 1
*
[ 3/2 ] 
f(z) = -131/27*z^3 + 45/4*z + 1
*
[ 3 ] 
f(z) = -130/27*z^3 + 44*z + 1
*
[ 5/4 ] 
f(z) = -128/25*z^3 + 41/5*z + 1
*
[ -5/16 ] 
f(z) = -128/25*z^3 + 47/10*z + 1
*
[ -5/4 ] 
f(z) = -128/25*z^3 + 49/5*z + 1
*
[ 15/16 ] 
f(z) = -128/27*z^3 + 41/10*z + 1
*
[ -3 ] 
f(z) = -128/27*z^3 + 44*z + 1
*
[ 9/8 ] 
f(z) = -128/27*z^3 + 55/9*z + 1
*
[ 3 ] 
f(z) = -127/27*z^3 + 43*z + 1
*
[ -3/2 ] 
f(z) = -127/27*z^3 + 49/4*z + 1
*
[ -5/6 ] 
f(z) = -126/25*z^3 + 57/10*z + 1
*
-4/5 | 0.14261102404640919076209739908751145498 | 0.029536403764451626957526732453349566481
f(z) = -125/24*z^3 + 43/12*z + 1
*
-4/5 | 0.13602527858143312472128298629752857373 | 0.028172419188615905541006383265204062743
f(z) = -125/24*z^3 + 55/12*z + 1
*
[ 6/5 ] 
f(z) = -125/27*z^3 + 41/6*z + 1
*
[ -3 ] 
f(z) = -125/27*z^3 + 43*z + 1
*
[ 3/2 ] 
f(z) = -125/27*z^3 + 43/4*z + 1
*
[ -3/25 ] 
f(z) = -125/27*z^3 + 47/5*z + 1
*
-2/5 | 0.11805085219924188735336831862405830108 | 0.024449706175307454694495420863034617979
f(z) = -125/28*z^3 + 45/14*z + 1
*
[ -2/5 ] 
f(z) = -125/28*z^3 + 59/14*z + 1
*
-2/5 | 0.087539158076829975236429558638461383870 | 0.016585308150466000696769605211276011615
f(z) = -125/32*z^3 + 49/8*z + 1
*
[ -6/5 ] 
f(z) = -125/36*z^3 + 41/6*z + 1
*
[ -3/5 ] 
f(z) = -125/36*z^3 + 47/12*z + 1
*
[ 3 ] 
f(z) = -124/27*z^3 + 42*z + 1
*
[ -3/4 ] 
f(z) = -124/27*z^3 + 59/12*z + 1
*
[ -3 ] 
f(z) = -122/27*z^3 + 42*z + 1
*
[ 10/11 ] 
f(z) = -121/20*z^3 + 49/10*z + 1
*
-4/11 | 0.11911255256447403439469093501755468407 | 0.024836896322304425798833301810022780231
f(z) = -121/24*z^3 + 41/12*z + 1
*
-2/11 | 0.11319821997381627573771352863226467832 | 0.019305139867067087100513856096062929288
f(z) = -121/24*z^3 + 44/3*z + 1
*
-2 | 0.082364398956441258327158291988330190301 | 0.013377404592295850935546007861971520495
f(z) = -121/24*z^3 + 59/3*z + 1
*
-8/11 | 0.13135793266320061738441239816094815878 | 0.027390256395539836066578194789404139802
f(z) = -121/26*z^3 + 58/13*z + 1
*
[ 3 ] 
f(z) = -121/27*z^3 + 41*z + 1
*
-6/11 | 0.12002796022586920960545467368430077558 | 0.019415449971491459575728491944575240354
f(z) = -121/27*z^3 + 41/12*z + 1
*
[ 15/11 ] 
f(z) = -121/27*z^3 + 43/5*z + 1
*
[ -3/2 ] 
f(z) = -121/27*z^3 + 47/4*z + 1
*
[ -9/11 ] 
f(z) = -121/27*z^3 + 47/9*z + 1
*
12/11 | 0.11387968985567975190638560959562833627 | 0.018420919734045260094917559900855624605
f(z) = -121/27*z^3 + 47/12*z + 1
*
-6/11 | 0.18310374125746549064030289500410871747 | 0.029618444913063116364905288818392487592
f(z) = -121/27*z^3 + 53/12*z + 1
*
-10/11 | 0.099853609424168457638454623420204467841 | 0.019228661491198584416902642246054276335
f(z) = -121/32*z^3 + 45/8*z + 1
*
[ -2/11 ] 
f(z) = -121/32*z^3 + 53/8*z + 1
*
[ 12/11 ] 
f(z) = -121/32*z^3 + 55/12*z + 1
*
[ 12/11 ] 
f(z) = -121/36*z^3 + 49/12*z + 1
*
[ 2/3 ] 
f(z) = -139/24*z^3 + 56/27*z + 1
*
[ 2/3 ] 
f(z) = -137/24*z^3 + 55/27*z + 1
*
0 | 0.11071238808240657339227286282607865120 | 0.022502605142472499609191403969242665783
f(z) = -137/39*z^3 + 59/39*z + 1
*
0 | 0.11058283465046079140674744888954069600 | 0.022509790983189004236886931949172794741
f(z) = -136/39*z^3 + 58/39*z + 1
*
[ 2/3 ] 
f(z) = -135/22*z^3 + 49/22*z + 1
*
[ 2/3 ] 
f(z) = -135/26*z^3 + 47/26*z + 1
*
[ 4/5 ] 
f(z) = -135/32*z^3 + 49/20*z + 1
*
-4/5 | 0.17970906022867557602163300482212396936 | 0.027585109084005782251073806489653020877
f(z) = -135/32*z^3 + 59/20*z + 1
*
[ 2/3 ] 
f(z) = -135/34*z^3 + 43/34*z + 1
*
[ 2/3 ] 
f(z) = -135/38*z^3 + 41/38*z + 1
*
0 | 0.11794157072335124810456899468855753899 | 0.024043825483900287828268100545381981430
f(z) = -135/38*z^3 + 59/38*z + 1
*
[ 3/4 ] 
f(z) = -134/27*z^3 + 59/24*z + 1
*
0 | 0.11031886303817715677227047316305133246 | 0.022523983540515724562280392797442465431
f(z) = -134/39*z^3 + 56/39*z + 1
*
[ 2/3 ] 
f(z) = -133/24*z^3 + 53/27*z + 1
*
0 | 0.13049259203819939277070615514080578710 | 0.026683696524883812466966196457560115809
f(z) = -133/37*z^3 + 59/37*z + 1
*
0 | 0.11018545159597461303848527160857530983 | 0.022531203541298214204031761024318814495
f(z) = -133/39*z^3 + 55/39*z + 1
*
0 | 0.13035795059259434900418037667241349719 | 0.026697366114647767525843399317077827286
f(z) = -132/37*z^3 + 58/37*z + 1
*
[ 2/3 ] 
f(z) = -131/24*z^3 + 52/27*z + 1
*
0 | 0.090969841239489802997554550226443780791 | 0.018659724972887291377817057944558811526
f(z) = -131/36*z^3 + 59/36*z + 1
*
0 | 0.13022232236120717284767129070486528479 | 0.026711190076651216547626933249870205726
f(z) = -131/37*z^3 + 57/37*z + 1
*
0 | 0.11740544122870835738247413275202546210 | 0.024082192667355997221229098071360637386
f(z) = -131/38*z^3 + 55/38*z + 1
*
0 | 0.10991570803357083441956195981038922417 | 0.022545899324008898574032162283427136776
f(z) = -131/39*z^3 + 53/39*z + 1
*
0 | 0.13008569276321617720813799858356183103 | 0.026725171457397832884110657135175446824
f(z) = -130/37*z^3 + 56/37*z + 1
*
-2/3 | 0.17859302091410870112715542166461042048 | 0.029973194277848036781771458490237558993
f(z) = -129/32*z^3 + 55/24*z + 1
*
0 | 0.12991036895328145391105170623897937390 | 0.026731560427453362645792070944686627962
f(z) = -129/35*z^3 + 59/35*z + 1
*
0 | 0.12994804689201530781584202937830941759 | 0.026739313389008018135903116784703373097
f(z) = -129/37*z^3 + 55/37*z + 1
*
0 | 0.11713143691360906098856873389747218054 | 0.024102049043803383390484056243210918179
f(z) = -129/38*z^3 + 53/38*z + 1
*
-3/32 | 0.19633113777165161546854922645472550535 | 0.028324595883524963544880147523924493686
f(z) = -128/27*z^3 + 41/24*z + 1
*
5/8 | 0.11416961403670025673200004222270641538 | 0.023530276570136349637859373624144435871
f(z) = -128/35*z^3 + 43/35*z + 1
*
0 | 0.12980936950542989524963799030135039551 | 0.026753619092343820338166107284913746323
f(z) = -128/37*z^3 + 54/37*z + 1
*
[ 3/4 ] 
f(z) = -128/39*z^3 + 59/39*z + 1
*
[ 2/3 ] 
f(z) = -127/24*z^3 + 50/27*z + 1
*
0 | 0.11677683631248630522638014679930021788 | 0.024106590895079900103381682197653414519
f(z) = -127/34*z^3 + 59/34*z + 1
*
0 | 0.12963140616684625425772499037672363490 | 0.026760198120592211358411782703492309337
f(z) = -127/35*z^3 + 57/35*z + 1
*
0 | 0.090416611911570288575295633883354584018 | 0.018664971087578407313984028130809102631
f(z) = -127/36*z^3 + 55/36*z + 1
*
0 | 0.12966964501556210431514334689651971747 | 0.026768091880274355486095581141036151070
f(z) = -127/37*z^3 + 53/37*z + 1
*
0 | 0.11685331425874267757722641266716100753 | 0.024122378465809808182057178424716496358
f(z) = -127/38*z^3 + 51/38*z + 1
*
0 | 0.10936309622635200380333251615294358683 | 0.022576150399323941026499830128186687904
f(z) = -127/39*z^3 + 49/39*z + 1
*
0 | 0.12952885747824912564768191924818027207 | 0.026782735161089251531741092840136174917
f(z) = -126/37*z^3 + 52/37*z + 1
*
[ 2/3 ] 
f(z) = -125/24*z^3 + 49/27*z + 1
*
0 | 0.10896559862139869685304681133685204867 | 0.022568044362891895415396227458750417125
f(z) = -125/33*z^3 + 59/33*z + 1
*
0 | 0.11649331374926731949049831471337439257 | 0.024127121825011112248831685014693693104
f(z) = -125/34*z^3 + 57/34*z + 1
*
0 | 0.090133668965967010453887157972797666954 | 0.018667732436195608794090463336688886115
f(z) = -125/36*z^3 + 53/36*z + 1
*
0 | 0.12938699058211624127283780830369529679 | 0.026797552442068101477733393200789583915
f(z) = -125/37*z^3 + 51/37*z + 1
*
0 | 0.11657094748042780506890448243830812856 | 0.024143200674767851849876226118278451735
f(z) = -125/38*z^3 + 49/38*z + 1
*
0 | 0.10908101625163510001677444766660068158 | 0.022591948698135215759788304023001135076
f(z) = -125/39*z^3 + 47/39*z + 1
*
0 | 0.10882204277599838189323017468628401727 | 0.022575868503718651380155277587460744918
f(z) = -124/33*z^3 + 58/33*z + 1
*
0 | 0.12920491534877269487097671229004604076 | 0.026804433224546505227030457919011794616
f(z) = -124/35*z^3 + 54/35*z + 1
*
0 | 0.12924402763720592605268714753264618137 | 0.026812547333214412855128040436201539399
f(z) = -124/37*z^3 + 50/37*z + 1
*
0 | 0.10893938070442657519890306657012157474 | 0.022600211050275569195312768634872906061
f(z) = -124/39*z^3 + 46/39*z + 1
*
-2/3 | 0.17536505233525703536475021102212991709 | 0.029668598481063672089384272449727379544
f(z) = -123/32*z^3 + 53/24*z + 1
*
0 | 0.10332907048088700471066620906502650505 | 0.021472384025671916144725820436998923371
f(z) = -123/32*z^3 + 59/32*z + 1
*
0 | 0.11620537990065352238581748444959709090 | 0.024148156288093897538513989857601442668
f(z) = -123/34*z^3 + 55/34*z + 1
*
0 | 0.12906053918001423129370079884268777111 | 0.026819533427876365686408822317622864745
f(z) = -123/35*z^3 + 53/35*z + 1
*
0 | 0.12909995156316311648667571152744903642 | 0.026827723551163077350175616737812155615
f(z) = -123/37*z^3 + 49/37*z + 1
*
0 | 0.11628420493872193942892042987914761384 | 0.024164536591142847692808280764973756283
f(z) = -123/38*z^3 + 47/38*z + 1
*
[ 3/4 ] 
f(z) = -122/27*z^3 + 53/24*z + 1
*
0 | 0.10853154662926135164711960584662836914 | 0.022591813320269826105514150260418940002
f(z) = -122/33*z^3 + 56/33*z + 1
*
0 | 0.12891502775154262509091683589083869984 | 0.026834817447953256553209088535819254569
f(z) = -122/35*z^3 + 52/35*z + 1
*
0 | 0.12895474487695568291953481845005975352 | 0.026843084923270959522064313985992599455
f(z) = -122/37*z^3 + 48/37*z + 1
*
0 | 0.10864966550087523918380451004178189143 | 0.022616400821139203768969584605001024720
f(z) = -122/39*z^3 + 44/39*z + 1
*
-1/11 | 0.12674336265082191145184798543637995526 | 0.026428043811711383202341580223786967443
f(z) = -121/20*z^3 + 41/20*z + 1
*
[ 2/3 ] 
f(z) = -121/24*z^3 + 47/27*z + 1
*
[ 8/11 ] 
f(z) = -121/24*z^3 + 55/24*z + 1
*
10/11 | 0.15785101944350526797775544187772629462 | 0.025533622042622761873229002998735946989
f(z) = -121/25*z^3 + 53/20*z + 1
*
0 | 0.12868792609086138291129557707496501041 | 0.026833516782549293113109993925145442367
f(z) = -121/31*z^3 + 59/31*z + 1
*
0 | 0.10303596585921310972307131173287573479 | 0.021484667622487321490819649604272150292
f(z) = -121/32*z^3 + 57/32*z + 1
*
0 | 0.11591289523517914963196436379231345497 | 0.024169715948417444289627638197916756809
f(z) = -121/34*z^3 + 53/34*z + 1
*
7/11 | 0.14062769867720020302343373367069838910 | 0.029323152739920561511968741488191475841
f(z) = -121/35*z^3 + 44/35*z + 1
*
0 | 0.12876836305590760759265007512353919999 | 0.026850289192495360908944647426385818547
f(z) = -121/35*z^3 + 51/35*z + 1
*
0 | 0.12880838968010797618939338591558659067 | 0.026858635391900820572660715295708118361
f(z) = -121/37*z^3 + 47/37*z + 1
*
0 | 0.11599294876788684386964550911351301587 | 0.024186408406510968714405233060338863073
f(z) = -121/38*z^3 + 45/38*z + 1
*
0 | 0.10850465152447278991479732002780880025 | 0.022624977152952691437813042448919873043
f(z) = -121/39*z^3 + 43/39*z + 1
*
[ -3/5 ] 
f(z) = -140/27*z^3 + 68/15*z + 1
*
-2 | 0.084898035092955138369705449747842159082 | 0.013478126551873892542446993970385144202
f(z) = -139/24*z^3 + 68/3*z + 1
*
[ 2 ] 
f(z) = -139/24*z^3 + 71/3*z + 1
*
[ -2 ] 
f(z) = -139/24*z^3 + 74/3*z + 1
*
-2 | 0.084633237687477749960215014248042164053 | 0.013467764296276010946733327858751325999
f(z) = -137/24*z^3 + 67/3*z + 1
*
[ 2 ] 
f(z) = -137/24*z^3 + 70/3*z + 1
*
[ -2 ] 
f(z) = -137/24*z^3 + 73/3*z + 1
*
[ -2/3 ] 
f(z) = -135/28*z^3 + 65/14*z + 1
*
[ -3/2 ] 
f(z) = -134/27*z^3 + 77/6*z + 1
*
-2 | 0.084091939366388285066937500139151377245 | 0.013446472856874336093723584166780541874
f(z) = -133/24*z^3 + 65/3*z + 1
*
[ 2 ] 
f(z) = -133/24*z^3 + 68/3*z + 1
*
[ -2 ] 
f(z) = -133/24*z^3 + 71/3*z + 1
*
-2 | 0.083814169590390093650003464592723589295 | 0.013435365202698038839790139412683747874
f(z) = -131/24*z^3 + 64/3*z + 1
*
[ 2 ] 
f(z) = -131/24*z^3 + 67/3*z + 1
*
[ -2 ] 
f(z) = -131/24*z^3 + 70/3*z + 1
*
[ 3/2 ] 
f(z) = -130/27*z^3 + 67/6*z + 1
*
[ 6/5 ] 
f(z) = -130/27*z^3 + 71/10*z + 1
*
[ -9/8 ] 
f(z) = -128/27*z^3 + 71/9*z + 1
*
[ -9/16 ] 
f(z) = -128/27*z^3 + 77/18*z + 1
*
-2 | 0.083248927491346827797936521829296102807 | 0.013413020073255664045634779334522534786
f(z) = -127/24*z^3 + 62/3*z + 1
*
[ 2 ] 
f(z) = -127/24*z^3 + 65/3*z + 1
*
[ -2 ] 
f(z) = -127/24*z^3 + 68/3*z + 1
*
[ 5/3 ] 
f(z) = -126/25*z^3 + 72/5*z + 1
*
[ -5/3 ] 
f(z) = -126/25*z^3 + 78/5*z + 1
*
-2 | 0.082958084567995575344814579908202680623 | 0.013401269423130842905445257130077599166
f(z) = -125/24*z^3 + 61/3*z + 1
*
[ 2 ] 
f(z) = -125/24*z^3 + 64/3*z + 1
*
[ -2 ] 
f(z) = -125/24*z^3 + 67/3*z + 1
*
[ -4/5 ] 
f(z) = -125/24*z^3 + 67/12*z + 1
*
-6/25 | 0.17744458357352765001373550932236144771 | 0.027563129680653842820556557256663530539
f(z) = -125/24*z^3 + 77/15*z + 1
*
42/25 | 0.11162637687855659100053963268180703859 | 0.015037964327663998565119153979730534502
f(z) = -125/27*z^3 + 62/5*z + 1
*
-3/5 | 0.13178000624439107617020500565119797640 | 0.020269825361194447861715799281532199568
f(z) = -125/27*z^3 + 74/15*z + 1
*
-6/5 | 0.21843071247098142328086413517884138524 | 0.028496099035254357632667353870107382979
f(z) = -125/27*z^3 + 79/10*z + 1
*
[ -3/4 ] 
f(z) = -125/27*z^3 + 79/16*z + 1
*
-8/5 | 0.14436849456581638640880533217537608535 | 0.025194761004824577131090130476240380707
f(z) = -125/32*z^3 + 77/8*z + 1
*
[ -2/5 ] 
f(z) = -125/36*z^3 + 73/18*z + 1
*
[ -3/8 ] 
f(z) = -124/27*z^3 + 69/16*z + 1
*
[ -3/2 ] 
f(z) = -122/27*z^3 + 71/6*z + 1
*
[ -2/11 ] 
f(z) = -121/20*z^3 + 67/10*z + 1
*
[ -10/11 ] 
f(z) = -121/20*z^3 + 71/10*z + 1
*
[ 10/11 ] 
f(z) = -121/24*z^3 + 61/15*z + 1
*
[ 2 ] 
f(z) = -121/24*z^3 + 62/3*z + 1
*
-10/11 | 0.10395840155439035089605880989773860244 | 0.016230241003199169031598437591043330536
f(z) = -121/24*z^3 + 64/15*z + 1
*
[ -2 ] 
f(z) = -121/24*z^3 + 65/3*z + 1
*
-4/11 | 0.13919534453262835299500560684826444342 | 0.028596683998733733973437651988344745874
f(z) = -121/24*z^3 + 65/12*z + 1
*
-12/11 | 0.12685289476122126700265992907798327516 | 0.025596715399229672351539471622068685522
f(z) = -121/24*z^3 + 71/12*z + 1
*
[ 12/11 ] 
f(z) = -121/24*z^3 + 73/12*z + 1
*
-4/11 | 0.14114217897981505818792233862707464495 | 0.028021343482998415846646008262745330351
f(z) = -121/24*z^3 + 77/12*z + 1
*
-10/11 | 0.19111263590753315113585371094163409958 | 0.029634968787182309054521427378059543172
f(z) = -121/24*z^3 + 79/15*z + 1
*
[ -10/11 ] 
f(z) = -121/25*z^3 + 61/10*z + 1
*
[ 12/11 ] 
f(z) = -121/27*z^3 + 65/12*z + 1
*
-10/11 | 0.087056657212620357637414563673259583309 | 0.017566524457122171990604583253158328670
f(z) = -121/28*z^3 + 71/14*z + 1
*
-4/11 | 0.14533094756990338867792124624670042686 | 0.029582975183515008988190496852653124401
f(z) = -121/30*z^3 + 68/15*z + 1
*
[ -12/11 ] 
f(z) = -121/32*z^3 + 77/12*z + 1
*
[ -12/11 ] 
f(z) = -121/36*z^3 + 71/12*z + 1
*
-3/28 | 0.21875862567717732438176714738360524601 | 0.026439771904694345380237733361316972786
f(z) = -140/27*z^3 + 67/28*z + 1
*
0 | 0.13130372371424351979008527181650178014 | 0.026570867028641065096794694840261882135
f(z) = -140/31*z^3 + 78/31*z + 1
*
0 | 0.11099411254405138990322737476704972868 | 0.022460976139476289406038119110812113338
f(z) = -140/33*z^3 + 74/33*z + 1
*
0 | 0.13140861273461047798443618699392629469 | 0.026592092566912928625540124412650769953
f(z) = -140/37*z^3 + 66/37*z + 1
*
0 | 0.11109974320358782189065629917408823863 | 0.022482351757237126196030223129147289691
f(z) = -140/39*z^3 + 62/39*z + 1
*
0 | 0.097977121320598207354601929803192088311 | 0.019855636618681321001276527402049654330
f(z) = -139/30*z^3 + 79/30*z + 1
*
0 | 0.13117488845481505940112882901480353671 | 0.026583358273328796120810000289854647225
f(z) = -139/31*z^3 + 77/31*z + 1
*
0 | 0.10552043396600993046509195772824189788 | 0.021384333040556194666539233861582311166
f(z) = -139/32*z^3 + 75/32*z + 1
*
0 | 0.11086551810924244309696622343959755859 | 0.022467545600935717838487724332178395481
f(z) = -139/33*z^3 + 73/33*z + 1
*
0 | 0.11839239686516834375455897245012069772 | 0.023992911598998747406618562198197643699
f(z) = -139/34*z^3 + 71/34*z + 1
*
0 | 0.13124539237328483772262835885895385686 | 0.026597646304722863471650714652555282356
f(z) = -139/35*z^3 + 69/35*z + 1
*
0 | 0.092029028269307691886069000302880726693 | 0.018650220776608622072705806827194923025
f(z) = -139/36*z^3 + 67/36*z + 1
*
0 | 0.13128049599449569670452715179260417863 | 0.026604760258851827201801828666336511514
f(z) = -139/37*z^3 + 65/37*z + 1
*
0 | 0.11846260430136073490602813638627259851 | 0.024007139546525434984725930692479520952
f(z) = -139/38*z^3 + 63/38*z + 1
*
0 | 0.11097186336438798916730701395649073954 | 0.022489097088811969523313517977674733396
f(z) = -139/39*z^3 + 61/39*z + 1
*
0 | 0.13104515018213756300920022043386624118 | 0.026595981972045863894863400926673114577
f(z) = -138/31*z^3 + 76/31*z + 1
*
0 | 0.13111614106813235002529802481342273637 | 0.026610389772116852535735609861339623204
f(z) = -138/35*z^3 + 68/35*z + 1
*
0 | 0.13115148616357775719497484379230181213 | 0.026617563158693614409861064719696964235
f(z) = -138/37*z^3 + 64/37*z + 1
*
0 | 0.13087859978307803230052117699040429154 | 0.026601444549512905537473008818376904878
f(z) = -137/29*z^3 + 79/29*z + 1
*
0 | 0.097716482114051970686964122374237435623 | 0.019861150599400841585330549383421558224
f(z) = -137/30*z^3 + 77/30*z + 1
*
0 | 0.13091449614265054140979277492112623647 | 0.026608740585841840507846814100501316195
f(z) = -137/31*z^3 + 75/31*z + 1
*
0 | 0.10526028785791580017669406675659466333 | 0.021394450394174754398220164281962920667
f(z) = -137/32*z^3 + 73/32*z + 1
*
0 | 0.11060561751903858718556389835819948415 | 0.022480903724321165064812012697839727118
f(z) = -137/33*z^3 + 71/33*z + 1
*
0 | 0.11813274111077168630795211819307197667 | 0.024010812824622431634917931296902114787
f(z) = -137/34*z^3 + 69/34*z + 1
*
0 | 0.13098598077667550066083101392378380050 | 0.026623270039330103178011271188335555502
f(z) = -137/35*z^3 + 67/35*z + 1
*
0 | 0.091769860156495491989446305525321321969 | 0.018652482914057010527093621384435332922
f(z) = -137/36*z^3 + 65/36*z + 1
*
0 | 0.13102157069548697526564855583801300911 | 0.026630503790710040520973351912735964165
f(z) = -137/37*z^3 + 63/37*z + 1
*
0 | 0.11820392115012551607491119876737463617 | 0.024025280368384676776855377428150392470
f(z) = -137/38*z^3 + 61/38*z + 1
*
0 | 0.13074676448845606977278579881157672751 | 0.026614278334120467481229476378513275312
f(z) = -136/29*z^3 + 78/29*z + 1
*
0 | 0.13078291331057044038399985931687248384 | 0.026621636640973922446583796521223096797
f(z) = -136/31*z^3 + 74/31*z + 1
*
0 | 0.11047428572585662970100242544733050654 | 0.022487695206642734985767178690292484127
f(z) = -136/33*z^3 + 70/33*z + 1
*
0 | 0.13085489861588814370056623967944760504 | 0.026636289676245484764058517226795038231
f(z) = -136/35*z^3 + 66/35*z + 1
*
0 | 0.13089073677744599535747285697327823039 | 0.026643584746302595463366051379745564404
f(z) = -136/37*z^3 + 62/37*z + 1
*
0 | 0.10492492759885366938948013565498415686 | 0.021390224266347014649332271039278445497
f(z) = -135/28*z^3 + 79/28*z + 1
*
0 | 0.13061398351603476606912246567952448382 | 0.026627251156277752361618272611954745409
f(z) = -135/29*z^3 + 77/29*z + 1
*
0 | 0.13065038838008445503677682701525383831 | 0.026634672731152560553387396677780619922
f(z) = -135/31*z^3 + 73/31*z + 1
*
0 | 0.10499643326651904077736056437795036160 | 0.021404801567496316395904631071404319324
f(z) = -135/32*z^3 + 71/32*z + 1
*
[ 8/9 ] 
f(z) = -135/32*z^3 + 77/24*z + 1
*
0 | 0.11786939072138959940944635881388202374 | 0.024029110711492649769227050756938457696
f(z) = -135/34*z^3 + 67/34*z + 1
*
0 | 0.13075897132266931394656907317085654592 | 0.026656808686321095630948620049382899255
f(z) = -135/37*z^3 + 61/37*z + 1
*
0 | 0.13048024319515038293867393889084180750 | 0.026640365655989426607162623647146118266
f(z) = -134/29*z^3 + 76/29*z + 1
*
0 | 0.13051690775726240109787178561610774292 | 0.026647851519882399511259558697758602048
f(z) = -134/31*z^3 + 72/31*z + 1
*
0 | 0.11020982659164219187700796581829298281 | 0.022501721390059913877384256435475561079
f(z) = -134/33*z^3 + 68/33*z + 1
*
0 | 0.13058991576632767597435367532167667957 | 0.026662757685058730227450511755151204599
f(z) = -134/35*z^3 + 64/35*z + 1
*
0 | 0.13062626096248966434673610917228050403 | 0.026670178343480909050519581791910730780
f(z) = -134/37*z^3 + 60/37*z + 1
*
-3/7 | 0.19017230496947256213504869504403452741 | 0.027818182028523003303516540945117398289
f(z) = -133/27*z^3 + 68/21*z + 1
*
0 | 0.11674537712863755035778993020122265728 | 0.023872605833990613631095132276405950825
f(z) = -133/27*z^3 + 79/27*z + 1
*
0 | 0.13034552955642831829138781980765778455 | 0.026653624544762313480094282445410547733
f(z) = -133/29*z^3 + 75/29*z + 1
*
0 | 0.097184962060718910972277904982953792645 | 0.019872806524154575922980403053853711702
f(z) = -133/30*z^3 + 73/30*z + 1
*
0 | 0.13038245755167432971799164143486731019 | 0.026661175742903342588228118675300865913
f(z) = -133/31*z^3 + 71/31*z + 1
*
0 | 0.10472876287664963877489316172759243552 | 0.021415395942238481034126805043874361842
f(z) = -133/32*z^3 + 69/32*z + 1
*
0 | 0.11007563830380942190138563771093827229 | 0.022508748438546660382143066095247222670
f(z) = -133/33*z^3 + 67/33*z + 1
*
0 | 0.11760223897754172248811768490250098067 | 0.024047820696250508621340422892806478352
f(z) = -133/34*z^3 + 65/34*z + 1
*
0 | 0.091240375101734924672974011419619244575 | 0.018657231356999674190326899124887112489
f(z) = -133/36*z^3 + 61/36*z + 1
*
0 | 0.13020982832301322432230963907322292680 | 0.026667030608123131398079845795302044951
f(z) = -132/29*z^3 + 74/29*z + 1
*
0 | 0.13024702356770094005844238733841345095 | 0.026674648210736840084168237478729057426
f(z) = -132/31*z^3 + 70/31*z + 1
*
0 | 0.13032108379043787492221915860601073496 | 0.026689815777210170608278381591351359047
f(z) = -132/35*z^3 + 62/35*z + 1
*
0 | 0.11718130651428372386984601452566387228 | 0.024036218176568112106365481367207152242
f(z) = -131/26*z^3 + 79/26*z + 1
*
0 | 0.11647243090669180334287474425212007306 | 0.023890813680996544410015074311908560697
f(z) = -131/27*z^3 + 77/27*z + 1
*
0 | 0.10438353589732205244687173938914176322 | 0.021411140714358151617769502063903801293
f(z) = -131/28*z^3 + 75/28*z + 1
*
0 | 0.13007312490147478013884831178370847548 | 0.026680586708245519547285845871676395319
f(z) = -131/29*z^3 + 73/29*z + 1
*
0 | 0.096912826998703693909129838864798573626 | 0.019878749632859743167511643689018638898
f(z) = -131/30*z^3 + 71/30*z + 1
*
0 | 0.13011059129552317435152690253152591092 | 0.026688271811342801573407360655567040555
f(z) = -131/31*z^3 + 69/31*z + 1
*
0 | 0.10445716464420766702994463013127678370 | 0.021426243435746517593319321341097124169
f(z) = -131/32*z^3 + 67/32*z + 1
*
0 | 0.10980430731779862318378976685193080957 | 0.022523048820042207168459551280478404335
f(z) = -131/33*z^3 + 65/33*z + 1
*
0 | 0.11733117446551888235124381741290649493 | 0.024066959076125538061651944817530195807
f(z) = -131/34*z^3 + 63/34*z + 1
*
0 | 0.13018518909380756391638417330015044081 | 0.026703573304459680618323307079465262523
f(z) = -131/35*z^3 + 61/35*z + 1
*
0 | 0.11633443360644489272852199666325650322 | 0.023900074008835507917502106980225777122
f(z) = -130/27*z^3 + 76/27*z + 1
*
0 | 0.12993540437237461169549326470498636120 | 0.026694295786691999646533213732546733716
f(z) = -130/29*z^3 + 72/29*z + 1
*
0 | 0.12997314590177667059487335897456932442 | 0.026702049512892854051997757981572666263
f(z) = -130/31*z^3 + 68/31*z + 1
*
0 | 0.10966713544423661861626728132600748633 | 0.022530325478019410506687445978545145942
f(z) = -130/33*z^3 + 64/33*z + 1
*
[ 2/3 ] 
f(z) = -129/20*z^3 + 71/30*z + 1
*
0 | 0.12972026029693437541594403283752610430 | 0.026692441910002677440666037876773331163
f(z) = -129/25*z^3 + 79/25*z + 1
*
0 | 0.11690399536065032056051849827748989945 | 0.024055248563860039882055847982331847213
f(z) = -129/26*z^3 + 77/26*z + 1
*
0 | 0.10410678406603393873561502263577373966 | 0.021421975871455100598474193553600817353
f(z) = -129/28*z^3 + 73/28*z + 1
*
0 | 0.12979665148047908887494618646009173855 | 0.026708160867276862041163073475150085780
f(z) = -129/29*z^3 + 71/29*z + 1
*
0 | 0.12983467221985599594089896315341508884 | 0.026715984366666012027040395340861360661
f(z) = -129/31*z^3 + 67/31*z + 1
*
0 | 0.10418152151403859584853896087362842197 | 0.021437354540791715402723560984437057972
f(z) = -129/32*z^3 + 65/32*z + 1
*
0 | 0.11705608079782559454050905093160650241 | 0.024086543071656015215998434955392580875
f(z) = -129/34*z^3 + 61/34*z + 1
*
[ 3/4 ] 
f(z) = -128/21*z^3 + 65/21*z + 1
*
0 | 0.12957988754168253106024417271773506323 | 0.026706323022190708452804309454311259992
f(z) = -128/25*z^3 + 78/25*z + 1
*
0 | 0.11605531389276115154843167682369202524 | 0.023918917974556933217706465383083872361
f(z) = -128/27*z^3 + 74/27*z + 1
*
0 | 0.12965685062460192036844251573156889566 | 0.026722185059056326886975698817328513826
f(z) = -128/29*z^3 + 70/29*z + 1
*
0 | 0.12969515473985278625424379375189723932 | 0.026730079510073193104969988420127574571
f(z) = -128/31*z^3 + 66/31*z + 1
*
[ 3/4 ] 
f(z) = -128/33*z^3 + 61/33*z + 1
*
0 | 0.10938970353117286550081153734016350633 | 0.022545140401248146003110190895047402343
f(z) = -128/33*z^3 + 62/33*z + 1
*
-1/8 | 0.12928873364345077240736967998619117441 | 0.026646316410031501575601832121751405356
f(z) = -128/35*z^3 + 72/35*z + 1
*
0 | 0.077698309271795246168164725864185038120 | 0.016039493909926102766745008517205558536
f(z) = -127/24*z^3 + 79/24*z + 1
*
0 | 0.12943844223039327489793764427088059290 | 0.026720363999199090626380057747730688925
f(z) = -127/25*z^3 + 77/25*z + 1
*
0 | 0.11662246671775107209802589794884240864 | 0.024074723918850440081416500763744115822
f(z) = -127/26*z^3 + 75/26*z + 1
*
0 | 0.11591415973300412597670056062501614940 | 0.023928505993715603153094076128192277489
f(z) = -127/27*z^3 + 73/27*z + 1
*
0 | 0.10382583163400143499435881722012175125 | 0.021433076340968638887501262911827335301
f(z) = -127/28*z^3 + 71/28*z + 1
*
0 | 0.12951598584705960842608147035716604060 | 0.026736371559452718824237965813788626149
f(z) = -127/29*z^3 + 69/29*z + 1
*
0 | 0.096356251462650808281424410534853830693 | 0.019891108609740618812623321892681037587
f(z) = -127/30*z^3 + 67/30*z + 1
*
0 | 0.12955457759811107111575924884546811335 | 0.026744338169817405567405746897724258905
f(z) = -127/31*z^3 + 65/31*z + 1
*
0 | 0.10390171111644073378724939361288370466 | 0.021448740369026393262663832754447092534
f(z) = -127/32*z^3 + 63/32*z + 1
*
0 | 0.10924941230131239490240342961458347166 | 0.022552682287335161691899182064900639390
f(z) = -127/33*z^3 + 61/33*z + 1
*
0 | 0.12929590784075035878869240070132401182 | 0.026734568068686318117963872547423845878
f(z) = -126/25*z^3 + 76/25*z + 1
*
[ 5/7 ] 
f(z) = -126/25*z^3 + 76/35*z + 1
*
0 | 0.12937404082272191415087983283686120493 | 0.026750723657519808188482257569017390429
f(z) = -126/29*z^3 + 68/29*z + 1
*
0 | 0.12941292456638216539241902310609007112 | 0.026758763665196854744654670290435614531
f(z) = -126/31*z^3 + 64/31*z + 1
*
0 | 0.12911271406479780375719371865416959244 | 0.026740746581421671607981099947583075182
f(z) = -125/23*z^3 + 79/23*z + 1
*
0 | 0.080264292796604917127302225878740760800 | 0.016623669704084012611469565467145139430
f(z) = -125/24*z^3 + 77/24*z + 1
*
0 | 0.11633659026948089701663830855047614869 | 0.024094662567325428431433172782192380553
f(z) = -125/26*z^3 + 73/26*z + 1
*
0 | 0.11562858068045278545145894937243520776 | 0.023948025536769975314230027637156055359
f(z) = -125/27*z^3 + 71/27*z + 1
*
0 | 0.10354054906239532539103861241547201185 | 0.021444453425316558508724721454347830391
f(z) = -125/28*z^3 + 69/28*z + 1
*
[ 4/5 ] 
f(z) = -125/28*z^3 + 73/28*z + 1
*
0 | 0.12923099884763851611351347464444922091 | 0.026765244737356915576624939607777070132
f(z) = -125/29*z^3 + 67/29*z + 1
*
0 | 0.12927017904056055474923669629097427406 | 0.026773359411558664857150772075210830292
f(z) = -125/31*z^3 + 63/31*z + 1
*
0 | 0.10361760544033196196900469965336046635 | 0.021460412698497445443236789505091721636
f(z) = -125/32*z^3 + 61/32*z + 1
*
[ 4/5 ] 
f(z) = -125/36*z^3 + 71/36*z + 1
*
0 | 0.12896764371380092746295548948512835491 | 0.026755209619712959510188008174781033293
f(z) = -124/23*z^3 + 78/23*z + 1
*
0 | 0.12900750380070980297702663942722121851 | 0.026763478864230395145982523605819985199
f(z) = -124/25*z^3 + 74/25*z + 1
*
0 | 0.11548412178395846196551906876399741061 | 0.023957961835257026495004859481482796030
f(z) = -124/27*z^3 + 70/27*z + 1
*
0 | 0.12908684282722201669589487458323134236 | 0.026779938281679851786704460385510076819
f(z) = -124/29*z^3 + 66/29*z + 1
*
[ 2/3 ] 
f(z) = -123/20*z^3 + 67/30*z + 1
*
0 | 0.11596588612856183640935469022754577336 | 0.024098388084216938750090505145962542078
f(z) = -123/22*z^3 + 79/22*z + 1
*
0 | 0.12882142756331316979120416550728088010 | 0.026769844638120397052519459418361976046
f(z) = -123/23*z^3 + 77/23*z + 1
*
0 | 0.12886159913262102923779490637582944038 | 0.026778192524722665545113732182264516030
f(z) = -123/25*z^3 + 73/25*z + 1
*
0 | 0.11604622956259966030350747704449122064 | 0.024115083918811913670425122597482072266
f(z) = -123/26*z^3 + 71/26*z + 1
*
0 | 0.10325080072373379086154542440460404987 | 0.021456119113238577644507097034706044631
f(z) = -123/28*z^3 + 67/28*z + 1
*
0 | 0.12894155526396635744557096950926765120 | 0.026794807875557274282882121070814739306
f(z) = -123/29*z^3 + 65/29*z + 1
*
0 | 0.12898134214025752227505664300413856933 | 0.026803075820705041944011715966572974228
f(z) = -123/31*z^3 + 61/31*z + 1
*
0 | 0.12867404736380597421948788524042623667 | 0.026784655222290060834183616657752001595
f(z) = -122/23*z^3 + 76/23*z + 1
*
0 | 0.12871453532524401440207323211653291263 | 0.026793083154029125120090579165951358001
f(z) = -122/25*z^3 + 72/25*z + 1
*
0 | 0.11519177721317703357010149401550454087 | 0.023978199958025592112248180738805011237
f(z) = -122/27*z^3 + 68/27*z + 1
*
0 | 0.12879511824467854221393458122374028539 | 0.026809857210321587132269435830612764016
f(z) = -122/29*z^3 + 64/29*z + 1
*
0 | 0.12883521557063848681283217252979357439 | 0.026818203827787783308012494919513454508
f(z) = -122/31*z^3 + 60/31*z + 1
*
-5/11 | 0.13956482007718889923185228826905520956 | 0.029101525337742377015287899638227602010
f(z) = -121/20*z^3 + 69/20*z + 1
*
-4/11 | 0.10005942725598307356094996071921103998 | 0.020864011116551517548527576558438862026
f(z) = -121/20*z^3 + 71/20*z + 1
*
0 | 0.10813986834208181624407267030102267704 | 0.022548913951500764051121045010016770503
f(z) = -121/21*z^3 + 79/21*z + 1
*
0 | 0.12852548442611327732031625884381927550 | 0.026799645064590874029328221754875338000
f(z) = -121/23*z^3 + 75/23*z + 1
*
0 | 0.079677692147300710935930322604607151979 | 0.016614089249676854108500433012545043084
f(z) = -121/24*z^3 + 73/24*z + 1
*
0 | 0.12856629380650024353409891576389461458 | 0.026808154481338533156958734063531737735
f(z) = -121/25*z^3 + 71/25*z + 1
*
0 | 0.11575124161506968906967232261509354534 | 0.024136008550529126802025947748460137118
f(z) = -121/26*z^3 + 69/26*z + 1
*
21/22 | 0.22992043854433172589985281404439983869 | 0.028287472736718508303380721375609399340
f(z) = -121/27*z^3 + 65/28*z + 1
*
0 | 0.11504385505852004595370954276048264086 | 0.023988506996859496537069078004732955875
f(z) = -121/27*z^3 + 67/27*z + 1
*
0 | 0.10295644451406335690661078053035669088 | 0.021468086134118784336316214808719132369
f(z) = -121/28*z^3 + 65/28*z + 1
*
0 | 0.12864751342720032996379601751761057260 | 0.026825090087664096788835477572503097542
f(z) = -121/29*z^3 + 63/29*z + 1
*
10/11 | 0.098505309761530827563641384853660440405 | 0.020539952448918678534418927987120788354
f(z) = -121/30*z^3 + 67/30*z + 1
*
[ 5/8 ] 
f(z) = -136/25*z^3 + 61/40*z + 1
*
-3/20 | 0.21712270549531604177336950449023866299 | 0.025375432735829028418634801993585249511
f(z) = -130/27*z^3 + 71/40*z + 1
*
[ 2/3 ] 
f(z) = -129/28*z^3 + 65/42*z + 1
*
-5/32 | 0.18530046323108236487926312209448354611 | 0.026733205937791023282205852259926287540
f(z) = -128/25*z^3 + 61/40*z + 1
*
-15/32 | 0.24305821014717192104375205481486017310 | 0.028458117246453377449854284530517434582
f(z) = -128/27*z^3 + 71/40*z + 1
*
[ 2/3 ] 
f(z) = -123/28*z^3 + 61/42*z + 1
*
8/11 | 0.15630563471484265501510710815869925816 | 0.028476481700638040301714388191670401180
f(z) = -121/21*z^3 + 65/42*z + 1
*
10/11 | 0.19044886629217009233295421209946936549 | 0.029733344804178891395211038303307860111
f(z) = -121/32*z^3 + 73/40*z + 1
*
-4/9 | 0.11617414760646530279306940749181325298 | 0.015259318092773025243466463313335410626
f(z) = -135/32*z^3 + 77/60*z + 1
*
5/8 | 0.15626632544544565025744583717363370568 | 0.028180581597260659417448762197816041303
f(z) = -128/33*z^3 + 67/66*z + 1
*
[ 2/3 ] 
f(z) = -126/37*z^3 + 75/74*z + 1
*
-12/25 | 0.20928373071372095924222846160190230380 | 0.027769854590916618008095388899333449759
f(z) = -125/32*z^3 + 79/60*z + 1
*
-3/7 | 0.12319012267141668894957450373460792776 | 0.016018925998356507812473257656187022781
f(z) = -140/27*z^3 + 81/14*z + 1
*
[ -6/5 ] 
f(z) = -140/27*z^3 + 93/10*z + 1
*
[ -3/4 ] 
f(z) = -137/27*z^3 + 83/16*z + 1
*
[ 5/4 ] 
f(z) = -136/25*z^3 + 87/10*z + 1
*
[ -6/7 ] 
f(z) = -133/27*z^3 + 81/14*z + 1
*
[ -5/6 ] 
f(z) = -132/25*z^3 + 88/15*z + 1
*
[ -3/4 ] 
f(z) = -131/27*z^3 + 81/16*z + 1
*
[ 4/3 ] 
f(z) = -129/32*z^3 + 89/12*z + 1
*
9/8 | 0.10172477021234463389473886493571437603 | 0.018344727690114868553928362151486088971
f(z) = -128/27*z^3 + 83/18*z + 1
*
[ -15/8 ] 
f(z) = -128/27*z^3 + 91/5*z + 1
*
[ -6/25 ] 
f(z) = -125/24*z^3 + 82/15*z + 1
*
-6/25 | 0.15995089060627099240214238352949183178 | 0.024230467311306353181413239042375941295
f(z) = -125/24*z^3 + 92/15*z + 1
*
6/5 | 0.18644815018172468567550443278757052116 | 0.028019819145442570863423396765985183236
f(z) = -125/24*z^3 + 97/15*z + 1
*
[ 8/5 ] 
f(z) = -125/32*z^3 + 83/8*z + 1
*
[ -8/5 ] 
f(z) = -125/32*z^3 + 93/8*z + 1
*
[ 4/3 ] 
f(z) = -123/32*z^3 + 85/12*z + 1
*
[ -10/11 ] 
f(z) = -121/24*z^3 + 94/15*z + 1
*
[ -12/11 ] 
f(z) = -121/24*z^3 + 95/12*z + 1
*
[ -2/11 ] 
f(z) = -121/28*z^3 + 93/14*z + 1
*
-14/11 | 0.14144751398244249386274771459897470021 | 0.026957664389788254482560361042722936890
f(z) = -121/28*z^3 + 95/14*z + 1
*
-2/11 | 0.14521466601718449946765175387603802501 | 0.028406692666194664514456237015920863682
f(z) = -121/36*z^3 + 83/18*z + 1
*
0 | 0.13116248371057653847372324554882346141 | 0.026542285437423381797172502498594442811
f(z) = -140/23*z^3 + 94/23*z + 1
*
21/20 | 0.13160045181358820576437570982740867353 | 0.016579846215046415762123653760189426333
f(z) = -140/27*z^3 + 81/20*z + 1
*
0 | 0.11767018995564930391726396073879437011 | 0.023811959646711276056762011738372175828
f(z) = -140/27*z^3 + 86/27*z + 1
*
-6/35 | 0.23709430624296119342474273709822410902 | 0.027903327264713296973349245734919497942
f(z) = -140/27*z^3 + 87/35*z + 1
*
0 | 0.13126856400169841873439914891103615077 | 0.026563752043472523522250376652196964370
f(z) = -140/29*z^3 + 82/29*z + 1
*
0 | 0.10530810271954397092431155946086658531 | 0.021341302871718876410428604398382168987
f(z) = -139/20*z^3 + 99/20*z + 1
*
0 | 0.11065322234438338815008017539072809962 | 0.022424522622653539891423705404323979332
f(z) = -139/21*z^3 + 97/21*z + 1
*
0 | 0.11817937239830456430613123449488775283 | 0.023949740944993767095012802617595833211
f(z) = -139/22*z^3 + 95/22*z + 1
*
0 | 0.13103267159899004589199164616214928561 | 0.026554537195793022494934822648633562941
f(z) = -139/23*z^3 + 93/23*z + 1
*
0 | 0.072568486087860427512640685142816550862 | 0.014706428095734033859945144474220624198
f(z) = -139/24*z^3 + 91/24*z + 1
*
0 | 0.13106837897001334595562662102194152947 | 0.026561773503352285537835670876775339139
f(z) = -139/25*z^3 + 89/25*z + 1
*
0 | 0.11825078734907942637888504644392118650 | 0.023964213602412296134332097585907625969
f(z) = -139/26*z^3 + 87/26*z + 1
*
0 | 0.11754086901341349111163757645079307188 | 0.023820344499994011505925438393350731566
f(z) = -139/27*z^3 + 85/27*z + 1
*
0 | 0.10545093429098325682062394318105883688 | 0.021370248524968819911148718819773280801
f(z) = -139/28*z^3 + 83/28*z + 1
*
0 | 0.13113948657848306125102362789046440860 | 0.026576183876055298452599953776971772116
f(z) = -139/29*z^3 + 81/29*z + 1
*
0 | 0.13093789995486315790722574978516955414 | 0.026574215236633501365158090488628325094
f(z) = -138/25*z^3 + 88/25*z + 1
*
0 | 0.13100950278031285194346553780115873340 | 0.026588747231538774755493399008149367187
f(z) = -138/29*z^3 + 80/29*z + 1
*
0 | 0.10504495566804770641820239953090340196 | 0.021350683519238781080622047007819077456
f(z) = -137/20*z^3 + 97/20*z + 1
*
0 | 0.11038929570894983751007909115661061075 | 0.022436935706284115731278001289010312817
f(z) = -137/21*z^3 + 95/21*z + 1
*
0 | 0.11791673267819413487777296249871557070 | 0.023966908501448415840076469970544517992
f(z) = -137/22*z^3 + 93/22*z + 1
*
0 | 0.13077028444869316339010357344391385780 | 0.026579429152295356891903576899897798971
f(z) = -137/23*z^3 + 91/23*z + 1
*
0 | 0.081920189135274140420018956824510492156 | 0.016650509497958152886958112052405956546
f(z) = -137/24*z^3 + 89/24*z + 1
*
0 | 0.13080649478985952707549200062732325869 | 0.026586789006268829117700857471844397580
f(z) = -137/25*z^3 + 87/25*z + 1
*
0 | 0.11798915357805292111754563149989625762 | 0.023981628253608145289893784549576279073
f(z) = -137/26*z^3 + 85/26*z + 1
*
0 | 0.11727948494002196363352544373325209823 | 0.023837386101305185504768313064563509654
f(z) = -137/27*z^3 + 83/27*z + 1
*
0 | 0.10518979920804174545125535023512945841 | 0.021380123377274340263833791276122195794
f(z) = -137/28*z^3 + 81/28*z + 1
*
0 | 0.11025643597461933019167974189608384112 | 0.022443350599438628570682842297394846788
f(z) = -136/21*z^3 + 94/21*z + 1
*
[ -1/2 ] 
f(z) = -136/21*z^3 + 97/21*z + 1
*
0 | 0.13063768304878530631369289675562566130 | 0.026592074160978266381374590918276227381
f(z) = -136/23*z^3 + 90/23*z + 1
*
0 | 0.13067415022920259162822939067908002159 | 0.026599497271549938773356770170913580479
f(z) = -136/25*z^3 + 86/25*z + 1
*
0 | 0.11714739574178356191243938088026783092 | 0.023846046275695515634903060731308038951
f(z) = -136/27*z^3 + 82/27*z + 1
*
-1/2 | 0.14309428438612658973202202181212101290 | 0.029127689144540242955451097906184606300
f(z) = -136/27*z^3 + 88/27*z + 1
*
0 | 0.11765031347310590978486939195601256122 | 0.023984449146508224613491380956153710928
f(z) = -135/22*z^3 + 91/22*z + 1
*
0 | 0.13050412504956959270941441234247314614 | 0.026604855170032890810295879238361413762
f(z) = -135/23*z^3 + 89/23*z + 1
*
0 | 0.11772376908238797160653728255524345421 | 0.023999423967002469394690246173022826746
f(z) = -135/26*z^3 + 83/26*z + 1
*
-1/3 | 0.14332152771594262075194560508121982227 | 0.029217838793848025244066387379452018469
f(z) = -135/26*z^3 + 93/26*z + 1
*
-2/3 | 0.14459818756670721911920329832465745773 | 0.029478101451584605062977102096110487661
f(z) = -135/26*z^3 + 99/26*z + 1
*
-1/3 | 0.12880211967937189232898777511101285651 | 0.026257880648303951993217024692992106983
f(z) = -135/28*z^3 + 99/28*z + 1
*
-8/9 | 0.097951646807815739572462575295013729513 | 0.016314705075727165559187878894553355685
f(z) = -135/32*z^3 + 83/24*z + 1
*
[ -4/5 ] 
f(z) = -135/32*z^3 + 99/20*z + 1
*
0 | 0.10998885522825096542830158518844661719 | 0.022456605303700078029830009372337990468
f(z) = -134/21*z^3 + 92/21*z + 1
*
0 | 0.13036959654500417350660961042552824940 | 0.026617774747616449935114788998039582730
f(z) = -134/23*z^3 + 88/23*z + 1
*
0 | 0.13040658849794393753068443599797848645 | 0.026625327455432686549501647515733342281
f(z) = -134/25*z^3 + 84/25*z + 1
*
0 | 0.11688035573481584503190207317781789902 | 0.023863654286117581703954766401963454125
f(z) = -134/27*z^3 + 80/27*z + 1
*
0 | 0.10450716838176954082556913651239423897 | 0.021370083329770529296734593215059838233
f(z) = -133/20*z^3 + 93/20*z + 1
*
0 | 0.11738000438928589699209673519799357715 | 0.024002377194686718382998732455565294148
f(z) = -133/22*z^3 + 89/22*z + 1
*
0 | 0.13023408332351893475109177525218606288 | 0.026630835531138268192765326407917987086
f(z) = -133/23*z^3 + 87/23*z + 1
*
[ 6/7 ] 
f(z) = -133/24*z^3 + 82/21*z + 1
*
-2/7 | 0.11884879682770314807074435409780050215 | 0.017385062796366247250538429327317002337
f(z) = -133/24*z^3 + 83/21*z + 1
*
0 | 0.081384513630151181343162729862475177287 | 0.016641861653698436285333139181920001566
f(z) = -133/24*z^3 + 85/24*z + 1
*
-6/7 | 0.13757802777063871470131809356508983073 | 0.020124752761781888808064689643282793289
f(z) = -133/24*z^3 + 89/21*z + 1
*
[ 5/7 ] 
f(z) = -133/25*z^3 + 81/35*z + 1
*
0 | 0.13027134337071430013052129306977402467 | 0.026638454628715645865800649309724656471
f(z) = -133/25*z^3 + 83/25*z + 1
*
0 | 0.11745452472033875140432436673691689961 | 0.024017615438235180895621825091298065806
f(z) = -133/26*z^3 + 81/26*z + 1
*
[ -3/7 ] 
f(z) = -133/27*z^3 + 89/21*z + 1
*
0 | 0.13009757085899681882830851562779732712 | 0.026644040229689565153948563827968833424
f(z) = -132/23*z^3 + 86/23*z + 1
*
0 | 0.13013510291702419841045819703466339708 | 0.026651726811824664181300945629468239237
f(z) = -132/25*z^3 + 82/25*z + 1
*
0 | 0.10423230113870067348391358331359351964 | 0.021380119455402816613615900691514619432
f(z) = -131/20*z^3 + 91/20*z + 1
*
0 | 0.10957848198150441222902204558581908831 | 0.022476727549061132386723395866021230816
f(z) = -131/21*z^3 + 89/21*z + 1
*
0 | 0.11710569012331926755248328345897243467 | 0.024020707749819927667581091011269651827
f(z) = -131/22*z^3 + 87/22*z + 1
*
0 | 0.12996004430141981649198678364388838007 | 0.026657391626578401984264588968625961223
f(z) = -131/23*z^3 + 85/23*z + 1
*
0 | 0.071136929753396941457414661663485870442 | 0.014591600100954891865306493538612424760
f(z) = -131/24*z^3 + 83/24*z + 1
*
0 | 0.12999785237336402248039743167187360864 | 0.026665146814612387130995119116634886012
f(z) = -131/25*z^3 + 81/25*z + 1
*
0 | 0.10943861072485496172852039001336822124 | 0.022483376715415322957423082834834409851
f(z) = -130/21*z^3 + 88/21*z + 1
*
0 | 0.12982148846716455217020085258904600655 | 0.026670892581975205616107788219292128224
f(z) = -130/23*z^3 + 84/23*z + 1
*
-6/13 | 0.23501321032531403149674132972193566225 | 0.028922456687805000671143725533639597022
f(z) = -130/27*z^3 + 83/26*z + 1
*
0 | 0.10395329161283260910499698225332317457 | 0.021390391843013268058911946497440866069
f(z) = -129/20*z^3 + 89/20*z + 1
*
0 | 0.11682725016653477540580877094009318735 | 0.024039456762092822181780395105782688435
f(z) = -129/22*z^3 + 85/22*z + 1
*
0 | 0.12968188782893158793113281525500587897 | 0.026684546035674617314326178558342336473
f(z) = -129/23*z^3 + 83/23*z + 1
*
0 | 0.10915880600704088598871477620066485332 | 0.022497552585102610774926340575266756813
f(z) = -128/21*z^3 + 86/21*z + 1
*
0 | 0.12954122650529172586442693045454497759 | 0.026698355009979759537910909398436992552
f(z) = -128/23*z^3 + 82/23*z + 1
*
-1/2 | 0.14460527902458100626556123573044684017 | 0.029803045562161122483065470658002859867
f(z) = -128/27*z^3 + 86/27*z + 1
*
-21/32 | 0.11448286170310444322088125023793635295 | 0.016516385684584580766063375994841584673
f(z) = -128/27*z^3 + 89/24*z + 1
*
-1/2 | 0.14059835014811274951366462089142272907 | 0.028977220359407473928710920219684665676
f(z) = -128/33*z^3 + 98/33*z + 1
*
0 | 0.10367001301355034615900603555143282746 | 0.021400910238035359703812106330835559693
f(z) = -127/20*z^3 + 87/20*z + 1
*
0 | 0.10901677299102362997887472369820662543 | 0.022504657860091407353485172590906154448
f(z) = -127/21*z^3 + 85/21*z + 1
*
0 | 0.11654455848681717228564587458870921676 | 0.024058641090185196336223083731917403003
f(z) = -127/22*z^3 + 83/22*z + 1
*
0 | 0.12939948824983169111975582167964091786 | 0.026712322612715386171758753701388748229
f(z) = -127/23*z^3 + 81/23*z + 1
*
0 | 0.12925665643988062483166153480237305109 | 0.026726452040376778187131567458618951078
f(z) = -126/23*z^3 + 80/23*z + 1
*
-3/5 | 0.14014369916516300181752437030450955135 | 0.029025392049909492694185093121882533429
f(z) = -125/21*z^3 + 80/21*z + 1
*
0 | 0.10872939562818801565376548072493055578 | 0.022519123972448781070137695447837673723
f(z) = -125/21*z^3 + 83/21*z + 1
*
0 | 0.11625748318572289051172626057483632546 | 0.024078278569088767530738945412796040638
f(z) = -125/22*z^3 + 81/22*z + 1
*
[ -2/5 ] 
f(z) = -125/22*z^3 + 97/22*z + 1
*
-3/5 | 0.095844910682145087157966307724392609796 | 0.019850597102187485573874750828623695048
f(z) = -125/24*z^3 + 85/24*z + 1
*
-2/5 | 0.14271143438594249958468414357638055481 | 0.029557199915032639237527903197498913949
f(z) = -125/26*z^3 + 85/26*z + 1
*
[ -12/25 ] 
f(z) = -125/27*z^3 + 83/20*z + 1
*
-12/25 | 0.14533181162896326607161621052122816532 | 0.021979871398761197404102400451648012710
f(z) = -125/32*z^3 + 93/20*z + 1
*
0 | 0.10858298303085476338734833178939011661 | 0.022526273943340805077195276060748703538
f(z) = -124/21*z^3 + 82/21*z + 1
*
[ -1/2 ] 
f(z) = -124/21*z^3 + 94/21*z + 1
*
-1/2 | 0.14251511962367590763729033375154221675 | 0.029565725089710097469077781022441930106
f(z) = -124/27*z^3 + 85/27*z + 1
*
0 | 0.10309011149216793927646156387855977896 | 0.021422726952901566665556403133461586530
f(z) = -123/20*z^3 + 83/20*z + 1
*
0 | 0.10828978839849652545302894151659247429 | 0.022541489179614807424475838857819353613
f(z) = -122/21*z^3 + 80/21*z + 1
*
[ -4/11 ] 
f(z) = -121/20*z^3 + 91/20*z + 1
*
-7/11 | 0.11914387988951204780762434020833096237 | 0.024843428576943189499926583612295893862
f(z) = -121/21*z^3 + 82/21*z + 1
*
-7/11 | 0.093339248423337493005252496627708441570 | 0.019462744991863124285160031018632615426
f(z) = -121/21*z^3 + 85/21*z + 1
*
-3/11 | 0.097825346576282455944146636884445769831 | 0.020398169112306390418544406242250248034
f(z) = -121/21*z^3 + 86/21*z + 1
*
[ -15/22 ] 
f(z) = -121/27*z^3 + 91/20*z + 1
*
[ 10/11 ] 
f(z) = -121/30*z^3 + 97/30*z + 1
*
[ -6/11 ] 
f(z) = -121/32*z^3 + 95/24*z + 1
*
[ 2/3 ] 
f(z) = -135/23*z^3 + 97/46*z + 1
*
[ 2/3 ] 
f(z) = -135/29*z^3 + 91/58*z + 1
*
-1/16 | 0.16189775973528913928485207845304374243 | 0.029196136887641817293793286454287705997
f(z) = -128/21*z^3 + 85/42*z + 1
*
[ 21/32 ] 
f(z) = -128/27*z^3 + 85/56*z + 1
*
[ 2/3 ] 
f(z) = -126/23*z^3 + 89/46*z + 1
*
[ 2/3 ] 
f(z) = -126/25*z^3 + 87/50*z + 1
*
[ 2/3 ] 
f(z) = -126/29*z^3 + 83/58*z + 1
*
[ 2/3 ] 
f(z) = -135/31*z^3 + 89/62*z + 1
*
[ 2/3 ] 
f(z) = -135/37*z^3 + 83/74*z + 1
*
[ 2/3 ] 
f(z) = -133/32*z^3 + 97/72*z + 1
*
[ 2/3 ] 
f(z) = -131/32*z^3 + 95/72*z + 1
*
[ 2/3 ] 
f(z) = -127/32*z^3 + 91/72*z + 1
*
[ 2/3 ] 
f(z) = -126/31*z^3 + 81/62*z + 1
*
[ 3/5 ] 
f(z) = -125/22*z^3 + 91/66*z + 1
*
-4/25 | 0.10447623442278864738605550706356482395 | 0.016228683569529511760192665069011270768
f(z) = -125/24*z^3 + 83/60*z + 1
*
[ 2/3 ] 
f(z) = -125/32*z^3 + 89/72*z + 1
*
[ 15/22 ] 
f(z) = -121/27*z^3 + 97/60*z + 1
*
[ 2/3 ] 
f(z) = -121/32*z^3 + 85/72*z + 1
*
8/11 | 0.13344979264141322283156728503361804516 | 0.024312498938634120870630992229981000045
f(z) = -121/35*z^3 + 93/70*z + 1
*
[ 16/25 ] 
f(z) = -125/32*z^3 + 83/80*z + 1
*
[ -5/4 ] 
f(z) = -136/25*z^3 + 103/10*z + 1
*
[ -3/17 ] 
f(z) = -136/27*z^3 + 116/17*z + 1
*
[ -4/3 ] 
f(z) = -129/32*z^3 + 107/12*z + 1
*
[ 12/5 ] 
f(z) = -125/27*z^3 + 109/4*z + 1
*
[ -4/3 ] 
f(z) = -123/32*z^3 + 103/12*z + 1
*
-2 | 0.10308952310036337783528489045919665868 | 0.016720606054237097797875362543067602345
f(z) = -123/32*z^3 + 119/8*z + 1
*
[ -3/22 ] 
f(z) = -121/27*z^3 + 101/12*z + 1
*
-12/11 | 0.14471207106906910727500779327770934537 | 0.018160138285209054598331096065101891505
f(z) = -121/27*z^3 + 107/16*z + 1
*
[ 14/11 ] 
f(z) = -121/28*z^3 + 101/14*z + 1
*
-2 | 0.10279082530496331479508350898579948316 | 0.016718119108333466219036862967344875839
f(z) = -121/32*z^3 + 117/8*z + 1
*
-2/11 | 0.14990939654935111853916701243127171960 | 0.028240737863077819843808707275441948695
f(z) = -121/36*z^3 + 101/18*z + 1
*
[ -2/11 ] 
f(z) = -121/36*z^3 + 119/18*z + 1
*
[ -1/2 ] 
f(z) = -140/23*z^3 + 104/23*z + 1
*
[ -1/2 ] 
f(z) = -140/27*z^3 + 116/27*z + 1
*
-3/70 | 0.097027313535935175075125250928637288360 | 0.011419021089586042238482165632426372422
f(z) = -140/27*z^3 + 117/35*z + 1
*
-1/2 | 0.13871447698943169697913411909842454708 | 0.028070520917251468407031502969582378419
f(z) = -140/33*z^3 + 101/33*z + 1
*
[ -3/5 ] 
f(z) = -139/27*z^3 + 113/25*z + 1
*
[ 5/6 ] 
f(z) = -138/25*z^3 + 109/30*z + 1
*
[ -1/2 ] 
f(z) = -136/23*z^3 + 103/23*z + 1
*
[ -1/2 ] 
f(z) = -136/25*z^3 + 109/25*z + 1
*
[ -3/5 ] 
f(z) = -136/27*z^3 + 112/25*z + 1
*
[ -1/2 ] 
f(z) = -136/27*z^3 + 115/27*z + 1
*
-1/2 | 0.13754061174233939522691636187350672572 | 0.027997206183094621226059620329044027413
f(z) = -136/33*z^3 + 100/33*z + 1
*
[ -1/3 ] 
f(z) = -135/22*z^3 + 103/22*z + 1
*
[ -2/3 ] 
f(z) = -135/22*z^3 + 115/22*z + 1
*
[ -1/3 ] 
f(z) = -135/23*z^3 + 107/23*z + 1
*
[ -1/3 ] 
f(z) = -135/26*z^3 + 119/26*z + 1
*
[ -4/15 ] 
f(z) = -135/32*z^3 + 101/20*z + 1
*
-1/3 | 0.13023971914135820532674830772975110681 | 0.026550952805709977236954010727318638789
f(z) = -135/32*z^3 + 111/32*z + 1
*
[ -2/7 ] 
f(z) = -133/24*z^3 + 104/21*z + 1
*
-6/7 | 0.17415790137632878955220151154593211044 | 0.025475613828049128258190056471051434562
f(z) = -133/24*z^3 + 110/21*z + 1
*
[ -3/5 ] 
f(z) = -133/27*z^3 + 111/25*z + 1
*
[ -4/7 ] 
f(z) = -133/32*z^3 + 115/28*z + 1
*
[ -1/2 ] 
f(z) = -132/23*z^3 + 102/23*z + 1
*
[ -1/2 ] 
f(z) = -132/25*z^3 + 108/25*z + 1
*
[ -6/13 ] 
f(z) = -130/27*z^3 + 109/26*z + 1
*
[ -2/3 ] 
f(z) = -129/32*z^3 + 103/24*z + 1
*
-3/4 | 0.097069893643613412599816851677122797141 | 0.020006036311322883062960192911885115964
f(z) = -128/21*z^3 + 100/21*z + 1
*
[ -1/4 ] 
f(z) = -128/21*z^3 + 113/21*z + 1
*
[ -1/2 ] 
f(z) = -128/23*z^3 + 101/23*z + 1
*
[ -1/2 ] 
f(z) = -128/25*z^3 + 107/25*z + 1
*
-1/4 | 0.13532318278505747325406434700426778843 | 0.027890012103044737205995126682101852628
f(z) = -128/25*z^3 + 108/25*z + 1
*
-21/32 | 0.18389506473253145534756111122970994533 | 0.026530449793357804061521297006010582248
f(z) = -128/27*z^3 + 113/24*z + 1
*
[ -1/2 ] 
f(z) = -128/27*z^3 + 113/27*z + 1
*
[ -3/10 ] 
f(z) = -128/27*z^3 + 119/25*z + 1
*
[ -1/2 ] 
f(z) = -128/29*z^3 + 119/29*z + 1
*
-3/8 | 0.12066917175060780937793295930403404531 | 0.024869830810397211665361378790709379039
f(z) = -128/33*z^3 + 106/33*z + 1
*
9/8 | 0.052413151070362986567489681008342681606 | 0.010802313303796677869497764569564775288
f(z) = -128/39*z^3 + 110/39*z + 1
*
[ -3/5 ] 
f(z) = -127/27*z^3 + 109/25*z + 1
*
[ -1/3 ] 
f(z) = -126/23*z^3 + 106/23*z + 1
*
[ -1/3 ] 
f(z) = -126/25*z^3 + 114/25*z + 1
*
[ -3/5 ] 
f(z) = -125/21*z^3 + 101/21*z + 1
*
-1/5 | 0.12893363315498710026501208716730627439 | 0.026703656839628968541644265292786883500
f(z) = -125/21*z^3 + 110/21*z + 1
*
[ -3/5 ] 
f(z) = -125/24*z^3 + 109/24*z + 1
*
[ -2/5 ] 
f(z) = -125/26*z^3 + 111/26*z + 1
*
-3/10 | 0.18363501099215570743422623139944782104 | 0.023155347848743577190013101909110702310
f(z) = -125/27*z^3 + 103/20*z + 1
*
-4/5 | 0.18376317860674117555037500004784236667 | 0.027369453574069243320392445042317735064
f(z) = -125/32*z^3 + 103/20*z + 1
*
6/5 | 0.12444594988730484706258710283807931945 | 0.020538606968422194527331800017963689126
f(z) = -125/32*z^3 + 107/24*z + 1
*
6/5 | 0.15901992453253291435512435960620875048 | 0.024701158600773936774960446990622551861
f(z) = -125/36*z^3 + 101/30*z + 1
*
[ -1/2 ] 
f(z) = -124/23*z^3 + 100/23*z + 1
*
[ -1/2 ] 
f(z) = -124/25*z^3 + 106/25*z + 1
*
[ -3/5 ] 
f(z) = -124/27*z^3 + 108/25*z + 1
*
[ -1/2 ] 
f(z) = -124/27*z^3 + 112/27*z + 1
*
[ -1/2 ] 
f(z) = -124/29*z^3 + 118/29*z + 1
*
[ -2/3 ] 
f(z) = -123/32*z^3 + 101/24*z + 1
*
-8/11 | 0.10523648146787630173887123394393368292 | 0.021943510765810917467252105505025998102
f(z) = -121/20*z^3 + 109/20*z + 1
*
-6/11 | 0.17045431799189595203561871170911286678 | 0.028917996069258302449191656970706012513
f(z) = -121/20*z^3 + 109/30*z + 1
*
[ -7/11 ] 
f(z) = -121/21*z^3 + 103/21*z + 1
*
-7/11 | 0.10819713311224509513352901066417569272 | 0.022560854583523540063268627671790931553
f(z) = -121/21*z^3 + 106/21*z + 1
*
[ -3/11 ] 
f(z) = -121/21*z^3 + 107/21*z + 1
*
[ -5/22 ] 
f(z) = -121/25*z^3 + 113/20*z + 1
*
-15/22 | 0.18657792290366768561665231132584143174 | 0.023526432581611764454224886178241338315
f(z) = -121/27*z^3 + 103/20*z + 1
*
[ -3/5 ] 
f(z) = -121/27*z^3 + 107/25*z + 1
*
[ 21/22 ] 
f(z) = -121/27*z^3 + 113/28*z + 1
*
-10/11 | 0.091168105657604345426248239526773520140 | 0.019010026562004550907753133791668566678
f(z) = -121/30*z^3 + 103/30*z + 1
*
-6/11 | 0.15201913836129336894277312404134022967 | 0.025248056607805143868103133691335746539
f(z) = -121/32*z^3 + 103/24*z + 1
*
-6/11 | 0.13175734368601494531522680004684350326 | 0.027473540062542567760054237600927293393
f(z) = -121/35*z^3 + 106/35*z + 1
*
-2/15 | 0.12772701185181905993376035692465599236 | 0.019605931667680697034456072177586818468
f(z) = -135/32*z^3 + 103/40*z + 1
*
[ 6/7 ] 
f(z) = -133/36*z^3 + 107/42*z + 1
*
[ 3/4 ] 
f(z) = -131/27*z^3 + 115/48*z + 1
*
3/4 | 0.23708816147625521021027416812692002940 | 0.027708823359940456255492054680184183768
f(z) = -130/27*z^3 + 119/40*z + 1
*
[ 18/25 ] 
f(z) = -125/24*z^3 + 104/45*z + 1
*
[ 3/4 ] 
f(z) = -125/27*z^3 + 109/48*z + 1
*
-8/25 | 0.16086192561744821530515804482812402674 | 0.024987283506662582393418795592312208220
f(z) = -125/32*z^3 + 101/40*z + 1
*
[ 8/11 ] 
f(z) = -121/20*z^3 + 113/40*z + 1
*
[ 8/11 ] 
f(z) = -121/28*z^3 + 107/56*z + 1
*
[ 9/14 ] 
f(z) = -140/27*z^3 + 100/63*z + 1
*
-3/20 | 0.095377781760196471508006824313608340971 | 0.012016288182325501270604074273319428096
f(z) = -140/27*z^3 + 107/60*z + 1
*
-3/7 | 0.23568527244972976588460741271529190062 | 0.025645456145458458871916942979068216031
f(z) = -140/27*z^3 + 111/70*z + 1
*
[ 2/3 ] 
f(z) = -139/32*z^3 + 103/72*z + 1
*
[ 2/3 ] 
f(z) = -137/32*z^3 + 101/72*z + 1
*
[ 12/19 ] 
f(z) = -133/27*z^3 + 105/76*z + 1
*
11/16 | 0.13409304612157572248002717739368080560 | 0.024181921582161542873732399400659378282
f(z) = -128/33*z^3 + 115/66*z + 1
*
13/16 | 0.12653689512176684958980114287327013104 | 0.022819268885207487422977929186534519717
f(z) = -128/39*z^3 + 103/78*z + 1
*
4/5 | 0.16685187366218868236684528917688163011 | 0.025917724500761155598484265402609016785
f(z) = -125/24*z^3 + 113/60*z + 1
*
-6/25 | 0.16000604085352075023286521694051786642 | 0.020450549579016228949192863159662434174
f(z) = -125/27*z^3 + 101/60*z + 1
*
-3/11 | 0.14739397447461370719971042091058562025 | 0.025005751832534307297125213124653263568
f(z) = -121/20*z^3 + 107/60*z + 1
*
[ 15/22 ] 
f(z) = -121/25*z^3 + 107/60*z + 1
*
[ 8/11 ] 
f(z) = -121/36*z^3 + 101/72*z + 1
*
[ 5/8 ] 
f(z) = -132/25*z^3 + 117/80*z + 1
*
[ 5/8 ] 
f(z) = -124/25*z^3 + 107/80*z + 1
*
[ 2/3 ] 
f(z) = -129/38*z^3 + 115/114*z + 1
*
[ 2/3 ] 
f(z) = -123/34*z^3 + 113/102*z + 1
*
[ 2/3 ] 
f(z) = -123/38*z^3 + 107/114*z + 1
*
-2 | 0.10531844797967019499742416461084321676 | 0.016739615451013504592572744806198696834
f(z) = -139/32*z^3 + 135/8*z + 1
*
[ 3 ] 
f(z) = -137/27*z^3 + 139/3*z + 1
*
-2 | 0.10505420823911363794457569843740578756 | 0.016737322809158426236129312494848588362
f(z) = -137/32*z^3 + 133/8*z + 1
*
-2 | 0.10478610642089962821376416616183229591 | 0.016735006880754484670048871618072286695
f(z) = -135/32*z^3 + 131/8*z + 1
*
[ 2 ] 
f(z) = -135/32*z^3 + 139/8*z + 1
*
[ 3 ] 
f(z) = -134/27*z^3 + 136/3*z + 1
*
[ -3 ] 
f(z) = -133/27*z^3 + 137/3*z + 1
*
[ 3/2 ] 
f(z) = -133/27*z^3 + 137/12*z + 1
*
-2 | 0.10451402687064274005665218724331122323 | 0.016732667371013936073078190874322900570
f(z) = -133/32*z^3 + 129/8*z + 1
*
[ 2 ] 
f(z) = -133/32*z^3 + 137/8*z + 1
*
[ 3 ] 
f(z) = -131/27*z^3 + 133/3*z + 1
*
-2 | 0.10423784861095112082374315362600410238 | 0.016730303988219699279505524972878386198
f(z) = -131/32*z^3 + 127/8*z + 1
*
[ 2 ] 
f(z) = -131/32*z^3 + 135/8*z + 1
*
[ -3 ] 
f(z) = -130/27*z^3 + 134/3*z + 1
*
-2 | 0.10395744500665390234293625665065650750 | 0.016727916444650362914724780175486716277
f(z) = -129/32*z^3 + 125/8*z + 1
*
[ 2 ] 
f(z) = -129/32*z^3 + 133/8*z + 1
*
[ 3 ] 
f(z) = -128/27*z^3 + 130/3*z + 1
*
[ -21/16 ] 
f(z) = -128/27*z^3 + 139/14*z + 1
*
[ -3 ] 
f(z) = -127/27*z^3 + 131/3*z + 1
*
[ 3/2 ] 
f(z) = -127/27*z^3 + 131/12*z + 1
*
-2 | 0.10367268340304916178919885522520344282 | 0.016725504457602958111434159327316190945
f(z) = -127/32*z^3 + 123/8*z + 1
*
[ 2 ] 
f(z) = -127/32*z^3 + 131/8*z + 1
*
[ -2 ] 
f(z) = -127/32*z^3 + 139/8*z + 1
*
34/25 | 0.18131972417803384285546906542701391088 | 0.026341353919164372642574551695596156539
f(z) = -125/24*z^3 + 122/15*z + 1
*
[ 3 ] 
f(z) = -125/27*z^3 + 127/3*z + 1
*
[ 9/5 ] 
f(z) = -125/27*z^3 + 139/9*z + 1
*
-2 | 0.10338342473449683055206303043410308257 | 0.016723067750521210645505627658927264904
f(z) = -125/32*z^3 + 121/8*z + 1
*
[ 2 ] 
f(z) = -125/32*z^3 + 129/8*z + 1
*
[ -2 ] 
f(z) = -125/32*z^3 + 137/8*z + 1
*
[ -3 ] 
f(z) = -124/27*z^3 + 128/3*z + 1
*
[ 2 ] 
f(z) = -123/32*z^3 + 127/8*z + 1
*
[ -2 ] 
f(z) = -123/32*z^3 + 135/8*z + 1
*
[ 3 ] 
f(z) = -122/27*z^3 + 124/3*z + 1
*
[ 18/11 ] 
f(z) = -121/24*z^3 + 125/9*z + 1
*
[ -18/11 ] 
f(z) = -121/24*z^3 + 136/9*z + 1
*
[ 15/11 ] 
f(z) = -121/25*z^3 + 139/15*z + 1
*
[ -3 ] 
f(z) = -121/27*z^3 + 125/3*z + 1
*
[ -21/11 ] 
f(z) = -121/27*z^3 + 125/7*z + 1
*
[ 3/2 ] 
f(z) = -121/27*z^3 + 125/12*z + 1
*
[ -14/11 ] 
f(z) = -121/28*z^3 + 123/14*z + 1
*
[ 2 ] 
f(z) = -121/32*z^3 + 125/8*z + 1
*
[ 16/11 ] 
f(z) = -121/32*z^3 + 133/16*z + 1
*
-3/4 | 0.17146523548845496265252084536245555322 | 0.020723762100195087448130984455158413630
f(z) = -140/27*z^3 + 123/28*z + 1
*
[ -3/14 ] 
f(z) = -140/27*z^3 + 124/21*z + 1
*
-39/70 | 0.13560161253781504881380155234333024801 | 0.015958781263975772412097329317619121562
f(z) = -140/27*z^3 + 138/35*z + 1
*
[ -1/2 ] 
f(z) = -140/29*z^3 + 122/29*z + 1
*
[ -1/2 ] 
f(z) = -140/31*z^3 + 128/31*z + 1
*
[ -1/2 ] 
f(z) = -140/33*z^3 + 134/33*z + 1
*
[ -2/3 ] 
f(z) = -139/24*z^3 + 137/27*z + 1
*
[ -2/3 ] 
f(z) = -137/24*z^3 + 136/27*z + 1
*
[ -1/2 ] 
f(z) = -136/29*z^3 + 121/29*z + 1
*
[ -1/2 ] 
f(z) = -136/31*z^3 + 127/31*z + 1
*
[ -1/2 ] 
f(z) = -136/33*z^3 + 133/33*z + 1
*
[ -1/2 ] 
f(z) = -136/35*z^3 + 139/35*z + 1
*
[ -2/3 ] 
f(z) = -135/26*z^3 + 125/26*z + 1
*
[ -1/3 ] 
f(z) = -135/28*z^3 + 127/28*z + 1
*
[ -1/3 ] 
f(z) = -135/29*z^3 + 131/29*z + 1
*
[ -1/3 ] 
f(z) = -135/31*z^3 + 139/31*z + 1
*
4/3 | 0.19496094874860546738656500947153924168 | 0.028033223943964166171679658870817500337
f(z) = -135/32*z^3 + 131/20*z + 1
*
[ -8/9 ] 
f(z) = -135/32*z^3 + 131/24*z + 1
*
[ -6/7 ] 
f(z) = -133/24*z^3 + 131/21*z + 1
*
[ -2/3 ] 
f(z) = -133/24*z^3 + 134/27*z + 1
*
[ -1/2 ] 
f(z) = -132/29*z^3 + 120/29*z + 1
*
[ -1/2 ] 
f(z) = -132/31*z^3 + 126/31*z + 1
*
[ -1/2 ] 
f(z) = -132/35*z^3 + 138/35*z + 1
*
[ -2/3 ] 
f(z) = -131/24*z^3 + 133/27*z + 1
*
[ -3/4 ] 
f(z) = -130/27*z^3 + 121/24*z + 1
*
[ -3/8 ] 
f(z) = -130/27*z^3 + 139/32*z + 1
*
-2/3 | 0.10686576653978985844369033716817251774 | 0.017935238262690872386337326274419186532
f(z) = -129/20*z^3 + 131/30*z + 1
*
[ -3/4 ] 
f(z) = -128/21*z^3 + 121/21*z + 1
*
-7/8 | 0.13201300712724549841837307689527699095 | 0.027207787245045208866025837597734157898
f(z) = -128/21*z^3 + 122/21*z + 1
*
[ -1/4 ] 
f(z) = -128/23*z^3 + 123/23*z + 1
*
[ -1/4 ] 
f(z) = -128/25*z^3 + 133/25*z + 1
*
[ 15/16 ] 
f(z) = -128/25*z^3 + 133/30*z + 1
*
[ -1/2 ] 
f(z) = -128/31*z^3 + 125/31*z + 1
*
[ -1/2 ] 
f(z) = -128/33*z^3 + 131/33*z + 1
*
[ -3/8 ] 
f(z) = -128/33*z^3 + 139/33*z + 1
*
[ -1/2 ] 
f(z) = -128/35*z^3 + 137/35*z + 1
*
[ -2/3 ] 
f(z) = -127/24*z^3 + 131/27*z + 1
*
[ -1/3 ] 
f(z) = -126/29*z^3 + 130/29*z + 1
*
[ -1/3 ] 
f(z) = -126/31*z^3 + 138/31*z + 1
*
[ -1/5 ] 
f(z) = -125/21*z^3 + 131/21*z + 1
*
[ -1/5 ] 
f(z) = -125/22*z^3 + 137/22*z + 1
*
[ -2/3 ] 
f(z) = -125/24*z^3 + 130/27*z + 1
*
[ 9/10 ] 
f(z) = -125/27*z^3 + 131/36*z + 1
*
-9/10 | 0.18430368291337435829130944180637829083 | 0.029656525398627577006821590597865231215
f(z) = -125/27*z^3 + 139/36*z + 1
*
[ 6/5 ] 
f(z) = -125/32*z^3 + 139/24*z + 1
*
[ -3/5 ] 
f(z) = -125/33*z^3 + 133/33*z + 1
*
[ -2/5 ] 
f(z) = -125/34*z^3 + 139/34*z + 1
*
[ -1/2 ] 
f(z) = -124/33*z^3 + 130/33*z + 1
*
[ -1/2 ] 
f(z) = -124/35*z^3 + 136/35*z + 1
*
-2/3 | 0.12462208992598941941261280147287539794 | 0.021083806030044662126966560421965724534
f(z) = -123/20*z^3 + 127/30*z + 1
*
-3/11 | 0.12964879134847949417506752960508756637 | 0.026677735797398261270278121027842922355
f(z) = -121/20*z^3 + 129/20*z + 1
*
[ -6/11 ] 
f(z) = -121/20*z^3 + 139/30*z + 1
*
[ -2/3 ] 
f(z) = -121/24*z^3 + 128/27*z + 1
*
-10/11 | 0.11440376147467730039886777497026583658 | 0.023393782013325744942017915979270649303
f(z) = -121/30*z^3 + 133/30*z + 1
*
[ -5/11 ] 
f(z) = -121/35*z^3 + 137/35*z + 1
*
[ -7/11 ] 
f(z) = -121/35*z^3 + 139/35*z + 1
*
-9/11 | 0.14348631063863367660396015845729866685 | 0.029717685810285195803693469326973775192
f(z) = -121/36*z^3 + 125/36*z + 1
*
[ 3/4 ] 
f(z) = -137/27*z^3 + 121/48*z + 1
*
[ 3/4 ] 
f(z) = -136/21*z^3 + 139/42*z + 1
*
-6/7 | 0.18540716076691513166049420019577404863 | 0.027121142315825707413120976782197042306
f(z) = -133/36*z^3 + 121/42*z + 1
*
[ 10/11 ] 
f(z) = -121/32*z^3 + 121/40*z + 1
*
-10/11 | 0.15002123644566296138528213417187309249 | 0.023421683930347110562562213933820320068
f(z) = -121/32*z^3 + 129/40*z + 1
*
[ 3/4 ] 
f(z) = -136/33*z^3 + 131/66*z + 1
*
[ 3/4 ] 
f(z) = -136/39*z^3 + 127/78*z + 1
*
-4/45 | 0.14376444893702172333207069905900455500 | 0.018883267077572715155437401542682581728
f(z) = -135/32*z^3 + 137/60*z + 1
*
[ 2/3 ] 
f(z) = -129/22*z^3 + 139/66*z + 1
*
[ 2/3 ] 
f(z) = -129/26*z^3 + 133/78*z + 1
*
0 | 0.15277227926953902409610581923901071149 | 0.027550476210933467384935468099150933112
f(z) = -128/39*z^3 + 139/78*z + 1
*
22/25 | 0.17814687250511928111154435998556313285 | 0.027672218842491949271495813990083771220
f(z) = -125/28*z^3 + 137/70*z + 1
*
[ 2/3 ] 
f(z) = -123/22*z^3 + 131/66*z + 1
*
[ 2/3 ] 
f(z) = -123/26*z^3 + 125/78*z + 1
*
0 | 0.15083837919654855851687036565142687709 | 0.027439287468504442245967424637519257077
f(z) = -122/39*z^3 + 127/78*z + 1
*
-10/33 | 0.15184606147550812704531797274745436484 | 0.021713961546792985650175360963615932819
f(z) = -121/32*z^3 + 133/72*z + 1
*
10/11 | 0.11560404423637336081800080396365776613 | 0.021061278156879082984879168597979790717
f(z) = -121/35*z^3 + 123/70*z + 1
*
[ 18/25 ] 
f(z) = -125/36*z^3 + 127/90*z + 1
*
-2/11 | 0.14127299666553096248454645261813275235 | 0.022851998766960075717984600604530590383
f(z) = -121/21*z^3 + 121/84*z + 1
*
9/11 | 0.14292434864816713681303938391006130634 | 0.024247468771107946268954583833228068760
f(z) = -121/30*z^3 + 133/90*z + 1
*
[ 2/3 ] 
f(z) = -129/34*z^3 + 121/102*z + 1
*
15/22 | 0.11177815090087581764189518139687159210 | 0.018080979570408768887405841489410299181
f(z) = -121/30*z^3 + 121/120*z + 1
*
[ 3 ] 
f(z) = -140/27*z^3 + 142/3*z + 1
*
[ -3 ] 
f(z) = -139/27*z^3 + 143/3*z + 1
*
[ 3/2 ] 
f(z) = -139/27*z^3 + 143/12*z + 1
*
[ 2 ] 
f(z) = -139/32*z^3 + 143/8*z + 1
*
[ -2 ] 
f(z) = -139/32*z^3 + 151/8*z + 1
*
[ -3/2 ] 
f(z) = -137/27*z^3 + 157/12*z + 1
*
[ 2 ] 
f(z) = -137/32*z^3 + 141/8*z + 1
*
[ -2 ] 
f(z) = -137/32*z^3 + 149/8*z + 1
*
[ -3 ] 
f(z) = -136/27*z^3 + 140/3*z + 1
*
[ -2 ] 
f(z) = -135/32*z^3 + 147/8*z + 1
*
[ -2 ] 
f(z) = -133/32*z^3 + 145/8*z + 1
*
[ -3/2 ] 
f(z) = -131/27*z^3 + 151/12*z + 1
*
[ -2 ] 
f(z) = -131/32*z^3 + 143/8*z + 1
*
[ -2 ] 
f(z) = -129/32*z^3 + 141/8*z + 1
*
-6/25 | 0.10658459356854661991259678918641258087 | 0.015150038987770564091498909251076827341
f(z) = -125/24*z^3 + 142/15*z + 1
*
-6/25 | 0.20890694992268556544864910815364679467 | 0.029409753363821606766722719584861133999
f(z) = -125/24*z^3 + 152/15*z + 1
*
[ -3/2 ] 
f(z) = -125/27*z^3 + 145/12*z + 1
*
[ -9/5 ] 
f(z) = -125/27*z^3 + 149/9*z + 1
*
[ 5/2 ] 
f(z) = -124/25*z^3 + 158/5*z + 1
*
[ -15/11 ] 
f(z) = -121/27*z^3 + 151/15*z + 1
*
[ -16/11 ] 
f(z) = -121/32*z^3 + 155/16*z + 1
*
-21/11 | 0.17206074797602610333650266959181989293 | 0.028013627500787277019846603844399247127
f(z) = -121/36*z^3 + 155/12*z + 1
*
-3/4 | 0.24761332954959690892636913258356689766 | 0.029785859912879969795953661204218448690
f(z) = -140/27*z^3 + 151/28*z + 1
*
[ -1/2 ] 
f(z) = -140/37*z^3 + 146/37*z + 1
*
[ -1/2 ] 
f(z) = -140/39*z^3 + 152/39*z + 1
*
-1 | 0.10401738026827903627207430022439921341 | 0.020520683784617268404448326881092386914
f(z) = -139/20*z^3 + 159/20*z + 1
*
-1 | 0.10373490693746746809908431162577693973 | 0.020516191445388306890470307962826723862
f(z) = -137/20*z^3 + 157/20*z + 1
*
-1 | 0.091898524370478701167826458602476300442 | 0.018152454180308359556924960070433349396
f(z) = -137/21*z^3 + 158/21*z + 1
*
-1 | 0.099357834785484326186376740224443958346 | 0.019601442604096677418110214533188304201
f(z) = -137/22*z^3 + 159/22*z + 1
*
-1 | 0.091756292054311501296845745959225363139 | 0.018147118551328165440402579451285956009
f(z) = -136/21*z^3 + 157/21*z + 1
*
-1 | 0.11200030400009548577249609239793624144 | 0.022095565339553707689128614207655241427
f(z) = -136/23*z^3 + 159/23*z + 1
*
[ -1/2 ] 
f(z) = -136/37*z^3 + 145/37*z + 1
*
[ -1/2 ] 
f(z) = -136/39*z^3 + 151/39*z + 1
*
0 | 0.16009460891988445831416996760337898999 | 0.026665159942297025071792387075071696051
f(z) = -135/22*z^3 + 142/33*z + 1
*
-1 | 0.099070033991788532080690106289456392565 | 0.019593595289017782427136483106436034602
f(z) = -135/22*z^3 + 157/22*z + 1
*
-1 | 0.11185510675011365447425289020558096342 | 0.022094421145756660516752140980438196033
f(z) = -135/23*z^3 + 158/23*z + 1
*
[ -1/3 ] 
f(z) = -135/32*z^3 + 143/32*z + 1
*
[ -2/3 ] 
f(z) = -135/34*z^3 + 145/34*z + 1
*
[ -1/3 ] 
f(z) = -135/34*z^3 + 151/34*z + 1
*
[ -2/3 ] 
f(z) = -135/38*z^3 + 155/38*z + 1
*
-1 | 0.091466385002603150716913995922321095903 | 0.018135767436252722145190277354421827135
f(z) = -134/21*z^3 + 155/21*z + 1
*
-1 | 0.11170875928995781780914379596048058147 | 0.022093221649112956978620141165380048853
f(z) = -134/23*z^3 + 157/23*z + 1
*
-1 | 0.11160655142637132782842463014121370772 | 0.022017885320753650209757223257646844336
f(z) = -134/25*z^3 + 159/25*z + 1
*
-1 | 0.10315667242113292777554210791515350506 | 0.020506499440625032249996512352111463488
f(z) = -133/20*z^3 + 153/20*z + 1
*
-1 | 0.098777006731384676897216696009930545731 | 0.019585302535773974943489638857741315709
f(z) = -133/22*z^3 + 155/22*z + 1
*
-1 | 0.11156124320446426618222286634040231639 | 0.022091965205405410768235166506390419047
f(z) = -133/23*z^3 + 156/23*z + 1
*
-1 | 0.082608821963496341487154944048633956956 | 0.016337975870578881567927679954581208402
f(z) = -133/24*z^3 + 157/24*z + 1
*
-5/7 | 0.18434073703479099677266075373947721586 | 0.026965147101356764773163197774562777602
f(z) = -133/25*z^3 + 144/35*z + 1
*
-1 | 0.11145817998872395154340041485244366747 | 0.022016017331349175273484288243044628987
f(z) = -133/25*z^3 + 158/25*z + 1
*
-1 | 0.098570222580750742459181977991332420009 | 0.019446061446096374003078693285110933190
f(z) = -133/26*z^3 + 159/26*z + 1
*
-1 | 0.11141253963148385629125140813203761193 | 0.022090650113496619393270013263486006820
f(z) = -132/23*z^3 + 155/23*z + 1
*
-1 | 0.11130860659283680318925125173913231258 | 0.022014081371419624104051724432309743622
f(z) = -132/25*z^3 + 157/25*z + 1
*
[ -1/2 ] 
f(z) = -132/37*z^3 + 144/37*z + 1
*
-1 | 0.10286062770515297792792111874259175442 | 0.020501273807851045908970951334364663035
f(z) = -131/20*z^3 + 151/20*z + 1
*
-1 | 0.091022815155375130776171181207295667821 | 0.018118029435151111090394724845964982817
f(z) = -131/21*z^3 + 152/21*z + 1
*
-1 | 0.098478605237470935465789671349846981102 | 0.019576547166734910615287397243759616431
f(z) = -131/22*z^3 + 153/22*z + 1
*
-1 | 0.11126262924725850966280912632672803534 | 0.022089274612975947473666797074492302125
f(z) = -131/23*z^3 + 154/23*z + 1
*
-1 | 0.082309335024980802087361743885752941696 | 0.016320126326225516840876496744238760756
f(z) = -131/24*z^3 + 155/24*z + 1
*
-1 | 0.11115781154380376319420438635140271265 | 0.022012075469919618818722850528029821146
f(z) = -131/25*z^3 + 156/25*z + 1
*
-1 | 0.098268963954498985251627740752632329069 | 0.019435163506203306744707518618050571772
f(z) = -131/26*z^3 + 157/26*z + 1
*
-1 | 0.097488862259465917632682392815862769305 | 0.019256697725865016082417819190159050552
f(z) = -131/27*z^3 + 158/27*z + 1
*
-1 | 0.10244129811671681804986802643165527754 | 0.020209752252142877148144399327618301657
f(z) = -131/28*z^3 + 159/28*z + 1
*
-1 | 0.090871527012425545072383367641844039142 | 0.018111711917211442219205538246393679733
f(z) = -130/21*z^3 + 151/21*z + 1
*
-1 | 0.11111149225119308337891663564654595565 | 0.022087836881691842050006952802485988269
f(z) = -130/23*z^3 + 153/23*z + 1
*
[ -3/10 ] 
f(z) = -130/27*z^3 + 143/30*z + 1
*
-1 | 0.097335907436709548202085587231136486690 | 0.019250628071473752121967905419171401419
f(z) = -130/27*z^3 + 157/27*z + 1
*
-1 | 0.11079120961689075336711436720318801563 | 0.021857033630338304331388924700065048970
f(z) = -130/29*z^3 + 159/29*z + 1
*
-1 | 0.10255976409992494771756912816593850883 | 0.020495776299211713596463831526176401012
f(z) = -129/20*z^3 + 149/20*z + 1
*
-1 | 0.098175978726168978172209648630705745538 | 0.019567570858972293652187045212466833155
f(z) = -129/22*z^3 + 151/22*z + 1
*
-1 | 0.11095910834999227860144662222996776544 | 0.022086335033162997029170022493587865326
f(z) = -129/23*z^3 + 152/23*z + 1
*
-1 | 0.11085247524193234791398270102223229018 | 0.022007845614591165702249971839347708797
f(z) = -129/25*z^3 + 154/25*z + 1
*
-1 | 0.097963358455732789032852427511573575516 | 0.019423974022553399711339976539662105525
f(z) = -129/26*z^3 + 155/26*z + 1
*
-1 | 0.10213316971571223422970361885768503813 | 0.020199407554055141079800808434555063823
f(z) = -129/28*z^3 + 157/28*z + 1
*
-1 | 0.11063602290654054126334349757618629558 | 0.021853618980934045216282672919437094535
f(z) = -129/29*z^3 + 158/29*z + 1
*
[ -7/8 ] 
f(z) = -128/21*z^3 + 143/21*z + 1
*
-1 | 0.090568335935565732513796384023151188961 | 0.018099382047316654072459437082320418709
f(z) = -128/21*z^3 + 149/21*z + 1
*
-1 | 0.11080545674113045689328015629902152361 | 0.022084767113861464687973487285743152541
f(z) = -128/23*z^3 + 151/23*z + 1
*
-1 | 0.11069789208457266502491829841993179531 | 0.022005617366595245254031806142957502317
f(z) = -128/25*z^3 + 153/25*z + 1
*
[ -1/4 ] 
f(z) = -128/27*z^3 + 143/27*z + 1
*
-1 | 0.097026140239942907337990738074317855871 | 0.019238144314753083010063473415669227994
f(z) = -128/27*z^3 + 155/27*z + 1
*
[ -1/4 ] 
f(z) = -128/29*z^3 + 153/29*z + 1
*
-1 | 0.11047951885386213659666998744411036328 | 0.021850108382191590820327068063895746505
f(z) = -128/29*z^3 + 157/29*z + 1
*
-1 | 0.11036865654716007320735224520431047402 | 0.021773671812305602584265826077014617102
f(z) = -128/31*z^3 + 159/31*z + 1
*
[ -3/4 ] 
f(z) = -128/33*z^3 + 149/33*z + 1
*
[ -5/8 ] 
f(z) = -128/35*z^3 + 141/35*z + 1
*
-7/8 | 0.056334339680913383600666058595265356080 | 0.011273153229186307453154336093366233413
f(z) = -128/35*z^3 + 148/35*z + 1
*
[ -1/2 ] 
f(z) = -128/37*z^3 + 143/37*z + 1
*
[ -1/2 ] 
f(z) = -128/39*z^3 + 149/39*z + 1
*
-1 | 0.10225392180236985241452514133813861779 | 0.020489991603788704527558513891447245944
f(z) = -127/20*z^3 + 147/20*z + 1
*
-1 | 0.090414324440832531123208626229876643896 | 0.018092952527855811091110150840689092985
f(z) = -127/21*z^3 + 148/21*z + 1
*
-1 | 0.097868312210146704744452323412240257701 | 0.019558225893404186177001460348292987295
f(z) = -127/22*z^3 + 149/22*z + 1
*
-1 | 0.11065051609562031586765818384686756330 | 0.022083131100360362312359426702858114977
f(z) = -127/23*z^3 + 150/23*z + 1
*
-1 | 0.081695383619659357682610455652579695269 | 0.016282803885126989487616571331102395557
f(z) = -127/24*z^3 + 151/24*z + 1
*
-1 | 0.11054200343005227699695015411330194848 | 0.022003310582599483235188264613610807097
f(z) = -127/25*z^3 + 152/25*z + 1
*
-1 | 0.097651280344431334088998458088417417415 | 0.019412083375318000303583105374238574296
f(z) = -127/26*z^3 + 153/26*z + 1
*
-1 | 0.096869284024065713990349645730202473226 | 0.019231724352071024715287349120834039876
f(z) = -127/27*z^3 + 154/27*z + 1
*
-1 | 0.10181980577760922373802455029391177319 | 0.020188622497047282566306561403043524679
f(z) = -127/28*z^3 + 155/28*z + 1
*
-1 | 0.11032167479601996345663911424812446770 | 0.021846499115547643098512785262488116205
f(z) = -127/29*z^3 + 156/29*z + 1
*
-1 | 0.077085153497189271133742910864865545276 | 0.015245531262671500946785586627534580367
f(z) = -127/30*z^3 + 157/30*z + 1
*
-1 | 0.11020980360224269122952948098103199246 | 0.021769429093827272221970344912806440645
f(z) = -127/31*z^3 + 158/31*z + 1
*
-1 | 0.10159605609547558096798527421476925911 | 0.020043001809143577123606947399015729764
f(z) = -127/32*z^3 + 159/32*z + 1
*
-1 | 0.11049426454004432480468031716300981419 | 0.022081424896338339064231715719938895527
f(z) = -126/23*z^3 + 149/23*z + 1
*
-1 | 0.11038478696376542095955466151154187274 | 0.022000922921181933774664735226555860933
f(z) = -126/25*z^3 + 151/25*z + 1
*
-1 | 0.11016246747740419423912425088613361501 | 0.021842788367738557466693286496197043787
f(z) = -126/29*z^3 + 155/29*z + 1
*
-1 | 0.11004956879344989488319987390632300360 | 0.021765074925163560934972909454490234615
f(z) = -126/31*z^3 + 157/31*z + 1
*
-1 | 0.090101362269386547229954299504470055744 | 0.018079549432515320429235143004925393604
f(z) = -125/21*z^3 + 146/21*z + 1
*
-1 | 0.097556086663892054264896697601234431118 | 0.019548623284151670066685568027835965696
f(z) = -125/22*z^3 + 147/22*z + 1
*
[ -1/5 ] 
f(z) = -125/23*z^3 + 143/23*z + 1
*
-1 | 0.11033667963781062715348703823685115229 | 0.022079646329432449307318547086194077438
f(z) = -125/23*z^3 + 148/23*z + 1
*
-1 | 0.097334507931930031388793523428155026994 | 0.019399856316110931090917010101519970984
f(z) = -125/26*z^3 + 151/26*z + 1
*
-1 | 0.096551512462469344356674057892434092740 | 0.019218512873034084555565932642659312626
f(z) = -125/27*z^3 + 152/27*z + 1
*
[ -4/5 ] 
f(z) = -125/28*z^3 + 143/28*z + 1
*
-1/5 | 0.14923860252354209681576992945823756965 | 0.029987258761999934896416416291318591301
f(z) = -125/28*z^3 + 145/28*z + 1
*
-1 | 0.10150102449757611191729224585836851944 | 0.020177373438191723393925165542860898475
f(z) = -125/28*z^3 + 153/28*z + 1
*
-1 | 0.11000187302867148710244686952727214791 | 0.021838973226780078202193847389170235735
f(z) = -125/29*z^3 + 154/29*z + 1
*
-1 | 0.10988792773031722252574801572163816186 | 0.021760606158386081114184214449214905380
f(z) = -125/31*z^3 + 156/31*z + 1
*
[ -4/25 ] 
f(z) = -125/32*z^3 + 147/20*z + 1
*
-1 | 0.10127312618158000269856485084419369949 | 0.020029312276404179256080078574556432396
f(z) = -125/32*z^3 + 157/32*z + 1
*
-1 | 0.089428088349139661807761021831121408286 | 0.017664475978373857689029341446932627335
f(z) = -125/33*z^3 + 158/33*z + 1
*
-1 | 0.096878649523678282012789256880895725546 | 0.019112345717886017558375783980882201623
f(z) = -125/34*z^3 + 159/34*z + 1
*
-1/5 | 0.14148642192102226447530961005382538845 | 0.028274968049300328667661386094787375010
f(z) = -125/36*z^3 + 149/36*z + 1
*
[ -2/5 ] 
f(z) = -125/38*z^3 + 153/38*z + 1
*
[ -3/5 ] 
f(z) = -125/39*z^3 + 149/39*z + 1
*
-1 | 0.089944434261952366695662138293017664500 | 0.018072984997225381369820185922612922966
f(z) = -124/21*z^3 + 145/21*z + 1
*
-1 | 0.11017773836959276896875957825478372873 | 0.022077793147930520904369343957033192283
f(z) = -124/23*z^3 + 147/23*z + 1
*
-1 | 0.11006627842159762627670623777857158679 | 0.021995895177936248082185433718628118896
f(z) = -124/25*z^3 + 149/25*z + 1
*
[ 5/4 ] 
f(z) = -124/25*z^3 + 159/20*z + 1
*
-1 | 0.096390549757968967573899594675433199562 | 0.019211714891940277598373228661415270994
f(z) = -124/27*z^3 + 151/27*z + 1
*
-1 | 0.10983986694484637719528454462401566665 | 0.021835050677743475322386722717415284203
f(z) = -124/29*z^3 + 153/29*z + 1
*
-1 | 0.089264959523512599897613264126404406465 | 0.017654394774299037850825547226748457315
f(z) = -124/33*z^3 + 157/33*z + 1
*
-1 | 0.10949106157110860706840976832873856579 | 0.021600538736390088018872936862247918313
f(z) = -124/35*z^3 + 159/35*z + 1
*
[ -1/2 ] 
f(z) = -124/37*z^3 + 142/37*z + 1
*
[ -1/2 ] 
f(z) = -124/39*z^3 + 148/39*z + 1
*
-1 | 0.10162662085675542357590452389476097243 | 0.020477493943112455209295954309153737851
f(z) = -123/20*z^3 + 143/20*z + 1
*
[ -2/3 ] 
f(z) = -123/20*z^3 + 157/30*z + 1
*
-1 | 0.097237165609822484251162302463172368925 | 0.019538349978620406250589602686218615888
f(z) = -123/22*z^3 + 145/22*z + 1
*
-1 | 0.11001741711291009798029383826457254251 | 0.022075863017293507162150485737864827413
f(z) = -123/23*z^3 + 146/23*z + 1
*
-1 | 0.10990493873886892338497194903488342210 | 0.021993249979769980803184966204179152157
f(z) = -123/25*z^3 + 148/25*z + 1
*
-1 | 0.097012853705837850005379399271269785330 | 0.019387269122087028308954240152926271121
f(z) = -123/26*z^3 + 149/26*z + 1
*
-1 | 0.10117663438798073618848398245864463943 | 0.020165635100833803589979223985017259285
f(z) = -123/28*z^3 + 151/28*z + 1
*
-1 | 0.10967642406243208696822193360462842733 | 0.021831017598316014936410700272224006322
f(z) = -123/29*z^3 + 152/29*z + 1
*
-1 | 0.10956032597864666399897124653217095081 | 0.021751311681223099833758791242732131732
f(z) = -123/31*z^3 + 154/31*z + 1
*
-1 | 0.10094443004280746455324653815713627633 | 0.020015054789684061421505639102059309983
f(z) = -123/32*z^3 + 155/32*z + 1
*
-1 | 0.096547727431149634222436628899602910566 | 0.019094745617197853075795334102165034750
f(z) = -123/34*z^3 + 157/34*z + 1
*
-1 | 0.10932428468328131808661603963561647497 | 0.021594515059980106261912105521500368393
f(z) = -123/35*z^3 + 158/35*z + 1
*
-1 | 0.089624400541560928751435043907848735405 | 0.018059078455749932028117894328742701055
f(z) = -122/21*z^3 + 143/21*z + 1
*
-1 | 0.10985569162080298372506357935744391751 | 0.022073853516497665586244303547328406453
f(z) = -122/23*z^3 + 145/23*z + 1
*
-1 | 0.10974217598735411622764212098660581196 | 0.021990513663704524581419470132815597298
f(z) = -122/25*z^3 + 147/25*z + 1
*
-1 | 0.096064347343957310003153753320153781437 | 0.019197717455484697202136713495365585281
f(z) = -122/27*z^3 + 149/27*z + 1
*
-1 | 0.10951151853547621425266617292393516205 | 0.021826870754132870784852161309322270092
f(z) = -122/29*z^3 + 151/29*z + 1
*
-1 | 0.10939431313605583007308698421564194426 | 0.021746479102911831853782964120050213880
f(z) = -122/31*z^3 + 153/31*z + 1
*
-1 | 0.088931140122387434046946788381579543557 | 0.017633084275217834109194584915914366720
f(z) = -122/33*z^3 + 155/33*z + 1
*
-1 | 0.10915598049330620309069877618407212701 | 0.021588345324874253906566894190298376957
f(z) = -122/35*z^3 + 157/35*z + 1
*
-1 | 0.10903478174877837023699520621754430954 | 0.021510523260830226059992335623182970951
f(z) = -122/37*z^3 + 159/37*z + 1
*
-1 | 0.10130479981773390332722707166958085849 | 0.020470744603046909412064713690085093637
f(z) = -121/20*z^3 + 141/20*z + 1
*
-1 | 0.089461246681748549028284199153480606163 | 0.018051728932819124664401352257389646514
f(z) = -121/21*z^3 + 142/21*z + 1
*
-1 | 0.10969253699955412032286745512961586874 | 0.022071762134185711518203206470603304709
f(z) = -121/23*z^3 + 144/23*z + 1
*
-1 | 0.080733356982993061977872012532929111458 | 0.016222157174059732514568047339678554600
f(z) = -121/24*z^3 + 145/24*z + 1
*
-1 | 0.10957796474473882259343857758569662333 | 0.021987683431397412701320770780757813753
f(z) = -121/25*z^3 + 146/25*z + 1
*
-1 | 0.095899056370469493451175238043174948435 | 0.019190510852210447022259012290043910429
f(z) = -121/27*z^3 + 148/27*z + 1
*
[ -9/22 ] 
f(z) = -121/27*z^3 + 151/36*z + 1
*
-1 | 0.10934512381053320279756460305394712179 | 0.021822606793866696340194748776119959995
f(z) = -121/29*z^3 + 150/29*z + 1
*
[ -3/11 ] 
f(z) = -121/30*z^3 + 149/30*z + 1
*
-1 | 0.10922678967999339098499152324839599662 | 0.021741518180371466617602182709650700995
f(z) = -121/31*z^3 + 152/31*z + 1
*
-1 | 0.10060975664090137624113438446512919052 | 0.020000198434623041858933757434599021368
f(z) = -121/32*z^3 + 153/32*z + 1
*
-1 | 0.096210740375118012801598372975977697158 | 0.019076468500019666714391195186015772232
f(z) = -121/34*z^3 + 155/34*z + 1
*
-1 | 0.10898612054047234336136986194061022612 | 0.021582025385280818066287867438020308202
f(z) = -121/35*z^3 + 156/35*z + 1
*
[ -4/11 ] 
f(z) = -121/36*z^3 + 151/36*z + 1
*
-1 | 0.086804605736359160535350545612346070006 | 0.017167797824334507057237692212060108450
f(z) = -121/36*z^3 + 157/36*z + 1
*
-1 | 0.10886371184241439819001961749849799835 | 0.021503539416488523320937238374718896954
f(z) = -121/37*z^3 + 158/37*z + 1
*
-1 | 0.095965913192869387573447008892515512697 | 0.018932279909893610312690271842838642064
f(z) = -121/38*z^3 + 159/38*z + 1
*
-8/11 | 0.14766643835407773483789575403860099697 | 0.029796527731448287461975338896538162095
f(z) = -121/39*z^3 + 142/39*z + 1
*
-5/8 | 0.18730215663145854625139776684475404626 | 0.026787696447813571671349729170575054033
f(z) = -136/25*z^3 + 149/40*z + 1
*
-2/9 | 0.16602341392765105893282354180676310761 | 0.027652654367408501575130809309649214711
f(z) = -135/28*z^3 + 157/42*z + 1
*
-2/3 | 0.087566102716854165019313129770778528218 | 0.013441283886477308942345258710910757121
f(z) = -135/32*z^3 + 143/40*z + 1
*
-1/2 | 0.16190578900941141720756331282370782570 | 0.028958355577250485362857313911804127071
f(z) = -134/21*z^3 + 151/42*z + 1
*
[ 6/7 ] 
f(z) = -133/27*z^3 + 145/42*z + 1
*
-1/2 | 0.15786008753818350422052813852995093946 | 0.028388621757752758023581303251166720708
f(z) = -130/21*z^3 + 149/42*z + 1
*
-7/16 | 0.15761903639828079322232256264800084249 | 0.028424525270187090071314257836676911931
f(z) = -128/21*z^3 + 145/42*z + 1
*
-3/4 | 0.14080719348550807888298728620037018562 | 0.025392729970379407473259993664027855652
f(z) = -128/21*z^3 + 151/42*z + 1
*
[ 5/6 ] 
f(z) = -128/25*z^3 + 151/45*z + 1
*
-5/9 | 0.19352736701444491229904952440333594030 | 0.027515062003108960387981623546951930762
f(z) = -126/25*z^3 + 151/45*z + 1
*
-2/5 | 0.10687037475010971771767151653009928334 | 0.019355452540536482765299347065454265857
f(z) = -125/21*z^3 + 145/42*z + 1
*
[ 4/5 ] 
f(z) = -125/22*z^3 + 149/44*z + 1
*
[ 4/5 ] 
f(z) = -125/26*z^3 + 147/52*z + 1
*
-9/25 | 0.19127518237295776676348431354085191056 | 0.029711488230644882136964400606073750281
f(z) = -125/27*z^3 + 152/45*z + 1
*
-18/25 | 0.079331386690788989633444363218371451154 | 0.012322840489511159058442070640261070507
f(z) = -125/32*z^3 + 141/40*z + 1
*
[ 5/6 ] 
f(z) = -124/25*z^3 + 146/45*z + 1
*
-1/2 | 0.14836537607772505165389387200393972961 | 0.026989418914828953342247238124363422342
f(z) = -122/21*z^3 + 145/42*z + 1
*
0 | 0.15434481843069970279957121301360995779 | 0.027533048189245502051487300453978432931
f(z) = -136/39*z^3 + 155/78*z + 1
*
0 | 0.15403615653316014253312913512193395295 | 0.027550798646124844498676067950706493356
f(z) = -134/39*z^3 + 151/78*z + 1
*
0 | 0.14592660840994988064817944310335280795 | 0.026315949285847549312038369272132188838
f(z) = -128/33*z^3 + 157/66*z + 1
*
-1/16 | 0.14614682109425723527278208667491468265 | 0.026355661754296432733365998926379197428
f(z) = -128/35*z^3 + 141/70*z + 1
*
[ 13/16 ] 
f(z) = -128/39*z^3 + 151/78*z + 1
*
-21/50 | 0.21863791299431944761983329750527408642 | 0.027944354198703250902558409670912081916
f(z) = -125/27*z^3 + 149/60*z + 1
*
[ 4/5 ] 
f(z) = -125/34*z^3 + 143/68*z + 1
*
[ 4/5 ] 
f(z) = -125/38*z^3 + 141/76*z + 1
*
0 | 0.14584023934137000200358268793791456912 | 0.026530066638735862393574137026757032607
f(z) = -122/33*z^3 + 145/66*z + 1
*
9/11 | 0.15485939757395836063875218037153607885 | 0.026272279300923009665165065748118793195
f(z) = -121/24*z^3 + 155/72*z + 1
*
-6/11 | 0.15560945862887431005221625501200646111 | 0.022252126714064605369548654365658552265
f(z) = -121/32*z^3 + 157/72*z + 1
*
33/40 | 0.27302915194037992644465768894823358001 | 0.029283445204128427414952606781374671995
f(z) = -140/27*z^3 + 149/80*z + 1
*
[ 21/34 ] 
f(z) = -136/27*z^3 + 155/119*z + 1
*
-7/25 | 0.17997270799658695764329267214707069213 | 0.027955832686393870638101034541181823223
f(z) = -125/22*z^3 + 159/110*z + 1
*
2/3 | 0.22189410826163063605522698788127003804 | 0.029145492785074691999143067591209456468
f(z) = -135/32*z^3 + 149/120*z + 1
*
-7/22 | 0.13300082471354919299860776538130459620 | 0.021513911038175515185648265191957799889
f(z) = -121/35*z^3 + 149/140*z + 1
*
[ 5/2 ] 
f(z) = -136/25*z^3 + 173/5*z + 1
*
[ -5/2 ] 
f(z) = -136/25*z^3 + 177/5*z + 1
*
[ 5/2 ] 
f(z) = -132/25*z^3 + 168/5*z + 1
*
[ -5/2 ] 
f(z) = -132/25*z^3 + 172/5*z + 1
*
[ 5/2 ] 
f(z) = -128/25*z^3 + 163/5*z + 1
*
[ -5/2 ] 
f(z) = -128/25*z^3 + 167/5*z + 1
*
-2/25 | 0.17585383200986196032957778531582482130 | 0.024313607138393319815745811726110032323
f(z) = -125/24*z^3 + 173/15*z + 1
*
[ -5/2 ] 
f(z) = -124/25*z^3 + 162/5*z + 1
*
[ -15/11 ] 
f(z) = -121/25*z^3 + 161/15*z + 1
*
[ 24/11 ] 
f(z) = -121/27*z^3 + 175/8*z + 1
*
26/11 | 0.16798714537932784687322304585301270805 | 0.025875067719028305496871735087637332997
f(z) = -121/32*z^3 + 165/8*z + 1
*
[ 18/11 ] 
f(z) = -121/36*z^3 + 169/18*z + 1
*
-1 | 0.11256994432856253229315511402236633211 | 0.022099620101263189388107749449470016696
f(z) = -140/23*z^3 + 163/23*z + 1
*
-1 | 0.098811235213186101574962601997355666056 | 0.019306634363929934954715844377508163792
f(z) = -140/27*z^3 + 167/27*z + 1
*
-6/5 | 0.24255991289578587857647785498160502507 | 0.028747840088844151084081510427737798564
f(z) = -140/27*z^3 + 171/20*z + 1
*
-1 | 0.11227522265769956120938297049741832136 | 0.021886440434211030827325864290611065192
f(z) = -140/29*z^3 + 169/29*z + 1
*
-1 | 0.11217518228346669022405123709629307361 | 0.021816904402778120725131840356039278135
f(z) = -140/31*z^3 + 171/31*z + 1
*
-1 | 0.091730569680901162227325371132297225697 | 0.017800384084386532733584646899452220437
f(z) = -140/33*z^3 + 173/33*z + 1
*
-1 | 0.11186937185843924750806583827485019288 | 0.021612468270467215955660319328893076599
f(z) = -140/37*z^3 + 177/37*z + 1
*
-1 | 0.091421826422553293417000135558972999662 | 0.017623872571732870079115843600753858446
f(z) = -140/39*z^3 + 179/39*z + 1
*
[ -1 ] 
f(z) = -139/20*z^3 + 179/20*z + 1
*
-1 | 0.092181767312346967644288681341503971902 | 0.018163272957401145765664834256667338657
f(z) = -139/21*z^3 + 160/21*z + 1
*
-1 | 0.099641854313828411326133923248662573588 | 0.019609117314192152126040165681467756005
f(z) = -139/22*z^3 + 161/22*z + 1
*
-1 | 0.11242917222703391024647756091498825487 | 0.022098681738652233016038006642492982913
f(z) = -139/23*z^3 + 162/23*z + 1
*
-1 | 0.083479203027779899910789818973294504052 | 0.016388554549565118326853208821024240860
f(z) = -139/24*z^3 + 163/24*z + 1
*
-1 | 0.11233103622009867855651401119457750255 | 0.022026270258223894723918602674199430999
f(z) = -139/25*z^3 + 164/25*z + 1
*
-1 | 0.099446229637022471656206842459770038246 | 0.019476555350101025952962711286527273846
f(z) = -139/26*z^3 + 165/26*z + 1
*
-1 | 0.098668897418174849075822795170198545468 | 0.019301473615197345082833578177591361915
f(z) = -139/27*z^3 + 166/27*z + 1
*
-1 | 0.10362478820764208710451789243867597818 | 0.020247149958688536208761714114921782745
f(z) = -139/28*z^3 + 167/28*z + 1
*
-1 | 0.11213207999596248259210656309526058003 | 0.021883854072100927844862787793922053903
f(z) = -139/29*z^3 + 168/29*z + 1
*
-1 | 0.078902721917926540781294166422874571226 | 0.015380951223928744557024451856341875459
f(z) = -139/30*z^3 + 169/30*z + 1
*
-1 | 0.11203121941130129144243156847725934887 | 0.021813788213161702000315456739411973854
f(z) = -139/31*z^3 + 170/31*z + 1
*
-1 | 0.10342306173518509027290310746852603489 | 0.020114708128731212969889796301386208463
f(z) = -139/32*z^3 + 171/32*z + 1
*
-1 | 0.091585770728655806923116902118550506786 | 0.017792300922555201904410411344661397122
f(z) = -139/33*z^3 + 172/33*z + 1
*
-1 | 0.099042082115913460465408976222889084106 | 0.019219188415742218738283235776863171332
f(z) = -139/34*z^3 + 173/34*z + 1
*
-1 | 0.11182662719291706653461369450544706127 | 0.021675795413540687308983250376135375590
f(z) = -139/35*z^3 + 174/35*z + 1
*
-1 | 0.089654377521289332172153099651916543882 | 0.017358778848522530236498861577038800112
f(z) = -139/36*z^3 + 175/36*z + 1
*
-1 | 0.11172285091163839660517426784147997635 | 0.021607812927929587381435532828003587080
f(z) = -139/37*z^3 + 176/37*z + 1
*
-1 | 0.098834523678612873000320233058275147513 | 0.019094216509356583489841408039669916183
f(z) = -139/38*z^3 + 177/38*z + 1
*
-1 | 0.091274418383528508602183848579673651290 | 0.017614479164878197363730965052727210275
f(z) = -139/39*z^3 + 178/39*z + 1
*
-1 | 0.11218839521958794244358384142614681347 | 0.022024714757668963067441443740242289639
f(z) = -138/25*z^3 + 163/25*z + 1
*
-1 | 0.11198781804549523593701631432236640840 | 0.021881194497305135932298083817705361188
f(z) = -138/29*z^3 + 167/29*z + 1
*
-1 | 0.11188612364547038019748302846932945359 | 0.021810591175999113902182938477536452935
f(z) = -138/31*z^3 + 169/31*z + 1
*
-1 | 0.11167981439462330768376258927629246806 | 0.021671549600233172162572836454368613647
f(z) = -138/35*z^3 + 173/35*z + 1
*
-1 | 0.11157515373168613617799651627811200325 | 0.021603054665772771137867193382425498702
f(z) = -138/37*z^3 + 175/37*z + 1
*
[ -1 ] 
f(z) = -137/20*z^3 + 177/20*z + 1
*
[ -1 ] 
f(z) = -137/21*z^3 + 179/21*z + 1
*
-1 | 0.11214436902212911408715504497119964182 | 0.022096655820045509333393823861057960831
f(z) = -137/23*z^3 + 160/23*z + 1
*
-1 | 0.083193608939056919221192266249693760535 | 0.016372168590308851295582258109389523504
f(z) = -137/24*z^3 + 161/24*z + 1
*
-1 | 0.11204464392055294902179001252218978175 | 0.022023100210334421363014543552677865733
f(z) = -137/25*z^3 + 162/25*z + 1
*
-1 | 0.099158379537904208222718623798292700752 | 0.019466674970083776013863113903682234207
f(z) = -137/26*z^3 + 163/26*z + 1
*
-1 | 0.098380886223687327265140082997642333632 | 0.019290875087812926055139260133470357995
f(z) = -137/27*z^3 + 164/27*z + 1
*
-1 | 0.10333595607602817249932356975348591918 | 0.020238358714216120079177983272676850424
f(z) = -137/28*z^3 + 165/28*z + 1
*
-1 | 0.11184241909405133127562746268140311594 | 0.021878459754695078020396780398191804337
f(z) = -137/29*z^3 + 166/29*z + 1
*
-1 | 0.078612224278832119741584743851661545418 | 0.015359968604907483693952563337680613370
f(z) = -137/30*z^3 + 167/30*z + 1
*
-1 | 0.11173987693139237423490198951406089400 | 0.021807311171692837027273419075587179135
f(z) = -137/31*z^3 + 168/31*z + 1
*
-1 | 0.10313086617097024274526455708967463222 | 0.020103879608959640911889078064480295463
f(z) = -137/32*z^3 + 169/32*z + 1
*
-1 | 0.091291680077159597696579883081380724925 | 0.017775557432038325693194820692516383795
f(z) = -137/33*z^3 + 170/33*z + 1
*
-1 | 0.098748155077066244100794886276832808022 | 0.019205487483166706207880514409838255275
f(z) = -137/34*z^3 + 171/34*z + 1
*
-1 | 0.11153182146764188298701365241084537294 | 0.021667205660934570107118717596719884765
f(z) = -137/35*z^3 + 172/35*z + 1
*
-1 | 0.089358684273700480628668171628371041374 | 0.017340117987716752314839003623710180131
f(z) = -137/36*z^3 + 173/36*z + 1
*
-1 | 0.11142626114903496980692763088214703194 | 0.021598190887002068343108183612559014435
f(z) = -137/37*z^3 + 174/37*z + 1
*
-1 | 0.098537680387142803706900168277953769032 | 0.019078753869889219196381956799413973513
f(z) = -137/38*z^3 + 175/38*z + 1
*
-1 | 0.090976007966976271677417839923690564394 | 0.017595259564536178624224445858525689054
f(z) = -137/39*z^3 + 176/39*z + 1
*
[ -1 ] 
f(z) = -136/21*z^3 + 178/21*z + 1
*
-1 | 0.11189976485218123074725098343860612494 | 0.022021424947652906917728427409235204472
f(z) = -136/25*z^3 + 161/25*z + 1
*
-1 | 0.098235177643249405670497901176238965042 | 0.019285432887480553094406059015838266430
f(z) = -136/27*z^3 + 163/27*z + 1
*
-21/68 | 0.15799623741394428511913357466267082830 | 0.018674303346595197526403850566212228778
f(z) = -136/27*z^3 + 175/34*z + 1
*
-1 | 0.11169586500385449675707758349648096163 | 0.021875647825617450046135695077956898785
f(z) = -136/29*z^3 + 165/29*z + 1
*
-1 | 0.11159246077734298340322078413695849499 | 0.021803946012323955022431140647522071605
f(z) = -136/31*z^3 + 167/31*z + 1
*
-1 | 0.091143384722929893955315890495649523515 | 0.017767092449172586575753693299845238728
f(z) = -136/33*z^3 + 169/33*z + 1
*
-1 | 0.11138262916734315929460014650810503184 | 0.021662761077876749199066245689384904810
f(z) = -136/35*z^3 + 171/35*z + 1
*
-1 | 0.11127615351829228761330511266737995647 | 0.021593218912180896442068316080795759050
f(z) = -136/37*z^3 + 173/37*z + 1
*
-1 | 0.090823932335870320818026210880541561680 | 0.017585226724675763595212070424519680870
f(z) = -136/39*z^3 + 175/39*z + 1
*
-4/9 | 0.17703965203593407210716716139857760247 | 0.029487505353969793223069423290346988273
f(z) = -135/22*z^3 + 172/33*z + 1
*
[ -1 ] 
f(z) = -135/22*z^3 + 179/22*z + 1
*
-1 | 0.098866643302651491192881842858328913012 | 0.019456558896184950206769900916192936472
f(z) = -135/26*z^3 + 161/26*z + 1
*
-1 | 0.10304253092786170426099403122675677123 | 0.020229207728235581991806022422272784407
f(z) = -135/28*z^3 + 163/28*z + 1
*
-1 | 0.11154813719779966186425322169248551523 | 0.021872756625390763465475823986341730889
f(z) = -135/29*z^3 + 164/29*z + 1
*
-1 | 0.11144385624015840087639144120579646054 | 0.021800493438969377770157754002823823735
f(z) = -135/31*z^3 + 166/31*z + 1
*
-1 | 0.10283396313666495443218503930762212162 | 0.020092631391460394302154409713691774938
f(z) = -135/32*z^3 + 167/32*z + 1
*
-1 | 0.098450112838346518068250547141280135689 | 0.019191434043707595590319753769901983813
f(z) = -135/34*z^3 + 169/34*z + 1
*
[ -1/3 ] 
f(z) = -135/37*z^3 + 163/37*z + 1
*
-1 | 0.11112481070222476801368336641069505537 | 0.021588135976207278425468627178447323784
f(z) = -135/37*z^3 + 172/37*z + 1
*
[ -1/3 ] 
f(z) = -135/38*z^3 + 167/38*z + 1
*
-1 | 0.098234640027898608015444108009120412913 | 0.019062503688474511540221470865387118511
f(z) = -135/38*z^3 + 173/38*z + 1
*
[ -1 ] 
f(z) = -134/21*z^3 + 176/21*z + 1
*
-1 | 0.097940263374371557336363577596872219823 | 0.019274251041556505108718570636858188929
f(z) = -134/27*z^3 + 161/27*z + 1
*
-1 | 0.11139921664508760765883905887542412343 | 0.021869784000684581994804309619613316231
f(z) = -134/29*z^3 + 163/29*z + 1
*
-1 | 0.11129404391034628177205241228070313557 | 0.021796951118893464578914836459582926765
f(z) = -134/31*z^3 + 165/31*z + 1
*
-1 | 0.090844197319151974531519069161131482603 | 0.017749962318976439411415511208164645367
f(z) = -134/33*z^3 + 167/33*z + 1
*
-1 | 0.11108056706399702951450177079804911016 | 0.021653559502229424165840144011781565390
f(z) = -134/35*z^3 + 169/35*z + 1
*
-1 | 0.11097221205508007539395006063346498731 | 0.021582939224938894184618004059518528172
f(z) = -134/37*z^3 + 171/37*z + 1
*
-1 | 0.090519105440211624338530224684075958266 | 0.017565298563128036437133121252906968062
f(z) = -134/39*z^3 + 173/39*z + 1
*
[ -1 ] 
f(z) = -133/20*z^3 + 173/20*z + 1
*
[ -1 ] 
f(z) = -133/22*z^3 + 177/22*z + 1
*
[ -1 ] 
f(z) = -133/23*z^3 + 179/23*z + 1
*
[ -5/7 ] 
f(z) = -133/25*z^3 + 179/35*z + 1
*
-1 | 0.097791019895307167657661132352808951977 | 0.019268506548834657416721966378325656379
f(z) = -133/27*z^3 + 160/27*z + 1
*
[ -3/14 ] 
f(z) = -133/27*z^3 + 165/28*z + 1
*
[ -6/19 ] 
f(z) = -133/27*z^3 + 177/38*z + 1
*
-1 | 0.11124908384626504004700625545431977128 | 0.021866727726775037224131866984352733355
f(z) = -133/29*z^3 + 162/29*z + 1
*
-1 | 0.078015443140993587208018200827242808731 | 0.015315914614076929839556382069763191302
f(z) = -133/30*z^3 + 163/30*z + 1
*
-1 | 0.11114300389657467893794806264200774367 | 0.021793316642607169549635504612460483906
f(z) = -133/31*z^3 + 164/31*z + 1
*
-1 | 0.10253219765453753825505016680587980065 | 0.020080942536233197015817539205979189525
f(z) = -133/32*z^3 + 165/32*z + 1
*
-1 | 0.090691197932568134905490439950639761441 | 0.017740887045765912475964772914196166127
f(z) = -133/33*z^3 + 166/33*z + 1
*
-1 | 0.098146492971933406978309011041576154994 | 0.019176751002281477173747638132085545507
f(z) = -133/34*z^3 + 167/34*z + 1
*
-1 | 0.088752649074565381810039242114829176632 | 0.017301052907025337193050258888075101533
f(z) = -133/36*z^3 + 169/36*z + 1
*
-1 | 0.11081833640519033764015937682995270727 | 0.021577625711658319137260000081869174848
f(z) = -133/37*z^3 + 170/37*z + 1
*
-1 | 0.090364244211119540358534385137500663001 | 0.017554995856364543201402453253757249119
f(z) = -133/39*z^3 + 172/39*z + 1
*
[ -1 ] 
f(z) = -132/23*z^3 + 178/23*z + 1
*
[ 5/4 ] 
f(z) = -132/25*z^3 + 169/20*z + 1
*
-1 | 0.11109771881764017783112182716456120407 | 0.021863585504669804495766380758505670917
f(z) = -132/29*z^3 + 161/29*z + 1
*
-1 | 0.11099071580950732918792141144235150222 | 0.021789587520787397603702444528842937983
f(z) = -132/31*z^3 + 163/31*z + 1
*
-1 | 0.11077346428101948386107804831469802322 | 0.021643923056779043324491675882635721964
f(z) = -132/35*z^3 + 167/35*z + 1
*
-1 | 0.11066316203681969825877476887007074529 | 0.021572192393369538899100274918076456475
f(z) = -132/37*z^3 + 169/37*z + 1
*
[ -1 ] 
f(z) = -131/20*z^3 + 171/20*z + 1
*
[ -1 ] 
f(z) = -131/21*z^3 + 173/21*z + 1
*
[ -1 ] 
f(z) = -131/22*z^3 + 175/22*z + 1
*
[ -1 ] 
f(z) = -131/23*z^3 + 177/23*z + 1
*
[ -1 ] 
f(z) = -131/24*z^3 + 179/24*z + 1
*
-1 | 0.11094510107504216958754011477591518723 | 0.021860354958095288423280394729061259855
f(z) = -131/29*z^3 + 160/29*z + 1
*
-1 | 0.077710533918894222075073886134133481240 | 0.015293121416274422270866689352229370247
f(z) = -131/30*z^3 + 161/30*z + 1
*
-1 | 0.11083715874495178424853194905045645831 | 0.021785761181048794880135070104997661448
f(z) = -131/31*z^3 + 162/31*z + 1
*
-1 | 0.10222540692232927548283749241832909611 | 0.020068790751878356935130305413201573893
f(z) = -131/32*z^3 + 163/32*z + 1
*
-1 | 0.090384485408557429358702718399625290080 | 0.017722912293434118407113748022922205195
f(z) = -131/33*z^3 + 164/33*z + 1
*
-1 | 0.097837781414778538711432461402168602315 | 0.019161540583400982747467556571973299513
f(z) = -131/34*z^3 + 165/34*z + 1
*
-1 | 0.11061796915094616169033280870482531347 | 0.021638934545755011496720675292200209389
f(z) = -131/35*z^3 + 166/35*z + 1
*
-1 | 0.088441975912808138955743471182338541055 | 0.017280594536523125230805283526459725439
f(z) = -131/36*z^3 + 167/36*z + 1
*
-1 | 0.11050666667121589202499742804928046412 | 0.021566636126916253157745548228302025459
f(z) = -131/37*z^3 + 168/37*z + 1
*
-1 | 0.097614517023455743657604347980619220216 | 0.019028546653268483427063283784173010920
f(z) = -131/38*z^3 + 169/38*z + 1
*
-1 | 0.090050548796011744958141707144450904287 | 0.017533894661125397370806627797582619274
f(z) = -131/39*z^3 + 170/39*z + 1
*
[ -1 ] 
f(z) = -130/21*z^3 + 172/21*z + 1
*
[ -1 ] 
f(z) = -130/23*z^3 + 176/23*z + 1
*
-1 | 0.11068231126628484949327002319689871396 | 0.021781834964559698832815921539052491734
f(z) = -130/31*z^3 + 161/31*z + 1
*
-1 | 0.090228661804943220728384057130088246225 | 0.017713601619225959321947306495019777761
f(z) = -130/33*z^3 + 163/33*z + 1
*
-1 | 0.11034882744682327792354968699501382334 | 0.021560953664911863782907369133954666836
f(z) = -130/37*z^3 + 167/37*z + 1
*
[ -2/3 ] 
f(z) = -129/20*z^3 + 161/30*z + 1
*
[ -1 ] 
f(z) = -129/20*z^3 + 169/20*z + 1
*
[ -1 ] 
f(z) = -129/22*z^3 + 173/22*z + 1
*
[ -1 ] 
f(z) = -129/23*z^3 + 175/23*z + 1
*
[ -1 ] 
f(z) = -129/25*z^3 + 179/25*z + 1
*
-1 | 0.11052615138611761970629365832728784471 | 0.021777806122493438648775905902463497799
f(z) = -129/31*z^3 + 160/31*z + 1
*
-1 | 0.10191341977441317808390356958169157356 | 0.020056152286696591327852218199881179154
f(z) = -129/32*z^3 + 161/32*z + 1
*
-1 | 0.097523151211930819593812573699566213347 | 0.019145648562916342358525407710325625696
f(z) = -129/34*z^3 + 163/34*z + 1
*
-1 | 0.11030297956695312136042566622439140261 | 0.021628601675752646525939532515110462007
f(z) = -129/35*z^3 + 164/35*z + 1
*
-1 | 0.11018962089861206462333907480042731656 | 0.021555141651470378030070450563714193336
f(z) = -129/37*z^3 + 166/37*z + 1
*
-1 | 0.097296426158338595509088816038587173979 | 0.019010657246651592280038140327464894774
f(z) = -129/38*z^3 + 167/38*z + 1
*
[ -1 ] 
f(z) = -128/23*z^3 + 174/23*z + 1
*
[ -1 ] 
f(z) = -128/25*z^3 + 178/25*z + 1
*
[ -1/4 ] 
f(z) = -128/31*z^3 + 163/31*z + 1
*
-1 | 0.089913001220143250731844751101944865979 | 0.017694518043028872497733726875054240911
f(z) = -128/33*z^3 + 161/33*z + 1
*
[ -1/4 ] 
f(z) = -128/33*z^3 + 173/33*z + 1
*
-1 | 0.11014343860687524517106446446183272551 | 0.021623250898607163893909148258898298260
f(z) = -128/35*z^3 + 163/35*z + 1
*
[ -7/8 ] 
f(z) = -128/35*z^3 + 173/35*z + 1
*
-1 | 0.11002902293647556658858467539066190145 | 0.021549196617726743583721316368115908787
f(z) = -128/37*z^3 + 165/37*z + 1
*
[ -3/8 ] 
f(z) = -128/39*z^3 + 161/39*z + 1
*
[ -3/4 ] 
f(z) = -128/39*z^3 + 163/39*z + 1
*
-1 | 0.089569722439138215593356666088594151868 | 0.017500943870200327599298873611936671960
f(z) = -128/39*z^3 + 167/39*z + 1
*
-7/8 | 0.14426868090673484366275402378256633292 | 0.027902355184772275675126101123812209759
f(z) = -128/39*z^3 + 176/39*z + 1
*
[ -1 ] 
f(z) = -127/20*z^3 + 167/20*z + 1
*
[ -1 ] 
f(z) = -127/21*z^3 + 169/21*z + 1
*
[ -1 ] 
f(z) = -127/22*z^3 + 171/22*z + 1
*
[ -1 ] 
f(z) = -127/23*z^3 + 173/23*z + 1
*
[ -1 ] 
f(z) = -127/24*z^3 + 175/24*z + 1
*
[ -1 ] 
f(z) = -127/25*z^3 + 177/25*z + 1
*
[ -1 ] 
f(z) = -127/26*z^3 + 179/26*z + 1
*
-1 | 0.089752083923629442220750924905662034838 | 0.017684534006347982009475063224038647447
f(z) = -127/33*z^3 + 160/33*z + 1
*
-1 | 0.097203722603543941856999646019632423435 | 0.019129302771762615650912302848974151364
f(z) = -127/34*z^3 + 161/34*z + 1
*
-1 | 0.10998250149961143395880346559387378256 | 0.021617772765886664597395054722177311634
f(z) = -127/35*z^3 + 162/35*z + 1
*
-1 | 0.087804424681115386798330772168176391257 | 0.017237677785457299738466956343637811223
f(z) = -127/36*z^3 + 163/36*z + 1
*
-1 | 0.10986700882264421647327753003123588353 | 0.021543114977134363893615795297085392213
f(z) = -127/37*z^3 + 164/37*z + 1
*
-1 | 0.096973381214087962075575587150775248597 | 0.018992247706085895377139505382365394313
f(z) = -127/38*z^3 + 165/38*z + 1
*
-1 | 0.089406606805632570526816667523682022813 | 0.017489597101399956050578236660766467032
f(z) = -127/39*z^3 + 166/39*z + 1
*
[ -1 ] 
f(z) = -126/23*z^3 + 172/23*z + 1
*
[ -5/7 ] 
f(z) = -126/25*z^3 + 174/35*z + 1
*
[ -1 ] 
f(z) = -126/25*z^3 + 176/25*z + 1
*
[ -1/3 ] 
f(z) = -126/37*z^3 + 162/37*z + 1
*
-1 | 0.10970355314806171338834964889484203459 | 0.021536893020526715131535654195068095379
f(z) = -126/37*z^3 + 163/37*z + 1
*
[ -1 ] 
f(z) = -125/21*z^3 + 167/21*z + 1
*
[ -1 ] 
f(z) = -125/22*z^3 + 169/22*z + 1
*
[ -1 ] 
f(z) = -125/23*z^3 + 171/23*z + 1
*
[ -1 ] 
f(z) = -125/24*z^3 + 173/24*z + 1
*
[ -1/5 ] 
f(z) = -125/26*z^3 + 161/26*z + 1
*
[ -1 ] 
f(z) = -125/26*z^3 + 177/26*z + 1
*
[ -6/25 ] 
f(z) = -125/27*z^3 + 163/30*z + 1
*
3/50 | 0.15943549226149080210319901253875209567 | 0.018949215684883501660537679484906749069
f(z) = -125/27*z^3 + 167/20*z + 1
*
[ -1/5 ] 
f(z) = -125/27*z^3 + 167/27*z + 1
*
-6/5 | 0.25026302069137482346491068843356555596 | 0.029619980553177953888484759741242544667
f(z) = -125/27*z^3 + 173/20*z + 1
*
3/2 | 0.21924820312722087138959939416603555904 | 0.025844919037063873625101654423796160082
f(z) = -125/27*z^3 + 179/20*z + 1
*
[ -1 ] 
f(z) = -125/27*z^3 + 179/27*z + 1
*
[ -1/5 ] 
f(z) = -125/28*z^3 + 173/28*z + 1
*
[ -1/5 ] 
f(z) = -125/29*z^3 + 179/29*z + 1
*
-6/5 | 0.19043025008309665520632685324168285976 | 0.029387182181117247422089452087802834141
f(z) = -125/32*z^3 + 163/24*z + 1
*
[ -6/5 ] 
f(z) = -125/32*z^3 + 179/24*z + 1
*
[ -6/25 ] 
f(z) = -125/36*z^3 + 161/30*z + 1
*
-1 | 0.10953862980766508693508792588411672949 | 0.021530526910929095036913445356149201596
f(z) = -125/37*z^3 + 162/37*z + 1
*
-1 | 0.096643874933392295538791307859982418106 | 0.018973029913811943436339026168072000930
f(z) = -125/38*z^3 + 163/38*z + 1
*
-1 | 0.089075960192205866818856651849450725859 | 0.017466332001602861496427109773098786914
f(z) = -125/39*z^3 + 164/39*z + 1
*
[ -1 ] 
f(z) = -124/21*z^3 + 166/21*z + 1
*
[ -1 ] 
f(z) = -124/23*z^3 + 170/23*z + 1
*
[ -1 ] 
f(z) = -124/25*z^3 + 174/25*z + 1
*
[ -1 ] 
f(z) = -124/27*z^3 + 178/27*z + 1
*
-1 | 0.10937221197450658158864741869080985239 | 0.021524012678105573332307521723608654824
f(z) = -124/37*z^3 + 161/37*z + 1
*
-1 | 0.088908374999982461120659853601133107736 | 0.017454404219881239019635407374632404316
f(z) = -124/39*z^3 + 163/39*z + 1
*
[ -1 ] 
f(z) = -123/20*z^3 + 163/20*z + 1
*
[ -1 ] 
f(z) = -123/22*z^3 + 167/22*z + 1
*
[ -1 ] 
f(z) = -123/23*z^3 + 169/23*z + 1
*
[ -1 ] 
f(z) = -123/25*z^3 + 173/25*z + 1
*
[ -1 ] 
f(z) = -123/26*z^3 + 175/26*z + 1
*
[ -1 ] 
f(z) = -123/28*z^3 + 179/28*z + 1
*
-1 | 0.10920427207265109096805918994816333014 | 0.021517346212825177129473855052213567946
f(z) = -123/37*z^3 + 160/37*z + 1
*
-1 | 0.096307693004442668156048015740546092073 | 0.018952967740196196823101122204852766393
f(z) = -123/38*z^3 + 161/38*z + 1
*
[ -1 ] 
f(z) = -122/21*z^3 + 164/21*z + 1
*
[ -1 ] 
f(z) = -122/23*z^3 + 168/23*z + 1
*
[ -1 ] 
f(z) = -122/25*z^3 + 172/25*z + 1
*
[ -1 ] 
f(z) = -122/27*z^3 + 176/27*z + 1
*
-1 | 0.088568539540587055678203505320570666876 | 0.017429933376470790791774639543074922586
f(z) = -122/39*z^3 + 161/39*z + 1
*
[ -1 ] 
f(z) = -121/20*z^3 + 161/20*z + 1
*
[ -1 ] 
f(z) = -121/23*z^3 + 167/23*z + 1
*
-14/11 | 0.19809188071359221361468890683981604492 | 0.027522564770358586340362855949034845926
f(z) = -121/24*z^3 + 167/21*z + 1
*
[ -1 ] 
f(z) = -121/24*z^3 + 169/24*z + 1
*
[ 14/11 ] 
f(z) = -121/24*z^3 + 176/21*z + 1
*
[ -1 ] 
f(z) = -121/25*z^3 + 171/25*z + 1
*
3/55 | 0.20257127640242185893391755104746549472 | 0.024075986806099575009438855135530542875
f(z) = -121/27*z^3 + 167/25*z + 1
*
[ -1 ] 
f(z) = -121/27*z^3 + 175/27*z + 1
*
[ -1 ] 
f(z) = -121/28*z^3 + 177/28*z + 1
*
[ -1 ] 
f(z) = -121/29*z^3 + 179/29*z + 1
*
[ -10/11 ] 
f(z) = -121/30*z^3 + 163/30*z + 1
*
[ -9/11 ] 
f(z) = -121/36*z^3 + 161/36*z + 1
*
-5/11 | 0.081383147343372268748096465435948477808 | 0.015864474498614475605318518954304163476
f(z) = -121/36*z^3 + 169/36*z + 1
*
-1 | 0.088396230317600116104637744578378050194 | 0.017417379884067569374960321890285893379
f(z) = -121/39*z^3 + 160/39*z + 1
*
[ 13/11 ] 
f(z) = -121/39*z^3 + 175/39*z + 1
*
[ 5/6 ] 
f(z) = -136/25*z^3 + 161/45*z + 1
*
[ -8/15 ] 
f(z) = -135/32*z^3 + 163/40*z + 1
*
[ -2/5 ] 
f(z) = -135/32*z^3 + 167/40*z + 1
*
-1/2 | 0.14822609217064018823141123061775096696 | 0.026511614619624199669489788013915003363
f(z) = -134/27*z^3 + 175/54*z + 1
*
-1/2 | 0.14645732059848070492112621854716730088 | 0.026338015789573933860892946161150775791
f(z) = -130/27*z^3 + 173/54*z + 1
*
0 | 0.14396961422272460684336231869888745932 | 0.025890641431387242095271561463456882112
f(z) = -130/27*z^3 + 179/54*z + 1
*
-7/16 | 0.16537298894815570958642105124131468362 | 0.029822848881561199388582221028921541690
f(z) = -128/21*z^3 + 163/42*z + 1
*
[ -15/32 ] 
f(z) = -128/27*z^3 + 167/40*z + 1
*
0 | 0.14430351753576679895059274159245732866 | 0.026023246141460541260664406103069331373
f(z) = -128/27*z^3 + 175/54*z + 1
*
[ -5/12 ] 
f(z) = -126/25*z^3 + 171/40*z + 1
*
[ 24/25 ] 
f(z) = -125/27*z^3 + 169/40*z + 1
*
0 | 0.14942026271786526148000712276498783495 | 0.027181315287089590399863113038452660722
f(z) = -122/27*z^3 + 163/54*z + 1
*
-1/2 | 0.14453476159761575396239333199098631883 | 0.026292584777120718186149771641520083862
f(z) = -122/27*z^3 + 169/54*z + 1
*
-4/11 | 0.12578391217583620451179671934806600884 | 0.022915893466313593902508772921385256255
f(z) = -121/21*z^3 + 179/42*z + 1
*
[ -6/11 ] 
f(z) = -121/28*z^3 + 173/42*z + 1
*
0 | 0.14516185408737518729155210794449646663 | 0.025894930354415827381615515254911962677
f(z) = -136/33*z^3 + 173/66*z + 1
*
0 | 0.14545879722577242112579022136432918428 | 0.026016658191624269805798977658239104756
f(z) = -134/33*z^3 + 169/66*z + 1
*
0 | 0.14583593655700280303188905174306569992 | 0.026226269769443588670255805232540358433
f(z) = -130/33*z^3 + 161/66*z + 1
*
-1/8 | 0.11794553284563177780951560074662186374 | 0.021269929416424914284188120069230981757
f(z) = -128/33*z^3 + 169/66*z + 1
*
-3/5 | 0.10842132912277784355462413209436288347 | 0.016841489858841826407838407347627818950
f(z) = -125/36*z^3 + 163/60*z + 1
*
-1/3 | 0.15086360001557450460064956964542725418 | 0.025523395423809832086346757072435319100
f(z) = -123/20*z^3 + 161/60*z + 1
*
9/11 | 0.14870632572721685454650979796217679922 | 0.025228395464044236773967447175844897406
f(z) = -121/20*z^3 + 163/60*z + 1
*
10/11 | 0.18566409948740897643689283011225080963 | 0.028986335257819619750792451754382309399
f(z) = -121/28*z^3 + 173/70*z + 1
*
-1/9 | 0.14891669312925377693487214874624110467 | 0.024803380121042381049699285473715601583
f(z) = -135/28*z^3 + 173/84*z + 1
*
-1/10 | 0.11860704428494642193927930447490826692 | 0.019085200934079690329388139513344232416
f(z) = -125/21*z^3 + 173/84*z + 1
*
0 | 0.18149730499034375022939102427398349389 | 0.028192654029730285042553559640279810458
f(z) = -125/34*z^3 + 168/85*z + 1
*
3/4 | 0.15086992955401289686293991215928434238 | 0.024308077647834981677881088732366858519
f(z) = -124/21*z^3 + 167/84*z + 1
*
0 | 0.16045640343231376619530971121141534522 | 0.027146324445807410531079692004020441877
f(z) = -123/28*z^3 + 173/84*z + 1
*
[ 3/5 ] 
f(z) = -130/21*z^3 + 164/105*z + 1
*
[ 3/4 ] 
f(z) = -128/37*z^3 + 179/111*z + 1
*
0 | 0.16367644919924819207678501526400802830 | 0.027691098012020518055046041404664355905
f(z) = -123/38*z^3 + 179/114*z + 1
*
[ 5/8 ] 
f(z) = -128/27*z^3 + 169/135*z + 1
*
17/25 | 0.11801862086338074474664673908523574782 | 0.018332273017741078043137889026539242119
f(z) = -125/24*z^3 + 169/120*z + 1
*
[ 2/3 ] 
f(z) = -121/28*z^3 + 179/126*z + 1
*
[ 5/8 ] 
f(z) = -128/29*z^3 + 163/145*z + 1
*
-1/3 | 0.15850628687390007199350523367067940708 | 0.024330510706324176482446610890035819845
f(z) = -135/34*z^3 + 177/170*z + 1
*
[ 2/3 ] 
f(z) = -127/36*z^3 + 173/162*z + 1
*
[ 2/3 ] 
f(z) = -125/36*z^3 + 169/162*z + 1
*
[ 2/3 ] 
f(z) = -121/36*z^3 + 161/162*z + 1
*
[ -18/11 ] 
f(z) = -121/36*z^3 + 191/18*z + 1
*
[ -1 ] 
f(z) = -140/23*z^3 + 186/23*z + 1
*
[ -1 ] 
f(z) = -140/27*z^3 + 194/27*z + 1
*
[ -1 ] 
f(z) = -140/29*z^3 + 198/29*z + 1
*
[ -1 ] 
f(z) = -139/21*z^3 + 181/21*z + 1
*
[ -1 ] 
f(z) = -139/22*z^3 + 183/22*z + 1
*
[ -1 ] 
f(z) = -139/23*z^3 + 185/23*z + 1
*
[ -1 ] 
f(z) = -139/24*z^3 + 187/24*z + 1
*
[ -1 ] 
f(z) = -139/25*z^3 + 189/25*z + 1
*
[ -1 ] 
f(z) = -139/26*z^3 + 191/26*z + 1
*
[ -1 ] 
f(z) = -139/27*z^3 + 193/27*z + 1
*
[ -1 ] 
f(z) = -139/28*z^3 + 195/28*z + 1
*
[ -1 ] 
f(z) = -139/29*z^3 + 197/29*z + 1
*
[ -1 ] 
f(z) = -139/30*z^3 + 199/30*z + 1
*
[ -5/6 ] 
f(z) = -138/25*z^3 + 181/30*z + 1
*
[ -1 ] 
f(z) = -138/25*z^3 + 188/25*z + 1
*
[ -1 ] 
f(z) = -138/29*z^3 + 196/29*z + 1
*
[ -1 ] 
f(z) = -137/22*z^3 + 181/22*z + 1
*
[ -1 ] 
f(z) = -137/23*z^3 + 183/23*z + 1
*
[ -1 ] 
f(z) = -137/24*z^3 + 185/24*z + 1
*
[ -1 ] 
f(z) = -137/25*z^3 + 187/25*z + 1
*
[ -1 ] 
f(z) = -137/26*z^3 + 189/26*z + 1
*
[ -1 ] 
f(z) = -137/27*z^3 + 191/27*z + 1
*
[ -1 ] 
f(z) = -137/28*z^3 + 193/28*z + 1
*
[ -1 ] 
f(z) = -137/29*z^3 + 195/29*z + 1
*
[ -1 ] 
f(z) = -137/30*z^3 + 197/30*z + 1
*
[ -1 ] 
f(z) = -137/31*z^3 + 199/31*z + 1
*
[ -1 ] 
f(z) = -136/23*z^3 + 182/23*z + 1
*
[ -1 ] 
f(z) = -136/25*z^3 + 186/25*z + 1
*
[ -1 ] 
f(z) = -136/27*z^3 + 190/27*z + 1
*
[ -1 ] 
f(z) = -136/29*z^3 + 194/29*z + 1
*
[ -1 ] 
f(z) = -136/31*z^3 + 198/31*z + 1
*
[ -1 ] 
f(z) = -135/23*z^3 + 181/23*z + 1
*
[ -1 ] 
f(z) = -135/26*z^3 + 187/26*z + 1
*
[ -1 ] 
f(z) = -135/28*z^3 + 191/28*z + 1
*
[ -1 ] 
f(z) = -135/29*z^3 + 193/29*z + 1
*
[ -1 ] 
f(z) = -135/31*z^3 + 197/31*z + 1
*
-4/15 | 0.16514440426727884752289513029068122516 | 0.022691096195998608860550435353042313441
f(z) = -135/32*z^3 + 181/20*z + 1
*
[ -1 ] 
f(z) = -135/32*z^3 + 199/32*z + 1
*
[ -1 ] 
f(z) = -134/23*z^3 + 180/23*z + 1
*
[ -1 ] 
f(z) = -134/25*z^3 + 184/25*z + 1
*
[ -1 ] 
f(z) = -134/27*z^3 + 188/27*z + 1
*
[ -1 ] 
f(z) = -134/29*z^3 + 192/29*z + 1
*
[ -1 ] 
f(z) = -134/31*z^3 + 196/31*z + 1
*
[ -1 ] 
f(z) = -133/24*z^3 + 181/24*z + 1
*
[ -1 ] 
f(z) = -133/25*z^3 + 183/25*z + 1
*
[ -1 ] 
f(z) = -133/26*z^3 + 185/26*z + 1
*
[ -1 ] 
f(z) = -133/27*z^3 + 187/27*z + 1
*
[ -1 ] 
f(z) = -133/29*z^3 + 191/29*z + 1
*
[ -1 ] 
f(z) = -133/30*z^3 + 193/30*z + 1
*
[ -1 ] 
f(z) = -133/31*z^3 + 195/31*z + 1
*
[ -1 ] 
f(z) = -133/32*z^3 + 197/32*z + 1
*
[ -1 ] 
f(z) = -133/33*z^3 + 199/33*z + 1
*
[ -1 ] 
f(z) = -132/25*z^3 + 182/25*z + 1
*
[ -1 ] 
f(z) = -132/29*z^3 + 190/29*z + 1
*
[ -1 ] 
f(z) = -132/31*z^3 + 194/31*z + 1
*
[ -1 ] 
f(z) = -131/25*z^3 + 181/25*z + 1
*
[ -1 ] 
f(z) = -131/26*z^3 + 183/26*z + 1
*
[ -1 ] 
f(z) = -131/27*z^3 + 185/27*z + 1
*
[ -1 ] 
f(z) = -131/28*z^3 + 187/28*z + 1
*
[ -1 ] 
f(z) = -131/29*z^3 + 189/29*z + 1
*
[ -1 ] 
f(z) = -131/30*z^3 + 191/30*z + 1
*
[ -1 ] 
f(z) = -131/31*z^3 + 193/31*z + 1
*
[ -1 ] 
f(z) = -131/32*z^3 + 195/32*z + 1
*
[ -1 ] 
f(z) = -131/33*z^3 + 197/33*z + 1
*
[ -1 ] 
f(z) = -131/34*z^3 + 199/34*z + 1
*
[ -1 ] 
f(z) = -130/27*z^3 + 184/27*z + 1
*
[ -1 ] 
f(z) = -130/29*z^3 + 188/29*z + 1
*
[ -1 ] 
f(z) = -130/31*z^3 + 192/31*z + 1
*
[ -1 ] 
f(z) = -130/33*z^3 + 196/33*z + 1
*
[ -1 ] 
f(z) = -129/26*z^3 + 181/26*z + 1
*
[ -1 ] 
f(z) = -129/28*z^3 + 185/28*z + 1
*
[ -1 ] 
f(z) = -129/29*z^3 + 187/29*z + 1
*
[ -1 ] 
f(z) = -129/31*z^3 + 191/31*z + 1
*
[ -1 ] 
f(z) = -129/32*z^3 + 193/32*z + 1
*
[ -1 ] 
f(z) = -129/34*z^3 + 197/34*z + 1
*
[ -1 ] 
f(z) = -129/35*z^3 + 199/35*z + 1
*
[ -1/8 ] 
f(z) = -128/21*z^3 + 191/21*z + 1
*
[ -15/16 ] 
f(z) = -128/25*z^3 + 197/30*z + 1
*
[ -1 ] 
f(z) = -128/27*z^3 + 182/27*z + 1
*
[ -15/16 ] 
f(z) = -128/27*z^3 + 187/30*z + 1
*
[ -1 ] 
f(z) = -128/29*z^3 + 186/29*z + 1
*
[ -1 ] 
f(z) = -128/31*z^3 + 190/31*z + 1
*
[ -1/4 ] 
f(z) = -128/35*z^3 + 183/35*z + 1
*
[ -1 ] 
f(z) = -128/35*z^3 + 198/35*z + 1
*
[ -1/4 ] 
f(z) = -128/37*z^3 + 193/37*z + 1
*
[ -1 ] 
f(z) = -127/27*z^3 + 181/27*z + 1
*
[ -1 ] 
f(z) = -127/28*z^3 + 183/28*z + 1
*
[ -1 ] 
f(z) = -127/29*z^3 + 185/29*z + 1
*
[ -1 ] 
f(z) = -127/30*z^3 + 187/30*z + 1
*
[ -1 ] 
f(z) = -127/31*z^3 + 189/31*z + 1
*
[ -1 ] 
f(z) = -127/32*z^3 + 191/32*z + 1
*
[ -1 ] 
f(z) = -127/33*z^3 + 193/33*z + 1
*
[ -1 ] 
f(z) = -127/34*z^3 + 195/34*z + 1
*
[ -1 ] 
f(z) = -127/35*z^3 + 197/35*z + 1
*
[ -1 ] 
f(z) = -127/36*z^3 + 199/36*z + 1
*
[ -5/21 ] 
f(z) = -126/25*z^3 + 192/35*z + 1
*
[ -1 ] 
f(z) = -126/29*z^3 + 184/29*z + 1
*
[ -1 ] 
f(z) = -126/31*z^3 + 188/31*z + 1
*
3/2 | 0.19788354597876408150165920693612928289 | 0.023149390821089517041846783451918957438
f(z) = -125/27*z^3 + 191/20*z + 1
*
[ -21/25 ] 
f(z) = -125/27*z^3 + 191/35*z + 1
*
[ -1 ] 
f(z) = -125/28*z^3 + 181/28*z + 1
*
[ -1 ] 
f(z) = -125/29*z^3 + 183/29*z + 1
*
[ -1 ] 
f(z) = -125/31*z^3 + 187/31*z + 1
*
[ -1/5 ] 
f(z) = -125/31*z^3 + 191/31*z + 1
*
[ -4/15 ] 
f(z) = -125/32*z^3 + 181/36*z + 1
*
[ -1 ] 
f(z) = -125/32*z^3 + 189/32*z + 1
*
[ -1/5 ] 
f(z) = -125/32*z^3 + 197/32*z + 1
*
[ -1 ] 
f(z) = -125/33*z^3 + 191/33*z + 1
*
[ -1 ] 
f(z) = -125/34*z^3 + 193/34*z + 1
*
-6/5 | 0.16204072688548742345180963440630106509 | 0.023180941482481909317801758127072364592
f(z) = -125/36*z^3 + 181/30*z + 1
*
-1/5 | 0.13953680529985897957354340152206649248 | 0.026729366728132063059783922198015328130
f(z) = -125/36*z^3 + 185/36*z + 1
*
[ -1 ] 
f(z) = -125/36*z^3 + 197/36*z + 1
*
[ -1 ] 
f(z) = -125/37*z^3 + 199/37*z + 1
*
[ -5/4 ] 
f(z) = -124/25*z^3 + 191/20*z + 1
*
[ -1 ] 
f(z) = -124/29*z^3 + 182/29*z + 1
*
[ -1 ] 
f(z) = -124/33*z^3 + 190/33*z + 1
*
[ -1 ] 
f(z) = -124/35*z^3 + 194/35*z + 1
*
[ -1 ] 
f(z) = -124/37*z^3 + 198/37*z + 1
*
[ -1 ] 
f(z) = -123/29*z^3 + 181/29*z + 1
*
[ -1 ] 
f(z) = -123/31*z^3 + 185/31*z + 1
*
[ -1 ] 
f(z) = -123/32*z^3 + 187/32*z + 1
*
[ -1 ] 
f(z) = -123/34*z^3 + 191/34*z + 1
*
[ -1 ] 
f(z) = -123/35*z^3 + 193/35*z + 1
*
[ -1 ] 
f(z) = -123/37*z^3 + 197/37*z + 1
*
[ -1 ] 
f(z) = -123/38*z^3 + 199/38*z + 1
*
[ -1 ] 
f(z) = -122/29*z^3 + 180/29*z + 1
*
[ -1 ] 
f(z) = -122/31*z^3 + 184/31*z + 1
*
[ -1 ] 
f(z) = -122/33*z^3 + 188/33*z + 1
*
[ -1 ] 
f(z) = -122/35*z^3 + 192/35*z + 1
*
[ -1 ] 
f(z) = -122/37*z^3 + 196/37*z + 1
*
-12/11 | 0.13244740240288492710027809054692852244 | 0.025142552894103596953643965530511218897
f(z) = -121/25*z^3 + 194/25*z + 1
*
[ -1 ] 
f(z) = -121/31*z^3 + 183/31*z + 1
*
[ -1 ] 
f(z) = -121/32*z^3 + 185/32*z + 1
*
[ -1 ] 
f(z) = -121/34*z^3 + 189/34*z + 1
*
[ -1 ] 
f(z) = -121/35*z^3 + 191/35*z + 1
*
[ -1 ] 
f(z) = -121/36*z^3 + 193/36*z + 1
*
[ -1 ] 
f(z) = -121/37*z^3 + 195/37*z + 1
*
[ -1 ] 
f(z) = -121/38*z^3 + 197/38*z + 1
*
[ -3/11 ] 
f(z) = -121/39*z^3 + 191/39*z + 1
*
[ -1 ] 
f(z) = -121/39*z^3 + 199/39*z + 1
*
[ 9/10 ] 
f(z) = -140/27*z^3 + 184/45*z + 1
*
-1/4 | 0.13732364088674866512971824725747903602 | 0.024496698110763746718251306882773590338
f(z) = -136/21*z^3 + 185/42*z + 1
*
[ -5/8 ] 
f(z) = -136/25*z^3 + 189/40*z + 1
*
0 | 0.14858656679962446517404224928100677075 | 0.026505853228921123257715314732821423349
f(z) = -136/27*z^3 + 191/54*z + 1
*
-2/9 | 0.12655465456591504226188853795196514237 | 0.021078786651279516223449789580548194752
f(z) = -135/28*z^3 + 199/42*z + 1
*
[ -1/2 ] 
f(z) = -134/21*z^3 + 193/42*z + 1
*
0 | 0.14815702501495479654495348155620719687 | 0.026499261316723272341776851562970057591
f(z) = -134/27*z^3 + 187/54*z + 1
*
[ -1/2 ] 
f(z) = -130/21*z^3 + 191/42*z + 1
*
0 | 0.10810667585283738522164679844040164430 | 0.019441263324599693584547821378419452470
f(z) = -130/21*z^3 + 197/42*z + 1
*
[ -2/3 ] 
f(z) = -129/28*z^3 + 191/42*z + 1
*
[ -7/16 ] 
f(z) = -128/21*z^3 + 187/42*z + 1
*
0 | 0.10810765430790411229140464254427901411 | 0.019495797094018955541706974014264647478
f(z) = -128/21*z^3 + 193/42*z + 1
*
[ -5/12 ] 
f(z) = -128/25*z^3 + 193/45*z + 1
*
-15/32 | 0.21048989245923410885880725735181044630 | 0.024624143257220738949763884442360447166
f(z) = -128/27*z^3 + 191/40*z + 1
*
-2/3 | 0.11977169778367911122404671246308332432 | 0.021660771100978817569788619122360117552
f(z) = -126/25*z^3 + 187/50*z + 1
*
[ -5/9 ] 
f(z) = -126/25*z^3 + 196/45*z + 1
*
[ -2/5 ] 
f(z) = -125/21*z^3 + 187/42*z + 1
*
[ -9/25 ] 
f(z) = -125/27*z^3 + 197/45*z + 1
*
-14/25 | 0.11787572806301775054706819912202481975 | 0.017784398342269018477657362912267797298
f(z) = -125/32*z^3 + 189/40*z + 1
*
0 | 0.13377823719047834322500967543047948750 | 0.024264072929849958691850311400699033685
f(z) = -124/21*z^3 + 185/42*z + 1
*
[ -2/3 ] 
f(z) = -123/28*z^3 + 187/42*z + 1
*
0 | 0.10826184031557510992683904790204950029 | 0.019694110836457212449442003534372352534
f(z) = -122/21*z^3 + 181/42*z + 1
*
[ -1/2 ] 
f(z) = -122/21*z^3 + 187/42*z + 1
*
[ -1/2 ] 
f(z) = -122/23*z^3 + 199/46*z + 1
*
[ -6/11 ] 
f(z) = -121/21*z^3 + 191/42*z + 1
*
-21/22 | 0.18655256710904332799491599726677755125 | 0.029472479101926243895519078748056550029
f(z) = -121/30*z^3 + 187/40*z + 1
*
-4/9 | 0.19840712411115398540907204222993094795 | 0.026060508994996973512357393854236188923
f(z) = -135/32*z^3 + 197/60*z + 1
*
-1/2 | 0.13336536034652105537791164503809604676 | 0.023853634574970029146567873230336272048
f(z) = -134/33*z^3 + 199/66*z + 1
*
-5/12 | 0.20575747934571694187118842334043486824 | 0.027926929699311932105849692446585436422
f(z) = -132/25*z^3 + 199/60*z + 1
*
-1/2 | 0.13684965413172502415999525477154055489 | 0.024610230042379292468657830274699964350
f(z) = -130/33*z^3 + 197/66*z + 1
*
[ 3/4 ] 
f(z) = -128/23*z^3 + 193/69*z + 1
*
[ 3/4 ] 
f(z) = -128/25*z^3 + 191/75*z + 1
*
-12/25 | 0.14396928510491849295102327985844346372 | 0.022363286584814656804221995727274164430
f(z) = -125/24*z^3 + 197/60*z + 1
*
[ 5/6 ] 
f(z) = -123/25*z^3 + 193/60*z + 1
*
-1/2 | 0.14537787842247648947140654768601941445 | 0.026445957712113219034718270883332914074
f(z) = -122/33*z^3 + 193/66*z + 1
*
-2/55 | 0.17308923354779356214943697986810963947 | 0.021596561297379670872054344243001908816
f(z) = -121/24*z^3 + 188/75*z + 1
*
-4/11 | 0.079331178817470468804128780237140627330 | 0.014452920177875214029620448295906022513
f(z) = -121/30*z^3 + 197/60*z + 1
*
34/33 | 0.12710294256162418182676611851468625094 | 0.018175699655618015195372037656367718311
f(z) = -121/32*z^3 + 181/72*z + 1
*
[ 10/11 ] 
f(z) = -121/35*z^3 + 193/70*z + 1
*
[ 3/4 ] 
f(z) = -128/29*z^3 + 187/87*z + 1
*
[ 3/4 ] 
f(z) = -128/31*z^3 + 185/93*z + 1
*
[ 18/25 ] 
f(z) = -125/27*z^3 + 181/90*z + 1
*
-3/5 | 0.14696302916802442071199290722209301518 | 0.024795826457773662283157727217326084986
f(z) = -125/28*z^3 + 191/84*z + 1
*
-18/25 | 0.12477665349306412601595137997784930035 | 0.019382023458170089297781811160278703010
f(z) = -125/36*z^3 + 197/90*z + 1
*
[ 2/3 ] 
f(z) = -121/20*z^3 + 197/90*z + 1
*
15/22 | 0.15386967960991387244550977322543832531 | 0.024889609562421171486133740181264248432
f(z) = -121/24*z^3 + 193/96*z + 1
*
-3/34 | 0.22757765799347226181055595445299220453 | 0.026967323429022392220767910290812956539
f(z) = -136/27*z^3 + 191/102*z + 1
*
[ 5/8 ] 
f(z) = -128/21*z^3 + 187/105*z + 1
*
[ 5/8 ] 
f(z) = -128/23*z^3 + 181/115*z + 1
*
[ 3/4 ] 
f(z) = -128/35*z^3 + 181/105*z + 1
*
-2/5 | 0.15065187550496690728968869108765667935 | 0.023401318302040349712698237730337205024
f(z) = -125/21*z^3 + 184/105*z + 1
*
[ 7/10 ] 
f(z) = -125/28*z^3 + 197/112*z + 1
*
0 | 0.14067507518048694900371212717748065693 | 0.023799681100908876892390763899957225173
f(z) = -123/35*z^3 + 194/105*z + 1
*
-6/55 | 0.20613072694508434328517036755412440146 | 0.021926559724107518932533288582446398928
f(z) = -121/27*z^3 + 197/100*z + 1
*
[ 2/3 ] 
f(z) = -131/28*z^3 + 199/126*z + 1
*
[ 2/3 ] 
f(z) = -127/28*z^3 + 191/126*z + 1
*
4/5 | 0.12266326174842902945817924196720733394 | 0.019053742427832171409092843140055561411
f(z) = -125/27*z^3 + 184/135*z + 1
*
[ 2/3 ] 
f(z) = -125/28*z^3 + 187/126*z + 1
*
[ 8/11 ] 
f(z) = -121/38*z^3 + 199/152*z + 1
*
[ 2/3 ] 
f(z) = -139/36*z^3 + 197/162*z + 1
*
[ 2/3 ] 
f(z) = -137/36*z^3 + 193/162*z + 1
*
[ 2/3 ] 
f(z) = -133/36*z^3 + 185/162*z + 1
*
[ 2/3 ] 
f(z) = -131/36*z^3 + 181/162*z + 1
*
-3/25 | 0.16657030516725660270140638856736530833 | 0.025873987415167987571310449555800583642
f(z) = -125/38*z^3 + 199/190*z + 1
*
1/25 | 0.16975106779260576408945769794447104359 | 0.026368067149585732633860859098145993014
f(z) = -125/39*z^3 + 196/195*z + 1
*
[ -2/25 ] 
f(z) = -125/24*z^3 + 203/15*z + 1
*
[ 5/3 ] 
f(z) = -123/25*z^3 + 211/15*z + 1
*
[ -1 ] 
f(z) = -140/31*z^3 + 202/31*z + 1
*
[ -1 ] 
f(z) = -140/33*z^3 + 206/33*z + 1
*
[ -1 ] 
f(z) = -140/37*z^3 + 214/37*z + 1
*
[ -1 ] 
f(z) = -140/39*z^3 + 218/39*z + 1
*
[ -1 ] 
f(z) = -139/31*z^3 + 201/31*z + 1
*
[ -1 ] 
f(z) = -139/32*z^3 + 203/32*z + 1
*
[ -1 ] 
f(z) = -139/33*z^3 + 205/33*z + 1
*
[ -1 ] 
f(z) = -139/34*z^3 + 207/34*z + 1
*
[ -1 ] 
f(z) = -139/35*z^3 + 209/35*z + 1
*
[ -1 ] 
f(z) = -139/36*z^3 + 211/36*z + 1
*
[ -1 ] 
f(z) = -139/37*z^3 + 213/37*z + 1
*
[ -1 ] 
f(z) = -139/38*z^3 + 215/38*z + 1
*
[ -1 ] 
f(z) = -139/39*z^3 + 217/39*z + 1
*
[ -1 ] 
f(z) = -138/31*z^3 + 200/31*z + 1
*
[ -1 ] 
f(z) = -138/35*z^3 + 208/35*z + 1
*
[ -1 ] 
f(z) = -138/37*z^3 + 212/37*z + 1
*
[ -1 ] 
f(z) = -137/32*z^3 + 201/32*z + 1
*
[ -1 ] 
f(z) = -137/33*z^3 + 203/33*z + 1
*
[ -1 ] 
f(z) = -137/34*z^3 + 205/34*z + 1
*
[ -1 ] 
f(z) = -137/35*z^3 + 207/35*z + 1
*
[ -1 ] 
f(z) = -137/36*z^3 + 209/36*z + 1
*
[ -1 ] 
f(z) = -137/37*z^3 + 211/37*z + 1
*
[ -1 ] 
f(z) = -137/38*z^3 + 213/38*z + 1
*
[ -1 ] 
f(z) = -137/39*z^3 + 215/39*z + 1
*
[ -1 ] 
f(z) = -136/33*z^3 + 202/33*z + 1
*
[ -1 ] 
f(z) = -136/35*z^3 + 206/35*z + 1
*
[ -1 ] 
f(z) = -136/37*z^3 + 210/37*z + 1
*
[ -1 ] 
f(z) = -136/39*z^3 + 214/39*z + 1
*
0 | 0.15909150329187421351928869540761649948 | 0.026359372499191538624677293170840987106
f(z) = -135/26*z^3 + 209/39*z + 1
*
4/3 | 0.12085094968335602003428506208933946544 | 0.022425188556076432802415391874230067003
f(z) = -135/28*z^3 + 219/28*z + 1
*
[ -1 ] 
f(z) = -135/34*z^3 + 203/34*z + 1
*
[ -1 ] 
f(z) = -135/37*z^3 + 209/37*z + 1
*
[ -1 ] 
f(z) = -135/38*z^3 + 211/38*z + 1
*
[ -1 ] 
f(z) = -134/33*z^3 + 200/33*z + 1
*
[ -1 ] 
f(z) = -134/35*z^3 + 204/35*z + 1
*
[ -1 ] 
f(z) = -134/37*z^3 + 208/37*z + 1
*
[ -1 ] 
f(z) = -134/39*z^3 + 212/39*z + 1
*
[ -1 ] 
f(z) = -133/34*z^3 + 201/34*z + 1
*
[ -1 ] 
f(z) = -133/36*z^3 + 205/36*z + 1
*
[ -1 ] 
f(z) = -133/37*z^3 + 207/37*z + 1
*
[ -1 ] 
f(z) = -133/39*z^3 + 211/39*z + 1
*
[ -5/4 ] 
f(z) = -132/25*z^3 + 201/20*z + 1
*
[ -1 ] 
f(z) = -132/35*z^3 + 202/35*z + 1
*
[ -1 ] 
f(z) = -132/37*z^3 + 206/37*z + 1
*
[ -1 ] 
f(z) = -131/35*z^3 + 201/35*z + 1
*
[ -1 ] 
f(z) = -131/36*z^3 + 203/36*z + 1
*
[ -1 ] 
f(z) = -131/37*z^3 + 205/37*z + 1
*
[ -1 ] 
f(z) = -131/38*z^3 + 207/38*z + 1
*
[ -1 ] 
f(z) = -131/39*z^3 + 209/39*z + 1
*
[ -3/13 ] 
f(z) = -130/27*z^3 + 218/39*z + 1
*
[ -1 ] 
f(z) = -130/37*z^3 + 204/37*z + 1
*
0 | 0.13345121827757414258487444715450970995 | 0.022273555526918650697042761256638170951
f(z) = -129/26*z^3 + 200/39*z + 1
*
[ -1 ] 
f(z) = -129/37*z^3 + 203/37*z + 1
*
[ -1 ] 
f(z) = -129/38*z^3 + 205/38*z + 1
*
[ -1/8 ] 
f(z) = -128/23*z^3 + 209/23*z + 1
*
[ 5/4 ] 
f(z) = -128/35*z^3 + 207/35*z + 1
*
[ -1 ] 
f(z) = -128/37*z^3 + 202/37*z + 1
*
[ -1/4 ] 
f(z) = -128/39*z^3 + 203/39*z + 1
*
[ -1 ] 
f(z) = -128/39*z^3 + 206/39*z + 1
*
[ -1 ] 
f(z) = -127/37*z^3 + 201/37*z + 1
*
[ -1 ] 
f(z) = -127/38*z^3 + 203/38*z + 1
*
[ -1 ] 
f(z) = -127/39*z^3 + 205/39*z + 1
*
[ -1 ] 
f(z) = -126/37*z^3 + 200/37*z + 1
*
[ -9/10 ] 
f(z) = -125/27*z^3 + 211/36*z + 1
*
[ -1/5 ] 
f(z) = -125/33*z^3 + 203/33*z + 1
*
[ -1/5 ] 
f(z) = -125/34*z^3 + 209/34*z + 1
*
[ -1 ] 
f(z) = -125/38*z^3 + 201/38*z + 1
*
[ -1 ] 
f(z) = -125/39*z^3 + 203/39*z + 1
*
[ -1 ] 
f(z) = -124/39*z^3 + 202/39*z + 1
*
[ -1 ] 
f(z) = -122/39*z^3 + 200/39*z + 1
*
-1/11 | 0.15093440461654439381696809905734343247 | 0.028460442541627114719569160236637934936
f(z) = -121/20*z^3 + 201/20*z + 1
*
[ -14/11 ] 
f(z) = -121/24*z^3 + 209/21*z + 1
*
-6/7 | 0.22363899909550116895693830200882896105 | 0.029501102326322066881401137640935252985
f(z) = -140/27*z^3 + 209/42*z + 1
*
[ -3/8 ] 
f(z) = -140/27*z^3 + 211/48*z + 1
*
[ -1/2 ] 
f(z) = -138/25*z^3 + 219/50*z + 1
*
[ -3/7 ] 
f(z) = -137/27*z^3 + 209/49*z + 1
*
-1/4 | 0.12620271413633058011321448533448554084 | 0.022512873741137693224290294041734663206
f(z) = -136/25*z^3 + 217/50*z + 1
*
-14/15 | 0.18169994396199421467601053176575294354 | 0.027042653405642636183833757840397236427
f(z) = -135/32*z^3 + 207/40*z + 1
*
0 | 0.10810810296460743227630668076258910714 | 0.019336139279424584957434249032264575000
f(z) = -134/21*z^3 + 205/42*z + 1
*
[ -1/2 ] 
f(z) = -134/23*z^3 + 205/46*z + 1
*
[ -1/2 ] 
f(z) = -134/25*z^3 + 217/50*z + 1
*
[ -3/7 ] 
f(z) = -134/27*z^3 + 208/49*z + 1
*
-6/19 | 0.17338130510967409605729769589812439792 | 0.022129673800134526661069367237321207805
f(z) = -133/24*z^3 + 212/57*z + 1
*
[ -6/7 ] 
f(z) = -133/36*z^3 + 205/42*z + 1
*
[ -3/7 ] 
f(z) = -131/27*z^3 + 207/49*z + 1
*
[ -1/2 ] 
f(z) = -130/23*z^3 + 203/46*z + 1
*
[ 12/13 ] 
f(z) = -130/27*z^3 + 209/52*z + 1
*
-7/16 | 0.10810780514773645937005875217092273701 | 0.019495824296003717498334986850864715608
f(z) = -128/21*z^3 + 205/42*z + 1
*
[ -3/7 ] 
f(z) = -128/27*z^3 + 206/49*z + 1
*
[ -1/2 ] 
f(z) = -126/23*z^3 + 201/46*z + 1
*
[ -1/2 ] 
f(z) = -126/25*z^3 + 213/50*z + 1
*
[ -2/5 ] 
f(z) = -125/23*z^3 + 201/46*z + 1
*
[ -3/7 ] 
f(z) = -125/27*z^3 + 205/49*z + 1
*
[ -1/2 ] 
f(z) = -122/25*z^3 + 211/50*z + 1
*
[ -3/7 ] 
f(z) = -122/27*z^3 + 204/49*z + 1
*
[ -10/11 ] 
f(z) = -121/32*z^3 + 209/40*z + 1
*
[ 5/6 ] 
f(z) = -129/25*z^3 + 203/60*z + 1
*
-11/16 | 0.14957450007085108993314083514911062254 | 0.026973798686957846657784661876465800753
f(z) = -128/33*z^3 + 217/66*z + 1
*
-3/8 | 0.15421455503252513776147378368053569286 | 0.027810571722290268903750387201182028335
f(z) = -128/35*z^3 + 211/70*z + 1
*
-4/5 | 0.13144500551947186149360542021253583620 | 0.020417843475657215580788982831766634810
f(z) = -125/24*z^3 + 203/60*z + 1
*
-1/2 | 0.15640020105334306729047340156976539406 | 0.028451048729730508960027377701466308194
f(z) = -122/39*z^3 + 217/78*z + 1
*
-10/33 | 0.12923160400583453170090153341160024726 | 0.018480097888252976506652725191401079623
f(z) = -121/32*z^3 + 205/72*z + 1
*
0 | 0.14001124242286685300731942339769639432 | 0.023320099272010898682336350279781520920
f(z) = -135/28*z^3 + 209/84*z + 1
*
-4/7 | 0.19831786734761236441620859630512508215 | 0.029009705352574609546400480247877635224
f(z) = -133/24*z^3 + 215/84*z + 1
*
[ 2/3 ] 
f(z) = -131/20*z^3 + 217/90*z + 1
*
[ 2/3 ] 
f(z) = -127/20*z^3 + 209/90*z + 1
*
[ 7/10 ] 
f(z) = -125/21*z^3 + 209/84*z + 1
*
0 | 0.17502900241023769305153878337948227007 | 0.029611744905267225149780678686168024854
f(z) = -123/32*z^3 + 209/96*z + 1
*
11/15 | 0.12096016011186044072485865348876146157 | 0.018567228648675829784174068001110040833
f(z) = -135/22*z^3 + 213/110*z + 1
*
0 | 0.16460666914461222812673198228526101950 | 0.027416683109587757054591723419571524306
f(z) = -135/38*z^3 + 215/114*z + 1
*
[ 9/13 ] 
f(z) = -130/27*z^3 + 218/117*z + 1
*
0 | 0.16389805392682667640888189601743525693 | 0.027506943927403509425194912151777902891
f(z) = -129/34*z^3 + 217/102*z + 1
*
0 | 0.17290522704752169042650252649923375790 | 0.029018614139705040270140310347149281278
f(z) = -129/35*z^3 + 212/105*z + 1
*
-6/25 | 0.14641236092492628904323809454177045700 | 0.022742778673501835291164817853661847353
f(z) = -125/22*z^3 + 201/110*z + 1
*
[ 4/5 ] 
f(z) = -121/32*z^3 + 217/100*z + 1
*
[ 9/11 ] 
f(z) = -121/39*z^3 + 217/117*z + 1
*
[ 2/3 ] 
f(z) = -139/28*z^3 + 215/126*z + 1
*
[ 2/3 ] 
f(z) = -137/28*z^3 + 211/126*z + 1
*
-8/45 | 0.19911285947116386398970280416777727195 | 0.026153206385677971356612346610253749078
f(z) = -135/32*z^3 + 211/120*z + 1
*
[ 8/11 ] 
f(z) = -121/30*z^3 + 211/120*z + 1
*
[ 8/11 ] 
f(z) = -121/34*z^3 + 205/136*z + 1
*
-13/22 | 0.16032935430685672266845441539278593830 | 0.025934511855808411500988018253896308814
f(z) = -121/39*z^3 + 205/156*z + 1
*
[ 5/8 ] 
f(z) = -126/25*z^3 + 219/160*z + 1
*
-7/25 | 0.18533101055495763640730229427403528123 | 0.028788157828757832196695523197342975955
f(z) = -125/33*z^3 + 214/165*z + 1
*
[ 17/25 ] 
f(z) = -125/34*z^3 + 209/170*z + 1
*
[ 5/8 ] 
f(z) = -122/25*z^3 + 209/160*z + 1
*
[ 7/11 ] 
f(z) = -121/31*z^3 + 219/217*z + 1
*
[ 2/3 ] 
f(z) = -123/37*z^3 + 217/222*z + 1
*
[ 7/11 ] 
f(z) = -121/32*z^3 + 215/224*z + 1
*
[ 5/3 ] 
f(z) = -138/25*z^3 + 236/15*z + 1
*
-8/3 | 0.16197303713004677499939979285764335617 | 0.023659929779851619215293259242556700026
f(z) = -135/32*z^3 + 235/8*z + 1
*
[ 5/3 ] 
f(z) = -132/25*z^3 + 226/15*z + 1
*
[ 5/3 ] 
f(z) = -129/25*z^3 + 221/15*z + 1
*
[ -5/3 ] 
f(z) = -129/25*z^3 + 239/15*z + 1
*
[ 9/4 ] 
f(z) = -128/27*z^3 + 221/9*z + 1
*
[ -9/4 ] 
f(z) = -128/27*z^3 + 229/9*z + 1
*
[ 21/8 ] 
f(z) = -128/27*z^3 + 233/7*z + 1
*
[ -5/3 ] 
f(z) = -123/25*z^3 + 229/15*z + 1
*
-2 | 0.10305062422734616376667579577507026970 | 0.016702937785789854783457258448621749997
f(z) = -123/28*z^3 + 239/14*z + 1
*
-2 | 0.10266283493902637254439371753057533247 | 0.016662778831922456361241436213443331932
f(z) = -121/20*z^3 + 237/10*z + 1
*
[ 18/11 ] 
f(z) = -121/27*z^3 + 223/18*z + 1
*
-2 | 0.10275170936838899656388724853233550600 | 0.016700174453675092878543183889689337115
f(z) = -121/28*z^3 + 235/14*z + 1
*
-2 | 0.089263366503292469686863444156503408422 | 0.014528103774650222975356553484194052554
f(z) = -121/36*z^3 + 233/18*z + 1
*
[ 6/5 ] 
f(z) = -140/27*z^3 + 229/30*z + 1
*
-3/10 | 0.097171740203077415522982539248229526856 | 0.012705073009448846940844067235841050623
f(z) = -130/27*z^3 + 233/30*z + 1
*
[ -1/8 ] 
f(z) = -128/25*z^3 + 227/25*z + 1
*
-3/8 | 0.061262015724640888299042357917192654160 | 0.011283498953894827796087215002911415875
f(z) = -128/35*z^3 + 228/35*z + 1
*
7/5 | 0.10007248406014138719599402107647060695 | 0.018402174439776041763176626606195426742
f(z) = -125/21*z^3 + 230/21*z + 1
*
[ -2/15 ] 
f(z) = -125/24*z^3 + 232/27*z + 1
*
[ -1/5 ] 
f(z) = -125/36*z^3 + 221/36*z + 1
*
[ -1/5 ] 
f(z) = -125/37*z^3 + 227/37*z + 1
*
[ -1/5 ] 
f(z) = -125/38*z^3 + 233/38*z + 1
*
[ -1/5 ] 
f(z) = -125/39*z^3 + 239/39*z + 1
*
-1/11 | 0.12609265936532084175121664486107684416 | 0.023358439961409185335474012279681709290
f(z) = -121/20*z^3 + 221/20*z + 1
*
[ 15/11 ] 
f(z) = -121/30*z^3 + 233/30*z + 1
*
[ -2/11 ] 
f(z) = -121/34*z^3 + 225/34*z + 1
*
[ -1/4 ] 
f(z) = -136/21*z^3 + 227/42*z + 1
*
-1/4 | 0.16048600802682829387174367837975593700 | 0.028628554153155916765921369088925980891
f(z) = -136/27*z^3 + 233/54*z + 1
*
[ -2/3 ] 
f(z) = -135/23*z^3 + 235/46*z + 1
*
[ -1/2 ] 
f(z) = -134/27*z^3 + 229/54*z + 1
*
[ -3/10 ] 
f(z) = -134/27*z^3 + 239/50*z + 1
*
[ -5/11 ] 
f(z) = -132/25*z^3 + 236/55*z + 1
*
[ -1/2 ] 
f(z) = -130/27*z^3 + 227/54*z + 1
*
[ -1/2 ] 
f(z) = -130/29*z^3 + 239/58*z + 1
*
[ -3/4 ] 
f(z) = -127/27*z^3 + 239/48*z + 1
*
[ -2/3 ] 
f(z) = -126/23*z^3 + 227/46*z + 1
*
[ -2/3 ] 
f(z) = -126/25*z^3 + 237/50*z + 1
*
[ -1/2 ] 
f(z) = -126/29*z^3 + 237/58*z + 1
*
[ -18/25 ] 
f(z) = -125/24*z^3 + 229/45*z + 1
*
[ -2/5 ] 
f(z) = -125/27*z^3 + 229/54*z + 1
*
-22/25 | 0.12834793774976656745054461403648769612 | 0.018917937952114887820486917264652145873
f(z) = -125/32*z^3 + 221/40*z + 1
*
[ -3/10 ] 
f(z) = -125/36*z^3 + 223/48*z + 1
*
[ -1/2 ] 
f(z) = -122/27*z^3 + 223/54*z + 1
*
[ -3/10 ] 
f(z) = -122/27*z^3 + 237/50*z + 1
*
[ -1/2 ] 
f(z) = -122/29*z^3 + 235/58*z + 1
*
[ -8/11 ] 
f(z) = -121/20*z^3 + 223/40*z + 1
*
-2/11 | 0.14887983203656029091680742993118079005 | 0.027123614707285966654457444171933167673
f(z) = -121/21*z^3 + 239/42*z + 1
*
[ -4/11 ] 
f(z) = -121/26*z^3 + 227/52*z + 1
*
[ -3/4 ] 
f(z) = -121/27*z^3 + 233/48*z + 1
*
-3/5 | 0.20841575404519747199822306801438949557 | 0.026257517381148682895807285598760150707
f(z) = -140/27*z^3 + 227/60*z + 1
*
-9/14 | 0.19705529665132778847433808294160456365 | 0.028610351006540846561169864783881614525
f(z) = -140/27*z^3 + 233/63*z + 1
*
8/9 | 0.17281448546378900229324167192001447776 | 0.028783766838418182478961826536185193459
f(z) = -135/22*z^3 + 221/66*z + 1
*
-2/5 | 0.14303582906205815729273806731042146069 | 0.021955815375014036663718765726306204801
f(z) = -135/28*z^3 + 229/70*z + 1
*
-1/2 | 0.15712508330492309139276442351667189284 | 0.028103281916526005241709819007428565578
f(z) = -134/39*z^3 + 223/78*z + 1
*
-1/3 | 0.15923478453528522753756590497452039985 | 0.026724309316447264081412816430052912272
f(z) = -129/20*z^3 + 223/60*z + 1
*
-1/16 | 0.12183022636021970571241730544385024511 | 0.021970482925033604485771992148968248172
f(z) = -128/39*z^3 + 235/78*z + 1
*
-10/21 | 0.18292738713642021102805500026388427078 | 0.024470780702714281966751569107692476821
f(z) = -126/25*z^3 + 227/70*z + 1
*
0 | 0.17265645055792954233144858132965369536 | 0.026819371102176501072040451910356155974
f(z) = -125/26*z^3 + 228/65*z + 1
*
-14/25 | 0.18970460781192941809086869819885105565 | 0.029467525020120497119820313106939692758
f(z) = -125/28*z^3 + 223/70*z + 1
*
26/25 | 0.14800753065228777371331572652478966063 | 0.022990562343042240763949509668359131156
f(z) = -125/28*z^3 + 233/70*z + 1
*
[ -12/25 ] 
f(z) = -125/32*z^3 + 239/60*z + 1
*
-3/5 | 0.17504711058813847239977869375977234526 | 0.026906381916507740459905973223601727411
f(z) = -125/36*z^3 + 223/60*z + 1
*
[ -12/25 ] 
f(z) = -125/36*z^3 + 233/60*z + 1
*
-1/3 | 0.15116387398291615435124077346103181877 | 0.025574196353942388162795216192201321011
f(z) = -123/20*z^3 + 221/60*z + 1
*
-1/3 | 0.15510760180579926307849197210212991271 | 0.026241403849036863059867717486758199493
f(z) = -123/22*z^3 + 239/66*z + 1
*
0 | 0.15889444335228903897156915896979372005 | 0.026882069020677948456694522449991174042
f(z) = -123/26*z^3 + 239/78*z + 1
*
[ 9/11 ] 
f(z) = -121/21*z^3 + 229/63*z + 1
*
[ 9/11 ] 
f(z) = -121/24*z^3 + 227/72*z + 1
*
[ 2/3 ] 
f(z) = -139/20*z^3 + 233/90*z + 1
*
[ 2/3 ] 
f(z) = -137/20*z^3 + 229/90*z + 1
*
[ 7/9 ] 
f(z) = -135/28*z^3 + 221/84*z + 1
*
[ 2/3 ] 
f(z) = -133/20*z^3 + 221/90*z + 1
*
-12/25 | 0.27160533894280047566317372983923470400 | 0.029489174989580160016145008667599782242
f(z) = -125/27*z^3 + 227/80*z + 1
*
[ 9/11 ] 
f(z) = -121/30*z^3 + 223/90*z + 1
*
0 | 0.11695790746116073143989714250456720303 | 0.019553554281710775885968649836543345991
f(z) = -132/35*z^3 + 221/105*z + 1
*
[ 4/5 ] 
f(z) = -131/32*z^3 + 237/100*z + 1
*
[ 4/5 ] 
f(z) = -129/32*z^3 + 233/100*z + 1
*
0 | 0.17557939594218025636984926929232290302 | 0.029467418820879719291846278155206873386
f(z) = -129/38*z^3 + 235/114*z + 1
*
[ 4/5 ] 
f(z) = -127/32*z^3 + 229/100*z + 1
*
[ 4/5 ] 
f(z) = -123/32*z^3 + 221/100*z + 1
*
0 | 0.17022192939763108610111285826001875893 | 0.028798475002393258604761197354385958061
f(z) = -123/34*z^3 + 233/102*z + 1
*
-14/75 | 0.22224406535516179474215635570190340307 | 0.025737658044543994936826347910464784432
f(z) = -125/24*z^3 + 227/135*z + 1
*
18/25 | 0.21861758414819436829894218140733242225 | 0.029008363440908466473445844286919067582
f(z) = -125/32*z^3 + 223/120*z + 1
*
[ 3/4 ] 
f(z) = -124/33*z^3 + 235/132*z + 1
*
0 | 0.18581576752190281564234041810247859895 | 0.029786165146980633480745476683858059816
f(z) = -128/39*z^3 + 239/156*z + 1
*
-9/25 | 0.067752544838210517069287278842262945285 | 0.010524255753324174149570796925484020458
f(z) = -125/28*z^3 + 221/140*z + 1
*
0 | 0.18274895021079115323676171421918703641 | 0.029444407410516239782582358504284111875
f(z) = -124/39*z^3 + 223/156*z + 1
*
[ 3/4 ] 
f(z) = -124/39*z^3 + 227/156*z + 1
*
[ 5/8 ] 
f(z) = -134/25*z^3 + 239/160*z + 1
*
18/25 | 0.20207205766179764626972499813843344517 | 0.025827053851857671226157682382144400839
f(z) = -125/27*z^3 + 227/180*z + 1
*
[ 2/3 ] 
f(z) = -123/31*z^3 + 235/186*z + 1
*
[ 7/11 ] 
f(z) = -121/26*z^3 + 239/182*z + 1
*
[ 7/11 ] 
f(z) = -121/27*z^3 + 235/189*z + 1
*
[ 2/3 ] 
f(z) = -129/35*z^3 + 239/210*z + 1
*
[ 2/3 ] 
f(z) = -123/35*z^3 + 223/210*z + 1
*
[ 7/11 ] 
f(z) = -121/29*z^3 + 227/203*z + 1
*
[ 7/11 ] 
f(z) = -121/30*z^3 + 223/210*z + 1
*
[ 2/3 ] 
f(z) = -129/37*z^3 + 233/222*z + 1
*
[ -5/3 ] 
f(z) = -138/25*z^3 + 254/15*z + 1
*
[ 8/3 ] 
f(z) = -135/32*z^3 + 245/8*z + 1
*
[ -8/3 ] 
f(z) = -135/32*z^3 + 251/8*z + 1
*
-2 | 0.090985760110488618427058822648835312929 | 0.014575858030264509681213308493480906517
f(z) = -133/36*z^3 + 257/18*z + 1
*
[ -5/3 ] 
f(z) = -132/25*z^3 + 244/15*z + 1
*
-2 | 0.10411471674474641204995678127847807853 | 0.016679108118564654384511037927989863532
f(z) = -131/20*z^3 + 257/10*z + 1
*
-2 | 0.10419986407844461247547202671051721822 | 0.016713666882516469311959875358305580528
f(z) = -131/28*z^3 + 255/14*z + 1
*
-2 | 0.090709735377859144638157723539823979123 | 0.014568248802787428837154674212674228776
f(z) = -131/36*z^3 + 253/18*z + 1
*
-2 | 0.10383334394227715996013251261226034785 | 0.016675938721189502105727819234474431561
f(z) = -129/20*z^3 + 253/10*z + 1
*
-2 | 0.10391922642575287543184160267753887254 | 0.016711032133531750349852233063208284173
f(z) = -129/28*z^3 + 251/14*z + 1
*
[ 15/8 ] 
f(z) = -128/27*z^3 + 257/15*z + 1
*
-2 | 0.10354761062612934697635212991991065210 | 0.016672722336315121843083851067775942970
f(z) = -127/20*z^3 + 249/10*z + 1
*
[ 2 ] 
f(z) = -127/20*z^3 + 259/10*z + 1
*
-2 | 0.10363423397171352248715755184298045622 | 0.016708366068123499061805210270569398744
f(z) = -127/28*z^3 + 247/14*z + 1
*
[ 4 ] 
f(z) = -127/32*z^3 + 257/4*z + 1
*
[ -4 ] 
f(z) = -127/32*z^3 + 259/4*z + 1
*
-2 | 0.090144857308187474537024946642883973575 | 0.014552624766476834211393392049338691335
f(z) = -127/36*z^3 + 245/18*z + 1
*
-2 | 0.10334474829840225319514916303319405747 | 0.016705668137205805833709517030927035781
f(z) = -125/28*z^3 + 243/14*z + 1
*
[ 2 ] 
f(z) = -125/28*z^3 + 257/14*z + 1
*
[ 4 ] 
f(z) = -125/32*z^3 + 253/4*z + 1
*
[ -4 ] 
f(z) = -125/32*z^3 + 255/4*z + 1
*
-2 | 0.089855730528547261083504319359648895155 | 0.014544600739295599890835318136734221128
f(z) = -125/36*z^3 + 241/18*z + 1
*
[ 12/5 ] 
f(z) = -125/36*z^3 + 247/12*z + 1
*
[ -12/5 ] 
f(z) = -125/36*z^3 + 257/12*z + 1
*
[ 2 ] 
f(z) = -125/36*z^3 + 259/18*z + 1
*
-2 | 0.10296250424019688493932060634958251013 | 0.016666143678125472435760018718761096501
f(z) = -123/20*z^3 + 241/10*z + 1
*
[ 2 ] 
f(z) = -123/20*z^3 + 251/10*z + 1
*
[ 2 ] 
f(z) = -123/28*z^3 + 253/14*z + 1
*
[ 4 ] 
f(z) = -123/32*z^3 + 249/4*z + 1
*
[ -4 ] 
f(z) = -123/32*z^3 + 251/4*z + 1
*
[ 2 ] 
f(z) = -121/20*z^3 + 247/10*z + 1
*
[ -2 ] 
f(z) = -121/20*z^3 + 257/10*z + 1
*
[ -18/11 ] 
f(z) = -121/27*z^3 + 245/18*z + 1
*
[ -3/44 ] 
f(z) = -121/27*z^3 + 251/16*z + 1
*
[ 2 ] 
f(z) = -121/28*z^3 + 249/14*z + 1
*
-2/11 | 0.18528987416199289782699590177919979207 | 0.029683314146643565935397060186051849210
f(z) = -121/30*z^3 + 257/15*z + 1
*
[ 4 ] 
f(z) = -121/32*z^3 + 245/4*z + 1
*
[ -4 ] 
f(z) = -121/32*z^3 + 247/4*z + 1
*
[ 2 ] 
f(z) = -121/36*z^3 + 251/18*z + 1
*
[ 4/3 ] 
f(z) = -135/28*z^3 + 247/28*z + 1
*
[ -3/26 ] 
f(z) = -130/27*z^3 + 253/26*z + 1
*
[ -1/8 ] 
f(z) = -128/27*z^3 + 245/27*z + 1
*
[ 11/8 ] 
f(z) = -128/33*z^3 + 251/33*z + 1
*
-1/8 | 0.15455468019665332002616963542347649804 | 0.028052965366251266825608701160002148386
f(z) = -128/35*z^3 + 247/35*z + 1
*
[ 7/5 ] 
f(z) = -125/21*z^3 + 251/21*z + 1
*
-1/5 | 0.11191122277148143524147122117453020381 | 0.020167541597799986611075144422068019220
f(z) = -125/21*z^3 + 257/21*z + 1
*
[ 7/5 ] 
f(z) = -125/28*z^3 + 253/28*z + 1
*
[ 4/3 ] 
f(z) = -125/32*z^3 + 259/36*z + 1
*
[ -1/11 ] 
f(z) = -121/21*z^3 + 253/21*z + 1
*
-78/55 | 0.18776446092023093477495554937571486309 | 0.021373850740322946935709270997314146927
f(z) = -121/27*z^3 + 242/25*z + 1
*
[ 4/3 ] 
f(z) = -121/32*z^3 + 251/36*z + 1
*
[ 20/11 ] 
f(z) = -121/32*z^3 + 259/20*z + 1
*
[ -2/11 ] 
f(z) = -121/38*z^3 + 251/38*z + 1
*
[ -13/11 ] 
f(z) = -121/39*z^3 + 241/39*z + 1
*
-4/11 | 0.16267690224793808034866749490015754424 | 0.029462655747805596668130471974400194703
f(z) = -121/39*z^3 + 250/39*z + 1
*
[ -6/7 ] 
f(z) = -140/27*z^3 + 251/42*z + 1
*
[ -3/4 ] 
f(z) = -139/27*z^3 + 251/48*z + 1
*
[ -1/2 ] 
f(z) = -138/29*z^3 + 243/58*z + 1
*
[ -3/4 ] 
f(z) = -136/21*z^3 + 251/42*z + 1
*
[ -1/4 ] 
f(z) = -136/23*z^3 + 247/46*z + 1
*
[ -2/9 ] 
f(z) = -135/28*z^3 + 241/42*z + 1
*
[ -1/2 ] 
f(z) = -134/29*z^3 + 241/58*z + 1
*
[ -3/4 ] 
f(z) = -133/27*z^3 + 245/48*z + 1
*
-5/22 | 0.21460921139857627221398036761799829959 | 0.029476464360393641683026011831598461032
f(z) = -132/25*z^3 + 257/55*z + 1
*
-3/8 | 0.10782585842772813867326933917276039908 | 0.019444978904159853330222489166466541955
f(z) = -128/21*z^3 + 253/42*z + 1
*
5/4 | 0.14485946032877529463975123198948593672 | 0.020280408890353020948574172063323030999
f(z) = -128/25*z^3 + 253/40*z + 1
*
[ -5/6 ] 
f(z) = -128/25*z^3 + 259/45*z + 1
*
[ -2/3 ] 
f(z) = -126/29*z^3 + 257/58*z + 1
*
[ -4/5 ] 
f(z) = -125/22*z^3 + 259/44*z + 1
*
[ -2/5 ] 
f(z) = -125/29*z^3 + 243/58*z + 1
*
[ -5/6 ] 
f(z) = -124/25*z^3 + 254/45*z + 1
*
[ -1/2 ] 
f(z) = -138/31*z^3 + 255/62*z + 1
*
-3/4 | 0.15596390482681219018058932911160113787 | 0.027821871514964936479205261347902424858
f(z) = -136/39*z^3 + 257/78*z + 1
*
-4/9 | 0.22234683492440225182044165164214627041 | 0.029146794411252923646599442269028104170
f(z) = -135/32*z^3 + 257/60*z + 1
*
[ -1/2 ] 
f(z) = -134/31*z^3 + 253/62*z + 1
*
[ -5/12 ] 
f(z) = -132/25*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -130/31*z^3 + 251/62*z + 1
*
-1/3 | 0.16813451580498381101227074826095328977 | 0.028217947606465356994234334316126175873
f(z) = -129/22*z^3 + 241/66*z + 1
*
-3/8 | 0.16589558249423678069061408997454221385 | 0.027878599836599928044591189374976576350
f(z) = -128/25*z^3 + 254/75*z + 1
*
-5/16 | 0.13596272647079844937576380907881539695 | 0.024519093903145439543941495011257451133
f(z) = -128/35*z^3 + 249/70*z + 1
*
-5/14 | 0.19219378167239492639174978816089253458 | 0.025710375889330932709420804451120897770
f(z) = -126/25*z^3 + 241/70*z + 1
*
0 | 0.17559157368102135867449902923216398311 | 0.029586302281618021334650871198936718469
f(z) = -126/25*z^3 + 253/75*z + 1
*
[ -1/2 ] 
f(z) = -126/31*z^3 + 249/62*z + 1
*
[ -12/25 ] 
f(z) = -125/24*z^3 + 257/60*z + 1
*
-2/5 | 0.17751170468418476840496506655216119243 | 0.027573555853378270100185635116892986164
f(z) = -125/28*z^3 + 253/70*z + 1
*
[ -2/5 ] 
f(z) = -125/31*z^3 + 257/62*z + 1
*
[ -1/2 ] 
f(z) = -122/31*z^3 + 247/62*z + 1
*
[ -1/2 ] 
f(z) = -122/33*z^3 + 259/66*z + 1
*
-3/11 | 0.16655215435885240578764952112103847913 | 0.028255984370573608865264514657622586646
f(z) = -121/20*z^3 + 247/60*z + 1
*
-9/11 | 0.17261728846860590543797616276766452333 | 0.029284949353166275939940578997787665797
f(z) = -121/24*z^3 + 259/72*z + 1
*
[ 10/11 ] 
f(z) = -121/28*z^3 + 243/70*z + 1
*
[ -4/11 ] 
f(z) = -121/30*z^3 + 257/60*z + 1
*
-7/9 | 0.15683956301617824860539664100922056276 | 0.026123003524742202861775786962126337711
f(z) = -135/28*z^3 + 257/84*z + 1
*
-3/7 | 0.13861145705590787291783294017477338385 | 0.020275921587210169051588413259395214043
f(z) = -133/36*z^3 + 253/84*z + 1
*
0 | 0.17572169238343124325131718568329905664 | 0.029491300374911516743927036387333284876
f(z) = -129/28*z^3 + 247/84*z + 1
*
0 | 0.12844623384611037829818879561985275030 | 0.021557079339505276438961003621664488557
f(z) = -129/32*z^3 + 259/96*z + 1
*
[ 3/4 ] 
f(z) = -124/21*z^3 + 251/84*z + 1
*
0 | 0.11933535085783501344008436646741503821 | 0.020189385296845410209592704803948381859
f(z) = -123/28*z^3 + 257/84*z + 1
*
-3/22 | 0.15582936142155781219037032100963533192 | 0.025206603237081771824820437840308542799
f(z) = -121/20*z^3 + 249/80*z + 1
*
10/11 | 0.16058106338474196907692360917294658959 | 0.025975227744005251499550530222697961008
f(z) = -121/21*z^3 + 253/84*z + 1
*
[ 10/11 ] 
f(z) = -121/36*z^3 + 241/90*z + 1
*
-10/11 | 0.17141480077743327759945225366617248803 | 0.026761699742733502298816607926908985826
f(z) = -121/36*z^3 + 259/90*z + 1
*
[ 4/5 ] 
f(z) = -139/32*z^3 + 253/100*z + 1
*
[ 4/5 ] 
f(z) = -137/32*z^3 + 249/100*z + 1
*
[ 4/5 ] 
f(z) = -133/32*z^3 + 241/100*z + 1
*
[ 5/6 ] 
f(z) = -132/35*z^3 + 254/105*z + 1
*
-14/25 | 0.23025893884683660462212821744943450214 | 0.027465198903899295875271033436318148702
f(z) = -125/24*z^3 + 254/105*z + 1
*
8/11 | 0.17017143651381793029922053476862721243 | 0.027526544698364182509881311654405884634
f(z) = -121/28*z^3 + 249/112*z + 1
*
8/9 | 0.11262641851503841959299056077204278407 | 0.014793328646511276367192974984601133102
f(z) = -135/32*z^3 + 241/120*z + 1
*
-1/5 | 0.13484480428201957393003357912443406979 | 0.020945946911068073610811105453263055491
f(z) = -125/24*z^3 + 241/120*z + 1
*
[ 2/3 ] 
f(z) = -123/23*z^3 + 259/138*z + 1
*
[ 17/22 ] 
f(z) = -121/34*z^3 + 249/136*z + 1
*
3/5 | 0.24947746862251956806072749136394292013 | 0.025242363498529862556976762125379059671
f(z) = -140/27*z^3 + 243/140*z + 1
*
-1/3 | 0.19350569664276983211476732858300877072 | 0.029702874988467555558000522803630010040
f(z) = -135/28*z^3 + 243/140*z + 1
*
0 | 0.14337831391442137752354847137204577727 | 0.023101032776711544246113184335622989388
f(z) = -124/35*z^3 + 251/140*z + 1
*
[ 2/3 ] 
f(z) = -123/25*z^3 + 253/150*z + 1
*
[ 5/8 ] 
f(z) = -138/25*z^3 + 249/160*z + 1
*
[ 2/3 ] 
f(z) = -129/29*z^3 + 257/174*z + 1
*
-11/25 | 0.16436298070738194288415688115199224089 | 0.025531115465460974510402468552683590200
f(z) = -125/33*z^3 + 256/165*z + 1
*
[ 2/3 ] 
f(z) = -123/29*z^3 + 241/174*z + 1
*
[ 7/11 ] 
f(z) = -121/23*z^3 + 251/161*z + 1
*
[ 7/11 ] 
f(z) = -121/24*z^3 + 247/168*z + 1
*
[ 7/11 ] 
f(z) = -121/25*z^3 + 243/175*z + 1
*
-1/2 | 0.16808863827344186075774713605054105650 | 0.025658155552496087182020718860206808247
f(z) = -140/39*z^3 + 253/195*z + 1
*
[ 2/3 ] 
f(z) = -132/31*z^3 + 259/186*z + 1
*
[ 2/3 ] 
f(z) = -129/31*z^3 + 251/186*z + 1
*
[ 2/3 ] 
f(z) = -132/35*z^3 + 247/210*z + 1
*
[ 2/3 ] 
f(z) = -138/37*z^3 + 257/222*z + 1
*
[ 12/19 ] 
f(z) = -133/32*z^3 + 245/228*z + 1
*
[ 2/3 ] 
f(z) = -132/37*z^3 + 241/222*z + 1
*
-2 | 0.10519914882408357802554597339923421313 | 0.016691338827388040790736997190188744627
f(z) = -139/20*z^3 + 273/10*z + 1
*
-2 | 0.10528142085477517219476381270428798175 | 0.016723903458678103192493867267951420915
f(z) = -139/28*z^3 + 271/14*z + 1
*
-2 | 0.091789689507476866070187171680276487956 | 0.014597925291932003835868194971751993022
f(z) = -139/36*z^3 + 269/18*z + 1
*
-2 | 0.10493395912143697575796449190519950437 | 0.016688345979388102116555563389506785541
f(z) = -137/20*z^3 + 269/10*z + 1
*
[ 2 ] 
f(z) = -137/20*z^3 + 279/10*z + 1
*
-2 | 0.10501693951980188771701539427997802991 | 0.016721388621451744975123879423805204571
f(z) = -137/28*z^3 + 267/14*z + 1
*
[ 4 ] 
f(z) = -137/32*z^3 + 277/4*z + 1
*
[ -4 ] 
f(z) = -137/32*z^3 + 279/4*z + 1
*
-2 | 0.091525618219758966766967504170438332113 | 0.014590692297050595888379713746995836809
f(z) = -137/36*z^3 + 265/18*z + 1
*
-2 | 0.10474859731404358484569728286938779205 | 0.016718844594587694075585333798760293489
f(z) = -135/28*z^3 + 263/14*z + 1
*
[ 2 ] 
f(z) = -135/28*z^3 + 277/14*z + 1
*
[ 4 ] 
f(z) = -135/32*z^3 + 273/4*z + 1
*
[ -4 ] 
f(z) = -135/32*z^3 + 275/4*z + 1
*
-2 | 0.10439186065011586732095819367570775838 | 0.016682231707587104161400650395819421394
f(z) = -133/20*z^3 + 261/10*z + 1
*
[ 2 ] 
f(z) = -133/20*z^3 + 271/10*z + 1
*
[ 4 ] 
f(z) = -133/32*z^3 + 269/4*z + 1
*
[ -4 ] 
f(z) = -133/32*z^3 + 271/4*z + 1
*
[ 2 ] 
f(z) = -133/36*z^3 + 275/18*z + 1
*
[ 2 ] 
f(z) = -131/20*z^3 + 267/10*z + 1
*
[ -2 ] 
f(z) = -131/20*z^3 + 277/10*z + 1
*
[ 2 ] 
f(z) = -131/28*z^3 + 269/14*z + 1
*
[ 4 ] 
f(z) = -131/32*z^3 + 265/4*z + 1
*
[ -4 ] 
f(z) = -131/32*z^3 + 267/4*z + 1
*
[ 2 ] 
f(z) = -131/36*z^3 + 271/18*z + 1
*
[ 2 ] 
f(z) = -129/20*z^3 + 263/10*z + 1
*
[ -2 ] 
f(z) = -129/20*z^3 + 273/10*z + 1
*
[ 2 ] 
f(z) = -129/28*z^3 + 265/14*z + 1
*
[ -2 ] 
f(z) = -129/28*z^3 + 279/14*z + 1
*
[ 4 ] 
f(z) = -129/32*z^3 + 261/4*z + 1
*
[ -4 ] 
f(z) = -129/32*z^3 + 263/4*z + 1
*
[ 15/8 ] 
f(z) = -128/25*z^3 + 277/15*z + 1
*
[ -2 ] 
f(z) = -127/20*z^3 + 269/10*z + 1
*
[ 2 ] 
f(z) = -127/28*z^3 + 261/14*z + 1
*
[ -2 ] 
f(z) = -127/28*z^3 + 275/14*z + 1
*
[ 2 ] 
f(z) = -127/36*z^3 + 263/18*z + 1
*
[ -2 ] 
f(z) = -125/28*z^3 + 271/14*z + 1
*
[ 12/5 ] 
f(z) = -125/32*z^3 + 277/12*z + 1
*
[ -2 ] 
f(z) = -125/36*z^3 + 277/18*z + 1
*
[ -2 ] 
f(z) = -123/20*z^3 + 261/10*z + 1
*
[ -2 ] 
f(z) = -123/28*z^3 + 267/14*z + 1
*
[ -2 ] 
f(z) = -121/28*z^3 + 263/14*z + 1
*
[ -2 ] 
f(z) = -121/36*z^3 + 269/18*z + 1
*
[ -15/14 ] 
f(z) = -140/27*z^3 + 276/35*z + 1
*
[ 4/3 ] 
f(z) = -133/32*z^3 + 275/36*z + 1
*
[ 4/3 ] 
f(z) = -131/32*z^3 + 271/36*z + 1
*
[ -6/5 ] 
f(z) = -130/27*z^3 + 263/30*z + 1
*
[ -1/8 ] 
f(z) = -128/29*z^3 + 263/29*z + 1
*
[ -5/4 ] 
f(z) = -128/35*z^3 + 263/35*z + 1
*
[ 4/3 ] 
f(z) = -127/32*z^3 + 263/36*z + 1
*
-7/5 | 0.11086388294008226935071767279551434529 | 0.019869041404793641500524031290213325239
f(z) = -125/28*z^3 + 265/28*z + 1
*
[ -1/11 ] 
f(z) = -121/23*z^3 + 277/23*z + 1
*
-1/11 | 0.10383492765625657235389175677369967187 | 0.018609311005108326468335218247749776540
f(z) = -121/24*z^3 + 265/24*z + 1
*
[ -15/11 ] 
f(z) = -121/30*z^3 + 277/30*z + 1
*
0 | 0.20422731138045377597247972758443694251 | 0.029208308766978964419727732495880228066
f(z) = -136/21*z^3 + 267/56*z + 1
*
[ -1/4 ] 
f(z) = -136/25*z^3 + 267/50*z + 1
*
[ -5/6 ] 
f(z) = -136/25*z^3 + 269/45*z + 1
*
[ -2/3 ] 
f(z) = -135/29*z^3 + 265/58*z + 1
*
[ -6/19 ] 
f(z) = -133/24*z^3 + 269/57*z + 1
*
[ -2/7 ] 
f(z) = -133/32*z^3 + 271/56*z + 1
*
[ -3/16 ] 
f(z) = -128/21*z^3 + 275/42*z + 1
*
-5/16 | 0.15147212125417433411113489177794675422 | 0.026933081393777711872926768292161312083
f(z) = -128/21*z^3 + 277/42*z + 1
*
[ -5/24 ] 
f(z) = -128/25*z^3 + 271/45*z + 1
*
[ -4/5 ] 
f(z) = -125/26*z^3 + 277/52*z + 1
*
[ 6/5 ] 
f(z) = -125/28*z^3 + 277/42*z + 1
*
-10/11 | 0.087242450067378334299199605039053764598 | 0.015656862599916566546865229987778217204
f(z) = -121/21*z^3 + 263/42*z + 1
*
[ -8/11 ] 
f(z) = -121/28*z^3 + 261/56*z + 1
*
[ -1/2 ] 
f(z) = -138/35*z^3 + 279/70*z + 1
*
-12/17 | 0.26347670867471714570715742527768795768 | 0.028851513105659673411576936970669132567
f(z) = -136/27*z^3 + 267/68*z + 1
*
0 | 0.15721045773573222061110202920527801793 | 0.026184779290243521287684947874249622149
f(z) = -135/26*z^3 + 275/78*z + 1
*
[ -2/3 ] 
f(z) = -135/31*z^3 + 275/62*z + 1
*
[ -1/2 ] 
f(z) = -134/33*z^3 + 265/66*z + 1
*
[ -1/2 ] 
f(z) = -134/35*z^3 + 277/70*z + 1
*
[ -3/8 ] 
f(z) = -133/27*z^3 + 279/64*z + 1
*
[ -1/2 ] 
f(z) = -130/33*z^3 + 263/66*z + 1
*
0 | 0.17111132999855454939057099015887325352 | 0.028717545125429227108180375941480205901
f(z) = -129/20*z^3 + 277/60*z + 1
*
-2/3 | 0.14007954496338389354634056361352097586 | 0.023509493226833963507426316890662319204
f(z) = -129/22*z^3 + 271/66*z + 1
*
0 | 0.13855753747557946114564190250443520538 | 0.023254055327352765012959752801830270799
f(z) = -129/22*z^3 + 277/66*z + 1
*
0 | 0.13417839524315148244232760037493459060 | 0.022519105662292679881700684087937447557
f(z) = -129/25*z^3 + 262/75*z + 1
*
-1/3 | 0.14448874509301510721835732041988881106 | 0.024249487496592736357966869063581297186
f(z) = -129/26*z^3 + 277/78*z + 1
*
[ -7/16 ] 
f(z) = -128/35*z^3 + 279/70*z + 1
*
-13/16 | 0.14657521717046638973736826294248554913 | 0.026269231977474660209825198422113550690
f(z) = -128/39*z^3 + 265/78*z + 1
*
[ -3/8 ] 
f(z) = -127/27*z^3 + 277/64*z + 1
*
[ -2/3 ] 
f(z) = -126/31*z^3 + 267/62*z + 1
*
-39/50 | 0.20055525720111286401048061335162660220 | 0.025633189902364002784977793747298147290
f(z) = -125/27*z^3 + 269/60*z + 1
*
[ -2/5 ] 
f(z) = -125/33*z^3 + 271/66*z + 1
*
0 | 0.067847932984788302938743392193583960055 | 0.011478644431659643097897325384513370731
f(z) = -123/20*z^3 + 269/60*z + 1
*
-2/3 | 0.13536189295186140606237744073980757160 | 0.022900786662714580374370879396026101104
f(z) = -123/22*z^3 + 263/66*z + 1
*
-1/3 | 0.14814173878956290912835796186280001139 | 0.025062905681068323363494174385303915360
f(z) = -123/26*z^3 + 275/78*z + 1
*
[ -1/2 ] 
f(z) = -122/35*z^3 + 271/70*z + 1
*
[ -3/8 ] 
f(z) = -121/27*z^3 + 275/64*z + 1
*
-10/11 | 0.091661889335393078194385366463677803488 | 0.016298293743671675600580025535516134894
f(z) = -121/35*z^3 + 277/70*z + 1
*
0 | 0.14817022374081688748713500301694943307 | 0.024679049103471020171197409399269045064
f(z) = -135/32*z^3 + 277/96*z + 1
*
-3/5 | 0.16018209562396059360948247867027263803 | 0.027026167514505819795526478783724024312
f(z) = -125/28*z^3 + 275/84*z + 1
*
2/3 | 0.14904606312527437497880385081005882621 | 0.022878378555986988181049282187553193421
f(z) = -135/22*z^3 + 267/110*z + 1
*
0 | 0.17042699751724438046488051317958027894 | 0.028386109800592648078472076529099849874
f(z) = -135/34*z^3 + 269/102*z + 1
*
[ 3/4 ] 
f(z) = -140/33*z^3 + 271/132*z + 1
*
-2/3 | 0.22395481337995137899762299956801177770 | 0.029416163631762373842177265361035719102
f(z) = -135/32*z^3 + 269/120*z + 1
*
[ 2/3 ] 
f(z) = -129/23*z^3 + 275/138*z + 1
*
[ 3/4 ] 
f(z) = -140/39*z^3 + 263/156*z + 1
*
[ 2/3 ] 
f(z) = -132/25*z^3 + 277/150*z + 1
*
[ 2/3 ] 
f(z) = -129/25*z^3 + 269/150*z + 1
*
0 | 0.16240926716842428212165072419825247083 | 0.026034116037588494662370774749662757361
f(z) = -128/35*z^3 + 267/140*z + 1
*
[ 7/11 ] 
f(z) = -121/20*z^3 + 263/140*z + 1
*
-2/5 | 0.19240884081444026925652589599130746320 | 0.025272642548623942045409735760138759317
f(z) = -135/22*z^3 + 272/165*z + 1
*
[ 2/3 ] 
f(z) = -132/29*z^3 + 265/174*z + 1
*
0 | 0.16276155983551485015169973108011563667 | 0.025282360782304990372026721377186154264
f(z) = -125/33*z^3 + 262/165*z + 1
*
[ 2/3 ] 
f(z) = -138/31*z^3 + 275/186*z + 1
*
-9/32 | 0.19621607182720487256734710397589304795 | 0.028307995376782111450703549872870596700
f(z) = -128/23*z^3 + 265/184*z + 1
*
[ 2/3 ] 
f(z) = -138/35*z^3 + 263/210*z + 1
*
-14/45 | 0.076193416243539985170709885375398300959 | 0.010007902782068974579447239300481092131
f(z) = -135/28*z^3 + 263/210*z + 1
*
0 | 0.18782805705221080270434971669836649648 | 0.027475268188924530552696731735405865930
f(z) = -133/30*z^3 + 271/210*z + 1
*
[ 15/22 ] 
f(z) = -121/36*z^3 + 263/240*z + 1
*
-1/14 | 0.12241906258043578270984216604803592969 | 0.017773956903656554037971048952881336838
f(z) = -140/39*z^3 + 278/273*z + 1
*
[ 2 ] 
f(z) = -139/20*z^3 + 283/10*z + 1
*
[ -2 ] 
f(z) = -139/20*z^3 + 293/10*z + 1
*
[ 2 ] 
f(z) = -139/28*z^3 + 285/14*z + 1
*
[ -2 ] 
f(z) = -139/28*z^3 + 299/14*z + 1
*
[ 4 ] 
f(z) = -139/32*z^3 + 281/4*z + 1
*
[ -4 ] 
f(z) = -139/32*z^3 + 283/4*z + 1
*
[ 2 ] 
f(z) = -139/36*z^3 + 287/18*z + 1
*
[ -2 ] 
f(z) = -137/20*z^3 + 289/10*z + 1
*
[ 2 ] 
f(z) = -137/28*z^3 + 281/14*z + 1
*
[ -2 ] 
f(z) = -137/28*z^3 + 295/14*z + 1
*
[ 2 ] 
f(z) = -137/36*z^3 + 283/18*z + 1
*
[ -2 ] 
f(z) = -135/28*z^3 + 291/14*z + 1
*
[ -2 ] 
f(z) = -133/20*z^3 + 281/10*z + 1
*
[ -2 ] 
f(z) = -133/36*z^3 + 293/18*z + 1
*
[ -2 ] 
f(z) = -131/28*z^3 + 283/14*z + 1
*
[ -2 ] 
f(z) = -131/36*z^3 + 289/18*z + 1
*
[ -15/8 ] 
f(z) = -128/25*z^3 + 293/15*z + 1
*
[ -2 ] 
f(z) = -127/36*z^3 + 281/18*z + 1
*
[ -12/5 ] 
f(z) = -125/32*z^3 + 287/12*z + 1
*
[ -3/28 ] 
f(z) = -140/27*z^3 + 291/28*z + 1
*
-6/5 | 0.25941582160996916381067813610598179711 | 0.028901019136830934174031713110137430675
f(z) = -140/27*z^3 + 293/35*z + 1
*
-6/35 | 0.25735429364174917040124097251183184384 | 0.028628101470063032524112418241136236026
f(z) = -140/27*z^3 + 297/35*z + 1
*
[ 4/3 ] 
f(z) = -139/32*z^3 + 287/36*z + 1
*
[ 4/3 ] 
f(z) = -137/32*z^3 + 283/36*z + 1
*
[ -4/3 ] 
f(z) = -135/28*z^3 + 289/28*z + 1
*
-2/9 | 0.17142792594992672288133875945122730609 | 0.024403770950939065559639474229514508313
f(z) = -135/32*z^3 + 281/24*z + 1
*
[ 3/2 ] 
f(z) = -128/21*z^3 + 295/21*z + 1
*
[ -3/32 ] 
f(z) = -128/27*z^3 + 281/24*z + 1
*
[ -1/8 ] 
f(z) = -128/31*z^3 + 281/31*z + 1
*
13/8 | 0.14933986487050938522802354990938100256 | 0.026486426205635637826011183925790329146
f(z) = -128/39*z^3 + 281/39*z + 1
*
[ -7/5 ] 
f(z) = -125/21*z^3 + 281/21*z + 1
*
-1/5 | 0.11432507995197919676923217509621489956 | 0.020127043282186934394245040093274432151
f(z) = -125/24*z^3 + 293/24*z + 1
*
3/50 | 0.13515948263493850567758202381530320570 | 0.015092648447353349433590032961821637590
f(z) = -125/27*z^3 + 287/20*z + 1
*
[ -7/5 ] 
f(z) = -125/28*z^3 + 293/28*z + 1
*
8/5 | 0.14351330085652342008580086158575597264 | 0.025265658411278079413013147770561607705
f(z) = -125/36*z^3 + 293/36*z + 1
*
[ 3/2 ] 
f(z) = -124/21*z^3 + 286/21*z + 1
*
[ 3/2 ] 
f(z) = -124/33*z^3 + 290/33*z + 1
*
[ 3/2 ] 
f(z) = -124/39*z^3 + 292/39*z + 1
*
[ -1/11 ] 
f(z) = -121/24*z^3 + 289/24*z + 1
*
-1/11 | 0.14779031953631877659222989859418153533 | 0.026211603952502400621231619032352917315
f(z) = -121/28*z^3 + 281/28*z + 1
*
[ -20/11 ] 
f(z) = -121/32*z^3 + 281/20*z + 1
*
1/11 | 0.15864672097369416587231201458229683592 | 0.027997665849364700685939048887647378045
f(z) = -121/36*z^3 + 289/36*z + 1
*
[ -9/10 ] 
f(z) = -140/27*z^3 + 284/45*z + 1
*
[ -1/4 ] 
f(z) = -136/27*z^3 + 287/54*z + 1
*
[ -3/14 ] 
f(z) = -136/27*z^3 + 289/49*z + 1
*
-8/7 | 0.18993720222547840187290443027327092897 | 0.026827188037722046398930462898020967418
f(z) = -133/32*z^3 + 297/56*z + 1
*
-3/16 | 0.086836597220398720322542218781084694550 | 0.015324754382258713002558005130910839381
f(z) = -128/21*z^3 + 289/42*z + 1
*
[ -3/14 ] 
f(z) = -124/27*z^3 + 288/49*z + 1
*
[ -2/11 ] 
f(z) = -121/21*z^3 + 281/42*z + 1
*
-3/5 | 0.20352936276901544752697406700021421702 | 0.025641899313055718957561301273595649661
f(z) = -140/27*z^3 + 287/60*z + 1
*
[ -9/14 ] 
f(z) = -140/27*z^3 + 296/63*z + 1
*
[ -3/8 ] 
f(z) = -139/27*z^3 + 281/64*z + 1
*
0 | 0.12938738469623489353508055577923623576 | 0.021471998424501590620305560036349440295
f(z) = -138/25*z^3 + 289/75*z + 1
*
[ -1/2 ] 
f(z) = -138/37*z^3 + 291/74*z + 1
*
-1/4 | 0.13456206497884523416999264986643701663 | 0.023865484324835087780881859195043283421
f(z) = -136/33*z^3 + 281/66*z + 1
*
-1/4 | 0.13929193039072818957358427193982821139 | 0.024464082080970364086771071275278680075
f(z) = -136/35*z^3 + 297/70*z + 1
*
0 | 0.16025804550990031021541517227217772779 | 0.026692381738474916389628230962356230871
f(z) = -135/22*z^3 + 295/66*z + 1
*
[ 14/15 ] 
f(z) = -135/28*z^3 + 289/70*z + 1
*
[ -1/2 ] 
f(z) = -134/37*z^3 + 289/74*z + 1
*
-2/7 | 0.16308549525486686573920708631715204236 | 0.023855955229337795362924668464559989549
f(z) = -133/20*z^3 + 283/70*z + 1
*
0 | 0.17353503952579428740894519632029789727 | 0.028975815245093535646809377249910998167
f(z) = -133/20*z^3 + 299/60*z + 1
*
0 | 0.17523420294199897114665811503792811315 | 0.029296450095745357926626267641913639910
f(z) = -132/23*z^3 + 281/69*z + 1
*
[ -1/2 ] 
f(z) = -130/37*z^3 + 287/74*z + 1
*
[ -1/3 ] 
f(z) = -129/20*z^3 + 283/60*z + 1
*
0 | 0.11745793624628603456905990616438942684 | 0.019712917809247362467249343932661557932
f(z) = -129/20*z^3 + 287/60*z + 1
*
0 | 0.14453736288317988472040845940779219633 | 0.024257647000600842900848968500035732057
f(z) = -129/26*z^3 + 283/78*z + 1
*
-2/3 | 0.14670909528989296570630579912584752482 | 0.024622127969749214091698470955877777445
f(z) = -129/26*z^3 + 289/78*z + 1
*
[ -11/16 ] 
f(z) = -128/33*z^3 + 283/66*z + 1
*
19/16 | 0.085325591026383903871056851720068791100 | 0.015003685734502654315203650859892193254
f(z) = -128/33*z^3 + 295/66*z + 1
*
-13/16 | 0.16582870703205484236525969123136480693 | 0.029265128829769570064478190719628251167
f(z) = -128/39*z^3 + 289/78*z + 1
*
[ -10/21 ] 
f(z) = -126/25*z^3 + 297/70*z + 1
*
[ -1/2 ] 
f(z) = -126/37*z^3 + 285/74*z + 1
*
[ -2/3 ] 
f(z) = -126/37*z^3 + 297/74*z + 1
*
-6/25 | 0.21844180694700441475510712945653781545 | 0.027878195098318962959405037751127785056
f(z) = -125/27*z^3 + 281/60*z + 1
*
[ -14/25 ] 
f(z) = -125/28*z^3 + 293/70*z + 1
*
[ -8/15 ] 
f(z) = -125/32*z^3 + 287/72*z + 1
*
-3/5 | 0.18067376553159315502918727021701327411 | 0.026790062266700300136700585217233051206
f(z) = -125/36*z^3 + 283/60*z + 1
*
[ -2/5 ] 
f(z) = -125/37*z^3 + 299/74*z + 1
*
[ -1/3 ] 
f(z) = -123/20*z^3 + 281/60*z + 1
*
0 | 0.15044891223428108217627084207540125589 | 0.025453237743506023087470697082415461765
f(z) = -123/20*z^3 + 289/60*z + 1
*
0 | 0.17340362986995946374854626956647128195 | 0.029336761237555193981387220408705734139
f(z) = -123/20*z^3 + 299/60*z + 1
*
0 | 0.13819089267990199588212991331057819774 | 0.023379402304295294663331122240943375163
f(z) = -123/22*z^3 + 281/66*z + 1
*
-2/3 | 0.14866406267550133264009791880184899461 | 0.025151273445583627540291524707691567645
f(z) = -123/26*z^3 + 281/78*z + 1
*
[ -1/2 ] 
f(z) = -122/37*z^3 + 283/74*z + 1
*
[ -1/2 ] 
f(z) = -122/39*z^3 + 295/78*z + 1
*
[ -15/22 ] 
f(z) = -121/25*z^3 + 283/60*z + 1
*
[ 12/11 ] 
f(z) = -121/30*z^3 + 293/60*z + 1
*
[ -4/11 ] 
f(z) = -121/34*z^3 + 287/68*z + 1
*
[ -8/11 ] 
f(z) = -121/36*z^3 + 299/72*z + 1
*
[ -6/11 ] 
f(z) = -121/39*z^3 + 293/78*z + 1
*
0 | 0.11017038287852592883997608014046172421 | 0.018349842634801670293175431336214486938
f(z) = -135/28*z^3 + 293/84*z + 1
*
-4/7 | 0.17423472400906500533670837487828863699 | 0.025486851352786021328556774599015217057
f(z) = -133/24*z^3 + 299/84*z + 1
*
-1/3 | 0.13080215862008374280990611052035916292 | 0.021952473238958154691056100717087477261
f(z) = -129/28*z^3 + 295/84*z + 1
*
[ 4/5 ] 
f(z) = -125/21*z^3 + 299/84*z + 1
*
[ 4/5 ] 
f(z) = -125/23*z^3 + 297/92*z + 1
*
-3/5 | 0.14158350857432050902318764530797727789 | 0.023888185537314708668450504953565865035
f(z) = -125/32*z^3 + 295/96*z + 1
*
-18/25 | 0.18335425258229974946077989192221799373 | 0.028481100632362437421969040435205140812
f(z) = -125/36*z^3 + 287/90*z + 1
*
-1/4 | 0.15572471844990419930430010969090927463 | 0.025090278486623892927176685383610289703
f(z) = -124/21*z^3 + 283/84*z + 1
*
-1/3 | 0.13455628092285907592632913617120546097 | 0.022764491662646429411412443333690037805
f(z) = -123/28*z^3 + 293/84*z + 1
*
[ 5/6 ] 
f(z) = -122/25*z^3 + 287/90*z + 1
*
-4/11 | 0.12360887865584735842322262130887426662 | 0.019994691195772866459154191330798500147
f(z) = -121/21*z^3 + 295/84*z + 1
*
0 | 0.16745303858872679770675961644134498061 | 0.024494834352658518354957187590443003069
f(z) = -133/30*z^3 + 293/105*z + 1
*
-5/6 | 0.16684329523712072371370189213265722479 | 0.027893620027717277924504099204529084708
f(z) = -132/35*z^3 + 296/105*z + 1
*
-3/25 | 0.10717976572206303171282963036032215605 | 0.016648633180258139730007005047014808526
f(z) = -125/21*z^3 + 289/105*z + 1
*
[ 4/5 ] 
f(z) = -125/27*z^3 + 293/108*z + 1
*
[ 4/5 ] 
f(z) = -125/29*z^3 + 291/116*z + 1
*
-6/11 | 0.10706778630037024456827806374502797481 | 0.018164314403144067798060296830206161652
f(z) = -121/34*z^3 + 295/102*z + 1
*
[ 2/3 ] 
f(z) = -132/23*z^3 + 283/138*z + 1
*
0 | 0.16346169541990851761066869486391613832 | 0.026202819706400466815997383020775984057
f(z) = -128/33*z^3 + 281/132*z + 1
*
-3/5 | 0.067957712337535441220863240397475954935 | 0.010556125187015876886588283170851039284
f(z) = -125/24*z^3 + 289/120*z + 1
*
0 | 0.16590273154496061212800967746681712713 | 0.025770290711937236992575576819487869628
f(z) = -125/26*z^3 + 287/130*z + 1
*
[ 4/5 ] 
f(z) = -125/31*z^3 + 289/124*z + 1
*
[ 4/5 ] 
f(z) = -125/33*z^3 + 287/132*z + 1
*
-15/22 | 0.17865230002022136658155935699856269688 | 0.028898389898547256235340915496854167907
f(z) = -121/30*z^3 + 281/120*z + 1
*
0 | 0.15951847103935122812797892911348795201 | 0.025208606926907923265005922044758577062
f(z) = -140/39*z^3 + 287/156*z + 1
*
[ 2/3 ] 
f(z) = -138/25*z^3 + 293/150*z + 1
*
21/25 | 0.18567794766378259353400929612364559937 | 0.028842048865209846111082118090721114955
f(z) = -125/28*z^3 + 281/140*z + 1
*
[ 4/5 ] 
f(z) = -125/37*z^3 + 283/148*z + 1
*
[ 4/5 ] 
f(z) = -125/39*z^3 + 281/156*z + 1
*
-1/22 | 0.15523308670529020215156010362357001992 | 0.025110151194564565826591869905571516535
f(z) = -121/35*z^3 + 281/140*z + 1
*
[ 2/3 ] 
f(z) = -138/29*z^3 + 281/174*z + 1
*
-11/32 | 0.15750212418113234954623216699013584284 | 0.022722753348559732725238079837866862337
f(z) = -128/21*z^3 + 289/168*z + 1
*
-1/5 | 0.16628883402763442991756557982780907877 | 0.025830265452138597049887922503268589660
f(z) = -125/33*z^3 + 289/165*z + 1
*
-13/25 | 0.15769862775015869432333101292855951466 | 0.024495916638321358862054989339365940096
f(z) = -125/39*z^3 + 289/195*z + 1
*
[ 20/33 ] 
f(z) = -121/20*z^3 + 283/180*z + 1
*
[ 3/4 ] 
f(z) = -121/36*z^3 + 299/192*z + 1
*
0 | 0.15990951343746857229234316283004073426 | 0.023391376329009235760216085566717630783
f(z) = -133/36*z^3 + 283/252*z + 1
*
-5/32 | 0.13654691600828564936387985843995560758 | 0.019699555857383551695966368320102248580
f(z) = -128/33*z^3 + 289/264*z + 1
*
[ 2/3 ] 
f(z) = -135/56*z^3 + 4/7*z + 1
*
[ 2/3 ] 
f(z) = -129/40*z^3 + 14/15*z + 1
*
[ 3/4 ] 
f(z) = -128/45*z^3 + 19/15*z + 1
*
[ 7/8 ] 
f(z) = -128/49*z^3 + 13/7*z + 1
*
[ 4/5 ] 
f(z) = -125/48*z^3 + 17/12*z + 1
*
6/5 | 0.13865274315635451051574171140899599451 | 0.028716597698521398043049492660155269381
f(z) = -125/54*z^3 + 2*z + 1
*
-6/25 | 0.12917998549454006919928822061441209434 | 0.020066009458415414211506124837871522003
f(z) = -125/54*z^3 + 4/5*z + 1
*
-24/25 | 0.20493915680416862117085928383575958940 | 0.029558149855218165102791145772411839319
f(z) = -125/54*z^3 + 19/5*z + 1
*
[ 2/3 ] 
f(z) = -123/40*z^3 + 13/15*z + 1
*
10/11 | 0.12634152161917026769933380721345340584 | 0.026344253448510347574126233193941396896
f(z) = -121/40*z^3 + 7/5*z + 1
*
[ 10/11 ] 
f(z) = -121/40*z^3 + 12/5*z + 1
*
-10/11 | 0.071902860612313273318866619502283974892 | 0.014992910955698626600678298006668334921
f(z) = -121/40*z^3 + 13/5*z + 1
*
-6/11 | 0.15825606343265859892589081726424516779 | 0.026848532053611547290211449180953838569
f(z) = -121/40*z^3 + 16/15*z + 1
*
14/11 | 0.13097397351772472202361959823530507013 | 0.026660528077803533065451399975006892498
f(z) = -121/40*z^3 + 17/5*z + 1
*
-6/11 | 0.14262459623597351334428554320558428445 | 0.029739538222102798058151221246778470904
f(z) = -121/45*z^3 + 17/15*z + 1
*
6/11 | 0.13777213238303198490320522088499347884 | 0.028727720919656839071208820382272332764
f(z) = -121/48*z^3 + 11/12*z + 1
*
[ 10/11 ] 
f(z) = -121/50*z^3 + 19/10*z + 1
*
3/11 | 0.081201550347534656414427074330514608566 | 0.016931838364394359254678543645233198279
f(z) = -121/54*z^3 + 1/2*z + 1
*
-6/11 | 0.13010861226436237441767477738852000371 | 0.023240229696376865295575036557785090850
f(z) = -121/54*z^3 + 5*z + 1
*
12/11 | 0.11839213971462817381842965782474009354 | 0.021569226254917902753921177204214279951
f(z) = -121/54*z^3 + 5/4*z + 1
*
[ -6/11 ] 
f(z) = -121/54*z^3 + 7/2*z + 1
*
[ 12/11 ] 
f(z) = -121/54*z^3 + 11/4*z + 1
*
-3/11 | 0.14092385668127151392600821566131364854 | 0.029384906480259206745352068668161440190
f(z) = -121/54*z^3 + 11/6*z + 1
*
6/11 | 0.14177677540748939930681958452873177843 | 0.029562753848301790129044374651488404723
f(z) = -121/56*z^3 + 8/7*z + 1
*
14/11 | 0.14818380076910705014952658209560326505 | 0.029816774159654919812203387548693611291
f(z) = -121/56*z^3 + 18/7*z + 1
*
[ 2/3 ] 
f(z) = -135/44*z^3 + 19/22*z + 1
*
[ 2/3 ] 
f(z) = -135/52*z^3 + 17/26*z + 1
*
2/3 | 0.15903633801907856045988451833514628543 | 0.026488895650684372923248518774270012393
f(z) = -135/56*z^3 + 19/21*z + 1
*
[ 2/3 ] 
f(z) = -129/56*z^3 + 11/21*z + 1
*
[ 2/3 ] 
f(z) = -123/56*z^3 + 10/21*z + 1
*
[ -2/3 ] 
f(z) = -135/56*z^3 + 25/7*z + 1
*
[ 6/7 ] 
f(z) = -133/54*z^3 + 23/14*z + 1
*
[ -7/8 ] 
f(z) = -128/49*z^3 + 29/7*z + 1
*
[ 7/5 ] 
f(z) = -125/49*z^3 + 37/7*z + 1
*
[ -6/5 ] 
f(z) = -125/54*z^3 + 31/6*z + 1
*
-2/5 | 0.14908402629298207433334478439348155429 | 0.029375156737585227287299212392185927643
f(z) = -125/56*z^3 + 20/7*z + 1
*
[ -2/5 ] 
f(z) = -125/56*z^3 + 27/7*z + 1
*
-6/11 | 0.12908699070082197693027417084025037242 | 0.024966132923861700199750654190899963806
f(z) = -121/40*z^3 + 22/5*z + 1
*
[ -2/11 ] 
f(z) = -121/40*z^3 + 33/5*z + 1
*
12/11 | 0.12921852129332784811705620422273275528 | 0.026944154475630704188039186697304908724
f(z) = -121/45*z^3 + 38/15*z + 1
*
-4/11 | 0.13834545441003848387237438864319550428 | 0.028847267847646197373194239994409420489
f(z) = -121/48*z^3 + 25/12*z + 1
*
-12/11 | 0.097339755637049705421288280706561101475 | 0.019697854946301842665069669185952513512
f(z) = -121/48*z^3 + 35/12*z + 1
*
[ 12/11 ] 
f(z) = -121/48*z^3 + 37/12*z + 1
*
[ -7/11 ] 
f(z) = -121/49*z^3 + 25/7*z + 1
*
15/11 | 0.068203554567810031301083336783384875878 | 0.013523261074900595244495170134122064782
f(z) = -121/50*z^3 + 31/10*z + 1
*
[ -5/11 ] 
f(z) = -121/50*z^3 + 37/10*z + 1
*
-12/11 | 0.076419980059186990597377513575201099338 | 0.014330397499245024654860440380411382451
f(z) = -121/54*z^3 + 23/6*z + 1
*
[ 9/11 ] 
f(z) = -121/54*z^3 + 23/18*z + 1
*
[ -3/11 ] 
f(z) = -121/54*z^3 + 29/6*z + 1
*
-21/22 | 0.19829883796971129654253507359804152445 | 0.028943728722595103907511617116944316621
f(z) = -121/54*z^3 + 35/8*z + 1
*
[ 14/11 ] 
f(z) = -121/56*z^3 + 26/7*z + 1
*
-10/11 | 0.068328461149243182105464354632244304327 | 0.012467243710990134347815053224238135862
f(z) = -121/56*z^3 + 30/7*z + 1
*
[ -14/11 ] 
f(z) = -121/56*z^3 + 37/7*z + 1
*
[ 3/4 ] 
f(z) = -137/54*z^3 + 35/32*z + 1
*
[ 7/9 ] 
f(z) = -135/49*z^3 + 29/21*z + 1
*
[ 3/4 ] 
f(z) = -131/54*z^3 + 33/32*z + 1
*
[ 7/10 ] 
f(z) = -125/49*z^3 + 23/28*z + 1
*
[ 3/4 ] 
f(z) = -125/54*z^3 + 31/32*z + 1
*
[ 4/5 ] 
f(z) = -125/56*z^3 + 33/28*z + 1
*
-2/11 | 0.14080386496086694671872501319709354307 | 0.029359886263203493646911844692593873974
f(z) = -121/42*z^3 + 23/21*z + 1
*
[ 8/11 ] 
f(z) = -121/48*z^3 + 23/24*z + 1
*
10/11 | 0.18714609132364954973714515656363308183 | 0.029217707463503003268132595180389668340
f(z) = -121/56*z^3 + 24/35*z + 1
*
0 | 0.11130533636663581444389124416939251958 | 0.022523955974107887656612928089664815145
f(z) = -140/51*z^3 + 38/51*z + 1
*
0 | 0.13168412182478671115191856960497925193 | 0.026647845101518772858049529862364157244
f(z) = -140/53*z^3 + 34/53*z + 1
*
0 | 0.11867091130193520883943659757775710217 | 0.024049354178398525645348919798899808558
f(z) = -139/50*z^3 + 39/50*z + 1
*
0 | 0.11117988523224291892843268700137856473 | 0.022531253936871950998257743495665500064
f(z) = -139/51*z^3 + 37/51*z + 1
*
0 | 0.10586989250345583142599153920289033668 | 0.021455152856848989620222595261241611071
f(z) = -139/52*z^3 + 35/52*z + 1
*
0 | 0.13155786533526651452195769638044315596 | 0.026660970777851334816777004452158971109
f(z) = -139/53*z^3 + 33/53*z + 1
*
0 | 0.13143074109355015515415474369582077877 | 0.026674238732515522930707781354525981117
f(z) = -138/53*z^3 + 32/53*z + 1
*
0 | 0.13123302685344730932975336903665141344 | 0.026673482851228398533357865687676600601
f(z) = -137/49*z^3 + 39/49*z + 1
*
0 | 0.11841508337298440134106785805903247356 | 0.024068199685764620218421872497695399568
f(z) = -137/50*z^3 + 37/50*z + 1
*
0 | 0.11092429113900300488883442914957924642 | 0.022545675036399123774772075700152546012
f(z) = -137/51*z^3 + 35/51*z + 1
*
0 | 0.10561453163211518845473214001806168551 | 0.021466451440426729941744868278029877675
f(z) = -137/52*z^3 + 33/52*z + 1
*
0 | 0.13110365411868410509256567303350778563 | 0.026686925332236347414632348755134537095
f(z) = -136/49*z^3 + 38/49*z + 1
*
[ 2/3 ] 
f(z) = -135/46*z^3 + 37/46*z + 1
*
0 | 0.13097337021717683728059368121458863855 | 0.026700516511915276959834350181967787463
f(z) = -135/49*z^3 + 37/49*z + 1
*
[ 2/3 ] 
f(z) = -135/58*z^3 + 31/58*z + 1
*
0 | 0.13084216220998377427610313935442014520 | 0.026714259255946905549835334899876045558
f(z) = -134/49*z^3 + 36/49*z + 1
*
0 | 0.11053415336487502111964252587794059772 | 0.022567939720278897317758589371812893606
f(z) = -134/51*z^3 + 32/51*z + 1
*
0 | 0.13067403709313428131044802560489427851 | 0.026720799204094952191739435426445762341
f(z) = -133/47*z^3 + 39/47*z + 1
*
0 | 0.084676283487231240752274866831627038298 | 0.017314977165653106183081039879393207747
f(z) = -133/48*z^3 + 37/48*z + 1
*
0 | 0.11789256203027767437238283959870246332 | 0.024107187225126846779781419814646770046
f(z) = -133/50*z^3 + 33/50*z + 1
*
0 | 0.11040122349947951364509874937633266620 | 0.022575325524790088199873360205551368389
f(z) = -133/51*z^3 + 31/51*z + 1
*
0 | 0.13054068695551244746423602968569524219 | 0.026734790602844352992604914470514666329
f(z) = -132/47*z^3 + 38/47*z + 1
*
0 | 0.13057692072552968687167841253109076218 | 0.026742211295018990039008638224884069088
f(z) = -132/49*z^3 + 34/49*z + 1
*
0 | 0.11755267688246078833689695205933523665 | 0.024112393630310200907743097596185858948
f(z) = -131/46*z^3 + 39/46*z + 1
*
0 | 0.13040636857652372000931450997183394496 | 0.026748941618407417454681980464857218785
f(z) = -131/47*z^3 + 37/47*z + 1
*
0 | 0.084408871115504907485683683789954608482 | 0.017313939420216198259509425895483758024
f(z) = -131/48*z^3 + 35/48*z + 1
*
0 | 0.13044285994879121323812637020795763368 | 0.026756426725131986352308135065730384860
f(z) = -131/49*z^3 + 33/49*z + 1
*
0 | 0.11762565983848225239294955828842252398 | 0.024127363887139424385263269853311828582
f(z) = -131/50*z^3 + 31/50*z + 1
*
0 | 0.13027106777844377923058210692592911492 | 0.026763255423133350510938835401514919771
f(z) = -130/47*z^3 + 36/47*z + 1
*
0 | 0.13030782045048506877497571585869622437 | 0.026770805995690232904709098117902153792
f(z) = -130/49*z^3 + 32/49*z + 1
*
0 | 0.11728081408059935361635528399821563296 | 0.024132786272848732324729159655193550388
f(z) = -129/46*z^3 + 37/46*z + 1
*
0 | 0.13013477006955408636169301213344397930 | 0.026777735278991095437346124129079002930
f(z) = -129/47*z^3 + 35/47*z + 1
*
0 | 0.13017178781926827397632948124855322362 | 0.026785352393940010802220710668553260325
f(z) = -129/49*z^3 + 31/49*z + 1
*
0 | 0.11639694998749488309426903582369629092 | 0.023989328931651365590381140596117049494
f(z) = -128/45*z^3 + 38/45*z + 1
*
0 | 0.12999746063479270766268384214922972479 | 0.026792384540853382332452424978492127818
f(z) = -128/47*z^3 + 34/47*z + 1
*
0 | 0.13003474732280677891656135668022594242 | 0.026800069300837535839509828725131123302
f(z) = -128/49*z^3 + 30/49*z + 1
*
0 | 0.10413176332859475079286997567978675874 | 0.021496230733879787023340931587404201729
f(z) = -127/44*z^3 + 39/44*z + 1
*
0 | 0.11625833923699690137528102462513579349 | 0.023999555996089560286330562219357342846
f(z) = -127/45*z^3 + 37/45*z + 1
*
0 | 0.11700489627227741081187061843556710904 | 0.024153669993331208955058324144263140271
f(z) = -127/46*z^3 + 35/46*z + 1
*
0 | 0.12985912432605428285684504093013181815 | 0.026807206659928891901559067235197995689
f(z) = -127/47*z^3 + 33/47*z + 1
*
0 | 0.083861128098718061555923928123669705364 | 0.017311702996183385977567298653601850068
f(z) = -127/48*z^3 + 31/48*z + 1
*
0 | 0.12971974565212320656730750303485258208 | 0.026822205187350480411000029745050831899
f(z) = -126/47*z^3 + 32/47*z + 1
*
0 | 0.12950273055655932535497511375452430644 | 0.026821523538550276408266904042632888346
f(z) = -125/43*z^3 + 39/43*z + 1
*
0 | 0.10385110478774346673704220505853196402 | 0.021508773132411991902734512946472372784
f(z) = -125/44*z^3 + 37/44*z + 1
*
0 | 0.11672480053111675567118133668679694706 | 0.024175065433161723770300832671968485289
f(z) = -125/46*z^3 + 33/46*z + 1
*
0 | 0.12957930876822324044064776620829613167 | 0.026837383777927906668809565561028060454
f(z) = -125/47*z^3 + 31/47*z + 1
*
0 | 0.083581591919982611122262901051493138978 | 0.017310720981996858319643526801034561685
f(z) = -125/48*z^3 + 29/48*z + 1
*
0 | 0.12936064373183710155883784547694402408 | 0.026836740130469927113027902242278375021
f(z) = -124/43*z^3 + 38/43*z + 1
*
0 | 0.11583616428059239232157612570508052101 | 0.024030995431291315902347821842495805301
f(z) = -124/45*z^3 + 34/45*z + 1
*
0 | 0.12943779746516587031653329162532644792 | 0.026852746194074032052726629420411493308
f(z) = -124/47*z^3 + 30/47*z + 1
*
0 | 0.12921745716724737674670731765532300268 | 0.026852141901626536774126462997963301382
f(z) = -123/43*z^3 + 37/43*z + 1
*
0 | 0.10356612262182463039844206576907396130 | 0.021521644844342126899166490826720792497
f(z) = -123/44*z^3 + 35/44*z + 1
*
0 | 0.11644039824933823811856209986092480128 | 0.024196994472861764258844620936664563066
f(z) = -123/46*z^3 + 31/46*z + 1
*
0 | 0.12929519515807876344254902667916109713 | 0.026868296309914032757137246868059342978
f(z) = -123/47*z^3 + 29/47*z + 1
*
0 | 0.12907315368963052695772410640344441399 | 0.026867732777968569135009939218836306877
f(z) = -122/43*z^3 + 36/43*z + 1
*
0 | 0.11554926470317742832128098976303345159 | 0.024052614180334696142611443131051576421
f(z) = -122/45*z^3 + 32/45*z + 1
*
[ 2/3 ] 
f(z) = -121/40*z^3 + 38/45*z + 1
*
0 | 0.12888806489837663306255011916791682007 | 0.026875248965306733960249009651342435945
f(z) = -121/41*z^3 + 39/41*z + 1
*
0 | 0.12892771572003829651034658311507891401 | 0.026883516803796483868386346377155621710
f(z) = -121/43*z^3 + 35/43*z + 1
*
0 | 0.11540412880139372851100141199168810389 | 0.024063629907138484467737545684073573378
f(z) = -121/45*z^3 + 31/45*z + 1
*
0 | 0.11615155478184028817746186857674709131 | 0.024219480329157604845322801478142309481
f(z) = -121/46*z^3 + 29/46*z + 1
*
[ 15/22 ] 
f(z) = -121/54*z^3 + 23/40*z + 1
*
[ 2/3 ] 
f(z) = -139/56*z^3 + 38/63*z + 1
*
[ 2/3 ] 
f(z) = -137/56*z^3 + 37/63*z + 1
*
[ 2/3 ] 
f(z) = -131/56*z^3 + 34/63*z + 1
*
[ 2/3 ] 
f(z) = -127/56*z^3 + 32/63*z + 1
*
[ 2/3 ] 
f(z) = -125/56*z^3 + 31/63*z + 1
*
[ 2/3 ] 
f(z) = -121/56*z^3 + 29/63*z + 1
*
[ -3 ] 
f(z) = -139/54*z^3 + 49/2*z + 1
*
[ 3/2 ] 
f(z) = -139/54*z^3 + 49/8*z + 1
*
[ 3 ] 
f(z) = -137/54*z^3 + 47/2*z + 1
*
[ -3/2 ] 
f(z) = -137/54*z^3 + 59/8*z + 1
*
[ -3 ] 
f(z) = -133/54*z^3 + 47/2*z + 1
*
[ 3/2 ] 
f(z) = -133/54*z^3 + 47/8*z + 1
*
[ -3/7 ] 
f(z) = -133/54*z^3 + 53/14*z + 1
*
[ 3 ] 
f(z) = -131/54*z^3 + 45/2*z + 1
*
[ -3/2 ] 
f(z) = -131/54*z^3 + 57/8*z + 1
*
-2/3 | 0.15928948039426055429893073257397292785 | 0.026733488900279096421863539307861228467
f(z) = -129/40*z^3 + 44/15*z + 1
*
[ -2/3 ] 
f(z) = -129/40*z^3 + 59/15*z + 1
*
-3/8 | 0.12299297421561355248525413775286882824 | 0.024961770201951646639924576937272568820
f(z) = -128/45*z^3 + 46/15*z + 1
*
[ -3/4 ] 
f(z) = -128/45*z^3 + 59/15*z + 1
*
[ -7/16 ] 
f(z) = -128/49*z^3 + 53/14*z + 1
*
[ 7/4 ] 
f(z) = -128/49*z^3 + 59/7*z + 1
*
[ -3 ] 
f(z) = -127/54*z^3 + 45/2*z + 1
*
[ 3/2 ] 
f(z) = -127/54*z^3 + 45/8*z + 1
*
-6/5 | 0.10982545436934354805725638020543667634 | 0.021335710968519735631499612490050174922
f(z) = -125/48*z^3 + 43/12*z + 1
*
[ -7/5 ] 
f(z) = -125/49*z^3 + 47/7*z + 1
*
[ 3 ] 
f(z) = -125/54*z^3 + 43/2*z + 1
*
[ -6/25 ] 
f(z) = -125/54*z^3 + 53/10*z + 1
*
[ -3/2 ] 
f(z) = -125/54*z^3 + 55/8*z + 1
*
3/25 | 0.20434659830957855277476196970148050760 | 0.027844353883438667582149504034410587371
f(z) = -125/54*z^3 + 57/10*z + 1
*
[ -12/5 ] 
f(z) = -125/54*z^3 + 59/4*z + 1
*
-2 | 0.10354845322714928816711661704022931791 | 0.016818061823756798416957000101647455329
f(z) = -125/56*z^3 + 59/7*z + 1
*
-2/3 | 0.12742903651702214469619696640324285408 | 0.021558690679284420263494960455894399485
f(z) = -123/40*z^3 + 43/15*z + 1
*
[ -2/3 ] 
f(z) = -123/40*z^3 + 58/15*z + 1
*
-2 | 0.10315730346460662234527863997620083392 | 0.016754532329266333498694438182280658217
f(z) = -123/40*z^3 + 59/5*z + 1
*
-2 | 0.10325380325863638187635427764285824810 | 0.016816896536140517076057515986368032227
f(z) = -123/56*z^3 + 58/7*z + 1
*
18/11 | 0.14984821832925671728754229084404459152 | 0.025656122583737679800466471851297603238
f(z) = -121/40*z^3 + 43/5*z + 1
*
[ -6/11 ] 
f(z) = -121/40*z^3 + 56/15*z + 1
*
-2 | 0.10285872727026217423571654013180918907 | 0.016752550702759829585719822337520004133
f(z) = -121/40*z^3 + 58/5*z + 1
*
[ -4/11 ] 
f(z) = -121/48*z^3 + 49/12*z + 1
*
[ -12/11 ] 
f(z) = -121/48*z^3 + 59/12*z + 1
*
[ 14/11 ] 
f(z) = -121/49*z^3 + 59/14*z + 1
*
[ -10/11 ] 
f(z) = -121/50*z^3 + 41/10*z + 1
*
[ -3 ] 
f(z) = -121/54*z^3 + 43/2*z + 1
*
[ 3/2 ] 
f(z) = -121/54*z^3 + 43/8*z + 1
*
-3/22 | 0.20887485763083190517476890847473103126 | 0.028899365136041282087957141850060933169
f(z) = -121/54*z^3 + 51/8*z + 1
*
-21/11 | 0.13640618150552507853155309929613730830 | 0.022116873413641695555236720749082651802
f(z) = -121/54*z^3 + 53/6*z + 1
*
-15/11 | 0.20069769383729713215977553734193865045 | 0.027620993231219389235556661516948191843
f(z) = -121/54*z^3 + 53/10*z + 1
*
[ -12/11 ] 
f(z) = -121/54*z^3 + 55/12*z + 1
*
[ -15/11 ] 
f(z) = -121/54*z^3 + 59/10*z + 1
*
[ -2/11 ] 
f(z) = -121/56*z^3 + 46/7*z + 1
*
-2 | 0.10295422063378030079648327608490143729 | 0.016815735654893526303924728066938057220
f(z) = -121/56*z^3 + 57/7*z + 1
*
[ 3/4 ] 
f(z) = -136/45*z^3 + 41/30*z + 1
*
-12/25 | 0.070379445596304118938790453364315424399 | 0.010932302055980344842869523639233243332
f(z) = -125/54*z^3 + 41/30*z + 1
*
[ 10/11 ] 
f(z) = -121/56*z^3 + 59/35*z + 1
*
0 | 0.13147805465224166080195810578160720638 | 0.026606144963199933916280169550991229428
f(z) = -140/41*z^3 + 58/41*z + 1
*
0 | 0.13151263263429603967999118396736849123 | 0.026613142228298714755249250885748136115
f(z) = -140/43*z^3 + 54/43*z + 1
*
0 | 0.13158150630841840812382068555124955159 | 0.026627079633766834707123679157335425779
f(z) = -140/47*z^3 + 46/47*z + 1
*
[ 2/3 ] 
f(z) = -139/40*z^3 + 47/45*z + 1
*
0 | 0.10280839285544792006530145155436805474 | 0.020834722049128513175218130093800602670
f(z) = -139/40*z^3 + 59/40*z + 1
*
0 | 0.13135041043647994655918809357521364715 | 0.026618928829388766370040538654242903083
f(z) = -139/41*z^3 + 57/41*z + 1
*
0 | 0.098188783446783504672755958556237196388 | 0.019898531186380659854330217018757542481
f(z) = -139/42*z^3 + 55/42*z + 1
*
0 | 0.13138522277929962288515922289983486160 | 0.026625983754248322681622010548625470499
f(z) = -139/43*z^3 + 53/43*z + 1
*
0 | 0.10573177953977247605550770392355205264 | 0.021427163457055822775532687991395610695
f(z) = -139/44*z^3 + 51/44*z + 1
*
0 | 0.11785682486112950971930973816110888324 | 0.023884374800284920019113406897014731408
f(z) = -139/45*z^3 + 49/45*z + 1
*
0 | 0.11860185554078521009793982385819576731 | 0.024035359624554325660461938705070428078
f(z) = -139/46*z^3 + 47/46*z + 1
*
0 | 0.13145456144496529658701532677592118308 | 0.026640035640347086927778185291772135110
f(z) = -139/47*z^3 + 45/47*z + 1
*
0 | 0.085456080865301798235652086141067351338 | 0.017318174545727903346281355142002715305
f(z) = -139/48*z^3 + 43/48*z + 1
*
0 | 0.13148908923545696919509036343326081925 | 0.026647032899013273932650229921189512515
f(z) = -139/49*z^3 + 41/49*z + 1
*
0 | 0.13122187961351603175438462618830289164 | 0.026631849707435832996668100376135426513
f(z) = -138/41*z^3 + 56/41*z + 1
*
0 | 0.13125692952070712449813610024745052993 | 0.026638963184725763618892145679858063465
f(z) = -138/43*z^3 + 52/43*z + 1
*
0 | 0.13132673951068264958139739377556615499 | 0.026653131318626768106372795086855553403
f(z) = -138/47*z^3 + 44/47*z + 1
*
0 | 0.13136150109030344089882888506673988378 | 0.026660186279024992912725079032445296495
f(z) = -138/49*z^3 + 40/49*z + 1
*
[ 2/3 ] 
f(z) = -137/40*z^3 + 46/45*z + 1
*
0 | 0.099697734484193747925071200992932909136 | 0.020263845731762212552581297211646447294
f(z) = -137/40*z^3 + 57/40*z + 1
*
0 | 0.13109244977153637867899117533650460754 | 0.026644910162831792829931601431093947155
f(z) = -137/41*z^3 + 55/41*z + 1
*
0 | 0.097930028688063930493635533442147922011 | 0.019904554542877719174984065472005571506
f(z) = -137/42*z^3 + 53/42*z + 1
*
0 | 0.13112774051295287143569890615515185904 | 0.026652083105562369100228098898951448032
f(z) = -137/43*z^3 + 51/43*z + 1
*
0 | 0.10547453550645802937588500319387520220 | 0.021437996833027292695043723624330550902
f(z) = -137/44*z^3 + 49/44*z + 1
*
0 | 0.11759981842167041538822513517500514175 | 0.023902494784952070503934916804490034364
f(z) = -137/45*z^3 + 47/45*z + 1
*
0 | 0.11834508605971684429774598695215045718 | 0.024053972534415293557197970786614242116
f(z) = -137/46*z^3 + 45/46*z + 1
*
0 | 0.13119802829050531257200860628266254424 | 0.026666369294596854104298585297370953107
f(z) = -137/47*z^3 + 43/47*z + 1
*
0 | 0.085199783409320367060583742966067896117 | 0.017317096284266518404575021554754433409
f(z) = -137/48*z^3 + 41/48*z + 1
*
0 | 0.13096210823607449147115192925207399621 | 0.026658112829444711539142997568886950826
f(z) = -136/41*z^3 + 54/41*z + 1
*
0 | 0.13099764314966060490985231124316544098 | 0.026665346171581015364338888359752879002
f(z) = -136/43*z^3 + 50/43*z + 1
*
0 | 0.11746996390558407693496471138442254114 | 0.023911706936031558222923258947449098538
f(z) = -136/45*z^3 + 46/45*z + 1
*
0 | 0.13106841531217496463235759224952482563 | 0.026679752264449424965416500564063246578
f(z) = -136/47*z^3 + 42/47*z + 1
*
0 | 0.13083084206254252322913717889653669568 | 0.026671460411885812922022460831872899763
f(z) = -135/41*z^3 + 53/41*z + 1
*
0 | 0.13086662455623969337919476054646585727 | 0.026678755108985036654852317105502448731
f(z) = -135/43*z^3 + 49/43*z + 1
*
0 | 0.10521366442005268929473767392158334784 | 0.021449086783584211681288438533047202744
f(z) = -135/44*z^3 + 47/44*z + 1
*
0 | 0.11808470272199819550511910646466561818 | 0.024073004684885336984172126095868640056
f(z) = -135/46*z^3 + 43/46*z + 1
*
0 | 0.13093788783896279679642639176694631951 | 0.026693282997012094282671081557950970611
f(z) = -135/47*z^3 + 41/47*z + 1
*
0 | 0.13069863802849536835942660643617099620 | 0.026684955687976012669935694006063974178
f(z) = -134/41*z^3 + 52/41*z + 1
*
0 | 0.13073467158221657337285505482401670192 | 0.026692312717848971389400649910971461237
f(z) = -134/43*z^3 + 48/43*z + 1
*
0 | 0.11720748824655125389283480727642401961 | 0.023930445468576976874175872015776586116
f(z) = -134/45*z^3 + 44/45*z + 1
*
0 | 0.13080643286213277188172702886743957116 | 0.026706964336286331822618926931734938342
f(z) = -134/47*z^3 + 40/47*z + 1
*
[ 2/3 ] 
f(z) = -133/40*z^3 + 44/45*z + 1
*
0 | 0.092408885735929435703003557701601236247 | 0.018896173527294049276121830369937582313
f(z) = -133/40*z^3 + 53/40*z + 1
*
0 | 0.13056548262561565181351417969091905593 | 0.026698601511318342097127028779153691516
f(z) = -133/41*z^3 + 51/41*z + 1
*
0 | 0.13060177079328996688907407184909286951 | 0.026706021874716304710244960144343370253
f(z) = -133/43*z^3 + 47/43*z + 1
*
0 | 0.10494906244650165768531343487975881856 | 0.021460443762767426587686019682951197164
f(z) = -133/44*z^3 + 45/44*z + 1
*
0 | 0.11707484066331211751938695726850679383 | 0.023939975979973292759371280689810681165
f(z) = -133/45*z^3 + 43/45*z + 1
*
0 | 0.11782060225289390479675035530516054620 | 0.024092472574802906442382913940567907962
f(z) = -133/46*z^3 + 41/46*z + 1
*
0 | 0.13043136205140743664001936767442612205 | 0.026712400813981670124062814122229120733
f(z) = -132/41*z^3 + 50/41*z + 1
*
0 | 0.13046790846309784174010276840682322793 | 0.026719885535309674933847961822124934320
f(z) = -132/43*z^3 + 46/43*z + 1
*
[ 2/3 ] 
f(z) = -131/40*z^3 + 43/45*z + 1
*
0 | 0.10175324246461431144610364094918576773 | 0.020871615181680709546823814837574957483
f(z) = -131/40*z^3 + 51/40*z + 1
*
0 | 0.13029626220058584642602814536631339253 | 0.026726356609301452581343853435165725371
f(z) = -131/41*z^3 + 49/41*z + 1
*
0 | 0.097135634597452329563798593636160588112 | 0.019924451905809453386224319600448956979
f(z) = -131/42*z^3 + 47/42*z + 1
*
0 | 0.13033307056468346477608808896409767372 | 0.026733906737359335835589022064907744218
f(z) = -131/43*z^3 + 45/43*z + 1
*
0 | 0.10468062122441471293612999638630179006 | 0.021472078827709754041444370318550975346
f(z) = -131/44*z^3 + 43/44*z + 1
*
0 | 0.11680665772582878896418358274556809353 | 0.023959370253578005716514172397297444754
f(z) = -131/45*z^3 + 41/45*z + 1
*
0 | 0.13016016865614913742068594790070546565 | 0.026740471994803580378448009937319188676
f(z) = -130/41*z^3 + 48/41*z + 1
*
0 | 0.13019724276164724510785629631140497400 | 0.026748088603556013079591435334758062535
f(z) = -130/43*z^3 + 44/43*z + 1
*
0 | 0.098627320585874201615716883643606479505 | 0.020294470728408441147565930086220319080
f(z) = -129/40*z^3 + 49/40*z + 1
*
0 | 0.13002306668011905395032481784855532447 | 0.026754750155257763912424765128478329683
f(z) = -129/41*z^3 + 47/41*z + 1
*
0 | 0.10440822759777230207122005854456243523 | 0.021484003683777201417891308830476063150
f(z) = -129/44*z^3 + 41/44*z + 1
*
0 | 0.12988494120393455748752409359758380470 | 0.026769194365867282067034144824664621567
f(z) = -128/41*z^3 + 46/41*z + 1
*
0 | 0.12992255849349552568902982044842548360 | 0.026776947262596038209293258521361577386
f(z) = -128/43*z^3 + 42/43*z + 1
*
[ 3/4 ] 
f(z) = -128/51*z^3 + 55/51*z + 1
*
[ 3/4 ] 
f(z) = -128/57*z^3 + 53/57*z + 1
*
[ 2/3 ] 
f(z) = -127/40*z^3 + 41/45*z + 1
*
0 | 0.10120221146646791617699720032078573751 | 0.020891474598363038583331796263200051121
f(z) = -127/40*z^3 + 47/40*z + 1
*
0 | 0.12974577681848323156501678415048463816 | 0.026783807995602342217064256908088795628
f(z) = -127/41*z^3 + 45/41*z + 1
*
0 | 0.096585693264608040365630846919987230780 | 0.019938472965795035494552928353463936048
f(z) = -127/42*z^3 + 43/42*z + 1
*
0 | 0.12978367172404913890706513782556497348 | 0.026791630754073384450729626075361815048
f(z) = -127/43*z^3 + 41/43*z + 1
*
0 | 0.12960555776375382854977930311123087283 | 0.026798594510684744917338118433591952140
f(z) = -126/41*z^3 + 44/41*z + 1
*
0 | 0.12964373442118890873491015296501967039 | 0.026806488313852051311553517496566846342
f(z) = -126/43*z^3 + 40/43*z + 1
*
0 | 0.12946426791809253679705646810899116220 | 0.026813557478232025716072466444728758308
f(z) = -125/41*z^3 + 43/41*z + 1
*
0 | 0.096304468645689684238338243092737513700 | 0.019945776907922595806239282247311278287
f(z) = -125/42*z^3 + 41/42*z + 1
*
-3/5 | 0.053631019799226878693727031443232872593 | 0.011107608725772626008037301957252488224
f(z) = -125/42*z^3 + 59/42*z + 1
*
0 | 0.12932189078704460431598083544634178597 | 0.026828700570069759283321793639916722278
f(z) = -124/41*z^3 + 42/41*z + 1
*
0 | 0.10063426519811967330760417273422925707 | 0.020912387757083661072490889955733329182
f(z) = -123/40*z^3 + 43/40*z + 1
*
0 | 0.12903380675695636102038811948585192505 | 0.026859542361584506296835527359042209825
f(z) = -122/41*z^3 + 40/41*z + 1
*
0 | 0.097491160132854085877215538387466320322 | 0.020328485826464142029209557313258364224
f(z) = -121/40*z^3 + 41/40*z + 1
*
8/11 | 0.10887153124898480322389936789646257557 | 0.022701477517391848235555290701921605154
f(z) = -121/42*z^3 + 43/42*z + 1
*
15/22 | 0.20030885223318416129763069858132208170 | 0.025708562611258272455730455569559031834
f(z) = -121/54*z^3 + 47/40*z + 1
*
[ 8/11 ] 
f(z) = -121/56*z^3 + 43/56*z + 1
*
[ 2/3 ] 
f(z) = -129/44*z^3 + 53/66*z + 1
*
[ 2/3 ] 
f(z) = -129/52*z^3 + 47/78*z + 1
*
[ 2/3 ] 
f(z) = -123/44*z^3 + 49/66*z + 1
*
[ 2/3 ] 
f(z) = -123/52*z^3 + 43/78*z + 1
*
[ 15/22 ] 
f(z) = -121/45*z^3 + 47/60*z + 1
*
[ 2/3 ] 
f(z) = -126/53*z^3 + 59/106*z + 1
*
[ 2/3 ] 
f(z) = -126/55*z^3 + 57/110*z + 1
*
[ 2/3 ] 
f(z) = -126/59*z^3 + 53/118*z + 1
*
-2 | 0.10538453143876436848463739403923624502 | 0.016769936595498637005683443478940856122
f(z) = -139/40*z^3 + 67/5*z + 1
*
[ 2 ] 
f(z) = -139/40*z^3 + 72/5*z + 1
*
[ -2 ] 
f(z) = -139/40*z^3 + 77/5*z + 1
*
-2 | 0.10548575044480341253358944078924435723 | 0.016826308876283634331182961954860402220
f(z) = -139/56*z^3 + 66/7*z + 1
*
[ 2 ] 
f(z) = -139/56*z^3 + 73/7*z + 1
*
-2 | 0.10512055640269038457258085298742461188 | 0.016768055816259307046653090222577004670
f(z) = -137/40*z^3 + 66/5*z + 1
*
[ 2 ] 
f(z) = -137/40*z^3 + 71/5*z + 1
*
[ -2 ] 
f(z) = -137/40*z^3 + 76/5*z + 1
*
-2 | 0.10522144421954907653256610523915944493 | 0.016825123838501992437613997358093480586
f(z) = -137/56*z^3 + 65/7*z + 1
*
[ 2 ] 
f(z) = -137/56*z^3 + 72/7*z + 1
*
[ -2 ] 
f(z) = -137/56*z^3 + 79/7*z + 1
*
-2 | 0.10495320202603718570664547731490852285 | 0.016823940454264594973437432470496764852
f(z) = -135/56*z^3 + 64/7*z + 1
*
[ 2 ] 
f(z) = -135/56*z^3 + 71/7*z + 1
*
[ -2 ] 
f(z) = -135/56*z^3 + 78/7*z + 1
*
-2 | 0.10458086755859587729831066064791597183 | 0.016764255444294638434696421012228945605
f(z) = -133/40*z^3 + 64/5*z + 1
*
[ 2 ] 
f(z) = -133/40*z^3 + 69/5*z + 1
*
[ -2 ] 
f(z) = -133/40*z^3 + 74/5*z + 1
*
-2 | 0.10430491416222795825592860403482691925 | 0.016762335995370021478785184598648332134
f(z) = -131/40*z^3 + 63/5*z + 1
*
[ 2 ] 
f(z) = -131/40*z^3 + 68/5*z + 1
*
[ -2 ] 
f(z) = -131/40*z^3 + 73/5*z + 1
*
-2 | 0.10440441449396926171597567725744125885 | 0.016821580163776576337286803352285619692
f(z) = -131/56*z^3 + 62/7*z + 1
*
[ 2 ] 
f(z) = -131/56*z^3 + 69/7*z + 1
*
[ -2 ] 
f(z) = -131/56*z^3 + 76/7*z + 1
*
-2 | 0.10402471893431062732108176484879004297 | 0.016760403830136041736777330376152730401
f(z) = -129/40*z^3 + 62/5*z + 1
*
[ 2 ] 
f(z) = -129/40*z^3 + 67/5*z + 1
*
[ -2 ] 
f(z) = -129/40*z^3 + 72/5*z + 1
*
-2 | 0.10412360625257294394401657261693592054 | 0.016820404038560077816013600080569270354
f(z) = -129/56*z^3 + 61/7*z + 1
*
[ 2 ] 
f(z) = -129/56*z^3 + 68/7*z + 1
*
[ -2 ] 
f(z) = -129/56*z^3 + 75/7*z + 1
*
[ -3/8 ] 
f(z) = -128/45*z^3 + 61/15*z + 1
*
[ -7/4 ] 
f(z) = -128/49*z^3 + 67/7*z + 1
*
-2 | 0.10374014734180328765940601078318267479 | 0.016758459067160545693606096656244830519
f(z) = -127/40*z^3 + 61/5*z + 1
*
[ 2 ] 
f(z) = -127/40*z^3 + 66/5*z + 1
*
[ -2 ] 
f(z) = -127/40*z^3 + 71/5*z + 1
*
-2 | 0.10383833539526575446677664332121462328 | 0.016819231124583046493605428723710623157
f(z) = -127/56*z^3 + 60/7*z + 1
*
[ 2 ] 
f(z) = -127/56*z^3 + 67/7*z + 1
*
[ -2 ] 
f(z) = -127/56*z^3 + 74/7*z + 1
*
[ -6/5 ] 
f(z) = -125/48*z^3 + 67/12*z + 1
*
-2/5 | 0.089528753528583103303554100953962980425 | 0.015848674423717242885726799245658378012
f(z) = -125/48*z^3 + 71/12*z + 1
*
21/10 | 0.21522742563137620403942022474398297338 | 0.028078203685341766945419751903516340137
f(z) = -125/54*z^3 + 79/8*z + 1
*
[ 2 ] 
f(z) = -125/56*z^3 + 66/7*z + 1
*
[ -2 ] 
f(z) = -125/56*z^3 + 73/7*z + 1
*
[ 2 ] 
f(z) = -123/40*z^3 + 64/5*z + 1
*
[ -2 ] 
f(z) = -123/40*z^3 + 69/5*z + 1
*
[ 2 ] 
f(z) = -123/56*z^3 + 65/7*z + 1
*
[ -2 ] 
f(z) = -123/56*z^3 + 72/7*z + 1
*
[ 2 ] 
f(z) = -121/40*z^3 + 63/5*z + 1
*
[ -2 ] 
f(z) = -121/40*z^3 + 68/5*z + 1
*
-6/11 | 0.15187243786005108375874501397706188643 | 0.029062342157534543982430662415952675704
f(z) = -121/45*z^3 + 62/15*z + 1
*
[ -3/11 ] 
f(z) = -121/45*z^3 + 73/15*z + 1
*
-6/11 | 0.10592917113686689590470661604190569459 | 0.019463623847187374874484817772849563810
f(z) = -121/45*z^3 + 77/15*z + 1
*
[ 15/11 ] 
f(z) = -121/45*z^3 + 79/15*z + 1
*
-12/11 | 0.15547882587356551185177100434161678446 | 0.028283439673209701440023531791821455181
f(z) = -121/48*z^3 + 61/12*z + 1
*
[ -3/22 ] 
f(z) = -121/54*z^3 + 67/8*z + 1
*
[ -9/11 ] 
f(z) = -121/54*z^3 + 67/18*z + 1
*
[ 2 ] 
f(z) = -121/56*z^3 + 64/7*z + 1
*
[ -2 ] 
f(z) = -121/56*z^3 + 71/7*z + 1
*
[ 14/15 ] 
f(z) = -135/56*z^3 + 71/35*z + 1
*
-2/9 | 0.15739628998734516519843301126304474714 | 0.024554133527643732235987003628530566156
f(z) = -135/56*z^3 + 76/21*z + 1
*
-14/15 | 0.18635036757295164645535902284345105149 | 0.028604541200111363801977952341120207694
f(z) = -135/56*z^3 + 76/35*z + 1
*
[ -2/3 ] 
f(z) = -129/56*z^3 + 74/21*z + 1
*
[ 15/16 ] 
f(z) = -128/45*z^3 + 73/30*z + 1
*
[ 6/5 ] 
f(z) = -125/56*z^3 + 71/21*z + 1
*
[ -2/3 ] 
f(z) = -123/56*z^3 + 73/21*z + 1
*
-6/11 | 0.14886206161006595242932215545823875638 | 0.027120377208997426002950442997561504267
f(z) = -121/45*z^3 + 79/30*z + 1
*
39/44 | 0.15336595417480502379246640849149141594 | 0.020264041844013695406571534245876354786
f(z) = -121/54*z^3 + 67/32*z + 1
*
[ -6/11 ] 
f(z) = -121/56*z^3 + 73/21*z + 1
*
[ 4/5 ] 
f(z) = -125/44*z^3 + 69/44*z + 1
*
[ 4/5 ] 
f(z) = -125/52*z^3 + 67/52*z + 1
*
-24/25 | 0.20502038757611379573037728730339176994 | 0.026203883168840876631282284735877138524
f(z) = -125/54*z^3 + 77/40*z + 1
*
[ 9/11 ] 
f(z) = -121/45*z^3 + 71/45*z + 1
*
[ 5/7 ] 
f(z) = -133/50*z^3 + 67/70*z + 1
*
[ 7/10 ] 
f(z) = -130/49*z^3 + 61/70*z + 1
*
-12/25 | 0.077103028887427606256580323356356696813 | 0.011976701352029422692478296528897650767
f(z) = -125/48*z^3 + 71/60*z + 1
*
[ 3/4 ] 
f(z) = -124/45*z^3 + 73/60*z + 1
*
21/22 | 0.17162770523916447303158002602508015240 | 0.027762107416657545758531130357252209338
f(z) = -121/45*z^3 + 67/60*z + 1
*
[ 2/3 ] 
f(z) = -135/41*z^3 + 79/82*z + 1
*
[ 2/3 ] 
f(z) = -135/43*z^3 + 77/86*z + 1
*
[ 2/3 ] 
f(z) = -135/47*z^3 + 73/94*z + 1
*
[ 2/3 ] 
f(z) = -135/49*z^3 + 71/98*z + 1
*
-5/16 | 0.10115821202767369145111770130449639214 | 0.018242556354689890780197053794954132770
f(z) = -128/45*z^3 + 79/90*z + 1
*
[ 2/3 ] 
f(z) = -126/41*z^3 + 71/82*z + 1
*
[ 2/3 ] 
f(z) = -126/43*z^3 + 69/86*z + 1
*
[ 2/3 ] 
f(z) = -126/47*z^3 + 65/94*z + 1
*
[ 18/25 ] 
f(z) = -125/54*z^3 + 73/90*z + 1
*
[ 2/3 ] 
f(z) = -135/53*z^3 + 67/106*z + 1
*
[ 2/3 ] 
f(z) = -135/59*z^3 + 61/118*z + 1
*
[ 2/3 ] 
f(z) = -133/48*z^3 + 79/108*z + 1
*
[ 2/3 ] 
f(z) = -131/48*z^3 + 77/108*z + 1
*
[ 11/16 ] 
f(z) = -128/55*z^3 + 71/110*z + 1
*
15/16 | 0.16481580540993005532510398116269891219 | 0.029722368140628309691054353863427635612
f(z) = -128/57*z^3 + 73/114*z + 1
*
[ 2/3 ] 
f(z) = -127/48*z^3 + 73/108*z + 1
*
[ 2/3 ] 
f(z) = -125/48*z^3 + 71/108*z + 1
*
0 | 0.16362305404303720318575234575722222745 | 0.029764971224672691917489777753227032845
f(z) = -122/57*z^3 + 73/114*z + 1
*
[ 2/3 ] 
f(z) = -121/48*z^3 + 67/108*z + 1
*
[ 15/22 ] 
f(z) = -121/50*z^3 + 79/120*z + 1
*
[ 2/3 ] 
f(z) = -123/58*z^3 + 77/174*z + 1
*
[ -2 ] 
f(z) = -139/56*z^3 + 80/7*z + 1
*
[ 3/2 ] 
f(z) = -124/45*z^3 + 98/15*z + 1
*
-15/11 | 0.16536994308226238663236345351963821860 | 0.029423158068843825927493894036984489796
f(z) = -121/45*z^3 + 92/15*z + 1
*
-4/11 | 0.17120129796059430044620580533272446799 | 0.029370886124476254137037161810000585359
f(z) = -121/48*z^3 + 85/12*z + 1
*
-4/11 | 0.12633519174937977236786233982573950434 | 0.021193604862189901376843148084298390695
f(z) = -121/48*z^3 + 97/12*z + 1
*
[ -14/11 ] 
f(z) = -121/49*z^3 + 81/14*z + 1
*
[ -24/11 ] 
f(z) = -121/54*z^3 + 97/8*z + 1
*
26/11 | 0.16856172807253039710773878664740215954 | 0.026037160029208834904644306165091700651
f(z) = -121/56*z^3 + 81/7*z + 1
*
-26/11 | 0.14972849456827689495461940032163083535 | 0.022835680334939766143887459575269413110
f(z) = -121/56*z^3 + 88/7*z + 1
*
[ -2/3 ] 
f(z) = -135/44*z^3 + 85/22*z + 1
*
[ -7/9 ] 
f(z) = -135/49*z^3 + 83/21*z + 1
*
[ -2/3 ] 
f(z) = -135/52*z^3 + 95/26*z + 1
*
-2/3 | 0.15156014144629690635252317118902406935 | 0.023366695087891901575711993711288147146
f(z) = -135/56*z^3 + 82/21*z + 1
*
14/9 | 0.12490919842867886105287358353698326366 | 0.018860663073202688361002409971289024919
f(z) = -135/56*z^3 + 94/21*z + 1
*
-2/9 | 0.17359322116538422253121084221917983827 | 0.026087953445438070647239720084369684762
f(z) = -135/56*z^3 + 97/21*z + 1
*
-2/7 | 0.15361260396653843778764581068675051916 | 0.022470271786959414561214548720803443796
f(z) = -133/40*z^3 + 97/35*z + 1
*
[ 7/6 ] 
f(z) = -132/49*z^3 + 80/21*z + 1
*
-15/16 | 0.15638294215712982514054473877482675137 | 0.028201611891214601559912917099604179760
f(z) = -128/45*z^3 + 83/30*z + 1
*
-4/5 | 0.11685955038866825895688768298237433189 | 0.022914237469259580781824772070965771020
f(z) = -125/42*z^3 + 82/21*z + 1
*
[ -2/5 ] 
f(z) = -125/44*z^3 + 87/22*z + 1
*
[ -4/11 ] 
f(z) = -121/40*z^3 + 83/20*z + 1
*
[ -8/11 ] 
f(z) = -121/48*z^3 + 89/24*z + 1
*
-39/50 | 0.17982812353100828388991008933436652087 | 0.022984031955012396265867323544354521088
f(z) = -125/54*z^3 + 83/40*z + 1
*
1/11 | 0.11876346607525847191366414006406661007 | 0.024764106135598695599807840282182731888
f(z) = -121/42*z^3 + 85/42*z + 1
*
-2/11 | 0.12491555858802154872362906405530223167 | 0.026046917062029088906709369972682499793
f(z) = -121/45*z^3 + 94/45*z + 1
*
-8/11 | 0.12128873682543993878598243973121657304 | 0.025290665985569634431642142348854776100
f(z) = -121/56*z^3 + 85/56*z + 1
*
-6/11 | 0.12000582698966066654630055644841947427 | 0.019411869749520632868585257199138866456
f(z) = -121/45*z^3 + 83/60*z + 1
*
[ 3/4 ] 
f(z) = -127/54*z^3 + 95/96*z + 1
*
[ 3/4 ] 
f(z) = -121/54*z^3 + 89/96*z + 1
*
[ 2/3 ] 
f(z) = -139/48*z^3 + 85/108*z + 1
*
[ 2/3 ] 
f(z) = -137/48*z^3 + 83/108*z + 1
*
-14/45 | 0.15904509044298382996402301512025800213 | 0.020890358794664251323776758327614636607
f(z) = -135/56*z^3 + 92/105*z + 1
*
0 | 0.16479761064320723592973738026172006957 | 0.029475584761270439696430099662433833705
f(z) = -134/57*z^3 + 97/114*z + 1
*
0 | 0.16394992082304066523483694341796823057 | 0.029483781252389208947187344277070858089
f(z) = -130/57*z^3 + 89/114*z + 1
*
3/4 | 0.13458609997106073189935329724950398589 | 0.024270837375104447432940548735255066210
f(z) = -128/55*z^3 + 89/110*z + 1
*
0 | 0.16358506530174682013923980359831488813 | 0.029500420309290922224311251593707848759
f(z) = -128/57*z^3 + 85/114*z + 1
*
0 | 0.15895055836790043958354948158566044163 | 0.028914988927671485045144662856855569152
f(z) = -122/51*z^3 + 91/102*z + 1
*
[ 8/11 ] 
f(z) = -121/52*z^3 + 89/104*z + 1
*
15/32 | 0.19647262517141755445748736734026113592 | 0.028345008200524022991007957089501552664
f(z) = -128/45*z^3 + 83/120*z + 1
*
-12/25 | 0.22298885642094747351807873557386152055 | 0.028500453104638984630265395688811124031
f(z) = -125/54*z^3 + 89/120*z + 1
*
[ 2/3 ] 
f(z) = -123/46*z^3 + 95/138*z + 1
*
[ 2/3 ] 
f(z) = -129/50*z^3 + 97/150*z + 1
*
[ 2/3 ] 
f(z) = -123/50*z^3 + 89/150*z + 1
*
[ 2/3 ] 
f(z) = -129/58*z^3 + 85/174*z + 1
*
[ 3/2 ] 
f(z) = -136/45*z^3 + 107/15*z + 1
*
[ 7/3 ] 
f(z) = -135/49*z^3 + 109/7*z + 1
*
[ -7/3 ] 
f(z) = -135/49*z^3 + 115/7*z + 1
*
[ 3/2 ] 
f(z) = -128/45*z^3 + 101/15*z + 1
*
-3/8 | 0.077079197459683973480905015588030840438 | 0.013377040977113507452976617759701979329
f(z) = -128/45*z^3 + 106/15*z + 1
*
-2 | 0.083162366671166062500886976882442072500 | 0.013488520751937432101899749079775158760
f(z) = -125/48*z^3 + 119/12*z + 1
*
3/25 | 0.11966507623833088653528674311715426774 | 0.015016952741702974672059740500769105057
f(z) = -125/54*z^3 + 107/10*z + 1
*
[ -3/2 ] 
f(z) = -124/45*z^3 + 118/15*z + 1
*
[ -15/11 ] 
f(z) = -121/45*z^3 + 101/15*z + 1
*
-2/11 | 0.16953061408877799835826550842390848205 | 0.028156445217421889409345239366413061888
f(z) = -121/48*z^3 + 103/12*z + 1
*
-20/11 | 0.14155163336096809980851918145174327654 | 0.023290550462372600430771577544688941565
f(z) = -121/48*z^3 + 109/12*z + 1
*
-2 | 0.082569495213726374808992757074036918305 | 0.013467043723691724494311324637597222700
f(z) = -121/48*z^3 + 115/12*z + 1
*
[ 18/11 ] 
f(z) = -121/54*z^3 + 115/18*z + 1
*
[ 7/6 ] 
f(z) = -135/49*z^3 + 109/28*z + 1
*
-2/5 | 0.16781483742732914779029186090943664854 | 0.025067336139445893349395909037446600325
f(z) = -135/56*z^3 + 101/35*z + 1
*
-2/3 | 0.17997212544003138145235471164158504067 | 0.026804818947971816880525836926086012687
f(z) = -135/56*z^3 + 103/21*z + 1
*
-14/9 | 0.13092724403320029883928209852428676211 | 0.019185239607838426544891756454004864368
f(z) = -135/56*z^3 + 115/21*z + 1
*
[ -2/9 ] 
f(z) = -135/56*z^3 + 118/21*z + 1
*
[ -3/4 ] 
f(z) = -133/54*z^3 + 119/32*z + 1
*
[ -7/6 ] 
f(z) = -132/49*z^3 + 116/21*z + 1
*
[ -3/4 ] 
f(z) = -127/54*z^3 + 117/32*z + 1
*
[ -7/10 ] 
f(z) = -125/49*z^3 + 103/28*z + 1
*
[ -2/5 ] 
f(z) = -125/52*z^3 + 101/26*z + 1
*
33/25 | 0.18426384999021722769172813003000259254 | 0.027048519627654771297700943370067798211
f(z) = -125/54*z^3 + 101/30*z + 1
*
[ -3/10 ] 
f(z) = -125/54*z^3 + 109/24*z + 1
*
[ -4/5 ] 
f(z) = -125/56*z^3 + 103/28*z + 1
*
[ -6/5 ] 
f(z) = -125/56*z^3 + 106/21*z + 1
*
[ -6/11 ] 
f(z) = -121/45*z^3 + 109/30*z + 1
*
-15/22 | 0.088743952162674266635364640689075923565 | 0.012815728460601614225645258617060281731
f(z) = -121/54*z^3 + 113/24*z + 1
*
[ -3/4 ] 
f(z) = -121/54*z^3 + 115/32*z + 1
*
[ -4/11 ] 
f(z) = -121/56*z^3 + 113/28*z + 1
*
[ 7/8 ] 
f(z) = -136/49*z^3 + 111/56*z + 1
*
-5/11 | 0.12225733157451648114009906934503669490 | 0.025492633677833813565776748924110312401
f(z) = -121/40*z^3 + 113/40*z + 1
*
-7/11 | 0.11700417542872766991986104542731829429 | 0.024397265542832171193703364112873014480
f(z) = -121/42*z^3 + 115/42*z + 1
*
-21/22 | 0.23167287918768066842116505761847043928 | 0.028503078261983251087049990037300801315
f(z) = -121/54*z^3 + 109/56*z + 1
*
[ 21/25 ] 
f(z) = -125/54*z^3 + 101/70*z + 1
*
[ 14/15 ] 
f(z) = -125/56*z^3 + 118/63*z + 1
*
-3/4 | 0.16576784911853907312300189211472821365 | 0.026708422014908160806225931190152327003
f(z) = -124/45*z^3 + 113/60*z + 1
*
[ 3/4 ] 
f(z) = -139/54*z^3 + 107/96*z + 1
*
[ 3/4 ] 
f(z) = -133/54*z^3 + 101/96*z + 1
*
5/8 | 0.12413819518917004998370911431243149101 | 0.022386694823040225725865654682603615325
f(z) = -128/45*z^3 + 109/90*z + 1
*
0 | 0.16508834483235927312723809995088602646 | 0.029449549391857226785884354597192856798
f(z) = -136/57*z^3 + 101/114*z + 1
*
[ 3/4 ] 
f(z) = -136/57*z^3 + 115/114*z + 1
*
-14/45 | 0.11850375780941240021363752623164453294 | 0.015565309260785356390793702831588551449
f(z) = -135/49*z^3 + 103/105*z + 1
*
0 | 0.15740277067032303545882736544171976983 | 0.028152948883443994981745275681539802645
f(z) = -134/51*z^3 + 115/102*z + 1
*
0 | 0.15867499516139010507251057526124901997 | 0.028535169910889476469151930376728785756
f(z) = -130/51*z^3 + 107/102*z + 1
*
0 | 0.15904864574037960588293081565431540962 | 0.028682336558718901397226066676066462181
f(z) = -128/51*z^3 + 103/102*z + 1
*
[ 2/3 ] 
f(z) = -129/46*z^3 + 103/138*z + 1
*
3/4 | 0.18013559840678803968463286736265149873 | 0.025988073450903896253086031744362577250
f(z) = -128/45*z^3 + 107/120*z + 1
*
0 | 0.13493645670190883069412300993250311813 | 0.022828810535709514967434434923033401948
f(z) = -123/50*z^3 + 119/150*z + 1
*
7/9 | 0.16048622305235576510560560897479184643 | 0.026730386707573280989739731249000720444
f(z) = -135/56*z^3 + 101/168*z + 1
*
-2 | 0.085096593835646517646501832520123146923 | 0.013557659277629655332302037314507312161
f(z) = -139/48*z^3 + 133/12*z + 1
*
-2 | 0.084832596585753912397086608180441543365 | 0.013548304599393976514260368426356077645
f(z) = -137/48*z^3 + 131/12*z + 1
*
[ -3/2 ] 
f(z) = -136/45*z^3 + 127/15*z + 1
*
[ 7/4 ] 
f(z) = -136/49*z^3 + 125/14*z + 1
*
-2 | 0.084292787708783260519458954825473987448 | 0.013529096975570678222994966753109201402
f(z) = -133/48*z^3 + 127/12*z + 1
*
[ 2 ] 
f(z) = -133/48*z^3 + 139/12*z + 1
*
[ 3 ] 
f(z) = -133/54*z^3 + 137/6*z + 1
*
-2 | 0.084016731891588562057015986083158657854 | 0.013519232518124404136976318614532847102
f(z) = -131/48*z^3 + 125/12*z + 1
*
[ 2 ] 
f(z) = -131/48*z^3 + 137/12*z + 1
*
[ -3 ] 
f(z) = -131/54*z^3 + 139/6*z + 1
*
[ -3/2 ] 
f(z) = -128/45*z^3 + 121/15*z + 1
*
-2 | 0.083450628617910248635308173638291451163 | 0.013498783966432406685483606459647161935
f(z) = -127/48*z^3 + 121/12*z + 1
*
[ 2 ] 
f(z) = -127/48*z^3 + 133/12*z + 1
*
[ 3 ] 
f(z) = -127/54*z^3 + 131/6*z + 1
*
[ 2 ] 
f(z) = -125/48*z^3 + 131/12*z + 1
*
[ -3 ] 
f(z) = -125/54*z^3 + 133/6*z + 1
*
-12/5 | 0.16484940914440594517619823705035019796 | 0.020064881344896278828851722696506458155
f(z) = -125/54*z^3 + 137/10*z + 1
*
[ 14/5 ] 
f(z) = -125/56*z^3 + 127/7*z + 1
*
[ -14/5 ] 
f(z) = -125/56*z^3 + 132/7*z + 1
*
[ 2 ] 
f(z) = -121/48*z^3 + 127/12*z + 1
*
[ -2 ] 
f(z) = -121/48*z^3 + 139/12*z + 1
*
[ 21/11 ] 
f(z) = -121/54*z^3 + 121/14*z + 1
*
[ 3 ] 
f(z) = -121/54*z^3 + 125/6*z + 1
*
[ -18/11 ] 
f(z) = -121/54*z^3 + 137/18*z + 1
*
[ -3/4 ] 
f(z) = -139/54*z^3 + 121/32*z + 1
*
[ -3/4 ] 
f(z) = -136/45*z^3 + 121/30*z + 1
*
[ -7/15 ] 
f(z) = -135/49*z^3 + 131/35*z + 1
*
[ 4/3 ] 
f(z) = -135/56*z^3 + 127/28*z + 1
*
[ 14/9 ] 
f(z) = -135/56*z^3 + 130/21*z + 1
*
[ -2/5 ] 
f(z) = -135/56*z^3 + 136/35*z + 1
*
-14/9 | 0.15555346595851937348405623018956454500 | 0.022177835834658594794595814514257983845
f(z) = -135/56*z^3 + 139/21*z + 1
*
-2/7 | 0.17458983847888498352395583221048842772 | 0.025076663775831641262361682163014504031
f(z) = -133/40*z^3 + 132/35*z + 1
*
[ 3/2 ] 
f(z) = -131/54*z^3 + 139/24*z + 1
*
[ -15/16 ] 
f(z) = -128/45*z^3 + 137/30*z + 1
*
[ 3/2 ] 
f(z) = -125/54*z^3 + 133/24*z + 1
*
[ -14/25 ] 
f(z) = -125/56*z^3 + 122/35*z + 1
*
38/25 | 0.20457763587509493375374188261748800946 | 0.029514314075378755271281435458314264036
f(z) = -125/56*z^3 + 128/35*z + 1
*
-26/25 | 0.14771827197771999312502605822998515602 | 0.021104351489489798350171901808543985159
f(z) = -125/56*z^3 + 137/35*z + 1
*
[ -7/22 ] 
f(z) = -121/49*z^3 + 123/28*z + 1
*
[ 15/11 ] 
f(z) = -121/54*z^3 + 133/30*z + 1
*
3/22 | 0.16363945078861729124350682739846153535 | 0.022992092994344815935880486325853844084
f(z) = -121/54*z^3 + 137/24*z + 1
*
[ -10/11 ] 
f(z) = -121/56*z^3 + 136/35*z + 1
*
-2/3 | 0.21350229925776610120655359482107916833 | 0.029998051786314437187776941231288785868
f(z) = -137/40*z^3 + 136/45*z + 1
*
-24/25 | 0.22597499998925432995188983381937799295 | 0.027504869961198703904165709786707291034
f(z) = -125/54*z^3 + 137/40*z + 1
*
-9/11 | 0.11818566002534025649013528989058704017 | 0.024057391120327550840510246160951231615
f(z) = -121/45*z^3 + 136/45*z + 1
*
-7/11 | 0.10841435845207283947719534502957137480 | 0.022035524138505612786714118518707841357
f(z) = -121/56*z^3 + 137/56*z + 1
*
[ 9/10 ] 
f(z) = -125/54*z^3 + 127/72*z + 1
*
14/15 | 0.087707811870688451831107154128284562633 | 0.012484141135198009783294863578093282891
f(z) = -125/56*z^3 + 136/63*z + 1
*
-4/7 | 0.16339059537283166182259935665993018035 | 0.023900584917240200335813225268693575439
f(z) = -133/48*z^3 + 139/84*z + 1
*
[ 4/5 ] 
f(z) = -125/42*z^3 + 139/84*z + 1
*
[ 4/5 ] 
f(z) = -125/46*z^3 + 137/92*z + 1
*
-3/8 | 0.15742931336856253722528247473579085400 | 0.028390311210922470401897635509891124420
f(z) = -128/51*z^3 + 121/102*z + 1
*
[ 4/5 ] 
f(z) = -125/54*z^3 + 133/108*z + 1
*
[ 4/5 ] 
f(z) = -125/58*z^3 + 131/116*z + 1
*
[ 7/10 ] 
f(z) = -135/49*z^3 + 129/140*z + 1
*
0 | 0.17799051629306940649252495004823649910 | 0.029537748942012766112481740335927248722
f(z) = -138/55*z^3 + 139/165*z + 1
*
0 | 0.18758682075778301284257320014586611333 | 0.029780652836886262253524521790179807037
f(z) = -136/45*z^3 + 139/180*z + 1
*
[ 2/3 ] 
f(z) = -127/52*z^3 + 137/234*z + 1
*
[ 2/3 ] 
f(z) = -125/52*z^3 + 133/234*z + 1
*
[ 2/3 ] 
f(z) = -121/52*z^3 + 125/234*z + 1
*
0 | 0.16630227884160942385424990945973930366 | 0.025832353885291426802886253989907057411
f(z) = -125/54*z^3 + 139/270*z + 1
*
[ 2 ] 
f(z) = -139/48*z^3 + 145/12*z + 1
*
[ -2 ] 
f(z) = -139/48*z^3 + 157/12*z + 1
*
[ 3 ] 
f(z) = -139/54*z^3 + 143/6*z + 1
*
[ 2 ] 
f(z) = -137/48*z^3 + 143/12*z + 1
*
[ -2 ] 
f(z) = -137/48*z^3 + 155/12*z + 1
*
[ -3 ] 
f(z) = -137/54*z^3 + 145/6*z + 1
*
[ -7/4 ] 
f(z) = -136/49*z^3 + 141/14*z + 1
*
[ -2 ] 
f(z) = -133/48*z^3 + 151/12*z + 1
*
[ -2 ] 
f(z) = -131/48*z^3 + 149/12*z + 1
*
[ 15/8 ] 
f(z) = -128/45*z^3 + 157/15*z + 1
*
[ -2 ] 
f(z) = -127/48*z^3 + 145/12*z + 1
*
[ -2 ] 
f(z) = -125/48*z^3 + 143/12*z + 1
*
-6/25 | 0.19816629409357707896877794757168212438 | 0.023994906957389794007932227850872026076
f(z) = -125/54*z^3 + 143/10*z + 1
*
[ 9/5 ] 
f(z) = -125/54*z^3 + 143/18*z + 1
*
[ 3/2 ] 
f(z) = -137/54*z^3 + 145/24*z + 1
*
[ -7/6 ] 
f(z) = -135/49*z^3 + 157/28*z + 1
*
[ -14/15 ] 
f(z) = -135/56*z^3 + 146/35*z + 1
*
[ -14/9 ] 
f(z) = -135/56*z^3 + 157/21*z + 1
*
-15/16 | 0.12327525189021113142052025109646269134 | 0.020337561338638145763873705075769983282
f(z) = -128/45*z^3 + 143/30*z + 1
*
-8/5 | 0.16203264531558927727045359448572024946 | 0.028374873686780261084131357377822910887
f(z) = -125/48*z^3 + 151/24*z + 1
*
-4/11 | 0.16622645936398155962547982081796031357 | 0.029389444844313971374888118067254093996
f(z) = -121/40*z^3 + 143/20*z + 1
*
[ 15/11 ] 
f(z) = -121/50*z^3 + 143/30*z + 1
*
-2/11 | 0.16024085904485453186114117509392006024 | 0.028261767966834085708204913482178415213
f(z) = -121/52*z^3 + 145/26*z + 1
*
[ -1/2 ] 
f(z) = -140/41*z^3 + 158/41*z + 1
*
[ -1/2 ] 
f(z) = -136/41*z^3 + 157/41*z + 1
*
[ -1/2 ] 
f(z) = -132/41*z^3 + 156/41*z + 1
*
[ -1/2 ] 
f(z) = -128/41*z^3 + 155/41*z + 1
*
[ -3/5 ] 
f(z) = -125/42*z^3 + 157/42*z + 1
*
[ -1/2 ] 
f(z) = -124/41*z^3 + 154/41*z + 1
*
[ -5/11 ] 
f(z) = -121/40*z^3 + 153/40*z + 1
*
[ -8/11 ] 
f(z) = -121/40*z^3 + 159/40*z + 1
*
[ -6/11 ] 
f(z) = -121/42*z^3 + 155/42*z + 1
*
[ -7/11 ] 
f(z) = -121/42*z^3 + 157/42*z + 1
*
-9/11 | 0.11977356952559304334588114639395562771 | 0.024066702324191006401838998880177035743
f(z) = -121/48*z^3 + 145/48*z + 1
*
14/11 | 0.080435804228121553358007657730298663687 | 0.016162368410932777390317233340898723738
f(z) = -121/51*z^3 + 145/51*z + 1
*
-4/9 | 0.15459618351508110772788949134370128103 | 0.025749349011254110956779416403733714127
f(z) = -135/56*z^3 + 145/84*z + 1
*
[ 6/7 ] 
f(z) = -133/48*z^3 + 157/84*z + 1
*
[ 6/7 ] 
f(z) = -127/54*z^3 + 153/98*z + 1
*
[ 6/7 ] 
f(z) = -121/54*z^3 + 145/98*z + 1
*
-11/16 | 0.15289255703049935465322970185835366422 | 0.027572166727091804517402465611541009310
f(z) = -128/55*z^3 + 141/110*z + 1
*
[ 5/6 ] 
f(z) = -126/55*z^3 + 153/110*z + 1
*
[ 3/4 ] 
f(z) = -122/45*z^3 + 143/120*z + 1
*
[ 7/10 ] 
f(z) = -132/49*z^3 + 156/175*z + 1
*
[ 7/10 ] 
f(z) = -128/49*z^3 + 149/175*z + 1
*
[ 3/4 ] 
f(z) = -128/59*z^3 + 157/177*z + 1
*
[ 7/10 ] 
f(z) = -124/49*z^3 + 142/175*z + 1
*
[ 2/3 ] 
f(z) = -127/44*z^3 + 155/198*z + 1
*
[ 2/3 ] 
f(z) = -125/44*z^3 + 151/198*z + 1
*
15/22 | 0.16521949610076564624756973083991934806 | 0.026725530075017265382498994561220017396
f(z) = -121/51*z^3 + 157/204*z + 1
*
-4/11 | 0.15003657806396536811709245640622794729 | 0.024269575770619967704053727272379772222
f(z) = -121/54*z^3 + 145/216*z + 1
*
[ 2/3 ] 
f(z) = -137/52*z^3 + 157/234*z + 1
*
[ 2/3 ] 
f(z) = -133/52*z^3 + 149/234*z + 1
*
[ 2/3 ] 
f(z) = -131/52*z^3 + 145/234*z + 1
*
[ 7/10 ] 
f(z) = -125/56*z^3 + 149/224*z + 1
*
-9/22 | 0.17150400824383192326015183201942883116 | 0.027742098471908476223962975889560819889
f(z) = -121/57*z^3 + 157/228*z + 1
*
[ 6 ] 
f(z) = -133/54*z^3 + 179/2*z + 1
*
[ -6 ] 
f(z) = -131/54*z^3 + 177/2*z + 1
*
[ -15/8 ] 
f(z) = -128/45*z^3 + 173/15*z + 1
*
[ 6 ] 
f(z) = -127/54*z^3 + 171/2*z + 1
*
-12/5 | 0.12191082687492779531828638184643808323 | 0.018641979431465888879473795078829002848
f(z) = -125/48*z^3 + 173/12*z + 1
*
[ -9/5 ] 
f(z) = -125/54*z^3 + 163/18*z + 1
*
[ 12/5 ] 
f(z) = -125/54*z^3 + 167/12*z + 1
*
[ -6 ] 
f(z) = -125/54*z^3 + 169/2*z + 1
*
24/11 | 0.13515563268984408955202592761827658920 | 0.021638380156542817604390742980346365080
f(z) = -121/45*z^3 + 172/15*z + 1
*
26/11 | 0.15671968063083951841515241447969421619 | 0.024184969583641794486525392132250991519
f(z) = -121/48*z^3 + 163/12*z + 1
*
-26/11 | 0.10807332573450342887048574739486497701 | 0.016497023423204194451539512550870830633
f(z) = -121/48*z^3 + 175/12*z + 1
*
[ 6 ] 
f(z) = -121/54*z^3 + 163/2*z + 1
*
[ 30/11 ] 
f(z) = -121/54*z^3 + 173/10*z + 1
*
[ -3/2 ] 
f(z) = -139/54*z^3 + 179/24*z + 1
*
[ -4/3 ] 
f(z) = -135/56*z^3 + 169/28*z + 1
*
[ -2/7 ] 
f(z) = -133/40*z^3 + 167/35*z + 1
*
[ -3/2 ] 
f(z) = -133/54*z^3 + 173/24*z + 1
*
-3/8 | 0.14350745468175328976047432348739831758 | 0.023084533964072404630799512495475111900
f(z) = -128/45*z^3 + 167/30*z + 1
*
[ -3/2 ] 
f(z) = -127/54*z^3 + 167/24*z + 1
*
[ 8/5 ] 
f(z) = -125/48*z^3 + 169/24*z + 1
*
[ -7/25 ] 
f(z) = -125/49*z^3 + 167/35*z + 1
*
-2/5 | 0.096063202901870430410011872550624703350 | 0.013391974779217315219155424225868845351
f(z) = -125/56*z^3 + 163/35*z + 1
*
-6/5 | 0.14206113367185442013829742658469398430 | 0.019657173290081527516013104607541119784
f(z) = -125/56*z^3 + 172/35*z + 1
*
[ 14/11 ] 
f(z) = -121/40*z^3 + 179/35*z + 1
*
[ 20/11 ] 
f(z) = -121/50*z^3 + 169/20*z + 1
*
[ -2/11 ] 
f(z) = -121/52*z^3 + 171/26*z + 1
*
[ -3/2 ] 
f(z) = -121/54*z^3 + 161/24*z + 1
*
[ -1/2 ] 
f(z) = -140/43*z^3 + 164/43*z + 1
*
[ -1/2 ] 
f(z) = -140/47*z^3 + 176/47*z + 1
*
-1 | 0.10300789784872588091014662509216200105 | 0.019857381290734878814157069787406745337
f(z) = -139/40*z^3 + 179/40*z + 1
*
-1 | 0.11136269966746266949909243033042844368 | 0.021467980951421321409953432013393602666
f(z) = -138/41*z^3 + 179/41*z + 1
*
[ 7/6 ] 
f(z) = -138/49*z^3 + 167/42*z + 1
*
-1 | 0.10270856296072583933685085150418923752 | 0.019842656852520035365148653344034101466
f(z) = -137/40*z^3 + 177/40*z + 1
*
-1 | 0.11121195144393765201929144099846571995 | 0.021462098978964277978827665288802539160
f(z) = -137/41*z^3 + 178/41*z + 1
*
-1 | 0.077978645503193736310970838585192190475 | 0.015032358961115521927152047210190739997
f(z) = -137/42*z^3 + 179/42*z + 1
*
[ -3/5 ] 
f(z) = -137/54*z^3 + 179/50*z + 1
*
-1 | 0.11105995529021596876081622882248955011 | 0.021456094013530719235020421571014766657
f(z) = -136/41*z^3 + 177/41*z + 1
*
[ -1/2 ] 
f(z) = -136/43*z^3 + 163/43*z + 1
*
-1 | 0.11095017900526121709998955532446532462 | 0.021388457145473251510815293581309933130
f(z) = -136/43*z^3 + 179/43*z + 1
*
[ -1/2 ] 
f(z) = -136/45*z^3 + 169/45*z + 1
*
[ -1/2 ] 
f(z) = -136/47*z^3 + 175/47*z + 1
*
-1 | 0.11090669018306781078370235616013206278 | 0.021449962960817453701195715312911750032
f(z) = -135/41*z^3 + 176/41*z + 1
*
[ -1/3 ] 
f(z) = -135/41*z^3 + 179/41*z + 1
*
-1 | 0.11079592153638960104277517443698285203 | 0.021381811968997487618904408487558658221
f(z) = -135/43*z^3 + 178/43*z + 1
*
-1 | 0.10218272493413825777233163869328364692 | 0.019698308311497723012177066584400677253
f(z) = -135/44*z^3 + 179/44*z + 1
*
[ -2/3 ] 
f(z) = -135/46*z^3 + 175/46*z + 1
*
-1 | 0.11075213455849738242372557661019144042 | 0.021443702627306105733770200615905025405
f(z) = -134/41*z^3 + 175/41*z + 1
*
-1 | 0.11064035532760105355285149953792117516 | 0.021375029905208205534553514266343786864
f(z) = -134/43*z^3 + 177/43*z + 1
*
-1 | 0.096964261476098063007579758454584117258 | 0.018692317306902605413915333571932990929
f(z) = -134/45*z^3 + 179/45*z + 1
*
-1 | 0.10209484899620028587441693804457480415 | 0.019811580059860765258130415766672682964
f(z) = -133/40*z^3 + 173/40*z + 1
*
[ -2/3 ] 
f(z) = -133/40*z^3 + 179/45*z + 1
*
-1 | 0.11059626629286091833690225324030363129 | 0.021437309716315563207266416500434923679
f(z) = -133/41*z^3 + 174/41*z + 1
*
-1 | 0.11048345774594000328225375289544485086 | 0.021368107483161210696205698704922950919
f(z) = -133/43*z^3 + 176/43*z + 1
*
-1 | 0.10186922418911819099751656557679133565 | 0.019680501811616632254061858458580985474
f(z) = -133/44*z^3 + 177/44*z + 1
*
-1 | 0.096806311434794326354342150073604938471 | 0.018682044607852749579836218582586421318
f(z) = -133/45*z^3 + 178/45*z + 1
*
-1 | 0.097475882765187337959143188085263732247 | 0.018790945268700475391299642818718175259
f(z) = -133/46*z^3 + 179/46*z + 1
*
[ -6/7 ] 
f(z) = -133/54*z^3 + 167/42*z + 1
*
-1 | 0.11043906268314567304408080481441342409 | 0.021430780823864608491551783539364522940
f(z) = -132/41*z^3 + 173/41*z + 1
*
[ -1/2 ] 
f(z) = -132/43*z^3 + 162/43*z + 1
*
-1 | 0.11032520555983841493248384704423918847 | 0.021361041119004602215383246744003531001
f(z) = -132/43*z^3 + 175/43*z + 1
*
[ -1/2 ] 
f(z) = -132/47*z^3 + 174/47*z + 1
*
-1 | 0.11009371758801679951305657893907597136 | 0.021223352514874910070532671299002077938
f(z) = -132/47*z^3 + 179/47*z + 1
*
-1 | 0.10178012405839470016665779929245635045 | 0.019795173865406541038813046396774292980
f(z) = -131/40*z^3 + 171/40*z + 1
*
[ -2/3 ] 
f(z) = -131/40*z^3 + 178/45*z + 1
*
-1 | 0.11028050042636434493389264978986319787 | 0.021424112434333933512598083618074136489
f(z) = -131/41*z^3 + 172/41*z + 1
*
-1 | 0.077044149372392360786781625148137437224 | 0.014950473490507149019000333070077258326
f(z) = -131/42*z^3 + 173/42*z + 1
*
-1 | 0.11016557491758941460588898503847050670 | 0.021353827111402009190150111446762548890
f(z) = -131/43*z^3 + 174/43*z + 1
*
-1 | 0.10155026487009322062450747227932938466 | 0.019662047059221875684271066246207840698
f(z) = -131/44*z^3 + 175/44*z + 1
*
-1 | 0.096486263303713255483531474746028583166 | 0.018660973207983270453352374328166480183
f(z) = -131/45*z^3 + 176/45*z + 1
*
-1 | 0.097155385396165838396897304595663627333 | 0.018769817415590011408425890253215777694
f(z) = -131/46*z^3 + 177/46*z + 1
*
-1 | 0.10993187562818974709763586252320931327 | 0.021215065152999905150073901426055820629
f(z) = -131/47*z^3 + 178/47*z + 1
*
-1 | 0.080970579322004658890916374395749507315 | 0.015609129984285255002474174427305688851
f(z) = -131/48*z^3 + 179/48*z + 1
*
[ -3/5 ] 
f(z) = -131/54*z^3 + 177/50*z + 1
*
-1 | 0.11012055559801646278138917245667495957 | 0.021417300915916024916548400568298496848
f(z) = -130/41*z^3 + 171/41*z + 1
*
-1 | 0.11000454132483434307568858426462535020 | 0.021346461636730840867181935985425015256
f(z) = -130/43*z^3 + 173/43*z + 1
*
-1 | 0.10976858773033132057552264200916087000 | 0.021206609816472432343378730351492540645
f(z) = -130/47*z^3 + 177/47*z + 1
*
-1 | 0.10964857698614037105038400830312222268 | 0.021137540389357810327955989715958420598
f(z) = -130/49*z^3 + 179/49*z + 1
*
-1 | 0.10145990791005478005551436974747567936 | 0.019778150319986628525038484072158119888
f(z) = -129/40*z^3 + 169/40*z + 1
*
-1 | 0.10995920362956510924419445769610823615 | 0.021410342515840636301002925151862591136
f(z) = -129/41*z^3 + 170/41*z + 1
*
-1 | 0.10122565122778981413686244221023065322 | 0.019642911597680491411187396034679139784
f(z) = -129/44*z^3 + 173/44*z + 1
*
-1 | 0.096828495585463706752353505750974839496 | 0.018747823447930090695846567032551581621
f(z) = -129/46*z^3 + 175/46*z + 1
*
-1 | 0.10960382746006041728103715450684233317 | 0.021197982155102227812373447509856047214
f(z) = -129/47*z^3 + 176/47*z + 1
*
-1 | 0.10948262570169134554826854899055404751 | 0.021128367219337068467016176925348499670
f(z) = -129/49*z^3 + 178/49*z + 1
*
-1 | 0.096585430156458741805366700322402864444 | 0.018619287975015863007532519250082319686
f(z) = -129/50*z^3 + 179/50*z + 1
*
-1 | 0.10979641928487396369717298798181326201 | 0.021403233355362736459970287169977799911
f(z) = -128/41*z^3 + 169/41*z + 1
*
[ -1/2 ] 
f(z) = -128/43*z^3 + 161/43*z + 1
*
-1 | 0.10967816395468265059282127821446416910 | 0.021331260349770011793181260175918454610
f(z) = -128/43*z^3 + 171/43*z + 1
*
5/4 | 0.12598260561148482239184625533524035289 | 0.024703118678587412921109683682895931190
f(z) = -128/45*z^3 + 164/45*z + 1
*
-1 | 0.095995444455561211065957722678481441967 | 0.018627986151231284611081137458045351897
f(z) = -128/45*z^3 + 173/45*z + 1
*
[ -1/2 ] 
f(z) = -128/47*z^3 + 173/47*z + 1
*
-1 | 0.10943756764104770746459732413907689773 | 0.021189177672334730081368047637740935495
f(z) = -128/47*z^3 + 175/47*z + 1
*
-1 | 0.10931515077868184325043726209389744835 | 0.021119008611894448315110044371538049798
f(z) = -128/49*z^3 + 177/49*z + 1
*
[ -1/2 ] 
f(z) = -128/49*z^3 + 179/49*z + 1
*
-1 | 0.088846596201945104193995591780226711709 | 0.017127431721370708883018766537226606412
f(z) = -128/51*z^3 + 179/51*z + 1
*
-1 | 0.10113400361475885379562077860664658178 | 0.019760477898468309775584520293874579652
f(z) = -127/40*z^3 + 167/40*z + 1
*
[ -2/3 ] 
f(z) = -127/40*z^3 + 176/45*z + 1
*
-1 | 0.10963217663554599553186304090038890719 | 0.021395969424498930480812155638547720914
f(z) = -127/41*z^3 + 168/41*z + 1
*
-1 | 0.076392944706153094582692968228562777816 | 0.014891706240500045006868626087501933115
f(z) = -127/42*z^3 + 169/42*z + 1
*
-1 | 0.10951276775774917415434154362458767077 | 0.021323416232169670258868434764465349969
f(z) = -127/43*z^3 + 170/43*z + 1
*
-1 | 0.10089517665893585649904407287260176667 | 0.019623060814886218477922515114819094590
f(z) = -127/44*z^3 + 171/44*z + 1
*
-1 | 0.095828867087484025536166992940647233486 | 0.018616604159390319323439343227535013883
f(z) = -127/45*z^3 + 172/45*z + 1
*
-1 | 0.096495001531983483275278737529986014882 | 0.018724925566993368461255484099826324767
f(z) = -127/46*z^3 + 173/46*z + 1
*
-1 | 0.10926978032659905848851233266070616450 | 0.021180191719060558289677416139802958462
f(z) = -127/47*z^3 + 174/47*z + 1
*
-1 | 0.080307125411911301716343261872495032494 | 0.015548974501048817271980595516958922703
f(z) = -127/48*z^3 + 175/48*z + 1
*
-1 | 0.10914612352687811890529324092913276858 | 0.021109459700797846760636140713374368786
f(z) = -127/49*z^3 + 176/49*z + 1
*
-1 | 0.096248329670048088241801277538520289905 | 0.018594579879394025308607147414216766780
f(z) = -127/50*z^3 + 177/50*z + 1
*
-1 | 0.088676297737499969454178468782372616337 | 0.017113084110296635557774345727891482733
f(z) = -127/51*z^3 + 178/51*z + 1
*
-1 | 0.10040044540572205494949815771468246514 | 0.019354728790882649612158001863264429147
f(z) = -127/52*z^3 + 179/52*z + 1
*
-1 | 0.10946644903510120603571053430170395530 | 0.021388546576497388702409824211237922775
f(z) = -126/41*z^3 + 167/41*z + 1
*
[ -1/3 ] 
f(z) = -126/41*z^3 + 178/41*z + 1
*
-1 | 0.10934586371836589959538529623513353155 | 0.021315404025478039017716226481580181490
f(z) = -126/43*z^3 + 169/43*z + 1
*
-1 | 0.10910043676984736779395064358713658007 | 0.021171019487105095494844775835050290478
f(z) = -126/47*z^3 + 173/47*z + 1
*
-1 | 0.10872103712848185385220406872171429062 | 0.020958733589097426670698698963995955953
f(z) = -126/53*z^3 + 179/53*z + 1
*
-1 | 0.10929920909192657730235066389328441706 | 0.021380960522025280807551977417893188813
f(z) = -125/41*z^3 + 166/41*z + 1
*
-1 | 0.10917742375260549724375383522352777294 | 0.021307219213769802914952848851729275903
f(z) = -125/43*z^3 + 168/43*z + 1
*
-1 | 0.10055862287853497510703030086850795372 | 0.019602457761204145747109437475893904265
f(z) = -125/44*z^3 + 169/44*z + 1
*
[ -4/5 ] 
f(z) = -125/44*z^3 + 179/44*z + 1
*
-1 | 0.096155983601778056196527580544295630109 | 0.018701337134392938294466041005034739480
f(z) = -125/46*z^3 + 171/46*z + 1
*
-1 | 0.10892950739246922614883745732284348576 | 0.021161656002378430273315371328356287486
f(z) = -125/47*z^3 + 172/47*z + 1
*
-1 | 0.10880329308673000299282294279258982282 | 0.021089770660782683537641987261907571769
f(z) = -125/49*z^3 + 174/49*z + 1
*
-1 | 0.088330844163978258933430031278802344936 | 0.017083670358276872776734875683386341672
f(z) = -125/51*z^3 + 176/51*z + 1
*
-1 | 0.10005365475682398771483298687952558518 | 0.019329745066526992942098825731117013626
f(z) = -125/52*z^3 + 177/52*z + 1
*
-1 | 0.10854613036655252798215624303384190417 | 0.020947638841540193973641479643252557789
f(z) = -125/53*z^3 + 178/53*z + 1
*
[ -24/25 ] 
f(z) = -125/54*z^3 + 167/40*z + 1
*
-1 | 0.082082297662773658297081796374177669396 | 0.015823441852031289294715861044741932205
f(z) = -125/54*z^3 + 179/54*z + 1
*
-1 | 0.10913042864092681295207670479692002828 | 0.021373206823056591876078912342507415065
f(z) = -124/41*z^3 + 165/41*z + 1
*
[ -1/2 ] 
f(z) = -124/43*z^3 + 160/43*z + 1
*
-1 | 0.10900741897472175401264082588489788100 | 0.021298857124496528509521216307191534524
f(z) = -124/43*z^3 + 167/43*z + 1
*
[ -1/2 ] 
f(z) = -124/45*z^3 + 166/45*z + 1
*
-1 | 0.095319829362280846223343401899563413818 | 0.018581230285305981085666077425453284354
f(z) = -124/45*z^3 + 169/45*z + 1
*
-1 | 0.10875696175183685383147908915676283210 | 0.021152096117664479974794672981859368357
f(z) = -124/47*z^3 + 171/47*z + 1
*
[ -1/2 ] 
f(z) = -124/47*z^3 + 172/47*z + 1
*
-1 | 0.10862942822822893226739592894096405943 | 0.021079619935385310015546814372575414596
f(z) = -124/49*z^3 + 173/49*z + 1
*
[ -1/2 ] 
f(z) = -124/49*z^3 + 178/49*z + 1
*
-1 | 0.088156659261528976689491187479566576711 | 0.017068792338467286004393584125998340299
f(z) = -124/51*z^3 + 175/51*z + 1
*
-1 | 0.10836952219996439829393590118907209847 | 0.020936319039997687667807071057988707556
f(z) = -124/53*z^3 + 177/53*z + 1
*
-1 | 0.10823705186466786116556996751487199873 | 0.020865433171135637939990004362329249221
f(z) = -124/55*z^3 + 179/55*z + 1
*
-1 | 0.10046428751646811261570508891458304595 | 0.019723049532455733526159729684050323475
f(z) = -123/40*z^3 + 163/40*z + 1
*
-1 | 0.10883581966595444506456257615647053485 | 0.021290312921687192431565117586240757641
f(z) = -123/43*z^3 + 166/43*z + 1
*
-1 | 0.10021575901072487549588595310894860779 | 0.019581062948452890295628895343999581213
f(z) = -123/44*z^3 + 167/44*z + 1
*
-1 | 0.095810552676584150434738606810948884257 | 0.018676889740116613338297974971420047817
f(z) = -123/46*z^3 + 169/46*z + 1
*
-1 | 0.10858276850650927510910559610547244518 | 0.021142334505026569460001720106975793513
f(z) = -123/47*z^3 + 170/47*z + 1
*
-1 | 0.10845388762963954491564702923143439734 | 0.021069257697732921888087431174948695005
f(z) = -123/49*z^3 + 172/49*z + 1
*
-1 | 0.095552779091640047765233059662975085351 | 0.018542086613857191217314506377175445590
f(z) = -123/50*z^3 + 173/50*z + 1
*
-1 | 0.099700117146768483357870385171017703930 | 0.019303823556318570996426870291826940498
f(z) = -123/52*z^3 + 175/52*z + 1
*
-1 | 0.10819117850195109900758410644273923080 | 0.020924768088592213468924782790816293792
f(z) = -123/53*z^3 + 176/53*z + 1
*
-1 | 0.10805724909402815567103708058217092906 | 0.020853292702266040925490512380986840332
f(z) = -123/55*z^3 + 178/55*z + 1
*
-1 | 0.099432244810806575315381554762359219055 | 0.019168083603662271512586800146763256827
f(z) = -123/56*z^3 + 179/56*z + 1
*
-1 | 0.10878812950785312731789009270093521727 | 0.021357177957141078606514083093169224230
f(z) = -122/41*z^3 + 163/41*z + 1
*
-1 | 0.10866259524178417587232104794392776889 | 0.021281581598789313223260377880118305824
f(z) = -122/43*z^3 + 165/43*z + 1
*
-1 | 0.094972417475941837975116643694924281237 | 0.018556571374808901797366014262286092246
f(z) = -122/45*z^3 + 167/45*z + 1
*
-1 | 0.10840689537995967302107133931493124943 | 0.021132365647805058571516615400900137210
f(z) = -122/47*z^3 + 169/47*z + 1
*
-1 | 0.10827663809788067384218151353795392372 | 0.021058678170597773352905706432879436217
f(z) = -122/49*z^3 + 171/49*z + 1
*
-1 | 0.087800039368440551337547791029375942019 | 0.017037661804774550854992428248039698501
f(z) = -122/51*z^3 + 173/51*z + 1
*
-1 | 0.10801106408709586918585360337859472530 | 0.020912979672813721557204247433228615692
f(z) = -122/53*z^3 + 175/53*z + 1
*
-1 | 0.10787564272237095446588610337183540586 | 0.020840904590433868087728294621834914107
f(z) = -122/55*z^3 + 177/55*z + 1
*
-1 | 0.087394752898288262977902100203186286283 | 0.016847552152355014460398998455108787384
f(z) = -122/57*z^3 + 179/57*z + 1
*
-5/11 | 0.099787904174668160176860131567974032569 | 0.019452217230796641899828658359483991665
f(z) = -121/40*z^3 + 169/40*z + 1
*
[ -2/3 ] 
f(z) = -121/40*z^3 + 173/45*z + 1
*
-1 | 0.10861455035328013296547085336982788495 | 0.021348893111096045749394753335505617817
f(z) = -121/41*z^3 + 162/41*z + 1
*
-1 | 0.10848771421754281895089707513501223776 | 0.021272657971128059861327546766214675398
f(z) = -121/43*z^3 + 164/43*z + 1
*
-1 | 0.094796201244491666526324834377770108560 | 0.018543902131457901618510072086542637493
f(z) = -121/45*z^3 + 166/45*z + 1
*
[ -5/11 ] 
f(z) = -121/45*z^3 + 169/45*z + 1
*
-1 | 0.095459109798622474330019820843999548727 | 0.018651665730237756172191629639665667514
f(z) = -121/46*z^3 + 167/46*z + 1
*
-1 | 0.10822930912242824431850531532767494686 | 0.021122183832180787307193479202869707142
f(z) = -121/47*z^3 + 168/47*z + 1
*
-1 | 0.079262676500205386344150575334680209830 | 0.015451119194542223490244482042782604922
f(z) = -121/48*z^3 + 169/48*z + 1
*
-1 | 0.10809764542616295347989846788166170186 | 0.021047875369549875917325040417815876361
f(z) = -121/49*z^3 + 170/49*z + 1
*
-1 | 0.095195117621927899808841077230010073888 | 0.018514458710845573051674265662352964340
f(z) = -121/50*z^3 + 171/50*z + 1
*
-1 | 0.087619602230726978287708938285570030124 | 0.017021796259404192964297891830699918499
f(z) = -121/51*z^3 + 172/51*z + 1
*
-1 | 0.099339559305504228656487042857736456882 | 0.019276914081782228499435834674498878513
f(z) = -121/52*z^3 + 173/52*z + 1
*
[ 13/11 ] 
f(z) = -121/52*z^3 + 177/52*z + 1
*
-1 | 0.10782914266622496155204949697296166386 | 0.020900947249517183679720844924542962226
f(z) = -121/53*z^3 + 174/53*z + 1
*
-1 | 0.081361725953366047015775614928982393824 | 0.015753165061273252044954351404352470435
f(z) = -121/54*z^3 + 175/54*z + 1
*
-1 | 0.099065650131986522782409680016560727655 | 0.019138868705547732438362621319622026110
f(z) = -121/56*z^3 + 177/56*z + 1
*
-1 | 0.087209735842143679177160955903354910323 | 0.016830061502130452395473223604956392426
f(z) = -121/57*z^3 + 178/57*z + 1
*
-1 | 0.094647183262670903306924409634940604720 | 0.018245641794389493805892249806952529895
f(z) = -121/58*z^3 + 179/58*z + 1
*
[ 14/15 ] 
f(z) = -135/49*z^3 + 163/70*z + 1
*
-21/22 | 0.16250123749492413493527889338700251580 | 0.026139863914904615998167698175506791248
f(z) = -121/45*z^3 + 167/60*z + 1
*
[ 6/7 ] 
f(z) = -139/54*z^3 + 169/98*z + 1
*
0 | 0.15794916867226078282314248507080864396 | 0.024534834095181060351646569637598859455
f(z) = -125/42*z^3 + 176/105*z + 1
*
-2/25 | 0.16829380965374919626982603048619361593 | 0.026141705802000005817003185768983215794
f(z) = -125/44*z^3 + 167/110*z + 1
*
[ 21/25 ] 
f(z) = -125/49*z^3 + 169/105*z + 1
*
-2/3 | 0.20276033231059690436636625079986725261 | 0.028994693811781235437990325347502053947
f(z) = -121/48*z^3 + 175/108*z + 1
*
[ 3/4 ] 
f(z) = -134/45*z^3 + 161/120*z + 1
*
[ 3/4 ] 
f(z) = -128/41*z^3 + 175/123*z + 1
*
[ 3/4 ] 
f(z) = -128/43*z^3 + 173/129*z + 1
*
0 | 0.16116844117136430307793788827579658008 | 0.027266788366651048138522084385327816319
f(z) = -123/40*z^3 + 169/120*z + 1
*
[ 3/4 ] 
f(z) = -128/47*z^3 + 169/141*z + 1
*
[ 3/4 ] 
f(z) = -128/49*z^3 + 167/147*z + 1
*
[ 3/4 ] 
f(z) = -128/53*z^3 + 163/159*z + 1
*
0 | 0.14250054095289622109898452148097845591 | 0.024108516928351827549931126136477577334
f(z) = -123/52*z^3 + 161/156*z + 1
*
[ 7/10 ] 
f(z) = -136/49*z^3 + 163/175*z + 1
*
0 | 0.10864545056653971344448202769517543170 | 0.018233921911211553566026009830922356236
f(z) = -129/56*z^3 + 163/168*z + 1
*
[ 3/4 ] 
f(z) = -128/55*z^3 + 161/165*z + 1
*
[ 7/10 ] 
f(z) = -125/42*z^3 + 173/168*z + 1
*
-1/22 | 0.17251873686132628723838403944212279282 | 0.027906238666164283798703230137247809354
f(z) = -121/42*z^3 + 169/168*z + 1
*
[ 2/3 ] 
f(z) = -139/44*z^3 + 179/198*z + 1
*
[ 2/3 ] 
f(z) = -137/44*z^3 + 175/198*z + 1
*
[ 2/3 ] 
f(z) = -133/44*z^3 + 167/198*z + 1
*
[ 2/3 ] 
f(z) = -131/44*z^3 + 163/198*z + 1
*
[ 18/25 ] 
f(z) = -125/48*z^3 + 173/180*z + 1
*
22/25 | 0.12639355752052876339426069485423678020 | 0.019633183197693567608615561201164817678
f(z) = -125/42*z^3 + 169/210*z + 1
*
[ 8/11 ] 
f(z) = -121/54*z^3 + 175/216*z + 1
*
[ 2/3 ] 
f(z) = -139/52*z^3 + 161/234*z + 1
*
[ 8/11 ] 
f(z) = -121/58*z^3 + 169/232*z + 1
*
[ 17/25 ] 
f(z) = -125/51*z^3 + 169/255*z + 1
*
0 | 0.14953504309266846772289868490265919393 | 0.023227836553587973626438918652927288750
f(z) = -125/56*z^3 + 177/280*z + 1
*
[ 6 ] 
f(z) = -139/54*z^3 + 187/2*z + 1
*
[ -6 ] 
f(z) = -137/54*z^3 + 185/2*z + 1
*
[ 12/5 ] 
f(z) = -125/48*z^3 + 187/12*z + 1
*
[ -12/5 ] 
f(z) = -125/48*z^3 + 197/12*z + 1
*
-26/11 | 0.17020783379447403644499356937805580045 | 0.025721243569569190817171913724070754205
f(z) = -121/48*z^3 + 187/12*z + 1
*
[ 7/5 ] 
f(z) = -135/49*z^3 + 199/35*z + 1
*
[ 7/5 ] 
f(z) = -130/49*z^3 + 192/35*z + 1
*
[ -3/16 ] 
f(z) = -128/45*z^3 + 193/30*z + 1
*
-3/8 | 0.18851324087858783569313612642512679476 | 0.029539121836860696126757980786332140385
f(z) = -128/45*z^3 + 197/30*z + 1
*
[ -8/5 ] 
f(z) = -125/48*z^3 + 199/24*z + 1
*
[ 3/2 ] 
f(z) = -122/45*z^3 + 193/30*z + 1
*
[ 21/11 ] 
f(z) = -121/49*z^3 + 199/21*z + 1
*
[ -15/11 ] 
f(z) = -121/50*z^3 + 187/30*z + 1
*
[ -20/11 ] 
f(z) = -121/50*z^3 + 191/20*z + 1
*
-1 | 0.11166053382077062329874149080844043935 | 0.021479387820979761369336281799095792202
f(z) = -140/41*z^3 + 181/41*z + 1
*
-1 | 0.11155455431794308787658851744145891875 | 0.021413734684196761659145127571395409688
f(z) = -140/43*z^3 + 183/43*z + 1
*
-1 | 0.11133934715155987667259367498659089249 | 0.021284082458702055077467032030704655251
f(z) = -140/47*z^3 + 187/47*z + 1
*
[ -1/2 ] 
f(z) = -140/51*z^3 + 188/51*z + 1
*
-1 | 0.090775990110727501061219133588640903332 | 0.017283180579669088116702373572583115913
f(z) = -140/51*z^3 + 191/51*z + 1
*
-1 | 0.11100800583772174254106781660611188642 | 0.021093395554949326168434740840170989053
f(z) = -140/53*z^3 + 193/53*z + 1
*
[ -1/2 ] 
f(z) = -140/53*z^3 + 194/53*z + 1
*
-1 | 0.090436409079105610152706074956079363103 | 0.017117721315037830500249184736511654661
f(z) = -140/57*z^3 + 197/57*z + 1
*
-1 | 0.11066571435429867444628666562129423474 | 0.020906733698273013885478692355475108055
f(z) = -140/59*z^3 + 199/59*z + 1
*
[ -2/3 ] 
f(z) = -139/40*z^3 + 182/45*z + 1
*
-1 | 0.11151222046134060553846083440539301848 | 0.021473742929757726903890399409790472325
f(z) = -139/41*z^3 + 180/41*z + 1
*
-1 | 0.078279206344980860074079176248422422090 | 0.015058045791731460893769814865107699333
f(z) = -139/42*z^3 + 181/42*z + 1
*
-1 | 0.11140531674901233216017578522564332842 | 0.021407604457094028263476626325617809884
f(z) = -139/43*z^3 + 182/43*z + 1
*
-1 | 0.10279408389402041196420301093327929751 | 0.019732096578844579431711947053548649368
f(z) = -139/44*z^3 + 183/44*z + 1
*
-1 | 0.097734204844626414790076469995671597457 | 0.018741209745877467301478597913196211638
f(z) = -139/45*z^3 + 184/45*z + 1
*
-1 | 0.098406843512258677361483780883853345004 | 0.018850600765472190292521681127021582817
f(z) = -139/46*z^3 + 185/46*z + 1
*
-1 | 0.11118820169107392347697848472096750310 | 0.021276998031760339400173513627103350830
f(z) = -139/47*z^3 + 186/47*z + 1
*
-1 | 0.082232202820009076329201788297292726630 | 0.015719842359047493597841747958649847454
f(z) = -139/48*z^3 + 187/48*z + 1
*
-1 | 0.11107793517600202578863655855345908891 | 0.021212482820294980769989025579186949989
f(z) = -139/49*z^3 + 188/49*z + 1
*
-1 | 0.098186303197160652006094705373886240608 | 0.018731599009847188299151599256758810602
f(z) = -139/50*z^3 + 189/50*z + 1
*
-1 | 0.090621818818833054386794417800769660270 | 0.017271088825311812660971529424919734376
f(z) = -139/51*z^3 + 190/51*z + 1
*
-1 | 0.10235294496436706950356988663386451292 | 0.019487360352911614708900578245403493149
f(z) = -139/52*z^3 + 191/52*z + 1
*
-1 | 0.11085383840516918514074684965534798528 | 0.021084914119936464223517183688813095842
f(z) = -139/53*z^3 + 192/53*z + 1
*
-1 | 0.084397875817068475425442301277337623503 | 0.016037021520856588633454358567272976775
f(z) = -139/54*z^3 + 193/54*z + 1
*
-1 | 0.11073994648173416009784196877588575993 | 0.021021816293820770611698672926609967750
f(z) = -139/55*z^3 + 194/55*z + 1
*
-1 | 0.10212515295832247196509466254314129301 | 0.019367563343043251980292136527375237383
f(z) = -139/56*z^3 + 195/56*z + 1
*
-1 | 0.090280110407844711075231680522595990105 | 0.017104613339530296665409009185151070077
f(z) = -139/57*z^3 + 196/57*z + 1
*
-1 | 0.097731306027113368048315415446542680501 | 0.018498492779202114650028726607751883447
f(z) = -139/58*z^3 + 197/58*z + 1
*
-1 | 0.11050831229160962559312469569724120211 | 0.020896885813479052336613907121673466525
f(z) = -139/59*z^3 + 198/59*z + 1
*
-1 | 0.11125485538467771697624206155416013380 | 0.021401350181705756769302134407961413929
f(z) = -138/43*z^3 + 181/43*z + 1
*
-1 | 0.11103579806562083408794044395714566942 | 0.021269775813405378884847822985229769199
f(z) = -138/47*z^3 + 185/47*z + 1
*
-1 | 0.11092452831493541764887561573258661644 | 0.021204784002675369581501199096816073572
f(z) = -138/49*z^3 + 187/49*z + 1
*
-1 | 0.11069835670394732316652810348351114249 | 0.021076274535295297494705495698967045209
f(z) = -138/53*z^3 + 191/53*z + 1
*
-1 | 0.11058339138321080584242933762777658415 | 0.021012711638687993897026761412215379373
f(z) = -138/55*z^3 + 193/55*z + 1
*
-1 | 0.11034953360497538882391776706444400699 | 0.020886859426739321574058913801739329597
f(z) = -138/59*z^3 + 197/59*z + 1
*
[ -2/3 ] 
f(z) = -137/40*z^3 + 181/45*z + 1
*
-1 | 0.11110314978915069080895273941131197249 | 0.021394968797036060021720738094960333393
f(z) = -137/43*z^3 + 180/43*z + 1
*
-1 | 0.10249095275541064487008245897310332805 | 0.019715497025195811475506445004546933660
f(z) = -137/44*z^3 + 181/44*z + 1
*
-1 | 0.097430099137667181209211862513791509596 | 0.018722131810402381316790298034016253014
f(z) = -137/45*z^3 + 182/45*z + 1
*
-1 | 0.098101752653107041097345379593400210579 | 0.018831368348987586182356488103743433755
f(z) = -137/46*z^3 + 183/46*z + 1
*
-1 | 0.11088211489683468837251861692467889832 | 0.021262412434333308503980498657047879923
f(z) = -137/47*z^3 + 184/47*z + 1
*
-1 | 0.081925109103775721336838460052538475498 | 0.015693395593881100809434019004456172695
f(z) = -137/48*z^3 + 185/48*z + 1
*
-1 | 0.11076982334174368611778065795342496894 | 0.021196937061442971362813212309050161923
f(z) = -137/49*z^3 + 186/49*z + 1
*
-1 | 0.097877161834449345194357164050439211630 | 0.018710596357928791248401820588089515968
f(z) = -137/50*z^3 + 187/50*z + 1
*
-1 | 0.090311636297405089435276062013543850028 | 0.017246755896172989624192925547910641991
f(z) = -137/51*z^3 + 188/51*z + 1
*
-1 | 0.10204170942851230264741880005789536961 | 0.019467118335803781135349258798496366369
f(z) = -137/52*z^3 + 189/52*z + 1
*
-1 | 0.11054153776794149652278885317369984238 | 0.021067472961378184243791246665427055016
f(z) = -137/53*z^3 + 190/53*z + 1
*
[ 6/5 ] 
f(z) = -137/54*z^3 + 191/50*z + 1
*
-1 | 0.084084497754310535968072201494803660696 | 0.016009162300139875879588816176277470297
f(z) = -137/54*z^3 + 191/54*z + 1
*
-1 | 0.11042547842590923622146965128463273773 | 0.021003438065475434183761668478601026724
f(z) = -137/55*z^3 + 192/55*z + 1
*
-1 | 0.10180958209214567639916451034773281441 | 0.019345539721640208589876547169765064089
f(z) = -137/56*z^3 + 193/56*z + 1
*
-1 | 0.089964457274126639408458938251985724792 | 0.017077995374522976382790054082998376949
f(z) = -137/57*z^3 + 194/57*z + 1
*
-1 | 0.097412837916928734750336825476659183225 | 0.018473894570827903673538127401040606354
f(z) = -137/58*z^3 + 195/58*z + 1
*
-1 | 0.11018935349321783293453382054170356281 | 0.020876650207004418426952913408872898217
f(z) = -137/59*z^3 + 196/59*z + 1
*
-1 | 0.097276132459886672798718010192076663459 | 0.018712357028354422179631722197863775549
f(z) = -136/45*z^3 + 181/45*z + 1
*
-1 | 0.11072713025002053120616043236601449248 | 0.021254904418860274867914874393810046365
f(z) = -136/47*z^3 + 183/47*z + 1
*
[ -1/2 ] 
f(z) = -136/49*z^3 + 181/49*z + 1
*
-1 | 0.11061379779806221997251040007841694913 | 0.021188938360615025741329232256610322105
f(z) = -136/49*z^3 + 185/49*z + 1
*
-1 | 0.11038335801390303446755732383537513342 | 0.021058505436597659816477105952538936767
f(z) = -136/53*z^3 + 189/53*z + 1
*
[ -1/2 ] 
f(z) = -136/53*z^3 + 193/53*z + 1
*
-1 | 0.11026618342190484373223128077837702026 | 0.020993991446274319247127850094231337469
f(z) = -136/55*z^3 + 191/55*z + 1
*
[ -1/2 ] 
f(z) = -136/55*z^3 + 199/55*z + 1
*
-1 | 0.089804020213000383781206361395557489655 | 0.017064280242513710202268160960412549302
f(z) = -136/57*z^3 + 193/57*z + 1
*
-1 | 0.11002774646487397342998752183798023658 | 0.020866253684049842214087094753635683968
f(z) = -136/59*z^3 + 195/59*z + 1
*
[ -1/3 ] 
f(z) = -135/43*z^3 + 187/43*z + 1
*
[ -1/3 ] 
f(z) = -135/44*z^3 + 191/44*z + 1
*
-1 | 0.097791492528904910787613558939296428619 | 0.018811493387559526627477456450106149376
f(z) = -135/46*z^3 + 181/46*z + 1
*
[ -1/3 ] 
f(z) = -135/46*z^3 + 199/46*z + 1
*
-1 | 0.11057082161444527096196325101806601624 | 0.021247248180719638089340539675902371511
f(z) = -135/47*z^3 + 182/47*z + 1
*
-1 | 0.11045642862951009181996849700907092813 | 0.021180784148365741578824323420569876861
f(z) = -135/49*z^3 + 184/49*z + 1
*
-1 | 0.10172507131592186708529891980416116439 | 0.019446178385240285200627077265485052311
f(z) = -135/52*z^3 + 187/52*z + 1
*
-1 | 0.11022379321878918080371994108521130481 | 0.021049367872535445597355507760908675167
f(z) = -135/53*z^3 + 188/53*z + 1
*
-1/3 | 0.14967769993191618547023462732929935872 | 0.028731758860761567471682999418368127401
f(z) = -135/56*z^3 + 183/56*z + 1
*
-1 | 0.10148843873133378424723165519639852942 | 0.019322763774900861126550323435005123224
f(z) = -135/56*z^3 + 191/56*z + 1
*
-1 | 0.097090011846991989478376184948088634499 | 0.018448741681903086346096389623059315350
f(z) = -135/58*z^3 + 193/58*z + 1
*
-1 | 0.10986468631183816147255563305799254383 | 0.020855665242773559492271280373442235497
f(z) = -135/59*z^3 + 194/59*z + 1
*
-1 | 0.11041316588273770701284135079622065988 | 0.021239440018657138097620628287267977793
f(z) = -134/47*z^3 + 181/47*z + 1
*
-1 | 0.11029769216412443635845570322385998891 | 0.021172470552391148055217215006154726620
f(z) = -134/49*z^3 + 183/49*z + 1
*
-1 | 0.089837282964947256772084053586597939283 | 0.017209034398263333375021669023629598212
f(z) = -134/51*z^3 + 185/51*z + 1
*
-1 | 0.11006281849603806295220964105415806699 | 0.021040056048810880297372906421780679802
f(z) = -134/53*z^3 + 187/53*z + 1
*
-1 | 0.10994334717815215262431164523797281540 | 0.020974561889820846275354733289061942471
f(z) = -134/55*z^3 + 189/55*z + 1
*
-1 | 0.089477797512624677743131508185789795245 | 0.017036012831095565466997885711898903510
f(z) = -134/57*z^3 + 191/57*z + 1
*
-1 | 0.10970014608171200563796039396945176989 | 0.020844880117204758926567783319438083319
f(z) = -134/59*z^3 + 193/59*z + 1
*
-1 | 0.11025413932934839303489482619304398632 | 0.021231476111812466282590233747411169747
f(z) = -133/47*z^3 + 180/47*z + 1
*
-1 | 0.081295003904712167995968507594042806161 | 0.015638174536942452390617857807219004002
f(z) = -133/48*z^3 + 181/48*z + 1
*
-1 | 0.097242723626838924967469903402039459964 | 0.018666471274484456131916990765459195869
f(z) = -133/50*z^3 + 183/50*z + 1
*
-1 | 0.089674993737291901492149354313759944788 | 0.017195800275477853104486867548630891158
f(z) = -133/51*z^3 + 184/51*z + 1
*
-1 | 0.10140283661201421785101208761785930746 | 0.019424506683027262204201312869624194051
f(z) = -133/52*z^3 + 185/52*z + 1
*
-1 | 0.10990040827071728293197371882888750867 | 0.021030565607694595822763114225401722842
f(z) = -133/53*z^3 + 186/53*z + 1
*
-1 | 0.083441084617701076234423940156427291223 | 0.015950937120451795781648206848940587916
f(z) = -133/54*z^3 + 187/54*z + 1
*
-1 | 0.10977975414261714298583811444944576290 | 0.020964570011826976257359497319535513807
f(z) = -133/55*z^3 + 188/55*z + 1
*
-1 | 0.096760009438389854511039245451161579024 | 0.018422500420808407246318022408300960752
f(z) = -133/58*z^3 + 191/58*z + 1
*
-1 | 0.10953409804878409519631108174986872063 | 0.020833893384206158724763712778360106032
f(z) = -133/59*z^3 + 192/59*z + 1
*
[ -1/2 ] 
f(z) = -132/49*z^3 + 180/49*z + 1
*
-1 | 0.10997601943066296714582816729762090327 | 0.021155349088250605692190180071074253561
f(z) = -132/49*z^3 + 181/49*z + 1
*
-1 | 0.10973653625348048769301504520240441032 | 0.021020892048452277700583020490699649510
f(z) = -132/53*z^3 + 185/53*z + 1
*
[ -1/2 ] 
f(z) = -132/53*z^3 + 192/53*z + 1
*
-1 | 0.10936651368355598593256519775458529667 | 0.020822699956850956633247194169238846037
f(z) = -132/59*z^3 + 191/59*z + 1
*
-1 | 0.10981303252236205439383725719267775587 | 0.021146532828120301336423943287515645348
f(z) = -131/49*z^3 + 180/49*z + 1
*
-1 | 0.096917037851508112140511641481241175202 | 0.018643280407512124287034956294668939971
f(z) = -131/50*z^3 + 181/50*z + 1
*
-1 | 0.089348139869313240714780778131265831872 | 0.017169105506953537325133092702592785562
f(z) = -131/51*z^3 + 182/51*z + 1
*
-1 | 0.10107480048109981749716613827479454900 | 0.019402067212707797953709073156996635046
f(z) = -131/52*z^3 + 183/52*z + 1
*
-1 | 0.10957117541326171770944241181904314573 | 0.021011030721402289013569749415307884254
f(z) = -131/53*z^3 + 184/53*z + 1
*
[ 6/5 ] 
f(z) = -131/54*z^3 + 183/50*z + 1
*
-1 | 0.083110640268733458602756996165167065456 | 0.015920493363589155120888530256074237202
f(z) = -131/54*z^3 + 185/54*z + 1
*
-1 | 0.10944808322747679016593227896262165053 | 0.020944008590777606782628292919153102074
f(z) = -131/55*z^3 + 186/55*z + 1
*
-1 | 0.10082860571715865962208495600884995161 | 0.019274806375132369820344641189553957412
f(z) = -131/56*z^3 + 187/56*z + 1
*
-1 | 0.088979855352931459295323817583647397794 | 0.016992426533997858981956248271452585730
f(z) = -131/57*z^3 + 188/57*z + 1
*
-1 | 0.096424565148870525238920724778890094762 | 0.018395501513491752092961941236912911818
f(z) = -131/58*z^3 + 189/58*z + 1
*
-1 | 0.10919736362072483116563684571019643777 | 0.020811294577454133461175938071156936425
f(z) = -131/59*z^3 + 190/59*z + 1
*
-1 | 0.089183521826611979969857424400331772777 | 0.017155635809778645667216046193694716319
f(z) = -130/51*z^3 + 181/51*z + 1
*
-1 | 0.10940429794863240524049688123602636878 | 0.021000976821669789819072698810381183973
f(z) = -130/53*z^3 + 183/53*z + 1
*
-1 | 0.088810432096182648622720459402868569004 | 0.016977363423507630131936819451605792604
f(z) = -130/57*z^3 + 187/57*z + 1
*
-1 | 0.10902661762552644634403268780533673171 | 0.020799671810236325270039079232190116890
f(z) = -130/59*z^3 + 189/59*z + 1
*
-1 | 0.10074074643286076628036387293277884855 | 0.019378821576114386081685895736887148673
f(z) = -129/52*z^3 + 181/52*z + 1
*
-1 | 0.10923587525774056299757830866580346032 | 0.020990725382618743142090440358435451953
f(z) = -129/53*z^3 + 182/53*z + 1
*
-1 | 0.10911024335834519437595684784108958518 | 0.020922643811890702296494878418087018964
f(z) = -129/55*z^3 + 184/55*z + 1
*
-1 | 0.10048947155871659285054467872883050157 | 0.019249544461312438556883132857462652832
f(z) = -129/56*z^3 + 185/56*z + 1
*
-1 | 0.096083443904906812555749668584563178373 | 0.018367701942820837072841813409363280193
f(z) = -129/58*z^3 + 187/58*z + 1
*
-1 | 0.10885424455833543519520159843354889157 | 0.020787826033596855415947591821278181696
f(z) = -129/59*z^3 + 188/59*z + 1
*
-1/4 | 0.13768584974897263958858057143265873834 | 0.026293779388048937621700051992396112453
f(z) = -128/45*z^3 + 188/45*z + 1
*
[ 21/16 ] 
f(z) = -128/49*z^3 + 199/42*z + 1
*
[ -1/2 ] 
f(z) = -128/51*z^3 + 185/51*z + 1
*
[ -3/4 ] 
f(z) = -128/51*z^3 + 191/51*z + 1
*
-1 | 0.10906587790674593231837970889196626577 | 0.020980271268941855059689193453600510448
f(z) = -128/53*z^3 + 181/53*z + 1
*
[ -1/2 ] 
f(z) = -128/53*z^3 + 191/53*z + 1
*
-1 | 0.10893893600532386472037141557221910858 | 0.020911647100915139731175689717266018231
f(z) = -128/55*z^3 + 183/55*z + 1
*
[ -5/8 ] 
f(z) = -128/55*z^3 + 193/55*z + 1
*
[ -1/2 ] 
f(z) = -128/55*z^3 + 197/55*z + 1
*
-1 | 0.088465724733255240279375083376391323241 | 0.016946301688530575263503101186948245322
f(z) = -128/57*z^3 + 185/57*z + 1
*
-1 | 0.10868021233741122317176941171950750819 | 0.020775751431970753001850337926859068650
f(z) = -128/59*z^3 + 187/59*z + 1
*
-1 | 0.10889427559665860554497571829668526382 | 0.020969609169387040425146128055735612635
f(z) = -127/53*z^3 + 180/53*z + 1
*
-1 | 0.082431163229306331032419519615407074381 | 0.015856729884336295193411673165133895019
f(z) = -127/54*z^3 + 181/54*z + 1
*
-1 | 0.10876599578017840297395967018536949152 | 0.020900433516021219296889218063433743352
f(z) = -127/55*z^3 + 182/55*z + 1
*
-1 | 0.10014387395328453214817023155948969260 | 0.019223368872698288926849784039957856126
f(z) = -127/56*z^3 + 183/56*z + 1
*
-1 | 0.088292444619182781596703398804620772144 | 0.016930686919845067756169630181642268909
f(z) = -127/57*z^3 + 184/57*z + 1
*
-1 | 0.095734440025656467920362263391448818517 | 0.018338680969935625806362436836236731109
f(z) = -127/58*z^3 + 185/58*z + 1
*
-1 | 0.10850448789967037795795666711318791416 | 0.020763441987242665034177681090159839585
f(z) = -127/59*z^3 + 186/59*z + 1
*
[ -1/3 ] 
f(z) = -126/43*z^3 + 186/43*z + 1
*
-1 | 0.10859139057467459967610393212162159376 | 0.020888997323950143535581677750678769705
f(z) = -126/55*z^3 + 181/55*z + 1
*
-1 | 0.10832703715935637819148812281780687852 | 0.020750891469688480166710171532960197115
f(z) = -126/59*z^3 + 185/59*z + 1
*
[ 6/5 ] 
f(z) = -125/42*z^3 + 187/42*z + 1
*
[ -2/5 ] 
f(z) = -125/46*z^3 + 181/46*z + 1
*
-1/5 | 0.13109577924000772535034698231005461644 | 0.024813689944779564131981972308933144164
f(z) = -125/48*z^3 + 197/48*z + 1
*
[ -3/5 ] 
f(z) = -125/51*z^3 + 181/51*z + 1
*
[ -4/5 ] 
f(z) = -125/52*z^3 + 197/52*z + 1
*
-1 | 0.099791555999473817619215166268899565971 | 0.019196232180048919386111148159608094075
f(z) = -125/56*z^3 + 181/56*z + 1
*
-1 | 0.087938698056773177791022160720187677536 | 0.016898267689615570511212492139920515804
f(z) = -125/57*z^3 + 182/57*z + 1
*
[ -3/5 ] 
f(z) = -125/57*z^3 + 197/57*z + 1
*
-1 | 0.095379245286260499838429432660995962458 | 0.018308762608810774623823652131124131587
f(z) = -125/58*z^3 + 183/58*z + 1
*
-1 | 0.10814782496446794359089612243108022150 | 0.020738093428413205076862071430169476887
f(z) = -125/59*z^3 + 184/59*z + 1
*
[ -1/2 ] 
f(z) = -124/51*z^3 + 184/51*z + 1
*
[ -1/2 ] 
f(z) = -124/53*z^3 + 190/53*z + 1
*
[ -1/2 ] 
f(z) = -124/55*z^3 + 196/55*z + 1
*
-1 | 0.087759195983421049615250743277083396236 | 0.016881647802355640699088652161859079460
f(z) = -124/57*z^3 + 181/57*z + 1
*
-1 | 0.10796681505079607677923782838567431435 | 0.020725041181251150995272243848139439165
f(z) = -124/59*z^3 + 183/59*z + 1
*
-1 | 0.095017578342649632095541057622017352147 | 0.018277894124239406002907719422633601601
f(z) = -123/58*z^3 + 181/58*z + 1
*
-1 | 0.10778396999340799369919743208196814423 | 0.020711727804091776199027397577521417253
f(z) = -123/59*z^3 + 182/59*z + 1
*
-1 | 0.10759925115540302876602436971284420042 | 0.020698146119591566352401633263379110107
f(z) = -122/59*z^3 + 181/59*z + 1
*
-5/11 | 0.12391950694531098255857646123258249472 | 0.023546798784881049993076725714939887583
f(z) = -121/42*z^3 + 193/42*z + 1
*
[ -9/11 ] 
f(z) = -121/45*z^3 + 181/45*z + 1
*
-3/11 | 0.13057897176645381145855080163156084665 | 0.025013423632764465740364210777789183580
f(z) = -121/48*z^3 + 185/48*z + 1
*
[ -8/11 ] 
f(z) = -121/56*z^3 + 197/56*z + 1
*
-1 | 0.10741261863375127316410596200526253311 | 0.020684288685229091543802620313638846317
f(z) = -121/59*z^3 + 180/59*z + 1
*
-28/25 | 0.18752629950363926275000109667003016321 | 0.028478700133231883868235990694642451386
f(z) = -125/48*z^3 + 181/60*z + 1
*
6/5 | 0.21401726220350479994765478057191919247 | 0.029028160141073798146012014790458040544
f(z) = -125/56*z^3 + 199/63*z + 1
*
-12/11 | 0.16476956806973550407269310548021903625 | 0.026031095292996831819906762722785371279
f(z) = -121/45*z^3 + 187/60*z + 1
*
[ 12/11 ] 
f(z) = -121/45*z^3 + 197/60*z + 1
*
-6/7 | 0.15164936553228222306653069148300551325 | 0.022183091568271426589616996894275097712
f(z) = -133/48*z^3 + 185/84*z + 1
*
[ 10/11 ] 
f(z) = -121/45*z^3 + 191/90*z + 1
*
[ 21/22 ] 
f(z) = -121/49*z^3 + 185/84*z + 1
*
-2/3 | 0.20797706235401623644252693437085458376 | 0.029162346395991999392905323009768783936
f(z) = -139/48*z^3 + 193/108*z + 1
*
-2/3 | 0.20674824831888958290363462547698922371 | 0.029049076667375742176615446777844423471
f(z) = -137/48*z^3 + 191/108*z + 1
*
-2/15 | 0.19054728422083229020989390542127809237 | 0.025028129592903470667789164059717514395
f(z) = -135/56*z^3 + 197/105*z + 1
*
-2/3 | 0.20517419192001112018704558296521626966 | 0.029010457069087145943722563915285142024
f(z) = -131/48*z^3 + 185/108*z + 1
*
-2/3 | 0.20087475228152508752859252097899335071 | 0.028527625123009517629316694194474501995
f(z) = -127/48*z^3 + 181/108*z + 1
*
0 | 0.11965919552399574220917927682417099259 | 0.020082354261181505449507768002374418072
f(z) = -129/40*z^3 + 187/120*z + 1
*
[ 5/6 ] 
f(z) = -129/50*z^3 + 191/120*z + 1
*
[ 5/6 ] 
f(z) = -123/50*z^3 + 181/120*z + 1
*
0 | 0.14250103509470497500496702747083388944 | 0.023734796058277738127969547776707463554
f(z) = -135/52*z^3 + 197/156*z + 1
*
[ 4/5 ] 
f(z) = -135/56*z^3 + 181/140*z + 1
*
-14/25 | 0.21952603954373130606087894092328404678 | 0.028057866638198051193731268850319441204
f(z) = -125/49*z^3 + 187/140*z + 1
*
0 | 0.15902340602584329774121387656123562900 | 0.026486741713894636628214197561390064835
f(z) = -135/56*z^3 + 181/168*z + 1
*
[ 7/9 ] 
f(z) = -135/56*z^3 + 197/168*z + 1
*
0 | 0.17698353244965250329782272041412400966 | 0.028231107713187112901823826946371319495
f(z) = -132/49*z^3 + 185/196*z + 1
*
[ 8/11 ] 
f(z) = -121/46*z^3 + 187/184*z + 1
*
21/25 | 0.12294528923521132478144045812674638893 | 0.019097550810343143721491457498844116475
f(z) = -125/42*z^3 + 191/210*z + 1
*
[ 8/11 ] 
f(z) = -121/50*z^3 + 181/200*z + 1
*
0 | 0.16707578184101937700995262373335529881 | 0.025952504994171438477143476830465711589
f(z) = -125/48*z^3 + 193/240*z + 1
*
[ 2/3 ] 
f(z) = -123/43*z^3 + 199/258*z + 1
*
0 | 0.17858478693867407655542884772505469895 | 0.027740241726470818846897285371398307814
f(z) = -125/54*z^3 + 193/270*z + 1
*
0 | 0.17188522829235911500026177343825566792 | 0.026537897440660532533013404335912238818
f(z) = -130/57*z^3 + 194/285*z + 1
*
[ 2/3 ] 
f(z) = -129/49*z^3 + 197/294*z + 1
*
19/25 | 0.16689304011949852678906928600068150991 | 0.025924119040275821407821359867882558452
f(z) = -125/57*z^3 + 196/285*z + 1
*
[ 2/3 ] 
f(z) = -123/47*z^3 + 187/282*z + 1
*
[ 2/3 ] 
f(z) = -123/49*z^3 + 181/294*z + 1
*
-75/22 | 0.14578420396665767815320533711513751473 | 0.016858157459926286883642353633401386271
f(z) = -121/54*z^3 + 211/8*z + 1
*
[ 3/2 ] 
f(z) = -134/45*z^3 + 211/30*z + 1
*
[ 5/3 ] 
f(z) = -123/50*z^3 + 217/30*z + 1
*
[ 20/11 ] 
f(z) = -121/40*z^3 + 209/20*z + 1
*
3/22 | 0.22272186382093808373313382539407474069 | 0.029540437161306154523064487465617153716
f(z) = -121/54*z^3 + 209/24*z + 1
*
[ -1/2 ] 
f(z) = -140/57*z^3 + 206/57*z + 1
*
[ -1/2 ] 
f(z) = -140/59*z^3 + 212/59*z + 1
*
[ -1 ] 
f(z) = -139/40*z^3 + 219/40*z + 1
*
[ -1 ] 
f(z) = -137/40*z^3 + 217/40*z + 1
*
[ -1 ] 
f(z) = -137/41*z^3 + 219/41*z + 1
*
[ -1 ] 
f(z) = -136/41*z^3 + 218/41*z + 1
*
[ -1/2 ] 
f(z) = -136/57*z^3 + 205/57*z + 1
*
[ -1/2 ] 
f(z) = -136/59*z^3 + 211/59*z + 1
*
[ -1 ] 
f(z) = -135/41*z^3 + 217/41*z + 1
*
[ -1/3 ] 
f(z) = -135/47*z^3 + 203/47*z + 1
*
[ -1/3 ] 
f(z) = -135/49*z^3 + 211/49*z + 1
*
[ -2/3 ] 
f(z) = -135/58*z^3 + 205/58*z + 1
*
[ -1 ] 
f(z) = -134/41*z^3 + 216/41*z + 1
*
[ -1 ] 
f(z) = -133/40*z^3 + 213/40*z + 1
*
[ -1 ] 
f(z) = -133/41*z^3 + 215/41*z + 1
*
[ -1 ] 
f(z) = -133/43*z^3 + 219/43*z + 1
*
[ -1 ] 
f(z) = -132/41*z^3 + 214/41*z + 1
*
[ -1 ] 
f(z) = -132/43*z^3 + 218/43*z + 1
*
[ -1/2 ] 
f(z) = -132/59*z^3 + 210/59*z + 1
*
[ -1 ] 
f(z) = -131/40*z^3 + 211/40*z + 1
*
[ -1 ] 
f(z) = -131/41*z^3 + 213/41*z + 1
*
[ -1 ] 
f(z) = -131/42*z^3 + 215/42*z + 1
*
[ -1 ] 
f(z) = -131/43*z^3 + 217/43*z + 1
*
[ -1 ] 
f(z) = -131/44*z^3 + 219/44*z + 1
*
[ -1 ] 
f(z) = -130/41*z^3 + 212/41*z + 1
*
[ -1 ] 
f(z) = -130/43*z^3 + 216/43*z + 1
*
[ -1 ] 
f(z) = -129/40*z^3 + 209/40*z + 1
*
[ -1 ] 
f(z) = -129/41*z^3 + 211/41*z + 1
*
[ -1 ] 
f(z) = -129/44*z^3 + 217/44*z + 1
*
[ -1 ] 
f(z) = -128/41*z^3 + 210/41*z + 1
*
[ -1/4 ] 
f(z) = -128/41*z^3 + 213/41*z + 1
*
[ -1 ] 
f(z) = -128/43*z^3 + 214/43*z + 1
*
[ 5/4 ] 
f(z) = -128/45*z^3 + 209/45*z + 1
*
[ -1 ] 
f(z) = -128/45*z^3 + 218/45*z + 1
*
[ -3/8 ] 
f(z) = -128/51*z^3 + 205/51*z + 1
*
[ 5/4 ] 
f(z) = -128/55*z^3 + 211/55*z + 1
*
[ -1/2 ] 
f(z) = -128/57*z^3 + 203/57*z + 1
*
[ -3/4 ] 
f(z) = -128/57*z^3 + 205/57*z + 1
*
[ -1/2 ] 
f(z) = -128/59*z^3 + 209/59*z + 1
*
[ -1 ] 
f(z) = -127/40*z^3 + 207/40*z + 1
*
[ -1 ] 
f(z) = -127/41*z^3 + 209/41*z + 1
*
[ -1 ] 
f(z) = -127/42*z^3 + 211/42*z + 1
*
[ -1 ] 
f(z) = -127/43*z^3 + 213/43*z + 1
*
[ -1 ] 
f(z) = -127/44*z^3 + 215/44*z + 1
*
[ -1 ] 
f(z) = -127/45*z^3 + 217/45*z + 1
*
[ -1 ] 
f(z) = -127/46*z^3 + 219/46*z + 1
*
[ -1 ] 
f(z) = -126/41*z^3 + 208/41*z + 1
*
[ -1 ] 
f(z) = -126/43*z^3 + 212/43*z + 1
*
[ -1/3 ] 
f(z) = -126/47*z^3 + 202/47*z + 1
*
[ -1 ] 
f(z) = -125/41*z^3 + 207/41*z + 1
*
[ -1 ] 
f(z) = -125/42*z^3 + 209/42*z + 1
*
[ -1 ] 
f(z) = -125/43*z^3 + 211/43*z + 1
*
[ -1 ] 
f(z) = -125/44*z^3 + 213/44*z + 1
*
[ -1 ] 
f(z) = -125/46*z^3 + 217/46*z + 1
*
[ -1 ] 
f(z) = -125/47*z^3 + 219/47*z + 1
*
[ -2/5 ] 
f(z) = -125/54*z^3 + 209/54*z + 1
*
7/5 | 0.15458382568282015069552432288555432586 | 0.029040679293981215204666231858588691909
f(z) = -125/56*z^3 + 205/56*z + 1
*
[ -1 ] 
f(z) = -124/41*z^3 + 206/41*z + 1
*
[ -1 ] 
f(z) = -124/43*z^3 + 210/43*z + 1
*
[ -1 ] 
f(z) = -124/45*z^3 + 214/45*z + 1
*
[ -1 ] 
f(z) = -124/47*z^3 + 218/47*z + 1
*
[ -1/2 ] 
f(z) = -124/57*z^3 + 202/57*z + 1
*
[ -1/2 ] 
f(z) = -124/59*z^3 + 208/59*z + 1
*
[ -1 ] 
f(z) = -123/40*z^3 + 203/40*z + 1
*
[ -1 ] 
f(z) = -123/43*z^3 + 209/43*z + 1
*
[ -1 ] 
f(z) = -123/44*z^3 + 211/44*z + 1
*
[ -1 ] 
f(z) = -123/46*z^3 + 215/46*z + 1
*
[ -1 ] 
f(z) = -123/47*z^3 + 217/47*z + 1
*
[ -1 ] 
f(z) = -122/41*z^3 + 204/41*z + 1
*
[ -1 ] 
f(z) = -122/43*z^3 + 208/43*z + 1
*
[ -1 ] 
f(z) = -122/45*z^3 + 212/45*z + 1
*
[ -1 ] 
f(z) = -122/47*z^3 + 216/47*z + 1
*
[ -10/33 ] 
f(z) = -121/40*z^3 + 206/45*z + 1
*
[ -1 ] 
f(z) = -121/41*z^3 + 203/41*z + 1
*
-6/11 | 0.073177482976665743062638277911605484942 | 0.013673285268706570563253199747256231730
f(z) = -121/42*z^3 + 211/42*z + 1
*
[ -1 ] 
f(z) = -121/43*z^3 + 207/43*z + 1
*
[ -1 ] 
f(z) = -121/45*z^3 + 211/45*z + 1
*
[ -1 ] 
f(z) = -121/46*z^3 + 213/46*z + 1
*
[ -1 ] 
f(z) = -121/47*z^3 + 215/47*z + 1
*
[ -1 ] 
f(z) = -121/48*z^3 + 217/48*z + 1
*
[ -1 ] 
f(z) = -121/49*z^3 + 219/49*z + 1
*
-7/11 | 0.15740201748712793077620237134985157677 | 0.029652238067079402553744046814355545977
f(z) = -121/51*z^3 + 202/51*z + 1
*
[ -4/11 ] 
f(z) = -121/52*z^3 + 211/52*z + 1
*
6/5 | 0.17893492591025611287858883398983162739 | 0.029508783664351330366052071901848325578
f(z) = -125/44*z^3 + 215/66*z + 1
*
[ -12/25 ] 
f(z) = -125/54*z^3 + 217/60*z + 1
*
-12/11 | 0.15400322178535696784905534616490542746 | 0.025476110240593831036433242272483864169
f(z) = -121/40*z^3 + 211/60*z + 1
*
[ -2/3 ] 
f(z) = -121/56*z^3 + 218/63*z + 1
*
[ 7/8 ] 
f(z) = -132/49*z^3 + 215/112*z + 1
*
[ 7/8 ] 
f(z) = -124/49*z^3 + 201/112*z + 1
*
0 | 0.14131217159524918843328271796029639553 | 0.023716364454611203435046064145502914193
f(z) = -129/44*z^3 + 211/132*z + 1
*
-3/32 | 0.19232145473200356917906524450453408020 | 0.027746120899841281422391370312089683160
f(z) = -128/45*z^3 + 203/120*z + 1
*
0 | 0.10911019950713373616979248621549209478 | 0.018459474429245078525831900790130005949
f(z) = -123/40*z^3 + 209/120*z + 1
*
[ 9/11 ] 
f(z) = -121/42*z^3 + 215/126*z + 1
*
[ 9/11 ] 
f(z) = -121/48*z^3 + 211/144*z + 1
*
[ 9/11 ] 
f(z) = -121/51*z^3 + 209/153*z + 1
*
[ 9/11 ] 
f(z) = -121/57*z^3 + 205/171*z + 1
*
0 | 0.18443713408422858310294432107310621478 | 0.029146488087312346358240157948510343024
f(z) = -140/51*z^3 + 203/204*z + 1
*
-6/25 | 0.12214507418530530594584336362450961769 | 0.018973250418926400543378573327012103357
f(z) = -125/42*z^3 + 211/210*z + 1
*
[ 3/4 ] 
f(z) = -124/51*z^3 + 211/204*z + 1
*
[ 3/4 ] 
f(z) = -124/57*z^3 + 203/228*z + 1
*
0 | 0.16359245372791554739797486432138758397 | 0.026357923540982065835528748097171095192
f(z) = -124/57*z^3 + 211/228*z + 1
*
0 | 0.18952255179986773165319987268123713041 | 0.029439245580035364159510906382883420934
f(z) = -125/51*z^3 + 217/255*z + 1
*
13/15 | 0.065838674046566181353839174688525183876 | 0.010106151594192293181272089813281754240
f(z) = -135/52*z^3 + 207/260*z + 1
*
0 | 0.17620241420385266779250800427433457635 | 0.027370178874649102988044956611965984942
f(z) = -125/52*z^3 + 209/260*z + 1
*
[ 2/3 ] 
f(z) = -132/47*z^3 + 211/282*z + 1
*
[ 2/3 ] 
f(z) = -132/49*z^3 + 205/294*z + 1
*
[ 2/3 ] 
f(z) = -129/47*z^3 + 203/282*z + 1
*
[ 7/2 ] 
f(z) = -132/49*z^3 + 236/7*z + 1
*
[ 7/2 ] 
f(z) = -128/49*z^3 + 229/7*z + 1
*
[ -7/2 ] 
f(z) = -128/49*z^3 + 233/7*z + 1
*
[ 7/2 ] 
f(z) = -124/49*z^3 + 222/7*z + 1
*
[ -7/2 ] 
f(z) = -124/49*z^3 + 226/7*z + 1
*
-2/15 | 0.086633277407260474499475602033067039564 | 0.011530865378568220763550367045748625212
f(z) = -135/56*z^3 + 229/35*z + 1
*
[ 5/3 ] 
f(z) = -129/50*z^3 + 227/30*z + 1
*
-2 | 0.10348010210437963127738030802376784783 | 0.016772549613124710431224249081933478048
f(z) = -125/44*z^3 + 239/22*z + 1
*
-2 | 0.10352878574545089321155615382204815412 | 0.016803327714829756347918367840422465872
f(z) = -125/52*z^3 + 237/26*z + 1
*
-3/25 | 0.19852087421982770816286001160114498380 | 0.026137031191618378219367728043465253783
f(z) = -125/54*z^3 + 221/30*z + 1
*
-2/5 | 0.15254355193140602967235435007289585672 | 0.020256816567830513433523073618325349941
f(z) = -125/56*z^3 + 233/35*z + 1
*
[ 7/4 ] 
f(z) = -124/49*z^3 + 229/28*z + 1
*
-2 | 0.10318627288555959640428276432117439812 | 0.016770803804686009624327971034503861047
f(z) = -123/44*z^3 + 235/22*z + 1
*
-2 | 0.10323451019602871841284844574940416729 | 0.016801984240620946448102237713004253701
f(z) = -123/52*z^3 + 233/26*z + 1
*
[ -3/2 ] 
f(z) = -122/45*z^3 + 233/30*z + 1
*
[ -20/11 ] 
f(z) = -121/40*z^3 + 231/20*z + 1
*
[ -14/11 ] 
f(z) = -121/40*z^3 + 234/35*z + 1
*
-18/11 | 0.15813680326371442075647448718884778913 | 0.023187158916922982198059293427668325995
f(z) = -121/48*z^3 + 229/36*z + 1
*
[ -21/11 ] 
f(z) = -121/49*z^3 + 221/21*z + 1
*
-2 | 0.10293533783145007272059755407824249983 | 0.016800642340845463052555509943215337932
f(z) = -121/52*z^3 + 229/26*z + 1
*
[ -1 ] 
f(z) = -140/41*z^3 + 222/41*z + 1
*
[ -1 ] 
f(z) = -140/43*z^3 + 226/43*z + 1
*
[ -1 ] 
f(z) = -140/47*z^3 + 234/47*z + 1
*
[ -1 ] 
f(z) = -139/41*z^3 + 221/41*z + 1
*
[ -1 ] 
f(z) = -139/42*z^3 + 223/42*z + 1
*
[ -1 ] 
f(z) = -139/43*z^3 + 225/43*z + 1
*
[ -1 ] 
f(z) = -139/44*z^3 + 227/44*z + 1
*
[ -1 ] 
f(z) = -139/45*z^3 + 229/45*z + 1
*
[ -1 ] 
f(z) = -139/46*z^3 + 231/46*z + 1
*
[ -1 ] 
f(z) = -139/47*z^3 + 233/47*z + 1
*
[ -1 ] 
f(z) = -139/48*z^3 + 235/48*z + 1
*
[ -1 ] 
f(z) = -139/49*z^3 + 237/49*z + 1
*
[ -1 ] 
f(z) = -139/50*z^3 + 239/50*z + 1
*
[ -1 ] 
f(z) = -138/41*z^3 + 220/41*z + 1
*
[ -1 ] 
f(z) = -138/43*z^3 + 224/43*z + 1
*
[ -1 ] 
f(z) = -138/47*z^3 + 232/47*z + 1
*
[ -1 ] 
f(z) = -138/49*z^3 + 236/49*z + 1
*
[ -7/6 ] 
f(z) = -138/49*z^3 + 239/42*z + 1
*
[ -1 ] 
f(z) = -137/42*z^3 + 221/42*z + 1
*
[ -1 ] 
f(z) = -137/43*z^3 + 223/43*z + 1
*
[ -1 ] 
f(z) = -137/44*z^3 + 225/44*z + 1
*
[ -1 ] 
f(z) = -137/45*z^3 + 227/45*z + 1
*
[ -1 ] 
f(z) = -137/46*z^3 + 229/46*z + 1
*
[ -1 ] 
f(z) = -137/47*z^3 + 231/47*z + 1
*
[ -1 ] 
f(z) = -137/48*z^3 + 233/48*z + 1
*
[ -1 ] 
f(z) = -137/49*z^3 + 235/49*z + 1
*
[ -1 ] 
f(z) = -137/50*z^3 + 237/50*z + 1
*
[ -1 ] 
f(z) = -137/51*z^3 + 239/51*z + 1
*
[ -1 ] 
f(z) = -136/43*z^3 + 222/43*z + 1
*
[ -1 ] 
f(z) = -136/45*z^3 + 226/45*z + 1
*
[ -1 ] 
f(z) = -136/47*z^3 + 230/47*z + 1
*
[ -1 ] 
f(z) = -136/49*z^3 + 234/49*z + 1
*
[ -7/8 ] 
f(z) = -136/49*z^3 + 239/56*z + 1
*
[ -1 ] 
f(z) = -135/43*z^3 + 221/43*z + 1
*
[ -1 ] 
f(z) = -135/44*z^3 + 223/44*z + 1
*
[ -1 ] 
f(z) = -135/46*z^3 + 227/46*z + 1
*
[ -1 ] 
f(z) = -135/47*z^3 + 229/47*z + 1
*
[ -1 ] 
f(z) = -135/49*z^3 + 233/49*z + 1
*
[ -1/3 ] 
f(z) = -135/52*z^3 + 223/52*z + 1
*
[ -1 ] 
f(z) = -135/52*z^3 + 239/52*z + 1
*
[ -1/3 ] 
f(z) = -135/53*z^3 + 227/53*z + 1
*
[ -1/3 ] 
f(z) = -135/56*z^3 + 239/56*z + 1
*
[ -1 ] 
f(z) = -134/43*z^3 + 220/43*z + 1
*
[ -1 ] 
f(z) = -134/45*z^3 + 224/45*z + 1
*
[ -1 ] 
f(z) = -134/47*z^3 + 228/47*z + 1
*
[ -1 ] 
f(z) = -134/49*z^3 + 232/49*z + 1
*
[ -1 ] 
f(z) = -134/51*z^3 + 236/51*z + 1
*
[ -1 ] 
f(z) = -133/44*z^3 + 221/44*z + 1
*
[ -1 ] 
f(z) = -133/45*z^3 + 223/45*z + 1
*
[ -1 ] 
f(z) = -133/46*z^3 + 225/46*z + 1
*
[ -1 ] 
f(z) = -133/47*z^3 + 227/47*z + 1
*
[ -1 ] 
f(z) = -133/48*z^3 + 229/48*z + 1
*
[ -1 ] 
f(z) = -133/50*z^3 + 233/50*z + 1
*
[ -1 ] 
f(z) = -133/51*z^3 + 235/51*z + 1
*
[ -1 ] 
f(z) = -133/52*z^3 + 237/52*z + 1
*
[ -1 ] 
f(z) = -133/53*z^3 + 239/53*z + 1
*
3/2 | 0.12588882514834382781307880748115009165 | 0.014392433931998947004479092505113242137
f(z) = -133/54*z^3 + 233/56*z + 1
*
[ -1 ] 
f(z) = -132/47*z^3 + 226/47*z + 1
*
[ -1 ] 
f(z) = -132/49*z^3 + 230/49*z + 1
*
[ -1 ] 
f(z) = -132/53*z^3 + 238/53*z + 1
*
[ -1 ] 
f(z) = -131/45*z^3 + 221/45*z + 1
*
[ -1 ] 
f(z) = -131/46*z^3 + 223/46*z + 1
*
[ -1 ] 
f(z) = -131/47*z^3 + 225/47*z + 1
*
[ -1 ] 
f(z) = -131/48*z^3 + 227/48*z + 1
*
[ -1 ] 
f(z) = -131/49*z^3 + 229/49*z + 1
*
[ -1 ] 
f(z) = -131/50*z^3 + 231/50*z + 1
*
[ -1 ] 
f(z) = -131/51*z^3 + 233/51*z + 1
*
[ -1 ] 
f(z) = -131/52*z^3 + 235/52*z + 1
*
[ -1 ] 
f(z) = -131/53*z^3 + 237/53*z + 1
*
[ -1 ] 
f(z) = -131/54*z^3 + 239/54*z + 1
*
[ -1 ] 
f(z) = -130/47*z^3 + 224/47*z + 1
*
[ -1 ] 
f(z) = -130/49*z^3 + 228/49*z + 1
*
[ -1 ] 
f(z) = -130/51*z^3 + 232/51*z + 1
*
[ -1 ] 
f(z) = -130/53*z^3 + 236/53*z + 1
*
[ -1 ] 
f(z) = -129/46*z^3 + 221/46*z + 1
*
[ -1 ] 
f(z) = -129/47*z^3 + 223/47*z + 1
*
[ -1 ] 
f(z) = -129/49*z^3 + 227/49*z + 1
*
[ -1 ] 
f(z) = -129/50*z^3 + 229/50*z + 1
*
[ -1 ] 
f(z) = -129/52*z^3 + 233/52*z + 1
*
[ -1 ] 
f(z) = -129/53*z^3 + 235/53*z + 1
*
[ -1 ] 
f(z) = -129/55*z^3 + 239/55*z + 1
*
[ -1/4 ] 
f(z) = -128/43*z^3 + 223/43*z + 1
*
[ -1/4 ] 
f(z) = -128/45*z^3 + 233/45*z + 1
*
[ -1 ] 
f(z) = -128/47*z^3 + 222/47*z + 1
*
[ -1 ] 
f(z) = -128/49*z^3 + 226/49*z + 1
*
[ -1 ] 
f(z) = -128/51*z^3 + 230/51*z + 1
*
[ -1 ] 
f(z) = -128/53*z^3 + 234/53*z + 1
*
[ -1 ] 
f(z) = -128/55*z^3 + 238/55*z + 1
*
[ -3/8 ] 
f(z) = -128/57*z^3 + 227/57*z + 1
*
[ -1 ] 
f(z) = -127/47*z^3 + 221/47*z + 1
*
[ -1 ] 
f(z) = -127/48*z^3 + 223/48*z + 1
*
[ -1 ] 
f(z) = -127/49*z^3 + 225/49*z + 1
*
[ -1 ] 
f(z) = -127/50*z^3 + 227/50*z + 1
*
[ -1 ] 
f(z) = -127/51*z^3 + 229/51*z + 1
*
[ -1 ] 
f(z) = -127/52*z^3 + 231/52*z + 1
*
[ -1 ] 
f(z) = -127/53*z^3 + 233/53*z + 1
*
[ -1 ] 
f(z) = -127/54*z^3 + 235/54*z + 1
*
[ -1 ] 
f(z) = -127/55*z^3 + 237/55*z + 1
*
[ -1 ] 
f(z) = -127/56*z^3 + 239/56*z + 1
*
[ -1 ] 
f(z) = -126/47*z^3 + 220/47*z + 1
*
[ -1/3 ] 
f(z) = -126/53*z^3 + 226/53*z + 1
*
[ -1 ] 
f(z) = -126/53*z^3 + 232/53*z + 1
*
[ -1/3 ] 
f(z) = -126/55*z^3 + 234/55*z + 1
*
[ -1 ] 
f(z) = -126/55*z^3 + 236/55*z + 1
*
[ -1 ] 
f(z) = -125/48*z^3 + 221/48*z + 1
*
[ -1 ] 
f(z) = -125/49*z^3 + 223/49*z + 1
*
[ -1 ] 
f(z) = -125/51*z^3 + 227/51*z + 1
*
[ -1 ] 
f(z) = -125/52*z^3 + 229/52*z + 1
*
[ -1 ] 
f(z) = -125/53*z^3 + 231/53*z + 1
*
-3/2 | 0.20157904334660258926142608634995752726 | 0.023114776916326921807373701908361692981
f(z) = -125/54*z^3 + 227/40*z + 1
*
[ -1 ] 
f(z) = -125/54*z^3 + 233/54*z + 1
*
[ -1 ] 
f(z) = -125/56*z^3 + 237/56*z + 1
*
[ -1 ] 
f(z) = -125/57*z^3 + 239/57*z + 1
*
[ -2/5 ] 
f(z) = -125/58*z^3 + 223/58*z + 1
*
[ -1 ] 
f(z) = -124/49*z^3 + 222/49*z + 1
*
[ -1 ] 
f(z) = -124/51*z^3 + 226/51*z + 1
*
[ -1 ] 
f(z) = -124/53*z^3 + 230/53*z + 1
*
[ -1 ] 
f(z) = -124/55*z^3 + 234/55*z + 1
*
[ -1 ] 
f(z) = -124/57*z^3 + 238/57*z + 1
*
[ -1 ] 
f(z) = -123/49*z^3 + 221/49*z + 1
*
[ -1 ] 
f(z) = -123/50*z^3 + 223/50*z + 1
*
[ -1 ] 
f(z) = -123/52*z^3 + 227/52*z + 1
*
[ -1 ] 
f(z) = -123/53*z^3 + 229/53*z + 1
*
[ -1 ] 
f(z) = -123/55*z^3 + 233/55*z + 1
*
[ -1 ] 
f(z) = -123/56*z^3 + 235/56*z + 1
*
[ -1 ] 
f(z) = -123/58*z^3 + 239/58*z + 1
*
[ -1 ] 
f(z) = -122/49*z^3 + 220/49*z + 1
*
[ -1 ] 
f(z) = -122/51*z^3 + 224/51*z + 1
*
[ -1 ] 
f(z) = -122/53*z^3 + 228/53*z + 1
*
[ -1 ] 
f(z) = -122/55*z^3 + 232/55*z + 1
*
[ -1 ] 
f(z) = -122/57*z^3 + 236/57*z + 1
*
-5/11 | 0.16041893789317394786744848574011382016 | 0.029429060033182985871401219026425979924
f(z) = -121/40*z^3 + 233/40*z + 1
*
[ -3/11 ] 
f(z) = -121/48*z^3 + 233/48*z + 1
*
[ -5/22 ] 
f(z) = -121/50*z^3 + 221/40*z + 1
*
[ -1 ] 
f(z) = -121/50*z^3 + 221/50*z + 1
*
[ -1 ] 
f(z) = -121/52*z^3 + 225/52*z + 1
*
-13/11 | 0.14849049659390820555633086978642518509 | 0.027240772168241772141005915827324341028
f(z) = -121/52*z^3 + 233/52*z + 1
*
[ -1 ] 
f(z) = -121/53*z^3 + 227/53*z + 1
*
-39/55 | 0.23385778780394231958567826278096135032 | 0.026870912984877252889701775212463935477
f(z) = -121/54*z^3 + 223/50*z + 1
*
[ -1 ] 
f(z) = -121/54*z^3 + 229/54*z + 1
*
[ -21/22 ] 
f(z) = -121/54*z^3 + 229/56*z + 1
*
[ -1 ] 
f(z) = -121/56*z^3 + 233/56*z + 1
*
[ -1 ] 
f(z) = -121/57*z^3 + 235/57*z + 1
*
[ -1 ] 
f(z) = -121/58*z^3 + 237/58*z + 1
*
[ -1 ] 
f(z) = -121/59*z^3 + 239/59*z + 1
*
[ -2/3 ] 
f(z) = -139/56*z^3 + 227/63*z + 1
*
[ -2/3 ] 
f(z) = -137/56*z^3 + 226/63*z + 1
*
[ -2/3 ] 
f(z) = -131/56*z^3 + 223/63*z + 1
*
[ -7/12 ] 
f(z) = -128/49*z^3 + 227/63*z + 1
*
[ 7/6 ] 
f(z) = -128/49*z^3 + 233/63*z + 1
*
[ -2/3 ] 
f(z) = -127/56*z^3 + 221/63*z + 1
*
[ -12/25 ] 
f(z) = -125/48*z^3 + 221/60*z + 1
*
[ -7/15 ] 
f(z) = -125/49*z^3 + 233/63*z + 1
*
[ -2/3 ] 
f(z) = -125/56*z^3 + 220/63*z + 1
*
[ -3/4 ] 
f(z) = -124/45*z^3 + 233/60*z + 1
*
[ 7/6 ] 
f(z) = -124/49*z^3 + 226/63*z + 1
*
[ 12/11 ] 
f(z) = -121/40*z^3 + 221/60*z + 1
*
[ -15/22 ] 
f(z) = -121/45*z^3 + 223/60*z + 1
*
-10/11 | 0.17882913925154838088021593044428966999 | 0.026254987974498634657723341575453603633
f(z) = -121/48*z^3 + 227/60*z + 1
*
[ -14/33 ] 
f(z) = -121/56*z^3 + 236/63*z + 1
*
-4/7 | 0.17300815742297416295445000731624389641 | 0.025307430629208756280942620134082294559
f(z) = -133/48*z^3 + 223/84*z + 1
*
-2/7 | 0.10903300672766916356048065230640702210 | 0.015949220517437399084684514293491843881
f(z) = -133/48*z^3 + 229/84*z + 1
*
-7/12 | 0.21716730175391302611671344142545975996 | 0.029475555339986407396566725116898421722
f(z) = -132/49*z^3 + 221/84*z + 1
*
-18/25 | 0.19304873527572165856621393373168514525 | 0.029474660996943610846425135651524908989
f(z) = -125/54*z^3 + 233/90*z + 1
*
[ 12/11 ] 
f(z) = -121/56*z^3 + 223/84*z + 1
*
[ 6/7 ] 
f(z) = -133/40*z^3 + 239/105*z + 1
*
-28/33 | 0.15789435623095128370490004626509270275 | 0.022578866691300441549920536665081062067
f(z) = -121/48*z^3 + 223/108*z + 1
*
0 | 0.16320907485447439456228431700333134265 | 0.027183901534165590104702951188066333889
f(z) = -135/44*z^3 + 229/132*z + 1
*
-5/6 | 0.20333416677659470562795626886996868667 | 0.027684403620818348295755268545192358772
f(z) = -129/50*z^3 + 239/120*z + 1
*
-5/6 | 0.21201201681634773904416559501832367499 | 0.029054319956598500555040540238339903900
f(z) = -123/50*z^3 + 229/120*z + 1
*
-3/4 | 0.20092550968967412648821508926099716715 | 0.029189598573001689971861912429184119638
f(z) = -122/45*z^3 + 223/120*z + 1
*
[ 10/11 ] 
f(z) = -121/52*z^3 + 237/130*z + 1
*
[ 7/9 ] 
f(z) = -123/49*z^3 + 233/189*z + 1
*
[ 3/4 ] 
f(z) = -140/57*z^3 + 239/228*z + 1
*
0 | 0.16459093438806640157063328730035478115 | 0.026383836090771572287863351253889478855
f(z) = -128/55*z^3 + 237/220*z + 1
*
0 | 0.18497440840220910384049852741434916422 | 0.029651295743692986613460695871347860884
f(z) = -128/57*z^3 + 227/228*z + 1
*
[ 2/3 ] 
f(z) = -138/43*z^3 + 239/258*z + 1
*
[ 2/3 ] 
f(z) = -132/41*z^3 + 229/246*z + 1
*
[ 2/3 ] 
f(z) = -132/43*z^3 + 223/258*z + 1
*
[ 2/3 ] 
f(z) = -129/41*z^3 + 221/246*z + 1
*
[ 2/3 ] 
f(z) = -138/47*z^3 + 227/282*z + 1
*
[ 2/3 ] 
f(z) = -138/49*z^3 + 221/294*z + 1
*
0 | 0.15670199864074965406431583595994586588 | 0.024341106517702641304840380731136126161
f(z) = -125/56*z^3 + 233/280*z + 1
*
0 | 0.17464872044513783857148459331209068918 | 0.027128837822174914058928773463845588798
f(z) = -125/57*z^3 + 226/285*z + 1
*
[ 7/2 ] 
f(z) = -136/49*z^3 + 243/7*z + 1
*
[ -7/2 ] 
f(z) = -136/49*z^3 + 247/7*z + 1
*
[ -7/2 ] 
f(z) = -132/49*z^3 + 240/7*z + 1
*
-2/11 | 0.19651931942363050779882364940361143368 | 0.028498892428419564704834249528262705774
f(z) = -121/48*z^3 + 247/12*z + 1
*
-2 | 0.10488187933108245022895148536154836215 | 0.016781167167178359462796762939669615158
f(z) = -135/44*z^3 + 259/22*z + 1
*
[ -7/5 ] 
f(z) = -135/49*z^3 + 249/35*z + 1
*
-2 | 0.10493210885533989545136081880259887290 | 0.016810053789014633315407510027118961979
f(z) = -135/52*z^3 + 257/26*z + 1
*
[ -3/2 ] 
f(z) = -134/45*z^3 + 251/30*z + 1
*
[ 10/7 ] 
f(z) = -133/40*z^3 + 248/35*z + 1
*
-2 | 0.10461004177557127475887587634034766898 | 0.016779459419321044182661516646710764255
f(z) = -133/44*z^3 + 255/22*z + 1
*
-2 | 0.10466004153460830718079518846581259284 | 0.016808708772381660339146528021447333946
f(z) = -133/52*z^3 + 253/26*z + 1
*
[ -12/7 ] 
f(z) = -133/54*z^3 + 247/28*z + 1
*
[ 7/4 ] 
f(z) = -132/49*z^3 + 243/28*z + 1
*
-2 | 0.10433407800736875634013996305234766069 | 0.016777743543436082016106701504249268533
f(z) = -131/44*z^3 + 251/22*z + 1
*
-2 | 0.10438381157705466599650209376214047767 | 0.016807363263206991929210673368751516388
f(z) = -131/52*z^3 + 249/26*z + 1
*
[ -7/5 ] 
f(z) = -130/49*z^3 + 242/35*z + 1
*
-2 | 0.10405385849115963268615330805339885950 | 0.016776019774947633083915054593446220772
f(z) = -129/44*z^3 + 247/22*z + 1
*
-2 | 0.10410328631822728747805484318598874538 | 0.016806017647427842207567038278574028716
f(z) = -129/52*z^3 + 245/26*z + 1
*
-2 | 0.10376924738259176890189036211673029319 | 0.016774288371342342747209724409726079863
f(z) = -127/44*z^3 + 243/22*z + 1
*
-2 | 0.10381832648643134056576802569857537149 | 0.016804672326238045186465514046976830746
f(z) = -127/52*z^3 + 241/26*z + 1
*
[ -3/20 ] 
f(z) = -125/54*z^3 + 247/32*z + 1
*
-3/10 | 0.12815507817557974585743447735586785836 | 0.016577606523932130743608977520762015987
f(z) = -125/54*z^3 + 253/24*z + 1
*
[ 2 ] 
f(z) = -123/44*z^3 + 257/22*z + 1
*
[ -5/3 ] 
f(z) = -123/50*z^3 + 253/30*z + 1
*
[ 2 ] 
f(z) = -123/52*z^3 + 259/26*z + 1
*
[ 18/11 ] 
f(z) = -121/48*z^3 + 257/36*z + 1
*
[ 2 ] 
f(z) = -121/52*z^3 + 255/26*z + 1
*
[ -1 ] 
f(z) = -140/51*z^3 + 242/51*z + 1
*
[ -1 ] 
f(z) = -140/53*z^3 + 246/53*z + 1
*
[ -1 ] 
f(z) = -140/57*z^3 + 254/57*z + 1
*
[ -1 ] 
f(z) = -140/59*z^3 + 258/59*z + 1
*
[ -1 ] 
f(z) = -139/51*z^3 + 241/51*z + 1
*
[ -1 ] 
f(z) = -139/52*z^3 + 243/52*z + 1
*
[ -1 ] 
f(z) = -139/53*z^3 + 245/53*z + 1
*
[ -1 ] 
f(z) = -139/54*z^3 + 247/54*z + 1
*
[ -1 ] 
f(z) = -139/55*z^3 + 249/55*z + 1
*
[ -1 ] 
f(z) = -139/56*z^3 + 251/56*z + 1
*
[ -1 ] 
f(z) = -139/57*z^3 + 253/57*z + 1
*
[ -1 ] 
f(z) = -139/58*z^3 + 255/58*z + 1
*
[ -1 ] 
f(z) = -139/59*z^3 + 257/59*z + 1
*
[ -1 ] 
f(z) = -138/53*z^3 + 244/53*z + 1
*
[ -1 ] 
f(z) = -138/55*z^3 + 248/55*z + 1
*
[ -1 ] 
f(z) = -138/59*z^3 + 256/59*z + 1
*
[ -1 ] 
f(z) = -137/52*z^3 + 241/52*z + 1
*
[ -1 ] 
f(z) = -137/53*z^3 + 243/53*z + 1
*
[ -1 ] 
f(z) = -137/54*z^3 + 245/54*z + 1
*
[ -1 ] 
f(z) = -137/55*z^3 + 247/55*z + 1
*
[ -1 ] 
f(z) = -137/56*z^3 + 249/56*z + 1
*
[ -1 ] 
f(z) = -137/57*z^3 + 251/57*z + 1
*
[ -1 ] 
f(z) = -137/58*z^3 + 253/58*z + 1
*
[ -1 ] 
f(z) = -137/59*z^3 + 255/59*z + 1
*
[ -1 ] 
f(z) = -136/53*z^3 + 242/53*z + 1
*
[ -1 ] 
f(z) = -136/55*z^3 + 246/55*z + 1
*
[ -1 ] 
f(z) = -136/57*z^3 + 250/57*z + 1
*
[ -1 ] 
f(z) = -136/59*z^3 + 254/59*z + 1
*
[ 4/3 ] 
f(z) = -135/44*z^3 + 251/44*z + 1
*
[ 4/3 ] 
f(z) = -135/52*z^3 + 253/52*z + 1
*
[ -1 ] 
f(z) = -135/53*z^3 + 241/53*z + 1
*
[ -1 ] 
f(z) = -135/56*z^3 + 247/56*z + 1
*
[ -1/3 ] 
f(z) = -135/58*z^3 + 247/58*z + 1
*
[ -1 ] 
f(z) = -135/58*z^3 + 251/58*z + 1
*
[ -1/3 ] 
f(z) = -135/59*z^3 + 251/59*z + 1
*
[ -1 ] 
f(z) = -135/59*z^3 + 253/59*z + 1
*
[ -1 ] 
f(z) = -134/53*z^3 + 240/53*z + 1
*
[ -1 ] 
f(z) = -134/55*z^3 + 244/55*z + 1
*
[ -1 ] 
f(z) = -134/57*z^3 + 248/57*z + 1
*
[ -1 ] 
f(z) = -134/59*z^3 + 252/59*z + 1
*
[ -1 ] 
f(z) = -133/54*z^3 + 241/54*z + 1
*
[ -1 ] 
f(z) = -133/55*z^3 + 243/55*z + 1
*
[ -1 ] 
f(z) = -133/58*z^3 + 249/58*z + 1
*
[ -1 ] 
f(z) = -133/59*z^3 + 251/59*z + 1
*
[ -1 ] 
f(z) = -132/59*z^3 + 250/59*z + 1
*
[ -1 ] 
f(z) = -131/55*z^3 + 241/55*z + 1
*
[ -1 ] 
f(z) = -131/56*z^3 + 243/56*z + 1
*
[ -1 ] 
f(z) = -131/57*z^3 + 245/57*z + 1
*
[ -1 ] 
f(z) = -131/58*z^3 + 247/58*z + 1
*
[ -1 ] 
f(z) = -131/59*z^3 + 249/59*z + 1
*
[ -1 ] 
f(z) = -130/57*z^3 + 244/57*z + 1
*
[ -1 ] 
f(z) = -130/59*z^3 + 248/59*z + 1
*
[ -1 ] 
f(z) = -129/56*z^3 + 241/56*z + 1
*
[ -1 ] 
f(z) = -129/58*z^3 + 245/58*z + 1
*
[ -1 ] 
f(z) = -129/59*z^3 + 247/59*z + 1
*
[ -9/8 ] 
f(z) = -128/45*z^3 + 247/45*z + 1
*
[ -1/4 ] 
f(z) = -128/47*z^3 + 243/47*z + 1
*
[ -1/4 ] 
f(z) = -128/49*z^3 + 253/49*z + 1
*
[ 11/8 ] 
f(z) = -128/55*z^3 + 257/55*z + 1
*
[ -1 ] 
f(z) = -128/57*z^3 + 242/57*z + 1
*
[ -1 ] 
f(z) = -128/59*z^3 + 246/59*z + 1
*
[ -1 ] 
f(z) = -127/57*z^3 + 241/57*z + 1
*
[ -1 ] 
f(z) = -127/58*z^3 + 243/58*z + 1
*
[ -1 ] 
f(z) = -127/59*z^3 + 245/59*z + 1
*
[ -1 ] 
f(z) = -126/59*z^3 + 244/59*z + 1
*
[ -1/3 ] 
f(z) = -126/59*z^3 + 250/59*z + 1
*
[ -1/5 ] 
f(z) = -125/41*z^3 + 251/41*z + 1
*
-1/5 | 0.13885350653429614425583684312137110782 | 0.025240317981828935447462403372706971600
f(z) = -125/48*z^3 + 245/48*z + 1
*
-21/50 | 0.26350793134312434175163675570241285472 | 0.029981906954475408267196691377891475113
f(z) = -125/54*z^3 + 243/40*z + 1
*
[ -1 ] 
f(z) = -125/58*z^3 + 241/58*z + 1
*
[ -1 ] 
f(z) = -125/59*z^3 + 243/59*z + 1
*
[ -1 ] 
f(z) = -124/59*z^3 + 242/59*z + 1
*
[ -1 ] 
f(z) = -123/59*z^3 + 241/59*z + 1
*
[ -1 ] 
f(z) = -122/59*z^3 + 240/59*z + 1
*
-5/11 | 0.10459194645347630995435447092649262574 | 0.019069429136898148000704232856763580100
f(z) = -121/40*z^3 + 241/40*z + 1
*
-13/11 | 0.13951370396135329755338355402608605648 | 0.025285889445607466800787828585601582468
f(z) = -121/40*z^3 + 249/40*z + 1
*
[ -6/5 ] 
f(z) = -121/54*z^3 + 253/50*z + 1
*
[ 7/6 ] 
f(z) = -136/49*z^3 + 247/63*z + 1
*
[ -2/3 ] 
f(z) = -129/44*z^3 + 251/66*z + 1
*
-12/25 | 0.15044927128912368558729016994761274883 | 0.021767183427502542008700828298156151424
f(z) = -125/48*z^3 + 251/60*z + 1
*
[ -14/25 ] 
f(z) = -125/49*z^3 + 251/70*z + 1
*
[ -14/15 ] 
f(z) = -125/56*z^3 + 253/63*z + 1
*
[ -2/3 ] 
f(z) = -123/44*z^3 + 247/66*z + 1
*
[ -10/11 ] 
f(z) = -121/48*z^3 + 251/60*z + 1
*
-14/33 | 0.15592310733997887455582040703354590733 | 0.020471011784528880104718790433513597575
f(z) = -121/56*z^3 + 254/63*z + 1
*
-9/16 | 0.10086629923287239737406050615495256400 | 0.018189913712010907712288265028846901466
f(z) = -128/45*z^3 + 241/90*z + 1
*
-22/25 | 0.17210995753206795824512053077969874985 | 0.026734482300061253173751615159267051351
f(z) = -125/44*z^3 + 257/110*z + 1
*
-6/11 | 0.14117198745786904034931601453482615353 | 0.025405138667308710673624349263550365916
f(z) = -121/51*z^3 + 259/102*z + 1
*
-3/4 | 0.18185342116006778733209057104215809629 | 0.026063650332546940122884726227853447973
f(z) = -134/45*z^3 + 241/120*z + 1
*
[ 24/25 ] 
f(z) = -125/54*z^3 + 251/120*z + 1
*
-4/5 | 0.19243706046059829130540680307651228000 | 0.029538840712072103955798285693082367423
f(z) = -135/56*z^3 + 251/140*z + 1
*
-4/7 | 0.17500662486420551208197592817988320405 | 0.025599764105774518364990430337205150637
f(z) = -133/40*z^3 + 257/140*z + 1
*
-3/5 | 0.16235590543648920549758047412753515298 | 0.027392936021992412858202531295962963263
f(z) = -125/56*z^3 + 247/168*z + 1
*
0 | 0.15711802476117910759113618718539976544 | 0.026581531090160413395370679881040933780
f(z) = -123/56*z^3 + 257/168*z + 1
*
[ 15/19 ] 
f(z) = -133/54*z^3 + 241/190*z + 1
*
[ 7/9 ] 
f(z) = -132/49*z^3 + 254/189*z + 1
*
[ 7/9 ] 
f(z) = -129/49*z^3 + 247/189*z + 1
*
[ 3/4 ] 
f(z) = -140/51*z^3 + 247/204*z + 1
*
0 | 0.17879725780429910487269711525612164471 | 0.028661101906534203200066730788469286672
f(z) = -128/51*z^3 + 257/204*z + 1
*
0 | 0.17167062148534151578757840897503277207 | 0.026666238591600640003494300340342375681
f(z) = -125/42*z^3 + 247/210*z + 1
*
11/15 | 0.16196298492447487844735152417245142541 | 0.024861109401093606639528428709066286151
f(z) = -135/44*z^3 + 243/220*z + 1
*
[ 2/3 ] 
f(z) = -138/41*z^3 + 245/246*z + 1
*
0 | 0.17221719186480345616804300352290557861 | 0.026751139409339441733878680656121450209
f(z) = -125/54*z^3 + 247/270*z + 1
*
-2 | 0.10541366471338579363348671453152640106 | 0.016784557441340904888553494989058148539
f(z) = -139/44*z^3 + 267/22*z + 1
*
-2 | 0.10546425569524852316373552614255853157 | 0.016812740881925391636276854503620363543
f(z) = -139/52*z^3 + 265/26*z + 1
*
-2 | 0.10514971429075769484976646490781564581 | 0.016782866572636988277591419399301230709
f(z) = -137/44*z^3 + 263/22*z + 1
*
-2 | 0.10520014001659679534024551918541766678 | 0.016811397943269881872749817207350670076
f(z) = -137/52*z^3 + 261/26*z + 1
*
[ 2 ] 
f(z) = -133/44*z^3 + 277/22*z + 1
*
[ 2 ] 
f(z) = -133/52*z^3 + 279/26*z + 1
*
[ -7/4 ] 
f(z) = -132/49*z^3 + 275/28*z + 1
*
[ 2 ] 
f(z) = -131/44*z^3 + 273/22*z + 1
*
[ 2 ] 
f(z) = -131/52*z^3 + 275/26*z + 1
*
[ 2 ] 
f(z) = -129/44*z^3 + 269/22*z + 1
*
[ -5/3 ] 
f(z) = -129/50*z^3 + 263/30*z + 1
*
[ 2 ] 
f(z) = -129/52*z^3 + 271/26*z + 1
*
[ 2 ] 
f(z) = -127/44*z^3 + 265/22*z + 1
*
[ 2 ] 
f(z) = -127/52*z^3 + 267/26*z + 1
*
[ 2 ] 
f(z) = -125/44*z^3 + 261/22*z + 1
*
[ 2 ] 
f(z) = -125/52*z^3 + 263/26*z + 1
*
[ -7/4 ] 
f(z) = -124/49*z^3 + 261/28*z + 1
*
[ -2 ] 
f(z) = -123/44*z^3 + 279/22*z + 1
*
-24/11 | 0.13403601732685908916055888364148839414 | 0.021242116207649464135176175382575047893
f(z) = -121/48*z^3 + 275/24*z + 1
*
[ 24/11 ] 
f(z) = -121/54*z^3 + 269/24*z + 1
*
[ -6/5 ] 
f(z) = -139/54*z^3 + 277/50*z + 1
*
[ -6/5 ] 
f(z) = -133/54*z^3 + 269/50*z + 1
*
[ -21/16 ] 
f(z) = -128/49*z^3 + 263/42*z + 1
*
[ -1/4 ] 
f(z) = -128/51*z^3 + 263/51*z + 1
*
[ -1/4 ] 
f(z) = -128/53*z^3 + 273/53*z + 1
*
[ -6/5 ] 
f(z) = -127/54*z^3 + 261/50*z + 1
*
[ -1/5 ] 
f(z) = -125/43*z^3 + 263/43*z + 1
*
[ -1/5 ] 
f(z) = -125/44*z^3 + 269/44*z + 1
*
[ 7/5 ] 
f(z) = -125/56*z^3 + 261/56*z + 1
*
[ -14/11 ] 
f(z) = -121/42*z^3 + 271/42*z + 1
*
-3/11 | 0.14108287944381724628290532685398401696 | 0.025284894402370229794685425501903830476
f(z) = -121/48*z^3 + 265/48*z + 1
*
[ 16/11 ] 
f(z) = -121/48*z^3 + 271/48*z + 1
*
-6/11 | 0.16478054714849776382808379826983734661 | 0.029356277645074196809192238184335691897
f(z) = -121/51*z^3 + 274/51*z + 1
*
[ -13/11 ] 
f(z) = -121/52*z^3 + 265/52*z + 1
*
[ -3/11 ] 
f(z) = -121/57*z^3 + 275/57*z + 1
*
[ -5/7 ] 
f(z) = -133/50*z^3 + 263/70*z + 1
*
[ -12/19 ] 
f(z) = -133/54*z^3 + 271/76*z + 1
*
[ -7/10 ] 
f(z) = -130/49*z^3 + 261/70*z + 1
*
[ -2/3 ] 
f(z) = -123/52*z^3 + 277/78*z + 1
*
-10/11 | 0.17885389145699047108169158153426990143 | 0.025703128247564744434783811789449506325
f(z) = -121/48*z^3 + 263/60*z + 1
*
-28/33 | 0.22525521506510199432654738886252584716 | 0.029931702262153294902028082678252778705
f(z) = -121/49*z^3 + 265/63*z + 1
*
[ -6/11 ] 
f(z) = -121/52*z^3 + 275/78*z + 1
*
[ -9/22 ] 
f(z) = -121/54*z^3 + 275/72*z + 1
*
4/3 | 0.18390636167868685251461091322910131355 | 0.029317705653525207023580451035517905371
f(z) = -123/56*z^3 + 265/84*z + 1
*
-4/11 | 0.10075090566566320383287332785171440742 | 0.018081141526930606900749331109638079919
f(z) = -121/42*z^3 + 263/84*z + 1
*
-1/2 | 0.16032403496815280345288390891751693058 | 0.028618463851678375333562222255345352125
f(z) = -134/51*z^3 + 271/102*z + 1
*
-6/7 | 0.21564112219170995189340336152892068822 | 0.027176384696281276811538331764821998908
f(z) = -133/40*z^3 + 274/105*z + 1
*
-1/2 | 0.16176070108474093470749258503843850114 | 0.028913144952305478597127307676663237429
f(z) = -130/51*z^3 + 269/102*z + 1
*
-2/3 | 0.13492989424652408710871991053879720427 | 0.023991727283579602874397313705674064650
f(z) = -126/55*z^3 + 277/110*z + 1
*
-1/2 | 0.15852220879154501375639778424388641251 | 0.028410373572796792608172038761514900702
f(z) = -122/51*z^3 + 265/102*z + 1
*
[ 14/15 ] 
f(z) = -125/49*z^3 + 271/126*z + 1
*
28/25 | 0.16981393501322642084278014068530879858 | 0.026377832549688302744367836335689053722
f(z) = -125/56*z^3 + 267/140*z + 1
*
[ 4/5 ] 
f(z) = -125/41*z^3 + 279/164*z + 1
*
[ 4/5 ] 
f(z) = -125/43*z^3 + 277/172*z + 1
*
[ 7/9 ] 
f(z) = -138/49*z^3 + 268/189*z + 1
*
[ 4/5 ] 
f(z) = -125/47*z^3 + 273/188*z + 1
*
[ 4/5 ] 
f(z) = -125/49*z^3 + 271/196*z + 1
*
0 | 0.10142470434646819194946345860390504495 | 0.016341490951515316407609263329533591495
f(z) = -124/45*z^3 + 271/180*z + 1
*
[ 4/5 ] 
f(z) = -125/51*z^3 + 269/204*z + 1
*
[ 4/5 ] 
f(z) = -125/53*z^3 + 267/212*z + 1
*
10/11 | 0.096489287066681755027556563099623749494 | 0.015064144503027678700853568623134781369
f(z) = -121/42*z^3 + 269/210*z + 1
*
0 | 0.16991048879101488492618162811399732689 | 0.026850851169673478820223236810147125379
f(z) = -140/57*z^3 + 275/228*z + 1
*
0 | 0.16515515253507901625532459906664174411 | 0.025654166473141506801891579129246738050
f(z) = -125/44*z^3 + 273/220*z + 1
*
23/25 | 0.18433447360800558213028896463657838337 | 0.028633362024077659699022283626400219742
f(z) = -125/46*z^3 + 279/230*z + 1
*
[ 4/5 ] 
f(z) = -125/57*z^3 + 263/228*z + 1
*
[ 4/5 ] 
f(z) = -125/59*z^3 + 261/236*z + 1
*
[ 26/33 ] 
f(z) = -121/52*z^3 + 275/234*z + 1
*
0 | 0.18742917976711933505685422562057041771 | 0.029114074286291202521629309339808555810
f(z) = -125/51*z^3 + 268/255*z + 1
*
-4/25 | 0.17763334391608637484292739943714998227 | 0.027592450529426636620546333144046952166
f(z) = -125/51*z^3 + 271/255*z + 1
*
1/25 | 0.15395737787018123589407568432059455070 | 0.023914774325984621443487144047684876756
f(z) = -125/54*z^3 + 271/270*z + 1
*
[ 14/5 ] 
f(z) = -125/49*z^3 + 289/14*z + 1
*
[ -14/5 ] 
f(z) = -125/49*z^3 + 299/14*z + 1
*
[ 2 ] 
f(z) = -139/44*z^3 + 289/22*z + 1
*
[ 2 ] 
f(z) = -139/52*z^3 + 291/26*z + 1
*
[ 2 ] 
f(z) = -137/44*z^3 + 285/22*z + 1
*
[ 2 ] 
f(z) = -137/52*z^3 + 287/26*z + 1
*
[ 2 ] 
f(z) = -135/44*z^3 + 281/22*z + 1
*
[ 2 ] 
f(z) = -135/52*z^3 + 283/26*z + 1
*
[ -2/15 ] 
f(z) = -135/56*z^3 + 299/35*z + 1
*
[ -10/7 ] 
f(z) = -133/40*z^3 + 297/35*z + 1
*
[ -2 ] 
f(z) = -133/44*z^3 + 299/22*z + 1
*
[ -3/19 ] 
f(z) = -133/54*z^3 + 281/38*z + 1
*
[ -2 ] 
f(z) = -131/44*z^3 + 295/22*z + 1
*
[ -2 ] 
f(z) = -129/44*z^3 + 291/22*z + 1
*
[ -2 ] 
f(z) = -129/52*z^3 + 297/26*z + 1
*
[ -2 ] 
f(z) = -127/44*z^3 + 287/22*z + 1
*
[ -2 ] 
f(z) = -127/52*z^3 + 293/26*z + 1
*
[ -2 ] 
f(z) = -125/44*z^3 + 283/22*z + 1
*
[ -2 ] 
f(z) = -125/52*z^3 + 289/26*z + 1
*
[ -3/25 ] 
f(z) = -125/54*z^3 + 281/30*z + 1
*
[ 7/3 ] 
f(z) = -123/49*z^3 + 299/21*z + 1
*
[ -2 ] 
f(z) = -123/52*z^3 + 285/26*z + 1
*
[ -2 ] 
f(z) = -121/52*z^3 + 281/26*z + 1
*
[ 14/9 ] 
f(z) = -135/49*z^3 + 295/42*z + 1
*
[ -5/4 ] 
f(z) = -128/45*z^3 + 281/45*z + 1
*
[ -1/4 ] 
f(z) = -128/55*z^3 + 283/55*z + 1
*
[ -5/4 ] 
f(z) = -128/55*z^3 + 299/55*z + 1
*
[ -1/4 ] 
f(z) = -128/57*z^3 + 293/57*z + 1
*
[ -1/5 ] 
f(z) = -125/46*z^3 + 281/46*z + 1
*
[ -1/5 ] 
f(z) = -125/47*z^3 + 287/47*z + 1
*
[ -1/5 ] 
f(z) = -125/48*z^3 + 293/48*z + 1
*
[ -1/5 ] 
f(z) = -125/49*z^3 + 299/49*z + 1
*
[ 3/2 ] 
f(z) = -124/51*z^3 + 296/51*z + 1
*
[ 3/2 ] 
f(z) = -124/57*z^3 + 298/57*z + 1
*
18/11 | 0.12599474325990076747210167413211611350 | 0.022235308104175158745579238277418367535
f(z) = -121/42*z^3 + 289/42*z + 1
*
-15/11 | 0.14060305415691145772146614810438282790 | 0.024723696753875972908620884389681493374
f(z) = -121/42*z^3 + 295/42*z + 1
*
[ -7/11 ] 
f(z) = -132/49*z^3 + 282/77*z + 1
*
[ -2/3 ] 
f(z) = -129/52*z^3 + 281/78*z + 1
*
[ -7/24 ] 
f(z) = -128/49*z^3 + 293/63*z + 1
*
[ 6/5 ] 
f(z) = -125/44*z^3 + 281/66*z + 1
*
36/25 | 0.12109781861715537762617344408303766530 | 0.017170368397079405021280785455808091667
f(z) = -125/48*z^3 + 289/60*z + 1
*
[ 6/5 ] 
f(z) = -125/52*z^3 + 283/78*z + 1
*
[ -9/10 ] 
f(z) = -125/54*z^3 + 287/72*z + 1
*
4/3 | 0.15108364429934309848991923105816411836 | 0.023862212770557725524322479543994312562
f(z) = -129/56*z^3 + 281/84*z + 1
*
[ 7/6 ] 
f(z) = -123/49*z^3 + 299/84*z + 1
*
0 | 0.14322543231767018083082878119121047960 | 0.025276146714849781719541902759964486360
f(z) = -122/45*z^3 + 289/90*z + 1
*
[ 12/11 ] 
f(z) = -121/42*z^3 + 295/84*z + 1
*
-40/33 | 0.20699083906468127802884201922919144947 | 0.028395322144519033131303318181048654753
f(z) = -121/50*z^3 + 293/90*z + 1
*
-1/2 | 0.16481370931620695844117891208149192120 | 0.028980907950035905055709065028357631316
f(z) = -134/57*z^3 + 295/114*z + 1
*
-1/2 | 0.16390611165033719906341522442739273248 | 0.028855832900243596758479749010490021435
f(z) = -130/57*z^3 + 293/114*z + 1
*
[ 17/16 ] 
f(z) = -128/51*z^3 + 295/102*z + 1
*
-11/16 | 0.14452526671772726752598629265281138297 | 0.025632524946289880310502294710984962193
f(z) = -128/55*z^3 + 281/110*z + 1
*
1/8 | 0.16489638813213470602066585796459880396 | 0.029100594997208735307530952066927480153
f(z) = -128/57*z^3 + 289/114*z + 1
*
-1/2 | 0.16786152722669560997457302546256178843 | 0.029623876997976777403130114421779915714
f(z) = -122/57*z^3 + 289/114*z + 1
*
6/7 | 0.25023411432193199292772234598675440872 | 0.025584483618751675533317016506830268149
f(z) = -133/54*z^3 + 292/133*z + 1
*
-1/3 | 0.13719791017435735693275392478592843557 | 0.023025869628738060975343451369712697445
f(z) = -129/40*z^3 + 283/120*z + 1
*
[ 24/25 ] 
f(z) = -125/48*z^3 + 283/120*z + 1
*
-24/25 | 0.12487131904841478138236943548128610538 | 0.019396728212329801488229683957716058732
f(z) = -125/48*z^3 + 293/120*z + 1
*
3/50 | 0.13541198461418104588880045934420488866 | 0.017281681462379395557956223942755448743
f(z) = -125/54*z^3 + 281/120*z + 1
*
-1/3 | 0.15462303214674377778851846142313494910 | 0.026159423417592982235040250741260437607
f(z) = -123/40*z^3 + 281/120*z + 1
*
0 | 0.16381160867787639069292450707840718635 | 0.027713964553836750415269175392277068430
f(z) = -123/44*z^3 + 281/132*z + 1
*
0 | 0.16747281894686334751081006700003318309 | 0.028106895291095067533244543680521319682
f(z) = -129/52*z^3 + 283/156*z + 1
*
[ 8/9 ] 
f(z) = -135/56*z^3 + 299/168*z + 1
*
21/22 | 0.15930580411704037734795991762073774593 | 0.025768944704068989135648016379867128842
f(z) = -121/42*z^3 + 289/168*z + 1
*
0 | 0.13876771307515285447623828913126497403 | 0.022244387943225065493504781223407818307
f(z) = -128/45*z^3 + 287/180*z + 1
*
-3/5 | 0.16335842652351055714401737524874508176 | 0.025375074313436646583120498518517984957
f(z) = -125/42*z^3 + 281/210*z + 1
*
[ 11/15 ] 
f(z) = -135/44*z^3 + 283/220*z + 1
*
0 | 0.18723171237420008048201878097303945569 | 0.028580280319972532096332875342742301132
f(z) = -140/51*z^3 + 292/255*z + 1
*
0 | 0.19387441545307609863226362177392876042 | 0.029827810394463847804222250155264886093
f(z) = -133/48*z^3 + 281/240*z + 1
*
0 | 0.17406614276866637828882853659554811814 | 0.027038343856553342689924896158055144083
f(z) = -125/49*z^3 + 282/245*z + 1
*
[ 3/4 ] 
f(z) = -121/45*z^3 + 283/240*z + 1
*
0 | 0.10379393217426415814857784210553081234 | 0.015932234789062172462729611913195444200
f(z) = -135/56*z^3 + 283/280*z + 1
*
[ 4/3 ] 
f(z) = -135/64*z^3 + 4*z + 1
*
[ 2/3 ] 
f(z) = -135/64*z^3 + 7/16*z + 1
*
4/3 | 0.082604564469155524789710415757995242208 | 0.013241466168271482632966147010688060200
f(z) = -135/64*z^3 + 8/3*z + 1
*
-4/5 | 0.18596639527431954129110330783473347422 | 0.028545601947246065315827432724867977240
f(z) = -135/64*z^3 + 8/5*z + 1
*
[ -4/3 ] 
f(z) = -135/64*z^3 + 11/2*z + 1
*
[ -4/9 ] 
f(z) = -135/64*z^3 + 11/3*z + 1
*
[ 4/5 ] 
f(z) = -135/64*z^3 + 11/10*z + 1
*
-4/9 | 0.15521141775139285770376656654395885745 | 0.022198123175591743888929404865709048105
f(z) = -135/64*z^3 + 17/3*z + 1
*
[ -4/5 ] 
f(z) = -135/64*z^3 + 18/5*z + 1
*
[ -4/3 ] 
f(z) = -129/64*z^3 + 16/3*z + 1
*
[ 4/5 ] 
f(z) = -125/64*z^3 + z + 1
*
[ -4/5 ] 
f(z) = -125/64*z^3 + 7/2*z + 1
*
-4/25 | 0.18383919010252255938459151687247515181 | 0.028556427787960722430238487135019727152
f(z) = -125/64*z^3 + 13/10*z + 1
*
[ 6/5 ] 
f(z) = -125/72*z^3 + 8/3*z + 1
*
[ -6/5 ] 
f(z) = -125/72*z^3 + 13/3*z + 1
*
6/5 | 0.12745444529113405713416959831503573223 | 0.019797974856074600771666177227539891307
f(z) = -125/72*z^3 + 16/15*z + 1
*
[ 4/3 ] 
f(z) = -123/64*z^3 + 11/3*z + 1
*
12/11 | 0.077016463535665533995749178221975454577 | 0.016059179983658431742023357550349213800
f(z) = -121/64*z^3 + z + 1
*
[ -4/11 ] 
f(z) = -121/64*z^3 + 4*z + 1
*
[ 8/11 ] 
f(z) = -121/64*z^3 + 5/8*z + 1
*
-20/11 | 0.12909035878735688747676773034004124350 | 0.021145738090181023830960398582725437232
f(z) = -121/64*z^3 + 7*z + 1
*
[ 12/11 ] 
f(z) = -121/64*z^3 + 7/3*z + 1
*
4/33 | 0.13272301748921316955404603169437080508 | 0.018979369435933298716444525314122103773
f(z) = -121/64*z^3 + 7/9*z + 1
*
-4/11 | 0.12462995925376149368160436475205785946 | 0.019978113795732809057199372176271290403
f(z) = -121/64*z^3 + 8*z + 1
*
10/11 | 0.10367563143395154985026396751591900954 | 0.021618048254659789820254459205890141094
f(z) = -121/64*z^3 + 17/16*z + 1
*
[ -6/11 ] 
f(z) = -121/72*z^3 + 10/3*z + 1
*
-6/11 | 0.17257981457521313915608386329566253780 | 0.029001878881157833663305788693368808189
f(z) = -121/72*z^3 + 16/3*z + 1
*
[ 2/3 ] 
f(z) = -135/68*z^3 + 13/34*z + 1
*
[ 2/3 ] 
f(z) = -135/76*z^3 + 11/38*z + 1
*
[ 3/4 ] 
f(z) = -128/63*z^3 + 17/21*z + 1
*
-2/11 | 0.055477557200754056267277930094263100338 | 0.011567969174902940585880562937236815929
f(z) = -121/60*z^3 + 17/30*z + 1
*
-3/11 | 0.14384845842663385052736500739991961995 | 0.029994733310175196722204901222309915779
f(z) = -121/72*z^3 + 19/24*z + 1
*
[ 2/3 ] 
f(z) = -129/64*z^3 + 19/48*z + 1
*
2/5 | 0.088990076947831807100263631482017495530 | 0.013823160909208973850873048992019443782
f(z) = -125/72*z^3 + 17/45*z + 1
*
[ 2/3 ] 
f(z) = -123/64*z^3 + 17/48*z + 1
*
6/11 | 0.12587130878512574244263894743011973710 | 0.021354378437357750949289495882025594597
f(z) = -121/64*z^3 + 19/48*z + 1
*
[ 15/22 ] 
f(z) = -121/75*z^3 + 17/60*z + 1
*
[ -4 ] 
f(z) = -139/64*z^3 + 36*z + 1
*
[ 4/3 ] 
f(z) = -139/64*z^3 + 37/9*z + 1
*
[ 4 ] 
f(z) = -137/64*z^3 + 35*z + 1
*
-4/9 | 0.11658884781620555864746458270311297482 | 0.015313788407760850361200756148028638370
f(z) = -135/64*z^3 + 31/15*z + 1
*
4/3 | 0.21286147159827246795514641793176091148 | 0.027697426712324696012189600617777617291
f(z) = -135/64*z^3 + 34/15*z + 1
*
[ -4 ] 
f(z) = -135/64*z^3 + 35*z + 1
*
[ -4/7 ] 
f(z) = -133/64*z^3 + 24/7*z + 1
*
[ 4 ] 
f(z) = -133/64*z^3 + 34*z + 1
*
[ -4 ] 
f(z) = -131/64*z^3 + 34*z + 1
*
[ 4/3 ] 
f(z) = -131/64*z^3 + 35/9*z + 1
*
[ 4/3 ] 
f(z) = -129/64*z^3 + 23/6*z + 1
*
[ 4 ] 
f(z) = -129/64*z^3 + 33*z + 1
*
[ -4 ] 
f(z) = -127/64*z^3 + 33*z + 1
*
[ 4/3 ] 
f(z) = -127/64*z^3 + 34/9*z + 1
*
-4/5 | 0.15440914330490310941144048040517972020 | 0.023390965097068290199969801783462868723
f(z) = -125/64*z^3 + 23/10*z + 1
*
4/25 | 0.15812817129710276474211596618185053289 | 0.021552341686579246604560400937602158794
f(z) = -125/64*z^3 + 24/5*z + 1
*
[ 4 ] 
f(z) = -125/64*z^3 + 32*z + 1
*
[ -12/5 ] 
f(z) = -125/64*z^3 + 38/3*z + 1
*
[ -2/5 ] 
f(z) = -125/72*z^3 + 34/9*z + 1
*
[ -4/3 ] 
f(z) = -123/64*z^3 + 31/6*z + 1
*
[ -4 ] 
f(z) = -123/64*z^3 + 32*z + 1
*
[ -12/11 ] 
f(z) = -121/64*z^3 + 25/6*z + 1
*
2/11 | 0.078814999652206820552609122099728662200 | 0.016434203892530476607653986614107870114
f(z) = -121/64*z^3 + 25/16*z + 1
*
[ -8/11 ] 
f(z) = -121/64*z^3 + 27/8*z + 1
*
[ 4 ] 
f(z) = -121/64*z^3 + 31*z + 1
*
-28/33 | 0.12145998047920076433888940519913551002 | 0.015632315491950066430557874553619846869
f(z) = -121/64*z^3 + 37/9*z + 1
*
[ -20/11 ] 
f(z) = -121/64*z^3 + 39/5*z + 1
*
[ 12/11 ] 
f(z) = -121/72*z^3 + 25/12*z + 1
*
14/11 | 0.12138092402388674470777770722476377489 | 0.022285070077970899224628645982152254524
f(z) = -121/72*z^3 + 29/9*z + 1
*
2/11 | 0.085657702728918749555503419829427632649 | 0.015447242867619013478906264856506741739
f(z) = -121/72*z^3 + 32/9*z + 1
*
[ 4/5 ] 
f(z) = -137/64*z^3 + 28/25*z + 1
*
[ 8/9 ] 
f(z) = -135/64*z^3 + 37/24*z + 1
*
[ 4/5 ] 
f(z) = -133/64*z^3 + 27/25*z + 1
*
[ 6/7 ] 
f(z) = -133/72*z^3 + 25/21*z + 1
*
-6/7 | 0.19682887094614595127836827593702050459 | 0.028791896702979404099158567457202274053
f(z) = -133/72*z^3 + 32/21*z + 1
*
[ 4/5 ] 
f(z) = -129/64*z^3 + 26/25*z + 1
*
-5/8 | 0.062527524596302139953292685318358277050 | 0.011276018706768472621363929756938525728
f(z) = -128/75*z^3 + 23/30*z + 1
*
[ 4/5 ] 
f(z) = -125/72*z^3 + 31/36*z + 1
*
-6/11 | 0.097134282256509826186487238061508782050 | 0.020254071009355015485445111049800637891
f(z) = -121/60*z^3 + 23/30*z + 1
*
[ 4/5 ] 
f(z) = -121/64*z^3 + 24/25*z + 1
*
[ 10/11 ] 
f(z) = -121/75*z^3 + 37/30*z + 1
*
[ 3/4 ] 
f(z) = -136/63*z^3 + 37/42*z + 1
*
[ 18/25 ] 
f(z) = -125/72*z^3 + 23/45*z + 1
*
[ 2/3 ] 
f(z) = -135/62*z^3 + 29/62*z + 1
*
[ 2/3 ] 
f(z) = -135/74*z^3 + 23/74*z + 1
*
3/11 | 0.12152012176588993109919022384153512622 | 0.025338913493097342992789579588923855347
f(z) = -121/60*z^3 + 29/60*z + 1
*
10/11 | 0.10142543240088678437232475634099361238 | 0.021148845312690026876031204819693259152
f(z) = -121/70*z^3 + 23/70*z + 1
*
[ 8/11 ] 
f(z) = -121/72*z^3 + 37/72*z + 1
*
[ 2/3 ] 
f(z) = -139/72*z^3 + 29/81*z + 1
*
[ 2/3 ] 
f(z) = -137/72*z^3 + 28/81*z + 1
*
[ 2/3 ] 
f(z) = -133/72*z^3 + 26/81*z + 1
*
[ 2/3 ] 
f(z) = -131/72*z^3 + 25/81*z + 1
*
[ 2/3 ] 
f(z) = -127/72*z^3 + 23/81*z + 1
*
[ 2/3 ] 
f(z) = -125/72*z^3 + 22/81*z + 1
*
-3/22 | 0.15810470948359579897806451186821440540 | 0.025574658366762358390975958500867438659
f(z) = -121/63*z^3 + 31/84*z + 1
*
[ 2/3 ] 
f(z) = -121/72*z^3 + 20/81*z + 1
*
[ 2/3 ] 
f(z) = -129/68*z^3 + 35/102*z + 1
*
[ 2/3 ] 
f(z) = -129/76*z^3 + 29/114*z + 1
*
[ 2/3 ] 
f(z) = -123/68*z^3 + 31/102*z + 1
*
[ 2/3 ] 
f(z) = -123/76*z^3 + 25/114*z + 1
*
[ 2/3 ] 
f(z) = -126/73*z^3 + 39/146*z + 1
*
[ 2/3 ] 
f(z) = -126/79*z^3 + 33/158*z + 1
*
[ -4/3 ] 
f(z) = -137/64*z^3 + 50/9*z + 1
*
[ -4/15 ] 
f(z) = -135/64*z^3 + 49/10*z + 1
*
-4/5 | 0.23441774843841520677697167037665814210 | 0.029117672994630133400677405241993375759
f(z) = -135/64*z^3 + 49/15*z + 1
*
[ -2/3 ] 
f(z) = -135/64*z^3 + 55/16*z + 1
*
[ -4/3 ] 
f(z) = -133/64*z^3 + 49/9*z + 1
*
[ 5/4 ] 
f(z) = -128/75*z^3 + 43/15*z + 1
*
[ -5/8 ] 
f(z) = -128/75*z^3 + 49/15*z + 1
*
-2 | 0.090324984101862187373806614286237696755 | 0.014670341463455862359103618519918415447
f(z) = -127/72*z^3 + 59/9*z + 1
*
[ 8/5 ] 
f(z) = -125/64*z^3 + 43/8*z + 1
*
-4/5 | 0.13974109539694901009935940565276283508 | 0.019336146748685758487245319434252632968
f(z) = -125/64*z^3 + 43/10*z + 1
*
[ -4/15 ] 
f(z) = -125/64*z^3 + 44/9*z + 1
*
[ -4/3 ] 
f(z) = -125/64*z^3 + 47/9*z + 1
*
[ -8/5 ] 
f(z) = -125/64*z^3 + 53/8*z + 1
*
[ -12/25 ] 
f(z) = -125/64*z^3 + 53/15*z + 1
*
-6/25 | 0.20792348363718696144895964399955327737 | 0.029409785783911830686329224321457780036
f(z) = -125/72*z^3 + 49/15*z + 1
*
-6/5 | 0.18601898586150951016126394768354042061 | 0.025823755905045858511555429757707263533
f(z) = -125/72*z^3 + 56/15*z + 1
*
-2 | 0.090032725866933841317505741477104344309 | 0.014663586114870670577618806649839428404
f(z) = -125/72*z^3 + 58/9*z + 1
*
52/33 | 0.21156619141522584575034378398636959323 | 0.026958791172003825156631692893707845846
f(z) = -121/64*z^3 + 40/9*z + 1
*
2/11 | 0.13996107810078597150110233328188691165 | 0.027444067424428372076142284969808955903
f(z) = -121/64*z^3 + 41/16*z + 1
*
[ -4/3 ] 
f(z) = -121/64*z^3 + 46/9*z + 1
*
-12/11 | 0.17509025375151294102667100658808074574 | 0.023211442261731677936497309911802903145
f(z) = -121/64*z^3 + 59/18*z + 1
*
[ 18/11 ] 
f(z) = -121/72*z^3 + 44/9*z + 1
*
[ -12/11 ] 
f(z) = -121/72*z^3 + 47/12*z + 1
*
[ -18/11 ] 
f(z) = -121/72*z^3 + 55/9*z + 1
*
-2 | 0.089433157225179003945185229226932575898 | 0.014649661965668293023498896577081200364
f(z) = -121/72*z^3 + 56/9*z + 1
*
[ -2/11 ] 
f(z) = -121/72*z^3 + 59/9*z + 1
*
[ 15/11 ] 
f(z) = -121/75*z^3 + 49/15*z + 1
*
[ -5/11 ] 
f(z) = -121/75*z^3 + 53/15*z + 1
*
-8/9 | 0.15434323011694768113510081172712921578 | 0.025707217406294503889636391753769905608
f(z) = -135/64*z^3 + 43/24*z + 1
*
52/45 | 0.20545575754325051416816211076577385720 | 0.026986337519464060926681519059033860258
f(z) = -135/64*z^3 + 47/30*z + 1
*
[ 15/16 ] 
f(z) = -128/75*z^3 + 43/30*z + 1
*
[ 4/5 ] 
f(z) = -139/64*z^3 + 57/50*z + 1
*
[ 4/5 ] 
f(z) = -131/64*z^3 + 53/50*z + 1
*
15/16 | 0.084826881630178137742977618854715534833 | 0.015297415182741638420988845651093548427
f(z) = -128/63*z^3 + 47/42*z + 1
*
[ 4/5 ] 
f(z) = -127/64*z^3 + 51/50*z + 1
*
-18/25 | 0.17449093301502289885569797645779589095 | 0.027104328111533715211379845104425926167
f(z) = -125/72*z^3 + 58/45*z + 1
*
[ 4/5 ] 
f(z) = -123/64*z^3 + 49/50*z + 1
*
[ 10/11 ] 
f(z) = -121/72*z^3 + 58/45*z + 1
*
[ 3/4 ] 
f(z) = -128/69*z^3 + 49/69*z + 1
*
[ 3/4 ] 
f(z) = -128/75*z^3 + 47/75*z + 1
*
5/22 | 0.17888931997269921823377466003840073888 | 0.028936729707212830737187920021292376622
f(z) = -121/75*z^3 + 41/60*z + 1
*
[ 5/7 ] 
f(z) = -133/75*z^3 + 53/105*z + 1
*
[ 2/3 ] 
f(z) = -135/61*z^3 + 59/122*z + 1
*
[ 2/3 ] 
f(z) = -135/67*z^3 + 53/134*z + 1
*
[ 2/3 ] 
f(z) = -126/61*z^3 + 51/122*z + 1
*
[ 2/3 ] 
f(z) = -126/65*z^3 + 47/130*z + 1
*
[ 2/3 ] 
f(z) = -126/67*z^3 + 45/134*z + 1
*
[ 2/3 ] 
f(z) = -135/71*z^3 + 49/142*z + 1
*
[ 2/3 ] 
f(z) = -135/73*z^3 + 47/146*z + 1
*
[ 2/3 ] 
f(z) = -135/77*z^3 + 43/154*z + 1
*
[ 2/3 ] 
f(z) = -135/79*z^3 + 41/158*z + 1
*
[ 2/3 ] 
f(z) = -131/64*z^3 + 59/144*z + 1
*
[ 11/16 ] 
f(z) = -128/77*z^3 + 51/154*z + 1
*
[ 2/3 ] 
f(z) = -127/64*z^3 + 55/144*z + 1
*
[ 2/3 ] 
f(z) = -126/71*z^3 + 41/142*z + 1
*
[ 2/3 ] 
f(z) = -125/64*z^3 + 53/144*z + 1
*
[ 2/3 ] 
f(z) = -121/64*z^3 + 49/144*z + 1
*
[ 2/3 ] 
f(z) = -123/70*z^3 + 59/210*z + 1
*
[ 2/3 ] 
f(z) = -123/74*z^3 + 53/222*z + 1
*
[ 4 ] 
f(z) = -139/64*z^3 + 71/2*z + 1
*
-2 | 0.091983416513880236905316882313055172175 | 0.014708336170575102426158467750618514299
f(z) = -139/72*z^3 + 65/9*z + 1
*
[ 2 ] 
f(z) = -139/72*z^3 + 74/9*z + 1
*
[ -4 ] 
f(z) = -137/64*z^3 + 71/2*z + 1
*
[ 4/3 ] 
f(z) = -137/64*z^3 + 73/18*z + 1
*
-2 | 0.091717603918695948695267411645193404157 | 0.014702281370635644682800966348455046515
f(z) = -137/72*z^3 + 64/9*z + 1
*
[ 2 ] 
f(z) = -137/72*z^3 + 73/9*z + 1
*
28/15 | 0.17937097743430901302568313814341707353 | 0.023674305916638259468538871593458532176
f(z) = -135/64*z^3 + 61/10*z + 1
*
-4/5 | 0.20094897847757441090524916175159152802 | 0.024159007893441636871403799501143676432
f(z) = -135/64*z^3 + 64/15*z + 1
*
[ 4 ] 
f(z) = -135/64*z^3 + 69/2*z + 1
*
[ -4 ] 
f(z) = -133/64*z^3 + 69/2*z + 1
*
[ 4/3 ] 
f(z) = -133/64*z^3 + 71/18*z + 1
*
-2 | 0.091173683091262510392263867370636705060 | 0.014689852209601960292772423400092967223
f(z) = -133/72*z^3 + 62/9*z + 1
*
[ 2 ] 
f(z) = -133/72*z^3 + 71/9*z + 1
*
[ 4 ] 
f(z) = -131/64*z^3 + 67/2*z + 1
*
-2 | 0.090895304926306699793791611438809970381 | 0.014683469091148763459503560277025754926
f(z) = -131/72*z^3 + 61/9*z + 1
*
[ 2 ] 
f(z) = -131/72*z^3 + 70/9*z + 1
*
[ -2 ] 
f(z) = -131/72*z^3 + 79/9*z + 1
*
[ -4 ] 
f(z) = -129/64*z^3 + 67/2*z + 1
*
[ -5/4 ] 
f(z) = -128/75*z^3 + 67/15*z + 1
*
[ 4 ] 
f(z) = -127/64*z^3 + 65/2*z + 1
*
[ 2 ] 
f(z) = -127/72*z^3 + 68/9*z + 1
*
[ -2 ] 
f(z) = -127/72*z^3 + 77/9*z + 1
*
[ -2/5 ] 
f(z) = -125/64*z^3 + 61/16*z + 1
*
[ -4 ] 
f(z) = -125/64*z^3 + 65/2*z + 1
*
68/25 | 0.20399375502233937514651108153453723387 | 0.024434668595743616110185905517474947470
f(z) = -125/64*z^3 + 66/5*z + 1
*
[ 4/3 ] 
f(z) = -125/64*z^3 + 67/18*z + 1
*
[ 12/5 ] 
f(z) = -125/64*z^3 + 71/6*z + 1
*
[ -4/25 ] 
f(z) = -125/64*z^3 + 73/10*z + 1
*
[ 2 ] 
f(z) = -125/72*z^3 + 67/9*z + 1
*
[ -2 ] 
f(z) = -125/72*z^3 + 76/9*z + 1
*
[ -6/25 ] 
f(z) = -125/72*z^3 + 79/15*z + 1
*
[ 4 ] 
f(z) = -123/64*z^3 + 63/2*z + 1
*
[ -4 ] 
f(z) = -121/64*z^3 + 63/2*z + 1
*
-6/11 | 0.078940154375237010235382088951291438027 | 0.014196129110312047746646178683814974608
f(z) = -121/64*z^3 + 65/16*z + 1
*
[ 4/3 ] 
f(z) = -121/64*z^3 + 65/18*z + 1
*
[ 20/11 ] 
f(z) = -121/64*z^3 + 67/10*z + 1
*
[ 16/11 ] 
f(z) = -121/64*z^3 + 69/16*z + 1
*
4/33 | 0.19415044556257498336546113801002802299 | 0.022765350808206532058843304553777638883
f(z) = -121/64*z^3 + 79/9*z + 1
*
[ 2 ] 
f(z) = -121/72*z^3 + 65/9*z + 1
*
[ -2 ] 
f(z) = -121/72*z^3 + 74/9*z + 1
*
20/11 | 0.077178076219089748840171341846764781761 | 0.013240486578897226014503773730263751168
f(z) = -121/75*z^3 + 68/15*z + 1
*
[ -15/11 ] 
f(z) = -121/75*z^3 + 71/15*z + 1
*
[ -6/7 ] 
f(z) = -133/72*z^3 + 74/21*z + 1
*
[ -3/4 ] 
f(z) = -128/63*z^3 + 73/21*z + 1
*
[ -3/5 ] 
f(z) = -125/63*z^3 + 71/21*z + 1
*
[ -3/5 ] 
f(z) = -125/72*z^3 + 79/24*z + 1
*
-10/11 | 0.13498327838578251190534763786251201774 | 0.026798600074398283866426383810888870893
f(z) = -121/60*z^3 + 77/30*z + 1
*
-4/11 | 0.14195244197021167142021447760840246665 | 0.028643542302890622085726433028543886161
f(z) = -121/72*z^3 + 71/36*z + 1
*
-2/3 | 0.16386753241280992853529250194705663321 | 0.027501821514083013453816478160192345900
f(z) = -129/64*z^3 + 67/48*z + 1
*
3/16 | 0.10099545855616941722742667430631557969 | 0.018213205901411555824958679899572966636
f(z) = -128/63*z^3 + 73/42*z + 1
*
-2/3 | 0.15938394475233441208345589695627407034 | 0.026964883813594044736002798637229267313
f(z) = -123/64*z^3 + 65/48*z + 1
*
-6/11 | 0.13233838507858277400296767210725410167 | 0.022451533904212368215456242175973155550
f(z) = -121/64*z^3 + 67/48*z + 1
*
-10/11 | 0.18430411451285282966010871994640888594 | 0.028774011063067283504295665924078343615
f(z) = -121/72*z^3 + 67/45*z + 1
*
[ 4/5 ] 
f(z) = -125/68*z^3 + 63/68*z + 1
*
[ 4/5 ] 
f(z) = -125/76*z^3 + 61/76*z + 1
*
6/11 | 0.065145739002793768927821441856373864707 | 0.013583941663717440937238281770679385185
f(z) = -121/70*z^3 + 71/70*z + 1
*
[ 9/11 ] 
f(z) = -121/72*z^3 + 65/72*z + 1
*
3/11 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = -121/78*z^3 + 61/78*z + 1
*
[ 3/4 ] 
f(z) = -124/63*z^3 + 65/84*z + 1
*
0 | 0.12728755662905778906577434919484355557 | 0.021362619012028448520844756776362305372
f(z) = -129/70*z^3 + 71/105*z + 1
*
-1/4 | 0.12278391159447590068066895466505841880 | 0.022142467544787409716442348004818999879
f(z) = -128/63*z^3 + 79/126*z + 1
*
5/32 | 0.20040871727573739611069297791022562763 | 0.028912866256462466988548336791325042921
f(z) = -128/75*z^3 + 77/120*z + 1
*
[ 8/11 ] 
f(z) = -121/68*z^3 + 77/136*z + 1
*
[ 2/3 ] 
f(z) = -139/64*z^3 + 67/144*z + 1
*
[ 2/3 ] 
f(z) = -137/64*z^3 + 65/144*z + 1
*
[ 2/3 ] 
f(z) = -133/64*z^3 + 61/144*z + 1
*
[ 8/11 ] 
f(z) = -121/76*z^3 + 71/152*z + 1
*
[ 2/3 ] 
f(z) = -129/62*z^3 + 79/186*z + 1
*
[ 2/3 ] 
f(z) = -123/62*z^3 + 71/186*z + 1
*
[ 2/3 ] 
f(z) = -129/70*z^3 + 67/210*z + 1
*
[ 2/3 ] 
f(z) = -129/74*z^3 + 61/222*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.027675166484890357499037770627026968290
f(z) = -123/76*z^3 + 65/228*z + 1
*
[ -2 ] 
f(z) = -139/72*z^3 + 83/9*z + 1
*
[ -2 ] 
f(z) = -137/72*z^3 + 82/9*z + 1
*
-4/9 | 0.15544558273945730763479335033919094335 | 0.017929665284522735602889169343577827900
f(z) = -135/64*z^3 + 91/15*z + 1
*
[ -2 ] 
f(z) = -133/72*z^3 + 80/9*z + 1
*
[ -4/3 ] 
f(z) = -131/64*z^3 + 97/18*z + 1
*
[ 15/8 ] 
f(z) = -128/75*z^3 + 97/15*z + 1
*
[ -4/3 ] 
f(z) = -127/64*z^3 + 95/18*z + 1
*
-18/11 | 0.12495743953879556616352473603198240879 | 0.021269602189960326100077389023889421950
f(z) = -121/64*z^3 + 89/16*z + 1
*
-20/33 | 0.13444848074980689065662101528189560004 | 0.016902462714007740736589985636022228569
f(z) = -121/64*z^3 + 89/18*z + 1
*
[ 28/11 ] 
f(z) = -121/64*z^3 + 90/7*z + 1
*
[ -16/11 ] 
f(z) = -121/64*z^3 + 91/16*z + 1
*
4/33 | 0.25054207758569321471122181445049463475 | 0.028687167712515304688670209676689387950
f(z) = -121/64*z^3 + 97/9*z + 1
*
[ -4/5 ] 
f(z) = -139/64*z^3 + 91/25*z + 1
*
[ 5/4 ] 
f(z) = -136/75*z^3 + 91/30*z + 1
*
[ -8/9 ] 
f(z) = -135/64*z^3 + 91/24*z + 1
*
[ -4/5 ] 
f(z) = -131/64*z^3 + 89/25*z + 1
*
[ -3/8 ] 
f(z) = -128/63*z^3 + 83/21*z + 1
*
-5/8 | 0.17887784655863740351544102470667176563 | 0.029673122427626629413396762698371533452
f(z) = -128/75*z^3 + 83/30*z + 1
*
[ -4/5 ] 
f(z) = -127/64*z^3 + 88/25*z + 1
*
-28/25 | 0.25340992677816935785498944288518201234 | 0.029584600941859366778024108935586230388
f(z) = -125/64*z^3 + 82/35*z + 1
*
[ -4/5 ] 
f(z) = -123/64*z^3 + 87/25*z + 1
*
[ -4/9 ] 
f(z) = -123/64*z^3 + 98/27*z + 1
*
-10/11 | 0.13071911188765239806416659734548638993 | 0.025571092361642237578238270994946180290
f(z) = -121/60*z^3 + 83/30*z + 1
*
15/16 | 0.16617759796392804117146120339602773032 | 0.029742295022807932736899360680695667240
f(z) = -128/63*z^3 + 89/42*z + 1
*
[ 7/8 ] 
f(z) = -128/63*z^3 + 89/63*z + 1
*
[ 7/8 ] 
f(z) = -128/77*z^3 + 87/77*z + 1
*
-7/11 | 0.13027713982594682212188893619923769657 | 0.027164893584762762812725801286870291321
f(z) = -121/63*z^3 + 85/63*z + 1
*
[ 10/11 ] 
f(z) = -121/70*z^3 + 93/70*z + 1
*
-9/11 | 0.057077601639010759069248936192159421928 | 0.011901604354138569397538251552782843967
f(z) = -121/72*z^3 + 97/72*z + 1
*
16/25 | 0.11313589439726430739496453768544358643 | 0.017573820885416842733859394090956320307
f(z) = -125/64*z^3 + 89/80*z + 1
*
0 | 0.12765907378752199009409238796616144246 | 0.021597608829299237141834755370470280658
f(z) = -123/70*z^3 + 97/105*z + 1
*
[ 8/11 ] 
f(z) = -121/60*z^3 + 83/120*z + 1
*
-4/11 | 0.12561978648738146927477037538386526154 | 0.022885992291142190595244053041003479878
f(z) = -121/65*z^3 + 97/130*z + 1
*
[ -4/3 ] 
f(z) = -139/64*z^3 + 101/18*z + 1
*
[ -4/19 ] 
f(z) = -133/64*z^3 + 111/19*z + 1
*
[ -15/8 ] 
f(z) = -128/75*z^3 + 113/15*z + 1
*
-2 | 0.10386929973862873860540684838203669276 | 0.016847081932547630831510925509810703797
f(z) = -127/64*z^3 + 119/16*z + 1
*
-4/15 | 0.23809525432554342160036286464650708746 | 0.026714835152177010978222629038740662025
f(z) = -125/64*z^3 + 116/9*z + 1
*
-2 | 0.10357843763440648661272907284023301535 | 0.016846218057785009619177518549262499331
f(z) = -125/64*z^3 + 117/16*z + 1
*
-2 | 0.10328272530176411092643533056329680205 | 0.016845361279496754136553309371785606898
f(z) = -123/64*z^3 + 115/16*z + 1
*
-2 | 0.10298199085086459865075458315232463580 | 0.016844511674254316957786562732476567083
f(z) = -121/64*z^3 + 113/16*z + 1
*
[ 3/2 ] 
f(z) = -136/63*z^3 + 109/21*z + 1
*
4/45 | 0.20887046159601279150191942147686120224 | 0.025493385513952068283819116693909164587
f(z) = -135/64*z^3 + 113/30*z + 1
*
[ -2/3 ] 
f(z) = -135/68*z^3 + 115/34*z + 1
*
[ 3/2 ] 
f(z) = -128/63*z^3 + 103/21*z + 1
*
[ -15/16 ] 
f(z) = -128/75*z^3 + 107/30*z + 1
*
-5/8 | 0.17882718449596978783622098777949504716 | 0.028220309676027159641381387746673352173
f(z) = -128/75*z^3 + 113/30*z + 1
*
-5/4 | 0.17888102867170095896218772876723793124 | 0.028000204946988877515258582139088724261
f(z) = -128/75*z^3 + 119/30*z + 1
*
[ 3/2 ] 
f(z) = -124/63*z^3 + 100/21*z + 1
*
[ -6/11 ] 
f(z) = -121/60*z^3 + 103/30*z + 1
*
2/11 | 0.10420819354667615963892006524612610918 | 0.019420175053885662964387856009116376416
f(z) = -121/60*z^3 + 107/30*z + 1
*
[ -10/11 ] 
f(z) = -121/60*z^3 + 113/30*z + 1
*
[ -3/11 ] 
f(z) = -121/63*z^3 + 101/21*z + 1
*
-15/11 | 0.16699878129419997860013876683165157443 | 0.028935369473825943336682220577169107415
f(z) = -121/72*z^3 + 107/24*z + 1
*
[ -3/11 ] 
f(z) = -121/72*z^3 + 115/24*z + 1
*
[ -10/11 ] 
f(z) = -121/75*z^3 + 103/30*z + 1
*
-3/4 | 0.13790385474256185646609835426547224878 | 0.023894180292317128079295412597560918506
f(z) = -136/63*z^3 + 107/42*z + 1
*
21/16 | 0.13001677968024839842466912710380014398 | 0.022677313873525281979158175774564300102
f(z) = -128/63*z^3 + 103/42*z + 1
*
-7/8 | 0.13608406191093262140489525354624708819 | 0.028046828751847023719823117179283437105
f(z) = -128/63*z^3 + 107/63*z + 1
*
5/4 | 0.18682751512102066958747972347753517196 | 0.029738870163914948031929777306798089717
f(z) = -124/75*z^3 + 107/60*z + 1
*
-15/22 | 0.18071643177916970197724337534601276208 | 0.028518447476142757385657588555305180434
f(z) = -121/75*z^3 + 113/60*z + 1
*
13/11 | 0.14258756054187420007990684619345100852 | 0.029731815680063651328435323253931248405
f(z) = -121/78*z^3 + 103/78*z + 1
*
-16/25 | 0.15039325939091626337055328493190553183 | 0.023361146495465420226694377891904719074
f(z) = -125/64*z^3 + 109/80*z + 1
*
[ 10/11 ] 
f(z) = -121/64*z^3 + 117/80*z + 1
*
[ 3/4 ] 
f(z) = -136/69*z^3 + 107/138*z + 1
*
[ 20/27 ] 
f(z) = -135/64*z^3 + 109/135*z + 1
*
-15/32 | 0.20022130744442093759818976170240570148 | 0.028885828733037057803690937222797880661
f(z) = -128/75*z^3 + 101/120*z + 1
*
[ 3/4 ] 
f(z) = -136/75*z^3 + 103/150*z + 1
*
0 | 0.15453643343558001040810611607341574103 | 0.026144772480269486383921483626680884150
f(z) = -123/64*z^3 + 113/192*z + 1
*
0 | 0.15778205067425342506430460296948632147 | 0.026480497581655814344211108722564536606
f(z) = -129/68*z^3 + 115/204*z + 1
*
9/11 | 0.15320966079763519923103124775125302967 | 0.025992397381972195984941882857308769309
f(z) = -121/70*z^3 + 103/210*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.027245890160383517256758190828532156274
f(z) = -135/76*z^3 + 101/228*z + 1
*
[ 15/22 ] 
f(z) = -121/60*z^3 + 113/240*z + 1
*
[ 2/3 ] 
f(z) = -127/60*z^3 + 119/270*z + 1
*
[ 2/3 ] 
f(z) = -121/60*z^3 + 107/270*z + 1
*
-2 | 0.10552118396578176548025047478102659124 | 0.016852403434473911125962594703057390123
f(z) = -139/64*z^3 + 131/16*z + 1
*
-2 | 0.10525627643502738700333541680137213118 | 0.016851501325067781155393618836717637109
f(z) = -137/64*z^3 + 129/16*z + 1
*
[ 8/3 ] 
f(z) = -135/64*z^3 + 125/8*z + 1
*
-2 | 0.10498738129503926121999786027899254771 | 0.016850604913660934846563352165383943012
f(z) = -135/64*z^3 + 127/16*z + 1
*
-4/15 | 0.23153683193415214649215937155094171127 | 0.027810400395489962182008559969714355434
f(z) = -135/64*z^3 + 129/10*z + 1
*
[ -8/3 ] 
f(z) = -135/64*z^3 + 131/8*z + 1
*
-2 | 0.10471437218032306603876567610718977968 | 0.016849714498796582958976983724041735089
f(z) = -133/64*z^3 + 125/16*z + 1
*
-2 | 0.10443711639973947359463261177146088106 | 0.016848830362499006715011415184154582704
f(z) = -131/64*z^3 + 123/16*z + 1
*
[ 2 ] 
f(z) = -131/64*z^3 + 139/16*z + 1
*
-2 | 0.10415547449177031818667708788554934075 | 0.016847952764060038136042880833664385574
f(z) = -129/64*z^3 + 121/16*z + 1
*
[ 2 ] 
f(z) = -129/64*z^3 + 137/16*z + 1
*
[ 2 ] 
f(z) = -127/64*z^3 + 135/16*z + 1
*
[ 2 ] 
f(z) = -125/64*z^3 + 133/16*z + 1
*
[ 12/5 ] 
f(z) = -125/72*z^3 + 127/12*z + 1
*
[ -12/5 ] 
f(z) = -125/72*z^3 + 137/12*z + 1
*
[ 2 ] 
f(z) = -123/64*z^3 + 131/16*z + 1
*
[ 2 ] 
f(z) = -121/64*z^3 + 129/16*z + 1
*
-4/33 | 0.23617125640035392810044176338423229262 | 0.028314728100705342487039659764916528745
f(z) = -121/64*z^3 + 131/18*z + 1
*
[ -3/2 ] 
f(z) = -136/63*z^3 + 137/21*z + 1
*
[ -5/4 ] 
f(z) = -136/75*z^3 + 139/30*z + 1
*
-4/3 | 0.21841163430707600494279787595003071781 | 0.026138033959232762600766935534833184721
f(z) = -135/64*z^3 + 133/30*z + 1
*
-28/45 | 0.15900898049591435085484893010355174736 | 0.018961882895100438389055147520428072711
f(z) = -135/64*z^3 + 137/30*z + 1
*
[ -2/3 ] 
f(z) = -135/76*z^3 + 125/38*z + 1
*
[ 12/7 ] 
f(z) = -133/64*z^3 + 137/21*z + 1
*
[ -3/2 ] 
f(z) = -128/63*z^3 + 131/21*z + 1
*
[ -5/16 ] 
f(z) = -128/75*z^3 + 131/30*z + 1
*
[ -2/5 ] 
f(z) = -125/68*z^3 + 129/34*z + 1
*
[ -4/5 ] 
f(z) = -125/72*z^3 + 121/36*z + 1
*
[ -3/2 ] 
f(z) = -124/63*z^3 + 128/21*z + 1
*
-2/11 | 0.10306567117218123158371330216426955786 | 0.018361539095266047893862241000348977457
f(z) = -121/60*z^3 + 137/30*z + 1
*
21/11 | 0.13236165773658638952681404794471926318 | 0.022156992997165368552979064042919931787
f(z) = -121/72*z^3 + 131/24*z + 1
*
[ -8/15 ] 
f(z) = -135/64*z^3 + 139/40*z + 1
*
[ 6/5 ] 
f(z) = -125/63*z^3 + 127/42*z + 1
*
-12/25 | 0.14864666343233652472453403562276340231 | 0.016346731263577684489108723338630129357
f(z) = -125/64*z^3 + 139/45*z + 1
*
-12/11 | 0.071646126481459447623948686527173356914 | 0.014519506527416864520776979848650206504
f(z) = -121/60*z^3 + 139/60*z + 1
*
2/15 | 0.15888212781188777084243962976828878907 | 0.024388201805812611734391195903788695647
f(z) = -135/64*z^3 + 123/80*z + 1
*
-6/25 | 0.17215400982676522450222675880957667705 | 0.026741325107471984839811832547262588985
f(z) = -125/64*z^3 + 129/80*z + 1
*
[ 21/25 ] 
f(z) = -125/63*z^3 + 127/105*z + 1
*
[ 5/6 ] 
f(z) = -128/75*z^3 + 133/135*z + 1
*
[ 4/5 ] 
f(z) = -125/62*z^3 + 129/124*z + 1
*
[ 4/5 ] 
f(z) = -125/66*z^3 + 127/132*z + 1
*
[ 5/6 ] 
f(z) = -124/75*z^3 + 128/135*z + 1
*
[ 4/5 ] 
f(z) = -125/74*z^3 + 123/148*z + 1
*
[ 4/5 ] 
f(z) = -125/78*z^3 + 121/156*z + 1
*
[ 3/4 ] 
f(z) = -130/63*z^3 + 139/168*z + 1
*
-21/32 | 0.11378200071637514963900573674651943928 | 0.016415272817593891021650961096057308054
f(z) = -128/63*z^3 + 139/168*z + 1
*
0 | 0.19029321181077365344383653061593947143 | 0.029558955076896349319545177032139265397
f(z) = -125/66*z^3 + 131/165*z + 1
*
[ 3/4 ] 
f(z) = -122/63*z^3 + 127/168*z + 1
*
0 | 0.17851042364673094749753929787360837520 | 0.029732475253362935240662337435053836694
f(z) = -135/68*z^3 + 133/204*z + 1
*
[ 3/4 ] 
f(z) = -128/77*z^3 + 139/231*z + 1
*
[ 3/4 ] 
f(z) = -128/79*z^3 + 137/237*z + 1
*
2/5 | 0.17406870795692868173603052486437781091 | 0.022863690755971296763895185511110343737
f(z) = -135/64*z^3 + 121/240*z + 1
*
[ 7/10 ] 
f(z) = -125/63*z^3 + 137/252*z + 1
*
[ 2/3 ] 
f(z) = -137/60*z^3 + 139/270*z + 1
*
[ 2/3 ] 
f(z) = -133/60*z^3 + 131/270*z + 1
*
[ 2/3 ] 
f(z) = -131/60*z^3 + 127/270*z + 1
*
[ 28/41 ] 
f(z) = -123/64*z^3 + 124/287*z + 1
*
[ 2 ] 
f(z) = -139/64*z^3 + 147/16*z + 1
*
[ 2 ] 
f(z) = -137/64*z^3 + 145/16*z + 1
*
[ 2 ] 
f(z) = -135/64*z^3 + 143/16*z + 1
*
-20/9 | 0.21236821286949249131100728837464902177 | 0.023194189726766227475153134287024627099
f(z) = -135/64*z^3 + 148/15*z + 1
*
-4/45 | 0.24161641076611554555617377707336778068 | 0.026274546329695256207532575318131520612
f(z) = -135/64*z^3 + 154/15*z + 1
*
[ -2 ] 
f(z) = -135/64*z^3 + 159/16*z + 1
*
[ 2 ] 
f(z) = -133/64*z^3 + 141/16*z + 1
*
[ -2 ] 
f(z) = -133/64*z^3 + 157/16*z + 1
*
[ -2 ] 
f(z) = -131/64*z^3 + 155/16*z + 1
*
[ -2 ] 
f(z) = -129/64*z^3 + 153/16*z + 1
*
[ -2 ] 
f(z) = -127/64*z^3 + 151/16*z + 1
*
[ -2 ] 
f(z) = -125/64*z^3 + 149/16*z + 1
*
[ -2 ] 
f(z) = -123/64*z^3 + 147/16*z + 1
*
[ -2 ] 
f(z) = -121/64*z^3 + 145/16*z + 1
*
-44/45 | 0.20939596436659089056383439613337098742 | 0.024843562156791623773063649204502955979
f(z) = -135/64*z^3 + 143/30*z + 1
*
-5/8 | 0.19626679676959647957533453907241467017 | 0.029862805729156289794821418318612997357
f(z) = -128/75*z^3 + 143/30*z + 1
*
[ -28/25 ] 
f(z) = -125/64*z^3 + 152/35*z + 1
*
[ -2/5 ] 
f(z) = -125/76*z^3 + 143/38*z + 1
*
[ 21/11 ] 
f(z) = -121/63*z^3 + 157/21*z + 1
*
[ -4/11 ] 
f(z) = -121/72*z^3 + 143/36*z + 1
*
[ -3/4 ] 
f(z) = -136/63*z^3 + 149/42*z + 1
*
[ 8/7 ] 
f(z) = -133/64*z^3 + 159/56*z + 1
*
[ 21/16 ] 
f(z) = -128/63*z^3 + 157/42*z + 1
*
[ 6/5 ] 
f(z) = -125/64*z^3 + 143/48*z + 1
*
[ -18/25 ] 
f(z) = -125/72*z^3 + 148/45*z + 1
*
[ -6/11 ] 
f(z) = -121/63*z^3 + 143/42*z + 1
*
[ -10/11 ] 
f(z) = -121/72*z^3 + 157/45*z + 1
*
-9/8 | 0.12032455883376678017340091833252111817 | 0.023857707023370358220378639237131902400
f(z) = -128/63*z^3 + 155/63*z + 1
*
5/4 | 0.14593726153032059927265172087697089363 | 0.029203734709551247770120926479133227494
f(z) = -128/65*z^3 + 148/65*z + 1
*
-5/8 | 0.13750389946380840217051110577980150178 | 0.027299025882816264202842016470858968598
f(z) = -128/65*z^3 + 154/65*z + 1
*
-3/5 | 0.13884801095619521512210927024253127993 | 0.027530499162245893214470171679257155864
f(z) = -125/66*z^3 + 155/66*z + 1
*
[ 12/11 ] 
f(z) = -121/60*z^3 + 149/60*z + 1
*
-5/11 | 0.10898014219322109671559402486770317850 | 0.021553568870790650774472175726824639004
f(z) = -121/60*z^3 + 157/60*z + 1
*
-7/11 | 0.13800652162068916750063930958342425363 | 0.027616701885016528213093910652549083814
f(z) = -121/63*z^3 + 148/63*z + 1
*
14/11 | 0.13863840110968609680660502913455787108 | 0.028014776263289629334290622744046661623
f(z) = -121/70*z^3 + 141/70*z + 1
*
-1/11 | 0.092120336138019488600505324117641863100 | 0.018510199843083060475007785679694024487
f(z) = -121/72*z^3 + 145/72*z + 1
*
15/11 | 0.086500967059575669168427440587859515904 | 0.017286549809057541962419812964809926647
f(z) = -121/76*z^3 + 149/76*z + 1
*
[ 21/22 ] 
f(z) = -121/63*z^3 + 143/84*z + 1
*
[ 5/6 ] 
f(z) = -136/75*z^3 + 143/135*z + 1
*
[ 5/6 ] 
f(z) = -126/65*z^3 + 149/130*z + 1
*
[ 28/33 ] 
f(z) = -121/64*z^3 + 149/126*z + 1
*
[ 6/7 ] 
f(z) = -121/72*z^3 + 157/147*z + 1
*
[ 3/4 ] 
f(z) = -134/63*z^3 + 145/168*z + 1
*
0 | 0.15485926522154177849797615734473057775 | 0.025793167574714775460649500238361205438
f(z) = -135/64*z^3 + 149/192*z + 1
*
[ 3/4 ] 
f(z) = -128/61*z^3 + 155/183*z + 1
*
[ 3/4 ] 
f(z) = -128/65*z^3 + 151/195*z + 1
*
[ 3/4 ] 
f(z) = -128/67*z^3 + 149/201*z + 1
*
[ 3/4 ] 
f(z) = -128/71*z^3 + 145/213*z + 1
*
[ 3/4 ] 
f(z) = -128/73*z^3 + 143/219*z + 1
*
[ 2/3 ] 
f(z) = -139/60*z^3 + 143/270*z + 1
*
[ 8/11 ] 
f(z) = -121/70*z^3 + 151/280*z + 1
*
[ 8/11 ] 
f(z) = -121/74*z^3 + 145/296*z + 1
*
[ -2 ] 
f(z) = -139/64*z^3 + 163/16*z + 1
*
[ -2 ] 
f(z) = -137/64*z^3 + 161/16*z + 1
*
[ 5/2 ] 
f(z) = -136/75*z^3 + 179/15*z + 1
*
-20/9 | 0.24800417629472680831658621809993482176 | 0.026750903957830285612550237954005461338
f(z) = -135/64*z^3 + 166/15*z + 1
*
[ -20/9 ] 
f(z) = -135/64*z^3 + 178/15*z + 1
*
[ 5/2 ] 
f(z) = -128/75*z^3 + 169/15*z + 1
*
[ 5/2 ] 
f(z) = -124/75*z^3 + 164/15*z + 1
*
[ -5/2 ] 
f(z) = -124/75*z^3 + 176/15*z + 1
*
[ -4/33 ] 
f(z) = -121/64*z^3 + 167/18*z + 1
*
-4/15 | 0.18952903568904825964290933124010458590 | 0.022080033036579406969728687913342838012
f(z) = -135/64*z^3 + 167/30*z + 1
*
-4/3 | 0.13877310813745196895296020804944793560 | 0.016100784941336392278466774008535623479
f(z) = -135/64*z^3 + 173/30*z + 1
*
[ -21/11 ] 
f(z) = -121/63*z^3 + 179/21*z + 1
*
-21/11 | 0.10381055735118014239690295205320050624 | 0.016764289482023449789548281853431843356
f(z) = -121/72*z^3 + 163/24*z + 1
*
[ -4/7 ] 
f(z) = -137/64*z^3 + 169/49*z + 1
*
-2/9 | 0.10225361996455443586009158862683396099 | 0.015636100000599578136811381002340404900
f(z) = -135/64*z^3 + 173/48*z + 1
*
[ -4/5 ] 
f(z) = -133/64*z^3 + 179/50*z + 1
*
[ -2/3 ] 
f(z) = -129/64*z^3 + 163/48*z + 1
*
[ -4/7 ] 
f(z) = -129/64*z^3 + 167/49*z + 1
*
[ -4/5 ] 
f(z) = -129/64*z^3 + 177/50*z + 1
*
[ -4/7 ] 
f(z) = -125/64*z^3 + 166/49*z + 1
*
[ -8/25 ] 
f(z) = -125/64*z^3 + 173/40*z + 1
*
[ -2/3 ] 
f(z) = -123/64*z^3 + 161/48*z + 1
*
[ -6/11 ] 
f(z) = -121/64*z^3 + 163/48*z + 1
*
[ -4/7 ] 
f(z) = -121/64*z^3 + 165/49*z + 1
*
[ -4/5 ] 
f(z) = -121/64*z^3 + 173/50*z + 1
*
-2/7 | 0.21517624903330545535857535117784139546 | 0.029896239208433152486990002102551441089
f(z) = -133/72*z^3 + 167/63*z + 1
*
[ 9/8 ] 
f(z) = -128/63*z^3 + 169/63*z + 1
*
-7/8 | 0.13828281857835910892458694261145251914 | 0.026925281487055718883472171632919589761
f(z) = -128/63*z^3 + 170/63*z + 1
*
[ 28/25 ] 
f(z) = -125/64*z^3 + 179/70*z + 1
*
[ 5/4 ] 
f(z) = -124/75*z^3 + 167/60*z + 1
*
[ 13/11 ] 
f(z) = -121/65*z^3 + 179/65*z + 1
*
-10/11 | 0.12317684108410460366649346467499951304 | 0.023797001139465721877651437594118695394
f(z) = -121/70*z^3 + 177/70*z + 1
*
-9/11 | 0.10027577978488489955245393791109448442 | 0.019547321566638106056677545065803967542
f(z) = -121/72*z^3 + 169/72*z + 1
*
5/22 | 0.19033841313427775314215089934163458799 | 0.028447601249945086589278137182483807385
f(z) = -121/75*z^3 + 161/60*z + 1
*
35/22 | 0.20011004183495098789459346981101838368 | 0.029590129492808455689655116806761183128
f(z) = -121/75*z^3 + 173/60*z + 1
*
[ 6/7 ] 
f(z) = -131/72*z^3 + 172/147*z + 1
*
[ 6/7 ] 
f(z) = -127/72*z^3 + 166/147*z + 1
*
[ 6/7 ] 
f(z) = -125/72*z^3 + 163/147*z + 1
*
0 | 0.18973440389392553154477392600583159356 | 0.029472153356784794114954448605831768501
f(z) = -125/66*z^3 + 164/165*z + 1
*
0 | 0.16126083434031140071372433452226552460 | 0.025049247487966446300811211146146307458
f(z) = -125/78*z^3 + 176/195*z + 1
*
[ 7/9 ] 
f(z) = -135/77*z^3 + 179/231*z + 1
*
[ 8/11 ] 
f(z) = -121/62*z^3 + 163/248*z + 1
*
0 | 0.19906071437926823806815358690848883544 | 0.029118368146293538701937744067468638254
f(z) = -133/78*z^3 + 173/273*z + 1
*
0 | 0.15308112272592996802976340833558062878 | 0.024664343840019287845125461307895279146
f(z) = -124/65*z^3 + 171/260*z + 1
*
[ -5/2 ] 
f(z) = -136/75*z^3 + 191/15*z + 1
*
[ -4/45 ] 
f(z) = -135/64*z^3 + 184/15*z + 1
*
[ 12/5 ] 
f(z) = -135/64*z^3 + 191/15*z + 1
*
[ 6 ] 
f(z) = -131/72*z^3 + 199/3*z + 1
*
[ -5/2 ] 
f(z) = -128/75*z^3 + 181/15*z + 1
*
[ 6 ] 
f(z) = -127/72*z^3 + 193/3*z + 1
*
[ -6 ] 
f(z) = -127/72*z^3 + 194/3*z + 1
*
[ 6 ] 
f(z) = -125/72*z^3 + 190/3*z + 1
*
[ -6 ] 
f(z) = -125/72*z^3 + 191/3*z + 1
*
[ -28/11 ] 
f(z) = -121/64*z^3 + 191/14*z + 1
*
[ -36/11 ] 
f(z) = -121/64*z^3 + 194/9*z + 1
*
[ 6 ] 
f(z) = -121/72*z^3 + 184/3*z + 1
*
[ -6 ] 
f(z) = -121/72*z^3 + 185/3*z + 1
*
[ 30/11 ] 
f(z) = -121/72*z^3 + 197/15*z + 1
*
[ -2/11 ] 
f(z) = -121/60*z^3 + 197/30*z + 1
*
18/11 | 0.14696080870267878533333607293104505551 | 0.024943938129817391852802852643742060672
f(z) = -121/76*z^3 + 181/38*z + 1
*
[ -4/5 ] 
f(z) = -137/64*z^3 + 181/50*z + 1
*
[ -4/9 ] 
f(z) = -129/64*z^3 + 197/54*z + 1
*
-21/16 | 0.094168101855881698457214204351850318839 | 0.014902449286146286337666753461240858698
f(z) = -128/63*z^3 + 185/42*z + 1
*
[ -6/5 ] 
f(z) = -125/63*z^3 + 197/42*z + 1
*
8/5 | 0.21530738460724891769084145295209866814 | 0.029538965624406635659203633293171263449
f(z) = -125/64*z^3 + 183/40*z + 1
*
[ 36/25 ] 
f(z) = -125/64*z^3 + 196/45*z + 1
*
[ 3/2 ] 
f(z) = -122/63*z^3 + 197/42*z + 1
*
-1 | 0.081547531868525854667627113921056805754 | 0.015405787984781372648822234543723825837
f(z) = -139/60*z^3 + 199/60*z + 1
*
-1 | 0.11023056984123083525367718131672115522 | 0.020824527113261071420607015746784341186
f(z) = -138/61*z^3 + 199/61*z + 1
*
-1 | 0.081227416358310758033427069343834713840 | 0.015374651542675554740445214428502677584
f(z) = -137/60*z^3 + 197/60*z + 1
*
-1 | 0.11006921441934549753656132402431506911 | 0.020813853343727527879164858312173944769
f(z) = -137/61*z^3 + 198/61*z + 1
*
-1 | 0.097173202153620610250391621205327312100 | 0.018357756708008651632235984489880039374
f(z) = -137/62*z^3 + 199/62*z + 1
*
-1 | 0.10990640835018580965958901249702111279 | 0.020802985081258529457735995437988136542
f(z) = -136/61*z^3 + 197/61*z + 1
*
-1 | 0.096220489336672449899315435793737096833 | 0.018177772209005659215440904250961969716
f(z) = -136/63*z^3 + 199/63*z + 1
*
-1 | 0.10974212469330488062576982102584888102 | 0.020791917527101221203479496032434958901
f(z) = -135/61*z^3 + 196/61*z + 1
*
-1 | 0.096844226088653734657613798119557984913 | 0.018330587094695881858145554534686332483
f(z) = -135/62*z^3 + 197/62*z + 1
*
-1 | 0.10099808840228907515931696995668816328 | 0.019080346163050576938093626165782240193
f(z) = -135/64*z^3 + 199/64*z + 1
*
-1 | 0.10957633573332718459213383323362200189 | 0.020780645724759638225685043572230117824
f(z) = -134/61*z^3 + 195/61*z + 1
*
-1 | 0.095887880936128344482945368450582061693 | 0.018149570953424753056642575946478730135
f(z) = -134/63*z^3 + 197/63*z + 1
*
-1 | 0.10932408099172859017771443944360785398 | 0.020653275148842145991640980117457285214
f(z) = -134/65*z^3 + 199/65*z + 1
*
-1 | 0.080570737081586998442672916006920973330 | 0.015309800537271030618896751124614952243
f(z) = -133/60*z^3 + 193/60*z + 1
*
-1 | 0.10940901294930233308693751695272928643 | 0.020769164553351646289505293085061844756
f(z) = -133/61*z^3 + 194/61*z + 1
*
-1 | 0.096509828175634161931996587924788310777 | 0.018302642946156701631577693102099302770
f(z) = -133/62*z^3 + 195/62*z + 1
*
-1 | 0.10066106751585114659923848812473744505 | 0.019053035371001355690323387775310353109
f(z) = -133/64*z^3 + 197/64*z + 1
*
-1 | 0.10915410723024707309541880643998384880 | 0.020640808528897472158663678514227805360
f(z) = -133/65*z^3 + 198/65*z + 1
*
-1 | 0.075910314835268903651165644162668388388 | 0.014340816814610692241707672799877942559
f(z) = -133/66*z^3 + 199/66*z + 1
*
-1 | 0.10924012698250012764719202813537833121 | 0.020757468720618709183422578820469943411
f(z) = -132/61*z^3 + 193/61*z + 1
*
-1 | 0.10898251321929731231896742321724984621 | 0.020628111050589795360443996078552480973
f(z) = -132/65*z^3 + 197/65*z + 1
*
-1 | 0.10885118854148735485959615091078111188 | 0.020563937303035042189714019744351080860
f(z) = -132/67*z^3 + 199/67*z + 1
*
-1 | 0.080232695756493927893975694291416669872 | 0.015275803298445798113252439119414995282
f(z) = -131/60*z^3 + 191/60*z + 1
*
-1 | 0.10906964760254926415063869674253491655 | 0.020745552755566537963863794749046464733
f(z) = -131/61*z^3 + 192/61*z + 1
*
-1 | 0.096169121305843521762955362253956415369 | 0.018273756929220904223137680563482839678
f(z) = -131/62*z^3 + 193/62*z + 1
*
-1 | 0.095377183785358313770324682152764054819 | 0.018105495802171944271341055659210997702
f(z) = -131/63*z^3 + 194/63*z + 1
*
-1 | 0.10031762353340836488209937219427617328 | 0.019024773740116291040734742972105909536
f(z) = -131/64*z^3 + 195/64*z + 1
*
-1 | 0.10880926684801455836341365883719696567 | 0.020615176795700300631190313149946121831
f(z) = -131/65*z^3 + 196/65*z + 1
*
-1 | 0.075563406791298725165807454764709934253 | 0.014302572959712219279415288842824978712
f(z) = -131/66*z^3 + 197/66*z + 1
*
-1 | 0.10867650118091105043182705604419976983 | 0.020550494245113414413916007523472520403
f(z) = -131/67*z^3 + 198/67*z + 1
*
-1 | 0.10005207871128538997451923977006060654 | 0.018901628004484501273527872802967098371
f(z) = -131/68*z^3 + 199/68*z + 1
*
-1 | 0.10889754367181475826437118866240700825 | 0.020733411000713034840436373841049358743
f(z) = -130/61*z^3 + 191/61*z + 1
*
-1 | 0.095203685135723759464347842130300330402 | 0.018090307754850892497260196591530172193
f(z) = -130/63*z^3 + 193/63*z + 1
*
-1 | 0.10850009591265231069333031226351246388 | 0.020536799541245400307199849946731883816
f(z) = -130/67*z^3 + 197/67*z + 1
*
-1 | 0.088020388253254819795252282357544199669 | 0.016628626381409299022792329199084002111
f(z) = -130/69*z^3 + 199/69*z + 1
*
-1 | 0.10872378310790122226989617818172511800 | 0.020721037603918159200814982301710560273
f(z) = -129/61*z^3 + 190/61*z + 1
*
-1 | 0.095821856247136957728325959231298229943 | 0.018243881922722749733047579820620556610
f(z) = -129/62*z^3 + 191/62*z + 1
*
-1 | 0.099967499532015679419796601436456677275 | 0.018995512930396904112609510945942105165
f(z) = -129/64*z^3 + 193/64*z + 1
*
-1 | 0.10845768358195185290939538511780449661 | 0.020588573250658022706735007263902809870
f(z) = -129/65*z^3 + 194/65*z + 1
*
-1 | 0.10832193748139976418153736458445002941 | 0.020522846598635987390644654458204102528
f(z) = -129/67*z^3 + 196/67*z + 1
*
-1 | 0.099695992872841344585362332583270538434 | 0.018870366919705359255436626770537574281
f(z) = -129/68*z^3 + 197/68*z + 1
*
-1 | 0.095278727201951452799159207131392387332 | 0.017999856489827326379911082541674473347
f(z) = -129/70*z^3 + 199/70*z + 1
*
-1 | 0.10854833284416048327755923712797990562 | 0.020708426509768400840905901503324867126
f(z) = -128/61*z^3 + 189/61*z + 1
*
-1 | 0.094851591378540824890008156773828101516 | 0.018059149562176740704548412555761995808
f(z) = -128/63*z^3 + 191/63*z + 1
*
-1 | 0.10827927733726302041648413381298599079 | 0.020574891063422998283896609414982390542
f(z) = -128/65*z^3 + 193/65*z + 1
*
-1 | 0.10814198950116925983830550552783388271 | 0.020508628589877000337943431272245980159
f(z) = -128/67*z^3 + 195/67*z + 1
*
-1 | 0.087659144225505933910750654304732491800 | 0.016592043147737042322840787151276906627
f(z) = -128/69*z^3 + 197/69*z + 1
*
-1 | 0.10786159386877780181198636313239576187 | 0.020376985161513311522277275669022409969
f(z) = -128/71*z^3 + 199/71*z + 1
*
-1 | 0.079535998800696633433950685540056218279 | 0.015204425032283278281487470621469066588
f(z) = -127/60*z^3 + 187/60*z + 1
*
-1 | 0.10837115878807262052236463527182306860 | 0.020695571450486430013916487605907167004
f(z) = -127/61*z^3 + 188/61*z + 1
*
-1 | 0.095467768298093857873842642264234327240 | 0.018212967551431436863254241189887852040
f(z) = -127/62*z^3 + 189/62*z + 1
*
-1 | 0.094672926978721078016090376037382594406 | 0.018043166121732517155330973961055405755
f(z) = -127/63*z^3 + 190/63*z + 1
*
-1 | 0.099610422407786137642885194487798108700 | 0.018965201216653375023334548963334970213
f(z) = -127/64*z^3 + 191/64*z + 1
*
-1 | 0.10809907994074529942378612494607997233 | 0.020560946285541320778876956922996591213
f(z) = -127/65*z^3 + 192/65*z + 1
*
-1 | 0.074850191667983832071204577442631083085 | 0.014222800313381059238729458593478953454
f(z) = -127/66*z^3 + 193/66*z + 1
*
-1 | 0.10796021440510080232407338034032573652 | 0.020494138442083088522493774431077143984
f(z) = -127/67*z^3 + 194/67*z + 1
*
-1 | 0.099332675812966253852750334271593327632 | 0.018837982956331285397778092664672881773
f(z) = -127/68*z^3 + 195/68*z + 1
*
-1 | 0.087474710928516007413719689932632063387 | 0.016573097891221014266931838538430112289
f(z) = -127/69*z^3 + 196/69*z + 1
*
-1 | 0.094912802989393531354542634264582041224 | 0.017965009085891446267725701841744258622
f(z) = -127/70*z^3 + 197/70*z + 1
*
-1 | 0.10767652039353988796335237923032050576 | 0.020361400014136233622407128342577746514
f(z) = -127/71*z^3 + 198/71*z + 1
*
-1 | 0.085483818945175630216133532313190563507 | 0.016149423049639866352500941745866364299
f(z) = -127/72*z^3 + 199/72*z + 1
*
-1 | 0.10819222577735923592018744194035543115 | 0.020682465936334187784186217763433672743
f(z) = -126/61*z^3 + 187/61*z + 1
*
-1 | 0.10791705387799149645309169176963472602 | 0.020546731878375735803014446159426800352
f(z) = -126/65*z^3 + 191/65*z + 1
*
-1 | 0.10777657339237465538576423507803967366 | 0.020479368825395725617537597055875485886
f(z) = -126/67*z^3 + 193/67*z + 1
*
-1 | 0.10748950117449861963229171967178957419 | 0.020345515087712677229744111756863537689
f(z) = -126/71*z^3 + 197/71*z + 1
*
-1 | 0.10734277083329570064191200549608110574 | 0.020278970206270467551807976699084340817
f(z) = -126/73*z^3 + 199/73*z + 1
*
-1 | 0.10801149753367656907064802704418678633 | 0.020669103245475163672738452305617745906
f(z) = -125/61*z^3 + 186/61*z + 1
*
-1 | 0.095106575948438697624610944748165988394 | 0.018180959890988715896437145862291492624
f(z) = -125/62*z^3 + 187/62*z + 1
*
-1 | 0.094310181570104665364229965405126108696 | 0.018010355550496023063059435107639714897
f(z) = -125/63*z^3 + 188/63*z + 1
*
-1 | 0.099246101451649599434906817003079132326 | 0.018933783176966304536017551949780201280
f(z) = -125/64*z^3 + 189/64*z + 1
*
-1 | 0.10759102637204239615065421067333700966 | 0.020464312140810357309184067748253831202
f(z) = -125/67*z^3 + 192/67*z + 1
*
-1 | 0.098961816685466243387011354315426328903 | 0.018804416207912712274865998581901600599
f(z) = -125/68*z^3 + 193/68*z + 1
*
-1 | 0.087103188945818358304237596379905069457 | 0.016534839457656558709209222931159475224
f(z) = -125/69*z^3 + 194/69*z + 1
*
-1 | 0.10730049315520819451205312497800957089 | 0.020329322131636158437971082831477609618
f(z) = -125/71*z^3 + 196/71*z + 1
*
-1 | 0.085106015202936829556812976046282375256 | 0.016108789206822108803607319865786527735
f(z) = -125/72*z^3 + 197/72*z + 1
*
-1 | 0.10715195005873937249054674321158254954 | 0.020262204884284475557940167222548126757
f(z) = -125/73*z^3 + 198/73*z + 1
*
-1 | 0.094240767178408761273697531009033119505 | 0.017803767268081681758503753666326639415
f(z) = -125/74*z^3 + 199/74*z + 1
*
[ 6/5 ] 
f(z) = -125/78*z^3 + 193/78*z + 1
*
-1 | 0.10782893661372382677474505241127385862 | 0.020655476413258858714666465829893598668
f(z) = -124/61*z^3 + 185/61*z + 1
*
-1 | 0.094126024393129528878086322890156994125 | 0.017993513667419616196618416213630055776
f(z) = -124/63*z^3 + 187/63*z + 1
*
-1 | 0.10754735950246793363389991408906698702 | 0.020517464729503780376629130401760972808
f(z) = -124/65*z^3 + 189/65*z + 1
*
-1 | 0.10740353190355138166268766285945699553 | 0.020448960507278039835194893777297439881
f(z) = -124/67*z^3 + 191/67*z + 1
*
-1 | 0.086912914936107335074141250883344361133 | 0.016514921421622401096147452331462968503
f(z) = -124/69*z^3 + 193/69*z + 1
*
-1 | 0.10710945177984058855580418437830668238 | 0.020312812582335002240461432485922058429
f(z) = -124/71*z^3 + 195/71*z + 1
*
-1 | 0.10695904976039097586883082092452826682 | 0.020245111726164786673630297083402709724
f(z) = -124/73*z^3 + 197/73*z + 1
*
-1 | 0.086462661809578338739490226473763204108 | 0.016334343982179143579279416001976653000
f(z) = -124/75*z^3 + 199/75*z + 1
*
-1 | 0.10764450435758870752821444235045890172 | 0.020641578220887426214371275276476655350
f(z) = -123/61*z^3 + 184/61*z + 1
*
-1 | 0.094738631527399477428739794819323738427 | 0.018147926061338557205595326733956393945
f(z) = -123/62*z^3 + 185/62*z + 1
*
-1 | 0.098874226761274118034862263521110603002 | 0.018901199344762641015554710206999433664
f(z) = -123/64*z^3 + 187/64*z + 1
*
-1 | 0.10735960979710674420157872692757906796 | 0.020502396581339364884736562032199021355
f(z) = -123/65*z^3 + 188/65*z + 1
*
-1 | 0.10721404713372205031688947486511826626 | 0.020433305748028744295736713159419264052
f(z) = -123/67*z^3 + 190/67*z + 1
*
-1 | 0.098583083444238446298704362372392436984 | 0.018769602305511049286856406720022359605
f(z) = -123/68*z^3 + 191/68*z + 1
*
-1 | 0.094155548741945625154284708977731766834 | 0.017891144141536189421313245946986131821
f(z) = -123/70*z^3 + 193/70*z + 1
*
-1 | 0.10691633092054082967318772064311252001 | 0.020295977547647467578186956626407860460
f(z) = -123/71*z^3 + 194/71*z + 1
*
-1 | 0.10676402200354211123490410218583856360 | 0.020227681453799066125245001244308109763
f(z) = -123/73*z^3 + 196/73*z + 1
*
-1 | 0.093850909928233310441666066847776550818 | 0.017764014932403846832553440675432237995
f(z) = -123/74*z^3 + 197/74*z + 1
*
-1 | 0.097973637861934359771554557071674972213 | 0.018508973336337894101699866810621230886
f(z) = -123/76*z^3 + 199/76*z + 1
*
-1 | 0.093751941175911003546222430976733249812 | 0.017958917805091260146095905477072614735
f(z) = -122/63*z^3 + 185/63*z + 1
*
-1 | 0.10716986851909397402748313274698204885 | 0.020487027964549156277179509264759097073
f(z) = -122/65*z^3 + 187/65*z + 1
*
-1 | 0.10702252772991652962803071719373169336 | 0.020417339376058917053410853323761408433
f(z) = -122/67*z^3 + 189/67*z + 1
*
-1 | 0.086528286704469099935475846742312313949 | 0.016474444426753651997148606430295865725
f(z) = -122/69*z^3 + 191/69*z + 1
*
-1 | 0.10672108280021950214058070991826509870 | 0.020278807790208740663640524892778449809
f(z) = -122/71*z^3 + 193/71*z + 1
*
-1 | 0.10656681710803014365102368828600672734 | 0.020209904424315310109891356138325230503
f(z) = -122/73*z^3 + 195/73*z + 1
*
-1 | 0.086066435874589548353246389799691669467 | 0.016290576758649518036634183939101538370
f(z) = -122/75*z^3 + 197/75*z + 1
*
-1 | 0.10625076208561633754438633572835601864 | 0.020072670213385360974861058758964583831
f(z) = -122/77*z^3 + 199/77*z + 1
*
-1 | 0.10726986478324057967557104602705429381 | 0.020612937537076151322595063094995919906
f(z) = -121/61*z^3 + 182/61*z + 1
*
-1 | 0.094362310982490315461919921868340725553 | 0.018113554430127831821506784224523003053
f(z) = -121/62*z^3 + 183/62*z + 1
*
-1 | 0.093561931124394376089206753030736292172 | 0.017941147402991579236702193962070148671
f(z) = -121/63*z^3 + 184/63*z + 1
*
-1 | 0.098494467465574012413385432139804387219 | 0.018867385819259978860670163653568381799
f(z) = -121/64*z^3 + 185/64*z + 1
*
-1 | 0.10697809142605587431431997996744214094 | 0.020471350431926243827660786017480411256
f(z) = -121/65*z^3 + 186/65*z + 1
*
-1 | 0.10682892780911393733365788331604872763 | 0.020401052578720837152938193972366774645
f(z) = -121/67*z^3 + 188/67*z + 1
*
-1 | 0.098196120810189666058854222538961599809 | 0.018733471975673430553351902202450931144
f(z) = -121/68*z^3 + 189/68*z + 1
*
-1 | 0.086333838849493731585869605147772153648 | 0.016453867499400546648866093466811697323
f(z) = -121/69*z^3 + 190/69*z + 1
*
-1 | 0.10652365791042778332045321951268578110 | 0.020261293709773120694012241051491201653
f(z) = -121/71*z^3 + 192/71*z + 1
*
[ 14/11 ] 
f(z) = -121/72*z^3 + 185/63*z + 1
*
-1 | 0.084325345909219241212305248244379849163 | 0.016023239613648342544614422884806562738
f(z) = -121/72*z^3 + 193/72*z + 1
*
[ 6/5 ] 
f(z) = -121/72*z^3 + 194/75*z + 1
*
-1 | 0.10636738355959008405057164389507268197 | 0.020191770611094651712585874170867823433
f(z) = -121/73*z^3 + 194/73*z + 1
*
-1 | 0.093452890753631470649867500186864616623 | 0.017722908890037164201881493272166248513
f(z) = -121/74*z^3 + 195/74*z + 1
*
[ -15/22 ] 
f(z) = -121/75*z^3 + 193/60*z + 1
*
-1 | 0.085864924805994867663182661090244067226 | 0.016268105251527994348329152865893806419
f(z) = -121/75*z^3 + 196/75*z + 1
*
-1 | 0.097570795850982685695310919111915635180 | 0.018468111558947898975074361195846127295
f(z) = -121/76*z^3 + 197/76*z + 1
*
[ 13/11 ] 
f(z) = -121/78*z^3 + 181/78*z + 1
*
-1 | 0.072784616288698939749654512064676336074 | 0.013750316427788051388298284146769823727
f(z) = -121/78*z^3 + 199/78*z + 1
*
-16/15 | 0.069142893206010750993918512733700624354 | 0.010448644798593589476661221727410386728
f(z) = -135/64*z^3 + 187/80*z + 1
*
[ 16/15 ] 
f(z) = -135/64*z^3 + 197/80*z + 1
*
[ 12/11 ] 
f(z) = -121/63*z^3 + 199/84*z + 1
*
5/32 | 0.19223029809619469584223437945007321914 | 0.027732969777198723135930744102251147869
f(z) = -128/75*z^3 + 197/120*z + 1
*
[ 24/25 ] 
f(z) = -125/72*z^3 + 187/120*z + 1
*
[ 10/11 ] 
f(z) = -121/65*z^3 + 187/130*z + 1
*
[ 6/7 ] 
f(z) = -139/72*z^3 + 184/147*z + 1
*
[ 6/7 ] 
f(z) = -137/72*z^3 + 181/147*z + 1
*
-6/11 | 0.16168101249557430737574031928877801177 | 0.029455792825833744084846424449721431378
f(z) = -121/75*z^3 + 197/150*z + 1
*
[ 9/11 ] 
f(z) = -121/69*z^3 + 197/207*z + 1
*
0 | 0.17281728690498990199830355010202964871 | 0.025279510313398223403746537276632077781
f(z) = -133/66*z^3 + 185/231*z + 1
*
[ 9/11 ] 
f(z) = -121/75*z^3 + 193/225*z + 1
*
[ 9/11 ] 
f(z) = -121/78*z^3 + 191/234*z + 1
*
45/44 | 0.18167889224806854083801536674306684294 | 0.024004993119220729476067403046045098328
f(z) = -121/75*z^3 + 197/240*z + 1
*
0 | 0.17460705342456367192945660478165265088 | 0.027989414453316922757576755656120776355
f(z) = -128/65*z^3 + 187/260*z + 1
*
[ 3/4 ] 
f(z) = -124/69*z^3 + 187/276*z + 1
*
[ 6 ] 
f(z) = -139/72*z^3 + 211/3*z + 1
*
[ -6 ] 
f(z) = -139/72*z^3 + 212/3*z + 1
*
[ 6 ] 
f(z) = -137/72*z^3 + 208/3*z + 1
*
[ -6 ] 
f(z) = -137/72*z^3 + 209/3*z + 1
*
[ 6 ] 
f(z) = -133/72*z^3 + 202/3*z + 1
*
[ -6 ] 
f(z) = -133/72*z^3 + 203/3*z + 1
*
[ -6 ] 
f(z) = -131/72*z^3 + 200/3*z + 1
*
[ 18/5 ] 
f(z) = -125/72*z^3 + 209/9*z + 1
*
[ -18/5 ] 
f(z) = -125/72*z^3 + 214/9*z + 1
*
[ -30/11 ] 
f(z) = -121/72*z^3 + 208/15*z + 1
*
-24/11 | 0.21063225531278990795672386153408231757 | 0.028492127444516565568715421397152975335
f(z) = -121/64*z^3 + 203/24*z + 1
*
[ 24/11 ] 
f(z) = -121/72*z^3 + 205/24*z + 1
*
-8/5 | 0.20351547414112079648925035923449509592 | 0.027566363754550727136140826364630664034
f(z) = -135/64*z^3 + 201/40*z + 1
*
[ 3/2 ] 
f(z) = -134/63*z^3 + 215/42*z + 1
*
[ 3/2 ] 
f(z) = -130/63*z^3 + 209/42*z + 1
*
-1 | 0.11054903280401024059606966814509998584 | 0.020845309617407875480621378837108244051
f(z) = -140/61*z^3 + 201/61*z + 1
*
[ -1/2 ] 
f(z) = -140/61*z^3 + 218/61*z + 1
*
-1 | 0.11019073568810297614856154155701450412 | 0.020663143878364939090451921483821460225
f(z) = -140/67*z^3 + 207/67*z + 1
*
-1 | 0.089723751729890499085253134390503642537 | 0.016794859231597456646443924573448866329
f(z) = -140/69*z^3 + 209/69*z + 1
*
-1 | 0.10994460355914677830631747864277834813 | 0.020543258213710729794001819334351935323
f(z) = -140/71*z^3 + 211/71*z + 1
*
-1 | 0.10981923142943407818133637768753516842 | 0.020483724452070112029215413863153963641
f(z) = -140/73*z^3 + 213/73*z + 1
*
-1 | 0.10943333706074498166343331905159456142 | 0.020306528201373785189371716498964173624
f(z) = -140/79*z^3 + 219/79*z + 1
*
-1 | 0.11039050081053849398928471120718867811 | 0.020835011037185223941106712760004740099
f(z) = -139/61*z^3 + 200/61*z + 1
*
-1 | 0.097495673887591329391711029694961297752 | 0.018383946534817131042962478578724839671
f(z) = -139/62*z^3 + 201/62*z + 1
*
-1 | 0.096708196587722932002872016853135205712 | 0.018218409865626944329981846437838093682
f(z) = -139/63*z^3 + 202/63*z + 1
*
-1 | 0.10165381523115307229937305105924941833 | 0.019132293314456797723406764724752681121
f(z) = -139/64*z^3 + 203/64*z + 1
*
-1 | 0.11015070542694826521517762898820037434 | 0.020712339239138820413661591666826956230
f(z) = -139/65*z^3 + 204/65*z + 1
*
-1 | 0.076910161729656447548156351977164070007 | 0.014448622495745398268612819288484949330
f(z) = -139/66*z^3 + 205/66*z + 1
*
-1 | 0.11002864349291782815918357837964614445 | 0.020651501650406187364412542845993744379
f(z) = -139/67*z^3 + 206/67*z + 1
*
-1 | 0.10140968099232684421091564112718232926 | 0.019016506387022693984369516417886982427
f(z) = -139/68*z^3 + 207/68*z + 1
*
-1 | 0.089560411959163905967287166026419039242 | 0.016779348572661723436095402565703339226
f(z) = -139/69*z^3 + 208/69*z + 1
*
-1 | 0.097006670268760331501887371562176154457 | 0.018158105744335088266394690742414680039
f(z) = -139/70*z^3 + 209/70*z + 1
*
-1 | 0.10977998360008173116088005821336687776 | 0.020530723006677888973589843999470918420
f(z) = -139/71*z^3 + 210/71*z + 1
*
-1 | 0.087596354291554423214393718622760323440 | 0.016367465673956500069807902575368907511
f(z) = -139/72*z^3 + 211/72*z + 1
*
-1 | 0.10965329723990224956984048461308660195 | 0.020470742300629965700071636189055599135
f(z) = -139/73*z^3 + 212/73*z + 1
*
-1 | 0.096753937908497774461446309325691274862 | 0.018046757184272003149016755381906006869
f(z) = -139/74*z^3 + 213/74*z + 1
*
-1 | 0.089180305754218067679729541861106965934 | 0.016619587099264159692556756727643271478
f(z) = -139/75*z^3 + 214/75*z + 1
*
-1 | 0.10090281771475444365957651589874730107 | 0.018787864158093644726139705010819642736
f(z) = -139/76*z^3 + 215/76*z + 1
*
-1 | 0.10939497595183316787396580499053179030 | 0.020351499523345411744543856823690758045
f(z) = -139/77*z^3 + 216/77*z + 1
*
-1 | 0.076148597264526403969804958074914117358 | 0.014154284414815783153429759827364736511
f(z) = -139/78*z^3 + 217/78*z + 1
*
-1 | 0.10926324033613414723346794057861327417 | 0.020292198072800794918743063084723891657
f(z) = -139/79*z^3 + 218/79*z + 1
*
-1 | 0.10998838325180088087037212779499832553 | 0.020700944718811143913816391937503585474
f(z) = -138/65*z^3 + 203/65*z + 1
*
-1 | 0.10986507993889797449007458306437624782 | 0.020639653197997748425175051684282296997
f(z) = -138/67*z^3 + 205/67*z + 1
*
-1 | 0.10961383906628857051437865174424516007 | 0.020517967221158923692780569839121828111
f(z) = -138/71*z^3 + 209/71*z + 1
*
-1 | 0.10948581020304241895238201433930428237 | 0.020457532220109630711847245395607286670
f(z) = -138/73*z^3 + 211/73*z + 1
*
-1 | 0.10922469197090478015851189828805974006 | 0.020337377309522981999355778187683375437
f(z) = -138/77*z^3 + 215/77*z + 1
*
-1 | 0.10909149845877522821135332488159878361 | 0.020277617078880351713813041318138492879
f(z) = -138/79*z^3 + 217/79*z + 1
*
-1 | 0.096384524748511423971101768649486026181 | 0.018191534798774791944429304500873341872
f(z) = -137/63*z^3 + 200/63*z + 1
*
-1 | 0.10132892821528038264699888712147138056 | 0.019106751350709182524064195791087936854
f(z) = -137/64*z^3 + 201/64*z + 1
*
-1 | 0.10982458784545485322349592696374431191 | 0.020689346149445746210039758018924094924
f(z) = -137/65*z^3 + 202/65*z + 1
*
-1 | 0.076581764250740904704059930556992366911 | 0.014413475508538835063588010632266281561
f(z) = -137/66*z^3 + 203/66*z + 1
*
-1 | 0.10970001729842569179195074855800624495 | 0.020627593477658400642628895171328254687
f(z) = -137/67*z^3 + 204/67*z + 1
*
-1 | 0.10107977606970401602763802441011541953 | 0.018989214084859740875496630650072542376
f(z) = -137/68*z^3 + 205/68*z + 1
*
-1 | 0.089230245173699057761861197344296798272 | 0.016747807634194869245187203112322323439
f(z) = -137/69*z^3 + 206/69*z + 1
*
-1 | 0.096674157271262546482649944704896876788 | 0.018128493366901562212594529162395179118
f(z) = -137/70*z^3 + 207/70*z + 1
*
-1 | 0.10944614051481618224889072266732117071 | 0.020504985422219348895697531131062721946
f(z) = -137/71*z^3 + 208/71*z + 1
*
-1 | 0.087261163239580652039333654912565138098 | 0.016333901834668548111747569778482912289
f(z) = -137/72*z^3 + 209/72*z + 1
*
[ 6/5 ] 
f(z) = -137/72*z^3 + 218/75*z + 1
*
-1 | 0.10931673994411071241411963409866969317 | 0.020444088568655120942436230894336843181
f(z) = -137/73*z^3 + 210/73*z + 1
*
-1 | 0.096415995681800646857323936886938219365 | 0.018015424414693487707013687516151277967
f(z) = -137/74*z^3 + 211/74*z + 1
*
-1 | 0.088841993103716358676833180963638601444 | 0.016585561876188807662314832667363781319
f(z) = -137/75*z^3 + 212/75*z + 1
*
-1 | 0.10056204786333522076596648574036808818 | 0.018757054224077805962784492696459110541
f(z) = -137/76*z^3 + 213/76*z + 1
*
-1 | 0.10905276252348816557930726729032618679 | 0.020323005957946697561928180256578172869
f(z) = -137/77*z^3 + 214/77*z + 1
*
-1 | 0.075804919804950849317781459987014061227 | 0.014114695387761650841724395029200696546
f(z) = -137/78*z^3 + 215/78*z + 1
*
-1 | 0.10891807791489438253352428946912085991 | 0.020262778902613089963477468962570215672
f(z) = -137/79*z^3 + 216/79*z + 1
*
[ -1/2 ] 
f(z) = -136/61*z^3 + 217/61*z + 1
*
-1 | 0.10965929149148546652766402329700754132 | 0.020677538514680462232575681816453127293
f(z) = -136/65*z^3 + 201/65*z + 1
*
-1 | 0.10953342703100775075606817987680731439 | 0.020615317279824639684397358732343400226
f(z) = -136/67*z^3 + 203/67*z + 1
*
-1 | 0.089061292953550616143805238474089427832 | 0.016731378168102971457590579369001625523
f(z) = -136/69*z^3 + 205/69*z + 1
*
-1 | 0.10927685761481498901432872495142840578 | 0.020491771993081561025818511605273832918
f(z) = -136/71*z^3 + 207/71*z + 1
*
-1 | 0.10914605515878264458478977175626384198 | 0.020430405513964379711606460476304551900
f(z) = -136/73*z^3 + 209/73*z + 1
*
-1 | 0.088668833499481780928357731096530501901 | 0.016567859477599941479037626201559216540
f(z) = -136/75*z^3 + 211/75*z + 1
*
-1 | 0.10887915418120362825147247606271330075 | 0.020308379177241939036240094164589208320
f(z) = -136/77*z^3 + 213/77*z + 1
*
-1 | 0.10874294411614610013466438629607068164 | 0.020247677007205897852670168595017465851
f(z) = -136/79*z^3 + 215/79*z + 1
*
[ -2/3 ] 
f(z) = -135/62*z^3 + 215/62*z + 1
*
-1 | 0.10936527975040031390780440485146206930 | 0.020602819221785446582837299620863168543
f(z) = -135/67*z^3 + 202/67*z + 1
*
-1 | 0.10074370478324482930151360545870280835 | 0.018961001169657928604298159576028383128
f(z) = -135/68*z^3 + 203/68*z + 1
*
-1 | 0.10910595911049626379812629304561901383 | 0.020478321127212611462877634326759413964
f(z) = -135/71*z^3 + 206/71*z + 1
*
-1 | 0.10897372357374476109209759640794429035 | 0.020416477024898864200579929249559275720
f(z) = -135/73*z^3 + 208/73*z + 1
*
-1 | 0.096070879916349353097736045733501234382 | 0.017982940674484430354568995282610407696
f(z) = -135/74*z^3 + 209/74*z + 1
*
-1 | 0.10021462786868700339117210060280718372 | 0.018725202606145494739781112965923266866
f(z) = -135/76*z^3 + 211/76*z + 1
*
-1 | 0.10870383244824236446390879280065478581 | 0.020293490457203244919164922587677027832
f(z) = -135/77*z^3 + 212/77*z + 1
*
-1 | 0.10856606135169504803044481932425268163 | 0.020232304625993178647387441904922193101
f(z) = -135/79*z^3 + 214/79*z + 1
*
-1 | 0.088721701046392327587238381000557342006 | 0.016698336446273608443797674938315177901
f(z) = -134/69*z^3 + 203/69*z + 1
*
-1 | 0.10893341278209599911281852862153326826 | 0.020464626819979802895584147540521609055
f(z) = -134/71*z^3 + 205/71*z + 1
*
-1 | 0.10879971190512707435358031208567070001 | 0.020402296862630186645937434843552300070
f(z) = -134/73*z^3 + 207/73*z + 1
*
-1 | 0.088320542628628123128463905887220881964 | 0.016532200806444387687358010566024036342
f(z) = -134/75*z^3 + 209/75*z + 1
*
-1 | 0.10852676171400233315692603378373454193 | 0.020278333058786350717742642857488255077
f(z) = -134/77*z^3 + 211/77*z + 1
*
-1 | 0.10838739273753002536769164863526412534 | 0.020216654751772481101391182809009247604
f(z) = -134/79*z^3 + 213/79*z + 1
*
-1 | 0.10902419216653048786566841020305835118 | 0.020577135083465565117116081290847442985
f(z) = -133/67*z^3 + 200/67*z + 1
*
-1 | 0.10040122478577807885239400769266568564 | 0.018931822048022373909086985057043065054
f(z) = -133/68*z^3 + 201/68*z + 1
*
-1 | 0.088548930736333638890124199633485605528 | 0.016681323509680000317043622452678707716
f(z) = -133/69*z^3 + 202/69*z + 1
*
-1 | 0.10875918540471064224588143121092190198 | 0.020450682859845325152126003524316669156
f(z) = -133/71*z^3 + 204/71*z + 1
*
-1 | 0.086571328865820720032303439877170189565 | 0.016263604465350506186405555827587658144
f(z) = -133/72*z^3 + 205/72*z + 1
*
[ 6/5 ] 
f(z) = -133/72*z^3 + 212/75*z + 1
*
-1 | 0.10862398581463019948366620270637922234 | 0.020387858571290340111799451409108463657
f(z) = -133/73*z^3 + 206/73*z + 1
*
-1 | 0.095719628224997598350282134154661058440 | 0.017949498545822601103662231797522852488
f(z) = -133/74*z^3 + 207/74*z + 1
*
-1 | 0.088143274196743476443275201468634124629 | 0.016513844562899280523532119369428574595
f(z) = -133/75*z^3 + 208/75*z + 1
*
-1 | 0.075098611321384546234360654647328368989 | 0.014032250005215947705129957878771938882
f(z) = -133/78*z^3 + 211/78*z + 1
*
-1 | 0.10820690016281235327801556252516042749 | 0.020200720125512761935313286125468152437
f(z) = -133/79*z^3 + 212/79*z + 1
*
[ -1/2 ] 
f(z) = -132/61*z^3 + 216/61*z + 1
*
-1 | 0.10858324270486145825185463203389045520 | 0.020436482819068865644194787228378736541
f(z) = -132/71*z^3 + 203/71*z + 1
*
-1 | 0.10844650986318927637290482359985599320 | 0.020373155468091498957329050183302705173
f(z) = -132/73*z^3 + 205/73*z + 1
*
-1 | 0.10802454423304412733258997431494532284 | 0.020184493224389990827682384617438588325
f(z) = -132/79*z^3 + 211/79*z + 1
*
-1 | 0.088198309102111942671815893517119657047 | 0.016646475286469101191344586478084148622
f(z) = -131/69*z^3 + 200/69*z + 1
*
-1 | 0.095637923702840346374718354725909339554 | 0.018033646068040671514941065329067449251
f(z) = -131/70*z^3 + 201/70*z + 1
*
-1 | 0.10840554931463275428959708878016018348 | 0.020422020043884637311089879265168763776
f(z) = -131/71*z^3 + 202/71*z + 1
*
-1 | 0.086216152880055641168142879924781604820 | 0.016226766517266536389952355842607352351
f(z) = -131/72*z^3 + 203/72*z + 1
*
[ 6/5 ] 
f(z) = -131/72*z^3 + 209/75*z + 1
*
-1 | 0.10826724746200382612047073976827232768 | 0.020358180632878607624500342563599663037
f(z) = -131/73*z^3 + 204/73*z + 1
*
-1 | 0.095361956633516629629440062301817872172 | 0.017915043745409638477304069814867223306
f(z) = -131/74*z^3 + 205/74*z + 1
*
-1 | 0.087783341518837712884982976984136272016 | 0.016476235321133760480209078247663914106
f(z) = -131/75*z^3 + 206/75*z + 1
*
-1 | 0.099498716196294657258320371785898097577 | 0.018658159196759160301975913346494370552
f(z) = -131/76*z^3 + 207/76*z + 1
*
-1 | 0.10798468160328732124427500925219242222 | 0.020231177743528156787725242837270555416
f(z) = -131/77*z^3 + 208/77*z + 1
*
-1 | 0.074732670922179664427888371702262094404 | 0.013988767343543579366623363497745099637
f(z) = -131/78*z^3 + 209/78*z + 1
*
-1 | 0.10784028420982317446393994563667760622 | 0.020167966249100902283604174286209094552
f(z) = -131/79*z^3 + 210/79*z + 1
*
-1 | 0.10822606872321658721271190925394179524 | 0.020407287644116541407037982110872832730
f(z) = -130/71*z^3 + 201/71*z + 1
*
-1 | 0.10808616082074851379922900426444748375 | 0.020342926897074930275963564635829325256
f(z) = -130/73*z^3 + 203/73*z + 1
*
-1 | 0.10780023464636992332237838743786501326 | 0.020214873280494301347843065979939230219
f(z) = -130/77*z^3 + 207/77*z + 1
*
-1 | 0.10765407794693108732843911027042391061 | 0.020151131110401398635483273486650660873
f(z) = -130/79*z^3 + 209/79*z + 1
*
-1 | 0.10804476322568276412977596934935632759 | 0.020392278482192198598602155919460407945
f(z) = -129/71*z^3 + 200/71*z + 1
*
-1 | 0.10790321089276423895182535545176178079 | 0.020327386831977399159104128841634668497
f(z) = -129/73*z^3 + 202/73*z + 1
*
-1 | 0.094995605861872551546836220213318846833 | 0.017879149845985187914203377185310235581
f(z) = -129/74*z^3 + 203/74*z + 1
*
-1 | 0.099129616719291889949972568791591017041 | 0.018622850061862402380259825008337321272
f(z) = -129/76*z^3 + 205/76*z + 1
*
-1 | 0.10761384205373927620927694431293257129 | 0.020198262618064495186936262881520288686
f(z) = -129/77*z^3 + 206/77*z + 1
*
-1 | 0.10746588182247813784510166555101916037 | 0.020133979414811368542732474803972327828
f(z) = -129/79*z^3 + 208/79*z + 1
*
[ -1/2 ] 
f(z) = -128/61*z^3 + 215/61*z + 1
*
[ 5/4 ] 
f(z) = -128/65*z^3 + 213/65*z + 1
*
[ -5/8 ] 
f(z) = -128/65*z^3 + 219/65*z + 1
*
-1 | 0.10771835731701189727077867651814539836 | 0.020311552736354938813104296260975191079
f(z) = -128/73*z^3 + 201/73*z + 1
*
-1 | 0.087229365339788312828245894403590581649 | 0.016417463520870262655548915070788471027
f(z) = -128/75*z^3 + 203/75*z + 1
*
-3/8 | 0.15181131832088415421048323156354389671 | 0.028194160557415040298953120250016257107
f(z) = -128/75*z^3 + 218/75*z + 1
*
-1 | 0.10742546036450344790469926738229120659 | 0.020181337398486621502600087585930399470
f(z) = -128/77*z^3 + 205/77*z + 1
*
-1 | 0.10727565066680394964184191135797451718 | 0.020116502449422453921399188797306726721
f(z) = -128/79*z^3 + 207/79*z + 1
*
[ 6/5 ] 
f(z) = -127/72*z^3 + 203/75*z + 1
*
-1 | 0.10753155835655237932398012251539519167 | 0.020295416623298919732966904704039010961
f(z) = -127/73*z^3 + 200/73*z + 1
*
-1 | 0.094622860949348077845666443309899887858 | 0.017842244145826139603146688350695529822
f(z) = -127/74*z^3 + 201/74*z + 1
*
-1 | 0.087039752938257078035765883243088590861 | 0.016397016484468099907783579974355734096
f(z) = -127/75*z^3 + 202/75*z + 1
*
-1 | 0.098752647914188696580294060587468236843 | 0.018586263793220809781664726053234068068
f(z) = -127/76*z^3 + 203/76*z + 1
*
-1 | 0.10723504458316483266514155645051332529 | 0.020164088946336412285153003717176223330
f(z) = -127/77*z^3 + 204/77*z + 1
*
-1 | 0.073978756175082220489869193508203453677 | 0.013897917994708804391615915477036477967
f(z) = -127/78*z^3 + 205/78*z + 1
*
-1 | 0.10708333768580525458913400998960515392 | 0.020098691165739516547293731052066913054
f(z) = -127/79*z^3 + 206/79*z + 1
*
-1 | 0.10688889437933155131639450049073181048 | 0.020080536162480156959235037983937500418
f(z) = -126/79*z^3 + 205/79*z + 1
*
[ -12/25 ] 
f(z) = -125/72*z^3 + 209/60*z + 1
*
-1 | 0.098367450247157851050973166119565558251 | 0.018548330136114831607787829010401298575
f(z) = -125/76*z^3 + 201/76*z + 1
*
-1 | 0.10684792263078415030520917229358278856 | 0.020128585957165314716993995723082691998
f(z) = -125/77*z^3 + 202/77*z + 1
*
-1 | 0.073590711605777240531872259926891061630 | 0.013850528644298671163759118348133126910
f(z) = -125/78*z^3 + 203/78*z + 1
*
-1 | 0.10669227045425565909604838628698520505 | 0.020062027667249546866910688800285923856
f(z) = -125/79*z^3 + 204/79*z + 1
*
[ -1/2 ] 
f(z) = -124/61*z^3 + 214/61*z + 1
*
-1 | 0.10665111809085527107594336612330945046 | 0.020110312331615091679506181162869949293
f(z) = -124/77*z^3 + 201/77*z + 1
*
-1 | 0.10649341373178860303125942115162080663 | 0.020043155516999965536543705805431565051
f(z) = -124/79*z^3 + 203/79*z + 1
*
-1 | 0.10645208254413593641522816849875959449 | 0.020091677258942997105050111055316355970
f(z) = -123/77*z^3 + 200/77*z + 1
*
-1 | 0.10629227004856650103836885685241088035 | 0.020023909137175681773588342385490321546
f(z) = -123/79*z^3 + 202/79*z + 1
*
-1 | 0.10608878315099060570320346610858639012 | 0.020004277519434083042962736717752240848
f(z) = -122/79*z^3 + 201/79*z + 1
*
-15/11 | 0.10712166859422057531015551574702105362 | 0.020051472547758167958227862391062666558
f(z) = -121/60*z^3 + 209/60*z + 1
*
[ -5/11 ] 
f(z) = -121/60*z^3 + 217/60*z + 1
*
[ -7/11 ] 
f(z) = -121/63*z^3 + 211/63*z + 1
*
-5/22 | 0.19922734140176320743900558033957632758 | 0.028658496954494121264505345940977489608
f(z) = -121/75*z^3 + 209/60*z + 1
*
-9/11 | 0.14376535772830633567585638807297340327 | 0.026862699672296770198541708571081058586
f(z) = -121/78*z^3 + 211/78*z + 1
*
-1 | 0.10588289458224976052560821927119423280 | 0.019984249197823092236758279166407485509
f(z) = -121/79*z^3 + 200/79*z + 1
*
-20/19 | 0.27223348342701955157726513365009306034 | 0.028581365940969964089630873432308767534
f(z) = -133/64*z^3 + 214/95*z + 1
*
-6/25 | 0.19192866964808595710507985450741424589 | 0.028524188313032385825766151857338574457
f(z) = -125/64*z^3 + 209/80*z + 1
*
-3/4 | 0.16895455696250815840074237938880712247 | 0.026310260852546103653033991668427655537
f(z) = -124/63*z^3 + 205/84*z + 1
*
[ 24/25 ] 
f(z) = -125/64*z^3 + 211/120*z + 1
*
-3/4 | 0.11954434923922094146806929523207521947 | 0.021325110630994720161598433740714707439
f(z) = -136/75*z^3 + 203/150*z + 1
*
[ 9/11 ] 
f(z) = -121/60*z^3 + 203/180*z + 1
*
0 | 0.17499656180776877441144140467087148176 | 0.027654600194131424291101670450308733916
f(z) = -140/69*z^3 + 215/276*z + 1
*
[ 17/22 ] 
f(z) = -121/68*z^3 + 209/272*z + 1
*
-2 | 0.10418114428179169282880573302565942595 | 0.016886177880418806265661084107277750963
f(z) = -129/76*z^3 + 239/38*z + 1
*
-2 | 0.083511690525438611508805668120161233268 | 0.013535974009775869306104482477690302753
f(z) = -127/60*z^3 + 239/30*z + 1
*
-2 | 0.10388023152749526364378064338490520789 | 0.016860369421705427653143281250526233491
f(z) = -127/68*z^3 + 237/34*z + 1
*
-2 | 0.10389286648253855285176400428054923483 | 0.016885646043417939091881300606177367769
f(z) = -127/76*z^3 + 235/38*z + 1
*
-2 | 0.10358872521726192990682773233535680251 | 0.016859634683222461106975686624924805778
f(z) = -125/68*z^3 + 233/34*z + 1
*
-2 | 0.10359974403528971406577286041501884884 | 0.016885119116884513095012302194536662000
f(z) = -125/76*z^3 + 231/38*z + 1
*
-2 | 0.10329231853665579349352401769210274931 | 0.016858907124126833633080515577030416208
f(z) = -123/68*z^3 + 229/34*z + 1
*
-2 | 0.10330160079403482516433283940779154070 | 0.016884596215160797637087682595737344720
f(z) = -123/76*z^3 + 227/38*z + 1
*
-2 | 0.082626138554920429706787931315494546723 | 0.013505202006495160102634753295938132725
f(z) = -121/60*z^3 + 227/30*z + 1
*
[ 24/11 ] 
f(z) = -121/64*z^3 + 229/24*z + 1
*
[ -2/11 ] 
f(z) = -121/68*z^3 + 223/34*z + 1
*
-2 | 0.10299083531799013340851340033092905029 | 0.016858186531603609548873064701702917656
f(z) = -121/68*z^3 + 225/34*z + 1
*
[ -24/11 ] 
f(z) = -121/72*z^3 + 227/24*z + 1
*
-2 | 0.10299825020949553794162210709809326471 | 0.016884076229389386636637930219586973022
f(z) = -121/76*z^3 + 223/38*z + 1
*
14/9 | 0.12627269422171009102102401554807310001 | 0.018612055917797808851491621442466992733
f(z) = -135/64*z^3 + 221/48*z + 1
*
[ 8/5 ] 
f(z) = -135/64*z^3 + 231/40*z + 1
*
-12/7 | 0.24815170408438969223440699414533635148 | 0.027750633984471780039933266353583047398
f(z) = -133/64*z^3 + 239/42*z + 1
*
[ -21/16 ] 
f(z) = -128/63*z^3 + 221/42*z + 1
*
-21/16 | 0.16104473592030694506801778061091524360 | 0.024686624939336632029815296654011152738
f(z) = -128/63*z^3 + 227/42*z + 1
*
[ -6/5 ] 
f(z) = -125/64*z^3 + 223/48*z + 1
*
-8/5 | 0.17490923123102750390044681129872261565 | 0.023226836980040934003174257293554502217
f(z) = -125/64*z^3 + 233/40*z + 1
*
[ -1/2 ] 
f(z) = -140/67*z^3 + 236/67*z + 1
*
[ 6/5 ] 
f(z) = -139/72*z^3 + 221/75*z + 1
*
[ -1/2 ] 
f(z) = -136/63*z^3 + 223/63*z + 1
*
[ -1/2 ] 
f(z) = -136/65*z^3 + 229/65*z + 1
*
[ -1/2 ] 
f(z) = -136/67*z^3 + 235/67*z + 1
*
-2/7 | 0.22423518234898159771174997148475512823 | 0.029828341923520461378301305734543755468
f(z) = -133/72*z^3 + 230/63*z + 1
*
[ -1/2 ] 
f(z) = -132/65*z^3 + 228/65*z + 1
*
[ -1/2 ] 
f(z) = -132/67*z^3 + 234/67*z + 1
*
[ -1/2 ] 
f(z) = -128/63*z^3 + 221/63*z + 1
*
[ -7/8 ] 
f(z) = -128/63*z^3 + 233/63*z + 1
*
[ -1/2 ] 
f(z) = -128/65*z^3 + 227/65*z + 1
*
[ -1/2 ] 
f(z) = -128/67*z^3 + 233/67*z + 1
*
[ -3/4 ] 
f(z) = -128/69*z^3 + 233/69*z + 1
*
[ -1/2 ] 
f(z) = -128/69*z^3 + 239/69*z + 1
*
[ -2/5 ] 
f(z) = -125/62*z^3 + 237/62*z + 1
*
[ -3/5 ] 
f(z) = -125/66*z^3 + 221/66*z + 1
*
-6/5 | 0.11971174462811117531330202680969200367 | 0.021926892493573682902152809032155492179
f(z) = -125/66*z^3 + 235/66*z + 1
*
[ -4/5 ] 
f(z) = -125/68*z^3 + 233/68*z + 1
*
[ -3/5 ] 
f(z) = -125/69*z^3 + 229/69*z + 1
*
[ -1/2 ] 
f(z) = -124/63*z^3 + 220/63*z + 1
*
[ -1/2 ] 
f(z) = -124/65*z^3 + 226/65*z + 1
*
[ -1/2 ] 
f(z) = -124/67*z^3 + 232/67*z + 1
*
[ -1/2 ] 
f(z) = -124/69*z^3 + 238/69*z + 1
*
3/2 | 0.15532469688960632751137038239571837967 | 0.028585322691887299393744765157522042295
f(z) = -124/75*z^3 + 229/75*z + 1
*
[ -9/11 ] 
f(z) = -121/63*z^3 + 221/63*z + 1
*
[ -28/33 ] 
f(z) = -121/64*z^3 + 223/63*z + 1
*
[ -5/11 ] 
f(z) = -121/65*z^3 + 233/65*z + 1
*
[ -7/11 ] 
f(z) = -121/70*z^3 + 229/70*z + 1
*
[ -8/11 ] 
f(z) = -121/72*z^3 + 235/72*z + 1
*
-15/22 | 0.17882773899360748035080028657893277354 | 0.025327999092917369046647827643878752517
f(z) = -121/75*z^3 + 233/60*z + 1
*
1/11 | 0.14250327384055995423815906690394664302 | 0.026101482149400616876194270576055675640
f(z) = -121/78*z^3 + 235/78*z + 1
*
-24/25 | 0.20287874530905832992938407770362378799 | 0.026919977188894735397445669657642813643
f(z) = -125/64*z^3 + 221/120*z + 1
*
2/15 | 0.19056160198789150910804267625978027787 | 0.027124128209625503299581805931340924419
f(z) = -125/64*z^3 + 221/144*z + 1
*
[ 10/11 ] 
f(z) = -121/68*z^3 + 233/170*z + 1
*
[ 5/6 ] 
f(z) = -132/65*z^3 + 236/195*z + 1
*
[ 10/11 ] 
f(z) = -121/76*z^3 + 231/190*z + 1
*
0 | 0.16635962847351655182128328225661027679 | 0.028145043467405730020442775227538274635
f(z) = -123/68*z^3 + 233/204*z + 1
*
0 | 0.16905700679314410332113871811366409806 | 0.028372768894924273068219805566732524889
f(z) = -129/76*z^3 + 235/228*z + 1
*
[ 3/4 ] 
f(z) = -140/69*z^3 + 223/276*z + 1
*
-3/10 | 0.14370496294340363806648212160505475032 | 0.023123736954529515895690140487606107009
f(z) = -125/66*z^3 + 221/264*z + 1
*
[ 15/19 ] 
f(z) = -133/75*z^3 + 239/285*z + 1
*
-2 | 0.10555539464691674431798992599722984243 | 0.016888930044586303513013172725350979319
f(z) = -139/76*z^3 + 259/38*z + 1
*
-2 | 0.084895483793626582229184502781741484763 | 0.013583331213794580643541023564149426942
f(z) = -137/60*z^3 + 259/30*z + 1
*
-2 | 0.10526980120535674966055358198153837521 | 0.016864151878053784440141456814176208507
f(z) = -137/68*z^3 + 257/34*z + 1
*
-2 | 0.10528901033234752205441386756699750486 | 0.016888366032415261181551687831333811770
f(z) = -137/76*z^3 + 255/38*z + 1
*
-28/15 | 0.23418589505690331689456787096659664155 | 0.024283872406354434159570326708994433527
f(z) = -135/64*z^3 + 241/35*z + 1
*
-2 | 0.10500046095282341549998451178718981714 | 0.016863381126580461557373509583144871154
f(z) = -135/68*z^3 + 253/34*z + 1
*
-2 | 0.10501853140556943624027269437250136237 | 0.016887809054166270257195643081750937185
f(z) = -135/76*z^3 + 251/38*z + 1
*
-2 | 0.084355373797971802606008329487057520239 | 0.013565010158934853524383151005956938303
f(z) = -133/60*z^3 + 251/30*z + 1
*
-2 | 0.10472697278202048434187605172035409980 | 0.016862617377255536254742153160993132329
f(z) = -133/68*z^3 + 249/34*z + 1
*
-2 | 0.084078545399491845341210176644369935089 | 0.013555512123469628419042985800080389596
f(z) = -131/60*z^3 + 247/30*z + 1
*
-2 | 0.10444920133347469002536220248328741107 | 0.016861860782225597861636911832447108319
f(z) = -131/68*z^3 + 245/34*z + 1
*
-2 | 0.10446474397292838000368624444623842717 | 0.016886715325009820335419686821404940101
f(z) = -131/76*z^3 + 243/38*z + 1
*
-2 | 0.10416700422322803788029503748635156923 | 0.016861111447466690453842479092875944091
f(z) = -129/68*z^3 + 241/34*z + 1
*
[ 2 ] 
f(z) = -121/60*z^3 + 257/30*z + 1
*
[ -24/11 ] 
f(z) = -121/64*z^3 + 251/24*z + 1
*
[ 2 ] 
f(z) = -121/68*z^3 + 259/34*z + 1
*
[ -2/11 ] 
f(z) = -121/76*z^3 + 249/38*z + 1
*
[ -8/7 ] 
f(z) = -133/64*z^3 + 257/56*z + 1
*
[ -6/19 ] 
f(z) = -133/72*z^3 + 248/57*z + 1
*
[ -3/2 ] 
f(z) = -122/63*z^3 + 253/42*z + 1
*
[ -1/2 ] 
f(z) = -140/69*z^3 + 242/69*z + 1
*
[ -1/2 ] 
f(z) = -140/71*z^3 + 248/71*z + 1
*
[ -1/2 ] 
f(z) = -140/73*z^3 + 254/73*z + 1
*
[ -1 ] 
f(z) = -139/60*z^3 + 259/60*z + 1
*
[ -1 ] 
f(z) = -137/60*z^3 + 257/60*z + 1
*
[ -1 ] 
f(z) = -137/61*z^3 + 259/61*z + 1
*
[ -1 ] 
f(z) = -136/61*z^3 + 258/61*z + 1
*
[ -1/2 ] 
f(z) = -136/69*z^3 + 241/69*z + 1
*
[ -1/2 ] 
f(z) = -136/71*z^3 + 247/71*z + 1
*
[ -1/2 ] 
f(z) = -136/73*z^3 + 253/73*z + 1
*
3/2 | 0.16103574113852172021982269740323937429 | 0.029040683143303014980329622541546800994
f(z) = -136/75*z^3 + 256/75*z + 1
*
[ -1/2 ] 
f(z) = -136/75*z^3 + 259/75*z + 1
*
[ -1 ] 
f(z) = -135/61*z^3 + 257/61*z + 1
*
[ -1/3 ] 
f(z) = -135/61*z^3 + 259/61*z + 1
*
[ -1 ] 
f(z) = -135/62*z^3 + 259/62*z + 1
*
[ 4/3 ] 
f(z) = -135/68*z^3 + 257/68*z + 1
*
[ -2/3 ] 
f(z) = -135/74*z^3 + 245/74*z + 1
*
[ 4/3 ] 
f(z) = -135/76*z^3 + 259/76*z + 1
*
[ -1 ] 
f(z) = -134/61*z^3 + 256/61*z + 1
*
[ -1 ] 
f(z) = -133/60*z^3 + 253/60*z + 1
*
[ -1 ] 
f(z) = -133/61*z^3 + 255/61*z + 1
*
[ -1 ] 
f(z) = -133/62*z^3 + 257/62*z + 1
*
[ -1 ] 
f(z) = -132/61*z^3 + 254/61*z + 1
*
[ -1/2 ] 
f(z) = -132/71*z^3 + 246/71*z + 1
*
[ -1/2 ] 
f(z) = -132/73*z^3 + 252/73*z + 1
*
[ -1 ] 
f(z) = -131/60*z^3 + 251/60*z + 1
*
[ -1 ] 
f(z) = -131/61*z^3 + 253/61*z + 1
*
[ -1 ] 
f(z) = -131/62*z^3 + 255/62*z + 1
*
[ -1 ] 
f(z) = -131/63*z^3 + 257/63*z + 1
*
[ -1 ] 
f(z) = -131/64*z^3 + 259/64*z + 1
*
[ -1 ] 
f(z) = -130/61*z^3 + 252/61*z + 1
*
[ -1 ] 
f(z) = -130/63*z^3 + 256/63*z + 1
*
[ -1 ] 
f(z) = -129/61*z^3 + 251/61*z + 1
*
[ -1 ] 
f(z) = -129/62*z^3 + 253/62*z + 1
*
[ -1 ] 
f(z) = -129/64*z^3 + 257/64*z + 1
*
[ -1 ] 
f(z) = -129/65*z^3 + 259/65*z + 1
*
[ -1 ] 
f(z) = -128/61*z^3 + 250/61*z + 1
*
[ -1 ] 
f(z) = -128/63*z^3 + 254/63*z + 1
*
[ -1/2 ] 
f(z) = -128/71*z^3 + 245/71*z + 1
*
[ -1/2 ] 
f(z) = -128/73*z^3 + 251/73*z + 1
*
[ -3/4 ] 
f(z) = -128/75*z^3 + 247/75*z + 1
*
[ -1/2 ] 
f(z) = -128/75*z^3 + 257/75*z + 1
*
[ -1 ] 
f(z) = -127/60*z^3 + 247/60*z + 1
*
[ -1 ] 
f(z) = -127/61*z^3 + 249/61*z + 1
*
[ -1 ] 
f(z) = -127/62*z^3 + 251/62*z + 1
*
[ -1 ] 
f(z) = -127/63*z^3 + 253/63*z + 1
*
[ -1 ] 
f(z) = -127/64*z^3 + 255/64*z + 1
*
[ -1 ] 
f(z) = -127/65*z^3 + 257/65*z + 1
*
[ -1 ] 
f(z) = -127/66*z^3 + 259/66*z + 1
*
[ -1 ] 
f(z) = -126/61*z^3 + 248/61*z + 1
*
[ -1/3 ] 
f(z) = -126/61*z^3 + 258/61*z + 1
*
[ -1 ] 
f(z) = -126/65*z^3 + 256/65*z + 1
*
[ -1 ] 
f(z) = -125/61*z^3 + 247/61*z + 1
*
[ -1 ] 
f(z) = -125/62*z^3 + 249/62*z + 1
*
[ -1 ] 
f(z) = -125/63*z^3 + 251/63*z + 1
*
[ -8/15 ] 
f(z) = -125/64*z^3 + 247/72*z + 1
*
[ -1 ] 
f(z) = -125/64*z^3 + 253/64*z + 1
*
[ -2/5 ] 
f(z) = -125/66*z^3 + 251/66*z + 1
*
[ -1 ] 
f(z) = -125/66*z^3 + 257/66*z + 1
*
[ -1 ] 
f(z) = -125/67*z^3 + 259/67*z + 1
*
[ -4/5 ] 
f(z) = -125/76*z^3 + 251/76*z + 1
*
[ -3/5 ] 
f(z) = -125/78*z^3 + 253/78*z + 1
*
[ -1 ] 
f(z) = -124/61*z^3 + 246/61*z + 1
*
[ -1 ] 
f(z) = -124/63*z^3 + 250/63*z + 1
*
[ -1 ] 
f(z) = -124/65*z^3 + 254/65*z + 1
*
[ -1 ] 
f(z) = -124/67*z^3 + 258/67*z + 1
*
[ -1/2 ] 
f(z) = -124/71*z^3 + 244/71*z + 1
*
[ -1/2 ] 
f(z) = -124/73*z^3 + 250/73*z + 1
*
[ -1/2 ] 
f(z) = -124/75*z^3 + 256/75*z + 1
*
[ -1 ] 
f(z) = -123/61*z^3 + 245/61*z + 1
*
[ -1 ] 
f(z) = -123/62*z^3 + 247/62*z + 1
*
[ -1 ] 
f(z) = -123/64*z^3 + 251/64*z + 1
*
[ -1 ] 
f(z) = -123/65*z^3 + 253/65*z + 1
*
[ -1 ] 
f(z) = -123/67*z^3 + 257/67*z + 1
*
[ -1 ] 
f(z) = -123/68*z^3 + 259/68*z + 1
*
[ -1 ] 
f(z) = -122/63*z^3 + 248/63*z + 1
*
[ -1 ] 
f(z) = -122/65*z^3 + 252/65*z + 1
*
[ -1 ] 
f(z) = -122/67*z^3 + 256/67*z + 1
*
[ -12/11 ] 
f(z) = -121/60*z^3 + 259/60*z + 1
*
[ -1 ] 
f(z) = -121/61*z^3 + 243/61*z + 1
*
[ -1 ] 
f(z) = -121/62*z^3 + 245/62*z + 1
*
[ -1 ] 
f(z) = -121/64*z^3 + 249/64*z + 1
*
[ -1 ] 
f(z) = -121/65*z^3 + 251/65*z + 1
*
-8/11 | 0.14580963535610314439001199119917564848 | 0.026239724126268492587055049127130179991
f(z) = -121/65*z^3 + 259/65*z + 1
*
[ -1 ] 
f(z) = -121/67*z^3 + 255/67*z + 1
*
[ -1 ] 
f(z) = -121/68*z^3 + 257/68*z + 1
*
[ -1 ] 
f(z) = -121/69*z^3 + 259/69*z + 1
*
[ -10/11 ] 
f(z) = -121/70*z^3 + 247/70*z + 1
*
-14/11 | 0.15638873503528120337503886968137560928 | 0.028303333094690082229090814784755774022
f(z) = -121/70*z^3 + 251/70*z + 1
*
[ -9/11 ] 
f(z) = -121/72*z^3 + 241/72*z + 1
*
[ -6/11 ] 
f(z) = -121/78*z^3 + 257/78*z + 1
*
-6/11 | 0.18319930426773718785606938317927681651 | 0.029653765214723128571061789389545206608
f(z) = -121/68*z^3 + 241/102*z + 1
*
0 | 0.16874090239078213294794307376057216492 | 0.028319717221260972076235839519160322176
f(z) = -129/64*z^3 + 259/192*z + 1
*
[ 4/5 ] 
f(z) = -125/61*z^3 + 259/244*z + 1
*
[ 4/5 ] 
f(z) = -125/63*z^3 + 257/252*z + 1
*
-9/22 | 0.10886779173533328181496595847835200860 | 0.017610206488275825935313321676619586913
f(z) = -121/60*z^3 + 241/240*z + 1
*
[ 4/5 ] 
f(z) = -125/67*z^3 + 253/268*z + 1
*
[ 4/5 ] 
f(z) = -125/69*z^3 + 251/276*z + 1
*
[ 5/6 ] 
f(z) = -122/75*z^3 + 251/270*z + 1
*
[ 4/5 ] 
f(z) = -125/71*z^3 + 249/284*z + 1
*
[ 4/5 ] 
f(z) = -125/73*z^3 + 247/292*z + 1
*
-2 | 0.085161087173480731354898536919247729380 | 0.013592496877938358309720962021596964209
f(z) = -139/60*z^3 + 263/30*z + 1
*
-2 | 0.10553512234526606643127001227528054602 | 0.016864929442660794168736404654060824392
f(z) = -139/68*z^3 + 261/34*z + 1
*
[ 2 ] 
f(z) = -131/60*z^3 + 277/30*z + 1
*
[ 2 ] 
f(z) = -131/68*z^3 + 279/34*z + 1
*
[ 2 ] 
f(z) = -129/68*z^3 + 275/34*z + 1
*
[ 2 ] 
f(z) = -129/76*z^3 + 277/38*z + 1
*
[ 2 ] 
f(z) = -127/60*z^3 + 269/30*z + 1
*
[ 2 ] 
f(z) = -127/68*z^3 + 271/34*z + 1
*
[ 2 ] 
f(z) = -127/76*z^3 + 273/38*z + 1
*
[ 2 ] 
f(z) = -125/68*z^3 + 267/34*z + 1
*
[ 2 ] 
f(z) = -125/76*z^3 + 269/38*z + 1
*
[ 2 ] 
f(z) = -123/68*z^3 + 263/34*z + 1
*
[ 2 ] 
f(z) = -123/76*z^3 + 265/38*z + 1
*
[ 2 ] 
f(z) = -121/76*z^3 + 261/38*z + 1
*
[ -3/2 ] 
f(z) = -134/63*z^3 + 271/42*z + 1
*
[ -3/2 ] 
f(z) = -130/63*z^3 + 265/42*z + 1
*
[ -3/16 ] 
f(z) = -128/63*z^3 + 269/42*z + 1
*
[ -1 ] 
f(z) = -140/61*z^3 + 262/61*z + 1
*
[ -1 ] 
f(z) = -140/67*z^3 + 274/67*z + 1
*
[ -1 ] 
f(z) = -140/69*z^3 + 278/69*z + 1
*
[ -1/2 ] 
f(z) = -140/79*z^3 + 272/79*z + 1
*
[ -1 ] 
f(z) = -139/61*z^3 + 261/61*z + 1
*
[ -1 ] 
f(z) = -139/62*z^3 + 263/62*z + 1
*
[ -1 ] 
f(z) = -139/63*z^3 + 265/63*z + 1
*
[ -1 ] 
f(z) = -139/64*z^3 + 267/64*z + 1
*
[ -1 ] 
f(z) = -139/65*z^3 + 269/65*z + 1
*
[ -1 ] 
f(z) = -139/66*z^3 + 271/66*z + 1
*
[ -1 ] 
f(z) = -139/67*z^3 + 273/67*z + 1
*
[ -1 ] 
f(z) = -139/68*z^3 + 275/68*z + 1
*
[ -1 ] 
f(z) = -139/69*z^3 + 277/69*z + 1
*
[ -1 ] 
f(z) = -139/70*z^3 + 279/70*z + 1
*
[ -1 ] 
f(z) = -138/61*z^3 + 260/61*z + 1
*
[ -1 ] 
f(z) = -138/65*z^3 + 268/65*z + 1
*
[ -1 ] 
f(z) = -138/67*z^3 + 272/67*z + 1
*
[ -1 ] 
f(z) = -137/62*z^3 + 261/62*z + 1
*
[ -1 ] 
f(z) = -137/63*z^3 + 263/63*z + 1
*
[ -1 ] 
f(z) = -137/64*z^3 + 265/64*z + 1
*
[ -1 ] 
f(z) = -137/65*z^3 + 267/65*z + 1
*
[ -1 ] 
f(z) = -137/66*z^3 + 269/66*z + 1
*
[ -1 ] 
f(z) = -137/67*z^3 + 271/67*z + 1
*
[ -1 ] 
f(z) = -137/68*z^3 + 273/68*z + 1
*
[ -1 ] 
f(z) = -137/69*z^3 + 275/69*z + 1
*
[ -1 ] 
f(z) = -137/70*z^3 + 277/70*z + 1
*
[ -1 ] 
f(z) = -137/71*z^3 + 279/71*z + 1
*
[ -1 ] 
f(z) = -136/63*z^3 + 262/63*z + 1
*
[ -1 ] 
f(z) = -136/65*z^3 + 266/65*z + 1
*
[ -1 ] 
f(z) = -136/67*z^3 + 270/67*z + 1
*
[ -1 ] 
f(z) = -136/69*z^3 + 274/69*z + 1
*
[ -1 ] 
f(z) = -136/71*z^3 + 278/71*z + 1
*
[ -1/2 ] 
f(z) = -136/77*z^3 + 265/77*z + 1
*
[ -1/2 ] 
f(z) = -136/79*z^3 + 271/79*z + 1
*
[ -1/3 ] 
f(z) = -135/62*z^3 + 263/62*z + 1
*
[ -1 ] 
f(z) = -135/64*z^3 + 263/64*z + 1
*
[ -1/3 ] 
f(z) = -135/64*z^3 + 271/64*z + 1
*
[ -1 ] 
f(z) = -135/67*z^3 + 269/67*z + 1
*
[ -1 ] 
f(z) = -135/68*z^3 + 271/68*z + 1
*
[ -1 ] 
f(z) = -135/71*z^3 + 277/71*z + 1
*
[ -1 ] 
f(z) = -134/63*z^3 + 260/63*z + 1
*
[ -1 ] 
f(z) = -134/65*z^3 + 264/65*z + 1
*
[ -1 ] 
f(z) = -134/69*z^3 + 272/69*z + 1
*
[ -1 ] 
f(z) = -134/71*z^3 + 276/71*z + 1
*
[ -1 ] 
f(z) = -133/64*z^3 + 261/64*z + 1
*
[ -1 ] 
f(z) = -133/65*z^3 + 263/65*z + 1
*
[ -1 ] 
f(z) = -133/66*z^3 + 265/66*z + 1
*
[ -1 ] 
f(z) = -133/67*z^3 + 267/67*z + 1
*
[ -1 ] 
f(z) = -133/68*z^3 + 269/68*z + 1
*
[ -1 ] 
f(z) = -133/69*z^3 + 271/69*z + 1
*
[ -1 ] 
f(z) = -133/71*z^3 + 275/71*z + 1
*
[ -1 ] 
f(z) = -133/72*z^3 + 277/72*z + 1
*
[ -1 ] 
f(z) = -133/73*z^3 + 279/73*z + 1
*
[ -1 ] 
f(z) = -132/65*z^3 + 262/65*z + 1
*
[ -1 ] 
f(z) = -132/67*z^3 + 266/67*z + 1
*
[ -1 ] 
f(z) = -132/71*z^3 + 274/71*z + 1
*
[ -1 ] 
f(z) = -132/73*z^3 + 278/73*z + 1
*
[ -1/2 ] 
f(z) = -132/79*z^3 + 270/79*z + 1
*
[ -1 ] 
f(z) = -131/65*z^3 + 261/65*z + 1
*
[ -1 ] 
f(z) = -131/66*z^3 + 263/66*z + 1
*
[ -1 ] 
f(z) = -131/67*z^3 + 265/67*z + 1
*
[ -1 ] 
f(z) = -131/68*z^3 + 267/68*z + 1
*
[ -1 ] 
f(z) = -131/69*z^3 + 269/69*z + 1
*
[ -1 ] 
f(z) = -131/70*z^3 + 271/70*z + 1
*
[ -1 ] 
f(z) = -131/71*z^3 + 273/71*z + 1
*
[ -1 ] 
f(z) = -131/72*z^3 + 275/72*z + 1
*
[ -1 ] 
f(z) = -131/73*z^3 + 277/73*z + 1
*
[ -1 ] 
f(z) = -131/74*z^3 + 279/74*z + 1
*
[ -1 ] 
f(z) = -130/67*z^3 + 264/67*z + 1
*
[ -1 ] 
f(z) = -130/69*z^3 + 268/69*z + 1
*
[ -1 ] 
f(z) = -130/71*z^3 + 272/71*z + 1
*
[ -1 ] 
f(z) = -130/73*z^3 + 276/73*z + 1
*
[ -1 ] 
f(z) = -129/67*z^3 + 263/67*z + 1
*
[ -1 ] 
f(z) = -129/68*z^3 + 265/68*z + 1
*
[ -1 ] 
f(z) = -129/70*z^3 + 269/70*z + 1
*
[ -1 ] 
f(z) = -129/71*z^3 + 271/71*z + 1
*
[ -1 ] 
f(z) = -129/73*z^3 + 275/73*z + 1
*
[ -1 ] 
f(z) = -129/74*z^3 + 277/74*z + 1
*
[ -1 ] 
f(z) = -128/67*z^3 + 262/67*z + 1
*
[ -1 ] 
f(z) = -128/69*z^3 + 266/69*z + 1
*
[ -3/8 ] 
f(z) = -128/69*z^3 + 271/69*z + 1
*
[ -1 ] 
f(z) = -128/71*z^3 + 270/71*z + 1
*
[ -1 ] 
f(z) = -128/73*z^3 + 274/73*z + 1
*
[ -1 ] 
f(z) = -128/75*z^3 + 278/75*z + 1
*
[ -1/2 ] 
f(z) = -128/79*z^3 + 269/79*z + 1
*
[ -1 ] 
f(z) = -127/67*z^3 + 261/67*z + 1
*
[ -1 ] 
f(z) = -127/68*z^3 + 263/68*z + 1
*
[ -1 ] 
f(z) = -127/69*z^3 + 265/69*z + 1
*
[ -1 ] 
f(z) = -127/70*z^3 + 267/70*z + 1
*
[ -1 ] 
f(z) = -127/71*z^3 + 269/71*z + 1
*
[ -1 ] 
f(z) = -127/72*z^3 + 271/72*z + 1
*
[ -1 ] 
f(z) = -127/73*z^3 + 273/73*z + 1
*
[ -1 ] 
f(z) = -127/74*z^3 + 275/74*z + 1
*
[ -1 ] 
f(z) = -127/75*z^3 + 277/75*z + 1
*
[ -1 ] 
f(z) = -127/76*z^3 + 279/76*z + 1
*
[ -1/3 ] 
f(z) = -126/65*z^3 + 274/65*z + 1
*
[ -1 ] 
f(z) = -126/67*z^3 + 260/67*z + 1
*
[ -1 ] 
f(z) = -126/71*z^3 + 268/71*z + 1
*
[ -1 ] 
f(z) = -126/73*z^3 + 272/73*z + 1
*
[ 7/5 ] 
f(z) = -125/63*z^3 + 263/63*z + 1
*
[ -1 ] 
f(z) = -125/68*z^3 + 261/68*z + 1
*
[ -1 ] 
f(z) = -125/69*z^3 + 263/69*z + 1
*
[ -1 ] 
f(z) = -125/71*z^3 + 267/71*z + 1
*
[ -1 ] 
f(z) = -125/72*z^3 + 269/72*z + 1
*
[ -1 ] 
f(z) = -125/73*z^3 + 271/73*z + 1
*
[ -1 ] 
f(z) = -125/74*z^3 + 273/74*z + 1
*
[ -2/5 ] 
f(z) = -125/74*z^3 + 279/74*z + 1
*
[ -1 ] 
f(z) = -125/76*z^3 + 277/76*z + 1
*
[ 7/5 ] 
f(z) = -125/77*z^3 + 267/77*z + 1
*
[ -1 ] 
f(z) = -125/77*z^3 + 279/77*z + 1
*
[ -1 ] 
f(z) = -124/69*z^3 + 262/69*z + 1
*
[ -1 ] 
f(z) = -124/71*z^3 + 266/71*z + 1
*
[ -1 ] 
f(z) = -124/73*z^3 + 270/73*z + 1
*
[ -5/4 ] 
f(z) = -124/75*z^3 + 263/60*z + 1
*
[ -1 ] 
f(z) = -124/75*z^3 + 274/75*z + 1
*
[ -1/2 ] 
f(z) = -124/77*z^3 + 262/77*z + 1
*
[ -1 ] 
f(z) = -124/77*z^3 + 278/77*z + 1
*
[ -1/2 ] 
f(z) = -124/79*z^3 + 268/79*z + 1
*
[ -1 ] 
f(z) = -123/70*z^3 + 263/70*z + 1
*
[ -1 ] 
f(z) = -123/71*z^3 + 265/71*z + 1
*
[ -1 ] 
f(z) = -123/73*z^3 + 269/73*z + 1
*
[ -1 ] 
f(z) = -123/74*z^3 + 271/74*z + 1
*
[ -1 ] 
f(z) = -123/76*z^3 + 275/76*z + 1
*
[ -1 ] 
f(z) = -123/77*z^3 + 277/77*z + 1
*
[ -1 ] 
f(z) = -122/69*z^3 + 260/69*z + 1
*
[ -1 ] 
f(z) = -122/71*z^3 + 264/71*z + 1
*
[ -1 ] 
f(z) = -122/73*z^3 + 268/73*z + 1
*
[ -1 ] 
f(z) = -122/75*z^3 + 272/75*z + 1
*
[ -1 ] 
f(z) = -122/77*z^3 + 276/77*z + 1
*
-4/11 | 0.15788863350061583585060924868359901161 | 0.028183735216780457115030563554421551240
f(z) = -121/60*z^3 + 271/60*z + 1
*
-12/11 | 0.15060812678263901463040563404183357082 | 0.026831407359336427791584199108902369587
f(z) = -121/65*z^3 + 274/65*z + 1
*
[ -4/11 ] 
f(z) = -121/68*z^3 + 271/68*z + 1
*
[ -1 ] 
f(z) = -121/70*z^3 + 261/70*z + 1
*
[ -1 ] 
f(z) = -121/71*z^3 + 263/71*z + 1
*
[ -1 ] 
f(z) = -121/72*z^3 + 265/72*z + 1
*
[ -1 ] 
f(z) = -121/73*z^3 + 267/73*z + 1
*
[ -1 ] 
f(z) = -121/74*z^3 + 269/74*z + 1
*
[ -1 ] 
f(z) = -121/75*z^3 + 271/75*z + 1
*
[ -1 ] 
f(z) = -121/78*z^3 + 277/78*z + 1
*
[ -1 ] 
f(z) = -121/79*z^3 + 279/79*z + 1
*
[ -2/3 ] 
f(z) = -139/72*z^3 + 272/81*z + 1
*
[ -2/3 ] 
f(z) = -137/72*z^3 + 271/81*z + 1
*
[ -2/3 ] 
f(z) = -133/72*z^3 + 269/81*z + 1
*
[ -2/3 ] 
f(z) = -131/72*z^3 + 268/81*z + 1
*
[ -2/3 ] 
f(z) = -127/72*z^3 + 266/81*z + 1
*
[ -16/25 ] 
f(z) = -125/64*z^3 + 269/80*z + 1
*
[ -2/3 ] 
f(z) = -125/72*z^3 + 265/81*z + 1
*
[ -2/3 ] 
f(z) = -121/72*z^3 + 263/81*z + 1
*
-5/8 | 0.19643076090450826150061342367029561022 | 0.027155868051502318587100985783341420568
f(z) = -136/75*z^3 + 277/120*z + 1
*
-5/8 | 0.15779211993987234003348506552977838061 | 0.028203799844828097314234530996451864384
f(z) = -128/65*z^3 + 269/130*z + 1
*
5/4 | 0.19991993011155748839717036458107537991 | 0.027750664513930251283597350103749893550
f(z) = -128/75*z^3 + 269/120*z + 1
*
[ 18/19 ] 
f(z) = -133/72*z^3 + 274/171*z + 1
*
0 | 0.17132377014145270828562138525711994470 | 0.028535475139111666988259658186598997486
f(z) = -135/68*z^3 + 269/204*z + 1
*
[ 2 ] 
f(z) = -139/60*z^3 + 293/30*z + 1
*
[ 2 ] 
f(z) = -139/68*z^3 + 295/34*z + 1
*
[ 2 ] 
f(z) = -139/76*z^3 + 297/38*z + 1
*
[ 2 ] 
f(z) = -137/60*z^3 + 289/30*z + 1
*
[ 2 ] 
f(z) = -137/68*z^3 + 291/34*z + 1
*
[ 2 ] 
f(z) = -137/76*z^3 + 293/38*z + 1
*
[ 2 ] 
f(z) = -135/68*z^3 + 287/34*z + 1
*
[ 2 ] 
f(z) = -135/76*z^3 + 289/38*z + 1
*
[ 2 ] 
f(z) = -133/60*z^3 + 281/30*z + 1
*
[ 2 ] 
f(z) = -133/68*z^3 + 283/34*z + 1
*
[ 2 ] 
f(z) = -131/76*z^3 + 281/38*z + 1
*
[ -2 ] 
f(z) = -127/60*z^3 + 299/30*z + 1
*
[ -2 ] 
f(z) = -123/68*z^3 + 297/34*z + 1
*
[ -2 ] 
f(z) = -121/60*z^3 + 287/30*z + 1
*
[ -2 ] 
f(z) = -121/68*z^3 + 293/34*z + 1
*
[ -2 ] 
f(z) = -121/76*z^3 + 299/38*z + 1
*
[ -8/5 ] 
f(z) = -135/64*z^3 + 281/40*z + 1
*
-16/9 | 0.16362159828257536251088489032349118654 | 0.023088422317097487868593952543480572950
f(z) = -135/64*z^3 + 299/48*z + 1
*
[ -1 ] 
f(z) = -140/71*z^3 + 282/71*z + 1
*
[ -1 ] 
f(z) = -140/73*z^3 + 286/73*z + 1
*
[ -1 ] 
f(z) = -140/79*z^3 + 298/79*z + 1
*
[ -1 ] 
f(z) = -139/71*z^3 + 281/71*z + 1
*
[ -1 ] 
f(z) = -139/72*z^3 + 283/72*z + 1
*
[ -1 ] 
f(z) = -139/73*z^3 + 285/73*z + 1
*
[ -1 ] 
f(z) = -139/74*z^3 + 287/74*z + 1
*
[ -1 ] 
f(z) = -139/75*z^3 + 289/75*z + 1
*
[ -1 ] 
f(z) = -139/76*z^3 + 291/76*z + 1
*
[ -1 ] 
f(z) = -139/77*z^3 + 293/77*z + 1
*
[ -1 ] 
f(z) = -139/78*z^3 + 295/78*z + 1
*
[ -1 ] 
f(z) = -139/79*z^3 + 297/79*z + 1
*
[ -1 ] 
f(z) = -138/71*z^3 + 280/71*z + 1
*
[ -1 ] 
f(z) = -138/73*z^3 + 284/73*z + 1
*
[ -1 ] 
f(z) = -138/77*z^3 + 292/77*z + 1
*
[ -1 ] 
f(z) = -138/79*z^3 + 296/79*z + 1
*
[ -1 ] 
f(z) = -137/72*z^3 + 281/72*z + 1
*
[ -1 ] 
f(z) = -137/73*z^3 + 283/73*z + 1
*
[ -1 ] 
f(z) = -137/74*z^3 + 285/74*z + 1
*
[ -1 ] 
f(z) = -137/75*z^3 + 287/75*z + 1
*
[ -1 ] 
f(z) = -137/76*z^3 + 289/76*z + 1
*
[ -1 ] 
f(z) = -137/77*z^3 + 291/77*z + 1
*
[ -1 ] 
f(z) = -137/78*z^3 + 293/78*z + 1
*
[ -1 ] 
f(z) = -137/79*z^3 + 295/79*z + 1
*
[ -1 ] 
f(z) = -136/73*z^3 + 282/73*z + 1
*
[ -1 ] 
f(z) = -136/75*z^3 + 286/75*z + 1
*
[ -1 ] 
f(z) = -136/77*z^3 + 290/77*z + 1
*
[ -1 ] 
f(z) = -136/79*z^3 + 294/79*z + 1
*
[ -1/3 ] 
f(z) = -135/67*z^3 + 283/67*z + 1
*
[ -1/3 ] 
f(z) = -135/68*z^3 + 287/68*z + 1
*
[ -1/3 ] 
f(z) = -135/71*z^3 + 299/71*z + 1
*
[ -1 ] 
f(z) = -135/73*z^3 + 281/73*z + 1
*
[ -1 ] 
f(z) = -135/74*z^3 + 283/74*z + 1
*
[ -1 ] 
f(z) = -135/76*z^3 + 287/76*z + 1
*
[ -1 ] 
f(z) = -135/77*z^3 + 289/77*z + 1
*
[ -1 ] 
f(z) = -135/79*z^3 + 293/79*z + 1
*
[ -1 ] 
f(z) = -134/73*z^3 + 280/73*z + 1
*
[ -1 ] 
f(z) = -134/75*z^3 + 284/75*z + 1
*
[ -1 ] 
f(z) = -134/77*z^3 + 288/77*z + 1
*
[ -1 ] 
f(z) = -134/79*z^3 + 292/79*z + 1
*
[ -2/7 ] 
f(z) = -133/72*z^3 + 293/63*z + 1
*
[ -1 ] 
f(z) = -133/74*z^3 + 281/74*z + 1
*
[ -1 ] 
f(z) = -133/75*z^3 + 283/75*z + 1
*
[ -1 ] 
f(z) = -133/78*z^3 + 289/78*z + 1
*
[ -1 ] 
f(z) = -133/79*z^3 + 291/79*z + 1
*
[ -1 ] 
f(z) = -132/79*z^3 + 290/79*z + 1
*
[ -1 ] 
f(z) = -131/75*z^3 + 281/75*z + 1
*
[ -1 ] 
f(z) = -131/76*z^3 + 283/76*z + 1
*
[ -1 ] 
f(z) = -131/77*z^3 + 285/77*z + 1
*
[ -1 ] 
f(z) = -131/78*z^3 + 287/78*z + 1
*
[ -1 ] 
f(z) = -131/79*z^3 + 289/79*z + 1
*
[ -1 ] 
f(z) = -130/77*z^3 + 284/77*z + 1
*
[ -1 ] 
f(z) = -130/79*z^3 + 288/79*z + 1
*
[ -1 ] 
f(z) = -129/76*z^3 + 281/76*z + 1
*
[ -1 ] 
f(z) = -129/77*z^3 + 283/77*z + 1
*
[ -1 ] 
f(z) = -129/79*z^3 + 287/79*z + 1
*
[ -9/8 ] 
f(z) = -128/63*z^3 + 281/63*z + 1
*
[ -3/8 ] 
f(z) = -128/75*z^3 + 293/75*z + 1
*
[ -1 ] 
f(z) = -128/77*z^3 + 282/77*z + 1
*
[ -1 ] 
f(z) = -128/79*z^3 + 286/79*z + 1
*
[ -1 ] 
f(z) = -127/77*z^3 + 281/77*z + 1
*
[ -1 ] 
f(z) = -127/78*z^3 + 283/78*z + 1
*
[ -1 ] 
f(z) = -127/79*z^3 + 285/79*z + 1
*
[ -1/3 ] 
f(z) = -126/67*z^3 + 282/67*z + 1
*
[ -1/3 ] 
f(z) = -126/71*z^3 + 298/71*z + 1
*
[ -1 ] 
f(z) = -126/79*z^3 + 284/79*z + 1
*
[ -1 ] 
f(z) = -125/78*z^3 + 281/78*z + 1
*
[ -2/5 ] 
f(z) = -125/78*z^3 + 293/78*z + 1
*
[ -1 ] 
f(z) = -125/79*z^3 + 283/79*z + 1
*
[ -1 ] 
f(z) = -124/79*z^3 + 282/79*z + 1
*
[ -1 ] 
f(z) = -123/79*z^3 + 281/79*z + 1
*
[ -1 ] 
f(z) = -122/79*z^3 + 280/79*z + 1
*
[ -13/11 ] 
f(z) = -121/65*z^3 + 289/65*z + 1
*
-14/11 | 0.13916428043798390524628512928655360875 | 0.024681718089654726251543463701934908709
f(z) = -121/70*z^3 + 281/70*z + 1
*
[ -14/11 ] 
f(z) = -121/72*z^3 + 284/63*z + 1
*
-13/11 | 0.14249870502633639736761712170264198072 | 0.025057028753866385180098830650937290790
f(z) = -121/78*z^3 + 295/78*z + 1
*
[ -4/9 ] 
f(z) = -139/64*z^3 + 298/81*z + 1
*
[ -4/9 ] 
f(z) = -131/64*z^3 + 296/81*z + 1
*
[ -4/9 ] 
f(z) = -127/64*z^3 + 295/81*z + 1
*
[ -3/4 ] 
f(z) = -124/63*z^3 + 289/84*z + 1
*
[ -10/11 ] 
f(z) = -121/64*z^3 + 293/80*z + 1
*
[ 6/5 ] 
f(z) = -125/68*z^3 + 287/102*z + 1
*
[ 6/5 ] 
f(z) = -125/76*z^3 + 289/114*z + 1
*
33/25 | 0.14953735892307416651909706522731510242 | 0.022173197890462671403348267810416183480
f(z) = -125/72*z^3 + 283/120*z + 1
*
15/11 | 0.20002312546748380580766070397913776132 | 0.029597562646754017136165441547209093059
f(z) = -121/72*z^3 + 287/120*z + 1
*
-3/7 | 0.18948345431883461564185610894585112844 | 0.027717417762175235283785131160911816320
f(z) = -133/72*z^3 + 281/168*z + 1
*
-18/19 | 0.18121738820862977019099876769467022716 | 0.023129839087510487567190249309572696462
f(z) = -133/72*z^3 + 293/171*z + 1
*
0 | 0.13006822438542733200638143053862714001 | 0.022005193583603774445566886886652434720
f(z) = -123/70*z^3 + 299/210*z + 1
*
-9/11 | 0.14922600139252139531954170755144324823 | 0.025316559724261337232830941760722228868
f(z) = -121/78*z^3 + 295/234*z + 1
*
-2/5 | 0.22665535820913091785433053365094013125 | 0.029770876564211302347192980100484420825
f(z) = -135/64*z^3 + 281/240*z + 1
*
-5/8 | 0.20690808242155060190552566581187755530 | 0.027250311750061514680810862118196845718
f(z) = -124/75*z^3 + 299/240*z + 1
*
[ 5/6 ] 
f(z) = -134/75*z^3 + 281/270*z + 1
*
3/22 | 0.11031927531359466196395144478888396735 | 0.017844995172055369472652445927387984095
f(z) = -121/70*z^3 + 289/280*z + 1
*
[ 3/4 ] 
f(z) = -136/81*z^3 + 11/18*z + 1
*
[ 2/3 ] 
f(z) = -135/88*z^3 + 2/11*z + 1
*
[ 3/4 ] 
f(z) = -128/81*z^3 + 5/9*z + 1
*
9/8 | 0.12206936831773878322889851230958380570 | 0.022013609039556261021747221762434524190
f(z) = -128/81*z^3 + 11/18*z + 1
*
[ 9/8 ] 
f(z) = -128/81*z^3 + 19/9*z + 1
*
3/5 | 0.081378911982183760519028996231598389191 | 0.016854520316994185435231448619635937553
f(z) = -125/81*z^3 + 8/9*z + 1
*
6/5 | 0.14528487817691303540867358212738075134 | 0.028881159145026857860803389878794250164
f(z) = -125/81*z^3 + 17/9*z + 1
*
[ 4/5 ] 
f(z) = -125/96*z^3 + 7/12*z + 1
*
-4/5 | 0.11552556370974510795838655077909732880 | 0.023926689522518913900242454917601229762
f(z) = -125/96*z^3 + 13/12*z + 1
*
9/11 | 0.081378688049489606770018165697964867011 | 0.016968774444123193425267341996027874775
f(z) = -121/81*z^3 + 10/9*z + 1
*
6/11 | 0.10705080584800609971139713315937881398 | 0.019503009724062269927185615396078634194
f(z) = -121/81*z^3 + 11/18*z + 1
*
4/11 | 0.11552556370974510795838655077909732880 | 0.024088951052254564444432196424115039446
f(z) = -121/96*z^3 + 5/12*z + 1
*
12/11 | 0.11552453009332421823620535357636276135 | 0.024088735526490654938850917308355297183
f(z) = -121/96*z^3 + 11/12*z + 1
*
-12/11 | 0.11552656068239817803051057519651573045 | 0.023516115699034920878242924294383259914
f(z) = -121/96*z^3 + 17/12*z + 1
*
[ 12/11 ] 
f(z) = -121/96*z^3 + 19/12*z + 1
*
[ 2/3 ] 
f(z) = -129/88*z^3 + 5/33*z + 1
*
[ 3/4 ] 
f(z) = -128/99*z^3 + 13/33*z + 1
*
-3/10 | 0.081379992328197045498511859696210125048 | 0.013094951610682959763725040968559070946
f(z) = -125/81*z^3 + 17/36*z + 1
*
[ 3/4 ] 
f(z) = -124/81*z^3 + 19/36*z + 1
*
[ 2/3 ] 
f(z) = -123/88*z^3 + 4/33*z + 1
*
-6/11 | 0.18115893614092882657161319333447197080 | 0.029303857658782008491090705140907266983
f(z) = -121/81*z^3 + 19/36*z + 1
*
[ 8/11 ] 
f(z) = -121/96*z^3 + 7/24*z + 1
*
[ 2/3 ] 
f(z) = -135/92*z^3 + 7/46*z + 1
*
[ 7/10 ] 
f(z) = -125/98*z^3 + 11/56*z + 1
*
[ 8/11 ] 
f(z) = -121/80*z^3 + 17/40*z + 1
*
[ 2/3 ] 
f(z) = -129/80*z^3 + 13/60*z + 1
*
[ 2/3 ] 
f(z) = -123/80*z^3 + 11/60*z + 1
*
[ 2/3 ] 
f(z) = -137/88*z^3 + 19/99*z + 1
*
[ 2/3 ] 
f(z) = -135/82*z^3 + 19/82*z + 1
*
[ 2/3 ] 
f(z) = -135/86*z^3 + 17/86*z + 1
*
[ 2/3 ] 
f(z) = -135/94*z^3 + 13/94*z + 1
*
[ 2/3 ] 
f(z) = -135/98*z^3 + 11/98*z + 1
*
[ 2/3 ] 
f(z) = -133/88*z^3 + 17/99*z + 1
*
[ 2/3 ] 
f(z) = -131/88*z^3 + 16/99*z + 1
*
[ 2/3 ] 
f(z) = -127/88*z^3 + 14/99*z + 1
*
[ 2/3 ] 
f(z) = -125/88*z^3 + 13/99*z + 1
*
[ 2/3 ] 
f(z) = -129/92*z^3 + 17/138*z + 1
*
24/25 | 0.19291009470275003542391158681499363934 | 0.029965445267005427569729257016077441190
f(z) = -125/96*z^3 + 19/120*z + 1
*
[ 2/3 ] 
f(z) = -123/92*z^3 + 13/138*z + 1
*
[ 15/22 ] 
f(z) = -121/90*z^3 + 19/120*z + 1
*
[ 2/3 ] 
f(z) = -126/95*z^3 + 17/190*z + 1
*
[ 2/3 ] 
f(z) = -126/97*z^3 + 15/194*z + 1
*
[ 2/3 ] 
f(z) = -127/96*z^3 + 19/216*z + 1
*
[ 2/3 ] 
f(z) = -125/96*z^3 + 17/216*z + 1
*
[ 2/3 ] 
f(z) = -121/96*z^3 + 13/216*z + 1
*
[ 2/3 ] 
f(z) = -123/98*z^3 + 17/294*z + 1
*
[ 3/2 ] 
f(z) = -140/81*z^3 + 38/9*z + 1
*
3/4 | 0.14050621352254517886402399406138142630 | 0.025064426439049047912442091020499936615
f(z) = -136/81*z^3 + 29/18*z + 1
*
[ 3/2 ] 
f(z) = -136/81*z^3 + 37/9*z + 1
*
[ -2/3 ] 
f(z) = -135/88*z^3 + 35/11*z + 1
*
-9/8 | 0.14568804331511520494023963732600469594 | 0.027319656063451724768207957191511687417
f(z) = -128/81*z^3 + 23/9*z + 1
*
-3/8 | 0.064069087039042041846791575809535691827 | 0.011554019268188664255563130948146400941
f(z) = -128/81*z^3 + 25/18*z + 1
*
[ -3/4 ] 
f(z) = -128/81*z^3 + 29/9*z + 1
*
-15/16 | 0.13057846194859486295999736936809974439 | 0.022481965994094357036477021292289420806
f(z) = -128/81*z^3 + 37/18*z + 1
*
[ -3/5 ] 
f(z) = -125/81*z^3 + 29/9*z + 1
*
[ -4/5 ] 
f(z) = -125/96*z^3 + 37/12*z + 1
*
[ 7/5 ] 
f(z) = -125/98*z^3 + 39/14*z + 1
*
[ 3/2 ] 
f(z) = -124/81*z^3 + 34/9*z + 1
*
-12/11 | 0.095088264705660427892092588146787351282 | 0.017980987751515263085293172380462195536
f(z) = -121/81*z^3 + 22/9*z + 1
*
-6/11 | 0.089479207084065367600990036961885081815 | 0.016520965351315536724652968367785090337
f(z) = -121/81*z^3 + 25/9*z + 1
*
18/11 | 0.12206821724575847907166210558098732140 | 0.022375991195479710099939506979521114452
f(z) = -121/81*z^3 + 26/9*z + 1
*
[ -9/11 ] 
f(z) = -121/81*z^3 + 29/9*z + 1
*
-18/11 | 0.16208448874845567497555503094540838900 | 0.027906424304855753949081683524931422268
f(z) = -121/81*z^3 + 37/9*z + 1
*
-4/11 | 0.11824505690887844355963479336473823487 | 0.022674307490049127440494679540333217029
f(z) = -121/96*z^3 + 23/12*z + 1
*
4/11 | 0.14876720993010106943715356867052323736 | 0.027313086675333678002614412551877634902
f(z) = -121/96*z^3 + 29/12*z + 1
*
[ 14/11 ] 
f(z) = -121/98*z^3 + 31/14*z + 1
*
[ 3/4 ] 
f(z) = -140/81*z^3 + 23/36*z + 1
*
-2/3 | 0.17172561435854954824880206939291822678 | 0.028820640220465603780917155290366061221
f(z) = -129/88*z^3 + 38/33*z + 1
*
-2/3 | 0.17172622541458751381086071498034339187 | 0.029052974709885836918642720985703502063
f(z) = -123/88*z^3 + 37/33*z + 1
*
[ 10/11 ] 
f(z) = -121/80*z^3 + 23/20*z + 1
*
-10/11 | 0.092841981799336898660920692109982145518 | 0.019359056847171909592412597444344786076
f(z) = -121/80*z^3 + 27/20*z + 1
*
-9/22 | 0.18115893614092882657161319333447197080 | 0.029303857658782008491090705140907266983
f(z) = -121/81*z^3 + 25/36*z + 1
*
-8/11 | 0.064182065815980854423332758274640364188 | 0.013383000196893433827701992460564028718
f(z) = -121/96*z^3 + 25/24*z + 1
*
-6/11 | 0.12521510992347155930011013751379024379 | 0.026109378366917611170026075938402661728
f(z) = -121/96*z^3 + 29/24*z + 1
*
[ 7/9 ] 
f(z) = -135/98*z^3 + 23/42*z + 1
*
[ 4/5 ] 
f(z) = -125/88*z^3 + 29/44*z + 1
*
[ 3/4 ] 
f(z) = -136/99*z^3 + 29/66*z + 1
*
3/32 | 0.14555898254578083912346558435149973443 | 0.020999722227564119862620288473687529695
f(z) = -128/81*z^3 + 25/72*z + 1
*
[ 3/4 ] 
f(z) = -122/81*z^3 + 37/72*z + 1
*
[ 2/3 ] 
f(z) = -139/88*z^3 + 20/99*z + 1
*
-6/25 | 0.14221156450579638267587165231774599372 | 0.019943006890182781662831184206468610809
f(z) = -125/81*z^3 + 23/90*z + 1
*
[ 18/25 ] 
f(z) = -125/81*z^3 + 37/90*z + 1
*
[ 9/13 ] 
f(z) = -130/81*z^3 + 38/117*z + 1
*
-6/25 | 0.15282428133887430856842423236580018088 | 0.023738766211202293237182854585866779948
f(z) = -125/96*z^3 + 29/120*z + 1
*
[ 2/3 ] 
f(z) = -135/83*z^3 + 37/166*z + 1
*
-2/15 | 0.18973440389392553154477392600583159356 | 0.024921358854876232938716524110673486868
f(z) = -135/88*z^3 + 32/165*z + 1
*
[ 2/3 ] 
f(z) = -135/89*z^3 + 31/178*z + 1
*
[ 2/3 ] 
f(z) = -126/83*z^3 + 29/166*z + 1
*
[ 2/3 ] 
f(z) = -126/85*z^3 + 27/170*z + 1
*
[ 2/3 ] 
f(z) = -126/89*z^3 + 23/178*z + 1
*
[ 2/3 ] 
f(z) = -135/91*z^3 + 29/182*z + 1
*
[ 2/3 ] 
f(z) = -135/97*z^3 + 23/194*z + 1
*
[ 11/16 ] 
f(z) = -128/99*z^3 + 31/198*z + 1
*
[ 2/3 ] 
f(z) = -127/80*z^3 + 37/180*z + 1
*
[ 2/3 ] 
f(z) = -121/80*z^3 + 31/180*z + 1
*
[ 2/3 ] 
f(z) = -139/96*z^3 + 31/216*z + 1
*
[ 2/3 ] 
f(z) = -137/96*z^3 + 29/216*z + 1
*
28/45 | 0.21952487304321310957874458707754504696 | 0.028834296924555878633321397322404850490
f(z) = -135/98*z^3 + 37/210*z + 1
*
[ 2/3 ] 
f(z) = -133/96*z^3 + 25/216*z + 1
*
[ 2/3 ] 
f(z) = -131/96*z^3 + 23/216*z + 1
*
[ 2/3 ] 
f(z) = -123/86*z^3 + 35/258*z + 1
*
[ 2/3 ] 
f(z) = -129/94*z^3 + 31/282*z + 1
*
[ 2/3 ] 
f(z) = -129/98*z^3 + 25/294*z + 1
*
[ 2/3 ] 
f(z) = -123/94*z^3 + 23/282*z + 1
*
[ -3/2 ] 
f(z) = -140/81*z^3 + 50/9*z + 1
*
[ -3/2 ] 
f(z) = -136/81*z^3 + 49/9*z + 1
*
[ -3/4 ] 
f(z) = -136/81*z^3 + 59/18*z + 1
*
-2 | 0.10417945156916002834572070080364788004 | 0.016920546880712166521441491953456428206
f(z) = -129/88*z^3 + 59/11*z + 1
*
[ -3/2 ] 
f(z) = -128/81*z^3 + 47/9*z + 1
*
-9/8 | 0.083644646492001920216111061397896484098 | 0.013736907545103884313769898948487858551
f(z) = -128/81*z^3 + 49/18*z + 1
*
-21/16 | 0.11628656926419478933812580430556971029 | 0.018742120504661412994749041134357245535
f(z) = -128/81*z^3 + 55/18*z + 1
*
[ -9/16 ] 
f(z) = -128/81*z^3 + 59/18*z + 1
*
-2 | 0.10388807035943456331261288152977943218 | 0.016920199309246927211042322177063602388
f(z) = -127/88*z^3 + 58/11*z + 1
*
-6/5 | 0.082083581098765918733246758904087902206 | 0.013887058892734106943399125139030264543
f(z) = -125/81*z^3 + 41/9*z + 1
*
[ 6/5 ] 
f(z) = -125/81*z^3 + 43/18*z + 1
*
-3/5 | 0.13536573802209123826725434867855889492 | 0.022384224753211661357935673166992805491
f(z) = -125/81*z^3 + 47/9*z + 1
*
[ 9/5 ] 
f(z) = -125/81*z^3 + 49/9*z + 1
*
[ -9/5 ] 
f(z) = -125/81*z^3 + 59/9*z + 1
*
[ -2/5 ] 
f(z) = -125/88*z^3 + 41/11*z + 1
*
-2 | 0.10359162330968101895075143534247249965 | 0.016919844013323966767332335890251679671
f(z) = -125/88*z^3 + 57/11*z + 1
*
[ -7/5 ] 
f(z) = -125/98*z^3 + 59/14*z + 1
*
[ -3/2 ] 
f(z) = -124/81*z^3 + 46/9*z + 1
*
-2 | 0.10328991498058044190920543999638591071 | 0.016919478031153588067028500072439734723
f(z) = -123/88*z^3 + 56/11*z + 1
*
-18/11 | 0.14543854210381274308639180327670518341 | 0.024708795720686768508684986359288917665
f(z) = -121/81*z^3 + 40/9*z + 1
*
-3/11 | 0.095101337062293608698664630686372013890 | 0.015467484336779835693521488983702434750
f(z) = -121/81*z^3 + 52/9*z + 1
*
[ -6/11 ] 
f(z) = -121/81*z^3 + 59/18*z + 1
*
[ -4/11 ] 
f(z) = -121/96*z^3 + 47/12*z + 1
*
-20/11 | 0.065732857898397568036957206891835269996 | 0.010676154336775942144853013930950077774
f(z) = -121/96*z^3 + 59/12*z + 1
*
[ -7/11 ] 
f(z) = -121/98*z^3 + 43/14*z + 1
*
[ -14/11 ] 
f(z) = -121/98*z^3 + 53/14*z + 1
*
[ 9/10 ] 
f(z) = -125/81*z^3 + 41/36*z + 1
*
[ 6/5 ] 
f(z) = -125/96*z^3 + 49/24*z + 1
*
3/11 | 0.13436906215789102744953259949677520922 | 0.027649022426728870712685719760500168719
f(z) = -121/90*z^3 + 43/30*z + 1
*
9/10 | 0.11748155364242148230077784851874598892 | 0.017933157225073641151285217026768568899
f(z) = -140/81*z^3 + 43/45*z + 1
*
[ 9/10 ] 
f(z) = -140/81*z^3 + 58/45*z + 1
*
12/25 | 0.15015543658611253727102271223330098967 | 0.023324204591250543604336981937398523607
f(z) = -125/81*z^3 + 46/45*z + 1
*
[ 22/25 ] 
f(z) = -125/88*z^3 + 53/55*z + 1
*
15/14 | 0.18974093587767110967457157188002945360 | 0.027548382956562113972089623035443971309
f(z) = -140/81*z^3 + 41/63*z + 1
*
3/8 | 0.18168267816145977829005847474330622527 | 0.025984006377412813029728165952259869269
f(z) = -136/81*z^3 + 41/72*z + 1
*
[ 3/4 ] 
f(z) = -134/81*z^3 + 43/72*z + 1
*
[ 3/4 ] 
f(z) = -130/81*z^3 + 41/72*z + 1
*
12/25 | 0.19266456898095638379323834108691988816 | 0.029927306839934587571901384269626427038
f(z) = -125/96*z^3 + 53/60*z + 1
*
3/5 | 0.16849352566622663500530443842595141974 | 0.023259005229102514542711156086308514037
f(z) = -140/81*z^3 + 41/90*z + 1
*
[ 3/4 ] 
f(z) = -128/87*z^3 + 43/87*z + 1
*
[ 3/4 ] 
f(z) = -128/93*z^3 + 41/93*z + 1
*
[ 4/5 ] 
f(z) = -125/84*z^3 + 59/84*z + 1
*
[ 4/5 ] 
f(z) = -125/92*z^3 + 57/92*z + 1
*
[ 3/4 ] 
f(z) = -124/99*z^3 + 49/132*z + 1
*
5/16 | 0.16071299411867868755630074415097572388 | 0.028982479952679360593742618238035461958
f(z) = -128/85*z^3 + 59/170*z + 1
*
[ 2/3 ] 
f(z) = -139/80*z^3 + 49/180*z + 1
*
[ 2/3 ] 
f(z) = -137/80*z^3 + 47/180*z + 1
*
[ 2/3 ] 
f(z) = -133/80*z^3 + 43/180*z + 1
*
[ 2/3 ] 
f(z) = -131/80*z^3 + 41/180*z + 1
*
39/50 | 0.18790700025809212616754688029643133868 | 0.024016602151541654732977796112754078693
f(z) = -125/81*z^3 + 49/180*z + 1
*
[ 15/22 ] 
f(z) = -121/81*z^3 + 41/180*z + 1
*
[ 8/11 ] 
f(z) = -121/92*z^3 + 59/184*z + 1
*
[ 2/3 ] 
f(z) = -129/82*z^3 + 49/246*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.027177100424322259439633734276004532391
f(z) = -135/88*z^3 + 53/264*z + 1
*
-2 | 0.10556645551353377743210827881470985085 | 0.016922244650400061063331938312194972206
f(z) = -139/88*z^3 + 64/11*z + 1
*
[ 2 ] 
f(z) = -139/88*z^3 + 75/11*z + 1
*
-2 | 0.10529784342477019615848355711344716200 | 0.016921904833061421502526709031863047835
f(z) = -137/88*z^3 + 63/11*z + 1
*
[ 2 ] 
f(z) = -137/88*z^3 + 74/11*z + 1
*
-2 | 0.10502498762053526560810465503282196997 | 0.016921566554645312003085286956346044025
f(z) = -135/88*z^3 + 62/11*z + 1
*
[ 2 ] 
f(z) = -135/88*z^3 + 73/11*z + 1
*
[ 3/2 ] 
f(z) = -134/81*z^3 + 73/18*z + 1
*
-2 | 0.10474774167447220704684594305217829642 | 0.016921228533109922965613276588384120509
f(z) = -133/88*z^3 + 61/11*z + 1
*
[ 2 ] 
f(z) = -133/88*z^3 + 72/11*z + 1
*
-2 | 0.10446595087976914824878752485570918519 | 0.016920889243918721282234392736938872155
f(z) = -131/88*z^3 + 60/11*z + 1
*
[ 2 ] 
f(z) = -131/88*z^3 + 71/11*z + 1
*
[ 3/2 ] 
f(z) = -130/81*z^3 + 71/18*z + 1
*
[ 2 ] 
f(z) = -129/88*z^3 + 70/11*z + 1
*
-3/8 | 0.10994068536211863462909959386049657953 | 0.017428498680152141381234170658886823735
f(z) = -128/81*z^3 + 61/18*z + 1
*
-3/4 | 0.081379381204342853079402813116034296006 | 0.012711720364947231204610494333227571518
f(z) = -128/81*z^3 + 67/18*z + 1
*
-9/8 | 0.081379224498152924300426364662042895371 | 0.012543647974575900597536161809871948163
f(z) = -128/81*z^3 + 73/18*z + 1
*
[ 9/4 ] 
f(z) = -128/81*z^3 + 77/9*z + 1
*
[ 2 ] 
f(z) = -127/88*z^3 + 69/11*z + 1
*
[ -6/5 ] 
f(z) = -125/81*z^3 + 73/18*z + 1
*
[ 2 ] 
f(z) = -125/88*z^3 + 68/11*z + 1
*
[ -2 ] 
f(z) = -125/88*z^3 + 79/11*z + 1
*
[ 2 ] 
f(z) = -123/88*z^3 + 67/11*z + 1
*
[ -2 ] 
f(z) = -123/88*z^3 + 78/11*z + 1
*
[ 3/2 ] 
f(z) = -122/81*z^3 + 67/18*z + 1
*
[ 18/11 ] 
f(z) = -121/81*z^3 + 79/18*z + 1
*
6/5 | 0.19254995903042809165703661270165959170 | 0.029437253621260736562232381183134232819
f(z) = -125/81*z^3 + 77/36*z + 1
*
[ 6/5 ] 
f(z) = -125/88*z^3 + 73/33*z + 1
*
-8/5 | 0.11057821630830348764709338819463078535 | 0.019574919559962045693136097360043142365
f(z) = -125/96*z^3 + 71/24*z + 1
*
[ -10/11 ] 
f(z) = -121/80*z^3 + 67/20*z + 1
*
[ 12/11 ] 
f(z) = -121/81*z^3 + 67/36*z + 1
*
[ -8/11 ] 
f(z) = -121/96*z^3 + 73/24*z + 1
*
[ -6/11 ] 
f(z) = -121/96*z^3 + 77/24*z + 1
*
9/25 | 0.14599820596452498853760520682167414668 | 0.022678446437197215123543538564483263370
f(z) = -125/81*z^3 + 64/45*z + 1
*
3/25 | 0.12686638947347457653272471069742807026 | 0.019434314846146967716997272914217052598
f(z) = -125/81*z^3 + 76/45*z + 1
*
2/5 | 0.18237257182782938311783512344944576518 | 0.028328612495528118566670295331664215310
f(z) = -125/88*z^3 + 62/55*z + 1
*
-22/25 | 0.17356153479121290393750504243039694765 | 0.026959961215391014550397318036752034757
f(z) = -125/88*z^3 + 68/55*z + 1
*
2/11 | 0.062057459515173359442315887176182114512 | 0.012749259434489471558857079946603905576
f(z) = -121/84*z^3 + 65/42*z + 1
*
9/8 | 0.17169854454805928622769272011238811535 | 0.024556089340363255390386293530929080150
f(z) = -136/81*z^3 + 65/72*z + 1
*
[ 14/15 ] 
f(z) = -135/98*z^3 + 79/70*z + 1
*
-2/3 | 0.10255609026718984620620756916983173511 | 0.017211947041499219185315445262285814075
f(z) = -129/80*z^3 + 73/60*z + 1
*
-4/25 | 0.14575651007851199477460982777807899715 | 0.022640902912817412404722199117908293111
f(z) = -125/96*z^3 + 77/60*z + 1
*
-2/3 | 0.11243419514499820757182837056046952509 | 0.019021834435525423252422157406076982769
f(z) = -123/80*z^3 + 71/60*z + 1
*
-6/11 | 0.14894496486775469273805844906158115404 | 0.025268881183674832947290523225071213445
f(z) = -121/80*z^3 + 77/60*z + 1
*
[ 3/4 ] 
f(z) = -140/99*z^3 + 61/132*z + 1
*
[ 3/4 ] 
f(z) = -127/81*z^3 + 79/144*z + 1
*
[ 3/4 ] 
f(z) = -125/81*z^3 + 77/144*z + 1
*
[ 8/11 ] 
f(z) = -121/84*z^3 + 65/168*z + 1
*
10/33 | 0.13603452428939111194207807455747215938 | 0.019452914357825166991272587850230552801
f(z) = -121/80*z^3 + 79/180*z + 1
*
18/55 | 0.20595266406472991054564598114667580451 | 0.025696972842649008829357384024797373204
f(z) = -121/81*z^3 + 61/225*z + 1
*
0 | 0.16643060436942038935747139587732016610 | 0.027931980841196564992066393985352130958
f(z) = -129/80*z^3 + 67/240*z + 1
*
[ 7/10 ] 
f(z) = -135/98*z^3 + 69/280*z + 1
*
[ -2 ] 
f(z) = -139/88*z^3 + 86/11*z + 1
*
[ -2 ] 
f(z) = -137/88*z^3 + 85/11*z + 1
*
[ -2 ] 
f(z) = -135/88*z^3 + 84/11*z + 1
*
[ -3/2 ] 
f(z) = -134/81*z^3 + 97/18*z + 1
*
[ -2 ] 
f(z) = -133/88*z^3 + 83/11*z + 1
*
[ -2 ] 
f(z) = -131/88*z^3 + 82/11*z + 1
*
[ -3/2 ] 
f(z) = -130/81*z^3 + 95/18*z + 1
*
[ -2 ] 
f(z) = -129/88*z^3 + 81/11*z + 1
*
[ -9/4 ] 
f(z) = -128/81*z^3 + 85/9*z + 1
*
[ -2 ] 
f(z) = -127/88*z^3 + 80/11*z + 1
*
[ 12/5 ] 
f(z) = -125/96*z^3 + 97/12*z + 1
*
[ -3/2 ] 
f(z) = -122/81*z^3 + 91/18*z + 1
*
-6/11 | 0.12908573610456761872875011434634346481 | 0.019120692630457160023150045515024518354
f(z) = -121/81*z^3 + 95/18*z + 1
*
3/2 | 0.19727398488538119134856625092454913563 | 0.029221007237571579372393403283680931092
f(z) = -128/81*z^3 + 95/36*z + 1
*
-15/22 | 0.11022289161493056835157391325711569334 | 0.016600143492654669773689331130271770918
f(z) = -121/81*z^3 + 85/36*z + 1
*
-24/25 | 0.16091053890397721346413040047003643529 | 0.023872127698091427428478393818548561375
f(z) = -125/81*z^3 + 94/45*z + 1
*
[ 6/5 ] 
f(z) = -125/84*z^3 + 97/42*z + 1
*
3/14 | 0.18994861130148480768678801901482245379 | 0.027578535238036969705014114564219364409
f(z) = -140/81*z^3 + 89/63*z + 1
*
-12/25 | 0.14046482500511609115263019945445597196 | 0.021615685772651981954168216513757883853
f(z) = -125/96*z^3 + 83/60*z + 1
*
-6/11 | 0.15859320228054011821511006697107997126 | 0.026605109917677572442421636472833560162
f(z) = -121/80*z^3 + 97/60*z + 1
*
-12/11 | 0.16203702177287289781815991258687551575 | 0.028886324361584581421319129048215695530
f(z) = -121/90*z^3 + 91/60*z + 1
*
15/16 | 0.20595726298160028637925863940447244072 | 0.028786629707854138377002777569281116697
f(z) = -128/81*z^3 + 83/90*z + 1
*
[ 7/8 ] 
f(z) = -128/91*z^3 + 85/91*z + 1
*
-7/11 | 0.053167856177390357148590932083725550746 | 0.011086359104278744340652073084138491533
f(z) = -121/84*z^3 + 85/84*z + 1
*
-7/11 | 0.11277822690748307323970342757702939289 | 0.023516086833906975391900056943461860842
f(z) = -121/84*z^3 + 97/84*z + 1
*
10/11 | 0.18120348265920712430206390438267028837 | 0.028289932802008827488112055584479144955
f(z) = -121/96*z^3 + 89/120*z + 1
*
[ 3/4 ] 
f(z) = -139/81*z^3 + 91/144*z + 1
*
[ 3/4 ] 
f(z) = -137/81*z^3 + 89/144*z + 1
*
[ 3/4 ] 
f(z) = -133/81*z^3 + 85/144*z + 1
*
[ 3/4 ] 
f(z) = -131/81*z^3 + 83/144*z + 1
*
21/44 | 0.15839504144503908559415506808220670791 | 0.020928528531620150931775824102467740182
f(z) = -121/81*z^3 + 97/144*z + 1
*
[ 3/4 ] 
f(z) = -136/87*z^3 + 95/174*z + 1
*
-22/45 | 0.13406080287662161640482974433193601629 | 0.017608706214024028202636403959831322329
f(z) = -135/88*z^3 + 83/165*z + 1
*
22/45 | 0.20152898652794533213033863762029824525 | 0.026470561426120136811895402980488984240
f(z) = -135/88*z^3 + 98/165*z + 1
*
[ 3/4 ] 
f(z) = -136/93*z^3 + 91/186*z + 1
*
-7/45 | 0.16148564937453253008666847913824464792 | 0.021210922929008606425631508649529680882
f(z) = -135/98*z^3 + 97/210*z + 1
*
[ 3/4 ] 
f(z) = -122/99*z^3 + 95/264*z + 1
*
[ 7/3 ] 
f(z) = -135/98*z^3 + 113/14*z + 1
*
[ -3/16 ] 
f(z) = -128/81*z^3 + 115/18*z + 1
*
[ -12/5 ] 
f(z) = -125/96*z^3 + 107/12*z + 1
*
[ -18/11 ] 
f(z) = -121/81*z^3 + 101/18*z + 1
*
-28/11 | 0.18455779180849410570905342654175143452 | 0.027568314431200450072575826238067205086
f(z) = -121/96*z^3 + 101/12*z + 1
*
[ -3/4 ] 
f(z) = -140/81*z^3 + 119/36*z + 1
*
[ 3/2 ] 
f(z) = -140/99*z^3 + 116/33*z + 1
*
[ 3/2 ] 
f(z) = -136/99*z^3 + 113/33*z + 1
*
-2/9 | 0.17175782842764027292131384444369349402 | 0.025073673719543581927259829579890428521
f(z) = -135/88*z^3 + 118/33*z + 1
*
-2 | 0.084106709410996070894021966734554201318 | 0.013641688430456073237351090487076847529
f(z) = -131/96*z^3 + 119/24*z + 1
*
-2 | 0.10418368360816737710720708526799202349 | 0.016898073426874795059749043438629148398
f(z) = -129/80*z^3 + 119/20*z + 1
*
[ -2/3 ] 
f(z) = -129/88*z^3 + 104/33*z + 1
*
[ -3/4 ] 
f(z) = -128/99*z^3 + 101/33*z + 1
*
[ 3/2 ] 
f(z) = -128/99*z^3 + 107/33*z + 1
*
-2 | 0.10389448973538290699284802837922379915 | 0.016897621445712742314574210387258030187
f(z) = -127/80*z^3 + 117/20*z + 1
*
-2 | 0.083523587228364746501596886716980086961 | 0.013622655658151317614084118637828672636
f(z) = -127/96*z^3 + 115/24*z + 1
*
-6/5 | 0.17831176869421291043200470285889867285 | 0.026174799753849263453068251982159513818
f(z) = -125/81*z^3 + 101/36*z + 1
*
[ -8/5 ] 
f(z) = -125/96*z^3 + 119/24*z + 1
*
[ -3/5 ] 
f(z) = -125/99*z^3 + 103/33*z + 1
*
[ -3/4 ] 
f(z) = -124/81*z^3 + 115/36*z + 1
*
[ 3/2 ] 
f(z) = -124/99*z^3 + 104/33*z + 1
*
-2 | 0.10330118886424654610961054719077920138 | 0.016896722110451820888509582564258602101
f(z) = -123/80*z^3 + 113/20*z + 1
*
[ -2/3 ] 
f(z) = -123/88*z^3 + 103/33*z + 1
*
[ 20/11 ] 
f(z) = -121/80*z^3 + 109/20*z + 1
*
-6/11 | 0.093139740906899201604259163874852834964 | 0.013520906030039188484334126387123237438
f(z) = -121/81*z^3 + 109/36*z + 1
*
-12/11 | 0.15187243786005108375874501397706188643 | 0.026068045839487226933895750553020452222
f(z) = -121/90*z^3 + 113/30*z + 1
*
[ 7/6 ] 
f(z) = -135/98*z^3 + 113/56*z + 1
*
-18/25 | 0.11106734220791891969389442451375971658 | 0.016189008458488185424845978532955938127
f(z) = -125/81*z^3 + 106/45*z + 1
*
6/25 | 0.17585046850661593470545242362430963672 | 0.025527853490520049235268695413796594712
f(z) = -125/81*z^3 + 109/45*z + 1
*
-2/5 | 0.14359311397899253500482570719110443622 | 0.026405115817890799729034997376148287837
f(z) = -125/84*z^3 + 115/42*z + 1
*
[ 14/11 ] 
f(z) = -121/84*z^3 + 107/42*z + 1
*
18/11 | 0.061745124292171423191363014447107795154 | 0.011390964969409991682152631140747116035
f(z) = -121/84*z^3 + 113/42*z + 1
*
9/8 | 0.18452088680582949832217430663565936260 | 0.026389923068327022038968127593507988656
f(z) = -136/81*z^3 + 113/72*z + 1
*
-12/11 | 0.12250077133998155074094853224930567520 | 0.020345506773896793804581482899648471600
f(z) = -121/80*z^3 + 103/60*z + 1
*
[ 12/11 ] 
f(z) = -121/80*z^3 + 113/60*z + 1
*
[ 12/11 ] 
f(z) = -121/90*z^3 + 101/60*z + 1
*
-4/7 | 0.12994434741594092108766769482051666706 | 0.019008106940569217469605462827678619839
f(z) = -133/96*z^3 + 101/84*z + 1
*
[ 9/10 ] 
f(z) = -130/81*z^3 + 107/90*z + 1
*
[ 15/16 ] 
f(z) = -128/81*z^3 + 119/90*z + 1
*
-12/25 | 0.20669945857295074835743296587543149294 | 0.028986452268088159898595901171846445545
f(z) = -125/81*z^3 + 107/90*z + 1
*
24/25 | 0.18820313290275972713407781591658632445 | 0.026392624181282678106366380976824109905
f(z) = -125/81*z^3 + 113/90*z + 1
*
-10/11 | 0.085874299516557700113259138059742671657 | 0.017906182244636029123421695616353376637
f(z) = -121/90*z^3 + 109/90*z + 1
*
6/25 | 0.090957312792184788113441574629909847980 | 0.014128738997862569386741211093335671270
f(z) = -125/96*z^3 + 109/120*z + 1
*
[ 10/11 ] 
f(z) = -121/96*z^3 + 113/120*z + 1
*
[ 4/5 ] 
f(z) = -125/82*z^3 + 119/164*z + 1
*
[ 4/5 ] 
f(z) = -125/86*z^3 + 117/172*z + 1
*
[ 4/5 ] 
f(z) = -125/94*z^3 + 113/188*z + 1
*
[ 4/5 ] 
f(z) = -125/98*z^3 + 111/196*z + 1
*
7/15 | 0.22614872646830386752159538195002647285 | 0.029704331166216533094738578688353304316
f(z) = -135/98*z^3 + 103/210*z + 1
*
-14/25 | 0.18622737328488839192638279886826841503 | 0.028927393198293632440536778074252868406
f(z) = -125/84*z^3 + 113/210*z + 1
*
[ 3/4 ] 
f(z) = -134/99*z^3 + 113/264*z + 1
*
[ 3/4 ] 
f(z) = -130/99*z^3 + 107/264*z + 1
*
[ 3/4 ] 
f(z) = -128/97*z^3 + 119/291*z + 1
*
[ -7/3 ] 
f(z) = -135/98*z^3 + 125/14*z + 1
*
[ 3 ] 
f(z) = -133/81*z^3 + 139/9*z + 1
*
[ 3 ] 
f(z) = -131/81*z^3 + 137/9*z + 1
*
[ 3 ] 
f(z) = -130/81*z^3 + 136/9*z + 1
*
3/16 | 0.10130006304548260134789590993846176396 | 0.014485892174503985945070829698482013720
f(z) = -128/81*z^3 + 121/18*z + 1
*
9/4 | 0.19798762807155141514567888281150956253 | 0.028117604469790426950706348086764677485
f(z) = -128/81*z^3 + 127/18*z + 1
*
[ 3 ] 
f(z) = -128/81*z^3 + 134/9*z + 1
*
[ 3 ] 
f(z) = -127/81*z^3 + 133/9*z + 1
*
[ -3 ] 
f(z) = -127/81*z^3 + 139/9*z + 1
*
[ 3 ] 
f(z) = -125/81*z^3 + 131/9*z + 1
*
[ -3 ] 
f(z) = -125/81*z^3 + 137/9*z + 1
*
[ 3 ] 
f(z) = -124/81*z^3 + 130/9*z + 1
*
[ -3 ] 
f(z) = -124/81*z^3 + 136/9*z + 1
*
[ 3 ] 
f(z) = -122/81*z^3 + 128/9*z + 1
*
[ -3 ] 
f(z) = -122/81*z^3 + 134/9*z + 1
*
[ 3 ] 
f(z) = -121/81*z^3 + 127/9*z + 1
*
-2 | 0.10556169038232594880056492149791660801 | 0.016900398015240673993135696675174849970
f(z) = -139/80*z^3 + 129/20*z + 1
*
-2 | 0.085215836043571475016631678084486684723 | 0.013677247378160668019011351564574167305
f(z) = -139/96*z^3 + 127/24*z + 1
*
-2 | 0.10529465122420483716725906628475625229 | 0.016899922118398780338676271684728273249
f(z) = -137/80*z^3 + 127/20*z + 1
*
-2 | 0.084946304994429771434252666827163883630 | 0.013668811234612933141924849396852679209
f(z) = -137/96*z^3 + 125/24*z + 1
*
-2 | 0.10474801723790411703945748123174093557 | 0.016898987966063479525505203016083676954
f(z) = -133/80*z^3 + 123/20*z + 1
*
-2 | 0.084390869618242222862953723390923650325 | 0.013650875213078086581933160744033827937
f(z) = -133/96*z^3 + 121/24*z + 1
*
-2 | 0.10446813868282116420928853120171180625 | 0.016898528612785626921382083236345902945
f(z) = -131/80*z^3 + 121/20*z + 1
*
[ 2 ] 
f(z) = -129/80*z^3 + 139/20*z + 1
*
[ -3/8 ] 
f(z) = -128/99*z^3 + 127/33*z + 1
*
[ 2 ] 
f(z) = -127/80*z^3 + 137/20*z + 1
*
[ 3/2 ] 
f(z) = -127/81*z^3 + 139/36*z + 1
*
[ 2 ] 
f(z) = -127/96*z^3 + 139/24*z + 1
*
[ -9/10 ] 
f(z) = -125/81*z^3 + 121/36*z + 1
*
[ 3/2 ] 
f(z) = -125/81*z^3 + 137/36*z + 1
*
[ -6/5 ] 
f(z) = -125/88*z^3 + 128/33*z + 1
*
[ 2 ] 
f(z) = -123/80*z^3 + 133/20*z + 1
*
[ -15/11 ] 
f(z) = -121/90*z^3 + 127/30*z + 1
*
-8/11 | 0.18046505311994097634311327469441465311 | 0.029191616718798481384857053917712827541
f(z) = -121/96*z^3 + 121/24*z + 1
*
-6/11 | 0.088635606319135284571502452427977465608 | 0.014262461110241000310472198498850383419
f(z) = -121/96*z^3 + 125/24*z + 1
*
-24/11 | 0.15799599614952504602209945973827822873 | 0.025232964302284650384596559155408927398
f(z) = -121/96*z^3 + 131/24*z + 1
*
[ 4/3 ] 
f(z) = -135/88*z^3 + 131/44*z + 1
*
22/15 | 0.18745861180187417910597876660705877421 | 0.026726671069120367940264625068756441104
f(z) = -135/88*z^3 + 139/55*z + 1
*
[ -7/9 ] 
f(z) = -135/98*z^3 + 131/42*z + 1
*
6/5 | 0.19777344594768790756736954041402616489 | 0.027874792310666612221039536989423238858
f(z) = -130/81*z^3 + 134/45*z + 1
*
-18/25 | 0.084843434973926689300966491520468779271 | 0.011933174875128577429472735742694286079
f(z) = -125/81*z^3 + 136/45*z + 1
*
[ -4/5 ] 
f(z) = -125/88*z^3 + 139/44*z + 1
*
[ -8/11 ] 
f(z) = -121/80*z^3 + 127/40*z + 1
*
[ 15/11 ] 
f(z) = -121/81*z^3 + 137/45*z + 1
*
[ -6/11 ] 
f(z) = -121/84*z^3 + 137/42*z + 1
*
-2/3 | 0.17491026612759810566560711064931361098 | 0.027866847372263993463611153446220148725
f(z) = -129/80*z^3 + 133/60*z + 1
*
-4/5 | 0.11868877754498676321866421871340430275 | 0.016956938675433905959255602247215062117
f(z) = -125/96*z^3 + 137/60*z + 1
*
[ 6/5 ] 
f(z) = -125/99*z^3 + 131/66*z + 1
*
-18/25 | 0.18239100811780441408906786344683502664 | 0.025577562164098825840432330662626245749
f(z) = -125/81*z^3 + 137/90*z + 1
*
[ 6/7 ] 
f(z) = -140/81*z^3 + 139/126*z + 1
*
[ 6/7 ] 
f(z) = -133/81*z^3 + 131/126*z + 1
*
[ 24/25 ] 
f(z) = -125/96*z^3 + 139/120*z + 1
*
[ 14/15 ] 
f(z) = -125/98*z^3 + 131/126*z + 1
*
-10/11 | 0.14946225748286196222444311417791255367 | 0.023334414761657248407449391457845540665
f(z) = -121/96*z^3 + 137/120*z + 1
*
[ 5/6 ] 
f(z) = -126/95*z^3 + 137/190*z + 1
*
[ 3/4 ] 
f(z) = -128/83*z^3 + 133/249*z + 1
*
[ 3/4 ] 
f(z) = -128/85*z^3 + 131/255*z + 1
*
[ 3/4 ] 
f(z) = -128/89*z^3 + 127/267*z + 1
*
[ 3/4 ] 
f(z) = -128/91*z^3 + 125/273*z + 1
*
[ 3/4 ] 
f(z) = -128/95*z^3 + 121/285*z + 1
*
[ 3 ] 
f(z) = -140/81*z^3 + 146/9*z + 1
*
[ -3 ] 
f(z) = -140/81*z^3 + 152/9*z + 1
*
[ 3 ] 
f(z) = -139/81*z^3 + 145/9*z + 1
*
[ -3 ] 
f(z) = -139/81*z^3 + 151/9*z + 1
*
[ 3 ] 
f(z) = -137/81*z^3 + 143/9*z + 1
*
[ -3 ] 
f(z) = -137/81*z^3 + 149/9*z + 1
*
[ 3 ] 
f(z) = -136/81*z^3 + 142/9*z + 1
*
[ -3 ] 
f(z) = -136/81*z^3 + 148/9*z + 1
*
[ 3 ] 
f(z) = -134/81*z^3 + 140/9*z + 1
*
[ -3 ] 
f(z) = -134/81*z^3 + 146/9*z + 1
*
[ -3 ] 
f(z) = -133/81*z^3 + 145/9*z + 1
*
[ -3 ] 
f(z) = -131/81*z^3 + 143/9*z + 1
*
[ -3 ] 
f(z) = -130/81*z^3 + 142/9*z + 1
*
[ -3 ] 
f(z) = -128/81*z^3 + 140/9*z + 1
*
-3/8 | 0.12784756559620147335769458047552587557 | 0.017720907529757742500559487695339180286
f(z) = -128/81*z^3 + 151/18*z + 1
*
[ 14/5 ] 
f(z) = -125/98*z^3 + 149/14*z + 1
*
[ -14/5 ] 
f(z) = -125/98*z^3 + 159/14*z + 1
*
[ 2 ] 
f(z) = -139/80*z^3 + 149/20*z + 1
*
[ 3/2 ] 
f(z) = -139/81*z^3 + 151/36*z + 1
*
[ 2 ] 
f(z) = -139/96*z^3 + 151/24*z + 1
*
[ 2 ] 
f(z) = -137/80*z^3 + 147/20*z + 1
*
[ 3/2 ] 
f(z) = -137/81*z^3 + 149/36*z + 1
*
[ 2 ] 
f(z) = -137/96*z^3 + 149/24*z + 1
*
[ -3/2 ] 
f(z) = -136/99*z^3 + 157/33*z + 1
*
-2/9 | 0.18733815459866041928285794842664573139 | 0.026397845513049507021425289838034145635
f(z) = -135/88*z^3 + 151/33*z + 1
*
[ 2 ] 
f(z) = -133/80*z^3 + 143/20*z + 1
*
[ 3/2 ] 
f(z) = -133/81*z^3 + 145/36*z + 1
*
[ 2 ] 
f(z) = -133/96*z^3 + 145/24*z + 1
*
[ 2 ] 
f(z) = -131/80*z^3 + 141/20*z + 1
*
[ 3/2 ] 
f(z) = -131/81*z^3 + 143/36*z + 1
*
[ 2 ] 
f(z) = -131/96*z^3 + 143/24*z + 1
*
[ -2 ] 
f(z) = -129/80*z^3 + 159/20*z + 1
*
[ -3/2 ] 
f(z) = -128/99*z^3 + 151/33*z + 1
*
[ -2 ] 
f(z) = -127/80*z^3 + 157/20*z + 1
*
[ -3/2 ] 
f(z) = -124/99*z^3 + 148/33*z + 1
*
[ -2 ] 
f(z) = -123/80*z^3 + 153/20*z + 1
*
[ -2 ] 
f(z) = -121/80*z^3 + 151/20*z + 1
*
-9/22 | 0.10087901628512703054937002521439749784 | 0.014061834734571883623252467718949598212
f(z) = -121/81*z^3 + 145/36*z + 1
*
-12/11 | 0.18157276586183949615334077578691435411 | 0.025167739242862919486451028378769807515
f(z) = -121/81*z^3 + 151/36*z + 1
*
-9/22 | 0.082663886344913692235047597164274494797 | 0.011396460174739085675378992940236155241
f(z) = -121/81*z^3 + 157/36*z + 1
*
[ -3/11 ] 
f(z) = -121/90*z^3 + 143/30*z + 1
*
-6/11 | 0.073714202714794226748745220933393292711 | 0.011535434509487213476501664257446065888
f(z) = -121/96*z^3 + 149/24*z + 1
*
[ -3/5 ] 
f(z) = -140/81*z^3 + 148/45*z + 1
*
[ -9/10 ] 
f(z) = -140/81*z^3 + 158/45*z + 1
*
[ -2/3 ] 
f(z) = -135/92*z^3 + 145/46*z + 1
*
[ 14/9 ] 
f(z) = -135/98*z^3 + 155/42*z + 1
*
[ -3/5 ] 
f(z) = -130/81*z^3 + 146/45*z + 1
*
[ -2/5 ] 
f(z) = -125/84*z^3 + 157/42*z + 1
*
6/25 | 0.21636445285248937628678497546208328734 | 0.029050977230149610201606647034741487979
f(z) = -125/96*z^3 + 143/40*z + 1
*
-10/11 | 0.13377873874207081150483571837260075339 | 0.023320326460603813647217989977616611545
f(z) = -121/84*z^3 + 155/42*z + 1
*
[ 16/11 ] 
f(z) = -121/96*z^3 + 143/48*z + 1
*
-4/3 | 0.12283847529250522921840595304630207752 | 0.019066776786561393952885416058845059936
f(z) = -129/80*z^3 + 157/60*z + 1
*
-4/3 | 0.17166113412428196424907814798911970815 | 0.026863015505660997139649218184483894954
f(z) = -123/80*z^3 + 149/60*z + 1
*
[ 12/11 ] 
f(z) = -121/84*z^3 + 151/84*z + 1
*
-4/11 | 0.14755485144748943339812704744057350023 | 0.029409332595879360628926416085699233884
f(z) = -121/90*z^3 + 151/90*z + 1
*
-24/25 | 0.067675170276949701371072554379633299399 | 0.010512236873834782250329234440695290130
f(z) = -125/96*z^3 + 149/120*z + 1
*
[ 6/7 ] 
f(z) = -133/96*z^3 + 143/168*z + 1
*
8/7 | 0.19387552693815717669347349926886467065 | 0.028359885000643106305135062738187312857
f(z) = -133/96*z^3 + 157/168*z + 1
*
[ 5/6 ] 
f(z) = -126/85*z^3 + 141/170*z + 1
*
[ 21/25 ] 
f(z) = -125/98*z^3 + 149/210*z + 1
*
[ 9/4 ] 
f(z) = -136/81*z^3 + 163/18*z + 1
*
[ -9/4 ] 
f(z) = -136/81*z^3 + 179/18*z + 1
*
-39/16 | 0.15919080630547003369618856713577092086 | 0.021623278749339807240016572256705528993
f(z) = -128/81*z^3 + 175/18*z + 1
*
-36/11 | 0.16326154451590963359852912567241086201 | 0.022683294324135256513892680352721185295
f(z) = -121/96*z^3 + 167/12*z + 1
*
[ -3/2 ] 
f(z) = -140/99*z^3 + 160/33*z + 1
*
[ -2 ] 
f(z) = -139/80*z^3 + 169/20*z + 1
*
[ -2 ] 
f(z) = -139/96*z^3 + 175/24*z + 1
*
[ -2 ] 
f(z) = -137/80*z^3 + 167/20*z + 1
*
[ -2 ] 
f(z) = -137/96*z^3 + 173/24*z + 1
*
[ -2 ] 
f(z) = -133/80*z^3 + 163/20*z + 1
*
[ -2 ] 
f(z) = -133/96*z^3 + 169/24*z + 1
*
[ -2 ] 
f(z) = -131/80*z^3 + 161/20*z + 1
*
[ -2 ] 
f(z) = -131/96*z^3 + 167/24*z + 1
*
-3/2 | 0.21673075001785220495477062586820706306 | 0.029348975609003119998864761229807192672
f(z) = -128/81*z^3 + 179/36*z + 1
*
[ -2 ] 
f(z) = -127/96*z^3 + 163/24*z + 1
*
[ -3/10 ] 
f(z) = -125/81*z^3 + 161/36*z + 1
*
[ -2 ] 
f(z) = -125/96*z^3 + 161/24*z + 1
*
2/11 | 0.16056314206985044193313100523830128764 | 0.024596228115442069686584931761720555473
f(z) = -121/80*z^3 + 171/20*z + 1
*
[ -24/11 ] 
f(z) = -121/96*z^3 + 179/24*z + 1
*
9/5 | 0.11979756416717184662080963311397746682 | 0.016417167345515138009828315127765711785
f(z) = -125/81*z^3 + 164/45*z + 1
*
[ -9/25 ] 
f(z) = -125/81*z^3 + 179/45*z + 1
*
[ -6/5 ] 
f(z) = -125/84*z^3 + 167/42*z + 1
*
[ -22/25 ] 
f(z) = -125/88*z^3 + 178/55*z + 1
*
[ -2/5 ] 
f(z) = -125/92*z^3 + 171/46*z + 1
*
[ -7/10 ] 
f(z) = -125/98*z^3 + 171/56*z + 1
*
[ -14/11 ] 
f(z) = -121/84*z^3 + 173/42*z + 1
*
[ 9/8 ] 
f(z) = -136/81*z^3 + 161/72*z + 1
*
4/25 | 0.15544291715434150731871252013173440318 | 0.021596986913660500519001240832013625461
f(z) = -125/96*z^3 + 167/60*z + 1
*
[ 4/3 ] 
f(z) = -123/80*z^3 + 179/60*z + 1
*
[ 9/8 ] 
f(z) = -128/99*z^3 + 173/99*z + 1
*
15/11 | 0.055031205000724360057163758244428185057 | 0.010829920440880446359699478301653230925
f(z) = -121/80*z^3 + 161/80*z + 1
*
-4/11 | 0.11907502846324478406065914428012345543 | 0.023376691782880391275407662249005539825
f(z) = -121/84*z^3 + 163/84*z + 1
*
15/22 | 0.11118764593894048303260536781476325453 | 0.017955610016035975980461907330972898042
f(z) = -121/90*z^3 + 163/120*z + 1
*
3/5 | 0.088406785661931622405741833741228826850 | 0.013732556095970478080765337882622047047
f(z) = -125/99*z^3 + 163/165*z + 1
*
-18/25 | 0.090428903353770596671654513079425739144 | 0.011557818452025402626527118036614052375
f(z) = -125/81*z^3 + 169/180*z + 1
*
[ 4/5 ] 
f(z) = -135/88*z^3 + 161/220*z + 1
*
[ 28/33 ] 
f(z) = -121/98*z^3 + 179/252*z + 1
*
[ 7/9 ] 
f(z) = -135/91*z^3 + 167/273*z + 1
*
12/11 | 0.098755852691879975137773709999320963275 | 0.016754174335999007665495590127589778392
f(z) = -121/92*z^3 + 179/276*z + 1
*
[ 9/11 ] 
f(z) = -121/96*z^3 + 179/288*z + 1
*
[ -3/2 ] 
f(z) = -139/81*z^3 + 199/36*z + 1
*
[ -3/2 ] 
f(z) = -137/81*z^3 + 197/36*z + 1
*
[ -2/9 ] 
f(z) = -135/88*z^3 + 184/33*z + 1
*
[ -3/2 ] 
f(z) = -133/81*z^3 + 193/36*z + 1
*
[ -3/2 ] 
f(z) = -131/81*z^3 + 191/36*z + 1
*
[ -3/2 ] 
f(z) = -127/81*z^3 + 187/36*z + 1
*
[ -3/2 ] 
f(z) = -125/81*z^3 + 185/36*z + 1
*
-3/10 | 0.18132654242022703718533136357312314851 | 0.024240128372460632793062719144759380345
f(z) = -125/81*z^3 + 197/36*z + 1
*
-6/11 | 0.14119900598610123344969505075405590385 | 0.022307303606846989099757918410479964895
f(z) = -121/90*z^3 + 187/30*z + 1
*
30/11 | 0.14985003566943003754292636612444610530 | 0.022467962903730766954379758623450057909
f(z) = -121/96*z^3 + 197/24*z + 1
*
2/15 | 0.10589372555267593181985028597613546599 | 0.014412604611999834723539466388224177949
f(z) = -135/88*z^3 + 194/55*z + 1
*
[ -4/3 ] 
f(z) = -135/88*z^3 + 197/44*z + 1
*
[ 22/15 ] 
f(z) = -135/88*z^3 + 199/55*z + 1
*
-24/25 | 0.21113268085183586529447116814531303870 | 0.028484634885248563745530740973926764733
f(z) = -125/81*z^3 + 184/45*z + 1
*
-33/25 | 0.17622060224662416826630665911499024099 | 0.023573592671836859796348630725374727383
f(z) = -125/81*z^3 + 196/45*z + 1
*
-21/25 | 0.15681657157110663116573913644304051639 | 0.020935312199424113699637693242201848084
f(z) = -125/81*z^3 + 199/45*z + 1
*
-6/5 | 0.11327353184995214712520019632097185562 | 0.019226132430500183073655427734323921409
f(z) = -125/84*z^3 + 181/42*z + 1
*
-2/11 | 0.14994513866889514578713831625864848165 | 0.025220274315299906414544951392413468759
f(z) = -121/84*z^3 + 191/42*z + 1
*
-18/11 | 0.11379484281117639464063636444145481723 | 0.019040856960747697531604068518112668652
f(z) = -121/84*z^3 + 197/42*z + 1
*
-4/11 | 0.17382187980205215699382869152242299756 | 0.029314321042938179166540682108690874903
f(z) = -121/90*z^3 + 188/45*z + 1
*
[ 9/7 ] 
f(z) = -140/81*z^3 + 194/63*z + 1
*
[ 9/7 ] 
f(z) = -133/81*z^3 + 185/63*z + 1
*
[ 4/3 ] 
f(z) = -129/80*z^3 + 187/60*z + 1
*
[ -2/3 ] 
f(z) = -129/80*z^3 + 193/60*z + 1
*
[ -2/3 ] 
f(z) = -123/80*z^3 + 191/60*z + 1
*
[ -6/11 ] 
f(z) = -121/80*z^3 + 197/60*z + 1
*
20/11 | 0.21737885867672038788766210437294637802 | 0.029868190902954928711432170085419454670
f(z) = -121/96*z^3 + 181/60*z + 1
*
3/2 | 0.099498900160956260489477072043866339687 | 0.013337806567338526815112627587880221866
f(z) = -130/81*z^3 + 193/90*z + 1
*
-7/11 | 0.12682924108820190674053701012066353305 | 0.024397290279363531453592399082710340497
f(z) = -121/84*z^3 + 181/84*z + 1
*
-9/11 | 0.14569023471708480080399292824597161087 | 0.027738509183302053643146391119823104975
f(z) = -121/90*z^3 + 191/90*z + 1
*
-8/11 | 0.11331107018770210593380207217354003869 | 0.020643533565289996337432960780085709848
f(z) = -121/84*z^3 + 191/168*z + 1
*
[ 10/11 ] 
f(z) = -121/85*z^3 + 183/170*z + 1
*
[ 21/22 ] 
f(z) = -121/98*z^3 + 181/168*z + 1
*
-3/5 | 0.089750420937319853911678502527641098825 | 0.011307318146477662781800741146514207263
f(z) = -140/81*z^3 + 187/180*z + 1
*
34/33 | 0.20706728034787402398024096055578778015 | 0.029610586665087511461144231345305698212
f(z) = -121/80*z^3 + 199/180*z + 1
*
[ 10/11 ] 
f(z) = -121/95*z^3 + 181/190*z + 1
*
-28/45 | 0.22614921872956713259831476912671230456 | 0.029704395824071621106229593948872297742
f(z) = -135/98*z^3 + 187/210*z + 1
*
[ 6/7 ] 
f(z) = -133/90*z^3 + 193/210*z + 1
*
-2/5 | 0.091513068669298650465034717906270127798 | 0.014215066633246984718594977787187779883
f(z) = -125/84*z^3 + 197/210*z + 1
*
6/7 | 0.18948611172015889578214256766527566558 | 0.023044679311705954618860305093636438883
f(z) = -133/81*z^3 + 199/252*z + 1
*
[ 9/11 ] 
f(z) = -121/84*z^3 + 187/252*z + 1
*
0 | 0.17419646100230331127327227074599072096 | 0.029470893940825100538440435727047217970
f(z) = -123/92*z^3 + 185/276*z + 1
*
[ 9/11 ] 
f(z) = -121/87*z^3 + 185/261*z + 1
*
[ 9/11 ] 
f(z) = -121/93*z^3 + 181/279*z + 1
*
-2/11 | 0.13097103894748489293424865863933995594 | 0.019520807568917449318871374638626213419
f(z) = -121/96*z^3 + 205/24*z + 1
*
[ -3/10 ] 
f(z) = -140/81*z^3 + 202/45*z + 1
*
[ -2/5 ] 
f(z) = -135/88*z^3 + 206/55*z + 1
*
[ -14/9 ] 
f(z) = -135/98*z^3 + 209/42*z + 1
*
[ -7/6 ] 
f(z) = -135/98*z^3 + 209/56*z + 1
*
15/8 | 0.19033072712262266642211937850088953899 | 0.025260348040936899776864017723843817721
f(z) = -128/81*z^3 + 208/45*z + 1
*
-18/25 | 0.20220081065005149259459667676989987398 | 0.026784818552914564996865730536049343018
f(z) = -125/81*z^3 + 211/45*z + 1
*
[ -15/11 ] 
f(z) = -121/81*z^3 + 203/45*z + 1
*
-15/11 | 0.21037411306151876769911903075937981274 | 0.027850063654372465950772821420148111564
f(z) = -121/81*z^3 + 212/45*z + 1
*
-2 | 0.10297011279384934358313196976248225420 | 0.016929695282453459951770863530206953553
f(z) = -121/92*z^3 + 219/46*z + 1
*
[ -16/11 ] 
f(z) = -121/96*z^3 + 209/48*z + 1
*
[ 21/11 ] 
f(z) = -121/98*z^3 + 209/42*z + 1
*
[ -9/14 ] 
f(z) = -140/81*z^3 + 206/63*z + 1
*
[ -3/4 ] 
f(z) = -136/99*z^3 + 205/66*z + 1
*
[ 7/5 ] 
f(z) = -135/98*z^3 + 209/70*z + 1
*
[ 3/2 ] 
f(z) = -130/99*z^3 + 217/66*z + 1
*
4/3 | 0.19967435313242510923087010322087290299 | 0.029510596440799841909157729836734628371
f(z) = -129/80*z^3 + 217/60*z + 1
*
[ -12/25 ] 
f(z) = -125/96*z^3 + 203/60*z + 1
*
[ 3/2 ] 
f(z) = -122/99*z^3 + 205/66*z + 1
*
[ -12/11 ] 
f(z) = -121/90*z^3 + 211/60*z + 1
*
-1 | 0.10063933302867624148226444821371047958 | 0.018674706530971157589015261733412737778
f(z) = -139/80*z^3 + 219/80*z + 1
*
-1 | 0.10029266422439454357451774128566718930 | 0.018642114827412625276637020660277401858
f(z) = -137/80*z^3 + 217/80*z + 1
*
-1 | 0.095218405301544866382404778185567460886 | 0.017683813280761583075864827157999677372
f(z) = -137/81*z^3 + 218/81*z + 1
*
-1 | 0.095876460828033884235900707275717860529 | 0.017790904562945667198604726200234885738
f(z) = -137/82*z^3 + 219/82*z + 1
*
-1 | 0.095041700869842207416177539454503047144 | 0.017666080711985362179834584101077678124
f(z) = -136/81*z^3 + 217/81*z + 1
*
-1 | 0.10846470579680996426981793706174994928 | 0.020126788292072559480969829204060188711
f(z) = -136/83*z^3 + 219/83*z + 1
*
-1 | 0.095520292760433901181764438416224811541 | 0.017755040009745334676369165902483212983
f(z) = -135/82*z^3 + 217/82*z + 1
*
-1 | 0.10828455816700295726716520798154820962 | 0.020110438751319636936153713163842194203
f(z) = -135/83*z^3 + 218/83*z + 1
*
-1 | 0.094682895190844232222944781803905288881 | 0.017629729409236136968954041167164709017
f(z) = -134/81*z^3 + 215/81*z + 1
*
-1 | 0.10810254567576192914695917551530334795 | 0.020093793351767328155095869438407163035
f(z) = -134/83*z^3 + 217/83*z + 1
*
-1 | 0.10795692933346479223379039294107585327 | 0.020032564928791688482824754242023991065
f(z) = -134/85*z^3 + 219/85*z + 1
*
-1 | 0.099578255232326607215240201474838126339 | 0.018573555059958210806280677671055902212
f(z) = -133/80*z^3 + 213/80*z + 1
*
-1 | 0.094500716171939907571747752834963465491 | 0.017611095522489971290382122821052192288
f(z) = -133/81*z^3 + 214/81*z + 1
*
-1 | 0.095155441454538916183969947628697985558 | 0.017717716397228963078653634057864437304
f(z) = -133/82*z^3 + 215/82*z + 1
*
-1 | 0.10791862727454420727467960124102133151 | 0.020076844228248796098929917169671106039
f(z) = -133/83*z^3 + 216/83*z + 1
*
-1 | 0.10777121587813773204677240975896515878 | 0.020015101624462040471454033926589877024
f(z) = -133/85*z^3 + 218/85*z + 1
*
-1 | 0.094860599314043605231299598620789086426 | 0.017602400574704102388002678925366234509
f(z) = -133/86*z^3 + 219/86*z + 1
*
-1 | 0.10773276048258686073070380887420807420 | 0.020059583222395117299151289883136866501
f(z) = -132/83*z^3 + 215/83*z + 1
*
-1 | 0.10758350830719669940754168314063395667 | 0.019997316163736285860655802530964071898
f(z) = -132/85*z^3 + 217/85*z + 1
*
-1 | 0.099209903466332099171756494333064154869 | 0.018537468855119787110017171173721094204
f(z) = -131/80*z^3 + 211/80*z + 1
*
-1 | 0.094130601272268327936304618114896074834 | 0.017572871311221811860351140284378992483
f(z) = -131/81*z^3 + 212/81*z + 1
*
-1 | 0.094783535399468409745986745553295482020 | 0.017679233376927205312019008081219316140
f(z) = -131/82*z^3 + 213/82*z + 1
*
-1 | 0.10754490131709996735173187175286516597 | 0.020042001868072460978788924269909783002
f(z) = -131/83*z^3 + 214/83*z + 1
*
-1 | 0.078568615946437335226753108556600479853 | 0.014629289022077009591450971466331364662
f(z) = -131/84*z^3 + 215/84*z + 1
*
-1 | 0.10739376084644036246772023363504976844 | 0.019979199717900545433836700756442876553
f(z) = -131/85*z^3 + 216/85*z + 1
*
-1 | 0.094481233528892211544732765934321065742 | 0.017561902638665588222297753846608183199
f(z) = -131/86*z^3 + 217/86*z + 1
*
-1 | 0.086896572402444618284552952566348425152 | 0.016138295492731583207907780082322392478
f(z) = -131/87*z^3 + 218/87*z + 1
*
-1 | 0.098605132172385002450574313845857391704 | 0.018297238766896600715991363691401468383
f(z) = -131/88*z^3 + 219/88*z + 1
*
-1 | 0.093942579288274152834883077941772942593 | 0.017553264108527077039002584203725304617
f(z) = -130/81*z^3 + 211/81*z + 1
*
-1 | 0.10735500421904126070673755534267459815 | 0.020024091375896069529943775730186490346
f(z) = -130/83*z^3 + 213/83*z + 1
*
-1 | 0.086702733897592109556812604203086532828 | 0.016116057277660485593298578457873896938
f(z) = -130/87*z^3 + 217/87*z + 1
*
-1 | 0.10688825095097079342338229966350787132 | 0.019834260204699551085245063441498360641
f(z) = -130/89*z^3 + 219/89*z + 1
*
-1 | 0.098833676886699449869031339247418630818 | 0.018500092323940656632374478294490875168
f(z) = -129/80*z^3 + 209/80*z + 1
*
-1 | 0.094403571133060601028673966360881349537 | 0.017639400891918798038713005314141312944
f(z) = -129/82*z^3 + 211/82*z + 1
*
-1 | 0.10716302197412571988456577295624209185 | 0.020005842616748926933044268023324385907
f(z) = -129/83*z^3 + 212/83*z + 1
*
-1 | 0.10700795471414870499889254462150807640 | 0.019941936828376401923006251453970320309
f(z) = -129/85*z^3 + 214/85*z + 1
*
-1 | 0.098213180823316127177530418430722882234 | 0.018255586374465483442415217409527023844
f(z) = -129/88*z^3 + 217/88*z + 1
*
-1 | 0.10669009127069364888480432606627543671 | 0.019814316853589936344350501683072290881
f(z) = -129/89*z^3 + 218/89*z + 1
*
-1 | 0.093560379386556791528883635980973074964 | 0.017513014905824551716781969739358045558
f(z) = -128/81*z^3 + 209/81*z + 1
*
-1 | 0.10696890562869108810839216143534097214 | 0.019987246104226251524971262295725016279
f(z) = -128/83*z^3 + 211/83*z + 1
*
-1 | 0.10681179578753869721218285394607513588 | 0.019922770945165414835887890127159309896
f(z) = -128/85*z^3 + 213/85*z + 1
*
[ 5/4 ] 
f(z) = -128/85*z^3 + 217/85*z + 1
*
-1 | 0.086308431545435706428893840467234440216 | 0.016070424238872966752904667040394445398
f(z) = -128/87*z^3 + 215/87*z + 1
*
-1 | 0.10648962808691399826451548012581242078 | 0.019793988823380464960304053086135838319
f(z) = -128/89*z^3 + 217/89*z + 1
*
-1 | 0.10632436438171249524753875872528690506 | 0.019729625010081813338376357012587049833
f(z) = -128/91*z^3 + 219/91*z + 1
*
[ 5/4 ] 
f(z) = -128/95*z^3 + 219/95*z + 1
*
-11/8 | 0.14836169190360997935096153210591052555 | 0.027624593414524443995915069080110241169
f(z) = -128/99*z^3 + 215/99*z + 1
*
-1 | 0.098449213166612463969195485982274089635 | 0.018461354701647286237219228062838469980
f(z) = -127/80*z^3 + 207/80*z + 1
*
-1 | 0.093366105752580050485004494893813064529 | 0.017492354032592625968080049617628595707
f(z) = -127/81*z^3 + 208/81*z + 1
*
-1 | 0.094015823713520284747382389939752959401 | 0.017598266839807527282283261913873919625
f(z) = -127/82*z^3 + 209/82*z + 1
*
-1 | 0.10677260440000413671663063633029340195 | 0.019968291975919458014052275052701059885
f(z) = -127/83*z^3 + 210/83*z + 1
*
-1 | 0.077792319388899166803844358704152962270 | 0.014535572029143558758141915062484474992
f(z) = -127/84*z^3 + 211/84*z + 1
*
-1 | 0.10661339627246826441576605601666962316 | 0.019903235158663859603986246815164328546
f(z) = -127/85*z^3 + 212/85*z + 1
*
-1 | 0.093696730667152206988543915071054467843 | 0.017476520169229375451776535722580119720
f(z) = -127/86*z^3 + 213/86*z + 1
*
-1 | 0.086107859014942090298346162210310545505 | 0.016047007808809864645747596899515936252
f(z) = -127/87*z^3 + 214/87*z + 1
*
-1 | 0.097812133979616324153059042003238215092 | 0.018212386213210509812724153768227858324
f(z) = -127/88*z^3 + 215/88*z + 1
*
-1 | 0.10628680345789016936587228052167254556 | 0.019773264824004118525532125588066321470
f(z) = -127/89*z^3 + 216/89*z + 1
*
-1 | 0.079804200457700872517910880008453171969 | 0.014833777526476872871259274410398694369
f(z) = -127/90*z^3 + 217/90*z + 1
*
-1 | 0.10611920386705189193855630695429813125 | 0.019708292538034886751090694497313979111
f(z) = -127/91*z^3 + 218/91*z + 1
*
-1 | 0.097476905493691588357685227844278189262 | 0.018087884218421917399656765405304053203
f(z) = -127/92*z^3 + 219/92*z + 1
*
-1 | 0.10657406558055227154352385281842938568 | 0.019948969973444906750231495474712846089
f(z) = -126/83*z^3 + 209/83*z + 1
*
-1 | 0.10641270112159276791837293802719296156 | 0.019883318740453426372967892664723153104
f(z) = -126/85*z^3 + 211/85*z + 1
*
-1 | 0.10608155710429031952338973470388577949 | 0.019752133088975458866156330579390366200
f(z) = -126/89*z^3 + 215/89*z + 1
*
-6/5 | 0.16483263112742503684878840537992704668 | 0.021947161336502325351727251445690627969
f(z) = -125/81*z^3 + 203/90*z + 1
*
-1 | 0.092970958374960974933870446535959676358 | 0.017449909763214837603914434041442741193
f(z) = -125/81*z^3 + 206/81*z + 1
*
-1 | 0.093618583343072004044537515603338351201 | 0.017555507232314943360593661490638387809
f(z) = -125/82*z^3 + 207/82*z + 1
*
-1 | 0.10637323443582028527934260527704061436 | 0.019929269421113488309252994952135367756
f(z) = -125/83*z^3 + 208/83*z + 1
*
-1 | 0.077389748575754650287022060591119336128 | 0.014486130018407616973882148412400536881
f(z) = -125/84*z^3 + 209/84*z + 1
*
-1 | 0.093291393874936498206473678865059033777 | 0.017431589468225147830749373461323929856
f(z) = -125/86*z^3 + 211/86*z + 1
*
-1 | 0.085699583297308349455758400973970901068 | 0.015998917762704343868285696545673221935
f(z) = -125/87*z^3 + 212/87*z + 1
*
-1 | 0.097401529265140446063135483595881366274 | 0.018167547347655494118756660665817589963
f(z) = -125/88*z^3 + 213/88*z + 1
*
-1 | 0.10587382627653861832814920682507843448 | 0.019730581348136621492284598997030453720
f(z) = -125/89*z^3 + 214/89*z + 1
*
-1 | 0.10570134604442139212009666907763360954 | 0.019664348156054074561719612195481759787
f(z) = -125/91*z^3 + 216/91*z + 1
*
-1 | 0.097056536709081806647139629683122986216 | 0.018040592660231671159469093455944246759
f(z) = -125/92*z^3 + 217/92*z + 1
*
-1 | 0.085180980574950810112458129139379208460 | 0.015819678462260176866962293319157257101
f(z) = -125/93*z^3 + 218/93*z + 1
*
-1 | 0.092600499634954478908934851945683150971 | 0.017183014863694818186800503062875610852
f(z) = -125/94*z^3 + 219/94*z + 1
*
-1 | 0.092769977756860059513059347907311645380 | 0.017428105173658902738989738551811437553
f(z) = -124/81*z^3 + 205/81*z + 1
*
-1 | 0.10617005409500209062229109535431145811 | 0.019909179203126754893388177520313641210
f(z) = -124/83*z^3 + 207/83*z + 1
*
-1 | 0.10600419279889434536391934882911829917 | 0.019842298852773575189894758903976415145
f(z) = -124/85*z^3 + 209/85*z + 1
*
-1 | 0.085491757924857034701263033779961884484 | 0.015974219755584138515506155298509885826
f(z) = -124/87*z^3 + 211/87*z + 1
*
-1 | 0.10566354561233882007083486248994232389 | 0.019708596798390868251719455361000034360
f(z) = -124/89*z^3 + 213/89*z + 1
*
-1 | 0.10548851421338579215680634187453175341 | 0.019641709916198112562493939720567666168
f(z) = -124/91*z^3 + 215/91*z + 1
*
-1 | 0.10512836243076928790554267825745230383 | 0.019507694033671534328400030896824369169
f(z) = -124/95*z^3 + 219/95*z + 1
*
-1 | 0.097653988193503121503861866777921097181 | 0.018379484736466884840092780053055518937
f(z) = -123/80*z^3 + 203/80*z + 1
*
-1 | 0.10596446543404143314951971514192439425 | 0.019888687739173764821056579130291014597
f(z) = -123/83*z^3 + 206/83*z + 1
*
-1 | 0.10579625824240797875206219259442637820 | 0.019821171608077446531521229695485486797
f(z) = -123/85*z^3 + 208/85*z + 1
*
-1 | 0.092874969315828857504723696042827887145 | 0.017384717042306211775749581128095812611
f(z) = -123/86*z^3 + 209/86*z + 1
*
-1 | 0.096980866033320876088197598211704063173 | 0.018120971000090986328979858573418744479
f(z) = -123/88*z^3 + 211/88*z + 1
*
-1 | 0.10545064698346958566103851676856017770 | 0.019686166072239059190981022989646688473
f(z) = -123/89*z^3 + 212/89*z + 1
*
-1 | 0.10527298590941819754092827247727310022 | 0.019618609105726593867943715811368595028
f(z) = -123/91*z^3 + 214/91*z + 1
*
-1 | 0.096625508636548387378047063263709715962 | 0.017991439402635449756386927741632210562
f(z) = -123/92*z^3 + 215/92*z + 1
*
-1 | 0.092164624372269643351307752650651774945 | 0.017131297925529559776683994506194343601
f(z) = -123/94*z^3 + 217/94*z + 1
*
-1 | 0.10490724684762204889997835727220812175 | 0.019483209776272251355256274575796166768
f(z) = -123/95*z^3 + 218/95*z + 1
*
-1 | 0.092360919784309682788421104647475181143 | 0.017383274834183363796643916197372325080
f(z) = -122/81*z^3 + 203/81*z + 1
*
-1 | 0.10575640695033308215886434202619345496 | 0.019867782958289888734664599973031231386
f(z) = -122/83*z^3 + 205/83*z + 1
*
-1 | 0.10558578501619415273672212830010849852 | 0.019799616126306389872244509053330502416
f(z) = -122/85*z^3 + 207/85*z + 1
*
-1 | 0.085067373937398563040305933128533577773 | 0.015923259370398317516106581540107356414
f(z) = -122/87*z^3 + 209/87*z + 1
*
-1 | 0.10523505933084500676172748606402168398 | 0.019663275203913926363524270687455994159
f(z) = -122/89*z^3 + 211/89*z + 1
*
-1 | 0.10505468633830744381075640945517094932 | 0.019595031028197329498593652813791952398
f(z) = -122/91*z^3 + 213/91*z + 1
*
-1 | 0.084527140581031381281853732039393688697 | 0.015738752106981902178883843008095892354
f(z) = -122/93*z^3 + 215/93*z + 1
*
-1 | 0.10468317920434310369855091195203071437 | 0.019458211249226176004116661325979088777
f(z) = -122/95*z^3 + 217/95*z + 1
*
-1 | 0.10449171793913303783018853603612241483 | 0.019389557827000941734089000576118870398
f(z) = -122/97*z^3 + 219/97*z + 1
*
-1 | 0.092152722518782081510338529401503317813 | 0.017360225175512107661140499740956409986
f(z) = -121/81*z^3 + 202/81*z + 1
*
-1 | 0.092795145045450458116577091883055959669 | 0.017465000493390554158589074556735975380
f(z) = -121/82*z^3 + 203/82*z + 1
*
-1 | 0.10554581462834591030905903871615112454 | 0.019846452270824346931798368528080170256
f(z) = -121/83*z^3 + 204/83*z + 1
*
-1 | 0.10537270598753945919670757731376686679 | 0.019777619195582517387959576782474224438
f(z) = -121/85*z^3 + 206/85*z + 1
*
-1 | 0.092448895662907646471284684333779981295 | 0.017336165518358163366209493139072345853
f(z) = -121/86*z^3 + 207/86*z + 1
*
-1 | 0.084852744430106381237279020804327480052 | 0.015897356264829615195722402361086698174
f(z) = -121/87*z^3 + 208/87*z + 1
*
-1 | 0.10501670848671954917069241140087319803 | 0.019639909592883861295675428547731818985
f(z) = -121/89*z^3 + 210/89*z + 1
*
-1 | 0.078526395918466559227655213380398596527 | 0.014672734956721126096759052965459502809
f(z) = -121/90*z^3 + 211/90*z + 1
*
-1 | 0.10483353735364864646298046169115126021 | 0.019570960305323874901346623863776484921
f(z) = -121/91*z^3 + 212/91*z + 1
*
-1 | 0.096183219730418498282007803411088688218 | 0.017940305575137630086057850655853372855
f(z) = -121/92*z^3 + 213/92*z + 1
*
-1 | 0.084303075614605976879031799287356110764 | 0.015710669480929961901129370538179246245
f(z) = -121/93*z^3 + 214/93*z + 1
*
-1 | 0.091716474520941435062543802989126802684 | 0.017077388950920616354984418448680509581
f(z) = -121/94*z^3 + 215/94*z + 1
*
-1 | 0.10445607228734292582422436006699688396 | 0.019432681317123778396977927820968440352
f(z) = -121/95*z^3 + 216/95*z + 1
*
-1 | 0.075458253405004233526083902143120776413 | 0.014025965264066956750473997950131633621
f(z) = -121/96*z^3 + 217/96*z + 1
*
-1 | 0.10426143417439250802736568816684185126 | 0.019363270456856287505344716403196036682
f(z) = -121/97*z^3 + 218/97*z + 1
*
-1 | 0.091326498404821521221037763644717588530 | 0.016946610285317395525539622360027290663
f(z) = -121/98*z^3 + 219/98*z + 1
*
3/22 | 0.16669005147819732185793224982223408153 | 0.025997313791261561682958416958491305492
f(z) = -121/90*z^3 + 203/120*z + 1
*
-2/3 | 0.18704686588699105669909668072293692877 | 0.026563830495629103678112573612370625512
f(z) = -127/80*z^3 + 217/180*z + 1
*
-2/3 | 0.17347669004618199776101286732351702805 | 0.024807137836336273085380395522535752702
f(z) = -121/80*z^3 + 211/180*z + 1
*
[ 27/32 ] 
f(z) = -128/81*z^3 + 203/216*z + 1
*
[ 6/7 ] 
f(z) = -133/88*z^3 + 218/231*z + 1
*
0 | 0.16643060436942038935747139587732016610 | 0.028157051306649429586339350489676325590
f(z) = -123/80*z^3 + 209/240*z + 1
*
0 | 0.13400999950401462675286715677697997478 | 0.022490843873680356473026307457401156246
f(z) = -129/88*z^3 + 211/264*z + 1
*
[ 5/6 ] 
f(z) = -132/95*z^3 + 218/285*z + 1
*
-30/11 | 0.17235877897011732684972452966387484005 | 0.025240305516158732565437609989391758232
f(z) = -121/80*z^3 + 231/20*z + 1
*
2/11 | 0.15647275322557231673401462368977934341 | 0.022943163895626341274993728349590789451
f(z) = -121/96*z^3 + 229/24*z + 1
*
-2 | 0.10446025002267807425684399446915881486 | 0.016931416673105759299346909301563395033
f(z) = -131/92*z^3 + 239/46*z + 1
*
-2 | 0.10417254930630452811907023903051462759 | 0.016931102727080908738552084944675584618
f(z) = -129/92*z^3 + 235/46*z + 1
*
-2 | 0.083549274788018939227573914784322396218 | 0.013598103925111712138314793006803041796
f(z) = -127/84*z^3 + 233/42*z + 1
*
-2 | 0.10387988284131607426039079645019215912 | 0.016930777309895160229316906389438582541
f(z) = -127/92*z^3 + 231/46*z + 1
*
-3/5 | 0.095428257342607321739965460478150194312 | 0.012527076548285189639859633707128512346
f(z) = -125/81*z^3 + 226/45*z + 1
*
-2 | 0.083253031071339816888692540278903522547 | 0.013588184857479772588101685699508348763
f(z) = -125/84*z^3 + 229/42*z + 1
*
-2 | 0.10358205929902945673999508076715906308 | 0.016930437020874773178726550999869926797
f(z) = -125/92*z^3 + 227/46*z + 1
*
-2 | 0.10327887501107244569392890697560718783 | 0.016930077889922887340038411892847535709
f(z) = -123/92*z^3 + 223/46*z + 1
*
-15/11 | 0.20660848026368393831966773055102805090 | 0.027201836151119604105895429933105948212
f(z) = -121/81*z^3 + 221/45*z + 1
*
-2 | 0.082647928230885976144151425202518876045 | 0.013568170037459236056443849723750519184
f(z) = -121/84*z^3 + 221/42*z + 1
*
[ -7/22 ] 
f(z) = -121/98*z^3 + 239/56*z + 1
*
[ -3/7 ] 
f(z) = -140/81*z^3 + 230/63*z + 1
*
[ -14/15 ] 
f(z) = -135/98*z^3 + 229/70*z + 1
*
[ -3/4 ] 
f(z) = -134/81*z^3 + 235/72*z + 1
*
[ 3/2 ] 
f(z) = -134/99*z^3 + 223/66*z + 1
*
12/7 | 0.099971462907631341462933769441364008355 | 0.013169992153536085443469606866751888903
f(z) = -133/81*z^3 + 220/63*z + 1
*
[ -3/7 ] 
f(z) = -133/81*z^3 + 229/63*z + 1
*
[ -3/4 ] 
f(z) = -130/81*z^3 + 233/72*z + 1
*
-21/16 | 0.17390588827535043236862683602815688149 | 0.026517328922402520321012247723256949033
f(z) = -128/99*z^3 + 235/66*z + 1
*
-44/25 | 0.15849782313198187800704723615855052194 | 0.021120676057806488679180652192999343442
f(z) = -125/96*z^3 + 227/60*z + 1
*
[ -14/25 ] 
f(z) = -125/98*z^3 + 223/70*z + 1
*
[ -3/4 ] 
f(z) = -122/81*z^3 + 229/72*z + 1
*
[ -12/11 ] 
f(z) = -121/80*z^3 + 223/60*z + 1
*
-20/11 | 0.17936610133199539839396562545643695017 | 0.023958243043912147889288622418798384531
f(z) = -121/96*z^3 + 223/60*z + 1
*
-1 | 0.095738165610549929391223734070273050870 | 0.017735324202738848744679314132327936454
f(z) = -140/81*z^3 + 221/81*z + 1
*
[ 6/5 ] 
f(z) = -140/81*z^3 + 239/90*z + 1
*
-1 | 0.10916742211973211474184767655707292057 | 0.020189375654003539936421517281100274107
f(z) = -140/83*z^3 + 223/83*z + 1
*
-1 | 0.088550432574969136485096584321991544121 | 0.016322810770536780729278181282562037252
f(z) = -140/87*z^3 + 227/87*z + 1
*
-1 | 0.10875445568913395022661956643958965135 | 0.020014725747470484949778866772824897811
f(z) = -140/89*z^3 + 229/89*z + 1
*
-1 | 0.088125378664244927391367568787132846760 | 0.016166713813328406591610664903094936895
f(z) = -140/93*z^3 + 233/93*z + 1
*
-1 | 0.10817482318443587744969531215906247718 | 0.019783034639772549737339522347331099283
f(z) = -140/97*z^3 + 237/97*z + 1
*
-1 | 0.094461134965153604272170941034936314107 | 0.017248564528807613061713262518986621985
f(z) = -140/99*z^3 + 239/99*z + 1
*
-1 | 0.095566602416595251454915178405369669976 | 0.017718428199816220467736904301338147554
f(z) = -139/81*z^3 + 220/81*z + 1
*
-1 | 0.096226208703953092967196851019252872296 | 0.017825733314206708891322044697445889130
f(z) = -139/82*z^3 + 221/82*z + 1
*
-1 | 0.10899434987314728610789968981523062413 | 0.020174136297469545626260613236669990824
f(z) = -139/83*z^3 + 222/83*z + 1
*
-1 | 0.080024945443171998637671056457990569194 | 0.014799778669055036174543666788494771873
f(z) = -139/84*z^3 + 223/84*z + 1
*
-1 | 0.10885707965887388014315890334859612204 | 0.020115336187140164105112494116175830345
f(z) = -139/85*z^3 + 224/85*z + 1
*
-1 | 0.095951652809971922716284668164921193242 | 0.017716003339029388801081056076681162344
f(z) = -139/86*z^3 + 225/86*z + 1
*
-1 | 0.088374206179204395155490764940855043887 | 0.016303594791117251585749894510337740314
f(z) = -139/87*z^3 + 226/87*z + 1
*
-1 | 0.10009009744643312416157194633016593035 | 0.018449957533968421307730595340300232572
f(z) = -139/88*z^3 + 227/88*z + 1
*
-1 | 0.10857657970814147081955703199199088456 | 0.019998096847824120852011251139225240315
f(z) = -139/89*z^3 + 228/89*z + 1
*
-1 | 0.082106643503940824054414213918508071853 | 0.015110571253044272893653355189674762438
f(z) = -139/90*z^3 + 229/90*z + 1
*
-1 | 0.10843321689807491051534429581815027621 | 0.019939616680497802813605160337123500827
f(z) = -139/91*z^3 + 230/91*z + 1
*
-1 | 0.099803353922671497006528555664410221395 | 0.018338054745361105054524906759956538232
f(z) = -139/92*z^3 + 231/92*z + 1
*
-1 | 0.087943012502782655069627469734156132952 | 0.016145998329249059664715098046570525084
f(z) = -139/93*z^3 + 232/93*z + 1
*
-1 | 0.095378674581011651415906804025335862347 | 0.017497340257913861416071642493409785167
f(z) = -139/94*z^3 + 233/94*z + 1
*
-1 | 0.10813990721462208010625888907242311356 | 0.019822830760629097308601166080571342128
f(z) = -139/95*z^3 + 234/95*z + 1
*
-1 | 0.079163107481837674873775830338830011788 | 0.014499838362591749164539587726793328387
f(z) = -139/96*z^3 + 235/96*z + 1
*
-1 | 0.10798980566851146554274924580161026345 | 0.019764482056197792454673953932709012333
f(z) = -139/97*z^3 + 236/97*z + 1
*
-1 | 0.095077798453065594362612258263030041643 | 0.017387847975155610829857186667036628480
f(z) = -139/98*z^3 + 237/98*z + 1
*
-1 | 0.094274181596184423261392082161877015055 | 0.017227616691141058731408454354861480247
f(z) = -139/99*z^3 + 238/99*z + 1
*
-1 | 0.10881956389561125005913223174148401078 | 0.020158629873274370332735584922012587302
f(z) = -138/83*z^3 + 221/83*z + 1
*
-1 | 0.10868070332871896582576882440567041089 | 0.020099362092092648685818411802869538663
f(z) = -138/85*z^3 + 223/85*z + 1
*
-1 | 0.10839687465770715257091634946188824613 | 0.019981174814220995534278367627681601081
f(z) = -138/89*z^3 + 227/89*z + 1
*
-1 | 0.10825176845028990157677422671882287515 | 0.019922213241583132407001768849878476600
f(z) = -138/91*z^3 + 229/91*z + 1
*
-1 | 0.10795479998975669594913704782239404264 | 0.019804446603956713880437013888722239276
f(z) = -138/95*z^3 + 233/95*z + 1
*
-1 | 0.10780277689730143535972629903839747930 | 0.019745597283533075650746338425025046553
f(z) = -138/97*z^3 + 235/97*z + 1
*
-1 | 0.10864302824721053008960566128112289059 | 0.020142849559696490887281016068023622186
f(z) = -137/83*z^3 + 220/83*z + 1
*
-1 | 0.079672026521660849792762482379237827484 | 0.014759100628675045909137052877964464196
f(z) = -137/84*z^3 + 221/84*z + 1
*
-1 | 0.10850253932174385763334808814197874136 | 0.020083105403592074600391510055340191194
f(z) = -137/85*z^3 + 222/85*z + 1
*
-1 | 0.095595466343853423090243444915147333458 | 0.017679384044801562278702461702768175948
f(z) = -137/86*z^3 + 223/86*z + 1
*
-1 | 0.088016348257766695794937915546638318614 | 0.016264247035815631249130239736940960332
f(z) = -137/87*z^3 + 224/87*z + 1
*
-1 | 0.099730542109906589734895513505899517051 | 0.018413717380371128355891304739994488568
f(z) = -137/88*z^3 + 225/88*z + 1
*
-1 | 0.10821530034195168849433736517646239715 | 0.019963951963501709382767548299850706328
f(z) = -137/89*z^3 + 226/89*z + 1
*
-1 | 0.081742960677051429117993718245312835429 | 0.015067965679617739072123125247602524355
f(z) = -137/90*z^3 + 227/90*z + 1
*
-1 | 0.10806840689710836950970434944269253714 | 0.019904499415322671691316257855908001290
f(z) = -137/91*z^3 + 228/91*z + 1
*
-1 | 0.099436735891445162948946522860802536100 | 0.018299930660126304553858334594778791835
f(z) = -137/92*z^3 + 229/92*z + 1
*
-1 | 0.087575590590694280897195196354822961998 | 0.016104140012631646107284679129259630106
f(z) = -137/93*z^3 + 230/93*z + 1
*
-1 | 0.095008351311377557520388296472883403893 | 0.017457012005472950259529008412946862906
f(z) = -137/94*z^3 + 231/94*z + 1
*
-1 | 0.10776768515533294613096895220279869138 | 0.019785731861414089836082514451335418090
f(z) = -137/95*z^3 + 232/95*z + 1
*
-1 | 0.078789988366905142165176780538535823779 | 0.014454124482531592182562049934291534974
f(z) = -137/96*z^3 + 233/96*z + 1
*
-1 | 0.10761368951821133380278335578044148237 | 0.019726371233264273690373564347529417782
f(z) = -137/97*z^3 + 234/97*z + 1
*
-1 | 0.094699685240376761842802472786711447159 | 0.017345581453947025919804247428098820366
f(z) = -137/98*z^3 + 235/98*z + 1
*
-1 | 0.093894036747430502088518931965056703852 | 0.017184649912002626517671468623223349955
f(z) = -137/99*z^3 + 236/99*z + 1
*
-1 | 0.087834638032650067302321130509192009503 | 0.016244099826133644803561677973092394236
f(z) = -136/87*z^3 + 223/87*z + 1
*
-1 | 0.10803181516012018514687901766065220810 | 0.019946420327834006661882981797638670786
f(z) = -136/89*z^3 + 225/89*z + 1
*
-1 | 0.10788308894189179225455126555725466471 | 0.019886466897252224746838433798180572002
f(z) = -136/91*z^3 + 227/91*z + 1
*
-1 | 0.087388378964942195227465273792290721065 | 0.016082600270639679338679082095390356490
f(z) = -136/93*z^3 + 229/93*z + 1
*
-1 | 0.10757851565629810587798684779405832274 | 0.019766677491203441869715271715472709157
f(z) = -136/95*z^3 + 231/95*z + 1
*
-1 | 0.10742249439046959031753300548019144474 | 0.019706794458623028457288926351756401688
f(z) = -136/97*z^3 + 233/97*z + 1
*
-1 | 0.093700744410980356177538090495723761234 | 0.017162611368249412485968952607804483167
f(z) = -136/99*z^3 + 235/99*z + 1
*
-1 | 0.095232544216077471741718218042963128477 | 0.017641658742390590506136109785342841873
f(z) = -135/86*z^3 + 221/86*z + 1
*
-1 | 0.099363429636380667799088024397529973103 | 0.018376229540336794282057612178100643758
f(z) = -135/88*z^3 + 223/88*z + 1
*
-1 | 0.10784637603787537560680537729110358004 | 0.019928571640583751965128781717325058026
f(z) = -135/89*z^3 + 224/89*z + 1
*
-1 | 0.10769576972508170127489176814137953225 | 0.019868107066837499133360463109956905245
f(z) = -135/91*z^3 + 226/91*z + 1
*
-1 | 0.099062196100752615315341084564780674910 | 0.018260480885820845521326801550153704811
f(z) = -135/92*z^3 + 227/92*z + 1
*
-1 | 0.094629257605187981265193121253672349899 | 0.017415181995562204126700993711285613539
f(z) = -135/94*z^3 + 229/94*z + 1
*
-1 | 0.10722914049019581602378000310748653900 | 0.019686857135428839299404109933029025998
f(z) = -135/97*z^3 + 232/97*z + 1
*
-1 | 0.094313680759296132177671265649721926568 | 0.017301965774540170971377688771237362864
f(z) = -135/98*z^3 + 233/98*z + 1
*
-1 | 0.087465447960409577892778626537230533315 | 0.016202818032108907201426133918636302560
f(z) = -134/87*z^3 + 221/87*z + 1
*
-1 | 0.10765893835422381665355101401018491770 | 0.019910397321288032991938833275496849034
f(z) = -134/89*z^3 + 223/89*z + 1
*
-1 | 0.10750640274512437121341909946183719297 | 0.019849410971289958003755701405973547072
f(z) = -134/91*z^3 + 225/91*z + 1
*
-1 | 0.087007754047680038595901948257741385941 | 0.016038443445065032940818117437747923261
f(z) = -134/93*z^3 + 227/93*z + 1
*
-1 | 0.10719381551754609808867398408642809537 | 0.019727511905730509052216894750965026138
f(z) = -134/95*z^3 + 229/95*z + 1
*
-1 | 0.10703357480889780880320024199695689116 | 0.019666549041608923205589867066096170451
f(z) = -134/97*z^3 + 231/97*z + 1
*
-1 | 0.093307452839251806231487381138337061223 | 0.017117371971246393119301086170097075228
f(z) = -134/99*z^3 + 233/99*z + 1
*
-1 | 0.087277880853667249672809895129675917003 | 0.016181666254039383547799492887712994517
f(z) = -133/87*z^3 + 220/87*z + 1
*
-1 | 0.098988416066107583938820638849657790914 | 0.018337427295082436477499532007442665485
f(z) = -133/88*z^3 + 221/88*z + 1
*
-1 | 0.10746945586373105937277375162591763310 | 0.019891888459659955761402093234807553216
f(z) = -133/89*z^3 + 222/89*z + 1
*
-1 | 0.080993336385994219595491104250672034498 | 0.014978872469613312639296972554991810870
f(z) = -133/90*z^3 + 223/90*z + 1
*
-1 | 0.098679361217427546217360563722601346501 | 0.018219632925797280382436885259226592031
f(z) = -133/92*z^3 + 225/92*z + 1
*
-1 | 0.086814241883662103543021559089860878412 | 0.016015806907494745888522226225239837305
f(z) = -133/93*z^3 + 226/93*z + 1
*
-1 | 0.094242308121890820433029025060004790588 | 0.017372014086434648598062694200664778504
f(z) = -133/94*z^3 + 227/94*z + 1
*
-1 | 0.078016300040568918828038453927620937627 | 0.014357801151685318591985982997688260645
f(z) = -133/96*z^3 + 229/96*z + 1
*
-1 | 0.10683574224483122171703349986163602101 | 0.019645859535282499241477427966511486420
f(z) = -133/97*z^3 + 230/97*z + 1
*
-1 | 0.093107340334773705035963846243901340263 | 0.017094149025637627601430487652427336917
f(z) = -133/99*z^3 + 232/99*z + 1
*
-1 | 0.10727788061364924764121390720132234689 | 0.019873035798548067398834940814290914163
f(z) = -132/89*z^3 + 221/89*z + 1
*
-1 | 0.10712133076826441383000352261777568675 | 0.019810972407732118595272879459403111526
f(z) = -132/91*z^3 + 223/91*z + 1
*
-1 | 0.10680028607651615102142230929660917319 | 0.019686870060067290590829615667933923141
f(z) = -132/95*z^3 + 227/95*z + 1
*
-1 | 0.10663558548659695027141584094556334504 | 0.019624777531284410184747412424960225807
f(z) = -132/97*z^3 + 229/97*z + 1
*
-1 | 0.10708416285554444911161912683520642328 | 0.019853829715765976835168900275290579167
f(z) = -131/89*z^3 + 220/89*z + 1
*
-1 | 0.080606651801942450922376802241139460230 | 0.014932238292721151994898457561983512117
f(z) = -131/90*z^3 + 221/90*z + 1
*
-1 | 0.10692552377113699569604851224024724561 | 0.019791210211793605121995918624371261431
f(z) = -131/91*z^3 + 222/91*z + 1
*
-1 | 0.098287829370006873193739082260314547732 | 0.018177308494023640769248163323261438076
f(z) = -131/92*z^3 + 223/92*z + 1
*
-1 | 0.086420556588403340488674244878560635946 | 0.015969366022890490057452906550315365947
f(z) = -131/93*z^3 + 224/93*z + 1
*
-1 | 0.093846430696141862685651686252407749363 | 0.017327306313957030747430855447880269664
f(z) = -131/94*z^3 + 225/94*z + 1
*
-1 | 0.10660007219451408801800901071915825016 | 0.019665968803600620831562408889962244970
f(z) = -131/95*z^3 + 226/95*z + 1
*
-1 | 0.077615917774256845945025771069528928589 | 0.014307213434989573494799334427889877506
f(z) = -131/96*z^3 + 227/96*z + 1
*
-1 | 0.10643304488828512698828737489591325911 | 0.019603291475989810824533713784362925016
f(z) = -131/97*z^3 + 228/97*z + 1
*
-1 | 0.093512998919023162000650035445957612801 | 0.017209750307037346614273636031164766590
f(z) = -131/98*z^3 + 229/98*z + 1
*
-1 | 0.092699881137938200364099529724489193906 | 0.017046437882181950656103201429085236980
f(z) = -131/99*z^3 + 230/99*z + 1
*
[ 6/5 ] 
f(z) = -130/81*z^3 + 223/90*z + 1
*
-1 | 0.086219239028437805590915585354264248538 | 0.015945348635587306843611134799821055003
f(z) = -130/93*z^3 + 223/93*z + 1
*
-1 | 0.10622805833540013046584157725940048263 | 0.019581389320286819016157036963919658592
f(z) = -130/97*z^3 + 227/97*z + 1
*
-1 | 0.092492406538026715575826059497878307340 | 0.017021924654505091735647256416161479059
f(z) = -130/99*z^3 + 229/99*z + 1
*
-1 | 0.10652709779458783624449698041892084460 | 0.019750547637763881835611541911815826622
f(z) = -129/91*z^3 + 220/91*z + 1
*
-1 | 0.097887167038256989770894068042812604958 | 0.018133422879368740798886722374513398200
f(z) = -129/92*z^3 + 221/92*z + 1
*
-1 | 0.093441171506280270507451500463986507884 | 0.017280969692784145174584560682253436279
f(z) = -129/94*z^3 + 223/94*z + 1
*
-1 | 0.10619245002786754415388395096454845574 | 0.019622948177009136299304570446653434260
f(z) = -129/95*z^3 + 224/95*z + 1
*
-1 | 0.10602056110071699591099772572359354260 | 0.019559058490527300162731334152169901874
f(z) = -129/97*z^3 + 226/97*z + 1
*
-1 | 0.093097361552057627958417440648458493303 | 0.017160962082979555478892050027519881934
f(z) = -129/98*z^3 + 227/98*z + 1
*
-1 | 0.085811494652225478672373556123229215165 | 0.015896426135525450749386793736946841705
f(z) = -128/93*z^3 + 221/93*z + 1
*
-1 | 0.10598491592158357647479741111792425023 | 0.019600804339338395823621754170980994026
f(z) = -128/95*z^3 + 223/95*z + 1
*
-1 | 0.10581048568912462071303786963934423767 | 0.019536285857267054884161232881086376498
f(z) = -128/97*z^3 + 225/97*z + 1
*
-1 | 0.092069626709585109120705998156582980870 | 0.016971516126950331652826980001969146499
f(z) = -128/99*z^3 + 227/99*z + 1
*
-1 | 0.085603909372996854059769564720652124313 | 0.015871305283378278068448496170656611065
f(z) = -127/93*z^3 + 220/93*z + 1
*
-1 | 0.093026039045069598452279560987612878694 | 0.017232907600008851976483845721121047488
f(z) = -127/94*z^3 + 221/94*z + 1
*
-1 | 0.10577481147578354016658782759906646454 | 0.019578220944802674765382715002744953125
f(z) = -127/95*z^3 + 222/95*z + 1
*
-1 | 0.076785694172937339584450319490904686132 | 0.014200712945393005746306338374816172117
f(z) = -127/96*z^3 + 223/96*z + 1
*
-1 | 0.10559776167040350682826490223527800042 | 0.019513057701585270373274263022645693183
f(z) = -127/97*z^3 + 224/97*z + 1
*
-1 | 0.092672556304900944235216243144400302885 | 0.017110568383699471823004454454239432458
f(z) = -127/98*z^3 + 225/98*z + 1
*
-1 | 0.091854176167999019343835019141736218866 | 0.016945592304141669811047104256571981605
f(z) = -127/99*z^3 + 226/99*z + 1
*
-1 | 0.10556206687562486816288938580465213632 | 0.019555184367811835685374607215009044628
f(z) = -126/95*z^3 + 221/95*z + 1
*
-1 | 0.10538231549876348487339129337202350535 | 0.019489359678748786116821299643547765615
f(z) = -126/97*z^3 + 223/97*z + 1
*
6/5 | 0.12140238330321007856335312809232719455 | 0.015873196673898089752695848519167059169
f(z) = -125/81*z^3 + 233/90*z + 1
*
-7/5 | 0.13913366744321675030714365727995164150 | 0.025774263418199267950192713220354840821
f(z) = -125/84*z^3 + 221/84*z + 1
*
-1 | 0.076353741594267920708227868544686797127 | 0.014144394271925191596598797545657769401
f(z) = -125/96*z^3 + 221/96*z + 1
*
-1 | 0.10516407031782757238288848212908734759 | 0.019465176778959050485231316453297423595
f(z) = -125/97*z^3 + 222/97*z + 1
*
-1 | 0.092235382914337064798261595858197097312 | 0.017057971674058802902184298668306297742
f(z) = -125/98*z^3 + 223/98*z + 1
*
-1 | 0.091414765579242614604318436270321159598 | 0.016892229222549921978754369295911864550
f(z) = -125/99*z^3 + 224/99*z + 1
*
-1 | 0.10494294574958903934594140141024272083 | 0.019440493284888055692075114061890881049
f(z) = -124/97*z^3 + 221/97*z + 1
*
-1 | 0.091190639333562106734352807920872626617 | 0.016864757249784494697881257766597758200
f(z) = -124/99*z^3 + 223/99*z + 1
*
-1 | 0.10471885766568656006964380812536942979 | 0.019415292725673378870322902929650816769
f(z) = -123/97*z^3 + 220/97*z + 1
*
-1 | 0.091787803004642491786348247542565557281 | 0.017003526584857351821777749531947197744
f(z) = -123/98*z^3 + 221/98*z + 1
*
-1 | 0.090733099254728553974012082440087005053 | 0.016808144598757267018354191460524411772
f(z) = -122/99*z^3 + 221/99*z + 1
*
-14/15 | 0.22485875256700116787520137924419796847 | 0.027977180131436902192662294588954198883
f(z) = -135/98*z^3 + 221/105*z + 1
*
-10/11 | 0.18455932555890212340840341305925857716 | 0.026992883125784907960300626621783161167
f(z) = -121/96*z^3 + 233/120*z + 1
*
[ 28/25 ] 
f(z) = -125/98*z^3 + 239/140*z + 1
*
6/5 | 0.16996050257984520488072279826014060640 | 0.022324083503145035417989407504701051502
f(z) = -135/88*z^3 + 227/165*z + 1
*
-2/3 | 0.20879222287846923082078218395256452885 | 0.029276647431468557410145465467596279999
f(z) = -139/80*z^3 + 229/180*z + 1
*
-2/3 | 0.19013206109980013255457422803306590841 | 0.026714426190906879162083066010991390088
f(z) = -137/80*z^3 + 227/180*z + 1
*
-2/3 | 0.18876962094128763455338111812643717488 | 0.026633884709129334135269189892979835409
f(z) = -133/80*z^3 + 223/180*z + 1
*
-2/3 | 0.20224619971944300282204014566889739447 | 0.028596455721070047999259279669438169553
f(z) = -131/80*z^3 + 221/180*z + 1
*
[ 10/11 ] 
f(z) = -121/84*z^3 + 229/210*z + 1
*
[ 10/11 ] 
f(z) = -121/92*z^3 + 227/230*z + 1
*
[ 5/6 ] 
f(z) = -132/85*z^3 + 224/255*z + 1
*
1/3 | 0.16316831865586457046832275916714343539 | 0.027177113232161524298695885818860357092
f(z) = -135/88*z^3 + 221/264*z + 1
*
0 | 0.17419646100230331127327227074599072096 | 0.029013946973898366684483562994789180001
f(z) = -135/92*z^3 + 221/276*z + 1
*
[ 22/27 ] 
f(z) = -135/88*z^3 + 235/297*z + 1
*
[ 4 ] 
f(z) = -125/96*z^3 + 259/12*z + 1
*
[ 4 ] 
f(z) = -121/96*z^3 + 251/12*z + 1
*
[ -4 ] 
f(z) = -121/96*z^3 + 257/12*z + 1
*
-14/5 | 0.15083906339490408356516408838460043295 | 0.021749243903989644710650992396780908723
f(z) = -125/96*z^3 + 257/24*z + 1
*
-9/22 | 0.18573329297225102231841410622425582110 | 0.024177658538248369984958856521758089228
f(z) = -121/81*z^3 + 241/36*z + 1
*
-9/22 | 0.20800367104799979229206982383129251706 | 0.026906487540376043274036929413327538261
f(z) = -121/81*z^3 + 253/36*z + 1
*
[ 27/11 ] 
f(z) = -121/81*z^3 + 259/27*z + 1
*
[ 28/11 ] 
f(z) = -121/98*z^3 + 241/28*z + 1
*
-2 | 0.085221750954622075444859752822392038246 | 0.013652467611378835959212260252710114233
f(z) = -139/84*z^3 + 257/42*z + 1
*
-2 | 0.10556484547873373442004596900179720371 | 0.016932610012884550643223795220525739141
f(z) = -139/92*z^3 + 255/46*z + 1
*
-2 | 0.084953970491252023105611453649359520923 | 0.013643856127964270176793413720341584448
f(z) = -137/84*z^3 + 253/42*z + 1
*
-2 | 0.10529530701233917546319087292444467553 | 0.016932316757096597870591198210972030250
f(z) = -137/92*z^3 + 251/46*z + 1
*
-2 | 0.10502146397547160591082429605416308123 | 0.016932021378103411839054603252891209241
f(z) = -135/92*z^3 + 247/46*z + 1
*
-2 | 0.10474316502331547554806027042906627188 | 0.016931722059718283344899949372477508321
f(z) = -133/92*z^3 + 243/46*z + 1
*
-2 | 0.084123887019029386960763617295683476850 | 0.013616809324594737222220959164819158251
f(z) = -131/84*z^3 + 241/42*z + 1
*
[ 9/5 ] 
f(z) = -130/81*z^3 + 254/45*z + 1
*
[ -21/11 ] 
f(z) = -121/98*z^3 + 253/42*z + 1
*
[ -7/15 ] 
f(z) = -135/98*z^3 + 241/70*z + 1
*
-6/5 | 0.19833459465853593950126911414476336249 | 0.027256655989697681226925305278221248156
f(z) = -125/84*z^3 + 241/70*z + 1
*
-4/5 | 0.18758316819904053836300414280856099372 | 0.024589727307644563192771064581025190639
f(z) = -125/96*z^3 + 257/60*z + 1
*
[ -6/5 ] 
f(z) = -125/99*z^3 + 241/66*z + 1
*
-12/11 | 0.14282421289813251762622062567852806059 | 0.020640280104889763185749214878043912724
f(z) = -121/80*z^3 + 253/60*z + 1
*
1/5 | 0.061822507979766851705775074422409626961 | 0.011141045290052859795639043804701428308
f(z) = -125/84*z^3 + 257/84*z + 1
*
-5/11 | 0.15861434453173401563698136296816803318 | 0.028747747830047758020764628174333653979
f(z) = -121/80*z^3 + 249/80*z + 1
*
-4/11 | 0.098286846014388922978674236839989456647 | 0.017839883487782133164906539733439985796
f(z) = -121/84*z^3 + 247/84*z + 1
*
[ 27/25 ] 
f(z) = -125/81*z^3 + 253/135*z + 1
*
8/25 | 0.10617348660343105022654874268332375823 | 0.015452201411835407411086399286666173091
f(z) = -125/96*z^3 + 241/120*z + 1
*
-3/5 | 0.18831669061573118312148281624964280594 | 0.028568873137831426511364492917788814849
f(z) = -125/84*z^3 + 243/140*z + 1
*
-2/45 | 0.17467112974963224800136503955321488253 | 0.022942818048490985607759605186107405801
f(z) = -135/88*z^3 + 248/165*z + 1
*
22/19 | 0.18553689846501914742280077369308554069 | 0.023681163539069820116671966036552429962
f(z) = -133/88*z^3 + 243/209*z + 1
*
-12/19 | 0.23108519389278291331388615251442629192 | 0.029494759874216623515292939513982144430
f(z) = -133/96*z^3 + 259/228*z + 1
*
[ 9/10 ] 
f(z) = -124/81*z^3 + 254/225*z + 1
*
[ 4 ] 
f(z) = -133/96*z^3 + 275/12*z + 1
*
[ 4 ] 
f(z) = -131/96*z^3 + 271/12*z + 1
*
[ -4 ] 
f(z) = -131/96*z^3 + 277/12*z + 1
*
[ 4 ] 
f(z) = -127/96*z^3 + 263/12*z + 1
*
[ -4 ] 
f(z) = -127/96*z^3 + 269/12*z + 1
*
[ -4 ] 
f(z) = -125/96*z^3 + 265/12*z + 1
*
21/10 | 0.14250780054639776055838581249093006311 | 0.018289139096363676320281741217193548220
f(z) = -125/81*z^3 + 269/36*z + 1
*
3/22 | 0.18676967005209392013687595921874253331 | 0.023879796592097309768792727701926422092
f(z) = -121/81*z^3 + 277/36*z + 1
*
[ -28/11 ] 
f(z) = -121/98*z^3 + 263/28*z + 1
*
[ 9/5 ] 
f(z) = -140/81*z^3 + 272/45*z + 1
*
[ -22/15 ] 
f(z) = -135/88*z^3 + 274/55*z + 1
*
[ 27/16 ] 
f(z) = -128/81*z^3 + 265/54*z + 1
*
[ 15/8 ] 
f(z) = -128/81*z^3 + 271/45*z + 1
*
[ 2 ] 
f(z) = -127/84*z^3 + 275/42*z + 1
*
[ 2 ] 
f(z) = -127/92*z^3 + 277/46*z + 1
*
-42/25 | 0.16120021476837898650222173422588315233 | 0.020668434063981991163544865330627444052
f(z) = -125/81*z^3 + 271/45*z + 1
*
[ 2 ] 
f(z) = -125/84*z^3 + 271/42*z + 1
*
[ 2 ] 
f(z) = -125/92*z^3 + 273/46*z + 1
*
[ 2 ] 
f(z) = -123/92*z^3 + 269/46*z + 1
*
[ 2 ] 
f(z) = -121/84*z^3 + 263/42*z + 1
*
[ -2/11 ] 
f(z) = -121/84*z^3 + 275/42*z + 1
*
[ 2 ] 
f(z) = -121/92*z^3 + 265/46*z + 1
*
[ -4/3 ] 
f(z) = -129/80*z^3 + 277/60*z + 1
*
52/25 | 0.22265581519893235536732415900474485059 | 0.029099266035394891207091310635163297253
f(z) = -125/96*z^3 + 263/60*z + 1
*
[ -4/3 ] 
f(z) = -123/80*z^3 + 269/60*z + 1
*
-6/11 | 0.17085843943721505367218031343982455409 | 0.024372444859980881777394101332807194110
f(z) = -121/80*z^3 + 277/60*z + 1
*
[ 18/11 ] 
f(z) = -121/96*z^3 + 271/72*z + 1
*
[ 20/11 ] 
f(z) = -121/96*z^3 + 277/60*z + 1
*
[ -1/2 ] 
f(z) = -140/81*z^3 + 278/81*z + 1
*
[ -1/2 ] 
f(z) = -136/81*z^3 + 277/81*z + 1
*
[ -2/3 ] 
f(z) = -135/82*z^3 + 265/82*z + 1
*
[ -2/3 ] 
f(z) = -135/86*z^3 + 275/86*z + 1
*
[ 4/3 ] 
f(z) = -135/92*z^3 + 263/92*z + 1
*
[ -4/7 ] 
f(z) = -133/96*z^3 + 269/84*z + 1
*
[ -1/2 ] 
f(z) = -128/81*z^3 + 275/81*z + 1
*
[ -5/8 ] 
f(z) = -128/85*z^3 + 271/85*z + 1
*
[ -3/4 ] 
f(z) = -128/87*z^3 + 275/87*z + 1
*
[ 11/8 ] 
f(z) = -128/99*z^3 + 269/99*z + 1
*
[ -3/5 ] 
f(z) = -125/87*z^3 + 277/87*z + 1
*
-22/15 | 0.16376946759587180599222945825634867328 | 0.021319817832076886404541143880924104102
f(z) = -125/88*z^3 + 271/99*z + 1
*
[ 7/5 ] 
f(z) = -125/91*z^3 + 271/91*z + 1
*
[ -1/2 ] 
f(z) = -124/81*z^3 + 274/81*z + 1
*
[ -7/11 ] 
f(z) = -121/84*z^3 + 265/84*z + 1
*
[ 4/3 ] 
f(z) = -125/96*z^3 + 277/108*z + 1
*
[ 27/22 ] 
f(z) = -121/81*z^3 + 263/108*z + 1
*
[ 4/3 ] 
f(z) = -121/96*z^3 + 269/108*z + 1
*
-8/25 | 0.093732100475824552553683626727137704871 | 0.013412501240947666580960325485395959416
f(z) = -125/96*z^3 + 271/120*z + 1
*
14/45 | 0.22929467285871266279341871021949575733 | 0.029835706524741524493824673254712939447
f(z) = -135/88*z^3 + 272/165*z + 1
*
7/5 | 0.22615560582931313230810345326904303917 | 0.029705234761035846831988595736351268054
f(z) = -135/98*z^3 + 277/210*z + 1
*
-14/25 | 0.064385148151688327487690352969906760026 | 0.010001185453360044571988017039260595205
f(z) = -125/84*z^3 + 263/210*z + 1
*
[ 9/10 ] 
f(z) = -128/81*z^3 + 263/225*z + 1
*
-16/25 | 0.15113321030670035591828967360144933817 | 0.023476085833924428719997894726445165380
f(z) = -125/96*z^3 + 263/240*z + 1
*
[ 4 ] 
f(z) = -139/96*z^3 + 287/12*z + 1
*
[ -4 ] 
f(z) = -139/96*z^3 + 293/12*z + 1
*
[ 4 ] 
f(z) = -137/96*z^3 + 283/12*z + 1
*
[ -4 ] 
f(z) = -137/96*z^3 + 289/12*z + 1
*
[ -4 ] 
f(z) = -133/96*z^3 + 281/12*z + 1
*
[ 9/2 ] 
f(z) = -128/81*z^3 + 295/9*z + 1
*
[ -9/2 ] 
f(z) = -128/81*z^3 + 299/9*z + 1
*
[ 9/2 ] 
f(z) = -124/81*z^3 + 286/9*z + 1
*
[ -9/2 ] 
f(z) = -124/81*z^3 + 290/9*z + 1
*
-22/9 | 0.19874691450698620120251922350390251351 | 0.025728127476285243431377823466145465744
f(z) = -135/88*z^3 + 283/33*z + 1
*
[ 9/4 ] 
f(z) = -124/81*z^3 + 299/36*z + 1
*
36/11 | 0.086420685726939738580320094588091189095 | 0.012194706016444236924611604714571583563
f(z) = -121/80*z^3 + 299/20*z + 1
*
[ -27/11 ] 
f(z) = -121/81*z^3 + 281/27*z + 1
*
[ 2 ] 
f(z) = -139/84*z^3 + 299/42*z + 1
*
[ 2 ] 
f(z) = -137/84*z^3 + 295/42*z + 1
*
[ 2 ] 
f(z) = -137/92*z^3 + 297/46*z + 1
*
[ 2 ] 
f(z) = -135/92*z^3 + 293/46*z + 1
*
[ 2 ] 
f(z) = -133/92*z^3 + 289/46*z + 1
*
[ 2 ] 
f(z) = -131/84*z^3 + 283/42*z + 1
*
[ 2 ] 
f(z) = -131/92*z^3 + 285/46*z + 1
*
[ 2 ] 
f(z) = -129/92*z^3 + 281/46*z + 1
*
[ -9/7 ] 
f(z) = -140/81*z^3 + 292/63*z + 1
*
[ -3/8 ] 
f(z) = -136/81*z^3 + 281/72*z + 1
*
[ -9/8 ] 
f(z) = -136/81*z^3 + 289/72*z + 1
*
[ -9/7 ] 
f(z) = -133/81*z^3 + 283/63*z + 1
*
-39/32 | 0.083480609277171952339651423766311927460 | 0.010616011119919502504428572448272950455
f(z) = -128/81*z^3 + 289/72*z + 1
*
[ -3/2 ] 
f(z) = -122/99*z^3 + 293/66*z + 1
*
[ -1/2 ] 
f(z) = -140/83*z^3 + 284/83*z + 1
*
[ -1/2 ] 
f(z) = -140/87*z^3 + 296/87*z + 1
*
[ -1 ] 
f(z) = -139/80*z^3 + 299/80*z + 1
*
[ -1 ] 
f(z) = -137/80*z^3 + 297/80*z + 1
*
[ -1 ] 
f(z) = -137/81*z^3 + 299/81*z + 1
*
[ -1 ] 
f(z) = -136/81*z^3 + 298/81*z + 1
*
[ -1/2 ] 
f(z) = -136/83*z^3 + 283/83*z + 1
*
[ -1/2 ] 
f(z) = -136/87*z^3 + 295/87*z + 1
*
[ -1 ] 
f(z) = -135/82*z^3 + 299/82*z + 1
*
[ -2/3 ] 
f(z) = -135/94*z^3 + 295/94*z + 1
*
[ -1 ] 
f(z) = -134/81*z^3 + 296/81*z + 1
*
[ -1 ] 
f(z) = -133/80*z^3 + 293/80*z + 1
*
[ -1 ] 
f(z) = -133/81*z^3 + 295/81*z + 1
*
[ -1 ] 
f(z) = -133/82*z^3 + 297/82*z + 1
*
[ -1 ] 
f(z) = -133/83*z^3 + 299/83*z + 1
*
[ -1/2 ] 
f(z) = -132/83*z^3 + 282/83*z + 1
*
[ -1 ] 
f(z) = -132/83*z^3 + 298/83*z + 1
*
[ -1/2 ] 
f(z) = -132/85*z^3 + 288/85*z + 1
*
[ -1 ] 
f(z) = -131/80*z^3 + 291/80*z + 1
*
[ -1 ] 
f(z) = -131/81*z^3 + 293/81*z + 1
*
[ -1 ] 
f(z) = -131/82*z^3 + 295/82*z + 1
*
[ -1 ] 
f(z) = -131/83*z^3 + 297/83*z + 1
*
[ -1 ] 
f(z) = -131/84*z^3 + 299/84*z + 1
*
[ -1 ] 
f(z) = -130/81*z^3 + 292/81*z + 1
*
[ -1 ] 
f(z) = -130/83*z^3 + 296/83*z + 1
*
[ -1 ] 
f(z) = -129/80*z^3 + 289/80*z + 1
*
[ -1 ] 
f(z) = -129/82*z^3 + 293/82*z + 1
*
[ -1 ] 
f(z) = -129/83*z^3 + 295/83*z + 1
*
[ -1 ] 
f(z) = -129/85*z^3 + 299/85*z + 1
*
[ -1 ] 
f(z) = -128/81*z^3 + 290/81*z + 1
*
[ -1/2 ] 
f(z) = -128/83*z^3 + 281/83*z + 1
*
[ -1 ] 
f(z) = -128/83*z^3 + 294/83*z + 1
*
[ -1/2 ] 
f(z) = -128/85*z^3 + 287/85*z + 1
*
[ -1 ] 
f(z) = -128/85*z^3 + 298/85*z + 1
*
[ -1/2 ] 
f(z) = -128/87*z^3 + 293/87*z + 1
*
[ -1/2 ] 
f(z) = -128/89*z^3 + 299/89*z + 1
*
[ -7/8 ] 
f(z) = -128/91*z^3 + 293/91*z + 1
*
[ -3/4 ] 
f(z) = -128/93*z^3 + 289/93*z + 1
*
[ -5/8 ] 
f(z) = -128/95*z^3 + 297/95*z + 1
*
[ -1 ] 
f(z) = -127/80*z^3 + 287/80*z + 1
*
[ -1 ] 
f(z) = -127/81*z^3 + 289/81*z + 1
*
[ -1 ] 
f(z) = -127/82*z^3 + 291/82*z + 1
*
[ -1 ] 
f(z) = -127/83*z^3 + 293/83*z + 1
*
[ -1 ] 
f(z) = -127/84*z^3 + 295/84*z + 1
*
[ -1 ] 
f(z) = -127/85*z^3 + 297/85*z + 1
*
[ -1 ] 
f(z) = -127/86*z^3 + 299/86*z + 1
*
[ -1 ] 
f(z) = -126/83*z^3 + 292/83*z + 1
*
[ -1 ] 
f(z) = -126/85*z^3 + 296/85*z + 1
*
[ -1 ] 
f(z) = -125/81*z^3 + 287/81*z + 1
*
[ -18/25 ] 
f(z) = -125/81*z^3 + 287/90*z + 1
*
-6/5 | 0.092337396259644993616430844788556878498 | 0.011721815477275825182766927085195655183
f(z) = -125/81*z^3 + 293/90*z + 1
*
[ -1 ] 
f(z) = -125/82*z^3 + 289/82*z + 1
*
[ -1 ] 
f(z) = -125/83*z^3 + 291/83*z + 1
*
[ -1 ] 
f(z) = -125/86*z^3 + 297/86*z + 1
*
[ -1 ] 
f(z) = -125/87*z^3 + 299/87*z + 1
*
[ -4/5 ] 
f(z) = -125/92*z^3 + 287/92*z + 1
*
[ -3/5 ] 
f(z) = -125/93*z^3 + 293/93*z + 1
*
[ -1 ] 
f(z) = -124/81*z^3 + 286/81*z + 1
*
[ -1/2 ] 
f(z) = -124/83*z^3 + 280/83*z + 1
*
[ -1 ] 
f(z) = -124/83*z^3 + 290/83*z + 1
*
[ -1/2 ] 
f(z) = -124/85*z^3 + 286/85*z + 1
*
[ -1 ] 
f(z) = -124/85*z^3 + 294/85*z + 1
*
[ -1/2 ] 
f(z) = -124/87*z^3 + 292/87*z + 1
*
[ -1 ] 
f(z) = -124/87*z^3 + 298/87*z + 1
*
[ -1/2 ] 
f(z) = -124/89*z^3 + 298/89*z + 1
*
[ -1 ] 
f(z) = -123/80*z^3 + 283/80*z + 1
*
[ -1 ] 
f(z) = -123/83*z^3 + 289/83*z + 1
*
[ -1 ] 
f(z) = -123/85*z^3 + 293/85*z + 1
*
[ -1 ] 
f(z) = -123/86*z^3 + 295/86*z + 1
*
[ -1 ] 
f(z) = -123/88*z^3 + 299/88*z + 1
*
[ -1 ] 
f(z) = -122/81*z^3 + 284/81*z + 1
*
[ -1 ] 
f(z) = -122/83*z^3 + 288/83*z + 1
*
[ -1 ] 
f(z) = -122/85*z^3 + 292/85*z + 1
*
[ -1 ] 
f(z) = -122/87*z^3 + 296/87*z + 1
*
[ -1 ] 
f(z) = -121/81*z^3 + 283/81*z + 1
*
[ -1 ] 
f(z) = -121/82*z^3 + 285/82*z + 1
*
[ -1 ] 
f(z) = -121/83*z^3 + 287/83*z + 1
*
[ -1 ] 
f(z) = -121/84*z^3 + 289/84*z + 1
*
[ -1 ] 
f(z) = -121/85*z^3 + 291/85*z + 1
*
[ -5/11 ] 
f(z) = -121/85*z^3 + 297/85*z + 1
*
[ -1 ] 
f(z) = -121/86*z^3 + 293/86*z + 1
*
[ -1 ] 
f(z) = -121/87*z^3 + 295/87*z + 1
*
[ -1 ] 
f(z) = -121/89*z^3 + 299/89*z + 1
*
[ -9/11 ] 
f(z) = -121/90*z^3 + 281/90*z + 1
*
[ -10/11 ] 
f(z) = -121/90*z^3 + 289/90*z + 1
*
[ -7/11 ] 
f(z) = -121/91*z^3 + 283/91*z + 1
*
[ 4/3 ] 
f(z) = -133/96*z^3 + 293/108*z + 1
*
[ 4/3 ] 
f(z) = -131/96*z^3 + 289/108*z + 1
*
[ 4/3 ] 
f(z) = -127/96*z^3 + 281/108*z + 1
*
[ 6/5 ] 
f(z) = -125/92*z^3 + 293/138*z + 1
*
-3/22 | 0.15332386478800179433410578924735364978 | 0.022734655873010219493486369369600123936
f(z) = -121/90*z^3 + 283/120*z + 1
*
[ 9/8 ] 
f(z) = -124/81*z^3 + 295/144*z + 1
*
-10/9 | 0.20876726638034784981916382907522500201 | 0.026869062217644880317939759919738362288
f(z) = -135/88*z^3 + 296/165*z + 1
*
-8/7 | 0.10764062393273876036337844496515656444 | 0.015307819211720052623247732871172545255
f(z) = -133/96*z^3 + 283/168*z + 1
*
[ 17/16 ] 
f(z) = -128/85*z^3 + 299/170*z + 1
*
[ 9/10 ] 
f(z) = -136/81*z^3 + 281/225*z + 1
*
-6/7 | 0.21650909257007738352144776621742999272 | 0.027285771517624747636385088658754826182
f(z) = -133/88*z^3 + 295/231*z + 1
*
3/13 | 0.14736055516546875241700112051360029662 | 0.018135275325010495909393414460514665186
f(z) = -130/81*z^3 + 293/234*z + 1
*
[ 8/9 ] 
f(z) = -135/88*z^3 + 287/264*z + 1
*
0 | 0.17351653895427711174090770003933732040 | 0.029121210369119593317907998372218356276
f(z) = -129/95*z^3 + 292/285*z + 1
*
[ 2/3 ] 
f(z) = -123/112*z^3 - 1/84*z + 1
*
[ 2/3 ] 
f(z) = -129/116*z^3 - 1/174*z + 1
*
[ 2/3 ] 
f(z) = -123/116*z^3 - 5/174*z + 1
*
[ 2/3 ] 
f(z) = -126/113*z^3 - 1/226*z + 1
*
[ 2/3 ] 
f(z) = -126/115*z^3 - 3/230*z + 1
*
[ 2/3 ] 
f(z) = -125/112*z^3 - 1/252*z + 1
*
[ 2/3 ] 
f(z) = -135/104*z^3 + 1/13*z + 1
*
[ -6/5 ] 
f(z) = -125/108*z^3 + 7/2*z + 1
*
[ 6/5 ] 
f(z) = -125/108*z^3 + 11/6*z + 1
*
[ 10/11 ] 
f(z) = -121/100*z^3 + 9/10*z + 1
*
-6/11 | 0.13805036943266668390165052665771549116 | 0.028785737850752831694851118035924437536
f(z) = -121/108*z^3 + 1/6*z + 1
*
3/11 | 0.061036624594532082534501012269964166333 | 0.012727124759560841966836191288009370019
f(z) = -121/108*z^3 + 5/12*z + 1
*
[ -12/11 ] 
f(z) = -121/108*z^3 + 13/4*z + 1
*
[ 12/11 ] 
f(z) = -121/108*z^3 + 17/12*z + 1
*
[ -6/11 ] 
f(z) = -121/108*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -135/112*z^3 + 1/28*z + 1
*
[ 2/3 ] 
f(z) = -129/104*z^3 + 2/39*z + 1
*
[ 3/4 ] 
f(z) = -128/117*z^3 + 11/39*z + 1
*
3/5 | 0.18641495303292757325033654075534560725 | 0.028956530660911790740483037406533985287
f(z) = -125/108*z^3 + 3/20*z + 1
*
24/25 | 0.18383860129854824363972821663665772842 | 0.028556336326841009952066482654932565344
f(z) = -125/108*z^3 + 13/20*z + 1
*
[ 4/5 ] 
f(z) = -125/112*z^3 + 13/28*z + 1
*
[ 2/3 ] 
f(z) = -123/104*z^3 + 1/39*z + 1
*
[ 9/11 ] 
f(z) = -121/108*z^3 + 19/36*z + 1
*
-4/11 | 0.12522086459097284557788335294334150518 | 0.026110578308292567574309874590326930271
f(z) = -121/112*z^3 + 11/28*z + 1
*
[ 2/3 ] 
f(z) = -135/116*z^3 + 1/58*z + 1
*
[ 8/11 ] 
f(z) = -121/112*z^3 + 11/56*z + 1
*
[ 3/4 ] 
f(z) = -121/108*z^3 + 19/64*z + 1
*
[ 2/3 ] 
f(z) = -129/112*z^3 + 1/84*z + 1
*
[ 18/25 ] 
f(z) = -125/108*z^3 + 19/90*z + 1
*
[ 2/3 ] 
f(z) = -139/104*z^3 + 11/117*z + 1
*
[ 2/3 ] 
f(z) = -137/104*z^3 + 10/117*z + 1
*
[ 2/3 ] 
f(z) = -135/106*z^3 + 7/106*z + 1
*
[ 2/3 ] 
f(z) = -135/118*z^3 + 1/118*z + 1
*
[ 2/3 ] 
f(z) = -133/104*z^3 + 8/117*z + 1
*
[ 2/3 ] 
f(z) = -131/104*z^3 + 7/117*z + 1
*
7/8 | 0.13791173195087421431997984056569834763 | 0.028423510252276319401898517600471160673
f(z) = -128/105*z^3 + 8/105*z + 1
*
[ 2/3 ] 
f(z) = -127/104*z^3 + 5/117*z + 1
*
[ 2/3 ] 
f(z) = -125/104*z^3 + 4/117*z + 1
*
[ 2/3 ] 
f(z) = -121/104*z^3 + 2/117*z + 1
*
[ 2/3 ] 
f(z) = -129/100*z^3 + 11/150*z + 1
*
[ 2/3 ] 
f(z) = -123/100*z^3 + 7/150*z + 1
*
[ 2/3 ] 
f(z) = -135/101*z^3 + 19/202*z + 1
*
[ 2/3 ] 
f(z) = -135/103*z^3 + 17/206*z + 1
*
[ 2/3 ] 
f(z) = -135/107*z^3 + 13/214*z + 1
*
[ 2/3 ] 
f(z) = -135/109*z^3 + 11/218*z + 1
*
[ 2/3 ] 
f(z) = -126/101*z^3 + 11/202*z + 1
*
[ 2/3 ] 
f(z) = -126/103*z^3 + 9/206*z + 1
*
[ 2/3 ] 
f(z) = -126/107*z^3 + 5/214*z + 1
*
[ 2/3 ] 
f(z) = -126/109*z^3 + 3/218*z + 1
*
[ 2/3 ] 
f(z) = -135/113*z^3 + 7/226*z + 1
*
[ 2/3 ] 
f(z) = -135/119*z^3 + 1/238*z + 1
*
[ 2/3 ] 
f(z) = -139/112*z^3 + 13/252*z + 1
*
[ 2/3 ] 
f(z) = -137/112*z^3 + 11/252*z + 1
*
[ 2/3 ] 
f(z) = -131/112*z^3 + 5/252*z + 1
*
[ 2/3 ] 
f(z) = -127/112*z^3 + 1/252*z + 1
*
[ 15/22 ] 
f(z) = -121/108*z^3 + 13/240*z + 1
*
[ 12/5 ] 
f(z) = -125/108*z^3 + 29/4*z + 1
*
-6/5 | 0.21870901391891896896166561846290063095 | 0.029463809911428531939417010873067430301
f(z) = -125/108*z^3 + 31/10*z + 1
*
[ -3/5 ] 
f(z) = -125/108*z^3 + 37/12*z + 1
*
[ -10/11 ] 
f(z) = -121/100*z^3 + 31/10*z + 1
*
-6/11 | 0.17851402887746211370334137948549022147 | 0.027458248735842587733380498654905399908
f(z) = -121/108*z^3 + 37/6*z + 1
*
-2/3 | 0.11000775774740751642743655741065175883 | 0.022426421090813582347769006384615367035
f(z) = -135/112*z^3 + 29/28*z + 1
*
-4/5 | 0.12522133599296991305458805038025488453 | 0.025934796868219707988652899067202408768
f(z) = -125/112*z^3 + 27/28*z + 1
*
15/11 | 0.17882957598968680461157229777100930383 | 0.027805997500586534709196470325727761775
f(z) = -121/108*z^3 + 23/20*z + 1
*
6/11 | 0.10810742367066928901212440196731079857 | 0.022542148712046693995274803310509266360
f(z) = -121/112*z^3 + 23/28*z + 1
*
[ 6/7 ] 
f(z) = -133/108*z^3 + 31/42*z + 1
*
[ 4/5 ] 
f(z) = -125/104*z^3 + 27/52*z + 1
*
[ 3/4 ] 
f(z) = -139/108*z^3 + 25/64*z + 1
*
[ 3/4 ] 
f(z) = -136/117*z^3 + 25/78*z + 1
*
[ 3/4 ] 
f(z) = -133/108*z^3 + 23/64*z + 1
*
[ 3/4 ] 
f(z) = -127/108*z^3 + 21/64*z + 1
*
-3/5 | 0.18831528710966580066564869619868656750 | 0.029251716648214677455483547938601090537
f(z) = -125/108*z^3 + 29/60*z + 1
*
[ 3/4 ] 
f(z) = -128/105*z^3 + 37/105*z + 1
*
[ 3/4 ] 
f(z) = -128/111*z^3 + 35/111*z + 1
*
[ 8/11 ] 
f(z) = -121/104*z^3 + 25/104*z + 1
*
[ 5/7 ] 
f(z) = -133/100*z^3 + 39/140*z + 1
*
[ 15/22 ] 
f(z) = -121/100*z^3 + 23/240*z + 1
*
[ 3 ] 
f(z) = -139/108*z^3 + 49/4*z + 1
*
[ -3 ] 
f(z) = -137/108*z^3 + 51/4*z + 1
*
[ 3/2 ] 
f(z) = -137/108*z^3 + 51/16*z + 1
*
[ -2/3 ] 
f(z) = -135/104*z^3 + 40/13*z + 1
*
[ -6/7 ] 
f(z) = -133/108*z^3 + 43/14*z + 1
*
[ 3 ] 
f(z) = -133/108*z^3 + 47/4*z + 1
*
-2 | 0.10442378096116976711121794153676255585 | 0.016960230204722489090647344903145311654
f(z) = -131/104*z^3 + 59/13*z + 1
*
[ -3 ] 
f(z) = -131/108*z^3 + 49/4*z + 1
*
[ 3/2 ] 
f(z) = -131/108*z^3 + 49/16*z + 1
*
-2 | 0.10413166230667193452659398534648866130 | 0.016959873010790557608301733474972432465
f(z) = -129/104*z^3 + 58/13*z + 1
*
-2 | 0.10383426576422463169710028405076594932 | 0.016959475330516621545747530401654679298
f(z) = -127/104*z^3 + 57/13*z + 1
*
[ 3 ] 
f(z) = -127/108*z^3 + 45/4*z + 1
*
[ -2/5 ] 
f(z) = -125/104*z^3 + 48/13*z + 1
*
-2 | 0.10353137123097853737645129531571396825 | 0.016959029944085875568009289221748827231
f(z) = -125/104*z^3 + 56/13*z + 1
*
-6/5 | 0.12518267218694872640640665448894062424 | 0.016252094804126966472765867551637759908
f(z) = -125/108*z^3 + 41/10*z + 1
*
[ -3 ] 
f(z) = -125/108*z^3 + 47/4*z + 1
*
[ 3/2 ] 
f(z) = -125/108*z^3 + 47/16*z + 1
*
6/25 | 0.14594070289834811348488810003854631754 | 0.018092148278631179267602152258685643699
f(z) = -125/108*z^3 + 59/10*z + 1
*
-2 | 0.10322274278446156876266470243252118482 | 0.016958528517257004047495948399864990504
f(z) = -123/104*z^3 + 55/13*z + 1
*
-2 | 0.10290812697099549078650618344366238352 | 0.016957961414300179359345553590854262854
f(z) = -121/104*z^3 + 54/13*z + 1
*
-2/11 | 0.18469183093739060245787779898642497876 | 0.029997151422764781304766399063030488384
f(z) = -121/104*z^3 + 59/13*z + 1
*
3/11 | 0.065064844299020272669121005925214005221 | 0.011007796108942596479813677162271422213
f(z) = -121/108*z^3 + 41/12*z + 1
*
[ 3 ] 
f(z) = -121/108*z^3 + 43/4*z + 1
*
30/11 | 0.18293627593279324703948870924008484937 | 0.027502713555445054588985769111195306369
f(z) = -121/108*z^3 + 43/6*z + 1
*
[ 24/11 ] 
f(z) = -121/108*z^3 + 47/8*z + 1
*
-15/11 | 0.16754006870650683754728373917964072055 | 0.027164916211253635873496054788615036361
f(z) = -121/108*z^3 + 53/12*z + 1
*
-4/3 | 0.14218600868012578772193406184870162312 | 0.026544146101489224513522900558776037114
f(z) = -135/112*z^3 + 53/28*z + 1
*
6/5 | 0.16364341717925089054531593647325708303 | 0.029950302831198490966312788716742520952
f(z) = -125/112*z^3 + 59/28*z + 1
*
[ 15/11 ] 
f(z) = -121/108*z^3 + 47/20*z + 1
*
[ 14/11 ] 
f(z) = -121/112*z^3 + 55/28*z + 1
*
[ 24/25 ] 
f(z) = -125/108*z^3 + 41/40*z + 1
*
-8/11 | 0.13872446865646587255408422201576912878 | 0.028926298456431933629786309296839709200
f(z) = -121/112*z^3 + 53/56*z + 1
*
[ 10/11 ] 
f(z) = -121/104*z^3 + 56/65*z + 1
*
-3/8 | 0.13791155879419941360952967060191469391 | 0.028423474564808314857912435553631674752
f(z) = -128/105*z^3 + 53/105*z + 1
*
[ 4/5 ] 
f(z) = -125/108*z^3 + 53/108*z + 1
*
[ 4/5 ] 
f(z) = -125/116*z^3 + 51/116*z + 1
*
[ 26/33 ] 
f(z) = -121/104*z^3 + 53/117*z + 1
*
[ 9/11 ] 
f(z) = -121/117*z^3 + 55/117*z + 1
*
[ 3/4 ] 
f(z) = -140/117*z^3 + 53/156*z + 1
*
[ 3/4 ] 
f(z) = -124/117*z^3 + 41/156*z + 1
*
[ 8/11 ] 
f(z) = -121/100*z^3 + 53/200*z + 1
*
[ 8/11 ] 
f(z) = -121/108*z^3 + 47/216*z + 1
*
[ 8/11 ] 
f(z) = -121/116*z^3 + 41/232*z + 1
*
-2 | 0.10554340396966632366923622441983923787 | 0.016961367675189387382256565250226677848
f(z) = -139/104*z^3 + 63/13*z + 1
*
[ 2 ] 
f(z) = -139/104*z^3 + 76/13*z + 1
*
[ -3/2 ] 
f(z) = -139/108*z^3 + 73/16*z + 1
*
-2 | 0.10527046350484349588069516887340102472 | 0.016961117490170201723483191442004854261
f(z) = -137/104*z^3 + 62/13*z + 1
*
[ 2 ] 
f(z) = -137/104*z^3 + 75/13*z + 1
*
-2 | 0.10499299471538906040387828174448370736 | 0.016960847361043142414521945165721274334
f(z) = -135/104*z^3 + 61/13*z + 1
*
[ 2 ] 
f(z) = -135/104*z^3 + 74/13*z + 1
*
-2 | 0.10471082750731487285570123168349631892 | 0.016960553175163595227797644356083148359
f(z) = -133/104*z^3 + 60/13*z + 1
*
[ 2 ] 
f(z) = -133/104*z^3 + 73/13*z + 1
*
[ -3/2 ] 
f(z) = -133/108*z^3 + 71/16*z + 1
*
[ 2 ] 
f(z) = -131/104*z^3 + 72/13*z + 1
*
[ 2 ] 
f(z) = -129/104*z^3 + 71/13*z + 1
*
[ 2 ] 
f(z) = -127/104*z^3 + 70/13*z + 1
*
[ -3/2 ] 
f(z) = -127/108*z^3 + 69/16*z + 1
*
[ 2 ] 
f(z) = -125/104*z^3 + 69/13*z + 1
*
[ -3/10 ] 
f(z) = -125/108*z^3 + 71/16*z + 1
*
-3/5 | 0.084086825201542494667439426218520869633 | 0.012960992699700477514953309918357394192
f(z) = -125/108*z^3 + 73/12*z + 1
*
[ 2 ] 
f(z) = -123/104*z^3 + 68/13*z + 1
*
[ 2 ] 
f(z) = -121/104*z^3 + 67/13*z + 1
*
26/11 | 0.16052335425450783359492834971020840139 | 0.025041961757722147292486291886255215777
f(z) = -121/104*z^3 + 76/13*z + 1
*
[ 18/11 ] 
f(z) = -121/108*z^3 + 61/18*z + 1
*
-3/11 | 0.22437408496659551468853096357829477958 | 0.029271461296918572564565664103111400711
f(z) = -121/108*z^3 + 79/4*z + 1
*
[ 4/3 ] 
f(z) = -135/112*z^3 + 67/28*z + 1
*
-3/8 | 0.13795691204394761683135044840615573476 | 0.025732026492850659825218629582724395019
f(z) = -128/117*z^3 + 71/39*z + 1
*
[ 6/5 ] 
f(z) = -125/104*z^3 + 74/39*z + 1
*
-21/25 | 0.20132078699378657755177614196286667766 | 0.027062986394460393856881830930295943814
f(z) = -125/108*z^3 + 63/20*z + 1
*
[ -5/11 ] 
f(z) = -121/100*z^3 + 69/20*z + 1
*
-10/11 | 0.10812025338221207075699812821841730990 | 0.019338312494573715617584469383233345337
f(z) = -121/112*z^3 + 67/28*z + 1
*
[ 6/7 ] 
f(z) = -137/108*z^3 + 75/98*z + 1
*
[ 6/7 ] 
f(z) = -131/108*z^3 + 71/98*z + 1
*
[ 6/7 ] 
f(z) = -125/108*z^3 + 67/98*z + 1
*
[ 4/5 ] 
f(z) = -135/112*z^3 + 73/140*z + 1
*
12/25 | 0.090691209370555455266603478182529139212 | 0.014087404159846531808124322832010804215
f(z) = -125/112*z^3 + 71/140*z + 1
*
[ 3/4 ] 
f(z) = -137/108*z^3 + 73/192*z + 1
*
[ 3/4 ] 
f(z) = -131/108*z^3 + 67/192*z + 1
*
[ 3/4 ] 
f(z) = -125/108*z^3 + 61/192*z + 1
*
[ 3/4 ] 
f(z) = -136/111*z^3 + 79/222*z + 1
*
[ -2 ] 
f(z) = -139/104*z^3 + 89/13*z + 1
*
[ -6 ] 
f(z) = -139/108*z^3 + 95/2*z + 1
*
[ -2 ] 
f(z) = -137/104*z^3 + 88/13*z + 1
*
[ 6 ] 
f(z) = -137/108*z^3 + 93/2*z + 1
*
[ -2 ] 
f(z) = -135/104*z^3 + 87/13*z + 1
*
[ -2 ] 
f(z) = -133/104*z^3 + 86/13*z + 1
*
[ -6 ] 
f(z) = -133/108*z^3 + 91/2*z + 1
*
[ -2 ] 
f(z) = -131/104*z^3 + 85/13*z + 1
*
[ 6 ] 
f(z) = -131/108*z^3 + 89/2*z + 1
*
[ -2 ] 
f(z) = -129/104*z^3 + 84/13*z + 1
*
[ -2 ] 
f(z) = -127/104*z^3 + 83/13*z + 1
*
[ -6 ] 
f(z) = -127/108*z^3 + 87/2*z + 1
*
[ -2 ] 
f(z) = -125/104*z^3 + 82/13*z + 1
*
[ 6 ] 
f(z) = -125/108*z^3 + 85/2*z + 1
*
[ -12/5 ] 
f(z) = -125/108*z^3 + 97/12*z + 1
*
[ -2 ] 
f(z) = -123/104*z^3 + 81/13*z + 1
*
[ -2 ] 
f(z) = -121/104*z^3 + 80/13*z + 1
*
[ -2/11 ] 
f(z) = -121/104*z^3 + 85/13*z + 1
*
[ 26/11 ] 
f(z) = -121/104*z^3 + 92/13*z + 1
*
[ -6 ] 
f(z) = -121/108*z^3 + 83/2*z + 1
*
[ -18/11 ] 
f(z) = -121/108*z^3 + 83/18*z + 1
*
[ -30/11 ] 
f(z) = -121/108*z^3 + 97/10*z + 1
*
[ -2/3 ] 
f(z) = -135/112*z^3 + 85/28*z + 1
*
51/25 | 0.21292427336646223833161872247598023617 | 0.027599893072594914278306201655360594230
f(z) = -125/108*z^3 + 83/20*z + 1
*
-48/25 | 0.19112629119264256873258368743956232424 | 0.024283734114648173154022566237999306801
f(z) = -125/108*z^3 + 97/20*z + 1
*
-6/25 | 0.21537094152770959937737055042424842224 | 0.028850442671930016332057573532268788566
f(z) = -125/108*z^3 + 97/30*z + 1
*
[ -4/5 ] 
f(z) = -125/112*z^3 + 83/28*z + 1
*
[ 20/11 ] 
f(z) = -121/100*z^3 + 89/20*z + 1
*
-10/11 | 0.11381112253636412686666946266650834156 | 0.019159569260607062804068215572559788957
f(z) = -121/112*z^3 + 95/28*z + 1
*
[ -14/11 ] 
f(z) = -121/112*z^3 + 99/28*z + 1
*
[ 6/5 ] 
f(z) = -133/108*z^3 + 97/50*z + 1
*
[ 6/5 ] 
f(z) = -127/108*z^3 + 93/50*z + 1
*
[ 6/5 ] 
f(z) = -121/108*z^3 + 89/50*z + 1
*
-26/25 | 0.19094016515202122706072367531134348269 | 0.029438086930790567966658496458833135322
f(z) = -125/104*z^3 + 82/65*z + 1
*
[ 26/25 ] 
f(z) = -125/104*z^3 + 87/65*z + 1
*
21/25 | 0.15052276920084319117978475937589611696 | 0.022513595540278917398834119164701260692
f(z) = -125/108*z^3 + 89/60*z + 1
*
10/9 | 0.10874103246019796205374718831899551409 | 0.018111771797966823658647593726202463270
f(z) = -135/112*z^3 + 83/84*z + 1
*
-2/3 | 0.12522086459097284557788335294334150518 | 0.021015766925351482004345468689456357331
f(z) = -129/112*z^3 + 85/84*z + 1
*
-2/3 | 0.10874066415617704766544801946293364203 | 0.018396955724371469479179257357900096585
f(z) = -123/112*z^3 + 83/84*z + 1
*
[ 7/8 ] 
f(z) = -128/105*z^3 + 83/105*z + 1
*
[ 7/8 ] 
f(z) = -128/119*z^3 + 81/119*z + 1
*
14/25 | 0.12544989476681140963419055961161086263 | 0.019486600538861738839747426300037590300
f(z) = -125/112*z^3 + 99/140*z + 1
*
[ 3/4 ] 
f(z) = -136/105*z^3 + 83/210*z + 1
*
-4/15 | 0.18948611172015889578214256766527566558 | 0.026971045240098213819533741051237177306
f(z) = -125/112*z^3 + 83/252*z + 1
*
[ -26/11 ] 
f(z) = -121/104*z^3 + 103/13*z + 1
*
[ 3/2 ] 
f(z) = -140/117*z^3 + 118/39*z + 1
*
[ 3/2 ] 
f(z) = -136/117*z^3 + 115/39*z + 1
*
[ -4/3 ] 
f(z) = -135/112*z^3 + 109/28*z + 1
*
[ 12/7 ] 
f(z) = -133/108*z^3 + 113/28*z + 1
*
-2 | 0.10438229253538566150133837407188212445 | 0.016976958733720982894592250267933983808
f(z) = -131/112*z^3 + 117/28*z + 1
*
[ -2/3 ] 
f(z) = -129/104*z^3 + 119/39*z + 1
*
-2 | 0.10408644409742207978953501629465266418 | 0.016976447416509729162726510573156007584
f(z) = -129/112*z^3 + 115/28*z + 1
*
[ 3/2 ] 
f(z) = -128/117*z^3 + 109/39*z + 1
*
[ -3/4 ] 
f(z) = -128/117*z^3 + 115/39*z + 1
*
-2 | 0.10378504604984686144410009524364735404 | 0.016975865443613047322677591568315599700
f(z) = -127/112*z^3 + 113/28*z + 1
*
[ -2/5 ] 
f(z) = -125/112*z^3 + 103/28*z + 1
*
-2 | 0.10347785157493564319192617698658683845 | 0.016975201716377503056462908411004830947
f(z) = -125/112*z^3 + 111/28*z + 1
*
[ -3/5 ] 
f(z) = -125/117*z^3 + 119/39*z + 1
*
[ 3/2 ] 
f(z) = -124/117*z^3 + 106/39*z + 1
*
[ -2/3 ] 
f(z) = -123/104*z^3 + 118/39*z + 1
*
-2 | 0.10316459453614263528336920875237013016 | 0.016974443444583971043010596099181054911
f(z) = -123/112*z^3 + 109/28*z + 1
*
[ -20/11 ] 
f(z) = -121/100*z^3 + 111/20*z + 1
*
[ -9/11 ] 
f(z) = -121/108*z^3 + 107/36*z + 1
*
-2 | 0.10284498717775751484382826820104546743 | 0.016973575855455492658950401848015667980
f(z) = -121/112*z^3 + 107/28*z + 1
*
[ -4/11 ] 
f(z) = -121/112*z^3 + 109/28*z + 1
*
[ 6/5 ] 
f(z) = -139/108*z^3 + 101/50*z + 1
*
2/11 | 0.15305093427027565633601669945744810486 | 0.028674443532745755554920437754498873630
f(z) = -121/102*z^3 + 104/51*z + 1
*
3/25 | 0.17574330563884387847470986088452896822 | 0.025797769080878174388448950108831957364
f(z) = -125/108*z^3 + 101/60*z + 1
*
4/3 | 0.16604643750301989356610957340327056470 | 0.027320864054597820851123667004349717116
f(z) = -129/112*z^3 + 109/84*z + 1
*
3/2 | 0.19344000351895159333422406602201666207 | 0.024275080771381047525050049162821640431
f(z) = -125/108*z^3 + 107/80*z + 1
*
-12/11 | 0.16591101234444387390341096318301800000 | 0.027645316265955025099824275335582333923
f(z) = -121/112*z^3 + 101/84*z + 1
*
[ 12/11 ] 
f(z) = -121/112*z^3 + 115/84*z + 1
*
-3/4 | 0.13791155879419941360952967060191469391 | 0.028423474564808314857912435553631674752
f(z) = -128/105*z^3 + 107/105*z + 1
*
-7/8 | 0.12544859048810397090569686561336560460 | 0.025854865626242569182679702660582014117
f(z) = -128/105*z^3 + 113/105*z + 1
*
[ 21/22 ] 
f(z) = -121/108*z^3 + 109/112*z + 1
*
-7/11 | 0.070264863528675940683048859271573776132 | 0.014651362035231017571399814322295469888
f(z) = -121/112*z^3 + 113/112*z + 1
*
[ 9/10 ] 
f(z) = -125/108*z^3 + 119/144*z + 1
*
[ 10/11 ] 
f(z) = -121/112*z^3 + 111/140*z + 1
*
[ 4/5 ] 
f(z) = -125/102*z^3 + 109/204*z + 1
*
[ 4/5 ] 
f(z) = -125/106*z^3 + 107/212*z + 1
*
[ 13/16 ] 
f(z) = -128/117*z^3 + 115/234*z + 1
*
[ 4/5 ] 
f(z) = -125/114*z^3 + 103/228*z + 1
*
[ 4/5 ] 
f(z) = -125/118*z^3 + 101/236*z + 1
*
[ 3 ] 
f(z) = -131/108*z^3 + 139/12*z + 1
*
[ 3 ] 
f(z) = -125/108*z^3 + 133/12*z + 1
*
[ -3 ] 
f(z) = -121/108*z^3 + 137/12*z + 1
*
-2 | 0.10551455458898983734405549482667139062 | 0.016978472804387876354139884367610163991
f(z) = -139/112*z^3 + 125/28*z + 1
*
-2 | 0.10523875850023366973472182053740276076 | 0.016978159208682065303370784226925479633
f(z) = -137/112*z^3 + 123/28*z + 1
*
-2/9 | 0.18572176195502956539184635216131222826 | 0.026479041930576816760648414935378174745
f(z) = -135/104*z^3 + 139/39*z + 1
*
-2 | 0.10495824291371918727484602479503075529 | 0.016977806758960154701693347058073454283
f(z) = -135/112*z^3 + 121/28*z + 1
*
[ -6/5 ] 
f(z) = -125/104*z^3 + 139/39*z + 1
*
-12/25 | 0.11499121081867065904440271760513384847 | 0.014126642807221453327100075704722604662
f(z) = -125/108*z^3 + 127/20*z + 1
*
[ 2 ] 
f(z) = -125/112*z^3 + 139/28*z + 1
*
[ 2 ] 
f(z) = -123/112*z^3 + 137/28*z + 1
*
[ -6/11 ] 
f(z) = -121/104*z^3 + 124/39*z + 1
*
-2/11 | 0.13621439523813883567015713375695843471 | 0.021862579382381351530187589733378194286
f(z) = -121/112*z^3 + 127/28*z + 1
*
[ 2 ] 
f(z) = -121/112*z^3 + 135/28*z + 1
*
[ 4/3 ] 
f(z) = -135/104*z^3 + 133/52*z + 1
*
[ 3/2 ] 
f(z) = -121/108*z^3 + 137/48*z + 1
*
2/5 | 0.20329629303813303115560465494674133872 | 0.029499032024516696679013486232995432733
f(z) = -125/104*z^3 + 123/65*z + 1
*
42/25 | 0.24510123582499302262151745998392695663 | 0.027511752104147506393836994580217110934
f(z) = -125/108*z^3 + 137/70*z + 1
*
[ 6/5 ] 
f(z) = -125/117*z^3 + 133/78*z + 1
*
-15/11 | 0.19983528778087946474128510186685579373 | 0.028576412930316383359420028274957860075
f(z) = -121/108*z^3 + 121/60*z + 1
*
-4/9 | 0.063357978678760603989145593469578537577 | 0.010195007903208952410484637170734554067
f(z) = -135/112*z^3 + 125/84*z + 1
*
-6/5 | 0.14879676769541409239713348481629323208 | 0.024069026864019823378133419510009027093
f(z) = -125/112*z^3 + 121/84*z + 1
*
48/55 | 0.23017170392835391722724572470624997689 | 0.028276538898722902925150569106349239434
f(z) = -121/108*z^3 + 127/100*z + 1
*
[ 14/15 ] 
f(z) = -135/112*z^3 + 137/140*z + 1
*
4/5 | 0.18925476077481150977010640832200802038 | 0.029397648600278124411899885702305290471
f(z) = -125/112*z^3 + 121/140*z + 1
*
-10/11 | 0.16771623524230263621955993282753997041 | 0.026184270606619957506857409065336593473
f(z) = -121/112*z^3 + 139/140*z + 1
*
[ 8/9 ] 
f(z) = -135/112*z^3 + 139/168*z + 1
*
-10/11 | 0.14076443811619296187191522021872005298 | 0.025645114799791175699596104063533316148
f(z) = -121/105*z^3 + 137/210*z + 1
*
[ 5/6 ] 
f(z) = -126/115*z^3 + 129/230*z + 1
*
[ -3 ] 
f(z) = -139/108*z^3 + 155/12*z + 1
*
[ 3 ] 
f(z) = -137/108*z^3 + 145/12*z + 1
*
[ -3 ] 
f(z) = -133/108*z^3 + 149/12*z + 1
*
[ -3 ] 
f(z) = -127/108*z^3 + 143/12*z + 1
*
[ 2 ] 
f(z) = -139/112*z^3 + 153/28*z + 1
*
[ 2 ] 
f(z) = -137/112*z^3 + 151/28*z + 1
*
[ 2 ] 
f(z) = -135/112*z^3 + 149/28*z + 1
*
[ 2 ] 
f(z) = -131/112*z^3 + 145/28*z + 1
*
[ 2 ] 
f(z) = -129/112*z^3 + 143/28*z + 1
*
[ -3/8 ] 
f(z) = -128/117*z^3 + 149/39*z + 1
*
[ 2 ] 
f(z) = -127/112*z^3 + 141/28*z + 1
*
[ 9/5 ] 
f(z) = -125/108*z^3 + 151/36*z + 1
*
[ -6/25 ] 
f(z) = -125/108*z^3 + 157/30*z + 1
*
[ -3/2 ] 
f(z) = -124/117*z^3 + 158/39*z + 1
*
[ -21/11 ] 
f(z) = -121/108*z^3 + 157/28*z + 1
*
26/11 | 0.10799603008292074131888227519538977673 | 0.016796382867368288825702043867994878081
f(z) = -121/112*z^3 + 155/28*z + 1
*
[ 3/2 ] 
f(z) = -139/108*z^3 + 155/48*z + 1
*
[ 3/2 ] 
f(z) = -133/108*z^3 + 149/48*z + 1
*
[ 3/2 ] 
f(z) = -127/108*z^3 + 143/48*z + 1
*
[ -4/5 ] 
f(z) = -125/104*z^3 + 157/52*z + 1
*
-24/25 | 0.19319402696773016279447913774404540308 | 0.026828140881401890720160220436347054496
f(z) = -125/108*z^3 + 149/60*z + 1
*
[ 15/11 ] 
f(z) = -121/100*z^3 + 151/60*z + 1
*
-4/3 | 0.17343223534978699346860614582683405252 | 0.027083661403614213787478489806774044153
f(z) = -129/112*z^3 + 151/84*z + 1
*
[ 6/5 ] 
f(z) = -125/112*z^3 + 149/84*z + 1
*
-4/3 | 0.11870041638527965081436223851124582101 | 0.018695513918727997477578109320540530598
f(z) = -123/112*z^3 + 143/84*z + 1
*
-13/11 | 0.14582505364767084553240953883196024895 | 0.028988540545850961153416443317361126444
f(z) = -121/104*z^3 + 153/104*z + 1
*
16/11 | 0.065840812532891513420442531955871000217 | 0.013122810501773538285928791950933952644
f(z) = -121/105*z^3 + 151/105*z + 1
*
-4/5 | 0.16938587270986142664569289252882809118 | 0.026000513107382361559851163304776620342
f(z) = -135/112*z^3 + 143/140*z + 1
*
-14/15 | 0.088483475608643109073735495558076206922 | 0.013582099442790979358705833618453935116
f(z) = -135/112*z^3 + 157/140*z + 1
*
-5/7 | 0.19083953003715879704898147635327338916 | 0.027915782929925911418835858805054655471
f(z) = -133/100*z^3 + 151/140*z + 1
*
-14/25 | 0.11804222559927484688003032377734899388 | 0.018286381811653536192765097096194135313
f(z) = -125/112*z^3 + 159/140*z + 1
*
0 | 0.13143187455627346210881845953654405875 | 0.022235898555026029364035613495466983715
f(z) = -123/110*z^3 + 157/165*z + 1
*
[ 5/6 ] 
f(z) = -123/100*z^3 + 157/240*z + 1
*
[ 4/5 ] 
f(z) = -135/104*z^3 + 151/260*z + 1
*
[ -3/2 ] 
f(z) = -140/117*z^3 + 170/39*z + 1
*
[ -2 ] 
f(z) = -137/112*z^3 + 179/28*z + 1
*
[ -3/2 ] 
f(z) = -136/117*z^3 + 167/39*z + 1
*
[ -2 ] 
f(z) = -135/112*z^3 + 177/28*z + 1
*
[ -6/19 ] 
f(z) = -133/108*z^3 + 163/38*z + 1
*
[ -2 ] 
f(z) = -131/112*z^3 + 173/28*z + 1
*
[ -2 ] 
f(z) = -129/112*z^3 + 171/28*z + 1
*
[ -3/2 ] 
f(z) = -128/117*z^3 + 161/39*z + 1
*
[ -2 ] 
f(z) = -127/112*z^3 + 169/28*z + 1
*
69/25 | 0.18269423239696076017858858611362069473 | 0.021776308052120068887082237808173363782
f(z) = -125/108*z^3 + 163/20*z + 1
*
[ -2 ] 
f(z) = -125/112*z^3 + 167/28*z + 1
*
[ -2 ] 
f(z) = -123/112*z^3 + 165/28*z + 1
*
[ -24/11 ] 
f(z) = -121/108*z^3 + 163/24*z + 1
*
-28/11 | 0.11012049361120724455854343521701760534 | 0.016751726706247967427246202709349929121
f(z) = -121/112*z^3 + 179/28*z + 1
*
[ -2/3 ] 
f(z) = -135/116*z^3 + 175/58*z + 1
*
[ -6/5 ] 
f(z) = -131/108*z^3 + 179/50*z + 1
*
[ -8/11 ] 
f(z) = -121/112*z^3 + 165/56*z + 1
*
[ 9/8 ] 
f(z) = -128/117*z^3 + 175/117*z + 1
*
-2/5 | 0.12544989476681140963419055961161086263 | 0.019083662663925042071740734890055869755
f(z) = -125/112*z^3 + 179/140*z + 1
*
[ 10/11 ] 
f(z) = -121/105*z^3 + 179/210*z + 1
*
[ 10/11 ] 
f(z) = -121/115*z^3 + 177/230*z + 1
*
[ 5/6 ] 
f(z) = -129/100*z^3 + 167/240*z + 1
*
[ -2 ] 
f(z) = -139/112*z^3 + 181/28*z + 1
*
[ -3/25 ] 
f(z) = -125/108*z^3 + 187/20*z + 1
*
[ -9/5 ] 
f(z) = -125/108*z^3 + 191/36*z + 1
*
28/11 | 0.16818598206796577140460729495660221769 | 0.025334678715253686814205187910185369280
f(z) = -121/112*z^3 + 191/28*z + 1
*
[ -3/11 ] 
f(z) = -121/117*z^3 + 185/39*z + 1
*
[ -6/5 ] 
f(z) = -137/108*z^3 + 183/50*z + 1
*
3/10 | 0.20480233707791054177321977622475466553 | 0.027692001932536602164655636749204263701
f(z) = -125/108*z^3 + 181/48*z + 1
*
[ -2/5 ] 
f(z) = -125/108*z^3 + 199/54*z + 1
*
[ 8/5 ] 
f(z) = -125/112*z^3 + 181/56*z + 1
*
[ -3/4 ] 
f(z) = -137/108*z^3 + 195/64*z + 1
*
[ -3/4 ] 
f(z) = -131/108*z^3 + 193/64*z + 1
*
-5/3 | 0.19337212905549250983394234066197618736 | 0.028181326707040534537055804249615436854
f(z) = -129/100*z^3 + 191/60*z + 1
*
[ -3/4 ] 
f(z) = -125/108*z^3 + 191/64*z + 1
*
-5/3 | 0.18863204766022728115115021680154497363 | 0.027707674826532776956311561231388048028
f(z) = -123/100*z^3 + 181/60*z + 1
*
[ -10/11 ] 
f(z) = -121/104*z^3 + 199/65*z + 1
*
[ 4/3 ] 
f(z) = -129/112*z^3 + 193/84*z + 1
*
[ 4/3 ] 
f(z) = -123/112*z^3 + 185/84*z + 1
*
[ 14/11 ] 
f(z) = -121/104*z^3 + 191/91*z + 1
*
[ 6/5 ] 
f(z) = -125/102*z^3 + 197/102*z + 1
*
[ 6/5 ] 
f(z) = -125/114*z^3 + 199/114*z + 1
*
[ 13/11 ] 
f(z) = -121/104*z^3 + 185/104*z + 1
*
57/55 | 0.18342576516972823825929631882853709320 | 0.021511309710898868938419901611999027765
f(z) = -121/108*z^3 + 187/100*z + 1
*
[ 13/11 ] 
f(z) = -121/117*z^3 + 187/117*z + 1
*
-21/25 | 0.24601985986085819431732769764084301790 | 0.028962819549620271889051431251863630191
f(z) = -125/108*z^3 + 181/140*z + 1
*
-28/25 | 0.16938605514750971734352767941036807036 | 0.025723830119110266125007811300358749932
f(z) = -125/112*z^3 + 181/140*z + 1
*
[ 6/7 ] 
f(z) = -121/108*z^3 + 193/294*z + 1
*
[ -2/9 ] 
f(z) = -135/104*z^3 + 217/39*z + 1
*
-26/11 | 0.13101744549895656469783875525289487741 | 0.019444119972653249225121881962933226375
f(z) = -121/112*z^3 + 211/28*z + 1
*
[ 28/11 ] 
f(z) = -121/112*z^3 + 213/28*z + 1
*
[ -3/2 ] 
f(z) = -137/108*z^3 + 217/48*z + 1
*
[ -4/3 ] 
f(z) = -135/104*z^3 + 211/52*z + 1
*
[ -3/2 ] 
f(z) = -131/108*z^3 + 211/48*z + 1
*
[ -3/2 ] 
f(z) = -125/108*z^3 + 205/48*z + 1
*
[ -2/5 ] 
f(z) = -125/116*z^3 + 213/58*z + 1
*
-2 | 0.10312871284034653803509823863118040653 | 0.016981385903112418103868120821166717404
f(z) = -123/116*z^3 + 217/58*z + 1
*
-2 | 0.10293296184208087455797848614984761699 | 0.016949153141247012169869303559136041889
f(z) = -121/100*z^3 + 217/50*z + 1
*
[ -4/11 ] 
f(z) = -121/104*z^3 + 203/52*z + 1
*
-21/22 | 0.17590041557144695234708365519150927900 | 0.023330332656579873910002596429511044151
f(z) = -121/108*z^3 + 209/48*z + 1
*
-2 | 0.089315759904653896024219527735855385888 | 0.014729373952212368515084447149442391054
f(z) = -121/108*z^3 + 215/54*z + 1
*
-2 | 0.10280621515927978124340922497191023465 | 0.016980303093238022477512775298471889203
f(z) = -121/116*z^3 + 213/58*z + 1
*
26/15 | 0.21423139501136371104751143593637216976 | 0.028737685180197929779544051892725671203
f(z) = -135/104*z^3 + 216/65*z + 1
*
[ 10/7 ] 
f(z) = -133/100*z^3 + 211/70*z + 1
*
[ -26/25 ] 
f(z) = -125/104*z^3 + 212/65*z + 1
*
-3/5 | 0.21290840202402559224391153365297656234 | 0.028238840871776006013807781153104500256
f(z) = -125/108*z^3 + 209/60*z + 1
*
[ 3/2 ] 
f(z) = -122/117*z^3 + 209/78*z + 1
*
-3/4 | 0.10481604674921764660009039773117662447 | 0.019567695053252102599890041795957522626
f(z) = -128/105*z^3 + 212/105*z + 1
*
-7/5 | 0.12677981163856734354119461327043802727 | 0.023647249155613102302053842038708959469
f(z) = -125/112*z^3 + 213/112*z + 1
*
1/11 | 0.15252516975956519428855717953191303638 | 0.028550285805024138759096645927244855034
f(z) = -121/104*z^3 + 209/104*z + 1
*
-5/11 | 0.11768798135571799135913018569066969565 | 0.021932260044818470728426190754249639317
f(z) = -121/105*z^3 + 214/105*z + 1
*
-4/11 | 0.15306759565889499434528064204528397770 | 0.028755834811279235369763056293658650026
f(z) = -121/108*z^3 + 205/108*z + 1
*
6/25 | 0.17707173767552675908211920557366401945 | 0.026134637641558717327521687676244430868
f(z) = -125/112*z^3 + 219/140*z + 1
*
[ 12/11 ] 
f(z) = -121/117*z^3 + 205/156*z + 1
*
[ 6/7 ] 
f(z) = -133/104*z^3 + 211/273*z + 1
*
[ 6/7 ] 
f(z) = -127/108*z^3 + 205/294*z + 1
*
[ -24/5 ] 
f(z) = -125/108*z^3 + 223/8*z + 1
*
[ 42/11 ] 
f(z) = -121/108*z^3 + 239/14*z + 1
*
-14/5 | 0.17052496467593667850399258035811206387 | 0.025035801859006917977898500382826233384
f(z) = -125/112*z^3 + 227/28*z + 1
*
[ -28/11 ] 
f(z) = -121/112*z^3 + 235/28*z + 1
*
2/11 | 0.20195749268920130339137576270289729200 | 0.029428036839988801810922975147516766763
f(z) = -121/112*z^3 + 239/28*z + 1
*
-2 | 0.091130428119255657468782186446824452192 | 0.014770855418694255522280841094519871363
f(z) = -133/108*z^3 + 239/54*z + 1
*
-2 | 0.10464852814338912460903282855150788348 | 0.016985068458075865283499359574613996634
f(z) = -133/116*z^3 + 237/58*z + 1
*
-2 | 0.10443925828908728787083263374888503007 | 0.016951102736201039256477278293029640935
f(z) = -131/100*z^3 + 237/50*z + 1
*
-2 | 0.090841720912347650847023725039219348461 | 0.014764451085375225920909863267999905465
f(z) = -131/108*z^3 + 235/54*z + 1
*
-2 | 0.10435600449954117457598179980308743773 | 0.016984513605828195995435804159147123043
f(z) = -131/116*z^3 + 233/58*z + 1
*
-2 | 0.10414875742567300159843275018038192355 | 0.016950783004865052168214938250996383178
f(z) = -129/100*z^3 + 233/50*z + 1
*
-2 | 0.10405801503792178571193841726338524769 | 0.016983880659264697957453082236010079367
f(z) = -129/116*z^3 + 229/58*z + 1
*
-2 | 0.10385309397049542363118870865480986047 | 0.016950434365363453302269324184757944651
f(z) = -127/100*z^3 + 229/50*z + 1
*
-2 | 0.090248521222356307568482176612533002653 | 0.014751076732035008162587090219389586179
f(z) = -127/108*z^3 + 227/54*z + 1
*
-2 | 0.10375431573747332358791751250184911200 | 0.016983157800019240516611134943722139180
f(z) = -127/116*z^3 + 225/58*z + 1
*
-2 | 0.089943579369138128915672973252140890662 | 0.014744078150102978866060704148230318547
f(z) = -125/108*z^3 + 223/54*z + 1
*
21/10 | 0.18312701272064946282782969347915069645 | 0.023997941903988571589299316787318105111
f(z) = -125/108*z^3 + 229/48*z + 1
*
-2 | 0.10344464330210447167379696505745743144 | 0.016982331436866632284525805813389085560
f(z) = -125/116*z^3 + 221/58*z + 1
*
-2 | 0.10324542786742505468450790116995554337 | 0.016949626577232817995024260385573906331
f(z) = -123/100*z^3 + 221/50*z + 1
*
-2/11 | 0.14972470511044112416233607708613338086 | 0.024472429950667357558668945950478256482
f(z) = -121/100*z^3 + 227/50*z + 1
*
[ -3/4 ] 
f(z) = -136/117*z^3 + 233/78*z + 1
*
-26/15 | 0.21081019106462809733815613124344871359 | 0.028108113393894129386603660099990711402
f(z) = -135/104*z^3 + 226/65*z + 1
*
[ 3/2 ] 
f(z) = -134/117*z^3 + 227/78*z + 1
*
[ 5/3 ] 
f(z) = -129/100*z^3 + 239/60*z + 1
*
3/8 | 0.14596329465690266588939931948647963399 | 0.022285660778168566628920102103664378535
f(z) = -128/117*z^3 + 233/78*z + 1
*
-22/25 | 0.14974847633344368559831035170128062398 | 0.020002165207413095736260149657701628775
f(z) = -125/104*z^3 + 223/65*z + 1
*
[ 5/3 ] 
f(z) = -123/100*z^3 + 229/60*z + 1
*
[ -15/11 ] 
f(z) = -121/100*z^3 + 239/60*z + 1
*
[ -15/11 ] 
f(z) = -121/108*z^3 + 229/60*z + 1
*
14/9 | 0.10048440056991457473771098887469322504 | 0.014752722848354078160341671298462533507
f(z) = -135/112*z^3 + 227/84*z + 1
*
-2/7 | 0.18501051830443305271595267825683845713 | 0.024512815773951610759383561929785044870
f(z) = -133/104*z^3 + 237/91*z + 1
*
-4/3 | 0.19045105012148191011569906266131994176 | 0.027819806013487214748276542238431986580
f(z) = -129/112*z^3 + 235/84*z + 1
*
-4/3 | 0.19654487771977118247462622297693764310 | 0.028855942731588230443970825671837525580
f(z) = -123/112*z^3 + 227/84*z + 1
*
[ -15/22 ] 
f(z) = -121/108*z^3 + 239/80*z + 1
*
-1 | 0.099202738653018065276139751143725116453 | 0.018114379418818545446773536675109080725
f(z) = -139/100*z^3 + 239/100*z + 1
*
-1 | 0.10749121747212252334031208301311376261 | 0.019627852254072085870450991040887324955
f(z) = -138/101*z^3 + 239/101*z + 1
*
-1 | 0.098820526628920795815271960165475380640 | 0.018072318898893153548527897984461757768
f(z) = -137/100*z^3 + 237/100*z + 1
*
-1 | 0.10729797507307042261115743024106686246 | 0.019607578183094824051559367038435013253
f(z) = -137/101*z^3 + 238/101*z + 1
*
-1 | 0.074038320954736814496188080036845118695 | 0.013519367060997605435953421139126360075
f(z) = -137/102*z^3 + 239/102*z + 1
*
-1 | 0.10710250982326389952676591309944007433 | 0.019586929744527309596163250690691785352
f(z) = -136/101*z^3 + 237/101*z + 1
*
-1 | 0.10693834079502254452734584139906594924 | 0.019526897199435598232721344003299853155
f(z) = -136/103*z^3 + 239/103*z + 1
*
-1 | 0.10690476577740993864546918614709851674 | 0.019565896168157916911891672712416202493
f(z) = -135/101*z^3 + 236/101*z + 1
*
-1 | 0.10673827842550182712261398133971826347 | 0.019505299498259031401457455453744710001
f(z) = -135/103*z^3 + 238/103*z + 1
*
-1/3 | 0.15613998447421693087093564113460437406 | 0.028876460943657772603750311223928910638
f(z) = -135/104*z^3 + 223/104*z + 1
*
-1 | 0.098096536953859231719394488318376579498 | 0.017912387441939838037360930841676245091
f(z) = -135/104*z^3 + 239/104*z + 1
*
-1 | 0.10670468471775133515684109930327565921 | 0.019544466231238854665076690904076402554
f(z) = -134/101*z^3 + 235/101*z + 1
*
-1 | 0.10653581087154704529826419918225427275 | 0.019483291719873248005189929099086022196
f(z) = -134/103*z^3 + 237/103*z + 1
*
-1 | 0.086020184816105887960029699034238346097 | 0.015707250491198314665605281586750050671
f(z) = -134/105*z^3 + 239/105*z + 1
*
-1 | 0.098029335518542794362965452526009211303 | 0.017983607408679833337015351890780553328
f(z) = -133/100*z^3 + 233/100*z + 1
*
-1 | 0.10650220602380275399283353786103558036 | 0.019522628232457308242371161741105343497
f(z) = -133/101*z^3 + 234/101*z + 1
*
-1 | 0.073237888236944510265265853623168238303 | 0.013414550985089796420636618266059062451
f(z) = -133/102*z^3 + 235/102*z + 1
*
-1 | 0.10633087441138652773382222802579370594 | 0.019460861572199902979515552169909468087
f(z) = -133/103*z^3 + 236/103*z + 1
*
-1 | 0.097686640165347704118311898941880575100 | 0.017864953501602972177609721003939524331
f(z) = -133/104*z^3 + 237/104*z + 1
*
-1 | 0.093231754674129817376815931622798441815 | 0.017024080191540328044659311348673745011
f(z) = -133/106*z^3 + 239/106*z + 1
*
-1 | 0.10629726653231310724458010377207420346 | 0.019500369963961752469472886672617271251
f(z) = -132/101*z^3 + 233/101*z + 1
*
-1 | 0.10612340258677141148290236117932584740 | 0.019437996220012911796239001993214609364
f(z) = -132/103*z^3 + 235/103*z + 1
*
-1 | 0.10576559133309129475714645016406887762 | 0.019312753628349905682391890686218245909
f(z) = -132/107*z^3 + 239/107*z + 1
*
-1 | 0.097619426884246220340619944481594455435 | 0.017936775910367770454001451675131412941
f(z) = -131/100*z^3 + 231/100*z + 1
*
-1 | 0.10608980038653659067883253729014162101 | 0.019477678681261758868958027594022094266
f(z) = -131/101*z^3 + 232/101*z + 1
*
-1 | 0.072821250783133417913599747802359620428 | 0.013359151912696319796926066741749434054
f(z) = -131/102*z^3 + 233/102*z + 1
*
-1 | 0.10591332603661770209227462334582688691 | 0.019414682251875661130818902090254922123
f(z) = -131/103*z^3 + 234/103*z + 1
*
-1 | 0.097266442869826244554895124332138848235 | 0.017815719273530541675373457592881891163
f(z) = -131/104*z^3 + 235/104*z + 1
*
-1 | 0.085389793055964055431510924608795604428 | 0.015628188440468257869472393615980846658
f(z) = -131/105*z^3 + 236/105*z + 1
*
-1 | 0.092806748056120531376928484041258245202 | 0.016972517796202310446579714974787288338
f(z) = -131/106*z^3 + 237/106*z + 1
*
-1 | 0.10554996573480884949045289690259587412 | 0.019288147832788560294906976814219108517
f(z) = -131/107*z^3 + 238/107*z + 1
*
-1 | 0.083336356415116596876304780171621026989 | 0.015217184525171256301850071659139819950
f(z) = -131/108*z^3 + 239/108*z + 1
*
-1 | 0.10587973887378979461837404371695362937 | 0.019454541070798944749322169146285895341
f(z) = -130/101*z^3 + 231/101*z + 1
*
-1 | 0.10570057231736062027459578555576006927 | 0.019390905644449904229983675661029558861
f(z) = -130/103*z^3 + 233/103*z + 1
*
-1 | 0.10533148293752218518496345392685747122 | 0.019263043971505423721242449999029727888
f(z) = -130/107*z^3 + 237/107*z + 1
*
-1 | 0.10514123158406668645076781067836951247 | 0.019198745794078023975379501015646380996
f(z) = -130/109*z^3 + 239/109*z + 1
*
-1 | 0.097199290070631122750196446813701325458 | 0.017888160271550939535621947141182788334
f(z) = -129/100*z^3 + 229/100*z + 1
*
-1 | 0.10566701025015301357777644576733235461 | 0.019430943214963215220773708969528423568
f(z) = -129/101*z^3 + 230/101*z + 1
*
-1 | 0.10548506570868564810866605868761205996 | 0.019366651723913540471966455983056742467
f(z) = -129/103*z^3 + 232/103*z + 1
*
-1 | 0.096835362041333658394914612865592973562 | 0.017764571441977356802886648436452572304
f(z) = -129/104*z^3 + 233/104*z + 1
*
-1 | 0.092369193542326164671901637879673416318 | 0.016918719068146311244398247259643881766
f(z) = -129/106*z^3 + 235/106*z + 1
*
-1 | 0.10511005813355493027464913995412319801 | 0.019237425653709751862980072399848300741
f(z) = -129/107*z^3 + 236/107*z + 1
*
-1 | 0.10491664921767706928164875711670000600 | 0.019172415889889823286879079873867524837
f(z) = -129/109*z^3 + 238/109*z + 1
*
-1 | 0.091982979736694987007231324412606756385 | 0.016796054399787473938569031878600887770
f(z) = -129/110*z^3 + 239/110*z + 1
*
-1 | 0.10545153955103789545327735614528022903 | 0.019406870554301678789789317559525703489
f(z) = -128/101*z^3 + 229/101*z + 1
*
-1 | 0.10526672700313598327073359383820012492 | 0.019341905124192222672073542271348437474
f(z) = -128/103*z^3 + 231/103*z + 1
*
[ 5/4 ] 
f(z) = -128/105*z^3 + 221/105*z + 1
*
-1 | 0.084733467840140613229153548898668755989 | 0.015544463419573514699141502472456121467
f(z) = -128/105*z^3 + 233/105*z + 1
*
-1 | 0.10488560239258478131725111326739658028 | 0.019211275676671323179152976310755018283
f(z) = -128/107*z^3 + 235/107*z + 1
*
-1 | 0.10468892581194809624831371011995823855 | 0.019145532987904446253844389883705150971
f(z) = -128/109*z^3 + 237/109*z + 1
*
-1 | 0.084144268304232495518242264631594714179 | 0.015364708904993149525018583829224485973
f(z) = -128/111*z^3 + 239/111*z + 1
*
[ 5/4 ] 
f(z) = -128/115*z^3 + 223/115*z + 1
*
-1 | 0.096768353276686477910204723807693066280 | 0.017837648819778865448745735274115611294
f(z) = -127/100*z^3 + 227/100*z + 1
*
-1 | 0.10523324838618812577213470974881603571 | 0.019382307846637031401380908231640198926
f(z) = -127/101*z^3 + 228/101*z + 1
*
-1 | 0.071960792756549159165599983813185400487 | 0.013243370328750541022187842901341933029
f(z) = -127/102*z^3 + 229/102*z + 1
*
-1 | 0.10504547327790688084991960528145906122 | 0.019316649741672697052784096658776453393
f(z) = -127/103*z^3 + 230/103*z + 1
*
-1 | 0.096392759952939249663902618673903455044 | 0.017711385836221961533369901986291230310
f(z) = -127/104*z^3 + 231/104*z + 1
*
-1 | 0.084510154616909468184820734008796585425 | 0.015515738845152990749251647133417438339
f(z) = -127/105*z^3 + 232/105*z + 1
*
-1 | 0.091920372201233223568350996356894853138 | 0.016862910248065693787975843561279235698
f(z) = -127/106*z^3 + 233/106*z + 1
*
-1 | 0.10465802237525851699474143894615517833 | 0.019184575969437899306847276983894171867
f(z) = -127/107*z^3 + 234/107*z + 1
*
-1 | 0.082438054191681071786336957801632575643 | 0.015099690989015309343421295783982365061
f(z) = -127/108*z^3 + 235/108*z + 1
*
-1 | 0.10445796201734666651891021096027572767 | 0.019118077888354224552567300603857611362
f(z) = -127/109*z^3 + 236/109*z + 1
*
-1 | 0.091520197731304059222583578234067211144 | 0.016737233199542882836262145174915417071
f(z) = -127/110*z^3 + 237/110*z + 1
*
-1 | 0.083908724789009702558228553822091761239 | 0.015333438309752571471418574367863190033
f(z) = -127/111*z^3 + 238/111*z + 1
*
-1 | 0.095591980251199477511257292322494694650 | 0.017455056414551476354500218167880791290
f(z) = -127/112*z^3 + 239/112*z + 1
*
-1 | 0.10501205471750162787151072161356221849 | 0.019357239122777156672360197080132490295
f(z) = -126/101*z^3 + 227/101*z + 1
*
-1 | 0.10482121764691925484483311227670927560 | 0.019290868686023113532141740159195433557
f(z) = -126/103*z^3 + 229/103*z + 1
*
-1 | 0.10442722002032483135985454523072574053 | 0.019157307531377917370139213596600663718
f(z) = -126/107*z^3 + 233/107*z + 1
*
-1 | 0.10422365330330593161114294216416467712 | 0.019090030375619817182093265555038382320
f(z) = -126/109*z^3 + 235/109*z + 1
*
-1 | 0.10380224275051733183530653147264349740 | 0.018954246981869714371708148937050835015
f(z) = -126/113*z^3 + 239/113*z + 1
*
-1 | 0.10478787261785780813712779937840724096 | 0.019331647638457407087155328243500149638
f(z) = -125/101*z^3 + 226/101*z + 1
*
-1 | 0.071511684661425949723431038269772542952 | 0.013181998807544054877410333961714396734
f(z) = -125/102*z^3 + 227/102*z + 1
*
-1 | 0.10459386899101266152156112404189059845 | 0.019264544226696225921599214464797188597
f(z) = -125/103*z^3 + 228/103*z + 1
*
-1 | 0.095937936734434598204454661752458538130 | 0.017656025956366713408677974996139805643
f(z) = -125/104*z^3 + 229/104*z + 1
*
-1 | 0.091458888837891075145014962645664516580 | 0.016804827137960056523143517171927073045
f(z) = -125/106*z^3 + 231/106*z + 1
*
-1 | 0.10419309220214727822179941888831993134 | 0.019129450364938687072533294422279292483
f(z) = -125/107*z^3 + 232/107*z + 1
*
-1 | 0.081969595392767681068678762907578743031 | 0.015037427472034932615628972007565888062
f(z) = -125/108*z^3 + 233/108*z + 1
*
-1 | 0.10398588956917593915352262296723057081 | 0.019061369142219167090540126870894513303
f(z) = -125/109*z^3 + 234/109*z + 1
*
-1 | 0.083430189800207796942802038443306994809 | 0.015269538444332977230576622403734184576
f(z) = -125/111*z^3 + 236/111*z + 1
*
-1 | 0.095108521714150763211956808870869551323 | 0.017393466651668336769702708531392176344
f(z) = -125/112*z^3 + 237/112*z + 1
*
-1 | 0.10355664547058961296917597336951030000 | 0.018923889486831803879249425984592416917
f(z) = -125/113*z^3 + 238/113*z + 1
*
-1 | 0.070266999917065523666554135134470880807 | 0.012830725385232015416244932533932372793
f(z) = -125/114*z^3 + 239/114*z + 1
*
-1 | 0.10456061200889690590018003963366092862 | 0.019305515822110579442624293901304874470
f(z) = -124/101*z^3 + 225/101*z + 1
*
-1 | 0.10436333166380499988060484579189864613 | 0.019237657734634191743219534910081241171
f(z) = -124/103*z^3 + 227/103*z + 1
*
-1 | 0.083817038558991526591341690162869705855 | 0.015425345371766563044651430531024132834
f(z) = -124/105*z^3 + 229/105*z + 1
*
-1 | 0.10395553035499395626756666881733520374 | 0.019100983401920317966562755128743904791
f(z) = -124/107*z^3 + 231/107*z + 1
*
-1 | 0.10374455471586329099070571631810845360 | 0.019032071705163008371869675302629878249
f(z) = -124/109*z^3 + 233/109*z + 1
*
-1 | 0.083184888731803742674016466973728577312 | 0.015236484256230896528809272046262028607
f(z) = -124/111*z^3 + 235/111*z + 1
*
-1 | 0.10330716808220155081838234145365137557 | 0.018892836840809820086676570157142985476
f(z) = -124/113*z^3 + 237/113*z + 1
*
-1 | 0.10308017176133540421780219207679586692 | 0.018822397115193023317390688966125730268
f(z) = -124/115*z^3 + 239/115*z + 1
*
-1 | 0.095871521429220913562916185551254209941 | 0.017730437552445715830063997281384443157
f(z) = -123/100*z^3 + 223/100*z + 1
*
-1 | 0.10433017837542473337559824749589535295 | 0.019278825218005849494307310859534983746
f(z) = -123/101*z^3 + 224/101*z + 1
*
-1 | 0.10412950517042513353301867245668738735 | 0.019210189618627065373584638279350142027
f(z) = -123/103*z^3 + 226/103*z + 1
*
-1 | 0.095470121561156301732205238271832875280 | 0.017598341229598911010294390290063427614
f(z) = -123/104*z^3 + 227/104*z + 1
*
-1 | 0.090984574913987043605486924687073524050 | 0.016744429482125388168476142926751303351
f(z) = -123/106*z^3 + 229/106*z + 1
*
-1 | 0.10371442005994991025969160429592889527 | 0.019071884422459186902995640079983569037
f(z) = -123/107*z^3 + 230/107*z + 1
*
-1 | 0.10349952617300272630381519684625688607 | 0.019002114313681203624586528458338679728
f(z) = -123/109*z^3 + 232/109*z + 1
*
-1 | 0.090554066849305838482813115057394689268 | 0.016612259777780781275214224674734244568
f(z) = -123/110*z^3 + 233/110*z + 1
*
-1 | 0.094609863336278222178905266890004116905 | 0.017329129306825996698856856448565721652
f(z) = -123/112*z^3 + 235/112*z + 1
*
-1 | 0.10305366862713014928752660724361124007 | 0.018861061669640307712264338230388115602
f(z) = -123/113*z^3 + 236/113*z + 1
*
-1 | 0.10282208004133741022255998759547242302 | 0.018789655368481922334022543070774712682
f(z) = -123/115*z^3 + 238/115*z + 1
*
-1 | 0.094146596112674613455758976274712944822 | 0.017191129863261805649691543493134759634
f(z) = -123/116*z^3 + 239/116*z + 1
*
-1 | 0.10409647245379797316873142079864202186 | 0.019251556424235513883215092653003521743
f(z) = -122/101*z^3 + 223/101*z + 1
*
-1 | 0.10389228381592558174870084102814666520 | 0.019182119255699198612929323373198383021
f(z) = -122/103*z^3 + 225/103*z + 1
*
-1 | 0.083339783199479267305784161761149483260 | 0.015362313556977387440703660690240120036
f(z) = -122/105*z^3 + 227/105*z + 1
*
-1 | 0.10346964058964387063539313581343769166 | 0.019042129965788381761197411289059677643
f(z) = -122/107*z^3 + 229/107*z + 1
*
-1 | 0.10325067437564585724528218992267694314 | 0.018971471847159387878088893077779810733
f(z) = -122/109*z^3 + 231/109*z + 1
*
-1 | 0.082682593995972657012127768689424856817 | 0.015168227980833137936540884935038695602
f(z) = -122/111*z^3 + 233/111*z + 1
*
-1 | 0.10279599640755551414920114758346452255 | 0.018828534902739726939741779632855571468
f(z) = -122/113*z^3 + 235/113*z + 1
*
-1 | 0.10255961620008403611907964366087716169 | 0.018756124393831808587102496493305571029
f(z) = -122/115*z^3 + 237/115*z + 1
*
-1 | 0.088753589522170141731577591683374315794 | 0.016206369070212722770650017396602889022
f(z) = -122/117*z^3 + 239/117*z + 1
*
-1 | 0.095404189233545226831596684689056067648 | 0.017673455675339553901653139884520849961
f(z) = -121/100*z^3 + 221/100*z + 1
*
-1 | 0.10385938989127413377177632440634901908 | 0.019223689024955625973322237148958975879
f(z) = -121/101*z^3 + 222/101*z + 1
*
-1 | 0.10365155631971362098065450424703552986 | 0.019153424914806328558337795082892639700
f(z) = -121/103*z^3 + 224/103*z + 1
*
-1 | 0.094988462145646376066586625528494138363 | 0.017538164932648754482258015763241153895
f(z) = -121/104*z^3 + 225/104*z + 1
*
-1 | 0.083095229546116443188702054668623529436 | 0.015329709993067490503581573627610048251
f(z) = -121/105*z^3 + 226/105*z + 1
*
-1 | 0.090495215950263436626202810958366171343 | 0.016681299488225868096486007672231863765
f(z) = -121/106*z^3 + 227/106*z + 1
*
-1 | 0.10322106440519933576521891407004618320 | 0.019011695231691703736334496358024692764
f(z) = -121/107*z^3 + 228/107*z + 1
*
-1 | 0.080989669566851995624872184526013771564 | 0.014905007932661263397405385816277729823
f(z) = -121/108*z^3 + 229/108*z + 1
*
-1 | 0.10299786218341793203878054534134982110 | 0.018940117701926774286338797649116797810
f(z) = -121/109*z^3 + 230/109*z + 1
*
-1 | 0.082425312880949167303242893049917781971 | 0.015132969933472843183514655684830635741
f(z) = -121/111*z^3 + 232/111*z + 1
*
-1 | 0.094094877381823056329596753482538868429 | 0.017261826014137279393587620934426145962
f(z) = -121/112*z^3 + 233/112*z + 1
*
-1 | 0.10253399119039359326621967436444475863 | 0.018795225619577577188617078991188531331
f(z) = -121/113*z^3 + 234/113*z + 1
*
-1 | 0.069234429469500242986652784036070644212 | 0.012681261112246427862288049135924442579
f(z) = -121/114*z^3 + 235/114*z + 1
*
-1 | 0.10229260597443596545865394911478746708 | 0.018721770659255588050048661167542574246
f(z) = -121/115*z^3 + 236/115*z + 1
*
-1 | 0.093612002671300174464495383381662736161 | 0.017119782931258502026838688655094828118
f(z) = -121/116*z^3 + 237/116*z + 1
*
-1 | 0.088481263353136156823580371978267553633 | 0.016169021715033697841121819786331066036
f(z) = -121/117*z^3 + 238/117*z + 1
*
-1 | 0.089081495351465891488012735532037521432 | 0.016266244540246682851946480457421549981
f(z) = -121/118*z^3 + 239/118*z + 1
*
[ 12/11 ] 
f(z) = -121/104*z^3 + 229/156*z + 1
*
-26/45 | 0.21081080262565323251871671613415444075 | 0.027689715491216663348356967109732132703
f(z) = -135/104*z^3 + 227/195*z + 1
*
8/11 | 0.090956119288426365313617751321794808863 | 0.016570805468422241943361408556124372797
f(z) = -121/105*z^3 + 233/210*z + 1
*
[ 14/15 ] 
f(z) = -125/112*z^3 + 227/252*z + 1
*
[ 10/11 ] 
f(z) = -121/108*z^3 + 223/270*z + 1
*
[ 6/7 ] 
f(z) = -139/108*z^3 + 229/294*z + 1
*
[ 10/11 ] 
f(z) = -121/116*z^3 + 221/290*z + 1
*
[ 6 ] 
f(z) = -127/108*z^3 + 259/6*z + 1
*
[ -6 ] 
f(z) = -125/108*z^3 + 257/6*z + 1
*
[ 6 ] 
f(z) = -121/108*z^3 + 247/6*z + 1
*
-3/25 | 0.17172062575815534397470851351015848625 | 0.019502127635170508883460186330970483360
f(z) = -125/108*z^3 + 247/20*z + 1
*
-2 | 0.10555338372040725482926059695263880161 | 0.016952182140201909178460707194184720411
f(z) = -139/100*z^3 + 253/50*z + 1
*
-2 | 0.091967375883096791356534996057251301878 | 0.014789080196984242332125663850969386476
f(z) = -139/108*z^3 + 251/54*z + 1
*
-2 | 0.10549549544197865737836107559651969380 | 0.016986361081636249415305529062880470406
f(z) = -139/116*z^3 + 249/58*z + 1
*
-2 | 0.10528168725131214783953035400882030684 | 0.016951934747946294638809500715466004015
f(z) = -137/100*z^3 + 249/50*z + 1
*
-2 | 0.091693071727903095519882880396753451136 | 0.014783159479508226272940666824374483922
f(z) = -137/108*z^3 + 247/54*z + 1
*
-2 | 0.10521806942378096478884331049970583722 | 0.016985983767687671331188152184777183171
f(z) = -137/116*z^3 + 245/58*z + 1
*
-2 | 0.10493581271610354959870358710811569059 | 0.016985555514729616621948001215121479393
f(z) = -135/116*z^3 + 241/58*z + 1
*
-2 | 0.10472479264540859772703978146095806364 | 0.016951398509292318242920488037062057044
f(z) = -133/100*z^3 + 241/50*z + 1
*
[ -8/5 ] 
f(z) = -125/112*z^3 + 251/56*z + 1
*
-2/11 | 0.14836514100403928956309576937164744185 | 0.023951474215280695342340544633738324544
f(z) = -121/108*z^3 + 245/54*z + 1
*
[ -2/5 ] 
f(z) = -135/104*z^3 + 241/65*z + 1
*
[ 42/25 ] 
f(z) = -125/108*z^3 + 257/70*z + 1
*
[ -6/11 ] 
f(z) = -121/117*z^3 + 245/78*z + 1
*
14/9 | 0.18813138812186815770101238792453007354 | 0.027219077890046386641628891895241459551
f(z) = -135/112*z^3 + 251/84*z + 1
*
[ -2/3 ] 
f(z) = -129/112*z^3 + 253/84*z + 1
*
[ -2/3 ] 
f(z) = -123/112*z^3 + 251/84*z + 1
*
-1 | 0.10787124685650174334030099686783946086 | 0.019667318255272200319202582746491503069
f(z) = -140/101*z^3 + 241/101*z + 1
*
-1 | 0.10771572542487336131198437827124692655 | 0.019609415721257098825046753039804315186
f(z) = -140/103*z^3 + 243/103*z + 1
*
-1 | 0.10739674326318081590328026701457970193 | 0.019493405928418003879595087671011486680
f(z) = -140/107*z^3 + 247/107*z + 1
*
-1 | 0.10723307672179097343562919686939270180 | 0.019435250057232072604742162060954206719
f(z) = -140/109*z^3 + 249/109*z + 1
*
-1 | 0.086721806931570483752004514437186016118 | 0.015694967975819391894756447696335496029
f(z) = -140/111*z^3 + 251/111*z + 1
*
-1 | 0.10689683061381976461851529318939812568 | 0.019318508272657700712117033643149196428
f(z) = -140/113*z^3 + 253/113*z + 1
*
-1 | 0.092984751349834683179077962847548411124 | 0.016756798776456218645243796785712582869
f(z) = -140/117*z^3 + 257/117*z + 1
*
-1 | 0.10768229081456442228642275355782276972 | 0.019647762299382016494057288767922728121
f(z) = -139/101*z^3 + 240/101*z + 1
*
-1 | 0.074424125858204335468949480037388600095 | 0.013569167055896644600288893514112706516
f(z) = -139/102*z^3 + 241/102*z + 1
*
-1 | 0.10752469613078648243532841271972462997 | 0.019589345242230408663800909990569600033
f(z) = -139/103*z^3 + 242/103*z + 1
*
-1 | 0.098887524661018737097357587149199102076 | 0.018002260794097601169294628039038414326
f(z) = -139/104*z^3 + 243/104*z + 1
*
-1 | 0.087020775298513012667373713733216463682 | 0.015830109564069525083362325190603236015
f(z) = -139/105*z^3 + 244/105*z + 1
*
-1 | 0.094447825447603642755403134373854014090 | 0.017168404360036674158280665501535587702
f(z) = -139/106*z^3 + 245/106*z + 1
*
-1 | 0.10720133918183126368734164442811629244 | 0.019472276734315881148444689074920371545
f(z) = -139/107*z^3 + 246/107*z + 1
*
-1 | 0.084998233315752077832503914525828335404 | 0.015427889290478890499960952258027211410
f(z) = -139/108*z^3 + 247/108*z + 1
*
-1 | 0.10703536197812273840302700589920946965 | 0.019413574910635082433628574864684242775
f(z) = -139/109*z^3 + 248/109*z + 1
*
-1 | 0.094115189546077300342827243928382660163 | 0.017057724154995748609946364852200007271
f(z) = -139/110*z^3 + 249/110*z + 1
*
-1 | 0.086521692613197149184861290375481663075 | 0.015670072450081907390686118962940267057
f(z) = -139/111*z^3 + 250/111*z + 1
*
-1 | 0.098223322065957693007636722622535293111 | 0.017776519526631160432543266484706503374
f(z) = -139/112*z^3 + 251/112*z + 1
*
-1 | 0.10669422220193228523396594662493632254 | 0.019295703139209824344895316690464815213
f(z) = -139/113*z^3 + 252/113*z + 1
*
-1 | 0.073427233042858608327964023767987287663 | 0.013269847205305661644848293054242031110
f(z) = -139/114*z^3 + 253/114*z + 1
*
-1 | 0.10651880161740204917271407709196796298 | 0.019236476701767708298618772989839391788
f(z) = -139/115*z^3 + 254/115*z + 1
*
-1 | 0.097872445396874552251892372270951608452 | 0.017662477988867492843813014125676924297
f(z) = -139/116*z^3 + 255/116*z + 1
*
-1 | 0.092776846139971762849596705108608344454 | 0.016731086979431953658983275799799550004
f(z) = -139/117*z^3 + 256/117*z + 1
*
-1 | 0.093413151865362236801629875944216328725 | 0.016834000910464378109455028598935175431
f(z) = -139/118*z^3 + 257/118*z + 1
*
-1 | 0.10615754785511306360093262848823907042 | 0.019117291640906391750811850227033555529
f(z) = -139/119*z^3 + 258/119*z + 1
*
-1 | 0.10733149210000456122775652363503172065 | 0.019568909004566601384663931039453959942
f(z) = -138/103*z^3 + 241/103*z + 1
*
-1 | 0.10700363546920363604003513561654589936 | 0.019450756785802330835113426363660972047
f(z) = -138/107*z^3 + 245/107*z + 1
*
-1 | 0.10683527958787869955420241058632954657 | 0.019391495581752232201210911001847233622
f(z) = -138/109*z^3 + 247/109*z + 1
*
-1 | 0.10648909733827145291210758099191564689 | 0.019272464811727111988385581918242718556
f(z) = -138/113*z^3 + 251/113*z + 1
*
-1 | 0.10594404807366714678438178138788000111 | 0.019092195971515072662440199889313360582
f(z) = -138/119*z^3 + 257/119*z + 1
*
-1 | 0.10713605911966569281331035836314870760 | 0.019548096603002652100071842672299119937
f(z) = -137/103*z^3 + 240/103*z + 1
*
-1 | 0.098496667888210912524023309349811178833 | 0.017958124809832347694114671094057396167
f(z) = -137/104*z^3 + 241/104*z + 1
*
-1 | 0.086626624182052958875412614984008165250 | 0.015782038074370408367005534617909660019
f(z) = -137/105*z^3 + 242/105*z + 1
*
-1 | 0.094052405034347496480835165764894943987 | 0.017122037684171706609326870025144026447
f(z) = -137/106*z^3 + 243/106*z + 1
*
-1 | 0.10680357239791231904559135540463050602 | 0.019428834632801463601968858984854740451
f(z) = -137/107*z^3 + 244/107*z + 1
*
-1 | 0.084598075378300924884534419997656353239 | 0.015377950305285550372694772530260859356
f(z) = -137/108*z^3 + 245/108*z + 1
*
-1 | 0.10663276672170698118645439005920120106 | 0.019369000036734035852824025726442837713
f(z) = -137/109*z^3 + 246/109*z + 1
*
-1 | 0.093710761501484794344043287916050829435 | 0.017009285927163467000972280041120753883
f(z) = -137/110*z^3 + 247/110*z + 1
*
-1 | 0.086115112002158602615485674712008627631 | 0.015619157509210280460699518040173028979
f(z) = -137/111*z^3 + 248/111*z + 1
*
-1 | 0.097813123103277092289075281053159858461 | 0.017727948917506948740984903447567759693
f(z) = -137/112*z^3 + 249/112*z + 1
*
-1 | 0.10628138616391801619094628590746557932 | 0.019248779941571544106340175616018542098
f(z) = -137/113*z^3 + 250/113*z + 1
*
-1 | 0.073011705863558544993770487974630587829 | 0.013213705132928142667872381254649262943
f(z) = -137/114*z^3 + 251/114*z + 1
*
-1 | 0.10610052742240503596834112724081993001 | 0.019188333143115987515266961759120736944
f(z) = -137/115*z^3 + 252/115*z + 1
*
-1 | 0.097451366415028111732765929034527500278 | 0.017611513994009195785614111345042916996
f(z) = -137/116*z^3 + 253/116*z + 1
*
-1 | 0.092352902608901392447456367420068428528 | 0.016678224242118384501064839331658704733
f(z) = -137/117*z^3 + 254/117*z + 1
*
-1 | 0.092986281930191617970393209580168862103 | 0.016780700136783174119255982613760427887
f(z) = -137/118*z^3 + 255/118*z + 1
*
-1 | 0.10572768745970983609342260999251510400 | 0.019066601297847703208457826420885040721
f(z) = -137/119*z^3 + 256/119*z + 1
*
-1 | 0.086427601411694189199748433024032646040 | 0.015757666593627124785422041262076752857
f(z) = -136/105*z^3 + 241/105*z + 1
*
-1 | 0.10660108772449057796139558581585802385 | 0.019406498329583990582707204369353604780
f(z) = -136/107*z^3 + 243/107*z + 1
*
-1 | 0.10642775783941212374299855976375868913 | 0.019346075709628215079502414876941550057
f(z) = -136/109*z^3 + 245/109*z + 1
*
-1 | 0.085906443156793866132284996740566548237 | 0.015592736962407142776455797076244200270
f(z) = -136/111*z^3 + 247/111*z + 1
*
-1 | 0.10607101564990571797139153644702299170 | 0.019224634562421080594419210976614591879
f(z) = -136/113*z^3 + 249/113*z + 1
*
-1 | 0.10588730521958406541890362737021331287 | 0.019163552089943629153537265297770703230
f(z) = -136/115*z^3 + 251/115*z + 1
*
-1 | 0.092136704088664527038766630941296978556 | 0.016651042598097073736478385231254126863
f(z) = -136/117*z^3 + 253/117*z + 1
*
-1 | 0.093646785786623181527815330322399166139 | 0.017073883850613981358951852715658668158
f(z) = -135/106*z^3 + 241/106*z + 1
*
-1 | 0.10639611653929724611102466576438858140 | 0.019383735405173747536792102277227540387
f(z) = -135/107*z^3 + 242/107*z + 1
*
-1 | 0.10622018452399745761300523204655039828 | 0.019322709469807430371960072101984633295
f(z) = -135/109*z^3 + 244/109*z + 1
*
-1 | 0.097392454661560069894582037090162394402 | 0.017677543986882789122096767907214355918
f(z) = -135/112*z^3 + 247/112*z + 1
*
-1 | 0.10585790939208990255173091131016874903 | 0.019200014050371522202201966083266055376
f(z) = -135/113*z^3 + 248/113*z + 1
*
-1 | 0.097019098171004447560630750517060429699 | 0.017558578317427328987605877343680565839
f(z) = -135/116*z^3 + 251/116*z + 1
*
-1 | 0.092548477291271610762316818881592437645 | 0.016725458686725198970895905876558454807
f(z) = -135/118*z^3 + 253/118*z + 1
*
-1 | 0.10528603087329832338920541799486068208 | 0.019013847782389235277100966358422862467
f(z) = -135/119*z^3 + 254/119*z + 1
*
-1 | 0.10618859110465318464345600883287405016 | 0.019360532831444726614606314906964276417
f(z) = -134/107*z^3 + 241/107*z + 1
*
-1 | 0.10600997530231505007380984720356720396 | 0.019298887586781876760589811168411860914
f(z) = -134/109*z^3 + 243/109*z + 1
*
-1 | 0.085484188707341544220619641697625012178 | 0.015539024971321427575943878819774386221
f(z) = -134/111*z^3 + 245/111*z + 1
*
-1 | 0.10564198738839373618301585020394965751 | 0.019174903080629808468754754434896233474
f(z) = -134/113*z^3 + 247/113*z + 1
*
-1 | 0.10545228551378818711433862099441288350 | 0.019112494024435884482086964275454059859
f(z) = -134/115*z^3 + 249/115*z + 1
*
-1 | 0.091695423354031894865427334368856859594 | 0.016595096250777230371290732180439232568
f(z) = -134/117*z^3 + 251/117*z + 1
*
-1 | 0.10506054718102334875524199061746191434 | 0.018986653188800465362787307268376008373
f(z) = -134/119*z^3 + 253/119*z + 1
*
-1 | 0.10597844068004486017335008971469150067 | 0.019336876988681674624377074447978161886
f(z) = -133/107*z^3 + 240/107*z + 1
*
-1 | 0.083767707096578378041483897152695610384 | 0.015272708928399035609557807610103941598
f(z) = -133/108*z^3 + 241/108*z + 1
*
-1 | 0.10579705545095651575733512359270305932 | 0.019274595692131277204851548943149062260
f(z) = -133/109*z^3 + 242/109*z + 1
*
-1 | 0.092868945161798513901341052485741715476 | 0.016906591364345130318886499977951670245
f(z) = -133/110*z^3 + 243/110*z + 1
*
-1 | 0.085268381248841823037951987039244414816 | 0.015511328333833893650168314894993058416
f(z) = -133/111*z^3 + 244/111*z + 1
*
-1 | 0.10542316579649872790884393969195655717 | 0.019149285580426837327149895502338684469
f(z) = -133/113*z^3 + 246/113*z + 1
*
-1 | 0.10523031403806305154027566587978061596 | 0.019086183731177972759002724584167944386
f(z) = -133/115*z^3 + 248/115*z + 1
*
-1 | 0.096574956398410283623988940735270345288 | 0.017503539805530630739283458596159877124
f(z) = -133/116*z^3 + 249/116*z + 1
*
-1 | 0.091470156004607913913357956379377479698 | 0.016566296015733200609039722127830986901
f(z) = -133/117*z^3 + 250/117*z + 1
*
-1 | 0.092097705679423096409686862486949901317 | 0.016667901562816393678207036083246909625
f(z) = -133/118*z^3 + 251/118*z + 1
*
-1 | 0.10558134678584579985960419842900632164 | 0.019249818738257520852113416772862200697
f(z) = -132/109*z^3 + 241/109*z + 1
*
-1 | 0.10520135666978153789933224069245542662 | 0.019123144677727214872708271550887079534
f(z) = -132/113*z^3 + 245/113*z + 1
*
-1 | 0.10500524487716501039202778156308573376 | 0.019059328996480488139978698936990907149
f(z) = -132/115*z^3 + 247/115*z + 1
*
-1 | 0.10459976225134826985389268750508702597 | 0.018930531741671853340309643659743470328
f(z) = -132/119*z^3 + 251/119*z + 1
*
-1 | 0.10536276743379651270786750547317961209 | 0.019224540953620835145971688149383582813
f(z) = -131/109*z^3 + 240/109*z + 1
*
-1 | 0.092432308195106066719368337545787936210 | 0.016852457678187905334011234985473316795
f(z) = -131/110*z^3 + 241/110*z + 1
*
-1 | 0.084826991420637110980480076116312270087 | 0.015454172674688430658487077553790066169
f(z) = -131/111*z^3 + 242/111*z + 1
*
-1 | 0.096517216595838111879837833949581006892 | 0.017570751318074127653728248559759670961
f(z) = -131/112*z^3 + 243/112*z + 1
*
-1 | 0.10497646766898993822879659180052037146 | 0.019096462645254197167474272802960153848
f(z) = -131/113*z^3 + 244/113*z + 1
*
-1 | 0.071697576032846421118942751486409545920 | 0.013032941427002574058814666997518516243
f(z) = -131/114*z^3 + 245/114*z + 1
*
-1 | 0.10477697963703117056949747840221826466 | 0.019031910967245049790025276379507780619
f(z) = -131/115*z^3 + 246/115*z + 1
*
-1 | 0.096118186389562506319181790303163144518 | 0.017446253652250563894330296444015337668
f(z) = -131/116*z^3 + 247/116*z + 1
*
-1 | 0.091009867963796885913374788636761404091 | 0.016506945524071806722452996600708430416
f(z) = -131/117*z^3 + 248/117*z + 1
*
-1 | 0.091633161729139903522845236831009809863 | 0.016607873859304461576977298592544554012
f(z) = -131/118*z^3 + 249/118*z + 1
*
-1 | 0.10436424170794658079165067456019393154 | 0.018901563057400660663434574892400767276
f(z) = -131/119*z^3 + 250/119*z + 1
*
-1 | 0.084603298272783925024132549729506415343 | 0.015425055712853962898624791539120316973
f(z) = -130/111*z^3 + 241/111*z + 1
*
-1 | 0.10474840174678827835484216211132625291 | 0.019069220839278765122359633833765455251
f(z) = -130/113*z^3 + 243/113*z + 1
*
-1 | 0.10412514598254700963453974487721462019 | 0.018871959205898233097308765471829135098
f(z) = -130/119*z^3 + 249/119*z + 1
*
-1 | 0.096061244657177264380209696466909574282 | 0.017514093196526349330619740414537259872
f(z) = -129/112*z^3 + 241/112*z + 1
*
-1 | 0.10451705680187580359103156607247320566 | 0.019041399632540169809619744718089585463
f(z) = -129/113*z^3 + 242/113*z + 1
*
-1 | 0.10431044106303554702210706215052447357 | 0.018975304518258935453870571886334671773
f(z) = -129/115*z^3 + 244/115*z + 1
*
-1 | 0.095647952288681859462472370934801033239 | 0.017386559333889352454204688883428808342
f(z) = -129/116*z^3 + 245/116*z + 1
*
-1 | 0.091155906894193916144267670157263398600 | 0.016545558476639516870828764058200612220
f(z) = -129/118*z^3 + 247/118*z + 1
*
-1 | 0.10388234927257045038084437254500975081 | 0.018841696166805219174948172750338334665
f(z) = -129/119*z^3 + 248/119*z + 1
*
-1 | 0.10428232529887585989944520952649277652 | 0.019012978340568775091595621811204973325
f(z) = -128/113*z^3 + 241/113*z + 1
*
-1 | 0.10407194343690308432129082735261584287 | 0.018946073061511725816396291033024778847
f(z) = -128/115*z^3 + 243/115*z + 1
*
-1 | 0.090293387395403342877563110164854342800 | 0.016413224745991811289775120416735527075
f(z) = -128/117*z^3 + 245/117*z + 1
*
-1 | 0.10363571832140722672631808799170797251 | 0.018810748487705533494121728403992643577
f(z) = -128/119*z^3 + 247/119*z + 1
*
-1 | 0.10404409384959308557072952173207095421 | 0.018983935140567322654712381768521399278
f(z) = -127/113*z^3 + 240/113*z + 1
*
-1 | 0.070758542381231923830324950818334746250 | 0.012900849974804720330823647685481049238
f(z) = -127/114*z^3 + 241/114*z + 1
*
-1 | 0.10382980023004496307106891244219681134 | 0.018916192059396130427530051120066901017
f(z) = -127/115*z^3 + 242/115*z + 1
*
-1 | 0.095163324124439797596151587178635970440 | 0.017324278110853827821869733516993445621
f(z) = -127/116*z^3 + 243/116*z + 1
*
-1 | 0.090047125508562947240715837818377473734 | 0.016380638506612213679949442158120692414
f(z) = -127/117*z^3 + 244/117*z + 1
*
-1 | 0.090662333122226971478031616754362274141 | 0.016480290444910731168017325275610246992
f(z) = -127/118*z^3 + 245/118*z + 1
*
-1 | 0.10338511176463147225781351845912219604 | 0.018779089159273047852866898179545605259
f(z) = -127/119*z^3 + 246/119*z + 1
*
-1 | 0.10358388278140820014529434819170022774 | 0.018885636795214031328506490919147535163
f(z) = -126/115*z^3 + 241/115*z + 1
*
8/5 | 0.13099035513521185778290806726074525328 | 0.023639076912279726252741095786658072357
f(z) = -125/104*z^3 + 255/104*z + 1
*
-1 | 0.094663261937193590809167399455010318323 | 0.017259209973512664451065047673421934995
f(z) = -125/116*z^3 + 241/116*z + 1
*
-1 | 0.089542627434089532862510183279709222480 | 0.016313289000782054486899543633839972697
f(z) = -125/117*z^3 + 242/117*z + 1
*
-1 | 0.090153926486381970494825175571162419821 | 0.016412328064467415333275598390228838043
f(z) = -125/118*z^3 + 243/118*z + 1
*
-1 | 0.10287136134245847641227954255079050359 | 0.018713518874887922450119176881834952284
f(z) = -125/119*z^3 + 244/119*z + 1
*
-1 | 0.089284087298464378509801815451183955127 | 0.016278467257974100685112895498517420469
f(z) = -124/117*z^3 + 241/117*z + 1
*
-1 | 0.10260788712543349146246070904360073579 | 0.018679544764573681342647744646446597948
f(z) = -124/119*z^3 + 243/119*z + 1
*
-1 | 0.089626809821263532252626415054502559829 | 0.016340953167107118849919075385952670412
f(z) = -123/118*z^3 + 241/118*z + 1
*
-1 | 0.10233977460059640675652490064234473039 | 0.018644732315491937650176207805592103570
f(z) = -123/119*z^3 + 242/119*z + 1
*
-1 | 0.10206682874090041280127231058033125932 | 0.018609044232370998572355727098948732536
f(z) = -122/119*z^3 + 241/119*z + 1
*
[ 15/11 ] 
f(z) = -121/105*z^3 + 253/105*z + 1
*
-5/11 | 0.16297680433972629933446096661913827002 | 0.029390728425106752789232123553948047883
f(z) = -121/105*z^3 + 256/105*z + 1
*
19/11 | 0.16013731173108616694679802617658024932 | 0.028940184322342356185042174200492870789
f(z) = -121/108*z^3 + 253/108*z + 1
*
-1 | 0.10178884024041914717150231101643685988 | 0.018572440488079118441998618729766468436
f(z) = -121/119*z^3 + 240/119*z + 1
*
-14/15 | 0.19921001119559383341103841015629027086 | 0.028723773696912599671581318224923214461
f(z) = -135/112*z^3 + 257/140*z + 1
*
9/25 | 0.19303943519955211491583084899634692762 | 0.029212986823968790495351590975444153603
f(z) = -125/108*z^3 + 247/180*z + 1
*
5/4 | 0.13796452430490838797705181619985341031 | 0.024611023128054837592961549305600611546
f(z) = -136/105*z^3 + 257/210*z + 1
*
-2/3 | 0.18948611172015889578214256766527566558 | 0.026792252270153950847434866822770954336
f(z) = -131/112*z^3 + 257/252*z + 1
*
-2/3 | 0.18948492304836174990057853029486932349 | 0.026910076004027167860696787654459609825
f(z) = -127/112*z^3 + 253/252*z + 1
*
-2/3 | 0.18948741599886633451063626166352092362 | 0.026971230888321741561623848314275693608
f(z) = -125/112*z^3 + 251/252*z + 1
*
[ 6 ] 
f(z) = -133/108*z^3 + 271/6*z + 1
*
[ -6 ] 
f(z) = -131/108*z^3 + 269/6*z + 1
*
[ 14/5 ] 
f(z) = -125/112*z^3 + 263/28*z + 1
*
[ 30/11 ] 
f(z) = -121/108*z^3 + 269/30*z + 1
*
[ 2 ] 
f(z) = -127/100*z^3 + 279/50*z + 1
*
[ 2 ] 
f(z) = -125/108*z^3 + 277/54*z + 1
*
[ 2 ] 
f(z) = -125/116*z^3 + 279/58*z + 1
*
[ 2 ] 
f(z) = -123/100*z^3 + 271/50*z + 1
*
[ 2 ] 
f(z) = -123/116*z^3 + 275/58*z + 1
*
[ 2 ] 
f(z) = -121/100*z^3 + 267/50*z + 1
*
[ 2 ] 
f(z) = -121/108*z^3 + 269/54*z + 1
*
[ 2 ] 
f(z) = -121/116*z^3 + 271/58*z + 1
*
[ -6/5 ] 
f(z) = -125/117*z^3 + 263/78*z + 1
*
[ 14/9 ] 
f(z) = -135/112*z^3 + 275/84*z + 1
*
[ -18/25 ] 
f(z) = -125/108*z^3 + 269/90*z + 1
*
[ -6/11 ] 
f(z) = -121/112*z^3 + 265/84*z + 1
*
[ -12/11 ] 
f(z) = -121/112*z^3 + 269/84*z + 1
*
[ 4/3 ] 
f(z) = -135/116*z^3 + 269/116*z + 1
*
-8/5 | 0.16709409333965796777578702187360205764 | 0.029866436711798637039071347019198762729
f(z) = -125/102*z^3 + 269/102*z + 1
*
6/5 | 0.087727661165697004427235485511864189910 | 0.011404207589817663040803797824543065822
f(z) = -125/104*z^3 + 274/117*z + 1
*
[ 7/5 ] 
f(z) = -125/112*z^3 + 277/112*z + 1
*
[ 7/5 ] 
f(z) = -125/119*z^3 + 279/119*z + 1
*
20/11 | 0.12544192483785585702666421524083553897 | 0.022347953308796847503093445918059527172
f(z) = -121/105*z^3 + 274/105*z + 1
*
21/25 | 0.088193407378708091540731751788374709478 | 0.013118885030111114440807239864135815811
f(z) = -125/117*z^3 + 277/195*z + 1
*
7/8 | 0.11804356775421501778996756999567769620 | 0.021071235996325874522926689604036269605
f(z) = -128/105*z^3 + 271/210*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.026658261929361851225295234388049075228
f(z) = -139/112*z^3 + 265/252*z + 1
*
-2/3 | 0.20659955264046245234790151864130637219 | 0.029028184242903662547682254097420294022
f(z) = -137/112*z^3 + 263/252*z + 1
*
[ 6 ] 
f(z) = -139/108*z^3 + 283/6*z + 1
*
[ -6 ] 
f(z) = -137/108*z^3 + 281/6*z + 1
*
[ 18/5 ] 
f(z) = -125/108*z^3 + 283/18*z + 1
*
[ -18/5 ] 
f(z) = -125/108*z^3 + 293/18*z + 1
*
[ -14/5 ] 
f(z) = -125/112*z^3 + 283/28*z + 1
*
[ 30/11 ] 
f(z) = -121/100*z^3 + 289/30*z + 1
*
[ 2 ] 
f(z) = -137/100*z^3 + 299/50*z + 1
*
[ 2 ] 
f(z) = -135/116*z^3 + 299/58*z + 1
*
[ 2 ] 
f(z) = -133/100*z^3 + 291/50*z + 1
*
[ 2 ] 
f(z) = -133/108*z^3 + 293/54*z + 1
*
[ 2 ] 
f(z) = -133/116*z^3 + 295/58*z + 1
*
[ 2 ] 
f(z) = -131/100*z^3 + 287/50*z + 1
*
[ 2 ] 
f(z) = -131/108*z^3 + 289/54*z + 1
*
[ 2 ] 
f(z) = -131/116*z^3 + 291/58*z + 1
*
[ 2 ] 
f(z) = -129/100*z^3 + 283/50*z + 1
*
[ 2 ] 
f(z) = -129/116*z^3 + 287/58*z + 1
*
[ 2 ] 
f(z) = -127/108*z^3 + 281/54*z + 1
*
[ 2 ] 
f(z) = -127/116*z^3 + 283/58*z + 1
*
[ 26/15 ] 
f(z) = -135/104*z^3 + 281/65*z + 1
*
-15/16 | 0.18318797618236096707496739794664314687 | 0.027162866030918590701741408471988907407
f(z) = -128/117*z^3 + 283/78*z + 1
*
[ -4/9 ] 
f(z) = -135/112*z^3 + 293/84*z + 1
*
[ -3/7 ] 
f(z) = -133/108*z^3 + 299/84*z + 1
*
[ -6/7 ] 
f(z) = -127/108*z^3 + 297/98*z + 1
*
-51/50 | 0.21777495754162881159417261312634958753 | 0.024356117454524030076662804846443442996
f(z) = -125/108*z^3 + 283/80*z + 1
*
[ -6/5 ] 
f(z) = -125/112*z^3 + 289/84*z + 1
*
[ -6/7 ] 
f(z) = -121/108*z^3 + 293/98*z + 1
*
[ 16/11 ] 
f(z) = -121/112*z^3 + 291/112*z + 1
*
[ 6/5 ] 
f(z) = -137/108*z^3 + 299/150*z + 1
*
[ 6/5 ] 
f(z) = -131/108*z^3 + 287/150*z + 1
*
[ 6/5 ] 
f(z) = -125/116*z^3 + 299/174*z + 1
*
-10/9 | 0.21081080262565323251871671613415444075 | 0.027167691399542073946661155916178232056
f(z) = -135/104*z^3 + 293/195*z + 1
*
15/11 | 0.20967408683232704824010011286286210705 | 0.028763414206467989892232463041931859093
f(z) = -121/100*z^3 + 293/180*z + 1
*
-8/25 | 0.17792624580074859240502858312479218879 | 0.027637948072761383099365621821560535842
f(z) = -125/102*z^3 + 287/255*z + 1
*
28/33 | 0.079805108396146334439228566797076251336 | 0.011282633291807722829775975273848422703
f(z) = -121/112*z^3 + 295/252*z + 1
*
[ 2/3 ] 
f(z) = -126/137*z^3 - 25/274*z + 1
*
[ 2/3 ] 
f(z) = -126/139*z^3 - 27/278*z + 1
*
[ 2/3 ] 
f(z) = -121/128*z^3 - 23/288*z + 1
*
[ 2/3 ] 
f(z) = -135/136*z^3 - 1/17*z + 1
*
[ 2/3 ] 
f(z) = -135/128*z^3 - 1/32*z + 1
*
3/8 | 0.15044788553392094525291376756294003703 | 0.026873266544710018134041227016886953648
f(z) = -128/135*z^3 - 1/30*z + 1
*
[ 15/22 ] 
f(z) = -121/135*z^3 - 1/20*z + 1
*
[ 2/3 ] 
f(z) = -129/136*z^3 - 4/51*z + 1
*
4/5 | 0.19364475036982987015677624727283106839 | 0.029969156402950185150370075102813118633
f(z) = -125/128*z^3 - 1/40*z + 1
*
[ 2/3 ] 
f(z) = -123/136*z^3 - 5/51*z + 1
*
[ 2/3 ] 
f(z) = -135/124*z^3 - 1/62*z + 1
*
[ 15/22 ] 
f(z) = -121/125*z^3 - 1/60*z + 1
*
[ 2/3 ] 
f(z) = -129/128*z^3 - 5/96*z + 1
*
[ 2/3 ] 
f(z) = -123/128*z^3 - 7/96*z + 1
*
[ 2/3 ] 
f(z) = -135/122*z^3 - 1/122*z + 1
*
[ 2/3 ] 
f(z) = -135/134*z^3 - 7/134*z + 1
*
[ 2/3 ] 
f(z) = -133/120*z^3 - 1/135*z + 1
*
[ 2/3 ] 
f(z) = -131/120*z^3 - 2/135*z + 1
*
[ 2/3 ] 
f(z) = -127/120*z^3 - 4/135*z + 1
*
[ 2/3 ] 
f(z) = -121/120*z^3 - 7/135*z + 1
*
[ 2/3 ] 
f(z) = -139/136*z^3 - 7/153*z + 1
*
[ 2/3 ] 
f(z) = -137/136*z^3 - 8/153*z + 1
*
[ 2/3 ] 
f(z) = -133/136*z^3 - 10/153*z + 1
*
[ 2/3 ] 
f(z) = -131/136*z^3 - 11/153*z + 1
*
[ 2/3 ] 
f(z) = -127/136*z^3 - 13/153*z + 1
*
[ 2/3 ] 
f(z) = -125/136*z^3 - 14/153*z + 1
*
[ 2/3 ] 
f(z) = -121/136*z^3 - 16/153*z + 1
*
[ 2/3 ] 
f(z) = -129/124*z^3 - 7/186*z + 1
*
[ 2/3 ] 
f(z) = -123/124*z^3 - 11/186*z + 1
*
[ 2/3 ] 
f(z) = -135/121*z^3 - 1/242*z + 1
*
[ 2/3 ] 
f(z) = -135/127*z^3 - 7/254*z + 1
*
[ 2/3 ] 
f(z) = -126/121*z^3 - 9/242*z + 1
*
[ 2/3 ] 
f(z) = -126/125*z^3 - 13/250*z + 1
*
[ 2/3 ] 
f(z) = -126/127*z^3 - 15/254*z + 1
*
[ 2/3 ] 
f(z) = -135/131*z^3 - 11/262*z + 1
*
[ 2/3 ] 
f(z) = -135/133*z^3 - 13/266*z + 1
*
[ 2/3 ] 
f(z) = -135/137*z^3 - 17/274*z + 1
*
[ 2/3 ] 
f(z) = -135/139*z^3 - 19/278*z + 1
*
[ 2/3 ] 
f(z) = -126/131*z^3 - 19/262*z + 1
*
[ 2/3 ] 
f(z) = -139/128*z^3 - 5/288*z + 1
*
[ 2/3 ] 
f(z) = -137/128*z^3 - 7/288*z + 1
*
[ 2/3 ] 
f(z) = -133/128*z^3 - 11/288*z + 1
*
[ 2/3 ] 
f(z) = -131/128*z^3 - 13/288*z + 1
*
[ 2/3 ] 
f(z) = -127/128*z^3 - 17/288*z + 1
*
[ 2/3 ] 
f(z) = -125/128*z^3 - 19/288*z + 1
*
[ -5/3 ] 
f(z) = -138/125*z^3 + 14/3*z + 1
*
[ 5/2 ] 
f(z) = -138/125*z^3 + 15/2*z + 1
*
[ 5/6 ] 
f(z) = -136/125*z^3 + 5/9*z + 1
*
[ -5/4 ] 
f(z) = -136/125*z^3 + 7/2*z + 1
*
[ 5/4 ] 
f(z) = -136/125*z^3 + 19/10*z + 1
*
[ 3/2 ] 
f(z) = -136/135*z^3 + 13/5*z + 1
*
[ 4/3 ] 
f(z) = -135/128*z^3 + 17/8*z + 1
*
[ 5/4 ] 
f(z) = -134/125*z^3 + 15/8*z + 1
*
[ 5/7 ] 
f(z) = -133/125*z^3 + 1/7*z + 1
*
[ -5/2 ] 
f(z) = -132/125*z^3 + 8*z + 1
*
[ 5/6 ] 
f(z) = -132/125*z^3 + 8/15*z + 1
*
[ 5/3 ] 
f(z) = -132/125*z^3 + 10/3*z + 1
*
-5/8 | 0.089413217357450020811153296290343757751 | 0.016124500658940016304654996038120765110
f(z) = -128/125*z^3 + 1/2*z + 1
*
[ -5/8 ] 
f(z) = -128/125*z^3 + 3*z + 1
*
5/8 | 0.089413217357450020811153296290343757751 | 0.018428000753074304348177138329280874412
f(z) = -128/125*z^3 + 4/5*z + 1
*
[ 15/16 ] 
f(z) = -128/125*z^3 + 5/6*z + 1
*
15/16 | 0.17079264775414532747368102292034058692 | 0.022059387677480778959536823855599252622
f(z) = -128/125*z^3 + 5/18*z + 1
*
[ 5/2 ] 
f(z) = -128/125*z^3 + 7*z + 1
*
[ 5/4 ] 
f(z) = -128/125*z^3 + 9/5*z + 1
*
-5/8 | 0.089473247063722494359410227670649285287 | 0.012381768495577462002286005140056566890
f(z) = -128/125*z^3 + 11/2*z + 1
*
-5/48 | 0.17079255754629334694541830898743125378 | 0.022059376026335342911471186889109390661
f(z) = -128/125*z^3 + 11/18*z + 1
*
15/8 | 0.097426631630926202473506556219700243581 | 0.017081056660878122224903329324480281925
f(z) = -128/125*z^3 + 12/5*z + 1
*
55/32 | 0.17926562965225774610597968240529257213 | 0.024247159522730877087945219855226724863
f(z) = -128/125*z^3 + 13/8*z + 1
*
35/24 | 0.17081759453608622988883102988269791834 | 0.022473330692678980175927588984789667389
f(z) = -128/125*z^3 + 16/9*z + 1
*
[ -5/4 ] 
f(z) = -128/125*z^3 + 17/5*z + 1
*
[ 3/4 ] 
f(z) = -128/135*z^3 + 1/5*z + 1
*
15/8 | 0.10023437320245590384952861110185175311 | 0.016517360515490570076192930829105193659
f(z) = -128/135*z^3 + 16/5*z + 1
*
[ 5/6 ] 
f(z) = -126/125*z^3 + 1/2*z + 1
*
5/21 | 0.21009775011198857033709170882659691675 | 0.028417458897247548614084118382380884230
f(z) = -126/125*z^3 + 13/7*z + 1
*
[ 5/3 ] 
f(z) = -126/125*z^3 + 16/5*z + 1
*
[ 4/5 ] 
f(z) = -125/128*z^3 + 3/8*z + 1
*
4/5 | 0.064180294496291232353447418653534867414 | 0.012412821422110921958261810612362794452
f(z) = -125/128*z^3 + 11/8*z + 1
*
8/5 | 0.13411345880783593609496274488072162580 | 0.023458598735641589694551047636591315095
f(z) = -125/128*z^3 + 19/8*z + 1
*
[ 5/4 ] 
f(z) = -124/125*z^3 + 7/4*z + 1
*
[ 3/2 ] 
f(z) = -124/135*z^3 + 12/5*z + 1
*
[ -5/3 ] 
f(z) = -123/125*z^3 + 13/3*z + 1
*
[ -5/2 ] 
f(z) = -122/125*z^3 + 15/2*z + 1
*
6/11 | 0.048442978626380297279974373002159115754 | 0.010101145612136513492394443538954842343
f(z) = -121/120*z^3 + 2/15*z + 1
*
[ 10/11 ] 
f(z) = -121/120*z^3 + 11/15*z + 1
*
-10/11 | 0.12792195917889567520845624979907667862 | 0.026673800276024840990494497214813940617
f(z) = -121/120*z^3 + 14/15*z + 1
*
[ 10/11 ] 
f(z) = -121/125*z^3 + 7/10*z + 1
*
[ -5/11 ] 
f(z) = -121/125*z^3 + 17/5*z + 1
*
[ -20/11 ] 
f(z) = -121/125*z^3 + 19/4*z + 1
*
[ 8/11 ] 
f(z) = -121/128*z^3 + 1/8*z + 1
*
-8/11 | 0.089852412294807725294826386114948814380 | 0.017377949990955290741566534857307912233
f(z) = -121/128*z^3 + 11/8*z + 1
*
4/11 | 0.064432033764341612061847922762892672808 | 0.011270197929685248017251927822545737547
f(z) = -121/128*z^3 + 19/8*z + 1
*
-12/11 | 0.050149171011879472431091280498917766808 | 0.010223519227162279171237976391933717429
f(z) = -121/135*z^3 + 11/15*z + 1
*
6/11 | 0.062137923044584704993218753627073902876 | 0.012667572328000351673671419685671160708
f(z) = -121/135*z^3 + 14/15*z + 1
*
[ -15/11 ] 
f(z) = -121/135*z^3 + 17/5*z + 1
*
[ 5/6 ] 
f(z) = -138/125*z^3 + 17/30*z + 1
*
[ 3/4 ] 
f(z) = -136/135*z^3 + 7/30*z + 1
*
[ 8/9 ] 
f(z) = -135/128*z^3 + 17/24*z + 1
*
[ 10/11 ] 
f(z) = -132/125*z^3 + 17/22*z + 1
*
[ 5/6 ] 
f(z) = -131/125*z^3 + 19/36*z + 1
*
[ 11/16 ] 
f(z) = -128/121*z^3 + 1/22*z + 1
*
-3/16 | 0.15044788553392094525291376756294003703 | 0.026873266544710018134041227016886953648
f(z) = -128/135*z^3 + 11/30*z + 1
*
[ 5/7 ] 
f(z) = -126/125*z^3 + 4/35*z + 1
*
-3/4 | 0.18641497965618522270538779670356157309 | 0.029629330222900785490640715256906206427
f(z) = -124/135*z^3 + 17/20*z + 1
*
-5/22 | 0.10652796255646101610540594126461972240 | 0.017141541488916587002574370561076970812
f(z) = -121/125*z^3 + 9/20*z + 1
*
[ 5/6 ] 
f(z) = -121/125*z^3 + 17/36*z + 1
*
[ 5/7 ] 
f(z) = -138/125*z^3 + 8/49*z + 1
*
[ 11/15 ] 
f(z) = -135/121*z^3 + 13/55*z + 1
*
[ 4/5 ] 
f(z) = -135/128*z^3 + 17/40*z + 1
*
[ 3/4 ] 
f(z) = -134/135*z^3 + 9/40*z + 1
*
-15/32 | 0.17926562965225774610597968240529257213 | 0.025862563490114976006686959793459575051
f(z) = -128/125*z^3 + 1/40*z + 1
*
[ 5/7 ] 
f(z) = -128/125*z^3 + 6/49*z + 1
*
[ 5/7 ] 
f(z) = -123/125*z^3 + 5/49*z + 1
*
[ 3/4 ] 
f(z) = -122/135*z^3 + 7/40*z + 1
*
10/33 | 0.17079190540693962758117146198830862476 | 0.024310152156038344667000641085888372060
f(z) = -121/125*z^3 + 13/45*z + 1
*
[ 9/11 ] 
f(z) = -121/135*z^3 + 17/45*z + 1
*
[ 3/4 ] 
f(z) = -124/135*z^3 + 11/60*z + 1
*
[ 3/4 ] 
f(z) = -137/135*z^3 + 19/80*z + 1
*
[ 3/4 ] 
f(z) = -131/135*z^3 + 17/80*z + 1
*
[ 11/15 ] 
f(z) = -125/121*z^3 + 19/99*z + 1
*
[ 2/3 ] 
f(z) = -139/120*z^3 + 2/135*z + 1
*
[ 2/3 ] 
f(z) = -137/120*z^3 + 1/135*z + 1
*
4/5 | 0.15501877121188910707962649620998510128 | 0.020361507177018257126365466054891724916
f(z) = -135/128*z^3 + 11/120*z + 1
*
-28/45 | 0.093984700282107905957165184083649453331 | 0.012344764020276801943034234773488003601
f(z) = -135/128*z^3 + 19/120*z + 1
*
[ 8/11 ] 
f(z) = -121/120*z^3 + 19/120*z + 1
*
[ 8/11 ] 
f(z) = -121/136*z^3 + 13/136*z + 1
*
[ 15/22 ] 
f(z) = -132/125*z^3 + 4/165*z + 1
*
[ -5 ] 
f(z) = -139/125*z^3 + 29*z + 1
*
[ 5/4 ] 
f(z) = -139/125*z^3 + 31/16*z + 1
*
[ 5/3 ] 
f(z) = -137/125*z^3 + 31/9*z + 1
*
[ -5/2 ] 
f(z) = -137/125*z^3 + 33/4*z + 1
*
[ 5 ] 
f(z) = -136/125*z^3 + 28*z + 1
*
[ 5/2 ] 
f(z) = -136/125*z^3 + 37/5*z + 1
*
[ -3/4 ] 
f(z) = -136/135*z^3 + 29/10*z + 1
*
[ -4/3 ] 
f(z) = -135/128*z^3 + 29/8*z + 1
*
[ -5 ] 
f(z) = -134/125*z^3 + 28*z + 1
*
[ -3/2 ] 
f(z) = -134/135*z^3 + 39/10*z + 1
*
[ 5/2 ] 
f(z) = -133/125*z^3 + 29/4*z + 1
*
[ 5/2 ] 
f(z) = -132/125*z^3 + 36/5*z + 1
*
[ 5 ] 
f(z) = -131/125*z^3 + 27*z + 1
*
[ -5 ] 
f(z) = -129/125*z^3 + 27*z + 1
*
[ 5/4 ] 
f(z) = -129/125*z^3 + 29/16*z + 1
*
[ -5/6 ] 
f(z) = -129/125*z^3 + 35/12*z + 1
*
[ 11/8 ] 
f(z) = -128/121*z^3 + 25/11*z + 1
*
-45/32 | 0.090526585254004835320261196583033255229 | 0.011498598883738241127475435955408152760
f(z) = -128/125*z^3 + 21/8*z + 1
*
5/2 | 0.22294084411460864132438089087106489380 | 0.027994251672549008913851591836599701680
f(z) = -128/125*z^3 + 23/4*z + 1
*
-15/16 | 0.090265423037407899876921826290494381530 | 0.014205251261395116443867089690136727134
f(z) = -128/125*z^3 + 23/10*z + 1
*
5/12 | 0.17079255754629334694541830898743125378 | 0.021446091938592185121726149003410539274
f(z) = -128/125*z^3 + 23/18*z + 1
*
5/16 | 0.091781679142668491682284506603410779153 | 0.013935512761046261128837243657091281983
f(z) = -128/125*z^3 + 29/10*z + 1
*
5/32 | 0.22219000946895220820550437032177932599 | 0.026328227341686976349758371020469526654
f(z) = -128/125*z^3 + 37/8*z + 1
*
[ -5/2 ] 
f(z) = -128/125*z^3 + 39/5*z + 1
*
3/8 | 0.070969096339936978631412718550968850793 | 0.013420104531033154572035290922650475116
f(z) = -128/135*z^3 + 22/15*z + 1
*
[ -15/16 ] 
f(z) = -128/135*z^3 + 29/10*z + 1
*
-15/16 | 0.18641440297638537633326097470843971307 | 0.027444780659598921439914448511061022129
f(z) = -128/135*z^3 + 33/10*z + 1
*
-3/8 | 0.19805566209588872866900737176261013416 | 0.029031065909670964404121860810723840355
f(z) = -128/135*z^3 + 34/5*z + 1
*
[ 3/2 ] 
f(z) = -128/135*z^3 + 37/15*z + 1
*
[ 5/3 ] 
f(z) = -127/125*z^3 + 29/9*z + 1
*
[ -5/2 ] 
f(z) = -127/125*z^3 + 31/4*z + 1
*
[ -5/3 ] 
f(z) = -126/125*z^3 + 22/5*z + 1
*
[ -10/3 ] 
f(z) = -126/125*z^3 + 25/2*z + 1
*
[ 5 ] 
f(z) = -126/125*z^3 + 26*z + 1
*
[ -5/4 ] 
f(z) = -126/125*z^3 + 27/8*z + 1
*
[ -5/9 ] 
f(z) = -126/125*z^3 + 28/9*z + 1
*
[ -5/6 ] 
f(z) = -126/125*z^3 + 29/10*z + 1
*
[ 10/7 ] 
f(z) = -126/125*z^3 + 33/14*z + 1
*
[ -8/5 ] 
f(z) = -125/128*z^3 + 33/8*z + 1
*
12/5 | 0.087219915971647421837939924893703303501 | 0.013551565917460724323829895602794437730
f(z) = -125/128*z^3 + 39/8*z + 1
*
[ -5 ] 
f(z) = -124/125*z^3 + 26*z + 1
*
[ -5/6 ] 
f(z) = -124/125*z^3 + 26/9*z + 1
*
[ 5/2 ] 
f(z) = -124/125*z^3 + 34/5*z + 1
*
[ -5/2 ] 
f(z) = -124/125*z^3 + 38/5*z + 1
*
[ 5/2 ] 
f(z) = -123/125*z^3 + 27/4*z + 1
*
[ 5/3 ] 
f(z) = -122/125*z^3 + 28/9*z + 1
*
[ -3/2 ] 
f(z) = -122/135*z^3 + 37/10*z + 1
*
-5/11 | 0.091644509436671945095556347404475207630 | 0.014523882148031528698294412329957061125
f(z) = -121/125*z^3 + 22/5*z + 1
*
[ 5 ] 
f(z) = -121/125*z^3 + 25*z + 1
*
[ -10/11 ] 
f(z) = -121/125*z^3 + 29/10*z + 1
*
[ 15/11 ] 
f(z) = -121/125*z^3 + 31/15*z + 1
*
[ -15/22 ] 
f(z) = -121/125*z^3 + 35/12*z + 1
*
[ -8/11 ] 
f(z) = -121/128*z^3 + 23/8*z + 1
*
[ 16/11 ] 
f(z) = -121/128*z^3 + 37/16*z + 1
*
-4/11 | 0.069028919795025313528399456696546471956 | 0.010725187549108413331306327346689289759
f(z) = -121/128*z^3 + 39/8*z + 1
*
-6/11 | 0.17701346766676057741130904349111695089 | 0.027523612983324169990045078530017866461
f(z) = -121/135*z^3 + 23/5*z + 1
*
[ 15/11 ] 
f(z) = -121/135*z^3 + 29/15*z + 1
*
[ -6/11 ] 
f(z) = -121/135*z^3 + 31/10*z + 1
*
[ 5/4 ] 
f(z) = -132/125*z^3 + 37/20*z + 1
*
[ 15/16 ] 
f(z) = -128/135*z^3 + 23/30*z + 1
*
10/7 | 0.21281674864346824264074836348203410645 | 0.025658967317303193517896687049992700332
f(z) = -126/125*z^3 + 32/21*z + 1
*
[ 12/11 ] 
f(z) = -121/128*z^3 + 29/24*z + 1
*
8/15 | 0.15359351185374125316460071494387862517 | 0.023576406073737403105182283520298175407
f(z) = -135/128*z^3 + 37/40*z + 1
*
[ 5/6 ] 
f(z) = -128/125*z^3 + 23/45*z + 1
*
-5/14 | 0.22349388513462915471328284395744320742 | 0.026066614031679810175996533017570089428
f(z) = -126/125*z^3 + 25/42*z + 1
*
5/12 | 0.11080664885621376492896910250818871356 | 0.016022423348658256808256772791092059448
f(z) = -126/125*z^3 + 31/40*z + 1
*
[ 5/6 ] 
f(z) = -124/125*z^3 + 22/45*z + 1
*
[ 11/14 ] 
f(z) = -140/121*z^3 + 34/77*z + 1
*
[ 6/7 ] 
f(z) = -133/135*z^3 + 39/70*z + 1
*
[ 5/6 ] 
f(z) = -129/125*z^3 + 31/60*z + 1
*
[ 4/5 ] 
f(z) = -125/136*z^3 + 23/68*z + 1
*
[ 5/6 ] 
f(z) = -123/125*z^3 + 29/60*z + 1
*
-15/22 | 0.090839726101641317409725083701833494212 | 0.014438325970302924501908124431236114973
f(z) = -121/135*z^3 + 29/60*z + 1
*
[ 15/19 ] 
f(z) = -133/135*z^3 + 33/95*z + 1
*
[ 3/4 ] 
f(z) = -128/123*z^3 + 31/123*z + 1
*
[ 3/4 ] 
f(z) = -128/129*z^3 + 29/129*z + 1
*
[ 5/7 ] 
f(z) = -137/125*z^3 + 39/245*z + 1
*
[ 5/7 ] 
f(z) = -136/125*z^3 + 38/245*z + 1
*
[ 5/7 ] 
f(z) = -134/125*z^3 + 36/245*z + 1
*
[ 5/7 ] 
f(z) = -132/125*z^3 + 34/245*z + 1
*
[ 5/7 ] 
f(z) = -131/125*z^3 + 33/245*z + 1
*
[ 5/7 ] 
f(z) = -129/125*z^3 + 31/245*z + 1
*
[ 5/7 ] 
f(z) = -127/125*z^3 + 29/245*z + 1
*
[ 5/7 ] 
f(z) = -124/125*z^3 + 26/245*z + 1
*
[ 5/7 ] 
f(z) = -122/125*z^3 + 24/245*z + 1
*
[ 8/11 ] 
f(z) = -121/124*z^3 + 35/248*z + 1
*
[ 5/7 ] 
f(z) = -121/125*z^3 + 23/245*z + 1
*
12/11 | 0.12224603581510378301649440903793973336 | 0.021750412245640680800797242110276222004
f(z) = -121/138*z^3 + 35/276*z + 1
*
[ -3 ] 
f(z) = -139/135*z^3 + 53/5*z + 1
*
[ 5/3 ] 
f(z) = -138/125*z^3 + 52/15*z + 1
*
[ 3 ] 
f(z) = -137/135*z^3 + 49/5*z + 1
*
[ -5/2 ] 
f(z) = -136/125*z^3 + 41/5*z + 1
*
[ -3 ] 
f(z) = -136/135*z^3 + 52/5*z + 1
*
[ -3/2 ] 
f(z) = -136/135*z^3 + 59/15*z + 1
*
[ -2/3 ] 
f(z) = -135/136*z^3 + 50/17*z + 1
*
-2 | 0.10476702468168362256452763112470901543 | 0.017015978928458178678722371364509132973
f(z) = -135/136*z^3 + 59/17*z + 1
*
[ -5/6 ] 
f(z) = -134/125*z^3 + 53/18*z + 1
*
[ 3 ] 
f(z) = -134/135*z^3 + 48/5*z + 1
*
-2 | 0.084276874933783064018769247781646843794 | 0.013688023806982015881043510890553354052
f(z) = -133/120*z^3 + 59/15*z + 1
*
[ -5/3 ] 
f(z) = -133/125*z^3 + 41/9*z + 1
*
[ -3 ] 
f(z) = -133/135*z^3 + 51/5*z + 1
*
-2 | 0.10446743813342660080944329438643676117 | 0.017014560655794064657182299695799141985
f(z) = -133/136*z^3 + 58/17*z + 1
*
[ -5/12 ] 
f(z) = -132/125*z^3 + 43/12*z + 1
*
[ -5/6 ] 
f(z) = -132/125*z^3 + 44/15*z + 1
*
-2 | 0.083982165837858196985538083454820799886 | 0.013678134356354824027000213127215349705
f(z) = -131/120*z^3 + 58/15*z + 1
*
[ -5/4 ] 
f(z) = -131/125*z^3 + 55/16*z + 1
*
[ 3 ] 
f(z) = -131/135*z^3 + 47/5*z + 1
*
-2 | 0.10416166937795542059632571749912658922 | 0.017012950871267278199636173647054422836
f(z) = -131/136*z^3 + 57/17*z + 1
*
[ 5/3 ] 
f(z) = -129/125*z^3 + 49/15*z + 1
*
-2 | 0.10384938963128351761784088316194913695 | 0.017011123174470219947022946712335955473
f(z) = -129/136*z^3 + 56/17*z + 1
*
[ -11/8 ] 
f(z) = -128/121*z^3 + 41/11*z + 1
*
[ -5/3 ] 
f(z) = -128/125*z^3 + 40/9*z + 1
*
[ -15/4 ] 
f(z) = -128/125*z^3 + 47/3*z + 1
*
-3/8 | 0.20318199631665992053293948140056947275 | 0.028791403083702594120664488349280610940
f(z) = -128/135*z^3 + 43/10*z + 1
*
[ -3/4 ] 
f(z) = -128/135*z^3 + 43/15*z + 1
*
[ 3 ] 
f(z) = -128/135*z^3 + 46/5*z + 1
*
3/16 | 0.12163312367861567847352883612226106794 | 0.017021185006510307872065216089834453593
f(z) = -128/135*z^3 + 47/10*z + 1
*
-3/8 | 0.12832963949579273351582110911404454205 | 0.017661349446056254596176067303345864606
f(z) = -128/135*z^3 + 53/10*z + 1
*
-2 | 0.083375600817605058053233692504802546545 | 0.013657399627378148007636067887857572261
f(z) = -127/120*z^3 + 56/15*z + 1
*
[ -3 ] 
f(z) = -127/135*z^3 + 49/5*z + 1
*
-2 | 0.10353023779912128288818580696578460220 | 0.017009047064181394642934228897508752935
f(z) = -127/136*z^3 + 55/17*z + 1
*
[ -5/14 ] 
f(z) = -126/125*z^3 + 55/14*z + 1
*
-2 | 0.10320381559401764412537691595701837344 | 0.017006687170053857537171856029001245852
f(z) = -125/136*z^3 + 54/17*z + 1
*
[ -3 ] 
f(z) = -124/135*z^3 + 48/5*z + 1
*
[ -3/2 ] 
f(z) = -124/135*z^3 + 56/15*z + 1
*
[ 5/3 ] 
f(z) = -123/125*z^3 + 47/15*z + 1
*
-2 | 0.10286968164007238854701751278680970397 | 0.017004002308747696425528083859484353954
f(z) = -123/136*z^3 + 53/17*z + 1
*
[ 3 ] 
f(z) = -122/135*z^3 + 44/5*z + 1
*
[ -10/11 ] 
f(z) = -121/120*z^3 + 44/15*z + 1
*
-5/11 | 0.15683278281320931855289710602617636220 | 0.022544635709611399058373315272324568779
f(z) = -121/125*z^3 + 42/5*z + 1
*
-5/11 | 0.17657860831467242295199825392059707864 | 0.024979208252552756864143133510464418620
f(z) = -121/125*z^3 + 47/5*z + 1
*
[ 30/11 ] 
f(z) = -121/125*z^3 + 47/6*z + 1
*
[ -15/11 ] 
f(z) = -121/125*z^3 + 53/15*z + 1
*
[ -5/4 ] 
f(z) = -121/125*z^3 + 53/16*z + 1
*
-15/22 | 0.23287396830136403190813051587414186040 | 0.026356187650214196687977972150262453385
f(z) = -121/125*z^3 + 55/12*z + 1
*
-8/11 | 0.15725011613289920663223519965214790678 | 0.024067217357859681602984694659524184819
f(z) = -121/128*z^3 + 43/8*z + 1
*
-28/11 | 0.088014890833184435737572311161298659314 | 0.013127901435270946254263702372639665926
f(z) = -121/128*z^3 + 51/8*z + 1
*
[ -16/11 ] 
f(z) = -121/128*z^3 + 59/16*z + 1
*
24/11 | 0.15297273790876706032937102831784802810 | 0.025574677242872990276653223105159514228
f(z) = -121/135*z^3 + 44/15*z + 1
*
[ -3 ] 
f(z) = -121/135*z^3 + 47/5*z + 1
*
-2 | 0.10252734429605610931908803400173548041 | 0.017000944315839554656290826616369477066
f(z) = -121/136*z^3 + 52/17*z + 1
*
[ 3/2 ] 
f(z) = -139/135*z^3 + 53/20*z + 1
*
5/3 | 0.092973595403619675552624650254742054548 | 0.012742369706704241775558204970775519148
f(z) = -138/125*z^3 + 59/30*z + 1
*
-8/9 | 0.098331565118247034715583168534759904024 | 0.014354708618976758089011777171602545045
f(z) = -135/128*z^3 + 59/24*z + 1
*
[ 3/2 ] 
f(z) = -133/135*z^3 + 51/20*z + 1
*
10/11 | 0.22263348573116929999130813334627602270 | 0.025303269013943090634445311920278462921
f(z) = -132/125*z^3 + 53/33*z + 1
*
[ 4/3 ] 
f(z) = -129/128*z^3 + 49/24*z + 1
*
[ 3/2 ] 
f(z) = -127/135*z^3 + 49/20*z + 1
*
10/21 | 0.19751967841161042304149443572169949156 | 0.027199347485888537353535909027970512581
f(z) = -126/125*z^3 + 57/35*z + 1
*
-2/5 | 0.14119664789184071117758432103777670831 | 0.026359446231543480794193306578114657010
f(z) = -125/128*z^3 + 53/32*z + 1
*
[ -3/4 ] 
f(z) = -124/135*z^3 + 57/20*z + 1
*
[ 4/3 ] 
f(z) = -123/128*z^3 + 47/24*z + 1
*
20/11 | 0.14356183459927654218346605212216251011 | 0.020567374312509635638160332266925117170
f(z) = -121/125*z^3 + 43/20*z + 1
*
-35/22 | 0.10324516992371032338508865564443016533 | 0.014361213102866954026509232106214825833
f(z) = -121/125*z^3 + 53/20*z + 1
*
-12/11 | 0.18627747676566371927650895128714516945 | 0.028719219709011971330701290044061125003
f(z) = -121/128*z^3 + 41/24*z + 1
*
[ 9/8 ] 
f(z) = -128/135*z^3 + 59/45*z + 1
*
[ 11/10 ] 
f(z) = -125/121*z^3 + 59/44*z + 1
*
-3/5 | 0.13408047525713944621745528532041054515 | 0.027589640113845234493753403341263431861
f(z) = -125/126*z^3 + 43/42*z + 1
*
8/5 | 0.099787933142562652400063433666074065321 | 0.014883914963978517497408030004344589629
f(z) = -125/128*z^3 + 51/40*z + 1
*
20/33 | 0.081380202270176789449162793943934999337 | 0.011583482805952639793659702067049333811
f(z) = -121/125*z^3 + 43/45*z + 1
*
21/16 | 0.21658188016668370068583412391073043293 | 0.028707893165980761129566732263757615210
f(z) = -128/135*z^3 + 41/70*z + 1
*
20/21 | 0.19752031190012653571445708742841191072 | 0.026422922846621659050225833857008443473
f(z) = -126/125*z^3 + 43/70*z + 1
*
4/33 | 0.081380644467550764862758706695332754066 | 0.011544574043666247543324871711447846787
f(z) = -121/128*z^3 + 55/72*z + 1
*
[ 5/6 ] 
f(z) = -134/125*z^3 + 49/90*z + 1
*
[ 5/6 ] 
f(z) = -122/125*z^3 + 43/90*z + 1
*
[ 10/11 ] 
f(z) = -121/136*z^3 + 54/85*z + 1
*
5/7 | 0.16388422890360240045692620375140250205 | 0.020795368307086547017535260849985747355
f(z) = -126/125*z^3 + 47/105*z + 1
*
[ 4/5 ] 
f(z) = -125/124*z^3 + 49/124*z + 1
*
[ 4/5 ] 
f(z) = -125/132*z^3 + 47/132*z + 1
*
[ 9/11 ] 
f(z) = -121/126*z^3 + 53/126*z + 1
*
[ 11/14 ] 
f(z) = -126/121*z^3 + 57/154*z + 1
*
-3/22 | 0.13338627688960763704313920142353501496 | 0.021435860509098992588301548965991703709
f(z) = -121/126*z^3 + 59/168*z + 1
*
[ 25/33 ] 
f(z) = -121/125*z^3 + 53/225*z + 1
*
[ 5/7 ] 
f(z) = -139/125*z^3 + 41/245*z + 1
*
[ 3/4 ] 
f(z) = -139/135*z^3 + 59/240*z + 1
*
[ 3/4 ] 
f(z) = -133/135*z^3 + 53/240*z + 1
*
[ 3/4 ] 
f(z) = -127/135*z^3 + 47/240*z + 1
*
[ 3/4 ] 
f(z) = -121/135*z^3 + 41/240*z + 1
*
[ 11/15 ] 
f(z) = -126/121*z^3 + 54/275*z + 1
*
-2 | 0.085128527490960667162779785702061679659 | 0.013715860161221149165189863896758347977
f(z) = -139/120*z^3 + 62/15*z + 1
*
[ 2 ] 
f(z) = -139/120*z^3 + 77/15*z + 1
*
-2 | 0.10534882854436571662652012323847684094 | 0.017018329703322536387436747141116561298
f(z) = -139/136*z^3 + 61/17*z + 1
*
[ 2 ] 
f(z) = -139/136*z^3 + 78/17*z + 1
*
-2 | 0.084850356016526921771795941622546531054 | 0.013706951981202462555898831663579363569
f(z) = -137/120*z^3 + 61/15*z + 1
*
[ 2 ] 
f(z) = -137/120*z^3 + 76/15*z + 1
*
-2 | 0.10506072957189234082316397877549553630 | 0.017017228618512098017681887347520452303
f(z) = -137/136*z^3 + 60/17*z + 1
*
[ 2 ] 
f(z) = -137/136*z^3 + 77/17*z + 1
*
[ 8/3 ] 
f(z) = -135/128*z^3 + 65/8*z + 1
*
[ -8/3 ] 
f(z) = -135/128*z^3 + 71/8*z + 1
*
[ 2 ] 
f(z) = -135/136*z^3 + 76/17*z + 1
*
[ 5/2 ] 
f(z) = -134/125*z^3 + 73/10*z + 1
*
[ 2 ] 
f(z) = -133/120*z^3 + 74/15*z + 1
*
[ 2 ] 
f(z) = -133/136*z^3 + 75/17*z + 1
*
[ -5/22 ] 
f(z) = -132/125*z^3 + 60/11*z + 1
*
[ -5/3 ] 
f(z) = -132/125*z^3 + 68/15*z + 1
*
[ 2 ] 
f(z) = -131/120*z^3 + 73/15*z + 1
*
[ 2 ] 
f(z) = -131/136*z^3 + 74/17*z + 1
*
[ -5/3 ] 
f(z) = -129/125*z^3 + 67/15*z + 1
*
[ 10/3 ] 
f(z) = -129/125*z^3 + 73/6*z + 1
*
[ 2 ] 
f(z) = -129/136*z^3 + 73/17*z + 1
*
[ 15/8 ] 
f(z) = -128/125*z^3 + 61/15*z + 1
*
[ -15/8 ] 
f(z) = -128/125*z^3 + 77/15*z + 1
*
-3/8 | 0.18472511077119369234816679268703993158 | 0.024779617749014636850901321360757984558
f(z) = -128/135*z^3 + 64/5*z + 1
*
[ -15/4 ] 
f(z) = -128/135*z^3 + 73/5*z + 1
*
[ -15/8 ] 
f(z) = -128/135*z^3 + 73/15*z + 1
*
-21/8 | 0.20182517170219142207754677884170363359 | 0.026418144213762493528008091382494939030
f(z) = -128/135*z^3 + 77/10*z + 1
*
33/8 | 0.21866158624194405025880576058444755037 | 0.028526218434525500294217287214961385776
f(z) = -128/135*z^3 + 79/5*z + 1
*
[ 2 ] 
f(z) = -127/120*z^3 + 71/15*z + 1
*
[ 2 ] 
f(z) = -127/136*z^3 + 72/17*z + 1
*
[ 5/2 ] 
f(z) = -126/125*z^3 + 69/10*z + 1
*
[ -5/2 ] 
f(z) = -126/125*z^3 + 77/10*z + 1
*
[ 11/5 ] 
f(z) = -125/121*z^3 + 61/11*z + 1
*
[ -11/5 ] 
f(z) = -125/121*z^3 + 71/11*z + 1
*
[ -2/5 ] 
f(z) = -125/136*z^3 + 62/17*z + 1
*
[ 2 ] 
f(z) = -125/136*z^3 + 71/17*z + 1
*
[ 2 ] 
f(z) = -123/136*z^3 + 70/17*z + 1
*
[ 5/2 ] 
f(z) = -122/125*z^3 + 67/10*z + 1
*
-20/11 | 0.19822239819259045829602217741537469731 | 0.022174542814144478695552778551616889981
f(z) = -121/125*z^3 + 61/16*z + 1
*
-30/11 | 0.18368720319862428529823652848623119061 | 0.024206558788110285870309792119061500227
f(z) = -121/125*z^3 + 79/10*z + 1
*
30/11 | 0.26974454852101958947198147895053759704 | 0.029327195088537265517134929087836219890
f(z) = -121/125*z^3 + 79/12*z + 1
*
[ -10/33 ] 
f(z) = -121/125*z^3 + 79/18*z + 1
*
[ -3/11 ] 
f(z) = -121/135*z^3 + 71/15*z + 1
*
[ 30/11 ] 
f(z) = -121/135*z^3 + 73/10*z + 1
*
[ 2 ] 
f(z) = -121/136*z^3 + 69/17*z + 1
*
[ -3/2 ] 
f(z) = -137/135*z^3 + 79/20*z + 1
*
[ 11/9 ] 
f(z) = -135/121*z^3 + 61/33*z + 1
*
[ 3/2 ] 
f(z) = -134/135*z^3 + 77/30*z + 1
*
[ -5/4 ] 
f(z) = -132/125*z^3 + 69/20*z + 1
*
[ -3/2 ] 
f(z) = -131/135*z^3 + 77/20*z + 1
*
[ -11/16 ] 
f(z) = -128/121*z^3 + 65/22*z + 1
*
-3/2 | 0.15539392964116973051724401369543049733 | 0.020980153714932891571972166918464653670
f(z) = -128/135*z^3 + 61/20*z + 1
*
[ -5/4 ] 
f(z) = -124/125*z^3 + 67/20*z + 1
*
[ 3/2 ] 
f(z) = -122/135*z^3 + 71/30*z + 1
*
-15/22 | 0.17090261604023148873366961488279262707 | 0.018983482390850207622072169636190484896
f(z) = -121/125*z^3 + 65/36*z + 1
*
45/22 | 0.089416246994855427307391540745563988249 | 0.011997378102098425909133955925211314108
f(z) = -121/125*z^3 + 69/20*z + 1
*
[ 35/22 ] 
f(z) = -121/125*z^3 + 79/28*z + 1
*
-12/11 | 0.15301398857334502678297986206046953138 | 0.022025984938852557399534671416024481258
f(z) = -121/128*z^3 + 65/24*z + 1
*
14/11 | 0.089884206348318235236890297418448667973 | 0.016164242499871908464590599484099230138
f(z) = -121/128*z^3 + 65/32*z + 1
*
[ -12/11 ] 
f(z) = -121/128*z^3 + 73/24*z + 1
*
-39/22 | 0.21694591023243588244419143746352806795 | 0.029163427704737926167450155937101710293
f(z) = -121/135*z^3 + 63/20*z + 1
*
-12/11 | 0.16808925074937106007425173151869847700 | 0.026256080106019231437287737879989666128
f(z) = -121/135*z^3 + 67/30*z + 1
*
[ 5/4 ] 
f(z) = -138/125*z^3 + 77/40*z + 1
*
[ 10/9 ] 
f(z) = -138/125*z^3 + 79/54*z + 1
*
5/4 | 0.21706890701258447441330368330727179994 | 0.028702638645080411953524582295091532636
f(z) = -128/125*z^3 + 77/40*z + 1
*
-5/4 | 0.15539939458637321267063899431834854272 | 0.017147670317460380248886962801721585182
f(z) = -126/125*z^3 + 69/56*z + 1
*
[ 5/4 ] 
f(z) = -126/125*z^3 + 71/40*z + 1
*
[ 6/5 ] 
f(z) = -125/126*z^3 + 67/42*z + 1
*
-24/25 | 0.17959675835354019294217514782133427808 | 0.025528059919686989706082806106340956173
f(z) = -125/128*z^3 + 71/40*z + 1
*
[ 6/5 ] 
f(z) = -125/136*z^3 + 76/51*z + 1
*
[ 10/9 ] 
f(z) = -123/125*z^3 + 71/54*z + 1
*
[ 5/4 ] 
f(z) = -122/125*z^3 + 69/40*z + 1
*
15/11 | 0.14879546341670665366863979081804797404 | 0.028562406934424584755672368788789508556
f(z) = -121/126*z^3 + 61/42*z + 1
*
20/11 | 0.17883270444678955327302514943622660068 | 0.025039455143665524160006953874475961614
f(z) = -121/128*z^3 + 79/40*z + 1
*
10/7 | 0.21928943346264202630416584123131168418 | 0.024421345218392122684244493553319125472
f(z) = -126/125*z^3 + 61/63*z + 1
*
-12/11 | 0.12558294309784643896033492339951036048 | 0.025640475847965687815199999809077371050
f(z) = -121/120*z^3 + 67/60*z + 1
*
[ 12/11 ] 
f(z) = -121/120*z^3 + 77/60*z + 1
*
[ 20/23 ] 
f(z) = -138/125*z^3 + 63/92*z + 1
*
-3/4 | 0.22726634043797916368895208457901107537 | 0.029600205892941960707048001647638704266
f(z) = -133/135*z^3 + 71/80*z + 1
*
[ 11/12 ] 
f(z) = -128/121*z^3 + 79/99*z + 1
*
[ 11/12 ] 
f(z) = -126/121*z^3 + 69/88*z + 1
*
-16/25 | 0.19364526840837047402305913873263988182 | 0.029969236576453553884985114223310875000
f(z) = -125/128*z^3 + 77/80*z + 1
*
[ 6/7 ] 
f(z) = -133/120*z^3 + 68/105*z + 1
*
[ 22/25 ] 
f(z) = -125/121*z^3 + 73/110*z + 1
*
5/4 | 0.17926666326867863582816087960802713959 | 0.022117194557485722750287591782334243841
f(z) = -138/125*z^3 + 71/120*z + 1
*
-8/15 | 0.17926666326867863582816087960802713959 | 0.023546435197554766370376595515172967013
f(z) = -135/128*z^3 + 61/120*z + 1
*
[ 7/8 ] 
f(z) = -128/133*z^3 + 79/133*z + 1
*
-12/25 | 0.15187468843962002895462610217097985408 | 0.020089030684567130599038375542538597356
f(z) = -125/128*z^3 + 77/120*z + 1
*
2/33 | 0.18595319945287056743394569886235164915 | 0.026154198593476262863821659830448080895
f(z) = -121/136*z^3 + 77/153*z + 1
*
[ 4/5 ] 
f(z) = -129/128*z^3 + 79/200*z + 1
*
[ 25/32 ] 
f(z) = -128/125*z^3 + 69/200*z + 1
*
[ 4/5 ] 
f(z) = -127/128*z^3 + 77/200*z + 1
*
[ 4/5 ] 
f(z) = -123/128*z^3 + 73/200*z + 1
*
[ 4/5 ] 
f(z) = -121/128*z^3 + 71/200*z + 1
*
[ 3/4 ] 
f(z) = -136/123*z^3 + 71/246*z + 1
*
[ 3/4 ] 
f(z) = -136/129*z^3 + 67/258*z + 1
*
[ 34/45 ] 
f(z) = -135/136*z^3 + 62/255*z + 1
*
[ -2 ] 
f(z) = -139/120*z^3 + 92/15*z + 1
*
[ -2 ] 
f(z) = -139/136*z^3 + 95/17*z + 1
*
[ -5/2 ] 
f(z) = -138/125*z^3 + 83/10*z + 1
*
[ -2 ] 
f(z) = -137/120*z^3 + 91/15*z + 1
*
[ -2 ] 
f(z) = -137/136*z^3 + 94/17*z + 1
*
[ -2 ] 
f(z) = -135/136*z^3 + 93/17*z + 1
*
[ -5/2 ] 
f(z) = -134/125*z^3 + 81/10*z + 1
*
[ -2 ] 
f(z) = -133/120*z^3 + 89/15*z + 1
*
[ -2 ] 
f(z) = -133/136*z^3 + 92/17*z + 1
*
5/2 | 0.11478944131799388778193208819129481703 | 0.015029288181879234888480969359270788733
f(z) = -132/125*z^3 + 83/15*z + 1
*
[ -2 ] 
f(z) = -131/120*z^3 + 88/15*z + 1
*
[ -2 ] 
f(z) = -131/136*z^3 + 91/17*z + 1
*
[ -2 ] 
f(z) = -129/136*z^3 + 90/17*z + 1
*
[ 11/4 ] 
f(z) = -128/121*z^3 + 95/11*z + 1
*
[ -35/16 ] 
f(z) = -128/125*z^3 + 89/14*z + 1
*
21/8 | 0.12954130087817782080316114200202129077 | 0.019408211757111887106295889315484720613
f(z) = -128/135*z^3 + 88/15*z + 1
*
[ -2 ] 
f(z) = -127/120*z^3 + 86/15*z + 1
*
[ -2 ] 
f(z) = -127/136*z^3 + 89/17*z + 1
*
-35/18 | 0.19691762172878834179010008000301706922 | 0.021294942679653336341846045359917950468
f(z) = -126/125*z^3 + 83/18*z + 1
*
[ -2 ] 
f(z) = -125/136*z^3 + 88/17*z + 1
*
[ -2 ] 
f(z) = -123/136*z^3 + 87/17*z + 1
*
[ -2 ] 
f(z) = -121/120*z^3 + 83/15*z + 1
*
-6/11 | 0.15828266474556592135733515035539576873 | 0.023977752918579456044485545569302258383
f(z) = -121/120*z^3 + 92/15*z + 1
*
-4/11 | 0.13964491600786666880484569344516359134 | 0.019060338691014319717066877256010324958
f(z) = -121/128*z^3 + 95/8*z + 1
*
[ -2 ] 
f(z) = -121/136*z^3 + 86/17*z + 1
*
[ -5/6 ] 
f(z) = -138/125*z^3 + 89/30*z + 1
*
[ -5/8 ] 
f(z) = -138/125*z^3 + 97/32*z + 1
*
[ -2/3 ] 
f(z) = -135/128*z^3 + 95/32*z + 1
*
5/3 | 0.22273635715825111992762341669048520424 | 0.024183292708265081671045226238584462945
f(z) = -132/125*z^3 + 80/33*z + 1
*
-5/3 | 0.18139669392444012734592555653393369912 | 0.023467387452182868440799111628377434466
f(z) = -132/125*z^3 + 91/30*z + 1
*
[ -4/3 ] 
f(z) = -129/128*z^3 + 85/24*z + 1
*
[ -15/16 ] 
f(z) = -128/125*z^3 + 89/30*z + 1
*
15/8 | 0.21148220223298639834738858898804795037 | 0.027135413714965884933120389785377208898
f(z) = -128/125*z^3 + 97/30*z + 1
*
[ 11/6 ] 
f(z) = -126/121*z^3 + 87/22*z + 1
*
[ -20/21 ] 
f(z) = -126/125*z^3 + 83/28*z + 1
*
[ -4/3 ] 
f(z) = -123/128*z^3 + 83/24*z + 1
*
-10/11 | 0.19835773775261312040817372676912620434 | 0.025970817259499397393406899046983145585
f(z) = -121/125*z^3 + 83/20*z + 1
*
24/11 | 0.20610399816378863152201195024359874674 | 0.028565092605563413087643278244794413502
f(z) = -121/128*z^3 + 85/24*z + 1
*
24/11 | 0.18630746275723419206486855429794020141 | 0.025657855306429968613120211195884201468
f(z) = -121/128*z^3 + 89/24*z + 1
*
-39/22 | 0.19816217846003604403036341955238649897 | 0.025686385352206301435027210946032898848
f(z) = -121/135*z^3 + 83/20*z + 1
*
21/11 | 0.22300438427411177768172509712111936851 | 0.028774075506503139780044112868799049469
f(z) = -121/135*z^3 + 86/35*z + 1
*
[ 11/10 ] 
f(z) = -140/121*z^3 + 82/55*z + 1
*
3/8 | 0.19132407726506692429672279885920579649 | 0.024245992488307889894788278399911958403
f(z) = -136/135*z^3 + 99/40*z + 1
*
28/15 | 0.15387911207211567003409671857490963514 | 0.020943628045627581843308708915688623371
f(z) = -135/128*z^3 + 97/40*z + 1
*
[ 8/7 ] 
f(z) = -133/128*z^3 + 83/56*z + 1
*
35/22 | 0.14315396905808911469624703216077030664 | 0.018803081366260882676288536853703364311
f(z) = -132/125*z^3 + 81/55*z + 1
*
-8/25 | 0.20256193408369231541877680740157625493 | 0.027896385460856557055809928524991057596
f(z) = -125/128*z^3 + 89/40*z + 1
*
12/11 | 0.12442781467384543854143912682360186379 | 0.022551676835079500167258722352154990414
f(z) = -121/126*z^3 + 83/42*z + 1
*
20/11 | 0.21169475512079554864266547787457056989 | 0.029245679009599351875218655318307524778
f(z) = -121/128*z^3 + 87/40*z + 1
*
5/6 | 0.18383807173282836806248224614580327072 | 0.023783229806897849738034476083360748460
f(z) = -129/125*z^3 + 91/60*z + 1
*
-5/4 | 0.26064431770174735287599784810325743914 | 0.028186435304812654911752306577111204271
f(z) = -126/125*z^3 + 83/72*z + 1
*
4/11 | 0.12546036563835066582629247258913552411 | 0.024542383673941641467843857264036014487
f(z) = -121/120*z^3 + 83/60*z + 1
*
21/22 | 0.18831600883751762872823991052889871676 | 0.028166306527821390233364697146725677189
f(z) = -121/135*z^3 + 89/60*z + 1
*
-2/3 | 0.16687020578892721754734483266742798459 | 0.028005758969167382151131181468265305067
f(z) = -129/128*z^3 + 91/96*z + 1
*
-2/3 | 0.16686998470388038433804646458066553111 | 0.028042347230437232239343082739723619284
f(z) = -123/128*z^3 + 89/96*z + 1
*
-45/44 | 0.16642957075299949963529019867458559865 | 0.021354682375642547968652201718236701598
f(z) = -121/125*z^3 + 97/80*z + 1
*
5/33 | 0.16302314772529892116894507762915715029 | 0.016693606489667638065191505085108574995
f(z) = -132/125*z^3 + 89/132*z + 1
*
15/32 | 0.15202035039319083459911400549790037097 | 0.018931352226026327995632775410752973254
f(z) = -128/125*z^3 + 91/120*z + 1
*
21/32 | 0.16082123026053048824024593219846065994 | 0.023024733273320319969483444035490426107
f(z) = -128/135*z^3 + 89/120*z + 1
*
15/11 | 0.11936505507214015229827662219806126333 | 0.024889547184610735919539867973083249593
f(z) = -121/120*z^3 + 97/120*z + 1
*
[ 10/11 ] 
f(z) = -121/130*z^3 + 87/130*z + 1
*
[ 11/13 ] 
f(z) = -130/121*z^3 + 84/143*z + 1
*
[ 5/6 ] 
f(z) = -133/125*z^3 + 97/180*z + 1
*
[ 5/6 ] 
f(z) = -127/125*z^3 + 91/180*z + 1
*
[ 4/5 ] 
f(z) = -139/128*z^3 + 89/200*z + 1
*
[ 4/5 ] 
f(z) = -137/128*z^3 + 87/200*z + 1
*
[ 4/5 ] 
f(z) = -133/128*z^3 + 83/200*z + 1
*
[ 4/5 ] 
f(z) = -131/128*z^3 + 81/200*z + 1
*
[ 4/5 ] 
f(z) = -125/122*z^3 + 99/244*z + 1
*
[ 4/5 ] 
f(z) = -125/126*z^3 + 97/252*z + 1
*
[ 4/5 ] 
f(z) = -125/134*z^3 + 93/268*z + 1
*
[ 4/5 ] 
f(z) = -125/138*z^3 + 91/276*z + 1
*
[ -11/4 ] 
f(z) = -128/121*z^3 + 103/11*z + 1
*
-15/4 | 0.15352443583238163638593602559148837839 | 0.016007990529929323180428558345627534141
f(z) = -128/125*z^3 + 117/8*z + 1
*
55/16 | 0.23369702715052689882446395298369018382 | 0.029219435743782739449256873426204904491
f(z) = -128/125*z^3 + 119/10*z + 1
*
3/16 | 0.22244501420399653714231730855152226484 | 0.027914963754971123598187863707786366031
f(z) = -128/135*z^3 + 107/10*z + 1
*
-3/8 | 0.15246062058812950609074552798891018453 | 0.019002411945230655877545061817540270473
f(z) = -128/135*z^3 + 113/10*z + 1
*
-5/9 | 0.13227842257805655120889605212011169817 | 0.014007448881217745363424965034367909176
f(z) = -126/125*z^3 + 101/18*z + 1
*
[ 10/3 ] 
f(z) = -126/125*z^3 + 119/10*z + 1
*
-30/11 | 0.13963243828672204839474608563530634472 | 0.020796677365387789199130998734201481078
f(z) = -121/120*z^3 + 103/15*z + 1
*
-30/11 | 0.19376714965526110939004159156973456784 | 0.024304543822075451272332194236542248895
f(z) = -121/125*z^3 + 116/15*z + 1
*
[ -2/11 ] 
f(z) = -121/136*z^3 + 111/17*z + 1
*
[ -5/6 ] 
f(z) = -139/125*z^3 + 107/36*z + 1
*
[ 15/8 ] 
f(z) = -136/125*z^3 + 103/24*z + 1
*
[ -11/9 ] 
f(z) = -135/121*z^3 + 115/33*z + 1
*
20/9 | 0.16603244139069767363007719631177653022 | 0.021986065763097109119511245002585151457
f(z) = -135/128*z^3 + 119/24*z + 1
*
-2 | 0.10484659733728392914810073598596462971 | 0.017005594724666733731114268273113080542
f(z) = -135/128*z^3 + 119/32*z + 1
*
[ -5/7 ] 
f(z) = -133/125*z^3 + 103/35*z + 1
*
-2 | 0.10455260844904102152799443605355466116 | 0.017004659277247968864560011745729742484
f(z) = -133/128*z^3 + 117/32*z + 1
*
-2 | 0.10425288147563272445359112968403801520 | 0.017003593270360689291179241725013200920
f(z) = -131/128*z^3 + 115/32*z + 1
*
-2 | 0.10394713796411385822891844156313558417 | 0.017002378420490010991643950197076559687
f(z) = -129/128*z^3 + 113/32*z + 1
*
-15/16 | 0.13064212738273678264047034901524365757 | 0.016334350903112677376623013443771381021
f(z) = -128/125*z^3 + 119/30*z + 1
*
-2 | 0.10363507494629607077993581611822558813 | 0.017000993694107534004286745151151661271
f(z) = -127/128*z^3 + 111/32*z + 1
*
[ -11/6 ] 
f(z) = -126/121*z^3 + 111/22*z + 1
*
[ -5/7 ] 
f(z) = -126/125*z^3 + 102/35*z + 1
*
-2 | 0.10331636162604488158808066096739530244 | 0.016999414820625120893474926581756839936
f(z) = -125/128*z^3 + 109/32*z + 1
*
[ -2/5 ] 
f(z) = -125/128*z^3 + 117/32*z + 1
*
-2 | 0.10299063545008228592655019194215519892 | 0.016997613701794543030549908057047242506
f(z) = -123/128*z^3 + 107/32*z + 1
*
[ -5/22 ] 
f(z) = -121/125*z^3 + 109/20*z + 1
*
-2 | 0.10265749741477058624245330277212725612 | 0.016995557691152435371556348001229040422
f(z) = -121/128*z^3 + 105/32*z + 1
*
-4/3 | 0.075217360847179575393097311092791548961 | 0.010029012815769518873192609713426942511
f(z) = -135/128*z^3 + 113/40*z + 1
*
[ -4/5 ] 
f(z) = -135/128*z^3 + 117/40*z + 1
*
-8/5 | 0.19987614439554190302874820110496085790 | 0.027055226177310215182167702238790560509
f(z) = -125/128*z^3 + 101/40*z + 1
*
-12/25 | 0.20330447282826452772626818880995880580 | 0.026921639362127979320665429269279356103
f(z) = -125/128*z^3 + 119/40*z + 1
*
-15/11 | 0.11653944670727988973449268485633204676 | 0.014732762437896212722647331953099550272
f(z) = -121/125*z^3 + 109/45*z + 1
*
-5/4 | 0.18798823323842924864903055338915992467 | 0.023820991959725310635470833428161215751
f(z) = -132/125*z^3 + 107/60*z + 1
*
-85/96 | 0.28060987173920379009446402430977727887 | 0.029714811813941381270059521011177853673
f(z) = -128/125*z^3 + 101/72*z + 1
*
[ 6/5 ] 
f(z) = -125/132*z^3 + 101/66*z + 1
*
-2/5 | 0.15902863596897680810764915430975466272 | 0.029534549500840719628336186597766154992
f(z) = -125/132*z^3 + 109/66*z + 1
*
-4/11 | 0.15360000550014616809985802276848593093 | 0.028336687341889163274338684665380352266
f(z) = -121/120*z^3 + 113/60*z + 1
*
[ 40/33 ] 
f(z) = -121/125*z^3 + 115/72*z + 1
*
-15/22 | 0.091259946870836810613332404671612781570 | 0.013396260114426208190653544262426228491
f(z) = -121/135*z^3 + 101/60*z + 1
*
[ 16/15 ] 
f(z) = -135/128*z^3 + 101/80*z + 1
*
[ 12/11 ] 
f(z) = -121/126*z^3 + 103/84*z + 1
*
-6/11 | 0.15621387411806902162121443642534519485 | 0.025781597283246750526848373502251855475
f(z) = -121/128*z^3 + 107/96*z + 1
*
-6/7 | 0.19295971584345878135056097049957570734 | 0.028225921226369294719205814466301983834
f(z) = -133/120*z^3 + 103/105*z + 1
*
-3/4 | 0.19418951635839753558395557370097506296 | 0.027802062024919791479253555606485302506
f(z) = -134/135*z^3 + 107/120*z + 1
*
[ 24/25 ] 
f(z) = -125/128*z^3 + 103/120*z + 1
*
-3/4 | 0.18560174793132049492301307254598444210 | 0.026572553476041226233694993244438935318
f(z) = -122/135*z^3 + 101/120*z + 1
*
[ 10/11 ] 
f(z) = -121/128*z^3 + 109/160*z + 1
*
[ 5/6 ] 
f(z) = -139/125*z^3 + 103/180*z + 1
*
[ 5/6 ] 
f(z) = -137/125*z^3 + 101/180*z + 1
*
3/5 | 0.18790846313005875321753543029920636230 | 0.029152440440386787264297014801547906081
f(z) = -125/126*z^3 + 103/210*z + 1
*
[ 21/25 ] 
f(z) = -125/126*z^3 + 107/210*z + 1
*
[ 15/19 ] 
f(z) = -133/125*z^3 + 113/285*z + 1
*
[ -5/34 ] 
f(z) = -136/125*z^3 + 133/17*z + 1
*
[ 5 ] 
f(z) = -134/125*z^3 + 138/5*z + 1
*
[ 5 ] 
f(z) = -133/125*z^3 + 137/5*z + 1
*
[ -5 ] 
f(z) = -133/125*z^3 + 139/5*z + 1
*
[ 4 ] 
f(z) = -133/128*z^3 + 139/8*z + 1
*
[ 5 ] 
f(z) = -132/125*z^3 + 136/5*z + 1
*
[ -5 ] 
f(z) = -132/125*z^3 + 138/5*z + 1
*
[ -5 ] 
f(z) = -131/125*z^3 + 137/5*z + 1
*
[ 4 ] 
f(z) = -131/128*z^3 + 137/8*z + 1
*
[ 5 ] 
f(z) = -129/125*z^3 + 133/5*z + 1
*
[ 4 ] 
f(z) = -129/128*z^3 + 135/8*z + 1
*
[ -4 ] 
f(z) = -129/128*z^3 + 139/8*z + 1
*
[ 5 ] 
f(z) = -128/125*z^3 + 132/5*z + 1
*
[ -5 ] 
f(z) = -128/125*z^3 + 134/5*z + 1
*
[ 5 ] 
f(z) = -127/125*z^3 + 131/5*z + 1
*
[ -5 ] 
f(z) = -127/125*z^3 + 133/5*z + 1
*
[ 4 ] 
f(z) = -127/128*z^3 + 133/8*z + 1
*
[ -4 ] 
f(z) = -127/128*z^3 + 137/8*z + 1
*
[ 3 ] 
f(z) = -127/135*z^3 + 137/15*z + 1
*
[ -5 ] 
f(z) = -126/125*z^3 + 132/5*z + 1
*
[ 4 ] 
f(z) = -125/128*z^3 + 131/8*z + 1
*
[ -4 ] 
f(z) = -125/128*z^3 + 135/8*z + 1
*
[ 5 ] 
f(z) = -124/125*z^3 + 128/5*z + 1
*
[ 3 ] 
f(z) = -124/135*z^3 + 134/15*z + 1
*
[ 5 ] 
f(z) = -123/125*z^3 + 127/5*z + 1
*
[ -5 ] 
f(z) = -123/125*z^3 + 129/5*z + 1
*
[ 4 ] 
f(z) = -123/128*z^3 + 129/8*z + 1
*
[ -4 ] 
f(z) = -123/128*z^3 + 133/8*z + 1
*
[ 5 ] 
f(z) = -122/125*z^3 + 126/5*z + 1
*
[ -5 ] 
f(z) = -122/125*z^3 + 128/5*z + 1
*
[ 30/11 ] 
f(z) = -121/120*z^3 + 122/15*z + 1
*
[ -30/11 ] 
f(z) = -121/120*z^3 + 133/15*z + 1
*
[ -5 ] 
f(z) = -121/125*z^3 + 127/5*z + 1
*
[ 4 ] 
f(z) = -121/128*z^3 + 127/8*z + 1
*
[ -4 ] 
f(z) = -121/128*z^3 + 131/8*z + 1
*
[ 3 ] 
f(z) = -121/135*z^3 + 131/15*z + 1
*
-2 | 0.10541836855028487384864980979866330973 | 0.017007135681501648469176884668109474337
f(z) = -139/128*z^3 + 123/32*z + 1
*
[ -5/23 ] 
f(z) = -138/125*z^3 + 130/23*z + 1
*
-2 | 0.10513510488929985677217252196579428152 | 0.017006415550047529574854873456137187342
f(z) = -137/128*z^3 + 121/32*z + 1
*
[ -3/7 ] 
f(z) = -133/135*z^3 + 123/35*z + 1
*
[ -15/11 ] 
f(z) = -132/125*z^3 + 122/33*z + 1
*
-15/8 | 0.10264760480940864365247031991121324426 | 0.012589623633980082543172243464853182943
f(z) = -128/125*z^3 + 139/30*z + 1
*
[ 5/2 ] 
f(z) = -127/125*z^3 + 139/20*z + 1
*
[ -15/7 ] 
f(z) = -126/125*z^3 + 128/21*z + 1
*
[ 2 ] 
f(z) = -123/128*z^3 + 139/32*z + 1
*
-15/22 | 0.27619537780097959669131277921206597556 | 0.028332686623188944180717547112252682091
f(z) = -121/125*z^3 + 137/36*z + 1
*
[ 25/11 ] 
f(z) = -121/125*z^3 + 139/25*z + 1
*
[ 24/11 ] 
f(z) = -121/128*z^3 + 121/24*z + 1
*
24/11 | 0.16357821235411217403420502796383488953 | 0.021520893502423259719854942493380646964
f(z) = -121/128*z^3 + 125/24*z + 1
*
[ 2 ] 
f(z) = -121/128*z^3 + 137/32*z + 1
*
[ 21/11 ] 
f(z) = -121/135*z^3 + 131/35*z + 1
*
-6/11 | 0.24182017346553003762652443906138162514 | 0.029433487887953090220774920476164812769
f(z) = -121/135*z^3 + 137/20*z + 1
*
[ -5/8 ] 
f(z) = -136/125*z^3 + 121/40*z + 1
*
[ -5/6 ] 
f(z) = -136/125*z^3 + 133/45*z + 1
*
[ 8/5 ] 
f(z) = -135/128*z^3 + 123/40*z + 1
*
[ -8/15 ] 
f(z) = -135/128*z^3 + 127/40*z + 1
*
28/15 | 0.10528193136785561522577569731739458538 | 0.013686185005071563968640243048741122844
f(z) = -135/128*z^3 + 137/40*z + 1
*
-16/9 | 0.19605462564937379998856773284654099804 | 0.027952236714781621313455158833150589217
f(z) = -135/128*z^3 + 139/48*z + 1
*
[ -5/4 ] 
f(z) = -134/125*z^3 + 139/40*z + 1
*
[ -5/6 ] 
f(z) = -128/125*z^3 + 131/45*z + 1
*
-5/32 | 0.18778128898747275427263189130684544385 | 0.023072194872014056869414454572221406138
f(z) = -128/125*z^3 + 137/40*z + 1
*
-21/32 | 0.24285741196801097549135877781559705806 | 0.029952735117135479101923900344071775260
f(z) = -128/135*z^3 + 123/40*z + 1
*
[ -9/8 ] 
f(z) = -128/135*z^3 + 139/45*z + 1
*
[ -11/10 ] 
f(z) = -125/121*z^3 + 139/44*z + 1
*
[ -3/5 ] 
f(z) = -125/126*z^3 + 127/42*z + 1
*
[ -6/5 ] 
f(z) = -125/126*z^3 + 137/42*z + 1
*
-36/25 | 0.15359369704867170569748679336170085303 | 0.020083419715988703182097237610432125138
f(z) = -125/128*z^3 + 131/40*z + 1
*
[ -5/4 ] 
f(z) = -122/125*z^3 + 133/40*z + 1
*
[ 18/11 ] 
f(z) = -121/120*z^3 + 139/45*z + 1
*
[ 5/3 ] 
f(z) = -121/125*z^3 + 139/45*z + 1
*
[ -6/11 ] 
f(z) = -121/126*z^3 + 131/42*z + 1
*
[ -9/11 ] 
f(z) = -121/135*z^3 + 127/45*z + 1
*
[ 4/3 ] 
f(z) = -135/136*z^3 + 137/68*z + 1
*
-5/4 | 0.21502923835407493150208307776027107670 | 0.026668431180414970837181908233499823629
f(z) = -132/125*z^3 + 127/60*z + 1
*
[ 21/16 ] 
f(z) = -128/135*z^3 + 131/70*z + 1
*
4/33 | 0.17351391634360491005147898294158538852 | 0.022780494096393343548706604546243776693
f(z) = -121/128*z^3 + 127/72*z + 1
*
[ 4/3 ] 
f(z) = -121/128*z^3 + 139/72*z + 1
*
[ 10/9 ] 
f(z) = -126/125*z^3 + 121/90*z + 1
*
-34/25 | 0.19701350420264642865139416051708787265 | 0.028621279149758306434251098922047287114
f(z) = -125/136*z^3 + 122/85*z + 1
*
6/25 | 0.19922135364075004619997950461529201909 | 0.028614534189052120042255286103139936092
f(z) = -125/136*z^3 + 132/85*z + 1
*
[ 5/4 ] 
f(z) = -123/125*z^3 + 139/80*z + 1
*
15/44 | 0.16642957075299949963529019867458559865 | 0.020765626797181913257731120956958012056
f(z) = -121/125*z^3 + 121/80*z + 1
*
[ 5/4 ] 
f(z) = -121/125*z^3 + 137/80*z + 1
*
[ 25/22 ] 
f(z) = -121/125*z^3 + 137/100*z + 1
*
68/45 | 0.089855719724075263059978775376528372108 | 0.011658880139174885534666973725755434415
f(z) = -135/128*z^3 + 139/120*z + 1
*
15/32 | 0.13385335696242104796913744290061064632 | 0.016537206238906868202527360497662875785
f(z) = -128/125*z^3 + 131/120*z + 1
*
[ 20/21 ] 
f(z) = -126/125*z^3 + 121/140*z + 1
*
[ 15/16 ] 
f(z) = -136/135*z^3 + 131/160*z + 1
*
[ 21/22 ] 
f(z) = -121/126*z^3 + 139/168*z + 1
*
[ 8/9 ] 
f(z) = -123/128*z^3 + 137/216*z + 1
*
-34/45 | 0.14615985105244247565781496247503854851 | 0.019179308133164148144111383553301098070
f(z) = -135/136*z^3 + 137/255*z + 1
*
[ 5 ] 
f(z) = -139/125*z^3 + 143/5*z + 1
*
[ 4 ] 
f(z) = -139/128*z^3 + 145/8*z + 1
*
[ -4 ] 
f(z) = -139/128*z^3 + 149/8*z + 1
*
[ 3 ] 
f(z) = -139/135*z^3 + 149/15*z + 1
*
[ 5 ] 
f(z) = -138/125*z^3 + 142/5*z + 1
*
[ -5 ] 
f(z) = -138/125*z^3 + 144/5*z + 1
*
[ 5 ] 
f(z) = -137/125*z^3 + 141/5*z + 1
*
[ -5 ] 
f(z) = -137/125*z^3 + 143/5*z + 1
*
[ 4 ] 
f(z) = -137/128*z^3 + 143/8*z + 1
*
[ -4 ] 
f(z) = -137/128*z^3 + 147/8*z + 1
*
[ -3 ] 
f(z) = -137/135*z^3 + 157/15*z + 1
*
[ -5 ] 
f(z) = -136/125*z^3 + 142/5*z + 1
*
[ 3 ] 
f(z) = -136/135*z^3 + 146/15*z + 1
*
[ 15/4 ] 
f(z) = -136/135*z^3 + 149/10*z + 1
*
[ 4 ] 
f(z) = -135/128*z^3 + 141/8*z + 1
*
[ -4 ] 
f(z) = -135/128*z^3 + 145/8*z + 1
*
[ -3 ] 
f(z) = -134/135*z^3 + 154/15*z + 1
*
[ -4 ] 
f(z) = -133/128*z^3 + 143/8*z + 1
*
[ 3 ] 
f(z) = -133/135*z^3 + 143/15*z + 1
*
[ -4 ] 
f(z) = -131/128*z^3 + 141/8*z + 1
*
[ -3 ] 
f(z) = -131/135*z^3 + 151/15*z + 1
*
-5/16 | 0.19602876509908473908272887716505156337 | 0.023959357469396129962695505013930164419
f(z) = -128/125*z^3 + 143/10*z + 1
*
[ -3 ] 
f(z) = -128/135*z^3 + 148/15*z + 1
*
[ -3 ] 
f(z) = -122/135*z^3 + 142/15*z + 1
*
140/33 | 0.26958064517762900843700812807655462676 | 0.027474809753226691822586806453958323207
f(z) = -121/125*z^3 + 146/9*z + 1
*
-10/33 | 0.22773227774667262546280084412021672414 | 0.023114878957884863322961986145800034161
f(z) = -121/125*z^3 + 152/9*z + 1
*
[ -45/11 ] 
f(z) = -121/125*z^3 + 157/9*z + 1
*
[ -5/44 ] 
f(z) = -121/125*z^3 + 157/16*z + 1
*
[ 34/11 ] 
f(z) = -121/136*z^3 + 156/17*z + 1
*
[ 5/2 ] 
f(z) = -139/125*z^3 + 151/20*z + 1
*
[ 2 ] 
f(z) = -139/128*z^3 + 155/32*z + 1
*
-5/6 | 0.22580818671556141877406499061616212123 | 0.027461154227012007499317677529727608269
f(z) = -138/125*z^3 + 149/30*z + 1
*
[ 5/2 ] 
f(z) = -137/125*z^3 + 149/20*z + 1
*
[ 2 ] 
f(z) = -137/128*z^3 + 153/32*z + 1
*
20/9 | 0.12891007670930080101041232555107736991 | 0.016664881052545529229221803670222736128
f(z) = -135/128*z^3 + 143/24*z + 1
*
[ 2 ] 
f(z) = -135/128*z^3 + 151/32*z + 1
*
[ 2 ] 
f(z) = -133/128*z^3 + 149/32*z + 1
*
5/33 | 0.25853838842789185161642253777101813466 | 0.026349417745779683008867859432926088263
f(z) = -132/125*z^3 + 146/33*z + 1
*
[ 5/2 ] 
f(z) = -131/125*z^3 + 143/20*z + 1
*
[ -5/2 ] 
f(z) = -131/125*z^3 + 159/20*z + 1
*
[ 2 ] 
f(z) = -131/128*z^3 + 147/32*z + 1
*
[ 5/2 ] 
f(z) = -129/125*z^3 + 141/20*z + 1
*
[ -5/2 ] 
f(z) = -129/125*z^3 + 157/20*z + 1
*
[ 2 ] 
f(z) = -129/128*z^3 + 145/32*z + 1
*
-8/3 | 0.22062287831114728673175142550044633485 | 0.028180807441221634540300623423623083804
f(z) = -129/128*z^3 + 157/24*z + 1
*
[ 2 ] 
f(z) = -127/128*z^3 + 143/32*z + 1
*
-5/3 | 0.20666354708648806739502602953950468979 | 0.025132921982107670478676797920577235559
f(z) = -126/125*z^3 + 149/35*z + 1
*
5/2 | 0.21898699931174451423385074625671997280 | 0.026463296746251568683701760360913094000
f(z) = -126/125*z^3 + 157/30*z + 1
*
[ 2 ] 
f(z) = -125/128*z^3 + 141/32*z + 1
*
[ 12/5 ] 
f(z) = -125/128*z^3 + 149/24*z + 1
*
[ -5/2 ] 
f(z) = -123/125*z^3 + 151/20*z + 1
*
-8/3 | 0.21264363541489283779221578456229174847 | 0.027344265105755732187747958042840830379
f(z) = -123/128*z^3 + 149/24*z + 1
*
[ -5/2 ] 
f(z) = -121/125*z^3 + 149/20*z + 1
*
[ -24/11 ] 
f(z) = -121/128*z^3 + 143/24*z + 1
*
30/11 | 0.19324145857773942255366806065084714329 | 0.023398584709332961280998515206503097971
f(z) = -121/135*z^3 + 143/20*z + 1
*
[ 5/3 ] 
f(z) = -139/125*z^3 + 157/45*z + 1
*
[ -5/4 ] 
f(z) = -138/125*z^3 + 141/40*z + 1
*
[ -5/7 ] 
f(z) = -137/125*z^3 + 145/49*z + 1
*
[ -15/17 ] 
f(z) = -136/125*z^3 + 152/51*z + 1
*
[ 5/3 ] 
f(z) = -136/125*z^3 + 154/45*z + 1
*
-4/3 | 0.15359351185374125316460071494387862517 | 0.019683837934743394427777747554229701938
f(z) = -135/128*z^3 + 153/40*z + 1
*
[ 5/3 ] 
f(z) = -134/125*z^3 + 152/45*z + 1
*
[ 5/3 ] 
f(z) = -133/125*z^3 + 151/45*z + 1
*
[ -5/7 ] 
f(z) = -132/125*z^3 + 144/49*z + 1
*
[ 5/3 ] 
f(z) = -131/125*z^3 + 149/45*z + 1
*
[ -2/3 ] 
f(z) = -129/136*z^3 + 149/51*z + 1
*
[ 25/16 ] 
f(z) = -128/125*z^3 + 143/50*z + 1
*
[ -5/7 ] 
f(z) = -127/125*z^3 + 143/49*z + 1
*
[ -5/12 ] 
f(z) = -126/125*z^3 + 143/40*z + 1
*
-12/25 | 0.22412182099063650554985021606514747963 | 0.028581524353804114910802623657245374170
f(z) = -125/128*z^3 + 159/40*z + 1
*
[ 5/3 ] 
f(z) = -124/125*z^3 + 142/45*z + 1
*
[ -2/3 ] 
f(z) = -123/136*z^3 + 148/51*z + 1
*
[ -5/7 ] 
f(z) = -122/125*z^3 + 142/49*z + 1
*
[ 20/11 ] 
f(z) = -121/128*z^3 + 143/40*z + 1
*
[ -6/11 ] 
f(z) = -121/136*z^3 + 158/51*z + 1
*
[ 4/3 ] 
f(z) = -139/128*z^3 + 157/72*z + 1
*
[ 4/3 ] 
f(z) = -137/128*z^3 + 155/72*z + 1
*
[ 3/2 ] 
f(z) = -137/135*z^3 + 157/60*z + 1
*
[ 4/3 ] 
f(z) = -133/128*z^3 + 151/72*z + 1
*
[ 4/3 ] 
f(z) = -131/128*z^3 + 149/72*z + 1
*
[ 3/2 ] 
f(z) = -131/135*z^3 + 151/60*z + 1
*
[ 35/24 ] 
f(z) = -128/125*z^3 + 157/63*z + 1
*
[ 4/3 ] 
f(z) = -127/128*z^3 + 145/72*z + 1
*
-55/42 | 0.21392825846181394168460784198756245260 | 0.026016403499736827904578614261804592425
f(z) = -126/125*z^3 + 149/70*z + 1
*
[ 4/3 ] 
f(z) = -125/128*z^3 + 143/72*z + 1
*
-6/5 | 0.14017659541700470796067087132342621229 | 0.024723022814968969602306446638446637503
f(z) = -125/132*z^3 + 145/66*z + 1
*
4/11 | 0.12816256698511809578747264496907717580 | 0.022659609715124491328555926500115987276
f(z) = -121/120*z^3 + 143/60*z + 1
*
52/33 | 0.11740430646285441060008849891290614162 | 0.015071410457418723251346505723318399078
f(z) = -121/128*z^3 + 151/72*z + 1
*
[ 5/4 ] 
f(z) = -137/125*z^3 + 153/80*z + 1
*
-2/5 | 0.19922146376003660688188919381200139991 | 0.028346009386031555491268538707045617725
f(z) = -135/136*z^3 + 141/85*z + 1
*
[ 5/4 ] 
f(z) = -133/125*z^3 + 149/80*z + 1
*
[ 5/4 ] 
f(z) = -131/125*z^3 + 147/80*z + 1
*
-15/16 | 0.17408401516280372919267625653659664679 | 0.021037034008918733689290249651806315486
f(z) = -128/125*z^3 + 157/90*z + 1
*
[ 5/4 ] 
f(z) = -127/125*z^3 + 143/80*z + 1
*
[ 6/5 ] 
f(z) = -125/128*z^3 + 151/96*z + 1
*
[ 11/10 ] 
f(z) = -130/121*z^3 + 153/110*z + 1
*
-14/11 | 0.19999307145564178903343381146982056640 | 0.028234098676763752584378480799062633960
f(z) = -121/120*z^3 + 149/105*z + 1
*
-12/25 | 0.23433409439457467354178533012181350189 | 0.029932181293243966675607629471940878417
f(z) = -125/128*z^3 + 157/120*z + 1
*
17/11 | 0.058064707702391660940865793181670298490 | 0.011572945817439668485414246906047758740
f(z) = -121/138*z^3 + 151/138*z + 1
*
[ 45/44 ] 
f(z) = -121/125*z^3 + 149/144*z + 1
*
[ 34/33 ] 
f(z) = -121/136*z^3 + 149/153*z + 1
*
[ 11/12 ] 
f(z) = -135/121*z^3 + 149/176*z + 1
*
10/7 | 0.25344403512848515702432055567435641396 | 0.025445560081573540117396427187740902173
f(z) = -126/125*z^3 + 151/168*z + 1
*
-35/66 | 0.17079366889876383616514168240215989159 | 0.020303978393550852824237681775262514535
f(z) = -121/125*z^3 + 157/180*z + 1
*
[ 8/9 ] 
f(z) = -129/128*z^3 + 145/216*z + 1
*
-21/25 | 0.080036969937620992133101473107806307804 | 0.012417072441918567599006954040319141824
f(z) = -125/126*z^3 + 157/210*z + 1
*
2/33 | 0.14265075944315408715954474214235105035 | 0.020236289176025960724382635588307555794
f(z) = -121/128*z^3 + 145/288*z + 1
*
[ 11/3 ] 
f(z) = -135/121*z^3 + 173/11*z + 1
*
[ -11/3 ] 
f(z) = -135/121*z^3 + 179/11*z + 1
*
-5/16 | 0.19035905505989785874487972124047246390 | 0.022899990264441279337984018595876587559
f(z) = -128/125*z^3 + 163/10*z + 1
*
[ 11/3 ] 
f(z) = -126/121*z^3 + 162/11*z + 1
*
[ -11/3 ] 
f(z) = -126/121*z^3 + 168/11*z + 1
*
[ 16/5 ] 
f(z) = -125/128*z^3 + 171/16*z + 1
*
[ 15/2 ] 
f(z) = -124/125*z^3 + 170/3*z + 1
*
[ -34/11 ] 
f(z) = -121/136*z^3 + 167/17*z + 1
*
[ -5/2 ] 
f(z) = -139/125*z^3 + 167/20*z + 1
*
-4/9 | 0.13629878307917761529043408197866697134 | 0.017123017491871877501257625923519117553
f(z) = -135/128*z^3 + 179/24*z + 1
*
[ -5/2 ] 
f(z) = -133/125*z^3 + 161/20*z + 1
*
5/2 | 0.26555615316986600977276095340869780488 | 0.026764204990647885606218923191792425482
f(z) = -133/125*z^3 + 163/28*z + 1
*
[ 15/7 ] 
f(z) = -133/135*z^3 + 177/35*z + 1
*
[ -2 ] 
f(z) = -131/128*z^3 + 179/32*z + 1
*
[ -2 ] 
f(z) = -129/128*z^3 + 177/32*z + 1
*
[ -2 ] 
f(z) = -127/128*z^3 + 175/32*z + 1
*
5/2 | 0.21617583495258381847278778801662052675 | 0.025930096589945620807465720892846086154
f(z) = -126/125*z^3 + 167/30*z + 1
*
[ -12/5 ] 
f(z) = -125/128*z^3 + 169/24*z + 1
*
[ -2 ] 
f(z) = -125/128*z^3 + 173/32*z + 1
*
15/62 | 0.28185387515592699477132273567230189424 | 0.028406778762367299436831156155997977956
f(z) = -124/125*z^3 + 163/31*z + 1
*
[ -2 ] 
f(z) = -123/128*z^3 + 171/32*z + 1
*
[ 8/3 ] 
f(z) = -123/128*z^3 + 179/24*z + 1
*
[ -25/11 ] 
f(z) = -121/125*z^3 + 161/25*z + 1
*
5/22 | 0.17617832055406758717806703509005795288 | 0.021043334626412605660988756315100908032
f(z) = -121/125*z^3 + 173/20*z + 1
*
[ -2 ] 
f(z) = -121/128*z^3 + 169/32*z + 1
*
[ -11/15 ] 
f(z) = -135/121*z^3 + 163/55*z + 1
*
[ -8/5 ] 
f(z) = -135/128*z^3 + 173/40*z + 1
*
[ -15/19 ] 
f(z) = -133/125*z^3 + 167/57*z + 1
*
[ -4/7 ] 
f(z) = -133/128*z^3 + 173/56*z + 1
*
[ -10/9 ] 
f(z) = -132/125*z^3 + 173/54*z + 1
*
-5/4 | 0.16516510449343821316356578162372230534 | 0.019898738442029632106019059960296860782
f(z) = -128/125*z^3 + 161/40*z + 1
*
[ -5/12 ] 
f(z) = -128/125*z^3 + 161/45*z + 1
*
65/32 | 0.22053976466941227235444844025866482333 | 0.026270291038471941421938868099737660168
f(z) = -128/125*z^3 + 177/40*z + 1
*
56/25 | 0.21659409370480107600663362313641233866 | 0.027577576310466258950358894792229167102
f(z) = -125/128*z^3 + 161/40*z + 1
*
[ -8/25 ] 
f(z) = -125/128*z^3 + 169/40*z + 1
*
[ -6/5 ] 
f(z) = -125/136*z^3 + 161/51*z + 1
*
[ 21/11 ] 
f(z) = -121/126*z^3 + 167/42*z + 1
*
[ 10/7 ] 
f(z) = -133/125*z^3 + 173/70*z + 1
*
[ -5/6 ] 
f(z) = -123/125*z^3 + 173/60*z + 1
*
-12/11 | 0.11672157823142262292398948456350895152 | 0.020085827959172116123208990229532555228
f(z) = -121/120*z^3 + 167/60*z + 1
*
-15/22 | 0.18657374919003900890751833790168345582 | 0.025633089784977107121471210574220691385
f(z) = -121/135*z^3 + 161/60*z + 1
*
[ -15/22 ] 
f(z) = -121/135*z^3 + 173/60*z + 1
*
[ -12/11 ] 
f(z) = -121/135*z^3 + 179/60*z + 1
*
[ 11/9 ] 
f(z) = -126/121*z^3 + 172/99*z + 1
*
[ 34/25 ] 
f(z) = -125/136*z^3 + 167/85*z + 1
*
10/7 | 0.20913786003008767574359654348101805776 | 0.029130643359841195694620560675083282416
f(z) = -133/120*z^3 + 164/105*z + 1
*
36/25 | 0.13200479042090112611567371135435338288 | 0.016654905845870349209226881388047147949
f(z) = -125/128*z^3 + 173/120*z + 1
*
-14/11 | 0.085384013760732247408216718312534681343 | 0.016644385884724556832354584893824119204
f(z) = -121/126*z^3 + 169/126*z + 1
*
[ 16/15 ] 
f(z) = -125/128*z^3 + 169/144*z + 1
*
[ 11/12 ] 
f(z) = -136/121*z^3 + 169/198*z + 1
*
[ 15/17 ] 
f(z) = -136/135*z^3 + 166/255*z + 1
*
[ 10/11 ] 
f(z) = -127/125*z^3 + 179/242*z + 1
*
[ 10/11 ] 
f(z) = -122/125*z^3 + 171/242*z + 1
*
[ 10/11 ] 
f(z) = -121/135*z^3 + 173/270*z + 1
*
5/4 | 0.22747043920759433436772642617727313841 | 0.025669131622297789932896181310976511896
f(z) = -126/125*z^3 + 177/280*z + 1
*
[ -15/2 ] 
f(z) = -136/125*z^3 + 187/3*z + 1
*
[ 15/4 ] 
f(z) = -132/125*z^3 + 187/12*z + 1
*
[ -5/48 ] 
f(z) = -128/125*z^3 + 191/18*z + 1
*
35/8 | 0.12915288496157052238051574146376448564 | 0.015227480957153562562614740478991523874
f(z) = -128/125*z^3 + 193/10*z + 1
*
5/32 | 0.22262951489934135103694309907867531179 | 0.022017418814440712490239241784132514649
f(z) = -128/125*z^3 + 197/8*z + 1
*
3/16 | 0.16009774071247358655403790704383815444 | 0.018661497045554232658988936744226135803
f(z) = -128/135*z^3 + 197/10*z + 1
*
[ -16/5 ] 
f(z) = -125/128*z^3 + 181/16*z + 1
*
[ -10 ] 
f(z) = -123/125*z^3 + 199/2*z + 1
*
[ 10 ] 
f(z) = -122/125*z^3 + 197/2*z + 1
*
42/11 | 0.17325579363417430967695884100516193977 | 0.023257378350726901052070951313615703778
f(z) = -121/135*z^3 + 191/15*z + 1
*
[ -2 ] 
f(z) = -139/128*z^3 + 187/32*z + 1
*
[ -2 ] 
f(z) = -137/128*z^3 + 185/32*z + 1
*
[ -2 ] 
f(z) = -135/128*z^3 + 183/32*z + 1
*
[ -2 ] 
f(z) = -133/128*z^3 + 181/32*z + 1
*
[ 8/3 ] 
f(z) = -129/128*z^3 + 187/24*z + 1
*
[ -3/16 ] 
f(z) = -128/135*z^3 + 191/30*z + 1
*
[ -5/21 ] 
f(z) = -126/125*z^3 + 184/35*z + 1
*
[ -5/24 ] 
f(z) = -126/125*z^3 + 187/32*z + 1
*
[ 20/9 ] 
f(z) = -126/125*z^3 + 199/36*z + 1
*
[ -8/3 ] 
f(z) = -123/128*z^3 + 197/24*z + 1
*
[ -11/10 ] 
f(z) = -140/121*z^3 + 182/55*z + 1
*
[ -5/14 ] 
f(z) = -136/125*z^3 + 193/49*z + 1
*
[ 11/6 ] 
f(z) = -135/121*z^3 + 185/44*z + 1
*
[ 16/9 ] 
f(z) = -135/128*z^3 + 181/48*z + 1
*
-2/9 | 0.19608220066116137756773809717525267842 | 0.026941997200973814891986148184768318738
f(z) = -135/136*z^3 + 181/51*z + 1
*
[ -8/7 ] 
f(z) = -133/128*z^3 + 181/56*z + 1
*
[ -5/11 ] 
f(z) = -132/125*z^3 + 188/55*z + 1
*
[ -5/3 ] 
f(z) = -127/125*z^3 + 199/45*z + 1
*
[ -11/25 ] 
f(z) = -125/121*z^3 + 191/55*z + 1
*
12/5 | 0.15822729747607002234800905858364429016 | 0.024914209534527679899725542059725385451
f(z) = -125/126*z^3 + 191/42*z + 1
*
[ -5/3 ] 
f(z) = -124/125*z^3 + 196/45*z + 1
*
[ -5/3 ] 
f(z) = -122/125*z^3 + 194/45*z + 1
*
[ -18/11 ] 
f(z) = -121/120*z^3 + 194/45*z + 1
*
[ -5/3 ] 
f(z) = -121/125*z^3 + 193/45*z + 1
*
[ -3/11 ] 
f(z) = -121/126*z^3 + 199/42*z + 1
*
[ -20/11 ] 
f(z) = -121/128*z^3 + 187/40*z + 1
*
-24/11 | 0.18891072053159259067149470018887199108 | 0.021994132514486764123901702115635941632
f(z) = -121/135*z^3 + 199/40*z + 1
*
[ -2/3 ] 
f(z) = -135/124*z^3 + 185/62*z + 1
*
[ -5/8 ] 
f(z) = -133/125*z^3 + 193/64*z + 1
*
5/7 | 0.24505980480023838733854131471518579205 | 0.029075614626939948353874113753645048898
f(z) = -126/125*z^3 + 183/70*z + 1
*
[ -4/5 ] 
f(z) = -125/136*z^3 + 193/68*z + 1
*
[ -5/8 ] 
f(z) = -123/125*z^3 + 191/64*z + 1
*
[ -12/11 ] 
f(z) = -121/120*z^3 + 187/60*z + 1
*
[ -35/33 ] 
f(z) = -121/125*z^3 + 191/63*z + 1
*
-12/11 | 0.14783108560910475743159590879474858352 | 0.018470349308065177207891233341729715810
f(z) = -121/128*z^3 + 187/72*z + 1
*
-5/12 | 0.24921383077990026943421290945686980915 | 0.029492815341691968790678102531319516423
f(z) = -128/125*z^3 + 187/90*z + 1
*
5/9 | 0.20766552943963247846048625645182508814 | 0.024671062217268839307063949473331332667
f(z) = -126/125*z^3 + 181/90*z + 1
*
[ 14/11 ] 
f(z) = -121/120*z^3 + 194/105*z + 1
*
[ 14/11 ] 
f(z) = -121/136*z^3 + 197/119*z + 1
*
8/15 | 0.21290854264600614721534217697290762275 | 0.026531115258896670397102985823165125515
f(z) = -135/128*z^3 + 191/120*z + 1
*
-8/9 | 0.17933506845960852097956148918889794015 | 0.022233750968248781938044362519803859648
f(z) = -135/128*z^3 + 199/120*z + 1
*
-36/25 | 0.21197927059411913163835192999088004287 | 0.026381071887885668274363322370964177126
f(z) = -125/128*z^3 + 193/120*z + 1
*
-15/11 | 0.10104028133119399113668281643646689733 | 0.019199359586892096191476719488165260159
f(z) = -121/120*z^3 + 193/120*z + 1
*
[ 13/11 ] 
f(z) = -121/130*z^3 + 189/130*z + 1
*
[ 15/14 ] 
f(z) = -132/125*z^3 + 188/147*z + 1
*
[ 22/21 ] 
f(z) = -126/121*z^3 + 183/154*z + 1
*
21/22 | 0.13605623868355984122417852502218333611 | 0.021494824292308125986769030966286117688
f(z) = -121/126*z^3 + 187/168*z + 1
*
-21/25 | 0.16803885927284763748172358667912997169 | 0.026069836105421272968944532997431086988
f(z) = -125/126*z^3 + 187/210*z + 1
*
[ 10/11 ] 
f(z) = -137/125*z^3 + 195/242*z + 1
*
[ 15/17 ] 
f(z) = -136/125*z^3 + 182/255*z + 1
*
[ -10 ] 
f(z) = -133/125*z^3 + 215/2*z + 1
*
[ 10 ] 
f(z) = -132/125*z^3 + 213/2*z + 1
*
[ -10 ] 
f(z) = -128/125*z^3 + 207/2*z + 1
*
[ 15/4 ] 
f(z) = -128/135*z^3 + 211/15*z + 1
*
[ 10 ] 
f(z) = -127/125*z^3 + 205/2*z + 1
*
[ 10/3 ] 
f(z) = -124/125*z^3 + 211/18*z + 1
*
42/11 | 0.20067958288593310913830693231285027323 | 0.027145834063294288356854594576584229242
f(z) = -121/120*z^3 + 203/15*z + 1
*
[ -10/3 ] 
f(z) = -121/125*z^3 + 217/18*z + 1
*
[ 11/4 ] 
f(z) = -136/121*z^3 + 201/22*z + 1
*
[ -11/4 ] 
f(z) = -136/121*z^3 + 217/22*z + 1
*
-35/68 | 0.29247598219246915859158146935769238086 | 0.028784080880816675597829670567332537062
f(z) = -136/125*z^3 + 207/34*z + 1
*
[ -8/3 ] 
f(z) = -129/128*z^3 + 205/24*z + 1
*
-10/21 | 0.24858497884849722879911468087972572231 | 0.029118554597815157489034754850347646770
f(z) = -126/125*z^3 + 204/35*z + 1
*
[ -2/11 ] 
f(z) = -121/128*z^3 + 209/32*z + 1
*
[ -5/3 ] 
f(z) = -139/125*z^3 + 211/45*z + 1
*
[ -5/3 ] 
f(z) = -137/125*z^3 + 209/45*z + 1
*
-5/8 | 0.21631049023670412025237659400856887678 | 0.025382058538249729980199676412977528495
f(z) = -136/125*z^3 + 201/40*z + 1
*
[ -5/3 ] 
f(z) = -136/125*z^3 + 208/45*z + 1
*
[ -15/8 ] 
f(z) = -136/135*z^3 + 203/40*z + 1
*
4/15 | 0.11463678485008790846718137510258401082 | 0.014093737839206452472042898999891946097
f(z) = -135/128*z^3 + 213/40*z + 1
*
[ -5/3 ] 
f(z) = -134/125*z^3 + 206/45*z + 1
*
[ -5/3 ] 
f(z) = -131/125*z^3 + 203/45*z + 1
*
-15/32 | 0.23186426446984766982994066842970820678 | 0.027207151753305378899573770320166811796
f(z) = -128/125*z^3 + 201/40*z + 1
*
[ -25/16 ] 
f(z) = -128/125*z^3 + 207/50*z + 1
*
-5/33 | 0.25245132794401928897558004365342917654 | 0.029504338004172362916903568519394541193
f(z) = -121/125*z^3 + 208/45*z + 1
*
[ -21/11 ] 
f(z) = -121/126*z^3 + 211/42*z + 1
*
-2 | 0.10336417974578050780086766124799134736 | 0.016994485280600168267745771086867350636
f(z) = -125/124*z^3 + 219/62*z + 1
*
[ -6/5 ] 
f(z) = -125/132*z^3 + 211/66*z + 1
*
-2 | 0.082919401559678227289141788788410724520 | 0.013653679154513397734122381495748124970
f(z) = -125/132*z^3 + 217/66*z + 1
*
-2 | 0.10304204924736668904379092791120945296 | 0.016993024274629311339183448445294911252
f(z) = -123/124*z^3 + 215/62*z + 1
*
-2 | 0.10271282633949339759840171532885838497 | 0.016991354184751922330917188150609683758
f(z) = -121/124*z^3 + 211/62*z + 1
*
-15/22 | 0.090909375889751199207852172056498385921 | 0.012057651906163206036826193144786891152
f(z) = -121/135*z^3 + 209/60*z + 1
*
[ 11/8 ] 
f(z) = -136/121*z^3 + 211/88*z + 1
*
-69/44 | 0.14764669575550016517495416737719699799 | 0.017150187124514102725946966913249773423
f(z) = -121/135*z^3 + 203/80*z + 1
*
-10/7 | 0.17750632114924530624693156222680447533 | 0.023963643532983596620755048029507873980
f(z) = -133/120*z^3 + 206/105*z + 1
*
-3/8 | 0.21402763595685126690469066719108125771 | 0.028246560885432142177950521086751586698
f(z) = -136/135*z^3 + 217/120*z + 1
*
[ 6/5 ] 
f(z) = -125/138*z^3 + 203/138*z + 1
*
-3/4 | 0.19497102135372563216896916924423833153 | 0.025345369658459350437785310312830148700
f(z) = -137/135*z^3 + 217/240*z + 1
*
[ 10/3 ] 
f(z) = -139/125*z^3 + 235/18*z + 1
*
[ -10 ] 
f(z) = -138/125*z^3 + 223/2*z + 1
*
[ 10 ] 
f(z) = -137/125*z^3 + 221/2*z + 1
*
[ 10/3 ] 
f(z) = -134/125*z^3 + 227/18*z + 1
*
[ -10/3 ] 
f(z) = -131/125*z^3 + 233/18*z + 1
*
[ 15/4 ] 
f(z) = -128/125*z^3 + 227/15*z + 1
*
-39/8 | 0.19235568779930680089189988193411397439 | 0.022057148095611012051041170515654763341
f(z) = -128/135*z^3 + 227/10*z + 1
*
2/11 | 0.17480641863541513345456365668215183353 | 0.023213184119177179969617504064207331685
f(z) = -121/120*z^3 + 233/15*z + 1
*
60/11 | 0.22586511792267376634895710165081670770 | 0.027612681092146453261023583520744247288
f(z) = -121/128*z^3 + 223/8*z + 1
*
45/16 | 0.19134453837448510023637558694821475195 | 0.022114114416129223214014448148882077699
f(z) = -128/125*z^3 + 229/30*z + 1
*
5/2 | 0.28173364822451346903841774609376571255 | 0.027453972617035342943745196632108860239
f(z) = -128/125*z^3 + 229/32*z + 1
*
[ -5/31 ] 
f(z) = -124/125*z^3 + 224/31*z + 1
*
5/22 | 0.10104606612916726511373307793121793541 | 0.011654794140296831504149706325419139538
f(z) = -121/125*z^3 + 233/20*z + 1
*
-3/22 | 0.25538471036718825334053705010193629892 | 0.029284594816873911660701854717033759228
f(z) = -121/135*z^3 + 227/20*z + 1
*
[ -11/6 ] 
f(z) = -135/121*z^3 + 233/44*z + 1
*
[ -16/9 ] 
f(z) = -135/128*z^3 + 235/48*z + 1
*
-75/32 | 0.097339047859296560481010105062287163298 | 0.011161727623871227102681971002767139369
f(z) = -128/135*z^3 + 227/40*z + 1
*
-15/7 | 0.16815140367910851417525301945063535430 | 0.016442750803277660824436506284545275125
f(z) = -126/125*z^3 + 221/42*z + 1
*
-56/25 | 0.24279472237152129621887281876363952810 | 0.029555025228373787648782275370850589191
f(z) = -125/128*z^3 + 231/40*z + 1
*
68/25 | 0.10908428738286124676975699293949857585 | 0.013223856966504672088514158466069834546
f(z) = -125/128*z^3 + 239/40*z + 1
*
[ -24/11 ] 
f(z) = -121/135*z^3 + 229/40*z + 1
*
[ -11/14 ] 
f(z) = -140/121*z^3 + 230/77*z + 1
*
[ -3/2 ] 
f(z) = -139/135*z^3 + 239/60*z + 1
*
-2 | 0.10488015537592606821908989415590479025 | 0.016999476940026104337626684384098402277
f(z) = -135/124*z^3 + 239/62*z + 1
*
[ -4/3 ] 
f(z) = -135/136*z^3 + 239/68*z + 1
*
[ 11/7 ] 
f(z) = -133/121*z^3 + 237/77*z + 1
*
-2 | 0.10458860491041210654137878415316233722 | 0.016998723997945754471551687660150485889
f(z) = -133/124*z^3 + 235/62*z + 1
*
-2 | 0.084168664819628532093407942875593385116 | 0.013698913058899828185011618684644039811
f(z) = -133/132*z^3 + 233/66*z + 1
*
[ -3/2 ] 
f(z) = -133/135*z^3 + 233/60*z + 1
*
-5/4 | 0.10652902553150466584931013700058004489 | 0.012324291057505558138313208257928577149
f(z) = -132/125*z^3 + 227/60*z + 1
*
-2 | 0.10429150183539751695879753568989030791 | 0.016997864693271994121699475708041209479
f(z) = -131/124*z^3 + 231/62*z + 1
*
-2 | 0.083866059053703696267008191275951106938 | 0.013688240524402341327934698037962208611
f(z) = -131/132*z^3 + 229/66*z + 1
*
-2 | 0.10398858752718548244942469638079377707 | 0.016996883861288843740948879255035148935
f(z) = -129/124*z^3 + 227/62*z + 1
*
-2 | 0.10367958172245337921659675140997706877 | 0.016995764080191388499299786323809910720
f(z) = -127/124*z^3 + 223/62*z + 1
*
-2 | 0.083241773045817366640680974472525126767 | 0.013665660532349119195671253313604043639
f(z) = -127/132*z^3 + 221/66*z + 1
*
[ -3/2 ] 
f(z) = -127/135*z^3 + 227/60*z + 1
*
[ 11/7 ] 
f(z) = -126/121*z^3 + 226/77*z + 1
*
[ -2/5 ] 
f(z) = -125/124*z^3 + 227/62*z + 1
*
[ -8/15 ] 
f(z) = -125/128*z^3 + 227/72*z + 1
*
[ -4/11 ] 
f(z) = -121/120*z^3 + 233/60*z + 1
*
52/33 | 0.17664807619483217259184495833611804143 | 0.021595751652005895240385445712423528526
f(z) = -121/128*z^3 + 223/72*z + 1
*
[ -3/2 ] 
f(z) = -121/135*z^3 + 221/60*z + 1
*
[ -3/4 ] 
f(z) = -139/135*z^3 + 233/80*z + 1
*
[ -3/4 ] 
f(z) = -133/135*z^3 + 231/80*z + 1
*
[ 10/7 ] 
f(z) = -131/125*z^3 + 239/98*z + 1
*
[ -3/4 ] 
f(z) = -127/135*z^3 + 229/80*z + 1
*
[ -16/25 ] 
f(z) = -125/128*z^3 + 237/80*z + 1
*
[ -5/8 ] 
f(z) = -124/125*z^3 + 239/80*z + 1
*
[ 10/7 ] 
f(z) = -121/125*z^3 + 223/98*z + 1
*
[ -3/4 ] 
f(z) = -121/135*z^3 + 227/80*z + 1
*
[ 5/4 ] 
f(z) = -128/135*z^3 + 227/135*z + 1
*
14/33 | 0.20397263631857027574436548714350681500 | 0.027180436243303937676149669850628637111
f(z) = -121/120*z^3 + 227/135*z + 1
*
[ 14/11 ] 
f(z) = -121/126*z^3 + 223/126*z + 1
*
-8/19 | 0.24706753125121518706050943062519448256 | 0.029981562780728657131953642612946559568
f(z) = -133/128*z^3 + 237/152*z + 1
*
[ 10/9 ] 
f(z) = -133/125*z^3 + 229/162*z + 1
*
[ 10/9 ] 
f(z) = -128/125*z^3 + 221/162*z + 1
*
-32/25 | 0.14450913165504215497708305464369350459 | 0.021300028922116911964422219112948467977
f(z) = -125/128*z^3 + 221/160*z + 1
*
[ 12/11 ] 
f(z) = -121/136*z^3 + 233/204*z + 1
*
-34/45 | 0.22571332382004786191853813983740920279 | 0.029618430479599306585915175483160149373
f(z) = -135/136*z^3 + 227/255*z + 1
*
[ 11/12 ] 
f(z) = -138/121*z^3 + 229/264*z + 1
*
-35/32 | 0.21859080094891796592616335598608398626 | 0.024623340762565934960881923574192137612
f(z) = -128/125*z^3 + 239/280*z + 1
*
-21/32 | 0.24617802093102202843098178334654111645 | 0.027565593721870535552933687640121043987
f(z) = -128/135*z^3 + 221/280*z + 1
*
[ -10/3 ] 
f(z) = -136/125*z^3 + 241/18*z + 1
*
[ -30/11 ] 
f(z) = -121/125*z^3 + 257/30*z + 1
*
-36/11 | 0.19521133924750092944502727422346766548 | 0.023502510395433232966691574212448663201
f(z) = -121/128*z^3 + 253/24*z + 1
*
[ -30/11 ] 
f(z) = -121/135*z^3 + 241/30*z + 1
*
[ -5/18 ] 
f(z) = -138/125*z^3 + 253/54*z + 1
*
4/15 | 0.18536961872268869063973310048942858105 | 0.022317614375381419329644471570511077408
f(z) = -135/128*z^3 + 253/40*z + 1
*
[ 9/4 ] 
f(z) = -128/135*z^3 + 241/45*z + 1
*
[ -15/8 ] 
f(z) = -124/125*z^3 + 241/48*z + 1
*
[ 11/7 ] 
f(z) = -140/121*z^3 + 248/77*z + 1
*
-2 | 0.10544753866569013618935050902548708651 | 0.017000715009770305073412662553270407316
f(z) = -139/124*z^3 + 247/62*z + 1
*
-2 | 0.085041888000027815677752589830279803509 | 0.013728821836903052055836445973176522789
f(z) = -139/132*z^3 + 245/66*z + 1
*
-2 | 0.10516639258648100952557358700901903294 | 0.017000136752609562348413600676045365537
f(z) = -137/124*z^3 + 243/62*z + 1
*
-2 | 0.084756313238798397271458851564514477831 | 0.013719177719014277683400203243967779054
f(z) = -137/132*z^3 + 241/66*z + 1
*
-5/3 | 0.27896198423798957083971615047596300371 | 0.027038401189115155920556612252058183996
f(z) = -133/125*z^3 + 242/63*z + 1
*
[ -4/3 ] 
f(z) = -133/128*z^3 + 259/72*z + 1
*
-5/3 | 0.20125970306122492305587270835824324944 | 0.022954015388373106559147043244053637798
f(z) = -132/125*z^3 + 257/60*z + 1
*
[ -4/3 ] 
f(z) = -131/128*z^3 + 257/72*z + 1
*
35/16 | 0.25947913373188968787340530906157130044 | 0.029673991078669619860808343376409618449
f(z) = -128/125*z^3 + 251/70*z + 1
*
[ -4/3 ] 
f(z) = -127/128*z^3 + 253/72*z + 1
*
[ -11/21 ] 
f(z) = -126/121*z^3 + 246/77*z + 1
*
[ -4/3 ] 
f(z) = -125/128*z^3 + 251/72*z + 1
*
[ -2/5 ] 
f(z) = -125/132*z^3 + 241/66*z + 1
*
[ -5/12 ] 
f(z) = -122/125*z^3 + 257/72*z + 1
*
-12/11 | 0.11697931647035068842591280162421666993 | 0.014044118514504976626232113484524813993
f(z) = -121/128*z^3 + 259/72*z + 1
*
[ 10/7 ] 
f(z) = -136/125*z^3 + 247/98*z + 1
*
[ -5/9 ] 
f(z) = -136/125*z^3 + 254/81*z + 1
*
[ -15/17 ] 
f(z) = -136/135*z^3 + 248/85*z + 1
*
[ -16/15 ] 
f(z) = -135/128*z^3 + 251/80*z + 1
*
[ -5/8 ] 
f(z) = -132/125*z^3 + 241/80*z + 1
*
[ -5/9 ] 
f(z) = -131/125*z^3 + 253/81*z + 1
*
[ -5/6 ] 
f(z) = -122/125*z^3 + 259/90*z + 1
*
[ -5/9 ] 
f(z) = -121/125*z^3 + 251/81*z + 1
*
[ -12/11 ] 
f(z) = -121/126*z^3 + 257/84*z + 1
*
[ 18/11 ] 
f(z) = -121/135*z^3 + 251/90*z + 1
*
[ -10/11 ] 
f(z) = -121/136*z^3 + 241/85*z + 1
*
-14/11 | 0.21236998753124183966624029537963362189 | 0.027881874544438462870556630771448851848
f(z) = -121/120*z^3 + 254/105*z + 1
*
-1 | 0.077162906765273700523802653273294531984 | 0.013886142581434070323220469055850569258
f(z) = -139/120*z^3 + 259/120*z + 1
*
-1 | 0.10575486115749600016450371440685927902 | 0.019031515818603755863031967531327511953
f(z) = -138/121*z^3 + 259/121*z + 1
*
-1 | 0.076729989535259667093090195378627586799 | 0.013827525224265963182298740014749462923
f(z) = -137/120*z^3 + 257/120*z + 1
*
-1 | 0.10553535698000074839599831155601341437 | 0.019005244926789869378357533802211034639
f(z) = -137/121*z^3 + 258/121*z + 1
*
-1 | 0.092601572210351175094903362607348116866 | 0.016664465983500177992033936346720957854
f(z) = -137/122*z^3 + 259/122*z + 1
*
-1 | 0.10531279453328526765375644614717428063 | 0.018978437657387758124146433606673020143
f(z) = -136/121*z^3 + 257/121*z + 1
*
-1 | 0.084769220839027977325763631681579321460 | 0.015254965584287232282718713432645176583
f(z) = -136/123*z^3 + 259/123*z + 1
*
-1 | 0.10508707619552942714821234617543218361 | 0.018951075461101367505629645849698698031
f(z) = -135/121*z^3 + 256/121*z + 1
*
-1 | 0.092149861161443474406741370523222479265 | 0.016606343065339946655600230836103935487
f(z) = -135/122*z^3 + 257/122*z + 1
*
-1 | 0.096222732281217800214208875506673460580 | 0.017316125532915695648930626897661877434
f(z) = -135/124*z^3 + 259/124*z + 1
*
-1 | 0.10485809915599431115425324589897142523 | 0.018923138793427734576436036962821066602
f(z) = -134/121*z^3 + 255/121*z + 1
*
-1 | 0.084307323596112057798828054238954567243 | 0.015193037959165771175371852396615560536
f(z) = -134/123*z^3 + 257/123*z + 1
*
-1 | 0.10443888308075476557586589643929265418 | 0.018794694009087708504268326903251701579
f(z) = -134/125*z^3 + 259/125*z + 1
*
-1 | 0.075828373115752659437504066536419983426 | 0.013703783778501094995462050505009373558
f(z) = -133/120*z^3 + 253/120*z + 1
*
-1 | 0.10462575501277073423415531085366642872 | 0.018894607037892316713315698125587281347
f(z) = -133/121*z^3 + 254/121*z + 1
*
-1 | 0.091684848912542050177680616525548476341 | 0.016545837996218379977366105294065819395
f(z) = -133/122*z^3 + 255/122*z + 1
*
-1 | 0.084071171264509338339209986382781248749 | 0.015161132733129293165462261745634980574
f(z) = -133/123*z^3 + 256/123*z + 1
*
-1 | 0.095750053601154852980120529602551387703 | 0.017255134392874854488731135506992505358
f(z) = -133/124*z^3 + 257/124*z + 1
*
-1 | 0.10419872145192673630872294620978847110 | 0.018764538055502082162841697467904738544
f(z) = -133/125*z^3 + 258/125*z + 1
*
-1 | 0.10395476609514901643628509185859637956 | 0.018733707108128782855694661089367272092
f(z) = -132/125*z^3 + 257/125*z + 1
*
-1 | 0.10372883292903072118755755149447312634 | 0.018666914249872542529904250100471332103
f(z) = -132/127*z^3 + 259/127*z + 1
*
-1 | 0.075355968634277851878735586602291890054 | 0.013637971305591928238472891199729442960
f(z) = -131/120*z^3 + 251/120*z + 1
*
-1 | 0.10415050113346567074266083721540699412 | 0.018835669919105460470868923144374000101
f(z) = -131/121*z^3 + 252/121*z + 1
*
-1 | 0.091206262914583337368565949394484223885 | 0.016482892285169227129949000472830019901
f(z) = -131/122*z^3 + 253/122*z + 1
*
-1 | 0.083586809456635145681587644825343654272 | 0.015095135208740204713918428181145841033
f(z) = -131/123*z^3 + 254/123*z + 1
*
-1 | 0.095262524680322970241096582365597839769 | 0.017191480589938154660171048038374497778
f(z) = -131/124*z^3 + 255/124*z + 1
*
-1 | 0.10370687588555219452353634869193174722 | 0.018702174443271672056761792332292528467
f(z) = -131/125*z^3 + 256/125*z + 1
*
-1 | 0.077193200341876305983290942648312308678 | 0.013911000527096557808983153553384525988
f(z) = -131/126*z^3 + 257/126*z + 1
*
-1 | 0.10347634566797956852390115292726793937 | 0.018634449627358522308193419924550887467
f(z) = -131/127*z^3 + 258/127*z + 1
*
-1 | 0.094801370297722534206881527755210614320 | 0.017060338964083017554912378163067104857
f(z) = -131/128*z^3 + 259/128*z + 1
*
-1 | 0.10390734238285711679195086829150631340 | 0.018805217151878251151365377192320341463
f(z) = -130/121*z^3 + 251/121*z + 1
*
-1 | 0.083340398445004298626401587590705602873 | 0.015061364940021523904661377219292737912
f(z) = -130/123*z^3 + 253/123*z + 1
*
-1 | 0.10321956987821162621128079709256679814 | 0.018601217265551453599733326338141311631
f(z) = -130/127*z^3 + 257/127*z + 1
*
-1 | 0.082633999837592302177169808106599203958 | 0.014870713817320984857504550610928258151
f(z) = -130/129*z^3 + 259/129*z + 1
*
-1 | 0.10366031733674319749577975921770289819 | 0.018774074267445424882951635365805726888
f(z) = -129/121*z^3 + 250/121*z + 1
*
-1 | 0.090711763297198046824182322830963849993 | 0.016417072825789303345809616284088525588
f(z) = -129/122*z^3 + 251/122*z + 1
*
-1 | 0.094759025503909284100057723480684032008 | 0.017124951297382906278089695212149923408
f(z) = -129/124*z^3 + 253/124*z + 1
*
-1 | 0.10319868059841355064572347708019769823 | 0.018636888369388390117135654831805754846
f(z) = -129/125*z^3 + 254/125*z + 1
*
-1 | 0.10295833062766761758438510926361112773 | 0.018567184126842793383558784585438566443
f(z) = -129/127*z^3 + 256/127*z + 1
*
-1 | 0.094278215810892491413710666654450420348 | 0.016989894239785449969756014678431071821
f(z) = -129/128*z^3 + 257/128*z + 1
*
-1 | 0.089748610089202585278621591338323908696 | 0.016151050400100604413878944373022980261
f(z) = -129/130*z^3 + 259/130*z + 1
*
-1 | 0.10340928187586934364186218961521188438 | 0.018742213810674949197519422454176710507
f(z) = -128/121*z^3 + 249/121*z + 1
*
-1 | 0.082833212151006569026348376989315623237 | 0.014991207610216688776754124435365282991
f(z) = -128/123*z^3 + 251/123*z + 1
*
-1 | 0.10293804474409037171029225715519754017 | 0.018603072303837119693918306481674146674
f(z) = -128/125*z^3 + 253/125*z + 1
*
-1 | 0.10269244048039023678607540326363807445 | 0.018532314812948358616509526507218692989
f(z) = -128/127*z^3 + 255/127*z + 1
*
-1 | 0.082094888390045140871160959292799004933 | 0.014794334612479059968612332355456345155
f(z) = -128/129*z^3 + 257/129*z + 1
*
-1 | 0.10217886209958282286998599058339169249 | 0.018387983389993850369737855704102213327
f(z) = -128/131*z^3 + 259/131*z + 1
*
-1 | 0.074368312291991237307905775551523136067 | 0.013498469838760428607301312285852689199
f(z) = -127/120*z^3 + 247/120*z + 1
*
-1 | 0.10315408272744243647665133505398955062 | 0.018709606576342192000030224189486240502
f(z) = -127/121*z^3 + 248/121*z + 1
*
-1 | 0.090200835373854192423689360415365688614 | 0.016348274659789143526434803222186280530
f(z) = -127/122*z^3 + 249/122*z + 1
*
-1 | 0.082573147025015733130756594479331325365 | 0.014954945485149919558362756400700157165
f(z) = -127/123*z^3 + 250/123*z + 1
*
-1 | 0.094238287449982603197278097852790689251 | 0.017055305418055066122180560058889764287
f(z) = -127/124*z^3 + 251/124*z + 1
*
-1 | 0.10267281037300695720059683524317630646 | 0.018568428810290777482151226821133673748
f(z) = -127/125*z^3 + 252/125*z + 1
*
-1 | 0.076149003758388455995017768740392812045 | 0.013761728487307329784288756001732800740
f(z) = -127/126*z^3 + 253/126*z + 1
*
-1 | 0.093735933114251953455564150764052066694 | 0.016915985379571405871823186941614427639
f(z) = -127/128*z^3 + 255/128*z + 1
*
-1 | 0.081819290149200991307299687493319037612 | 0.014755035518413435635116051050903543176
f(z) = -127/129*z^3 + 256/129*z + 1
*
-1 | 0.089195083077541018551192251639889027555 | 0.016073861975029171194036931986745395475
f(z) = -127/130*z^3 + 257/130*z + 1
*
-1 | 0.10189590704959523248321965192233758939 | 0.018349837684084916678687573873299201523
f(z) = -127/131*z^3 + 258/131*z + 1
*
-1 | 0.072857046527585281210233575762085432863 | 0.013111265225165558031807487197969468979
f(z) = -127/132*z^3 + 259/132*z + 1
*
-1 | 0.10289455659105082527164561394324863418 | 0.018676221443128016978607018046273737749
f(z) = -126/121*z^3 + 247/121*z + 1
*
-1 | 0.10240278145284844447286134671003176632 | 0.018532920754355212173289553830886299492
f(z) = -126/125*z^3 + 251/125*z + 1
*
-1 | 0.10214588667279699557949062262830853923 | 0.018459912659480412051162267846194642009
f(z) = -126/127*z^3 + 253/127*z + 1
*
-1 | 0.10160722233210054835228575186793914268 | 0.018310655824071142207422592583238171458
f(z) = -126/131*z^3 + 257/131*z + 1
*
-1 | 0.10263052914645581738492790282945712609 | 0.018642025185332400966516967986790472308
f(z) = -125/121*z^3 + 246/121*z + 1
*
-1 | 0.089671503197762429635734043437377598858 | 0.016276126807326473629887038745682892311
f(z) = -125/122*z^3 + 247/122*z + 1
*
-1 | 0.082039179553019564088047904209820286466 | 0.014879883885337991179161978717224145059
f(z) = -125/123*z^3 + 248/123*z + 1
*
-1 | 0.093698862311813665953598232515053285457 | 0.016982267736594715247140256668765799850
f(z) = -125/124*z^3 + 249/124*z + 1
*
-1 | 0.075598111016261010565344110690802044493 | 0.013681794388450581015868907631123661614
f(z) = -125/126*z^3 + 251/126*z + 1
*
8/5 | 0.093998423219074480177855166646033767252 | 0.016939472766455931834666618703152284029
f(z) = -125/126*z^3 + 257/126*z + 1
*
-1 | 0.10186477194923442372045734438399400248 | 0.018422294659552224558279982512919059794
f(z) = -125/127*z^3 + 252/127*z + 1
*
-1 | 0.093172756025889895481908598229191166240 | 0.016838278999824439394166081447597149986
f(z) = -125/128*z^3 + 253/128*z + 1
*
-1 | 0.081248595779382018716520092486810357559 | 0.014672871793800638515529359416850985971
f(z) = -125/129*z^3 + 254/129*z + 1
*
-1 | 0.10131251051675980835061298043403111667 | 0.018270382062817540866993366336633415153
f(z) = -125/131*z^3 + 256/131*z + 1
*
-4/5 | 0.13986695167729615791454568134129342054 | 0.025424538591771849528805715864870957657
f(z) = -125/132*z^3 + 245/132*z + 1
*
-1 | 0.072266357082762737781870685803799335731 | 0.013023133216622187350382996978868810010
f(z) = -125/132*z^3 + 257/132*z + 1
*
-1 | 0.10102164819312938911900183347184084856 | 0.018192397522114390842484498987279685443
f(z) = -125/133*z^3 + 258/133*z + 1
*
-1 | 0.088036710386213924764500819945140604290 | 0.015842979017653496347317777582014584887
f(z) = -125/134*z^3 + 259/134*z + 1
*
-1 | 0.10236181392168300650539950741195448367 | 0.018606982258254567760675984721761664501
f(z) = -124/121*z^3 + 245/121*z + 1
*
-1 | 0.081764880952950930988782900426533852970 | 0.014841008830209843439296942502364056284
f(z) = -124/123*z^3 + 247/123*z + 1
*
-1 | 0.10184748032392637185042513006954210845 | 0.018459148131411299890820440611142817245
f(z) = -124/125*z^3 + 249/125*z + 1
*
-1 | 0.10157810009503211585864944414705710811 | 0.018383669395796738766272148875428505030
f(z) = -124/127*z^3 + 251/127*z + 1
*
-1 | 0.080956051657592789522101458747710888537 | 0.014630463267137509596135579737567346483
f(z) = -124/129*z^3 + 253/129*z + 1
*
-1 | 0.10101144492543883616182673729686454750 | 0.018228955201687829673356703500356845411
f(z) = -124/131*z^3 + 255/131*z + 1
*
-1 | 0.10071240820293085685248068758030588626 | 0.018149401208801871162473551785352801518
f(z) = -124/133*z^3 + 257/133*z + 1
*
-1 | 0.086838308154176560904321662471021007162 | 0.015627316013736323419016468596426639362
f(z) = -124/135*z^3 + 259/135*z + 1
*
-1 | 0.10208821099477377423349018902743463634 | 0.018571054552242433213099266962709815363
f(z) = -123/121*z^3 + 244/121*z + 1
*
-1 | 0.089124209203676691259026694605864095086 | 0.016200695512318396565638184274092899232
f(z) = -123/122*z^3 + 245/122*z + 1
*
-1 | 0.093139081662582297432165868430918564506 | 0.016905521261474209428901303907853518032
f(z) = -123/124*z^3 + 247/124*z + 1
*
-1 | 0.10156173501803416668234949170898616868 | 0.018420793973020552761224143347149946291
f(z) = -123/125*z^3 + 248/125*z + 1
*
-1 | 0.10128559501730463375643792864455629547 | 0.018343984775775530190625540673141492313
f(z) = -123/127*z^3 + 250/127*z + 1
*
-1 | 0.092586611352025698121037559319149805553 | 0.016756384023528369918389775845552970909
f(z) = -123/128*z^3 + 251/128*z + 1
*
-1 | 0.088017082642403755018224134911131171538 | 0.015906540253801021627420715889589182383
f(z) = -123/130*z^3 + 253/130*z + 1
*
-1 | 0.10070366487499565818098629231911801956 | 0.018186307710337571749916845465754146999
f(z) = -123/131*z^3 + 254/131*z + 1
*
-1 | 0.10039589297374802556552488941223624660 | 0.018105082114855675224507664883788777252
f(z) = -123/133*z^3 + 256/133*z + 1
*
-1 | 0.087401209142737337727766975005119081220 | 0.015750587630370847127383542898299263479
f(z) = -123/134*z^3 + 257/134*z + 1
*
-1 | 0.091352192306555464757199255657735473592 | 0.016439629099953777319949251878672959304
f(z) = -123/136*z^3 + 259/136*z + 1
*
-1 | 0.10180950549602713390220096879779224379 | 0.018534201109192897901684415507372187608
f(z) = -122/121*z^3 + 243/121*z + 1
*
-1 | 0.081200547913926976636508559293652941109 | 0.014760359322578790681411483723267627313
f(z) = -122/123*z^3 + 245/123*z + 1
*
-1 | 0.10127024452046543563655371259628284724 | 0.018381395235328050870029564108357136265
f(z) = -122/125*z^3 + 247/125*z + 1
*
-1 | 0.10098695521258808782825335656541597417 | 0.018303183934256184518521194524033308278
f(z) = -122/127*z^3 + 249/127*z + 1
*
-1 | 0.080348796130753730222518436577258798010 | 0.014541576412987956998880588742438236148
f(z) = -122/129*z^3 + 251/129*z + 1
*
-1 | 0.10038876978311011996039184066088049458 | 0.018142364637013092648322633928295241254
f(z) = -122/131*z^3 + 253/131*z + 1
*
-1 | 0.10007162878610841727228857325860862196 | 0.018059351981831671522512874975835389812
f(z) = -122/133*z^3 + 255/133*z + 1
*
-1 | 0.086177400798116312609612001169668441702 | 0.015530044908321626274243387157470853177
f(z) = -122/135*z^3 + 257/135*z + 1
*
-1 | 0.099393479181447056884202814956382479859 | 0.017886729277538215796875794606266185932
f(z) = -122/137*z^3 + 259/137*z + 1
*
[ 15/11 ] 
f(z) = -121/120*z^3 + 257/120*z + 1
*
-1 | 0.088554596973095786840360417090047648123 | 0.016121173572608396919321099219365178000
f(z) = -121/122*z^3 + 243/122*z + 1
*
-1 | 0.080910016884559821686470070275163164475 | 0.014718490242354613926585362636276076995
f(z) = -121/123*z^3 + 244/123*z + 1
*
-1 | 0.092557002254995759339548117101590850319 | 0.016824696953432202721082302220839423755
f(z) = -121/124*z^3 + 245/124*z + 1
*
-1 | 0.10097271826100610268085092443498648130 | 0.018340896929090344525402206753562379225
f(z) = -121/125*z^3 + 246/125*z + 1
*
-8/11 | 0.15111732052664779157672275105650834986 | 0.027310081973173971939514385239240788824
f(z) = -121/126*z^3 + 253/126*z + 1
*
-1 | 0.10068184994686798570933190192207092683 | 0.018261204521215592124795801320484792597
f(z) = -121/127*z^3 + 248/127*z + 1
*
-1 | 0.091975028112147162268301220080779781080 | 0.016669834765799251712179489864586494637
f(z) = -121/128*z^3 + 249/128*z + 1
*
-1 | 0.080036458964929658017952908938962715471 | 0.014495522137267524510386665794604565571
f(z) = -121/129*z^3 + 250/129*z + 1
*
-1 | 0.087388730941622333396836185245937229364 | 0.015815668308877815086924975588362623955
f(z) = -121/130*z^3 + 251/130*z + 1
*
-1 | 0.10006631177608615557741188330608267788 | 0.018097042242949178161959626278293745823
f(z) = -121/131*z^3 + 252/131*z + 1
*
-1 | 0.099739079097089138851720400985543459128 | 0.018012110934164642488617604912266126324
f(z) = -121/133*z^3 + 254/133*z + 1
*
-1 | 0.086733821986249465373957149052014846418 | 0.015652354608188866273046607186257207849
f(z) = -121/134*z^3 + 255/134*z + 1
*
-1 | 0.085833500364630488938802683797997600321 | 0.015478945664774179846819594054398596175
f(z) = -121/135*z^3 + 256/135*z + 1
*
-1 | 0.090661601433328240194392505323980424510 | 0.016338143511874401370029877414616549650
f(z) = -121/136*z^3 + 257/136*z + 1
*
-1 | 0.099036601780792117849662399767445965892 | 0.017834922128681414666514126059198240512
f(z) = -121/137*z^3 + 258/137*z + 1
*
-1 | 0.065670036831075448790857791911033688273 | 0.011817899726591591190248819339797075455
f(z) = -121/138*z^3 + 259/138*z + 1
*
[ 15/14 ] 
f(z) = -126/125*z^3 + 257/210*z + 1
*
[ 25/24 ] 
f(z) = -128/125*z^3 + 259/225*z + 1
*
[ 32/33 ] 
f(z) = -121/128*z^3 + 247/288*z + 1
*
[ 15/2 ] 
f(z) = -128/135*z^3 + 271/5*z + 1
*
[ -15/2 ] 
f(z) = -124/135*z^3 + 264/5*z + 1
*
-5/2 | 0.25037654697479051493615513944033842575 | 0.024021485525227024070417742349642606427
f(z) = -132/125*z^3 + 269/33*z + 1
*
[ 25/8 ] 
f(z) = -128/125*z^3 + 267/25*z + 1
*
[ -21/8 ] 
f(z) = -128/135*z^3 + 277/35*z + 1
*
-20/7 | 0.26156200774849304849351687919566267743 | 0.029615250376285585400549417173763382035
f(z) = -126/125*z^3 + 274/35*z + 1
*
[ 15/4 ] 
f(z) = -124/135*z^3 + 273/20*z + 1
*
-36/11 | 0.25009586972600913089975124622646530090 | 0.029785351714993775851120736327548763503
f(z) = -121/128*z^3 + 277/24*z + 1
*
[ 32/11 ] 
f(z) = -121/128*z^3 + 277/32*z + 1
*
8/3 | 0.22122493453476837502987297576215569665 | 0.026346946434834656650721535105073176991
f(z) = -135/128*z^3 + 277/40*z + 1
*
[ -5/24 ] 
f(z) = -128/125*z^3 + 263/45*z + 1
*
-12/5 | 0.18442555888065595013266036312270442370 | 0.022021731258206964541952827706747679360
f(z) = -125/128*z^3 + 271/40*z + 1
*
68/25 | 0.16861064579799897846658384573052554380 | 0.020063618325603716767805441968630603348
f(z) = -125/128*z^3 + 279/40*z + 1
*
[ -4/3 ] 
f(z) = -139/128*z^3 + 265/72*z + 1
*
[ -4/3 ] 
f(z) = -137/128*z^3 + 263/72*z + 1
*
[ -10/7 ] 
f(z) = -133/125*z^3 + 271/70*z + 1
*
[ -45/32 ] 
f(z) = -128/125*z^3 + 269/72*z + 1
*
[ -10/7 ] 
f(z) = -126/125*z^3 + 263/70*z + 1
*
[ -5/16 ] 
f(z) = -124/125*z^3 + 275/64*z + 1
*
[ 2 ] 
f(z) = -123/124*z^3 + 277/62*z + 1
*
[ 2 ] 
f(z) = -121/124*z^3 + 273/62*z + 1
*
[ -4/11 ] 
f(z) = -121/136*z^3 + 263/68*z + 1
*
[ -15/14 ] 
f(z) = -133/125*z^3 + 265/84*z + 1
*
[ -5/4 ] 
f(z) = -133/125*z^3 + 277/80*z + 1
*
[ -5/4 ] 
f(z) = -129/125*z^3 + 273/80*z + 1
*
[ -9/16 ] 
f(z) = -128/135*z^3 + 277/90*z + 1
*
[ -5/4 ] 
f(z) = -127/125*z^3 + 271/80*z + 1
*
[ -11/12 ] 
f(z) = -126/121*z^3 + 261/88*z + 1
*
[ -5/4 ] 
f(z) = -123/125*z^3 + 267/80*z + 1
*
[ 10/7 ] 
f(z) = -133/120*z^3 + 269/105*z + 1
*
-2/7 | 0.10715311767441876791713705645416253038 | 0.013942709319352485246682224806715274247
f(z) = -133/120*z^3 + 272/105*z + 1
*
-1 | 0.10618506140226554934842404570997104517 | 0.019082518102104562290119007874864033646
f(z) = -140/121*z^3 + 261/121*z + 1
*
-1 | 0.085654436310263883375329811599775124961 | 0.015371871598601082878545592648729714734
f(z) = -140/123*z^3 + 263/123*z + 1
*
-1 | 0.10561203794030026097612529128340599038 | 0.018902333580861117072893703503948676057
f(z) = -140/127*z^3 + 267/127*z + 1
*
-1 | 0.085068948220208720810227141115086443307 | 0.015205243389385147175954567254421379433
f(z) = -140/129*z^3 + 269/129*z + 1
*
-1 | 0.10520855060980271402629306996556711073 | 0.018780135511885092775048737729722219692
f(z) = -140/131*z^3 + 271/131*z + 1
*
-1 | 0.10456634181669168742110373186040058570 | 0.018592819403860606781980713726491919509
f(z) = -140/137*z^3 + 277/137*z + 1
*
-1 | 0.10434124003265655566312431432228669911 | 0.018529091796811858625040006081694030494
f(z) = -140/139*z^3 + 279/139*z + 1
*
-1 | 0.10597139986333492172553365729582948990 | 0.019057267956551171527394075712359749351
f(z) = -139/121*z^3 + 260/121*z + 1
*
-1 | 0.093041464285554487990300914522869754184 | 0.016720482175447775041415201204982747443
f(z) = -139/122*z^3 + 261/122*z + 1
*
-1 | 0.085436669796014628673872467347495488552 | 0.015343280168514549685042066100662028891
f(z) = -139/123*z^3 + 262/123*z + 1
*
-1 | 0.097127415540506934459830565806984154066 | 0.017430856178709516717857114050230347846
f(z) = -139/124*z^3 + 263/124*z + 1
*
-1 | 0.10558718507686997269240249237576293255 | 0.018936181647944160446971839487908155606
f(z) = -139/125*z^3 + 264/125*z + 1
*
-1 | 0.079089985210067084476967379050876648831 | 0.014174518780770511456994275224521926666
f(z) = -139/126*z^3 + 265/126*z + 1
*
-1 | 0.10538872579469107824879011129875103777 | 0.018875041724114000363605976877299687018
f(z) = -139/127*z^3 + 266/127*z + 1
*
-1 | 0.096730441731312032083585991617391951688 | 0.017312714655339512935765590630956856272
f(z) = -139/128*z^3 + 267/128*z + 1
*
-1 | 0.084842104438084001343401139520580360900 | 0.015174799142589284630465101380835621960
f(z) = -139/129*z^3 + 268/129*z + 1
*
-1 | 0.092246421676667933504376738945123303434 | 0.016488146647384850210141845310219611314
f(z) = -139/130*z^3 + 269/130*z + 1
*
-1 | 0.10497799542468349335360856137845442003 | 0.018751354612696132581538741521418560357
f(z) = -139/131*z^3 + 270/131*z + 1
*
-1 | 0.075971242745501651953506764765742333297 | 0.013561162334213376295674408073038169105
f(z) = -139/132*z^3 + 271/132*z + 1
*
-1 | 0.10476522026237324738979145513135383651 | 0.018688711985080180811160499716312014773
f(z) = -139/133*z^3 + 272/133*z + 1
*
-1 | 0.091820799075839852616949777209513796612 | 0.016368885062343426581684091193597816592
f(z) = -139/134*z^3 + 273/134*z + 1
*
-1 | 0.090984013295708104256763085935617619563 | 0.016209146053902269036313452900609486386
f(z) = -139/135*z^3 + 274/135*z + 1
*
-1 | 0.095878616686011176367409168506640688254 | 0.017070059473465625681006272103058927938
f(z) = -139/136*z^3 + 275/136*z + 1
*
-1 | 0.10432339872158489276362960922013918865 | 0.018561558368181176194564926823615926885
f(z) = -139/137*z^3 + 276/137*z + 1
*
-1 | 0.071029613348155948705648616816937753805 | 0.012629692789898282547162776601621796230
f(z) = -139/138*z^3 + 277/138*z + 1
*
-1 | 0.10536414074817476443447334908407088571 | 0.018909050277455324587559838984041285529
f(z) = -138/125*z^3 + 263/125*z + 1
*
-1 | 0.10516219185395054877016684790510810419 | 0.018847183489814049883717413210224343551
f(z) = -138/127*z^3 + 265/127*z + 1
*
-1 | 0.10474393995046029712701978511542598269 | 0.018721955940811132215675405019605925579
f(z) = -138/131*z^3 + 269/131*z + 1
*
-1 | 0.10452709948834586549527800696415048353 | 0.018658493836075396143281119989746630200
f(z) = -138/133*z^3 + 271/133*z + 1
*
-1 | 0.10407643457293590322360471760478706935 | 0.018529584482474880911367653421714493103
f(z) = -138/137*z^3 + 275/137*z + 1
*
-1 | 0.10384188205790827595778520280962958560 | 0.018464004058249326711098310989709317388
f(z) = -138/139*z^3 + 277/139*z + 1
*
-1 | 0.084994158680638026581141736704391869821 | 0.015284845333811323109988982504187240055
f(z) = -137/123*z^3 + 260/123*z + 1
*
-1 | 0.096681556231010240285472412751981479306 | 0.017374643123562105295528835813019404926
f(z) = -137/124*z^3 + 261/124*z + 1
*
-1 | 0.10513789749744102062643010342117980249 | 0.018881356465359930628123749956565964810
f(z) = -137/125*z^3 + 262/125*z + 1
*
-1 | 0.078637186034519023921286541045351262667 | 0.014112529118974347211255448605148245601
f(z) = -137/126*z^3 + 263/126*z + 1
*
-1 | 0.10493232823989971968247357641768836941 | 0.018818738532008841052477136514325490096
f(z) = -137/127*z^3 + 264/127*z + 1
*
-1 | 0.096270355331071466332100857790045315351 | 0.017253587240499694878147035949690032085
f(z) = -137/128*z^3 + 265/128*z + 1
*
-1 | 0.084377201178448755373278283698315755011 | 0.015111893428807440032708472335559198478
f(z) = -137/129*z^3 + 266/129*z + 1
*
-1 | 0.091778670188399299315064595271008876838 | 0.016426451693789036254804756689746482131
f(z) = -137/130*z^3 + 267/130*z + 1
*
-1 | 0.10450625898310901403440545252345575916 | 0.018691915997550780186758878093219337154
f(z) = -137/131*z^3 + 268/131*z + 1
*
-1 | 0.075495413402269522189953085200383680436 | 0.013494067572015186276714599363231944655
f(z) = -137/132*z^3 + 269/132*z + 1
*
-1 | 0.10428518485818661117011648071725482967 | 0.018627603567924788773500070694252373797
f(z) = -137/133*z^3 + 270/133*z + 1
*
-1 | 0.091336438827298374525798205883278853650 | 0.016303909600574271749394101139743926710
f(z) = -137/134*z^3 + 271/134*z + 1
*
-1 | 0.090495203333481896599997011082157823963 | 0.016143132109064296882884369147097907304
f(z) = -137/135*z^3 + 272/135*z + 1
*
-1 | 0.095385225536840792948754522447127882301 | 0.017004315026366164194112401400867496173
f(z) = -137/136*z^3 + 273/136*z + 1
*
-1 | 0.070527288137913125426102483267412858326 | 0.012556553740851741026563463940877327509
f(z) = -137/138*z^3 + 275/138*z + 1
*
-1 | 0.10358567794768100898752352987698721675 | 0.018430300688964063567613631351364804980
f(z) = -137/139*z^3 + 276/139*z + 1
*
-1 | 0.10490834921588580315613546704341935991 | 0.018853080146463382075105858519101129809
f(z) = -136/125*z^3 + 261/125*z + 1
*
-1 | 0.10469902098649536939433699360640158528 | 0.018789685350025375862230638235868757676
f(z) = -136/127*z^3 + 263/127*z + 1
*
-1 | 0.084140970100316730024124311432133800058 | 0.015079757035627569787056184318642728903
f(z) = -136/129*z^3 + 265/129*z + 1
*
-1 | 0.10426481964776261056060521129923752610 | 0.018661209840912269292079059242898356308
f(z) = -136/131*z^3 + 267/131*z + 1
*
-1 | 0.10403933199235945630488934898616778902 | 0.018596014152165908855241452479536113324
f(z) = -136/133*z^3 + 269/133*z + 1
*
-1 | 0.090244672674743764969734905385077342796 | 0.016109025095717737934974564273418754641
f(z) = -136/135*z^3 + 271/135*z + 1
*
-1 | 0.10356978499232311002858873772752642459 | 0.018463375657085040928529827355152884489
f(z) = -136/137*z^3 + 273/137*z + 1
*
-1 | 0.10332487289154082607176380183265644377 | 0.018395777768915322541895402289987448463
f(z) = -136/139*z^3 + 275/139*z + 1
*
[ 4/3 ] 
f(z) = -135/124*z^3 + 271/124*z + 1
*
-1 | 0.10446214953063178492154865305057265878 | 0.018760001192468174960017269617923819677
f(z) = -135/127*z^3 + 262/127*z + 1
*
-1 | 0.095796192650246935718196667170076716258 | 0.017191949845077580667944947336998654996
f(z) = -135/128*z^3 + 263/128*z + 1
*
-4/9 | 0.20719413458573195408693794745910702835 | 0.024740462101982193455764881844951436611
f(z) = -135/128*z^3 + 271/120*z + 1
*
-1 | 0.10401948068753026112611745997841652705 | 0.018629810952669363732606398265244735272
f(z) = -135/131*z^3 + 266/131*z + 1
*
-1 | 0.10378938694813151715167423012489998528 | 0.018563696769447338022466468589702747242
f(z) = -135/133*z^3 + 268/133*z + 1
*
-1 | 0.090835929021989561971750307751446446231 | 0.016236034865565150230371263633460705905
f(z) = -135/134*z^3 + 269/134*z + 1
*
-1 | 0.094874849702546042445005476285647863952 | 0.016935529705106797738325326294455740100
f(z) = -135/136*z^3 + 271/136*z + 1
*
-1 | 0.10330974035027418515966952945515036032 | 0.018429073864631742908208719473034830585
f(z) = -135/137*z^3 + 272/137*z + 1
*
-1 | 0.10305926020651441023663162088082290285 | 0.018360396957487377691992945315212499579
f(z) = -135/139*z^3 + 274/139*z + 1
*
-1 | 0.10422158614354814977919017617555021721 | 0.018729661950093053418621206673875431080
f(z) = -134/127*z^3 + 261/127*z + 1
*
-1 | 0.083654095521264938319224519423235448379 | 0.015012882816624222843239179533578631773
f(z) = -134/129*z^3 + 263/129*z + 1
*
-1 | 0.10377009165855503291745793542039101723 | 0.018597691088065106617420300382979494030
f(z) = -134/131*z^3 + 265/131*z + 1
*
-1 | 0.10353518524270729766095076154283534042 | 0.018530620627926673792461084941504933915
f(z) = -134/133*z^3 + 267/133*z + 1
*
-1 | 0.089730515363020016252694159420047046905 | 0.016038452973673487518410868396341221562
f(z) = -134/135*z^3 + 269/135*z + 1
*
-1 | 0.10304495342726567635876068879169395860 | 0.018393924999092490505359310613422992844
f(z) = -134/137*z^3 + 271/137*z + 1
*
-1 | 0.10278861612341027368035720591317298623 | 0.018324116757595899445213706332993771356
f(z) = -134/139*z^3 + 273/139*z + 1
*
-1 | 0.10397719529356716590941911556830454511 | 0.018698642035828650096310562833603165439
f(z) = -133/127*z^3 + 260/127*z + 1
*
-1 | 0.095306920020033678674517877046898011852 | 0.017127607240798948639616905384571304942
f(z) = -133/128*z^3 + 261/128*z + 1
*
-1 | 0.083406267404399408731282695378156348069 | 0.014978647127178152528200744921745541236
f(z) = -133/129*z^3 + 262/129*z + 1
*
-1 | 0.090798581804615218000950123149935967877 | 0.016295059555115782566402775406341367200
f(z) = -133/130*z^3 + 263/130*z + 1
*
-1 | 0.10351649201461407300828965491410446018 | 0.018564820105011948447582292022221280803
f(z) = -133/131*z^3 + 264/131*z + 1
*
-1 | 0.074496353383960506357530533755409422722 | 0.013351247409330112080829465808160241862
f(z) = -133/132*z^3 + 265/132*z + 1
*
-1 | 0.090318585911487171941665921231956276606 | 0.016165127316411104919096769554156894675
f(z) = -133/134*z^3 + 267/134*z + 1
*
-1 | 0.089466513275562712390958206463134498638 | 0.016001917655581452612813054711803654842
f(z) = -133/135*z^3 + 268/135*z + 1
*
-1 | 0.094346017459556938759462715874660447705 | 0.016863428880985688429724185765703761123
f(z) = -133/136*z^3 + 269/136*z + 1
*
-1 | 0.10277520773449719054485500371113983860 | 0.018357888792091854995707235867256631569
f(z) = -133/137*z^3 + 270/137*z + 1
*
-1 | 0.069465307102573253664673623859725497515 | 0.012399827515915686029286443863116414862
f(z) = -133/138*z^3 + 271/138*z + 1
*
-1 | 0.10251269749631336340442175924719257119 | 0.018286892095718973676482390482888028469
f(z) = -133/139*z^3 + 272/139*z + 1
*
-1 | 0.10325851006075943057191843220642777711 | 0.018531165769012834462127263413944012251
f(z) = -132/131*z^3 + 263/131*z + 1
*
-1 | 0.10301329431983447630802452775909067383 | 0.018462057757720694823825675818482635889
f(z) = -132/133*z^3 + 265/133*z + 1
*
-1 | 0.10250026857757173913357055970645842318 | 0.018320921603084807147626080883188010312
f(z) = -132/137*z^3 + 269/137*z + 1
*
-1 | 0.10223123906195875205402296125743087932 | 0.018248673819793307645191395697520362857
f(z) = -132/139*z^3 + 271/139*z + 1
*
-1 | 0.082895876188594646265197833174052575027 | 0.014907502656910006182044104482148577571
f(z) = -131/129*z^3 + 260/129*z + 1
*
-1 | 0.090282547770700573098152460375986737109 | 0.016224677269921094327329659281045144729
f(z) = -131/130*z^3 + 261/130*z + 1
*
-1 | 0.073970507740369883277142632318345063712 | 0.013275029245998785710268232577762355845
f(z) = -131/132*z^3 + 263/132*z + 1
*
-1 | 0.10274521245120530607605328852911409279 | 0.018426497543392158837091334696417617201
f(z) = -131/133*z^3 + 264/133*z + 1
*
-1 | 0.089780914283920415374030451992974283840 | 0.016090548661655236852442088335831181835
f(z) = -131/134*z^3 + 265/134*z + 1
*
-1 | 0.088923611476935794962590011539696616561 | 0.015926152102416029143594753872847352863
f(z) = -131/135*z^3 + 266/135*z + 1
*
-1 | 0.093797018299097542803426689901521621603 | 0.016787693556125648337418316181290825748
f(z) = -131/136*z^3 + 267/136*z + 1
*
-1 | 0.10221988057108736796002922431427010739 | 0.018282975962456522763476442300880355912
f(z) = -131/137*z^3 + 268/137*z + 1
*
-1 | 0.068904055928417163063485888111965239531 | 0.012315926819681783744444031829293782757
f(z) = -131/138*z^3 + 269/138*z + 1
*
-1 | 0.10194395013091737356428406029187937393 | 0.018209408093482895731726136851711589019
f(z) = -131/139*z^3 + 270/139*z + 1
*
-1 | 0.10272864929582165849721925463425416517 | 0.018461366259100197287908993451981455580
f(z) = -130/131*z^3 + 261/131*z + 1
*
-1 | 0.10247208536149513083671144317648465564 | 0.018390030995149280401730729023369760121
f(z) = -130/133*z^3 + 263/133*z + 1
*
-1 | 0.10193376465540167693202134397708339407 | 0.018244000023544240207415642835386163759
f(z) = -130/137*z^3 + 267/137*z + 1
*
-1 | 0.10165051055389388872750901229162171728 | 0.018169035658302017396354069810940399766
f(z) = -130/139*z^3 + 269/139*z + 1
*
-1 | 0.10245635954745744689272324449579248049 | 0.018425143956451648587751508451814716466
f(z) = -129/131*z^3 + 260/131*z + 1
*
-1 | 0.10219367500626320490130666078381401935 | 0.018352613588695391902950646261603230881
f(z) = -129/133*z^3 + 262/133*z + 1
*
-1 | 0.089223077868944242305466085328861896141 | 0.016012313614035754380599641302829334427
f(z) = -129/134*z^3 + 263/134*z + 1
*
-1 | 0.093225837557669486936572514760512742999 | 0.016707948317406521962446224900863918355
f(z) = -129/136*z^3 + 265/136*z + 1
*
-1 | 0.10164161448238880155314379761902279942 | 0.018203936899273544021505207786569792231
f(z) = -129/137*z^3 + 266/137*z + 1
*
-1 | 0.10135056575263654311893849335469551027 | 0.018127490925292048044658954904551412126
f(z) = -129/139*z^3 + 268/139*z + 1
*
-1 | 0.10190972260726648383612445076791805923 | 0.018314196938366374684615648336519184562
f(z) = -128/133*z^3 + 261/133*z + 1
*
-1 | 0.088068302808958721438956993721147579989 | 0.015805073280527924157421027182734996204
f(z) = -128/135*z^3 + 263/135*z + 1
*
-1 | 0.10134309199253304018399128126949502253 | 0.018162723850992293977394509269927780543
f(z) = -128/137*z^3 + 265/137*z + 1
*
-1 | 0.10104372052898574456943310324009856240 | 0.018084700844139045934254722916961766856
f(z) = -128/139*z^3 + 267/139*z + 1
*
-1 | 0.10161994571391531840559151081399527667 | 0.018274728254017453093203965806712510222
f(z) = -127/133*z^3 + 260/133*z + 1
*
-1 | 0.088642959265964799836175072750238853191 | 0.015930026808656159748057217076021149670
f(z) = -127/134*z^3 + 261/134*z + 1
*
-1 | 0.087771123109176744156602363970556203164 | 0.015762516677962793479251249670964386367
f(z) = -127/135*z^3 + 262/135*z + 1
*
-1 | 0.092630063132944872993245377682828115591 | 0.016623744174699756500317540696927212519
f(z) = -127/136*z^3 + 263/136*z + 1
*
-1 | 0.10103782194339231652211217205835986459 | 0.018120291285725716391263344469089449543
f(z) = -127/137*z^3 + 264/137*z + 1
*
-1 | 0.067706198598748332073059242131455957970 | 0.012134314870125669796249289524514247249
f(z) = -127/138*z^3 + 265/138*z + 1
*
-1 | 0.10072953125666520563261724730122235830 | 0.018040583477818052893032660673910376717
f(z) = -127/139*z^3 + 266/139*z + 1
*
-1 | 0.10072538506089451366128814846776811282 | 0.018076561501931061804631792029682414459
f(z) = -126/137*z^3 + 263/137*z + 1
*
-1 | 0.10040749590164322883685254487155905669 | 0.017995046181988948657523756236812260159
f(z) = -126/139*z^3 + 265/139*z + 1
*
-1 | 0.092006747244819106691717261268915549412 | 0.016534533169065529819534584671959379996
f(z) = -125/136*z^3 + 261/136*z + 1
*
-1 | 0.10040530935703422194135433572986149962 | 0.018031447100519050677690385262584157666
f(z) = -125/137*z^3 + 262/137*z + 1
*
-1 | 0.067063329301576184171577764364493181495 | 0.012035440677752734000942591577714687052
f(z) = -125/138*z^3 + 263/138*z + 1
*
-1 | 0.10007704108117306582885104714552756375 | 0.017947983245525508121564073135722080762
f(z) = -125/139*z^3 + 264/139*z + 1
*
-1 | 0.10007705896963457773405725681557514356 | 0.017984848943664047470275237469448685008
f(z) = -124/137*z^3 + 261/137*z + 1
*
-1 | 0.099737505014501175463498535792841877058 | 0.017899272783656480096447431413713894950
f(z) = -124/139*z^3 + 263/139*z + 1
*
-1 | 0.099740019598449866045190459825661133571 | 0.017936653492646493600673449775777163835
f(z) = -123/137*z^3 + 260/137*z + 1
*
-1 | 0.099388114664773684667410930175040661034 | 0.017848772574621186296389593404157518407
f(z) = -123/139*z^3 + 262/139*z + 1
*
-1 | 0.099027954491726548378310509527940549265 | 0.017796314370850288267981502632147094883
f(z) = -122/139*z^3 + 261/139*z + 1
*
-18/11 | 0.15812538709567290743704490363069609920 | 0.028152364471709456498564015481855204712
f(z) = -121/126*z^3 + 275/126*z + 1
*
-1 | 0.098655922794482561753944974457130563796 | 0.017741695954002203421327335740695903931
f(z) = -121/139*z^3 + 260/139*z + 1
*
15/17 | 0.24866901821044737677377738969553877215 | 0.028286676561693216780470016630891518222
f(z) = -136/125*z^3 + 263/170*z + 1
*
-2/5 | 0.14167591606195398471391589331727599093 | 0.020316203064264299168030668706695684295
f(z) = -135/128*z^3 + 267/160*z + 1
*
[ 25/21 ] 
f(z) = -126/125*z^3 + 278/175*z + 1
*
15/22 | 0.17079384220586686227169839526297429486 | 0.019314248833699310784449619208967080276
f(z) = -121/125*z^3 + 277/180*z + 1
*
-35/32 | 0.21859100183626753821550452578142360804 | 0.024623363391686840021868911491893569429
f(z) = -128/125*z^3 + 279/280*z + 1
*
-32/33 | 0.19690372908099650684148231173547070970 | 0.027932559329337252040197053086878085133
f(z) = -121/128*z^3 + 265/288*z + 1
*
[ -15/2 ] 
f(z) = -136/135*z^3 + 289/5*z + 1
*
[ 45/8 ] 
f(z) = -128/125*z^3 + 299/9*z + 1
*
2/11 | 0.21175525499806085964551319049633572895 | 0.027289405231449914926575608870836491729
f(z) = -121/120*z^3 + 293/15*z + 1
*
[ -20/7 ] 
f(z) = -133/125*z^3 + 281/28*z + 1
*
[ -25/8 ] 
f(z) = -128/125*z^3 + 283/25*z + 1
*
-85/22 | 0.18466824461979200209125539128312441562 | 0.020751459663554951432362402215532941169
f(z) = -121/125*z^3 + 293/20*z + 1
*
[ -32/11 ] 
f(z) = -121/128*z^3 + 299/32*z + 1
*
-8/15 | 0.16414361173162876151053745356920501372 | 0.019466583350468534184367442558182466972
f(z) = -135/128*z^3 + 287/40*z + 1
*
[ -2/9 ] 
f(z) = -135/136*z^3 + 283/51*z + 1
*
[ -9/4 ] 
f(z) = -128/135*z^3 + 281/45*z + 1
*
[ -4/25 ] 
f(z) = -125/128*z^3 + 291/40*z + 1
*
-30/11 | 0.18981732816570509715032169208765697079 | 0.021289589671822413000153986658162801487
f(z) = -121/125*z^3 + 298/45*z + 1
*
28/11 | 0.22044083765921296731949432477578169139 | 0.026208812424068959672256462180520145453
f(z) = -121/128*z^3 + 281/56*z + 1
*
[ 11/6 ] 
f(z) = -138/121*z^3 + 283/66*z + 1
*
[ 2 ] 
f(z) = -133/124*z^3 + 297/62*z + 1
*
[ 2 ] 
f(z) = -133/132*z^3 + 299/66*z + 1
*
[ 2 ] 
f(z) = -131/124*z^3 + 293/62*z + 1
*
[ 2 ] 
f(z) = -131/132*z^3 + 295/66*z + 1
*
[ 2 ] 
f(z) = -129/124*z^3 + 289/62*z + 1
*
[ 2 ] 
f(z) = -127/124*z^3 + 285/62*z + 1
*
[ 2 ] 
f(z) = -127/132*z^3 + 287/66*z + 1
*
[ 2 ] 
f(z) = -125/124*z^3 + 281/62*z + 1
*
[ 2 ] 
f(z) = -125/132*z^3 + 283/66*z + 1
*
-5/6 | 0.23385834627825775557511842235543130703 | 0.026279028372043221493184464386141007504
f(z) = -123/125*z^3 + 293/60*z + 1
*
[ -20/11 ] 
f(z) = -121/120*z^3 + 293/60*z + 1
*
-45/22 | 0.20480452285067390949940668010918720957 | 0.022961900309417461672033506051633256599
f(z) = -121/125*z^3 + 299/60*z + 1
*
-40/33 | 0.13264576269054439544931091767846469962 | 0.015718156235125093844188395312529840850
f(z) = -121/128*z^3 + 289/72*z + 1
*
-15/22 | 0.18949564518878200660560514920940806112 | 0.024183999577225329966639875481851467720
f(z) = -121/135*z^3 + 281/60*z + 1
*
[ -5/4 ] 
f(z) = -139/125*z^3 + 283/80*z + 1
*
[ -5/4 ] 
f(z) = -137/125*z^3 + 281/80*z + 1
*
[ -2/3 ] 
f(z) = -129/128*z^3 + 283/96*z + 1
*
[ -11/12 ] 
f(z) = -128/121*z^3 + 295/99*z + 1
*
[ -10/9 ] 
f(z) = -126/125*z^3 + 283/90*z + 1
*
[ -11/15 ] 
f(z) = -125/121*z^3 + 289/99*z + 1
*
[ -34/25 ] 
f(z) = -125/136*z^3 + 292/85*z + 1
*
2/5 | 0.22806365066298410678323838197144114684 | 0.029391107113554267280072493597331175943
f(z) = -125/136*z^3 + 293/85*z + 1
*
[ -2/3 ] 
f(z) = -123/128*z^3 + 281/96*z + 1
*
[ -6/11 ] 
f(z) = -121/128*z^3 + 299/96*z + 1
*
[ 22/15 ] 
f(z) = -135/121*z^3 + 299/110*z + 1
*
-14/11 | 0.23259785795972637406264677975308639408 | 0.029897338395030778465094427222866464509
f(z) = -121/120*z^3 + 299/105*z + 1
*
-95/126 | 0.18280434858984466364359949876177186940 | 0.017362386005819403419392665880626283273
f(z) = -126/125*z^3 + 299/126*z + 1
*
[ 7/5 ] 
f(z) = -125/126*z^3 + 281/126*z + 1
*
36/25 | 0.21261558596160262954247145856125023232 | 0.025153388062122017869605128237881030723
f(z) = -125/128*z^3 + 293/120*z + 1
*
[ 7/5 ] 
f(z) = -125/133*z^3 + 283/133*z + 1
*
14/11 | 0.11147193335595378384667541301784468888 | 0.019601268929657884043232943487366918993
f(z) = -121/126*z^3 + 295/126*z + 1
*
5/34 | 0.18725106873014266654807722960160991427 | 0.021041695651092218924903836486533072363
f(z) = -136/125*z^3 + 293/170*z + 1
*
-3/8 | 0.24866090118589989930235163936379973621 | 0.027745323453657979882162842393367096136
f(z) = -134/135*z^3 + 289/160*z + 1
*
[ 32/25 ] 
f(z) = -125/128*z^3 + 291/160*z + 1
*
-3/8 | 0.25141511562642855887969065844484688216 | 0.028074389458483341327504558769205301370
f(z) = -122/135*z^3 + 287/160*z + 1
*
-9/22 | 0.18322600426572085097174945474224692727 | 0.027112080801130534020578608917381270268
f(z) = -121/135*z^3 + 287/180*z + 1
*
-10/9 | 0.19922155229352059732630354554670858276 | 0.025742798163893029230078318112973047031
f(z) = -135/136*z^3 + 287/255*z + 1
*
[ 15/14 ] 
f(z) = -128/135*z^3 + 283/245*z + 1
*
[ 21/32 ] 
f(z) = -128/147*z^3 - 25/168*z + 1
*
[ 2/3 ] 
f(z) = -127/152*z^3 - 22/171*z + 1
*
[ 2/3 ] 
f(z) = -125/152*z^3 - 23/171*z + 1
*
[ 2/3 ] 
f(z) = -121/152*z^3 - 25/171*z + 1
*
[ 2/3 ] 
f(z) = -123/140*z^3 - 23/210*z + 1
*
[ 2/3 ] 
f(z) = -129/148*z^3 - 25/222*z + 1
*
[ 2/3 ] 
f(z) = -123/148*z^3 - 29/222*z + 1
*
[ 2/3 ] 
f(z) = -135/143*z^3 - 23/286*z + 1
*
[ 2/3 ] 
f(z) = -135/149*z^3 - 29/298*z + 1
*
[ 2/3 ] 
f(z) = -126/143*z^3 - 31/286*z + 1
*
[ 2/3 ] 
f(z) = -126/145*z^3 - 33/290*z + 1
*
[ 2/3 ] 
f(z) = -126/149*z^3 - 37/298*z + 1
*
[ 2/3 ] 
f(z) = -135/152*z^3 - 2/19*z + 1
*
[ 2/3 ] 
f(z) = -129/152*z^3 - 7/57*z + 1
*
[ 2/3 ] 
f(z) = -123/152*z^3 - 8/57*z + 1
*
[ 2/3 ] 
f(z) = -135/148*z^3 - 7/74*z + 1
*
[ 7/10 ] 
f(z) = -125/147*z^3 - 1/84*z + 1
*
[ 15/22 ] 
f(z) = -121/150*z^3 - 11/120*z + 1
*
[ 2/3 ] 
f(z) = -135/142*z^3 - 11/142*z + 1
*
[ 2/3 ] 
f(z) = -135/146*z^3 - 13/146*z + 1
*
[ 2/3 ] 
f(z) = -135/154*z^3 - 17/154*z + 1
*
[ 2/3 ] 
f(z) = -135/158*z^3 - 19/158*z + 1
*
[ 2/3 ] 
f(z) = -139/152*z^3 - 16/171*z + 1
*
[ 2/3 ] 
f(z) = -137/152*z^3 - 17/171*z + 1
*
[ 2/3 ] 
f(z) = -131/152*z^3 - 20/171*z + 1
*
[ 2/3 ] 
f(z) = -129/140*z^3 - 19/210*z + 1
*
[ 11/16 ] 
f(z) = -128/143*z^3 - 9/286*z + 1
*
-6/5 | 0.13918277727324540544927989352122326516 | 0.027561731873826819847981401376530006019
f(z) = -125/144*z^3 + 13/12*z + 1
*
[ 6/5 ] 
f(z) = -125/144*z^3 + 17/12*z + 1
*
-6/11 | 0.092033579621777789267767017771810327437 | 0.018518518518518518518518518518518518519
f(z) = -121/144*z^3 + 1/12*z + 1
*
6/11 | 0.12396967042968007629883309798853351881 | 0.024944532713181910212231102218064680043
f(z) = -121/144*z^3 + 5/12*z + 1
*
[ 12/11 ] 
f(z) = -121/144*z^3 + 13/12*z + 1
*
[ 7/8 ] 
f(z) = -128/147*z^3 + 11/21*z + 1
*
[ 4/5 ] 
f(z) = -125/144*z^3 + 11/36*z + 1
*
[ 10/11 ] 
f(z) = -121/150*z^3 + 17/30*z + 1
*
[ 3/4 ] 
f(z) = -128/153*z^3 + 7/51*z + 1
*
6/5 | 0.10196838155038334713567293958184852274 | 0.015498478210445142839125406583569536011
f(z) = -125/144*z^3 + 13/60*z + 1
*
[ 8/11 ] 
f(z) = -121/144*z^3 + 5/72*z + 1
*
[ 3/4 ] 
f(z) = -128/159*z^3 + 19/159*z + 1
*
[ 8/11 ] 
f(z) = -121/152*z^3 + 7/152*z + 1
*
12/11 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -121/156*z^3 + 1/156*z + 1
*
[ 18/25 ] 
f(z) = -125/144*z^3 + 11/180*z + 1
*
[ 5/7 ] 
f(z) = -133/150*z^3 + 11/210*z + 1
*
[ 7/10 ] 
f(z) = -130/147*z^3 + 1/210*z + 1
*
[ 8/11 ] 
f(z) = -121/148*z^3 + 17/296*z + 1
*
[ -6/5 ] 
f(z) = -125/144*z^3 + 37/12*z + 1
*
-12/11 | 0.14249664099281844863523876689380954026 | 0.024349232871776819573086925232933116084
f(z) = -121/144*z^3 + 29/12*z + 1
*
[ -12/11 ] 
f(z) = -121/144*z^3 + 35/12*z + 1
*
[ -6/11 ] 
f(z) = -121/144*z^3 + 37/12*z + 1
*
-4/5 | 0.13272326269218821093289421524609585964 | 0.026705885048742472805496154869424579801
f(z) = -125/144*z^3 + 29/36*z + 1
*
12/25 | 0.13010386566090226292465607313757144929 | 0.019774874293202853464338091062905499759
f(z) = -125/144*z^3 + 37/60*z + 1
*
[ 4/5 ] 
f(z) = -125/152*z^3 + 21/76*z + 1
*
2/11 | 0.14285613231202010252239823713737827366 | 0.028908634031959900384267155597189232065
f(z) = -121/140*z^3 + 37/70*z + 1
*
[ 3/4 ] 
f(z) = -128/141*z^3 + 25/141*z + 1
*
[ 3/4 ] 
f(z) = -128/147*z^3 + 23/147*z + 1
*
9/8 | 0.13384560182830842307093547343635609915 | 0.026607147115187873714466747393062474288
f(z) = -128/153*z^3 + 26/153*z + 1
*
-8/11 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -121/156*z^3 + 25/156*z + 1
*
[ 3/4 ] 
f(z) = -140/153*z^3 + 37/204*z + 1
*
[ 3/4 ] 
f(z) = -124/153*z^3 + 25/204*z + 1
*
[ 8/11 ] 
f(z) = -121/140*z^3 + 23/280*z + 1
*
-2 | 0.10485804384161285793380374205496660564 | 0.017030762016096178640613325708789993189
f(z) = -137/152*z^3 + 59/19*z + 1
*
[ -2/3 ] 
f(z) = -135/152*z^3 + 55/19*z + 1
*
-2 | 0.10455054367952205649008679089036943897 | 0.017028096015520872959268374112120457970
f(z) = -135/152*z^3 + 58/19*z + 1
*
-2 | 0.10391392600087231511689186608370898568 | 0.017021694600418952310927718734973070394
f(z) = -131/152*z^3 + 56/19*z + 1
*
-2 | 0.10358386036057975531758703058844026788 | 0.017017856748105030507495472873733999766
f(z) = -129/152*z^3 + 55/19*z + 1
*
-2 | 0.10324522565532044753853687646869522147 | 0.017013511025879497701483006881022836955
f(z) = -127/152*z^3 + 54/19*z + 1
*
12/5 | 0.089747217216410144958483957462611668535 | 0.014074182248933405036765451124225736634
f(z) = -125/144*z^3 + 49/12*z + 1
*
-12/5 | 0.13918918400962808889093504658107098558 | 0.021562339662191156626595343381234042469
f(z) = -125/144*z^3 + 53/12*z + 1
*
-2 | 0.10289738198301280184893400292669894764 | 0.017008581079555599931829811322882732606
f(z) = -125/152*z^3 + 53/19*z + 1
*
-2 | 0.10253959829791901557515732391290000520 | 0.017002976257705871749460790356703507162
f(z) = -123/152*z^3 + 52/19*z + 1
*
-12/11 | 0.12207001282633648715787601083862611597 | 0.019693543917726859819367303760993259364
f(z) = -121/144*z^3 + 41/12*z + 1
*
-6/11 | 0.12531621768196315328404541338922858983 | 0.019652122273051003694747838190466374310
f(z) = -121/144*z^3 + 49/12*z + 1
*
-2 | 0.10217103260278421171747703665929196405 | 0.016996588179914234127541798894879525967
f(z) = -121/152*z^3 + 51/19*z + 1
*
[ -7/8 ] 
f(z) = -128/147*z^3 + 59/21*z + 1
*
-2/5 | 0.13272292364652259265277610062079276094 | 0.024291180325947184576190229000151207805
f(z) = -125/144*z^3 + 59/36*z + 1
*
[ 7/5 ] 
f(z) = -125/147*z^3 + 41/21*z + 1
*
18/11 | 0.13272292364652259265277610062079276094 | 0.024607357943408854389237322311383521793
f(z) = -121/144*z^3 + 55/36*z + 1
*
-15/11 | 0.059609845188054236929616728062963739289 | 0.010918382912699671689494009159376147552
f(z) = -121/150*z^3 + 47/30*z + 1
*
[ 15/11 ] 
f(z) = -121/150*z^3 + 53/30*z + 1
*
6/25 | 0.15187374213875852248723870797530714447 | 0.023083742700312224180238890606277244185
f(z) = -125/144*z^3 + 53/60*z + 1
*
-10/11 | 0.13709000013825205353232160397646579502 | 0.027741788744371610140182539608025734169
f(z) = -121/140*z^3 + 57/70*z + 1
*
[ 6/7 ] 
f(z) = -133/144*z^3 + 43/84*z + 1
*
[ 21/22 ] 
f(z) = -121/147*z^3 + 59/84*z + 1
*
[ 10/11 ] 
f(z) = -121/152*z^3 + 53/95*z + 1
*
[ 21/25 ] 
f(z) = -125/147*z^3 + 43/105*z + 1
*
7/5 | 0.082006581806334347779174257658816456451 | 0.012425483472155284357299828889135964129
f(z) = -125/147*z^3 + 58/105*z + 1
*
[ 4/5 ] 
f(z) = -125/148*z^3 + 43/148*z + 1
*
[ 4/5 ] 
f(z) = -125/156*z^3 + 41/156*z + 1
*
[ 9/11 ] 
f(z) = -121/144*z^3 + 49/144*z + 1
*
[ 9/11 ] 
f(z) = -121/153*z^3 + 47/153*z + 1
*
[ 3/4 ] 
f(z) = -136/141*z^3 + 59/282*z + 1
*
[ 3/4 ] 
f(z) = -136/147*z^3 + 55/294*z + 1
*
10/9 | 0.19985661725790327156227149087380179504 | 0.025848216240553481362654301776523206469
f(z) = -135/152*z^3 + 56/285*z + 1
*
-2 | 0.10515888893603670600635229729365261928 | 0.017033127997352308697278713129275513611
f(z) = -139/152*z^3 + 60/19*z + 1
*
[ 2 ] 
f(z) = -139/152*z^3 + 79/19*z + 1
*
[ 2 ] 
f(z) = -137/152*z^3 + 78/19*z + 1
*
[ 2 ] 
f(z) = -135/152*z^3 + 77/19*z + 1
*
[ 2 ] 
f(z) = -131/152*z^3 + 75/19*z + 1
*
[ 2 ] 
f(z) = -129/152*z^3 + 74/19*z + 1
*
[ 2 ] 
f(z) = -127/152*z^3 + 73/19*z + 1
*
[ 12/5 ] 
f(z) = -125/144*z^3 + 67/12*z + 1
*
[ -12/5 ] 
f(z) = -125/144*z^3 + 77/12*z + 1
*
[ -2/5 ] 
f(z) = -125/152*z^3 + 69/19*z + 1
*
[ 2 ] 
f(z) = -125/152*z^3 + 72/19*z + 1
*
[ 2 ] 
f(z) = -123/152*z^3 + 71/19*z + 1
*
[ 2 ] 
f(z) = -121/152*z^3 + 70/19*z + 1
*
[ 7/4 ] 
f(z) = -128/147*z^3 + 65/21*z + 1
*
[ -7/5 ] 
f(z) = -125/147*z^3 + 71/21*z + 1
*
18/11 | 0.063471044808047715713164149728274839439 | 0.011027430078125978680791513346603420556
f(z) = -121/144*z^3 + 79/36*z + 1
*
[ -7/11 ] 
f(z) = -121/147*z^3 + 61/21*z + 1
*
[ 21/11 ] 
f(z) = -121/147*z^3 + 73/21*z + 1
*
[ 21/16 ] 
f(z) = -128/147*z^3 + 73/42*z + 1
*
[ 6/5 ] 
f(z) = -125/152*z^3 + 77/57*z + 1
*
[ 14/11 ] 
f(z) = -121/147*z^3 + 65/42*z + 1
*
-12/25 | 0.13770774906917696645435071868174415070 | 0.020165991423338892918957026651312383347
f(z) = -125/144*z^3 + 77/60*z + 1
*
-6/7 | 0.18542405946826777218101497404423698525 | 0.026811954070396629342598101922084399879
f(z) = -133/144*z^3 + 71/84*z + 1
*
[ -2 ] 
f(z) = -139/152*z^3 + 98/19*z + 1
*
[ -2 ] 
f(z) = -137/152*z^3 + 97/19*z + 1
*
[ -2 ] 
f(z) = -135/152*z^3 + 96/19*z + 1
*
[ -2 ] 
f(z) = -131/152*z^3 + 94/19*z + 1
*
[ -2 ] 
f(z) = -129/152*z^3 + 93/19*z + 1
*
[ -2 ] 
f(z) = -127/152*z^3 + 92/19*z + 1
*
[ -2 ] 
f(z) = -125/152*z^3 + 91/19*z + 1
*
[ -2 ] 
f(z) = -123/152*z^3 + 90/19*z + 1
*
-6/11 | 0.18402213904930054605923703514206608898 | 0.026563782149337893985283906176204419584
f(z) = -121/144*z^3 + 85/12*z + 1
*
[ -2 ] 
f(z) = -121/152*z^3 + 89/19*z + 1
*
[ -7/4 ] 
f(z) = -128/147*z^3 + 89/21*z + 1
*
[ 18/11 ] 
f(z) = -121/144*z^3 + 95/36*z + 1
*
28/11 | 0.089853937416796526537420093438557793864 | 0.013988865433155725008230328933563190891
f(z) = -121/147*z^3 + 88/21*z + 1
*
[ -21/11 ] 
f(z) = -121/147*z^3 + 95/21*z + 1
*
[ -10/11 ] 
f(z) = -121/150*z^3 + 83/30*z + 1
*
-20/11 | 0.060818589395937716189612943598104050768 | 0.0099734090766655791519569440498770681258
f(z) = -121/150*z^3 + 89/30*z + 1
*
[ -15/11 ] 
f(z) = -121/150*z^3 + 97/30*z + 1
*
-3/5 | 0.15939447858612375324229433325330350260 | 0.028198988711473850197117391703521571133
f(z) = -125/144*z^3 + 95/48*z + 1
*
12/25 | 0.12243693562105385395410564083153590840 | 0.017343281473261162619055800355945950003
f(z) = -125/144*z^3 + 97/60*z + 1
*
10/11 | 0.12451644918718401180656786702337119733 | 0.024029650790829599145511741544945690187
f(z) = -121/156*z^3 + 89/78*z + 1
*
[ 24/25 ] 
f(z) = -125/144*z^3 + 91/120*z + 1
*
[ 7/8 ] 
f(z) = -136/147*z^3 + 95/168*z + 1
*
[ 4/5 ] 
f(z) = -125/142*z^3 + 89/284*z + 1
*
[ 4/5 ] 
f(z) = -125/146*z^3 + 87/292*z + 1
*
-2 | 0.091406011620310101351905421535735404601 | 0.014825598812832574836951198944109425486
f(z) = -137/144*z^3 + 119/36*z + 1
*
-2 | 0.090799727074324646521135155519281718670 | 0.014809390458837709311319767768314525587
f(z) = -133/144*z^3 + 115/36*z + 1
*
-2 | 0.090486634994884561714926046956848646266 | 0.014800676962466448282784236850405067026
f(z) = -131/144*z^3 + 113/36*z + 1
*
-2 | 0.089838548995123895237858540666903971731 | 0.014781809359285206691199790050120585391
f(z) = -127/144*z^3 + 109/36*z + 1
*
[ -4/5 ] 
f(z) = -125/144*z^3 + 101/36*z + 1
*
-2 | 0.089502616292981312257442106195965581609 | 0.014771545882784658292115475284287312863
f(z) = -125/144*z^3 + 107/36*z + 1
*
[ 24/11 ] 
f(z) = -121/144*z^3 + 109/24*z + 1
*
-15/11 | 0.17882842808917374215453963751700036121 | 0.028465589777373071023054459908506485794
f(z) = -121/150*z^3 + 107/30*z + 1
*
-10/11 | 0.17903960734610739069496315148082463410 | 0.028253831640990392408966487693400358647
f(z) = -121/150*z^3 + 113/30*z + 1
*
-20/11 | 0.18143749376397097184048653016452606269 | 0.028400367820910830857657050371785295062
f(z) = -121/150*z^3 + 119/30*z + 1
*
[ 3/2 ] 
f(z) = -128/153*z^3 + 113/51*z + 1
*
[ 3/2 ] 
f(z) = -124/153*z^3 + 110/51*z + 1
*
[ 6/5 ] 
f(z) = -125/156*z^3 + 103/78*z + 1
*
[ 14/11 ] 
f(z) = -121/140*z^3 + 113/70*z + 1
*
-14/11 | 0.072073740678429680442577010880082428719 | 0.010771998156596348742027546612305131936
f(z) = -121/147*z^3 + 115/84*z + 1
*
-15/22 | 0.18595875866323081563007436238038691905 | 0.029070002123846622200910834780332823902
f(z) = -121/150*z^3 + 101/120*z + 1
*
[ 10/11 ] 
f(z) = -121/144*z^3 + 107/180*z + 1
*
[ 13/16 ] 
f(z) = -128/143*z^3 + 103/286*z + 1
*
[ 5/6 ] 
f(z) = -126/145*z^3 + 117/290*z + 1
*
[ -2/11 ] 
f(z) = -121/152*z^3 + 124/19*z + 1
*
-2 | 0.091699893298958800656467398936300900025 | 0.014833166267148787586522922124824815701
f(z) = -139/144*z^3 + 121/36*z + 1
*
[ 21/8 ] 
f(z) = -128/147*z^3 + 139/21*z + 1
*
[ -2/5 ] 
f(z) = -125/144*z^3 + 131/36*z + 1
*
2/11 | 0.10025093528175616752982751692931126081 | 0.016090399453916897734177635859684230433
f(z) = -121/144*z^3 + 127/36*z + 1
*
[ -24/11 ] 
f(z) = -121/144*z^3 + 131/24*z + 1
*
[ 3/2 ] 
f(z) = -140/153*z^3 + 122/51*z + 1
*
[ 7/4 ] 
f(z) = -136/147*z^3 + 137/42*z + 1
*
[ -21/16 ] 
f(z) = -128/147*z^3 + 137/42*z + 1
*
35/16 | 0.072071423405483743741968718766548326882 | 0.010474912816580078375193688829818478357
f(z) = -128/147*z^3 + 139/42*z + 1
*
-3/11 | 0.15461422402500924413283970735654518072 | 0.025882014002891698896880300743172094483
f(z) = -121/144*z^3 + 131/48*z + 1
*
[ -14/11 ] 
f(z) = -121/147*z^3 + 131/42*z + 1
*
[ 4/3 ] 
f(z) = -135/152*z^3 + 139/76*z + 1
*
12/25 | 0.20557806818741491893496539409001329009 | 0.028049589155984309044825352974459914078
f(z) = -125/144*z^3 + 127/60*z + 1
*
42/25 | 0.17509216489221052605158688917978020329 | 0.023645485917811783348696736513668661987
f(z) = -125/144*z^3 + 137/60*z + 1
*
-14/11 | 0.062075803313171046816102375737702588669 | 0.011275579482909037176638191854801310059
f(z) = -121/140*z^3 + 123/70*z + 1
*
[ 6/5 ] 
f(z) = -125/153*z^3 + 137/102*z + 1
*
-7/11 | 0.10847582153609737290513033746546955500 | 0.021951370062672314651561645498663542366
f(z) = -121/140*z^3 + 129/140*z + 1
*
[ 38/45 ] 
f(z) = -135/152*z^3 + 128/285*z + 1
*
[ 2 ] 
f(z) = -139/144*z^3 + 157/36*z + 1
*
[ 2 ] 
f(z) = -137/144*z^3 + 155/36*z + 1
*
[ 2 ] 
f(z) = -133/144*z^3 + 151/36*z + 1
*
[ 2 ] 
f(z) = -131/144*z^3 + 149/36*z + 1
*
[ -21/8 ] 
f(z) = -128/147*z^3 + 155/21*z + 1
*
[ 2 ] 
f(z) = -127/144*z^3 + 145/36*z + 1
*
[ 2 ] 
f(z) = -125/144*z^3 + 143/36*z + 1
*
30/11 | 0.14441401111469358187325664880404303560 | 0.021836628017671493756947273746999081382
f(z) = -121/150*z^3 + 149/30*z + 1
*
[ -7/16 ] 
f(z) = -128/147*z^3 + 145/42*z + 1
*
[ -3/4 ] 
f(z) = -128/153*z^3 + 143/51*z + 1
*
[ -3/5 ] 
f(z) = -125/144*z^3 + 143/48*z + 1
*
[ -3/5 ] 
f(z) = -125/153*z^3 + 151/51*z + 1
*
-3/5 | 0.14414149252261580037817427729208738738 | 0.028883566708123270190329267190921892105
f(z) = -125/147*z^3 + 143/147*z + 1
*
-3/5 | 0.14249972241232433449326158832740244567 | 0.028218571422185653526543801297267718360
f(z) = -125/156*z^3 + 149/156*z + 1
*
16/11 | 0.11173079928439462720019969557912177339 | 0.022097580613309969771732175279765656923
f(z) = -121/144*z^3 + 157/144*z + 1
*
-13/11 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -121/156*z^3 + 145/156*z + 1
*
-10/11 | 0.15810235892961024592495089904276557327 | 0.024030448729636912134529233850329824327
f(z) = -121/144*z^3 + 143/180*z + 1
*
[ -2 ] 
f(z) = -125/144*z^3 + 179/36*z + 1
*
-2/11 | 0.072041223322900535950192717808690298864 | 0.011117396282454139724935730254494030485
f(z) = -121/144*z^3 + 163/36*z + 1
*
[ -2 ] 
f(z) = -121/144*z^3 + 175/36*z + 1
*
-30/11 | 0.18541652827811898200691427174420482172 | 0.027711986113302272914379859524331238660
f(z) = -121/150*z^3 + 161/30*z + 1
*
[ -2/3 ] 
f(z) = -129/152*z^3 + 164/57*z + 1
*
[ -6/5 ] 
f(z) = -125/152*z^3 + 172/57*z + 1
*
[ -3/2 ] 
f(z) = -124/153*z^3 + 178/51*z + 1
*
[ -2/3 ] 
f(z) = -123/152*z^3 + 163/57*z + 1
*
-21/11 | 0.063385136476608377941243847157010253702 | 0.010083543698808703238420097865288798194
f(z) = -121/144*z^3 + 179/48*z + 1
*
[ -6/11 ] 
f(z) = -121/152*z^3 + 175/57*z + 1
*
42/25 | 0.16148568510966340491947072805397852918 | 0.022765610257272671633283540990296526043
f(z) = -125/147*z^3 + 172/105*z + 1
*
[ 9/8 ] 
f(z) = -128/153*z^3 + 179/153*z + 1
*
[ 10/11 ] 
f(z) = -121/145*z^3 + 171/290*z + 1
*
[ 38/11 ] 
f(z) = -121/152*z^3 + 194/19*z + 1
*
[ -2 ] 
f(z) = -139/144*z^3 + 193/36*z + 1
*
[ -2 ] 
f(z) = -137/144*z^3 + 191/36*z + 1
*
[ -2 ] 
f(z) = -133/144*z^3 + 187/36*z + 1
*
[ -2 ] 
f(z) = -131/144*z^3 + 185/36*z + 1
*
[ -2 ] 
f(z) = -127/144*z^3 + 181/36*z + 1
*
[ 30/11 ] 
f(z) = -121/150*z^3 + 199/30*z + 1
*
[ -3/2 ] 
f(z) = -140/153*z^3 + 190/51*z + 1
*
[ -7/4 ] 
f(z) = -136/147*z^3 + 185/42*z + 1
*
[ -3/2 ] 
f(z) = -128/153*z^3 + 181/51*z + 1
*
[ -3/8 ] 
f(z) = -128/153*z^3 + 193/51*z + 1
*
[ 8/5 ] 
f(z) = -125/144*z^3 + 187/72*z + 1
*
-6/25 | 0.13667102217622244722799856896121503877 | 0.017640440645241488403835229063822574880
f(z) = -125/144*z^3 + 193/60*z + 1
*
[ -10/11 ] 
f(z) = -121/140*z^3 + 197/70*z + 1
*
[ 20/11 ] 
f(z) = -121/150*z^3 + 187/60*z + 1
*
-12/7 | 0.21157854406732084752748177781107925688 | 0.027308925396151192865124201633522205493
f(z) = -133/144*z^3 + 193/84*z + 1
*
-8/11 | 0.14439985849750748564673634895350515268 | 0.027777232078623761396222203886597574707
f(z) = -121/156*z^3 + 181/156*z + 1
*
[ 13/11 ] 
f(z) = -121/156*z^3 + 193/156*z + 1
*
[ -38/11 ] 
f(z) = -121/152*z^3 + 205/19*z + 1
*
-2/9 | 0.20211592060782091613281124862854768927 | 0.027358402187599112193729752084770862733
f(z) = -135/152*z^3 + 202/57*z + 1
*
[ -2/3 ] 
f(z) = -135/148*z^3 + 215/74*z + 1
*
-2 | 0.10346914616776802815293587414561519490 | 0.017011743196425664867052731182873261298
f(z) = -127/140*z^3 + 219/70*z + 1
*
-2 | 0.10332723905037052922420118954613325911 | 0.017014075637052167438320889642865204349
f(z) = -127/148*z^3 + 217/74*z + 1
*
-2 | 0.082811221072008446131279610284712014943 | 0.013656687732501556134430434242826633389
f(z) = -127/156*z^3 + 215/78*z + 1
*
-2 | 0.10298569870886876266763717882432466614 | 0.017009948042889648891151294046402008808
f(z) = -125/148*z^3 + 213/74*z + 1
*
[ -4/5 ] 
f(z) = -125/152*z^3 + 211/76*z + 1
*
-2 | 0.082455219590154403984262831499639620176 | 0.013640222846239700582138501879735142500
f(z) = -125/156*z^3 + 211/78*z + 1
*
-2 | 0.10279916112806991958481962533358977133 | 0.017005636188504021541343375479927503811
f(z) = -123/140*z^3 + 211/70*z + 1
*
-2 | 0.10263491891704807334912946976607779060 | 0.017005258000456467455319670575476099853
f(z) = -123/148*z^3 + 209/74*z + 1
*
-2 | 0.10245139905049235446220849802075633297 | 0.017001937894986834048915380675986120001
f(z) = -121/140*z^3 + 207/70*z + 1
*
[ -8/11 ] 
f(z) = -121/144*z^3 + 203/72*z + 1
*
-2 | 0.10227417636524587249460610072477982873 | 0.016999917663449775697686739601564757705
f(z) = -121/148*z^3 + 205/74*z + 1
*
-2 | 0.081711956209464237249986635997609919836 | 0.013604254368366572654019156485026308804
f(z) = -121/156*z^3 + 203/78*z + 1
*
[ 38/25 ] 
f(z) = -125/152*z^3 + 213/95*z + 1
*
[ 7/5 ] 
f(z) = -130/147*z^3 + 212/105*z + 1
*
-7/5 | 0.10322536971129937259968562287366581008 | 0.014172596065657919181164181478295516537
f(z) = -125/147*z^3 + 208/105*z + 1
*
[ 3/2 ] 
f(z) = -122/153*z^3 + 217/102*z + 1
*
[ 14/11 ] 
f(z) = -121/152*z^3 + 200/133*z + 1
*
[ 38/33 ] 
f(z) = -121/152*z^3 + 203/171*z + 1
*
[ 12/11 ] 
f(z) = -121/153*z^3 + 209/204*z + 1
*
-12/19 | 0.22793891543360888603795235813436507477 | 0.028801067669506730151616092078068735547
f(z) = -133/144*z^3 + 217/228*z + 1
*
3/5 | 0.11880956430125045530557997654545074055 | 0.018058219768895495598367303861251726511
f(z) = -125/144*z^3 + 203/240*z + 1
*
[ 7/2 ] 
f(z) = -128/147*z^3 + 239/21*z + 1
*
[ 7/2 ] 
f(z) = -124/147*z^3 + 232/21*z + 1
*
[ -2/11 ] 
f(z) = -121/144*z^3 + 235/36*z + 1
*
[ -30/11 ] 
f(z) = -121/150*z^3 + 221/30*z + 1
*
21/8 | 0.11737862221715191672504028802636214583 | 0.015905755163642540957731612219320564014
f(z) = -128/147*z^3 + 229/42*z + 1
*
[ -3/11 ] 
f(z) = -121/144*z^3 + 227/48*z + 1
*
-2 | 0.084754505304488758688533280268397652260 | 0.013737415370169163503206208242498606566
f(z) = -139/156*z^3 + 239/78*z + 1
*
-2 | 0.10501720835761243644079356292048581204 | 0.017021691142449702384357076974070214398
f(z) = -137/140*z^3 + 239/70*z + 1
*
-2 | 0.10491618515570986326615636306260746843 | 0.017028510757343779000894990326380490846
f(z) = -137/148*z^3 + 237/74*z + 1
*
-2 | 0.084450672180110952225274132305722293483 | 0.013725717720973141265091207325109647518
f(z) = -137/156*z^3 + 235/78*z + 1
*
-2 | 0.10461264679118028993289950610758155345 | 0.017026283550117263212074285604281177933
f(z) = -135/148*z^3 + 233/74*z + 1
*
-2 | 0.10430240648042780888535739655988792040 | 0.017023769130058179894811578127933094997
f(z) = -133/148*z^3 + 229/74*z + 1
*
-2 | 0.083819440741377774673962909250703773602 | 0.013700246666269341131201563710340042255
f(z) = -133/156*z^3 + 227/78*z + 1
*
-2 | 0.10410847634232259778865750710989286917 | 0.017016479629590056188229483292831490104
f(z) = -131/140*z^3 + 227/70*z + 1
*
-2 | 0.10398506398293358464654143008215966851 | 0.017020928121541526913636935849147440670
f(z) = -131/148*z^3 + 225/74*z + 1
*
-2 | 0.083492121988986835619546410909485779879 | 0.013686517483047209102936977145637296629
f(z) = -131/156*z^3 + 223/78*z + 1
*
-2 | 0.10379241563099961555491713160652703227 | 0.017014260475123144065216584316370660174
f(z) = -129/140*z^3 + 223/70*z + 1
*
-2 | 0.10366017412153316381506842865900980294 | 0.017017714765510417562720604720213820750
f(z) = -129/148*z^3 + 221/74*z + 1
*
12/5 | 0.20640902470969836397887899205242154896 | 0.026095166245402237740947535825012248662
f(z) = -125/144*z^3 + 227/60*z + 1
*
-6/5 | 0.19737220850012019232879573955602134186 | 0.024870662023192603906314305777190779867
f(z) = -125/144*z^3 + 233/60*z + 1
*
[ -6/5 ] 
f(z) = -125/156*z^3 + 233/78*z + 1
*
[ -14/11 ] 
f(z) = -121/140*z^3 + 223/70*z + 1
*
18/11 | 0.10296316895006016314157619284287070060 | 0.016829279695494681865750318453135930478
f(z) = -121/156*z^3 + 227/78*z + 1
*
[ -6/11 ] 
f(z) = -121/156*z^3 + 239/78*z + 1
*
[ -6/7 ] 
f(z) = -133/144*z^3 + 239/84*z + 1
*
[ -7/10 ] 
f(z) = -125/147*z^3 + 239/84*z + 1
*
-38/25 | 0.19849669611236116658029692437615509859 | 0.026284992125209973937097828756671244337
f(z) = -125/152*z^3 + 238/95*z + 1
*
[ -21/22 ] 
f(z) = -121/147*z^3 + 235/84*z + 1
*
[ 3/2 ] 
f(z) = -134/153*z^3 + 235/102*z + 1
*
[ 3/2 ] 
f(z) = -130/153*z^3 + 229/102*z + 1
*
[ 5/4 ] 
f(z) = -128/145*z^3 + 229/145*z + 1
*
[ 5/4 ] 
f(z) = -128/155*z^3 + 231/155*z + 1
*
[ 12/11 ] 
f(z) = -121/152*z^3 + 235/228*z + 1
*
[ 7/2 ] 
f(z) = -136/147*z^3 + 253/21*z + 1
*
[ -7/2 ] 
f(z) = -128/147*z^3 + 251/21*z + 1
*
[ -7/2 ] 
f(z) = -124/147*z^3 + 244/21*z + 1
*
[ -3/11 ] 
f(z) = -121/153*z^3 + 241/51*z + 1
*
-2 | 0.10530806743168306694733989748088872845 | 0.017023038477044573301595436548748269476
f(z) = -139/140*z^3 + 243/70*z + 1
*
-2 | 0.10521338319876542184121239729726152788 | 0.017030484778824218758397082338485239379
f(z) = -139/148*z^3 + 241/74*z + 1
*
[ -4/3 ] 
f(z) = -135/152*z^3 + 253/76*z + 1
*
12/5 | 0.22922354541186468797522956917333451400 | 0.028531744837126908638634866445580312302
f(z) = -125/144*z^3 + 257/60*z + 1
*
[ -20/11 ] 
f(z) = -121/150*z^3 + 253/60*z + 1
*
[ 7/4 ] 
f(z) = -124/147*z^3 + 253/84*z + 1
*
[ 7/6 ] 
f(z) = -128/147*z^3 + 251/189*z + 1
*
[ 7/6 ] 
f(z) = -124/147*z^3 + 244/189*z + 1
*
10/11 | 0.20595475441815879581403253534156078012 | 0.029797784188472783608093001867606205921
f(z) = -121/144*z^3 + 251/180*z + 1
*
[ -7/2 ] 
f(z) = -136/147*z^3 + 265/21*z + 1
*
[ -8/5 ] 
f(z) = -125/144*z^3 + 277/72*z + 1
*
[ -2/5 ] 
f(z) = -125/148*z^3 + 269/74*z + 1
*
[ 2 ] 
f(z) = -121/140*z^3 + 277/70*z + 1
*
[ 2 ] 
f(z) = -121/148*z^3 + 279/74*z + 1
*
[ 12/7 ] 
f(z) = -133/144*z^3 + 263/84*z + 1
*
[ -10/11 ] 
f(z) = -121/152*z^3 + 262/95*z + 1
*
-7/25 | 0.22566995415251801214178568272825226505 | 0.029811375277308938578220404634975636642
f(z) = -125/147*z^3 + 277/105*z + 1
*
-1 | 0.095419073212948149366020410310331298360 | 0.016944678500812074653483625199204431631
f(z) = -139/140*z^3 + 279/140*z + 1
*
-1 | 0.094905888416995237939967517596154163743 | 0.016875105440653989493747761870490820891
f(z) = -137/140*z^3 + 277/140*z + 1
*
-1 | 0.082995379240693923373490480711949702743 | 0.014747861940951621286569924789096953321
f(z) = -137/141*z^3 + 278/141*z + 1
*
-1 | 0.090377471510262515895129556557471996512 | 0.016049382444115913244740404034069061400
f(z) = -137/142*z^3 + 279/142*z + 1
*
-1 | 0.082727864287947572145763124938326869294 | 0.014709745159387110654940129105739810347
f(z) = -136/141*z^3 + 277/141*z + 1
*
-1 | 0.10281218262164149692095349416620508380 | 0.018257559226157856574542851875343979547
f(z) = -136/143*z^3 + 279/143*z + 1
*
-1 | 0.089832592582350305830834664867152216067 | 0.015973028619402370439724031430093035594
f(z) = -135/142*z^3 + 277/142*z + 1
*
-1 | 0.10253414418233165259082922820613441076 | 0.018219802312719836753414866044081005203
f(z) = -135/143*z^3 + 278/143*z + 1
*
[ 4/3 ] 
f(z) = -135/148*z^3 + 277/148*z + 1
*
-1 | 0.082179323779880176630732925491751164253 | 0.014631061574508655999658115051316660063
f(z) = -134/141*z^3 + 275/141*z + 1
*
-1 | 0.10225036485325270673673369482279469641 | 0.018181018238431973695539860940950236278
f(z) = -134/143*z^3 + 277/143*z + 1
*
-1 | 0.10196685978555253968252053995379545009 | 0.018107445384086098256462262273440702105
f(z) = -134/145*z^3 + 279/145*z + 1
*
-1 | 0.081897769774672677647451615922517768221 | 0.014590397408081279028332613449525351195
f(z) = -133/141*z^3 + 274/141*z + 1
*
-1 | 0.089266816384751839536487416666084526264 | 0.015892906232521528814468723543132539948
f(z) = -133/142*z^3 + 275/142*z + 1
*
-1 | 0.10196052700952782691551822326292364902 | 0.018141148548933244499962927503531124577
f(z) = -133/143*z^3 + 276/143*z + 1
*
-1 | 0.079695705334727872100704771481825173157 | 0.014170600508808795492952011109640917960
f(z) = -133/144*z^3 + 277/144*z + 1
*
-1 | 0.10166907944873474372090362878502074430 | 0.018066084655450335042732901433884477045
f(z) = -133/145*z^3 + 278/145*z + 1
*
-1 | 0.088682972578651247375844014208104312412 | 0.015748470491722036516501919949129774079
f(z) = -133/146*z^3 + 279/146*z + 1
*
-1 | 0.10136432578566313150630780823723232071 | 0.018023472664184598499178706419786281152
f(z) = -132/145*z^3 + 277/145*z + 1
*
-1 | 0.093244943408512706283973912928704376657 | 0.016644585091801114242874542945149608372
f(z) = -131/140*z^3 + 271/140*z + 1
*
-1 | 0.081314437821023745919985877337426265467 | 0.014505406516208270364548264021228805868
f(z) = -131/141*z^3 + 272/141*z + 1
*
-1 | 0.088675689023684366685520826506128581521 | 0.015808206594389425042409510666917502279
f(z) = -131/142*z^3 + 273/142*z + 1
*
-1 | 0.10136122522870672341176870587464205286 | 0.018057885604526232362284845075896827325
f(z) = -131/143*z^3 + 274/143*z + 1
*
-1 | 0.079087810825423754026950973207900930723 | 0.014080654071567907840711942336191482886
f(z) = -131/144*z^3 + 275/144*z + 1
*
-1 | 0.10105212794644064947629445177048404754 | 0.017979523233445846815197524974774127488
f(z) = -131/145*z^3 + 276/145*z + 1
*
-1 | 0.088057097823687730429973164449964375934 | 0.015657329965066881447640602017220148941
f(z) = -131/146*z^3 + 277/146*z + 1
*
-1 | 0.080385551040774057671266546065836301998 | 0.014284108581015788584022956652166804575
f(z) = -131/147*z^3 + 278/147*z + 1
*
-1 | 0.092004537086594915651816069751660555901 | 0.016338319468573931371608676200673094252
f(z) = -131/148*z^3 + 279/148*z + 1
*
-1 | 0.081011951502987970513013511503728697420 | 0.014460948454189813335949252644712482697
f(z) = -130/141*z^3 + 271/141*z + 1
*
-1 | 0.080053148478797337008450130725275743709 | 0.014234157057784010990654885165377202311
f(z) = -130/147*z^3 + 277/147*z + 1
*
-1 | 0.10004607534930834570975010265711179399 | 0.017766349273574883698483881616691908501
f(z) = -130/149*z^3 + 279/149*z + 1
*
-1 | 0.092643466739777572282632206656336711933 | 0.016559114573372463074470945314868369017
f(z) = -129/140*z^3 + 269/140*z + 1
*
-1 | 0.088056776630121896694164119705672135694 | 0.015718477141528093865850881421542954797
f(z) = -129/142*z^3 + 271/142*z + 1
*
-1 | 0.10073287628485271777800339733875436707 | 0.017969395831952983694078595786729684518
f(z) = -129/143*z^3 + 272/143*z + 1
*
-1 | 0.10040316896323004638312866029421313189 | 0.017887204257634050692915697041683005072
f(z) = -129/145*z^3 + 274/145*z + 1
*
-1 | 0.087396157057063413342824287625474410149 | 0.015559857351739192497999087204497100415
f(z) = -129/146*z^3 + 275/146*z + 1
*
-1 | 0.091319017220937820584299871130755310342 | 0.016237328052494853650453448432596049471
f(z) = -129/148*z^3 + 277/148*z + 1
*
-1 | 0.099690645015561156588378847167744170516 | 0.017714526795885032028764286618442030608
f(z) = -129/149*z^3 + 278/149*z + 1
*
-1 | 0.080388409697703586816673639832194139532 | 0.014368642856322754311367781861466164092
f(z) = -128/141*z^3 + 269/141*z + 1
*
-1 | 0.10040650350606077982387122517315725557 | 0.017922951425420488193525381386721106948
f(z) = -128/143*z^3 + 271/143*z + 1
*
-1 | 0.10006506657381899493574599193102176437 | 0.017838589840083075795157322971443315605
f(z) = -128/145*z^3 + 273/145*z + 1
*
-1 | 0.079361418646372547563897046415254442092 | 0.014129366724476704683016011460024906646
f(z) = -128/147*z^3 + 275/147*z + 1
*
-1 | 0.099322783732271442546725823288633531131 | 0.017660468450356021505642394102810699633
f(z) = -128/149*z^3 + 277/149*z + 1
*
-1 | 0.098912927301971134734271028265714525004 | 0.017565122949430011231071902361122724008
f(z) = -128/151*z^3 + 279/151*z + 1
*
-1 | 0.092013121611379630603399307060621023265 | 0.016468413567568869031327024531286973278
f(z) = -127/140*z^3 + 267/140*z + 1
*
-1 | 0.080064279841416640224322591854963940228 | 0.014320240794783794967183805209578570976
f(z) = -127/141*z^3 + 268/141*z + 1
*
-1 | 0.087405501159761557597081360746207730665 | 0.015622879399720165229022381324550297989
f(z) = -127/142*z^3 + 269/142*z + 1
*
-1 | 0.10007114151082305410701681510485776576 | 0.017874883716111850352781841246075730277
f(z) = -127/143*z^3 + 270/143*z + 1
*
-1 | 0.077775854640107002088466630424964129874 | 0.013883292576770775653125683689258342446
f(z) = -127/144*z^3 + 271/144*z + 1
*
-1 | 0.099716788260153817607350252970692824101 | 0.017788139338647954337592652778672058511
f(z) = -127/145*z^3 + 272/145*z + 1
*
-1 | 0.086696635640524181409363347085913536851 | 0.015455400937204561625842318757753219687
f(z) = -127/146*z^3 + 273/146*z + 1
*
-1 | 0.078997945712018720344846097771794982860 | 0.014073782784703311436724759526400278823
f(z) = -127/147*z^3 + 274/147*z + 1
*
-1 | 0.090587415692927931525850084942132296682 | 0.016128023399522463058751745302904443889
f(z) = -127/148*z^3 + 275/148*z + 1
*
-1 | 0.098940893794238027263409686915130141059 | 0.017603885587191724392475229223237969600
f(z) = -127/149*z^3 + 276/149*z + 1
*
-1 | 0.065548228812989671914834487042704548121 | 0.011655054192287969657424947189873365061
f(z) = -127/150*z^3 + 277/150*z + 1
*
-1 | 0.098507802859520935578266334148236321332 | 0.017504341687089656133825318281483614423
f(z) = -127/151*z^3 + 278/151*z + 1
*
-1 | 0.089718532631896460478170902715228131540 | 0.015932366976771346873857316152903873471
f(z) = -127/152*z^3 + 279/152*z + 1
*
-1 | 0.099726010586368862625153502201886073406 | 0.017825050091049755010075243165656438500
f(z) = -126/143*z^3 + 269/143*z + 1
*
-1 | 0.099357310071146354030939684834215120646 | 0.017735666316257153647574816494983713996
f(z) = -126/145*z^3 + 271/145*z + 1
*
-1 | 0.098542925226250022944359524466353227559 | 0.017544408257475304417347176202509586520
f(z) = -126/149*z^3 + 275/149*z + 1
*
-1 | 0.098082061336529441480884235726967533865 | 0.017439857046786063973500475221941575990
f(z) = -126/151*z^3 + 277/151*z + 1
*
-1 | 0.079389234598121927212094881162235460323 | 0.014218552356389826772663405209835779570
f(z) = -125/141*z^3 + 266/141*z + 1
*
-1 | 0.086717981290962178002521590748029547175 | 0.015520694816505878733238074661091675082
f(z) = -125/142*z^3 + 267/142*z + 1
*
-1 | 0.099370184072171584019509036156072014721 | 0.017773281250440684194507274225606316000
f(z) = -125/143*z^3 + 268/143*z + 1
*
-1 | 0.077060335683981336301590367027596031992 | 0.013773782140923508677860003930898917457
f(z) = -125/144*z^3 + 269/144*z + 1
*
-1 | 0.085947756463793335766461092865171516084 | 0.015342008838416061439770095330260796063
f(z) = -125/146*z^3 + 271/146*z + 1
*
-1 | 0.078229675516044108391137985479802740189 | 0.013955126240790362656491709533417046255
f(z) = -125/147*z^3 + 272/147*z + 1
*
-1 | 0.089797395067625893236737566151922905533 | 0.016008173023475381577462060233551917171
f(z) = -125/148*z^3 + 273/148*z + 1
*
-1 | 0.098126170018409850259900958777970162017 | 0.017481548284411412627841195266174644938
f(z) = -125/149*z^3 + 274/149*z + 1
*
-1 | 0.097631196973513771887551461503615976356 | 0.017370860069614671438675586015924568098
f(z) = -125/151*z^3 + 276/151*z + 1
*
-1 | 0.088801874902600742514358851081692843100 | 0.015789757909697856647150895308685453388
f(z) = -125/152*z^3 + 277/152*z + 1
*
-1 | 0.083502172969125979282935898396375876992 | 0.014837916640476283617179035682753432065
f(z) = -125/153*z^3 + 278/153*z + 1
*
-1 | 0.083906276039693922569748834503052365655 | 0.014900216736752738492274225887262770195
f(z) = -125/154*z^3 + 279/154*z + 1
*
-1 | 0.079036758877102755952910699290155550211 | 0.014164979549548877760353497687888593134
f(z) = -124/141*z^3 + 265/141*z + 1
*
-1 | 0.099002542625618804592614732188575297838 | 0.017719372929066196199880253639948597492
f(z) = -124/143*z^3 + 267/143*z + 1
*
-1 | 0.098599443279050165350218152810492783178 | 0.017623687191182188989695339037445242024
f(z) = -124/145*z^3 + 269/145*z + 1
*
-1 | 0.077820789641021171477508738891261930773 | 0.013891313649216917244315906874336248779
f(z) = -124/147*z^3 + 271/147*z + 1
*
-1 | 0.097686922377221034069800820584770025503 | 0.017414638301786848939308409994886037142
f(z) = -124/149*z^3 + 273/149*z + 1
*
-1 | 0.097148566775885181183444149679908383331 | 0.017296159143149795697452139442512034045
f(z) = -124/151*z^3 + 275/151*z + 1
*
-1 | 0.082949681332549664875164960883375961261 | 0.014749186189639605019412868377606252760
f(z) = -124/153*z^3 + 277/153*z + 1
*
-1 | 0.090647674678586736088108041373244984287 | 0.016267977187120025117490068806350448568
f(z) = -123/140*z^3 + 263/140*z + 1
*
-1 | 0.085986370323311135730463165294795974157 | 0.015410489934987661935572932694278255895
f(z) = -123/142*z^3 + 265/142*z + 1
*
-1 | 0.098621708480401062291949787519885086425 | 0.017663073999939654601955469963962759659
f(z) = -123/143*z^3 + 266/143*z + 1
*
-1 | 0.098197504904683596431595020778361492543 | 0.017563536679119783323284951660039024751
f(z) = -123/145*z^3 + 268/145*z + 1
*
-1 | 0.085135785317743754237273504448852641717 | 0.015217189867585742046942217028958009390
f(z) = -123/146*z^3 + 269/146*z + 1
*
-1 | 0.088928081351337902424670025975612711682 | 0.015874008423365344279950534006290231348
f(z) = -123/148*z^3 + 271/148*z + 1
*
-1 | 0.097219883541090117969223989270941478909 | 0.017342724982319544831581621981255698581
f(z) = -123/149*z^3 + 272/149*z + 1
*
-1 | 0.096623701609018154946395481246823724549 | 0.017213877855211373915970115338685953213
f(z) = -123/151*z^3 + 274/151*z + 1
*
-1 | 0.087720943658470426784028607964060971508 | 0.015617681784275163677603416414997037024
f(z) = -123/152*z^3 + 275/152*z + 1
*
-1 | 0.082572529981328554687989769490542929988 | 0.014682125347313601934319722550151741157
f(z) = -123/154*z^3 + 277/154*z + 1
*
-1 | 0.094779819733995230755779223046551792234 | 0.016841897814232539619317362486260459538
f(z) = -123/155*z^3 + 278/155*z + 1
*
-1 | 0.078295769394227391009436590549441085545 | 0.014051257187451988151234275320581659540
f(z) = -122/141*z^3 + 263/141*z + 1
*
-1 | 0.098225948158630201602214427988391065227 | 0.017604068874655356258893537725508588109
f(z) = -122/143*z^3 + 265/143*z + 1
*
-1 | 0.097776950714035134884888717386509542927 | 0.017500017753287321297731519821751489700
f(z) = -122/145*z^3 + 267/145*z + 1
*
-1 | 0.076937621930115147806659137286245000211 | 0.013751848256306404138316367185722433153
f(z) = -122/147*z^3 + 269/147*z + 1
*
-1 | 0.096717036303229111056121846796862937220 | 0.017264367178852809785509363499818304393
f(z) = -122/149*z^3 + 271/149*z + 1
*
-1 | 0.096038484223769629519509378025698324877 | 0.017120771389956329430497371455834418850
f(z) = -122/151*z^3 + 273/151*z + 1
*
-1 | 0.081553442071045631110832959170708610637 | 0.014519630701156070647088270699388936000
f(z) = -122/153*z^3 + 275/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016606769328452265617664489901235984924
f(z) = -122/155*z^3 + 277/155*z + 1
*
-1 | 0.093635103120879499695064789604313140250 | 0.016627878110205625054044111239164071982
f(z) = -122/157*z^3 + 279/157*z + 1
*
-1 | 0.089899163658157275271528437079948455689 | 0.016155779308465372253184404828075695167
f(z) = -121/140*z^3 + 261/140*z + 1
*
-1 | 0.077906572003504734143566813045867127717 | 0.013990975585451532298477069839536076311
f(z) = -121/141*z^3 + 262/141*z + 1
*
-1 | 0.085200663649314802555082303237879451063 | 0.015290435827384303918739762669683969156
f(z) = -121/142*z^3 + 263/142*z + 1
*
-1 | 0.075459191087838355192337954650760674323 | 0.013523807324219479759918540710709074514
f(z) = -121/144*z^3 + 265/144*z + 1
*
-1 | 0.097334223773123542226578145057303220474 | 0.017432486454775064874654809175083969253
f(z) = -121/145*z^3 + 266/145*z + 1
*
-1 | 0.084238179349851175258516687206820481138 | 0.015076862423726527505458237814558991899
f(z) = -121/146*z^3 + 267/146*z + 1
*
-1 | 0.076451705350694480915205193280275839305 | 0.013674098261575450225024867723716963806
f(z) = -121/147*z^3 + 268/147*z + 1
*
-1 | 0.087938456045775065680196879527350775229 | 0.015718139878742666132471136734992848791
f(z) = -121/148*z^3 + 269/148*z + 1
*
-1 | 0.096165286306915749535622322931534842956 | 0.017177212973800367065202636198467362904
f(z) = -121/149*z^3 + 270/149*z + 1
*
-1 | 0.062613119194634560831485860413708432174 | 0.011176685321501699368465258614855184246
f(z) = -121/150*z^3 + 271/150*z + 1
*
-1 | 0.095356725310937156344923106695231419094 | 0.017010362510701985007426864971246766492
f(z) = -121/151*z^3 + 272/151*z + 1
*
-1 | 0.080442218238705568058534205472075984166 | 0.014331085397313057605769062489537197723
f(z) = -121/153*z^3 + 274/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016617455526014919707167790779374654236
f(z) = -121/155*z^3 + 276/155*z + 1
*
-1 | 0.064631905147215414756963979702401355413 | 0.011492123748923212817169923638717022727
f(z) = -121/156*z^3 + 277/156*z + 1
*
-1 | 0.093634407474531203886367548005119202637 | 0.016638363810019370988078823107969831287
f(z) = -121/157*z^3 + 278/157*z + 1
*
-1 | 0.080917077219053011282751909102568716215 | 0.014369389814154902653932127768662081853
f(z) = -121/158*z^3 + 279/158*z + 1
*
[ 7/6 ] 
f(z) = -136/147*z^3 + 265/189*z + 1
*
-36/25 | 0.18334706959987295390569110527981338975 | 0.026263704172361511038445597411462297176
f(z) = -125/144*z^3 + 269/180*z + 1
*
-4/7 | 0.11741406118014355686456173502098671386 | 0.016855247416090402802628838037439408131
f(z) = -133/144*z^3 + 265/252*z + 1
*
-36/11 | 0.21009115495891424380815546859684433925 | 0.029645678576009530314205312607780788653
f(z) = -121/144*z^3 + 299/36*z + 1
*
[ 2 ] 
f(z) = -131/140*z^3 + 297/70*z + 1
*
[ 2 ] 
f(z) = -131/148*z^3 + 299/74*z + 1
*
[ 2 ] 
f(z) = -129/140*z^3 + 293/70*z + 1
*
[ 2 ] 
f(z) = -129/148*z^3 + 295/74*z + 1
*
[ 2 ] 
f(z) = -127/140*z^3 + 289/70*z + 1
*
[ 2 ] 
f(z) = -127/148*z^3 + 291/74*z + 1
*
[ 2 ] 
f(z) = -127/156*z^3 + 293/78*z + 1
*
6/25 | 0.17024474180537415232836623219312726203 | 0.020850347731993590965760099164844188372
f(z) = -125/144*z^3 + 293/60*z + 1
*
[ 2 ] 
f(z) = -125/148*z^3 + 287/74*z + 1
*
[ -2/5 ] 
f(z) = -125/156*z^3 + 283/78*z + 1
*
[ 2 ] 
f(z) = -125/156*z^3 + 289/78*z + 1
*
[ 2 ] 
f(z) = -123/140*z^3 + 281/70*z + 1
*
[ 2 ] 
f(z) = -123/148*z^3 + 283/74*z + 1
*
[ -4/11 ] 
f(z) = -121/152*z^3 + 293/76*z + 1
*
[ 2 ] 
f(z) = -121/156*z^3 + 281/78*z + 1
*
-26/11 | 0.16848659404057179481993588642944242552 | 0.026436237252070163213164136604035052978
f(z) = -121/156*z^3 + 293/78*z + 1
*
-38/25 | 0.17779367349821944009252650902694803965 | 0.022862839664943938193204060365045777290
f(z) = -125/152*z^3 + 298/95*z + 1
*
-14/11 | 0.21621476819967081828592718974006460775 | 0.028481701870906165116648000601566694370
f(z) = -121/147*z^3 + 283/84*z + 1
*
[ -21/25 ] 
f(z) = -125/147*z^3 + 293/105*z + 1
*
-1 | 0.083766400374707346377113695140990335710 | 0.014856532674381332273879794443342375630
f(z) = -140/141*z^3 + 281/141*z + 1
*
-1 | 0.10387232372375127488777706364170005992 | 0.018399309320775663451458828719017342956
f(z) = -140/143*z^3 + 283/143*z + 1
*
-1 | 0.10311503581279674141814478853981660704 | 0.018197541676330385180429093242948205607
f(z) = -140/149*z^3 + 289/149*z + 1
*
-1 | 0.10284578690776475127440666021473442070 | 0.018127961701544256733671538911290286251
f(z) = -140/151*z^3 + 291/151*z + 1
*
-1 | 0.089003666147715460745597347159897075022 | 0.015669183363622679304973730874303706750
f(z) = -140/153*z^3 + 293/153*z + 1
*
-1 | 0.10197498173186897193544218480853084739 | 0.017910041998096642469900839354799551468
f(z) = -140/157*z^3 + 297/157*z + 1
*
-1 | 0.081314518299773562263169399829260937955 | 0.014264594895622621515736171251093953177
f(z) = -140/159*z^3 + 299/159*z + 1
*
-1 | 0.083513924989073282326871167856723029929 | 0.014821125697772537153776274877703600003
f(z) = -139/141*z^3 + 280/141*z + 1
*
-1 | 0.090900912562172225868825303477574843224 | 0.016121886240425790889628091437788369946
f(z) = -139/142*z^3 + 281/142*z + 1
*
-1 | 0.10361460809149872100298059033728361998 | 0.018365174539159876879811001561935033742
f(z) = -139/143*z^3 + 282/143*z + 1
*
-1 | 0.081369919660889708933413283155462934293 | 0.014413370834266211771053372289198562510
f(z) = -139/144*z^3 + 283/144*z + 1
*
-1 | 0.10336429674847219950649511101416053379 | 0.018297887791769828473453941960551836014
f(z) = -139/145*z^3 + 284/145*z + 1
*
-1 | 0.090400141885121964617390392996343073718 | 0.015992979199444560872750237817551616518
f(z) = -139/146*z^3 + 285/146*z + 1
*
-1 | 0.082762397700944193771493941114241257944 | 0.014632694047155549481797124280770281868
f(z) = -139/147*z^3 + 286/147*z + 1
*
-1 | 0.094416340123444368670371063469801149228 | 0.016682858347099111311885783968502743733
f(z) = -139/148*z^3 + 287/148*z + 1
*
-1 | 0.10283913271957197964888514192915624484 | 0.018159959455889264315355418705003685217
f(z) = -139/149*z^3 + 288/149*z + 1
*
-1 | 0.069522491728192904187043510496641512553 | 0.012269194600901444174915026379362284289
f(z) = -139/150*z^3 + 289/150*z + 1
*
-1 | 0.10256276409240276416218456396139400262 | 0.018089050808228965710154100594076529122
f(z) = -139/151*z^3 + 290/151*z + 1
*
-1 | 0.093863355679046629111697061732225701788 | 0.016544686642868386934462287054630737594
f(z) = -139/152*z^3 + 291/152*z + 1
*
-1 | 0.088712823191010067200077079870150730692 | 0.015627386052141763246840405954574132669
f(z) = -139/153*z^3 + 292/153*z + 1
*
-1 | 0.089292825929418542885119108114224251506 | 0.015720090228890127605588886209625828630
f(z) = -139/154*z^3 + 293/154*z + 1
*
-1 | 0.10197743322276482083725470188469155299 | 0.017942465382255985104724326223460050251
f(z) = -139/155*z^3 + 294/155*z + 1
*
-1 | 0.072921292379958324991147124310664190804 | 0.012822508945579644295265215961291533660
f(z) = -139/156*z^3 + 295/156*z + 1
*
-1 | 0.10166571411515626582882266815792363581 | 0.017866307907473449994638402860617396766
f(z) = -139/157*z^3 + 296/157*z + 1
*
-1 | 0.088668894952011531490848560775375142982 | 0.015573071017467494592240932775994248369
f(z) = -139/158*z^3 + 297/158*z + 1
*
-1 | 0.080995158419337004411247998175365309146 | 0.014216926334663223493847877519290359024
f(z) = -139/159*z^3 + 298/159*z + 1
*
-1 | 0.10335216320645587813986768952754777310 | 0.018330199015073390347772936917481950177
f(z) = -138/143*z^3 + 281/143*z + 1
*
-1 | 0.10309594046645853497362905280229053468 | 0.018261785530122907367671292207559787879
f(z) = -138/145*z^3 + 283/145*z + 1
*
-1 | 0.10255745978342961694107078149801331780 | 0.018121350306189495945860291151143794295
f(z) = -138/149*z^3 + 287/149*z + 1
*
-1 | 0.10227350019161726816195175862646044795 | 0.018049029100857569733589354619677293121
f(z) = -138/151*z^3 + 289/151*z + 1
*
-1 | 0.10167040682400134663464771855666688849 | 0.017899175574806173276457484041418829537
f(z) = -138/155*z^3 + 293/155*z + 1
*
-1 | 0.10134805681646388448402347506520166154 | 0.017821082467586470644574723698018213325
f(z) = -138/157*z^3 + 295/157*z + 1
*
-1 | 0.10308476814706903017924834323009901377 | 0.018294342008633240527834682572870084224
f(z) = -137/143*z^3 + 280/143*z + 1
*
-1 | 0.080834119341667516055549695536756587923 | 0.014336472975230423361915116585311928489
f(z) = -137/144*z^3 + 281/144*z + 1
*
-1 | 0.10282230638533894868487587667084318558 | 0.018224742997803767378874779713846226783
f(z) = -137/145*z^3 + 282/145*z + 1
*
-1 | 0.089851713730479889347777813728635568490 | 0.015915784057412639978696311111349732969
f(z) = -137/146*z^3 + 283/146*z + 1
*
-1 | 0.082207263540412304939230666286976528940 | 0.014552600184484384948862856673905863580
f(z) = -137/147*z^3 + 284/147*z + 1
*
-1 | 0.093854208451984371841954269193266728017 | 0.016604049200059448020127809893835086910
f(z) = -137/148*z^3 + 285/148*z + 1
*
-1 | 0.10226968538334791273293285657944697136 | 0.018081653722996395587974046651354390184
f(z) = -137/149*z^3 + 286/149*z + 1
*
-1 | 0.068944346290326897953146299918932344259 | 0.012182094343956361728400135112874323623
f(z) = -137/150*z^3 + 287/150*z + 1
*
-1 | 0.10197760346048787159730911835956261350 | 0.018007825380063358844234782188393991782
f(z) = -137/151*z^3 + 288/151*z + 1
*
-1 | 0.093269720540478219166615278509267822497 | 0.016460059517958344599881277721370481610
f(z) = -137/152*z^3 + 289/152*z + 1
*
-1 | 0.088110239313683569366592914050145343366 | 0.015540051106993291268121446650430601512
f(z) = -137/153*z^3 + 290/153*z + 1
*
-1 | 0.088680109585075098612664150055381597199 | 0.015631069376606790003385491683656544129
f(z) = -137/154*z^3 + 291/154*z + 1
*
-1 | 0.10135528879163064004124649278366345950 | 0.017854445044125698780225084302089529552
f(z) = -137/155*z^3 + 292/155*z + 1
*
-1 | 0.072288385787449872952143549847695443348 | 0.012726441740994752731364477281310943225
f(z) = -137/156*z^3 + 293/156*z + 1
*
-1 | 0.10102126400854781363623072689372113313 | 0.017774231759546625219240642351001074705
f(z) = -137/157*z^3 + 294/157*z + 1
*
-1 | 0.088011998305376301138102148590580481618 | 0.015476064654871563602400749950996976418
f(z) = -137/158*z^3 + 295/158*z + 1
*
-1 | 0.080324761677299686006559626148874606126 | 0.014115938074221570933882426449422287548
f(z) = -137/159*z^3 + 296/159*z + 1
*
-1 | 0.10254312099766242219763743949263387524 | 0.018186709955544423870784306895301980635
f(z) = -136/145*z^3 + 281/145*z + 1
*
-1 | 0.081920895850927343207328750299265644980 | 0.014510967393055498438798681159551049915
f(z) = -136/147*z^3 + 283/147*z + 1
*
-1 | 0.10197543945894236023990260510372312484 | 0.018040802238934261742162265696484170577
f(z) = -136/149*z^3 + 285/149*z + 1
*
-1 | 0.10167463134515923534481267169975687830 | 0.017965359280047206439612552993471273811
f(z) = -136/151*z^3 + 287/151*z + 1
*
-1 | 0.10103139647393180434665744836500671028 | 0.017808150834370186048323249080719632445
f(z) = -136/155*z^3 + 291/155*z + 1
*
-1 | 0.10068444560233592210337722847839408308 | 0.017725596127572431299561217605379824714
f(z) = -136/157*z^3 + 293/157*z + 1
*
-1 | 0.079971527532436726087538160757278660932 | 0.014062225088294914569324598711966095862
f(z) = -136/159*z^3 + 295/159*z + 1
*
-1 | 0.089280241430468845657884396607172933922 | 0.015834449350278033253752654679809976437
f(z) = -135/146*z^3 + 281/146*z + 1
*
-1 | 0.093267194004592608705502733773970637724 | 0.016520781382874784400170527498727286262
f(z) = -135/148*z^3 + 283/148*z + 1
*
-1 | 0.10167430605461413338256582870928612971 | 0.017998720080499087415092892383021243987
f(z) = -135/149*z^3 + 284/149*z + 1
*
-1 | 0.10136407947792388809346339875225553018 | 0.017921539292899164876225067536198893968
f(z) = -135/151*z^3 + 286/151*z + 1
*
-1 | 0.092646300506709585383332902317400720230 | 0.016370101888247476440385955380470469179
f(z) = -135/152*z^3 + 287/152*z + 1
*
-1 | 0.088034869360873057061816443384289738430 | 0.015536223127277189248198928268896447094
f(z) = -135/154*z^3 + 289/154*z + 1
*
-1 | 0.10033652201387933966354176551307805148 | 0.017674982130418884874342141189426565980
f(z) = -135/157*z^3 + 292/157*z + 1
*
-1 | 0.087310970171120894058781839805570359098 | 0.015371182564508322564480053783548253447
f(z) = -135/158*z^3 + 293/158*z + 1
*
-1 | 0.081328799357307928422375041387209462269 | 0.014424207792327139638591558363755342678
f(z) = -134/147*z^3 + 281/147*z + 1
*
-1 | 0.10136581379438632754453550461587175817 | 0.017955321453240974347472928909172522774
f(z) = -134/149*z^3 + 283/149*z + 1
*
-1 | 0.10104536729533454382472293712445670601 | 0.017876260187822611121258542678778878422
f(z) = -134/151*z^3 + 285/151*z + 1
*
-1 | 0.087145883473816979414584396799539135869 | 0.015398207848616797127338434985028190708
f(z) = -134/153*z^3 + 287/153*z + 1
*
-1 | 0.10035389683319116973063057581802390276 | 0.017710261220483642971047773849173800380
f(z) = -134/155*z^3 + 289/155*z + 1
*
-1 | 0.099976159183686826168891360167463835864 | 0.017622150981981890862610686961662967805
f(z) = -134/157*z^3 + 291/157*z + 1
*
-1 | 0.079225429477506527652249026745112966852 | 0.013947715136638460863161821778218900357
f(z) = -134/159*z^3 + 293/159*z + 1
*
-1 | 0.092652039676169064626222511218494205455 | 0.016432460373607051033534142886867928258
f(z) = -133/148*z^3 + 281/148*z + 1
*
-1 | 0.10104942354184740934985291834194220204 | 0.017910508321266149130714335716645462373
f(z) = -133/149*z^3 + 282/149*z + 1
*
-1 | 0.067706610557193130853254424646254069404 | 0.011993135669287422003942183578601992589
f(z) = -133/150*z^3 + 283/150*z + 1
*
-1 | 0.10071781893753975406795606239878840344 | 0.017829399584998699928990224088799145342
f(z) = -133/151*z^3 + 284/151*z + 1
*
-1 | 0.086805425213627541602902279843239464544 | 0.015347516070933780367205492160164866104
f(z) = -133/153*z^3 + 286/153*z + 1
*
-1 | 0.099998135416385603296542589552102361702 | 0.017658278875007270429487175588595410122
f(z) = -133/155*z^3 + 288/155*z + 1
*
-1 | 0.070902539531495997764117738851757877603 | 0.012512742762602413300921763789261093495
f(z) = -133/156*z^3 + 289/156*z + 1
*
-1 | 0.099601672489505657736840052140937484441 | 0.017566801462410159350466110126286038483
f(z) = -133/157*z^3 + 290/157*z + 1
*
-1 | 0.086555427694101584807548808133141388509 | 0.015256565441097259098332150409198302399
f(z) = -133/158*z^3 + 291/158*z + 1
*
-1 | 0.078828069594206566671836202639441240265 | 0.013886117372697921140384740508906413594
f(z) = -133/159*z^3 + 292/159*z + 1
*
-1 | 0.10072451216663275532885666342046750532 | 0.017864167487451588881728787908529733598
f(z) = -132/149*z^3 + 281/149*z + 1
*
-1 | 0.10038063742273626157118740709026424299 | 0.017780813324918778957702936099917568248
f(z) = -132/151*z^3 + 283/151*z + 1
*
-1 | 0.099629162106334414566808930877155080470 | 0.017603935891679817437591694981619612192
f(z) = -132/155*z^3 + 287/155*z + 1
*
-1 | 0.099210879731583782722017726481960404908 | 0.017508543777636404376243388588454123319
f(z) = -132/157*z^3 + 289/157*z + 1
*
-1 | 0.10039035082504973927771137521019190761 | 0.017816166688563821439698390491218711242
f(z) = -131/149*z^3 + 280/149*z + 1
*
-1 | 0.067034449798260929398170121642959453003 | 0.011889009069055606613536073102392448893
f(z) = -131/150*z^3 + 281/150*z + 1
*
-1 | 0.10003286902259915154103477945342970604 | 0.017730329082851428269838503118358901590
f(z) = -131/151*z^3 + 282/151*z + 1
*
-1 | 0.091288634386810192090607826693129195752 | 0.016170311410584656038626706218236387770
f(z) = -131/152*z^3 + 283/152*z + 1
*
-1 | 0.086089834451883794216150929913919136402 | 0.015239905657616672135479270296492413301
f(z) = -131/153*z^3 + 284/153*z + 1
*
-1 | 0.086616892284650084064855947202041589650 | 0.015323672371989108596894704141765588053
f(z) = -131/154*z^3 + 285/154*z + 1
*
-1 | 0.099245094383841490874715505631939136793 | 0.017546894992667187680513913543896950754
f(z) = -131/155*z^3 + 286/155*z + 1
*
-1 | 0.070126180600190011403666690655587589822 | 0.012390918095813400918787453722827696694
f(z) = -131/156*z^3 + 287/156*z + 1
*
-1 | 0.098800866780816709181141175134159945717 | 0.017446857898334632181774695904347052564
f(z) = -131/157*z^3 + 288/157*z + 1
*
-1 | 0.085725024989947285191150567566817008330 | 0.015128586269330790210974163949429385430
f(z) = -131/158*z^3 + 289/158*z + 1
*
-1 | 0.077962630595227737854551105390695431649 | 0.013750311806238897602966346356361637401
f(z) = -131/159*z^3 + 290/159*z + 1
*
-1 | 0.099673352993357950719360333644150492769 | 0.017677737361125567168257409894404997572
f(z) = -130/151*z^3 + 281/151*z + 1
*
-1 | 0.085711758484568477514178504950762967562 | 0.015182457658108505544213697172327256114
f(z) = -130/153*z^3 + 283/153*z + 1
*
-1 | 0.098367594690303496489740386619769759730 | 0.017381023729765445330419735786576082745
f(z) = -130/157*z^3 + 287/157*z + 1
*
-1 | 0.077482162295841473700712494736035926120 | 0.013673901836300275341143717384617248263
f(z) = -130/159*z^3 + 289/159*z + 1
*
-1 | 0.099300648773100045708134727031510476079 | 0.017622778447175571919011178255144227528
f(z) = -129/151*z^3 + 280/151*z + 1
*
-1 | 0.090537508841479196388095238244947465878 | 0.016057434154311106841905409758272223764
f(z) = -129/152*z^3 + 281/152*z + 1
*
-1 | 0.085821128311325536327028394098709818515 | 0.015201830761556297536402922514184903711
f(z) = -129/154*z^3 + 283/154*z + 1
*
-1 | 0.098420927567533747784620382440408402777 | 0.017422796319844906996956938172525627843
f(z) = -129/155*z^3 + 284/155*z + 1
*
-1 | 0.097905197754023042503413901999499783034 | 0.017309996377068904763649744951967296731
f(z) = -129/157*z^3 + 286/157*z + 1
*
-1 | 0.084782102213723059310257275275587484608 | 0.014980540441956936968082037224034511450
f(z) = -129/158*z^3 + 287/158*z + 1
*
[ 11/8 ] 
f(z) = -128/143*z^3 + 281/143*z + 1
*
-1 | 0.084904257199404472356039935128655352448 | 0.015058339210406065964174924203715806606
f(z) = -128/153*z^3 + 281/153*z + 1
*
-1 | 0.097972762863014303138012431672942614956 | 0.017354297124628744210144246704607988602
f(z) = -128/155*z^3 + 283/155*z + 1
*
-1 | 0.097404620864482198626985919884299084422 | 0.017232164053404303675258667072170481407
f(z) = -128/157*z^3 + 285/157*z + 1
*
-1 | 0.076365951014304655432500596337426454787 | 0.013493451892410398632576303711533004546
f(z) = -128/159*z^3 + 287/159*z + 1
*
-1 | 0.084468158280331300676269030053247718308 | 0.014990472445115386696334635219222503505
f(z) = -127/153*z^3 + 280/153*z + 1
*
-1 | 0.084935152489343127536327571903005000010 | 0.015063818697197964763185342182546160302
f(z) = -127/154*z^3 + 281/154*z + 1
*
-1 | 0.097491948203182184430332228588212050523 | 0.017279963490602410061672381940528082566
f(z) = -127/155*z^3 + 282/155*z + 1
*
-1 | 0.068285914659557123714337520957104760113 | 0.012095750061534354766678909694828969795
f(z) = -127/156*z^3 + 283/156*z + 1
*
-1 | 0.096850657181283012122017670803996671269 | 0.017144821891205651356985483691588935483
f(z) = -127/157*z^3 + 284/157*z + 1
*
-1 | 0.083629471422171374134952493994054580283 | 0.014795158160425996094136072011604697365
f(z) = -127/158*z^3 + 285/158*z + 1
*
-1 | 0.075660096808981594442878250319334979937 | 0.013376981321692267737947586926463161321
f(z) = -127/159*z^3 + 286/159*z + 1
*
-1 | 0.096967286949848630156070143855353383065 | 0.017197798406907725826959148178463248660
f(z) = -126/155*z^3 + 281/155*z + 1
*
-1 | 0.096214353656315418465208384450243208973 | 0.017042823252217871905914831781848236171
f(z) = -126/157*z^3 + 283/157*z + 1
*
[ 7/5 ] 
f(z) = -125/154*z^3 + 289/154*z + 1
*
-1 | 0.067054153406057134528118944270195569721 | 0.011892503635990774847635205567728944059
f(z) = -125/156*z^3 + 281/156*z + 1
*
-1 | 0.095427506289987337541537589553777063827 | 0.016914051417390686671652843098396795145
f(z) = -125/157*z^3 + 282/157*z + 1
*
-1 | 0.081831750481655808345815459148737078687 | 0.014495176726543561233219723833089332538
f(z) = -125/158*z^3 + 283/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013015629889895416583114109718995832868
f(z) = -125/159*z^3 + 284/159*z + 1
*
-1 | 0.094210899158574797519547935916195045672 | 0.016708934553368065426484678771044482808
f(z) = -124/157*z^3 + 281/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013023762205991893343238787146467317895
f(z) = -124/159*z^3 + 283/159*z + 1
*
-1 | 0.093635251933957353882618095508575365910 | 0.016617346614200614454222706500973516734
f(z) = -123/157*z^3 + 280/157*z + 1
*
-1 | 0.080917142573112843208301226085116875895 | 0.014351197701912992545570503689129253337
f(z) = -123/158*z^3 + 281/158*z + 1
*
-1 | 0.073534731032780192702305342134225555211 | 0.013041877523726154465811289866473192062
f(z) = -122/159*z^3 + 281/159*z + 1
*
3/11 | 0.13987900811343839973308834129101320262 | 0.024685576256883348044361466187891010453
f(z) = -121/140*z^3 + 289/140*z + 1
*
-19/11 | 0.16469033541401003087612115082132107547 | 0.028924847779832818437616693100705891404
f(z) = -121/152*z^3 + 297/152*z + 1
*
-1 | 0.073525651488466688192054604506164238846 | 0.013048517631805219276159905293321417662
f(z) = -121/159*z^3 + 280/159*z + 1
*
-14/11 | 0.20479366990783049284186323926683645463 | 0.029037540047060552732364468301697700394
f(z) = -121/144*z^3 + 289/252*z + 1
*
[ 7/11 ] 
f(z) = -121/161*z^3 - 43/161*z + 1
*
[ 7/11 ] 
f(z) = -121/175*z^3 - 51/175*z + 1
*
[ 13/20 ] 
f(z) = -125/169*z^3 - 47/208*z + 1
*
[ 2/3 ] 
f(z) = -123/172*z^3 - 47/258*z + 1
*
[ 13/20 ] 
f(z) = -140/169*z^3 - 49/260*z + 1
*
35/32 | 0.19416609288048127407214801887780401313 | 0.026802870625234602746721321434864712057
f(z) = -128/175*z^3 - 51/280*z + 1
*
[ 2/3 ] 
f(z) = -129/176*z^3 - 23/132*z + 1
*
[ 2/3 ] 
f(z) = -123/176*z^3 - 25/132*z + 1
*
[ 2/3 ] 
f(z) = -135/166*z^3 - 23/166*z + 1
*
[ 2/3 ] 
f(z) = -135/178*z^3 - 29/178*z + 1
*
[ 2/3 ] 
f(z) = -139/168*z^3 - 25/189*z + 1
*
[ 2/3 ] 
f(z) = -137/168*z^3 - 26/189*z + 1
*
[ 2/3 ] 
f(z) = -131/168*z^3 - 29/189*z + 1
*
[ 2/3 ] 
f(z) = -127/168*z^3 - 31/189*z + 1
*
[ 2/3 ] 
f(z) = -125/168*z^3 - 32/189*z + 1
*
[ 2/3 ] 
f(z) = -121/168*z^3 - 34/189*z + 1
*
[ 13/19 ] 
f(z) = -133/169*z^3 - 23/247*z + 1
*
[ 2/3 ] 
f(z) = -129/164*z^3 - 37/246*z + 1
*
[ 2/3 ] 
f(z) = -135/176*z^3 - 7/44*z + 1
*
[ 2/3 ] 
f(z) = -135/164*z^3 - 11/82*z + 1
*
[ 2/3 ] 
f(z) = -135/172*z^3 - 13/86*z + 1
*
[ 2/3 ] 
f(z) = -129/160*z^3 - 17/120*z + 1
*
[ 2/3 ] 
f(z) = -123/160*z^3 - 19/120*z + 1
*
-15/32 | 0.10277532853520854534125103558919933728 | 0.014187203302745620141664560980345655406
f(z) = -128/175*z^3 - 11/280*z + 1
*
6/5 | 0.14265220589148337195584785116226546136 | 0.025190394033627238100553926676027581327
f(z) = -125/162*z^3 + 16/9*z + 1
*
[ 9/11 ] 
f(z) = -121/162*z^3 + 5/18*z + 1
*
18/11 | 0.081379340188843326134265012697087496029 | 0.015827433921833120947051833694340924649
f(z) = -121/162*z^3 + 19/18*z + 1
*
[ 13/11 ] 
f(z) = -121/169*z^3 + 15/13*z + 1
*
[ 13/16 ] 
f(z) = -128/169*z^3 + 7/26*z + 1
*
-6/5 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -125/168*z^3 + 19/21*z + 1
*
14/11 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = -121/168*z^3 + 2/21*z + 1
*
[ 3/4 ] 
f(z) = -128/171*z^3 + 5/57*z + 1
*
[ 4/5 ] 
f(z) = -125/176*z^3 + 9/44*z + 1
*
[ 8/11 ] 
f(z) = -121/160*z^3 + 1/40*z + 1
*
[ 18/25 ] 
f(z) = -125/162*z^3 + 1/90*z + 1
*
[ 4/5 ] 
f(z) = -125/168*z^3 + 19/84*z + 1
*
[ 3/4 ] 
f(z) = -136/171*z^3 + 13/114*z + 1
*
[ 13/18 ] 
f(z) = -135/169*z^3 + 5/156*z + 1
*
[ 3/4 ] 
f(z) = -128/165*z^3 + 17/165*z + 1
*
[ 3/4 ] 
f(z) = -128/177*z^3 + 13/177*z + 1
*
[ 8/11 ] 
f(z) = -121/168*z^3 + 1/168*z + 1
*
[ 13/18 ] 
f(z) = -126/169*z^3 + 1/234*z + 1
*
[ 3/4 ] 
f(z) = -124/171*z^3 + 17/228*z + 1
*
[ 13/8 ] 
f(z) = -128/169*z^3 + 31/13*z + 1
*
[ 6/5 ] 
f(z) = -125/162*z^3 + 23/18*z + 1
*
3/5 | 0.081379809350610065230594793469853491131 | 0.014624766088289906704891679915827875492
f(z) = -125/162*z^3 + 29/18*z + 1
*
18/11 | 0.15824814624142920958410029417744190675 | 0.026261477923474424766240935438017549130
f(z) = -121/162*z^3 + 23/9*z + 1
*
15/11 | 0.081535367827068774740048266529633793684 | 0.014038114245255595740144453475633511762
f(z) = -121/162*z^3 + 37/18*z + 1
*
[ -13/11 ] 
f(z) = -121/169*z^3 + 37/13*z + 1
*
[ 6/5 ] 
f(z) = -125/168*z^3 + 26/21*z + 1
*
-2/5 | 0.14661532970615747941788035636392102844 | 0.026154210935783672232250137448879145175
f(z) = -125/168*z^3 + 34/21*z + 1
*
[ 12/11 ] 
f(z) = -121/162*z^3 + 35/36*z + 1
*
-14/11 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -121/168*z^3 + 20/21*z + 1
*
[ 14/11 ] 
f(z) = -121/168*z^3 + 29/21*z + 1
*
2/11 | 0.074544676775363588880558099373752874972 | 0.013443154438560966717668972630263815019
f(z) = -121/168*z^3 + 32/21*z + 1
*
-2/3 | 0.13321783834312073835839415572730778679 | 0.025765061543747754189517533896915256358
f(z) = -135/176*z^3 + 37/44*z + 1
*
-6/25 | 0.14633377665513315997607962112788142233 | 0.021850534317652880689820859883479873903
f(z) = -125/162*z^3 + 32/45*z + 1
*
-4/5 | 0.13321782035847813497001576052941481944 | 0.025765058065419106301366792249483681567
f(z) = -125/176*z^3 + 31/44*z + 1
*
6/11 | 0.093164012937676244584128360051628212815 | 0.018356812264839431451128784413263228324
f(z) = -121/160*z^3 + 29/40*z + 1
*
[ 13/15 ] 
f(z) = -135/169*z^3 + 29/65*z + 1
*
[ 9/10 ] 
f(z) = -125/162*z^3 + 37/72*z + 1
*
[ 10/11 ] 
f(z) = -121/175*z^3 + 33/70*z + 1
*
[ 5/6 ] 
f(z) = -132/175*z^3 + 34/105*z + 1
*
14/25 | 0.13993421871519696664358413445953986127 | 0.020782098107768343146558933357916682501
f(z) = -125/168*z^3 + 32/105*z + 1
*
[ 4/5 ] 
f(z) = -125/164*z^3 + 39/164*z + 1
*
[ 4/5 ] 
f(z) = -125/172*z^3 + 37/172*z + 1
*
[ 3/4 ] 
f(z) = -140/171*z^3 + 29/228*z + 1
*
[ 13/17 ] 
f(z) = -136/169*z^3 + 36/221*z + 1
*
[ 3/4 ] 
f(z) = -133/162*z^3 + 37/288*z + 1
*
[ 3/4 ] 
f(z) = -131/162*z^3 + 35/288*z + 1
*
[ 3/4 ] 
f(z) = -127/162*z^3 + 31/288*z + 1
*
[ 3/4 ] 
f(z) = -125/162*z^3 + 29/288*z + 1
*
[ 3/4 ] 
f(z) = -121/162*z^3 + 25/288*z + 1
*
[ -13/8 ] 
f(z) = -128/169*z^3 + 47/13*z + 1
*
6/5 | 0.16614768149294261197560935964498404219 | 0.028109185867603572685720965185055825134
f(z) = -125/162*z^3 + 41/18*z + 1
*
9/5 | 0.081779064851140307408715154304992731082 | 0.013033014570798670783196811095095821982
f(z) = -125/162*z^3 + 59/18*z + 1
*
-24/11 | 0.19818796087888622133335718251999263971 | 0.029693031383596341073513088277558337355
f(z) = -121/162*z^3 + 44/9*z + 1
*
-2 | 0.084540783020856738555637032415349601437 | 0.013730887050090612545241777596113171371
f(z) = -139/168*z^3 + 59/21*z + 1
*
-2 | 0.084221020625385041319228222832862073771 | 0.013717036519008719235708619300158335285
f(z) = -137/168*z^3 + 58/21*z + 1
*
-2 | 0.083208055716462159563882344973850455466 | 0.013670303148983445457263218984839697137
f(z) = -131/168*z^3 + 55/21*z + 1
*
[ 5/4 ] 
f(z) = -128/175*z^3 + 47/35*z + 1
*
-2 | 0.082479930790329509466451736113151475062 | 0.013633647069028941077375241612737292048
f(z) = -127/168*z^3 + 53/21*z + 1
*
-2 | 0.082096843636677870202488395810521704193 | 0.013613186577261577133494850645652348270
f(z) = -125/168*z^3 + 52/21*z + 1
*
-2/5 | 0.17689808537636225530111689498975931902 | 0.029062696306833577147668336021528244987
f(z) = -125/168*z^3 + 55/21*z + 1
*
4/11 | 0.16823520188557643013144173677119858409 | 0.028372151563505769164556939782502609156
f(z) = -121/160*z^3 + 47/20*z + 1
*
[ 20/11 ] 
f(z) = -121/160*z^3 + 59/20*z + 1
*
-4/3 | 0.13892131911069091754596996932282139376 | 0.026320254120994010315650803025170909453
f(z) = -135/176*z^3 + 49/44*z + 1
*
-12/11 | 0.15622750210425366573351609063907638579 | 0.025304974852548788151768411612453892653
f(z) = -121/160*z^3 + 49/60*z + 1
*
[ 12/11 ] 
f(z) = -121/160*z^3 + 59/60*z + 1
*
[ 13/14 ] 
f(z) = -140/169*z^3 + 58/91*z + 1
*
[ 13/15 ] 
f(z) = -125/169*z^3 + 47/117*z + 1
*
[ 10/11 ] 
f(z) = -121/168*z^3 + 52/105*z + 1
*
[ 6/7 ] 
f(z) = -133/162*z^3 + 55/126*z + 1
*
[ 9/11 ] 
f(z) = -121/171*z^3 + 43/171*z + 1
*
[ 4/5 ] 
f(z) = -135/176*z^3 + 53/220*z + 1
*
[ 26/33 ] 
f(z) = -121/169*z^3 + 41/234*z + 1
*
[ 3/4 ] 
f(z) = -139/162*z^3 + 43/288*z + 1
*
[ 3/4 ] 
f(z) = -137/162*z^3 + 41/288*z + 1
*
-3/5 | 0.086439281138887130406732519396856322759 | 0.013380891582740331676752757645107089247
f(z) = -125/162*z^3 + 71/18*z + 1
*
[ -9/5 ] 
f(z) = -125/162*z^3 + 73/18*z + 1
*
[ 13/5 ] 
f(z) = -125/169*z^3 + 73/13*z + 1
*
[ -18/11 ] 
f(z) = -121/162*z^3 + 65/18*z + 1
*
-6/11 | 0.081459872054252439405496139305244839136 | 0.012556078844493383526162344053116056369
f(z) = -121/162*z^3 + 73/18*z + 1
*
[ 2 ] 
f(z) = -137/168*z^3 + 79/21*z + 1
*
[ 13/9 ] 
f(z) = -135/169*z^3 + 77/39*z + 1
*
[ 2 ] 
f(z) = -131/168*z^3 + 76/21*z + 1
*
[ -13/16 ] 
f(z) = -128/169*z^3 + 71/26*z + 1
*
[ 2 ] 
f(z) = -127/168*z^3 + 74/21*z + 1
*
[ -6/5 ] 
f(z) = -125/168*z^3 + 61/21*z + 1
*
[ 2 ] 
f(z) = -125/168*z^3 + 73/21*z + 1
*
[ -2/5 ] 
f(z) = -125/168*z^3 + 76/21*z + 1
*
-20/11 | 0.14688772109250477671329085774634895743 | 0.023059655320935120030955348197690707716
f(z) = -121/160*z^3 + 73/20*z + 1
*
[ -4/11 ] 
f(z) = -121/160*z^3 + 77/20*z + 1
*
[ -14/11 ] 
f(z) = -121/168*z^3 + 62/21*z + 1
*
[ -6/11 ] 
f(z) = -121/168*z^3 + 64/21*z + 1
*
26/11 | 0.14999713298817816990726354581207166491 | 0.023497607438596131239999134398793489627
f(z) = -121/168*z^3 + 74/21*z + 1
*
[ 4/3 ] 
f(z) = -135/176*z^3 + 71/44*z + 1
*
18/25 | 0.14266460407924803990879578385567134941 | 0.020065685335486800068185383835534427621
f(z) = -125/162*z^3 + 68/45*z + 1
*
[ 13/10 ] 
f(z) = -125/169*z^3 + 77/52*z + 1
*
6/25 | 0.11654009884663360909873953185545467577 | 0.017401747480571845283426142953224949653
f(z) = -125/162*z^3 + 79/90*z + 1
*
[ 12/11 ] 
f(z) = -121/168*z^3 + 79/84*z + 1
*
-5/6 | 0.18283156557679650449855575586576572420 | 0.029190474230062097046918602689817827177
f(z) = -132/175*z^3 + 76/105*z + 1
*
[ 7/8 ] 
f(z) = -128/161*z^3 + 75/161*z + 1
*
[ 7/8 ] 
f(z) = -128/175*z^3 + 73/175*z + 1
*
20/33 | 0.12111092963193777488050457264963774234 | 0.016653505912942359247229628098354930153
f(z) = -121/160*z^3 + 77/180*z + 1
*
[ 5/6 ] 
f(z) = -138/175*z^3 + 73/210*z + 1
*
-12/5 | 0.18422474849624559865033228399306352154 | 0.027845062486721447327765186259371507749
f(z) = -125/162*z^3 + 83/18*z + 1
*
[ -13/5 ] 
f(z) = -125/169*z^3 + 83/13*z + 1
*
[ -3/11 ] 
f(z) = -121/162*z^3 + 85/18*z + 1
*
30/11 | 0.18670596535149085306397637416330934072 | 0.027570546679300547667651042750477316201
f(z) = -121/162*z^3 + 97/18*z + 1
*
[ 2 ] 
f(z) = -139/168*z^3 + 80/21*z + 1
*
[ -2 ] 
f(z) = -131/168*z^3 + 97/21*z + 1
*
[ -2 ] 
f(z) = -127/168*z^3 + 95/21*z + 1
*
[ -2 ] 
f(z) = -125/168*z^3 + 94/21*z + 1
*
2/5 | 0.079723409329535332645913142398102829258 | 0.011981001200035641590295272621307423428
f(z) = -125/168*z^3 + 97/21*z + 1
*
[ -20/11 ] 
f(z) = -121/160*z^3 + 81/20*z + 1
*
-12/11 | 0.14994193551750296370535895342301142023 | 0.023074088208001829405534511931885104833
f(z) = -121/160*z^3 + 83/20*z + 1
*
[ 5/4 ] 
f(z) = -136/175*z^3 + 99/70*z + 1
*
[ 4/3 ] 
f(z) = -123/160*z^3 + 97/60*z + 1
*
-18/11 | 0.17626690989029069796913472763759885106 | 0.026489760995955842181672391059056298612
f(z) = -121/168*z^3 + 97/63*z + 1
*
-12/25 | 0.17079215335450333079913976873095736490 | 0.025460645874373371698493984772969755467
f(z) = -125/162*z^3 + 91/90*z + 1
*
[ 13/12 ] 
f(z) = -126/169*z^3 + 99/104*z + 1
*
14/25 | 0.16395676718587871031776531680548652505 | 0.024349767000338582119388853529854776080
f(z) = -125/168*z^3 + 92/105*z + 1
*
[ 10/11 ] 
f(z) = -121/170*z^3 + 83/170*z + 1
*
3/44 | 0.19690321814281382500622351927432762836 | 0.025050710219046404899817044522977889266
f(z) = -121/162*z^3 + 97/288*z + 1
*
[ 13/4 ] 
f(z) = -128/169*z^3 + 113/13*z + 1
*
3/11 | 0.12231564902243383677862619784847237860 | 0.017619257848503104945925504552050261369
f(z) = -121/162*z^3 + 115/18*z + 1
*
[ -2 ] 
f(z) = -139/168*z^3 + 101/21*z + 1
*
[ -2 ] 
f(z) = -137/168*z^3 + 100/21*z + 1
*
[ -5/8 ] 
f(z) = -128/175*z^3 + 101/35*z + 1
*
[ -5/4 ] 
f(z) = -128/175*z^3 + 103/35*z + 1
*
[ 13/6 ] 
f(z) = -126/169*z^3 + 105/26*z + 1
*
-14/5 | 0.14669446929946131288437882371921986247 | 0.021665785200977377301967000708197530705
f(z) = -125/168*z^3 + 109/21*z + 1
*
14/5 | 0.12796572545012523438032453611630165357 | 0.018680783732503178466208484610799747943
f(z) = -125/168*z^3 + 118/21*z + 1
*
[ -12/11 ] 
f(z) = -121/162*z^3 + 101/36*z + 1
*
[ 26/11 ] 
f(z) = -121/169*z^3 + 119/26*z + 1
*
[ -5/11 ] 
f(z) = -121/175*z^3 + 117/35*z + 1
*
-2 | 0.10503384875434584935502587234001177507 | 0.017035965969810062777769802761320434520
f(z) = -139/160*z^3 + 119/40*z + 1
*
-2 | 0.10470592554876300059698558595895370323 | 0.017029595097413745094681190086636071480
f(z) = -139/176*z^3 + 117/44*z + 1
*
-2 | 0.10472453319136033697372865908403656318 | 0.017032621484100928820798562138690503943
f(z) = -137/160*z^3 + 117/40*z + 1
*
-2 | 0.10437304154509324018630538603156662755 | 0.017023191318103114994043889867426947442
f(z) = -137/176*z^3 + 115/44*z + 1
*
-2 | 0.10403020535489360980333901554324942221 | 0.017015965549872328845625601322011657245
f(z) = -135/176*z^3 + 113/44*z + 1
*
-2 | 0.10408309579304981766955533295059844566 | 0.017024616709124715638969111414488288651
f(z) = -133/160*z^3 + 113/40*z + 1
*
-2 | 0.10367649497152002648586851112938889801 | 0.017007788513216866963615213944419186263
f(z) = -133/176*z^3 + 111/44*z + 1
*
-2 | 0.10374989164448100012011321682931277206 | 0.017019828996372059420967911889956419925
f(z) = -131/160*z^3 + 111/40*z + 1
*
-2 | 0.10331082608711980611058441287300351193 | 0.016998504016944444690212327320583133651
f(z) = -131/176*z^3 + 109/44*z + 1
*
-2 | 0.10340751937001744099598347701049552952 | 0.017014413687014848974872219325179749323
f(z) = -129/160*z^3 + 109/40*z + 1
*
-2 | 0.10293190891006902054806516678012066086 | 0.016987921451262966496361755154806264692
f(z) = -129/176*z^3 + 107/44*z + 1
*
[ 3/2 ] 
f(z) = -128/171*z^3 + 115/57*z + 1
*
-2 | 0.10305523035805357089799435075497789254 | 0.017008274470009057370144090613573595660
f(z) = -127/160*z^3 + 107/40*z + 1
*
-2 | 0.10253818911718567467358242996881358930 | 0.016975805494715725861203487469219170208
f(z) = -127/176*z^3 + 105/44*z + 1
*
-2 | 0.10212776512376694413240412439112304374 | 0.016961861663399825135647272262076471328
f(z) = -125/176*z^3 + 103/44*z + 1
*
[ -4/5 ] 
f(z) = -125/176*z^3 + 119/44*z + 1
*
[ 3/2 ] 
f(z) = -124/171*z^3 + 112/57*z + 1
*
-2 | 0.10231729649554912512170042925170262944 | 0.016993339928934646017935957150978815292
f(z) = -123/160*z^3 + 103/40*z + 1
*
-2 | 0.10169826869425857409493958020366105893 | 0.016945715429160322409879866288432338888
f(z) = -123/176*z^3 + 101/44*z + 1
*
[ -8/11 ] 
f(z) = -121/160*z^3 + 111/40*z + 1
*
[ 13/10 ] 
f(z) = -140/169*z^3 + 106/65*z + 1
*
[ 4/3 ] 
f(z) = -129/160*z^3 + 101/60*z + 1
*
-9/25 | 0.091314535269533905130284778978494127435 | 0.013255944654067764287468493034206642358
f(z) = -125/162*z^3 + 109/90*z + 1
*
9/25 | 0.13200349549588275678885395817995211882 | 0.018921575323206407152004144470619219015
f(z) = -125/162*z^3 + 119/90*z + 1
*
12/11 | 0.15156121016736031170492735484330385262 | 0.028244854196714690265247646413229481070
f(z) = -121/168*z^3 + 107/84*z + 1
*
[ 13/12 ] 
f(z) = -128/169*z^3 + 113/117*z + 1
*
-14/25 | 0.15655017662516112320260181780292559911 | 0.023184820498052114437576111323435436134
f(z) = -125/168*z^3 + 107/105*z + 1
*
-2/3 | 0.17926678924052446946530149820850669020 | 0.029036767102641415578353972877667075646
f(z) = -129/160*z^3 + 103/120*z + 1
*
-2/3 | 0.13328698330752758260427545977716833734 | 0.021260956488090324669675599824553533039
f(z) = -129/176*z^3 + 109/132*z + 1
*
[ 26/25 ] 
f(z) = -125/169*z^3 + 109/130*z + 1
*
-6/5 | 0.17390705234780616122805519784529043042 | 0.027740370298634669483808514297106161178
f(z) = -125/176*z^3 + 113/132*z + 1
*
-2/3 | 0.17926679317828608576300902727838399511 | 0.029036767740460988531970876583114272654
f(z) = -123/160*z^3 + 101/120*z + 1
*
-2/3 | 0.13511923305130430448791208463828881380 | 0.021553223453033715855175056305006191152
f(z) = -123/176*z^3 + 107/132*z + 1
*
18/11 | 0.18182324195832032552368714268204482456 | 0.029450848943957578922746747921071507797
f(z) = -121/160*z^3 + 103/120*z + 1
*
-9/8 | 0.14315133300723622013188651931399920155 | 0.028036204800651492916717683733343842516
f(z) = -128/165*z^3 + 107/165*z + 1
*
[ 13/14 ] 
f(z) = -126/169*z^3 + 103/182*z + 1
*
[ 14/15 ] 
f(z) = -125/168*z^3 + 109/189*z + 1
*
-12/11 | 0.12111092963193777488050457264963774234 | 0.016653505912942359247229628098354930153
f(z) = -121/160*z^3 + 107/180*z + 1
*
[ -13/4 ] 
f(z) = -128/169*z^3 + 121/13*z + 1
*
[ 3 ] 
f(z) = -127/162*z^3 + 139/18*z + 1
*
[ 3 ] 
f(z) = -125/162*z^3 + 137/18*z + 1
*
-3/11 | 0.19446491772098685875287508360985385188 | 0.027808450904568582069991615371879129457
f(z) = -121/162*z^3 + 121/18*z + 1
*
[ -13/9 ] 
f(z) = -135/169*z^3 + 131/39*z + 1
*
[ -13/6 ] 
f(z) = -126/169*z^3 + 129/26*z + 1
*
[ 14/5 ] 
f(z) = -125/168*z^3 + 136/21*z + 1
*
34/11 | 0.16463194897464357821038807697228427105 | 0.023595429353313907729413431108918236731
f(z) = -121/168*z^3 + 134/21*z + 1
*
[ -2/11 ] 
f(z) = -121/168*z^3 + 137/21*z + 1
*
5/11 | 0.17261178334106212105396070254194412170 | 0.026406597399312453172496773261370892516
f(z) = -121/175*z^3 + 138/35*z + 1
*
[ 3/2 ] 
f(z) = -140/171*z^3 + 124/57*z + 1
*
[ 3/2 ] 
f(z) = -136/171*z^3 + 121/57*z + 1
*
[ -2/3 ] 
f(z) = -135/176*z^3 + 125/44*z + 1
*
[ -4/3 ] 
f(z) = -135/176*z^3 + 137/44*z + 1
*
-12/11 | 0.081748451063048486297980414200495520568 | 0.011690014911445255770920146434429847486
f(z) = -121/162*z^3 + 121/72*z + 1
*
-6/5 | 0.091314163079260577874123526526243150688 | 0.013057910139476753140823491049037767121
f(z) = -125/162*z^3 + 121/90*z + 1
*
24/25 | 0.17079190540693962758117146198830862476 | 0.023948278962756925257364662089454825565
f(z) = -125/162*z^3 + 139/90*z + 1
*
[ 6/5 ] 
f(z) = -125/171*z^3 + 139/114*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029199083252152215238011284787997958061
f(z) = -129/176*z^3 + 139/132*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.023979716124967507501469874135204858361
f(z) = -123/176*z^3 + 131/132*z + 1
*
-6/11 | 0.10818170934554286218458026852925876384 | 0.017363298527690569399904599605610947361
f(z) = -121/160*z^3 + 127/120*z + 1
*
-8/11 | 0.090000861995683746376528890211564313673 | 0.017564694513360986012791877789852726932
f(z) = -121/168*z^3 + 127/168*z + 1
*
4/33 | 0.20930008210471436699323991318042954521 | 0.028780062753238175263340073305415664299
f(z) = -121/160*z^3 + 137/180*z + 1
*
[ 15/16 ] 
f(z) = -128/175*z^3 + 121/210*z + 1
*
[ 8/9 ] 
f(z) = -135/176*z^3 + 127/264*z + 1
*
[ 3 ] 
f(z) = -139/162*z^3 + 151/18*z + 1
*
[ 3 ] 
f(z) = -137/162*z^3 + 149/18*z + 1
*
[ 3 ] 
f(z) = -133/162*z^3 + 145/18*z + 1
*
[ -3 ] 
f(z) = -133/162*z^3 + 157/18*z + 1
*
[ 3 ] 
f(z) = -131/162*z^3 + 143/18*z + 1
*
[ -3 ] 
f(z) = -131/162*z^3 + 155/18*z + 1
*
[ -3 ] 
f(z) = -127/162*z^3 + 151/18*z + 1
*
[ -3 ] 
f(z) = -125/162*z^3 + 149/18*z + 1
*
[ -14/5 ] 
f(z) = -125/168*z^3 + 151/21*z + 1
*
-34/11 | 0.15993073214154852032235930725756889325 | 0.022453141383528793717615148344740817457
f(z) = -121/168*z^3 + 155/21*z + 1
*
[ -26/11 ] 
f(z) = -121/169*z^3 + 141/26*z + 1
*
-10/11 | 0.19103608344589857192802497518830078325 | 0.028975397095622198129554586862822379387
f(z) = -121/175*z^3 + 146/35*z + 1
*
[ 2 ] 
f(z) = -139/160*z^3 + 159/40*z + 1
*
[ 2 ] 
f(z) = -137/160*z^3 + 157/40*z + 1
*
[ 2 ] 
f(z) = -137/176*z^3 + 159/44*z + 1
*
[ 2 ] 
f(z) = -135/176*z^3 + 157/44*z + 1
*
[ 2 ] 
f(z) = -133/160*z^3 + 153/40*z + 1
*
[ 2 ] 
f(z) = -133/176*z^3 + 155/44*z + 1
*
[ 2 ] 
f(z) = -131/160*z^3 + 151/40*z + 1
*
[ 2 ] 
f(z) = -131/176*z^3 + 153/44*z + 1
*
[ 2 ] 
f(z) = -129/160*z^3 + 149/40*z + 1
*
[ 2 ] 
f(z) = -129/176*z^3 + 151/44*z + 1
*
[ -3/4 ] 
f(z) = -128/171*z^3 + 157/57*z + 1
*
[ 2 ] 
f(z) = -127/160*z^3 + 147/40*z + 1
*
[ 2 ] 
f(z) = -127/176*z^3 + 149/44*z + 1
*
[ -13/10 ] 
f(z) = -125/169*z^3 + 157/52*z + 1
*
[ 2 ] 
f(z) = -125/176*z^3 + 147/44*z + 1
*
[ -2/5 ] 
f(z) = -125/176*z^3 + 159/44*z + 1
*
[ 2 ] 
f(z) = -123/160*z^3 + 143/40*z + 1
*
[ 2 ] 
f(z) = -123/176*z^3 + 145/44*z + 1
*
[ -13/22 ] 
f(z) = -121/169*z^3 + 153/52*z + 1
*
-3/11 | 0.17659636716300119375256595561336515994 | 0.028752082656213240128166385390356163310
f(z) = -121/171*z^3 + 155/57*z + 1
*
[ 3/2 ] 
f(z) = -133/162*z^3 + 157/72*z + 1
*
[ 3/2 ] 
f(z) = -131/162*z^3 + 155/72*z + 1
*
5/8 | 0.16947576192535652577623645984273015814 | 0.025523935411859693196269703244762849955
f(z) = -128/175*z^3 + 153/70*z + 1
*
[ 3/2 ] 
f(z) = -127/162*z^3 + 151/72*z + 1
*
[ 3/2 ] 
f(z) = -125/162*z^3 + 149/72*z + 1
*
[ 18/11 ] 
f(z) = -121/168*z^3 + 146/63*z + 1
*
3/25 | 0.11118338653348715074487323321635654793 | 0.015411091344736387210896742191442906531
f(z) = -125/162*z^3 + 151/90*z + 1
*
[ 16/11 ] 
f(z) = -121/160*z^3 + 153/80*z + 1
*
[ 15/11 ] 
f(z) = -121/162*z^3 + 149/90*z + 1
*
-4/11 | 0.10145983940243724015235845882084826082 | 0.017686491887676808611605630840362009319
f(z) = -121/168*z^3 + 155/84*z + 1
*
[ 6/5 ] 
f(z) = -125/176*z^3 + 157/132*z + 1
*
-4/7 | 0.15266390479374830219380886366676370250 | 0.021678173971691668909049589692005636093
f(z) = -133/160*z^3 + 143/140*z + 1
*
[ 13/12 ] 
f(z) = -132/169*z^3 + 155/156*z + 1
*
-5/8 | 0.13381982750479111161842290326829860764 | 0.026208628389946797435026693456213987735
f(z) = -128/165*z^3 + 149/165*z + 1
*
-3/5 | 0.11846292844644351780734731585969344404 | 0.023119391338937516936646651262196640917
f(z) = -125/168*z^3 + 157/168*z + 1
*
-7/11 | 0.10810925377530894664089485225757967754 | 0.021098753662179225465134934595181549662
f(z) = -121/168*z^3 + 145/168*z + 1
*
18/11 | 0.075774580845076181566167256563174628068 | 0.014671388364910847045273637562048617417
f(z) = -121/175*z^3 + 149/175*z + 1
*
-22/25 | 0.14322173126922226733214022236418082276 | 0.021124392467024654099513975238978806601
f(z) = -125/176*z^3 + 151/220*z + 1
*
12/55 | 0.23664242585723605647784720651448040958 | 0.028488920602650945790612202044789784536
f(z) = -121/162*z^3 + 158/225*z + 1
*
[ -3 ] 
f(z) = -139/162*z^3 + 163/18*z + 1
*
[ -3 ] 
f(z) = -137/162*z^3 + 161/18*z + 1
*
[ 13/6 ] 
f(z) = -132/169*z^3 + 164/39*z + 1
*
[ 5/2 ] 
f(z) = -124/175*z^3 + 176/35*z + 1
*
-6/11 | 0.21527149036209749281186685795999138923 | 0.029860081879882708750181363216626189001
f(z) = -121/168*z^3 + 169/21*z + 1
*
30/11 | 0.12509684665773966200973822716601597265 | 0.018497981699477095036407088146262057444
f(z) = -121/175*z^3 + 173/35*z + 1
*
[ 2 ] 
f(z) = -139/176*z^3 + 161/44*z + 1
*
[ -3/5 ] 
f(z) = -125/171*z^3 + 167/57*z + 1
*
[ 3/2 ] 
f(z) = -139/162*z^3 + 163/72*z + 1
*
[ 3/2 ] 
f(z) = -137/162*z^3 + 161/72*z + 1
*
[ -13/15 ] 
f(z) = -135/169*z^3 + 179/65*z + 1
*
[ -12/11 ] 
f(z) = -121/160*z^3 + 169/60*z + 1
*
-42/25 | 0.20875217900780996786964677474688657739 | 0.028748892420179667091826640517743925576
f(z) = -125/168*z^3 + 178/105*z + 1
*
-10/11 | 0.18714616632492977186400327141366711625 | 0.025773359722981227762389709614425748455
f(z) = -121/168*z^3 + 178/105*z + 1
*
[ 15/11 ] 
f(z) = -121/175*z^3 + 163/105*z + 1
*
[ 13/11 ] 
f(z) = -132/169*z^3 + 178/143*z + 1
*
-35/22 | 0.16961656931904086363487208827088093066 | 0.025081081410276994524955591003298979173
f(z) = -121/175*z^3 + 173/140*z + 1
*
-5/4 | 0.13652903830364332812603559213747670477 | 0.026676280454347265241279839286372991530
f(z) = -128/165*z^3 + 167/165*z + 1
*
3/2 | 0.14315120597295947698245834280810093418 | 0.027905269465950095755914575587487408596
f(z) = -124/165*z^3 + 169/165*z + 1
*
-20/33 | 0.20683812368081800782737167243564856528 | 0.028441528161072314890509947864682344038
f(z) = -121/160*z^3 + 167/180*z + 1
*
-4/5 | 0.18492879981043574379433335407801485835 | 0.027275948356665137967186916869055525798
f(z) = -135/176*z^3 + 163/220*z + 1
*
[ 13/3 ] 
f(z) = -126/169*z^3 + 192/13*z + 1
*
[ -13/3 ] 
f(z) = -126/169*z^3 + 198/13*z + 1
*
[ 18/5 ] 
f(z) = -125/162*z^3 + 193/18*z + 1
*
[ 5/2 ] 
f(z) = -136/175*z^3 + 191/35*z + 1
*
[ 5/2 ] 
f(z) = -132/175*z^3 + 186/35*z + 1
*
[ 5/2 ] 
f(z) = -128/175*z^3 + 181/35*z + 1
*
[ 12/5 ] 
f(z) = -125/162*z^3 + 181/36*z + 1
*
[ -2 ] 
f(z) = -139/160*z^3 + 199/40*z + 1
*
[ -2 ] 
f(z) = -137/160*z^3 + 197/40*z + 1
*
[ -3/2 ] 
f(z) = -136/171*z^3 + 197/57*z + 1
*
[ -2 ] 
f(z) = -133/160*z^3 + 193/40*z + 1
*
[ -2 ] 
f(z) = -133/176*z^3 + 199/44*z + 1
*
[ -2 ] 
f(z) = -131/160*z^3 + 191/40*z + 1
*
[ -2 ] 
f(z) = -131/176*z^3 + 197/44*z + 1
*
[ -2 ] 
f(z) = -129/160*z^3 + 189/40*z + 1
*
[ -2 ] 
f(z) = -129/176*z^3 + 195/44*z + 1
*
[ -3/2 ] 
f(z) = -128/171*z^3 + 191/57*z + 1
*
[ -2 ] 
f(z) = -127/160*z^3 + 187/40*z + 1
*
[ -2 ] 
f(z) = -127/176*z^3 + 193/44*z + 1
*
[ -2 ] 
f(z) = -125/176*z^3 + 191/44*z + 1
*
[ -3/2 ] 
f(z) = -124/171*z^3 + 188/57*z + 1
*
[ -2 ] 
f(z) = -123/160*z^3 + 183/40*z + 1
*
[ -2 ] 
f(z) = -123/176*z^3 + 189/44*z + 1
*
[ -4/3 ] 
f(z) = -129/160*z^3 + 191/60*z + 1
*
[ -9/10 ] 
f(z) = -125/162*z^3 + 197/72*z + 1
*
[ -4/3 ] 
f(z) = -123/160*z^3 + 187/60*z + 1
*
-39/22 | 0.11418493617206250241551039418951371676 | 0.015306466595140188735426738147454281177
f(z) = -121/162*z^3 + 193/72*z + 1
*
[ -10/11 ] 
f(z) = -121/175*z^3 + 187/70*z + 1
*
42/25 | 0.19335030076173034239293869394727633308 | 0.026143534193721202459883684739855940148
f(z) = -125/162*z^3 + 181/90*z + 1
*
[ 8/5 ] 
f(z) = -125/176*z^3 + 193/88*z + 1
*
-2 | 0.10144980937253008562211170865246982297 | 0.016946566895212223960648680605507636120
f(z) = -121/172*z^3 + 199/86*z + 1
*
-6/25 | 0.16420076770181243948882095086740914299 | 0.022301871361581185166486126686179520040
f(z) = -125/168*z^3 + 197/105*z + 1
*
-4/9 | 0.18456167325780779471949155312362520027 | 0.027935741723297365368248318779050758990
f(z) = -135/176*z^3 + 185/132*z + 1
*
4/3 | 0.13321791884596351464319530058695045619 | 0.020067267982615444722992384917098718798
f(z) = -135/176*z^3 + 191/132*z + 1
*
[ 9/7 ] 
f(z) = -133/162*z^3 + 199/126*z + 1
*
[ 4/3 ] 
f(z) = -123/176*z^3 + 197/132*z + 1
*
[ 5/4 ] 
f(z) = -132/175*z^3 + 193/140*z + 1
*
[ 5/4 ] 
f(z) = -124/175*z^3 + 183/140*z + 1
*
3/2 | 0.14315166713526642845513795007101043876 | 0.027121742587557986490300250099964391911
f(z) = -136/165*z^3 + 196/165*z + 1
*
[ 9/8 ] 
f(z) = -128/171*z^3 + 181/171*z + 1
*
-7/5 | 0.13805795710665198177075403387678304612 | 0.026131484643623655172940741125493103195
f(z) = -125/168*z^3 + 197/168*z + 1
*
[ 13/3 ] 
f(z) = -135/169*z^3 + 205/13*z + 1
*
[ -13/3 ] 
f(z) = -135/169*z^3 + 211/13*z + 1
*
[ -18/5 ] 
f(z) = -125/162*z^3 + 203/18*z + 1
*
3/11 | 0.13647625988324166165117489403875706032 | 0.018147872763588330430178173394021327968
f(z) = -121/162*z^3 + 205/18*z + 1
*
45/11 | 0.22064585078453584672194746520306385139 | 0.029120007939347882344121682733127286875
f(z) = -121/162*z^3 + 217/18*z + 1
*
[ -5/2 ] 
f(z) = -136/175*z^3 + 219/35*z + 1
*
[ -13/6 ] 
f(z) = -132/169*z^3 + 200/39*z + 1
*
[ -5/2 ] 
f(z) = -132/175*z^3 + 214/35*z + 1
*
[ -5/2 ] 
f(z) = -128/175*z^3 + 209/35*z + 1
*
[ -12/5 ] 
f(z) = -125/162*z^3 + 211/36*z + 1
*
[ -5/2 ] 
f(z) = -124/175*z^3 + 204/35*z + 1
*
[ -3/2 ] 
f(z) = -140/171*z^3 + 200/57*z + 1
*
[ -2 ] 
f(z) = -139/176*z^3 + 205/44*z + 1
*
[ -2 ] 
f(z) = -137/176*z^3 + 203/44*z + 1
*
[ -2 ] 
f(z) = -135/176*z^3 + 201/44*z + 1
*
[ -3/8 ] 
f(z) = -128/171*z^3 + 215/57*z + 1
*
[ -13/10 ] 
f(z) = -140/169*z^3 + 206/65*z + 1
*
[ -5/4 ] 
f(z) = -136/175*z^3 + 211/70*z + 1
*
5/16 | 0.18653231700384563083141194747967706550 | 0.026983835772229386547560607112029375006
f(z) = -128/175*z^3 + 201/70*z + 1
*
[ -13/25 ] 
f(z) = -125/169*z^3 + 203/65*z + 1
*
-2 | 0.10343726284291435816982676237922193642 | 0.017006501141622396263248782673985010589
f(z) = -131/172*z^3 + 219/86*z + 1
*
-2 | 0.10330577922594067365786658059743983472 | 0.017010542018237196177346006417367725813
f(z) = -129/164*z^3 + 217/82*z + 1
*
-2 | 0.10294524383521546722360839060004686711 | 0.017003266189898880561391570225203696097
f(z) = -127/164*z^3 + 213/82*z + 1
*
-2 | 0.10268856752295015974251547519579059809 | 0.016987341149976434069161160817120212106
f(z) = -127/172*z^3 + 211/86*z + 1
*
-2 | 0.10257288779984182403244743017435314128 | 0.016994980259086579664235866926433208924
f(z) = -125/164*z^3 + 209/82*z + 1
*
-2 | 0.10229295118249287420259716555975224700 | 0.016975643272987650242993138132635155498
f(z) = -125/172*z^3 + 207/86*z + 1
*
-2 | 0.10188079787439526249763952423579885553 | 0.016962172414309174936362920550606491607
f(z) = -123/172*z^3 + 203/86*z + 1
*
-2 | 0.10178762250895049115957327984557566900 | 0.016974641171925399828195421155255559049
f(z) = -121/164*z^3 + 201/82*z + 1
*
[ 13/9 ] 
f(z) = -126/169*z^3 + 218/117*z + 1
*
-14/25 | 0.13997267519795300506771676088669384123 | 0.018823581440907557574522460846438094386
f(z) = -125/168*z^3 + 212/105*z + 1
*
2 | 0.18136717313589500423448410889021156771 | 0.024299130974304365319845211668024356464
f(z) = -125/168*z^3 + 218/105*z + 1
*
[ 4/3 ] 
f(z) = -129/176*z^3 + 205/132*z + 1
*
[ 6/5 ] 
f(z) = -125/174*z^3 + 209/174*z + 1
*
[ 13/12 ] 
f(z) = -135/169*z^3 + 211/208*z + 1
*
[ 12/11 ] 
f(z) = -121/171*z^3 + 211/228*z + 1
*
45/11 | 0.22424017154694199387317708822927296057 | 0.029488227764776601749666027959004165816
f(z) = -121/162*z^3 + 223/18*z + 1
*
[ 13/4 ] 
f(z) = -136/169*z^3 + 239/26*z + 1
*
[ 42/11 ] 
f(z) = -121/168*z^3 + 236/21*z + 1
*
[ 13/6 ] 
f(z) = -135/169*z^3 + 223/52*z + 1
*
72/25 | 0.21349252903776662557229132395791548521 | 0.025594296842566050018986833856580299057
f(z) = -125/162*z^3 + 233/45*z + 1
*
-8/11 | 0.18092068630320640663645035759939792193 | 0.026666936592398233322783171696091765908
f(z) = -121/160*z^3 + 221/40*z + 1
*
-15/8 | 0.083262272480323368091976388412874484980 | 0.011821721141289674656889870244609399020
f(z) = -128/175*z^3 + 229/70*z + 1
*
[ -18/11 ] 
f(z) = -121/168*z^3 + 223/63*z + 1
*
-2 | 0.10496244196316106657047901453585903864 | 0.017036018507860195171888577302673560660
f(z) = -139/164*z^3 + 237/82*z + 1
*
-2 | 0.10479916140963882596219853429604322493 | 0.017032945621031697010281763272827887464
f(z) = -139/172*z^3 + 235/86*z + 1
*
-2 | 0.10464818693882092924290587595685767792 | 0.017032067904587812486778903079402191046
f(z) = -137/164*z^3 + 233/82*z + 1
*
-2 | 0.10447322872599989328416109709541253490 | 0.017027483301147288995574167637294558493
f(z) = -137/172*z^3 + 231/86*z + 1
*
-2 | 0.10432601505794720984292007934804102655 | 0.017027622415775559587163016319240853822
f(z) = -135/164*z^3 + 229/82*z + 1
*
[ -2/3 ] 
f(z) = -135/164*z^3 + 235/82*z + 1
*
-2 | 0.10413814254254311585119434304718154530 | 0.017021328555532261784620937095529257614
f(z) = -135/172*z^3 + 227/86*z + 1
*
-2 | 0.10399534650804226077921914161642270192 | 0.017022611229808031871085662295209386439
f(z) = -133/164*z^3 + 225/82*z + 1
*
-2 | 0.10379312277148924895867803830668651569 | 0.017014376393732514357362259594890332347
f(z) = -133/172*z^3 + 223/86*z + 1
*
-2 | 0.10365552070538660672132046143550068852 | 0.017016950822083364422892259194117372250
f(z) = -131/164*z^3 + 221/82*z + 1
*
[ -4/5 ] 
f(z) = -125/168*z^3 + 229/84*z + 1
*
[ -12/11 ] 
f(z) = -121/168*z^3 + 233/84*z + 1
*
-4/11 | 0.18019331212123739289347712197245641548 | 0.029206593403417277058713379348236256692
f(z) = -121/168*z^3 + 239/84*z + 1
*
[ 3/2 ] 
f(z) = -134/171*z^3 + 239/114*z + 1
*
[ 3/2 ] 
f(z) = -130/171*z^3 + 233/114*z + 1
*
[ 3/2 ] 
f(z) = -122/171*z^3 + 221/114*z + 1
*
-2/3 | 0.19816885902819269096382736190144332361 | 0.029209243598801570326412642246911121561
f(z) = -123/160*z^3 + 221/120*z + 1
*
[ 5/4 ] 
f(z) = -128/165*z^3 + 233/165*z + 1
*
[ 13/12 ] 
f(z) = -136/169*z^3 + 239/234*z + 1
*
-48/11 | 0.17943346330398621780869287183120050408 | 0.023140604230705787469770626763445916773
f(z) = -121/162*z^3 + 259/18*z + 1
*
[ -13/4 ] 
f(z) = -136/169*z^3 + 255/26*z + 1
*
[ 4 ] 
f(z) = -121/160*z^3 + 257/20*z + 1
*
[ -42/11 ] 
f(z) = -121/168*z^3 + 247/21*z + 1
*
-6/25 | 0.24532606130120769005061495191561451384 | 0.029068970609345577320987065632201258547
f(z) = -125/162*z^3 + 257/45*z + 1
*
[ -3/2 ] 
f(z) = -139/162*z^3 + 259/72*z + 1
*
[ -3/2 ] 
f(z) = -137/162*z^3 + 257/72*z + 1
*
[ -3/2 ] 
f(z) = -133/162*z^3 + 253/72*z + 1
*
[ -3/2 ] 
f(z) = -131/162*z^3 + 251/72*z + 1
*
[ -3/2 ] 
f(z) = -127/162*z^3 + 247/72*z + 1
*
[ -9/22 ] 
f(z) = -121/162*z^3 + 257/72*z + 1
*
[ -13/14 ] 
f(z) = -140/169*z^3 + 254/91*z + 1
*
[ -2/3 ] 
f(z) = -135/172*z^3 + 245/86*z + 1
*
[ -18/25 ] 
f(z) = -125/162*z^3 + 251/90*z + 1
*
[ 5/3 ] 
f(z) = -129/175*z^3 + 257/105*z + 1
*
[ 5/3 ] 
f(z) = -123/175*z^3 + 247/105*z + 1
*
-6/5 | 0.20325952692637913825221884862802274817 | 0.029511139815119316818850061483644847329
f(z) = -125/176*z^3 + 245/132*z + 1
*
[ 26/21 ] 
f(z) = -126/169*z^3 + 243/182*z + 1
*
22/25 | 0.13381998965094209924449779728794326208 | 0.019361238748712553345982663797947179903
f(z) = -125/176*z^3 + 251/220*z + 1
*
[ 4 ] 
f(z) = -131/160*z^3 + 277/20*z + 1
*
[ 4 ] 
f(z) = -129/160*z^3 + 273/20*z + 1
*
[ 4 ] 
f(z) = -127/160*z^3 + 269/20*z + 1
*
[ -4 ] 
f(z) = -127/160*z^3 + 279/20*z + 1
*
[ 4 ] 
f(z) = -123/160*z^3 + 261/20*z + 1
*
[ -4 ] 
f(z) = -123/160*z^3 + 271/20*z + 1
*
[ -4 ] 
f(z) = -121/160*z^3 + 267/20*z + 1
*
[ 35/11 ] 
f(z) = -121/175*z^3 + 269/35*z + 1
*
[ -13/6 ] 
f(z) = -135/169*z^3 + 271/52*z + 1
*
[ -2/11 ] 
f(z) = -121/160*z^3 + 261/40*z + 1
*
34/11 | 0.20910102212665562768909566808595254274 | 0.029952850619635468892593995284023617946
f(z) = -121/160*z^3 + 269/40*z + 1
*
[ 27/11 ] 
f(z) = -121/162*z^3 + 275/54*z + 1
*
[ -3/11 ] 
f(z) = -121/171*z^3 + 269/57*z + 1
*
-21/10 | 0.10039550174597453997845739289677060921 | 0.012884538874652948817191757429221417292
f(z) = -125/162*z^3 + 269/72*z + 1
*
-12/11 | 0.087259725554754763190006265925971386471 | 0.011220295379059440949442000590736780114
f(z) = -121/162*z^3 + 265/72*z + 1
*
[ -13/21 ] 
f(z) = -126/169*z^3 + 264/91*z + 1
*
[ 13/7 ] 
f(z) = -126/169*z^3 + 276/91*z + 1
*
9/5 | 0.11394877932955964790086182372165491532 | 0.014610047732431570807145188667198972119
f(z) = -125/162*z^3 + 271/90*z + 1
*
[ -16/11 ] 
f(z) = -121/160*z^3 + 263/80*z + 1
*
-12/11 | 0.17788189681119960959563282469891653698 | 0.028190840034333312531110523112909970796
f(z) = -121/174*z^3 + 275/87*z + 1
*
[ 5/3 ] 
f(z) = -138/175*z^3 + 272/105*z + 1
*
[ 13/8 ] 
f(z) = -136/169*z^3 + 261/104*z + 1
*
[ 5/3 ] 
f(z) = -132/175*z^3 + 262/105*z + 1
*
[ 27/25 ] 
f(z) = -125/162*z^3 + 263/270*z + 1
*
-8/7 | 0.19127742069580906280416087217963318775 | 0.027243289165702951561543532552040671578
f(z) = -133/160*z^3 + 269/280*z + 1
*
10/7 | 0.20786427517529353304782541967162461629 | 0.029605724163468119329394588644653157173
f(z) = -133/160*z^3 + 279/280*z + 1
*
[ 35/32 ] 
f(z) = -128/175*z^3 + 269/280*z + 1
*
[ 4 ] 
f(z) = -139/160*z^3 + 293/20*z + 1
*
[ 4 ] 
f(z) = -137/160*z^3 + 289/20*z + 1
*
[ -4 ] 
f(z) = -137/160*z^3 + 299/20*z + 1
*
[ 4 ] 
f(z) = -133/160*z^3 + 281/20*z + 1
*
[ -4 ] 
f(z) = -133/160*z^3 + 291/20*z + 1
*
[ -4 ] 
f(z) = -131/160*z^3 + 287/20*z + 1
*
[ -4 ] 
f(z) = -129/160*z^3 + 283/20*z + 1
*
[ -35/11 ] 
f(z) = -121/175*z^3 + 291/35*z + 1
*
[ 35/16 ] 
f(z) = -128/175*z^3 + 283/70*z + 1
*
[ -5/16 ] 
f(z) = -128/175*z^3 + 299/70*z + 1
*
12/5 | 0.20170294337227712925186993339342625010 | 0.025741931390458294189614249221893054550
f(z) = -125/162*z^3 + 281/72*z + 1
*
-21/22 | 0.12589472401888390816378595953194397564 | 0.016009703351424133894060914406515666051
f(z) = -121/162*z^3 + 289/72*z + 1
*
[ 24/11 ] 
f(z) = -121/162*z^3 + 295/72*z + 1
*
[ 13/7 ] 
f(z) = -133/169*z^3 + 289/91*z + 1
*
[ 2 ] 
f(z) = -129/164*z^3 + 299/82*z + 1
*
[ 2 ] 
f(z) = -127/164*z^3 + 295/82*z + 1
*
[ 2 ] 
f(z) = -127/172*z^3 + 297/86*z + 1
*
[ 2 ] 
f(z) = -125/164*z^3 + 291/82*z + 1
*
[ -2/5 ] 
f(z) = -125/164*z^3 + 297/82*z + 1
*
[ 2 ] 
f(z) = -125/172*z^3 + 293/86*z + 1
*
[ 2 ] 
f(z) = -123/172*z^3 + 289/86*z + 1
*
[ -15/11 ] 
f(z) = -121/162*z^3 + 281/90*z + 1
*
[ 2 ] 
f(z) = -121/164*z^3 + 283/82*z + 1
*
[ 2 ] 
f(z) = -121/172*z^3 + 285/86*z + 1
*
-20/11 | 0.17788289389467981216548418100802161779 | 0.028001459363856063056712559626605139957
f(z) = -121/174*z^3 + 287/87*z + 1
*
[ -5/6 ] 
f(z) = -132/175*z^3 + 286/105*z + 1
*
[ -13/12 ] 
f(z) = -126/169*z^3 + 291/104*z + 1
*
[ -10/11 ] 
f(z) = -121/168*z^3 + 283/105*z + 1
*
-12/7 | 0.13644669220508143167660508843764863390 | 0.017397986469328531753048442902179454128
f(z) = -133/162*z^3 + 283/126*z + 1
*
6/11 | 0.10307276596152132166613869774214931248 | 0.014629014252275792297989059368752269043
f(z) = -121/160*z^3 + 287/120*z + 1
*
[ 35/22 ] 
f(z) = -121/175*z^3 + 297/140*z + 1
*
-1 | 0.092611474691399448588962488343575991814 | 0.016246362848621818142529919148380065921
f(z) = -139/160*z^3 + 299/160*z + 1
*
-1 | 0.091926335828118572310854595482233616762 | 0.016145180979210799976397202522967268870
f(z) = -137/160*z^3 + 297/160*z + 1
*
-1 | 0.10029267789279316656030512152484723992 | 0.017604183278781452312187254889933895580
f(z) = -137/161*z^3 + 298/161*z + 1
*
-1 | 0.073695337281290696051509740500810124952 | 0.012928000484961541384174782441723098337
f(z) = -137/162*z^3 + 299/162*z + 1
*
-1 | 0.099921564465792539049604315795870873547 | 0.017549396780510373379530343323432199158
f(z) = -136/161*z^3 + 297/161*z + 1
*
-1 | 0.099492810298505644402587481472022319014 | 0.017453520768617349619954807455480991973
f(z) = -136/163*z^3 + 299/163*z + 1
*
-1 | 0.099533996266823081524190878657300997480 | 0.017491688717693917119736593627906641204
f(z) = -135/161*z^3 + 296/161*z + 1
*
-1 | 0.099075807993913635342873247293471814550 | 0.017390588416460532443850335230367249881
f(z) = -135/163*z^3 + 298/163*z + 1
*
[ 4/3 ] 
f(z) = -135/164*z^3 + 281/164*z + 1
*
-1 | 0.090268625058121486054577433641699820555 | 0.015835368580699539622610525598449550160
f(z) = -135/164*z^3 + 299/164*z + 1
*
[ 4/3 ] 
f(z) = -135/172*z^3 + 283/172*z + 1
*
-1 | 0.099126944704198903157586100940359995549 | 0.017430521233698074509207162978466078399
f(z) = -134/161*z^3 + 295/161*z + 1
*
-1 | 0.098632004350724309657219404835715701143 | 0.017322909112381432708306936500764670489
f(z) = -134/163*z^3 + 297/163*z + 1
*
-1 | 0.077713018318757470557348472906500467489 | 0.013632801959748706712020806725092789011
f(z) = -134/165*z^3 + 299/165*z + 1
*
-1 | 0.090383302555424573049549303394624846176 | 0.015912069716322417639327192746997350000
f(z) = -133/160*z^3 + 293/160*z + 1
*
-1 | 0.072036702866258551873539338025922215641 | 0.012666962374991179218544503699255417219
f(z) = -133/162*z^3 + 295/162*z + 1
*
-1 | 0.098153513205522697153696071332326646952 | 0.017249088391232753772233218222177461670
f(z) = -133/163*z^3 + 296/163*z + 1
*
-1 | 0.089287287097423881679903442868656324354 | 0.015681680296994014103025967425265904557
f(z) = -133/164*z^3 + 297/164*z + 1
*
-1 | 0.077154818057459858999791081371362544200 | 0.013542838684359838861442813393126114479
f(z) = -133/165*z^3 + 298/165*z + 1
*
-1 | 0.084261552700033514658486228388418744873 | 0.014781578243026764659698708217083345504
f(z) = -133/166*z^3 + 299/166*z + 1
*
-1 | 0.098235530866698406821247392333904983920 | 0.017294462268761529627424992107596974524
f(z) = -132/161*z^3 + 293/161*z + 1
*
-1 | 0.097627441083427274101848279811092554940 | 0.017166847922875655035838900152376563463
f(z) = -132/163*z^3 + 295/163*z + 1
*
-1 | 0.095521725779463251932991446442846384253 | 0.016756893485509212862067254190991229851
f(z) = -132/167*z^3 + 299/167*z + 1
*
-1 | 0.089475412584256216014909533264982655272 | 0.015771252292638230219503836581202101687
f(z) = -131/160*z^3 + 291/160*z + 1
*
-1 | 0.097735331771187151888663857306989750108 | 0.017216764223971573303227264696827658565
f(z) = -131/161*z^3 + 292/161*z + 1
*
-1 | 0.071006546770917056493449642430126237634 | 0.012500772715638385273764738568092781637
f(z) = -131/162*z^3 + 293/162*z + 1
*
-1 | 0.097030236191686723794136671792461308867 | 0.017072028574188697869857244212241829517
f(z) = -131/163*z^3 + 294/163*z + 1
*
-1 | 0.088025585000701161872906570896249960514 | 0.015478453744760921806733329681175798083
f(z) = -131/164*z^3 + 295/164*z + 1
*
-1 | 0.075660018540733342527137251706154218861 | 0.013296175601567643762997165055004445923
f(z) = -131/165*z^3 + 296/165*z + 1
*
-1 | 0.082180596355490072132489190698421476256 | 0.014433519939484074687444500375125577267
f(z) = -131/166*z^3 + 297/166*z + 1
*
-1 | 0.094778766502342292777509102071721223099 | 0.016636336884209980134020043183164726292
f(z) = -131/167*z^3 + 298/167*z + 1
*
-1 | 0.065988386158401684063001456346540420542 | 0.011576009008567567916550665364086990334
f(z) = -131/168*z^3 + 299/168*z + 1
*
-1 | 0.097179134019633395183730718092723414395 | 0.017129137446116883920692718194118151771
f(z) = -130/161*z^3 + 291/161*z + 1
*
-1 | 0.096310402694432770629425980707807697456 | 0.016955541551949233241053289472537277544
f(z) = -130/163*z^3 + 293/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016645964524216815727503196609620437544
f(z) = -130/167*z^3 + 297/167*z + 1
*
-1 | 0.088389884911165654122840411678636755531 | 0.015598875583548684366147375754102414303
f(z) = -129/160*z^3 + 289/160*z + 1
*
-1 | 0.096534862957167755891555152035258328953 | 0.017025906587544647358538685175888367593
f(z) = -129/161*z^3 + 290/161*z + 1
*
-1 | 0.095303760374209858956356117025276790841 | 0.016788425866932784540695445902573984146
f(z) = -129/163*z^3 + 292/163*z + 1
*
-1 | 0.085885301277078412213052146700637541229 | 0.015120192147108104064273565539333294733
f(z) = -129/164*z^3 + 293/164*z + 1
*
-1 | 0.081831308465125288534060153094044412125 | 0.014389249704396914255682412517483915805
f(z) = -129/166*z^3 + 295/166*z + 1
*
-1 | 0.094778545605134592029670888881869038633 | 0.016655985683490188720638444363245237161
f(z) = -129/167*z^3 + 296/167*z + 1
*
-1 | 0.095000360238206156174826231364492019760 | 0.016675232811824429187559406980728100233
f(z) = -129/169*z^3 + 298/169*z + 1
*
-1 | 0.082271902547721532781252859919220172616 | 0.014432543974606050143128174397000629920
f(z) = -129/170*z^3 + 299/170*z + 1
*
-1 | 0.095723505537471103337337708547494173816 | 0.016893098738626401116623754148189816562
f(z) = -128/161*z^3 + 289/161*z + 1
*
-1 | 0.094333905219643706411801258765052611896 | 0.016627627367103139691559616121485044597
f(z) = -128/163*z^3 + 291/163*z + 1
*
[ 11/8 ] 
f(z) = -128/165*z^3 + 287/165*z + 1
*
-1 | 0.094778292157009487955365797962623006090 | 0.016665852446740601084086228717755115053
f(z) = -128/167*z^3 + 295/167*z + 1
*
-1 | 0.094998867438734142533904591857906451844 | 0.016684815007597262542099081620653390590
f(z) = -128/169*z^3 + 297/169*z + 1
*
-1 | 0.081653417045576581981261448712739442002 | 0.014324046189445610631487940660277389848
f(z) = -128/171*z^3 + 299/171*z + 1
*
-1 | 0.086844707306426851761077681177502152514 | 0.015344991643333660019603173513280720660
f(z) = -127/160*z^3 + 287/160*z + 1
*
-1 | 0.094272307154285427585281207798041156853 | 0.016647177299747341974642489108511772504
f(z) = -127/161*z^3 + 288/161*z + 1
*
-1 | 0.067816469585259045905509757556705970201 | 0.011968119119502750092898377436050020285
f(z) = -127/162*z^3 + 289/162*z + 1
*
-1 | 0.094329805412800095979060425249074790381 | 0.016636999382204519276774619175197661022
f(z) = -127/163*z^3 + 290/163*z + 1
*
-1 | 0.085920395302841617391493993840068798465 | 0.015144632388571491270349838581290389761
f(z) = -127/164*z^3 + 291/164*z + 1
*
-1 | 0.074211563755018186574225693923050692424 | 0.013072887488156557801069778522725736324
f(z) = -127/165*z^3 + 292/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014406434345905766267985623448011586053
f(z) = -127/166*z^3 + 293/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016675698604170768188404745264408725772
f(z) = -127/167*z^3 + 294/167*z + 1
*
-1 | 0.065988228605866679312565149506273698413 | 0.011603396264466530109938593266919929082
f(z) = -127/168*z^3 + 295/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016694573534935291769713900663280533458
f(z) = -127/169*z^3 + 296/169*z + 1
*
-1 | 0.082271906662100246283166882084886700874 | 0.014449556926188787361367619063089211776
f(z) = -127/170*z^3 + 297/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014332374447704071446353518208450789286
f(z) = -127/171*z^3 + 298/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015221025886188449626802815078580598815
f(z) = -127/172*z^3 + 299/172*z + 1
*
-1 | 0.094329748942067664038343860949556713235 | 0.016647131275864129048604189754036810986
f(z) = -126/163*z^3 + 289/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016685701248311852557760245777076358741
f(z) = -126/167*z^3 + 293/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016704507826734947361795044728224513077
f(z) = -126/169*z^3 + 295/169*z + 1
*
-1 | 0.095432342966788738085558797839728699277 | 0.016741213510517135540432877583148436620
f(z) = -126/173*z^3 + 299/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016637237814424191772403387547382042896
f(z) = -125/161*z^3 + 286/161*z + 1
*
[ 7/5 ] 
f(z) = -125/161*z^3 + 291/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.011982646254410466642336222858034740315
f(z) = -125/162*z^3 + 287/162*z + 1
*
-1 | 0.094332673736412401797423248072798374713 | 0.016657837197929348189591617098456023402
f(z) = -125/163*z^3 + 288/163*z + 1
*
-1 | 0.085885648041866953037192368480423408779 | 0.015156932714235237335094218582922105722
f(z) = -125/164*z^3 + 289/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014423827078342134864448052286674931888
f(z) = -125/166*z^3 + 291/166*z + 1
*
-1 | 0.094778329174731532044849255181247040897 | 0.016695867475679604175182707574959512561
f(z) = -125/167*z^3 + 292/167*z + 1
*
-1 | 0.094998685614304174015948598332651886631 | 0.016714586493573047962241953281665993171
f(z) = -125/169*z^3 + 294/169*z + 1
*
-1 | 0.081653907970919884139944769721620577267 | 0.014349516691581180807063484120579280563
f(z) = -125/171*z^3 + 296/171*z + 1
*
-1 | 0.086767623598179755247258989903802183580 | 0.015239147448974582830567818428156125339
f(z) = -125/172*z^3 + 297/172*z + 1
*
-1 | 0.095431726838242748052811688109660970497 | 0.016750949771895097086968746361620660299
f(z) = -125/173*z^3 + 298/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.010939212536449010837485017847655627183
f(z) = -125/174*z^3 + 299/174*z + 1
*
-1 | 0.094103346144923565817359902153920431120 | 0.016648124948812558061873886144536596240
f(z) = -124/161*z^3 + 285/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016667374121200690338635945897403579220
f(z) = -124/163*z^3 + 287/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013096597115199405950895807809182085343
f(z) = -124/165*z^3 + 289/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016705845715038107114555692599128329924
f(z) = -124/167*z^3 + 291/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016724513652916325333677932339374860813
f(z) = -124/169*z^3 + 293/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014357874264593923905941280783901714219
f(z) = -124/171*z^3 + 295/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016760768420008711173664407719311480290
f(z) = -124/173*z^3 + 297/173*z + 1
*
-1 | 0.095645149928902646748397545365600151881 | 0.016778545160128979473694998436677292441
f(z) = -124/175*z^3 + 299/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015132075322197276196223961228468400922
f(z) = -123/160*z^3 + 283/160*z + 1
*
-1 | 0.094100746483045176937705012619897125064 | 0.016658023654516762359397305222370793739
f(z) = -123/161*z^3 + 284/161*z + 1
*
-1 | 0.094328949329117622236990910626308077036 | 0.016677702600040427670437545602567082437
f(z) = -123/163*z^3 + 286/163*z + 1
*
-1 | 0.081831004416773925099475485353510841936 | 0.014441377065452337830621372828566206571
f(z) = -123/166*z^3 + 289/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016715988303874385376819284247351892946
f(z) = -123/167*z^3 + 290/167*z + 1
*
-1 | 0.094998326358706686460482664579879148409 | 0.016734621522735026821491467108464042713
f(z) = -123/169*z^3 + 292/169*z + 1
*
-1 | 0.082271556946834638233181065782543822325 | 0.014483988887279857583569537245802748715
f(z) = -123/170*z^3 + 293/170*z + 1
*
-1 | 0.086767548937761549921341368180323690105 | 0.015257240184983990851742530921558925598
f(z) = -123/172*z^3 + 295/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016770702552281721523658139132911305995
f(z) = -123/173*z^3 + 296/173*z + 1
*
-1 | 0.095644236238644282819061439060557813219 | 0.016788251143358440928454340173219899696
f(z) = -123/175*z^3 + 298/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015295709867091829154786616822321861916
f(z) = -123/176*z^3 + 299/176*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016668313871188632741832737108906339805
f(z) = -122/161*z^3 + 283/161*z + 1
*
-1 | 0.094329486659389795234805928041285934274 | 0.016688132192922927407202162110233348864
f(z) = -122/163*z^3 + 285/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013112667305565787373096900251177932695
f(z) = -122/165*z^3 + 287/165*z + 1
*
-1 | 0.094778017328875929348923133036802284486 | 0.016726240811993606429485139707995803153
f(z) = -122/167*z^3 + 289/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016744704977439053972367650947184927369
f(z) = -122/169*z^3 + 291/169*z + 1
*
-1 | 0.081653249659580739712558359098932243770 | 0.014375135278452485295035233970004847843
f(z) = -122/171*z^3 + 293/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016780682145500497397975478466856605962
f(z) = -122/173*z^3 + 295/173*z + 1
*
-1 | 0.095644599986585714694597964389738317403 | 0.016798226129179697809217035844561533226
f(z) = -122/175*z^3 + 297/175*z + 1
*
-1 | 0.075511582725035912273762241268303844663 | 0.013246615241929461599970199837410018589
f(z) = -122/177*z^3 + 299/177*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015151109267253118545428131028667080770
f(z) = -121/160*z^3 + 281/160*z + 1
*
-1 | 0.094100133056375746766406407501888712744 | 0.016678781105965496802437846742195905273
f(z) = -121/161*z^3 + 282/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012012436677579082553480295111128312056
f(z) = -121/162*z^3 + 283/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016698378049791271012743664338512782667
f(z) = -121/163*z^3 + 284/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015194119890742700754031153985374690046
f(z) = -121/164*z^3 + 285/164*z + 1
*
-1 | 0.081831396103763910539360478176066497912 | 0.014459166578153196367708912341901526888
f(z) = -121/166*z^3 + 287/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016736416142290935553446722392388463819
f(z) = -121/167*z^3 + 288/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016754871158826570695064859579304406595
f(z) = -121/169*z^3 + 290/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.014501548357036765042727531207237364356
f(z) = -121/170*z^3 + 291/170*z + 1
*
-1 | 0.081652968877283740493282700624347253022 | 0.014383743195742848374984337002952917115
f(z) = -121/171*z^3 + 292/171*z + 1
*
-1 | 0.086767174441823533504215203896054267289 | 0.015275446789078874412863506020362031743
f(z) = -121/172*z^3 + 293/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016790707569978975113715837424204779822
f(z) = -121/173*z^3 + 294/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.010965234071428093132027205699913874805
f(z) = -121/174*z^3 + 295/174*z + 1
*
-1 | 0.095644670460654493504435877751535721058 | 0.016808194847510879867007683316686812498
f(z) = -121/175*z^3 + 296/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013254300014595694853708005675916960098
f(z) = -121/177*z^3 + 298/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014581829407766237448176575166598975487
f(z) = -121/178*z^3 + 299/178*z + 1
*
[ 4/3 ] 
f(z) = -127/160*z^3 + 299/180*z + 1
*
[ 4/3 ] 
f(z) = -121/160*z^3 + 287/180*z + 1
*
52/33 | 0.14969127053308101978580438232020037338 | 0.019291071389115012857141912231990469810
f(z) = -121/160*z^3 + 293/180*z + 1
*
[ 27/22 ] 
f(z) = -121/162*z^3 + 283/216*z + 1
*
-22/15 | 0.18492885099091111588950179337330560213 | 0.026169916561193087756803607447287632162
f(z) = -135/176*z^3 + 293/220*z + 1
*
-14/11 | 0.19143476771702716276518256364137038957 | 0.027224375964979721748910825721126455460
f(z) = -121/160*z^3 + 283/280*z + 1
*
[ 16/25 ] 
f(z) = -125/192*z^3 - 71/240*z + 1
*
[ 2/3 ] 
f(z) = -129/196*z^3 - 61/294*z + 1
*
[ 2/3 ] 
f(z) = -123/196*z^3 - 65/294*z + 1
*
[ 7/11 ] 
f(z) = -121/182*z^3 - 55/182*z + 1
*
[ 7/11 ] 
f(z) = -121/189*z^3 - 59/189*z + 1
*
[ 2/3 ] 
f(z) = -125/184*z^3 - 41/207*z + 1
*
[ 2/3 ] 
f(z) = -121/184*z^3 - 43/207*z + 1
*
[ 36/55 ] 
f(z) = -121/192*z^3 - 58/225*z + 1
*
[ 2/3 ] 
f(z) = -129/188*z^3 - 55/282*z + 1
*
[ 2/3 ] 
f(z) = -123/188*z^3 - 59/282*z + 1
*
[ 12/19 ] 
f(z) = -133/192*z^3 - 35/114*z + 1
*
[ 2/3 ] 
f(z) = -135/182*z^3 - 31/182*z + 1
*
[ 2/3 ] 
f(z) = -135/194*z^3 - 37/194*z + 1
*
[ 2/3 ] 
f(z) = -139/184*z^3 - 34/207*z + 1
*
[ 2/3 ] 
f(z) = -137/184*z^3 - 35/207*z + 1
*
[ 2/3 ] 
f(z) = -133/184*z^3 - 37/207*z + 1
*
[ 2/3 ] 
f(z) = -131/184*z^3 - 38/207*z + 1
*
[ 2/3 ] 
f(z) = -127/184*z^3 - 40/207*z + 1
*
[ 21/31 ] 
f(z) = -124/189*z^3 - 38/217*z + 1
*
[ 15/22 ] 
f(z) = -121/180*z^3 - 37/240*z + 1
*
-4/11 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -121/192*z^3 - 1/6*z + 1
*
[ 2/3 ] 
f(z) = -135/184*z^3 - 4/23*z + 1
*
[ 8/11 ] 
f(z) = -121/192*z^3 - 1/24*z + 1
*
[ 7/11 ] 
f(z) = -121/196*z^3 - 9/28*z + 1
*
[ 21/32 ] 
f(z) = -128/189*z^3 - 13/56*z + 1
*
[ 2/3 ] 
f(z) = -129/184*z^3 - 13/69*z + 1
*
[ 2/3 ] 
f(z) = -123/184*z^3 - 14/69*z + 1
*
[ 2/3 ] 
f(z) = -135/188*z^3 - 17/94*z + 1
*
[ 2/3 ] 
f(z) = -135/196*z^3 - 19/98*z + 1
*
[ 7/10 ] 
f(z) = -125/196*z^3 - 13/112*z + 1
*
[ 8/11 ] 
f(z) = -121/184*z^3 - 5/184*z + 1
*
[ 3/4 ] 
f(z) = -136/189*z^3 + 1/14*z + 1
*
[ 3/2 ] 
f(z) = -128/189*z^3 + 13/7*z + 1
*
[ -3/4 ] 
f(z) = -128/189*z^3 + 19/7*z + 1
*
[ 4/5 ] 
f(z) = -125/192*z^3 + 1/6*z + 1
*
-4/5 | 0.15403376814447860673123012430027109258 | 0.029297936991824453229658587351470639416
f(z) = -125/192*z^3 + 2/3*z + 1
*
[ -4/5 ] 
f(z) = -125/192*z^3 + 8/3*z + 1
*
[ 12/5 ] 
f(z) = -125/192*z^3 + 13/3*z + 1
*
-4/5 | 0.18195747298350690286035414525781828108 | 0.026766558976629548148137561388309883483
f(z) = -125/192*z^3 + 14/3*z + 1
*
-4/5 | 0.14075778371737026865197406614283835641 | 0.020307055653557136745349527093727681261
f(z) = -125/192*z^3 + 16/15*z + 1
*
-12/5 | 0.15403328758355546712327043864674726316 | 0.024029498480127184925507118401683244171
f(z) = -125/192*z^3 + 19/6*z + 1
*
4/11 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -121/192*z^3 + 1/3*z + 1
*
[ 12/11 ] 
f(z) = -121/192*z^3 + 5/6*z + 1
*
4/11 | 0.083228147939244300654792244488695839791 | 0.013633246003701293884984191660152734585
f(z) = -121/192*z^3 + 7/3*z + 1
*
[ -12/11 ] 
f(z) = -121/192*z^3 + 8/3*z + 1
*
-12/11 | 0.15403435228172855805746211516900538179 | 0.023838909064882519321460005579524294620
f(z) = -121/192*z^3 + 10/3*z + 1
*
-4/11 | 0.15403360008865638126912305102125651379 | 0.026269319381764283249014092128339738040
f(z) = -121/192*z^3 + 11/6*z + 1
*
-28/11 | 0.067953038819636017768278717970878036233 | 0.010106295690398947673419793692596905512
f(z) = -121/192*z^3 + 13/3*z + 1
*
-20/11 | 0.085742910244332258437610236144696356475 | 0.013612256089716863896796616068756167208
f(z) = -121/192*z^3 + 17/6*z + 1
*
[ 14/11 ] 
f(z) = -121/196*z^3 + 17/14*z + 1
*
[ 3/4 ] 
f(z) = -128/189*z^3 + 1/21*z + 1
*
[ 3/4 ] 
f(z) = -124/189*z^3 + 1/28*z + 1
*
[ 21/22 ] 
f(z) = -121/189*z^3 + 15/28*z + 1
*
-8/11 | 0.15403378064131980381384492804361416157 | 0.029297939368781599701223613567081631772
f(z) = -121/192*z^3 + 17/24*z + 1
*
[ 3/4 ] 
f(z) = -130/189*z^3 + 3/56*z + 1
*
-15/16 | 0.16914078756843277472539117924166181981 | 0.028499377072850228217960169312736373450
f(z) = -128/189*z^3 + 11/42*z + 1
*
[ 4/5 ] 
f(z) = -139/192*z^3 + 16/75*z + 1
*
[ 4/5 ] 
f(z) = -131/192*z^3 + 14/75*z + 1
*
[ 4/5 ] 
f(z) = -127/192*z^3 + 13/75*z + 1
*
[ 9/11 ] 
f(z) = -121/189*z^3 + 13/63*z + 1
*
[ 7/9 ] 
f(z) = -135/196*z^3 + 11/84*z + 1
*
[ 4/5 ] 
f(z) = -125/184*z^3 + 17/92*z + 1
*
[ 3/4 ] 
f(z) = -139/189*z^3 + 9/112*z + 1
*
[ 3/4 ] 
f(z) = -127/189*z^3 + 5/112*z + 1
*
-3/5 | 0.19704078038780761199984052455523935129 | 0.028760102445503222922446462970310657271
f(z) = -125/189*z^3 + 11/105*z + 1
*
[ 3/4 ] 
f(z) = -121/189*z^3 + 3/112*z + 1
*
[ 3/4 ] 
f(z) = -134/189*z^3 + 11/168*z + 1
*
[ 3/4 ] 
f(z) = -122/189*z^3 + 5/168*z + 1
*
[ 3/4 ] 
f(z) = -128/183*z^3 + 11/183*z + 1
*
[ 3/4 ] 
f(z) = -128/195*z^3 + 7/195*z + 1
*
13/11 | 0.13691227953266366407140306372673854673 | 0.025964781148200145882354404357583066861
f(z) = -121/195*z^3 + 4/195*z + 1
*
[ 4 ] 
f(z) = -139/192*z^3 + 37/3*z + 1
*
[ -4 ] 
f(z) = -137/192*z^3 + 38/3*z + 1
*
[ -3/2 ] 
f(z) = -136/189*z^3 + 23/7*z + 1
*
[ 3/2 ] 
f(z) = -134/189*z^3 + 27/14*z + 1
*
[ -4 ] 
f(z) = -133/192*z^3 + 37/3*z + 1
*
[ 4 ] 
f(z) = -131/192*z^3 + 35/3*z + 1
*
[ 21/8 ] 
f(z) = -128/189*z^3 + 37/7*z + 1
*
[ 4 ] 
f(z) = -127/192*z^3 + 34/3*z + 1
*
[ -6/5 ] 
f(z) = -125/189*z^3 + 39/14*z + 1
*
[ -12/5 ] 
f(z) = -125/192*z^3 + 31/6*z + 1
*
[ -4 ] 
f(z) = -125/192*z^3 + 35/3*z + 1
*
[ -3/2 ] 
f(z) = -124/189*z^3 + 22/7*z + 1
*
[ 3/2 ] 
f(z) = -122/189*z^3 + 25/14*z + 1
*
[ -21/11 ] 
f(z) = -121/189*z^3 + 27/7*z + 1
*
[ -3/11 ] 
f(z) = -121/189*z^3 + 33/7*z + 1
*
[ -4 ] 
f(z) = -121/192*z^3 + 34/3*z + 1
*
[ 20/11 ] 
f(z) = -121/192*z^3 + 38/15*z + 1
*
[ -14/11 ] 
f(z) = -121/196*z^3 + 39/14*z + 1
*
-12/7 | 0.19006880394265191435004500725318910935 | 0.024731656358348399956284303563294849266
f(z) = -133/192*z^3 + 34/21*z + 1
*
36/25 | 0.14075859508958157183013859795999565883 | 0.020498028633550636219844557948981327018
f(z) = -125/192*z^3 + 23/30*z + 1
*
-8/5 | 0.15403384646462502273793487447901713869 | 0.027937940899620317774970864462479987339
f(z) = -125/192*z^3 + 31/24*z + 1
*
[ 4/3 ] 
f(z) = -125/192*z^3 + 38/27*z + 1
*
[ 3/2 ] 
f(z) = -124/189*z^3 + 38/21*z + 1
*
21/11 | 0.12845116395219356284672831524554029889 | 0.022682687686549058131000543385456303099
f(z) = -121/189*z^3 + 32/21*z + 1
*
[ 4/3 ] 
f(z) = -121/192*z^3 + 37/27*z + 1
*
[ 14/15 ] 
f(z) = -135/196*z^3 + 37/70*z + 1
*
[ 15/16 ] 
f(z) = -128/189*z^3 + 37/70*z + 1
*
-3/22 | 0.18710728273790949286042829674344641402 | 0.028229649170621191262278890179558605503
f(z) = -121/189*z^3 + 29/84*z + 1
*
[ 21/25 ] 
f(z) = -125/189*z^3 + 29/105*z + 1
*
3/20 | 0.21079562420244871177132777501745589585 | 0.026302320131335068867125894516430858788
f(z) = -125/189*z^3 + 39/112*z + 1
*
[ 4/5 ] 
f(z) = -137/192*z^3 + 31/150*z + 1
*
[ 4/5 ] 
f(z) = -133/192*z^3 + 29/150*z + 1
*
-3/10 | 0.18925579439123239949228760552474258784 | 0.022974964520133454996012216803963666470
f(z) = -125/189*z^3 + 27/140*z + 1
*
[ 4/5 ] 
f(z) = -121/192*z^3 + 23/150*z + 1
*
[ 4/5 ] 
f(z) = -125/188*z^3 + 33/188*z + 1
*
[ 4/5 ] 
f(z) = -125/196*z^3 + 31/196*z + 1
*
[ 3 ] 
f(z) = -139/189*z^3 + 51/7*z + 1
*
[ -3 ] 
f(z) = -137/189*z^3 + 55/7*z + 1
*
[ 3 ] 
f(z) = -136/189*z^3 + 50/7*z + 1
*
[ -3 ] 
f(z) = -134/189*z^3 + 54/7*z + 1
*
[ -3 ] 
f(z) = -131/189*z^3 + 53/7*z + 1
*
[ -3/2 ] 
f(z) = -130/189*z^3 + 45/14*z + 1
*
[ 3 ] 
f(z) = -130/189*z^3 + 48/7*z + 1
*
[ -21/16 ] 
f(z) = -128/189*z^3 + 41/14*z + 1
*
[ -3 ] 
f(z) = -128/189*z^3 + 52/7*z + 1
*
21/8 | 0.12214842643445223274321131581610527257 | 0.016810660826452980383751682297162790221
f(z) = -128/189*z^3 + 53/14*z + 1
*
-3/4 | 0.11510086946021956804902898764738573647 | 0.015610338580739127162623331550143957216
f(z) = -128/189*z^3 + 59/14*z + 1
*
[ 3 ] 
f(z) = -127/189*z^3 + 47/7*z + 1
*
[ -3 ] 
f(z) = -125/189*z^3 + 51/7*z + 1
*
[ 3 ] 
f(z) = -124/189*z^3 + 46/7*z + 1
*
[ -3 ] 
f(z) = -122/189*z^3 + 50/7*z + 1
*
[ 3 ] 
f(z) = -121/189*z^3 + 45/7*z + 1
*
-6/11 | 0.19451187824402561209537596946993826054 | 0.029640157762402083284462017243391542106
f(z) = -121/192*z^3 + 59/16*z + 1
*
-2 | 0.10449185786106154644585036248917079145 | 0.017018537884914128699614335660308522467
f(z) = -139/184*z^3 + 58/23*z + 1
*
-2 | 0.10414209197674813633718565275523328494 | 0.017009753251961484834794816027139931696
f(z) = -137/184*z^3 + 57/23*z + 1
*
[ 3/2 ] 
f(z) = -137/189*z^3 + 55/28*z + 1
*
[ 4/3 ] 
f(z) = -137/192*z^3 + 41/27*z + 1
*
[ 3/2 ] 
f(z) = -136/189*z^3 + 41/21*z + 1
*
-2 | 0.10378023447131274899838716578798850930 | 0.016999795164275939928316403472575678152
f(z) = -135/184*z^3 + 56/23*z + 1
*
-2 | 0.10340493720830874861753628284874166428 | 0.016988461352300433240527315516937159949
f(z) = -133/184*z^3 + 55/23*z + 1
*
[ 4/3 ] 
f(z) = -133/192*z^3 + 40/27*z + 1
*
-2 | 0.10301456707166892295468985910042020410 | 0.016975501400434248517301019246430848859
f(z) = -131/184*z^3 + 54/23*z + 1
*
[ 3/2 ] 
f(z) = -131/189*z^3 + 53/28*z + 1
*
-2 | 0.10260711378873641229893658189179826240 | 0.016960600751756966340538438395826907325
f(z) = -129/184*z^3 + 53/23*z + 1
*
-2 | 0.10218005496884629364560279971742077666 | 0.016943357273534718755478723705862918561
f(z) = -127/184*z^3 + 52/23*z + 1
*
-2 | 0.10173014998804479283920383636807051417 | 0.016923245471638566897213251320455150866
f(z) = -125/184*z^3 + 51/23*z + 1
*
-21/25 | 0.19752037036583276081696520146214386574 | 0.027559554415377333217068606807045923888
f(z) = -125/189*z^3 + 48/35*z + 1
*
[ 3/2 ] 
f(z) = -125/189*z^3 + 51/28*z + 1
*
[ 8/5 ] 
f(z) = -125/192*z^3 + 49/24*z + 1
*
-44/25 | 0.086952159613194394625264483119479331177 | 0.011693361262310816562170787481053364260
f(z) = -125/192*z^3 + 53/30*z + 1
*
[ 7/5 ] 
f(z) = -125/196*z^3 + 43/28*z + 1
*
-2 | 0.10125310710176110434326053526525926345 | 0.016899558748225412208617598366310894124
f(z) = -123/184*z^3 + 50/23*z + 1
*
-2 | 0.10074300272156262881700818069558712065 | 0.016871308849705006412211222467946200228
f(z) = -121/184*z^3 + 49/23*z + 1
*
[ 15/11 ] 
f(z) = -121/189*z^3 + 51/35*z + 1
*
[ 21/11 ] 
f(z) = -121/189*z^3 + 59/21*z + 1
*
8/11 | 0.15404081561628249901292244733032290709 | 0.025978328665149084032520176799567821072
f(z) = -121/192*z^3 + 47/24*z + 1
*
-20/11 | 0.21364255197915319457789053283144742108 | 0.029037162088237820377358771868979169106
f(z) = -121/192*z^3 + 49/30*z + 1
*
24/11 | 0.10269597321575931142805396499246618072 | 0.016975288907471669988979438015252210319
f(z) = -121/192*z^3 + 53/24*z + 1
*
-24/11 | 0.15403350245955743039271643160471538601 | 0.025017708005853811908527415908209930587
f(z) = -121/192*z^3 + 59/24*z + 1
*
-4/7 | 0.15803681100421972983650802238899743182 | 0.021939180092204154681481000967207116053
f(z) = -133/192*z^3 + 41/42*z + 1
*
-12/19 | 0.20855951313423126798757654876075991700 | 0.025428088570821648309983846939124963807
f(z) = -133/192*z^3 + 49/57*z + 1
*
[ 21/16 ] 
f(z) = -128/189*z^3 + 59/42*z + 1
*
-33/32 | 0.13805814634143347560133173860980163881 | 0.018723876008285508547538455985690339633
f(z) = -128/189*z^3 + 59/56*z + 1
*
[ 6/5 ] 
f(z) = -125/189*z^3 + 47/42*z + 1
*
[ 6/5 ] 
f(z) = -125/192*z^3 + 53/48*z + 1
*
15/11 | 0.13200422403654558331038180180163158291 | 0.025419857670089548741443380496800560427
f(z) = -121/180*z^3 + 43/60*z + 1
*
[ 12/11 ] 
f(z) = -121/180*z^3 + 53/60*z + 1
*
[ 10/11 ] 
f(z) = -121/180*z^3 + 41/90*z + 1
*
[ 10/11 ] 
f(z) = -121/184*z^3 + 51/115*z + 1
*
[ 9/11 ] 
f(z) = -121/180*z^3 + 41/180*z + 1
*
[ 28/33 ] 
f(z) = -121/192*z^3 + 52/189*z + 1
*
[ -4 ] 
f(z) = -139/192*z^3 + 77/6*z + 1
*
[ 4 ] 
f(z) = -137/192*z^3 + 73/6*z + 1
*
[ 4 ] 
f(z) = -133/192*z^3 + 71/6*z + 1
*
[ -4 ] 
f(z) = -131/192*z^3 + 73/6*z + 1
*
[ -4 ] 
f(z) = -127/192*z^3 + 71/6*z + 1
*
-4/5 | 0.24180275709399320335513641952380712813 | 0.029239403120079279336575671270234371011
f(z) = -125/192*z^3 + 61/15*z + 1
*
[ 4 ] 
f(z) = -125/192*z^3 + 67/6*z + 1
*
-4/5 | 0.089113747706939282809416794178957615605 | 0.010496793171801270156007852957248543884
f(z) = -125/192*z^3 + 76/15*z + 1
*
-4/25 | 0.22352018656054352225003602844158718501 | 0.026209136141933334072070556115023454075
f(z) = -125/192*z^3 + 79/15*z + 1
*
[ 14/5 ] 
f(z) = -125/196*z^3 + 79/14*z + 1
*
[ 4 ] 
f(z) = -121/192*z^3 + 65/6*z + 1
*
[ 36/11 ] 
f(z) = -121/192*z^3 + 67/9*z + 1
*
[ -2/3 ] 
f(z) = -135/184*z^3 + 65/23*z + 1
*
[ 2 ] 
f(z) = -135/184*z^3 + 79/23*z + 1
*
[ 2 ] 
f(z) = -133/184*z^3 + 78/23*z + 1
*
[ -12/7 ] 
f(z) = -133/192*z^3 + 76/21*z + 1
*
[ 2 ] 
f(z) = -131/184*z^3 + 77/23*z + 1
*
[ 2 ] 
f(z) = -129/184*z^3 + 76/23*z + 1
*
[ -3/2 ] 
f(z) = -128/189*z^3 + 67/21*z + 1
*
[ -3/8 ] 
f(z) = -128/189*z^3 + 79/21*z + 1
*
[ 2 ] 
f(z) = -127/184*z^3 + 75/23*z + 1
*
[ -4/3 ] 
f(z) = -127/192*z^3 + 79/27*z + 1
*
[ 2 ] 
f(z) = -125/184*z^3 + 74/23*z + 1
*
[ -3/5 ] 
f(z) = -125/189*z^3 + 61/21*z + 1
*
3/5 | 0.18425632812741803441333458372461459149 | 0.024822449379871819382107941690396555958
f(z) = -125/189*z^3 + 62/35*z + 1
*
-3/10 | 0.22069211890335958550911717673554876828 | 0.029423538609251744562145599275049098179
f(z) = -125/189*z^3 + 67/28*z + 1
*
[ -8/5 ] 
f(z) = -125/192*z^3 + 79/24*z + 1
*
[ 2 ] 
f(z) = -123/184*z^3 + 73/23*z + 1
*
6/11 | 0.11785124036109887831468683434311667861 | 0.019465260715464356857504380612943828127
f(z) = -121/180*z^3 + 71/30*z + 1
*
[ 2 ] 
f(z) = -121/184*z^3 + 72/23*z + 1
*
-24/11 | 0.075449459344014349596898247137592706585 | 0.011679655616715236497746077164409301458
f(z) = -121/189*z^3 + 71/21*z + 1
*
[ -12/11 ] 
f(z) = -121/189*z^3 + 75/28*z + 1
*
[ -8/11 ] 
f(z) = -121/192*z^3 + 65/24*z + 1
*
-28/11 | 0.22611007934140113214518873331510273377 | 0.026760671458820483427626288005429545765
f(z) = -121/192*z^3 + 73/21*z + 1
*
[ -7/11 ] 
f(z) = -121/196*z^3 + 79/28*z + 1
*
[ 4/3 ] 
f(z) = -131/192*z^3 + 79/54*z + 1
*
[ 3/2 ] 
f(z) = -130/189*z^3 + 79/42*z + 1
*
3/4 | 0.097069389167771155172057193596495497103 | 0.015234667694006329281302352499597406483
f(z) = -128/189*z^3 + 65/42*z + 1
*
3/16 | 0.16914078756843277472539117924166181981 | 0.026183171711435302928719689527219755669
f(z) = -128/189*z^3 + 71/42*z + 1
*
[ 4/3 ] 
f(z) = -127/192*z^3 + 77/54*z + 1
*
-2/5 | 0.10268975424225472726136021446396529109 | 0.017921110998343726775113812585098978061
f(z) = -125/192*z^3 + 77/48*z + 1
*
[ 16/11 ] 
f(z) = -121/192*z^3 + 79/48*z + 1
*
[ 9/8 ] 
f(z) = -128/189*z^3 + 61/63*z + 1
*
[ 6/5 ] 
f(z) = -125/184*z^3 + 79/69*z + 1
*
42/25 | 0.13390192268256102995790576055679477342 | 0.017748678181812636846345486785952157219
f(z) = -125/189*z^3 + 69/70*z + 1
*
[ 6/5 ] 
f(z) = -125/198*z^3 + 71/66*z + 1
*
[ 12/11 ] 
f(z) = -121/189*z^3 + 71/84*z + 1
*
-6/25 | 0.13176245968108893827896347680515654137 | 0.019232068769933123085506708729762855268
f(z) = -125/189*z^3 + 74/105*z + 1
*
[ 24/25 ] 
f(z) = -125/192*z^3 + 67/120*z + 1
*
-24/25 | 0.16396854992873412848383915770694537497 | 0.023877987907608353214292805474837586020
f(z) = -125/192*z^3 + 77/120*z + 1
*
[ 14/15 ] 
f(z) = -125/196*z^3 + 61/126*z + 1
*
[ 7/8 ] 
f(z) = -128/189*z^3 + 71/189*z + 1
*
[ 6/7 ] 
f(z) = -133/180*z^3 + 79/210*z + 1
*
[ 28/33 ] 
f(z) = -121/196*z^3 + 67/252*z + 1
*
[ -3/16 ] 
f(z) = -128/189*z^3 + 89/14*z + 1
*
21/5 | 0.20455142197108723806671554389169184340 | 0.026598675448626046023538262578932846716
f(z) = -125/189*z^3 + 81/7*z + 1
*
[ 21/5 ] 
f(z) = -125/189*z^3 + 87/7*z + 1
*
[ -14/5 ] 
f(z) = -125/196*z^3 + 89/14*z + 1
*
[ 2 ] 
f(z) = -139/184*z^3 + 81/23*z + 1
*
[ -3/2 ] 
f(z) = -139/189*z^3 + 93/28*z + 1
*
[ -4/3 ] 
f(z) = -139/192*z^3 + 82/27*z + 1
*
[ 2 ] 
f(z) = -137/184*z^3 + 80/23*z + 1
*
[ -4/3 ] 
f(z) = -131/192*z^3 + 80/27*z + 1
*
[ -2 ] 
f(z) = -129/184*z^3 + 99/23*z + 1
*
[ -2 ] 
f(z) = -127/184*z^3 + 98/23*z + 1
*
[ -3/2 ] 
f(z) = -127/189*z^3 + 89/28*z + 1
*
[ -2/5 ] 
f(z) = -125/184*z^3 + 83/23*z + 1
*
[ -2 ] 
f(z) = -125/184*z^3 + 97/23*z + 1
*
[ -21/25 ] 
f(z) = -125/189*z^3 + 93/35*z + 1
*
-6/5 | 0.11170634059352901059594099489963126184 | 0.014156248045951445915769090794693604399
f(z) = -125/189*z^3 + 99/28*z + 1
*
4/25 | 0.15342797385219535277722883598251360137 | 0.019459253600494432094284978451591502125
f(z) = -125/192*z^3 + 83/30*z + 1
*
[ -12/25 ] 
f(z) = -125/192*z^3 + 97/30*z + 1
*
[ -7/5 ] 
f(z) = -125/196*z^3 + 83/28*z + 1
*
[ -2 ] 
f(z) = -123/184*z^3 + 96/23*z + 1
*
[ -6/11 ] 
f(z) = -121/180*z^3 + 91/30*z + 1
*
[ -2 ] 
f(z) = -121/184*z^3 + 95/23*z + 1
*
[ -3/2 ] 
f(z) = -121/189*z^3 + 87/28*z + 1
*
[ 24/11 ] 
f(z) = -121/192*z^3 + 85/24*z + 1
*
[ 4/3 ] 
f(z) = -139/192*z^3 + 83/54*z + 1
*
[ 14/9 ] 
f(z) = -135/196*z^3 + 85/42*z + 1
*
21/32 | 0.12588881904188256511155115264070522868 | 0.016318092294772070044559446443424000258
f(z) = -128/189*z^3 + 83/56*z + 1
*
[ 6/5 ] 
f(z) = -130/189*z^3 + 81/70*z + 1
*
3/11 | 0.15187374213875852248723870797530714447 | 0.027526060482740359143705379451037719660
f(z) = -121/180*z^3 + 83/60*z + 1
*
[ 15/11 ] 
f(z) = -121/180*z^3 + 91/60*z + 1
*
[ 21/20 ] 
f(z) = -125/189*z^3 + 87/112*z + 1
*
[ 28/25 ] 
f(z) = -125/192*z^3 + 97/105*z + 1
*
[ 10/11 ] 
f(z) = -121/190*z^3 + 81/190*z + 1
*
15/11 | 0.13691227953266366407140306372673854673 | 0.025964781148200145882354404357583066861
f(z) = -121/195*z^3 + 82/195*z + 1
*
[ -4/25 ] 
f(z) = -125/192*z^3 + 109/15*z + 1
*
[ -2 ] 
f(z) = -139/184*z^3 + 104/23*z + 1
*
[ -2 ] 
f(z) = -137/184*z^3 + 103/23*z + 1
*
[ -2 ] 
f(z) = -135/184*z^3 + 102/23*z + 1
*
[ -2 ] 
f(z) = -133/184*z^3 + 101/23*z + 1
*
[ -2 ] 
f(z) = -131/184*z^3 + 100/23*z + 1
*
[ -3/5 ] 
f(z) = -130/189*z^3 + 102/35*z + 1
*
-21/25 | 0.10823024684179663239096992635576065846 | 0.013566141851960490358927731092779418685
f(z) = -125/189*z^3 + 108/35*z + 1
*
12/5 | 0.13434222869719974303489207872675826139 | 0.016671884912815886397971442053142209065
f(z) = -125/189*z^3 + 117/35*z + 1
*
68/25 | 0.14664669718925711407914343504029129391 | 0.018018741869539892267837401909004078659
f(z) = -125/192*z^3 + 107/30*z + 1
*
-12/11 | 0.16977156447334761359629898964006632910 | 0.021068669262201627471664198204104986353
f(z) = -121/189*z^3 + 117/28*z + 1
*
[ -24/11 ] 
f(z) = -121/192*z^3 + 107/24*z + 1
*
[ -20/11 ] 
f(z) = -121/192*z^3 + 109/30*z + 1
*
-8/11 | 0.16922369874458576393616469004035186463 | 0.024860869838940095759134381045515846315
f(z) = -121/192*z^3 + 113/24*z + 1
*
[ -28/11 ] 
f(z) = -121/192*z^3 + 115/21*z + 1
*
-2 | 0.083889205811972316182933360129648180054 | 0.013682287867829872670109796523183967260
f(z) = -139/192*z^3 + 115/48*z + 1
*
-2 | 0.083515976327422808263294478661315131240 | 0.013660503420168729592251672984577185100
f(z) = -137/192*z^3 + 113/48*z + 1
*
[ -3/4 ] 
f(z) = -136/189*z^3 + 115/42*z + 1
*
[ 12/7 ] 
f(z) = -133/192*z^3 + 103/42*z + 1
*
-2 | 0.082724311933048214728784096947352605526 | 0.013611250649637394447185298276767380449
f(z) = -133/192*z^3 + 109/48*z + 1
*
-2 | 0.082298978541061878058414378959866136407 | 0.013582654764483548859037220102966274087
f(z) = -131/192*z^3 + 107/48*z + 1
*
-2 | 0.081372415712503493922808291533790911830 | 0.013514715188954458963400926355703432062
f(z) = -127/192*z^3 + 103/48*z + 1
*
-2 | 0.080858782209710298156731385822517545333 | 0.013473286525590163406615103788365817621
f(z) = -125/192*z^3 + 101/48*z + 1
*
-6/5 | 0.16647415222837276922412490254542417583 | 0.028488557688236936179236107550457960441
f(z) = -125/198*z^3 + 115/66*z + 1
*
-21/32 | 0.10705304868601627647174446106002082423 | 0.014622359177932824034011123208385537555
f(z) = -128/189*z^3 + 113/168*z + 1
*
[ 9/10 ] 
f(z) = -125/189*z^3 + 107/252*z + 1
*
[ 10/11 ] 
f(z) = -121/192*z^3 + 101/240*z + 1
*
[ -21/4 ] 
f(z) = -128/189*z^3 + 139/7*z + 1
*
[ 7/3 ] 
f(z) = -135/196*z^3 + 121/28*z + 1
*
[ -21/8 ] 
f(z) = -128/189*z^3 + 127/21*z + 1
*
[ -15/8 ] 
f(z) = -128/189*z^3 + 137/35*z + 1
*
3/5 | 0.24017224431937355270242427919399085015 | 0.029365796745347983775667106683373676090
f(z) = -125/189*z^3 + 132/35*z + 1
*
-39/25 | 0.13873532018119730347694116444414256800 | 0.016871432865542331225587940720382390304
f(z) = -125/189*z^3 + 138/35*z + 1
*
[ 3 ] 
f(z) = -125/189*z^3 + 139/21*z + 1
*
-12/25 | 0.14648490361201689066558862072006305071 | 0.017468381845656253249529371762630601501
f(z) = -125/192*z^3 + 137/30*z + 1
*
[ 3 ] 
f(z) = -122/189*z^3 + 136/21*z + 1
*
[ 28/11 ] 
f(z) = -121/196*z^3 + 129/28*z + 1
*
[ -14/9 ] 
f(z) = -135/196*z^3 + 139/42*z + 1
*
[ -3/2 ] 
f(z) = -134/189*z^3 + 137/42*z + 1
*
[ -4/7 ] 
f(z) = -133/192*z^3 + 125/42*z + 1
*
3/32 | 0.15181209102692238465306952115009091238 | 0.018579299451160906005800446973107367718
f(z) = -128/189*z^3 + 131/56*z + 1
*
[ -6/5 ] 
f(z) = -125/192*z^3 + 133/48*z + 1
*
[ -36/25 ] 
f(z) = -125/192*z^3 + 137/45*z + 1
*
[ -3/2 ] 
f(z) = -122/189*z^3 + 131/42*z + 1
*
[ -6/11 ] 
f(z) = -121/189*z^3 + 127/42*z + 1
*
2/11 | 0.074004359892704510225069726194026340059 | 0.011970777012832872900815107261599424070
f(z) = -121/192*z^3 + 121/48*z + 1
*
15/11 | 0.087608495009572472282979493253372984066 | 0.014741957363772633173775371334630434149
f(z) = -121/180*z^3 + 127/60*z + 1
*
[ 7/6 ] 
f(z) = -135/196*z^3 + 121/112*z + 1
*
[ 28/25 ] 
f(z) = -125/196*z^3 + 127/140*z + 1
*
-8/7 | 0.16604553145107116406863619174555886486 | 0.023050976508969992023308288676159942825
f(z) = -133/192*z^3 + 131/168*z + 1
*
-21/32 | 0.19844185876834554418718470282619588981 | 0.027105142454727658201166074456108467314
f(z) = -128/189*z^3 + 137/168*z + 1
*
[ 21/20 ] 
f(z) = -128/189*z^3 + 139/175*z + 1
*
-3/4 | 0.14253916571396144695719985246771052152 | 0.027031894110908306489722409824807370476
f(z) = -128/195*z^3 + 137/195*z + 1
*
14/9 | 0.17889150544267405261694180646040012050 | 0.022400176877292876515463805380663049614
f(z) = -135/196*z^3 + 131/210*z + 1
*
[ 42/11 ] 
f(z) = -121/189*z^3 + 141/14*z + 1
*
[ -36/11 ] 
f(z) = -121/192*z^3 + 145/18*z + 1
*
[ 3 ] 
f(z) = -137/189*z^3 + 151/21*z + 1
*
[ -7/3 ] 
f(z) = -135/196*z^3 + 145/28*z + 1
*
[ 3 ] 
f(z) = -134/189*z^3 + 148/21*z + 1
*
[ 3 ] 
f(z) = -131/189*z^3 + 145/21*z + 1
*
[ -3 ] 
f(z) = -130/189*z^3 + 158/21*z + 1
*
[ 3 ] 
f(z) = -128/189*z^3 + 142/21*z + 1
*
[ -3 ] 
f(z) = -127/189*z^3 + 155/21*z + 1
*
69/25 | 0.13125835478441086460320494883516168730 | 0.015764355385327030936251904808734840384
f(z) = -125/189*z^3 + 153/35*z + 1
*
[ -3 ] 
f(z) = -124/189*z^3 + 152/21*z + 1
*
[ -2/11 ] 
f(z) = -121/184*z^3 + 150/23*z + 1
*
[ -3 ] 
f(z) = -121/189*z^3 + 149/21*z + 1
*
3/22 | 0.22861953024052736691197394745093289822 | 0.027331333794538184526595556697496331655
f(z) = -121/189*z^3 + 159/28*z + 1
*
[ -28/11 ] 
f(z) = -121/196*z^3 + 151/28*z + 1
*
[ -3/4 ] 
f(z) = -134/189*z^3 + 153/56*z + 1
*
[ 2 ] 
f(z) = -133/192*z^3 + 157/48*z + 1
*
[ 2 ] 
f(z) = -131/192*z^3 + 155/48*z + 1
*
39/16 | 0.20730903388638039421177055494292309972 | 0.028631275181128252601151284760163057793
f(z) = -128/189*z^3 + 155/42*z + 1
*
[ 2 ] 
f(z) = -127/192*z^3 + 151/48*z + 1
*
[ 2 ] 
f(z) = -125/192*z^3 + 149/48*z + 1
*
[ -4/3 ] 
f(z) = -125/192*z^3 + 157/54*z + 1
*
[ -3/4 ] 
f(z) = -122/189*z^3 + 151/56*z + 1
*
[ -4/3 ] 
f(z) = -121/192*z^3 + 155/54*z + 1
*
[ 42/25 ] 
f(z) = -125/189*z^3 + 159/70*z + 1
*
-108/55 | 0.20114013366004501314534222160431858561 | 0.021919852056878899725755843351392738318
f(z) = -121/192*z^3 + 151/75*z + 1
*
[ 4/3 ] 
f(z) = -135/184*z^3 + 143/92*z + 1
*
[ 3/2 ] 
f(z) = -127/189*z^3 + 155/84*z + 1
*
6/5 | 0.10278039021348786740285953338237781161 | 0.014169822828372615371059009679238817450
f(z) = -125/189*z^3 + 157/84*z + 1
*
[ 36/25 ] 
f(z) = -125/192*z^3 + 149/90*z + 1
*
-3/4 | 0.19281089352553905256335215106995981086 | 0.026928635455225171117933118842113103416
f(z) = -124/189*z^3 + 143/84*z + 1
*
[ 3/2 ] 
f(z) = -121/189*z^3 + 149/84*z + 1
*
3/2 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -128/195*z^3 + 158/195*z + 1
*
-28/25 | 0.23603928859743330542744806242730013825 | 0.026783556337756281788159342279773110283
f(z) = -125/192*z^3 + 149/210*z + 1
*
-10/11 | 0.18797043418063670163651156537003347412 | 0.027373272229972852323088383177829253496
f(z) = -121/192*z^3 + 149/240*z + 1
*
[ 24/25 ] 
f(z) = -125/189*z^3 + 159/280*z + 1
*
[ -3 ] 
f(z) = -139/189*z^3 + 167/21*z + 1
*
[ -3 ] 
f(z) = -136/189*z^3 + 164/21*z + 1
*
[ 30/11 ] 
f(z) = -121/180*z^3 + 169/30*z + 1
*
[ 2 ] 
f(z) = -139/192*z^3 + 163/48*z + 1
*
[ 2 ] 
f(z) = -137/192*z^3 + 161/48*z + 1
*
[ -4/3 ] 
f(z) = -137/192*z^3 + 163/54*z + 1
*
[ -4/3 ] 
f(z) = -133/192*z^3 + 161/54*z + 1
*
[ -12/19 ] 
f(z) = -133/192*z^3 + 163/57*z + 1
*
[ -2/5 ] 
f(z) = -125/192*z^3 + 173/48*z + 1
*
[ -9/8 ] 
f(z) = -128/189*z^3 + 173/63*z + 1
*
[ 9/5 ] 
f(z) = -125/189*z^3 + 163/63*z + 1
*
[ -12/11 ] 
f(z) = -121/180*z^3 + 163/60*z + 1
*
[ -15/11 ] 
f(z) = -121/180*z^3 + 179/60*z + 1
*
[ -9/11 ] 
f(z) = -121/189*z^3 + 167/63*z + 1
*
20/11 | 0.20799800656378229239244230438552595956 | 0.022435649190018099422857770748640328432
f(z) = -121/192*z^3 + 166/75*z + 1
*
[ 3/2 ] 
f(z) = -139/189*z^3 + 167/84*z + 1
*
[ 8/7 ] 
f(z) = -133/192*z^3 + 173/168*z + 1
*
-3/5 | 0.15403391779955538266307614201038781505 | 0.029297965456914041736678535683626410922
f(z) = -125/192*z^3 + 173/192*z + 1
*
-24/25 | 0.20389027225520227566904124862219561553 | 0.027025622591235921547317396310195290482
f(z) = -125/189*z^3 + 163/210*z + 1
*
[ -30/11 ] 
f(z) = -121/180*z^3 + 191/30*z + 1
*
3/11 | 0.21165382252259948262373330855452157191 | 0.028294345438847899434963678568741830838
f(z) = -121/189*z^3 + 197/21*z + 1
*
-3/4 | 0.21650727065366667604853786881260652220 | 0.025390952843417978833457691850339151441
f(z) = -128/189*z^3 + 187/56*z + 1
*
[ -2 ] 
f(z) = -127/192*z^3 + 199/48*z + 1
*
[ -2 ] 
f(z) = -125/192*z^3 + 197/48*z + 1
*
[ -2 ] 
f(z) = -121/192*z^3 + 193/48*z + 1
*
[ 28/11 ] 
f(z) = -121/192*z^3 + 197/42*z + 1
*
[ -14/15 ] 
f(z) = -135/196*z^3 + 187/70*z + 1
*
[ -2/3 ] 
f(z) = -129/184*z^3 + 194/69*z + 1
*
[ -6/5 ] 
f(z) = -125/184*z^3 + 194/69*z + 1
*
[ -6/5 ] 
f(z) = -125/198*z^3 + 181/66*z + 1
*
[ -3/5 ] 
f(z) = -125/198*z^3 + 191/66*z + 1
*
[ -2/3 ] 
f(z) = -123/184*z^3 + 193/69*z + 1
*
[ -4/5 ] 
f(z) = -121/192*z^3 + 199/75*z + 1
*
[ 21/13 ] 
f(z) = -130/189*z^3 + 198/91*z + 1
*
-2 | 0.10097597809026492773444338283900458661 | 0.016867416292844261858863638366780377548
f(z) = -123/188*z^3 + 199/94*z + 1
*
-2 | 0.10023492396810928694374710455298269430 | 0.016771927467004157233385570306025166672
f(z) = -123/196*z^3 + 197/98*z + 1
*
-2 | 0.10042141905911111893882068180441235455 | 0.016831872136262780098937224271108113753
f(z) = -121/188*z^3 + 195/94*z + 1
*
-2 | 0.099491979286086066944044175931604275746 | 0.016704952320587968285967959201314184162
f(z) = -121/196*z^3 + 193/98*z + 1
*
8/5 | 0.16396854233612540523836092378125644455 | 0.022270330338326936270662505764050591223
f(z) = -125/192*z^3 + 197/120*z + 1
*
[ 13/11 ] 
f(z) = -121/182*z^3 + 197/182*z + 1
*
-16/25 | 0.12848442162125872107640924806715417394 | 0.018710597045115639504456804062271873827
f(z) = -125/192*z^3 + 199/240*z + 1
*
-116/25 | 0.25981389857734308248885477178375398290 | 0.027277453229884629359693524449779617849
f(z) = -125/192*z^3 + 214/15*z + 1
*
[ -2 ] 
f(z) = -139/192*z^3 + 211/48*z + 1
*
[ -2 ] 
f(z) = -137/192*z^3 + 209/48*z + 1
*
[ -3/8 ] 
f(z) = -136/189*z^3 + 211/56*z + 1
*
[ -2 ] 
f(z) = -133/192*z^3 + 205/48*z + 1
*
[ -2 ] 
f(z) = -131/192*z^3 + 203/48*z + 1
*
[ 24/11 ] 
f(z) = -121/189*z^3 + 201/56*z + 1
*
[ -4/5 ] 
f(z) = -137/192*z^3 + 203/75*z + 1
*
[ -4/5 ] 
f(z) = -133/192*z^3 + 202/75*z + 1
*
[ -14/25 ] 
f(z) = -125/196*z^3 + 209/70*z + 1
*
[ -6/11 ] 
f(z) = -121/184*z^3 + 209/69*z + 1
*
-2 | 0.10324598483632098694957251425938118400 | 0.016975052420454691289788658210445405433
f(z) = -133/188*z^3 + 219/94*z + 1
*
-2 | 0.089607537905133687604530914271211029143 | 0.014754961436884503136180951481273526768
f(z) = -131/180*z^3 + 217/90*z + 1
*
-2 | 0.10283977985899536545364846813159863834 | 0.016959667323251559457584488609318027663
f(z) = -131/188*z^3 + 215/94*z + 1
*
-2 | 0.10241806047990715173610450378083743428 | 0.016916192337943760096758343071533742914
f(z) = -131/196*z^3 + 213/98*z + 1
*
-2 | 0.10241367188588049656230823497562552657 | 0.016941866312025278291367696079618080594
f(z) = -129/188*z^3 + 211/94*z + 1
*
-2 | 0.10193992937440014663318933979301482014 | 0.016890107361618829707251476422459266106
f(z) = -129/196*z^3 + 209/98*z + 1
*
-2 | 0.088806706945829649978913812363285324827 | 0.014714104904251212438007257878983491480
f(z) = -127/180*z^3 + 209/90*z + 1
*
-2 | 0.10196429332246180635481305685464085294 | 0.016921102089785324440978390647521369446
f(z) = -127/188*z^3 + 207/94*z + 1
*
-2 | 0.10142552367451728073568942870273011420 | 0.016858855409223168576290455788127349985
f(z) = -127/196*z^3 + 205/98*z + 1
*
-2 | 0.10148715155365645976489632713669515968 | 0.016896634090091671797070936737623419776
f(z) = -125/188*z^3 + 203/94*z + 1
*
-2 | 0.10086379865782202932552273841565027513 | 0.016820579430503028544922111550096612307
f(z) = -125/196*z^3 + 201/98*z + 1
*
-46/25 | 0.22263710173355528010257175254717001122 | 0.029940326641056344407897220230020450262
f(z) = -125/184*z^3 + 212/115*z + 1
*
-36/25 | 0.22356207411982028670608837733869032494 | 0.023506272436902692118443721636363680650
f(z) = -125/192*z^3 + 211/135*z + 1
*
[ 14/11 ] 
f(z) = -121/184*z^3 + 206/161*z + 1
*
[ 6/5 ] 
f(z) = -125/186*z^3 + 211/186*z + 1
*
[ 14/3 ] 
f(z) = -135/196*z^3 + 221/14*z + 1
*
[ -14/3 ] 
f(z) = -135/196*z^3 + 227/14*z + 1
*
[ -9/5 ] 
f(z) = -125/189*z^3 + 233/63*z + 1
*
-2 | 0.091040725307508170978856715590648966574 | 0.014817378694070627175290642635516472750
f(z) = -139/180*z^3 + 233/90*z + 1
*
-2 | 0.10436871121459230893402996122927008630 | 0.017010448600469686472066279769301277184
f(z) = -139/188*z^3 + 231/94*z + 1
*
-2 | 0.10408231777092207759579322569868130407 | 0.016987847241914006723857152890399941051
f(z) = -139/196*z^3 + 229/98*z + 1
*
-2 | 0.090699960239439100797483683482737028544 | 0.014803639104064270468718749103434077401
f(z) = -137/180*z^3 + 229/90*z + 1
*
-2 | 0.10400857773409352824805077243933844947 | 0.017000151250848206328024509887169175042
f(z) = -137/188*z^3 + 227/94*z + 1
*
-2 | 0.10369591750379822084366842930422095150 | 0.016973598810490013055847514358430852844
f(z) = -137/196*z^3 + 225/98*z + 1
*
-2 | 0.10363489424209664595499791462588247523 | 0.016988438646765987780415527343497663990
f(z) = -135/188*z^3 + 223/94*z + 1
*
-2 | 0.10329174837147406397085332011891809537 | 0.016957230935728073160888933551479186508
f(z) = -135/196*z^3 + 221/98*z + 1
*
[ -7/9 ] 
f(z) = -135/196*z^3 + 227/84*z + 1
*
-2 | 0.089984578479521369225980452369144949203 | 0.014772615450788449099866057686345599435
f(z) = -133/180*z^3 + 221/90*z + 1
*
[ -3/4 ] 
f(z) = -124/189*z^3 + 227/84*z + 1
*
-7/3 | 0.21937097917013425962544098234948389117 | 0.029555367057437207036595020815341003145
f(z) = -123/196*z^3 + 239/84*z + 1
*
-18/11 | 0.17364778927200043665811087503377542574 | 0.028382646376980111429347037826250041608
f(z) = -121/180*z^3 + 227/90*z + 1
*
[ -10/11 ] 
f(z) = -121/180*z^3 + 239/90*z + 1
*
[ -21/22 ] 
f(z) = -121/189*z^3 + 221/84*z + 1
*
51/22 | 0.081416488475706885964661855271105916826 | 0.010645095251922299828070385282485010702
f(z) = -121/189*z^3 + 233/84*z + 1
*
[ 21/11 ] 
f(z) = -121/196*z^3 + 229/84*z + 1
*
24/25 | 0.21743901747758431785136786125072488516 | 0.028974902996917627251225330431020673501
f(z) = -125/192*z^3 + 227/120*z + 1
*
8/25 | 0.19210168855151599257666916613599954561 | 0.025509886311736013653765284687938458702
f(z) = -125/192*z^3 + 233/120*z + 1
*
[ 7/5 ] 
f(z) = -135/196*z^3 + 229/140*z + 1
*
-6/13 | 0.23075005614250603114960762540130059859 | 0.026304395101507765981327110177787621615
f(z) = -130/189*z^3 + 239/182*z + 1
*
[ 5/4 ] 
f(z) = -128/185*z^3 + 237/185*z + 1
*
[ 5/4 ] 
f(z) = -128/195*z^3 + 239/195*z + 1
*
13/11 | 0.15560638814142485097076028873094631826 | 0.028730336697246439219708967957732262108
f(z) = -121/182*z^3 + 225/182*z + 1
*
[ 14/11 ] 
f(z) = -121/182*z^3 + 235/182*z + 1
*
0 | 0.14336948919614010373616513492951673678 | 0.022747605360229680997105854154933326606
f(z) = -129/182*z^3 + 239/273*z + 1
*
[ 12/11 ] 
f(z) = -121/184*z^3 + 239/276*z + 1
*
[ 20/19 ] 
f(z) = -133/192*z^3 + 233/285*z + 1
*
[ -4/33 ] 
f(z) = -121/192*z^3 + 250/27*z + 1
*
[ -4/15 ] 
f(z) = -125/192*z^3 + 259/54*z + 1
*
-12/5 | 0.27459729123869572588300969743044221240 | 0.028354787628285023861951547729228482605
f(z) = -131/192*z^3 + 251/75*z + 1
*
[ 21/10 ] 
f(z) = -130/189*z^3 + 249/70*z + 1
*
[ 9/4 ] 
f(z) = -128/189*z^3 + 251/63*z + 1
*
-21/11 | 0.17286947134066351195985024112477576159 | 0.026160631807282507924112595815678028661
f(z) = -121/180*z^3 + 247/60*z + 1
*
7/3 | 0.21621375223005412423363775624303774408 | 0.028938996763777640573342515744876760437
f(z) = -135/196*z^3 + 251/84*z + 1
*
-7/3 | 0.21961585015621372151887383797916550118 | 0.029363157085830663226383443104682675175
f(z) = -129/196*z^3 + 253/84*z + 1
*
[ -4/5 ] 
f(z) = -125/184*z^3 + 247/92*z + 1
*
42/25 | 0.12364374137189290112183978344163025449 | 0.017994774930275620088104837189521175472
f(z) = -125/192*z^3 + 241/240*z + 1
*
[ 12 ] 
f(z) = -121/192*z^3 + 275/3*z + 1
*
[ -21/5 ] 
f(z) = -125/189*z^3 + 271/21*z + 1
*
[ -3/2 ] 
f(z) = -137/189*z^3 + 277/84*z + 1
*
[ -2/3 ] 
f(z) = -135/188*z^3 + 265/94*z + 1
*
[ -2/3 ] 
f(z) = -135/196*z^3 + 275/98*z + 1
*
[ -3/2 ] 
f(z) = -131/189*z^3 + 271/84*z + 1
*
[ -3/2 ] 
f(z) = -125/189*z^3 + 265/84*z + 1
*
-12/5 | 0.21327525108618096162410526381255621759 | 0.027345282826624498425571903492189678356
f(z) = -125/189*z^3 + 271/84*z + 1
*
-8/25 | 0.16443965944526543446288466706659274312 | 0.021490897925537135560333423784002587463
f(z) = -125/192*z^3 + 263/120*z + 1
*
[ 18/11 ] 
f(z) = -121/189*z^3 + 265/126*z + 1
*
[ 15/11 ] 
f(z) = -121/195*z^3 + 277/195*z + 1
*
[ 21/4 ] 
f(z) = -136/189*z^3 + 289/14*z + 1
*
[ -12 ] 
f(z) = -131/192*z^3 + 298/3*z + 1
*
[ -12 ] 
f(z) = -127/192*z^3 + 289/3*z + 1
*
[ 12 ] 
f(z) = -125/192*z^3 + 284/3*z + 1
*
[ -60/11 ] 
f(z) = -121/192*z^3 + 299/15*z + 1
*
-39/10 | 0.092304944169322683829517421132588889551 | 0.010291369849435292587947090647559863821
f(z) = -125/189*z^3 + 291/28*z + 1
*
[ 46/11 ] 
f(z) = -121/184*z^3 + 282/23*z + 1
*
[ -46/11 ] 
f(z) = -121/184*z^3 + 293/23*z + 1
*
-16/5 | 0.17509333997324594221003188156983121221 | 0.024850822058111959178350186874643465681
f(z) = -125/192*z^3 + 287/48*z + 1
*
[ -3/11 ] 
f(z) = -121/180*z^3 + 283/60*z + 1
*
[ -4/3 ] 
f(z) = -135/184*z^3 + 281/92*z + 1
*
[ 2 ] 
f(z) = -127/180*z^3 + 299/90*z + 1
*
[ 2 ] 
f(z) = -125/188*z^3 + 297/94*z + 1
*
[ 21/10 ] 
f(z) = -125/189*z^3 + 289/84*z + 1
*
[ 2 ] 
f(z) = -125/196*z^3 + 299/98*z + 1
*
[ 2 ] 
f(z) = -123/188*z^3 + 293/94*z + 1
*
[ 2 ] 
f(z) = -123/196*z^3 + 295/98*z + 1
*
[ 2 ] 
f(z) = -121/180*z^3 + 287/90*z + 1
*
[ 2 ] 
f(z) = -121/188*z^3 + 289/94*z + 1
*
[ 2 ] 
f(z) = -121/196*z^3 + 291/98*z + 1
*
[ 15/8 ] 
f(z) = -128/189*z^3 + 299/105*z + 1
*
6/25 | 0.26329352783883845041512819032527791371 | 0.029288782109358795115651260143673316555
f(z) = -125/189*z^3 + 297/140*z + 1
*
124/55 | 0.23018903387278953917319241837754137258 | 0.025168525748467553422273402949372651786
f(z) = -121/192*z^3 + 293/150*z + 1
*
[ 18/11 ] 
f(z) = -121/192*z^3 + 299/144*z + 1
*
12/55 | 0.13123138536112638597251120465088995694 | 0.014598184327964165473400966299853320389
f(z) = -121/189*z^3 + 297/175*z + 1
*
[ 4/3 ] 
f(z) = -135/188*z^3 + 287/188*z + 1
*
[ 4/3 ] 
f(z) = -135/196*z^3 + 289/196*z + 1
*
[ 11/8 ] 
f(z) = -128/187*z^3 + 293/187*z + 1
*
[ 7/5 ] 
f(z) = -125/182*z^3 + 297/182*z + 1
*
[ 7/5 ] 
f(z) = -125/189*z^3 + 299/189*z + 1
*
-6/5 | 0.19352737736240621292575445879896541658 | 0.027549757507231452466134060911412768782
f(z) = -125/192*z^3 + 281/240*z + 1
*
-16/25 | 0.13829539092118802257480075911710793013 | 0.019608799207540081434392182584151462424
f(z) = -125/192*z^3 + 289/240*z + 1
*
26/25 | 0.20263563584726877400495756351710493692 | 0.029168898248197482756145949285011838604
f(z) = -125/208*z^3 - 81/260*z + 1
*
[ 5/8 ] 
f(z) = -128/205*z^3 - 73/205*z + 1
*
[ 5/8 ] 
f(z) = -128/215*z^3 - 79/215*z + 1
*
[ 7/11 ] 
f(z) = -121/203*z^3 - 67/203*z + 1
*
[ 7/11 ] 
f(z) = -121/210*z^3 - 71/210*z + 1
*
[ 7/11 ] 
f(z) = -121/217*z^3 - 75/217*z + 1
*
[ 12/19 ] 
f(z) = -133/216*z^3 - 77/228*z + 1
*
[ 2/3 ] 
f(z) = -121/216*z^3 - 61/243*z + 1
*
[ 2/3 ] 
f(z) = -135/202*z^3 - 41/202*z + 1
*
[ 2/3 ] 
f(z) = -135/206*z^3 - 43/206*z + 1
*
[ 2/3 ] 
f(z) = -135/214*z^3 - 47/214*z + 1
*
[ 2/3 ] 
f(z) = -135/218*z^3 - 49/218*z + 1
*
[ 2/3 ] 
f(z) = -139/200*z^3 - 43/225*z + 1
*
[ 2/3 ] 
f(z) = -137/200*z^3 - 44/225*z + 1
*
[ 2/3 ] 
f(z) = -133/200*z^3 - 46/225*z + 1
*
[ 2/3 ] 
f(z) = -131/200*z^3 - 47/225*z + 1
*
[ 2/3 ] 
f(z) = -127/200*z^3 - 49/225*z + 1
*
[ 2/3 ] 
f(z) = -121/200*z^3 - 52/225*z + 1
*
[ 2/3 ] 
f(z) = -139/216*z^3 - 52/243*z + 1
*
[ 2/3 ] 
f(z) = -137/216*z^3 - 53/243*z + 1
*
[ 2/3 ] 
f(z) = -133/216*z^3 - 55/243*z + 1
*
[ 2/3 ] 
f(z) = -131/216*z^3 - 56/243*z + 1
*
[ 2/3 ] 
f(z) = -127/216*z^3 - 58/243*z + 1
*
[ 2/3 ] 
f(z) = -125/216*z^3 - 59/243*z + 1
*
[ 2/3 ] 
f(z) = -135/212*z^3 - 23/106*z + 1
*
[ 2/3 ] 
f(z) = -129/208*z^3 - 35/156*z + 1
*
[ 2/3 ] 
f(z) = -123/208*z^3 - 37/156*z + 1
*
[ 15/22 ] 
f(z) = -121/216*z^3 - 33/160*z + 1
*
6/25 | 0.17766241301139759641015296916206287775 | 0.025435880981976575443155713895094757856
f(z) = -125/216*z^3 - 2/15*z + 1
*
[ 2/3 ] 
f(z) = -135/208*z^3 - 11/52*z + 1
*
[ 18/25 ] 
f(z) = -125/216*z^3 - 4/45*z + 1
*
[ 2/3 ] 
f(z) = -129/200*z^3 - 16/75*z + 1
*
[ 2/3 ] 
f(z) = -123/200*z^3 - 17/75*z + 1
*
[ 8/11 ] 
f(z) = -121/208*z^3 - 7/104*z + 1
*
[ 3/4 ] 
f(z) = -125/216*z^3 - 1/128*z + 1
*
[ 3/4 ] 
f(z) = -128/219*z^3 - 1/219*z + 1
*
[ 8/11 ] 
f(z) = -121/200*z^3 - 11/200*z + 1
*
13/11 | 0.15675947419148342585929317312108100414 | 0.029369246991911951298169337938980995271
f(z) = -121/208*z^3 - 7/208*z + 1
*
[ 8/11 ] 
f(z) = -121/216*z^3 - 17/216*z + 1
*
[ 5/7 ] 
f(z) = -133/200*z^3 - 17/280*z + 1
*
[ 6/7 ] 
f(z) = -133/216*z^3 + 2/7*z + 1
*
[ 6/5 ] 
f(z) = -125/216*z^3 + z + 1
*
[ -6/5 ] 
f(z) = -125/216*z^3 + 8/3*z + 1
*
6/5 | 0.17779858205483748768991979141404908624 | 0.022873357699605687896075012038122235902
f(z) = -125/216*z^3 + 11/5*z + 1
*
66/25 | 0.21433335254742608237434884356884319296 | 0.026305455050962117387484648544803247932
f(z) = -125/216*z^3 + 16/5*z + 1
*
[ -12/5 ] 
f(z) = -125/216*z^3 + 19/4*z + 1
*
[ 10/11 ] 
f(z) = -121/200*z^3 + 2/5*z + 1
*
[ -10/11 ] 
f(z) = -121/200*z^3 + 13/5*z + 1
*
30/11 | 0.19217947015235494879607430902211096093 | 0.028971844497644052243812821304450296501
f(z) = -121/200*z^3 + 19/5*z + 1
*
-6/11 | 0.11552556370974510795838655077909732880 | 0.021492014914910624744081538824008873040
f(z) = -121/216*z^3 + 1
*
[ 12/11 ] 
f(z) = -121/216*z^3 + 3/4*z + 1
*
6/11 | 0.17655984956383855765847480991121357639 | 0.028374075617165828709327125217505111361
f(z) = -121/216*z^3 + 7/3*z + 1
*
-6/11 | 0.12099559890051033088210341227790805516 | 0.015978283420932137591962956940402236906
f(z) = -121/216*z^3 + 9*z + 1
*
6/11 | 0.19593881471309997360460511828522996192 | 0.029781324408987949827179264086992560968
f(z) = -121/216*z^3 + 10/3*z + 1
*
-30/11 | 0.13841131671569194019035945893741402875 | 0.020230794494599841441499864779121580006
f(z) = -121/216*z^3 + 13/3*z + 1
*
[ 18/11 ] 
f(z) = -121/216*z^3 + 17/9*z + 1
*
30/11 | 0.21733564502909567075655624097554300341 | 0.026293835412260830576865934731771162747
f(z) = -121/216*z^3 + 18/5*z + 1
*
[ 6/7 ] 
f(z) = -139/216*z^3 + 15/49*z + 1
*
[ 6/7 ] 
f(z) = -127/216*z^3 + 13/49*z + 1
*
[ 4/5 ] 
f(z) = -125/208*z^3 + 7/52*z + 1
*
[ 6/7 ] 
f(z) = -121/216*z^3 + 12/49*z + 1
*
[ 3/4 ] 
f(z) = -128/207*z^3 + 1/69*z + 1
*
[ 9/11 ] 
f(z) = -121/216*z^3 + 11/72*z + 1
*
[ 4/5 ] 
f(z) = -125/216*z^3 + 13/108*z + 1
*
[ 3/4 ] 
f(z) = -137/216*z^3 + 3/128*z + 1
*
[ 3/4 ] 
f(z) = -136/207*z^3 + 5/138*z + 1
*
[ 3/4 ] 
f(z) = -131/216*z^3 + 1/128*z + 1
*
[ 42/55 ] 
f(z) = -121/216*z^3 + 3/175*z + 1
*
[ 3/4 ] 
f(z) = -128/201*z^3 + 5/201*z + 1
*
[ 3/4 ] 
f(z) = -128/213*z^3 + 1/213*z + 1
*
[ 3/4 ] 
f(z) = -140/207*z^3 + 13/276*z + 1
*
[ 3/4 ] 
f(z) = -124/207*z^3 + 1/276*z + 1
*
[ 6 ] 
f(z) = -139/216*z^3 + 24*z + 1
*
[ -6 ] 
f(z) = -137/216*z^3 + 24*z + 1
*
[ 6 ] 
f(z) = -133/216*z^3 + 23*z + 1
*
[ -6 ] 
f(z) = -131/216*z^3 + 23*z + 1
*
[ 6 ] 
f(z) = -127/216*z^3 + 22*z + 1
*
[ -6 ] 
f(z) = -125/216*z^3 + 22*z + 1
*
[ -3/5 ] 
f(z) = -125/216*z^3 + 23/8*z + 1
*
[ -6/25 ] 
f(z) = -125/216*z^3 + 26/5*z + 1
*
-6/5 | 0.19704197389156603479966434786335439040 | 0.025896349602215469444528269968359071710
f(z) = -125/216*z^3 + 28/15*z + 1
*
-78/25 | 0.20582088465232965714281873820258023753 | 0.023542366247857945125205354218311322592
f(z) = -125/216*z^3 + 29/5*z + 1
*
42/25 | 0.20636381063396553324404481855545583451 | 0.026163120393473314808717057707330722942
f(z) = -125/216*z^3 + 37/15*z + 1
*
[ 6 ] 
f(z) = -121/216*z^3 + 21*z + 1
*
[ 30/11 ] 
f(z) = -121/216*z^3 + 24/5*z + 1
*
[ -18/11 ] 
f(z) = -121/216*z^3 + 28/9*z + 1
*
[ -12/11 ] 
f(z) = -121/216*z^3 + 31/12*z + 1
*
[ -24/11 ] 
f(z) = -121/216*z^3 + 33/8*z + 1
*
[ 6/5 ] 
f(z) = -137/216*z^3 + 27/25*z + 1
*
-10/7 | 0.21866925486195826066750628708106850435 | 0.029955523951628434591941322311874210882
f(z) = -133/200*z^3 + 37/35*z + 1
*
[ 6/5 ] 
f(z) = -131/216*z^3 + 26/25*z + 1
*
-12/11 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -121/208*z^3 + 23/52*z + 1
*
24/19 | 0.24000574381800018791246535928699360396 | 0.028847824109666466397094079205119915798
f(z) = -133/216*z^3 + 29/152*z + 1
*
[ 6/7 ] 
f(z) = -125/216*z^3 + 38/147*z + 1
*
[ 4/5 ] 
f(z) = -125/204*z^3 + 29/204*z + 1
*
[ 4/5 ] 
f(z) = -125/212*z^3 + 27/212*z + 1
*
[ 9/11 ] 
f(z) = -121/207*z^3 + 35/207*z + 1
*
14/11 | 0.13791155879419941360952967060191469391 | 0.025791805757026659376876977560524120833
f(z) = -121/210*z^3 + 31/210*z + 1
*
[ -3 ] 
f(z) = -139/216*z^3 + 57/8*z + 1
*
[ 3 ] 
f(z) = -137/216*z^3 + 51/8*z + 1
*
[ -3 ] 
f(z) = -133/216*z^3 + 55/8*z + 1
*
[ 3 ] 
f(z) = -131/216*z^3 + 49/8*z + 1
*
[ -3 ] 
f(z) = -127/216*z^3 + 53/8*z + 1
*
[ 3 ] 
f(z) = -125/216*z^3 + 47/8*z + 1
*
[ 12/5 ] 
f(z) = -125/216*z^3 + 47/12*z + 1
*
-6/5 | 0.15332763209871600577282275975498433743 | 0.018390982979343887643348800306390335513
f(z) = -125/216*z^3 + 58/15*z + 1
*
-2 | 0.10391466803631631220542653737471850182 | 0.016972607607612436987773308196947342166
f(z) = -139/200*z^3 + 57/25*z + 1
*
-2 | 0.089423970838561563863494240408319755178 | 0.014648157183070798553723612704160726573
f(z) = -139/216*z^3 + 56/27*z + 1
*
[ 3/2 ] 
f(z) = -139/216*z^3 + 57/32*z + 1
*
-2 | 0.10351129019710079371951786555880415835 | 0.016955740556040574018359055888841116111
f(z) = -137/200*z^3 + 56/25*z + 1
*
-2 | 0.088893584937894553302718811200373690034 | 0.014604382275699630576017927398684407700
f(z) = -137/216*z^3 + 55/27*z + 1
*
-2 | 0.10263791984014455170568914003587992153 | 0.016913434687075511667243606338462397021
f(z) = -133/200*z^3 + 54/25*z + 1
*
[ 10/7 ] 
f(z) = -133/200*z^3 + 58/35*z + 1
*
-2 | 0.087593311296790784371665544407778159027 | 0.014478871167627714569054557396583110707
f(z) = -133/216*z^3 + 53/27*z + 1
*
[ -6/7 ] 
f(z) = -133/216*z^3 + 55/21*z + 1
*
[ 3/2 ] 
f(z) = -133/216*z^3 + 55/32*z + 1
*
-2 | 0.10215888051733575531774525844199946429 | 0.016886509343479629119585696177426273921
f(z) = -131/200*z^3 + 53/25*z + 1
*
-2 | 0.086519637492198019772688885440422300967 | 0.014346568218758242451881691231653124409
f(z) = -131/216*z^3 + 52/27*z + 1
*
-2 | 0.10164226179311085430379830457763822844 | 0.016854181143041027414476122012035582928
f(z) = -129/200*z^3 + 52/25*z + 1
*
-2 | 0.10107593331928021356839452537811891419 | 0.016814413731211154370831425941630096885
f(z) = -127/200*z^3 + 51/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014350260672322299292478176878068188389
f(z) = -127/216*z^3 + 50/27*z + 1
*
[ 3/2 ] 
f(z) = -127/216*z^3 + 53/32*z + 1
*
12/25 | 0.20519691578087288697559761770275471019 | 0.026640106578048349866846158778840990684
f(z) = -125/216*z^3 + 41/20*z + 1
*
-2 | 0.085980026779786182905203584072281924093 | 0.014398971119779819731099823047705413735
f(z) = -125/216*z^3 + 49/27*z + 1
*
-2 | 0.099666488604862320763368217966213909534 | 0.016691026332276816729157318170725473727
f(z) = -123/200*z^3 + 49/25*z + 1
*
-2 | 0.098260721382749283562852213683093084850 | 0.016512623723301801024716727870126088769
f(z) = -121/200*z^3 + 48/25*z + 1
*
[ 20/11 ] 
f(z) = -121/200*z^3 + 49/20*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014500005983690046908592545296864415783
f(z) = -121/216*z^3 + 47/27*z + 1
*
[ 3/2 ] 
f(z) = -121/216*z^3 + 51/32*z + 1
*
-2/3 | 0.14249730604575549886990001758544742174 | 0.026697197081866902913083109788870034186
f(z) = -135/208*z^3 + 41/52*z + 1
*
21/25 | 0.15359454547016214288678191214661319262 | 0.021764735804630569332132709639960628076
f(z) = -125/216*z^3 + 43/40*z + 1
*
[ 24/25 ] 
f(z) = -125/216*z^3 + 59/120*z + 1
*
[ 10/11 ] 
f(z) = -121/216*z^3 + 49/135*z + 1
*
[ 6/7 ] 
f(z) = -137/216*z^3 + 44/147*z + 1
*
[ 6/7 ] 
f(z) = -131/216*z^3 + 41/147*z + 1
*
[ 4/5 ] 
f(z) = -135/208*z^3 + 43/260*z + 1
*
[ -6 ] 
f(z) = -139/216*z^3 + 73/3*z + 1
*
[ 6 ] 
f(z) = -137/216*z^3 + 71/3*z + 1
*
[ -6 ] 
f(z) = -133/216*z^3 + 70/3*z + 1
*
[ 6 ] 
f(z) = -131/216*z^3 + 68/3*z + 1
*
[ -6 ] 
f(z) = -127/216*z^3 + 67/3*z + 1
*
[ 6 ] 
f(z) = -125/216*z^3 + 65/3*z + 1
*
-3/5 | 0.19280471132595141042461439548494132000 | 0.025508273366377736970681010786295651081
f(z) = -125/216*z^3 + 71/8*z + 1
*
-66/25 | 0.21924110870913407691647608327462709408 | 0.025590976479738407374856148607870421402
f(z) = -125/216*z^3 + 73/15*z + 1
*
[ 18/5 ] 
f(z) = -125/216*z^3 + 74/9*z + 1
*
[ -18/5 ] 
f(z) = -125/216*z^3 + 79/9*z + 1
*
[ 30/11 ] 
f(z) = -121/200*z^3 + 77/15*z + 1
*
-42/11 | 0.26302165130223003250557224892947609270 | 0.027775303424232689538955131090924167932
f(z) = -121/216*z^3 + 60/7*z + 1
*
[ -6 ] 
f(z) = -121/216*z^3 + 64/3*z + 1
*
[ -42/11 ] 
f(z) = -121/216*z^3 + 66/7*z + 1
*
[ -6/5 ] 
f(z) = -139/216*z^3 + 69/25*z + 1
*
[ 2 ] 
f(z) = -133/200*z^3 + 79/25*z + 1
*
[ -6/5 ] 
f(z) = -133/216*z^3 + 68/25*z + 1
*
[ 2 ] 
f(z) = -131/200*z^3 + 78/25*z + 1
*
[ 2 ] 
f(z) = -131/216*z^3 + 79/27*z + 1
*
[ 2 ] 
f(z) = -129/200*z^3 + 77/25*z + 1
*
[ 2 ] 
f(z) = -127/200*z^3 + 76/25*z + 1
*
[ -6/5 ] 
f(z) = -127/216*z^3 + 67/25*z + 1
*
[ 2 ] 
f(z) = -127/216*z^3 + 77/27*z + 1
*
12/25 | 0.23154546222366884682946132692907494315 | 0.028586360992421897642912590186756685352
f(z) = -125/216*z^3 + 61/20*z + 1
*
-12/5 | 0.15495405623160450325316291497163441921 | 0.018778522449069502840234832532451572233
f(z) = -125/216*z^3 + 71/20*z + 1
*
[ 2 ] 
f(z) = -125/216*z^3 + 76/27*z + 1
*
[ 2 ] 
f(z) = -123/200*z^3 + 74/25*z + 1
*
[ -20/11 ] 
f(z) = -121/200*z^3 + 71/20*z + 1
*
[ 2 ] 
f(z) = -121/200*z^3 + 73/25*z + 1
*
-21/11 | 0.067908304437686599974835139299046901124 | 0.010657947481089785481490189648762743921
f(z) = -121/216*z^3 + 65/24*z + 1
*
[ -6/5 ] 
f(z) = -121/216*z^3 + 66/25*z + 1
*
[ 2 ] 
f(z) = -121/216*z^3 + 74/27*z + 1
*
[ 24/11 ] 
f(z) = -121/216*z^3 + 77/24*z + 1
*
[ 4/3 ] 
f(z) = -135/208*z^3 + 73/52*z + 1
*
[ 6/5 ] 
f(z) = -133/216*z^3 + 79/75*z + 1
*
[ 6/5 ] 
f(z) = -127/216*z^3 + 76/75*z + 1
*
[ 6/5 ] 
f(z) = -121/216*z^3 + 73/75*z + 1
*
[ 7/8 ] 
f(z) = -128/203*z^3 + 69/203*z + 1
*
[ 7/8 ] 
f(z) = -128/217*z^3 + 67/217*z + 1
*
[ 21/25 ] 
f(z) = -125/216*z^3 + 61/280*z + 1
*
[ -30/11 ] 
f(z) = -121/200*z^3 + 88/15*z + 1
*
[ -30/11 ] 
f(z) = -121/216*z^3 + 83/15*z + 1
*
3/11 | 0.22109141380561088906590949442716543009 | 0.028018328037894994699160554702455367410
f(z) = -121/216*z^3 + 99/8*z + 1
*
[ 2 ] 
f(z) = -139/200*z^3 + 82/25*z + 1
*
[ 2 ] 
f(z) = -139/216*z^3 + 83/27*z + 1
*
[ 2 ] 
f(z) = -137/200*z^3 + 81/25*z + 1
*
[ 2 ] 
f(z) = -137/216*z^3 + 82/27*z + 1
*
[ -3/2 ] 
f(z) = -137/216*z^3 + 99/32*z + 1
*
[ 2 ] 
f(z) = -133/216*z^3 + 80/27*z + 1
*
[ -12/7 ] 
f(z) = -133/216*z^3 + 95/28*z + 1
*
[ -3/2 ] 
f(z) = -131/216*z^3 + 97/32*z + 1
*
[ -3/2 ] 
f(z) = -125/216*z^3 + 95/32*z + 1
*
[ -2/5 ] 
f(z) = -125/216*z^3 + 97/27*z + 1
*
[ -2 ] 
f(z) = -123/200*z^3 + 99/25*z + 1
*
[ -2 ] 
f(z) = -121/200*z^3 + 98/25*z + 1
*
114/55 | 0.15772747030567447678251657704704864804 | 0.016144510611883251147869189156117914779
f(z) = -121/216*z^3 + 81/25*z + 1
*
-21/22 | 0.20164314880506608901605528961009041659 | 0.025829510869006074288188493676669719142
f(z) = -121/216*z^3 + 91/32*z + 1
*
30/11 | 0.22629267728372367709410084852672277471 | 0.022766718148449341732046198023599755607
f(z) = -121/216*z^3 + 96/25*z + 1
*
-3/7 | 0.21922570359395043426289096162011042166 | 0.028506833556583104317128228960173749449
f(z) = -133/216*z^3 + 81/56*z + 1
*
-2 | 0.098844359913297666118446857913969910132 | 0.016525249117059067973904228927565853089
f(z) = -125/208*z^3 + 99/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016581648923416897439867420670615592615
f(z) = -123/208*z^3 + 97/52*z + 1
*
[ 6/5 ] 
f(z) = -139/216*z^3 + 82/75*z + 1
*
[ 18/19 ] 
f(z) = -133/216*z^3 + 85/171*z + 1
*
[ 10/11 ] 
f(z) = -121/208*z^3 + 99/260*z + 1
*
[ 10/3 ] 
f(z) = -129/200*z^3 + 118/15*z + 1
*
[ 24/5 ] 
f(z) = -125/216*z^3 + 113/8*z + 1
*
[ 10/3 ] 
f(z) = -123/200*z^3 + 113/15*z + 1
*
[ -2 ] 
f(z) = -139/200*z^3 + 107/25*z + 1
*
[ -2 ] 
f(z) = -139/216*z^3 + 110/27*z + 1
*
[ -2 ] 
f(z) = -137/200*z^3 + 106/25*z + 1
*
[ -2 ] 
f(z) = -137/216*z^3 + 109/27*z + 1
*
[ -2 ] 
f(z) = -133/200*z^3 + 104/25*z + 1
*
[ -10/7 ] 
f(z) = -133/200*z^3 + 107/35*z + 1
*
[ -2 ] 
f(z) = -133/216*z^3 + 107/27*z + 1
*
[ -2 ] 
f(z) = -131/200*z^3 + 103/25*z + 1
*
[ -2 ] 
f(z) = -131/216*z^3 + 106/27*z + 1
*
[ -2 ] 
f(z) = -129/200*z^3 + 102/25*z + 1
*
[ -2 ] 
f(z) = -127/200*z^3 + 101/25*z + 1
*
[ -2 ] 
f(z) = -127/216*z^3 + 104/27*z + 1
*
-12/5 | 0.23917236586644706276484683626972638503 | 0.027797473183168967361586230189239416633
f(z) = -125/216*z^3 + 101/20*z + 1
*
[ -2 ] 
f(z) = -125/216*z^3 + 103/27*z + 1
*
-3 | 0.18364420081511263253865710800397157633 | 0.026659253697782795533068786878403621433
f(z) = -125/216*z^3 + 109/24*z + 1
*
[ -42/25 ] 
f(z) = -125/216*z^3 + 113/35*z + 1
*
84/25 | 0.22379542596435651527766295949418988783 | 0.025523800312858758018946935190478976827
f(z) = -125/216*z^3 + 119/20*z + 1
*
[ -2 ] 
f(z) = -121/216*z^3 + 101/27*z + 1
*
[ -3/11 ] 
f(z) = -121/216*z^3 + 113/24*z + 1
*
-2 | 0.10351404500973119717950148915746570791 | 0.016931538468126876245881228778542679284
f(z) = -139/208*z^3 + 113/52*z + 1
*
-2 | 0.10306411220015571717266310614203997574 | 0.016907329130717845450394420833896398571
f(z) = -137/208*z^3 + 111/52*z + 1
*
-2 | 0.10258236405021300632586737664479464396 | 0.016878644701812169509621600951210227538
f(z) = -135/208*z^3 + 109/52*z + 1
*
-2 | 0.10205994937022257228992014226464592101 | 0.016844012916694422749435737902909159614
f(z) = -133/208*z^3 + 107/52*z + 1
*
-2 | 0.10148184948490200430358445755250763955 | 0.016800922202077182145656191219794366128
f(z) = -131/208*z^3 + 105/52*z + 1
*
-2 | 0.10081647480320386214098631776542739766 | 0.016744076372680973235535799686358076544
f(z) = -129/208*z^3 + 103/52*z + 1
*
-2 | 0.099957614066456744706114650562397923307 | 0.016655674719894580250642553616722110325
f(z) = -127/208*z^3 + 101/52*z + 1
*
[ -24/25 ] 
f(z) = -125/216*z^3 + 103/40*z + 1
*
10/11 | 0.14250029059235166704861599665781046942 | 0.023667121405158892957412670778916469685
f(z) = -121/208*z^3 + 103/52*z + 1
*
[ -15/11 ] 
f(z) = -121/216*z^3 + 111/40*z + 1
*
[ 3/2 ] 
f(z) = -128/207*z^3 + 119/69*z + 1
*
[ 3/2 ] 
f(z) = -124/207*z^3 + 116/69*z + 1
*
[ 6/5 ] 
f(z) = -125/204*z^3 + 107/102*z + 1
*
[ 10/9 ] 
f(z) = -123/200*z^3 + 116/135*z + 1
*
-6/5 | 0.18318783482909317189425207915641205848 | 0.028462329862486270586359472428074785900
f(z) = -125/208*z^3 + 109/156*z + 1
*
-2/3 | 0.15961301038745681593257884967963649165 | 0.024799453283732728944497984201495833109
f(z) = -123/208*z^3 + 119/156*z + 1
*
2/11 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -121/210*z^3 + 109/210*z + 1
*
[ 9/10 ] 
f(z) = -125/216*z^3 + 103/288*z + 1
*
[ -10/3 ] 
f(z) = -129/200*z^3 + 127/15*z + 1
*
[ -10/3 ] 
f(z) = -123/200*z^3 + 122/15*z + 1
*
3/11 | 0.20663407901917882057675738506041713379 | 0.025485142845259134335696909532254800438
f(z) = -121/216*z^3 + 123/8*z + 1
*
-2/11 | 0.19144444645185971588331155803470551146 | 0.027812230261807758815581508924605662233
f(z) = -121/216*z^3 + 122/27*z + 1
*
[ 3 ] 
f(z) = -121/216*z^3 + 137/24*z + 1
*
[ -6/7 ] 
f(z) = -137/216*z^3 + 129/49*z + 1
*
-3/7 | 0.21319058555737646233539734750899100377 | 0.025948796694263893395114479515481284607
f(z) = -133/216*z^3 + 137/56*z + 1
*
[ -6/7 ] 
f(z) = -131/216*z^3 + 128/49*z + 1
*
[ -4/5 ] 
f(z) = -125/208*z^3 + 137/52*z + 1
*
[ -18/25 ] 
f(z) = -125/216*z^3 + 121/45*z + 1
*
[ -6/7 ] 
f(z) = -125/216*z^3 + 127/49*z + 1
*
[ -5/11 ] 
f(z) = -121/200*z^3 + 133/40*z + 1
*
[ 3/2 ] 
f(z) = -140/207*z^3 + 128/69*z + 1
*
[ 3/2 ] 
f(z) = -136/207*z^3 + 125/69*z + 1
*
[ 10/9 ] 
f(z) = -129/200*z^3 + 121/135*z + 1
*
5/3 | 0.18215533545335084709614802630619796497 | 0.028024815938426600442616365806439685875
f(z) = -123/200*z^3 + 133/120*z + 1
*
-2/3 | 0.14249857555240915222655720180353039482 | 0.022140342813107796097439810278856228195
f(z) = -129/208*z^3 + 121/156*z + 1
*
-4/3 | 0.14820313520839881793434804783667758927 | 0.023026673823027145221054779603558276531
f(z) = -129/208*z^3 + 133/156*z + 1
*
[ 12/11 ] 
f(z) = -121/208*z^3 + 121/156*z + 1
*
[ 3 ] 
f(z) = -139/216*z^3 + 155/24*z + 1
*
[ 3 ] 
f(z) = -133/216*z^3 + 149/24*z + 1
*
[ 3 ] 
f(z) = -127/216*z^3 + 143/24*z + 1
*
[ -3 ] 
f(z) = -125/216*z^3 + 157/24*z + 1
*
[ -2/3 ] 
f(z) = -135/208*z^3 + 145/52*z + 1
*
[ -4/3 ] 
f(z) = -135/208*z^3 + 151/52*z + 1
*
[ 2 ] 
f(z) = -133/208*z^3 + 159/52*z + 1
*
[ 2 ] 
f(z) = -131/208*z^3 + 157/52*z + 1
*
[ 2 ] 
f(z) = -129/208*z^3 + 155/52*z + 1
*
[ 2 ] 
f(z) = -127/208*z^3 + 153/52*z + 1
*
[ 2 ] 
f(z) = -125/208*z^3 + 151/52*z + 1
*
[ 2 ] 
f(z) = -123/208*z^3 + 149/52*z + 1
*
-15/11 | 0.19215317322878923014885687209642299572 | 0.029299691623572351821819223905393970784
f(z) = -121/200*z^3 + 141/40*z + 1
*
[ 21/11 ] 
f(z) = -121/216*z^3 + 141/56*z + 1
*
[ 3/2 ] 
f(z) = -125/216*z^3 + 157/96*z + 1
*
[ 6/5 ] 
f(z) = -125/207*z^3 + 143/138*z + 1
*
[ 15/11 ] 
f(z) = -121/216*z^3 + 157/120*z + 1
*
17/11 | 0.15930237969190211504655777265675991472 | 0.029954641842661769258813209429571238642
f(z) = -121/204*z^3 + 157/204*z + 1
*
19/11 | 0.077421705460471512380786058695462443883 | 0.014403292181069958847736625514403292181
f(z) = -121/216*z^3 + 145/216*z + 1
*
-26/25 | 0.19385505010885855977580889144574345181 | 0.027904954663485141479274979286267139412
f(z) = -125/208*z^3 + 159/260*z + 1
*
-10/11 | 0.20210599809727427698818483316941353877 | 0.029092658204962254498278993313276620486
f(z) = -121/208*z^3 + 151/260*z + 1
*
-186/25 | 0.25376134610806516383528644113096743687 | 0.024267863109641152944796104280977553691
f(z) = -125/216*z^3 + 161/5*z + 1
*
114/25 | 0.14455908108200234136662335587701610700 | 0.015283591511945576592396687713712140936
f(z) = -125/216*z^3 + 178/15*z + 1
*
[ -3 ] 
f(z) = -137/216*z^3 + 169/24*z + 1
*
[ -3 ] 
f(z) = -131/216*z^3 + 163/24*z + 1
*
[ -2/11 ] 
f(z) = -121/200*z^3 + 163/25*z + 1
*
[ -2/11 ] 
f(z) = -121/216*z^3 + 176/27*z + 1
*
[ 2 ] 
f(z) = -139/208*z^3 + 165/52*z + 1
*
[ 2 ] 
f(z) = -137/208*z^3 + 163/52*z + 1
*
[ 2 ] 
f(z) = -135/208*z^3 + 161/52*z + 1
*
12/5 | 0.21484176744910467941914061617443139041 | 0.026908627969406310712009873870094971076
f(z) = -125/216*z^3 + 163/60*z + 1
*
[ 9/5 ] 
f(z) = -125/216*z^3 + 167/72*z + 1
*
[ 3/2 ] 
f(z) = -137/216*z^3 + 169/96*z + 1
*
[ 3/2 ] 
f(z) = -131/216*z^3 + 163/96*z + 1
*
-5/3 | 0.20022052160505664309313039926834586481 | 0.029761806554713931844576827776661312220
f(z) = -129/200*z^3 + 167/120*z + 1
*
[ 15/11 ] 
f(z) = -121/200*z^3 + 167/120*z + 1
*
[ 6/5 ] 
f(z) = -125/208*z^3 + 161/156*z + 1
*
[ 12/11 ] 
f(z) = -121/204*z^3 + 161/204*z + 1
*
-4/5 | 0.17230161694886136708789080705485508441 | 0.024802391305788561622942749609581212635
f(z) = -135/208*z^3 + 173/260*z + 1
*
[ 26/25 ] 
f(z) = -125/208*z^3 + 179/260*z + 1
*
[ 48/11 ] 
f(z) = -121/216*z^3 + 183/16*z + 1
*
[ 42/11 ] 
f(z) = -121/216*z^3 + 187/21*z + 1
*
[ -3/7 ] 
f(z) = -133/216*z^3 + 193/56*z + 1
*
[ -2/5 ] 
f(z) = -125/208*z^3 + 187/52*z + 1
*
3 | 0.15435165868292822650198825382881011292 | 0.018101635455886270862925843719026047002
f(z) = -125/216*z^3 + 187/40*z + 1
*
[ -10/33 ] 
f(z) = -121/200*z^3 + 196/45*z + 1
*
[ -3/4 ] 
f(z) = -128/207*z^3 + 185/69*z + 1
*
[ -3/5 ] 
f(z) = -125/207*z^3 + 199/69*z + 1
*
[ -12/25 ] 
f(z) = -125/216*z^3 + 193/60*z + 1
*
[ -9/11 ] 
f(z) = -121/216*z^3 + 187/72*z + 1
*
[ 12/7 ] 
f(z) = -133/216*z^3 + 187/84*z + 1
*
-2 | 0.079479073169793578851911474700771753880 | 0.013276490498818798158269923573770739822
f(z) = -125/204*z^3 + 199/102*z + 1
*
[ 8/5 ] 
f(z) = -125/208*z^3 + 199/104*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016598095330919707928203507558300716323
f(z) = -125/212*z^3 + 197/106*z + 1
*
-2 | 0.099196781348196988088458949577838524532 | 0.016655387848024876081910964289182047986
f(z) = -123/212*z^3 + 193/106*z + 1
*
-2 | 0.078140744865647939808861733061971895967 | 0.013143013759620573145845260605764363596
f(z) = -121/204*z^3 + 191/102*z + 1
*
-2 | 0.099197009188886178292394383259734474233 | 0.016714200105218601235837806127065016391
f(z) = -121/212*z^3 + 189/106*z + 1
*
-4/11 | 0.16590365455815324081597012577599095118 | 0.027760025653788561771216011791678046152
f(z) = -121/216*z^3 + 197/108*z + 1
*
[ 24/19 ] 
f(z) = -133/216*z^3 + 181/152*z + 1
*
[ 9/8 ] 
f(z) = -128/207*z^3 + 185/207*z + 1
*
96/55 | 0.23228112481971681825414714040349195092 | 0.027027805009584052392053609010886916111
f(z) = -121/216*z^3 + 183/200*z + 1
*
[ -2 ] 
f(z) = -139/208*z^3 + 217/52*z + 1
*
[ -2 ] 
f(z) = -137/208*z^3 + 215/52*z + 1
*
[ -2 ] 
f(z) = -135/208*z^3 + 213/52*z + 1
*
[ -2 ] 
f(z) = -133/208*z^3 + 211/52*z + 1
*
[ -2 ] 
f(z) = -131/208*z^3 + 209/52*z + 1
*
[ -2 ] 
f(z) = -129/208*z^3 + 207/52*z + 1
*
[ -2 ] 
f(z) = -127/208*z^3 + 205/52*z + 1
*
[ -2 ] 
f(z) = -125/208*z^3 + 203/52*z + 1
*
[ -2 ] 
f(z) = -123/208*z^3 + 201/52*z + 1
*
-30/11 | 0.15666939042548187311828093834220416974 | 0.017302251919923211161376249740244044056
f(z) = -121/200*z^3 + 214/45*z + 1
*
[ -6/5 ] 
f(z) = -137/216*z^3 + 206/75*z + 1
*
[ -3/2 ] 
f(z) = -136/207*z^3 + 217/69*z + 1
*
[ -12/19 ] 
f(z) = -133/216*z^3 + 215/76*z + 1
*
[ -6/5 ] 
f(z) = -131/216*z^3 + 203/75*z + 1
*
[ -2/3 ] 
f(z) = -129/200*z^3 + 209/75*z + 1
*
[ -3/2 ] 
f(z) = -128/207*z^3 + 211/69*z + 1
*
[ -3/2 ] 
f(z) = -124/207*z^3 + 208/69*z + 1
*
[ -2/3 ] 
f(z) = -123/200*z^3 + 208/75*z + 1
*
[ 48/25 ] 
f(z) = -125/216*z^3 + 209/80*z + 1
*
-2 | 0.10226094622184950637789575108333275282 | 0.016838497667463151089314407647372762237
f(z) = -135/212*z^3 + 217/106*z + 1
*
-2 | 0.082028326975674071736399091548138460965 | 0.013527577932369994902924238040549669762
f(z) = -133/204*z^3 + 215/102*z + 1
*
-2 | 0.10167537155828222657798670576558488965 | 0.016793523849724028265017149135965082969
f(z) = -133/212*z^3 + 213/106*z + 1
*
-2 | 0.081510086751273707718095883428166757007 | 0.013483873465257987545596037244396081154
f(z) = -131/204*z^3 + 211/102*z + 1
*
-2 | 0.10099204819033703319098163365057956691 | 0.016733055899418142135676267995790851265
f(z) = -131/212*z^3 + 209/106*z + 1
*
-2 | 0.10005542649734831574843302052767703845 | 0.016631119141569272906105478484014494919
f(z) = -129/212*z^3 + 205/106*z + 1
*
-2 | 0.080287529805372689577969800780398008779 | 0.013367101079800037867415799709047004939
f(z) = -127/204*z^3 + 203/102*z + 1
*
-2 | 0.099197116726192480923964234628679363421 | 0.016542634754718353986608723057268520685
f(z) = -127/212*z^3 + 201/106*z + 1
*
[ 42/25 ] 
f(z) = -125/216*z^3 + 214/105*z + 1
*
-6/11 | 0.16119829457034822143319925967622970840 | 0.026794229321368095253150929696063635257
f(z) = -121/204*z^3 + 205/102*z + 1
*
0 | 0.17355589982304258228720163082476488947 | 0.028556452136183330864864314356035838280
f(z) = -121/210*z^3 + 218/105*z + 1
*
-4/9 | 0.14820313520839881793434804783667758927 | 0.021933493880187041572538604390623674400
f(z) = -135/208*z^3 + 215/156*z + 1
*
[ 4/3 ] 
f(z) = -129/208*z^3 + 211/156*z + 1
*
[ 4/3 ] 
f(z) = -123/208*z^3 + 203/156*z + 1
*
[ 14/11 ] 
f(z) = -121/200*z^3 + 209/175*z + 1
*
[ 14/11 ] 
f(z) = -121/216*z^3 + 212/189*z + 1
*
[ 13/11 ] 
f(z) = -121/208*z^3 + 201/208*z + 1
*
-6/11 | 0.11141796534173210194015847591787866796 | 0.020818557324008402355854218121052403071
f(z) = -121/210*z^3 + 211/210*z + 1
*
[ 12/11 ] 
f(z) = -121/207*z^3 + 215/276*z + 1
*
-2/11 | 0.19355886733248549981785238851592421487 | 0.028273775009091847582914851684877852078
f(z) = -121/208*z^3 + 235/52*z + 1
*
[ -3/2 ] 
f(z) = -140/207*z^3 + 220/69*z + 1
*
[ -6/11 ] 
f(z) = -121/200*z^3 + 226/75*z + 1
*
-2 | 0.083382013360925971031972491875530255879 | 0.013628749374498324162620961189375392160
f(z) = -139/204*z^3 + 227/102*z + 1
*
-2 | 0.10327062746370470169419976350485887891 | 0.016903984666631551157344287820072780524
f(z) = -139/212*z^3 + 225/106*z + 1
*
-2 | 0.082957950959181203196451186525028088254 | 0.013598953040268566088115764379584469778
f(z) = -137/204*z^3 + 223/102*z + 1
*
0 | 0.15879287864029581083913551482449038575 | 0.025973361710577721083322390972381974429
f(z) = -137/210*z^3 + 226/105*z + 1
*
-2 | 0.10278704206990726984910426973876585973 | 0.016874374159215720984761240917202399356
f(z) = -137/212*z^3 + 221/106*z + 1
*
0 | 0.16013746189937782166449709744607695580 | 0.026289495198815297632467014221771117636
f(z) = -127/210*z^3 + 221/105*z + 1
*
[ 3/2 ] 
f(z) = -122/207*z^3 + 229/138*z + 1
*
[ 36/11 ] 
f(z) = -121/216*z^3 + 241/36*z + 1
*
[ -6/19 ] 
f(z) = -133/216*z^3 + 241/57*z + 1
*
[ 66/25 ] 
f(z) = -125/216*z^3 + 256/55*z + 1
*
[ -26/11 ] 
f(z) = -121/208*z^3 + 243/52*z + 1
*
[ -3/8 ] 
f(z) = -128/207*z^3 + 259/69*z + 1
*
[ -9/5 ] 
f(z) = -125/216*z^3 + 247/72*z + 1
*
[ 3/2 ] 
f(z) = -134/207*z^3 + 247/138*z + 1
*
[ 3/2 ] 
f(z) = -130/207*z^3 + 241/138*z + 1
*
[ 5/3 ] 
f(z) = -123/200*z^3 + 253/120*z + 1
*
[ 5/4 ] 
f(z) = -128/205*z^3 + 241/205*z + 1
*
[ 5/4 ] 
f(z) = -128/215*z^3 + 243/215*z + 1
*
[ 14/11 ] 
f(z) = -121/210*z^3 + 241/210*z + 1
*
[ -36/11 ] 
f(z) = -121/216*z^3 + 263/36*z + 1
*
[ -3/22 ] 
f(z) = -121/216*z^3 + 267/32*z + 1
*
14/5 | 0.18759739628997238663067371717331693368 | 0.026844061935716174705392590555466434152
f(z) = -125/208*z^3 + 271/52*z + 1
*
[ -6/5 ] 
f(z) = -125/204*z^3 + 277/102*z + 1
*
[ -8/11 ] 
f(z) = -121/208*z^3 + 279/104*z + 1
*
[ 5/3 ] 
f(z) = -129/200*z^3 + 263/120*z + 1
*
[ 36/25 ] 
f(z) = -125/216*z^3 + 271/180*z + 1
*
[ 42/5 ] 
f(z) = -125/216*z^3 + 292/7*z + 1
*
[ 18/7 ] 
f(z) = -133/216*z^3 + 295/63*z + 1
*
[ -3/2 ] 
f(z) = -139/216*z^3 + 299/96*z + 1
*
[ -10/19 ] 
f(z) = -133/200*z^3 + 293/95*z + 1
*
[ -3/2 ] 
f(z) = -133/216*z^3 + 293/96*z + 1
*
[ -3/2 ] 
f(z) = -127/216*z^3 + 287/96*z + 1
*
[ -3/2 ] 
f(z) = -121/216*z^3 + 281/96*z + 1
*
[ -2/3 ] 
f(z) = -135/212*z^3 + 295/106*z + 1
*
[ -4/5 ] 
f(z) = -125/216*z^3 + 283/108*z + 1
*
[ 2 ] 
f(z) = -123/212*z^3 + 299/106*z + 1
*
[ 2 ] 
f(z) = -121/204*z^3 + 293/102*z + 1
*
[ 2 ] 
f(z) = -121/212*z^3 + 295/106*z + 1
*
-54/25 | 0.22271664513296918430220082672570243494 | 0.028714677139578109171458854026187685052
f(z) = -125/216*z^3 + 292/135*z + 1
*
69/50 | 0.14533092343344994344747104226430941241 | 0.016253921391503034129675803607490682691
f(z) = -125/216*z^3 + 283/160*z + 1
*
[ 4/3 ] 
f(z) = -135/212*z^3 + 293/212*z + 1
*
[ 11/8 ] 
f(z) = -128/209*z^3 + 299/209*z + 1
*
[ 15/11 ] 
f(z) = -121/210*z^3 + 281/210*z + 1
*
-7/11 | 0.11141837217418408893717952890486756799 | 0.019662898384960689142879587439904861328
f(z) = -121/210*z^3 + 289/210*z + 1
*
[ 5/8 ] 
f(z) = -128/235*z^3 - 91/235*z + 1
*
[ 7/11 ] 
f(z) = -121/238*z^3 - 87/238*z + 1
*
[ 7/11 ] 
f(z) = -121/224*z^3 - 79/224*z + 1
*
[ 2/3 ] 
f(z) = -139/232*z^3 - 61/261*z + 1
*
[ 2/3 ] 
f(z) = -137/232*z^3 - 62/261*z + 1
*
[ 2/3 ] 
f(z) = -133/232*z^3 - 64/261*z + 1
*
[ 2/3 ] 
f(z) = -131/232*z^3 - 65/261*z + 1
*
[ 2/3 ] 
f(z) = -127/232*z^3 - 67/261*z + 1
*
[ 2/3 ] 
f(z) = -125/232*z^3 - 68/261*z + 1
*
[ 2/3 ] 
f(z) = -121/232*z^3 - 70/261*z + 1
*
[ 2/3 ] 
f(z) = -129/224*z^3 - 41/168*z + 1
*
[ 2/3 ] 
f(z) = -123/224*z^3 - 43/168*z + 1
*
[ 2/3 ] 
f(z) = -135/226*z^3 - 53/226*z + 1
*
[ 2/3 ] 
f(z) = -135/238*z^3 - 59/238*z + 1
*
[ 2/3 ] 
f(z) = -129/232*z^3 - 22/87*z + 1
*
[ 2/3 ] 
f(z) = -123/232*z^3 - 23/87*z + 1
*
[ 2/3 ] 
f(z) = -135/236*z^3 - 29/118*z + 1
*
[ 8/11 ] 
f(z) = -121/232*z^3 - 23/232*z + 1
*
[ 2/3 ] 
f(z) = -135/232*z^3 - 7/29*z + 1
*
[ 2/3 ] 
f(z) = -135/224*z^3 - 13/56*z + 1
*
[ 5/8 ] 
f(z) = -128/225*z^3 - 17/45*z + 1
*
[ 8/11 ] 
f(z) = -121/224*z^3 - 5/56*z + 1
*
[ 3/4 ] 
f(z) = -128/225*z^3 - 1/75*z + 1
*
[ 15/22 ] 
f(z) = -121/225*z^3 - 13/60*z + 1
*
-12/25 | 0.14933286622699133073931684893125755247 | 0.021269203870304483985596433540504080475
f(z) = -125/224*z^3 - 17/140*z + 1
*
36/25 | 0.15734072692269220853810430878081796288 | 0.022409748654618517638589243188481268478
f(z) = -125/224*z^3 - 13/140*z + 1
*
[ 3/4 ] 
f(z) = -128/231*z^3 - 5/231*z + 1
*
[ 3/4 ] 
f(z) = -128/237*z^3 - 7/237*z + 1
*
[ 15/11 ] 
f(z) = -121/225*z^3 + 19/15*z + 1
*
[ 15/16 ] 
f(z) = -128/225*z^3 + 13/30*z + 1
*
[ 4/5 ] 
f(z) = -125/224*z^3 + 3/28*z + 1
*
[ 4/5 ] 
f(z) = -125/232*z^3 + 11/116*z + 1
*
[ 3/4 ] 
f(z) = -136/225*z^3 + 1/150*z + 1
*
[ 4/5 ] 
f(z) = -135/224*z^3 + 19/140*z + 1
*
[ 15/8 ] 
f(z) = -128/225*z^3 + 37/15*z + 1
*
[ 4/3 ] 
f(z) = -135/224*z^3 + 37/28*z + 1
*
[ 10/11 ] 
f(z) = -121/225*z^3 + 31/90*z + 1
*
[ 4/5 ] 
f(z) = -125/228*z^3 + 23/228*z + 1
*
[ 4/5 ] 
f(z) = -125/236*z^3 + 21/236*z + 1
*
[ 9/11 ] 
f(z) = -121/225*z^3 + 31/225*z + 1
*
[ 9/11 ] 
f(z) = -121/234*z^3 + 29/234*z + 1
*
[ 15/19 ] 
f(z) = -133/225*z^3 + 29/285*z + 1
*
[ -15/8 ] 
f(z) = -128/225*z^3 + 53/15*z + 1
*
[ -15/11 ] 
f(z) = -121/225*z^3 + 41/15*z + 1
*
-2 | 0.10086566018505786507515925042870593441 | 0.016571281953164200459870696186149409479
f(z) = -139/232*z^3 + 55/29*z + 1
*
-2 | 0.10086598336880291115266169444175408021 | 0.016621441904833231974335724603999422776
f(z) = -137/232*z^3 + 54/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016672719158474408686176848773150223990
f(z) = -135/232*z^3 + 53/29*z + 1
*
-2 | 0.10086625678768310866541273423037283422 | 0.016725505052026765579099621508792815540
f(z) = -133/232*z^3 + 52/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016779408393656576708917486215059990601
f(z) = -131/232*z^3 + 51/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016834866682370036106316406443825938953
f(z) = -129/232*z^3 + 50/29*z + 1
*
-2 | 0.10086637352575555612110705727347343850 | 0.016891969609106114253628075121248969404
f(z) = -127/232*z^3 + 49/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016950355527378560720289957722604614778
f(z) = -125/232*z^3 + 48/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017010538916537058931467096108704362009
f(z) = -123/232*z^3 + 47/29*z + 1
*
-4/11 | 0.15156046330416871273098181402557447480 | 0.025212731177464495847621242154873132844
f(z) = -121/224*z^3 + 51/28*z + 1
*
-2 | 0.10086594763672487407589689925507949362 | 0.017072534135410404936493675261142108433
f(z) = -121/232*z^3 + 46/29*z + 1
*
[ 5/4 ] 
f(z) = -128/225*z^3 + 49/45*z + 1
*
12/25 | 0.15403839300350241304231112937996531463 | 0.021939403343839408467696008475793131922
f(z) = -125/224*z^3 + 53/140*z + 1
*
[ 10/11 ] 
f(z) = -121/232*z^3 + 48/145*z + 1
*
-10/9 | 0.13805795710665198177075403387678304612 | 0.021206217923382431939395998702441310745
f(z) = -135/224*z^3 + 41/168*z + 1
*
[ 8/9 ] 
f(z) = -135/224*z^3 + 59/168*z + 1
*
[ 28/33 ] 
f(z) = -121/224*z^3 + 53/252*z + 1
*
[ -4/3 ] 
f(z) = -135/224*z^3 + 79/28*z + 1
*
[ 2 ] 
f(z) = -129/232*z^3 + 79/29*z + 1
*
[ -15/16 ] 
f(z) = -128/225*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -127/232*z^3 + 78/29*z + 1
*
[ -4/5 ] 
f(z) = -125/224*z^3 + 73/28*z + 1
*
[ 2 ] 
f(z) = -125/232*z^3 + 77/29*z + 1
*
[ 2 ] 
f(z) = -123/232*z^3 + 76/29*z + 1
*
[ 2 ] 
f(z) = -121/232*z^3 + 75/29*z + 1
*
-8/5 | 0.065986177228923191859485698028004784971 | 0.011623927957304903417639421199924755218
f(z) = -125/224*z^3 + 73/56*z + 1
*
[ 14/11 ] 
f(z) = -121/224*z^3 + 61/56*z + 1
*
[ 6/5 ] 
f(z) = -125/234*z^3 + 73/78*z + 1
*
[ 12/11 ] 
f(z) = -121/224*z^3 + 61/84*z + 1
*
[ 7/8 ] 
f(z) = -128/231*z^3 + 65/231*z + 1
*
[ 10/11 ] 
f(z) = -121/230*z^3 + 77/230*z + 1
*
-28/33 | 0.13880749267890730098237754123883166966 | 0.018242850935903090548983229880582188806
f(z) = -121/224*z^3 + 71/252*z + 1
*
[ 2 ] 
f(z) = -139/232*z^3 + 84/29*z + 1
*
[ 2 ] 
f(z) = -137/232*z^3 + 83/29*z + 1
*
[ -2/3 ] 
f(z) = -135/232*z^3 + 80/29*z + 1
*
[ 2 ] 
f(z) = -135/232*z^3 + 82/29*z + 1
*
[ 2 ] 
f(z) = -133/232*z^3 + 81/29*z + 1
*
[ 2 ] 
f(z) = -131/232*z^3 + 80/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016754510570156112777420348915250771621
f(z) = -127/224*z^3 + 99/56*z + 1
*
-2/5 | 0.13805745677315918494863552746394668141 | 0.023499418648147527100296820241677883321
f(z) = -125/224*z^3 + 89/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016811873487313242651453570599245043183
f(z) = -125/224*z^3 + 97/56*z + 1
*
-2 | 0.10021652193255459027044709430263853196 | 0.016870981941245926259616122643602085849
f(z) = -123/224*z^3 + 95/56*z + 1
*
-14/11 | 0.065986177228923191859485698028004784971 | 0.011320431096417859190208776558149769288
f(z) = -121/224*z^3 + 85/56*z + 1
*
[ 6/5 ] 
f(z) = -125/232*z^3 + 82/87*z + 1
*
[ 15/17 ] 
f(z) = -136/225*z^3 + 86/255*z + 1
*
[ 10/11 ] 
f(z) = -121/224*z^3 + 97/280*z + 1
*
[ -2 ] 
f(z) = -139/232*z^3 + 113/29*z + 1
*
[ -2 ] 
f(z) = -137/232*z^3 + 112/29*z + 1
*
[ -2 ] 
f(z) = -135/232*z^3 + 111/29*z + 1
*
[ -2 ] 
f(z) = -133/232*z^3 + 110/29*z + 1
*
[ -2 ] 
f(z) = -131/232*z^3 + 109/29*z + 1
*
[ -2 ] 
f(z) = -129/232*z^3 + 108/29*z + 1
*
[ -2 ] 
f(z) = -127/232*z^3 + 107/29*z + 1
*
[ -2/5 ] 
f(z) = -125/232*z^3 + 104/29*z + 1
*
[ -2 ] 
f(z) = -125/232*z^3 + 106/29*z + 1
*
[ -2 ] 
f(z) = -123/232*z^3 + 105/29*z + 1
*
[ -4/11 ] 
f(z) = -121/224*z^3 + 107/28*z + 1
*
-12/11 | 0.11243649170941483225721140635696090104 | 0.016606112621429286204166897967088033036
f(z) = -121/224*z^3 + 109/28*z + 1
*
[ 28/11 ] 
f(z) = -121/224*z^3 + 115/28*z + 1
*
[ -2 ] 
f(z) = -121/232*z^3 + 104/29*z + 1
*
-2 | 0.10221481275689887960270983815691292258 | 0.016768004346259486894835097986472640180
f(z) = -139/224*z^3 + 111/56*z + 1
*
-2 | 0.10144094907185431634659124222020940641 | 0.016690839146194318148865408533860122089
f(z) = -137/224*z^3 + 109/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016539631955333180452558979929192203542
f(z) = -135/224*z^3 + 107/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016644291478752005640149812620617122414
f(z) = -131/224*z^3 + 103/56*z + 1
*
-2 | 0.10021663148444746861573914069725563052 | 0.016698834112014246443965061668322253553
f(z) = -129/224*z^3 + 101/56*z + 1
*
[ 8/5 ] 
f(z) = -125/224*z^3 + 101/56*z + 1
*
[ 3/2 ] 
f(z) = -124/225*z^3 + 118/75*z + 1
*
[ 5/4 ] 
f(z) = -136/225*z^3 + 103/90*z + 1
*
-4/9 | 0.15156096555586448242893993425969008638 | 0.022208772978122634861116234962261880540
f(z) = -135/224*z^3 + 115/84*z + 1
*
[ 4/3 ] 
f(z) = -129/224*z^3 + 107/84*z + 1
*
[ 4/3 ] 
f(z) = -123/224*z^3 + 103/84*z + 1
*
[ 6/5 ] 
f(z) = -125/228*z^3 + 109/114*z + 1
*
[ 28/25 ] 
f(z) = -125/224*z^3 + 113/140*z + 1
*
[ 12/11 ] 
f(z) = -121/234*z^3 + 109/156*z + 1
*
-8/9 | 0.17228744750467397235925932382533497540 | 0.026463995511863104527084882622820494990
f(z) = -135/224*z^3 + 101/168*z + 1
*
[ 15/4 ] 
f(z) = -128/225*z^3 + 131/15*z + 1
*
[ -15/4 ] 
f(z) = -128/225*z^3 + 139/15*z + 1
*
[ -28/11 ] 
f(z) = -121/224*z^3 + 137/28*z + 1
*
[ 30/11 ] 
f(z) = -121/225*z^3 + 139/30*z + 1
*
[ -5/4 ] 
f(z) = -128/225*z^3 + 121/45*z + 1
*
[ -5/8 ] 
f(z) = -128/225*z^3 + 127/45*z + 1
*
[ 3/2 ] 
f(z) = -136/225*z^3 + 127/75*z + 1
*
[ 3/2 ] 
f(z) = -128/225*z^3 + 121/75*z + 1
*
4/5 | 0.20209081967406975624079589205271499387 | 0.028783421577344821395453805350313210547
f(z) = -125/224*z^3 + 127/140*z + 1
*
[ 14/15 ] 
f(z) = -135/224*z^3 + 127/280*z + 1
*
4/11 | 0.21129603206656178080232806977437223206 | 0.029829798482289622237991014860614615348
f(z) = -121/224*z^3 + 149/28*z + 1
*
[ -2/3 ] 
f(z) = -135/224*z^3 + 155/56*z + 1
*
[ 2 ] 
f(z) = -131/224*z^3 + 159/56*z + 1
*
[ 2 ] 
f(z) = -129/224*z^3 + 157/56*z + 1
*
[ 2 ] 
f(z) = -127/224*z^3 + 155/56*z + 1
*
[ 2 ] 
f(z) = -125/224*z^3 + 153/56*z + 1
*
[ 2 ] 
f(z) = -123/224*z^3 + 151/56*z + 1
*
26/11 | 0.12949955089072559440144651418691049634 | 0.020441742998507496511384937162648410422
f(z) = -121/224*z^3 + 141/56*z + 1
*
[ -5/11 ] 
f(z) = -121/225*z^3 + 149/45*z + 1
*
[ 4/3 ] 
f(z) = -135/232*z^3 + 149/116*z + 1
*
[ -30/11 ] 
f(z) = -121/225*z^3 + 161/30*z + 1
*
[ 2 ] 
f(z) = -139/224*z^3 + 167/56*z + 1
*
[ 2 ] 
f(z) = -137/224*z^3 + 165/56*z + 1
*
[ 2 ] 
f(z) = -135/224*z^3 + 163/56*z + 1
*
[ -8/5 ] 
f(z) = -125/224*z^3 + 171/56*z + 1
*
[ -15/22 ] 
f(z) = -121/225*z^3 + 163/60*z + 1
*
21/11 | 0.13790105279930562457511050435907889684 | 0.022057449278870582462093378171512936735
f(z) = -121/234*z^3 + 173/78*z + 1
*
[ 16/11 ] 
f(z) = -121/224*z^3 + 163/112*z + 1
*
[ 6/5 ] 
f(z) = -125/224*z^3 + 163/168*z + 1
*
42/25 | 0.20375382025183659721836916650293355665 | 0.028840873333442338473809607351532935680
f(z) = -125/234*z^3 + 164/195*z + 1
*
[ 12/11 ] 
f(z) = -121/228*z^3 + 163/228*z + 1
*
-14/15 | 0.17265436951523847366922279039334256333 | 0.024590842438774212031266710945124785814
f(z) = -135/224*z^3 + 167/280*z + 1
*
[ -2/11 ] 
f(z) = -121/232*z^3 + 189/29*z + 1
*
[ 5/2 ] 
f(z) = -136/225*z^3 + 197/45*z + 1
*
[ 5/2 ] 
f(z) = -128/225*z^3 + 187/45*z + 1
*
[ 5/2 ] 
f(z) = -124/225*z^3 + 182/45*z + 1
*
[ -3/4 ] 
f(z) = -128/225*z^3 + 199/75*z + 1
*
5/8 | 0.14098815176047667334170054355731666786 | 0.020547082901712252601691369691005855943
f(z) = -128/225*z^3 + 191/90*z + 1
*
-2 | 0.10118293375413070543585539351154470614 | 0.016901986964033656034762415706295180593
f(z) = -129/236*z^3 + 199/118*z + 1
*
-2 | 0.099882985204239339837276718455273896195 | 0.016684838551460756704802860412425701074
f(z) = -127/220*z^3 + 199/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013419526462628726129434736583211429884
f(z) = -127/228*z^3 + 197/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016959366721559860653205202561764808925
f(z) = -127/236*z^3 + 195/118*z + 1
*
-2 | 0.080200665147480844777912295510383949991 | 0.013465892396367998008964822305973979836
f(z) = -125/228*z^3 + 193/114*z + 1
*
-2 | 0.10118252609486745426523293743339337228 | 0.017018564834319021353069259884217385215
f(z) = -125/236*z^3 + 191/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016799819251564624176943346991412118521
f(z) = -123/220*z^3 + 191/110*z + 1
*
-2 | 0.10118254737568087045806517652368609984 | 0.017079368419547149213051650712767070600
f(z) = -123/236*z^3 + 187/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013562147360170751976638273623390274473
f(z) = -121/228*z^3 + 185/114*z + 1
*
-2 | 0.10118267352846200001458413913554732267 | 0.017141954753634668624083463748867931659
f(z) = -121/236*z^3 + 183/118*z + 1
*
-28/25 | 0.20648000589364526645433162390595114568 | 0.028327898772935633219308799016180989715
f(z) = -125/224*z^3 + 183/140*z + 1
*
[ 5/4 ] 
f(z) = -124/225*z^3 + 191/180*z + 1
*
[ 9/8 ] 
f(z) = -128/225*z^3 + 187/225*z + 1
*
-12/11 | 0.15662578208920856643772003415163100786 | 0.020584629404568572007641396864410486315
f(z) = -121/224*z^3 + 197/252*z + 1
*
-8/3 | 0.19856663185764560935219965217197346153 | 0.029595710939235925734037838265708880420
f(z) = -135/224*z^3 + 205/56*z + 1
*
[ -2 ] 
f(z) = -135/224*z^3 + 219/56*z + 1
*
[ -2 ] 
f(z) = -131/224*z^3 + 215/56*z + 1
*
[ -2 ] 
f(z) = -129/224*z^3 + 213/56*z + 1
*
[ -2 ] 
f(z) = -127/224*z^3 + 211/56*z + 1
*
[ -2/5 ] 
f(z) = -125/224*z^3 + 201/56*z + 1
*
[ -5/2 ] 
f(z) = -124/225*z^3 + 218/45*z + 1
*
[ -2 ] 
f(z) = -123/224*z^3 + 207/56*z + 1
*
[ -2 ] 
f(z) = -121/224*z^3 + 205/56*z + 1
*
[ -6/5 ] 
f(z) = -125/234*z^3 + 203/78*z + 1
*
[ -3/2 ] 
f(z) = -124/225*z^3 + 218/75*z + 1
*
30/11 | 0.18167893295580550223494660228803676026 | 0.022649685894029631452843370767626023555
f(z) = -121/225*z^3 + 203/60*z + 1
*
-5/16 | 0.18185601201619866196731367938635077137 | 0.026269733770377069740092791543085931282
f(z) = -128/225*z^3 + 203/90*z + 1
*
[ -12/11 ] 
f(z) = -121/224*z^3 + 215/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016635716661039214774514816956846697909
f(z) = -139/236*z^3 + 219/118*z + 1
*
-2 | 0.10204228807232465328160381666109216188 | 0.016777148204619448787504945007029817168
f(z) = -137/220*z^3 + 219/110*z + 1
*
-2 | 0.080200289827509556958253472564375216523 | 0.013205944625826716509792650555325898613
f(z) = -137/228*z^3 + 217/114*z + 1
*
-2 | 0.10118289522155237403032163593863054371 | 0.016686424690074321169522419242505388561
f(z) = -137/236*z^3 + 215/118*z + 1
*
-2 | 0.10118293464128647812481346500729783558 | 0.016738270586189215513030704507139150692
f(z) = -135/236*z^3 + 211/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016523061008267424824348869145012957873
f(z) = -133/220*z^3 + 211/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016791291227342923405082505408597206798
f(z) = -133/236*z^3 + 207/118*z + 1
*
-2 | 0.099882588668124844855625332797660710616 | 0.016575640597050619177984961454384668451
f(z) = -131/220*z^3 + 207/110*z + 1
*
-2 | 0.080200614052937032878271644132318663986 | 0.013330870840641111770891613783649687134
f(z) = -131/228*z^3 + 205/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016845841024463898175344588181168326038
f(z) = -131/236*z^3 + 203/118*z + 1
*
-2 | 0.099882003849509551433289136686063866381 | 0.016629392444205278071274676143640391089
f(z) = -129/220*z^3 + 203/110*z + 1
*
-28/15 | 0.19985641447959265524903795982206420588 | 0.026928382106440352331417912842915808564
f(z) = -135/224*z^3 + 209/140*z + 1
*
10/9 | 0.10921644204905937858969865067939206866 | 0.016231605031175843157090297382491928391
f(z) = -135/224*z^3 + 209/168*z + 1
*
[ 14/11 ] 
f(z) = -121/232*z^3 + 215/203*z + 1
*
[ 6/5 ] 
f(z) = -125/222*z^3 + 217/222*z + 1
*
[ 13/11 ] 
f(z) = -121/221*z^3 + 203/221*z + 1
*
[ 13/11 ] 
f(z) = -121/234*z^3 + 205/234*z + 1
*
[ -2 ] 
f(z) = -139/224*z^3 + 223/56*z + 1
*
[ -2 ] 
f(z) = -137/224*z^3 + 221/56*z + 1
*
[ -5/2 ] 
f(z) = -136/225*z^3 + 233/45*z + 1
*
[ -5/2 ] 
f(z) = -128/225*z^3 + 223/45*z + 1
*
-10/11 | 0.10987673321561889529191525256441526094 | 0.016195361279639568819526746973577590673
f(z) = -121/224*z^3 + 221/56*z + 1
*
-10/11 | 0.19313231284372574466379189768899418496 | 0.027455453803220324640472856565579395239
f(z) = -121/225*z^3 + 227/45*z + 1
*
[ -3/2 ] 
f(z) = -136/225*z^3 + 227/75*z + 1
*
[ -3/2 ] 
f(z) = -128/225*z^3 + 221/75*z + 1
*
[ -3/5 ] 
f(z) = -125/234*z^3 + 223/78*z + 1
*
[ -6/11 ] 
f(z) = -121/234*z^3 + 233/78*z + 1
*
[ -4/3 ] 
f(z) = -129/224*z^3 + 233/84*z + 1
*
[ -2/3 ] 
f(z) = -129/232*z^3 + 239/87*z + 1
*
-12/5 | 0.19437134080747993549624518933371511859 | 0.025993798880744517279635741112263023978
f(z) = -125/224*z^3 + 221/84*z + 1
*
[ -6/5 ] 
f(z) = -125/232*z^3 + 227/87*z + 1
*
[ -4/3 ] 
f(z) = -123/224*z^3 + 229/84*z + 1
*
[ -2/3 ] 
f(z) = -123/232*z^3 + 238/87*z + 1
*
[ -10/11 ] 
f(z) = -121/225*z^3 + 229/90*z + 1
*
-2 | 0.10264716021425263538231748115651404338 | 0.016826523501736246080412741858296460346
f(z) = -139/220*z^3 + 223/110*z + 1
*
-2 | 0.081205718123403957429422507157767998971 | 0.013331404853056880198156710190069733083
f(z) = -139/228*z^3 + 221/114*z + 1
*
-28/15 | 0.15487150386684668762005089683606400663 | 0.020613354538926332498566134806642694790
f(z) = -135/224*z^3 + 229/140*z + 1
*
[ 3/2 ] 
f(z) = -122/225*z^3 + 233/150*z + 1
*
-2/5 | 0.20465051157916147470050773403720189331 | 0.029147993759946668140175656417339340127
f(z) = -125/224*z^3 + 221/280*z + 1
*
-15/11 | 0.18318696519964871265051925402644979555 | 0.027556491054567266883154033149148935667
f(z) = -121/234*z^3 + 257/78*z + 1
*
[ -5/4 ] 
f(z) = -136/225*z^3 + 247/90*z + 1
*
[ 3/2 ] 
f(z) = -134/225*z^3 + 251/150*z + 1
*
[ 5/4 ] 
f(z) = -128/235*z^3 + 247/235*z + 1
*
[ 15/4 ] 
f(z) = -136/225*z^3 + 277/30*z + 1
*
[ 4 ] 
f(z) = -129/224*z^3 + 279/28*z + 1
*
[ 4 ] 
f(z) = -127/224*z^3 + 275/28*z + 1
*
[ 4 ] 
f(z) = -125/224*z^3 + 271/28*z + 1
*
[ 4 ] 
f(z) = -123/224*z^3 + 267/28*z + 1
*
[ 4 ] 
f(z) = -121/224*z^3 + 263/28*z + 1
*
[ -4 ] 
f(z) = -121/224*z^3 + 277/28*z + 1
*
[ 8/3 ] 
f(z) = -135/224*z^3 + 275/56*z + 1
*
34/11 | 0.20506358730254329311596395267558454584 | 0.029502093514785220602200523357811788209
f(z) = -121/224*z^3 + 261/56*z + 1
*
-35/11 | 0.15157141597934257400315879861316631169 | 0.021007120542928852777278101498933061869
f(z) = -121/225*z^3 + 272/45*z + 1
*
[ -6/11 ] 
f(z) = -121/232*z^3 + 260/87*z + 1
*
-28/15 | 0.17265543494246047261221811390893899501 | 0.022498305247952363771504708849504853273
f(z) = -135/224*z^3 + 269/140*z + 1
*
7/4 | 0.11304109389891436663968421706061724647 | 0.020328639796317572891461505854253433974
f(z) = -128/231*z^3 + 260/231*z + 1
*
-19/11 | 0.16358160222662601583295285487096038452 | 0.029317118808295135001055314798173086319
f(z) = -121/228*z^3 + 265/228*z + 1
*
-14/25 | 0.19808136341921262819049088110244202638 | 0.028212362140475792122694515457109808903
f(z) = -125/224*z^3 + 269/280*z + 1
*
[ 4 ] 
f(z) = -139/224*z^3 + 299/28*z + 1
*
[ 4 ] 
f(z) = -137/224*z^3 + 295/28*z + 1
*
[ -15/4 ] 
f(z) = -136/225*z^3 + 293/30*z + 1
*
[ 4 ] 
f(z) = -135/224*z^3 + 291/28*z + 1
*
[ 4 ] 
f(z) = -131/224*z^3 + 283/28*z + 1
*
[ -4 ] 
f(z) = -131/224*z^3 + 297/28*z + 1
*
[ -4 ] 
f(z) = -129/224*z^3 + 293/28*z + 1
*
[ -4 ] 
f(z) = -127/224*z^3 + 289/28*z + 1
*
[ -4 ] 
f(z) = -125/224*z^3 + 285/28*z + 1
*
[ -4 ] 
f(z) = -123/224*z^3 + 281/28*z + 1
*
[ 14/5 ] 
f(z) = -125/224*z^3 + 281/56*z + 1
*
[ -3/8 ] 
f(z) = -128/225*z^3 + 281/75*z + 1
*
[ -4/9 ] 
f(z) = -135/224*z^3 + 283/84*z + 1
*
[ -6/5 ] 
f(z) = -125/228*z^3 + 299/114*z + 1
*
[ 2 ] 
f(z) = -121/228*z^3 + 299/114*z + 1
*
-5/4 | 0.20785430242017557668945183058826202280 | 0.028434702097871701636165699669532603118
f(z) = -124/225*z^3 + 299/180*z + 1
*
[ 4/3 ] 
f(z) = -135/236*z^3 + 299/236*z + 1
*
-19/11 | 0.16358124756573190872899521799201489900 | 0.028868501538881316367717927600054390552
f(z) = -121/228*z^3 + 289/228*z + 1
*
-8/15 | 0.10517612758008287978477463826635463333 | 0.014883834881640212442215913823760717406
f(z) = -135/224*z^3 + 293/280*z + 1
*
[ 3/5 ] 
f(z) = -125/249*z^3 - 121/249*z + 1
*
[ 3/5 ] 
f(z) = -125/258*z^3 - 127/258*z + 1
*
[ 5/8 ] 
f(z) = -128/255*z^3 - 103/255*z + 1
*
[ 3/5 ] 
f(z) = -125/246*z^3 - 119/246*z + 1
*
[ 11/18 ] 
f(z) = -135/242*z^3 - 113/264*z + 1
*
[ 9/14 ] 
f(z) = -133/243*z^3 - 83/252*z + 1
*
[ 5/8 ] 
f(z) = -128/245*z^3 - 97/245*z + 1
*
[ 7/11 ] 
f(z) = -121/252*z^3 - 95/252*z + 1
*
[ 7/11 ] 
f(z) = -121/259*z^3 - 99/259*z + 1
*
[ 2/3 ] 
f(z) = -135/242*z^3 - 61/242*z + 1
*
[ 2/3 ] 
f(z) = -135/254*z^3 - 67/254*z + 1
*
-5/11 | 0.15816499477839913831061260273718432075 | 0.028858860616556194710306398331867698923
f(z) = -121/240*z^3 - 71/240*z + 1
*
[ 2/3 ] 
f(z) = -139/248*z^3 - 70/279*z + 1
*
[ 2/3 ] 
f(z) = -137/248*z^3 - 71/279*z + 1
*
[ 2/3 ] 
f(z) = -133/248*z^3 - 73/279*z + 1
*
[ 2/3 ] 
f(z) = -131/248*z^3 - 74/279*z + 1
*
[ 2/3 ] 
f(z) = -127/248*z^3 - 76/279*z + 1
*
[ 2/3 ] 
f(z) = -125/248*z^3 - 77/279*z + 1
*
[ 2/3 ] 
f(z) = -121/248*z^3 - 79/279*z + 1
*
[ 3/5 ] 
f(z) = -125/252*z^3 - 41/84*z + 1
*
[ 5/8 ] 
f(z) = -139/250*z^3 - 49/128*z + 1
*
[ 5/8 ] 
f(z) = -129/250*z^3 - 51/128*z + 1
*
[ 2/3 ] 
f(z) = -129/256*z^3 - 53/192*z + 1
*
[ 2/3 ] 
f(z) = -123/256*z^3 - 55/192*z + 1
*
4/45 | 0.10082408110654490739616959014259563497 | 0.012216321351625311563508123526698914679
f(z) = -135/256*z^3 - 59/240*z + 1
*
[ 30/43 ] 
f(z) = -129/250*z^3 - 47/258*z + 1
*
[ 2/3 ] 
f(z) = -129/248*z^3 - 25/93*z + 1
*
[ 16/25 ] 
f(z) = -125/256*z^3 - 29/80*z + 1
*
[ 2/3 ] 
f(z) = -123/248*z^3 - 26/93*z + 1
*
[ 9/13 ] 
f(z) = -130/243*z^3 - 22/117*z + 1
*
[ 2/3 ] 
f(z) = -135/244*z^3 - 31/122*z + 1
*
[ 15/22 ] 
f(z) = -121/250*z^3 - 29/120*z + 1
*
12/11 | 0.12981470054389584068885525841164407687 | 0.016766721771630651061909432756079878605
f(z) = -121/256*z^3 - 35/144*z + 1
*
[ 8/11 ] 
f(z) = -121/248*z^3 - 29/248*z + 1
*
-5/11 | 0.15776869696344183993489658698591585180 | 0.028471610432838778184591408278060663820
f(z) = -121/255*z^3 - 26/255*z + 1
*
-9/16 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -128/243*z^3 - 1/18*z + 1
*
[ 8/11 ] 
f(z) = -121/256*z^3 - 1/8*z + 1
*
[ 2/3 ] 
f(z) = -135/248*z^3 - 8/31*z + 1
*
[ 3/4 ] 
f(z) = -128/243*z^3 - 1/27*z + 1
*
[ 3/5 ] 
f(z) = -125/243*z^3 - 13/27*z + 1
*
[ 7/11 ] 
f(z) = -121/245*z^3 - 13/35*z + 1
*
[ 20/33 ] 
f(z) = -121/250*z^3 - 17/36*z + 1
*
[ 3/4 ] 
f(z) = -136/243*z^3 - 1/54*z + 1
*
[ 9/14 ] 
f(z) = -140/243*z^3 - 20/63*z + 1
*
[ 2/3 ] 
f(z) = -135/256*z^3 - 17/64*z + 1
*
[ 5/7 ] 
f(z) = -133/250*z^3 - 9/70*z + 1
*
[ 5/7 ] 
f(z) = -131/250*z^3 - 13/98*z + 1
*
[ 18/25 ] 
f(z) = -125/243*z^3 - 11/90*z + 1
*
-12/25 | 0.16642957075299949963529019867458559865 | 0.023261847416042419294289123247552383937
f(z) = -125/256*z^3 - 11/80*z + 1
*
[ 5/7 ] 
f(z) = -121/250*z^3 - 15/98*z + 1
*
[ 3/4 ] 
f(z) = -140/243*z^3 - 1/108*z + 1
*
[ 11/15 ] 
f(z) = -135/242*z^3 - 7/110*z + 1
*
[ 3/4 ] 
f(z) = -124/243*z^3 - 5/108*z + 1
*
8/15 | 0.23105057440733561915155533539869565502 | 0.027995177684335979985566747715670760966
f(z) = -135/256*z^3 - 7/120*z + 1
*
[ 8/11 ] 
f(z) = -121/240*z^3 - 13/120*z + 1
*
[ 11/15 ] 
f(z) = -125/242*z^3 - 17/198*z + 1
*
[ 3/4 ] 
f(z) = -134/243*z^3 - 5/216*z + 1
*
[ 3/4 ] 
f(z) = -130/243*z^3 - 7/216*z + 1
*
[ 3/4 ] 
f(z) = -122/243*z^3 - 11/216*z + 1
*
-4/5 | 0.13915423631362285699808451796994195730 | 0.016860583796948427964289030886760012484
f(z) = -135/256*z^3 - 19/240*z + 1
*
[ 3/4 ] 
f(z) = -128/249*z^3 - 11/249*z + 1
*
[ 3/4 ] 
f(z) = -128/255*z^3 - 13/255*z + 1
*
-12/25 | 0.21979701310914168170381335612642251355 | 0.028194840810790174230426178854151756386
f(z) = -125/243*z^3 - 13/270*z + 1
*
[ 4/3 ] 
f(z) = -135/256*z^3 + 19/16*z + 1
*
[ 5/3 ] 
f(z) = -129/250*z^3 + 11/6*z + 1
*
[ 9/8 ] 
f(z) = -128/243*z^3 + 7/9*z + 1
*
-9/8 | 0.18310228877553394253427265532186971343 | 0.029342018416899520844320073915535862509
f(z) = -128/243*z^3 + 19/18*z + 1
*
[ 9/5 ] 
f(z) = -125/243*z^3 + 19/9*z + 1
*
[ 4/5 ] 
f(z) = -125/256*z^3 + 1/16*z + 1
*
[ 8/5 ] 
f(z) = -125/256*z^3 + 13/8*z + 1
*
[ 9/11 ] 
f(z) = -121/243*z^3 + 1/9*z + 1
*
20/11 | 0.11552604431401140091534998182233289367 | 0.020923093730551989339430116454088164985
f(z) = -121/250*z^3 + 4/5*z + 1
*
[ -10/11 ] 
f(z) = -121/250*z^3 + 5/2*z + 1
*
[ 15/11 ] 
f(z) = -121/250*z^3 + 7/6*z + 1
*
-35/11 | 0.11656720688991331940608735819271492348 | 0.016131170123501502152807639423733804795
f(z) = -121/250*z^3 + 11/2*z + 1
*
10/11 | 0.089413869496803740175400143289466386770 | 0.015459296690012964254393024418561499187
f(z) = -121/250*z^3 + 13/10*z + 1
*
-20/11 | 0.089413217357450020811153296290343757751 | 0.014507326041324088350861752446954307241
f(z) = -121/250*z^3 + 19/10*z + 1
*
4/11 | 0.12836058899258246470689483730706973483 | 0.023148148148148148148148148148148148148
f(z) = -121/256*z^3 + 5/16*z + 1
*
20/11 | 0.12836058899258246470689483730706973483 | 0.023148148148148148148148148148148148148
f(z) = -121/256*z^3 + 13/16*z + 1
*
-24/11 | 0.15403270679109895764827380476848368179 | 0.024029407875351620466823233980840955549
f(z) = -121/256*z^3 + 19/8*z + 1
*
[ 8/9 ] 
f(z) = -135/256*z^3 + 7/24*z + 1
*
[ 7/8 ] 
f(z) = -128/245*z^3 + 9/35*z + 1
*
[ 9/10 ] 
f(z) = -125/243*z^3 + 11/36*z + 1
*
[ 9/10 ] 
f(z) = -140/243*z^3 + 16/45*z + 1
*
10/33 | 0.14265227366384126983868937038832118268 | 0.018481420670991251419578276125066388663
f(z) = -121/250*z^3 + 11/45*z + 1
*
[ 5/6 ] 
f(z) = -137/250*z^3 + 13/72*z + 1
*
[ 5/6 ] 
f(z) = -127/250*z^3 + 11/72*z + 1
*
[ 4/5 ] 
f(z) = -135/256*z^3 + 7/80*z + 1
*
[ 5/6 ] 
f(z) = -129/250*z^3 + 19/120*z + 1
*
[ 4/5 ] 
f(z) = -125/248*z^3 + 9/124*z + 1
*
[ 5/6 ] 
f(z) = -123/250*z^3 + 17/120*z + 1
*
[ 35/44 ] 
f(z) = -121/250*z^3 + 11/224*z + 1
*
[ 4/5 ] 
f(z) = -125/244*z^3 + 19/244*z + 1
*
[ 4/5 ] 
f(z) = -125/252*z^3 + 17/252*z + 1
*
[ 5/3 ] 
f(z) = -139/250*z^3 + 35/18*z + 1
*
[ -5/2 ] 
f(z) = -139/250*z^3 + 39/8*z + 1
*
[ 5 ] 
f(z) = -137/250*z^3 + 29/2*z + 1
*
[ 8/3 ] 
f(z) = -135/256*z^3 + 35/8*z + 1
*
[ -5 ] 
f(z) = -133/250*z^3 + 29/2*z + 1
*
[ -10/7 ] 
f(z) = -133/250*z^3 + 39/14*z + 1
*
[ 5/2 ] 
f(z) = -131/250*z^3 + 31/8*z + 1
*
[ -5/2 ] 
f(z) = -129/250*z^3 + 37/8*z + 1
*
[ -9/8 ] 
f(z) = -128/243*z^3 + 23/9*z + 1
*
[ 9/4 ] 
f(z) = -128/243*z^3 + 29/9*z + 1
*
9/4 | 0.18310270025070533459678771981954357979 | 0.027207650353538567499345515041693787623
f(z) = -128/243*z^3 + 31/18*z + 1
*
[ -9/4 ] 
f(z) = -128/243*z^3 + 37/9*z + 1
*
[ 5 ] 
f(z) = -127/250*z^3 + 27/2*z + 1
*
[ -9/5 ] 
f(z) = -125/243*z^3 + 29/9*z + 1
*
[ -8/5 ] 
f(z) = -125/256*z^3 + 23/8*z + 1
*
4/5 | 0.077016353395549478824136902384241840897 | 0.012285080641641981250249955741211906813
f(z) = -125/256*z^3 + 33/16*z + 1
*
[ -5 ] 
f(z) = -123/250*z^3 + 27/2*z + 1
*
[ 10/3 ] 
f(z) = -123/250*z^3 + 37/6*z + 1
*
[ -9/11 ] 
f(z) = -121/243*z^3 + 23/9*z + 1
*
[ 18/11 ] 
f(z) = -121/243*z^3 + 31/18*z + 1
*
[ 5/2 ] 
f(z) = -121/250*z^3 + 29/8*z + 1
*
5/11 | 0.13222194016159656399556377155734400483 | 0.019211498937516162282189825045699352884
f(z) = -121/250*z^3 + 39/10*z + 1
*
[ -8/11 ] 
f(z) = -121/256*z^3 + 21/8*z + 1
*
[ 5/4 ] 
f(z) = -133/250*z^3 + 33/32*z + 1
*
[ 5/4 ] 
f(z) = -123/250*z^3 + 31/32*z + 1
*
20/11 | 0.14532893587914089183992311900647734726 | 0.021844570561265072224618609162035822640
f(z) = -121/250*z^3 + 31/20*z + 1
*
-36/25 | 0.19113657741931202927367600341279984152 | 0.026911171384184563830143342969269661640
f(z) = -125/243*z^3 + 23/45*z + 1
*
36/25 | 0.21290645389716828883625863825053553669 | 0.029976272187066915208683403553032876085
f(z) = -125/243*z^3 + 28/45*z + 1
*
[ 6/5 ] 
f(z) = -125/252*z^3 + 37/42*z + 1
*
[ 12/11 ] 
f(z) = -121/256*z^3 + 31/48*z + 1
*
[ 9/10 ] 
f(z) = -130/243*z^3 + 29/90*z + 1
*
[ 22/25 ] 
f(z) = -125/242*z^3 + 29/110*z + 1
*
[ 9/11 ] 
f(z) = -121/252*z^3 + 25/252*z + 1
*
[ -8/3 ] 
f(z) = -135/256*z^3 + 41/8*z + 1
*
[ -4/3 ] 
f(z) = -135/256*z^3 + 43/16*z + 1
*
[ -5/3 ] 
f(z) = -131/250*z^3 + 55/18*z + 1
*
9/16 | 0.18360725035824591051404374784387506846 | 0.026017612042337750118744459970313670619
f(z) = -128/243*z^3 + 43/18*z + 1
*
[ -9/16 ] 
f(z) = -128/243*z^3 + 53/18*z + 1
*
[ -4/5 ] 
f(z) = -125/256*z^3 + 41/16*z + 1
*
-12/5 | 0.13175716172137495370561114708760012289 | 0.019331590564239589439637763191974639693
f(z) = -125/256*z^3 + 57/16*z + 1
*
-9/11 | 0.20191434311396801228376549041097926789 | 0.028013078322212162289705021888334239587
f(z) = -121/243*z^3 + 50/9*z + 1
*
-36/11 | 0.20439860112342022003166693275426723603 | 0.028130330100741402273388041827933328475
f(z) = -121/243*z^3 + 53/9*z + 1
*
[ -18/11 ] 
f(z) = -121/243*z^3 + 53/18*z + 1
*
[ -5/3 ] 
f(z) = -121/250*z^3 + 53/18*z + 1
*
[ 40/11 ] 
f(z) = -121/250*z^3 + 57/8*z + 1
*
[ -16/11 ] 
f(z) = -121/256*z^3 + 43/16*z + 1
*
-8/11 | 0.17191063016501498046478061053697049676 | 0.023118610420873220522107686536574328256
f(z) = -121/256*z^3 + 53/8*z + 1
*
-28/11 | 0.14315102737473068687296254666498462306 | 0.021229951278518906073005792822896758345
f(z) = -121/256*z^3 + 53/16*z + 1
*
[ 3/2 ] 
f(z) = -140/243*z^3 + 44/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016824880004161209808080776457024869999
f(z) = -139/248*z^3 + 54/31*z + 1
*
-2 | 0.10210099416696201889962978515843547707 | 0.016876940930126859852767728024044574724
f(z) = -137/248*z^3 + 53/31*z + 1
*
[ 3/2 ] 
f(z) = -136/243*z^3 + 43/27*z + 1
*
-2 | 0.10210138589966886903067288081282345780 | 0.016930312475840531596347085810231730108
f(z) = -135/248*z^3 + 52/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016984860159124234731063288706054419902
f(z) = -133/248*z^3 + 51/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017040997494622818138391859507061712717
f(z) = -131/248*z^3 + 50/31*z + 1
*
-2 | 0.10210118728830846800569473465723668466 | 0.017098762376813022031130144439434161112
f(z) = -129/248*z^3 + 49/31*z + 1
*
[ 3/2 ] 
f(z) = -128/243*z^3 + 41/27*z + 1
*
-2 | 0.10210124051943813608564235161289663566 | 0.017158019426832799492632886313426223552
f(z) = -127/248*z^3 + 48/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017218820708717530622134501514289860983
f(z) = -125/248*z^3 + 47/31*z + 1
*
[ 3/2 ] 
f(z) = -124/243*z^3 + 40/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017281499499062919049579924718511685770
f(z) = -123/248*z^3 + 46/31*z + 1
*
[ 5/3 ] 
f(z) = -123/250*z^3 + 53/30*z + 1
*
-6/11 | 0.19135029430515308409247503725326978896 | 0.029642820809859401425406800697343762065
f(z) = -121/240*z^3 + 53/20*z + 1
*
12/11 | 0.14241270408660681184753178997143851727 | 0.023162305997603261173150660714678054713
f(z) = -121/243*z^3 + 52/27*z + 1
*
9/22 | 0.18880749971412161664025599843501673633 | 0.025606661452187278637259564644877093205
f(z) = -121/243*z^3 + 59/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017346029188552094946582133264257850525
f(z) = -121/248*z^3 + 45/31*z + 1
*
[ 20/11 ] 
f(z) = -121/250*z^3 + 41/20*z + 1
*
-15/11 | 0.15187326629596166836760980915144701192 | 0.020814784018049769074730703601670144218
f(z) = -121/250*z^3 + 59/30*z + 1
*
4/9 | 0.12836162260900335442907603450980430228 | 0.019320542606665039686603006104911022639
f(z) = -135/256*z^3 + 41/48*z + 1
*
[ 8/7 ] 
f(z) = -133/256*z^3 + 45/56*z + 1
*
[ 4/3 ] 
f(z) = -129/256*z^3 + 55/48*z + 1
*
[ 6/5 ] 
f(z) = -125/243*z^3 + 49/54*z + 1
*
[ 4/3 ] 
f(z) = -123/256*z^3 + 53/48*z + 1
*
[ 9/8 ] 
f(z) = -136/243*z^3 + 59/72*z + 1
*
[ 12/11 ] 
f(z) = -121/240*z^3 + 41/60*z + 1
*
-6/11 | 0.14218280159585936609917180566608027686 | 0.025942742002269864538779527077179563084
f(z) = -121/240*z^3 + 59/60*z + 1
*
[ 16/15 ] 
f(z) = -135/256*z^3 + 53/80*z + 1
*
[ 12/11 ] 
f(z) = -121/252*z^3 + 55/84*z + 1
*
56/45 | 0.24344695776496986818160829826156200700 | 0.029497181977683013208617762744433155664
f(z) = -135/256*z^3 + 53/120*z + 1
*
[ 24/25 ] 
f(z) = -125/256*z^3 + 49/120*z + 1
*
[ 10/11 ] 
f(z) = -121/248*z^3 + 47/155*z + 1
*
[ 8/9 ] 
f(z) = -129/256*z^3 + 59/216*z + 1
*
[ 27/32 ] 
f(z) = -128/243*z^3 + 41/216*z + 1
*
[ 8/9 ] 
f(z) = -123/256*z^3 + 55/216*z + 1
*
[ 9/4 ] 
f(z) = -136/243*z^3 + 61/18*z + 1
*
[ -9/4 ] 
f(z) = -136/243*z^3 + 77/18*z + 1
*
45/16 | 0.18324284683619433078120712950724883151 | 0.024529765573642774139182732517744539027
f(z) = -128/243*z^3 + 65/18*z + 1
*
-45/16 | 0.15820019163011587104422994802566165957 | 0.021091869839076881854684526801723071684
f(z) = -128/243*z^3 + 67/18*z + 1
*
-30/11 | 0.23922787693818321289976509691464330590 | 0.029757829747391061907462999767458065117
f(z) = -121/250*z^3 + 62/15*z + 1
*
95/33 | 0.17484278266345028698469051594257190412 | 0.019421147333856591264478378222328356134
f(z) = -121/250*z^3 + 65/18*z + 1
*
-30/11 | 0.23289094024190461921779779837797194249 | 0.028692755913460352512404239268082814948
f(z) = -121/250*z^3 + 67/15*z + 1
*
-80/33 | 0.21867875428951307050492126266585222890 | 0.024054439323825441548636806253424076814
f(z) = -121/250*z^3 + 71/18*z + 1
*
[ -4/11 ] 
f(z) = -121/256*z^3 + 61/16*z + 1
*
[ -3/2 ] 
f(z) = -136/243*z^3 + 79/27*z + 1
*
[ -8/9 ] 
f(z) = -135/256*z^3 + 61/24*z + 1
*
8/3 | 0.15403270679109895764827380476848368179 | 0.019859312454177057267254194237051356397
f(z) = -135/256*z^3 + 73/24*z + 1
*
[ -3/4 ] 
f(z) = -128/243*z^3 + 71/27*z + 1
*
[ -3/2 ] 
f(z) = -128/243*z^3 + 77/27*z + 1
*
[ 7/4 ] 
f(z) = -128/245*z^3 + 71/35*z + 1
*
[ 2 ] 
f(z) = -127/248*z^3 + 79/31*z + 1
*
[ 11/5 ] 
f(z) = -125/242*z^3 + 67/22*z + 1
*
[ -3/5 ] 
f(z) = -125/243*z^3 + 77/27*z + 1
*
[ 2 ] 
f(z) = -125/248*z^3 + 78/31*z + 1
*
[ -3/2 ] 
f(z) = -124/243*z^3 + 76/27*z + 1
*
[ 2 ] 
f(z) = -123/248*z^3 + 77/31*z + 1
*
[ -5/6 ] 
f(z) = -123/250*z^3 + 61/24*z + 1
*
-18/11 | 0.18615465633582734652009730839402077523 | 0.024285419677529113296566899847257474952
f(z) = -121/243*z^3 + 79/36*z + 1
*
[ 2 ] 
f(z) = -121/248*z^3 + 76/31*z + 1
*
[ -20/11 ] 
f(z) = -121/250*z^3 + 63/20*z + 1
*
20/33 | 0.23206452547448491143964026836304020977 | 0.025449095062798062883417450854723385199
f(z) = -121/250*z^3 + 73/36*z + 1
*
30/11 | 0.21148275109395697700898516560278163228 | 0.027963991102444806454455145317284870410
f(z) = -121/250*z^3 + 77/30*z + 1
*
[ -15/11 ] 
f(z) = -121/250*z^3 + 79/30*z + 1
*
[ 24/11 ] 
f(z) = -121/256*z^3 + 67/24*z + 1
*
[ 8/5 ] 
f(z) = -135/256*z^3 + 69/40*z + 1
*
18/25 | 0.21290645389716828883625863825053553669 | 0.028682106759751857358215151498402899727
f(z) = -125/243*z^3 + 62/45*z + 1
*
8/25 | 0.18383711257691563125199157019859826771 | 0.023540065278427139016260905618070784070
f(z) = -125/256*z^3 + 77/40*z + 1
*
[ 3/2 ] 
f(z) = -122/243*z^3 + 79/54*z + 1
*
[ 9/7 ] 
f(z) = -140/243*z^3 + 74/63*z + 1
*
[ 11/9 ] 
f(z) = -135/242*z^3 + 67/66*z + 1
*
[ 9/7 ] 
f(z) = -133/243*z^3 + 71/63*z + 1
*
12/11 | 0.11568985227701871024957353313298094263 | 0.020479798172115020908135819462812899118
f(z) = -121/240*z^3 + 71/60*z + 1
*
-20/11 | 0.14075869547810412238662799992535498161 | 0.024795631514239818537588310380581317052
f(z) = -121/240*z^3 + 73/60*z + 1
*
[ 14/11 ] 
f(z) = -121/245*z^3 + 71/70*z + 1
*
[ 11/10 ] 
f(z) = -125/242*z^3 + 63/88*z + 1
*
-3/5 | 0.15810471543697083357814305647442448688 | 0.028593316404773262833604356147747009310
f(z) = -125/252*z^3 + 71/84*z + 1
*
63/44 | 0.20877416590986810817391984028183489774 | 0.025258045250843266784466490684939840280
f(z) = -121/243*z^3 + 67/144*z + 1
*
[ 9/10 ] 
f(z) = -136/243*z^3 + 77/225*z + 1
*
[ 9/10 ] 
f(z) = -128/243*z^3 + 71/225*z + 1
*
[ 9/10 ] 
f(z) = -124/243*z^3 + 68/225*z + 1
*
4/3 | 0.23215396068402549929102589566768655629 | 0.028128869171360521170788058785943573120
f(z) = -135/256*z^3 + 61/240*z + 1
*
[ 10/11 ] 
f(z) = -129/250*z^3 + 79/242*z + 1
*
[ 7/8 ] 
f(z) = -128/259*z^3 + 61/259*z + 1
*
[ 7/8 ] 
f(z) = -136/245*z^3 + 79/280*z + 1
*
[ 16/5 ] 
f(z) = -125/256*z^3 + 91/16*z + 1
*
[ -35/11 ] 
f(z) = -121/250*z^3 + 87/14*z + 1
*
[ -10 ] 
f(z) = -121/250*z^3 + 99/2*z + 1
*
-4/11 | 0.17971186774887259693099216312784961400 | 0.024600580087751189368925119673510522937
f(z) = -121/256*z^3 + 93/16*z + 1
*
[ -3/2 ] 
f(z) = -140/243*z^3 + 80/27*z + 1
*
[ 2 ] 
f(z) = -139/248*z^3 + 85/31*z + 1
*
[ 2 ] 
f(z) = -137/248*z^3 + 84/31*z + 1
*
[ -5/4 ] 
f(z) = -137/250*z^3 + 85/32*z + 1
*
[ 2 ] 
f(z) = -135/248*z^3 + 83/31*z + 1
*
[ -2/3 ] 
f(z) = -135/248*z^3 + 85/31*z + 1
*
[ 2 ] 
f(z) = -133/248*z^3 + 82/31*z + 1
*
[ 2 ] 
f(z) = -131/248*z^3 + 81/31*z + 1
*
[ 2 ] 
f(z) = -129/248*z^3 + 80/31*z + 1
*
[ -5/3 ] 
f(z) = -129/250*z^3 + 91/30*z + 1
*
[ -7/8 ] 
f(z) = -128/245*z^3 + 89/35*z + 1
*
[ -5/4 ] 
f(z) = -127/250*z^3 + 83/32*z + 1
*
[ -11/5 ] 
f(z) = -125/242*z^3 + 87/22*z + 1
*
[ -9/10 ] 
f(z) = -125/243*z^3 + 91/36*z + 1
*
[ -5/3 ] 
f(z) = -123/250*z^3 + 89/30*z + 1
*
[ 8/3 ] 
f(z) = -123/256*z^3 + 97/24*z + 1
*
24/11 | 0.16904031954251592263152661956131835509 | 0.025596874236395034432851013184122296087
f(z) = -121/243*z^3 + 82/27*z + 1
*
[ 27/11 ] 
f(z) = -121/243*z^3 + 97/27*z + 1
*
[ -7/11 ] 
f(z) = -121/245*z^3 + 97/35*z + 1
*
[ -24/11 ] 
f(z) = -121/256*z^3 + 89/24*z + 1
*
[ 3/2 ] 
f(z) = -134/243*z^3 + 85/54*z + 1
*
[ 3/2 ] 
f(z) = -130/243*z^3 + 83/54*z + 1
*
[ 9/5 ] 
f(z) = -130/243*z^3 + 98/45*z + 1
*
63/25 | 0.18921302997175163678001897298457169509 | 0.024040642876440904130394991993300105069
f(z) = -125/243*z^3 + 97/45*z + 1
*
-8/25 | 0.23437198437270824792115081631699659476 | 0.029548979220292196636072382089412780237
f(z) = -125/256*z^3 + 87/40*z + 1
*
45/22 | 0.099417765035561897767800325567993342046 | 0.012756355647768339301217758127603507965
f(z) = -121/250*z^3 + 97/40*z + 1
*
[ 10/7 ] 
f(z) = -133/250*z^3 + 97/70*z + 1
*
-2 | 0.10268915427335971555715986279395055597 | 0.017168039304173643617716619002034747167
f(z) = -131/256*z^3 + 99/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017226703440691051029402663933187424759
f(z) = -129/256*z^3 + 97/64*z + 1
*
-2 | 0.081150457304435726271304090562786552691 | 0.013613552191443652178445809053752137084
f(z) = -127/240*z^3 + 97/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017287123018050622457669187220632729811
f(z) = -127/256*z^3 + 95/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017349267231736215415037771450501748055
f(z) = -125/256*z^3 + 93/64*z + 1
*
-2 | 0.10268877724446294546440719547741209240 | 0.017413277582600203774505944914158291823
f(z) = -123/256*z^3 + 91/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017479094801033211608876877040690259318
f(z) = -121/256*z^3 + 89/64*z + 1
*
[ 6/5 ] 
f(z) = -125/248*z^3 + 83/93*z + 1
*
[ 7/6 ] 
f(z) = -132/245*z^3 + 92/105*z + 1
*
[ 16/15 ] 
f(z) = -125/256*z^3 + 89/144*z + 1
*
[ 10/11 ] 
f(z) = -139/250*z^3 + 87/242*z + 1
*
16/11 | 0.12836616527106490246650991924771469926 | 0.023421751928293355112245955028867203756
f(z) = -121/240*z^3 + 91/240*z + 1
*
[ 9/2 ] 
f(z) = -140/243*z^3 + 112/9*z + 1
*
[ -9/2 ] 
f(z) = -140/243*z^3 + 116/9*z + 1
*
[ 10 ] 
f(z) = -139/250*z^3 + 113/2*z + 1
*
[ 9/2 ] 
f(z) = -136/243*z^3 + 109/9*z + 1
*
[ -9/2 ] 
f(z) = -136/243*z^3 + 113/9*z + 1
*
[ 10/3 ] 
f(z) = -133/250*z^3 + 119/18*z + 1
*
[ -10 ] 
f(z) = -131/250*z^3 + 107/2*z + 1
*
[ 10 ] 
f(z) = -129/250*z^3 + 105/2*z + 1
*
[ 9/2 ] 
f(z) = -128/243*z^3 + 103/9*z + 1
*
[ -9/2 ] 
f(z) = -128/243*z^3 + 107/9*z + 1
*
[ -16/5 ] 
f(z) = -125/256*z^3 + 101/16*z + 1
*
[ 9/2 ] 
f(z) = -124/243*z^3 + 100/9*z + 1
*
[ -9/2 ] 
f(z) = -124/243*z^3 + 104/9*z + 1
*
[ -2 ] 
f(z) = -139/248*z^3 + 116/31*z + 1
*
[ -2 ] 
f(z) = -137/248*z^3 + 115/31*z + 1
*
[ -2 ] 
f(z) = -135/248*z^3 + 114/31*z + 1
*
[ -2 ] 
f(z) = -133/248*z^3 + 113/31*z + 1
*
[ -2 ] 
f(z) = -131/248*z^3 + 112/31*z + 1
*
[ -2 ] 
f(z) = -129/248*z^3 + 111/31*z + 1
*
[ 8/3 ] 
f(z) = -129/256*z^3 + 101/24*z + 1
*
[ -8/3 ] 
f(z) = -129/256*z^3 + 119/24*z + 1
*
[ -3/8 ] 
f(z) = -128/243*z^3 + 101/27*z + 1
*
[ -7/4 ] 
f(z) = -128/245*z^3 + 111/35*z + 1
*
[ -2 ] 
f(z) = -127/248*z^3 + 110/31*z + 1
*
[ -2 ] 
f(z) = -125/248*z^3 + 109/31*z + 1
*
[ -2/5 ] 
f(z) = -125/248*z^3 + 111/31*z + 1
*
[ 9/4 ] 
f(z) = -124/243*z^3 + 113/36*z + 1
*
[ -2 ] 
f(z) = -123/248*z^3 + 108/31*z + 1
*
-5/6 | 0.28256848431597660266192663225345227125 | 0.029682618522514726442824292977371292456
f(z) = -123/250*z^3 + 109/24*z + 1
*
[ -8/3 ] 
f(z) = -123/256*z^3 + 115/24*z + 1
*
[ -27/11 ] 
f(z) = -121/243*z^3 + 119/27*z + 1
*
[ -2 ] 
f(z) = -121/248*z^3 + 107/31*z + 1
*
[ 9/5 ] 
f(z) = -140/243*z^3 + 104/45*z + 1
*
[ -9/10 ] 
f(z) = -140/243*z^3 + 116/45*z + 1
*
[ 16/9 ] 
f(z) = -135/256*z^3 + 101/48*z + 1
*
16/9 | 0.078180398084541064979799991059948646171 | 0.010424085683155492335798448935012838243
f(z) = -135/256*z^3 + 113/48*z + 1
*
[ -8/5 ] 
f(z) = -135/256*z^3 + 119/40*z + 1
*
27/16 | 0.14241518957233997854166208081760045259 | 0.020674122310288613168020240308453572989
f(z) = -128/243*z^3 + 109/54*z + 1
*
[ -6/5 ] 
f(z) = -125/252*z^3 + 107/42*z + 1
*
[ -12/11 ] 
f(z) = -121/256*z^3 + 119/48*z + 1
*
-2 | 0.081149502696271260618427407686708934246 | 0.013352135490547482542476581184433579343
f(z) = -139/240*z^3 + 109/60*z + 1
*
-2 | 0.10268931129423715176065692991345789792 | 0.016947883048345401362908740064489303747
f(z) = -139/256*z^3 + 107/64*z + 1
*
-2 | 0.081149608370131469994539043379565733702 | 0.013392962273700640197407835874409137334
f(z) = -137/240*z^3 + 107/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017000685584060255326871316032170443059
f(z) = -137/256*z^3 + 105/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017054986376221210025522819627599943453
f(z) = -135/256*z^3 + 103/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013477721359117042999184785632442424669
f(z) = -133/240*z^3 + 103/60*z + 1
*
-2 | 0.10268920781563145063609346286837417410 | 0.017110833012517520090315838428213969464
f(z) = -133/256*z^3 + 101/64*z + 1
*
-2 | 0.081150534413124850710408800731379529499 | 0.013521900429035823708528492433778826666
f(z) = -131/240*z^3 + 101/60*z + 1
*
-20/11 | 0.14075858712466800733959142676088332973 | 0.023377851065778491379820036804852737798
f(z) = -121/240*z^3 + 103/60*z + 1
*
-16/15 | 0.10682075918136615242785466781435642681 | 0.014420977114345578744197333841081658898
f(z) = -135/256*z^3 + 103/80*z + 1
*
-4/25 | 0.078120515073834682814661291964784319289 | 0.010574389509074956030198591516753180895
f(z) = -125/256*z^3 + 101/80*z + 1
*
21/11 | 0.14879676769541409239713348481629323208 | 0.025463444285926365531888156328075827395
f(z) = -121/252*z^3 + 115/84*z + 1
*
[ 27/22 ] 
f(z) = -121/243*z^3 + 101/108*z + 1
*
-8/9 | 0.13249300891813803734699154384807986493 | 0.016053478058255906089185865464917546775
f(z) = -135/256*z^3 + 113/120*z + 1
*
-18/11 | 0.14308617897866004980594070248240066082 | 0.025877206618279910536499225667681436815
f(z) = -121/252*z^3 + 113/126*z + 1
*
[ 9/8 ] 
f(z) = -124/243*z^3 + 109/144*z + 1
*
4/33 | 0.13740266544252575434800796682906583116 | 0.017746774845243890156936800380629008415
f(z) = -121/256*z^3 + 109/144*z + 1
*
[ 10/9 ] 
f(z) = -121/250*z^3 + 113/162*z + 1
*
[ 20/21 ] 
f(z) = -133/250*z^3 + 109/252*z + 1
*
36/25 | 0.19465930085757857199437662641275179804 | 0.023585839288194864559826577288707964712
f(z) = -125/256*z^3 + 103/240*z + 1
*
[ 15/16 ] 
f(z) = -128/243*z^3 + 107/270*z + 1
*
[ 32/33 ] 
f(z) = -121/256*z^3 + 119/288*z + 1
*
[ -10/3 ] 
f(z) = -137/250*z^3 + 133/18*z + 1
*
[ 5 ] 
f(z) = -131/250*z^3 + 139/10*z + 1
*
[ 5 ] 
f(z) = -129/250*z^3 + 137/10*z + 1
*
[ -10/3 ] 
f(z) = -127/250*z^3 + 125/18*z + 1
*
[ -5 ] 
f(z) = -127/250*z^3 + 139/10*z + 1
*
[ 4 ] 
f(z) = -127/256*z^3 + 139/16*z + 1
*
[ 18/5 ] 
f(z) = -125/243*z^3 + 133/18*z + 1
*
[ 4 ] 
f(z) = -125/256*z^3 + 137/16*z + 1
*
[ 5 ] 
f(z) = -123/250*z^3 + 131/10*z + 1
*
[ 4 ] 
f(z) = -123/256*z^3 + 135/16*z + 1
*
[ 5 ] 
f(z) = -121/250*z^3 + 129/10*z + 1
*
[ -5/33 ] 
f(z) = -121/250*z^3 + 137/18*z + 1
*
[ 9/4 ] 
f(z) = -140/243*z^3 + 125/36*z + 1
*
-5/3 | 0.19637295854827163788037820258778631876 | 0.024501700940656843839081923691135959588
f(z) = -129/250*z^3 + 121/30*z + 1
*
[ -3/11 ] 
f(z) = -121/243*z^3 + 127/27*z + 1
*
[ -9/22 ] 
f(z) = -121/243*z^3 + 127/36*z + 1
*
[ 3 ] 
f(z) = -121/243*z^3 + 139/27*z + 1
*
[ 30/11 ] 
f(z) = -121/250*z^3 + 127/30*z + 1
*
[ -8/15 ] 
f(z) = -135/256*z^3 + 121/40*z + 1
*
8/15 | 0.24729618141925669097027177551491817674 | 0.029648502717701849742621012894715103575
f(z) = -135/256*z^3 + 131/40*z + 1
*
-20/9 | 0.085463533966801967701896349177198277962 | 0.011109881077029611369447065669764706890
f(z) = -135/256*z^3 + 137/48*z + 1
*
[ 15/7 ] 
f(z) = -133/250*z^3 + 125/42*z + 1
*
[ -10/9 ] 
f(z) = -129/250*z^3 + 137/54*z + 1
*
[ -4/3 ] 
f(z) = -129/256*z^3 + 127/48*z + 1
*
33/16 | 0.17113327751912387161734696987047223596 | 0.023996145836501409228769704956939026395
f(z) = -128/243*z^3 + 139/54*z + 1
*
[ -6/5 ] 
f(z) = -125/243*z^3 + 139/54*z + 1
*
12/5 | 0.17977743270667525501475851691069832222 | 0.023507121098640802093227745556688652843
f(z) = -125/256*z^3 + 131/48*z + 1
*
-56/25 | 0.16396785572746284707270758530690798610 | 0.019622569076157280209799130011670759053
f(z) = -125/256*z^3 + 133/40*z + 1
*
[ -4/3 ] 
f(z) = -123/256*z^3 + 125/48*z + 1
*
30/11 | 0.22670779500060546898787544505231494279 | 0.025867916138017435304523403965275680055
f(z) = -121/250*z^3 + 128/45*z + 1
*
-35/22 | 0.12900770044511912565446294972200596711 | 0.015850838071831376108314993948813897043
f(z) = -121/250*z^3 + 137/40*z + 1
*
[ -6/11 ] 
f(z) = -121/252*z^3 + 125/42*z + 1
*
45/32 | 0.21305285220962085699748300152540388890 | 0.025886367770219810638269108564181458012
f(z) = -128/243*z^3 + 139/72*z + 1
*
[ 20/11 ] 
f(z) = -121/240*z^3 + 127/60*z + 1
*
24/11 | 0.18406803342838909502034743948740062700 | 0.021950184723624636021592109387630596049
f(z) = -121/256*z^3 + 137/72*z + 1
*
[ 10/7 ] 
f(z) = -137/250*z^3 + 139/98*z + 1
*
4/3 | 0.15816546952933042367379566571471195932 | 0.020765409603982981303026460727958112280
f(z) = -135/256*z^3 + 127/80*z + 1
*
[ 10/7 ] 
f(z) = -127/250*z^3 + 131/98*z + 1
*
-40/33 | 0.11653999518312434550808517905625110015 | 0.014453563920406950192755452887030006053
f(z) = -121/250*z^3 + 127/90*z + 1
*
21/11 | 0.13408187506028341238196895418118716790 | 0.022224425464999584186545885989374147550
f(z) = -121/252*z^3 + 139/84*z + 1
*
[ 14/11 ] 
f(z) = -121/252*z^3 + 125/126*z + 1
*
[ 9/8 ] 
f(z) = -140/243*z^3 + 121/144*z + 1
*
[ 10/9 ] 
f(z) = -131/250*z^3 + 121/162*z + 1
*
[ 5 ] 
f(z) = -139/250*z^3 + 147/10*z + 1
*
[ -5 ] 
f(z) = -139/250*z^3 + 151/10*z + 1
*
[ 4 ] 
f(z) = -139/256*z^3 + 151/16*z + 1
*
[ -4 ] 
f(z) = -139/256*z^3 + 159/16*z + 1
*
[ -5 ] 
f(z) = -137/250*z^3 + 149/10*z + 1
*
[ 4 ] 
f(z) = -137/256*z^3 + 149/16*z + 1
*
[ -4 ] 
f(z) = -137/256*z^3 + 157/16*z + 1
*
[ 4 ] 
f(z) = -135/256*z^3 + 147/16*z + 1
*
[ -4 ] 
f(z) = -135/256*z^3 + 155/16*z + 1
*
[ 5 ] 
f(z) = -133/250*z^3 + 141/10*z + 1
*
[ 4 ] 
f(z) = -133/256*z^3 + 145/16*z + 1
*
[ -4 ] 
f(z) = -133/256*z^3 + 153/16*z + 1
*
[ -5 ] 
f(z) = -131/250*z^3 + 143/10*z + 1
*
[ 4 ] 
f(z) = -131/256*z^3 + 143/16*z + 1
*
[ -4 ] 
f(z) = -131/256*z^3 + 151/16*z + 1
*
[ -5 ] 
f(z) = -129/250*z^3 + 141/10*z + 1
*
[ 4 ] 
f(z) = -129/256*z^3 + 141/16*z + 1
*
[ -4 ] 
f(z) = -129/256*z^3 + 149/16*z + 1
*
[ -4 ] 
f(z) = -127/256*z^3 + 147/16*z + 1
*
[ -18/5 ] 
f(z) = -125/243*z^3 + 143/18*z + 1
*
[ -4 ] 
f(z) = -125/256*z^3 + 145/16*z + 1
*
[ -4 ] 
f(z) = -123/256*z^3 + 143/16*z + 1
*
[ -4 ] 
f(z) = -121/256*z^3 + 141/16*z + 1
*
[ -9/4 ] 
f(z) = -140/243*z^3 + 157/36*z + 1
*
[ 3 ] 
f(z) = -140/243*z^3 + 158/27*z + 1
*
[ 3 ] 
f(z) = -139/243*z^3 + 157/27*z + 1
*
[ 3 ] 
f(z) = -137/243*z^3 + 155/27*z + 1
*
[ 3 ] 
f(z) = -136/243*z^3 + 154/27*z + 1
*
[ 3 ] 
f(z) = -134/243*z^3 + 152/27*z + 1
*
[ 3 ] 
f(z) = -133/243*z^3 + 151/27*z + 1
*
[ 3 ] 
f(z) = -131/243*z^3 + 149/27*z + 1
*
[ 3 ] 
f(z) = -130/243*z^3 + 148/27*z + 1
*
-21/8 | 0.11530366302787207680287032054620182574 | 0.016103707895106135550925403048173604788
f(z) = -128/243*z^3 + 143/27*z + 1
*
[ 3 ] 
f(z) = -127/243*z^3 + 145/27*z + 1
*
[ 3 ] 
f(z) = -125/243*z^3 + 143/27*z + 1
*
[ 3 ] 
f(z) = -124/243*z^3 + 142/27*z + 1
*
[ -9/4 ] 
f(z) = -124/243*z^3 + 145/36*z + 1
*
[ 3 ] 
f(z) = -122/243*z^3 + 140/27*z + 1
*
[ -3 ] 
f(z) = -122/243*z^3 + 158/27*z + 1
*
[ -3 ] 
f(z) = -121/243*z^3 + 157/27*z + 1
*
[ -30/11 ] 
f(z) = -121/250*z^3 + 149/30*z + 1
*
[ 32/11 ] 
f(z) = -121/256*z^3 + 149/32*z + 1
*
[ -9/5 ] 
f(z) = -140/243*z^3 + 154/45*z + 1
*
[ -3/4 ] 
f(z) = -136/243*z^3 + 143/54*z + 1
*
[ -16/9 ] 
f(z) = -135/256*z^3 + 155/48*z + 1
*
[ -3/2 ] 
f(z) = -134/243*z^3 + 157/54*z + 1
*
[ 5/2 ] 
f(z) = -133/250*z^3 + 157/40*z + 1
*
[ -8/7 ] 
f(z) = -133/256*z^3 + 143/56*z + 1
*
[ -9/5 ] 
f(z) = -130/243*z^3 + 148/45*z + 1
*
[ -3/2 ] 
f(z) = -130/243*z^3 + 155/54*z + 1
*
[ 5/2 ] 
f(z) = -129/250*z^3 + 153/40*z + 1
*
[ 5/2 ] 
f(z) = -127/250*z^3 + 151/40*z + 1
*
-63/25 | 0.23952770300525054910166821889637544307 | 0.028790365329455351656413144293805291615
f(z) = -125/243*z^3 + 152/45*z + 1
*
-8/5 | 0.18814742089901760889650900020600389682 | 0.022249724698708870506834887933833623393
f(z) = -125/256*z^3 + 147/40*z + 1
*
-24/25 | 0.24349324946283395649647148820274214262 | 0.028659165231472405630604628585277909073
f(z) = -125/256*z^3 + 153/40*z + 1
*
[ 5/2 ] 
f(z) = -123/250*z^3 + 147/40*z + 1
*
[ -3/2 ] 
f(z) = -122/243*z^3 + 151/54*z + 1
*
[ 25/11 ] 
f(z) = -121/250*z^3 + 153/50*z + 1
*
[ 7/4 ] 
f(z) = -136/245*z^3 + 149/70*z + 1
*
[ 2 ] 
f(z) = -127/240*z^3 + 157/60*z + 1
*
[ 2 ] 
f(z) = -127/256*z^3 + 159/64*z + 1
*
[ 2 ] 
f(z) = -125/256*z^3 + 157/64*z + 1
*
[ 2 ] 
f(z) = -123/256*z^3 + 155/64*z + 1
*
[ 2 ] 
f(z) = -121/256*z^3 + 153/64*z + 1
*
-16/15 | 0.21777436787407314400973466775243915185 | 0.028152833584132662607245443463597413792
f(z) = -135/256*z^3 + 143/80*z + 1
*
44/25 | 0.16642957075299949963529019867458559865 | 0.021554469187031174268136185767166953384
f(z) = -125/256*z^3 + 141/80*z + 1
*
[ 5/3 ] 
f(z) = -121/250*z^3 + 157/90*z + 1
*
24/11 | 0.17301385705338630767211563963486794760 | 0.028543279176515902471640994105478355965
f(z) = -121/252*z^3 + 143/84*z + 1
*
-20/11 | 0.20449922175558733902128323276434619284 | 0.026207679544766409728924653982128954614
f(z) = -121/256*z^3 + 153/80*z + 1
*
[ 3/2 ] 
f(z) = -121/243*z^3 + 157/108*z + 1
*
[ 4/3 ] 
f(z) = -135/248*z^3 + 151/124*z + 1
*
[ 4/3 ] 
f(z) = -121/256*z^3 + 157/144*z + 1
*
[ 5/4 ] 
f(z) = -127/250*z^3 + 159/160*z + 1
*
[ 5/4 ] 
f(z) = -121/250*z^3 + 153/160*z + 1
*
[ 25/22 ] 
f(z) = -121/250*z^3 + 149/200*z + 1
*
-48/11 | 0.22192080458985509621444599600278230618 | 0.028167778303046844426677324446921889949
f(z) = -121/256*z^3 + 165/16*z + 1
*
[ -3 ] 
f(z) = -140/243*z^3 + 176/27*z + 1
*
[ -3 ] 
f(z) = -139/243*z^3 + 175/27*z + 1
*
[ -3 ] 
f(z) = -137/243*z^3 + 173/27*z + 1
*
[ -3 ] 
f(z) = -136/243*z^3 + 172/27*z + 1
*
[ -3 ] 
f(z) = -134/243*z^3 + 170/27*z + 1
*
[ -3 ] 
f(z) = -133/243*z^3 + 169/27*z + 1
*
[ -3 ] 
f(z) = -131/243*z^3 + 167/27*z + 1
*
[ -3 ] 
f(z) = -130/243*z^3 + 166/27*z + 1
*
[ -3 ] 
f(z) = -128/243*z^3 + 164/27*z + 1
*
[ -3 ] 
f(z) = -127/243*z^3 + 163/27*z + 1
*
[ -3 ] 
f(z) = -125/243*z^3 + 161/27*z + 1
*
[ -3 ] 
f(z) = -124/243*z^3 + 160/27*z + 1
*
9/22 | 0.21569468876027446367970037495832454597 | 0.025635729669895273287777321763297755296
f(z) = -121/243*z^3 + 167/36*z + 1
*
-42/11 | 0.21385554607363094342558546455644349013 | 0.028981611400171543093481010773926326233
f(z) = -121/243*z^3 + 178/27*z + 1
*
[ -32/11 ] 
f(z) = -121/256*z^3 + 171/32*z + 1
*
[ 5/2 ] 
f(z) = -139/250*z^3 + 163/40*z + 1
*
[ 5/2 ] 
f(z) = -137/250*z^3 + 161/40*z + 1
*
[ -27/16 ] 
f(z) = -128/243*z^3 + 167/54*z + 1
*
-9/5 | 0.23629359079167968176254805418471390859 | 0.027985824693789847814390953974106668543
f(z) = -125/243*z^3 + 172/45*z + 1
*
[ -9/25 ] 
f(z) = -125/243*z^3 + 173/45*z + 1
*
[ 12/5 ] 
f(z) = -125/256*z^3 + 163/48*z + 1
*
[ -8/25 ] 
f(z) = -125/256*z^3 + 167/40*z + 1
*
[ -5/2 ] 
f(z) = -123/250*z^3 + 179/40*z + 1
*
[ -6/11 ] 
f(z) = -121/243*z^3 + 161/54*z + 1
*
-65/22 | 0.22479838762369797820771729782040729686 | 0.027083228816603156105238222967133787979
f(z) = -121/250*z^3 + 161/40*z + 1
*
-70/33 | 0.19690473236350100768536814752029776068 | 0.021894292826703199830535844938437266157
f(z) = -121/250*z^3 + 161/45*z + 1
*
-40/33 | 0.26776366595986434904696654839791345002 | 0.029481250710416992302884360060771319614
f(z) = -121/250*z^3 + 176/45*z + 1
*
[ -5/2 ] 
f(z) = -121/250*z^3 + 177/40*z + 1
*
[ -9/7 ] 
f(z) = -140/243*z^3 + 172/63*z + 1
*
[ -9/14 ] 
f(z) = -140/243*z^3 + 176/63*z + 1
*
[ 2 ] 
f(z) = -139/240*z^3 + 169/60*z + 1
*
[ 2 ] 
f(z) = -139/256*z^3 + 171/64*z + 1
*
[ 2 ] 
f(z) = -137/240*z^3 + 167/60*z + 1
*
[ 2 ] 
f(z) = -137/256*z^3 + 169/64*z + 1
*
[ -11/9 ] 
f(z) = -135/242*z^3 + 175/66*z + 1
*
[ 2 ] 
f(z) = -135/256*z^3 + 167/64*z + 1
*
[ -2/3 ] 
f(z) = -135/256*z^3 + 175/64*z + 1
*
[ 2 ] 
f(z) = -133/240*z^3 + 163/60*z + 1
*
[ -9/7 ] 
f(z) = -133/243*z^3 + 169/63*z + 1
*
[ 2 ] 
f(z) = -133/256*z^3 + 165/64*z + 1
*
[ 2 ] 
f(z) = -131/240*z^3 + 161/60*z + 1
*
[ 2 ] 
f(z) = -131/256*z^3 + 163/64*z + 1
*
[ 2 ] 
f(z) = -129/256*z^3 + 161/64*z + 1
*
[ -6/11 ] 
f(z) = -121/240*z^3 + 179/60*z + 1
*
[ 5/3 ] 
f(z) = -137/250*z^3 + 173/90*z + 1
*
[ 5/3 ] 
f(z) = -133/250*z^3 + 169/90*z + 1
*
[ 5/3 ] 
f(z) = -131/250*z^3 + 167/90*z + 1
*
[ 5/3 ] 
f(z) = -127/250*z^3 + 163/90*z + 1
*
[ 20/11 ] 
f(z) = -121/256*z^3 + 161/80*z + 1
*
[ 3/2 ] 
f(z) = -139/243*z^3 + 175/108*z + 1
*
[ 3/2 ] 
f(z) = -137/243*z^3 + 173/108*z + 1
*
[ 22/15 ] 
f(z) = -135/242*z^3 + 167/110*z + 1
*
[ 3/2 ] 
f(z) = -133/243*z^3 + 169/108*z + 1
*
[ 3/2 ] 
f(z) = -131/243*z^3 + 167/108*z + 1
*
[ 3/2 ] 
f(z) = -127/243*z^3 + 163/108*z + 1
*
[ 3/2 ] 
f(z) = -125/243*z^3 + 161/108*z + 1
*
[ 15/11 ] 
f(z) = -121/243*z^3 + 161/135*z + 1
*
-2 | 0.088834043066846163703613413309272214984 | 0.015106461144301623020711716046568660524
f(z) = -121/252*z^3 + 179/126*z + 1
*
[ 4/3 ] 
f(z) = -139/256*z^3 + 175/144*z + 1
*
[ 4/3 ] 
f(z) = -137/256*z^3 + 173/144*z + 1
*
[ 4/3 ] 
f(z) = -133/256*z^3 + 169/144*z + 1
*
[ 4/3 ] 
f(z) = -131/256*z^3 + 167/144*z + 1
*
[ 4/3 ] 
f(z) = -127/256*z^3 + 163/144*z + 1
*
[ 4/3 ] 
f(z) = -125/256*z^3 + 161/144*z + 1
*
[ 5/4 ] 
f(z) = -139/250*z^3 + 171/160*z + 1
*
[ 5/4 ] 
f(z) = -137/250*z^3 + 169/160*z + 1
*
[ 5/4 ] 
f(z) = -131/250*z^3 + 163/160*z + 1
*
[ 5/4 ] 
f(z) = -129/250*z^3 + 161/160*z + 1
*
[ 32/25 ] 
f(z) = -125/256*z^3 + 163/160*z + 1
*
[ 6/5 ] 
f(z) = -125/256*z^3 + 167/192*z + 1
*
48/25 | 0.22003862203118992861330686732442904059 | 0.026660917580406730540177777543296345932
f(z) = -125/256*z^3 + 167/240*z + 1
*
3/11 | 0.13220111397139839876896610592876823682 | 0.024121478502872184723460423779687555157
f(z) = -121/240*z^3 + 169/240*z + 1
*
[ 9/2 ] 
f(z) = -122/243*z^3 + 197/18*z + 1
*
[ -60/11 ] 
f(z) = -121/250*z^3 + 187/12*z + 1
*
[ 11/3 ] 
f(z) = -135/242*z^3 + 181/22*z + 1
*
[ -11/3 ] 
f(z) = -135/242*z^3 + 193/22*z + 1
*
[ 10/3 ] 
f(z) = -129/250*z^3 + 193/30*z + 1
*
[ 27/8 ] 
f(z) = -128/243*z^3 + 181/27*z + 1
*
[ -27/8 ] 
f(z) = -128/243*z^3 + 197/27*z + 1
*
[ 35/11 ] 
f(z) = -121/245*z^3 + 199/35*z + 1
*
[ -5/2 ] 
f(z) = -137/250*z^3 + 193/40*z + 1
*
-20/9 | 0.23554271069648653266897172459431099206 | 0.029468828327542795837184891389152976068
f(z) = -135/256*z^3 + 185/48*z + 1
*
[ -5/2 ] 
f(z) = -133/250*z^3 + 189/40*z + 1
*
[ -5/2 ] 
f(z) = -131/250*z^3 + 187/40*z + 1
*
[ -5/2 ] 
f(z) = -127/250*z^3 + 183/40*z + 1
*
[ -25/11 ] 
f(z) = -121/250*z^3 + 197/50*z + 1
*
36/11 | 0.20511075750781650492627315090626198479 | 0.025559411945848316580323220494859645158
f(z) = -121/256*z^3 + 191/48*z + 1
*
[ -9/8 ] 
f(z) = -136/243*z^3 + 187/72*z + 1
*
[ -5/6 ] 
f(z) = -133/250*z^3 + 185/72*z + 1
*
[ -5/7 ] 
f(z) = -133/250*z^3 + 187/70*z + 1
*
[ -20/19 ] 
f(z) = -133/250*z^3 + 193/76*z + 1
*
-30/11 | 0.14075848657090389641609242841590621914 | 0.021270955847695511139271372749947455572
f(z) = -121/240*z^3 + 187/60*z + 1
*
[ -20/11 ] 
f(z) = -121/240*z^3 + 193/60*z + 1
*
[ -14/11 ] 
f(z) = -121/245*z^3 + 181/70*z + 1
*
-15/11 | 0.17081820873184400657019427737452002782 | 0.020215209851560093320717523714929971637
f(z) = -121/250*z^3 + 187/90*z + 1
*
[ 21/11 ] 
f(z) = -121/252*z^3 + 187/84*z + 1
*
[ 30/19 ] 
f(z) = -133/250*z^3 + 193/114*z + 1
*
3/2 | 0.21724789015518622669872806069881884511 | 0.029162755664637739224429453985642672609
f(z) = -128/243*z^3 + 191/108*z + 1
*
-2 | 0.088834426121447130488499164240858848136 | 0.014839244688344626557809498943427319319
f(z) = -131/252*z^3 + 199/126*z + 1
*
-2 | 0.10179997115057567377416511824336202674 | 0.017033800841947972115802577217033810944
f(z) = -129/244*z^3 + 197/122*z + 1
*
-2 | 0.10180000492788702507119899081830251791 | 0.017092475602139282476398853508906355087
f(z) = -127/244*z^3 + 193/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014941536709851083189526330078954585304
f(z) = -127/252*z^3 + 191/126*z + 1
*
-2 | 0.10180010814903485602596280603154396831 | 0.017152809265609357097937150136963960673
f(z) = -125/244*z^3 + 189/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014994916377137055663389511536537998813
f(z) = -125/252*z^3 + 187/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017214739128811195139444694450015077887
f(z) = -123/244*z^3 + 185/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017278608130336668050744888995105319182
f(z) = -121/244*z^3 + 181/122*z + 1
*
-6/11 | 0.19472215303258926559534341339950817976 | 0.029308897610209958338048605363296213192
f(z) = -121/256*z^3 + 187/192*z + 1
*
[ 7/6 ] 
f(z) = -138/245*z^3 + 191/210*z + 1
*
4/5 | 0.23436066082951695576171268108940492113 | 0.028396243372128238574809699625331948121
f(z) = -135/256*z^3 + 181/240*z + 1
*
-16/11 | 0.12836162260900335442907603450980430228 | 0.023420923072000304883914086940477388374
f(z) = -121/240*z^3 + 181/240*z + 1
*
[ 10/9 ] 
f(z) = -129/250*z^3 + 199/270*z + 1
*
[ 10/9 ] 
f(z) = -123/250*z^3 + 191/270*z + 1
*
[ 35/32 ] 
f(z) = -128/245*z^3 + 199/280*z + 1
*
-35/22 | 0.21732304204528752183029278969169317407 | 0.024546109609820718115635237944508318026
f(z) = -121/250*z^3 + 199/280*z + 1
*
[ 9/2 ] 
f(z) = -134/243*z^3 + 215/18*z + 1
*
[ 9/2 ] 
f(z) = -130/243*z^3 + 209/18*z + 1
*
[ -9/2 ] 
f(z) = -130/243*z^3 + 217/18*z + 1
*
[ -9/2 ] 
f(z) = -122/243*z^3 + 205/18*z + 1
*
60/11 | 0.24222562168912825209171484308805793428 | 0.026133976993634875916778774074516616406
f(z) = -121/250*z^3 + 212/15*z + 1
*
[ -10/3 ] 
f(z) = -129/250*z^3 + 211/30*z + 1
*
[ -10/3 ] 
f(z) = -123/250*z^3 + 203/30*z + 1
*
[ 36/11 ] 
f(z) = -121/243*z^3 + 217/36*z + 1
*
[ -2/11 ] 
f(z) = -121/248*z^3 + 202/31*z + 1
*
45/11 | 0.25656990433134018615634105290106175373 | 0.029968883140203386625563967035336750197
f(z) = -121/250*z^3 + 209/30*z + 1
*
28/9 | 0.17182739571350585184091929663971191804 | 0.021174248512241487219154235565593350701
f(z) = -135/256*z^3 + 209/48*z + 1
*
12/5 | 0.21943138430510017110794565730583519994 | 0.029178795243318353577316605156222227620
f(z) = -125/243*z^3 + 205/54*z + 1
*
[ -12/5 ] 
f(z) = -125/256*z^3 + 203/48*z + 1
*
[ -5/22 ] 
f(z) = -121/250*z^3 + 217/40*z + 1
*
-12/11 | 0.15735220833404984841669855709598289861 | 0.019323078327267467841683074392417400140
f(z) = -121/256*z^3 + 215/48*z + 1
*
[ 35/16 ] 
f(z) = -128/245*z^3 + 213/70*z + 1
*
[ -2 ] 
f(z) = -127/240*z^3 + 217/60*z + 1
*
[ -8/15 ] 
f(z) = -125/256*z^3 + 217/72*z + 1
*
[ -2 ] 
f(z) = -123/256*z^3 + 219/64*z + 1
*
[ -2 ] 
f(z) = -121/256*z^3 + 217/64*z + 1
*
[ 11/6 ] 
f(z) = -135/242*z^3 + 205/88*z + 1
*
[ -16/15 ] 
f(z) = -135/256*z^3 + 203/80*z + 1
*
[ -4/5 ] 
f(z) = -135/256*z^3 + 207/80*z + 1
*
12/5 | 0.19054874616223844735282791247341779105 | 0.029672991997289436497264948221806271345
f(z) = -125/252*z^3 + 205/84*z + 1
*
[ -12/11 ] 
f(z) = -121/252*z^3 + 209/84*z + 1
*
-2 | 0.10180022450520861607724604333413491198 | 0.016762634282293831458560587637164015187
f(z) = -139/244*z^3 + 217/122*z + 1
*
-2 | 0.088834366933776526473227630925722349697 | 0.014649985755844912093212691529689738913
f(z) = -139/252*z^3 + 215/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016814011299366734289688478094061416330
f(z) = -137/244*z^3 + 213/122*z + 1
*
-2 | 0.088834569713513869830586702611412668148 | 0.014695532112643012507273307313184660144
f(z) = -137/252*z^3 + 211/126*z + 1
*
-2 | 0.10179957674108445094644378459089269705 | 0.016866852773747952351374831565247286663
f(z) = -135/244*z^3 + 209/122*z + 1
*
-2 | 0.10180026785841405864855935338297487241 | 0.016921145035964828922397090247706781325
f(z) = -133/244*z^3 + 205/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016976607179554414695248954829733213468
f(z) = -131/244*z^3 + 201/122*z + 1
*
15/22 | 0.21995569493509072479734127611134964449 | 0.025663577472375860635194040219689702369
f(z) = -121/250*z^3 + 211/120*z + 1
*
[ 18/11 ] 
f(z) = -121/252*z^3 + 211/126*z + 1
*
-42/25 | 0.18487938988436102628738377664360956047 | 0.025897581490980547920200936553808072632
f(z) = -125/252*z^3 + 209/210*z + 1
*
[ 14/11 ] 
f(z) = -121/248*z^3 + 218/217*z + 1
*
[ 13/11 ] 
f(z) = -121/247*z^3 + 207/247*z + 1
*
[ 9/8 ] 
f(z) = -122/243*z^3 + 215/288*z + 1
*
[ -9/2 ] 
f(z) = -134/243*z^3 + 223/18*z + 1
*
60/11 | 0.14597421145820901385238119375864837058 | 0.017865457396460477474101872373821754742
f(z) = -121/256*z^3 + 221/16*z + 1
*
[ 22/5 ] 
f(z) = -125/242*z^3 + 237/22*z + 1
*
[ -36/11 ] 
f(z) = -121/243*z^3 + 239/36*z + 1
*
[ -35/11 ] 
f(z) = -121/245*z^3 + 221/35*z + 1
*
42/11 | 0.13359450237695349266252962805051257320 | 0.018019292922405522291299163105819599879
f(z) = -121/245*z^3 + 237/35*z + 1
*
-28/9 | 0.24335540085118942631851735578434300802 | 0.029592221978053550318653908553737439863
f(z) = -135/256*z^3 + 233/48*z + 1
*
88/25 | 0.18445387028528019405913145267821153909 | 0.020746866095506795693070469094292658970
f(z) = -125/256*z^3 + 227/40*z + 1
*
8/25 | 0.25898502887668172187617359946756544607 | 0.028989359909610463288698811514468750542
f(z) = -125/256*z^3 + 237/40*z + 1
*
[ -2 ] 
f(z) = -139/240*z^3 + 229/60*z + 1
*
[ -2 ] 
f(z) = -139/256*z^3 + 235/64*z + 1
*
[ -2 ] 
f(z) = -137/240*z^3 + 227/60*z + 1
*
[ -2 ] 
f(z) = -137/256*z^3 + 233/64*z + 1
*
[ -7/4 ] 
f(z) = -136/245*z^3 + 229/70*z + 1
*
[ -2 ] 
f(z) = -135/256*z^3 + 231/64*z + 1
*
[ -2 ] 
f(z) = -133/240*z^3 + 223/60*z + 1
*
20/7 | 0.11804233276416756329110357092161790448 | 0.013656259961396997342074669167013322241
f(z) = -133/250*z^3 + 227/70*z + 1
*
[ -2 ] 
f(z) = -133/256*z^3 + 229/64*z + 1
*
[ -2 ] 
f(z) = -131/240*z^3 + 221/60*z + 1
*
[ -2 ] 
f(z) = -131/256*z^3 + 227/64*z + 1
*
[ 9/4 ] 
f(z) = -130/243*z^3 + 235/72*z + 1
*
[ -2 ] 
f(z) = -129/256*z^3 + 225/64*z + 1
*
[ -7/16 ] 
f(z) = -128/245*z^3 + 237/70*z + 1
*
[ -2 ] 
f(z) = -127/256*z^3 + 223/64*z + 1
*
[ -2 ] 
f(z) = -125/256*z^3 + 221/64*z + 1
*
[ -2/5 ] 
f(z) = -125/256*z^3 + 229/64*z + 1
*
[ 9/4 ] 
f(z) = -122/243*z^3 + 223/72*z + 1
*
[ -4/11 ] 
f(z) = -121/240*z^3 + 229/60*z + 1
*
-56/33 | 0.25817528953647830539575009571871381170 | 0.028953888392630956194627672309433859808
f(z) = -121/256*z^3 + 233/72*z + 1
*
-40/33 | 0.23541139484058856441829197046644854881 | 0.026325893985291785803543243617007435071
f(z) = -121/256*z^3 + 239/72*z + 1
*
[ -9/10 ] 
f(z) = -130/243*z^3 + 229/90*z + 1
*
[ -11/10 ] 
f(z) = -125/242*z^3 + 223/88*z + 1
*
[ -18/25 ] 
f(z) = -125/243*z^3 + 239/90*z + 1
*
[ -6/5 ] 
f(z) = -125/248*z^3 + 238/93*z + 1
*
[ -3/5 ] 
f(z) = -125/252*z^3 + 239/84*z + 1
*
[ -16/25 ] 
f(z) = -125/256*z^3 + 221/80*z + 1
*
12/5 | 0.21041888269105901950849635613628729361 | 0.025641105939319577233009688904779604115
f(z) = -125/256*z^3 + 229/80*z + 1
*
24/11 | 0.12340399348559682864115153410605323283 | 0.018916657447920534112788093574929162237
f(z) = -121/252*z^3 + 227/84*z + 1
*
6/5 | 0.22289582255627462366806865876875651417 | 0.029143325962468850476857837559436484910
f(z) = -125/243*z^3 + 233/108*z + 1
*
[ 21/11 ] 
f(z) = -121/245*z^3 + 239/105*z + 1
*
24/11 | 0.15513760728847602046688899328344471539 | 0.025249498717424904729743771540213305855
f(z) = -121/240*z^3 + 233/120*z + 1
*
[ 35/22 ] 
f(z) = -121/245*z^3 + 227/140*z + 1
*
15/44 | 0.25628198304780722493011658478953441303 | 0.029559921219209675818720292659858685556
f(z) = -121/250*z^3 + 233/160*z + 1
*
[ 21/16 ] 
f(z) = -128/245*z^3 + 239/210*z + 1
*
[ 6/5 ] 
f(z) = -125/246*z^3 + 221/246*z + 1
*
[ 6/5 ] 
f(z) = -125/258*z^3 + 223/258*z + 1
*
[ 9/8 ] 
f(z) = -134/243*z^3 + 233/288*z + 1
*
[ 9/8 ] 
f(z) = -130/243*z^3 + 227/288*z + 1
*
[ 16/3 ] 
f(z) = -135/256*z^3 + 253/16*z + 1
*
[ -16/3 ] 
f(z) = -135/256*z^3 + 259/16*z + 1
*
[ 8 ] 
f(z) = -125/256*z^3 + 257/8*z + 1
*
[ -8 ] 
f(z) = -125/256*z^3 + 259/8*z + 1
*
[ 8 ] 
f(z) = -123/256*z^3 + 253/8*z + 1
*
[ -8 ] 
f(z) = -123/256*z^3 + 255/8*z + 1
*
[ 8 ] 
f(z) = -121/256*z^3 + 249/8*z + 1
*
[ -8 ] 
f(z) = -121/256*z^3 + 251/8*z + 1
*
[ 7/2 ] 
f(z) = -132/245*z^3 + 256/35*z + 1
*
[ 7/2 ] 
f(z) = -128/245*z^3 + 249/35*z + 1
*
[ -22/5 ] 
f(z) = -125/242*z^3 + 247/22*z + 1
*
[ 7/2 ] 
f(z) = -124/245*z^3 + 242/35*z + 1
*
-4/9 | 0.16401999518792299044356742053073852818 | 0.019709997817659290433640417460362797372
f(z) = -135/256*z^3 + 257/48*z + 1
*
-15/22 | 0.18275526077804288526872143153302025664 | 0.020997487595397921579523531051222027529
f(z) = -121/250*z^3 + 241/40*z + 1
*
[ 22/9 ] 
f(z) = -135/242*z^3 + 259/66*z + 1
*
[ 9/4 ] 
f(z) = -134/243*z^3 + 241/72*z + 1
*
[ -45/22 ] 
f(z) = -121/250*z^3 + 253/72*z + 1
*
[ -2/3 ] 
f(z) = -129/248*z^3 + 254/93*z + 1
*
[ -2/3 ] 
f(z) = -123/248*z^3 + 253/93*z + 1
*
[ -20/11 ] 
f(z) = -121/256*z^3 + 249/80*z + 1
*
12/7 | 0.11014446699298760567321155874575407672 | 0.013248306976166290833002191502294785704
f(z) = -133/256*z^3 + 255/112*z + 1
*
5/6 | 0.093165046554097134306309557254362780270 | 0.010616247740161031426208837927367345763
f(z) = -129/250*z^3 + 259/120*z + 1
*
27/25 | 0.23182592144405683265868508626178227502 | 0.029942377157739996485796557583195910605
f(z) = -125/243*z^3 + 256/135*z + 1
*
45/44 | 0.26011840150690109405667777520466279167 | 0.029487570100627416536299981285229637599
f(z) = -121/243*z^3 + 251/144*z + 1
*
12/11 | 0.20973927704207207147691300300503460184 | 0.025251604532880920864866984114181519157
f(z) = -121/256*z^3 + 253/144*z + 1
*
[ 36/25 ] 
f(z) = -125/243*z^3 + 247/180*z + 1
*
[ 5/4 ] 
f(z) = -128/245*z^3 + 249/245*z + 1
*
[ 5/4 ] 
f(z) = -128/255*z^3 + 251/255*z + 1
*
[ 6/5 ] 
f(z) = -130/243*z^3 + 253/270*z + 1
*
[ 8 ] 
f(z) = -135/256*z^3 + 277/8*z + 1
*
[ -8 ] 
f(z) = -135/256*z^3 + 279/8*z + 1
*
[ 8 ] 
f(z) = -133/256*z^3 + 273/8*z + 1
*
[ -8 ] 
f(z) = -133/256*z^3 + 275/8*z + 1
*
[ 8 ] 
f(z) = -131/256*z^3 + 269/8*z + 1
*
[ -8 ] 
f(z) = -131/256*z^3 + 271/8*z + 1
*
[ 8 ] 
f(z) = -129/256*z^3 + 265/8*z + 1
*
[ -8 ] 
f(z) = -129/256*z^3 + 267/8*z + 1
*
[ 8 ] 
f(z) = -127/256*z^3 + 261/8*z + 1
*
[ -8 ] 
f(z) = -127/256*z^3 + 263/8*z + 1
*
-60/11 | 0.20386423436687686882675558156497918670 | 0.019601448596870978503516217257613662311
f(z) = -121/250*z^3 + 263/18*z + 1
*
[ 7/2 ] 
f(z) = -136/245*z^3 + 263/35*z + 1
*
[ -7/2 ] 
f(z) = -132/245*z^3 + 276/35*z + 1
*
[ -7/2 ] 
f(z) = -128/245*z^3 + 269/35*z + 1
*
[ -7/2 ] 
f(z) = -124/245*z^3 + 262/35*z + 1
*
-15/16 | 0.21818795156481061968520843567261429564 | 0.027896841605817484624349577606419526389
f(z) = -128/243*z^3 + 277/54*z + 1
*
-36/11 | 0.24380044387005747150508258427067288046 | 0.029216052674720766083271992278553407039
f(z) = -121/256*z^3 + 263/48*z + 1
*
[ 40/11 ] 
f(z) = -121/256*z^3 + 279/40*z + 1
*
-21/8 | 0.096243922204360246236185002042447441872 | 0.012776037869944769134136953745783312397
f(z) = -128/245*z^3 + 267/70*z + 1
*
[ -35/16 ] 
f(z) = -128/245*z^3 + 277/70*z + 1
*
[ 30/11 ] 
f(z) = -121/240*z^3 + 263/60*z + 1
*
[ -5/7 ] 
f(z) = -139/250*z^3 + 263/98*z + 1
*
[ -5/3 ] 
f(z) = -133/250*z^3 + 277/90*z + 1
*
[ -5/7 ] 
f(z) = -129/250*z^3 + 261/98*z + 1
*
[ -5/3 ] 
f(z) = -127/250*z^3 + 271/90*z + 1
*
4/5 | 0.20933304761667571167895274939453706676 | 0.025108589124065040993730425500309677471
f(z) = -125/256*z^3 + 261/80*z + 1
*
-28/25 | 0.13172008661261644434502328555460814384 | 0.015742244811277320630832373666954176293
f(z) = -125/256*z^3 + 269/80*z + 1
*
[ -10/7 ] 
f(z) = -123/250*z^3 + 265/98*z + 1
*
[ -6/11 ] 
f(z) = -121/248*z^3 + 277/93*z + 1
*
[ -21/11 ] 
f(z) = -121/252*z^3 + 275/84*z + 1
*
[ -7/6 ] 
f(z) = -132/245*z^3 + 272/105*z + 1
*
[ -22/25 ] 
f(z) = -125/242*z^3 + 279/110*z + 1
*
[ -12/11 ] 
f(z) = -121/243*z^3 + 271/108*z + 1
*
[ -27/22 ] 
f(z) = -121/243*z^3 + 277/108*z + 1
*
[ 11/7 ] 
f(z) = -133/242*z^3 + 265/154*z + 1
*
[ 7/4 ] 
f(z) = -124/245*z^3 + 277/140*z + 1
*
-12/11 | 0.15839504144503908559415506808220670791 | 0.018864174064610169607539380182711740239
f(z) = -121/256*z^3 + 277/144*z + 1
*
-42/25 | 0.088594099729934609574490548102883836844 | 0.011994104023840963424861129269099338755
f(z) = -125/252*z^3 + 269/210*z + 1
*
9/5 | 0.14318670762109584434867362344600347037 | 0.025661942797703017178260821273718828474
f(z) = -125/252*z^3 + 265/252*z + 1
*
[ 6/5 ] 
f(z) = -140/243*z^3 + 269/270*z + 1
*
[ 8 ] 
f(z) = -139/256*z^3 + 285/8*z + 1
*
[ -8 ] 
f(z) = -139/256*z^3 + 287/8*z + 1
*
[ 8 ] 
f(z) = -137/256*z^3 + 281/8*z + 1
*
[ -8 ] 
f(z) = -137/256*z^3 + 283/8*z + 1
*
[ -20/3 ] 
f(z) = -129/250*z^3 + 289/12*z + 1
*
[ -7/2 ] 
f(z) = -136/245*z^3 + 283/35*z + 1
*
[ 24/5 ] 
f(z) = -125/256*z^3 + 289/24*z + 1
*
[ -24/5 ] 
f(z) = -125/256*z^3 + 299/24*z + 1
*
[ -9/4 ] 
f(z) = -130/243*z^3 + 299/72*z + 1
*
[ 8/3 ] 
f(z) = -127/256*z^3 + 299/72*z + 1
*
[ 8/3 ] 
f(z) = -125/256*z^3 + 295/72*z + 1
*
[ -9/4 ] 
f(z) = -122/243*z^3 + 287/72*z + 1
*
[ 8/3 ] 
f(z) = -121/256*z^3 + 287/72*z + 1
*
[ -5/3 ] 
f(z) = -139/250*z^3 + 283/90*z + 1
*
[ -5/3 ] 
f(z) = -137/250*z^3 + 281/90*z + 1
*
[ 12/5 ] 
f(z) = -125/252*z^3 + 289/84*z + 1
*
16/25 | 0.18681519722231006700371384414559125661 | 0.022119008279570304612627627829465730734
f(z) = -125/256*z^3 + 291/80*z + 1
*
-140/99 | 0.28459978114140489102701206098941869291 | 0.025438205241659720527318129992803912124
f(z) = -121/250*z^3 + 289/81*z + 1
*
3/11 | 0.14609080884635818529576597855138424568 | 0.021662148093670916610356367070462840488
f(z) = -121/252*z^3 + 283/84*z + 1
*
-21/11 | 0.15810534907026488766023638953734279947 | 0.023254015304176308270269830216761015446
f(z) = -121/252*z^3 + 299/84*z + 1
*
[ -3/4 ] 
f(z) = -140/243*z^3 + 287/108*z + 1
*
[ -11/15 ] 
f(z) = -135/242*z^3 + 293/110*z + 1
*
27/10 | 0.14342988352873209533555095906261409062 | 0.018304949642323918248989389427380337123
f(z) = -125/243*z^3 + 281/108*z + 1
*
[ -3/4 ] 
f(z) = -124/243*z^3 + 283/108*z + 1
*
8/5 | 0.27194975100233544897505992946114400556 | 0.029802000069371467279420092752597103909
f(z) = -135/256*z^3 + 287/120*z + 1
*
[ -24/25 ] 
f(z) = -125/256*z^3 + 299/120*z + 1
*
[ 7/4 ] 
f(z) = -132/245*z^3 + 291/140*z + 1
*
[ 22/15 ] 
f(z) = -125/242*z^3 + 283/198*z + 1
*
-9/5 | 0.11714977567586901921482936344403443957 | 0.020624333755262650575698890909297688521
f(z) = -125/252*z^3 + 293/252*z + 1
*
[ 15/11 ] 
f(z) = -121/255*z^3 + 293/255*z + 1
*
[ 3/5 ] 
f(z) = -137/270*z^3 - 121/250*z + 1
*
[ 3/5 ] 
f(z) = -131/270*z^3 - 123/250*z + 1
*
[ 3/5 ] 
f(z) = -125/264*z^3 - 131/264*z + 1
*
[ 3/5 ] 
f(z) = -125/267*z^3 - 133/267*z + 1
*
[ 3/5 ] 
f(z) = -125/273*z^3 - 137/273*z + 1
*
[ 3/5 ] 
f(z) = -125/276*z^3 - 139/276*z + 1
*
[ 5/8 ] 
f(z) = -128/265*z^3 - 109/265*z + 1
*
[ 7/11 ] 
f(z) = -121/266*z^3 - 103/266*z + 1
*
[ 7/11 ] 
f(z) = -121/273*z^3 - 107/273*z + 1
*
[ 2/3 ] 
f(z) = -133/264*z^3 - 82/297*z + 1
*
[ 2/3 ] 
f(z) = -131/264*z^3 - 83/297*z + 1
*
[ 2/3 ] 
f(z) = -127/264*z^3 - 85/297*z + 1
*
[ 2/3 ] 
f(z) = -125/264*z^3 - 86/297*z + 1
*
[ 2/3 ] 
f(z) = -123/272*z^3 - 61/204*z + 1
*
[ 2/3 ] 
f(z) = -135/262*z^3 - 71/262*z + 1
*
[ 2/3 ] 
f(z) = -135/266*z^3 - 73/266*z + 1
*
[ 2/3 ] 
f(z) = -135/274*z^3 - 77/274*z + 1
*
[ 2/3 ] 
f(z) = -135/278*z^3 - 79/278*z + 1
*
[ 2/3 ] 
f(z) = -139/264*z^3 - 79/297*z + 1
*
[ 2/3 ] 
f(z) = -137/264*z^3 - 80/297*z + 1
*
[ 3/5 ] 
f(z) = -125/261*z^3 - 43/87*z + 1
*
[ 3/5 ] 
f(z) = -125/279*z^3 - 47/93*z + 1
*
[ 2/3 ] 
f(z) = -129/272*z^3 - 59/204*z + 1
*
[ 5/8 ] 
f(z) = -128/275*z^3 - 23/55*z + 1
*
[ 2/3 ] 
f(z) = -135/268*z^3 - 37/134*z + 1
*
[ 15/22 ] 
f(z) = -121/270*z^3 - 31/120*z + 1
*
2/5 | 0.083114405155186292917403152288686921796 | 0.011567143839985984572839151175377972784
f(z) = -125/264*z^3 - 37/165*z + 1
*
6/5 | 0.13032738638133998786000348644554874423 | 0.023373130559567111074231180615124644653
f(z) = -125/264*z^3 - 5/33*z + 1
*
[ 2/3 ] 
f(z) = -135/272*z^3 - 19/68*z + 1
*
[ 3/4 ] 
f(z) = -128/261*z^3 - 5/87*z + 1
*
[ 3/4 ] 
f(z) = -128/279*z^3 - 7/93*z + 1
*
[ 8/11 ] 
f(z) = -121/272*z^3 - 19/136*z + 1
*
[ 3/4 ] 
f(z) = -139/270*z^3 - 7/160*z + 1
*
[ 3/4 ] 
f(z) = -136/261*z^3 - 7/174*z + 1
*
[ 3/4 ] 
f(z) = -133/270*z^3 - 9/160*z + 1
*
[ 3/4 ] 
f(z) = -127/270*z^3 - 11/160*z + 1
*
[ 3/4 ] 
f(z) = -121/270*z^3 - 13/160*z + 1
*
[ 3/4 ] 
f(z) = -136/279*z^3 - 11/186*z + 1
*
[ 3/4 ] 
f(z) = -128/267*z^3 - 17/267*z + 1
*
[ 3/4 ] 
f(z) = -128/273*z^3 - 19/273*z + 1
*
[ 15/11 ] 
f(z) = -121/270*z^3 + 11/10*z + 1
*
-12/11 | 0.089415648167184244279526941422738672954 | 0.014588826180671957906082946372483735759
f(z) = -121/270*z^3 + 17/10*z + 1
*
3/11 | 0.15044723339456722588866692056381740801 | 0.026873150058428974030704960497290842528
f(z) = -121/270*z^3 + 11/30*z + 1
*
-15/22 | 0.18323839491344151889243954772557687863 | 0.026234192845549799248578212432397322963
f(z) = -121/270*z^3 + 3/40*z + 1
*
[ 4/5 ] 
f(z) = -125/272*z^3 + 3/68*z + 1
*
20/11 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -121/272*z^3 + 15/68*z + 1
*
[ 9/11 ] 
f(z) = -121/270*z^3 + 7/90*z + 1
*
[ 5/6 ] 
f(z) = -126/275*z^3 + 13/110*z + 1
*
[ 4/5 ] 
f(z) = -125/264*z^3 + 7/132*z + 1
*
[ 4/5 ] 
f(z) = -125/268*z^3 + 13/268*z + 1
*
[ 4/5 ] 
f(z) = -125/276*z^3 + 11/276*z + 1
*
[ 9/11 ] 
f(z) = -121/279*z^3 + 19/279*z + 1
*
42/11 | 0.12821625795204691626198020616389463296 | 0.017272902401975539936174743690762804232
f(z) = -121/270*z^3 + 31/5*z + 1
*
30/11 | 0.17766241301139759641015296916206287775 | 0.027327256900495904783874737812173303986
f(z) = -121/270*z^3 + 37/15*z + 1
*
[ 6/5 ] 
f(z) = -125/264*z^3 + 28/33*z + 1
*
[ 12/11 ] 
f(z) = -121/270*z^3 + 37/60*z + 1
*
[ 10/11 ] 
f(z) = -121/260*z^3 + 37/130*z + 1
*
[ 22/25 ] 
f(z) = -125/264*z^3 + 38/165*z + 1
*
[ 9/11 ] 
f(z) = -121/261*z^3 + 23/261*z + 1
*
[ 3 ] 
f(z) = -139/270*z^3 + 53/10*z + 1
*
[ -3 ] 
f(z) = -137/270*z^3 + 59/10*z + 1
*
[ 3 ] 
f(z) = -133/270*z^3 + 51/10*z + 1
*
[ -3 ] 
f(z) = -131/270*z^3 + 57/10*z + 1
*
[ 3 ] 
f(z) = -127/270*z^3 + 49/10*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.013705338479144668278681179507504927350
f(z) = -139/264*z^3 + 53/33*z + 1
*
-2 | 0.082914348100456229716550619012141046408 | 0.013748744051826738460319459267180312087
f(z) = -137/264*z^3 + 52/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013838799792114655358845367778284291396
f(z) = -133/264*z^3 + 50/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013885620921270775591849929445833006105
f(z) = -131/264*z^3 + 49/33*z + 1
*
-2 | 0.082913895925309495238428222262038808456 | 0.013983076047982026363386493464718507723
f(z) = -127/264*z^3 + 47/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014034108728114384135162496166768444418
f(z) = -125/264*z^3 + 46/33*z + 1
*
-2/5 | 0.17172629273642586625876417651398033268 | 0.028475419512937122616151157938454187722
f(z) = -125/264*z^3 + 52/33*z + 1
*
-15/11 | 0.090839073962287598045478236702710865194 | 0.015368330097073250429866058669037546255
f(z) = -121/270*z^3 + 41/30*z + 1
*
[ -12/11 ] 
f(z) = -121/270*z^3 + 49/20*z + 1
*
-15/11 | 0.064345616679985724366815598210153048693 | 0.010254670449995815285306910827447912789
f(z) = -121/270*z^3 + 59/30*z + 1
*
[ 3/2 ] 
f(z) = -137/270*z^3 + 59/40*z + 1
*
[ 3/2 ] 
f(z) = -131/270*z^3 + 57/40*z + 1
*
[ 5/4 ] 
f(z) = -128/275*z^3 + 51/55*z + 1
*
[ 6/7 ] 
f(z) = -133/270*z^3 + 41/210*z + 1
*
[ 6/7 ] 
f(z) = -133/264*z^3 + 47/231*z + 1
*
[ 7/8 ] 
f(z) = -128/273*z^3 + 59/273*z + 1
*
60/11 | 0.23955182658477044010100524126179837116 | 0.029574818376407355889910612736412834127
f(z) = -121/270*z^3 + 61/5*z + 1
*
-3/11 | 0.18180001611582471878322392395103994256 | 0.023796927822755092718283018104598828395
f(z) = -121/270*z^3 + 77/10*z + 1
*
[ 2 ] 
f(z) = -125/264*z^3 + 79/33*z + 1
*
[ -15/11 ] 
f(z) = -121/270*z^3 + 77/30*z + 1
*
-12/11 | 0.12179852354950181659996219960302714577 | 0.015889628112051588291483813361925627235
f(z) = -121/270*z^3 + 79/20*z + 1
*
[ 4/3 ] 
f(z) = -135/272*z^3 + 77/68*z + 1
*
-18/25 | 0.11705109892830314718345971568750214667 | 0.016290159273884020473906122686948502578
f(z) = -125/264*z^3 + 68/165*z + 1
*
[ 10/11 ] 
f(z) = -121/270*z^3 + 73/270*z + 1
*
[ 2 ] 
f(z) = -139/264*z^3 + 86/33*z + 1
*
[ 2 ] 
f(z) = -137/264*z^3 + 85/33*z + 1
*
[ 2 ] 
f(z) = -133/264*z^3 + 83/33*z + 1
*
[ 2 ] 
f(z) = -131/264*z^3 + 82/33*z + 1
*
[ 2 ] 
f(z) = -127/264*z^3 + 80/33*z + 1
*
[ -6/5 ] 
f(z) = -125/264*z^3 + 83/33*z + 1
*
[ -6/11 ] 
f(z) = -121/270*z^3 + 89/30*z + 1
*
[ 5/3 ] 
f(z) = -126/275*z^3 + 92/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017355619542368980179593683137829788645
f(z) = -133/272*z^3 + 99/68*z + 1
*
-2 | 0.10381131466499347873902956649362444970 | 0.017415068222628734881512593514624466631
f(z) = -131/272*z^3 + 97/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017476120630075978691259210455151064954
f(z) = -129/272*z^3 + 95/68*z + 1
*
-2 | 0.10381159623225984734241698554523227865 | 0.017539019754056418072435670532571392605
f(z) = -127/272*z^3 + 93/68*z + 1
*
-2 | 0.10381128162583632644537015545745295874 | 0.017603624384899805266731872057137146651
f(z) = -125/272*z^3 + 91/68*z + 1
*
-2 | 0.10381154087178289921855769078313643321 | 0.017670257851147004305810129558547322970
f(z) = -123/272*z^3 + 89/68*z + 1
*
-2 | 0.10381152846164747648805395038018636329 | 0.017738881868907592817105019933798560088
f(z) = -121/272*z^3 + 87/68*z + 1
*
-21/22 | 0.18069083411774160397605777581853705056 | 0.025869459235916705436899971855621229304
f(z) = -121/270*z^3 + 89/120*z + 1
*
-22/25 | 0.18166041628715510611670799120295642209 | 0.025281925092309180046695947820795127704
f(z) = -125/264*z^3 + 83/165*z + 1
*
-6/5 | 0.14294206767540208965845971674527105640 | 0.025482268722359962601559115609773398077
f(z) = -125/273*z^3 + 89/273*z + 1
*
[ -2 ] 
f(z) = -139/264*z^3 + 119/33*z + 1
*
[ -2 ] 
f(z) = -137/264*z^3 + 118/33*z + 1
*
[ -2 ] 
f(z) = -133/264*z^3 + 116/33*z + 1
*
[ -2 ] 
f(z) = -131/264*z^3 + 115/33*z + 1
*
[ -2 ] 
f(z) = -127/264*z^3 + 113/33*z + 1
*
[ -2 ] 
f(z) = -125/264*z^3 + 112/33*z + 1
*
[ -2/5 ] 
f(z) = -125/264*z^3 + 118/33*z + 1
*
[ 30/11 ] 
f(z) = -121/270*z^3 + 119/30*z + 1
*
[ -3/2 ] 
f(z) = -139/270*z^3 + 113/40*z + 1
*
[ -3/2 ] 
f(z) = -133/270*z^3 + 111/40*z + 1
*
[ -3/2 ] 
f(z) = -127/270*z^3 + 109/40*z + 1
*
-2 | 0.10381166726873798898272329839303141080 | 0.017186637357348054281388619816855044182
f(z) = -139/272*z^3 + 105/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017241446071964977159334605085453170646
f(z) = -137/272*z^3 + 103/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017297779188216925618645663781529670072
f(z) = -135/272*z^3 + 101/68*z + 1
*
[ 5/4 ] 
f(z) = -136/275*z^3 + 107/110*z + 1
*
[ 6/5 ] 
f(z) = -125/276*z^3 + 113/138*z + 1
*
-15/19 | 0.24094094865591534388625686842081285855 | 0.028203777446443426134580645623017373447
f(z) = -133/270*z^3 + 109/190*z + 1
*
[ 21/22 ] 
f(z) = -121/270*z^3 + 101/280*z + 1
*
[ -5/4 ] 
f(z) = -128/275*z^3 + 139/55*z + 1
*
12/11 | 0.17987114541933821873446472504868610600 | 0.025544756365288363935632279025125570623
f(z) = -121/270*z^3 + 127/60*z + 1
*
-21/11 | 0.21952487304321310957874458707754504696 | 0.026866228675584436512281456300171672895
f(z) = -121/270*z^3 + 131/70*z + 1
*
-4/11 | 0.17451595046154059193736840154047430012 | 0.028154642202320636819249338493613331246
f(z) = -121/272*z^3 + 123/68*z + 1
*
[ 3/2 ] 
f(z) = -140/261*z^3 + 134/87*z + 1
*
[ 3/2 ] 
f(z) = -140/279*z^3 + 136/93*z + 1
*
[ 3/2 ] 
f(z) = -136/261*z^3 + 131/87*z + 1
*
[ 3/2 ] 
f(z) = -136/279*z^3 + 133/93*z + 1
*
[ 3/2 ] 
f(z) = -128/261*z^3 + 125/87*z + 1
*
[ 3/2 ] 
f(z) = -128/279*z^3 + 127/93*z + 1
*
[ 3/2 ] 
f(z) = -124/261*z^3 + 122/87*z + 1
*
-4/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -129/272*z^3 + 121/204*z + 1
*
[ 12/11 ] 
f(z) = -121/272*z^3 + 125/204*z + 1
*
20/11 | 0.089483559534764573130437018794912577994 | 0.016081091088642189790597057977352681357
f(z) = -121/261*z^3 + 139/261*z + 1
*
[ 3 ] 
f(z) = -137/270*z^3 + 157/30*z + 1
*
[ 3 ] 
f(z) = -131/270*z^3 + 151/30*z + 1
*
39/11 | 0.12406017102625253500340794740779437585 | 0.017227777681858940552226526991144439544
f(z) = -121/270*z^3 + 149/30*z + 1
*
[ -5/8 ] 
f(z) = -128/275*z^3 + 153/55*z + 1
*
[ -5/3 ] 
f(z) = -126/275*z^3 + 158/55*z + 1
*
-12/11 | 0.22644889106954107694092358728735877596 | 0.027419496825488891461057016665319498930
f(z) = -121/270*z^3 + 143/40*z + 1
*
[ 2 ] 
f(z) = -125/272*z^3 + 159/68*z + 1
*
[ 2 ] 
f(z) = -123/272*z^3 + 157/68*z + 1
*
[ 2 ] 
f(z) = -121/272*z^3 + 155/68*z + 1
*
[ 18/11 ] 
f(z) = -121/270*z^3 + 143/90*z + 1
*
[ 6/5 ] 
f(z) = -125/261*z^3 + 149/174*z + 1
*
[ 6/5 ] 
f(z) = -125/279*z^3 + 151/186*z + 1
*
-2/3 | 0.15930341330832300476873896985949448217 | 0.023760973721794356067545374072826014094
f(z) = -129/272*z^3 + 145/204*z + 1
*
-2/3 | 0.15761306810348241264091154813364006591 | 0.023508849507009060086250002755879589452
f(z) = -123/272*z^3 + 143/204*z + 1
*
[ -6 ] 
f(z) = -121/270*z^3 + 173/10*z + 1
*
[ -3 ] 
f(z) = -139/270*z^3 + 179/30*z + 1
*
[ -3 ] 
f(z) = -133/270*z^3 + 173/30*z + 1
*
[ -3 ] 
f(z) = -127/270*z^3 + 167/30*z + 1
*
[ -3 ] 
f(z) = -121/270*z^3 + 161/30*z + 1
*
[ 2 ] 
f(z) = -139/272*z^3 + 173/68*z + 1
*
[ 2 ] 
f(z) = -137/272*z^3 + 171/68*z + 1
*
[ 2 ] 
f(z) = -135/272*z^3 + 169/68*z + 1
*
[ -4/3 ] 
f(z) = -135/272*z^3 + 179/68*z + 1
*
[ -6/7 ] 
f(z) = -133/270*z^3 + 177/70*z + 1
*
[ 2 ] 
f(z) = -133/272*z^3 + 167/68*z + 1
*
[ 2 ] 
f(z) = -131/272*z^3 + 165/68*z + 1
*
[ 2 ] 
f(z) = -129/272*z^3 + 163/68*z + 1
*
[ 2 ] 
f(z) = -127/272*z^3 + 161/68*z + 1
*
[ -4/5 ] 
f(z) = -125/272*z^3 + 173/68*z + 1
*
[ 3/2 ] 
f(z) = -139/270*z^3 + 179/120*z + 1
*
[ 3/2 ] 
f(z) = -133/270*z^3 + 173/120*z + 1
*
[ 3/2 ] 
f(z) = -127/270*z^3 + 167/120*z + 1
*
-2 | 0.10353694782946936576150792461983517236 | 0.017606728517450466396216670740501143406
f(z) = -123/268*z^3 + 179/134*z + 1
*
-2 | 0.10297605040556525508003152055172380665 | 0.017544869842098955974476838116152334236
f(z) = -121/260*z^3 + 177/130*z + 1
*
-2 | 0.10353719370175699089216988745149515904 | 0.017674697025607607866218633216702893207
f(z) = -121/268*z^3 + 175/134*z + 1
*
[ 3/2 ] 
f(z) = -121/270*z^3 + 161/120*z + 1
*
-2 | 0.083738205706481659741660966537891209478 | 0.014322942380535726818415224282514184601
f(z) = -121/276*z^3 + 173/138*z + 1
*
[ 6/5 ] 
f(z) = -125/272*z^3 + 169/204*z + 1
*
13/8 | 0.14650215048991225840232422943669913959 | 0.026116924344938555673823316118054531799
f(z) = -128/273*z^3 + 170/273*z + 1
*
[ 12/11 ] 
f(z) = -121/276*z^3 + 167/276*z + 1
*
[ 15/14 ] 
f(z) = -133/270*z^3 + 177/280*z + 1
*
[ -6 ] 
f(z) = -139/270*z^3 + 197/10*z + 1
*
[ 6 ] 
f(z) = -137/270*z^3 + 191/10*z + 1
*
[ -6 ] 
f(z) = -133/270*z^3 + 189/10*z + 1
*
[ 6 ] 
f(z) = -131/270*z^3 + 183/10*z + 1
*
[ -6 ] 
f(z) = -127/270*z^3 + 181/10*z + 1
*
3/11 | 0.21970370678274719651357758171835282265 | 0.029492417693647807930720771253741017184
f(z) = -121/270*z^3 + 191/30*z + 1
*
[ 5/2 ] 
f(z) = -128/275*z^3 + 193/55*z + 1
*
[ 5/2 ] 
f(z) = -124/275*z^3 + 188/55*z + 1
*
[ -2/3 ] 
f(z) = -135/272*z^3 + 185/68*z + 1
*
-20/11 | 0.15986243477054922305798086827335573175 | 0.024197199831241823903012513389276538093
f(z) = -121/272*z^3 + 185/68*z + 1
*
30/11 | 0.10962816814322485762026715833460726792 | 0.016513828226944835499114362729467830537
f(z) = -121/272*z^3 + 191/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017295185168776247795734268577317567973
f(z) = -133/268*z^3 + 199/134*z + 1
*
-2 | 0.083737968494848532682226457733767057192 | 0.014011554837680301392520259054261151360
f(z) = -133/276*z^3 + 197/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017230511949915566382797157879252079637
f(z) = -131/260*z^3 + 197/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017354047840699560770090936267238981235
f(z) = -131/268*z^3 + 195/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014059796116436505817946514490523758134
f(z) = -131/276*z^3 + 193/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017289858565899660977946604652509463073
f(z) = -129/260*z^3 + 193/130*z + 1
*
-2 | 0.10353700831617194509154812456017366479 | 0.017414580924063142833145024089344662242
f(z) = -129/268*z^3 + 191/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017350871366089521924249858112839684396
f(z) = -127/260*z^3 + 189/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017476759862491393317871985664281257947
f(z) = -127/268*z^3 + 187/134*z + 1
*
-2 | 0.083737980253297650222086458690164880612 | 0.014160469720478216852717998736385793515
f(z) = -127/276*z^3 + 185/138*z + 1
*
-2 | 0.10353727795196053578769113340919195343 | 0.017540862205699238155620848193985719179
f(z) = -125/268*z^3 + 183/134*z + 1
*
-2 | 0.083737207530695262018335315261554620699 | 0.014212875815314347491558548420641836731
f(z) = -125/276*z^3 + 181/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017478242415394520350557225490554343806
f(z) = -123/260*z^3 + 181/130*z + 1
*
[ 5/4 ] 
f(z) = -124/275*z^3 + 199/220*z + 1
*
[ 9/8 ] 
f(z) = -128/261*z^3 + 191/261*z + 1
*
[ 9/8 ] 
f(z) = -128/279*z^3 + 193/279*z + 1
*
[ 5/2 ] 
f(z) = -136/275*z^3 + 203/55*z + 1
*
15/8 | 0.19362914312289822101386725582563363896 | 0.027777455295538621515092600401024808024
f(z) = -128/275*z^3 + 213/110*z + 1
*
-2 | 0.10297616687669472520782066475688645353 | 0.017008373688663124053263535952212555777
f(z) = -139/260*z^3 + 213/130*z + 1
*
-2 | 0.10353741955182113171342356421454993520 | 0.017127763198390520065357614588382703082
f(z) = -139/268*z^3 + 211/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.013874092139469883541535661799166292113
f(z) = -139/276*z^3 + 209/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017061702021750760304646787486462348636
f(z) = -137/260*z^3 + 209/130*z + 1
*
-2 | 0.10353736427656665365460780591469907922 | 0.017182155183388439736638431352166081171
f(z) = -137/268*z^3 + 207/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013918828397349847430384808488528619380
f(z) = -137/276*z^3 + 205/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017237880155260720596580398548326143078
f(z) = -135/268*z^3 + 203/134*z + 1
*
-2 | 0.10297623848886464076780845602876741313 | 0.017172861046335817585771427595175596236
f(z) = -133/260*z^3 + 201/130*z + 1
*
[ 8/5 ] 
f(z) = -125/272*z^3 + 211/136*z + 1
*
12/11 | 0.17393830463061334932799383375112856101 | 0.023070090514399320837969321087653579445
f(z) = -121/270*z^3 + 209/120*z + 1
*
[ 4/3 ] 
f(z) = -123/272*z^3 + 215/204*z + 1
*
[ 6/5 ] 
f(z) = -133/270*z^3 + 219/250*z + 1
*
[ 6/5 ] 
f(z) = -127/270*z^3 + 211/250*z + 1
*
[ 6/5 ] 
f(z) = -121/270*z^3 + 203/250*z + 1
*
[ 13/11 ] 
f(z) = -121/260*z^3 + 209/260*z + 1
*
[ 13/11 ] 
f(z) = -121/273*z^3 + 211/273*z + 1
*
[ -5/2 ] 
f(z) = -128/275*z^3 + 237/55*z + 1
*
[ -5/2 ] 
f(z) = -124/275*z^3 + 232/55*z + 1
*
[ -2 ] 
f(z) = -137/272*z^3 + 239/68*z + 1
*
[ -2 ] 
f(z) = -135/272*z^3 + 237/68*z + 1
*
[ -2 ] 
f(z) = -133/272*z^3 + 235/68*z + 1
*
[ -2 ] 
f(z) = -131/272*z^3 + 233/68*z + 1
*
[ -2 ] 
f(z) = -129/272*z^3 + 231/68*z + 1
*
[ -2 ] 
f(z) = -127/272*z^3 + 229/68*z + 1
*
[ -2 ] 
f(z) = -125/272*z^3 + 227/68*z + 1
*
[ -2 ] 
f(z) = -123/272*z^3 + 225/68*z + 1
*
[ -21/11 ] 
f(z) = -121/270*z^3 + 221/70*z + 1
*
[ -3/4 ] 
f(z) = -128/261*z^3 + 227/87*z + 1
*
[ -3/2 ] 
f(z) = -124/261*z^3 + 238/87*z + 1
*
[ -9/11 ] 
f(z) = -121/270*z^3 + 227/90*z + 1
*
15/16 | 0.19282628307186274789102420309368272495 | 0.027516734142632688404057060854788469300
f(z) = -128/275*z^3 + 221/110*z + 1
*
[ 4/3 ] 
f(z) = -129/272*z^3 + 223/204*z + 1
*
[ 6/5 ] 
f(z) = -139/270*z^3 + 227/250*z + 1
*
-3/5 | 0.13654427116638383486621265752083862089 | 0.024488077032363262118217653198091744181
f(z) = -125/264*z^3 + 221/264*z + 1
*
-3/5 | 0.14650215048991225840232422943669913959 | 0.026116924344938555673823316118054531799
f(z) = -125/273*z^3 + 227/273*z + 1
*
48/11 | 0.22809634691093261734937223928226649902 | 0.029535915027467490662903289535358591529
f(z) = -121/270*z^3 + 251/30*z + 1
*
[ -5/2 ] 
f(z) = -136/275*z^3 + 247/55*z + 1
*
[ -2 ] 
f(z) = -139/272*z^3 + 241/68*z + 1
*
[ -2/5 ] 
f(z) = -125/272*z^3 + 243/68*z + 1
*
-34/11 | 0.15784865789232672759720625688855376538 | 0.022945267315579281516137683238264004737
f(z) = -121/272*z^3 + 243/68*z + 1
*
-18/11 | 0.16959242873699563938669577506833341280 | 0.024536838713825712732267741556224379366
f(z) = -121/272*z^3 + 251/68*z + 1
*
[ -3/2 ] 
f(z) = -140/261*z^3 + 250/87*z + 1
*
[ -3/2 ] 
f(z) = -136/261*z^3 + 247/87*z + 1
*
[ -3/2 ] 
f(z) = -136/279*z^3 + 257/93*z + 1
*
[ -3/2 ] 
f(z) = -128/261*z^3 + 241/87*z + 1
*
[ -3/4 ] 
f(z) = -128/279*z^3 + 241/93*z + 1
*
[ -3/2 ] 
f(z) = -128/279*z^3 + 251/93*z + 1
*
[ -3/5 ] 
f(z) = -125/261*z^3 + 247/87*z + 1
*
[ -18/11 ] 
f(z) = -121/270*z^3 + 253/90*z + 1
*
[ 3/2 ] 
f(z) = -134/261*z^3 + 259/174*z + 1
*
[ 3/2 ] 
f(z) = -130/261*z^3 + 253/174*z + 1
*
-2/25 | 0.14715666720754452373543963761672476060 | 0.019380900980637440954816647268877837836
f(z) = -125/264*z^3 + 248/165*z + 1
*
[ 3/2 ] 
f(z) = -122/261*z^3 + 241/174*z + 1
*
[ 3/2 ] 
f(z) = -130/279*z^3 + 257/186*z + 1
*
[ 3/2 ] 
f(z) = -122/279*z^3 + 245/186*z + 1
*
[ 5/4 ] 
f(z) = -128/265*z^3 + 253/265*z + 1
*
[ 14/11 ] 
f(z) = -121/266*z^3 + 253/266*z + 1
*
-22/5 | 0.16146295071705838491357558617062164105 | 0.020959798671450324578733025225100617450
f(z) = -125/264*z^3 + 277/33*z + 1
*
-15/22 | 0.20593712172163492575112172861084141943 | 0.023183061916477339876037195870487143668
f(z) = -121/270*z^3 + 267/40*z + 1
*
[ -15/7 ] 
f(z) = -133/270*z^3 + 261/70*z + 1
*
[ -3/2 ] 
f(z) = -140/279*z^3 + 260/93*z + 1
*
[ -3/5 ] 
f(z) = -125/279*z^3 + 263/93*z + 1
*
[ -5/6 ] 
f(z) = -126/275*z^3 + 277/110*z + 1
*
[ 12/7 ] 
f(z) = -133/270*z^3 + 261/140*z + 1
*
[ 5/3 ] 
f(z) = -123/275*z^3 + 271/165*z + 1
*
[ 3/2 ] 
f(z) = -134/279*z^3 + 263/186*z + 1
*
-4/9 | 0.15761310635160234335320483141136078890 | 0.022506302030041940816656093877085921929
f(z) = -135/272*z^3 + 275/204*z + 1
*
[ 60/11 ] 
f(z) = -121/270*z^3 + 283/20*z + 1
*
-51/11 | 0.17723065797127801440240204541798000076 | 0.022440884396360159189644783159865825166
f(z) = -121/270*z^3 + 299/30*z + 1
*
-12/11 | 0.19044775204244956149707911654098688129 | 0.026977063358110377854913020122621534196
f(z) = -121/272*z^3 + 291/68*z + 1
*
[ -5/4 ] 
f(z) = -136/275*z^3 + 283/110*z + 1
*
[ 5/3 ] 
f(z) = -138/275*z^3 + 296/165*z + 1
*
[ 5/3 ] 
f(z) = -129/275*z^3 + 281/165*z + 1
*
150/77 | 0.27700952732850302895862698571548478024 | 0.028720603496008385132350328054170986763
f(z) = -121/270*z^3 + 286/245*z + 1
*
[ 3/5 ] 
f(z) = -127/297*z^3 - 141/275*z + 1
*
[ 3/5 ] 
f(z) = -124/297*z^3 - 142/275*z + 1
*
[ 3/5 ] 
f(z) = -125/282*z^3 - 143/282*z + 1
*
[ 3/5 ] 
f(z) = -125/291*z^3 - 149/291*z + 1
*
[ 3/5 ] 
f(z) = -125/294*z^3 - 151/294*z + 1
*
[ 3/5 ] 
f(z) = -139/297*z^3 - 137/275*z + 1
*
[ 3/5 ] 
f(z) = -136/297*z^3 - 138/275*z + 1
*
[ 3/5 ] 
f(z) = -133/297*z^3 - 139/275*z + 1
*
[ 5/8 ] 
f(z) = -128/285*z^3 - 121/285*z + 1
*
[ 5/8 ] 
f(z) = -128/295*z^3 - 127/295*z + 1
*
[ 7/11 ] 
f(z) = -121/287*z^3 - 115/287*z + 1
*
[ 3/5 ] 
f(z) = -140/297*z^3 - 82/165*z + 1
*
[ 12/19 ] 
f(z) = -133/288*z^3 - 91/228*z + 1
*
[ 2/3 ] 
f(z) = -135/286*z^3 - 83/286*z + 1
*
[ 2/3 ] 
f(z) = -135/298*z^3 - 89/298*z + 1
*
[ 33/50 ] 
f(z) = -125/297*z^3 - 73/220*z + 1
*
[ 3/5 ] 
f(z) = -125/288*z^3 - 49/96*z + 1
*
[ 2/3 ] 
f(z) = -135/284*z^3 - 41/142*z + 1
*
[ 2/3 ] 
f(z) = -135/292*z^3 - 43/146*z + 1
*
[ 8/11 ] 
f(z) = -121/280*z^3 - 41/280*z + 1
*
[ 8/11 ] 
f(z) = -121/296*z^3 - 47/296*z + 1
*
[ 3/5 ] 
f(z) = -130/297*z^3 - 28/55*z + 1
*
-3/32 | 0.22306984995558253413156000431574612072 | 0.028697396858079082578216282489420286762
f(z) = -128/297*z^3 - 29/88*z + 1
*
[ 17/25 ] 
f(z) = -125/289*z^3 - 23/85*z + 1
*
[ 2/3 ] 
f(z) = -129/280*z^3 - 31/105*z + 1
*
[ 2/3 ] 
f(z) = -129/296*z^3 - 34/111*z + 1
*
[ 2/3 ] 
f(z) = -123/280*z^3 - 32/105*z + 1
*
[ 2/3 ] 
f(z) = -123/296*z^3 - 35/111*z + 1
*
[ 17/24 ] 
f(z) = -128/289*z^3 - 29/153*z + 1
*
[ 7/10 ] 
f(z) = -125/294*z^3 - 37/168*z + 1
*
[ 3/4 ] 
f(z) = -130/297*z^3 - 23/264*z + 1
*
[ 3/4 ] 
f(z) = -128/285*z^3 - 23/285*z + 1
*
[ 3/4 ] 
f(z) = -128/291*z^3 - 25/291*z + 1
*
[ 3/4 ] 
f(z) = -128/297*z^3 - 1/11*z + 1
*
[ 2/3 ] 
f(z) = -135/296*z^3 - 11/37*z + 1
*
[ 3/5 ] 
f(z) = -125/297*z^3 - 17/33*z + 1
*
[ 3/4 ] 
f(z) = -140/297*z^3 - 3/44*z + 1
*
[ 7/11 ] 
f(z) = -121/294*z^3 - 17/42*z + 1
*
[ 3/4 ] 
f(z) = -136/297*z^3 - 5/66*z + 1
*
[ 8/11 ] 
f(z) = -121/288*z^3 - 11/72*z + 1
*
[ 17/22 ] 
f(z) = -121/289*z^3 - 3/68*z + 1
*
[ 3/4 ] 
f(z) = -134/297*z^3 - 7/88*z + 1
*
[ 3/4 ] 
f(z) = -122/297*z^3 - 9/88*z + 1
*
6/5 | 0.23937648936851027187381997624359257782 | 0.029935842016953495523149911525763082822
f(z) = -140/297*z^3 - 17/110*z + 1
*
18/11 | 0.17369186669651663936171088082563530273 | 0.025795559137362128981531345633423229684
f(z) = -121/280*z^3 - 1/105*z + 1
*
[ 3/4 ] 
f(z) = -124/297*z^3 - 13/132*z + 1
*
[ 3/4 ] 
f(z) = -137/297*z^3 - 13/176*z + 1
*
[ 3/4 ] 
f(z) = -131/297*z^3 - 15/176*z + 1
*
[ 3/4 ] 
f(z) = -125/297*z^3 - 17/176*z + 1
*
[ 17/22 ] 
f(z) = -132/289*z^3 - 4/187*z + 1
*
[ 3/2 ] 
f(z) = -136/297*z^3 + 15/11*z + 1
*
[ 3/2 ] 
f(z) = -124/297*z^3 + 14/11*z + 1
*
[ 12/11 ] 
f(z) = -121/288*z^3 + 7/12*z + 1
*
[ 17/16 ] 
f(z) = -128/289*z^3 + 19/34*z + 1
*
[ 4/5 ] 
f(z) = -125/288*z^3 + 1/36*z + 1
*
[ 6/5 ] 
f(z) = -125/288*z^3 + 19/24*z + 1
*
[ 6/5 ] 
f(z) = -125/297*z^3 + 17/22*z + 1
*
[ 10/11 ] 
f(z) = -121/280*z^3 + 9/35*z + 1
*
-14/11 | 0.10277211954825335088783397191580982282 | 0.018148125862567592391520401372258978037
f(z) = -121/288*z^3 + 13/72*z + 1
*
[ 17/21 ] 
f(z) = -126/289*z^3 + 6/119*z + 1
*
-6/5 | 0.14008616274828457145114308870765383730 | 0.019262718457696937731260659269063949913
f(z) = -125/288*z^3 + 7/120*z + 1
*
[ 4/5 ] 
f(z) = -125/296*z^3 + 3/148*z + 1
*
[ 4/5 ] 
f(z) = -125/284*z^3 + 9/284*z + 1
*
[ 4/5 ] 
f(z) = -125/292*z^3 + 7/292*z + 1
*
15/11 | 0.15930395667654226800516427961702508226 | 0.028271500427796421424145358930851023001
f(z) = -121/280*z^3 + 1/280*z + 1
*
[ 9/11 ] 
f(z) = -121/288*z^3 + 17/288*z + 1
*
[ -3/2 ] 
f(z) = -140/297*z^3 + 30/11*z + 1
*
[ -3/2 ] 
f(z) = -128/297*z^3 + 29/11*z + 1
*
[ 12/5 ] 
f(z) = -125/288*z^3 + 37/12*z + 1
*
[ -3/5 ] 
f(z) = -125/297*z^3 + 31/11*z + 1
*
[ -12/11 ] 
f(z) = -121/288*z^3 + 29/12*z + 1
*
[ 17/11 ] 
f(z) = -121/289*z^3 + 23/17*z + 1
*
[ 3/2 ] 
f(z) = -130/297*z^3 + 29/22*z + 1
*
6/11 | 0.15074658407703677035803795712988709994 | 0.026752832792949423615962909226139907097
f(z) = -121/280*z^3 + 22/35*z + 1
*
[ 14/11 ] 
f(z) = -121/280*z^3 + 32/35*z + 1
*
6/11 | 0.14346146357299815427284305476479225632 | 0.024237884156247560185928332235056918324
f(z) = -121/288*z^3 + 31/24*z + 1
*
-33/25 | 0.20783867271155205300206373029691056151 | 0.028458692766760147121544687076988402370
f(z) = -125/297*z^3 + 27/55*z + 1
*
[ 14/11 ] 
f(z) = -121/294*z^3 + 37/42*z + 1
*
-24/25 | 0.19282874432717268056764937668828671663 | 0.026515151387220346399678558201147431191
f(z) = -125/288*z^3 + 23/120*z + 1
*
[ 6/7 ] 
f(z) = -133/297*z^3 + 25/154*z + 1
*
[ 6/7 ] 
f(z) = -133/288*z^3 + 29/168*z + 1
*
[ 21/25 ] 
f(z) = -125/294*z^3 + 23/210*z + 1
*
3/10 | 0.13382102326736298896667899449067782954 | 0.015400376469355844490416157346463835897
f(z) = -125/297*z^3 + 23/220*z + 1
*
[ 17/20 ] 
f(z) = -125/289*z^3 + 37/272*z + 1
*
[ 3 ] 
f(z) = -140/297*z^3 + 54/11*z + 1
*
[ 3 ] 
f(z) = -137/297*z^3 + 53/11*z + 1
*
[ 3 ] 
f(z) = -134/297*z^3 + 52/11*z + 1
*
[ -3 ] 
f(z) = -133/297*z^3 + 59/11*z + 1
*
[ 3 ] 
f(z) = -131/297*z^3 + 51/11*z + 1
*
[ -3 ] 
f(z) = -130/297*z^3 + 58/11*z + 1
*
[ 17/8 ] 
f(z) = -128/289*z^3 + 43/17*z + 1
*
[ -17/8 ] 
f(z) = -128/289*z^3 + 59/17*z + 1
*
[ -3/8 ] 
f(z) = -128/297*z^3 + 41/11*z + 1
*
[ 3 ] 
f(z) = -128/297*z^3 + 50/11*z + 1
*
[ -3 ] 
f(z) = -127/297*z^3 + 57/11*z + 1
*
[ -12/5 ] 
f(z) = -125/288*z^3 + 47/12*z + 1
*
[ 3 ] 
f(z) = -125/297*z^3 + 49/11*z + 1
*
[ -3 ] 
f(z) = -124/297*z^3 + 56/11*z + 1
*
[ 3 ] 
f(z) = -122/297*z^3 + 48/11*z + 1
*
[ -17/11 ] 
f(z) = -121/289*z^3 + 45/17*z + 1
*
[ 3/2 ] 
f(z) = -140/297*z^3 + 46/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017302835600099741811732709300905905221
f(z) = -139/280*z^3 + 52/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017529919046123921634342998365308448242
f(z) = -139/296*z^3 + 51/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017358728631885898245790588499066977966
f(z) = -137/280*z^3 + 51/35*z + 1
*
-2 | 0.10537725022414074482728755632426161643 | 0.017587895145771204538277991234566340771
f(z) = -137/296*z^3 + 50/37*z + 1
*
[ -3/4 ] 
f(z) = -136/297*z^3 + 57/22*z + 1
*
-2 | 0.10537731228024372195577131132243048486 | 0.017647411067798948785275243838487059831
f(z) = -135/296*z^3 + 49/37*z + 1
*
[ -3/2 ] 
f(z) = -134/297*z^3 + 59/22*z + 1
*
-2 | 0.10537742812941038275055085715461659042 | 0.017708579737088293996077426827823285862
f(z) = -133/296*z^3 + 48/37*z + 1
*
-2 | 0.10434822183823717238376978996032327541 | 0.017535622567828371896619135560156162921
f(z) = -131/280*z^3 + 48/35*z + 1
*
-2 | 0.10537739378004780947704714381664586233 | 0.017771449459954399206123912103281465656
f(z) = -131/296*z^3 + 47/37*z + 1
*
-2 | 0.10434807574692947845888631870244240468 | 0.017597859349707759275255972691764728934
f(z) = -129/280*z^3 + 47/35*z + 1
*
-2 | 0.10537735996124815295405355235727302873 | 0.017836134168066934176242124615557294192
f(z) = -129/296*z^3 + 46/37*z + 1
*
[ 3/2 ] 
f(z) = -128/297*z^3 + 43/33*z + 1
*
-2 | 0.10434832477790069081546538468798457366 | 0.017661960041854280331176785833740304268
f(z) = -127/280*z^3 + 46/35*z + 1
*
-2 | 0.10537731797608859664947111855360162237 | 0.017902727748786807326619775660231730320
f(z) = -127/296*z^3 + 45/37*z + 1
*
[ -6/5 ] 
f(z) = -125/288*z^3 + 59/24*z + 1
*
-2 | 0.10537727518624103165952805975362541313 | 0.017971334149524237253999357252519508003
f(z) = -125/296*z^3 + 44/37*z + 1
*
-2 | 0.10434830650792563773522240441128578633 | 0.017795850963849545165029723288908947902
f(z) = -123/280*z^3 + 44/35*z + 1
*
-2 | 0.10537723839146261620088763717230826715 | 0.018042065336850666293564936828330460464
f(z) = -123/296*z^3 + 43/37*z + 1
*
[ -3/2 ] 
f(z) = -122/297*z^3 + 57/22*z + 1
*
-2 | 0.10434826674200471902247499656554884275 | 0.017865890918041922393114851908103804689
f(z) = -121/280*z^3 + 43/35*z + 1
*
6/11 | 0.15168255509963996534146381082296532665 | 0.024774639974084489841057228075154145185
f(z) = -121/280*z^3 + 57/35*z + 1
*
30/11 | 0.10341552696972265975649608039794295888 | 0.016324331704857594456689615533696915839
f(z) = -121/288*z^3 + 47/24*z + 1
*
-2 | 0.10537720541915285616829195230964745525 | 0.018115040699999175013856640710771479993
f(z) = -121/296*z^3 + 42/37*z + 1
*
[ 3/2 ] 
f(z) = -133/297*z^3 + 59/44*z + 1
*
[ 3/2 ] 
f(z) = -127/297*z^3 + 57/44*z + 1
*
[ 7/5 ] 
f(z) = -125/294*z^3 + 47/42*z + 1
*
-8/5 | 0.14555898254578083912346558435149973443 | 0.025703690332355370249727055638170201637
f(z) = -125/288*z^3 + 53/72*z + 1
*
[ 33/32 ] 
f(z) = -128/297*z^3 + 43/88*z + 1
*
[ 24/25 ] 
f(z) = -125/288*z^3 + 43/120*z + 1
*
-6/5 | 0.19756202072433964348136801920821578757 | 0.027051543280288577553492387683041229707
f(z) = -125/297*z^3 + 56/165*z + 1
*
[ 21/22 ] 
f(z) = -121/294*z^3 + 55/168*z + 1
*
[ 10/11 ] 
f(z) = -121/296*z^3 + 44/185*z + 1
*
[ 7/8 ] 
f(z) = -128/287*z^3 + 57/287*z + 1
*
[ -3 ] 
f(z) = -139/297*z^3 + 61/11*z + 1
*
[ -3 ] 
f(z) = -136/297*z^3 + 60/11*z + 1
*
[ -33/16 ] 
f(z) = -128/297*z^3 + 73/22*z + 1
*
[ 2 ] 
f(z) = -123/280*z^3 + 79/35*z + 1
*
[ 2 ] 
f(z) = -121/280*z^3 + 78/35*z + 1
*
[ 24/11 ] 
f(z) = -121/288*z^3 + 61/24*z + 1
*
-4/11 | 0.14265153760613574504022615250990193469 | 0.022810272219491530365109565372090116317
f(z) = -121/288*z^3 + 65/36*z + 1
*
[ -6/11 ] 
f(z) = -121/288*z^3 + 71/24*z + 1
*
-30/11 | 0.073064336738689390311584515498834501112 | 0.010659550321573223548812592542696482753
f(z) = -121/288*z^3 + 79/24*z + 1
*
[ 2 ] 
f(z) = -121/296*z^3 + 79/37*z + 1
*
[ 3/2 ] 
f(z) = -139/297*z^3 + 61/44*z + 1
*
6/5 | 0.13321874193948224756522731219904256437 | 0.017761245015952538961214490288185572107
f(z) = -125/297*z^3 + 67/44*z + 1
*
[ 17/15 ] 
f(z) = -135/289*z^3 + 61/85*z + 1
*
[ 9/8 ] 
f(z) = -128/297*z^3 + 65/99*z + 1
*
51/32 | 0.22306984995558253413156000431574612072 | 0.028697396858079082578216282489420286762
f(z) = -128/297*z^3 + 67/88*z + 1
*
48/25 | 0.17136454525995201599134370776613730458 | 0.021430433572411807021892786696168635573
f(z) = -125/297*z^3 + 79/110*z + 1
*
[ 33/34 ] 
f(z) = -136/297*z^3 + 75/187*z + 1
*
[ 17/18 ] 
f(z) = -135/289*z^3 + 73/204*z + 1
*
[ 10/11 ] 
f(z) = -121/290*z^3 + 71/290*z + 1
*
[ 33/8 ] 
f(z) = -128/297*z^3 + 89/11*z + 1
*
[ 17/5 ] 
f(z) = -125/289*z^3 + 97/17*z + 1
*
[ 2 ] 
f(z) = -139/280*z^3 + 87/35*z + 1
*
[ 2 ] 
f(z) = -139/296*z^3 + 88/37*z + 1
*
[ 2 ] 
f(z) = -137/280*z^3 + 86/35*z + 1
*
[ 2 ] 
f(z) = -137/296*z^3 + 87/37*z + 1
*
[ -3/2 ] 
f(z) = -136/297*z^3 + 89/33*z + 1
*
[ 2 ] 
f(z) = -135/296*z^3 + 86/37*z + 1
*
[ 2 ] 
f(z) = -133/296*z^3 + 85/37*z + 1
*
[ 2 ] 
f(z) = -131/280*z^3 + 83/35*z + 1
*
[ 2 ] 
f(z) = -131/296*z^3 + 84/37*z + 1
*
[ 2 ] 
f(z) = -129/280*z^3 + 82/35*z + 1
*
[ 2 ] 
f(z) = -129/296*z^3 + 83/37*z + 1
*
[ -17/16 ] 
f(z) = -128/289*z^3 + 83/34*z + 1
*
[ -3/4 ] 
f(z) = -128/297*z^3 + 85/33*z + 1
*
-21/8 | 0.19367831978614418254098114266015751552 | 0.024809254842787693479115485347177574147
f(z) = -128/297*z^3 + 91/22*z + 1
*
[ 2 ] 
f(z) = -127/280*z^3 + 81/35*z + 1
*
[ 2 ] 
f(z) = -127/296*z^3 + 82/37*z + 1
*
[ -4/5 ] 
f(z) = -125/288*z^3 + 91/36*z + 1
*
[ 2 ] 
f(z) = -125/296*z^3 + 81/37*z + 1
*
[ -3/2 ] 
f(z) = -124/297*z^3 + 86/33*z + 1
*
[ 2 ] 
f(z) = -123/296*z^3 + 80/37*z + 1
*
[ -10/11 ] 
f(z) = -121/280*z^3 + 86/35*z + 1
*
[ -14/11 ] 
f(z) = -121/280*z^3 + 87/35*z + 1
*
[ -24/11 ] 
f(z) = -121/288*z^3 + 83/24*z + 1
*
3/25 | 0.13325905004760852940236268900803193200 | 0.017045975279619033572693507205709192027
f(z) = -125/297*z^3 + 92/55*z + 1
*
[ 21/11 ] 
f(z) = -121/294*z^3 + 83/42*z + 1
*
-28/11 | 0.073084204360379893302091025539180863007 | 0.011208166052080138643444285093024400701
f(z) = -121/294*z^3 + 97/42*z + 1
*
[ 3/2 ] 
f(z) = -134/297*z^3 + 89/66*z + 1
*
-2 | 0.091306675219420050220013058698410868335 | 0.015317328205109525127274138367135262060
f(z) = -133/288*z^3 + 97/72*z + 1
*
-2 | 0.091306857026579432506754286702538866350 | 0.015371081597144772325616631772923788210
f(z) = -131/288*z^3 + 95/72*z + 1
*
-2 | 0.091306882843355854636974009795788364560 | 0.015483211883692412410194202050290707871
f(z) = -127/288*z^3 + 91/72*z + 1
*
12/5 | 0.19038117743040804197124618579158280043 | 0.024832251266448635130225651522964811005
f(z) = -125/288*z^3 + 89/60*z + 1
*
-2 | 0.091306846605823637920185710863724236979 | 0.015541774156813177094327832511359162619
f(z) = -125/288*z^3 + 89/72*z + 1
*
[ 3/2 ] 
f(z) = -122/297*z^3 + 83/66*z + 1
*
[ 6/5 ] 
f(z) = -140/297*z^3 + 93/110*z + 1
*
[ 6/5 ] 
f(z) = -125/296*z^3 + 86/111*z + 1
*
-6/7 | 0.12577972346782497246791580365719014179 | 0.016530669214597225782348280250139401472
f(z) = -133/288*z^3 + 85/168*z + 1
*
[ -17/5 ] 
f(z) = -125/289*z^3 + 107/17*z + 1
*
[ -2/3 ] 
f(z) = -135/296*z^3 + 100/37*z + 1
*
[ -2 ] 
f(z) = -131/280*z^3 + 118/35*z + 1
*
[ -2 ] 
f(z) = -129/280*z^3 + 117/35*z + 1
*
[ -2 ] 
f(z) = -127/280*z^3 + 116/35*z + 1
*
[ -2 ] 
f(z) = -127/296*z^3 + 119/37*z + 1
*
[ -2 ] 
f(z) = -125/296*z^3 + 118/37*z + 1
*
[ -2 ] 
f(z) = -123/280*z^3 + 114/35*z + 1
*
[ -2 ] 
f(z) = -123/296*z^3 + 117/37*z + 1
*
[ -2 ] 
f(z) = -121/280*z^3 + 113/35*z + 1
*
[ -2 ] 
f(z) = -121/296*z^3 + 116/37*z + 1
*
[ -3/2 ] 
f(z) = -137/297*z^3 + 119/44*z + 1
*
[ 17/9 ] 
f(z) = -135/289*z^3 + 109/51*z + 1
*
[ -3/2 ] 
f(z) = -131/297*z^3 + 117/44*z + 1
*
[ 15/8 ] 
f(z) = -128/297*z^3 + 109/55*z + 1
*
[ -7/5 ] 
f(z) = -125/294*z^3 + 107/42*z + 1
*
[ -3/2 ] 
f(z) = -125/297*z^3 + 115/44*z + 1
*
[ -3/4 ] 
f(z) = -124/297*z^3 + 113/44*z + 1
*
[ -14/11 ] 
f(z) = -121/294*z^3 + 103/42*z + 1
*
[ -7/11 ] 
f(z) = -121/294*z^3 + 115/42*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015164618794575059340101585691350937045
f(z) = -139/288*z^3 + 103/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015214166276259924747683504728529110829
f(z) = -137/288*z^3 + 101/72*z + 1
*
[ 8/5 ] 
f(z) = -125/288*z^3 + 107/72*z + 1
*
-2/5 | 0.081749097661151728037051016991076870460 | 0.013371499410097737304287349288953567541
f(z) = -125/288*z^3 + 113/72*z + 1
*
[ 17/10 ] 
f(z) = -125/289*z^3 + 113/68*z + 1
*
[ 18/11 ] 
f(z) = -121/288*z^3 + 109/72*z + 1
*
[ 17/14 ] 
f(z) = -140/289*z^3 + 106/119*z + 1
*
[ 17/15 ] 
f(z) = -125/289*z^3 + 103/153*z + 1
*
-36/25 | 0.19702587001847562201693840719790834682 | 0.027092282268222547430275498812651875297
f(z) = -125/288*z^3 + 107/180*z + 1
*
[ -2 ] 
f(z) = -139/280*z^3 + 122/35*z + 1
*
[ -2 ] 
f(z) = -139/296*z^3 + 125/37*z + 1
*
[ -2 ] 
f(z) = -137/280*z^3 + 121/35*z + 1
*
[ -2 ] 
f(z) = -137/296*z^3 + 124/37*z + 1
*
[ -2 ] 
f(z) = -135/296*z^3 + 123/37*z + 1
*
[ -2 ] 
f(z) = -133/296*z^3 + 122/37*z + 1
*
[ -2 ] 
f(z) = -131/296*z^3 + 121/37*z + 1
*
[ -2 ] 
f(z) = -129/296*z^3 + 120/37*z + 1
*
[ -2/5 ] 
f(z) = -125/296*z^3 + 132/37*z + 1
*
-30/11 | 0.14799613115006022075595177248577072453 | 0.021474777267489580641195265300019475603
f(z) = -121/280*z^3 + 123/35*z + 1
*
34/11 | 0.13089386487569550289842765171522728144 | 0.018905385009202790442058505912111498989
f(z) = -121/280*z^3 + 127/35*z + 1
*
6/11 | 0.11728480033147421907307826950656570257 | 0.016002633415838755260049079432513471715
f(z) = -121/288*z^3 + 127/24*z + 1
*
36/11 | 0.15389046286373945788702541041941491211 | 0.022127743201856813673032800308545752615
f(z) = -121/288*z^3 + 131/36*z + 1
*
[ -33/25 ] 
f(z) = -125/297*z^3 + 137/55*z + 1
*
[ -21/11 ] 
f(z) = -121/294*z^3 + 127/42*z + 1
*
-21/16 | 0.19425042008147112419206604527153638914 | 0.027293074507277672324789334073365656906
f(z) = -128/297*z^3 + 137/66*z + 1
*
-12/5 | 0.19414705869813006541308324573888142361 | 0.023931758923790746366254999935963412689
f(z) = -125/288*z^3 + 139/60*z + 1
*
10/11 | 0.088509831882410854809290101103913185612 | 0.014101459168855013246518141770683283130
f(z) = -121/288*z^3 + 133/72*z + 1
*
42/25 | 0.15424962210907592972758573637558760164 | 0.021046206756262738059430469587209341233
f(z) = -125/288*z^3 + 127/120*z + 1
*
[ 17/4 ] 
f(z) = -128/289*z^3 + 149/17*z + 1
*
[ -17/4 ] 
f(z) = -128/289*z^3 + 157/17*z + 1
*
[ 3 ] 
f(z) = -136/297*z^3 + 158/33*z + 1
*
[ 3 ] 
f(z) = -133/297*z^3 + 155/33*z + 1
*
[ 3 ] 
f(z) = -130/297*z^3 + 152/33*z + 1
*
[ 3 ] 
f(z) = -127/297*z^3 + 149/33*z + 1
*
[ 17/6 ] 
f(z) = -126/289*z^3 + 141/34*z + 1
*
[ 3 ] 
f(z) = -124/297*z^3 + 146/33*z + 1
*
36/11 | 0.15681258083688699289699885394969401875 | 0.022015375038303569195731067438647847503
f(z) = -121/288*z^3 + 155/36*z + 1
*
[ 34/11 ] 
f(z) = -121/289*z^3 + 159/34*z + 1
*
[ -3/5 ] 
f(z) = -140/297*z^3 + 156/55*z + 1
*
35/11 | 0.072070746261307900189087138646043693690 | 0.010410870094018749966250616859992380721
f(z) = -121/294*z^3 + 145/42*z + 1
*
[ 33/16 ] 
f(z) = -128/297*z^3 + 155/66*z + 1
*
[ 2 ] 
f(z) = -121/288*z^3 + 157/72*z + 1
*
[ 17/10 ] 
f(z) = -140/289*z^3 + 154/85*z + 1
*
[ 12/7 ] 
f(z) = -133/288*z^3 + 149/84*z + 1
*
[ 17/12 ] 
f(z) = -126/289*z^3 + 159/136*z + 1
*
[ 4/3 ] 
f(z) = -135/296*z^3 + 157/148*z + 1
*
[ 21/16 ] 
f(z) = -128/297*z^3 + 151/154*z + 1
*
[ 3 ] 
f(z) = -139/297*z^3 + 161/33*z + 1
*
[ -3 ] 
f(z) = -134/297*z^3 + 178/33*z + 1
*
[ -3 ] 
f(z) = -131/297*z^3 + 175/33*z + 1
*
[ -3 ] 
f(z) = -128/297*z^3 + 172/33*z + 1
*
[ -17/6 ] 
f(z) = -126/289*z^3 + 165/34*z + 1
*
[ -3 ] 
f(z) = -125/297*z^3 + 169/33*z + 1
*
[ -3 ] 
f(z) = -122/297*z^3 + 166/33*z + 1
*
-34/11 | 0.20642654790830369301857416382583531316 | 0.028802212497478608084381169504121767677
f(z) = -121/280*z^3 + 162/35*z + 1
*
[ -17/9 ] 
f(z) = -135/289*z^3 + 163/51*z + 1
*
[ 14/5 ] 
f(z) = -125/294*z^3 + 167/42*z + 1
*
[ -12/5 ] 
f(z) = -125/297*z^3 + 169/44*z + 1
*
[ 2 ] 
f(z) = -139/288*z^3 + 175/72*z + 1
*
[ 2 ] 
f(z) = -137/288*z^3 + 173/72*z + 1
*
[ 2 ] 
f(z) = -133/288*z^3 + 169/72*z + 1
*
[ 2 ] 
f(z) = -131/288*z^3 + 167/72*z + 1
*
[ -3/2 ] 
f(z) = -130/297*z^3 + 175/66*z + 1
*
[ 2 ] 
f(z) = -127/288*z^3 + 163/72*z + 1
*
[ 2 ] 
f(z) = -125/288*z^3 + 161/72*z + 1
*
[ -6/5 ] 
f(z) = -125/297*z^3 + 161/66*z + 1
*
[ -17/22 ] 
f(z) = -121/289*z^3 + 173/68*z + 1
*
[ 9/5 ] 
f(z) = -125/297*z^3 + 179/99*z + 1
*
[ 3/2 ] 
f(z) = -131/297*z^3 + 175/132*z + 1
*
[ 3/2 ] 
f(z) = -125/297*z^3 + 169/132*z + 1
*
-2 | 0.10461098904712133278034135511049556836 | 0.017789372032950811504961460019431253709
f(z) = -125/284*z^3 + 179/142*z + 1
*
-2 | 0.10512535506347455606273603701554363903 | 0.017911064411860758976488047757263247959
f(z) = -125/292*z^3 + 177/146*z + 1
*
-2 | 0.10461095115236086789522650207039781658 | 0.017857996735981062742571196604915033359
f(z) = -123/284*z^3 + 175/142*z + 1
*
-2 | 0.10512531246119549279975794070141545959 | 0.017981084982824873256411558170752998019
f(z) = -123/292*z^3 + 173/146*z + 1
*
-2 | 0.10461090551718634712665299029250051961 | 0.017928757286453165472687965902373829337
f(z) = -121/284*z^3 + 171/142*z + 1
*
[ 16/11 ] 
f(z) = -121/288*z^3 + 173/144*z + 1
*
-2 | 0.10512527607033617746465717147166170726 | 0.018053314014214220395911464544771671313
f(z) = -121/292*z^3 + 169/146*z + 1
*
[ 33/25 ] 
f(z) = -125/297*z^3 + 161/165*z + 1
*
-20/11 | 0.18417541811490085508475401395858802952 | 0.025325265225165112383633887213693805240
f(z) = -121/288*z^3 + 169/180*z + 1
*
[ -3 ] 
f(z) = -140/297*z^3 + 184/33*z + 1
*
[ -3 ] 
f(z) = -137/297*z^3 + 181/33*z + 1
*
[ 36/11 ] 
f(z) = -121/288*z^3 + 187/36*z + 1
*
[ -34/11 ] 
f(z) = -121/289*z^3 + 181/34*z + 1
*
[ -14/5 ] 
f(z) = -125/294*z^3 + 197/42*z + 1
*
3/8 | 0.17947936407869498090067376832370848018 | 0.024092813227013014723322645979256326786
f(z) = -128/297*z^3 + 191/66*z + 1
*
[ -12/25 ] 
f(z) = -125/288*z^3 + 191/60*z + 1
*
[ -8/5 ] 
f(z) = -125/288*z^3 + 197/72*z + 1
*
[ -17/10 ] 
f(z) = -125/289*z^3 + 193/68*z + 1
*
[ -8/11 ] 
f(z) = -121/288*z^3 + 187/72*z + 1
*
[ -18/11 ] 
f(z) = -121/288*z^3 + 197/72*z + 1
*
[ 3/2 ] 
f(z) = -137/297*z^3 + 181/132*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017474563221701116673609489469823384029
f(z) = -135/284*z^3 + 199/142*z + 1
*
-2 | 0.10512525337991074823469191281973593958 | 0.017590207632613768019124390059053693474
f(z) = -135/292*z^3 + 197/146*z + 1
*
-2 | 0.10461074794072131242810873982084785103 | 0.017534055482531853308963623935807743731
f(z) = -133/284*z^3 + 195/142*z + 1
*
-2 | 0.10512538091650721470944171061920446881 | 0.017650814553043006601041308245890702917
f(z) = -133/292*z^3 + 193/146*z + 1
*
-2 | 0.10461076421113566072866557708642353002 | 0.017595183099359092364007797048603188649
f(z) = -131/284*z^3 + 191/142*z + 1
*
-2 | 0.10512546949916736484295435023818185904 | 0.017713116027705787301491364328896160100
f(z) = -131/292*z^3 + 189/146*z + 1
*
-2 | 0.10461098688056834939457645189645417330 | 0.017658080686897880594925141801678572028
f(z) = -129/284*z^3 + 187/142*z + 1
*
-2 | 0.10512543333924097401318415896973366939 | 0.017777184392906946404499256354139176630
f(z) = -129/292*z^3 + 185/146*z + 1
*
[ 17/12 ] 
f(z) = -128/289*z^3 + 181/153*z + 1
*
-2 | 0.10461102632373269247450276532555244143 | 0.017722772263655254535046508858586789154
f(z) = -127/284*z^3 + 183/142*z + 1
*
-2 | 0.10512539847589396844959883968593448927 | 0.017843134224718652932576012807204716488
f(z) = -127/292*z^3 + 181/146*z + 1
*
[ 34/25 ] 
f(z) = -125/289*z^3 + 181/170*z + 1
*
28/25 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -125/294*z^3 + 187/210*z + 1
*
[ 17/14 ] 
f(z) = -126/289*z^3 + 195/238*z + 1
*
[ 33/5 ] 
f(z) = -125/297*z^3 + 211/11*z + 1
*
[ -36/11 ] 
f(z) = -121/288*z^3 + 209/36*z + 1
*
-8/11 | 0.081748663305636627975435054964795633312 | 0.012184372501201729539145521261479251026
f(z) = -121/288*z^3 + 205/72*z + 1
*
[ -17/15 ] 
f(z) = -135/289*z^3 + 211/85*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017360265643879540224261766737089046024
f(z) = -139/284*z^3 + 207/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017473790597858400346682818317095127168
f(z) = -139/292*z^3 + 205/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017416663865792204397324470065546612782
f(z) = -137/284*z^3 + 203/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017531211599588686437386708498177267085
f(z) = -137/292*z^3 + 201/146*z + 1
*
[ 36/25 ] 
f(z) = -125/288*z^3 + 217/180*z + 1
*
-7/11 | 0.11804548629604344370126455877296213897 | 0.020949404433778601407328882756555780340
f(z) = -121/280*z^3 + 209/280*z + 1
*
[ 13/11 ] 
f(z) = -121/299*z^3 + 215/299*z + 1
*
[ -2/11 ] 
f(z) = -121/280*z^3 + 228/35*z + 1
*
4/11 | 0.21782492870556619321186859590606161872 | 0.029026327716022370824830081194557956214
f(z) = -121/288*z^3 + 227/36*z + 1
*
[ 17/6 ] 
f(z) = -132/289*z^3 + 220/51*z + 1
*
[ -2 ] 
f(z) = -131/288*z^3 + 239/72*z + 1
*
[ -2 ] 
f(z) = -127/288*z^3 + 235/72*z + 1
*
[ -2 ] 
f(z) = -125/288*z^3 + 233/72*z + 1
*
[ -2 ] 
f(z) = -121/288*z^3 + 229/72*z + 1
*
[ -3/4 ] 
f(z) = -130/297*z^3 + 227/88*z + 1
*
[ -17/25 ] 
f(z) = -125/289*z^3 + 227/85*z + 1
*
-21/10 | 0.21732292663295085160090047286067800681 | 0.029484065865146176793201590662270970897
f(z) = -125/294*z^3 + 227/168*z + 1
*
-39/20 | 0.21023379105632428766087052058503914723 | 0.024156449776611301427282928986278687845
f(z) = -125/297*z^3 + 223/176*z + 1
*
[ 17/13 ] 
f(z) = -130/289*z^3 + 222/221*z + 1
*
[ 14/11 ] 
f(z) = -121/296*z^3 + 227/259*z + 1
*
[ 6/5 ] 
f(z) = -125/282*z^3 + 227/282*z + 1
*
[ 6/5 ] 
f(z) = -125/294*z^3 + 229/294*z + 1
*
[ 17/3 ] 
f(z) = -126/289*z^3 + 252/17*z + 1
*
[ -17/3 ] 
f(z) = -126/289*z^3 + 258/17*z + 1
*
[ 24/5 ] 
f(z) = -125/288*z^3 + 259/24*z + 1
*
[ -2/11 ] 
f(z) = -121/296*z^3 + 241/37*z + 1
*
[ -17/6 ] 
f(z) = -132/289*z^3 + 256/51*z + 1
*
[ -33/10 ] 
f(z) = -125/297*z^3 + 259/44*z + 1
*
[ 33/14 ] 
f(z) = -140/297*z^3 + 246/77*z + 1
*
[ -2 ] 
f(z) = -139/288*z^3 + 247/72*z + 1
*
[ -2 ] 
f(z) = -137/288*z^3 + 245/72*z + 1
*
[ -2 ] 
f(z) = -133/288*z^3 + 241/72*z + 1
*
[ -2/5 ] 
f(z) = -125/288*z^3 + 257/72*z + 1
*
2/11 | 0.13947985579231560858145376677400870862 | 0.020156969425039749950129885613602875980
f(z) = -121/288*z^3 + 253/72*z + 1
*
[ -17/10 ] 
f(z) = -140/289*z^3 + 254/85*z + 1
*
[ -12/7 ] 
f(z) = -133/288*z^3 + 247/84*z + 1
*
[ -9/8 ] 
f(z) = -128/297*z^3 + 241/99*z + 1
*
-3/11 | 0.19675187916254972647352892661655485580 | 0.029562563677951245643995946162250299497
f(z) = -121/288*z^3 + 259/96*z + 1
*
-18/11 | 0.17117647705576177615892793742899590649 | 0.022592753529676530665669559413831530329
f(z) = -121/280*z^3 + 244/105*z + 1
*
-6/5 | 0.14677306421586667356214502870147165476 | 0.018359725837646171716084840288759571082
f(z) = -125/288*z^3 + 247/120*z + 1
*
[ 17/12 ] 
f(z) = -132/289*z^3 + 247/204*z + 1
*
[ 5/4 ] 
f(z) = -128/285*z^3 + 257/285*z + 1
*
[ 5/4 ] 
f(z) = -128/295*z^3 + 259/295*z + 1
*
-5/11 | 0.097879004639654748483556475004552144754 | 0.017370480804572252174886392893281811447
f(z) = -121/280*z^3 + 249/280*z + 1
*
[ 17/3 ] 
f(z) = -135/289*z^3 + 269/17*z + 1
*
[ -17/3 ] 
f(z) = -135/289*z^3 + 275/17*z + 1
*
[ -24/5 ] 
f(z) = -125/288*z^3 + 269/24*z + 1
*
[ 4 ] 
f(z) = -125/288*z^3 + 277/36*z + 1
*
-6/11 | 0.22700637303723995386135696183211574060 | 0.028174837201530775726675947263080817267
f(z) = -121/288*z^3 + 263/24*z + 1
*
[ 4 ] 
f(z) = -121/288*z^3 + 269/36*z + 1
*
[ -3/7 ] 
f(z) = -133/297*z^3 + 263/77*z + 1
*
-8/11 | 0.12633627407303578954337214265389289877 | 0.018021491263777903286919818988957589798
f(z) = -121/288*z^3 + 277/72*z + 1
*
[ 9/4 ] 
f(z) = -128/297*z^3 + 271/99*z + 1
*
[ -3/5 ] 
f(z) = -125/288*z^3 + 271/96*z + 1
*
[ 28/11 ] 
f(z) = -121/294*z^3 + 275/84*z + 1
*
[ -6/5 ] 
f(z) = -130/297*z^3 + 271/110*z + 1
*
[ -15/16 ] 
f(z) = -128/297*z^3 + 269/110*z + 1
*
[ -6/5 ] 
f(z) = -125/296*z^3 + 271/111*z + 1
*
66/25 | 0.22146563790633312352884402918621599939 | 0.027487150295646010865089005708913897106
f(z) = -125/288*z^3 + 263/120*z + 1
*
[ 20/11 ] 
f(z) = -121/280*z^3 + 263/140*z + 1
*
[ 33/20 ] 
f(z) = -125/297*z^3 + 271/176*z + 1
*
[ 17/11 ] 
f(z) = -132/289*z^3 + 270/187*z + 1
*
[ 4 ] 
f(z) = -133/288*z^3 + 293/36*z + 1
*
[ 4 ] 
f(z) = -131/288*z^3 + 289/36*z + 1
*
[ -33/8 ] 
f(z) = -128/297*z^3 + 283/33*z + 1
*
[ 4 ] 
f(z) = -127/288*z^3 + 281/36*z + 1
*
[ -4 ] 
f(z) = -127/288*z^3 + 299/36*z + 1
*
[ -4 ] 
f(z) = -125/288*z^3 + 295/36*z + 1
*
[ -4 ] 
f(z) = -121/288*z^3 + 287/36*z + 1
*
[ 42/11 ] 
f(z) = -121/294*z^3 + 283/42*z + 1
*
[ 17/6 ] 
f(z) = -135/289*z^3 + 299/68*z + 1
*
-39/32 | 0.25745832022440549670233380852475813520 | 0.028704841523800962768584810068241901666
f(z) = -128/297*z^3 + 291/88*z + 1
*
[ -9/5 ] 
f(z) = -125/297*z^3 + 289/99*z + 1
*
[ -2/3 ] 
f(z) = -129/280*z^3 + 284/105*z + 1
*
[ -2/3 ] 
f(z) = -129/296*z^3 + 299/111*z + 1
*
[ -2/3 ] 
f(z) = -123/280*z^3 + 283/105*z + 1
*
[ -2/3 ] 
f(z) = -123/296*z^3 + 298/111*z + 1
*
[ -24/25 ] 
f(z) = -125/288*z^3 + 293/120*z + 1
*
-30/11 | 0.18204887734286560562323083665261983340 | 0.022240817115845901488506904844987509620
f(z) = -121/288*z^3 + 299/120*z + 1
*
[ 17/10 ] 
f(z) = -130/289*z^3 + 291/170*z + 1
*
7/10 | 0.21954010590595361631892165246090696309 | 0.028711738153244199183061080075213897407
f(z) = -125/294*z^3 + 299/168*z + 1
*
44/25 | 0.20683802007141938287412944108436582366 | 0.026726974777673084358876913942262472879
f(z) = -125/288*z^3 + 287/180*z + 1
*
4/5 | 0.12982171047723840144662403729834794211 | 0.016730433750443494417375473012750519909
f(z) = -125/288*z^3 + 293/180*z + 1
*
7/11 | 0.12548967526738829085324822655809123277 | 0.022146174683712478763965725780091665318
f(z) = -121/280*z^3 + 289/280*z + 1
*
-20/11 | 0.16468381016798064309693551530599610710 | 0.029116698834843122263740814336970777845
f(z) = -121/285*z^3 + 286/285*z + 1
*
[ 1/3 ] 
f(z) = -117*z^3 + 11*z + 1
*
[ -1/3 ] 
f(z) = -117*z^3 + 17*z + 1
*
[ 2/3 ] 
f(z) = -117/8*z^3 + 6*z + 1
*
[ -2/3 ] 
f(z) = -117/8*z^3 + 9*z + 1
*
[ 2/3 ] 
f(z) = -117/16*z^3 + 11/4*z + 1
*
-2/3 | 0.12671385120257934299531827119230401081 | 0.026608404677676001355188115054086949466
f(z) = -117/16*z^3 + 15/4*z + 1
*
[ -1/4 ] 
f(z) = -112*z^3 + 12*z + 1
*
[ 2/3 ] 
f(z) = -111/8*z^3 + 17/3*z + 1
*
[ -1/3 ] 
f(z) = -108*z^3 + 16*z + 1
*
[ 2/3 ] 
f(z) = -105/8*z^3 + 16/3*z + 1
*
[ 1/2 ] 
f(z) = -104/7*z^3 + 19/7*z + 1
*
[ -1/4 ] 
f(z) = -120*z^3 + 25/2*z + 1
*
[ 1/2 ] 
f(z) = -120*z^3 + 29*z + 1
*
[ -1/6 ] 
f(z) = -120*z^3 + 31/3*z + 1
*
[ -1/2 ] 
f(z) = -120*z^3 + 33*z + 1
*
[ 1/3 ] 
f(z) = -120*z^3 + 34/3*z + 1
*
[ 1/2 ] 
f(z) = -120/7*z^3 + 23/7*z + 1
*
[ -1/3 ] 
f(z) = -117/2*z^3 + 21/2*z + 1
*
[ 2/3 ] 
f(z) = -117/4*z^3 + 25/2*z + 1
*
[ -1/3 ] 
f(z) = -117/4*z^3 + 29/4*z + 1
*
[ -2/3 ] 
f(z) = -117/4*z^3 + 31/2*z + 1
*
[ -1/3 ] 
f(z) = -117/5*z^3 + 33/5*z + 1
*
-1/3 | 0.13433965289914120063982381918827458845 | 0.028209732516804102500803662869098159499
f(z) = -117/8*z^3 + 37/8*z + 1
*
[ -2/3 ] 
f(z) = -117/16*z^3 + 23/4*z + 1
*
[ 1/2 ] 
f(z) = -116*z^3 + 28*z + 1
*
[ -1/2 ] 
f(z) = -116*z^3 + 32*z + 1
*
[ 1/2 ] 
f(z) = -116/3*z^3 + 26/3*z + 1
*
[ -1/2 ] 
f(z) = -116/3*z^3 + 38/3*z + 1
*
[ 1/2 ] 
f(z) = -116/5*z^3 + 24/5*z + 1
*
[ 1/2 ] 
f(z) = -116/7*z^3 + 22/7*z + 1
*
[ -2/5 ] 
f(z) = -115/8*z^3 + 29/5*z + 1
*
[ 1/3 ] 
f(z) = -114*z^3 + 32/3*z + 1
*
[ 1/2 ] 
f(z) = -112*z^3 + 27*z + 1
*
[ -1/2 ] 
f(z) = -112*z^3 + 31*z + 1
*
[ -1/4 ] 
f(z) = -112/3*z^3 + 22/3*z + 1
*
[ 1/2 ] 
f(z) = -112/3*z^3 + 25/3*z + 1
*
[ -1/2 ] 
f(z) = -112/3*z^3 + 37/3*z + 1
*
[ 1/2 ] 
f(z) = -112/5*z^3 + 23/5*z + 1
*
[ -1/4 ] 
f(z) = -112/5*z^3 + 32/5*z + 1
*
[ 3/4 ] 
f(z) = -112/9*z^3 + 20/3*z + 1
*
[ -3/4 ] 
f(z) = -112/9*z^3 + 28/3*z + 1
*
[ 1/3 ] 
f(z) = -111*z^3 + 31/3*z + 1
*
[ -2/3 ] 
f(z) = -111/8*z^3 + 26/3*z + 1
*
[ 2/3 ] 
f(z) = -111/16*z^3 + 31/12*z + 1
*
[ 1/2 ] 
f(z) = -108*z^3 + 26*z + 1
*
-1/6 | 0.16292660344480710831493725563776698837 | 0.028184368152593223165420925776060465409
f(z) = -108*z^3 + 28/3*z + 1
*
[ -1/2 ] 
f(z) = -108*z^3 + 30*z + 1
*
[ -1/9 ] 
f(z) = -108*z^3 + 34/3*z + 1
*
-5/18 | 0.060245485812567745470018529072422067974 | 0.010421753819034519763164685754430260391
f(z) = -108*z^3 + 37/3*z + 1
*
[ 1/2 ] 
f(z) = -108/5*z^3 + 22/5*z + 1
*
[ -1/3 ] 
f(z) = -108/5*z^3 + 32/5*z + 1
*
[ -1/6 ] 
f(z) = -108/5*z^3 + 38/5*z + 1
*
[ 1/2 ] 
f(z) = -108/7*z^3 + 20/7*z + 1
*
[ 1/2 ] 
f(z) = -106/7*z^3 + 39/14*z + 1
*
[ 1/3 ] 
f(z) = -105*z^3 + 29/3*z + 1
*
[ -2/3 ] 
f(z) = -105/8*z^3 + 25/3*z + 1
*
[ -2/5 ] 
f(z) = -105/8*z^3 + 28/5*z + 1
*
[ -2/7 ] 
f(z) = -105/8*z^3 + 39/7*z + 1
*
[ 2/3 ] 
f(z) = -105/16*z^3 + 29/12*z + 1
*
[ -1/4 ] 
f(z) = -104*z^3 + 23/2*z + 1
*
[ 1/2 ] 
f(z) = -104*z^3 + 25*z + 1
*
[ -1/2 ] 
f(z) = -104*z^3 + 29*z + 1
*
[ 1/2 ] 
f(z) = -104/3*z^3 + 23/3*z + 1
*
[ -1/2 ] 
f(z) = -104/3*z^3 + 35/3*z + 1
*
1/2 | 0.062803088641826588391580098166835896887 | 0.011766302685627110602182079956414222208
f(z) = -104/3*z^3 + 37/6*z + 1
*
[ 1/2 ] 
f(z) = -104/5*z^3 + 21/5*z + 1
*
[ 3/4 ] 
f(z) = -104/9*z^3 + 37/6*z + 1
*
[ 1/3 ] 
f(z) = -102*z^3 + 28/3*z + 1
*
[ 1/2 ] 
f(z) = -102/7*z^3 + 37/14*z + 1
*
[ -1/3 ] 
f(z) = -120*z^3 + 52/3*z + 1
*
-1/12 | 0.17937512744385985206182621153734272149 | 0.027263760215815948532983964311402628576
f(z) = -120*z^3 + 53/6*z + 1
*
[ -1/5 ] 
f(z) = -120*z^3 + 54/5*z + 1
*
[ -1/2 ] 
f(z) = -120/7*z^3 + 51/7*z + 1
*
[ -2/7 ] 
f(z) = -119/8*z^3 + 40/7*z + 1
*
[ 2/3 ] 
f(z) = -119/8*z^3 + 55/9*z + 1
*
-2 | 0.10219493254803239016639696640372220397 | 0.016598226628235472089169039458194658953
f(z) = -119/8*z^3 + 59*z + 1
*
[ 1/2 ] 
f(z) = -118*z^3 + 57/2*z + 1
*
[ 1/2 ] 
f(z) = -118/3*z^3 + 53/6*z + 1
*
[ 1/2 ] 
f(z) = -118/5*z^3 + 49/10*z + 1
*
[ 1/2 ] 
f(z) = -118/7*z^3 + 45/14*z + 1
*
[ -1/6 ] 
f(z) = -117*z^3 + 41/4*z + 1
*
[ 2/3 ] 
f(z) = -117/2*z^3 + 51/2*z + 1
*
[ -2/3 ] 
f(z) = -117/2*z^3 + 57/2*z + 1
*
[ -1/3 ] 
f(z) = -117/7*z^3 + 41/7*z + 1
*
[ -1/3 ] 
f(z) = -117/8*z^3 + 45/8*z + 1
*
[ -2/9 ] 
f(z) = -117/8*z^3 + 56/9*z + 1
*
-2 | 0.10188311717969367320057630269898097710 | 0.016593653563527015274520236112956261762
f(z) = -117/8*z^3 + 58*z + 1
*
[ 2 ] 
f(z) = -117/8*z^3 + 59*z + 1
*
[ 2/3 ] 
f(z) = -117/10*z^3 + 47/10*z + 1
*
[ -1/3 ] 
f(z) = -117/10*z^3 + 53/10*z + 1
*
[ -1/3 ] 
f(z) = -117/11*z^3 + 57/11*z + 1
*
[ 2/3 ] 
f(z) = -117/14*z^3 + 45/14*z + 1
*
-4/3 | 0.11593146357519374023882148194821416262 | 0.021799332040154361148320150534541518084
f(z) = -117/16*z^3 + 51/4*z + 1
*
[ 4/3 ] 
f(z) = -117/16*z^3 + 53/4*z + 1
*
[ -4/3 ] 
f(z) = -117/16*z^3 + 59/4*z + 1
*
[ -1/4 ] 
f(z) = -116*z^3 + 49/4*z + 1
*
[ -1/2 ] 
f(z) = -116/5*z^3 + 44/5*z + 1
*
[ -1/2 ] 
f(z) = -116/7*z^3 + 50/7*z + 1
*
[ -1/2 ] 
f(z) = -116/9*z^3 + 56/9*z + 1
*
[ -1/5 ] 
f(z) = -115*z^3 + 53/5*z + 1
*
[ 2/3 ] 
f(z) = -115/8*z^3 + 53/9*z + 1
*
-2 | 0.10156595651614881661783348820966440484 | 0.016588987472278413318183157691786478612
f(z) = -115/8*z^3 + 57*z + 1
*
[ 2 ] 
f(z) = -115/8*z^3 + 58*z + 1
*
[ -2 ] 
f(z) = -115/8*z^3 + 59*z + 1
*
[ 3/5 ] 
f(z) = -115/9*z^3 + 59/15*z + 1
*
[ -1/3 ] 
f(z) = -114*z^3 + 50/3*z + 1
*
[ 1/2 ] 
f(z) = -114*z^3 + 55/2*z + 1
*
1/3 | 0.086555806623658141709726748143512389728 | 0.013259247028844409652311895364256635030
f(z) = -114*z^3 + 55/6*z + 1
*
[ 1/2 ] 
f(z) = -114/5*z^3 + 47/10*z + 1
*
[ 1/2 ] 
f(z) = -114/7*z^3 + 43/14*z + 1
*
[ 2/3 ] 
f(z) = -113/8*z^3 + 52/9*z + 1
*
-2 | 0.10124326391995367523460290525795928687 | 0.016584224897638837505725447302018882001
f(z) = -113/8*z^3 + 56*z + 1
*
[ 2 ] 
f(z) = -113/8*z^3 + 57*z + 1
*
[ -2 ] 
f(z) = -113/8*z^3 + 58*z + 1
*
[ -1/8 ] 
f(z) = -112*z^3 + 43/4*z + 1
*
3/8 | 0.11497137071739724887442144007005053678 | 0.018832967201399532500460689171827009759
f(z) = -112*z^3 + 51/4*z + 1
*
1/2 | 0.10835946692555276798425831588896683444 | 0.020023383992086583841381145920898923196
f(z) = -112/3*z^3 + 41/6*z + 1
*
[ -1/2 ] 
f(z) = -112/5*z^3 + 43/5*z + 1
*
[ -1/4 ] 
f(z) = -112/9*z^3 + 52/9*z + 1
*
[ -1/2 ] 
f(z) = -112/9*z^3 + 55/9*z + 1
*
[ 3/4 ] 
f(z) = -112/15*z^3 + 58/15*z + 1
*
[ -1/3 ] 
f(z) = -111*z^3 + 49/3*z + 1
*
-2 | 0.10091484279536636391137576783505454976 | 0.016579362194756030841747649528193221757
f(z) = -111/8*z^3 + 55*z + 1
*
[ 2 ] 
f(z) = -111/8*z^3 + 56*z + 1
*
[ -2 ] 
f(z) = -111/8*z^3 + 57*z + 1
*
-2/3 | 0.14060161008131361956088580016200501032 | 0.024207672302093785062169480807293859231
f(z) = -111/16*z^3 + 43/12*z + 1
*
[ -1/5 ] 
f(z) = -110*z^3 + 52/5*z + 1
*
[ 1/2 ] 
f(z) = -110*z^3 + 53/2*z + 1
*
[ 1/2 ] 
f(z) = -110/3*z^3 + 49/6*z + 1
*
[ 1/2 ] 
f(z) = -110/7*z^3 + 41/14*z + 1
*
[ 3/5 ] 
f(z) = -110/9*z^3 + 56/15*z + 1
*
[ 2/3 ] 
f(z) = -109/8*z^3 + 50/9*z + 1
*
-2 | 0.10058048586636149678573701702883227649 | 0.016574395517217556747146602890464262101
f(z) = -109/8*z^3 + 54*z + 1
*
[ 2 ] 
f(z) = -109/8*z^3 + 55*z + 1
*
[ -2 ] 
f(z) = -109/8*z^3 + 56*z + 1
*
-1/9 | 0.17238150966696047419885473635649794163 | 0.029819954681613866389066934535671278912
f(z) = -108*z^3 + 40/3*z + 1
*
[ -1/4 ] 
f(z) = -108*z^3 + 47/4*z + 1
*
[ -1/12 ] 
f(z) = -108*z^3 + 55/4*z + 1
*
[ -1/18 ] 
f(z) = -108*z^3 + 58/3*z + 1
*
[ -1/2 ] 
f(z) = -108/5*z^3 + 42/5*z + 1
*
[ -1/3 ] 
f(z) = -108/7*z^3 + 40/7*z + 1
*
-1/6 | 0.13961983982017824693880798957462031977 | 0.029819719492555361165124876982130551228
f(z) = -108/7*z^3 + 45/7*z + 1
*
[ -1/2 ] 
f(z) = -108/7*z^3 + 48/7*z + 1
*
[ -1/6 ] 
f(z) = -108/7*z^3 + 52/7*z + 1
*
[ -1/3 ] 
f(z) = -108/11*z^3 + 56/11*z + 1
*
[ 2/3 ] 
f(z) = -107/8*z^3 + 49/9*z + 1
*
-2 | 0.10023997438793966180813668369945665690 | 0.016569320802266036236536774179042475849
f(z) = -107/8*z^3 + 53*z + 1
*
[ 2 ] 
f(z) = -107/8*z^3 + 54*z + 1
*
[ -2 ] 
f(z) = -107/8*z^3 + 55*z + 1
*
[ 1/2 ] 
f(z) = -106*z^3 + 51/2*z + 1
*
[ -1/2 ] 
f(z) = -106*z^3 + 59/2*z + 1
*
[ 1/2 ] 
f(z) = -106/3*z^3 + 47/6*z + 1
*
[ 1/2 ] 
f(z) = -106/5*z^3 + 43/10*z + 1
*
[ -1/3 ] 
f(z) = -105*z^3 + 47/3*z + 1
*
[ -1/5 ] 
f(z) = -105*z^3 + 51/5*z + 1
*
[ -1/3 ] 
f(z) = -105/2*z^3 + 59/6*z + 1
*
-2 | 0.099893077283189838044598094187365141036 | 0.016564133754654315698361091750635028684
f(z) = -105/8*z^3 + 52*z + 1
*
[ 2 ] 
f(z) = -105/8*z^3 + 53*z + 1
*
[ -2 ] 
f(z) = -105/8*z^3 + 54*z + 1
*
-2/3 | 0.12005962539471764966406814656408439091 | 0.020870597023739171553460685906128985408
f(z) = -105/16*z^3 + 41/12*z + 1
*
[ -1/4 ] 
f(z) = -104/3*z^3 + 43/6*z + 1
*
[ -1/2 ] 
f(z) = -104/5*z^3 + 41/5*z + 1
*
[ -1/2 ] 
f(z) = -104/7*z^3 + 47/7*z + 1
*
[ -3/4 ] 
f(z) = -104/9*z^3 + 53/6*z + 1
*
[ -1/2 ] 
f(z) = -104/9*z^3 + 53/9*z + 1
*
[ -1/2 ] 
f(z) = -104/11*z^3 + 59/11*z + 1
*
[ 2/3 ] 
f(z) = -103/8*z^3 + 47/9*z + 1
*
-2 | 0.099539550197547377679867059367523355854 | 0.016558829828989220179998989931422268158
f(z) = -103/8*z^3 + 51*z + 1
*
[ 2 ] 
f(z) = -103/8*z^3 + 52*z + 1
*
[ -2 ] 
f(z) = -103/8*z^3 + 53*z + 1
*
[ -1/3 ] 
f(z) = -102*z^3 + 46/3*z + 1
*
1/3 | 0.10779332926744635043397025102747388558 | 0.016798788623489573984732450702778880165
f(z) = -102*z^3 + 47/6*z + 1
*
[ 1/2 ] 
f(z) = -102*z^3 + 49/2*z + 1
*
[ -1/2 ] 
f(z) = -102*z^3 + 57/2*z + 1
*
[ -1/6 ] 
f(z) = -102*z^3 + 59/6*z + 1
*
[ 1/2 ] 
f(z) = -102/5*z^3 + 41/10*z + 1
*
[ 2/3 ] 
f(z) = -101/8*z^3 + 46/9*z + 1
*
-2 | 0.099179134460515730444366821436656284030 | 0.016553404210392678297568668670729519788
f(z) = -101/8*z^3 + 50*z + 1
*
[ 2 ] 
f(z) = -101/8*z^3 + 51*z + 1
*
[ -2 ] 
f(z) = -101/8*z^3 + 52*z + 1
*
[ 3/5 ] 
f(z) = -115/18*z^3 + 49/30*z + 1
*
-2/9 | 0.13693679998380239565471999937308087063 | 0.023688440701391912215988425298963500979
f(z) = -108/7*z^3 + 58/21*z + 1
*
[ -1/10 ] 
f(z) = -120*z^3 + 61/5*z + 1
*
-1/6 | 0.11846139811686824524319031404468084244 | 0.018005300952883933410629010334125148878
f(z) = -120*z^3 + 65/6*z + 1
*
-1/4 | 0.11240382640340931716125495936877202668 | 0.017084592574641569375000382054665591786
f(z) = -120*z^3 + 71/6*z + 1
*
[ -1/2 ] 
f(z) = -120/11*z^3 + 63/11*z + 1
*
[ -1/2 ] 
f(z) = -120/13*z^3 + 69/13*z + 1
*
[ -1/7 ] 
f(z) = -119*z^3 + 73/7*z + 1
*
[ 2 ] 
f(z) = -119/8*z^3 + 60*z + 1
*
[ -2 ] 
f(z) = -119/8*z^3 + 61*z + 1
*
[ -1/2 ] 
f(z) = -118*z^3 + 65/2*z + 1
*
[ -1/2 ] 
f(z) = -118/3*z^3 + 77/6*z + 1
*
[ -1/6 ] 
f(z) = -117/2*z^3 + 69/8*z + 1
*
[ -2 ] 
f(z) = -117/8*z^3 + 60*z + 1
*
-2/3 | 0.10639410165475863461281144519549460716 | 0.022341498465086421916513184503764349337
f(z) = -117/10*z^3 + 67/10*z + 1
*
[ -2/3 ] 
f(z) = -117/10*z^3 + 77/10*z + 1
*
[ -1/3 ] 
f(z) = -117/14*z^3 + 69/14*z + 1
*
[ -1/3 ] 
f(z) = -117/16*z^3 + 77/16*z + 1
*
0 | 0.12783428771871772220943209310682857351 | 0.026843683046647621629407834624079271333
f(z) = -117/19*z^3 + 79/19*z + 1
*
[ -1/2 ] 
f(z) = -116/11*z^3 + 62/11*z + 1
*
[ -1/2 ] 
f(z) = -116/13*z^3 + 68/13*z + 1
*
[ -1/2 ] 
f(z) = -116/15*z^3 + 74/15*z + 1
*
0 | 0.12767881036674579912071907526007836556 | 0.026859448381903837406615477892372309308
f(z) = -116/19*z^3 + 78/19*z + 1
*
[ 2/5 ] 
f(z) = -115/2*z^3 + 77/10*z + 1
*
0 | 0.10110186395303071401323121007490935541 | 0.021307336167926493627723406216963905191
f(z) = -115/18*z^3 + 79/18*z + 1
*
0 | 0.12752201626650572243971898818314005253 | 0.026875414192804071754328142912934106214
f(z) = -115/19*z^3 + 77/19*z + 1
*
[ -1/6 ] 
f(z) = -114*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -114*z^3 + 63/2*z + 1
*
[ -2/3 ] 
f(z) = -113/8*z^3 + 79/9*z + 1
*
0 | 0.12716034574015597376867608120094603909 | 0.026898649024905317135160378059243982554
f(z) = -113/17*z^3 + 79/17*z + 1
*
0 | 0.10078386469778903212937438508763523796 | 0.021319144644502813352984053281590141975
f(z) = -113/18*z^3 + 77/18*z + 1
*
0 | 0.12720438724125013465804195445426904110 | 0.026907965269474851318110324705355779515
f(z) = -113/19*z^3 + 75/19*z + 1
*
-5/28 | 0.17932337651678176161346837500352758709 | 0.026907618660439469975253394749919755828
f(z) = -112*z^3 + 67/7*z + 1
*
[ -1/7 ] 
f(z) = -112*z^3 + 72/7*z + 1
*
[ 3/4 ] 
f(z) = -112/3*z^3 + 62/3*z + 1
*
[ -3/4 ] 
f(z) = -112/3*z^3 + 70/3*z + 1
*
[ -3/8 ] 
f(z) = -112/9*z^3 + 65/12*z + 1
*
[ -1/2 ] 
f(z) = -112/11*z^3 + 61/11*z + 1
*
[ -1/4 ] 
f(z) = -112/11*z^3 + 62/11*z + 1
*
[ -1/2 ] 
f(z) = -112/13*z^3 + 67/13*z + 1
*
[ -1/4 ] 
f(z) = -112/13*z^3 + 72/13*z + 1
*
-1/4 | 0.090946872945023380736106581421366275380 | 0.019274535276101705474291421999941789985
f(z) = -112/15*z^3 + 67/15*z + 1
*
[ -1/2 ] 
f(z) = -112/15*z^3 + 73/15*z + 1
*
0 | 0.12699908355615056137093849427464659577 | 0.026915145477462603131894106191232251939
f(z) = -112/17*z^3 + 78/17*z + 1
*
[ -1/2 ] 
f(z) = -112/17*z^3 + 79/17*z + 1
*
0 | 0.12704350555151564834829406459565158052 | 0.026924559911285047683097063831497918876
f(z) = -112/19*z^3 + 74/19*z + 1
*
[ -1/3 ] 
f(z) = -111/2*z^3 + 61/6*z + 1
*
[ 2/3 ] 
f(z) = -111/4*z^3 + 71/6*z + 1
*
[ -2/3 ] 
f(z) = -111/16*z^3 + 67/12*z + 1
*
0 | 0.10114182088045891358320688065286093149 | 0.021475989442062658296382715218975111891
f(z) = -111/16*z^3 + 79/16*z + 1
*
0 | 0.12683640441820864835912808455238517545 | 0.026931859229369640766472486059186999763
f(z) = -111/17*z^3 + 77/17*z + 1
*
0 | 0.12688121354271020198394877556220993010 | 0.026941373792943108739616885590320941535
f(z) = -111/19*z^3 + 73/19*z + 1
*
[ -1/2 ] 
f(z) = -110*z^3 + 61/2*z + 1
*
[ -1/2 ] 
f(z) = -110/3*z^3 + 73/6*z + 1
*
-3/10 | 0.19706048251943108686871285340779969777 | 0.028139174719863185050593256639199961197
f(z) = -110/3*z^3 + 73/10*z + 1
*
0 | 0.12667228319941269246648926600430351706 | 0.026948795302128238917104493365326212084
f(z) = -110/17*z^3 + 76/17*z + 1
*
0 | 0.12671748626306879333154473339561177785 | 0.026958411992368041768328408581070222962
f(z) = -110/19*z^3 + 72/19*z + 1
*
[ -2/3 ] 
f(z) = -109/8*z^3 + 77/9*z + 1
*
0 | 0.10611624889199973471623226766736496446 | 0.022619565113465316845843573935263383044
f(z) = -109/15*z^3 + 79/15*z + 1
*
0 | 0.10081171096284098024965115351949849941 | 0.021488858531407657328977364643816098127
f(z) = -109/16*z^3 + 77/16*z + 1
*
0 | 0.12650669409835107906640510003139385876 | 0.026965958883066263186089751850038073143
f(z) = -109/17*z^3 + 75/17*z + 1
*
0 | 0.10013099570102194060246165225529445755 | 0.021343758385584408218062192963382154374
f(z) = -109/18*z^3 + 73/18*z + 1
*
0 | 0.12655229809255521134603650025531581572 | 0.026975679755478407360341800152477194911
f(z) = -109/19*z^3 + 71/19*z + 1
*
[ -2/9 ] 
f(z) = -108*z^3 + 65/6*z + 1
*
-1/9 | 0.13380455197103739026898415310480504048 | 0.020668336591847280444733111250092273555
f(z) = -108*z^3 + 77/6*z + 1
*
-1/9 | 0.11246688547783366480587906278515161504 | 0.019455435995488644539877921043241043076
f(z) = -108/5*z^3 + 64/15*z + 1
*
[ 5/6 ] 
f(z) = -108/5*z^3 + 74/5*z + 1
*
-4/9 | 0.16981471463006652981849188735106159377 | 0.029375929612886676843278340735854678750
f(z) = -108/5*z^3 + 79/15*z + 1
*
[ -1/2 ] 
f(z) = -108/11*z^3 + 60/11*z + 1
*
[ -1/3 ] 
f(z) = -108/13*z^3 + 64/13*z + 1
*
[ -1/2 ] 
f(z) = -108/13*z^3 + 66/13*z + 1
*
0 | 0.12633961061475379666234692270411220587 | 0.026983355332471533170527331184192165497
f(z) = -108/17*z^3 + 74/17*z + 1
*
[ -1/2 ] 
f(z) = -108/17*z^3 + 78/17*z + 1
*
0 | 0.12638562271877668797866216789831609212 | 0.026993182503430846948888337000735673037
f(z) = -108/19*z^3 + 70/19*z + 1
*
[ -2/3 ] 
f(z) = -107/8*z^3 + 76/9*z + 1
*
0 | 0.11326562812199958622561043765647249211 | 0.024239199023655774368693659481918255139
f(z) = -107/14*z^3 + 79/14*z + 1
*
0 | 0.10578076424536750634005448112632424253 | 0.022637414720872941936830934012237011928
f(z) = -107/15*z^3 + 77/15*z + 1
*
0 | 0.10047560831203390449585490220050039926 | 0.021502094742060897451550205599228595509
f(z) = -107/16*z^3 + 75/16*z + 1
*
0 | 0.12617100552401772600362281735928215818 | 0.027000990191104826149730948822081377257
f(z) = -107/17*z^3 + 73/17*z + 1
*
0 | 0.099795719679410038192138531638247016839 | 0.021356596446122959883469926357931206525
f(z) = -107/18*z^3 + 71/18*z + 1
*
0 | 0.12621743311180331533114698025805613093 | 0.027010925840243777681429850903391849994
f(z) = -107/19*z^3 + 69/19*z + 1
*
[ -1/2 ] 
f(z) = -106/3*z^3 + 71/6*z + 1
*
0 | 0.10561018334059091826638229241265792290 | 0.022646416348383641841621085058203697243
f(z) = -106/15*z^3 + 76/15*z + 1
*
0 | 0.12600085085056024514221327208143089963 | 0.027018869188116026384633178737101347095
f(z) = -106/17*z^3 + 72/17*z + 1
*
0 | 0.12604770149783189982782618571144544403 | 0.027028915560830705354839457868028962217
f(z) = -106/19*z^3 + 68/19*z + 1
*
[ -1/7 ] 
f(z) = -105*z^3 + 71/7*z + 1
*
[ 2/5 ] 
f(z) = -105/2*z^3 + 69/10*z + 1
*
[ 2/3 ] 
f(z) = -105/4*z^3 + 67/6*z + 1
*
[ -2/5 ] 
f(z) = -105/4*z^3 + 77/10*z + 1
*
0 | 0.12573400770856295971731341988863989513 | 0.027016561863125288511980029592205197475
f(z) = -105/13*z^3 + 79/13*z + 1
*
[ -2/3 ] 
f(z) = -105/16*z^3 + 65/12*z + 1
*
0 | 0.10013329127098027241122786110734137715 | 0.021515716451600419033245702133382558042
f(z) = -105/16*z^3 + 73/16*z + 1
*
0 | 0.12582911783993586740242205753852301105 | 0.027036998249389234331082508931438394286
f(z) = -105/17*z^3 + 71/17*z + 1
*
0 | 0.12587639933163001130212266517092148272 | 0.027047157659469413367239612573248765205
f(z) = -105/19*z^3 + 67/19*z + 1
*
[ -1/4 ] 
f(z) = -104/5*z^3 + 63/10*z + 1
*
[ 3/2 ] 
f(z) = -104/9*z^3 + 79/3*z + 1
*
[ -1/2 ] 
f(z) = -104/15*z^3 + 71/15*z + 1
*
0 | 0.10526423312139502657275707677748920536 | 0.022664809101416431426032181834000992199
f(z) = -104/15*z^3 + 74/15*z + 1
*
0 | 0.12565577692964634492610370976841165119 | 0.027055383506344575083539550140108740002
f(z) = -104/17*z^3 + 70/17*z + 1
*
[ -1/2 ] 
f(z) = -104/17*z^3 + 77/17*z + 1
*
0 | 0.12570349726769177815644237122399978425 | 0.027065658338735245619540077937351986574
f(z) = -104/19*z^3 + 66/19*z + 1
*
[ -2/3 ] 
f(z) = -103/8*z^3 + 74/9*z + 1
*
0 | 0.079344064331125585639705475320708384965 | 0.017119461468540637981793846674920056169
f(z) = -103/12*z^3 + 79/12*z + 1
*
0 | 0.12538389526288852385864277226677929367 | 0.027053123404046631391526017243255342389
f(z) = -103/13*z^3 + 77/13*z + 1
*
0 | 0.11257278572342027499793057560013866877 | 0.024288968353772200979626709193167231645
f(z) = -103/14*z^3 + 75/14*z + 1
*
0 | 0.10508880339467275002580962265539960312 | 0.022674206768412224813775588536887522140
f(z) = -103/15*z^3 + 73/15*z + 1
*
0 | 0.099784525650018602824127335101514862434 | 0.021529743357903239630305009000479746213
f(z) = -103/16*z^3 + 71/16*z + 1
*
0 | 0.12548079771857006170725926368748395773 | 0.027074031305226534566182556747786385526
f(z) = -103/17*z^3 + 69/17*z + 1
*
0 | 0.099106383425211444828240446256422331177 | 0.021383425800494949104642355770820979745
f(z) = -103/18*z^3 + 67/18*z + 1
*
0 | 0.12552896513003245514544236063545420063 | 0.027084424018928828586779925330316480058
f(z) = -103/19*z^3 + 65/19*z + 1
*
0 | 0.12520632473441191158837238317692446284 | 0.027071796914088407769698436007493686220
f(z) = -102/13*z^3 + 76/13*z + 1
*
0 | 0.12535277188054392056598825634560798491 | 0.027103461348030888480827283785000296124
f(z) = -102/19*z^3 + 64/19*z + 1
*
[ -2/3 ] 
f(z) = -101/8*z^3 + 73/9*z + 1
*
0 | 0.12497735382777906745419532394857306410 | 0.027079976215511201080231383804058007255
f(z) = -101/11*z^3 + 79/11*z + 1
*
0 | 0.078987767530740477879564527605181743699 | 0.017114995641501103986405598385623332940
f(z) = -101/12*z^3 + 77/12*z + 1
*
0 | 0.12502703474658806673005534729826867754 | 0.027090741030563745479152135605449505862
f(z) = -101/13*z^3 + 75/13*z + 1
*
0 | 0.11221639325208291444669135445034137876 | 0.024314943205185790359026084566710967073
f(z) = -101/14*z^3 + 73/14*z + 1
*
0 | 0.10473287712823022770007274845820465488 | 0.022693421926046009246161115353146528884
f(z) = -101/15*z^3 + 71/15*z + 1
*
0 | 0.099429063763699890966917662287675524139 | 0.021544196603505474300492012895206100150
f(z) = -101/16*z^3 + 69/16*z + 1
*
0 | 0.12512579840272685137764347265326068796 | 0.027112141047265017182473588121528517966
f(z) = -101/17*z^3 + 67/17*z + 1
*
0 | 0.098751844885146036929737831549622686771 | 0.021397457449872848266296455226449535325
f(z) = -101/18*z^3 + 65/18*z + 1
*
0 | 0.12517488558582801479905759297782639920 | 0.027122777212219331378138926237820060380
f(z) = -101/19*z^3 + 63/19*z + 1
*
1/2 | 0.089446536868569976671404765156165419483 | 0.014651853627675767745946166562524502098
f(z) = -112/5*z^3 + 67/20*z + 1
*
[ 2/3 ] 
f(z) = -108/17*z^3 + 79/34*z + 1
*
[ 2/3 ] 
f(z) = -108/19*z^3 + 77/38*z + 1
*
[ 1/2 ] 
f(z) = -107/7*z^3 + 79/28*z + 1
*
-2/21 | 0.12543197840914272303887288600396334326 | 0.016293077722613007045498589787299143127
f(z) = -105/8*z^3 + 76/21*z + 1
*
[ 4/5 ] 
f(z) = -105/16*z^3 + 79/20*z + 1
*
-1/2 | 0.10017411937732342595358628028726732564 | 0.018767850998250685214524890830776299426
f(z) = -104/15*z^3 + 67/30*z + 1
*
[ 1/2 ] 
f(z) = -103/6*z^3 + 79/24*z + 1
*
[ 1/2 ] 
f(z) = -103/7*z^3 + 75/28*z + 1
*
[ 1/2 ] 
f(z) = -101/6*z^3 + 77/24*z + 1
*
[ 1/2 ] 
f(z) = -101/7*z^3 + 73/28*z + 1
*
[ -1/12 ] 
f(z) = -120*z^3 + 83/6*z + 1
*
-1/5 | 0.10467429168125527651713795820857832668 | 0.014763491864160799794663932948433214701
f(z) = -120*z^3 + 83/10*z + 1
*
[ -1/8 ] 
f(z) = -120*z^3 + 87/8*z + 1
*
[ -1/4 ] 
f(z) = -120/7*z^3 + 85/14*z + 1
*
0 | 0.12812598495631269359593230804686176255 | 0.026762653982533609402820066199339217594
f(z) = -120/11*z^3 + 98/11*z + 1
*
0 | 0.12816796151370542024703592964415380978 | 0.026771421946980966082903893704509642915
f(z) = -120/13*z^3 + 94/13*z + 1
*
[ -1/2 ] 
f(z) = -120/17*z^3 + 81/17*z + 1
*
0 | 0.12825148566014830792089162373427568906 | 0.026788868273978566540323729214960707339
f(z) = -120/17*z^3 + 86/17*z + 1
*
0 | 0.12829303595520759441467238721804330161 | 0.026797547201753623404971145070728330601
f(z) = -120/19*z^3 + 82/19*z + 1
*
[ -1/2 ] 
f(z) = -120/19*z^3 + 87/19*z + 1
*
[ -2/7 ] 
f(z) = -119/4*z^3 + 97/14*z + 1
*
[ -2/3 ] 
f(z) = -119/8*z^3 + 82/9*z + 1
*
0 | 0.11511633778353195439619131159172053268 | 0.024087332739875175470983456827252253563
f(z) = -119/10*z^3 + 99/10*z + 1
*
0 | 0.12797296064425691008369179730271243048 | 0.026777496088710179811119404897863517021
f(z) = -119/11*z^3 + 97/11*z + 1
*
0 | 0.081978654411775197375065387205566581569 | 0.017153491540851898845632929787306590543
f(z) = -119/12*z^3 + 95/12*z + 1
*
0 | 0.12801528262035616606973077163103043202 | 0.026786351682452475335248047355131693106
f(z) = -119/13*z^3 + 93/13*z + 1
*
0 | 0.10771382041199555723922509685889476050 | 0.022538404911957327986233504486439483836
f(z) = -119/15*z^3 + 89/15*z + 1
*
0 | 0.10240637486971144005383690383397170096 | 0.021427857015479219869455692955613065035
f(z) = -119/16*z^3 + 87/16*z + 1
*
0 | 0.10172193135002452823157306136082627708 | 0.021284641733289201953995276744037559715
f(z) = -119/18*z^3 + 83/18*z + 1
*
0 | 0.12814137938260779157911436280217400013 | 0.026812736596429562810385422933396627371
f(z) = -119/19*z^3 + 81/19*z + 1
*
[ -1/4 ] 
f(z) = -118*z^3 + 99/8*z + 1
*
[ -1/2 ] 
f(z) = -118/5*z^3 + 89/10*z + 1
*
0 | 0.12781866119311708880977679807952777862 | 0.026792519576251233791599874930793340000
f(z) = -118/11*z^3 + 96/11*z + 1
*
0 | 0.12786133432093596939174435563332918506 | 0.026801464440810093650905306532958447169
f(z) = -118/13*z^3 + 92/13*z + 1
*
0 | 0.10755918724516070047172962953014813579 | 0.022545859915694542046999862194327458357
f(z) = -118/15*z^3 + 88/15*z + 1
*
0 | 0.12794623743383485698734168359402501742 | 0.026819261281218171783839408787630304573
f(z) = -118/17*z^3 + 84/17*z + 1
*
0 | 0.12798847025956163044417353377910928440 | 0.026828113852505359667828892204036121199
f(z) = -118/19*z^3 + 80/19*z + 1
*
[ 2/3 ] 
f(z) = -117/5*z^3 + 99/10*z + 1
*
[ 2/3 ] 
f(z) = -117/7*z^3 + 97/14*z + 1
*
0 | 0.11480608637336203886571192910802886922 | 0.024107915406965856076862880375327224005
f(z) = -117/10*z^3 + 97/10*z + 1
*
0 | 0.12766306517111936078742695699662435078 | 0.026807728344038542517599498958308541312
f(z) = -117/11*z^3 + 95/11*z + 1
*
[ -2/3 ] 
f(z) = -117/14*z^3 + 87/14*z + 1
*
0 | 0.11489214705859946208364840955110750195 | 0.024125987129337978571210242471487087896
f(z) = -117/14*z^3 + 89/14*z + 1
*
0 | 0.10209824074710821705736937928530462294 | 0.021439418665719988721506757450310103773
f(z) = -117/16*z^3 + 85/16*z + 1
*
[ -1/3 ] 
f(z) = -117/17*z^3 + 81/17*z + 1
*
0 | 0.12779170514575805771106285393125133883 | 0.026834741211774999966176095810005320625
f(z) = -117/17*z^3 + 83/17*z + 1
*
[ -1/3 ] 
f(z) = -117/19*z^3 + 89/19*z + 1
*
[ -1/6 ] 
f(z) = -116*z^3 + 92/9*z + 1
*
[ 1/3 ] 
f(z) = -116*z^3 + 98/9*z + 1
*
[ -1/4 ] 
f(z) = -116/3*z^3 + 89/12*z + 1
*
[ 3/4 ] 
f(z) = -116/9*z^3 + 83/12*z + 1
*
[ 3/2 ] 
f(z) = -116/9*z^3 + 88/3*z + 1
*
[ -3/2 ] 
f(z) = -116/9*z^3 + 92/3*z + 1
*
0 | 0.11389948801072502857208258084657579430 | 0.023960729350170533889934330663911306487
f(z) = -116/9*z^3 + 98/9*z + 1
*
0 | 0.12750615060154268833009646562873175798 | 0.026823126410875256702227305240918536379
f(z) = -116/11*z^3 + 94/11*z + 1
*
0 | 0.12754954381250137164818885233166878061 | 0.026832254924107185905148744947235798669
f(z) = -116/13*z^3 + 90/13*z + 1
*
0 | 0.10724811183275196654336925360674805585 | 0.022561497209710188262846044051081697392
f(z) = -116/15*z^3 + 86/15*z + 1
*
[ -1/2 ] 
f(z) = -116/17*z^3 + 80/17*z + 1
*
0 | 0.12763587220291984794400124535834369990 | 0.026850415595714930023872964809199360717
f(z) = -116/17*z^3 + 82/17*z + 1
*
[ -1/2 ] 
f(z) = -116/19*z^3 + 86/19*z + 1
*
[ 1/3 ] 
f(z) = -115*z^3 + 97/9*z + 1
*
[ -1/5 ] 
f(z) = -115/2*z^3 + 83/10*z + 1
*
[ -2/5 ] 
f(z) = -115/4*z^3 + 81/10*z + 1
*
[ 1/2 ] 
f(z) = -115/4*z^3 + 99/16*z + 1
*
[ -2/3 ] 
f(z) = -115/8*z^3 + 80/9*z + 1
*
0 | 0.098757380450726270628171488096705528607 | 0.020813233525595724219526078804813042432
f(z) = -115/8*z^3 + 99/8*z + 1
*
0 | 0.11374086049173195888664034322513473886 | 0.023971019482414919906683304862786436727
f(z) = -115/9*z^3 + 97/9*z + 1
*
0 | 0.12734789494408403594550250409377571742 | 0.026838717920294532378504392031977949648
f(z) = -115/11*z^3 + 93/11*z + 1
*
0 | 0.081354310202571718208840018794889070340 | 0.017145516100487329955732602476967819691
f(z) = -115/12*z^3 + 91/12*z + 1
*
0 | 0.12739165738915265995041242572299716405 | 0.026847940906816727318202480314986511985
f(z) = -115/13*z^3 + 89/13*z + 1
*
0 | 0.11457807334231188803877601475397514140 | 0.024147463070633055954840219082514344186
f(z) = -115/14*z^3 + 87/14*z + 1
*
0 | 0.10178489167810626290483607243848623614 | 0.021451285060470749520391218571040503986
f(z) = -115/16*z^3 + 83/16*z + 1
*
0 | 0.12747871652042759548512779942303507440 | 0.026866288720635713664332475381217102656
f(z) = -115/17*z^3 + 81/17*z + 1
*
[ -1/4 ] 
f(z) = -114*z^3 + 97/8*z + 1
*
[ -1/2 ] 
f(z) = -114/5*z^3 + 87/10*z + 1
*
[ -1/3 ] 
f(z) = -114/5*z^3 + 98/15*z + 1
*
[ -1/2 ] 
f(z) = -114/7*z^3 + 99/14*z + 1
*
0 | 0.12718827507542006229410178502610400407 | 0.026854507145606429437891109119680359812
f(z) = -114/11*z^3 + 92/11*z + 1
*
0 | 0.12723241309341584104092206962343150881 | 0.026863826437962251418492341789587245750
f(z) = -114/13*z^3 + 88/13*z + 1
*
0 | 0.12732021544595988163065761196159412959 | 0.026882365009244838690585980581547450171
f(z) = -114/17*z^3 + 80/17*z + 1
*
[ 1/3 ] 
f(z) = -113*z^3 + 95/9*z + 1
*
[ 1/2 ] 
f(z) = -113/4*z^3 + 97/16*z + 1
*
0 | 0.12693773703032390774251773865740844494 | 0.026851559867347539101200571175385207817
f(z) = -113/7*z^3 + 99/7*z + 1
*
0 | 0.091779871794461751275496643932471858105 | 0.019414500209009933857276060046414808617
f(z) = -113/8*z^3 + 97/8*z + 1
*
0 | 0.11341946970751313288609704889858316956 | 0.023991996014916891847736050753595924172
f(z) = -113/9*z^3 + 95/9*z + 1
*
0 | 0.11416953951875883884530104649378409366 | 0.024150660765940008060421237451056218842
f(z) = -113/10*z^3 + 93/10*z + 1
*
0 | 0.12702726726892339542816318285632986055 | 0.026870498495197173445017562895724189918
f(z) = -113/11*z^3 + 91/11*z + 1
*
0 | 0.081035095645811350157546731616505299806 | 0.017141622129043756253915966514587222888
f(z) = -113/12*z^3 + 89/12*z + 1
*
0 | 0.12707178736334220371922379925512710799 | 0.026879915978197528343310261215001524148
f(z) = -113/13*z^3 + 87/13*z + 1
*
0 | 0.11425858011944898821542236595582643294 | 0.024169495819061247964092635535322929576
f(z) = -113/14*z^3 + 85/14*z + 1
*
0 | 0.10677147430075495110086829113133995663 | 0.022585723531740552443592517418698230219
f(z) = -113/15*z^3 + 83/15*z + 1
*
0 | 0.10146614806808702593375410655519903686 | 0.021463470305197991118740001411550955965
f(z) = -113/16*z^3 + 81/16*z + 1
*
[ -1/6 ] 
f(z) = -112*z^3 + 91/9*z + 1
*
[ 1/3 ] 
f(z) = -112*z^3 + 94/9*z + 1
*
[ 3/2 ] 
f(z) = -112/9*z^3 + 85/3*z + 1
*
[ -3/2 ] 
f(z) = -112/9*z^3 + 89/3*z + 1
*
0 | 0.11325665802467506357871921302443167726 | 0.024002688379066902870123609672586508502
f(z) = -112/9*z^3 + 94/9*z + 1
*
0 | 0.12686484717348897710527093757439335192 | 0.026886696518095841606391387023021671738
f(z) = -112/11*z^3 + 90/11*z + 1
*
0 | 0.12690975601826070727730518887444232400 | 0.026896214130793585870928884623074137910
f(z) = -112/13*z^3 + 86/13*z + 1
*
[ -3/4 ] 
f(z) = -112/15*z^3 + 98/15*z + 1
*
[ -1/4 ] 
f(z) = -112/17*z^3 + 92/17*z + 1
*
[ -1/2 ] 
f(z) = -112/19*z^3 + 85/19*z + 1
*
[ -1/3 ] 
f(z) = -111/4*z^3 + 85/12*z + 1
*
[ -2/3 ] 
f(z) = -111/4*z^3 + 89/6*z + 1
*
[ 1/2 ] 
f(z) = -111/4*z^3 + 95/16*z + 1
*
[ -1/3 ] 
f(z) = -111/5*z^3 + 97/15*z + 1
*
0 | 0.12660987351430882634341676779418248067 | 0.026883758698272781456215899915843046627
f(z) = -111/7*z^3 + 97/7*z + 1
*
0 | 0.098108141227254695125355615151009725706 | 0.020831831845969768085022076486388095156
f(z) = -111/8*z^3 + 95/8*z + 1
*
0 | 0.11384286771543019855983013999644167168 | 0.024172871358528991770053110422520020769
f(z) = -111/10*z^3 + 91/10*z + 1
*
0 | 0.12670098979142320303715235141526722136 | 0.026903105909824580548105006569008650382
f(z) = -111/11*z^3 + 89/11*z + 1
*
0 | 0.12674629423692082182334588561882238872 | 0.026912725647582073742640054755552298451
f(z) = -111/13*z^3 + 85/13*z + 1
*
0 | 0.11393347704020854670728897807529738724 | 0.024192110926151490380659855445441587564
f(z) = -111/14*z^3 + 83/14*z + 1
*
[ 1/3 ] 
f(z) = -110*z^3 + 92/9*z + 1
*
[ -1/4 ] 
f(z) = -110*z^3 + 95/8*z + 1
*
0 | 0.12644373889536967873288458428834410545 | 0.026900173823841415930837861660414497667
f(z) = -110/7*z^3 + 96/7*z + 1
*
[ -1/2 ] 
f(z) = -110/7*z^3 + 97/14*z + 1
*
0 | 0.11292667617077985083922306381565262572 | 0.024024496941333877817709666386264562102
f(z) = -110/9*z^3 + 92/9*z + 1
*
0 | 0.12658137653466147752385049124232401549 | 0.026929455435204682537513140191271539913
f(z) = -110/13*z^3 + 84/13*z + 1
*
[ 1/3 ] 
f(z) = -109*z^3 + 91/9*z + 1
*
[ 1/2 ] 
f(z) = -109/3*z^3 + 97/12*z + 1
*
[ 1/2 ] 
f(z) = -109/4*z^3 + 93/16*z + 1
*
0 | 0.12622945393038907320144241486170571630 | 0.026906862824764512973764374677230457551
f(z) = -109/5*z^3 + 99/5*z + 1
*
0 | 0.093073754359324961566088378182274610157 | 0.019839448426301734862526801427568195012
f(z) = -109/6*z^3 + 97/6*z + 1
*
0 | 0.12627610027403953217671922085567653500 | 0.026916805882670569275515979957404799474
f(z) = -109/7*z^3 + 95/7*z + 1
*
0 | 0.094922323581268030240491327377003270912 | 0.020233486401815224474722779217586637969
f(z) = -109/8*z^3 + 93/8*z + 1
*
0 | 0.11275945359371217344114337823129938629 | 0.024035619703421636511551160858431266742
f(z) = -109/9*z^3 + 91/9*z + 1
*
0 | 0.11351032921691586630767270318696059354 | 0.024195675116504092965568226425106653676
f(z) = -109/10*z^3 + 89/10*z + 1
*
0 | 0.12636885980404984994632790654752744065 | 0.026936578351551355429273175790928512952
f(z) = -109/11*z^3 + 87/11*z + 1
*
0 | 0.080376454449587000914188669894582183941 | 0.017132912857316238110482791335348080564
f(z) = -109/12*z^3 + 85/12*z + 1
*
0 | 0.12641497673955357530875600580170926252 | 0.026946408561687426688058165056081277544
f(z) = -109/13*z^3 + 83/13*z + 1
*
0 | 0.11360256354522203649822180200802061334 | 0.024215335634253278530391943015976178283
f(z) = -109/14*z^3 + 81/14*z + 1
*
-1/3 | 0.17480004583650678456127000790068329465 | 0.027000771875094861180789543744826723573
f(z) = -108*z^3 + 83/6*z + 1
*
-5/36 | 0.10201936260998811019493799679190835976 | 0.014234522596654837874552431250109664030
f(z) = -108*z^3 + 85/12*z + 1
*
[ 2/3 ] 
f(z) = -108*z^3 + 95/2*z + 1
*
2/3 | 0.16007910097083499527372578335250880782 | 0.029780615780197697247549953312586018829
f(z) = -108/5*z^3 + 81/10*z + 1
*
[ -5/6 ] 
f(z) = -108/5*z^3 + 86/5*z + 1
*
[ 5/9 ] 
f(z) = -108/5*z^3 + 88/15*z + 1
*
[ 2/3 ] 
f(z) = -108/5*z^3 + 91/10*z + 1
*
0 | 0.12605985693931835612536132441284480640 | 0.026923606115317005410946348900033494800
f(z) = -108/5*z^3 + 98/5*z + 1
*
[ 2/3 ] 
f(z) = -108/7*z^3 + 89/14*z + 1
*
0 | 0.12610693016901346807297059805268055357 | 0.026933659919324550171537009545695940068
f(z) = -108/7*z^3 + 94/7*z + 1
*
[ -1/6 ] 
f(z) = -108/11*z^3 + 80/11*z + 1
*
0 | 0.12620053375726673649169630186095220492 | 0.026953651582033833108198492678229386934
f(z) = -108/11*z^3 + 86/11*z + 1
*
0 | 0.12624706796746017333726757954698847023 | 0.026963590263359947564329673248087926108
f(z) = -108/13*z^3 + 82/13*z + 1
*
[ -1/6 ] 
f(z) = -108/13*z^3 + 94/13*z + 1
*
[ -1/3 ] 
f(z) = -108/17*z^3 + 80/17*z + 1
*
[ -1/2 ] 
f(z) = -108/19*z^3 + 84/19*z + 1
*
[ -1/3 ] 
f(z) = -108/19*z^3 + 88/19*z + 1
*
[ 1/3 ] 
f(z) = -107*z^3 + 89/9*z + 1
*
[ 1/2 ] 
f(z) = -107/2*z^3 + 99/8*z + 1
*
[ 1/2 ] 
f(z) = -107/3*z^3 + 95/12*z + 1
*
[ 1/2 ] 
f(z) = -107/4*z^3 + 91/16*z + 1
*
0 | 0.10019405482765352012729702291434494681 | 0.021441841414931955800101114295129153201
f(z) = -107/4*z^3 + 99/4*z + 1
*
0 | 0.12588869233710385451787638123349850204 | 0.026940574285255285030872847771531366343
f(z) = -107/5*z^3 + 97/5*z + 1
*
0 | 0.092732390810372043963552235071900107543 | 0.019845021954682944805104508007707094364
f(z) = -107/6*z^3 + 95/6*z + 1
*
0 | 0.12593620033879247753390303018720494736 | 0.026950741146351983802040153802773870263
f(z) = -107/7*z^3 + 93/7*z + 1
*
0 | 0.097435309526416738409434994982515547022 | 0.020851461283545341117484582455185397286
f(z) = -107/8*z^3 + 91/8*z + 1
*
0 | 0.11242040871612492328161449324649184375 | 0.024058319424634041072185118569418430058
f(z) = -107/9*z^3 + 89/9*z + 1
*
0 | 0.11317170942608386430114047679472660216 | 0.024219100128694530401842472739337766762
f(z) = -107/10*z^3 + 87/10*z + 1
*
0 | 0.12603066348926960914213952948909592829 | 0.026970956556293916630300997694427955904
f(z) = -107/11*z^3 + 85/11*z + 1
*
0 | 0.080039713629408007763900552130714057585 | 0.017128749300449153306401568382746117718
f(z) = -107/12*z^3 + 83/12*z + 1
*
0 | 0.12607762259595488065554168169208392742 | 0.026981005952141449109258089611724564987
f(z) = -107/13*z^3 + 81/13*z + 1
*
[ 1/3 ] 
f(z) = -106*z^3 + 88/9*z + 1
*
[ -1/4 ] 
f(z) = -106*z^3 + 93/8*z + 1
*
[ -1/2 ] 
f(z) = -106/5*z^3 + 83/10*z + 1
*
0 | 0.12571593087318381048583939181493157355 | 0.026957772651498625942599303358424802026
f(z) = -106/5*z^3 + 96/5*z + 1
*
0 | 0.12576388175338292217343098459444689940 | 0.026968054951584769059619648534092415561
f(z) = -106/7*z^3 + 92/7*z + 1
*
[ -1/2 ] 
f(z) = -106/7*z^3 + 95/14*z + 1
*
0 | 0.11224852957077842965306528687058620824 | 0.024069903628097213937294106830821497698
f(z) = -106/9*z^3 + 88/9*z + 1
*
0 | 0.12585922040125695341024229393353614283 | 0.026988498801273811477072362366151730061
f(z) = -106/11*z^3 + 84/11*z + 1
*
0 | 0.12590661223703514163598941813025305560 | 0.026998661223216455454947876425783933002
f(z) = -106/13*z^3 + 80/13*z + 1
*
[ -1/5 ] 
f(z) = -105/2*z^3 + 81/10*z + 1
*
[ 1/2 ] 
f(z) = -105/2*z^3 + 97/8*z + 1
*
[ -1/3 ] 
f(z) = -105/4*z^3 + 83/12*z + 1
*
[ -2/3 ] 
f(z) = -105/4*z^3 + 85/6*z + 1
*
[ 1/2 ] 
f(z) = -105/4*z^3 + 89/16*z + 1
*
[ -2/7 ] 
f(z) = -105/4*z^3 + 93/14*z + 1
*
0 | 0.099846455263598304967006079157519689809 | 0.021454083780541616639687145422516411154
f(z) = -105/4*z^3 + 97/4*z + 1
*
0 | 0.087146981589403641207770492569217650019 | 0.018725338213604239840021517302418448002
f(z) = -105/8*z^3 + 89/8*z + 1
*
0 | 0.12568617509244411114272393334453805931 | 0.027006284032520816435619288486695241714
f(z) = -105/11*z^3 + 83/11*z + 1
*
[ -1/8 ] 
f(z) = -104*z^3 + 85/8*z + 1
*
[ 1/3 ] 
f(z) = -104*z^3 + 86/9*z + 1
*
[ -1/6 ] 
f(z) = -104*z^3 + 89/9*z + 1
*
3/8 | 0.10101677706207378009421305676602279317 | 0.015023690425238526084551364907781041194
f(z) = -104*z^3 + 93/8*z + 1
*
0 | 0.10497279815208387617587203855727606406 | 0.022602059221908005647585641386928853574
f(z) = -104/3*z^3 + 98/3*z + 1
*
0 | 0.12536549619440990473103711160298651496 | 0.026992882148999717317798745889542500011
f(z) = -104/5*z^3 + 94/5*z + 1
*
[ -1/4 ] 
f(z) = -104/7*z^3 + 83/14*z + 1
*
0 | 0.12541435807536569400009189232782660349 | 0.027003402770975103274797188613907964009
f(z) = -104/7*z^3 + 90/7*z + 1
*
[ -3/2 ] 
f(z) = -104/9*z^3 + 83/3*z + 1
*
0 | 0.11189990972259136270439485242025943206 | 0.024093559769759851983369350590046080507
f(z) = -104/9*z^3 + 86/9*z + 1
*
0 | 0.12551149732979082888255796209897772110 | 0.027024318162580726610558056601945314340
f(z) = -104/11*z^3 + 82/11*z + 1
*
[ -1/2 ] 
f(z) = -104/19*z^3 + 83/19*z + 1
*
[ 1/3 ] 
f(z) = -103*z^3 + 85/9*z + 1
*
[ 1/2 ] 
f(z) = -103*z^3 + 99/4*z + 1
*
[ 1/2 ] 
f(z) = -103/2*z^3 + 95/8*z + 1
*
0 | 0.11227797906539487099281385489795230830 | 0.024225360177593163239404764133586134383
f(z) = -103/2*z^3 + 99/2*z + 1
*
[ 1/2 ] 
f(z) = -103/3*z^3 + 91/12*z + 1
*
0 | 0.10479355615007187779529130887531985053 | 0.022610503530240007506919720913959099856
f(z) = -103/3*z^3 + 97/3*z + 1
*
[ 1/2 ] 
f(z) = -103/4*z^3 + 87/16*z + 1
*
0 | 0.099492206010540394639308396263296904763 | 0.021466671786680718626246752200750299092
f(z) = -103/4*z^3 + 95/4*z + 1
*
0 | 0.12518776021906542510568698954358163385 | 0.027010804846840545860974614032995983204
f(z) = -103/5*z^3 + 93/5*z + 1
*
0 | 0.092032371743838148712183690018911858743 | 0.019857120443841201692679693997041256541
f(z) = -103/6*z^3 + 91/6*z + 1
*
0 | 0.12523709070652209045194792289853799369 | 0.027021448508548047016121105862647140076
f(z) = -103/7*z^3 + 89/7*z + 1
*
0 | 0.096737105741154036501703007557764767808 | 0.020872224888839827683080629125927846705
f(z) = -103/8*z^3 + 87/8*z + 1
*
0 | 0.11172310722026007522817006045925293756 | 0.024105639726506605842063850167238071451
f(z) = -103/9*z^3 + 85/9*z + 1
*
0 | 0.11247530669131846322016490654911829893 | 0.024267936049111158302869060025334836415
f(z) = -103/10*z^3 + 83/10*z + 1
*
0 | 0.12533515601628667341419829630858318783 | 0.027042607309853070408052853189855506895
f(z) = -103/11*z^3 + 81/11*z + 1
*
[ -1/4 ] 
f(z) = -102*z^3 + 91/8*z + 1
*
[ -1/2 ] 
f(z) = -102/5*z^3 + 81/10*z + 1
*
0 | 0.12500830179356200921497293097842842924 | 0.027028980891412312740219060980208367692
f(z) = -102/5*z^3 + 92/5*z + 1
*
[ -1/3 ] 
f(z) = -102/5*z^3 + 94/15*z + 1
*
0 | 0.12505810996340452983124510525310938589 | 0.027039750288737083390292993724490684261
f(z) = -102/7*z^3 + 88/7*z + 1
*
[ -1/2 ] 
f(z) = -102/7*z^3 + 93/14*z + 1
*
0 | 0.12515711915771107119275360837010911211 | 0.027061157807938527790844598164359021121
f(z) = -102/11*z^3 + 80/11*z + 1
*
[ 1/3 ] 
f(z) = -101*z^3 + 83/9*z + 1
*
[ 1/2 ] 
f(z) = -101*z^3 + 97/4*z + 1
*
0 | 0.12472586582771596969470583175591773441 | 0.027025484030714426925086032512051589205
f(z) = -101*z^3 + 99*z + 1
*
[ 1/2 ] 
f(z) = -101/2*z^3 + 93/8*z + 1
*
0 | 0.11191584405275377684320554321959966928 | 0.024249820485587810417529638277973968362
f(z) = -101/2*z^3 + 97/2*z + 1
*
[ 1/2 ] 
f(z) = -101/3*z^3 + 89/12*z + 1
*
0 | 0.10443294410162338144823450038101737200 | 0.022628432718177580644867043574516284723
f(z) = -101/3*z^3 + 95/3*z + 1
*
[ 1/2 ] 
f(z) = -101/4*z^3 + 85/16*z + 1
*
0 | 0.099131047672858001301516535281581956494 | 0.021479622755486904744793861001619823527
f(z) = -101/4*z^3 + 93/4*z + 1
*
0 | 0.12482708720537285999892491652881659790 | 0.027047416584217096786091876812370067251
f(z) = -101/5*z^3 + 91/5*z + 1
*
0 | 0.091673215684542903912687625136416198755 | 0.019863666690829359607521412419508728016
f(z) = -101/6*z^3 + 89/6*z + 1
*
0 | 0.12487738239975186435677684226306485312 | 0.027058314499926008337138979419502274874
f(z) = -101/7*z^3 + 87/7*z + 1
*
0 | 0.093525419317915525084788103783375302962 | 0.020265000442919614959846806704152885674
f(z) = -101/8*z^3 + 85/8*z + 1
*
0 | 0.11136435581123415752073331280812852917 | 0.024130324528871803346406289008801731343
f(z) = -101/9*z^3 + 83/9*z + 1
*
0 | 0.11211703084407759143480221007017787692 | 0.024293413451489709217920492878769767292
f(z) = -101/10*z^3 + 81/10*z + 1
*
-2 | 0.099307020516323028982196962793783165463 | 0.016602598818431501294846851976808025965
f(z) = -101/16*z^3 + 99/4*z + 1
*
[ 1/2 ] 
f(z) = -119/5*z^3 + 99/20*z + 1
*
[ 1/2 ] 
f(z) = -119/6*z^3 + 95/24*z + 1
*
[ 1/2 ] 
f(z) = -119/8*z^3 + 87/32*z + 1
*
-2/7 | 0.20054446155645921166500636338009614726 | 0.029820588598846427069229353272319956145
f(z) = -119/16*z^3 + 87/28*z + 1
*
[ 1/2 ] 
f(z) = -117/5*z^3 + 97/20*z + 1
*
[ 1/2 ] 
f(z) = -117/7*z^3 + 89/28*z + 1
*
[ 1/2 ] 
f(z) = -117/8*z^3 + 85/32*z + 1
*
[ 2/3 ] 
f(z) = -117/11*z^3 + 93/22*z + 1
*
[ 2/3 ] 
f(z) = -117/17*z^3 + 87/34*z + 1
*
[ 2/3 ] 
f(z) = -117/19*z^3 + 85/38*z + 1
*
[ 1/2 ] 
f(z) = -115/6*z^3 + 91/24*z + 1
*
[ 1/2 ] 
f(z) = -115/7*z^3 + 87/28*z + 1
*
[ 4/5 ] 
f(z) = -115/16*z^3 + 87/20*z + 1
*
[ -2/5 ] 
f(z) = -115/16*z^3 + 93/20*z + 1
*
-4/5 | 0.12987820286285977232728645901051097445 | 0.020439194133957387834335353583025776246
f(z) = -115/16*z^3 + 97/20*z + 1
*
[ 2/3 ] 
f(z) = -115/16*z^3 + 97/36*z + 1
*
[ 1/2 ] 
f(z) = -113/5*z^3 + 93/20*z + 1
*
[ 1/2 ] 
f(z) = -113/6*z^3 + 89/24*z + 1
*
[ 1/2 ] 
f(z) = -113/7*z^3 + 85/28*z + 1
*
[ 2/3 ] 
f(z) = -113/16*z^3 + 95/36*z + 1
*
-1/8 | 0.17646730770316871262895993973527637113 | 0.028906352923825447768964962726358513406
f(z) = -112/5*z^3 + 87/20*z + 1
*
[ 1/2 ] 
f(z) = -111/5*z^3 + 91/20*z + 1
*
[ 1/2 ] 
f(z) = -111/7*z^3 + 83/28*z + 1
*
[ 1/2 ] 
f(z) = -109/5*z^3 + 89/20*z + 1
*
[ 1/2 ] 
f(z) = -109/6*z^3 + 85/24*z + 1
*
[ 1/2 ] 
f(z) = -109/7*z^3 + 81/28*z + 1
*
[ 2/3 ] 
f(z) = -109/16*z^3 + 91/36*z + 1
*
[ 2/3 ] 
f(z) = -108/11*z^3 + 85/22*z + 1
*
[ 2/3 ] 
f(z) = -108/13*z^3 + 83/26*z + 1
*
[ 1/2 ] 
f(z) = -107/5*z^3 + 87/20*z + 1
*
[ 1/2 ] 
f(z) = -107/6*z^3 + 83/24*z + 1
*
[ 2/3 ] 
f(z) = -107/16*z^3 + 89/36*z + 1
*
2/3 | 0.21124806516869434569179841379700184290 | 0.027440220493997057386862866124588396749
f(z) = -105/8*z^3 + 82/21*z + 1
*
[ 4/7 ] 
f(z) = -105/8*z^3 + 99/28*z + 1
*
-4/7 | 0.14226481443248318032134694175849892731 | 0.021555697865503729974677652121288675387
f(z) = -105/16*z^3 + 81/28*z + 1
*
-2/7 | 0.19273931427385137447704045834964874754 | 0.029203499416668751022351247101179915672
f(z) = -105/16*z^3 + 85/28*z + 1
*
-4/5 | 0.14657309785256717547771510591749867315 | 0.023401529282910267389316774976482826747
f(z) = -105/16*z^3 + 89/20*z + 1
*
[ -2/5 ] 
f(z) = -105/16*z^3 + 91/20*z + 1
*
[ 1/2 ] 
f(z) = -103/5*z^3 + 83/20*z + 1
*
[ 2/3 ] 
f(z) = -103/16*z^3 + 85/36*z + 1
*
[ 1/2 ] 
f(z) = -101/5*z^3 + 81/20*z + 1
*
[ 2/3 ] 
f(z) = -101/16*z^3 + 83/36*z + 1
*
2/3 | 0.14343036174722079643293745589007090235 | 0.019482498802270534813823101473531874255
f(z) = -105/16*z^3 + 97/60*z + 1
*
-1/12 | 0.095819271749958380968621462310189439523 | 0.014563856685551843847756023110462171850
f(z) = -120*z^3 + 101/6*z + 1
*
0 | 0.12791390136978066267380473447710674668 | 0.026718354462466178932480104215957799764
f(z) = -120*z^3 + 118*z + 1
*
0 | 0.12804159595679759956681088730066031150 | 0.026745027007063139980637188698098614220
f(z) = -120/7*z^3 + 106/7*z + 1
*
[ 1/3 ] 
f(z) = -119*z^3 + 101/9*z + 1
*
[ 1/2 ] 
f(z) = -119*z^3 + 115/4*z + 1
*
0 | 0.12775911357490260847269174905668286741 | 0.026732750003018413589257138314357781552
f(z) = -119*z^3 + 117*z + 1
*
[ 1/2 ] 
f(z) = -119/2*z^3 + 111/8*z + 1
*
0 | 0.11494526235215358480113495390009672171 | 0.024051536336701046979340307023009940019
f(z) = -119/2*z^3 + 115/2*z + 1
*
[ 1/2 ] 
f(z) = -119/3*z^3 + 107/12*z + 1
*
0 | 0.10745854779017436488662100177364348971 | 0.022484990803242804523742621087370801839
f(z) = -119/3*z^3 + 113/3*z + 1
*
[ 1/2 ] 
f(z) = -119/4*z^3 + 103/16*z + 1
*
0 | 0.10215285146759627265660250467339021081 | 0.021374808919425500469221880916289082285
f(z) = -119/4*z^3 + 111/4*z + 1
*
0 | 0.12784510570475443077954071494218596617 | 0.026750743287765243948440877537624342086
f(z) = -119/5*z^3 + 109/5*z + 1
*
0 | 0.094687463369747783014153521258155870094 | 0.019812725807614547424005089730907993186
f(z) = -119/6*z^3 + 107/6*z + 1
*
0 | 0.099384625888787843443671893595453560302 | 0.020795576015568034126243231025140834304
f(z) = -119/8*z^3 + 103/8*z + 1
*
0 | 0.11436737678742678836090027231626072916 | 0.023930617602217675375847854578538757849
f(z) = -119/9*z^3 + 101/9*z + 1
*
-2 | 0.10230773713885842286254076127384899129 | 0.016639548618439967958944723706615772573
f(z) = -119/16*z^3 + 117/4*z + 1
*
[ 1/3 ] 
f(z) = -118*z^3 + 100/9*z + 1
*
0 | 0.12760302106578430086405362838888173187 | 0.026747318489969631079492656948747774399
f(z) = -118*z^3 + 116*z + 1
*
-1 | 0.11041406714459093616439707975780669655 | 0.023103413691598077027505147383170195776
f(z) = -118*z^3 + 119*z + 1
*
0 | 0.10730178537302530660086987585620937592 | 0.022491905003056772812348045448658304948
f(z) = -118/3*z^3 + 112/3*z + 1
*
0 | 0.12768973802620409378639477400030994703 | 0.026765495537342471316088887325481173362
f(z) = -118/5*z^3 + 108/5*z + 1
*
[ -1/2 ] 
f(z) = -118/7*z^3 + 101/14*z + 1
*
0 | 0.12773286453158253092604918484029027100 | 0.026774535435967769247212480348504854701
f(z) = -118/7*z^3 + 104/7*z + 1
*
0 | 0.11421272374661484054948460415081245782 | 0.023940531126474768806139678428861344586
f(z) = -118/9*z^3 + 100/9*z + 1
*
[ -1/2 ] 
f(z) = -118/9*z^3 + 113/18*z + 1
*
[ 2/3 ] 
f(z) = -117*z^3 + 103/2*z + 1
*
[ -1/9 ] 
f(z) = -117*z^3 + 103/9*z + 1
*
[ -2/3 ] 
f(z) = -117*z^3 + 109/2*z + 1
*
[ 1/2 ] 
f(z) = -117*z^3 + 113/4*z + 1
*
0 | 0.12744560166029637212263607183417273511 | 0.026762063588025756503667617278317549717
f(z) = -117*z^3 + 115*z + 1
*
-1 | 0.11025601261221560823675656628807914863 | 0.023111150975435671486903836814763249406
f(z) = -117*z^3 + 118*z + 1
*
[ -1 ] 
f(z) = -117*z^3 + 119*z + 1
*
[ 1/2 ] 
f(z) = -117/2*z^3 + 109/8*z + 1
*
0 | 0.11463211790302643888580743867399947682 | 0.024071384093175657816372601025268007807
f(z) = -117/2*z^3 + 113/2*z + 1
*
-1 | 0.097367480009861392172485269164133376959 | 0.020373501574128322710910100185328696670
f(z) = -117/2*z^3 + 119/2*z + 1
*
[ 1/2 ] 
f(z) = -117/4*z^3 + 101/16*z + 1
*
0 | 0.10184043800089175105557924116781402313 | 0.021385283149095391812746287542666332186
f(z) = -117/4*z^3 + 109/4*z + 1
*
0 | 0.12753305577461642311210875720541230535 | 0.026780427913965431586540359823848688919
f(z) = -117/5*z^3 + 107/5*z + 1
*
0 | 0.12757654691798848515004234350358198126 | 0.026789560537840058932597414138703250612
f(z) = -117/7*z^3 + 103/7*z + 1
*
0 | 0.096221201332258309845415197421390371668 | 0.020205310148199093486019036357979375017
f(z) = -117/8*z^3 + 101/8*z + 1
*
[ -2/13 ] 
f(z) = -117/8*z^3 + 102/13*z + 1
*
[ 4/3 ] 
f(z) = -117/8*z^3 + 105/4*z + 1
*
[ -4/3 ] 
f(z) = -117/8*z^3 + 111/4*z + 1
*
-2 | 0.10199743092775464807203639727339338961 | 0.016635730404464797435010922510349012880
f(z) = -117/16*z^3 + 115/4*z + 1
*
[ 2 ] 
f(z) = -117/16*z^3 + 119/4*z + 1
*
0 | 0.12728683260576047882410678346084744643 | 0.026776989073207289833015034918438957111
f(z) = -116*z^3 + 114*z + 1
*
-1 | 0.11009659746522358439051714626485310771 | 0.023118978637200754902386359214953933829
f(z) = -116*z^3 + 117*z + 1
*
[ -1 ] 
f(z) = -116*z^3 + 118*z + 1
*
0 | 0.10698737668996288183702269938363946734 | 0.022506647058075976724356279830272876216
f(z) = -116/3*z^3 + 110/3*z + 1
*
-1 | 0.089644499193696594896185760549561004478 | 0.018757518888747531333930537244719639073
f(z) = -116/3*z^3 + 119/3*z + 1
*
0 | 0.12737503651428917818514654368435800117 | 0.026795544292522097978559182266683562873
f(z) = -116/5*z^3 + 106/5*z + 1
*
0 | 0.12741889851462343758014528429774724139 | 0.026804771423715763375967346680537763369
f(z) = -116/7*z^3 + 102/7*z + 1
*
[ -3/4 ] 
f(z) = -116/9*z^3 + 115/12*z + 1
*
[ 1/2 ] 
f(z) = -115*z^3 + 111/4*z + 1
*
0 | 0.12712669055921308214444845012582587520 | 0.026792098837263041771671074064544933428
f(z) = -115*z^3 + 113*z + 1
*
-1 | 0.10993579807419354139878935122356391728 | 0.023126898544993580625966713441723357622
f(z) = -115*z^3 + 116*z + 1
*
[ -1 ] 
f(z) = -115*z^3 + 117*z + 1
*
[ 1/2 ] 
f(z) = -115/2*z^3 + 107/8*z + 1
*
0 | 0.11431358701339948132757294497147892770 | 0.024091722267233273613270288923449954794
f(z) = -115/2*z^3 + 111/2*z + 1
*
-1 | 0.097046334999276053712852056899025484211 | 0.020378578424056973573304753994941955289
f(z) = -115/2*z^3 + 117/2*z + 1
*
[ -1 ] 
f(z) = -115/2*z^3 + 119/2*z + 1
*
[ 1/2 ] 
f(z) = -115/3*z^3 + 103/12*z + 1
*
0 | 0.10682658380392418052012728104611862326 | 0.022513827577292172213786078489970649537
f(z) = -115/3*z^3 + 109/3*z + 1
*
[ -1/5 ] 
f(z) = -115/3*z^3 + 113/15*z + 1
*
-1 | 0.089483790411537654206242268578351251771 | 0.018757012348423720610224982285277561180
f(z) = -115/3*z^3 + 118/3*z + 1
*
0 | 0.10152266337909783231374296933073374876 | 0.021396020139516256237291165251787714994
f(z) = -115/4*z^3 + 107/4*z + 1
*
-1 | 0.10121548355555388580518651603847750544 | 0.021178670880014408043526373402598564862
f(z) = -115/4*z^3 + 119/4*z + 1
*
0 | 0.094058751861750621907648017811071613215 | 0.019822992050719996884358255089869380085
f(z) = -115/6*z^3 + 103/6*z + 1
*
0 | 0.12725989646693990819337836309681897855 | 0.026820172138234108563823083574588257478
f(z) = -115/7*z^3 + 101/7*z + 1
*
[ -3/5 ] 
f(z) = -115/9*z^3 + 109/15*z + 1
*
-2 | 0.10168181784326376759830165342217526641 | 0.016631845564149700791229158746609115977
f(z) = -115/16*z^3 + 113/4*z + 1
*
[ 2 ] 
f(z) = -115/16*z^3 + 117/4*z + 1
*
0 | 0.12696515156680839261196956022169793821 | 0.026807396892300361697495441097704390339
f(z) = -114*z^3 + 112*z + 1
*
-1 | 0.10977359018875654408271948478893297391 | 0.023134912622369292098638583655928165317
f(z) = -114*z^3 + 115*z + 1
*
[ -1 ] 
f(z) = -114*z^3 + 116*z + 1
*
0 | 0.12705489430788757755248423353998055207 | 0.026826345156832986267994879725377220599
f(z) = -114/5*z^3 + 104/5*z + 1
*
-1 | 0.10955387473808439528543468910309134641 | 0.022923424116575294339958091709034616127
f(z) = -114/5*z^3 + 119/5*z + 1
*
0 | 0.12709951732652091460652329415103259656 | 0.026835766852127123199398282832775579835
f(z) = -114/7*z^3 + 100/7*z + 1
*
[ 1/2 ] 
f(z) = -113*z^3 + 109/4*z + 1
*
0 | 0.12680219104231502595551177507415311403 | 0.026822887375644541442047322542334159844
f(z) = -113*z^3 + 111*z + 1
*
-1 | 0.10960994891564669358666789960702897271 | 0.023143022850489493704268329136115786353
f(z) = -113*z^3 + 114*z + 1
*
[ -1 ] 
f(z) = -113*z^3 + 115*z + 1
*
[ 1/2 ] 
f(z) = -113/2*z^3 + 105/8*z + 1
*
0 | 0.11398948112880576867897420641606522761 | 0.024112572418451285422430048721051163831
f(z) = -113/2*z^3 + 109/2*z + 1
*
-1 | 0.096718870053748118491274213503264917572 | 0.020383615073354273484486124725910239607
f(z) = -113/2*z^3 + 115/2*z + 1
*
[ -1 ] 
f(z) = -113/2*z^3 + 117/2*z + 1
*
[ 1/2 ] 
f(z) = -113/3*z^3 + 101/12*z + 1
*
0 | 0.10650390370552408271522739489133427354 | 0.022529123437673433991993689240059387196
f(z) = -113/3*z^3 + 107/3*z + 1
*
-1 | 0.089154971064896985499033065884636674654 | 0.018755291785922082976475938863115575937
f(z) = -113/3*z^3 + 116/3*z + 1
*
[ -1 ] 
f(z) = -113/3*z^3 + 119/3*z + 1
*
0 | 0.10119934038282831217940263763686743257 | 0.021407031592003652940728355527622522786
f(z) = -113/4*z^3 + 105/4*z + 1
*
-1 | 0.10088671545672720671550359809014170722 | 0.021185012735367832782328674940267345610
f(z) = -113/4*z^3 + 117/4*z + 1
*
0 | 0.12689272351245196869312398428643295195 | 0.026842038008850175548681093109208450685
f(z) = -113/5*z^3 + 103/5*z + 1
*
-1 | 0.10938826059837741868988882239399736250 | 0.022929258420772119156883268245001125393
f(z) = -113/5*z^3 + 118/5*z + 1
*
0 | 0.093736205993567880318523779139116370871 | 0.019828330060532248976821741923480298837
f(z) = -113/6*z^3 + 101/6*z + 1
*
-1 | 0.076152460056231388840151901588349322002 | 0.015934398884229509305670955475862267711
f(z) = -113/6*z^3 + 119/6*z + 1
*
-2 | 0.10136071256310867074395267609962355612 | 0.016627892014442407143299853833718927467
f(z) = -113/16*z^3 + 111/4*z + 1
*
[ 2 ] 
f(z) = -113/16*z^3 + 115/4*z + 1
*
[ -2 ] 
f(z) = -113/16*z^3 + 119/4*z + 1
*
[ -1/14 ] 
f(z) = -112*z^3 + 109/7*z + 1
*
0 | 0.12663778374465809180900780893566101103 | 0.026838574554940944675284643621407440769
f(z) = -112*z^3 + 110*z + 1
*
-1 | 0.10944484869577328060743723347803645007 | 0.023151231270377174577074297170999219667
f(z) = -112*z^3 + 113*z + 1
*
[ -1 ] 
f(z) = -112*z^3 + 114*z + 1
*
0 | 0.10633989979322454404883032130645987613 | 0.022536807296943836696733755551826432588
f(z) = -112/3*z^3 + 106/3*z + 1
*
[ -3/8 ] 
f(z) = -112/3*z^3 + 107/12*z + 1
*
-1 | 0.088989909985664896842786048656786619637 | 0.018754727692250825970481796623955516281
f(z) = -112/3*z^3 + 115/3*z + 1
*
[ -1/8 ] 
f(z) = -112/3*z^3 + 115/12*z + 1
*
[ -1 ] 
f(z) = -112/3*z^3 + 118/3*z + 1
*
0 | 0.12672911996662692859614136065426106391 | 0.026857931605659866978721217394767584757
f(z) = -112/5*z^3 + 102/5*z + 1
*
-1 | 0.10922115175809399637987707708306518223 | 0.022935145430115939099259617464357085931
f(z) = -112/5*z^3 + 117/5*z + 1
*
[ -1/4 ] 
f(z) = -112/19*z^3 + 102/19*z + 1
*
[ 1/2 ] 
f(z) = -111*z^3 + 107/4*z + 1
*
0 | 0.12647190375445540970582924293905384428 | 0.026854462833514345322983688589060049004
f(z) = -111*z^3 + 109*z + 1
*
-1 | 0.10927826328026162682860784541823877535 | 0.023159539985280919009843435605735167389
f(z) = -111*z^3 + 112*z + 1
*
[ -1 ] 
f(z) = -111*z^3 + 113*z + 1
*
[ 1/2 ] 
f(z) = -111/2*z^3 + 103/8*z + 1
*
0 | 0.11365960161746928833295153591466554030 | 0.024133957477499023597761117617370080495
f(z) = -111/2*z^3 + 107/2*z + 1
*
-1 | 0.096386837928558174558747421983269578901 | 0.020389027011287662345262305160298765040
f(z) = -111/2*z^3 + 113/2*z + 1
*
[ -1 ] 
f(z) = -111/2*z^3 + 115/2*z + 1
*
0 | 0.10087027181106366601285047437454949279 | 0.021418329960588353478342210435873568270
f(z) = -111/4*z^3 + 103/4*z + 1
*
-1 | 0.10055200438731970774945747376929657879 | 0.021191452620841768803243144336714600186
f(z) = -111/4*z^3 + 115/4*z + 1
*
[ -1 ] 
f(z) = -111/4*z^3 + 119/4*z + 1
*
0 | 0.12656405812787506076291851909049498909 | 0.026874030469664968538057798640977799510
f(z) = -111/5*z^3 + 101/5*z + 1
*
-1 | 0.10905252098744195440123397841878279305 | 0.022941085916802758296172775438517829196
f(z) = -111/5*z^3 + 116/5*z + 1
*
-1 | 0.10893794697982993315710204941434591791 | 0.022834866597795993919896424500947548810
f(z) = -111/7*z^3 + 118/7*z + 1
*
-1 | 0.10032284908549564108205345011306014504 | 0.020991893017641766169016698447522378449
f(z) = -111/8*z^3 + 119/8*z + 1
*
-2 | 0.10103391985050238058010016347154066132 | 0.016623867579745608312986194743523518546
f(z) = -111/16*z^3 + 109/4*z + 1
*
[ 2 ] 
f(z) = -111/16*z^3 + 113/4*z + 1
*
[ -2 ] 
f(z) = -111/16*z^3 + 117/4*z + 1
*
0 | 0.12630452444949330055725279414138707995 | 0.026870556756000965728160145964809309052
f(z) = -110*z^3 + 108*z + 1
*
-1 | 0.10911016570540644150430703951907186683 | 0.023167951163154734274174753687300285693
f(z) = -110*z^3 + 111*z + 1
*
[ -1 ] 
f(z) = -110*z^3 + 112*z + 1
*
0 | 0.10600746918686810207006143346783920969 | 0.022552475691279087887204403473403489958
f(z) = -110/3*z^3 + 104/3*z + 1
*
[ -1/5 ] 
f(z) = -110/3*z^3 + 112/15*z + 1
*
-1 | 0.088653183259148090294385295667993534999 | 0.018753101429130411013738445098206072007
f(z) = -110/3*z^3 + 113/3*z + 1
*
[ -1 ] 
f(z) = -110/3*z^3 + 116/3*z + 1
*
-1 | 0.10876669278651138512628740232797285573 | 0.022839714440445060648381851810545447993
f(z) = -110/7*z^3 + 117/7*z + 1
*
[ -3/5 ] 
f(z) = -110/9*z^3 + 106/15*z + 1
*
[ -1/2 ] 
f(z) = -110/9*z^3 + 109/18*z + 1
*
-1 | 0.095086734440030912814016203706963771561 | 0.019896270639812046802596292446147299583
f(z) = -110/9*z^3 + 119/9*z + 1
*
[ 1/2 ] 
f(z) = -109*z^3 + 105/4*z + 1
*
0 | 0.12613561847908391868651375003769902140 | 0.026886861014269792721837924430912589763
f(z) = -109*z^3 + 107*z + 1
*
-1 | 0.10894052826647791784441590330438996734 | 0.023176467039260254255512958209630190050
f(z) = -109*z^3 + 110*z + 1
*
[ -1 ] 
f(z) = -109*z^3 + 111*z + 1
*
[ 1/2 ] 
f(z) = -109/2*z^3 + 101/8*z + 1
*
0 | 0.11332373903914709978276815272368765698 | 0.024155901861044703280944421839907986098
f(z) = -109/2*z^3 + 105/2*z + 1
*
-1 | 0.096047415224681345833913956597155654770 | 0.020394266756781229133030387781661642574
f(z) = -109/2*z^3 + 111/2*z + 1
*
[ -1 ] 
f(z) = -109/2*z^3 + 113/2*z + 1
*
0 | 0.10583898892051651802690171401795413232 | 0.022560464833877550765832268786163822443
f(z) = -109/3*z^3 + 103/3*z + 1
*
-1 | 0.088482495544483628246104898682730110796 | 0.018752255316360324723607836644409581522
f(z) = -109/3*z^3 + 112/3*z + 1
*
[ -1 ] 
f(z) = -109/3*z^3 + 115/3*z + 1
*
0 | 0.10053524975872017199479346062940531369 | 0.021429928515757348151371105028861642088
f(z) = -109/4*z^3 + 101/4*z + 1
*
-1 | 0.10021113150918649256366786580846820183 | 0.021197992496516244679272413994013065552
f(z) = -109/4*z^3 + 113/4*z + 1
*
[ -1 ] 
f(z) = -109/4*z^3 + 117/4*z + 1
*
-1 | 0.10871058095274393728923039230375326063 | 0.022953130477375856676574350647312771027
f(z) = -109/5*z^3 + 114/5*z + 1
*
[ -1 ] 
f(z) = -109/5*z^3 + 119/5*z + 1
*
-1 | 0.075471629814584421808539403656473796109 | 0.015905734323036171946555186419952613899
f(z) = -109/6*z^3 + 115/6*z + 1
*
-1 | 0.10859383961055009535803718697731962538 | 0.022844594347598913195173254179108724148
f(z) = -109/7*z^3 + 116/7*z + 1
*
-1 | 0.099977641113683540584817828877713154608 | 0.020994117913908046383268813153176413805
f(z) = -109/8*z^3 + 117/8*z + 1
*
-1 | 0.094912764390769265883637240537408934331 | 0.019894998697676408401634324437200666786
f(z) = -109/9*z^3 + 118/9*z + 1
*
-1 | 0.095580372722498924918726806675312768048 | 0.019999561187373650097920071097316485483
f(z) = -109/10*z^3 + 119/10*z + 1
*
-2 | 0.10070123383158225335679978307696894065 | 0.016619769986689125982106441518466449582
f(z) = -109/16*z^3 + 107/4*z + 1
*
[ 2 ] 
f(z) = -109/16*z^3 + 111/4*z + 1
*
[ -2 ] 
f(z) = -109/16*z^3 + 115/4*z + 1
*
[ -2/3 ] 
f(z) = -108*z^3 + 101/2*z + 1
*
0 | 0.12596515773724234985758757585198673638 | 0.026903380453650924593453179229040205106
f(z) = -108*z^3 + 106*z + 1
*
-1 | 0.10876932249031692510553424613200631691 | 0.023185089918898537954968273092151883663
f(z) = -108*z^3 + 109*z + 1
*
-1/12 | 0.21124305005654316492224860945282655713 | 0.029474247755413448095333704359649542737
f(z) = -108*z^3 + 109/12*z + 1
*
[ -1 ] 
f(z) = -108*z^3 + 110*z + 1
*
-1/4 | 0.19058709674286382637780853708753328646 | 0.026592170993935726211487701303707557583
f(z) = -108*z^3 + 113/12*z + 1
*
-1 | 0.10853721336104472651227854701104104493 | 0.022959236162394733143543174422899283069
f(z) = -108/5*z^3 + 113/5*z + 1
*
[ -1 ] 
f(z) = -108/5*z^3 + 118/5*z + 1
*
-1 | 0.10841935730195358756032569381666000091 | 0.022849506456344722418235842443180044414
f(z) = -108/7*z^3 + 115/7*z + 1
*
-1 | 0.10817988339753820553843661340627565440 | 0.022635925510915362044038565381957681858
f(z) = -108/11*z^3 + 119/11*z + 1
*
[ 1/2 ] 
f(z) = -107*z^3 + 103/4*z + 1
*
0 | 0.12579311333461768314687847478647072778 | 0.026920120079489972068612336697899214507
f(z) = -107*z^3 + 105*z + 1
*
-1 | 0.10859651910665149470885846276211718015 | 0.023193822180279178501046971706466007518
f(z) = -107*z^3 + 108*z + 1
*
[ -1 ] 
f(z) = -107*z^3 + 109*z + 1
*
[ -1/2 ] 
f(z) = -107*z^3 + 119/4*z + 1
*
0 | 0.11298167234643296731572125312811425661 | 0.024178431598692022730201134332209945285
f(z) = -107/2*z^3 + 103/2*z + 1
*
-1 | 0.095702983645676153379375720774884802884 | 0.020399890617406498049169975635296451600
f(z) = -107/2*z^3 + 109/2*z + 1
*
[ -1 ] 
f(z) = -107/2*z^3 + 111/2*z + 1
*
0 | 0.10549632534450773078841514009191169234 | 0.022576543905583913751921547037574567804
f(z) = -107/3*z^3 + 101/3*z + 1
*
-1 | 0.088136326335639937710115629992151781935 | 0.018750493455317676326814161486022477204
f(z) = -107/3*z^3 + 110/3*z + 1
*
[ -1 ] 
f(z) = -107/3*z^3 + 113/3*z + 1
*
-1 | 0.099863865668462260396545532054015858129 | 0.021204634305272040714668027345833537790
f(z) = -107/4*z^3 + 111/4*z + 1
*
[ -1 ] 
f(z) = -107/4*z^3 + 115/4*z + 1
*
-1 | 0.10836220712391566672861901120001197990 | 0.022965398547223410566902088905711059299
f(z) = -107/5*z^3 + 112/5*z + 1
*
[ -1 ] 
f(z) = -107/5*z^3 + 117/5*z + 1
*
-1 | 0.075123170037467224052050610354641013554 | 0.015891052927815321111038556883487960491
f(z) = -107/6*z^3 + 113/6*z + 1
*
[ -1 ] 
f(z) = -107/6*z^3 + 119/6*z + 1
*
-1 | 0.10824321484958282971988506553056069023 | 0.022854450891152112590649952017825905302
f(z) = -107/7*z^3 + 114/7*z + 1
*
-1 | 0.099625872950539344135811960709780175511 | 0.020996269336502603799944943665962531328
f(z) = -107/8*z^3 + 115/8*z + 1
*
-1 | 0.094559840552566619967016787678759122520 | 0.019892299662154613057382290732036301138
f(z) = -107/9*z^3 + 116/9*z + 1
*
-1 | 0.095226932831272946370969898716635546813 | 0.019996525564813734866413157397892487391
f(z) = -107/10*z^3 + 117/10*z + 1
*
-1 | 0.10800139426407217293964926319776403950 | 0.022638552485780539164153601259154583252
f(z) = -107/11*z^3 + 118/11*z + 1
*
-1 | 0.079039103785019647620687705767202886552 | 0.016538410003203306828272269598846156852
f(z) = -107/12*z^3 + 119/12*z + 1
*
-2 | 0.10036243720556409610661863372041710843 | 0.016615596858553519546590226462806356587
f(z) = -107/16*z^3 + 105/4*z + 1
*
[ 2 ] 
f(z) = -107/16*z^3 + 109/4*z + 1
*
[ -2 ] 
f(z) = -107/16*z^3 + 113/4*z + 1
*
0 | 0.12561945556910794549567294029200746253 | 0.026937085064048910534922580087151441778
f(z) = -106*z^3 + 104*z + 1
*
-1 | 0.10842208801806232779904065992100662534 | 0.023202666277534974012344801421982163513
f(z) = -106*z^3 + 107*z + 1
*
[ -1 ] 
f(z) = -106*z^3 + 108*z + 1
*
0 | 0.10532311750664783449365451737638193518 | 0.022584859667112619050969282575806270079
f(z) = -106/3*z^3 + 100/3*z + 1
*
-1 | 0.087960784339517737944158470910341837662 | 0.018749576144782134211772111218543889912
f(z) = -106/3*z^3 + 109/3*z + 1
*
[ -1 ] 
f(z) = -106/3*z^3 + 112/3*z + 1
*
-1 | 0.10818553096407820338464957998681713950 | 0.022971618471399071676172897440541682549
f(z) = -106/5*z^3 + 111/5*z + 1
*
[ -1 ] 
f(z) = -106/5*z^3 + 116/5*z + 1
*
-1 | 0.10806538034803104728448697021459343113 | 0.022859427762680618202362363623418438401
f(z) = -106/7*z^3 + 113/7*z + 1
*
[ -1/2 ] 
f(z) = -106/9*z^3 + 107/18*z + 1
*
-1 | 0.094380822560190692889694228720735021137 | 0.019890868827400292265493250013030953903
f(z) = -106/9*z^3 + 115/9*z + 1
*
-1 | 0.10782116660809132432059360946086533562 | 0.022641165166234181540390826207238587118
f(z) = -106/11*z^3 + 117/11*z + 1
*
-1 | 0.10769703201158838605731147898617832692 | 0.022534892050146711577749949284877188613
f(z) = -106/13*z^3 + 119/13*z + 1
*
[ 1/2 ] 
f(z) = -105*z^3 + 101/4*z + 1
*
0 | 0.12544415389508414166977558148411342628 | 0.026954280753775268519386605157369925051
f(z) = -105*z^3 + 103*z + 1
*
-1 | 0.10824599826852024060977892027190830158 | 0.023211624743890989932869690749753273517
f(z) = -105*z^3 + 106*z + 1
*
[ -1 ] 
f(z) = -105*z^3 + 107*z + 1
*
[ -1/2 ] 
f(z) = -105*z^3 + 117/4*z + 1
*
[ -1/6 ] 
f(z) = -105*z^3 + 119/12*z + 1
*
0 | 0.11263316801089492163268223545137668727 | 0.024201574473465939183530286003442501877
f(z) = -105/2*z^3 + 101/2*z + 1
*
-1 | 0.095350694855461314429131597735893463057 | 0.020405347217568542888536060204230096682
f(z) = -105/2*z^3 + 107/2*z + 1
*
[ -1 ] 
f(z) = -105/2*z^3 + 109/2*z + 1
*
[ -2/5 ] 
f(z) = -105/2*z^3 + 119/10*z + 1
*
-1 | 0.099509962453633068891924400589189510033 | 0.021211379959814417957466508537251694942
f(z) = -105/4*z^3 + 109/4*z + 1
*
[ -1 ] 
f(z) = -105/4*z^3 + 113/4*z + 1
*
-1 | 0.099267290315053298357912845387451871227 | 0.020998338643198519548568305846077602363
f(z) = -105/8*z^3 + 113/8*z + 1
*
-1 | 0.10763916620007494936196005027719737859 | 0.022643762266562295168613406059122560680
f(z) = -105/11*z^3 + 116/11*z + 1
*
-1 | 0.10751376951238423094095220762822056951 | 0.022536339744827754453895853353358044497
f(z) = -105/13*z^3 + 118/13*z + 1
*
-2 | 0.10001730037992934217751884913140490360 | 0.016611345709319427268889675749104322349
f(z) = -105/16*z^3 + 103/4*z + 1
*
[ 2 ] 
f(z) = -105/16*z^3 + 107/4*z + 1
*
[ -2 ] 
f(z) = -105/16*z^3 + 111/4*z + 1
*
0 | 0.12526717689114364100387882039976462866 | 0.026971712676963149419405198651226104320
f(z) = -104*z^3 + 102*z + 1
*
-1 | 0.10806821801041328342018605162334627091 | 0.023220700194997467145618485011506169867
f(z) = -104*z^3 + 105*z + 1
*
[ -1 ] 
f(z) = -104*z^3 + 106*z + 1
*
-1 | 0.087604627749792558026283782865982079764 | 0.018747664606011737345337263758995421297
f(z) = -104/3*z^3 + 107/3*z + 1
*
[ -1 ] 
f(z) = -104/3*z^3 + 110/3*z + 1
*
[ 3/4 ] 
f(z) = -104/3*z^3 + 115/6*z + 1
*
-1 | 0.10782703921055427708106683316335789841 | 0.022984234364499764157214099090357889708
f(z) = -104/5*z^3 + 109/5*z + 1
*
[ -1 ] 
f(z) = -104/5*z^3 + 114/5*z + 1
*
-1 | 0.10770450289433808024825555889091468506 | 0.022869479181665653625286583039301343161
f(z) = -104/7*z^3 + 111/7*z + 1
*
[ -1 ] 
f(z) = -104/7*z^3 + 118/7*z + 1
*
[ -1/4 ] 
f(z) = -104/9*z^3 + 103/18*z + 1
*
-1 | 0.094017506809194084060788918775292482954 | 0.019887834553587110141979748923955973593
f(z) = -104/9*z^3 + 113/9*z + 1
*
-1 | 0.10745535778863536612921825164292653708 | 0.022646342430550585266470608939564594732
f(z) = -104/11*z^3 + 115/11*z + 1
*
-1 | 0.086855854882310522848394698134639732756 | 0.018174013500069977432847322407331571783
f(z) = -104/15*z^3 + 119/15*z + 1
*
0 | 0.12508849222630776487053348329803991766 | 0.026989386551831331434719899011340648667
f(z) = -103*z^3 + 101*z + 1
*
-1 | 0.10788871446997568652932101983284866237 | 0.023229895332436705460576239343234984860
f(z) = -103*z^3 + 104*z + 1
*
[ -1 ] 
f(z) = -103*z^3 + 105*z + 1
*
[ -1/2 ] 
f(z) = -103*z^3 + 115/4*z + 1
*
-1 | 0.094992903707070085871940415233695736367 | 0.020411197466229991675550992638192604954
f(z) = -103/2*z^3 + 105/2*z + 1
*
[ -1 ] 
f(z) = -103/2*z^3 + 107/2*z + 1
*
-1 | 0.087422913647330798894747822393698270880 | 0.018746446963938827873875577850058385188
f(z) = -103/3*z^3 + 106/3*z + 1
*
[ -1 ] 
f(z) = -103/3*z^3 + 109/3*z + 1
*
-1 | 0.099149163161789465319022820425482507126 | 0.021218231327150005615294798495390913776
f(z) = -103/4*z^3 + 107/4*z + 1
*
[ -1 ] 
f(z) = -103/4*z^3 + 111/4*z + 1
*
-1 | 0.10764515639835709858343313683050977317 | 0.022990632081124540707789838626370289909
f(z) = -103/5*z^3 + 108/5*z + 1
*
[ -1 ] 
f(z) = -103/5*z^3 + 113/5*z + 1
*
-1 | 0.074403745813468750865130140560130645521 | 0.015859780106120593630375143244815233839
f(z) = -103/6*z^3 + 109/6*z + 1
*
[ -1 ] 
f(z) = -103/6*z^3 + 115/6*z + 1
*
-1 | 0.10752139133886187736365391427265360974 | 0.022874553869290699540564785424192188787
f(z) = -103/7*z^3 + 110/7*z + 1
*
[ -1 ] 
f(z) = -103/7*z^3 + 117/7*z + 1
*
-1 | 0.098901623842371260230790706440748589559 | 0.021000316297963611803815554080639371849
f(z) = -103/8*z^3 + 111/8*z + 1
*
[ -1 ] 
f(z) = -103/8*z^3 + 119/8*z + 1
*
-1 | 0.093833138999615565990347021913289960465 | 0.019886226861353687704885799422741363792
f(z) = -103/9*z^3 + 112/9*z + 1
*
-1 | 0.094497099295595415325392036570411884421 | 0.019989284340402350538188895610110388436
f(z) = -103/10*z^3 + 113/10*z + 1
*
-1 | 0.10726970505939641150151708511669882255 | 0.022648904227347004441070603700133918859
f(z) = -103/11*z^3 + 114/11*z + 1
*
-1 | 0.078303844608554364981488104961056343023 | 0.016502626905975373453960768740054803122
f(z) = -103/12*z^3 + 115/12*z + 1
*
-1 | 0.10714170552306529410536185088622182883 | 0.022539112800156804545800053321648478183
f(z) = -103/13*z^3 + 116/13*z + 1
*
-1 | 0.094241089802978549803132309045233241771 | 0.019789510230684351758849127015372496523
f(z) = -103/14*z^3 + 117/14*z + 1
*
-1 | 0.086667541367254765017306754015938094630 | 0.018166688471250993008365807401041356089
f(z) = -103/15*z^3 + 118/15*z + 1
*
-2 | 0.099665580521910281056981957815563278749 | 0.016607013937314977008431351557802728874
f(z) = -103/16*z^3 + 101/4*z + 1
*
[ 2 ] 
f(z) = -103/16*z^3 + 105/4*z + 1
*
[ -2 ] 
f(z) = -103/16*z^3 + 109/4*z + 1
*
-1 | 0.098389521460943056904237802234457198716 | 0.020587356991874861692939382705664754500
f(z) = -103/16*z^3 + 119/16*z + 1
*
0 | 0.12490806662457262142959018977021129369 | 0.027007308295045587482890688532031742322
f(z) = -102*z^3 + 100*z + 1
*
-1 | 0.10770745391102476714680189510359366389 | 0.023239212947414782598625294014876894410
f(z) = -102*z^3 + 103*z + 1
*
[ -1 ] 
f(z) = -102*z^3 + 104*z + 1
*
-1 | 0.10746146915072684890237974709638432593 | 0.022997090832474594912332655666094822607
f(z) = -102/5*z^3 + 107/5*z + 1
*
[ -1 ] 
f(z) = -102/5*z^3 + 112/5*z + 1
*
-1 | 0.10733645044914804594551488731979078581 | 0.022879661270855486665981486111709261174
f(z) = -102/7*z^3 + 109/7*z + 1
*
[ -1 ] 
f(z) = -102/7*z^3 + 116/7*z + 1
*
-1 | 0.10708217059178043331564109330561691676 | 0.022651446147049509803522600224695432190
f(z) = -102/11*z^3 + 113/11*z + 1
*
-1 | 0.10695282864484545349213519492610132357 | 0.022540433825286033560475481600537822166
f(z) = -102/13*z^3 + 115/13*z + 1
*
-1 | 0.10752440159690543549780145822878141241 | 0.023248655924649759653595291611183547943
f(z) = -101*z^3 + 102*z + 1
*
[ -1 ] 
f(z) = -101*z^3 + 103*z + 1
*
[ -1/2 ] 
f(z) = -101*z^3 + 113/4*z + 1
*
-1 | 0.094627385052632230843106200909265270481 | 0.020417026603486001111185497098138050410
f(z) = -101/2*z^3 + 103/2*z + 1
*
[ -1 ] 
f(z) = -101/2*z^3 + 105/2*z + 1
*
-1 | 0.087057209821855968321596534890651903925 | 0.018744591424884280717075908317535746564
f(z) = -101/3*z^3 + 104/3*z + 1
*
[ -1 ] 
f(z) = -101/3*z^3 + 107/3*z + 1
*
-1 | 0.098781193662105311916834395072394849401 | 0.021225190210045912488850584344194703564
f(z) = -101/4*z^3 + 105/4*z + 1
*
[ -1 ] 
f(z) = -101/4*z^3 + 109/4*z + 1
*
-1 | 0.10727594129910823901880233061898388741 | 0.023003611526641777983818686189884153188
f(z) = -101/5*z^3 + 106/5*z + 1
*
[ -1 ] 
f(z) = -101/5*z^3 + 111/5*z + 1
*
-1 | 0.074032889816918814836963310340443834564 | 0.015843270198756163240801520210667406638
f(z) = -101/6*z^3 + 107/6*z + 1
*
[ -1 ] 
f(z) = -101/6*z^3 + 113/6*z + 1
*
-1 | 0.10714964329188428570052674916896576613 | 0.022884801406494526407041209347980878963
f(z) = -101/7*z^3 + 108/7*z + 1
*
[ -1 ] 
f(z) = -101/7*z^3 + 115/7*z + 1
*
-1 | 0.098528587866085627833233655283204032256 | 0.021002191766531013334861601345841041264
f(z) = -101/8*z^3 + 109/8*z + 1
*
[ -1 ] 
f(z) = -101/8*z^3 + 117/8*z + 1
*
-1 | 0.093458800389423328625189853527878596510 | 0.019882819013470734959434163864639457946
f(z) = -101/9*z^3 + 110/9*z + 1
*
[ -1 ] 
f(z) = -101/9*z^3 + 119/9*z + 1
*
-1 | 0.094121443035595912753921219767409765349 | 0.019985314673078962758210516017313659393
f(z) = -101/10*z^3 + 111/10*z + 1
*
-1 | 0.10689271581357469410102968314183705557 | 0.022653966595998287393965496698877141903
f(z) = -101/11*z^3 + 112/11*z + 1
*
-1 | 0.077926540328082115021022862707138411041 | 0.016484059128727875181219873639242425379
f(z) = -101/12*z^3 + 113/12*z + 1
*
-1 | 0.10676200297117658960260872769040238476 | 0.022541708109246859006265088958238020808
f(z) = -101/13*z^3 + 114/13*z + 1
*
-1 | 0.093860006243720243111781179295457038474 | 0.019781106179088164819877158078087295406
f(z) = -101/14*z^3 + 115/14*z + 1
*
-1 | 0.086286093706100321149682398604350789030 | 0.018151773761973755755525545461538230890
f(z) = -101/15*z^3 + 116/15*z + 1
*
[ 2 ] 
f(z) = -101/16*z^3 + 103/4*z + 1
*
[ -2 ] 
f(z) = -101/16*z^3 + 107/4*z + 1
*
-1 | 0.098005625385042893172198226472980340555 | 0.020580018018431549768773132798894609901
f(z) = -101/16*z^3 + 117/16*z + 1
*
-1 | 0.10649585679596423502987014245859423809 | 0.022322971476634170792752340511465615963
f(z) = -101/17*z^3 + 118/17*z + 1
*
-1 | 0.080029128833130781749418422491019505493 | 0.016745566200262898091150775129391903472
f(z) = -101/18*z^3 + 119/18*z + 1
*
[ 4/7 ] 
f(z) = -119/8*z^3 + 115/28*z + 1
*
[ 2/3 ] 
f(z) = -119/16*z^3 + 101/36*z + 1
*
-4/5 | 0.18414952576419427500241970863847659952 | 0.028979981427252082735170507100755360674
f(z) = -115/16*z^3 + 117/20*z + 1
*
-1/4 | 0.15840623649970282557003654545235421790 | 0.023768984769091196442023827142067569846
f(z) = -112/3*z^3 + 100/21*z + 1
*
[ 3/7 ] 
f(z) = -112/3*z^3 + 116/21*z + 1
*
[ -3/7 ] 
f(z) = -112/9*z^3 + 118/21*z + 1
*
-1/3 | 0.13716044163408643403844357828609477236 | 0.023615199157166038630509825548796411361
f(z) = -111/8*z^3 + 109/24*z + 1
*
2/3 | 0.12468977451363130715509739711764894712 | 0.021468098403014754722045952150699116049
f(z) = -111/10*z^3 + 103/30*z + 1
*
-1/4 | 0.17343880285834637002944245360252687427 | 0.028580527244881422876684983576306430967
f(z) = -108/5*z^3 + 107/20*z + 1
*
-5/12 | 0.16610707546247703465918148127742334802 | 0.027372351040155023733410224446976142503
f(z) = -108/7*z^3 + 103/28*z + 1
*
-7/18 | 0.065641470299957150816588717186051050638 | 0.011355195074929750813023631043906790188
f(z) = -108/7*z^3 + 106/21*z + 1
*
[ 11/18 ] 
f(z) = -108/11*z^3 + 100/33*z + 1
*
-5/18 | 0.16639400516038155648117261046177061782 | 0.028784187484847266905666340376325463631
f(z) = -108/13*z^3 + 103/39*z + 1
*
[ -1/2 ] 
f(z) = -106/11*z^3 + 119/22*z + 1
*
-1/2 | 0.15532076355263516181357905877608002925 | 0.028996221770393413753973232533674594929
f(z) = -106/15*z^3 + 113/30*z + 1
*
-1/3 | 0.13017906848047830698611069264384490063 | 0.022629713113375634639816753411757231730
f(z) = -105/8*z^3 + 107/24*z + 1
*
-4/5 | 0.17183262224334353770000310534233956298 | 0.027434407814942918056997595210202689810
f(z) = -105/16*z^3 + 109/20*z + 1
*
[ 3/4 ] 
f(z) = -104/15*z^3 + 107/30*z + 1
*
-1/3 | 0.099410660222238339782061027568035692032 | 0.015492412001224453303861304391983067542
f(z) = -102/5*z^3 + 113/30*z + 1
*
[ -1/3 ] 
f(z) = -102/7*z^3 + 118/21*z + 1
*
[ -1/2 ] 
f(z) = -102/11*z^3 + 117/22*z + 1
*
-2/3 | 0.19902933750491815217721777883109778108 | 0.029215979923716550072895271297104631111
f(z) = -101/16*z^3 + 119/36*z + 1
*
-1 | 0.11072618590367996498834305765127791863 | 0.023088203050348664795003624335873105067
f(z) = -120*z^3 + 121*z + 1
*
[ -1 ] 
f(z) = -120*z^3 + 122*z + 1
*
-1/4 | 0.20316966796077642439335696245022528344 | 0.028655495937024938102811906795186489109
f(z) = -120*z^3 + 123/10*z + 1
*
-1/10 | 0.18253930728835336767966326749383266627 | 0.025745744583087061786118904718744808154
f(z) = -120*z^3 + 127/10*z + 1
*
[ 3/10 ] 
f(z) = -120*z^3 + 127/15*z + 1
*
-1 | 0.11041186731468486009873665159390250861 | 0.022792651345636395411094738267374255768
f(z) = -120/7*z^3 + 127/7*z + 1
*
[ -1 ] 
f(z) = -120/7*z^3 + 134/7*z + 1
*
-1 | 0.11019737018293395693415253127582076696 | 0.022603673836647122937071121111220633196
f(z) = -120/11*z^3 + 131/11*z + 1
*
-1 | 0.11008856508298960279331472908765628729 | 0.022511391762947689675033817844707134960
f(z) = -120/13*z^3 + 133/13*z + 1
*
-1 | 0.10986771460746418980317639182946356180 | 0.022330922876285622222680125324123996055
f(z) = -120/17*z^3 + 137/17*z + 1
*
-1 | 0.10975561551541650016868599865151095336 | 0.022242617349440879784825852152882843416
f(z) = -120/19*z^3 + 139/19*z + 1
*
-1 | 0.11057078409184382381776761031961248960 | 0.023095764970988825851455522004506665113
f(z) = -119*z^3 + 120*z + 1
*
[ -1 ] 
f(z) = -119*z^3 + 121*z + 1
*
[ -1/2 ] 
f(z) = -119*z^3 + 131/4*z + 1
*
-1 | 0.097683150471176364356047130119460556661 | 0.020368518921424586988797326153894414070
f(z) = -119/2*z^3 + 121/2*z + 1
*
[ -1 ] 
f(z) = -119/2*z^3 + 123/2*z + 1
*
[ -1/7 ] 
f(z) = -119/2*z^3 + 129/14*z + 1
*
[ -2/7 ] 
f(z) = -119/2*z^3 + 131/14*z + 1
*
-1 | 0.090121418875017016863603087218278825280 | 0.018759580367329762998175414764364610875
f(z) = -119/3*z^3 + 122/3*z + 1
*
[ -1 ] 
f(z) = -119/3*z^3 + 125/3*z + 1
*
-1 | 0.10185600970006063903236371857575315886 | 0.021166273396476712603006036241449012790
f(z) = -119/4*z^3 + 123/4*z + 1
*
[ -1 ] 
f(z) = -119/4*z^3 + 127/4*z + 1
*
-1 | 0.11036042865835323247301643198120901886 | 0.022895017055814021340236151633604718547
f(z) = -119/5*z^3 + 124/5*z + 1
*
[ -1 ] 
f(z) = -119/5*z^3 + 129/5*z + 1
*
-1 | 0.077127529810132101075782848428684786981 | 0.015974009562440979388541462814164982749
f(z) = -119/6*z^3 + 125/6*z + 1
*
[ -1 ] 
f(z) = -119/6*z^3 + 131/6*z + 1
*
-1 | 0.10164269597822880563855672858482689914 | 0.020982405130957912338143247675759205693
f(z) = -119/8*z^3 + 127/8*z + 1
*
[ -1 ] 
f(z) = -119/8*z^3 + 135/8*z + 1
*
-1 | 0.096582990955337734259527176004284786528 | 0.019905686012212765067675392694201021201
f(z) = -119/9*z^3 + 128/9*z + 1
*
[ -1 ] 
f(z) = -119/9*z^3 + 137/9*z + 1
*
-1 | 0.097255823923521680065002583594480780683 | 0.020012258875720134499688235803844834616
f(z) = -119/10*z^3 + 129/10*z + 1
*
[ -1 ] 
f(z) = -119/10*z^3 + 139/10*z + 1
*
-1 | 0.11003739703357188255416650123492805298 | 0.022606393062769757550158225005084541040
f(z) = -119/11*z^3 + 130/11*z + 1
*
-1 | 0.081080600472580675174264180449557509914 | 0.016631244870175129645209084032757080195
f(z) = -119/12*z^3 + 131/12*z + 1
*
-1 | 0.10992762373950471912876934445181436144 | 0.022513226111223690040373904624967826461
f(z) = -119/13*z^3 + 132/13*z + 1
*
-1 | 0.089473121225238804760800245819873200720 | 0.018267874181212613302305509928467556005
f(z) = -119/15*z^3 + 134/15*z + 1
*
[ 2 ] 
f(z) = -119/16*z^3 + 121/4*z + 1
*
[ -2 ] 
f(z) = -119/16*z^3 + 125/4*z + 1
*
-1 | 0.10120353747500535735379566389959416559 | 0.020631573570527483287434969452396743895
f(z) = -119/16*z^3 + 135/16*z + 1
*
-1 | 0.083249837163685478218648645647779395315 | 0.016920764210010219051848383540118262808
f(z) = -119/18*z^3 + 137/18*z + 1
*
-1 | 0.10959164950988926687146781525090440474 | 0.022241933643486174703023879354747335980
f(z) = -119/19*z^3 + 138/19*z + 1
*
[ -1 ] 
f(z) = -118*z^3 + 120*z + 1
*
-1 | 0.089963806493760209746181982999178344396 | 0.018758910681860480830042119721417154537
f(z) = -118/3*z^3 + 121/3*z + 1
*
[ -1 ] 
f(z) = -118/3*z^3 + 124/3*z + 1
*
-1 | 0.11020190406010598144322234572923866842 | 0.022900598963353181371890853716222673032
f(z) = -118/5*z^3 + 123/5*z + 1
*
[ -1 ] 
f(z) = -118/5*z^3 + 128/5*z + 1
*
-1 | 0.11009432053853520971398977695982115555 | 0.022801815815731900349822165509262848808
f(z) = -118/7*z^3 + 125/7*z + 1
*
[ -1 ] 
f(z) = -118/7*z^3 + 132/7*z + 1
*
-1 | 0.096422589165373857468654006824904887860 | 0.019904802899729642804945250342908201530
f(z) = -118/9*z^3 + 127/9*z + 1
*
[ -1 ] 
f(z) = -118/9*z^3 + 136/9*z + 1
*
-1 | 0.10987602899172171488165185929078446044 | 0.022609109127979547946363920790918407271
f(z) = -118/11*z^3 + 129/11*z + 1
*
-1 | 0.10976527010497910371486945097132034317 | 0.022515041510751618934705708609924047100
f(z) = -118/13*z^3 + 131/13*z + 1
*
-1 | 0.089309761937840865394691576624294940248 | 0.018262451124898724837530237122619040749
f(z) = -118/15*z^3 + 133/15*z + 1
*
-1 | 0.10954039182658445318131323669027733069 | 0.022331142856273610882326951460943412480
f(z) = -118/17*z^3 + 135/17*z + 1
*
-1 | 0.10942621567668461360067791644528373805 | 0.022241186973355213266778838299128099896
f(z) = -118/19*z^3 + 137/19*z + 1
*
[ -1/2 ] 
f(z) = -117*z^3 + 129/4*z + 1
*
[ -1 ] 
f(z) = -117/2*z^3 + 121/2*z + 1
*
-1 | 0.10153851606595063750119934904611043559 | 0.021172425088326325460022777113114130047
f(z) = -117/4*z^3 + 121/4*z + 1
*
[ -1 ] 
f(z) = -117/4*z^3 + 125/4*z + 1
*
[ -1/6 ] 
f(z) = -117/4*z^3 + 125/16*z + 1
*
[ -2/9 ] 
f(z) = -117/4*z^3 + 125/18*z + 1
*
-1 | 0.11004201053735063104361037303675535533 | 0.022906229908795230444054660117313223935
f(z) = -117/5*z^3 + 122/5*z + 1
*
[ -1 ] 
f(z) = -117/5*z^3 + 127/5*z + 1
*
[ -2/3 ] 
f(z) = -117/5*z^3 + 129/10*z + 1
*
-1 | 0.10993348107027903705915365637809616573 | 0.022806443892138134414197190823050794624
f(z) = -117/7*z^3 + 124/7*z + 1
*
[ -1 ] 
f(z) = -117/7*z^3 + 131/7*z + 1
*
[ -2/3 ] 
f(z) = -117/7*z^3 + 139/14*z + 1
*
-1 | 0.10132145094571745019155273470482759697 | 0.020984852364280756708210109314667505082
f(z) = -117/8*z^3 + 125/8*z + 1
*
[ -1 ] 
f(z) = -117/8*z^3 + 133/8*z + 1
*
-1 | 0.096932648125902778207193303629013740594 | 0.020010095893461188847570774756746583613
f(z) = -117/10*z^3 + 127/10*z + 1
*
[ -1 ] 
f(z) = -117/10*z^3 + 137/10*z + 1
*
-1 | 0.10971324150108117301859932066026423685 | 0.022611821347637574278374069266151922992
f(z) = -117/11*z^3 + 128/11*z + 1
*
[ -1 ] 
f(z) = -117/11*z^3 + 139/11*z + 1
*
-1 | 0.096709116525489663340948125659645647736 | 0.019836964560439275431637408879148654082
f(z) = -117/14*z^3 + 131/14*z + 1
*
[ -2 ] 
f(z) = -117/16*z^3 + 123/4*z + 1
*
-1 | 0.10087433254796157950935776745574775917 | 0.020627225153685881109072806889953644609
f(z) = -117/16*z^3 + 133/16*z + 1
*
-1 | 0.10937453130179810485980298793708724660 | 0.022331177778189950558122041985140932597
f(z) = -117/17*z^3 + 134/17*z + 1
*
-1 | 0.10925928744007941150546338456293790567 | 0.022240375109050498412250259499296088715
f(z) = -117/19*z^3 + 136/19*z + 1
*
[ -1 ] 
f(z) = -116/3*z^3 + 122/3*z + 1
*
-1 | 0.10988072423839530082564672116083516646 | 0.022911910600283070194642242721988303419
f(z) = -116/5*z^3 + 121/5*z + 1
*
[ -1 ] 
f(z) = -116/5*z^3 + 126/5*z + 1
*
-1 | 0.10977123204009362525316481908063735209 | 0.022811102803562140645149498693201798196
f(z) = -116/7*z^3 + 123/7*z + 1
*
[ -1 ] 
f(z) = -116/7*z^3 + 130/7*z + 1
*
-1 | 0.096097554520241572369461637288301991934 | 0.019902922583057675173947289911114510013
f(z) = -116/9*z^3 + 125/9*z + 1
*
[ -1 ] 
f(z) = -116/9*z^3 + 134/9*z + 1
*
-1 | 0.10954900935067939631998262936102455733 | 0.022614529000523529878437951520047838027
f(z) = -116/11*z^3 + 127/11*z + 1
*
[ -1 ] 
f(z) = -116/11*z^3 + 138/11*z + 1
*
-1 | 0.10943622517126006799571560543328698731 | 0.022518611021495659017145765656577793775
f(z) = -116/13*z^3 + 129/13*z + 1
*
-1 | 0.088978649894652870590827836453013866885 | 0.018251291998213462881544409621715980900
f(z) = -116/15*z^3 + 131/15*z + 1
*
-1 | 0.10920716926013012644427259654802708122 | 0.022331160086282107181237546282286575957
f(z) = -116/17*z^3 + 133/17*z + 1
*
-1 | 0.10909083749434221880828850924568510551 | 0.022239495730975291136619666584901168503
f(z) = -116/19*z^3 + 135/19*z + 1
*
[ -1/2 ] 
f(z) = -115*z^3 + 127/4*z + 1
*
[ -2/5 ] 
f(z) = -115/2*z^3 + 127/10*z + 1
*
[ -1/2 ] 
f(z) = -115/2*z^3 + 139/8*z + 1
*
[ -1 ] 
f(z) = -115/3*z^3 + 121/3*z + 1
*
[ -1 ] 
f(z) = -115/4*z^3 + 123/4*z + 1
*
-1 | 0.076482188302672344691969684076882444558 | 0.015947774944611483677373020695308300443
f(z) = -115/6*z^3 + 121/6*z + 1
*
[ -1 ] 
f(z) = -115/6*z^3 + 127/6*z + 1
*
-1 | 0.10960754851645977529933452839085485489 | 0.022815792748581878534464803196965035784
f(z) = -115/7*z^3 + 122/7*z + 1
*
[ -1 ] 
f(z) = -115/7*z^3 + 129/7*z + 1
*
-1 | 0.10099453269661163383259348457699431056 | 0.020987253446318893880300320299049557622
f(z) = -115/8*z^3 + 123/8*z + 1
*
[ -1 ] 
f(z) = -115/8*z^3 + 131/8*z + 1
*
-1 | 0.095932871524717103579529380256153237413 | 0.019901922785847823521158186273928878154
f(z) = -115/9*z^3 + 124/9*z + 1
*
[ -1 ] 
f(z) = -115/9*z^3 + 133/9*z + 1
*
-1 | 0.10938330665138003086678410045304076625 | 0.022617231326849835808381528411082589442
f(z) = -115/11*z^3 + 126/11*z + 1
*
[ -1 ] 
f(z) = -115/11*z^3 + 137/11*z + 1
*
-1 | 0.080424494563583036020465256373176199987 | 0.016602268477285103060115726577125099149
f(z) = -115/12*z^3 + 127/12*z + 1
*
[ -1 ] 
f(z) = -115/12*z^3 + 139/12*z + 1
*
-1 | 0.10926948177193002979497249155312842289 | 0.022520362781838633721241018588899216193
f(z) = -115/13*z^3 + 128/13*z + 1
*
-1 | 0.096376724000875172878009043110657762641 | 0.019831367135566231289730111313084399823
f(z) = -115/14*z^3 + 129/14*z + 1
*
[ -2 ] 
f(z) = -115/16*z^3 + 121/4*z + 1
*
-1 | 0.10053916024335083951851854353283506968 | 0.020622582754729366910807899014079844564
f(z) = -115/16*z^3 + 131/16*z + 1
*
-1 | 0.10903827821799712114793275770233479788 | 0.022331087753860932093005646016500418887
f(z) = -115/17*z^3 + 132/17*z + 1
*
-1 | 0.082580540971483790298226913121366342634 | 0.016886430560738313148516920796964650705
f(z) = -115/18*z^3 + 133/18*z + 1
*
-1 | 0.10892083777668558706993827079055826589 | 0.022238546425666524835594391445782062205
f(z) = -115/19*z^3 + 134/19*z + 1
*
[ -1 ] 
f(z) = -114/5*z^3 + 124/5*z + 1
*
-1 | 0.10944240490030453771408920585216972525 | 0.022820513919397328351478646835080679588
f(z) = -114/7*z^3 + 121/7*z + 1
*
[ -1 ] 
f(z) = -114/7*z^3 + 128/7*z + 1
*
-1 | 0.10921610681131980582485117857175987347 | 0.022619927526155655098716763846876526351
f(z) = -114/11*z^3 + 125/11*z + 1
*
[ -1 ] 
f(z) = -114/11*z^3 + 136/11*z + 1
*
-1 | 0.10910122183157648794806596021865474753 | 0.022522090886323801577637202672617782044
f(z) = -114/13*z^3 + 127/13*z + 1
*
-1 | 0.10886782992884434932601658463568995965 | 0.022330958669250246162263888099068484446
f(z) = -114/17*z^3 + 131/17*z + 1
*
[ -1/2 ] 
f(z) = -113*z^3 + 125/4*z + 1
*
[ -1/2 ] 
f(z) = -113/2*z^3 + 137/8*z + 1
*
[ -1 ] 
f(z) = -113/4*z^3 + 121/4*z + 1
*
[ -1 ] 
f(z) = -113/5*z^3 + 123/5*z + 1
*
[ -1 ] 
f(z) = -113/6*z^3 + 125/6*z + 1
*
-1 | 0.10927577490094742653565373294398226459 | 0.022825266501127474592479569672858870712
f(z) = -113/7*z^3 + 120/7*z + 1
*
[ -1 ] 
f(z) = -113/7*z^3 + 127/7*z + 1
*
-1 | 0.10066173716918510481240670556611889623 | 0.020989602488292104213290955116074419760
f(z) = -113/8*z^3 + 121/8*z + 1
*
[ -1 ] 
f(z) = -113/8*z^3 + 129/8*z + 1
*
-1 | 0.095599043736259643869757311735683911043 | 0.019899797033792507922349658953654062932
f(z) = -113/9*z^3 + 122/9*z + 1
*
[ -1 ] 
f(z) = -113/9*z^3 + 131/9*z + 1
*
-1 | 0.096268858318745474512365725990388285970 | 0.020005230724643585811615354104719734692
f(z) = -113/10*z^3 + 123/10*z + 1
*
[ -1 ] 
f(z) = -113/10*z^3 + 133/10*z + 1
*
-1 | 0.10904738251022415329063058456173639538 | 0.022622616755072612895465229599784724465
f(z) = -113/11*z^3 + 124/11*z + 1
*
[ -1 ] 
f(z) = -113/11*z^3 + 135/11*z + 1
*
-1 | 0.080088539543156573481664752637318453407 | 0.016587269158674024122179102884900974706
f(z) = -113/12*z^3 + 125/12*z + 1
*
[ -1 ] 
f(z) = -113/12*z^3 + 137/12*z + 1
*
-1 | 0.10893141748191773751022643405161307180 | 0.022523794017330561103715057929448598710
f(z) = -113/13*z^3 + 126/13*z + 1
*
[ -1 ] 
f(z) = -113/13*z^3 + 139/13*z + 1
*
-1 | 0.096037572685126858921475014142439864883 | 0.019825322798450468207362122135219474637
f(z) = -113/14*z^3 + 127/14*z + 1
*
-1 | 0.088470594061170334258037476255646845214 | 0.018233726759507288368141063460429701882
f(z) = -113/15*z^3 + 128/15*z + 1
*
-1 | 0.10019779987018727349838642407790983680 | 0.020617627087880993997716240176859225865
f(z) = -113/16*z^3 + 129/16*z + 1
*
-1 | 0.10869579535458591816039748655770253153 | 0.022330770631610509019404529026817270442
f(z) = -113/17*z^3 + 130/17*z + 1
*
-1 | 0.082236923327745313623483908839772630750 | 0.016868429701579117588803135644995143617
f(z) = -113/18*z^3 + 131/18*z + 1
*
-1 | 0.10857607281795356473132340300563613418 | 0.022236427882874658112590022767366313278
f(z) = -113/19*z^3 + 132/19*z + 1
*
[ -1/12 ] 
f(z) = -112*z^3 + 124/9*z + 1
*
-1/2 | 0.076768840294960684463512659042975561455 | 0.012575174518169852019294691327137688554
f(z) = -112/3*z^3 + 139/12*z + 1
*
[ -1 ] 
f(z) = -112/5*z^3 + 122/5*z + 1
*
-1 | 0.095429844618086516289127102463666168158 | 0.019898668157162431580048466992645032869
f(z) = -112/9*z^3 + 121/9*z + 1
*
[ -1 ] 
f(z) = -112/9*z^3 + 130/9*z + 1
*
-1 | 0.10887710567253764385759888774387017446 | 0.022625298124953400086507600679872977360
f(z) = -112/11*z^3 + 123/11*z + 1
*
[ -1 ] 
f(z) = -112/11*z^3 + 134/11*z + 1
*
-1 | 0.10876004007853959489736257221163849812 | 0.022525470794966718990959543079468742817
f(z) = -112/13*z^3 + 125/13*z + 1
*
[ -1 ] 
f(z) = -112/13*z^3 + 138/13*z + 1
*
-1 | 0.10852214463569334395870124992507863687 | 0.022330521346522538954612179856211189538
f(z) = -112/17*z^3 + 129/17*z + 1
*
-1 | 0.10840124740441174118143789957486449240 | 0.022235253307292457594771786949386523404
f(z) = -112/19*z^3 + 131/19*z + 1
*
[ -1/6 ] 
f(z) = -111*z^3 + 121/12*z + 1
*
[ -1/2 ] 
f(z) = -111*z^3 + 123/4*z + 1
*
[ -1/2 ] 
f(z) = -111/2*z^3 + 135/8*z + 1
*
[ -1 ] 
f(z) = -111/5*z^3 + 121/5*z + 1
*
[ -1 ] 
f(z) = -111/7*z^3 + 125/7*z + 1
*
[ -1 ] 
f(z) = -111/8*z^3 + 127/8*z + 1
*
-1 | 0.095927816872504403285449131330208163587 | 0.020002503437223838894556723128618367134
f(z) = -111/10*z^3 + 121/10*z + 1
*
[ -1 ] 
f(z) = -111/10*z^3 + 131/10*z + 1
*
-1 | 0.10870524743930294633577642110236656238 | 0.022627970699353755458367612724102514184
f(z) = -111/11*z^3 + 122/11*z + 1
*
[ -1 ] 
f(z) = -111/11*z^3 + 133/11*z + 1
*
-1 | 0.10858706017177235078574912639272034614 | 0.022527119773789109115176972491749139435
f(z) = -111/13*z^3 + 124/13*z + 1
*
[ -1 ] 
f(z) = -111/13*z^3 + 137/13*z + 1
*
-1 | 0.095691434162600455721206652359560561637 | 0.019818810327778252054935818923690133422
f(z) = -111/14*z^3 + 125/14*z + 1
*
[ -1 ] 
f(z) = -111/14*z^3 + 139/14*z + 1
*
-1 | 0.099850018242532892361265024671424281687 | 0.020612337314892931521997993992197806679
f(z) = -111/16*z^3 + 127/16*z + 1
*
-1 | 0.10834684705985483497522995729588051598 | 0.022330208421315362268259424805822980399
f(z) = -111/17*z^3 + 128/17*z + 1
*
-1 | 0.10822475181037614714017948083786134065 | 0.022233998117927388982269948584822134260
f(z) = -111/19*z^3 + 130/19*z + 1
*
[ -1/10 ] 
f(z) = -110*z^3 + 121/10*z + 1
*
[ -1 ] 
f(z) = -110/7*z^3 + 124/7*z + 1
*
[ -1 ] 
f(z) = -110/9*z^3 + 128/9*z + 1
*
-1 | 0.10841244747618720299477220725407594774 | 0.022528739439326219720725539059946582853
f(z) = -110/13*z^3 + 123/13*z + 1
*
[ -1 ] 
f(z) = -110/13*z^3 + 136/13*z + 1
*
-1 | 0.10816987102912237672736056619277910721 | 0.022329829360121066111559863464272194185
f(z) = -110/17*z^3 + 127/17*z + 1
*
-1 | 0.10804655373507337401368391604276802483 | 0.022232659359052996294248199665591395330
f(z) = -110/19*z^3 + 129/19*z + 1
*
[ -1/2 ] 
f(z) = -109*z^3 + 121/4*z + 1
*
[ -1/2 ] 
f(z) = -109/2*z^3 + 133/8*z + 1
*
[ -1 ] 
f(z) = -109/6*z^3 + 121/6*z + 1
*
[ -1 ] 
f(z) = -109/7*z^3 + 123/7*z + 1
*
[ -1 ] 
f(z) = -109/8*z^3 + 125/8*z + 1
*
[ -1 ] 
f(z) = -109/9*z^3 + 127/9*z + 1
*
[ -1 ] 
f(z) = -109/10*z^3 + 129/10*z + 1
*
-1 | 0.10835666725529358362267456428834610520 | 0.022633285460734130158514789880727872625
f(z) = -109/11*z^3 + 120/11*z + 1
*
[ -1 ] 
f(z) = -109/11*z^3 + 131/11*z + 1
*
-1 | 0.079394537146395298042064519083764171623 | 0.016555046846091194621425263556438467450
f(z) = -109/12*z^3 + 121/12*z + 1
*
[ -1 ] 
f(z) = -109/12*z^3 + 133/12*z + 1
*
-1 | 0.10823617083863279444556244263511942934 | 0.022530328204389165355205432196564440181
f(z) = -109/13*z^3 + 122/13*z + 1
*
[ -1 ] 
f(z) = -109/13*z^3 + 135/13*z + 1
*
-1 | 0.095339371218800993644852295068781303907 | 0.019812077879427507765350368753091905930
f(z) = -109/14*z^3 + 123/14*z + 1
*
[ -1 ] 
f(z) = -109/14*z^3 + 137/14*z + 1
*
-1 | 0.087770716733758440587138915037141920737 | 0.018208628591334487538922952969648035418
f(z) = -109/15*z^3 + 124/15*z + 1
*
[ -1 ] 
f(z) = -109/15*z^3 + 139/15*z + 1
*
-1 | 0.099495568716352391401421343247469944230 | 0.020606690892448724399614947161906148892
f(z) = -109/16*z^3 + 125/16*z + 1
*
-1 | 0.10799118402545802286487190431933906888 | 0.022329381558638221288628763565819184819
f(z) = -109/17*z^3 + 126/17*z + 1
*
-1 | 0.081530557076812679632554196756265523285 | 0.016830596263452058396811104673449146240
f(z) = -109/18*z^3 + 127/18*z + 1
*
-1 | 0.10786661992906864325555780831665956945 | 0.022231233949874565919552217243680874815
f(z) = -109/19*z^3 + 128/19*z + 1
*
-2/9 | 0.19296207334369852138019582273331119699 | 0.026923545913619826981276366051660826594
f(z) = -108*z^3 + 127/12*z + 1
*
[ -2/3 ] 
f(z) = -108/5*z^3 + 121/10*z + 1
*
-1/6 | 0.15654932574819914471631811623363386298 | 0.027081174821288007644968129193019943622
f(z) = -108/5*z^3 + 124/15*z + 1
*
[ -1 ] 
f(z) = -108/7*z^3 + 122/7*z + 1
*
[ -2/3 ] 
f(z) = -108/7*z^3 + 131/14*z + 1
*
[ -1 ] 
f(z) = -108/11*z^3 + 130/11*z + 1
*
-1 | 0.10805819820472709880948067733959048835 | 0.022531884405156271809628433181121118202
f(z) = -108/13*z^3 + 121/13*z + 1
*
[ -1 ] 
f(z) = -108/13*z^3 + 134/13*z + 1
*
[ -1/6 ] 
f(z) = -108/17*z^3 + 122/17*z + 1
*
-1 | 0.10781075257458466587501953503886657630 | 0.022328862298584021303612166060227711219
f(z) = -108/17*z^3 + 125/17*z + 1
*
-1 | 0.10768491615664757837533987940400208596 | 0.022229718678221426435471043710569602771
f(z) = -108/19*z^3 + 127/19*z + 1
*
[ -1/6 ] 
f(z) = -108/19*z^3 + 136/19*z + 1
*
[ -1/2 ] 
f(z) = -107/2*z^3 + 131/8*z + 1
*
[ -1 ] 
f(z) = -107/7*z^3 + 121/7*z + 1
*
[ -1 ] 
f(z) = -107/8*z^3 + 123/8*z + 1
*
[ -1 ] 
f(z) = -107/9*z^3 + 125/9*z + 1
*
[ -1 ] 
f(z) = -107/10*z^3 + 127/10*z + 1
*
[ -1 ] 
f(z) = -107/11*z^3 + 129/11*z + 1
*
[ -1 ] 
f(z) = -107/12*z^3 + 131/12*z + 1
*
-1 | 0.10787849658371409224288608601676302377 | 0.022533406297015380232806109757577432278
f(z) = -107/13*z^3 + 120/13*z + 1
*
[ -1 ] 
f(z) = -107/13*z^3 + 133/13*z + 1
*
-1 | 0.094980476124423627389116675671508942057 | 0.019804967548390958659774325329433453656
f(z) = -107/14*z^3 + 121/14*z + 1
*
[ -1 ] 
f(z) = -107/14*z^3 + 135/14*z + 1
*
-1 | 0.087409553341959457833529494581110827104 | 0.018195081272133119149660166522921648570
f(z) = -107/15*z^3 + 122/15*z + 1
*
[ -1 ] 
f(z) = -107/15*z^3 + 137/15*z + 1
*
-1 | 0.099134190131559939043227436131284027571 | 0.020600663401618139290605186834743642562
f(z) = -107/16*z^3 + 123/16*z + 1
*
[ -1 ] 
f(z) = -107/16*z^3 + 139/16*z + 1
*
-1 | 0.10762854220803994269412430312366329827 | 0.022328268741813740289044212327859152169
f(z) = -107/17*z^3 + 124/17*z + 1
*
-1 | 0.081166637300563320311179239959460903135 | 0.016810555758523085885716720820321134085
f(z) = -107/18*z^3 + 125/18*z + 1
*
-1 | 0.10750140715630940765817349066907185174 | 0.022228110193864255250231720934972335776
f(z) = -107/19*z^3 + 126/19*z + 1
*
[ -1 ] 
f(z) = -106/7*z^3 + 120/7*z + 1
*
[ -1 ] 
f(z) = -106/9*z^3 + 124/9*z + 1
*
[ -1 ] 
f(z) = -106/11*z^3 + 128/11*z + 1
*
[ -1 ] 
f(z) = -106/13*z^3 + 132/13*z + 1
*
-1 | 0.087227857077907811059908857194735041781 | 0.018188420918006133015978621487046831555
f(z) = -106/15*z^3 + 121/15*z + 1
*
[ -1 ] 
f(z) = -106/15*z^3 + 136/15*z + 1
*
-1 | 0.10744451742332477595075807412572777457 | 0.022327597924084433348076359471458582374
f(z) = -106/17*z^3 + 123/17*z + 1
*
-1 | 0.10731605659925634052252028485158131551 | 0.022226405001431511846369267214882727256
f(z) = -106/19*z^3 + 125/19*z + 1
*
[ -2/7 ] 
f(z) = -105/2*z^3 + 123/14*z + 1
*
[ -1/7 ] 
f(z) = -105/2*z^3 + 127/14*z + 1
*
[ -1/2 ] 
f(z) = -105/2*z^3 + 129/8*z + 1
*
[ 2/3 ] 
f(z) = -105/2*z^3 + 137/6*z + 1
*
[ -1 ] 
f(z) = -105/8*z^3 + 121/8*z + 1
*
[ -2/15 ] 
f(z) = -105/8*z^3 + 131/15*z + 1
*
[ -1 ] 
f(z) = -105/11*z^3 + 127/11*z + 1
*
[ -1 ] 
f(z) = -105/13*z^3 + 131/13*z + 1
*
-1 | 0.098765605647810978068769693687789122345 | 0.020594228356885330952252863375289227995
f(z) = -105/16*z^3 + 121/16*z + 1
*
-4/3 | 0.10460799173943666468298825240801155770 | 0.016587920282506845606792884229487640869
f(z) = -105/16*z^3 + 137/12*z + 1
*
[ -1 ] 
f(z) = -105/16*z^3 + 137/16*z + 1
*
-1 | 0.10725864164203031280764115247199059918 | 0.022326846748437974995290892985509417372
f(z) = -105/17*z^3 + 122/17*z + 1
*
[ -1 ] 
f(z) = -105/17*z^3 + 139/17*z + 1
*
-1 | 0.10712882704575554581947742752021072649 | 0.022224599452897072382092088035278348037
f(z) = -105/19*z^3 + 124/19*z + 1
*
[ -3/4 ] 
f(z) = -104/3*z^3 + 131/6*z + 1
*
[ -1 ] 
f(z) = -104/9*z^3 + 122/9*z + 1
*
[ -1 ] 
f(z) = -104/11*z^3 + 126/11*z + 1
*
[ -1 ] 
f(z) = -104/15*z^3 + 134/15*z + 1
*
-1 | 0.10707087716581864581470008853732717448 | 0.022326011978176540054331351462720882116
f(z) = -104/17*z^3 + 121/17*z + 1
*
[ -1 ] 
f(z) = -104/17*z^3 + 138/17*z + 1
*
-1 | 0.10693967989924115109669184391844789250 | 0.022222689739608912519703737408027852948
f(z) = -104/19*z^3 + 123/19*z + 1
*
[ -1/3 ] 
f(z) = -103*z^3 + 139/9*z + 1
*
[ -1/2 ] 
f(z) = -103/2*z^3 + 127/8*z + 1
*
[ -1/2 ] 
f(z) = -103/3*z^3 + 139/12*z + 1
*
[ -1 ] 
f(z) = -103/9*z^3 + 121/9*z + 1
*
[ -1 ] 
f(z) = -103/10*z^3 + 123/10*z + 1
*
[ -1 ] 
f(z) = -103/11*z^3 + 125/11*z + 1
*
[ -1 ] 
f(z) = -103/12*z^3 + 127/12*z + 1
*
[ -1 ] 
f(z) = -103/13*z^3 + 129/13*z + 1
*
[ -1 ] 
f(z) = -103/14*z^3 + 131/14*z + 1
*
[ -1 ] 
f(z) = -103/15*z^3 + 133/15*z + 1
*
[ -1 ] 
f(z) = -103/16*z^3 + 135/16*z + 1
*
-1 | 0.10688118513012362375488570382890878445 | 0.022325090229401460212432843740848133203
f(z) = -103/17*z^3 + 120/17*z + 1
*
[ -1 ] 
f(z) = -103/17*z^3 + 137/17*z + 1
*
-1 | 0.080416559416026061145250160073777968195 | 0.016768155041687671132402095931762557202
f(z) = -103/18*z^3 + 121/18*z + 1
*
[ -1 ] 
f(z) = -103/18*z^3 + 139/18*z + 1
*
-1 | 0.10674857535801391174028153837466946053 | 0.022220671883826256268696071291037385848
f(z) = -103/19*z^3 + 122/19*z + 1
*
[ -1 ] 
f(z) = -102/11*z^3 + 124/11*z + 1
*
[ -1 ] 
f(z) = -102/13*z^3 + 128/13*z + 1
*
-1 | 0.10655547236438559469872810771279467990 | 0.022218541729729957989731817758524274587
f(z) = -102/19*z^3 + 121/19*z + 1
*
[ -1/3 ] 
f(z) = -101*z^3 + 137/9*z + 1
*
[ -1/2 ] 
f(z) = -101/2*z^3 + 125/8*z + 1
*
[ -1/2 ] 
f(z) = -101/3*z^3 + 137/12*z + 1
*
[ -1 ] 
f(z) = -101/10*z^3 + 121/10*z + 1
*
[ -1 ] 
f(z) = -101/11*z^3 + 123/11*z + 1
*
[ -1 ] 
f(z) = -101/12*z^3 + 125/12*z + 1
*
[ -1 ] 
f(z) = -101/13*z^3 + 127/13*z + 1
*
[ -1 ] 
f(z) = -101/14*z^3 + 129/14*z + 1
*
[ -1 ] 
f(z) = -101/15*z^3 + 131/15*z + 1
*
[ -1 ] 
f(z) = -101/16*z^3 + 133/16*z + 1
*
[ -1 ] 
f(z) = -101/17*z^3 + 135/17*z + 1
*
[ -1 ] 
f(z) = -101/18*z^3 + 137/18*z + 1
*
-1 | 0.10636032855110360196413242896308716477 | 0.022216294933867989845626239319938109397
f(z) = -101/19*z^3 + 120/19*z + 1
*
[ -1 ] 
f(z) = -101/19*z^3 + 139/19*z + 1
*
[ -1/3 ] 
f(z) = -120/7*z^3 + 124/21*z + 1
*
-1/6 | 0.17263439257334575343553835220987040558 | 0.029329143972131584726563385632503269288
f(z) = -120/7*z^3 + 136/21*z + 1
*
[ -1/4 ] 
f(z) = -120/11*z^3 + 125/22*z + 1
*
[ 3/7 ] 
f(z) = -119/3*z^3 + 125/21*z + 1
*
[ -3/7 ] 
f(z) = -119/9*z^3 + 121/21*z + 1
*
[ -1/2 ] 
f(z) = -118/11*z^3 + 125/22*z + 1
*
[ -1/2 ] 
f(z) = -118/13*z^3 + 137/26*z + 1
*
[ -1/4 ] 
f(z) = -116/5*z^3 + 129/20*z + 1
*
[ 2/5 ] 
f(z) = -115/3*z^3 + 139/30*z + 1
*
3/5 | 0.080651531813813932045574443028781457226 | 0.012692293853836331816222613922649412471
f(z) = -115/6*z^3 + 137/30*z + 1
*
[ -4/5 ] 
f(z) = -115/16*z^3 + 137/20*z + 1
*
-1/3 | 0.16286936456083104483750984130155619552 | 0.024949512024450557530937213944351557298
f(z) = -114/5*z^3 + 121/30*z + 1
*
[ -1/3 ] 
f(z) = -114/7*z^3 + 122/21*z + 1
*
[ -1/2 ] 
f(z) = -114/11*z^3 + 123/22*z + 1
*
[ -1/2 ] 
f(z) = -114/13*z^3 + 135/26*z + 1
*
[ -3/14 ] 
f(z) = -112/9*z^3 + 131/21*z + 1
*
-1/2 | 0.14822057277485981051632126744674367880 | 0.024279376406696984356509415921216456907
f(z) = -112/9*z^3 + 139/36*z + 1
*
[ -1/3 ] 
f(z) = -111/7*z^3 + 121/21*z + 1
*
[ -1/3 ] 
f(z) = -111/8*z^3 + 133/24*z + 1
*
[ 2/3 ] 
f(z) = -111/10*z^3 + 133/30*z + 1
*
[ 2/5 ] 
f(z) = -110/3*z^3 + 131/30*z + 1
*
[ -1/2 ] 
f(z) = -110/13*z^3 + 133/26*z + 1
*
-2/3 | 0.20437948649822964579559415208313259223 | 0.029669352786502450729120473473521356152
f(z) = -109/16*z^3 + 127/36*z + 1
*
[ -1/4 ] 
f(z) = -108/5*z^3 + 127/20*z + 1
*
-1/3 | 0.16722337469289591780433914785728030560 | 0.027556303074201779281557882359242215927
f(z) = -108/5*z^3 + 133/20*z + 1
*
[ -7/18 ] 
f(z) = -108/7*z^3 + 124/21*z + 1
*
[ 7/12 ] 
f(z) = -108/7*z^3 + 127/28*z + 1
*
13/18 | 0.15420296973706976539391554906054159189 | 0.026675283086994762604770098043023130857
f(z) = -108/13*z^3 + 121/39*z + 1
*
-2/3 | 0.20267395417043425675922218912878256601 | 0.029501074012376218432532057197750368127
f(z) = -107/16*z^3 + 125/36*z + 1
*
[ -1/2 ] 
f(z) = -106/13*z^3 + 131/26*z + 1
*
-1/5 | 0.18051448143096269628670265354341024174 | 0.028820533816138128902087129602133339356
f(z) = -105/4*z^3 + 121/20*z + 1
*
-2/7 | 0.22662966381300298647923983811656148599 | 0.029438224395301163336815292327892971037
f(z) = -105/8*z^3 + 124/21*z + 1
*
[ -1/3 ] 
f(z) = -105/8*z^3 + 131/24*z + 1
*
-10/21 | 0.22299828494269283955392949698107801042 | 0.028966523805669825630964172699082880321
f(z) = -105/8*z^3 + 136/21*z + 1
*
[ -4/5 ] 
f(z) = -105/16*z^3 + 129/20*z + 1
*
[ -4/7 ] 
f(z) = -105/16*z^3 + 137/28*z + 1
*
[ -3/8 ] 
f(z) = -104/9*z^3 + 127/24*z + 1
*
[ -1/4 ] 
f(z) = -104/11*z^3 + 123/22*z + 1
*
-3/4 | 0.13889515421479813762921442277344720042 | 0.026022325675392753093088177415412276954
f(z) = -104/15*z^3 + 127/30*z + 1
*
[ -2/5 ] 
f(z) = -103/8*z^3 + 139/25*z + 1
*
[ -1/2 ] 
f(z) = -102/13*z^3 + 129/26*z + 1
*
[ -2/5 ] 
f(z) = -101/8*z^3 + 138/25*z + 1
*
[ 2/3 ] 
f(z) = -111/14*z^3 + 127/42*z + 1
*
5/8 | 0.15745873836089566204957917521034684415 | 0.025792640694991534953669305199001025722
f(z) = -112/15*z^3 + 127/60*z + 1
*
[ 5/8 ] 
f(z) = -112/15*z^3 + 139/60*z + 1
*
4/7 | 0.088792974717021291515334014580642650387 | 0.011533827789652315529622722571933621420
f(z) = -105/16*z^3 + 131/84*z + 1
*
-3/10 | 0.11499913335942158261521278855246375673 | 0.016219730198006180702388035636593375320
f(z) = -120*z^3 + 143/10*z + 1
*
-1/6 | 0.11798188121266548027979396935032267836 | 0.015740273631438879926670559346708918906
f(z) = -120*z^3 + 152/15*z + 1
*
-1/5 | 0.22240203073813044588131687364476964786 | 0.029671240906015095764666857794959982046
f(z) = -120*z^3 + 157/15*z + 1
*
-1/15 | 0.10826223215729263872651594225656238680 | 0.014443549641614064999767809923736663384
f(z) = -120*z^3 + 158/15*z + 1
*
[ -1 ] 
f(z) = -120/11*z^3 + 142/11*z + 1
*
[ -1 ] 
f(z) = -120/13*z^3 + 146/13*z + 1
*
[ -1 ] 
f(z) = -120/17*z^3 + 154/17*z + 1
*
[ -1 ] 
f(z) = -120/19*z^3 + 158/19*z + 1
*
[ -1/3 ] 
f(z) = -119*z^3 + 155/9*z + 1
*
[ -1/2 ] 
f(z) = -119/2*z^3 + 143/8*z + 1
*
[ -1/2 ] 
f(z) = -119/3*z^3 + 155/12*z + 1
*
[ -1 ] 
f(z) = -119/11*z^3 + 141/11*z + 1
*
[ -1 ] 
f(z) = -119/12*z^3 + 143/12*z + 1
*
[ -1 ] 
f(z) = -119/13*z^3 + 145/13*z + 1
*
[ -1 ] 
f(z) = -119/15*z^3 + 149/15*z + 1
*
[ -1 ] 
f(z) = -119/16*z^3 + 151/16*z + 1
*
[ -1 ] 
f(z) = -119/18*z^3 + 155/18*z + 1
*
[ -1 ] 
f(z) = -119/19*z^3 + 157/19*z + 1
*
[ -1/3 ] 
f(z) = -118*z^3 + 154/9*z + 1
*
[ -1 ] 
f(z) = -118/11*z^3 + 140/11*z + 1
*
[ -1 ] 
f(z) = -118/13*z^3 + 144/13*z + 1
*
[ -1 ] 
f(z) = -118/15*z^3 + 148/15*z + 1
*
[ -1 ] 
f(z) = -118/17*z^3 + 152/17*z + 1
*
[ -1 ] 
f(z) = -118/19*z^3 + 156/19*z + 1
*
[ -1/2 ] 
f(z) = -117/2*z^3 + 141/8*z + 1
*
[ -2/9 ] 
f(z) = -117/2*z^3 + 151/18*z + 1
*
[ -1 ] 
f(z) = -117/14*z^3 + 145/14*z + 1
*
[ -1 ] 
f(z) = -117/16*z^3 + 149/16*z + 1
*
[ -1 ] 
f(z) = -117/17*z^3 + 151/17*z + 1
*
[ -1 ] 
f(z) = -117/19*z^3 + 155/19*z + 1
*
[ -1/3 ] 
f(z) = -116*z^3 + 152/9*z + 1
*
[ -1 ] 
f(z) = -116/13*z^3 + 142/13*z + 1
*
[ -1 ] 
f(z) = -116/15*z^3 + 146/15*z + 1
*
[ -1 ] 
f(z) = -116/17*z^3 + 150/17*z + 1
*
[ -1 ] 
f(z) = -116/19*z^3 + 154/19*z + 1
*
[ -1/3 ] 
f(z) = -115*z^3 + 151/9*z + 1
*
[ -1/2 ] 
f(z) = -115/3*z^3 + 151/12*z + 1
*
[ -1 ] 
f(z) = -115/13*z^3 + 141/13*z + 1
*
[ -1 ] 
f(z) = -115/14*z^3 + 143/14*z + 1
*
[ -1 ] 
f(z) = -115/16*z^3 + 147/16*z + 1
*
[ -1 ] 
f(z) = -115/17*z^3 + 149/17*z + 1
*
[ -1 ] 
f(z) = -115/18*z^3 + 151/18*z + 1
*
[ -1 ] 
f(z) = -115/19*z^3 + 153/19*z + 1
*
[ -1 ] 
f(z) = -114/13*z^3 + 140/13*z + 1
*
[ -1 ] 
f(z) = -114/17*z^3 + 148/17*z + 1
*
[ -1/3 ] 
f(z) = -113*z^3 + 149/9*z + 1
*
[ -1/2 ] 
f(z) = -113/3*z^3 + 149/12*z + 1
*
[ -1 ] 
f(z) = -113/14*z^3 + 141/14*z + 1
*
[ -1 ] 
f(z) = -113/15*z^3 + 143/15*z + 1
*
[ -1 ] 
f(z) = -113/16*z^3 + 145/16*z + 1
*
[ -1 ] 
f(z) = -113/17*z^3 + 147/17*z + 1
*
[ -1 ] 
f(z) = -113/18*z^3 + 149/18*z + 1
*
[ -1 ] 
f(z) = -113/19*z^3 + 151/19*z + 1
*
[ -1/3 ] 
f(z) = -112*z^3 + 148/9*z + 1
*
-1/8 | 0.11330342011535138349476133165810005530 | 0.018559747366010276649884096991936052228
f(z) = -112/3*z^3 + 151/12*z + 1
*
[ -1 ] 
f(z) = -112/15*z^3 + 142/15*z + 1
*
[ -1 ] 
f(z) = -112/17*z^3 + 146/17*z + 1
*
[ -1 ] 
f(z) = -112/19*z^3 + 150/19*z + 1
*
[ 2/3 ] 
f(z) = -111/2*z^3 + 145/6*z + 1
*
[ -1/2 ] 
f(z) = -111/4*z^3 + 159/16*z + 1
*
0 | 0.17117941719201253101117402434086931223 | 0.029472317094029987673098879311150019033
f(z) = -111/10*z^3 + 149/15*z + 1
*
[ -1 ] 
f(z) = -111/16*z^3 + 143/16*z + 1
*
-4/3 | 0.15883309446281883793290806710835024753 | 0.024961872221567307314468801047223830304
f(z) = -111/16*z^3 + 145/12*z + 1
*
[ 4/3 ] 
f(z) = -111/16*z^3 + 151/12*z + 1
*
[ -1 ] 
f(z) = -111/17*z^3 + 145/17*z + 1
*
[ -1 ] 
f(z) = -111/19*z^3 + 149/19*z + 1
*
[ -1/11 ] 
f(z) = -110*z^3 + 142/11*z + 1
*
[ -1/3 ] 
f(z) = -110*z^3 + 146/9*z + 1
*
[ -1 ] 
f(z) = -110/17*z^3 + 144/17*z + 1
*
[ -1 ] 
f(z) = -110/19*z^3 + 148/19*z + 1
*
[ -1/3 ] 
f(z) = -109*z^3 + 145/9*z + 1
*
[ -1/2 ] 
f(z) = -109/3*z^3 + 145/12*z + 1
*
[ -1/2 ] 
f(z) = -109/4*z^3 + 157/16*z + 1
*
[ -1 ] 
f(z) = -109/16*z^3 + 141/16*z + 1
*
[ -1 ] 
f(z) = -109/17*z^3 + 143/17*z + 1
*
[ -1 ] 
f(z) = -109/18*z^3 + 145/18*z + 1
*
[ -1 ] 
f(z) = -109/19*z^3 + 147/19*z + 1
*
-1/9 | 0.18684356872589362571231751597184230641 | 0.026069845302169879497654753613372631240
f(z) = -108*z^3 + 145/12*z + 1
*
[ -5/9 ] 
f(z) = -108/5*z^3 + 142/15*z + 1
*
[ -1/9 ] 
f(z) = -108/5*z^3 + 154/15*z + 1
*
[ 7/6 ] 
f(z) = -108/7*z^3 + 148/7*z + 1
*
[ -1 ] 
f(z) = -108/17*z^3 + 142/17*z + 1
*
[ -1 ] 
f(z) = -108/19*z^3 + 146/19*z + 1
*
[ -1/3 ] 
f(z) = -107*z^3 + 143/9*z + 1
*
[ -1/2 ] 
f(z) = -107/3*z^3 + 143/12*z + 1
*
[ -1/2 ] 
f(z) = -107/4*z^3 + 155/16*z + 1
*
[ -1 ] 
f(z) = -107/17*z^3 + 141/17*z + 1
*
[ -1 ] 
f(z) = -107/18*z^3 + 143/18*z + 1
*
[ -1 ] 
f(z) = -107/19*z^3 + 145/19*z + 1
*
[ -1/3 ] 
f(z) = -106*z^3 + 142/9*z + 1
*
[ -1 ] 
f(z) = -106/17*z^3 + 140/17*z + 1
*
[ -1 ] 
f(z) = -106/19*z^3 + 144/19*z + 1
*
-1/5 | 0.11448195600814959347447952887945218884 | 0.015550365652295931293278575309497723881
f(z) = -105*z^3 + 148/15*z + 1
*
[ 2/5 ] 
f(z) = -105*z^3 + 153/10*z + 1
*
-1/15 | 0.19738799920182410035680869943274738372 | 0.026811697406226687440545481410155128055
f(z) = -105*z^3 + 157/15*z + 1
*
[ -2/3 ] 
f(z) = -105/2*z^3 + 155/6*z + 1
*
[ -1/2 ] 
f(z) = -105/4*z^3 + 153/16*z + 1
*
[ 4/3 ] 
f(z) = -105/16*z^3 + 143/12*z + 1
*
[ -1 ] 
f(z) = -105/19*z^3 + 143/19*z + 1
*
[ -1/3 ] 
f(z) = -104*z^3 + 140/9*z + 1
*
[ -1 ] 
f(z) = -104/19*z^3 + 142/19*z + 1
*
[ -1/2 ] 
f(z) = -103/4*z^3 + 151/16*z + 1
*
[ -1 ] 
f(z) = -103/19*z^3 + 141/19*z + 1
*
[ -1 ] 
f(z) = -102/19*z^3 + 140/19*z + 1
*
[ -1/2 ] 
f(z) = -101/4*z^3 + 149/16*z + 1
*
[ -1/6 ] 
f(z) = -120/7*z^3 + 157/21*z + 1
*
[ -1/4 ] 
f(z) = -120/13*z^3 + 145/26*z + 1
*
[ -2/5 ] 
f(z) = -119/8*z^3 + 147/25*z + 1
*
[ -2/7 ] 
f(z) = -119/16*z^3 + 143/28*z + 1
*
[ -4/7 ] 
f(z) = -119/16*z^3 + 145/28*z + 1
*
[ -1/2 ] 
f(z) = -118/15*z^3 + 149/30*z + 1
*
[ -1/6 ] 
f(z) = -117/5*z^3 + 153/20*z + 1
*
2/3 | 0.10112086618893691255849309554577572401 | 0.016446513395226806352943618338404248733
f(z) = -117/7*z^3 + 145/28*z + 1
*
[ -2/5 ] 
f(z) = -117/8*z^3 + 146/25*z + 1
*
[ -2/3 ] 
f(z) = -117/11*z^3 + 159/22*z + 1
*
[ -1/5 ] 
f(z) = -115/4*z^3 + 143/20*z + 1
*
[ -2/5 ] 
f(z) = -115/12*z^3 + 151/30*z + 1
*
[ -3/5 ] 
f(z) = -115/18*z^3 + 149/30*z + 1
*
[ -1/2 ] 
f(z) = -114/17*z^3 + 159/34*z + 1
*
[ -2/5 ] 
f(z) = -113/8*z^3 + 144/25*z + 1
*
-1/4 | 0.19890394235686262306355036499875425806 | 0.029845698508223382736016314813733594037
f(z) = -112/3*z^3 + 142/21*z + 1
*
[ -3/14 ] 
f(z) = -112/3*z^3 + 155/21*z + 1
*
0 | 0.15763963711261223087450135795969785755 | 0.029129702054068276080572512730214120864
f(z) = -112/15*z^3 + 149/30*z + 1
*
[ -2/5 ] 
f(z) = -111/8*z^3 + 143/25*z + 1
*
[ -1/3 ] 
f(z) = -111/10*z^3 + 157/30*z + 1
*
[ 3/4 ] 
f(z) = -110/9*z^3 + 157/24*z + 1
*
[ -1/2 ] 
f(z) = -110/17*z^3 + 157/34*z + 1
*
[ -2/5 ] 
f(z) = -109/8*z^3 + 142/25*z + 1
*
[ -5/12 ] 
f(z) = -108/5*z^3 + 143/20*z + 1
*
2/3 | 0.16384462238151583106652237403933427090 | 0.026999527307201277333291896398105844754
f(z) = -108/5*z^3 + 157/20*z + 1
*
[ -2/3 ] 
f(z) = -108/11*z^3 + 151/22*z + 1
*
[ 13/18 ] 
f(z) = -108/13*z^3 + 154/39*z + 1
*
[ -2/5 ] 
f(z) = -107/8*z^3 + 141/25*z + 1
*
[ 3/4 ] 
f(z) = -106/9*z^3 + 151/24*z + 1
*
[ -1/2 ] 
f(z) = -106/15*z^3 + 143/30*z + 1
*
[ -1/2 ] 
f(z) = -106/17*z^3 + 155/34*z + 1
*
[ -1/5 ] 
f(z) = -105/4*z^3 + 141/20*z + 1
*
-2/7 | 0.10784853334002610799347988726986189047 | 0.014009063384515543567894628747319977030
f(z) = -105/8*z^3 + 145/21*z + 1
*
[ -2/7 ] 
f(z) = -105/16*z^3 + 141/28*z + 1
*
0 | 0.15740126496220307162038802003767011441 | 0.029489487964648123248529132748559698059
f(z) = -104/17*z^3 + 157/34*z + 1
*
6/7 | 0.19150943175460020206338008319010138137 | 0.028477096464441598502379187902956794863
f(z) = -119/18*z^3 + 155/42*z + 1
*
-2/7 | 0.14879876669297909613033675022084232529 | 0.019328323618157604597510380390744309861
f(z) = -105/16*z^3 + 143/84*z + 1
*
-2/15 | 0.11788996031834876586165870748583180654 | 0.015728010222734761569278372608090551699
f(z) = -120*z^3 + 167/15*z + 1
*
-7/30 | 0.21450438943998080649471563610174398603 | 0.028617595771710502454855782550098409946
f(z) = -120*z^3 + 173/15*z + 1
*
[ 2/5 ] 
f(z) = -120*z^3 + 177/10*z + 1
*
[ -1/2 ] 
f(z) = -119/4*z^3 + 167/16*z + 1
*
[ -2/17 ] 
f(z) = -119/8*z^3 + 165/17*z + 1
*
[ 3/2 ] 
f(z) = -118/9*z^3 + 179/6*z + 1
*
[ -1/2 ] 
f(z) = -117/4*z^3 + 165/16*z + 1
*
[ -1/8 ] 
f(z) = -116*z^3 + 173/16*z + 1
*
[ 2/5 ] 
f(z) = -115*z^3 + 169/10*z + 1
*
[ -1/2 ] 
f(z) = -115/4*z^3 + 163/16*z + 1
*
[ -1/2 ] 
f(z) = -113/4*z^3 + 161/16*z + 1
*
[ 3/8 ] 
f(z) = -112*z^3 + 169/12*z + 1
*
[ 5/4 ] 
f(z) = -112/5*z^3 + 176/5*z + 1
*
[ 5/4 ] 
f(z) = -112/15*z^3 + 178/15*z + 1
*
[ -2/3 ] 
f(z) = -111/2*z^3 + 163/6*z + 1
*
[ -4/3 ] 
f(z) = -111/16*z^3 + 169/12*z + 1
*
[ 2/5 ] 
f(z) = -110*z^3 + 161/10*z + 1
*
[ 3/2 ] 
f(z) = -110/9*z^3 + 167/6*z + 1
*
[ -3/2 ] 
f(z) = -110/9*z^3 + 175/6*z + 1
*
-1/12 | 0.14362730693334342111837612189563678987 | 0.020039981565609148884797664066684262470
f(z) = -108*z^3 + 169/12*z + 1
*
[ -1/8 ] 
f(z) = -108*z^3 + 171/16*z + 1
*
-2/3 | 0.15062341474616758384022352541507543507 | 0.026056062569578058822452256653648466536
f(z) = -108/5*z^3 + 169/15*z + 1
*
[ -7/6 ] 
f(z) = -108/7*z^3 + 160/7*z + 1
*
[ -1/3 ] 
f(z) = -107/2*z^3 + 179/18*z + 1
*
[ -1/6 ] 
f(z) = -106*z^3 + 179/18*z + 1
*
[ 3/2 ] 
f(z) = -106/9*z^3 + 161/6*z + 1
*
[ -3/2 ] 
f(z) = -106/9*z^3 + 169/6*z + 1
*
-2/15 | 0.12385983837661950246782653180150983019 | 0.016824186479252669939185376774496740386
f(z) = -105*z^3 + 163/15*z + 1
*
-4/15 | 0.12267339676913614054690573287515018292 | 0.016663029197661930205096130059514955326
f(z) = -105*z^3 + 172/15*z + 1
*
[ -4/3 ] 
f(z) = -105/16*z^3 + 161/12*z + 1
*
[ -1/3 ] 
f(z) = -103/2*z^3 + 175/18*z + 1
*
[ -1/3 ] 
f(z) = -101/2*z^3 + 173/18*z + 1
*
[ -1/3 ] 
f(z) = -120/11*z^3 + 172/33*z + 1
*
-1/7 | 0.19917367568572009210077274925582128806 | 0.029616755288311872650966323940252478868
f(z) = -119/3*z^3 + 164/21*z + 1
*
[ -1/2 ] 
f(z) = -119/5*z^3 + 179/20*z + 1
*
[ -1/4 ] 
f(z) = -118/3*z^3 + 179/24*z + 1
*
[ 3/4 ] 
f(z) = -118/9*z^3 + 169/24*z + 1
*
[ -1/2 ] 
f(z) = -118/17*z^3 + 161/34*z + 1
*
[ -1/2 ] 
f(z) = -118/19*z^3 + 173/38*z + 1
*
[ 4/9 ] 
f(z) = -117/4*z^3 + 163/36*z + 1
*
[ -1/2 ] 
f(z) = -117/5*z^3 + 177/20*z + 1
*
[ -4/9 ] 
f(z) = -117/16*z^3 + 169/36*z + 1
*
[ -1/4 ] 
f(z) = -116/7*z^3 + 169/28*z + 1
*
-2/5 | 0.15182000849038868038942303670392534273 | 0.023892220238300476449690616773769885144
f(z) = -115/6*z^3 + 167/30*z + 1
*
-1/5 | 0.17771696330930670611886031479094621146 | 0.027967676129702806424983230978823513548
f(z) = -115/6*z^3 + 173/30*z + 1
*
[ 4/5 ] 
f(z) = -115/8*z^3 + 179/20*z + 1
*
[ -1/3 ] 
f(z) = -114/11*z^3 + 170/33*z + 1
*
0 | 0.15961244004633077701227692797143892979 | 0.029398098952316695798441287995895826483
f(z) = -114/17*z^3 + 177/34*z + 1
*
[ -1/2 ] 
f(z) = -113/5*z^3 + 173/20*z + 1
*
-1/4 | 0.12856337441597204702815880494205635056 | 0.019291039013870777631824627914302787453
f(z) = -112/3*z^3 + 163/21*z + 1
*
-5/28 | 0.16846410799584166382269536988662827818 | 0.025278176576710772228402147946660746742
f(z) = -112/3*z^3 + 172/21*z + 1
*
[ 5/8 ] 
f(z) = -112/5*z^3 + 163/20*z + 1
*
-3/4 | 0.12023863161677950738381243781695902419 | 0.018041904578428393404466586842337840001
f(z) = -112/9*z^3 + 178/21*z + 1
*
[ 3/4 ] 
f(z) = -112/11*z^3 + 178/33*z + 1
*
[ 3/4 ] 
f(z) = -112/13*z^3 + 176/39*z + 1
*
-1/2 | 0.15848024017260749490164117032823639757 | 0.029285034286062110294186943830669508078
f(z) = -112/15*z^3 + 161/30*z + 1
*
0 | 0.12509707550968492847483459348372064301 | 0.023116270781752868878154503993387391985
f(z) = -112/15*z^3 + 179/30*z + 1
*
[ -1/2 ] 
f(z) = -111/5*z^3 + 171/20*z + 1
*
[ -2/9 ] 
f(z) = -111/8*z^3 + 167/27*z + 1
*
[ -1/3 ] 
f(z) = -111/11*z^3 + 169/33*z + 1
*
-1/10 | 0.19260230787218593005413018753714582242 | 0.027502571410429361883464797486755727593
f(z) = -110/3*z^3 + 161/30*z + 1
*
[ -1/4 ] 
f(z) = -110/3*z^3 + 175/24*z + 1
*
[ -3/10 ] 
f(z) = -110/9*z^3 + 163/30*z + 1
*
0 | 0.15740241330381676499195193409411673604 | 0.029183033487409771257404674942283241579
f(z) = -110/17*z^3 + 169/34*z + 1
*
[ -1/2 ] 
f(z) = -110/19*z^3 + 169/38*z + 1
*
[ -1/2 ] 
f(z) = -109/5*z^3 + 169/20*z + 1
*
[ -1/4 ] 
f(z) = -108/7*z^3 + 167/28*z + 1
*
13/18 | 0.14899317935036825378079878386198943650 | 0.025774051200046490154575519500963135434
f(z) = -108/13*z^3 + 160/39*z + 1
*
[ -2/3 ] 
f(z) = -108/13*z^3 + 161/26*z + 1
*
[ -1/2 ] 
f(z) = -107/5*z^3 + 167/20*z + 1
*
[ -1/2 ] 
f(z) = -107/6*z^3 + 179/24*z + 1
*
[ -1/4 ] 
f(z) = -106/3*z^3 + 173/24*z + 1
*
0 | 0.098065512028077589629366950995790070087 | 0.018307464306468621181579181537163025472
f(z) = -106/15*z^3 + 167/30*z + 1
*
0 | 0.15740123755903577627355995168497113107 | 0.029384617270758616655035382529985085576
f(z) = -106/17*z^3 + 161/34*z + 1
*
[ -1/2 ] 
f(z) = -106/19*z^3 + 167/38*z + 1
*
-2/21 | 0.093095678476098709327260196114742130735 | 0.012092730612147520830730132846430469936
f(z) = -105*z^3 + 167/21*z + 1
*
-1/5 | 0.20731049133649226305971693049048504477 | 0.028159493917190706416536176675129070295
f(z) = -105/2*z^3 + 163/30*z + 1
*
-4/21 | 0.20569823461956535619311706061173575379 | 0.026719321233448523550971834892350349939
f(z) = -105/2*z^3 + 166/21*z + 1
*
[ 4/5 ] 
f(z) = -105/8*z^3 + 163/20*z + 1
*
[ -2/9 ] 
f(z) = -105/8*z^3 + 166/27*z + 1
*
6/7 | 0.22256087508221169648468174781232121444 | 0.028909706134898421235724849202811264243
f(z) = -105/8*z^3 + 178/21*z + 1
*
[ -1/3 ] 
f(z) = -105/11*z^3 + 167/33*z + 1
*
[ -1/2 ] 
f(z) = -103/5*z^3 + 163/20*z + 1
*
[ -1/2 ] 
f(z) = -103/6*z^3 + 175/24*z + 1
*
[ -1/3 ] 
f(z) = -102/11*z^3 + 166/33*z + 1
*
[ -1/2 ] 
f(z) = -102/19*z^3 + 165/38*z + 1
*
[ -1/2 ] 
f(z) = -101/5*z^3 + 161/20*z + 1
*
[ -1/2 ] 
f(z) = -101/6*z^3 + 173/24*z + 1
*
-5/12 | 0.13158668217017721551602763264763452668 | 0.020000251993718095023460971490833285213
f(z) = -120/7*z^3 + 167/42*z + 1
*
[ 3/4 ] 
f(z) = -112/17*z^3 + 172/51*z + 1
*
[ 3/4 ] 
f(z) = -112/19*z^3 + 170/57*z + 1
*
-1/3 | 0.13238066085437509576793619965312398685 | 0.023012427511284782279408581213319107487
f(z) = -105/16*z^3 + 179/48*z + 1
*
[ 2/3 ] 
f(z) = -103/12*z^3 + 179/54*z + 1
*
[ 2/3 ] 
f(z) = -101/12*z^3 + 175/54*z + 1
*
[ 3/5 ] 
f(z) = -115/12*z^3 + 167/60*z + 1
*
-3/8 | 0.16871144344629377726814561247806029070 | 0.027635898059655247902040126624415678041
f(z) = -112/15*z^3 + 163/60*z + 1
*
-4/21 | 0.20366236550830611380535136296518815211 | 0.026454870540064609707063500085724465560
f(z) = -105/16*z^3 + 167/84*z + 1
*
-4/15 | 0.21248538098936102490194110513299706193 | 0.028348234534626488009966130406302369163
f(z) = -120*z^3 + 188/15*z + 1
*
[ -2/7 ] 
f(z) = -119*z^3 + 199/14*z + 1
*
[ -1/4 ] 
f(z) = -119*z^3 + 199/16*z + 1
*
[ -1/3 ] 
f(z) = -119/2*z^3 + 191/18*z + 1
*
[ -1/6 ] 
f(z) = -118*z^3 + 185/18*z + 1
*
[ -3/2 ] 
f(z) = -118/9*z^3 + 187/6*z + 1
*
[ -1/13 ] 
f(z) = -117*z^3 + 191/13*z + 1
*
[ -1/4 ] 
f(z) = -117*z^3 + 197/16*z + 1
*
[ -1/9 ] 
f(z) = -117/2*z^3 + 193/18*z + 1
*
[ -1/4 ] 
f(z) = -115*z^3 + 195/16*z + 1
*
[ -1/3 ] 
f(z) = -115/2*z^3 + 187/18*z + 1
*
[ 3/5 ] 
f(z) = -115/3*z^3 + 197/15*z + 1
*
[ -1/4 ] 
f(z) = -113*z^3 + 193/16*z + 1
*
[ -1/3 ] 
f(z) = -113/2*z^3 + 185/18*z + 1
*
[ 3/4 ] 
f(z) = -112*z^3 + 188/3*z + 1
*
[ -2/7 ] 
f(z) = -112*z^3 + 191/14*z + 1
*
[ -3/4 ] 
f(z) = -112*z^3 + 196/3*z + 1
*
[ -5/4 ] 
f(z) = -112/5*z^3 + 184/5*z + 1
*
[ 3/4 ] 
f(z) = -112/5*z^3 + 184/15*z + 1
*
-5/4 | 0.11293351261982243285035519803263561363 | 0.021588829613660024953299842422105236080
f(z) = -112/15*z^3 + 187/15*z + 1
*
[ -1/4 ] 
f(z) = -111*z^3 + 191/16*z + 1
*
[ -1/6 ] 
f(z) = -110*z^3 + 181/18*z + 1
*
[ 3/5 ] 
f(z) = -110/3*z^3 + 188/15*z + 1
*
[ -1/4 ] 
f(z) = -109*z^3 + 189/16*z + 1
*
[ -1/3 ] 
f(z) = -109/2*z^3 + 181/18*z + 1
*
-1/3 | 0.17759670120917361706763939990572877130 | 0.024779651546321634543782932161303449106
f(z) = -108*z^3 + 181/12*z + 1
*
[ -5/18 ] 
f(z) = -108*z^3 + 194/15*z + 1
*
[ -1/4 ] 
f(z) = -107*z^3 + 187/16*z + 1
*
[ -2/7 ] 
f(z) = -105*z^3 + 183/14*z + 1
*
[ -1/4 ] 
f(z) = -105*z^3 + 185/16*z + 1
*
-4/15 | 0.21699650288245872910580596017953234235 | 0.029475168688168733138427059548301459452
f(z) = -105*z^3 + 187/15*z + 1
*
[ -1/13 ] 
f(z) = -104*z^3 + 190/13*z + 1
*
0 | 0.15521408877127971606371309944312529098 | 0.029079715489348846839449145493222570006
f(z) = -104/3*z^3 + 199/6*z + 1
*
[ -1/4 ] 
f(z) = -103*z^3 + 183/16*z + 1
*
[ 2/3 ] 
f(z) = -103/4*z^3 + 197/18*z + 1
*
[ -1/4 ] 
f(z) = -101*z^3 + 181/16*z + 1
*
[ 2/3 ] 
f(z) = -101/4*z^3 + 193/18*z + 1
*
-2 | 0.078901158666600181123820083813181830394 | 0.013179953434346677839810580852891104298
f(z) = -101/12*z^3 + 199/6*z + 1
*
[ -1/3 ] 
f(z) = -120/13*z^3 + 196/39*z + 1
*
[ -1/4 ] 
f(z) = -120/17*z^3 + 185/34*z + 1
*
0 | 0.16358032791251696052359131165439458812 | 0.029846944891010760157296924799271496152
f(z) = -120/19*z^3 + 183/38*z + 1
*
[ -1/7 ] 
f(z) = -119/3*z^3 + 185/21*z + 1
*
[ -1/2 ] 
f(z) = -119/6*z^3 + 191/24*z + 1
*
0 | 0.12601699147307894293668321844138618065 | 0.023063848956179257088811372849411513825
f(z) = -118/15*z^3 + 191/30*z + 1
*
[ -2/3 ] 
f(z) = -117/17*z^3 + 189/34*z + 1
*
[ -2/3 ] 
f(z) = -117/19*z^3 + 199/38*z + 1
*
0 | 0.14885611438003925692194158100383945281 | 0.027329409189872503493352960022197679601
f(z) = -116/15*z^3 + 187/30*z + 1
*
[ -1/2 ] 
f(z) = -115/6*z^3 + 187/24*z + 1
*
[ 3/5 ] 
f(z) = -115/6*z^3 + 187/30*z + 1
*
[ -2/5 ] 
f(z) = -115/6*z^3 + 197/30*z + 1
*
[ -1/2 ] 
f(z) = -115/7*z^3 + 199/28*z + 1
*
-1/6 | 0.15871756444212493214388600903798394439 | 0.024313509131800450270877810593162128321
f(z) = -114/5*z^3 + 199/30*z + 1
*
[ -1/3 ] 
f(z) = -114/13*z^3 + 194/39*z + 1
*
[ -1/2 ] 
f(z) = -113/6*z^3 + 185/24*z + 1
*
[ -1/2 ] 
f(z) = -113/7*z^3 + 197/28*z + 1
*
[ -1/7 ] 
f(z) = -112/3*z^3 + 184/21*z + 1
*
-13/28 | 0.19848291089974574803404590091615906588 | 0.029782522395258044719634649309742815080
f(z) = -112/3*z^3 + 190/21*z + 1
*
-5/28 | 0.075110926660267587333568373142247187246 | 0.011270455704460698182889374318474091618
f(z) = -112/3*z^3 + 193/21*z + 1
*
[ -1/8 ] 
f(z) = -112/5*z^3 + 187/20*z + 1
*
-3/28 | 0.19263091771510643774920416867029808896 | 0.028904426052916256934933108275568921768
f(z) = -112/9*z^3 + 199/21*z + 1
*
[ -1/2 ] 
f(z) = -111/7*z^3 + 195/28*z + 1
*
-2/3 | 0.12198026338586519647638447572792405366 | 0.021001596223972099438298397990972851498
f(z) = -111/10*z^3 + 193/30*z + 1
*
[ -1/3 ] 
f(z) = -111/13*z^3 + 193/39*z + 1
*
[ -3/11 ] 
f(z) = -110/9*z^3 + 184/33*z + 1
*
[ -1/2 ] 
f(z) = -109/6*z^3 + 181/24*z + 1
*
[ -1/2 ] 
f(z) = -109/7*z^3 + 193/28*z + 1
*
[ -2/3 ] 
f(z) = -109/16*z^3 + 199/36*z + 1
*
[ -2/9 ] 
f(z) = -108/5*z^3 + 197/30*z + 1
*
[ 7/9 ] 
f(z) = -108/7*z^3 + 190/21*z + 1
*
-11/18 | 0.13778307406499693865004358824358838517 | 0.023834836070583196884595796726132522514
f(z) = -108/11*z^3 + 190/33*z + 1
*
-5/9 | 0.15906346239105422165271565986736495525 | 0.027516090613000050135557297812758503898
f(z) = -108/11*z^3 + 199/33*z + 1
*
-1/18 | 0.16503598736115027010894965249635376941 | 0.028549266527790214082084760651615782180
f(z) = -108/13*z^3 + 196/39*z + 1
*
[ -2/3 ] 
f(z) = -108/17*z^3 + 181/34*z + 1
*
[ -2/3 ] 
f(z) = -108/19*z^3 + 191/38*z + 1
*
[ -1/2 ] 
f(z) = -107/7*z^3 + 191/28*z + 1
*
[ -2/3 ] 
f(z) = -107/16*z^3 + 197/36*z + 1
*
-4/21 | 0.18748263919163850006694866171079220673 | 0.024353193266441558508529607252517725705
f(z) = -105/2*z^3 + 187/21*z + 1
*
4/7 | 0.18043835914614748091058216116011895414 | 0.027339681766129846893368549410040177977
f(z) = -105/4*z^3 + 191/28*z + 1
*
[ -4/7 ] 
f(z) = -105/8*z^3 + 197/28*z + 1
*
[ 6/7 ] 
f(z) = -105/8*z^3 + 199/21*z + 1
*
[ -1/3 ] 
f(z) = -105/13*z^3 + 191/39*z + 1
*
-3/8 | 0.18729887856889098708626698287663085494 | 0.027855970566990426772539099025444629794
f(z) = -104/3*z^3 + 181/24*z + 1
*
[ -3/4 ] 
f(z) = -104/15*z^3 + 187/30*z + 1
*
[ -1/4 ] 
f(z) = -104/17*z^3 + 183/34*z + 1
*
[ -1/2 ] 
f(z) = -103/7*z^3 + 187/28*z + 1
*
[ -1/2 ] 
f(z) = -103/8*z^3 + 199/32*z + 1
*
[ -2/3 ] 
f(z) = -103/16*z^3 + 193/36*z + 1
*
-1/6 | 0.18014568454912995343229763376988042631 | 0.028074365053391006345148268866579721141
f(z) = -102/5*z^3 + 197/30*z + 1
*
[ -1/3 ] 
f(z) = -102/13*z^3 + 190/39*z + 1
*
[ -1/2 ] 
f(z) = -101/7*z^3 + 185/28*z + 1
*
[ -1/2 ] 
f(z) = -101/8*z^3 + 197/32*z + 1
*
[ -2/3 ] 
f(z) = -101/16*z^3 + 191/36*z + 1
*
[ -3/7 ] 
f(z) = -119/18*z^3 + 191/42*z + 1
*
[ 6/7 ] 
f(z) = -119/18*z^3 + 197/42*z + 1
*
[ 2/3 ] 
f(z) = -113/12*z^3 + 199/54*z + 1
*
-1/3 | 0.14019885368706261332744033833648531864 | 0.024138328894120272634598647483914459962
f(z) = -111/16*z^3 + 181/48*z + 1
*
[ 2/3 ] 
f(z) = -109/12*z^3 + 191/54*z + 1
*
[ 2/3 ] 
f(z) = -107/12*z^3 + 187/54*z + 1
*
-1/8 | 0.10459510563609502039303964581006921778 | 0.017133275715337931891060473505536942251
f(z) = -112/15*z^3 + 187/60*z + 1
*
[ 6/11 ] 
f(z) = -110/9*z^3 + 185/66*z + 1
*
-4/15 | 0.16102836260880226036981165039764797902 | 0.021872878541480528563700476145594884086
f(z) = -105/16*z^3 + 193/60*z + 1
*
[ -1/20 ] 
f(z) = -120*z^3 + 213/10*z + 1
*
-1/10 | 0.22160558402214617638360283601070352280 | 0.029564984851156500206906300429541273578
f(z) = -120*z^3 + 218/15*z + 1
*
[ -2/9 ] 
f(z) = -117*z^3 + 203/18*z + 1
*
[ 4/3 ] 
f(z) = -117/4*z^3 + 209/4*z + 1
*
[ -4/3 ] 
f(z) = -117/4*z^3 + 215/4*z + 1
*
[ -2/5 ] 
f(z) = -115*z^3 + 219/10*z + 1
*
[ 2/3 ] 
f(z) = -113/4*z^3 + 217/18*z + 1
*
[ -1/28 ] 
f(z) = -112*z^3 + 204/7*z + 1
*
[ -5/4 ] 
f(z) = -112/15*z^3 + 202/15*z + 1
*
[ -2/5 ] 
f(z) = -110*z^3 + 211/10*z + 1
*
0 | 0.15865318696436836663782274820099645756 | 0.029414931898970926089327504703708237832
f(z) = -110/3*z^3 + 211/6*z + 1
*
[ 2/3 ] 
f(z) = -109/4*z^3 + 209/18*z + 1
*
-2 | 0.10051278302660159368301263542525239041 | 0.016550641521269606555248526795145442217
f(z) = -109/4*z^3 + 217/2*z + 1
*
[ 2 ] 
f(z) = -109/4*z^3 + 219/2*z + 1
*
-2 | 0.080299604593968567374807292874769768984 | 0.013242488285852048119924604709550119587
f(z) = -109/12*z^3 + 215/6*z + 1
*
[ 2/3 ] 
f(z) = -107/4*z^3 + 205/18*z + 1
*
-2 | 0.10017114973824134053624506904760904430 | 0.016545074450199073287937312666627553784
f(z) = -107/4*z^3 + 213/2*z + 1
*
[ 2 ] 
f(z) = -107/4*z^3 + 215/2*z + 1
*
[ -2 ] 
f(z) = -107/4*z^3 + 217/2*z + 1
*
-2 | 0.079959002065120809016755070240720848528 | 0.013227283999149263716030615351553032273
f(z) = -107/12*z^3 + 211/6*z + 1
*
[ 2 ] 
f(z) = -107/12*z^3 + 217/6*z + 1
*
0 | 0.15638481275854729615347989034566666629 | 0.029194864926939471032131959591287333247
f(z) = -106/3*z^3 + 203/6*z + 1
*
[ -2/5 ] 
f(z) = -105*z^3 + 203/10*z + 1
*
-2 | 0.099823093483424344896994246771605980342 | 0.016539375458183863932092769922697857096
f(z) = -105/4*z^3 + 209/2*z + 1
*
[ 2 ] 
f(z) = -105/4*z^3 + 211/2*z + 1
*
[ -2 ] 
f(z) = -105/4*z^3 + 213/2*z + 1
*
-2 | 0.099468368042715222468311998914164387651 | 0.016533538835894125277651724898917111579
f(z) = -103/4*z^3 + 205/2*z + 1
*
[ 2 ] 
f(z) = -103/4*z^3 + 207/2*z + 1
*
[ -2 ] 
f(z) = -103/4*z^3 + 209/2*z + 1
*
-2 | 0.079261579901221239959563781075053313779 | 0.013196290293805649555604951917391515459
f(z) = -103/12*z^3 + 203/6*z + 1
*
[ 2 ] 
f(z) = -103/12*z^3 + 209/6*z + 1
*
[ -2 ] 
f(z) = -103/12*z^3 + 215/6*z + 1
*
-2 | 0.099106712757334185539523350345125797308 | 0.016527558511712947875122823167700878513
f(z) = -101/4*z^3 + 201/2*z + 1
*
[ 2 ] 
f(z) = -101/4*z^3 + 203/2*z + 1
*
[ -2 ] 
f(z) = -101/4*z^3 + 205/2*z + 1
*
[ 2 ] 
f(z) = -101/12*z^3 + 205/6*z + 1
*
[ -2 ] 
f(z) = -101/12*z^3 + 211/6*z + 1
*
[ -1/4 ] 
f(z) = -120/19*z^3 + 205/38*z + 1
*
-1/7 | 0.17649051321630957139214585596789594545 | 0.026243811199648268365296893990493084013
f(z) = -119/4*z^3 + 213/28*z + 1
*
[ -4/7 ] 
f(z) = -119/8*z^3 + 213/28*z + 1
*
[ -1/2 ] 
f(z) = -119/8*z^3 + 215/32*z + 1
*
[ -2/3 ] 
f(z) = -119/16*z^3 + 209/36*z + 1
*
[ -2/13 ] 
f(z) = -117/4*z^3 + 213/26*z + 1
*
-1/6 | 0.15301064434317586054920862486414779711 | 0.024885977609215162161322257223189945693
f(z) = -117/5*z^3 + 213/20*z + 1
*
[ -1/2 ] 
f(z) = -117/7*z^3 + 201/28*z + 1
*
[ -1/6 ] 
f(z) = -117/7*z^3 + 209/28*z + 1
*
[ -1/2 ] 
f(z) = -117/8*z^3 + 213/32*z + 1
*
[ -2/15 ] 
f(z) = -117/8*z^3 + 219/25*z + 1
*
[ -2/9 ] 
f(z) = -117/16*z^3 + 211/36*z + 1
*
[ -1/6 ] 
f(z) = -116/3*z^3 + 218/27*z + 1
*
[ -1/4 ] 
f(z) = -116/9*z^3 + 209/36*z + 1
*
[ -1/5 ] 
f(z) = -115/6*z^3 + 203/30*z + 1
*
[ -1/2 ] 
f(z) = -115/8*z^3 + 211/32*z + 1
*
[ -2/3 ] 
f(z) = -115/16*z^3 + 205/36*z + 1
*
-1/3 | 0.10111408964503753928934668742344846733 | 0.015489390544641069574981966199040269184
f(z) = -114/5*z^3 + 211/30*z + 1
*
[ -1/2 ] 
f(z) = -113/8*z^3 + 209/32*z + 1
*
[ -2/3 ] 
f(z) = -113/16*z^3 + 203/36*z + 1
*
-1/8 | 0.21192809583748355681973802092810643833 | 0.026324171416532696544148532065750316474
f(z) = -112*z^3 + 205/28*z + 1
*
27/56 | 0.22000024718585524737545857839350895342 | 0.027326835527466252644284678859292729904
f(z) = -112/3*z^3 + 215/28*z + 1
*
[ -1/6 ] 
f(z) = -112/3*z^3 + 217/27*z + 1
*
[ -1/6 ] 
f(z) = -111/2*z^3 + 205/24*z + 1
*
[ -1/2 ] 
f(z) = -111/8*z^3 + 207/32*z + 1
*
-3/11 | 0.20656192758219276836928166810612465657 | 0.029099886804976231686722651172024216179
f(z) = -110/3*z^3 + 211/33*z + 1
*
[ -1/3 ] 
f(z) = -110/3*z^3 + 218/27*z + 1
*
[ -1/3 ] 
f(z) = -109/3*z^3 + 217/27*z + 1
*
[ -1/2 ] 
f(z) = -109/8*z^3 + 205/32*z + 1
*
[ -1/2 ] 
f(z) = -109/9*z^3 + 217/36*z + 1
*
-4/9 | 0.14433684202565598947394443247342927480 | 0.022295223814480346662122166969742693259
f(z) = -108/5*z^3 + 203/30*z + 1
*
[ -1/9 ] 
f(z) = -108/7*z^3 + 214/21*z + 1
*
[ -11/18 ] 
f(z) = -108/11*z^3 + 208/33*z + 1
*
[ -1/3 ] 
f(z) = -107/3*z^3 + 215/27*z + 1
*
[ -1/2 ] 
f(z) = -107/8*z^3 + 203/32*z + 1
*
[ -1/2 ] 
f(z) = -107/9*z^3 + 215/36*z + 1
*
[ -1/3 ] 
f(z) = -106/3*z^3 + 214/27*z + 1
*
[ -3/4 ] 
f(z) = -106/9*z^3 + 215/24*z + 1
*
-4/21 | 0.14609591417026692435039704692514898455 | 0.018977234631251374444992458108501710625
f(z) = -105*z^3 + 206/21*z + 1
*
[ -1/6 ] 
f(z) = -105/2*z^3 + 203/24*z + 1
*
[ 4/7 ] 
f(z) = -105/4*z^3 + 219/28*z + 1
*
[ -1/2 ] 
f(z) = -105/8*z^3 + 201/32*z + 1
*
-6/7 | 0.21642975665521306085175737039516628949 | 0.028113300064256771751725493721109443815
f(z) = -105/8*z^3 + 206/21*z + 1
*
-18/35 | 0.14129448679416622108987444494086133934 | 0.017211496962850731666188594854134672948
f(z) = -105/8*z^3 + 209/35*z + 1
*
[ -4/5 ] 
f(z) = -105/8*z^3 + 213/20*z + 1
*
[ -1/3 ] 
f(z) = -104/3*z^3 + 212/27*z + 1
*
[ -1/6 ] 
f(z) = -104/3*z^3 + 215/27*z + 1
*
[ -1/4 ] 
f(z) = -104/19*z^3 + 203/38*z + 1
*
[ -1/3 ] 
f(z) = -103/3*z^3 + 211/27*z + 1
*
[ -1/2 ] 
f(z) = -103/9*z^3 + 211/36*z + 1
*
-1/3 | 0.17043038461862315392438684160802391023 | 0.026560307819464613824738056069686825981
f(z) = -102/5*z^3 + 203/30*z + 1
*
[ -1/3 ] 
f(z) = -101/3*z^3 + 209/27*z + 1
*
[ -1/2 ] 
f(z) = -101/9*z^3 + 209/36*z + 1
*
-2/7 | 0.15628861336053802004622435793635122174 | 0.023239826248687876067143213802771050411
f(z) = -119/6*z^3 + 215/42*z + 1
*
[ 2/3 ] 
f(z) = -119/12*z^3 + 211/54*z + 1
*
[ 2/3 ] 
f(z) = -115/12*z^3 + 203/54*z + 1
*
[ -1/3 ] 
f(z) = -111/14*z^3 + 205/42*z + 1
*
-2/3 | 0.16821411178200500167099321414910415232 | 0.028961774280191838601847156144082649792
f(z) = -111/14*z^3 + 211/42*z + 1
*
-1/3 | 0.16880668380064971794951759783951261032 | 0.029493172687004831058884373966668121059
f(z) = -102/19*z^3 + 205/57*z + 1
*
-5/36 | 0.16836137680597064465691815519547862061 | 0.023491068374052725905867102307087802264
f(z) = -108/5*z^3 + 217/60*z + 1
*
-1/9 | 0.14007281992580700941697293516400105505 | 0.021636574742408192131454431077625651258
f(z) = -108/13*z^3 + 203/78*z + 1
*
[ 4/7 ] 
f(z) = -119/12*z^3 + 209/84*z + 1
*
[ 17/28 ] 
f(z) = -112/17*z^3 + 212/119*z + 1
*
[ 2/3 ] 
f(z) = -102/19*z^3 + 215/114*z + 1
*
[ 3/5 ] 
f(z) = -103/18*z^3 + 209/150*z + 1
*
[ -2/5 ] 
f(z) = -120*z^3 + 227/10*z + 1
*
[ -3/10 ] 
f(z) = -120*z^3 + 227/15*z + 1
*
[ 2/3 ] 
f(z) = -119/4*z^3 + 229/18*z + 1
*
-2 | 0.10213233638136448819202843299536175655 | 0.016576675811854640635329283021270888425
f(z) = -119/4*z^3 + 237/2*z + 1
*
[ 2 ] 
f(z) = -119/4*z^3 + 239/2*z + 1
*
-2 | 0.081909713687031600278390769317687963100 | 0.013312737242353217877255180443833007185
f(z) = -119/12*z^3 + 235/6*z + 1
*
[ -1/12 ] 
f(z) = -117*z^3 + 221/16*z + 1
*
-2 | 0.10181956164918214110846833844893070922 | 0.016571693583550339744272827923220482627
f(z) = -117/4*z^3 + 233/2*z + 1
*
[ 2 ] 
f(z) = -117/4*z^3 + 235/2*z + 1
*
[ -2 ] 
f(z) = -117/4*z^3 + 237/2*z + 1
*
[ 2/3 ] 
f(z) = -115/4*z^3 + 221/18*z + 1
*
-2 | 0.10150141205033344140028368128085766475 | 0.016566603431571125982374456626356235052
f(z) = -115/4*z^3 + 229/2*z + 1
*
[ 2 ] 
f(z) = -115/4*z^3 + 231/2*z + 1
*
[ -2 ] 
f(z) = -115/4*z^3 + 233/2*z + 1
*
-2 | 0.081281367865730854215218710460508457612 | 0.013285399893900399211547675034946300406
f(z) = -115/12*z^3 + 227/6*z + 1
*
[ 2 ] 
f(z) = -115/12*z^3 + 233/6*z + 1
*
[ -2 ] 
f(z) = -115/12*z^3 + 239/6*z + 1
*
-2 | 0.10117769957639936484589618189426403756 | 0.016561401090020581554386104546785511395
f(z) = -113/4*z^3 + 225/2*z + 1
*
[ 2 ] 
f(z) = -113/4*z^3 + 227/2*z + 1
*
[ -2 ] 
f(z) = -113/4*z^3 + 229/2*z + 1
*
-2 | 0.080960575476739897315697686131995439535 | 0.013271531556547638101820860399163968069
f(z) = -113/12*z^3 + 223/6*z + 1
*
[ 2 ] 
f(z) = -113/12*z^3 + 229/6*z + 1
*
[ -2 ] 
f(z) = -113/12*z^3 + 235/6*z + 1
*
[ -3/8 ] 
f(z) = -112*z^3 + 233/12*z + 1
*
[ -3/4 ] 
f(z) = -112/5*z^3 + 224/15*z + 1
*
-2 | 0.10084822617605301009946926164206913051 | 0.016556082046125433609193380489197295965
f(z) = -111/4*z^3 + 221/2*z + 1
*
[ 2 ] 
f(z) = -111/4*z^3 + 223/2*z + 1
*
[ -2 ] 
f(z) = -111/4*z^3 + 225/2*z + 1
*
[ -3/5 ] 
f(z) = -110/3*z^3 + 238/15*z + 1
*
[ -2 ] 
f(z) = -109/4*z^3 + 221/2*z + 1
*
[ 2 ] 
f(z) = -109/12*z^3 + 221/6*z + 1
*
[ -2 ] 
f(z) = -109/12*z^3 + 227/6*z + 1
*
8/9 | 0.10438034960584455258775632092098581786 | 0.018056561291932324815255157758508994434
f(z) = -108/5*z^3 + 226/15*z + 1
*
[ -2 ] 
f(z) = -107/12*z^3 + 223/6*z + 1
*
[ 3/2 ] 
f(z) = -104/3*z^3 + 235/3*z + 1
*
[ -3/2 ] 
f(z) = -104/3*z^3 + 239/3*z + 1
*
3/2 | 0.12021424976723761617627064111566490959 | 0.022213989720563816247452499681289804695
f(z) = -104/15*z^3 + 224/15*z + 1
*
[ 3/2 ] 
f(z) = -104/15*z^3 + 239/15*z + 1
*
7/10 | 0.11701633644162996776884847856964146675 | 0.018292578275612770263877249005192033430
f(z) = -120/7*z^3 + 229/35*z + 1
*
[ -3/7 ] 
f(z) = -119/3*z^3 + 223/21*z + 1
*
[ -1/3 ] 
f(z) = -119/3*z^3 + 227/27*z + 1
*
[ 6/7 ] 
f(z) = -119/8*z^3 + 226/21*z + 1
*
-6/7 | 0.22044268685076909900905524336427808452 | 0.028176465141648235648972932730306319099
f(z) = -119/8*z^3 + 233/21*z + 1
*
[ -1/2 ] 
f(z) = -119/9*z^3 + 227/36*z + 1
*
[ -1/3 ] 
f(z) = -118/3*z^3 + 226/27*z + 1
*
[ -3/4 ] 
f(z) = -118/9*z^3 + 233/24*z + 1
*
[ -2/13 ] 
f(z) = -117/2*z^3 + 231/26*z + 1
*
[ -4/9 ] 
f(z) = -117/8*z^3 + 221/36*z + 1
*
[ -1/6 ] 
f(z) = -117/8*z^3 + 237/32*z + 1
*
[ -1/3 ] 
f(z) = -116/3*z^3 + 224/27*z + 1
*
[ -1/3 ] 
f(z) = -115/3*z^3 + 223/27*z + 1
*
[ -1/5 ] 
f(z) = -115/7*z^3 + 233/35*z + 1
*
[ -4/5 ] 
f(z) = -115/8*z^3 + 229/20*z + 1
*
[ -1/2 ] 
f(z) = -115/9*z^3 + 223/36*z + 1
*
[ -1/6 ] 
f(z) = -114/5*z^3 + 229/30*z + 1
*
[ -1/3 ] 
f(z) = -113/3*z^3 + 221/27*z + 1
*
[ -1/2 ] 
f(z) = -113/9*z^3 + 221/36*z + 1
*
[ -3/14 ] 
f(z) = -112*z^3 + 227/21*z + 1
*
[ -1/3 ] 
f(z) = -112/3*z^3 + 220/27*z + 1
*
-3/14 | 0.19532340120251147043742974592225129056 | 0.024261656646309032673666541779946563454
f(z) = -112/3*z^3 + 223/28*z + 1
*
[ -3/28 ] 
f(z) = -112/3*z^3 + 226/21*z + 1
*
[ -5/8 ] 
f(z) = -112/5*z^3 + 227/20*z + 1
*
[ -5/14 ] 
f(z) = -112/5*z^3 + 233/35*z + 1
*
[ -3/28 ] 
f(z) = -112/9*z^3 + 220/21*z + 1
*
0 | 0.13960287382758077264460505973062861415 | 0.025491427543299143920825360271669176075
f(z) = -112/15*z^3 + 239/30*z + 1
*
[ -2/3 ] 
f(z) = -111/10*z^3 + 223/30*z + 1
*
[ -2/11 ] 
f(z) = -110*z^3 + 223/22*z + 1
*
[ 3/10 ] 
f(z) = -110*z^3 + 227/30*z + 1
*
[ -3/10 ] 
f(z) = -110/3*z^3 + 229/30*z + 1
*
-1/5 | 0.12073611085461118170516667303335635082 | 0.017240465845300429857985871548395467636
f(z) = -110/3*z^3 + 239/30*z + 1
*
[ -1/5 ] 
f(z) = -110/7*z^3 + 232/35*z + 1
*
[ -3/4 ] 
f(z) = -110/9*z^3 + 221/24*z + 1
*
-4/9 | 0.12934608204196181904157896379784895434 | 0.019979651821252110511901649029194434352
f(z) = -108/5*z^3 + 233/30*z + 1
*
[ -7/12 ] 
f(z) = -108/7*z^3 + 223/28*z + 1
*
-11/18 | 0.083497479481352754051745521172309514021 | 0.014444072679102125989663560343331701898
f(z) = -108/13*z^3 + 238/39*z + 1
*
0 | 0.12988228447433646600770476311050805412 | 0.023941655509415339374770750804272383025
f(z) = -106/15*z^3 + 227/30*z + 1
*
-2/5 | 0.19705774243038526108823788260574165020 | 0.026766837816697529791665655472371444490
f(z) = -105/4*z^3 + 221/30*z + 1
*
[ -1/7 ] 
f(z) = -105/4*z^3 + 239/28*z + 1
*
-2/21 | 0.20937005020757567478813114036326568901 | 0.027196274379825695343328118377002546896
f(z) = -105/8*z^3 + 223/21*z + 1
*
-6/7 | 0.19848790755310751737545281819456326433 | 0.025782730574597089701708991866972198042
f(z) = -105/8*z^3 + 227/21*z + 1
*
[ -1/8 ] 
f(z) = -104/3*z^3 + 229/24*z + 1
*
[ -3/13 ] 
f(z) = -104/9*z^3 + 232/39*z + 1
*
0 | 0.13533414779667349891446216783133450612 | 0.025028638540944430599752633031081676558
f(z) = -104/15*z^3 + 223/30*z + 1
*
-1/2 | 0.12739929780423481216465869747059523203 | 0.019854232995108610760901851779724363460
f(z) = -102/5*z^3 + 233/30*z + 1
*
[ -1/2 ] 
f(z) = -119/10*z^3 + 239/40*z + 1
*
[ -2/7 ] 
f(z) = -119/12*z^3 + 223/42*z + 1
*
[ -1/2 ] 
f(z) = -117/10*z^3 + 237/40*z + 1
*
-1/5 | 0.13105111365385458658963724779015155827 | 0.020623777465344182025794076978395848363
f(z) = -115/8*z^3 + 223/40*z + 1
*
[ -1/2 ] 
f(z) = -113/10*z^3 + 233/40*z + 1
*
[ -1/2 ] 
f(z) = -111/10*z^3 + 231/40*z + 1
*
0 | 0.16736860956063267777155089479088923928 | 0.028816202400226619165867415099499257223
f(z) = -111/14*z^3 + 235/42*z + 1
*
[ -1/3 ] 
f(z) = -111/16*z^3 + 229/48*z + 1
*
0 | 0.16815850430736998547408383181738173882 | 0.028952200225366058418761401913318735895
f(z) = -111/19*z^3 + 238/57*z + 1
*
[ -1/2 ] 
f(z) = -109/10*z^3 + 229/40*z + 1
*
-2/9 | 0.15325007654646649783462501409400032179 | 0.023672021004743797713754014605835405234
f(z) = -108/7*z^3 + 221/42*z + 1
*
17/18 | 0.16336684551031552355010334508038306619 | 0.028260524803429871482430635881258301161
f(z) = -108/17*z^3 + 235/51*z + 1
*
0 | 0.16593270322965002120538227332385011870 | 0.028704387727346988399873882697266428519
f(z) = -108/19*z^3 + 229/57*z + 1
*
[ -1/2 ] 
f(z) = -107/10*z^3 + 227/40*z + 1
*
[ -1/2 ] 
f(z) = -107/11*z^3 + 239/44*z + 1
*
-1/5 | 0.15058343315677202583547885700072956805 | 0.024041810346970447836507749119261830096
f(z) = -105/8*z^3 + 221/40*z + 1
*
[ -1/2 ] 
f(z) = -105/11*z^3 + 237/44*z + 1
*
[ -1/3 ] 
f(z) = -105/16*z^3 + 227/48*z + 1
*
0 | 0.16366618425037437879461417374963432909 | 0.028450954820761070733131824387973885499
f(z) = -105/17*z^3 + 230/51*z + 1
*
[ -1/3 ] 
f(z) = -105/17*z^3 + 239/51*z + 1
*
0 | 0.16936646413154514526272700878298890337 | 0.029441864495277489882237461852557046483
f(z) = -105/19*z^3 + 239/57*z + 1
*
5/8 | 0.13909857398164945577762188930116118949 | 0.020687394459321295890296404661388011811
f(z) = -104/5*z^3 + 237/40*z + 1
*
[ -1/2 ] 
f(z) = -103/10*z^3 + 223/40*z + 1
*
[ -1/2 ] 
f(z) = -103/11*z^3 + 235/44*z + 1
*
[ -1/2 ] 
f(z) = -101/10*z^3 + 221/40*z + 1
*
[ -1/2 ] 
f(z) = -101/11*z^3 + 233/44*z + 1
*
-1/5 | 0.15066256805787019083842022732137910849 | 0.021249779310942885423640825039877746582
f(z) = -120/7*z^3 + 223/70*z + 1
*
9/14 | 0.16212155888435161397045794285608157304 | 0.024326471918109766212868001344880159874
f(z) = -112/9*z^3 + 226/63*z + 1
*
-3/8 | 0.10099195303651808880655828904082945671 | 0.016543058739528651885720741847071678750
f(z) = -112/15*z^3 + 223/60*z + 1
*
-7/36 | 0.16833055223615660445955265482985243534 | 0.023486767494059704246467644059125413393
f(z) = -108/5*z^3 + 229/60*z + 1
*
-1/5 | 0.15642733310677122422140579121505842987 | 0.021247909388014191625534871110756557165
f(z) = -105/4*z^3 + 223/60*z + 1
*
[ 2/3 ] 
f(z) = -102/11*z^3 + 239/66*z + 1
*
[ 2/3 ] 
f(z) = -102/13*z^3 + 233/78*z + 1
*
-7/36 | 0.16788114723458053273024212582759167265 | 0.023424063067308482833369624860547641964
f(z) = -108/7*z^3 + 229/84*z + 1
*
[ 8/13 ] 
f(z) = -117/16*z^3 + 223/104*z + 1
*
[ 2/3 ] 
f(z) = -111/19*z^3 + 239/114*z + 1
*
7/9 | 0.13674881520330302015599063849797663539 | 0.021123126975306269067718571717598971930
f(z) = -108/17*z^3 + 239/102*z + 1
*
[ 2/3 ] 
f(z) = -105/17*z^3 + 229/102*z + 1
*
[ 2/3 ] 
f(z) = -105/19*z^3 + 223/114*z + 1
*
[ 3/5 ] 
f(z) = -113/18*z^3 + 239/150*z + 1
*
[ 3/5 ] 
f(z) = -109/18*z^3 + 227/150*z + 1
*
[ 3/5 ] 
f(z) = -107/18*z^3 + 221/150*z + 1
*
[ -2 ] 
f(z) = -119/4*z^3 + 241/2*z + 1
*
[ 2 ] 
f(z) = -119/12*z^3 + 241/6*z + 1
*
[ -2 ] 
f(z) = -119/12*z^3 + 247/6*z + 1
*
3/4 | 0.17377234862552192052374290331240125578 | 0.028302217598295713815749918049863988707
f(z) = -116/3*z^3 + 245/12*z + 1
*
[ 3/4 ] 
f(z) = -116/3*z^3 + 257/12*z + 1
*
3/2 | 0.12399346698739512658322639596808873450 | 0.022440416804432734532131611792775109386
f(z) = -116/15*z^3 + 251/15*z + 1
*
[ -3/5 ] 
f(z) = -115/3*z^3 + 247/15*z + 1
*
3/7 | 0.16955622361327017763955921850199302612 | 0.023045182256615440220730850158641235704
f(z) = -112*z^3 + 253/14*z + 1
*
[ 3/2 ] 
f(z) = -112/3*z^3 + 253/3*z + 1
*
[ -3/2 ] 
f(z) = -112/3*z^3 + 257/3*z + 1
*
[ 3/2 ] 
f(z) = -112/15*z^3 + 257/15*z + 1
*
17/36 | 0.10269502434699561930185558921258130977 | 0.014328796095499329112384880831330702234
f(z) = -108*z^3 + 253/12*z + 1
*
[ -2/3 ] 
f(z) = -107/4*z^3 + 259/18*z + 1
*
[ -1/15 ] 
f(z) = -105*z^3 + 247/15*z + 1
*
[ -1/12 ] 
f(z) = -104*z^3 + 247/18*z + 1
*
[ -3/2 ] 
f(z) = -104/15*z^3 + 259/15*z + 1
*
[ -2/3 ] 
f(z) = -103/4*z^3 + 251/18*z + 1
*
[ -2/3 ] 
f(z) = -101/4*z^3 + 247/18*z + 1
*
-1/10 | 0.12236339799045190952973977829202770486 | 0.014942977579302987155652180941570358364
f(z) = -120*z^3 + 241/30*z + 1
*
[ -1/6 ] 
f(z) = -120/11*z^3 + 241/33*z + 1
*
[ -1/7 ] 
f(z) = -119/4*z^3 + 241/28*z + 1
*
[ 4/7 ] 
f(z) = -119/4*z^3 + 251/28*z + 1
*
0 | 0.16292289489636579859930290557292752216 | 0.029485889517315466088724790595187946548
f(z) = -118/15*z^3 + 251/30*z + 1
*
[ -6/13 ] 
f(z) = -117/8*z^3 + 245/39*z + 1
*
0 | 0.15787373079290138472901155989317505657 | 0.028655400771681316911323184959206577403
f(z) = -116/15*z^3 + 247/30*z + 1
*
[ -1/10 ] 
f(z) = -115*z^3 + 243/20*z + 1
*
[ -1/3 ] 
f(z) = -115/4*z^3 + 259/36*z + 1
*
-3/5 | 0.14833355225768826953863053481188680023 | 0.023343549605284756125015001811306385839
f(z) = -115/6*z^3 + 257/30*z + 1
*
2/3 | 0.16328199139253744499239102074601995777 | 0.025012721199036762090574088641333923869
f(z) = -114/5*z^3 + 259/30*z + 1
*
[ -1/3 ] 
f(z) = -113/4*z^3 + 257/36*z + 1
*
[ -3/28 ] 
f(z) = -112*z^3 + 244/21*z + 1
*
-1/4 | 0.12156844492819126882746172592306558415 | 0.018241444148606491688760721222301548022
f(z) = -112/5*z^3 + 249/35*z + 1
*
[ -5/28 ] 
f(z) = -112/5*z^3 + 256/35*z + 1
*
[ -3/11 ] 
f(z) = -110/3*z^3 + 244/33*z + 1
*
[ -1/5 ] 
f(z) = -109*z^3 + 259/25*z + 1
*
[ -1/3 ] 
f(z) = -109/4*z^3 + 253/36*z + 1
*
[ -1/5 ] 
f(z) = -108*z^3 + 258/25*z + 1
*
[ -7/9 ] 
f(z) = -108/7*z^3 + 244/21*z + 1
*
0 | 0.16363312330870095372616385453390612320 | 0.028306587701335303494755214341221999348
f(z) = -108/13*z^3 + 259/39*z + 1
*
[ -1/5 ] 
f(z) = -107*z^3 + 257/25*z + 1
*
[ -1/3 ] 
f(z) = -107/4*z^3 + 251/36*z + 1
*
[ -1/5 ] 
f(z) = -106*z^3 + 256/25*z + 1
*
[ -1/10 ] 
f(z) = -105*z^3 + 241/20*z + 1
*
-2/7 | 0.21999676939864641349862226465023472505 | 0.028576639769198191037752792491885887955
f(z) = -105*z^3 + 257/21*z + 1
*
[ -2/21 ] 
f(z) = -105/8*z^3 + 244/21*z + 1
*
[ -6/7 ] 
f(z) = -105/8*z^3 + 248/21*z + 1
*
[ -1/5 ] 
f(z) = -104*z^3 + 254/25*z + 1
*
[ -2/13 ] 
f(z) = -104*z^3 + 259/26*z + 1
*
1/2 | 0.21435419551992622576157124478344769850 | 0.029732844877671426982432742425435792965
f(z) = -104/3*z^3 + 245/39*z + 1
*
-1/4 | 0.15401972613077138372460054533520450392 | 0.027834607783264929521375777529035764988
f(z) = -104/15*z^3 + 253/30*z + 1
*
[ -1/5 ] 
f(z) = -103*z^3 + 253/25*z + 1
*
[ -1/3 ] 
f(z) = -103/4*z^3 + 247/36*z + 1
*
[ -1/5 ] 
f(z) = -102*z^3 + 252/25*z + 1
*
-1/4 | 0.20629555462668183643875852364642605334 | 0.026437889302227692174547351888044723436
f(z) = -102*z^3 + 257/24*z + 1
*
[ 2/3 ] 
f(z) = -102/5*z^3 + 257/30*z + 1
*
0 | 0.14595794025502388384821601564520687638 | 0.025501139173284232298833003213839809907
f(z) = -102/13*z^3 + 241/39*z + 1
*
[ -1/5 ] 
f(z) = -101*z^3 + 251/25*z + 1
*
[ -1/3 ] 
f(z) = -101/4*z^3 + 245/36*z + 1
*
[ -1/3 ] 
f(z) = -120/17*z^3 + 244/51*z + 1
*
-3/7 | 0.18592460303323737622426503015515452913 | 0.027646642816396595797815363883251464264
f(z) = -119/6*z^3 + 251/42*z + 1
*
[ -2/7 ] 
f(z) = -119/6*z^3 + 257/42*z + 1
*
[ -1/2 ] 
f(z) = -119/11*z^3 + 251/44*z + 1
*
-6/7 | 0.15893136914590009243369865578441081349 | 0.023632799120792432854461436374806270617
f(z) = -119/18*z^3 + 253/42*z + 1
*
[ -1/4 ] 
f(z) = -118/5*z^3 + 259/40*z + 1
*
-4/9 | 0.16555924560316844738100782947134952283 | 0.023789303819074251551972711918164410689
f(z) = -117/5*z^3 + 253/45*z + 1
*
[ -1/2 ] 
f(z) = -117/11*z^3 + 249/44*z + 1
*
[ -4/13 ] 
f(z) = -117/16*z^3 + 257/52*z + 1
*
[ -1/4 ] 
f(z) = -116/11*z^3 + 249/44*z + 1
*
[ -1/2 ] 
f(z) = -115/11*z^3 + 247/44*z + 1
*
[ -1/2 ] 
f(z) = -115/12*z^3 + 259/48*z + 1
*
[ -1/4 ] 
f(z) = -114/5*z^3 + 257/40*z + 1
*
[ -1/3 ] 
f(z) = -114/17*z^3 + 242/51*z + 1
*
0 | 0.15740123888962879976130325834552828368 | 0.026976237273613549998606152954989522234
f(z) = -114/17*z^3 + 257/51*z + 1
*
[ -1/2 ] 
f(z) = -113/11*z^3 + 245/44*z + 1
*
[ -1/2 ] 
f(z) = -113/12*z^3 + 257/48*z + 1
*
7/12 | 0.11603044783578485538198593626040901488 | 0.016777774400268761696023234478618537874
f(z) = -112/5*z^3 + 253/45*z + 1
*
[ -1/2 ] 
f(z) = -111/11*z^3 + 243/44*z + 1
*
[ -2/3 ] 
f(z) = -111/14*z^3 + 253/42*z + 1
*
0 | 0.12901140977196147259281996660954384007 | 0.022212163354207905718676088357473318730
f(z) = -111/16*z^3 + 253/48*z + 1
*
[ -1/3 ] 
f(z) = -111/17*z^3 + 241/51*z + 1
*
[ -1/2 ] 
f(z) = -109/11*z^3 + 241/44*z + 1
*
[ -1/2 ] 
f(z) = -109/12*z^3 + 253/48*z + 1
*
[ -1/4 ] 
f(z) = -108/11*z^3 + 247/44*z + 1
*
-7/18 | 0.15740106824772474501853732410528859079 | 0.027228516161930216959194937567507567796
f(z) = -108/17*z^3 + 253/51*z + 1
*
[ -1/2 ] 
f(z) = -107/12*z^3 + 251/48*z + 1
*
[ -1/4 ] 
f(z) = -106/5*z^3 + 253/40*z + 1
*
0 | 0.078856801076754294487782155728551954700 | 0.013708093061620622274414102357083913535
f(z) = -105/16*z^3 + 251/48*z + 1
*
[ -1/2 ] 
f(z) = -103/12*z^3 + 247/48*z + 1
*
[ -1/2 ] 
f(z) = -103/13*z^3 + 259/52*z + 1
*
[ -1/4 ] 
f(z) = -102/5*z^3 + 251/40*z + 1
*
[ 2/3 ] 
f(z) = -102/7*z^3 + 251/42*z + 1
*
[ -1/2 ] 
f(z) = -101/12*z^3 + 245/48*z + 1
*
[ -1/2 ] 
f(z) = -101/13*z^3 + 257/52*z + 1
*
[ 3/4 ] 
f(z) = -116/15*z^3 + 241/60*z + 1
*
-1/2 | 0.093154166463980402928555784061317200086 | 0.015259184532140116186242677445348804226
f(z) = -112/15*z^3 + 247/60*z + 1
*
[ 2/3 ] 
f(z) = -111/13*z^3 + 257/78*z + 1
*
[ 2/3 ] 
f(z) = -105/11*z^3 + 247/66*z + 1
*
[ 2/3 ] 
f(z) = -105/13*z^3 + 241/78*z + 1
*
[ 3/5 ] 
f(z) = -103/9*z^3 + 259/75*z + 1
*
[ 3/5 ] 
f(z) = -101/9*z^3 + 253/75*z + 1
*
[ 5/9 ] 
f(z) = -117/10*z^3 + 253/90*z + 1
*
[ 2/3 ] 
f(z) = -114/17*z^3 + 253/102*z + 1
*
-11/28 | 0.19508493680006213042869366070170202473 | 0.029272653614799405405313165056236442575
f(z) = -112/17*z^3 + 240/119*z + 1
*
[ 2/3 ] 
f(z) = -111/17*z^3 + 245/102*z + 1
*
[ 5/8 ] 
f(z) = -104/15*z^3 + 253/120*z + 1
*
[ 3/5 ] 
f(z) = -119/18*z^3 + 257/150*z + 1
*
[ -2/39 ] 
f(z) = -117/8*z^3 + 267/13*z + 1
*
[ 3/2 ] 
f(z) = -116/3*z^3 + 262/3*z + 1
*
[ -3/2 ] 
f(z) = -116/3*z^3 + 266/3*z + 1
*
[ 3/2 ] 
f(z) = -116/15*z^3 + 266/15*z + 1
*
[ -2/3 ] 
f(z) = -115/4*z^3 + 275/18*z + 1
*
0 | 0.16012317270318265105223590907964570821 | 0.025198905898638898333064209679910678020
f(z) = -115/6*z^3 + 271/15*z + 1
*
[ -2/3 ] 
f(z) = -113/4*z^3 + 271/18*z + 1
*
[ -1/16 ] 
f(z) = -112*z^3 + 279/16*z + 1
*
-3/2 | 0.12592286992204698984907309153529931268 | 0.022614058781203879271606807115381329818
f(z) = -112/15*z^3 + 262/15*z + 1
*
[ -3/2 ] 
f(z) = -112/15*z^3 + 277/15*z + 1
*
[ -2/3 ] 
f(z) = -109/4*z^3 + 263/18*z + 1
*
[ 2/3 ] 
f(z) = -105*z^3 + 277/6*z + 1
*
[ 2/3 ] 
f(z) = -102*z^3 + 269/6*z + 1
*
-1/12 | 0.19099584493927397136138891542256720033 | 0.023324349237917566289509549801206911210
f(z) = -120*z^3 + 271/30*z + 1
*
[ 7/10 ] 
f(z) = -120/7*z^3 + 279/35*z + 1
*
[ -1/5 ] 
f(z) = -119*z^3 + 269/25*z + 1
*
[ -1/4 ] 
f(z) = -119/2*z^3 + 279/32*z + 1
*
[ -1/3 ] 
f(z) = -119/4*z^3 + 263/36*z + 1
*
[ -6/7 ] 
f(z) = -119/8*z^3 + 275/21*z + 1
*
[ -1/5 ] 
f(z) = -118*z^3 + 268/25*z + 1
*
[ -1/5 ] 
f(z) = -117*z^3 + 267/25*z + 1
*
[ -2/13 ] 
f(z) = -117*z^3 + 267/26*z + 1
*
[ -1/4 ] 
f(z) = -117/2*z^3 + 277/32*z + 1
*
[ -1/5 ] 
f(z) = -116*z^3 + 266/25*z + 1
*
[ -1/4 ] 
f(z) = -115/2*z^3 + 275/32*z + 1
*
[ -1/5 ] 
f(z) = -114*z^3 + 264/25*z + 1
*
[ -1/5 ] 
f(z) = -113*z^3 + 263/25*z + 1
*
[ -1/4 ] 
f(z) = -113/2*z^3 + 273/32*z + 1
*
[ -1/5 ] 
f(z) = -112*z^3 + 262/25*z + 1
*
-9/56 | 0.18636689818753632899027959813307683197 | 0.023149144783607737006104735842821395390
f(z) = -112*z^3 + 277/28*z + 1
*
[ -3/4 ] 
f(z) = -112/11*z^3 + 266/33*z + 1
*
[ -1/5 ] 
f(z) = -111*z^3 + 261/25*z + 1
*
[ -1/4 ] 
f(z) = -111/2*z^3 + 271/32*z + 1
*
0 | 0.17161659851604018862912520675172350457 | 0.029547587513924443399389520672991690333
f(z) = -111/13*z^3 + 268/39*z + 1
*
[ -1/4 ] 
f(z) = -109/2*z^3 + 269/32*z + 1
*
[ -1/12 ] 
f(z) = -108/5*z^3 + 263/20*z + 1
*
[ -13/18 ] 
f(z) = -108/13*z^3 + 262/39*z + 1
*
[ -1/4 ] 
f(z) = -107/2*z^3 + 267/32*z + 1
*
[ -1/4 ] 
f(z) = -105/2*z^3 + 265/32*z + 1
*
[ -2/15 ] 
f(z) = -105/4*z^3 + 269/30*z + 1
*
0 | 0.15822805779038774065615000292714430928 | 0.027505616656183489314932778781068123043
f(z) = -105/13*z^3 + 263/39*z + 1
*
[ -1/4 ] 
f(z) = -103/2*z^3 + 263/32*z + 1
*
[ -1/4 ] 
f(z) = -101/2*z^3 + 261/32*z + 1
*
-1/4 | 0.11201102544956257208176346865427535383 | 0.017024889586993110813617792952072667333
f(z) = -120/7*z^3 + 269/42*z + 1
*
0 | 0.16548226920096830862720272539069857397 | 0.028114057841447723750463964244731506597
f(z) = -120/19*z^3 + 265/57*z + 1
*
[ -1/3 ] 
f(z) = -120/19*z^3 + 268/57*z + 1
*
[ -1/2 ] 
f(z) = -119/12*z^3 + 263/48*z + 1
*
[ -1/2 ] 
f(z) = -119/13*z^3 + 275/52*z + 1
*
[ -2/7 ] 
f(z) = -117/8*z^3 + 279/49*z + 1
*
0 | 0.17170083163796950674664564593451811022 | 0.029296552559876785076028981154499596078
f(z) = -117/16*z^3 + 271/48*z + 1
*
[ -3/8 ] 
f(z) = -116/9*z^3 + 263/48*z + 1
*
[ -1/5 ] 
f(z) = -115/8*z^3 + 263/40*z + 1
*
[ -2/7 ] 
f(z) = -115/8*z^3 + 278/49*z + 1
*
[ -1/2 ] 
f(z) = -115/13*z^3 + 271/52*z + 1
*
-1/6 | 0.16833305761825472150950078244615111574 | 0.025786480204449721233444199317872279524
f(z) = -114/7*z^3 + 271/42*z + 1
*
[ -2/7 ] 
f(z) = -113/8*z^3 + 277/49*z + 1
*
[ -1/2 ] 
f(z) = -113/13*z^3 + 269/52*z + 1
*
-2/7 | 0.20760256443016000115588209419460609521 | 0.028216239028452580337651682522884511107
f(z) = -112/3*z^3 + 275/42*z + 1
*
[ 2/3 ] 
f(z) = -111/7*z^3 + 275/42*z + 1
*
[ -2/7 ] 
f(z) = -111/8*z^3 + 276/49*z + 1
*
[ -1/2 ] 
f(z) = -111/13*z^3 + 267/52*z + 1
*
0 | 0.11046425233827755749376114079427496400 | 0.019018860595937186385870165476349575763
f(z) = -111/14*z^3 + 277/42*z + 1
*
[ -1/2 ] 
f(z) = -111/14*z^3 + 279/56*z + 1
*
0 | 0.14075679794584957889665766111679321198 | 0.024234391320231455072656553775307228396
f(z) = -111/16*z^3 + 269/48*z + 1
*
0 | 0.15836798114941961200009630592856255054 | 0.027266545444196366689962400628953566781
f(z) = -111/17*z^3 + 265/51*z + 1
*
[ -1/3 ] 
f(z) = -111/19*z^3 + 265/57*z + 1
*
[ -2/7 ] 
f(z) = -109/8*z^3 + 275/49*z + 1
*
[ -1/2 ] 
f(z) = -109/13*z^3 + 265/52*z + 1
*
[ -1/2 ] 
f(z) = -109/14*z^3 + 277/56*z + 1
*
[ -2/9 ] 
f(z) = -108/7*z^3 + 263/42*z + 1
*
[ -2/7 ] 
f(z) = -107/8*z^3 + 274/49*z + 1
*
[ -1/2 ] 
f(z) = -107/13*z^3 + 263/52*z + 1
*
[ -1/2 ] 
f(z) = -107/14*z^3 + 275/56*z + 1
*
[ -1/5 ] 
f(z) = -105/8*z^3 + 261/40*z + 1
*
[ -1/2 ] 
f(z) = -105/13*z^3 + 261/52*z + 1
*
[ -1/3 ] 
f(z) = -105/19*z^3 + 263/57*z + 1
*
[ -2/7 ] 
f(z) = -103/8*z^3 + 272/49*z + 1
*
[ -1/2 ] 
f(z) = -103/14*z^3 + 271/56*z + 1
*
-1/6 | 0.12645466184528474382372190743853928852 | 0.019707018506898699416030030937949516339
f(z) = -102/7*z^3 + 269/42*z + 1
*
[ -1/3 ] 
f(z) = -102/19*z^3 + 262/57*z + 1
*
[ -2/7 ] 
f(z) = -101/8*z^3 + 271/49*z + 1
*
[ -1/2 ] 
f(z) = -101/14*z^3 + 269/56*z + 1
*
-1/4 | 0.066786043151803874474723731021242401928 | 0.010877410248306376158404212887619977197
f(z) = -116/15*z^3 + 269/60*z + 1
*
-2/5 | 0.12026029155136938644024832547015540458 | 0.018925604077076859644448524187237052197
f(z) = -115/14*z^3 + 267/70*z + 1
*
[ 2/3 ] 
f(z) = -114/11*z^3 + 271/66*z + 1
*
[ 2/3 ] 
f(z) = -114/13*z^3 + 265/78*z + 1
*
-1/7 | 0.21052629149305327862394158285263763758 | 0.028613616497690467183055614345668632466
f(z) = -112/5*z^3 + 277/70*z + 1
*
-5/8 | 0.16661514332732055365779482462169470108 | 0.027292512126804586606536877652484345488
f(z) = -112/15*z^3 + 271/60*z + 1
*
[ 2/3 ] 
f(z) = -111/11*z^3 + 263/66*z + 1
*
[ 3/5 ] 
f(z) = -109/9*z^3 + 277/75*z + 1
*
5/9 | 0.096354342738816803376158300297126747692 | 0.013444095649223666862526204631459679454
f(z) = -108/5*z^3 + 277/60*z + 1
*
[ 3/5 ] 
f(z) = -107/9*z^3 + 271/75*z + 1
*
[ 3/5 ] 
f(z) = -106/9*z^3 + 268/75*z + 1
*
-2/3 | 0.15536825610172090084446451955998867635 | 0.021104052353624434895213582720354738077
f(z) = -105/16*z^3 + 277/60*z + 1
*
[ 3/5 ] 
f(z) = -104/9*z^3 + 262/75*z + 1
*
2/3 | 0.20211976217884308839996534952203588760 | 0.029584475397719211595786620709453403766
f(z) = -103/10*z^3 + 277/90*z + 1
*
[ 3/4 ] 
f(z) = -103/18*z^3 + 277/96*z + 1
*
2/3 | 0.19446391010693011773473913628977906328 | 0.028545810204644315782121156765314511300
f(z) = -101/10*z^3 + 269/90*z + 1
*
[ 3/4 ] 
f(z) = -101/18*z^3 + 271/96*z + 1
*
[ 2/3 ] 
f(z) = -120/17*z^3 + 269/102*z + 1
*
[ 2/3 ] 
f(z) = -120/19*z^3 + 263/114*z + 1
*
5/7 | 0.11399409471598511490968523580678647999 | 0.016950709956486640406212234863081784468
f(z) = -119/15*z^3 + 278/105*z + 1
*
-13/28 | 0.18948495731751590889012152650654787281 | 0.028432372133658894567766675967751379625
f(z) = -112/15*z^3 + 274/105*z + 1
*
-7/20 | 0.15304616980290279231687928758813576085 | 0.021585967733190313499873169364642504264
f(z) = -120/13*z^3 + 277/130*z + 1
*
[ -2/3 ] 
f(z) = -119/4*z^3 + 283/18*z + 1
*
[ -3/4 ] 
f(z) = -116/3*z^3 + 289/12*z + 1
*
[ -3/2 ] 
f(z) = -116/15*z^3 + 286/15*z + 1
*
[ 2/3 ] 
f(z) = -111*z^3 + 293/6*z + 1
*
[ 4/3 ] 
f(z) = -111/8*z^3 + 299/12*z + 1
*
[ -4/9 ] 
f(z) = -108*z^3 + 295/12*z + 1
*
[ -1/18 ] 
f(z) = -108/5*z^3 + 286/15*z + 1
*
0 | 0.17238986123947927486764272122561774434 | 0.029821399404510840650064634993976482320
f(z) = -108/5*z^3 + 299/15*z + 1
*
-2/5 | 0.14472129258704679005669103173133129976 | 0.019657849113281037097573322996871160681
f(z) = -105*z^3 + 292/15*z + 1
*
[ -2/3 ] 
f(z) = -105*z^3 + 295/6*z + 1
*
0 | 0.12858381916608811496980537193037940084 | 0.022352402523045417374623092645463445625
f(z) = -105/4*z^3 + 299/12*z + 1
*
-6/5 | 0.19824189889215709174617609016224778593 | 0.025686334994082707559170481075582380667
f(z) = -105/8*z^3 + 281/15*z + 1
*
[ 4/3 ] 
f(z) = -105/8*z^3 + 283/12*z + 1
*
[ 6/5 ] 
f(z) = -105/8*z^3 + 286/15*z + 1
*
[ -2/3 ] 
f(z) = -102*z^3 + 287/6*z + 1
*
-1/6 | 0.21069471541124951025953872711046744020 | 0.025729968766588167634056480895564989789
f(z) = -120*z^3 + 289/30*z + 1
*
-1/8 | 0.21362873798960196639899175033602083661 | 0.026819096824984759737500443263788884090
f(z) = -120*z^3 + 293/24*z + 1
*
[ -1/6 ] 
f(z) = -120/13*z^3 + 283/39*z + 1
*
[ -1/7 ] 
f(z) = -119/5*z^3 + 297/35*z + 1
*
[ -2/5 ] 
f(z) = -115/3*z^3 + 289/30*z + 1
*
[ -3/5 ] 
f(z) = -115/6*z^3 + 287/30*z + 1
*
[ -2/23 ] 
f(z) = -115/8*z^3 + 290/23*z + 1
*
0 | 0.13906107417658756455458562074136754302 | 0.021842726722487049043212539045528373632
f(z) = -115/14*z^3 + 291/35*z + 1
*
[ 6/5 ] 
f(z) = -115/18*z^3 + 281/30*z + 1
*
[ 2/3 ] 
f(z) = -114/5*z^3 + 289/30*z + 1
*
0 | 0.16485392145797435995702685133759508755 | 0.028253516504113052648553867666065857448
f(z) = -114/7*z^3 + 293/21*z + 1
*
-1/8 | 0.095772788487079937906986933036417307605 | 0.011896201356457002057982420357675793194
f(z) = -112*z^3 + 289/28*z + 1
*
[ -1/7 ] 
f(z) = -112/5*z^3 + 296/35*z + 1
*
-1/8 | 0.11573705588233513217982515474036168596 | 0.018958390804753087386444825727654781937
f(z) = -112/9*z^3 + 295/36*z + 1
*
[ -3/4 ] 
f(z) = -112/13*z^3 + 280/39*z + 1
*
[ 2/3 ] 
f(z) = -111/5*z^3 + 281/30*z + 1
*
0 | 0.097276508939483598892029143509242766525 | 0.016748299324146080226143329191698792358
f(z) = -111/10*z^3 + 283/30*z + 1
*
[ -2/5 ] 
f(z) = -110/3*z^3 + 281/30*z + 1
*
-5/11 | 0.17126509189806100469313666824988782287 | 0.024127363867159558353280384553543067647
f(z) = -110/3*z^3 + 283/33*z + 1
*
-5/9 | 0.16334223557027303686071421686330398768 | 0.025230922675649823992646804438157542058
f(z) = -108/5*z^3 + 287/30*z + 1
*
2/5 | 0.12219787937324195195835115044622800556 | 0.015974220845746008788923750101771086481
f(z) = -105*z^3 + 281/20*z + 1
*
-4/15 | 0.20646358182959657495738721832599005535 | 0.025631227680870747480624463482964408759
f(z) = -105*z^3 + 299/30*z + 1
*
2/3 | 0.17741297815472893989565221240829969097 | 0.024098441168950963778936862226470974311
f(z) = -105/4*z^3 + 299/30*z + 1
*
0 | 0.16982933311936641048031796366470068980 | 0.029522327449312566308582875931660146604
f(z) = -105/8*z^3 + 283/24*z + 1
*
0 | 0.13412177067118182750632479031854141700 | 0.023315093800981938197826632820438017616
f(z) = -105/8*z^3 + 299/24*z + 1
*
[ -3/13 ] 
f(z) = -104/3*z^3 + 280/39*z + 1
*
[ 2/3 ] 
f(z) = -120/7*z^3 + 299/42*z + 1
*
0 | 0.15793281272293093406511109953378632218 | 0.026831468128846701339037759647916459137
f(z) = -120/17*z^3 + 292/51*z + 1
*
[ -1/3 ] 
f(z) = -119/5*z^3 + 299/45*z + 1
*
[ -3/7 ] 
f(z) = -119/6*z^3 + 293/42*z + 1
*
[ -6/17 ] 
f(z) = -119/8*z^3 + 290/51*z + 1
*
[ 6/7 ] 
f(z) = -119/12*z^3 + 299/42*z + 1
*
[ -6/7 ] 
f(z) = -119/18*z^3 + 295/42*z + 1
*
[ -1/3 ] 
f(z) = -118/5*z^3 + 298/45*z + 1
*
[ 5/9 ] 
f(z) = -117/5*z^3 + 289/45*z + 1
*
[ -4/13 ] 
f(z) = -117/8*z^3 + 293/52*z + 1
*
[ -1/6 ] 
f(z) = -117/10*z^3 + 293/40*z + 1
*
0 | 0.17194304347923117058533487046930997013 | 0.029337880093764965039700250967961873976
f(z) = -117/14*z^3 + 281/42*z + 1
*
[ -1/2 ] 
f(z) = -117/14*z^3 + 285/56*z + 1
*
0 | 0.17473584037110498314614500479768618561 | 0.029814402660087517117087804684422253016
f(z) = -117/14*z^3 + 295/42*z + 1
*
0 | 0.12070774507046732636702962297299498536 | 0.020595828011465149504894460114880969028
f(z) = -117/16*z^3 + 287/48*z + 1
*
[ -1/3 ] 
f(z) = -116/5*z^3 + 296/45*z + 1
*
[ -1/4 ] 
f(z) = -116/13*z^3 + 289/52*z + 1
*
[ -1/5 ] 
f(z) = -115/9*z^3 + 293/45*z + 1
*
[ -1/2 ] 
f(z) = -115/14*z^3 + 283/56*z + 1
*
[ 2/3 ] 
f(z) = -114/7*z^3 + 283/42*z + 1
*
[ -1/3 ] 
f(z) = -113/5*z^3 + 293/45*z + 1
*
[ -1/2 ] 
f(z) = -113/14*z^3 + 281/56*z + 1
*
[ -1/3 ] 
f(z) = -112/5*z^3 + 292/45*z + 1
*
[ -1/5 ] 
f(z) = -110/9*z^3 + 292/45*z + 1
*
[ -1/3 ] 
f(z) = -109/5*z^3 + 289/45*z + 1
*
[ -1/4 ] 
f(z) = -108/13*z^3 + 287/52*z + 1
*
[ 17/18 ] 
f(z) = -108/17*z^3 + 286/51*z + 1
*
-17/18 | 0.15756706897026572040930836494050411745 | 0.027257232316190906855578082919013260498
f(z) = -108/17*z^3 + 292/51*z + 1
*
[ -1/3 ] 
f(z) = -107/5*z^3 + 287/45*z + 1
*
[ -1/3 ] 
f(z) = -106/5*z^3 + 286/45*z + 1
*
[ -1/3 ] 
f(z) = -104/5*z^3 + 284/45*z + 1
*
3/4 | 0.16572038449666215516757519679269016460 | 0.025748370533898314720146817393595078459
f(z) = -104/7*z^3 + 295/42*z + 1
*
[ -1/3 ] 
f(z) = -103/5*z^3 + 283/45*z + 1
*
[ 3/4 ] 
f(z) = -103/9*z^3 + 293/48*z + 1
*
-1/2 | 0.091926567764572714742802530091638895816 | 0.014326071856714731250462894292403029247
f(z) = -102/7*z^3 + 293/42*z + 1
*
[ -1/3 ] 
f(z) = -101/5*z^3 + 281/45*z + 1
*
[ 3/4 ] 
f(z) = -101/9*z^3 + 287/48*z + 1
*
[ 2/3 ] 
f(z) = -120/11*z^3 + 287/66*z + 1
*
[ 2/3 ] 
f(z) = -120/13*z^3 + 281/78*z + 1
*
[ -1/2 ] 
f(z) = -119/15*z^3 + 299/60*z + 1
*
19/39 | 0.21355656012399609683893726645940820915 | 0.029146030659755239087935395800947781087
f(z) = -117/5*z^3 + 296/65*z + 1
*
[ 3/5 ] 
f(z) = -116/9*z^3 + 298/75*z + 1
*
-3/4 | 0.12586608213576150678868991990235551750 | 0.020499747359276297190630574434636849937
f(z) = -116/15*z^3 + 281/60*z + 1
*
4/5 | 0.14452301141157384659339814361020717643 | 0.022743877124511780267784753512464022137
f(z) = -115/12*z^3 + 293/60*z + 1
*
[ 3/5 ] 
f(z) = -113/9*z^3 + 289/75*z + 1
*
[ -1/2 ] 
f(z) = -113/15*z^3 + 293/60*z + 1
*
[ 3/5 ] 
f(z) = -112/9*z^3 + 286/75*z + 1
*
[ 9/14 ] 
f(z) = -112/9*z^3 + 289/63*z + 1
*
[ -3/8 ] 
f(z) = -112/15*z^3 + 283/60*z + 1
*
-1/10 | 0.072616225479699927232425773260519011592 | 0.010369205586760765927960772107162050990
f(z) = -110/7*z^3 + 291/70*z + 1
*
[ -1/2 ] 
f(z) = -109/15*z^3 + 289/60*z + 1
*
-5/12 | 0.13536191787708047360429798412717204408 | 0.018886731199388964915833133049058130549
f(z) = -108/5*z^3 + 289/60*z + 1
*
7/9 | 0.15965317834373660213477194412920701225 | 0.024661086482923394331651676752886651380
f(z) = -108/11*z^3 + 293/66*z + 1
*
-1/4 | 0.18062930720636891528712753208477150512 | 0.029765431672473342434774428938254975171
f(z) = -108/17*z^3 + 299/68*z + 1
*
[ -1/2 ] 
f(z) = -107/15*z^3 + 287/60*z + 1
*
[ -1/2 ] 
f(z) = -107/16*z^3 + 299/64*z + 1
*
7/15 | 0.10050604390276802842959494359295950240 | 0.013651983137346926076979022333725764811
f(z) = -105/4*z^3 + 283/60*z + 1
*
-6/35 | 0.21790858246978708769342965466506160523 | 0.026544085267966032011437572736723580475
f(z) = -105/4*z^3 + 299/70*z + 1
*
[ -1/2 ] 
f(z) = -105/16*z^3 + 297/64*z + 1
*
[ -1/2 ] 
f(z) = -103/15*z^3 + 283/60*z + 1
*
[ -1/2 ] 
f(z) = -103/16*z^3 + 295/64*z + 1
*
[ -1/2 ] 
f(z) = -101/15*z^3 + 281/60*z + 1
*
[ -1/2 ] 
f(z) = -101/16*z^3 + 293/64*z + 1
*
3/4 | 0.18034121580726519766724887315437689562 | 0.027060346274752362058089169864700679706
f(z) = -112/13*z^3 + 298/91*z + 1
*
[ 3/4 ] 
f(z) = -109/18*z^3 + 295/96*z + 1
*
-5/24 | 0.16045739326752785274460894355368428852 | 0.021524268430931099891187528352827245560
f(z) = -108/5*z^3 + 283/80*z + 1
*
[ 3/4 ] 
f(z) = -107/18*z^3 + 289/96*z + 1
*
-2/21 | 0.16597292182514603547587827751798893406 | 0.021559172943326288739151873130122697823
f(z) = -105/16*z^3 + 299/84*z + 1
*
[ 15/28 ] 
f(z) = -112/9*z^3 + 284/105*z + 1
*
[ 19/28 ] 
f(z) = -112/19*z^3 + 298/133*z + 1
*
[ 3/4 ] 
f(z) = -118/27*z^3 + 17/8*z + 1
*
[ 2/3 ] 
f(z) = -117/28*z^3 + 19/14*z + 1
*
[ 2/3 ] 
f(z) = -117/32*z^3 + 9/8*z + 1
*
[ 3/2 ] 
f(z) = -116/27*z^3 + 10*z + 1
*
[ -3/4 ] 
f(z) = -116/27*z^3 + 19/4*z + 1
*
[ 3/4 ] 
f(z) = -112/27*z^3 + 2*z + 1
*
-3/8 | 0.18209970461269609512667610981309619288 | 0.029828971707967178941765452017827886498
f(z) = -112/27*z^3 + 5/4*z + 1
*
[ -3/2 ] 
f(z) = -112/27*z^3 + 11*z + 1
*
[ -3/4 ] 
f(z) = -112/27*z^3 + 14/3*z + 1
*
[ -3/8 ] 
f(z) = -112/27*z^3 + 17/4*z + 1
*
3/4 | 0.15231812250887205786333237792034219229 | 0.022855458307518965260852485281922446863
f(z) = -112/27*z^3 + 17/7*z + 1
*
-3/14 | 0.21606451752703582153124351029026531669 | 0.029366342794677134596654131779348352530
f(z) = -112/27*z^3 + 19/14*z + 1
*
[ 3/2 ] 
f(z) = -110/27*z^3 + 19/2*z + 1
*
[ 5/6 ] 
f(z) = -108/25*z^3 + 14/5*z + 1
*
[ 3/4 ] 
f(z) = -106/27*z^3 + 15/8*z + 1
*
[ 3/2 ] 
f(z) = -104/27*z^3 + 9*z + 1
*
[ -3/4 ] 
f(z) = -104/27*z^3 + 9/2*z + 1
*
[ 3/4 ] 
f(z) = -104/27*z^3 + 11/6*z + 1
*
[ -3/7 ] 
f(z) = -119/27*z^3 + 29/7*z + 1
*
[ -3/2 ] 
f(z) = -118/27*z^3 + 23/2*z + 1
*
[ 2/3 ] 
f(z) = -117/20*z^3 + 21/10*z + 1
*
[ 4/3 ] 
f(z) = -117/32*z^3 + 27/4*z + 1
*
[ -4/3 ] 
f(z) = -117/32*z^3 + 33/4*z + 1
*
[ -2/3 ] 
f(z) = -117/32*z^3 + 33/8*z + 1
*
[ 3/4 ] 
f(z) = -116/27*z^3 + 25/12*z + 1
*
[ -3/2 ] 
f(z) = -116/27*z^3 + 34/3*z + 1
*
-2/5 | 0.17111001324341746247139978816730709365 | 0.026927927102896020192647607738343860311
f(z) = -115/24*z^3 + 34/15*z + 1
*
[ -3/5 ] 
f(z) = -115/27*z^3 + 21/5*z + 1
*
[ 3/4 ] 
f(z) = -115/27*z^3 + 33/16*z + 1
*
[ 3 ] 
f(z) = -115/27*z^3 + 39*z + 1
*
[ -3 ] 
f(z) = -113/27*z^3 + 39*z + 1
*
[ 3/2 ] 
f(z) = -113/27*z^3 + 39/4*z + 1
*
[ 5/4 ] 
f(z) = -112/25*z^3 + 36/5*z + 1
*
[ 3/2 ] 
f(z) = -112/27*z^3 + 29/3*z + 1
*
[ 3 ] 
f(z) = -112/27*z^3 + 38*z + 1
*
[ -3/4 ] 
f(z) = -110/27*z^3 + 37/8*z + 1
*
-3/10 | 0.20128470283440382425101412096626644452 | 0.028742370611695493950859602809132806515
f(z) = -110/27*z^3 + 37/10*z + 1
*
[ -3 ] 
f(z) = -110/27*z^3 + 38*z + 1
*
[ 3/4 ] 
f(z) = -109/27*z^3 + 31/16*z + 1
*
[ 3 ] 
f(z) = -109/27*z^3 + 37*z + 1
*
[ -5/6 ] 
f(z) = -108/25*z^3 + 26/5*z + 1
*
[ -3 ] 
f(z) = -107/27*z^3 + 37*z + 1
*
[ 3/2 ] 
f(z) = -107/27*z^3 + 37/4*z + 1
*
[ -3/2 ] 
f(z) = -106/27*z^3 + 21/2*z + 1
*
[ 3 ] 
f(z) = -106/27*z^3 + 36*z + 1
*
[ -3/2 ] 
f(z) = -104/27*z^3 + 31/3*z + 1
*
[ -3 ] 
f(z) = -104/27*z^3 + 36*z + 1
*
[ 3/4 ] 
f(z) = -103/27*z^3 + 29/16*z + 1
*
[ 3 ] 
f(z) = -103/27*z^3 + 35*z + 1
*
[ -3 ] 
f(z) = -101/27*z^3 + 35*z + 1
*
[ 3/2 ] 
f(z) = -101/27*z^3 + 35/4*z + 1
*
[ 2/3 ] 
f(z) = -117/34*z^3 + 35/34*z + 1
*
[ 2/3 ] 
f(z) = -117/38*z^3 + 33/38*z + 1
*
0 | 0.10775660338302077035828782068340072782 | 0.022668467211293445482371396112204779708
f(z) = -116/39*z^3 + 38/39*z + 1
*
0 | 0.11509061782275443780041085979131727546 | 0.024255482419820111750378327593810894220
f(z) = -115/38*z^3 + 39/38*z + 1
*
0 | 0.10760329459823254796167197009659232890 | 0.022677520286333363804520407187032248587
f(z) = -115/39*z^3 + 37/39*z + 1
*
0 | 0.12759390577789924210431363761919222331 | 0.026990361415419823867603886295517955598
f(z) = -113/37*z^3 + 39/37*z + 1
*
0 | 0.11477978928491265031633856903810400970 | 0.024279748919811850343471947959398863509
f(z) = -113/38*z^3 + 37/38*z + 1
*
0 | 0.10729281227766991792720934184143959688 | 0.022696003880404007424825176144444006574
f(z) = -113/39*z^3 + 35/39*z + 1
*
[ 5/8 ] 
f(z) = -112/25*z^3 + 23/20*z + 1
*
-3/28 | 0.13195609295359108939116823098457205195 | 0.019800119192962284934456511143500038873
f(z) = -112/27*z^3 + 29/21*z + 1
*
0 | 0.12743633298466024231026668599000693444 | 0.027007812539686498150596759929031163703
f(z) = -112/37*z^3 + 38/37*z + 1
*
0 | 0.10713559497119586412520003131152126431 | 0.022705440415161140465047568810552976761
f(z) = -112/39*z^3 + 34/39*z + 1
*
[ 2/3 ] 
f(z) = -111/32*z^3 + 25/24*z + 1
*
0 | 0.11446364922197123292703237471794639377 | 0.024304685250786875687396794193294015824
f(z) = -111/38*z^3 + 35/38*z + 1
*
0 | 0.12711710326379444774227233980604725743 | 0.027043428197016794979430093409169076355
f(z) = -110/37*z^3 + 36/37*z + 1
*
0 | 0.10681709438510427868301280045787660972 | 0.022724718767567246874998881697532452652
f(z) = -110/39*z^3 + 32/39*z + 1
*
0 | 0.12691124233968235451097536697922011958 | 0.027052191720938659478573044792296669229
f(z) = -109/35*z^3 + 39/35*z + 1
*
0 | 0.087699411571030050823921361487216741733 | 0.018693862355259560354533727061009261563
f(z) = -109/36*z^3 + 37/36*z + 1
*
0 | 0.12695539876649350667534111583128512225 | 0.027061604032265733941843291711806341177
f(z) = -109/37*z^3 + 35/37*z + 1
*
0 | 0.11414201277044971526589986886027064293 | 0.024330323744018302766278936689711676774
f(z) = -109/38*z^3 + 33/38*z + 1
*
0 | 0.10665576384839905333103321717765475184 | 0.022734567234378797762427537239165035253
f(z) = -109/39*z^3 + 31/39*z + 1
*
0 | 0.12674772896446236765004972618877673051 | 0.027070520413908013670958354910237045013
f(z) = -108/35*z^3 + 38/35*z + 1
*
0 | 0.12679226841529171042767148304053624052 | 0.027080033058613766408677723837348842214
f(z) = -108/37*z^3 + 34/37*z + 1
*
0 | 0.11372482645640361393425106263133949484 | 0.024337468904850107934532778435745580081
f(z) = -107/34*z^3 + 39/34*z + 1
*
0 | 0.12658275762661321870199398269725036481 | 0.027089106430150185383958732608640226582
f(z) = -107/35*z^3 + 37/35*z + 1
*
0 | 0.087371313898996201021300526975256968043 | 0.018697734711495662272155192359830172967
f(z) = -107/36*z^3 + 35/36*z + 1
*
0 | 0.12662768681736410527000135124155523538 | 0.027098721417632614821889432953884760868
f(z) = -107/37*z^3 + 33/37*z + 1
*
0 | 0.11381468523582065328084639203975677111 | 0.024356698964970079549806563957671189693
f(z) = -107/38*z^3 + 31/38*z + 1
*
0 | 0.10632778581307193358758262644247560037 | 0.022754479048945514883918191357498898169
f(z) = -107/39*z^3 + 29/39*z + 1
*
0 | 0.12641630206973392674719045267551529454 | 0.027107956063872207943392987245023886660
f(z) = -106/35*z^3 + 36/35*z + 1
*
0 | 0.12646162789486120886547506945003235284 | 0.027117675462842060318397529092068322462
f(z) = -106/37*z^3 + 32/37*z + 1
*
0 | 0.10616212080672403771990061387534893585 | 0.022764770518984900655807803395211936791
f(z) = -106/39*z^3 + 28/39*z + 1
*
[ 2/3 ] 
f(z) = -105/32*z^3 + 23/24*z + 1
*
[ 4/5 ] 
f(z) = -105/32*z^3 + 37/20*z + 1
*
0 | 0.11339000188555869826016375837052118898 | 0.024364195943723664938601032758741899799
f(z) = -105/34*z^3 + 37/34*z + 1
*
0 | 0.12629406486002493488024359318247631948 | 0.027136901769210440014236730057338413130
f(z) = -105/37*z^3 + 31/37*z + 1
*
0 | 0.11348146138221769198956163463558167884 | 0.024383847915330148024470390217464350869
f(z) = -105/38*z^3 + 29/38*z + 1
*
0 | 0.10568888247436215113206971304193884679 | 0.022756241834403146907546090431206175395
f(z) = -104/33*z^3 + 38/33*z + 1
*
0 | 0.12607882966542716675957704916998726628 | 0.027146472466117326620089634531879245500
f(z) = -104/35*z^3 + 34/35*z + 1
*
0 | 0.12612497018916337172337840689742549996 | 0.027156407143180089607825818907281573719
f(z) = -104/37*z^3 + 30/37*z + 1
*
[ 2/3 ] 
f(z) = -103/24*z^3 + 38/27*z + 1
*
0 | 0.10016547868896932914732782288522231118 | 0.021611938679338040930322086540125452925
f(z) = -103/32*z^3 + 39/32*z + 1
*
0 | 0.10551635437170135590330915924805871254 | 0.022766456170289748815184675634744967012
f(z) = -103/33*z^3 + 37/33*z + 1
*
0 | 0.11304900625901676816067600316120388615 | 0.024391718813789583549755641931477089139
f(z) = -103/34*z^3 + 35/34*z + 1
*
0 | 0.12590775661717810396265952391327863368 | 0.027166152958874967445913263477925761898
f(z) = -103/35*z^3 + 33/35*z + 1
*
0 | 0.086697129207446628620755665089114761866 | 0.018705975997220717623684906445461697036
f(z) = -103/36*z^3 + 31/36*z + 1
*
0 | 0.12595431559542099221402892552391733639 | 0.027176198633252289075229397066526941908
f(z) = -103/37*z^3 + 29/37*z + 1
*
0 | 0.11314212465676129646158391144435196799 | 0.024411810257751250329890557718977429641
f(z) = -103/38*z^3 + 27/38*z + 1
*
0 | 0.10565706668792310648399492578462281545 | 0.022796816589761761909374996116874836763
f(z) = -103/39*z^3 + 25/39*z + 1
*
0 | 0.12573508689189537890697435122862643622 | 0.027186124539099458246773926745880177142
f(z) = -102/35*z^3 + 32/35*z + 1
*
0 | 0.12578207200027671742652949621003753786 | 0.027196283541168915516263469396416598200
f(z) = -102/37*z^3 + 28/37*z + 1
*
[ 2/3 ] 
f(z) = -101/24*z^3 + 37/27*z + 1
*
0 | 0.12546541783316949562485208279898484338 | 0.027185729468023114952757300790311592292
f(z) = -101/31*z^3 + 39/31*z + 1
*
0 | 0.099817210548810687062100783309633884209 | 0.021628299886116273063398338246274991457
f(z) = -101/32*z^3 + 37/32*z + 1
*
0 | 0.10516852177080771843997727128380916662 | 0.022787817000018131709324233714950970099
f(z) = -101/33*z^3 + 35/33*z + 1
*
0 | 0.11270160762030954415391686517832176263 | 0.024420079000980506985097171594808362734
f(z) = -101/34*z^3 + 33/34*z + 1
*
0 | 0.12556079037593562227731135508645735985 | 0.027206394701448352299156331063813005131
f(z) = -101/35*z^3 + 31/35*z + 1
*
0 | 0.086350593811169210138072916860944404010 | 0.018710365958172290976043170179193351760
f(z) = -101/36*z^3 + 29/36*z + 1
*
0 | 0.12560820950369779043133022763498024258 | 0.027216669433730885056829800862259825547
f(z) = -101/37*z^3 + 27/37*z + 1
*
0 | 0.11279644634113887921121947111425800947 | 0.024440628566367424725385559459400600612
f(z) = -101/38*z^3 + 25/38*z + 1
*
-2 | 0.082061244869970733343994197148714940592 | 0.013365274895961393889835143149155825682
f(z) = -119/24*z^3 + 58/3*z + 1
*
[ -3 ] 
f(z) = -119/27*z^3 + 41*z + 1
*
[ 3/2 ] 
f(z) = -119/27*z^3 + 41/4*z + 1
*
[ 6/7 ] 
f(z) = -119/27*z^3 + 43/14*z + 1
*
[ 3 ] 
f(z) = -118/27*z^3 + 40*z + 1
*
-2/3 | 0.11357666083714253337780667250133066015 | 0.023849750637460914058639918106594098433
f(z) = -117/20*z^3 + 41/10*z + 1
*
[ -2/3 ] 
f(z) = -117/20*z^3 + 51/10*z + 1
*
[ -3 ] 
f(z) = -116/27*z^3 + 40*z + 1
*
-2/5 | 0.11615661851551931973584101809292541242 | 0.018279800793745387942450481279893515654
f(z) = -115/24*z^3 + 49/15*z + 1
*
-2 | 0.081437340735945455943006264673096875686 | 0.013339901555311119297255623211441339022
f(z) = -115/24*z^3 + 56/3*z + 1
*
[ 2 ] 
f(z) = -115/24*z^3 + 59/3*z + 1
*
[ -3/2 ] 
f(z) = -115/27*z^3 + 45/4*z + 1
*
-2 | 0.081117262158792471902388047669630147424 | 0.013326805376932613640072604944775923726
f(z) = -113/24*z^3 + 55/3*z + 1
*
[ 2 ] 
f(z) = -113/24*z^3 + 58/3*z + 1
*
[ -5/4 ] 
f(z) = -112/25*z^3 + 44/5*z + 1
*
-3/2 | 0.17057111248806337162708833586928381075 | 0.024334592848779589754152254595045833517
f(z) = -112/27*z^3 + 41/4*z + 1
*
[ -3/14 ] 
f(z) = -112/27*z^3 + 41/7*z + 1
*
39/28 | 0.18500656924060352012164831350426393678 | 0.025889584573891058858562656134444817954
f(z) = -112/27*z^3 + 47/7*z + 1
*
[ -3/10 ] 
f(z) = -110/27*z^3 + 47/10*z + 1
*
-2 | 0.080459872391313015026169325490008156045 | 0.013299738407768915079358468525053772655
f(z) = -109/24*z^3 + 53/3*z + 1
*
[ 2 ] 
f(z) = -109/24*z^3 + 56/3*z + 1
*
[ -2 ] 
f(z) = -109/24*z^3 + 59/3*z + 1
*
[ -3/2 ] 
f(z) = -109/27*z^3 + 43/4*z + 1
*
-2 | 0.080122136558073821464283341551192335060 | 0.013285743344298280381357730705360803874
f(z) = -107/24*z^3 + 52/3*z + 1
*
[ 2 ] 
f(z) = -107/24*z^3 + 55/3*z + 1
*
[ -2 ] 
f(z) = -107/24*z^3 + 58/3*z + 1
*
[ 3/2 ] 
f(z) = -106/27*z^3 + 55/6*z + 1
*
-2 | 0.079427429165159610614351812824443880895 | 0.013256763607739014288874221884129916363
f(z) = -103/24*z^3 + 50/3*z + 1
*
[ 2 ] 
f(z) = -103/24*z^3 + 53/3*z + 1
*
[ -2 ] 
f(z) = -103/24*z^3 + 56/3*z + 1
*
[ -3/2 ] 
f(z) = -103/27*z^3 + 41/4*z + 1
*
-2 | 0.079069955078004740045720524672516060232 | 0.013241749767379047420619091634849613494
f(z) = -101/24*z^3 + 49/3*z + 1
*
[ 2 ] 
f(z) = -101/24*z^3 + 52/3*z + 1
*
[ -2 ] 
f(z) = -101/24*z^3 + 55/3*z + 1
*
0 | 0.12853945503247635330416156604124677954 | 0.026849018638261117616488119860986732063
f(z) = -120/31*z^3 + 58/31*z + 1
*
0 | 0.12866086764542408010997562422761221607 | 0.026874379018909455416109838497765539548
f(z) = -120/37*z^3 + 46/37*z + 1
*
[ 2/3 ] 
f(z) = -119/24*z^3 + 46/27*z + 1
*
6/7 | 0.16951675551522108451387286223337149045 | 0.025206826394492482715858441026342120058
f(z) = -119/24*z^3 + 52/21*z + 1
*
0 | 0.095189192083226511613002954055959686251 | 0.019917709224385824370563054791328665583
f(z) = -119/30*z^3 + 59/30*z + 1
*
0 | 0.12838978327361674334752029725436343587 | 0.026864713468625268346173986804918001531
f(z) = -119/31*z^3 + 57/31*z + 1
*
0 | 0.10273814441135720254584359742163257067 | 0.021497277599007551820218866320509203060
f(z) = -119/32*z^3 + 55/32*z + 1
*
0 | 0.10808603580555707432783165527144713263 | 0.022616288522644102674559693569673405960
f(z) = -119/33*z^3 + 53/33*z + 1
*
0 | 0.089257917998372764086309331550352418157 | 0.018676629329002729559042301725777688485
f(z) = -119/36*z^3 + 47/36*z + 1
*
0 | 0.12851216000317608149882464722346621984 | 0.026890319990351632589274145588752942431
f(z) = -119/37*z^3 + 45/37*z + 1
*
0 | 0.11569703447721934737485011380929100655 | 0.024208839684511444024466338935764890101
f(z) = -119/38*z^3 + 43/38*z + 1
*
0 | 0.10820905164622979779487994806919937638 | 0.022642028774146294328141090811575760497
f(z) = -119/39*z^3 + 41/39*z + 1
*
0 | 0.12823889122418817011449144665835227012 | 0.026880605472542931904687230077785477086
f(z) = -118/31*z^3 + 56/31*z + 1
*
0 | 0.10793650597339237823518114289069389054 | 0.022624951022722799847441804178647683928
f(z) = -118/33*z^3 + 52/33*z + 1
*
0 | 0.12832126272486676051258563362379524182 | 0.026897871652800616896108243508455744908
f(z) = -118/35*z^3 + 48/35*z + 1
*
0 | 0.12836224752673126387462833632133700993 | 0.026906462621412190925552144266089887178
f(z) = -118/37*z^3 + 44/37*z + 1
*
0 | 0.10805842798097843907436513453170250382 | 0.022650507523976478207791202790264979167
f(z) = -118/39*z^3 + 40/39*z + 1
*
[ 2/3 ] 
f(z) = -117/22*z^3 + 41/22*z + 1
*
0 | 0.12804503352898476618568977381498488049 | 0.026887937165281781534566232045443325648
f(z) = -117/29*z^3 + 59/29*z + 1
*
0 | 0.12808675881044755714662551957373333922 | 0.026896698979115984334252829687525741607
f(z) = -117/31*z^3 + 55/31*z + 1
*
0 | 0.10243545174362668626508391944772099546 | 0.021510228972343698835730455429158872691
f(z) = -117/32*z^3 + 53/32*z + 1
*
0 | 0.11531368123281689083153789136825050345 | 0.024214504302374693956221350077316110696
f(z) = -117/34*z^3 + 49/34*z + 1
*
0 | 0.12816979603022040787629229720175834687 | 0.026914135809628639101858397349027784412
f(z) = -117/35*z^3 + 47/35*z + 1
*
0 | 0.12821111051759063310522959822539565606 | 0.026922811361579468845382876055376898154
f(z) = -117/37*z^3 + 43/37*z + 1
*
0 | 0.11539631051934740555950840635902673201 | 0.024231855471748566037566754019627354736
f(z) = -117/38*z^3 + 41/38*z + 1
*
0 | 0.12793336545894171866031155069349602252 | 0.026912998452894848441636206269816766298
f(z) = -116/31*z^3 + 54/31*z + 1
*
0 | 0.10763165352005381247343683446313909098 | 0.022642181844245875762432632211862011363
f(z) = -116/33*z^3 + 50/33*z + 1
*
0 | 0.12801707926110766358576459050218712485 | 0.026930609100594889476819392906130433471
f(z) = -116/35*z^3 + 46/35*z + 1
*
0 | 0.12805872878980958632272123815648136999 | 0.026939370800074126474826953130569898432
f(z) = -116/37*z^3 + 42/37*z + 1
*
[ 2/3 ] 
f(z) = -115/24*z^3 + 44/27*z + 1
*
0 | 0.10204420142407468254956417319607749379 | 0.021505934892955891463712049010449234721
f(z) = -115/28*z^3 + 59/28*z + 1
*
0 | 0.12773627594784154345709379613458957892 | 0.026920569671436751215661837172076739747
f(z) = -115/29*z^3 + 57/29*z + 1
*
0 | 0.12777869007977329208042293793719695820 | 0.026929508499387147894864135281530415469
f(z) = -115/31*z^3 + 53/31*z + 1
*
[ 4/5 ] 
f(z) = -115/32*z^3 + 41/20*z + 1
*
0 | 0.10212772575085365708725430669599638632 | 0.021523537742589862097698161754599786367
f(z) = -115/32*z^3 + 51/32*z + 1
*
0 | 0.10747732311775503370270501890409741508 | 0.022650971649372993258867237351673155995
f(z) = -115/33*z^3 + 49/33*z + 1
*
0 | 0.11500663738056268352242207036798117295 | 0.024237783443329014273584081603546554348
f(z) = -115/34*z^3 + 47/34*z + 1
*
0 | 0.088650175851140642082852616867371053008 | 0.018683128325740720583919458092708103581
f(z) = -115/36*z^3 + 43/36*z + 1
*
0 | 0.12790508165376983188849984770027884335 | 0.026956145671548372927574882120641411394
f(z) = -115/37*z^3 + 41/37*z + 1
*
0 | 0.12757994388150203952630892824375215338 | 0.026937204019554932891902276527832319589
f(z) = -114/29*z^3 + 56/29*z + 1
*
0 | 0.12762271104915991207566586775701008092 | 0.026946233870842598005805473010982407406
f(z) = -114/31*z^3 + 52/31*z + 1
*
0 | 0.12770781168884719429473787187891977537 | 0.026964202003009046845554955396619838759
f(z) = -114/35*z^3 + 44/35*z + 1
*
0 | 0.12775014789926985001789383082495125816 | 0.026973140862071636822534493486433447292
f(z) = -114/37*z^3 + 40/37*z + 1
*
[ 2/3 ] 
f(z) = -113/24*z^3 + 43/27*z + 1
*
0 | 0.11381589039842865282446637601640872703 | 0.024075852196410268488316379124119926519
f(z) = -113/27*z^3 + 59/27*z + 1
*
0 | 0.10172984774006942702718421751045985879 | 0.021519251570051829229533199179911663118
f(z) = -113/28*z^3 + 57/28*z + 1
*
0 | 0.12742228005435190745546077896636418419 | 0.026954056857780615296198708203645311067
f(z) = -113/29*z^3 + 55/29*z + 1
*
0 | 0.094264816482282691386981151991974888612 | 0.019940148787699590941819134960253968390
f(z) = -113/30*z^3 + 53/30*z + 1
*
0 | 0.12746540619125048352543731430781024020 | 0.026963179472330636049655965162774454971
f(z) = -113/31*z^3 + 51/31*z + 1
*
0 | 0.10181479609383205626886720520359501251 | 0.021537220976629047114216737705671288870
f(z) = -113/32*z^3 + 49/32*z + 1
*
0 | 0.10716474652280566994332344162333171681 | 0.022668913707188827693511071662592199642
f(z) = -113/33*z^3 + 47/33*z + 1
*
0 | 0.11469441268657184749967519335621892442 | 0.024261688925240882832072801210383152428
f(z) = -113/34*z^3 + 45/34*z + 1
*
0 | 0.12755121765019457207210020372464500850 | 0.026981331454405054077322656971366868856
f(z) = -113/35*z^3 + 43/35*z + 1
*
0 | 0.088338651508577244182629641437580870257 | 0.018686567486362728549584303152499947642
f(z) = -113/36*z^3 + 41/36*z + 1
*
0 | 0.11365650437922726491636687257358165873 | 0.024087428540177178778156184414822146446
f(z) = -112/27*z^3 + 58/27*z + 1
*
51/56 | 0.086393928511116333763467096165311573615 | 0.010731227374487895566809118417447415530
f(z) = -112/27*z^3 + 59/28*z + 1
*
0 | 0.12726326156846149840552358625741908162 | 0.026971133201422453871208225475830091197
f(z) = -112/29*z^3 + 54/29*z + 1
*
0 | 0.12730675275916023498273315067645808914 | 0.026980350368128440488284346626489840520
f(z) = -112/31*z^3 + 50/31*z + 1
*
0 | 0.10700645570081218610896412658140605966 | 0.022678071696018428677679596697482542972
f(z) = -112/33*z^3 + 46/33*z + 1
*
[ 3/4 ] 
f(z) = -112/33*z^3 + 52/33*z + 1
*
[ 3/4 ] 
f(z) = -112/39*z^3 + 50/39*z + 1
*
[ 2/3 ] 
f(z) = -111/20*z^3 + 59/30*z + 1
*
0 | 0.11420137546657043005375783063640677469 | 0.024248995246860853728751825531177905295
f(z) = -111/26*z^3 + 59/26*z + 1
*
0 | 0.10141006256297176701406127923758551637 | 0.021532946648205663079525463502208620163
f(z) = -111/28*z^3 + 55/28*z + 1
*
0 | 0.12710286492990339165610763502452608504 | 0.026988438229886612234928884767839244632
f(z) = -111/29*z^3 + 53/29*z + 1
*
0 | 0.12714672741518390726317199321353378251 | 0.026997751788438225961973600377780820798
f(z) = -111/31*z^3 + 49/31*z + 1
*
0 | 0.10149648363170174050550969616350727032 | 0.021551296900786247832668576634309450464
f(z) = -111/32*z^3 + 47/32*z + 1
*
-2/3 | 0.16826922052126127522543283383929613659 | 0.028971262466707810097418208775248556917
f(z) = -111/32*z^3 + 49/24*z + 1
*
0 | 0.11437682917662709357880760433682134225 | 0.024286250281345561454283865080441491641
f(z) = -111/34*z^3 + 43/34*z + 1
*
0 | 0.12723399679615826793802000790013979539 | 0.027016282167742310820700830024805677994
f(z) = -111/35*z^3 + 41/35*z + 1
*
[ 3/4 ] 
f(z) = -110/27*z^3 + 47/24*z + 1
*
-3/5 | 0.18546811350850096819653925322922687299 | 0.026483846909613226025095947947955863218
f(z) = -110/27*z^3 + 49/30*z + 1
*
0 | 0.11333355469846097034167181436661262904 | 0.024111057993825909048593105232916999201
f(z) = -110/27*z^3 + 56/27*z + 1
*
0 | 0.12694106602787654343249159173334480315 | 0.027005977293658276725901934087225008115
f(z) = -110/29*z^3 + 52/29*z + 1
*
0 | 0.12698530621014394187869698841984094887 | 0.027015389136454037526668069954787900016
f(z) = -110/31*z^3 + 48/31*z + 1
*
[ 2/3 ] 
f(z) = -109/24*z^3 + 41/27*z + 1
*
0 | 0.12668811216778210646818533582398751977 | 0.027004629660417531513276556464817846044
f(z) = -109/25*z^3 + 59/25*z + 1
*
0 | 0.11387519777927623718909184734309739987 | 0.024273449899257359967885795903327251297
f(z) = -109/26*z^3 + 57/26*z + 1
*
0 | 0.11316994184341079416402734024204681666 | 0.024123118703709709984713097856066759006
f(z) = -109/27*z^3 + 55/27*z + 1
*
0 | 0.10108465478906884562044229073684570099 | 0.021547038788570375608793043442038153698
f(z) = -109/28*z^3 + 53/28*z + 1
*
0 | 0.12677784011290788280556969658259839292 | 0.027023755921649546810476653032272050665
f(z) = -109/29*z^3 + 51/29*z + 1
*
0 | 0.093621126975055921377225827437823975527 | 0.019956125472957006546963731340150201273
f(z) = -109/30*z^3 + 49/30*z + 1
*
0 | 0.12682246456182786818565480923841804684 | 0.027033267995799712284863888065577733869
f(z) = -109/31*z^3 + 47/31*z + 1
*
0 | 0.10117259980453387939632201241623954504 | 0.021565785003447803493991738999360358965
f(z) = -109/32*z^3 + 45/32*z + 1
*
0 | 0.10652329305449514355615994077270287946 | 0.022706329977788701341731162638847119104
f(z) = -109/33*z^3 + 43/33*z + 1
*
0 | 0.11405369953846698470353141960311803594 | 0.024311499040713467569622191671535345855
f(z) = -109/34*z^3 + 41/34*z + 1
*
-5/9 | 0.14010012153091752965824219142054500187 | 0.021640791929010663405731570250960873733
f(z) = -108/25*z^3 + 49/30*z + 1
*
0 | 0.12652264354058011103339215230809411115 | 0.027022447129977331356469429627454183491
f(z) = -108/25*z^3 + 58/25*z + 1
*
0 | 0.12661316177408197112340370017701815036 | 0.027041779828936616332546323670063786785
f(z) = -108/29*z^3 + 50/29*z + 1
*
0 | 0.12665817723246623221460687856631979468 | 0.027051394138361239130423716552051763833
f(z) = -108/31*z^3 + 46/31*z + 1
*
[ 2/3 ] 
f(z) = -107/24*z^3 + 40/27*z + 1
*
0 | 0.067509244712601723413696437573273342531 | 0.014447189722577473141387921378688601797
f(z) = -107/24*z^3 + 59/24*z + 1
*
0 | 0.12635568233312161599743249943397313146 | 0.027040511606428645992453200484879180421
f(z) = -107/25*z^3 + 57/25*z + 1
*
0 | 0.11354316872487994253987328739473431680 | 0.024298593581580410219221535833606598114
f(z) = -107/26*z^3 + 55/26*z + 1
*
0 | 0.11283831214808778710268536852369535901 | 0.024147752067422247752573890431988243177
f(z) = -107/27*z^3 + 53/27*z + 1
*
0 | 0.10075342304242848569763214846856622634 | 0.021561547964131800164927842442197888396
f(z) = -107/28*z^3 + 51/28*z + 1
*
0 | 0.12644700491524622822907222328269790365 | 0.027060054924910827968345782481501050701
f(z) = -107/29*z^3 + 49/29*z + 1
*
0 | 0.093289653320822707248751539474865838465 | 0.019964277876564969863392549270306847250
f(z) = -107/30*z^3 + 47/30*z + 1
*
0 | 0.12649241830519934880705132944351986514 | 0.027069773532538438642586881716355743772
f(z) = -107/31*z^3 + 45/31*z + 1
*
0 | 0.10084294596077816756812390973649531513 | 0.021580706148931862667423371662871055382
f(z) = -107/32*z^3 + 43/32*z + 1
*
0 | 0.10619403026554782044325951842117515656 | 0.022725854943021139505204860977736519123
f(z) = -107/33*z^3 + 41/33*z + 1
*
0 | 0.12618720136011764380128804097876596177 | 0.027058829077330121579683131117449792732
f(z) = -106/25*z^3 + 56/25*z + 1
*
0 | 0.11267024203547531689780140415354451315 | 0.024160333127911917225235915660212164352
f(z) = -106/27*z^3 + 52/27*z + 1
*
0 | 0.12627934273013588908366195499077899089 | 0.027078587321869989270800989525017618802
f(z) = -106/29*z^3 + 48/29*z + 1
*
0 | 0.12632516115947787511872984740706377069 | 0.027088412351942717175074168821322658281
f(z) = -106/31*z^3 + 44/31*z + 1
*
0 | 0.10602717531493323319600979746271032265 | 0.022735833614467120403297446262777664028
f(z) = -106/33*z^3 + 40/33*z + 1
*
0 | 0.12597042486317309479617118558679923500 | 0.027067360996943034300907897320629184988
f(z) = -105/23*z^3 + 59/23*z + 1
*
0 | 0.11320507441489200654649659884748702695 | 0.024324460437455238641680102201671608342
f(z) = -105/26*z^3 + 53/26*z + 1
*
0 | 0.12611014767635926964054789603520455842 | 0.027097383344078296341343542371703633629
f(z) = -105/29*z^3 + 47/29*z + 1
*
0 | 0.12615637844533867943884096988740761908 | 0.027107316984569635082069077179997969372
f(z) = -105/31*z^3 + 43/31*z + 1
*
0 | 0.10050731262355187830260405236289126239 | 0.021596082704088785490506439416084843604
f(z) = -105/32*z^3 + 41/32*z + 1
*
-2/3 | 0.16433558867191696672506550924628425795 | 0.028567320917040255558265635696556116402
f(z) = -105/32*z^3 + 47/24*z + 1
*
0 | 0.12579839065883100989452905453778714976 | 0.027086090165685206929477212241859142488
f(z) = -104/23*z^3 + 58/23*z + 1
*
0 | 0.12584556759901918440323916247647322003 | 0.027096247997188342529133580987346857157
f(z) = -104/25*z^3 + 54/25*z + 1
*
0 | 0.11232945256561297309856241490099786311 | 0.024186046137154341047024949550277264135
f(z) = -104/27*z^3 + 50/27*z + 1
*
0 | 0.12593939144818007046916861619643923595 | 0.027116449537325334800932712125608418627
f(z) = -104/29*z^3 + 46/29*z + 1
*
0 | 0.12598604205649369460321033772761280560 | 0.027126494042477183371805294389247398411
f(z) = -104/31*z^3 + 42/31*z + 1
*
0 | 0.11276546049021803881739455405342890345 | 0.024330540313489172765259843682442858304
f(z) = -103/22*z^3 + 59/22*z + 1
*
0 | 0.12562474256252180119136875814582481429 | 0.027105089182465376796525997120814083163
f(z) = -103/23*z^3 + 57/23*z + 1
*
0 | 0.073927900996247666908613593749744789147 | 0.015950857360591108522480499564129827095
f(z) = -103/24*z^3 + 55/24*z + 1
*
0 | 0.12567235657819646684618782560778369807 | 0.027115362494194193362868424767282556724
f(z) = -103/25*z^3 + 53/25*z + 1
*
0 | 0.11286068900850282595509107812038674277 | 0.024351087042009142242676042424919934035
f(z) = -103/26*z^3 + 51/26*z + 1
*
0 | 0.11215667539321904924385861357012093709 | 0.024199187412694959973433196822271886059
f(z) = -103/27*z^3 + 49/27*z + 1
*
0 | 0.10007262619603179024032311264930370884 | 0.021591904607621367263295491797052021549
f(z) = -103/28*z^3 + 47/28*z + 1
*
0 | 0.12576704494802930835311495719576958597 | 0.027135792679016933208835965668639726378
f(z) = -103/29*z^3 + 45/29*z + 1
*
0 | 0.092610527226981486396888339986783003970 | 0.019981864627290033794702371635497864745
f(z) = -103/30*z^3 + 43/30*z + 1
*
0 | 0.12581412310216537816258797282504278116 | 0.027145950372003001985596754534878409409
f(z) = -103/31*z^3 + 41/31*z + 1
*
0 | 0.12544944999331717868858786815417596241 | 0.027124364846640776603958138748418886480
f(z) = -102/23*z^3 + 56/23*z + 1
*
0 | 0.12549750926668347758086161472967516277 | 0.027134756101964107076233801838970073952
f(z) = -102/25*z^3 + 52/25*z + 1
*
0 | 0.12559307825667501542786982997981948183 | 0.027155419788833148950189402497576854639
f(z) = -102/29*z^3 + 44/29*z + 1
*
0 | 0.12564059187759802795767430564047811994 | 0.027165693064556314187011434246007680318
f(z) = -102/31*z^3 + 40/31*z + 1
*
0 | 0.10488014084342874057760647240199354953 | 0.022725330890213060947885358358864669949
f(z) = -101/21*z^3 + 59/21*z + 1
*
0 | 0.11241274739940650224125422346457148320 | 0.024357489038302620652078738107480826288
f(z) = -101/22*z^3 + 57/22*z + 1
*
0 | 0.12527248149239819296826139878771482165 | 0.027143924202035531459394437182032106447
f(z) = -101/23*z^3 + 55/23*z + 1
*
0 | 0.076428547771501837524795570154417297253 | 0.016560466296081050972530692730360397711
f(z) = -101/24*z^3 + 53/24*z + 1
*
0 | 0.12532099443782267402021553014192085921 | 0.027154435941706781672009785872425721796
f(z) = -101/25*z^3 + 51/25*z + 1
*
0 | 0.11250977380465648480724873950895638060 | 0.024378512629105053398677992329592459771
f(z) = -101/26*z^3 + 49/26*z + 1
*
0 | 0.11180620545839056406113309293130146886 | 0.024226064097436487979556433051251630889
f(z) = -101/27*z^3 + 47/27*z + 1
*
0 | 0.099722599876064922903220761503702115231 | 0.021607799733974955024598379404346229367
f(z) = -101/28*z^3 + 45/28*z + 1
*
0 | 0.12541746060197305558549732536699644140 | 0.027175338139991390323263176612733529232
f(z) = -101/29*z^3 + 43/29*z + 1
*
0 | 0.092262416843364822843344959945448706220 | 0.019991334247217505158664483818352893267
f(z) = -101/30*z^3 + 41/30*z + 1
*
[ 2/3 ] 
f(z) = -111/28*z^3 + 53/42*z + 1
*
[ 2/3 ] 
f(z) = -108/37*z^3 + 59/74*z + 1
*
[ 2 ] 
f(z) = -119/24*z^3 + 61/3*z + 1
*
[ -2 ] 
f(z) = -119/24*z^3 + 64/3*z + 1
*
[ -3/4 ] 
f(z) = -119/27*z^3 + 77/16*z + 1
*
[ 3/2 ] 
f(z) = -118/27*z^3 + 61/6*z + 1
*
[ 5/3 ] 
f(z) = -117/25*z^3 + 67/5*z + 1
*
[ -5/3 ] 
f(z) = -117/25*z^3 + 73/5*z + 1
*
[ -2/3 ] 
f(z) = -117/28*z^3 + 61/14*z + 1
*
[ -2 ] 
f(z) = -115/24*z^3 + 62/3*z + 1
*
[ -2/5 ] 
f(z) = -115/24*z^3 + 64/15*z + 1
*
[ 6/5 ] 
f(z) = -115/27*z^3 + 63/10*z + 1
*
[ -2 ] 
f(z) = -113/24*z^3 + 61/3*z + 1
*
[ -3/4 ] 
f(z) = -113/27*z^3 + 75/16*z + 1
*
[ -6/7 ] 
f(z) = -112/27*z^3 + 73/14*z + 1
*
-4/3 | 0.18760101091887702383303532763157606780 | 0.029580167034503981559576460190348005473
f(z) = -111/32*z^3 + 71/12*z + 1
*
[ 4/3 ] 
f(z) = -111/32*z^3 + 77/12*z + 1
*
[ -3/5 ] 
f(z) = -110/27*z^3 + 62/15*z + 1
*
[ -3/2 ] 
f(z) = -110/27*z^3 + 65/6*z + 1
*
[ 5/3 ] 
f(z) = -108/25*z^3 + 62/5*z + 1
*
[ -5/9 ] 
f(z) = -108/25*z^3 + 62/15*z + 1
*
[ -5/3 ] 
f(z) = -108/25*z^3 + 68/5*z + 1
*
[ -5/18 ] 
f(z) = -108/25*z^3 + 74/15*z + 1
*
[ -3/4 ] 
f(z) = -107/27*z^3 + 73/16*z + 1
*
-4/3 | 0.18480964438398961862742796814971471415 | 0.029408927251880707916564823619496670806
f(z) = -105/32*z^3 + 67/12*z + 1
*
[ 4/3 ] 
f(z) = -105/32*z^3 + 73/12*z + 1
*
[ 5/4 ] 
f(z) = -104/25*z^3 + 67/10*z + 1
*
-15/26 | 0.14821254611318075596645909189677704080 | 0.020055332545299946302108157304453641601
f(z) = -104/27*z^3 + 60/13*z + 1
*
[ -3/13 ] 
f(z) = -104/27*z^3 + 72/13*z + 1
*
[ -3/4 ] 
f(z) = -101/27*z^3 + 71/16*z + 1
*
0 | 0.12837571960719146511337998051171702031 | 0.026814817968248109854354349616806414009
f(z) = -120/23*z^3 + 74/23*z + 1
*
0 | 0.12849872202659524246732618445473880426 | 0.026840510423924764402597722785002861606
f(z) = -120/29*z^3 + 62/29*z + 1
*
0 | 0.10249145704573305897111161705472042595 | 0.021445659898402051546256806490519636483
f(z) = -119/20*z^3 + 79/20*z + 1
*
0 | 0.11536854059620831525216719510257772393 | 0.024140104511318177028244692669082049382
f(z) = -119/22*z^3 + 75/22*z + 1
*
0 | 0.12822473329529789750254441728061081483 | 0.026830177851674431351168446508767028681
f(z) = -119/23*z^3 + 73/23*z + 1
*
-2/7 | 0.18920404771165196257246162403602049112 | 0.028134290143222150725826425017977303527
f(z) = -119/24*z^3 + 61/21*z + 1
*
0 | 0.076524813221968641913827909619885999453 | 0.016012311322833355935186586746988041569
f(z) = -119/24*z^3 + 71/24*z + 1
*
[ 6/7 ] 
f(z) = -119/24*z^3 + 73/21*z + 1
*
0 | 0.12826620108131903485939260780713668498 | 0.026838854711789242707848485175960698055
f(z) = -119/25*z^3 + 69/25*z + 1
*
[ 5/7 ] 
f(z) = -119/25*z^3 + 71/35*z + 1
*
0 | 0.11545147649263046439008199012292282727 | 0.024157458299422144250962781280705657339
f(z) = -119/26*z^3 + 67/26*z + 1
*
0 | 0.11474441648194046103899570821761738538 | 0.024009510665989123263642421427712113359
f(z) = -119/27*z^3 + 65/27*z + 1
*
0 | 0.12834872480077482983605743568023193361 | 0.026856122254587570045030341341369176611
f(z) = -119/29*z^3 + 61/29*z + 1
*
0 | 0.10768692072768081599217156112155723724 | 0.022572634580669261931669712280521120300
f(z) = -118/21*z^3 + 76/21*z + 1
*
0 | 0.12807250539455926951344826792514270197 | 0.026845728753009718899364286516382014946
f(z) = -118/23*z^3 + 72/23*z + 1
*
0 | 0.12811431042083379302943564465223276658 | 0.026854491651747592573331423361573073651
f(z) = -118/25*z^3 + 68/25*z + 1
*
0 | 0.11459286085638788600921795492719238821 | 0.024020213004380421036313050274087645925
f(z) = -118/27*z^3 + 64/27*z + 1
*
0 | 0.12819750203553664261413011820400549995 | 0.026871929738993229224324137298847654480
f(z) = -118/29*z^3 + 60/29*z + 1
*
-1/3 | 0.14090824062280127007957302093602694574 | 0.029589057970597933652185528043725590471
f(z) = -117/20*z^3 + 73/20*z + 1
*
0 | 0.10218471052753199381886975154459723672 | 0.021457576293225345480501248261451765493
f(z) = -117/20*z^3 + 77/20*z + 1
*
0 | 0.11506248090856244535755774650328496007 | 0.024161755215992339118117868126323429931
f(z) = -117/22*z^3 + 73/22*z + 1
*
-1/3 | 0.13950061377878342041982151670895576331 | 0.029293473041678778181862006326030279950
f(z) = -117/22*z^3 + 79/22*z + 1
*
0 | 0.12791901530889940744915588485637464401 | 0.026861474834881682324217158977903554781
f(z) = -117/23*z^3 + 71/23*z + 1
*
[ 5/6 ] 
f(z) = -117/25*z^3 + 61/20*z + 1
*
0 | 0.12796116310970890046283081759152349912 | 0.026870325372763449757141983421404909512
f(z) = -117/25*z^3 + 67/25*z + 1
*
0 | 0.10235330513377207599476095785068643358 | 0.021492979159342465200728094538502238041
f(z) = -117/28*z^3 + 61/28*z + 1
*
-1/2 | 0.13934051715541327965956661966867091195 | 0.029312690314808722586916088532552974904
f(z) = -116/21*z^3 + 71/21*z + 1
*
0 | 0.10737692778287674682793872637612204499 | 0.022588595875128546356351857589871767399
f(z) = -116/21*z^3 + 74/21*z + 1
*
0 | 0.12776424192529431550768372106305795156 | 0.026877420389400056341982488029554856584
f(z) = -116/23*z^3 + 70/23*z + 1
*
0 | 0.12780673817238150791137037288896123955 | 0.026886360210751652850010777055166318354
f(z) = -116/25*z^3 + 66/25*z + 1
*
0 | 0.11428597525614012192890856805182353505 | 0.024042033633854513213315641287599491166
f(z) = -116/27*z^3 + 62/27*z + 1
*
0 | 0.10722049278851354227715666490536872506 | 0.022596844356865211009931226742916259988
f(z) = -115/21*z^3 + 73/21*z + 1
*
0 | 0.11475127606488731274429621276072971610 | 0.024183965747149773688992801471465229096
f(z) = -115/22*z^3 + 71/22*z + 1
*
0 | 0.072105659324422965899924315607028209691 | 0.015196352102363073043472908517965159382
f(z) = -115/24*z^3 + 67/24*z + 1
*
0 | 0.11483697743646160027599859880775303565 | 0.024202027411522589483026766666605472078
f(z) = -115/26*z^3 + 63/26*z + 1
*
0 | 0.11413060307648054719268745617912629020 | 0.024053158188344740830719421464539085388
f(z) = -115/27*z^3 + 61/27*z + 1
*
0 | 0.12745075812195964821931186319851273113 | 0.026909927763935579893886382742645876945
f(z) = -114/23*z^3 + 68/23*z + 1
*
0 | 0.12749396884983842168755391110364784211 | 0.026919051268440215103193850672345382342
f(z) = -114/25*z^3 + 64/25*z + 1
*
0 | 0.10155553574204145008484632418330813092 | 0.021482378775876153466269729064624093590
f(z) = -113/20*z^3 + 73/20*z + 1
*
0 | 0.10690360037630244311268603402453610815 | 0.022613672598035578962197850935181533193
f(z) = -113/21*z^3 + 71/21*z + 1
*
0 | 0.11443475005459440254106458063190550810 | 0.024206761628827919486518670253937675101
f(z) = -113/22*z^3 + 69/22*z + 1
*
0 | 0.12729200273062377693874611542770209172 | 0.026926498864080065501404396048083533811
f(z) = -113/23*z^3 + 67/23*z + 1
*
0 | 0.078444562982832788325620650295348105716 | 0.016593638176315253743004437153814648657
f(z) = -113/24*z^3 + 65/24*z + 1
*
0 | 0.12733557979169307302486848337353437678 | 0.026935716864113150523568661830397246890
f(z) = -113/25*z^3 + 63/25*z + 1
*
0 | 0.11452190455209116170480529942708545761 | 0.024225197708294845590191855988495249776
f(z) = -113/26*z^3 + 61/26*z + 1
*
0 | 0.12713187405935622125351813041427160661 | 0.026943288008981152090154238227276039435
f(z) = -112/23*z^3 + 66/23*z + 1
*
0 | 0.12717582372312968522164279831353296476 | 0.026952602340715092089577498213693705472
f(z) = -112/25*z^3 + 62/25*z + 1
*
[ 5/7 ] 
f(z) = -112/25*z^3 + 66/35*z + 1
*
-3/7 | 0.19686214023862607398326946946402179353 | 0.029539324437844192053984436792301251875
f(z) = -112/27*z^3 + 65/21*z + 1
*
0 | 0.10123274382182178729088492095993317234 | 0.021495295601589470031341015866081184040
f(z) = -111/20*z^3 + 71/20*z + 1
*
0 | 0.11411271767493638175750629597863722372 | 0.024230170058817820612758536346073418658
f(z) = -111/22*z^3 + 67/22*z + 1
*
0 | 0.12697034813316937493414429706533623450 | 0.026960300222257509388526222994455062839
f(z) = -111/23*z^3 + 65/23*z + 1
*
0 | 0.12701467683163027774624837680994504504 | 0.026969712774373334104685348911056732741
f(z) = -111/25*z^3 + 61/25*z + 1
*
0 | 0.10641888635802788768471941637449106709 | 0.022640002313909800248130599563835634678
f(z) = -110/21*z^3 + 68/21*z + 1
*
0 | 0.12680740034347101119421642576616435122 | 0.026977540692714620063224654882509133900
f(z) = -110/23*z^3 + 64/23*z + 1
*
-6/11 | 0.19951669665546390489242439805421081207 | 0.025606893708258563273998631773565754796
f(z) = -110/27*z^3 + 67/22*z + 1
*
0 | 0.10090422366566668366489598918635175585 | 0.021508578387011660207432164361122352083
f(z) = -109/20*z^3 + 69/20*z + 1
*
0 | 0.10625409623390907297964721609367956589 | 0.022648948426186913317381597031204228441
f(z) = -109/21*z^3 + 67/21*z + 1
*
0 | 0.11378498387935488132117294246724624963 | 0.024254220052700235797293085753813200823
f(z) = -109/22*z^3 + 65/22*z + 1
*
0 | 0.12664300542553137250145178498941780211 | 0.026995014781414079520333940643665985977
f(z) = -109/23*z^3 + 63/23*z + 1
*
0 | 0.077796331854804989820214768038388917817 | 0.016582938167834025062673670882747690480
f(z) = -109/24*z^3 + 61/24*z + 1
*
0 | 0.12647713743493924515770509799546199947 | 0.027012728029116329672297353704054497073
f(z) = -108/23*z^3 + 62/23*z + 1
*
[ 5/6 ] 
f(z) = -108/35*z^3 + 68/35*z + 1
*
0 | 0.10056976822567663404584414256802010665 | 0.021522245258370911708346835742446069101
f(z) = -107/20*z^3 + 67/20*z + 1
*
0 | 0.10591901522979921114198112283527521374 | 0.022667000864369598587447994943103709131
f(z) = -107/21*z^3 + 65/21*z + 1
*
0 | 0.11345134306701934068560012234658636922 | 0.024278942603315725734075843308541019110
f(z) = -107/22*z^3 + 63/22*z + 1
*
0 | 0.12630976972299207186367261922153324019 | 0.027030686164120350712553326369239360463
f(z) = -107/23*z^3 + 61/23*z + 1
*
0 | 0.10575073716978774030065990770188015598 | 0.022676555871246561081033811768393885104
f(z) = -106/21*z^3 + 64/21*z + 1
*
0 | 0.12614087491096163851648357255718397599 | 0.027048895110525559724388866516635727209
f(z) = -106/23*z^3 + 60/23*z + 1
*
0 | 0.11311157830706886716638602627933167035 | 0.024304370857658974412274483112610540849
f(z) = -105/22*z^3 + 61/22*z + 1
*
0 | 0.10540636251181467863108608071123797962 | 0.022695411476088625382350484919678901403
f(z) = -104/21*z^3 + 62/21*z + 1
*
-1/2 | 0.11397144169446068484000945678788189520 | 0.024539588542284639815550055314873442286
f(z) = -104/21*z^3 + 68/21*z + 1
*
-3/8 | 0.19972206141992276293309669290649894355 | 0.029703604778635725113186703521916172987
f(z) = -104/27*z^3 + 77/24*z + 1
*
0 | 0.099882165263717321950740129058397742129 | 0.021550810310026370200895397450895405842
f(z) = -103/20*z^3 + 63/20*z + 1
*
0 | 0.10523227406095222207894908619578925581 | 0.022705162335964034284868038147172681568
f(z) = -103/21*z^3 + 61/21*z + 1
*
[ 5/6 ] 
f(z) = -102/25*z^3 + 79/30*z + 1
*
0 | 0.099528542950070457513515831558548263472 | 0.021565751660628587822036940036020730898
f(z) = -101/20*z^3 + 61/20*z + 1
*
[ 2/3 ] 
f(z) = -117/25*z^3 + 79/50*z + 1
*
[ 2/3 ] 
f(z) = -117/29*z^3 + 75/58*z + 1
*
[ 2/3 ] 
f(z) = -108/23*z^3 + 73/46*z + 1
*
[ 2/3 ] 
f(z) = -108/25*z^3 + 71/50*z + 1
*
[ 2/3 ] 
f(z) = -108/29*z^3 + 67/58*z + 1
*
3/4 | 0.075149439301985915803496063791211401367 | 0.014079419796137770212783048221432583372
f(z) = -104/21*z^3 + 61/42*z + 1
*
[ 2/3 ] 
f(z) = -117/31*z^3 + 73/62*z + 1
*
[ 2/3 ] 
f(z) = -117/35*z^3 + 69/70*z + 1
*
[ 2/3 ] 
f(z) = -117/37*z^3 + 67/74*z + 1
*
[ 2/3 ] 
f(z) = -115/32*z^3 + 79/72*z + 1
*
[ 2/3 ] 
f(z) = -113/32*z^3 + 77/72*z + 1
*
[ 9/14 ] 
f(z) = -112/27*z^3 + 73/63*z + 1
*
[ 2/3 ] 
f(z) = -109/32*z^3 + 73/72*z + 1
*
[ 2/3 ] 
f(z) = -108/31*z^3 + 65/62*z + 1
*
[ 2/3 ] 
f(z) = -108/35*z^3 + 61/70*z + 1
*
[ 2/3 ] 
f(z) = -107/32*z^3 + 71/72*z + 1
*
[ 2/3 ] 
f(z) = -103/32*z^3 + 67/72*z + 1
*
[ 2/3 ] 
f(z) = -101/32*z^3 + 65/72*z + 1
*
-3/14 | 0.21252937123932480824019047336425300317 | 0.027548704655648318757769372822377311274
f(z) = -112/27*z^3 + 83/7*z + 1
*
[ -4/3 ] 
f(z) = -111/32*z^3 + 95/12*z + 1
*
[ -4/3 ] 
f(z) = -105/32*z^3 + 91/12*z + 1
*
[ -5/4 ] 
f(z) = -104/25*z^3 + 83/10*z + 1
*
-2 | 0.099857101659562449661324558954061046179 | 0.016694563882847940077964386865392742640
f(z) = -103/32*z^3 + 99/8*z + 1
*
-2 | 0.099499988139515723327818989740914874618 | 0.016691813288294080392855895354888586470
f(z) = -101/32*z^3 + 97/8*z + 1
*
[ -1/2 ] 
f(z) = -120/23*z^3 + 99/23*z + 1
*
-6/7 | 0.18961921961979402427474694725574348252 | 0.028196025434111831842496286172588485730
f(z) = -119/24*z^3 + 80/21*z + 1
*
-2/7 | 0.15629349748415257503231378136177106458 | 0.023240552508789227960856185052887370318
f(z) = -119/24*z^3 + 82/21*z + 1
*
[ -1/3 ] 
f(z) = -117/20*z^3 + 93/20*z + 1
*
-2/3 | 0.13451730170042489142912756874839252281 | 0.028247036656408410196734242276312942240
f(z) = -117/22*z^3 + 85/22*z + 1
*
-1/3 | 0.14064214549857403951755093284935540142 | 0.029533181153020389352246887167119464145
f(z) = -117/28*z^3 + 97/28*z + 1
*
[ -1/2 ] 
f(z) = -116/21*z^3 + 92/21*z + 1
*
[ -1/2 ] 
f(z) = -116/23*z^3 + 98/23*z + 1
*
[ -4/5 ] 
f(z) = -115/32*z^3 + 91/20*z + 1
*
[ 5/6 ] 
f(z) = -114/25*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -112/23*z^3 + 97/23*z + 1
*
[ -5/8 ] 
f(z) = -112/25*z^3 + 87/20*z + 1
*
[ -3/7 ] 
f(z) = -112/27*z^3 + 86/21*z + 1
*
15/14 | 0.22727843642268934643198170198543530793 | 0.028230879421765695173850637227054012291
f(z) = -112/27*z^3 + 89/28*z + 1
*
[ -2/3 ] 
f(z) = -111/32*z^3 + 97/24*z + 1
*
[ -6/11 ] 
f(z) = -110/27*z^3 + 89/22*z + 1
*
[ -1/2 ] 
f(z) = -108/23*z^3 + 96/23*z + 1
*
[ -5/12 ] 
f(z) = -108/25*z^3 + 83/20*z + 1
*
[ -4/5 ] 
f(z) = -105/32*z^3 + 87/20*z + 1
*
[ -2/3 ] 
f(z) = -105/32*z^3 + 95/24*z + 1
*
[ -1/2 ] 
f(z) = -104/21*z^3 + 89/21*z + 1
*
[ -1/2 ] 
f(z) = -104/23*z^3 + 95/23*z + 1
*
[ 6/7 ] 
f(z) = -119/36*z^3 + 95/42*z + 1
*
[ 2/3 ] 
f(z) = -117/23*z^3 + 81/46*z + 1
*
-2/5 | 0.14031167396899817776319305934258354360 | 0.022081130476844527402058728952238533360
f(z) = -115/32*z^3 + 83/40*z + 1
*
[ 3/4 ] 
f(z) = -113/27*z^3 + 97/48*z + 1
*
[ 3/4 ] 
f(z) = -107/27*z^3 + 91/48*z + 1
*
-2/5 | 0.14389940430589185969813526524433696303 | 0.022974653418630001399453950997526512426
f(z) = -105/32*z^3 + 81/40*z + 1
*
[ 3/4 ] 
f(z) = -101/27*z^3 + 85/48*z + 1
*
[ 2/3 ] 
f(z) = -119/32*z^3 + 83/72*z + 1
*
-5/12 | 0.19570090631940017908828979798749170149 | 0.027305688860641844263513430188601791858
f(z) = -108/25*z^3 + 89/60*z + 1
*
0 | 0.14327374846179606877586977140032523174 | 0.026747211958341662520079319132508401098
f(z) = -106/39*z^3 + 95/78*z + 1
*
[ 3/4 ] 
f(z) = -104/33*z^3 + 95/66*z + 1
*
[ 5/8 ] 
f(z) = -116/25*z^3 + 97/80*z + 1
*
[ 5/8 ] 
f(z) = -108/25*z^3 + 87/80*z + 1
*
[ 2/3 ] 
f(z) = -111/34*z^3 + 97/102*z + 1
*
[ 2/3 ] 
f(z) = -111/38*z^3 + 91/114*z + 1
*
[ 2/3 ] 
f(z) = -105/34*z^3 + 89/102*z + 1
*
[ 2/3 ] 
f(z) = -105/38*z^3 + 83/114*z + 1
*
-2 | 0.10248717035772946659040155641366098506 | 0.016715606662635143268460698613660950865
f(z) = -119/32*z^3 + 115/8*z + 1
*
-2 | 0.10217838892937113110060221635440521663 | 0.016713068478835297053979593144470156653
f(z) = -117/32*z^3 + 113/8*z + 1
*
[ 3 ] 
f(z) = -116/27*z^3 + 118/3*z + 1
*
[ 6/5 ] 
f(z) = -115/24*z^3 + 106/15*z + 1
*
[ -3 ] 
f(z) = -115/27*z^3 + 119/3*z + 1
*
[ 3/2 ] 
f(z) = -115/27*z^3 + 119/12*z + 1
*
-2 | 0.10186430275923669675465704456983933305 | 0.016710504332262638880131088925688202000
f(z) = -115/32*z^3 + 111/8*z + 1
*
[ 2 ] 
f(z) = -115/32*z^3 + 119/8*z + 1
*
[ 3 ] 
f(z) = -113/27*z^3 + 115/3*z + 1
*
-2 | 0.10154472400847313217894767653445952962 | 0.016707914013793242746765339968629915389
f(z) = -113/32*z^3 + 109/8*z + 1
*
[ 2 ] 
f(z) = -113/32*z^3 + 117/8*z + 1
*
[ -3 ] 
f(z) = -112/27*z^3 + 116/3*z + 1
*
-2 | 0.10121945455285477066919939191528731168 | 0.016705297331908050479863098443308480935
f(z) = -111/32*z^3 + 107/8*z + 1
*
[ 2 ] 
f(z) = -111/32*z^3 + 115/8*z + 1
*
[ 3 ] 
f(z) = -110/27*z^3 + 112/3*z + 1
*
[ -3 ] 
f(z) = -109/27*z^3 + 113/3*z + 1
*
[ 3/2 ] 
f(z) = -109/27*z^3 + 113/12*z + 1
*
-2 | 0.10088828520832094274847562953972435611 | 0.016702654114893234148573164264006052467
f(z) = -109/32*z^3 + 105/8*z + 1
*
[ 2 ] 
f(z) = -109/32*z^3 + 113/8*z + 1
*
[ 3 ] 
f(z) = -107/27*z^3 + 109/3*z + 1
*
-2 | 0.10055099488129573668251357032472097607 | 0.016699984213175096839182556457514707429
f(z) = -107/32*z^3 + 103/8*z + 1
*
[ 2 ] 
f(z) = -107/32*z^3 + 111/8*z + 1
*
[ -2 ] 
f(z) = -107/32*z^3 + 119/8*z + 1
*
[ -3 ] 
f(z) = -106/27*z^3 + 110/3*z + 1
*
-2 | 0.10020734963473869015827040245123110469 | 0.016697287501773574037119210413773008960
f(z) = -105/32*z^3 + 101/8*z + 1
*
[ 2 ] 
f(z) = -105/32*z^3 + 109/8*z + 1
*
[ -2 ] 
f(z) = -105/32*z^3 + 117/8*z + 1
*
[ 3 ] 
f(z) = -104/27*z^3 + 106/3*z + 1
*
[ -3 ] 
f(z) = -103/27*z^3 + 107/3*z + 1
*
[ 3/2 ] 
f(z) = -103/27*z^3 + 107/12*z + 1
*
[ 2 ] 
f(z) = -103/32*z^3 + 107/8*z + 1
*
[ -2 ] 
f(z) = -103/32*z^3 + 115/8*z + 1
*
[ 3 ] 
f(z) = -101/27*z^3 + 103/3*z + 1
*
[ 2 ] 
f(z) = -101/32*z^3 + 105/8*z + 1
*
[ -2 ] 
f(z) = -101/32*z^3 + 113/8*z + 1
*
[ -1/2 ] 
f(z) = -120/29*z^3 + 117/29*z + 1
*
[ -2/7 ] 
f(z) = -119/24*z^3 + 103/21*z + 1
*
[ -4/7 ] 
f(z) = -119/32*z^3 + 111/28*z + 1
*
[ -3/5 ] 
f(z) = -118/27*z^3 + 106/25*z + 1
*
[ -3/4 ] 
f(z) = -118/27*z^3 + 115/24*z + 1
*
[ -1/3 ] 
f(z) = -117/22*z^3 + 101/22*z + 1
*
[ -2/3 ] 
f(z) = -117/22*z^3 + 107/22*z + 1
*
[ -1/3 ] 
f(z) = -117/23*z^3 + 105/23*z + 1
*
[ -5/6 ] 
f(z) = -117/25*z^3 + 109/20*z + 1
*
[ -1/3 ] 
f(z) = -117/25*z^3 + 113/25*z + 1
*
-1/3 | 0.13089759620131662913368712433339997505 | 0.027486941466970104454421940696273092705
f(z) = -117/32*z^3 + 109/32*z + 1
*
[ -1/2 ] 
f(z) = -116/25*z^3 + 104/25*z + 1
*
[ -1/2 ] 
f(z) = -116/27*z^3 + 110/27*z + 1
*
[ -3/10 ] 
f(z) = -116/27*z^3 + 118/25*z + 1
*
[ -1/2 ] 
f(z) = -112/25*z^3 + 103/25*z + 1
*
-1/4 | 0.13671464654853083522673589056863443553 | 0.028974182314683171648114143345770503846
f(z) = -112/25*z^3 + 107/25*z + 1
*
[ -3/5 ] 
f(z) = -112/27*z^3 + 104/25*z + 1
*
[ -1/2 ] 
f(z) = -112/27*z^3 + 109/27*z + 1
*
-3/8 | 0.22317437167721064875342428497850397624 | 0.027721102256838129168481481924219235962
f(z) = -112/27*z^3 + 111/28*z + 1
*
[ -1/2 ] 
f(z) = -112/29*z^3 + 115/29*z + 1
*
-2/3 | 0.082164221361804248234924278763215556458 | 0.014146385269222432142901925176064203847
f(z) = -111/20*z^3 + 119/30*z + 1
*
[ -3/5 ] 
f(z) = -109/27*z^3 + 103/25*z + 1
*
[ -1/3 ] 
f(z) = -108/23*z^3 + 104/23*z + 1
*
[ -1/2 ] 
f(z) = -108/25*z^3 + 102/25*z + 1
*
[ -1/3 ] 
f(z) = -108/25*z^3 + 112/25*z + 1
*
[ -1/2 ] 
f(z) = -108/29*z^3 + 114/29*z + 1
*
[ -3/5 ] 
f(z) = -106/27*z^3 + 102/25*z + 1
*
[ -3/4 ] 
f(z) = -106/27*z^3 + 109/24*z + 1
*
[ -4/7 ] 
f(z) = -105/32*z^3 + 107/28*z + 1
*
[ -1/2 ] 
f(z) = -104/25*z^3 + 101/25*z + 1
*
[ -3/8 ] 
f(z) = -104/27*z^3 + 101/24*z + 1
*
[ -1/2 ] 
f(z) = -104/27*z^3 + 107/27*z + 1
*
[ -3/10 ] 
f(z) = -104/27*z^3 + 117/25*z + 1
*
[ -1/2 ] 
f(z) = -104/29*z^3 + 113/29*z + 1
*
[ -1/2 ] 
f(z) = -104/31*z^3 + 119/31*z + 1
*
[ -2/3 ] 
f(z) = -103/24*z^3 + 119/27*z + 1
*
[ -3/5 ] 
f(z) = -103/27*z^3 + 101/25*z + 1
*
[ -2/3 ] 
f(z) = -101/24*z^3 + 118/27*z + 1
*
[ 3/4 ] 
f(z) = -119/27*z^3 + 103/48*z + 1
*
-6/7 | 0.16957434343937296327917950320161825354 | 0.025215389611751470824144272532309475448
f(z) = -119/36*z^3 + 109/42*z + 1
*
21/20 | 0.19809818636680222835144982222789964159 | 0.023613027766046340427291774655276590926
f(z) = -110/27*z^3 + 113/40*z + 1
*
[ 3/4 ] 
f(z) = -104/21*z^3 + 103/42*z + 1
*
0 | 0.14894245673366578157029616995294170280 | 0.027259707481600938220771540940389301569
f(z) = -118/39*z^3 + 119/78*z + 1
*
0 | 0.15235359476130663184629457987973320294 | 0.028152911942399089134424429429908086057
f(z) = -112/39*z^3 + 107/78*z + 1
*
[ 2/3 ] 
f(z) = -111/22*z^3 + 115/66*z + 1
*
[ 2/3 ] 
f(z) = -111/26*z^3 + 109/78*z + 1
*
0 | 0.14256747720981854327169138971376989802 | 0.026432577330304356852521269848984245826
f(z) = -110/39*z^3 + 103/78*z + 1
*
-5/9 | 0.17994201009221003890829003802279333782 | 0.025106886998863550357577546756585066883
f(z) = -108/25*z^3 + 113/60*z + 1
*
0 | 0.14271418587366717979337044469244143595 | 0.026642749422047845168367956095666292639
f(z) = -106/33*z^3 + 113/66*z + 1
*
[ 2/3 ] 
f(z) = -105/22*z^3 + 107/66*z + 1
*
[ 2/3 ] 
f(z) = -105/26*z^3 + 101/78*z + 1
*
0 | 0.14190580986116426910396069503334800300 | 0.026586378915184272114782096491748599521
f(z) = -104/33*z^3 + 109/66*z + 1
*
[ 3 ] 
f(z) = -119/27*z^3 + 121/3*z + 1
*
[ -3/2 ] 
f(z) = -119/27*z^3 + 139/12*z + 1
*
[ 2 ] 
f(z) = -119/32*z^3 + 123/8*z + 1
*
[ -2 ] 
f(z) = -119/32*z^3 + 131/8*z + 1
*
[ -3 ] 
f(z) = -118/27*z^3 + 122/3*z + 1
*
[ 2 ] 
f(z) = -117/32*z^3 + 121/8*z + 1
*
[ -2 ] 
f(z) = -117/32*z^3 + 129/8*z + 1
*
[ -6/5 ] 
f(z) = -115/24*z^3 + 131/15*z + 1
*
[ -2 ] 
f(z) = -115/32*z^3 + 127/8*z + 1
*
[ -3/2 ] 
f(z) = -113/27*z^3 + 133/12*z + 1
*
[ -2 ] 
f(z) = -113/32*z^3 + 125/8*z + 1
*
[ -2 ] 
f(z) = -111/32*z^3 + 123/8*z + 1
*
[ -2 ] 
f(z) = -109/32*z^3 + 121/8*z + 1
*
[ 5/2 ] 
f(z) = -108/25*z^3 + 138/5*z + 1
*
[ -3/2 ] 
f(z) = -107/27*z^3 + 127/12*z + 1
*
[ 5/2 ] 
f(z) = -104/25*z^3 + 133/5*z + 1
*
[ -5/2 ] 
f(z) = -104/25*z^3 + 137/5*z + 1
*
[ -3/2 ] 
f(z) = -101/27*z^3 + 121/12*z + 1
*
[ -1/2 ] 
f(z) = -120/31*z^3 + 123/31*z + 1
*
-1 | 0.10097727403569885167062763696471246280 | 0.020463635111683226159908389816189110101
f(z) = -119/20*z^3 + 139/20*z + 1
*
[ -6/7 ] 
f(z) = -119/24*z^3 + 122/21*z + 1
*
[ -2/3 ] 
f(z) = -119/24*z^3 + 127/27*z + 1
*
-1 | 0.088967203473484589996247664781937380688 | 0.018029724075781890177664616393230914871
f(z) = -118/21*z^3 + 139/21*z + 1
*
[ -3/8 ] 
f(z) = -118/27*z^3 + 137/32*z + 1
*
-1 | 0.10064383710525437360559881978473067141 | 0.020456143757978925759421956854307550141
f(z) = -117/20*z^3 + 137/20*z + 1
*
-1 | 0.096248716003168701681364936526523159559 | 0.019505365173163133058195307855863664251
f(z) = -117/22*z^3 + 139/22*z + 1
*
[ -1/3 ] 
f(z) = -117/28*z^3 + 125/28*z + 1
*
[ -1/3 ] 
f(z) = -117/29*z^3 + 129/29*z + 1
*
[ -1/3 ] 
f(z) = -117/31*z^3 + 137/31*z + 1
*
[ -2/3 ] 
f(z) = -117/34*z^3 + 137/34*z + 1
*
-1 | 0.088629622816780725035907855340119612579 | 0.018014220817708292222042312244118025648
f(z) = -116/21*z^3 + 137/21*z + 1
*
-1 | 0.10885440737793273201255027491700903431 | 0.022059982249996349138428987389497436252
f(z) = -116/23*z^3 + 139/23*z + 1
*
[ -1/2 ] 
f(z) = -116/31*z^3 + 122/31*z + 1
*
[ -1/2 ] 
f(z) = -116/33*z^3 + 128/33*z + 1
*
[ -1/2 ] 
f(z) = -116/35*z^3 + 134/35*z + 1
*
-1 | 0.088458489956376982048249834623123496126 | 0.018006249576622446964703168338883489583
f(z) = -115/21*z^3 + 136/21*z + 1
*
-1 | 0.095906228293220396331375483846364399439 | 0.019493211404488846120437359162547915902
f(z) = -115/22*z^3 + 137/22*z + 1
*
[ -2/3 ] 
f(z) = -115/24*z^3 + 125/27*z + 1
*
-1 | 0.079719565462975541370737751541032431741 | 0.016155636151551665901482188575143751197
f(z) = -115/24*z^3 + 139/24*z + 1
*
-1 | 0.10850820087588070297177425095907179404 | 0.022054597875827484224147483560469146763
f(z) = -114/23*z^3 + 137/23*z + 1
*
-1 | 0.10838564127809818227583630101083980059 | 0.021964984058459214057948214898228060700
f(z) = -114/25*z^3 + 139/25*z + 1
*
-1 | 0.099958346123395390378348817425158585087 | 0.020439920239343443682787464576231899772
f(z) = -113/20*z^3 + 133/20*z + 1
*
-1 | 0.088110358136273032110974519670808997061 | 0.017989636602070185868959427278032138316
f(z) = -113/21*z^3 + 134/21*z + 1
*
-1 | 0.095558595776496164437161393224032606870 | 0.019480783461210460916269963498328016863
f(z) = -113/22*z^3 + 135/22*z + 1
*
-1 | 0.10833263123428375768456736700101028912 | 0.022051748749709399488252318869151059795
f(z) = -113/23*z^3 + 136/23*z + 1
*
[ -2/3 ] 
f(z) = -113/24*z^3 + 124/27*z + 1
*
-1 | 0.079369900499352027907906740350026315568 | 0.016132156139607916766657486540169222140
f(z) = -113/24*z^3 + 137/24*z + 1
*
-1 | 0.10820883847229724902126567522901551680 | 0.021961288252371530059343917488487500007
f(z) = -113/25*z^3 + 138/25*z + 1
*
-1 | 0.095311000460291728271468930892914641059 | 0.019315331634515572105965761845042770985
f(z) = -113/26*z^3 + 139/26*z + 1
*
[ -1/4 ] 
f(z) = -112/23*z^3 + 122/23*z + 1
*
-1 | 0.10815537509494191709460537921679511832 | 0.022048790328800430373024131474358871270
f(z) = -112/23*z^3 + 135/23*z + 1
*
-5/7 | 0.19361233706478383813743698123968626382 | 0.029051688825456259042581999605445382205
f(z) = -112/25*z^3 + 129/35*z + 1
*
[ -1/4 ] 
f(z) = -112/25*z^3 + 132/25*z + 1
*
-1 | 0.10803032402112291039551151157738222135 | 0.021957468057244426007621153325613856417
f(z) = -112/25*z^3 + 137/25*z + 1
*
-1 | 0.094340694990298400665844023323542011870 | 0.019118693556547711731479705642402098699
f(z) = -112/27*z^3 + 139/27*z + 1
*
[ -1/2 ] 
f(z) = -112/31*z^3 + 121/31*z + 1
*
[ -1/2 ] 
f(z) = -112/33*z^3 + 127/33*z + 1
*
[ -1/2 ] 
f(z) = -112/37*z^3 + 139/37*z + 1
*
-1 | 0.099605818533524128638465211800396604501 | 0.020431135794134578073312679535628377343
f(z) = -111/20*z^3 + 131/20*z + 1
*
-1 | 0.095202961034526012106046308295883805558 | 0.019467518276991412509779905338772704454
f(z) = -111/22*z^3 + 133/22*z + 1
*
-1 | 0.10797639961956162472998164859597605145 | 0.022045718935242393777354415168147888330
f(z) = -111/23*z^3 + 134/23*z + 1
*
-1 | 0.10785006430686974847192894253030780547 | 0.021953519393355638990459798704938370716
f(z) = -111/25*z^3 + 136/25*z + 1
*
-1 | 0.094950932124717546123943059493900890786 | 0.019299044763824064279931571644889896387
f(z) = -111/26*z^3 + 137/26*z + 1
*
-1 | 0.099100373008682421281698726253767907157 | 0.020083270142194852570663731300412568533
f(z) = -111/28*z^3 + 139/28*z + 1
*
-1 | 0.087578195188937337728132389356738653160 | 0.017964030865407464694000399970217294171
f(z) = -110/21*z^3 + 131/21*z + 1
*
-1 | 0.10779567099750492145949156764641564520 | 0.022042530741910847735046078562067849416
f(z) = -110/23*z^3 + 133/23*z + 1
*
-1 | 0.093975736991717697519085575797883440998 | 0.019100833602500160365878977979921620248
f(z) = -110/27*z^3 + 137/27*z + 1
*
-1 | 0.10740810694818968150755128073498868601 | 0.021766881009754222483166435726897312637
f(z) = -110/29*z^3 + 139/29*z + 1
*
-1 | 0.099246430731828360308081255905054695809 | 0.020421864564721651210759104853672489923
f(z) = -109/20*z^3 + 129/20*z + 1
*
-1 | 0.087396985272139720171967412439498046191 | 0.017955083042906804693841572503843700342
f(z) = -109/21*z^3 + 130/21*z + 1
*
-1 | 0.094841669022320034798927374804312742920 | 0.019453913910513289387133524023334488512
f(z) = -109/22*z^3 + 131/22*z + 1
*
-1 | 0.10761315440686125137625907597990363704 | 0.022039221765084349469530534066995697947
f(z) = -109/23*z^3 + 132/23*z + 1
*
[ -2/3 ] 
f(z) = -109/24*z^3 + 122/27*z + 1
*
-1 | 0.078646809550413484807824974657327499752 | 0.016082043937630137848497715561604912871
f(z) = -109/24*z^3 + 133/24*z + 1
*
-1 | 0.10748416955277818171386420426904132327 | 0.021945219513683449282042565486034202624
f(z) = -109/25*z^3 + 134/25*z + 1
*
-1 | 0.094583036063996953773838103016160605354 | 0.019281903733455479697986646854152949698
f(z) = -109/26*z^3 + 135/26*z + 1
*
-1 | 0.093790509980990446234467229154081993135 | 0.019091613834570841327479382509432376384
f(z) = -109/27*z^3 + 136/27*z + 1
*
-1 | 0.098730380167111319232049905371968716075 | 0.020067228238388576180612686775562843499
f(z) = -109/28*z^3 + 137/28*z + 1
*
-1 | 0.10722147330130984059492391726580588387 | 0.021760899712613219156026783970653393030
f(z) = -109/29*z^3 + 138/29*z + 1
*
-1 | 0.073975082836919982871156020835337323615 | 0.014991483152893315648008374603952025714
f(z) = -109/30*z^3 + 139/30*z + 1
*
-1 | 0.10742881397354328925585441371807540831 | 0.022035787856685848549792725743279152882
f(z) = -108/23*z^3 + 131/23*z + 1
*
-1 | 0.10729846208794121276168772028672000713 | 0.021940859287270858548995316535712639681
f(z) = -108/25*z^3 + 133/25*z + 1
*
10/9 | 0.18911569042172721483764855173571912225 | 0.029095674864240582262235261810009770303
f(z) = -108/25*z^3 + 133/30*z + 1
*
[ 5/4 ] 
f(z) = -108/25*z^3 + 139/20*z + 1
*
[ -1/3 ] 
f(z) = -108/29*z^3 + 128/29*z + 1
*
-1 | 0.10703292703886161617193475645666324500 | 0.021754744307437730642143550842814431267
f(z) = -108/29*z^3 + 137/29*z + 1
*
[ -1/2 ] 
f(z) = -108/31*z^3 + 120/31*z + 1
*
[ -1/3 ] 
f(z) = -108/31*z^3 + 136/31*z + 1
*
-1 | 0.10689764576607883047720918567572660146 | 0.021663433065955482542231485595848088030
f(z) = -108/31*z^3 + 139/31*z + 1
*
[ -1/2 ] 
f(z) = -108/35*z^3 + 132/35*z + 1
*
[ -1/2 ] 
f(z) = -108/37*z^3 + 138/37*z + 1
*
-1 | 0.098879909604635651417336097235563292409 | 0.020412074893028780929829332451018386848
f(z) = -107/20*z^3 + 127/20*z + 1
*
-1 | 0.087029140103267150328923823945793781684 | 0.017936644119973475214325343231649802587
f(z) = -107/21*z^3 + 128/21*z + 1
*
-1 | 0.094471831646448330801273310295404874156 | 0.019439398846272347246097058489695708472
f(z) = -107/22*z^3 + 129/22*z + 1
*
-1 | 0.10724261272828468634090400615599749781 | 0.022032224696067059596118764307813704692
f(z) = -107/23*z^3 + 130/23*z + 1
*
[ -2/3 ] 
f(z) = -107/24*z^3 + 121/27*z + 1
*
-1 | 0.078275928313263776930531815226073157079 | 0.016055950790083353029507598518447876381
f(z) = -107/24*z^3 + 131/24*z + 1
*
-1 | 0.10711086442232003671886475255726562025 | 0.021936352553409435422123432390561066274
f(z) = -107/25*z^3 + 132/25*z + 1
*
-1 | 0.094208975314340898785648360108949209070 | 0.019264263725194913276635494411370734226
f(z) = -107/26*z^3 + 133/26*z + 1
*
-1 | 0.093414371460788734138864335265567066292 | 0.019072565717997754903693106416067937535
f(z) = -107/27*z^3 + 134/27*z + 1
*
-1 | 0.098352797740485046774677412488605978973 | 0.020050415559349192106165797035969866112
f(z) = -107/28*z^3 + 135/28*z + 1
*
-1 | 0.10684242827838938271317636167255867215 | 0.021748409111457749490371826290368383630
f(z) = -107/29*z^3 + 136/29*z + 1
*
-1 | 0.073595208240060018144843544122058708057 | 0.014958433650364725051223113401273890896
f(z) = -107/30*z^3 + 137/30*z + 1
*
-1 | 0.10670563898690349786800178886082823788 | 0.021656209687019400971336940281128860638
f(z) = -107/31*z^3 + 138/31*z + 1
*
-1 | 0.098079205590912849234361281531555671678 | 0.019876324593062791531994347849981696065
f(z) = -107/32*z^3 + 139/32*z + 1
*
-1 | 0.086841397943801922543727044425964979340 | 0.017926928996313498151602263903578891393
f(z) = -106/21*z^3 + 127/21*z + 1
*
-1 | 0.10705451256140869958498635756653049796 | 0.022028527781304373853952486819885962098
f(z) = -106/23*z^3 + 129/23*z + 1
*
-1 | 0.10692133748522589665186615307612965669 | 0.021931694328839846729585770335678151495
f(z) = -106/25*z^3 + 131/25*z + 1
*
-1 | 0.093223381007946787639229036772934008805 | 0.019062725086428544366694377002867637983
f(z) = -106/27*z^3 + 133/27*z + 1
*
[ -3/8 ] 
f(z) = -106/27*z^3 + 135/32*z + 1
*
-1 | 0.10664993586773064313592290575294502156 | 0.021741888209100925329004921069711342518
f(z) = -106/29*z^3 + 135/29*z + 1
*
-1 | 0.10651160437500281586468220168666969965 | 0.021648784005615818204285976924240089351
f(z) = -106/31*z^3 + 137/31*z + 1
*
-1 | 0.086026773002278856500028866374736365255 | 0.017433828644768807779598388669982780980
f(z) = -106/33*z^3 + 139/33*z + 1
*
-1 | 0.094095108539572552439998760914156611523 | 0.019424334126690812602678403611302745627
f(z) = -105/22*z^3 + 127/22*z + 1
*
-1 | 0.10686447417522698019119420735538437470 | 0.022024692419972380326364369673626225695
f(z) = -105/23*z^3 + 128/23*z + 1
*
-1 | 0.093825829463027675004376305474281204578 | 0.019245544999072933711039363351486419323
f(z) = -105/26*z^3 + 131/26*z + 1
*
-1 | 0.10645540733014034523717306842025580237 | 0.021735175440243532514514230420619845470
f(z) = -105/29*z^3 + 134/29*z + 1
*
-1 | 0.10631549827263123531189052384387344372 | 0.021641149387741334050329556126950234071
f(z) = -105/31*z^3 + 136/31*z + 1
*
-1 | 0.097687473063610940945771810568089006804 | 0.019855254428078562124498012664786500092
f(z) = -105/32*z^3 + 137/32*z + 1
*
-1 | 0.093266047707864596701477977053007901712 | 0.018900910000084177881318214866483932643
f(z) = -105/34*z^3 + 139/34*z + 1
*
-1 | 0.086463250783665673665483764359579733313 | 0.017907546089160071985228905645184502401
f(z) = -104/21*z^3 + 125/21*z + 1
*
-1 | 0.10667245703391727692410325269653407978 | 0.022020713719358354646777872123361494057
f(z) = -104/23*z^3 + 127/23*z + 1
*
-1 | 0.10653633330890415338504741512215277488 | 0.021921902420202064362400660937833858844
f(z) = -104/25*z^3 + 129/25*z + 1
*
-1 | 0.092835350864473029584162383263057655813 | 0.019042378125428468081712398972196049026
f(z) = -104/27*z^3 + 131/27*z + 1
*
-1 | 0.10625879880639615604729720880290798415 | 0.021728264387748193427124441563630056137
f(z) = -104/29*z^3 + 133/29*z + 1
*
-1 | 0.10611727558431153981937354969073595725 | 0.021633298923591281943241620252024131842
f(z) = -104/31*z^3 + 135/31*z + 1
*
[ -1/2 ] 
f(z) = -104/33*z^3 + 125/33*z + 1
*
-1 | 0.085629163563552930581578775702810019154 | 0.017404369011682690409549652553628412174
f(z) = -104/33*z^3 + 137/33*z + 1
*
[ -1/2 ] 
f(z) = -104/35*z^3 + 131/35*z + 1
*
-1 | 0.10582841553423087807307350098938441458 | 0.021446747306472794165149910742642253412
f(z) = -104/35*z^3 + 139/35*z + 1
*
[ -1/2 ] 
f(z) = -104/37*z^3 + 137/37*z + 1
*
-1 | 0.098124290057036136288912184397261270424 | 0.020390800270876622623832213076277775973
f(z) = -103/20*z^3 + 123/20*z + 1
*
-1 | 0.086270698221074822843217094756364138994 | 0.017897439609473562379878286158367416291
f(z) = -103/21*z^3 + 124/21*z + 1
*
-1 | 0.093711184211876511863870234992107593358 | 0.019408677503263339998470719961442853355
f(z) = -103/22*z^3 + 125/22*z + 1
*
-1 | 0.10647841931071737686300810422186584518 | 0.022016586576078114822765536512217452628
f(z) = -103/23*z^3 + 126/23*z + 1
*
-1 | 0.077508804081617810459275378042736343523 | 0.016000373787850888687718601545563001313
f(z) = -103/24*z^3 + 127/24*z + 1
*
-1 | 0.10634077156298892798937970457764911795 | 0.021916757682604318373587613325980027428
f(z) = -103/25*z^3 + 128/25*z + 1
*
-1 | 0.093435223005632984426472396696296532232 | 0.019226096653808088306824149637983065005
f(z) = -103/26*z^3 + 129/26*z + 1
*
-1 | 0.092638224403818038387826716836302382618 | 0.019031857986161239900014405948379419274
f(z) = -103/27*z^3 + 130/27*z + 1
*
-1 | 0.097573563295519012211800998775275943580 | 0.020014279797694479683618773717192303967
f(z) = -103/28*z^3 + 131/28*z + 1
*
-1 | 0.10606006499368170386643651580233615117 | 0.021721148364237302260958466641128979519
f(z) = -103/29*z^3 + 132/29*z + 1
*
-1 | 0.072807987927039519586063764671679653243 | 0.014888096129348176103061240698257703816
f(z) = -103/30*z^3 + 133/30*z + 1
*
-1 | 0.10591688971243769946214172730823475170 | 0.021625225413354526657009430751913877668
f(z) = -103/31*z^3 + 134/31*z + 1
*
-1 | 0.097287197110619193956166581926835741834 | 0.019833179894071113303803097889367652972
f(z) = -103/32*z^3 + 135/32*z + 1
*
-1 | 0.085428112337590201592979435615569590123 | 0.017389398263173681103133836362435633044
f(z) = -103/33*z^3 + 136/33*z + 1
*
-1 | 0.092863017724998306860493951724394224756 | 0.018874670273110402788598669798808368279
f(z) = -103/34*z^3 + 137/34*z + 1
*
-1 | 0.10562458246030257809105343964649534160 | 0.021436806223005059578024291349134905616
f(z) = -103/35*z^3 + 138/35*z + 1
*
-1 | 0.083429728668503262655106808790497377117 | 0.016907522422673134190002595155579349781
f(z) = -103/36*z^3 + 139/36*z + 1
*
-1 | 0.10628231783226017061310422054492330433 | 0.022012305665050412168997010340165660000
f(z) = -102/23*z^3 + 125/23*z + 1
*
-5/6 | 0.18593041457117986587570131429531323462 | 0.028975872201790383312997024117840357713
f(z) = -102/25*z^3 + 121/30*z + 1
*
-1 | 0.10614311141849666420457426637858842865 | 0.021911439323887473273927751501667058018
f(z) = -102/25*z^3 + 127/25*z + 1
*
-1 | 0.10585915908102858168079415983530117794 | 0.021713820398046853205975099889692629864
f(z) = -102/29*z^3 + 131/29*z + 1
*
-1 | 0.10571429248919933466518970853863962069 | 0.021616921352124310124545918670475914742
f(z) = -102/31*z^3 + 133/31*z + 1
*
-1 | 0.10541845418630601740824057248304819670 | 0.021426598146528813550766721520224408989
f(z) = -102/35*z^3 + 137/35*z + 1
*
-1 | 0.10526734287937144579756021838901232328 | 0.021333042651739020336055172750966779895
f(z) = -102/37*z^3 + 139/37*z + 1
*
-1 | 0.097734556217800390951690836453542793691 | 0.020379237852148370333105177133212300114
f(z) = -101/20*z^3 + 121/20*z + 1
*
-1 | 0.085879458253029751229709482287239984156 | 0.017876578277520474777109007112784982558
f(z) = -101/21*z^3 + 122/21*z + 1
*
-1 | 0.093317766438629339773433398442260663409 | 0.019391976605062427708673388919180336999
f(z) = -101/22*z^3 + 123/22*z + 1
*
-1 | 0.10608410801986119001376182503415190467 | 0.022007865427783495073735562157837786696
f(z) = -101/23*z^3 + 124/23*z + 1
*
-1 | 0.077112926674574476290333354927542483472 | 0.015970985083015625409742986047870381079
f(z) = -101/24*z^3 + 125/24*z + 1
*
-1 | 0.10594330709785091896884201572828688498 | 0.021905941203628401123885123153889050257
f(z) = -101/25*z^3 + 126/25*z + 1
*
-1 | 0.093036150042673361000608360327305165570 | 0.019205730163218923364937140483505457422
f(z) = -101/26*z^3 + 127/26*z + 1
*
-1 | 0.092237520989764587399715586429425711731 | 0.019010087730832148850672839144838653194
f(z) = -101/27*z^3 + 128/27*z + 1
*
-1 | 0.097171206947211044352103347769249900446 | 0.019994847303159289940670978723916460282
f(z) = -101/28*z^3 + 129/28*z + 1
*
-1 | 0.10565603268108018206528696999117560982 | 0.021706273218300732433801427654995575618
f(z) = -101/29*z^3 + 130/29*z + 1
*
-1 | 0.072402256055559537825684431067909838002 | 0.014851143708788135002074600925838237367
f(z) = -101/30*z^3 + 131/30*z + 1
*
-1 | 0.10550943410457056991567169722338259090 | 0.021608378913860033970899597528867821975
f(z) = -101/31*z^3 + 132/31*z + 1
*
-1 | 0.096877992986809521218686699188704449034 | 0.019810036143991347997006372473347723047
f(z) = -101/32*z^3 + 133/32*z + 1
*
-1 | 0.085016100679910427164375404355518711700 | 0.017357876972775324660581988650857468056
f(z) = -101/33*z^3 + 134/33*z + 1
*
-1 | 0.092450239722107292448963631130751046988 | 0.018847107225976519111251870866956320928
f(z) = -101/34*z^3 + 135/34*z + 1
*
-1 | 0.10520997778733382178761445917574551748 | 0.021416114144881652511396125883898152328
f(z) = -101/35*z^3 + 136/35*z + 1
*
-1 | 0.083013269930257032274604327466599091433 | 0.016872681252577080782314971342990141108
f(z) = -101/36*z^3 + 137/36*z + 1
*
-1 | 0.10505697508704204078884891538525460424 | 0.021321608709434692698769850718280070337
f(z) = -101/37*z^3 + 138/37*z + 1
*
-1 | 0.092144214775720694985382599845399818748 | 0.018673563995759021490366362325287905865
f(z) = -101/38*z^3 + 139/38*z + 1
*
-6/17 | 0.22579447115585578476461323665925971062 | 0.029661650027544646533636743733932243978
f(z) = -119/24*z^3 + 125/51*z + 1
*
[ 5/6 ] 
f(z) = -116/25*z^3 + 136/45*z + 1
*
[ 5/6 ] 
f(z) = -112/25*z^3 + 131/45*z + 1
*
[ 6/7 ] 
f(z) = -112/27*z^3 + 121/42*z + 1
*
-1/2 | 0.12689067744952895087421052600778693957 | 0.023526036300994388416003164665302595870
f(z) = -110/21*z^3 + 139/42*z + 1
*
-3/4 | 0.22067379314409628977197053556554009284 | 0.026304008634899580884463890022996847257
f(z) = -110/27*z^3 + 137/40*z + 1
*
0 | 0.15459499377357287699030402017141903628 | 0.028662526740120090783814318381066460974
f(z) = -110/27*z^3 + 139/54*z + 1
*
-1/2 | 0.11004611707970664366474426595190710624 | 0.020544076289790524255645693927489610922
f(z) = -106/21*z^3 + 137/42*z + 1
*
0 | 0.15505687961664373055753951289118760311 | 0.028946958317429130255125808682064995158
f(z) = -106/27*z^3 + 131/54*z + 1
*
[ 5/6 ] 
f(z) = -104/25*z^3 + 121/45*z + 1
*
-5/8 | 0.19240431887845467447849491344070501021 | 0.028615275673787546707037915315967106433
f(z) = -104/25*z^3 + 129/40*z + 1
*
0 | 0.15514343010499573222124374699856685815 | 0.029066477426176482959283317289710374998
f(z) = -104/27*z^3 + 127/54*z + 1
*
[ 12/17 ] 
f(z) = -119/27*z^3 + 121/68*z + 1
*
0 | 0.14548319400441960687472370341833312160 | 0.026626587200324278306969812571607143967
f(z) = -118/33*z^3 + 137/66*z + 1
*
0 | 0.15302076972577952477601261732891628035 | 0.028276196975839920742305830210488003521
f(z) = -112/33*z^3 + 125/66*z + 1
*
[ 2/3 ] 
f(z) = -101/28*z^3 + 139/126*z + 1
*
[ 2/3 ] 
f(z) = -109/36*z^3 + 137/162*z + 1
*
[ 2/3 ] 
f(z) = -107/36*z^3 + 133/162*z + 1
*
[ 2/3 ] 
f(z) = -103/36*z^3 + 125/162*z + 1
*
[ 2/3 ] 
f(z) = -101/36*z^3 + 121/162*z + 1
*
[ 5/2 ] 
f(z) = -116/25*z^3 + 148/5*z + 1
*
[ -5/2 ] 
f(z) = -116/25*z^3 + 152/5*z + 1
*
[ 5/2 ] 
f(z) = -112/25*z^3 + 143/5*z + 1
*
[ -5/2 ] 
f(z) = -112/25*z^3 + 147/5*z + 1
*
[ -5/2 ] 
f(z) = -108/25*z^3 + 142/5*z + 1
*
-1 | 0.10952792768540407404650399288755474243 | 0.022069586264615345797596517397302095725
f(z) = -120/23*z^3 + 143/23*z + 1
*
-1 | 0.10917721260046167748217344358697917170 | 0.021818222244060118830815965932189827201
f(z) = -120/29*z^3 + 149/29*z + 1
*
-1 | 0.10905772769366553363107714073717322032 | 0.021736425162782567176081054418479372798
f(z) = -120/31*z^3 + 151/31*z + 1
*
[ -1/2 ] 
f(z) = -120/37*z^3 + 141/37*z + 1
*
-1 | 0.10869103235471101639859483886672881100 | 0.021496390116109802244001978235275428484
f(z) = -120/37*z^3 + 157/37*z + 1
*
[ -1 ] 
f(z) = -119/20*z^3 + 159/20*z + 1
*
-1 | 0.096584337690432008210684194957079369444 | 0.019516876920664531264910304155257602625
f(z) = -119/22*z^3 + 141/22*z + 1
*
-1 | 0.10936183742020591034218900466974158896 | 0.022067323203392748147565910251857154958
f(z) = -119/23*z^3 + 142/23*z + 1
*
-1 | 0.080401576548555920401732164117130972479 | 0.016200703938689541345780960885883632170
f(z) = -119/24*z^3 + 143/24*z + 1
*
-1 | 0.10924509162136875882705677203181599571 | 0.021981729500922901569899410190322943780
f(z) = -119/25*z^3 + 144/25*z + 1
*
-1 | 0.096350185774712594377772692173001820955 | 0.019360124684478292413364551530677566973
f(z) = -119/26*z^3 + 145/26*z + 1
*
-1 | 0.095563961432844676732693271614502051682 | 0.019175663066296792258446895770376762857
f(z) = -119/27*z^3 + 146/27*z + 1
*
[ -6/17 ] 
f(z) = -119/27*z^3 + 149/34*z + 1
*
-1 | 0.10900775685699061232763406885215400202 | 0.021813713503685382719198924446671333957
f(z) = -119/29*z^3 + 148/29*z + 1
*
-1 | 0.075767900029641383406290184904512773936 | 0.015141629305577768698661695462289062571
f(z) = -119/30*z^3 + 149/30*z + 1
*
-1 | 0.10888709847414014553416066199663614867 | 0.021731196162377966307609236008602898198
f(z) = -119/31*z^3 + 150/31*z + 1
*
-1 | 0.10026888305446055630171734722720051004 | 0.019984710105010481187998922648059027104
f(z) = -119/32*z^3 + 151/32*z + 1
*
-1 | 0.088421425722237216469023350068700875784 | 0.017600224638173234647238923737466552846
f(z) = -119/33*z^3 + 152/33*z + 1
*
-1 | 0.086458860997930213184649423112436256656 | 0.017142885835240321096595510607390371129
f(z) = -119/36*z^3 + 155/36*z + 1
*
-1 | 0.10851671241568730575401802150706866649 | 0.021489070630905414357374346705092836016
f(z) = -119/37*z^3 + 156/37*z + 1
*
-1 | 0.095617643691351766972504817659038112547 | 0.018910798124215201917683188633827957164
f(z) = -119/38*z^3 + 157/38*z + 1
*
-1 | 0.088046675026193045871070699272804421023 | 0.017391609333118873179692344926536662932
f(z) = -119/39*z^3 + 158/39*z + 1
*
-1 | 0.10919423922596016027946381030106880559 | 0.022064970142977756900547895031422396078
f(z) = -118/23*z^3 + 141/23*z + 1
*
-1 | 0.10907637534331884167178463698791018785 | 0.021978599668071100507393954471004625067
f(z) = -118/25*z^3 + 143/25*z + 1
*
-1 | 0.095394101855880342823505145245891450114 | 0.019168013961197518052470997088491082932
f(z) = -118/27*z^3 + 145/27*z + 1
*
-1 | 0.10883672774198386831844819740476220579 | 0.021809076838414253749797368936571165872
f(z) = -118/29*z^3 + 147/29*z + 1
*
-1 | 0.10871487250235378556652912958214098110 | 0.021725827148301685002502408118291117899
f(z) = -118/31*z^3 + 149/31*z + 1
*
-1 | 0.088247974435965307038187285710919591591 | 0.017588808538928734180589419558445883499
f(z) = -118/33*z^3 + 151/33*z + 1
*
-1 | 0.10846690916259460079473972658271503196 | 0.021562120606106344595233802659493963757
f(z) = -118/35*z^3 + 153/35*z + 1
*
-1 | 0.10834072024984003184013484229282373651 | 0.021481576059568714263372397356390730415
f(z) = -118/37*z^3 + 155/37*z + 1
*
-1 | 0.087869364682071290280276514570431627033 | 0.017378380732425301907604361383904614540
f(z) = -118/39*z^3 + 157/39*z + 1
*
[ -1 ] 
f(z) = -117/20*z^3 + 157/20*z + 1
*
-1 | 0.10902510537816754363321371023551142846 | 0.022062524167946515337938093022648753695
f(z) = -117/23*z^3 + 140/23*z + 1
*
-1 | 0.10890610172537868772194222106673829416 | 0.021975363639523743881447961355373275104
f(z) = -117/25*z^3 + 142/25*z + 1
*
-1 | 0.10016773572476137750100585952980093600 | 0.020127204087884754410508027190351297051
f(z) = -117/28*z^3 + 145/28*z + 1
*
-1 | 0.10866409559732786203208314898203041642 | 0.021804308374580088249279515465619964961
f(z) = -117/29*z^3 + 146/29*z + 1
*
-1 | 0.10854101941166494790434452531874566248 | 0.021720313940137505310492723249005400082
f(z) = -117/31*z^3 + 148/31*z + 1
*
[ -1/3 ] 
f(z) = -117/32*z^3 + 141/32*z + 1
*
[ -4/9 ] 
f(z) = -117/32*z^3 + 143/36*z + 1
*
-1 | 0.099921573563199820141074714758452925224 | 0.019968554307722606135845545667733053671
f(z) = -117/32*z^3 + 149/32*z + 1
*
[ -1/3 ] 
f(z) = -117/34*z^3 + 149/34*z + 1
*
-1 | 0.095518297345723837717820076578268882154 | 0.019037865228255013794086320819292328596
f(z) = -117/34*z^3 + 151/34*z + 1
*
-1 | 0.10829052487822213086382444002768956962 | 0.021555155308506523137007759100092040166
f(z) = -117/35*z^3 + 152/35*z + 1
*
[ -1/3 ] 
f(z) = -117/35*z^3 + 153/35*z + 1
*
-1 | 0.10816302314002385672187086475754714403 | 0.021473901320451938012333342055324976802
f(z) = -117/37*z^3 + 154/37*z + 1
*
[ -2/3 ] 
f(z) = -117/38*z^3 + 147/38*z + 1
*
-1 | 0.095263282766785694371437886155877542674 | 0.018888608546442906043260385591802972951
f(z) = -117/38*z^3 + 155/38*z + 1
*
[ -1 ] 
f(z) = -116/21*z^3 + 158/21*z + 1
*
-1 | 0.10873424162983192552500282071233944020 | 0.021972018048651539101164410622569507532
f(z) = -116/25*z^3 + 141/25*z + 1
*
[ 5/4 ] 
f(z) = -116/25*z^3 + 149/20*z + 1
*
-1 | 0.095049613540411866097825563200311322629 | 0.019152244452882269323424513758501452664
f(z) = -116/27*z^3 + 143/27*z + 1
*
-1 | 0.10836550795486768394090449753041763431 | 0.021714652201086299975352684763694881930
f(z) = -116/31*z^3 + 147/31*z + 1
*
-1 | 0.087895049924799858444409102839792194470 | 0.017565146496549532844432714293438296331
f(z) = -116/33*z^3 + 149/33*z + 1
*
-1 | 0.10811242973242210974175599502443568584 | 0.021548016704018282047512210667436875046
f(z) = -116/35*z^3 + 151/35*z + 1
*
[ -1/2 ] 
f(z) = -116/37*z^3 + 140/37*z + 1
*
-1 | 0.10798358738949482833318194912193660901 | 0.021466041143313572865671282286484130421
f(z) = -116/37*z^3 + 153/37*z + 1
*
[ -1/2 ] 
f(z) = -116/39*z^3 + 146/39*z + 1
*
-1 | 0.087508477016465559221140281933444443475 | 0.017351001549105921073085918652544050607
f(z) = -116/39*z^3 + 155/39*z + 1
*
[ -1 ] 
f(z) = -115/21*z^3 + 157/21*z + 1
*
[ -1 ] 
f(z) = -115/22*z^3 + 159/22*z + 1
*
-1 | 0.095664169556301812572341377523654836380 | 0.019330937785504777261216573779701196689
f(z) = -115/26*z^3 + 141/26*z + 1
*
-1 | 0.094874924331395211698557827229764614339 | 0.019144115246288871249462447768169996907
f(z) = -115/27*z^3 + 142/27*z + 1
*
-1 | 0.099818775715368761772313368690254586312 | 0.020113217953015222642538443747388350441
f(z) = -115/28*z^3 + 143/28*z + 1
*
-1 | 0.10831389929576574897356162165354075218 | 0.021794359821324987000072534878548399516
f(z) = -115/29*z^3 + 144/29*z + 1
*
-1 | 0.10818830596957362323858892242258176708 | 0.021708837430769691291952243994496997568
f(z) = -115/31*z^3 + 146/31*z + 1
*
-1 | 0.099567578641608403892403710200595397659 | 0.019951692946498265013627441398488454991
f(z) = -115/32*z^3 + 147/32*z + 1
*
-1 | 0.087717578940251630949876126105799345573 | 0.017553302548458478914739333804414450716
f(z) = -115/33*z^3 + 148/33*z + 1
*
-1 | 0.095161039862252693118406718943259281256 | 0.019017198435799903936261920203527202812
f(z) = -115/34*z^3 + 149/34*z + 1
*
[ 6/5 ] 
f(z) = -115/36*z^3 + 143/30*z + 1
*
-1 | 0.085747197757338358303229003870347866598 | 0.017090375770583388145606091833993168596
f(z) = -115/36*z^3 + 151/36*z + 1
*
-1 | 0.10780237828200286700457341971989804505 | 0.021457990060608263963400815189219182573
f(z) = -115/37*z^3 + 152/37*z + 1
*
-1 | 0.094900604766634431849934108650537948392 | 0.018865276989714993073482155523831582365
f(z) = -115/38*z^3 + 153/38*z + 1
*
-1 | 0.087325863048136558262329960367987547867 | 0.017337042839412736610126978966285986551
f(z) = -115/39*z^3 + 154/39*z + 1
*
-1 | 0.10813627143081091872109221340440314398 | 0.021789171228829654997891339173536748582
f(z) = -114/29*z^3 + 143/29*z + 1
*
-1 | 0.10800938034186392056538647038266979280 | 0.021702864957635953657339362630354900889
f(z) = -114/31*z^3 + 145/31*z + 1
*
-1 | 0.10775097055277780965286027622605916069 | 0.021533198792471665025132763090658758665
f(z) = -114/35*z^3 + 149/35*z + 1
*
-1 | 0.10761936003981051342425282518096144232 | 0.021449742398289182548492565530254142411
f(z) = -114/37*z^3 + 151/37*z + 1
*
[ -1 ] 
f(z) = -113/20*z^3 + 153/20*z + 1
*
[ -1 ] 
f(z) = -113/21*z^3 + 155/21*z + 1
*
[ -1 ] 
f(z) = -113/22*z^3 + 157/22*z + 1
*
[ -1 ] 
f(z) = -113/23*z^3 + 159/23*z + 1
*
-1 | 0.094520498013395149892237055163051275375 | 0.019127344702429134308046795982044962462
f(z) = -113/27*z^3 + 140/27*z + 1
*
-1 | 0.099463077120426815898469177415475162026 | 0.020098586175864387748616897369309194832
f(z) = -113/28*z^3 + 141/28*z + 1
*
-1 | 0.10795691304887981200082683850890349462 | 0.021783833817060910437157010554145278378
f(z) = -113/29*z^3 + 142/29*z + 1
*
-1 | 0.074712918524145699801386132627866927058 | 0.015054454469237119254056744117667584744
f(z) = -113/30*z^3 + 143/30*z + 1
*
-1 | 0.10782869696810560600766382219100733177 | 0.021696729930942276249380012131089595352
f(z) = -113/31*z^3 + 144/31*z + 1
*
-1 | 0.099206633850951577168103574491312259817 | 0.019934085081815054284193454867473659533
f(z) = -113/32*z^3 + 145/32*z + 1
*
-1 | 0.087355281611628232963186342292850814029 | 0.017528526676064896175348940516499119833
f(z) = -113/33*z^3 + 146/33*z + 1
*
-1 | 0.094797372878360412869927742441868722939 | 0.018995822752822910513399781502266632170
f(z) = -113/34*z^3 + 147/34*z + 1
*
-1 | 0.10756753576910080801056316594885792652 | 0.021525508598832508039647772067382880702
f(z) = -113/35*z^3 + 148/35*z + 1
*
-1 | 0.085380738582720283957150109726037499372 | 0.017062680804802963692155986259016759021
f(z) = -113/36*z^3 + 149/36*z + 1
*
-1 | 0.10743449577950601875669676173033619695 | 0.021441292266090474532221049468656835101
f(z) = -113/37*z^3 + 150/37*z + 1
*
-1 | 0.094531280233278468980036007537511646215 | 0.018841141675942263357943976533188753186
f(z) = -113/38*z^3 + 151/38*z + 1
*
-1 | 0.086955077354539052329807256705184843159 | 0.017308348993118850138807540928238745932
f(z) = -113/39*z^3 + 152/39*z + 1
*
[ -1 ] 
f(z) = -112/23*z^3 + 158/23*z + 1
*
[ -5/14 ] 
f(z) = -112/25*z^3 + 153/35*z + 1
*
[ -1/4 ] 
f(z) = -112/27*z^3 + 142/27*z + 1
*
[ -15/28 ] 
f(z) = -112/27*z^3 + 142/35*z + 1
*
-1 | 0.10777578988614465349568757815132524772 | 0.021778342912876457025665715977751920263
f(z) = -112/29*z^3 + 141/29*z + 1
*
[ -1/4 ] 
f(z) = -112/29*z^3 + 152/29*z + 1
*
-1 | 0.10764622071481917864922866764820676816 | 0.021690427312285550773317493806914468669
f(z) = -112/31*z^3 + 143/31*z + 1
*
[ -3/4 ] 
f(z) = -112/33*z^3 + 140/33*z + 1
*
-1 | 0.087171417852649398198362232862425234722 | 0.017515788941976053526697852920932882494
f(z) = -112/33*z^3 + 145/33*z + 1
*
-1 | 0.10724774746546887389144996337111150880 | 0.021432633547254898968916263318883108023
f(z) = -112/37*z^3 + 149/37*z + 1
*
[ -1/2 ] 
f(z) = -112/39*z^3 + 145/39*z + 1
*
-1 | 0.086767862217756759800764016573534622444 | 0.017293805615761475909634117091747975289
f(z) = -112/39*z^3 + 151/39*z + 1
*
[ -3/4 ] 
f(z) = -112/39*z^3 + 154/39*z + 1
*
[ -2/3 ] 
f(z) = -111/20*z^3 + 149/30*z + 1
*
[ -1 ] 
f(z) = -111/20*z^3 + 151/20*z + 1
*
[ -1 ] 
f(z) = -111/22*z^3 + 155/22*z + 1
*
[ -1 ] 
f(z) = -111/23*z^3 + 157/23*z + 1
*
-1 | 0.10759286664429467259337088926569463773 | 0.021772693659911372024315145274600813421
f(z) = -111/29*z^3 + 140/29*z + 1
*
-1 | 0.10746191537647600557523102030823557944 | 0.021683951866651729455298468325061520102
f(z) = -111/31*z^3 + 142/31*z + 1
*
-1 | 0.098838458616942885375658856580645413354 | 0.019915686663712189076381030852202250953
f(z) = -111/32*z^3 + 143/32*z + 1
*
-1 | 0.094427008447605825342795660603300531827 | 0.018973691046143568550472957369441745815
f(z) = -111/34*z^3 + 145/34*z + 1
*
-1 | 0.10719507068882722387128022293808076437 | 0.021509536932929449024869943384214874582
f(z) = -111/35*z^3 + 146/35*z + 1
*
-1 | 0.094155005233146225232419396175477794563 | 0.018816150189556505250592769153050541834
f(z) = -111/38*z^3 + 149/38*z + 1
*
[ -1 ] 
f(z) = -110/21*z^3 + 152/21*z + 1
*
[ -1 ] 
f(z) = -110/23*z^3 + 156/23*z + 1
*
-1 | 0.10727574363109510522464593074328682801 | 0.021677298152951494016769752897542383349
f(z) = -110/31*z^3 + 141/31*z + 1
*
-1 | 0.10686844047579707777743261593952343431 | 0.021414664684365440900276757770231502698
f(z) = -110/37*z^3 + 147/37*z + 1
*
-1 | 0.086384417406921416130967033508913529665 | 0.017263258261641101043786159793360318488
f(z) = -110/39*z^3 + 149/39*z + 1
*
[ -1 ] 
f(z) = -109/20*z^3 + 149/20*z + 1
*
[ -1 ] 
f(z) = -109/21*z^3 + 151/21*z + 1
*
[ -1 ] 
f(z) = -109/22*z^3 + 153/22*z + 1
*
[ -1 ] 
f(z) = -109/23*z^3 + 155/23*z + 1
*
[ -1 ] 
f(z) = -109/24*z^3 + 157/24*z + 1
*
[ -1 ] 
f(z) = -109/25*z^3 + 159/25*z + 1
*
-1 | 0.10708766699349913889372514415778014158 | 0.021670460514007469023461156916807275460
f(z) = -109/31*z^3 + 140/31*z + 1
*
-1 | 0.098462754878518212718694524087168875677 | 0.019896450233917897033214024993726089841
f(z) = -109/32*z^3 + 141/32*z + 1
*
-1 | 0.086608516636293122323626616967329652025 | 0.017476097456518937439652412117910796804
f(z) = -109/33*z^3 + 142/33*z + 1
*
-1 | 0.094047684052972511046120283746707690102 | 0.018950358324646398401706285573248465288
f(z) = -109/34*z^3 + 143/34*z + 1
*
-1 | 0.10681488437900310719822301655740170105 | 0.021492735831367350128696461741920217945
f(z) = -109/35*z^3 + 144/35*z + 1
*
-1 | 0.084625085019363532539318041796656484549 | 0.017004141551322724123849560770704238723
f(z) = -109/36*z^3 + 145/36*z + 1
*
-1 | 0.10667579951306228424593983552045730698 | 0.021405341073347952192827547203324569611
f(z) = -109/37*z^3 + 146/37*z + 1
*
-1 | 0.093770151923562251904956817174577345429 | 0.018789984694310788695398441960970044606
f(z) = -109/38*z^3 + 147/38*z + 1
*
-1 | 0.086190170264065099964981726146448090233 | 0.017247650398317572228290178292519401900
f(z) = -109/39*z^3 + 148/39*z + 1
*
[ -1 ] 
f(z) = -108/23*z^3 + 154/23*z + 1
*
[ -1 ] 
f(z) = -108/25*z^3 + 158/25*z + 1
*
-1 | 0.10662179334570594558893780135437064205 | 0.021484007920699724892312487973852774627
f(z) = -108/35*z^3 + 143/35*z + 1
*
7/6 | 0.11804396306275362541087222235109412023 | 0.023346167810491160852986840141027654487
f(z) = -108/35*z^3 + 157/35*z + 1
*
-1 | 0.10648110981027624239007036885814551560 | 0.021395781916692645963488991343948890425
f(z) = -108/37*z^3 + 145/37*z + 1
*
[ -1 ] 
f(z) = -107/20*z^3 + 147/20*z + 1
*
[ -1 ] 
f(z) = -107/21*z^3 + 149/21*z + 1
*
[ -1 ] 
f(z) = -107/22*z^3 + 151/22*z + 1
*
[ -1 ] 
f(z) = -107/23*z^3 + 153/23*z + 1
*
[ -1 ] 
f(z) = -107/24*z^3 + 155/24*z + 1
*
[ -1 ] 
f(z) = -107/25*z^3 + 157/25*z + 1
*
[ -1 ] 
f(z) = -107/26*z^3 + 159/26*z + 1
*
-1 | 0.086223425589550469932648738072828378141 | 0.017448333613750720966151766599782564139
f(z) = -107/33*z^3 + 140/33*z + 1
*
-1 | 0.093661030286969451366105500632616545437 | 0.018926161778241412588151810505393137045
f(z) = -107/34*z^3 + 141/34*z + 1
*
-1 | 0.10642664643656538009035549272444976234 | 0.021475052539076783669105081348937872616
f(z) = -107/35*z^3 + 142/35*z + 1
*
-1 | 0.084235240930624080098400222878375921743 | 0.016973177120439619283046001358821637782
f(z) = -107/36*z^3 + 143/36*z + 1
*
-1 | 0.10628432677920583837235016653613008665 | 0.021385979788873252146856267570189631004
f(z) = -107/37*z^3 + 144/37*z + 1
*
-1 | 0.093376375360573196760043001385564672803 | 0.018762582085646593352240543037310678485
f(z) = -107/38*z^3 + 145/38*z + 1
*
-1 | 0.085795370542570013352742003301944434384 | 0.017215518209011472155173161834038886383
f(z) = -107/39*z^3 + 146/39*z + 1
*
[ -1 ] 
f(z) = -106/21*z^3 + 148/21*z + 1
*
[ -1 ] 
f(z) = -106/23*z^3 + 152/23*z + 1
*
[ -1 ] 
f(z) = -106/25*z^3 + 156/25*z + 1
*
-1 | 0.10622939891297092845347814449837597988 | 0.021465862411209694036096225921533536737
f(z) = -106/35*z^3 + 141/35*z + 1
*
-1 | 0.10608540434145735566389003996611756225 | 0.021375926962255434667352083160791363014
f(z) = -106/37*z^3 + 143/37*z + 1
*
-1 | 0.085594724519430320760115235784237467450 | 0.017198976065333750316220879350528987221
f(z) = -106/39*z^3 + 145/39*z + 1
*
[ -1 ] 
f(z) = -105/22*z^3 + 149/22*z + 1
*
[ -1 ] 
f(z) = -105/23*z^3 + 151/23*z + 1
*
[ -1 ] 
f(z) = -105/26*z^3 + 157/26*z + 1
*
-1 | 0.10588429486048765212142204998154183517 | 0.021365615391699764594540812628227268144
f(z) = -105/37*z^3 + 142/37*z + 1
*
-1 | 0.092974611547511351086837507964465761707 | 0.018734137067402453112125587370856750895
f(z) = -105/38*z^3 + 143/38*z + 1
*
[ -1 ] 
f(z) = -104/21*z^3 + 146/21*z + 1
*
[ -1 ] 
f(z) = -104/23*z^3 + 150/23*z + 1
*
[ -1 ] 
f(z) = -104/25*z^3 + 154/25*z + 1
*
[ -1 ] 
f(z) = -104/27*z^3 + 158/27*z + 1
*
-1 | 0.10568094906964601052945619202970718831 | 0.021355036698208086444471073898042513915
f(z) = -104/37*z^3 + 141/37*z + 1
*
[ -1 ] 
f(z) = -103/20*z^3 + 143/20*z + 1
*
[ -1 ] 
f(z) = -103/21*z^3 + 145/21*z + 1
*
[ -1 ] 
f(z) = -103/22*z^3 + 147/22*z + 1
*
[ -1 ] 
f(z) = -103/23*z^3 + 149/23*z + 1
*
[ -1 ] 
f(z) = -103/24*z^3 + 151/24*z + 1
*
[ -1 ] 
f(z) = -103/25*z^3 + 153/25*z + 1
*
[ -1 ] 
f(z) = -103/26*z^3 + 155/26*z + 1
*
[ -1 ] 
f(z) = -103/27*z^3 + 157/27*z + 1
*
[ -1 ] 
f(z) = -103/28*z^3 + 159/28*z + 1
*
-1 | 0.10547531599596213600290971512883830815 | 0.021344182151542375210154754323928774258
f(z) = -103/37*z^3 + 140/37*z + 1
*
-1 | 0.092563814555996579556320291071524876246 | 0.018704446488900707452312005311983706423
f(z) = -103/38*z^3 + 141/38*z + 1
*
-1 | 0.084980240525643397584379787712409066635 | 0.017147539560586658990363096312799535201
f(z) = -103/39*z^3 + 142/39*z + 1
*
[ -1 ] 
f(z) = -102/23*z^3 + 148/23*z + 1
*
[ -5/6 ] 
f(z) = -102/25*z^3 + 151/30*z + 1
*
[ -1 ] 
f(z) = -102/25*z^3 + 152/25*z + 1
*
[ -1 ] 
f(z) = -101/20*z^3 + 141/20*z + 1
*
[ -1 ] 
f(z) = -101/21*z^3 + 143/21*z + 1
*
[ -1 ] 
f(z) = -101/22*z^3 + 145/22*z + 1
*
[ -1 ] 
f(z) = -101/23*z^3 + 147/23*z + 1
*
[ -1 ] 
f(z) = -101/24*z^3 + 149/24*z + 1
*
[ -1 ] 
f(z) = -101/25*z^3 + 151/25*z + 1
*
[ -1 ] 
f(z) = -101/26*z^3 + 153/26*z + 1
*
[ -1 ] 
f(z) = -101/27*z^3 + 155/27*z + 1
*
[ -1 ] 
f(z) = -101/28*z^3 + 157/28*z + 1
*
[ -1 ] 
f(z) = -101/29*z^3 + 159/29*z + 1
*
-1 | 0.084557014378713891728874324735309761465 | 0.017111115525446251215299999229100015207
f(z) = -101/39*z^3 + 140/39*z + 1
*
-1/2 | 0.14260080944406344763818111263415678671 | 0.026099048164861116035413299732515213441
f(z) = -118/21*z^3 + 143/42*z + 1
*
0 | 0.15213850643459301407366258701781236110 | 0.027844654056637805041190600718905051581
f(z) = -118/27*z^3 + 155/54*z + 1
*
-5/9 | 0.18850068197133361635203827419199426720 | 0.027085772088302677507218319292694415795
f(z) = -117/25*z^3 + 146/45*z + 1
*
0 | 0.11368233442493789942479259567461172763 | 0.021077156968656418974252933873817849698
f(z) = -110/21*z^3 + 157/42*z + 1
*
0 | 0.11430796970424857390958278677682731647 | 0.021339704775173761451820501239676076721
f(z) = -106/21*z^3 + 149/42*z + 1
*
0 | 0.11374945169221162387076859825249592627 | 0.021311220640242608336397092844604738530
f(z) = -104/21*z^3 + 145/42*z + 1
*
-1/3 | 0.14439462544648046880970052916621659890 | 0.024860723664333973565900390291265411056
f(z) = -111/20*z^3 + 157/60*z + 1
*
3/4 | 0.069160399476873278149771050806662508190 | 0.011264120503991637851534202658125639345
f(z) = -116/21*z^3 + 149/84*z + 1
*
-3/20 | 0.26261242071154394013834941818227944419 | 0.028773266926008958945608946509375434790
f(z) = -115/27*z^3 + 141/80*z + 1
*
[ 3/4 ] 
f(z) = -112/31*z^3 + 158/93*z + 1
*
0 | 0.16860050243982540051423540709543358862 | 0.029308713340166458887460769557945320571
f(z) = -105/32*z^3 + 155/96*z + 1
*
[ 2/3 ] 
f(z) = -101/20*z^3 + 157/90*z + 1
*
[ 15/23 ] 
f(z) = -115/27*z^3 + 147/115*z + 1
*
[ 3/4 ] 
f(z) = -112/37*z^3 + 152/111*z + 1
*
0 | 0.15873208639853408690334811165364170196 | 0.027458766500346573384569383181633928240
f(z) = -108/35*z^3 + 149/105*z + 1
*
[ 2/3 ] 
f(z) = -109/28*z^3 + 155/126*z + 1
*
[ 2/3 ] 
f(z) = -107/28*z^3 + 151/126*z + 1
*
[ 2/3 ] 
f(z) = -103/28*z^3 + 143/126*z + 1
*
[ 2/3 ] 
f(z) = -119/36*z^3 + 157/162*z + 1
*
[ 2/3 ] 
f(z) = -115/36*z^3 + 149/162*z + 1
*
[ 2/3 ] 
f(z) = -113/36*z^3 + 145/162*z + 1
*
4/5 | 0.090726762263916535189980649992227447427 | 0.014277853143807797932931211509599368512
f(z) = -115/36*z^3 + 143/180*z + 1
*
[ 5/3 ] 
f(z) = -102/25*z^3 + 176/15*z + 1
*
[ -1 ] 
f(z) = -120/23*z^3 + 166/23*z + 1
*
[ -1 ] 
f(z) = -120/29*z^3 + 178/29*z + 1
*
[ -1 ] 
f(z) = -119/22*z^3 + 163/22*z + 1
*
[ -1 ] 
f(z) = -119/23*z^3 + 165/23*z + 1
*
[ -1 ] 
f(z) = -119/24*z^3 + 167/24*z + 1
*
[ -1 ] 
f(z) = -119/25*z^3 + 169/25*z + 1
*
[ -5/7 ] 
f(z) = -119/25*z^3 + 169/35*z + 1
*
[ -1 ] 
f(z) = -119/26*z^3 + 171/26*z + 1
*
[ -1 ] 
f(z) = -119/27*z^3 + 173/27*z + 1
*
[ -1 ] 
f(z) = -119/29*z^3 + 177/29*z + 1
*
[ -1 ] 
f(z) = -119/30*z^3 + 179/30*z + 1
*
[ -1 ] 
f(z) = -118/21*z^3 + 160/21*z + 1
*
[ -1 ] 
f(z) = -118/23*z^3 + 164/23*z + 1
*
[ -1 ] 
f(z) = -118/25*z^3 + 168/25*z + 1
*
[ -1 ] 
f(z) = -118/27*z^3 + 172/27*z + 1
*
[ -1 ] 
f(z) = -118/29*z^3 + 176/29*z + 1
*
[ -1 ] 
f(z) = -117/22*z^3 + 161/22*z + 1
*
[ -1 ] 
f(z) = -117/23*z^3 + 163/23*z + 1
*
[ -1 ] 
f(z) = -117/25*z^3 + 167/25*z + 1
*
[ -1 ] 
f(z) = -117/28*z^3 + 173/28*z + 1
*
[ -1 ] 
f(z) = -117/29*z^3 + 175/29*z + 1
*
[ -1 ] 
f(z) = -117/31*z^3 + 179/31*z + 1
*
[ -1/3 ] 
f(z) = -117/37*z^3 + 161/37*z + 1
*
[ -1/3 ] 
f(z) = -117/38*z^3 + 165/38*z + 1
*
[ -1 ] 
f(z) = -116/23*z^3 + 162/23*z + 1
*
[ -1 ] 
f(z) = -116/25*z^3 + 166/25*z + 1
*
[ -1 ] 
f(z) = -116/27*z^3 + 170/27*z + 1
*
[ -1 ] 
f(z) = -116/31*z^3 + 178/31*z + 1
*
[ -1 ] 
f(z) = -115/24*z^3 + 163/24*z + 1
*
[ -1 ] 
f(z) = -115/26*z^3 + 167/26*z + 1
*
[ -1 ] 
f(z) = -115/27*z^3 + 169/27*z + 1
*
[ -1 ] 
f(z) = -115/28*z^3 + 171/28*z + 1
*
[ -1 ] 
f(z) = -115/29*z^3 + 173/29*z + 1
*
[ -1 ] 
f(z) = -115/31*z^3 + 177/31*z + 1
*
[ -1 ] 
f(z) = -115/32*z^3 + 179/32*z + 1
*
[ -1 ] 
f(z) = -114/23*z^3 + 160/23*z + 1
*
[ -5/6 ] 
f(z) = -114/25*z^3 + 161/30*z + 1
*
[ -1 ] 
f(z) = -114/25*z^3 + 164/25*z + 1
*
[ -1 ] 
f(z) = -114/29*z^3 + 172/29*z + 1
*
[ -1 ] 
f(z) = -114/31*z^3 + 176/31*z + 1
*
[ -1 ] 
f(z) = -113/24*z^3 + 161/24*z + 1
*
[ -1 ] 
f(z) = -113/25*z^3 + 163/25*z + 1
*
[ -1 ] 
f(z) = -113/26*z^3 + 165/26*z + 1
*
[ -1 ] 
f(z) = -113/27*z^3 + 167/27*z + 1
*
[ -1 ] 
f(z) = -113/28*z^3 + 169/28*z + 1
*
[ -1 ] 
f(z) = -113/29*z^3 + 171/29*z + 1
*
[ -1 ] 
f(z) = -113/30*z^3 + 173/30*z + 1
*
[ -1 ] 
f(z) = -113/31*z^3 + 175/31*z + 1
*
[ -1 ] 
f(z) = -113/32*z^3 + 177/32*z + 1
*
[ -1 ] 
f(z) = -113/33*z^3 + 179/33*z + 1
*
[ -1 ] 
f(z) = -112/25*z^3 + 162/25*z + 1
*
[ -5/7 ] 
f(z) = -112/25*z^3 + 164/35*z + 1
*
[ -1 ] 
f(z) = -112/27*z^3 + 166/27*z + 1
*
-3/8 | 0.14840185118653733736667703161546663158 | 0.017637846167637166152955012516391013876
f(z) = -112/27*z^3 + 167/28*z + 1
*
[ 15/14 ] 
f(z) = -112/27*z^3 + 169/35*z + 1
*
[ -1 ] 
f(z) = -112/29*z^3 + 170/29*z + 1
*
[ -1/4 ] 
f(z) = -112/31*z^3 + 162/31*z + 1
*
[ -1 ] 
f(z) = -112/31*z^3 + 174/31*z + 1
*
[ -1/4 ] 
f(z) = -112/33*z^3 + 172/33*z + 1
*
[ -1 ] 
f(z) = -112/33*z^3 + 178/33*z + 1
*
[ -1 ] 
f(z) = -111/25*z^3 + 161/25*z + 1
*
[ -1 ] 
f(z) = -111/26*z^3 + 163/26*z + 1
*
0 | 0.16302541892835838934702714100537996053 | 0.027884567888380696059202099452012970363
f(z) = -111/26*z^3 + 173/39*z + 1
*
[ -1 ] 
f(z) = -111/28*z^3 + 167/28*z + 1
*
[ -1 ] 
f(z) = -111/29*z^3 + 169/29*z + 1
*
[ -1 ] 
f(z) = -111/31*z^3 + 173/31*z + 1
*
[ -1 ] 
f(z) = -111/32*z^3 + 175/32*z + 1
*
[ -1 ] 
f(z) = -111/34*z^3 + 179/34*z + 1
*
[ -1 ] 
f(z) = -110/27*z^3 + 164/27*z + 1
*
[ -3/11 ] 
f(z) = -110/27*z^3 + 164/33*z + 1
*
[ -1 ] 
f(z) = -110/29*z^3 + 168/29*z + 1
*
[ -1 ] 
f(z) = -110/31*z^3 + 172/31*z + 1
*
[ -1 ] 
f(z) = -109/26*z^3 + 161/26*z + 1
*
[ -1 ] 
f(z) = -109/27*z^3 + 163/27*z + 1
*
[ -1 ] 
f(z) = -109/28*z^3 + 165/28*z + 1
*
[ -1 ] 
f(z) = -109/29*z^3 + 167/29*z + 1
*
[ -1 ] 
f(z) = -109/30*z^3 + 169/30*z + 1
*
[ -1 ] 
f(z) = -109/31*z^3 + 171/31*z + 1
*
[ -1 ] 
f(z) = -109/32*z^3 + 173/32*z + 1
*
[ -1 ] 
f(z) = -109/33*z^3 + 175/33*z + 1
*
[ -1 ] 
f(z) = -109/34*z^3 + 177/34*z + 1
*
[ -1 ] 
f(z) = -109/35*z^3 + 179/35*z + 1
*
[ -1/6 ] 
f(z) = -108/23*z^3 + 164/23*z + 1
*
[ 10/9 ] 
f(z) = -108/25*z^3 + 163/30*z + 1
*
[ -5/4 ] 
f(z) = -108/25*z^3 + 171/20*z + 1
*
[ -1/6 ] 
f(z) = -108/25*z^3 + 178/25*z + 1
*
[ -1 ] 
f(z) = -108/29*z^3 + 166/29*z + 1
*
[ -1 ] 
f(z) = -108/31*z^3 + 170/31*z + 1
*
[ -1 ] 
f(z) = -108/35*z^3 + 178/35*z + 1
*
[ -1/3 ] 
f(z) = -108/37*z^3 + 160/37*z + 1
*
[ -1 ] 
f(z) = -107/27*z^3 + 161/27*z + 1
*
[ -1 ] 
f(z) = -107/28*z^3 + 163/28*z + 1
*
[ -1 ] 
f(z) = -107/29*z^3 + 165/29*z + 1
*
[ -1 ] 
f(z) = -107/30*z^3 + 167/30*z + 1
*
[ -1 ] 
f(z) = -107/31*z^3 + 169/31*z + 1
*
[ -1 ] 
f(z) = -107/32*z^3 + 171/32*z + 1
*
[ -1 ] 
f(z) = -107/33*z^3 + 173/33*z + 1
*
[ -1 ] 
f(z) = -107/34*z^3 + 175/34*z + 1
*
[ -1 ] 
f(z) = -107/35*z^3 + 177/35*z + 1
*
[ -1 ] 
f(z) = -107/36*z^3 + 179/36*z + 1
*
[ -1 ] 
f(z) = -106/27*z^3 + 160/27*z + 1
*
[ -1 ] 
f(z) = -106/29*z^3 + 164/29*z + 1
*
[ -1 ] 
f(z) = -106/31*z^3 + 168/31*z + 1
*
[ -1 ] 
f(z) = -106/33*z^3 + 172/33*z + 1
*
[ -1 ] 
f(z) = -106/35*z^3 + 176/35*z + 1
*
[ -1 ] 
f(z) = -105/29*z^3 + 163/29*z + 1
*
[ -1 ] 
f(z) = -105/31*z^3 + 167/31*z + 1
*
[ -1 ] 
f(z) = -105/32*z^3 + 169/32*z + 1
*
[ -1 ] 
f(z) = -105/34*z^3 + 173/34*z + 1
*
[ -1 ] 
f(z) = -105/37*z^3 + 179/37*z + 1
*
[ -1 ] 
f(z) = -104/29*z^3 + 162/29*z + 1
*
[ -1 ] 
f(z) = -104/31*z^3 + 166/31*z + 1
*
[ -1 ] 
f(z) = -104/33*z^3 + 170/33*z + 1
*
[ -1 ] 
f(z) = -104/35*z^3 + 174/35*z + 1
*
[ -1 ] 
f(z) = -104/37*z^3 + 178/37*z + 1
*
[ -1 ] 
f(z) = -103/29*z^3 + 161/29*z + 1
*
[ -1 ] 
f(z) = -103/30*z^3 + 163/30*z + 1
*
[ -1 ] 
f(z) = -103/31*z^3 + 165/31*z + 1
*
[ -1 ] 
f(z) = -103/32*z^3 + 167/32*z + 1
*
[ -1 ] 
f(z) = -103/33*z^3 + 169/33*z + 1
*
[ -1 ] 
f(z) = -103/34*z^3 + 171/34*z + 1
*
[ -1 ] 
f(z) = -103/35*z^3 + 173/35*z + 1
*
[ -1 ] 
f(z) = -103/36*z^3 + 175/36*z + 1
*
[ -1 ] 
f(z) = -103/37*z^3 + 177/37*z + 1
*
[ -1 ] 
f(z) = -103/38*z^3 + 179/38*z + 1
*
[ -1 ] 
f(z) = -102/29*z^3 + 160/29*z + 1
*
[ -1 ] 
f(z) = -102/31*z^3 + 164/31*z + 1
*
[ -1 ] 
f(z) = -102/35*z^3 + 172/35*z + 1
*
[ -1 ] 
f(z) = -102/37*z^3 + 176/37*z + 1
*
[ -1 ] 
f(z) = -101/30*z^3 + 161/30*z + 1
*
[ -1 ] 
f(z) = -101/31*z^3 + 163/31*z + 1
*
[ -1 ] 
f(z) = -101/32*z^3 + 165/32*z + 1
*
[ -1 ] 
f(z) = -101/33*z^3 + 167/33*z + 1
*
[ -1 ] 
f(z) = -101/34*z^3 + 169/34*z + 1
*
[ -1 ] 
f(z) = -101/35*z^3 + 171/35*z + 1
*
[ -1 ] 
f(z) = -101/36*z^3 + 173/36*z + 1
*
[ -1 ] 
f(z) = -101/37*z^3 + 175/37*z + 1
*
[ -1 ] 
f(z) = -101/38*z^3 + 177/38*z + 1
*
[ -1 ] 
f(z) = -101/39*z^3 + 179/39*z + 1
*
-6/17 | 0.16984252421654927564655830492692107975 | 0.022311483037282553388427283533295157185
f(z) = -119/24*z^3 + 176/51*z + 1
*
0 | 0.10983333064580673418638026087322695215 | 0.020101887203918408952378339058746316741
f(z) = -118/21*z^3 + 173/42*z + 1
*
-1/2 | 0.14705850588701448053792688152664260870 | 0.026914903520959534366468516770854021791
f(z) = -118/27*z^3 + 167/54*z + 1
*
-2/3 | 0.15069985660569225091916497476664763894 | 0.027624378733901711153665009449729702575
f(z) = -117/25*z^3 + 179/50*z + 1
*
0 | 0.13600283072701791232281175999448734252 | 0.024969595823455469125914639836635865417
f(z) = -116/21*z^3 + 169/42*z + 1
*
[ -2/5 ] 
f(z) = -115/32*z^3 + 163/40*z + 1
*
[ -2/3 ] 
f(z) = -111/28*z^3 + 179/42*z + 1
*
-1/2 | 0.14413173056812356344088942527106960957 | 0.026722596124680120503167071542457703523
f(z) = -110/27*z^3 + 163/54*z + 1
*
-2/3 | 0.13716579232881477938232043353157980176 | 0.025517895432677693561449860451549924274
f(z) = -108/25*z^3 + 171/50*z + 1
*
[ -1/2 ] 
f(z) = -106/21*z^3 + 179/42*z + 1
*
-1/2 | 0.14717709190606596448843059436176109411 | 0.027475911776493830745621667917175049698
f(z) = -106/27*z^3 + 161/54*z + 1
*
[ -2/5 ] 
f(z) = -105/32*z^3 + 161/40*z + 1
*
-3/4 | 0.076785536628368467247239588212600975416 | 0.014385946382356356109152567375089953365
f(z) = -104/21*z^3 + 173/42*z + 1
*
[ -5/8 ] 
f(z) = -104/25*z^3 + 169/40*z + 1
*
-12/13 | 0.24890131864341398013459307740046921743 | 0.028956712297916893636369960674077241401
f(z) = -104/27*z^3 + 175/52*z + 1
*
[ 4/5 ] 
f(z) = -115/24*z^3 + 169/60*z + 1
*
-3/5 | 0.15206229485354932895498044060076633242 | 0.023930349330815561755749277552784745585
f(z) = -115/36*z^3 + 169/60*z + 1
*
[ 3/4 ] 
f(z) = -112/23*z^3 + 166/69*z + 1
*
[ 3/4 ] 
f(z) = -112/25*z^3 + 164/75*z + 1
*
[ 5/6 ] 
f(z) = -111/25*z^3 + 173/60*z + 1
*
-5/9 | 0.20758881807277101683472555804270056245 | 0.028964381329906777906335482156836203738
f(z) = -108/25*z^3 + 173/60*z + 1
*
-3/26 | 0.22387493490941871572821926040990205561 | 0.028329679318009030834836427163487862715
f(z) = -104/27*z^3 + 173/78*z + 1
*
[ 3/4 ] 
f(z) = -112/29*z^3 + 160/87*z + 1
*
[ 2/3 ] 
f(z) = -109/20*z^3 + 173/90*z + 1
*
[ 2/3 ] 
f(z) = -107/20*z^3 + 169/90*z + 1
*
[ 2/3 ] 
f(z) = -103/20*z^3 + 161/90*z + 1
*
0 | 0.16177037060853213944631596536216940763 | 0.027602161969468108322785933086518529934
f(z) = -117/35*z^3 + 176/105*z + 1
*
0 | 0.10996018616416934762732407793461200765 | 0.018845544631928567632138885191994260113
f(z) = -114/35*z^3 + 167/105*z + 1
*
0 | 0.15851504514727876209833495270546376914 | 0.027291865759273493054797278176401554895
f(z) = -111/34*z^3 + 163/102*z + 1
*
3/5 | 0.13947823124918804191461577653907701529 | 0.014836593326103014927982025443254882614
f(z) = -110/27*z^3 + 163/110*z + 1
*
[ 7/9 ] 
f(z) = -108/35*z^3 + 166/105*z + 1
*
0 | 0.16724164727900719686659992918241394954 | 0.029072496390614717282114096137227649164
f(z) = -105/34*z^3 + 179/102*z + 1
*
[ 9/13 ] 
f(z) = -104/27*z^3 + 164/117*z + 1
*
[ 4/5 ] 
f(z) = -101/32*z^3 + 177/100*z + 1
*
[ 2/3 ] 
f(z) = -115/28*z^3 + 167/126*z + 1
*
[ 2/3 ] 
f(z) = -113/28*z^3 + 163/126*z + 1
*
33/40 | 0.25145655759276293076902681236740299692 | 0.025722734554258255342605429821882791284
f(z) = -110/27*z^3 + 177/160*z + 1
*
[ 2/3 ] 
f(z) = -102/31*z^3 + 179/186*z + 1
*
[ 2/3 ] 
f(z) = -102/35*z^3 + 167/210*z + 1
*
-1/3 | 0.073587373106308563888210653479848342332 | 0.011468044772080953313390735850518816504
f(z) = -102/35*z^3 + 173/210*z + 1
*
[ 2/3 ] 
f(z) = -105/37*z^3 + 169/222*z + 1
*
[ 2/3 ] 
f(z) = -102/37*z^3 + 161/222*z + 1
*
[ 5/3 ] 
f(z) = -114/25*z^3 + 196/15*z + 1
*
[ 9/4 ] 
f(z) = -112/27*z^3 + 194/9*z + 1
*
[ 5/3 ] 
f(z) = -111/25*z^3 + 191/15*z + 1
*
-2 | 0.099816463951634085958473050501817968892 | 0.016673726585216555066602463913469345308
f(z) = -103/28*z^3 + 199/14*z + 1
*
-2 | 0.086329941641515787129586086656298477772 | 0.014445259816856590096589390219536190587
f(z) = -103/36*z^3 + 197/18*z + 1
*
[ -5/3 ] 
f(z) = -102/25*z^3 + 194/15*z + 1
*
-2 | 0.099362889681788188093054111316192954668 | 0.016626013296374651768883047373150192310
f(z) = -101/20*z^3 + 197/10*z + 1
*
-2 | 0.099459259205064105894172030680587389740 | 0.016670602241954358324313885259429881891
f(z) = -101/28*z^3 + 195/14*z + 1
*
-2 | 0.085972742326653556159050219154830848642 | 0.014435038600521549052034376750868303999
f(z) = -101/36*z^3 + 193/18*z + 1
*
[ -1 ] 
f(z) = -120/31*z^3 + 182/31*z + 1
*
[ -1 ] 
f(z) = -120/37*z^3 + 194/37*z + 1
*
[ -1 ] 
f(z) = -119/31*z^3 + 181/31*z + 1
*
[ -1 ] 
f(z) = -119/32*z^3 + 183/32*z + 1
*
[ -1 ] 
f(z) = -119/33*z^3 + 185/33*z + 1
*
[ -1 ] 
f(z) = -119/36*z^3 + 191/36*z + 1
*
[ -1 ] 
f(z) = -119/37*z^3 + 193/37*z + 1
*
[ -1 ] 
f(z) = -119/38*z^3 + 195/38*z + 1
*
[ -1 ] 
f(z) = -119/39*z^3 + 197/39*z + 1
*
[ -1 ] 
f(z) = -118/31*z^3 + 180/31*z + 1
*
[ -1 ] 
f(z) = -118/33*z^3 + 184/33*z + 1
*
[ -1 ] 
f(z) = -118/35*z^3 + 188/35*z + 1
*
[ -1 ] 
f(z) = -118/37*z^3 + 192/37*z + 1
*
[ -1 ] 
f(z) = -118/39*z^3 + 196/39*z + 1
*
4/3 | 0.12642193538644397054326993680635940090 | 0.024167331371998966042393575777116709760
f(z) = -117/28*z^3 + 187/28*z + 1
*
[ -1 ] 
f(z) = -117/32*z^3 + 181/32*z + 1
*
[ -1 ] 
f(z) = -117/34*z^3 + 185/34*z + 1
*
[ -1 ] 
f(z) = -117/35*z^3 + 187/35*z + 1
*
[ -1 ] 
f(z) = -117/37*z^3 + 191/37*z + 1
*
[ -1 ] 
f(z) = -117/38*z^3 + 193/38*z + 1
*
[ -5/4 ] 
f(z) = -116/25*z^3 + 181/20*z + 1
*
[ -1 ] 
f(z) = -116/33*z^3 + 182/33*z + 1
*
[ -1 ] 
f(z) = -116/35*z^3 + 186/35*z + 1
*
[ -1 ] 
f(z) = -116/37*z^3 + 190/37*z + 1
*
[ -1 ] 
f(z) = -116/39*z^3 + 194/39*z + 1
*
[ -1 ] 
f(z) = -115/33*z^3 + 181/33*z + 1
*
[ -1 ] 
f(z) = -115/34*z^3 + 183/34*z + 1
*
[ -1 ] 
f(z) = -115/36*z^3 + 187/36*z + 1
*
[ -6/5 ] 
f(z) = -115/36*z^3 + 193/30*z + 1
*
[ -1 ] 
f(z) = -115/37*z^3 + 189/37*z + 1
*
[ -1 ] 
f(z) = -115/38*z^3 + 191/38*z + 1
*
[ -1 ] 
f(z) = -115/39*z^3 + 193/39*z + 1
*
[ -1 ] 
f(z) = -114/35*z^3 + 184/35*z + 1
*
[ -1 ] 
f(z) = -114/37*z^3 + 188/37*z + 1
*
[ -1 ] 
f(z) = -113/34*z^3 + 181/34*z + 1
*
[ -1 ] 
f(z) = -113/35*z^3 + 183/35*z + 1
*
[ -1 ] 
f(z) = -113/36*z^3 + 185/36*z + 1
*
[ -1 ] 
f(z) = -113/37*z^3 + 187/37*z + 1
*
[ -1 ] 
f(z) = -113/38*z^3 + 189/38*z + 1
*
[ -1 ] 
f(z) = -113/39*z^3 + 191/39*z + 1
*
[ 9/8 ] 
f(z) = -112/27*z^3 + 193/36*z + 1
*
[ -3/20 ] 
f(z) = -112/27*z^3 + 194/25*z + 1
*
[ -1 ] 
f(z) = -112/37*z^3 + 186/37*z + 1
*
[ -1/4 ] 
f(z) = -112/37*z^3 + 192/37*z + 1
*
[ -1 ] 
f(z) = -112/39*z^3 + 190/39*z + 1
*
[ -1 ] 
f(z) = -111/35*z^3 + 181/35*z + 1
*
[ -1 ] 
f(z) = -111/38*z^3 + 187/38*z + 1
*
[ 6/5 ] 
f(z) = -110/27*z^3 + 181/30*z + 1
*
[ -1 ] 
f(z) = -110/37*z^3 + 184/37*z + 1
*
[ -1 ] 
f(z) = -110/39*z^3 + 188/39*z + 1
*
[ -1 ] 
f(z) = -109/36*z^3 + 181/36*z + 1
*
[ -1 ] 
f(z) = -109/37*z^3 + 183/37*z + 1
*
[ -1 ] 
f(z) = -109/38*z^3 + 185/38*z + 1
*
[ -1 ] 
f(z) = -109/39*z^3 + 187/39*z + 1
*
[ -1 ] 
f(z) = -108/37*z^3 + 182/37*z + 1
*
[ -1 ] 
f(z) = -107/37*z^3 + 181/37*z + 1
*
[ -1 ] 
f(z) = -107/38*z^3 + 183/38*z + 1
*
[ -1 ] 
f(z) = -107/39*z^3 + 185/39*z + 1
*
[ -1 ] 
f(z) = -106/37*z^3 + 180/37*z + 1
*
[ -1 ] 
f(z) = -106/39*z^3 + 184/39*z + 1
*
[ -1 ] 
f(z) = -105/38*z^3 + 181/38*z + 1
*
[ -1 ] 
f(z) = -103/39*z^3 + 181/39*z + 1
*
[ -6/7 ] 
f(z) = -119/36*z^3 + 193/42*z + 1
*
[ -1/2 ] 
f(z) = -118/21*z^3 + 185/42*z + 1
*
[ -1/2 ] 
f(z) = -118/23*z^3 + 197/46*z + 1
*
[ -5/9 ] 
f(z) = -117/25*z^3 + 191/45*z + 1
*
[ -1/2 ] 
f(z) = -114/23*z^3 + 195/46*z + 1
*
[ -5/12 ] 
f(z) = -112/25*z^3 + 188/45*z + 1
*
-15/14 | 0.17408901251113065909198219576105353367 | 0.023336595385640105956497572191236329975
f(z) = -112/27*z^3 + 193/42*z + 1
*
[ -1/2 ] 
f(z) = -110/21*z^3 + 181/42*z + 1
*
[ -1/2 ] 
f(z) = -110/23*z^3 + 193/46*z + 1
*
[ -3/7 ] 
f(z) = -107/27*z^3 + 199/49*z + 1
*
[ -1/2 ] 
f(z) = -106/23*z^3 + 191/46*z + 1
*
-1/4 | 0.12752648322758643810531418670074448631 | 0.023892379093756772280607250916274904214
f(z) = -104/21*z^3 + 181/42*z + 1
*
[ -3/7 ] 
f(z) = -104/27*z^3 + 198/49*z + 1
*
[ -1/2 ] 
f(z) = -102/23*z^3 + 189/46*z + 1
*
[ -3/7 ] 
f(z) = -101/27*z^3 + 197/49*z + 1
*
-1/2 | 0.14692998904532400833145487777296008020 | 0.026891382145068669105398887810298087057
f(z) = -118/33*z^3 + 191/66*z + 1
*
[ 8/9 ] 
f(z) = -117/32*z^3 + 199/72*z + 1
*
-4/5 | 0.13999298136502572453251226264938813012 | 0.022030977180463244659238904809995199378
f(z) = -115/24*z^3 + 199/60*z + 1
*
0 | 0.13425999467915898198983574133599450652 | 0.023225385162371596218678150428070444589
f(z) = -108/25*z^3 + 199/75*z + 1
*
-1/2 | 0.14770192824765087194600696942073709157 | 0.027573891406555337326340052810724405201
f(z) = -106/33*z^3 + 185/66*z + 1
*
0 | 0.15464301561173070758478013814608257175 | 0.026882409892228761315150966133794778183
f(z) = -105/26*z^3 + 185/78*z + 1
*
0 | 0.13193913060949287111388207929058538744 | 0.023051833467888319627027163006147197842
f(z) = -102/25*z^3 + 181/75*z + 1
*
[ 2/3 ] 
f(z) = -119/20*z^3 + 193/90*z + 1
*
-4/7 | 0.17976331140259315928368655781811999969 | 0.026730470205450516572648828180185157785
f(z) = -119/24*z^3 + 199/84*z + 1
*
[ 2/3 ] 
f(z) = -113/20*z^3 + 181/90*z + 1
*
0 | 0.17037851365210445473812053228513538732 | 0.029334423862021698403850543886436870554
f(z) = -111/28*z^3 + 193/84*z + 1
*
6/7 | 0.28319161602586412331089561957475886629 | 0.029627986850941093790367066551771938545
f(z) = -119/27*z^3 + 194/119*z + 1
*
[ 4/5 ] 
f(z) = -111/32*z^3 + 197/100*z + 1
*
0 | 0.17153283657661833687252076673193303009 | 0.029533166046206261818530996720170713662
f(z) = -111/38*z^3 + 181/114*z + 1
*
[ 4/5 ] 
f(z) = -109/32*z^3 + 193/100*z + 1
*
[ 4/5 ] 
f(z) = -107/32*z^3 + 189/100*z + 1
*
[ 4/5 ] 
f(z) = -103/32*z^3 + 181/100*z + 1
*
0 | 0.16667540065773474752740460859976325523 | 0.027466003864432655997603136627439967803
f(z) = -108/35*z^3 + 187/140*z + 1
*
[ 2/3 ] 
f(z) = -102/25*z^3 + 197/150*z + 1
*
[ 5/8 ] 
f(z) = -118/25*z^3 + 199/160*z + 1
*
[ 5/8 ] 
f(z) = -114/25*z^3 + 189/160*z + 1
*
[ 2/3 ] 
f(z) = -105/29*z^3 + 193/174*z + 1
*
[ 2/3 ] 
f(z) = -102/29*z^3 + 185/174*z + 1
*
[ 2/3 ] 
f(z) = -105/31*z^3 + 187/186*z + 1
*
[ 2/3 ] 
f(z) = -114/35*z^3 + 199/210*z + 1
*
[ 2/3 ] 
f(z) = -111/35*z^3 + 191/210*z + 1
*
[ 2/3 ] 
f(z) = -114/37*z^3 + 193/222*z + 1
*
[ 8/3 ] 
f(z) = -117/32*z^3 + 213/8*z + 1
*
[ -8/3 ] 
f(z) = -117/32*z^3 + 219/8*z + 1
*
[ -5/3 ] 
f(z) = -114/25*z^3 + 214/15*z + 1
*
-2 | 0.10150481318708569001371278955784439090 | 0.016688779980265995289096314179185480715
f(z) = -113/28*z^3 + 219/14*z + 1
*
-2 | 0.088017586981920576038831932047566603673 | 0.014493156848710405430386368174605565936
f(z) = -113/36*z^3 + 217/18*z + 1
*
[ -9/4 ] 
f(z) = -112/27*z^3 + 202/9*z + 1
*
-2 | 0.10108669883154387495596091152991517850 | 0.016645143677761250816441975701748186578
f(z) = -111/20*z^3 + 217/10*z + 1
*
[ -5/3 ] 
f(z) = -111/25*z^3 + 209/15*z + 1
*
-2 | 0.10117936932779247939713800151249707227 | 0.016685843222618177922265342543889677836
f(z) = -111/28*z^3 + 215/14*z + 1
*
-2 | 0.10075461267297179777199552118138493334 | 0.016641443891093708052484689207930729952
f(z) = -109/20*z^3 + 213/10*z + 1
*
-2 | 0.10084803821350930269136732167245946092 | 0.016682870067847308831164403578866079814
f(z) = -109/28*z^3 + 211/14*z + 1
*
-2 | 0.087361208736349312560136462285897592501 | 0.014474604836917618121622126019288256355
f(z) = -109/36*z^3 + 209/18*z + 1
*
-2 | 0.10041642522236482608651979264726165016 | 0.016637682734177301836481995466219215502
f(z) = -107/20*z^3 + 209/10*z + 1
*
[ 2 ] 
f(z) = -107/20*z^3 + 219/10*z + 1
*
-2 | 0.10051060051786699043030975609156131107 | 0.016679859949500549919934279706434641387
f(z) = -107/28*z^3 + 207/14*z + 1
*
[ 4 ] 
f(z) = -107/32*z^3 + 217/4*z + 1
*
[ -4 ] 
f(z) = -107/32*z^3 + 219/4*z + 1
*
-2 | 0.087023916429612065618563449275830404218 | 0.014465033761514200968837967182427044367
f(z) = -107/36*z^3 + 205/18*z + 1
*
[ 4 ] 
f(z) = -105/32*z^3 + 213/4*z + 1
*
[ -4 ] 
f(z) = -105/32*z^3 + 215/4*z + 1
*
-2 | 0.099720814002342566502366879514953669422 | 0.016629969276600724719235559538525738100
f(z) = -103/20*z^3 + 201/10*z + 1
*
[ 2 ] 
f(z) = -103/20*z^3 + 211/10*z + 1
*
[ 2 ] 
f(z) = -103/28*z^3 + 213/14*z + 1
*
[ 4 ] 
f(z) = -103/32*z^3 + 209/4*z + 1
*
[ -4 ] 
f(z) = -103/32*z^3 + 211/4*z + 1
*
[ 2 ] 
f(z) = -103/36*z^3 + 215/18*z + 1
*
[ 2 ] 
f(z) = -101/20*z^3 + 207/10*z + 1
*
[ -2 ] 
f(z) = -101/20*z^3 + 217/10*z + 1
*
[ 2 ] 
f(z) = -101/28*z^3 + 209/14*z + 1
*
[ 4 ] 
f(z) = -101/32*z^3 + 205/4*z + 1
*
[ -4 ] 
f(z) = -101/32*z^3 + 207/4*z + 1
*
[ 2 ] 
f(z) = -101/36*z^3 + 211/18*z + 1
*
[ 4/3 ] 
f(z) = -117/20*z^3 + 213/20*z + 1
*
[ 4/3 ] 
f(z) = -117/28*z^3 + 215/28*z + 1
*
[ -3/23 ] 
f(z) = -115/27*z^3 + 201/23*z + 1
*
[ -3/28 ] 
f(z) = -112/27*z^3 + 218/21*z + 1
*
[ -1/4 ] 
f(z) = -112/39*z^3 + 202/39*z + 1
*
[ -10/9 ] 
f(z) = -108/25*z^3 + 217/30*z + 1
*
[ -1/6 ] 
f(z) = -108/29*z^3 + 206/29*z + 1
*
[ -7/6 ] 
f(z) = -108/35*z^3 + 212/35*z + 1
*
-1/6 | 0.10765398217546602604726451972206413195 | 0.020079857401545075271359979631968539252
f(z) = -108/35*z^3 + 213/35*z + 1
*
[ -3/16 ] 
f(z) = -104/27*z^3 + 207/32*z + 1
*
[ 4/3 ] 
f(z) = -103/32*z^3 + 215/36*z + 1
*
[ 4/3 ] 
f(z) = -101/32*z^3 + 211/36*z + 1
*
[ -1/2 ] 
f(z) = -118/25*z^3 + 209/50*z + 1
*
[ -2/3 ] 
f(z) = -117/23*z^3 + 219/46*z + 1
*
[ -3/7 ] 
f(z) = -116/27*z^3 + 202/49*z + 1
*
[ -3/8 ] 
f(z) = -116/27*z^3 + 205/48*z + 1
*
[ -1/2 ] 
f(z) = -114/25*z^3 + 207/50*z + 1
*
[ -3/7 ] 
f(z) = -113/27*z^3 + 201/49*z + 1
*
[ -3/7 ] 
f(z) = -110/27*z^3 + 200/49*z + 1
*
[ 12/11 ] 
f(z) = -110/27*z^3 + 217/44*z + 1
*
[ -1/2 ] 
f(z) = -110/27*z^3 + 217/54*z + 1
*
[ -2/3 ] 
f(z) = -108/23*z^3 + 211/46*z + 1
*
[ -1/2 ] 
f(z) = -106/25*z^3 + 203/50*z + 1
*
[ -1/2 ] 
f(z) = -106/27*z^3 + 215/54*z + 1
*
[ -3/4 ] 
f(z) = -104/21*z^3 + 215/42*z + 1
*
-1/4 | 0.12332387942538676222393396209828443353 | 0.023002641082342154166322619999900238102
f(z) = -104/25*z^3 + 213/50*z + 1
*
[ -3/4 ] 
f(z) = -103/27*z^3 + 215/48*z + 1
*
[ -1/2 ] 
f(z) = -102/25*z^3 + 201/50*z + 1
*
-1/2 | 0.15519423408593532752764830703621114041 | 0.028403918646102595612101725825671830535
f(z) = -118/39*z^3 + 215/78*z + 1
*
-2/3 | 0.14914628043251560990007672615391614022 | 0.027339596932734581478280544680894011007
f(z) = -117/35*z^3 + 209/70*z + 1
*
-1/3 | 0.12575842326707059984272763639337310827 | 0.021652089886571297229818349996300295894
f(z) = -111/20*z^3 + 217/60*z + 1
*
0 | 0.13494357183113502496217865418110237718 | 0.023233516061963793801140058309454586564
f(z) = -111/25*z^3 + 208/75*z + 1
*
-1/2 | 0.14972920818013998475079680110264819161 | 0.027760390737658527003702254580281143988
f(z) = -110/39*z^3 + 211/78*z + 1
*
-2/3 | 0.13868035654695995250176893910154859349 | 0.025799660227591394392918177529147348637
f(z) = -108/35*z^3 + 201/70*z + 1
*
-1/2 | 0.14299156524038469528960853494628485969 | 0.026694532283835971530629097636394777025
f(z) = -106/39*z^3 + 209/78*z + 1
*
-5/13 | 0.20020897402927739989248298856338155940 | 0.027770776090906443399807770206644193085
f(z) = -104/25*z^3 + 209/65*z + 1
*
-3/4 | 0.13355120544667051082358518717987352643 | 0.025021124618214221906646772467348806428
f(z) = -104/33*z^3 + 205/66*z + 1
*
0 | 0.12785809156828301438915537500158810500 | 0.022013594154903991696200520595300946072
f(z) = -111/32*z^3 + 205/96*z + 1
*
[ 21/26 ] 
f(z) = -104/27*z^3 + 207/91*z + 1
*
[ 4/5 ] 
f(z) = -119/32*z^3 + 213/100*z + 1
*
[ 4/5 ] 
f(z) = -117/32*z^3 + 209/100*z + 1
*
-8/13 | 0.20139256994334740932100920436226518577 | 0.027485898886962595978818368626856576544
f(z) = -117/32*z^3 + 209/104*z + 1
*
[ 4/5 ] 
f(z) = -113/32*z^3 + 201/100*z + 1
*
[ 3/4 ] 
f(z) = -116/33*z^3 + 217/132*z + 1
*
-3/20 | 0.17918598902170474332516163025618730060 | 0.021358720196567386403280220248805528104
f(z) = -110/27*z^3 + 211/120*z + 1
*
[ 2/3 ] 
f(z) = -105/23*z^3 + 211/138*z + 1
*
-8/15 | 0.19210098258241089913965465073238468554 | 0.026093548935424981570172231085093907230
f(z) = -105/32*z^3 + 217/120*z + 1
*
[ 2/3 ] 
f(z) = -102/23*z^3 + 203/138*z + 1
*
0 | 0.16626921873587892635793692907765409039 | 0.027080186495622546941681138292294588437
f(z) = -116/35*z^3 + 219/140*z + 1
*
[ 3/4 ] 
f(z) = -116/39*z^3 + 209/156*z + 1
*
[ 2/3 ] 
f(z) = -114/29*z^3 + 217/174*z + 1
*
[ 2/3 ] 
f(z) = -111/29*z^3 + 209/174*z + 1
*
2/3 | 0.083580895912439749935304083761511512271 | 0.010856801036694386584234239887682727303
f(z) = -105/32*z^3 + 209/168*z + 1
*
[ 2/3 ] 
f(z) = -114/31*z^3 + 211/186*z + 1
*
[ 2/3 ] 
f(z) = -111/31*z^3 + 203/186*z + 1
*
[ 2/3 ] 
f(z) = -120/37*z^3 + 209/222*z + 1
*
0 | 0.14652751845404109447129530323523775577 | 0.021792262038603850400820325469950020621
f(z) = -104/33*z^3 + 205/264*z + 1
*
-2 | 0.10235821174503984885683840219225866129 | 0.016659361848790564840066022229960870313
f(z) = -119/20*z^3 + 233/10*z + 1
*
-2 | 0.088959812735788832494247553980614127444 | 0.014519620064101389877023882337210742992
f(z) = -119/36*z^3 + 229/18*z + 1
*
-2 | 0.10204846728712166562059673223323113198 | 0.016655891324024686956931077695884409890
f(z) = -117/20*z^3 + 229/10*z + 1
*
[ 2 ] 
f(z) = -117/20*z^3 + 239/10*z + 1
*
-2 | 0.10213885868685421544686800146781598650 | 0.016694546585424145070043349258635631190
f(z) = -117/28*z^3 + 227/14*z + 1
*
[ 4 ] 
f(z) = -117/32*z^3 + 237/4*z + 1
*
[ -4 ] 
f(z) = -117/32*z^3 + 239/4*z + 1
*
-2 | 0.10182457740045676476794838847230806180 | 0.016691680910674104986737426510762143845
f(z) = -115/28*z^3 + 223/14*z + 1
*
[ 2 ] 
f(z) = -115/28*z^3 + 237/14*z + 1
*
[ 4 ] 
f(z) = -115/32*z^3 + 233/4*z + 1
*
[ -4 ] 
f(z) = -115/32*z^3 + 235/4*z + 1
*
-2 | 0.088337107623235644752747223934462395188 | 0.014502152957797732124805713458407270035
f(z) = -115/36*z^3 + 221/18*z + 1
*
[ 2 ] 
f(z) = -115/36*z^3 + 239/18*z + 1
*
-2 | 0.10141290113016678394746663083178761554 | 0.016648783774496732237118265164285950079
f(z) = -113/20*z^3 + 221/10*z + 1
*
[ 2 ] 
f(z) = -113/20*z^3 + 231/10*z + 1
*
[ 2 ] 
f(z) = -113/28*z^3 + 233/14*z + 1
*
[ 4 ] 
f(z) = -113/32*z^3 + 229/4*z + 1
*
[ -4 ] 
f(z) = -113/32*z^3 + 231/4*z + 1
*
[ 2 ] 
f(z) = -113/36*z^3 + 235/18*z + 1
*
[ 2 ] 
f(z) = -111/20*z^3 + 227/10*z + 1
*
[ -2 ] 
f(z) = -111/20*z^3 + 237/10*z + 1
*
[ 2 ] 
f(z) = -111/28*z^3 + 229/14*z + 1
*
[ 4 ] 
f(z) = -111/32*z^3 + 225/4*z + 1
*
[ -4 ] 
f(z) = -111/32*z^3 + 227/4*z + 1
*
[ 2 ] 
f(z) = -109/20*z^3 + 223/10*z + 1
*
[ -2 ] 
f(z) = -109/20*z^3 + 233/10*z + 1
*
[ 2 ] 
f(z) = -109/28*z^3 + 225/14*z + 1
*
[ -2 ] 
f(z) = -109/28*z^3 + 239/14*z + 1
*
[ 4 ] 
f(z) = -109/32*z^3 + 221/4*z + 1
*
[ -4 ] 
f(z) = -109/32*z^3 + 223/4*z + 1
*
[ 2 ] 
f(z) = -109/36*z^3 + 227/18*z + 1
*
[ -2 ] 
f(z) = -107/20*z^3 + 229/10*z + 1
*
[ 2 ] 
f(z) = -107/28*z^3 + 221/14*z + 1
*
[ -2 ] 
f(z) = -107/28*z^3 + 235/14*z + 1
*
[ 2 ] 
f(z) = -107/36*z^3 + 223/18*z + 1
*
[ -2 ] 
f(z) = -103/20*z^3 + 221/10*z + 1
*
[ -2 ] 
f(z) = -103/28*z^3 + 227/14*z + 1
*
[ -2 ] 
f(z) = -103/36*z^3 + 233/18*z + 1
*
[ -2 ] 
f(z) = -101/28*z^3 + 223/14*z + 1
*
[ -2 ] 
f(z) = -101/36*z^3 + 229/18*z + 1
*
-4/3 | 0.12109421381753757582681533457058928729 | 0.022285684423739181477321119101615296670
f(z) = -117/28*z^3 + 229/28*z + 1
*
[ -6/5 ] 
f(z) = -115/27*z^3 + 239/30*z + 1
*
[ 4/3 ] 
f(z) = -115/32*z^3 + 239/36*z + 1
*
[ 4/3 ] 
f(z) = -113/32*z^3 + 235/36*z + 1
*
[ -5/28 ] 
f(z) = -112/25*z^3 + 236/35*z + 1
*
[ 4/3 ] 
f(z) = -109/32*z^3 + 227/36*z + 1
*
[ -1/6 ] 
f(z) = -108/31*z^3 + 220/31*z + 1
*
[ 4/3 ] 
f(z) = -107/32*z^3 + 223/36*z + 1
*
3/2 | 0.23742521251216178514241744143776976785 | 0.027091282829858069759707565940907397153
f(z) = -104/27*z^3 + 237/26*z + 1
*
[ -6/17 ] 
f(z) = -119/24*z^3 + 227/51*z + 1
*
[ -6/7 ] 
f(z) = -119/27*z^3 + 227/42*z + 1
*
[ -1/2 ] 
f(z) = -118/27*z^3 + 221/54*z + 1
*
[ -1/2 ] 
f(z) = -118/29*z^3 + 233/58*z + 1
*
[ -2/3 ] 
f(z) = -117/25*z^3 + 229/50*z + 1
*
[ -4/13 ] 
f(z) = -117/32*z^3 + 239/52*z + 1
*
[ -3/4 ] 
f(z) = -115/27*z^3 + 227/48*z + 1
*
[ -1/2 ] 
f(z) = -114/29*z^3 + 231/58*z + 1
*
[ -5/6 ] 
f(z) = -112/25*z^3 + 239/45*z + 1
*
-3/7 | 0.22730969865082902077522861035208306206 | 0.029687258262256396977549892102864836103
f(z) = -112/27*z^3 + 235/42*z + 1
*
[ -1/2 ] 
f(z) = -110/29*z^3 + 229/58*z + 1
*
[ -3/4 ] 
f(z) = -109/27*z^3 + 221/48*z + 1
*
[ -2/3 ] 
f(z) = -108/25*z^3 + 221/50*z + 1
*
[ -1/2 ] 
f(z) = -106/29*z^3 + 227/58*z + 1
*
-8/7 | 0.15469649233154727446900041753906373909 | 0.022625268730415144844623076666809995151
f(z) = -105/32*z^3 + 233/56*z + 1
*
[ -1/4 ] 
f(z) = -104/21*z^3 + 223/42*z + 1
*
[ -5/6 ] 
f(z) = -104/25*z^3 + 229/45*z + 1
*
[ -1/2 ] 
f(z) = -102/29*z^3 + 225/58*z + 1
*
-2/5 | 0.12362351273409032353771745008889816818 | 0.019454880962295668516358933099402417504
f(z) = -115/28*z^3 + 221/70*z + 1
*
[ -3/5 ] 
f(z) = -115/36*z^3 + 229/60*z + 1
*
0 | 0.15159458531492759145108441220260504534 | 0.026100355763730241149717784062729763821
f(z) = -111/20*z^3 + 233/60*z + 1
*
0 | 0.14887585096564248422104564450352910774 | 0.025632265603412176831340616823857188474
f(z) = -111/22*z^3 + 223/66*z + 1
*
-1/3 | 0.13529222287231272173769591995005714829 | 0.023293544038512087934502816864383938419
f(z) = -111/22*z^3 + 235/66*z + 1
*
0 | 0.15454534618434796128563234118873124347 | 0.026608394413696334720228101288982748178
f(z) = -111/26*z^3 + 229/78*z + 1
*
-5/9 | 0.18446834470530080493888954737889711824 | 0.025738435860586721544834981243766654839
f(z) = -108/25*z^3 + 233/60*z + 1
*
[ -1/2 ] 
f(z) = -106/31*z^3 + 239/62*z + 1
*
0 | 0.13808525550630674956691328319397504988 | 0.024004087245128008673444343887354046258
f(z) = -105/22*z^3 + 227/66*z + 1
*
-1/3 | 0.13813968045714904885470977143482083410 | 0.024013548220983397427829125496716241619
f(z) = -105/22*z^3 + 233/66*z + 1
*
-2/3 | 0.13942290806442198420030843625067652256 | 0.024236618434580022542186371089276273438
f(z) = -105/22*z^3 + 239/66*z + 1
*
[ -1/2 ] 
f(z) = -102/31*z^3 + 237/62*z + 1
*
0 | 0.16127180661853223732837226620946285272 | 0.027517094203644520808136355829793838176
f(z) = -117/28*z^3 + 239/84*z + 1
*
0 | 0.16912055073520159041725402678313623470 | 0.028856290655691167527923998311925034730
f(z) = -117/32*z^3 + 223/96*z + 1
*
[ 3/4 ] 
f(z) = -116/21*z^3 + 233/84*z + 1
*
-15/56 | 0.20487983981039720588459261838422107951 | 0.025448688158348226053446772711663160715
f(z) = -112/27*z^3 + 221/84*z + 1
*
0 | 0.17990847946887272485238749984789197168 | 0.026752056427022605485243889342824578442
f(z) = -119/38*z^3 + 236/133*z + 1
*
0 | 0.15165029735550384544539103667111619652 | 0.024699209906237911159736588375150259895
f(z) = -116/33*z^3 + 233/132*z + 1
*
[ 2/3 ] 
f(z) = -114/23*z^3 + 235/138*z + 1
*
[ 2/3 ] 
f(z) = -111/23*z^3 + 227/138*z + 1
*
5/7 | 0.17120151360959033183960068744213535618 | 0.025457346790971333494634088329372299841
f(z) = -119/20*z^3 + 229/140*z + 1
*
[ 2/3 ] 
f(z) = -114/25*z^3 + 229/150*z + 1
*
[ 2/3 ] 
f(z) = -111/25*z^3 + 221/150*z + 1
*
[ 2/3 ] 
f(z) = -120/29*z^3 + 233/174*z + 1
*
-4/15 | 0.19763842869760162965254894260692507120 | 0.026845713860568046355169006043834925512
f(z) = -105/22*z^3 + 221/165*z + 1
*
[ 2/3 ] 
f(z) = -120/31*z^3 + 227/186*z + 1
*
0 | 0.17414476351530788971904876464211176277 | 0.027598576690957320491653840182681810911
f(z) = -110/39*z^3 + 238/195*z + 1
*
[ 3/4 ] 
f(z) = -101/36*z^3 + 239/192*z + 1
*
-1/7 | 0.13175869477575405434105367234489561282 | 0.019592272958994548745536760599260960310
f(z) = -119/30*z^3 + 227/210*z + 1
*
0 | 0.17394091085365576126302579886311257003 | 0.026645531887405942216652043696702118003
f(z) = -114/35*z^3 + 229/210*z + 1
*
0 | 0.15029475005481286387899967610441389605 | 0.023422318937072494025792468230078704305
f(z) = -102/35*z^3 + 227/210*z + 1
*
[ 2 ] 
f(z) = -119/20*z^3 + 243/10*z + 1
*
[ -2 ] 
f(z) = -119/20*z^3 + 253/10*z + 1
*
[ 4 ] 
f(z) = -119/32*z^3 + 241/4*z + 1
*
[ -4 ] 
f(z) = -119/32*z^3 + 243/4*z + 1
*
[ 2 ] 
f(z) = -119/36*z^3 + 247/18*z + 1
*
[ -2 ] 
f(z) = -117/20*z^3 + 249/10*z + 1
*
[ 2 ] 
f(z) = -117/28*z^3 + 241/14*z + 1
*
[ -2 ] 
f(z) = -117/28*z^3 + 255/14*z + 1
*
[ -2 ] 
f(z) = -115/28*z^3 + 251/14*z + 1
*
[ -2 ] 
f(z) = -115/36*z^3 + 257/18*z + 1
*
[ -2 ] 
f(z) = -113/20*z^3 + 241/10*z + 1
*
[ -2 ] 
f(z) = -113/28*z^3 + 247/14*z + 1
*
[ -2 ] 
f(z) = -113/36*z^3 + 253/18*z + 1
*
[ -2 ] 
f(z) = -111/28*z^3 + 243/14*z + 1
*
[ -2 ] 
f(z) = -109/36*z^3 + 245/18*z + 1
*
[ -2 ] 
f(z) = -107/36*z^3 + 241/18*z + 1
*
[ 4/3 ] 
f(z) = -119/32*z^3 + 247/36*z + 1
*
[ -4/3 ] 
f(z) = -117/20*z^3 + 243/20*z + 1
*
[ -4/3 ] 
f(z) = -117/28*z^3 + 257/28*z + 1
*
[ -9/8 ] 
f(z) = -112/27*z^3 + 257/36*z + 1
*
-5/4 | 0.069200308911936460196030537382151203038 | 0.012616749489738308426876838822484922406
f(z) = -112/33*z^3 + 241/33*z + 1
*
[ -1/6 ] 
f(z) = -108/35*z^3 + 248/35*z + 1
*
[ 3/2 ] 
f(z) = -104/21*z^3 + 241/21*z + 1
*
[ 3/2 ] 
f(z) = -104/33*z^3 + 245/33*z + 1
*
[ -1/4 ] 
f(z) = -120/23*z^3 + 245/46*z + 1
*
[ -2/3 ] 
f(z) = -117/29*z^3 + 249/58*z + 1
*
[ -5/6 ] 
f(z) = -116/25*z^3 + 244/45*z + 1
*
[ -2/3 ] 
f(z) = -108/29*z^3 + 241/58*z + 1
*
[ 8/7 ] 
f(z) = -105/32*z^3 + 247/56*z + 1
*
[ -1/4 ] 
f(z) = -104/23*z^3 + 243/46*z + 1
*
[ -1/2 ] 
f(z) = -118/31*z^3 + 245/62*z + 1
*
[ -1/2 ] 
f(z) = -118/33*z^3 + 257/66*z + 1
*
0 | 0.12673045930252338648648802169026866545 | 0.021623457070505360614680107091397536646
f(z) = -117/20*z^3 + 251/60*z + 1
*
[ -2/3 ] 
f(z) = -117/31*z^3 + 259/62*z + 1
*
-4/5 | 0.16600697581321824497603658500636185753 | 0.026124851833839312082488339152741398573
f(z) = -115/24*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -114/31*z^3 + 243/62*z + 1
*
-2/5 | 0.23532854368149009614059591940481844707 | 0.029614993188855786491626698376716236972
f(z) = -113/24*z^3 + 244/75*z + 1
*
0 | 0.094943848897647507973406100365762571046 | 0.016346680382141793232821086378240988025
f(z) = -111/20*z^3 + 253/60*z + 1
*
-2/3 | 0.13329272475460765258498157689552342441 | 0.022949286279485965709159158723269030254
f(z) = -111/22*z^3 + 247/66*z + 1
*
[ -1/2 ] 
f(z) = -110/31*z^3 + 241/62*z + 1
*
[ -2/3 ] 
f(z) = -108/31*z^3 + 251/62*z + 1
*
[ -1/2 ] 
f(z) = -106/33*z^3 + 251/66*z + 1
*
-2/3 | 0.15672235045225549249482407894629361607 | 0.027243871619194328778435564218935439340
f(z) = -105/26*z^3 + 257/78*z + 1
*
-3/7 | 0.17302850839557055457749481354348004293 | 0.025729017519058807419378020432973289786
f(z) = -119/36*z^3 + 247/84*z + 1
*
[ 9/11 ] 
f(z) = -110/27*z^3 + 248/99*z + 1
*
[ 5/6 ] 
f(z) = -106/25*z^3 + 247/90*z + 1
*
0 | 0.15352524981906123866805743591532262708 | 0.026688102777334570814641942832875302858
f(z) = -105/32*z^3 + 251/96*z + 1
*
[ 6/7 ] 
f(z) = -101/27*z^3 + 253/98*z + 1
*
[ 2/3 ] 
f(z) = -120/23*z^3 + 251/138*z + 1
*
-15/56 | 0.13842974321433139875111701351507463584 | 0.017194738975596191993816668049982792496
f(z) = -112/25*z^3 + 241/140*z + 1
*
0 | 0.14853774796086747213372366531219344033 | 0.023375684293990039644656304264251682824
f(z) = -115/36*z^3 + 251/180*z + 1
*
[ 3/4 ] 
f(z) = -107/36*z^3 + 257/192*z + 1
*
0 | 0.17784455718437413558239694240451998904 | 0.028394259749784280486296613050451849287
f(z) = -105/38*z^3 + 259/190*z + 1
*
[ 3/4 ] 
f(z) = -103/36*z^3 + 245/192*z + 1
*
[ 12/17 ] 
f(z) = -119/36*z^3 + 251/204*z + 1
*
0 | 0.10205918863561643337075003579428235118 | 0.015176011610661980798931347422326850305
f(z) = -119/36*z^3 + 257/252*z + 1
*
[ -2 ] 
f(z) = -119/36*z^3 + 265/18*z + 1
*
[ 5/2 ] 
f(z) = -106/25*z^3 + 271/10*z + 1
*
[ -5/2 ] 
f(z) = -106/25*z^3 + 279/10*z + 1
*
[ 6 ] 
f(z) = -104/27*z^3 + 279/2*z + 1
*
[ -6 ] 
f(z) = -103/27*z^3 + 277/2*z + 1
*
[ 5/2 ] 
f(z) = -102/25*z^3 + 261/10*z + 1
*
[ -5/2 ] 
f(z) = -102/25*z^3 + 269/10*z + 1
*
[ 6 ] 
f(z) = -101/27*z^3 + 271/2*z + 1
*
[ 3/2 ] 
f(z) = -116/21*z^3 + 268/21*z + 1
*
[ 3/2 ] 
f(z) = -116/33*z^3 + 272/33*z + 1
*
[ 3/2 ] 
f(z) = -116/39*z^3 + 274/39*z + 1
*
[ 3/2 ] 
f(z) = -112/33*z^3 + 263/33*z + 1
*
[ 3/2 ] 
f(z) = -112/39*z^3 + 265/39*z + 1
*
[ -1/6 ] 
f(z) = -108/37*z^3 + 262/37*z + 1
*
[ -4/3 ] 
f(z) = -107/32*z^3 + 277/36*z + 1
*
[ -3/2 ] 
f(z) = -104/21*z^3 + 269/21*z + 1
*
[ -4/3 ] 
f(z) = -103/32*z^3 + 269/36*z + 1
*
[ -4/3 ] 
f(z) = -101/32*z^3 + 265/36*z + 1
*
-8/7 | 0.15897552522052569799564238909395732626 | 0.022821558029440134923172705919211545612
f(z) = -119/32*z^3 + 265/56*z + 1
*
[ -2/7 ] 
f(z) = -119/32*z^3 + 269/56*z + 1
*
[ 8/7 ] 
f(z) = -119/32*z^3 + 279/56*z + 1
*
[ 5/4 ] 
f(z) = -106/25*z^3 + 273/40*z + 1
*
[ -2/7 ] 
f(z) = -105/32*z^3 + 267/56*z + 1
*
-6/7 | 0.16409167117448431510040289113294582945 | 0.023431406166367495147816789906289328327
f(z) = -105/32*z^3 + 275/56*z + 1
*
[ -1/4 ] 
f(z) = -104/25*z^3 + 263/50*z + 1
*
[ -12/13 ] 
f(z) = -104/27*z^3 + 279/52*z + 1
*
[ 5/4 ] 
f(z) = -102/25*z^3 + 263/40*z + 1
*
-2/7 | 0.10282014886865882371259577334718625238 | 0.015289164982605144013346103201379782224
f(z) = -119/20*z^3 + 279/70*z + 1
*
0 | 0.18254281915274196771289151237219406877 | 0.027143777840481653130848457889591758790
f(z) = -119/22*z^3 + 279/77*z + 1
*
[ -1/2 ] 
f(z) = -118/35*z^3 + 269/70*z + 1
*
0 | 0.13227588602424477872856258426300476185 | 0.022569648675228663269000209975896363039
f(z) = -117/20*z^3 + 271/60*z + 1
*
[ -5/13 ] 
f(z) = -117/25*z^3 + 279/65*z + 1
*
-2/9 | 0.18411899480976563992384932249877382620 | 0.026431001366685460179707470451875278869
f(z) = -117/32*z^3 + 265/72*z + 1
*
[ -2/3 ] 
f(z) = -117/35*z^3 + 279/70*z + 1
*
[ -3/8 ] 
f(z) = -115/27*z^3 + 273/64*z + 1
*
[ -1/2 ] 
f(z) = -114/35*z^3 + 267/70*z + 1
*
[ -1/2 ] 
f(z) = -114/37*z^3 + 279/74*z + 1
*
[ -9/14 ] 
f(z) = -112/27*z^3 + 269/63*z + 1
*
[ -1/3 ] 
f(z) = -111/20*z^3 + 277/60*z + 1
*
-2/3 | 0.15319391218929628770860962099432455153 | 0.026375715205604760525423393197084942625
f(z) = -111/26*z^3 + 265/78*z + 1
*
-1/3 | 0.15611928809142868605203752344693312679 | 0.026879383272836053289937746299301182914
f(z) = -111/26*z^3 + 271/78*z + 1
*
[ -1/2 ] 
f(z) = -110/37*z^3 + 277/74*z + 1
*
[ -3/8 ] 
f(z) = -109/27*z^3 + 271/64*z + 1
*
-5/12 | 0.19594297462369235604000503405733721667 | 0.027198627718654286250008040308805804527
f(z) = -108/25*z^3 + 269/60*z + 1
*
[ -2/3 ] 
f(z) = -108/35*z^3 + 271/70*z + 1
*
[ -1/2 ] 
f(z) = -106/35*z^3 + 263/70*z + 1
*
[ -1/2 ] 
f(z) = -106/37*z^3 + 275/74*z + 1
*
-1/3 | 0.15950017101751598926729989162061883950 | 0.027726754798541296366310719641852306674
f(z) = -105/26*z^3 + 269/78*z + 1
*
[ -5/13 ] 
f(z) = -104/25*z^3 + 274/65*z + 1
*
[ -15/26 ] 
f(z) = -104/27*z^3 + 261/65*z + 1
*
[ -3/4 ] 
f(z) = -104/33*z^3 + 271/66*z + 1
*
[ -3/8 ] 
f(z) = -103/27*z^3 + 269/64*z + 1
*
[ -1/2 ] 
f(z) = -102/35*z^3 + 261/70*z + 1
*
[ -1/2 ] 
f(z) = -102/37*z^3 + 273/74*z + 1
*
[ 5/6 ] 
f(z) = -118/25*z^3 + 277/90*z + 1
*
-2/5 | 0.17137411487580647299172071011742850057 | 0.026969489308227686851080361429908466066
f(z) = -115/36*z^3 + 271/90*z + 1
*
0 | 0.15479952986079080658833923671825890533 | 0.026652157747134061924820101604927241387
f(z) = -111/28*z^3 + 277/84*z + 1
*
[ 6/7 ] 
f(z) = -110/27*z^3 + 277/98*z + 1
*
-1/2 | 0.17537757871985603356328820143466813213 | 0.028856186609499356494944891962882244158
f(z) = -109/21*z^3 + 277/84*z + 1
*
0 | 0.18051231804622908402630300288967681945 | 0.029746153334387354320042631556885625956
f(z) = -108/23*z^3 + 271/92*z + 1
*
-1/2 | 0.16682732982466822831038285208883676177 | 0.027533246055520987649783334169058895078
f(z) = -107/21*z^3 + 275/84*z + 1
*
[ 6/7 ] 
f(z) = -107/27*z^3 + 269/98*z + 1
*
0 | 0.14314179482883154242828247761033777465 | 0.023660843223603349013618480044390937931
f(z) = -106/21*z^3 + 277/84*z + 1
*
0 | 0.11433278451613164751466603682958309528 | 0.018958506302678194470159535673629195819
f(z) = -104/21*z^3 + 269/84*z + 1
*
[ 6/7 ] 
f(z) = -104/27*z^3 + 261/98*z + 1
*
-1/2 | 0.16506012178955000156355304796654184136 | 0.027413964738632355940354468544166864260
f(z) = -103/21*z^3 + 271/84*z + 1
*
-1/2 | 0.16337932477085169856100745143485508795 | 0.027223467814369178225577080177277586783
f(z) = -101/21*z^3 + 269/84*z + 1
*
-3/5 | 0.15695551853656219978143141207616325121 | 0.024874413837999271163488460846869160767
f(z) = -110/21*z^3 + 268/105*z + 1
*
0 | 0.14954533494095870059282274093154447919 | 0.026127913235700306992379650441967813015
f(z) = -102/35*z^3 + 271/105*z + 1
*
-5/9 | 0.15288948257691957829587164297112430119 | 0.023616321273861702831207001855539153637
f(z) = -108/23*z^3 + 269/138*z + 1
*
0 | 0.15073174851116935846149239230399940089 | 0.024549606304326303362892578534669379413
f(z) = -116/39*z^3 + 269/156*z + 1
*
0 | 0.17467875209103771871790692266455359050 | 0.027489546716596145311644622314142821543
f(z) = -115/33*z^3 + 278/165*z + 1
*
3/4 | 0.14217378163572369752809888898613113726 | 0.020969825844016266787269270335678285237
f(z) = -110/21*z^3 + 271/168*z + 1
*
0 | 0.12194512723484403785278113079257478046 | 0.019469483197829809225756788532259513842
f(z) = -105/32*z^3 + 269/160*z + 1
*
[ 3/4 ] 
f(z) = -113/36*z^3 + 275/192*z + 1
*
[ 3/4 ] 
f(z) = -109/36*z^3 + 263/192*z + 1
*
[ 3/4 ] 
f(z) = -104/37*z^3 + 277/222*z + 1
*
0 | 0.19777088376270799169199839338194126742 | 0.029675682143577285983822672628389120004
f(z) = -112/39*z^3 + 277/273*z + 1
*
[ 2/3 ] 
f(z) = -103/30*z^3 + 277/270*z + 1
*
[ 2/3 ] 
f(z) = -101/30*z^3 + 269/270*z + 1
*
[ 33/52 ] 
f(z) = -104/27*z^3 + 279/286*z + 1
*
[ 5/2 ] 
f(z) = -114/25*z^3 + 291/10*z + 1
*
[ -5/2 ] 
f(z) = -114/25*z^3 + 299/10*z + 1
*
[ -15/4 ] 
f(z) = -112/27*z^3 + 298/5*z + 1
*
[ 6 ] 
f(z) = -110/27*z^3 + 295/2*z + 1
*
[ -6 ] 
f(z) = -109/27*z^3 + 293/2*z + 1
*
[ 6 ] 
f(z) = -107/27*z^3 + 287/2*z + 1
*
[ -6 ] 
f(z) = -106/27*z^3 + 285/2*z + 1
*
[ -3/2 ] 
f(z) = -116/21*z^3 + 296/21*z + 1
*
[ -4/3 ] 
f(z) = -115/32*z^3 + 293/36*z + 1
*
[ -4/3 ] 
f(z) = -113/32*z^3 + 289/36*z + 1
*
[ -4/3 ] 
f(z) = -109/32*z^3 + 281/36*z + 1
*
[ -3/2 ] 
f(z) = -104/33*z^3 + 289/33*z + 1
*
[ 5/4 ] 
f(z) = -114/25*z^3 + 293/40*z + 1
*
[ 6/5 ] 
f(z) = -109/27*z^3 + 299/50*z + 1
*
[ 6/5 ] 
f(z) = -106/27*z^3 + 291/50*z + 1
*
[ -1/4 ] 
f(z) = -104/27*z^3 + 283/54*z + 1
*
[ 6/5 ] 
f(z) = -103/27*z^3 + 283/50*z + 1
*
[ -2/3 ] 
f(z) = -119/32*z^3 + 299/72*z + 1
*
[ -1/2 ] 
f(z) = -118/37*z^3 + 281/74*z + 1
*
[ -1/2 ] 
f(z) = -118/39*z^3 + 293/78*z + 1
*
[ -2/3 ] 
f(z) = -117/37*z^3 + 289/74*z + 1
*
[ -3/10 ] 
f(z) = -115/27*z^3 + 283/60*z + 1
*
[ -2/5 ] 
f(z) = -115/28*z^3 + 291/70*z + 1
*
[ -2/3 ] 
f(z) = -115/32*z^3 + 295/72*z + 1
*
[ -2/3 ] 
f(z) = -113/32*z^3 + 293/72*z + 1
*
[ -9/28 ] 
f(z) = -112/27*z^3 + 286/63*z + 1
*
[ -1/2 ] 
f(z) = -110/39*z^3 + 289/78*z + 1
*
[ -2/3 ] 
f(z) = -109/32*z^3 + 289/72*z + 1
*
[ -2/3 ] 
f(z) = -108/37*z^3 + 281/74*z + 1
*
[ -2/3 ] 
f(z) = -107/32*z^3 + 287/72*z + 1
*
[ -1/2 ] 
f(z) = -106/39*z^3 + 287/78*z + 1
*
[ -1/3 ] 
f(z) = -105/22*z^3 + 299/66*z + 1
*
4/3 | 0.22311129639014438314999204237037777745 | 0.028908679406662264657573030945966976651
f(z) = -105/32*z^3 + 281/60*z + 1
*
[ -4/15 ] 
f(z) = -105/32*z^3 + 299/60*z + 1
*
9/8 | 0.19521180018596304737178128461056058460 | 0.028885627458755610029530051290770627989
f(z) = -104/27*z^3 + 287/72*z + 1
*
-21/26 | 0.23440988061407057053361279882616653589 | 0.029662796996261753669605365893629832753
f(z) = -104/27*z^3 + 287/78*z + 1
*
-1/4 | 0.15407700099888069092486480170612214522 | 0.027125408258595708686037269514186254225
f(z) = -104/35*z^3 + 293/70*z + 1
*
[ -2/3 ] 
f(z) = -103/32*z^3 + 283/72*z + 1
*
[ -2/3 ] 
f(z) = -101/32*z^3 + 281/72*z + 1
*
-4/7 | 0.15343884407912578164904012926012061602 | 0.022816070854581917792870159805497469472
f(z) = -119/24*z^3 + 283/84*z + 1
*
-1/4 | 0.15136604191185580777107146669232070329 | 0.024652913360882678096522392648631966487
f(z) = -116/21*z^3 + 281/84*z + 1
*
[ 6/7 ] 
f(z) = -116/27*z^3 + 293/98*z + 1
*
[ 6/7 ] 
f(z) = -113/27*z^3 + 285/98*z + 1
*
-5/16 | 0.21713099262249467793977103732776879162 | 0.028985242785024683609222221808016798985
f(z) = -112/25*z^3 + 291/80*z + 1
*
-15/16 | 0.27165930598494110547781433828752957933 | 0.029850947157585736525732226326810526286
f(z) = -112/27*z^3 + 297/80*z + 1
*
-1/3 | 0.14259088261286429943955547027607071972 | 0.024550169500635719905968751342972127299
f(z) = -111/28*z^3 + 289/84*z + 1
*
0 | 0.16928611632736895310101314041914047454 | 0.027812121184455967085715494803787073297
f(z) = -110/21*z^3 + 293/84*z + 1
*
[ 9/10 ] 
f(z) = -110/27*z^3 + 287/90*z + 1
*
-1/2 | 0.17022549079546010184099112282442319894 | 0.028094079836433339975035957494313089542
f(z) = -107/24*z^3 + 299/96*z + 1
*
-1/2 | 0.17220455969759954374511269801342606880 | 0.028600546735332531909109882135631691243
f(z) = -103/24*z^3 + 295/96*z + 1
*
-1/2 | 0.17231906485204482586175725641208514521 | 0.028713073226256684524912171340218320976
f(z) = -101/24*z^3 + 293/96*z + 1
*
0 | 0.17940553728786174692147454932722152966 | 0.029219692286040012451425774933334662884
f(z) = -116/25*z^3 + 289/100*z + 1
*
0 | 0.15355201568869844620477631706459781793 | 0.026437370631589904398905373241099886868
f(z) = -111/35*z^3 + 298/105*z + 1
*
0 | 0.15678446071186098482425590215506299016 | 0.024847304481402454357960517762469421948
f(z) = -110/21*z^3 + 298/105*z + 1
*
-5/9 | 0.059583982980755019851556741527985939265 | 0.010307321682406147370467431631610969546
f(z) = -108/35*z^3 + 289/105*z + 1
*
-2/3 | 0.16952662079616911448381137225744071968 | 0.029469705371817323480236818544151227784
f(z) = -105/34*z^3 + 293/102*z + 1
*
0 | 0.17965310444450559545770611922449919262 | 0.028683008314749895851430184766990756302
f(z) = -105/26*z^3 + 291/130*z + 1
*
-2/3 | 0.15386478988402188605650686828614657266 | 0.020899832839507906953329923736123115484
f(z) = -105/32*z^3 + 283/120*z + 1
*
[ 10/13 ] 
f(z) = -104/25*z^3 + 281/130*z + 1
*
[ 5/6 ] 
f(z) = -117/35*z^3 + 297/140*z + 1
*
0 | 0.12300138301693106252651649246981707902 | 0.020033175212118947861785135015531364749
f(z) = -116/35*z^3 + 289/140*z + 1
*
[ 3/4 ] 
f(z) = -104/29*z^3 + 293/174*z + 1
*
[ 3/4 ] 
f(z) = -119/36*z^3 + 293/192*z + 1
*
[ 3/4 ] 
f(z) = -115/36*z^3 + 281/192*z + 1
*
0 | 0.085032512638187969327034369967952220298 | 0.013381737621864721454932028742206408657
f(z) = -115/36*z^3 + 287/180*z + 1
*
[ 3/4 ] 
f(z) = -104/31*z^3 + 289/186*z + 1
*
[ 12/17 ] 
f(z) = -119/32*z^3 + 293/204*z + 1
*
[ 3/4 ] 
f(z) = -104/35*z^3 + 281/210*z + 1
*
[ 2/3 ] 
f(z) = -103/26*z^3 + 295/234*z + 1
*
[ 2/3 ] 
f(z) = -101/26*z^3 + 287/234*z + 1
*
[ 2/3 ] 
f(z) = -107/30*z^3 + 293/270*z + 1
*
[ 2/3 ] 
f(z) = -117/40*z^3 + 4/5*z + 1
*
-2/3 | 0.12497642606211051674119570819492818601 | 0.026243566021159644474155339454573801775
f(z) = -117/40*z^3 + 14/5*z + 1
*
[ -2/3 ] 
f(z) = -117/40*z^3 + 19/5*z + 1
*
[ 2/3 ] 
f(z) = -117/56*z^3 + 3/7*z + 1
*
[ 3/4 ] 
f(z) = -112/45*z^3 + 16/15*z + 1
*
[ 2/3 ] 
f(z) = -111/40*z^3 + 11/15*z + 1
*
[ 2/3 ] 
f(z) = -117/44*z^3 + 15/22*z + 1
*
[ 2/3 ] 
f(z) = -111/56*z^3 + 8/21*z + 1
*
[ 2/3 ] 
f(z) = -101/56*z^3 + 19/63*z + 1
*
[ -2/3 ] 
f(z) = -117/56*z^3 + 24/7*z + 1
*
[ 3 ] 
f(z) = -113/54*z^3 + 39/2*z + 1
*
[ -3 ] 
f(z) = -109/54*z^3 + 39/2*z + 1
*
[ 3/2 ] 
f(z) = -109/54*z^3 + 39/8*z + 1
*
[ 7/6 ] 
f(z) = -108/49*z^3 + 22/7*z + 1
*
[ -7/6 ] 
f(z) = -108/49*z^3 + 34/7*z + 1
*
[ 3 ] 
f(z) = -107/54*z^3 + 37/2*z + 1
*
[ -3 ] 
f(z) = -103/54*z^3 + 37/2*z + 1
*
[ 3/2 ] 
f(z) = -103/54*z^3 + 37/8*z + 1
*
[ 3 ] 
f(z) = -101/54*z^3 + 35/2*z + 1
*
[ 7/10 ] 
f(z) = -120/49*z^3 + 27/35*z + 1
*
[ 3/4 ] 
f(z) = -119/54*z^3 + 29/32*z + 1
*
[ 3/4 ] 
f(z) = -113/54*z^3 + 27/32*z + 1
*
[ 7/9 ] 
f(z) = -108/49*z^3 + 22/21*z + 1
*
[ 3/4 ] 
f(z) = -107/54*z^3 + 25/32*z + 1
*
[ 3/4 ] 
f(z) = -104/45*z^3 + 29/30*z + 1
*
[ 3/4 ] 
f(z) = -101/54*z^3 + 23/32*z + 1
*
0 | 0.12874116580978702747331097775759256042 | 0.026891151510367850187284936666677176840
f(z) = -120/41*z^3 + 38/41*z + 1
*
0 | 0.12878112526083678063892885688596635450 | 0.026899498146392862408047337465358699455
f(z) = -120/43*z^3 + 34/43*z + 1
*
[ 2/3 ] 
f(z) = -119/40*z^3 + 37/45*z + 1
*
0 | 0.10004833123286931141947532602648888707 | 0.020934451971595977517533007754960301099
f(z) = -119/40*z^3 + 39/40*z + 1
*
0 | 0.12859309094942286203230830682055404649 | 0.026907254255884513613166394468625978180
f(z) = -119/41*z^3 + 37/41*z + 1
*
0 | 0.12863336388229252611978807249552538459 | 0.026915681100875590358007779544411939199
f(z) = -119/43*z^3 + 33/43*z + 1
*
0 | 0.10298263919579774835156613763932378805 | 0.021548436516493771313291898898539571027
f(z) = -119/44*z^3 + 31/44*z + 1
*
0 | 0.11511039530714603448144647142346856232 | 0.024086089315972343664322456246644583450
f(z) = -119/45*z^3 + 29/45*z + 1
*
0 | 0.12844382132589790889111746675031766192 | 0.026923561592647536753801554683189846386
f(z) = -118/41*z^3 + 36/41*z + 1
*
0 | 0.12848441270861667273347081175951764549 | 0.026932070095286884923908879386700252234
f(z) = -118/43*z^3 + 32/43*z + 1
*
0 | 0.11496176063421398491240749832916333719 | 0.024097539385574067244615995518608057548
f(z) = -118/45*z^3 + 28/45*z + 1
*
0 | 0.093092521033904677892048417339340490624 | 0.019548324422522002421013276417316300566
f(z) = -117/40*z^3 + 37/40*z + 1
*
0 | 0.12829333748353670930202710221285598813 | 0.026940078048406095281604388505558249264
f(z) = -117/41*z^3 + 35/41*z + 1
*
0 | 0.12833425240344062650177268028405300508 | 0.026948669695931807676207779378959523122
f(z) = -117/43*z^3 + 31/43*z + 1
*
0 | 0.10268384722834094691096028260434779806 | 0.021562389075715649635260377639134869585
f(z) = -117/44*z^3 + 29/44*z + 1
*
[ 2/3 ] 
f(z) = -117/46*z^3 + 29/46*z + 1
*
[ 2/3 ] 
f(z) = -117/50*z^3 + 27/50*z + 1
*
[ 2/3 ] 
f(z) = -117/58*z^3 + 23/58*z + 1
*
0 | 0.12814161948710339707353125954952958136 | 0.026956808293413138629903907413817604334
f(z) = -116/41*z^3 + 34/41*z + 1
*
0 | 0.12818286315469522946576603918315593876 | 0.026965484612980819582856973302208635665
f(z) = -116/43*z^3 + 30/43*z + 1
*
0 | 0.12798864690589696646398091283267269350 | 0.026973757146247371447400439291276717126
f(z) = -115/41*z^3 + 33/41*z + 1
*
0 | 0.094830407567712171273321583096663413700 | 0.019985619393975110979975324189921316008
f(z) = -115/42*z^3 + 31/42*z + 1
*
0 | 0.12803022465886376329207343329837517574 | 0.026982519706351922183676303921329231472
f(z) = -115/43*z^3 + 29/43*z + 1
*
0 | 0.10238014934787042370352864786192835846 | 0.021576736311123199448055941277912648433
f(z) = -115/44*z^3 + 27/44*z + 1
*
0 | 0.12783439879718115715097960336273263082 | 0.026990929579928226425605431676849990695
f(z) = -114/41*z^3 + 32/41*z + 1
*
0 | 0.12787631610457738757655682247706909083 | 0.026999779991888992090345224840527643757
f(z) = -114/43*z^3 + 28/43*z + 1
*
0 | 0.096280636967774690937898354055382547672 | 0.020366561970369481246537776959411716317
f(z) = -113/40*z^3 + 33/40*z + 1
*
[ 2/3 ] 
f(z) = -113/40*z^3 + 34/45*z + 1
*
0 | 0.12767885368891524661238052137821853124 | 0.027008330728341382070401478465991778902
f(z) = -113/41*z^3 + 31/41*z + 1
*
0 | 0.094520957252477723566836627211171727874 | 0.019994331093027102771878046532678317124
f(z) = -113/42*z^3 + 29/42*z + 1
*
0 | 0.12772111615551976008058359109190175089 | 0.027017270647854062339539983184045773927
f(z) = -113/43*z^3 + 27/43*z + 1
*
0 | 0.12752198956175002957273108586815517177 | 0.027025965892993601295810253885899930439
f(z) = -112/41*z^3 + 30/41*z + 1
*
0 | 0.12756460293260560630322071396043623188 | 0.027034997021752540802543426775252669686
f(z) = -112/43*z^3 + 26/43*z + 1
*
0 | 0.098817669069906530052284560959690214546 | 0.020982489727397966899058545480568043333
f(z) = -111/40*z^3 + 31/40*z + 1
*
0 | 0.12736378383025111516661897657149986323 | 0.027043840550116986201842300010181364522
f(z) = -111/41*z^3 + 29/41*z + 1
*
0 | 0.12720421332330937434457936008509336440 | 0.027061960358144169759366717260906326415
f(z) = -110/41*z^3 + 28/41*z + 1
*
0 | 0.088882933409855878790176404575821380635 | 0.018946139924209204100135564765392816647
f(z) = -109/40*z^3 + 29/40*z + 1
*
[ 2/3 ] 
f(z) = -109/40*z^3 + 32/45*z + 1
*
0 | 0.12704325426369591104892748868322775340 | 0.027080331165577505931418771697324434476
f(z) = -109/41*z^3 + 27/41*z + 1
*
0 | 0.12688088224671629802893223173690272494 | 0.027098959019276986543630393994810540421
f(z) = -108/41*z^3 + 26/41*z + 1
*
0 | 0.098170209169953552568195195974252596044 | 0.021008732108043974955961622065651933788
f(z) = -107/40*z^3 + 27/40*z + 1
*
[ 2/3 ] 
f(z) = -107/40*z^3 + 31/45*z + 1
*
0 | 0.12671707221791599792012194012299235272 | 0.027117850173193417578192452128607971442
f(z) = -107/41*z^3 + 25/41*z + 1
*
[ 2/3 ] 
f(z) = -103/40*z^3 + 29/45*z + 1
*
[ 2/3 ] 
f(z) = -101/40*z^3 + 28/45*z + 1
*
[ 2/3 ] 
f(z) = -115/56*z^3 + 26/63*z + 1
*
[ 2/3 ] 
f(z) = -113/56*z^3 + 25/63*z + 1
*
[ 2/3 ] 
f(z) = -111/52*z^3 + 35/78*z + 1
*
[ 2/3 ] 
f(z) = -109/56*z^3 + 23/63*z + 1
*
[ 2/3 ] 
f(z) = -107/56*z^3 + 22/63*z + 1
*
[ 2/3 ] 
f(z) = -105/44*z^3 + 37/66*z + 1
*
[ 2/3 ] 
f(z) = -105/52*z^3 + 31/78*z + 1
*
[ 2/3 ] 
f(z) = -103/56*z^3 + 20/63*z + 1
*
[ 2/3 ] 
f(z) = -108/59*z^3 + 37/118*z + 1
*
-2 | 0.10255516587882764171067192533214086939 | 0.016750557178189964334138532503692107863
f(z) = -119/40*z^3 + 57/5*z + 1
*
[ 3 ] 
f(z) = -119/54*z^3 + 41/2*z + 1
*
[ -3/2 ] 
f(z) = -119/54*z^3 + 53/8*z + 1
*
[ -6/7 ] 
f(z) = -119/54*z^3 + 53/14*z + 1
*
-2 | 0.10224644686516182628730936809537646884 | 0.016748551993908288642167211196040761798
f(z) = -117/40*z^3 + 56/5*z + 1
*
-2 | 0.10233955233775735081731851808165548363 | 0.016813428610273549456158976966723683337
f(z) = -117/56*z^3 + 55/7*z + 1
*
[ -3 ] 
f(z) = -115/54*z^3 + 41/2*z + 1
*
[ 3/2 ] 
f(z) = -115/54*z^3 + 41/8*z + 1
*
[ -6/5 ] 
f(z) = -115/54*z^3 + 49/10*z + 1
*
-2 | 0.10202408916688581868858609613645800634 | 0.016812283133953090669383008352058120220
f(z) = -115/56*z^3 + 54/7*z + 1
*
-2 | 0.10161279923892621203956739900955253989 | 0.016744507741146698400122697477232543905
f(z) = -113/40*z^3 + 54/5*z + 1
*
[ 2 ] 
f(z) = -113/40*z^3 + 59/5*z + 1
*
[ -3/2 ] 
f(z) = -113/54*z^3 + 51/8*z + 1
*
-2 | 0.10170293674684888064375827014774276294 | 0.016811143416391954979704302205740892989
f(z) = -113/56*z^3 + 53/7*z + 1
*
[ -3/4 ] 
f(z) = -112/45*z^3 + 56/15*z + 1
*
-2/3 | 0.14568545057682142386742637897623143944 | 0.025082967717844668566230742274610700607
f(z) = -111/40*z^3 + 41/15*z + 1
*
-2 | 0.10128747661227813045834861667961290420 | 0.016742469294193819113288671331670799917
f(z) = -111/40*z^3 + 53/5*z + 1
*
[ -2/3 ] 
f(z) = -111/40*z^3 + 56/15*z + 1
*
[ 2 ] 
f(z) = -111/40*z^3 + 58/5*z + 1
*
-2 | 0.10137587763465945954003730698672030894 | 0.016810009685411375824315104230707501104
f(z) = -111/56*z^3 + 52/7*z + 1
*
[ 2 ] 
f(z) = -111/56*z^3 + 59/7*z + 1
*
-2 | 0.10095620675109413643521989013784919229 | 0.016740420432208143329961004236148558738
f(z) = -109/40*z^3 + 52/5*z + 1
*
[ 2 ] 
f(z) = -109/40*z^3 + 57/5*z + 1
*
-2 | 0.10104268116430335936051373396226508092 | 0.016808882093037020117720765404520127573
f(z) = -109/56*z^3 + 51/7*z + 1
*
[ 2 ] 
f(z) = -109/56*z^3 + 58/7*z + 1
*
-2 | 0.10061876329692728190950844005728929937 | 0.016738361543030340985937933086562869252
f(z) = -107/40*z^3 + 51/5*z + 1
*
[ 2 ] 
f(z) = -107/40*z^3 + 56/5*z + 1
*
[ -3/2 ] 
f(z) = -107/54*z^3 + 49/8*z + 1
*
-2 | 0.10070310230869917554768283544241716898 | 0.016807760693052506207745406857411353495
f(z) = -107/56*z^3 + 50/7*z + 1
*
[ 2 ] 
f(z) = -107/56*z^3 + 57/7*z + 1
*
-2 | 0.099924381761323125229052863421947715245 | 0.016734215387350953989005077199825669755
f(z) = -103/40*z^3 + 49/5*z + 1
*
[ 2 ] 
f(z) = -103/40*z^3 + 54/5*z + 1
*
[ -2 ] 
f(z) = -103/40*z^3 + 59/5*z + 1
*
-2 | 0.10000373777143350928093600093066333323 | 0.016805536021978899130022840178340819898
f(z) = -103/56*z^3 + 48/7*z + 1
*
[ 2 ] 
f(z) = -103/56*z^3 + 55/7*z + 1
*
-2 | 0.099566919091463942182427762234905939767 | 0.016732129045150890885256728656015873388
f(z) = -101/40*z^3 + 48/5*z + 1
*
[ 2 ] 
f(z) = -101/40*z^3 + 53/5*z + 1
*
[ -2 ] 
f(z) = -101/40*z^3 + 58/5*z + 1
*
[ -3/2 ] 
f(z) = -101/54*z^3 + 47/8*z + 1
*
-2 | 0.099643378052233816620386407299087817340 | 0.016804432085031200739555512299239576418
f(z) = -101/56*z^3 + 47/7*z + 1
*
[ 2 ] 
f(z) = -101/56*z^3 + 54/7*z + 1
*
-3/4 | 0.14921204707194748489510601877356650730 | 0.027955219212280956019795580062297536613
f(z) = -104/45*z^3 + 49/30*z + 1
*
[ 5/6 ] 
f(z) = -117/50*z^3 + 57/40*z + 1
*
[ 3/4 ] 
f(z) = -112/51*z^3 + 46/51*z + 1
*
[ 3/4 ] 
f(z) = -112/57*z^3 + 44/57*z + 1
*
[ 5/7 ] 
f(z) = -119/50*z^3 + 57/70*z + 1
*
[ 2/3 ] 
f(z) = -111/44*z^3 + 41/66*z + 1
*
[ 7/10 ] 
f(z) = -110/49*z^3 + 47/70*z + 1
*
[ 2/3 ] 
f(z) = -117/47*z^3 + 57/94*z + 1
*
[ 2/3 ] 
f(z) = -117/49*z^3 + 55/98*z + 1
*
[ 2/3 ] 
f(z) = -108/41*z^3 + 55/82*z + 1
*
[ 2/3 ] 
f(z) = -108/43*z^3 + 53/86*z + 1
*
[ 2/3 ] 
f(z) = -108/47*z^3 + 49/94*z + 1
*
[ 2/3 ] 
f(z) = -108/49*z^3 + 47/98*z + 1
*
[ 2/3 ] 
f(z) = -117/53*z^3 + 51/106*z + 1
*
[ 2/3 ] 
f(z) = -117/55*z^3 + 49/110*z + 1
*
[ 2/3 ] 
f(z) = -117/59*z^3 + 45/118*z + 1
*
[ 2/3 ] 
f(z) = -113/48*z^3 + 59/108*z + 1
*
[ 2/3 ] 
f(z) = -109/48*z^3 + 55/108*z + 1
*
[ 2/3 ] 
f(z) = -108/53*z^3 + 43/106*z + 1
*
[ 2/3 ] 
f(z) = -108/55*z^3 + 41/110*z + 1
*
[ 2/3 ] 
f(z) = -107/48*z^3 + 53/108*z + 1
*
0 | 0.15743139908228929758335428280776184703 | 0.029390248006773480547260803562134072206
f(z) = -106/51*z^3 + 59/102*z + 1
*
0 | 0.15740139347581016826699877021429632544 | 0.029489512041967137680379927289202097491
f(z) = -104/51*z^3 + 55/102*z + 1
*
[ 2/3 ] 
f(z) = -103/48*z^3 + 49/108*z + 1
*
[ 2/3 ] 
f(z) = -101/48*z^3 + 47/108*z + 1
*
[ 2/3 ] 
f(z) = -105/58*z^3 + 53/174*z + 1
*
[ 2 ] 
f(z) = -119/40*z^3 + 62/5*z + 1
*
[ -2 ] 
f(z) = -119/40*z^3 + 67/5*z + 1
*
[ 2 ] 
f(z) = -117/40*z^3 + 61/5*z + 1
*
[ -2 ] 
f(z) = -117/40*z^3 + 66/5*z + 1
*
[ 5/3 ] 
f(z) = -117/50*z^3 + 69/10*z + 1
*
[ 2 ] 
f(z) = -117/56*z^3 + 62/7*z + 1
*
[ -2 ] 
f(z) = -117/56*z^3 + 69/7*z + 1
*
[ 2 ] 
f(z) = -115/56*z^3 + 61/7*z + 1
*
[ -2 ] 
f(z) = -115/56*z^3 + 68/7*z + 1
*
[ -2 ] 
f(z) = -113/40*z^3 + 64/5*z + 1
*
[ 2 ] 
f(z) = -113/56*z^3 + 60/7*z + 1
*
[ -2 ] 
f(z) = -113/56*z^3 + 67/7*z + 1
*
[ -2 ] 
f(z) = -111/40*z^3 + 63/5*z + 1
*
[ -2 ] 
f(z) = -111/56*z^3 + 66/7*z + 1
*
[ -2 ] 
f(z) = -109/40*z^3 + 62/5*z + 1
*
[ -2 ] 
f(z) = -109/56*z^3 + 65/7*z + 1
*
[ -2 ] 
f(z) = -107/40*z^3 + 61/5*z + 1
*
[ -2 ] 
f(z) = -107/56*z^3 + 64/7*z + 1
*
[ -2 ] 
f(z) = -103/56*z^3 + 62/7*z + 1
*
[ -2 ] 
f(z) = -101/56*z^3 + 61/7*z + 1
*
[ 7/6 ] 
f(z) = -120/49*z^3 + 73/21*z + 1
*
-3/5 | 0.18645967588783697847828988293292584830 | 0.028740560630970760801797462097220411996
f(z) = -115/54*z^3 + 73/30*z + 1
*
[ -2/3 ] 
f(z) = -111/56*z^3 + 71/21*z + 1
*
[ -7/9 ] 
f(z) = -108/49*z^3 + 76/21*z + 1
*
[ 6/7 ] 
f(z) = -119/54*z^3 + 61/42*z + 1
*
-5/6 | 0.18281321044543381974093585034163022174 | 0.029733130537050172672744422524152125176
f(z) = -117/50*z^3 + 73/40*z + 1
*
[ 5/6 ] 
f(z) = -108/55*z^3 + 64/55*z + 1
*
[ 7/9 ] 
f(z) = -117/49*z^3 + 73/63*z + 1
*
[ 3/4 ] 
f(z) = -116/45*z^3 + 67/60*z + 1
*
[ 4/5 ] 
f(z) = -115/48*z^3 + 77/60*z + 1
*
[ 2/3 ] 
f(z) = -117/41*z^3 + 63/82*z + 1
*
[ 2/3 ] 
f(z) = -117/43*z^3 + 61/86*z + 1
*
[ 3/4 ] 
f(z) = -109/54*z^3 + 77/96*z + 1
*
[ 3/4 ] 
f(z) = -103/54*z^3 + 71/96*z + 1
*
[ 2/3 ] 
f(z) = -119/48*z^3 + 65/108*z + 1
*
[ 2/3 ] 
f(z) = -115/48*z^3 + 61/108*z + 1
*
0 | 0.15742140163623618304733502470977657971 | 0.029186553999765552963477382247416590402
f(z) = -110/51*z^3 + 67/102*z + 1
*
[ 3/4 ] 
f(z) = -104/57*z^3 + 79/114*z + 1
*
[ 2/3 ] 
f(z) = -111/46*z^3 + 79/138*z + 1
*
[ 2/3 ] 
f(z) = -105/46*z^3 + 71/138*z + 1
*
[ 2/3 ] 
f(z) = -111/50*z^3 + 73/150*z + 1
*
[ 2/3 ] 
f(z) = -111/58*z^3 + 61/174*z + 1
*
[ 7/3 ] 
f(z) = -117/49*z^3 + 95/7*z + 1
*
[ -5/3 ] 
f(z) = -117/50*z^3 + 81/10*z + 1
*
[ 3/2 ] 
f(z) = -116/45*z^3 + 92/15*z + 1
*
[ 3/2 ] 
f(z) = -112/45*z^3 + 89/15*z + 1
*
[ 7/3 ] 
f(z) = -108/49*z^3 + 88/7*z + 1
*
[ -7/3 ] 
f(z) = -108/49*z^3 + 94/7*z + 1
*
[ 3/2 ] 
f(z) = -104/45*z^3 + 83/15*z + 1
*
[ 7/4 ] 
f(z) = -104/49*z^3 + 97/14*z + 1
*
-2 | 0.079628583484953744980163107875418682644 | 0.013358247300276055703133998095479590413
f(z) = -103/48*z^3 + 97/12*z + 1
*
-2 | 0.079270051172987606031771953676192918537 | 0.013344741725532601590155023926278935890
f(z) = -101/48*z^3 + 95/12*z + 1
*
-2/7 | 0.15422224701811796464732372809204480963 | 0.022932561415176313017122453338630003356
f(z) = -119/40*z^3 + 96/35*z + 1
*
[ -2/3 ] 
f(z) = -117/44*z^3 + 81/22*z + 1
*
[ 7/6 ] 
f(z) = -117/49*z^3 + 95/28*z + 1
*
[ 6/5 ] 
f(z) = -115/54*z^3 + 97/30*z + 1
*
-2/5 | 0.17690712982645051170989194025736684798 | 0.026504682396570140871568456684792345462
f(z) = -115/56*z^3 + 99/35*z + 1
*
[ -7/18 ] 
f(z) = -108/49*z^3 + 82/21*z + 1
*
[ -7/12 ] 
f(z) = -108/49*z^3 + 97/28*z + 1
*
[ 7/8 ] 
f(z) = -120/49*z^3 + 97/56*z + 1
*
-1/3 | 0.13005068634241715658170246364481210130 | 0.027309100449297271425145459396352536025
f(z) = -117/40*z^3 + 93/40*z + 1
*
[ 7/8 ] 
f(z) = -104/49*z^3 + 83/56*z + 1
*
[ 10/13 ] 
f(z) = -117/40*z^3 + 93/65*z + 1
*
[ 3/4 ] 
f(z) = -115/54*z^3 + 83/96*z + 1
*
0 | 0.15820608477784749552998003093066402314 | 0.028955152798138879030861644835095576984
f(z) = -118/51*z^3 + 83/102*z + 1
*
3/4 | 0.17544954469864560994910365698043884984 | 0.026326347041859782390672234358362196483
f(z) = -112/45*z^3 + 82/105*z + 1
*
[ 3/4 ] 
f(z) = -104/51*z^3 + 83/102*z + 1
*
15/17 | 0.26428609340101671693218845906154142524 | 0.028658918763161872355748348627701346477
f(z) = -119/54*z^3 + 99/170*z + 1
*
[ 2/3 ] 
f(z) = -107/52*z^3 + 97/234*z + 1
*
[ 2/3 ] 
f(z) = -103/52*z^3 + 89/234*z + 1
*
[ 2/3 ] 
f(z) = -101/52*z^3 + 85/234*z + 1
*
[ 7/4 ] 
f(z) = -120/49*z^3 + 111/14*z + 1
*
-2 | 0.082264558142507628432854624640825274524 | 0.013455812016836814706201302590608381649
f(z) = -119/48*z^3 + 113/12*z + 1
*
[ -7/3 ] 
f(z) = -117/49*z^3 + 101/7*z + 1
*
[ -3/2 ] 
f(z) = -116/45*z^3 + 112/15*z + 1
*
-2 | 0.081641963293051747578831142123634043483 | 0.013433163721078722340416646925621152750
f(z) = -115/48*z^3 + 109/12*z + 1
*
[ 3 ] 
f(z) = -115/54*z^3 + 119/6*z + 1
*
-2 | 0.081321854085313687913463408308365963103 | 0.013421389772139327891316690931180194513
f(z) = -113/48*z^3 + 107/12*z + 1
*
[ 2 ] 
f(z) = -113/48*z^3 + 119/12*z + 1
*
[ -3/2 ] 
f(z) = -112/45*z^3 + 109/15*z + 1
*
-2 | 0.080662967760888905946129434116539527688 | 0.013396886721856547395746970614585382938
f(z) = -109/48*z^3 + 103/12*z + 1
*
[ 2 ] 
f(z) = -109/48*z^3 + 115/12*z + 1
*
[ 3 ] 
f(z) = -109/54*z^3 + 113/6*z + 1
*
-2 | 0.080325802768443952837270911739824819560 | 0.013384477561020226280274948454190268403
f(z) = -107/48*z^3 + 101/12*z + 1
*
[ 2 ] 
f(z) = -107/48*z^3 + 113/12*z + 1
*
[ -3 ] 
f(z) = -107/54*z^3 + 115/6*z + 1
*
[ -3/2 ] 
f(z) = -104/45*z^3 + 103/15*z + 1
*
[ -7/4 ] 
f(z) = -104/49*z^3 + 113/14*z + 1
*
[ 2 ] 
f(z) = -103/48*z^3 + 109/12*z + 1
*
[ 3 ] 
f(z) = -103/54*z^3 + 107/6*z + 1
*
[ 2 ] 
f(z) = -101/48*z^3 + 107/12*z + 1
*
[ -2 ] 
f(z) = -101/48*z^3 + 119/12*z + 1
*
[ -3 ] 
f(z) = -101/54*z^3 + 109/6*z + 1
*
[ -7/6 ] 
f(z) = -120/49*z^3 + 109/21*z + 1
*
[ 4/3 ] 
f(z) = -117/40*z^3 + 109/20*z + 1
*
[ 4/3 ] 
f(z) = -117/56*z^3 + 111/28*z + 1
*
[ -3/5 ] 
f(z) = -115/54*z^3 + 103/30*z + 1
*
[ -3/4 ] 
f(z) = -115/54*z^3 + 113/32*z + 1
*
[ -3/4 ] 
f(z) = -109/54*z^3 + 111/32*z + 1
*
[ 3/2 ] 
f(z) = -107/54*z^3 + 115/24*z + 1
*
[ -3/4 ] 
f(z) = -104/45*z^3 + 109/30*z + 1
*
[ -3/4 ] 
f(z) = -103/54*z^3 + 109/32*z + 1
*
[ 3/2 ] 
f(z) = -101/54*z^3 + 109/24*z + 1
*
-3/7 | 0.20388597407804829225335612446942398915 | 0.029369255509697601288590012396769512306
f(z) = -119/54*z^3 + 115/42*z + 1
*
-2/3 | 0.20227634532267695398432770656723028319 | 0.029492516918129670545945944247330116230
f(z) = -103/40*z^3 + 119/45*z + 1
*
-3/4 | 0.16283006318689172334529893207516626833 | 0.026520052910091170351085761462503799772
f(z) = -116/45*z^3 + 107/60*z + 1
*
-2/5 | 0.16217081359188276091938258112425860422 | 0.025521147265690787960086777746904667109
f(z) = -115/48*z^3 + 113/60*z + 1
*
[ 3/4 ] 
f(z) = -106/45*z^3 + 119/120*z + 1
*
[ 7/10 ] 
f(z) = -115/49*z^3 + 101/140*z + 1
*
0 | 0.14335209221521195068909970811605215477 | 0.024919649210110063523793351126429159500
f(z) = -105/52*z^3 + 107/156*z + 1
*
0 | 0.13881123649187393485699598132683801482 | 0.023899419949034569233567276974854013534
f(z) = -111/56*z^3 + 109/168*z + 1
*
[ 7/10 ] 
f(z) = -108/49*z^3 + 114/175*z + 1
*
[ 7/10 ] 
f(z) = -104/49*z^3 + 107/175*z + 1
*
[ 2/3 ] 
f(z) = -109/44*z^3 + 119/198*z + 1
*
[ 2/3 ] 
f(z) = -107/44*z^3 + 115/198*z + 1
*
[ 2/3 ] 
f(z) = -103/44*z^3 + 107/198*z + 1
*
[ 2/3 ] 
f(z) = -101/44*z^3 + 103/198*z + 1
*
[ 2/3 ] 
f(z) = -115/52*z^3 + 113/234*z + 1
*
[ 2/3 ] 
f(z) = -113/52*z^3 + 109/234*z + 1
*
[ 2/3 ] 
f(z) = -109/52*z^3 + 101/234*z + 1
*
-1/3 | 0.16302211410887803144676388042642258283 | 0.026863988317610438314052527945372406994
f(z) = -108/55*z^3 + 103/220*z + 1
*
0 | 0.18437007043085714390284734706133372287 | 0.029436108435258566218168101909224155629
f(z) = -105/52*z^3 + 109/260*z + 1
*
[ -7/4 ] 
f(z) = -120/49*z^3 + 127/14*z + 1
*
[ 2 ] 
f(z) = -119/48*z^3 + 125/12*z + 1
*
[ -2 ] 
f(z) = -119/48*z^3 + 137/12*z + 1
*
[ -3 ] 
f(z) = -119/54*z^3 + 127/6*z + 1
*
[ 2 ] 
f(z) = -115/48*z^3 + 121/12*z + 1
*
[ -2 ] 
f(z) = -115/48*z^3 + 133/12*z + 1
*
[ -2 ] 
f(z) = -113/48*z^3 + 131/12*z + 1
*
[ -3 ] 
f(z) = -113/54*z^3 + 121/6*z + 1
*
[ -2 ] 
f(z) = -109/48*z^3 + 127/12*z + 1
*
[ -2 ] 
f(z) = -107/48*z^3 + 125/12*z + 1
*
[ -2 ] 
f(z) = -103/48*z^3 + 121/12*z + 1
*
[ 6 ] 
f(z) = -103/54*z^3 + 139/2*z + 1
*
[ -6 ] 
f(z) = -101/54*z^3 + 137/2*z + 1
*
[ -7/10 ] 
f(z) = -120/49*z^3 + 127/35*z + 1
*
-2/7 | 0.19503691793092910485898736225639188675 | 0.028044147470519550799681907064098686747
f(z) = -119/40*z^3 + 131/35*z + 1
*
[ 3/2 ] 
f(z) = -119/54*z^3 + 127/24*z + 1
*
[ -4/3 ] 
f(z) = -117/40*z^3 + 139/20*z + 1
*
[ -2/5 ] 
f(z) = -115/56*z^3 + 134/35*z + 1
*
[ 3/2 ] 
f(z) = -113/54*z^3 + 121/24*z + 1
*
-1/3 | 0.11588047080906713719318753590306877321 | 0.023695746003149678662327821683228814269
f(z) = -117/40*z^3 + 133/40*z + 1
*
-2/3 | 0.11934871362032912953446583238742012393 | 0.024637511204708781535771148628379244465
f(z) = -117/50*z^3 + 127/50*z + 1
*
[ 7/6 ] 
f(z) = -114/49*z^3 + 139/42*z + 1
*
5/4 | 0.13976820152437257346495966964831036082 | 0.028324843421697076357031164714011518129
f(z) = -112/45*z^3 + 139/45*z + 1
*
[ 7/6 ] 
f(z) = -102/49*z^3 + 125/42*z + 1
*
-10/13 | 0.21829024937650447336972538357199910391 | 0.029792080830292052860668979046685700697
f(z) = -117/40*z^3 + 132/65*z + 1
*
-4/7 | 0.067891348313327244265783666886680043600 | 0.010095317276576817215319715842974786682
f(z) = -119/48*z^3 + 131/84*z + 1
*
[ 6/7 ] 
f(z) = -119/48*z^3 + 139/84*z + 1
*
[ 6/7 ] 
f(z) = -115/54*z^3 + 137/98*z + 1
*
[ 6/7 ] 
f(z) = -109/54*z^3 + 129/98*z + 1
*
[ 6/7 ] 
f(z) = -103/54*z^3 + 121/98*z + 1
*
[ 3/4 ] 
f(z) = -118/45*z^3 + 137/120*z + 1
*
0 | 0.099364237081960828802608349090379459851 | 0.017107747830459199164052900513933728758
f(z) = -111/40*z^3 + 133/120*z + 1
*
[ 3/4 ] 
f(z) = -112/53*z^3 + 136/159*z + 1
*
0 | 0.17106248149312434322532671691659958170 | 0.029187633701466749882173147053459902790
f(z) = -117/56*z^3 + 127/168*z + 1
*
[ 7/10 ] 
f(z) = -116/49*z^3 + 128/175*z + 1
*
[ 3/4 ] 
f(z) = -112/55*z^3 + 134/165*z + 1
*
[ 3/4 ] 
f(z) = -112/59*z^3 + 130/177*z + 1
*
[ 2/3 ] 
f(z) = -119/44*z^3 + 139/198*z + 1
*
0 | 0.17278977899360655329965754048392177605 | 0.028142186961960850128873716983894873031
f(z) = -116/49*z^3 + 121/196*z + 1
*
[ 2/3 ] 
f(z) = -115/44*z^3 + 131/198*z + 1
*
[ 2/3 ] 
f(z) = -113/44*z^3 + 127/198*z + 1
*
15/26 | 0.18660240013058544619367612039046390736 | 0.025883422544757760900442941469456253901
f(z) = -104/45*z^3 + 124/195*z + 1
*
[ 12/17 ] 
f(z) = -119/54*z^3 + 139/204*z + 1
*
[ 2/3 ] 
f(z) = -119/52*z^3 + 121/234*z + 1
*
0 | 0.13958187234850366744465587729641821061 | 0.021966280127272670497456591846103486556
f(z) = -115/56*z^3 + 127/280*z + 1
*
[ 2/3 ] 
f(z) = -105/47*z^3 + 139/282*z + 1
*
[ 2/3 ] 
f(z) = -102/47*z^3 + 131/282*z + 1
*
[ 2/3 ] 
f(z) = -102/49*z^3 + 125/294*z + 1
*
[ 6 ] 
f(z) = -115/54*z^3 + 155/2*z + 1
*
[ -6 ] 
f(z) = -113/54*z^3 + 153/2*z + 1
*
[ 6 ] 
f(z) = -109/54*z^3 + 147/2*z + 1
*
[ -6 ] 
f(z) = -107/54*z^3 + 145/2*z + 1
*
[ -7/6 ] 
f(z) = -117/49*z^3 + 143/28*z + 1
*
[ -4/3 ] 
f(z) = -117/56*z^3 + 153/28*z + 1
*
[ -3/2 ] 
f(z) = -115/54*z^3 + 155/24*z + 1
*
[ -3/2 ] 
f(z) = -109/54*z^3 + 149/24*z + 1
*
[ -3/2 ] 
f(z) = -103/54*z^3 + 143/24*z + 1
*
[ -1/2 ] 
f(z) = -120/41*z^3 + 153/41*z + 1
*
[ -1/2 ] 
f(z) = -120/43*z^3 + 159/43*z + 1
*
[ -7/12 ] 
f(z) = -120/49*z^3 + 149/42*z + 1
*
-1 | 0.099769166820538835270803586390230583115 | 0.019682590721844560969581711330671812146
f(z) = -119/40*z^3 + 159/40*z + 1
*
[ -3/7 ] 
f(z) = -119/54*z^3 + 157/42*z + 1
*
-1 | 0.10808371275903854307084370255675071033 | 0.021322895136131548722863414639656747802
f(z) = -118/41*z^3 + 159/41*z + 1
*
-1 | 0.099411455544907482915048741902800879384 | 0.019661120003254935981089256547295104127
f(z) = -117/40*z^3 + 157/40*z + 1
*
-10/9 | 0.19703698808163607710750211091681613595 | 0.027588347668147429681400020305895290290
f(z) = -117/40*z^3 + 158/45*z + 1
*
-1 | 0.10790328852950498249677934862122061063 | 0.021313829730715934322822744086670833622
f(z) = -117/41*z^3 + 158/41*z + 1
*
[ -5/6 ] 
f(z) = -117/50*z^3 + 153/40*z + 1
*
[ -1/2 ] 
f(z) = -116/41*z^3 + 152/41*z + 1
*
-1 | 0.10772106672960625860007657278360905490 | 0.021304554975484565161933072671399897438
f(z) = -116/41*z^3 + 157/41*z + 1
*
[ -1/2 ] 
f(z) = -116/43*z^3 + 158/43*z + 1
*
-1 | 0.10758729040840310162063777989597966074 | 0.021224960290486211133240932066219610659
f(z) = -116/43*z^3 + 159/43*z + 1
*
-1 | 0.10753701070036528951447411926932559844 | 0.021295064759467582568238401931427994167
f(z) = -115/41*z^3 + 156/41*z + 1
*
-1 | 0.074290556841655686334157797095719531123 | 0.014692829364243706003970514077895978465
f(z) = -115/42*z^3 + 157/42*z + 1
*
-1 | 0.10740175340058268402398419989607010015 | 0.021214762922952243507846218709253929604
f(z) = -115/43*z^3 + 158/43*z + 1
*
-1 | 0.098776085459039709225120357951984618594 | 0.019486674341916894093849830989686785781
f(z) = -115/44*z^3 + 159/44*z + 1
*
-1 | 0.10735108263455054167961590483404342301 | 0.021285352740624304950225350750998272327
f(z) = -114/41*z^3 + 155/41*z + 1
*
-1 | 0.10721431091139282002382950141666653955 | 0.021204331244732114165678381187436952095
f(z) = -114/43*z^3 + 157/43*z + 1
*
-1 | 0.098674347183748336656318936240450470676 | 0.019615458678880799381388463988697902004
f(z) = -113/40*z^3 + 153/40*z + 1
*
-1 | 0.10716324352757133294930248852274994616 | 0.021275412334874935566584327220475312155
f(z) = -113/41*z^3 + 154/41*z + 1
*
-1 | 0.073913582674888392175131107575992564080 | 0.014655433750157109347253962336910231439
f(z) = -113/42*z^3 + 155/42*z + 1
*
-1 | 0.10702492278247996099037791987627590652 | 0.021193658319927488992516913274709497967
f(z) = -113/43*z^3 + 156/43*z + 1
*
-1 | 0.098397691168947662622576234731712388825 | 0.019460622556139627983093456222272957923
f(z) = -113/44*z^3 + 157/44*z + 1
*
-1 | 0.093321614347825605003927426383371503908 | 0.018433553096588065766804663310202773213
f(z) = -113/45*z^3 + 158/45*z + 1
*
-1 | 0.093978504083517959003283889264139359557 | 0.018540201261320823477596641239826279688
f(z) = -113/46*z^3 + 159/46*z + 1
*
[ 6/5 ] 
f(z) = -113/54*z^3 + 159/50*z + 1
*
[ -1/2 ] 
f(z) = -112/41*z^3 + 151/41*z + 1
*
-1 | 0.10697345312568623754354998432848130446 | 0.021265236704496647048626823798249514458
f(z) = -112/41*z^3 + 153/41*z + 1
*
-1 | 0.10683354755236525982315203071515497440 | 0.021182736944773762845553943803490097602
f(z) = -112/43*z^3 + 155/43*z + 1
*
[ -1/2 ] 
f(z) = -112/43*z^3 + 157/43*z + 1
*
-1 | 0.093128609013998363551718475837551523432 | 0.018418528805599284262412159687798892352
f(z) = -112/45*z^3 + 157/45*z + 1
*
-1 | 0.10654791839760558063325689717420765965 | 0.021019911631183818815444107442726711939
f(z) = -112/47*z^3 + 159/47*z + 1
*
-1 | 0.098294343664337957861473702306355457611 | 0.019591162315302965505418006834273166117
f(z) = -111/40*z^3 + 151/40*z + 1
*
-1 | 0.10678166987134412614050361856339405614 | 0.021254818745840053317816119397596845799
f(z) = -111/41*z^3 + 152/41*z + 1
*
-1 | 0.10664014239857896636626720827151163677 | 0.021171559634585140368309463436042273603
f(z) = -111/43*z^3 + 154/43*z + 1
*
-1 | 0.098011273121060814072806441440962752505 | 0.019433474444234547521492177397476675529
f(z) = -111/44*z^3 + 155/44*z + 1
*
-1 | 0.093588087154811157586569794050713055754 | 0.018509402184485804219639547459264972459
f(z) = -111/46*z^3 + 157/46*z + 1
*
-1 | 0.10635112629538802122884800289475331688 | 0.021007235538608707680550861435187162702
f(z) = -111/47*z^3 + 158/47*z + 1
*
-1 | 0.10658785084546292234956428223241557374 | 0.021244151076318507898519691264546544492
f(z) = -110/41*z^3 + 151/41*z + 1
*
-1 | 0.10644466307650047325355721156079739640 | 0.021160118609919426994732140964889056831
f(z) = -110/43*z^3 + 153/43*z + 1
*
-1 | 0.10615217788702579041775469992389842940 | 0.020994267678747338476263298943253425450
f(z) = -110/47*z^3 + 157/47*z + 1
*
-1 | 0.10600274114002466059226776265434693722 | 0.020912358354216752271793164317166303484
f(z) = -110/49*z^3 + 159/49*z + 1
*
-1 | 0.097906269983180726224397504570402270441 | 0.019565811461016876544530523380157425517
f(z) = -109/40*z^3 + 149/40*z + 1
*
-1 | 0.10639195170643535441161466518881422780 | 0.021233226020618760746665372878044965871
f(z) = -109/41*z^3 + 150/41*z + 1
*
-1 | 0.073139030647793887270752680451738602726 | 0.014577427017549831426803390945100687939
f(z) = -109/42*z^3 + 151/42*z + 1
*
-1 | 0.10624706385467341305144951513034911695 | 0.021148405781906616001462028349944277850
f(z) = -109/43*z^3 + 152/43*z + 1
*
-1 | 0.097616477500482891273881203692247248166 | 0.019405164923188725380134073481483975922
f(z) = -109/44*z^3 + 153/44*z + 1
*
-1 | 0.092536996916285486305561935093495808278 | 0.018371623523307167925139959726436100175
f(z) = -109/45*z^3 + 154/45*z + 1
*
-1 | 0.093189780505861900414412958532096681262 | 0.018477478766014960794520554911372630788
f(z) = -109/46*z^3 + 155/46*z + 1
*
-1 | 0.10595102439219575809196667116519002365 | 0.020980999109696044358134256785814548056
f(z) = -109/47*z^3 + 156/47*z + 1
*
-1 | 0.076974646173401115482886721193279129454 | 0.015223675655163008157705077233919847076
f(z) = -109/48*z^3 + 157/48*z + 1
*
-1 | 0.10579972810953670408487523970947075978 | 0.020898319423009069903938761111197402959
f(z) = -109/49*z^3 + 158/49*z + 1
*
-1 | 0.092887820578424154823255184132229873436 | 0.018325029803825912895798276219978359387
f(z) = -109/50*z^3 + 159/50*z + 1
*
-1 | 0.10619392662563368347970240258355767391 | 0.021222035596077227678190382050580063131
f(z) = -108/41*z^3 + 149/41*z + 1
*
[ -1/2 ] 
f(z) = -108/41*z^3 + 150/41*z + 1
*
-1 | 0.10604729744634593674002949056854792378 | 0.021136412736680641421857060405231291550
f(z) = -108/43*z^3 + 151/43*z + 1
*
[ -1/2 ] 
f(z) = -108/43*z^3 + 156/43*z + 1
*
-1 | 0.10574761532157903562123779831170461270 | 0.020967420526742050106568969420159431036
f(z) = -108/47*z^3 + 155/47*z + 1
*
-1 | 0.10559441208186643349645087210182218315 | 0.020883955437880928644161097355026190964
f(z) = -108/49*z^3 + 157/49*z + 1
*
-1 | 0.097509770774047122646495366418723986960 | 0.019539342347271040252695436461275012490
f(z) = -107/40*z^3 + 147/40*z + 1
*
-1 | 0.10599372821916643492144496920919104266 | 0.021210571497161437020533996815833580445
f(z) = -107/41*z^3 + 148/41*z + 1
*
-1 | 0.072740743227151506779246795972468033479 | 0.014536675411709413642800121955995031219
f(z) = -107/42*z^3 + 149/42*z + 1
*
-1 | 0.10584531493696515188866467970350209800 | 0.021124130718848489562993970589736312447
f(z) = -107/43*z^3 + 150/43*z + 1
*
-1 | 0.097212926126737553433234256371641694486 | 0.019375623702195247913757056568508723407
f(z) = -107/44*z^3 + 151/44*z + 1
*
-1 | 0.092131615686781262934745233445932577941 | 0.018338735426626273379732161119379255044
f(z) = -107/45*z^3 + 152/45*z + 1
*
-1 | 0.092782541312580090296769590066950040872 | 0.018444227473320591912709834141686669148
f(z) = -107/46*z^3 + 153/46*z + 1
*
-1 | 0.10554189839450328605334239384609625814 | 0.020953522243574270242527600382928990099
f(z) = -107/47*z^3 + 154/47*z + 1
*
-1 | 0.076563603772684281026181845977251034885 | 0.015180874504478181180801217732904192292
f(z) = -107/48*z^3 + 155/48*z + 1
*
-1 | 0.10538673892273068010953397275624008545 | 0.020869256226600963268341515038794029382
f(z) = -107/49*z^3 + 156/49*z + 1
*
-1 | 0.092472201271025481567834588343853315776 | 0.018288707636248981241577334289266881280
f(z) = -107/50*z^3 + 157/50*z + 1
*
-1 | 0.084885529138972690632157830522601039716 | 0.016767197175599277865282428002240580156
f(z) = -107/51*z^3 + 158/51*z + 1
*
-1 | 0.096592077143007060487085792529974474630 | 0.019055810346681783729642596591326152551
f(z) = -107/52*z^3 + 159/52*z + 1
*
[ 6/5 ] 
f(z) = -107/54*z^3 + 151/50*z + 1
*
-1 | 0.10579130747561936447724590562561210368 | 0.021198825078991072025041662787886819983
f(z) = -106/41*z^3 + 147/41*z + 1
*
-1 | 0.10564106570733145556920199085839810249 | 0.021111550613925172216799421821413795724
f(z) = -106/43*z^3 + 149/43*z + 1
*
-1 | 0.091925481393566578210556916696062440800 | 0.018321776816005308525992160192742550434
f(z) = -106/45*z^3 + 151/45*z + 1
*
-1 | 0.10533381945147482942394174695846763911 | 0.020939294172289122225648904163908822418
f(z) = -106/47*z^3 + 153/47*z + 1
*
-1 | 0.10517665252052662761184597589154933771 | 0.020854211192248911433932323301368400131
f(z) = -106/49*z^3 + 155/49*z + 1
*
-1 | 0.084672335394904597881778982040094432654 | 0.016746087641811512093961599870133818341
f(z) = -106/51*z^3 + 157/51*z + 1
*
-1 | 0.10558661367949005183100186253004372414 | 0.021186787339827374056146183503690957505
f(z) = -105/41*z^3 + 146/41*z + 1
*
-1 | 0.10543449735209292458164958853668061443 | 0.021098662929656804359582459457718269776
f(z) = -105/43*z^3 + 148/43*z + 1
*
-1 | 0.096800214122962738613290373645159926437 | 0.019344774744674852081670781833911154051
f(z) = -105/44*z^3 + 149/44*z + 1
*
-1 | 0.092366603023020656571151508030629617645 | 0.018409697291601924187042877285687489571
f(z) = -105/46*z^3 + 151/46*z + 1
*
-1 | 0.10512332236120938643027800291334073916 | 0.020924725802097953765256457538487814938
f(z) = -105/47*z^3 + 152/47*z + 1
*
-1 | 0.096163074555756895552250499786140305866 | 0.019018670819768925230133625597752656530
f(z) = -105/52*z^3 + 157/52*z + 1
*
-1 | 0.10463790104087328407482306579519059013 | 0.020668827026109064622860705667472258225
f(z) = -105/53*z^3 + 158/53*z + 1
*
-1 | 0.10537959433000039936134550889465508508 | 0.021174448902453453412233924610640218137
f(z) = -104/41*z^3 + 145/41*z + 1
*
[ -1/2 ] 
f(z) = -104/41*z^3 + 149/41*z + 1
*
-1 | 0.10522555559323175586233585881577090685 | 0.021085457776147132679866363448677095631
f(z) = -104/43*z^3 + 147/43*z + 1
*
[ -1/2 ] 
f(z) = -104/43*z^3 + 155/43*z + 1
*
-1 | 0.091506054321499490051927873458044416333 | 0.018286777820292795648300717920433562626
f(z) = -104/45*z^3 + 149/45*z + 1
*
-1 | 0.10491034892173447106216606290779916575 | 0.020909806176634107378182347203990654057
f(z) = -104/47*z^3 + 151/47*z + 1
*
-1 | 0.10474900504965066433946278091244633776 | 0.020823039005052650839702995411393274761
f(z) = -104/49*z^3 + 153/49*z + 1
*
-1 | 0.084240369998383412028538785444864442694 | 0.016703007984748519538814617391810998069
f(z) = -104/51*z^3 + 155/51*z + 1
*
-1 | 0.10441835900439354549173839473481806701 | 0.020651361311181450750349831798919936326
f(z) = -104/53*z^3 + 157/53*z + 1
*
-1 | 0.10424884938002453425005244394516997716 | 0.020566348311408702370787037549005464923
f(z) = -104/55*z^3 + 159/55*z + 1
*
-1 | 0.096689950153212719614450381499547717512 | 0.019482767919766411545973326083153938033
f(z) = -103/40*z^3 + 143/40*z + 1
*
-1 | 0.10517019505494366317840173072121936273 | 0.021161799994361207340720979194815689034
f(z) = -103/41*z^3 + 144/41*z + 1
*
-1 | 0.071912788379239429881479612692143244109 | 0.014449796211975491994027366566625938708
f(z) = -103/42*z^3 + 145/42*z + 1
*
-1 | 0.10501418418816367995984987281565799570 | 0.021071924844695254642335049205154398066
f(z) = -103/43*z^3 + 146/43*z + 1
*
-1 | 0.096377907294748521182592552142332386433 | 0.019312535660753067346916500885475045133
f(z) = -103/44*z^3 + 147/44*z + 1
*
-1 | 0.091292647127270094353628595716735511833 | 0.018268715060708147346372698611179195099
f(z) = -103/45*z^3 + 148/45*z + 1
*
-1 | 0.091939559723070368877571145018083447201 | 0.018373410524775617060846049446944186334
f(z) = -103/46*z^3 + 149/46*z + 1
*
-1 | 0.10469483875509676964604160096546913940 | 0.020894523869748152454492659781454706840
f(z) = -103/47*z^3 + 150/47*z + 1
*
-1 | 0.075711365667693474495922792447051169025 | 0.015090122163837019598143997228503117423
f(z) = -103/48*z^3 + 151/48*z + 1
*
-1 | 0.10453132094160185386904930834259825087 | 0.020806888322255218674815724112113084768
f(z) = -103/49*z^3 + 152/49*z + 1
*
-1 | 0.091613151381435150965854927687575069849 | 0.018211764624276775501579820152605952307
f(z) = -103/50*z^3 + 153/50*z + 1
*
-1 | 0.084021470524224960612038344227212294712 | 0.016681012738528288289154539830926940069
f(z) = -103/51*z^3 + 154/51*z + 1
*
-1 | 0.095723587347544604551378205246187240719 | 0.018979876795715552158669617829478758724
f(z) = -103/52*z^3 + 155/52*z + 1
*
-1 | 0.10419609750408042532904535502400537606 | 0.020633478925834173382866143296457464101
f(z) = -103/53*z^3 + 156/53*z + 1
*
-1 | 0.077711986036674089587884535331639602832 | 0.015369503190385493489287068115224421132
f(z) = -103/54*z^3 + 157/54*z + 1
*
-1 | 0.10402417531179027919811787995752327530 | 0.020547599528140290046658546060114179870
f(z) = -103/55*z^3 + 158/55*z + 1
*
-1 | 0.095379713453605458324578782665388070214 | 0.018816633664496593772305178744797367446
f(z) = -103/56*z^3 + 159/56*z + 1
*
-1 | 0.10495835951919216289794715814007412695 | 0.021148830426652995563178311206041376941
f(z) = -102/41*z^3 + 143/41*z + 1
*
-1 | 0.10480032483203695708672697503973708153 | 0.021058053385243867217819875683720896439
f(z) = -102/43*z^3 + 145/43*z + 1
*
-1 | 0.10447672919516385692010677124177209816 | 0.020878866959669292714267574289012959959
f(z) = -102/47*z^3 + 149/47*z + 1
*
-1 | 0.10431097727795148305758933930416219979 | 0.020790344702832103573979623741106542215
f(z) = -102/49*z^3 + 151/49*z + 1
*
-1 | 0.10397104606338250424981903633277741338 | 0.020615166013784843625302670448821774610
f(z) = -102/53*z^3 + 155/53*z + 1
*
-1 | 0.10379664053858902973992901458636543300 | 0.020528400820386702368428414321638483860
f(z) = -102/55*z^3 + 157/55*z + 1
*
-1 | 0.096265786624919920676935484232446036103 | 0.019452507043651212502300143313288113317
f(z) = -101/40*z^3 + 141/40*z + 1
*
-1 | 0.10474402932745817319065494848491476178 | 0.021135529571557890066974112008503452029
f(z) = -101/41*z^3 + 142/41*z + 1
*
-1 | 0.071484588407653474360198650346126056843 | 0.014403954532807887180354912394172797483
f(z) = -101/42*z^3 + 143/42*z + 1
*
-1 | 0.10458391705377961936387193330641812315 | 0.021043832182328094931118470189806729106
f(z) = -101/43*z^3 + 144/43*z + 1
*
-1 | 0.095945539173422843163261045951167898315 | 0.019278817019203649860098476648573320672
f(z) = -101/44*z^3 + 145/44*z + 1
*
-1 | 0.090858143256316593729323547278544627314 | 0.018231403510169352569752814443094270211
f(z) = -101/45*z^3 + 146/45*z + 1
*
-1 | 0.091502884366642077618607974050509811611 | 0.018335661844037869170543400532133588634
f(z) = -101/46*z^3 + 147/46*z + 1
*
-1 | 0.10425595516796075987970472116606647538 | 0.020862823001399276873065242309385114737
f(z) = -101/47*z^3 + 148/47*z + 1
*
-1 | 0.075271269673727663902268171679299789092 | 0.015042381566783360347759934335829319602
f(z) = -101/48*z^3 + 149/48*z + 1
*
-1 | 0.10408790642839034363818489292801917761 | 0.020773395052525805506583530477883223967
f(z) = -101/49*z^3 + 150/49*z + 1
*
-1 | 0.091166759817816683527281958401627621891 | 0.018170555118107838403176304713605709761
f(z) = -101/50*z^3 + 151/50*z + 1
*
-1 | 0.083573365008386480565367676212963433504 | 0.016635221451147983399448529138146270437
f(z) = -101/51*z^3 + 152/51*z + 1
*
-1 | 0.095273073341546788170706232384164425924 | 0.018939319961864275905813098475040972913
f(z) = -101/52*z^3 + 153/52*z + 1
*
-1 | 0.10374313134323466433595167269775768281 | 0.020596408092766760044782526921014415219
f(z) = -101/53*z^3 + 154/53*z + 1
*
[ 6/5 ] 
f(z) = -101/54*z^3 + 143/50*z + 1
*
-1 | 0.077256522739746792698688813908450924934 | 0.015318265057723031990388196497429272803
f(z) = -101/54*z^3 + 155/54*z + 1
*
-1 | 0.10356616852800701248736135332927726369 | 0.020508736957910911546489413982696585791
f(z) = -101/55*z^3 + 156/55*z + 1
*
-1 | 0.094919115406939864452179840262196492542 | 0.018772646556569296455979059669575439008
f(z) = -101/56*z^3 + 157/56*z + 1
*
-1 | 0.083042347306367206065176323997429804665 | 0.016403118709796448059025082748990650609
f(z) = -101/57*z^3 + 158/57*z + 1
*
-1 | 0.090458585276877095864827085852993080234 | 0.017845787110605743293351238497123687384
f(z) = -101/58*z^3 + 159/58*z + 1
*
-2/3 | 0.18419889916460298978066843321780568107 | 0.026961380430481124576702742450418362520
f(z) = -103/48*z^3 + 157/108*z + 1
*
-2/3 | 0.19893891560736679810575775780899668868 | 0.029202706682813261453890172171991656047
f(z) = -101/48*z^3 + 155/108*z + 1
*
0 | 0.16493813449579084075356493760813004765 | 0.028142663493747455873167491996801918814
f(z) = -117/40*z^3 + 151/120*z + 1
*
[ 10/13 ] 
f(z) = -117/50*z^3 + 141/130*z + 1
*
[ 3/4 ] 
f(z) = -112/41*z^3 + 148/123*z + 1
*
[ 3/4 ] 
f(z) = -112/43*z^3 + 146/129*z + 1
*
0 | 0.13323477537687913092136127599872813908 | 0.022939309014322707501845047496717055932
f(z) = -111/44*z^3 + 157/132*z + 1
*
[ 4/5 ] 
f(z) = -115/56*z^3 + 149/140*z + 1
*
[ 3/4 ] 
f(z) = -112/47*z^3 + 142/141*z + 1
*
0 | 0.18329468244340286935438636604942330226 | 0.027255578514004922996496657780270315846
f(z) = -119/46*z^3 + 152/161*z + 1
*
0 | 0.14738449798087951147437108013761240132 | 0.023194195023994166047394946885788582383
f(z) = -115/48*z^3 + 143/240*z + 1
*
[ 2/3 ] 
f(z) = -105/41*z^3 + 157/246*z + 1
*
[ 2/3 ] 
f(z) = -105/43*z^3 + 151/258*z + 1
*
[ 2/3 ] 
f(z) = -102/41*z^3 + 149/246*z + 1
*
[ 2/3 ] 
f(z) = -102/43*z^3 + 143/258*z + 1
*
[ 2/3 ] 
f(z) = -114/49*z^3 + 157/294*z + 1
*
[ 2/3 ] 
f(z) = -111/47*z^3 + 155/282*z + 1
*
[ 2/3 ] 
f(z) = -111/49*z^3 + 149/294*z + 1
*
[ -6 ] 
f(z) = -119/54*z^3 + 161/2*z + 1
*
[ 10/3 ] 
f(z) = -117/40*z^3 + 166/5*z + 1
*
[ -10/3 ] 
f(z) = -117/40*z^3 + 169/5*z + 1
*
[ 7/5 ] 
f(z) = -120/49*z^3 + 178/35*z + 1
*
[ -2/7 ] 
f(z) = -119/40*z^3 + 166/35*z + 1
*
[ 7/5 ] 
f(z) = -115/49*z^3 + 171/35*z + 1
*
[ 7/5 ] 
f(z) = -110/49*z^3 + 164/35*z + 1
*
[ 3/2 ] 
f(z) = -106/45*z^3 + 169/30*z + 1
*
-1 | 0.10843930967879189778308909357175495553 | 0.021340421247723996867006345863087586915
f(z) = -120/41*z^3 + 161/41*z + 1
*
-1 | 0.10831114417227832926584668072293166910 | 0.021263536667959042984308254543098503300
f(z) = -120/43*z^3 + 163/43*z + 1
*
-1 | 0.10804997547078159492892118671505414452 | 0.021111783138276125661459537946942826356
f(z) = -120/47*z^3 + 167/47*z + 1
*
[ -1/2 ] 
f(z) = -120/47*z^3 + 171/47*z + 1
*
-1 | 0.10791687435157956473900786869231959860 | 0.021036843093538125739783562590229383505
f(z) = -120/49*z^3 + 169/49*z + 1
*
[ -1/2 ] 
f(z) = -120/49*z^3 + 177/49*z + 1
*
-1 | 0.10764537679883033238341661405173493627 | 0.020888664036353847978382554909246175963
f(z) = -120/53*z^3 + 173/53*z + 1
*
-1 | 0.10722403120201000582457902033524227343 | 0.020670147780656826585555696368208121366
f(z) = -120/59*z^3 + 179/59*z + 1
*
[ -2/3 ] 
f(z) = -119/40*z^3 + 172/45*z + 1
*
-1 | 0.10826237497551460495239386370380410320 | 0.021331757082003833963218805224722092035
f(z) = -119/41*z^3 + 160/41*z + 1
*
-1 | 0.10813285171076530445472364422455851947 | 0.021254212124088685984646124547816471764
f(z) = -119/43*z^3 + 162/43*z + 1
*
-1 | 0.099510108449552921223145481858818246382 | 0.019535726042041133717906954640366355474
f(z) = -119/44*z^3 + 163/44*z + 1
*
-1 | 0.094438581579611044630668640975152127394 | 0.018517853931304279359839776242848749851
f(z) = -119/45*z^3 + 164/45*z + 1
*
-1 | 0.095099432172941151247081655521138539669 | 0.018625234573899968111164831921984324193
f(z) = -119/46*z^3 + 165/46*z + 1
*
-1 | 0.10786885910625071452289331346610218197 | 0.021101157430763259803536735223360232018
f(z) = -119/47*z^3 + 166/47*z + 1
*
-1 | 0.078900782820319304818239010605370346572 | 0.015416349787078340123083240046369478662
f(z) = -119/48*z^3 + 167/48*z + 1
*
-1 | 0.094830277446575070356313640832261632949 | 0.018485799177810300822360451947156754134
f(z) = -119/50*z^3 + 169/50*z + 1
*
-1 | 0.098971690663581611817197810464634036284 | 0.019248962826128939189766401349812725898
f(z) = -119/52*z^3 + 171/52*z + 1
*
-1 | 0.10745972784285493399031526917650807845 | 0.020876123000597696653826876563823435857
f(z) = -119/53*z^3 + 172/53*z + 1
*
[ 6/5 ] 
f(z) = -119/54*z^3 + 167/50*z + 1
*
[ -3/5 ] 
f(z) = -119/54*z^3 + 173/50*z + 1
*
-1 | 0.080991395114033420736691244029511528371 | 0.015716439411367434465606643835314274778
f(z) = -119/54*z^3 + 173/54*z + 1
*
-1 | 0.10731962169216563053487885519122282491 | 0.020802184793116123962489763958949544027
f(z) = -119/55*z^3 + 174/55*z + 1
*
-1 | 0.086833911206930419264891465127963893683 | 0.016794155303499724365242518493476274252
f(z) = -119/57*z^3 + 176/57*z + 1
*
-1 | 0.094269697142868879988384694287949514482 | 0.018212320356504346931086218332289825193
f(z) = -119/58*z^3 + 177/58*z + 1
*
-1 | 0.10703344624969575602792900987204665730 | 0.020655715394299425792382231754412327079
f(z) = -119/59*z^3 + 178/59*z + 1
*
-1 | 0.10795280242354460464663946057417425997 | 0.021244678571034108855937037911670579154
f(z) = -118/43*z^3 + 161/43*z + 1
*
-1 | 0.094257108429246881605877443568505577397 | 0.018504462275028362880900416572293169666
f(z) = -118/45*z^3 + 163/45*z + 1
*
-1 | 0.10768592360990977241263824212923343014 | 0.021090300348947000370381392795891872915
f(z) = -118/47*z^3 + 165/47*z + 1
*
-1 | 0.10754985039106196162036424195080722746 | 0.021014064169076459808274871036859742703
f(z) = -118/49*z^3 + 167/49*z + 1
*
-1 | 0.087068308997563375865078078440168535277 | 0.016972715025401632691085208617490816700
f(z) = -118/51*z^3 + 169/51*z + 1
*
-1 | 0.10727215590166049675901728894733976293 | 0.020863316847325306633163964414029514632
f(z) = -118/53*z^3 + 171/53*z + 1
*
-1 | 0.10713041436863153766493952011420690111 | 0.020788735200433011427373264327157721716
f(z) = -118/55*z^3 + 173/55*z + 1
*
-1 | 0.086641986220280054623017636082549994671 | 0.016775523062858121518159394799466805774
f(z) = -118/57*z^3 + 175/57*z + 1
*
[ 10/9 ] 
f(z) = -117/40*z^3 + 167/45*z + 1
*
[ -1/3 ] 
f(z) = -117/40*z^3 + 173/40*z + 1
*
[ -1/3 ] 
f(z) = -117/41*z^3 + 177/41*z + 1
*
-1 | 0.10777096084486659983745709876155010696 | 0.021234930027692322793252877254600806795
f(z) = -117/43*z^3 + 160/43*z + 1
*
-1 | 0.099146787519286846527651926701391219218 | 0.019511690154497279363309257190125624079
f(z) = -117/44*z^3 + 161/44*z + 1
*
-1 | 0.094733845415037616259188910452106850860 | 0.018598054808426492165413846768801175226
f(z) = -117/46*z^3 + 163/46*z + 1
*
[ -2/3 ] 
f(z) = -117/46*z^3 + 167/46*z + 1
*
-1 | 0.10750113141574730568809667950178911969 | 0.021079205296286842912464715075930499084
f(z) = -117/47*z^3 + 164/47*z + 1
*
-1 | 0.10736352128426321787098861883912098157 | 0.021002303943057656718513203531666507298
f(z) = -117/49*z^3 + 166/49*z + 1
*
-1 | 0.094457958502670979511345964516800311893 | 0.018456051719622385056792098689440147429
f(z) = -117/50*z^3 + 167/50*z + 1
*
[ -2/3 ] 
f(z) = -117/50*z^3 + 177/50*z + 1
*
-1 | 0.10708261976798298848043730204977826932 | 0.020850238006903894918727412243031622383
f(z) = -117/53*z^3 + 170/53*z + 1
*
-1 | 0.10693920373381958861726502650704487225 | 0.020775001161345607769163269100251020263
f(z) = -117/55*z^3 + 172/55*z + 1
*
-1 | 0.098309353021963783011643307160781969327 | 0.019077001799574016720235074917944792504
f(z) = -117/56*z^3 + 173/56*z + 1
*
-1 | 0.093884126884852987778673886171360229893 | 0.018177738120972392740899759488104686728
f(z) = -117/58*z^3 + 175/58*z + 1
*
-1 | 0.10664610603208310002684474929678697678 | 0.020625942587662179499164422671369634490
f(z) = -117/59*z^3 + 176/59*z + 1
*
-1 | 0.093888653013940998095225321614022060656 | 0.018476910371652359913537670845217108153
f(z) = -116/45*z^3 + 161/45*z + 1
*
[ -1/2 ] 
f(z) = -116/45*z^3 + 164/45*z + 1
*
-1 | 0.10731444376116973456608877641547393110 | 0.021067865429320223492421064253580274108
f(z) = -116/47*z^3 + 163/47*z + 1
*
[ -1/2 ] 
f(z) = -116/47*z^3 + 170/47*z + 1
*
-1 | 0.10717526123070521426124210433348156300 | 0.020990287064078439431423768750994767918
f(z) = -116/49*z^3 + 165/49*z + 1
*
[ -1/2 ] 
f(z) = -116/49*z^3 + 176/49*z + 1
*
-1 | 0.086690521558566012628521830162372695205 | 0.016938379516646992080469371122483415220
f(z) = -116/51*z^3 + 167/51*z + 1
*
-1 | 0.10689107686466483806861927822745989550 | 0.020836878621738586663911946333188760859
f(z) = -116/53*z^3 + 169/53*z + 1
*
-1 | 0.10674594577695115025550333286056446568 | 0.020760974459705671589302813144233550545
f(z) = -116/55*z^3 + 171/55*z + 1
*
-1 | 0.086255058787649581447006059623874638479 | 0.016737857193981604239696470575811496946
f(z) = -116/57*z^3 + 173/57*z + 1
*
-1 | 0.10644925802817230637401432542418148032 | 0.020610584555802297496142684265223491038
f(z) = -116/59*z^3 + 175/59*z + 1
*
-1 | 0.10712582063476443937643177026739014944 | 0.021056273645945870173347663564602924683
f(z) = -115/47*z^3 + 162/47*z + 1
*
-1 | 0.078154655548957527717388643248293697803 | 0.015343244656280784214027271466302536343
f(z) = -115/48*z^3 + 163/48*z + 1
*
-1 | 0.10698502896557247957199598087401822866 | 0.020978006086958724192426353604901122368
f(z) = -115/49*z^3 + 164/49*z + 1
*
-1 | 0.086497599604259554976705036130742355794 | 0.016920541125171140675198060645939655518
f(z) = -115/51*z^3 + 166/51*z + 1
*
-1 | 0.098212762898698425938209113637524743250 | 0.019189699420977146874623342240402599363
f(z) = -115/52*z^3 + 167/52*z + 1
*
-1 | 0.10669748318193535544249755918144273398 | 0.020823230532225839811705479814295611704
f(z) = -115/53*z^3 + 168/53*z + 1
*
-1 | 0.080225132405035705972713539760262227199 | 0.015638736135600045593543543577350833399
f(z) = -115/54*z^3 + 169/54*z + 1
*
-1 | 0.097918968462344502585864368587859110188 | 0.019044219324406479756455435097538193744
f(z) = -115/56*z^3 + 171/56*z + 1
*
-1 | 0.086056862837258527281647397344214000514 | 0.016718204016516375055649096487838171716
f(z) = -115/57*z^3 + 172/57*z + 1
*
-1 | 0.093490107840912595430085943249564585604 | 0.018141823750228479213094581988798898392
f(z) = -115/58*z^3 + 173/58*z + 1
*
-1 | 0.10625022687763620922775609477363272920 | 0.020594899785976883244685803251043231444
f(z) = -115/59*z^3 + 174/59*z + 1
*
-1 | 0.10693522072113575668572508986755975464 | 0.021044422573022826921838471565471719771
f(z) = -114/47*z^3 + 161/47*z + 1
*
-1 | 0.10679278185997930357322124526927599234 | 0.020965453280976590793465151980371806543
f(z) = -114/49*z^3 + 163/49*z + 1
*
-1 | 0.10650179321099139695743746431350338096 | 0.020809285261855455531006832509799494576
f(z) = -114/53*z^3 + 167/53*z + 1
*
-1 | 0.10635310426305308821209035022878793795 | 0.020732008597687864808020643795381704231
f(z) = -114/55*z^3 + 169/55*z + 1
*
-1 | 0.10604896200521543866307019362422804751 | 0.020578878578973675316335361366777043724
f(z) = -114/59*z^3 + 173/59*z + 1
*
[ -2/3 ] 
f(z) = -113/40*z^3 + 169/45*z + 1
*
-1 | 0.10674260134261207374052084354803903675 | 0.021032304553237090405120563289114566029
f(z) = -113/47*z^3 + 160/47*z + 1
*
-1 | 0.077769781445019862511479466649760093721 | 0.015304781091803083252136959277673608444
f(z) = -113/48*z^3 + 161/48*z + 1
*
-1 | 0.10659847585901677179166703886461977948 | 0.020952620615909716514694825919801116627
f(z) = -113/49*z^3 + 162/49*z + 1
*
-1 | 0.093689584216327275176384166441731578065 | 0.018393046483019221881979760923700251066
f(z) = -113/50*z^3 + 163/50*z + 1
*
-1 | 0.086108647120191409766173753140461445274 | 0.016884490670264223213865829922693103314
f(z) = -113/51*z^3 + 164/51*z + 1
*
-1 | 0.097821021548718301782057631924147474225 | 0.019158258161732771398735355907182933764
f(z) = -113/52*z^3 + 165/52*z + 1
*
-1 | 0.10630395987360902235392573670746038677 | 0.020795034001398653909099156658626509816
f(z) = -113/53*z^3 + 166/53*z + 1
*
-1 | 0.079829799746509677882097158745147452445 | 0.015597869530993717053889293301823700958
f(z) = -113/54*z^3 + 167/54*z + 1
*
[ -3/5 ] 
f(z) = -113/54*z^3 + 171/50*z + 1
*
-1 | 0.10615342487645998039383245497793225701 | 0.020717051349924340391703580596135763173
f(z) = -113/55*z^3 + 168/55*z + 1
*
-1 | 0.097519932078758807245542942118979605592 | 0.019010108678182974398359953493547482217
f(z) = -113/56*z^3 + 169/56*z + 1
*
-1 | 0.085656964209089180986748855869836780097 | 0.016678412375211152500218225233567185535
f(z) = -113/57*z^3 + 170/57*z + 1
*
-1 | 0.093087901508374703030426062784410416576 | 0.018104627128052062301117145638235803962
f(z) = -113/58*z^3 + 171/58*z + 1
*
-1 | 0.10584541100253043808317780294458820160 | 0.020562510844703974205697888160139023873
f(z) = -113/59*z^3 + 172/59*z + 1
*
[ -1/2 ] 
f(z) = -112/45*z^3 + 163/45*z + 1
*
[ -1/2 ] 
f(z) = -112/47*z^3 + 169/47*z + 1
*
-1 | 0.085910456754213947038995485154252678643 | 0.016865855875815663238966780624059180552
f(z) = -112/51*z^3 + 163/51*z + 1
*
-1 | 0.10610393444749344609382706887906318065 | 0.020780467592114248947529134288955770718
f(z) = -112/53*z^3 + 165/53*z + 1
*
-1 | 0.10595150635353169532895922608665641671 | 0.020701765230056149380127659352714781958
f(z) = -112/55*z^3 + 167/55*z + 1
*
-1 | 0.085453091448421706881369378186335291989 | 0.016657851586783841124258527986126996295
f(z) = -112/57*z^3 + 169/57*z + 1
*
-1 | 0.10563951953596719083597187907772951434 | 0.020545786081698195274516507335953798054
f(z) = -112/59*z^3 + 171/59*z + 1
*
-1 | 0.10620350342392058220818844482683685002 | 0.020926082000410758517255695886840267323
f(z) = -111/49*z^3 + 160/49*z + 1
*
-1 | 0.093293475489265012856159380923498892080 | 0.018359781821762234201051809130137370915
f(z) = -111/50*z^3 + 161/50*z + 1
*
-1 | 0.097420600925613081773671523725849303221 | 0.019125515992162971763247819634167379060
f(z) = -111/52*z^3 + 163/52*z + 1
*
-1 | 0.10590166648704875634998702734977792606 | 0.020765576507898958928105086850591644936
f(z) = -111/53*z^3 + 164/53*z + 1
*
-1 | 0.10574729640934989042717786517946878771 | 0.020686140262347275212616105036844271784
f(z) = -111/55*z^3 + 166/55*z + 1
*
-1 | 0.097111839701262401559662564717316888291 | 0.018974591072318131951291369034673452669
f(z) = -111/56*z^3 + 167/56*z + 1
*
-1 | 0.092675132233134301591674069866653466435 | 0.018065684603779556685117380985299719658
f(z) = -111/58*z^3 + 169/58*z + 1
*
-1 | 0.10543123124857145166725032026405267938 | 0.020528693355248911089831477867543848189
f(z) = -111/59*z^3 + 170/59*z + 1
*
-1 | 0.085507437697291829586128278374217975173 | 0.016827520810293411641477766080833806646
f(z) = -110/51*z^3 + 161/51*z + 1
*
-1 | 0.10569710373922037971920260190659350170 | 0.020750350836301273322323887287654354431
f(z) = -110/53*z^3 + 163/53*z + 1
*
-1 | 0.085037227679498229721993167460958661732 | 0.016615343979742525773018249361524309871
f(z) = -110/57*z^3 + 167/57*z + 1
*
-1 | 0.10522048765546924492496951373074573725 | 0.020511221274092368110318722045588731821
f(z) = -110/59*z^3 + 169/59*z + 1
*
[ -2/3 ] 
f(z) = -109/40*z^3 + 167/45*z + 1
*
-1 | 0.085302506324351166209900292119457920115 | 0.016807799974910031742713345707561540253
f(z) = -109/51*z^3 + 160/51*z + 1
*
-1 | 0.097011097252911587571655517650778609320 | 0.019091394875284287801779069062862459824
f(z) = -109/52*z^3 + 161/52*z + 1
*
-1 | 0.10549019205403179288293188251455270021 | 0.020734780258310992778933408248442690977
f(z) = -109/53*z^3 + 162/53*z + 1
*
-1 | 0.079012778922171137331455367901599533753 | 0.015511710587939093183680248152694058794
f(z) = -109/54*z^3 + 163/54*z + 1
*
-1 | 0.10533178349525004123549557073677889838 | 0.020653831818138162705305236185736697631
f(z) = -109/55*z^3 + 164/55*z + 1
*
-1 | 0.096694257294523192956497697856068057091 | 0.018937581254790727467887376189225463224
f(z) = -109/56*z^3 + 165/56*z + 1
*
-1 | 0.084827189262497585323815869343267310200 | 0.016593777758175893779348125518283772569
f(z) = -109/57*z^3 + 166/57*z + 1
*
-1 | 0.092253305662384334474778879189943833907 | 0.018025286673572907437064764834108191199
f(z) = -109/58*z^3 + 167/58*z + 1
*
-1 | 0.10500722803228486766382768135795274563 | 0.020493357965508980047826496176338383233
f(z) = -109/59*z^3 + 168/59*z + 1
*
[ -1/3 ] 
f(z) = -108/41*z^3 + 176/41*z + 1
*
[ -1/2 ] 
f(z) = -108/47*z^3 + 168/47*z + 1
*
[ -1/2 ] 
f(z) = -108/49*z^3 + 174/49*z + 1
*
-1 | 0.10528087528940216542113223631904659785 | 0.020718854026828481763789636588707478559
f(z) = -108/53*z^3 + 161/53*z + 1
*
-1 | 0.10512036603869162324286216361708144435 | 0.020637126261519924375507388957216719600
f(z) = -108/55*z^3 + 163/55*z + 1
*
-1 | 0.10479138929597585677348694743721149655 | 0.020475091048711638811049028558017427818
f(z) = -108/59*z^3 + 167/59*z + 1
*
[ -2/3 ] 
f(z) = -107/40*z^3 + 166/45*z + 1
*
-1 | 0.10506909520979305340964814030607899509 | 0.020702560943708730360626057027572198921
f(z) = -107/53*z^3 + 160/53*z + 1
*
-1 | 0.078588918458862095545194984581036203737 | 0.015465983970969094604100699443557338932
f(z) = -107/54*z^3 + 161/54*z + 1
*
[ -3/5 ] 
f(z) = -107/54*z^3 + 169/50*z + 1
*
-1 | 0.10490642797614059421185350478753567352 | 0.020620037649144352926798931341042971676
f(z) = -107/55*z^3 + 162/55*z + 1
*
-1 | 0.096266717858676413329977165563314943091 | 0.018898986810038195948369902403144558246
f(z) = -107/56*z^3 + 163/56*z + 1
*
-1 | 0.084396394527970394873351227635239947237 | 0.016548746074507912687545115152640476071
f(z) = -107/57*z^3 + 164/57*z + 1
*
-1 | 0.091821936152314981139627427912986980666 | 0.017983336606642124414935018716057902995
f(z) = -107/58*z^3 + 165/58*z + 1
*
-1 | 0.10457290587744666205798814487125910915 | 0.020456407606377691205204290501344317721
f(z) = -107/59*z^3 + 166/59*z + 1
*
-1 | 0.10468990647044037203610430686406481048 | 0.020602553733343847749003209818083457259
f(z) = -106/55*z^3 + 161/55*z + 1
*
-1 | 0.084178610696573409682319744811084129581 | 0.016525861571154582144358218381323043339
f(z) = -106/57*z^3 + 163/57*z + 1
*
-1 | 0.10435170958523832819119810330385718188 | 0.020437294154165930583549263873820250663
f(z) = -106/59*z^3 + 165/59*z + 1
*
-1 | 0.091378542965207108941949668716579098296 | 0.017939345150991958925731962551110719696
f(z) = -105/58*z^3 + 163/58*z + 1
*
-1 | 0.10412772945951942660596252498414172045 | 0.020417736608043746377611500519387184383
f(z) = -105/59*z^3 + 164/59*z + 1
*
[ -1/2 ] 
f(z) = -104/45*z^3 + 161/45*z + 1
*
[ -1/2 ] 
f(z) = -104/47*z^3 + 167/47*z + 1
*
[ -1/2 ] 
f(z) = -104/49*z^3 + 173/49*z + 1
*
[ -1/2 ] 
f(z) = -104/51*z^3 + 179/51*z + 1
*
-1 | 0.083731728164357984518831376622554882100 | 0.016478068295714939492579135286766002559
f(z) = -104/57*z^3 + 161/57*z + 1
*
-1 | 0.10390089161552275539035721467735576352 | 0.020397720249231429329314918663704764424
f(z) = -104/59*z^3 + 163/59*z + 1
*
[ -2/3 ] 
f(z) = -103/40*z^3 + 164/45*z + 1
*
-1 | 0.083505585875793694267385224830193909024 | 0.016453739106459818283461496150247580712
f(z) = -103/57*z^3 + 160/57*z + 1
*
-1 | 0.090925167313826321439167094919867426735 | 0.017893708270962280731169605738412213958
f(z) = -103/58*z^3 + 161/58*z + 1
*
-1 | 0.10367111907548174222626753211698966185 | 0.020377229686550279063075946310572296076
f(z) = -103/59*z^3 + 162/59*z + 1
*
-1 | 0.10343833158801865471626708172518597852 | 0.020356248815938294223379428109332103308
f(z) = -102/59*z^3 + 161/59*z + 1
*
[ -2/3 ] 
f(z) = -101/40*z^3 + 163/45*z + 1
*
[ -3/5 ] 
f(z) = -101/54*z^3 + 167/50*z + 1
*
-1 | 0.10320244543382203443197139273058596163 | 0.020334760776871485320010781274539209523
f(z) = -101/59*z^3 + 160/59*z + 1
*
-4/5 | 0.16310494981020442431073671290073447774 | 0.025076525740943245557912944518886117228
f(z) = -115/48*z^3 + 167/60*z + 1
*
-6/7 | 0.090373223106354634119895553379251323297 | 0.013438330261978568544340641939854634717
f(z) = -119/48*z^3 + 167/84*z + 1
*
10/9 | 0.18909552248487721760756343731966346204 | 0.027171245065961087819340302557672774250
f(z) = -117/50*z^3 + 179/90*z + 1
*
-2/3 | 0.19635201113013236718377249814729193499 | 0.028145386260455078634956626274643691097
f(z) = -119/48*z^3 + 173/108*z + 1
*
-2/3 | 0.19483762174311394565947412726139526768 | 0.028065863391293575197387522412340897053
f(z) = -115/48*z^3 + 169/108*z + 1
*
-2/3 | 0.19148704458962718857253353819477747768 | 0.027653106576607346480259449416332340179
f(z) = -113/48*z^3 + 167/108*z + 1
*
-2/3 | 0.20557665498816169487164380913999481975 | 0.029843143292004019459884113750037995446
f(z) = -109/48*z^3 + 163/108*z + 1
*
[ 7/8 ] 
f(z) = -108/49*z^3 + 173/112*z + 1
*
-2/3 | 0.18709177787622205138002075497386015475 | 0.027232943714080062635210243962589768391
f(z) = -107/48*z^3 + 161/108*z + 1
*
[ 5/6 ] 
f(z) = -111/50*z^3 + 161/120*z + 1
*
1/9 | 0.14353667191911410019262281665505892367 | 0.024830140193383143119479907882713334125
f(z) = -108/55*z^3 + 169/165*z + 1
*
7/20 | 0.20015720594429873042025922940638639639 | 0.024443131605375749258001599579119384092
f(z) = -120/49*z^3 + 163/210*z + 1
*
[ 12/17 ] 
f(z) = -119/48*z^3 + 167/204*z + 1
*
[ 2/3 ] 
f(z) = -114/43*z^3 + 175/258*z + 1
*
[ 2/3 ] 
f(z) = -111/41*z^3 + 173/246*z + 1
*
[ 2/3 ] 
f(z) = -111/43*z^3 + 167/258*z + 1
*
[ 2/3 ] 
f(z) = -120/47*z^3 + 179/282*z + 1
*
[ 2/3 ] 
f(z) = -120/49*z^3 + 173/294*z + 1
*
[ 2/3 ] 
f(z) = -114/47*z^3 + 163/282*z + 1
*
[ 7/2 ] 
f(z) = -108/49*z^3 + 194/7*z + 1
*
[ -7/2 ] 
f(z) = -108/49*z^3 + 198/7*z + 1
*
[ 7/2 ] 
f(z) = -104/49*z^3 + 187/7*z + 1
*
[ -7/2 ] 
f(z) = -104/49*z^3 + 191/7*z + 1
*
[ 12/7 ] 
f(z) = -119/54*z^3 + 193/28*z + 1
*
[ 3/2 ] 
f(z) = -118/45*z^3 + 187/30*z + 1
*
[ 5/3 ] 
f(z) = -111/50*z^3 + 197/30*z + 1
*
-2 | 0.10030202647401184414214196836230182551 | 0.016754836819116223218189104163533792310
f(z) = -105/44*z^3 + 199/22*z + 1
*
-2 | 0.10034302669775428515542566781672852614 | 0.016790015884382195277312645827719045891
f(z) = -105/52*z^3 + 197/26*z + 1
*
-2 | 0.099951110774620381300523756093582116026 | 0.016753042649651826151923991253542958306
f(z) = -103/44*z^3 + 195/22*z + 1
*
-2 | 0.099990807539503588880397865270452877704 | 0.016788706832753626154912415384811668933
f(z) = -103/52*z^3 + 193/26*z + 1
*
-2 | 0.099593205035754098649893255535218497597 | 0.016751246310745994636574927174111781496
f(z) = -101/44*z^3 + 191/22*z + 1
*
-2 | 0.099631459663285584437310788368021356193 | 0.016787402838086200509501325357220711815
f(z) = -101/52*z^3 + 189/26*z + 1
*
[ -1/2 ] 
f(z) = -120/53*z^3 + 189/53*z + 1
*
[ -1 ] 
f(z) = -119/40*z^3 + 199/40*z + 1
*
[ -1 ] 
f(z) = -117/40*z^3 + 197/40*z + 1
*
[ -1 ] 
f(z) = -117/41*z^3 + 199/41*z + 1
*
[ -1/3 ] 
f(z) = -117/43*z^3 + 185/43*z + 1
*
[ -1/3 ] 
f(z) = -117/44*z^3 + 189/44*z + 1
*
[ -1/3 ] 
f(z) = -117/46*z^3 + 197/46*z + 1
*
-1/3 | 0.14401468332226312998109722510143220903 | 0.027703138514093906096106326032977143063
f(z) = -117/56*z^3 + 181/56*z + 1
*
[ -2/3 ] 
f(z) = -117/58*z^3 + 197/58*z + 1
*
[ -1 ] 
f(z) = -116/41*z^3 + 198/41*z + 1
*
[ -1/2 ] 
f(z) = -116/51*z^3 + 182/51*z + 1
*
[ -1/2 ] 
f(z) = -116/53*z^3 + 188/53*z + 1
*
[ -1/2 ] 
f(z) = -116/55*z^3 + 194/55*z + 1
*
[ -1 ] 
f(z) = -115/41*z^3 + 197/41*z + 1
*
[ -1 ] 
f(z) = -115/42*z^3 + 199/42*z + 1
*
[ -3/10 ] 
f(z) = -115/54*z^3 + 181/40*z + 1
*
[ -1 ] 
f(z) = -114/41*z^3 + 196/41*z + 1
*
[ -1 ] 
f(z) = -113/40*z^3 + 193/40*z + 1
*
[ -1 ] 
f(z) = -113/41*z^3 + 195/41*z + 1
*
[ -1 ] 
f(z) = -113/42*z^3 + 197/42*z + 1
*
[ -1 ] 
f(z) = -113/43*z^3 + 199/43*z + 1
*
[ -1 ] 
f(z) = -112/41*z^3 + 194/41*z + 1
*
[ -1 ] 
f(z) = -112/43*z^3 + 198/43*z + 1
*
[ 5/4 ] 
f(z) = -112/45*z^3 + 184/45*z + 1
*
-1/4 | 0.13424713399439752911657779524781652113 | 0.025663228165795377854841214599543300649
f(z) = -112/45*z^3 + 187/45*z + 1
*
[ -1/2 ] 
f(z) = -112/51*z^3 + 181/51*z + 1
*
[ -3/4 ] 
f(z) = -112/51*z^3 + 182/51*z + 1
*
[ -1/2 ] 
f(z) = -112/53*z^3 + 187/53*z + 1
*
[ 5/4 ] 
f(z) = -112/55*z^3 + 186/55*z + 1
*
[ -1/2 ] 
f(z) = -112/55*z^3 + 193/55*z + 1
*
[ -3/4 ] 
f(z) = -112/57*z^3 + 196/57*z + 1
*
[ -1/2 ] 
f(z) = -112/57*z^3 + 199/57*z + 1
*
[ -1 ] 
f(z) = -111/40*z^3 + 191/40*z + 1
*
[ -1 ] 
f(z) = -111/41*z^3 + 193/41*z + 1
*
[ -1 ] 
f(z) = -111/43*z^3 + 197/43*z + 1
*
[ -1 ] 
f(z) = -111/44*z^3 + 199/44*z + 1
*
[ -1 ] 
f(z) = -110/41*z^3 + 192/41*z + 1
*
[ -1 ] 
f(z) = -110/43*z^3 + 196/43*z + 1
*
[ -1 ] 
f(z) = -109/40*z^3 + 189/40*z + 1
*
[ -1 ] 
f(z) = -109/41*z^3 + 191/41*z + 1
*
[ -1 ] 
f(z) = -109/42*z^3 + 193/42*z + 1
*
[ -1 ] 
f(z) = -109/43*z^3 + 195/43*z + 1
*
[ -1 ] 
f(z) = -109/44*z^3 + 197/44*z + 1
*
[ -1 ] 
f(z) = -109/45*z^3 + 199/45*z + 1
*
[ -1 ] 
f(z) = -108/41*z^3 + 190/41*z + 1
*
[ -1/3 ] 
f(z) = -108/43*z^3 + 184/43*z + 1
*
[ -1 ] 
f(z) = -108/43*z^3 + 194/43*z + 1
*
[ -1/2 ] 
f(z) = -108/53*z^3 + 186/53*z + 1
*
[ -1/2 ] 
f(z) = -108/55*z^3 + 192/55*z + 1
*
[ -5/6 ] 
f(z) = -108/55*z^3 + 196/55*z + 1
*
[ -1 ] 
f(z) = -107/40*z^3 + 187/40*z + 1
*
[ -1 ] 
f(z) = -107/41*z^3 + 189/41*z + 1
*
[ -1 ] 
f(z) = -107/42*z^3 + 191/42*z + 1
*
[ -1 ] 
f(z) = -107/43*z^3 + 193/43*z + 1
*
[ -1 ] 
f(z) = -107/44*z^3 + 195/44*z + 1
*
[ -1 ] 
f(z) = -107/45*z^3 + 197/45*z + 1
*
[ -1 ] 
f(z) = -107/46*z^3 + 199/46*z + 1
*
[ -1 ] 
f(z) = -106/41*z^3 + 188/41*z + 1
*
[ -1 ] 
f(z) = -106/43*z^3 + 192/43*z + 1
*
[ -1 ] 
f(z) = -106/45*z^3 + 196/45*z + 1
*
[ -1 ] 
f(z) = -105/41*z^3 + 187/41*z + 1
*
[ -1 ] 
f(z) = -105/43*z^3 + 191/43*z + 1
*
[ -1 ] 
f(z) = -105/44*z^3 + 193/44*z + 1
*
[ -1 ] 
f(z) = -105/46*z^3 + 197/46*z + 1
*
[ -1 ] 
f(z) = -105/47*z^3 + 199/47*z + 1
*
[ -1 ] 
f(z) = -104/41*z^3 + 186/41*z + 1
*
[ -1 ] 
f(z) = -104/43*z^3 + 190/43*z + 1
*
[ -1 ] 
f(z) = -104/45*z^3 + 194/45*z + 1
*
[ -1 ] 
f(z) = -104/47*z^3 + 198/47*z + 1
*
[ -1/2 ] 
f(z) = -104/53*z^3 + 185/53*z + 1
*
[ -1/2 ] 
f(z) = -104/55*z^3 + 191/55*z + 1
*
[ -1/2 ] 
f(z) = -104/57*z^3 + 197/57*z + 1
*
[ -1 ] 
f(z) = -103/40*z^3 + 183/40*z + 1
*
[ -1 ] 
f(z) = -103/41*z^3 + 185/41*z + 1
*
[ -1 ] 
f(z) = -103/42*z^3 + 187/42*z + 1
*
[ -1 ] 
f(z) = -103/43*z^3 + 189/43*z + 1
*
[ -1 ] 
f(z) = -103/44*z^3 + 191/44*z + 1
*
[ -1 ] 
f(z) = -103/45*z^3 + 193/45*z + 1
*
[ -1 ] 
f(z) = -103/46*z^3 + 195/46*z + 1
*
[ -1 ] 
f(z) = -103/47*z^3 + 197/47*z + 1
*
[ -1 ] 
f(z) = -103/48*z^3 + 199/48*z + 1
*
[ -1 ] 
f(z) = -102/41*z^3 + 184/41*z + 1
*
[ -1 ] 
f(z) = -102/43*z^3 + 188/43*z + 1
*
[ -1 ] 
f(z) = -102/47*z^3 + 196/47*z + 1
*
[ -7/6 ] 
f(z) = -102/49*z^3 + 197/42*z + 1
*
[ -1 ] 
f(z) = -101/40*z^3 + 181/40*z + 1
*
[ -1 ] 
f(z) = -101/41*z^3 + 183/41*z + 1
*
[ -1 ] 
f(z) = -101/42*z^3 + 185/42*z + 1
*
[ -1 ] 
f(z) = -101/43*z^3 + 187/43*z + 1
*
[ -1 ] 
f(z) = -101/44*z^3 + 189/44*z + 1
*
[ -1 ] 
f(z) = -101/45*z^3 + 191/45*z + 1
*
[ -1 ] 
f(z) = -101/46*z^3 + 193/46*z + 1
*
[ -1 ] 
f(z) = -101/47*z^3 + 195/47*z + 1
*
[ -1 ] 
f(z) = -101/48*z^3 + 197/48*z + 1
*
[ -1 ] 
f(z) = -101/49*z^3 + 199/49*z + 1
*
-5/7 | 0.19207676425747442940908753680599054607 | 0.028168192286463523191655267944713237973
f(z) = -119/50*z^3 + 183/70*z + 1
*
-10/13 | 0.13708000046069094073937462921554798851 | 0.018618308423938473480320264941839729730
f(z) = -117/40*z^3 + 197/65*z + 1
*
-6/5 | 0.074548733235226179348524390598624868359 | 0.011177562723736344054687814721944417658
f(z) = -115/48*z^3 + 197/60*z + 1
*
-3/8 | 0.16008602819341639689124439285151119988 | 0.025422145314621264949009646501606994587
f(z) = -112/45*z^3 + 181/60*z + 1
*
[ 7/6 ] 
f(z) = -104/49*z^3 + 191/63*z + 1
*
[ 7/8 ] 
f(z) = -116/49*z^3 + 187/112*z + 1
*
0 | 0.16805751163740227624023105721427562503 | 0.028674909001887956513600091893256550342
f(z) = -117/40*z^3 + 191/120*z + 1
*
-3/4 | 0.15549582383771089846961516153309043365 | 0.023060740985436267751009218759688421178
f(z) = -106/45*z^3 + 199/120*z + 1
*
-5/9 | 0.068403359720635006302478895460372094197 | 0.011832969155916511396261907306559140424
f(z) = -108/55*z^3 + 199/165*z + 1
*
1/8 | 0.16582272227467561707607587955087061377 | 0.027162709032338197278121946786198425823
f(z) = -112/45*z^3 + 187/180*z + 1
*
0 | 0.15549622082442263170936368101447847149 | 0.025784171137076746483210841285829091676
f(z) = -104/45*z^3 + 191/180*z + 1
*
[ 7/9 ] 
f(z) = -102/49*z^3 + 184/189*z + 1
*
-7/30 | 0.23233040338003209333078478239757087227 | 0.028372111805600053746351499719221229701
f(z) = -120/49*z^3 + 193/210*z + 1
*
[ 3/4 ] 
f(z) = -116/51*z^3 + 193/204*z + 1
*
0 | 0.14560999156425120040242353211046462426 | 0.023715428250430963461955809770147761479
f(z) = -116/55*z^3 + 189/220*z + 1
*
[ 3/4 ] 
f(z) = -116/57*z^3 + 185/228*z + 1
*
[ 2/3 ] 
f(z) = -120/41*z^3 + 197/246*z + 1
*
[ 2/3 ] 
f(z) = -120/43*z^3 + 191/258*z + 1
*
0 | 0.13634303732556670380235608217752228947 | 0.021456578142317045763281945265788202619
f(z) = -115/48*z^3 + 191/240*z + 1
*
[ 2/3 ] 
f(z) = -114/41*z^3 + 181/246*z + 1
*
0 | 0.15963968975338700075038090632815156204 | 0.025299803058345754270181339570458825737
f(z) = -110/51*z^3 + 193/255*z + 1
*
0 | 0.14680232918891903741617326002030145468 | 0.023102577949725160595563067398414604903
f(z) = -115/54*z^3 + 197/270*z + 1
*
[ 7/2 ] 
f(z) = -120/49*z^3 + 215/7*z + 1
*
[ -7/2 ] 
f(z) = -120/49*z^3 + 219/7*z + 1
*
[ 7/2 ] 
f(z) = -116/49*z^3 + 208/7*z + 1
*
[ -7/2 ] 
f(z) = -116/49*z^3 + 212/7*z + 1
*
[ 7/4 ] 
f(z) = -116/49*z^3 + 215/28*z + 1
*
-2 | 0.10196084000747959901465298127644613813 | 0.016763757028463966871364535381125443458
f(z) = -115/44*z^3 + 219/22*z + 1
*
-2 | 0.10200668525260077393241459889700499134 | 0.016796630533471123494916535252197127500
f(z) = -115/52*z^3 + 217/26*z + 1
*
-2 | 0.10164105494559057244802658085564153785 | 0.016761981410550137370980845801357824159
f(z) = -113/44*z^3 + 215/22*z + 1
*
-2 | 0.10168612131390932845827175357817355651 | 0.016795299366004280651034712578695398506
f(z) = -113/52*z^3 + 213/26*z + 1
*
-2 | 0.10131550468320834435014358485452666527 | 0.016760201094937330150026711102625147948
f(z) = -111/44*z^3 + 211/22*z + 1
*
-2 | 0.10135970591339982184075954712872488188 | 0.016793971955108663985824760533457930246
f(z) = -111/52*z^3 + 209/26*z + 1
*
[ -7/5 ] 
f(z) = -110/49*z^3 + 214/35*z + 1
*
-2 | 0.10098397211215576400572159918283096208 | 0.016758416558018722761234040488220635388
f(z) = -109/44*z^3 + 207/22*z + 1
*
-2 | 0.10102721362489176502823547705606841351 | 0.016792648686384583898346837796113400338
f(z) = -109/52*z^3 + 205/26*z + 1
*
[ 7/4 ] 
f(z) = -108/49*z^3 + 201/28*z + 1
*
-2 | 0.10064622730779318107639661012472420666 | 0.016756628295640677772203842974940059132
f(z) = -107/44*z^3 + 203/22*z + 1
*
-2 | 0.10068840526267402696296520088045549190 | 0.016791329902189296058292735099761391952
f(z) = -107/52*z^3 + 201/26*z + 1
*
[ -3/2 ] 
f(z) = -106/45*z^3 + 209/30*z + 1
*
[ 2 ] 
f(z) = -103/44*z^3 + 217/22*z + 1
*
[ 2 ] 
f(z) = -103/52*z^3 + 219/26*z + 1
*
[ 2 ] 
f(z) = -101/44*z^3 + 213/22*z + 1
*
[ 2 ] 
f(z) = -101/52*z^3 + 215/26*z + 1
*
[ -1 ] 
f(z) = -120/41*z^3 + 202/41*z + 1
*
[ -1 ] 
f(z) = -120/43*z^3 + 206/43*z + 1
*
[ -1 ] 
f(z) = -120/47*z^3 + 214/47*z + 1
*
[ -1 ] 
f(z) = -120/49*z^3 + 218/49*z + 1
*
[ -1/2 ] 
f(z) = -120/59*z^3 + 207/59*z + 1
*
[ -1 ] 
f(z) = -119/41*z^3 + 201/41*z + 1
*
[ -1 ] 
f(z) = -119/43*z^3 + 205/43*z + 1
*
[ -1 ] 
f(z) = -119/44*z^3 + 207/44*z + 1
*
[ -1 ] 
f(z) = -119/45*z^3 + 209/45*z + 1
*
[ -1 ] 
f(z) = -119/46*z^3 + 211/46*z + 1
*
[ -1 ] 
f(z) = -119/47*z^3 + 213/47*z + 1
*
[ -1 ] 
f(z) = -119/48*z^3 + 215/48*z + 1
*
[ -1 ] 
f(z) = -119/50*z^3 + 219/50*z + 1
*
[ -1 ] 
f(z) = -118/41*z^3 + 200/41*z + 1
*
[ -1 ] 
f(z) = -118/43*z^3 + 204/43*z + 1
*
[ -1 ] 
f(z) = -118/45*z^3 + 208/45*z + 1
*
[ -1 ] 
f(z) = -118/47*z^3 + 212/47*z + 1
*
[ -1 ] 
f(z) = -118/49*z^3 + 216/49*z + 1
*
[ -1 ] 
f(z) = -117/43*z^3 + 203/43*z + 1
*
[ -1 ] 
f(z) = -117/44*z^3 + 205/44*z + 1
*
[ 4/3 ] 
f(z) = -117/44*z^3 + 219/44*z + 1
*
[ -1 ] 
f(z) = -117/46*z^3 + 209/46*z + 1
*
[ -1/3 ] 
f(z) = -117/47*z^3 + 201/47*z + 1
*
[ -1 ] 
f(z) = -117/47*z^3 + 211/47*z + 1
*
[ -1/3 ] 
f(z) = -117/49*z^3 + 209/49*z + 1
*
[ -1 ] 
f(z) = -117/49*z^3 + 215/49*z + 1
*
[ -1/3 ] 
f(z) = -117/50*z^3 + 213/50*z + 1
*
[ -1 ] 
f(z) = -117/50*z^3 + 217/50*z + 1
*
[ -1 ] 
f(z) = -116/43*z^3 + 202/43*z + 1
*
[ -1 ] 
f(z) = -116/45*z^3 + 206/45*z + 1
*
[ -1 ] 
f(z) = -116/47*z^3 + 210/47*z + 1
*
[ -1 ] 
f(z) = -116/49*z^3 + 214/49*z + 1
*
[ -1 ] 
f(z) = -116/51*z^3 + 218/51*z + 1
*
[ -1/2 ] 
f(z) = -116/57*z^3 + 200/57*z + 1
*
[ -1/2 ] 
f(z) = -116/59*z^3 + 206/59*z + 1
*
[ -1 ] 
f(z) = -115/43*z^3 + 201/43*z + 1
*
[ -1 ] 
f(z) = -115/44*z^3 + 203/44*z + 1
*
[ -1 ] 
f(z) = -115/47*z^3 + 209/47*z + 1
*
[ -1 ] 
f(z) = -115/48*z^3 + 211/48*z + 1
*
[ -1 ] 
f(z) = -115/49*z^3 + 213/49*z + 1
*
[ -1 ] 
f(z) = -115/51*z^3 + 217/51*z + 1
*
[ -1 ] 
f(z) = -115/52*z^3 + 219/52*z + 1
*
[ -1 ] 
f(z) = -114/43*z^3 + 200/43*z + 1
*
[ -1 ] 
f(z) = -114/47*z^3 + 208/47*z + 1
*
[ -7/6 ] 
f(z) = -114/49*z^3 + 211/42*z + 1
*
[ -1 ] 
f(z) = -114/49*z^3 + 212/49*z + 1
*
[ -1 ] 
f(z) = -113/44*z^3 + 201/44*z + 1
*
[ -1 ] 
f(z) = -113/45*z^3 + 203/45*z + 1
*
[ -1 ] 
f(z) = -113/46*z^3 + 205/46*z + 1
*
[ -1 ] 
f(z) = -113/47*z^3 + 207/47*z + 1
*
[ -1 ] 
f(z) = -113/48*z^3 + 209/48*z + 1
*
[ -1 ] 
f(z) = -113/49*z^3 + 211/49*z + 1
*
[ -1 ] 
f(z) = -113/50*z^3 + 213/50*z + 1
*
[ -1 ] 
f(z) = -113/51*z^3 + 215/51*z + 1
*
[ -1 ] 
f(z) = -113/52*z^3 + 217/52*z + 1
*
[ -1 ] 
f(z) = -113/53*z^3 + 219/53*z + 1
*
[ -1/4 ] 
f(z) = -112/41*z^3 + 212/41*z + 1
*
[ -1 ] 
f(z) = -112/45*z^3 + 202/45*z + 1
*
[ -1 ] 
f(z) = -112/47*z^3 + 206/47*z + 1
*
[ -1 ] 
f(z) = -112/51*z^3 + 214/51*z + 1
*
[ -1 ] 
f(z) = -112/53*z^3 + 218/53*z + 1
*
[ -1/2 ] 
f(z) = -112/59*z^3 + 205/59*z + 1
*
[ -1 ] 
f(z) = -111/46*z^3 + 203/46*z + 1
*
[ -1 ] 
f(z) = -111/47*z^3 + 205/47*z + 1
*
[ -1 ] 
f(z) = -111/49*z^3 + 209/49*z + 1
*
[ -1 ] 
f(z) = -111/50*z^3 + 211/50*z + 1
*
[ -1 ] 
f(z) = -111/52*z^3 + 215/52*z + 1
*
[ -1 ] 
f(z) = -111/53*z^3 + 217/53*z + 1
*
[ -1 ] 
f(z) = -110/47*z^3 + 204/47*z + 1
*
[ -1 ] 
f(z) = -110/49*z^3 + 208/49*z + 1
*
[ -1 ] 
f(z) = -110/51*z^3 + 212/51*z + 1
*
[ -1 ] 
f(z) = -110/53*z^3 + 216/53*z + 1
*
[ -1 ] 
f(z) = -109/46*z^3 + 201/46*z + 1
*
[ -1 ] 
f(z) = -109/47*z^3 + 203/47*z + 1
*
[ -1 ] 
f(z) = -109/48*z^3 + 205/48*z + 1
*
[ -1 ] 
f(z) = -109/49*z^3 + 207/49*z + 1
*
[ -1 ] 
f(z) = -109/50*z^3 + 209/50*z + 1
*
[ -1 ] 
f(z) = -109/51*z^3 + 211/51*z + 1
*
[ -1 ] 
f(z) = -109/52*z^3 + 213/52*z + 1
*
[ -1 ] 
f(z) = -109/53*z^3 + 215/53*z + 1
*
[ -1 ] 
f(z) = -109/54*z^3 + 217/54*z + 1
*
[ -1 ] 
f(z) = -109/55*z^3 + 219/55*z + 1
*
[ -1/3 ] 
f(z) = -108/47*z^3 + 200/47*z + 1
*
[ -1 ] 
f(z) = -108/47*z^3 + 202/47*z + 1
*
[ -1 ] 
f(z) = -108/49*z^3 + 206/49*z + 1
*
[ -1/3 ] 
f(z) = -108/49*z^3 + 208/49*z + 1
*
[ -1 ] 
f(z) = -108/53*z^3 + 214/53*z + 1
*
[ -1 ] 
f(z) = -108/55*z^3 + 218/55*z + 1
*
[ -1/2 ] 
f(z) = -108/59*z^3 + 204/59*z + 1
*
[ -1 ] 
f(z) = -107/47*z^3 + 201/47*z + 1
*
[ -1 ] 
f(z) = -107/48*z^3 + 203/48*z + 1
*
[ -1 ] 
f(z) = -107/49*z^3 + 205/49*z + 1
*
[ -1 ] 
f(z) = -107/50*z^3 + 207/50*z + 1
*
[ -1 ] 
f(z) = -107/51*z^3 + 209/51*z + 1
*
[ -1 ] 
f(z) = -107/52*z^3 + 211/52*z + 1
*
[ -1 ] 
f(z) = -107/53*z^3 + 213/53*z + 1
*
[ -1 ] 
f(z) = -107/54*z^3 + 215/54*z + 1
*
[ -1 ] 
f(z) = -107/55*z^3 + 217/55*z + 1
*
[ -1 ] 
f(z) = -107/56*z^3 + 219/56*z + 1
*
[ -1 ] 
f(z) = -106/47*z^3 + 200/47*z + 1
*
[ -1 ] 
f(z) = -106/49*z^3 + 204/49*z + 1
*
[ -1 ] 
f(z) = -106/51*z^3 + 208/51*z + 1
*
[ -1 ] 
f(z) = -106/55*z^3 + 216/55*z + 1
*
[ -1 ] 
f(z) = -105/52*z^3 + 209/52*z + 1
*
[ -1 ] 
f(z) = -105/53*z^3 + 211/53*z + 1
*
[ -1 ] 
f(z) = -104/49*z^3 + 202/49*z + 1
*
[ -7/8 ] 
f(z) = -104/49*z^3 + 211/56*z + 1
*
[ -1 ] 
f(z) = -104/51*z^3 + 206/51*z + 1
*
[ -1 ] 
f(z) = -104/53*z^3 + 210/53*z + 1
*
[ -1 ] 
f(z) = -104/55*z^3 + 214/55*z + 1
*
[ -1 ] 
f(z) = -104/57*z^3 + 218/57*z + 1
*
[ -1/2 ] 
f(z) = -104/59*z^3 + 203/59*z + 1
*
[ -1 ] 
f(z) = -103/49*z^3 + 201/49*z + 1
*
[ -1 ] 
f(z) = -103/50*z^3 + 203/50*z + 1
*
[ -1 ] 
f(z) = -103/51*z^3 + 205/51*z + 1
*
[ -1 ] 
f(z) = -103/52*z^3 + 207/52*z + 1
*
[ -1 ] 
f(z) = -103/53*z^3 + 209/53*z + 1
*
[ -1 ] 
f(z) = -103/54*z^3 + 211/54*z + 1
*
[ -1 ] 
f(z) = -103/55*z^3 + 213/55*z + 1
*
[ -1 ] 
f(z) = -103/56*z^3 + 215/56*z + 1
*
[ -1 ] 
f(z) = -103/57*z^3 + 217/57*z + 1
*
[ -1 ] 
f(z) = -103/58*z^3 + 219/58*z + 1
*
[ -1 ] 
f(z) = -102/49*z^3 + 200/49*z + 1
*
[ -1 ] 
f(z) = -102/53*z^3 + 208/53*z + 1
*
[ -1 ] 
f(z) = -102/55*z^3 + 212/55*z + 1
*
[ -1 ] 
f(z) = -101/50*z^3 + 201/50*z + 1
*
[ -1 ] 
f(z) = -101/51*z^3 + 203/51*z + 1
*
[ -1 ] 
f(z) = -101/52*z^3 + 205/52*z + 1
*
[ -1 ] 
f(z) = -101/53*z^3 + 207/53*z + 1
*
[ -1 ] 
f(z) = -101/54*z^3 + 209/54*z + 1
*
[ -1 ] 
f(z) = -101/55*z^3 + 211/55*z + 1
*
[ -1 ] 
f(z) = -101/56*z^3 + 213/56*z + 1
*
[ -1 ] 
f(z) = -101/57*z^3 + 215/57*z + 1
*
[ -1 ] 
f(z) = -101/58*z^3 + 217/58*z + 1
*
[ -1 ] 
f(z) = -101/59*z^3 + 219/59*z + 1
*
[ 7/6 ] 
f(z) = -116/49*z^3 + 212/63*z + 1
*
[ 6/5 ] 
f(z) = -115/48*z^3 + 217/60*z + 1
*
[ -2/3 ] 
f(z) = -115/56*z^3 + 215/63*z + 1
*
[ -2/3 ] 
f(z) = -113/56*z^3 + 214/63*z + 1
*
[ -2/3 ] 
f(z) = -109/56*z^3 + 212/63*z + 1
*
[ -2/3 ] 
f(z) = -107/56*z^3 + 211/63*z + 1
*
[ -2/3 ] 
f(z) = -103/56*z^3 + 209/63*z + 1
*
[ -2/3 ] 
f(z) = -101/56*z^3 + 208/63*z + 1
*
-4/7 | 0.19425006527097729413584870090367052008 | 0.028748262389023079442163764779049533338
f(z) = -119/48*z^3 + 215/84*z + 1
*
-14/13 | 0.21109236483386601809639044926225708618 | 0.028351984724330186020693864255077094798
f(z) = -117/56*z^3 + 214/91*z + 1
*
[ 6/7 ] 
f(z) = -119/40*z^3 + 212/105*z + 1
*
0 | 0.18521603402596380631411543576835236164 | 0.029147819978504553573177325268338622731
f(z) = -115/42*z^3 + 214/105*z + 1
*
-3/4 | 0.16515558230893824412352674372024267073 | 0.024109859921291009242197434242549228871
f(z) = -118/45*z^3 + 217/120*z + 1
*
-10/13 | 0.20573197684734673355438743045893027447 | 0.028078137713977240532876525286047979011
f(z) = -117/50*z^3 + 219/130*z + 1
*
-5/6 | 0.21143431500270747073726964501978911337 | 0.029388584454719370973805410932078135101
f(z) = -111/50*z^3 + 209/120*z + 1
*
[ 7/9 ] 
f(z) = -114/49*z^3 + 212/189*z + 1
*
[ 7/9 ] 
f(z) = -111/49*z^3 + 205/189*z + 1
*
0 | 0.15758506664183408056811082148319311289 | 0.025665802883002979554911443995247610475
f(z) = -116/51*z^3 + 209/204*z + 1
*
[ -7/5 ] 
f(z) = -120/49*z^3 + 228/35*z + 1
*
[ 10/7 ] 
f(z) = -119/40*z^3 + 223/35*z + 1
*
-2 | 0.10258392451908769157140367548324953047 | 0.016767292378409578485287354616687536973
f(z) = -119/44*z^3 + 227/22*z + 1
*
-2 | 0.10263109794193809004797415951193428958 | 0.016799302459354361096224175087338188504
f(z) = -119/52*z^3 + 225/26*z + 1
*
[ -3/17 ] 
f(z) = -119/54*z^3 + 229/34*z + 1
*
[ -3/2 ] 
f(z) = -118/45*z^3 + 227/30*z + 1
*
-2 | 0.10227506511522939873594035700414004446 | 0.016765527494486490589540060157081973117
f(z) = -117/44*z^3 + 223/22*z + 1
*
[ -7/5 ] 
f(z) = -115/49*z^3 + 221/35*z + 1
*
[ 2 ] 
f(z) = -113/44*z^3 + 237/22*z + 1
*
[ 2 ] 
f(z) = -113/52*z^3 + 239/26*z + 1
*
[ 2 ] 
f(z) = -111/44*z^3 + 233/22*z + 1
*
[ -5/3 ] 
f(z) = -111/50*z^3 + 233/30*z + 1
*
[ 2 ] 
f(z) = -111/52*z^3 + 235/26*z + 1
*
[ 2 ] 
f(z) = -109/44*z^3 + 229/22*z + 1
*
[ 2 ] 
f(z) = -109/52*z^3 + 231/26*z + 1
*
[ -7/4 ] 
f(z) = -108/49*z^3 + 233/28*z + 1
*
[ 2 ] 
f(z) = -107/44*z^3 + 225/22*z + 1
*
[ 2 ] 
f(z) = -107/52*z^3 + 227/26*z + 1
*
[ 2 ] 
f(z) = -105/44*z^3 + 221/22*z + 1
*
[ 2 ] 
f(z) = -105/52*z^3 + 223/26*z + 1
*
[ -2 ] 
f(z) = -103/44*z^3 + 239/22*z + 1
*
[ -2 ] 
f(z) = -101/44*z^3 + 235/22*z + 1
*
[ -7/8 ] 
f(z) = -120/49*z^3 + 225/56*z + 1
*
[ -1 ] 
f(z) = -120/53*z^3 + 226/53*z + 1
*
[ -1 ] 
f(z) = -120/59*z^3 + 238/59*z + 1
*
[ -1 ] 
f(z) = -119/52*z^3 + 223/52*z + 1
*
[ -1 ] 
f(z) = -119/53*z^3 + 225/53*z + 1
*
[ -1 ] 
f(z) = -119/54*z^3 + 227/54*z + 1
*
[ -1 ] 
f(z) = -119/55*z^3 + 229/55*z + 1
*
[ -1 ] 
f(z) = -119/57*z^3 + 233/57*z + 1
*
[ -1 ] 
f(z) = -119/58*z^3 + 235/58*z + 1
*
[ -1 ] 
f(z) = -119/59*z^3 + 237/59*z + 1
*
[ -1 ] 
f(z) = -118/51*z^3 + 220/51*z + 1
*
[ -1 ] 
f(z) = -118/53*z^3 + 224/53*z + 1
*
[ -1 ] 
f(z) = -118/55*z^3 + 228/55*z + 1
*
[ -1 ] 
f(z) = -118/57*z^3 + 232/57*z + 1
*
[ -1 ] 
f(z) = -117/53*z^3 + 223/53*z + 1
*
[ -1/3 ] 
f(z) = -117/53*z^3 + 225/53*z + 1
*
[ -1 ] 
f(z) = -117/55*z^3 + 227/55*z + 1
*
[ -1/3 ] 
f(z) = -117/55*z^3 + 233/55*z + 1
*
[ -1 ] 
f(z) = -117/56*z^3 + 229/56*z + 1
*
[ -1/3 ] 
f(z) = -117/56*z^3 + 237/56*z + 1
*
[ -1 ] 
f(z) = -117/58*z^3 + 233/58*z + 1
*
[ -1 ] 
f(z) = -117/59*z^3 + 235/59*z + 1
*
[ -1 ] 
f(z) = -116/53*z^3 + 222/53*z + 1
*
[ -1 ] 
f(z) = -116/55*z^3 + 226/55*z + 1
*
[ -1 ] 
f(z) = -116/57*z^3 + 230/57*z + 1
*
[ -1 ] 
f(z) = -116/59*z^3 + 234/59*z + 1
*
[ -1 ] 
f(z) = -115/53*z^3 + 221/53*z + 1
*
[ -1 ] 
f(z) = -115/54*z^3 + 223/54*z + 1
*
[ -6/23 ] 
f(z) = -115/54*z^3 + 229/46*z + 1
*
[ -1 ] 
f(z) = -115/56*z^3 + 227/56*z + 1
*
[ -1 ] 
f(z) = -115/57*z^3 + 229/57*z + 1
*
[ -1 ] 
f(z) = -115/58*z^3 + 231/58*z + 1
*
[ -1 ] 
f(z) = -115/59*z^3 + 233/59*z + 1
*
[ -1 ] 
f(z) = -114/53*z^3 + 220/53*z + 1
*
[ -1 ] 
f(z) = -114/55*z^3 + 224/55*z + 1
*
[ -1 ] 
f(z) = -114/59*z^3 + 232/59*z + 1
*
[ -1 ] 
f(z) = -113/54*z^3 + 221/54*z + 1
*
[ -1 ] 
f(z) = -113/55*z^3 + 223/55*z + 1
*
[ -1 ] 
f(z) = -113/56*z^3 + 225/56*z + 1
*
[ -1 ] 
f(z) = -113/57*z^3 + 227/57*z + 1
*
[ -1 ] 
f(z) = -113/58*z^3 + 229/58*z + 1
*
[ -1 ] 
f(z) = -113/59*z^3 + 231/59*z + 1
*
[ -1/4 ] 
f(z) = -112/43*z^3 + 222/43*z + 1
*
[ -1/4 ] 
f(z) = -112/45*z^3 + 232/45*z + 1
*
[ -1 ] 
f(z) = -112/55*z^3 + 222/55*z + 1
*
[ -1 ] 
f(z) = -112/57*z^3 + 226/57*z + 1
*
[ -1 ] 
f(z) = -112/59*z^3 + 230/59*z + 1
*
[ -1 ] 
f(z) = -111/55*z^3 + 221/55*z + 1
*
[ -1 ] 
f(z) = -111/56*z^3 + 223/56*z + 1
*
[ -1 ] 
f(z) = -111/58*z^3 + 227/58*z + 1
*
[ -1 ] 
f(z) = -111/59*z^3 + 229/59*z + 1
*
[ -1 ] 
f(z) = -110/57*z^3 + 224/57*z + 1
*
[ -1 ] 
f(z) = -110/59*z^3 + 228/59*z + 1
*
[ -6/5 ] 
f(z) = -109/54*z^3 + 237/50*z + 1
*
[ -1 ] 
f(z) = -109/56*z^3 + 221/56*z + 1
*
[ -1 ] 
f(z) = -109/57*z^3 + 223/57*z + 1
*
[ -1 ] 
f(z) = -109/58*z^3 + 225/58*z + 1
*
[ -1 ] 
f(z) = -109/59*z^3 + 227/59*z + 1
*
[ 14/9 ] 
f(z) = -108/49*z^3 + 239/42*z + 1
*
[ -1/3 ] 
f(z) = -108/53*z^3 + 224/53*z + 1
*
[ -1/3 ] 
f(z) = -108/55*z^3 + 232/55*z + 1
*
[ -1 ] 
f(z) = -108/59*z^3 + 226/59*z + 1
*
[ -1 ] 
f(z) = -107/57*z^3 + 221/57*z + 1
*
[ -1 ] 
f(z) = -107/58*z^3 + 223/58*z + 1
*
[ -1 ] 
f(z) = -107/59*z^3 + 225/59*z + 1
*
[ -1 ] 
f(z) = -106/57*z^3 + 220/57*z + 1
*
[ -1 ] 
f(z) = -106/59*z^3 + 224/59*z + 1
*
[ -1 ] 
f(z) = -105/58*z^3 + 221/58*z + 1
*
[ -1 ] 
f(z) = -105/59*z^3 + 223/59*z + 1
*
[ -1 ] 
f(z) = -104/59*z^3 + 222/59*z + 1
*
[ -6/5 ] 
f(z) = -103/54*z^3 + 229/50*z + 1
*
[ -1 ] 
f(z) = -103/59*z^3 + 221/59*z + 1
*
[ -1 ] 
f(z) = -102/59*z^3 + 220/59*z + 1
*
[ -12/17 ] 
f(z) = -119/54*z^3 + 239/68*z + 1
*
[ -7/9 ] 
f(z) = -117/49*z^3 + 235/63*z + 1
*
-2/9 | 0.16851347655937096959300068932935889686 | 0.022455315028658448759110450277387824741
f(z) = -117/56*z^3 + 227/63*z + 1
*
[ -3/4 ] 
f(z) = -116/45*z^3 + 227/60*z + 1
*
[ -4/5 ] 
f(z) = -115/48*z^3 + 227/60*z + 1
*
[ -2/5 ] 
f(z) = -115/48*z^3 + 233/60*z + 1
*
[ -2/3 ] 
f(z) = -111/44*z^3 + 239/66*z + 1
*
[ -2/3 ] 
f(z) = -105/44*z^3 + 235/66*z + 1
*
-2/7 | 0.14099782457294058723134947411097560349 | 0.020700743760701015451126619007165014872
f(z) = -119/48*z^3 + 227/84*z + 1
*
-5/9 | 0.20595812195745492157183752660057321839 | 0.029278755168103003255129894646743102627
f(z) = -117/50*z^3 + 227/90*z + 1
*
[ 14/13 ] 
f(z) = -117/56*z^3 + 227/91*z + 1
*
4/3 | 0.17648554402658829271751470539457590487 | 0.028723992817919348937833838297440865385
f(z) = -111/56*z^3 + 233/84*z + 1
*
0 | 0.15633299104936085663864595727960600650 | 0.027176187223474273660157796437877729311
f(z) = -105/44*z^3 + 227/132*z + 1
*
0 | 0.16013193508123246793936920161286198045 | 0.027570249069728252568310808929521025968
f(z) = -111/52*z^3 + 229/156*z + 1
*
0 | 0.16560796175580424289022654795548146721 | 0.028256953152928590365126801678312459383
f(z) = -117/56*z^3 + 239/168*z + 1
*
[ 7/9 ] 
f(z) = -120/49*z^3 + 226/189*z + 1
*
0 | 0.16267755719411587384715235166488947281 | 0.026495214333489505668935395991442051194
f(z) = -116/45*z^3 + 239/180*z + 1
*
0 | 0.14291882627566041237258895311649996418 | 0.023410920048331168103503562520080018132
f(z) = -112/45*z^3 + 223/180*z + 1
*
0 | 0.18308866000644492356901595973190765896 | 0.029321551284444871283505965525782789800
f(z) = -103/42*z^3 + 221/210*z + 1
*
-1/12 | 0.15442214858127092007013586503315533326 | 0.025446822464202404965320494511224022469
f(z) = -108/55*z^3 + 223/220*z + 1
*
15/17 | 0.19196931642267888658206623818428447708 | 0.025218184708455860260095318659101288853
f(z) = -119/45*z^3 + 236/255*z + 1
*
0 | 0.17396552890549989828310461544977619543 | 0.027377305348693635697848490464567182881
f(z) = -115/49*z^3 + 232/245*z + 1
*
[ 3/4 ] 
f(z) = -103/45*z^3 + 229/240*z + 1
*
[ 3/4 ] 
f(z) = -101/45*z^3 + 223/240*z + 1
*
0 | 0.16781302395290233996511377284882673244 | 0.026409073263829793232814060121357919893
f(z) = -115/57*z^3 + 233/285*z + 1
*
[ 2 ] 
f(z) = -119/44*z^3 + 249/22*z + 1
*
[ 2 ] 
f(z) = -119/52*z^3 + 251/26*z + 1
*
[ 2 ] 
f(z) = -117/44*z^3 + 245/22*z + 1
*
[ -7/4 ] 
f(z) = -116/49*z^3 + 247/28*z + 1
*
[ 2 ] 
f(z) = -115/44*z^3 + 241/22*z + 1
*
[ 2 ] 
f(z) = -115/52*z^3 + 243/26*z + 1
*
[ 12/5 ] 
f(z) = -115/54*z^3 + 257/20*z + 1
*
[ -2 ] 
f(z) = -113/44*z^3 + 259/22*z + 1
*
[ -2 ] 
f(z) = -111/44*z^3 + 255/22*z + 1
*
[ -2 ] 
f(z) = -109/44*z^3 + 251/22*z + 1
*
[ -2 ] 
f(z) = -109/52*z^3 + 257/26*z + 1
*
[ -2 ] 
f(z) = -107/44*z^3 + 247/22*z + 1
*
[ -2 ] 
f(z) = -107/52*z^3 + 253/26*z + 1
*
[ -2 ] 
f(z) = -105/44*z^3 + 243/22*z + 1
*
[ -2 ] 
f(z) = -105/52*z^3 + 249/26*z + 1
*
[ -2 ] 
f(z) = -103/52*z^3 + 245/26*z + 1
*
[ 7/3 ] 
f(z) = -102/49*z^3 + 250/21*z + 1
*
[ -2 ] 
f(z) = -101/52*z^3 + 241/26*z + 1
*
[ -10/9 ] 
f(z) = -117/40*z^3 + 248/45*z + 1
*
[ -2/9 ] 
f(z) = -117/40*z^3 + 254/45*z + 1
*
[ -1/3 ] 
f(z) = -117/58*z^3 + 245/58*z + 1
*
[ -1/3 ] 
f(z) = -117/59*z^3 + 249/59*z + 1
*
[ -5/4 ] 
f(z) = -112/45*z^3 + 256/45*z + 1
*
[ -1/4 ] 
f(z) = -112/47*z^3 + 242/47*z + 1
*
[ -1/3 ] 
f(z) = -108/59*z^3 + 248/59*z + 1
*
[ 3/2 ] 
f(z) = -104/51*z^3 + 251/51*z + 1
*
[ 3/2 ] 
f(z) = -104/57*z^3 + 253/57*z + 1
*
[ -5/7 ] 
f(z) = -119/50*z^3 + 253/70*z + 1
*
[ -3/8 ] 
f(z) = -112/45*z^3 + 241/60*z + 1
*
[ -7/10 ] 
f(z) = -110/49*z^3 + 247/70*z + 1
*
0 | 0.13269431289986936875919725834334037223 | 0.023912866010445946819588131210324813173
f(z) = -106/45*z^3 + 257/90*z + 1
*
-6/7 | 0.20882519687598178865108985409007004068 | 0.026691544929576793825680836674682178105
f(z) = -119/40*z^3 + 247/105*z + 1
*
-1/2 | 0.15968917896884497560813529961786766102 | 0.028737469865138235129768838010065321297
f(z) = -110/51*z^3 + 259/102*z + 1
*
-3/4 | 0.16496420130789149878994426908019647577 | 0.029812504911131297941081038540236671825
f(z) = -104/51*z^3 + 253/102*z + 1
*
0 | 0.12299374428471345966445019727144639961 | 0.021176089343002255257643854970608341475
f(z) = -111/40*z^3 + 253/120*z + 1
*
-4/7 | 0.18464429482686875024877998892927018537 | 0.027456263366345829411503473598822895935
f(z) = -119/40*z^3 + 241/140*z + 1
*
-5/18 | 0.16018721821250525314061995304899756615 | 0.027710487029028725210801442125363942087
f(z) = -108/55*z^3 + 256/165*z + 1
*
[ 3/4 ] 
f(z) = -113/45*z^3 + 259/240*z + 1
*
[ 3/4 ] 
f(z) = -109/45*z^3 + 247/240*z + 1
*
[ 3/4 ] 
f(z) = -107/45*z^3 + 241/240*z + 1
*
[ 14/19 ] 
f(z) = -114/49*z^3 + 241/266*z + 1
*
[ 3/4 ] 
f(z) = -104/47*z^3 + 257/282*z + 1
*
[ 3/4 ] 
f(z) = -104/49*z^3 + 253/294*z + 1
*
[ 10/3 ] 
f(z) = -117/50*z^3 + 267/10*z + 1
*
[ -10/3 ] 
f(z) = -117/50*z^3 + 273/10*z + 1
*
[ -10/7 ] 
f(z) = -119/40*z^3 + 272/35*z + 1
*
[ -2 ] 
f(z) = -119/44*z^3 + 271/22*z + 1
*
[ -2 ] 
f(z) = -119/52*z^3 + 277/26*z + 1
*
[ -2 ] 
f(z) = -117/44*z^3 + 267/22*z + 1
*
[ -2 ] 
f(z) = -115/44*z^3 + 263/22*z + 1
*
[ -2 ] 
f(z) = -115/52*z^3 + 269/26*z + 1
*
[ 7/3 ] 
f(z) = -114/49*z^3 + 278/21*z + 1
*
[ -2 ] 
f(z) = -113/52*z^3 + 265/26*z + 1
*
[ 7/3 ] 
f(z) = -111/49*z^3 + 271/21*z + 1
*
[ -2 ] 
f(z) = -111/52*z^3 + 261/26*z + 1
*
[ -7/3 ] 
f(z) = -102/49*z^3 + 268/21*z + 1
*
[ 3/2 ] 
f(z) = -116/51*z^3 + 278/51*z + 1
*
[ -1/4 ] 
f(z) = -112/51*z^3 + 262/51*z + 1
*
[ 3/2 ] 
f(z) = -112/51*z^3 + 269/51*z + 1
*
[ -1/4 ] 
f(z) = -112/53*z^3 + 272/53*z + 1
*
[ -5/4 ] 
f(z) = -112/55*z^3 + 274/55*z + 1
*
[ 3/2 ] 
f(z) = -112/57*z^3 + 271/57*z + 1
*
[ -10/13 ] 
f(z) = -117/40*z^3 + 262/65*z + 1
*
[ -2/3 ] 
f(z) = -111/52*z^3 + 269/78*z + 1
*
[ -7/11 ] 
f(z) = -110/49*z^3 + 268/77*z + 1
*
[ -2/3 ] 
f(z) = -105/52*z^3 + 265/78*z + 1
*
[ 10/9 ] 
f(z) = -117/50*z^3 + 269/90*z + 1
*
0 | 0.15475284264729903265139451595260789670 | 0.027660558721853563326182377650819821855
f(z) = -112/45*z^3 + 269/90*z + 1
*
[ 7/6 ] 
f(z) = -111/49*z^3 + 271/84*z + 1
*
-1/2 | 0.15745106828430694628904749999545441577 | 0.028256768814190579156921287110694244233
f(z) = -118/51*z^3 + 263/102*z + 1
*
-1/3 | 0.10685308051491474143651006965310122512 | 0.018397117615355631305866909590226702964
f(z) = -111/40*z^3 + 277/120*z + 1
*
[ 15/17 ] 
f(z) = -119/54*z^3 + 269/170*z + 1
*
0 | 0.17307360912337758479754580437921258227 | 0.029939679671059665900810941054377090249
f(z) = -108/55*z^3 + 269/165*z + 1
*
0 | 0.18787242319078082998978395713395296287 | 0.029565861286732127026644576008490904117
f(z) = -115/44*z^3 + 267/220*z + 1
*
0 | 0.15748571412957702483931219003187027188 | 0.025951659427885524426278096175675719193
f(z) = -108/55*z^3 + 267/220*z + 1
*
0 | 0.16304666579302917244268111330253431821 | 0.026031661880233830025328536286649461947
f(z) = -105/44*z^3 + 261/220*z + 1
*
[ 3/4 ] 
f(z) = -119/45*z^3 + 277/240*z + 1
*
15/16 | 0.17770982485142946143046185887028743527 | 0.023722833651658342351825529423765703542
f(z) = -112/45*z^3 + 269/240*z + 1
*
[ 3/4 ] 
f(z) = -104/41*z^3 + 269/246*z + 1
*
[ 3/4 ] 
f(z) = -104/43*z^3 + 265/258*z + 1
*
0 | 0.14595761986820080534106187468705049566 | 0.022969644344144293698770006996564923164
f(z) = -115/52*z^3 + 263/260*z + 1
*
[ 4/5 ] 
f(z) = -105/52*z^3 + 271/260*z + 1
*
0 | 0.14526372807983206211922158708646009348 | 0.022638271581895784184947599839982891272
f(z) = -102/49*z^3 + 269/294*z + 1
*
[ 7/3 ] 
f(z) = -120/49*z^3 + 292/21*z + 1
*
[ -7/3 ] 
f(z) = -114/49*z^3 + 296/21*z + 1
*
[ -7/3 ] 
f(z) = -111/49*z^3 + 289/21*z + 1
*
5/3 | 0.12151529966870454553402669866707897966 | 0.021392888567471247168205334338873815032
f(z) = -117/40*z^3 + 293/40*z + 1
*
[ -4/3 ] 
f(z) = -117/44*z^3 + 285/44*z + 1
*
[ 3/2 ] 
f(z) = -116/57*z^3 + 280/57*z + 1
*
[ -1/4 ] 
f(z) = -112/55*z^3 + 282/55*z + 1
*
[ -1/4 ] 
f(z) = -112/57*z^3 + 292/57*z + 1
*
[ -1/6 ] 
f(z) = -108/41*z^3 + 290/41*z + 1
*
[ -14/9 ] 
f(z) = -108/49*z^3 + 293/42*z + 1
*
[ -7/20 ] 
f(z) = -120/49*z^3 + 291/70*z + 1
*
-14/9 | 0.22271320637716501069530813446279886940 | 0.028663952460521078616355839562481110083
f(z) = -117/56*z^3 + 296/63*z + 1
*
3/2 | 0.12832962191097468314677659625970305586 | 0.019048575228434323477947712333762760793
f(z) = -112/45*z^3 + 281/60*z + 1
*
[ -7/6 ] 
f(z) = -104/49*z^3 + 299/63*z + 1
*
[ -4/7 ] 
f(z) = -119/48*z^3 + 299/84*z + 1
*
0 | 0.14054278240734261681076109837222603252 | 0.024926204655364435636365578325340131965
f(z) = -118/45*z^3 + 281/90*z + 1
*
-7/9 | 0.21671931891333140549592593494931603999 | 0.028548165707418770485573237118092954723
f(z) = -108/49*z^3 + 283/84*z + 1
*
[ -1/2 ] 
f(z) = -106/41*z^3 + 299/82*z + 1
*
[ -1/2 ] 
f(z) = -102/41*z^3 + 297/82*z + 1
*
-7/15 | 0.21761611198222793694165127091591563679 | 0.028693105685680795530745654689428182217
f(z) = -120/49*z^3 + 281/105*z + 1
*
-3/7 | 0.18838283659315916750891037497667011145 | 0.027748360683282407262885573751194269683
f(z) = -119/45*z^3 + 296/105*z + 1
*
-6/5 | 0.22780129862322188629440633218418528321 | 0.029357297179881385074105123835890778991
f(z) = -115/56*z^3 + 293/105*z + 1
*
-3/7 | 0.15986472229867960695276635324916551221 | 0.023583094125507699131816882310685873345
f(z) = -112/45*z^3 + 293/105*z + 1
*
0 | 0.14407014459523592433427819183969838561 | 0.024804857119771008305173141290075673765
f(z) = -111/50*z^3 + 283/150*z + 1
*
[ 5/6 ] 
f(z) = -117/40*z^3 + 293/160*z + 1
*
0 | 0.17226207730286277087275131887744066321 | 0.028564262578578006879936068789681348894
f(z) = -104/45*z^3 + 281/180*z + 1
*
0 | 0.12908075408923685622756076036862427907 | 0.020313698015773680088748571666688377871
f(z) = -115/42*z^3 + 281/210*z + 1
*
[ 5/6 ] 
f(z) = -117/55*z^3 + 281/220*z + 1
*
[ 4/5 ] 
f(z) = -105/44*z^3 + 281/220*z + 1
*
[ 14/17 ] 
f(z) = -102/49*z^3 + 285/238*z + 1
*
0 | 0.16650226791647667911974452833473954548 | 0.026202796948788312530061716941275410617
f(z) = -115/48*z^3 + 287/240*z + 1
*
[ -4/3 ] 
f(z) = -117/64*z^3 + 5*z + 1
*
[ 2/3 ] 
f(z) = -117/64*z^3 + 5/16*z + 1
*
[ 4/3 ] 
f(z) = -117/64*z^3 + 7/2*z + 1
*
-4/5 | 0.15685050809395080110548188093505777700 | 0.024683880083613937355732103150087748845
f(z) = -115/64*z^3 + 7/5*z + 1
*
[ 4/5 ] 
f(z) = -115/64*z^3 + 9/10*z + 1
*
[ -4/5 ] 
f(z) = -115/64*z^3 + 17/5*z + 1
*
[ 4/3 ] 
f(z) = -111/64*z^3 + 10/3*z + 1
*
[ 4/5 ] 
f(z) = -105/64*z^3 + 4/5*z + 1
*
-4/5 | 0.18458727083688120188177146914291293023 | 0.029470786160818713875442493746937378573
f(z) = -105/64*z^3 + 13/10*z + 1
*
[ -4/3 ] 
f(z) = -105/64*z^3 + 14/3*z + 1
*
[ 4/3 ] 
f(z) = -105/64*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -117/68*z^3 + 9/34*z + 1
*
[ 2/3 ] 
f(z) = -117/76*z^3 + 7/38*z + 1
*
[ 4/5 ] 
f(z) = -101/64*z^3 + 19/25*z + 1
*
[ 2/3 ] 
f(z) = -111/64*z^3 + 13/48*z + 1
*
[ 2/3 ] 
f(z) = -105/64*z^3 + 11/48*z + 1
*
[ 2/3 ] 
f(z) = -117/70*z^3 + 17/70*z + 1
*
[ 2/3 ] 
f(z) = -117/74*z^3 + 15/74*z + 1
*
[ 2/3 ] 
f(z) = -119/72*z^3 + 19/81*z + 1
*
[ 2/3 ] 
f(z) = -115/72*z^3 + 17/81*z + 1
*
[ 2/3 ] 
f(z) = -113/72*z^3 + 16/81*z + 1
*
[ 2/3 ] 
f(z) = -109/72*z^3 + 14/81*z + 1
*
[ 2/3 ] 
f(z) = -107/72*z^3 + 13/81*z + 1
*
[ 2/3 ] 
f(z) = -103/72*z^3 + 11/81*z + 1
*
[ 2/3 ] 
f(z) = -101/72*z^3 + 10/81*z + 1
*
[ 2/3 ] 
f(z) = -111/76*z^3 + 17/114*z + 1
*
[ 2/3 ] 
f(z) = -105/68*z^3 + 19/102*z + 1
*
[ 2/3 ] 
f(z) = -105/76*z^3 + 13/114*z + 1
*
[ 2/3 ] 
f(z) = -108/77*z^3 + 19/154*z + 1
*
[ 2/3 ] 
f(z) = -108/79*z^3 + 17/158*z + 1
*
[ -4 ] 
f(z) = -119/64*z^3 + 31*z + 1
*
[ 4/3 ] 
f(z) = -119/64*z^3 + 32/9*z + 1
*
[ 4 ] 
f(z) = -117/64*z^3 + 30*z + 1
*
[ -4 ] 
f(z) = -115/64*z^3 + 30*z + 1
*
[ 4/3 ] 
f(z) = -115/64*z^3 + 31/9*z + 1
*
-6/5 | 0.19480714609941603601666795508304240513 | 0.029321690469442501011307671994857398557
f(z) = -115/72*z^3 + 32/15*z + 1
*
[ 6/5 ] 
f(z) = -115/72*z^3 + 37/15*z + 1
*
[ 4 ] 
f(z) = -113/64*z^3 + 29*z + 1
*
[ 5/4 ] 
f(z) = -112/75*z^3 + 38/15*z + 1
*
[ -4 ] 
f(z) = -111/64*z^3 + 29*z + 1
*
[ -4/3 ] 
f(z) = -111/64*z^3 + 29/6*z + 1
*
[ 4 ] 
f(z) = -109/64*z^3 + 28*z + 1
*
[ -4 ] 
f(z) = -107/64*z^3 + 28*z + 1
*
[ 4/3 ] 
f(z) = -107/64*z^3 + 29/9*z + 1
*
[ -4/7 ] 
f(z) = -105/64*z^3 + 23/7*z + 1
*
[ 4 ] 
f(z) = -105/64*z^3 + 27*z + 1
*
[ -4/5 ] 
f(z) = -105/64*z^3 + 33/10*z + 1
*
[ -4 ] 
f(z) = -103/64*z^3 + 27*z + 1
*
[ 4/3 ] 
f(z) = -103/64*z^3 + 28/9*z + 1
*
[ 4 ] 
f(z) = -101/64*z^3 + 26*z + 1
*
[ 6/7 ] 
f(z) = -119/72*z^3 + 22/21*z + 1
*
-6/7 | 0.16461632181020015277008058031270250272 | 0.024478141013010586492766387692611371786
f(z) = -119/72*z^3 + 29/21*z + 1
*
[ 4/5 ] 
f(z) = -117/64*z^3 + 23/25*z + 1
*
[ 4/5 ] 
f(z) = -113/64*z^3 + 22/25*z + 1
*
[ 4/5 ] 
f(z) = -109/64*z^3 + 21/25*z + 1
*
4/21 | 0.16961794158660907495909466339733681237 | 0.021755737924192671352143105048927008974
f(z) = -105/64*z^3 + 38/21*z + 1
*
[ 12/17 ] 
f(z) = -119/64*z^3 + 26/51*z + 1
*
[ 3/4 ] 
f(z) = -104/63*z^3 + 25/42*z + 1
*
[ 4/5 ] 
f(z) = -103/64*z^3 + 39/50*z + 1
*
[ 2/3 ] 
f(z) = -117/62*z^3 + 21/62*z + 1
*
[ 3/4 ] 
f(z) = -112/75*z^3 + 38/75*z + 1
*
[ 5/7 ] 
f(z) = -112/75*z^3 + 38/105*z + 1
*
[ 2/3 ] 
f(z) = -111/68*z^3 + 23/102*z + 1
*
[ 2/3 ] 
f(z) = -117/67*z^3 + 37/134*z + 1
*
[ 2/3 ] 
f(z) = -108/61*z^3 + 35/122*z + 1
*
[ 2/3 ] 
f(z) = -108/65*z^3 + 31/130*z + 1
*
[ 2/3 ] 
f(z) = -108/67*z^3 + 29/134*z + 1
*
[ 2/3 ] 
f(z) = -117/71*z^3 + 33/142*z + 1
*
[ 2/3 ] 
f(z) = -117/73*z^3 + 31/146*z + 1
*
[ 2/3 ] 
f(z) = -117/77*z^3 + 27/154*z + 1
*
[ 2/3 ] 
f(z) = -117/79*z^3 + 25/158*z + 1
*
[ 2/3 ] 
f(z) = -109/64*z^3 + 37/144*z + 1
*
[ 2/3 ] 
f(z) = -108/71*z^3 + 25/142*z + 1
*
[ 2/3 ] 
f(z) = -108/73*z^3 + 23/146*z + 1
*
[ 2/3 ] 
f(z) = -107/64*z^3 + 35/144*z + 1
*
[ 2/3 ] 
f(z) = -103/64*z^3 + 31/144*z + 1
*
[ 2/3 ] 
f(z) = -101/64*z^3 + 29/144*z + 1
*
0 | 0.16339258151194414225078098198623427316 | 0.025713419341792303934582583665834278995
f(z) = -115/78*z^3 + 34/195*z + 1
*
[ 2/3 ] 
f(z) = -105/74*z^3 + 29/222*z + 1
*
[ -4/7 ] 
f(z) = -119/64*z^3 + 47/14*z + 1
*
-2 | 0.089125474069968796415976126278715281424 | 0.014642479485219963129255841210223013144
f(z) = -119/72*z^3 + 55/9*z + 1
*
[ -2/3 ] 
f(z) = -117/64*z^3 + 53/16*z + 1
*
[ 4 ] 
f(z) = -115/64*z^3 + 59/2*z + 1
*
-2 | 0.088493292519211446662935159737669749258 | 0.014627634948557986211496602169859523963
f(z) = -115/72*z^3 + 53/9*z + 1
*
[ -4/3 ] 
f(z) = -113/64*z^3 + 44/9*z + 1
*
[ -4 ] 
f(z) = -113/64*z^3 + 59/2*z + 1
*
-2 | 0.088168348560459270484598682709890097983 | 0.014619955238161378194643496605819997091
f(z) = -113/72*z^3 + 52/9*z + 1
*
[ 4 ] 
f(z) = -111/64*z^3 + 57/2*z + 1
*
[ -4/3 ] 
f(z) = -109/64*z^3 + 43/9*z + 1
*
[ -4 ] 
f(z) = -109/64*z^3 + 57/2*z + 1
*
[ 4/3 ] 
f(z) = -109/64*z^3 + 59/18*z + 1
*
-2 | 0.087499529647248178703335588563962501018 | 0.014604030276617976038530369289666490315
f(z) = -109/72*z^3 + 50/9*z + 1
*
[ 2 ] 
f(z) = -109/72*z^3 + 59/9*z + 1
*
[ 4 ] 
f(z) = -107/64*z^3 + 55/2*z + 1
*
-2 | 0.087155114561720080709101942268341404036 | 0.014595761649731715592360383199520152064
f(z) = -107/72*z^3 + 49/9*z + 1
*
[ 2 ] 
f(z) = -107/72*z^3 + 58/9*z + 1
*
-4/15 | 0.22483022886934860315155582857499276455 | 0.028387356953046248251126741277077005064
f(z) = -105/64*z^3 + 43/15*z + 1
*
[ -4 ] 
f(z) = -105/64*z^3 + 55/2*z + 1
*
-4/3 | 0.10331189371105580467347988691482938707 | 0.012569387384161884652698323765084274505
f(z) = -105/64*z^3 + 58/15*z + 1
*
[ 4 ] 
f(z) = -103/64*z^3 + 53/2*z + 1
*
-2 | 0.086444776534712681407606413653100678661 | 0.014578544051585495667140232392219503375
f(z) = -103/72*z^3 + 47/9*z + 1
*
[ 2 ] 
f(z) = -103/72*z^3 + 56/9*z + 1
*
[ -4/3 ] 
f(z) = -101/64*z^3 + 41/9*z + 1
*
[ -4 ] 
f(z) = -101/64*z^3 + 53/2*z + 1
*
[ 4/3 ] 
f(z) = -101/64*z^3 + 55/18*z + 1
*
-2 | 0.086078187734801839019682119285459506675 | 0.014569563195989884931012529588646126667
f(z) = -101/72*z^3 + 46/9*z + 1
*
[ 2 ] 
f(z) = -101/72*z^3 + 55/9*z + 1
*
4/15 | 0.12233897599449423307640691964589256153 | 0.016617604001336357996862772162777821587
f(z) = -105/64*z^3 + 41/30*z + 1
*
[ 4/5 ] 
f(z) = -119/64*z^3 + 47/50*z + 1
*
[ 4/5 ] 
f(z) = -111/64*z^3 + 43/50*z + 1
*
[ 4/5 ] 
f(z) = -107/64*z^3 + 41/50*z + 1
*
-2/3 | 0.14292287323990716802163565046550160109 | 0.024845035814981791632593455347915842979
f(z) = -105/64*z^3 + 59/48*z + 1
*
[ 3/4 ] 
f(z) = -112/69*z^3 + 40/69*z + 1
*
[ 28/39 ] 
f(z) = -117/64*z^3 + 50/91*z + 1
*
[ 3/4 ] 
f(z) = -116/63*z^3 + 59/84*z + 1
*
[ 5/7 ] 
f(z) = -119/75*z^3 + 43/105*z + 1
*
5/28 | 0.16771493096359519749106623882929471237 | 0.025165761953004636711937994126120364938
f(z) = -112/75*z^3 + 47/105*z + 1
*
0 | 0.16149573876900461592083604191215737095 | 0.027805057993601044805087837967638042565
f(z) = -111/70*z^3 + 44/105*z + 1
*
-4/35 | 0.098962946367706353390224013968620651818 | 0.010632121776065060165582650116627252149
f(z) = -105/64*z^3 + 46/105*z + 1
*
[ 2/3 ] 
f(z) = -117/61*z^3 + 43/122*z + 1
*
[ 2/3 ] 
f(z) = -119/64*z^3 + 47/144*z + 1
*
[ 2/3 ] 
f(z) = -115/64*z^3 + 43/144*z + 1
*
[ 2/3 ] 
f(z) = -113/64*z^3 + 41/144*z + 1
*
[ 2/3 ] 
f(z) = -111/62*z^3 + 55/186*z + 1
*
[ 2/3 ] 
f(z) = -105/62*z^3 + 47/186*z + 1
*
0 | 0.15403270679109895764827380476848368179 | 0.026776316695506200280436008955371290402
f(z) = -105/64*z^3 + 59/192*z + 1
*
[ 2/3 ] 
f(z) = -111/70*z^3 + 43/210*z + 1
*
15/16 | 0.20449990478539128130241733551293233830 | 0.027299094054364457765151186380335588225
f(z) = -112/75*z^3 + 59/240*z + 1
*
[ 4 ] 
f(z) = -119/64*z^3 + 61/2*z + 1
*
[ 2 ] 
f(z) = -119/72*z^3 + 64/9*z + 1
*
[ -2 ] 
f(z) = -119/72*z^3 + 73/9*z + 1
*
[ -4 ] 
f(z) = -117/64*z^3 + 61/2*z + 1
*
[ -4/9 ] 
f(z) = -117/64*z^3 + 65/18*z + 1
*
[ 2 ] 
f(z) = -115/72*z^3 + 62/9*z + 1
*
[ -6/5 ] 
f(z) = -115/72*z^3 + 62/15*z + 1
*
[ -2 ] 
f(z) = -115/72*z^3 + 71/9*z + 1
*
[ 4/3 ] 
f(z) = -113/64*z^3 + 61/18*z + 1
*
[ 2 ] 
f(z) = -113/72*z^3 + 61/9*z + 1
*
[ -2 ] 
f(z) = -113/72*z^3 + 70/9*z + 1
*
[ -5/4 ] 
f(z) = -112/75*z^3 + 62/15*z + 1
*
[ -2 ] 
f(z) = -109/72*z^3 + 68/9*z + 1
*
[ -2 ] 
f(z) = -107/72*z^3 + 67/9*z + 1
*
28/15 | 0.17549937208132575747062961422730429864 | 0.020983772768817886883997581045390595322
f(z) = -105/64*z^3 + 67/15*z + 1
*
[ -4/15 ] 
f(z) = -105/64*z^3 + 73/15*z + 1
*
[ -2 ] 
f(z) = -103/72*z^3 + 65/9*z + 1
*
[ -2 ] 
f(z) = -101/72*z^3 + 64/9*z + 1
*
[ -6/7 ] 
f(z) = -119/72*z^3 + 71/21*z + 1
*
-12/13 | 0.22164568248687873781603056283203145289 | 0.026305796135900418975329340570397955468
f(z) = -117/64*z^3 + 64/39*z + 1
*
4/3 | 0.10939013127583162472681615709281323526 | 0.014154276166296213504795723665492145122
f(z) = -105/64*z^3 + 71/30*z + 1
*
[ 5/4 ] 
f(z) = -104/75*z^3 + 71/30*z + 1
*
-2/5 | 0.16536971242024672630483463897901195723 | 0.025643130516448246942020722928539375067
f(z) = -115/72*z^3 + 79/45*z + 1
*
-2/3 | 0.14905658054438368742333655267454582898 | 0.025663382191728144906646952905425523156
f(z) = -111/64*z^3 + 61/48*z + 1
*
[ 5/6 ] 
f(z) = -108/65*z^3 + 62/65*z + 1
*
[ 3/4 ] 
f(z) = -104/69*z^3 + 71/138*z + 1
*
[ 3/4 ] 
f(z) = -104/75*z^3 + 67/150*z + 1
*
13/18 | 0.13691372912202982170992814786001988055 | 0.023684449716199514907222660382247698423
f(z) = -108/65*z^3 + 79/195*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.027100416269593750579295662889540759971
f(z) = -111/68*z^3 + 61/204*z + 1
*
[ 2/3 ] 
f(z) = -107/60*z^3 + 79/270*z + 1
*
[ 2/3 ] 
f(z) = -103/60*z^3 + 71/270*z + 1
*
[ 2/3 ] 
f(z) = -101/60*z^3 + 67/270*z + 1
*
[ -4/17 ] 
f(z) = -119/64*z^3 + 91/17*z + 1
*
[ -4/3 ] 
f(z) = -119/64*z^3 + 91/18*z + 1
*
[ -4/3 ] 
f(z) = -115/64*z^3 + 89/18*z + 1
*
[ -4/3 ] 
f(z) = -107/64*z^3 + 85/18*z + 1
*
-2 | 0.10071953544016777107921500964854466722 | 0.016838749480124013588870659755022433529
f(z) = -107/64*z^3 + 99/16*z + 1
*
-2 | 0.10037108256244995845604578962621310649 | 0.016837945420930164725523387454280614089
f(z) = -105/64*z^3 + 97/16*z + 1
*
[ -4/3 ] 
f(z) = -103/64*z^3 + 83/18*z + 1
*
-2 | 0.10001550896679215104647481666882085741 | 0.016837142350229020655051574424557441199
f(z) = -103/64*z^3 + 95/16*z + 1
*
-2 | 0.099652497606284192308203039490458429619 | 0.016836338015141131902623322561276876288
f(z) = -101/64*z^3 + 93/16*z + 1
*
[ -4/5 ] 
f(z) = -119/64*z^3 + 86/25*z + 1
*
[ 3/2 ] 
f(z) = -116/63*z^3 + 94/21*z + 1
*
[ -4/5 ] 
f(z) = -111/64*z^3 + 84/25*z + 1
*
[ -4/9 ] 
f(z) = -111/64*z^3 + 97/27*z + 1
*
[ -4/5 ] 
f(z) = -107/64*z^3 + 83/25*z + 1
*
[ 3/2 ] 
f(z) = -104/63*z^3 + 85/21*z + 1
*
[ -4/5 ] 
f(z) = -103/64*z^3 + 82/25*z + 1
*
[ 8/9 ] 
f(z) = -117/64*z^3 + 95/72*z + 1
*
5/4 | 0.17999038157422629371360256633518612655 | 0.029105117737057060878207228545782913637
f(z) = -116/75*z^3 + 97/60*z + 1
*
-3/4 | 0.11973793412588244815145977283204900353 | 0.025376276945684162124886851800881168910
f(z) = -112/75*z^3 + 88/75*z + 1
*
[ 13/18 ] 
f(z) = -108/65*z^3 + 94/195*z + 1
*
[ 12/17 ] 
f(z) = -119/72*z^3 + 83/204*z + 1
*
[ 2/3 ] 
f(z) = -113/60*z^3 + 91/270*z + 1
*
[ 2/3 ] 
f(z) = -109/60*z^3 + 83/270*z + 1
*
-2 | 0.10267605267330463858557919073573353639 | 0.016843669239775012373771598836580753361
f(z) = -119/64*z^3 + 111/16*z + 1
*
[ 8/3 ] 
f(z) = -117/64*z^3 + 109/8*z + 1
*
-2 | 0.10236471866268082014648715089057073335 | 0.016842833876031767125350567556178735817
f(z) = -117/64*z^3 + 109/16*z + 1
*
[ -8/3 ] 
f(z) = -117/64*z^3 + 115/8*z + 1
*
-2 | 0.10204778535210469591257511066600491676 | 0.016842005362511212518675411708385202329
f(z) = -115/64*z^3 + 107/16*z + 1
*
-2 | 0.10172503695740575486900557573864341551 | 0.016841183330809006839904635961299409340
f(z) = -113/64*z^3 + 105/16*z + 1
*
-2 | 0.10139624431287867210239658690819586599 | 0.016840367231565857750065599941894535644
f(z) = -111/64*z^3 + 103/16*z + 1
*
[ 2 ] 
f(z) = -111/64*z^3 + 119/16*z + 1
*
-2 | 0.10106116368416979225868191209122623914 | 0.016839556294515522718823189153338255131
f(z) = -109/64*z^3 + 101/16*z + 1
*
[ 2 ] 
f(z) = -109/64*z^3 + 117/16*z + 1
*
[ 2 ] 
f(z) = -107/64*z^3 + 115/16*z + 1
*
[ 2 ] 
f(z) = -105/64*z^3 + 113/16*z + 1
*
[ 2 ] 
f(z) = -103/64*z^3 + 111/16*z + 1
*
[ 2 ] 
f(z) = -101/64*z^3 + 109/16*z + 1
*
[ -4/13 ] 
f(z) = -117/64*z^3 + 115/26*z + 1
*
[ -2/3 ] 
f(z) = -117/68*z^3 + 111/34*z + 1
*
-4/3 | 0.23725537515735907403961492571071837957 | 0.027040720059873892324968114517215381148
f(z) = -105/64*z^3 + 101/21*z + 1
*
[ 12/7 ] 
f(z) = -105/64*z^3 + 110/21*z + 1
*
12/7 | 0.19732344871340048397868555025976804665 | 0.022097760515380612375470236088654373064
f(z) = -105/64*z^3 + 118/35*z + 1
*
-4/5 | 0.24344695776496986818160829826156200700 | 0.029527120606289381647026229992473269947
f(z) = -105/64*z^3 + 119/30*z + 1
*
[ -3/2 ] 
f(z) = -104/63*z^3 + 113/21*z + 1
*
[ -5/4 ] 
f(z) = -104/75*z^3 + 119/30*z + 1
*
-8/9 | 0.15607289316727582193004320730345753259 | 0.022426204347280416229289675400947636120
f(z) = -117/64*z^3 + 113/72*z + 1
*
[ 12/13 ] 
f(z) = -117/64*z^3 + 115/78*z + 1
*
[ 5/6 ] 
f(z) = -116/75*z^3 + 118/135*z + 1
*
[ 5/6 ] 
f(z) = -112/75*z^3 + 113/135*z + 1
*
[ 5/6 ] 
f(z) = -104/75*z^3 + 103/135*z + 1
*
0 | 0.16324159875097737723035813451239640607 | 0.025689658880881560435222123567529314149
f(z) = -115/66*z^3 + 106/165*z + 1
*
[ 3/4 ] 
f(z) = -110/63*z^3 + 109/168*z + 1
*
[ 3/4 ] 
f(z) = -106/63*z^3 + 103/168*z + 1
*
[ 3/4 ] 
f(z) = -112/71*z^3 + 118/213*z + 1
*
[ 3/4 ] 
f(z) = -112/73*z^3 + 116/219*z + 1
*
[ 3/4 ] 
f(z) = -112/79*z^3 + 110/237*z + 1
*
2/5 | 0.19210272216793688229885036333873411307 | 0.026093785227605476407147847564637470686
f(z) = -105/64*z^3 + 103/240*z + 1
*
[ 2/3 ] 
f(z) = -119/60*z^3 + 103/270*z + 1
*
0 | 0.14550269176204276902098914306299705137 | 0.023977008475462537714930954909650389415
f(z) = -108/65*z^3 + 107/260*z + 1
*
[ 2 ] 
f(z) = -119/64*z^3 + 127/16*z + 1
*
[ 2 ] 
f(z) = -117/64*z^3 + 125/16*z + 1
*
[ 2 ] 
f(z) = -115/64*z^3 + 123/16*z + 1
*
[ -2 ] 
f(z) = -115/64*z^3 + 139/16*z + 1
*
[ 2 ] 
f(z) = -113/64*z^3 + 121/16*z + 1
*
[ -2 ] 
f(z) = -113/64*z^3 + 137/16*z + 1
*
[ -2 ] 
f(z) = -111/64*z^3 + 135/16*z + 1
*
[ -2 ] 
f(z) = -109/64*z^3 + 133/16*z + 1
*
[ -2 ] 
f(z) = -107/64*z^3 + 131/16*z + 1
*
[ -2 ] 
f(z) = -105/64*z^3 + 129/16*z + 1
*
-12/5 | 0.17172093336325702018932644207166207608 | 0.018976298690123613839421319959519758783
f(z) = -105/64*z^3 + 133/15*z + 1
*
[ 5/2 ] 
f(z) = -104/75*z^3 + 139/15*z + 1
*
[ -2 ] 
f(z) = -103/64*z^3 + 127/16*z + 1
*
[ -2 ] 
f(z) = -101/64*z^3 + 125/16*z + 1
*
[ -4/15 ] 
f(z) = -117/64*z^3 + 122/25*z + 1
*
[ -2/3 ] 
f(z) = -117/76*z^3 + 121/38*z + 1
*
[ -3/2 ] 
f(z) = -116/63*z^3 + 122/21*z + 1
*
[ 8/7 ] 
f(z) = -105/64*z^3 + 127/56*z + 1
*
[ -3/4 ] 
f(z) = -104/63*z^3 + 137/42*z + 1
*
-12/17 | 0.23031860842736131444150839117252728307 | 0.026440127832254007939828077752737807456
f(z) = -119/64*z^3 + 137/102*z + 1
*
-3/5 | 0.17426607651572602291907610265244475243 | 0.027424603130896513471790753231629165105
f(z) = -115/63*z^3 + 139/105*z + 1
*
[ 20/23 ] 
f(z) = -115/64*z^3 + 139/115*z + 1
*
-5/7 | 0.19084567060646697955663912602911472935 | 0.028636548270627079294485955352329595992
f(z) = -112/75*z^3 + 122/105*z + 1
*
-5/8 | 0.18881137517045720452006214710023840109 | 0.028080916178719783038975901119282840786
f(z) = -104/75*z^3 + 137/120*z + 1
*
[ 6/7 ] 
f(z) = -109/72*z^3 + 139/147*z + 1
*
[ 6/7 ] 
f(z) = -107/72*z^3 + 136/147*z + 1
*
[ 6/7 ] 
f(z) = -103/72*z^3 + 130/147*z + 1
*
[ 6/7 ] 
f(z) = -101/72*z^3 + 127/147*z + 1
*
[ 3/4 ] 
f(z) = -118/63*z^3 + 121/168*z + 1
*
[ 4/5 ] 
f(z) = -115/72*z^3 + 139/180*z + 1
*
[ 3/4 ] 
f(z) = -112/61*z^3 + 128/183*z + 1
*
[ 3/4 ] 
f(z) = -112/65*z^3 + 124/195*z + 1
*
[ 3/4 ] 
f(z) = -112/67*z^3 + 122/201*z + 1
*
[ 7/9 ] 
f(z) = -108/77*z^3 + 130/231*z + 1
*
5/12 | 0.17230289659016504211296076173754421089 | 0.028393344218301706561394570655791868023
f(z) = -108/65*z^3 + 127/260*z + 1
*
[ -2 ] 
f(z) = -119/64*z^3 + 143/16*z + 1
*
[ -4/39 ] 
f(z) = -117/64*z^3 + 140/13*z + 1
*
[ -2 ] 
f(z) = -117/64*z^3 + 141/16*z + 1
*
[ 5/2 ] 
f(z) = -116/75*z^3 + 154/15*z + 1
*
[ 5/2 ] 
f(z) = -112/75*z^3 + 149/15*z + 1
*
[ -5/2 ] 
f(z) = -104/75*z^3 + 151/15*z + 1
*
[ 6 ] 
f(z) = -103/72*z^3 + 157/3*z + 1
*
[ -6 ] 
f(z) = -103/72*z^3 + 158/3*z + 1
*
[ 6 ] 
f(z) = -101/72*z^3 + 154/3*z + 1
*
[ -6 ] 
f(z) = -101/72*z^3 + 155/3*z + 1
*
[ -12/7 ] 
f(z) = -119/64*z^3 + 148/21*z + 1
*
[ -12/13 ] 
f(z) = -117/64*z^3 + 142/39*z + 1
*
[ 8/7 ] 
f(z) = -119/64*z^3 + 143/56*z + 1
*
[ -2/3 ] 
f(z) = -111/64*z^3 + 157/48*z + 1
*
[ -2/3 ] 
f(z) = -105/64*z^3 + 155/48*z + 1
*
-2/3 | 0.14808375826890589771153314407957751120 | 0.029287294164430935369429080589391773345
f(z) = -117/70*z^3 + 157/70*z + 1
*
[ 5/4 ] 
f(z) = -116/75*z^3 + 157/60*z + 1
*
[ 7/6 ] 
f(z) = -108/77*z^3 + 158/77*z + 1
*
-2/5 | 0.16237824395094378834412243927257314938 | 0.025553790998701180746381059866333943224
f(z) = -115/64*z^3 + 143/80*z + 1
*
-2/5 | 0.15325992372158697081045342908374205066 | 0.024192361681093005344575318685017350467
f(z) = -105/64*z^3 + 141/80*z + 1
*
[ 6/7 ] 
f(z) = -115/72*z^3 + 148/147*z + 1
*
[ 6/7 ] 
f(z) = -113/72*z^3 + 145/147*z + 1
*
[ 18/23 ] 
f(z) = -115/72*z^3 + 145/207*z + 1
*
-7/18 | 0.14522922870432612553491480797513792195 | 0.025122932423411711936706151825991314303
f(z) = -108/77*z^3 + 148/231*z + 1
*
[ -5/2 ] 
f(z) = -116/75*z^3 + 166/15*z + 1
*
[ 12/5 ] 
f(z) = -115/64*z^3 + 164/15*z + 1
*
[ 6 ] 
f(z) = -115/72*z^3 + 175/3*z + 1
*
[ -6 ] 
f(z) = -115/72*z^3 + 176/3*z + 1
*
[ 6 ] 
f(z) = -113/72*z^3 + 172/3*z + 1
*
[ -6 ] 
f(z) = -113/72*z^3 + 173/3*z + 1
*
[ -5/2 ] 
f(z) = -112/75*z^3 + 161/15*z + 1
*
[ 6 ] 
f(z) = -109/72*z^3 + 166/3*z + 1
*
[ -6 ] 
f(z) = -109/72*z^3 + 167/3*z + 1
*
[ 6 ] 
f(z) = -107/72*z^3 + 163/3*z + 1
*
[ -6 ] 
f(z) = -107/72*z^3 + 164/3*z + 1
*
[ -12/5 ] 
f(z) = -105/64*z^3 + 163/15*z + 1
*
-44/21 | 0.22361260582979967285507404170534147245 | 0.024104298067338366452798413018332626453
f(z) = -105/64*z^3 + 167/21*z + 1
*
[ -4/7 ] 
f(z) = -117/64*z^3 + 164/49*z + 1
*
[ -4/5 ] 
f(z) = -117/64*z^3 + 171/50*z + 1
*
[ -2/5 ] 
f(z) = -115/72*z^3 + 169/45*z + 1
*
[ -4/7 ] 
f(z) = -113/64*z^3 + 163/49*z + 1
*
[ -4/5 ] 
f(z) = -113/64*z^3 + 169/50*z + 1
*
[ 3/2 ] 
f(z) = -110/63*z^3 + 179/42*z + 1
*
[ -4/7 ] 
f(z) = -109/64*z^3 + 162/49*z + 1
*
[ -4/5 ] 
f(z) = -109/64*z^3 + 167/50*z + 1
*
[ 3/2 ] 
f(z) = -106/63*z^3 + 173/42*z + 1
*
[ -4/7 ] 
f(z) = -101/64*z^3 + 160/49*z + 1
*
[ -4/5 ] 
f(z) = -101/64*z^3 + 163/50*z + 1
*
-1 | 0.078059600552837924419860217686162987781 | 0.015047965097361072911742810762959381098
f(z) = -119/60*z^3 + 179/60*z + 1
*
-2/7 | 0.20110926482599487871596530199726573798 | 0.027965131213349145252760283095898505785
f(z) = -119/72*z^3 + 166/63*z + 1
*
-1 | 0.10669282761946344467039168862029804717 | 0.020567744835815428700231335706355653443
f(z) = -118/61*z^3 + 179/61*z + 1
*
-1 | 0.10649628005854940704971300990632982883 | 0.020552051050558925446114449272700762437
f(z) = -117/61*z^3 + 178/61*z + 1
*
-1 | 0.093584455489089139776653169015940904906 | 0.018040774099300151980454331481701637695
f(z) = -117/62*z^3 + 179/62*z + 1
*
-1 | 0.10629755146078820463210068576045427437 | 0.020536027153899966391091562635954439740
f(z) = -116/61*z^3 + 177/61*z + 1
*
-1 | 0.092580381896599952778527846016656936895 | 0.017847213483207428192179610793170742474
f(z) = -116/63*z^3 + 179/63*z + 1
*
-1 | 0.10609659117048192109012237467787501820 | 0.020519663395592632401343069908663702101
f(z) = -115/61*z^3 + 176/61*z + 1
*
-1 | 0.093182815387768211512418369627016043953 | 0.018002341547688045765348860429962957989
f(z) = -115/62*z^3 + 177/62*z + 1
*
-1 | 0.092377428878500388908975588410754371951 | 0.017827342261969488673579383984574245458
f(z) = -115/63*z^3 + 178/63*z + 1
*
-1 | 0.097304215128863648473791679369450477306 | 0.018757851983807263917367715808334090246
f(z) = -115/64*z^3 + 179/64*z + 1
*
-1 | 0.10589334668819561423346758389393783945 | 0.020502949632925835103663968414968454042
f(z) = -114/61*z^3 + 175/61*z + 1
*
-1 | 0.10557458925721818859377235075087235517 | 0.020352176068790972619944930773343133836
f(z) = -114/65*z^3 + 179/65*z + 1
*
-1 | 0.076864855243610354091986400279487889691 | 0.014915681333786686929879635829462149135
f(z) = -113/60*z^3 + 173/60*z + 1
*
-1 | 0.10568776357761597863206860332223128964 | 0.020485875310099319738683590940603532933
f(z) = -113/61*z^3 + 174/61*z + 1
*
-1 | 0.092772583851384105028423407399886617211 | 0.017962522420054493732009832968193353543
f(z) = -113/62*z^3 + 175/62*z + 1
*
-1 | 0.091964454404508256368453417015879792125 | 0.017786430533923289390812988565554300414
f(z) = -113/63*z^3 + 176/63*z + 1
*
-1 | 0.096889114174060610831474361847937632676 | 0.018718375468223310178519869761498181034
f(z) = -113/64*z^3 + 177/64*z + 1
*
-1 | 0.10536473114140519092929908019302830449 | 0.020333680501854622016374577211624294432
f(z) = -113/65*z^3 + 178/65*z + 1
*
-1 | 0.072101558362039742417943232209024225925 | 0.013899401560002871448750715986532720350
f(z) = -113/66*z^3 + 179/66*z + 1
*
-1 | 0.10547978536631547748557942661259561940 | 0.020468429436233979240148585969487666399
f(z) = -112/61*z^3 + 173/61*z + 1
*
-1 | 0.10515235968435097731343727853693122244 | 0.020314783210891427646472491509828183674
f(z) = -112/65*z^3 + 177/65*z + 1
*
-1 | 0.10498446135419032837145913608400368957 | 0.020238413968743699546851654151491353720
f(z) = -112/67*z^3 + 179/67*z + 1
*
-1 | 0.10526935343992832869031650797110051340 | 0.020450600561905824072655633936689775285
f(z) = -111/61*z^3 + 172/61*z + 1
*
-1 | 0.092351351836470239396300032852729723446 | 0.017920847315349805313483132041918012215
f(z) = -111/62*z^3 + 173/62*z + 1
*
-1 | 0.096464080519515104546721177810568433045 | 0.018677265816347969521039923663351317589
f(z) = -111/64*z^3 + 175/64*z + 1
*
-1 | 0.10493741124136329293778271795439397070 | 0.020295471631295318328121124565302705965
f(z) = -111/65*z^3 + 176/65*z + 1
*
-1 | 0.10476713095286262942844166364251005686 | 0.020218353378916637437471003109072298196
f(z) = -111/67*z^3 + 178/67*z + 1
*
-1 | 0.096123490525106269049737962894784145550 | 0.018530237411082031398281524373684286713
f(z) = -111/68*z^3 + 179/68*z + 1
*
-1 | 0.10505640692919680311506315967356161540 | 0.020432376754082247817117898769655468010
f(z) = -110/61*z^3 + 171/61*z + 1
*
-1 | 0.091326439405867431960401842907508884513 | 0.017721962309172953861098073369235253984
f(z) = -110/63*z^3 + 173/63*z + 1
*
-1 | 0.10454708752035537253923721402621806858 | 0.020197848385728509781366655253137098580
f(z) = -110/67*z^3 + 177/67*z + 1
*
-1 | 0.084027596273771938819844503460772486598 | 0.016198447429755615258879699841476549163
f(z) = -110/69*z^3 + 179/69*z + 1
*
-1 | 0.076023394146071187099481533354540293954 | 0.014819667671978824376850367305181451158
f(z) = -109/60*z^3 + 169/60*z + 1
*
-1 | 0.10484088258929291706996515820093464754 | 0.020413745569327312407206601984411045073
f(z) = -109/61*z^3 + 170/61*z + 1
*
-1 | 0.091921239929974220562811884243485025519 | 0.017877723604400654570213310273050252626
f(z) = -109/62*z^3 + 171/62*z + 1
*
-1 | 0.091108568681937822262402319902660616780 | 0.017699595228772040099601616893932505138
f(z) = -109/63*z^3 + 172/63*z + 1
*
-1 | 0.096028605487662195006889204060407474468 | 0.018634421073744963112616174759911440650
f(z) = -109/64*z^3 + 173/64*z + 1
*
-1 | 0.10449951594446053689821943129051867175 | 0.020255552593198736497761995665360242276
f(z) = -109/65*z^3 + 174/65*z + 1
*
-1 | 0.071231550629846357301517424595220038003 | 0.013791772009428329900131224838502927842
f(z) = -109/66*z^3 + 175/66*z + 1
*
-1 | 0.10432425902156315518496969855443920260 | 0.020176884624665271995829953360547814825
f(z) = -109/67*z^3 + 176/67*z + 1
*
-1 | 0.095678059439654701014104692136154481956 | 0.018484407210546244198928350245289680431
f(z) = -109/68*z^3 + 177/68*z + 1
*
-1 | 0.083802145343281525595927725356577390383 | 0.016172451923152558656510412246179839239
f(z) = -109/69*z^3 + 178/69*z + 1
*
-1 | 0.091219889975652289772014904210746739671 | 0.017584944206953517711704266668320684407
f(z) = -109/70*z^3 + 179/70*z + 1
*
[ 6/5 ] 
f(z) = -109/72*z^3 + 176/75*z + 1
*
-1 | 0.10462271467076106297705915921704207610 | 0.020394694025129491465184414608084716086
f(z) = -108/61*z^3 + 169/61*z + 1
*
-1 | 0.10427642848983760548618388013841086386 | 0.020234917154925716344689796593695677072
f(z) = -108/65*z^3 + 173/65*z + 1
*
-1 | 0.10409857038582554635611839599156007280 | 0.020155447081720090418413060450155109887
f(z) = -108/67*z^3 + 175/67*z + 1
*
-1 | 0.10373274869050243785721917627640403338 | 0.019997114649483790189483566912227350896
f(z) = -108/71*z^3 + 179/71*z + 1
*
-1 | 0.075586730343147268477633020572646655727 | 0.014768820188833844419610173420951587280
f(z) = -107/60*z^3 + 167/60*z + 1
*
-1 | 0.10440183478136060357159096284178659148 | 0.020375208569190474176901991545919596519
f(z) = -107/61*z^3 + 168/61*z + 1
*
-1 | 0.091479764497896945067224249399181967110 | 0.017832664850044461366566798428397578571
f(z) = -107/62*z^3 + 169/62*z + 1
*
-1 | 0.090664620693978015558162398208861889591 | 0.017653461638975673341979014363387634568
f(z) = -107/63*z^3 + 170/63*z + 1
*
-1 | 0.095582138646514106004231479734512191622 | 0.018589730268452009758416396997017321690
f(z) = -107/64*z^3 + 171/64*z + 1
*
-1 | 0.10405048253153585373497610169575034408 | 0.020213811398967855318949463854387694205
f(z) = -107/65*z^3 + 172/65*z + 1
*
-1 | 0.070779901446631844086270461419522921951 | 0.013734891602525316794274077641336120696
f(z) = -107/66*z^3 + 173/66*z + 1
*
-1 | 0.10386994332785447507505179309135678432 | 0.020133520054275977743822792093888606781
f(z) = -107/67*z^3 + 174/67*z + 1
*
-1 | 0.095221024888453982857400622738511761789 | 0.018436586795506218324819274110809326930
f(z) = -107/68*z^3 + 175/68*z + 1
*
-1 | 0.083341304295706958445049250595425601290 | 0.016118665946105883385503174443922062026
f(z) = -107/69*z^3 + 176/69*z + 1
*
-1 | 0.090756601754780154839536256207154526219 | 0.017533612133289589550987094308764488938
f(z) = -107/70*z^3 + 177/70*z + 1
*
-1 | 0.10349843076095315321212565714291705487 | 0.019973514863452601406410720055787155386
f(z) = -107/71*z^3 + 178/71*z + 1
*
[ 6/5 ] 
f(z) = -107/72*z^3 + 173/75*z + 1
*
-1 | 0.081282778930167874947879212616174591746 | 0.015669314366139346870473789638044709291
f(z) = -107/72*z^3 + 179/72*z + 1
*
-1 | 0.10417817173801301324763579881544055894 | 0.020355275046497037150448824657242679292
f(z) = -106/61*z^3 + 167/61*z + 1
*
-1 | 0.090438397579870339068297156150864489406 | 0.017629665341497201082835519251055224368
f(z) = -106/63*z^3 + 169/63*z + 1
*
-1 | 0.10382160016259051718721592724040889158 | 0.020192219701206894604994637105606836565
f(z) = -106/65*z^3 + 171/65*z + 1
*
-1 | 0.10363829615490586206572091694176105572 | 0.020111087108977397855147696319433609319
f(z) = -106/67*z^3 + 173/67*z + 1
*
-1 | 0.083106779847944727690735450183757458885 | 0.016091040416300407598296064536954664694
f(z) = -106/69*z^3 + 175/69*z + 1
*
-1 | 0.10326090902531258076482253283549932509 | 0.019949366683789172271378000106799320010
f(z) = -106/71*z^3 + 177/71*z + 1
*
-1 | 0.10306649859780292066126395999838841973 | 0.019868678069357177937337463790147026800
f(z) = -106/73*z^3 + 179/73*z + 1
*
-1 | 0.10395165140797469852218917795943835770 | 0.020334878663979397429431630536838645532
f(z) = -105/61*z^3 + 166/61*z + 1
*
-1 | 0.091027006749992112360242773444065589320 | 0.017785681281824074008854710158340562546
f(z) = -105/62*z^3 + 167/62*z + 1
*
-1 | 0.095124082947560739072950789465944932754 | 0.018543072336075780249441885011835133748
f(z) = -105/64*z^3 + 169/64*z + 1
*
-1 | 0.10340354355888282691725960958459325602 | 0.020088131036304598379429092019898186119
f(z) = -105/67*z^3 + 172/67*z + 1
*
-1 | 0.094751730929842444054192059585262068115 | 0.018386642632644699601850548375017251431
f(z) = -105/68*z^3 + 173/68*z + 1
*
-1 | 0.10302008901973845950799827081229645730 | 0.019924650984047441882196772476584047329
f(z) = -105/71*z^3 + 176/71*z + 1
*
-1 | 0.10282244685386683939643784038724748233 | 0.019843060956892144984583241032993880297
f(z) = -105/73*z^3 + 178/73*z + 1
*
-1 | 0.089886659037846301132514177803890076033 | 0.017327930175665381662103570451300735062
f(z) = -105/74*z^3 + 179/74*z + 1
*
-1 | 0.10372219653826291163407082157578564982 | 0.020314003952538588647355507992003239419
f(z) = -104/61*z^3 + 165/61*z + 1
*
-1 | 0.089977065111043341518228494850787000571 | 0.017580534171954282955610571154742923947
f(z) = -104/63*z^3 + 167/63*z + 1
*
-1 | 0.10316559639190712335072323040122224676 | 0.020064633801531730886791496086637919413
f(z) = -104/67*z^3 + 171/67*z + 1
*
-1 | 0.082629074406902155304027655357868128002 | 0.016034232274984409129342734405721675476
f(z) = -104/69*z^3 + 173/69*z + 1
*
-1 | 0.10277587181668604189915448820899986315 | 0.019899347685575182040556338391500541873
f(z) = -104/71*z^3 + 175/71*z + 1
*
-1 | 0.10257488613120351746590473294402653982 | 0.019816831318787677248139974869222700124
f(z) = -104/73*z^3 + 177/73*z + 1
*
-1 | 0.082025916437574046162752273781628380899 | 0.015812572942852386599886445449756688035
f(z) = -104/75*z^3 + 179/75*z + 1
*
-1 | 0.074678797771501385867582346108714040877 | 0.014660867696196321135964192809838366838
f(z) = -103/60*z^3 + 163/60*z + 1
*
-1 | 0.10348972657225673135210266327344441286 | 0.020292634726201932703739590004598560048
f(z) = -103/61*z^3 + 164/61*z + 1
*
-1 | 0.090561694763441109900441334320285027886 | 0.017736518187738967562339943932506571550
f(z) = -103/62*z^3 + 165/62*z + 1
*
-1 | 0.089741790422161762339807272313851685411 | 0.017555165258133943524339755230660508744
f(z) = -103/63*z^3 + 166/63*z + 1
*
-1 | 0.094653789114710032077590521628672074814 | 0.018494314878824326311352422719077006132
f(z) = -103/64*z^3 + 167/64*z + 1
*
-1 | 0.10311650372261385092285121471522658819 | 0.020124361556230706383027680369488943280
f(z) = -103/65*z^3 + 168/65*z + 1
*
-1 | 0.069841865516230690340493801220443799949 | 0.013614667539742647617311500397965381001
f(z) = -103/66*z^3 + 169/66*z + 1
*
-1 | 0.10292436142372443150684261282328306399 | 0.020040576491712725052069800137349736534
f(z) = -103/67*z^3 + 170/67*z + 1
*
-1 | 0.094269461518525962614165452822803319692 | 0.018334428241479046669168050424521227960
f(z) = -103/68*z^3 + 171/68*z + 1
*
-1 | 0.082383634128729561959903267377531847213 | 0.016004608552728161187394152906516802293
f(z) = -103/69*z^3 + 172/69*z + 1
*
-1 | 0.089792695189413865494868277045923750875 | 0.017424338123091351079665417364608571561
f(z) = -103/70*z^3 + 173/70*z + 1
*
-1 | 0.10252815372787328193757329206588073775 | 0.019873435693446296028028333490930117130
f(z) = -103/71*z^3 + 174/71*z + 1
*
[ 6/5 ] 
f(z) = -103/72*z^3 + 167/75*z + 1
*
-1 | 0.080305992682070484403785254254913231211 | 0.015548755183182300372379745655684526750
f(z) = -103/72*z^3 + 175/72*z + 1
*
-1 | 0.10232370675951240807996760402143986553 | 0.019789966830514748665224058451646975791
f(z) = -103/73*z^3 + 176/73*z + 1
*
-1 | 0.089383748263464623114619394008527758414 | 0.017268385360061589570634707064267585767
f(z) = -103/74*z^3 + 177/74*z + 1
*
-1 | 0.081771114787128214434635900086443880563 | 0.015780496038380253439558136193940657507
f(z) = -103/75*z^3 + 178/75*z + 1
*
-1 | 0.093451143176059607919361059841077551515 | 0.018015074774434161022700104679434531230
f(z) = -103/76*z^3 + 179/76*z + 1
*
-1 | 0.10325415745227623259997585426583161004 | 0.020270754038139238111619703982965520986
f(z) = -102/61*z^3 + 163/61*z + 1
*
-1 | 0.10287502606905007488296488369238247217 | 0.020100654639219212952578277471793704232
f(z) = -102/65*z^3 + 167/65*z + 1
*
-1 | 0.10267974107911458822675839655229663811 | 0.020015939258296709847694693689833791569
f(z) = -102/67*z^3 + 169/67*z + 1
*
-1 | 0.10227682598140558574575051313125425962 | 0.019846892826830831248806802774670630712
f(z) = -102/71*z^3 + 173/71*z + 1
*
-1 | 0.10206879354617070810463712624165116516 | 0.019762443993130751427853691777228217398
f(z) = -102/73*z^3 + 175/73*z + 1
*
-1 | 0.10163845700915161985144484312642005283 | 0.019593386883757797138992790404337775183
f(z) = -102/77*z^3 + 179/77*z + 1
*
-1 | 0.074207326290937696904027994125388485975 | 0.014603704204745885189153910592746520568
f(z) = -101/60*z^3 + 161/60*z + 1
*
-1 | 0.10301540140680873337592393156806526080 | 0.020248344133242509039246502394755886379
f(z) = -101/61*z^3 + 162/61*z + 1
*
-1 | 0.090084458239794721746968967940588917887 | 0.017685291717981556009941545662814895268
f(z) = -101/62*z^3 + 163/62*z + 1
*
-1 | 0.089261582959197205102591173644819023852 | 0.017502729575856689980167585109158060812
f(z) = -101/63*z^3 + 164/63*z + 1
*
-1 | 0.094170549138444523171675130485404879490 | 0.018443312726272592794913115599248479825
f(z) = -101/64*z^3 + 165/64*z + 1
*
-1 | 0.10263016757622435885818523900934196638 | 0.020076371819585079248408092950825226981
f(z) = -101/65*z^3 + 166/65*z + 1
*
-1 | 0.069352367364791009366754946286954573313 | 0.013550693866908428472091219707497795687
f(z) = -101/66*z^3 + 167/66*z + 1
*
-1 | 0.10243163315325601444590870773784818627 | 0.019990701254926715352852526230518551154
f(z) = -101/67*z^3 + 168/67*z + 1
*
-1 | 0.093773432628922946711579743341087173425 | 0.018279782475262603095671736608845417490
f(z) = -101/68*z^3 + 169/68*z + 1
*
-1 | 0.081885265236495512740319776146339552528 | 0.015944018489075711022018206111629811233
f(z) = -101/69*z^3 + 170/69*z + 1
*
-1 | 0.089290495580505940235507992418915749824 | 0.017366071233420219842807574531578753869
f(z) = -101/70*z^3 + 171/70*z + 1
*
-1 | 0.10202177437025648796456981444852518062 | 0.019819695743202211095419308343689611337
f(z) = -101/71*z^3 + 172/71*z + 1
*
[ 6/5 ] 
f(z) = -101/72*z^3 + 164/75*z + 1
*
-1 | 0.079796004459218641889591974829390597091 | 0.015484472981194705753185181555639454906
f(z) = -101/72*z^3 + 173/72*z + 1
*
-1 | 0.10181002538337182233622563469609417026 | 0.019734238049139053322116193095878568591
f(z) = -101/73*z^3 + 174/73*z + 1
*
-1 | 0.088866286257856464620576419744755823353 | 0.017206189512311531129711970174148234801
f(z) = -101/74*z^3 + 175/74*z + 1
*
-1 | 0.081248747704569739874162890370528098068 | 0.015713954009438960564980109413699561137
f(z) = -101/75*z^3 + 176/75*z + 1
*
-1 | 0.092925843884879051204651215260609857948 | 0.017952696248350582088545887365906580330
f(z) = -101/76*z^3 + 177/76*z + 1
*
-1 | 0.10137170157048325245468210911707528969 | 0.019563090697751966930011016999234321750
f(z) = -101/77*z^3 + 178/77*z + 1
*
-1 | 0.068079142405127443985754038059537759128 | 0.013123979004698956080021270300085565629
f(z) = -101/78*z^3 + 179/78*z + 1
*
-8/15 | 0.20101062786739147358768626769684255696 | 0.027303767967704963981615109494208639241
f(z) = -105/64*z^3 + 161/120*z + 1
*
0 | 0.20016270962586916174218189728921211007 | 0.029763822796487251456404556196511750651
f(z) = -119/78*z^3 + 165/182*z + 1
*
10/9 | 0.17230293879057221528521668942074768530 | 0.029806362852781880974770877528716476804
f(z) = -108/65*z^3 + 166/195*z + 1
*
0 | 0.15740422815717100804539804111387664858 | 0.027362406012017696659012690733681054050
f(z) = -105/68*z^3 + 179/204*z + 1
*
[ 28/37 ] 
f(z) = -111/64*z^3 + 174/259*z + 1
*
[ 3/4 ] 
f(z) = -116/69*z^3 + 169/276*z + 1
*
[ 6 ] 
f(z) = -119/72*z^3 + 181/3*z + 1
*
[ -6 ] 
f(z) = -119/72*z^3 + 182/3*z + 1
*
-2 | 0.10105678838727134720270217104146009164 | 0.016880915156100007593782721809798251793
f(z) = -109/76*z^3 + 199/38*z + 1
*
-2 | 0.080369858605594007276661289976371258478 | 0.013425290728907355266617715964826685688
f(z) = -107/60*z^3 + 199/30*z + 1
*
-2 | 0.10072114422778400825515420280698402425 | 0.016853284848298194998918385468289544506
f(z) = -107/68*z^3 + 197/34*z + 1
*
-2 | 0.10071067398313682550023281044675298155 | 0.016880354839869261011111353694111905451
f(z) = -107/76*z^3 + 195/38*z + 1
*
-2 | 0.10037128436339118443660629542461236004 | 0.016852589843703232351455970749164120923
f(z) = -105/68*z^3 + 193/34*z + 1
*
-2 | 0.10035735324492420880508688162166217351 | 0.016879773501583246962219846603042792483
f(z) = -105/76*z^3 + 191/38*z + 1
*
-2 | 0.079668357384735552579205671872853037319 | 0.013399953111712205640152607878489514631
f(z) = -103/60*z^3 + 191/30*z + 1
*
-2 | 0.10001418123186629713508123839625624252 | 0.016851889508946009755084670859442674165
f(z) = -103/68*z^3 + 189/34*z + 1
*
-2 | 0.099996489955461660540640090844274583984 | 0.016879164805662544505760679493389193418
f(z) = -103/76*z^3 + 187/38*z + 1
*
-2 | 0.079306780304006847990577322074047763218 | 0.013386792031940614599891978279068512940
f(z) = -101/60*z^3 + 187/30*z + 1
*
-2 | 0.099649504839457415763073187354022830118 | 0.016851180213224870223080415668193401233
f(z) = -101/68*z^3 + 185/34*z + 1
*
-2 | 0.099627721503245674097461198565522700460 | 0.016878521140637350405627703212074646383
f(z) = -101/76*z^3 + 183/38*z + 1
*
[ 3/2 ] 
f(z) = -118/63*z^3 + 191/42*z + 1
*
[ 8/5 ] 
f(z) = -115/64*z^3 + 199/40*z + 1
*
-4/21 | 0.19073066054676956439091032312386805195 | 0.022013565655289032267923566848094098207
f(z) = -105/64*z^3 + 181/42*z + 1
*
[ 8/5 ] 
f(z) = -105/64*z^3 + 183/40*z + 1
*
-12/7 | 0.23758628276398206671487656267200645748 | 0.027352495254159911646987390928129941335
f(z) = -105/64*z^3 + 185/42*z + 1
*
[ -4/9 ] 
f(z) = -105/64*z^3 + 193/54*z + 1
*
-1 | 0.10707957355460817656598492878080100564 | 0.020598179225762579874746729149172573997
f(z) = -120/61*z^3 + 181/61*z + 1
*
-1 | 0.10663319986258229567261862416705414749 | 0.020384436201345743410734386027844848299
f(z) = -120/67*z^3 + 187/67*z + 1
*
-1 | 0.10632400492392727515417820321462424306 | 0.020243425324387610462623948540077946108
f(z) = -120/71*z^3 + 191/71*z + 1
*
-1 | 0.10616566791536112814157673265426620086 | 0.020173269583527045343481003539173796539
f(z) = -120/73*z^3 + 193/73*z + 1
*
-1 | 0.10584104035766498384844912723699241876 | 0.020033495922548397722320140836144918407
f(z) = -120/77*z^3 + 197/77*z + 1
*
-1 | 0.10567454356139654256410969333074428467 | 0.019963812223282781499028534265386146122
f(z) = -120/79*z^3 + 199/79*z + 1
*
-1 | 0.10688724304298852986666818586492488873 | 0.020583117886809559133685700448007472163
f(z) = -119/61*z^3 + 180/61*z + 1
*
-1 | 0.093977272714616354445114357517833093111 | 0.018077777509422379765802986873350697228
f(z) = -119/62*z^3 + 181/62*z + 1
*
-1 | 0.098106469734114321905077515110265304066 | 0.018832273828121014334451977778321037729
f(z) = -119/64*z^3 + 183/64*z + 1
*
-1 | 0.10658824504740872027879782332688582194 | 0.020439033192669422753351828795723114041
f(z) = -119/65*z^3 + 184/65*z + 1
*
-1 | 0.073333020794372783373089430447470077329 | 0.014047513857596577603640781802633371426
f(z) = -119/66*z^3 + 185/66*z + 1
*
-1 | 0.10643529467580884621321470665537486899 | 0.020367480729826555364620531677285913311
f(z) = -119/67*z^3 + 186/67*z + 1
*
-1 | 0.085935260726893370792686173538511489519 | 0.016411002229546542719471236508393546494
f(z) = -119/69*z^3 + 188/69*z + 1
*
-1 | 0.10612207060153025131194043333046656110 | 0.020225192250325240778784936841184549942
f(z) = -119/71*z^3 + 190/71*z + 1
*
-1 | 0.083921685647762952903565050221347266002 | 0.015978163893682553564274752282050254980
f(z) = -119/72*z^3 + 191/72*z + 1
*
[ 6/5 ] 
f(z) = -119/72*z^3 + 191/75*z + 1
*
-1 | 0.10596161470307034246067986447687042441 | 0.020154390485407434857185008768102594677
f(z) = -119/73*z^3 + 192/73*z + 1
*
-1 | 0.093044976658573852941534306583634328141 | 0.017680116692929553616161523674946054169
f(z) = -119/74*z^3 + 193/74*z + 1
*
-1 | 0.085453794173709916110228095990835295228 | 0.016221734069792106564831956155254060722
f(z) = -119/75*z^3 + 194/75*z + 1
*
-1 | 0.097158477153574522795603253876799457243 | 0.018425656227446836820257664850067075483
f(z) = -119/76*z^3 + 195/76*z + 1
*
-1 | 0.072367733421813938535910736552596623916 | 0.013697698808806033278465418939992807966
f(z) = -119/78*z^3 + 197/78*z + 1
*
-1 | 0.10546366685378345477376447010557259059 | 0.019942954136325519555085044387962709264
f(z) = -119/79*z^3 + 198/79*z + 1
*
-1 | 0.092979492392083111120408118080511538904 | 0.017885841202345123360127088083722655433
f(z) = -118/63*z^3 + 181/63*z + 1
*
-1 | 0.10639007927099236789004748447556729400 | 0.020422374904089879227347862039043221295
f(z) = -118/65*z^3 + 183/65*z + 1
*
-1 | 0.10623516124331943424579037517217574995 | 0.020350176272079214135426387745265721425
f(z) = -118/67*z^3 + 185/67*z + 1
*
-1 | 0.085734127097026133994237594852707673990 | 0.016389284447428890993501162023614608371
f(z) = -118/69*z^3 + 187/69*z + 1
*
-1 | 0.10591779969274524484201365024472354372 | 0.020206583680677705525235760037237939780
f(z) = -118/71*z^3 + 189/71*z + 1
*
-1 | 0.10575516631336920175613672791506696188 | 0.020135122011860023746064856723659082759
f(z) = -118/73*z^3 + 191/73*z + 1
*
-1 | 0.085245090208804755283457550375917009730 | 0.016198006561078494020116968236075980036
f(z) = -118/75*z^3 + 193/75*z + 1
*
-1 | 0.10542147823432687717739433965637203078 | 0.019992696199474261103397894903354553635
f(z) = -118/77*z^3 + 195/77*z + 1
*
-1 | 0.10525019863209274568782648586453797377 | 0.019921661937733775793138676568879603594
f(z) = -118/79*z^3 + 197/79*z + 1
*
-1 | 0.097709854538755892814938800917293867369 | 0.018795789235059676252049203102653073737
f(z) = -117/64*z^3 + 181/64*z + 1
*
-1 | 0.10603274667798316318410407427173430614 | 0.020332512538294142488888446663521424255
f(z) = -117/67*z^3 + 184/67*z + 1
*
-1 | 0.097395956051548347790459412264341206489 | 0.018656957363646192639070187883888767557
f(z) = -117/68*z^3 + 185/68*z + 1
*
-1 | 0.092957128329463711228996235346970427484 | 0.017770062741568135181094536683179236390
f(z) = -117/70*z^3 + 187/70*z + 1
*
-1 | 0.10571113482971763419966279026373559836 | 0.020187588362497153420013362024164927625
f(z) = -117/71*z^3 + 188/71*z + 1
*
-1 | 0.10554626288474652377192770657175057590 | 0.020115452384667137159524999388866750285
f(z) = -117/73*z^3 + 190/73*z + 1
*
-1 | 0.092626705392541529763269549168782867232 | 0.017635545190378688436668085152825768357
f(z) = -117/74*z^3 + 191/74*z + 1
*
-1 | 0.096736199016542723390063024895212728260 | 0.018381511269747114253044126372401512555
f(z) = -117/76*z^3 + 193/76*z + 1
*
-1 | 0.10520784817415972389263341441359392543 | 0.019971655461745881884250856027267188144
f(z) = -117/77*z^3 + 194/77*z + 1
*
-1 | 0.10503407032711166476778643687715226199 | 0.019899922057097621280941831721311225170
f(z) = -117/79*z^3 + 196/79*z + 1
*
-1 | 0.10598700809940307450450853687909741022 | 0.020388009738575421836994629164933233816
f(z) = -116/65*z^3 + 181/65*z + 1
*
-1 | 0.10582799611436028588541743028789201714 | 0.020314478819880978161049978111974133767
f(z) = -116/67*z^3 + 183/67*z + 1
*
-1 | 0.085321693656226148959381967477713562660 | 0.016344037938246480573313929937222521561
f(z) = -116/69*z^3 + 185/69*z + 1
*
-1 | 0.10550201641390445639872730040107699489 | 0.020168194572366147000429982715039900880
f(z) = -116/71*z^3 + 187/71*z + 1
*
-1 | 0.10533484218038310528462615976721740772 | 0.020095369325866744380699248779274940532
f(z) = -116/73*z^3 + 189/73*z + 1
*
-1 | 0.084821092115660844948202867255489973193 | 0.016149405258059196425068000806789323164
f(z) = -116/75*z^3 + 191/75*z + 1
*
-1 | 0.10499156215027873985506390129957949287 | 0.019950169662585906257861468828268189647
f(z) = -116/77*z^3 + 193/77*z + 1
*
-1 | 0.10481521046731292380223512136167905888 | 0.019877720318994747494034897895632145278
f(z) = -116/79*z^3 + 195/79*z + 1
*
-1 | 0.072522056993136498744046150055132742894 | 0.013950581592518000030646825713823117752
f(z) = -115/66*z^3 + 181/66*z + 1
*
-1 | 0.10562085260560882827095294241769976822 | 0.020296063967000468407217623664544383563
f(z) = -115/67*z^3 + 182/67*z + 1
*
-1 | 0.096981905071971938134983247876824885353 | 0.018616405193643694510543903663200783758
f(z) = -115/68*z^3 + 183/68*z + 1
*
-1 | 0.10529038249486640646486453426435838528 | 0.020148390090262714411654418125272098023
f(z) = -115/71*z^3 + 186/71*z + 1
*
-1 | 0.083085494503495929676420589053335962798 | 0.015882961067907323986125972316296732535
f(z) = -115/72*z^3 + 187/72*z + 1
*
-1 | 0.10512083945624821827086762931449771397 | 0.020074860029468823536206766806687833336
f(z) = -115/73*z^3 + 188/73*z + 1
*
-1 | 0.092199533864917719793746377647129995942 | 0.017589466565255179938769614454702328076
f(z) = -115/74*z^3 + 189/74*z + 1
*
-1 | 0.096303438939981243951089834751797671732 | 0.018335572254431811455996157477584213444
f(z) = -115/76*z^3 + 191/76*z + 1
*
-1 | 0.10477254914523822175703777296348476541 | 0.019928224702331622866131383951181829454
f(z) = -115/77*z^3 + 192/77*z + 1
*
-1 | 0.071503387147646894036860735735935101553 | 0.013586850941443324978936058755045934910
f(z) = -115/78*z^3 + 193/78*z + 1
*
-1 | 0.10459354450619633244250334950855976139 | 0.019855041906594157737083898385367285175
f(z) = -115/79*z^3 + 194/79*z + 1
*
-1 | 0.10541125701341819059620004565320905348 | 0.020277256364567109777626294605641893848
f(z) = -114/67*z^3 + 181/67*z + 1
*
-1 | 0.10507616864049709269954697776349612620 | 0.020128162171573919109485739916830347549
f(z) = -114/71*z^3 + 185/71*z + 1
*
-1 | 0.10490418731966513313911927230415503443 | 0.020053911131125197978746884422088344132
f(z) = -114/73*z^3 + 187/73*z + 1
*
-1 | 0.10455073510564877939960686943762940039 | 0.019905805845399824489879944061814873955
f(z) = -114/77*z^3 + 191/77*z + 1
*
-1 | 0.10436899463623026341966013753690070504 | 0.019831871322440212320121065182262232232
f(z) = -114/79*z^3 + 193/79*z + 1
*
-1 | 0.10519914789038532437004131067195231247 | 0.020258043906594641448321424217817826211
f(z) = -113/67*z^3 + 180/67*z + 1
*
-1 | 0.096557920726922796200031689538475118752 | 0.018574199455378181932420847928377608676
f(z) = -113/68*z^3 + 181/68*z + 1
*
-1 | 0.084687073120406749235025358575472920942 | 0.016273436644636084220086058602550584888
f(z) = -113/69*z^3 + 182/69*z + 1
*
-1 | 0.092109329079199329155764975863459685269 | 0.017681077629692891099134101003486909161
f(z) = -113/70*z^3 + 183/70*z + 1
*
-1 | 0.10485930779793920927164224236373562599 | 0.020107497517096265247141977998954673136
f(z) = -113/71*z^3 + 184/71*z + 1
*
[ 6/5 ] 
f(z) = -113/72*z^3 + 182/75*z + 1
*
-1 | 0.082651968334841372923217490490667310259 | 0.015832631166210070546929324502389430720
f(z) = -113/72*z^3 + 185/72*z + 1
*
-1 | 0.10468481557749090547392135788792310947 | 0.020032508675570025150957420461756929149
f(z) = -113/73*z^3 + 186/73*z + 1
*
-1 | 0.091760312479381016627091248540048743777 | 0.017541274555785380774885022147233831351
f(z) = -113/74*z^3 + 187/74*z + 1
*
-1 | 0.084163467782961543824308349833039452177 | 0.016072644054948482146114470801417663799
f(z) = -113/75*z^3 + 188/75*z + 1
*
-1 | 0.095859630013278569632047161971043574517 | 0.018287725397252474264543070212508706622
f(z) = -113/76*z^3 + 189/76*z + 1
*
-1 | 0.10432604275980034686236132751749540745 | 0.019882897681626915410376503121078689818
f(z) = -113/77*z^3 + 190/77*z + 1
*
-1 | 0.071055162964183389034725277457577966333 | 0.013528458473764088798356030676468143452
f(z) = -113/78*z^3 + 191/78*z + 1
*
-1 | 0.10414147958809873641453187596511633556 | 0.019808192346146003258922504826723092313
f(z) = -113/79*z^3 + 192/79*z + 1
*
[ 5/4 ] 
f(z) = -112/65*z^3 + 188/65*z + 1
*
-1 | 0.084469986249090471621714587066794645384 | 0.016248924591291372636527442274891625000
f(z) = -112/69*z^3 + 181/69*z + 1
*
-1 | 0.10463973014435832423915722444275042007 | 0.020086382240844321493825776398356480515
f(z) = -112/71*z^3 + 183/71*z + 1
*
-1 | 0.10446265107296352876918981313802954859 | 0.020010638081628506456069971893625060948
f(z) = -112/73*z^3 + 185/73*z + 1
*
-1 | 0.083938614259957661001795339831155424045 | 0.016046046910497742939430766694466508603
f(z) = -112/75*z^3 + 187/75*z + 1
*
[ -5/8 ] 
f(z) = -112/75*z^3 + 191/60*z + 1
*
-1 | 0.10391091441380908927868179440963270972 | 0.019783987988693600898780944941151517193
f(z) = -112/79*z^3 + 191/79*z + 1
*
-1 | 0.091670588441432649009998351247160894990 | 0.017634056130087085331917268686914692857
f(z) = -111/70*z^3 + 181/70*z + 1
*
-1 | 0.10441736292665626202233936044533492927 | 0.020064801835469927890802694552019902346
f(z) = -111/71*z^3 + 182/71*z + 1
*
-1 | 0.10423761751016574866442850387758783052 | 0.019988284104569300276250979074416668654
f(z) = -111/73*z^3 + 184/73*z + 1
*
-1 | 0.095404155525602395689104188262017644157 | 0.018237846413322604978009812968903131971
f(z) = -111/76*z^3 + 187/76*z + 1
*
-1 | 0.10386769677517692195192476393689478382 | 0.019835548166572885718414819278124391837
f(z) = -111/77*z^3 + 188/77*z + 1
*
-1 | 0.10367721025204360492323191702092474766 | 0.019759240443002968676990595312275340897
f(z) = -111/79*z^3 + 190/79*z + 1
*
-1 | 0.10419213028910619218850976091046580218 | 0.020042741135072952888174209315890187798
f(z) = -110/71*z^3 + 181/71*z + 1
*
-1 | 0.10400963526493764267540028942167018616 | 0.019965430795551198371814970225312745089
f(z) = -110/73*z^3 + 183/73*z + 1
*
-1 | 0.10344027407394274169174005763420821518 | 0.019733931030390592609002768118645914397
f(z) = -110/79*z^3 + 189/79*z + 1
*
-1 | 0.10396395308777890176555933617932105594 | 0.020020184275160446594094197159027071302
f(z) = -109/71*z^3 + 180/71*z + 1
*
-1 | 0.081751247002745558549226112727943687807 | 0.015725938961022982467519712994877366464
f(z) = -109/72*z^3 + 181/72*z + 1
*
-1 | 0.10377862118093749444479508228691657675 | 0.019942061457886446571341062733432516267
f(z) = -109/73*z^3 + 182/73*z + 1
*
-1 | 0.090848535145818460866961072061689420427 | 0.017439058763265308637123712565501182034
f(z) = -109/74*z^3 + 183/74*z + 1
*
-1 | 0.083244960443128122472939303418519743920 | 0.015962796918766914871020476964297355066
f(z) = -109/75*z^3 + 184/75*z + 1
*
-1 | 0.094936342707950854437918514706054037992 | 0.018185799184776155561956731446429572747
f(z) = -109/76*z^3 + 185/76*z + 1
*
-1 | 0.10339682077300122394829662128606590096 | 0.019786037714593555687687150669694689946
f(z) = -109/77*z^3 + 186/77*z + 1
*
-1 | 0.070118195354772065980618564428053559310 | 0.013404079419963074037059788763418364182
f(z) = -109/78*z^3 + 187/78*z + 1
*
-1 | 0.10320000840728381379835616592567332804 | 0.019708040142492300487960540678253733683
f(z) = -109/79*z^3 + 188/79*z + 1
*
-1 | 0.10354448834940019213011354903742716988 | 0.019918158599811160062324437488015990353
f(z) = -108/73*z^3 + 181/73*z + 1
*
-1 | 0.10315645048849568251993043836116022557 | 0.019760425140550251820822813104652616679
f(z) = -108/77*z^3 + 185/77*z + 1
*
-1 | 0.10295631103676237282752871363672665914 | 0.019681547178171378627575439331233124399
f(z) = -108/79*z^3 + 187/79*z + 1
*
-1 | 0.10330714587097160697530643758582840531 | 0.019893703883417021914350553840992191669
f(z) = -107/73*z^3 + 180/73*z + 1
*
-1 | 0.090373989024869573045084171581730727986 | 0.017384637998506974364299465504352588753
f(z) = -107/74*z^3 + 181/74*z + 1
*
-1 | 0.082768311375825679663676745498678902613 | 0.015904728097557164129295004408105819476
f(z) = -107/75*z^3 + 182/75*z + 1
*
-1 | 0.094455455429321831352229448057872526107 | 0.018131434206385747761958060250350732715
f(z) = -107/76*z^3 + 183/76*z + 1
*
-1 | 0.10291265847846873356226006189479120246 | 0.019734214046320970048457941593930511102
f(z) = -107/77*z^3 + 184/77*z + 1
*
-1 | 0.069631718735453246080680489481647269130 | 0.013338500490894892292981803292263785854
f(z) = -107/78*z^3 + 185/78*z + 1
*
-1 | 0.10270907467778852010957453929223313506 | 0.019654430474871768777548447614078119250
f(z) = -107/79*z^3 + 186/79*z + 1
*
-1 | 0.082524401299257020032329343827080797879 | 0.015874665466368932360925524290358881636
f(z) = -106/75*z^3 + 181/75*z + 1
*
-1 | 0.10266533843746795314996559872937414913 | 0.019707382921340712776783166124021255063
f(z) = -106/77*z^3 + 183/77*z + 1
*
-1 | 0.10245818662087017837090930969775592556 | 0.019626667233805451032231033701975048024
f(z) = -106/79*z^3 + 185/79*z + 1
*
-1 | 0.093960685624913654480870315584175425164 | 0.018074586762250083885060376197032181113
f(z) = -105/76*z^3 + 181/76*z + 1
*
-1 | 0.10220352834326183283805420529779951284 | 0.019598233438281412469409716649326990742
f(z) = -105/79*z^3 + 184/79*z + 1
*
-1 | 0.10215966199820260131417838679202767903 | 0.019651768844682188139991964818536251682
f(z) = -104/77*z^3 + 181/77*z + 1
*
-1 | 0.10194497508410057173522534629203223089 | 0.019569103764388837182951062341618664655
f(z) = -104/79*z^3 + 183/79*z + 1
*
-1 | 0.10190106477617833066397905507317828598 | 0.019622936932108301380357794627361749143
f(z) = -103/77*z^3 + 180/77*z + 1
*
-1 | 0.068612671545478871216439618935559247830 | 0.013198559339904402135015766559662052269
f(z) = -103/78*z^3 + 181/78*z + 1
*
-1 | 0.10168239537871944469186997152556133447 | 0.019539251483136866504227924927711151001
f(z) = -103/79*z^3 + 182/79*z + 1
*
-1 | 0.10141565054720659063399663145388200395 | 0.019508648353024458929566479024966401497
f(z) = -102/79*z^3 + 181/79*z + 1
*
-1 | 0.10114459413154930080727684813491370472 | 0.019477264501862833281047923663369491809
f(z) = -101/79*z^3 + 180/79*z + 1
*
-3/4 | 0.13891836382483129006269235353939810814 | 0.021733442621426354396478806665224567634
f(z) = -116/63*z^3 + 199/84*z + 1
*
[ 15/14 ] 
f(z) = -112/75*z^3 + 187/105*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.028164124390530007677808108057097119141
f(z) = -111/76*z^3 + 181/228*z + 1
*
-2 | 0.10268949444310729395748605292003029089 | 0.016883557786438098455381144512403220019
f(z) = -119/76*z^3 + 219/38*z + 1
*
-2 | 0.10237188291667576222025281220322483048 | 0.016856764731734348436064845360659124065
f(z) = -117/68*z^3 + 217/34*z + 1
*
-2 | 0.10237512337941098747024510233515191209 | 0.016883039200124991108879263243253166681
f(z) = -117/76*z^3 + 215/38*z + 1
*
-2 | 0.10205400711486226838790855381460418730 | 0.016856062349975641123062444314593608050
f(z) = -115/68*z^3 + 213/34*z + 1
*
-2 | 0.10205491352189535083906344499171932583 | 0.016882518413165348770009720482082789795
f(z) = -115/76*z^3 + 211/38*z + 1
*
-2 | 0.081371247796926723012434746564838022423 | 0.013460905916490972912865814474090150379
f(z) = -113/60*z^3 + 211/30*z + 1
*
-2 | 0.10173023957227397969094524580709686198 | 0.016855364515588989512319138373469699817
f(z) = -113/68*z^3 + 209/34*z + 1
*
-2 | 0.10172862675460028151875764392001409881 | 0.016881992927901340486952116874272058427
f(z) = -113/76*z^3 + 207/38*z + 1
*
-2 | 0.10140034391613984012434462203353067946 | 0.016854670053403989293193133353036437297
f(z) = -111/68*z^3 + 205/34*z + 1
*
-2 | 0.10139600894845947530793529855923420950 | 0.016881459723421059989108462577386673600
f(z) = -111/76*z^3 + 203/38*z + 1
*
-2 | 0.080710374865790676791407153297462606599 | 0.013437500713185235798309785213539761498
f(z) = -109/60*z^3 + 203/30*z + 1
*
-2 | 0.10106406835532355995410343470239487803 | 0.016853977462296133825466145533646243039
f(z) = -109/68*z^3 + 201/34*z + 1
*
[ 2 ] 
f(z) = -101/60*z^3 + 217/30*z + 1
*
[ 2 ] 
f(z) = -101/68*z^3 + 219/34*z + 1
*
[ -6/17 ] 
f(z) = -119/72*z^3 + 206/51*z + 1
*
[ -1/2 ] 
f(z) = -120/61*z^3 + 213/61*z + 1
*
[ -2/3 ] 
f(z) = -117/62*z^3 + 207/62*z + 1
*
[ -1/2 ] 
f(z) = -116/61*z^3 + 212/61*z + 1
*
[ -1/2 ] 
f(z) = -116/63*z^3 + 218/63*z + 1
*
-6/23 | 0.25346639550278700868992885311214341220 | 0.029850269711745358156794270176052802207
f(z) = -115/72*z^3 + 203/69*z + 1
*
[ -1/2 ] 
f(z) = -112/61*z^3 + 211/61*z + 1
*
3/2 | 0.14869654074284734130164468584413786945 | 0.028012253567325825056946603325836945852
f(z) = -112/75*z^3 + 202/75*z + 1
*
[ -1/2 ] 
f(z) = -108/61*z^3 + 210/61*z + 1
*
[ -5/6 ] 
f(z) = -108/65*z^3 + 218/65*z + 1
*
[ -1/2 ] 
f(z) = -104/61*z^3 + 209/61*z + 1
*
[ -1/2 ] 
f(z) = -104/63*z^3 + 215/63*z + 1
*
0 | 0.16069435579040215891589250023433636372 | 0.027667082215633318795820216320607718582
f(z) = -111/64*z^3 + 205/192*z + 1
*
[ 5/6 ] 
f(z) = -106/75*z^3 + 211/270*z + 1
*
-2 | 0.082320884539142991062840775985036756541 | 0.013494521382670195187438728107195840704
f(z) = -119/60*z^3 + 223/30*z + 1
*
[ 2 ] 
f(z) = -111/68*z^3 + 239/34*z + 1
*
[ 2 ] 
f(z) = -109/60*z^3 + 233/30*z + 1
*
[ 2 ] 
f(z) = -109/68*z^3 + 235/34*z + 1
*
[ 2 ] 
f(z) = -109/76*z^3 + 237/38*z + 1
*
[ 2 ] 
f(z) = -107/60*z^3 + 229/30*z + 1
*
[ 2 ] 
f(z) = -107/68*z^3 + 231/34*z + 1
*
[ 2 ] 
f(z) = -107/76*z^3 + 233/38*z + 1
*
[ 2 ] 
f(z) = -105/68*z^3 + 227/34*z + 1
*
[ 2 ] 
f(z) = -105/76*z^3 + 229/38*z + 1
*
[ 2 ] 
f(z) = -103/60*z^3 + 221/30*z + 1
*
[ 2 ] 
f(z) = -103/68*z^3 + 223/34*z + 1
*
[ 2 ] 
f(z) = -103/76*z^3 + 225/38*z + 1
*
[ 2 ] 
f(z) = -101/76*z^3 + 221/38*z + 1
*
-4/23 | 0.21520757731728608282805181698535380930 | 0.024279110910910186011013251912221519980
f(z) = -115/64*z^3 + 221/46*z + 1
*
2 | 0.20991061950427568120837011082124019085 | 0.027939045681686386473859088520504051294
f(z) = -115/72*z^3 + 229/45*z + 1
*
[ -3/2 ] 
f(z) = -110/63*z^3 + 235/42*z + 1
*
[ -3/2 ] 
f(z) = -106/63*z^3 + 229/42*z + 1
*
[ -8/7 ] 
f(z) = -105/64*z^3 + 225/56*z + 1
*
[ -8/5 ] 
f(z) = -105/64*z^3 + 233/40*z + 1
*
[ -1/2 ] 
f(z) = -120/67*z^3 + 231/67*z + 1
*
[ -1 ] 
f(z) = -119/60*z^3 + 239/60*z + 1
*
-2/7 | 0.22456311022010095742787564054818229765 | 0.029889288163113532365433636414763186804
f(z) = -119/72*z^3 + 229/63*z + 1
*
[ -1 ] 
f(z) = -117/61*z^3 + 239/61*z + 1
*
[ -20/39 ] 
f(z) = -117/64*z^3 + 223/65*z + 1
*
[ 4/3 ] 
f(z) = -117/68*z^3 + 225/68*z + 1
*
[ -2/3 ] 
f(z) = -117/70*z^3 + 227/70*z + 1
*
[ -2/3 ] 
f(z) = -117/74*z^3 + 237/74*z + 1
*
[ 4/3 ] 
f(z) = -117/76*z^3 + 227/76*z + 1
*
[ -1 ] 
f(z) = -116/61*z^3 + 238/61*z + 1
*
[ -1/2 ] 
f(z) = -116/65*z^3 + 224/65*z + 1
*
[ -1/2 ] 
f(z) = -116/67*z^3 + 230/67*z + 1
*
[ -1/2 ] 
f(z) = -116/69*z^3 + 236/69*z + 1
*
[ -1 ] 
f(z) = -115/61*z^3 + 237/61*z + 1
*
[ -1 ] 
f(z) = -115/62*z^3 + 239/62*z + 1
*
[ -12/23 ] 
f(z) = -115/64*z^3 + 235/69*z + 1
*
[ -1 ] 
f(z) = -114/61*z^3 + 236/61*z + 1
*
[ -1 ] 
f(z) = -113/60*z^3 + 233/60*z + 1
*
[ -1 ] 
f(z) = -113/61*z^3 + 235/61*z + 1
*
[ -1 ] 
f(z) = -113/62*z^3 + 237/62*z + 1
*
[ -1 ] 
f(z) = -113/63*z^3 + 239/63*z + 1
*
[ -1 ] 
f(z) = -112/61*z^3 + 234/61*z + 1
*
[ -1/2 ] 
f(z) = -112/65*z^3 + 223/65*z + 1
*
[ -1/2 ] 
f(z) = -112/67*z^3 + 229/67*z + 1
*
[ -3/4 ] 
f(z) = -112/69*z^3 + 224/69*z + 1
*
[ -1/2 ] 
f(z) = -112/69*z^3 + 235/69*z + 1
*
[ -3/4 ] 
f(z) = -112/75*z^3 + 238/75*z + 1
*
[ -1 ] 
f(z) = -111/61*z^3 + 233/61*z + 1
*
[ -1 ] 
f(z) = -111/62*z^3 + 235/62*z + 1
*
[ -1 ] 
f(z) = -111/64*z^3 + 239/64*z + 1
*
[ -1 ] 
f(z) = -110/61*z^3 + 232/61*z + 1
*
[ -1 ] 
f(z) = -110/63*z^3 + 236/63*z + 1
*
[ -1 ] 
f(z) = -109/60*z^3 + 229/60*z + 1
*
[ -1 ] 
f(z) = -109/61*z^3 + 231/61*z + 1
*
[ -1 ] 
f(z) = -109/62*z^3 + 233/62*z + 1
*
[ -1 ] 
f(z) = -109/63*z^3 + 235/63*z + 1
*
[ -1 ] 
f(z) = -109/64*z^3 + 237/64*z + 1
*
[ -1 ] 
f(z) = -109/65*z^3 + 239/65*z + 1
*
[ -1 ] 
f(z) = -108/61*z^3 + 230/61*z + 1
*
[ -1/2 ] 
f(z) = -108/65*z^3 + 222/65*z + 1
*
[ -1 ] 
f(z) = -108/65*z^3 + 238/65*z + 1
*
[ -1/2 ] 
f(z) = -108/67*z^3 + 228/67*z + 1
*
[ -1 ] 
f(z) = -107/60*z^3 + 227/60*z + 1
*
[ -1 ] 
f(z) = -107/61*z^3 + 229/61*z + 1
*
[ -1 ] 
f(z) = -107/62*z^3 + 231/62*z + 1
*
[ -1 ] 
f(z) = -107/63*z^3 + 233/63*z + 1
*
[ -1 ] 
f(z) = -107/64*z^3 + 235/64*z + 1
*
[ -1 ] 
f(z) = -107/65*z^3 + 237/65*z + 1
*
[ -1 ] 
f(z) = -107/66*z^3 + 239/66*z + 1
*
[ -1 ] 
f(z) = -106/61*z^3 + 228/61*z + 1
*
[ -1 ] 
f(z) = -106/63*z^3 + 232/63*z + 1
*
[ -1 ] 
f(z) = -106/65*z^3 + 236/65*z + 1
*
[ -1 ] 
f(z) = -105/61*z^3 + 227/61*z + 1
*
[ -1 ] 
f(z) = -105/62*z^3 + 229/62*z + 1
*
[ -1 ] 
f(z) = -105/64*z^3 + 233/64*z + 1
*
[ -1 ] 
f(z) = -105/67*z^3 + 239/67*z + 1
*
[ -1 ] 
f(z) = -104/61*z^3 + 226/61*z + 1
*
[ -1 ] 
f(z) = -104/63*z^3 + 230/63*z + 1
*
[ -1/2 ] 
f(z) = -104/67*z^3 + 227/67*z + 1
*
[ -1 ] 
f(z) = -104/67*z^3 + 238/67*z + 1
*
[ -1/2 ] 
f(z) = -104/69*z^3 + 233/69*z + 1
*
[ -1/2 ] 
f(z) = -104/71*z^3 + 239/71*z + 1
*
[ -1 ] 
f(z) = -103/60*z^3 + 223/60*z + 1
*
[ -1 ] 
f(z) = -103/61*z^3 + 225/61*z + 1
*
[ -1 ] 
f(z) = -103/62*z^3 + 227/62*z + 1
*
[ -1 ] 
f(z) = -103/63*z^3 + 229/63*z + 1
*
[ -1 ] 
f(z) = -103/64*z^3 + 231/64*z + 1
*
[ -1 ] 
f(z) = -103/65*z^3 + 233/65*z + 1
*
[ -1 ] 
f(z) = -103/66*z^3 + 235/66*z + 1
*
[ -1 ] 
f(z) = -103/67*z^3 + 237/67*z + 1
*
[ -1 ] 
f(z) = -103/68*z^3 + 239/68*z + 1
*
[ -1 ] 
f(z) = -102/61*z^3 + 224/61*z + 1
*
[ -1 ] 
f(z) = -102/65*z^3 + 232/65*z + 1
*
[ -1 ] 
f(z) = -102/67*z^3 + 236/67*z + 1
*
[ -1 ] 
f(z) = -101/60*z^3 + 221/60*z + 1
*
[ -1 ] 
f(z) = -101/61*z^3 + 223/61*z + 1
*
[ -1 ] 
f(z) = -101/62*z^3 + 225/62*z + 1
*
[ -1 ] 
f(z) = -101/63*z^3 + 227/63*z + 1
*
[ -1 ] 
f(z) = -101/64*z^3 + 229/64*z + 1
*
[ -1 ] 
f(z) = -101/65*z^3 + 231/65*z + 1
*
[ -1 ] 
f(z) = -101/66*z^3 + 233/66*z + 1
*
[ -1 ] 
f(z) = -101/67*z^3 + 235/67*z + 1
*
[ -1 ] 
f(z) = -101/68*z^3 + 237/68*z + 1
*
[ -1 ] 
f(z) = -101/69*z^3 + 239/69*z + 1
*
-4/5 | 0.17536480111891874494665618737170352449 | 0.027597511632626584790968199400519513645
f(z) = -115/72*z^3 + 229/180*z + 1
*
[ 21/26 ] 
f(z) = -104/63*z^3 + 229/273*z + 1
*
[ 2 ] 
f(z) = -119/60*z^3 + 253/30*z + 1
*
[ 2 ] 
f(z) = -119/76*z^3 + 257/38*z + 1
*
[ 2 ] 
f(z) = -117/68*z^3 + 251/34*z + 1
*
[ 2 ] 
f(z) = -117/76*z^3 + 253/38*z + 1
*
[ 2 ] 
f(z) = -115/68*z^3 + 247/34*z + 1
*
[ 2 ] 
f(z) = -115/76*z^3 + 249/38*z + 1
*
[ 2 ] 
f(z) = -113/60*z^3 + 241/30*z + 1
*
[ 2 ] 
f(z) = -113/68*z^3 + 243/34*z + 1
*
[ 2 ] 
f(z) = -113/76*z^3 + 245/38*z + 1
*
[ 2 ] 
f(z) = -111/76*z^3 + 241/38*z + 1
*
[ -2 ] 
f(z) = -107/60*z^3 + 259/30*z + 1
*
-5/2 | 0.21219841285152002445348862745088838480 | 0.029808061810678083932836413493136097224
f(z) = -106/75*z^3 + 247/30*z + 1
*
[ -2 ] 
f(z) = -103/60*z^3 + 251/30*z + 1
*
[ -2 ] 
f(z) = -103/68*z^3 + 257/34*z + 1
*
[ -2 ] 
f(z) = -101/60*z^3 + 247/30*z + 1
*
[ -2 ] 
f(z) = -101/68*z^3 + 253/34*z + 1
*
[ -2 ] 
f(z) = -101/76*z^3 + 259/38*z + 1
*
[ -8/7 ] 
f(z) = -119/64*z^3 + 241/56*z + 1
*
[ 12/7 ] 
f(z) = -119/64*z^3 + 247/42*z + 1
*
[ -3/2 ] 
f(z) = -118/63*z^3 + 247/42*z + 1
*
[ -8/5 ] 
f(z) = -115/64*z^3 + 249/40*z + 1
*
[ -1 ] 
f(z) = -120/61*z^3 + 242/61*z + 1
*
[ -1 ] 
f(z) = -120/67*z^3 + 254/67*z + 1
*
[ -1/2 ] 
f(z) = -120/71*z^3 + 243/71*z + 1
*
[ -1/2 ] 
f(z) = -120/73*z^3 + 249/73*z + 1
*
[ -1 ] 
f(z) = -119/61*z^3 + 241/61*z + 1
*
[ -1 ] 
f(z) = -119/62*z^3 + 243/62*z + 1
*
[ -1 ] 
f(z) = -119/64*z^3 + 247/64*z + 1
*
[ -1 ] 
f(z) = -119/65*z^3 + 249/65*z + 1
*
[ -1 ] 
f(z) = -119/66*z^3 + 251/66*z + 1
*
[ -1 ] 
f(z) = -119/67*z^3 + 253/67*z + 1
*
[ -1 ] 
f(z) = -119/69*z^3 + 257/69*z + 1
*
[ -1 ] 
f(z) = -118/61*z^3 + 240/61*z + 1
*
[ -1 ] 
f(z) = -118/63*z^3 + 244/63*z + 1
*
[ -1 ] 
f(z) = -118/65*z^3 + 248/65*z + 1
*
[ -1 ] 
f(z) = -118/67*z^3 + 252/67*z + 1
*
[ -1 ] 
f(z) = -118/69*z^3 + 256/69*z + 1
*
[ -1/3 ] 
f(z) = -117/61*z^3 + 257/61*z + 1
*
[ -1 ] 
f(z) = -117/62*z^3 + 241/62*z + 1
*
[ -1 ] 
f(z) = -117/64*z^3 + 245/64*z + 1
*
[ -8/9 ] 
f(z) = -117/64*z^3 + 257/72*z + 1
*
[ -1 ] 
f(z) = -117/67*z^3 + 251/67*z + 1
*
[ -1 ] 
f(z) = -117/68*z^3 + 253/68*z + 1
*
[ -1 ] 
f(z) = -117/70*z^3 + 257/70*z + 1
*
[ -1 ] 
f(z) = -117/71*z^3 + 259/71*z + 1
*
[ -1 ] 
f(z) = -116/63*z^3 + 242/63*z + 1
*
[ -1 ] 
f(z) = -116/65*z^3 + 246/65*z + 1
*
[ -1 ] 
f(z) = -116/67*z^3 + 250/67*z + 1
*
[ -1 ] 
f(z) = -116/69*z^3 + 254/69*z + 1
*
[ -1/2 ] 
f(z) = -116/71*z^3 + 242/71*z + 1
*
[ -1 ] 
f(z) = -116/71*z^3 + 258/71*z + 1
*
[ -1/2 ] 
f(z) = -116/73*z^3 + 248/73*z + 1
*
[ -5/4 ] 
f(z) = -116/75*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -116/75*z^3 + 254/75*z + 1
*
[ -1 ] 
f(z) = -115/63*z^3 + 241/63*z + 1
*
[ -1 ] 
f(z) = -115/64*z^3 + 243/64*z + 1
*
[ -1 ] 
f(z) = -115/66*z^3 + 247/66*z + 1
*
[ -1 ] 
f(z) = -115/67*z^3 + 249/67*z + 1
*
[ -1 ] 
f(z) = -115/68*z^3 + 251/68*z + 1
*
[ -1 ] 
f(z) = -115/71*z^3 + 257/71*z + 1
*
[ -1 ] 
f(z) = -115/72*z^3 + 259/72*z + 1
*
[ -1 ] 
f(z) = -114/65*z^3 + 244/65*z + 1
*
[ -1 ] 
f(z) = -114/67*z^3 + 248/67*z + 1
*
[ -1 ] 
f(z) = -114/71*z^3 + 256/71*z + 1
*
[ -1 ] 
f(z) = -113/64*z^3 + 241/64*z + 1
*
[ -1 ] 
f(z) = -113/65*z^3 + 243/65*z + 1
*
[ -1 ] 
f(z) = -113/66*z^3 + 245/66*z + 1
*
[ -1 ] 
f(z) = -113/67*z^3 + 247/67*z + 1
*
[ -1 ] 
f(z) = -113/68*z^3 + 249/68*z + 1
*
[ -1 ] 
f(z) = -113/69*z^3 + 251/69*z + 1
*
[ -1 ] 
f(z) = -113/70*z^3 + 253/70*z + 1
*
[ -1 ] 
f(z) = -113/71*z^3 + 255/71*z + 1
*
[ -1 ] 
f(z) = -113/72*z^3 + 257/72*z + 1
*
[ -1 ] 
f(z) = -113/73*z^3 + 259/73*z + 1
*
[ -1 ] 
f(z) = -112/65*z^3 + 242/65*z + 1
*
[ -1 ] 
f(z) = -112/67*z^3 + 246/67*z + 1
*
[ -1 ] 
f(z) = -112/69*z^3 + 250/69*z + 1
*
[ -1/2 ] 
f(z) = -112/71*z^3 + 241/71*z + 1
*
[ -1 ] 
f(z) = -112/71*z^3 + 254/71*z + 1
*
[ -1/2 ] 
f(z) = -112/73*z^3 + 247/73*z + 1
*
[ -1 ] 
f(z) = -112/73*z^3 + 258/73*z + 1
*
[ -1/2 ] 
f(z) = -112/75*z^3 + 253/75*z + 1
*
[ -1 ] 
f(z) = -111/65*z^3 + 241/65*z + 1
*
[ -1 ] 
f(z) = -111/67*z^3 + 245/67*z + 1
*
[ -1 ] 
f(z) = -111/68*z^3 + 247/68*z + 1
*
[ -1 ] 
f(z) = -111/70*z^3 + 251/70*z + 1
*
[ -1 ] 
f(z) = -111/71*z^3 + 253/71*z + 1
*
[ -1 ] 
f(z) = -111/73*z^3 + 257/73*z + 1
*
[ -1 ] 
f(z) = -110/67*z^3 + 244/67*z + 1
*
[ -1 ] 
f(z) = -110/69*z^3 + 248/69*z + 1
*
[ -1 ] 
f(z) = -110/71*z^3 + 252/71*z + 1
*
[ -1 ] 
f(z) = -110/73*z^3 + 256/73*z + 1
*
[ -1 ] 
f(z) = -109/66*z^3 + 241/66*z + 1
*
[ -1 ] 
f(z) = -109/67*z^3 + 243/67*z + 1
*
[ -1 ] 
f(z) = -109/68*z^3 + 245/68*z + 1
*
[ -1 ] 
f(z) = -109/69*z^3 + 247/69*z + 1
*
[ -1 ] 
f(z) = -109/70*z^3 + 249/70*z + 1
*
[ -1 ] 
f(z) = -109/71*z^3 + 251/71*z + 1
*
[ -1 ] 
f(z) = -109/72*z^3 + 253/72*z + 1
*
[ -1 ] 
f(z) = -109/73*z^3 + 255/73*z + 1
*
[ -1 ] 
f(z) = -109/74*z^3 + 257/74*z + 1
*
[ -1 ] 
f(z) = -109/75*z^3 + 259/75*z + 1
*
[ -1/3 ] 
f(z) = -108/61*z^3 + 256/61*z + 1
*
-5/6 | 0.15425324636434465080613412000136079274 | 0.027798005290327052959460813922805932320
f(z) = -108/65*z^3 + 257/65*z + 1
*
[ -1 ] 
f(z) = -108/67*z^3 + 242/67*z + 1
*
[ -1/2 ] 
f(z) = -108/71*z^3 + 240/71*z + 1
*
[ -1 ] 
f(z) = -108/71*z^3 + 250/71*z + 1
*
[ -1/2 ] 
f(z) = -108/73*z^3 + 246/73*z + 1
*
[ -1 ] 
f(z) = -108/73*z^3 + 254/73*z + 1
*
[ -1/2 ] 
f(z) = -108/77*z^3 + 258/77*z + 1
*
[ -1 ] 
f(z) = -107/67*z^3 + 241/67*z + 1
*
[ -1 ] 
f(z) = -107/68*z^3 + 243/68*z + 1
*
[ -1 ] 
f(z) = -107/69*z^3 + 245/69*z + 1
*
[ -1 ] 
f(z) = -107/70*z^3 + 247/70*z + 1
*
[ -1 ] 
f(z) = -107/71*z^3 + 249/71*z + 1
*
[ -1 ] 
f(z) = -107/72*z^3 + 251/72*z + 1
*
[ -1 ] 
f(z) = -107/73*z^3 + 253/73*z + 1
*
[ -1 ] 
f(z) = -107/74*z^3 + 255/74*z + 1
*
[ -1 ] 
f(z) = -107/75*z^3 + 257/75*z + 1
*
[ -1 ] 
f(z) = -107/76*z^3 + 259/76*z + 1
*
[ -1 ] 
f(z) = -106/67*z^3 + 240/67*z + 1
*
[ -1 ] 
f(z) = -106/69*z^3 + 244/69*z + 1
*
[ -1 ] 
f(z) = -106/71*z^3 + 248/71*z + 1
*
[ -1 ] 
f(z) = -106/73*z^3 + 252/73*z + 1
*
[ -1 ] 
f(z) = -106/75*z^3 + 256/75*z + 1
*
[ -1 ] 
f(z) = -105/68*z^3 + 241/68*z + 1
*
[ -1 ] 
f(z) = -105/71*z^3 + 247/71*z + 1
*
[ -1 ] 
f(z) = -105/73*z^3 + 251/73*z + 1
*
[ -1 ] 
f(z) = -105/74*z^3 + 253/74*z + 1
*
[ -1 ] 
f(z) = -105/76*z^3 + 257/76*z + 1
*
[ -1 ] 
f(z) = -104/69*z^3 + 242/69*z + 1
*
[ 3/2 ] 
f(z) = -104/69*z^3 + 257/69*z + 1
*
[ -1 ] 
f(z) = -104/71*z^3 + 246/71*z + 1
*
[ -1/2 ] 
f(z) = -104/73*z^3 + 245/73*z + 1
*
[ -1 ] 
f(z) = -104/73*z^3 + 250/73*z + 1
*
[ -1/2 ] 
f(z) = -104/75*z^3 + 251/75*z + 1
*
[ -1 ] 
f(z) = -104/75*z^3 + 254/75*z + 1
*
[ 3/2 ] 
f(z) = -104/75*z^3 + 259/75*z + 1
*
[ -1/2 ] 
f(z) = -104/77*z^3 + 257/77*z + 1
*
[ -1 ] 
f(z) = -104/77*z^3 + 258/77*z + 1
*
[ -1 ] 
f(z) = -103/69*z^3 + 241/69*z + 1
*
[ -1 ] 
f(z) = -103/70*z^3 + 243/70*z + 1
*
[ -1 ] 
f(z) = -103/71*z^3 + 245/71*z + 1
*
[ -1 ] 
f(z) = -103/72*z^3 + 247/72*z + 1
*
[ -1 ] 
f(z) = -103/73*z^3 + 249/73*z + 1
*
[ -1 ] 
f(z) = -103/74*z^3 + 251/74*z + 1
*
[ -1 ] 
f(z) = -103/75*z^3 + 253/75*z + 1
*
[ -1 ] 
f(z) = -103/76*z^3 + 255/76*z + 1
*
[ -1 ] 
f(z) = -103/77*z^3 + 257/77*z + 1
*
[ -1 ] 
f(z) = -103/78*z^3 + 259/78*z + 1
*
[ -1 ] 
f(z) = -102/71*z^3 + 244/71*z + 1
*
[ -1 ] 
f(z) = -102/73*z^3 + 248/73*z + 1
*
[ -1 ] 
f(z) = -102/77*z^3 + 256/77*z + 1
*
[ -1 ] 
f(z) = -101/70*z^3 + 241/70*z + 1
*
[ -1 ] 
f(z) = -101/71*z^3 + 243/71*z + 1
*
[ -1 ] 
f(z) = -101/72*z^3 + 245/72*z + 1
*
[ -1 ] 
f(z) = -101/73*z^3 + 247/73*z + 1
*
[ -1 ] 
f(z) = -101/74*z^3 + 249/74*z + 1
*
[ -1 ] 
f(z) = -101/75*z^3 + 251/75*z + 1
*
[ -1 ] 
f(z) = -101/76*z^3 + 253/76*z + 1
*
[ -1 ] 
f(z) = -101/77*z^3 + 255/77*z + 1
*
[ -1 ] 
f(z) = -101/78*z^3 + 257/78*z + 1
*
[ -1 ] 
f(z) = -101/79*z^3 + 259/79*z + 1
*
[ -2/3 ] 
f(z) = -113/72*z^3 + 259/81*z + 1
*
[ -2/3 ] 
f(z) = -109/72*z^3 + 257/81*z + 1
*
[ -2/3 ] 
f(z) = -107/72*z^3 + 256/81*z + 1
*
[ -2/3 ] 
f(z) = -103/72*z^3 + 254/81*z + 1
*
[ -2/3 ] 
f(z) = -101/72*z^3 + 253/81*z + 1
*
-5/4 | 0.21063052664222338671235111525013714620 | 0.029690379754374631024095956898714319427
f(z) = -106/75*z^3 + 241/120*z + 1
*
-5/8 | 0.19262301188909815311781336617891594292 | 0.026908239889027449910804448119647101828
f(z) = -104/75*z^3 + 257/120*z + 1
*
-28/39 | 0.25439107822285198334144504717623304674 | 0.027433426163379373332345499061074227410
f(z) = -117/64*z^3 + 243/182*z + 1
*
-5/9 | 0.11287907892835404062945192238097419190 | 0.019526740568921856117817738558052678969
f(z) = -108/65*z^3 + 256/195*z + 1
*
0 | 0.16093892047698001011465516815932741041 | 0.027840522596671744220056432203511610077
f(z) = -108/65*z^3 + 259/195*z + 1
*
[ 8/9 ] 
f(z) = -105/64*z^3 + 253/216*z + 1
*
[ 5/6 ] 
f(z) = -118/75*z^3 + 241/270*z + 1
*
0 | 0.17420118475184257793706562752339085163 | 0.028372061928864627543072950945665107436
f(z) = -116/69*z^3 + 257/276*z + 1
*
[ -2 ] 
f(z) = -113/60*z^3 + 271/30*z + 1
*
[ -2 ] 
f(z) = -113/68*z^3 + 277/34*z + 1
*
[ -2 ] 
f(z) = -111/68*z^3 + 273/34*z + 1
*
[ -2 ] 
f(z) = -111/76*z^3 + 279/38*z + 1
*
[ -2 ] 
f(z) = -109/60*z^3 + 263/30*z + 1
*
[ -2 ] 
f(z) = -109/68*z^3 + 269/34*z + 1
*
[ -2 ] 
f(z) = -109/76*z^3 + 275/38*z + 1
*
[ -2 ] 
f(z) = -107/68*z^3 + 265/34*z + 1
*
[ -2 ] 
f(z) = -107/76*z^3 + 271/38*z + 1
*
-8/3 | 0.22615037293935853051096990854465923008 | 0.029526741481993009451864876282506899023
f(z) = -105/64*z^3 + 265/24*z + 1
*
-4/35 | 0.25304560816157971269510115430075106358 | 0.025914364291664112400591086883882184159
f(z) = -105/64*z^3 + 272/35*z + 1
*
[ -2 ] 
f(z) = -105/68*z^3 + 261/34*z + 1
*
[ -2 ] 
f(z) = -105/76*z^3 + 267/38*z + 1
*
[ -2 ] 
f(z) = -103/76*z^3 + 263/38*z + 1
*
[ -4/21 ] 
f(z) = -105/64*z^3 + 265/42*z + 1
*
[ -12/7 ] 
f(z) = -105/64*z^3 + 269/42*z + 1
*
[ -1 ] 
f(z) = -120/71*z^3 + 262/71*z + 1
*
[ -1 ] 
f(z) = -120/73*z^3 + 266/73*z + 1
*
[ -1/2 ] 
f(z) = -120/77*z^3 + 261/77*z + 1
*
[ -1 ] 
f(z) = -120/77*z^3 + 274/77*z + 1
*
[ -1/2 ] 
f(z) = -120/79*z^3 + 267/79*z + 1
*
[ -1 ] 
f(z) = -120/79*z^3 + 278/79*z + 1
*
-4/21 | 0.27321226174252197247878883470560549733 | 0.027979628380763123839021750150857735748
f(z) = -119/64*z^3 + 272/63*z + 1
*
[ -1 ] 
f(z) = -119/71*z^3 + 261/71*z + 1
*
[ -1 ] 
f(z) = -119/72*z^3 + 263/72*z + 1
*
[ -1 ] 
f(z) = -119/73*z^3 + 265/73*z + 1
*
[ -1 ] 
f(z) = -119/74*z^3 + 267/74*z + 1
*
[ -1 ] 
f(z) = -119/75*z^3 + 269/75*z + 1
*
[ -1 ] 
f(z) = -119/76*z^3 + 271/76*z + 1
*
[ -1 ] 
f(z) = -119/78*z^3 + 275/78*z + 1
*
[ -1 ] 
f(z) = -119/79*z^3 + 277/79*z + 1
*
[ -1 ] 
f(z) = -118/71*z^3 + 260/71*z + 1
*
[ -1 ] 
f(z) = -118/73*z^3 + 264/73*z + 1
*
[ -1 ] 
f(z) = -118/75*z^3 + 268/75*z + 1
*
[ -1 ] 
f(z) = -118/77*z^3 + 272/77*z + 1
*
[ -1 ] 
f(z) = -118/79*z^3 + 276/79*z + 1
*
[ -1/3 ] 
f(z) = -117/62*z^3 + 261/62*z + 1
*
[ -1/3 ] 
f(z) = -117/64*z^3 + 269/64*z + 1
*
[ -1 ] 
f(z) = -117/73*z^3 + 263/73*z + 1
*
[ -1 ] 
f(z) = -117/74*z^3 + 265/74*z + 1
*
[ -1 ] 
f(z) = -117/76*z^3 + 269/76*z + 1
*
[ -1 ] 
f(z) = -117/77*z^3 + 271/77*z + 1
*
[ -1 ] 
f(z) = -117/79*z^3 + 275/79*z + 1
*
[ -1 ] 
f(z) = -116/73*z^3 + 262/73*z + 1
*
[ -1 ] 
f(z) = -116/75*z^3 + 266/75*z + 1
*
[ -1/2 ] 
f(z) = -116/77*z^3 + 260/77*z + 1
*
[ -1 ] 
f(z) = -116/77*z^3 + 270/77*z + 1
*
[ -1/2 ] 
f(z) = -116/79*z^3 + 266/79*z + 1
*
[ -1 ] 
f(z) = -116/79*z^3 + 274/79*z + 1
*
[ -1 ] 
f(z) = -115/73*z^3 + 261/73*z + 1
*
[ -1 ] 
f(z) = -115/74*z^3 + 263/74*z + 1
*
[ -1 ] 
f(z) = -115/76*z^3 + 267/76*z + 1
*
[ -1 ] 
f(z) = -115/77*z^3 + 269/77*z + 1
*
[ -1 ] 
f(z) = -115/78*z^3 + 271/78*z + 1
*
[ -1 ] 
f(z) = -115/79*z^3 + 273/79*z + 1
*
[ -1 ] 
f(z) = -114/73*z^3 + 260/73*z + 1
*
[ -1 ] 
f(z) = -114/77*z^3 + 268/77*z + 1
*
[ -1 ] 
f(z) = -114/79*z^3 + 272/79*z + 1
*
[ -1 ] 
f(z) = -113/74*z^3 + 261/74*z + 1
*
[ -1 ] 
f(z) = -113/75*z^3 + 263/75*z + 1
*
[ -1 ] 
f(z) = -113/76*z^3 + 265/76*z + 1
*
[ -1 ] 
f(z) = -113/77*z^3 + 267/77*z + 1
*
[ -1 ] 
f(z) = -113/78*z^3 + 269/78*z + 1
*
[ -1 ] 
f(z) = -113/79*z^3 + 271/79*z + 1
*
[ 3/2 ] 
f(z) = -112/69*z^3 + 275/69*z + 1
*
[ -1 ] 
f(z) = -112/75*z^3 + 262/75*z + 1
*
15/8 | 0.17883376177540113289554585459018519797 | 0.024901687975961206106736342151599930319
f(z) = -112/75*z^3 + 263/60*z + 1
*
[ 3/2 ] 
f(z) = -112/75*z^3 + 277/75*z + 1
*
[ -1/2 ] 
f(z) = -112/79*z^3 + 265/79*z + 1
*
[ -1 ] 
f(z) = -112/79*z^3 + 270/79*z + 1
*
[ -1 ] 
f(z) = -111/76*z^3 + 263/76*z + 1
*
[ -1 ] 
f(z) = -111/77*z^3 + 265/77*z + 1
*
[ -1 ] 
f(z) = -111/79*z^3 + 269/79*z + 1
*
[ -1 ] 
f(z) = -110/79*z^3 + 268/79*z + 1
*
[ -1 ] 
f(z) = -109/76*z^3 + 261/76*z + 1
*
[ -1 ] 
f(z) = -109/77*z^3 + 263/77*z + 1
*
[ -1 ] 
f(z) = -109/78*z^3 + 265/78*z + 1
*
[ -1 ] 
f(z) = -109/79*z^3 + 267/79*z + 1
*
[ -1/3 ] 
f(z) = -108/65*z^3 + 272/65*z + 1
*
[ -1 ] 
f(z) = -108/77*z^3 + 262/77*z + 1
*
[ -1/2 ] 
f(z) = -108/79*z^3 + 264/79*z + 1
*
[ -1 ] 
f(z) = -108/79*z^3 + 266/79*z + 1
*
[ -1 ] 
f(z) = -107/77*z^3 + 261/77*z + 1
*
[ -1 ] 
f(z) = -107/78*z^3 + 263/78*z + 1
*
[ -1 ] 
f(z) = -107/79*z^3 + 265/79*z + 1
*
[ -1 ] 
f(z) = -106/77*z^3 + 260/77*z + 1
*
[ -1 ] 
f(z) = -106/79*z^3 + 264/79*z + 1
*
[ -1 ] 
f(z) = -105/79*z^3 + 263/79*z + 1
*
[ -1 ] 
f(z) = -104/79*z^3 + 262/79*z + 1
*
[ -1/2 ] 
f(z) = -104/79*z^3 + 263/79*z + 1
*
[ -1 ] 
f(z) = -103/79*z^3 + 261/79*z + 1
*
[ -1 ] 
f(z) = -102/79*z^3 + 260/79*z + 1
*
[ -2/3 ] 
f(z) = -119/72*z^3 + 262/81*z + 1
*
[ -2/3 ] 
f(z) = -115/72*z^3 + 260/81*z + 1
*
-5/4 | 0.20679281621669700878350679023257593693 | 0.028675197861429442233354679279516004491
f(z) = -118/75*z^3 + 271/120*z + 1
*
-3/5 | 0.19470234867228323770443815522370142102 | 0.029089038319673664223921677799760023279
f(z) = -115/72*z^3 + 269/120*z + 1
*
0 | 0.16042678150690885184151622223653996599 | 0.028525299099871785694228307701723651795
f(z) = -106/65*z^3 + 277/130*z + 1
*
0 | 0.14345736171546074839571897874370551314 | 0.025641601859660226388678052796503526622
f(z) = -102/65*z^3 + 269/130*z + 1
*
-18/17 | 0.17296346760971714040488483413045928979 | 0.022473842098053813817828898184621549575
f(z) = -119/72*z^3 + 275/153*z + 1
*
0 | 0.15386240713679336172449469753229243278 | 0.026490811374242201246415817548800629743
f(z) = -111/65*z^3 + 268/195*z + 1
*
13/18 | 0.14180049513181894758039726525534561560 | 0.024529802220845161383521856222292794606
f(z) = -108/65*z^3 + 274/195*z + 1
*
[ 6/7 ] 
f(z) = -119/60*z^3 + 271/210*z + 1
*
-18/23 | 0.21950113412945225359861683039742022333 | 0.027853966846404390488536741410438310949
f(z) = -115/72*z^3 + 260/207*z + 1
*
[ 8/9 ] 
f(z) = -111/64*z^3 + 269/216*z + 1
*
-4/23 | 0.26156014929597818912398689663699402327 | 0.027562053810262041479015733534037740288
f(z) = -115/64*z^3 + 277/230*z + 1
*
-7/9 | 0.10975525718836337058725257217942040112 | 0.018986356493507206301724288993722471537
f(z) = -108/77*z^3 + 262/231*z + 1
*
0 | 0.17664103877854568816494080847536836458 | 0.028769439763244012694859316210196426875
f(z) = -116/65*z^3 + 269/260*z + 1
*
13/12 | 0.17607098528173243615540074467858253437 | 0.029014277710320957761951956132359780573
f(z) = -108/65*z^3 + 267/260*z + 1
*
[ 5/6 ] 
f(z) = -117/70*z^3 + 269/280*z + 1
*
[ -2 ] 
f(z) = -119/60*z^3 + 283/30*z + 1
*
[ -2 ] 
f(z) = -119/76*z^3 + 295/38*z + 1
*
[ -2 ] 
f(z) = -117/68*z^3 + 285/34*z + 1
*
[ -2 ] 
f(z) = -117/76*z^3 + 291/38*z + 1
*
-12/5 | 0.23963727596051538519336260480293085516 | 0.026201582450873708910200033482924039225
f(z) = -115/64*z^3 + 293/30*z + 1
*
[ -2 ] 
f(z) = -115/68*z^3 + 281/34*z + 1
*
[ -2 ] 
f(z) = -115/76*z^3 + 287/38*z + 1
*
[ -2 ] 
f(z) = -113/76*z^3 + 283/38*z + 1
*
-8/3 | 0.23007621758929284357827353248897834854 | 0.029811128889483443496825285094256992358
f(z) = -111/64*z^3 + 281/24*z + 1
*
[ 5/2 ] 
f(z) = -106/75*z^3 + 283/30*z + 1
*
[ 8/3 ] 
f(z) = -105/64*z^3 + 295/24*z + 1
*
[ -2/7 ] 
f(z) = -119/72*z^3 + 292/63*z + 1
*
[ -1/3 ] 
f(z) = -117/67*z^3 + 281/67*z + 1
*
[ -1/3 ] 
f(z) = -117/68*z^3 + 285/68*z + 1
*
[ -1/3 ] 
f(z) = -117/70*z^3 + 293/70*z + 1
*
[ -1/3 ] 
f(z) = -117/71*z^3 + 297/71*z + 1
*
[ 3/2 ] 
f(z) = -116/69*z^3 + 284/69*z + 1
*
[ 3/2 ] 
f(z) = -116/75*z^3 + 286/75*z + 1
*
[ -5/4 ] 
f(z) = -112/65*z^3 + 292/65*z + 1
*
-15/8 | 0.18986786576539643134355987512646201370 | 0.026120505166780163625836756938140748131
f(z) = -112/75*z^3 + 287/60*z + 1
*
[ -1/3 ] 
f(z) = -108/67*z^3 + 280/67*z + 1
*
[ -1/3 ] 
f(z) = -108/71*z^3 + 296/71*z + 1
*
[ -7/6 ] 
f(z) = -108/77*z^3 + 290/77*z + 1
*
[ -6/5 ] 
f(z) = -107/72*z^3 + 298/75*z + 1
*
-3/2 | 0.16696247443157398146079563142663088616 | 0.029556246389596180703669144653266184065
f(z) = -104/75*z^3 + 284/75*z + 1
*
[ -6/5 ] 
f(z) = -103/72*z^3 + 292/75*z + 1
*
[ -6/5 ] 
f(z) = -101/72*z^3 + 289/75*z + 1
*
[ -4/9 ] 
f(z) = -119/64*z^3 + 293/81*z + 1
*
[ -3/4 ] 
f(z) = -116/63*z^3 + 283/84*z + 1
*
[ -4/9 ] 
f(z) = -115/64*z^3 + 292/81*z + 1
*
[ -4/9 ] 
f(z) = -107/64*z^3 + 290/81*z + 1
*
[ -4/9 ] 
f(z) = -103/64*z^3 + 289/81*z + 1
*
4/105 | 0.22969044258203698232386781619096636407 | 0.023377425030297337997272446691556925735
f(z) = -105/64*z^3 + 289/105*z + 1
*
-2/7 | 0.18450357029236620048007178275159245502 | 0.026084622481868073672387342249700873268
f(z) = -105/64*z^3 + 295/112*z + 1
*
-2/3 | 0.16468064774582919082661818678790251511 | 0.029027192703569106278055298416670104317
f(z) = -108/65*z^3 + 291/130*z + 1
*
[ 5/4 ] 
f(z) = -106/75*z^3 + 289/120*z + 1
*
[ 18/17 ] 
f(z) = -119/72*z^3 + 292/153*z + 1
*
0 | 0.13029831363681197809810737086379425469 | 0.022857574495612296799718684595889816861
f(z) = -112/75*z^3 + 299/150*z + 1
*
0 | 0.11922222621001119053431170098502325734 | 0.021065924702090272307815140560004486976
f(z) = -106/75*z^3 + 287/150*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.021117780586831999826147713711997823894
f(z) = -104/75*z^3 + 283/150*z + 1
*
0 | 0.16099943004721027222492065845280479580 | 0.027470619795444576084505006938739786182
f(z) = -117/70*z^3 + 281/210*z + 1
*
[ 15/17 ] 
f(z) = -119/75*z^3 + 281/255*z + 1
*
-5/8 | 0.22150376042946687749269429824989573048 | 0.029431104811589724389775707410503327002
f(z) = -116/75*z^3 + 289/240*z + 1
*
[ 15/16 ] 
f(z) = -112/75*z^3 + 299/240*z + 1
*
[ 2/3 ] 
f(z) = -108/97*z^3 - 1/194*z + 1
*
[ 2/3 ] 
f(z) = -107/96*z^3 - 1/216*z + 1
*
[ 2/3 ] 
f(z) = -103/96*z^3 - 5/216*z + 1
*
[ 2/3 ] 
f(z) = -101/96*z^3 - 7/216*z + 1
*
[ 2/3 ] 
f(z) = -105/94*z^3 - 1/282*z + 1
*
[ 2/3 ] 
f(z) = -117/88*z^3 + 1/11*z + 1
*
[ 3/4 ] 
f(z) = -112/81*z^3 + 4/9*z + 1
*
3/4 | 0.13244653407677601008917494025570404276 | 0.027812200035150723105155014952841062131
f(z) = -112/81*z^3 + 13/9*z + 1
*
[ 3/4 ] 
f(z) = -104/81*z^3 + 7/18*z + 1
*
[ 2/3 ] 
f(z) = -117/80*z^3 + 3/20*z + 1
*
[ 3/4 ] 
f(z) = -116/81*z^3 + 17/36*z + 1
*
3/8 | 0.081379992328197045498511859696210125048 | 0.013330507558567068380112714319836757107
f(z) = -112/81*z^3 + 19/36*z + 1
*
[ 3/4 ] 
f(z) = -112/99*z^3 + 10/33*z + 1
*
[ 2/3 ] 
f(z) = -111/88*z^3 + 2/33*z + 1
*
[ 2/3 ] 
f(z) = -105/88*z^3 + 1/33*z + 1
*
[ 2/3 ] 
f(z) = -117/92*z^3 + 3/46*z + 1
*
[ 2/3 ] 
f(z) = -111/80*z^3 + 7/60*z + 1
*
[ 3/4 ] 
f(z) = -104/99*z^3 + 17/66*z + 1
*
[ 2/3 ] 
f(z) = -119/88*z^3 + 10/99*z + 1
*
[ 2/3 ] 
f(z) = -117/82*z^3 + 11/82*z + 1
*
[ 2/3 ] 
f(z) = -117/86*z^3 + 9/86*z + 1
*
[ 2/3 ] 
f(z) = -117/94*z^3 + 5/94*z + 1
*
[ 2/3 ] 
f(z) = -117/98*z^3 + 3/98*z + 1
*
[ 2/3 ] 
f(z) = -115/88*z^3 + 8/99*z + 1
*
[ 2/3 ] 
f(z) = -113/88*z^3 + 7/99*z + 1
*
[ 2/3 ] 
f(z) = -109/88*z^3 + 5/99*z + 1
*
[ 2/3 ] 
f(z) = -107/88*z^3 + 4/99*z + 1
*
[ 2/3 ] 
f(z) = -103/88*z^3 + 2/99*z + 1
*
[ 2/3 ] 
f(z) = -101/88*z^3 + 1/99*z + 1
*
[ 2/3 ] 
f(z) = -111/92*z^3 + 5/138*z + 1
*
[ 2/3 ] 
f(z) = -105/92*z^3 + 1/138*z + 1
*
[ 2/3 ] 
f(z) = -117/85*z^3 + 19/170*z + 1
*
[ 2/3 ] 
f(z) = -117/89*z^3 + 15/178*z + 1
*
[ 2/3 ] 
f(z) = -108/83*z^3 + 13/166*z + 1
*
[ 2/3 ] 
f(z) = -108/85*z^3 + 11/170*z + 1
*
[ 2/3 ] 
f(z) = -108/89*z^3 + 7/178*z + 1
*
[ 2/3 ] 
f(z) = -117/95*z^3 + 9/190*z + 1
*
[ 2/3 ] 
f(z) = -117/97*z^3 + 7/194*z + 1
*
[ 2/3 ] 
f(z) = -109/80*z^3 + 19/180*z + 1
*
[ 2/3 ] 
f(z) = -108/91*z^3 + 5/182*z + 1
*
[ 2/3 ] 
f(z) = -108/95*z^3 + 1/190*z + 1
*
[ 2/3 ] 
f(z) = -107/80*z^3 + 17/180*z + 1
*
[ 2/3 ] 
f(z) = -103/80*z^3 + 13/180*z + 1
*
[ 2/3 ] 
f(z) = -101/80*z^3 + 11/180*z + 1
*
[ 2/3 ] 
f(z) = -119/96*z^3 + 11/216*z + 1
*
[ 2/3 ] 
f(z) = -115/96*z^3 + 7/216*z + 1
*
[ 2/3 ] 
f(z) = -113/96*z^3 + 5/216*z + 1
*
[ 2/3 ] 
f(z) = -109/96*z^3 + 1/216*z + 1
*
[ 2/3 ] 
f(z) = -111/86*z^3 + 19/258*z + 1
*
17/18 | 0.16733679024968888986333313104126576538 | 0.028947278112675980023274546150620829862
f(z) = -108/85*z^3 + 19/255*z + 1
*
[ 2/3 ] 
f(z) = -105/82*z^3 + 17/246*z + 1
*
[ 2/3 ] 
f(z) = -105/86*z^3 + 11/258*z + 1
*
[ 2/3 ] 
f(z) = -111/94*z^3 + 7/282*z + 1
*
[ 2/3 ] 
f(z) = -111/98*z^3 + 1/294*z + 1
*
[ -2/3 ] 
f(z) = -117/88*z^3 + 34/11*z + 1
*
[ 3/2 ] 
f(z) = -116/81*z^3 + 32/9*z + 1
*
[ -3/4 ] 
f(z) = -112/81*z^3 + 28/9*z + 1
*
[ 3/2 ] 
f(z) = -112/81*z^3 + 31/9*z + 1
*
[ 3/2 ] 
f(z) = -104/81*z^3 + 29/9*z + 1
*
-2/3 | 0.091319561929223846011565488391002223924 | 0.019176024055304078166067957163283369744
f(z) = -117/80*z^3 + 23/20*z + 1
*
-2/3 | 0.17172561435854954824880206939291822678 | 0.029566356998780819000974814807600225545
f(z) = -111/88*z^3 + 35/33*z + 1
*
-2/3 | 0.17172458074212865852662087219018365933 | 0.029851788325646525301697025551883253765
f(z) = -105/88*z^3 + 34/33*z + 1
*
[ 3/4 ] 
f(z) = -118/81*z^3 + 35/72*z + 1
*
[ 4/5 ] 
f(z) = -115/96*z^3 + 31/60*z + 1
*
9/14 | 0.13523234874179171920697009653505382954 | 0.020291724041673741665957917542305179846
f(z) = -112/81*z^3 + 22/63*z + 1
*
[ 3/4 ] 
f(z) = -110/81*z^3 + 31/72*z + 1
*
[ 3/4 ] 
f(z) = -106/81*z^3 + 29/72*z + 1
*
[ 3/4 ] 
f(z) = -112/87*z^3 + 34/87*z + 1
*
[ 3/4 ] 
f(z) = -112/93*z^3 + 32/93*z + 1
*
3/5 | 0.17079255754629334694541830898743125378 | 0.024388256621535196281484025197791661021
f(z) = -110/81*z^3 + 29/90*z + 1
*
[ 9/13 ] 
f(z) = -104/81*z^3 + 20/117*z + 1
*
[ 2/3 ] 
f(z) = -117/83*z^3 + 21/166*z + 1
*
[ 2/3 ] 
f(z) = -119/80*z^3 + 29/180*z + 1
*
[ 2/3 ] 
f(z) = -113/80*z^3 + 23/180*z + 1
*
[ 2/3 ] 
f(z) = -111/82*z^3 + 25/246*z + 1
*
-2 | 0.10266986877540080530131149165445508785 | 0.016918699468655456519349622570138305338
f(z) = -119/88*z^3 + 54/11*z + 1
*
-2 | 0.10235107235682359679211288299339241416 | 0.016918277989306765397999999595661152406
f(z) = -117/88*z^3 + 53/11*z + 1
*
[ -3/2 ] 
f(z) = -116/81*z^3 + 44/9*z + 1
*
-2 | 0.10202609471654730554140645465766554459 | 0.016917827794602449259339630574905530506
f(z) = -115/88*z^3 + 52/11*z + 1
*
-2 | 0.10169466412297974127442341631550042923 | 0.016917342246239411529848069996218095767
f(z) = -113/88*z^3 + 51/11*z + 1
*
[ -3/2 ] 
f(z) = -112/81*z^3 + 43/9*z + 1
*
-2 | 0.10135648854631693745571418088416107323 | 0.016916813535221645753429186478009534098
f(z) = -111/88*z^3 + 50/11*z + 1
*
-2 | 0.10101125339187886893307565831479639084 | 0.016916232465100450752062936354540709057
f(z) = -109/88*z^3 + 49/11*z + 1
*
-2 | 0.10065861888454325162757128264971998162 | 0.016915588189845200794561876946498307454
f(z) = -107/88*z^3 + 48/11*z + 1
*
[ 2 ] 
f(z) = -107/88*z^3 + 59/11*z + 1
*
[ 3/2 ] 
f(z) = -106/81*z^3 + 59/18*z + 1
*
-2 | 0.10029821703441771643679174709049509469 | 0.016914867895396560061665341521791143949
f(z) = -105/88*z^3 + 47/11*z + 1
*
[ 2 ] 
f(z) = -105/88*z^3 + 58/11*z + 1
*
[ -3/2 ] 
f(z) = -104/81*z^3 + 41/9*z + 1
*
[ -3/4 ] 
f(z) = -104/81*z^3 + 55/18*z + 1
*
-2 | 0.099929648096447223365446513958699193182 | 0.016914056410896971756706174825744664735
f(z) = -103/88*z^3 + 46/11*z + 1
*
[ 2 ] 
f(z) = -103/88*z^3 + 57/11*z + 1
*
-2 | 0.099552476413941967850051395608795868592 | 0.016913135731550311710493645718415637629
f(z) = -101/88*z^3 + 45/11*z + 1
*
[ 2 ] 
f(z) = -101/88*z^3 + 56/11*z + 1
*
-4/3 | 0.13473599169555012502837355648864277667 | 0.025730446866775597252410508058826831312
f(z) = -117/80*z^3 + 47/20*z + 1
*
[ 4/3 ] 
f(z) = -117/80*z^3 + 57/20*z + 1
*
-3/5 | 0.084690288692358126059320139634644265446 | 0.012093316732617522401884696787866893452
f(z) = -110/81*z^3 + 59/90*z + 1
*
[ 5/6 ] 
f(z) = -108/85*z^3 + 58/85*z + 1
*
[ 5/6 ] 
f(z) = -108/95*z^3 + 56/95*z + 1
*
[ 7/9 ] 
f(z) = -117/98*z^3 + 55/126*z + 1
*
[ 3/4 ] 
f(z) = -116/99*z^3 + 43/132*z + 1
*
[ 3/4 ] 
f(z) = -107/81*z^3 + 59/144*z + 1
*
[ 3/4 ] 
f(z) = -103/81*z^3 + 55/144*z + 1
*
[ 3/4 ] 
f(z) = -101/81*z^3 + 53/144*z + 1
*
[ 3/4 ] 
f(z) = -104/87*z^3 + 59/174*z + 1
*
[ 3/4 ] 
f(z) = -104/93*z^3 + 55/186*z + 1
*
[ 12/17 ] 
f(z) = -119/96*z^3 + 41/204*z + 1
*
[ 7/10 ] 
f(z) = -115/98*z^3 + 41/280*z + 1
*
[ 2 ] 
f(z) = -119/88*z^3 + 65/11*z + 1
*
[ -2 ] 
f(z) = -119/88*z^3 + 76/11*z + 1
*
[ 3/2 ] 
f(z) = -118/81*z^3 + 65/18*z + 1
*
[ 2 ] 
f(z) = -117/88*z^3 + 64/11*z + 1
*
[ -2 ] 
f(z) = -117/88*z^3 + 75/11*z + 1
*
[ 2 ] 
f(z) = -115/88*z^3 + 63/11*z + 1
*
[ -2 ] 
f(z) = -115/88*z^3 + 74/11*z + 1
*
[ 2 ] 
f(z) = -113/88*z^3 + 62/11*z + 1
*
[ -2 ] 
f(z) = -113/88*z^3 + 73/11*z + 1
*
[ 9/4 ] 
f(z) = -112/81*z^3 + 68/9*z + 1
*
[ -9/4 ] 
f(z) = -112/81*z^3 + 76/9*z + 1
*
[ 2 ] 
f(z) = -111/88*z^3 + 61/11*z + 1
*
[ -2 ] 
f(z) = -111/88*z^3 + 72/11*z + 1
*
[ 3/2 ] 
f(z) = -110/81*z^3 + 61/18*z + 1
*
[ 2 ] 
f(z) = -109/88*z^3 + 60/11*z + 1
*
[ -2 ] 
f(z) = -109/88*z^3 + 71/11*z + 1
*
[ -2 ] 
f(z) = -107/88*z^3 + 70/11*z + 1
*
[ -2 ] 
f(z) = -105/88*z^3 + 69/11*z + 1
*
[ -2 ] 
f(z) = -103/88*z^3 + 68/11*z + 1
*
[ -2 ] 
f(z) = -101/88*z^3 + 67/11*z + 1
*
[ -2/3 ] 
f(z) = -117/80*z^3 + 63/20*z + 1
*
[ 9/8 ] 
f(z) = -112/81*z^3 + 67/36*z + 1
*
9/8 | 0.098556328691435923845465280803054381503 | 0.015008564801273176328334263080366160506
f(z) = -112/81*z^3 + 79/36*z + 1
*
-4/5 | 0.14533061268074680055972489628024807636 | 0.022870970961349714188233882186976857667
f(z) = -115/96*z^3 + 61/60*z + 1
*
-2/3 | 0.089625544124475984549312921208810127239 | 0.015431016762947521313349851626242508126
f(z) = -111/80*z^3 + 67/60*z + 1
*
[ 9/11 ] 
f(z) = -110/81*z^3 + 68/99*z + 1
*
[ 3/4 ] 
f(z) = -119/81*z^3 + 71/144*z + 1
*
[ 3/4 ] 
f(z) = -115/81*z^3 + 67/144*z + 1
*
[ 3/4 ] 
f(z) = -113/81*z^3 + 65/144*z + 1
*
-9/16 | 0.20973927704207207147691300300503460184 | 0.027998508150283265227170421831022941617
f(z) = -112/81*z^3 + 79/144*z + 1
*
[ 3/4 ] 
f(z) = -109/81*z^3 + 61/144*z + 1
*
[ 13/18 ] 
f(z) = -108/91*z^3 + 64/273*z + 1
*
[ 3/4 ] 
f(z) = -106/99*z^3 + 71/264*z + 1
*
[ -3/2 ] 
f(z) = -118/81*z^3 + 89/18*z + 1
*
[ 7/3 ] 
f(z) = -117/98*z^3 + 99/14*z + 1
*
[ -3/2 ] 
f(z) = -110/81*z^3 + 85/18*z + 1
*
[ -3/2 ] 
f(z) = -106/81*z^3 + 83/18*z + 1
*
[ -4/3 ] 
f(z) = -117/80*z^3 + 87/20*z + 1
*
[ 3/2 ] 
f(z) = -116/99*z^3 + 98/33*z + 1
*
[ 3/2 ] 
f(z) = -112/99*z^3 + 95/33*z + 1
*
[ -3/4 ] 
f(z) = -112/99*z^3 + 98/33*z + 1
*
-2 | 0.10104637535392407596404089480736578125 | 0.016893392061662896318966565739236290516
f(z) = -109/80*z^3 + 99/20*z + 1
*
-2 | 0.080612099804120725513568709183984422019 | 0.013523238985928385161274202845261812302
f(z) = -109/96*z^3 + 97/24*z + 1
*
-2 | 0.10069833754751583234206651271839785519 | 0.016892844714995644611197876769831432557
f(z) = -107/80*z^3 + 97/20*z + 1
*
-2 | 0.080252667965713271794049684955023998554 | 0.013510160658913630780670832760500492972
f(z) = -107/96*z^3 + 95/24*z + 1
*
[ 3/2 ] 
f(z) = -104/99*z^3 + 89/33*z + 1
*
-2 | 0.099979797995220091840937140314930097321 | 0.016891635575292443782293125102713655965
f(z) = -103/80*z^3 + 93/20*z + 1
*
-2 | 0.079510555709991438693931086786593967396 | 0.013482869447639994485366416297333468706
f(z) = -103/96*z^3 + 91/24*z + 1
*
-2 | 0.099608558947964600609922328097345512127 | 0.016890954718785777097371716347398785199
f(z) = -101/80*z^3 + 91/20*z + 1
*
-2 | 0.079126902338422875899679288390512204561 | 0.013468567709724680617089783941010171956
f(z) = -101/96*z^3 + 89/24*z + 1
*
[ 7/6 ] 
f(z) = -117/98*z^3 + 99/56*z + 1
*
-2/5 | 0.18166079373951912753951165876567681987 | 0.027474238708215276747298137126329529569
f(z) = -105/88*z^3 + 93/55*z + 1
*
-3/28 | 0.18972080490566024775580418041162847383 | 0.028467761256298899973584343080299162718
f(z) = -112/81*z^3 + 85/63*z + 1
*
-4/7 | 0.15155990322397816833074892289938460819 | 0.022536675842582809297884268992575501527
f(z) = -119/96*z^3 + 97/84*z + 1
*
[ 9/10 ] 
f(z) = -110/81*z^3 + 89/90*z + 1
*
9/22 | 0.16034263339418378803789180956405102788 | 0.020579113623344424604810189798696265003
f(z) = -110/81*z^3 + 89/198*z + 1
*
-1/6 | 0.15850564183383351172136711173013473002 | 0.027419594278973673071773819845971644828
f(z) = -108/85*z^3 + 94/255*z + 1
*
[ 3/4 ] 
f(z) = -118/99*z^3 + 89/264*z + 1
*
[ 3/4 ] 
f(z) = -112/95*z^3 + 94/285*z + 1
*
[ 3/4 ] 
f(z) = -112/97*z^3 + 92/291*z + 1
*
[ -7/3 ] 
f(z) = -117/98*z^3 + 111/14*z + 1
*
[ 3 ] 
f(z) = -113/81*z^3 + 119/9*z + 1
*
[ 3 ] 
f(z) = -112/81*z^3 + 118/9*z + 1
*
[ 3 ] 
f(z) = -110/81*z^3 + 116/9*z + 1
*
[ 3 ] 
f(z) = -109/81*z^3 + 115/9*z + 1
*
[ 3 ] 
f(z) = -107/81*z^3 + 113/9*z + 1
*
[ -3 ] 
f(z) = -107/81*z^3 + 119/9*z + 1
*
[ 3 ] 
f(z) = -106/81*z^3 + 112/9*z + 1
*
[ -3 ] 
f(z) = -106/81*z^3 + 118/9*z + 1
*
[ 3 ] 
f(z) = -104/81*z^3 + 110/9*z + 1
*
[ -3 ] 
f(z) = -104/81*z^3 + 116/9*z + 1
*
[ 3 ] 
f(z) = -103/81*z^3 + 109/9*z + 1
*
[ -3 ] 
f(z) = -103/81*z^3 + 115/9*z + 1
*
[ 3 ] 
f(z) = -101/81*z^3 + 107/9*z + 1
*
[ -3 ] 
f(z) = -101/81*z^3 + 113/9*z + 1
*
-2 | 0.10268673581233340508137774748300252209 | 0.016895817769581108400336241766718514426
f(z) = -119/80*z^3 + 109/20*z + 1
*
-2 | 0.082292433257156994607641043895907234978 | 0.013581574528334916635551407912568984704
f(z) = -119/96*z^3 + 107/24*z + 1
*
-2 | 0.10237105665046031578036761978691407623 | 0.016895358180719520852849717502269440373
f(z) = -117/80*z^3 + 107/20*z + 1
*
[ -3/4 ] 
f(z) = -116/81*z^3 + 113/36*z + 1
*
-2 | 0.081641643872034113970095874484588758268 | 0.013559429873470622776245560463147070463
f(z) = -115/96*z^3 + 103/24*z + 1
*
-2 | 0.10172163090571029159787610132964767872 | 0.016894408973966137965350060802343403711
f(z) = -113/80*z^3 + 103/20*z + 1
*
-2 | 0.081305699316186146052528101669900429599 | 0.013547755149333716067670992219799918087
f(z) = -113/96*z^3 + 101/24*z + 1
*
3/2 | 0.18907597502313653497045798466204656943 | 0.027235912849375221073828613469211023824
f(z) = -112/81*z^3 + 115/36*z + 1
*
-2 | 0.10138737148235043083183153673209814290 | 0.016893911443228630945780792371165387909
f(z) = -111/80*z^3 + 101/20*z + 1
*
[ -2/3 ] 
f(z) = -111/88*z^3 + 101/33*z + 1
*
[ 2 ] 
f(z) = -109/80*z^3 + 119/20*z + 1
*
[ 2 ] 
f(z) = -107/80*z^3 + 117/20*z + 1
*
[ 3/2 ] 
f(z) = -107/81*z^3 + 119/36*z + 1
*
[ 2 ] 
f(z) = -107/96*z^3 + 119/24*z + 1
*
[ -2/3 ] 
f(z) = -105/88*z^3 + 100/33*z + 1
*
[ 2 ] 
f(z) = -103/80*z^3 + 113/20*z + 1
*
[ 3/2 ] 
f(z) = -103/81*z^3 + 115/36*z + 1
*
[ 2 ] 
f(z) = -103/96*z^3 + 115/24*z + 1
*
[ 2 ] 
f(z) = -101/80*z^3 + 111/20*z + 1
*
[ 3/2 ] 
f(z) = -101/81*z^3 + 113/36*z + 1
*
[ 2 ] 
f(z) = -101/96*z^3 + 113/24*z + 1
*
[ 4/3 ] 
f(z) = -117/88*z^3 + 115/44*z + 1
*
[ 6/7 ] 
f(z) = -119/81*z^3 + 115/126*z + 1
*
[ 6/7 ] 
f(z) = -112/81*z^3 + 107/126*z + 1
*
[ 4/5 ] 
f(z) = -105/88*z^3 + 113/220*z + 1
*
[ 3/4 ] 
f(z) = -112/83*z^3 + 106/249*z + 1
*
[ 3/4 ] 
f(z) = -112/85*z^3 + 104/255*z + 1
*
[ 3/4 ] 
f(z) = -112/89*z^3 + 100/267*z + 1
*
[ 7/9 ] 
f(z) = -108/91*z^3 + 118/273*z + 1
*
[ 3 ] 
f(z) = -119/81*z^3 + 125/9*z + 1
*
[ -3 ] 
f(z) = -119/81*z^3 + 131/9*z + 1
*
[ 3 ] 
f(z) = -118/81*z^3 + 124/9*z + 1
*
[ -3 ] 
f(z) = -118/81*z^3 + 130/9*z + 1
*
[ 3 ] 
f(z) = -116/81*z^3 + 122/9*z + 1
*
[ -3 ] 
f(z) = -116/81*z^3 + 128/9*z + 1
*
[ 3 ] 
f(z) = -115/81*z^3 + 121/9*z + 1
*
[ -3 ] 
f(z) = -115/81*z^3 + 127/9*z + 1
*
[ -3 ] 
f(z) = -113/81*z^3 + 125/9*z + 1
*
[ -3 ] 
f(z) = -112/81*z^3 + 124/9*z + 1
*
[ -3 ] 
f(z) = -110/81*z^3 + 122/9*z + 1
*
[ -3 ] 
f(z) = -109/81*z^3 + 121/9*z + 1
*
[ 9/4 ] 
f(z) = -104/81*z^3 + 127/18*z + 1
*
[ 2 ] 
f(z) = -119/80*z^3 + 129/20*z + 1
*
[ 3/2 ] 
f(z) = -119/81*z^3 + 131/36*z + 1
*
[ 2 ] 
f(z) = -119/96*z^3 + 131/24*z + 1
*
[ 2 ] 
f(z) = -117/80*z^3 + 127/20*z + 1
*
[ 3/2 ] 
f(z) = -115/81*z^3 + 127/36*z + 1
*
[ 2 ] 
f(z) = -115/96*z^3 + 127/24*z + 1
*
[ 2 ] 
f(z) = -113/80*z^3 + 123/20*z + 1
*
[ 3/2 ] 
f(z) = -113/81*z^3 + 125/36*z + 1
*
[ 2 ] 
f(z) = -113/96*z^3 + 125/24*z + 1
*
[ -9/8 ] 
f(z) = -112/81*z^3 + 131/36*z + 1
*
[ -3/8 ] 
f(z) = -112/81*z^3 + 139/36*z + 1
*
[ -3/2 ] 
f(z) = -112/99*z^3 + 139/33*z + 1
*
[ 2 ] 
f(z) = -111/80*z^3 + 121/20*z + 1
*
[ -2 ] 
f(z) = -109/80*z^3 + 139/20*z + 1
*
[ 3/2 ] 
f(z) = -109/81*z^3 + 121/36*z + 1
*
[ 2 ] 
f(z) = -109/96*z^3 + 121/24*z + 1
*
[ -2 ] 
f(z) = -107/80*z^3 + 137/20*z + 1
*
[ -3/2 ] 
f(z) = -104/99*z^3 + 133/33*z + 1
*
[ -2 ] 
f(z) = -103/80*z^3 + 133/20*z + 1
*
[ -2 ] 
f(z) = -103/96*z^3 + 139/24*z + 1
*
[ -2 ] 
f(z) = -101/80*z^3 + 131/20*z + 1
*
[ -2 ] 
f(z) = -101/96*z^3 + 137/24*z + 1
*
-2/3 | 0.17646357465677142946162693375851074240 | 0.028322622600113057548256644619457350618
f(z) = -111/80*z^3 + 127/60*z + 1
*
-4/3 | 0.16606036016516075139121628472716123820 | 0.026456873079879001119833756632341460737
f(z) = -111/80*z^3 + 133/60*z + 1
*
[ 9/8 ] 
f(z) = -104/81*z^3 + 125/72*z + 1
*
[ 4/5 ] 
f(z) = -115/88*z^3 + 129/220*z + 1
*
15/13 | 0.22387655590499274297416382430226973543 | 0.028329884442735506732227564743164878267
f(z) = -104/81*z^3 + 127/234*z + 1
*
[ -9/4 ] 
f(z) = -104/81*z^3 + 143/18*z + 1
*
[ -2 ] 
f(z) = -119/80*z^3 + 149/20*z + 1
*
[ -2 ] 
f(z) = -119/96*z^3 + 155/24*z + 1
*
[ -2 ] 
f(z) = -117/80*z^3 + 147/20*z + 1
*
[ -3/2 ] 
f(z) = -116/99*z^3 + 142/33*z + 1
*
[ -2 ] 
f(z) = -115/96*z^3 + 151/24*z + 1
*
[ -2 ] 
f(z) = -113/80*z^3 + 143/20*z + 1
*
[ -2 ] 
f(z) = -113/96*z^3 + 149/24*z + 1
*
[ -2 ] 
f(z) = -111/80*z^3 + 141/20*z + 1
*
[ -2 ] 
f(z) = -109/96*z^3 + 145/24*z + 1
*
[ -2 ] 
f(z) = -107/96*z^3 + 143/24*z + 1
*
[ -2/3 ] 
f(z) = -117/92*z^3 + 141/46*z + 1
*
[ -3/5 ] 
f(z) = -115/81*z^3 + 143/45*z + 1
*
9/5 | 0.11653972756839130840377281023605263851 | 0.016138766294610998584447195615112354509
f(z) = -115/81*z^3 + 152/45*z + 1
*
[ -3/5 ] 
f(z) = -110/81*z^3 + 142/45*z + 1
*
[ 9/7 ] 
f(z) = -112/81*z^3 + 158/63*z + 1
*
-3/14 | 0.19495627702298979363961107754723245969 | 0.026497422744642817839950131416365205601
f(z) = -112/81*z^3 + 155/126*z + 1
*
6/5 | 0.18973440389392553154477392600583159356 | 0.025772090731581411154904391054532400262
f(z) = -105/88*z^3 + 146/165*z + 1
*
6/7 | 0.16875858800283296799832103194708605676 | 0.020961968166812850375235953838751614853
f(z) = -112/81*z^3 + 151/252*z + 1
*
[ 10/13 ] 
f(z) = -117/80*z^3 + 147/260*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.028093016319851588641804038239334995456
f(z) = -111/88*z^3 + 157/264*z + 1
*
[ -3/2 ] 
f(z) = -119/81*z^3 + 179/36*z + 1
*
[ -3/2 ] 
f(z) = -115/81*z^3 + 175/36*z + 1
*
[ -3/2 ] 
f(z) = -113/81*z^3 + 173/36*z + 1
*
15/8 | 0.17952532889662183563420737490421286957 | 0.024622952946539627097837814852181716909
f(z) = -112/81*z^3 + 163/36*z + 1
*
-3/8 | 0.20494635704607719929675656114293791833 | 0.027838367741949008293394908531221563986
f(z) = -112/81*z^3 + 175/36*z + 1
*
[ -3/2 ] 
f(z) = -109/81*z^3 + 169/36*z + 1
*
[ -3/2 ] 
f(z) = -107/81*z^3 + 167/36*z + 1
*
[ -3/2 ] 
f(z) = -103/81*z^3 + 163/36*z + 1
*
[ -3/2 ] 
f(z) = -101/81*z^3 + 161/36*z + 1
*
-2 | 0.099514931932459304964837682932675428615 | 0.016922774204752729563122199369784508131
f(z) = -101/92*z^3 + 179/46*z + 1
*
[ 9/7 ] 
f(z) = -119/81*z^3 + 167/63*z + 1
*
12/7 | 0.21222941542851231408938740946025142749 | 0.028895511709002049022072679738129146855
f(z) = -112/81*z^3 + 172/63*z + 1
*
[ 4/3 ] 
f(z) = -111/80*z^3 + 163/60*z + 1
*
-1/3 | 0.10949516372331607004834611613934109593 | 0.021247616540896919768163932706060913627
f(z) = -117/80*z^3 + 173/80*z + 1
*
3/10 | 0.17321193519520169023337144353535716568 | 0.023797330042211994632087971417552515115
f(z) = -110/81*z^3 + 161/90*z + 1
*
[ 7/6 ] 
f(z) = -108/91*z^3 + 160/91*z + 1
*
-4/7 | 0.088387536251412044357280001916626452920 | 0.013143062318262707730141411722922676830
f(z) = -119/80*z^3 + 173/140*z + 1
*
6/5 | 0.18095049871826945939073729390183480559 | 0.024278938379188069257318445677902823102
f(z) = -115/88*z^3 + 173/165*z + 1
*
[ 6/7 ] 
f(z) = -119/90*z^3 + 169/210*z + 1
*
[ 6/7 ] 
f(z) = -105/88*z^3 + 164/231*z + 1
*
[ -4/3 ] 
f(z) = -117/88*z^3 + 181/44*z + 1
*
[ -7/6 ] 
f(z) = -117/98*z^3 + 195/56*z + 1
*
-2 | 0.10133390165314277453289858372917343560 | 0.016927205223342977278246686460824668117
f(z) = -111/92*z^3 + 199/46*z + 1
*
-6/5 | 0.13653713316757205712460703981469176167 | 0.018302773884958241093024876422544020224
f(z) = -110/81*z^3 + 193/45*z + 1
*
-2 | 0.080687617418487493350976614425415170154 | 0.013501151228077100156526701237641097891
f(z) = -109/84*z^3 + 197/42*z + 1
*
-2 | 0.10098616131858470964792306333905686836 | 0.016926529925312826172118128911385873891
f(z) = -109/92*z^3 + 195/46*z + 1
*
-2 | 0.080337413555906983407396929515209609601 | 0.013488852796382820160998401588848847621
f(z) = -107/84*z^3 + 193/42*z + 1
*
-2 | 0.10063080562505347373823591780754825176 | 0.016925767283710858924500686279937836167
f(z) = -107/92*z^3 + 191/46*z + 1
*
-2 | 0.10026744145287247755591436385853898677 | 0.016924900760806322373485251214722184332
f(z) = -105/92*z^3 + 187/46*z + 1
*
-2 | 0.079613963202151196203252632734770459012 | 0.013463079857445361101016103829032411986
f(z) = -103/84*z^3 + 185/42*z + 1
*
-2 | 0.099895640018407587162658941564841370040 | 0.016923910799799446149502172068754106957
f(z) = -103/92*z^3 + 183/46*z + 1
*
-2 | 0.079239934345226235120733412326057926905 | 0.013449545066922913360671281613895416105
f(z) = -101/84*z^3 + 181/42*z + 1
*
9/7 | 0.097298074951759838315155512423033014556 | 0.013088840402785256517711776541591651186
f(z) = -119/81*z^3 + 188/63*z + 1
*
[ 3/2 ] 
f(z) = -118/99*z^3 + 199/66*z + 1
*
[ -4/5 ] 
f(z) = -115/96*z^3 + 181/60*z + 1
*
[ 7/5 ] 
f(z) = -115/98*z^3 + 181/70*z + 1
*
[ -9/14 ] 
f(z) = -112/81*z^3 + 197/63*z + 1
*
[ -2/3 ] 
f(z) = -111/80*z^3 + 187/60*z + 1
*
[ 3/2 ] 
f(z) = -106/99*z^3 + 181/66*z + 1
*
[ -3/4 ] 
f(z) = -104/99*z^3 + 193/66*z + 1
*
-1 | 0.096820740554791341337659864033023172067 | 0.018291170405027769750836963446417459404
f(z) = -119/80*z^3 + 199/80*z + 1
*
-1 | 0.091512685935681936626372916914459254618 | 0.017288383904935045539012914233607819847
f(z) = -118/81*z^3 + 199/81*z + 1
*
-1 | 0.096388611198198768997066289393272397132 | 0.018244348722327871836765489200970630386
f(z) = -117/80*z^3 + 197/80*z + 1
*
-1 | 0.091931272516417283300185046600824044536 | 0.017367462400241072695804978479736627120
f(z) = -117/82*z^3 + 199/82*z + 1
*
-1 | 0.091072426151335193993309019623979599302 | 0.017238106048408979668052635047919941688
f(z) = -116/81*z^3 + 197/81*z + 1
*
-1 | 0.10445240987294275976069202012615379395 | 0.019732929300624460418042993729011913447
f(z) = -116/83*z^3 + 199/83*z + 1
*
-1 | 0.090848000206318348469294244444613689234 | 0.017212206644173744594646641821404250511
f(z) = -115/81*z^3 + 196/81*z + 1
*
[ 6/5 ] 
f(z) = -115/81*z^3 + 199/90*z + 1
*
-1 | 0.091482510177485116429475362781276169414 | 0.017315726380163227613162215200332509342
f(z) = -115/82*z^3 + 197/82*z + 1
*
-1 | 0.10422510984327738286759166109606958127 | 0.019708745651141781422145233132623551265
f(z) = -115/83*z^3 + 198/83*z + 1
*
-1 | 0.075228672170634341756489277110633436125 | 0.014212042317919952303489227185393831066
f(z) = -115/84*z^3 + 199/84*z + 1
*
-1 | 0.10399474388802936418607132133760342676 | 0.019684030604829777602058271959173347847
f(z) = -114/83*z^3 + 197/83*z + 1
*
-1 | 0.10380190678320353379477633942848580384 | 0.019610037626844255712642732617003892593
f(z) = -114/85*z^3 + 199/85*z + 1
*
-1 | 0.095490464826001707952025232087850633510 | 0.018144800738474088553451694458584828428
f(z) = -113/80*z^3 + 193/80*z + 1
*
-1 | 0.090390146556515249491871589650075666101 | 0.017158804171862406154111966279200800941
f(z) = -113/81*z^3 + 194/81*z + 1
*
-1 | 0.091021671012267995786621804532829473285 | 0.017261839300639040387985996073334122651
f(z) = -113/82*z^3 + 195/82*z + 1
*
-1 | 0.10376122164479926905462944483198368883 | 0.019658766120841783850684236626276341952
f(z) = -113/83*z^3 + 196/83*z + 1
*
-1 | 0.074762702852814969969072075834163811666 | 0.014151016445976372628856082995439494910
f(z) = -113/84*z^3 + 197/84*z + 1
*
-1 | 0.10356518313928735491277586526657079831 | 0.019583954920991500717510201405381166816
f(z) = -113/85*z^3 + 198/85*z + 1
*
-1 | 0.090630198535317662860842880740000949726 | 0.017121666243741179616317184132153632150
f(z) = -113/86*z^3 + 199/86*z + 1
*
-1 | 0.090156543641038461470171846058443617855 | 0.017131265646439118620166884509938844233
f(z) = -112/81*z^3 + 193/81*z + 1
*
-1 | 0.10352444845011821280508464431019773399 | 0.019632933266984015450010648389268319309
f(z) = -112/83*z^3 + 195/83*z + 1
*
[ 5/4 ] 
f(z) = -112/85*z^3 + 192/85*z + 1
*
-1 | 0.10332509765223022199121942374716763193 | 0.019557280573942912258594195980418534134
f(z) = -112/85*z^3 + 197/85*z + 1
*
-1 | 0.082776732973718367169898834250813502511 | 0.015638006068926279295186953290519307540
f(z) = -112/87*z^3 + 199/87*z + 1
*
[ 5/4 ] 
f(z) = -112/95*z^3 + 194/95*z + 1
*
-1 | 0.095023139558394957235761507058965377876 | 0.018091811262334634566358214073978661221
f(z) = -111/80*z^3 + 191/80*z + 1
*
-1 | 0.090548686594766377527770970448254798982 | 0.017205779429248271058178701216803154877
f(z) = -111/82*z^3 + 193/82*z + 1
*
-1 | 0.10328432505003327598591149544104038853 | 0.019606512159469028749328286031411669542
f(z) = -111/83*z^3 + 194/83*z + 1
*
-1 | 0.10308154511255370471736381488446358290 | 0.019529993523782542884502985741150854236
f(z) = -111/85*z^3 + 196/85*z + 1
*
-1 | 0.090142421566799636034594101061946658919 | 0.017062075625906663942463675184730178392
f(z) = -111/86*z^3 + 197/86*z + 1
*
-1 | 0.094211489063741542266742398693931374271 | 0.017798236108317282041823461029123584644
f(z) = -111/88*z^3 + 199/88*z + 1
*
-1 | 0.089679516224989513386925261175796988904 | 0.017074418811882414322916394569667056233
f(z) = -110/81*z^3 + 191/81*z + 1
*
[ 6/5 ] 
f(z) = -110/81*z^3 + 191/90*z + 1
*
-1 | 0.10304074728515535442344450027053280044 | 0.019579481897374834435476147522677615667
f(z) = -110/83*z^3 + 193/83*z + 1
*
-1 | 0.082279771303474285382611516428024977489 | 0.015573840330236261941945970658229553942
f(z) = -110/87*z^3 + 197/87*z + 1
*
-1 | 0.10240748947157612596854466808174736140 | 0.019346607244918350869304662762122346069
f(z) = -110/89*z^3 + 199/89*z + 1
*
-1 | 0.094542670381808623378035348762922514199 | 0.018036480988148735510438150361782823285
f(z) = -109/80*z^3 + 189/80*z + 1
*
-1 | 0.089435890223312231901928995327338864527 | 0.017045069546724338796916203582108070817
f(z) = -109/81*z^3 + 190/81*z + 1
*
-1 | 0.090061461387013450684608181053188615632 | 0.017147138781102673732222327396088441540
f(z) = -109/82*z^3 + 191/82*z + 1
*
-1 | 0.10279360574734556505847392645634362194 | 0.019551820491227316903664090086561479061
f(z) = -109/83*z^3 + 192/83*z + 1
*
-1 | 0.073787145087053341753168328993384318280 | 0.014020803512738743652810704863715668573
f(z) = -109/84*z^3 + 193/84*z + 1
*
-1 | 0.10258359092510484946493150532699767575 | 0.019473491469888992057749337935376890728
f(z) = -109/85*z^3 + 194/85*z + 1
*
-1 | 0.089641372453701608318474041090547057255 | 0.017000072057301293644743276931346324974
f(z) = -109/86*z^3 + 195/86*z + 1
*
-1 | 0.082025084756145097237972098672079195818 | 0.015540603047093206484634886247913152540
f(z) = -109/87*z^3 + 196/87*z + 1
*
-1 | 0.093702017459071514015635680271947613221 | 0.017735832701165650245771885671584329696
f(z) = -109/88*z^3 + 197/88*z + 1
*
-1 | 0.10214874590603534409824259621999980114 | 0.019316109665630788940666056675709420140
f(z) = -109/89*z^3 + 198/89*z + 1
*
-1 | 0.075637581666495297782661918465485715733 | 0.014289292638731060905573768867128394481
f(z) = -109/90*z^3 + 199/90*z + 1
*
-1 | 0.10254278540483569788631532335038249516 | 0.019523504785045497699972992022909655931
f(z) = -108/83*z^3 + 191/83*z + 1
*
-1 | 0.10232895055340254056933850098564999818 | 0.019444228499169204587323960765406547713
f(z) = -108/85*z^3 + 193/85*z + 1
*
-1 | 0.10188587771903421054137231236193748989 | 0.019284866333059606145248705039919463843
f(z) = -108/89*z^3 + 197/89*z + 1
*
-1 | 0.10165607178135999262101999907712521706 | 0.019204650997338136485325357048268539095
f(z) = -108/91*z^3 + 199/91*z + 1
*
-1 | 0.094048234847675295842475568450941104288 | 0.017978643101512497427496190735506883024
f(z) = -107/80*z^3 + 187/80*z + 1
*
-1 | 0.088937871675358123570460242465766403479 | 0.016984408937723260660111197250755514865
f(z) = -107/81*z^3 + 188/81*z + 1
*
-1 | 0.089559775568101771612838565274225671624 | 0.017085863798995787675117888344750180269
f(z) = -107/82*z^3 + 189/82*z + 1
*
-1 | 0.10228816519213608749457944663255591808 | 0.019494510371098501164914632618045596751
f(z) = -107/83*z^3 + 190/83*z + 1
*
-1 | 0.073277858950137319468942339707253142795 | 0.013951645883255176941895992835866139755
f(z) = -107/84*z^3 + 191/84*z + 1
*
-1 | 0.10207036479637509734277926210536577695 | 0.019414256708514652638312433464437920702
f(z) = -107/85*z^3 + 192/85*z + 1
*
-1 | 0.089123456020305434194472330094567740428 | 0.016934961554111767934255198480503203373
f(z) = -107/86*z^3 + 193/86*z + 1
*
-1 | 0.081503680145670293824975458222157816620 | 0.015471882059968442753738153086042459876
f(z) = -107/87*z^3 + 194/87*z + 1
*
-1 | 0.093176366171985346800577306611552201336 | 0.017670467280934992519153558790289776446
f(z) = -107/88*z^3 + 195/88*z + 1
*
-1 | 0.10161873712254029832886927710859652898 | 0.019252847594893861749672419085877003207
f(z) = -107/89*z^3 + 196/89*z + 1
*
-1 | 0.075103751974661601061130484745629791371 | 0.014215569913788241074513053202362235839
f(z) = -107/90*z^3 + 197/90*z + 1
*
-1 | 0.10138430563558485226701289015868035312 | 0.019171555643299187056867859679846881226
f(z) = -107/91*z^3 + 198/91*z + 1
*
-1 | 0.092707417269452528282846427198747551122 | 0.017514090032454874403394960479380749967
f(z) = -107/92*z^3 + 199/92*z + 1
*
-1 | 0.088683245527956456424197494530366438636 | 0.016953049921811947848060559683937258610
f(z) = -106/81*z^3 + 187/81*z + 1
*
-1 | 0.10202961756056890387694556352142005200 | 0.019464811496517440418066557771459097700
f(z) = -106/83*z^3 + 189/83*z + 1
*
-1 | 0.10180769747562846554455098806823107892 | 0.019383548642381268870980783501485947848
f(z) = -106/85*z^3 + 191/85*z + 1
*
-1 | 0.081235644772904767314604774520378148037 | 0.015436144226040619708262351689083314003
f(z) = -106/87*z^3 + 193/87*z + 1
*
-1 | 0.10134716762115463163337163186252729361 | 0.019220022018882825342521224976756180041
f(z) = -106/89*z^3 + 195/89*z + 1
*
-1 | 0.10110791413341391469064611662638992373 | 0.019137614092645600783670287370864503743
f(z) = -106/91*z^3 + 197/91*z + 1
*
-1 | 0.080518550167639658877227175849008950338 | 0.015211394928844006986985416373268574969
f(z) = -106/93*z^3 + 199/93*z + 1
*
-1 | 0.089042012430404841033917774851526711959 | 0.017021633262118138539560437245781413989
f(z) = -105/82*z^3 + 187/82*z + 1
*
-1 | 0.10176700798466181442324887824200442501 | 0.019434380960781909145972735115622328196
f(z) = -105/83*z^3 + 188/83*z + 1
*
-1 | 0.088589530680174431504909265146083708627 | 0.016866892383613340409224328335949405836
f(z) = -105/86*z^3 + 191/86*z + 1
*
-1 | 0.092633359088891370378430869657838733150 | 0.017601902404246879677361561272462678940
f(z) = -105/88*z^3 + 193/88*z + 1
*
-1 | 0.10107100327564374485123073099691565075 | 0.019186356242669803585240694244043608014
f(z) = -105/89*z^3 + 194/89*z + 1
*
-1 | 0.092144690564684628170889833013435094408 | 0.017441063282012683331969616902713982422
f(z) = -105/92*z^3 + 197/92*z + 1
*
-1 | 0.087612056634080973906564716094466113845 | 0.016551485231844934219369289231704095546
f(z) = -105/94*z^3 + 199/94*z + 1
*
-1 | 0.088162128415175743348016352158856387001 | 0.016888145438601971622081557694641517126
f(z) = -104/81*z^3 + 185/81*z + 1
*
-1 | 0.10150019441892849201216470032002678022 | 0.019403190002955730133259489228766942980
f(z) = -104/83*z^3 + 187/83*z + 1
*
-1 | 0.10126953438446024885139055065245042724 | 0.019319805800148477723896395347449156973
f(z) = -104/85*z^3 + 189/85*z + 1
*
-1 | 0.080689303882036092783093201540534583509 | 0.015362738628793209551505009670535850032
f(z) = -104/87*z^3 + 191/87*z + 1
*
-1 | 0.10079006788310396333383665090636994274 | 0.019151814806730508382232147296125103382
f(z) = -104/89*z^3 + 193/89*z + 1
*
-1 | 0.079940259423089108614939873865164842601 | 0.015131019647842471014203682029417754138
f(z) = -104/93*z^3 + 197/93*z + 1
*
-1 | 0.10001971174988223719005638759529392580 | 0.018895513306299735874094726239462236713
f(z) = -104/95*z^3 + 199/95*z + 1
*
-1 | 0.093013737883173817517922301838590570964 | 0.017854685693413570109773773674346786056
f(z) = -103/80*z^3 + 183/80*z + 1
*
-1 | 0.087895364176073826322415465142001180949 | 0.016854543998519606578449578568301052723
f(z) = -103/81*z^3 + 184/81*z + 1
*
-1 | 0.088508404805717947440948742440422319687 | 0.016954477390320417683145257727622642356
f(z) = -103/82*z^3 + 185/82*z + 1
*
-1 | 0.10122902669872654418228711368917041995 | 0.019371208177375607422463156593304895366
f(z) = -103/83*z^3 + 186/83*z + 1
*
-1 | 0.072211116825604420160530870582213465503 | 0.013804170800992513827453588496660705860
f(z) = -103/84*z^3 + 187/84*z + 1
*
-1 | 0.10099372528870623718095364460878892209 | 0.019286707654853073970363261263168578593
f(z) = -103/85*z^3 + 188/85*z + 1
*
-1 | 0.088038368669649017102643760021570286249 | 0.016795615739697671505855636248979500032
f(z) = -103/86*z^3 + 189/86*z + 1
*
-1 | 0.080408594158807709869275397977646750576 | 0.015324609350553084789789913365318781326
f(z) = -103/87*z^3 + 190/87*z + 1
*
-1 | 0.092071676218695947670657313509433266133 | 0.017529871108202810040339317463401734714
f(z) = -103/88*z^3 + 191/88*z + 1
*
-1 | 0.10050417406158649245269433645323686576 | 0.019116359967963736018785932769448515224
f(z) = -103/89*z^3 + 192/89*z + 1
*
-1 | 0.073978382069016397907370154969508158224 | 0.014057141768478409510489232684492053254
f(z) = -103/90*z^3 + 193/90*z + 1
*
-1 | 0.10024913824786277251766212001798116658 | 0.019030341216645050629571896365277525980
f(z) = -103/91*z^3 + 194/91*z + 1
*
-1 | 0.091561491076005530028964365549076705233 | 0.017364213681243875821326039509181000263
f(z) = -103/92*z^3 + 195/92*z + 1
*
-1 | 0.079643032208762101722953939045874452103 | 0.015089295581989697567339291151187479019
f(z) = -103/93*z^3 + 196/93*z + 1
*
-1 | 0.087016435428270632382463619789339424758 | 0.016470391810738757209625122004311245785
f(z) = -103/94*z^3 + 197/94*z + 1
*
-1 | 0.099716266450736257905991494715216474468 | 0.018856132996302194883731599581606970940
f(z) = -103/95*z^3 + 198/95*z + 1
*
-1 | 0.070676903562346328475563650153952372962 | 0.013352131778283700545805425057446178382
f(z) = -103/96*z^3 + 199/96*z + 1
*
-1 | 0.10095334587789270326985796426857251802 | 0.019338403216293790919663034603546718741
f(z) = -102/83*z^3 + 185/83*z + 1
*
-1 | 0.10021312222476906667860694253088714908 | 0.019079951491032574431042526558179511218
f(z) = -102/89*z^3 + 191/89*z + 1
*
-1 | 0.099952334163113564163901713901766482913 | 0.018992631254227919705586604341965476671
f(z) = -102/91*z^3 + 193/91*z + 1
*
-1 | 0.099406808825363700719785410262625921275 | 0.018815630426031146553877159619374246501
f(z) = -102/95*z^3 + 197/95*z + 1
*
-1 | 0.099120912900220522012355832240036698721 | 0.018725714120455853145377376180505356237
f(z) = -102/97*z^3 + 199/97*z + 1
*
-1 | 0.092471553966391640799720387881025804143 | 0.017788132494878998651561708560837649363
f(z) = -101/80*z^3 + 181/80*z + 1
*
-1 | 0.087348682378541031805348491845736135654 | 0.016784890495136296940617961977486927574
f(z) = -101/81*z^3 + 182/81*z + 1
*
-1 | 0.087957104989029442220030690963402952808 | 0.016884027024633670305128828524513185484
f(z) = -101/82*z^3 + 183/82*z + 1
*
-1 | 0.10067298349467515855367356014377613357 | 0.019304740877734814438574736649088991212
f(z) = -101/83*z^3 + 184/83*z + 1
*
-1 | 0.071650199307264793520608932260516618779 | 0.013725156236105758776145627462483203810
f(z) = -101/84*z^3 + 185/84*z + 1
*
-1 | 0.10042779661194735488762206262524683191 | 0.019217884616780989455972590377942281326
f(z) = -101/85*z^3 + 186/85*z + 1
*
-1 | 0.087467285681380143586765411650719895605 | 0.016720602091793947313573383684353994108
f(z) = -101/86*z^3 + 187/86*z + 1
*
-1 | 0.079832206967660663266649374639486111631 | 0.015245505924506925287447677443726700867
f(z) = -101/87*z^3 + 188/87*z + 1
*
-1 | 0.091489827723125701386034131864342646851 | 0.017454071602516036159242808165112318459
f(z) = -101/88*z^3 + 189/88*z + 1
*
-1 | 0.099916699429504645119687636993750230568 | 0.019042546414002535239988667257109966712
f(z) = -101/89*z^3 + 190/89*z + 1
*
-1 | 0.073385108162023737187363787601838581413 | 0.013972065462196691552633763351010629248
f(z) = -101/90*z^3 + 191/90*z + 1
*
-1 | 0.099649882981874486558843719605826110072 | 0.018953869843054218235065402009261936955
f(z) = -101/91*z^3 + 192/91*z + 1
*
-1 | 0.090956062708510335945363656387583342909 | 0.017283187769682753181780474449190365474
f(z) = -101/92*z^3 + 193/92*z + 1
*
-1 | 0.079030194924633191175073367538245994982 | 0.015002339193332696007641500559700785568
f(z) = -101/93*z^3 + 194/93*z + 1
*
-1 | 0.086398695048002960976243267737710140864 | 0.016385113271569499677962474912755626620
f(z) = -101/94*z^3 + 195/94*z + 1
*
-1 | 0.099091059161768747690783665985351277920 | 0.018773949707302299971885276260137596610
f(z) = -101/95*z^3 + 196/95*z + 1
*
-1 | 0.070043608455254638765108401093388270359 | 0.013257790547476412160000083183176320464
f(z) = -101/96*z^3 + 197/96*z + 1
*
-1 | 0.098797791874329638343860796981529411875 | 0.018682451415724749726895664842849000133
f(z) = -101/97*z^3 + 198/97*z + 1
*
-1 | 0.085811970824556010630271618953909501135 | 0.016211416811617755122018410424200967877
f(z) = -101/98*z^3 + 199/98*z + 1
*
-6/5 | 0.15696599659522058873635487178828004986 | 0.023720181031391011827442813002541308811
f(z) = -115/96*z^3 + 187/120*z + 1
*
-6/7 | 0.10039725628980107092371743011927137912 | 0.014928885360557471472138924047478561812
f(z) = -119/96*z^3 + 181/168*z + 1
*
[ 9/10 ] 
f(z) = -115/81*z^3 + 187/180*z + 1
*
-2/3 | 0.17079207599505775300866358139232744988 | 0.024793536977011625929491476545106140285
f(z) = -109/80*z^3 + 199/180*z + 1
*
-2/3 | 0.18790684448964083337209747072947738917 | 0.027351584220137707893916672751950068826
f(z) = -107/80*z^3 + 197/180*z + 1
*
-2/3 | 0.17100319855754470159714988970404042680 | 0.025029912296159085023177578617568666577
f(z) = -103/80*z^3 + 193/180*z + 1
*
-2/3 | 0.17269354376238529372497731142989484306 | 0.025350087433178732294824253654198751145
f(z) = -101/80*z^3 + 191/180*z + 1
*
[ 6/7 ] 
f(z) = -119/88*z^3 + 191/231*z + 1
*
9/14 | 0.14473471469007390935095729039513337656 | 0.017977896816220924441427302620912095588
f(z) = -112/81*z^3 + 193/252*z + 1
*
[ 4 ] 
f(z) = -103/96*z^3 + 215/12*z + 1
*
[ 4 ] 
f(z) = -101/96*z^3 + 211/12*z + 1
*
[ -4 ] 
f(z) = -101/96*z^3 + 217/12*z + 1
*
-2 | 0.10265554061989599115474946706745442235 | 0.016929283786770845391222951591103864761
f(z) = -119/92*z^3 + 215/46*z + 1
*
-2 | 0.10233491011032068101170659194734053811 | 0.016928837080210223125240153885834193755
f(z) = -117/92*z^3 + 211/46*z + 1
*
-2 | 0.081696234851377695341527022926867734345 | 0.013535993071095011450635400387828544378
f(z) = -115/84*z^3 + 209/42*z + 1
*
[ -2/5 ] 
f(z) = -115/88*z^3 + 204/55*z + 1
*
-2 | 0.081366718447430431184311172249604728147 | 0.013524699619301519319332385885713738156
f(z) = -113/84*z^3 + 205/42*z + 1
*
-2 | 0.10167438825743675391142142024540212269 | 0.016927807199431900698701462997184534382
f(z) = -113/92*z^3 + 203/46*z + 1
*
[ 9/5 ] 
f(z) = -110/81*z^3 + 218/45*z + 1
*
[ -2/5 ] 
f(z) = -105/88*z^3 + 203/55*z + 1
*
-2/7 | 0.21126552632706975006607549973720219621 | 0.028616115664454531504245013719876760890
f(z) = -119/88*z^3 + 201/77*z + 1
*
-2/7 | 0.17349201313304161662108764266984978771 | 0.023515543851610374195905220603536276013
f(z) = -105/88*z^3 + 200/77*z + 1
*
-9/8 | 0.094910387792415460237025205136367823672 | 0.012620668554905821623599443698722488468
f(z) = -104/81*z^3 + 205/72*z + 1
*
-1 | 0.10533262179535053044639260757524325009 | 0.019824682538346987328353716875826776992
f(z) = -120/83*z^3 + 203/83*z + 1
*
-1 | 0.10479551698278700696536920874075313896 | 0.019616053964471648002841701366694901292
f(z) = -120/89*z^3 + 209/89*z + 1
*
-1 | 0.10460945724450559219309081135794741142 | 0.019546380833634144308732345547414139107
f(z) = -120/91*z^3 + 211/91*z + 1
*
-1 | 0.10402790941342067199627839691122478527 | 0.019336411566469923256627870331099059450
f(z) = -120/97*z^3 + 217/97*z + 1
*
-1 | 0.091728673220236416099021620851311406926 | 0.017312793265156847986472742347167817886
f(z) = -119/81*z^3 + 200/81*z + 1
*
-1 | 0.092368616366816539972392170519852550249 | 0.017417180035500158909655350700812084295
f(z) = -119/82*z^3 + 201/82*z + 1
*
-1 | 0.10511675896634551952749086947215773826 | 0.019802460041306518587440379115999331558
f(z) = -119/83*z^3 + 202/83*z + 1
*
-1 | 0.092012610466248850727285173345622298996 | 0.017285823401958411281969312474105376744
f(z) = -119/86*z^3 + 205/86*z + 1
*
-1 | 0.084413074264359902569869923335554713796 | 0.015843662951261378877962067203581558406
f(z) = -119/87*z^3 + 206/87*z + 1
*
-1 | 0.096107142177918736733443216254188291452 | 0.018022165785169728392767473350312124549
f(z) = -119/88*z^3 + 207/88*z + 1
*
-1 | 0.10457140384277561264725581835286581065 | 0.019591692327303695603757057039761876446
f(z) = -119/89*z^3 + 208/89*z + 1
*
-1 | 0.078078185879148446748972783020027060198 | 0.014614994531731657312267452122976784603
f(z) = -119/90*z^3 + 209/90*z + 1
*
-1 | 0.095729012561004077738353758441104480239 | 0.017887060937250118120579535704996416455
f(z) = -119/92*z^3 + 211/92*z + 1
*
-1 | 0.083845772412160050179419175868891949688 | 0.015652837107957154265452089524749080924
f(z) = -119/93*z^3 + 212/93*z + 1
*
-1 | 0.091255355127386676979484293330611781780 | 0.017021149436893530334493930824331987783
f(z) = -119/94*z^3 + 213/94*z + 1
*
-1 | 0.10399237054109073309795647438911521503 | 0.019379954410897092382736034514645154826
f(z) = -119/95*z^3 + 214/95*z + 1
*
-1 | 0.074991244182196681272261186978628432270 | 0.013963190926188798298321660205434659716
f(z) = -119/96*z^3 + 215/96*z + 1
*
-1 | 0.10379104181496106757886733196781738686 | 0.019308961125918208117678474681655834076
f(z) = -119/97*z^3 + 216/97*z + 1
*
-1 | 0.090022096873704241805381777137195971366 | 0.016718763008220518943478106153560173270
f(z) = -119/99*z^3 + 218/99*z + 1
*
-1 | 0.10489815367717627939765908659644384916 | 0.019779770444231786682472704301777748315
f(z) = -118/83*z^3 + 201/83*z + 1
*
-1 | 0.10471711897407529245434708357263135914 | 0.019708838578277846334489664644633736309
f(z) = -118/85*z^3 + 203/85*z + 1
*
-1 | 0.084187876507908948925520513155482383514 | 0.015815840443255330455362380592017262209
f(z) = -118/87*z^3 + 205/87*z + 1
*
-1 | 0.10434428435797330426015597194080193025 | 0.019566807927271269967983252433663565100
f(z) = -118/89*z^3 + 207/89*z + 1
*
-1 | 0.10415215758707541425887193738151198308 | 0.019495627318483524532791798159815351057
f(z) = -118/91*z^3 + 209/91*z + 1
*
-1 | 0.083611315255234037625270316306630903609 | 0.015622857177816846804513377695894856374
f(z) = -118/93*z^3 + 211/93*z + 1
*
-1 | 0.10375557916460457217110142209234318076 | 0.019352718702446477755813355147528240360
f(z) = -118/95*z^3 + 213/95*z + 1
*
-1 | 0.10355072430401208297129959138126796155 | 0.019280898053766700356813522021664195893
f(z) = -118/97*z^3 + 215/97*z + 1
*
-1 | 0.089778082624566343293762774116553740922 | 0.016687694341507136093893904521833036826
f(z) = -118/99*z^3 + 217/99*z + 1
*
-1 | 0.10467673030472757360200684212774251380 | 0.019756598758244379742344463852671640502
f(z) = -117/83*z^3 + 200/83*z + 1
*
-1 | 0.10449288577176898073343022678037792871 | 0.019684931455684890740204521946433606521
f(z) = -117/85*z^3 + 202/85*z + 1
*
-1 | 0.091563544620605883727334589684077840654 | 0.017233200629108483175229351665539395165
f(z) = -117/86*z^3 + 203/86*z + 1
*
-1 | 0.095652844419081540489862031049487137506 | 0.017969690981974089643806532473169003984
f(z) = -117/88*z^3 + 205/88*z + 1
*
-1 | 0.10411406984392489026098840723008830701 | 0.019541383197646305319959816694139145816
f(z) = -117/89*z^3 + 206/89*z + 1
*
-1 | 0.095262166326563779407908960767787474142 | 0.017831562353390398490358375670430917333
f(z) = -117/92*z^3 + 209/92*z + 1
*
-1 | 0.090781806679483178385447563256847347555 | 0.016962670611845947305277906533022950697
f(z) = -117/94*z^3 + 211/94*z + 1
*
-1 | 0.10351535476810732287716176616886518206 | 0.019324873988787876079385189569593474993
f(z) = -117/95*z^3 + 212/95*z + 1
*
-1 | 0.10330684418793947141556258505214308576 | 0.019252200140055747583666524485931913399
f(z) = -117/97*z^3 + 214/97*z + 1
*
-1 | 0.090365378020320881349543515080265147578 | 0.016825818002823863061401210028743535057
f(z) = -117/98*z^3 + 215/98*z + 1
*
-1 | 0.10426566473876055482793903803968247636 | 0.019660507277323436066370336789958945832
f(z) = -116/85*z^3 + 201/85*z + 1
*
-1 | 0.10388066737632240075420490923863159527 | 0.019515399704949775340065576226572372102
f(z) = -116/89*z^3 + 205/89*z + 1
*
-1 | 0.10368205314551434828151289691807218306 | 0.019442625265831240471040698334353506914
f(z) = -116/91*z^3 + 207/91*z + 1
*
-1 | 0.083134426237153175107419711123798015020 | 0.015561442305220397249930053831190679665
f(z) = -116/93*z^3 + 209/93*z + 1
*
-1 | 0.10327158605622703860502273410315068751 | 0.019296398275256873274387310000417372026
f(z) = -116/95*z^3 + 211/95*z + 1
*
-1 | 0.10305928273519178695715766507542495420 | 0.019222843961825874250345024784495225317
f(z) = -116/97*z^3 + 213/97*z + 1
*
-1 | 0.089278820517342526375989398754611108604 | 0.016623503585563246489280964392231337568
f(z) = -116/99*z^3 + 215/99*z + 1
*
-1 | 0.091102985175698919993852467566786648105 | 0.017178530511654316030074660099097207514
f(z) = -115/86*z^3 + 201/86*z + 1
*
-1 | 0.083497048005500506525390273500849728857 | 0.015729622687713842142602496604959658528
f(z) = -115/87*z^3 + 202/87*z + 1
*
-1 | 0.095186000639431226089712723318158337271 | 0.017914984100917087125061799006213812047
f(z) = -115/88*z^3 + 203/88*z + 1
*
-1 | 0.10364397950385638892385514163899249465 | 0.019488838090119338978363700112085342131
f(z) = -115/89*z^3 + 204/89*z + 1
*
-1 | 0.10344194974307862052414612222476798181 | 0.019415231598105851657409534465556711843
f(z) = -115/91*z^3 + 206/91*z + 1
*
-1 | 0.082891779842296214253718088244199999585 | 0.015529965052152796197664814041125593406
f(z) = -115/93*z^3 + 208/93*z + 1
*
-1 | 0.090294334521386338630706836843803643565 | 0.016901663254817454501380088323532595384
f(z) = -115/94*z^3 + 209/94*z + 1
*
-1 | 0.074015662885962559484249795333470701539 | 0.013829900016032171502845726622957689533
f(z) = -115/96*z^3 + 211/96*z + 1
*
-1 | 0.10280791471196619206329444533983615919 | 0.019192804790260041695474421047305026705
f(z) = -115/97*z^3 + 212/97*z + 1
*
-1 | 0.089861785155151982030857963019953420286 | 0.016761217702311351888988594029162000588
f(z) = -115/98*z^3 + 213/98*z + 1
*
-1 | 0.089023311496205893646493644400245934958 | 0.016590329745602370222803065288045124539
f(z) = -115/99*z^3 + 214/99*z + 1
*
-1 | 0.10340390393550347998876575071697457203 | 0.019461678004463871055788217354246092022
f(z) = -114/89*z^3 + 203/89*z + 1
*
-1 | 0.10319833573059924254512756689161664016 | 0.019387214402198642489931715877830284476
f(z) = -114/91*z^3 + 205/91*z + 1
*
-1 | 0.10255260787144937165061854289766814640 | 0.019162056488377203881870422393198626474
f(z) = -114/97*z^3 + 211/97*z + 1
*
-1 | 0.083020283197999016505537477652240706113 | 0.015669178996744101740496256047223644445
f(z) = -113/87*z^3 + 200/87*z + 1
*
-1 | 0.094705834250227170548765871318746087022 | 0.017857889729536215137142536059206650167
f(z) = -113/88*z^3 + 201/88*z + 1
*
-1 | 0.10316033319938696708137182274705003907 | 0.019433898039824119796379920379177961323
f(z) = -113/89*z^3 + 202/89*z + 1
*
-1 | 0.076657784778313427446778676120486412895 | 0.014427783353533437117589354665366073583
f(z) = -113/90*z^3 + 203/90*z + 1
*
-1 | 0.10295109675498686196824302857895081185 | 0.019358550930432918491849519597503775205
f(z) = -113/91*z^3 + 204/91*z + 1
*
-1 | 0.094287301937605223994850027183354260047 | 0.017713155208637563677111038132967777671
f(z) = -113/92*z^3 + 205/92*z + 1
*
-1 | 0.082393369656716139868374432228529698592 | 0.015464580453159210837264384694553089855
f(z) = -113/93*z^3 + 206/93*z + 1
*
-1 | 0.089792005603779578504245060625173985871 | 0.016837941223748174797188143090766211638
f(z) = -113/94*z^3 + 207/94*z + 1
*
-1 | 0.10251780971874347933750899618100199959 | 0.019206946758585045844575754871365734460
f(z) = -113/95*z^3 + 208/95*z + 1
*
-1 | 0.073505197077880556182696816741202762355 | 0.013759003763354326656630354677562277963
f(z) = -113/96*z^3 + 209/96*z + 1
*
-1 | 0.10229322238939769616908562441163174269 | 0.019130571398041832600019899726575904923
f(z) = -113/97*z^3 + 210/97*z + 1
*
-1 | 0.089342754936376298245947774800410551931 | 0.016693782366452154193167219320152058640
f(z) = -113/98*z^3 + 211/98*z + 1
*
-1 | 0.088499827139052011695634154240339124313 | 0.016521684259527943174699130877356787559
f(z) = -113/99*z^3 + 212/99*z + 1
*
-1 | 0.10291315426995411926576145533373378391 | 0.019405475652279377902369577322090481982
f(z) = -112/89*z^3 + 201/89*z + 1
*
-1 | 0.082137355245202195443588264813003362689 | 0.015430622066670837468050441444677905458
f(z) = -112/93*z^3 + 205/93*z + 1
*
-1 | 0.10225862562952765726315238939348339600 | 0.019175701849996090545335826829654554518
f(z) = -112/95*z^3 + 207/95*z + 1
*
-1 | 0.10202961023879054661758127168653399161 | 0.019098320214851018896874698258574710166
f(z) = -112/97*z^3 + 209/97*z + 1
*
-1 | 0.088231541922498226798510236046702479593 | 0.016486151112752174032635172551204714416
f(z) = -112/99*z^3 + 211/99*z + 1
*
-1 | 0.10266224815975560023827592032519504634 | 0.019376387078647608034329002423313794158
f(z) = -111/89*z^3 + 200/89*z + 1
*
-1 | 0.10244525560692093648416828745868438971 | 0.019299187879517751916601220570936425914
f(z) = -111/91*z^3 + 202/91*z + 1
*
-1 | 0.093777437132669555140722620920328139557 | 0.017649877964938579661518531175654652295
f(z) = -111/92*z^3 + 203/92*z + 1
*
-1 | 0.089273782134199146155331821371155505378 | 0.016771297157825196980563409005739014689
f(z) = -111/94*z^3 + 205/94*z + 1
*
-1 | 0.10199524244820751419574489086025718004 | 0.019143696140253838932424278382153621108
f(z) = -111/95*z^3 + 206/95*z + 1
*
-1 | 0.10176161449505041613232803751521666032 | 0.019065271849216459390540777542087231192
f(z) = -111/97*z^3 + 208/97*z + 1
*
-1 | 0.088806439634688996608784688865767343930 | 0.016623152997592324493129560779643822261
f(z) = -111/98*z^3 + 209/98*z + 1
*
-1 | 0.10218639240041396018239286796289994440 | 0.019268436224575391289301277173034800344
f(z) = -110/91*z^3 + 201/91*z + 1
*
-1 | 0.081616195890428869627467571176721924043 | 0.015361007311285903021201669190716482149
f(z) = -110/93*z^3 + 203/93*z + 1
*
-1 | 0.10148906856182118922852097517586033451 | 0.019031393271662964664177626897361646817
f(z) = -110/97*z^3 + 207/97*z + 1
*
-1 | 0.10192338109292433021073129481854632462 | 0.019236933924803662819732052262202462855
f(z) = -109/91*z^3 + 200/91*z + 1
*
-1 | 0.093251212280993151593878760358750043942 | 0.017583603790022624698302226138369493356
f(z) = -109/92*z^3 + 201/92*z + 1
*
-1 | 0.081348687906335765755830018055152786444 | 0.015324903065111439441964022549919653692
f(z) = -109/93*z^3 + 202/93*z + 1
*
-1 | 0.088738504322878745036312139407843173050 | 0.016701498995693431208506318106827754068
f(z) = -109/94*z^3 + 203/94*z + 1
*
-1 | 0.10145525154105068232015996098279352393 | 0.019077277620378305718931100581968670406
f(z) = -109/95*z^3 + 204/95*z + 1
*
-1 | 0.072433334060822201348035066675770893646 | 0.013607589379824230400647082456500113827
f(z) = -109/96*z^3 + 205/96*z + 1
*
-1 | 0.10121179530546486599557311467905761829 | 0.018996649340004981716718544871420915771
f(z) = -109/97*z^3 + 206/97*z + 1
*
-1 | 0.088251492494421852350195208677871634568 | 0.016549061729239065685383017811959834007
f(z) = -109/98*z^3 + 207/98*z + 1
*
-1 | 0.087398445125902759230693094303844578863 | 0.016374299128333988030904908970995280916
f(z) = -109/99*z^3 + 208/99*z + 1
*
-1 | 0.10117830583196530485252704944608959548 | 0.019042797555951774845232568176208154362
f(z) = -108/95*z^3 + 203/95*z + 1
*
-1 | 0.10092960608418964170774331136799077164 | 0.018961002605620943525039625848952058768
f(z) = -108/97*z^3 + 205/97*z + 1
*
-1 | 0.080799008094040581647001550497744292095 | 0.015249937386571240102323361428767723560
f(z) = -107/93*z^3 + 200/93*z + 1
*
-1 | 0.088185521363330765032899581448392416090 | 0.016628408679523811626396434286497369893
f(z) = -107/94*z^3 + 201/94*z + 1
*
-1 | 0.10089648330685080907648941324133878455 | 0.019007421829205638299886741675129555462
f(z) = -107/95*z^3 + 202/95*z + 1
*
-1 | 0.071869281476586141288149402959930121788 | 0.013526537792827569081278765943002760236
f(z) = -107/96*z^3 + 203/96*z + 1
*
-1 | 0.10064229965494394633065325401761481294 | 0.018924413095499638647441178665726573686
f(z) = -107/97*z^3 + 204/97*z + 1
*
-1 | 0.087676386983240452385235301175991360600 | 0.016471204699381741088715733641677976736
f(z) = -107/98*z^3 + 205/98*z + 1
*
-1 | 0.086817554238562480779013031821946501060 | 0.016294964726683243162142578963956034367
f(z) = -107/99*z^3 + 206/99*z + 1
*
-1 | 0.10060958648206576210518250319492170566 | 0.018971111076260416567737888836985254831
f(z) = -106/95*z^3 + 201/95*z + 1
*
-1 | 0.10034966093774967163517256936524838615 | 0.018886838066053535369068917279129184372
f(z) = -106/97*z^3 + 203/97*z + 1
*
-1 | 0.086518800493699033986091121388639318455 | 0.016253736294460811859448016666491240386
f(z) = -106/99*z^3 + 205/99*z + 1
*
-1 | 0.10005145961279975185566661329587348207 | 0.018848231723841366692248983931642606647
f(z) = -105/97*z^3 + 202/97*z + 1
*
-1 | 0.099747448520135272770323097303972847485 | 0.018808544907262598572331759247891667616
f(z) = -104/97*z^3 + 201/97*z + 1
*
-1 | 0.085903410123762580614269933121585486361 | 0.016167905114654499448840756018969280064
f(z) = -104/99*z^3 + 203/99*z + 1
*
-1 | 0.099437361824669405031049167547138755614 | 0.018767724721906362966460895906901399595
f(z) = -103/97*z^3 + 200/97*z + 1
*
-1 | 0.086459119821043041081077209164497094541 | 0.016302875531379863189366625977144023495
f(z) = -103/98*z^3 + 201/98*z + 1
*
-1 | 0.085586207131368542709474270083371849807 | 0.016123189712770026911750883230587577949
f(z) = -103/99*z^3 + 202/99*z + 1
*
-1 | 0.084931190440682371569781813859949816011 | 0.016029842035683264164898286123193544337
f(z) = -101/99*z^3 + 200/99*z + 1
*
-2/3 | 0.17105572165032471445900461395230185629 | 0.024519378896091432083977126014862181791
f(z) = -119/80*z^3 + 209/180*z + 1
*
-2/3 | 0.17142608420232293019443653250673450150 | 0.024756054837111893327605742876767060985
f(z) = -113/80*z^3 + 203/180*z + 1
*
[ 9/10 ] 
f(z) = -104/81*z^3 + 209/225*z + 1
*
9/56 | 0.13523365302049915793546379053329908758 | 0.016797743825931574806565583115725579291
f(z) = -112/81*z^3 + 205/252*z + 1
*
[ 4 ] 
f(z) = -115/96*z^3 + 239/12*z + 1
*
[ 4 ] 
f(z) = -113/96*z^3 + 235/12*z + 1
*
[ 4 ] 
f(z) = -109/96*z^3 + 227/12*z + 1
*
[ -4 ] 
f(z) = -109/96*z^3 + 233/12*z + 1
*
[ 4 ] 
f(z) = -107/96*z^3 + 223/12*z + 1
*
[ -4 ] 
f(z) = -107/96*z^3 + 229/12*z + 1
*
[ -4 ] 
f(z) = -103/96*z^3 + 221/12*z + 1
*
[ 9/5 ] 
f(z) = -115/81*z^3 + 227/45*z + 1
*
[ 2 ] 
f(z) = -109/84*z^3 + 239/42*z + 1
*
[ 2 ] 
f(z) = -107/84*z^3 + 235/42*z + 1
*
[ 2 ] 
f(z) = -107/92*z^3 + 237/46*z + 1
*
[ 2 ] 
f(z) = -105/92*z^3 + 233/46*z + 1
*
[ 2 ] 
f(z) = -103/84*z^3 + 227/42*z + 1
*
[ 2 ] 
f(z) = -103/92*z^3 + 229/46*z + 1
*
[ 2 ] 
f(z) = -101/84*z^3 + 223/42*z + 1
*
[ 2 ] 
f(z) = -101/92*z^3 + 225/46*z + 1
*
[ -3/7 ] 
f(z) = -119/81*z^3 + 227/63*z + 1
*
[ -3/4 ] 
f(z) = -118/81*z^3 + 227/72*z + 1
*
[ -3/7 ] 
f(z) = -112/81*z^3 + 226/63*z + 1
*
[ -3/4 ] 
f(z) = -110/81*z^3 + 223/72*z + 1
*
[ -3/4 ] 
f(z) = -106/81*z^3 + 221/72*z + 1
*
[ 4/3 ] 
f(z) = -117/92*z^3 + 231/92*z + 1
*
[ 4/3 ] 
f(z) = -103/96*z^3 + 233/108*z + 1
*
[ 4/3 ] 
f(z) = -101/96*z^3 + 229/108*z + 1
*
[ 6/5 ] 
f(z) = -115/96*z^3 + 227/120*z + 1
*
15/14 | 0.20823010251088452894746451631642093515 | 0.027415337081047862962106637946362043349
f(z) = -112/81*z^3 + 221/126*z + 1
*
22/15 | 0.22418562949260791677864076810127543766 | 0.029719939764680788517152049099469966677
f(z) = -105/88*z^3 + 236/165*z + 1
*
[ 27/28 ] 
f(z) = -112/81*z^3 + 236/189*z + 1
*
[ 9/10 ] 
f(z) = -116/81*z^3 + 236/225*z + 1
*
[ 9/10 ] 
f(z) = -112/81*z^3 + 227/225*z + 1
*
[ 4 ] 
f(z) = -119/96*z^3 + 247/12*z + 1
*
[ -4 ] 
f(z) = -119/96*z^3 + 253/12*z + 1
*
[ -4 ] 
f(z) = -115/96*z^3 + 245/12*z + 1
*
[ -4 ] 
f(z) = -113/96*z^3 + 241/12*z + 1
*
[ 9/2 ] 
f(z) = -112/81*z^3 + 259/9*z + 1
*
[ 9/2 ] 
f(z) = -104/81*z^3 + 241/9*z + 1
*
[ -9/2 ] 
f(z) = -104/81*z^3 + 245/9*z + 1
*
[ 2 ] 
f(z) = -117/92*z^3 + 257/46*z + 1
*
[ 2 ] 
f(z) = -115/84*z^3 + 251/42*z + 1
*
[ 2 ] 
f(z) = -113/84*z^3 + 247/42*z + 1
*
[ 2 ] 
f(z) = -113/92*z^3 + 249/46*z + 1
*
[ 2 ] 
f(z) = -111/92*z^3 + 245/46*z + 1
*
[ 2 ] 
f(z) = -109/92*z^3 + 241/46*z + 1
*
-15/14 | 0.19128872194876497903069695602357878136 | 0.024821374069814046604386856971293635636
f(z) = -112/81*z^3 + 247/63*z + 1
*
[ -9/7 ] 
f(z) = -112/81*z^3 + 256/63*z + 1
*
[ -4/3 ] 
f(z) = -111/80*z^3 + 253/60*z + 1
*
[ -9/8 ] 
f(z) = -104/81*z^3 + 253/72*z + 1
*
[ -2/3 ] 
f(z) = -117/82*z^3 + 257/82*z + 1
*
[ 4/3 ] 
f(z) = -115/96*z^3 + 257/108*z + 1
*
[ 4/3 ] 
f(z) = -113/96*z^3 + 253/108*z + 1
*
[ 4/3 ] 
f(z) = -109/96*z^3 + 245/108*z + 1
*
[ 4/3 ] 
f(z) = -107/96*z^3 + 241/108*z + 1
*
-8/7 | 0.10218118975000868849419643726665635052 | 0.014783698724964671152653042589322641602
f(z) = -119/96*z^3 + 251/168*z + 1
*
-6/5 | 0.22748909672470520958228536390225490015 | 0.029836126518276539444377181010667612838
f(z) = -105/88*z^3 + 256/165*z + 1
*
-6/7 | 0.20776098748920349834334563871594007363 | 0.026987264012106852833100338041360820878
f(z) = -105/88*z^3 + 241/231*z + 1
*
0 | 0.16733731279827116438982665490507837974 | 0.028679132938339847801438204431961624333
f(z) = -114/85*z^3 + 257/255*z + 1
*
-3/8 | 0.18948655453374077908370058961222231541 | 0.023536645874926630912863573852992081525
f(z) = -112/81*z^3 + 253/252*z + 1
*
0 | 0.13167288187351349035786304374755247669 | 0.022670394553966398388436138038941423336
f(z) = -111/80*z^3 + 253/240*z + 1
*
7/6 | 0.12393989348142796623137207612462862911 | 0.021056354563086608230197765889859471718
f(z) = -120/91*z^3 + 256/273*z + 1
*
[ 9/2 ] 
f(z) = -116/81*z^3 + 268/9*z + 1
*
[ -9/2 ] 
f(z) = -116/81*z^3 + 272/9*z + 1
*
[ -9/2 ] 
f(z) = -112/81*z^3 + 263/9*z + 1
*
[ 2 ] 
f(z) = -119/92*z^3 + 261/46*z + 1
*
[ -9/5 ] 
f(z) = -115/81*z^3 + 277/45*z + 1
*
[ -9/5 ] 
f(z) = -110/81*z^3 + 268/45*z + 1
*
[ -2 ] 
f(z) = -107/84*z^3 + 277/42*z + 1
*
[ -2 ] 
f(z) = -105/92*z^3 + 279/46*z + 1
*
[ -2 ] 
f(z) = -103/84*z^3 + 269/42*z + 1
*
[ -2 ] 
f(z) = -103/92*z^3 + 275/46*z + 1
*
[ -2 ] 
f(z) = -101/84*z^3 + 265/42*z + 1
*
[ -2 ] 
f(z) = -101/92*z^3 + 271/46*z + 1
*
[ -9/7 ] 
f(z) = -119/81*z^3 + 265/63*z + 1
*
[ -9/28 ] 
f(z) = -112/81*z^3 + 268/63*z + 1
*
[ -3/2 ] 
f(z) = -106/99*z^3 + 269/66*z + 1
*
[ -3/8 ] 
f(z) = -104/81*z^3 + 277/72*z + 1
*
[ -1/2 ] 
f(z) = -120/83*z^3 + 279/83*z + 1
*
[ -1 ] 
f(z) = -119/80*z^3 + 279/80*z + 1
*
[ -4/7 ] 
f(z) = -119/96*z^3 + 265/84*z + 1
*
-12/7 | 0.15159202951038563839255277751443812614 | 0.019734535999906452171707157127037623347
f(z) = -119/96*z^3 + 271/84*z + 1
*
[ -2/3 ] 
f(z) = -117/86*z^3 + 267/86*z + 1
*
[ -1/2 ] 
f(z) = -116/81*z^3 + 272/81*z + 1
*
[ -1 ] 
f(z) = -116/81*z^3 + 278/81*z + 1
*
[ -1/2 ] 
f(z) = -116/83*z^3 + 278/83*z + 1
*
[ -1 ] 
f(z) = -115/81*z^3 + 277/81*z + 1
*
[ -1 ] 
f(z) = -115/82*z^3 + 279/82*z + 1
*
[ -1 ] 
f(z) = -113/80*z^3 + 273/80*z + 1
*
[ -1 ] 
f(z) = -113/81*z^3 + 275/81*z + 1
*
[ -1 ] 
f(z) = -113/82*z^3 + 277/82*z + 1
*
[ -1 ] 
f(z) = -113/83*z^3 + 279/83*z + 1
*
[ -1/2 ] 
f(z) = -112/81*z^3 + 271/81*z + 1
*
[ -1 ] 
f(z) = -112/81*z^3 + 274/81*z + 1
*
[ -1/2 ] 
f(z) = -112/83*z^3 + 277/83*z + 1
*
[ -1 ] 
f(z) = -112/83*z^3 + 278/83*z + 1
*
[ -3/4 ] 
f(z) = -112/87*z^3 + 266/87*z + 1
*
[ -1 ] 
f(z) = -111/80*z^3 + 271/80*z + 1
*
[ -1 ] 
f(z) = -111/82*z^3 + 275/82*z + 1
*
[ -1 ] 
f(z) = -111/83*z^3 + 277/83*z + 1
*
[ -1 ] 
f(z) = -110/81*z^3 + 272/81*z + 1
*
[ -1 ] 
f(z) = -110/83*z^3 + 276/83*z + 1
*
[ -1 ] 
f(z) = -109/80*z^3 + 269/80*z + 1
*
[ -1 ] 
f(z) = -109/81*z^3 + 271/81*z + 1
*
[ -1 ] 
f(z) = -109/82*z^3 + 273/82*z + 1
*
[ -1 ] 
f(z) = -109/83*z^3 + 275/83*z + 1
*
[ -1 ] 
f(z) = -109/84*z^3 + 277/84*z + 1
*
[ -1 ] 
f(z) = -109/85*z^3 + 279/85*z + 1
*
[ -1 ] 
f(z) = -108/83*z^3 + 274/83*z + 1
*
[ -1/2 ] 
f(z) = -108/83*z^3 + 276/83*z + 1
*
[ -5/6 ] 
f(z) = -108/85*z^3 + 262/85*z + 1
*
[ -1 ] 
f(z) = -108/85*z^3 + 278/85*z + 1
*
[ -1 ] 
f(z) = -107/80*z^3 + 267/80*z + 1
*
[ -1 ] 
f(z) = -107/81*z^3 + 269/81*z + 1
*
[ -1 ] 
f(z) = -107/82*z^3 + 271/82*z + 1
*
[ -1 ] 
f(z) = -107/83*z^3 + 273/83*z + 1
*
[ -1 ] 
f(z) = -107/84*z^3 + 275/84*z + 1
*
[ -1 ] 
f(z) = -107/85*z^3 + 277/85*z + 1
*
[ -1 ] 
f(z) = -107/86*z^3 + 279/86*z + 1
*
[ -1 ] 
f(z) = -106/81*z^3 + 268/81*z + 1
*
[ -1 ] 
f(z) = -106/83*z^3 + 272/83*z + 1
*
[ -1 ] 
f(z) = -106/85*z^3 + 276/85*z + 1
*
[ -1 ] 
f(z) = -105/82*z^3 + 269/82*z + 1
*
[ -1 ] 
f(z) = -105/83*z^3 + 271/83*z + 1
*
[ -1 ] 
f(z) = -105/86*z^3 + 277/86*z + 1
*
[ -1 ] 
f(z) = -104/81*z^3 + 266/81*z + 1
*
[ -1/2 ] 
f(z) = -104/81*z^3 + 269/81*z + 1
*
[ -1 ] 
f(z) = -104/83*z^3 + 270/83*z + 1
*
[ -1/2 ] 
f(z) = -104/83*z^3 + 275/83*z + 1
*
[ -1 ] 
f(z) = -104/85*z^3 + 274/85*z + 1
*
[ 3/2 ] 
f(z) = -104/87*z^3 + 263/87*z + 1
*
[ -1 ] 
f(z) = -104/87*z^3 + 278/87*z + 1
*
[ 3/2 ] 
f(z) = -104/93*z^3 + 265/93*z + 1
*
[ -1 ] 
f(z) = -103/80*z^3 + 263/80*z + 1
*
[ -1 ] 
f(z) = -103/81*z^3 + 265/81*z + 1
*
[ -1 ] 
f(z) = -103/82*z^3 + 267/82*z + 1
*
[ -1 ] 
f(z) = -103/83*z^3 + 269/83*z + 1
*
[ -1 ] 
f(z) = -103/84*z^3 + 271/84*z + 1
*
[ -1 ] 
f(z) = -103/85*z^3 + 273/85*z + 1
*
[ -1 ] 
f(z) = -103/86*z^3 + 275/86*z + 1
*
[ -1 ] 
f(z) = -103/87*z^3 + 277/87*z + 1
*
[ -1 ] 
f(z) = -103/88*z^3 + 279/88*z + 1
*
[ -1 ] 
f(z) = -102/83*z^3 + 268/83*z + 1
*
[ -1 ] 
f(z) = -101/80*z^3 + 261/80*z + 1
*
[ -1 ] 
f(z) = -101/81*z^3 + 263/81*z + 1
*
[ -1 ] 
f(z) = -101/82*z^3 + 265/82*z + 1
*
[ -1 ] 
f(z) = -101/83*z^3 + 267/83*z + 1
*
[ -1 ] 
f(z) = -101/84*z^3 + 269/84*z + 1
*
[ -1 ] 
f(z) = -101/85*z^3 + 271/85*z + 1
*
[ -1 ] 
f(z) = -101/86*z^3 + 273/86*z + 1
*
[ -1 ] 
f(z) = -101/87*z^3 + 275/87*z + 1
*
[ -1 ] 
f(z) = -101/88*z^3 + 277/88*z + 1
*
[ -1 ] 
f(z) = -101/89*z^3 + 279/89*z + 1
*
[ 4/3 ] 
f(z) = -119/96*z^3 + 265/108*z + 1
*
[ 9/8 ] 
f(z) = -116/81*z^3 + 277/144*z + 1
*
22/17 | 0.21345012791214665497600930102189759872 | 0.027682495757081276444998244775503701893
f(z) = -119/88*z^3 + 279/187*z + 1
*
-4/9 | 0.11131519335586730884396748923138102647 | 0.015878779070441729542538531816124863184
f(z) = -117/80*z^3 + 277/180*z + 1
*
[ 14/13 ] 
f(z) = -117/98*z^3 + 265/182*z + 1
*
0 | 0.17236280370875544424188940045328472550 | 0.029409501922905158794740634807770657968
f(z) = -117/80*z^3 + 271/240*z + 1
*
[ 17/18 ] 
f(z) = -108/85*z^3 + 274/255*z + 1
*
-7/9 | 0.14294377777734166319400827869016510196 | 0.024727576545618332573873536506760343682
f(z) = -108/91*z^3 + 274/273*z + 1
*
[ 9/4 ] 
f(z) = -116/81*z^3 + 281/36*z + 1
*
[ -2 ] 
f(z) = -115/84*z^3 + 293/42*z + 1
*
[ -2 ] 
f(z) = -113/84*z^3 + 289/42*z + 1
*
[ -2 ] 
f(z) = -113/92*z^3 + 295/46*z + 1
*
[ -2 ] 
f(z) = -111/92*z^3 + 291/46*z + 1
*
[ 7/3 ] 
f(z) = -111/98*z^3 + 283/42*z + 1
*
[ -2 ] 
f(z) = -109/84*z^3 + 281/42*z + 1
*
[ -2 ] 
f(z) = -109/92*z^3 + 287/46*z + 1
*
[ -2 ] 
f(z) = -107/92*z^3 + 283/46*z + 1
*
[ -3/2 ] 
f(z) = -118/99*z^3 + 287/66*z + 1
*
[ -7/5 ] 
f(z) = -115/98*z^3 + 281/70*z + 1
*
-9/28 | 0.20622171143375128971326239017747447863 | 0.026224676612993919190358837045772563520
f(z) = -112/81*z^3 + 289/63*z + 1
*
[ -1 ] 
f(z) = -120/83*z^3 + 286/83*z + 1
*
[ -1/2 ] 
f(z) = -120/89*z^3 + 297/89*z + 1
*
[ -1 ] 
f(z) = -120/89*z^3 + 298/89*z + 1
*
[ -1 ] 
f(z) = -119/81*z^3 + 281/81*z + 1
*
[ -1 ] 
f(z) = -119/82*z^3 + 283/82*z + 1
*
[ -1 ] 
f(z) = -119/83*z^3 + 285/83*z + 1
*
[ -1 ] 
f(z) = -119/86*z^3 + 291/86*z + 1
*
[ -1 ] 
f(z) = -119/87*z^3 + 293/87*z + 1
*
[ -1 ] 
f(z) = -119/88*z^3 + 295/88*z + 1
*
[ -1 ] 
f(z) = -119/89*z^3 + 297/89*z + 1
*
[ -1 ] 
f(z) = -119/90*z^3 + 299/90*z + 1
*
[ -1 ] 
f(z) = -118/81*z^3 + 280/81*z + 1
*
[ -1 ] 
f(z) = -118/83*z^3 + 284/83*z + 1
*
[ -1 ] 
f(z) = -118/85*z^3 + 288/85*z + 1
*
[ -1 ] 
f(z) = -118/87*z^3 + 292/87*z + 1
*
[ -1 ] 
f(z) = -118/89*z^3 + 296/89*z + 1
*
-5/3 | 0.11100579945834481598074038907486592024 | 0.019542680671732959140226599343485708167
f(z) = -117/80*z^3 + 293/80*z + 1
*
[ -1 ] 
f(z) = -117/82*z^3 + 281/82*z + 1
*
[ -1 ] 
f(z) = -117/83*z^3 + 283/83*z + 1
*
[ -1 ] 
f(z) = -117/85*z^3 + 287/85*z + 1
*
[ -1 ] 
f(z) = -117/86*z^3 + 289/86*z + 1
*
[ -1 ] 
f(z) = -117/88*z^3 + 293/88*z + 1
*
[ -1 ] 
f(z) = -117/89*z^3 + 295/89*z + 1
*
[ -2/3 ] 
f(z) = -117/94*z^3 + 287/94*z + 1
*
[ -2/3 ] 
f(z) = -117/98*z^3 + 297/98*z + 1
*
[ -1 ] 
f(z) = -116/83*z^3 + 282/83*z + 1
*
[ -1/2 ] 
f(z) = -116/85*z^3 + 284/85*z + 1
*
[ -1 ] 
f(z) = -116/85*z^3 + 286/85*z + 1
*
[ -1 ] 
f(z) = -116/89*z^3 + 294/89*z + 1
*
[ -1/2 ] 
f(z) = -116/89*z^3 + 296/89*z + 1
*
[ -1 ] 
f(z) = -116/91*z^3 + 298/91*z + 1
*
[ 3/2 ] 
f(z) = -116/93*z^3 + 292/93*z + 1
*
[ -1 ] 
f(z) = -115/83*z^3 + 281/83*z + 1
*
[ -1 ] 
f(z) = -115/84*z^3 + 283/84*z + 1
*
[ -1 ] 
f(z) = -115/86*z^3 + 287/86*z + 1
*
[ -1 ] 
f(z) = -115/87*z^3 + 289/87*z + 1
*
[ -1 ] 
f(z) = -115/88*z^3 + 291/88*z + 1
*
[ -1 ] 
f(z) = -115/89*z^3 + 293/89*z + 1
*
[ -1 ] 
f(z) = -115/91*z^3 + 297/91*z + 1
*
[ -1 ] 
f(z) = -114/83*z^3 + 280/83*z + 1
*
[ -1 ] 
f(z) = -114/85*z^3 + 284/85*z + 1
*
[ -1 ] 
f(z) = -114/89*z^3 + 292/89*z + 1
*
[ -1 ] 
f(z) = -114/91*z^3 + 296/91*z + 1
*
[ -1 ] 
f(z) = -113/84*z^3 + 281/84*z + 1
*
[ -1 ] 
f(z) = -113/85*z^3 + 283/85*z + 1
*
[ -1 ] 
f(z) = -113/86*z^3 + 285/86*z + 1
*
[ -1 ] 
f(z) = -113/87*z^3 + 287/87*z + 1
*
[ -1 ] 
f(z) = -113/88*z^3 + 289/88*z + 1
*
[ -1 ] 
f(z) = -113/89*z^3 + 291/89*z + 1
*
[ -1 ] 
f(z) = -113/90*z^3 + 293/90*z + 1
*
[ -1 ] 
f(z) = -113/91*z^3 + 295/91*z + 1
*
[ -1 ] 
f(z) = -113/92*z^3 + 297/92*z + 1
*
[ -1 ] 
f(z) = -113/93*z^3 + 299/93*z + 1
*
[ -1 ] 
f(z) = -112/85*z^3 + 282/85*z + 1
*
[ -1/2 ] 
f(z) = -112/85*z^3 + 283/85*z + 1
*
[ 3/2 ] 
f(z) = -112/87*z^3 + 281/87*z + 1
*
[ -1 ] 
f(z) = -112/87*z^3 + 286/87*z + 1
*
[ -1/2 ] 
f(z) = -112/87*z^3 + 289/87*z + 1
*
[ -1 ] 
f(z) = -112/89*z^3 + 290/89*z + 1
*
[ -1/2 ] 
f(z) = -112/89*z^3 + 295/89*z + 1
*
[ -3/4 ] 
f(z) = -112/93*z^3 + 280/93*z + 1
*
[ 3/2 ] 
f(z) = -112/93*z^3 + 283/93*z + 1
*
[ -1 ] 
f(z) = -112/93*z^3 + 298/93*z + 1
*
[ -1 ] 
f(z) = -111/85*z^3 + 281/85*z + 1
*
[ -1 ] 
f(z) = -111/86*z^3 + 283/86*z + 1
*
[ -1 ] 
f(z) = -111/88*z^3 + 287/88*z + 1
*
[ -1 ] 
f(z) = -111/89*z^3 + 289/89*z + 1
*
[ -1 ] 
f(z) = -111/91*z^3 + 293/91*z + 1
*
[ -1 ] 
f(z) = -111/92*z^3 + 295/92*z + 1
*
[ -1 ] 
f(z) = -111/94*z^3 + 299/94*z + 1
*
[ -9/10 ] 
f(z) = -110/81*z^3 + 289/90*z + 1
*
[ -1 ] 
f(z) = -110/87*z^3 + 284/87*z + 1
*
[ -1 ] 
f(z) = -110/89*z^3 + 288/89*z + 1
*
[ -1 ] 
f(z) = -110/91*z^3 + 292/91*z + 1
*
[ -1 ] 
f(z) = -110/93*z^3 + 296/93*z + 1
*
[ -1 ] 
f(z) = -109/86*z^3 + 281/86*z + 1
*
[ -1 ] 
f(z) = -109/87*z^3 + 283/87*z + 1
*
[ -1 ] 
f(z) = -109/88*z^3 + 285/88*z + 1
*
[ -1 ] 
f(z) = -109/89*z^3 + 287/89*z + 1
*
[ -1 ] 
f(z) = -109/90*z^3 + 289/90*z + 1
*
[ -1 ] 
f(z) = -109/91*z^3 + 291/91*z + 1
*
[ -1 ] 
f(z) = -109/92*z^3 + 293/92*z + 1
*
[ -1 ] 
f(z) = -109/93*z^3 + 295/93*z + 1
*
[ -1 ] 
f(z) = -109/94*z^3 + 297/94*z + 1
*
[ -1 ] 
f(z) = -109/95*z^3 + 299/95*z + 1
*
[ -1/2 ] 
f(z) = -108/85*z^3 + 282/85*z + 1
*
[ -1 ] 
f(z) = -108/89*z^3 + 286/89*z + 1
*
[ -1/2 ] 
f(z) = -108/89*z^3 + 294/89*z + 1
*
[ -1 ] 
f(z) = -108/91*z^3 + 290/91*z + 1
*
[ -5/6 ] 
f(z) = -108/95*z^3 + 284/95*z + 1
*
[ -1 ] 
f(z) = -108/95*z^3 + 298/95*z + 1
*
[ -1 ] 
f(z) = -107/87*z^3 + 281/87*z + 1
*
[ -1 ] 
f(z) = -107/88*z^3 + 283/88*z + 1
*
[ -1 ] 
f(z) = -107/89*z^3 + 285/89*z + 1
*
[ -1 ] 
f(z) = -107/90*z^3 + 287/90*z + 1
*
[ -1 ] 
f(z) = -107/91*z^3 + 289/91*z + 1
*
[ -1 ] 
f(z) = -107/92*z^3 + 291/92*z + 1
*
[ -1 ] 
f(z) = -107/93*z^3 + 293/93*z + 1
*
[ -1 ] 
f(z) = -107/94*z^3 + 295/94*z + 1
*
[ -1 ] 
f(z) = -107/95*z^3 + 297/95*z + 1
*
[ -1 ] 
f(z) = -107/96*z^3 + 299/96*z + 1
*
[ -1 ] 
f(z) = -106/87*z^3 + 280/87*z + 1
*
[ -1 ] 
f(z) = -106/89*z^3 + 284/89*z + 1
*
[ -1 ] 
f(z) = -106/91*z^3 + 288/91*z + 1
*
[ -1 ] 
f(z) = -106/93*z^3 + 292/93*z + 1
*
[ -1 ] 
f(z) = -106/95*z^3 + 296/95*z + 1
*
[ -1 ] 
f(z) = -105/88*z^3 + 281/88*z + 1
*
[ -1 ] 
f(z) = -105/89*z^3 + 283/89*z + 1
*
[ -1 ] 
f(z) = -105/92*z^3 + 289/92*z + 1
*
[ -1 ] 
f(z) = -105/94*z^3 + 293/94*z + 1
*
[ -1 ] 
f(z) = -105/97*z^3 + 299/97*z + 1
*
[ -1/2 ] 
f(z) = -104/85*z^3 + 281/85*z + 1
*
[ -1/2 ] 
f(z) = -104/87*z^3 + 287/87*z + 1
*
[ -1 ] 
f(z) = -104/89*z^3 + 282/89*z + 1
*
[ -1/2 ] 
f(z) = -104/89*z^3 + 293/89*z + 1
*
[ -1 ] 
f(z) = -104/93*z^3 + 290/93*z + 1
*
[ -1 ] 
f(z) = -104/95*z^3 + 294/95*z + 1
*
[ -1 ] 
f(z) = -104/97*z^3 + 298/97*z + 1
*
[ -2/3 ] 
f(z) = -103/88*z^3 + 299/99*z + 1
*
[ -1 ] 
f(z) = -103/89*z^3 + 281/89*z + 1
*
[ -1 ] 
f(z) = -103/90*z^3 + 283/90*z + 1
*
[ -1 ] 
f(z) = -103/91*z^3 + 285/91*z + 1
*
[ -1 ] 
f(z) = -103/92*z^3 + 287/92*z + 1
*
[ -1 ] 
f(z) = -103/93*z^3 + 289/93*z + 1
*
[ -1 ] 
f(z) = -103/94*z^3 + 291/94*z + 1
*
[ -1 ] 
f(z) = -103/95*z^3 + 293/95*z + 1
*
[ -1 ] 
f(z) = -103/96*z^3 + 295/96*z + 1
*
[ -1 ] 
f(z) = -103/97*z^3 + 297/97*z + 1
*
[ -1 ] 
f(z) = -103/98*z^3 + 299/98*z + 1
*
[ -1 ] 
f(z) = -102/89*z^3 + 280/89*z + 1
*
[ -1 ] 
f(z) = -102/91*z^3 + 284/91*z + 1
*
[ -1 ] 
f(z) = -102/95*z^3 + 292/95*z + 1
*
[ -1 ] 
f(z) = -102/97*z^3 + 296/97*z + 1
*
[ -2/3 ] 
f(z) = -101/88*z^3 + 298/99*z + 1
*
[ -1 ] 
f(z) = -101/90*z^3 + 281/90*z + 1
*
[ -1 ] 
f(z) = -101/91*z^3 + 283/91*z + 1
*
[ -1 ] 
f(z) = -101/92*z^3 + 285/92*z + 1
*
[ -1 ] 
f(z) = -101/93*z^3 + 287/93*z + 1
*
[ -1 ] 
f(z) = -101/94*z^3 + 289/94*z + 1
*
[ -1 ] 
f(z) = -101/95*z^3 + 291/95*z + 1
*
[ -1 ] 
f(z) = -101/96*z^3 + 293/96*z + 1
*
[ -1 ] 
f(z) = -101/97*z^3 + 295/97*z + 1
*
[ -1 ] 
f(z) = -101/98*z^3 + 297/98*z + 1
*
[ -1 ] 
f(z) = -101/99*z^3 + 299/99*z + 1
*
[ 8/7 ] 
f(z) = -119/96*z^3 + 293/168*z + 1
*
[ 7/6 ] 
f(z) = -111/98*z^3 + 283/168*z + 1
*
0 | 0.16735115592408635196039703176540922269 | 0.029392172277229327308757746185414084584
f(z) = -106/85*z^3 + 297/170*z + 1
*
0 | 0.16737739049003427592817202236114628191 | 0.029466954969700878396772790924842285277
f(z) = -104/85*z^3 + 293/170*z + 1
*
-5/4 | 0.16805943868455556839550404460798778556 | 0.029695196888607674510349980990558279068
f(z) = -104/95*z^3 + 287/190*z + 1
*
0 | 0.16454272298111619865082318761586536630 | 0.028864898119365890045076893667672061658
f(z) = -102/95*z^3 + 299/190*z + 1
*
-22/21 | 0.20776031069964681308225638920110136895 | 0.026786369023280823670024705964898055516
f(z) = -105/88*z^3 + 292/231*z + 1
*
3/13 | 0.22396421079842156013875340499354623835 | 0.028340976506357981399603303175981031746
f(z) = -104/81*z^3 + 289/234*z + 1
*
[ 22/23 ] 
f(z) = -115/88*z^3 + 291/253*z + 1
*
8/7 | 0.17673907754700199187853947881217168056 | 0.026280772253513321105314775314994628903
f(z) = -119/80*z^3 + 299/280*z + 1
*
[ 2/3 ] 
f(z) = -108/119*z^3 - 23/238*z + 1
*
[ 2/3 ] 
f(z) = -103/112*z^3 - 23/252*z + 1
*
[ 2/3 ] 
f(z) = -101/112*z^3 - 25/252*z + 1
*
[ 2/3 ] 
f(z) = -117/112*z^3 - 1/28*z + 1
*
[ 2/3 ] 
f(z) = -111/104*z^3 - 1/39*z + 1
*
[ 2/3 ] 
f(z) = -105/104*z^3 - 2/39*z + 1
*
[ 2/3 ] 
f(z) = -117/116*z^3 - 3/58*z + 1
*
[ 2/3 ] 
f(z) = -111/112*z^3 - 5/84*z + 1
*
[ 2/3 ] 
f(z) = -117/106*z^3 - 1/106*z + 1
*
[ 2/3 ] 
f(z) = -117/110*z^3 - 3/110*z + 1
*
[ 2/3 ] 
f(z) = -117/118*z^3 - 7/118*z + 1
*
[ 2/3 ] 
f(z) = -115/104*z^3 - 1/117*z + 1
*
[ 2/3 ] 
f(z) = -113/104*z^3 - 2/117*z + 1
*
[ 2/3 ] 
f(z) = -109/104*z^3 - 4/117*z + 1
*
[ 2/3 ] 
f(z) = -107/104*z^3 - 5/117*z + 1
*
[ 2/3 ] 
f(z) = -103/104*z^3 - 7/117*z + 1
*
[ 2/3 ] 
f(z) = -101/104*z^3 - 8/117*z + 1
*
[ 2/3 ] 
f(z) = -111/100*z^3 - 1/150*z + 1
*
[ 2/3 ] 
f(z) = -111/116*z^3 - 13/174*z + 1
*
[ 2/3 ] 
f(z) = -105/116*z^3 - 17/174*z + 1
*
[ 2/3 ] 
f(z) = -117/107*z^3 - 3/214*z + 1
*
[ 2/3 ] 
f(z) = -117/109*z^3 - 5/218*z + 1
*
[ 2/3 ] 
f(z) = -108/101*z^3 - 5/202*z + 1
*
[ 2/3 ] 
f(z) = -108/103*z^3 - 7/206*z + 1
*
[ 2/3 ] 
f(z) = -108/107*z^3 - 11/214*z + 1
*
[ 2/3 ] 
f(z) = -108/109*z^3 - 13/218*z + 1
*
[ 2/3 ] 
f(z) = -117/113*z^3 - 9/226*z + 1
*
[ 2/3 ] 
f(z) = -117/115*z^3 - 11/230*z + 1
*
[ 2/3 ] 
f(z) = -117/119*z^3 - 15/238*z + 1
*
[ 2/3 ] 
f(z) = -108/113*z^3 - 17/226*z + 1
*
[ 2/3 ] 
f(z) = -108/115*z^3 - 19/230*z + 1
*
[ 2/3 ] 
f(z) = -115/112*z^3 - 11/252*z + 1
*
[ 2/3 ] 
f(z) = -113/112*z^3 - 13/252*z + 1
*
[ 2/3 ] 
f(z) = -109/112*z^3 - 17/252*z + 1
*
[ 2/3 ] 
f(z) = -107/112*z^3 - 19/252*z + 1
*
[ 6/7 ] 
f(z) = -119/108*z^3 + 9/14*z + 1
*
[ 6/5 ] 
f(z) = -115/108*z^3 + 17/10*z + 1
*
[ 3/4 ] 
f(z) = -112/117*z^3 + 8/39*z + 1
*
[ 2/3 ] 
f(z) = -117/100*z^3 + 1/50*z + 1
*
[ 12/17 ] 
f(z) = -119/108*z^3 + 9/68*z + 1
*
[ 3/4 ] 
f(z) = -115/108*z^3 + 17/64*z + 1
*
[ 3/4 ] 
f(z) = -109/108*z^3 + 15/64*z + 1
*
[ 3/4 ] 
f(z) = -103/108*z^3 + 13/64*z + 1
*
[ 2/3 ] 
f(z) = -119/104*z^3 + 1/117*z + 1
*
[ 2/3 ] 
f(z) = -117/101*z^3 + 3/202*z + 1
*
[ 2/3 ] 
f(z) = -117/103*z^3 + 1/206*z + 1
*
[ 3 ] 
f(z) = -109/108*z^3 + 39/4*z + 1
*
[ 3 ] 
f(z) = -103/108*z^3 + 37/4*z + 1
*
[ -3 ] 
f(z) = -101/108*z^3 + 39/4*z + 1
*
[ 3/2 ] 
f(z) = -101/108*z^3 + 39/16*z + 1
*
-2/3 | 0.10817655044216354162229018387430947455 | 0.022715791553035257094091674908564511775
f(z) = -117/112*z^3 + 27/28*z + 1
*
-3/5 | 0.18420721927101522705746855813089267496 | 0.028989060770515150341586304755642746899
f(z) = -115/108*z^3 + 21/20*z + 1
*
[ 3/4 ] 
f(z) = -112/111*z^3 + 26/111*z + 1
*
[ 5/7 ] 
f(z) = -119/100*z^3 + 29/140*z + 1
*
[ 3/4 ] 
f(z) = -116/117*z^3 + 35/156*z + 1
*
[ 3/4 ] 
f(z) = -101/108*z^3 + 37/192*z + 1
*
-2 | 0.10258725083881835571237659649310216967 | 0.016957317474887821201481383624419038533
f(z) = -119/104*z^3 + 53/13*z + 1
*
[ -3 ] 
f(z) = -119/108*z^3 + 45/4*z + 1
*
[ 3/2 ] 
f(z) = -119/108*z^3 + 45/16*z + 1
*
-2 | 0.10192551432603639618736913099187380549 | 0.016955745164685560422338725643932562190
f(z) = -115/104*z^3 + 51/13*z + 1
*
[ 3 ] 
f(z) = -115/108*z^3 + 41/4*z + 1
*
-2 | 0.10158398820260398248252486817619161438 | 0.016954784160683638474326878493962405879
f(z) = -113/104*z^3 + 50/13*z + 1
*
[ -3 ] 
f(z) = -113/108*z^3 + 43/4*z + 1
*
[ 3/2 ] 
f(z) = -113/108*z^3 + 43/16*z + 1
*
-2 | 0.10123486357751149301578886037500575076 | 0.016953680192504156563170647974633813955
f(z) = -111/104*z^3 + 49/13*z + 1
*
-2 | 0.10087772734948414120561842121513508612 | 0.016952409165564135038102799581009220503
f(z) = -109/104*z^3 + 48/13*z + 1
*
-2 | 0.10051212593935595007841650946618567003 | 0.016950942722802889226331184581347017009
f(z) = -107/104*z^3 + 47/13*z + 1
*
[ -3 ] 
f(z) = -107/108*z^3 + 41/4*z + 1
*
[ 3/2 ] 
f(z) = -107/108*z^3 + 41/16*z + 1
*
-2 | 0.10013755917498190495347470869102731766 | 0.016949247365511281666278953033342053148
f(z) = -105/104*z^3 + 46/13*z + 1
*
[ 2 ] 
f(z) = -105/104*z^3 + 59/13*z + 1
*
-2 | 0.099753472891348406903969741077425618131 | 0.016947283357268866956675962221437447210
f(z) = -103/104*z^3 + 45/13*z + 1
*
[ 2 ] 
f(z) = -103/104*z^3 + 58/13*z + 1
*
-2 | 0.099359249895090367905262562434315403515 | 0.016945003346830662604564014575163047987
f(z) = -101/104*z^3 + 44/13*z + 1
*
[ 2 ] 
f(z) = -101/104*z^3 + 57/13*z + 1
*
[ 4/3 ] 
f(z) = -117/112*z^3 + 59/28*z + 1
*
[ 5/6 ] 
f(z) = -117/100*z^3 + 49/80*z + 1
*
[ 6/7 ] 
f(z) = -113/108*z^3 + 59/98*z + 1
*
[ 6/7 ] 
f(z) = -107/108*z^3 + 55/98*z + 1
*
[ 6/7 ] 
f(z) = -101/108*z^3 + 51/98*z + 1
*
[ 5/6 ] 
f(z) = -108/115*z^3 + 52/115*z + 1
*
[ 10/13 ] 
f(z) = -117/100*z^3 + 51/130*z + 1
*
[ 4/5 ] 
f(z) = -115/112*z^3 + 57/140*z + 1
*
[ 3/4 ] 
f(z) = -119/108*z^3 + 55/192*z + 1
*
[ 3/4 ] 
f(z) = -113/108*z^3 + 49/192*z + 1
*
[ 3/4 ] 
f(z) = -107/108*z^3 + 43/192*z + 1
*
[ 3/4 ] 
f(z) = -104/105*z^3 + 47/210*z + 1
*
[ 3/4 ] 
f(z) = -104/111*z^3 + 43/222*z + 1
*
[ 2 ] 
f(z) = -119/104*z^3 + 66/13*z + 1
*
[ -2 ] 
f(z) = -119/104*z^3 + 79/13*z + 1
*
[ 2 ] 
f(z) = -115/104*z^3 + 64/13*z + 1
*
[ -2 ] 
f(z) = -115/104*z^3 + 77/13*z + 1
*
[ -3/2 ] 
f(z) = -115/108*z^3 + 65/16*z + 1
*
[ -6 ] 
f(z) = -115/108*z^3 + 79/2*z + 1
*
[ 2 ] 
f(z) = -113/104*z^3 + 63/13*z + 1
*
[ -2 ] 
f(z) = -113/104*z^3 + 76/13*z + 1
*
[ 6 ] 
f(z) = -113/108*z^3 + 77/2*z + 1
*
[ 2 ] 
f(z) = -111/104*z^3 + 62/13*z + 1
*
[ -2 ] 
f(z) = -111/104*z^3 + 75/13*z + 1
*
[ 2 ] 
f(z) = -109/104*z^3 + 61/13*z + 1
*
[ -2 ] 
f(z) = -109/104*z^3 + 74/13*z + 1
*
[ -3/2 ] 
f(z) = -109/108*z^3 + 63/16*z + 1
*
[ -6 ] 
f(z) = -109/108*z^3 + 75/2*z + 1
*
[ 2 ] 
f(z) = -107/104*z^3 + 60/13*z + 1
*
[ -2 ] 
f(z) = -107/104*z^3 + 73/13*z + 1
*
[ 6 ] 
f(z) = -107/108*z^3 + 73/2*z + 1
*
[ -2 ] 
f(z) = -105/104*z^3 + 72/13*z + 1
*
[ -2 ] 
f(z) = -103/104*z^3 + 71/13*z + 1
*
[ -3/2 ] 
f(z) = -103/108*z^3 + 61/16*z + 1
*
[ -6 ] 
f(z) = -103/108*z^3 + 71/2*z + 1
*
[ -2 ] 
f(z) = -101/104*z^3 + 70/13*z + 1
*
[ 6 ] 
f(z) = -101/108*z^3 + 69/2*z + 1
*
[ 5/3 ] 
f(z) = -117/100*z^3 + 73/20*z + 1
*
[ -3/5 ] 
f(z) = -115/108*z^3 + 61/20*z + 1
*
[ 6/5 ] 
f(z) = -103/108*z^3 + 77/50*z + 1
*
-2/3 | 0.10831863442578913127659013288649855439 | 0.018620691860128437685532697216035990879
f(z) = -111/112*z^3 + 79/84*z + 1
*
[ 6 ] 
f(z) = -119/108*z^3 + 81/2*z + 1
*
[ -3/7 ] 
f(z) = -119/108*z^3 + 99/28*z + 1
*
[ -5/3 ] 
f(z) = -117/100*z^3 + 97/20*z + 1
*
[ -2/3 ] 
f(z) = -117/112*z^3 + 83/28*z + 1
*
-2 | 0.10149637905591801418724015798543620442 | 0.016968625724823561973048302879263597270
f(z) = -113/112*z^3 + 99/28*z + 1
*
[ 3/2 ] 
f(z) = -112/117*z^3 + 97/39*z + 1
*
-2 | 0.10113973079036201882585654167887356879 | 0.016966891493634175720434422432706101514
f(z) = -111/112*z^3 + 97/28*z + 1
*
-2 | 0.10077436296716471816659169364709436073 | 0.016964891865872199009480145184516147939
f(z) = -109/112*z^3 + 95/28*z + 1
*
-2 | 0.10039972681062157835986126656936019079 | 0.016962582753217981140916717485251688845
f(z) = -107/112*z^3 + 93/28*z + 1
*
-2 | 0.099620121811362865652758483232019543282 | 0.016956816407759609723433757708379999314
f(z) = -103/112*z^3 + 89/28*z + 1
*
-2 | 0.099213684910888479611306442382332525453 | 0.016953221501439209622733868315225525331
f(z) = -101/112*z^3 + 87/28*z + 1
*
[ 6/5 ] 
f(z) = -109/108*z^3 + 81/50*z + 1
*
4/3 | 0.15803712626277452785661721572688103451 | 0.027112472242890425565094754349419183610
f(z) = -111/112*z^3 + 85/84*z + 1
*
[ 3 ] 
f(z) = -107/108*z^3 + 115/12*z + 1
*
[ -3 ] 
f(z) = -103/108*z^3 + 119/12*z + 1
*
[ 3 ] 
f(z) = -101/108*z^3 + 109/12*z + 1
*
[ -4/3 ] 
f(z) = -117/112*z^3 + 101/28*z + 1
*
-2 | 0.10218544585169964738736280030268513799 | 0.016971441551167397855514244104565228302
f(z) = -117/112*z^3 + 103/28*z + 1
*
[ 3/2 ] 
f(z) = -116/117*z^3 + 100/39*z + 1
*
[ -6/5 ] 
f(z) = -115/108*z^3 + 101/30*z + 1
*
-2 | 0.10184480177071989565636060680822652945 | 0.016970131850861050252428767907127892353
f(z) = -115/112*z^3 + 101/28*z + 1
*
[ -3/4 ] 
f(z) = -112/117*z^3 + 112/39*z + 1
*
[ -2/3 ] 
f(z) = -111/104*z^3 + 116/39*z + 1
*
[ -2/3 ] 
f(z) = -105/104*z^3 + 115/39*z + 1
*
[ 2 ] 
f(z) = -103/112*z^3 + 117/28*z + 1
*
[ 2 ] 
f(z) = -101/112*z^3 + 115/28*z + 1
*
[ 3/2 ] 
f(z) = -103/108*z^3 + 119/48*z + 1
*
-2/5 | 0.19094109271241206864076973318148085800 | 0.028200713499988905881008763028153566895
f(z) = -115/104*z^3 + 109/65*z + 1
*
-2/5 | 0.19094016515202122706072367531134348269 | 0.028239016524818606682597385896257606510
f(z) = -105/104*z^3 + 108/65*z + 1
*
[ 4/5 ] 
f(z) = -115/104*z^3 + 119/260*z + 1
*
[ 4/5 ] 
f(z) = -105/104*z^3 + 103/260*z + 1
*
[ 3 ] 
f(z) = -119/108*z^3 + 127/12*z + 1
*
[ 10/3 ] 
f(z) = -117/100*z^3 + 137/10*z + 1
*
[ -3 ] 
f(z) = -115/108*z^3 + 131/12*z + 1
*
[ 3 ] 
f(z) = -113/108*z^3 + 121/12*z + 1
*
[ -3 ] 
f(z) = -109/108*z^3 + 125/12*z + 1
*
[ -12/7 ] 
f(z) = -119/108*z^3 + 135/28*z + 1
*
[ -6/17 ] 
f(z) = -119/108*z^3 + 135/34*z + 1
*
[ 2 ] 
f(z) = -117/112*z^3 + 131/28*z + 1
*
-3/5 | 0.20890627194074195047366912201762998743 | 0.025817584190941657157028663734810494188
f(z) = -115/108*z^3 + 121/20*z + 1
*
[ 2 ] 
f(z) = -115/112*z^3 + 129/28*z + 1
*
[ 2 ] 
f(z) = -113/112*z^3 + 127/28*z + 1
*
[ 2 ] 
f(z) = -111/112*z^3 + 125/28*z + 1
*
[ 2 ] 
f(z) = -109/112*z^3 + 123/28*z + 1
*
[ 2 ] 
f(z) = -107/112*z^3 + 121/28*z + 1
*
[ -6/7 ] 
f(z) = -119/108*z^3 + 125/42*z + 1
*
[ 3/2 ] 
f(z) = -115/108*z^3 + 131/48*z + 1
*
[ 3/2 ] 
f(z) = -109/108*z^3 + 125/48*z + 1
*
[ 10/9 ] 
f(z) = -117/100*z^3 + 139/90*z + 1
*
-4/3 | 0.10810845728709017873430559917004536603 | 0.017351541481454414832646639253944155860
f(z) = -111/112*z^3 + 127/84*z + 1
*
-4/5 | 0.18925476077481150977010640832200802038 | 0.029783402533961289521424991770989038656
f(z) = -115/112*z^3 + 127/140*z + 1
*
[ 5/6 ] 
f(z) = -111/100*z^3 + 137/240*z + 1
*
[ -10/3 ] 
f(z) = -117/100*z^3 + 143/10*z + 1
*
[ -2 ] 
f(z) = -117/112*z^3 + 159/28*z + 1
*
[ -3/2 ] 
f(z) = -116/117*z^3 + 152/39*z + 1
*
[ -12/5 ] 
f(z) = -115/108*z^3 + 151/20*z + 1
*
[ -2 ] 
f(z) = -115/112*z^3 + 157/28*z + 1
*
[ -2 ] 
f(z) = -113/112*z^3 + 155/28*z + 1
*
[ -3/2 ] 
f(z) = -112/117*z^3 + 149/39*z + 1
*
[ -2 ] 
f(z) = -111/112*z^3 + 153/28*z + 1
*
[ -2 ] 
f(z) = -109/112*z^3 + 151/28*z + 1
*
[ -2 ] 
f(z) = -107/112*z^3 + 149/28*z + 1
*
[ -2 ] 
f(z) = -103/112*z^3 + 145/28*z + 1
*
[ -2 ] 
f(z) = -101/112*z^3 + 143/28*z + 1
*
[ -2/3 ] 
f(z) = -117/100*z^3 + 151/50*z + 1
*
[ -6/5 ] 
f(z) = -101/108*z^3 + 159/50*z + 1
*
-5/7 | 0.19084022471446187586098676848303487710 | 0.028377586621703814959183692388789402817
f(z) = -119/100*z^3 + 141/140*z + 1
*
1/2 | 0.065839778916470623698261334753136432762 | 0.012313157821914293652283319212537224060
f(z) = -104/105*z^3 + 157/210*z + 1
*
[ 6/7 ] 
f(z) = -105/104*z^3 + 157/273*z + 1
*
[ 6/7 ] 
f(z) = -103/108*z^3 + 157/294*z + 1
*
[ -6/5 ] 
f(z) = -119/108*z^3 + 171/50*z + 1
*
[ -2/3 ] 
f(z) = -117/116*z^3 + 171/58*z + 1
*
[ -6/5 ] 
f(z) = -113/108*z^3 + 167/50*z + 1
*
[ -6/5 ] 
f(z) = -107/108*z^3 + 163/50*z + 1
*
-2 | 0.086127958830798858490243658931173080010 | 0.014646284449041961013103432595025922220
f(z) = -103/108*z^3 + 179/54*z + 1
*
-2 | 0.099539804809283460172206089677515490990 | 0.016959408645104051934704885898081077684
f(z) = -103/116*z^3 + 177/58*z + 1
*
-2 | 0.099418832354926858894990360431325140222 | 0.016938797581096385154151481417363593153
f(z) = -101/100*z^3 + 177/50*z + 1
*
-2 | 0.085728016615911438073337075160429185899 | 0.014634516023846769260699200964546095777
f(z) = -101/108*z^3 + 175/54*z + 1
*
-2 | 0.099125957360479575858923382078185846395 | 0.016954929517670501075423776855606213650
f(z) = -101/116*z^3 + 173/58*z + 1
*
-5/3 | 0.17892195652708988480469089838305758891 | 0.026741320316419251865901711374698412903
f(z) = -111/100*z^3 + 161/60*z + 1
*
[ 4/3 ] 
f(z) = -111/112*z^3 + 169/84*z + 1
*
[ 7/6 ] 
f(z) = -108/119*z^3 + 164/119*z + 1
*
3/2 | 0.13791052517777852388734847339918012645 | 0.027041987693120135964685109687082328107
f(z) = -104/105*z^3 + 164/105*z + 1
*
[ 6/7 ] 
f(z) = -109/108*z^3 + 169/294*z + 1
*
3 | 0.22884464329679605259237334486403242775 | 0.026940857995980170253273734370491363668
f(z) = -115/108*z^3 + 181/20*z + 1
*
[ -3/2 ] 
f(z) = -119/108*z^3 + 199/48*z + 1
*
[ -3/2 ] 
f(z) = -113/108*z^3 + 193/48*z + 1
*
-2 | 0.087980018565832360777641807551772402314 | 0.014696521159473008425145583413064224519
f(z) = -113/108*z^3 + 199/54*z + 1
*
-2 | 0.10144332288961177772713074337515876194 | 0.016974124248927132754654876714182414738
f(z) = -113/116*z^3 + 197/58*z + 1
*
-2 | 0.10127335899111071613492570840524054152 | 0.016945684838142763678709163544466246905
f(z) = -111/100*z^3 + 197/50*z + 1
*
-2 | 0.10108224226536308153863017869513911359 | 0.016971961454757780186481979856055066477
f(z) = -111/116*z^3 + 193/58*z + 1
*
-2 | 0.10091970276629502919753763589002207785 | 0.016944670666076849913033945854820084564
f(z) = -109/100*z^3 + 193/50*z + 1
*
-2 | 0.087266315066937406241543337593971554525 | 0.014677904358963421167881287456946617016
f(z) = -109/108*z^3 + 191/54*z + 1
*
-2 | 0.10071200233196439193407280190829468364 | 0.016969468875502053989842476117602522040
f(z) = -109/116*z^3 + 189/58*z + 1
*
-2 | 0.10055790396518934197295316329230292739 | 0.016943504071127144238315014456990350925
f(z) = -107/100*z^3 + 189/50*z + 1
*
[ -3/2 ] 
f(z) = -107/108*z^3 + 187/48*z + 1
*
-2 | 0.086896455998358781074769001567486114565 | 0.014667910868447340883567718549558910802
f(z) = -107/108*z^3 + 187/54*z + 1
*
-2 | 0.10033199083896851264596399833942651110 | 0.016966591670504992666720807768345838629
f(z) = -107/116*z^3 + 185/58*z + 1
*
-2 | 0.099941518663048894485420545834361334295 | 0.016963264424970742976804172967987795104
f(z) = -105/116*z^3 + 181/58*z + 1
*
-2 | 0.099808000115634908927662691417383564688 | 0.016940602067466875770036648140423067119
f(z) = -103/100*z^3 + 181/50*z + 1
*
[ -3/2 ] 
f(z) = -101/108*z^3 + 181/48*z + 1
*
[ 10/7 ] 
f(z) = -119/100*z^3 + 191/70*z + 1
*
[ -3/4 ] 
f(z) = -119/108*z^3 + 189/64*z + 1
*
[ -3/4 ] 
f(z) = -113/108*z^3 + 187/64*z + 1
*
[ 3/2 ] 
f(z) = -110/117*z^3 + 191/78*z + 1
*
[ -3/4 ] 
f(z) = -107/108*z^3 + 185/64*z + 1
*
[ 3/2 ] 
f(z) = -106/117*z^3 + 185/78*z + 1
*
[ -3/4 ] 
f(z) = -101/108*z^3 + 183/64*z + 1
*
3/2 | 0.10834726859197854684901879016343845980 | 0.020628642068292685978630123522536007964
f(z) = -116/105*z^3 + 191/105*z + 1
*
[ 5/4 ] 
f(z) = -112/115*z^3 + 198/115*z + 1
*
-3/4 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -104/105*z^3 + 187/210*z + 1
*
[ 6/7 ] 
f(z) = -119/104*z^3 + 184/273*z + 1
*
[ 6/7 ] 
f(z) = -115/108*z^3 + 181/294*z + 1
*
[ 6 ] 
f(z) = -103/108*z^3 + 211/6*z + 1
*
[ -6 ] 
f(z) = -101/108*z^3 + 209/6*z + 1
*
-2 | 0.10261440326288775179508099775522082193 | 0.016948621894464395276914073850559863061
f(z) = -119/100*z^3 + 213/50*z + 1
*
-2 | 0.088992321925439362742751066009570190824 | 0.014721628402675910423374679496114595127
f(z) = -119/108*z^3 + 211/54*z + 1
*
-2 | 0.10247681358989699017881733057558316161 | 0.016979062024390819165461141790193489369
f(z) = -119/116*z^3 + 209/58*z + 1
*
-2 | 0.10228947514402701054176437691135762780 | 0.016948022504517486970769074672933874750
f(z) = -117/100*z^3 + 209/50*z + 1
*
-2 | 0.10214014023909066389913046099668179464 | 0.016977638304284575783517611562599915748
f(z) = -117/116*z^3 + 205/58*z + 1
*
-2 | 0.088324809595218908757987868495118636482 | 0.014705230819473745727859481105872376663
f(z) = -115/108*z^3 + 203/54*z + 1
*
-2 | 0.10179579153446997002199994486062800851 | 0.016976003481737727568078453822742060211
f(z) = -115/116*z^3 + 201/58*z + 1
*
-2 | 0.10161929021259866680745343855600617743 | 0.016946569189715901149729090322686906711
f(z) = -113/100*z^3 + 201/50*z + 1
*
[ 3/2 ] 
f(z) = -118/117*z^3 + 203/78*z + 1
*
[ 5/3 ] 
f(z) = -111/100*z^3 + 209/60*z + 1
*
-1 | 0.094923164569934021388225848263208040311 | 0.017614010228282149403315323005448816130
f(z) = -119/100*z^3 + 219/100*z + 1
*
-1 | 0.10312675439885575175729440508723891575 | 0.019136274217371985578509114519656760862
f(z) = -118/101*z^3 + 219/101*z + 1
*
-1/3 | 0.12001515333535159986651508998891589768 | 0.022385490218750421512363224865815533834
f(z) = -117/100*z^3 + 213/100*z + 1
*
-1 | 0.094427526809887215055922976608855362772 | 0.017551919786674991672136231186983861463
f(z) = -117/100*z^3 + 217/100*z + 1
*
-1 | 0.10287500610550407148650824197690797016 | 0.019105785204716361267966053147191087761
f(z) = -117/101*z^3 + 218/101*z + 1
*
-2/3 | 0.15448057798237080701090233724285432108 | 0.028714409928417797809379240559410847762
f(z) = -117/110*z^3 + 217/110*z + 1
*
-1 | 0.10261926863459633219348431757717895964 | 0.019074577429820954176779467670721678835
f(z) = -116/101*z^3 + 217/101*z + 1
*
-1 | 0.10239098367284233104573584459455571362 | 0.018999744075837114250955091630595278459
f(z) = -116/103*z^3 + 219/103*z + 1
*
-1 | 0.10235939781141167063616388932043792902 | 0.019042622548645111459387708630723210163
f(z) = -115/101*z^3 + 216/101*z + 1
*
-1 | 0.069064010269656103435715849119891070289 | 0.012837421558648462255091629977789454290
f(z) = -115/102*z^3 + 217/102*z + 1
*
-1 | 0.10212651030653230670732710246789769736 | 0.018966775735816587591283470463282601286
f(z) = -115/103*z^3 + 218/103*z + 1
*
-1 | 0.093450388663891502220341570772087539445 | 0.017340720879043395155143693299457737656
f(z) = -115/104*z^3 + 219/104*z + 1
*
-1 | 0.10209524080672639021752435523389062143 | 0.019009890495695781493053372795295641026
f(z) = -114/101*z^3 + 215/101*z + 1
*
-1 | 0.10185755361524665552859770539932185228 | 0.018932992011123625459722731703474260353
f(z) = -114/103*z^3 + 217/103*z + 1
*
-1 | 0.093388191235724096387647913480273350169 | 0.017418970716244605394253465389568458227
f(z) = -113/100*z^3 + 213/100*z + 1
*
-1 | 0.10182663538195716996034809455442127709 | 0.018976349334566026492152367973165772310
f(z) = -113/101*z^3 + 214/101*z + 1
*
-1 | 0.068526412461213351432315148878536916563 | 0.012759454668573773363121119820276930043
f(z) = -113/102*z^3 + 215/102*z + 1
*
-1 | 0.10158393791179230509282372137028426415 | 0.018898358411831134324337855342409765434
f(z) = -113/103*z^3 + 216/103*z + 1
*
-1 | 0.092902695664357172710881635522432596570 | 0.017268488515532510599692889851633148258
f(z) = -113/104*z^3 + 217/104*z + 1
*
-1 | 0.080990808084453882975124555007161296665 | 0.015041486182086280746572204171619058890
f(z) = -113/105*z^3 + 218/105*z + 1
*
-1 | 0.088370956345290274856160542387997992865 | 0.016398177789386990962544777418758515701
f(z) = -113/106*z^3 + 219/106*z + 1
*
-1 | 0.10155340904463186484894058632072875996 | 0.018941965090834395728020927063940579535
f(z) = -112/101*z^3 + 213/101*z + 1
*
-1 | 0.10130547593743710792367506468290294117 | 0.018862838159427158702685349511625064718
f(z) = -112/103*z^3 + 215/103*z + 1
*
-1 | 0.10078776935048977417574091780543253391 | 0.018702250480885995145962454139123989122
f(z) = -112/107*z^3 + 219/107*z + 1
*
-1 | 0.092842057713674693052989239861528635823 | 0.017347630560859649633477068680769384023
f(z) = -111/100*z^3 + 211/100*z + 1
*
-1 | 0.10127537810016913555248166963933149126 | 0.018906701564583741950634194442865420573
f(z) = -111/101*z^3 + 212/101*z + 1
*
-1 | 0.10102196773681480067446062928854501921 | 0.018826391965600952485009131848268180194
f(z) = -111/103*z^3 + 214/103*z + 1
*
-1 | 0.092335120203857047612639807387668687291 | 0.017192579302546545561527540219481354811
f(z) = -111/104*z^3 + 215/104*z + 1
*
-1 | 0.087791627100081812032885939339125492823 | 0.016318457645350235688837717571417096354
f(z) = -111/106*z^3 + 217/106*z + 1
*
-1 | 0.10049221559410103271165005546994018707 | 0.018663257078380075161099669022987033199
f(z) = -111/107*z^3 + 218/107*z + 1
*
-1 | 0.10099234658313814883899826894237062587 | 0.018870520119251174188962433729507335289
f(z) = -110/101*z^3 + 211/101*z + 1
*
-1 | 0.10073319938081904830217448282030687568 | 0.018788977781346052723776746457150467925
f(z) = -110/103*z^3 + 213/103*z + 1
*
-1 | 0.10019079355502062561313078410955959230 | 0.018623179397481628946821393907892683658
f(z) = -110/107*z^3 + 217/107*z + 1
*
-1 | 0.099906322221266530388354844064924778601 | 0.018538688521904006002414953094314916869
f(z) = -110/109*z^3 + 219/109*z + 1
*
-1 | 0.092276391566813694036137137120672167336 | 0.017272672808309617922662356469950126715
f(z) = -109/100*z^3 + 209/100*z + 1
*
-1 | 0.10070410504765753093677431829557317841 | 0.018833379442837793658175331181377028632
f(z) = -109/101*z^3 + 210/101*z + 1
*
-1 | 0.067392822353082718882921790345594990479 | 0.012592415694193792948670625340033421636
f(z) = -109/102*z^3 + 211/102*z + 1
*
-1 | 0.10043894150996155711827521464797183495 | 0.018750550511036341739064891937869651111
f(z) = -109/103*z^3 + 212/103*z + 1
*
-1 | 0.091745927563608350618945605011095292593 | 0.017112652086079365063619916111909036235
f(z) = -109/104*z^3 + 213/104*z + 1
*
-1 | 0.079821882332034648520453617183369514983 | 0.014875557048443049282365256448252767401
f(z) = -109/105*z^3 + 214/105*z + 1
*
-1 | 0.087189464557933740594437057147608900793 | 0.016234470485870771603408362856886909359
f(z) = -109/106*z^3 + 215/106*z + 1
*
-1 | 0.099883223208653082399326704458542628693 | 0.018581962762313150973643411409388154719
f(z) = -109/107*z^3 + 216/107*z + 1
*
-1 | 0.077618041560712554986037861200424952102 | 0.014427420536124700623167769566572422123
f(z) = -109/108*z^3 + 217/108*z + 1
*
-1 | 0.086605499812424142134464048419105899983 | 0.016070578413951279896531966675322067332
f(z) = -109/110*z^3 + 219/110*z + 1
*
-1 | 0.10041042919216655644678976522291090690 | 0.018795235276646621530865760073255341125
f(z) = -108/101*z^3 + 209/101*z + 1
*
-1 | 0.10013894766421960930549756317439216801 | 0.018711061684884145963508704963288844662
f(z) = -108/103*z^3 + 211/103*z + 1
*
-1 | 0.099569201073240271257832820770015597163 | 0.018539547918099510521618162096887557742
f(z) = -108/107*z^3 + 215/107*z + 1
*
-1 | 0.099269480540971979761870764367473647683 | 0.018451928358009223683747860833191449080
f(z) = -108/109*z^3 + 217/109*z + 1
*
-1 | 0.091689530346817362489266013282891536749 | 0.017193768113670468611431140861044483223
f(z) = -107/100*z^3 + 207/100*z + 1
*
-1 | 0.10011107828817380574385835600856274869 | 0.018756040105624107848528885162278594317
f(z) = -107/101*z^3 + 208/101*z + 1
*
-1 | 0.066792390066588168029048881474931758673 | 0.012502473060726810828287647891538485942
f(z) = -107/102*z^3 + 209/102*z + 1
*
-1 | 0.099832952357066824896830618779455056267 | 0.018670459081579635869954790733321219636
f(z) = -107/103*z^3 + 210/103*z + 1
*
-1 | 0.091133115972478795305928468214320497896 | 0.017028313101656759846557369921453737094
f(z) = -107/104*z^3 + 211/104*z + 1
*
-1 | 0.079202001609588833383560758097033379704 | 0.014785909821724737865155163825574248075
f(z) = -107/105*z^3 + 212/105*z + 1
*
-1 | 0.086562251713024175218552466110565503018 | 0.016145781471614679737944080689136310312
f(z) = -107/106*z^3 + 213/106*z + 1
*
-1 | 0.076975300967763979550102599070731091806 | 0.014332617570691032519406521423152783042
f(z) = -107/108*z^3 + 215/108*z + 1
*
-1 | 0.098940363360328545668572543776682800087 | 0.018406556062080343924313242578634869183
f(z) = -107/109*z^3 + 216/109*z + 1
*
-1 | 0.085945932591129546275754040546602261090 | 0.015975385205922068595229187331928922152
f(z) = -107/110*z^3 + 217/110*z + 1
*
-1 | 0.078275857620330507396543554427860501979 | 0.014537269828934482834170250156451881476
f(z) = -107/111*z^3 + 218/111*z + 1
*
-1 | 0.089898448355017929316338939592122465916 | 0.016681620297913346377734619318330722224
f(z) = -107/112*z^3 + 219/112*z + 1
*
-1 | 0.099805793375365697030303510825434196527 | 0.018715742802978720220883166696963249461
f(z) = -106/101*z^3 + 207/101*z + 1
*
-1 | 0.099520668840507752073646606524686632348 | 0.018628686290811156987804498475696007793
f(z) = -106/103*z^3 + 209/103*z + 1
*
-1 | 0.078881156324972520253895194328712066387 | 0.014739022290514023526600009272880119914
f(z) = -106/105*z^3 + 211/105*z + 1
*
-1 | 0.098920451244120121823864461943043890839 | 0.018450860014085917359906444204066924484
f(z) = -106/107*z^3 + 213/107*z + 1
*
-1 | 0.098603580928466182802452024262561488381 | 0.018359751748684099833040974331785082334
f(z) = -106/109*z^3 + 215/109*z + 1
*
-1 | 0.077930446169507409393822766144514646361 | 0.014485489415187841835385868549405977759
f(z) = -106/111*z^3 + 217/111*z + 1
*
-1 | 0.097930595168722512055793336452880514822 | 0.018172071198624975847331392515481493318
f(z) = -106/113*z^3 + 219/113*z + 1
*
-1 | 0.099494295176094705578512584552578095777 | 0.018674288219934063774230618176845965095
f(z) = -105/101*z^3 + 206/101*z + 1
*
-1 | 0.099201786493591976591340145583875939143 | 0.018585682202597641385138977956199198858
f(z) = -105/103*z^3 + 208/103*z + 1
*
-1 | 0.090494351712619712471280039140230321298 | 0.016939103291662736363739555983302730458
f(z) = -105/104*z^3 + 209/104*z + 1
*
-1 | 0.085908031338773333505568037785886580632 | 0.016052000855817811288102761336655291385
f(z) = -105/106*z^3 + 211/106*z + 1
*
-1 | 0.098584968632139976785202278633903643353 | 0.018404439614514825263159668060600544533
f(z) = -105/107*z^3 + 212/107*z + 1
*
-1 | 0.098258680367639909462854468459430105197 | 0.018311427425796978263767223882202183778
f(z) = -105/109*z^3 + 214/109*z + 1
*
-1 | 0.097563867813746372549379160922431596485 | 0.018119408909479012187259360510964407885
f(z) = -105/113*z^3 + 218/113*z + 1
*
-1 | 0.099176281670002155347017984249567110551 | 0.018631616709096420654372567873514230180
f(z) = -104/101*z^3 + 205/101*z + 1
*
-1 | 0.098875967747739431700391591524467218814 | 0.018541380406671506025286695748243450613
f(z) = -104/103*z^3 + 207/103*z + 1
*
-1 | 0.078221078051038890739442961366262865380 | 0.014641741673552274566212875455473414676
f(z) = -104/105*z^3 + 209/105*z + 1
*
-1 | 0.098241514673402323019719684521376625588 | 0.018356524448751376637322585619536603784
f(z) = -104/107*z^3 + 211/107*z + 1
*
-1 | 0.097905158572195816357224556105021152850 | 0.018261485393090988172943662647849007373
f(z) = -104/109*z^3 + 213/109*z + 1
*
-1 | 0.077210550810842678358117778552983033597 | 0.014376420530757718063601077995928698837
f(z) = -104/111*z^3 + 215/111*z + 1
*
-1 | 0.097186796094328445329121093681009994565 | 0.018064804903827901896639053503827978055
f(z) = -104/113*z^3 + 217/113*z + 1
*
-1 | 0.096800667328168291112536698838787950990 | 0.017962400981340134612513268436021052578
f(z) = -104/115*z^3 + 219/115*z + 1
*
-1 | 0.090444281949756628757729820062527193202 | 0.017022543885277311598839115741753658785
f(z) = -103/100*z^3 + 203/100*z + 1
*
-1 | 0.098851425253282670245555839771712813359 | 0.018587663566768765084119409957248978216
f(z) = -103/101*z^3 + 204/101*z + 1
*
-1 | 0.065517796058403468005321465165991148676 | 0.012308411277674947079138166296151755936
f(z) = -103/102*z^3 + 205/102*z + 1
*
-1 | 0.089826880384403943921123190181514972243 | 0.016844480998669066629570544509032108638
f(z) = -103/104*z^3 + 207/104*z + 1
*
-1 | 0.077878978847238781447772231714215974388 | 0.014590805289692058316278869107962871672
f(z) = -103/105*z^3 + 208/105*z + 1
*
-1 | 0.085222382832219075000069267221270086698 | 0.015952274570030108165716623412373105467
f(z) = -103/106*z^3 + 209/106*z + 1
*
-1 | 0.097889608285972194250382810361723865952 | 0.018307020706732912898741846081025797515
f(z) = -103/107*z^3 + 210/107*z + 1
*
-1 | 0.075597407911317109765294980479836688314 | 0.014125450642731462698328190008485142274
f(z) = -103/108*z^3 + 211/108*z + 1
*
-1 | 0.097542452976865209021452225408827075639 | 0.018209816471748660868479129039337451724
f(z) = -103/109*z^3 + 212/109*z + 1
*
-1 | 0.084527002835711053561897758930694498949 | 0.015766162377111589858725680699606790060
f(z) = -103/110*z^3 + 213/110*z + 1
*
-1 | 0.076834802634535241770015823660451346697 | 0.014318886707551254841852433531314875355
f(z) = -103/111*z^3 + 214/111*z + 1
*
-1 | 0.088434040028267410906372110505868118175 | 0.016466207472019428524188310885384130900
f(z) = -103/112*z^3 + 215/112*z + 1
*
-1 | 0.096798557478078017987414263536790009492 | 0.018008101187782347623130589266928272746
f(z) = -103/113*z^3 + 216/113*z + 1
*
-1 | 0.063420845791177852106478443963863508683 | 0.011788486215158211800041650988041614251
f(z) = -103/114*z^3 + 217/114*z + 1
*
-1 | 0.096396943978296374204366007110902831729 | 0.017902689640198904608731226354662369148
f(z) = -103/115*z^3 + 218/115*z + 1
*
-1 | 0.087629887606743199615638307897579312695 | 0.016260664544861609815305016374164604474
f(z) = -103/116*z^3 + 219/116*z + 1
*
-1 | 0.098519369385315947487995355889836519237 | 0.018542358375325676753167497931525457971
f(z) = -102/101*z^3 + 203/101*z + 1
*
-1 | 0.098202013420742137258508422889238650497 | 0.018448587135024926076293994770722091359
f(z) = -102/103*z^3 + 205/103*z + 1
*
-1 | 0.097528713786760136715486743516194170670 | 0.018255823987593230965711434018706897420
f(z) = -102/107*z^3 + 209/107*z + 1
*
-1 | 0.097169929795143250797502554759187502265 | 0.018156297751493414960314218928731859668
f(z) = -102/109*z^3 + 211/109*z + 1
*
-1 | 0.096398193268621392592514420505533672743 | 0.017949113822930305758252373733004141309
f(z) = -102/113*z^3 + 215/113*z + 1
*
-1 | 0.095979399656849931813321930211779670259 | 0.017840377492274419869133327265125966107
f(z) = -102/115*z^3 + 217/115*z + 1
*
-1 | 0.089781088844901359811816104127441142578 | 0.016929271539425741496633523218365315901
f(z) = -101/100*z^3 + 201/100*z + 1
*
-1 | 0.064837883673858069554350080221183188685 | 0.012203156423751387975674171580891232684
f(z) = -101/102*z^3 + 203/102*z + 1
*
-1 | 0.097853031295458768553316364957215085937 | 0.018399929187142213989129423764291506783
f(z) = -101/103*z^3 + 204/103*z + 1
*
-1 | 0.089127401553411409024251153869154428504 | 0.016743797569930110871574639609192108908
f(z) = -101/104*z^3 + 205/104*z + 1
*
-1 | 0.077168346649015711980914411988708778341 | 0.014483885173807874109751943918838701538
f(z) = -101/105*z^3 + 206/105*z + 1
*
-1 | 0.084501515666909388957674765906007809112 | 0.015845860046778654086197105049502564809
f(z) = -101/106*z^3 + 207/106*z + 1
*
-1 | 0.097158230601540108900459767625444512886 | 0.018202817319661532655792682606540438781
f(z) = -101/107*z^3 + 208/107*z + 1
*
-1 | 0.074854263353017308866467796044127601412 | 0.014011527512620032231384398231524986517
f(z) = -101/108*z^3 + 209/108*z + 1
*
-1 | 0.096786868790151267297097271160232167712 | 0.018100789676313937455394282092604203809
f(z) = -101/109*z^3 + 210/109*z + 1
*
-1 | 0.083758224499630306495736314304023051777 | 0.015650307315831034106113502301918051566
f(z) = -101/110*z^3 + 211/110*z + 1
*
-1 | 0.076051977079811733027893238490876648582 | 0.014197844145517557094171689346577111035
f(z) = -101/111*z^3 + 212/111*z + 1
*
-1 | 0.087636194096921648479107186669031745763 | 0.016346095565811291276591488704394481864
f(z) = -101/112*z^3 + 213/112*z + 1
*
-1 | 0.095984569923621995413925222856295379532 | 0.017887625597825398455912281575009904377
f(z) = -101/113*z^3 + 214/113*z + 1
*
-1 | 0.062589410373110380309344472635624491834 | 0.011653999030526843427095394733800165754
f(z) = -101/114*z^3 + 215/114*z + 1
*
-1 | 0.095546520062027871383253513017023064393 | 0.017775176058869896971200919917027441548
f(z) = -101/115*z^3 + 216/115*z + 1
*
-1 | 0.086758632883528653484936072975007515152 | 0.016126447621985504607707732177113173427
f(z) = -101/116*z^3 + 217/116*z + 1
*
-1 | 0.081513459463981019230079201241529160619 | 0.015138552178699231590393149224106332949
f(z) = -101/117*z^3 + 218/117*z + 1
*
-1 | 0.081990922244501160026680616572202826486 | 0.015214294103911096115919093357107835717
f(z) = -101/118*z^3 + 219/118*z + 1
*
-5/9 | 0.20595396834343734927413967514492106254 | 0.029593644908299012759905878434259995357
f(z) = -117/100*z^3 + 209/180*z + 1
*
[ 6 ] 
f(z) = -115/108*z^3 + 235/6*z + 1
*
[ -6 ] 
f(z) = -113/108*z^3 + 233/6*z + 1
*
[ 6 ] 
f(z) = -109/108*z^3 + 223/6*z + 1
*
[ -6 ] 
f(z) = -107/108*z^3 + 221/6*z + 1
*
[ 2 ] 
f(z) = -107/100*z^3 + 239/50*z + 1
*
[ 2 ] 
f(z) = -105/116*z^3 + 239/58*z + 1
*
[ 2 ] 
f(z) = -103/100*z^3 + 231/50*z + 1
*
[ 2 ] 
f(z) = -103/108*z^3 + 233/54*z + 1
*
[ 2 ] 
f(z) = -103/116*z^3 + 235/58*z + 1
*
[ 2 ] 
f(z) = -101/100*z^3 + 227/50*z + 1
*
[ 2 ] 
f(z) = -101/108*z^3 + 229/54*z + 1
*
[ 2 ] 
f(z) = -101/116*z^3 + 231/58*z + 1
*
[ -2/5 ] 
f(z) = -115/104*z^3 + 239/65*z + 1
*
[ -2/5 ] 
f(z) = -105/104*z^3 + 238/65*z + 1
*
-2/7 | 0.21740691239307629651368689463392582096 | 0.028821295795681275679709668898844609635
f(z) = -119/104*z^3 + 236/91*z + 1
*
-2/7 | 0.21706324140897910113620091113148437949 | 0.028791943549439177173465897876254515431
f(z) = -105/104*z^3 + 235/91*z + 1
*
-1 | 0.10361882087287566987306177665321057353 | 0.019195201516201447339173936131293022642
f(z) = -120/101*z^3 + 221/101*z + 1
*
-1 | 0.10340720539178590551452574960918258580 | 0.019124083673018301802871200338049727432
f(z) = -120/103*z^3 + 223/103*z + 1
*
-1 | 0.10296855659888123324081958299728989021 | 0.018980553971386745734464550440827290431
f(z) = -120/107*z^3 + 227/107*z + 1
*
-1 | 0.10274094423383855812108291591107181206 | 0.018908023665295153255213591594863860325
f(z) = -120/109*z^3 + 229/109*z + 1
*
-1 | 0.10226748231079822357662458123693190635 | 0.018761100876824993882484471152994104307
f(z) = -120/113*z^3 + 233/113*z + 1
*
-1 | 0.10150558390001775224327705708079102379 | 0.018534878017076811849214653336389683177
f(z) = -120/119*z^3 + 239/119*z + 1
*
-1 | 0.10337464971180658067585034470339340915 | 0.019166071224498524976831210974057761752
f(z) = -119/101*z^3 + 220/101*z + 1
*
-1 | 0.10315910726589573086517757753426623753 | 0.019094071323234609578311261814701551169
f(z) = -119/103*z^3 + 222/103*z + 1
*
-1 | 0.094492012102987325596492007763299026033 | 0.017475311696538039732990371688692793495
f(z) = -119/104*z^3 + 223/104*z + 1
*
-1 | 0.089989797811814227989751659507612686121 | 0.016615238110280832792835178159183522055
f(z) = -119/106*z^3 + 225/106*z + 1
*
-1 | 0.10271197427477531932629858390727535929 | 0.018948678366353974315587357949137820894
f(z) = -119/107*z^3 + 226/107*z + 1
*
-1 | 0.080476137914182069207060331253818848254 | 0.014834447811473859400218398609958672369
f(z) = -119/108*z^3 + 227/108*z + 1
*
-1 | 0.10247976621997002363667781909079209529 | 0.018875159774955259415415189925310094478
f(z) = -119/109*z^3 + 228/109*z + 1
*
-1 | 0.089525293081737991235004175955447174243 | 0.016475869215093963884826060178839040910
f(z) = -119/110*z^3 + 229/110*z + 1
*
-1 | 0.081896662743310195408931932897920604525 | 0.015059850747106281601447443248281930303
f(z) = -119/111*z^3 + 230/111*z + 1
*
-1 | 0.10199628765771286865424674453107789315 | 0.018726125512915879637014747495141305678
f(z) = -119/113*z^3 + 232/113*z + 1
*
-1 | 0.068691070077679604067703323769753775949 | 0.012601464961735236582308057492990983676
f(z) = -119/114*z^3 + 233/114*z + 1
*
-1 | 0.10174418866424205641215685203751387444 | 0.018650449077656313938059761887630704156
f(z) = -119/115*z^3 + 234/115*z + 1
*
-1 | 0.093057971707630124702581655735146422978 | 0.017044878492432191752927526147901882219
f(z) = -119/116*z^3 + 235/116*z + 1
*
-1 | 0.087921434377220303084062574327983492791 | 0.016091533838276377503699349372780808734
f(z) = -119/117*z^3 + 236/117*z + 1
*
-1 | 0.088516325068758145149878698510029995921 | 0.016187884329008636839837388493166503686
f(z) = -119/118*z^3 + 237/118*z + 1
*
-1 | 0.10290713118400029755641736591874723058 | 0.019063362272327735838600634745452390295
f(z) = -118/103*z^3 + 221/103*z + 1
*
-1 | 0.082337367824751996831816636349275872521 | 0.015227437060413216784854731412708378737
f(z) = -118/105*z^3 + 223/105*z + 1
*
-1 | 0.10245116585845901152186936464668088634 | 0.018916038893363223947583325449640663348
f(z) = -118/107*z^3 + 225/107*z + 1
*
-1 | 0.10221416408067328687700424772346803881 | 0.018841494161475689258211434699992115247
f(z) = -118/109*z^3 + 227/109*z + 1
*
-1 | 0.081627015373633209267202340238715981482 | 0.015022302451292198291326579744795737026
f(z) = -118/111*z^3 + 229/111*z + 1
*
-1 | 0.10172021252060331578950693862931756476 | 0.018690261926045889234965426204573286988
f(z) = -118/113*z^3 + 231/113*z + 1
*
-1 | 0.10146236854362333842794119639826829607 | 0.018613401722978769555756553378817836408
f(z) = -118/115*z^3 + 233/115*z + 1
*
-1 | 0.087633476081248920294105256441423855122 | 0.016051305699712313496876267657643030611
f(z) = -118/117*z^3 + 235/117*z + 1
*
-1 | 0.10092227584375907663924005610884476005 | 0.018456687241704023278885017393827458846
f(z) = -118/119*z^3 + 237/119*z + 1
*
[ 4/3 ] 
f(z) = -117/100*z^3 + 233/100*z + 1
*
-1 | 0.10265113882539865671946510921164906709 | 0.019031929428427117574745297101280967056
f(z) = -117/103*z^3 + 220/103*z + 1
*
-1 | 0.089468489078498733667748000634452674578 | 0.016546263529249640224274612760421017675
f(z) = -117/106*z^3 + 223/106*z + 1
*
-1 | 0.10218597032493590194853341612389346720 | 0.018882604173624385263205154259076237292
f(z) = -117/107*z^3 + 224/107*z + 1
*
-1 | 0.10194396308941981542337711614217673379 | 0.018806992871202921801651825502771100055
f(z) = -117/109*z^3 + 226/109*z + 1
*
-1 | 0.088984372352625811349556768004584878919 | 0.016402800406617913979593504737347517600
f(z) = -117/110*z^3 + 227/110*z + 1
*
-1/3 | 0.16325698818142803930322975343696581967 | 0.029949704000828752696991224477427450375
f(z) = -117/110*z^3 + 233/110*z + 1
*
-1 | 0.093010661488827247834768181718146046707 | 0.017117302178504578216842465129040093731
f(z) = -117/112*z^3 + 229/112*z + 1
*
-1 | 0.10143904827173646904537861473618117577 | 0.018653469820730255518084380773451881662
f(z) = -117/113*z^3 + 230/113*z + 1
*
-1 | 0.10117517293978962961477466536021745589 | 0.018575372013730359520232874900360605559
f(z) = -117/115*z^3 + 232/115*z + 1
*
-1 | 0.092482766300043450423292612494757490190 | 0.016966082167251541153330113760358433731
f(z) = -117/116*z^3 + 233/116*z + 1
*
[ 4/3 ] 
f(z) = -117/116*z^3 + 237/116*z + 1
*
-1 | 0.087927420017874736608028694369018092035 | 0.016105145672703723774717741046980668425
f(z) = -117/118*z^3 + 235/118*z + 1
*
-1 | 0.10062167566843989694405399192791692055 | 0.018415954088463794335420789102206561621
f(z) = -117/119*z^3 + 236/119*z + 1
*
-1 | 0.081813114440085585488626600426739108664 | 0.015155733341842943808623415574696553194
f(z) = -116/105*z^3 + 221/105*z + 1
*
-1 | 0.10191621633202870914075825480280046043 | 0.018848340803589432329846440803492276607
f(z) = -116/107*z^3 + 223/107*z + 1
*
-1 | 0.10166897682469878037806505961587983323 | 0.018771619666304236914730546557684520073
f(z) = -116/109*z^3 + 225/109*z + 1
*
-1 | 0.081069920898723355673578360114814726713 | 0.014943901904622713378550823624499602634
f(z) = -116/111*z^3 + 227/111*z + 1
*
-1 | 0.10115257085225762559740435570281007935 | 0.018615705916882193373878818096564335070
f(z) = -116/113*z^3 + 229/113*z + 1
*
-1 | 0.10088235391893216497186258356039099104 | 0.018536312220926540566679990447789888681
f(z) = -116/115*z^3 + 231/115*z + 1
*
-1 | 0.087040193746291953519864083623845356031 | 0.015967635247437329577364670063248165814
f(z) = -116/117*z^3 + 233/117*z + 1
*
-1 | 0.10031470503856187762110802572246844330 | 0.018374051432783015009195612657178067867
f(z) = -116/119*z^3 + 235/119*z + 1
*
-1 | 0.088930010670236192047002062800355245355 | 0.016474125658575007647059242381171730143
f(z) = -115/106*z^3 + 221/106*z + 1
*
-1 | 0.10164172124384751741806890441470593884 | 0.018813213164437356263625772597603897629
f(z) = -115/107*z^3 + 222/107*z + 1
*
-1 | 0.079395782787962648235710169935198288131 | 0.014683421600738810802659010894864097198
f(z) = -115/108*z^3 + 223/108*z + 1
*
-1 | 0.10138900600140208072608750990730740378 | 0.018735335797995747740489256348603745361
f(z) = -115/109*z^3 + 224/109*z + 1
*
-1 | 0.080785152241669200336356509961780546189 | 0.014903538534944376486087850664640327181
f(z) = -115/111*z^3 + 226/111*z + 1
*
-1 | 0.092438332898030916398145374077451077645 | 0.017039481027503827165798801125161667758
f(z) = -115/112*z^3 + 227/112*z + 1
*
-1 | 0.10086053902240545326963800759817495436 | 0.018576923613873653354924387921915556789
f(z) = -115/113*z^3 + 228/113*z + 1
*
-1 | 0.067542481986734702213344563960075719201 | 0.012430242464107409544999933099997410726
f(z) = -115/114*z^3 + 229/114*z + 1
*
-1 | 0.091884367784971997860257402055407615824 | 0.016883005434759720910712216546388053529
f(z) = -115/116*z^3 + 231/116*z + 1
*
-1 | 0.086734292586795127274095775245961423992 | 0.015924082008797253775368655471364713223
f(z) = -115/117*z^3 + 232/117*z + 1
*
-1 | 0.087314480488049222728401680444462188004 | 0.016017953502223782125502634782086134881
f(z) = -115/118*z^3 + 233/118*z + 1
*
-1 | 0.10000102337960282375843102999072846350 | 0.018330914214762191787582219443745473120
f(z) = -115/119*z^3 + 234/119*z + 1
*
-1 | 0.10136229002572655464620035032422569550 | 0.018777183206654262560864094121938466840
f(z) = -114/107*z^3 + 221/107*z + 1
*
-1 | 0.10110383713793305946831749513184345509 | 0.018698099748111314998090236436004441369
f(z) = -114/109*z^3 + 223/109*z + 1
*
-1 | 0.10056269232585883189845441982376811618 | 0.018537072600080148454915907455061884321
f(z) = -114/113*z^3 + 227/113*z + 1
*
-1 | 0.10027875020234249274087414141174478274 | 0.018454891534154560270565829817298462302
f(z) = -114/115*z^3 + 229/115*z + 1
*
-1 | 0.099680256208535300542928167879201729792 | 0.018286470927999273389381147742728740316
f(z) = -114/119*z^3 + 233/119*z + 1
*
-1 | 0.10107771398795877806796071847866466023 | 0.018740210205340613407455108943245941842
f(z) = -113/107*z^3 + 220/107*z + 1
*
-1 | 0.078825991314310665266477435066358891683 | 0.014602374117428485589187594310004804747
f(z) = -113/108*z^3 + 221/108*z + 1
*
-1 | 0.10081324102785392245297686859363472899 | 0.018659866933034864492399328059753478940
f(z) = -113/109*z^3 + 222/109*z + 1
*
-1 | 0.087842522236925070525676834057717351400 | 0.016245557927449496698955124334325375654
f(z) = -113/110*z^3 + 223/110*z + 1
*
-1 | 0.080195793435053392148968487993757006066 | 0.014819112829369789858367583705656610660
f(z) = -113/111*z^3 + 224/111*z + 1
*
-1 | 0.091843395473022980987281862770049624298 | 0.016957476533419058909844216206291761512
f(z) = -113/112*z^3 + 225/112*z + 1
*
-1 | 0.066933581702976145056608485338021592608 | 0.012338101086146200743724233950161763895
f(z) = -113/114*z^3 + 227/114*z + 1
*
-1 | 0.099967357691777119026461669050507140363 | 0.018412413672589930157756515080137868903
f(z) = -113/115*z^3 + 228/115*z + 1
*
-1 | 0.091260400876704246506905292436961382742 | 0.016795191365515223534150843307584181750
f(z) = -113/116*z^3 + 229/116*z + 1
*
-1 | 0.086102325338609255776214093604285699426 | 0.015833223542239685378536991687865903676
f(z) = -113/117*z^3 + 230/117*z + 1
*
-1 | 0.086674167589590785098141175649738074281 | 0.015925673514920425233025296574036953451
f(z) = -113/118*z^3 + 231/118*z + 1
*
-1 | 0.099351989587494816140825186432400429952 | 0.018240642573354009875331014717604014472
f(z) = -113/119*z^3 + 232/119*z + 1
*
-1 | 0.10051697097722925262668732161024614254 | 0.018620589362556226895577918380368273575
f(z) = -112/109*z^3 + 221/109*z + 1
*
-1 | 0.079893776974871189626710161117084278888 | 0.014775520429471611751484576797287657531
f(z) = -112/111*z^3 + 223/111*z + 1
*
-1 | 0.099948401681980751356651773406073095681 | 0.018453941814169565709470090834065196541
f(z) = -112/113*z^3 + 225/113*z + 1
*
-1 | 0.099649119370607772121070438822119071166 | 0.018368670503783011168729427548984233370
f(z) = -112/115*z^3 + 227/115*z + 1
*
-1 | 0.085775503118447142753415228959734633013 | 0.015785773188680010093432845319316120581
f(z) = -112/117*z^3 + 229/117*z + 1
*
-1 | 0.10021476075883769514248404767417754921 | 0.018580215244304661509152814963917945571
f(z) = -111/109*z^3 + 220/109*z + 1
*
-1 | 0.087236549892521999004559623553120821266 | 0.016160415073816593841020886259381385100
f(z) = -111/110*z^3 + 221/110*z + 1
*
-1 | 0.091223618162010146964867483291863372997 | 0.016870856340000586507829353013213963638
f(z) = -111/112*z^3 + 223/112*z + 1
*
-1 | 0.099631317008578938532935419844842808875 | 0.018410538319376348763643425131189373518
f(z) = -111/113*z^3 + 224/113*z + 1
*
-1 | 0.099323654776885066447186560995342364655 | 0.018323588869035879453396692365977089330
f(z) = -111/115*z^3 + 226/115*z + 1
*
-1 | 0.090608027853676931129924159377369430234 | 0.016702094500723673332776716205881826758
f(z) = -111/116*z^3 + 227/116*z + 1
*
-1 | 0.086003222455334218433970093235241855979 | 0.015827681725174538650200722734753369535
f(z) = -111/118*z^3 + 229/118*z + 1
*
-1 | 0.098671061849516725008143175475829326291 | 0.018144469075250536062836926079325944365
f(z) = -111/119*z^3 + 230/119*z + 1
*
-1 | 0.079267380468545823306231888389275156920 | 0.014684140669983683050044862156362166188
f(z) = -110/111*z^3 + 221/111*z + 1
*
-1 | 0.099307128628568128133511808776892820359 | 0.018365817256393882571214935411714750736
f(z) = -110/113*z^3 + 223/113*z + 1
*
-1 | 0.085097978678802325269903392039430918221 | 0.015686407875571555990845227534802781251
f(z) = -110/117*z^3 + 227/117*z + 1
*
-1 | 0.098317304050531935441247555630653847314 | 0.018093914997164342482519452135415351768
f(z) = -110/119*z^3 + 229/119*z + 1
*
-1 | 0.078945425213520656723534795010379758780 | 0.014636795836395932860468632261742803052
f(z) = -109/111*z^3 + 220/111*z + 1
*
-1 | 0.090576360935860537180778043071121782121 | 0.016779109105102370679092951349554939548
f(z) = -109/112*z^3 + 221/112*z + 1
*
-1 | 0.098975433781455639892961970681824107586 | 0.018319700915984740963027487743636904654
f(z) = -109/113*z^3 + 222/113*z + 1
*
-1 | 0.065634971743621882698635111160092215070 | 0.012138503180175137381200185958476499271
f(z) = -109/114*z^3 + 223/114*z + 1
*
-1 | 0.098649320688958986238632852631341047199 | 0.018229078499164467556771438277453440094
f(z) = -109/115*z^3 + 224/115*z + 1
*
-1 | 0.089923793146824681212412260362818101600 | 0.016603051359650677919984830067515964936
f(z) = -109/116*z^3 + 225/116*z + 1
*
-1 | 0.084746237780608676640453956020366178524 | 0.015634293993486984802611579911106378950
f(z) = -109/117*z^3 + 226/117*z + 1
*
-1 | 0.085298250501615382666865030167274214374 | 0.015723324680734313225554573425466289925
f(z) = -109/118*z^3 + 227/118*z + 1
*
-1 | 0.097953828014175650811439884815436660567 | 0.018041553201511535245640483519724637618
f(z) = -109/119*z^3 + 228/119*z + 1
*
-1 | 0.098635786985152436253030556400318296039 | 0.018272103387587762013312277667862201245
f(z) = -108/113*z^3 + 221/113*z + 1
*
-1 | 0.098299464046057451088173834899400388887 | 0.018179460205961476274605363723910427025
f(z) = -108/115*z^3 + 223/115*z + 1
*
-1 | 0.097579872544337295367485113681032380360 | 0.017987239003105121216324245702364064535
f(z) = -108/119*z^3 + 227/119*z + 1
*
-1 | 0.098287692554007875882089482401007679712 | 0.018222929134303782820865970162806193730
f(z) = -107/113*z^3 + 220/113*z + 1
*
-1 | 0.064935221812905135079515970001498557143 | 0.012029133874502871738897968543961582626
f(z) = -107/114*z^3 + 221/114*z + 1
*
-1 | 0.097940387579948878035482171835892217812 | 0.018128120681159009036440986000805508685
f(z) = -107/115*z^3 + 222/115*z + 1
*
-1 | 0.089203384255117367848504972940979166794 | 0.016497235158303366665238221309231389761
f(z) = -107/116*z^3 + 223/116*z + 1
*
-1 | 0.084013673952059218058002577807448462228 | 0.015524606219074592809342916325727340021
f(z) = -107/117*z^3 + 224/117*z + 1
*
-1 | 0.084552113723145045916127850670261445911 | 0.015611253013096154105348153487196536044
f(z) = -107/118*z^3 + 225/118*z + 1
*
-1 | 0.097194551618228498106906239769416851541 | 0.017930804179158883307073598478233512293
f(z) = -107/119*z^3 + 226/119*z + 1
*
-1 | 0.097571425414868272606431681830301961967 | 0.018074932307511774921533803395357673712
f(z) = -106/115*z^3 + 221/115*z + 1
*
-1 | 0.083631320456563218388384125357364193451 | 0.015466740098397122130959277375926494607
f(z) = -106/117*z^3 + 223/117*z + 1
*
-1 | 0.096796819443066471014469130324966162430 | 0.017872050415400158253858231963654493730
f(z) = -106/119*z^3 + 225/119*z + 1
*
-1 | 0.088441242823462512744138101121345139748 | 0.016383582287839580045565738340026311142
f(z) = -105/116*z^3 + 221/116*z + 1
*
-1 | 0.083760508795379908238549757531594226369 | 0.015490632133693386566303368643205211762
f(z) = -105/118*z^3 + 223/118*z + 1
*
-1 | 0.095958822876738748008991876077202837777 | 0.017746583044249513309689017652961260098
f(z) = -104/119*z^3 + 223/119*z + 1
*
-1 | 0.082407782429982104022327591652857997762 | 0.015278730635694967396721509336725376131
f(z) = -103/117*z^3 + 220/117*z + 1
*
-1 | 0.082911730938117741835862283831290344751 | 0.015359250086109149092777008873749078377
f(z) = -103/118*z^3 + 221/118*z + 1
*
-1 | 0.095515104347944065948743804234182023408 | 0.017679216728436898051683934403309835439
f(z) = -103/119*z^3 + 222/119*z + 1
*
-1 | 0.094565627226010668475060806180749880865 | 0.017532843418148912133196964346155124857
f(z) = -101/119*z^3 + 220/119*z + 1
*
-2/5 | 0.16055536893244597779429787386254921855 | 0.023482163774095729330153961116872464235
f(z) = -115/112*z^3 + 233/140*z + 1
*
[ 6/5 ] 
f(z) = -107/108*z^3 + 239/150*z + 1
*
[ 6/5 ] 
f(z) = -101/108*z^3 + 227/150*z + 1
*
[ 24/23 ] 
f(z) = -115/108*z^3 + 221/184*z + 1
*
-2/3 | 0.20659994385149157505913695606928616133 | 0.029835596858733226333568738549013157968
f(z) = -113/112*z^3 + 239/252*z + 1
*
-2/3 | 0.18949263311369608942461103765650195577 | 0.027400261812261802661142145393846607973
f(z) = -109/112*z^3 + 235/252*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -107/112*z^3 + 233/252*z + 1
*
-2/3 | 0.19138690421371251107379350510240024115 | 0.027674169685253935615883846782972261479
f(z) = -103/112*z^3 + 229/252*z + 1
*
-2/3 | 0.19518972534969846451974882372745182637 | 0.028224050137274984427955803885541035561
f(z) = -101/112*z^3 + 227/252*z + 1
*
[ -6 ] 
f(z) = -119/108*z^3 + 245/6*z + 1
*
[ 2 ] 
f(z) = -117/100*z^3 + 259/50*z + 1
*
[ 2 ] 
f(z) = -115/108*z^3 + 257/54*z + 1
*
[ 2 ] 
f(z) = -115/116*z^3 + 259/58*z + 1
*
[ 2 ] 
f(z) = -113/100*z^3 + 251/50*z + 1
*
[ 2 ] 
f(z) = -113/108*z^3 + 253/54*z + 1
*
[ 2 ] 
f(z) = -113/116*z^3 + 255/58*z + 1
*
[ 2 ] 
f(z) = -111/100*z^3 + 247/50*z + 1
*
[ 2 ] 
f(z) = -111/116*z^3 + 251/58*z + 1
*
[ 2 ] 
f(z) = -109/100*z^3 + 243/50*z + 1
*
[ 2 ] 
f(z) = -109/108*z^3 + 245/54*z + 1
*
[ 2 ] 
f(z) = -109/116*z^3 + 247/58*z + 1
*
[ 2 ] 
f(z) = -107/108*z^3 + 241/54*z + 1
*
[ 2 ] 
f(z) = -107/116*z^3 + 243/58*z + 1
*
[ -5/6 ] 
f(z) = -117/100*z^3 + 241/80*z + 1
*
[ -2/3 ] 
f(z) = -111/112*z^3 + 247/84*z + 1
*
[ 6/5 ] 
f(z) = -113/108*z^3 + 251/150*z + 1
*
-6/5 | 0.18431874682666435119858331852388241617 | 0.024236857893522440707382445495943850985
f(z) = -105/104*z^3 + 251/195*z + 1
*
-2/3 | 0.18948666847971803956957087101711708945 | 0.027295072196245672400438599224544231047
f(z) = -115/112*z^3 + 241/252*z + 1
*
-3/7 | 0.19631376562604000788052895548848832837 | 0.022099727069688283590607252717471801276
f(z) = -119/108*z^3 + 267/28*z + 1
*
[ 2 ] 
f(z) = -119/100*z^3 + 263/50*z + 1
*
[ 2 ] 
f(z) = -119/108*z^3 + 265/54*z + 1
*
[ 2 ] 
f(z) = -119/116*z^3 + 267/58*z + 1
*
[ 2 ] 
f(z) = -117/116*z^3 + 263/58*z + 1
*
[ -2 ] 
f(z) = -101/100*z^3 + 277/50*z + 1
*
3/14 | 0.23643263030889921065207301742732248885 | 0.026616047955335539233630815162649646331
f(z) = -119/108*z^3 + 267/112*z + 1
*
[ 3/2 ] 
f(z) = -104/105*z^3 + 269/105*z + 1
*
[ 3/2 ] 
f(z) = -104/111*z^3 + 271/111*z + 1
*
[ 6/5 ] 
f(z) = -119/108*z^3 + 263/150*z + 1
*
[ -2 ] 
f(z) = -111/100*z^3 + 297/50*z + 1
*
[ -2 ] 
f(z) = -109/100*z^3 + 293/50*z + 1
*
[ -2 ] 
f(z) = -109/108*z^3 + 299/54*z + 1
*
[ -2 ] 
f(z) = -107/100*z^3 + 289/50*z + 1
*
[ -2 ] 
f(z) = -107/108*z^3 + 295/54*z + 1
*
[ -2 ] 
f(z) = -105/116*z^3 + 297/58*z + 1
*
[ -2 ] 
f(z) = -103/100*z^3 + 281/50*z + 1
*
[ -2 ] 
f(z) = -103/108*z^3 + 287/54*z + 1
*
[ -2 ] 
f(z) = -103/116*z^3 + 293/58*z + 1
*
[ -2 ] 
f(z) = -101/108*z^3 + 283/54*z + 1
*
[ -2 ] 
f(z) = -101/116*z^3 + 289/58*z + 1
*
[ -10/7 ] 
f(z) = -119/100*z^3 + 289/70*z + 1
*
[ -5/3 ] 
f(z) = -111/100*z^3 + 281/60*z + 1
*
[ -3/2 ] 
f(z) = -110/117*z^3 + 295/78*z + 1
*
[ -3/2 ] 
f(z) = -106/117*z^3 + 289/78*z + 1
*
[ -6/7 ] 
f(z) = -115/108*z^3 + 289/98*z + 1
*
[ -12/23 ] 
f(z) = -115/108*z^3 + 295/92*z + 1
*
[ -4/3 ] 
f(z) = -111/112*z^3 + 295/84*z + 1
*
[ -6/7 ] 
f(z) = -109/108*z^3 + 285/98*z + 1
*
[ -6/7 ] 
f(z) = -103/108*z^3 + 281/98*z + 1
*
[ 3/2 ] 
f(z) = -116/105*z^3 + 296/105*z + 1
*
[ 3/2 ] 
f(z) = -116/111*z^3 + 298/111*z + 1
*
[ 3/2 ] 
f(z) = -112/111*z^3 + 289/111*z + 1
*
-3/8 | 0.13890494210965869410505572579538005408 | 0.020618320228611760649922075919070128312
f(z) = -112/117*z^3 + 281/156*z + 1
*
[ 2/3 ] 
f(z) = -108/137*z^3 - 41/274*z + 1
*
[ 2/3 ] 
f(z) = -108/139*z^3 - 43/278*z + 1
*
[ 2/3 ] 
f(z) = -103/128*z^3 - 41/288*z + 1
*
[ 2/3 ] 
f(z) = -101/128*z^3 - 43/288*z + 1
*
[ 2/3 ] 
f(z) = -109/136*z^3 - 22/153*z + 1
*
[ 2/3 ] 
f(z) = -107/136*z^3 - 23/153*z + 1
*
[ 2/3 ] 
f(z) = -103/136*z^3 - 25/153*z + 1
*
[ 2/3 ] 
f(z) = -101/136*z^3 - 26/153*z + 1
*
[ 35/54 ] 
f(z) = -108/125*z^3 - 34/189*z + 1
*
[ 2/3 ] 
f(z) = -105/124*z^3 - 23/186*z + 1
*
[ 11/17 ] 
f(z) = -102/121*z^3 - 36/187*z + 1
*
[ 2/3 ] 
f(z) = -117/125*z^3 - 21/250*z + 1
*
[ 2/3 ] 
f(z) = -117/127*z^3 - 23/254*z + 1
*
[ 2/3 ] 
f(z) = -108/121*z^3 - 25/242*z + 1
*
[ 2/3 ] 
f(z) = -108/125*z^3 - 29/250*z + 1
*
[ 2/3 ] 
f(z) = -108/127*z^3 - 31/254*z + 1
*
[ 2/3 ] 
f(z) = -117/131*z^3 - 27/262*z + 1
*
[ 2/3 ] 
f(z) = -117/133*z^3 - 29/266*z + 1
*
[ 2/3 ] 
f(z) = -117/137*z^3 - 33/274*z + 1
*
[ 2/3 ] 
f(z) = -117/139*z^3 - 35/278*z + 1
*
[ 2/3 ] 
f(z) = -108/131*z^3 - 35/262*z + 1
*
[ 2/3 ] 
f(z) = -108/133*z^3 - 37/266*z + 1
*
[ 2/3 ] 
f(z) = -119/128*z^3 - 25/288*z + 1
*
[ 2/3 ] 
f(z) = -115/128*z^3 - 29/288*z + 1
*
[ 2/3 ] 
f(z) = -113/128*z^3 - 31/288*z + 1
*
[ 2/3 ] 
f(z) = -109/128*z^3 - 35/288*z + 1
*
[ 2/3 ] 
f(z) = -107/128*z^3 - 37/288*z + 1
*
[ 2/3 ] 
f(z) = -117/136*z^3 - 2/17*z + 1
*
[ 2/3 ] 
f(z) = -117/128*z^3 - 3/32*z + 1
*
[ 2/3 ] 
f(z) = -111/136*z^3 - 7/51*z + 1
*
[ 2/3 ] 
f(z) = -105/136*z^3 - 8/51*z + 1
*
[ 2/3 ] 
f(z) = -117/124*z^3 - 5/62*z + 1
*
-5/12 | 0.16503675452760839281068786196516841546 | 0.018395775798689418561634458390082832936
f(z) = -112/125*z^3 - 1/63*z + 1
*
[ 2/3 ] 
f(z) = -111/128*z^3 - 11/96*z + 1
*
[ 2/3 ] 
f(z) = -105/128*z^3 - 13/96*z + 1
*
[ 20/29 ] 
f(z) = -116/125*z^3 - 1/116*z + 1
*
[ 2/3 ] 
f(z) = -119/120*z^3 - 8/135*z + 1
*
[ 2/3 ] 
f(z) = -117/122*z^3 - 9/122*z + 1
*
[ 2/3 ] 
f(z) = -117/134*z^3 - 15/134*z + 1
*
[ 2/3 ] 
f(z) = -113/120*z^3 - 11/135*z + 1
*
[ 2/3 ] 
f(z) = -109/120*z^3 - 13/135*z + 1
*
[ 2/3 ] 
f(z) = -107/120*z^3 - 14/135*z + 1
*
[ 2/3 ] 
f(z) = -103/120*z^3 - 16/135*z + 1
*
[ 2/3 ] 
f(z) = -101/120*z^3 - 17/135*z + 1
*
[ 2/3 ] 
f(z) = -115/136*z^3 - 19/153*z + 1
*
[ 2/3 ] 
f(z) = -113/136*z^3 - 20/153*z + 1
*
[ 11/16 ] 
f(z) = -112/121*z^3 - 3/176*z + 1
*
8/21 | 0.20455267453242501375852344573494521786 | 0.025904047280006581062672373136455632577
f(z) = -105/128*z^3 - 1/168*z + 1
*
[ 2/3 ] 
f(z) = -111/124*z^3 - 19/186*z + 1
*
[ 2/3 ] 
f(z) = -117/121*z^3 - 17/242*z + 1
*
[ 5/2 ] 
f(z) = -118/125*z^3 + 13/2*z + 1
*
[ 5/3 ] 
f(z) = -117/125*z^3 + 3*z + 1
*
[ 4/3 ] 
f(z) = -117/128*z^3 + 15/8*z + 1
*
[ 5/6 ] 
f(z) = -116/125*z^3 + 4/9*z + 1
*
[ -5/4 ] 
f(z) = -116/125*z^3 + 13/4*z + 1
*
[ -3/2 ] 
f(z) = -116/135*z^3 + 18/5*z + 1
*
[ 5/4 ] 
f(z) = -114/125*z^3 + 13/8*z + 1
*
[ -5/6 ] 
f(z) = -114/125*z^3 + 17/6*z + 1
*
5/28 | 0.19751933674941187109478400425940929829 | 0.029157485796592807423379144068439816789
f(z) = -112/125*z^3 + 3/7*z + 1
*
[ -5/2 ] 
f(z) = -112/125*z^3 + 7*z + 1
*
[ 5/4 ] 
f(z) = -112/125*z^3 + 8/5*z + 1
*
[ -5/4 ] 
f(z) = -112/125*z^3 + 16/5*z + 1
*
[ 3/4 ] 
f(z) = -112/135*z^3 + 2/15*z + 1
*
[ 3/2 ] 
f(z) = -112/135*z^3 + 11/5*z + 1
*
[ -3/4 ] 
f(z) = -112/135*z^3 + 14/5*z + 1
*
[ 5/6 ] 
f(z) = -111/125*z^3 + 5/12*z + 1
*
[ 5/6 ] 
f(z) = -108/125*z^3 + 2/5*z + 1
*
[ -5/3 ] 
f(z) = -108/125*z^3 + 4*z + 1
*
5/12 | 0.14075848657090389641609242841590621914 | 0.019247127683910430632731121972634516250
f(z) = -108/125*z^3 + 5/12*z + 1
*
[ 5/2 ] 
f(z) = -108/125*z^3 + 6*z + 1
*
[ 10/9 ] 
f(z) = -108/125*z^3 + 7/6*z + 1
*
-5/3 | 0.089414521636157459539646990288589015789 | 0.012373641768619668584045793017101123150
f(z) = -108/125*z^3 + 11/4*z + 1
*
5/2 | 0.16562702418153277365504224051316499511 | 0.022402425297002551531355141446653762271
f(z) = -108/125*z^3 + 13/3*z + 1
*
5/3 | 0.16642957075299949963529019867458559865 | 0.028775000195625086829011367192561532000
f(z) = -108/125*z^3 + 13/10*z + 1
*
[ -5/18 ] 
f(z) = -108/125*z^3 + 14/3*z + 1
*
-35/36 | 0.089415319782812524664197576090635170964 | 0.011670691604076101410435417624166941250
f(z) = -108/125*z^3 + 17/12*z + 1
*
-5/3 | 0.17650519063370716628891547485088597726 | 0.022708195805551842365021388578808025764
f(z) = -108/125*z^3 + 19/6*z + 1
*
[ 5/6 ] 
f(z) = -106/125*z^3 + 7/18*z + 1
*
[ 5/4 ] 
f(z) = -104/125*z^3 + 3/2*z + 1
*
[ 3/4 ] 
f(z) = -104/135*z^3 + 1/10*z + 1
*
[ -3/2 ] 
f(z) = -104/135*z^3 + 17/5*z + 1
*
[ 5/3 ] 
f(z) = -102/125*z^3 + 8/3*z + 1
*
[ -5/2 ] 
f(z) = -102/125*z^3 + 13/2*z + 1
*
[ 5/7 ] 
f(z) = -119/125*z^3 + 3/35*z + 1
*
[ 5/6 ] 
f(z) = -117/125*z^3 + 9/20*z + 1
*
[ 3/4 ] 
f(z) = -116/135*z^3 + 3/20*z + 1
*
[ 5/6 ] 
f(z) = -114/125*z^3 + 13/30*z + 1
*
[ 5/7 ] 
f(z) = -112/125*z^3 + 2/35*z + 1
*
-5/9 | 0.16643073297918273050440433080233036905 | 0.025140316094240092892572945421925256825
f(z) = -108/125*z^3 + 17/30*z + 1
*
[ 10/13 ] 
f(z) = -104/125*z^3 + 5/26*z + 1
*
[ 5/6 ] 
f(z) = -102/125*z^3 + 11/30*z + 1
*
[ 5/6 ] 
f(z) = -101/125*z^3 + 13/36*z + 1
*
[ 5/7 ] 
f(z) = -118/125*z^3 + 4/49*z + 1
*
[ 4/5 ] 
f(z) = -115/128*z^3 + 13/40*z + 1
*
[ 5/7 ] 
f(z) = -113/125*z^3 + 3/49*z + 1
*
[ 5/6 ] 
f(z) = -112/125*z^3 + 19/45*z + 1
*
[ 5/7 ] 
f(z) = -108/125*z^3 + 2/49*z + 1
*
[ 4/5 ] 
f(z) = -105/128*z^3 + 11/40*z + 1
*
[ 5/6 ] 
f(z) = -104/125*z^3 + 17/45*z + 1
*
[ 5/7 ] 
f(z) = -103/125*z^3 + 1/49*z + 1
*
[ 3/4 ] 
f(z) = -119/135*z^3 + 13/80*z + 1
*
[ 3/4 ] 
f(z) = -113/135*z^3 + 11/80*z + 1
*
[ 3/4 ] 
f(z) = -107/135*z^3 + 9/80*z + 1
*
[ 3/4 ] 
f(z) = -101/135*z^3 + 7/80*z + 1
*
[ 3/4 ] 
f(z) = -118/135*z^3 + 19/120*z + 1
*
[ 3/4 ] 
f(z) = -106/135*z^3 + 13/120*z + 1
*
[ 11/15 ] 
f(z) = -105/121*z^3 + 17/165*z + 1
*
[ 5/7 ] 
f(z) = -117/125*z^3 + 19/245*z + 1
*
[ 5/7 ] 
f(z) = -116/125*z^3 + 18/245*z + 1
*
[ 5/7 ] 
f(z) = -114/125*z^3 + 16/245*z + 1
*
[ 5/7 ] 
f(z) = -111/125*z^3 + 13/245*z + 1
*
[ 5/7 ] 
f(z) = -109/125*z^3 + 11/245*z + 1
*
[ 5/7 ] 
f(z) = -107/125*z^3 + 9/245*z + 1
*
[ 5/7 ] 
f(z) = -106/125*z^3 + 8/245*z + 1
*
[ 5/7 ] 
f(z) = -104/125*z^3 + 6/245*z + 1
*
[ 5/7 ] 
f(z) = -102/125*z^3 + 4/245*z + 1
*
[ 5/7 ] 
f(z) = -101/125*z^3 + 3/245*z + 1
*
[ -5 ] 
f(z) = -119/125*z^3 + 25*z + 1
*
[ 5/4 ] 
f(z) = -119/125*z^3 + 27/16*z + 1
*
[ -5/3 ] 
f(z) = -118/125*z^3 + 38/9*z + 1
*
[ 3/2 ] 
f(z) = -118/135*z^3 + 23/10*z + 1
*
[ -5/3 ] 
f(z) = -117/125*z^3 + 21/5*z + 1
*
[ -5/2 ] 
f(z) = -117/125*z^3 + 29/4*z + 1
*
[ -4/3 ] 
f(z) = -117/128*z^3 + 27/8*z + 1
*
[ 5 ] 
f(z) = -116/125*z^3 + 24*z + 1
*
[ 5/2 ] 
f(z) = -116/125*z^3 + 32/5*z + 1
*
[ -5/2 ] 
f(z) = -116/125*z^3 + 36/5*z + 1
*
[ 3/2 ] 
f(z) = -116/135*z^3 + 34/15*z + 1
*
[ -5 ] 
f(z) = -114/125*z^3 + 24*z + 1
*
[ 5/2 ] 
f(z) = -113/125*z^3 + 25/4*z + 1
*
[ -5/3 ] 
f(z) = -113/125*z^3 + 37/9*z + 1
*
[ -5/7 ] 
f(z) = -112/125*z^3 + 20/7*z + 1
*
-5/2 | 0.23139470965017282196470358286642392515 | 0.029055787257687507966806581167787377487
f(z) = -112/125*z^3 + 23/4*z + 1
*
[ 5/3 ] 
f(z) = -112/125*z^3 + 26/9*z + 1
*
[ 5/2 ] 
f(z) = -112/125*z^3 + 31/5*z + 1
*
[ -5/12 ] 
f(z) = -112/125*z^3 + 32/9*z + 1
*
[ 5 ] 
f(z) = -111/125*z^3 + 23*z + 1
*
[ -5 ] 
f(z) = -109/125*z^3 + 23*z + 1
*
[ 5/4 ] 
f(z) = -109/125*z^3 + 25/16*z + 1
*
[ 11/6 ] 
f(z) = -108/121*z^3 + 38/11*z + 1
*
-5/3 | 0.18474911187471598232733894493909794659 | 0.023198589539034637476867448142562884460
f(z) = -108/125*z^3 + 23/12*z + 1
*
-5/6 | 0.093199981293922267558872310134968521553 | 0.014569486662703206780963568431252563542
f(z) = -108/125*z^3 + 24/5*z + 1
*
[ -5/2 ] 
f(z) = -108/125*z^3 + 34/5*z + 1
*
5/18 | 0.11251430528898122818407820770144236387 | 0.016474041473756371259651518888026564116
f(z) = -108/125*z^3 + 37/15*z + 1
*
[ 5/3 ] 
f(z) = -107/125*z^3 + 25/9*z + 1
*
[ -5/2 ] 
f(z) = -107/125*z^3 + 27/4*z + 1
*
[ 3 ] 
f(z) = -107/135*z^3 + 39/5*z + 1
*
[ 5 ] 
f(z) = -106/125*z^3 + 22*z + 1
*
[ -5/4 ] 
f(z) = -106/125*z^3 + 25/8*z + 1
*
[ 3/2 ] 
f(z) = -106/135*z^3 + 21/10*z + 1
*
[ -5 ] 
f(z) = -104/125*z^3 + 22*z + 1
*
[ -5/6 ] 
f(z) = -104/125*z^3 + 25/9*z + 1
*
[ 5/2 ] 
f(z) = -104/125*z^3 + 29/5*z + 1
*
[ -5/4 ] 
f(z) = -104/125*z^3 + 31/10*z + 1
*
[ -5/2 ] 
f(z) = -104/125*z^3 + 33/5*z + 1
*
[ 3/2 ] 
f(z) = -104/135*z^3 + 31/15*z + 1
*
[ 3 ] 
f(z) = -104/135*z^3 + 38/5*z + 1
*
[ 5/2 ] 
f(z) = -103/125*z^3 + 23/4*z + 1
*
[ -5/3 ] 
f(z) = -103/125*z^3 + 35/9*z + 1
*
[ 5 ] 
f(z) = -101/125*z^3 + 21*z + 1
*
[ 3 ] 
f(z) = -101/135*z^3 + 37/5*z + 1
*
[ 5/4 ] 
f(z) = -116/125*z^3 + 33/20*z + 1
*
-15/14 | 0.19751944287171933914562992651927084338 | 0.029157501462196609176529521892061050364
f(z) = -112/125*z^3 + 22/35*z + 1
*
[ 15/14 ] 
f(z) = -112/125*z^3 + 23/21*z + 1
*
15/8 | 0.15403547576634528378430670985856551576 | 0.022380948089312973870379373240529080902
f(z) = -112/125*z^3 + 39/20*z + 1
*
[ 15/17 ] 
f(z) = -119/125*z^3 + 31/51*z + 1
*
-3/4 | 0.19418969565965070059625154002282485343 | 0.027802087695433087569188820521563187035
f(z) = -118/135*z^3 + 33/40*z + 1
*
[ 11/12 ] 
f(z) = -108/121*z^3 + 29/44*z + 1
*
-4/5 | 0.19364504217346053386526714668858900683 | 0.029969201563527115883891140261725687318
f(z) = -105/128*z^3 + 31/40*z + 1
*
[ 11/14 ] 
f(z) = -112/121*z^3 + 23/77*z + 1
*
[ 6/7 ] 
f(z) = -112/135*z^3 + 31/70*z + 1
*
15/16 | 0.18789702795851971292896045906558006933 | 0.024472566872531942844648685505153254533
f(z) = -112/135*z^3 + 21/80*z + 1
*
39/28 | 0.17245173607194757465044630617921858923 | 0.025171081775927595745652380102195083231
f(z) = -112/135*z^3 + 29/105*z + 1
*
[ 10/13 ] 
f(z) = -117/125*z^3 + 33/130*z + 1
*
[ 3/4 ] 
f(z) = -112/123*z^3 + 22/123*z + 1
*
[ 3/4 ] 
f(z) = -112/129*z^3 + 20/129*z + 1
*
-5/14 | 0.19006959414244009042196200233747566097 | 0.023291363168165506699879652794296706678
f(z) = -112/125*z^3 + 23/140*z + 1
*
[ 11/15 ] 
f(z) = -120/121*z^3 + 28/165*z + 1
*
[ 3/4 ] 
f(z) = -109/135*z^3 + 29/240*z + 1
*
[ 3/4 ] 
f(z) = -104/123*z^3 + 35/246*z + 1
*
[ 3/4 ] 
f(z) = -104/129*z^3 + 31/258*z + 1
*
[ 3/4 ] 
f(z) = -103/135*z^3 + 23/240*z + 1
*
[ 11/15 ] 
f(z) = -108/121*z^3 + 32/275*z + 1
*
-2 | 0.082084730422050025957060190338309708301 | 0.013611177980542450811048558198331826692
f(z) = -119/120*z^3 + 52/15*z + 1
*
[ -10/7 ] 
f(z) = -119/125*z^3 + 51/14*z + 1
*
[ 3 ] 
f(z) = -119/135*z^3 + 43/5*z + 1
*
[ -3 ] 
f(z) = -118/135*z^3 + 46/5*z + 1
*
5/3 | 0.22108000376549725152298221951997597297 | 0.025669656572124608271536717982802387542
f(z) = -117/125*z^3 + 44/13*z + 1
*
[ -10/9 ] 
f(z) = -117/125*z^3 + 55/18*z + 1
*
[ -5/12 ] 
f(z) = -117/125*z^3 + 57/16*z + 1
*
-8/3 | 0.19276108581898048094001430118963684619 | 0.029105958079879678583696439755613015331
f(z) = -117/128*z^3 + 47/8*z + 1
*
[ 8/3 ] 
f(z) = -117/128*z^3 + 57/8*z + 1
*
-8/3 | 0.19854615784442335578879774510537075866 | 0.028984306716228461245559425008122201898
f(z) = -117/128*z^3 + 59/8*z + 1
*
[ -2/3 ] 
f(z) = -117/136*z^3 + 49/17*z + 1
*
-2 | 0.10181578653203401353584769913626651833 | 0.016993472252319249956201811084587661468
f(z) = -117/136*z^3 + 50/17*z + 1
*
[ 3 ] 
f(z) = -116/135*z^3 + 42/5*z + 1
*
-2 | 0.10144524090980502475051799576341564614 | 0.016988911829960020344653633495130938708
f(z) = -115/136*z^3 + 49/17*z + 1
*
[ 5/3 ] 
f(z) = -114/125*z^3 + 44/15*z + 1
*
-2 | 0.081039856227746747628044503353609572670 | 0.013571646730968092337571416840087436882
f(z) = -113/120*z^3 + 49/15*z + 1
*
[ 3 ] 
f(z) = -113/135*z^3 + 41/5*z + 1
*
-2 | 0.10106381039724227885283664593023539398 | 0.016983680250344251199050043267418052664
f(z) = -113/136*z^3 + 48/17*z + 1
*
[ 15/4 ] 
f(z) = -112/125*z^3 + 40/3*z + 1
*
[ -3 ] 
f(z) = -112/135*z^3 + 44/5*z + 1
*
[ -3/2 ] 
f(z) = -112/135*z^3 + 53/15*z + 1
*
[ 5/3 ] 
f(z) = -111/125*z^3 + 43/15*z + 1
*
[ -5/4 ] 
f(z) = -111/125*z^3 + 51/16*z + 1
*
-2 | 0.10067056596963964893685454509449398957 | 0.016977662960318893593514219130224929910
f(z) = -111/136*z^3 + 47/17*z + 1
*
-2 | 0.080298090485005236882365174799472648850 | 0.013541931581300001721776500897216111306
f(z) = -109/120*z^3 + 47/15*z + 1
*
[ -3 ] 
f(z) = -109/135*z^3 + 43/5*z + 1
*
-2 | 0.10026442604655650927202653510809871663 | 0.016970720806710792598092555323603245088
f(z) = -109/136*z^3 + 46/17*z + 1
*
[ -11/6 ] 
f(z) = -108/121*z^3 + 50/11*z + 1
*
[ -5/9 ] 
f(z) = -108/125*z^3 + 46/15*z + 1
*
-5/6 | 0.19303713084521888093448325125674750756 | 0.027307467976330919381230423640653866487
f(z) = -108/125*z^3 + 47/15*z + 1
*
[ -5/8 ] 
f(z) = -108/125*z^3 + 47/16*z + 1
*
5/18 | 0.12767245141948297852901517009659640472 | 0.017806181702524066105244384614244704592
f(z) = -108/125*z^3 + 52/15*z + 1
*
-5/3 | 0.17231937943996005734397841065057096452 | 0.019584850859093373634947028055227312961
f(z) = -108/125*z^3 + 53/12*z + 1
*
-2 | 0.079912008010530877354944105317372795838 | 0.013525877826504868584034086808577080098
f(z) = -107/120*z^3 + 46/15*z + 1
*
-2 | 0.099844117957119675377643565222693610707 | 0.016962683198197083834758182167155674438
f(z) = -107/136*z^3 + 45/17*z + 1
*
[ 5/2 ] 
f(z) = -106/125*z^3 + 59/10*z + 1
*
[ -3 ] 
f(z) = -106/135*z^3 + 42/5*z + 1
*
-2 | 0.099408126002771449209742589471627525323 | 0.016953338814430412495987780217668080354
f(z) = -105/136*z^3 + 44/17*z + 1
*
-5/4 | 0.11926382546856312295571519387045643946 | 0.017203710339250763744685592125150547809
f(z) = -104/125*z^3 + 41/10*z + 1
*
-2 | 0.079105504900993029960283182518505030738 | 0.013490873237422573380040898335142629929
f(z) = -103/120*z^3 + 44/15*z + 1
*
[ 2 ] 
f(z) = -103/120*z^3 + 59/15*z + 1
*
[ -3 ] 
f(z) = -103/135*z^3 + 41/5*z + 1
*
-2 | 0.098954620013518370183316163437363460763 | 0.016942422736822954769259887363086746529
f(z) = -103/136*z^3 + 43/17*z + 1
*
[ 5/2 ] 
f(z) = -102/125*z^3 + 57/10*z + 1
*
[ -5/3 ] 
f(z) = -102/125*z^3 + 58/15*z + 1
*
-2 | 0.078682118351908132334616064664898440485 | 0.013471485320894067293831394052270248472
f(z) = -101/120*z^3 + 43/15*z + 1
*
[ 2 ] 
f(z) = -101/120*z^3 + 58/15*z + 1
*
[ -5/4 ] 
f(z) = -101/125*z^3 + 49/16*z + 1
*
-2 | 0.098481354723918335935232341878822016190 | 0.016929598217363491721007863823799199287
f(z) = -101/136*z^3 + 42/17*z + 1
*
[ 2 ] 
f(z) = -101/136*z^3 + 59/17*z + 1
*
[ -5/6 ] 
f(z) = -117/125*z^3 + 57/20*z + 1
*
5/6 | 0.089414295646204805219719945190327240873 | 0.012809931640802271469189943502328715404
f(z) = -114/125*z^3 + 43/30*z + 1
*
-15/56 | 0.19752146604293622986840403064532910602 | 0.023123871071922773960449150349952473285
f(z) = -112/125*z^3 + 41/28*z + 1
*
[ -5/8 ] 
f(z) = -112/125*z^3 + 59/20*z + 1
*
[ 4/3 ] 
f(z) = -111/128*z^3 + 43/24*z + 1
*
[ 3/2 ] 
f(z) = -109/135*z^3 + 43/20*z + 1
*
[ 11/9 ] 
f(z) = -108/121*z^3 + 50/33*z + 1
*
5/3 | 0.20423087904548408414308424268276872118 | 0.028560957307011364364658460306487085485
f(z) = -108/125*z^3 + 51/20*z + 1
*
[ 4/3 ] 
f(z) = -105/128*z^3 + 41/24*z + 1
*
[ 3/2 ] 
f(z) = -103/135*z^3 + 41/20*z + 1
*
55/72 | 0.16643060436942038935747139587732016610 | 0.018915565826416881821817741902457836666
f(z) = -108/125*z^3 + 53/48*z + 1
*
-8/7 | 0.19654481383672413595973598588538480745 | 0.028912406096056340404711013220788498898
f(z) = -105/128*z^3 + 53/56*z + 1
*
-4/7 | 0.19387552693815717669347349926886467065 | 0.028445681875876599762497902894368849079
f(z) = -105/128*z^3 + 57/56*z + 1
*
[ 5/4 ] 
f(z) = -102/125*z^3 + 59/40*z + 1
*
[ 11/12 ] 
f(z) = -120/121*z^3 + 49/66*z + 1
*
[ 8/9 ] 
f(z) = -117/128*z^3 + 43/72*z + 1
*
5/14 | 0.17043350110084993853468392859936580385 | 0.022823762147821431606187170797302358719
f(z) = -112/125*z^3 + 57/70*z + 1
*
5/9 | 0.15403525462820703004959963021718838158 | 0.021062575237048582233747404038110304013
f(z) = -108/125*z^3 + 43/60*z + 1
*
[ 15/17 ] 
f(z) = -119/135*z^3 + 47/85*z + 1
*
[ 5/6 ] 
f(z) = -118/125*z^3 + 41/90*z + 1
*
[ 15/16 ] 
f(z) = -112/135*z^3 + 53/80*z + 1
*
[ 6/7 ] 
f(z) = -119/120*z^3 + 59/105*z + 1
*
[ 4/5 ] 
f(z) = -109/128*z^3 + 59/200*z + 1
*
[ 4/5 ] 
f(z) = -107/128*z^3 + 57/200*z + 1
*
[ 4/5 ] 
f(z) = -103/128*z^3 + 53/200*z + 1
*
[ 4/5 ] 
f(z) = -101/128*z^3 + 51/200*z + 1
*
[ 11/15 ] 
f(z) = -117/121*z^3 + 43/275*z + 1
*
[ 2 ] 
f(z) = -119/120*z^3 + 67/15*z + 1
*
[ -5/2 ] 
f(z) = -118/125*z^3 + 73/10*z + 1
*
[ -8/3 ] 
f(z) = -117/128*z^3 + 63/8*z + 1
*
[ 2 ] 
f(z) = -117/136*z^3 + 67/17*z + 1
*
[ 2 ] 
f(z) = -115/136*z^3 + 66/17*z + 1
*
[ -5/3 ] 
f(z) = -114/125*z^3 + 62/15*z + 1
*
[ 5/2 ] 
f(z) = -114/125*z^3 + 63/10*z + 1
*
[ 10/3 ] 
f(z) = -114/125*z^3 + 65/6*z + 1
*
[ -5/2 ] 
f(z) = -114/125*z^3 + 71/10*z + 1
*
[ 2 ] 
f(z) = -113/120*z^3 + 64/15*z + 1
*
[ -2 ] 
f(z) = -113/120*z^3 + 79/15*z + 1
*
[ 2 ] 
f(z) = -113/136*z^3 + 65/17*z + 1
*
[ 15/4 ] 
f(z) = -112/135*z^3 + 62/5*z + 1
*
[ -5/3 ] 
f(z) = -111/125*z^3 + 61/15*z + 1
*
[ -10/3 ] 
f(z) = -111/125*z^3 + 67/6*z + 1
*
[ 2 ] 
f(z) = -111/136*z^3 + 64/17*z + 1
*
[ 2 ] 
f(z) = -109/120*z^3 + 62/15*z + 1
*
[ -2 ] 
f(z) = -109/120*z^3 + 77/15*z + 1
*
[ 2 ] 
f(z) = -109/136*z^3 + 63/17*z + 1
*
-35/18 | 0.089998896154652285398438368982486719119 | 0.012278577028245169742245646163377722440
f(z) = -108/125*z^3 + 61/15*z + 1
*
[ 2 ] 
f(z) = -107/120*z^3 + 61/15*z + 1
*
[ -2 ] 
f(z) = -107/120*z^3 + 76/15*z + 1
*
[ 2 ] 
f(z) = -107/136*z^3 + 62/17*z + 1
*
[ -2 ] 
f(z) = -107/136*z^3 + 79/17*z + 1
*
[ -5/2 ] 
f(z) = -106/125*z^3 + 67/10*z + 1
*
[ 2 ] 
f(z) = -105/136*z^3 + 61/17*z + 1
*
[ -2 ] 
f(z) = -105/136*z^3 + 78/17*z + 1
*
[ -2 ] 
f(z) = -103/120*z^3 + 74/15*z + 1
*
[ 2 ] 
f(z) = -103/136*z^3 + 60/17*z + 1
*
[ -2 ] 
f(z) = -103/136*z^3 + 77/17*z + 1
*
[ -5/17 ] 
f(z) = -102/125*z^3 + 76/17*z + 1
*
[ -2 ] 
f(z) = -101/120*z^3 + 73/15*z + 1
*
[ -2 ] 
f(z) = -101/136*z^3 + 76/17*z + 1
*
[ -3/2 ] 
f(z) = -119/135*z^3 + 73/20*z + 1
*
5/3 | 0.16003133624387095769696755373280308357 | 0.021310985669809001762103085535395994603
f(z) = -114/125*z^3 + 73/30*z + 1
*
[ -3/2 ] 
f(z) = -113/135*z^3 + 71/20*z + 1
*
6/7 | 0.16844354265295169727684324742022579020 | 0.022413282725437864594321297732756601109
f(z) = -112/135*z^3 + 68/35*z + 1
*
[ -4/3 ] 
f(z) = -111/128*z^3 + 79/24*z + 1
*
[ -5/4 ] 
f(z) = -108/125*z^3 + 63/20*z + 1
*
[ -5/12 ] 
f(z) = -108/125*z^3 + 71/20*z + 1
*
[ -3/2 ] 
f(z) = -107/135*z^3 + 69/20*z + 1
*
[ -4/3 ] 
f(z) = -105/128*z^3 + 77/24*z + 1
*
[ -3/2 ] 
f(z) = -101/135*z^3 + 67/20*z + 1
*
[ 11/10 ] 
f(z) = -120/121*z^3 + 71/55*z + 1
*
[ 8/7 ] 
f(z) = -119/128*z^3 + 75/56*z + 1
*
[ 5/4 ] 
f(z) = -118/125*z^3 + 67/40*z + 1
*
-8/5 | 0.20266706389945200741508383038382344312 | 0.028478898132372785102463488219488680345
f(z) = -115/128*z^3 + 77/40*z + 1
*
5/72 | 0.094168625338577857262157455811488488234 | 0.010266834054873227299469382125715342015
f(z) = -108/125*z^3 + 77/48*z + 1
*
[ 5/4 ] 
f(z) = -106/125*z^3 + 61/40*z + 1
*
[ 8/7 ] 
f(z) = -105/128*z^3 + 67/56*z + 1
*
5/8 | 0.11965681808062439889854415154506340030 | 0.016054890886774231512701214996179156812
f(z) = -104/125*z^3 + 69/40*z + 1
*
-3/8 | 0.18644299502513750591295096171761865505 | 0.024666611368781830173549125232410726366
f(z) = -104/135*z^3 + 71/40*z + 1
*
-8/9 | 0.20158330209443699973868093942181719278 | 0.028596398716452787096152691102032440402
f(z) = -117/128*z^3 + 61/72*z + 1
*
-5/12 | 0.095119166040207908964752041817836980087 | 0.012666789092593664354012966654297132073
f(z) = -108/125*z^3 + 73/60*z + 1
*
15/52 | 0.25898096374625179359067715927280847626 | 0.028196007352397439635825188132893981027
f(z) = -104/125*z^3 + 73/78*z + 1
*
[ 11/12 ] 
f(z) = -112/121*z^3 + 68/99*z + 1
*
-3/4 | 0.21843566907996868229217556233838133256 | 0.028450058933800209953326946629825994916
f(z) = -109/135*z^3 + 63/80*z + 1
*
20/39 | 0.21951505414187759128403083293939634016 | 0.027146168283316309829906639325845738460
f(z) = -117/125*z^3 + 71/130*z + 1
*
5/4 | 0.10184607517981511868657418736398953047 | 0.020762562706474381273443839212156800220
f(z) = -112/135*z^3 + 67/135*z + 1
*
-8/15 | 0.17926678366377973084469575087003876032 | 0.023712285139449525329580435978222230165
f(z) = -105/128*z^3 + 73/120*z + 1
*
[ 11/13 ] 
f(z) = -117/121*z^3 + 73/143*z + 1
*
[ 11/13 ] 
f(z) = -104/121*z^3 + 62/143*z + 1
*
[ 5/6 ] 
f(z) = -113/125*z^3 + 77/180*z + 1
*
[ 5/6 ] 
f(z) = -109/125*z^3 + 73/180*z + 1
*
[ 5/6 ] 
f(z) = -107/125*z^3 + 71/180*z + 1
*
[ 5/6 ] 
f(z) = -103/125*z^3 + 67/180*z + 1
*
[ 4/5 ] 
f(z) = -119/128*z^3 + 69/200*z + 1
*
[ 4/5 ] 
f(z) = -117/128*z^3 + 67/200*z + 1
*
[ 4/5 ] 
f(z) = -113/128*z^3 + 63/200*z + 1
*
3/7 | 0.18813114223663503552822707779957197059 | 0.024936752457623413731027565462944366303
f(z) = -112/135*z^3 + 67/210*z + 1
*
[ 4/5 ] 
f(z) = -111/128*z^3 + 61/200*z + 1
*
[ -2 ] 
f(z) = -119/120*z^3 + 82/15*z + 1
*
[ -2 ] 
f(z) = -117/136*z^3 + 84/17*z + 1
*
[ -2 ] 
f(z) = -115/136*z^3 + 83/17*z + 1
*
[ -2 ] 
f(z) = -113/136*z^3 + 82/17*z + 1
*
[ 11/4 ] 
f(z) = -112/121*z^3 + 84/11*z + 1
*
[ -11/4 ] 
f(z) = -112/121*z^3 + 92/11*z + 1
*
-5/2 | 0.23569906582230408580607306328792752361 | 0.025488821428316201166487600823423475699
f(z) = -112/125*z^3 + 83/14*z + 1
*
[ -2 ] 
f(z) = -111/136*z^3 + 81/17*z + 1
*
[ -2 ] 
f(z) = -109/136*z^3 + 80/17*z + 1
*
-5/2 | 0.16818035657239110357663079577311094560 | 0.021726863204499018115435391276668169010
f(z) = -108/125*z^3 + 92/15*z + 1
*
[ -5/26 ] 
f(z) = -104/125*z^3 + 81/13*z + 1
*
5/14 | 0.27948140967952101215640899232507639386 | 0.029856211974087468811322192567367960363
f(z) = -119/125*z^3 + 93/28*z + 1
*
[ -5/8 ] 
f(z) = -118/125*z^3 + 95/32*z + 1
*
[ -2/3 ] 
f(z) = -117/128*z^3 + 93/32*z + 1
*
-2 | 0.10160894798228177677963444284194080366 | 0.016987445509307297557527314978808944715
f(z) = -115/128*z^3 + 99/32*z + 1
*
-2 | 0.10124121804666511022572562092311557143 | 0.016983916684943517047346938699111541139
f(z) = -113/128*z^3 + 97/32*z + 1
*
5/4 | 0.22427083278116345759722626029189358436 | 0.029457672355225685934623124254313098257
f(z) = -112/125*z^3 + 81/35*z + 1
*
5/2 | 0.095859266242575174173868566821450351029 | 0.012267637484012420978426425938046333324
f(z) = -112/125*z^3 + 99/20*z + 1
*
-15/8 | 0.21310346293419783356149490303922051254 | 0.027710733041817877746819050124705787075
f(z) = -112/135*z^3 + 81/20*z + 1
*
[ -15/8 ] 
f(z) = -112/135*z^3 + 89/20*z + 1
*
[ -5/9 ] 
f(z) = -111/125*z^3 + 83/27*z + 1
*
-2 | 0.10086328684274130102086133081868933166 | 0.016979861783706783024029718779074580101
f(z) = -111/128*z^3 + 95/32*z + 1
*
-2 | 0.10047436161040435265168568464623644693 | 0.016975192338998758690047911752055360092
f(z) = -109/128*z^3 + 93/32*z + 1
*
[ -11/18 ] 
f(z) = -108/121*z^3 + 98/33*z + 1
*
-2 | 0.10007353167316299811273694791783986905 | 0.016969801690669984240427187897337853368
f(z) = -107/128*z^3 + 91/32*z + 1
*
-2 | 0.099659741321109854434818212359236559789 | 0.016963560233612556050349051891798818501
f(z) = -105/128*z^3 + 89/32*z + 1
*
[ -3/4 ] 
f(z) = -104/135*z^3 + 83/30*z + 1
*
-2 | 0.099231754103189081303741792316887652255 | 0.016956309089806674656658620429586283870
f(z) = -103/128*z^3 + 87/32*z + 1
*
[ -5/6 ] 
f(z) = -102/125*z^3 + 83/30*z + 1
*
[ -5/12 ] 
f(z) = -102/125*z^3 + 85/24*z + 1
*
-2 | 0.098788104990345675559023750055798800949 | 0.016947851544864392009404527098285414949
f(z) = -101/128*z^3 + 85/32*z + 1
*
[ 11/8 ] 
f(z) = -112/121*z^3 + 89/44*z + 1
*
[ 8/5 ] 
f(z) = -105/128*z^3 + 99/40*z + 1
*
[ 20/17 ] 
f(z) = -102/125*z^3 + 87/68*z + 1
*
-2/3 | 0.16687016595332764168521412367359949806 | 0.028042377689239900285351988669722112772
f(z) = -111/128*z^3 + 85/96*z + 1
*
-2/3 | 0.16686989604572609292681045024842056179 | 0.028042332331516063993924348550818957871
f(z) = -105/128*z^3 + 83/96*z + 1
*
-6/7 | 0.13192635801949608884479667460997945086 | 0.019592823974969512998101911617116298445
f(z) = -119/120*z^3 + 94/105*z + 1
*
[ 5/6 ] 
f(z) = -119/125*z^3 + 83/180*z + 1
*
55/39 | 0.25903728537227453887948883416463904271 | 0.025189272964633804409045026643330945546
f(z) = -104/125*z^3 + 83/234*z + 1
*
-35/72 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547
f(z) = -108/125*z^3 + 97/240*z + 1
*
[ 15/19 ] 
f(z) = -114/125*z^3 + 86/285*z + 1
*
[ 10/3 ] 
f(z) = -117/125*z^3 + 111/10*z + 1
*
[ -10/3 ] 
f(z) = -117/125*z^3 + 117/10*z + 1
*
[ 5 ] 
f(z) = -114/125*z^3 + 118/5*z + 1
*
[ 5 ] 
f(z) = -113/125*z^3 + 117/5*z + 1
*
[ -5 ] 
f(z) = -113/125*z^3 + 119/5*z + 1
*
[ 4 ] 
f(z) = -113/128*z^3 + 119/8*z + 1
*
[ 5 ] 
f(z) = -112/125*z^3 + 116/5*z + 1
*
[ -5 ] 
f(z) = -112/125*z^3 + 118/5*z + 1
*
[ -5 ] 
f(z) = -111/125*z^3 + 117/5*z + 1
*
[ 4 ] 
f(z) = -111/128*z^3 + 117/8*z + 1
*
[ 5 ] 
f(z) = -109/125*z^3 + 113/5*z + 1
*
[ 4 ] 
f(z) = -109/128*z^3 + 115/8*z + 1
*
[ -4 ] 
f(z) = -109/128*z^3 + 119/8*z + 1
*
[ 3 ] 
f(z) = -109/135*z^3 + 119/15*z + 1
*
115/36 | 0.25675950888889909981529217436033404838 | 0.027189209135038872620565946444086326221
f(z) = -108/125*z^3 + 101/12*z + 1
*
[ 10/3 ] 
f(z) = -108/125*z^3 + 103/10*z + 1
*
[ -10/3 ] 
f(z) = -108/125*z^3 + 109/10*z + 1
*
-65/24 | 0.22447433377919934165321610884347595080 | 0.023535123370010190346205372342070982612
f(z) = -108/125*z^3 + 111/16*z + 1
*
[ 5 ] 
f(z) = -108/125*z^3 + 112/5*z + 1
*
[ -5 ] 
f(z) = -108/125*z^3 + 114/5*z + 1
*
[ 5 ] 
f(z) = -107/125*z^3 + 111/5*z + 1
*
[ -5 ] 
f(z) = -107/125*z^3 + 113/5*z + 1
*
[ 4 ] 
f(z) = -107/128*z^3 + 113/8*z + 1
*
[ -4 ] 
f(z) = -107/128*z^3 + 117/8*z + 1
*
[ -5 ] 
f(z) = -106/125*z^3 + 112/5*z + 1
*
[ 3 ] 
f(z) = -106/135*z^3 + 116/15*z + 1
*
[ 4 ] 
f(z) = -105/128*z^3 + 111/8*z + 1
*
[ -4 ] 
f(z) = -105/128*z^3 + 115/8*z + 1
*
[ 5 ] 
f(z) = -104/125*z^3 + 108/5*z + 1
*
[ 5 ] 
f(z) = -103/125*z^3 + 107/5*z + 1
*
[ -5 ] 
f(z) = -103/125*z^3 + 109/5*z + 1
*
[ 4 ] 
f(z) = -103/128*z^3 + 109/8*z + 1
*
[ -4 ] 
f(z) = -103/128*z^3 + 113/8*z + 1
*
[ 3 ] 
f(z) = -103/135*z^3 + 113/15*z + 1
*
[ 5 ] 
f(z) = -102/125*z^3 + 106/5*z + 1
*
[ -5 ] 
f(z) = -102/125*z^3 + 108/5*z + 1
*
[ -5 ] 
f(z) = -101/125*z^3 + 107/5*z + 1
*
[ 4 ] 
f(z) = -101/128*z^3 + 107/8*z + 1
*
[ -4 ] 
f(z) = -101/128*z^3 + 111/8*z + 1
*
[ -5/7 ] 
f(z) = -119/125*z^3 + 101/35*z + 1
*
[ 15/7 ] 
f(z) = -119/125*z^3 + 103/21*z + 1
*
[ -10/17 ] 
f(z) = -119/125*z^3 + 103/34*z + 1
*
[ -5/6 ] 
f(z) = -119/125*z^3 + 103/36*z + 1
*
-2 | 0.10231650641785453168328085367664972445 | 0.016993208709098954998159418133724784017
f(z) = -119/128*z^3 + 103/32*z + 1
*
[ -3/2 ] 
f(z) = -118/135*z^3 + 109/30*z + 1
*
-2 | 0.10196717240525162765112121807978727962 | 0.016990522148319256433187211102149329415
f(z) = -117/128*z^3 + 101/32*z + 1
*
5/14 | 0.19751993168652741130284660558024704214 | 0.024775261668190666927982622548293636983
f(z) = -112/125*z^3 + 116/35*z + 1
*
-115/56 | 0.25847038810621098625308633590674275673 | 0.026950703336821345031371491619487427165
f(z) = -112/125*z^3 + 117/28*z + 1
*
[ -15/14 ] 
f(z) = -112/135*z^3 + 101/35*z + 1
*
15/7 | 0.23386749129391387287364607881416016060 | 0.029022980618322696944275761097598377643
f(z) = -112/135*z^3 + 117/35*z + 1
*
[ -5/6 ] 
f(z) = -109/125*z^3 + 101/36*z + 1
*
[ -11/9 ] 
f(z) = -108/121*z^3 + 104/33*z + 1
*
20/9 | 0.11508636877238740347471346095449227217 | 0.014583207778350462675967437227813666220
f(z) = -108/125*z^3 + 107/30*z + 1
*
[ 5/2 ] 
f(z) = -107/125*z^3 + 119/20*z + 1
*
[ -3/2 ] 
f(z) = -106/135*z^3 + 103/30*z + 1
*
[ -15/8 ] 
f(z) = -104/125*z^3 + 107/24*z + 1
*
15/52 | 0.28199092342298097730446305517640306593 | 0.029565478869005268004378850987092726574
f(z) = -104/125*z^3 + 111/26*z + 1
*
[ -15/13 ] 
f(z) = -104/125*z^3 + 116/39*z + 1
*
[ 2 ] 
f(z) = -103/128*z^3 + 119/32*z + 1
*
[ 5/2 ] 
f(z) = -101/125*z^3 + 113/20*z + 1
*
[ 2 ] 
f(z) = -101/128*z^3 + 117/32*z + 1
*
[ -3/4 ] 
f(z) = -118/135*z^3 + 113/40*z + 1
*
[ 8/5 ] 
f(z) = -115/128*z^3 + 107/40*z + 1
*
[ -4/5 ] 
f(z) = -115/128*z^3 + 113/40*z + 1
*
[ -3/4 ] 
f(z) = -106/135*z^3 + 111/40*z + 1
*
[ -4/5 ] 
f(z) = -105/128*z^3 + 111/40*z + 1
*
15/8 | 0.20967678153903061683031591881266137028 | 0.026507060900300566123676064390143161540
f(z) = -104/125*z^3 + 109/40*z + 1
*
[ -5/8 ] 
f(z) = -104/125*z^3 + 117/40*z + 1
*
-3/8 | 0.22489310712732424028786942297705159899 | 0.028092791403093857255819434886000304486
f(z) = -104/135*z^3 + 111/40*z + 1
*
[ 5/3 ] 
f(z) = -101/125*z^3 + 119/45*z + 1
*
-4/9 | 0.21966711283870356598368164452659289125 | 0.029655419333266698473542196246852470635
f(z) = -117/128*z^3 + 103/72*z + 1
*
10/21 | 0.12855166488696957066742374852794161990 | 0.013612808796817119029148435831999714568
f(z) = -112/125*z^3 + 101/63*z + 1
*
-5/9 | 0.089414521636157459539646990288589015789 | 0.011303665350947211897585804123403661436
f(z) = -108/125*z^3 + 109/60*z + 1
*
5/4 | 0.15615214846090422432008446888857606289 | 0.019651015302903158155427236715198736618
f(z) = -108/125*z^3 + 113/60*z + 1
*
[ 4/3 ] 
f(z) = -101/128*z^3 + 119/72*z + 1
*
[ 10/9 ] 
f(z) = -117/125*z^3 + 113/90*z + 1
*
[ 5/4 ] 
f(z) = -103/125*z^3 + 119/80*z + 1
*
[ 5/4 ] 
f(z) = -101/125*z^3 + 117/80*z + 1
*
[ 40/39 ] 
f(z) = -117/125*z^3 + 105/104*z + 1
*
[ 15/14 ] 
f(z) = -112/135*z^3 + 107/105*z + 1
*
-5/8 | 0.17679292334218470671074262112979154367 | 0.021664423506047928469288825573110334025
f(z) = -112/125*z^3 + 113/140*z + 1
*
[ 25/28 ] 
f(z) = -112/125*z^3 + 104/175*z + 1
*
[ 6/7 ] 
f(z) = -119/135*z^3 + 101/210*z + 1
*
[ 8/9 ] 
f(z) = -105/128*z^3 + 113/216*z + 1
*
[ 34/39 ] 
f(z) = -117/136*z^3 + 112/221*z + 1
*
[ 5 ] 
f(z) = -119/125*z^3 + 123/5*z + 1
*
[ 4 ] 
f(z) = -119/128*z^3 + 125/8*z + 1
*
[ -4 ] 
f(z) = -119/128*z^3 + 129/8*z + 1
*
[ -3 ] 
f(z) = -119/135*z^3 + 139/15*z + 1
*
[ 5 ] 
f(z) = -118/125*z^3 + 122/5*z + 1
*
[ -5 ] 
f(z) = -118/125*z^3 + 124/5*z + 1
*
[ 3 ] 
f(z) = -118/135*z^3 + 128/15*z + 1
*
[ 5 ] 
f(z) = -117/125*z^3 + 121/5*z + 1
*
[ -5 ] 
f(z) = -117/125*z^3 + 123/5*z + 1
*
[ 4 ] 
f(z) = -117/128*z^3 + 123/8*z + 1
*
[ -4 ] 
f(z) = -117/128*z^3 + 127/8*z + 1
*
[ -5 ] 
f(z) = -116/125*z^3 + 122/5*z + 1
*
[ -3 ] 
f(z) = -116/135*z^3 + 136/15*z + 1
*
[ 4 ] 
f(z) = -115/128*z^3 + 121/8*z + 1
*
[ -4 ] 
f(z) = -115/128*z^3 + 125/8*z + 1
*
[ -4 ] 
f(z) = -113/128*z^3 + 123/8*z + 1
*
[ -3 ] 
f(z) = -113/135*z^3 + 133/15*z + 1
*
[ 3 ] 
f(z) = -112/135*z^3 + 122/15*z + 1
*
[ -4 ] 
f(z) = -111/128*z^3 + 121/8*z + 1
*
5/18 | 0.12683013276169500687333557209549498208 | 0.015729770951374714285002171184197896179
f(z) = -108/125*z^3 + 127/15*z + 1
*
[ -3 ] 
f(z) = -107/135*z^3 + 127/15*z + 1
*
[ -15/4 ] 
f(z) = -104/135*z^3 + 121/10*z + 1
*
[ -3 ] 
f(z) = -104/135*z^3 + 124/15*z + 1
*
[ -3 ] 
f(z) = -101/135*z^3 + 121/15*z + 1
*
[ 11/6 ] 
f(z) = -120/121*z^3 + 125/33*z + 1
*
[ 5/2 ] 
f(z) = -119/125*z^3 + 131/20*z + 1
*
[ 2 ] 
f(z) = -119/128*z^3 + 135/32*z + 1
*
[ 5/2 ] 
f(z) = -117/125*z^3 + 129/20*z + 1
*
[ -10/39 ] 
f(z) = -117/125*z^3 + 129/26*z + 1
*
[ 2 ] 
f(z) = -117/128*z^3 + 133/32*z + 1
*
[ 2 ] 
f(z) = -115/128*z^3 + 131/32*z + 1
*
5/2 | 0.12949299046717496603945884406402018821 | 0.015882182699219433566130386104434756440
f(z) = -114/125*z^3 + 139/30*z + 1
*
[ 2 ] 
f(z) = -113/128*z^3 + 129/32*z + 1
*
[ -3/7 ] 
f(z) = -112/135*z^3 + 122/35*z + 1
*
[ 5/2 ] 
f(z) = -111/125*z^3 + 123/20*z + 1
*
[ -5/2 ] 
f(z) = -111/125*z^3 + 139/20*z + 1
*
8/3 | 0.19351224542371871525686823005832317461 | 0.025406057665860056121184009749217203573
f(z) = -111/128*z^3 + 127/24*z + 1
*
[ 2 ] 
f(z) = -111/128*z^3 + 127/32*z + 1
*
-8/3 | 0.19487952888814378303101818728047459906 | 0.025431438006039196079362348638900744939
f(z) = -111/128*z^3 + 133/24*z + 1
*
[ 5/2 ] 
f(z) = -109/125*z^3 + 121/20*z + 1
*
[ -5/2 ] 
f(z) = -109/125*z^3 + 137/20*z + 1
*
[ 2 ] 
f(z) = -109/128*z^3 + 125/32*z + 1
*
[ 2 ] 
f(z) = -107/128*z^3 + 123/32*z + 1
*
[ 2 ] 
f(z) = -105/128*z^3 + 121/32*z + 1
*
-8/3 | 0.19723347410377767009578188908726522172 | 0.025948691639395150677174400167528413616
f(z) = -105/128*z^3 + 125/24*z + 1
*
-8/3 | 0.21469184817282871753135416069791010376 | 0.027908989842783094603897945673265952166
f(z) = -105/128*z^3 + 137/24*z + 1
*
[ -5/16 ] 
f(z) = -104/125*z^3 + 137/32*z + 1
*
[ -5/2 ] 
f(z) = -103/125*z^3 + 131/20*z + 1
*
5/2 | 0.18660131235703607162914454807075767323 | 0.023282480359342902059362825904620523801
f(z) = -102/125*z^3 + 121/30*z + 1
*
[ -5/2 ] 
f(z) = -101/125*z^3 + 129/20*z + 1
*
[ 5/3 ] 
f(z) = -119/125*z^3 + 137/45*z + 1
*
[ -5/4 ] 
f(z) = -118/125*z^3 + 131/40*z + 1
*
[ 5/3 ] 
f(z) = -118/125*z^3 + 136/45*z + 1
*
[ -5/9 ] 
f(z) = -117/125*z^3 + 139/45*z + 1
*
[ -5/6 ] 
f(z) = -116/125*z^3 + 128/45*z + 1
*
[ 5/3 ] 
f(z) = -116/125*z^3 + 134/45*z + 1
*
[ -5/4 ] 
f(z) = -114/125*z^3 + 129/40*z + 1
*
[ 5/3 ] 
f(z) = -113/125*z^3 + 131/45*z + 1
*
[ -5/6 ] 
f(z) = -112/125*z^3 + 127/45*z + 1
*
[ -15/16 ] 
f(z) = -112/125*z^3 + 137/48*z + 1
*
[ 5/3 ] 
f(z) = -109/125*z^3 + 127/45*z + 1
*
[ -11/12 ] 
f(z) = -108/121*z^3 + 125/44*z + 1
*
[ -5/7 ] 
f(z) = -107/125*z^3 + 139/49*z + 1
*
[ 5/3 ] 
f(z) = -106/125*z^3 + 124/45*z + 1
*
[ 5/3 ] 
f(z) = -104/125*z^3 + 122/45*z + 1
*
[ 15/8 ] 
f(z) = -104/135*z^3 + 127/40*z + 1
*
[ 5/3 ] 
f(z) = -103/125*z^3 + 121/45*z + 1
*
[ -5/4 ] 
f(z) = -102/125*z^3 + 123/40*z + 1
*
[ -5/7 ] 
f(z) = -102/125*z^3 + 138/49*z + 1
*
[ 4/3 ] 
f(z) = -119/128*z^3 + 137/72*z + 1
*
[ 3/2 ] 
f(z) = -119/135*z^3 + 139/60*z + 1
*
[ 4/3 ] 
f(z) = -117/136*z^3 + 121/68*z + 1
*
[ 4/3 ] 
f(z) = -115/128*z^3 + 133/72*z + 1
*
[ 4/3 ] 
f(z) = -113/128*z^3 + 131/72*z + 1
*
[ 3/2 ] 
f(z) = -113/135*z^3 + 133/60*z + 1
*
15/8 | 0.12473212508743619533882478919036957706 | 0.015325509332347525328900877446428641438
f(z) = -112/125*z^3 + 137/60*z + 1
*
3/2 | 0.21633372031045549580741414191149394654 | 0.026285000116057764593181877881412032520
f(z) = -112/135*z^3 + 139/70*z + 1
*
[ 4/3 ] 
f(z) = -109/128*z^3 + 127/72*z + 1
*
[ 4/3 ] 
f(z) = -107/128*z^3 + 125/72*z + 1
*
[ 3/2 ] 
f(z) = -107/135*z^3 + 127/60*z + 1
*
[ 4/3 ] 
f(z) = -103/128*z^3 + 121/72*z + 1
*
[ 3/2 ] 
f(z) = -101/135*z^3 + 121/60*z + 1
*
[ 5/4 ] 
f(z) = -117/125*z^3 + 133/80*z + 1
*
[ 5/4 ] 
f(z) = -113/125*z^3 + 129/80*z + 1
*
[ 5/4 ] 
f(z) = -111/125*z^3 + 127/80*z + 1
*
[ 5/4 ] 
f(z) = -107/125*z^3 + 123/80*z + 1
*
56/39 | 0.20667748102193216213419672096271923435 | 0.027024485229308762740737555574774434643
f(z) = -117/128*z^3 + 131/104*z + 1
*
[ 11/12 ] 
f(z) = -117/121*z^3 + 127/176*z + 1
*
4/21 | 0.22857729023594853687706702248636101654 | 0.028946465485931390228490717251515390672
f(z) = -105/128*z^3 + 131/168*z + 1
*
[ 15/16 ] 
f(z) = -108/125*z^3 + 133/192*z + 1
*
[ 11/12 ] 
f(z) = -104/121*z^3 + 125/198*z + 1
*
[ 8/9 ] 
f(z) = -111/128*z^3 + 121/216*z + 1
*
[ 15/17 ] 
f(z) = -102/125*z^3 + 128/255*z + 1
*
[ 10/11 ] 
f(z) = -102/125*z^3 + 139/242*z + 1
*
[ 11/3 ] 
f(z) = -117/121*z^3 + 151/11*z + 1
*
[ -11/3 ] 
f(z) = -117/121*z^3 + 157/11*z + 1
*
[ 11/3 ] 
f(z) = -108/121*z^3 + 140/11*z + 1
*
[ -11/3 ] 
f(z) = -108/121*z^3 + 146/11*z + 1
*
10/3 | 0.17986862970753202323896230217179245791 | 0.022003078557540952277502298579390662987
f(z) = -108/125*z^3 + 142/15*z + 1
*
[ 20/3 ] 
f(z) = -108/125*z^3 + 157/4*z + 1
*
[ 15/2 ] 
f(z) = -104/125*z^3 + 143/3*z + 1
*
[ -5/2 ] 
f(z) = -119/125*z^3 + 147/20*z + 1
*
-6/7 | 0.21814515779963928850070822377381588580 | 0.026241079681421895028965305425120326839
f(z) = -119/135*z^3 + 151/35*z + 1
*
[ -5/2 ] 
f(z) = -113/125*z^3 + 141/20*z + 1
*
[ 15/7 ] 
f(z) = -112/135*z^3 + 152/35*z + 1
*
[ -2 ] 
f(z) = -111/128*z^3 + 159/32*z + 1
*
[ -2 ] 
f(z) = -109/128*z^3 + 157/32*z + 1
*
[ -2 ] 
f(z) = -107/128*z^3 + 155/32*z + 1
*
[ -2 ] 
f(z) = -105/128*z^3 + 153/32*z + 1
*
[ 8/3 ] 
f(z) = -105/128*z^3 + 155/24*z + 1
*
[ 11/4 ] 
f(z) = -104/121*z^3 + 157/22*z + 1
*
[ -2 ] 
f(z) = -103/128*z^3 + 151/32*z + 1
*
[ -2 ] 
f(z) = -101/128*z^3 + 149/32*z + 1
*
[ -5/7 ] 
f(z) = -117/125*z^3 + 141/49*z + 1
*
[ -8/5 ] 
f(z) = -115/128*z^3 + 157/40*z + 1
*
-20/19 | 0.25395017233447550788907708386505531932 | 0.025899943152713118327767360528573479760
f(z) = -114/125*z^3 + 145/57*z + 1
*
[ -11/8 ] 
f(z) = -112/121*z^3 + 153/44*z + 1
*
[ -2/3 ] 
f(z) = -111/136*z^3 + 146/51*z + 1
*
[ -8/5 ] 
f(z) = -105/128*z^3 + 149/40*z + 1
*
[ -2/3 ] 
f(z) = -105/136*z^3 + 145/51*z + 1
*
[ -3/8 ] 
f(z) = -104/135*z^3 + 151/40*z + 1
*
[ -10/9 ] 
f(z) = -102/125*z^3 + 157/54*z + 1
*
[ 10/7 ] 
f(z) = -119/125*z^3 + 157/70*z + 1
*
[ 25/18 ] 
f(z) = -108/125*z^3 + 146/75*z + 1
*
-3/8 | 0.21385779519580516962338114441087300855 | 0.025894907715298431653396399744252326616
f(z) = -116/135*z^3 + 143/80*z + 1
*
15/14 | 0.29458393577849098451875611467630998085 | 0.029841139451588631680486508555033059028
f(z) = -112/125*z^3 + 155/84*z + 1
*
15/16 | 0.20747758318408662421928750323629379909 | 0.024997952221846527054940441828363792276
f(z) = -112/135*z^3 + 149/80*z + 1
*
[ 15/14 ] 
f(z) = -119/135*z^3 + 151/140*z + 1
*
4/7 | 0.17228744750467397235925932382533497540 | 0.021818058336877309290384488246937491861
f(z) = -105/128*z^3 + 143/168*z + 1
*
[ 10/11 ] 
f(z) = -112/125*z^3 + 155/242*z + 1
*
[ 10/11 ] 
f(z) = -107/125*z^3 + 147/242*z + 1
*
[ 12/13 ] 
f(z) = -104/135*z^3 + 149/260*z + 1
*
[ -20/3 ] 
f(z) = -117/125*z^3 + 171/4*z + 1
*
[ -15/2 ] 
f(z) = -116/125*z^3 + 160/3*z + 1
*
[ -15/4 ] 
f(z) = -108/125*z^3 + 161/12*z + 1
*
-65/18 | 0.18281138998819206772164652709548509884 | 0.021850740930203231189646624232557466234
f(z) = -108/125*z^3 + 172/15*z + 1
*
[ -10 ] 
f(z) = -108/125*z^3 + 175/2*z + 1
*
[ 10 ] 
f(z) = -107/125*z^3 + 173/2*z + 1
*
[ 10/3 ] 
f(z) = -104/125*z^3 + 179/18*z + 1
*
[ -10 ] 
f(z) = -103/125*z^3 + 167/2*z + 1
*
[ 10 ] 
f(z) = -102/125*z^3 + 165/2*z + 1
*
[ -11/6 ] 
f(z) = -120/121*z^3 + 161/33*z + 1
*
[ 11/4 ] 
f(z) = -120/121*z^3 + 179/22*z + 1
*
[ -2 ] 
f(z) = -119/128*z^3 + 167/32*z + 1
*
[ -2 ] 
f(z) = -117/128*z^3 + 165/32*z + 1
*
[ -2 ] 
f(z) = -115/128*z^3 + 163/32*z + 1
*
-5/2 | 0.18345824760204084026896295811723918691 | 0.022069830524722122262300195036712002999
f(z) = -114/125*z^3 + 163/30*z + 1
*
[ -2 ] 
f(z) = -113/128*z^3 + 161/32*z + 1
*
-57/28 | 0.17878401094806655261625714767536702556 | 0.021248824439335717372578747154369683612
f(z) = -112/135*z^3 + 167/35*z + 1
*
-3/4 | 0.13186346127457198583546029467814347357 | 0.015606753038612897353337878809969848283
f(z) = -112/135*z^3 + 173/35*z + 1
*
[ 8/3 ] 
f(z) = -111/128*z^3 + 163/24*z + 1
*
[ -8/3 ] 
f(z) = -105/128*z^3 + 173/24*z + 1
*
[ -11/4 ] 
f(z) = -104/121*z^3 + 173/22*z + 1
*
-3/4 | 0.19603989984749866608573310532995901937 | 0.026670222235370651943303688804313324712
f(z) = -104/135*z^3 + 173/30*z + 1
*
[ -11/10 ] 
f(z) = -120/121*z^3 + 171/55*z + 1
*
[ -4/7 ] 
f(z) = -119/128*z^3 + 171/56*z + 1
*
[ -8/7 ] 
f(z) = -119/128*z^3 + 173/56*z + 1
*
[ 11/6 ] 
f(z) = -117/121*z^3 + 163/44*z + 1
*
[ 15/8 ] 
f(z) = -116/125*z^3 + 179/48*z + 1
*
-5/8 | 0.27299478157738511751515570967773138644 | 0.027349787183796948488118395024535183282
f(z) = -108/125*z^3 + 173/48*z + 1
*
[ -5/3 ] 
f(z) = -107/125*z^3 + 179/45*z + 1
*
[ -5/3 ] 
f(z) = -106/125*z^3 + 178/45*z + 1
*
[ -8/7 ] 
f(z) = -105/128*z^3 + 165/56*z + 1
*
[ -4/7 ] 
f(z) = -105/128*z^3 + 169/56*z + 1
*
[ -5/3 ] 
f(z) = -104/125*z^3 + 176/45*z + 1
*
[ -5/3 ] 
f(z) = -101/125*z^3 + 173/45*z + 1
*
[ -3/4 ] 
f(z) = -116/135*z^3 + 169/60*z + 1
*
-3/2 | 0.086538563467752479638227521780867531429 | 0.011829935739030584915570022805472017181
f(z) = -112/135*z^3 + 167/60*z + 1
*
[ -5/6 ] 
f(z) = -111/125*z^3 + 169/60*z + 1
*
-10/9 | 0.18393970856156166789325914060296593836 | 0.022127749762040600604082118403185059303
f(z) = -108/125*z^3 + 163/60*z + 1
*
55/36 | 0.14302505807462796220204076354643138586 | 0.017131263683424812973130441330571021696
f(z) = -108/125*z^3 + 169/60*z + 1
*
-2 | 0.099764898611867132583554531638145499287 | 0.016965281691741732035098177224597538390
f(z) = -105/124*z^3 + 179/62*z + 1
*
-2 | 0.099346947128112234533801222765576043106 | 0.016959385590133530015908327018055000736
f(z) = -103/124*z^3 + 175/62*z + 1
*
-2 | 0.078757072688763444471958423912295281565 | 0.013470947993975331421591224312954919307
f(z) = -103/132*z^3 + 173/66*z + 1
*
-2 | 0.098914762007342699762435133825256010027 | 0.016952522792048427755640674148934126933
f(z) = -101/124*z^3 + 171/62*z + 1
*
-2 | 0.078300951669195475963168834442789546014 | 0.013446734419513011701649321200389738248
f(z) = -101/132*z^3 + 169/66*z + 1
*
[ 11/9 ] 
f(z) = -117/121*z^3 + 161/99*z + 1
*
[ 11/8 ] 
f(z) = -104/121*z^3 + 167/88*z + 1
*
10/37 | 0.23041192327986108890295159016523358724 | 0.023124179981929252136927685223217369162
f(z) = -111/125*z^3 + 170/111*z + 1
*
20/17 | 0.24681615473556993688129145849715980291 | 0.024727100153844609751492566447976741333
f(z) = -102/125*z^3 + 173/102*z + 1
*
[ 7/6 ] 
f(z) = -108/133*z^3 + 166/133*z + 1
*
-6/13 | 0.20224786337996428161010310582693429116 | 0.023937127281876509426313162343509969878
f(z) = -104/135*z^3 + 173/130*z + 1
*
[ 10/11 ] 
f(z) = -117/125*z^3 + 163/242*z + 1
*
[ 15/16 ] 
f(z) = -112/125*z^3 + 173/240*z + 1
*
[ 11/12 ] 
f(z) = -102/121*z^3 + 163/264*z + 1
*
[ -10 ] 
f(z) = -118/125*z^3 + 191/2*z + 1
*
[ 10 ] 
f(z) = -117/125*z^3 + 189/2*z + 1
*
[ -10 ] 
f(z) = -113/125*z^3 + 183/2*z + 1
*
[ 10 ] 
f(z) = -112/125*z^3 + 181/2*z + 1
*
[ -15/4 ] 
f(z) = -112/135*z^3 + 194/15*z + 1
*
[ 10/3 ] 
f(z) = -109/125*z^3 + 187/18*z + 1
*
[ -10/3 ] 
f(z) = -106/125*z^3 + 193/18*z + 1
*
[ -10/3 ] 
f(z) = -101/125*z^3 + 185/18*z + 1
*
[ -11/4 ] 
f(z) = -120/121*z^3 + 195/22*z + 1
*
[ -15/7 ] 
f(z) = -119/135*z^3 + 193/35*z + 1
*
[ -5/29 ] 
f(z) = -116/125*z^3 + 198/29*z + 1
*
[ -8/3 ] 
f(z) = -111/128*z^3 + 181/24*z + 1
*
-5/12 | 0.25191539775342417222317461227011616362 | 0.029738042647134662970958040918494539372
f(z) = -108/125*z^3 + 191/20*z + 1
*
[ -5/3 ] 
f(z) = -119/125*z^3 + 191/45*z + 1
*
[ -5/3 ] 
f(z) = -116/125*z^3 + 188/45*z + 1
*
[ -5/14 ] 
f(z) = -116/125*z^3 + 192/49*z + 1
*
[ -5/3 ] 
f(z) = -112/125*z^3 + 184/45*z + 1
*
[ -5/3 ] 
f(z) = -109/125*z^3 + 181/45*z + 1
*
12/5 | 0.23188419846702535780449948495639941590 | 0.028748730331842606141060981814084219621
f(z) = -105/128*z^3 + 199/40*z + 1
*
[ -11/12 ] 
f(z) = -120/121*z^3 + 193/66*z + 1
*
[ -6/7 ] 
f(z) = -119/135*z^3 + 197/70*z + 1
*
[ -2/3 ] 
f(z) = -117/124*z^3 + 181/62*z + 1
*
-2 | 0.10167838771515982008999435811876931662 | 0.016984749501942881929877627202084315433
f(z) = -115/124*z^3 + 199/62*z + 1
*
-2 | 0.081187857441010547585260607020925495718 | 0.013584854482808141285921310795679349370
f(z) = -115/132*z^3 + 197/66*z + 1
*
-2 | 0.10131634300910501464345123289372268993 | 0.016981872461284176098447849067742494798
f(z) = -113/124*z^3 + 195/62*z + 1
*
[ -5/8 ] 
f(z) = -113/125*z^3 + 189/64*z + 1
*
-2 | 0.080813709786750458509369800258687747437 | 0.013568824125567430399832965153535077212
f(z) = -113/132*z^3 + 193/66*z + 1
*
-15/14 | 0.18623251367836556633313332537237687206 | 0.021924322251826664329098311873257346595
f(z) = -112/135*z^3 + 181/70*z + 1
*
-2 | 0.10094471399604335778317380844970587106 | 0.016978565629135818617939139150680642179
f(z) = -111/124*z^3 + 191/62*z + 1
*
-2 | 0.10056280802835803221707682508500617029 | 0.016974757921871929763188534013018069480
f(z) = -109/124*z^3 + 187/62*z + 1
*
-2 | 0.080031692402723785382718588665258443725 | 0.013533719747232227261227434240232961886
f(z) = -109/132*z^3 + 185/66*z + 1
*
-2 | 0.10016983730418942830289458245113866895 | 0.016970364182602378306528378018862068350
f(z) = -107/124*z^3 + 183/62*z + 1
*
-2 | 0.079620801790342359254010215931030624037 | 0.013514190424215813522239265728808396805
f(z) = -107/132*z^3 + 181/66*z + 1
*
[ 11/7 ] 
f(z) = -105/121*z^3 + 193/77*z + 1
*
[ -15/13 ] 
f(z) = -104/135*z^3 + 188/65*z + 1
*
[ -5/8 ] 
f(z) = -103/125*z^3 + 187/64*z + 1
*
[ 11/8 ] 
f(z) = -120/121*z^3 + 189/88*z + 1
*
[ 10/7 ] 
f(z) = -106/125*z^3 + 199/98*z + 1
*
[ 10/7 ] 
f(z) = -101/125*z^3 + 191/98*z + 1
*
-10/7 | 0.14374191790895260987452077698293399250 | 0.019750361516279564707404251917115825479
f(z) = -119/120*z^3 + 181/105*z + 1
*
-3/2 | 0.18731745040942488425271007991797641002 | 0.025144976248610747673169274321417592252
f(z) = -112/135*z^3 + 191/105*z + 1
*
15/13 | 0.14249935288568183182414077755427712828 | 0.016907123028477894076410908465885945420
f(z) = -104/125*z^3 + 183/130*z + 1
*
[ 10/9 ] 
f(z) = -113/125*z^3 + 197/162*z + 1
*
[ 10/9 ] 
f(z) = -103/125*z^3 + 181/162*z + 1
*
-3/4 | 0.21208604390885116806576343244457410124 | 0.027623054758673023704561568134862565943
f(z) = -113/135*z^3 + 193/240*z + 1
*
5/12 | 0.23215292706760460956884469846495198884 | 0.026685732915777508902618574127851881916
f(z) = -111/125*z^3 + 181/240*z + 1
*
[ 35/37 ] 
f(z) = -111/125*z^3 + 191/259*z + 1
*
-3/4 | 0.22920075865264532746140819875941023462 | 0.029852153353911446594886629949553066744
f(z) = -107/135*z^3 + 187/240*z + 1
*
[ 11/12 ] 
f(z) = -114/121*z^3 + 185/264*z + 1
*
[ 35/38 ] 
f(z) = -114/125*z^3 + 183/266*z + 1
*
[ 10/3 ] 
f(z) = -119/125*z^3 + 203/18*z + 1
*
[ -10/3 ] 
f(z) = -116/125*z^3 + 209/18*z + 1
*
[ -15/4 ] 
f(z) = -112/125*z^3 + 208/15*z + 1
*
[ -35/6 ] 
f(z) = -108/125*z^3 + 214/7*z + 1
*
-10/3 | 0.23716348421334865255538305874882448505 | 0.027702098428249394469635246701636045170
f(z) = -117/125*z^3 + 209/20*z + 1
*
10/3 | 0.24780294540721513071079947307889359150 | 0.024296903358947137726084473087226042023
f(z) = -114/125*z^3 + 215/24*z + 1
*
-5/2 | 0.22287325134226752288678484254405031299 | 0.021997793160553570079664228498730581090
f(z) = -112/125*z^3 + 201/28*z + 1
*
-15/7 | 0.20687711840499763972846410373474838606 | 0.024191642336075754140527178709489697099
f(z) = -112/125*z^3 + 207/35*z + 1
*
[ -11/6 ] 
f(z) = -117/121*z^3 + 211/44*z + 1
*
[ -20/13 ] 
f(z) = -117/125*z^3 + 201/52*z + 1
*
[ 9/4 ] 
f(z) = -112/135*z^3 + 214/45*z + 1
*
[ 11/7 ] 
f(z) = -119/121*z^3 + 215/77*z + 1
*
-2 | 0.10237611098901273934685424483796478005 | 0.016989443746957879287547599942631058163
f(z) = -119/124*z^3 + 207/62*z + 1
*
-2 | 0.081906445762299674556139042111615243002 | 0.013614412587321175404201436356779865749
f(z) = -119/132*z^3 + 205/66*z + 1
*
-2 | 0.10203146148136537027540127135183889105 | 0.016987256454985214360654304737048507406
f(z) = -117/124*z^3 + 203/62*z + 1
*
[ -8/9 ] 
f(z) = -117/128*z^3 + 205/72*z + 1
*
[ 11/7 ] 
f(z) = -112/121*z^3 + 204/77*z + 1
*
[ -11/14 ] 
f(z) = -112/121*z^3 + 219/77*z + 1
*
[ 15/8 ] 
f(z) = -112/125*z^3 + 217/60*z + 1
*
[ 15/8 ] 
f(z) = -112/135*z^3 + 203/60*z + 1
*
[ -3/2 ] 
f(z) = -109/135*z^3 + 209/60*z + 1
*
[ -3/2 ] 
f(z) = -103/135*z^3 + 203/60*z + 1
*
[ 11/6 ] 
f(z) = -102/121*z^3 + 217/66*z + 1
*
[ 10/7 ] 
f(z) = -116/125*z^3 + 215/98*z + 1
*
[ 10/7 ] 
f(z) = -111/125*z^3 + 207/98*z + 1
*
-30/17 | 0.27407079104782213995725494645457412974 | 0.026872447027036994447743453225298064138
f(z) = -102/125*z^3 + 215/102*z + 1
*
[ 5/4 ] 
f(z) = -112/135*z^3 + 202/135*z + 1
*
-21/26 | 0.17230344662750245953513037460382265821 | 0.019860387866577952177001376045412243326
f(z) = -104/135*z^3 + 217/130*z + 1
*
-5/4 | 0.15359454547016214288678191214661319262 | 0.017940751843690336484910100376749175246
f(z) = -102/125*z^3 + 209/120*z + 1
*
15/14 | 0.21463408194842286638903664923368526293 | 0.025070530920533250499745251396020616437
f(z) = -119/125*z^3 + 209/140*z + 1
*
-3/2 | 0.19815472000890643244307764104851281185 | 0.022914166147258053699234979514708305997
f(z) = -119/135*z^3 + 211/140*z + 1
*
[ 10/9 ] 
f(z) = -118/125*z^3 + 205/162*z + 1
*
[ 9/8 ] 
f(z) = -112/135*z^3 + 209/180*z + 1
*
-3/5 | 0.16141608119049217033526470405883923447 | 0.025042366983596060529428508208016004480
f(z) = -115/126*z^3 + 209/210*z + 1
*
[ 20/21 ] 
f(z) = -119/125*z^3 + 205/252*z + 1
*
95/72 | 0.16643060436942038935747139587732016610 | 0.019131021578377258779316905231351124240
f(z) = -108/125*z^3 + 217/240*z + 1
*
-16/15 | 0.19585248413174221634964422989728400068 | 0.025906137512410293780926941130974811986
f(z) = -105/128*z^3 + 209/240*z + 1
*
[ 16/17 ] 
f(z) = -119/128*z^3 + 207/272*z + 1
*
[ -15/2 ] 
f(z) = -112/135*z^3 + 239/5*z + 1
*
[ 15/2 ] 
f(z) = -104/135*z^3 + 221/5*z + 1
*
-5/2 | 0.24757457780455224876537226711323722264 | 0.028700812862420613521947762080939132199
f(z) = -114/125*z^3 + 223/30*z + 1
*
[ 20/7 ] 
f(z) = -112/125*z^3 + 223/28*z + 1
*
[ -5/28 ] 
f(z) = -112/125*z^3 + 232/35*z + 1
*
-75/28 | 0.17093707458805036740042796364317906936 | 0.019601106743216979900116034850373647528
f(z) = -112/135*z^3 + 227/35*z + 1
*
-40/39 | 0.13691249156391637084629216739728263487 | 0.015791677652970716160343653864974869901
f(z) = -117/125*z^3 + 233/65*z + 1
*
[ -4/3 ] 
f(z) = -117/136*z^3 + 223/68*z + 1
*
[ 11/6 ] 
f(z) = -114/121*z^3 + 239/66*z + 1
*
[ -20/19 ] 
f(z) = -114/125*z^3 + 225/76*z + 1
*
[ -4/3 ] 
f(z) = -113/128*z^3 + 239/72*z + 1
*
-5/6 | 0.24759207090916278221301492634116809263 | 0.028614767012036694034359015841417655214
f(z) = -111/125*z^3 + 229/60*z + 1
*
[ -4/3 ] 
f(z) = -109/128*z^3 + 235/72*z + 1
*
5/36 | 0.21292688412754676088245554844491785002 | 0.024608434177781267862138765397708707208
f(z) = -108/125*z^3 + 229/60*z + 1
*
[ -4/3 ] 
f(z) = -107/128*z^3 + 233/72*z + 1
*
[ 2 ] 
f(z) = -103/124*z^3 + 237/62*z + 1
*
[ -4/3 ] 
f(z) = -103/128*z^3 + 229/72*z + 1
*
[ 2 ] 
f(z) = -103/132*z^3 + 239/66*z + 1
*
[ 2 ] 
f(z) = -101/124*z^3 + 233/62*z + 1
*
[ -4/3 ] 
f(z) = -101/128*z^3 + 227/72*z + 1
*
[ 2 ] 
f(z) = -101/132*z^3 + 235/66*z + 1
*
[ -5/8 ] 
f(z) = -116/125*z^3 + 237/80*z + 1
*
[ -3/4 ] 
f(z) = -109/135*z^3 + 223/80*z + 1
*
[ -35/36 ] 
f(z) = -108/125*z^3 + 239/84*z + 1
*
[ -3/4 ] 
f(z) = -103/135*z^3 + 221/80*z + 1
*
35/18 | 0.22618303102764709626566795222006253244 | 0.026140476595904059963657325041825262185
f(z) = -108/125*z^3 + 229/105*z + 1
*
-1 | 0.072177677949148721200384242966461255595 | 0.013179614410780138467186725884309072435
f(z) = -119/120*z^3 + 239/120*z + 1
*
-1 | 0.10063873104536570194223782651242146299 | 0.018376591041105554390829961845954007168
f(z) = -118/121*z^3 + 239/121*z + 1
*
-1 | 0.10033062622399256839315150536417252162 | 0.018334368346710159891190874183515621848
f(z) = -117/121*z^3 + 238/121*z + 1
*
-1 | 0.087345097251864136592849851279743049974 | 0.015949178958939319025387124507349763374
f(z) = -117/122*z^3 + 239/122*z + 1
*
[ 4/3 ] 
f(z) = -117/124*z^3 + 239/124*z + 1
*
-1 | 0.10001569334999786010557775603009839123 | 0.018290891242691288147420184700685159534
f(z) = -116/121*z^3 + 237/121*z + 1
*
-1 | 0.079361627902808276687219406992242365873 | 0.014491400727905507853153184069444069322
f(z) = -116/123*z^3 + 239/123*z + 1
*
-1 | 0.099693541699460725894903926588349233562 | 0.018246085395191523905398301554414975163
f(z) = -115/121*z^3 + 236/121*z + 1
*
-1 | 0.086699886010036103250330813007720433015 | 0.015855693568146785417819931905838577736
f(z) = -115/122*z^3 + 237/122*z + 1
*
-1 | 0.079030186843854094071710432840433228675 | 0.014441936730960511648172718637088875058
f(z) = -115/123*z^3 + 238/123*z + 1
*
-1 | 0.090651584597850644802041396086217304087 | 0.016552942193119948800974963461853997525
f(z) = -115/124*z^3 + 239/124*z + 1
*
-1 | 0.099363737790884439761737724841187035961 | 0.018199868384415375170077167365947759281
f(z) = -114/121*z^3 + 235/121*z + 1
*
-1 | 0.098689608210190689156988555428303978248 | 0.018020682010269848254207983750944045954
f(z) = -114/125*z^3 + 239/125*z + 1
*
-1 | 0.070289560518505014234922904734937898714 | 0.012894710084557620245186033922109933528
f(z) = -113/120*z^3 + 233/120*z + 1
*
-1 | 0.099025797580591812533249606777795213072 | 0.018152148239599780769630378712748297293
f(z) = -113/121*z^3 + 234/121*z + 1
*
-1 | 0.086022066489687355582671253446779185165 | 0.015756153331938810782465882793744395124
f(z) = -113/122*z^3 + 235/122*z + 1
*
-1 | 0.078341742078509316609535670783841834339 | 0.014338241892155410746374410514385240350
f(z) = -113/123*z^3 + 236/123*z + 1
*
-1 | 0.089951900535109993318523573219846562809 | 0.016450422675204264582964354115870171110
f(z) = -113/124*z^3 + 237/124*z + 1
*
-1 | 0.098328871283710023889712322287739214452 | 0.017968568652277369675795000856597010345
f(z) = -113/125*z^3 + 238/125*z + 1
*
-1 | 0.071744680253451979167320448488020386338 | 0.013100549209014296941140692616635190404
f(z) = -113/126*z^3 + 239/126*z + 1
*
-1 | 0.098679176554421667721108668418961165165 | 0.018102821580697605715338496583573336073
f(z) = -112/121*z^3 + 233/121*z + 1
*
-1 | 0.077983501602416459270520476592607926121 | 0.014283776927824364658065127356104894160
f(z) = -112/123*z^3 + 235/123*z + 1
*
-1 | 0.097957453088423731920639962172000304476 | 0.017914479826494455343783741640479466142
f(z) = -112/125*z^3 + 237/125*z + 1
*
-1 | 0.097567200850179752945453810644295231867 | 0.017815730886361597111095770645001009910
f(z) = -112/127*z^3 + 239/127*z + 1
*
-1 | 0.098323256959340604648841074502403735804 | 0.018051771225617356788833086673339001989
f(z) = -111/121*z^3 + 232/121*z + 1
*
-1 | 0.085307113077208693276287596454042644871 | 0.015649699374512126468265846129690750680
f(z) = -111/122*z^3 + 233/122*z + 1
*
-1 | 0.089211741183341920743419684951340457265 | 0.016340387187309528694977874135285148737
f(z) = -111/124*z^3 + 235/124*z + 1
*
-1 | 0.097574385740338544772950234389610918314 | 0.017858233785781990074533934350683447954
f(z) = -111/125*z^3 + 236/125*z + 1
*
-1 | 0.097167127324486431461509694732596048308 | 0.017756272143478372134915203424964110331
f(z) = -111/127*z^3 + 238/127*z + 1
*
-1 | 0.088395973467165899484736529040485764945 | 0.016141068525141421502247101539567584959
f(z) = -111/128*z^3 + 239/128*z + 1
*
-1 | 0.077235155575266674833621896787971357055 | 0.014168888411481423583628994894443222973
f(z) = -110/123*z^3 + 233/123*z + 1
*
-1 | 0.096752042371941719400053890335797167677 | 0.017694034058640889334034448119971820717
f(z) = -110/127*z^3 + 237/127*z + 1
*
-1 | 0.075949223439709725075374957532498022231 | 0.013868297071551395854549133704819570125
f(z) = -110/129*z^3 + 239/129*z + 1
*
-1 | 0.068867533481629216034975431105382109701 | 0.012674099528202294667181809683137494276
f(z) = -109/120*z^3 + 229/120*z + 1
*
-1 | 0.097580578918864504724829583098264652174 | 0.017943941854387302841213929568774571845
f(z) = -109/121*z^3 + 230/121*z + 1
*
-1 | 0.084550391387252576720908945478401901467 | 0.015535446906949426503154315788442102693
f(z) = -109/122*z^3 + 231/122*z + 1
*
-1 | 0.076843109350499673181505457988473935170 | 0.014108098868550955594280505415870377669
f(z) = -109/123*z^3 + 232/123*z + 1
*
-1 | 0.088423573276803583412689682355549173452 | 0.016221417997695992052358647144547866632
f(z) = -109/124*z^3 + 233/124*z + 1
*
-1 | 0.096768415763970372459257935707197031451 | 0.017738353749983668557682362287561654288
f(z) = -109/125*z^3 + 234/125*z + 1
*
-1 | 0.070149872708600442083215875355283184671 | 0.012848937437991039516627774488185299229
f(z) = -109/126*z^3 + 235/126*z + 1
*
-1 | 0.096319940208646636170296898315819010725 | 0.017628642982760184983254637874555343212
f(z) = -109/127*z^3 + 236/127*z + 1
*
-1 | 0.087524501126035685269868139620876582990 | 0.016006499355705003032287468164160934087
f(z) = -109/128*z^3 + 237/128*z + 1
*
-1 | 0.075488011809224169954122061864001885410 | 0.013794641440602844482744473388230687913
f(z) = -109/129*z^3 + 238/129*z + 1
*
-1 | 0.082734331101524977650094008817507190839 | 0.015107254949655449375957675705899793138
f(z) = -109/130*z^3 + 239/130*z + 1
*
-1 | 0.097192037865813819296417910445727748087 | 0.017886825605402660376247049008645419074
f(z) = -108/121*z^3 + 229/121*z + 1
*
-1 | 0.096342341189432962487527452676484184789 | 0.017674126133968532351925169528254397194
f(z) = -108/125*z^3 + 233/125*z + 1
*
-1 | 0.095868211492415151585965856906073122202 | 0.017559613498872613489940793628669782055
f(z) = -108/127*z^3 + 235/127*z + 1
*
-1 | 0.094757706582521121677725078516366436017 | 0.017302718384586114254414668825590976543
f(z) = -108/131*z^3 + 239/131*z + 1
*
-1 | 0.068093465665525028288559699404091683547 | 0.012551906551415238025075137661150207288
f(z) = -107/120*z^3 + 227/120*z + 1
*
-1 | 0.096790560444898879269108460995801799454 | 0.017827297626572057974557780269994465750
f(z) = -107/121*z^3 + 228/121*z + 1
*
-1 | 0.083743714732630758674651512504522620570 | 0.015411851154301479951708675795945180779
f(z) = -107/122*z^3 + 229/122*z + 1
*
-1 | 0.076016855199195567785681726367903257170 | 0.013978622024592688890986371231067306355
f(z) = -107/123*z^3 + 230/123*z + 1
*
-1 | 0.087576448087317075481290562283236847550 | 0.016091460219601676895264129000191608781
f(z) = -107/124*z^3 + 231/124*z + 1
*
-1 | 0.095898037955664481913563688565422243369 | 0.017606510358755663378405232283576245900
f(z) = -107/125*z^3 + 232/125*z + 1
*
-1 | 0.069253274030734403616556625563402345868 | 0.012704601998438223654207699748531675962
f(z) = -107/126*z^3 + 233/126*z + 1
*
-1 | 0.095393343586142378925884943792396711211 | 0.017486293028212970179061425392303658123
f(z) = -107/127*z^3 + 234/127*z + 1
*
-1 | 0.086562982082340949743677598082047969198 | 0.015855229642998000727943226869610679996
f(z) = -107/128*z^3 + 235/128*z + 1
*
-1 | 0.074485994419725276674781625973914278084 | 0.013632556249482893070579122999843502931
f(z) = -107/129*z^3 + 236/129*z + 1
*
-1 | 0.081681207055188324220678366918756585911 | 0.014937876494941380576166147910442424677
f(z) = -107/130*z^3 + 237/130*z + 1
*
-1 | 0.094174439982116048104381045319882645415 | 0.017209389958580431175745840587384473081
f(z) = -107/131*z^3 + 238/131*z + 1
*
-1 | 0.064890030868287054404886652792322757615 | 0.011848893040728955660631226169603383153
f(z) = -107/132*z^3 + 239/132*z + 1
*
-1 | 0.096374754081543425677582483398249882221 | 0.017765095304285687629079530636646581271
f(z) = -106/121*z^3 + 227/121*z + 1
*
-1 | 0.075578094991891066823245486780627421598 | 0.013909083854944152371525285353412164124
f(z) = -106/123*z^3 + 229/123*z + 1
*
-1 | 0.095432541617106200245749824384576777248 | 0.017534953524902551951013569586129039538
f(z) = -106/125*z^3 + 231/125*z + 1
*
-1 | 0.094890404418094581432863249830832252376 | 0.017407766469895969765266666740897490849
f(z) = -106/127*z^3 + 233/127*z + 1
*
-1 | 0.073927620528884828520299356035401363576 | 0.013540885171110590022219298355987203056
f(z) = -106/129*z^3 + 235/129*z + 1
*
-1 | 0.093520310088176985351460762997851483952 | 0.017103014172181877391970743676354928216
f(z) = -106/131*z^3 + 237/131*z + 1
*
-1 | 0.092469128883619356805524452770778536054 | 0.016884825034762832876167571958206455934
f(z) = -106/133*z^3 + 239/133*z + 1
*
-1 | 0.095942892664274844407815259237847872465 | 0.017699893585624907306747947282948182523
f(z) = -105/121*z^3 + 226/121*z + 1
*
-1 | 0.082873052609439752300094373292435948877 | 0.015276279475827235164769468094202738728
f(z) = -105/122*z^3 + 227/122*z + 1
*
-1 | 0.086652988578404081338611213027907875430 | 0.015947262028076462202950475217277954945
f(z) = -105/124*z^3 + 229/124*z + 1
*
-1 | 0.094352089025651127175725663590705910986 | 0.017322680090372371467274006452002244171
f(z) = -105/127*z^3 + 232/127*z + 1
*
-1 | 0.085464032232980764319965705298140375353 | 0.015678486395023681500200484257960347247
f(z) = -105/128*z^3 + 233/128*z + 1
*
-1 | 0.092748444993140251373910104033589749868 | 0.016974981716646294333217597390270116868
f(z) = -105/131*z^3 + 236/131*z + 1
*
-1 | 0.077865188142296482525803957646737116044 | 0.014218151440966674808431647474044865628
f(z) = -105/134*z^3 + 239/134*z + 1
*
-1 | 0.095492782352745616320962180967926887789 | 0.017631279935999500282021747619125346613
f(z) = -104/121*z^3 + 225/121*z + 1
*
-1 | 0.074641521808750051985423896364224451970 | 0.013758932629466559196183981123306175776
f(z) = -104/123*z^3 + 227/123*z + 1
*
-1 | 0.094419986556450136846363773680699957045 | 0.017376668606654755677005065687707498484
f(z) = -104/125*z^3 + 229/125*z + 1
*
-1 | 0.093766786138349818150439295457946520786 | 0.017228884500554055691354146214946454315
f(z) = -104/127*z^3 + 231/127*z + 1
*
-1 | 0.072610683159573100268429815796311144675 | 0.013320523011918234375087130848152340652
f(z) = -104/129*z^3 + 233/129*z + 1
*
-1 | 0.091722836131803673328679151691970181429 | 0.016800329602710158275507880513380498698
f(z) = -104/131*z^3 + 235/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016562001615840932496609105495536650981
f(z) = -104/133*z^3 + 237/133*z + 1
*
-1 | 0.077277079244142029990092340262695560038 | 0.014110762997205914160060467426664702000
f(z) = -104/135*z^3 + 239/135*z + 1
*
-1 | 0.066371659628727983466191941611170216336 | 0.012274745917828572457959567744707078922
f(z) = -103/120*z^3 + 223/120*z + 1
*
-1 | 0.095021549831819178682625641075411878323 | 0.017558714838574311951500194146766094569
f(z) = -103/121*z^3 + 224/121*z + 1
*
-1 | 0.081921432330777718343449322970145607231 | 0.015125537978844461213399010961198313403
f(z) = -103/122*z^3 + 225/122*z + 1
*
-1 | 0.074133529966142479529678978243974809203 | 0.013676423079289222510865288141672053547
f(z) = -103/123*z^3 + 226/123*z + 1
*
-1 | 0.085621853651090636052277961775448859244 | 0.015782975580453660314005560520974325166
f(z) = -103/124*z^3 + 227/124*z + 1
*
-1 | 0.093858263378053469457642344610783730798 | 0.017287214664970274936699190580912630769
f(z) = -103/125*z^3 + 228/125*z + 1
*
-1 | 0.067107930136245088503616729877643852659 | 0.012350269316749968369581061242188391946
f(z) = -103/126*z^3 + 229/126*z + 1
*
-1 | 0.093114110634698358400949879435250586766 | 0.017122609904182523579422614725635038477
f(z) = -103/127*z^3 + 230/127*z + 1
*
-1 | 0.084101009014767751250482501950333372073 | 0.015452876550099374875716821178534478239
f(z) = -103/128*z^3 + 231/128*z + 1
*
-1 | 0.071752066695629811285397587296784754362 | 0.013173403048379187527987233667661002351
f(z) = -103/129*z^3 + 232/129*z + 1
*
-1 | 0.078461686551860397812293210904765648436 | 0.014393897093229285662085816987756115916
f(z) = -103/130*z^3 + 233/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016549242473916725309616538986241197684
f(z) = -103/131*z^3 + 234/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011268483050743194551580270009279720781
f(z) = -103/132*z^3 + 235/132*z + 1
*
-1 | 0.090599286143792159368324842804666368753 | 0.016581638926084677023440046691237945207
f(z) = -103/133*z^3 + 236/133*z + 1
*
-1 | 0.077865577201676455009874913453744893285 | 0.014240073296910026985507057600175529299
f(z) = -103/134*z^3 + 237/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014121250894954932647768045252172804628
f(z) = -103/135*z^3 + 238/135*z + 1
*
-1 | 0.082418618427947350595044351611845943021 | 0.015049605944858133161309660684193375272
f(z) = -103/136*z^3 + 239/136*z + 1
*
-1 | 0.094525292009729732484310840392884961046 | 0.017481466468043184684301776303169850916
f(z) = -102/121*z^3 + 223/121*z + 1
*
-1 | 0.093242017849049015843825059600338989796 | 0.017187627083859793318446441313909635883
f(z) = -102/125*z^3 + 227/125*z + 1
*
-1 | 0.092352314721167563273068231746473482275 | 0.016996142728825508356097421651677908984
f(z) = -102/127*z^3 + 229/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016562244548481662471775878826777180446
f(z) = -102/131*z^3 + 233/131*z + 1
*
-1 | 0.090568341027921714989545260646912753950 | 0.016588867560236236840249501116414937455
f(z) = -102/133*z^3 + 235/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016636787047285631126761449583094342578
f(z) = -102/137*z^3 + 239/137*z + 1
*
-1 | 0.065389395287064543777622379997354728864 | 0.012113268699492810043374928687202736841
f(z) = -101/120*z^3 + 221/120*z + 1
*
-1 | 0.093998461400322871777062885848175843842 | 0.017398496107822011970171265338163745575
f(z) = -101/121*z^3 + 222/121*z + 1
*
-1 | 0.080849714872735429698016636381729514197 | 0.014952311169301595846058210112191571925
f(z) = -101/122*z^3 + 223/122*z + 1
*
-1 | 0.073002784885743151197763986724444214840 | 0.013489940802894670726791156602613045352
f(z) = -101/123*z^3 + 224/123*z + 1
*
-1 | 0.084413766945993333895104195369325321749 | 0.015585709399263699455052608243928513107
f(z) = -101/124*z^3 + 225/124*z + 1
*
-1 | 0.092544108631682261830174497672969425160 | 0.017072873552906942399183117298950146138
f(z) = -101/125*z^3 + 226/125*z + 1
*
-1 | 0.065635438552745641368733469057198023171 | 0.012098809821517520897036637302676125472
f(z) = -101/126*z^3 + 227/126*z + 1
*
-1 | 0.091367846189276381229981634450372334843 | 0.016828519021153492969973555655145045647
f(z) = -101/127*z^3 + 228/127*z + 1
*
-1 | 0.081603595373037437561466280283504152455 | 0.015017992330056615664546821108673973848
f(z) = -101/128*z^3 + 229/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012808361859757102931622724716747102964
f(z) = -101/129*z^3 + 230/129*z + 1
*
-1 | 0.077304722959529353903107654069171293940 | 0.014204114250561215897144444959237811790
f(z) = -101/130*z^3 + 231/130*z + 1
*
-1 | 0.090282309717784428851387805379150515734 | 0.016575484286690425532362259553204287886
f(z) = -101/131*z^3 + 232/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011286151685459765428063363876312346353
f(z) = -101/132*z^3 + 233/132*z + 1
*
-1 | 0.090562869889835936778655731116519379047 | 0.016600832100402910090842024949556939374
f(z) = -101/133*z^3 + 234/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014262132184668157767880694733248030353
f(z) = -101/134*z^3 + 235/134*z + 1
*
-1 | 0.077276231040774024823663272670626215864 | 0.014143230208824448928248197089068858104
f(z) = -101/135*z^3 + 236/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015072569750481697170111208410151257647
f(z) = -101/136*z^3 + 237/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016649534227914510915950528756740257457
f(z) = -101/137*z^3 + 238/137*z + 1
*
-1 | 0.058066038169200431511966702386614755020 | 0.010602834770756566626322650245917528297
f(z) = -101/138*z^3 + 239/138*z + 1
*
-85/56 | 0.25545964530126031773988892596106740433 | 0.029465071637064158804895143027557434646
f(z) = -112/125*z^3 + 233/140*z + 1
*
15/17 | 0.24681395869390646971390521950551745417 | 0.028553786621274219807077661540695091681
f(z) = -102/125*z^3 + 227/170*z + 1
*
[ 15/13 ] 
f(z) = -104/135*z^3 + 226/195*z + 1
*
[ 16/15 ] 
f(z) = -105/128*z^3 + 239/240*z + 1
*
[ 15/14 ] 
f(z) = -104/135*z^3 + 233/245*z + 1
*
[ 15/2 ] 
f(z) = -116/135*z^3 + 246/5*z + 1
*
[ -9/4 ] 
f(z) = -112/135*z^3 + 254/45*z + 1
*
[ -4/3 ] 
f(z) = -119/128*z^3 + 245/72*z + 1
*
[ -5/13 ] 
f(z) = -117/125*z^3 + 243/65*z + 1
*
[ -4/9 ] 
f(z) = -117/128*z^3 + 247/72*z + 1
*
[ -4/3 ] 
f(z) = -115/128*z^3 + 241/72*z + 1
*
[ 2 ] 
f(z) = -113/124*z^3 + 257/62*z + 1
*
[ 2 ] 
f(z) = -113/132*z^3 + 259/66*z + 1
*
[ -10/7 ] 
f(z) = -112/125*z^3 + 247/70*z + 1
*
[ -45/28 ] 
f(z) = -112/125*z^3 + 248/63*z + 1
*
[ 2 ] 
f(z) = -111/124*z^3 + 253/62*z + 1
*
[ 2 ] 
f(z) = -109/124*z^3 + 249/62*z + 1
*
[ 2 ] 
f(z) = -109/132*z^3 + 251/66*z + 1
*
[ -25/18 ] 
f(z) = -108/125*z^3 + 254/75*z + 1
*
[ 2 ] 
f(z) = -107/124*z^3 + 245/62*z + 1
*
[ 2 ] 
f(z) = -107/132*z^3 + 247/66*z + 1
*
[ 2 ] 
f(z) = -105/124*z^3 + 241/62*z + 1
*
[ -5/13 ] 
f(z) = -104/125*z^3 + 242/65*z + 1
*
[ -5/6 ] 
f(z) = -118/125*z^3 + 257/90*z + 1
*
[ -5/9 ] 
f(z) = -116/125*z^3 + 250/81*z + 1
*
[ -5/4 ] 
f(z) = -113/125*z^3 + 257/80*z + 1
*
[ -5/4 ] 
f(z) = -109/125*z^3 + 253/80*z + 1
*
[ -5/4 ] 
f(z) = -107/125*z^3 + 251/80*z + 1
*
[ -5/9 ] 
f(z) = -106/125*z^3 + 248/81*z + 1
*
[ -5/6 ] 
f(z) = -106/125*z^3 + 251/90*z + 1
*
[ -5/4 ] 
f(z) = -103/125*z^3 + 247/80*z + 1
*
[ -5/9 ] 
f(z) = -101/125*z^3 + 247/81*z + 1
*
[ 10/7 ] 
f(z) = -119/120*z^3 + 244/105*z + 1
*
-4/13 | 0.24302057195917234354280305051985645586 | 0.029401265126263653856187274216796330223
f(z) = -117/128*z^3 + 243/104*z + 1
*
[ 35/24 ] 
f(z) = -108/125*z^3 + 241/112*z + 1
*
35/18 | 0.21829393355689177745589743637111626464 | 0.025045070022661190843409855609093285853
f(z) = -108/125*z^3 + 244/105*z + 1
*
-1 | 0.10123584183794422062201305562603321979 | 0.018457536908939913515962437323421326194
f(z) = -120/121*z^3 + 241/121*z + 1
*
-1 | 0.10036991458900736821298432736592906163 | 0.018217977832805811054305372666100990457
f(z) = -120/127*z^3 + 247/127*z + 1
*
-1 | 0.099735786294575205439851782305385175588 | 0.018050246268181359283753068488766250264
f(z) = -120/131*z^3 + 251/131*z + 1
*
-1 | 0.099397630471600572436885912443356618671 | 0.017963244892500498474523801423396979787
f(z) = -120/133*z^3 + 253/133*z + 1
*
-1 | 0.098668391562861568981831556793162701065 | 0.017781048602206122181849171763926869313
f(z) = -120/137*z^3 + 257/137*z + 1
*
-1 | 0.098270669186511046782265929277983770619 | 0.017684669760405594219066957686887992719
f(z) = -120/139*z^3 + 259/139*z + 1
*
-1 | 0.10094036201260158753241248743333869228 | 0.018417626744702611993542838248912555921
f(z) = -119/121*z^3 + 240/121*z + 1
*
-1 | 0.087962582209217337880909693707096509689 | 0.016037527601452304277739185893303779657
f(z) = -119/122*z^3 + 241/122*z + 1
*
-1 | 0.080310819842069508077593304206153241620 | 0.014631395699637960766767571022905192721
f(z) = -119/123*z^3 + 242/123*z + 1
*
-1 | 0.091950330545381514706759865744197685018 | 0.016739359552742026672484704061144778425
f(z) = -119/124*z^3 + 243/124*z + 1
*
-1 | 0.10035825570304352106728526089075882035 | 0.018256355197805634487014074918801433692
f(z) = -119/125*z^3 + 244/125*z + 1
*
-1 | 0.10005074484607010542507525956269485077 | 0.018173427738739421324959071864721601082
f(z) = -119/127*z^3 + 246/127*z + 1
*
-1 | 0.091335004504687558869214205684173360573 | 0.016578066188848320701821454444419582292
f(z) = -119/128*z^3 + 247/128*z + 1
*
-1 | 0.079386031614965246341017795570588298302 | 0.014398668282452075919595071696154725795
f(z) = -119/129*z^3 + 248/129*z + 1
*
-1 | 0.086730119031152906800348534098214562071 | 0.015719231438609106387722516863941654956
f(z) = -119/130*z^3 + 249/130*z + 1
*
-1 | 0.099396619981831904116753622271581628011 | 0.018001869697253143878228182424823954242
f(z) = -119/131*z^3 + 250/131*z + 1
*
-1 | 0.070321688023975153032913336556988304768 | 0.012726863987194653661189288839335489400
f(z) = -119/132*z^3 + 251/132*z + 1
*
-1 | 0.086028751084975924617042158748569309391 | 0.015547206872068467164067214612373165467
f(z) = -119/134*z^3 + 253/134*z + 1
*
-1 | 0.085114937433947680592966508655697120896 | 0.015371103373857916471652293535144293816
f(z) = -119/135*z^3 + 254/135*z + 1
*
-1 | 0.098287641955608177442537550681435524429 | 0.017724886703753241859252318216941855263
f(z) = -119/137*z^3 + 256/137*z + 1
*
-1 | 0.064903096540114405322308243521368508767 | 0.011696198708967591202446334943140633512
f(z) = -119/138*z^3 + 257/138*z + 1
*
-1 | 0.097870502457850365277989296497731356827 | 0.017624926124729188423298514953560792575
f(z) = -119/139*z^3 + 258/139*z + 1
*
-1 | 0.080001512394563198061752888042873814506 | 0.014586048191878698429160930296296476798
f(z) = -118/123*z^3 + 241/123*z + 1
*
-1 | 0.10004058429757458845413110924721403848 | 0.018212172816464245237698834742524038480
f(z) = -118/125*z^3 + 243/125*z + 1
*
-1 | 0.099723889555410869631445583636500797617 | 0.018127469342242771752097673512998309707
f(z) = -118/127*z^3 + 245/127*z + 1
*
-1 | 0.079050027824711360083823306342512435362 | 0.014348240311753727930427929814176459499
f(z) = -118/129*z^3 + 247/129*z + 1
*
-1 | 0.099048154820533415755530904805981518053 | 0.017951789834762022464714894819714983448
f(z) = -118/131*z^3 + 249/131*z + 1
*
-1 | 0.098685080080379107312717963847890556814 | 0.017860088786836274130137822936777797817
f(z) = -118/133*z^3 + 251/133*z + 1
*
-1 | 0.084738282717657410840307992405589855288 | 0.015313992064047556476128318622631327754
f(z) = -118/135*z^3 + 253/135*z + 1
*
-1 | 0.097892861969943485172472111429100685966 | 0.017666162450525479046943201999486522930
f(z) = -118/137*z^3 + 255/137*z + 1
*
-1 | 0.097453250189471556568831374194521318126 | 0.017562067756602352221978520574167026052
f(z) = -118/139*z^3 + 257/139*z + 1
*
-1 | 0.091316314799671103405679605159914610485 | 0.016648987356685096547341024366174704600
f(z) = -117/124*z^3 + 241/124*z + 1
*
-1 | 0.099715395422768845389025089298809530068 | 0.018166610808424825730282195370734461373
f(z) = -117/125*z^3 + 242/125*z + 1
*
-1 | 0.099388841552725290671518613417682442810 | 0.018080007283645426144838043979815533135
f(z) = -117/127*z^3 + 244/127*z + 1
*
-1 | 0.090662804225732488233178008900655577114 | 0.016480376080503078706114138245986247833
f(z) = -117/128*z^3 + 245/128*z + 1
*
-1 | 0.098689626993313456552177765607992712889 | 0.017899864410501315655198393727919180705
f(z) = -117/131*z^3 + 248/131*z + 1
*
-1 | 0.098312164233877387470424382626551132997 | 0.017805462303614579964853216556400211986
f(z) = -117/133*z^3 + 250/133*z + 1
*
-1 | 0.085279603511632226897961237842499719442 | 0.015433957080273719087084585157534826876
f(z) = -117/134*z^3 + 251/134*z + 1
*
-1 | 0.089143450763272200168594101268508535615 | 0.016110098691746344927566198037262517275
f(z) = -117/136*z^3 + 253/136*z + 1
*
-1 | 0.097482166122954912313516885853477248351 | 0.017604529801203815333098271707131854511
f(z) = -117/137*z^3 + 254/137*z + 1
*
-1 | 0.097016036157512470584111781089127457749 | 0.017495569281393450765122488718043747451
f(z) = -117/139*z^3 + 256/139*z + 1
*
-1 | 0.099382209376320344589725315202023241063 | 0.018119578642827009255271501520278393599
f(z) = -116/125*z^3 + 241/125*z + 1
*
-1 | 0.099045025935136961104019185409447384184 | 0.018030933561686823917390120351673442265
f(z) = -116/127*z^3 + 243/127*z + 1
*
-1 | 0.078348185565619292064844118949226116048 | 0.014241866599797605757874299166162309231
f(z) = -116/129*z^3 + 245/129*z + 1
*
-1 | 0.098320138166960223548941880992746815430 | 0.017845926291544932910178357718154199358
f(z) = -116/131*z^3 + 247/131*z + 1
*
-1 | 0.097926638328135376661756673915641292904 | 0.017748522763263025595381916201829506190
f(z) = -116/133*z^3 + 249/133*z + 1
*
-1 | 0.083943510990395447281964515361369212969 | 0.015192150202909069910767850961282142648
f(z) = -116/135*z^3 + 251/135*z + 1
*
-1 | 0.097053103961585769337897670274695640532 | 0.017539539582257832088021029428295014482
f(z) = -116/137*z^3 + 253/137*z + 1
*
-1 | 0.096554909783026266872812173292189144895 | 0.017424709905268679516139848602036159214
f(z) = -116/139*z^3 + 255/139*z + 1
*
-1 | 0.072469007357929136707897626576388075688 | 0.013212705636452458372854953304080984727
f(z) = -115/126*z^3 + 241/126*z + 1
*
-1 | 0.098691784737451473246823712557819178246 | 0.017980124691003687346561492833672219940
f(z) = -115/127*z^3 + 242/127*z + 1
*
-1 | 0.089953628012491119941624233455931264927 | 0.016375864158873626615406408776516977853
f(z) = -115/128*z^3 + 243/128*z + 1
*
-1 | 0.077981848909056107714103212824046769478 | 0.014185821810991930898363629099986487759
f(z) = -115/129*z^3 + 244/129*z + 1
*
-1 | 0.097938615641442569951982410641534127656 | 0.017789776147397096652523288180682846469
f(z) = -115/131*z^3 + 246/131*z + 1
*
-1 | 0.068835224931576895504414432525410190673 | 0.012494168267998243126266285384221038090
f(z) = -115/132*z^3 + 247/132*z + 1
*
-1 | 0.097527040726932967800740359415986103394 | 0.017688999933983113116040390779451798589
f(z) = -115/133*z^3 + 248/133*z + 1
*
-1 | 0.084474155369730176732189045459997537420 | 0.015310353700320079503092188789010756986
f(z) = -115/134*z^3 + 249/134*z + 1
*
-1 | 0.088291978781401272508069932229008511014 | 0.015979138679493416913248381462571610150
f(z) = -115/136*z^3 + 251/136*z + 1
*
-1 | 0.096602384365564681849563681046551791049 | 0.017470589248309102209789580654824511466
f(z) = -115/137*z^3 + 252/137*z + 1
*
-1 | 0.096064190445290752459415379438670883951 | 0.017348454294599508490490217757817773887
f(z) = -115/139*z^3 + 254/139*z + 1
*
-1 | 0.098328356577262230513916379248523324643 | 0.017927437928806551047973580578617867327
f(z) = -114/127*z^3 + 241/127*z + 1
*
-1 | 0.097543755694734659713398395879709252176 | 0.017731172026749133783722896837088975195
f(z) = -114/131*z^3 + 245/131*z + 1
*
-1 | 0.096125405220436736349142755165557287974 | 0.017396837196760371056965694851650040505
f(z) = -114/137*z^3 + 251/137*z + 1
*
-1 | 0.095535211589551477695630950250201412354 | 0.017265224467602248341116629997323433040
f(z) = -114/139*z^3 + 253/139*z + 1
*
-1 | 0.097953849096609004775659743773359473657 | 0.017872706169243234178450540201909988829
f(z) = -113/127*z^3 + 240/127*z + 1
*
-1 | 0.089201049952809091312682463130171285293 | 0.016263327710118052665707638227737182712
f(z) = -113/128*z^3 + 241/128*z + 1
*
-1 | 0.077213422137174257672005566011026769931 | 0.014067097494880584994575145881622646970
f(z) = -113/129*z^3 + 242/129*z + 1
*
-1 | 0.084513089521256837424180543458103189779 | 0.015385425849134699801197103946073725116
f(z) = -113/130*z^3 + 243/130*z + 1
*
-1 | 0.097133940784274368876140623742927683087 | 0.017669814130364101486674617468113377892
f(z) = -113/131*z^3 + 244/131*z + 1
*
-1 | 0.068009508722513051040808718886346278359 | 0.012362537099631766508539586485228788781
f(z) = -113/132*z^3 + 245/132*z + 1
*
-1 | 0.096677735301875224343688663118416472099 | 0.017560747190405534194768356052076488200
f(z) = -113/133*z^3 + 246/133*z + 1
*
-1 | 0.083598059236392900799233325900607032725 | 0.015173746000188310982816563266240147993
f(z) = -113/134*z^3 + 247/134*z + 1
*
-1 | 0.082614631859884944661329159766547545660 | 0.014984256741750736576144898941057847893
f(z) = -113/135*z^3 + 248/135*z + 1
*
-1 | 0.087348664113507429028501121838958471982 | 0.015831338436885585240034808470346138014
f(z) = -113/136*z^3 + 249/136*z + 1
*
-1 | 0.095615394677712478440786427675809892189 | 0.017317046357856329092409276116526442553
f(z) = -113/137*z^3 + 250/137*z + 1
*
-1 | 0.062120904757466437634130833887855442703 | 0.011242680996795805564792856698195191580
f(z) = -113/138*z^3 + 251/138*z + 1
*
-1 | 0.094953642540354806733116379061948335214 | 0.017172413469378567373978643937277711883
f(z) = -113/139*z^3 + 252/139*z + 1
*
-1 | 0.076808724553497285424631201279486278769 | 0.014003932230288494824693825816805832876
f(z) = -112/129*z^3 + 241/129*z + 1
*
-1 | 0.096707114601800151837175636557668430649 | 0.017605321840891100815179852766359834362
f(z) = -112/131*z^3 + 243/131*z + 1
*
-1 | 0.082120313070568754308650262690901976698 | 0.014905522728287205264068061289659618615
f(z) = -112/135*z^3 + 247/135*z + 1
*
-1 | 0.095061696213942685339586466176841443158 | 0.017229271911836927349361766337555140575
f(z) = -112/137*z^3 + 249/137*z + 1
*
-1 | 0.094292820749565737799942813091657100881 | 0.017065174889423996727305164578356597615
f(z) = -112/139*z^3 + 251/139*z + 1
*
-1 | 0.083665844718787319823484911204157225239 | 0.015254137160104556458763209716585786487
f(z) = -111/130*z^3 + 241/130*z + 1
*
-1 | 0.096260586244230234808812172019298008489 | 0.017537197732361810816645820663057823205
f(z) = -111/131*z^3 + 242/131*z + 1
*
-1 | 0.095741352741225686587340500828286016311 | 0.017416485873709848201413945375250787180
f(z) = -111/133*z^3 + 244/133*z + 1
*
-1 | 0.082622036774372205077943248184520009787 | 0.015018752731148586677060505804683169952
f(z) = -111/134*z^3 + 245/134*z + 1
*
-1 | 0.086260857083413760520923291631244435099 | 0.015657066050313988990897213530961850976
f(z) = -111/136*z^3 + 247/136*z + 1
*
-1 | 0.094445890175663440889419107431859934752 | 0.017130155212644743343960026161239383890
f(z) = -111/137*z^3 + 248/137*z + 1
*
-1 | 0.093492488478481804298310331819336247465 | 0.016932563658293438152880167313320796109
f(z) = -111/139*z^3 + 250/139*z + 1
*
-1 | 0.095790708887161353608853422389473227292 | 0.017464768531767295911313772015461288985
f(z) = -110/131*z^3 + 241/131*z + 1
*
-1 | 0.095227937638417842326528828299604354603 | 0.017336040861852431378482976212898917334
f(z) = -110/133*z^3 + 243/133*z + 1
*
-1 | 0.093731228023806849733680427326280709920 | 0.017013000771910566808940699152871759534
f(z) = -110/137*z^3 + 247/137*z + 1
*
-1 | 0.092344669149506204070088459412936286674 | 0.016736829635405821122885301849441694095
f(z) = -110/139*z^3 + 249/139*z + 1
*
-1 | 0.095292321640461987114290430670734469445 | 0.017387082596266806841831290716086137613
f(z) = -109/131*z^3 + 240/131*z + 1
*
-1 | 0.066092705707745196033404142158857407165 | 0.012050164574767990337300942256005500600
f(z) = -109/132*z^3 + 241/132*z + 1
*
-1 | 0.094672237044430928059871027070124340711 | 0.017247824946762463689052057073407051426
f(z) = -109/133*z^3 + 242/133*z + 1
*
-1 | 0.081480315809949500551114885509242034821 | 0.014833315929631781054781459579491544888
f(z) = -109/134*z^3 + 243/134*z + 1
*
-1 | 0.080349967219968145078663150630002367938 | 0.014616610576017532656097617316843856889
f(z) = -109/135*z^3 + 244/135*z + 1
*
-1 | 0.084878396920344311529087943450533157064 | 0.015428906201430557824160695886743932509
f(z) = -109/136*z^3 + 245/136*z + 1
*
-1 | 0.092822978979816323142937432969420055386 | 0.016860561144043101314553543821648740715
f(z) = -109/137*z^3 + 246/137*z + 1
*
-1 | 0.058656141461309497737070268527630142575 | 0.010646579597837898448980135173546221348
f(z) = -109/138*z^3 + 247/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016573923617565370306137297456984871870
f(z) = -109/139*z^3 + 248/139*z + 1
*
-1 | 0.094057251252868776504197223058707434894 | 0.017148720799223556409868535693037246245
f(z) = -108/133*z^3 + 241/133*z + 1
*
-1 | 0.091116005688919617085049764897973563321 | 0.016562757500505949916434786886729897553
f(z) = -108/137*z^3 + 245/137*z + 1
*
-1 | 0.091379957707453497120721604537714412420 | 0.016586225570619810034320911674013432118
f(z) = -108/139*z^3 + 247/139*z + 1
*
-1 | 0.093349917816429302323631590249383885125 | 0.017032670665249055502853750612148195484
f(z) = -107/133*z^3 + 240/133*z + 1
*
-1 | 0.079971211570381642189568478786861270408 | 0.014580523680297141715404029861966404465
f(z) = -107/134*z^3 + 241/134*z + 1
*
-1 | 0.078487075990441406163552224288993946464 | 0.014299137630296541243783169526554730194
f(z) = -107/135*z^3 + 242/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015003967956157900913883719178172665325
f(z) = -107/136*z^3 + 243/136*z + 1
*
-1 | 0.091120431093777867088413073194486780811 | 0.016575885503106972226961971251343294949
f(z) = -107/137*z^3 + 244/137*z + 1
*
-1 | 0.058100866769011982937254816680783367149 | 0.010561377878545154747430117378011274854
f(z) = -107/138*z^3 + 245/138*z + 1
*
-1 | 0.091379948777455885384495996347636931672 | 0.016598446102843125436356117083941063526
f(z) = -107/139*z^3 + 246/139*z + 1
*
-1 | 0.077280466092315613083254860972834986655 | 0.014089941164536877315426222219485307694
f(z) = -106/135*z^3 + 241/135*z + 1
*
-1 | 0.091111685294294122573972329713693655061 | 0.016586685991789215137151584677832764757
f(z) = -106/137*z^3 + 243/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016610590416329392453603867937674839516
f(z) = -106/139*z^3 + 245/139*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015026575983850593634115777066772224491
f(z) = -105/136*z^3 + 241/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016598978241551502500458350242559444642
f(z) = -105/137*z^3 + 242/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016622948973869859230877486821300525496
f(z) = -105/139*z^3 + 244/139*z + 1
*
-1 | 0.091111592429374624965558555808594175208 | 0.016611661932830946989449067727148037640
f(z) = -104/137*z^3 + 241/137*z + 1
*
-1 | 0.091380162541208725787731718105925650807 | 0.016635561696108905316169611662065203271
f(z) = -104/139*z^3 + 243/139*z + 1
*
-1 | 0.091111373163266468686771589986711566546 | 0.016624224736868535427250055834162959979
f(z) = -103/137*z^3 + 240/137*z + 1
*
-1 | 0.058066406294564826014849755872124499326 | 0.010586792364181473235118303176632741699
f(z) = -103/138*z^3 + 241/138*z + 1
*
-1 | 0.091379684556616499611416832925636591353 | 0.016647972543241054210359413825558236298
f(z) = -103/139*z^3 + 242/139*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016660443042450391394948613288701152800
f(z) = -102/139*z^3 + 241/139*z + 1
*
-1 | 0.091379957700874195428238990392599368839 | 0.016673230800096643310761602696415033161
f(z) = -101/139*z^3 + 240/139*z + 1
*
[ 15/13 ] 
f(z) = -104/125*z^3 + 242/195*z + 1
*
-3/14 | 0.21540194672848928866817807358783679349 | 0.027863497632623027902998025941385400033
f(z) = -112/135*z^3 + 253/210*z + 1
*
[ 11/10 ] 
f(z) = -105/121*z^3 + 251/220*z + 1
*
[ 15/14 ] 
f(z) = -116/135*z^3 + 258/245*z + 1
*
[ -15/4 ] 
f(z) = -116/135*z^3 + 267/20*z + 1
*
10/3 | 0.22382245584338749860892918152831666524 | 0.025395159842506592772818523178758793552
f(z) = -108/125*z^3 + 269/30*z + 1
*
[ 11/5 ] 
f(z) = -105/121*z^3 + 261/55*z + 1
*
[ 2 ] 
f(z) = -119/124*z^3 + 269/62*z + 1
*
[ 2 ] 
f(z) = -119/132*z^3 + 271/66*z + 1
*
[ 2 ] 
f(z) = -117/124*z^3 + 265/62*z + 1
*
[ 2 ] 
f(z) = -115/124*z^3 + 261/62*z + 1
*
[ 2 ] 
f(z) = -115/132*z^3 + 263/66*z + 1
*
15/7 | 0.22368848658832516915839022521960852849 | 0.025401467695957635950053911833772126018
f(z) = -112/125*z^3 + 267/70*z + 1
*
[ -5/4 ] 
f(z) = -119/125*z^3 + 263/80*z + 1
*
[ -5/4 ] 
f(z) = -117/125*z^3 + 261/80*z + 1
*
[ -35/39 ] 
f(z) = -117/125*z^3 + 261/91*z + 1
*
[ 15/8 ] 
f(z) = -116/135*z^3 + 279/80*z + 1
*
[ -2/3 ] 
f(z) = -111/128*z^3 + 277/96*z + 1
*
[ -2/3 ] 
f(z) = -105/128*z^3 + 275/96*z + 1
*
-2/7 | 0.079712600576544006175195733342546884152 | 0.010377136520994979602934235920827847321
f(z) = -119/120*z^3 + 271/105*z + 1
*
-3/7 | 0.21059872995525138446837577106803067705 | 0.027119548838717260268705345304187622573
f(z) = -119/135*z^3 + 262/105*z + 1
*
-55/102 | 0.24770792891012212138175983394432791126 | 0.023765454475245151841954826481222741153
f(z) = -102/125*z^3 + 269/102*z + 1
*
[ 3/2 ] 
f(z) = -104/123*z^3 + 275/123*z + 1
*
[ 3/2 ] 
f(z) = -104/129*z^3 + 277/129*z + 1
*
-2/5 | 0.17100192824196592677411101033134853152 | 0.024574721055152781098263627084775195194
f(z) = -115/128*z^3 + 263/160*z + 1
*
-2/5 | 0.14230119545521681697756420102114629006 | 0.020472592091114112493025001519420333198
f(z) = -105/128*z^3 + 261/160*z + 1
*
[ 15/13 ] 
f(z) = -117/125*z^3 + 269/195*z + 1
*
15/19 | 0.25299316064447449081165482028411339871 | 0.028586514833281774783900236219829043017
f(z) = -114/125*z^3 + 279/190*z + 1
*
[ 11/10 ] 
f(z) = -115/121*z^3 + 273/220*z + 1
*
-10/17 | 0.18038942753871921732440694977002213471 | 0.023540505098557526502478903707501190331
f(z) = -119/120*z^3 + 266/255*z + 1
*
[ 6 ] 
f(z) = -109/135*z^3 + 299/10*z + 1
*
[ -6 ] 
f(z) = -107/135*z^3 + 297/10*z + 1
*
[ -15/2 ] 
f(z) = -106/125*z^3 + 293/6*z + 1
*
[ 6 ] 
f(z) = -106/135*z^3 + 291/10*z + 1
*
[ 11/2 ] 
f(z) = -104/121*z^3 + 295/11*z + 1
*
[ -11/2 ] 
f(z) = -104/121*z^3 + 299/11*z + 1
*
[ -6 ] 
f(z) = -104/135*z^3 + 289/10*z + 1
*
[ 6 ] 
f(z) = -103/135*z^3 + 283/10*z + 1
*
[ -6 ] 
f(z) = -101/135*z^3 + 281/10*z + 1
*
[ 35/9 ] 
f(z) = -108/125*z^3 + 290/21*z + 1
*
[ 15/4 ] 
f(z) = -102/125*z^3 + 293/24*z + 1
*
[ 10/3 ] 
f(z) = -102/125*z^3 + 293/30*z + 1
*
[ 11/5 ] 
f(z) = -120/121*z^3 + 294/55*z + 1
*
[ 11/5 ] 
f(z) = -115/121*z^3 + 283/55*z + 1
*
-5/3 | 0.26401824425505989660661375549830935481 | 0.029611838604947477228228689123086137761
f(z) = -117/125*z^3 + 298/65*z + 1
*
[ -11/28 ] 
f(z) = -112/121*z^3 + 284/77*z + 1
*
[ -15/8 ] 
f(z) = -112/125*z^3 + 281/60*z + 1
*
5/2 | 0.10907615169639268347543706948609686281 | 0.012276020038377103510559754783676812446
f(z) = -111/125*z^3 + 289/60*z + 1
*
[ 20/9 ] 
f(z) = -108/125*z^3 + 289/60*z + 1
*
[ -11/7 ] 
f(z) = -105/121*z^3 + 291/77*z + 1
*
-15/8 | 0.31049082965196312514372356038566664807 | 0.029664724016202388300145449149034875994
f(z) = -104/125*z^3 + 281/72*z + 1
*
[ -2 ] 
f(z) = -103/124*z^3 + 299/62*z + 1
*
[ -11/6 ] 
f(z) = -102/121*z^3 + 289/66*z + 1
*
[ -2 ] 
f(z) = -101/124*z^3 + 295/62*z + 1
*
[ -11/12 ] 
f(z) = -112/121*z^3 + 284/99*z + 1
*
-35/36 | 0.30752845033226377970677059102952326521 | 0.029208428046863462436088032283003522001
f(z) = -108/125*z^3 + 299/84*z + 1
*
[ -11/8 ] 
f(z) = -104/121*z^3 + 295/88*z + 1
*
-10/7 | 0.21168615937690523525979750017380556744 | 0.027365778971969206066954400432175108488
f(z) = -119/120*z^3 + 286/105*z + 1
*
[ 3/2 ] 
f(z) = -112/123*z^3 + 293/123*z + 1
*
[ 3/2 ] 
f(z) = -112/129*z^3 + 295/129*z + 1
*
-45/52 | 0.23197776861051447369105505373723955878 | 0.026108032705877564116877445126150598820
f(z) = -104/125*z^3 + 289/130*z + 1
*
-3/26 | 0.18095951075951705323624257154168738789 | 0.020238649789333520518462100440871118667
f(z) = -104/135*z^3 + 283/130*z + 1
*
-8/21 | 0.22857729023594853687706702248636101654 | 0.027041730066446958088474942170445371369
f(z) = -105/128*z^3 + 293/168*z + 1
*
-8/7 | 0.10021670124336607217017218517929128171 | 0.011827725629589267795395939457727812955
f(z) = -105/128*z^3 + 299/168*z + 1
*
[ 10/9 ] 
f(z) = -102/125*z^3 + 299/270*z + 1
*
[ 15/14 ] 
f(z) = -102/125*z^3 + 295/294*z + 1
*
[ 7/11 ] 
f(z) = -110/147*z^3 - 62/231*z + 1
*
[ 2/3 ] 
f(z) = -105/148*z^3 - 41/222*z + 1
*
[ 2/3 ] 
f(z) = -117/145*z^3 - 41/290*z + 1
*
[ 2/3 ] 
f(z) = -117/149*z^3 - 45/298*z + 1
*
[ 2/3 ] 
f(z) = -108/143*z^3 - 47/286*z + 1
*
[ 2/3 ] 
f(z) = -108/145*z^3 - 49/290*z + 1
*
[ 2/3 ] 
f(z) = -108/149*z^3 - 53/298*z + 1
*
[ 2/3 ] 
f(z) = -117/146*z^3 - 21/146*z + 1
*
[ 2/3 ] 
f(z) = -117/154*z^3 - 25/154*z + 1
*
[ 2/3 ] 
f(z) = -117/158*z^3 - 27/158*z + 1
*
[ 2/3 ] 
f(z) = -119/152*z^3 - 26/171*z + 1
*
[ 2/3 ] 
f(z) = -115/152*z^3 - 28/171*z + 1
*
[ 2/3 ] 
f(z) = -113/152*z^3 - 29/171*z + 1
*
[ 2/3 ] 
f(z) = -109/152*z^3 - 31/171*z + 1
*
[ 2/3 ] 
f(z) = -107/152*z^3 - 32/171*z + 1
*
[ 2/3 ] 
f(z) = -103/152*z^3 - 34/171*z + 1
*
[ 2/3 ] 
f(z) = -101/152*z^3 - 35/171*z + 1
*
[ 2/3 ] 
f(z) = -111/140*z^3 - 31/210*z + 1
*
[ 2/3 ] 
f(z) = -117/152*z^3 - 3/19*z + 1
*
[ 2/3 ] 
f(z) = -111/152*z^3 - 10/57*z + 1
*
[ 2/3 ] 
f(z) = -105/152*z^3 - 11/57*z + 1
*
[ 2/3 ] 
f(z) = -117/140*z^3 - 9/70*z + 1
*
[ 2/3 ] 
f(z) = -117/148*z^3 - 11/74*z + 1
*
[ 2/3 ] 
f(z) = -117/142*z^3 - 19/142*z + 1
*
[ 12/17 ] 
f(z) = -119/144*z^3 - 1/204*z + 1
*
[ 7/10 ] 
f(z) = -110/147*z^3 - 13/210*z + 1
*
[ 3/4 ] 
f(z) = -112/153*z^3 + 4/51*z + 1
*
[ 3/4 ] 
f(z) = -104/153*z^3 + 5/102*z + 1
*
[ 3/4 ] 
f(z) = -112/141*z^3 + 16/141*z + 1
*
[ 3/4 ] 
f(z) = -112/159*z^3 + 10/159*z + 1
*
[ 5/7 ] 
f(z) = -119/150*z^3 + 1/210*z + 1
*
[ 3/4 ] 
f(z) = -116/153*z^3 + 19/204*z + 1
*
[ 3/4 ] 
f(z) = -104/147*z^3 + 19/294*z + 1
*
[ 6/7 ] 
f(z) = -119/144*z^3 + 37/84*z + 1
*
[ 3/4 ] 
f(z) = -104/141*z^3 + 23/282*z + 1
*
-2 | 0.10179070626998646905167722507799213252 | 0.016989286253745720806730659666098294553
f(z) = -119/152*z^3 + 50/19*z + 1
*
-2 | 0.10139747024103409247438379830781083765 | 0.016980911733824124117404859909463761157
f(z) = -117/152*z^3 + 49/19*z + 1
*
[ -2/3 ] 
f(z) = -117/152*z^3 + 54/19*z + 1
*
-2 | 0.10098995976393879943497278746373836152 | 0.016971269719439254333841352577802120903
f(z) = -115/152*z^3 + 48/19*z + 1
*
-2 | 0.10056653257661299679411707807001095093 | 0.016960118170872119688160003694421629364
f(z) = -113/152*z^3 + 47/19*z + 1
*
-2 | 0.10012518252648857335281570744424567260 | 0.016947152498424468655662920821642647428
f(z) = -111/152*z^3 + 46/19*z + 1
*
-2 | 0.099663415537532463198508170850286755614 | 0.016931983363701856158737335061671682490
f(z) = -109/152*z^3 + 45/19*z + 1
*
-2 | 0.099178065501531609748381983494219356182 | 0.016914103655473407832931412590127113269
f(z) = -107/152*z^3 + 44/19*z + 1
*
-2 | 0.098665009287447327344502738104589616989 | 0.016892837307162939638304418334440794703
f(z) = -105/152*z^3 + 43/19*z + 1
*
-2 | 0.098118700444654439205531238417492170871 | 0.016867255540854248140345880642559987248
f(z) = -103/152*z^3 + 42/19*z + 1
*
-2 | 0.097531344921092443088969798255738677812 | 0.016836028967709786896682059658947008978
f(z) = -101/152*z^3 + 41/19*z + 1
*
-6/5 | 0.15187243786005108375874501397706188643 | 0.023083544459104310150209870924751511682
f(z) = -115/144*z^3 + 59/60*z + 1
*
[ 5/6 ] 
f(z) = -108/145*z^3 + 46/145*z + 1
*
[ 5/6 ] 
f(z) = -108/155*z^3 + 44/155*z + 1
*
[ 4/5 ] 
f(z) = -115/144*z^3 + 47/180*z + 1
*
[ 2 ] 
f(z) = -119/152*z^3 + 69/19*z + 1
*
[ 2 ] 
f(z) = -117/152*z^3 + 68/19*z + 1
*
[ 2 ] 
f(z) = -115/152*z^3 + 67/19*z + 1
*
[ 2 ] 
f(z) = -113/152*z^3 + 66/19*z + 1
*
[ 2 ] 
f(z) = -111/152*z^3 + 65/19*z + 1
*
[ 2 ] 
f(z) = -109/152*z^3 + 64/19*z + 1
*
[ 2 ] 
f(z) = -107/152*z^3 + 63/19*z + 1
*
[ 2 ] 
f(z) = -105/152*z^3 + 62/19*z + 1
*
[ 2 ] 
f(z) = -103/152*z^3 + 61/19*z + 1
*
[ 2 ] 
f(z) = -101/152*z^3 + 60/19*z + 1
*
[ -2 ] 
f(z) = -101/152*z^3 + 79/19*z + 1
*
[ 6/5 ] 
f(z) = -115/144*z^3 + 79/60*z + 1
*
[ 7/8 ] 
f(z) = -104/147*z^3 + 67/168*z + 1
*
[ 21/26 ] 
f(z) = -104/147*z^3 + 61/273*z + 1
*
[ -2 ] 
f(z) = -119/152*z^3 + 88/19*z + 1
*
[ -2 ] 
f(z) = -117/152*z^3 + 87/19*z + 1
*
[ -2 ] 
f(z) = -115/152*z^3 + 86/19*z + 1
*
[ -2 ] 
f(z) = -113/152*z^3 + 85/19*z + 1
*
[ -2 ] 
f(z) = -111/152*z^3 + 84/19*z + 1
*
[ -2 ] 
f(z) = -109/152*z^3 + 83/19*z + 1
*
[ -2 ] 
f(z) = -107/152*z^3 + 82/19*z + 1
*
[ -2 ] 
f(z) = -105/152*z^3 + 81/19*z + 1
*
[ -2 ] 
f(z) = -103/152*z^3 + 80/19*z + 1
*
-2 | 0.087679227031923304752784630220130347196 | 0.014708798606354628737758957002489769880
f(z) = -115/144*z^3 + 97/36*z + 1
*
-2 | 0.087279913720834693557841399570190236928 | 0.014693164558321941735728592539497876238
f(z) = -113/144*z^3 + 95/36*z + 1
*
-2 | 0.086437126577575026621355172462776810999 | 0.014657431112987787378121828823250777562
f(z) = -109/144*z^3 + 91/36*z + 1
*
-2 | 0.085990165641487341039247375083484605342 | 0.014636796514027382347392499279046081721
f(z) = -107/144*z^3 + 89/36*z + 1
*
-2 | 0.085033138432818842777074843550738796176 | 0.014588082307016159585116629601915805328
f(z) = -103/144*z^3 + 85/36*z + 1
*
-2 | 0.084516264144298000982951573202918037059 | 0.014558880128858177851066501129511250186
f(z) = -101/144*z^3 + 83/36*z + 1
*
[ 3/2 ] 
f(z) = -104/153*z^3 + 95/51*z + 1
*
-2 | 0.088440326904289864554833333613469229998 | 0.014736579407143993093121110416450025429
f(z) = -119/144*z^3 + 101/36*z + 1
*
[ 2 ] 
f(z) = -101/144*z^3 + 119/36*z + 1
*
[ 3/2 ] 
f(z) = -116/153*z^3 + 104/51*z + 1
*
[ 3/2 ] 
f(z) = -112/153*z^3 + 101/51*z + 1
*
[ 7/4 ] 
f(z) = -104/147*z^3 + 109/42*z + 1
*
[ 2 ] 
f(z) = -119/144*z^3 + 137/36*z + 1
*
[ 2 ] 
f(z) = -115/144*z^3 + 133/36*z + 1
*
[ 2 ] 
f(z) = -113/144*z^3 + 131/36*z + 1
*
[ 2 ] 
f(z) = -109/144*z^3 + 127/36*z + 1
*
[ 2 ] 
f(z) = -107/144*z^3 + 125/36*z + 1
*
[ 2 ] 
f(z) = -103/144*z^3 + 121/36*z + 1
*
[ 4/3 ] 
f(z) = -117/152*z^3 + 123/76*z + 1
*
-4/5 | 0.10842849586406266023442507377866398163 | 0.016480370238201537165451388253725109130
f(z) = -115/144*z^3 + 137/180*z + 1
*
[ -2 ] 
f(z) = -103/144*z^3 + 157/36*z + 1
*
[ -2 ] 
f(z) = -101/144*z^3 + 155/36*z + 1
*
[ -3/4 ] 
f(z) = -112/153*z^3 + 140/51*z + 1
*
[ -7/4 ] 
f(z) = -104/147*z^3 + 157/42*z + 1
*
-2/5 | 0.21202292191340476728047589699592875671 | 0.029793588946922176954451305910890776235
f(z) = -115/152*z^3 + 154/95*z + 1
*
[ -2 ] 
f(z) = -119/144*z^3 + 173/36*z + 1
*
[ -2 ] 
f(z) = -115/144*z^3 + 169/36*z + 1
*
[ -2 ] 
f(z) = -113/144*z^3 + 167/36*z + 1
*
[ -2 ] 
f(z) = -109/144*z^3 + 163/36*z + 1
*
[ -2 ] 
f(z) = -107/144*z^3 + 161/36*z + 1
*
[ -3/2 ] 
f(z) = -116/153*z^3 + 172/51*z + 1
*
[ -3/2 ] 
f(z) = -112/153*z^3 + 169/51*z + 1
*
[ -2/3 ] 
f(z) = -111/152*z^3 + 161/57*z + 1
*
[ -2/3 ] 
f(z) = -105/152*z^3 + 160/57*z + 1
*
[ -3/2 ] 
f(z) = -104/153*z^3 + 163/51*z + 1
*
[ -6/5 ] 
f(z) = -115/144*z^3 + 179/60*z + 1
*
-2 | 0.079115136200028240510246240562896699877 | 0.013453735636376774594859016650065414453
f(z) = -109/156*z^3 + 179/78*z + 1
*
-2 | 0.099707535429390970357022742672627529320 | 0.016955526932673324440318966153910918781
f(z) = -107/140*z^3 + 179/70*z + 1
*
-2 | 0.099378188842788713070490242555994428937 | 0.016931872814341580588068998176615337414
f(z) = -107/148*z^3 + 177/74*z + 1
*
-2 | 0.078603522598120482841937910605945133063 | 0.013418303098586925009427635572213115143
f(z) = -107/156*z^3 + 175/78*z + 1
*
-2 | 0.098890640115904290117579104627699153279 | 0.016914679845412030813936296120571855808
f(z) = -105/148*z^3 + 173/74*z + 1
*
-2 | 0.098787421399258204439123488300073909217 | 0.016930698500940640790202926162193179632
f(z) = -103/140*z^3 + 171/70*z + 1
*
-2 | 0.098375832164183289324693638154237619662 | 0.016894222358867920725209094517697077230
f(z) = -103/148*z^3 + 169/74*z + 1
*
-2 | 0.077470040250259477599317572297124690693 | 0.013331295926890977645836989785155274083
f(z) = -103/156*z^3 + 167/78*z + 1
*
-2 | 0.098294641649676338071938847167760812423 | 0.016914860914315187616926777794263055306
f(z) = -101/140*z^3 + 167/70*z + 1
*
-2 | 0.097828456451915218921073314884608313139 | 0.016869614314002702995599621202702022954
f(z) = -101/148*z^3 + 165/74*z + 1
*
-2 | 0.076827337509683159300418502019850253188 | 0.013276084306775565009731471037175332653
f(z) = -101/156*z^3 + 163/78*z + 1
*
-12/7 | 0.12344693805742828359575621140267622403 | 0.016211437081440385941444690193813385931
f(z) = -119/144*z^3 + 169/84*z + 1
*
-12/17 | 0.22587931226354870095550443250421480702 | 0.028947653593862977010871485031420890964
f(z) = -119/144*z^3 + 169/204*z + 1
*
[ 38/39 ] 
f(z) = -117/152*z^3 + 174/247*z + 1
*
[ 7/2 ] 
f(z) = -104/147*z^3 + 197/21*z + 1
*
-2 | 0.081322531520751404467857428900798767283 | 0.013584428881909574533588306748866377658
f(z) = -119/156*z^3 + 199/78*z + 1
*
-2 | 0.10172719876477695522655736308642261706 | 0.016992903087668458284741113484760749184
f(z) = -117/140*z^3 + 199/70*z + 1
*
-2 | 0.10151934353606232304144908002305507038 | 0.016986844493705978207025955830707666606
f(z) = -117/148*z^3 + 197/74*z + 1
*
-2 | 0.10112315834942466965485732678697114759 | 0.016978831367672354057998685798933055591
f(z) = -115/148*z^3 + 193/74*z + 1
*
-2 | 0.080496937460871906366148728522183273380 | 0.013539317528577330952810980814828480536
f(z) = -115/156*z^3 + 191/78*z + 1
*
-2 | 0.10095949036027423919972383631928139532 | 0.016981050964523106641041522247781323955
f(z) = -113/140*z^3 + 191/70*z + 1
*
-2 | 0.10071274462482929553676468536100754609 | 0.016969593948138639739325422145497974670
f(z) = -113/148*z^3 + 189/74*z + 1
*
-2 | 0.080058064716649491671353669593007201831 | 0.013513607017372290216588779866866206002
f(z) = -113/156*z^3 + 187/78*z + 1
*
-2 | 0.10055686177084208081474049421337862149 | 0.016973754208035240524953958535460670537
f(z) = -111/140*z^3 + 187/70*z + 1
*
-2 | 0.10014005817988820319634995262754181864 | 0.016965319125147646484589000595191171786
f(z) = -109/140*z^3 + 183/70*z + 1
*
-2 | 0.099842451574417995111953780514017159811 | 0.016946449579221563001324544010855099278
f(z) = -109/148*z^3 + 181/74*z + 1
*
[ 7/5 ] 
f(z) = -115/147*z^3 + 191/105*z + 1
*
[ 7/5 ] 
f(z) = -110/147*z^3 + 184/105*z + 1
*
[ 3/2 ] 
f(z) = -110/153*z^3 + 199/102*z + 1
*
[ 3/2 ] 
f(z) = -106/153*z^3 + 193/102*z + 1
*
[ 7/2 ] 
f(z) = -116/147*z^3 + 218/21*z + 1
*
[ -7/2 ] 
f(z) = -104/147*z^3 + 209/21*z + 1
*
-2 | 0.10190263945780139621904531375758808714 | 0.016993822005383437743832295016849240382
f(z) = -119/148*z^3 + 201/74*z + 1
*
[ -2/3 ] 
f(z) = -117/140*z^3 + 201/70*z + 1
*
[ -2/3 ] 
f(z) = -117/148*z^3 + 211/74*z + 1
*
[ 3/2 ] 
f(z) = -118/153*z^3 + 211/102*z + 1
*
[ 5/4 ] 
f(z) = -112/145*z^3 + 204/145*z + 1
*
[ 5/4 ] 
f(z) = -112/155*z^3 + 206/155*z + 1
*
[ 7/6 ] 
f(z) = -104/147*z^3 + 209/189*z + 1
*
[ -7/2 ] 
f(z) = -116/147*z^3 + 230/21*z + 1
*
[ -4/3 ] 
f(z) = -117/152*z^3 + 237/76*z + 1
*
[ 2 ] 
f(z) = -101/140*z^3 + 237/70*z + 1
*
[ 2 ] 
f(z) = -101/148*z^3 + 239/74*z + 1
*
[ -6/7 ] 
f(z) = -119/144*z^3 + 233/84*z + 1
*
[ 12/7 ] 
f(z) = -119/144*z^3 + 239/84*z + 1
*
[ 7/4 ] 
f(z) = -116/147*z^3 + 239/84*z + 1
*
[ 7/6 ] 
f(z) = -116/147*z^3 + 230/189*z + 1
*
-6/5 | 0.21202395552982565700265709419866332417 | 0.027421864364091783499420563819433924164
f(z) = -105/152*z^3 + 236/285*z + 1
*
-12/5 | 0.17386262711641796423903592111618684826 | 0.021815444614678208773104877048446332935
f(z) = -115/144*z^3 + 241/60*z + 1
*
[ 2 ] 
f(z) = -111/140*z^3 + 257/70*z + 1
*
[ 2 ] 
f(z) = -109/140*z^3 + 253/70*z + 1
*
[ 2 ] 
f(z) = -109/148*z^3 + 255/74*z + 1
*
[ 2 ] 
f(z) = -109/156*z^3 + 257/78*z + 1
*
[ 2 ] 
f(z) = -107/140*z^3 + 249/70*z + 1
*
[ 2 ] 
f(z) = -107/148*z^3 + 251/74*z + 1
*
[ 2 ] 
f(z) = -107/156*z^3 + 253/78*z + 1
*
[ 2 ] 
f(z) = -105/148*z^3 + 247/74*z + 1
*
[ 2 ] 
f(z) = -103/140*z^3 + 241/70*z + 1
*
[ 2 ] 
f(z) = -103/148*z^3 + 243/74*z + 1
*
[ 2 ] 
f(z) = -103/156*z^3 + 245/78*z + 1
*
[ 2 ] 
f(z) = -101/156*z^3 + 241/78*z + 1
*
-1 | 0.076629195712636508589400757787855811386 | 0.013790096591399612041160040682147591486
f(z) = -118/141*z^3 + 259/141*z + 1
*
[ 4/3 ] 
f(z) = -117/140*z^3 + 243/140*z + 1
*
-1 | 0.088207895943096449468675317463635387203 | 0.015895960803853716027592561576670772928
f(z) = -117/140*z^3 + 257/140*z + 1
*
-1 | 0.083379435262304886856356259901704267205 | 0.015004861467101711685388615641071531342
f(z) = -117/142*z^3 + 259/142*z + 1
*
[ 4/3 ] 
f(z) = -117/148*z^3 + 245/148*z + 1
*
-1 | 0.075648819260802077037520745882211875520 | 0.013632687334513365708417385308502243520
f(z) = -116/141*z^3 + 257/141*z + 1
*
-1 | 0.095326077517074317709456227035186908663 | 0.017154764635261928120283870646699422424
f(z) = -116/143*z^3 + 259/143*z + 1
*
-1 | 0.075096451385368479693557689132272532835 | 0.013542659750253778941301562254129962157
f(z) = -115/141*z^3 + 256/141*z + 1
*
-1 | 0.082241818067570990295441509207907652991 | 0.014820812836110881700588454373483143210
f(z) = -115/142*z^3 + 257/142*z + 1
*
-1 | 0.094659851541135579812209881483305729984 | 0.017046738787397774137753149527507802865
f(z) = -115/143*z^3 + 258/143*z + 1
*
-1 | 0.072032754570146477838548348424761302811 | 0.012962926649941278667765322151464971395
f(z) = -115/144*z^3 + 259/144*z + 1
*
-1 | 0.093840227676728416844811249682791720033 | 0.016910964319297191812833617118139402172
f(z) = -114/143*z^3 + 257/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016585313590315409413121079388256319805
f(z) = -114/145*z^3 + 259/145*z + 1
*
-1 | 0.086003832378064567572874182854448625178 | 0.015542703537003744032330207183921668863
f(z) = -113/140*z^3 + 253/140*z + 1
*
-1 | 0.073754846453849749485480902901308895831 | 0.013319558274303264198288332047518620060
f(z) = -113/141*z^3 + 254/141*z + 1
*
-1 | 0.080674080797685780575604501577904114596 | 0.014558787926297645153860856593006004058
f(z) = -113/142*z^3 + 255/142*z + 1
*
-1 | 0.092594090996228103955661290418634252462 | 0.016698129486984962864854847714126946317
f(z) = -113/143*z^3 + 256/143*z + 1
*
-1 | 0.069915113945939459398606345131869442727 | 0.012599415267750762633670169160379889733
f(z) = -113/144*z^3 + 257/144*z + 1
*
-1 | 0.092162308259496241484402009942767983484 | 0.016596970831509690306387698272658913162
f(z) = -113/145*z^3 + 258/145*z + 1
*
-1 | 0.079456881501555423572553109137848238922 | 0.014298963476882132531782855719617477138
f(z) = -113/146*z^3 + 259/146*z + 1
*
-1 | 0.072811512513989607423503075914854451206 | 0.013158573540199792802114765693242710604
f(z) = -112/141*z^3 + 253/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016585482614393629038425351004695638830
f(z) = -112/143*z^3 + 255/143*z + 1
*
-1 | 0.092162603747527027744086244517897385627 | 0.016608639409071516511828670255189343338
f(z) = -112/145*z^3 + 257/145*z + 1
*
-1 | 0.084215241901784312182396219653626235435 | 0.015241328236706885961268691026900009987
f(z) = -111/140*z^3 + 251/140*z + 1
*
-1 | 0.078940888553206836664463486794658801651 | 0.014266280859864139146713241471828777184
f(z) = -111/142*z^3 + 253/142*z + 1
*
-1 | 0.091905454223996391574971968612611874815 | 0.016597418503593605099256583742773445812
f(z) = -111/143*z^3 + 254/143*z + 1
*
-1 | 0.092162623932925312140794323469894884451 | 0.016620320062918230089827547513343427165
f(z) = -111/145*z^3 + 256/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014318348412898558009482911029163357178
f(z) = -111/146*z^3 + 257/146*z + 1
*
-1 | 0.071300850420025094295180328967126265869 | 0.012904073422662906395897158272936991538
f(z) = -110/141*z^3 + 251/141*z + 1
*
-1 | 0.072072832481603874544942850938631409956 | 0.012988258113416152024004107504468956564
f(z) = -110/147*z^3 + 257/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016676001363263671613162781690621659941
f(z) = -110/149*z^3 + 259/149*z + 1
*
-1 | 0.082954984620579362181024842610164211190 | 0.015035014557846526366847204829123288918
f(z) = -109/140*z^3 + 249/140*z + 1
*
-1 | 0.071301114481811731716789498661667840713 | 0.012913450904116424941844762326440284658
f(z) = -109/141*z^3 + 250/141*z + 1
*
-1 | 0.078939797808436723106479793791032205418 | 0.014286574997205669392562128403438669214
f(z) = -109/142*z^3 + 251/142*z + 1
*
-1 | 0.091905466224398930531566955725928330145 | 0.016621149266924035228488796039008781800
f(z) = -109/143*z^3 + 252/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012634767982586897882357761031000409553
f(z) = -109/144*z^3 + 253/144*z + 1
*
-1 | 0.092162620467371937154824122475051839285 | 0.016643860750164717635511701563228622192
f(z) = -109/145*z^3 + 254/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014338535625621685785649170587286800934
f(z) = -109/146*z^3 + 255/146*z + 1
*
-1 | 0.072071812149493664100785909585053743324 | 0.012997205746994431426581024602666066041
f(z) = -109/147*z^3 + 256/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015134698848655112036877883077422779133
f(z) = -109/148*z^3 + 257/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016687618722085717460478745082092632611
f(z) = -109/149*z^3 + 258/149*z + 1
*
-1 | 0.059610402066694899580270588457237775364 | 0.010727415245679430364804450987450186370
f(z) = -109/150*z^3 + 259/150*z + 1
*
-1 | 0.091905208209655563980948622286520477375 | 0.016633063247860483545134768267298889124
f(z) = -108/143*z^3 + 251/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016655566386299195615485623618963346320
f(z) = -108/145*z^3 + 253/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016699297489281600503427952153699972514
f(z) = -108/149*z^3 + 257/149*z + 1
*
-1 | 0.092913501758278130705068530241904136851 | 0.016720600444466665584724770508556773134
f(z) = -108/151*z^3 + 259/151*z + 1
*
-1 | 0.082955149913764364108066040565665276976 | 0.015057052588261928327922368942193706838
f(z) = -107/140*z^3 + 247/140*z + 1
*
-1 | 0.071299667548010875286923034523851369277 | 0.012932001270099904833498015133039579751
f(z) = -107/141*z^3 + 248/141*z + 1
*
-1 | 0.078939018893178255159799144610445154842 | 0.014307148674301906396150873168568646798
f(z) = -107/142*z^3 + 249/142*z + 1
*
-1 | 0.091905584713947857696773533592064836644 | 0.016645157156981399368254936155617002857
f(z) = -107/143*z^3 + 250/143*z + 1
*
-1 | 0.069914084045674684172562341552864040415 | 0.012653095559014987398682869184466512014
f(z) = -107/144*z^3 + 251/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016667495777982699356593818459380563305
f(z) = -107/145*z^3 + 252/145*z + 1
*
-1 | 0.079453487352320985517007341232467441595 | 0.014358918256916777865949282719797045335
f(z) = -107/146*z^3 + 253/146*z + 1
*
-1 | 0.072072183710104339758348331098548396601 | 0.013015682318364016778927821799058798702
f(z) = -107/147*z^3 + 254/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015156037020932233477086268758704425697
f(z) = -107/148*z^3 + 255/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016711038241810559193545880653061130673
f(z) = -107/149*z^3 + 256/149*z + 1
*
-1 | 0.059608837506389003124061748326092573118 | 0.010742119335621718107002182370359883867
f(z) = -107/150*z^3 + 257/150*z + 1
*
-1 | 0.092913584486750821623019046221189649558 | 0.016732263771385316062039672674794021282
f(z) = -107/151*z^3 + 258/151*z + 1
*
-1 | 0.084478135531513677417866290722071061175 | 0.015202582227400484842952838483018939096
f(z) = -107/152*z^3 + 259/152*z + 1
*
-1 | 0.071300891196658053851419396222948707509 | 0.012941707289469775505677179965023774553
f(z) = -106/141*z^3 + 247/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016657057507257715154971114253738165239
f(z) = -106/143*z^3 + 249/143*z + 1
*
-1 | 0.092162749306782360555858497756079941664 | 0.016679673200015331521531305138058175431
f(z) = -106/145*z^3 + 251/145*z + 1
*
-1 | 0.072072741770620599836810909858410658669 | 0.013025062110203040814974822376890780627
f(z) = -106/147*z^3 + 253/147*z + 1
*
-1 | 0.092666656677302977591964640556735649918 | 0.016723019203493526331811567877257097699
f(z) = -106/149*z^3 + 255/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016743794489240845396067172931967406260
f(z) = -106/151*z^3 + 257/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014323484953087676036978057142200303631
f(z) = -106/153*z^3 + 259/153*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014328000028006772157394590333699558827
f(z) = -105/142*z^3 + 247/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016669215187359593674088876237950299014
f(z) = -105/143*z^3 + 248/143*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014379446081454376078417367223519200729
f(z) = -105/146*z^3 + 251/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015177604179906824889294297295206846235
f(z) = -105/148*z^3 + 253/148*z + 1
*
-1 | 0.092665990277657389206442629418949781727 | 0.016734765468213548944906801684013084694
f(z) = -105/149*z^3 + 254/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016755566526215460431812271491830870390
f(z) = -105/151*z^3 + 256/151*z + 1
*
-1 | 0.084478352783127708800028970838387914112 | 0.015223859159740259325107170228479997559
f(z) = -105/152*z^3 + 257/152*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.012960682910875080927435279891135343701
f(z) = -104/141*z^3 + 245/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016703674267849889620920018038047116577
f(z) = -104/145*z^3 + 249/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013043596728027413219124851279800408170
f(z) = -104/147*z^3 + 251/147*z + 1
*
-1 | 0.092666290347168490014252957867948854131 | 0.016746749986774993947541014986828777435
f(z) = -104/149*z^3 + 253/149*z + 1
*
-1 | 0.092912748195383861439142574722382694918 | 0.016767429926079695625361497316464652269
f(z) = -104/151*z^3 + 255/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014343494648650433757006640126042276450
f(z) = -104/153*z^3 + 257/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016807567264527777728270617221852125084
f(z) = -104/155*z^3 + 259/155*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015101692375214664234806190866239923161
f(z) = -103/140*z^3 + 243/140*z + 1
*
-1 | 0.071299278800624322961617768477542280479 | 0.012970183170412515624464487717806412092
f(z) = -103/141*z^3 + 244/141*z + 1
*
-1 | 0.078939523689583218211938891476963979772 | 0.014349358031999507922967975866458105481
f(z) = -103/142*z^3 + 245/142*z + 1
*
-1 | 0.091905520326529848767199098003538392643 | 0.016693912024494464188699025857366133134
f(z) = -103/143*z^3 + 246/143*z + 1
*
-1 | 0.069913984739258521397575786406717661782 | 0.012689972183382047993602209946993563447
f(z) = -103/144*z^3 + 247/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016715865972668463665192470215095484383
f(z) = -103/145*z^3 + 248/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014400413785883425945943003224443093390
f(z) = -103/146*z^3 + 249/146*z + 1
*
-1 | 0.072072749993128922226093626163213485872 | 0.013053202959377905623284460346690945847
f(z) = -103/147*z^3 + 250/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015199404710948396550730245580492995783
f(z) = -103/148*z^3 + 251/148*z + 1
*
-1 | 0.092666297898594764026786135675372215622 | 0.016758746053527958139349473330853279143
f(z) = -103/149*z^3 + 252/149*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.010772685319264429848868893157398095954
f(z) = -103/150*z^3 + 253/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016779299404779046177535701816909830788
f(z) = -103/151*z^3 + 254/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015245160453417037349300004335489601644
f(z) = -103/152*z^3 + 255/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014353579110058366474210766827332159797
f(z) = -103/153*z^3 + 256/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014496258460827629953836612994339838177
f(z) = -103/154*z^3 + 257/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016819276278912235441593678693079990794
f(z) = -103/155*z^3 + 258/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011628007970231004372681253609787824295
f(z) = -103/156*z^3 + 259/156*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016706092801431697096325927338096817907
f(z) = -102/143*z^3 + 245/143*z + 1
*
-1 | 0.092162290173718422876800473600947018578 | 0.016728225447641322113745635306632124525
f(z) = -102/145*z^3 + 247/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016770692530209822567014294889087819796
f(z) = -102/149*z^3 + 251/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016791261442905094910766189436114281457
f(z) = -102/151*z^3 + 253/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016831047186154062886829574194527576242
f(z) = -102/155*z^3 + 257/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016850293106223357586111647145424913094
f(z) = -102/157*z^3 + 259/157*z + 1
*
-1 | 0.082955219871897870315338750408076244506 | 0.015124574506189274497169985148152421801
f(z) = -101/140*z^3 + 241/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.012989774494607365124472659802762212798
f(z) = -101/141*z^3 + 242/141*z + 1
*
-1 | 0.078940105187105541367543853186729571068 | 0.014370876059070428588364659301156925929
f(z) = -101/142*z^3 + 243/142*z + 1
*
-1 | 0.091905188839602609286531776566636251034 | 0.016718642230509631558718877615410713827
f(z) = -101/143*z^3 + 244/143*z + 1
*
-1 | 0.069913526594857477162380097657516714318 | 0.012708642990225091867714645080321725510
f(z) = -101/144*z^3 + 245/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016740451573030143302820727199304751459
f(z) = -101/145*z^3 + 246/145*z + 1
*
-1 | 0.079452994950718125606295229005138906422 | 0.014421382210887562027567378624489396579
f(z) = -101/146*z^3 + 247/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013072043404543916412736043050484274252
f(z) = -101/147*z^3 + 248/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015221443120425287504294920885426067797
f(z) = -101/148*z^3 + 249/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016782817756174727384410278535635523401
f(z) = -101/149*z^3 + 250/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.010788227833032770372920945270314171777
f(z) = -101/150*z^3 + 251/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016803288024887758851536937516856715934
f(z) = -101/151*z^3 + 252/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015266854435731668531394658311737396759
f(z) = -101/152*z^3 + 253/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014373909771479981715981512301348594788
f(z) = -101/153*z^3 + 254/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014516696506110460681168560574843436877
f(z) = -101/154*z^3 + 255/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016842880567764438788602877381168853239
f(z) = -101/155*z^3 + 256/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011644252124516619483751952998896098086
f(z) = -101/156*z^3 + 257/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016862031885623009225739947610575456017
f(z) = -101/157*z^3 + 258/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014561490849307240534691117079128244648
f(z) = -101/158*z^3 + 259/158*z + 1
*
-4/7 | 0.16875829677717654274731966994381460779 | 0.024332989577238923038692821480098375061
f(z) = -119/144*z^3 + 257/252*z + 1
*
[ 2 ] 
f(z) = -119/148*z^3 + 275/74*z + 1
*
[ 2 ] 
f(z) = -119/156*z^3 + 277/78*z + 1
*
[ 2 ] 
f(z) = -117/140*z^3 + 269/70*z + 1
*
[ 2 ] 
f(z) = -117/148*z^3 + 271/74*z + 1
*
[ 2 ] 
f(z) = -115/148*z^3 + 267/74*z + 1
*
[ 2 ] 
f(z) = -115/156*z^3 + 269/78*z + 1
*
[ 2 ] 
f(z) = -113/140*z^3 + 261/70*z + 1
*
[ 2 ] 
f(z) = -113/148*z^3 + 263/74*z + 1
*
[ 2 ] 
f(z) = -113/156*z^3 + 265/78*z + 1
*
[ -3/4 ] 
f(z) = -104/153*z^3 + 277/102*z + 1
*
-1 | 0.097379953987662271947855216111202444642 | 0.017476177690946434889567001777103921581
f(z) = -120/143*z^3 + 263/143*z + 1
*
-1 | 0.095540738399532486981867143683910153931 | 0.017076973576844614644675707739272088694
f(z) = -120/149*z^3 + 269/149*z + 1
*
-1 | 0.094484902968554703275201473254810430295 | 0.016865922696319699962787437511641257121
f(z) = -120/151*z^3 + 271/151*z + 1
*
-1 | 0.093635044767012585856601554869668314917 | 0.016649138211963019675539064539492233472
f(z) = -120/157*z^3 + 277/157*z + 1
*
-1 | 0.077075742715508037240259541664642429621 | 0.013860844376633007385761996168470581174
f(z) = -119/141*z^3 + 260/141*z + 1
*
-1 | 0.084341641129818858360916532333539925263 | 0.015157036897344921973509111110936978991
f(z) = -119/142*z^3 + 261/142*z + 1
*
-1 | 0.096922618132747474747488103676090245166 | 0.017406002460386891231415996597273594699
f(z) = -119/143*z^3 + 262/143*z + 1
*
-1 | 0.074530766951754661775591139422586953233 | 0.013375575499413430178023118404951397088
f(z) = -119/144*z^3 + 263/144*z + 1
*
-1 | 0.096359543716808990095455052674208893684 | 0.017281281075976216518281095429248071448
f(z) = -119/145*z^3 + 264/145*z + 1
*
-1 | 0.083206068818141087732010891932707517754 | 0.014912203890344160359774495945173247561
f(z) = -119/146*z^3 + 265/146*z + 1
*
-1 | 0.086724185055193174696210398698113552281 | 0.015521805159826945987463138138395603136
f(z) = -119/148*z^3 + 267/148*z + 1
*
-1 | 0.094791218323791253989939833783577426918 | 0.016954290656411087077653178936444566142
f(z) = -119/149*z^3 + 268/149*z + 1
*
-1 | 0.060956297213508444231162364302042290388 | 0.010895342597252361493172178837386962001
f(z) = -119/150*z^3 + 269/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016596210548457824753363330617014613413
f(z) = -119/151*z^3 + 270/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015079553747727406245941490699209836221
f(z) = -119/152*z^3 + 271/152*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016638986257616226554809285434901011097
f(z) = -119/155*z^3 + 274/155*z + 1
*
-1 | 0.064615911038782142805002791688348567567 | 0.011504102608992940103624592747442244342
f(z) = -119/156*z^3 + 275/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016659698092295543190135242560370414532
f(z) = -119/157*z^3 + 276/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014387526511535750457503741168541448125
f(z) = -119/158*z^3 + 277/158*z + 1
*
-1 | 0.073525835625790710375405627362969781093 | 0.013065171613440746322254176873454409993
f(z) = -119/159*z^3 + 278/159*z + 1
*
-1 | 0.096435041009761076831539949109568668483 | 0.017330341871485689335709745917895089238
f(z) = -118/143*z^3 + 261/143*z + 1
*
-1 | 0.095807829136928037973330477964178607984 | 0.017194038173328003129417895791097105074
f(z) = -118/145*z^3 + 263/145*z + 1
*
-1 | 0.074670788975566986074099382422798328329 | 0.013382509781711313901946036444206223295
f(z) = -118/147*z^3 + 265/147*z + 1
*
-1 | 0.093752030922897429305544721935529038815 | 0.016779641761950983063186626200251594101
f(z) = -118/149*z^3 + 267/149*z + 1
*
-1 | 0.092928295542117114408306842910862374595 | 0.016610024939075691297547879561591817609
f(z) = -118/151*z^3 + 269/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014207685640653757389937011331004628165
f(z) = -118/153*z^3 + 271/153*z + 1
*
-1 | 0.093397323186054370778244661969003810352 | 0.016649931864569577327472796060089349233
f(z) = -118/155*z^3 + 273/155*z + 1
*
-1 | 0.093634576857700938609908839843570302273 | 0.016670534588208595962666013736748218532
f(z) = -118/157*z^3 + 275/157*z + 1
*
-1 | 0.073525315730670234085732722134090650265 | 0.013073450722687183868667711405139861202
f(z) = -118/159*z^3 + 277/159*z + 1
*
-1 | 0.095187298692747253441201760018372740795 | 0.017094362360025264413001469246285236384
f(z) = -117/145*z^3 + 262/145*z + 1
*
-1 | 0.081902234115707422507530412799001644881 | 0.014698487091839702493710110387696013854
f(z) = -117/146*z^3 + 263/146*z + 1
*
-1 | 0.084758146806218241750303753602944417747 | 0.015190367535624749344860635837872329044
f(z) = -117/148*z^3 + 265/148*z + 1
*
-1 | 0.092670865888589935941811693258677917716 | 0.016597282556243047045255936607718638430
f(z) = -117/149*z^3 + 266/149*z + 1
*
-1 | 0.092955887330800479161845425320727224910 | 0.016626024645528143124864933707933184917
f(z) = -117/151*z^3 + 268/151*z + 1
*
-1 | 0.084478538799093783010556044451781094908 | 0.015099713473531479728092774958194779607
f(z) = -117/152*z^3 + 269/152*z + 1
*
-1 | 0.080441405105767132877197609469285527854 | 0.014359103703040596419382710742956657336
f(z) = -117/154*z^3 + 271/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016660731206683843200295667928442900464
f(z) = -117/155*z^3 + 272/155*z + 1
*
-1 | 0.093635233347164948189654229604589643315 | 0.016681470932509546757172814193396775836
f(z) = -117/157*z^3 + 274/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014406088402859623277574514087634849352
f(z) = -117/158*z^3 + 275/158*z + 1
*
-1 | 0.072404337038867334292892489136726224921 | 0.012993958282694771911491911113300670115
f(z) = -116/147*z^3 + 263/147*z + 1
*
-1 | 0.092666744281901141905781675733380417018 | 0.016607747538299887566021430029777289172
f(z) = -116/149*z^3 + 265/149*z + 1
*
-1 | 0.092913665778282738714600289545337914346 | 0.016629592033386596470308238464444832245
f(z) = -116/151*z^3 + 267/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014226496726684249416332216141123986591
f(z) = -116/153*z^3 + 269/153*z + 1
*
-1 | 0.093397720059338061776341461673081232110 | 0.016671856318226362568816782107371045666
f(z) = -116/155*z^3 + 271/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016692156587880097624662832771670396469
f(z) = -116/157*z^3 + 273/157*z + 1
*
-1 | 0.073524427756128347891370774401645468065 | 0.013090159181789213575377603382051493005
f(z) = -116/159*z^3 + 275/159*z + 1
*
-1 | 0.079472191642525585480885097409084891124 | 0.014281948097080075089455959912334976405
f(z) = -115/146*z^3 + 261/146*z + 1
*
-1 | 0.072072822085286997099461453472963403375 | 0.012943312332167297804978936148725164138
f(z) = -115/147*z^3 + 262/147*z + 1
*
-1 | 0.083984487252359148013283865898395033687 | 0.015072176175922311506819279433419919032
f(z) = -115/148*z^3 + 263/148*z + 1
*
-1 | 0.092666343870994221636088402126944349577 | 0.016618936463875861638719907840110437644
f(z) = -115/149*z^3 + 264/149*z + 1
*
-1 | 0.092913028505332590360625726176644160498 | 0.016640653699224154078968033282267751520
f(z) = -115/151*z^3 + 266/151*z + 1
*
-1 | 0.084478233894453955758762814111151031508 | 0.015119827138433088162238401862050479859
f(z) = -115/152*z^3 + 267/152*z + 1
*
-1 | 0.079593795607529876646577200375387376499 | 0.014236090315534463082060811613787890092
f(z) = -115/153*z^3 + 268/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.014378131028899853394223637884252746104
f(z) = -115/154*z^3 + 269/154*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011534000448155267385193325493788948170
f(z) = -115/156*z^3 + 271/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016703083782334200467844269626805839697
f(z) = -115/157*z^3 + 272/157*z + 1
*
-1 | 0.080915997960814840641486092471754861950 | 0.014424887211354062501485703253733584058
f(z) = -115/158*z^3 + 273/158*z + 1
*
-1 | 0.073525973539847667316635777064173078035 | 0.013098930248210579947782573153879268387
f(z) = -115/159*z^3 + 274/159*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016630134737339053693572439928633888567
f(z) = -114/149*z^3 + 263/149*z + 1
*
-1 | 0.092913242192875580235039551787566217734 | 0.016651924930156108777284975411642763181
f(z) = -114/151*z^3 + 265/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016693758638730224334275053858363250889
f(z) = -114/155*z^3 + 269/155*z + 1
*
-1 | 0.093634456868866344501735519375006669710 | 0.016714114759558584782646479322381926589
f(z) = -114/157*z^3 + 271/157*z + 1
*
-1 | 0.072072343732990358549922179499202861043 | 0.012961062782482664789903989479117299818
f(z) = -113/147*z^3 + 260/147*z + 1
*
-1 | 0.083984294369641143219106117956803030501 | 0.015092818108658755841185878362706256364
f(z) = -113/148*z^3 + 261/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016641512081325603812429436676177298788
f(z) = -113/149*z^3 + 262/149*z + 1
*
-1 | 0.059609870789757538419351184058950139098 | 0.010697814605541372121278907368093095381
f(z) = -113/150*z^3 + 263/150*z + 1
*
-1 | 0.092913608092531825947872819547937975656 | 0.016663281241233689675924804720807330678
f(z) = -113/151*z^3 + 264/151*z + 1
*
-1 | 0.084477904759980077280178037836006429065 | 0.015140142514883959007537007697987981126
f(z) = -113/152*z^3 + 265/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014255072221229004968035646150641466938
f(z) = -113/153*z^3 + 266/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.014397335469193965201356028410198573398
f(z) = -113/154*z^3 + 267/154*z + 1
*
-1 | 0.093397791336047886386454170194347501865 | 0.016705063285179389425510583262263786894
f(z) = -113/155*z^3 + 268/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011549271554244858393612113895239042192
f(z) = -113/156*z^3 + 269/156*z + 1
*
-1 | 0.093634904713855298470230727387731995287 | 0.016725231752736214397219861976784520610
f(z) = -113/157*z^3 + 270/157*z + 1
*
-1 | 0.080917280787709728062814827922790306154 | 0.014444049363273463171011345901072013661
f(z) = -113/158*z^3 + 271/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013115867644260474554936617776342021350
f(z) = -113/159*z^3 + 272/159*z + 1
*
-1 | 0.092666491628238955126015845083364820313 | 0.016653095836667871679864183851881853981
f(z) = -112/149*z^3 + 261/149*z + 1
*
-1 | 0.092913594437031909348796730226816874528 | 0.016674627783166018484967342539528956761
f(z) = -112/151*z^3 + 263/151*z + 1
*
-1 | 0.079593701768751912915125428429068556053 | 0.014264794936497423572933513537834868530
f(z) = -112/153*z^3 + 265/153*z + 1
*
-1 | 0.093397073324032742277418840758237052818 | 0.016716111817148719852799887293568847465
f(z) = -112/155*z^3 + 267/155*z + 1
*
-1 | 0.093634350770080396091441870148092090747 | 0.016736225413069316644608373441810796539
f(z) = -112/157*z^3 + 269/157*z + 1
*
-1 | 0.073524474664371688250591422231030886502 | 0.013124404714576571157043542932168876618
f(z) = -112/159*z^3 + 271/159*z + 1
*
-1 | 0.092666048143876004168793398925257892940 | 0.016664512427220676847227014569585828991
f(z) = -111/149*z^3 + 260/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016685855106107323225226196921772657742
f(z) = -111/151*z^3 + 262/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015160645483375917276973097832212718905
f(z) = -111/152*z^3 + 263/152*z + 1
*
-1 | 0.080442499900018894358987954707656632163 | 0.014416916662412164546853833089174441599
f(z) = -111/154*z^3 + 265/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016727289902123955328827287283139025890
f(z) = -111/155*z^3 + 266/155*z + 1
*
-1 | 0.093634439189562975515241610889244305412 | 0.016747389953858819308105964509226272888
f(z) = -111/157*z^3 + 268/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014462891020013630580979654311688097364
f(z) = -111/158*z^3 + 269/158*z + 1
*
-1 | 0.092913613842077748958443150742812798209 | 0.016697506171386671626585058539010004131
f(z) = -110/151*z^3 + 261/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014284088822566396812600115810510543527
f(z) = -110/153*z^3 + 263/153*z + 1
*
-1 | 0.093635129781062202275725785063468021029 | 0.016758718916203019098013115681752515821
f(z) = -110/157*z^3 + 267/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013141867909313448948601586658920304260
f(z) = -110/159*z^3 + 269/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016708848974991299289259478953960331737
f(z) = -109/151*z^3 + 260/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015181443444693216669448261744291810690
f(z) = -109/152*z^3 + 261/152*z + 1
*
-1 | 0.079593477496613663245229140127934385776 | 0.014293921190194471845565402699107514347
f(z) = -109/153*z^3 + 262/153*z + 1
*
-1 | 0.080441077626093406485184338363906646944 | 0.014436262379246294098852537800713351898
f(z) = -109/154*z^3 + 263/154*z + 1
*
-1 | 0.093397164676778770070131691206736706841 | 0.016750003084511292368712642683885265266
f(z) = -109/155*z^3 + 264/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011580281304968883089282216458681601492
f(z) = -109/156*z^3 + 265/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016769811673960773221672435698472816922
f(z) = -109/157*z^3 + 266/157*z + 1
*
-1 | 0.080916597324291358147633004403171330548 | 0.014482369099974787040565813422671863338
f(z) = -109/158*z^3 + 267/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013150437406012579276437553238515339868
f(z) = -109/159*z^3 + 268/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016761338772239259790500012783520642710
f(z) = -108/155*z^3 + 263/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016781131793235938341023160734057520593
f(z) = -108/157*z^3 + 265/157*z + 1
*
-1 | 0.079593196101282485742655952452000755058 | 0.014313568260649847753653275414518631790
f(z) = -107/153*z^3 + 260/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.014456141301761499251504723440040112743
f(z) = -107/154*z^3 + 261/154*z + 1
*
-1 | 0.093397733702602582166164332049457617000 | 0.016772980486303923551100641011857565561
f(z) = -107/155*z^3 + 262/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011596025633446481507023261356151831673
f(z) = -107/156*z^3 + 263/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016792510090827349438613639002023035804
f(z) = -107/157*z^3 + 264/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.014501840704565510238673542330251802675
f(z) = -107/158*z^3 + 265/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013168079686808636378229829124123351301
f(z) = -107/159*z^3 + 266/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016784332626675961338304859221729825279
f(z) = -106/155*z^3 + 261/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016803947098341282388517716310250290235
f(z) = -106/157*z^3 + 263/157*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016815443354354191303043119528861497675
f(z) = -105/157*z^3 + 262/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.014521557129198866775235085903190341844
f(z) = -105/158*z^3 + 263/158*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016826999404531838114285672840012918704
f(z) = -104/157*z^3 + 261/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013194883684201375761635533019887083594
f(z) = -104/159*z^3 + 263/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016838615801750934266803729452741873937
f(z) = -103/157*z^3 + 260/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014541361168364047969295441470298234163
f(z) = -103/158*z^3 + 261/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013204096458435410614962260946632040404
f(z) = -103/159*z^3 + 262/159*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013222292305202982545817846826403049871
f(z) = -101/159*z^3 + 260/159*z + 1
*
-10/7 | 0.21486412853946597207602760107763746996 | 0.029704216879021706990730901502234880060
f(z) = -119/150*z^3 + 277/210*z + 1
*
-1/3 | 0.12047572660330757658695520155306915725 | 0.021209870702178441710579479939359618033
f(z) = -117/140*z^3 + 293/140*z + 1
*
[ 3/2 ] 
f(z) = -112/141*z^3 + 299/141*z + 1
*
[ 3/2 ] 
f(z) = -104/141*z^3 + 281/141*z + 1
*
[ 3/2 ] 
f(z) = -104/147*z^3 + 283/147*z + 1
*
[ 3/2 ] 
f(z) = -104/159*z^3 + 287/159*z + 1
*
-7/4 | 0.21954113952237450604110284966364153054 | 0.028711873330932599279413358535934201546
f(z) = -106/147*z^3 + 299/168*z + 1
*
-7/8 | 0.22334441623326583832871454854681396713 | 0.029420881518199355445001733686457971718
f(z) = -104/147*z^3 + 283/168*z + 1
*
-2/5 | 0.14265794010025439225348269823778545490 | 0.020188014845768037833889918646814718150
f(z) = -115/144*z^3 + 293/180*z + 1
*
[ 13/21 ] 
f(z) = -105/169*z^3 - 103/273*z + 1
*
[ 5/8 ] 
f(z) = -104/175*z^3 - 103/280*z + 1
*
[ 2/3 ] 
f(z) = -107/168*z^3 - 41/189*z + 1
*
[ 2/3 ] 
f(z) = -103/168*z^3 - 43/189*z + 1
*
[ 2/3 ] 
f(z) = -101/168*z^3 - 44/189*z + 1
*
[ 2/3 ] 
f(z) = -111/164*z^3 - 49/246*z + 1
*
[ 2/3 ] 
f(z) = -111/172*z^3 - 55/258*z + 1
*
[ 2/3 ] 
f(z) = -105/164*z^3 - 53/246*z + 1
*
[ 2/3 ] 
f(z) = -105/172*z^3 - 59/258*z + 1
*
[ 13/20 ] 
f(z) = -120/169*z^3 - 31/130*z + 1
*
[ 2/3 ] 
f(z) = -111/160*z^3 - 23/120*z + 1
*
[ 2/3 ] 
f(z) = -111/176*z^3 - 29/132*z + 1
*
[ 2/3 ] 
f(z) = -105/176*z^3 - 31/132*z + 1
*
[ 2/3 ] 
f(z) = -117/166*z^3 - 31/166*z + 1
*
[ 2/3 ] 
f(z) = -117/170*z^3 - 33/170*z + 1
*
[ 2/3 ] 
f(z) = -117/178*z^3 - 37/178*z + 1
*
[ 2/3 ] 
f(z) = -115/168*z^3 - 37/189*z + 1
*
[ 2/3 ] 
f(z) = -113/168*z^3 - 38/189*z + 1
*
[ 2/3 ] 
f(z) = -109/168*z^3 - 40/189*z + 1
*
[ 13/19 ] 
f(z) = -114/169*z^3 - 36/247*z + 1
*
[ 13/18 ] 
f(z) = -108/169*z^3 - 2/39*z + 1
*
[ 2/3 ] 
f(z) = -117/160*z^3 - 7/40*z + 1
*
[ 2/3 ] 
f(z) = -117/176*z^3 - 9/44*z + 1
*
[ 2/3 ] 
f(z) = -117/164*z^3 - 15/82*z + 1
*
[ 2/3 ] 
f(z) = -117/172*z^3 - 17/86*z + 1
*
[ 5/6 ] 
f(z) = -108/175*z^3 + 8/35*z + 1
*
[ 3/4 ] 
f(z) = -112/171*z^3 + 2/57*z + 1
*
[ 3/4 ] 
f(z) = -104/171*z^3 + 1/114*z + 1
*
[ 3/4 ] 
f(z) = -112/165*z^3 + 8/165*z + 1
*
[ 3/4 ] 
f(z) = -112/177*z^3 + 4/177*z + 1
*
[ 3/4 ] 
f(z) = -116/171*z^3 + 11/228*z + 1
*
[ 13/17 ] 
f(z) = -102/169*z^3 + 10/221*z + 1
*
[ 3/4 ] 
f(z) = -115/162*z^3 + 19/288*z + 1
*
[ 3/4 ] 
f(z) = -113/162*z^3 + 17/288*z + 1
*
[ 3/4 ] 
f(z) = -109/162*z^3 + 13/288*z + 1
*
[ 3/4 ] 
f(z) = -107/162*z^3 + 11/288*z + 1
*
[ 3/4 ] 
f(z) = -103/162*z^3 + 7/288*z + 1
*
[ 3/4 ] 
f(z) = -101/162*z^3 + 5/288*z + 1
*
[ 4/3 ] 
f(z) = -117/160*z^3 + 31/20*z + 1
*
-2/3 | 0.15033128487198770171789884472211087545 | 0.029074896086372750222305593881624017410
f(z) = -117/176*z^3 + 35/44*z + 1
*
[ 5/6 ] 
f(z) = -117/175*z^3 + 37/140*z + 1
*
[ 13/17 ] 
f(z) = -119/169*z^3 + 23/221*z + 1
*
[ 4/5 ] 
f(z) = -115/176*z^3 + 37/220*z + 1
*
[ 4/5 ] 
f(z) = -105/176*z^3 + 29/220*z + 1
*
[ 3/4 ] 
f(z) = -119/162*z^3 + 23/288*z + 1
*
[ 13/6 ] 
f(z) = -108/169*z^3 + 46/13*z + 1
*
[ -13/6 ] 
f(z) = -108/169*z^3 + 58/13*z + 1
*
-2 | 0.079918147277144732521615606583922361318 | 0.013477855774583434824021385437074611550
f(z) = -115/168*z^3 + 47/21*z + 1
*
-2 | 0.079410068454933628352511754690201944120 | 0.013440919717275478996517993023176071038
f(z) = -113/168*z^3 + 46/21*z + 1
*
-2 | 0.078271727525458802295943340590910680298 | 0.013348678520434907214674879917638285047
f(z) = -109/168*z^3 + 44/21*z + 1
*
-2 | 0.077616055157100401828478332709469029701 | 0.013288960307831178753893092980909182919
f(z) = -107/168*z^3 + 43/21*z + 1
*
-2 | 0.075917533200768269767966651537297947066 | 0.013105015512287755737584334100875966021
f(z) = -103/168*z^3 + 41/21*z + 1
*
-2 | 0.074543738487117297328187602386311153172 | 0.012922952543985360588431550163138594375
f(z) = -101/168*z^3 + 40/21*z + 1
*
[ 13/12 ] 
f(z) = -108/169*z^3 + 43/52*z + 1
*
12/7 | 0.17868613257380803725408831146537289720 | 0.025404985830748697350459952998572743342
f(z) = -119/162*z^3 + 52/63*z + 1
*
[ 13/14 ] 
f(z) = -112/169*z^3 + 45/91*z + 1
*
[ 6/7 ] 
f(z) = -119/162*z^3 + 47/126*z + 1
*
[ 5/6 ] 
f(z) = -114/175*z^3 + 53/210*z + 1
*
[ 13/16 ] 
f(z) = -112/169*z^3 + 43/208*z + 1
*
[ 5/6 ] 
f(z) = -102/175*z^3 + 43/210*z + 1
*
[ -4/3 ] 
f(z) = -117/160*z^3 + 61/20*z + 1
*
[ 5/3 ] 
f(z) = -117/175*z^3 + 79/35*z + 1
*
[ 2 ] 
f(z) = -115/168*z^3 + 68/21*z + 1
*
[ 2 ] 
f(z) = -113/168*z^3 + 67/21*z + 1
*
[ 2 ] 
f(z) = -109/168*z^3 + 65/21*z + 1
*
[ 13/9 ] 
f(z) = -108/169*z^3 + 64/39*z + 1
*
[ 5/3 ] 
f(z) = -108/175*z^3 + 74/35*z + 1
*
[ 2 ] 
f(z) = -107/168*z^3 + 64/21*z + 1
*
[ 2 ] 
f(z) = -103/168*z^3 + 62/21*z + 1
*
[ 2 ] 
f(z) = -101/168*z^3 + 61/21*z + 1
*
[ 4/3 ] 
f(z) = -117/176*z^3 + 63/44*z + 1
*
-2 | 0.095750458533667094460123507815118273975 | 0.016635640544783278937435799287615504592
f(z) = -101/176*z^3 + 79/44*z + 1
*
[ 13/12 ] 
f(z) = -120/169*z^3 + 71/78*z + 1
*
[ 5/4 ] 
f(z) = -104/175*z^3 + 79/70*z + 1
*
[ 13/15 ] 
f(z) = -120/169*z^3 + 74/195*z + 1
*
[ 13/15 ] 
f(z) = -105/169*z^3 + 61/195*z + 1
*
[ -2 ] 
f(z) = -115/168*z^3 + 89/21*z + 1
*
[ -2 ] 
f(z) = -113/168*z^3 + 88/21*z + 1
*
[ -2 ] 
f(z) = -109/168*z^3 + 86/21*z + 1
*
[ -5/6 ] 
f(z) = -108/175*z^3 + 92/35*z + 1
*
[ -2 ] 
f(z) = -107/168*z^3 + 85/21*z + 1
*
[ -2 ] 
f(z) = -103/168*z^3 + 83/21*z + 1
*
[ -2 ] 
f(z) = -101/168*z^3 + 82/21*z + 1
*
-2 | 0.10152720327921207730852284535524963000 | 0.016973779058501083424022821427048716212
f(z) = -119/160*z^3 + 99/40*z + 1
*
-2 | 0.10076907732298321205166460133534127108 | 0.016904711803085159786310935942914912021
f(z) = -119/176*z^3 + 97/44*z + 1
*
-2 | 0.10110883334496078158415940293948803371 | 0.016961708232818108423687288782193938349
f(z) = -117/160*z^3 + 97/40*z + 1
*
-2 | 0.10026010419800646201948395989263516473 | 0.016878318811446749560219233714610038966
f(z) = -117/176*z^3 + 95/44*z + 1
*
-2 | 0.099712163262879650136332416682801509393 | 0.016846418556888367696669191588388832690
f(z) = -115/176*z^3 + 93/44*z + 1
*
-2 | 0.10021474595086625590774658160397705111 | 0.016931330146851037174714858760670517139
f(z) = -113/160*z^3 + 93/40*z + 1
*
-2 | 0.099113555933505193841675478400887683499 | 0.016807015410846746311707739366429827677
f(z) = -113/176*z^3 + 91/44*z + 1
*
-2 | 0.099732996440315977847782420448541259217 | 0.016912055998342731414023989317022977854
f(z) = -111/160*z^3 + 91/40*z + 1
*
-2 | 0.098443732129119682921564183738796474180 | 0.016756577505185762169746153063370541795
f(z) = -111/176*z^3 + 89/44*z + 1
*
-2 | 0.099222520051109144394680862938255762797 | 0.016889138714443886526455261100903410513
f(z) = -109/160*z^3 + 89/40*z + 1
*
-2 | 0.097655807223379898537301577054619660885 | 0.016687017846850584242569467224474529857
f(z) = -109/176*z^3 + 87/44*z + 1
*
-2 | 0.098677222935145084192455660720495916951 | 0.016861553112042664171506124330099367600
f(z) = -107/160*z^3 + 87/40*z + 1
*
-2 | 0.096533906742284989353860521159155191277 | 0.016561126672830866575900977778923196617
f(z) = -107/176*z^3 + 85/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016493966828421394589721858132772516942
f(z) = -105/176*z^3 + 83/44*z + 1
*
[ 3/2 ] 
f(z) = -104/171*z^3 + 97/57*z + 1
*
-2 | 0.097442225423175887331924579507022519030 | 0.016785522807812200379814250022207623403
f(z) = -103/160*z^3 + 83/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016563561996867772935070868179173139652
f(z) = -103/176*z^3 + 81/44*z + 1
*
-2 | 0.096714433903981854243465459414370896056 | 0.016730448884260146590850008616000667473
f(z) = -101/160*z^3 + 81/40*z + 1
*
[ 13/10 ] 
f(z) = -120/169*z^3 + 93/65*z + 1
*
[ 4/3 ] 
f(z) = -111/160*z^3 + 89/60*z + 1
*
-2/3 | 0.17926578513896104412647786810586749410 | 0.029036604463128720000877728699518914426
f(z) = -111/160*z^3 + 97/120*z + 1
*
[ 13/4 ] 
f(z) = -112/169*z^3 + 100/13*z + 1
*
[ -13/4 ] 
f(z) = -112/169*z^3 + 108/13*z + 1
*
[ 3 ] 
f(z) = -107/162*z^3 + 119/18*z + 1
*
[ 3 ] 
f(z) = -103/162*z^3 + 115/18*z + 1
*
[ 3 ] 
f(z) = -101/162*z^3 + 113/18*z + 1
*
[ -13/18 ] 
f(z) = -108/169*z^3 + 106/39*z + 1
*
[ -13/9 ] 
f(z) = -108/169*z^3 + 118/39*z + 1
*
[ -5/3 ] 
f(z) = -108/175*z^3 + 116/35*z + 1
*
[ -2/3 ] 
f(z) = -117/160*z^3 + 113/40*z + 1
*
[ 3/2 ] 
f(z) = -116/171*z^3 + 106/57*z + 1
*
[ 13/8 ] 
f(z) = -112/169*z^3 + 111/52*z + 1
*
[ 3/2 ] 
f(z) = -112/171*z^3 + 103/57*z + 1
*
[ 6/5 ] 
f(z) = -115/162*z^3 + 107/90*z + 1
*
[ 13/12 ] 
f(z) = -112/169*z^3 + 100/117*z + 1
*
-2/3 | 0.13385038150923974350829105069789824161 | 0.021350825613753056144896822557254385684
f(z) = -111/176*z^3 + 103/132*z + 1
*
-4/3 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = -111/176*z^3 + 115/132*z + 1
*
-2/3 | 0.13328688772017485632906767701031231989 | 0.021260941240700844512514002250252058274
f(z) = -105/176*z^3 + 101/132*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -105/176*z^3 + 107/132*z + 1
*
-3/4 | 0.14315129805885834535291653799092397278 | 0.028036197956007723526660877723961667599
f(z) = -112/165*z^3 + 118/165*z + 1
*
[ 3 ] 
f(z) = -119/162*z^3 + 131/18*z + 1
*
[ 3 ] 
f(z) = -115/162*z^3 + 127/18*z + 1
*
[ -3 ] 
f(z) = -115/162*z^3 + 139/18*z + 1
*
[ 3 ] 
f(z) = -113/162*z^3 + 125/18*z + 1
*
[ -3 ] 
f(z) = -113/162*z^3 + 137/18*z + 1
*
[ 3 ] 
f(z) = -109/162*z^3 + 121/18*z + 1
*
[ -3 ] 
f(z) = -109/162*z^3 + 133/18*z + 1
*
[ -3 ] 
f(z) = -107/162*z^3 + 131/18*z + 1
*
[ -3 ] 
f(z) = -103/162*z^3 + 127/18*z + 1
*
[ -3 ] 
f(z) = -101/162*z^3 + 125/18*z + 1
*
[ -5/3 ] 
f(z) = -117/175*z^3 + 121/35*z + 1
*
[ 2 ] 
f(z) = -119/160*z^3 + 139/40*z + 1
*
[ 2 ] 
f(z) = -117/160*z^3 + 137/40*z + 1
*
[ -2/3 ] 
f(z) = -117/176*z^3 + 123/44*z + 1
*
[ -4/3 ] 
f(z) = -117/176*z^3 + 129/44*z + 1
*
[ 2 ] 
f(z) = -117/176*z^3 + 139/44*z + 1
*
[ 2 ] 
f(z) = -115/176*z^3 + 137/44*z + 1
*
[ 2 ] 
f(z) = -113/160*z^3 + 133/40*z + 1
*
[ 2 ] 
f(z) = -113/176*z^3 + 135/44*z + 1
*
[ 2 ] 
f(z) = -111/160*z^3 + 131/40*z + 1
*
[ 2 ] 
f(z) = -111/176*z^3 + 133/44*z + 1
*
[ 2 ] 
f(z) = -109/160*z^3 + 129/40*z + 1
*
[ 2 ] 
f(z) = -109/176*z^3 + 131/44*z + 1
*
[ -13/12 ] 
f(z) = -108/169*z^3 + 139/52*z + 1
*
[ 2 ] 
f(z) = -107/160*z^3 + 127/40*z + 1
*
[ 2 ] 
f(z) = -107/176*z^3 + 129/44*z + 1
*
[ 2 ] 
f(z) = -105/176*z^3 + 127/44*z + 1
*
[ 2 ] 
f(z) = -103/160*z^3 + 123/40*z + 1
*
[ 2 ] 
f(z) = -103/176*z^3 + 125/44*z + 1
*
[ 2 ] 
f(z) = -101/160*z^3 + 121/40*z + 1
*
[ 2 ] 
f(z) = -101/176*z^3 + 123/44*z + 1
*
[ 3/2 ] 
f(z) = -115/162*z^3 + 139/72*z + 1
*
[ 3/2 ] 
f(z) = -113/162*z^3 + 137/72*z + 1
*
[ 3/2 ] 
f(z) = -109/162*z^3 + 133/72*z + 1
*
[ 3/2 ] 
f(z) = -107/162*z^3 + 131/72*z + 1
*
[ 3/2 ] 
f(z) = -103/162*z^3 + 127/72*z + 1
*
[ 3/2 ] 
f(z) = -101/162*z^3 + 125/72*z + 1
*
[ 6/5 ] 
f(z) = -115/168*z^3 + 121/105*z + 1
*
-4/7 | 0.15734079089968914946775739304233165722 | 0.022409757766743834232363438318158013106
f(z) = -119/160*z^3 + 139/140*z + 1
*
-4/5 | 0.16026595117197047227671098778237689883 | 0.023638318163419994322949762355429855535
f(z) = -105/176*z^3 + 139/220*z + 1
*
[ -3 ] 
f(z) = -119/162*z^3 + 143/18*z + 1
*
[ 13/6 ] 
f(z) = -120/169*z^3 + 151/39*z + 1
*
[ 5/2 ] 
f(z) = -108/175*z^3 + 156/35*z + 1
*
[ 5/2 ] 
f(z) = -104/175*z^3 + 151/35*z + 1
*
[ 2 ] 
f(z) = -119/176*z^3 + 141/44*z + 1
*
12/5 | 0.20021481878568234429552549321100702679 | 0.025256291995330704538190296615451017744
f(z) = -115/162*z^3 + 154/45*z + 1
*
[ -3/4 ] 
f(z) = -112/171*z^3 + 154/57*z + 1
*
[ 3/2 ] 
f(z) = -119/162*z^3 + 143/72*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016543408841808717257997158354110546416
f(z) = -101/172*z^3 + 159/86*z + 1
*
[ 13/11 ] 
f(z) = -110/169*z^3 + 152/143*z + 1
*
[ 13/3 ] 
f(z) = -108/169*z^3 + 166/13*z + 1
*
[ -13/3 ] 
f(z) = -108/169*z^3 + 172/13*z + 1
*
[ 5/2 ] 
f(z) = -116/175*z^3 + 166/35*z + 1
*
[ -5/2 ] 
f(z) = -104/175*z^3 + 179/35*z + 1
*
[ -2 ] 
f(z) = -119/160*z^3 + 179/40*z + 1
*
[ -2 ] 
f(z) = -117/160*z^3 + 177/40*z + 1
*
[ -2 ] 
f(z) = -113/160*z^3 + 173/40*z + 1
*
[ -2 ] 
f(z) = -113/176*z^3 + 179/44*z + 1
*
[ -13/8 ] 
f(z) = -112/169*z^3 + 175/52*z + 1
*
[ -3/2 ] 
f(z) = -112/171*z^3 + 179/57*z + 1
*
[ -2 ] 
f(z) = -111/160*z^3 + 171/40*z + 1
*
[ -2 ] 
f(z) = -111/176*z^3 + 177/44*z + 1
*
[ -2 ] 
f(z) = -109/160*z^3 + 169/40*z + 1
*
[ -2 ] 
f(z) = -109/176*z^3 + 175/44*z + 1
*
[ -2 ] 
f(z) = -107/160*z^3 + 167/40*z + 1
*
[ -2 ] 
f(z) = -107/176*z^3 + 173/44*z + 1
*
[ -2 ] 
f(z) = -105/176*z^3 + 171/44*z + 1
*
[ -3/2 ] 
f(z) = -104/171*z^3 + 173/57*z + 1
*
[ -2 ] 
f(z) = -103/160*z^3 + 163/40*z + 1
*
[ -2 ] 
f(z) = -103/176*z^3 + 169/44*z + 1
*
[ -2 ] 
f(z) = -101/160*z^3 + 161/40*z + 1
*
[ -2 ] 
f(z) = -101/176*z^3 + 167/44*z + 1
*
[ -4/3 ] 
f(z) = -111/160*z^3 + 179/60*z + 1
*
-2 | 0.098868014044045148010470872327157336098 | 0.016812764127450176042036798928955446977
f(z) = -111/172*z^3 + 179/86*z + 1
*
-2 | 0.098945942556624569797051901792242310396 | 0.016858227488068019240582977723856969235
f(z) = -109/164*z^3 + 177/82*z + 1
*
-2 | 0.098205934266891206391014631140861026985 | 0.016764604797807872223866005539482634923
f(z) = -109/172*z^3 + 175/86*z + 1
*
-2 | 0.098355517304547545681512595534743714224 | 0.016823150141271502813288415470901093290
f(z) = -107/164*z^3 + 173/82*z + 1
*
-2 | 0.097438398386171881609156288418806542799 | 0.016699495969465651430956583527438150095
f(z) = -107/172*z^3 + 171/86*z + 1
*
-2 | 0.097705116402358955268151179498967007591 | 0.016779039381803526745310970360252164350
f(z) = -105/164*z^3 + 169/82*z + 1
*
-2 | 0.096425761934711114241793228292115789400 | 0.016593258028199717824299843154017111621
f(z) = -105/172*z^3 + 167/86*z + 1
*
-2 | 0.096966768555237287988880542743672516829 | 0.016721024189991640535222583305486707411
f(z) = -103/164*z^3 + 165/82*z + 1
*
-2 | 0.095324877009943179134708460817768434079 | 0.016472536270796984118262182301192938359
f(z) = -103/172*z^3 + 163/86*z + 1
*
-2 | 0.096065922042093477229507278492959556943 | 0.016636083561539436422236030326614126310
f(z) = -101/164*z^3 + 161/82*z + 1
*
-2/5 | 0.17641973549197415302159812179403561436 | 0.024470995848807993837628318053046781266
f(z) = -115/168*z^3 + 169/105*z + 1
*
[ 13/10 ] 
f(z) = -110/169*z^3 + 173/130*z + 1
*
[ 4/3 ] 
f(z) = -105/176*z^3 + 173/132*z + 1
*
[ 5/4 ] 
f(z) = -116/175*z^3 + 173/140*z + 1
*
[ 5/4 ] 
f(z) = -108/175*z^3 + 163/140*z + 1
*
[ 7/6 ] 
f(z) = -108/161*z^3 + 170/161*z + 1
*
[ 7/6 ] 
f(z) = -108/175*z^3 + 172/175*z + 1
*
[ -13/6 ] 
f(z) = -120/169*z^3 + 187/39*z + 1
*
[ -5/2 ] 
f(z) = -116/175*z^3 + 194/35*z + 1
*
[ -5/2 ] 
f(z) = -108/175*z^3 + 184/35*z + 1
*
[ -2 ] 
f(z) = -119/176*z^3 + 185/44*z + 1
*
-8/3 | 0.099032398588485136425664321504734386398 | 0.015014507893169415480752462802362636382
f(z) = -117/160*z^3 + 183/40*z + 1
*
[ -2 ] 
f(z) = -117/176*z^3 + 183/44*z + 1
*
[ -3/2 ] 
f(z) = -116/171*z^3 + 182/57*z + 1
*
[ -2 ] 
f(z) = -115/176*z^3 + 181/44*z + 1
*
[ -13/10 ] 
f(z) = -120/169*z^3 + 193/65*z + 1
*
[ -5/4 ] 
f(z) = -104/175*z^3 + 191/70*z + 1
*
-2 | 0.10137150133738389754294725605220906469 | 0.016962106622566515092520165125339648060
f(z) = -119/164*z^3 + 197/82*z + 1
*
-2 | 0.10099707378037782443793247550020507786 | 0.016928358988906176142733315919041688429
f(z) = -119/172*z^3 + 195/86*z + 1
*
-2 | 0.10093696371877504653238320913085089678 | 0.016947568823197209352783989592150559464
f(z) = -117/164*z^3 + 193/82*z + 1
*
-2 | 0.10051880574878872638883371172755367642 | 0.016906929276505344040641359098071093904
f(z) = -117/172*z^3 + 191/86*z + 1
*
-9/5 | 0.20851145329088989407428973997308625813 | 0.027874266654166821390101906928593197732
f(z) = -115/162*z^3 + 197/90*z + 1
*
-2 | 0.10048128155620519527548726084657243700 | 0.016930593578292967012506747247722398993
f(z) = -115/164*z^3 + 189/82*z + 1
*
-2 | 0.10000991794901488388397044793058126855 | 0.016881431418383602836520005867320261051
f(z) = -115/172*z^3 + 187/86*z + 1
*
-2 | 0.10000094484129479991275448697305461289 | 0.016910610300856905120476803191709208172
f(z) = -113/164*z^3 + 185/82*z + 1
*
-2 | 0.099463251803258054468725138783410030233 | 0.016850657356678937950013629589328951625
f(z) = -113/172*z^3 + 183/86*z + 1
*
-2 | 0.099491302176778558279875357860255463999 | 0.016886848322761675960196266014406969110
f(z) = -111/164*z^3 + 181/82*z + 1
*
20/9 | 0.18016211178060441097761903309168215136 | 0.026196649076557322314782136626310613457
f(z) = -108/175*z^3 + 194/105*z + 1
*
[ 3/2 ] 
f(z) = -106/171*z^3 + 197/114*z + 1
*
[ 9/7 ] 
f(z) = -119/162*z^3 + 181/126*z + 1
*
[ 4/3 ] 
f(z) = -111/176*z^3 + 181/132*z + 1
*
[ 10/9 ] 
f(z) = -108/175*z^3 + 181/210*z + 1
*
[ 13/4 ] 
f(z) = -120/169*z^3 + 213/26*z + 1
*
[ 4 ] 
f(z) = -101/160*z^3 + 217/20*z + 1
*
[ -13/12 ] 
f(z) = -120/169*z^3 + 215/78*z + 1
*
[ 3/2 ] 
f(z) = -118/171*z^3 + 215/114*z + 1
*
[ 3/2 ] 
f(z) = -110/171*z^3 + 203/114*z + 1
*
[ 5/3 ] 
f(z) = -102/175*z^3 + 212/105*z + 1
*
-5/12 | 0.19084003383992410561296132851360179753 | 0.027414440153287919881368238232531909663
f(z) = -108/175*z^3 + 211/140*z + 1
*
-5/3 | 0.19084033860411682097585458213592492499 | 0.027268711248463155199933499486541377124
f(z) = -108/175*z^3 + 219/140*z + 1
*
[ 5/4 ] 
f(z) = -112/165*z^3 + 208/165*z + 1
*
[ -13/4 ] 
f(z) = -120/169*z^3 + 229/26*z + 1
*
[ 4 ] 
f(z) = -111/160*z^3 + 237/20*z + 1
*
[ 4 ] 
f(z) = -109/160*z^3 + 233/20*z + 1
*
[ 4 ] 
f(z) = -107/160*z^3 + 229/20*z + 1
*
[ -4 ] 
f(z) = -107/160*z^3 + 239/20*z + 1
*
[ 4 ] 
f(z) = -103/160*z^3 + 221/20*z + 1
*
[ -4 ] 
f(z) = -103/160*z^3 + 231/20*z + 1
*
[ -4 ] 
f(z) = -101/160*z^3 + 227/20*z + 1
*
[ -3/2 ] 
f(z) = -119/162*z^3 + 239/72*z + 1
*
[ -3/2 ] 
f(z) = -115/162*z^3 + 235/72*z + 1
*
[ -3/2 ] 
f(z) = -113/162*z^3 + 233/72*z + 1
*
[ -3/2 ] 
f(z) = -109/162*z^3 + 229/72*z + 1
*
[ -3/2 ] 
f(z) = -107/162*z^3 + 227/72*z + 1
*
[ -3/2 ] 
f(z) = -103/162*z^3 + 223/72*z + 1
*
[ -3/2 ] 
f(z) = -101/162*z^3 + 221/72*z + 1
*
[ -2/3 ] 
f(z) = -117/164*z^3 + 231/82*z + 1
*
[ 13/7 ] 
f(z) = -105/169*z^3 + 237/91*z + 1
*
[ 13/8 ] 
f(z) = -120/169*z^3 + 235/104*z + 1
*
[ 5/3 ] 
f(z) = -114/175*z^3 + 232/105*z + 1
*
[ 5/3 ] 
f(z) = -111/175*z^3 + 227/105*z + 1
*
-8/7 | 0.12336795180356970147548915492010690108 | 0.017571069144173134482993377021186783943
f(z) = -119/160*z^3 + 237/280*z + 1
*
[ 4 ] 
f(z) = -119/160*z^3 + 253/20*z + 1
*
[ 4 ] 
f(z) = -117/160*z^3 + 249/20*z + 1
*
[ -4 ] 
f(z) = -117/160*z^3 + 259/20*z + 1
*
[ 4 ] 
f(z) = -113/160*z^3 + 241/20*z + 1
*
[ -4 ] 
f(z) = -113/160*z^3 + 251/20*z + 1
*
[ -4 ] 
f(z) = -111/160*z^3 + 247/20*z + 1
*
[ -4 ] 
f(z) = -109/160*z^3 + 243/20*z + 1
*
[ -2/3 ] 
f(z) = -117/172*z^3 + 241/86*z + 1
*
[ 9/5 ] 
f(z) = -115/162*z^3 + 247/90*z + 1
*
[ -6/5 ] 
f(z) = -115/162*z^3 + 257/90*z + 1
*
[ -13/14 ] 
f(z) = -112/169*z^3 + 241/91*z + 1
*
[ 13/7 ] 
f(z) = -112/169*z^3 + 250/91*z + 1
*
[ 2 ] 
f(z) = -109/164*z^3 + 259/82*z + 1
*
[ 2 ] 
f(z) = -107/164*z^3 + 255/82*z + 1
*
[ 2 ] 
f(z) = -107/172*z^3 + 257/86*z + 1
*
[ 2 ] 
f(z) = -105/164*z^3 + 251/82*z + 1
*
[ 2 ] 
f(z) = -105/172*z^3 + 253/86*z + 1
*
[ 2 ] 
f(z) = -103/164*z^3 + 247/82*z + 1
*
[ 2 ] 
f(z) = -103/172*z^3 + 249/86*z + 1
*
[ 2 ] 
f(z) = -101/164*z^3 + 243/82*z + 1
*
[ 2 ] 
f(z) = -101/172*z^3 + 245/86*z + 1
*
5/18 | 0.096030060296692475364913072848469963767 | 0.013414803733361298319651517434121759323
f(z) = -108/175*z^3 + 257/105*z + 1
*
[ 4/3 ] 
f(z) = -117/164*z^3 + 249/164*z + 1
*
[ 4/3 ] 
f(z) = -117/172*z^3 + 251/172*z + 1
*
-4/9 | 0.14375462632411026025597873345457751650 | 0.018902908736843944345435912763453238977
f(z) = -117/160*z^3 + 251/180*z + 1
*
[ 4/3 ] 
f(z) = -107/160*z^3 + 259/180*z + 1
*
[ 4/3 ] 
f(z) = -103/160*z^3 + 251/180*z + 1
*
[ 4/3 ] 
f(z) = -101/160*z^3 + 247/180*z + 1
*
[ -4 ] 
f(z) = -119/160*z^3 + 263/20*z + 1
*
[ -8/3 ] 
f(z) = -117/160*z^3 + 263/40*z + 1
*
[ 13/6 ] 
f(z) = -102/169*z^3 + 263/78*z + 1
*
[ 2 ] 
f(z) = -119/164*z^3 + 279/82*z + 1
*
[ 13/7 ] 
f(z) = -119/169*z^3 + 263/91*z + 1
*
[ 2 ] 
f(z) = -117/164*z^3 + 275/82*z + 1
*
[ 2 ] 
f(z) = -117/172*z^3 + 277/86*z + 1
*
[ -3/5 ] 
f(z) = -115/162*z^3 + 263/90*z + 1
*
[ 2 ] 
f(z) = -115/164*z^3 + 271/82*z + 1
*
[ 2 ] 
f(z) = -115/172*z^3 + 273/86*z + 1
*
[ 2 ] 
f(z) = -113/164*z^3 + 267/82*z + 1
*
[ 2 ] 
f(z) = -113/172*z^3 + 269/86*z + 1
*
[ 2 ] 
f(z) = -111/164*z^3 + 263/82*z + 1
*
[ 2 ] 
f(z) = -111/172*z^3 + 265/86*z + 1
*
[ 2 ] 
f(z) = -109/172*z^3 + 261/86*z + 1
*
-2/5 | 0.18120503835120253316122970839651803271 | 0.023555852808783427971210106200428263939
f(z) = -115/168*z^3 + 274/105*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015170327629725851828794136550958059977
f(z) = -119/160*z^3 + 279/160*z + 1
*
-1 | 0.094100761672530676519974898510257459152 | 0.016710570534091086468228326715000688325
f(z) = -118/161*z^3 + 279/161*z + 1
*
-1 | 0.085427864393504850494090364597071322506 | 0.015189829032274568227475112751028080434
f(z) = -117/160*z^3 + 277/160*z + 1
*
-1 | 0.094101081432803105979268431395048836818 | 0.016721289427939276355274816244935673582
f(z) = -117/161*z^3 + 278/161*z + 1
*
-1 | 0.094101088030271611004506500621243607143 | 0.016732004821596844851894566797072756378
f(z) = -116/161*z^3 + 277/161*z + 1
*
-1 | 0.094328885267910301852276585171896688229 | 0.016751081103435335278152894629963517390
f(z) = -116/163*z^3 + 279/163*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012058208087006567311032766036571085835
f(z) = -115/162*z^3 + 277/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016761737422739527892230891401980011616
f(z) = -115/163*z^3 + 278/163*z + 1
*
-1 | 0.085885265611183030374790229371865042648 | 0.015251649012462500758974290335677294832
f(z) = -115/164*z^3 + 279/164*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016753412093317903545997170859289982500
f(z) = -114/161*z^3 + 275/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016772477560493091367976295294055261509
f(z) = -114/163*z^3 + 277/163*z + 1
*
-1 | 0.085427910872379921270036235344300592686 | 0.015229225494227327297866926792624899006
f(z) = -113/160*z^3 + 273/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016764285270089271517361549930607090929
f(z) = -113/161*z^3 + 274/161*z + 1
*
-1 | 0.067816531810062746950937046996552987356 | 0.012073935474820473740004784947293201251
f(z) = -113/162*z^3 + 275/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016783270388723657036545503233638364793
f(z) = -113/163*z^3 + 276/163*z + 1
*
-1 | 0.085885014746509899826943068472140365908 | 0.015271114403897631139980832247335132887
f(z) = -113/164*z^3 + 277/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013186905429095975699099621411145368009
f(z) = -113/165*z^3 + 278/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014531691745173384333494903534354912218
f(z) = -113/166*z^3 + 279/166*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016794116367237276923465419752763243550
f(z) = -112/163*z^3 + 275/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013195171195494737091112586468805227065
f(z) = -112/165*z^3 + 277/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016830775837425151099838517633101960858
f(z) = -112/167*z^3 + 279/167*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015249110276669881891933155224376140067
f(z) = -111/160*z^3 + 271/160*z + 1
*
-1 | 0.094100786298884366510597943270179136379 | 0.016786319814010297392460474510707443167
f(z) = -111/161*z^3 + 272/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016805015961598280384941332602939342081
f(z) = -111/163*z^3 + 274/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015290742099461319162384673883714742433
f(z) = -111/164*z^3 + 275/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014550280769074621742668328114800901871
f(z) = -111/166*z^3 + 277/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016841514607714404974865938343443378410
f(z) = -111/167*z^3 + 278/167*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016797230448294752929019437674935652712
f(z) = -110/161*z^3 + 271/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016815969643223274889999493201717161837
f(z) = -110/163*z^3 + 273/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016852305862958632593017950693241616972
f(z) = -110/167*z^3 + 277/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016869925698248376603349043097694816607
f(z) = -110/169*z^3 + 279/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015269300216999227318824646285224157688
f(z) = -109/160*z^3 + 269/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016808322331223717005177475107931981397
f(z) = -109/161*z^3 + 270/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012105343628524749966362430290939351180
f(z) = -109/162*z^3 + 271/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016826977889477039967053591676417178537
f(z) = -109/163*z^3 + 272/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015310639115762940521369865061752000178
f(z) = -109/164*z^3 + 273/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013220953808726692281022425728977991666
f(z) = -109/165*z^3 + 274/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014569052635812858658849963378249658826
f(z) = -109/166*z^3 + 275/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016863150059459231165363299099600251975
f(z) = -109/167*z^3 + 276/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.011733109075984803403022673474487729249
f(z) = -109/168*z^3 + 277/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016880689447859219565399142398360714046
f(z) = -109/169*z^3 + 278/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014609878433310416090660849187279093727
f(z) = -109/170*z^3 + 279/170*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016819470111743720779392202770570572120
f(z) = -108/161*z^3 + 269/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016838041183770359702153037830187444456
f(z) = -108/163*z^3 + 271/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016874047659210691274833107750199403709
f(z) = -108/167*z^3 + 275/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016891505804509644988745075359897675630
f(z) = -108/169*z^3 + 277/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015289694965368179088959762353109866417
f(z) = -107/160*z^3 + 267/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016830674290793563727852371325621535225
f(z) = -107/161*z^3 + 268/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012121371197418396281624146342232390798
f(z) = -107/162*z^3 + 269/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016849160015659840439319343609027644282
f(z) = -107/163*z^3 + 270/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015330734858037399717846135052569753162
f(z) = -107/164*z^3 + 271/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013238231842541070894702335121546023781
f(z) = -107/165*z^3 + 272/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014587894299799175918770604741424917727
f(z) = -107/166*z^3 + 273/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016884999129993187251457831075110588506
f(z) = -107/167*z^3 + 274/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.011748246403126126502206165030895282909
f(z) = -107/168*z^3 + 275/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016902375225562447156510561635153317470
f(z) = -107/169*z^3 + 276/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.014628683430212760376141252512864638496
f(z) = -107/170*z^3 + 277/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014509306057141927271341720748190686713
f(z) = -107/171*z^3 + 278/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015408157703007279991947860418274728312
f(z) = -107/172*z^3 + 279/172*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016841935375754066595152070605222770723
f(z) = -106/161*z^3 + 267/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016860334880949761636580069164374999265
f(z) = -106/163*z^3 + 269/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013246935630931309277851803471383200672
f(z) = -106/165*z^3 + 271/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016896004945467025349525973642685250710
f(z) = -106/167*z^3 + 273/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016913298174086756358205204440339930905
f(z) = -106/169*z^3 + 275/169*z + 1
*
-1 | 0.081653416294602281000704646908513828746 | 0.014518698813574135724767793126034825853
f(z) = -106/171*z^3 + 277/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016946854339967040886534906472279415337
f(z) = -106/173*z^3 + 279/173*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016871566281796009175994297008754634095
f(z) = -105/163*z^3 + 268/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015351032869945828634490702462788624338
f(z) = -105/164*z^3 + 269/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014607157823968952159327702895246707449
f(z) = -105/166*z^3 + 271/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016907065585268994099648412115807055730
f(z) = -105/167*z^3 + 272/167*z + 1
*
-1 | 0.094998233510085405420713333033015862574 | 0.016924294566156760831459841643909961813
f(z) = -105/169*z^3 + 274/169*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015427867907217355615507791086325758398
f(z) = -105/172*z^3 + 277/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016957667173412168188481412493600172855
f(z) = -105/173*z^3 + 278/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016864630325790610850201225331461190784
f(z) = -104/161*z^3 + 265/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016882854726812141813612404988156269281
f(z) = -104/163*z^3 + 267/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013264289927657114430364449234541911451
f(z) = -104/165*z^3 + 269/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016918181535110662439006060672985432666
f(z) = -104/167*z^3 + 271/167*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014537333940151698768509886123740480269
f(z) = -104/171*z^3 + 275/171*z + 1
*
-1 | 0.095431532597786097985009319446639902833 | 0.016968569619990658615042873627413405942
f(z) = -104/173*z^3 + 277/173*z + 1
*
-1 | 0.095644995815214682870807302642559168242 | 0.016984798214120647970527753557426701504
f(z) = -104/175*z^3 + 279/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015331113818692275473050273442859734714
f(z) = -103/160*z^3 + 263/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016876065238821526221374500522250268865
f(z) = -103/161*z^3 + 264/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012154033910045422943872719840081457768
f(z) = -103/162*z^3 + 265/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016894200731177642887467855316137581134
f(z) = -103/163*z^3 + 266/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015371536786178839887124886015334170284
f(z) = -103/164*z^3 + 267/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013273310718788589202579536769912748532
f(z) = -103/165*z^3 + 268/165*z + 1
*
-1 | 0.081830760749495742970339587666613145207 | 0.014626449015376986789822636837003648755
f(z) = -103/166*z^3 + 269/166*z + 1
*
-1 | 0.094778502035310947295623675996588490602 | 0.016929503122388431927713563244981114216
f(z) = -103/167*z^3 + 270/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.011778973805304277306085997593302772570
f(z) = -103/168*z^3 + 271/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016946392902737069217259245950331626495
f(z) = -103/169*z^3 + 272/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014666500263938447690922491683925289251
f(z) = -103/170*z^3 + 273/170*z + 1
*
-1 | 0.081653706367911391728354668818914054474 | 0.014546916589162586010367200894742871275
f(z) = -103/171*z^3 + 274/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015447771982266199161490644105306931515
f(z) = -103/172*z^3 + 275/172*z + 1
*
-1 | 0.095431763497967474975839097487344753679 | 0.016979529712920326586815377030699135058
f(z) = -103/173*z^3 + 276/173*z + 1
*
-1 | 0.062357745688501134654622063112928951484 | 0.011087758105286376163044425578809215759
f(z) = -103/174*z^3 + 277/174*z + 1
*
-1 | 0.095644267741136781213889025240476727915 | 0.016995505882309219150490751712385121823
f(z) = -103/175*z^3 + 278/175*z + 1
*
-1 | 0.087193126033387317981905605913164645350 | 0.015483901052143606789911059089335516627
f(z) = -103/176*z^3 + 279/176*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016887559153900216817172017777011103771
f(z) = -102/161*z^3 + 263/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016905604816748410879963079510829758350
f(z) = -102/163*z^3 + 265/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016940581338737075184680427136311669810
f(z) = -102/167*z^3 + 269/167*z + 1
*
-1 | 0.094998619305703595320632030788674743339 | 0.016957623060695088764760459041718099742
f(z) = -102/169*z^3 + 271/169*z + 1
*
-1 | 0.095431369914374150409870190370149564640 | 0.016990432448639417266869460328527844837
f(z) = -102/173*z^3 + 275/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017006381042922263512099153618497552980
f(z) = -102/175*z^3 + 277/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015352145635081749837608335315869917754
f(z) = -101/160*z^3 + 261/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016899112612282952637230572641031800337
f(z) = -101/161*z^3 + 262/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012170558301566509502343967983049522647
f(z) = -101/162*z^3 + 263/162*z + 1
*
-1 | 0.094329304474530091172051589971506294682 | 0.016917174588502486746150714972562924037
f(z) = -101/163*z^3 + 264/163*z + 1
*
-1 | 0.085885324850819580947609086728200307365 | 0.015392380550547404578536404230653054929
f(z) = -101/164*z^3 + 265/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013291117843187897477022777191902567190
f(z) = -101/165*z^3 + 266/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014646033990663061636038518149595500203
f(z) = -101/166*z^3 + 267/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016951866195231758221285041368000730486
f(z) = -101/167*z^3 + 268/167*z + 1
*
-1 | 0.065987454939007443176145747240410783782 | 0.011794612887377149522443013278756419250
f(z) = -101/168*z^3 + 269/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016968732447495543415809000412989614102
f(z) = -101/169*z^3 + 270/169*z + 1
*
-1 | 0.082272138252100896643578184384228455754 | 0.014685896690634937319322510293607325278
f(z) = -101/170*z^3 + 271/170*z + 1
*
-1 | 0.081653014605683083365780167445890292872 | 0.014565804079421387909015342692202907784
f(z) = -101/171*z^3 + 272/171*z + 1
*
-1 | 0.086766932548741361332454448767330041831 | 0.015467932760303756305087917767604009174
f(z) = -101/172*z^3 + 273/172*z + 1
*
-1 | 0.095431707020312030102899081561030543018 | 0.017001519511322951909365761749973113450
f(z) = -101/173*z^3 + 274/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011101988865246868209946115170675581270
f(z) = -101/174*z^3 + 275/174*z + 1
*
-1 | 0.095644214355433151050818864392909239825 | 0.017017329660386986127765197483557672376
f(z) = -101/175*z^3 + 276/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015503566785911728098412625917958621831
f(z) = -101/176*z^3 + 277/176*z + 1
*
-1 | 0.075510700327281237522104851530298547812 | 0.013417872099381747716336197798377295684
f(z) = -101/177*z^3 + 278/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014761102753072981066219044922954971808
f(z) = -101/178*z^3 + 279/178*z + 1
*
[ 4/3 ] 
f(z) = -113/160*z^3 + 271/180*z + 1
*
[ 4/3 ] 
f(z) = -109/160*z^3 + 263/180*z + 1
*
-10/3 | 0.15764677112466227136967446412971273298 | 0.022266409755159236885603915063009204708
f(z) = -117/160*z^3 + 297/40*z + 1
*
[ 13/6 ] 
f(z) = -114/169*z^3 + 289/78*z + 1
*
[ 5/2 ] 
f(z) = -102/175*z^3 + 297/70*z + 1
*
[ 2 ] 
f(z) = -119/172*z^3 + 281/86*z + 1
*
[ -6/5 ] 
f(z) = -115/168*z^3 + 296/105*z + 1
*
[ 35/18 ] 
f(z) = -108/175*z^3 + 296/105*z + 1
*
-1 | 0.094100784140529102454752330942233321701 | 0.016689404916709237299249206750598789161
f(z) = -120/161*z^3 + 281/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016708811389533421818310088470437273610
f(z) = -120/163*z^3 + 283/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016746702185754942578380930742205797431
f(z) = -120/167*z^3 + 287/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016765084872574698668249265920016834805
f(z) = -120/169*z^3 + 289/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016800779200360775413733774172299744543
f(z) = -120/173*z^3 + 293/173*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016851793877335580885457300519953994873
f(z) = -120/179*z^3 + 299/179*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012027662233234766086709286295760869582
f(z) = -119/162*z^3 + 281/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016719294776803697517311983988187521834
f(z) = -119/163*z^3 + 282/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015213073445431114689372027484017855361
f(z) = -119/164*z^3 + 283/164*z + 1
*
-1 | 0.074210781885657538930033596901251233399 | 0.013137036700279561314595865034303825429
f(z) = -119/165*z^3 + 284/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014476875411192508344558893936969028217
f(z) = -119/166*z^3 + 285/166*z + 1
*
-1 | 0.094777674170745873491546463547454571363 | 0.016757038790161821653439241705742557047
f(z) = -119/167*z^3 + 286/167*z + 1
*
-1 | 0.094998782156576955106208274783728932111 | 0.016775462673597255835685267677858045484
f(z) = -119/169*z^3 + 288/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014401162603120139235780015276625417297
f(z) = -119/171*z^3 + 290/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015293787275512473514329987093930420756
f(z) = -119/172*z^3 + 291/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016810897415685191717750164092912637888
f(z) = -119/173*z^3 + 292/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.010978251559180430664837524595173594953
f(z) = -119/174*z^3 + 293/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015331934033283690705174967063737631632
f(z) = -119/176*z^3 + 295/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013269985294858904340462769575429326708
f(z) = -119/177*z^3 + 296/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014599017605570004339651577036182914305
f(z) = -119/178*z^3 + 297/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016861703311645490112930769378410515934
f(z) = -119/179*z^3 + 298/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016729828638731903293062523070096811302
f(z) = -118/163*z^3 + 281/163*z + 1
*
-1 | 0.074211847353944866608648589035954344045 | 0.013145433603303492223552503464526162382
f(z) = -118/165*z^3 + 283/165*z + 1
*
-1 | 0.094778650500733026631740958577502273637 | 0.016767595209484045993144849303292830836
f(z) = -118/167*z^3 + 285/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016785656483890293049959129365695568825
f(z) = -118/169*z^3 + 287/169*z + 1
*
-1 | 0.081653820513286647208003035317833324197 | 0.014410107993559289058830272256673033471
f(z) = -118/171*z^3 + 289/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016821062599454419059566857455357264548
f(z) = -118/173*z^3 + 291/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016838253216188471937833308943234987207
f(z) = -118/175*z^3 + 293/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016871657774958583115502980367901292302
f(z) = -118/179*z^3 + 297/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016740413407679481413377394665159815624
f(z) = -117/163*z^3 + 280/163*z + 1
*
-1 | 0.085884880262825675120579170782813816784 | 0.015232259284777172837205661382331665753
f(z) = -117/164*z^3 + 281/164*z + 1
*
-1 | 0.081831225433504864648919661784162191128 | 0.014495083722719335575405194316750959302
f(z) = -117/166*z^3 + 283/166*z + 1
*
-1 | 0.094778584339002230348212885990492565861 | 0.016778016741293114161931691680484012454
f(z) = -117/167*z^3 + 284/167*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014536898682275116011931836433911041502
f(z) = -117/170*z^3 + 287/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015312401266103633564170420035051718122
f(z) = -117/172*z^3 + 289/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016831275139702051475041864628839955481
f(z) = -117/173*z^3 + 290/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016848394000118587617739300828903667869
f(z) = -117/175*z^3 + 292/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015350296023380957742649518003264298668
f(z) = -117/176*z^3 + 293/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014616362921832474612688171068951632246
f(z) = -117/178*z^3 + 295/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016881657631516550816534624643653297389
f(z) = -117/179*z^3 + 296/179*z + 1
*
-1 | 0.074211135335437331619713137236094882755 | 0.013161842361400522686877212566009975869
f(z) = -116/165*z^3 + 281/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016788336674014061238403343787600947516
f(z) = -116/167*z^3 + 283/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016806423032535947664130808201562137191
f(z) = -116/169*z^3 + 285/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014427623234648124388914841023709733630
f(z) = -116/171*z^3 + 287/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016841535429062876326640711053039611950
f(z) = -116/173*z^3 + 289/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016858581857256288922312696537648672720
f(z) = -116/175*z^3 + 291/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013293601772779127986965276313627431561
f(z) = -116/177*z^3 + 293/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016891703249790202522004793271067486356
f(z) = -116/179*z^3 + 295/179*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014513166770250794338767313678408244842
f(z) = -115/166*z^3 + 281/166*z + 1
*
-1 | 0.094777696899572716868680558936452542596 | 0.016798875931115516069769816039996087418
f(z) = -115/167*z^3 + 282/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.011688388612152201160393929716743546168
f(z) = -115/168*z^3 + 283/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016816880436217047555504697206627244614
f(z) = -115/169*z^3 + 284/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014436526756628301248941743402879750117
f(z) = -115/171*z^3 + 286/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015331190360793514665163755933075987442
f(z) = -115/172*z^3 + 287/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016851843864843994792877158524580570404
f(z) = -115/173*z^3 + 288/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011004998277226806249457035190825558651
f(z) = -115/174*z^3 + 289/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015368828269816356465124700902446970026
f(z) = -115/176*z^3 + 291/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013301789880542188228835440476486677241
f(z) = -115/177*z^3 + 292/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.014633982731999812733172755261980872354
f(z) = -115/178*z^3 + 293/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016901795002543474005966779565640695730
f(z) = -115/179*z^3 + 294/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016809453954428560670881855852537531064
f(z) = -114/167*z^3 + 281/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016827387817620858501841341874711243802
f(z) = -114/169*z^3 + 283/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016862200849097298515502030033668131300
f(z) = -114/173*z^3 + 287/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016879100351362305242304202127505004525
f(z) = -114/175*z^3 + 289/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016911933266898630689085087457295455974
f(z) = -114/179*z^3 + 293/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016820089101391791375184746939254990778
f(z) = -113/167*z^3 + 280/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.011703274220091131229408971525733859092
f(z) = -113/168*z^3 + 281/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016837945601722110776222250940877716428
f(z) = -113/169*z^3 + 282/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014573039310489428329606916312888434423
f(z) = -113/170*z^3 + 283/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014454460875493412459613341156765667306
f(z) = -113/171*z^3 + 284/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015350157501621683329165397936484671036
f(z) = -113/172*z^3 + 285/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016872606788693333184627590153396147019
f(z) = -113/173*z^3 + 286/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011018501969502068062995241329944098654
f(z) = -113/174*z^3 + 287/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016889431780034468436473011037134183656
f(z) = -113/175*z^3 + 288/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015387533592419447939380928005262042353
f(z) = -113/176*z^3 + 289/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013317731657974038871328392821752441185
f(z) = -113/177*z^3 + 290/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014651535232756504719790241060324037120
f(z) = -113/178*z^3 + 291/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016922118424402692468453295217534893501
f(z) = -113/179*z^3 + 292/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016848554218681796248288633489818527193
f(z) = -112/169*z^3 + 281/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014463492189831485817841636015359898385
f(z) = -112/171*z^3 + 283/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016883062095396580652849224826113915178
f(z) = -112/173*z^3 + 285/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013326032513533747083531957933063510250
f(z) = -112/177*z^3 + 289/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016932350861095107441902889507749996572
f(z) = -112/179*z^3 + 291/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.016859214103929670919947689009718459739
f(z) = -111/169*z^3 + 280/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014591370069729411329580042099707336433
f(z) = -111/170*z^3 + 281/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015369305701831687899137863781215176524
f(z) = -111/172*z^3 + 283/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016893567185942192004636759575020794829
f(z) = -111/173*z^3 + 284/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016910241015434460541740725514616782300
f(z) = -111/175*z^3 + 286/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015406414878292729114150805259953343026
f(z) = -111/176*z^3 + 287/176*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.014669482629947115820695175989974619529
f(z) = -111/178*z^3 + 289/178*z + 1
*
-1 | 0.096063181833518262509469540573809495577 | 0.016942715929741283476477668944355004683
f(z) = -111/179*z^3 + 290/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014481685154761618248157989529280348269
f(z) = -110/171*z^3 + 281/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016904122482114204867634860544119994492
f(z) = -110/173*z^3 + 283/173*z + 1
*
-1 | 0.075511032962568062679878585336429130903 | 0.013342392481117267669871290977774618986
f(z) = -110/177*z^3 + 287/177*z + 1
*
-1 | 0.096063050871413553107540468279552602525 | 0.016953021041098747614274888163419141807
f(z) = -110/179*z^3 + 289/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014490847549347050333301185683048270860
f(z) = -109/171*z^3 + 280/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015388638048125654824649293679121905840
f(z) = -109/172*z^3 + 281/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016914728410825279138886474669914339317
f(z) = -109/173*z^3 + 282/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011045596799602623338416625812666713318
f(z) = -109/174*z^3 + 283/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016931248164696954638566310073559929679
f(z) = -109/175*z^3 + 284/175*z + 1
*
-1 | 0.087192992605293547125546259577969966440 | 0.015425592128448701194382372055611207738
f(z) = -109/176*z^3 + 285/176*z + 1
*
-1 | 0.075511706456263027036691301753918162700 | 0.013350745365615616737694699178091506757
f(z) = -109/177*z^3 + 286/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.014687482830790584036594349755841086122
f(z) = -109/178*z^3 + 287/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016963335775540505467739466556429269777
f(z) = -109/179*z^3 + 288/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.016925385404197986212258032541066055425
f(z) = -108/173*z^3 + 281/173*z + 1
*
-1 | 0.095645040070230505787607376634226975488 | 0.016941978519036061312582262594370229076
f(z) = -108/175*z^3 + 283/175*z + 1
*
-1 | 0.096063302727141864508967975183331660639 | 0.016973867761195563056763232846346321622
f(z) = -108/179*z^3 + 287/179*z + 1
*
-1 | 0.095432114504890974105608257766026686209 | 0.016936233865984245723310756551211675382
f(z) = -107/173*z^3 + 280/173*z + 1
*
-1 | 0.062357829182112604908753081167240832985 | 0.011059579050829928775570697913709101723
f(z) = -107/174*z^3 + 281/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016952456589538254736189304197296232006
f(z) = -107/175*z^3 + 282/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015444717237303508500512316064945070568
f(z) = -107/176*z^3 + 283/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013367203158979381842211793222058590773
f(z) = -107/177*z^3 + 284/177*z + 1
*
-1 | 0.083123065864128825426596942511552515726 | 0.014705568328072087837248622048380769982
f(z) = -107/178*z^3 + 285/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.016984236067031638724748840663796182511
f(z) = -107/179*z^3 + 286/179*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.016963137353257179793669217107984455389
f(z) = -106/175*z^3 + 281/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013375555142120746082576414548468152925
f(z) = -106/177*z^3 + 283/177*z + 1
*
-1 | 0.096063173986990522999431977944932398605 | 0.016994844381537559903291712218123615544
f(z) = -106/179*z^3 + 285/179*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015464144440316873444012377223007828132
f(z) = -105/176*z^3 + 281/176*z + 1
*
-1 | 0.083122952625524272711261870454189469580 | 0.014723892391977858886501348062793868772
f(z) = -105/178*z^3 + 283/178*z + 1
*
-1 | 0.096063200323706819360400625450912642730 | 0.017005423688208620636714401457600802852
f(z) = -105/179*z^3 + 284/179*z + 1
*
[ 3/2 ] 
f(z) = -104/165*z^3 + 289/165*z + 1
*
-1 | 0.075511233448604436682624513506978985930 | 0.013392423477597090489530850507152413808
f(z) = -104/177*z^3 + 281/177*z + 1
*
[ 3/2 ] 
f(z) = -104/177*z^3 + 293/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017015960268489055224333436256792370391
f(z) = -104/179*z^3 + 283/179*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013400852844420486022346812305416676060
f(z) = -103/177*z^3 + 280/177*z + 1
*
-1 | 0.083124297908814298581317953241666304814 | 0.014742651497415761640093521171294011483
f(z) = -103/178*z^3 + 281/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017026636366094773452573239278927755138
f(z) = -103/179*z^3 + 282/179*z + 1
*
-1 | 0.096063044532549725202085553873436566628 | 0.017037424952180417151401649380569808490
f(z) = -102/179*z^3 + 281/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017048143209132832284792927705121767975
f(z) = -101/179*z^3 + 280/179*z + 1
*
[ 4/3 ] 
f(z) = -119/160*z^3 + 283/180*z + 1
*
[ 2/3 ] 
f(z) = -111/188*z^3 - 67/282*z + 1
*
[ 2/3 ] 
f(z) = -111/196*z^3 - 73/294*z + 1
*
[ 2/3 ] 
f(z) = -105/188*z^3 - 71/282*z + 1
*
[ 2/3 ] 
f(z) = -117/190*z^3 - 43/190*z + 1
*
[ 2/3 ] 
f(z) = -117/194*z^3 - 45/194*z + 1
*
[ 2/3 ] 
f(z) = -119/184*z^3 - 44/207*z + 1
*
[ 2/3 ] 
f(z) = -113/184*z^3 - 47/207*z + 1
*
[ 2/3 ] 
f(z) = -109/184*z^3 - 49/207*z + 1
*
[ 2/3 ] 
f(z) = -107/184*z^3 - 50/207*z + 1
*
[ 2/3 ] 
f(z) = -103/184*z^3 - 52/207*z + 1
*
[ 2/3 ] 
f(z) = -101/184*z^3 - 53/207*z + 1
*
[ 2/3 ] 
f(z) = -117/188*z^3 - 21/94*z + 1
*
[ 2/3 ] 
f(z) = -117/196*z^3 - 23/98*z + 1
*
[ 2/3 ] 
f(z) = -117/184*z^3 - 5/23*z + 1
*
[ 3/4 ] 
f(z) = -106/189*z^3 - 1/56*z + 1
*
[ 3/4 ] 
f(z) = -104/189*z^3 - 1/42*z + 1
*
[ 2/3 ] 
f(z) = -111/184*z^3 - 16/69*z + 1
*
[ 2/3 ] 
f(z) = -105/184*z^3 - 17/69*z + 1
*
[ 12/17 ] 
f(z) = -119/192*z^3 - 11/102*z + 1
*
[ 3/4 ] 
f(z) = -109/189*z^3 - 1/112*z + 1
*
[ 3/4 ] 
f(z) = -103/189*z^3 - 3/112*z + 1
*
[ 3/4 ] 
f(z) = -110/189*z^3 - 1/168*z + 1
*
[ 3/4 ] 
f(z) = -112/195*z^3 - 2/195*z + 1
*
[ 21/29 ] 
f(z) = -116/189*z^3 - 12/203*z + 1
*
[ 3/2 ] 
f(z) = -116/189*z^3 + 12/7*z + 1
*
[ 4/5 ] 
f(z) = -115/192*z^3 + 2/15*z + 1
*
[ 3/2 ] 
f(z) = -104/189*z^3 + 11/7*z + 1
*
-4/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = -115/192*z^3 + 19/30*z + 1
*
[ 3/4 ] 
f(z) = -118/189*z^3 + 1/56*z + 1
*
[ 4/5 ] 
f(z) = -119/192*z^3 + 11/75*z + 1
*
[ 4/5 ] 
f(z) = -107/192*z^3 + 8/75*z + 1
*
[ 4/5 ] 
f(z) = -103/192*z^3 + 7/75*z + 1
*
[ 3/4 ] 
f(z) = -116/189*z^3 + 1/84*z + 1
*
[ 21/26 ] 
f(z) = -104/189*z^3 + 11/91*z + 1
*
[ 3/4 ] 
f(z) = -115/189*z^3 + 1/112*z + 1
*
[ 4/5 ] 
f(z) = -113/192*z^3 + 19/150*z + 1
*
[ 4/5 ] 
f(z) = -109/192*z^3 + 17/150*z + 1
*
[ 4/5 ] 
f(z) = -101/192*z^3 + 13/150*z + 1
*
[ 3/4 ] 
f(z) = -112/183*z^3 + 2/183*z + 1
*
[ 7/9 ] 
f(z) = -117/196*z^3 + 19/252*z + 1
*
[ 4 ] 
f(z) = -119/192*z^3 + 32/3*z + 1
*
[ 4 ] 
f(z) = -115/192*z^3 + 31/3*z + 1
*
[ -4 ] 
f(z) = -113/192*z^3 + 32/3*z + 1
*
[ 3/2 ] 
f(z) = -110/189*z^3 + 23/14*z + 1
*
[ -4 ] 
f(z) = -109/192*z^3 + 31/3*z + 1
*
[ 4 ] 
f(z) = -107/192*z^3 + 29/3*z + 1
*
[ -3/4 ] 
f(z) = -104/189*z^3 + 37/14*z + 1
*
[ 3 ] 
f(z) = -103/189*z^3 + 39/7*z + 1
*
[ 4 ] 
f(z) = -103/192*z^3 + 28/3*z + 1
*
[ -4 ] 
f(z) = -101/192*z^3 + 29/3*z + 1
*
-4/7 | 0.15803788273372950741513737216357260535 | 0.021939328873153198965572508682500243446
f(z) = -119/192*z^3 + 20/21*z + 1
*
[ 4/3 ] 
f(z) = -113/192*z^3 + 35/27*z + 1
*
[ 4/3 ] 
f(z) = -109/192*z^3 + 34/27*z + 1
*
-2 | 0.096573742773226326533307356887959904955 | 0.016815895728252563068965730377243837587
f(z) = -101/184*z^3 + 39/23*z + 1
*
[ 4/3 ] 
f(z) = -101/192*z^3 + 32/27*z + 1
*
-12/17 | 0.20649966418766263727323965252806323929 | 0.025523062494778703458220094564931171882
f(z) = -119/192*z^3 + 37/51*z + 1
*
[ 5/6 ] 
f(z) = -108/185*z^3 + 38/185*z + 1
*
[ -3/2 ] 
f(z) = -118/189*z^3 + 43/14*z + 1
*
[ 3 ] 
f(z) = -118/189*z^3 + 44/7*z + 1
*
[ -3 ] 
f(z) = -116/189*z^3 + 48/7*z + 1
*
[ 3 ] 
f(z) = -115/189*z^3 + 43/7*z + 1
*
-12/5 | 0.21974587607460474497225689490532144636 | 0.027745399960050058381050974613187117624
f(z) = -115/192*z^3 + 43/15*z + 1
*
[ -3 ] 
f(z) = -113/189*z^3 + 47/7*z + 1
*
[ -3 ] 
f(z) = -110/189*z^3 + 46/7*z + 1
*
[ 3 ] 
f(z) = -109/189*z^3 + 41/7*z + 1
*
[ 4 ] 
f(z) = -109/192*z^3 + 59/6*z + 1
*
[ -3 ] 
f(z) = -107/189*z^3 + 45/7*z + 1
*
[ 3 ] 
f(z) = -106/189*z^3 + 40/7*z + 1
*
[ -3/2 ] 
f(z) = -106/189*z^3 + 41/14*z + 1
*
[ -3 ] 
f(z) = -104/189*z^3 + 44/7*z + 1
*
[ -4 ] 
f(z) = -103/192*z^3 + 59/6*z + 1
*
[ -3 ] 
f(z) = -101/189*z^3 + 43/7*z + 1
*
[ 4 ] 
f(z) = -101/192*z^3 + 55/6*z + 1
*
-2 | 0.10019115015738172374713758712456300854 | 0.016837030500817443273033735562146976278
f(z) = -119/184*z^3 + 48/23*z + 1
*
[ 12/7 ] 
f(z) = -119/192*z^3 + 47/21*z + 1
*
-2 | 0.099583504676206633177999921975617812147 | 0.016794334694709659110059249473542857066
f(z) = -117/184*z^3 + 47/23*z + 1
*
-2 | 0.098044018852008467429238515175571864364 | 0.016656861368427670350034024842240272813
f(z) = -113/184*z^3 + 45/23*z + 1
*
[ 3/2 ] 
f(z) = -113/189*z^3 + 47/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016469808810973834078390064791058057206
f(z) = -111/184*z^3 + 44/23*z + 1
*
-2 | 0.096573438615020016441785690178520885809 | 0.016534730990233386123284962774059803418
f(z) = -109/184*z^3 + 43/23*z + 1
*
-2 | 0.096573307765776476727450149021780360791 | 0.016601592286984480631732508536601152950
f(z) = -107/184*z^3 + 42/23*z + 1
*
[ 3/2 ] 
f(z) = -107/189*z^3 + 45/28*z + 1
*
-2 | 0.096573849690257732837537669162508973986 | 0.016670744489618980855689746652476014039
f(z) = -105/184*z^3 + 41/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016741940067237383905808665657450153882
f(z) = -103/184*z^3 + 40/23*z + 1
*
[ 3/2 ] 
f(z) = -101/189*z^3 + 43/28*z + 1
*
[ -4 ] 
f(z) = -119/192*z^3 + 67/6*z + 1
*
[ -4 ] 
f(z) = -115/192*z^3 + 65/6*z + 1
*
[ -12/5 ] 
f(z) = -115/192*z^3 + 73/15*z + 1
*
[ 4 ] 
f(z) = -113/192*z^3 + 61/6*z + 1
*
[ -4 ] 
f(z) = -107/192*z^3 + 61/6*z + 1
*
[ 2 ] 
f(z) = -119/184*z^3 + 71/23*z + 1
*
[ -4/7 ] 
f(z) = -119/192*z^3 + 62/21*z + 1
*
[ -4/3 ] 
f(z) = -119/192*z^3 + 77/27*z + 1
*
[ -2/3 ] 
f(z) = -117/184*z^3 + 64/23*z + 1
*
[ 2 ] 
f(z) = -117/184*z^3 + 70/23*z + 1
*
[ -3/2 ] 
f(z) = -116/189*z^3 + 64/21*z + 1
*
[ -3/4 ] 
f(z) = -116/189*z^3 + 75/28*z + 1
*
[ -4/3 ] 
f(z) = -115/192*z^3 + 76/27*z + 1
*
[ -4/5 ] 
f(z) = -115/192*z^3 + 79/30*z + 1
*
[ 2 ] 
f(z) = -113/184*z^3 + 68/23*z + 1
*
[ 2 ] 
f(z) = -111/184*z^3 + 67/23*z + 1
*
[ 2 ] 
f(z) = -109/184*z^3 + 66/23*z + 1
*
[ 2 ] 
f(z) = -107/184*z^3 + 65/23*z + 1
*
[ -4/3 ] 
f(z) = -107/192*z^3 + 74/27*z + 1
*
[ 2 ] 
f(z) = -105/184*z^3 + 64/23*z + 1
*
[ -3/2 ] 
f(z) = -104/189*z^3 + 61/21*z + 1
*
[ 2 ] 
f(z) = -103/184*z^3 + 63/23*z + 1
*
[ -4/3 ] 
f(z) = -103/192*z^3 + 73/27*z + 1
*
[ 2 ] 
f(z) = -101/184*z^3 + 62/23*z + 1
*
[ 4/3 ] 
f(z) = -119/192*z^3 + 73/54*z + 1
*
[ 3/2 ] 
f(z) = -118/189*z^3 + 73/42*z + 1
*
[ 4/3 ] 
f(z) = -115/192*z^3 + 71/54*z + 1
*
[ 4/3 ] 
f(z) = -107/192*z^3 + 67/54*z + 1
*
[ 3/2 ] 
f(z) = -106/189*z^3 + 67/42*z + 1
*
[ 4/3 ] 
f(z) = -103/192*z^3 + 65/54*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013380965330616157306704464987133411834
f(z) = -103/192*z^3 + 79/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013440845697106344796154901816892604500
f(z) = -101/192*z^3 + 77/48*z + 1
*
[ 6/5 ] 
f(z) = -115/189*z^3 + 73/70*z + 1
*
4/3 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = -117/196*z^3 + 61/196*z + 1
*
[ 6/7 ] 
f(z) = -119/180*z^3 + 67/210*z + 1
*
-3/4 | 0.26170066486212399317041262011567873316 | 0.029303729784853628544753236467837253274
f(z) = -110/189*z^3 + 73/280*z + 1
*
[ -2 ] 
f(z) = -119/184*z^3 + 94/23*z + 1
*
[ -2 ] 
f(z) = -117/184*z^3 + 93/23*z + 1
*
[ -3/2 ] 
f(z) = -115/189*z^3 + 85/28*z + 1
*
[ -2 ] 
f(z) = -113/184*z^3 + 91/23*z + 1
*
[ -2 ] 
f(z) = -111/184*z^3 + 90/23*z + 1
*
[ -2 ] 
f(z) = -109/184*z^3 + 89/23*z + 1
*
[ -3/2 ] 
f(z) = -109/189*z^3 + 83/28*z + 1
*
[ -2 ] 
f(z) = -107/184*z^3 + 88/23*z + 1
*
[ -2 ] 
f(z) = -105/184*z^3 + 87/23*z + 1
*
[ -2 ] 
f(z) = -103/184*z^3 + 86/23*z + 1
*
[ -3/2 ] 
f(z) = -103/189*z^3 + 81/28*z + 1
*
[ -2 ] 
f(z) = -101/184*z^3 + 85/23*z + 1
*
-2 | 0.078959999701384807855486827333305706237 | 0.013292546012915595250826526392351339632
f(z) = -119/192*z^3 + 95/48*z + 1
*
-2 | 0.077016842058971448655042839169166383736 | 0.013060002127744314845890549663776331320
f(z) = -115/192*z^3 + 91/48*z + 1
*
-2 | 0.077018422396248801675753234392050401726 | 0.013109673275259019226243245805572301367
f(z) = -113/192*z^3 + 89/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013212919121991484490814094220646402543
f(z) = -109/192*z^3 + 85/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.013266935877965358634263029196739592491
f(z) = -107/192*z^3 + 83/48*z + 1
*
[ 7/3 ] 
f(z) = -117/196*z^3 + 107/28*z + 1
*
[ -3/5 ] 
f(z) = -115/189*z^3 + 101/35*z + 1
*
[ 3 ] 
f(z) = -104/189*z^3 + 118/21*z + 1
*
[ 3 ] 
f(z) = -101/189*z^3 + 115/21*z + 1
*
[ 7/6 ] 
f(z) = -117/196*z^3 + 107/112*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = -119/192*z^3 + 115/168*z + 1
*
[ -7/3 ] 
f(z) = -117/196*z^3 + 131/28*z + 1
*
[ 3 ] 
f(z) = -116/189*z^3 + 130/21*z + 1
*
[ 12/5 ] 
f(z) = -115/192*z^3 + 121/30*z + 1
*
[ 3 ] 
f(z) = -113/189*z^3 + 127/21*z + 1
*
[ 3 ] 
f(z) = -110/189*z^3 + 124/21*z + 1
*
[ -3 ] 
f(z) = -109/189*z^3 + 137/21*z + 1
*
[ 3 ] 
f(z) = -107/189*z^3 + 121/21*z + 1
*
[ -3 ] 
f(z) = -106/189*z^3 + 134/21*z + 1
*
[ -3 ] 
f(z) = -103/189*z^3 + 131/21*z + 1
*
[ -12/17 ] 
f(z) = -119/192*z^3 + 139/51*z + 1
*
[ 2 ] 
f(z) = -115/192*z^3 + 139/48*z + 1
*
[ 2 ] 
f(z) = -113/192*z^3 + 137/48*z + 1
*
[ -3/2 ] 
f(z) = -110/189*z^3 + 125/42*z + 1
*
[ 2 ] 
f(z) = -109/192*z^3 + 133/48*z + 1
*
[ 2 ] 
f(z) = -107/192*z^3 + 131/48*z + 1
*
[ 2 ] 
f(z) = -103/192*z^3 + 127/48*z + 1
*
[ 2 ] 
f(z) = -101/192*z^3 + 125/48*z + 1
*
[ 4/3 ] 
f(z) = -117/184*z^3 + 127/92*z + 1
*
[ 3/2 ] 
f(z) = -109/189*z^3 + 137/84*z + 1
*
[ 3/2 ] 
f(z) = -103/189*z^3 + 131/84*z + 1
*
-8/5 | 0.18383814619333652097417276740133283517 | 0.026210487830023740451343471984972664141
f(z) = -115/192*z^3 + 139/120*z + 1
*
3/11 | 0.23951930716968757163557286959411581268 | 0.028744192815321672255655421486051466215
f(z) = -110/189*z^3 + 135/154*z + 1
*
[ 14/13 ] 
f(z) = -117/196*z^3 + 139/182*z + 1
*
[ -3 ] 
f(z) = -118/189*z^3 + 146/21*z + 1
*
[ -3 ] 
f(z) = -115/189*z^3 + 143/21*z + 1
*
-6/5 | 0.17429194611911834836294377165126616434 | 0.021051166829966419427924064415214241783
f(z) = -110/189*z^3 + 146/35*z + 1
*
[ -12/7 ] 
f(z) = -119/192*z^3 + 143/42*z + 1
*
[ 2 ] 
f(z) = -119/192*z^3 + 143/48*z + 1
*
[ -4/3 ] 
f(z) = -113/192*z^3 + 151/54*z + 1
*
[ -3/4 ] 
f(z) = -110/189*z^3 + 149/56*z + 1
*
[ -4/3 ] 
f(z) = -109/192*z^3 + 149/54*z + 1
*
[ -4/3 ] 
f(z) = -101/192*z^3 + 145/54*z + 1
*
[ 3/2 ] 
f(z) = -115/189*z^3 + 143/84*z + 1
*
-2 | 0.096972014573216786268846371118395818137 | 0.016829425517276107194323909571396417949
f(z) = -103/188*z^3 + 159/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017000553675734445036602006216982315849
f(z) = -103/196*z^3 + 157/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014367212875623941368485107925947857697
f(z) = -101/180*z^3 + 157/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016904022547127257618971804135879596550
f(z) = -101/188*z^3 + 155/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017077209881352716658462190656401163950
f(z) = -101/196*z^3 + 153/98*z + 1
*
[ 8/7 ] 
f(z) = -119/192*z^3 + 157/168*z + 1
*
[ -2 ] 
f(z) = -107/192*z^3 + 179/48*z + 1
*
[ -2 ] 
f(z) = -103/192*z^3 + 175/48*z + 1
*
[ -2 ] 
f(z) = -101/192*z^3 + 173/48*z + 1
*
-3/10 | 0.24960256190275111403332206092461612370 | 0.029665745775334621935512330351778910640
f(z) = -110/189*z^3 + 167/70*z + 1
*
-2 | 0.096972222173594527571064993428535975398 | 0.016490379766230738622942592070218350471
f(z) = -113/188*z^3 + 179/94*z + 1
*
-2 | 0.097743854073448457347878808290442082673 | 0.016653417865899103392055319032551321919
f(z) = -113/196*z^3 + 177/98*z + 1
*
-2 | 0.096971601180307426337515850841038639470 | 0.016553893433571995920895159840122210464
f(z) = -111/188*z^3 + 175/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016718359298795417261944864347192228068
f(z) = -111/196*z^3 + 173/98*z + 1
*
-2 | 0.082935520119865168365235582127801435403 | 0.014185647590065853791010660150614796147
f(z) = -109/180*z^3 + 173/90*z + 1
*
-2 | 0.096971883835259286455342601054850173532 | 0.016619542296255772705470839529842654491
f(z) = -109/188*z^3 + 171/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016785521841008376737785316054090401192
f(z) = -109/196*z^3 + 169/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014185488903365611873304203824499163541
f(z) = -107/180*z^3 + 169/90*z + 1
*
-2 | 0.096971750689820603599173140241708516195 | 0.016687213544985382997330677012367434590
f(z) = -107/188*z^3 + 167/94*z + 1
*
-2 | 0.097743723875908426936376664586541513199 | 0.016855002963390531335163652988900128642
f(z) = -107/196*z^3 + 165/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016757018669806086777506786964586717328
f(z) = -105/188*z^3 + 163/94*z + 1
*
-2 | 0.082603593696912381605777505721568726788 | 0.014304763416762391995571109837904146450
f(z) = -103/180*z^3 + 161/90*z + 1
*
-6/5 | 0.13167218963545098399619681124374913326 | 0.019174817080776298775433620953220119616
f(z) = -115/192*z^3 + 167/240*z + 1
*
[ 14/3 ] 
f(z) = -117/196*z^3 + 193/14*z + 1
*
[ -14/3 ] 
f(z) = -117/196*z^3 + 199/14*z + 1
*
[ -2 ] 
f(z) = -119/192*z^3 + 191/48*z + 1
*
[ -2 ] 
f(z) = -115/192*z^3 + 187/48*z + 1
*
[ -2 ] 
f(z) = -113/192*z^3 + 185/48*z + 1
*
[ -2 ] 
f(z) = -109/192*z^3 + 181/48*z + 1
*
[ -4/5 ] 
f(z) = -113/192*z^3 + 197/75*z + 1
*
[ -2/3 ] 
f(z) = -111/184*z^3 + 191/69*z + 1
*
[ -6/5 ] 
f(z) = -110/189*z^3 + 187/70*z + 1
*
[ -4/5 ] 
f(z) = -109/192*z^3 + 196/75*z + 1
*
-12/5 | 0.27537486587201188631667288937677757867 | 0.029164619151688822559334786670678342977
f(z) = -107/192*z^3 + 197/75*z + 1
*
[ -2/3 ] 
f(z) = -105/184*z^3 + 190/69*z + 1
*
[ -4/5 ] 
f(z) = -101/192*z^3 + 194/75*z + 1
*
-2 | 0.086941304769578224683487925709869581362 | 0.014597662658708634825599432115940323974
f(z) = -119/180*z^3 + 193/90*z + 1
*
-2 | 0.099807885685300835836976913654021393551 | 0.016787354882986613920157730802369864364
f(z) = -119/188*z^3 + 191/94*z + 1
*
-2 | 0.099103537225291862757262711840027986089 | 0.016728436552071688272017130025744885598
f(z) = -117/188*z^3 + 187/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016528758667515817084409875119252649596
f(z) = -117/196*z^3 + 185/98*z + 1
*
-2 | 0.098206294619974372478421986116783505670 | 0.016637708811125394986747161864139517089
f(z) = -115/188*z^3 + 183/94*z + 1
*
-2 | 0.097743428501749911084564688176538196484 | 0.016590178392910804020981295137288729835
f(z) = -115/196*z^3 + 181/98*z + 1
*
-2 | 0.085109757777795902966387674076045978678 | 0.014445841384475099504242352020438993447
f(z) = -113/180*z^3 + 181/90*z + 1
*
[ 21/20 ] 
f(z) = -110/189*z^3 + 193/280*z + 1
*
[ 21/11 ] 
f(z) = -110/189*z^3 + 200/77*z + 1
*
[ 7/5 ] 
f(z) = -115/196*z^3 + 201/140*z + 1
*
[ 5/4 ] 
f(z) = -112/185*z^3 + 212/185*z + 1
*
[ 5/4 ] 
f(z) = -112/195*z^3 + 214/195*z + 1
*
[ 6/5 ] 
f(z) = -110/189*z^3 + 211/210*z + 1
*
[ -21/4 ] 
f(z) = -104/189*z^3 + 229/14*z + 1
*
[ -12 ] 
f(z) = -103/192*z^3 + 235/3*z + 1
*
[ 12 ] 
f(z) = -101/192*z^3 + 230/3*z + 1
*
-12/5 | 0.27325155350790626746992865319014650989 | 0.028551352767160867927470188753707777184
f(z) = -119/192*z^3 + 224/75*z + 1
*
[ 14/9 ] 
f(z) = -117/196*z^3 + 227/126*z + 1
*
[ 8/5 ] 
f(z) = -115/192*z^3 + 229/120*z + 1
*
12/11 | 0.16925281079142875893127718752381915318 | 0.019331198820879536732575980449385034372
f(z) = -110/189*z^3 + 235/154*z + 1
*
[ 12 ] 
f(z) = -113/192*z^3 + 257/3*z + 1
*
[ 12 ] 
f(z) = -109/192*z^3 + 248/3*z + 1
*
[ -12 ] 
f(z) = -107/192*z^3 + 244/3*z + 1
*
[ -3/2 ] 
f(z) = -113/189*z^3 + 253/84*z + 1
*
[ 2 ] 
f(z) = -107/180*z^3 + 259/90*z + 1
*
[ -3/2 ] 
f(z) = -107/189*z^3 + 247/84*z + 1
*
[ 2 ] 
f(z) = -105/188*z^3 + 257/94*z + 1
*
[ 2 ] 
f(z) = -103/180*z^3 + 251/90*z + 1
*
[ 2 ] 
f(z) = -103/188*z^3 + 253/94*z + 1
*
[ 2 ] 
f(z) = -103/196*z^3 + 255/98*z + 1
*
[ 2 ] 
f(z) = -101/180*z^3 + 247/90*z + 1
*
[ 2 ] 
f(z) = -101/188*z^3 + 249/94*z + 1
*
[ -3/2 ] 
f(z) = -101/189*z^3 + 241/84*z + 1
*
[ 2 ] 
f(z) = -101/196*z^3 + 251/98*z + 1
*
[ 4/3 ] 
f(z) = -117/188*z^3 + 255/188*z + 1
*
[ 4/3 ] 
f(z) = -117/196*z^3 + 257/196*z + 1
*
[ 20/17 ] 
f(z) = -119/192*z^3 + 257/255*z + 1
*
[ 6/5 ] 
f(z) = -115/192*z^3 + 247/240*z + 1
*
[ -12 ] 
f(z) = -119/192*z^3 + 271/3*z + 1
*
[ -12 ] 
f(z) = -115/192*z^3 + 262/3*z + 1
*
[ 12/5 ] 
f(z) = -101/192*z^3 + 271/75*z + 1
*
[ -4/3 ] 
f(z) = -117/184*z^3 + 265/92*z + 1
*
[ -2/3 ] 
f(z) = -117/188*z^3 + 261/94*z + 1
*
[ -2/3 ] 
f(z) = -117/196*z^3 + 271/98*z + 1
*
[ 2 ] 
f(z) = -115/188*z^3 + 277/94*z + 1
*
[ 2 ] 
f(z) = -115/196*z^3 + 279/98*z + 1
*
[ 2 ] 
f(z) = -113/180*z^3 + 271/90*z + 1
*
[ 2 ] 
f(z) = -113/188*z^3 + 273/94*z + 1
*
[ 2 ] 
f(z) = -113/196*z^3 + 275/98*z + 1
*
[ 2 ] 
f(z) = -111/188*z^3 + 269/94*z + 1
*
[ 2 ] 
f(z) = -111/196*z^3 + 271/98*z + 1
*
[ 2 ] 
f(z) = -109/180*z^3 + 263/90*z + 1
*
[ 2 ] 
f(z) = -109/188*z^3 + 265/94*z + 1
*
[ 2 ] 
f(z) = -109/196*z^3 + 267/98*z + 1
*
[ 2 ] 
f(z) = -107/188*z^3 + 261/94*z + 1
*
[ 2 ] 
f(z) = -107/196*z^3 + 263/98*z + 1
*
[ -21/13 ] 
f(z) = -104/189*z^3 + 278/91*z + 1
*
[ 6 ] 
f(z) = -107/189*z^3 + 297/14*z + 1
*
[ -6 ] 
f(z) = -106/189*z^3 + 299/14*z + 1
*
[ 6 ] 
f(z) = -104/189*z^3 + 289/14*z + 1
*
[ -6 ] 
f(z) = -103/189*z^3 + 291/14*z + 1
*
[ 6 ] 
f(z) = -101/189*z^3 + 281/14*z + 1
*
[ 12/5 ] 
f(z) = -113/192*z^3 + 298/75*z + 1
*
[ -21/10 ] 
f(z) = -110/189*z^3 + 283/70*z + 1
*
-21/10 | 0.19751564624180468177368312653705833046 | 0.022004839321020642958598074313113573372
f(z) = -110/189*z^3 + 293/70*z + 1
*
[ 12/5 ] 
f(z) = -109/192*z^3 + 289/75*z + 1
*
[ 2 ] 
f(z) = -119/180*z^3 + 283/90*z + 1
*
[ 2 ] 
f(z) = -119/188*z^3 + 285/94*z + 1
*
[ 2 ] 
f(z) = -117/188*z^3 + 281/94*z + 1
*
[ 2 ] 
f(z) = -117/196*z^3 + 283/98*z + 1
*
[ -7/6 ] 
f(z) = -117/196*z^3 + 299/112*z + 1
*
[ -3/4 ] 
f(z) = -113/189*z^3 + 299/112*z + 1
*
[ -3/4 ] 
f(z) = -107/189*z^3 + 297/112*z + 1
*
[ -3/4 ] 
f(z) = -101/189*z^3 + 295/112*z + 1
*
[ 12/7 ] 
f(z) = -103/192*z^3 + 293/147*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.012989406768325316936517382146844322910
f(z) = -119/180*z^3 + 299/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016887889916380348790084579184163968608
f(z) = -118/181*z^3 + 299/181*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016897820576402509525369920306228644489
f(z) = -117/181*z^3 + 298/181*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016907796361878633632252934401160329462
f(z) = -116/181*z^3 + 297/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013354807642122869056653730237866341285
f(z) = -116/183*z^3 + 299/183*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016917817637830606854479848742079944420
f(z) = -115/181*z^3 + 296/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014671297010370695602500164708763575110
f(z) = -115/182*z^3 + 297/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013362479299542564824387747911386209189
f(z) = -115/183*z^3 + 298/183*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016927884773518491963647668317819304762
f(z) = -114/181*z^3 + 295/181*z + 1
*
-1 | 0.096674040045059897028761512462910962328 | 0.016959038152105962616135651719215763089
f(z) = -114/185*z^3 + 299/185*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013035762366994480268765587421492734692
f(z) = -113/180*z^3 + 293/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016937998142504673948066808994039902658
f(z) = -113/181*z^3 + 294/181*z + 1
*
-1 | 0.083534691085390200397780456988513683120 | 0.014688773179272884484669566264126311867
f(z) = -113/182*z^3 + 295/182*z + 1
*
-1 | 0.076129183918399018883826521915846971727 | 0.013378624765180526108339190852086163068
f(z) = -113/183*z^3 + 296/183*z + 1
*
-1 | 0.088015694148961708634277263543087520032 | 0.015458348233338211599696612480822711872
f(z) = -113/184*z^3 + 297/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.016968873031302199379179412386594005105
f(z) = -113/185*z^3 + 298/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.011155981210171333103443181034825032072
f(z) = -113/186*z^3 + 299/186*z + 1
*
-1 | 0.096269214763138692570895196698606495058 | 0.016948290375949987422977555490225596976
f(z) = -112/181*z^3 + 293/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013386253502245408890041092118413118877
f(z) = -112/183*z^3 + 295/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.016978890763255647379581472378982018240
f(z) = -112/185*z^3 + 297/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.016993832242423671546149916784670907185
f(z) = -112/187*z^3 + 299/187*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016958365096526360898274271370775766682
f(z) = -111/181*z^3 + 292/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014706319870149670674263191286517345963
f(z) = -111/182*z^3 + 293/182*z + 1
*
-1 | 0.088016157331270398121880229810331821997 | 0.015476795979632705835338109129707528972
f(z) = -111/184*z^3 + 295/184*z + 1
*
-1 | 0.096873167300246229823161327426743520962 | 0.017003963078665960864066115920601852280
f(z) = -111/187*z^3 + 298/187*z + 1
*
-1 | 0.088413882269602569508043951306432711831 | 0.015510000429144327372465820002932007438
f(z) = -111/188*z^3 + 299/188*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016968619450792481142099395315947717572
f(z) = -110/181*z^3 + 291/181*z + 1
*
-1 | 0.076128461569952456665207085785578105599 | 0.013402490876615491290444334326421670185
f(z) = -110/183*z^3 + 293/183*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014649083605117728016483801998391254278
f(z) = -110/189*z^3 + 299/189*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013067385216506368302164891677004467258
f(z) = -109/180*z^3 + 289/180*z + 1
*
-1 | 0.096269278441215228792648192412310971069 | 0.016979065301182514073805326359040512093
f(z) = -109/181*z^3 + 290/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.014724189599523524636691768796556172809
f(z) = -109/182*z^3 + 291/182*z + 1
*
-1 | 0.076127529131523717903742758133534637159 | 0.013410398228139673129813500374702023508
f(z) = -109/183*z^3 + 292/183*z + 1
*
-1 | 0.088016041296154803376157414390480047776 | 0.015495311032702164872210013569872758083
f(z) = -109/184*z^3 + 293/184*z + 1
*
-1 | 0.096673299825410835221350957786128119480 | 0.017009227244588810349302203464813161884
f(z) = -109/185*z^3 + 294/185*z + 1
*
-1 | 0.063594042903944209974462247280002008530 | 0.011182401701996087950444387557151996854
f(z) = -109/186*z^3 + 295/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017023947708609317875941747911807340921
f(z) = -109/187*z^3 + 296/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015528263835555209794245548387206107872
f(z) = -109/188*z^3 + 297/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014657697770039393561857698968233586411
f(z) = -109/189*z^3 + 298/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014793770425482367685312501807066001716
f(z) = -109/190*z^3 + 299/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.016989271871093092577006199680758449518
f(z) = -108/181*z^3 + 289/181*z + 1
*
-1 | 0.096673609990237181722160150451142169733 | 0.017019484555235406750703121384669731617
f(z) = -108/185*z^3 + 293/185*z + 1
*
-1 | 0.096872807530740075146847695353073143738 | 0.017034152859963884868865316883742620633
f(z) = -108/187*z^3 + 295/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017062588461646743360468164889908106773
f(z) = -108/191*z^3 + 299/191*z + 1
*
-1 | 0.074046174580015245657273916809071761177 | 0.013083559901261514499833892512019210223
f(z) = -107/180*z^3 + 287/180*z + 1
*
-1 | 0.096268693039009139399436136710369921701 | 0.016999711259983593924809288313175661470
f(z) = -107/181*z^3 + 288/181*z + 1
*
-1 | 0.083534613115052163043782739420558670966 | 0.014742026626815626973835658419823586063
f(z) = -107/182*z^3 + 289/182*z + 1
*
-1 | 0.076129109504290483023631509776151160497 | 0.013426932688433118888991415701389395104
f(z) = -107/183*z^3 + 290/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015513925023444355177637236168857995006
f(z) = -107/184*z^3 + 291/184*z + 1
*
-1 | 0.096674048538727616778940639193766476303 | 0.017029811738550156189926999864448478009
f(z) = -107/185*z^3 + 292/185*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.011195611851128600060586386382081580943
f(z) = -107/186*z^3 + 293/186*z + 1
*
-1 | 0.096872617241707830045808182996996371053 | 0.017044296237099902452635150072319623287
f(z) = -107/187*z^3 + 294/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015546713203486105482637006399716772570
f(z) = -107/188*z^3 + 295/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014675043846202096275054658772408329646
f(z) = -107/189*z^3 + 296/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.014811322983178742516353889654751681086
f(z) = -107/190*z^3 + 297/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017072621850421163659532869967241131821
f(z) = -107/191*z^3 + 298/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012009594258950642090694210540266534544
f(z) = -107/192*z^3 + 299/192*z + 1
*
-1 | 0.096269202532539769004682858584322605526 | 0.017010249146903348769304356702924683870
f(z) = -106/181*z^3 + 287/181*z + 1
*
-1 | 0.076128643058911287346260604396781818798 | 0.013435035384578641404914790668894344387
f(z) = -106/183*z^3 + 289/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017039969602889676286744512789343733404
f(z) = -106/185*z^3 + 291/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017054478527610600293131505454888168500
f(z) = -106/187*z^3 + 293/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014683776394382248204440048832284239635
f(z) = -106/189*z^3 + 295/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017082700831454530126787787063588068609
f(z) = -106/191*z^3 + 297/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017096428456091569666921943586521467586
f(z) = -106/193*z^3 + 299/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017020615793290079060246424063517000907
f(z) = -105/181*z^3 + 286/181*z + 1
*
-1 | 0.088016265664399903831446217530213246472 | 0.015532939982978828902172771228532282351
f(z) = -105/184*z^3 + 289/184*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017064749532540198609312361196171998204
f(z) = -105/187*z^3 + 292/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015565332419644207020120904849200950074
f(z) = -105/188*z^3 + 293/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017092825773544735617914201937963266616
f(z) = -105/191*z^3 + 296/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017106481743946434434308834678902098310
f(z) = -105/193*z^3 + 298/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.014861452250442037556601967484695315980
f(z) = -105/194*z^3 + 299/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017031162815491546894693311033074033449
f(z) = -104/181*z^3 + 285/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013451282445768648335384159758629548156
f(z) = -104/183*z^3 + 287/183*z + 1
*
[ 3/2 ] 
f(z) = -104/183*z^3 + 295/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017060708863096969405620810699508773879
f(z) = -104/185*z^3 + 289/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017075068215159263132319260271936787848
f(z) = -104/187*z^3 + 291/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014701362131195282496240424964785180724
f(z) = -104/189*z^3 + 293/189*z + 1
*
-1 | 0.097264592648049521071427460712669047774 | 0.017103044510227972135296602196741209458
f(z) = -104/191*z^3 + 295/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017116580714482738588509308920299339340
f(z) = -104/193*z^3 + 297/193*z + 1
*
-1 | 0.074045590280951817274952324144022573745 | 0.013115983840333893585218643867649373456
f(z) = -103/180*z^3 + 283/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017041760058246613904306871701789445991
f(z) = -103/181*z^3 + 284/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.014778460388180888399721069198762491418
f(z) = -103/182*z^3 + 285/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013459583451899017336126156100687078430
f(z) = -103/183*z^3 + 286/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015551866486225432309968849721875419832
f(z) = -103/184*z^3 + 287/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017071151451448628963577112021950389438
f(z) = -103/185*z^3 + 288/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011222838087440001334071380534514322692
f(z) = -103/186*z^3 + 289/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017085434969360869805558577232083641787
f(z) = -103/187*z^3 + 290/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015584124277196033766657993931398251032
f(z) = -103/188*z^3 + 291/188*z + 1
*
-1 | 0.083506772069559004933183523955741875213 | 0.014710303630957518661567565005337752971
f(z) = -103/189*z^3 + 292/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014846565298787872228157972077008365255
f(z) = -103/190*z^3 + 293/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017113215037562140309083304999005255585
f(z) = -103/191*z^3 + 294/191*z + 1
*
-1 | 0.068460733245846491175495966624825047548 | 0.012038162460037163718701821939337384128
f(z) = -103/192*z^3 + 295/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017126725737229806718059997614011457720
f(z) = -103/193*z^3 + 296/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.014879084587469427407448192557030584075
f(z) = -103/194*z^3 + 297/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013568930919623761074769282462872457202
f(z) = -103/195*z^3 + 298/195*z + 1
*
-1 | 0.089185825615212897821970017263263916005 | 0.015645418548045409299361768788013607963
f(z) = -103/196*z^3 + 299/196*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017052407947039269736350828320440614896
f(z) = -102/181*z^3 + 283/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017081643220075637495956507070766322543
f(z) = -102/185*z^3 + 287/185*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017123480118755666713699180048844425787
f(z) = -102/191*z^3 + 293/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017136917186007475174640987300521585857
f(z) = -102/193*z^3 + 295/193*z + 1
*
-1 | 0.097837780592097606571203349635471505828 | 0.017163187273495388788017091165802477179
f(z) = -102/197*z^3 + 299/197*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013132444600794700389270072394883867039
f(z) = -101/180*z^3 + 281/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017063106912527115341283373589362123837
f(z) = -101/181*z^3 + 282/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.014796895438002273860617018491533169299
f(z) = -101/182*z^3 + 283/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013476486913877061299269843161844976668
f(z) = -101/183*z^3 + 284/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015571106638806112091808057918450711501
f(z) = -101/184*z^3 + 285/184*z + 1
*
-1 | 0.096673988009996711882793602008347168952 | 0.017092313999652615124467978099160779913
f(z) = -101/185*z^3 + 286/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011236609080235292097410595633463492590
f(z) = -101/186*z^3 + 287/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017106314291509574900414385347716678817
f(z) = -101/187*z^3 + 288/187*z + 1
*
-1 | 0.088414394387829315197859328341274286551 | 0.015603200968489264181982991332745920621
f(z) = -101/188*z^3 + 289/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014728047313021696650804004419111513526
f(z) = -101/189*z^3 + 290/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014864489396565354391464463673039335649
f(z) = -101/190*z^3 + 291/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017133792679671961059253770032464782452
f(z) = -101/191*z^3 + 292/191*z + 1
*
-1 | 0.068460203782801304053142856647043437026 | 0.012052486516716626168714770881399452165
f(z) = -101/192*z^3 + 293/192*z + 1
*
-1 | 0.097457853487810995564793336532407794531 | 0.017147265891799971974936416498482251937
f(z) = -101/193*z^3 + 294/193*z + 1
*
-1 | 0.084718212295352825641866643159720602440 | 0.014896884017777440342168141344658205311
f(z) = -101/194*z^3 + 295/194*z + 1
*
-1 | 0.077305177315888748793047098463546001552 | 0.013585288932344184209682460143855067826
f(z) = -101/195*z^3 + 296/195*z + 1
*
-1 | 0.089186154193933856526458678122408202053 | 0.015663918150650527741189043787563035688
f(z) = -101/196*z^3 + 297/196*z + 1
*
-1 | 0.097837766111005466365964827439238106755 | 0.017173277275992029526362482789162701179
f(z) = -101/197*z^3 + 298/197*z + 1
*
-1 | 0.071533010748943252813655636891049322348 | 0.012548674472080535411051279705172577505
f(z) = -101/198*z^3 + 299/198*z + 1
*
21/10 | 0.17907558949703833259329710105170001512 | 0.022772575162871414746263845700231289068
f(z) = -110/189*z^3 + 289/210*z + 1
*
[ 3/5 ] 
f(z) = -109/216*z^3 - 97/200*z + 1
*
[ 3/5 ] 
f(z) = -103/216*z^3 - 99/200*z + 1
*
[ 2/3 ] 
f(z) = -103/200*z^3 - 61/225*z + 1
*
[ 2/3 ] 
f(z) = -101/200*z^3 - 62/225*z + 1
*
[ 2/3 ] 
f(z) = -119/216*z^3 - 62/243*z + 1
*
[ 2/3 ] 
f(z) = -115/216*z^3 - 64/243*z + 1
*
[ 2/3 ] 
f(z) = -113/216*z^3 - 65/243*z + 1
*
[ 2/3 ] 
f(z) = -109/216*z^3 - 67/243*z + 1
*
[ 2/3 ] 
f(z) = -107/216*z^3 - 68/243*z + 1
*
[ 2/3 ] 
f(z) = -103/216*z^3 - 70/243*z + 1
*
[ 2/3 ] 
f(z) = -101/216*z^3 - 71/243*z + 1
*
[ 2/3 ] 
f(z) = -111/208*z^3 - 41/156*z + 1
*
[ 2/3 ] 
f(z) = -105/208*z^3 - 43/156*z + 1
*
[ 2/3 ] 
f(z) = -117/202*z^3 - 49/202*z + 1
*
[ 2/3 ] 
f(z) = -117/206*z^3 - 51/206*z + 1
*
[ 2/3 ] 
f(z) = -117/214*z^3 - 55/214*z + 1
*
[ 2/3 ] 
f(z) = -117/218*z^3 - 57/218*z + 1
*
[ 2/3 ] 
f(z) = -119/200*z^3 - 53/225*z + 1
*
[ 2/3 ] 
f(z) = -113/200*z^3 - 56/225*z + 1
*
[ 2/3 ] 
f(z) = -109/200*z^3 - 58/225*z + 1
*
[ 2/3 ] 
f(z) = -107/200*z^3 - 59/225*z + 1
*
[ 2/3 ] 
f(z) = -117/212*z^3 - 27/106*z + 1
*
[ 12/17 ] 
f(z) = -119/216*z^3 - 29/204*z + 1
*
[ 5/7 ] 
f(z) = -119/200*z^3 - 27/280*z + 1
*
[ 2/3 ] 
f(z) = -117/200*z^3 - 6/25*z + 1
*
[ 3/4 ] 
f(z) = -112/207*z^3 - 2/69*z + 1
*
[ 2/3 ] 
f(z) = -111/200*z^3 - 19/75*z + 1
*
[ 3/4 ] 
f(z) = -119/216*z^3 - 3/128*z + 1
*
[ 3/4 ] 
f(z) = -113/216*z^3 - 5/128*z + 1
*
[ 3/4 ] 
f(z) = -107/216*z^3 - 7/128*z + 1
*
[ 3/4 ] 
f(z) = -104/207*z^3 - 7/138*z + 1
*
[ 3/4 ] 
f(z) = -101/216*z^3 - 9/128*z + 1
*
[ 3/4 ] 
f(z) = -112/201*z^3 - 4/201*z + 1
*
[ 3/4 ] 
f(z) = -112/213*z^3 - 8/213*z + 1
*
[ 3/4 ] 
f(z) = -112/219*z^3 - 10/219*z + 1
*
[ 3/4 ] 
f(z) = -116/207*z^3 - 5/276*z + 1
*
[ -6/7 ] 
f(z) = -119/216*z^3 + 18/7*z + 1
*
[ -6/5 ] 
f(z) = -115/216*z^3 + 13/5*z + 1
*
[ 6/5 ] 
f(z) = -115/216*z^3 + 14/15*z + 1
*
[ 6 ] 
f(z) = -109/216*z^3 + 19*z + 1
*
[ -6 ] 
f(z) = -107/216*z^3 + 19*z + 1
*
[ 6 ] 
f(z) = -103/216*z^3 + 18*z + 1
*
[ -6 ] 
f(z) = -101/216*z^3 + 18*z + 1
*
[ 6/7 ] 
f(z) = -119/216*z^3 + 5/21*z + 1
*
[ 6/7 ] 
f(z) = -115/216*z^3 + 11/49*z + 1
*
[ 6/7 ] 
f(z) = -109/216*z^3 + 10/49*z + 1
*
[ 6/7 ] 
f(z) = -103/216*z^3 + 9/49*z + 1
*
[ 10/13 ] 
f(z) = -117/200*z^3 + 3/65*z + 1
*
[ 18/23 ] 
f(z) = -115/216*z^3 + 10/207*z + 1
*
[ 4/5 ] 
f(z) = -105/208*z^3 + 19/260*z + 1
*
[ -6 ] 
f(z) = -119/216*z^3 + 21*z + 1
*
[ 10/3 ] 
f(z) = -117/200*z^3 + 36/5*z + 1
*
[ -10/3 ] 
f(z) = -117/200*z^3 + 39/5*z + 1
*
[ 6 ] 
f(z) = -115/216*z^3 + 20*z + 1
*
[ -6 ] 
f(z) = -113/216*z^3 + 20*z + 1
*
-3 | 0.18423667594253191403954032710489966907 | 0.027376150403458015516487946646336977324
f(z) = -109/216*z^3 + 31/8*z + 1
*
[ 3 ] 
f(z) = -101/216*z^3 + 39/8*z + 1
*
[ 6/5 ] 
f(z) = -119/216*z^3 + 24/25*z + 1
*
[ 6/5 ] 
f(z) = -113/216*z^3 + 23/25*z + 1
*
[ 6/5 ] 
f(z) = -107/216*z^3 + 22/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017084613234705905388180924011501737618
f(z) = -103/200*z^3 + 39/25*z + 1
*
-2 | 0.085979129899181750169988716958011806814 | 0.015039131239128576814014693133019078697
f(z) = -103/216*z^3 + 38/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017162237686074911899524140065173108887
f(z) = -101/200*z^3 + 38/25*z + 1
*
[ 6/5 ] 
f(z) = -101/216*z^3 + 21/25*z + 1
*
-2 | 0.085979412126265464359054891412290862963 | 0.015109662722788165963012426747103808867
f(z) = -101/216*z^3 + 37/27*z + 1
*
[ 10/9 ] 
f(z) = -117/200*z^3 + 37/45*z + 1
*
[ 6/7 ] 
f(z) = -113/216*z^3 + 32/147*z + 1
*
[ 6/7 ] 
f(z) = -107/216*z^3 + 29/147*z + 1
*
[ 6/7 ] 
f(z) = -101/216*z^3 + 26/147*z + 1
*
[ 5/6 ] 
f(z) = -117/200*z^3 + 33/160*z + 1
*
[ 5/6 ] 
f(z) = -108/205*z^3 + 34/205*z + 1
*
[ 5/6 ] 
f(z) = -108/215*z^3 + 32/215*z + 1
*
[ 4/5 ] 
f(z) = -115/208*z^3 + 27/260*z + 1
*
[ 3 ] 
f(z) = -119/216*z^3 + 45/8*z + 1
*
[ -3 ] 
f(z) = -115/216*z^3 + 49/8*z + 1
*
[ 3 ] 
f(z) = -113/216*z^3 + 43/8*z + 1
*
[ 6 ] 
f(z) = -113/216*z^3 + 59/3*z + 1
*
[ -3 ] 
f(z) = -109/216*z^3 + 47/8*z + 1
*
[ -6 ] 
f(z) = -109/216*z^3 + 58/3*z + 1
*
[ 3 ] 
f(z) = -107/216*z^3 + 41/8*z + 1
*
[ 6 ] 
f(z) = -107/216*z^3 + 56/3*z + 1
*
[ -3 ] 
f(z) = -103/216*z^3 + 45/8*z + 1
*
[ -6 ] 
f(z) = -103/216*z^3 + 55/3*z + 1
*
[ 6 ] 
f(z) = -101/216*z^3 + 53/3*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016547012937445351942549910629417238088
f(z) = -119/200*z^3 + 47/25*z + 1
*
[ 10/7 ] 
f(z) = -119/200*z^3 + 53/35*z + 1
*
-2 | 0.085979819502940618385326956658570277756 | 0.014552913424331177053040971393763264780
f(z) = -119/216*z^3 + 46/27*z + 1
*
[ 12/7 ] 
f(z) = -119/216*z^3 + 57/28*z + 1
*
-2 | 0.098117325047593231964841455287508718791 | 0.016607303261386230865640273251540192173
f(z) = -117/200*z^3 + 46/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014663111557525110821482810103634061781
f(z) = -115/216*z^3 + 44/27*z + 1
*
[ 3/2 ] 
f(z) = -115/216*z^3 + 49/32*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016733144587560120801070614791475101075
f(z) = -113/200*z^3 + 44/25*z + 1
*
-2 | 0.085979662661614435549657230366436804951 | 0.014720927546217661315434335166376328441
f(z) = -113/216*z^3 + 43/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016799008400993460327259098359489826560
f(z) = -111/200*z^3 + 43/25*z + 1
*
-2 | 0.098117844245608729959152483958142285557 | 0.016867108354558135713604625165684882128
f(z) = -109/200*z^3 + 42/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014841856738527378889735030503275152973
f(z) = -109/216*z^3 + 41/27*z + 1
*
[ 3/2 ] 
f(z) = -109/216*z^3 + 47/32*z + 1
*
-2 | 0.098117022096802035307855757341794988320 | 0.016937129571868898524214222513246769659
f(z) = -107/200*z^3 + 41/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014905390688672228582432759135695247027
f(z) = -107/216*z^3 + 40/27*z + 1
*
[ 3/2 ] 
f(z) = -103/216*z^3 + 45/32*z + 1
*
24/17 | 0.23636131120493945909337728449280644054 | 0.028794730914461314300375246377144290967
f(z) = -119/216*z^3 + 53/136*z + 1
*
[ 6 ] 
f(z) = -119/216*z^3 + 62/3*z + 1
*
[ -6 ] 
f(z) = -115/216*z^3 + 61/3*z + 1
*
[ 2 ] 
f(z) = -119/200*z^3 + 72/25*z + 1
*
[ 2 ] 
f(z) = -119/216*z^3 + 73/27*z + 1
*
[ -2/3 ] 
f(z) = -117/200*z^3 + 69/25*z + 1
*
[ 2 ] 
f(z) = -117/200*z^3 + 71/25*z + 1
*
[ 2 ] 
f(z) = -115/216*z^3 + 71/27*z + 1
*
[ 12/5 ] 
f(z) = -115/216*z^3 + 73/20*z + 1
*
[ 2 ] 
f(z) = -113/200*z^3 + 69/25*z + 1
*
[ 2 ] 
f(z) = -113/216*z^3 + 70/27*z + 1
*
[ 2 ] 
f(z) = -111/200*z^3 + 68/25*z + 1
*
[ 2 ] 
f(z) = -109/200*z^3 + 67/25*z + 1
*
[ -6/5 ] 
f(z) = -109/216*z^3 + 64/25*z + 1
*
[ 2 ] 
f(z) = -109/216*z^3 + 68/27*z + 1
*
[ 2 ] 
f(z) = -107/200*z^3 + 66/25*z + 1
*
[ 2 ] 
f(z) = -107/216*z^3 + 67/27*z + 1
*
[ 2 ] 
f(z) = -103/200*z^3 + 64/25*z + 1
*
[ -6/5 ] 
f(z) = -103/216*z^3 + 63/25*z + 1
*
[ 2 ] 
f(z) = -103/216*z^3 + 65/27*z + 1
*
[ 2 ] 
f(z) = -101/200*z^3 + 63/25*z + 1
*
[ 2 ] 
f(z) = -101/216*z^3 + 64/27*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017172989008944621731118344367207129130
f(z) = -105/208*z^3 + 79/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017249838836306084150287297378616944109
f(z) = -103/208*z^3 + 77/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017329429761993942227932204562736558195
f(z) = -101/208*z^3 + 75/52*z + 1
*
[ 6/5 ] 
f(z) = -109/216*z^3 + 67/75*z + 1
*
[ 6/5 ] 
f(z) = -103/216*z^3 + 64/75*z + 1
*
[ -2 ] 
f(z) = -119/200*z^3 + 97/25*z + 1
*
[ -3/2 ] 
f(z) = -119/216*z^3 + 93/32*z + 1
*
[ -2 ] 
f(z) = -117/200*z^3 + 96/25*z + 1
*
[ -2 ] 
f(z) = -115/216*z^3 + 98/27*z + 1
*
[ -2 ] 
f(z) = -113/200*z^3 + 94/25*z + 1
*
[ -3/2 ] 
f(z) = -113/216*z^3 + 91/32*z + 1
*
[ -2 ] 
f(z) = -113/216*z^3 + 97/27*z + 1
*
[ -2 ] 
f(z) = -111/200*z^3 + 93/25*z + 1
*
[ -2 ] 
f(z) = -109/200*z^3 + 92/25*z + 1
*
[ -2 ] 
f(z) = -109/216*z^3 + 95/27*z + 1
*
[ -2 ] 
f(z) = -107/200*z^3 + 91/25*z + 1
*
[ -3/2 ] 
f(z) = -107/216*z^3 + 89/32*z + 1
*
[ -2 ] 
f(z) = -107/216*z^3 + 94/27*z + 1
*
[ -2 ] 
f(z) = -103/200*z^3 + 89/25*z + 1
*
[ -2 ] 
f(z) = -103/216*z^3 + 92/27*z + 1
*
[ -2 ] 
f(z) = -101/200*z^3 + 88/25*z + 1
*
-3 | 0.19308674020798643782806789258047379587 | 0.029079872130185793695467418762871995791
f(z) = -101/216*z^3 + 85/24*z + 1
*
[ -3/2 ] 
f(z) = -101/216*z^3 + 87/32*z + 1
*
[ -2 ] 
f(z) = -101/216*z^3 + 91/27*z + 1
*
-2 | 0.098844151771269467881304989256686225719 | 0.016699767592539087942013526515968999310
f(z) = -119/208*z^3 + 93/52*z + 1
*
[ 5/3 ] 
f(z) = -117/200*z^3 + 81/40*z + 1
*
-2 | 0.098843614782376579023662103758130212541 | 0.016824643440185969713024403056505030994
f(z) = -115/208*z^3 + 89/52*z + 1
*
-2 | 0.098844143010859407997610939748154615780 | 0.016890075719777309126094801591559697579
f(z) = -113/208*z^3 + 87/52*z + 1
*
-2 | 0.098843918993506976116422156993236428570 | 0.016957426862052577337282394139539510786
f(z) = -111/208*z^3 + 85/52*z + 1
*
-2 | 0.098844049936541392374561369431966927831 | 0.017027002897572654560381953001763607243
f(z) = -109/208*z^3 + 83/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017098717059876131380421948420972936264
f(z) = -107/208*z^3 + 81/52*z + 1
*
[ 10/3 ] 
f(z) = -111/200*z^3 + 103/15*z + 1
*
[ -10/3 ] 
f(z) = -111/200*z^3 + 112/15*z + 1
*
[ -10/7 ] 
f(z) = -119/200*z^3 + 102/35*z + 1
*
[ -2 ] 
f(z) = -119/216*z^3 + 100/27*z + 1
*
[ -6/23 ] 
f(z) = -115/216*z^3 + 112/23*z + 1
*
[ 3 ] 
f(z) = -103/216*z^3 + 119/24*z + 1
*
[ -10/9 ] 
f(z) = -117/200*z^3 + 118/45*z + 1
*
[ 3/2 ] 
f(z) = -116/207*z^3 + 110/69*z + 1
*
[ 3/2 ] 
f(z) = -112/207*z^3 + 107/69*z + 1
*
[ 3/2 ] 
f(z) = -104/207*z^3 + 101/69*z + 1
*
-30/17 | 0.29870850230729077079421809275877341064 | 0.029673149047620319933097229103209745308
f(z) = -119/216*z^3 + 109/85*z + 1
*
-3/5 | 0.20486349952362514722705372021091946010 | 0.029330253389611733544434857874788408148
f(z) = -115/216*z^3 + 103/120*z + 1
*
[ 10/9 ] 
f(z) = -111/200*z^3 + 106/135*z + 1
*
5/3 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = -111/200*z^3 + 113/120*z + 1
*
[ 18/17 ] 
f(z) = -119/216*z^3 + 103/153*z + 1
*
-2/3 | 0.14249718652564092978074930230918436693 | 0.022140126996713100155919956580329790598
f(z) = -111/208*z^3 + 115/156*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = -105/208*z^3 + 101/156*z + 1
*
-2/3 | 0.14313106597745615182868458545637977303 | 0.022238614355698749959939825874076460654
f(z) = -105/208*z^3 + 113/156*z + 1
*
[ 3 ] 
f(z) = -115/216*z^3 + 131/24*z + 1
*
[ 3 ] 
f(z) = -109/216*z^3 + 125/24*z + 1
*
[ -3 ] 
f(z) = -107/216*z^3 + 139/24*z + 1
*
[ -3 ] 
f(z) = -101/216*z^3 + 133/24*z + 1
*
[ -5/3 ] 
f(z) = -117/200*z^3 + 129/40*z + 1
*
[ 2 ] 
f(z) = -113/208*z^3 + 139/52*z + 1
*
[ -6/7 ] 
f(z) = -113/216*z^3 + 125/49*z + 1
*
[ 2 ] 
f(z) = -111/208*z^3 + 137/52*z + 1
*
[ 2 ] 
f(z) = -109/208*z^3 + 135/52*z + 1
*
[ 2 ] 
f(z) = -107/208*z^3 + 133/52*z + 1
*
[ -6/7 ] 
f(z) = -107/216*z^3 + 124/49*z + 1
*
[ 2 ] 
f(z) = -105/208*z^3 + 131/52*z + 1
*
[ 2 ] 
f(z) = -103/208*z^3 + 129/52*z + 1
*
[ 2 ] 
f(z) = -101/208*z^3 + 127/52*z + 1
*
[ -6/7 ] 
f(z) = -101/216*z^3 + 123/49*z + 1
*
[ 3/2 ] 
f(z) = -107/216*z^3 + 139/96*z + 1
*
[ 3/2 ] 
f(z) = -101/216*z^3 + 133/96*z + 1
*
[ 4/3 ] 
f(z) = -117/200*z^3 + 129/100*z + 1
*
[ 30/23 ] 
f(z) = -115/216*z^3 + 131/115*z + 1
*
[ -3 ] 
f(z) = -119/216*z^3 + 151/24*z + 1
*
[ -3 ] 
f(z) = -113/216*z^3 + 145/24*z + 1
*
[ 2 ] 
f(z) = -119/208*z^3 + 145/52*z + 1
*
[ 2 ] 
f(z) = -115/208*z^3 + 141/52*z + 1
*
[ 3/2 ] 
f(z) = -119/216*z^3 + 151/96*z + 1
*
[ 3/2 ] 
f(z) = -113/216*z^3 + 145/96*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017253306978090559592226723961876025786
f(z) = -105/212*z^3 + 157/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013621385932518116881133604536486114913
f(z) = -103/204*z^3 + 155/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017331102858891514372538594808464492003
f(z) = -103/212*z^3 + 153/106*z + 1
*
-2 | 0.078140087488219982792893815664994640519 | 0.013683755566872059419954749815603203132
f(z) = -101/204*z^3 + 151/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017411692884892891345663527705465709280
f(z) = -101/212*z^3 + 149/106*z + 1
*
-4/5 | 0.14832475346763972522288173855752374028 | 0.021350981151447228237416011528118190907
f(z) = -115/208*z^3 + 157/260*z + 1
*
-4/5 | 0.19494528900363008875994122854423872701 | 0.028061891853998794374162153488923913897
f(z) = -105/208*z^3 + 149/260*z + 1
*
[ -2 ] 
f(z) = -101/208*z^3 + 179/52*z + 1
*
[ -10/13 ] 
f(z) = -117/200*z^3 + 172/65*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013287922263927884793366326850764243306
f(z) = -115/204*z^3 + 179/102*z + 1
*
-2 | 0.099196867210870857541000826308442151593 | 0.016900979568591461760763669211107228962
f(z) = -115/212*z^3 + 177/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013339186899725971873618115517759526340
f(z) = -113/204*z^3 + 175/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016966917116578610453875407107224457452
f(z) = -113/212*z^3 + 173/106*z + 1
*
-2 | 0.099196720673586034063051458385414327785 | 0.017035194716657426425450486593458297072
f(z) = -111/212*z^3 + 169/106*z + 1
*
-2 | 0.078139806697185569605493660236754870891 | 0.013446551510559583604448467170326283425
f(z) = -109/204*z^3 + 167/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017105441839639606288492195443164186802
f(z) = -109/212*z^3 + 165/106*z + 1
*
-2 | 0.078140810625925576551540601539710529690 | 0.013503057938703389286010141565833794304
f(z) = -107/204*z^3 + 163/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017178137789781191620383728157661925873
f(z) = -107/212*z^3 + 161/106*z + 1
*
[ 4/3 ] 
f(z) = -105/208*z^3 + 179/156*z + 1
*
[ 7/6 ] 
f(z) = -108/203*z^3 + 176/203*z + 1
*
[ 7/6 ] 
f(z) = -108/217*z^3 + 178/217*z + 1
*
[ -2 ] 
f(z) = -119/208*z^3 + 197/52*z + 1
*
[ -6/17 ] 
f(z) = -119/216*z^3 + 199/51*z + 1
*
[ -2 ] 
f(z) = -115/208*z^3 + 193/52*z + 1
*
[ -2 ] 
f(z) = -113/208*z^3 + 191/52*z + 1
*
[ -2 ] 
f(z) = -111/208*z^3 + 189/52*z + 1
*
[ -2 ] 
f(z) = -109/208*z^3 + 187/52*z + 1
*
[ -2 ] 
f(z) = -107/208*z^3 + 185/52*z + 1
*
[ -2 ] 
f(z) = -105/208*z^3 + 183/52*z + 1
*
[ -2 ] 
f(z) = -103/208*z^3 + 181/52*z + 1
*
[ -12/17 ] 
f(z) = -119/216*z^3 + 183/68*z + 1
*
-18/7 | 0.22561443945421929772647719363375490160 | 0.026762239773024428630990659518560855095
f(z) = -119/216*z^3 + 191/63*z + 1
*
[ -6/5 ] 
f(z) = -119/216*z^3 + 197/75*z + 1
*
[ -6/5 ] 
f(z) = -113/216*z^3 + 194/75*z + 1
*
[ -3/4 ] 
f(z) = -112/207*z^3 + 182/69*z + 1
*
[ -3/2 ] 
f(z) = -112/207*z^3 + 199/69*z + 1
*
[ -6/5 ] 
f(z) = -107/216*z^3 + 191/75*z + 1
*
[ -3/2 ] 
f(z) = -104/207*z^3 + 193/69*z + 1
*
[ -6/5 ] 
f(z) = -101/216*z^3 + 188/75*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016774497625007823161417449427083693038
f(z) = -119/212*z^3 + 185/106*z + 1
*
-2 | 0.099196631804028845912250347484652843149 | 0.016836833358830512762189815309413834509
f(z) = -117/212*z^3 + 181/106*z + 1
*
[ 24/17 ] 
f(z) = -119/216*z^3 + 189/136*z + 1
*
[ 4/3 ] 
f(z) = -111/208*z^3 + 187/156*z + 1
*
-5/7 | 0.18520741300705756320145763430745049358 | 0.025566206004455147658981396619368564719
f(z) = -119/200*z^3 + 197/280*z + 1
*
[ -3/2 ] 
f(z) = -116/207*z^3 + 202/69*z + 1
*
[ -2/3 ] 
f(z) = -111/200*z^3 + 206/75*z + 1
*
0 | 0.15577258278711895636237118145047130766 | 0.025708766393907539380299457457337320854
f(z) = -113/210*z^3 + 214/105*z + 1
*
0 | 0.14547826321214883485467445435457414454 | 0.024047053360067569152937497119088270443
f(z) = -109/210*z^3 + 212/105*z + 1
*
0 | 0.16149620954449617779775963719513365036 | 0.026715643933267533143103627967412692861
f(z) = -107/210*z^3 + 211/105*z + 1
*
0 | 0.15487253748326757734223209403879857408 | 0.025680752816564355001321811121408805946
f(z) = -101/210*z^3 + 208/105*z + 1
*
-2/5 | 0.21072598391177579739798469684440572203 | 0.028302775809007439893436078393308462915
f(z) = -115/216*z^3 + 214/135*z + 1
*
[ 3/2 ] 
f(z) = -110/207*z^3 + 211/138*z + 1
*
[ 3/2 ] 
f(z) = -106/207*z^3 + 205/138*z + 1
*
[ 5/4 ] 
f(z) = -112/205*z^3 + 216/205*z + 1
*
[ 5/4 ] 
f(z) = -112/215*z^3 + 218/215*z + 1
*
[ 3/2 ] 
f(z) = -118/207*z^3 + 223/138*z + 1
*
-3/5 | 0.21309373616817478933438796416659746172 | 0.028022439440824823770987665619457743244
f(z) = -115/216*z^3 + 223/120*z + 1
*
[ 5/3 ] 
f(z) = -111/200*z^3 + 233/120*z + 1
*
[ 10 ] 
f(z) = -101/200*z^3 + 257/5*z + 1
*
[ -10 ] 
f(z) = -101/200*z^3 + 258/5*z + 1
*
[ -10/17 ] 
f(z) = -119/200*z^3 + 247/85*z + 1
*
[ 2 ] 
f(z) = -103/204*z^3 + 257/102*z + 1
*
[ 2 ] 
f(z) = -103/212*z^3 + 259/106*z + 1
*
[ 2 ] 
f(z) = -101/204*z^3 + 253/102*z + 1
*
[ 2 ] 
f(z) = -101/212*z^3 + 255/106*z + 1
*
-3/7 | 0.22912165413583235720509825094291325673 | 0.029825698068264098320498493085637443081
f(z) = -119/216*z^3 + 241/168*z + 1
*
[ 10 ] 
f(z) = -109/200*z^3 + 277/5*z + 1
*
[ -10 ] 
f(z) = -109/200*z^3 + 278/5*z + 1
*
[ 10 ] 
f(z) = -107/200*z^3 + 272/5*z + 1
*
[ -10 ] 
f(z) = -107/200*z^3 + 273/5*z + 1
*
[ 10 ] 
f(z) = -103/200*z^3 + 262/5*z + 1
*
[ -10 ] 
f(z) = -103/200*z^3 + 263/5*z + 1
*
[ -12 ] 
f(z) = -103/216*z^3 + 279/4*z + 1
*
[ 12 ] 
f(z) = -101/216*z^3 + 273/4*z + 1
*
[ 18/7 ] 
f(z) = -119/216*z^3 + 268/63*z + 1
*
[ -12/5 ] 
f(z) = -115/216*z^3 + 269/60*z + 1
*
[ -12/7 ] 
f(z) = -119/216*z^3 + 269/84*z + 1
*
[ -30/17 ] 
f(z) = -119/216*z^3 + 279/85*z + 1
*
[ -3/2 ] 
f(z) = -115/216*z^3 + 275/96*z + 1
*
[ -3/2 ] 
f(z) = -109/216*z^3 + 269/96*z + 1
*
[ -3/2 ] 
f(z) = -103/216*z^3 + 263/96*z + 1
*
[ -4/3 ] 
f(z) = -117/200*z^3 + 279/100*z + 1
*
[ 2 ] 
f(z) = -113/204*z^3 + 277/102*z + 1
*
[ 2 ] 
f(z) = -113/212*z^3 + 279/106*z + 1
*
[ 2 ] 
f(z) = -111/212*z^3 + 275/106*z + 1
*
[ 2 ] 
f(z) = -109/204*z^3 + 269/102*z + 1
*
[ 2 ] 
f(z) = -109/212*z^3 + 271/106*z + 1
*
[ 2 ] 
f(z) = -107/204*z^3 + 265/102*z + 1
*
[ 2 ] 
f(z) = -107/212*z^3 + 267/106*z + 1
*
[ 2 ] 
f(z) = -105/212*z^3 + 263/106*z + 1
*
[ 4/3 ] 
f(z) = -117/212*z^3 + 261/212*z + 1
*
[ 10 ] 
f(z) = -117/200*z^3 + 297/5*z + 1
*
[ -10 ] 
f(z) = -117/200*z^3 + 298/5*z + 1
*
[ 10 ] 
f(z) = -113/200*z^3 + 287/5*z + 1
*
[ -10 ] 
f(z) = -113/200*z^3 + 288/5*z + 1
*
[ 10 ] 
f(z) = -111/200*z^3 + 282/5*z + 1
*
[ -10 ] 
f(z) = -111/200*z^3 + 283/5*z + 1
*
[ -12 ] 
f(z) = -109/216*z^3 + 295/4*z + 1
*
[ 12 ] 
f(z) = -107/216*z^3 + 289/4*z + 1
*
[ 10/3 ] 
f(z) = -107/200*z^3 + 299/45*z + 1
*
[ 10/3 ] 
f(z) = -103/200*z^3 + 289/45*z + 1
*
[ 10/3 ] 
f(z) = -101/200*z^3 + 284/45*z + 1
*
[ 2 ] 
f(z) = -119/212*z^3 + 291/106*z + 1
*
[ 2 ] 
f(z) = -117/212*z^3 + 287/106*z + 1
*
[ -2/3 ] 
f(z) = -117/212*z^3 + 291/106*z + 1
*
[ 2 ] 
f(z) = -115/204*z^3 + 281/102*z + 1
*
[ 2 ] 
f(z) = -115/212*z^3 + 283/106*z + 1
*
-2 | 0.065841076284245066995616838319680974364 | 0.011550167182004412316922187693966651841
f(z) = -101/210*z^3 + 299/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015198206964193551382077906328201928766
f(z) = -101/214*z^3 + 297/214*z + 1
*
-2 | 0.086877079480421551042996608697035438821 | 0.015276500079004438270019600345988615560
f(z) = -101/218*z^3 + 295/218*z + 1
*
[ 5/8 ] 
f(z) = -112/225*z^3 - 73/180*z + 1
*
[ 2/3 ] 
f(z) = -117/226*z^3 - 61/226*z + 1
*
[ 2/3 ] 
f(z) = -117/230*z^3 - 63/230*z + 1
*
[ 2/3 ] 
f(z) = -117/238*z^3 - 67/238*z + 1
*
[ 2/3 ] 
f(z) = -119/232*z^3 - 71/261*z + 1
*
[ 2/3 ] 
f(z) = -115/232*z^3 - 73/261*z + 1
*
[ 2/3 ] 
f(z) = -113/232*z^3 - 74/261*z + 1
*
[ 2/3 ] 
f(z) = -109/232*z^3 - 76/261*z + 1
*
[ 2/3 ] 
f(z) = -107/232*z^3 - 77/261*z + 1
*
[ 2/3 ] 
f(z) = -103/232*z^3 - 79/261*z + 1
*
[ 2/3 ] 
f(z) = -101/232*z^3 - 80/261*z + 1
*
[ 2/3 ] 
f(z) = -111/224*z^3 - 47/168*z + 1
*
[ 2/3 ] 
f(z) = -111/232*z^3 - 25/87*z + 1
*
[ 2/3 ] 
f(z) = -105/232*z^3 - 26/87*z + 1
*
[ 2/3 ] 
f(z) = -117/220*z^3 - 29/110*z + 1
*
[ 2/3 ] 
f(z) = -117/236*z^3 - 33/118*z + 1
*
[ 2/3 ] 
f(z) = -117/232*z^3 - 8/29*z + 1
*
[ 2/3 ] 
f(z) = -117/224*z^3 - 15/56*z + 1
*
[ 3/4 ] 
f(z) = -112/225*z^3 - 4/75*z + 1
*
[ 3/4 ] 
f(z) = -104/225*z^3 - 11/150*z + 1
*
[ 3/4 ] 
f(z) = -112/237*z^3 - 16/237*z + 1
*
[ 4/5 ] 
f(z) = -115/224*z^3 + 11/140*z + 1
*
[ 4/3 ] 
f(z) = -117/224*z^3 + 33/28*z + 1
*
-2 | 0.10086563538181697483209410054327744898 | 0.017563221207315665930782023408515738445
f(z) = -107/232*z^3 + 39/29*z + 1
*
-2 | 0.10086589362754975392602572164545703244 | 0.017643065399655085202312303633434348742
f(z) = -105/232*z^3 + 38/29*z + 1
*
-2 | 0.10086588105542050811653657923766607091 | 0.017725748586721230954517999958775272681
f(z) = -103/232*z^3 + 37/29*z + 1
*
-2 | 0.10086583730488524627325593065902474090 | 0.017811502951273261391724275654379520430
f(z) = -101/232*z^3 + 36/29*z + 1
*
[ 5/6 ] 
f(z) = -108/235*z^3 + 28/235*z + 1
*
-2 | 0.10086601563974850947645043953250688292 | 0.017136295094481742232193000092461102751
f(z) = -119/232*z^3 + 45/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017201884610762723573111427503041268985
f(z) = -117/232*z^3 + 44/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017269593445332132604711544727724162471
f(z) = -115/232*z^3 + 43/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017339449790288597812058794160954871606
f(z) = -113/232*z^3 + 42/29*z + 1
*
-2 | 0.10086580245374118599208868767607193814 | 0.017411628777767686875272369088808966061
f(z) = -111/232*z^3 + 41/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017486111982370608953530110517762381323
f(z) = -109/232*z^3 + 40/29*z + 1
*
[ 5/4 ] 
f(z) = -112/225*z^3 + 44/45*z + 1
*
[ 2 ] 
f(z) = -119/232*z^3 + 74/29*z + 1
*
[ -4/3 ] 
f(z) = -117/224*z^3 + 75/28*z + 1
*
[ 2 ] 
f(z) = -117/232*z^3 + 73/29*z + 1
*
[ -2/3 ] 
f(z) = -117/232*z^3 + 79/29*z + 1
*
[ 2 ] 
f(z) = -115/232*z^3 + 72/29*z + 1
*
[ 2 ] 
f(z) = -113/232*z^3 + 71/29*z + 1
*
[ 2 ] 
f(z) = -111/232*z^3 + 70/29*z + 1
*
[ 2 ] 
f(z) = -109/232*z^3 + 69/29*z + 1
*
[ 2 ] 
f(z) = -107/232*z^3 + 68/29*z + 1
*
[ 2 ] 
f(z) = -105/232*z^3 + 67/29*z + 1
*
[ 2 ] 
f(z) = -103/232*z^3 + 66/29*z + 1
*
[ 2 ] 
f(z) = -101/232*z^3 + 65/29*z + 1
*
-2 | 0.10021587982650333667279719048741646036 | 0.017411460782579065000656252060652862657
f(z) = -107/224*z^3 + 79/56*z + 1
*
-2 | 0.10021579377759008532372663423431509342 | 0.017570058855309108355138118061569774229
f(z) = -103/224*z^3 + 75/56*z + 1
*
-2 | 0.10021606836628593907475378908648774019 | 0.017653763375512644185461037476932736884
f(z) = -101/224*z^3 + 73/56*z + 1
*
[ 15/14 ] 
f(z) = -112/225*z^3 + 67/105*z + 1
*
[ 15/17 ] 
f(z) = -119/225*z^3 + 71/255*z + 1
*
[ -2 ] 
f(z) = -111/232*z^3 + 99/29*z + 1
*
[ -2 ] 
f(z) = -109/232*z^3 + 98/29*z + 1
*
[ -2 ] 
f(z) = -107/232*z^3 + 97/29*z + 1
*
[ -2 ] 
f(z) = -105/232*z^3 + 96/29*z + 1
*
[ -2 ] 
f(z) = -103/232*z^3 + 95/29*z + 1
*
[ -2 ] 
f(z) = -101/232*z^3 + 94/29*z + 1
*
-2 | 0.10021611790252003724638774218952534237 | 0.017058263747049469805027815420418197401
f(z) = -117/224*z^3 + 89/56*z + 1
*
-2 | 0.10021584564749595548361848087345421196 | 0.017124466556625013109637070503958698155
f(z) = -115/224*z^3 + 87/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017192760784073384536670227636571589306
f(z) = -113/224*z^3 + 85/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017263279521242577346408115482433142428
f(z) = -111/224*z^3 + 83/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017336120752143293208242861783306010740
f(z) = -109/224*z^3 + 81/56*z + 1
*
[ 4/3 ] 
f(z) = -111/224*z^3 + 95/84*z + 1
*
[ 5/4 ] 
f(z) = -104/225*z^3 + 83/90*z + 1
*
[ 15/16 ] 
f(z) = -112/225*z^3 + 89/240*z + 1
*
[ 15/4 ] 
f(z) = -112/225*z^3 + 116/15*z + 1
*
[ -2 ] 
f(z) = -119/232*z^3 + 103/29*z + 1
*
[ -2 ] 
f(z) = -117/232*z^3 + 102/29*z + 1
*
[ -2 ] 
f(z) = -115/232*z^3 + 101/29*z + 1
*
[ -2 ] 
f(z) = -113/232*z^3 + 100/29*z + 1
*
[ -5/4 ] 
f(z) = -112/225*z^3 + 116/45*z + 1
*
[ 3/2 ] 
f(z) = -116/225*z^3 + 112/75*z + 1
*
[ 3/2 ] 
f(z) = -112/225*z^3 + 109/75*z + 1
*
[ 3/2 ] 
f(z) = -104/225*z^3 + 103/75*z + 1
*
[ -15/4 ] 
f(z) = -112/225*z^3 + 124/15*z + 1
*
[ 2 ] 
f(z) = -111/224*z^3 + 139/56*z + 1
*
[ 2 ] 
f(z) = -109/224*z^3 + 137/56*z + 1
*
[ 2 ] 
f(z) = -107/224*z^3 + 135/56*z + 1
*
[ 2 ] 
f(z) = -103/224*z^3 + 131/56*z + 1
*
[ 2 ] 
f(z) = -101/224*z^3 + 129/56*z + 1
*
[ 15/8 ] 
f(z) = -112/225*z^3 + 133/60*z + 1
*
-4/3 | 0.19654584745314502568191718308811937490 | 0.028080294962267396934547234700356112957
f(z) = -111/224*z^3 + 137/84*z + 1
*
-5/4 | 0.18786961986486617003644751098748857918 | 0.028772793493343551982591280322909804873
f(z) = -104/225*z^3 + 137/90*z + 1
*
[ 4/3 ] 
f(z) = -117/232*z^3 + 133/116*z + 1
*
[ -2/3 ] 
f(z) = -117/224*z^3 + 153/56*z + 1
*
[ 2 ] 
f(z) = -115/224*z^3 + 143/56*z + 1
*
[ 2 ] 
f(z) = -113/224*z^3 + 141/56*z + 1
*
[ 5/2 ] 
f(z) = -104/225*z^3 + 157/45*z + 1
*
-2 | 0.10118222485691009239378359670569942187 | 0.017560104576521477743351383203309093537
f(z) = -109/236*z^3 + 159/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017334450001194708178722730979160346191
f(z) = -107/220*z^3 + 159/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013949263752512371859643441501719443818
f(z) = -107/228*z^3 + 157/114*z + 1
*
-2 | 0.10118244347946897854510516656669454062 | 0.017638136195708948810414096526310405759
f(z) = -107/236*z^3 + 155/118*z + 1
*
-2 | 0.10118244990095778154875907047480149628 | 0.017718893804805544586580739244543736194
f(z) = -105/236*z^3 + 151/118*z + 1
*
-2 | 0.099882153493468623723960255872493566525 | 0.017491188170264939810656079207616264219
f(z) = -103/220*z^3 + 151/110*z + 1
*
-2 | 0.080199161398793946002877626678058006965 | 0.014077206489372195496707909801504407653
f(z) = -103/228*z^3 + 149/114*z + 1
*
-2 | 0.10118240692904009778207892788453822517 | 0.017802584123213325161176241809434591959
f(z) = -103/236*z^3 + 147/118*z + 1
*
-2 | 0.099882138489301937104247475311730593673 | 0.017573807807411390477669985867174856467
f(z) = -101/220*z^3 + 147/110*z + 1
*
-2 | 0.080199134530427120671961583629461243608 | 0.014144765228732241011052995973931257857
f(z) = -101/228*z^3 + 145/114*z + 1
*
-2 | 0.10118235435253448405769232752291474013 | 0.017889409627321897633639238860400898761
f(z) = -101/236*z^3 + 143/118*z + 1
*
[ 15/13 ] 
f(z) = -104/225*z^3 + 146/195*z + 1
*
-8/3 | 0.17228641388825308263707812662260040795 | 0.026345156261805030653314478685142880558
f(z) = -117/224*z^3 + 173/56*z + 1
*
[ 5/2 ] 
f(z) = -116/225*z^3 + 172/45*z + 1
*
[ 5/2 ] 
f(z) = -112/225*z^3 + 167/45*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017206275468130273263313802994171467211
f(z) = -119/236*z^3 + 179/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016985193660184297104072194489906321238
f(z) = -117/220*z^3 + 179/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017272657060962870064840809886976919523
f(z) = -117/236*z^3 + 175/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013717718129441461154423253081687849749
f(z) = -115/228*z^3 + 173/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017341105825546433818891452098103885015
f(z) = -115/236*z^3 + 171/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017118291595075967756955043854615079254
f(z) = -113/220*z^3 + 171/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.013772648713462619023649046933846162853
f(z) = -113/228*z^3 + 169/114*z + 1
*
-2 | 0.10118238854957450891196865374300070104 | 0.017411793771973998368922719434205636984
f(z) = -113/236*z^3 + 167/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017188017244777643599310909273358088599
f(z) = -111/220*z^3 + 167/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017484683725209029474310719044933234796
f(z) = -111/236*z^3 + 163/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017260024675870163538090080794602682367
f(z) = -109/220*z^3 + 163/110*z + 1
*
-2 | 0.080199026836150481460244512438602628132 | 0.013888355866877891931423872071079597729
f(z) = -109/228*z^3 + 161/114*z + 1
*
[ -2 ] 
f(z) = -115/224*z^3 + 199/56*z + 1
*
[ -2 ] 
f(z) = -113/224*z^3 + 197/56*z + 1
*
[ -2 ] 
f(z) = -111/224*z^3 + 195/56*z + 1
*
[ -2 ] 
f(z) = -109/224*z^3 + 193/56*z + 1
*
[ -2 ] 
f(z) = -107/224*z^3 + 191/56*z + 1
*
[ -5/2 ] 
f(z) = -104/225*z^3 + 193/45*z + 1
*
[ -2 ] 
f(z) = -103/224*z^3 + 187/56*z + 1
*
[ -2 ] 
f(z) = -101/224*z^3 + 185/56*z + 1
*
[ -3/4 ] 
f(z) = -112/225*z^3 + 196/75*z + 1
*
[ -15/8 ] 
f(z) = -112/225*z^3 + 197/60*z + 1
*
-2 | 0.099882654147963765304290179409329596869 | 0.016921710786735727890691535211870764079
f(z) = -119/220*z^3 + 183/110*z + 1
*
-2 | 0.080199195589373234086112696074767133770 | 0.013612362305992027475222901769660597533
f(z) = -119/228*z^3 + 181/114*z + 1
*
[ 5/4 ] 
f(z) = -116/225*z^3 + 181/180*z + 1
*
[ 15/4 ] 
f(z) = -104/225*z^3 + 217/30*z + 1
*
[ -2 ] 
f(z) = -117/224*z^3 + 201/56*z + 1
*
[ -5/2 ] 
f(z) = -116/225*z^3 + 208/45*z + 1
*
[ -5/2 ] 
f(z) = -112/225*z^3 + 203/45*z + 1
*
[ -3/2 ] 
f(z) = -116/225*z^3 + 212/75*z + 1
*
[ -3/2 ] 
f(z) = -112/225*z^3 + 209/75*z + 1
*
[ -3/2 ] 
f(z) = -104/225*z^3 + 203/75*z + 1
*
[ 3/2 ] 
f(z) = -106/225*z^3 + 209/150*z + 1
*
[ 4 ] 
f(z) = -109/224*z^3 + 239/28*z + 1
*
[ 4 ] 
f(z) = -107/224*z^3 + 235/28*z + 1
*
[ -15/4 ] 
f(z) = -104/225*z^3 + 233/30*z + 1
*
[ 4 ] 
f(z) = -103/224*z^3 + 227/28*z + 1
*
[ 4 ] 
f(z) = -101/224*z^3 + 223/28*z + 1
*
[ -4 ] 
f(z) = -101/224*z^3 + 237/28*z + 1
*
[ -4/3 ] 
f(z) = -111/224*z^3 + 221/84*z + 1
*
[ -2/3 ] 
f(z) = -111/232*z^3 + 236/87*z + 1
*
[ -2/3 ] 
f(z) = -105/232*z^3 + 235/87*z + 1
*
[ -5/4 ] 
f(z) = -104/225*z^3 + 227/90*z + 1
*
[ 3/2 ] 
f(z) = -118/225*z^3 + 227/150*z + 1
*
[ 5/4 ] 
f(z) = -112/235*z^3 + 222/235*z + 1
*
[ 4 ] 
f(z) = -117/224*z^3 + 255/28*z + 1
*
[ 4 ] 
f(z) = -115/224*z^3 + 251/28*z + 1
*
[ 4 ] 
f(z) = -113/224*z^3 + 247/28*z + 1
*
[ 4 ] 
f(z) = -111/224*z^3 + 243/28*z + 1
*
[ -4 ] 
f(z) = -111/224*z^3 + 257/28*z + 1
*
[ -4 ] 
f(z) = -109/224*z^3 + 253/28*z + 1
*
[ -4 ] 
f(z) = -107/224*z^3 + 249/28*z + 1
*
[ -4 ] 
f(z) = -103/224*z^3 + 241/28*z + 1
*
[ 8/3 ] 
f(z) = -117/224*z^3 + 243/56*z + 1
*
[ 2 ] 
f(z) = -101/220*z^3 + 257/110*z + 1
*
[ 2 ] 
f(z) = -101/228*z^3 + 259/114*z + 1
*
[ 15/8 ] 
f(z) = -104/225*z^3 + 251/120*z + 1
*
[ -4 ] 
f(z) = -117/224*z^3 + 269/28*z + 1
*
[ -4 ] 
f(z) = -115/224*z^3 + 265/28*z + 1
*
[ -4 ] 
f(z) = -113/224*z^3 + 261/28*z + 1
*
[ -15/14 ] 
f(z) = -112/225*z^3 + 263/105*z + 1
*
[ 2 ] 
f(z) = -111/220*z^3 + 277/110*z + 1
*
[ 2 ] 
f(z) = -109/220*z^3 + 273/110*z + 1
*
[ 2 ] 
f(z) = -109/228*z^3 + 275/114*z + 1
*
[ 2 ] 
f(z) = -109/236*z^3 + 277/118*z + 1
*
[ 2 ] 
f(z) = -107/220*z^3 + 269/110*z + 1
*
[ 2 ] 
f(z) = -107/228*z^3 + 271/114*z + 1
*
[ 2 ] 
f(z) = -107/236*z^3 + 273/118*z + 1
*
[ 2 ] 
f(z) = -105/236*z^3 + 269/118*z + 1
*
[ 2 ] 
f(z) = -103/220*z^3 + 261/110*z + 1
*
[ 2 ] 
f(z) = -103/228*z^3 + 263/114*z + 1
*
[ 2 ] 
f(z) = -103/236*z^3 + 265/118*z + 1
*
[ 2 ] 
f(z) = -101/236*z^3 + 261/118*z + 1
*
[ 4/3 ] 
f(z) = -117/220*z^3 + 263/220*z + 1
*
[ 4/3 ] 
f(z) = -117/236*z^3 + 267/236*z + 1
*
[ 4/3 ] 
f(z) = -107/224*z^3 + 277/252*z + 1
*
[ 4/3 ] 
f(z) = -103/224*z^3 + 269/252*z + 1
*
[ 4/3 ] 
f(z) = -101/224*z^3 + 265/252*z + 1
*
-8/5 | 0.20209081967406975624079589205271499387 | 0.028783421577344821395453805350313210547
f(z) = -115/224*z^3 + 263/280*z + 1
*
[ -8/3 ] 
f(z) = -117/224*z^3 + 285/56*z + 1
*
[ 2 ] 
f(z) = -119/220*z^3 + 293/110*z + 1
*
[ 2 ] 
f(z) = -119/228*z^3 + 295/114*z + 1
*
[ 2 ] 
f(z) = -119/236*z^3 + 297/118*z + 1
*
[ 2 ] 
f(z) = -117/220*z^3 + 289/110*z + 1
*
[ 2 ] 
f(z) = -117/236*z^3 + 293/118*z + 1
*
[ 2 ] 
f(z) = -115/228*z^3 + 287/114*z + 1
*
[ 2 ] 
f(z) = -115/236*z^3 + 289/118*z + 1
*
[ 2 ] 
f(z) = -113/220*z^3 + 281/110*z + 1
*
[ 2 ] 
f(z) = -113/228*z^3 + 283/114*z + 1
*
[ 2 ] 
f(z) = -113/236*z^3 + 285/118*z + 1
*
[ 15/7 ] 
f(z) = -112/225*z^3 + 296/105*z + 1
*
[ 2 ] 
f(z) = -111/236*z^3 + 281/118*z + 1
*
-5/4 | 0.21165757913106690897706352947143445939 | 0.029090368052639142896951050387903038439
f(z) = -116/225*z^3 + 289/180*z + 1
*
-2 | 0.087545170455042981320254600320691004773 | 0.015357606706905819385225709072119843402
f(z) = -103/226*z^3 + 299/226*z + 1
*
-2 | 0.087869509079495452888214755754630358225 | 0.015432673497347382899197590227957722641
f(z) = -103/230*z^3 + 297/230*z + 1
*
-2 | 0.074626298815729250143488151232714064205 | 0.013122317952817593737841102113261679740
f(z) = -103/234*z^3 + 295/234*z + 1
*
-2 | 0.088502602001982707676004976112895047716 | 0.015580970525699878865283831818866938310
f(z) = -103/238*z^3 + 293/238*z + 1
*
-2 | 0.066870865950594597432985536113079215541 | 0.011772682021042728750498776062598595847
f(z) = -101/222*z^3 + 293/222*z + 1
*
-2 | 0.087544609617769679398684896798662856029 | 0.015430922141233132692362295670332397484
f(z) = -101/226*z^3 + 291/226*z + 1
*
-2 | 0.087870115768569856750403032845820233439 | 0.015507147732611122882606210380142999303
f(z) = -101/230*z^3 + 289/230*z + 1
*
-2 | 0.074625599341978234006852290327945553660 | 0.013185941133302406672609726468693141759
f(z) = -101/234*z^3 + 287/234*z + 1
*
-2 | 0.088503199868539439424853836916130221805 | 0.015657385099909748908515333473954494821
f(z) = -101/238*z^3 + 285/238*z + 1
*
[ 4/3 ] 
f(z) = -115/224*z^3 + 293/252*z + 1
*
[ 4/3 ] 
f(z) = -113/224*z^3 + 289/252*z + 1
*
[ 4/3 ] 
f(z) = -109/224*z^3 + 281/252*z + 1
*
[ 9/14 ] 
f(z) = -119/243*z^3 - 89/252*z + 1
*
[ 2/3 ] 
f(z) = -115/248*z^3 - 82/279*z + 1
*
[ 2/3 ] 
f(z) = -113/248*z^3 - 83/279*z + 1
*
[ 2/3 ] 
f(z) = -109/248*z^3 - 85/279*z + 1
*
[ 2/3 ] 
f(z) = -107/248*z^3 - 86/279*z + 1
*
[ 2/3 ] 
f(z) = -103/248*z^3 - 88/279*z + 1
*
[ 2/3 ] 
f(z) = -101/248*z^3 - 89/279*z + 1
*
[ 3/5 ] 
f(z) = -115/243*z^3 - 67/135*z + 1
*
[ 3/5 ] 
f(z) = -110/243*z^3 - 68/135*z + 1
*
[ 2/3 ] 
f(z) = -105/256*z^3 - 61/192*z + 1
*
[ 2/3 ] 
f(z) = -117/242*z^3 - 69/242*z + 1
*
[ 2/3 ] 
f(z) = -117/250*z^3 - 73/250*z + 1
*
[ 2/3 ] 
f(z) = -117/254*z^3 - 75/254*z + 1
*
[ 2/3 ] 
f(z) = -119/248*z^3 - 80/279*z + 1
*
[ 8/13 ] 
f(z) = -117/256*z^3 - 47/104*z + 1
*
[ 5/8 ] 
f(z) = -119/250*z^3 - 53/128*z + 1
*
[ 5/8 ] 
f(z) = -109/250*z^3 - 55/128*z + 1
*
[ 2/3 ] 
f(z) = -111/256*z^3 - 59/192*z + 1
*
[ 9/14 ] 
f(z) = -112/243*z^3 - 23/63*z + 1
*
[ 2/3 ] 
f(z) = -111/248*z^3 - 28/93*z + 1
*
[ 2/3 ] 
f(z) = -105/248*z^3 - 29/93*z + 1
*
[ 9/13 ] 
f(z) = -104/243*z^3 - 28/117*z + 1
*
[ 2/3 ] 
f(z) = -117/244*z^3 - 35/122*z + 1
*
[ 3/4 ] 
f(z) = -112/255*z^3 - 22/255*z + 1
*
[ 2/3 ] 
f(z) = -117/248*z^3 - 9/31*z + 1
*
[ 3/4 ] 
f(z) = -112/243*z^3 - 2/27*z + 1
*
[ 3/4 ] 
f(z) = -104/243*z^3 - 5/54*z + 1
*
[ 5/7 ] 
f(z) = -119/250*z^3 - 11/70*z + 1
*
[ 2/3 ] 
f(z) = -117/256*z^3 - 19/64*z + 1
*
[ 5/7 ] 
f(z) = -111/250*z^3 - 17/98*z + 1
*
[ 5/7 ] 
f(z) = -101/250*z^3 - 19/98*z + 1
*
[ 3/4 ] 
f(z) = -116/243*z^3 - 7/108*z + 1
*
[ 7/9 ] 
f(z) = -108/245*z^3 - 2/105*z + 1
*
[ 10/13 ] 
f(z) = -117/250*z^3 - 3/130*z + 1
*
[ 3/4 ] 
f(z) = -118/243*z^3 - 13/216*z + 1
*
[ 3/4 ] 
f(z) = -110/243*z^3 - 17/216*z + 1
*
[ 3/4 ] 
f(z) = -106/243*z^3 - 19/216*z + 1
*
[ 3/4 ] 
f(z) = -112/249*z^3 - 20/249*z + 1
*
[ 5/6 ] 
f(z) = -117/250*z^3 + 1/8*z + 1
*
[ -10/3 ] 
f(z) = -117/250*z^3 + 13/2*z + 1
*
[ 5/3 ] 
f(z) = -117/250*z^3 + 17/10*z + 1
*
[ 4/3 ] 
f(z) = -117/256*z^3 + 17/16*z + 1
*
[ -5/3 ] 
f(z) = -111/250*z^3 + 17/6*z + 1
*
20/39 | 0.23191040388309095059190259859952812469 | 0.028679030124254382248320407614792863030
f(z) = -117/250*z^3 + 11/26*z + 1
*
[ 8/9 ] 
f(z) = -117/256*z^3 + 17/72*z + 1
*
[ 5/6 ] 
f(z) = -107/250*z^3 + 7/72*z + 1
*
[ 4/5 ] 
f(z) = -115/256*z^3 + 3/80*z + 1
*
[ 9/11 ] 
f(z) = -110/243*z^3 + 8/99*z + 1
*
[ 4/5 ] 
f(z) = -105/256*z^3 + 1/80*z + 1
*
[ 5/6 ] 
f(z) = -111/250*z^3 + 13/120*z + 1
*
[ 30/37 ] 
f(z) = -111/250*z^3 + 13/222*z + 1
*
[ 5/3 ] 
f(z) = -119/250*z^3 + 31/18*z + 1
*
[ -5/2 ] 
f(z) = -119/250*z^3 + 35/8*z + 1
*
[ -5/7 ] 
f(z) = -119/250*z^3 + 37/14*z + 1
*
[ 5 ] 
f(z) = -117/250*z^3 + 25/2*z + 1
*
[ -5/3 ] 
f(z) = -117/250*z^3 + 29/10*z + 1
*
[ 8/3 ] 
f(z) = -117/256*z^3 + 31/8*z + 1
*
[ -8/3 ] 
f(z) = -117/256*z^3 + 37/8*z + 1
*
[ -5 ] 
f(z) = -113/250*z^3 + 25/2*z + 1
*
[ 9/4 ] 
f(z) = -112/243*z^3 + 26/9*z + 1
*
[ -9/4 ] 
f(z) = -112/243*z^3 + 34/9*z + 1
*
[ 5/2 ] 
f(z) = -111/250*z^3 + 27/8*z + 1
*
[ 5/3 ] 
f(z) = -109/250*z^3 + 29/18*z + 1
*
[ -5/2 ] 
f(z) = -109/250*z^3 + 33/8*z + 1
*
[ 5 ] 
f(z) = -107/250*z^3 + 23/2*z + 1
*
[ -5 ] 
f(z) = -103/250*z^3 + 23/2*z + 1
*
[ 5/2 ] 
f(z) = -101/250*z^3 + 25/8*z + 1
*
[ 3/2 ] 
f(z) = -116/243*z^3 + 38/27*z + 1
*
[ 5/4 ] 
f(z) = -113/250*z^3 + 29/32*z + 1
*
[ 9/8 ] 
f(z) = -112/243*z^3 + 25/36*z + 1
*
[ 3/2 ] 
f(z) = -112/243*z^3 + 37/27*z + 1
*
-2 | 0.10210088434283177688446425346618279567 | 0.017778308840148054329152411117151617973
f(z) = -109/248*z^3 + 39/31*z + 1
*
[ 7/6 ] 
f(z) = -108/245*z^3 + 26/35*z + 1
*
-2 | 0.10210083904588970110048631084424052139 | 0.017859077195091407244404851319760952260
f(z) = -107/248*z^3 + 38/31*z + 1
*
-2 | 0.10210078712006401067880395758890088912 | 0.017942765819912906911657695889938961505
f(z) = -105/248*z^3 + 37/31*z + 1
*
[ 3/2 ] 
f(z) = -104/243*z^3 + 35/27*z + 1
*
-2 | 0.10210074269501645515796783811150102082 | 0.018029570054948610287948120407430459660
f(z) = -103/248*z^3 + 36/31*z + 1
*
[ 5/4 ] 
f(z) = -103/250*z^3 + 27/32*z + 1
*
-2 | 0.10210070350050549767487722424332703033 | 0.018119701123016135685784199445828349076
f(z) = -101/248*z^3 + 35/31*z + 1
*
[ 10/9 ] 
f(z) = -111/250*z^3 + 35/54*z + 1
*
[ 8/7 ] 
f(z) = -105/256*z^3 + 37/56*z + 1
*
[ 9/10 ] 
f(z) = -110/243*z^3 + 23/90*z + 1
*
[ 5/6 ] 
f(z) = -108/245*z^3 + 26/245*z + 1
*
[ -5/9 ] 
f(z) = -117/250*z^3 + 53/18*z + 1
*
[ 10/3 ] 
f(z) = -117/250*z^3 + 59/10*z + 1
*
[ -4/3 ] 
f(z) = -117/256*z^3 + 41/16*z + 1
*
[ 9/4 ] 
f(z) = -104/243*z^3 + 49/18*z + 1
*
[ -5/3 ] 
f(z) = -101/250*z^3 + 49/18*z + 1
*
-2 | 0.10210086497419649573063482026572462008 | 0.017412566022074553596629943913643373240
f(z) = -119/248*z^3 + 44/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017481047173557349536279182548294059422
f(z) = -117/248*z^3 + 43/31*z + 1
*
-2 | 0.10210084082949338104466369420951375545 | 0.017551811891134501442965446125986095243
f(z) = -115/248*z^3 + 42/31*z + 1
*
-2 | 0.10210083619787431217975163447364369230 | 0.017624822432680853304243862719250068041
f(z) = -113/248*z^3 + 41/31*z + 1
*
-2 | 0.10210092670561290111940054935030108461 | 0.017700285192184057061342652518901979371
f(z) = -111/248*z^3 + 40/31*z + 1
*
[ 5/3 ] 
f(z) = -111/250*z^3 + 49/30*z + 1
*
[ 8/7 ] 
f(z) = -119/256*z^3 + 41/56*z + 1
*
[ 4/3 ] 
f(z) = -111/256*z^3 + 49/48*z + 1
*
[ 4/3 ] 
f(z) = -105/256*z^3 + 47/48*z + 1
*
[ 8/5 ] 
f(z) = -105/256*z^3 + 57/40*z + 1
*
[ 20/17 ] 
f(z) = -119/250*z^3 + 55/68*z + 1
*
[ 15/13 ] 
f(z) = -117/250*z^3 + 59/78*z + 1
*
[ 9/8 ] 
f(z) = -104/243*z^3 + 47/72*z + 1
*
[ 9/10 ] 
f(z) = -115/243*z^3 + 49/180*z + 1
*
[ 8/9 ] 
f(z) = -111/256*z^3 + 47/216*z + 1
*
[ 8/9 ] 
f(z) = -105/256*z^3 + 43/216*z + 1
*
[ 9/10 ] 
f(z) = -112/243*z^3 + 59/225*z + 1
*
[ 9/10 ] 
f(z) = -104/243*z^3 + 53/225*z + 1
*
-15/14 | 0.23435708031824168736224121116505980378 | 0.026470062848330434342062355261174601527
f(z) = -119/250*z^3 + 41/280*z + 1
*
[ 11/13 ] 
f(z) = -117/242*z^3 + 47/286*z + 1
*
[ 7/8 ] 
f(z) = -104/245*z^3 + 51/280*z + 1
*
[ -9/4 ] 
f(z) = -104/243*z^3 + 65/18*z + 1
*
[ 2 ] 
f(z) = -119/248*z^3 + 75/31*z + 1
*
[ 2 ] 
f(z) = -117/248*z^3 + 74/31*z + 1
*
[ -10/13 ] 
f(z) = -117/250*z^3 + 67/26*z + 1
*
[ -3/2 ] 
f(z) = -116/243*z^3 + 74/27*z + 1
*
[ 2 ] 
f(z) = -115/248*z^3 + 73/31*z + 1
*
[ 2 ] 
f(z) = -113/248*z^3 + 72/31*z + 1
*
[ -3/4 ] 
f(z) = -112/243*z^3 + 70/27*z + 1
*
[ -3/2 ] 
f(z) = -112/243*z^3 + 73/27*z + 1
*
[ 2 ] 
f(z) = -111/248*z^3 + 71/31*z + 1
*
5/3 | 0.19050235624824097094656867759900748912 | 0.025104669271980677451806242681519391729
f(z) = -111/250*z^3 + 79/30*z + 1
*
[ 2 ] 
f(z) = -109/248*z^3 + 70/31*z + 1
*
[ 2 ] 
f(z) = -107/248*z^3 + 69/31*z + 1
*
[ -5/4 ] 
f(z) = -107/250*z^3 + 79/32*z + 1
*
[ 2 ] 
f(z) = -105/248*z^3 + 68/31*z + 1
*
[ -3/2 ] 
f(z) = -104/243*z^3 + 71/27*z + 1
*
[ 2 ] 
f(z) = -103/248*z^3 + 67/31*z + 1
*
[ 2 ] 
f(z) = -101/248*z^3 + 66/31*z + 1
*
[ 3/2 ] 
f(z) = -118/243*z^3 + 77/54*z + 1
*
[ 8/5 ] 
f(z) = -115/256*z^3 + 61/40*z + 1
*
[ 3/2 ] 
f(z) = -110/243*z^3 + 73/54*z + 1
*
[ 3/2 ] 
f(z) = -106/243*z^3 + 71/54*z + 1
*
[ 9/7 ] 
f(z) = -119/243*z^3 + 65/63*z + 1
*
45/28 | 0.21913750412531642125637690235254518483 | 0.029458037499339211164502488835885752444
f(z) = -112/243*z^3 + 61/63*z + 1
*
[ 9/7 ] 
f(z) = -112/243*z^3 + 62/63*z + 1
*
-2 | 0.10268879133886836401797554846789925610 | 0.017841103289244410847296864925677412807
f(z) = -111/256*z^3 + 79/64*z + 1
*
-2 | 0.081150029464809439895875286644708794711 | 0.014098968726092004421327831934798775302
f(z) = -109/240*z^3 + 79/60*z + 1
*
-2 | 0.10268874090994007251576916611921336972 | 0.017920934154597014761044661466508466305
f(z) = -109/256*z^3 + 77/64*z + 1
*
-2 | 0.081150059682191511864781194804664926889 | 0.014162067460556428504278518636954761816
f(z) = -107/240*z^3 + 77/60*z + 1
*
-2 | 0.10268869522368347949976357241867308497 | 0.018003613510852393218450051837515549616
f(z) = -107/256*z^3 + 75/64*z + 1
*
-2 | 0.10268865626766127124949407531007524823 | 0.018089327077497984994052667502553062325
f(z) = -105/256*z^3 + 73/64*z + 1
*
-2 | 0.081148933168356836379508837252892403781 | 0.014294953770221962709578880709241872919
f(z) = -103/240*z^3 + 73/60*z + 1
*
-2 | 0.10268861843786326086313040814429288418 | 0.018178276994814082707061828245223596108
f(z) = -103/256*z^3 + 71/64*z + 1
*
-2 | 0.081149914762387590420481745556305101192 | 0.014365424826012774811490966175216953404
f(z) = -101/240*z^3 + 71/60*z + 1
*
-2 | 0.10268857821743505079360322784038440449 | 0.018270685787522066446437517702142179512
f(z) = -101/256*z^3 + 69/64*z + 1
*
[ 10/9 ] 
f(z) = -117/250*z^3 + 61/90*z + 1
*
[ 27/28 ] 
f(z) = -112/243*z^3 + 74/189*z + 1
*
[ 9/10 ] 
f(z) = -116/243*z^3 + 62/225*z + 1
*
[ 10/11 ] 
f(z) = -119/250*z^3 + 71/242*z + 1
*
[ 10/11 ] 
f(z) = -109/250*z^3 + 63/242*z + 1
*
4/15 | 0.11508636877238740347471346095449227217 | 0.013944407414231081728019087448472338777
f(z) = -105/256*z^3 + 67/240*z + 1
*
[ 10 ] 
f(z) = -119/250*z^3 + 97/2*z + 1
*
[ 9/2 ] 
f(z) = -116/243*z^3 + 94/9*z + 1
*
[ -9/2 ] 
f(z) = -116/243*z^3 + 98/9*z + 1
*
[ 9/2 ] 
f(z) = -112/243*z^3 + 91/9*z + 1
*
[ -9/2 ] 
f(z) = -112/243*z^3 + 95/9*z + 1
*
[ -10 ] 
f(z) = -111/250*z^3 + 91/2*z + 1
*
[ 10 ] 
f(z) = -109/250*z^3 + 89/2*z + 1
*
[ 9/2 ] 
f(z) = -104/243*z^3 + 85/9*z + 1
*
[ -9/2 ] 
f(z) = -104/243*z^3 + 89/9*z + 1
*
[ 10/3 ] 
f(z) = -103/250*z^3 + 95/18*z + 1
*
[ -10 ] 
f(z) = -101/250*z^3 + 83/2*z + 1
*
[ -2/3 ] 
f(z) = -117/248*z^3 + 84/31*z + 1
*
[ -5/4 ] 
f(z) = -117/250*z^3 + 81/32*z + 1
*
-80/39 | 0.27351883279578584735355333312411407690 | 0.029502736012801322436345080690163133850
f(z) = -117/250*z^3 + 85/26*z + 1
*
[ -9/8 ] 
f(z) = -112/243*z^3 + 89/36*z + 1
*
[ 8/3 ] 
f(z) = -111/256*z^3 + 89/24*z + 1
*
[ -7/6 ] 
f(z) = -108/245*z^3 + 86/35*z + 1
*
[ -2 ] 
f(z) = -105/248*z^3 + 99/31*z + 1
*
[ 8/3 ] 
f(z) = -105/256*z^3 + 85/24*z + 1
*
[ -2 ] 
f(z) = -103/248*z^3 + 98/31*z + 1
*
[ -2 ] 
f(z) = -101/248*z^3 + 97/31*z + 1
*
[ 9/5 ] 
f(z) = -115/243*z^3 + 89/45*z + 1
*
[ 9/5 ] 
f(z) = -110/243*z^3 + 86/45*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013812873498765756560148735518910047308
f(z) = -119/240*z^3 + 89/60*z + 1
*
[ 10/7 ] 
f(z) = -119/250*z^3 + 89/70*z + 1
*
10/21 | 0.29032036584811428471677054548945159131 | 0.028814951055580938710054453974553486577
f(z) = -119/250*z^3 + 95/63*z + 1
*
-2 | 0.10268889459212339258247073080885712570 | 0.017547050866237407229205616752382395528
f(z) = -119/256*z^3 + 87/64*z + 1
*
-2 | 0.10268871209693584030684054693861870163 | 0.017617030391688041673577538471817844532
f(z) = -117/256*z^3 + 85/64*z + 1
*
-2 | 0.10268887213993584650382780530235238143 | 0.017689316904737259545374731593571020922
f(z) = -115/256*z^3 + 83/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013978947162087585127279614957154559679
f(z) = -113/240*z^3 + 83/60*z + 1
*
-2 | 0.10268883229100457595927047090114947850 | 0.017763948877937663920041033567542079221
f(z) = -113/256*z^3 + 81/64*z + 1
*
[ 10/9 ] 
f(z) = -101/250*z^3 + 97/162*z + 1
*
-7/6 | 0.21633554279893921694222315086083442855 | 0.029663378356938148938118626037230531958
f(z) = -102/245*z^3 + 89/210*z + 1
*
3/2 | 0.15744265891143127096183808305910183670 | 0.028412772218530159253615509298754695777
f(z) = -112/255*z^3 + 82/255*z + 1
*
[ 16/17 ] 
f(z) = -119/256*z^3 + 95/272*z + 1
*
-5/7 | 0.25187563422833439184947790128443074667 | 0.026510036274675666971612698053044480268
f(z) = -119/250*z^3 + 107/14*z + 1
*
[ 10/3 ] 
f(z) = -113/250*z^3 + 103/18*z + 1
*
[ 5 ] 
f(z) = -111/250*z^3 + 119/10*z + 1
*
[ 5 ] 
f(z) = -109/250*z^3 + 117/10*z + 1
*
[ -10/3 ] 
f(z) = -107/250*z^3 + 109/18*z + 1
*
[ -5 ] 
f(z) = -107/250*z^3 + 119/10*z + 1
*
[ 4 ] 
f(z) = -107/256*z^3 + 119/16*z + 1
*
[ 4 ] 
f(z) = -105/256*z^3 + 117/16*z + 1
*
[ 5 ] 
f(z) = -103/250*z^3 + 111/10*z + 1
*
[ 4 ] 
f(z) = -103/256*z^3 + 115/16*z + 1
*
[ 5 ] 
f(z) = -101/250*z^3 + 109/10*z + 1
*
[ -5 ] 
f(z) = -101/250*z^3 + 113/10*z + 1
*
[ 4 ] 
f(z) = -101/256*z^3 + 113/16*z + 1
*
[ -2 ] 
f(z) = -119/248*z^3 + 106/31*z + 1
*
[ 7/3 ] 
f(z) = -117/245*z^3 + 111/35*z + 1
*
[ -2 ] 
f(z) = -117/248*z^3 + 105/31*z + 1
*
[ 20/9 ] 
f(z) = -117/250*z^3 + 103/36*z + 1
*
[ 9/4 ] 
f(z) = -116/243*z^3 + 107/36*z + 1
*
[ -2 ] 
f(z) = -115/248*z^3 + 104/31*z + 1
*
[ -2 ] 
f(z) = -113/248*z^3 + 103/31*z + 1
*
[ -2 ] 
f(z) = -111/248*z^3 + 102/31*z + 1
*
[ -8/3 ] 
f(z) = -111/256*z^3 + 107/24*z + 1
*
[ -2 ] 
f(z) = -109/248*z^3 + 101/31*z + 1
*
[ 7/3 ] 
f(z) = -108/245*z^3 + 104/35*z + 1
*
[ -2 ] 
f(z) = -107/248*z^3 + 100/31*z + 1
*
[ -8/3 ] 
f(z) = -105/256*z^3 + 103/24*z + 1
*
[ 3 ] 
f(z) = -101/243*z^3 + 119/27*z + 1
*
[ -5/6 ] 
f(z) = -117/250*z^3 + 101/40*z + 1
*
[ -8/5 ] 
f(z) = -115/256*z^3 + 111/40*z + 1
*
[ -8/5 ] 
f(z) = -105/256*z^3 + 107/40*z + 1
*
[ -4/3 ] 
f(z) = -105/256*z^3 + 119/48*z + 1
*
[ 10/7 ] 
f(z) = -107/250*z^3 + 115/98*z + 1
*
[ 7/6 ] 
f(z) = -117/245*z^3 + 111/140*z + 1
*
[ 9/8 ] 
f(z) = -116/243*z^3 + 103/144*z + 1
*
[ 15/14 ] 
f(z) = -119/250*z^3 + 103/168*z + 1
*
[ 5 ] 
f(z) = -119/250*z^3 + 127/10*z + 1
*
[ -5 ] 
f(z) = -119/250*z^3 + 131/10*z + 1
*
[ 4 ] 
f(z) = -119/256*z^3 + 131/16*z + 1
*
[ -4 ] 
f(z) = -119/256*z^3 + 139/16*z + 1
*
[ -5 ] 
f(z) = -117/250*z^3 + 129/10*z + 1
*
[ 4 ] 
f(z) = -117/256*z^3 + 129/16*z + 1
*
[ -4 ] 
f(z) = -117/256*z^3 + 137/16*z + 1
*
[ 4 ] 
f(z) = -115/256*z^3 + 127/16*z + 1
*
[ -4 ] 
f(z) = -115/256*z^3 + 135/16*z + 1
*
[ 5 ] 
f(z) = -113/250*z^3 + 121/10*z + 1
*
[ 4 ] 
f(z) = -113/256*z^3 + 125/16*z + 1
*
[ -4 ] 
f(z) = -113/256*z^3 + 133/16*z + 1
*
[ -5 ] 
f(z) = -111/250*z^3 + 123/10*z + 1
*
[ 4 ] 
f(z) = -111/256*z^3 + 123/16*z + 1
*
[ -4 ] 
f(z) = -111/256*z^3 + 131/16*z + 1
*
[ -5 ] 
f(z) = -109/250*z^3 + 121/10*z + 1
*
[ 4 ] 
f(z) = -109/256*z^3 + 121/16*z + 1
*
[ -4 ] 
f(z) = -109/256*z^3 + 129/16*z + 1
*
[ -4 ] 
f(z) = -107/256*z^3 + 127/16*z + 1
*
[ -4 ] 
f(z) = -105/256*z^3 + 125/16*z + 1
*
[ -4 ] 
f(z) = -103/256*z^3 + 123/16*z + 1
*
[ -4 ] 
f(z) = -101/256*z^3 + 121/16*z + 1
*
[ 3 ] 
f(z) = -119/243*z^3 + 137/27*z + 1
*
[ 20/7 ] 
f(z) = -119/250*z^3 + 127/28*z + 1
*
[ 3 ] 
f(z) = -118/243*z^3 + 136/27*z + 1
*
[ 3 ] 
f(z) = -116/243*z^3 + 134/27*z + 1
*
[ -9/4 ] 
f(z) = -116/243*z^3 + 139/36*z + 1
*
[ 3 ] 
f(z) = -115/243*z^3 + 133/27*z + 1
*
[ 3 ] 
f(z) = -113/243*z^3 + 131/27*z + 1
*
[ 3 ] 
f(z) = -112/243*z^3 + 130/27*z + 1
*
[ 3 ] 
f(z) = -110/243*z^3 + 128/27*z + 1
*
[ 3 ] 
f(z) = -109/243*z^3 + 127/27*z + 1
*
[ -7/3 ] 
f(z) = -108/245*z^3 + 134/35*z + 1
*
[ 3 ] 
f(z) = -107/243*z^3 + 125/27*z + 1
*
[ 3 ] 
f(z) = -106/243*z^3 + 124/27*z + 1
*
[ 3 ] 
f(z) = -104/243*z^3 + 122/27*z + 1
*
[ 3 ] 
f(z) = -103/243*z^3 + 121/27*z + 1
*
[ -3 ] 
f(z) = -103/243*z^3 + 139/27*z + 1
*
[ -3 ] 
f(z) = -101/243*z^3 + 137/27*z + 1
*
[ -8/7 ] 
f(z) = -119/256*z^3 + 139/56*z + 1
*
[ -9/5 ] 
f(z) = -115/243*z^3 + 139/45*z + 1
*
[ 5/2 ] 
f(z) = -113/250*z^3 + 137/40*z + 1
*
[ -4/3 ] 
f(z) = -111/256*z^3 + 121/48*z + 1
*
[ -9/5 ] 
f(z) = -110/243*z^3 + 136/45*z + 1
*
[ 5/2 ] 
f(z) = -109/250*z^3 + 133/40*z + 1
*
[ 5/2 ] 
f(z) = -107/250*z^3 + 131/40*z + 1
*
[ -8/7 ] 
f(z) = -105/256*z^3 + 135/56*z + 1
*
[ -3/4 ] 
f(z) = -104/243*z^3 + 139/54*z + 1
*
[ 5/2 ] 
f(z) = -103/250*z^3 + 127/40*z + 1
*
[ 2 ] 
f(z) = -109/240*z^3 + 139/60*z + 1
*
[ 2 ] 
f(z) = -107/240*z^3 + 137/60*z + 1
*
[ 2 ] 
f(z) = -107/256*z^3 + 139/64*z + 1
*
[ 2 ] 
f(z) = -105/256*z^3 + 137/64*z + 1
*
[ 7/4 ] 
f(z) = -104/245*z^3 + 121/70*z + 1
*
[ 2 ] 
f(z) = -103/240*z^3 + 133/60*z + 1
*
[ 2 ] 
f(z) = -103/256*z^3 + 135/64*z + 1
*
[ 2 ] 
f(z) = -101/240*z^3 + 131/60*z + 1
*
[ 2 ] 
f(z) = -101/256*z^3 + 133/64*z + 1
*
[ 10/7 ] 
f(z) = -117/250*z^3 + 123/98*z + 1
*
[ 5/3 ] 
f(z) = -103/250*z^3 + 139/90*z + 1
*
[ 5/3 ] 
f(z) = -101/250*z^3 + 137/90*z + 1
*
[ 3/2 ] 
f(z) = -103/243*z^3 + 139/108*z + 1
*
[ 3/2 ] 
f(z) = -101/243*z^3 + 137/108*z + 1
*
5/3 | 0.27889881336234871592908191384151152744 | 0.028834198977499429793312994732851112015
f(z) = -119/250*z^3 + 127/126*z + 1
*
[ 4/3 ] 
f(z) = -117/248*z^3 + 135/124*z + 1
*
-2 | 0.088833859794756103255763279309840889797 | 0.015785330604195238193512636602985622200
f(z) = -101/252*z^3 + 139/126*z + 1
*
[ 4/3 ] 
f(z) = -103/256*z^3 + 139/144*z + 1
*
[ 4/3 ] 
f(z) = -101/256*z^3 + 137/144*z + 1
*
[ 5/4 ] 
f(z) = -107/250*z^3 + 139/160*z + 1
*
[ 5/4 ] 
f(z) = -101/250*z^3 + 133/160*z + 1
*
[ 16/15 ] 
f(z) = -105/256*z^3 + 127/240*z + 1
*
[ -3 ] 
f(z) = -119/243*z^3 + 155/27*z + 1
*
[ -5/17 ] 
f(z) = -119/250*z^3 + 151/34*z + 1
*
[ -3 ] 
f(z) = -118/243*z^3 + 154/27*z + 1
*
[ 11/3 ] 
f(z) = -117/242*z^3 + 159/22*z + 1
*
[ -7/3 ] 
f(z) = -117/245*z^3 + 141/35*z + 1
*
[ -3 ] 
f(z) = -116/243*z^3 + 152/27*z + 1
*
[ -3 ] 
f(z) = -115/243*z^3 + 151/27*z + 1
*
[ -3 ] 
f(z) = -113/243*z^3 + 149/27*z + 1
*
[ -3 ] 
f(z) = -112/243*z^3 + 148/27*z + 1
*
[ -3 ] 
f(z) = -110/243*z^3 + 146/27*z + 1
*
[ -3 ] 
f(z) = -109/243*z^3 + 145/27*z + 1
*
[ -3 ] 
f(z) = -107/243*z^3 + 143/27*z + 1
*
[ -3 ] 
f(z) = -106/243*z^3 + 142/27*z + 1
*
[ -3 ] 
f(z) = -104/243*z^3 + 140/27*z + 1
*
[ 5/2 ] 
f(z) = -119/250*z^3 + 143/40*z + 1
*
20/7 | 0.23953145565500753935362219007838077052 | 0.024361790127744250079604939256255047756
f(z) = -119/250*z^3 + 149/56*z + 1
*
[ -3/2 ] 
f(z) = -118/243*z^3 + 149/54*z + 1
*
[ 5/2 ] 
f(z) = -117/250*z^3 + 141/40*z + 1
*
[ -3/2 ] 
f(z) = -110/243*z^3 + 145/54*z + 1
*
[ -3/2 ] 
f(z) = -106/243*z^3 + 143/54*z + 1
*
[ -5/2 ] 
f(z) = -103/250*z^3 + 159/40*z + 1
*
[ -5/2 ] 
f(z) = -101/250*z^3 + 157/40*z + 1
*
[ 2 ] 
f(z) = -119/240*z^3 + 149/60*z + 1
*
[ 2 ] 
f(z) = -119/256*z^3 + 151/64*z + 1
*
[ 2 ] 
f(z) = -117/256*z^3 + 149/64*z + 1
*
[ 2 ] 
f(z) = -115/256*z^3 + 147/64*z + 1
*
[ 2 ] 
f(z) = -113/240*z^3 + 143/60*z + 1
*
[ 2 ] 
f(z) = -113/256*z^3 + 145/64*z + 1
*
[ 2 ] 
f(z) = -111/256*z^3 + 143/64*z + 1
*
[ 2 ] 
f(z) = -109/256*z^3 + 141/64*z + 1
*
[ 5/3 ] 
f(z) = -113/250*z^3 + 149/90*z + 1
*
[ 5/3 ] 
f(z) = -107/250*z^3 + 143/90*z + 1
*
[ 3/2 ] 
f(z) = -119/243*z^3 + 155/108*z + 1
*
[ 3/2 ] 
f(z) = -115/243*z^3 + 151/108*z + 1
*
[ 3/2 ] 
f(z) = -113/243*z^3 + 149/108*z + 1
*
[ 3/2 ] 
f(z) = -109/243*z^3 + 145/108*z + 1
*
[ 3/2 ] 
f(z) = -107/243*z^3 + 143/108*z + 1
*
-70/39 | 0.23191105602244466995614944559865075370 | 0.028025093332238669517079375322043660482
f(z) = -117/250*z^3 + 157/130*z + 1
*
-2 | 0.10179980132289332820572462724299173496 | 0.017706182473941921428746060386815230784
f(z) = -109/244*z^3 + 157/122*z + 1
*
-2 | 0.088834033910949307671619648409256557090 | 0.015485559896104757892968106759012580671
f(z) = -109/252*z^3 + 155/126*z + 1
*
-2 | 0.10179975875609093664567601406367979936 | 0.017786012952155785530158592335775882338
f(z) = -107/244*z^3 + 153/122*z + 1
*
-2 | 0.088833982552335048684403623122850712052 | 0.015556451782334968459132738007005797513
f(z) = -107/252*z^3 + 151/126*z + 1
*
-2 | 0.10179971099095185726390297865128341064 | 0.017868709936405795490041598697090750177
f(z) = -105/244*z^3 + 149/122*z + 1
*
-2 | 0.10179965885397287177822688333322222758 | 0.017954461519883074601540447084824774300
f(z) = -103/244*z^3 + 145/122*z + 1
*
-2 | 0.088833898509037395569295417170742675733 | 0.015706157554736745919445823171954264813
f(z) = -103/252*z^3 + 143/126*z + 1
*
-2 | 0.10179961501098587211177564242986704774 | 0.018043476032308884179782951255848000976
f(z) = -101/244*z^3 + 141/122*z + 1
*
[ 4/3 ] 
f(z) = -119/256*z^3 + 155/144*z + 1
*
20/9 | 0.080030378878863908704507945558240539675 | 0.010327403362530165792460135541590258218
f(z) = -117/256*z^3 + 145/144*z + 1
*
[ 4/3 ] 
f(z) = -115/256*z^3 + 151/144*z + 1
*
[ 4/3 ] 
f(z) = -113/256*z^3 + 149/144*z + 1
*
[ 4/3 ] 
f(z) = -109/256*z^3 + 145/144*z + 1
*
[ 4/3 ] 
f(z) = -107/256*z^3 + 143/144*z + 1
*
[ 5/4 ] 
f(z) = -119/250*z^3 + 151/160*z + 1
*
[ 5/4 ] 
f(z) = -117/250*z^3 + 149/160*z + 1
*
[ 5/4 ] 
f(z) = -111/250*z^3 + 143/160*z + 1
*
[ 5/4 ] 
f(z) = -109/250*z^3 + 141/160*z + 1
*
[ 7/6 ] 
f(z) = -102/245*z^3 + 149/210*z + 1
*
-3/4 | 0.15850564183383351172136711173013473002 | 0.028604602640191118136070652686209034755
f(z) = -112/255*z^3 + 148/255*z + 1
*
[ 9/2 ] 
f(z) = -110/243*z^3 + 179/18*z + 1
*
[ 9/2 ] 
f(z) = -106/243*z^3 + 173/18*z + 1
*
[ -11/3 ] 
f(z) = -117/242*z^3 + 171/22*z + 1
*
[ 10/3 ] 
f(z) = -111/250*z^3 + 169/30*z + 1
*
-5/2 | 0.28668827690771795597747335556720232787 | 0.028858546048850736407304455990812135736
f(z) = -119/250*z^3 + 165/56*z + 1
*
[ -5/2 ] 
f(z) = -117/250*z^3 + 173/40*z + 1
*
[ -5/2 ] 
f(z) = -113/250*z^3 + 169/40*z + 1
*
[ -5/2 ] 
f(z) = -111/250*z^3 + 167/40*z + 1
*
[ -5/2 ] 
f(z) = -107/250*z^3 + 163/40*z + 1
*
[ -9/7 ] 
f(z) = -119/243*z^3 + 163/63*z + 1
*
[ -2/3 ] 
f(z) = -117/256*z^3 + 173/64*z + 1
*
[ -8/9 ] 
f(z) = -117/256*z^3 + 179/72*z + 1
*
[ -9/7 ] 
f(z) = -112/243*z^3 + 160/63*z + 1
*
[ -9/14 ] 
f(z) = -112/243*z^3 + 173/63*z + 1
*
[ -9/8 ] 
f(z) = -104/243*z^3 + 175/72*z + 1
*
[ -5/6 ] 
f(z) = -103/250*z^3 + 179/72*z + 1
*
-16/7 | 0.23505299053449887537180443707750572790 | 0.029571106392632039704565020943666765809
f(z) = -105/256*z^3 + 177/112*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017344396285644767685337882826934263379
f(z) = -119/244*z^3 + 177/122*z + 1
*
-2 | 0.10179974707284652715988251946223567258 | 0.017412265994668081862186123160838542104
f(z) = -117/244*z^3 + 173/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017482158548410260703974889458021785500
f(z) = -115/244*z^3 + 169/122*z + 1
*
-2 | 0.088833993569925762093924128596173414591 | 0.015286841891685270135782650751640663611
f(z) = -115/252*z^3 + 167/126*z + 1
*
-2 | 0.10179966016929133364213336389350188833 | 0.017554411739048422528474088219101044077
f(z) = -113/244*z^3 + 165/122*z + 1
*
-2 | 0.088834118512535982721018076202828359772 | 0.015350906134705948763919191302352229752
f(z) = -113/252*z^3 + 163/126*z + 1
*
-2 | 0.10179974281662986222753947479426785340 | 0.017629030066443449132718245589100512893
f(z) = -111/244*z^3 + 161/122*z + 1
*
[ 11/9 ] 
f(z) = -117/242*z^3 + 179/198*z + 1
*
[ 6/5 ] 
f(z) = -115/252*z^3 + 173/210*z + 1
*
[ 7/6 ] 
f(z) = -114/245*z^3 + 163/210*z + 1
*
[ 9/2 ] 
f(z) = -118/243*z^3 + 191/18*z + 1
*
[ -9/2 ] 
f(z) = -118/243*z^3 + 199/18*z + 1
*
[ -9/2 ] 
f(z) = -110/243*z^3 + 187/18*z + 1
*
[ -9/2 ] 
f(z) = -106/243*z^3 + 181/18*z + 1
*
[ -10/3 ] 
f(z) = -111/250*z^3 + 187/30*z + 1
*
[ -10/7 ] 
f(z) = -119/250*z^3 + 187/70*z + 1
*
[ -5/6 ] 
f(z) = -113/250*z^3 + 181/72*z + 1
*
[ -2 ] 
f(z) = -109/240*z^3 + 199/60*z + 1
*
[ -2 ] 
f(z) = -107/240*z^3 + 197/60*z + 1
*
[ 9/4 ] 
f(z) = -106/243*z^3 + 199/72*z + 1
*
[ -2 ] 
f(z) = -103/240*z^3 + 193/60*z + 1
*
[ -2 ] 
f(z) = -103/256*z^3 + 199/64*z + 1
*
[ -2 ] 
f(z) = -101/240*z^3 + 191/60*z + 1
*
[ -2 ] 
f(z) = -101/256*z^3 + 197/64*z + 1
*
[ 11/6 ] 
f(z) = -117/242*z^3 + 183/88*z + 1
*
[ 16/13 ] 
f(z) = -117/256*z^3 + 183/208*z + 1
*
[ 7/6 ] 
f(z) = -108/259*z^3 + 184/259*z + 1
*
[ 9/8 ] 
f(z) = -110/243*z^3 + 197/288*z + 1
*
[ 9/8 ] 
f(z) = -106/243*z^3 + 191/288*z + 1
*
[ 8 ] 
f(z) = -105/256*z^3 + 217/8*z + 1
*
[ -8 ] 
f(z) = -105/256*z^3 + 219/8*z + 1
*
[ 8 ] 
f(z) = -103/256*z^3 + 213/8*z + 1
*
[ -8 ] 
f(z) = -103/256*z^3 + 215/8*z + 1
*
[ 8 ] 
f(z) = -101/256*z^3 + 209/8*z + 1
*
[ -8 ] 
f(z) = -101/256*z^3 + 211/8*z + 1
*
[ 7/2 ] 
f(z) = -108/245*z^3 + 214/35*z + 1
*
[ 7/2 ] 
f(z) = -104/245*z^3 + 207/35*z + 1
*
-4/3 | 0.23636291633221476012576445345648776032 | 0.029025707324378439675183221148469297062
f(z) = -105/256*z^3 + 215/48*z + 1
*
[ -2 ] 
f(z) = -119/240*z^3 + 209/60*z + 1
*
[ -2 ] 
f(z) = -119/256*z^3 + 215/64*z + 1
*
[ 9/4 ] 
f(z) = -118/243*z^3 + 217/72*z + 1
*
-40/39 | 0.25802387565446121372127625752732357354 | 0.027999424228499429587097192790017498801
f(z) = -117/250*z^3 + 201/65*z + 1
*
[ -2 ] 
f(z) = -117/256*z^3 + 213/64*z + 1
*
[ -2 ] 
f(z) = -115/256*z^3 + 211/64*z + 1
*
[ -2 ] 
f(z) = -113/240*z^3 + 203/60*z + 1
*
[ -2 ] 
f(z) = -113/256*z^3 + 209/64*z + 1
*
[ -2 ] 
f(z) = -111/256*z^3 + 207/64*z + 1
*
[ 9/4 ] 
f(z) = -110/243*z^3 + 205/72*z + 1
*
[ -2 ] 
f(z) = -109/256*z^3 + 205/64*z + 1
*
[ -2 ] 
f(z) = -107/256*z^3 + 203/64*z + 1
*
[ -2 ] 
f(z) = -105/256*z^3 + 201/64*z + 1
*
[ -7/4 ] 
f(z) = -104/245*z^3 + 201/70*z + 1
*
[ -4/5 ] 
f(z) = -115/256*z^3 + 203/80*z + 1
*
[ -4/5 ] 
f(z) = -105/256*z^3 + 201/80*z + 1
*
40/39 | 0.24518681192026933151202898033591741584 | 0.027689682497125781869032785636327266738
f(z) = -117/256*z^3 + 219/104*z + 1
*
12/7 | 0.13377823719047834322500967543047948750 | 0.016391056449398566676941893764736729772
f(z) = -105/256*z^3 + 219/112*z + 1
*
[ 9/8 ] 
f(z) = -118/243*z^3 + 209/288*z + 1
*
[ 16/3 ] 
f(z) = -117/256*z^3 + 221/16*z + 1
*
[ -16/3 ] 
f(z) = -117/256*z^3 + 227/16*z + 1
*
[ 8 ] 
f(z) = -115/256*z^3 + 237/8*z + 1
*
[ -8 ] 
f(z) = -115/256*z^3 + 239/8*z + 1
*
[ 8 ] 
f(z) = -113/256*z^3 + 233/8*z + 1
*
[ -8 ] 
f(z) = -113/256*z^3 + 235/8*z + 1
*
[ 8 ] 
f(z) = -111/256*z^3 + 229/8*z + 1
*
[ -8 ] 
f(z) = -111/256*z^3 + 231/8*z + 1
*
[ 8 ] 
f(z) = -109/256*z^3 + 225/8*z + 1
*
[ -8 ] 
f(z) = -109/256*z^3 + 227/8*z + 1
*
[ 8 ] 
f(z) = -107/256*z^3 + 221/8*z + 1
*
[ -8 ] 
f(z) = -107/256*z^3 + 223/8*z + 1
*
[ -5/39 ] 
f(z) = -117/250*z^3 + 229/26*z + 1
*
[ 7/2 ] 
f(z) = -116/245*z^3 + 228/35*z + 1
*
[ -7/2 ] 
f(z) = -108/245*z^3 + 234/35*z + 1
*
[ -7/2 ] 
f(z) = -104/245*z^3 + 227/35*z + 1
*
[ -10/9 ] 
f(z) = -117/250*z^3 + 223/90*z + 1
*
[ -9/10 ] 
f(z) = -110/243*z^3 + 223/90*z + 1
*
7/3 | 0.21625527845065429058099379659316662005 | 0.029446232744515824375571904846027267268
f(z) = -114/245*z^3 + 221/105*z + 1
*
[ 35/18 ] 
f(z) = -108/245*z^3 + 226/105*z + 1
*
[ 11/7 ] 
f(z) = -105/242*z^3 + 221/154*z + 1
*
[ 5/4 ] 
f(z) = -112/255*z^3 + 226/255*z + 1
*
[ 6/5 ] 
f(z) = -115/243*z^3 + 229/270*z + 1
*
[ 6/5 ] 
f(z) = -110/243*z^3 + 221/270*z + 1
*
[ 8 ] 
f(z) = -119/256*z^3 + 245/8*z + 1
*
[ -8 ] 
f(z) = -119/256*z^3 + 247/8*z + 1
*
[ 8 ] 
f(z) = -117/256*z^3 + 241/8*z + 1
*
[ -8 ] 
f(z) = -117/256*z^3 + 243/8*z + 1
*
[ 20/3 ] 
f(z) = -111/250*z^3 + 247/12*z + 1
*
[ -7/2 ] 
f(z) = -116/245*z^3 + 248/35*z + 1
*
[ 8/3 ] 
f(z) = -107/256*z^3 + 259/72*z + 1
*
[ 8/3 ] 
f(z) = -103/256*z^3 + 251/72*z + 1
*
[ 8/3 ] 
f(z) = -101/256*z^3 + 247/72*z + 1
*
4/5 | 0.16371275122828438483729950940302264439 | 0.019806397312822898104438271364805236810
f(z) = -115/256*z^3 + 243/80*z + 1
*
[ -5/3 ] 
f(z) = -113/250*z^3 + 257/90*z + 1
*
[ -10/7 ] 
f(z) = -113/250*z^3 + 257/98*z + 1
*
[ -2/3 ] 
f(z) = -111/248*z^3 + 251/93*z + 1
*
[ -9/11 ] 
f(z) = -110/243*z^3 + 250/99*z + 1
*
[ -5/3 ] 
f(z) = -109/250*z^3 + 253/90*z + 1
*
[ -5/7 ] 
f(z) = -109/250*z^3 + 257/98*z + 1
*
[ -5/3 ] 
f(z) = -107/250*z^3 + 251/90*z + 1
*
[ -2/3 ] 
f(z) = -105/248*z^3 + 250/93*z + 1
*
[ -5/3 ] 
f(z) = -103/250*z^3 + 247/90*z + 1
*
[ -10/7 ] 
f(z) = -103/250*z^3 + 249/98*z + 1
*
[ 11/7 ] 
f(z) = -119/242*z^3 + 243/154*z + 1
*
[ 7/4 ] 
f(z) = -108/245*z^3 + 249/140*z + 1
*
[ 18/13 ] 
f(z) = -104/243*z^3 + 257/234*z + 1
*
-15/7 | 0.15836585328989164089336735063602868044 | 0.017894269562957403593106727280561197116
f(z) = -119/250*z^3 + 279/70*z + 1
*
[ 8/3 ] 
f(z) = -115/256*z^3 + 275/72*z + 1
*
[ 8/3 ] 
f(z) = -113/256*z^3 + 271/72*z + 1
*
[ -9/28 ] 
f(z) = -112/243*z^3 + 262/63*z + 1
*
-9/4 | 0.22085777609302173067913373081703429426 | 0.024883794326319152693864654384744259813
f(z) = -112/243*z^3 + 265/63*z + 1
*
[ -9/4 ] 
f(z) = -110/243*z^3 + 269/72*z + 1
*
[ 8/3 ] 
f(z) = -109/256*z^3 + 263/72*z + 1
*
[ -9/4 ] 
f(z) = -106/243*z^3 + 263/72*z + 1
*
[ -5/3 ] 
f(z) = -119/250*z^3 + 263/90*z + 1
*
[ -11/6 ] 
f(z) = -117/242*z^3 + 279/88*z + 1
*
[ -7/9 ] 
f(z) = -108/245*z^3 + 268/105*z + 1
*
[ 2 ] 
f(z) = -109/244*z^3 + 279/122*z + 1
*
[ 2 ] 
f(z) = -107/244*z^3 + 275/122*z + 1
*
[ 2 ] 
f(z) = -107/252*z^3 + 277/126*z + 1
*
[ 2 ] 
f(z) = -105/244*z^3 + 271/122*z + 1
*
[ 2 ] 
f(z) = -103/244*z^3 + 267/122*z + 1
*
[ 2 ] 
f(z) = -103/252*z^3 + 269/126*z + 1
*
[ 2 ] 
f(z) = -101/244*z^3 + 263/122*z + 1
*
[ 2 ] 
f(z) = -101/252*z^3 + 265/126*z + 1
*
[ 16/9 ] 
f(z) = -117/256*z^3 + 271/144*z + 1
*
[ 7/4 ] 
f(z) = -116/245*z^3 + 263/140*z + 1
*
-7/12 | 0.22015771887860744190449867302200588560 | 0.029313594903243614544641781128845624940
f(z) = -108/245*z^3 + 261/140*z + 1
*
[ 8/5 ] 
f(z) = -101/256*z^3 + 277/200*z + 1
*
[ 4/3 ] 
f(z) = -117/244*z^3 + 269/244*z + 1
*
-2 | 0.089413372747439753647149478074834434678 | 0.015878176174457389936103140276680230038
f(z) = -101/250*z^3 + 279/250*z + 1
*
-2 | 0.089707943823714723915168180525084356868 | 0.015950864968862796566174504287310729746
f(z) = -101/254*z^3 + 277/254*z + 1
*
-2 | 0.069652977902767404080187270763149725473 | 0.012400893091709577413534479850889162705
f(z) = -101/258*z^3 + 275/258*z + 1
*
[ 8/3 ] 
f(z) = -119/256*z^3 + 283/72*z + 1
*
[ -9/4 ] 
f(z) = -118/243*z^3 + 281/72*z + 1
*
-20/39 | 0.26899008257331871535331164474347071938 | 0.028165386933771194998336090272535451309
f(z) = -117/250*z^3 + 281/65*z + 1
*
[ -3/2 ] 
f(z) = -119/243*z^3 + 299/108*z + 1
*
[ -8/13 ] 
f(z) = -117/256*z^3 + 291/104*z + 1
*
[ -3/4 ] 
f(z) = -116/243*z^3 + 281/108*z + 1
*
[ -3/2 ] 
f(z) = -115/243*z^3 + 295/108*z + 1
*
[ -3/2 ] 
f(z) = -113/243*z^3 + 293/108*z + 1
*
[ -3/2 ] 
f(z) = -109/243*z^3 + 289/108*z + 1
*
[ -3/2 ] 
f(z) = -107/243*z^3 + 287/108*z + 1
*
[ 11/5 ] 
f(z) = -105/242*z^3 + 291/110*z + 1
*
[ -3/2 ] 
f(z) = -103/243*z^3 + 283/108*z + 1
*
[ 7/3 ] 
f(z) = -102/245*z^3 + 298/105*z + 1
*
[ -3/2 ] 
f(z) = -101/243*z^3 + 281/108*z + 1
*
[ 2 ] 
f(z) = -119/244*z^3 + 299/122*z + 1
*
[ 2 ] 
f(z) = -117/244*z^3 + 295/122*z + 1
*
[ 2 ] 
f(z) = -115/244*z^3 + 291/122*z + 1
*
[ 2 ] 
f(z) = -115/252*z^3 + 293/126*z + 1
*
[ 2 ] 
f(z) = -113/244*z^3 + 287/122*z + 1
*
[ 2 ] 
f(z) = -113/252*z^3 + 289/126*z + 1
*
[ 2 ] 
f(z) = -111/244*z^3 + 283/122*z + 1
*
[ 2 ] 
f(z) = -109/252*z^3 + 281/126*z + 1
*
-8/21 | 0.26708546693372327628913547367848193699 | 0.029314027913119931277689571061693269790
f(z) = -105/256*z^3 + 283/168*z + 1
*
[ 8/5 ] 
f(z) = -111/256*z^3 + 297/200*z + 1
*
[ 8/5 ] 
f(z) = -109/256*z^3 + 293/200*z + 1
*
[ 14/9 ] 
f(z) = -108/245*z^3 + 299/210*z + 1
*
[ 8/5 ] 
f(z) = -107/256*z^3 + 289/200*z + 1
*
[ 8/5 ] 
f(z) = -103/256*z^3 + 281/200*z + 1
*
-2 | 0.069652713511713266628848901259245554885 | 0.012218823432767192161357249462161965190
f(z) = -107/258*z^3 + 299/258*z + 1
*
-2 | 0.088811257929494427121093033541667408732 | 0.015579710032401656732795343128093149288
f(z) = -105/242*z^3 + 299/242*z + 1
*
-2 | 0.089708021135724335195448284840591742510 | 0.015793185755185699157403863205494669074
f(z) = -105/254*z^3 + 293/254*z + 1
*
-2 | 0.088811856855184550786512408820463949328 | 0.015654291615831514536198586285401424492
f(z) = -103/242*z^3 + 291/242*z + 1
*
-2 | 0.068771114642035325514898715210687048412 | 0.012136593028955955344313678059349484443
f(z) = -103/246*z^3 + 289/246*z + 1
*
-2 | 0.089414063464724991682279537011555664989 | 0.015798983026351598964282759246168230969
f(z) = -103/250*z^3 + 287/250*z + 1
*
-2 | 0.089707983149930153313050530555829218165 | 0.015870527176430000320518164289961304966
f(z) = -103/254*z^3 + 285/254*z + 1
*
-2 | 0.069652637711327304042431620944867668817 | 0.012337843039566038307986609771100613103
f(z) = -103/258*z^3 + 283/258*z + 1
*
-2 | 0.088811156825698879574420974801219593124 | 0.015731466159530117470125605920475979084
f(z) = -101/242*z^3 + 283/242*z + 1
*
-2 | 0.068771725901556080250309837372670785903 | 0.012197126632632080862488838307504354336
f(z) = -101/246*z^3 + 281/246*z + 1
*
[ 3/5 ] 
f(z) = -119/270*z^3 - 127/250*z + 1
*
[ 3/5 ] 
f(z) = -113/270*z^3 - 129/250*z + 1
*
[ 3/5 ] 
f(z) = -107/270*z^3 - 131/250*z + 1
*
[ 3/5 ] 
f(z) = -101/270*z^3 - 133/250*z + 1
*
[ 5/8 ] 
f(z) = -112/275*z^3 - 97/220*z + 1
*
[ 2/3 ] 
f(z) = -117/266*z^3 - 81/266*z + 1
*
[ 2/3 ] 
f(z) = -117/274*z^3 - 85/274*z + 1
*
[ 2/3 ] 
f(z) = -117/278*z^3 - 87/278*z + 1
*
[ 2/3 ] 
f(z) = -119/264*z^3 - 89/297*z + 1
*
[ 2/3 ] 
f(z) = -115/264*z^3 - 91/297*z + 1
*
[ 2/3 ] 
f(z) = -113/264*z^3 - 92/297*z + 1
*
[ 2/3 ] 
f(z) = -109/264*z^3 - 94/297*z + 1
*
[ 2/3 ] 
f(z) = -107/264*z^3 - 95/297*z + 1
*
[ 2/3 ] 
f(z) = -103/264*z^3 - 97/297*z + 1
*
[ 2/3 ] 
f(z) = -101/264*z^3 - 98/297*z + 1
*
[ 2/3 ] 
f(z) = -111/272*z^3 - 65/204*z + 1
*
[ 2/3 ] 
f(z) = -105/272*z^3 - 67/204*z + 1
*
[ 2/3 ] 
f(z) = -117/262*z^3 - 79/262*z + 1
*
[ 2/3 ] 
f(z) = -117/268*z^3 - 41/134*z + 1
*
[ 2/3 ] 
f(z) = -117/272*z^3 - 21/68*z + 1
*
6/5 | 0.21129689280678972355130905516876813600 | 0.029406473492468062975020757435521806746
f(z) = -115/264*z^3 - 34/165*z + 1
*
[ 3/4 ] 
f(z) = -104/279*z^3 - 23/186*z + 1
*
[ 3/4 ] 
f(z) = -112/267*z^3 - 26/267*z + 1
*
[ 3/4 ] 
f(z) = -112/261*z^3 - 8/87*z + 1
*
[ 3/4 ] 
f(z) = -112/279*z^3 - 10/93*z + 1
*
[ 3/4 ] 
f(z) = -109/270*z^3 - 17/160*z + 1
*
[ 3/4 ] 
f(z) = -104/261*z^3 - 19/174*z + 1
*
[ 3/4 ] 
f(z) = -103/270*z^3 - 19/160*z + 1
*
[ 5/6 ] 
f(z) = -108/275*z^3 + 4/55*z + 1
*
[ 6/7 ] 
f(z) = -119/270*z^3 + 11/70*z + 1
*
-15/14 | 0.15569322482769923871526891807081981460 | 0.017433628577470530017507504506220563607
f(z) = -119/270*z^3 + 11/280*z + 1
*
-2 | 0.082914876573945897047329938864437916908 | 0.014503144099433217916743158347758185408
f(z) = -109/264*z^3 + 38/33*z + 1
*
-2 | 0.082913806443952808505515028738477270885 | 0.014570925986221704299561918763442855975
f(z) = -107/264*z^3 + 37/33*z + 1
*
-2 | 0.082913727578900706967232283207512765625 | 0.014714609314297456140446265082445394136
f(z) = -103/264*z^3 + 35/33*z + 1
*
-2 | 0.082914715981757154350632571991443090916 | 0.014790874704668727971527810352463107026
f(z) = -101/264*z^3 + 34/33*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = -117/272*z^3 + 35/68*z + 1
*
[ 6/7 ] 
f(z) = -119/264*z^3 + 38/231*z + 1
*
[ 5/6 ] 
f(z) = -117/275*z^3 + 21/220*z + 1
*
[ 5/6 ] 
f(z) = -108/265*z^3 + 22/265*z + 1
*
[ -3 ] 
f(z) = -119/270*z^3 + 53/10*z + 1
*
[ -3 ] 
f(z) = -113/270*z^3 + 51/10*z + 1
*
[ 3 ] 
f(z) = -109/270*z^3 + 43/10*z + 1
*
[ -3 ] 
f(z) = -107/270*z^3 + 49/10*z + 1
*
[ 3 ] 
f(z) = -103/270*z^3 + 41/10*z + 1
*
[ -3 ] 
f(z) = -101/270*z^3 + 47/10*z + 1
*
-2 | 0.082915079488313978326625268416865568369 | 0.014196227803778979598506145247922355311
f(z) = -119/264*z^3 + 43/33*z + 1
*
-2 | 0.082913976603140837537814008996369327135 | 0.014312753638821192104146904524774749013
f(z) = -115/264*z^3 + 41/33*z + 1
*
-2 | 0.082914962639420611321121093573638071973 | 0.014374193582479502011630570647403869465
f(z) = -113/264*z^3 + 40/33*z + 1
*
[ 3/2 ] 
f(z) = -119/270*z^3 + 53/40*z + 1
*
[ 3/2 ] 
f(z) = -113/270*z^3 + 51/40*z + 1
*
[ 5/4 ] 
f(z) = -112/275*z^3 + 46/55*z + 1
*
[ 3/2 ] 
f(z) = -107/270*z^3 + 49/40*z + 1
*
[ 3/2 ] 
f(z) = -101/270*z^3 + 47/40*z + 1
*
-2/3 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -117/272*z^3 + 47/68*z + 1
*
[ 2 ] 
f(z) = -119/264*z^3 + 76/33*z + 1
*
[ 2 ] 
f(z) = -115/264*z^3 + 74/33*z + 1
*
[ 2 ] 
f(z) = -113/264*z^3 + 73/33*z + 1
*
[ 2 ] 
f(z) = -109/264*z^3 + 71/33*z + 1
*
[ 2 ] 
f(z) = -107/264*z^3 + 70/33*z + 1
*
[ 2 ] 
f(z) = -103/264*z^3 + 68/33*z + 1
*
[ 2 ] 
f(z) = -101/264*z^3 + 67/33*z + 1
*
[ 4/3 ] 
f(z) = -117/272*z^3 + 69/68*z + 1
*
-2 | 0.10381136033301429963580145928462122695 | 0.018036137909018732459539745785160461959
f(z) = -113/272*z^3 + 79/68*z + 1
*
-2 | 0.10381132452660854924119132519260524212 | 0.018116844114141545392532772301197856141
f(z) = -111/272*z^3 + 77/68*z + 1
*
-2 | 0.10381128859850975639090279004467254928 | 0.018200429111695225480596653008250667146
f(z) = -109/272*z^3 + 75/68*z + 1
*
-2 | 0.10381125018612583356044431454476030353 | 0.018287079870302915738174300799008815426
f(z) = -107/272*z^3 + 73/68*z + 1
*
-2 | 0.10381120823615787449141182242378058754 | 0.018377001533281800539899222597105079515
f(z) = -105/272*z^3 + 71/68*z + 1
*
-2 | 0.10381116169484276832706792839592406472 | 0.018470419490549399979546927302362271142
f(z) = -103/272*z^3 + 69/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -101/272*z^3 + 67/68*z + 1
*
-6/5 | 0.20153002014436622185251983482303281270 | 0.028047204654026163184749182005495649527
f(z) = -115/264*z^3 + 76/165*z + 1
*
[ 5/3 ] 
f(z) = -117/275*z^3 + 87/55*z + 1
*
[ 5/3 ] 
f(z) = -108/275*z^3 + 82/55*z + 1
*
-2 | 0.10381144760362086812040281952346805380 | 0.017882693194814206204638880152047757019
f(z) = -117/272*z^3 + 83/68*z + 1
*
-2 | 0.10381140058482864557555605096518749214 | 0.017958139865785047491499390415414161562
f(z) = -115/272*z^3 + 81/68*z + 1
*
[ 5/4 ] 
f(z) = -104/275*z^3 + 87/110*z + 1
*
-4/3 | 0.15740177495287733862493312041790826388 | 0.023477333980160898088588081341261286371
f(z) = -105/272*z^3 + 89/204*z + 1
*
[ -2 ] 
f(z) = -119/264*z^3 + 109/33*z + 1
*
[ -2 ] 
f(z) = -115/264*z^3 + 107/33*z + 1
*
[ -2 ] 
f(z) = -113/264*z^3 + 106/33*z + 1
*
[ -2 ] 
f(z) = -109/264*z^3 + 104/33*z + 1
*
[ -2 ] 
f(z) = -107/264*z^3 + 103/33*z + 1
*
[ -2 ] 
f(z) = -103/264*z^3 + 101/33*z + 1
*
[ -2 ] 
f(z) = -101/264*z^3 + 100/33*z + 1
*
[ -3/2 ] 
f(z) = -109/270*z^3 + 103/40*z + 1
*
[ -3/2 ] 
f(z) = -103/270*z^3 + 101/40*z + 1
*
15/7 | 0.19041883788081876026541809600223182781 | 0.023840545058499333220070245699099268021
f(z) = -119/270*z^3 + 109/70*z + 1
*
[ 3/2 ] 
f(z) = -116/279*z^3 + 118/93*z + 1
*
[ 3/2 ] 
f(z) = -112/261*z^3 + 113/87*z + 1
*
[ 3/2 ] 
f(z) = -112/279*z^3 + 115/93*z + 1
*
[ 3/2 ] 
f(z) = -104/261*z^3 + 107/87*z + 1
*
[ 3/2 ] 
f(z) = -104/279*z^3 + 109/93*z + 1
*
-6/7 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = -119/264*z^3 + 115/231*z + 1
*
[ 3 ] 
f(z) = -119/270*z^3 + 139/30*z + 1
*
[ 3 ] 
f(z) = -113/270*z^3 + 133/30*z + 1
*
[ 3 ] 
f(z) = -107/270*z^3 + 127/30*z + 1
*
[ 3 ] 
f(z) = -101/270*z^3 + 121/30*z + 1
*
[ -5/4 ] 
f(z) = -112/275*z^3 + 134/55*z + 1
*
[ -5/6 ] 
f(z) = -108/275*z^3 + 136/55*z + 1
*
[ 2 ] 
f(z) = -105/272*z^3 + 139/68*z + 1
*
[ 2 ] 
f(z) = -103/272*z^3 + 137/68*z + 1
*
[ 2 ] 
f(z) = -101/272*z^3 + 135/68*z + 1
*
-2 | 0.10353684448433784425547622185694043879 | 0.018397977119045526494117053234675838761
f(z) = -103/268*z^3 + 139/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -103/276*z^3 + 137/138*z + 1
*
-2 | 0.10297565894342798029041055908832276397 | 0.018345503076303499706507520823544113167
f(z) = -101/260*z^3 + 137/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018493925019169190474204363401286478764
f(z) = -101/268*z^3 + 135/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -101/276*z^3 + 133/138*z + 1
*
[ 6/5 ] 
f(z) = -115/264*z^3 + 131/165*z + 1
*
-2/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -111/272*z^3 + 139/204*z + 1
*
-2/3 | 0.15761306810348241264091154813364006591 | 0.023508849507009060086250002755879589452
f(z) = -105/272*z^3 + 137/204*z + 1
*
[ 6 ] 
f(z) = -113/270*z^3 + 159/10*z + 1
*
[ -6 ] 
f(z) = -109/270*z^3 + 157/10*z + 1
*
[ 6 ] 
f(z) = -107/270*z^3 + 151/10*z + 1
*
[ -6 ] 
f(z) = -103/270*z^3 + 149/10*z + 1
*
[ 6 ] 
f(z) = -101/270*z^3 + 143/10*z + 1
*
[ -3 ] 
f(z) = -109/270*z^3 + 149/30*z + 1
*
[ -3 ] 
f(z) = -103/270*z^3 + 143/30*z + 1
*
[ -5/3 ] 
f(z) = -117/275*z^3 + 153/55*z + 1
*
[ -5/3 ] 
f(z) = -108/275*z^3 + 148/55*z + 1
*
[ 2 ] 
f(z) = -117/272*z^3 + 151/68*z + 1
*
[ 2 ] 
f(z) = -115/272*z^3 + 149/68*z + 1
*
[ 2 ] 
f(z) = -113/272*z^3 + 147/68*z + 1
*
[ 2 ] 
f(z) = -111/272*z^3 + 145/68*z + 1
*
[ 2 ] 
f(z) = -109/272*z^3 + 143/68*z + 1
*
[ 2 ] 
f(z) = -107/272*z^3 + 141/68*z + 1
*
-2 | 0.10353704034805735207420283971406271841 | 0.017968781163159458486462884818150647181
f(z) = -113/268*z^3 + 159/134*z + 1
*
-2 | 0.083737007041201057804527675932240582701 | 0.014564495286100677970019994422088399718
f(z) = -113/276*z^3 + 157/138*z + 1
*
-2 | 0.10297586283500964829548554766050873329 | 0.017910736505123794657792508427198256353
f(z) = -111/260*z^3 + 157/130*z + 1
*
-2 | 0.10353700057818262848384726504237712237 | 0.018048582883489438783777740478723674154
f(z) = -111/268*z^3 + 155/134*z + 1
*
-2 | 0.10297581658519838912256613186579356874 | 0.017991488682516863871026894717158584465
f(z) = -109/260*z^3 + 153/130*z + 1
*
-2 | 0.10353696449368721066942908965044471983 | 0.018131212285641644805831691869772138184
f(z) = -109/268*z^3 + 151/134*z + 1
*
[ 3/2 ] 
f(z) = -109/270*z^3 + 149/120*z + 1
*
-2 | 0.083737968264365247131756348385119461220 | 0.014698366537729064618308011308632570866
f(z) = -109/276*z^3 + 149/138*z + 1
*
-2 | 0.10297577749268430567978507637241527057 | 0.018075142655917626298838449339639637854
f(z) = -107/260*z^3 + 149/130*z + 1
*
-2 | 0.10353692766052415756763483355199852673 | 0.018216851332941703219773658837915460215
f(z) = -107/268*z^3 + 147/134*z + 1
*
-2 | 0.083737927756837997701451893947560420183 | 0.014768904125912222481266652041449683837
f(z) = -107/276*z^3 + 145/138*z + 1
*
-2 | 0.10353688799719614265603175078960545753 | 0.018305699771193297978875865148053855783
f(z) = -105/268*z^3 + 143/134*z + 1
*
-2 | 0.10297570141711455134182294943269650295 | 0.018251931505137706282053068605436376664
f(z) = -103/260*z^3 + 141/130*z + 1
*
[ 3/2 ] 
f(z) = -103/270*z^3 + 143/120*z + 1
*
[ 6 ] 
f(z) = -119/270*z^3 + 167/10*z + 1
*
[ 5/2 ] 
f(z) = -116/275*z^3 + 178/55*z + 1
*
[ 5/2 ] 
f(z) = -112/275*z^3 + 173/55*z + 1
*
[ 5/2 ] 
f(z) = -108/275*z^3 + 168/55*z + 1
*
[ 5/2 ] 
f(z) = -104/275*z^3 + 163/55*z + 1
*
[ 15/7 ] 
f(z) = -119/270*z^3 + 179/70*z + 1
*
[ -4/3 ] 
f(z) = -117/272*z^3 + 171/68*z + 1
*
-2 | 0.10297579422316602530543510745704279743 | 0.017613422150674844552698814912074883577
f(z) = -119/260*z^3 + 173/130*z + 1
*
-2 | 0.10353717045762414106018342921361495654 | 0.017744735026272237632447093370701809975
f(z) = -119/268*z^3 + 171/134*z + 1
*
-2 | 0.083738163940972616941854661373993216959 | 0.014380474659478289685383584332608786435
f(z) = -119/276*z^3 + 169/138*z + 1
*
-2 | 0.10353713307904028506796972939007373766 | 0.017817005852064930939524805221486983028
f(z) = -117/268*z^3 + 167/134*z + 1
*
-2 | 0.10353708731150274022441180005643393301 | 0.017891640457438023284386723267199813749
f(z) = -115/268*z^3 + 163/134*z + 1
*
-2 | 0.10297591199026426625860748825446212393 | 0.017832711540988762615530670413275001315
f(z) = -113/260*z^3 + 161/130*z + 1
*
[ 5/4 ] 
f(z) = -108/275*z^3 + 179/220*z + 1
*
[ 6/5 ] 
f(z) = -103/270*z^3 + 179/250*z + 1
*
[ -2/3 ] 
f(z) = -117/272*z^3 + 183/68*z + 1
*
[ 4/3 ] 
f(z) = -111/272*z^3 + 199/204*z + 1
*
[ 4/3 ] 
f(z) = -105/272*z^3 + 191/204*z + 1
*
[ 5/4 ] 
f(z) = -116/275*z^3 + 189/220*z + 1
*
[ 6/5 ] 
f(z) = -109/270*z^3 + 187/250*z + 1
*
[ -5/2 ] 
f(z) = -112/275*z^3 + 217/55*z + 1
*
[ -5/2 ] 
f(z) = -108/275*z^3 + 212/55*z + 1
*
[ -5/2 ] 
f(z) = -104/275*z^3 + 207/55*z + 1
*
[ -2 ] 
f(z) = -117/272*z^3 + 219/68*z + 1
*
[ -2 ] 
f(z) = -115/272*z^3 + 217/68*z + 1
*
[ -2 ] 
f(z) = -113/272*z^3 + 215/68*z + 1
*
[ -2 ] 
f(z) = -111/272*z^3 + 213/68*z + 1
*
[ -2 ] 
f(z) = -109/272*z^3 + 211/68*z + 1
*
[ -2 ] 
f(z) = -107/272*z^3 + 209/68*z + 1
*
[ -2 ] 
f(z) = -105/272*z^3 + 207/68*z + 1
*
[ -2 ] 
f(z) = -103/272*z^3 + 205/68*z + 1
*
[ -2 ] 
f(z) = -101/272*z^3 + 203/68*z + 1
*
[ 3/2 ] 
f(z) = -106/261*z^3 + 217/174*z + 1
*
[ -5/2 ] 
f(z) = -116/275*z^3 + 222/55*z + 1
*
[ -3/7 ] 
f(z) = -119/270*z^3 + 239/70*z + 1
*
[ -3/4 ] 
f(z) = -112/261*z^3 + 224/87*z + 1
*
[ -3/2 ] 
f(z) = -112/261*z^3 + 229/87*z + 1
*
[ -3/4 ] 
f(z) = -112/279*z^3 + 238/93*z + 1
*
[ -3/2 ] 
f(z) = -112/279*z^3 + 239/93*z + 1
*
[ -3/2 ] 
f(z) = -104/261*z^3 + 223/87*z + 1
*
[ -3/2 ] 
f(z) = -104/279*z^3 + 233/93*z + 1
*
[ 3/2 ] 
f(z) = -118/261*z^3 + 235/174*z + 1
*
[ 3/2 ] 
f(z) = -110/261*z^3 + 223/174*z + 1
*
[ 5/3 ] 
f(z) = -102/275*z^3 + 236/165*z + 1
*
[ 3/2 ] 
f(z) = -118/279*z^3 + 239/186*z + 1
*
[ 3/2 ] 
f(z) = -110/279*z^3 + 227/186*z + 1
*
[ 3/2 ] 
f(z) = -106/279*z^3 + 221/186*z + 1
*
[ 5/4 ] 
f(z) = -112/265*z^3 + 228/265*z + 1
*
[ -3/2 ] 
f(z) = -116/279*z^3 + 242/93*z + 1
*
-6/5 | 0.16013106414423754886721698375133295174 | 0.021169489125688669289546412234890270859
f(z) = -115/264*z^3 + 241/165*z + 1
*
-2/5 | 0.17503770914816725274951166103341334205 | 0.022921887025925018557531173342300045997
f(z) = -115/264*z^3 + 259/165*z + 1
*
[ 5/3 ] 
f(z) = -114/275*z^3 + 256/165*z + 1
*
[ 5/3 ] 
f(z) = -111/275*z^3 + 251/165*z + 1
*
[ -5/4 ] 
f(z) = -104/275*z^3 + 263/110*z + 1
*
[ 2 ] 
f(z) = -107/260*z^3 + 279/130*z + 1
*
[ 2 ] 
f(z) = -105/268*z^3 + 277/134*z + 1
*
[ 2 ] 
f(z) = -103/260*z^3 + 271/130*z + 1
*
[ 2 ] 
f(z) = -103/268*z^3 + 273/134*z + 1
*
[ 2 ] 
f(z) = -103/276*z^3 + 275/138*z + 1
*
[ 2 ] 
f(z) = -101/260*z^3 + 267/130*z + 1
*
[ 2 ] 
f(z) = -101/268*z^3 + 269/134*z + 1
*
[ 2 ] 
f(z) = -101/276*z^3 + 271/138*z + 1
*
[ 4/3 ] 
f(z) = -117/268*z^3 + 275/268*z + 1
*
-2 | 0.090562738952327339333122347323929620550 | 0.016082282546126443618188628411439168213
f(z) = -103/266*z^3 + 279/266*z + 1
*
-2 | 0.077275337848802176501299546165498678753 | 0.013740237786206510603735451193269079332
f(z) = -103/270*z^3 + 277/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016221314424387174519786404624331919496
f(z) = -103/274*z^3 + 275/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -103/278*z^3 + 273/278*z + 1
*
-2 | 0.090282139705463788642093808493642497073 | 0.016094588403663938535835715312218545658
f(z) = -101/262*z^3 + 273/262*z + 1
*
-2 | 0.090562040011403374718042438638026873388 | 0.016165676399770188137225171186974672626
f(z) = -101/266*z^3 + 271/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -101/270*z^3 + 269/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -101/274*z^3 + 267/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -101/278*z^3 + 265/278*z + 1
*
24/7 | 0.16532601681984826966403377130462292358 | 0.018504865959714645862310396458550773858
f(z) = -119/270*z^3 + 281/70*z + 1
*
[ 2 ] 
f(z) = -115/268*z^3 + 297/134*z + 1
*
[ 2 ] 
f(z) = -113/260*z^3 + 291/130*z + 1
*
[ 2 ] 
f(z) = -113/268*z^3 + 293/134*z + 1
*
[ 2 ] 
f(z) = -113/276*z^3 + 295/138*z + 1
*
[ 2 ] 
f(z) = -111/260*z^3 + 287/130*z + 1
*
[ 2 ] 
f(z) = -111/268*z^3 + 289/134*z + 1
*
[ 2 ] 
f(z) = -109/260*z^3 + 283/130*z + 1
*
[ 2 ] 
f(z) = -109/268*z^3 + 285/134*z + 1
*
[ 2 ] 
f(z) = -109/276*z^3 + 287/138*z + 1
*
[ 2 ] 
f(z) = -107/268*z^3 + 281/134*z + 1
*
[ 2 ] 
f(z) = -107/276*z^3 + 283/138*z + 1
*
5/6 | 0.19282521561598726632198795185829191071 | 0.026527353749297979354329131428888924810
f(z) = -108/275*z^3 + 287/165*z + 1
*
-2 | 0.091110882195680624649509874747669582129 | 0.015983121492681818012526251755060501417
f(z) = -109/274*z^3 + 299/274*z + 1
*
-2 | 0.091379892747240433399285127560509808693 | 0.016049208238035615871017715436709115797
f(z) = -109/278*z^3 + 297/278*z + 1
*
-2 | 0.090281608542958845656382734326591484906 | 0.015856314688162274048547769438802651202
f(z) = -107/262*z^3 + 297/262*z + 1
*
-2 | 0.090562819839714431837283104478415730856 | 0.015924602124177542563417757735718997909
f(z) = -107/266*z^3 + 295/266*z + 1
*
-2 | 0.077275423555984587399290124209940141243 | 0.013604414667489622530945807140236143693
f(z) = -107/270*z^3 + 293/270*z + 1
*
-2 | 0.091111494923622077637499105939470829011 | 0.016059633945210894439615718974228245440
f(z) = -107/274*z^3 + 291/274*z + 1
*
-2 | 0.091379198903939388640695772375730560971 | 0.016126423923500739370697512044448494784
f(z) = -107/278*z^3 + 289/278*z + 1
*
-2 | 0.090282223414119887722055044143802064496 | 0.015932831815070069961208401224707009176
f(z) = -105/262*z^3 + 289/262*z + 1
*
-2 | 0.091110799525238263780370016753837622916 | 0.016138810828824482597595501126321568739
f(z) = -105/274*z^3 + 283/274*z + 1
*
-2 | 0.091379804753289113689961826447253735277 | 0.016206820981002065413297783701604957628
f(z) = -105/278*z^3 + 281/278*z + 1
*
-2 | 0.090281531344041514326111854226950862863 | 0.016012034829073567367524633395050479571
f(z) = -103/262*z^3 + 281/262*z + 1
*
[ 3/5 ] 
f(z) = -118/297*z^3 - 144/275*z + 1
*
[ 3/5 ] 
f(z) = -112/297*z^3 - 146/275*z + 1
*
[ 3/5 ] 
f(z) = -109/297*z^3 - 147/275*z + 1
*
[ 3/5 ] 
f(z) = -106/297*z^3 - 148/275*z + 1
*
[ 3/5 ] 
f(z) = -103/297*z^3 - 149/275*z + 1
*
[ 17/26 ] 
f(z) = -104/289*z^3 - 83/221*z + 1
*
[ 2/3 ] 
f(z) = -117/290*z^3 - 93/290*z + 1
*
[ 2/3 ] 
f(z) = -117/298*z^3 - 97/298*z + 1
*
[ 17/24 ] 
f(z) = -108/289*z^3 - 61/272*z + 1
*
[ 17/28 ] 
f(z) = -112/289*z^3 - 60/119*z + 1
*
[ 2/3 ] 
f(z) = -117/284*z^3 - 45/142*z + 1
*
[ 2/3 ] 
f(z) = -117/292*z^3 - 47/146*z + 1
*
[ 12/17 ] 
f(z) = -119/288*z^3 - 43/204*z + 1
*
[ 3/5 ] 
f(z) = -115/297*z^3 - 29/55*z + 1
*
[ 2/3 ] 
f(z) = -111/280*z^3 - 34/105*z + 1
*
[ 2/3 ] 
f(z) = -105/296*z^3 - 38/111*z + 1
*
[ 3/4 ] 
f(z) = -113/297*z^3 - 21/176*z + 1
*
[ 3/4 ] 
f(z) = -107/297*z^3 - 23/176*z + 1
*
[ 3/4 ] 
f(z) = -101/297*z^3 - 25/176*z + 1
*
[ 3/4 ] 
f(z) = -118/297*z^3 - 29/264*z + 1
*
[ 3/4 ] 
f(z) = -106/297*z^3 - 35/264*z + 1
*
[ 3/4 ] 
f(z) = -112/285*z^3 - 32/285*z + 1
*
[ 3/4 ] 
f(z) = -112/291*z^3 - 34/291*z + 1
*
[ 2/3 ] 
f(z) = -117/280*z^3 - 11/35*z + 1
*
[ 2/3 ] 
f(z) = -117/296*z^3 - 12/37*z + 1
*
[ 3/4 ] 
f(z) = -112/297*z^3 - 4/33*z + 1
*
[ 3/4 ] 
f(z) = -104/297*z^3 - 3/22*z + 1
*
[ 3/4 ] 
f(z) = -116/297*z^3 - 5/44*z + 1
*
[ 3/4 ] 
f(z) = -119/297*z^3 - 19/176*z + 1
*
[ 3/2 ] 
f(z) = -112/297*z^3 + 13/11*z + 1
*
[ 17/18 ] 
f(z) = -108/289*z^3 + 14/51*z + 1
*
[ 6/7 ] 
f(z) = -112/297*z^3 + 17/154*z + 1
*
[ 4/5 ] 
f(z) = -115/288*z^3 + 1/180*z + 1
*
[ 5/6 ] 
f(z) = -108/295*z^3 + 16/295*z + 1
*
[ -3/2 ] 
f(z) = -116/297*z^3 + 28/11*z + 1
*
[ -3/4 ] 
f(z) = -112/297*z^3 + 28/11*z + 1
*
[ -3/2 ] 
f(z) = -104/297*z^3 + 27/11*z + 1
*
[ 3/2 ] 
f(z) = -118/297*z^3 + 27/22*z + 1
*
-2 | 0.10537710041679664759353658942860072157 | 0.018348779718680597375512263276794912254
f(z) = -115/296*z^3 + 39/37*z + 1
*
-2 | 0.10434810890629276215433429899121832806 | 0.018169606648972383055369869121974052954
f(z) = -113/280*z^3 + 39/35*z + 1
*
-2 | 0.10537705939267398818831884971489976605 | 0.018432140772512666310739935408819682967
f(z) = -113/296*z^3 + 38/37*z + 1
*
-2 | 0.10434807271793284886562492019214210540 | 0.018252154470454336476260615399343196213
f(z) = -111/280*z^3 + 38/35*z + 1
*
-2 | 0.10434803354673805869446326632780071064 | 0.018337687519449195914350975900999216048
f(z) = -109/280*z^3 + 37/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -109/296*z^3 + 36/37*z + 1
*
-2 | 0.10434799053084145361325707673540358509 | 0.018426402744088452328018064667554888047
f(z) = -107/280*z^3 + 36/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -107/296*z^3 + 35/37*z + 1
*
[ 3/2 ] 
f(z) = -106/297*z^3 + 25/22*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -105/296*z^3 + 34/37*z + 1
*
[ 3/2 ] 
f(z) = -104/297*z^3 + 37/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -103/280*z^3 + 34/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -103/296*z^3 + 33/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -101/280*z^3 + 33/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -101/296*z^3 + 32/37*z + 1
*
[ 17/20 ] 
f(z) = -120/289*z^3 + 21/170*z + 1
*
[ 6/7 ] 
f(z) = -119/288*z^3 + 23/168*z + 1
*
[ 3 ] 
f(z) = -119/297*z^3 + 47/11*z + 1
*
[ -3 ] 
f(z) = -118/297*z^3 + 54/11*z + 1
*
[ 3 ] 
f(z) = -116/297*z^3 + 46/11*z + 1
*
[ -3 ] 
f(z) = -115/297*z^3 + 53/11*z + 1
*
[ 3 ] 
f(z) = -113/297*z^3 + 45/11*z + 1
*
[ -3 ] 
f(z) = -112/297*z^3 + 52/11*z + 1
*
[ -3 ] 
f(z) = -109/297*z^3 + 51/11*z + 1
*
[ 3 ] 
f(z) = -107/297*z^3 + 43/11*z + 1
*
[ -3 ] 
f(z) = -106/297*z^3 + 50/11*z + 1
*
[ 3 ] 
f(z) = -104/297*z^3 + 42/11*z + 1
*
[ -3 ] 
f(z) = -103/297*z^3 + 49/11*z + 1
*
[ 3 ] 
f(z) = -101/297*z^3 + 41/11*z + 1
*
-2 | 0.10537717260538462027696297984538509162 | 0.018190389273878760108827901459478604561
f(z) = -119/296*z^3 + 41/37*z + 1
*
-2 | 0.10434817905228858446320861569348228314 | 0.018012762632089624913574650986602799959
f(z) = -117/280*z^3 + 41/35*z + 1
*
-2 | 0.10537713790778585051547851726777372992 | 0.018268251365453877601128666118611306015
f(z) = -117/296*z^3 + 40/37*z + 1
*
[ 3/2 ] 
f(z) = -116/297*z^3 + 40/33*z + 1
*
[ 3/2 ] 
f(z) = -115/297*z^3 + 53/44*z + 1
*
[ 3/2 ] 
f(z) = -109/297*z^3 + 51/44*z + 1
*
[ 3/2 ] 
f(z) = -103/297*z^3 + 49/44*z + 1
*
[ 33/28 ] 
f(z) = -112/297*z^3 + 52/77*z + 1
*
-15/14 | 0.15745822815740895834571247590935250149 | 0.018896220617860344023062810629678407050
f(z) = -112/297*z^3 + 41/154*z + 1
*
3/2 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -104/285*z^3 + 44/285*z + 1
*
[ 17/6 ] 
f(z) = -108/289*z^3 + 62/17*z + 1
*
[ -17/6 ] 
f(z) = -108/289*z^3 + 74/17*z + 1
*
[ 2 ] 
f(z) = -119/296*z^3 + 78/37*z + 1
*
[ 2 ] 
f(z) = -117/280*z^3 + 76/35*z + 1
*
[ 2 ] 
f(z) = -117/296*z^3 + 77/37*z + 1
*
[ 2 ] 
f(z) = -115/296*z^3 + 76/37*z + 1
*
[ 2 ] 
f(z) = -113/280*z^3 + 74/35*z + 1
*
[ 2 ] 
f(z) = -113/296*z^3 + 75/37*z + 1
*
[ 2 ] 
f(z) = -111/280*z^3 + 73/35*z + 1
*
[ 2 ] 
f(z) = -109/280*z^3 + 72/35*z + 1
*
[ 2 ] 
f(z) = -109/296*z^3 + 73/37*z + 1
*
[ 2 ] 
f(z) = -107/280*z^3 + 71/35*z + 1
*
[ 2 ] 
f(z) = -107/296*z^3 + 72/37*z + 1
*
[ 2 ] 
f(z) = -105/296*z^3 + 71/37*z + 1
*
[ 2 ] 
f(z) = -103/280*z^3 + 69/35*z + 1
*
[ 2 ] 
f(z) = -103/296*z^3 + 70/37*z + 1
*
[ 2 ] 
f(z) = -101/280*z^3 + 68/35*z + 1
*
[ 2 ] 
f(z) = -101/296*z^3 + 69/37*z + 1
*
-2 | 0.091306655835401805671293000067337158643 | 0.015863576311646617620741276852247045659
f(z) = -115/288*z^3 + 79/72*z + 1
*
-2 | 0.091306619061476570926401121254668017095 | 0.015934560046019647150841785104588480812
f(z) = -113/288*z^3 + 77/72*z + 1
*
-2 | 0.091306534793452145484998512992902532210 | 0.016084286543652545208074808306392547645
f(z) = -109/288*z^3 + 73/72*z + 1
*
[ 17/12 ] 
f(z) = -108/289*z^3 + 71/68*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -107/288*z^3 + 71/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -103/288*z^3 + 67/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -101/288*z^3 + 65/72*z + 1
*
-6/7 | 0.12633607886034119157439401311639225826 | 0.016603788527518879922175343952140241732
f(z) = -119/288*z^3 + 79/168*z + 1
*
3/2 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -116/285*z^3 + 71/285*z + 1
*
[ -2/3 ] 
f(z) = -117/280*z^3 + 94/35*z + 1
*
[ -2/3 ] 
f(z) = -117/296*z^3 + 99/37*z + 1
*
[ -3/2 ] 
f(z) = -112/297*z^3 + 83/33*z + 1
*
3/2 | 0.18456167325780779471949155312362520027 | 0.023849836083784142032751130238969998737
f(z) = -112/297*z^3 + 85/44*z + 1
*
[ 17/9 ] 
f(z) = -108/289*z^3 + 92/51*z + 1
*
-2 | 0.091306723635754319765355589008563258740 | 0.015728613395666914630434183980384880756
f(z) = -119/288*z^3 + 83/72*z + 1
*
[ 17/14 ] 
f(z) = -112/289*z^3 + 89/119*z + 1
*
[ 6/5 ] 
f(z) = -115/288*z^3 + 89/120*z + 1
*
-4/5 | 0.20683802007141938287412944108436582366 | 0.028441513914135742932719342767331913988
f(z) = -115/288*z^3 + 91/180*z + 1
*
[ -2 ] 
f(z) = -119/296*z^3 + 115/37*z + 1
*
[ -2 ] 
f(z) = -117/280*z^3 + 111/35*z + 1
*
[ -2 ] 
f(z) = -117/296*z^3 + 114/37*z + 1
*
[ -2 ] 
f(z) = -115/296*z^3 + 113/37*z + 1
*
[ -2 ] 
f(z) = -113/280*z^3 + 109/35*z + 1
*
[ -2 ] 
f(z) = -113/296*z^3 + 112/37*z + 1
*
[ -2 ] 
f(z) = -111/280*z^3 + 108/35*z + 1
*
[ -2 ] 
f(z) = -109/280*z^3 + 107/35*z + 1
*
[ -2 ] 
f(z) = -109/296*z^3 + 110/37*z + 1
*
[ -2 ] 
f(z) = -107/280*z^3 + 106/35*z + 1
*
[ -2 ] 
f(z) = -107/296*z^3 + 109/37*z + 1
*
[ -2 ] 
f(z) = -105/296*z^3 + 108/37*z + 1
*
[ -2 ] 
f(z) = -103/280*z^3 + 104/35*z + 1
*
[ -2 ] 
f(z) = -103/296*z^3 + 107/37*z + 1
*
[ -2 ] 
f(z) = -101/280*z^3 + 103/35*z + 1
*
[ -2 ] 
f(z) = -101/296*z^3 + 106/37*z + 1
*
[ -3/2 ] 
f(z) = -119/297*z^3 + 113/44*z + 1
*
[ -3/2 ] 
f(z) = -113/297*z^3 + 111/44*z + 1
*
[ -3/2 ] 
f(z) = -107/297*z^3 + 109/44*z + 1
*
[ -3/2 ] 
f(z) = -101/297*z^3 + 107/44*z + 1
*
[ 17/12 ] 
f(z) = -120/289*z^3 + 115/102*z + 1
*
[ 33/26 ] 
f(z) = -104/297*z^3 + 111/143*z + 1
*
-7/5 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -115/294*z^3 + 101/210*z + 1
*
[ 17/4 ] 
f(z) = -112/289*z^3 + 132/17*z + 1
*
-10/3 | 0.12930213690903643633736232867970445669 | 0.018454083233673908776961871996873909290
f(z) = -117/280*z^3 + 138/35*z + 1
*
[ 3 ] 
f(z) = -115/297*z^3 + 137/33*z + 1
*
[ 3 ] 
f(z) = -112/297*z^3 + 134/33*z + 1
*
[ 3 ] 
f(z) = -109/297*z^3 + 131/33*z + 1
*
[ 3 ] 
f(z) = -106/297*z^3 + 128/33*z + 1
*
[ 3 ] 
f(z) = -103/297*z^3 + 125/33*z + 1
*
[ -17/18 ] 
f(z) = -108/289*z^3 + 122/51*z + 1
*
[ 2 ] 
f(z) = -103/288*z^3 + 139/72*z + 1
*
[ 2 ] 
f(z) = -101/288*z^3 + 137/72*z + 1
*
[ 17/10 ] 
f(z) = -120/289*z^3 + 137/85*z + 1
*
[ 12/7 ] 
f(z) = -119/288*z^3 + 137/84*z + 1
*
[ 4/3 ] 
f(z) = -117/280*z^3 + 139/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -105/284*z^3 + 139/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -105/292*z^3 + 137/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -103/284*z^3 + 135/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -103/292*z^3 + 133/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -101/284*z^3 + 131/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -101/292*z^3 + 129/146*z + 1
*
[ 17/16 ] 
f(z) = -112/289*z^3 + 135/272*z + 1
*
[ -17/4 ] 
f(z) = -112/289*z^3 + 140/17*z + 1
*
[ 3 ] 
f(z) = -118/297*z^3 + 140/33*z + 1
*
[ -3 ] 
f(z) = -113/297*z^3 + 157/33*z + 1
*
[ -3 ] 
f(z) = -107/297*z^3 + 151/33*z + 1
*
[ -3 ] 
f(z) = -104/297*z^3 + 148/33*z + 1
*
[ -3 ] 
f(z) = -101/297*z^3 + 145/33*z + 1
*
[ -17/9 ] 
f(z) = -108/289*z^3 + 146/51*z + 1
*
[ 2 ] 
f(z) = -119/288*z^3 + 155/72*z + 1
*
[ 2 ] 
f(z) = -115/288*z^3 + 151/72*z + 1
*
[ 2 ] 
f(z) = -113/288*z^3 + 149/72*z + 1
*
[ 17/8 ] 
f(z) = -112/289*z^3 + 155/68*z + 1
*
[ 2 ] 
f(z) = -109/288*z^3 + 145/72*z + 1
*
[ 2 ] 
f(z) = -107/288*z^3 + 143/72*z + 1
*
[ 3/2 ] 
f(z) = -113/297*z^3 + 157/132*z + 1
*
[ 3/2 ] 
f(z) = -107/297*z^3 + 151/132*z + 1
*
[ 3/2 ] 
f(z) = -101/297*z^3 + 145/132*z + 1
*
[ 4/3 ] 
f(z) = -117/296*z^3 + 141/148*z + 1
*
-2 | 0.10461079395924085554892359292533002260 | 0.018155130353725929931550011368088812276
f(z) = -115/284*z^3 + 159/142*z + 1
*
-2 | 0.10512517368395021108186825931796266564 | 0.018284569160885632099515350934315606249
f(z) = -115/292*z^3 + 157/146*z + 1
*
-2 | 0.10461075874895645977221760927489798552 | 0.018235760542044473510802704771259157032
f(z) = -113/284*z^3 + 155/142*z + 1
*
-2 | 0.10512513496503406174765744844678450362 | 0.018367008281081496968064773839103779621
f(z) = -113/292*z^3 + 153/146*z + 1
*
-2 | 0.10461072081939585984648954178434951747 | 0.018319246616951996410542592103733796570
f(z) = -111/284*z^3 + 151/142*z + 1
*
-2 | 0.10512509240630130583850314994871390560 | 0.018452407820814084637453619669260291301
f(z) = -111/292*z^3 + 149/146*z + 1
*
-2 | 0.10461067935147001724469695693764908141 | 0.018405773057435884206088151829524679267
f(z) = -109/284*z^3 + 147/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -109/292*z^3 + 145/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018495541991398095054994743618708566373
f(z) = -107/284*z^3 + 143/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -107/292*z^3 + 141/146*z + 1
*
[ 17/15 ] 
f(z) = -105/289*z^3 + 149/255*z + 1
*
5/3 | 0.12802452268665715540651733934743138188 | 0.022720373199853038266101009366942115926
f(z) = -117/280*z^3 + 157/280*z + 1
*
[ -3 ] 
f(z) = -119/297*z^3 + 163/33*z + 1
*
[ -3 ] 
f(z) = -116/297*z^3 + 160/33*z + 1
*
[ -3/2 ] 
f(z) = -118/297*z^3 + 169/66*z + 1
*
[ 12/5 ] 
f(z) = -115/288*z^3 + 173/60*z + 1
*
[ -17/12 ] 
f(z) = -108/289*z^3 + 167/68*z + 1
*
[ -3/2 ] 
f(z) = -106/297*z^3 + 163/66*z + 1
*
[ -3/4 ] 
f(z) = -104/297*z^3 + 167/66*z + 1
*
[ 3/2 ] 
f(z) = -119/297*z^3 + 163/132*z + 1
*
-2 | 0.10461086368435247624523107715998968329 | 0.018001776899026258085845122409089118776
f(z) = -119/284*z^3 + 167/142*z + 1
*
-2 | 0.10512524290357679704871221273474985075 | 0.018127877784935360245353162406904409008
f(z) = -119/292*z^3 + 165/146*z + 1
*
-2 | 0.10461082787134463161306433468835816620 | 0.018077187303887943067720675829386842696
f(z) = -117/284*z^3 + 163/142*z + 1
*
-2 | 0.10512520938195492569330133050232244675 | 0.018204913152618506893112600778853204300
f(z) = -117/292*z^3 + 161/146*z + 1
*
[ 17/12 ] 
f(z) = -112/289*z^3 + 164/153*z + 1
*
[ 17/15 ] 
f(z) = -120/289*z^3 + 166/255*z + 1
*
[ 10/3 ] 
f(z) = -117/280*z^3 + 187/35*z + 1
*
[ 17/13 ] 
f(z) = -104/289*z^3 + 188/221*z + 1
*
[ 7/6 ] 
f(z) = -108/287*z^3 + 188/287*z + 1
*
[ 17/3 ] 
f(z) = -108/289*z^3 + 218/17*z + 1
*
[ -10/3 ] 
f(z) = -117/280*z^3 + 208/35*z + 1
*
[ 17/6 ] 
f(z) = -120/289*z^3 + 203/51*z + 1
*
[ -17/8 ] 
f(z) = -112/289*z^3 + 219/68*z + 1
*
[ -2 ] 
f(z) = -109/288*z^3 + 217/72*z + 1
*
[ -2 ] 
f(z) = -107/288*z^3 + 215/72*z + 1
*
[ -2 ] 
f(z) = -103/288*z^3 + 211/72*z + 1
*
[ -2 ] 
f(z) = -101/288*z^3 + 209/72*z + 1
*
[ 17/13 ] 
f(z) = -117/289*z^3 + 205/221*z + 1
*
-5/3 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = -117/280*z^3 + 213/280*z + 1
*
[ 17/3 ] 
f(z) = -117/289*z^3 + 235/17*z + 1
*
[ -17/3 ] 
f(z) = -108/289*z^3 + 224/17*z + 1
*
[ 4 ] 
f(z) = -103/288*z^3 + 233/36*z + 1
*
[ 4 ] 
f(z) = -101/288*z^3 + 229/36*z + 1
*
[ -17/6 ] 
f(z) = -120/289*z^3 + 239/51*z + 1
*
[ -2 ] 
f(z) = -119/288*z^3 + 227/72*z + 1
*
[ -12/5 ] 
f(z) = -115/288*z^3 + 223/60*z + 1
*
[ -2 ] 
f(z) = -115/288*z^3 + 223/72*z + 1
*
[ -2 ] 
f(z) = -113/288*z^3 + 221/72*z + 1
*
[ -17/10 ] 
f(z) = -120/289*z^3 + 237/85*z + 1
*
[ -12/7 ] 
f(z) = -119/288*z^3 + 235/84*z + 1
*
[ -3/4 ] 
f(z) = -118/297*z^3 + 225/88*z + 1
*
[ -3/4 ] 
f(z) = -106/297*z^3 + 223/88*z + 1
*
-3/8 | 0.23969522046276194417498842160048017558 | 0.027324100753854855675353058203508255574
f(z) = -104/297*z^3 + 239/88*z + 1
*
[ 17/11 ] 
f(z) = -110/289*z^3 + 236/187*z + 1
*
[ 7/5 ] 
f(z) = -115/294*z^3 + 221/210*z + 1
*
[ 5/4 ] 
f(z) = -112/285*z^3 + 232/285*z + 1
*
[ 5/4 ] 
f(z) = -112/295*z^3 + 234/295*z + 1
*
[ -17/3 ] 
f(z) = -117/289*z^3 + 241/17*z + 1
*
[ 4 ] 
f(z) = -115/288*z^3 + 257/36*z + 1
*
[ 4 ] 
f(z) = -113/288*z^3 + 253/36*z + 1
*
[ 4 ] 
f(z) = -109/288*z^3 + 245/36*z + 1
*
[ 4 ] 
f(z) = -107/288*z^3 + 241/36*z + 1
*
[ -4 ] 
f(z) = -107/288*z^3 + 259/36*z + 1
*
[ 17/4 ] 
f(z) = -104/289*z^3 + 247/34*z + 1
*
[ -4 ] 
f(z) = -103/288*z^3 + 251/36*z + 1
*
[ -4 ] 
f(z) = -101/288*z^3 + 247/36*z + 1
*
[ 9/4 ] 
f(z) = -112/297*z^3 + 244/99*z + 1
*
[ -17/12 ] 
f(z) = -120/289*z^3 + 259/102*z + 1
*
[ 17/10 ] 
f(z) = -110/289*z^3 + 257/170*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -101/290*z^3 + 259/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -101/294*z^3 + 257/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -101/298*z^3 + 255/298*z + 1
*
[ 4 ] 
f(z) = -119/288*z^3 + 265/36*z + 1
*
[ -4 ] 
f(z) = -115/288*z^3 + 275/36*z + 1
*
[ -4 ] 
f(z) = -113/288*z^3 + 271/36*z + 1
*
[ -4 ] 
f(z) = -109/288*z^3 + 263/36*z + 1
*
[ -17/4 ] 
f(z) = -104/289*z^3 + 263/34*z + 1
*
[ 17/6 ] 
f(z) = -117/289*z^3 + 265/68*z + 1
*
[ -3/7 ] 
f(z) = -112/297*z^3 + 262/77*z + 1
*
-12/7 | 0.25500983267754657675923773745072199390 | 0.028731667681306636522548251074641486852
f(z) = -112/297*z^3 + 265/77*z + 1
*
[ -33/14 ] 
f(z) = -112/297*z^3 + 271/77*z + 1
*
[ -6/5 ] 
f(z) = -115/297*z^3 + 263/110*z + 1
*
[ 2 ] 
f(z) = -103/284*z^3 + 277/142*z + 1
*
[ 2 ] 
f(z) = -103/292*z^3 + 279/146*z + 1
*
[ 2 ] 
f(z) = -101/284*z^3 + 273/142*z + 1
*
[ 2 ] 
f(z) = -101/292*z^3 + 275/146*z + 1
*
-4/5 | 0.22960197083786990414213281308011985642 | 0.029890017132061604277057524882521292197
f(z) = -115/288*z^3 + 271/180*z + 1
*
[ 4/3 ] 
f(z) = -117/284*z^3 + 279/284*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -107/298*z^3 + 279/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -105/286*z^3 + 277/286*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -105/298*z^3 + 271/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -103/282*z^3 + 271/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -103/286*z^3 + 269/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -103/290*z^3 + 267/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -103/294*z^3 + 265/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -103/298*z^3 + 263/298*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -101/282*z^3 + 263/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -101/286*z^3 + 261/286*z + 1
*
[ 33/4 ] 
f(z) = -112/297*z^3 + 292/11*z + 1
*
[ 17/4 ] 
f(z) = -120/289*z^3 + 281/34*z + 1
*
[ -17/4 ] 
f(z) = -120/289*z^3 + 297/34*z + 1
*
[ -4 ] 
f(z) = -119/288*z^3 + 283/36*z + 1
*
[ 6 ] 
f(z) = -103/297*z^3 + 293/22*z + 1
*
[ -6 ] 
f(z) = -101/297*z^3 + 295/22*z + 1
*
[ -17/14 ] 
f(z) = -112/289*z^3 + 285/119*z + 1
*
[ -2/3 ] 
f(z) = -111/280*z^3 + 281/105*z + 1
*
[ -2/3 ] 
f(z) = -105/296*z^3 + 295/111*z + 1
*
[ -6/5 ] 
f(z) = -115/288*z^3 + 289/120*z + 1
*
[ 17/8 ] 
f(z) = -104/289*z^3 + 293/136*z + 1
*
[ 17/9 ] 
f(z) = -117/289*z^3 + 293/153*z + 1
*
[ 2 ] 
f(z) = -113/284*z^3 + 297/142*z + 1
*
[ 2 ] 
f(z) = -113/292*z^3 + 299/146*z + 1
*
[ 2 ] 
f(z) = -111/284*z^3 + 293/142*z + 1
*
[ 2 ] 
f(z) = -111/292*z^3 + 295/146*z + 1
*
[ 2 ] 
f(z) = -109/284*z^3 + 289/142*z + 1
*
[ 2 ] 
f(z) = -109/292*z^3 + 291/146*z + 1
*
[ 2 ] 
f(z) = -107/284*z^3 + 285/142*z + 1
*
[ 2 ] 
f(z) = -107/292*z^3 + 287/146*z + 1
*
[ 2 ] 
f(z) = -105/284*z^3 + 281/142*z + 1
*
[ 2 ] 
f(z) = -105/292*z^3 + 283/146*z + 1
*
[ 4/3 ] 
f(z) = -117/292*z^3 + 281/292*z + 1
*
-2 | 0.092162426913244301439541861685299520224 | 0.016167588666863178507308587466071187964
f(z) = -111/290*z^3 + 299/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -111/298*z^3 + 295/298*z + 1
*
-2 | 0.071300125094572182680563515908876602371 | 0.012537442247764808363495611551942539865
f(z) = -109/282*z^3 + 295/282*z + 1
*
-2 | 0.091905210700232569083660807233144524806 | 0.016180003148907198995968192634796857755
f(z) = -109/286*z^3 + 293/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016244753142138467228486355964371704224
f(z) = -109/290*z^3 + 291/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -109/294*z^3 + 289/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -109/298*z^3 + 287/298*z + 1
*
-2 | 0.071299699157535872212977670261281911534 | 0.012598272499026831642076994450185718667
f(z) = -107/282*z^3 + 287/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -107/286*z^3 + 285/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -107/290*z^3 + 283/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -107/294*z^3 + 281/294*z + 1
*
[ -1/5 ] 
f(z) = -100*z^3 + 10*z + 1
*
[ -1/10 ] 
f(z) = -100*z^3 + 12*z + 1
*
-1/5 | 0.11226283806479840631579831944548488655 | 0.024377565547170140949939319259662162857
f(z) = -100/3*z^3 + 13/3*z + 1
*
-1/10 | 0.098528432895464711530023221866418105443 | 0.021395177358537580618088131877858275002
f(z) = -100/3*z^3 + 16/3*z + 1
*
-3/10 | 0.080864014260526899439735798733994195560 | 0.017559397588946348625373561787300459705
f(z) = -100/9*z^3 + 7/3*z + 1
*
[ 3/5 ] 
f(z) = -100/9*z^3 + 10/3*z + 1
*
[ -3/10 ] 
f(z) = -100/9*z^3 + 16/3*z + 1
*
[ 1/3 ] 
f(z) = -99*z^3 + 9*z + 1
*
[ -1/3 ] 
f(z) = -99*z^3 + 15*z + 1
*
[ -1/3 ] 
f(z) = -99/2*z^3 + 19/2*z + 1
*
[ 2/3 ] 
f(z) = -99/8*z^3 + 5*z + 1
*
[ -2/3 ] 
f(z) = -99/8*z^3 + 8*z + 1
*
[ 2/3 ] 
f(z) = -99/16*z^3 + 9/4*z + 1
*
-2/3 | 0.11661531018123480899042185858536367934 | 0.025378078044649733199611124050083811134
f(z) = -99/16*z^3 + 13/4*z + 1
*
[ -1/7 ] 
f(z) = -98*z^3 + 10*z + 1
*
-1/7 | 0.11524561419783254143057122452726855628 | 0.025135535799099807036601213644652154755
f(z) = -98*z^3 + 11*z + 1
*
-2/7 | 0.13193179838863456159352874741234888702 | 0.028774860236716154157106626426418948178
f(z) = -98*z^3 + 12*z + 1
*
-1/7 | 0.12952246443436795224372791758875083255 | 0.028249374730990123459732622540644441989
f(z) = -98/5*z^3 + 17/5*z + 1
*
[ -3/7 ] 
f(z) = -98/9*z^3 + 16/3*z + 1
*
-3/7 | 0.14711883311725502138584909790766315842 | 0.027873368165651615070787199834007365016
f(z) = -98/9*z^3 + 17/6*z + 1
*
6/7 | 0.11639985926961359178976426774657747749 | 0.025387281329935224856618950950842184087
f(z) = -98/9*z^3 + 19/3*z + 1
*
[ -1/4 ] 
f(z) = -96*z^3 + 11*z + 1
*
[ 1/2 ] 
f(z) = -96/5*z^3 + 19/5*z + 1
*
[ 2/3 ] 
f(z) = -93/8*z^3 + 14/3*z + 1
*
[ 1/2 ] 
f(z) = -92/5*z^3 + 18/5*z + 1
*
[ 1/3 ] 
f(z) = -90*z^3 + 8*z + 1
*
[ -1/3 ] 
f(z) = -90*z^3 + 14*z + 1
*
[ -1/6 ] 
f(z) = -90*z^3 + 19/2*z + 1
*
[ 1/2 ] 
f(z) = -88/3*z^3 + 19/3*z + 1
*
[ 1/2 ] 
f(z) = -88/5*z^3 + 17/5*z + 1
*
[ 2/3 ] 
f(z) = -87/8*z^3 + 13/3*z + 1
*
-1/6 | 0.080924335217815405558086980325635051223 | 0.014635206263986331139990796991839264180
f(z) = -84*z^3 + 19/3*z + 1
*
[ 1/2 ] 
f(z) = -84/5*z^3 + 16/5*z + 1
*
-2/9 | 0.10451987985564009665537247401053630010 | 0.023784523651731950595933598086005935779
f(z) = -81*z^3 + 9*z + 1
*
[ -1/9 ] 
f(z) = -81*z^3 + 11*z + 1
*
[ -2/9 ] 
f(z) = -81*z^3 + 19/2*z + 1
*
-2/9 | 0.12052424058178463786116824625451570524 | 0.027426472884237634824765398780251350786
f(z) = -81/2*z^3 + 8*z + 1
*
[ -2/9 ] 
f(z) = -81/2*z^3 + 15/2*z + 1
*
[ -1/3 ] 
f(z) = -81/2*z^3 + 17/2*z + 1
*
[ -2/9 ] 
f(z) = -81/4*z^3 + 13/2*z + 1
*
-2/9 | 0.10768828354438927991391406493413218014 | 0.024505524982554119442823682556671482259
f(z) = -81/4*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -81/4*z^3 + 17/2*z + 1
*
[ 2/3 ] 
f(z) = -81/8*z^3 + 4*z + 1
*
[ -2/9 ] 
f(z) = -81/8*z^3 + 6*z + 1
*
[ -2/3 ] 
f(z) = -81/8*z^3 + 7*z + 1
*
-2/3 | 0.16195708254417902038711397273424366359 | 0.029483937912350475564392874520845662607
f(z) = -81/8*z^3 + 19/3*z + 1
*
-2/3 | 0.10561070729972046319227419284591381181 | 0.024032752134002711233502583401831180214
f(z) = -81/16*z^3 + 11/4*z + 1
*
-4/9 | 0.064574611645981733426215013682185555410 | 0.014694586141091695075458807757483533050
f(z) = -81/16*z^3 + 15/4*z + 1
*
[ -4/9 ] 
f(z) = -81/16*z^3 + 17/4*z + 1
*
[ 1/2 ] 
f(z) = -100*z^3 + 24*z + 1
*
[ -1/2 ] 
f(z) = -100*z^3 + 28*z + 1
*
[ 2/5 ] 
f(z) = -100*z^3 + 29/2*z + 1
*
[ -2/5 ] 
f(z) = -100*z^3 + 39/2*z + 1
*
-1/5 | 0.17843569972107038633003894961620715042 | 0.029781649931851713016256204614019931464
f(z) = -100*z^3 + 39/4*z + 1
*
[ -3/5 ] 
f(z) = -100/9*z^3 + 20/3*z + 1
*
[ -1/6 ] 
f(z) = -99*z^3 + 39/4*z + 1
*
[ 2/3 ] 
f(z) = -99/4*z^3 + 21/2*z + 1
*
[ -2/3 ] 
f(z) = -99/4*z^3 + 27/2*z + 1
*
[ -1/3 ] 
f(z) = -99/4*z^3 + 27/4*z + 1
*
[ -1/3 ] 
f(z) = -99/5*z^3 + 31/5*z + 1
*
[ -1/3 ] 
f(z) = -99/7*z^3 + 39/7*z + 1
*
-1/3 | 0.11869416814069091919821430882395489530 | 0.025830483646082570902633815216295801545
f(z) = -99/8*z^3 + 35/8*z + 1
*
2/3 | 0.11865556336139700660549548809322792297 | 0.025822082389847049239742560418087676435
f(z) = -99/10*z^3 + 29/10*z + 1
*
[ 2/3 ] 
f(z) = -99/10*z^3 + 39/10*z + 1
*
[ 2/3 ] 
f(z) = -99/14*z^3 + 37/14*z + 1
*
[ -2/3 ] 
f(z) = -99/16*z^3 + 21/4*z + 1
*
[ -2/7 ] 
f(z) = -98*z^3 + 25/2*z + 1
*
-2/7 | 0.086674630572882739028571011060496850211 | 0.018904088409807950261493620864501594075
f(z) = -98/3*z^3 + 20/3*z + 1
*
-2/7 | 0.096896394939064375580268027496464471058 | 0.021133496669241335488993895875360538065
f(z) = -98/3*z^3 + 23/3*z + 1
*
-3/14 | 0.080545062058359880538236854756243844253 | 0.015260195592284146803264093422735585303
f(z) = -98/3*z^3 + 25/6*z + 1
*
[ -3/7 ] 
f(z) = -98/3*z^3 + 28/3*z + 1
*
-1/7 | 0.10980754050903488410541050085558694650 | 0.023949469875165610087921595159805972500
f(z) = -98/3*z^3 + 35/3*z + 1
*
-4/7 | 0.11422662042186638522136286596543822273 | 0.024913289124350956434199820575287965439
f(z) = -98/3*z^3 + 38/3*z + 1
*
[ -3/14 ] 
f(z) = -98/9*z^3 + 37/6*z + 1
*
[ 1/2 ] 
f(z) = -96*z^3 + 23*z + 1
*
-1/8 | 0.10473452208633279110501031765462454181 | 0.019920991779387410389469933546694165613
f(z) = -96*z^3 + 23/2*z + 1
*
[ -1/2 ] 
f(z) = -96*z^3 + 27*z + 1
*
[ -1/6 ] 
f(z) = -96*z^3 + 29/3*z + 1
*
-1/4 | 0.082926294035443206763607708553001822360 | 0.014643629304199640990798387365006084461
f(z) = -96*z^3 + 32/3*z + 1
*
[ -1/4 ] 
f(z) = -96/5*z^3 + 31/5*z + 1
*
[ -1/2 ] 
f(z) = -96/5*z^3 + 39/5*z + 1
*
[ -2/5 ] 
f(z) = -95/8*z^3 + 27/5*z + 1
*
[ 1/2 ] 
f(z) = -94/5*z^3 + 37/10*z + 1
*
[ 1/3 ] 
f(z) = -93*z^3 + 25/3*z + 1
*
[ -2/3 ] 
f(z) = -93/8*z^3 + 23/3*z + 1
*
[ 2/3 ] 
f(z) = -93/16*z^3 + 25/12*z + 1
*
-2/3 | 0.11312335541364901708221299137792388484 | 0.020088634524248041801020062730940775671
f(z) = -93/16*z^3 + 37/12*z + 1
*
[ 1/2 ] 
f(z) = -92*z^3 + 22*z + 1
*
[ -1/2 ] 
f(z) = -92*z^3 + 26*z + 1
*
[ 1/2 ] 
f(z) = -92/3*z^3 + 20/3*z + 1
*
[ -1/2 ] 
f(z) = -92/3*z^3 + 32/3*z + 1
*
[ -1/2 ] 
f(z) = -92/5*z^3 + 38/5*z + 1
*
[ -2/7 ] 
f(z) = -91/8*z^3 + 38/7*z + 1
*
[ -1/3 ] 
f(z) = -90/7*z^3 + 38/7*z + 1
*
[ 1/2 ] 
f(z) = -88*z^3 + 21*z + 1
*
[ -1/4 ] 
f(z) = -88*z^3 + 21/2*z + 1
*
[ -1/2 ] 
f(z) = -88*z^3 + 25*z + 1
*
1/2 | 0.082531085838662165295786959451310886427 | 0.015961965246940714663538942431864770093
f(z) = -88/3*z^3 + 29/6*z + 1
*
[ -1/2 ] 
f(z) = -88/3*z^3 + 31/3*z + 1
*
[ -1/2 ] 
f(z) = -88/5*z^3 + 37/5*z + 1
*
[ 3/4 ] 
f(z) = -88/9*z^3 + 31/6*z + 1
*
[ 1/3 ] 
f(z) = -87*z^3 + 23/3*z + 1
*
[ -2/3 ] 
f(z) = -87/8*z^3 + 22/3*z + 1
*
[ 2/3 ] 
f(z) = -87/16*z^3 + 23/12*z + 1
*
-2/3 | 0.12538942811201683422889948957055887002 | 0.022533734973279853846517986789013088588
f(z) = -87/16*z^3 + 35/12*z + 1
*
[ 1/2 ] 
f(z) = -86/3*z^3 + 37/6*z + 1
*
[ 1/2 ] 
f(z) = -86/5*z^3 + 33/10*z + 1
*
[ -2/5 ] 
f(z) = -85/8*z^3 + 26/5*z + 1
*
[ 2/3 ] 
f(z) = -85/8*z^3 + 38/9*z + 1
*
[ 1/2 ] 
f(z) = -84*z^3 + 20*z + 1
*
[ 1/3 ] 
f(z) = -84*z^3 + 22/3*z + 1
*
[ -1/2 ] 
f(z) = -84*z^3 + 24*z + 1
*
[ -1/6 ] 
f(z) = -84*z^3 + 28/3*z + 1
*
[ -1/2 ] 
f(z) = -84/5*z^3 + 36/5*z + 1
*
[ 2/3 ] 
f(z) = -83/8*z^3 + 37/9*z + 1
*
[ 1/2 ] 
f(z) = -82*z^3 + 39/2*z + 1
*
[ 1/2 ] 
f(z) = -82/3*z^3 + 35/6*z + 1
*
[ 1/2 ] 
f(z) = -82/5*z^3 + 31/10*z + 1
*
4/9 | 0.11785725585952020312314365405567062955 | 0.023165606721457174143790525654488928609
f(z) = -81*z^3 + 27/2*z + 1
*
[ 4/9 ] 
f(z) = -81/2*z^3 + 27/4*z + 1
*
[ 2/3 ] 
f(z) = -81/2*z^3 + 35/2*z + 1
*
[ -2/3 ] 
f(z) = -81/4*z^3 + 23/2*z + 1
*
[ -1/3 ] 
f(z) = -81/4*z^3 + 25/4*z + 1
*
[ -4/9 ] 
f(z) = -81/4*z^3 + 29/4*z + 1
*
-5/9 | 0.077663444351564632618245763460963583159 | 0.017673078380936153529961433480513123694
f(z) = -81/4*z^3 + 33/4*z + 1
*
[ -1/3 ] 
f(z) = -81/5*z^3 + 29/5*z + 1
*
-1/9 | 0.12809480453784842076911862829609588436 | 0.029149228954361761909558828198940909389
f(z) = -81/7*z^3 + 22/7*z + 1
*
[ -4/9 ] 
f(z) = -81/8*z^3 + 21/4*z + 1
*
2/3 | 0.10816610509088246593658471704933432047 | 0.024614257961290518710915249316391989025
f(z) = -81/10*z^3 + 21/10*z + 1
*
-2/9 | 0.11534878467500173099282047861324673782 | 0.024635957233913183516153723679717174450
f(z) = -81/16*z^3 + 27/4*z + 1
*
[ 8/9 ] 
f(z) = -81/16*z^3 + 31/8*z + 1
*
-4/3 | 0.10835725351867283397919389216438826374 | 0.021927376416980335950461150717114030884
f(z) = -81/16*z^3 + 35/4*z + 1
*
[ 4/3 ] 
f(z) = -81/16*z^3 + 37/4*z + 1
*
[ -3/10 ] 
f(z) = -100*z^3 + 40/3*z + 1
*
[ -1/4 ] 
f(z) = -100*z^3 + 45/4*z + 1
*
[ -3/5 ] 
f(z) = -100/3*z^3 + 44/3*z + 1
*
-1/5 | 0.080612844970635009450110685246235973423 | 0.015214801113953644655930196488927245370
f(z) = -100/3*z^3 + 47/6*z + 1
*
-1/10 | 0.12647099107181856223347303262507281876 | 0.027462826771663115020911047886102309291
f(z) = -100/3*z^3 + 52/3*z + 1
*
[ -2/5 ] 
f(z) = -100/3*z^3 + 53/6*z + 1
*
-3/20 | 0.11289592087152091270703128694988637309 | 0.018842792105982602683543928562766474982
f(z) = -100/3*z^3 + 53/12*z + 1
*
4/5 | 0.11744658208243966343313541179596081515 | 0.025503201258400436380925089251840996020
f(z) = -100/7*z^3 + 50/7*z + 1
*
[ -1/2 ] 
f(z) = -100/9*z^3 + 52/9*z + 1
*
-3/5 | 0.17019678592427292373567140578390094132 | 0.028406541436755250978073239241929269360
f(z) = -100/9*z^3 + 53/12*z + 1
*
[ -1/5 ] 
f(z) = -100/9*z^3 + 58/9*z + 1
*
[ -1/2 ] 
f(z) = -100/11*z^3 + 58/11*z + 1
*
[ 2/3 ] 
f(z) = -99/2*z^3 + 43/2*z + 1
*
[ -2/3 ] 
f(z) = -99/2*z^3 + 49/2*z + 1
*
[ -1/3 ] 
f(z) = -99/8*z^3 + 43/8*z + 1
*
-2 | 0.098811555943757546632231214180468312202 | 0.016547851793286114127411431328384374515
f(z) = -99/8*z^3 + 49*z + 1
*
[ 2 ] 
f(z) = -99/8*z^3 + 50*z + 1
*
[ -2 ] 
f(z) = -99/8*z^3 + 51*z + 1
*
[ -2/9 ] 
f(z) = -99/8*z^3 + 55/9*z + 1
*
[ -1/3 ] 
f(z) = -99/10*z^3 + 51/10*z + 1
*
-2/3 | 0.11215224626626185025749828117722523596 | 0.024406816345166043630157239872303388358
f(z) = -99/10*z^3 + 59/10*z + 1
*
-4/3 | 0.15290388019972995801770527470182175222 | 0.029704525354709039516339381138034922687
f(z) = -99/16*z^3 + 43/4*z + 1
*
[ 4/3 ] 
f(z) = -99/16*z^3 + 45/4*z + 1
*
[ -4/3 ] 
f(z) = -99/16*z^3 + 51/4*z + 1
*
-1/3 | 0.12275503072112064577724091496001703911 | 0.026714217414269440917745457927817164007
f(z) = -99/16*z^3 + 59/16*z + 1
*
[ 1/2 ] 
f(z) = -98*z^3 + 47/2*z + 1
*
[ 3/7 ] 
f(z) = -98*z^3 + 50/3*z + 1
*
[ -1/2 ] 
f(z) = -98*z^3 + 55/2*z + 1
*
-3/14 | 0.14916840319546832178165669841569109387 | 0.023392628289443216810347612390687048239
f(z) = -98*z^3 + 59/6*z + 1
*
-3/7 | 0.15127019419609488251469546996688546564 | 0.028659891639820529277582943834066102408
f(z) = -98/3*z^3 + 53/6*z + 1
*
[ 5/7 ] 
f(z) = -98/5*z^3 + 48/5*z + 1
*
-5/14 | 0.096446965299698239799297642897002795138 | 0.018272995477850986093060642705430132544
f(z) = -98/5*z^3 + 59/10*z + 1
*
[ 6/7 ] 
f(z) = -98/9*z^3 + 47/6*z + 1
*
9/14 | 0.15300992350877549173240106420745153306 | 0.028989503523040633458295349943247618193
f(z) = -98/9*z^3 + 55/18*z + 1
*
[ 5/7 ] 
f(z) = -98/15*z^3 + 44/15*z + 1
*
5/7 | 0.10481623898874033912621236771051382428 | 0.022860846772926771285894543044245096317
f(z) = -98/15*z^3 + 47/15*z + 1
*
-3/7 | 0.088711037549280261184489317710587746052 | 0.019348237029371983854731935668132584454
f(z) = -98/15*z^3 + 53/15*z + 1
*
[ 2/3 ] 
f(z) = -97/8*z^3 + 44/9*z + 1
*
-2 | 0.098436523802875534676693376605844191496 | 0.016542167158077563311801937381239511853
f(z) = -97/8*z^3 + 48*z + 1
*
[ 2 ] 
f(z) = -97/8*z^3 + 49*z + 1
*
[ -2 ] 
f(z) = -97/8*z^3 + 50*z + 1
*
0 | 0.12444573795545366826714825177726124433 | 0.027202972721167645115612960227688979985
f(z) = -97/19*z^3 + 59/19*z + 1
*
[ -1/12 ] 
f(z) = -96*z^3 + 41/3*z + 1
*
1/3 | 0.093377880989382617110989079973230477435 | 0.014691047725135487353123115929296744871
f(z) = -96*z^3 + 43/6*z + 1
*
[ -1/3 ] 
f(z) = -96*z^3 + 44/3*z + 1
*
-1/12 | 0.16032783484466944395872710523597629937 | 0.028311664085782316541652793168069358286
f(z) = -96*z^3 + 53/3*z + 1
*
-1/8 | 0.11465006202126395279889042808258774634 | 0.021806973455697817268816919177433401375
f(z) = -96/5*z^3 + 43/10*z + 1
*
-1/4 | 0.16501169758462040518161476226197809589 | 0.029138769052589098790126035627703886066
f(z) = -96/5*z^3 + 53/15*z + 1
*
[ -1/4 ] 
f(z) = -96/7*z^3 + 41/7*z + 1
*
[ -1/2 ] 
f(z) = -96/7*z^3 + 45/7*z + 1
*
[ -1/2 ] 
f(z) = -96/11*z^3 + 57/11*z + 1
*
0 | 0.12425887356562952652502940411754712019 | 0.027223793705727225769518030700073261932
f(z) = -96/19*z^3 + 58/19*z + 1
*
[ -1/5 ] 
f(z) = -95*z^3 + 49/5*z + 1
*
[ 2/3 ] 
f(z) = -95/8*z^3 + 43/9*z + 1
*
-2 | 0.098053729088353612759877702651034861015 | 0.016536344545500356384849719996726273851
f(z) = -95/8*z^3 + 47*z + 1
*
[ 2 ] 
f(z) = -95/8*z^3 + 48*z + 1
*
[ -2 ] 
f(z) = -95/8*z^3 + 49*z + 1
*
[ 3/5 ] 
f(z) = -95/9*z^3 + 47/15*z + 1
*
0 | 0.097645574441474478324456547057364128510 | 0.021442295601266289090844535586139551701
f(z) = -95/18*z^3 + 59/18*z + 1
*
[ 1/2 ] 
f(z) = -94*z^3 + 45/2*z + 1
*
[ -1/2 ] 
f(z) = -94*z^3 + 53/2*z + 1
*
[ 1/2 ] 
f(z) = -94/3*z^3 + 41/6*z + 1
*
0 | 0.12387938895014054932159949646263183952 | 0.027266421151798049755984955881411379283
f(z) = -94/19*z^3 + 56/19*z + 1
*
[ -1/3 ] 
f(z) = -93*z^3 + 43/3*z + 1
*
[ -1/3 ] 
f(z) = -93/2*z^3 + 55/6*z + 1
*
[ 2/3 ] 
f(z) = -93/4*z^3 + 59/6*z + 1
*
-2 | 0.097662843208963685972444366517143244484 | 0.016530377828316667056553940232939882838
f(z) = -93/8*z^3 + 46*z + 1
*
[ 2 ] 
f(z) = -93/8*z^3 + 47*z + 1
*
[ -2 ] 
f(z) = -93/8*z^3 + 48*z + 1
*
-2/3 | 0.16021772852969498656550570820599669547 | 0.028451732013863982185005161734622968371
f(z) = -93/16*z^3 + 49/12*z + 1
*
0 | 0.12363354211007558097866821129201368650 | 0.027276520305142983497296886241054103574
f(z) = -93/17*z^3 + 59/17*z + 1
*
0 | 0.12368668894252354696425548991180265029 | 0.027288245769201356013335653106903736711
f(z) = -93/19*z^3 + 55/19*z + 1
*
[ -1/4 ] 
f(z) = -92*z^3 + 43/4*z + 1
*
[ -1/2 ] 
f(z) = -92/7*z^3 + 44/7*z + 1
*
[ -1/2 ] 
f(z) = -92/9*z^3 + 50/9*z + 1
*
[ -1/2 ] 
f(z) = -92/11*z^3 + 56/11*z + 1
*
0 | 0.12343825982190303533400295134500323073 | 0.027298547404102636821834387029724005337
f(z) = -92/17*z^3 + 58/17*z + 1
*
0 | 0.12349196184951587315117510776138169891 | 0.027310423684184684408624853412866605693
f(z) = -92/19*z^3 + 54/19*z + 1
*
[ 2/3 ] 
f(z) = -91/8*z^3 + 41/9*z + 1
*
-2 | 0.097263516228400920845269818565729334329 | 0.016524260480057837265079548163429855022
f(z) = -91/8*z^3 + 45*z + 1
*
[ 2 ] 
f(z) = -91/8*z^3 + 46*z + 1
*
[ -2 ] 
f(z) = -91/8*z^3 + 47*z + 1
*
0 | 0.097541554043968762011842440467749863441 | 0.021623718030466307867711447766973239339
f(z) = -91/16*z^3 + 59/16*z + 1
*
0 | 0.12324089560073897153965396909013352801 | 0.027320934164030721996172214072927651641
f(z) = -91/17*z^3 + 57/17*z + 1
*
0 | 0.096869538281065733899271714200414169122 | 0.021474740709862071523249982071579389407
f(z) = -91/18*z^3 + 55/18*z + 1
*
0 | 0.12329516455357097321423092317459645169 | 0.027332964898473592403093059866701195118
f(z) = -91/19*z^3 + 53/19*z + 1
*
[ 1/2 ] 
f(z) = -90*z^3 + 43/2*z + 1
*
[ -1/5 ] 
f(z) = -90*z^3 + 48/5*z + 1
*
[ -1/2 ] 
f(z) = -90*z^3 + 51/2*z + 1
*
-4/15 | 0.11650200785366706221092036279535265559 | 0.019069780079358188522500214031645415807
f(z) = -90*z^3 + 52/5*z + 1
*
-2/15 | 0.15016775651717886822382483087823576197 | 0.024580401184073416886240757529767168811
f(z) = -90*z^3 + 58/5*z + 1
*
[ -1/3 ] 
f(z) = -90/11*z^3 + 54/11*z + 1
*
0 | 0.12304140456202699700693249635755947515 | 0.027343690861706231036589734509963063851
f(z) = -90/17*z^3 + 56/17*z + 1
*
0 | 0.12309625254611211435407045804937801887 | 0.027355879818151824825587288262647048337
f(z) = -90/19*z^3 + 52/19*z + 1
*
[ 2/3 ] 
f(z) = -89/8*z^3 + 40/9*z + 1
*
-2 | 0.096855374972914988591145112931439896611 | 0.016517985540425064250019176267422735208
f(z) = -89/8*z^3 + 44*z + 1
*
[ 2 ] 
f(z) = -89/8*z^3 + 45*z + 1
*
[ -2 ] 
f(z) = -89/8*z^3 + 46*z + 1
*
0 | 0.10243937999416775041979093912846594484 | 0.022821937790492224338112944956909991506
f(z) = -89/15*z^3 + 59/15*z + 1
*
0 | 0.097139809681748821487489644856902226966 | 0.021641274026290897038554358011256035738
f(z) = -89/16*z^3 + 57/16*z + 1
*
0 | 0.12283974035341856978992351154437576721 | 0.027366828193469602175538858191461105951
f(z) = -89/17*z^3 + 55/17*z + 1
*
0 | 0.096468969584386712351490942808655648133 | 0.021491821042777745663290155082740483752
f(z) = -89/18*z^3 + 53/18*z + 1
*
0 | 0.12289517986702403160497722224541461971 | 0.027379179274964931719852112399081112252
f(z) = -89/19*z^3 + 51/19*z + 1
*
[ -1/4 ] 
f(z) = -88/3*z^3 + 41/6*z + 1
*
-1/4 | 0.12560255764691967427351453134779578043 | 0.024292224435363112003811395810313082361
f(z) = -88/3*z^3 + 47/6*z + 1
*
-1/4 | 0.14685151912628236715038887343755529527 | 0.028401890280911465123227281660779096869
f(z) = -88/5*z^3 + 51/10*z + 1
*
[ -1/2 ] 
f(z) = -88/7*z^3 + 43/7*z + 1
*
[ -3/4 ] 
f(z) = -88/9*z^3 + 47/6*z + 1
*
[ -1/2 ] 
f(z) = -88/9*z^3 + 49/9*z + 1
*
-1/2 | 0.13124631636046669902158582821072227917 | 0.029313478480345750438389486740328379759
f(z) = -88/15*z^3 + 52/15*z + 1
*
0 | 0.10223488491507479036934793516002206325 | 0.022833860652270215920710173687534238808
f(z) = -88/15*z^3 + 58/15*z + 1
*
0 | 0.12263585509004862725157956558813475837 | 0.027390357297553621373124216336207458533
f(z) = -88/17*z^3 + 54/17*z + 1
*
0 | 0.12269189904081713014552375744264592715 | 0.027402874549011513828941021530580779157
f(z) = -88/19*z^3 + 50/19*z + 1
*
[ -1/3 ] 
f(z) = -87*z^3 + 41/3*z + 1
*
[ -1/3 ] 
f(z) = -87/2*z^3 + 53/6*z + 1
*
[ 2/3 ] 
f(z) = -87/4*z^3 + 55/6*z + 1
*
-2 | 0.096438020924163437826765173139994989370 | 0.016511545576917432502556902452791212504
f(z) = -87/8*z^3 + 43*z + 1
*
[ 2 ] 
f(z) = -87/8*z^3 + 44*z + 1
*
[ -2 ] 
f(z) = -87/8*z^3 + 45*z + 1
*
0 | 0.10950881182802194812295837422201551353 | 0.024521062439818619637710578812069070902
f(z) = -87/14*z^3 + 59/14*z + 1
*
-2/3 | 0.15494552459190072002287510822337588458 | 0.027845261271393381685121535453422975836
f(z) = -87/16*z^3 + 47/12*z + 1
*
0 | 0.096729153422832884090961948772356903904 | 0.021659458916941146734696880015113694801
f(z) = -87/16*z^3 + 55/16*z + 1
*
[ -2/3 ] 
f(z) = -87/16*z^3 + 59/12*z + 1
*
0 | 0.12242969928620268985070587366774013868 | 0.027414289777884261904939925876604193223
f(z) = -87/17*z^3 + 53/17*z + 1
*
0 | 0.12248636100924214643869906749891162315 | 0.027426977392930074068188872809061510393
f(z) = -87/19*z^3 + 49/19*z + 1
*
[ 1/2 ] 
f(z) = -86*z^3 + 41/2*z + 1
*
[ -1/2 ] 
f(z) = -86*z^3 + 49/2*z + 1
*
0 | 0.10182002460451657756770045545152014970 | 0.022858573396411197221761237257705531985
f(z) = -86/15*z^3 + 56/15*z + 1
*
0 | 0.12222122178313122413337419073154386567 | 0.027438637729467091218247236421053767588
f(z) = -86/17*z^3 + 52/17*z + 1
*
0 | 0.12227851506011567501970051321985676054 | 0.027451500057699252078175051844620025284
f(z) = -86/19*z^3 + 48/19*z + 1
*
[ -1/5 ] 
f(z) = -85*z^3 + 47/5*z + 1
*
[ 2/5 ] 
f(z) = -85/2*z^3 + 53/10*z + 1
*
-2/5 | 0.13561201049710559335868696409487343531 | 0.022407470662103065427473581903719212169
f(z) = -85/6*z^3 + 49/15*z + 1
*
-2 | 0.096011027867311440364299037044836695841 | 0.016504932642187767991844377438070821530
f(z) = -85/8*z^3 + 42*z + 1
*
[ 2 ] 
f(z) = -85/8*z^3 + 43*z + 1
*
[ -2 ] 
f(z) = -85/8*z^3 + 44*z + 1
*
[ 3/5 ] 
f(z) = -85/9*z^3 + 41/15*z + 1
*
0 | 0.12189367360083219513873318983126878418 | 0.027437146551342834169666997308612379476
f(z) = -85/13*z^3 + 59/13*z + 1
*
0 | 0.10908754422665197285086010998636581892 | 0.024554604430695481593784182703001368112
f(z) = -85/14*z^3 + 57/14*z + 1
*
0 | 0.096309180769105402223493700284992766726 | 0.021678312162901892440742514210843184535
f(z) = -85/16*z^3 + 53/16*z + 1
*
0 | 0.095640851484941222280787139171992174856 | 0.021527877378450195813464409196971795268
f(z) = -85/18*z^3 + 49/18*z + 1
*
0 | 0.12206830875209787852708220105831961568 | 0.027476455320180036288366954200425889711
f(z) = -85/19*z^3 + 47/19*z + 1
*
[ -1/3 ] 
f(z) = -84*z^3 + 40/3*z + 1
*
[ -1/4 ] 
f(z) = -84*z^3 + 41/4*z + 1
*
[ -1/2 ] 
f(z) = -84/11*z^3 + 54/11*z + 1
*
0 | 0.12167905254733555657470186175516068130 | 0.027461991337376094640254874942417186105
f(z) = -84/13*z^3 + 58/13*z + 1
*
0 | 0.12179708821692419255127312506631249389 | 0.027488631046248609921210643521532302789
f(z) = -84/17*z^3 + 50/17*z + 1
*
0 | 0.12185568783514285057140089887164106467 | 0.027501856512540503491921680859004562679
f(z) = -84/19*z^3 + 46/19*z + 1
*
-2 | 0.095573939259397478986207903390685617021 | 0.016498138226548392149893837678953908555
f(z) = -83/8*z^3 + 41*z + 1
*
[ 2 ] 
f(z) = -83/8*z^3 + 42*z + 1
*
[ -2 ] 
f(z) = -83/8*z^3 + 43*z + 1
*
0 | 0.075417429768885666382221357644794560303 | 0.017067243755255446227353624143039702095
f(z) = -83/12*z^3 + 59/12*z + 1
*
0 | 0.12146191436421616282523334339974622270 | 0.027487281199939387562384469786169060497
f(z) = -83/13*z^3 + 57/13*z + 1
*
0 | 0.10865646735992962628560870719609206371 | 0.024589361102596971833180089931884971254
f(z) = -83/14*z^3 + 55/14*z + 1
*
0 | 0.10117708943361384722248123635078917814 | 0.022896750169059524889867056309307714920
f(z) = -83/15*z^3 + 53/15*z + 1
*
0 | 0.095879459033476627477787099226171370309 | 0.021697876783404906346806388042090368025
f(z) = -83/16*z^3 + 51/16*z + 1
*
0 | 0.12158132076207953731527099092136862157 | 0.027514303310140125276652472683281382413
f(z) = -83/17*z^3 + 49/17*z + 1
*
0 | 0.095212472280623217468790725049063776135 | 0.021546935210251853653938226546197542576
f(z) = -83/18*z^3 + 47/18*z + 1
*
0 | 0.12164059616631930977136150471343743899 | 0.027527717553716865065020288025330978932
f(z) = -83/19*z^3 + 45/19*z + 1
*
[ -1/2 ] 
f(z) = -82*z^3 + 47/2*z + 1
*
[ -1/2 ] 
f(z) = -82/3*z^3 + 59/6*z + 1
*
0 | 0.12124219929341071550038387062396359654 | 0.027513030100267767668955796832836861173
f(z) = -82/13*z^3 + 56/13*z + 1
*
0 | 0.10095911280648842906934796787502356908 | 0.022910266604609567447879108563036688382
f(z) = -82/15*z^3 + 52/15*z + 1
*
0 | 0.12136300864872062141682923129491925759 | 0.027540444906732896094798277620441125577
f(z) = -82/17*z^3 + 48/17*z + 1
*
0 | 0.12142297562067436251581526269403844443 | 0.027554052983079254976518454464291308227
f(z) = -82/19*z^3 + 44/19*z + 1
*
-1/18 | 0.16884272166237186587630457966629583754 | 0.029207786368849073298235851976860216631
f(z) = -81*z^3 + 45/4*z + 1
*
[ 4/9 ] 
f(z) = -81*z^3 + 59/4*z + 1
*
[ -2/3 ] 
f(z) = -81/2*z^3 + 41/2*z + 1
*
[ -4/9 ] 
f(z) = -81/2*z^3 + 45/4*z + 1
*
-1/3 | 0.14723237354086342503942904305654777921 | 0.026803336365253832133118391495987942732
f(z) = -81/2*z^3 + 49/6*z + 1
*
[ -1/9 ] 
f(z) = -81/4*z^3 + 41/4*z + 1
*
2/3 | 0.15316815796096588371735052227706030320 | 0.027883933129249370625646645442186035902
f(z) = -81/4*z^3 + 43/6*z + 1
*
-1/9 | 0.11786567395734041940704926885176173658 | 0.026821489977195128059898249561072402815
f(z) = -81/5*z^3 + 46/5*z + 1
*
[ -1/9 ] 
f(z) = -81/5*z^3 + 51/5*z + 1
*
8/9 | 0.12387098234157874895008137524626093807 | 0.028188056792026317944450293715157081612
f(z) = -81/5*z^3 + 54/5*z + 1
*
[ 7/9 ] 
f(z) = -81/7*z^3 + 47/7*z + 1
*
-2 | 0.095126265277000091905734548141107384655 | 0.016491153204956110878284461376706425030
f(z) = -81/8*z^3 + 40*z + 1
*
[ 2 ] 
f(z) = -81/8*z^3 + 41*z + 1
*
[ -1/3 ] 
f(z) = -81/8*z^3 + 41/8*z + 1
*
[ -2 ] 
f(z) = -81/8*z^3 + 42*z + 1
*
-10/27 | 0.14567016086590867594044546372801009183 | 0.022099115761531951156544863625777791905
f(z) = -81/8*z^3 + 53/9*z + 1
*
-4/9 | 0.089942171409998441261114326494432643592 | 0.020467223136343856534342954943381746685
f(z) = -81/10*z^3 + 41/10*z + 1
*
[ -5/9 ] 
f(z) = -81/10*z^3 + 53/10*z + 1
*
[ -2/9 ] 
f(z) = -81/10*z^3 + 59/10*z + 1
*
[ -1/3 ] 
f(z) = -81/11*z^3 + 53/11*z + 1
*
0 | 0.12095826626293858610236328933938261689 | 0.027525239684325073864926804651776169258
f(z) = -81/11*z^3 + 59/11*z + 1
*
0 | 0.12101984542274420574910132427522775298 | 0.027539252626024523279359487587826264543
f(z) = -81/13*z^3 + 55/13*z + 1
*
[ 7/9 ] 
f(z) = -81/14*z^3 + 45/14*z + 1
*
0 | 0.10821511337124247180738913679489621384 | 0.024625410276093819452895962581979459935
f(z) = -81/14*z^3 + 53/14*z + 1
*
-2/3 | 0.11366005777118503376094493719970405577 | 0.025864460771001281151169994617888282100
f(z) = -81/14*z^3 + 57/14*z + 1
*
-2/9 | 0.15034360739404928838667394526506083425 | 0.028711023336311083776917545218952077169
f(z) = -81/16*z^3 + 47/4*z + 1
*
[ -8/9 ] 
f(z) = -81/16*z^3 + 49/8*z + 1
*
-2/3 | 0.16353900331417548830449556256735534672 | 0.029771923180003778778836888145010599255
f(z) = -81/16*z^3 + 49/12*z + 1
*
-2/3 | 0.12206982490709664258952450685100613232 | 0.022222548603581820148319707789254886857
f(z) = -81/16*z^3 + 53/12*z + 1
*
-1/3 | 0.079092471537057814385689072883243026469 | 0.017998267530974163499119770815776168314
f(z) = -81/16*z^3 + 57/16*z + 1
*
0 | 0.12114209111558059813587817054654275338 | 0.027567070832250988209922032682477101752
f(z) = -81/17*z^3 + 47/17*z + 1
*
0 | 0.12120276599678575086632253193270761473 | 0.027580877996486951573163021114730361088
f(z) = -81/19*z^3 + 43/19*z + 1
*
3/5 | 0.14754674068219134179432848860783514729 | 0.027847848755485384279668804847685509674
f(z) = -100/13*z^3 + 59/26*z + 1
*
-3/14 | 0.14523869159677726317560493396152441745 | 0.027517153562168207756860610686891429917
f(z) = -98/11*z^3 + 53/22*z + 1
*
-1/2 | 0.053732933777345635580146461332567802852 | 0.010392244484058044731825307515552192305
f(z) = -88/15*z^3 + 59/30*z + 1
*
-1/3 | 0.14259417453648884566399575784678615799 | 0.025958962230317175269171135095927358211
f(z) = -81/8*z^3 + 59/24*z + 1
*
[ 2/3 ] 
f(z) = -81/13*z^3 + 59/26*z + 1
*
20/27 | 0.18191458287961407211802430622822221370 | 0.027597631538747271196016264416788205391
f(z) = -81/16*z^3 + 55/36*z + 1
*
[ 2/3 ] 
f(z) = -81/17*z^3 + 55/34*z + 1
*
[ 2/3 ] 
f(z) = -81/19*z^3 + 53/38*z + 1
*
-7/20 | 0.12875292818036149712570214948352111479 | 0.021489391645071021050177665977881355984
f(z) = -100*z^3 + 61/4*z + 1
*
[ -7/10 ] 
f(z) = -100/7*z^3 + 66/7*z + 1
*
[ -1/10 ] 
f(z) = -100/7*z^3 + 78/7*z + 1
*
[ 3/2 ] 
f(z) = -100/9*z^3 + 76/3*z + 1
*
[ -1/5 ] 
f(z) = -100/11*z^3 + 70/11*z + 1
*
0 | 0.12479582613157779557446175193726650471 | 0.027099069326750937238357560505784928674
f(z) = -100/11*z^3 + 78/11*z + 1
*
[ -1/2 ] 
f(z) = -100/13*z^3 + 64/13*z + 1
*
0 | 0.12484599166836164714543361846280686159 | 0.027109962634654407908348248158595389474
f(z) = -100/13*z^3 + 74/13*z + 1
*
0 | 0.12494571300651387306345229989589433607 | 0.027131616848098167875849491215074471097
f(z) = -100/17*z^3 + 66/17*z + 1
*
[ -1/2 ] 
f(z) = -100/17*z^3 + 76/17*z + 1
*
0 | 0.12499527338241897941615502247631887167 | 0.027142378746986487160255589283096814833
f(z) = -100/19*z^3 + 62/19*z + 1
*
[ -1/6 ] 
f(z) = -99/2*z^3 + 67/8*z + 1
*
[ -2/11 ] 
f(z) = -99/8*z^3 + 76/11*z + 1
*
[ -2/3 ] 
f(z) = -99/10*z^3 + 69/10*z + 1
*
0 | 0.11175168580074727109713873075363357555 | 0.024319645503364638419118438741650515904
f(z) = -99/10*z^3 + 79/10*z + 1
*
[ -1/3 ] 
f(z) = -99/13*z^3 + 63/13*z + 1
*
0 | 0.12466316087207969738408892248124144959 | 0.027129468857798854616375759394747252314
f(z) = -99/13*z^3 + 73/13*z + 1
*
[ -1/3 ] 
f(z) = -99/14*z^3 + 67/14*z + 1
*
0 | 0.11185300581490089031833527291445232927 | 0.024341694985741175688973619989192982944
f(z) = -99/14*z^3 + 71/14*z + 1
*
[ -2/3 ] 
f(z) = -99/14*z^3 + 79/14*z + 1
*
0 | 0.099066643373237340068761830119801435748 | 0.021559098914544242523478235318223316694
f(z) = -99/16*z^3 + 67/16*z + 1
*
[ -1/3 ] 
f(z) = -99/16*z^3 + 75/16*z + 1
*
0 | 0.12476385865447229625291516714667666310 | 0.027151382928742977968375128040826895202
f(z) = -99/17*z^3 + 65/17*z + 1
*
[ -1/3 ] 
f(z) = -99/17*z^3 + 79/17*z + 1
*
0 | 0.12481390144030015938858974950044038226 | 0.027162273348897394048474237364382803284
f(z) = -99/19*z^3 + 61/19*z + 1
*
[ -3/14 ] 
f(z) = -98*z^3 + 61/6*z + 1
*
[ -3/7 ] 
f(z) = -98*z^3 + 64/3*z + 1
*
-2/21 | 0.11085912312175777448235686446395260019 | 0.016345618379174776710971935987582839486
f(z) = -98*z^3 + 71/9*z + 1
*
[ -5/14 ] 
f(z) = -98/5*z^3 + 63/10*z + 1
*
-5/14 | 0.062688874464431114083370322592926509164 | 0.011877133884312085780961850658254876529
f(z) = -98/5*z^3 + 69/10*z + 1
*
[ -6/7 ] 
f(z) = -98/9*z^3 + 61/6*z + 1
*
[ 9/14 ] 
f(z) = -98/9*z^3 + 71/18*z + 1
*
[ -1/7 ] 
f(z) = -98/9*z^3 + 74/9*z + 1
*
-2/7 | 0.11624030843323171062195199114511481520 | 0.022023073756070711514386821604621955714
f(z) = -98/9*z^3 + 79/18*z + 1
*
0 | 0.12442734298541030384640393076107921926 | 0.027138108081300604290841545167082762731
f(z) = -98/11*z^3 + 76/11*z + 1
*
-1/7 | 0.13383299840453236170034837115307323227 | 0.029189519669905647575518592880011195786
f(z) = -98/11*z^3 + 79/11*z + 1
*
-5/7 | 0.096872650150387736367031660251669886938 | 0.021128317834541394694318930424744638399
f(z) = -98/15*z^3 + 71/15*z + 1
*
-4/7 | 0.089446618521512668604948957021475287984 | 0.019508670222334497912128860769913306659
f(z) = -98/15*z^3 + 77/15*z + 1
*
0 | 0.12458020023962885996735621918331988415 | 0.027171446868310469329310421362955203601
f(z) = -98/17*z^3 + 64/17*z + 1
*
0 | 0.12463073492461355069983570478825623432 | 0.027182468688033243775055397633369799640
f(z) = -98/19*z^3 + 60/19*z + 1
*
[ 1/3 ] 
f(z) = -97*z^3 + 79/9*z + 1
*
[ -2/3 ] 
f(z) = -97/8*z^3 + 71/9*z + 1
*
0 | 0.11062530313160890320219887968190835694 | 0.024181921798215978828817511488560707936
f(z) = -97/9*z^3 + 79/9*z + 1
*
0 | 0.11137898694131687128547025952967403361 | 0.024346671836688253162726561323432723085
f(z) = -97/10*z^3 + 77/10*z + 1
*
0 | 0.12424031454739459421888538260917768723 | 0.027158068593010836761827029745725763851
f(z) = -97/11*z^3 + 75/11*z + 1
*
0 | 0.078250695137829322564393928938868236666 | 0.017105057675890389410090276807792763966
f(z) = -97/12*z^3 + 73/12*z + 1
*
0 | 0.12429199239108911181946346004785352292 | 0.027169365010191583776489652042262484694
f(z) = -97/13*z^3 + 71/13*z + 1
*
0 | 0.11148234326983053162667194152722051659 | 0.024369264811195130835455113480638758698
f(z) = -97/14*z^3 + 69/14*z + 1
*
0 | 0.10399878188980198004168357417515619292 | 0.022733410346247751913225216909745795252
f(z) = -97/15*z^3 + 67/15*z + 1
*
0 | 0.098696986523270149415571200353355139270 | 0.021574474756339443970669808066838132371
f(z) = -97/16*z^3 + 65/16*z + 1
*
0 | 0.12439470159913821745709973894966067832 | 0.027191816528666026716238972333043073793
f(z) = -97/17*z^3 + 63/17*z + 1
*
0 | 0.098021724607195377806410066471059217991 | 0.021426867198343357490897597589149879328
f(z) = -97/18*z^3 + 61/18*z + 1
*
[ 3/8 ] 
f(z) = -96*z^3 + 71/6*z + 1
*
-1/12 | 0.11352786558333805505404281371455657666 | 0.017861224454292611121888850423833192695
f(z) = -96*z^3 + 79/6*z + 1
*
-1/4 | 0.11018387408160892785538454427325800835 | 0.020957483798813450770146085302135399719
f(z) = -96/5*z^3 + 67/10*z + 1
*
7/12 | 0.16485095629551527640531567701755403839 | 0.029110384378235646477961946635150989596
f(z) = -96/5*z^3 + 68/15*z + 1
*
[ 5/8 ] 
f(z) = -96/5*z^3 + 69/10*z + 1
*
-1/4 | 0.14486386478382243014479772496516762857 | 0.027553778849632992794938435234648351821
f(z) = -96/5*z^3 + 77/10*z + 1
*
[ -1/4 ] 
f(z) = -96/11*z^3 + 61/11*z + 1
*
0 | 0.12405137768018982910105825161494165977 | 0.027178333570624568452250302387806428648
f(z) = -96/11*z^3 + 74/11*z + 1
*
[ -1/2 ] 
f(z) = -96/13*z^3 + 63/13*z + 1
*
0 | 0.12410358009995712527779336769868161835 | 0.027189770563942667732376330692335426103
f(z) = -96/13*z^3 + 70/13*z + 1
*
[ -1/4 ] 
f(z) = -96/13*z^3 + 71/13*z + 1
*
0 | 0.12420732547150091767350490441678420026 | 0.027212500068176749665050716496913512358
f(z) = -96/17*z^3 + 62/17*z + 1
*
[ -1/2 ] 
f(z) = -96/17*z^3 + 75/17*z + 1
*
[ 1/3 ] 
f(z) = -95*z^3 + 77/9*z + 1
*
[ 2/5 ] 
f(z) = -95/2*z^3 + 61/10*z + 1
*
[ -1/5 ] 
f(z) = -95/2*z^3 + 79/10*z + 1
*
[ -2/5 ] 
f(z) = -95/4*z^3 + 73/10*z + 1
*
[ 1/2 ] 
f(z) = -95/4*z^3 + 79/16*z + 1
*
[ -2/3 ] 
f(z) = -95/8*z^3 + 70/9*z + 1
*
0 | 0.095256382885631314473700596260228682312 | 0.020917645591458175879821907245806677373
f(z) = -95/8*z^3 + 79/8*z + 1
*
0 | 0.11024441269810225557955008104314454633 | 0.024208913706350744284391744835632316918
f(z) = -95/9*z^3 + 77/9*z + 1
*
0 | 0.12386049302993849769499136152297431482 | 0.027198911164769219248448806413768556880
f(z) = -95/11*z^3 + 73/11*z + 1
*
0 | 0.077871404692671872456143993567984610103 | 0.017100024121491476151188738133114862486
f(z) = -95/12*z^3 + 71/12*z + 1
*
0 | 0.12391323078784859105301929991134439584 | 0.027210492013168385730366073846620648766
f(z) = -95/13*z^3 + 69/13*z + 1
*
0 | 0.11110410829789653715697542880308588022 | 0.024397696938804822836566431202860001069
f(z) = -95/14*z^3 + 67/14*z + 1
*
0 | 0.098319798260005515924254125002474277292 | 0.021590350508015002202362558751348305991
f(z) = -95/16*z^3 + 63/16*z + 1
*
0 | 0.12401803345159181935582080069235334618 | 0.027233505956284971288101258641059292727
f(z) = -95/17*z^3 + 61/17*z + 1
*
[ 1/3 ] 
f(z) = -94*z^3 + 76/9*z + 1
*
[ -1/2 ] 
f(z) = -94/3*z^3 + 65/6*z + 1
*
[ -1/2 ] 
f(z) = -94/5*z^3 + 77/10*z + 1
*
0 | 0.11005098853529241576208516823354595150 | 0.024222726855576545139431420460713574159
f(z) = -94/9*z^3 + 76/9*z + 1
*
0 | 0.12366762001265745879621017748867134782 | 0.027219809838284009475705438540854980627
f(z) = -94/11*z^3 + 72/11*z + 1
*
0 | 0.12372090420549795365364386687730738383 | 0.027231537933288637820793302612235032045
f(z) = -94/13*z^3 + 68/13*z + 1
*
0 | 0.10343032020102965139619328524114949087 | 0.022765487417779197293923591807816663785
f(z) = -94/15*z^3 + 64/15*z + 1
*
0 | 0.12382678594336303813440721629285019654 | 0.027254842988967235438351123730912023031
f(z) = -94/17*z^3 + 60/17*z + 1
*
[ -2/3 ] 
f(z) = -93/4*z^3 + 77/6*z + 1
*
[ 1/2 ] 
f(z) = -93/4*z^3 + 77/16*z + 1
*
[ -1/3 ] 
f(z) = -93/4*z^3 + 79/12*z + 1
*
0 | 0.12336431726060805696795000819211334899 | 0.027217122855649772560532250773160227500
f(z) = -93/7*z^3 + 79/7*z + 1
*
0 | 0.092014474615264663617900420282426901976 | 0.020300596766658438275605504346950080763
f(z) = -93/8*z^3 + 77/8*z + 1
*
0 | 0.11061030009861741237194734068207312645 | 0.024403281222111160094607885083670615174
f(z) = -93/10*z^3 + 73/10*z + 1
*
0 | 0.12347271676242267468237384888932916036 | 0.027241038381823739883535576821664300860
f(z) = -93/11*z^3 + 71/11*z + 1
*
0 | 0.12352655883572870994261914007119023257 | 0.027252917232665815542706364277977855192
f(z) = -93/13*z^3 + 67/13*z + 1
*
0 | 0.11071798496928823916021518211686301524 | 0.024427039083540013622246431958292614798
f(z) = -93/14*z^3 + 65/14*z + 1
*
[ -2/3 ] 
f(z) = -93/16*z^3 + 61/12*z + 1
*
0 | 0.097934765215916827289496991447768084842 | 0.021606754658966173045834247800532523522
f(z) = -93/16*z^3 + 61/16*z + 1
*
[ 1/3 ] 
f(z) = -92*z^3 + 74/9*z + 1
*
0 | 0.12316618606581919204869621103191528608 | 0.027238377904479237566559066420800587119
f(z) = -92/7*z^3 + 78/7*z + 1
*
[ 3/4 ] 
f(z) = -92/9*z^3 + 65/12*z + 1
*
[ 3/2 ] 
f(z) = -92/9*z^3 + 70/3*z + 1
*
[ -3/2 ] 
f(z) = -92/9*z^3 + 74/3*z + 1
*
0 | 0.10965797115927848311595180951289301422 | 0.024251016890940588029732133507780363875
f(z) = -92/9*z^3 + 74/9*z + 1
*
0 | 0.12327574007679633981102103392950873284 | 0.027262605930427466152309312197013201856
f(z) = -92/11*z^3 + 70/11*z + 1
*
[ -1/2 ] 
f(z) = -92/13*z^3 + 62/13*z + 1
*
0 | 0.12333015183962364745326314298971772658 | 0.027274639169465549893408933859497247475
f(z) = -92/13*z^3 + 66/13*z + 1
*
0 | 0.10304068571483039863227862054285887536 | 0.022787594766776042463547792192638646237
f(z) = -92/15*z^3 + 62/15*z + 1
*
[ -1/2 ] 
f(z) = -92/15*z^3 + 68/15*z + 1
*
[ -1/2 ] 
f(z) = -92/17*z^3 + 74/17*z + 1
*
[ -1/7 ] 
f(z) = -91*z^3 + 69/7*z + 1
*
[ 1/3 ] 
f(z) = -91*z^3 + 73/9*z + 1
*
[ 1/2 ] 
f(z) = -91/3*z^3 + 79/12*z + 1
*
[ 1/2 ] 
f(z) = -91/4*z^3 + 75/16*z + 1
*
0 | 0.089759025729321861693932638581913199908 | 0.019898430797866076770926419462960521573
f(z) = -91/6*z^3 + 79/6*z + 1
*
[ -2/3 ] 
f(z) = -91/8*z^3 + 68/9*z + 1
*
0 | 0.094469114238984203950538512871550283637 | 0.020942597325965137620635178145124780663
f(z) = -91/8*z^3 + 75/8*z + 1
*
0 | 0.10945828939177905340700644645876282500 | 0.024265506215310937578307919051181613278
f(z) = -91/9*z^3 + 73/9*z + 1
*
0 | 0.11021364910469798344267847773204514520 | 0.024432959826275247143739312795482037101
f(z) = -91/10*z^3 + 71/10*z + 1
*
0 | 0.12307664535931837420888115858190440845 | 0.027284521981123383695102442406611699475
f(z) = -91/11*z^3 + 69/11*z + 1
*
0 | 0.077089721026183212482796105127216662267 | 0.017089807588733699020055986964597111532
f(z) = -91/12*z^3 + 67/12*z + 1
*
0 | 0.10284274967602281221461781930317210342 | 0.022798925465855372763013546237355776622
f(z) = -91/15*z^3 + 61/15*z + 1
*
[ 2/3 ] 
f(z) = -90*z^3 + 79/2*z + 1
*
[ 2/3 ] 
f(z) = -90/7*z^3 + 73/14*z + 1
*
0 | 0.12276344813328704941816577347467339346 | 0.027281920153808813037175511529053646038
f(z) = -90/7*z^3 + 76/7*z + 1
*
0 | 0.12287538655887069460368764029787212983 | 0.027306796411647387224373270294927413932
f(z) = -90/11*z^3 + 68/11*z + 1
*
[ -1/3 ] 
f(z) = -90/13*z^3 + 62/13*z + 1
*
0 | 0.12293097466065195156086596416238150682 | 0.027319149845648780676526223129440680522
f(z) = -90/13*z^3 + 64/13*z + 1
*
[ -1/3 ] 
f(z) = -90/17*z^3 + 78/17*z + 1
*
[ 1/3 ] 
f(z) = -89*z^3 + 71/9*z + 1
*
[ 1/2 ] 
f(z) = -89/3*z^3 + 77/12*z + 1
*
[ 1/2 ] 
f(z) = -89/4*z^3 + 73/16*z + 1
*
0 | 0.12250176490905566598240421679599267837 | 0.027291532398372020557144556941198477867
f(z) = -89/5*z^3 + 79/5*z + 1
*
0 | 0.089350210116373130437776340526302687882 | 0.019905869568513325546756819445143681212
f(z) = -89/6*z^3 + 77/6*z + 1
*
0 | 0.12255874611502899300037205561058403430 | 0.027304226945508332109469356496908057984
f(z) = -89/7*z^3 + 75/7*z + 1
*
[ -2/3 ] 
f(z) = -89/8*z^3 + 67/9*z + 1
*
0 | 0.084088742414819774630789997408448217503 | 0.018733694487227483981965640704485928885
f(z) = -89/8*z^3 + 73/8*z + 1
*
0 | 0.10905234736528118864649911842279777528 | 0.024295206468638248497570012205118155350
f(z) = -89/9*z^3 + 71/9*z + 1
*
0 | 0.10980831483433987286424554588384527076 | 0.024463624537465640881973102994040387441
f(z) = -89/10*z^3 + 69/10*z + 1
*
0 | 0.12267191610570792656514368548709017450 | 0.027329439500359525592043773971248971806
f(z) = -89/11*z^3 + 67/11*z + 1
*
0 | 0.076685594075935625560685939451995591254 | 0.017084385492450093884734616665903070291
f(z) = -89/12*z^3 + 65/12*z + 1
*
0 | 0.12272811166520689485224010146085917405 | 0.027341959017395458214706599240122522479
f(z) = -89/13*z^3 + 63/13*z + 1
*
0 | 0.10992070677527367080470583752572784288 | 0.024488663754652330689333086067380237508
f(z) = -89/14*z^3 + 61/14*z + 1
*
[ 1/3 ] 
f(z) = -88*z^3 + 70/9*z + 1
*
3/8 | 0.081628956711878664719421313561666062198 | 0.012449552551248555205586041139755691188
f(z) = -88*z^3 + 75/8*z + 1
*
[ -1/4 ] 
f(z) = -88/5*z^3 + 61/10*z + 1
*
0 | 0.12229413636273167013038840399758987227 | 0.027314035425539893636621812627035471813
f(z) = -88/5*z^3 + 78/5*z + 1
*
3/4 | 0.089389600591112451137371970959629246968 | 0.017288439665782751612748329694451993667
f(z) = -88/5*z^3 + 79/10*z + 1
*
0 | 0.12235175588161790058112050803793443042 | 0.027326904575499733209220054492784685587
f(z) = -88/7*z^3 + 74/7*z + 1
*
[ 3/2 ] 
f(z) = -88/9*z^3 + 67/3*z + 1
*
0 | 0.10884598952180213707014075509703566756 | 0.024310431408651386624447696267549303397
f(z) = -88/9*z^3 + 70/9*z + 1
*
[ -3/2 ] 
f(z) = -88/9*z^3 + 71/3*z + 1
*
[ -1/2 ] 
f(z) = -88/13*z^3 + 61/13*z + 1
*
0 | 0.12252300128862932149138626078629777106 | 0.027365151733153289820100529076375125010
f(z) = -88/13*z^3 + 62/13*z + 1
*
[ -1/2 ] 
f(z) = -88/15*z^3 + 67/15*z + 1
*
[ -1/2 ] 
f(z) = -88/17*z^3 + 73/17*z + 1
*
[ -1/2 ] 
f(z) = -88/19*z^3 + 79/19*z + 1
*
-1/6 | 0.20666423112603926762457122083711811744 | 0.029732374982040406650494537999107606679
f(z) = -87*z^3 + 77/12*z + 1
*
[ 1/2 ] 
f(z) = -87/2*z^3 + 79/8*z + 1
*
[ 1/2 ] 
f(z) = -87/4*z^3 + 71/16*z + 1
*
[ -2/3 ] 
f(z) = -87/4*z^3 + 73/6*z + 1
*
[ -1/3 ] 
f(z) = -87/4*z^3 + 77/12*z + 1
*
0 | 0.096384098569634450737020872767851349321 | 0.021582194709073299718359783674219544921
f(z) = -87/4*z^3 + 79/4*z + 1
*
0 | 0.12208415339832884994539383050929691082 | 0.027336915618207653878462601671325107085
f(z) = -87/5*z^3 + 77/5*z + 1
*
0 | 0.12214242569437015102325995257178725180 | 0.027349963870543587831578274704333782894
f(z) = -87/7*z^3 + 73/7*z + 1
*
0 | 0.093646882282698716420252186512413416163 | 0.020969281005026840653881954604404081511
f(z) = -87/8*z^3 + 71/8*z + 1
*
0 | 0.10939390853505351881292285400121396081 | 0.024495333452585661179899040138153105594
f(z) = -87/10*z^3 + 67/10*z + 1
*
0 | 0.12225814196017183300272785145333251670 | 0.027375874897534564774706677164914998400
f(z) = -87/11*z^3 + 65/11*z + 1
*
0 | 0.12231559316788511734718248211116379149 | 0.027388739292902061119757480256484001849
f(z) = -87/13*z^3 + 61/13*z + 1
*
[ 1/3 ] 
f(z) = -86*z^3 + 68/9*z + 1
*
[ -1/2 ] 
f(z) = -86/3*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -86/5*z^3 + 73/10*z + 1
*
0 | 0.12187176200485630615149752748731941416 | 0.027360184085188199010292520869764881412
f(z) = -86/5*z^3 + 76/5*z + 1
*
0 | 0.12193070203961531406726007283561504759 | 0.027373416110182878162293828904860051012
f(z) = -86/7*z^3 + 72/7*z + 1
*
0 | 0.10842624373872568499249511908610883730 | 0.024341668156392196115685545043657204469
f(z) = -86/9*z^3 + 68/9*z + 1
*
0 | 0.12204773490820576321735832534516005344 | 0.027399689963748109579993919456616557673
f(z) = -86/11*z^3 + 64/11*z + 1
*
0 | 0.12210583522746354299768943121418603807 | 0.027412733472795248132955918806930155552
f(z) = -86/13*z^3 + 60/13*z + 1
*
[ 1/3 ] 
f(z) = -85*z^3 + 67/9*z + 1
*
[ 1/2 ] 
f(z) = -85/2*z^3 + 77/8*z + 1
*
[ -1/5 ] 
f(z) = -85/2*z^3 + 77/10*z + 1
*
[ 1/2 ] 
f(z) = -85/3*z^3 + 73/12*z + 1
*
0 | 0.10125335043078254185166867459348770655 | 0.022791199350356489423354268822588264592
f(z) = -85/3*z^3 + 79/3*z + 1
*
[ -2/5 ] 
f(z) = -85/4*z^3 + 69/10*z + 1
*
[ 1/2 ] 
f(z) = -85/4*z^3 + 69/16*z + 1
*
0 | 0.095956171068261098049296672449931305142 | 0.021598852921006956719862691228154504195
f(z) = -85/4*z^3 + 77/4*z + 1
*
0 | 0.088507709287428349353132474014826524448 | 0.019922272574991452647032042438119718494
f(z) = -85/6*z^3 + 73/6*z + 1
*
0 | 0.12171652954655872595018887423903604781 | 0.027397273051478383284339998245659566049
f(z) = -85/7*z^3 + 71/7*z + 1
*
[ -2/3 ] 
f(z) = -85/8*z^3 + 65/9*z + 1
*
0 | 0.090369199232886374809909240610415735182 | 0.020341276867245667965892898631938517739
f(z) = -85/8*z^3 + 69/8*z + 1
*
0 | 0.10821274791351474450924114485190281120 | 0.024357695814053734369775270300183494822
f(z) = -85/9*z^3 + 67/9*z + 1
*
0 | 0.12183490932925241744266068365572244159 | 0.027423919253455355753048047424528772088
f(z) = -85/11*z^3 + 63/11*z + 1
*
0 | 0.075849874621542663420585156224880927168 | 0.017073110231358532846917921220814734677
f(z) = -85/12*z^3 + 61/12*z + 1
*
[ -1/7 ] 
f(z) = -84*z^3 + 68/7*z + 1
*
0 | 0.12143952839749255765792395177657369360 | 0.027407932647812236376701921591830574265
f(z) = -84/5*z^3 + 74/5*z + 1
*
0 | 0.12161960896762179584993471667254406939 | 0.027448575395708346435943722098339113956
f(z) = -84/11*z^3 + 62/11*z + 1
*
[ -1/2 ] 
f(z) = -84/13*z^3 + 60/13*z + 1
*
[ -1/2 ] 
f(z) = -84/17*z^3 + 72/17*z + 1
*
[ -1/2 ] 
f(z) = -84/19*z^3 + 78/19*z + 1
*
[ 1/3 ] 
f(z) = -83*z^3 + 65/9*z + 1
*
[ 1/2 ] 
f(z) = -83*z^3 + 79/4*z + 1
*
[ 1/2 ] 
f(z) = -83/2*z^3 + 75/8*z + 1
*
0 | 0.10829202468634033542111084698946964038 | 0.024506886375414853388398318565115542317
f(z) = -83/2*z^3 + 79/2*z + 1
*
[ 1/2 ] 
f(z) = -83/3*z^3 + 71/12*z + 1
*
0 | 0.10081354973819621473868535294555843363 | 0.022814479789182911234491856963346227107
f(z) = -83/3*z^3 + 77/3*z + 1
*
[ 1/2 ] 
f(z) = -83/4*z^3 + 67/16*z + 1
*
0 | 0.095518120366011915733694682348273968028 | 0.021616104504308175371109055264497057930
f(z) = -83/4*z^3 + 75/4*z + 1
*
0 | 0.12121956840223592311997630717351524459 | 0.027432437410925444689288888491492548710
f(z) = -83/5*z^3 + 73/5*z + 1
*
0 | 0.088071080688261928390093256270466897095 | 0.019930811836224506992762966257081224067
f(z) = -83/6*z^3 + 71/6*z + 1
*
0 | 0.12128060674992458695812735035374352646 | 0.027446250615135835948681174340707462532
f(z) = -83/7*z^3 + 69/7*z + 1
*
[ -2/3 ] 
f(z) = -83/8*z^3 + 64/9*z + 1
*
0 | 0.092786436320662337416811852431557667467 | 0.020997914284790006343904356606582596764
f(z) = -83/8*z^3 + 67/8*z + 1
*
0 | 0.10777822640347654496123124205154340544 | 0.024390611920536973139351661101165934184
f(z) = -83/9*z^3 + 65/9*z + 1
*
0 | 0.10853618878954983157897135185764874039 | 0.024562141616524635275475857152967834023
f(z) = -83/10*z^3 + 63/10*z + 1
*
0 | 0.12140177558140228791874756101364604857 | 0.027473671570592774313066830521547842663
f(z) = -83/11*z^3 + 61/11*z + 1
*
[ 1/3 ] 
f(z) = -82*z^3 + 64/9*z + 1
*
0 | 0.10059123870407294312155286419911569790 | 0.022826786336915212553307108378023324568
f(z) = -82/3*z^3 + 76/3*z + 1
*
[ -1/2 ] 
f(z) = -82/5*z^3 + 71/10*z + 1
*
0 | 0.12099696422246988581166846294365967641 | 0.027457379840475729700191071828472362062
f(z) = -82/5*z^3 + 72/5*z + 1
*
0 | 0.12105873561052186261277078360373761967 | 0.027471397386088676396959271702530714163
f(z) = -82/7*z^3 + 68/7*z + 1
*
0 | 0.10755708102921068721061983509867715731 | 0.024407518381386215978011494368083450121
f(z) = -82/9*z^3 + 64/9*z + 1
*
0 | 0.12118134884782756341633921221978347963 | 0.027499221540618561786798678328047227773
f(z) = -82/11*z^3 + 60/11*z + 1
*
[ 2/3 ] 
f(z) = -81*z^3 + 71/2*z + 1
*
[ -2/3 ] 
f(z) = -81*z^3 + 77/2*z + 1
*
0 | 0.12064563199085711919309245389996785997 | 0.027454096689815954189750472301059303346
f(z) = -81*z^3 + 79*z + 1
*
0 | 0.10784185346207441051374649510781258838 | 0.024540471323330834531783604467357577777
f(z) = -81/2*z^3 + 77/2*z + 1
*
[ 1/2 ] 
f(z) = -81/4*z^3 + 65/16*z + 1
*
0 | 0.095069455866429683511902328703995983179 | 0.021633986995923301107733938706344026450
f(z) = -81/4*z^3 + 73/4*z + 1
*
-1/3 | 0.16277358679839487650295707802419631598 | 0.029632580752529468265672874663228660589
f(z) = -81/4*z^3 + 79/12*z + 1
*
[ -2/9 ] 
f(z) = -81/5*z^3 + 63/10*z + 1
*
[ 2/3 ] 
f(z) = -81/5*z^3 + 67/10*z + 1
*
0 | 0.12077165150890441522756153856574390526 | 0.027482773666977768569761796974484716037
f(z) = -81/5*z^3 + 71/5*z + 1
*
[ -7/9 ] 
f(z) = -81/7*z^3 + 65/7*z + 1
*
[ 2/3 ] 
f(z) = -81/7*z^3 + 65/14*z + 1
*
0 | 0.12083417376002171178293472124507866660 | 0.027497001218353762803938950257249908055
f(z) = -81/7*z^3 + 67/7*z + 1
*
[ -1/9 ] 
f(z) = -81/7*z^3 + 71/7*z + 1
*
[ 10/9 ] 
f(z) = -81/8*z^3 + 63/5*z + 1
*
[ 8/9 ] 
f(z) = -81/8*z^3 + 63/8*z + 1
*
0 | 0.085685005463363045585590607680486919238 | 0.019498463276621978866826782988070798625
f(z) = -81/8*z^3 + 65/8*z + 1
*
[ -10/9 ] 
f(z) = -81/8*z^3 + 72/5*z + 1
*
[ 4/3 ] 
f(z) = -81/8*z^3 + 73/4*z + 1
*
[ -4/3 ] 
f(z) = -81/8*z^3 + 79/4*z + 1
*
[ -1/3 ] 
f(z) = -81/13*z^3 + 61/13*z + 1
*
[ -1/3 ] 
f(z) = -81/14*z^3 + 65/14*z + 1
*
[ -2/3 ] 
f(z) = -81/14*z^3 + 71/14*z + 1
*
[ -1/3 ] 
f(z) = -81/16*z^3 + 73/16*z + 1
*
-2 | 0.095275725013545713492603683022427414466 | 0.016553160561749860121881061439048091314
f(z) = -81/16*z^3 + 79/4*z + 1
*
[ -1/3 ] 
f(z) = -81/17*z^3 + 77/17*z + 1
*
[ 1/2 ] 
f(z) = -99/5*z^3 + 79/20*z + 1
*
[ 2/3 ] 
f(z) = -99/13*z^3 + 75/26*z + 1
*
[ 2/3 ] 
f(z) = -99/17*z^3 + 71/34*z + 1
*
[ 2/3 ] 
f(z) = -99/19*z^3 + 69/38*z + 1
*
5/7 | 0.078454213070641390443875247035100514873 | 0.014864060016854394848118602241889592527
f(z) = -98/11*z^3 + 67/22*z + 1
*
-4/7 | 0.076435768202482071119268906672404029509 | 0.014481642241100053199474657458360930337
f(z) = -98/15*z^3 + 79/30*z + 1
*
[ 1/2 ] 
f(z) = -97/5*z^3 + 77/20*z + 1
*
[ 1/2 ] 
f(z) = -97/6*z^3 + 73/24*z + 1
*
[ 2/3 ] 
f(z) = -97/16*z^3 + 79/36*z + 1
*
[ 1/2 ] 
f(z) = -95/6*z^3 + 71/24*z + 1
*
[ 4/5 ] 
f(z) = -95/16*z^3 + 71/20*z + 1
*
[ 2/3 ] 
f(z) = -95/16*z^3 + 77/36*z + 1
*
[ 1/2 ] 
f(z) = -93/5*z^3 + 73/20*z + 1
*
2/3 | 0.10875131059763989903323457867720805205 | 0.019312239498558736463816247152430526587
f(z) = -93/10*z^3 + 79/30*z + 1
*
[ 1/2 ] 
f(z) = -91/5*z^3 + 71/20*z + 1
*
[ 1/2 ] 
f(z) = -91/6*z^3 + 67/24*z + 1
*
[ 2/3 ] 
f(z) = -91/16*z^3 + 73/36*z + 1
*
[ 2/3 ] 
f(z) = -90/11*z^3 + 69/22*z + 1
*
[ 2/3 ] 
f(z) = -90/13*z^3 + 67/26*z + 1
*
[ 2/3 ] 
f(z) = -90/17*z^3 + 63/34*z + 1
*
[ 2/3 ] 
f(z) = -90/19*z^3 + 61/38*z + 1
*
[ 1/2 ] 
f(z) = -89/5*z^3 + 69/20*z + 1
*
[ 1/2 ] 
f(z) = -89/6*z^3 + 65/24*z + 1
*
[ 2/3 ] 
f(z) = -89/16*z^3 + 71/36*z + 1
*
[ 1/2 ] 
f(z) = -87/5*z^3 + 67/20*z + 1
*
2/3 | 0.13175755926203362867406286541128378096 | 0.023678151865279491481390342408476288584
f(z) = -87/10*z^3 + 71/30*z + 1
*
[ 4/5 ] 
f(z) = -85/16*z^3 + 63/20*z + 1
*
[ 2/3 ] 
f(z) = -85/16*z^3 + 67/36*z + 1
*
-4/5 | 0.13119919323796050257806560877501613851 | 0.021678331163993300968439558200229338715
f(z) = -85/16*z^3 + 73/20*z + 1
*
[ 1/2 ] 
f(z) = -83/5*z^3 + 63/20*z + 1
*
[ 2/3 ] 
f(z) = -83/16*z^3 + 65/36*z + 1
*
[ 2/3 ] 
f(z) = -81/11*z^3 + 61/22*z + 1
*
[ 3/5 ] 
f(z) = -100/17*z^3 + 74/51*z + 1
*
[ 1/3 ] 
f(z) = -100*z^3 + 82/9*z + 1
*
[ -1/20 ] 
f(z) = -100*z^3 + 85/4*z + 1
*
[ -1/6 ] 
f(z) = -100*z^3 + 88/9*z + 1
*
0 | 0.12454185455625613241434319814057438776 | 0.027043920099889700038476942596317227987
f(z) = -100*z^3 + 98*z + 1
*
-1/5 | 0.16426666342553047624148835589191793911 | 0.027416779676151183591150815910446138174
f(z) = -100/3*z^3 + 91/12*z + 1
*
0 | 0.10424943784576573917284156693282018209 | 0.022637477798966042503720634745183889073
f(z) = -100/3*z^3 + 94/3*z + 1
*
[ -2/5 ] 
f(z) = -100/7*z^3 + 81/14*z + 1
*
0 | 0.12469487358025378075028025433393572002 | 0.027077147758763900009660725237803034994
f(z) = -100/7*z^3 + 86/7*z + 1
*
[ -3/2 ] 
f(z) = -100/9*z^3 + 80/3*z + 1
*
[ 9/10 ] 
f(z) = -100/9*z^3 + 80/9*z + 1
*
0 | 0.11118233955736202068773809010642975465 | 0.024142938277427979955704064975959200205
f(z) = -100/9*z^3 + 82/9*z + 1
*
[ -3/20 ] 
f(z) = -100/9*z^3 + 95/12*z + 1
*
[ -2/5 ] 
f(z) = -100/9*z^3 + 95/18*z + 1
*
[ 6/5 ] 
f(z) = -100/9*z^3 + 97/6*z + 1
*
[ -1/5 ] 
f(z) = -100/13*z^3 + 82/13*z + 1
*
[ -1/2 ] 
f(z) = -100/19*z^3 + 82/19*z + 1
*
[ 2/3 ] 
f(z) = -99*z^3 + 87/2*z + 1
*
[ -2/3 ] 
f(z) = -99*z^3 + 93/2*z + 1
*
[ 1/2 ] 
f(z) = -99*z^3 + 95/4*z + 1
*
0 | 0.12435599646845167171733842704937129689 | 0.027062623070605941922892518051323644568
f(z) = -99*z^3 + 97*z + 1
*
[ 1/2 ] 
f(z) = -99/2*z^3 + 91/8*z + 1
*
0 | 0.11154648586955223260018550914626498237 | 0.024274989446964057650460413582140807918
f(z) = -99/2*z^3 + 95/2*z + 1
*
[ 1/2 ] 
f(z) = -99/4*z^3 + 83/16*z + 1
*
0 | 0.098762705374221274965653660795284999796 | 0.021492955264557145269835405326610839271
f(z) = -99/4*z^3 + 91/4*z + 1
*
[ 2/3 ] 
f(z) = -99/5*z^3 + 83/10*z + 1
*
0 | 0.12445924965307735870642324151309583375 | 0.027085093253755280830511735892601981995
f(z) = -99/5*z^3 + 89/5*z + 1
*
[ 2/3 ] 
f(z) = -99/7*z^3 + 81/14*z + 1
*
0 | 0.12451054804116376647705151175814816780 | 0.027096256920810647243532689753398429472
f(z) = -99/7*z^3 + 85/7*z + 1
*
0 | 0.096011540976362463096007525621762960595 | 0.020894240870246356848699807132822636201
f(z) = -99/8*z^3 + 83/8*z + 1
*
[ 4/3 ] 
f(z) = -99/8*z^3 + 89/4*z + 1
*
[ -4/3 ] 
f(z) = -99/8*z^3 + 95/4*z + 1
*
-2 | 0.098941347818384738297281598984841306325 | 0.016598097498875530692745480045212226052
f(z) = -99/16*z^3 + 97/4*z + 1
*
[ -1/3 ] 
f(z) = -99/19*z^3 + 87/19*z + 1
*
[ 1/3 ] 
f(z) = -98*z^3 + 80/9*z + 1
*
-5/28 | 0.10481256094687332008999505418267024037 | 0.015727210113727740894404602891489734348
f(z) = -98*z^3 + 81/8*z + 1
*
[ -1/4 ] 
f(z) = -98*z^3 + 89/8*z + 1
*
-5/21 | 0.16895966926631030205739199130643779455 | 0.024912250769523344714391031182546408025
f(z) = -98*z^3 + 95/9*z + 1
*
0 | 0.12416825411722264336790525933954914657 | 0.027081599748494984425702289636855068740
f(z) = -98*z^3 + 96*z + 1
*
-1 | 0.10696413089661298772019101170810681332 | 0.023277767367369108928231507817736014560
f(z) = -98*z^3 + 99*z + 1
*
0 | 0.10387687822374709813748507061630575115 | 0.022655968380797889255899226395136551889
f(z) = -98/3*z^3 + 92/3*z + 1
*
5/7 | 0.15192648568283202890991700269499052238 | 0.028784233668955763229538557240033676344
f(z) = -98/5*z^3 + 81/10*z + 1
*
0 | 0.12427255410441728470878786492715672035 | 0.027104347998658120479925471827738121191
f(z) = -98/5*z^3 + 88/5*z + 1
*
-1/7 | 0.084485576882317085000437218536030198248 | 0.016006771799579287676713549056267227070
f(z) = -98/5*z^3 + 89/10*z + 1
*
0 | 0.11081285000722205324484787773500801301 | 0.024168731953438553978737188374302959352
f(z) = -98/9*z^3 + 80/9*z + 1
*
[ -2/7 ] 
f(z) = -98/9*z^3 + 97/18*z + 1
*
[ -1/7 ] 
f(z) = -98/11*z^3 + 90/11*z + 1
*
[ -5/7 ] 
f(z) = -98/15*z^3 + 86/15*z + 1
*
-6/7 | 0.083151565778208746454390696053793742994 | 0.018135693691401895593110475058300078135
f(z) = -98/15*z^3 + 92/15*z + 1
*
[ 1/2 ] 
f(z) = -97*z^3 + 93/4*z + 1
*
0 | 0.12397858890486570018691181322471810498 | 0.027100857188015254373481089868885427075
f(z) = -97*z^3 + 95*z + 1
*
-1 | 0.10677354274420613026804470776879632253 | 0.023287742659227216435502337222343764851
f(z) = -97*z^3 + 98*z + 1
*
[ -1 ] 
f(z) = -97*z^3 + 99*z + 1
*
[ 1/2 ] 
f(z) = -97/2*z^3 + 89/8*z + 1
*
0 | 0.11116961049225889586665643708835660758 | 0.024300903601264892505710840964102968012
f(z) = -97/2*z^3 + 93/2*z + 1
*
-1 | 0.093873312070778650594105600520133017615 | 0.020428914834077532154229339751200363991
f(z) = -97/2*z^3 + 99/2*z + 1
*
[ 1/2 ] 
f(z) = -97/3*z^3 + 85/12*z + 1
*
0 | 0.10368671582837798134793017360739353376 | 0.022665194875829970211401063358730797756
f(z) = -97/3*z^3 + 91/3*z + 1
*
[ 1/2 ] 
f(z) = -97/4*z^3 + 81/16*z + 1
*
0 | 0.098386887500675629599599860442006735683 | 0.021506689266927833372302349798849390386
f(z) = -97/4*z^3 + 89/4*z + 1
*
0 | 0.12408395713798105914803592993674568710 | 0.027123889950874041616401666605865776318
f(z) = -97/5*z^3 + 87/5*z + 1
*
0 | 0.090931111380793690537332305551679645744 | 0.019876908466585098495476349845417007445
f(z) = -97/6*z^3 + 85/6*z + 1
*
0 | 0.12413629955673467854692290080819165701 | 0.027135331639540184024088525987161216959
f(z) = -97/7*z^3 + 83/7*z + 1
*
0 | 0.088031257781883701668854249870310537496 | 0.019243020640111156686275968022103142015
f(z) = -97/8*z^3 + 81/8*z + 1
*
-2 | 0.098568273188503341133637078363124614155 | 0.016593506987422600451477838873071280417
f(z) = -97/16*z^3 + 95/4*z + 1
*
[ 2 ] 
f(z) = -97/16*z^3 + 99/4*z + 1
*
0 | 0.12378696103542606244735246060039451994 | 0.027120402704338328000282454917174111873
f(z) = -96*z^3 + 94*z + 1
*
-1 | 0.10658097267467005350617637287460344792 | 0.023297859291110458289358385549248529312
f(z) = -96*z^3 + 97*z + 1
*
[ -1 ] 
f(z) = -96*z^3 + 98*z + 1
*
0 | 0.12389341962353801325490074245660645178 | 0.027143726645380107961785118778400806554
f(z) = -96/5*z^3 + 86/5*z + 1
*
[ -1/3 ] 
f(z) = -96/5*z^3 + 92/15*z + 1
*
-1/6 | 0.15561507954798350420147974032995624185 | 0.027479457095601660256352810542759829693
f(z) = -96/5*z^3 + 98/15*z + 1
*
0 | 0.12394630015877868932256619115450934597 | 0.027155312206564840969876544428249997815
f(z) = -96/7*z^3 + 82/7*z + 1
*
-3/8 | 0.10810626815784673622780549124542308125 | 0.020562313517767464300091222888059136787
f(z) = -96/7*z^3 + 83/14*z + 1
*
[ -1/4 ] 
f(z) = -96/17*z^3 + 91/17*z + 1
*
[ -1/2 ] 
f(z) = -96/19*z^3 + 81/19*z + 1
*
[ 1/2 ] 
f(z) = -95*z^3 + 91/4*z + 1
*
0 | 0.12359332946457934626074510109023289757 | 0.027140243885938751774212220508447597642
f(z) = -95*z^3 + 93*z + 1
*
-1 | 0.10638637903443687106096902465672511353 | 0.023308120803164310454409508826535243949
f(z) = -95*z^3 + 96*z + 1
*
[ -1 ] 
f(z) = -95*z^3 + 97*z + 1
*
[ 1/2 ] 
f(z) = -95/2*z^3 + 87/8*z + 1
*
0 | 0.11078490557101628341333164351180650670 | 0.024327602218530541490863594803883504844
f(z) = -95/2*z^3 + 91/2*z + 1
*
-1 | 0.093484785764108442567561134941571513443 | 0.020435123924417188004523392064304216042
f(z) = -95/2*z^3 + 97/2*z + 1
*
[ -1 ] 
f(z) = -95/2*z^3 + 99/2*z + 1
*
[ 1/2 ] 
f(z) = -95/3*z^3 + 83/12*z + 1
*
0 | 0.10330256298404820869429792854106011374 | 0.022684531322000821589942209446034844136
f(z) = -95/3*z^3 + 89/3*z + 1
*
-1 | 0.085911293943762366059889266566699412517 | 0.018737601595523783252613809857180439852
f(z) = -95/3*z^3 + 98/3*z + 1
*
0 | 0.098003284313510014401409169661556577291 | 0.021520846225393901946767018257901170301
f(z) = -95/4*z^3 + 87/4*z + 1
*
-1 | 0.097631263977307984395266918654645648988 | 0.021246728521008736857597050147615580413
f(z) = -95/4*z^3 + 99/4*z + 1
*
0 | 0.090547566720426594639781183828977713488 | 0.019883621994138283720317608884103136213
f(z) = -95/6*z^3 + 83/6*z + 1
*
0 | 0.12375433104222900498769593233437342332 | 0.027175598723472155507877410525780433773
f(z) = -95/7*z^3 + 81/7*z + 1
*
[ -3/5 ] 
f(z) = -95/9*z^3 + 97/15*z + 1
*
-2 | 0.098187489294099833911278358950902546185 | 0.016588824147135762053955404262426627612
f(z) = -95/16*z^3 + 93/4*z + 1
*
[ 2 ] 
f(z) = -95/16*z^3 + 97/4*z + 1
*
[ -1/4 ] 
f(z) = -94*z^3 + 87/8*z + 1
*
0 | 0.12339765184686536652023342545164305445 | 0.027160388607936898727243384293260344520
f(z) = -94*z^3 + 92*z + 1
*
-1 | 0.10618971884283300682319128976859353461 | 0.023318530862943628231008551450459355057
f(z) = -94*z^3 + 95*z + 1
*
[ -1 ] 
f(z) = -94*z^3 + 96*z + 1
*
0 | 0.10310848985972219811770549424860796338 | 0.022694651084956730835565024226545593328
f(z) = -94/3*z^3 + 88/3*z + 1
*
-1 | 0.085713219086848899424792989379104844336 | 0.018736313504747350851485775461251856694
f(z) = -94/3*z^3 + 97/3*z + 1
*
0 | 0.12350636027579630091635853014022892096 | 0.027184315831271638963035234715158381037
f(z) = -94/5*z^3 + 84/5*z + 1
*
-1 | 0.10592242870908600408823562711997169163 | 0.023051069866215472547701087684384109228
f(z) = -94/5*z^3 + 99/5*z + 1
*
0 | 0.12356035093662366846947906990253965477 | 0.027196199423117376904197267423456969733
f(z) = -94/7*z^3 + 80/7*z + 1
*
[ -1/2 ] 
f(z) = -94/7*z^3 + 89/14*z + 1
*
[ 1/2 ] 
f(z) = -93*z^3 + 89/4*z + 1
*
0 | 0.12319988448010422737525885666723389958 | 0.027180845046248740223831303249775692121
f(z) = -93*z^3 + 91*z + 1
*
-1 | 0.10599094773509661440009807817172958975 | 0.023329093271412048191662517395152998480
f(z) = -93*z^3 + 94*z + 1
*
[ -1 ] 
f(z) = -93*z^3 + 95*z + 1
*
[ 1/2 ] 
f(z) = -93/2*z^3 + 85/8*z + 1
*
0 | 0.11039203887423422450557080507650527788 | 0.024355127568845989940932057688288796964
f(z) = -93/2*z^3 + 89/2*z + 1
*
-1 | 0.093087932745549210941807689263668846682 | 0.020441468876167138827966242403268978181
f(z) = -93/2*z^3 + 95/2*z + 1
*
[ -1 ] 
f(z) = -93/2*z^3 + 97/2*z + 1
*
0 | 0.097611566415378561836195964317033257655 | 0.021535449263237634654533156502065767347
f(z) = -93/4*z^3 + 85/4*z + 1
*
-1 | 0.097231517126927140482899687261391056571 | 0.021254133339530979843422467149373133894
f(z) = -93/4*z^3 + 97/4*z + 1
*
0 | 0.12330975387151590212615006583234548510 | 0.027205084865270394042541305818444459589
f(z) = -93/5*z^3 + 83/5*z + 1
*
[ -1/3 ] 
f(z) = -93/5*z^3 + 91/15*z + 1
*
-1 | 0.10572073205678570843639265920248346729 | 0.023058120378956280219631228144301659499
f(z) = -93/5*z^3 + 98/5*z + 1
*
-2 | 0.097798669161259808586212067911168943798 | 0.016584045686508805551982613317384456516
f(z) = -93/16*z^3 + 91/4*z + 1
*
[ 2 ] 
f(z) = -93/16*z^3 + 95/4*z + 1
*
[ -2 ] 
f(z) = -93/16*z^3 + 99/4*z + 1
*
[ -1/6 ] 
f(z) = -92*z^3 + 86/9*z + 1
*
0 | 0.12299998224681219020511485509617304791 | 0.027201621692600913095403765715414274188
f(z) = -92*z^3 + 90*z + 1
*
-1 | 0.10579001990230339449438384395467301596 | 0.023339811969291598236088534697972488096
f(z) = -92*z^3 + 93*z + 1
*
[ -1 ] 
f(z) = -92*z^3 + 94*z + 1
*
[ -1/4 ] 
f(z) = -92/3*z^3 + 83/12*z + 1
*
0 | 0.10271199907357715212576984540296465255 | 0.022714905246765854293721778660402328942
f(z) = -92/3*z^3 + 86/3*z + 1
*
-1 | 0.085309563835068527617283925941222094470 | 0.018733392637912301517998861834506244920
f(z) = -92/3*z^3 + 95/3*z + 1
*
[ -1 ] 
f(z) = -92/3*z^3 + 98/3*z + 1
*
0 | 0.12311103766632991852789776097460248574 | 0.027226181757191594175717037201428400043
f(z) = -92/5*z^3 + 82/5*z + 1
*
-1 | 0.10551681392041916587087866089637894205 | 0.023065241589303419261135042636820863442
f(z) = -92/5*z^3 + 97/5*z + 1
*
-1 | 0.10537770403556662391273921593334220459 | 0.022932525695163345294875304924989784033
f(z) = -92/7*z^3 + 99/7*z + 1
*
[ -3/4 ] 
f(z) = -92/9*z^3 + 97/12*z + 1
*
[ -1/2 ] 
f(z) = -92/19*z^3 + 80/19*z + 1
*
[ 1/2 ] 
f(z) = -91*z^3 + 87/4*z + 1
*
0 | 0.12279789855242086650533769438914612396 | 0.027222727370474392855863890698656732011
f(z) = -91*z^3 + 89*z + 1
*
-1 | 0.10558688802799731575612658592743353440 | 0.023350691043786983903693221679496907114
f(z) = -91*z^3 + 92*z + 1
*
[ -1 ] 
f(z) = -91*z^3 + 93*z + 1
*
[ 1/2 ] 
f(z) = -91/2*z^3 + 83/8*z + 1
*
0 | 0.10999065656458406365143513353594603431 | 0.024383525225221553959694916616598439157
f(z) = -91/2*z^3 + 87/2*z + 1
*
-1 | 0.092682388263563467866250268016586353295 | 0.020447954513423341070591405735434729017
f(z) = -91/2*z^3 + 93/2*z + 1
*
[ -1 ] 
f(z) = -91/2*z^3 + 95/2*z + 1
*
0 | 0.10250949051043506686695951875032627510 | 0.022725046160790277076614081740893469185
f(z) = -91/3*z^3 + 85/3*z + 1
*
-1 | 0.085105955470784086642378231081048792171 | 0.018732210774195438667926301447539780226
f(z) = -91/3*z^3 + 94/3*z + 1
*
[ -1 ] 
f(z) = -91/3*z^3 + 97/3*z + 1
*
0 | 0.097211383050642393906792497276892891590 | 0.021550523333790570296411332129041497560
f(z) = -91/4*z^3 + 83/4*z + 1
*
[ -2/7 ] 
f(z) = -91/4*z^3 + 89/14*z + 1
*
-1 | 0.096822949282881057617424313952328618408 | 0.021261652782372628902566167421952836708
f(z) = -91/4*z^3 + 95/4*z + 1
*
[ -1 ] 
f(z) = -91/4*z^3 + 99/4*z + 1
*
0 | 0.12291016588631729969283572991826544929 | 0.027247615606016696997387207901345166696
f(z) = -91/5*z^3 + 81/5*z + 1
*
-1 | 0.10531062480892875521276348251360752031 | 0.023072434527625772498991746884019673083
f(z) = -91/5*z^3 + 96/5*z + 1
*
-1 | 0.072060798802490596307981644883267041759 | 0.015751989391483982714272310723871005344
f(z) = -91/6*z^3 + 97/6*z + 1
*
-1 | 0.096541544201614486912672073347764609296 | 0.021009581327631053823021818575738352221
f(z) = -91/8*z^3 + 99/8*z + 1
*
-2 | 0.097401464456345416542326041225731218848 | 0.016579168149991014502444130171965487743
f(z) = -91/16*z^3 + 89/4*z + 1
*
[ 2 ] 
f(z) = -91/16*z^3 + 93/4*z + 1
*
[ -2 ] 
f(z) = -91/16*z^3 + 97/4*z + 1
*
1/3 | 0.15190109001567499958107924033332683490 | 0.022330531423236803431141174323323629265
f(z) = -90*z^3 + 81/10*z + 1
*
[ -1/15 ] 
f(z) = -90*z^3 + 82/5*z + 1
*
[ -2/3 ] 
f(z) = -90*z^3 + 85/2*z + 1
*
[ -1/4 ] 
f(z) = -90*z^3 + 85/8*z + 1
*
0 | 0.12259358526008810982419624708363898250 | 0.027244171252045491911994073284277908297
f(z) = -90*z^3 + 88*z + 1
*
-1/6 | 0.14638139912509166225155147757365399526 | 0.021519097938026092097613509298381010058
f(z) = -90*z^3 + 89/10*z + 1
*
-1 | 0.10538150322130694428736633088053758969 | 0.023361734735711015231887868561394499063
f(z) = -90*z^3 + 91*z + 1
*
[ -1 ] 
f(z) = -90*z^3 + 92*z + 1
*
[ -1/2 ] 
f(z) = -90/7*z^3 + 87/14*z + 1
*
-1/6 | 0.14627168370067281454894172537296262417 | 0.028167321220009361897241001038749220509
f(z) = -90/7*z^3 + 89/14*z + 1
*
-1 | 0.10495979533300518792553549997453228385 | 0.022943481200498221640800398784394680068
f(z) = -90/7*z^3 + 97/7*z + 1
*
[ -1/3 ] 
f(z) = -90/19*z^3 + 86/19*z + 1
*
[ 1/2 ] 
f(z) = -89*z^3 + 85/4*z + 1
*
0 | 0.12238699262187245330466192428976175425 | 0.027265962876198839544024143051902619603
f(z) = -89*z^3 + 87*z + 1
*
-1 | 0.10517381494631086877575752343490612236 | 0.023372947447039821292185849212554521574
f(z) = -89*z^3 + 90*z + 1
*
[ -1 ] 
f(z) = -89*z^3 + 91*z + 1
*
[ 1/2 ] 
f(z) = -89/2*z^3 + 81/8*z + 1
*
0 | 0.10958038128397611146589269885304817603 | 0.024412844404795334293315274574113213022
f(z) = -89/2*z^3 + 85/2*z + 1
*
-1 | 0.092267763061142826170349950010872889488 | 0.020454585856164076378730053232150878422
f(z) = -89/2*z^3 + 91/2*z + 1
*
[ -1 ] 
f(z) = -89/2*z^3 + 93/2*z + 1
*
0 | 0.10209984291947543990097996706126547991 | 0.022746294087878690407935555170959055214
f(z) = -89/3*z^3 + 83/3*z + 1
*
-1 | 0.084689759111731319482045131576057874443 | 0.018729261147145586837117151548993576329
f(z) = -89/3*z^3 + 92/3*z + 1
*
[ -1 ] 
f(z) = -89/3*z^3 + 95/3*z + 1
*
0 | 0.096802360217954487747484079377627259392 | 0.021566095411674255437917899742245888585
f(z) = -89/4*z^3 + 81/4*z + 1
*
-1 | 0.096405162291380655894744957621119680170 | 0.021269287621155591759702448546637441525
f(z) = -89/4*z^3 + 93/4*z + 1
*
[ -1 ] 
f(z) = -89/4*z^3 + 97/4*z + 1
*
-1 | 0.10489122725559366982784975519601085289 | 0.023087039754701102540406245122349822317
f(z) = -89/5*z^3 + 94/5*z + 1
*
[ -1 ] 
f(z) = -89/5*z^3 + 99/5*z + 1
*
-1 | 0.071640422429539871940396780744230842966 | 0.015731743333175740360440163880324587354
f(z) = -89/6*z^3 + 95/6*z + 1
*
-1 | 0.10474724869685953733594361859008071215 | 0.022949004831109117555678152824067670623
f(z) = -89/7*z^3 + 96/7*z + 1
*
-1 | 0.096117190634794279663542656240105881858 | 0.021010549319170110434250091757870352885
f(z) = -89/8*z^3 + 97/8*z + 1
*
-1 | 0.091038288989432915454223814936222064406 | 0.019855820005909791126565124751221088460
f(z) = -89/9*z^3 + 98/9*z + 1
*
-1 | 0.091692355510399104215414045062427957708 | 0.019954290312517846023506880838015258249
f(z) = -89/10*z^3 + 99/10*z + 1
*
-2 | 0.096995503574548617041866707331310557489 | 0.016574187907846708979834475257368947362
f(z) = -89/16*z^3 + 87/4*z + 1
*
[ 2 ] 
f(z) = -89/16*z^3 + 91/4*z + 1
*
[ -2 ] 
f(z) = -89/16*z^3 + 95/4*z + 1
*
[ -1/8 ] 
f(z) = -88*z^3 + 83/8*z + 1
*
[ -1/6 ] 
f(z) = -88*z^3 + 85/9*z + 1
*
0 | 0.12217806920602491997440853632616168718 | 0.027288112167693526600654104970891115496
f(z) = -88*z^3 + 86*z + 1
*
-1 | 0.10496377094739692743492612753398750802 | 0.023384333748928888809441336488423190007
f(z) = -88*z^3 + 89*z + 1
*
[ -1 ] 
f(z) = -88*z^3 + 90*z + 1
*
0 | 0.10189260363579793439842848582219337673 | 0.022757413135931924585316754771696186538
f(z) = -88/3*z^3 + 82/3*z + 1
*
-1 | 0.084478099570030655273179212333340405904 | 0.018727716845976899297054929654907978139
f(z) = -88/3*z^3 + 91/3*z + 1
*
[ -1 ] 
f(z) = -88/3*z^3 + 94/3*z + 1
*
[ 3/4 ] 
f(z) = -88/3*z^3 + 97/6*z + 1
*
-1 | 0.10467791115766121100494516275698638104 | 0.023094454146187640847396524901668291530
f(z) = -88/5*z^3 + 93/5*z + 1
*
[ -1 ] 
f(z) = -88/5*z^3 + 98/5*z + 1
*
[ -1/4 ] 
f(z) = -88/7*z^3 + 81/14*z + 1
*
-1 | 0.10453223305438687693734550647844288052 | 0.022954558399941103563255237916435756717
f(z) = -88/7*z^3 + 95/7*z + 1
*
-1 | 0.090821528710680481822901953134447845548 | 0.019852954457112557194848405805062769295
f(z) = -88/9*z^3 + 97/9*z + 1
*
[ 1/2 ] 
f(z) = -87*z^3 + 83/4*z + 1
*
0 | 0.12196676182013236846253599601759505934 | 0.027310629457570778234152492695036025843
f(z) = -87*z^3 + 85*z + 1
*
-1 | 0.10475131717033943816525007409432839535 | 0.023395898390223579040630310026973366291
f(z) = -87*z^3 + 88*z + 1
*
[ -1 ] 
f(z) = -87*z^3 + 89*z + 1
*
[ -1/2 ] 
f(z) = -87*z^3 + 99/4*z + 1
*
0 | 0.10916081002154637505199473341131510712 | 0.024443138354228517214279743481756713794
f(z) = -87/2*z^3 + 83/2*z + 1
*
-1 | 0.091844293269527660905256123243980636175 | 0.020461513409474175159209891887452573648
f(z) = -87/2*z^3 + 89/2*z + 1
*
[ -1 ] 
f(z) = -87/2*z^3 + 91/2*z + 1
*
-1 | 0.095977730413589314805006470914287441632 | 0.021277038283930157210313911918485692369
f(z) = -87/4*z^3 + 91/4*z + 1
*
[ -1 ] 
f(z) = -87/4*z^3 + 95/4*z + 1
*
[ -1/3 ] 
f(z) = -87/5*z^3 + 89/15*z + 1
*
-1 | 0.10446210860637844487836073683747079730 | 0.023101944468741913575827813698711776715
f(z) = -87/5*z^3 + 92/5*z + 1
*
[ -1 ] 
f(z) = -87/5*z^3 + 97/5*z + 1
*
-1 | 0.10431469034126764799728723848813644227 | 0.022960141338033108585081225672104625654
f(z) = -87/7*z^3 + 94/7*z + 1
*
-1 | 0.095682878267206885041842984828727949177 | 0.021011301039711997954232105561248875099
f(z) = -87/8*z^3 + 95/8*z + 1
*
-1 | 0.091254463975411718847251201096361721316 | 0.019947591094654383245190816372066005037
f(z) = -87/10*z^3 + 97/10*z + 1
*
-1 | 0.10401391326924245954585948731465291614 | 0.022685856279923205455684996665518356291
f(z) = -87/11*z^3 + 98/11*z + 1
*
-2 | 0.096580389508629450662749760779758011246 | 0.016569101145298756685808041735115437426
f(z) = -87/16*z^3 + 85/4*z + 1
*
[ 2 ] 
f(z) = -87/16*z^3 + 89/4*z + 1
*
[ -2 ] 
f(z) = -87/16*z^3 + 93/4*z + 1
*
[ -1/4 ] 
f(z) = -86*z^3 + 83/8*z + 1
*
0 | 0.12175301542982505639955252475204771666 | 0.027333525504899426754736916332191269396
f(z) = -86*z^3 + 84*z + 1
*
-1 | 0.10453639767879622451866766137180050642 | 0.023407646306500648062860072476706374246
f(z) = -86*z^3 + 87*z + 1
*
[ -1 ] 
f(z) = -86*z^3 + 88*z + 1
*
0 | 0.10146786243650641160824325570945167071 | 0.022779513066224019209140034693510642463
f(z) = -86/3*z^3 + 80/3*z + 1
*
-1 | 0.084046347442643967794638917460934543452 | 0.018724249531413801804912297899722894160
f(z) = -86/3*z^3 + 89/3*z + 1
*
[ -1 ] 
f(z) = -86/3*z^3 + 92/3*z + 1
*
-1 | 0.10424376093792117468945956406580349448 | 0.023109511787569520142552973398232245608
f(z) = -86/5*z^3 + 91/5*z + 1
*
[ -1 ] 
f(z) = -86/5*z^3 + 96/5*z + 1
*
[ -1/2 ] 
f(z) = -86/7*z^3 + 85/14*z + 1
*
-1 | 0.10409456041947330144611375168103947435 | 0.022965753002601252208925140846566882372
f(z) = -86/7*z^3 + 93/7*z + 1
*
-1 | 0.090380238433025657587568183390451479159 | 0.019846877854719502340691721429775606557
f(z) = -86/9*z^3 + 95/9*z + 1
*
[ -1/2 ] 
f(z) = -86/9*z^3 + 97/18*z + 1
*
-1 | 0.10379007092359342758673303289091739637 | 0.022687787580746436621498885737616846468
f(z) = -86/11*z^3 + 97/11*z + 1
*
-1 | 0.10363464227728892984585346178747141496 | 0.022553196795128966383522837628731799405
f(z) = -86/13*z^3 + 99/13*z + 1
*
[ 1/2 ] 
f(z) = -85*z^3 + 81/4*z + 1
*
0 | 0.12153677307273761651002016595660859443 | 0.027356811519964177370384088717799020618
f(z) = -85*z^3 + 83*z + 1
*
-1 | 0.10431895456590271590218618546229810157 | 0.023419582629680447486262670363396620028
f(z) = -85*z^3 + 86*z + 1
*
[ -1 ] 
f(z) = -85*z^3 + 87*z + 1
*
[ -1/2 ] 
f(z) = -85*z^3 + 97/4*z + 1
*
0 | 0.10873151173446232002183153035633837733 | 0.024474464786227660453006313237876562938
f(z) = -85/2*z^3 + 81/2*z + 1
*
-1 | 0.091410229341872808050590847901696151499 | 0.020468452756572026753830591975284496773
f(z) = -85/2*z^3 + 87/2*z + 1
*
[ -1 ] 
f(z) = -85/2*z^3 + 89/2*z + 1
*
-1 | 0.083828205525560193805331478162398803671 | 0.018722782984404451329371349344150069091
f(z) = -85/3*z^3 + 88/3*z + 1
*
[ -1 ] 
f(z) = -85/3*z^3 + 91/3*z + 1
*
-1 | 0.095540197716635855002541947132126346021 | 0.021284904778850961597941796822185005553
f(z) = -85/4*z^3 + 89/4*z + 1
*
[ -1 ] 
f(z) = -85/4*z^3 + 93/4*z + 1
*
-1 | 0.070768501883763716478114916047208342182 | 0.015688473955246064378008272954354751372
f(z) = -85/6*z^3 + 91/6*z + 1
*
[ -1 ] 
f(z) = -85/6*z^3 + 97/6*z + 1
*
-1 | 0.10387178097727603310559564157483342096 | 0.022971392670699276017064997911373948934
f(z) = -85/7*z^3 + 92/7*z + 1
*
[ -1 ] 
f(z) = -85/7*z^3 + 99/7*z + 1
*
-1 | 0.095238128094908356387595254945360854568 | 0.021011811927961174366148956363377467862
f(z) = -85/8*z^3 + 93/8*z + 1
*
[ -3/5 ] 
f(z) = -85/9*z^3 + 91/15*z + 1
*
-1 | 0.090155582794778841119667790541909686765 | 0.019843656886761299400235261093018272450
f(z) = -85/9*z^3 + 94/9*z + 1
*
-1 | 0.10356348618689804098837674389276554522 | 0.022689655092591291332843533259552337632
f(z) = -85/11*z^3 + 96/11*z + 1
*
-1 | 0.074584048545421873148703321395192226430 | 0.016303554234550146920250410024518663865
f(z) = -85/12*z^3 + 97/12*z + 1
*
-1 | 0.10340607276113145321101967132818350372 | 0.022553283800197078387915197510064969143
f(z) = -85/13*z^3 + 98/13*z + 1
*
-1 | 0.090490457033809855038252440644683033527 | 0.019692730545680851365516518823664703158
f(z) = -85/14*z^3 + 99/14*z + 1
*
-2 | 0.096155697466632717502796872036372222684 | 0.016563903850900454965532710220997207545
f(z) = -85/16*z^3 + 83/4*z + 1
*
[ 2 ] 
f(z) = -85/16*z^3 + 87/4*z + 1
*
[ -2 ] 
f(z) = -85/16*z^3 + 91/4*z + 1
*
0 | 0.12131797576738693291473012099251084585 | 0.027380499189011286481532896314781459182
f(z) = -84*z^3 + 82*z + 1
*
-1 | 0.10409892786061355581785037142497825472 | 0.023431712698252946442072105593882805921
f(z) = -84*z^3 + 85*z + 1
*
[ -1 ] 
f(z) = -84*z^3 + 86*z + 1
*
[ -1/3 ] 
f(z) = -84/5*z^3 + 88/15*z + 1
*
-1 | 0.10379918498528358259581045787438918611 | 0.023124881686835732060721074528773765193
f(z) = -84/5*z^3 + 89/5*z + 1
*
[ -1 ] 
f(z) = -84/5*z^3 + 94/5*z + 1
*
-1/6 | 0.14485546522565256731852072000051336300 | 0.026197182915830875797012961248553260823
f(z) = -84/5*z^3 + 97/15*z + 1
*
-1 | 0.10333409093552100319304347514425644952 | 0.022691454642991546361333379074649611895
f(z) = -84/11*z^3 + 95/11*z + 1
*
-1 | 0.10317464130912977336961367351671945260 | 0.022553258947712445022703897587644394551
f(z) = -84/13*z^3 + 97/13*z + 1
*
0 | 0.12109656241660223848045000103912740545 | 0.027404600700676911849655296231886648000
f(z) = -83*z^3 + 81*z + 1
*
-1 | 0.10387625542841272456223319647216734569 | 0.023444042068164526419596299549918169904
f(z) = -83*z^3 + 84*z + 1
*
[ -1 ] 
f(z) = -83*z^3 + 85*z + 1
*
[ -1/2 ] 
f(z) = -83*z^3 + 95/4*z + 1
*
-1 | 0.090965746079230181925071631747118329315 | 0.020475554084137789643203480228049584575
f(z) = -83/2*z^3 + 85/2*z + 1
*
[ -1 ] 
f(z) = -83/2*z^3 + 87/2*z + 1
*
-1 | 0.083380881030642565459885040357699521972 | 0.018718989671230421460684122791910084505
f(z) = -83/3*z^3 + 86/3*z + 1
*
[ -1 ] 
f(z) = -83/3*z^3 + 89/3*z + 1
*
-1 | 0.095092075148642394225303841855477871350 | 0.021292886602711878125037145956132752740
f(z) = -83/4*z^3 + 87/4*z + 1
*
[ -1 ] 
f(z) = -83/4*z^3 + 91/4*z + 1
*
-1 | 0.10357282845349674436964122340130220668 | 0.023132686403796322482640923379604408980
f(z) = -83/5*z^3 + 88/5*z + 1
*
[ -1 ] 
f(z) = -83/5*z^3 + 93/5*z + 1
*
-1 | 0.070315989146749598217120078995803300525 | 0.015665334269647179548071352795216722793
f(z) = -83/6*z^3 + 89/6*z + 1
*
[ -1 ] 
f(z) = -83/6*z^3 + 95/6*z + 1
*
-1 | 0.10341801277314570705429346313660709011 | 0.022982752682860763465145768223131638249
f(z) = -83/7*z^3 + 90/7*z + 1
*
[ -1 ] 
f(z) = -83/7*z^3 + 97/7*z + 1
*
-1 | 0.094782425676347366654455749421788473390 | 0.021012054474189444071468525845857692379
f(z) = -83/8*z^3 + 91/8*z + 1
*
[ -1 ] 
f(z) = -83/8*z^3 + 99/8*z + 1
*
-1 | 0.089697918865306999628461310888935964257 | 0.019836822827272624094364838825354677599
f(z) = -83/9*z^3 + 92/9*z + 1
*
-1 | 0.090346302149656192994949813918708969944 | 0.019932557969467480179163922759383755855
f(z) = -83/10*z^3 + 93/10*z + 1
*
-1 | 0.10310181447181482581625499892775960191 | 0.022693181801490154400421916812050569401
f(z) = -83/11*z^3 + 94/11*z + 1
*
-1 | 0.074120329055211858354168223322919535143 | 0.016276313747506897044017979194703578488
f(z) = -83/12*z^3 + 95/12*z + 1
*
-1 | 0.10294027519625834208008094965622311465 | 0.022553116212449616122026153840210572889
f(z) = -83/13*z^3 + 96/13*z + 1
*
-1 | 0.090023202415566941547955238563059594604 | 0.019678445881846297902905522185427903987
f(z) = -83/14*z^3 + 97/14*z + 1
*
-1 | 0.082431658949446647236599505924222044362 | 0.017978679092691843491640676978369194441
f(z) = -83/15*z^3 + 98/15*z + 1
*
-2 | 0.095720972202055180128514191966229569723 | 0.016558591804074414340731267547555083657
f(z) = -83/16*z^3 + 81/4*z + 1
*
[ 2 ] 
f(z) = -83/16*z^3 + 85/4*z + 1
*
[ -2 ] 
f(z) = -83/16*z^3 + 89/4*z + 1
*
-1 | 0.094136056625343465873520913090663849033 | 0.020486093876873797752443904489367386775
f(z) = -83/16*z^3 + 99/16*z + 1
*
0 | 0.12087246970511186033132581452397681320 | 0.027429128774235166894458286438736607860
f(z) = -82*z^3 + 80*z + 1
*
[ -1/4 ] 
f(z) = -82*z^3 + 81/8*z + 1
*
-1 | 0.10365087286598088973926265671688051435 | 0.023456576524416697428993461353777296096
f(z) = -82*z^3 + 83*z + 1
*
[ -1 ] 
f(z) = -82*z^3 + 84*z + 1
*
-1 | 0.083154669627278366528731255316793293043 | 0.018717352505623038848762361695409887858
f(z) = -82/3*z^3 + 85/3*z + 1
*
[ -1 ] 
f(z) = -82/3*z^3 + 88/3*z + 1
*
-1 | 0.10334367008697976810131482644782359630 | 0.023140572385558498895014793044708530078
f(z) = -82/5*z^3 + 87/5*z + 1
*
[ -1 ] 
f(z) = -82/5*z^3 + 92/5*z + 1
*
[ -1/2 ] 
f(z) = -82/7*z^3 + 83/14*z + 1
*
-1 | 0.10318688753114128764686695438496370456 | 0.022988471114958903039086250018462013340
f(z) = -82/7*z^3 + 89/7*z + 1
*
[ -1 ] 
f(z) = -82/7*z^3 + 96/7*z + 1
*
-1 | 0.089464770394425627281120712886409759372 | 0.019833198144428051713269573413817846027
f(z) = -82/9*z^3 + 91/9*z + 1
*
[ -1/2 ] 
f(z) = -82/9*z^3 + 95/18*z + 1
*
-1 | 0.10286658339259176804988372706701750817 | 0.022694831861490845010896503876532841466
f(z) = -82/11*z^3 + 93/11*z + 1
*
-1 | 0.10270289888380986556411911001183199033 | 0.022552849215849818341785292921452836997
f(z) = -82/13*z^3 + 95/13*z + 1
*
-1 | 0.082192071294288313857228491458209096513 | 0.017966615089020871571623096198988880177
f(z) = -82/15*z^3 + 97/15*z + 1
*
-1 | 0.10236802346592279210252736426610674899 | 0.022277552447935489201246505817281288925
f(z) = -82/17*z^3 + 99/17*z + 1
*
-1 | 0.10342271338937322135006293618445262749 | 0.023469322093432511317916627076625043209
f(z) = -81*z^3 + 82*z + 1
*
[ -1 ] 
f(z) = -81*z^3 + 83*z + 1
*
-4/27 | 0.11870651144930324101107141114983251744 | 0.018008553862863933429854883540692852366
f(z) = -81*z^3 + 88/9*z + 1
*
[ -1/2 ] 
f(z) = -81*z^3 + 93/4*z + 1
*
-4/27 | 0.093547822351339370742671097135633545293 | 0.014191816244951320338189585958207484942
f(z) = -81*z^3 + 97/9*z + 1
*
-1 | 0.090509678777951058131431434361722910422 | 0.020482675618182713343288827200465111567
f(z) = -81/2*z^3 + 83/2*z + 1
*
[ -1 ] 
f(z) = -81/2*z^3 + 85/2*z + 1
*
-1/3 | 0.15185285884724638357994326172775932067 | 0.027644485759638370134757139435350997786
f(z) = -81/4*z^3 + 83/12*z + 1
*
-1 | 0.094632837250691931975185186165394131941 | 0.021300982631135364023869085752853322017
f(z) = -81/4*z^3 + 85/4*z + 1
*
[ -1 ] 
f(z) = -81/4*z^3 + 89/4*z + 1
*
-1/3 | 0.15252217066593673896343003300704817761 | 0.027766332534081752353531739658504753991
f(z) = -81/5*z^3 + 82/15*z + 1
*
-1 | 0.10311163963395694375236249959669631634 | 0.023148540689829635071717170488569700884
f(z) = -81/5*z^3 + 86/5*z + 1
*
-2/3 | 0.14972888653094916326995361170364062628 | 0.029430182086981564277080449828455430112
f(z) = -81/5*z^3 + 87/10*z + 1
*
[ -2/3 ] 
f(z) = -81/5*z^3 + 97/10*z + 1
*
[ -2/9 ] 
f(z) = -81/7*z^3 + 85/14*z + 1
*
-1 | 0.10295283956160714848756923797424278943 | 0.022994213709518608189728745225349286553
f(z) = -81/7*z^3 + 88/7*z + 1
*
[ -1 ] 
f(z) = -81/7*z^3 + 95/7*z + 1
*
-1 | 0.094315217545422272361985773729875361739 | 0.021011997804368935657652691902096001231
f(z) = -81/8*z^3 + 89/8*z + 1
*
[ -1 ] 
f(z) = -81/8*z^3 + 97/8*z + 1
*
10/9 | 0.062169573944386739043756579601612193829 | 0.013850436708041181616086524999816128462
f(z) = -81/10*z^3 + 89/10*z + 1
*
10/9 | 0.10002039952260207551243857088608024780 | 0.022283025686166422604534431945460127165
f(z) = -81/11*z^3 + 89/11*z + 1
*
-1 | 0.10262832144907268852879928526396793172 | 0.022696399820632226355826502679121231875
f(z) = -81/11*z^3 + 92/11*z + 1
*
-1 | 0.10246243387202702168087965486546077656 | 0.022552451201687791339686499710774456365
f(z) = -81/13*z^3 + 94/13*z + 1
*
-1 | 0.089543136790287910372718097521857437829 | 0.019663056099616339464121767926116225526
f(z) = -81/14*z^3 + 95/14*z + 1
*
[ 2 ] 
f(z) = -81/16*z^3 + 83/4*z + 1
*
[ -2 ] 
f(z) = -81/16*z^3 + 87/4*z + 1
*
-1 | 0.093651437371285986898006685279214057421 | 0.020471552806582780992709426629074662769
f(z) = -81/16*z^3 + 97/16*z + 1
*
-1 | 0.10212294173990972094382336029672104247 | 0.022273427721131980897372412743045453758
f(z) = -81/17*z^3 + 98/17*z + 1
*
[ -1/3 ] 
f(z) = -81/19*z^3 + 85/19*z + 1
*
-3/20 | 0.16105532179165784188110757366002522284 | 0.026880793589840664441575339435722852469
f(z) = -100/7*z^3 + 93/28*z + 1
*
[ 3/5 ] 
f(z) = -100/7*z^3 + 94/21*z + 1
*
[ 3/5 ] 
f(z) = -100/11*z^3 + 86/33*z + 1
*
[ 3/5 ] 
f(z) = -100/13*z^3 + 82/39*z + 1
*
-3/5 | 0.15305504005069193243421701045799530202 | 0.028887480583370651480772829333387931725
f(z) = -100/13*z^3 + 85/26*z + 1
*
[ 6/11 ] 
f(z) = -99/8*z^3 + 94/33*z + 1
*
-4/9 | 0.14743270492725564537405087019137278402 | 0.021705716855432424290700642925684123483
f(z) = -99/16*z^3 + 89/36*z + 1
*
-5/28 | 0.085855323385218216635766450939943666181 | 0.012882661181666792572724788708829328055
f(z) = -98/3*z^3 + 97/24*z + 1
*
[ 7/12 ] 
f(z) = -96/7*z^3 + 83/21*z + 1
*
-4/5 | 0.12295282479944251511700751413928139635 | 0.019949139174094254623653232148096592404
f(z) = -95/16*z^3 + 81/20*z + 1
*
[ -2/5 ] 
f(z) = -95/16*z^3 + 89/20*z + 1
*
[ 3/7 ] 
f(z) = -91/3*z^3 + 89/21*z + 1
*
[ 4/7 ] 
f(z) = -91/8*z^3 + 83/28*z + 1
*
-2/7 | 0.18364589903665553986025186632764393671 | 0.028442380452300935038535782201949485051
f(z) = -91/16*z^3 + 83/28*z + 1
*
[ 3/4 ] 
f(z) = -88/15*z^3 + 89/30*z + 1
*
[ -2/5 ] 
f(z) = -85/16*z^3 + 87/20*z + 1
*
0 | 0.14165996025882666164859501172746908359 | 0.027777190297759291729408653474496409448
f(z) = -82/15*z^3 + 89/30*z + 1
*
11/18 | 0.10722771490475273672833407255855257292 | 0.018549121685094468779962119930565979770
f(z) = -81/5*z^3 + 81/20*z + 1
*
[ 5/9 ] 
f(z) = -81/7*z^3 + 97/35*z + 1
*
[ -4/9 ] 
f(z) = -81/10*z^3 + 97/20*z + 1
*
[ 4/7 ] 
f(z) = -98/11*z^3 + 95/44*z + 1
*
[ 4/7 ] 
f(z) = -98/13*z^3 + 89/52*z + 1
*
[ 2/3 ] 
f(z) = -87/14*z^3 + 95/42*z + 1
*
[ 5/9 ] 
f(z) = -81/8*z^3 + 93/40*z + 1
*
-5/18 | 0.16537189892665504228138765862334763281 | 0.028607375240724302964886502749762046761
f(z) = -81/10*z^3 + 81/40*z + 1
*
-1 | 0.10733952175053492398972621725085925957 | 0.023258227246468880837308541455378386085
f(z) = -100*z^3 + 101*z + 1
*
[ -1 ] 
f(z) = -100*z^3 + 102*z + 1
*
[ 3/5 ] 
f(z) = -100*z^3 + 106/3*z + 1
*
-3/10 | 0.17340922917130628828499343403071093743 | 0.025492379552309560004880075969591477292
f(z) = -100*z^3 + 115/9*z + 1
*
[ -3/5 ] 
f(z) = -100*z^3 + 116/3*z + 1
*
[ -3/20 ] 
f(z) = -100*z^3 + 119/12*z + 1
*
[ -3/20 ] 
f(z) = -100/3*z^3 + 101/12*z + 1
*
-1 | 0.086871080923129834064953456765537014904 | 0.018743508227503216010312945781167709283
f(z) = -100/3*z^3 + 103/3*z + 1
*
[ -1 ] 
f(z) = -100/3*z^3 + 106/3*z + 1
*
-1 | 0.10696093180343223260214002711462431240 | 0.022889974273099859103167041718142327741
f(z) = -100/7*z^3 + 107/7*z + 1
*
[ -1 ] 
f(z) = -100/7*z^3 + 114/7*z + 1
*
[ -3/4 ] 
f(z) = -100/9*z^3 + 103/12*z + 1
*
[ -6/5 ] 
f(z) = -100/9*z^3 + 107/6*z + 1
*
-1 | 0.093268752957592352213884671301953182635 | 0.019881014006847583233031780752620200467
f(z) = -100/9*z^3 + 109/9*z + 1
*
[ -1 ] 
f(z) = -100/9*z^3 + 118/9*z + 1
*
-1 | 0.10656918781315469679575779534792566877 | 0.022542933201148349479827417546628751796
f(z) = -100/13*z^3 + 113/13*z + 1
*
[ -1/5 ] 
f(z) = -100/17*z^3 + 106/17*z + 1
*
-1 | 0.10630013648566854467604618491181221068 | 0.022321766894930305700213131287866442725
f(z) = -100/17*z^3 + 117/17*z + 1
*
[ -1/5 ] 
f(z) = -100/19*z^3 + 118/19*z + 1
*
-1 | 0.10616310018487883400920181091197645423 | 0.022213926954994742670817375060062228167
f(z) = -100/19*z^3 + 119/19*z + 1
*
-1 | 0.10715277751243278288949291125020619478 | 0.023267929997128204309188851392399020809
f(z) = -99*z^3 + 100*z + 1
*
[ -1 ] 
f(z) = -99*z^3 + 101*z + 1
*
[ -1/9 ] 
f(z) = -99*z^3 + 101/9*z + 1
*
[ -1/2 ] 
f(z) = -99*z^3 + 111/4*z + 1
*
-1 | 0.094253853926450590648469492721600317971 | 0.020422836973055046875187538896900615731
f(z) = -99/2*z^3 + 101/2*z + 1
*
[ -1 ] 
f(z) = -99/2*z^3 + 103/2*z + 1
*
-1 | 0.098405763144030363630073334289989910509 | 0.021232258324907837658548989986358434431
f(z) = -99/4*z^3 + 103/4*z + 1
*
[ -1 ] 
f(z) = -99/4*z^3 + 107/4*z + 1
*
-1 | 0.10689921357134778693210348867435483427 | 0.023016842443453818031430903783766358141
f(z) = -99/5*z^3 + 104/5*z + 1
*
[ -1 ] 
f(z) = -99/5*z^3 + 109/5*z + 1
*
[ -2/3 ] 
f(z) = -99/5*z^3 + 113/10*z + 1
*
-1 | 0.10677027674320993485011928633923669047 | 0.022895179842278891665495749469005094211
f(z) = -99/7*z^3 + 106/7*z + 1
*
[ -1 ] 
f(z) = -99/7*z^3 + 113/7*z + 1
*
-1 | 0.098147879075046742481458400529658740057 | 0.021003953397824134112763765240771404842
f(z) = -99/8*z^3 + 107/8*z + 1
*
[ -1 ] 
f(z) = -99/8*z^3 + 115/8*z + 1
*
-1 | 0.093738654589475948135687602733980273366 | 0.019981177465981276208677632655760361572
f(z) = -99/10*z^3 + 109/10*z + 1
*
[ -1 ] 
f(z) = -99/10*z^3 + 119/10*z + 1
*
-1 | 0.10637434119229909758907428848841845536 | 0.022544106524942825356001149152493684239
f(z) = -99/13*z^3 + 112/13*z + 1
*
-1 | 0.093471555139901484384667719719447058933 | 0.019772347589066964732121798016997968287
f(z) = -99/14*z^3 + 113/14*z + 1
*
[ 2 ] 
f(z) = -99/16*z^3 + 101/4*z + 1
*
[ -2 ] 
f(z) = -99/16*z^3 + 105/4*z + 1
*
-1 | 0.097613585282858353249942454013313729498 | 0.020572177355154258695459200659750718496
f(z) = -99/16*z^3 + 115/16*z + 1
*
-1 | 0.10610232048121742209944476971461570996 | 0.022320460160770159721051028810231255731
f(z) = -99/17*z^3 + 116/17*z + 1
*
-1 | 0.10596374210682616282312980834014151547 | 0.022211433043259386325144997611592199890
f(z) = -99/19*z^3 + 118/19*z + 1
*
[ -1 ] 
f(z) = -98*z^3 + 100*z + 1
*
-3/28 | 0.16365393847955275890327328029363553519 | 0.024556406724110099903715226589286626563
f(z) = -98*z^3 + 105/8*z + 1
*
[ 5/14 ] 
f(z) = -98*z^3 + 107/10*z + 1
*
-1 | 0.086492081018141081770345493875447542417 | 0.018741023273935891043133532451019311960
f(z) = -98/3*z^3 + 101/3*z + 1
*
[ -1 ] 
f(z) = -98/3*z^3 + 104/3*z + 1
*
-5/7 | 0.10960962576202765605033528687576615194 | 0.020766814068796179142477424705317294210
f(z) = -98/3*z^3 + 109/6*z + 1
*
[ 4/7 ] 
f(z) = -98/3*z^3 + 119/12*z + 1
*
-1 | 0.10670793568254645424582263512561055527 | 0.023023554549476803745104020928564735887
f(z) = -98/5*z^3 + 103/5*z + 1
*
[ -3/7 ] 
f(z) = -98/5*z^3 + 104/15*z + 1
*
[ -1 ] 
f(z) = -98/5*z^3 + 108/5*z + 1
*
[ -1/2 ] 
f(z) = -98/9*z^3 + 103/18*z + 1
*
-1 | 0.092882701240599194997229823368217980688 | 0.019877188857334849846565008403246064424
f(z) = -98/9*z^3 + 107/9*z + 1
*
[ -1 ] 
f(z) = -98/9*z^3 + 116/9*z + 1
*
-1 | 0.10631242559740494884487736128526348286 | 0.022661381817391353276660941951852048812
f(z) = -98/11*z^3 + 109/11*z + 1
*
[ -1/7 ] 
f(z) = -98/13*z^3 + 106/13*z + 1
*
-1 | 0.10617741978539482827951436543199662405 | 0.022545225372120548122868561282368375496
f(z) = -98/13*z^3 + 111/13*z + 1
*
-1/7 | 0.13386188085733632781417836255002589585 | 0.028646861590587455615689548992620131707
f(z) = -98/15*z^3 + 107/15*z + 1
*
-1 | 0.10590236330194682823380771173553061004 | 0.022319047024699492802155479260650122090
f(z) = -98/17*z^3 + 115/17*z + 1
*
-1 | 0.10576220766961203668803766660072824182 | 0.022208808228694744695430510748097770442
f(z) = -98/19*z^3 + 117/19*z + 1
*
[ -1/2 ] 
f(z) = -97*z^3 + 109/4*z + 1
*
[ -1 ] 
f(z) = -97/2*z^3 + 101/2*z + 1
*
-1 | 0.086301198487300363859371786706294426271 | 0.018740067142335905937776961559819207254
f(z) = -97/3*z^3 + 100/3*z + 1
*
[ -1 ] 
f(z) = -97/3*z^3 + 103/3*z + 1
*
-1 | 0.098022562735870463289027050262856558559 | 0.021239437275401929276429983281873336590
f(z) = -97/4*z^3 + 101/4*z + 1
*
[ -1 ] 
f(z) = -97/4*z^3 + 105/4*z + 1
*
-1 | 0.10651466106739403296712770459526757785 | 0.023030332364647172573252488487776383331
f(z) = -97/5*z^3 + 102/5*z + 1
*
[ -1 ] 
f(z) = -97/5*z^3 + 107/5*z + 1
*
-1 | 0.073268277795004219306770285578193633628 | 0.015808535511154253075809738822398110742
f(z) = -97/6*z^3 + 103/6*z + 1
*
[ -1 ] 
f(z) = -97/6*z^3 + 109/6*z + 1
*
-1 | 0.10638297276354511569935176144277115338 | 0.022905688834936905564074749844810930633
f(z) = -97/7*z^3 + 104/7*z + 1
*
[ -1 ] 
f(z) = -97/7*z^3 + 111/7*z + 1
*
-1 | 0.097759175028843167877090768747588017832 | 0.021005588289022337029114736210649303392
f(z) = -97/8*z^3 + 105/8*z + 1
*
[ -1 ] 
f(z) = -97/8*z^3 + 113/8*z + 1
*
-1 | 0.092686612892671520147471165598672234302 | 0.019875163162245465231341470296656400901
f(z) = -97/9*z^3 + 106/9*z + 1
*
[ -1 ] 
f(z) = -97/9*z^3 + 115/9*z + 1
*
-1 | 0.093346447821273311668374035029909714414 | 0.019976432077470371638096781580709802672
f(z) = -97/10*z^3 + 107/10*z + 1
*
[ -1 ] 
f(z) = -97/10*z^3 + 117/10*z + 1
*
-1 | 0.10611487909547410881295140623408645784 | 0.022663798588287371534117556646721492506
f(z) = -97/11*z^3 + 108/11*z + 1
*
[ -1 ] 
f(z) = -97/11*z^3 + 119/11*z + 1
*
-1 | 0.077145827570413316974364182960461967661 | 0.016444277744279466828507439934878878723
f(z) = -97/12*z^3 + 109/12*z + 1
*
-1 | 0.10597837886634963867575405238451847500 | 0.022546286893910596105228777712507688527
f(z) = -97/13*z^3 + 110/13*z + 1
*
-1 | 0.093074086828669028139624467917736616422 | 0.019762923869292412335196387245494767792
f(z) = -97/14*z^3 + 111/14*z + 1
*
-1 | 0.085496537780988120422064563813479892395 | 0.018119435886931077698181510185265445793
f(z) = -97/15*z^3 + 112/15*z + 1
*
[ -2 ] 
f(z) = -97/16*z^3 + 103/4*z + 1
*
-1 | 0.097213047324618001354819271754067426970 | 0.020563797820822148999100125355785803437
f(z) = -97/16*z^3 + 113/16*z + 1
*
-1 | 0.10570021796645154775905937928851288613 | 0.022317523034171516249206654692815333125
f(z) = -97/17*z^3 + 114/17*z + 1
*
-1 | 0.079230389704923309277065406035232697399 | 0.016697897369557020767022000469757211876
f(z) = -97/18*z^3 + 115/18*z + 1
*
-1 | 0.10555844867108755037585552938158166955 | 0.022206047308953985514984317148107615888
f(z) = -97/19*z^3 + 116/19*z + 1
*
-5/12 | 0.13686301028167771543423372213250716863 | 0.021532519206368103582215736121800061202
f(z) = -96*z^3 + 115/6*z + 1
*
-1/6 | 0.19254205845339525168953516993506208985 | 0.027313817245837229755676814479717623368
f(z) = -96*z^3 + 119/12*z + 1
*
-1 | 0.10631934759035286129705800938666543829 | 0.023037176862961170511587381016061193630
f(z) = -96/5*z^3 + 101/5*z + 1
*
[ -5/8 ] 
f(z) = -96/5*z^3 + 101/10*z + 1
*
[ -5/12 ] 
f(z) = -96/5*z^3 + 101/15*z + 1
*
[ -1 ] 
f(z) = -96/5*z^3 + 106/5*z + 1
*
-1 | 0.10618623902372008594247951838052139665 | 0.022910992054420184497525449675050500474
f(z) = -96/7*z^3 + 103/7*z + 1
*
[ -1 ] 
f(z) = -96/7*z^3 + 110/7*z + 1
*
-1/8 | 0.10517030894649298134853464091298688053 | 0.020003880461035856635148312433007960719
f(z) = -96/7*z^3 + 115/14*z + 1
*
-1 | 0.10591520038340829564729494990217887365 | 0.022666184475298639863019254428405226944
f(z) = -96/11*z^3 + 107/11*z + 1
*
[ -1 ] 
f(z) = -96/11*z^3 + 118/11*z + 1
*
-1 | 0.10577717224486927825797133190586123999 | 0.022547288092949553987239240179141544610
f(z) = -96/13*z^3 + 109/13*z + 1
*
-1 | 0.10549583592563979046203449264949435834 | 0.022315883521985942830800434033561577824
f(z) = -96/17*z^3 + 113/17*z + 1
*
[ -1/4 ] 
f(z) = -96/19*z^3 + 101/19*z + 1
*
-1 | 0.10535241528416764676085913467710319897 | 0.022203144836237866824729271148539229476
f(z) = -96/19*z^3 + 115/19*z + 1
*
[ -1/2 ] 
f(z) = -95*z^3 + 107/4*z + 1
*
[ -2/5 ] 
f(z) = -95/2*z^3 + 111/10*z + 1
*
[ -1/2 ] 
f(z) = -95/2*z^3 + 119/8*z + 1
*
[ -1 ] 
f(z) = -95/3*z^3 + 101/3*z + 1
*
[ -1/5 ] 
f(z) = -95/3*z^3 + 109/15*z + 1
*
[ -1 ] 
f(z) = -95/4*z^3 + 103/4*z + 1
*
-1 | 0.072874793409075943663575271438521874100 | 0.015790442122398539980936775488300453434
f(z) = -95/6*z^3 + 101/6*z + 1
*
[ -1 ] 
f(z) = -95/6*z^3 + 107/6*z + 1
*
-1 | 0.10598739195967930208410062064140912497 | 0.022916327563105364544715968297890920241
f(z) = -95/7*z^3 + 102/7*z + 1
*
[ -1 ] 
f(z) = -95/7*z^3 + 109/7*z + 1
*
-1 | 0.097362132513711330713359256731995292200 | 0.021007082131656961776263599941851254020
f(z) = -95/8*z^3 + 103/8*z + 1
*
[ -1 ] 
f(z) = -95/8*z^3 + 111/8*z + 1
*
-1 | 0.092288090842647113319796514154272582266 | 0.019870870658132756665879554154204714527
f(z) = -95/9*z^3 + 104/9*z + 1
*
[ -1 ] 
f(z) = -95/9*z^3 + 113/9*z + 1
*
-1 | 0.10571334288191550425559886251040399686 | 0.022668537263708735816446162199815804888
f(z) = -95/11*z^3 + 106/11*z + 1
*
[ -1 ] 
f(z) = -95/11*z^3 + 117/11*z + 1
*
-1 | 0.076742755885909647638055431085585049485 | 0.016423190021413841237612337506823193526
f(z) = -95/12*z^3 + 107/12*z + 1
*
[ -1 ] 
f(z) = -95/12*z^3 + 119/12*z + 1
*
-1 | 0.10557375220173948679206635235016509563 | 0.022548225814376251591389748605584458320
f(z) = -95/13*z^3 + 108/13*z + 1
*
-1 | 0.092667233081292071461120314236316452356 | 0.019752795019170535884303655691879326900
f(z) = -95/14*z^3 + 109/14*z + 1
*
[ -2 ] 
f(z) = -95/16*z^3 + 101/4*z + 1
*
-1 | 0.096803634052186651120775830371605007949 | 0.020554838787361812548735448785451216084
f(z) = -95/16*z^3 + 111/16*z + 1
*
-1 | 0.10528916699200208873830047962097942863 | 0.022314123593952071677614351179270079484
f(z) = -95/17*z^3 + 112/17*z + 1
*
-1 | 0.078818331241295856148933993527808035377 | 0.016672702613758610334780110302318559034
f(z) = -95/18*z^3 + 113/18*z + 1
*
[ -1 ] 
f(z) = -94/3*z^3 + 100/3*z + 1
*
[ -1 ] 
f(z) = -94/5*z^3 + 104/5*z + 1
*
-1 | 0.10578638565621227424825175019437866951 | 0.022921695169212170917199367716781048980
f(z) = -94/7*z^3 + 101/7*z + 1
*
[ -1 ] 
f(z) = -94/7*z^3 + 108/7*z + 1
*
[ -1/2 ] 
f(z) = -94/9*z^3 + 101/18*z + 1
*
-1 | 0.092085564652593530985707073529323141996 | 0.019868597470629708865179479602486930378
f(z) = -94/9*z^3 + 103/9*z + 1
*
[ -1 ] 
f(z) = -94/9*z^3 + 112/9*z + 1
*
-1 | 0.10550925846682264355249222658765640368 | 0.022670854611653804508307804233068541488
f(z) = -94/11*z^3 + 105/11*z + 1
*
[ -1 ] 
f(z) = -94/11*z^3 + 116/11*z + 1
*
-1 | 0.10536806942048648113594177999667622338 | 0.022549096736307057754087527192552924120
f(z) = -94/13*z^3 + 107/13*z + 1
*
-1 | 0.084881417592677266757903867974363319921 | 0.018093183392817366802914124063660327756
f(z) = -94/15*z^3 + 109/15*z + 1
*
-1 | 0.10508015926483390405565766013303297492 | 0.022312238115715404549507806680089692408
f(z) = -94/17*z^3 + 111/17*z + 1
*
-1 | 0.10493331746302853989935258002917321220 | 0.022196892128814296728713354898766762780
f(z) = -94/19*z^3 + 113/19*z + 1
*
[ -1/2 ] 
f(z) = -93*z^3 + 105/4*z + 1
*
[ -1/6 ] 
f(z) = -93*z^3 + 115/12*z + 1
*
[ -1/2 ] 
f(z) = -93/2*z^3 + 117/8*z + 1
*
[ -1 ] 
f(z) = -93/4*z^3 + 101/4*z + 1
*
[ -1 ] 
f(z) = -93/5*z^3 + 103/5*z + 1
*
-1 | 0.10558317268464735121215890073951358768 | 0.022927094639390245879660871302615209577
f(z) = -93/7*z^3 + 100/7*z + 1
*
[ -1 ] 
f(z) = -93/7*z^3 + 107/7*z + 1
*
-1 | 0.096956385717826669831150021185540108541 | 0.021008419035649975812955343513009235099
f(z) = -93/8*z^3 + 101/8*z + 1
*
[ -1 ] 
f(z) = -93/8*z^3 + 109/8*z + 1
*
-1 | 0.092537568557914447870761239547102247176 | 0.019966122893684395910747346350864042679
f(z) = -93/10*z^3 + 103/10*z + 1
*
[ -1 ] 
f(z) = -93/10*z^3 + 113/10*z + 1
*
-1 | 0.10530289739991460213188522118361895438 | 0.022673134042051106164699229151045476700
f(z) = -93/11*z^3 + 104/11*z + 1
*
[ -1 ] 
f(z) = -93/11*z^3 + 115/11*z + 1
*
-1 | 0.10516007291516959104748359980782333758 | 0.022549897359642130336950629206128731559
f(z) = -93/13*z^3 + 106/13*z + 1
*
[ -1 ] 
f(z) = -93/13*z^3 + 119/13*z + 1
*
-1 | 0.092251905039087861333518241410630392077 | 0.019742196495350768694072660803119248689
f(z) = -93/14*z^3 + 107/14*z + 1
*
-1 | 0.096384942221773602408364367800068891127 | 0.020545255786056794172389376122233953223
f(z) = -93/16*z^3 + 109/16*z + 1
*
-1 | 0.10486875905113012287376474864825349011 | 0.022310221698681883792459609481125177860
f(z) = -93/17*z^3 + 110/17*z + 1
*
-1 | 0.10472014456099466194685295057034848224 | 0.022193529640974978727488177325647535646
f(z) = -93/19*z^3 + 112/19*z + 1
*
[ -1 ] 
f(z) = -92/5*z^3 + 102/5*z + 1
*
[ -1 ] 
f(z) = -92/7*z^3 + 106/7*z + 1
*
-1 | 0.091673739102239041124528017084588043200 | 0.019863780104486538695914568196323028399
f(z) = -92/9*z^3 + 101/9*z + 1
*
[ -1 ] 
f(z) = -92/9*z^3 + 110/9*z + 1
*
-1 | 0.10509420825585463814998404849196955812 | 0.022675372933941129376955271064297132004
f(z) = -92/11*z^3 + 103/11*z + 1
*
[ -1 ] 
f(z) = -92/11*z^3 + 114/11*z + 1
*
-1 | 0.10494970995403988836827017001439165457 | 0.022550623997148501287897773567355876993
f(z) = -92/13*z^3 + 105/13*z + 1
*
[ -1 ] 
f(z) = -92/13*z^3 + 118/13*z + 1
*
-1 | 0.084459660162896425835710540411839726956 | 0.018074631696331388001996675389793365004
f(z) = -92/15*z^3 + 107/15*z + 1
*
-1 | 0.10465491078184638381981343262438973489 | 0.022308068684967888811335128966485910915
f(z) = -92/17*z^3 + 109/17*z + 1
*
-1 | 0.10450448016397146304462744471474039351 | 0.022190001061008328851918491081265956927
f(z) = -92/19*z^3 + 111/19*z + 1
*
[ -1/2 ] 
f(z) = -91*z^3 + 103/4*z + 1
*
[ -1/2 ] 
f(z) = -91/2*z^3 + 115/8*z + 1
*
[ -2/7 ] 
f(z) = -91/2*z^3 + 115/14*z + 1
*
[ -1 ] 
f(z) = -91/5*z^3 + 101/5*z + 1
*
[ -1 ] 
f(z) = -91/6*z^3 + 103/6*z + 1
*
[ -2/13 ] 
f(z) = -91/8*z^3 + 101/13*z + 1
*
[ -1 ] 
f(z) = -91/8*z^3 + 107/8*z + 1
*
-1 | 0.091464337663218299100398456194868746121 | 0.019861228569035737078356114545346887594
f(z) = -91/9*z^3 + 100/9*z + 1
*
[ -1 ] 
f(z) = -91/9*z^3 + 109/9*z + 1
*
-1 | 0.092119469572992566334035036916559780712 | 0.019960360566280979078249252742171791826
f(z) = -91/10*z^3 + 101/10*z + 1
*
[ -1 ] 
f(z) = -91/10*z^3 + 111/10*z + 1
*
-1 | 0.10488313784491626956104384006115911670 | 0.022677568513194564511257415169606735895
f(z) = -91/11*z^3 + 102/11*z + 1
*
[ -1 ] 
f(z) = -91/11*z^3 + 113/11*z + 1
*
-1 | 0.075908228308244682027261779477728565995 | 0.016378137427457209460324446849458085365
f(z) = -91/12*z^3 + 103/12*z + 1
*
[ -1 ] 
f(z) = -91/12*z^3 + 115/12*z + 1
*
-1 | 0.084245115823285678934690825980696344029 | 0.018065018996313535612648465860161811713
f(z) = -91/15*z^3 + 106/15*z + 1
*
-1 | 0.095956540393998093314683836776286220103 | 0.020535000059561961267072161168173253796
f(z) = -91/16*z^3 + 107/16*z + 1
*
-1 | 0.10443855692319671637064849807217829558 | 0.022305773131297564992340717722699940387
f(z) = -91/17*z^3 + 108/17*z + 1
*
-1 | 0.077963503706843880217472009225128926795 | 0.016618572244912840398537921532561727028
f(z) = -91/18*z^3 + 109/18*z + 1
*
-1 | 0.10428626511765154110470313160185103285 | 0.022186299484748673628795550035923395396
f(z) = -91/19*z^3 + 110/19*z + 1
*
[ -1/9 ] 
f(z) = -90*z^3 + 100/9*z + 1
*
[ -1/12 ] 
f(z) = -90*z^3 + 109/8*z + 1
*
[ -1/10 ] 
f(z) = -90*z^3 + 119/10*z + 1
*
[ -1/6 ] 
f(z) = -90/7*z^3 + 103/14*z + 1
*
[ -1 ] 
f(z) = -90/7*z^3 + 104/7*z + 1
*
[ -2/3 ] 
f(z) = -90/7*z^3 + 115/14*z + 1
*
-1 | 0.10466963113123488608455100760689741204 | 0.022679717842530844779814836650942538675
f(z) = -90/11*z^3 + 101/11*z + 1
*
[ -1 ] 
f(z) = -90/11*z^3 + 112/11*z + 1
*
-1 | 0.10452166451899260798849506109675468602 | 0.022551839554035623998443431290981045140
f(z) = -90/13*z^3 + 103/13*z + 1
*
[ -1 ] 
f(z) = -90/13*z^3 + 116/13*z + 1
*
-1 | 0.10421963788262904405338110530447391818 | 0.022303328791761816713534811174490395485
f(z) = -90/17*z^3 + 107/17*z + 1
*
-1 | 0.10406543812715600302013641208769447105 | 0.022182417663238439360201514677686485425
f(z) = -90/19*z^3 + 109/19*z + 1
*
[ -1/2 ] 
f(z) = -89*z^3 + 101/4*z + 1
*
[ -1/2 ] 
f(z) = -89/2*z^3 + 113/8*z + 1
*
[ -1 ] 
f(z) = -89/6*z^3 + 101/6*z + 1
*
[ -1 ] 
f(z) = -89/7*z^3 + 103/7*z + 1
*
[ -1 ] 
f(z) = -89/8*z^3 + 105/8*z + 1
*
[ -1 ] 
f(z) = -89/9*z^3 + 107/9*z + 1
*
[ -1 ] 
f(z) = -89/10*z^3 + 109/10*z + 1
*
-1 | 0.10445363114626328123762553327231421604 | 0.022681817810789890026055405785464128712
f(z) = -89/11*z^3 + 100/11*z + 1
*
[ -1 ] 
f(z) = -89/11*z^3 + 111/11*z + 1
*
-1 | 0.075477991195553952366279700274885522374 | 0.016354500585656119881075134615300169953
f(z) = -89/12*z^3 + 101/12*z + 1
*
[ -1 ] 
f(z) = -89/12*z^3 + 113/12*z + 1
*
-1 | 0.10430386710166316326125351956760049920 | 0.022552320048686995570574131452907040849
f(z) = -89/13*z^3 + 102/13*z + 1
*
[ -1 ] 
f(z) = -89/13*z^3 + 115/13*z + 1
*
-1 | 0.091392158467795237728151679480833459510 | 0.019718986525403079956444491023761096334
f(z) = -89/14*z^3 + 103/14*z + 1
*
[ -1 ] 
f(z) = -89/14*z^3 + 117/14*z + 1
*
-1 | 0.083807372248472616794042781143049709555 | 0.018044857564415265900113857985434731865
f(z) = -89/15*z^3 + 104/15*z + 1
*
[ -1 ] 
f(z) = -89/15*z^3 + 119/15*z + 1
*
-1 | 0.095517966234851237149504973084272024613 | 0.020524018050909742846773621833833065285
f(z) = -89/16*z^3 + 105/16*z + 1
*
-1 | 0.10399809190908943948722346503742869229 | 0.022300729099345295422382228492778668438
f(z) = -89/17*z^3 + 106/17*z + 1
*
-1 | 0.077521120494762866752475275772381265796 | 0.016589762484567812236539473893389171789
f(z) = -89/18*z^3 + 107/18*z + 1
*
-1 | 0.10384193565205996776796636901734226474 | 0.022178347981895420760269124488247802814
f(z) = -89/19*z^3 + 108/19*z + 1
*
-3/4 | 0.14959007787471284902344303515082766690 | 0.028931542582525498974240049195027314438
f(z) = -88/3*z^3 + 107/6*z + 1
*
[ -3/4 ] 
f(z) = -88/3*z^3 + 113/6*z + 1
*
[ -1 ] 
f(z) = -88/7*z^3 + 102/7*z + 1
*
[ -1/4 ] 
f(z) = -88/9*z^3 + 101/18*z + 1
*
[ -1 ] 
f(z) = -88/9*z^3 + 106/9*z + 1
*
-1 | 0.10408347315512592644890850704370366688 | 0.022552709680128588496312365408803575288
f(z) = -88/13*z^3 + 101/13*z + 1
*
[ -1 ] 
f(z) = -88/13*z^3 + 114/13*z + 1
*
-1 | 0.083586117938290756952929834963362399591 | 0.018034736907069686086824528825503501118
f(z) = -88/15*z^3 + 103/15*z + 1
*
[ -1 ] 
f(z) = -88/15*z^3 + 118/15*z + 1
*
-1 | 0.10377385498715230763818742944168363587 | 0.022297967146118865556004033021921897635
f(z) = -88/17*z^3 + 105/17*z + 1
*
-1 | 0.10361569179487543523936352219246254846 | 0.022174082438182688562353252030334405731
f(z) = -88/19*z^3 + 107/19*z + 1
*
[ -1/6 ] 
f(z) = -87*z^3 + 113/12*z + 1
*
[ -1/2 ] 
f(z) = -87/2*z^3 + 111/8*z + 1
*
[ 2/3 ] 
f(z) = -87/2*z^3 + 113/6*z + 1
*
[ -1 ] 
f(z) = -87/7*z^3 + 101/7*z + 1
*
[ -1 ] 
f(z) = -87/8*z^3 + 103/8*z + 1
*
0 | 0.15144140316003425450980281211829133659 | 0.027215535585194948953945668578003187025
f(z) = -87/10*z^3 + 103/15*z + 1
*
[ -1 ] 
f(z) = -87/10*z^3 + 107/10*z + 1
*
[ -1 ] 
f(z) = -87/11*z^3 + 109/11*z + 1
*
-1 | 0.10386041990724115013482922960992430420 | 0.022553003626934738770739001309182142653
f(z) = -87/13*z^3 + 100/13*z + 1
*
[ -1 ] 
f(z) = -87/13*z^3 + 113/13*z + 1
*
-1 | 0.090946806987795578900607571791661769015 | 0.019706269133366547550953576081111395726
f(z) = -87/14*z^3 + 101/14*z + 1
*
[ -1 ] 
f(z) = -87/14*z^3 + 115/14*z + 1
*
-1 | 0.095068723484784621278619266423313600806 | 0.020512250819027667977982093344661350581
f(z) = -87/16*z^3 + 103/16*z + 1
*
-4/3 | 0.14624986686809549145756494513042220021 | 0.023921732037452560551066581805960448208
f(z) = -87/16*z^3 + 113/12*z + 1
*
[ 4/3 ] 
f(z) = -87/16*z^3 + 119/12*z + 1
*
[ -1 ] 
f(z) = -87/16*z^3 + 119/16*z + 1
*
-1 | 0.10354686072455657183717690927068816830 | 0.022295035661985234470002988718738749388
f(z) = -87/17*z^3 + 104/17*z + 1
*
-1 | 0.10338663818249386953197714310389037715 | 0.022169612617655296512391218400906203488
f(z) = -87/19*z^3 + 106/19*z + 1
*
[ -1 ] 
f(z) = -86/7*z^3 + 100/7*z + 1
*
[ -1 ] 
f(z) = -86/9*z^3 + 104/9*z + 1
*
[ -1 ] 
f(z) = -86/11*z^3 + 108/11*z + 1
*
[ -1 ] 
f(z) = -86/13*z^3 + 112/13*z + 1
*
-1 | 0.083133353434237749948811846463935959871 | 0.018013257320339048538698583743039481600
f(z) = -86/15*z^3 + 101/15*z + 1
*
[ -1 ] 
f(z) = -86/15*z^3 + 116/15*z + 1
*
-1 | 0.10331704023264705453232488114950739809 | 0.022291926991854573287432301919027490734
f(z) = -86/17*z^3 + 103/17*z + 1
*
-1 | 0.10315470384004592251630590137736524205 | 0.022164929668245761499609540000133024762
f(z) = -86/19*z^3 + 105/19*z + 1
*
[ -2/5 ] 
f(z) = -85/2*z^3 + 103/10*z + 1
*
[ -1/2 ] 
f(z) = -85/2*z^3 + 109/8*z + 1
*
[ -1/5 ] 
f(z) = -85/3*z^3 + 107/15*z + 1
*
[ -1 ] 
f(z) = -85/8*z^3 + 101/8*z + 1
*
[ -1 ] 
f(z) = -85/9*z^3 + 103/9*z + 1
*
[ -1 ] 
f(z) = -85/11*z^3 + 107/11*z + 1
*
[ -1 ] 
f(z) = -85/12*z^3 + 109/12*z + 1
*
[ -1 ] 
f(z) = -85/13*z^3 + 111/13*z + 1
*
[ -1 ] 
f(z) = -85/14*z^3 + 113/14*z + 1
*
-1 | 0.094608278545563363349868265955860877172 | 0.020499633368256304282209036826767266892
f(z) = -85/16*z^3 + 101/16*z + 1
*
[ -1 ] 
f(z) = -85/16*z^3 + 117/16*z + 1
*
-1 | 0.076603206839094752505127774425248640367 | 0.016528087625756837966780400816268602662
f(z) = -85/18*z^3 + 103/18*z + 1
*
-1 | 0.10291981505658608524753248441886316773 | 0.022160024272636760150330809350085059570
f(z) = -85/19*z^3 + 104/19*z + 1
*
-1/12 | 0.20736821429042834243324446642576606384 | 0.029985035669907888406973675351001626534
f(z) = -84*z^3 + 103/12*z + 1
*
[ -1/14 ] 
f(z) = -84*z^3 + 108/7*z + 1
*
-1/4 | 0.10889298316263907811244199868333204772 | 0.015745711055607640523325581343407793906
f(z) = -84*z^3 + 115/12*z + 1
*
-1/2 | 0.15089119477222449221907231241123306085 | 0.027288747605611239242587984803830418150
f(z) = -84/5*z^3 + 103/15*z + 1
*
[ -1/6 ] 
f(z) = -84/5*z^3 + 112/15*z + 1
*
[ -1 ] 
f(z) = -84/11*z^3 + 106/11*z + 1
*
[ -1 ] 
f(z) = -84/13*z^3 + 110/13*z + 1
*
-1 | 0.10284863175286298982143921546542779754 | 0.022285145399248638091251264050763759020
f(z) = -84/17*z^3 + 101/17*z + 1
*
[ -1 ] 
f(z) = -84/17*z^3 + 118/17*z + 1
*
-1 | 0.10268189524195513462926088919992807958 | 0.022154886618554443978703279904742780912
f(z) = -84/19*z^3 + 103/19*z + 1
*
[ -1/3 ] 
f(z) = -83*z^3 + 119/9*z + 1
*
[ -1/2 ] 
f(z) = -83/2*z^3 + 107/8*z + 1
*
[ -1/2 ] 
f(z) = -83/3*z^3 + 119/12*z + 1
*
[ -1 ] 
f(z) = -83/9*z^3 + 101/9*z + 1
*
[ -1 ] 
f(z) = -83/10*z^3 + 103/10*z + 1
*
[ -1 ] 
f(z) = -83/11*z^3 + 105/11*z + 1
*
[ -1 ] 
f(z) = -83/12*z^3 + 107/12*z + 1
*
[ -1 ] 
f(z) = -83/13*z^3 + 109/13*z + 1
*
[ -1 ] 
f(z) = -83/14*z^3 + 111/14*z + 1
*
[ -1 ] 
f(z) = -83/15*z^3 + 113/15*z + 1
*
[ -1 ] 
f(z) = -83/16*z^3 + 115/16*z + 1
*
-1 | 0.10260989231908044846434161597746323111 | 0.022281455011431751267681719704450861296
f(z) = -83/17*z^3 + 100/17*z + 1
*
[ -1 ] 
f(z) = -83/17*z^3 + 117/17*z + 1
*
-1 | 0.076126534698258490523029408564039851041 | 0.016495026385651571072324258725646523998
f(z) = -83/18*z^3 + 101/18*z + 1
*
[ -1 ] 
f(z) = -83/18*z^3 + 119/18*z + 1
*
-1 | 0.10244086477411239704768923521638016661 | 0.022149506366799032884998140845407651654
f(z) = -83/19*z^3 + 102/19*z + 1
*
[ -1/3 ] 
f(z) = -82*z^3 + 118/9*z + 1
*
[ -1 ] 
f(z) = -82/9*z^3 + 100/9*z + 1
*
[ -1 ] 
f(z) = -82/11*z^3 + 104/11*z + 1
*
[ -1 ] 
f(z) = -82/13*z^3 + 108/13*z + 1
*
[ -1 ] 
f(z) = -82/15*z^3 + 112/15*z + 1
*
[ -1 ] 
f(z) = -82/17*z^3 + 116/17*z + 1
*
-1 | 0.10219664083616234718212412888455591213 | 0.022143872616810686350461565355299619115
f(z) = -82/19*z^3 + 101/19*z + 1
*
-1/6 | 0.13919369039137055127525496623096427975 | 0.020233535573362857400401010560344952308
f(z) = -81*z^3 + 115/12*z + 1
*
-1/6 | 0.19310634688987080778324243599726927370 | 0.028070411297038081437778800749607742459
f(z) = -81*z^3 + 119/12*z + 1
*
[ -1/2 ] 
f(z) = -81/2*z^3 + 105/8*z + 1
*
[ 5/9 ] 
f(z) = -81/2*z^3 + 117/10*z + 1
*
-10/27 | 0.10414337736038452029034935339785114556 | 0.015799231211137215339706098375496534982
f(z) = -81/4*z^3 + 113/18*z + 1
*
[ -2/3 ] 
f(z) = -81/7*z^3 + 107/14*z + 1
*
[ -10/9 ] 
f(z) = -81/10*z^3 + 119/10*z + 1
*
[ -1 ] 
f(z) = -81/13*z^3 + 107/13*z + 1
*
[ -1 ] 
f(z) = -81/14*z^3 + 109/14*z + 1
*
[ -1 ] 
f(z) = -81/16*z^3 + 113/16*z + 1
*
[ -1 ] 
f(z) = -81/17*z^3 + 115/17*z + 1
*
-1 | 0.10194913724222506416381166408534709516 | 0.022137973869547825033854923951928938270
f(z) = -81/19*z^3 + 100/19*z + 1
*
[ -1 ] 
f(z) = -81/19*z^3 + 119/19*z + 1
*
[ -3/10 ] 
f(z) = -100/7*z^3 + 118/21*z + 1
*
[ -2/5 ] 
f(z) = -100/11*z^3 + 109/22*z + 1
*
[ 4/7 ] 
f(z) = -98/5*z^3 + 113/20*z + 1
*
[ 4/7 ] 
f(z) = -98/9*z^3 + 101/36*z + 1
*
-5/14 | 0.13321778926006013871977326697689667780 | 0.025239654282061696976222196884765639056
f(z) = -98/11*z^3 + 113/22*z + 1
*
-2/3 | 0.19841019232566501687205164163691682334 | 0.029298889614295156202288521562681525739
f(z) = -97/16*z^3 + 115/36*z + 1
*
[ -1/3 ] 
f(z) = -96/7*z^3 + 116/21*z + 1
*
-1/5 | 0.16921646714718933766593796622401502700 | 0.027455431456529937833901775214487951108
f(z) = -95/4*z^3 + 119/20*z + 1
*
-2/5 | 0.16720845404438803507930734132269939025 | 0.027129630622620429736709633923725161179
f(z) = -95/12*z^3 + 113/30*z + 1
*
-4/5 | 0.17838284416721341087865307652850501830 | 0.028942679359886028217849491855047928851
f(z) = -95/16*z^3 + 101/20*z + 1
*
-3/5 | 0.13808019680802325921047966917378675444 | 0.022403560616055654063929221654128435119
f(z) = -95/18*z^3 + 107/30*z + 1
*
[ -1/2 ] 
f(z) = -94/11*z^3 + 113/22*z + 1
*
-1/2 | 0.14083035149300607348367483184149213356 | 0.026894282891449563393679842208129965635
f(z) = -94/15*z^3 + 107/30*z + 1
*
0 | 0.13815505476416033674867485464350044082 | 0.026383383172167672130198977703121331668
f(z) = -94/15*z^3 + 113/30*z + 1
*
[ -1/3 ] 
f(z) = -93/7*z^3 + 115/21*z + 1
*
-1/3 | 0.11368743223552235933356025716180927455 | 0.020188804229051951092809907528977186979
f(z) = -93/8*z^3 + 103/24*z + 1
*
[ 2/3 ] 
f(z) = -93/10*z^3 + 109/30*z + 1
*
-1/4 | 0.15854343436907535700126998368957403598 | 0.026835004861697507658504370439826385441
f(z) = -92/5*z^3 + 103/20*z + 1
*
[ -3/7 ] 
f(z) = -91/9*z^3 + 109/21*z + 1
*
-2/3 | 0.19250145782223264391956394152481111665 | 0.028696935729473050716336914042381305874
f(z) = -91/16*z^3 + 109/36*z + 1
*
-2/7 | 0.16415757757819247803053289573849332193 | 0.025424103125085966553768563131368373168
f(z) = -91/16*z^3 + 111/28*z + 1
*
[ -1/2 ] 
f(z) = -90/11*z^3 + 111/22*z + 1
*
-2/3 | 0.19130583053898465900241070306599172191 | 0.028613492271757332879140544617137255049
f(z) = -89/16*z^3 + 107/36*z + 1
*
[ -1/3 ] 
f(z) = -87/7*z^3 + 113/21*z + 1
*
-1/3 | 0.11542711702172653630071320843296134277 | 0.020743407979927420049659901039294364388
f(z) = -87/8*z^3 + 101/24*z + 1
*
[ 2/3 ] 
f(z) = -87/10*z^3 + 101/30*z + 1
*
[ -1/2 ] 
f(z) = -86/11*z^3 + 109/22*z + 1
*
-1/2 | 0.12747097906834053543324706686777832507 | 0.024763694189964669921416061314310265946
f(z) = -86/15*z^3 + 103/30*z + 1
*
-2/5 | 0.17529063797770119081938301820571425159 | 0.028963657521400004984880994916944005231
f(z) = -85/12*z^3 + 109/30*z + 1
*
-2/3 | 0.18817464318830774141984807379256080577 | 0.028340084648821421088134936002406427603
f(z) = -85/16*z^3 + 103/36*z + 1
*
[ -4/5 ] 
f(z) = -85/16*z^3 + 113/20*z + 1
*
-3/5 | 0.15245767360376679335006144330395281074 | 0.025190916615470442467450175357427547169
f(z) = -85/18*z^3 + 101/30*z + 1
*
-1/3 | 0.17060858477331603137358401708189548432 | 0.027417676766570934012499483581306165919
f(z) = -84/5*z^3 + 101/30*z + 1
*
-2/3 | 0.19235717394297352206569532788780249970 | 0.029074256156850721488357862065237687196
f(z) = -83/16*z^3 + 101/36*z + 1
*
[ 3/4 ] 
f(z) = -82/9*z^3 + 115/24*z + 1
*
[ -1/2 ] 
f(z) = -82/11*z^3 + 107/22*z + 1
*
[ -1/2 ] 
f(z) = -82/13*z^3 + 119/26*z + 1
*
-1/2 | 0.11853570169774424225149886005403460874 | 0.023242903196646306614693940660271212052
f(z) = -82/15*z^3 + 101/30*z + 1
*
0 | 0.090252801793799720541609094953358585384 | 0.017697091300547077211773134354819513483
f(z) = -82/15*z^3 + 119/30*z + 1
*
[ 5/9 ] 
f(z) = -81/4*z^3 + 109/20*z + 1
*
-5/18 | 0.15321290338947715741767545956825274185 | 0.026504013362799620564966322123225164373
f(z) = -81/5*z^3 + 101/20*z + 1
*
[ -5/18 ] 
f(z) = -81/5*z^3 + 117/20*z + 1
*
-4/9 | 0.14420137644318915526407749970040923926 | 0.028343714190642942874097186804949991041
f(z) = -81/10*z^3 + 107/20*z + 1
*
-2/9 | 0.11845372353104868703525466111834877422 | 0.023282846304204306400328158031993076247
f(z) = -81/11*z^3 + 107/22*z + 1
*
[ 2/3 ] 
f(z) = -93/14*z^3 + 103/42*z + 1
*
-2/3 | 0.12484385497771848328998176836623509220 | 0.022727554800806303227750835143569531539
f(z) = -81/14*z^3 + 115/42*z + 1
*
[ 3/5 ] 
f(z) = -85/12*z^3 + 113/60*z + 1
*
-1/20 | 0.15122370910219314205474960675423893939 | 0.025239857118938851685526027962560808106
f(z) = -100*z^3 + 125/4*z + 1
*
-3/20 | 0.16078686773467986203317041195223025726 | 0.022677732760716952421524035411297061210
f(z) = -100*z^3 + 127/12*z + 1
*
[ -1/3 ] 
f(z) = -100*z^3 + 136/9*z + 1
*
3/5 | 0.073158329622500934690850965285286464248 | 0.012210425188581597179641121569201189840
f(z) = -100/3*z^3 + 121/12*z + 1
*
-3/20 | 0.17076303548749268376998393338602849371 | 0.028501050810676704430735821947671234024
f(z) = -100/3*z^3 + 125/12*z + 1
*
-3/20 | 0.10450846483578742283295689561487750421 | 0.017442891302132894816140742914612413812
f(z) = -100/3*z^3 + 133/12*z + 1
*
[ -1 ] 
f(z) = -100/13*z^3 + 126/13*z + 1
*
[ -1 ] 
f(z) = -100/17*z^3 + 134/17*z + 1
*
[ -1 ] 
f(z) = -100/19*z^3 + 138/19*z + 1
*
[ -1/2 ] 
f(z) = -99/2*z^3 + 123/8*z + 1
*
[ -2/9 ] 
f(z) = -99/4*z^3 + 121/18*z + 1
*
[ -1/6 ] 
f(z) = -99/4*z^3 + 123/16*z + 1
*
[ -2/3 ] 
f(z) = -99/7*z^3 + 123/14*z + 1
*
[ -1 ] 
f(z) = -99/13*z^3 + 125/13*z + 1
*
[ -1 ] 
f(z) = -99/14*z^3 + 127/14*z + 1
*
[ -1 ] 
f(z) = -99/16*z^3 + 131/16*z + 1
*
[ -1 ] 
f(z) = -99/17*z^3 + 133/17*z + 1
*
[ -1 ] 
f(z) = -99/19*z^3 + 137/19*z + 1
*
[ 4/7 ] 
f(z) = -98*z^3 + 125/4*z + 1
*
[ -4/7 ] 
f(z) = -98*z^3 + 139/4*z + 1
*
[ -9/14 ] 
f(z) = -98/9*z^3 + 127/18*z + 1
*
[ -1 ] 
f(z) = -98/11*z^3 + 120/11*z + 1
*
[ -1 ] 
f(z) = -98/13*z^3 + 124/13*z + 1
*
[ -1/7 ] 
f(z) = -98/15*z^3 + 122/15*z + 1
*
[ -1 ] 
f(z) = -98/15*z^3 + 128/15*z + 1
*
[ -1 ] 
f(z) = -98/17*z^3 + 132/17*z + 1
*
[ -1/7 ] 
f(z) = -98/17*z^3 + 138/17*z + 1
*
[ -1 ] 
f(z) = -98/19*z^3 + 136/19*z + 1
*
[ -1/3 ] 
f(z) = -97*z^3 + 133/9*z + 1
*
[ -1/2 ] 
f(z) = -97/2*z^3 + 121/8*z + 1
*
[ -1/2 ] 
f(z) = -97/3*z^3 + 133/12*z + 1
*
[ -1 ] 
f(z) = -97/12*z^3 + 121/12*z + 1
*
[ -1 ] 
f(z) = -97/13*z^3 + 123/13*z + 1
*
[ -1 ] 
f(z) = -97/14*z^3 + 125/14*z + 1
*
[ -1 ] 
f(z) = -97/15*z^3 + 127/15*z + 1
*
[ -1 ] 
f(z) = -97/16*z^3 + 129/16*z + 1
*
[ -1 ] 
f(z) = -97/17*z^3 + 131/17*z + 1
*
[ -1 ] 
f(z) = -97/18*z^3 + 133/18*z + 1
*
[ -1 ] 
f(z) = -97/19*z^3 + 135/19*z + 1
*
[ -1/16 ] 
f(z) = -96*z^3 + 139/8*z + 1
*
-3/4 | 0.12093260153085574723997074571850455843 | 0.023001941604032802883756230343307112254
f(z) = -96/5*z^3 + 123/10*z + 1
*
-7/12 | 0.14418016650019332316229764391062781080 | 0.025460210609969171311622857572569716203
f(z) = -96/5*z^3 + 128/15*z + 1
*
[ -1 ] 
f(z) = -96/13*z^3 + 122/13*z + 1
*
[ -1 ] 
f(z) = -96/17*z^3 + 130/17*z + 1
*
[ -1 ] 
f(z) = -96/19*z^3 + 134/19*z + 1
*
[ -1/3 ] 
f(z) = -95*z^3 + 131/9*z + 1
*
[ 2/5 ] 
f(z) = -95*z^3 + 137/10*z + 1
*
[ -1/2 ] 
f(z) = -95/3*z^3 + 131/12*z + 1
*
3/5 | 0.096119934240480143078810383956406842140 | 0.015595493220232385899629387257675067771
f(z) = -95/3*z^3 + 136/15*z + 1
*
[ -1 ] 
f(z) = -95/13*z^3 + 121/13*z + 1
*
[ -1 ] 
f(z) = -95/14*z^3 + 123/14*z + 1
*
[ -1 ] 
f(z) = -95/16*z^3 + 127/16*z + 1
*
[ -1 ] 
f(z) = -95/17*z^3 + 129/17*z + 1
*
[ -1 ] 
f(z) = -95/18*z^3 + 131/18*z + 1
*
[ -1/3 ] 
f(z) = -94*z^3 + 130/9*z + 1
*
[ -1 ] 
f(z) = -94/13*z^3 + 120/13*z + 1
*
[ -1 ] 
f(z) = -94/15*z^3 + 124/15*z + 1
*
[ -1 ] 
f(z) = -94/17*z^3 + 128/17*z + 1
*
[ -1 ] 
f(z) = -94/19*z^3 + 132/19*z + 1
*
[ 2/3 ] 
f(z) = -93/2*z^3 + 121/6*z + 1
*
[ -2/3 ] 
f(z) = -93/2*z^3 + 139/6*z + 1
*
0 | 0.13920195867191348959490119627661417372 | 0.024719716477594427757592844582508017466
f(z) = -93/10*z^3 + 122/15*z + 1
*
[ -1 ] 
f(z) = -93/14*z^3 + 121/14*z + 1
*
-4/3 | 0.098336526460934540941167208725611349358 | 0.015906692959537832076082330937916483381
f(z) = -93/16*z^3 + 121/12*z + 1
*
[ -1 ] 
f(z) = -93/16*z^3 + 125/16*z + 1
*
[ 4/3 ] 
f(z) = -93/16*z^3 + 127/12*z + 1
*
[ -1 ] 
f(z) = -93/17*z^3 + 127/17*z + 1
*
[ -1 ] 
f(z) = -93/19*z^3 + 131/19*z + 1
*
[ -1/3 ] 
f(z) = -92*z^3 + 128/9*z + 1
*
[ -1 ] 
f(z) = -92/15*z^3 + 122/15*z + 1
*
[ -1 ] 
f(z) = -92/17*z^3 + 126/17*z + 1
*
[ -1 ] 
f(z) = -92/19*z^3 + 130/19*z + 1
*
[ -1/3 ] 
f(z) = -91*z^3 + 127/9*z + 1
*
[ -1/7 ] 
f(z) = -91/2*z^3 + 125/14*z + 1
*
[ -1/2 ] 
f(z) = -91/3*z^3 + 127/12*z + 1
*
[ -1/2 ] 
f(z) = -91/4*z^3 + 139/16*z + 1
*
[ -1 ] 
f(z) = -91/15*z^3 + 121/15*z + 1
*
[ -1 ] 
f(z) = -91/16*z^3 + 123/16*z + 1
*
[ -1 ] 
f(z) = -91/17*z^3 + 125/17*z + 1
*
[ -1 ] 
f(z) = -91/18*z^3 + 127/18*z + 1
*
[ -1 ] 
f(z) = -91/19*z^3 + 129/19*z + 1
*
[ 2/5 ] 
f(z) = -90*z^3 + 129/10*z + 1
*
[ -1 ] 
f(z) = -90/17*z^3 + 124/17*z + 1
*
[ -1 ] 
f(z) = -90/19*z^3 + 128/19*z + 1
*
[ -1/3 ] 
f(z) = -89*z^3 + 125/9*z + 1
*
[ -1/2 ] 
f(z) = -89/3*z^3 + 125/12*z + 1
*
[ -1/2 ] 
f(z) = -89/4*z^3 + 137/16*z + 1
*
[ -1 ] 
f(z) = -89/16*z^3 + 121/16*z + 1
*
[ -1 ] 
f(z) = -89/17*z^3 + 123/17*z + 1
*
[ -1 ] 
f(z) = -89/18*z^3 + 125/18*z + 1
*
[ -1 ] 
f(z) = -89/19*z^3 + 127/19*z + 1
*
[ -1/3 ] 
f(z) = -88*z^3 + 124/9*z + 1
*
[ -1 ] 
f(z) = -88/17*z^3 + 122/17*z + 1
*
[ -1 ] 
f(z) = -88/19*z^3 + 126/19*z + 1
*
[ -2/3 ] 
f(z) = -87/2*z^3 + 131/6*z + 1
*
[ -1/2 ] 
f(z) = -87/4*z^3 + 135/16*z + 1
*
[ -4/3 ] 
f(z) = -87/16*z^3 + 137/12*z + 1
*
[ -1 ] 
f(z) = -87/17*z^3 + 121/17*z + 1
*
[ -1 ] 
f(z) = -87/19*z^3 + 125/19*z + 1
*
[ -1/3 ] 
f(z) = -86*z^3 + 122/9*z + 1
*
[ 3/2 ] 
f(z) = -86/9*z^3 + 131/6*z + 1
*
[ -3/2 ] 
f(z) = -86/9*z^3 + 139/6*z + 1
*
[ -1 ] 
f(z) = -86/17*z^3 + 120/17*z + 1
*
[ -1 ] 
f(z) = -86/19*z^3 + 124/19*z + 1
*
[ -1/3 ] 
f(z) = -85*z^3 + 121/9*z + 1
*
[ 2/5 ] 
f(z) = -85*z^3 + 121/10*z + 1
*
[ -1/2 ] 
f(z) = -85/3*z^3 + 121/12*z + 1
*
[ -1/2 ] 
f(z) = -85/4*z^3 + 133/16*z + 1
*
[ -1 ] 
f(z) = -85/18*z^3 + 121/18*z + 1
*
[ -1 ] 
f(z) = -85/19*z^3 + 123/19*z + 1
*
-1/4 | 0.18253204411433865555924031790648464510 | 0.026393774341925637143980904740208349186
f(z) = -84*z^3 + 127/12*z + 1
*
5/12 | 0.17056937837097239817161227602155978347 | 0.024663996418874972019022361301441804375
f(z) = -84*z^3 + 139/12*z + 1
*
[ -1 ] 
f(z) = -84/19*z^3 + 122/19*z + 1
*
[ -1/2 ] 
f(z) = -83/4*z^3 + 131/16*z + 1
*
[ -1 ] 
f(z) = -83/19*z^3 + 121/19*z + 1
*
[ 3/2 ] 
f(z) = -82/9*z^3 + 125/6*z + 1
*
[ -3/2 ] 
f(z) = -82/9*z^3 + 133/6*z + 1
*
0 | 0.13720697282724072097481977358860155540 | 0.026904032638709433342124101840662640212
f(z) = -82/9*z^3 + 137/18*z + 1
*
[ -1 ] 
f(z) = -82/19*z^3 + 120/19*z + 1
*
[ 5/9 ] 
f(z) = -81*z^3 + 121/5*z + 1
*
13/36 | 0.17785917590510779041497042658212204029 | 0.024816274025572051943026796737143470243
f(z) = -81*z^3 + 121/16*z + 1
*
[ -5/9 ] 
f(z) = -81*z^3 + 139/5*z + 1
*
-1/3 | 0.14090025903996741616205655690006388586 | 0.021375490470010165848125784556313117138
f(z) = -81/2*z^3 + 139/18*z + 1
*
[ -1/6 ] 
f(z) = -81/4*z^3 + 121/16*z + 1
*
[ 8/9 ] 
f(z) = -81/4*z^3 + 127/8*z + 1
*
[ -1/2 ] 
f(z) = -81/4*z^3 + 129/16*z + 1
*
[ -2/27 ] 
f(z) = -81/8*z^3 + 131/9*z + 1
*
[ 11/9 ] 
f(z) = -81/11*z^3 + 123/11*z + 1
*
[ -1/9 ] 
f(z) = -81/13*z^3 + 131/13*z + 1
*
-1/9 | 0.14535213313649561250962261341545927101 | 0.029909000809587291413734131667677933734
f(z) = -81/16*z^3 + 129/16*z + 1
*
-3/10 | 0.13408076601047715283475378679734929171 | 0.023507342120118097973439643858237991530
f(z) = -100/7*z^3 + 125/21*z + 1
*
[ -2/5 ] 
f(z) = -100/13*z^3 + 123/26*z + 1
*
[ 4/9 ] 
f(z) = -99/4*z^3 + 131/36*z + 1
*
[ -2/5 ] 
f(z) = -99/8*z^3 + 137/25*z + 1
*
-9/28 | 0.16421628392398027171427432959068223234 | 0.024640787115936342474207692458456669989
f(z) = -98/3*z^3 + 121/24*z + 1
*
[ 3/4 ] 
f(z) = -98/9*z^3 + 139/24*z + 1
*
[ -2/5 ] 
f(z) = -97/8*z^3 + 136/25*z + 1
*
-1/6 | 0.18767785121417450131967741740641143186 | 0.029527166818572548314806823174555933629
f(z) = -96/5*z^3 + 121/30*z + 1
*
[ -1/5 ] 
f(z) = -95/4*z^3 + 139/20*z + 1
*
3/5 | 0.16906138086049380685684935046474945327 | 0.027430268651833671480555400164610239549
f(z) = -95/6*z^3 + 121/30*z + 1
*
[ -4/5 ] 
f(z) = -95/16*z^3 + 121/20*z + 1
*
[ -3/5 ] 
f(z) = -95/18*z^3 + 137/30*z + 1
*
[ 3/4 ] 
f(z) = -94/9*z^3 + 133/24*z + 1
*
[ -1/2 ] 
f(z) = -94/13*z^3 + 125/26*z + 1
*
[ -1/2 ] 
f(z) = -94/15*z^3 + 137/30*z + 1
*
[ -1/3 ] 
f(z) = -93/8*z^3 + 127/24*z + 1
*
[ -2/5 ] 
f(z) = -93/8*z^3 + 134/25*z + 1
*
[ -1/4 ] 
f(z) = -92/5*z^3 + 123/20*z + 1
*
0 | 0.11508690646710423099727577116639695027 | 0.022068710299869702458827058263471790742
f(z) = -92/15*z^3 + 139/30*z + 1
*
[ -2/5 ] 
f(z) = -91/8*z^3 + 133/25*z + 1
*
[ -4/7 ] 
f(z) = -91/16*z^3 + 129/28*z + 1
*
[ -2/7 ] 
f(z) = -91/16*z^3 + 139/28*z + 1
*
[ -2/3 ] 
f(z) = -90/11*z^3 + 135/22*z + 1
*
-1/6 | 0.15498287416696076511332312277399177642 | 0.029844822250042881575209485410914609408
f(z) = -90/11*z^3 + 137/22*z + 1
*
[ -1/2 ] 
f(z) = -90/13*z^3 + 123/26*z + 1
*
[ -2/5 ] 
f(z) = -89/8*z^3 + 132/25*z + 1
*
[ -3/8 ] 
f(z) = -88/9*z^3 + 121/24*z + 1
*
0 | 0.14851738538521781617202353308464099955 | 0.028724077964024708564854480394272872593
f(z) = -88/13*z^3 + 137/26*z + 1
*
-3/4 | 0.15102292097351170359205453172606310786 | 0.029208662306747424925174099460121698947
f(z) = -88/15*z^3 + 139/30*z + 1
*
[ -1/3 ] 
f(z) = -87/8*z^3 + 125/24*z + 1
*
[ -2/5 ] 
f(z) = -87/8*z^3 + 131/25*z + 1
*
[ 3/4 ] 
f(z) = -86/9*z^3 + 121/24*z + 1
*
[ -1/2 ] 
f(z) = -86/13*z^3 + 121/26*z + 1
*
0 | 0.14469441530592260057519468681614999692 | 0.028109678593670956472706367442089778754
f(z) = -86/13*z^3 + 133/26*z + 1
*
0 | 0.090097996458478016749013805873211405687 | 0.017503272099526955725347145220432899995
f(z) = -86/15*z^3 + 127/30*z + 1
*
[ -1/2 ] 
f(z) = -86/15*z^3 + 133/30*z + 1
*
[ -1/5 ] 
f(z) = -85/4*z^3 + 137/20*z + 1
*
[ 3/5 ] 
f(z) = -85/6*z^3 + 133/30*z + 1
*
[ 4/5 ] 
f(z) = -85/8*z^3 + 131/20*z + 1
*
[ -2/5 ] 
f(z) = -85/12*z^3 + 139/30*z + 1
*
6/5 | 0.076899467705150996941884680474238318967 | 0.012406184036825743595177528739119101474
f(z) = -85/16*z^3 + 123/20*z + 1
*
[ -3/5 ] 
f(z) = -85/18*z^3 + 131/30*z + 1
*
[ -1/4 ] 
f(z) = -84/5*z^3 + 121/20*z + 1
*
[ -2/5 ] 
f(z) = -83/8*z^3 + 129/25*z + 1
*
0 | 0.14249758228104755598443318658971539209 | 0.027941434211609846537499173543611397981
f(z) = -82/13*z^3 + 125/26*z + 1
*
[ -1/2 ] 
f(z) = -82/15*z^3 + 131/30*z + 1
*
-2/9 | 0.15802054093935432013406697058342021667 | 0.027335677583283239568176045758172533901
f(z) = -81/5*z^3 + 131/20*z + 1
*
[ -2/5 ] 
f(z) = -81/8*z^3 + 128/25*z + 1
*
-1/3 | 0.12893487504373561338572194551536292141 | 0.023472316189007564379049551005821674794
f(z) = -81/8*z^3 + 139/24*z + 1
*
[ -2/3 ] 
f(z) = -81/11*z^3 + 127/22*z + 1
*
[ -2/9 ] 
f(z) = -81/11*z^3 + 129/22*z + 1
*
[ -2/3 ] 
f(z) = -81/13*z^3 + 137/26*z + 1
*
[ -4/9 ] 
f(z) = -81/14*z^3 + 123/28*z + 1
*
0 | 0.16286698415640739820600539869565077474 | 0.029497081764995067638500890138664232814
f(z) = -81/14*z^3 + 125/21*z + 1
*
-10/9 | 0.17853631555866546268534104870983301806 | 0.028803247332871117712335306355756770178
f(z) = -81/16*z^3 + 123/20*z + 1
*
[ 10/9 ] 
f(z) = -81/16*z^3 + 127/20*z + 1
*
-1/6 | 0.14602962552494517492942661400477527877 | 0.022974693526345538171545203466914888681
f(z) = -96/7*z^3 + 121/42*z + 1
*
7/12 | 0.15308908396166124514457652485155088053 | 0.024085350993708696934302150956837237370
f(z) = -96/7*z^3 + 127/42*z + 1
*
-3/7 | 0.13468021080559292180027964688233070731 | 0.020858760338362775880404110822362427680
f(z) = -91/18*z^3 + 137/42*z + 1
*
[ 2/3 ] 
f(z) = -83/12*z^3 + 139/54*z + 1
*
-1/18 | 0.16507455545899254594662491335289186919 | 0.028555938350841507087985248366295201063
f(z) = -81/10*z^3 + 121/40*z + 1
*
[ 3/5 ] 
f(z) = -95/12*z^3 + 131/60*z + 1
*
[ 6/11 ] 
f(z) = -88/9*z^3 + 137/66*z + 1
*
[ -1/15 ] 
f(z) = -100*z^3 + 148/9*z + 1
*
[ -11/10 ] 
f(z) = -100/11*z^3 + 142/11*z + 1
*
[ -1/10 ] 
f(z) = -100/13*z^3 + 144/13*z + 1
*
[ -1/11 ] 
f(z) = -99*z^3 + 141/11*z + 1
*
[ -2/9 ] 
f(z) = -99/2*z^3 + 143/18*z + 1
*
[ -1/2 ] 
f(z) = -99/4*z^3 + 147/16*z + 1
*
13/28 | 0.11326375586753924746959481838295681984 | 0.016995318792960872978850433813817476814
f(z) = -98*z^3 + 145/8*z + 1
*
[ 6/7 ] 
f(z) = -98/3*z^3 + 143/6*z + 1
*
-6/7 | 0.13366403186760988317293703884910922158 | 0.025324200116390881673402701282272835311
f(z) = -98/3*z^3 + 151/6*z + 1
*
-1/14 | 0.14017397502209915097418757918997040756 | 0.026557584302750777023349991246520756058
f(z) = -98/5*z^3 + 141/10*z + 1
*
13/14 | 0.13022630496575206906542687366043829850 | 0.024672882908674330953893614415146609377
f(z) = -98/5*z^3 + 149/10*z + 1
*
[ -1/14 ] 
f(z) = -98/5*z^3 + 151/10*z + 1
*
[ 3/2 ] 
f(z) = -98/9*z^3 + 149/6*z + 1
*
[ -3/2 ] 
f(z) = -98/9*z^3 + 157/6*z + 1
*
[ -1/7 ] 
f(z) = -98/19*z^3 + 154/19*z + 1
*
[ -1/2 ] 
f(z) = -97/4*z^3 + 145/16*z + 1
*
[ -1/24 ] 
f(z) = -96*z^3 + 151/6*z + 1
*
[ 5/4 ] 
f(z) = -96/5*z^3 + 151/5*z + 1
*
[ 3/4 ] 
f(z) = -96/5*z^3 + 157/15*z + 1
*
-1/6 | 0.16374509871903957270180948660580104725 | 0.028915105322279890221181773846623842805
f(z) = -96/5*z^3 + 158/15*z + 1
*
[ -5/4 ] 
f(z) = -96/5*z^3 + 159/5*z + 1
*
[ 7/8 ] 
f(z) = -96/7*z^3 + 145/14*z + 1
*
[ -1/2 ] 
f(z) = -95/4*z^3 + 143/16*z + 1
*
[ 3/2 ] 
f(z) = -94/9*z^3 + 143/6*z + 1
*
[ -3/2 ] 
f(z) = -94/9*z^3 + 151/6*z + 1
*
[ -1/2 ] 
f(z) = -93/4*z^3 + 141/16*z + 1
*
[ -4/3 ] 
f(z) = -93/16*z^3 + 145/12*z + 1
*
[ -1/11 ] 
f(z) = -88*z^3 + 140/11*z + 1
*
0 | 0.14469515544517484810239465310574602774 | 0.027984837702627329510298607165282901567
f(z) = -88/9*z^3 + 149/18*z + 1
*
0 | 0.14233732870963949762588082453156817409 | 0.027651769098692293949218490493041129039
f(z) = -86/9*z^3 + 145/18*z + 1
*
[ -1/3 ] 
f(z) = -85/2*z^3 + 157/18*z + 1
*
[ 3/5 ] 
f(z) = -85/3*z^3 + 143/15*z + 1
*
-2/17 | 0.19318398131488102178323733689752815765 | 0.026551343643801432015555075142709565607
f(z) = -85/8*z^3 + 147/17*z + 1
*
-1/3 | 0.081776062032751914543084652610160620835 | 0.011824657628398393919878017518622695003
f(z) = -84*z^3 + 151/12*z + 1
*
[ -2/7 ] 
f(z) = -84*z^3 + 159/14*z + 1
*
[ -1/3 ] 
f(z) = -83/2*z^3 + 155/18*z + 1
*
[ 2/3 ] 
f(z) = -83/4*z^3 + 157/18*z + 1
*
0 | 0.14036178426420170525210764966502993953 | 0.027522639318239067545962654213847724310
f(z) = -82/3*z^3 + 155/6*z + 1
*
-8/27 | 0.084276503423425680624958064223053831229 | 0.012785296549825500924907794477252452249
f(z) = -81/2*z^3 + 145/18*z + 1
*
13/27 | 0.095035123085405175668070202930280420398 | 0.014417449489940917975527023474688690796
f(z) = -81/2*z^3 + 151/18*z + 1
*
[ -1/18 ] 
f(z) = -81/2*z^3 + 153/8*z + 1
*
[ -5/9 ] 
f(z) = -81/2*z^3 + 153/10*z + 1
*
-1/3 | 0.18118133949805009852505636609789147200 | 0.027486393723986598135527592771288168914
f(z) = -81/2*z^3 + 157/18*z + 1
*
[ 4/3 ] 
f(z) = -81/4*z^3 + 145/4*z + 1
*
[ -8/9 ] 
f(z) = -81/4*z^3 + 145/8*z + 1
*
[ -4/3 ] 
f(z) = -81/4*z^3 + 151/4*z + 1
*
[ -11/9 ] 
f(z) = -81/11*z^3 + 141/11*z + 1
*
[ -1/9 ] 
f(z) = -81/14*z^3 + 141/14*z + 1
*
-1/9 | 0.11437707026674433106795429146212303987 | 0.022982356739686424665186251778723649191
f(z) = -81/16*z^3 + 145/16*z + 1
*
[ -7/20 ] 
f(z) = -100/7*z^3 + 157/28*z + 1
*
-3/10 | 0.16144445517835428399289701827961330279 | 0.028304805783829518539691935350112468178
f(z) = -100/13*z^3 + 157/39*z + 1
*
[ -2/5 ] 
f(z) = -100/17*z^3 + 151/34*z + 1
*
[ -1/6 ] 
f(z) = -99/5*z^3 + 151/20*z + 1
*
[ -1/2 ] 
f(z) = -99/5*z^3 + 159/20*z + 1
*
[ -2/3 ] 
f(z) = -99/13*z^3 + 153/26*z + 1
*
-5/7 | 0.14778142385961300154806577317757091687 | 0.027998903661777911342575491581093001087
f(z) = -98/11*z^3 + 155/22*z + 1
*
-3/14 | 0.15044820377844405823139244314472667303 | 0.028504156027633078208889151284587642185
f(z) = -98/15*z^3 + 149/30*z + 1
*
-5/7 | 0.091383540010885884055325729549918552918 | 0.017313670867507917209562029808915235295
f(z) = -98/15*z^3 + 157/30*z + 1
*
0 | 0.15755839481257889100042707916090190510 | 0.029851264132171945738169182683282283143
f(z) = -98/17*z^3 + 145/34*z + 1
*
[ -1/2 ] 
f(z) = -98/17*z^3 + 151/34*z + 1
*
[ -1/2 ] 
f(z) = -97/5*z^3 + 157/20*z + 1
*
5/8 | 0.10757160867025872114787416397272906110 | 0.016924132568654660824404459695402005417
f(z) = -96/5*z^3 + 157/30*z + 1
*
[ 3/4 ] 
f(z) = -96/11*z^3 + 151/33*z + 1
*
[ 3/4 ] 
f(z) = -96/13*z^3 + 149/39*z + 1
*
[ 4/5 ] 
f(z) = -95/8*z^3 + 147/20*z + 1
*
[ -2/5 ] 
f(z) = -95/12*z^3 + 143/30*z + 1
*
0 | 0.089414315485677200214040151138321425941 | 0.017075395109956436791360249634250608662
f(z) = -94/15*z^3 + 143/30*z + 1
*
[ -1/2 ] 
f(z) = -94/17*z^3 + 149/34*z + 1
*
[ -1/2 ] 
f(z) = -93/5*z^3 + 153/20*z + 1
*
[ -1/3 ] 
f(z) = -93/10*z^3 + 151/30*z + 1
*
-3/7 | 0.18086030573454120708869240065179990234 | 0.028010958324718858728057630673539608995
f(z) = -91/4*z^3 + 145/28*z + 1
*
[ -1/2 ] 
f(z) = -91/5*z^3 + 151/20*z + 1
*
[ -1/6 ] 
f(z) = -90/11*z^3 + 159/22*z + 1
*
0 | 0.15047636157776917899337552662711584581 | 0.028977009803571455479019044200796077491
f(z) = -90/13*z^3 + 141/26*z + 1
*
[ -2/3 ] 
f(z) = -90/13*z^3 + 145/26*z + 1
*
[ -1/2 ] 
f(z) = -90/17*z^3 + 147/34*z + 1
*
[ -1/2 ] 
f(z) = -90/19*z^3 + 159/38*z + 1
*
[ -1/2 ] 
f(z) = -89/5*z^3 + 149/20*z + 1
*
[ -1/4 ] 
f(z) = -88/13*z^3 + 141/26*z + 1
*
-1/2 | 0.096101937754416745784275366590691747195 | 0.018586642536103166538305514317346113207
f(z) = -88/15*z^3 + 149/30*z + 1
*
[ -1/2 ] 
f(z) = -87/5*z^3 + 147/20*z + 1
*
[ -1/3 ] 
f(z) = -87/10*z^3 + 149/30*z + 1
*
[ -1/2 ] 
f(z) = -86/17*z^3 + 145/34*z + 1
*
[ -1/2 ] 
f(z) = -86/19*z^3 + 157/38*z + 1
*
-2/5 | 0.12822440594240137849238076450684464680 | 0.021186800518537228453938510792075424078
f(z) = -85/6*z^3 + 143/30*z + 1
*
[ -1/2 ] 
f(z) = -85/6*z^3 + 157/24*z + 1
*
[ -1/2 ] 
f(z) = -83/5*z^3 + 143/20*z + 1
*
[ -1/2 ] 
f(z) = -83/6*z^3 + 155/24*z + 1
*
[ -1/2 ] 
f(z) = -82/17*z^3 + 143/34*z + 1
*
[ -1/2 ] 
f(z) = -82/19*z^3 + 155/38*z + 1
*
[ -1/2 ] 
f(z) = -81/5*z^3 + 141/20*z + 1
*
[ -1/6 ] 
f(z) = -81/5*z^3 + 149/20*z + 1
*
[ -7/18 ] 
f(z) = -81/7*z^3 + 149/28*z + 1
*
[ -4/9 ] 
f(z) = -81/7*z^3 + 155/28*z + 1
*
[ -2/9 ] 
f(z) = -81/13*z^3 + 151/26*z + 1
*
[ -2/3 ] 
f(z) = -81/17*z^3 + 157/34*z + 1
*
[ 13/20 ] 
f(z) = -100/13*z^3 + 141/52*z + 1
*
[ 3/4 ] 
f(z) = -96/17*z^3 + 145/51*z + 1
*
[ 3/4 ] 
f(z) = -96/19*z^3 + 143/57*z + 1
*
-1/3 | 0.16527055033602712879056783206565075640 | 0.029349020555318527110078610953104970247
f(z) = -93/14*z^3 + 157/42*z + 1
*
[ 2/3 ] 
f(z) = -91/12*z^3 + 155/54*z + 1
*
-4/13 | 0.19389992490198751402176183852296561769 | 0.027403216880135865955648165352070248429
f(z) = -91/16*z^3 + 145/52*z + 1
*
[ 6/7 ] 
f(z) = -91/18*z^3 + 149/42*z + 1
*
[ 2/3 ] 
f(z) = -89/12*z^3 + 151/54*z + 1
*
-1/3 | 0.15461612491664791924652775726933605525 | 0.027786064853527913250977627534527120755
f(z) = -87/14*z^3 + 155/42*z + 1
*
[ 2/3 ] 
f(z) = -85/12*z^3 + 143/54*z + 1
*
[ 13/18 ] 
f(z) = -81/13*z^3 + 149/52*z + 1
*
0 | 0.13569079056710270500020715908360093530 | 0.024702216053236745751686655835258850930
f(z) = -81/14*z^3 + 145/42*z + 1
*
-3/8 | 0.20845259162304349598153480287322513075 | 0.028577160608811249295478401675214847946
f(z) = -92/15*z^3 + 149/80*z + 1
*
[ 4/7 ] 
f(z) = -91/12*z^3 + 145/84*z + 1
*
7/12 | 0.077533841671220194056378714900577995911 | 0.012198321018170338751898915240585838720
f(z) = -96/17*z^3 + 145/102*z + 1
*
-7/24 | 0.18569027681343380432158799201922335907 | 0.029214463745112793596182609298556357184
f(z) = -96/17*z^3 + 151/102*z + 1
*
[ 8/13 ] 
f(z) = -91/16*z^3 + 159/104*z + 1
*
-7/40 | 0.087176382317655623140066862394308605841 | 0.011816106137655732710911384273841654594
f(z) = -100*z^3 + 161/16*z + 1
*
[ -1/8 ] 
f(z) = -100*z^3 + 169/16*z + 1
*
-1/15 | 0.20390201971480376939038360525642635380 | 0.027203105691533218377348664996157270887
f(z) = -100*z^3 + 179/18*z + 1
*
-3/20 | 0.14229716537731451386489209042334138634 | 0.022889847460736192390918406313960226803
f(z) = -100/9*z^3 + 167/12*z + 1
*
[ 13/10 ] 
f(z) = -100/13*z^3 + 172/13*z + 1
*
[ -1/4 ] 
f(z) = -99*z^3 + 179/16*z + 1
*
[ 4/3 ] 
f(z) = -99/4*z^3 + 177/4*z + 1
*
[ -5/14 ] 
f(z) = -98*z^3 + 163/10*z + 1
*
[ -1/6 ] 
f(z) = -98*z^3 + 175/18*z + 1
*
[ -4/7 ] 
f(z) = -98/3*z^3 + 161/12*z + 1
*
[ 9/7 ] 
f(z) = -98/9*z^3 + 164/9*z + 1
*
[ -9/7 ] 
f(z) = -98/9*z^3 + 178/9*z + 1
*
[ -1/4 ] 
f(z) = -97*z^3 + 177/16*z + 1
*
[ -1/3 ] 
f(z) = -97/2*z^3 + 169/18*z + 1
*
[ 3/4 ] 
f(z) = -96*z^3 + 161/3*z + 1
*
-1/3 | 0.12741811885613582869909606865000713258 | 0.018075402539062707166630881455321230862
f(z) = -96*z^3 + 167/12*z + 1
*
[ -3/4 ] 
f(z) = -96*z^3 + 169/3*z + 1
*
-7/8 | 0.14495028861440228622031414375568032714 | 0.027570217062976873109153010971188315712
f(z) = -96/7*z^3 + 163/14*z + 1
*
[ -7/8 ] 
f(z) = -96/7*z^3 + 177/14*z + 1
*
[ -1/4 ] 
f(z) = -95*z^3 + 175/16*z + 1
*
[ -1/3 ] 
f(z) = -95/2*z^3 + 167/18*z + 1
*
[ 3/5 ] 
f(z) = -95/3*z^3 + 161/15*z + 1
*
[ -1/6 ] 
f(z) = -94*z^3 + 173/18*z + 1
*
0 | 0.14895363390722588244267565088053993069 | 0.028445580981236796357123721684057207379
f(z) = -94/3*z^3 + 179/6*z + 1
*
0 | 0.15111604862919337018061612278466934528 | 0.028858535949002513014649784396068211039
f(z) = -94/9*z^3 + 161/18*z + 1
*
[ -1/4 ] 
f(z) = -93*z^3 + 173/16*z + 1
*
[ -1/8 ] 
f(z) = -92*z^3 + 167/16*z + 1
*
[ -2/7 ] 
f(z) = -91*z^3 + 167/14*z + 1
*
[ -1/4 ] 
f(z) = -91*z^3 + 171/16*z + 1
*
[ -1/3 ] 
f(z) = -91/2*z^3 + 163/18*z + 1
*
[ 2/3 ] 
f(z) = -91/4*z^3 + 173/18*z + 1
*
-2 | 0.076992203981189426620906183174655351136 | 0.013092725465402766048840488157179975399
f(z) = -91/12*z^3 + 179/6*z + 1
*
-1/30 | 0.18053689493209501905783179409555412173 | 0.026540196682714597101158909164326483936
f(z) = -90*z^3 + 161/10*z + 1
*
-1/15 | 0.19948791752589764733076363927750241952 | 0.029326130644674387575314855146798840711
f(z) = -90*z^3 + 169/10*z + 1
*
[ -2/5 ] 
f(z) = -90*z^3 + 179/10*z + 1
*
[ -2/9 ] 
f(z) = -90*z^3 + 179/18*z + 1
*
[ -1/4 ] 
f(z) = -89*z^3 + 169/16*z + 1
*
[ -1/3 ] 
f(z) = -89/2*z^3 + 161/18*z + 1
*
[ 2/3 ] 
f(z) = -89/4*z^3 + 169/18*z + 1
*
-2 | 0.096774521288224040186733751530433652767 | 0.016488264730937514869141574823595951585
f(z) = -89/4*z^3 + 177/2*z + 1
*
[ 2 ] 
f(z) = -89/4*z^3 + 179/2*z + 1
*
-2 | 0.076585296205553551791956832610003652816 | 0.013073774347687428931073009223108835271
f(z) = -89/12*z^3 + 175/6*z + 1
*
0 | 0.14482633405466699543655614484581765645 | 0.028010208366112224292986325092999523163
f(z) = -88/3*z^3 + 167/6*z + 1
*
0 | 0.15373600976249956519735223060823198851 | 0.029733388578328861734769304407333647025
f(z) = -88/3*z^3 + 173/6*z + 1
*
[ -1/4 ] 
f(z) = -87*z^3 + 167/16*z + 1
*
-2 | 0.096355570933537582043578426457484544052 | 0.016481070723705000142105948327501442350
f(z) = -87/4*z^3 + 173/2*z + 1
*
[ 2 ] 
f(z) = -87/4*z^3 + 175/2*z + 1
*
[ -2 ] 
f(z) = -87/4*z^3 + 177/2*z + 1
*
[ -1/6 ] 
f(z) = -86*z^3 + 169/18*z + 1
*
0 | 0.14337892026659364335324376558173337519 | 0.027854118331245320612929694599629896340
f(z) = -86/3*z^3 + 163/6*z + 1
*
0 | 0.15250987366955738283956353346043502964 | 0.029627981993283912899472654412566872988
f(z) = -86/3*z^3 + 169/6*z + 1
*
[ -1/4 ] 
f(z) = -85*z^3 + 165/16*z + 1
*
[ -2/5 ] 
f(z) = -85*z^3 + 171/10*z + 1
*
[ 2/3 ] 
f(z) = -85/4*z^3 + 161/18*z + 1
*
-2 | 0.095926918600258913244844491341295835072 | 0.016473666929994516678471570927333400754
f(z) = -85/4*z^3 + 169/2*z + 1
*
[ 2 ] 
f(z) = -85/4*z^3 + 171/2*z + 1
*
[ -2 ] 
f(z) = -85/4*z^3 + 173/2*z + 1
*
[ -2/17 ] 
f(z) = -85/8*z^3 + 164/17*z + 1
*
-2 | 0.075743535488067975278223862805916667890 | 0.013034193384674545024077065215869245100
f(z) = -85/12*z^3 + 167/6*z + 1
*
[ 2 ] 
f(z) = -85/12*z^3 + 173/6*z + 1
*
[ -2 ] 
f(z) = -85/12*z^3 + 179/6*z + 1
*
[ -1/12 ] 
f(z) = -84*z^3 + 163/12*z + 1
*
[ -1/8 ] 
f(z) = -84*z^3 + 165/16*z + 1
*
[ 5/6 ] 
f(z) = -84/5*z^3 + 172/15*z + 1
*
[ -1/4 ] 
f(z) = -83*z^3 + 163/16*z + 1
*
-2 | 0.095488104059448356328973367837073579570 | 0.016466042146438399900993848269672783516
f(z) = -83/4*z^3 + 165/2*z + 1
*
[ 2 ] 
f(z) = -83/4*z^3 + 167/2*z + 1
*
[ -2 ] 
f(z) = -83/4*z^3 + 169/2*z + 1
*
-2 | 0.075307802978552370898709054917990458288 | 0.013013502403038416709577617507470587119
f(z) = -83/12*z^3 + 163/6*z + 1
*
[ 2 ] 
f(z) = -83/12*z^3 + 169/6*z + 1
*
[ -2 ] 
f(z) = -83/12*z^3 + 175/6*z + 1
*
[ -1/6 ] 
f(z) = -82*z^3 + 167/18*z + 1
*
0 | 0.14997294709261667476684592750449767372 | 0.029407230407915011427539648521281231214
f(z) = -82/3*z^3 + 161/6*z + 1
*
[ -1/4 ] 
f(z) = -81*z^3 + 161/16*z + 1
*
-13/27 | 0.12769292071431632013689450260438593985 | 0.019371850899453558660687821128187470405
f(z) = -81*z^3 + 178/9*z + 1
*
-10/27 | 0.15808213827361515224648075118171110910 | 0.023982093880948704655851273618687491286
f(z) = -81/2*z^3 + 163/18*z + 1
*
-2 | 0.095038633522226349102290759157896621216 | 0.016458184288883402266830369990475723229
f(z) = -81/4*z^3 + 161/2*z + 1
*
[ 2 ] 
f(z) = -81/4*z^3 + 163/2*z + 1
*
[ -2 ] 
f(z) = -81/4*z^3 + 165/2*z + 1
*
[ 14/9 ] 
f(z) = -81/8*z^3 + 174/7*z + 1
*
[ 13/9 ] 
f(z) = -81/13*z^3 + 173/13*z + 1
*
[ -1/9 ] 
f(z) = -81/16*z^3 + 161/16*z + 1
*
[ -1/9 ] 
f(z) = -81/17*z^3 + 171/17*z + 1
*
-1/4 | 0.20733399665136959448857384956383407461 | 0.027277549969225689255237836770159445922
f(z) = -100*z^3 + 177/20*z + 1
*
[ -3/5 ] 
f(z) = -100/7*z^3 + 164/21*z + 1
*
[ -3/10 ] 
f(z) = -100/11*z^3 + 170/33*z + 1
*
[ -2/5 ] 
f(z) = -100/19*z^3 + 165/38*z + 1
*
[ -2/11 ] 
f(z) = -99/2*z^3 + 179/22*z + 1
*
[ -2/11 ] 
f(z) = -99/4*z^3 + 161/22*z + 1
*
[ -4/9 ] 
f(z) = -99/16*z^3 + 161/36*z + 1
*
-2/9 | 0.18115930922422102262783671244271290515 | 0.026671101732053556187243148627424766391
f(z) = -99/16*z^3 + 173/36*z + 1
*
[ -2/3 ] 
f(z) = -99/17*z^3 + 173/34*z + 1
*
-3/28 | 0.21080437515483170034189288033206011762 | 0.027154939650872064568797756747636419631
f(z) = -98*z^3 + 179/24*z + 1
*
[ -3/7 ] 
f(z) = -98/11*z^3 + 164/33*z + 1
*
[ -11/14 ] 
f(z) = -98/11*z^3 + 171/22*z + 1
*
[ 13/14 ] 
f(z) = -98/13*z^3 + 167/26*z + 1
*
[ -3/14 ] 
f(z) = -98/15*z^3 + 179/30*z + 1
*
[ -2/7 ] 
f(z) = -98/17*z^3 + 169/34*z + 1
*
[ -1/2 ] 
f(z) = -98/19*z^3 + 163/38*z + 1
*
[ -1/2 ] 
f(z) = -97/6*z^3 + 169/24*z + 1
*
-3/16 | 0.093429501130866561419371101248514113983 | 0.012067250043024124406517110303381940056
f(z) = -96*z^3 + 169/24*z + 1
*
[ -1/3 ] 
f(z) = -96/11*z^3 + 164/33*z + 1
*
[ -1/2 ] 
f(z) = -95/6*z^3 + 167/24*z + 1
*
-1/5 | 0.14322684650208954036247752477850629443 | 0.023238606343510167866864401262751822848
f(z) = -95/6*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -95/7*z^3 + 179/28*z + 1
*
[ -1/4 ] 
f(z) = -94/3*z^3 + 167/24*z + 1
*
[ -1/2 ] 
f(z) = -94/19*z^3 + 161/38*z + 1
*
[ -1/2 ] 
f(z) = -93/7*z^3 + 177/28*z + 1
*
[ -2/9 ] 
f(z) = -93/8*z^3 + 164/27*z + 1
*
-2/3 | 0.076614914248528201028464440929023120815 | 0.013605404523384447257415186721202103314
f(z) = -93/10*z^3 + 169/30*z + 1
*
[ -1/3 ] 
f(z) = -93/11*z^3 + 163/33*z + 1
*
[ -1/4 ] 
f(z) = -92/7*z^3 + 163/28*z + 1
*
-3/7 | 0.18069609892415384807465162435901928861 | 0.027985526596602981267445213226774720614
f(z) = -91/3*z^3 + 166/21*z + 1
*
[ -1/2 ] 
f(z) = -91/6*z^3 + 163/24*z + 1
*
[ 6/7 ] 
f(z) = -91/8*z^3 + 172/21*z + 1
*
[ -2/3 ] 
f(z) = -90/17*z^3 + 165/34*z + 1
*
[ -2/3 ] 
f(z) = -90/19*z^3 + 175/38*z + 1
*
[ -1/2 ] 
f(z) = -89/6*z^3 + 161/24*z + 1
*
[ -1/2 ] 
f(z) = -89/7*z^3 + 173/28*z + 1
*
[ -2/3 ] 
f(z) = -89/16*z^3 + 179/36*z + 1
*
[ -3/11 ] 
f(z) = -88/9*z^3 + 178/33*z + 1
*
[ -1/4 ] 
f(z) = -88/15*z^3 + 161/30*z + 1
*
[ -3/4 ] 
f(z) = -88/15*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -87/7*z^3 + 171/28*z + 1
*
[ -2/9 ] 
f(z) = -87/8*z^3 + 163/27*z + 1
*
-2/3 | 0.070453102412182362292117984687127300499 | 0.012661127510552177561926099659502038341
f(z) = -87/10*z^3 + 161/30*z + 1
*
[ -1/3 ] 
f(z) = -87/11*z^3 + 161/33*z + 1
*
[ -1/4 ] 
f(z) = -86/3*z^3 + 163/24*z + 1
*
-1/5 | 0.15392932017608776178432103266436475989 | 0.025434080014297646279738289953767396877
f(z) = -85/6*z^3 + 167/30*z + 1
*
[ -2/5 ] 
f(z) = -85/6*z^3 + 173/30*z + 1
*
[ -1/2 ] 
f(z) = -85/7*z^3 + 169/28*z + 1
*
-4/5 | 0.17534148359160363592745218430844740260 | 0.028972058853978434499329260965448243619
f(z) = -85/8*z^3 + 161/20*z + 1
*
[ -2/3 ] 
f(z) = -85/16*z^3 + 175/36*z + 1
*
6/5 | 0.18681113191111598170908838910221870064 | 0.029718610967175585978498003844996487716
f(z) = -85/18*z^3 + 179/30*z + 1
*
-5/14 | 0.17435260092061168647763946749182600948 | 0.027342020811800240710058065834453259467
f(z) = -84/5*z^3 + 173/35*z + 1
*
2/3 | 0.14543254776624472494093164450462333445 | 0.023371758175544263960318904027789681411
f(z) = -84/5*z^3 + 179/30*z + 1
*
[ -1/3 ] 
f(z) = -84/11*z^3 + 160/33*z + 1
*
[ -1/2 ] 
f(z) = -83/7*z^3 + 167/28*z + 1
*
[ -1/2 ] 
f(z) = -83/8*z^3 + 179/32*z + 1
*
[ -2/3 ] 
f(z) = -83/16*z^3 + 173/36*z + 1
*
[ -1/4 ] 
f(z) = -82/3*z^3 + 161/24*z + 1
*
[ -3/4 ] 
f(z) = -82/9*z^3 + 179/24*z + 1
*
0 | 0.11384660322433397769066624657993192402 | 0.021946816274229690200941452307022749143
f(z) = -82/15*z^3 + 179/30*z + 1
*
[ -1/2 ] 
f(z) = -81/8*z^3 + 177/32*z + 1
*
-1/3 | 0.16024248740315851761254508790944230881 | 0.029171799561322348435401801175053439683
f(z) = -81/10*z^3 + 167/30*z + 1
*
0 | 0.16143162497845152050624588777414994445 | 0.029388279494699871550506481085211890684
f(z) = -81/13*z^3 + 178/39*z + 1
*
[ -10/9 ] 
f(z) = -81/16*z^3 + 163/20*z + 1
*
-14/27 | 0.086668627953784253462307439746186259170 | 0.013148197480243613249531823741971278714
f(z) = -81/16*z^3 + 175/36*z + 1
*
[ -2/3 ] 
f(z) = -81/19*z^3 + 167/38*z + 1
*
[ 2/3 ] 
f(z) = -97/12*z^3 + 167/54*z + 1
*
7/12 | 0.17243198876972615433175060601390074720 | 0.027128550675123025462125720506359665735
f(z) = -96/7*z^3 + 169/42*z + 1
*
[ 2/3 ] 
f(z) = -95/12*z^3 + 163/54*z + 1
*
-1/3 | 0.10987753438513131850974690271411731731 | 0.019512236201067259834731988063433295151
f(z) = -93/16*z^3 + 175/48*z + 1
*
-2/7 | 0.15891249750298684005378238668032463499 | 0.024611765012531624875929433475735589708
f(z) = -91/12*z^3 + 173/42*z + 1
*
-6/7 | 0.18973799481118480694624388532978953337 | 0.029385901144458787637274256883428680283
f(z) = -91/18*z^3 + 163/42*z + 1
*
[ -3/7 ] 
f(z) = -91/18*z^3 + 179/42*z + 1
*
-2/3 | 0.12908600227386707316755125993034820800 | 0.023198046340884093461656345758339340077
f(z) = -87/14*z^3 + 179/42*z + 1
*
-1/3 | 0.084932639679273552172137981674985690260 | 0.015263245250660863200413525283316757188
f(z) = -87/16*z^3 + 173/48*z + 1
*
-11/27 | 0.13141350915674747792252491228077392416 | 0.019936288490526106424527972864142351528
f(z) = -81/5*z^3 + 166/45*z + 1
*
-5/18 | 0.16700803960940136498448876964660259708 | 0.028890408154790905936897000242408028134
f(z) = -81/10*z^3 + 169/40*z + 1
*
0 | 0.12318545987553161449698039558313160160 | 0.022425647545755041143562322724671364595
f(z) = -81/14*z^3 + 173/42*z + 1
*
0 | 0.15749401240453819591594172775070659204 | 0.028671445609892876516694538341517216470
f(z) = -81/16*z^3 + 163/48*z + 1
*
0 | 0.094612170251482741786641706790322815729 | 0.017223941735839264488171359142019313093
f(z) = -81/16*z^3 + 179/48*z + 1
*
-4/7 | 0.15478205992979196971090565283504714508 | 0.025921164417607154320177955828981053907
f(z) = -98/15*z^3 + 173/60*z + 1
*
-10/27 | 0.11813621557975421147653756574672489383 | 0.017922036250989468698351165524181860101
f(z) = -81/7*z^3 + 163/63*z + 1
*
7/10 | 0.15614010308964338988300822244583021740 | 0.023834252536090884610119980655003667373
f(z) = -100/17*z^3 + 173/119*z + 1
*
17/24 | 0.12631700384899894763347097963151136431 | 0.019873326663439378198442594952766589842
f(z) = -96/17*z^3 + 169/102*z + 1
*
[ 2/3 ] 
f(z) = -87/19*z^3 + 175/114*z + 1
*
[ 2/3 ] 
f(z) = -84/17*z^3 + 173/102*z + 1
*
[ 2/3 ] 
f(z) = -84/19*z^3 + 167/114*z + 1
*
[ -2/15 ] 
f(z) = -100*z^3 + 185/18*z + 1
*
[ 7/5 ] 
f(z) = -100/7*z^3 + 198/7*z + 1
*
[ -13/10 ] 
f(z) = -100/13*z^3 + 192/13*z + 1
*
[ -1/10 ] 
f(z) = -100/17*z^3 + 188/17*z + 1
*
[ -2/9 ] 
f(z) = -99*z^3 + 187/18*z + 1
*
[ -1/9 ] 
f(z) = -99/2*z^3 + 191/18*z + 1
*
[ -4/3 ] 
f(z) = -99/4*z^3 + 183/4*z + 1
*
-2 | 0.098737851377213298276443835586645570763 | 0.016521428021168930021587599450344052884
f(z) = -99/4*z^3 + 197/2*z + 1
*
[ 2 ] 
f(z) = -99/4*z^3 + 199/2*z + 1
*
[ -2/33 ] 
f(z) = -99/8*z^3 + 193/11*z + 1
*
0 | 0.15154481868819602700351462193660962523 | 0.028711922432979005544506958310262835256
f(z) = -98/3*z^3 + 187/6*z + 1
*
6/7 | 0.13998006694436958053633532769406675259 | 0.024628855875091343633270698443131225321
f(z) = -98/5*z^3 + 196/15*z + 1
*
[ 2/3 ] 
f(z) = -97/4*z^3 + 185/18*z + 1
*
-2 | 0.098361490791799498927777790809231902822 | 0.016515140473125090121584260932360356097
f(z) = -97/4*z^3 + 193/2*z + 1
*
[ 2 ] 
f(z) = -97/4*z^3 + 195/2*z + 1
*
[ -2 ] 
f(z) = -97/4*z^3 + 197/2*z + 1
*
-2 | 0.078161731765231434159926571600903895398 | 0.013146543686427284477691989354619859282
f(z) = -97/12*z^3 + 191/6*z + 1
*
[ 2 ] 
f(z) = -97/12*z^3 + 197/6*z + 1
*
[ -2/5 ] 
f(z) = -95*z^3 + 187/10*z + 1
*
-3/5 | 0.17055746358540617651764366079397393256 | 0.027673008601435629351830863816960851308
f(z) = -95/3*z^3 + 196/15*z + 1
*
[ 2/3 ] 
f(z) = -95/4*z^3 + 181/18*z + 1
*
-2 | 0.097977319628979694988021884220490633595 | 0.016508688512306513802825475313377823700
f(z) = -95/4*z^3 + 189/2*z + 1
*
[ 2 ] 
f(z) = -95/4*z^3 + 191/2*z + 1
*
[ -2 ] 
f(z) = -95/4*z^3 + 193/2*z + 1
*
-2/19 | 0.21582708864813412395286128286226275244 | 0.028783408483704993352125490992281539659
f(z) = -95/8*z^3 + 183/19*z + 1
*
-2 | 0.077780061661197011483001914515005608438 | 0.013129085630492498841792336448045670017
f(z) = -95/12*z^3 + 187/6*z + 1
*
[ 2 ] 
f(z) = -95/12*z^3 + 193/6*z + 1
*
[ -2 ] 
f(z) = -95/12*z^3 + 199/6*z + 1
*
-2 | 0.097585006705329144058477157227339578716 | 0.016502064277685501805764850521231899522
f(z) = -93/4*z^3 + 185/2*z + 1
*
[ 2 ] 
f(z) = -93/4*z^3 + 187/2*z + 1
*
[ -2 ] 
f(z) = -93/4*z^3 + 189/2*z + 1
*
3/4 | 0.16613983101601309057884240591252812632 | 0.028120768234764178777934116950504209585
f(z) = -92/3*z^3 + 191/12*z + 1
*
3/2 | 0.13998430933840347736959558236521523459 | 0.026496102843234830863375096236457710213
f(z) = -92/15*z^3 + 197/15*z + 1
*
[ -1/13 ] 
f(z) = -91*z^3 + 189/13*z + 1
*
-2 | 0.097184199308332712649138344630745111717 | 0.016495259356168105329497717891917570053
f(z) = -91/4*z^3 + 181/2*z + 1
*
[ 2 ] 
f(z) = -91/4*z^3 + 183/2*z + 1
*
[ -2 ] 
f(z) = -91/4*z^3 + 185/2*z + 1
*
[ 2 ] 
f(z) = -91/12*z^3 + 185/6*z + 1
*
[ -2 ] 
f(z) = -91/12*z^3 + 191/6*z + 1
*
[ -2 ] 
f(z) = -89/4*z^3 + 181/2*z + 1
*
[ 2 ] 
f(z) = -89/12*z^3 + 181/6*z + 1
*
[ -2 ] 
f(z) = -89/12*z^3 + 187/6*z + 1
*
[ 3/2 ] 
f(z) = -88/3*z^3 + 199/3*z + 1
*
[ -3/5 ] 
f(z) = -85/3*z^3 + 193/15*z + 1
*
0 | 0.15929930336130171744678518739553355007 | 0.026321374142875119683767625886929998318
f(z) = -85/6*z^3 + 184/15*z + 1
*
-2/3 | 0.18156981743939532314324058311425559739 | 0.027545328367468541994774528352976508622
f(z) = -81/4*z^3 + 191/18*z + 1
*
[ -14/9 ] 
f(z) = -81/8*z^3 + 183/7*z + 1
*
[ -13/9 ] 
f(z) = -81/13*z^3 + 191/13*z + 1
*
-14/9 | 0.10544769126628912274147187289799092870 | 0.020076580686604908097864116971453480930
f(z) = -81/14*z^3 + 191/14*z + 1
*
[ -1/9 ] 
f(z) = -81/19*z^3 + 191/19*z + 1
*
[ 9/20 ] 
f(z) = -100/3*z^3 + 199/36*z + 1
*
[ -9/20 ] 
f(z) = -100/9*z^3 + 197/36*z + 1
*
[ -3/5 ] 
f(z) = -100/11*z^3 + 196/33*z + 1
*
[ -3/10 ] 
f(z) = -100/13*z^3 + 196/39*z + 1
*
-1/3 | 0.15951868534988600602969554771437274103 | 0.022811145485265562821367771240529293675
f(z) = -99/2*z^3 + 191/22*z + 1
*
[ -1/2 ] 
f(z) = -99/7*z^3 + 183/28*z + 1
*
[ -1/2 ] 
f(z) = -99/8*z^3 + 195/32*z + 1
*
[ -2/3 ] 
f(z) = -99/19*z^3 + 183/38*z + 1
*
-12/35 | 0.23325285064173128852173765801809181938 | 0.029889484138662702128632765535541216773
f(z) = -98/3*z^3 + 196/25*z + 1
*
[ -4/7 ] 
f(z) = -98/5*z^3 + 183/20*z + 1
*
9/14 | 0.18510776425669523225421910188473673578 | 0.029028648359750648011265500073941125762
f(z) = -98/5*z^3 + 193/30*z + 1
*
[ -3/14 ] 
f(z) = -98/5*z^3 + 197/30*z + 1
*
[ -3/7 ] 
f(z) = -98/13*z^3 + 184/39*z + 1
*
-13/14 | 0.15186542836501691510306016653973289414 | 0.028744950254131761959483897413129504191
f(z) = -98/13*z^3 + 197/26*z + 1
*
15/14 | 0.11490697431570173910826751003221740428 | 0.021770458153035601460924215881579036884
f(z) = -98/15*z^3 + 187/30*z + 1
*
[ -2/7 ] 
f(z) = -98/19*z^3 + 187/38*z + 1
*
[ -1/2 ] 
f(z) = -97/7*z^3 + 181/28*z + 1
*
[ -1/2 ] 
f(z) = -97/8*z^3 + 193/32*z + 1
*
[ -2/3 ] 
f(z) = -97/16*z^3 + 187/36*z + 1
*
-5/12 | 0.11754016899735750087044210145087348137 | 0.018492476098884824232252955025899990477
f(z) = -96/5*z^3 + 187/30*z + 1
*
[ -3/8 ] 
f(z) = -96/5*z^3 + 191/30*z + 1
*
-3/4 | 0.12836565650203158589276110484578955160 | 0.022667588260999133712576874170467276004
f(z) = -96/7*z^3 + 190/21*z + 1
*
[ -1/3 ] 
f(z) = -96/13*z^3 + 188/39*z + 1
*
-7/8 | 0.15368592473564390049066079300404586155 | 0.029034021244684882498788566112850830639
f(z) = -96/13*z^3 + 199/26*z + 1
*
[ -2/5 ] 
f(z) = -95/6*z^3 + 181/30*z + 1
*
[ -1/5 ] 
f(z) = -95/6*z^3 + 199/30*z + 1
*
[ -1/2 ] 
f(z) = -95/8*z^3 + 191/32*z + 1
*
[ -4/5 ] 
f(z) = -95/8*z^3 + 197/20*z + 1
*
0 | 0.18397542760051124760569020897056499781 | 0.029850077993757010891919606416441237910
f(z) = -95/14*z^3 + 192/35*z + 1
*
[ -2/3 ] 
f(z) = -95/16*z^3 + 185/36*z + 1
*
[ -3/4 ] 
f(z) = -94/9*z^3 + 197/24*z + 1
*
[ -1/6 ] 
f(z) = -93/2*z^3 + 199/24*z + 1
*
[ -1/2 ] 
f(z) = -93/8*z^3 + 189/32*z + 1
*
[ -2/3 ] 
f(z) = -93/10*z^3 + 199/30*z + 1
*
[ -1/3 ] 
f(z) = -93/13*z^3 + 187/39*z + 1
*
0 | 0.15339883526442524890998613704895869988 | 0.028979784906381128358893089841361545189
f(z) = -92/15*z^3 + 199/30*z + 1
*
[ -1/7 ] 
f(z) = -91/3*z^3 + 181/21*z + 1
*
[ -3/7 ] 
f(z) = -91/3*z^3 + 187/21*z + 1
*
[ -1/3 ] 
f(z) = -91/3*z^3 + 199/27*z + 1
*
[ 4/7 ] 
f(z) = -91/4*z^3 + 187/28*z + 1
*
[ -4/7 ] 
f(z) = -91/8*z^3 + 181/28*z + 1
*
[ -1/2 ] 
f(z) = -91/8*z^3 + 187/32*z + 1
*
[ -1/2 ] 
f(z) = -91/9*z^3 + 199/36*z + 1
*
[ -2/3 ] 
f(z) = -91/16*z^3 + 181/36*z + 1
*
-7/15 | 0.14233401656355979286630625696741855880 | 0.023298125445941619546204080329035285427
f(z) = -90/7*z^3 + 183/35*z + 1
*
[ -1/6 ] 
f(z) = -90/13*z^3 + 187/26*z + 1
*
[ -1/3 ] 
f(z) = -89/3*z^3 + 197/27*z + 1
*
[ -1/2 ] 
f(z) = -89/8*z^3 + 185/32*z + 1
*
[ -1/2 ] 
f(z) = -89/9*z^3 + 197/36*z + 1
*
[ -3/8 ] 
f(z) = -88/3*z^3 + 187/24*z + 1
*
[ -1/3 ] 
f(z) = -88/3*z^3 + 196/27*z + 1
*
0 | 0.14480857647365191173813905065315793874 | 0.027570646969822283207976464025443242524
f(z) = -88/15*z^3 + 191/30*z + 1
*
[ -1/4 ] 
f(z) = -88/17*z^3 + 181/34*z + 1
*
[ -1/6 ] 
f(z) = -87/2*z^3 + 197/24*z + 1
*
2/3 | 0.17435649001052218578922486329419821992 | 0.027862855858330742357448259967709525742
f(z) = -87/5*z^3 + 187/30*z + 1
*
[ -1/2 ] 
f(z) = -87/8*z^3 + 183/32*z + 1
*
[ -2/3 ] 
f(z) = -87/10*z^3 + 191/30*z + 1
*
[ -1/3 ] 
f(z) = -87/13*z^3 + 185/39*z + 1
*
[ -1/3 ] 
f(z) = -86/3*z^3 + 194/27*z + 1
*
[ -3/4 ] 
f(z) = -86/9*z^3 + 185/24*z + 1
*
0 | 0.12348914055650480696423710009376342156 | 0.023606686383575341257360294901304034485
f(z) = -86/15*z^3 + 187/30*z + 1
*
[ -1/3 ] 
f(z) = -85/3*z^3 + 193/27*z + 1
*
[ -1/5 ] 
f(z) = -85/6*z^3 + 197/30*z + 1
*
[ -4/5 ] 
f(z) = -85/8*z^3 + 181/20*z + 1
*
[ -1/2 ] 
f(z) = -85/8*z^3 + 181/32*z + 1
*
[ -1/2 ] 
f(z) = -85/9*z^3 + 193/36*z + 1
*
-1/6 | 0.11781606123206930223756781672002141582 | 0.015760630722383068553702680781593822242
f(z) = -84*z^3 + 184/21*z + 1
*
-4/21 | 0.16389072687885471431303962236915513938 | 0.021924185872014849052220146955348685938
f(z) = -84*z^3 + 190/21*z + 1
*
-1/3 | 0.13362552713659451561453338788392767610 | 0.021474309253908195550036070168203501066
f(z) = -84/5*z^3 + 191/30*z + 1
*
[ -1/3 ] 
f(z) = -84/13*z^3 + 184/39*z + 1
*
0 | 0.14381076449555170927768342102916112405 | 0.026008248269311873887049841535088592470
f(z) = -84/13*z^3 + 187/39*z + 1
*
[ -1/3 ] 
f(z) = -83/3*z^3 + 191/27*z + 1
*
[ -1/2 ] 
f(z) = -83/9*z^3 + 191/36*z + 1
*
[ -1/3 ] 
f(z) = -82/3*z^3 + 190/27*z + 1
*
1/2 | 0.16295800289879371734668056353856534349 | 0.023687974213099277630003750467639757232
f(z) = -81/2*z^3 + 187/24*z + 1
*
[ -5/9 ] 
f(z) = -81/4*z^3 + 181/20*z + 1
*
-5/9 | 0.17781928592978293328910907175875138744 | 0.029617360210521015983964922303431870645
f(z) = -81/7*z^3 + 188/35*z + 1
*
-5/18 | 0.11935947270325562935430260149499631158 | 0.020647771757591253911229740571925887286
f(z) = -81/7*z^3 + 193/28*z + 1
*
0 | 0.14863413450773336923373567805965851590 | 0.027058523928933709300524751121852598972
f(z) = -81/11*z^3 + 188/33*z + 1
*
0 | 0.15002287327122029029096310791140670084 | 0.027311340828546318394758551475369033218
f(z) = -81/11*z^3 + 199/33*z + 1
*
0 | 0.15606100915330543125367831702480349684 | 0.028410570455661705461682082985741327085
f(z) = -81/13*z^3 + 191/39*z + 1
*
[ -2/9 ] 
f(z) = -81/17*z^3 + 195/34*z + 1
*
0 | 0.16406521884635949051580624397665800141 | 0.026619639603506670728090206927767157627
f(z) = -95/18*z^3 + 188/45*z + 1
*
0 | 0.15984516459646920751662804925083627873 | 0.028385571487913158055117293598584706822
f(z) = -93/14*z^3 + 181/42*z + 1
*
-2/3 | 0.14359513550860499108234136361955604842 | 0.025499864162835732482277955787185827569
f(z) = -93/14*z^3 + 187/42*z + 1
*
[ -1/3 ] 
f(z) = -93/14*z^3 + 199/42*z + 1
*
0 | 0.13094474962013430102330195492203213149 | 0.023253387493407569958505435310801333690
f(z) = -93/16*z^3 + 199/48*z + 1
*
-2/7 | 0.16944927612998558248381741869152859503 | 0.026243661330515579837380062598259145983
f(z) = -91/6*z^3 + 199/42*z + 1
*
6/7 | 0.17797494234247652355484944134436718859 | 0.027564084183936303812817452937820542736
f(z) = -91/12*z^3 + 185/42*z + 1
*
0 | 0.11379569652645100738432530523432482188 | 0.020450225391697778064765811578227395491
f(z) = -87/14*z^3 + 191/42*z + 1
*
[ -1/3 ] 
f(z) = -87/14*z^3 + 197/42*z + 1
*
0 | 0.083451204391809251060899265185473244066 | 0.014997016505140442495177050645555004902
f(z) = -87/16*z^3 + 197/48*z + 1
*
-1/3 | 0.15938936927016393543718449690013969183 | 0.028643864628551581316066210804493184465
f(z) = -87/17*z^3 + 182/51*z + 1
*
-1/3 | 0.15924746818508456099840215735068971392 | 0.028799983807506523149627266507803315094
f(z) = -84/17*z^3 + 181/51*z + 1
*
0 | 0.15942703781944823624375073633473602277 | 0.028832459065172679858526214424218011837
f(z) = -84/17*z^3 + 184/51*z + 1
*
-5/9 | 0.15567206222952890490630647708628547225 | 0.025928546038517033269373486742438750954
f(z) = -81/8*z^3 + 197/40*z + 1
*
-4/9 | 0.15140423896605686111430825315753901532 | 0.026191135889775738396105084592060551683
f(z) = -81/13*z^3 + 181/52*z + 1
*
0 | 0.12400010326270425694923508056359530225 | 0.022573951619098379809893407111938625633
f(z) = -81/14*z^3 + 187/42*z + 1
*
[ 3/4 ] 
f(z) = -92/15*z^3 + 187/60*z + 1
*
[ 2/3 ] 
f(z) = -87/11*z^3 + 199/66*z + 1
*
[ 2/3 ] 
f(z) = -87/13*z^3 + 193/78*z + 1
*
4/5 | 0.094147583049193446048263605986469987526 | 0.015556212147800434016395504777414123282
f(z) = -85/12*z^3 + 197/60*z + 1
*
[ 2/3 ] 
f(z) = -84/11*z^3 + 191/66*z + 1
*
[ 2/3 ] 
f(z) = -84/13*z^3 + 185/78*z + 1
*
[ 3/5 ] 
f(z) = -83/9*z^3 + 199/75*z + 1
*
[ 3/5 ] 
f(z) = -82/9*z^3 + 196/75*z + 1
*
-11/27 | 0.15599149512532632916858405229146085645 | 0.023664929647206852181696862923870252155
f(z) = -81/8*z^3 + 193/72*z + 1
*
[ 9/14 ] 
f(z) = -98/15*z^3 + 193/90*z + 1
*
2/3 | 0.19081288646820885031188215179641284133 | 0.028840841365497865397962032928225057974
f(z) = -83/10*z^3 + 197/90*z + 1
*
5/8 | 0.16769298538011556230145868808116790527 | 0.026382968057176659900046294721644452206
f(z) = -96/19*z^3 + 187/114*z + 1
*
[ 2/3 ] 
f(z) = -93/17*z^3 + 197/102*z + 1
*
[ 2/3 ] 
f(z) = -93/19*z^3 + 191/114*z + 1
*
[ 2/3 ] 
f(z) = -87/17*z^3 + 181/102*z + 1
*
7/9 | 0.14634324263329847858293603666891505186 | 0.023081222312946429441605679352106769785
f(z) = -81/16*z^3 + 199/112*z + 1
*
[ 17/27 ] 
f(z) = -81/17*z^3 + 199/153*z + 1
*
-4/27 | 0.18098601092598249195787661705627985266 | 0.027456761102590441023128349180402962380
f(z) = -81/19*z^3 + 187/171*z + 1
*
[ -7/5 ] 
f(z) = -100/7*z^3 + 208/7*z + 1
*
[ -1/10 ] 
f(z) = -100/19*z^3 + 210/19*z + 1
*
[ -1/12 ] 
f(z) = -99*z^3 + 219/16*z + 1
*
[ -2 ] 
f(z) = -99/4*z^3 + 201/2*z + 1
*
[ -1/21 ] 
f(z) = -98*z^3 + 200/9*z + 1
*
[ -2 ] 
f(z) = -97/12*z^3 + 203/6*z + 1
*
11/12 | 0.11396067599798113267545088409248215197 | 0.020123869201934705107473709637611916389
f(z) = -96/5*z^3 + 212/15*z + 1
*
-5/6 | 0.13194495254802054202794447721766623270 | 0.023299642123734730798199066688858076257
f(z) = -96/5*z^3 + 218/15*z + 1
*
[ -3/5 ] 
f(z) = -95/3*z^3 + 211/15*z + 1
*
[ -2/19 ] 
f(z) = -95/8*z^3 + 202/19*z + 1
*
[ 3/4 ] 
f(z) = -92/3*z^3 + 203/12*z + 1
*
[ 3/2 ] 
f(z) = -92/3*z^3 + 208/3*z + 1
*
[ -3/2 ] 
f(z) = -92/3*z^3 + 212/3*z + 1
*
[ 3/2 ] 
f(z) = -92/15*z^3 + 212/15*z + 1
*
[ -3/2 ] 
f(z) = -88/3*z^3 + 203/3*z + 1
*
[ 3/2 ] 
f(z) = -88/15*z^3 + 203/15*z + 1
*
-3/2 | 0.11708626495171795492728534386487867212 | 0.021936380256844923049541105216615200732
f(z) = -88/15*z^3 + 208/15*z + 1
*
[ -2/3 ] 
f(z) = -85/4*z^3 + 215/18*z + 1
*
-1/12 | 0.10864535704004811300740322838161526886 | 0.015709904805628114141199428693500333864
f(z) = -84*z^3 + 211/12*z + 1
*
[ -5/6 ] 
f(z) = -84/5*z^3 + 208/15*z + 1
*
[ -2/3 ] 
f(z) = -83/4*z^3 + 211/18*z + 1
*
-8/27 | 0.19237377146670088868927645451438695585 | 0.026407481223703897630419628080308135954
f(z) = -81*z^3 + 209/18*z + 1
*
[ 10/9 ] 
f(z) = -81/5*z^3 + 201/10*z + 1
*
0 | 0.12463186844573203862325757614691449397 | 0.022688963109420173883526322861577746259
f(z) = -81/5*z^3 + 218/15*z + 1
*
[ -10/9 ] 
f(z) = -81/5*z^3 + 219/10*z + 1
*
[ 14/9 ] 
f(z) = -81/14*z^3 + 201/14*z + 1
*
[ -14/9 ] 
f(z) = -81/14*z^3 + 219/14*z + 1
*
-1/4 | 0.21343302690194263976956484843895703082 | 0.028079958667802842470986169284903948845
f(z) = -100*z^3 + 217/20*z + 1
*
[ -1/3 ] 
f(z) = -100/3*z^3 + 208/27*z + 1
*
[ -1/6 ] 
f(z) = -100/3*z^3 + 214/27*z + 1
*
[ -1/4 ] 
f(z) = -100/9*z^3 + 205/36*z + 1
*
4/5 | 0.14207113459422660672114037213608589446 | 0.023712254904821705911254091678383209584
f(z) = -100/9*z^3 + 211/36*z + 1
*
[ -3/5 ] 
f(z) = -100/13*z^3 + 212/39*z + 1
*
[ -2/11 ] 
f(z) = -99*z^3 + 215/22*z + 1
*
[ -1/6 ] 
f(z) = -99/7*z^3 + 207/28*z + 1
*
[ -4/9 ] 
f(z) = -99/8*z^3 + 205/36*z + 1
*
[ -6/11 ] 
f(z) = -99/8*z^3 + 215/33*z + 1
*
[ -2/15 ] 
f(z) = -99/8*z^3 + 218/25*z + 1
*
[ -2/9 ] 
f(z) = -99/16*z^3 + 209/36*z + 1
*
[ -1/3 ] 
f(z) = -98/3*z^3 + 206/27*z + 1
*
-3/7 | 0.15134769979780951802391335888769035376 | 0.023734386156786016712485262496342596914
f(z) = -98/5*z^3 + 203/30*z + 1
*
[ -3/4 ] 
f(z) = -98/9*z^3 + 203/24*z + 1
*
-13/14 | 0.14166590056952935838401156942910454131 | 0.026565417390550883709677917149698184298
f(z) = -98/13*z^3 + 207/26*z + 1
*
[ -6/7 ] 
f(z) = -98/15*z^3 + 209/30*z + 1
*
0 | 0.15153126485729105465697703013839307631 | 0.028313767121265323488406158524379962358
f(z) = -98/15*z^3 + 211/30*z + 1
*
[ -1/3 ] 
f(z) = -97/3*z^3 + 205/27*z + 1
*
[ -1/2 ] 
f(z) = -97/9*z^3 + 205/36*z + 1
*
[ -3/4 ] 
f(z) = -96/7*z^3 + 211/21*z + 1
*
[ -1/8 ] 
f(z) = -96/11*z^3 + 201/22*z + 1
*
-5/12 | 0.14322509605304553586843750079527051429 | 0.025291558462298725318890202997971707561
f(z) = -96/13*z^3 + 206/39*z + 1
*
[ -1/3 ] 
f(z) = -95/3*z^3 + 203/27*z + 1
*
[ -1/2 ] 
f(z) = -95/9*z^3 + 203/36*z + 1
*
[ -1/3 ] 
f(z) = -94/3*z^3 + 202/27*z + 1
*
0 | 0.11913641363122368871385978564624788463 | 0.022422698103774512818937306893517957877
f(z) = -94/15*z^3 + 203/30*z + 1
*
2/3 | 0.17794721043358328415863304454362803117 | 0.028136797973051931160665284568202967750
f(z) = -93/5*z^3 + 203/30*z + 1
*
0 | 0.14516949008788618660926325920476861195 | 0.025779440680338326651688776912772637181
f(z) = -93/13*z^3 + 214/39*z + 1
*
[ -1/3 ] 
f(z) = -92/3*z^3 + 200/27*z + 1
*
[ -1/6 ] 
f(z) = -92/3*z^3 + 212/27*z + 1
*
[ -1/4 ] 
f(z) = -92/9*z^3 + 203/36*z + 1
*
[ -2/13 ] 
f(z) = -91/4*z^3 + 209/26*z + 1
*
-1/7 | 0.19243955657498169128081536216267406893 | 0.029804308786036251781496388947363438006
f(z) = -91/4*z^3 + 209/28*z + 1
*
-6/7 | 0.17093751043837858410085413025979578836 | 0.022624602131291339282811585324763984641
f(z) = -91/8*z^3 + 200/21*z + 1
*
[ -6/13 ] 
f(z) = -91/8*z^3 + 218/39*z + 1
*
[ -7/15 ] 
f(z) = -90/7*z^3 + 208/35*z + 1
*
[ -2/11 ] 
f(z) = -88*z^3 + 207/22*z + 1
*
-1/8 | 0.17340513822994902890697396764698415848 | 0.026446698181750972281806246419713211740
f(z) = -88/3*z^3 + 203/24*z + 1
*
[ -1/6 ] 
f(z) = -88/3*z^3 + 211/27*z + 1
*
[ -1/4 ] 
f(z) = -88/19*z^3 + 201/38*z + 1
*
[ 2/3 ] 
f(z) = -87/5*z^3 + 217/30*z + 1
*
0 | 0.10435089449043711018103046535708923413 | 0.018752899953986218339693446031097136858
f(z) = -87/10*z^3 + 211/30*z + 1
*
0 | 0.14068509883169815633381166969877836014 | 0.025282520061668210128352557346826545378
f(z) = -87/11*z^3 + 206/33*z + 1
*
0 | 0.14517417801865006602499778740961581149 | 0.026089252512688509252152659181017674968
f(z) = -87/13*z^3 + 209/39*z + 1
*
2/5 | 0.098636264103656633050305279523123017817 | 0.013260443442483947401168005115082113008
f(z) = -85*z^3 + 217/20*z + 1
*
-3/5 | 0.11806952408134197316476968323747389477 | 0.019508887061279932160025077159643526191
f(z) = -85/6*z^3 + 203/30*z + 1
*
[ 6/5 ] 
f(z) = -85/18*z^3 + 209/30*z + 1
*
[ -3/14 ] 
f(z) = -84*z^3 + 200/21*z + 1
*
-1/6 | 0.11979813388894646711907881352537375690 | 0.016025778910866818014880358580558431279
f(z) = -84*z^3 + 205/21*z + 1
*
-1/7 | 0.10474189072285323563666071343841688004 | 0.014011657184799407880349567055421957313
f(z) = -84*z^3 + 211/21*z + 1
*
[ -5/14 ] 
f(z) = -84/5*z^3 + 208/35*z + 1
*
[ 2/3 ] 
f(z) = -84/5*z^3 + 209/30*z + 1
*
-1/6 | 0.14228228672406901476045562433242023306 | 0.025731822304299525436593067429262802195
f(z) = -84/11*z^3 + 205/33*z + 1
*
0 | 0.13634773174749772630109565889197183482 | 0.024658555085813105485969257001012281374
f(z) = -84/11*z^3 + 208/33*z + 1
*
[ -5/18 ] 
f(z) = -81*z^3 + 217/20*z + 1
*
[ -1/6 ] 
f(z) = -81/7*z^3 + 205/28*z + 1
*
0 | 0.16037588800528598525297525223664378436 | 0.029196084853504760552223671407378211612
f(z) = -81/8*z^3 + 203/24*z + 1
*
0 | 0.097750802387590097064034239337883159981 | 0.017795322953486564029833803901608096359
f(z) = -81/8*z^3 + 211/24*z + 1
*
[ -2/15 ] 
f(z) = -81/8*z^3 + 217/25*z + 1
*
0 | 0.11989040338073931440406332198564201058 | 0.021825789610652744965093553791120801545
f(z) = -81/10*z^3 + 203/30*z + 1
*
-4/27 | 0.17052558574304830530078316056505093376 | 0.025307469054731390153915591846445534677
f(z) = -81/16*z^3 + 211/36*z + 1
*
[ -2/9 ] 
f(z) = -81/19*z^3 + 217/38*z + 1
*
[ -1/2 ] 
f(z) = -99/10*z^3 + 219/40*z + 1
*
[ -4/11 ] 
f(z) = -99/16*z^3 + 201/44*z + 1
*
-4/7 | 0.16648434614262487548796964899377135003 | 0.027880932139540371459207518798014765826
f(z) = -98/11*z^3 + 205/44*z + 1
*
[ -1/2 ] 
f(z) = -97/10*z^3 + 217/40*z + 1
*
-5/16 | 0.18331684109695686252306203690368559881 | 0.027592209937400537100449422837802576470
f(z) = -96/5*z^3 + 203/40*z + 1
*
17/24 | 0.13290824966323336574362946041654414306 | 0.020910320711698274907686694859861386099
f(z) = -96/7*z^3 + 205/42*z + 1
*
-1/4 | 0.17765624649030139455303831725823943140 | 0.027950477866960941607358270342593589792
f(z) = -96/7*z^3 + 211/42*z + 1
*
0 | 0.16305438237218550145240579395502533986 | 0.028793134429267850376797183444057637944
f(z) = -96/17*z^3 + 203/51*z + 1
*
-1/3 | 0.16565602202674288307023301314584172389 | 0.029252547780938446220781708500356822588
f(z) = -96/19*z^3 + 203/57*z + 1
*
0 | 0.16727564074238048261861878154262190723 | 0.029538549903206253168981950174076078702
f(z) = -96/19*z^3 + 212/57*z + 1
*
-1/5 | 0.13798448921995964408574255740601117471 | 0.022388032026148001961528940622405353821
f(z) = -95/8*z^3 + 219/40*z + 1
*
[ -1/2 ] 
f(z) = -93/10*z^3 + 213/40*z + 1
*
0 | 0.14045099239155628171362643810825882797 | 0.024941521973114044534095020539746131467
f(z) = -93/16*z^3 + 215/48*z + 1
*
0 | 0.16364515851004588814691578085138221339 | 0.029060380758245307811233083682050048319
f(z) = -93/17*z^3 + 211/51*z + 1
*
-1/3 | 0.16412799236084528571329705186122906584 | 0.029146123200459624465686742586342228379
f(z) = -93/19*z^3 + 202/57*z + 1
*
[ -1/2 ] 
f(z) = -91/10*z^3 + 211/40*z + 1
*
[ -2/7 ] 
f(z) = -91/12*z^3 + 215/42*z + 1
*
-6/7 | 0.17673288679440437930673455098236500388 | 0.027371719330561016394436710797957824878
f(z) = -91/18*z^3 + 205/42*z + 1
*
[ 7/12 ] 
f(z) = -90/7*z^3 + 205/56*z + 1
*
[ -1/2 ] 
f(z) = -89/10*z^3 + 209/40*z + 1
*
[ 2/3 ] 
f(z) = -87/7*z^3 + 211/42*z + 1
*
[ -1/2 ] 
f(z) = -87/10*z^3 + 207/40*z + 1
*
[ -1/2 ] 
f(z) = -87/11*z^3 + 219/44*z + 1
*
-1/5 | 0.10761203096692449008135934744097957699 | 0.017780972481284409898775963533363490815
f(z) = -85/8*z^3 + 217/40*z + 1
*
[ -1/2 ] 
f(z) = -85/11*z^3 + 217/44*z + 1
*
[ -1/2 ] 
f(z) = -83/10*z^3 + 203/40*z + 1
*
[ -1/2 ] 
f(z) = -83/11*z^3 + 215/44*z + 1
*
[ -1/2 ] 
f(z) = -81/10*z^3 + 201/40*z + 1
*
[ -5/18 ] 
f(z) = -81/10*z^3 + 209/40*z + 1
*
[ 5/6 ] 
f(z) = -81/10*z^3 + 217/40*z + 1
*
[ -4/9 ] 
f(z) = -81/11*z^3 + 207/44*z + 1
*
[ -1/2 ] 
f(z) = -81/11*z^3 + 213/44*z + 1
*
-1/3 | 0.15819767604352797493144211676901154398 | 0.028799546059204773027579654502452961220
f(z) = -81/14*z^3 + 209/42*z + 1
*
0 | 0.14858980406151508068881141931303081665 | 0.027050453666717357785816400771610900983
f(z) = -81/16*z^3 + 211/48*z + 1
*
-3/5 | 0.17032097271348088276557591110189685067 | 0.027634637874084418663344016962191642765
f(z) = -95/12*z^3 + 211/60*z + 1
*
[ 2/3 ] 
f(z) = -93/11*z^3 + 215/66*z + 1
*
[ 2/3 ] 
f(z) = -93/13*z^3 + 209/78*z + 1
*
[ 3/5 ] 
f(z) = -89/9*z^3 + 217/75*z + 1
*
[ 3/5 ] 
f(z) = -88/9*z^3 + 214/75*z + 1
*
[ 3/5 ] 
f(z) = -86/9*z^3 + 208/75*z + 1
*
0 | 0.17131801182217573351010814102578044810 | 0.029450702782041970584110177603666927654
f(z) = -84/17*z^3 + 217/68*z + 1
*
-1/2 | 0.17233267614067783831072432783659145532 | 0.029686247962094019687104966149048831607
f(z) = -83/15*z^3 + 203/60*z + 1
*
[ 5/9 ] 
f(z) = -99/10*z^3 + 203/90*z + 1
*
[ 5/7 ] 
f(z) = -98/17*z^3 + 216/85*z + 1
*
[ 5/7 ] 
f(z) = -98/19*z^3 + 212/95*z + 1
*
[ 3/4 ] 
f(z) = -83/18*z^3 + 217/96*z + 1
*
-11/27 | 0.11299941716642574354834007738880447532 | 0.017142750348475123688407684428247065582
f(z) = -81/10*z^3 + 211/90*z + 1
*
[ 2/3 ] 
f(z) = -96/17*z^3 + 205/102*z + 1
*
[ 17/28 ] 
f(z) = -98/17*z^3 + 201/136*z + 1
*
[ 5/8 ] 
f(z) = -88/15*z^3 + 203/120*z + 1
*
[ 3/4 ] 
f(z) = -100/3*z^3 + 221/12*z + 1
*
[ 3/2 ] 
f(z) = -100/3*z^3 + 226/3*z + 1
*
[ -3/2 ] 
f(z) = -100/3*z^3 + 230/3*z + 1
*
[ -1/28 ] 
f(z) = -98*z^3 + 233/8*z + 1
*
[ 9/14 ] 
f(z) = -98/3*z^3 + 233/18*z + 1
*
[ -2/3 ] 
f(z) = -97/4*z^3 + 239/18*z + 1
*
[ 5/12 ] 
f(z) = -96*z^3 + 229/15*z + 1
*
[ -5/6 ] 
f(z) = -96/5*z^3 + 233/15*z + 1
*
[ -2/3 ] 
f(z) = -95/4*z^3 + 235/18*z + 1
*
[ -3/4 ] 
f(z) = -92/3*z^3 + 235/12*z + 1
*
[ -3/2 ] 
f(z) = -92/15*z^3 + 232/15*z + 1
*
[ -2/3 ] 
f(z) = -91/4*z^3 + 227/18*z + 1
*
[ -2/3 ] 
f(z) = -89/4*z^3 + 223/18*z + 1
*
[ -3/2 ] 
f(z) = -88/15*z^3 + 223/15*z + 1
*
[ 2/3 ] 
f(z) = -87*z^3 + 229/6*z + 1
*
0 | 0.11654105707002431453247322908708166043 | 0.020943594153534021663973884947768381493
f(z) = -87/5*z^3 + 236/15*z + 1
*
[ 4/3 ] 
f(z) = -87/8*z^3 + 235/12*z + 1
*
-6/5 | 0.20140684548443734019006416627068523988 | 0.026838530998367636341269019164263986164
f(z) = -85/8*z^3 + 227/15*z + 1
*
[ 6/5 ] 
f(z) = -85/8*z^3 + 232/15*z + 1
*
[ 2/3 ] 
f(z) = -84*z^3 + 221/6*z + 1
*
[ -2/3 ] 
f(z) = -84*z^3 + 239/6*z + 1
*
0 | 0.12487014658398713047394129031748349248 | 0.022732341131077653372299188242620782353
f(z) = -81/4*z^3 + 227/12*z + 1
*
0 | 0.13988221623496549830947325478676451745 | 0.025465256064912606631125713598752123344
f(z) = -81/4*z^3 + 235/12*z + 1
*
[ 5/3 ] 
f(z) = -81/5*z^3 + 227/5*z + 1
*
[ -5/3 ] 
f(z) = -81/5*z^3 + 233/5*z + 1
*
0 | 0.13611268906068715817480262201873736471 | 0.024779021764939813826759709815080329713
f(z) = -81/5*z^3 + 238/15*z + 1
*
[ 5/3 ] 
f(z) = -81/10*z^3 + 229/10*z + 1
*
-5/3 | 0.15122346908268382002017004328416265775 | 0.027786082790066700246493435104927340438
f(z) = -81/10*z^3 + 231/10*z + 1
*
-3/20 | 0.068117891646031903160365973475806673590 | 0.011369155422760818210475733582076037146
f(z) = -100/7*z^3 + 233/28*z + 1
*
[ -1/6 ] 
f(z) = -99/8*z^3 + 235/32*z + 1
*
-5/14 | 0.18425601645380652592995770139520036649 | 0.026752030498008180724448614020463138711
f(z) = -98/3*z^3 + 227/30*z + 1
*
-5/14 | 0.19194572373311630098043554484215456877 | 0.027868494902351926989192285798360510566
f(z) = -98/3*z^3 + 233/30*z + 1
*
[ -5/14 ] 
f(z) = -98/3*z^3 + 239/30*z + 1
*
[ -4/7 ] 
f(z) = -98/9*z^3 + 227/36*z + 1
*
[ -13/14 ] 
f(z) = -98/13*z^3 + 223/26*z + 1
*
-15/14 | 0.15830270934541536933185336869278347052 | 0.029276434342434122147831641597383810363
f(z) = -98/15*z^3 + 223/30*z + 1
*
[ 15/14 ] 
f(z) = -98/15*z^3 + 227/30*z + 1
*
-13/14 | 0.12647924199552626719836456024714305258 | 0.023276723011003362959472705526693937498
f(z) = -98/15*z^3 + 229/30*z + 1
*
-5/24 | 0.20393039450079790794628272344458643690 | 0.025601560198049967244587298529203446359
f(z) = -96*z^3 + 221/30*z + 1
*
-1/6 | 0.23011691879829045192965738967424539748 | 0.029721644284278902562659703721838035009
f(z) = -96*z^3 + 229/24*z + 1
*
[ -3/16 ] 
f(z) = -96*z^3 + 233/24*z + 1
*
-13/24 | 0.18227520283289085874532016744334819323 | 0.028677173604220332678637077221323163929
f(z) = -96/5*z^3 + 229/30*z + 1
*
0 | 0.16725552706851398872735602228991244577 | 0.029534998108356713438623597492432666694
f(z) = -96/11*z^3 + 233/33*z + 1
*
0 | 0.14557852266123567329451868263140682648 | 0.025707140844772572406845763060552879500
f(z) = -96/13*z^3 + 236/39*z + 1
*
[ -1/8 ] 
f(z) = -96/13*z^3 + 237/26*z + 1
*
[ -1/10 ] 
f(z) = -95*z^3 + 239/20*z + 1
*
[ -1/3 ] 
f(z) = -95/4*z^3 + 239/36*z + 1
*
[ -1/5 ] 
f(z) = -95/7*z^3 + 229/35*z + 1
*
[ 6/5 ] 
f(z) = -95/18*z^3 + 233/30*z + 1
*
1/2 | 0.095432591924013879989502182816256608253 | 0.013599217439945851865320136840712897534
f(z) = -93/2*z^3 + 223/24*z + 1
*
[ 2/3 ] 
f(z) = -93/5*z^3 + 233/30*z + 1
*
0 | 0.075089715339020383375920253795220186848 | 0.013334557151877047555347589086246229960
f(z) = -93/10*z^3 + 229/30*z + 1
*
0 | 0.16168091691883386620282552046013417623 | 0.028711567453522340105687523152318368583
f(z) = -93/11*z^3 + 235/33*z + 1
*
[ -2/13 ] 
f(z) = -91/2*z^3 + 223/26*z + 1
*
[ -1/3 ] 
f(z) = -91/4*z^3 + 235/36*z + 1
*
[ -1/7 ] 
f(z) = -91/4*z^3 + 237/28*z + 1
*
[ -6/7 ] 
f(z) = -91/8*z^3 + 221/21*z + 1
*
[ -3/13 ] 
f(z) = -91/9*z^3 + 229/39*z + 1
*
[ -4/15 ] 
f(z) = -90*z^3 + 223/20*z + 1
*
[ -1/5 ] 
f(z) = -90/7*z^3 + 228/35*z + 1
*
[ -1/5 ] 
f(z) = -89*z^3 + 239/25*z + 1
*
[ -1/3 ] 
f(z) = -89/4*z^3 + 233/36*z + 1
*
-5/22 | 0.13467435352202006877041974686758774549 | 0.017794345229810045896688907666578388780
f(z) = -88*z^3 + 221/22*z + 1
*
[ -1/5 ] 
f(z) = -88*z^3 + 238/25*z + 1
*
[ -3/11 ] 
f(z) = -88/3*z^3 + 226/33*z + 1
*
[ -1/8 ] 
f(z) = -88/3*z^3 + 227/24*z + 1
*
[ -1/5 ] 
f(z) = -87*z^3 + 237/25*z + 1
*
0 | 0.15511526105853824965641050362215044960 | 0.027875764612959738960991213679113932858
f(z) = -87/8*z^3 + 221/24*z + 1
*
0 | 0.12390696358535202662294579959076761908 | 0.022267321263175755443599426508631472763
f(z) = -87/8*z^3 + 229/24*z + 1
*
0 | 0.12326586688810418646911831186031435062 | 0.022152109771381389531649200168785985451
f(z) = -87/10*z^3 + 221/30*z + 1
*
[ -1/5 ] 
f(z) = -86*z^3 + 236/25*z + 1
*
[ -1/10 ] 
f(z) = -85*z^3 + 237/20*z + 1
*
[ -1/3 ] 
f(z) = -85/4*z^3 + 229/36*z + 1
*
4/5 | 0.13687436958815954218450231044680139522 | 0.022616053030243932808424763114094466313
f(z) = -85/6*z^3 + 227/30*z + 1
*
[ -3/5 ] 
f(z) = -85/6*z^3 + 233/30*z + 1
*
[ -1/5 ] 
f(z) = -85/7*z^3 + 227/35*z + 1
*
-1/7 | 0.18326880349190881348862527466910502655 | 0.024516453058801951332319689376970496275
f(z) = -84*z^3 + 232/21*z + 1
*
[ -1/5 ] 
f(z) = -84*z^3 + 234/25*z + 1
*
-1/3 | 0.17807833129270993284754162583311254986 | 0.023822107018449841040647972761231137548
f(z) = -84*z^3 + 235/21*z + 1
*
[ -1/6 ] 
f(z) = -84/11*z^3 + 238/33*z + 1
*
[ -1/5 ] 
f(z) = -83*z^3 + 233/25*z + 1
*
[ -1/3 ] 
f(z) = -83/4*z^3 + 227/36*z + 1
*
[ -1/5 ] 
f(z) = -82*z^3 + 232/25*z + 1
*
[ -1/5 ] 
f(z) = -81*z^3 + 231/25*z + 1
*
-1/6 | 0.19582763198375367309812471852270561544 | 0.028465983959832821252287324844440055628
f(z) = -81/2*z^3 + 227/24*z + 1
*
[ 5/6 ] 
f(z) = -81/5*z^3 + 221/20*z + 1
*
-1/6 | 0.076983195373640110600846248507487773464 | 0.013317178865198020893067338183619817793
f(z) = -81/5*z^3 + 229/20*z + 1
*
[ -5/9 ] 
f(z) = -81/7*z^3 + 223/35*z + 1
*
0 | 0.13475169436194604840238782943388928496 | 0.024531255612534747166098599376206195788
f(z) = -81/8*z^3 + 227/24*z + 1
*
[ -1/6 ] 
f(z) = -81/8*z^3 + 233/32*z + 1
*
0 | 0.10174346405018510646084852436430542723 | 0.018522178406275184856830507128540920784
f(z) = -81/10*z^3 + 233/30*z + 1
*
-10/27 | 0.13916125827440199863115168143331765067 | 0.020484573788778366392269871240409198603
f(z) = -81/16*z^3 + 223/36*z + 1
*
-3/5 | 0.15242637027533891147824774763490483571 | 0.025440586200065816133955630275673736883
f(z) = -100/11*z^3 + 221/44*z + 1
*
[ 5/9 ] 
f(z) = -99/5*z^3 + 239/45*z + 1
*
[ -4/11 ] 
f(z) = -99/8*z^3 + 237/44*z + 1
*
0 | 0.15149533795470047720576032069576419601 | 0.026607387608254699622479191665873807246
f(z) = -99/14*z^3 + 227/42*z + 1
*
-10/33 | 0.13563544935141218522160471788212487235 | 0.019395846708039855278764085215449419444
f(z) = -99/16*z^3 + 223/44*z + 1
*
0 | 0.11770603683496765234095793503457144198 | 0.020672914349588517977534028572996508693
f(z) = -99/16*z^3 + 233/48*z + 1
*
[ 5/7 ] 
f(z) = -98/9*z^3 + 232/45*z + 1
*
[ 5/7 ] 
f(z) = -98/11*z^3 + 228/55*z + 1
*
[ -3/7 ] 
f(z) = -98/17*z^3 + 224/51*z + 1
*
[ -1/2 ] 
f(z) = -97/11*z^3 + 229/44*z + 1
*
-5/16 | 0.17414084767140110259806912982308436080 | 0.026211071491706773568129198518297025794
f(z) = -96/5*z^3 + 227/40*z + 1
*
-3/4 | 0.16440598858998038783120851263667267044 | 0.029031809274790070850599613082031454855
f(z) = -96/17*z^3 + 230/51*z + 1
*
[ -1/3 ] 
f(z) = -96/17*z^3 + 236/51*z + 1
*
[ -1/2 ] 
f(z) = -95/11*z^3 + 227/44*z + 1
*
[ -1/2 ] 
f(z) = -95/12*z^3 + 239/48*z + 1
*
0 | 0.16677678762068574755042467724092978346 | 0.027059592593178917320519885413996120538
f(z) = -95/18*z^3 + 233/45*z + 1
*
[ 2/3 ] 
f(z) = -93/7*z^3 + 227/42*z + 1
*
[ -1/2 ] 
f(z) = -93/11*z^3 + 225/44*z + 1
*
0 | 0.11065791282912742681352055585866416725 | 0.019650817109445687363958466136052570029
f(z) = -93/14*z^3 + 223/42*z + 1
*
[ -2/3 ] 
f(z) = -93/14*z^3 + 229/42*z + 1
*
[ -1/3 ] 
f(z) = -93/16*z^3 + 223/48*z + 1
*
[ -1/3 ] 
f(z) = -93/17*z^3 + 235/51*z + 1
*
[ -1/2 ] 
f(z) = -91/11*z^3 + 223/44*z + 1
*
[ 6/7 ] 
f(z) = -91/12*z^3 + 227/42*z + 1
*
[ -1/2 ] 
f(z) = -91/12*z^3 + 235/48*z + 1
*
[ -1/2 ] 
f(z) = -89/11*z^3 + 221/44*z + 1
*
[ -1/2 ] 
f(z) = -89/12*z^3 + 233/48*z + 1
*
[ -2/3 ] 
f(z) = -87/14*z^3 + 221/42*z + 1
*
[ -1/3 ] 
f(z) = -87/16*z^3 + 221/48*z + 1
*
[ -1/3 ] 
f(z) = -87/17*z^3 + 233/51*z + 1
*
[ 3/4 ] 
f(z) = -85/9*z^3 + 239/48*z + 1
*
[ -1/2 ] 
f(z) = -85/12*z^3 + 229/48*z + 1
*
[ -1/3 ] 
f(z) = -84/17*z^3 + 232/51*z + 1
*
[ 3/4 ] 
f(z) = -83/9*z^3 + 233/48*z + 1
*
[ -1/2 ] 
f(z) = -83/12*z^3 + 227/48*z + 1
*
[ -1/2 ] 
f(z) = -83/13*z^3 + 239/52*z + 1
*
[ -10/27 ] 
f(z) = -81/8*z^3 + 229/45*z + 1
*
[ -5/9 ] 
f(z) = -81/8*z^3 + 237/40*z + 1
*
-1/6 | 0.16865287875927970697523325513569870829 | 0.029174945800404282446156055092714468786
f(z) = -81/11*z^3 + 229/44*z + 1
*
[ -11/18 ] 
f(z) = -81/11*z^3 + 237/44*z + 1
*
[ -4/9 ] 
f(z) = -81/13*z^3 + 233/52*z + 1
*
[ -1/2 ] 
f(z) = -81/13*z^3 + 237/52*z + 1
*
[ 4/5 ] 
f(z) = -100/17*z^3 + 239/68*z + 1
*
[ 4/5 ] 
f(z) = -100/19*z^3 + 237/76*z + 1
*
[ 5/7 ] 
f(z) = -98/13*z^3 + 224/65*z + 1
*
[ 2/3 ] 
f(z) = -96/11*z^3 + 223/66*z + 1
*
19/24 | 0.15352916629464145658225387027094649392 | 0.024154588702771043043542232654495294662
f(z) = -96/11*z^3 + 229/66*z + 1
*
4/5 | 0.16078724851378832512885696286061381951 | 0.026087787761308810896685318866819434219
f(z) = -95/12*z^3 + 229/60*z + 1
*
[ 3/5 ] 
f(z) = -94/9*z^3 + 232/75*z + 1
*
[ 3/5 ] 
f(z) = -92/9*z^3 + 226/75*z + 1
*
-3/4 | 0.11121013804964363077034010878485587410 | 0.018823388096191918818014453645560473595
f(z) = -92/15*z^3 + 227/60*z + 1
*
0 | 0.16350366460950248199842375869104622220 | 0.027674571653893629025721157947785798875
f(z) = -92/15*z^3 + 233/60*z + 1
*
0 | 0.17538224980864840006371032705660559727 | 0.029685136726094088280831054568335975695
f(z) = -92/19*z^3 + 235/76*z + 1
*
[ 3/5 ] 
f(z) = -91/9*z^3 + 223/75*z + 1
*
-1/2 | 0.17183304372130794900539372247015140350 | 0.029138300878381067358541397797726457282
f(z) = -91/18*z^3 + 235/72*z + 1
*
-1/2 | 0.17285189637843648372728936385898109289 | 0.029654058850064129403167860402801312748
f(z) = -85/18*z^3 + 229/72*z + 1
*
-1/2 | 0.17125943113919092883842351312907831474 | 0.029501369400745561063445588088299784543
f(z) = -83/18*z^3 + 227/72*z + 1
*
-1/3 | 0.17756561917896594050279193327453008861 | 0.025189275062062067292819980022934008622
f(z) = -96/7*z^3 + 233/84*z + 1
*
[ 10/19 ] 
f(z) = -95/8*z^3 + 227/95*z + 1
*
2/3 | 0.18678320639579033486894803429983591379 | 0.027844493906299332904790098554277605020
f(z) = -91/10*z^3 + 229/90*z + 1
*
-3/7 | 0.19147335800488605403455078220287477092 | 0.029654667615352423499053621593828737194
f(z) = -91/12*z^3 + 229/84*z + 1
*
2/3 | 0.18782939814232395843207053614107211172 | 0.028093524473416408757518339329649541175
f(z) = -89/10*z^3 + 221/90*z + 1
*
[ 3/4 ] 
f(z) = -89/18*z^3 + 235/96*z + 1
*
[ 3/4 ] 
f(z) = -85/18*z^3 + 223/96*z + 1
*
[ 13/22 ] 
f(z) = -88/13*z^3 + 239/143*z + 1
*
[ 4/5 ] 
f(z) = -100*z^3 + 255/4*z + 1
*
[ 9/10 ] 
f(z) = -100/3*z^3 + 242/9*z + 1
*
[ 5/7 ] 
f(z) = -98*z^3 + 248/5*z + 1
*
[ 5/7 ] 
f(z) = -98/3*z^3 + 244/15*z + 1
*
[ 11/7 ] 
f(z) = -98/11*z^3 + 246/11*z + 1
*
[ 2/3 ] 
f(z) = -96*z^3 + 253/6*z + 1
*
-6/5 | 0.21382157366268640511718159186597239011 | 0.028072452049658828070011702886142979820
f(z) = -95/8*z^3 + 254/15*z + 1
*
[ 6/5 ] 
f(z) = -95/8*z^3 + 259/15*z + 1
*
[ 2/3 ] 
f(z) = -93*z^3 + 245/6*z + 1
*
[ 4/3 ] 
f(z) = -93/8*z^3 + 251/12*z + 1
*
-2/5 | 0.19168789555553912393378452997431692294 | 0.026594287205176127936808682717392411032
f(z) = -90*z^3 + 256/15*z + 1
*
[ 7/6 ] 
f(z) = -90/7*z^3 + 247/14*z + 1
*
-7/6 | 0.15222777869019173828297642069133983057 | 0.027432995396217598099919799322582760714
f(z) = -90/7*z^3 + 257/14*z + 1
*
[ -1/12 ] 
f(z) = -88*z^3 + 245/18*z + 1
*
[ -1/22 ] 
f(z) = -88*z^3 + 255/11*z + 1
*
[ -2/3 ] 
f(z) = -87*z^3 + 247/6*z + 1
*
0 | 0.11617223573314048466285457788184682929 | 0.020877313268590464754696449672660702571
f(z) = -87/4*z^3 + 245/12*z + 1
*
[ -4/3 ] 
f(z) = -87/8*z^3 + 253/12*z + 1
*
[ -6/5 ] 
f(z) = -85/8*z^3 + 257/15*z + 1
*
[ 3 ] 
f(z) = -85/9*z^3 + 257/3*z + 1
*
[ -3 ] 
f(z) = -85/9*z^3 + 259/3*z + 1
*
[ 3/2 ] 
f(z) = -85/9*z^3 + 259/12*z + 1
*
[ 3 ] 
f(z) = -85/18*z^3 + 259/6*z + 1
*
0 | 0.15387229936556517309088484701912568084 | 0.027827881853679217956118785720323885611
f(z) = -84/5*z^3 + 247/15*z + 1
*
[ 3 ] 
f(z) = -83/9*z^3 + 251/3*z + 1
*
[ -3 ] 
f(z) = -83/9*z^3 + 253/3*z + 1
*
[ 3/2 ] 
f(z) = -83/9*z^3 + 253/12*z + 1
*
[ 3 ] 
f(z) = -83/18*z^3 + 253/6*z + 1
*
[ -3 ] 
f(z) = -83/18*z^3 + 257/6*z + 1
*
[ 3 ] 
f(z) = -82/9*z^3 + 248/3*z + 1
*
[ -3 ] 
f(z) = -82/9*z^3 + 250/3*z + 1
*
[ -1/27 ] 
f(z) = -81*z^3 + 253/9*z + 1
*
[ 8/9 ] 
f(z) = -81/2*z^3 + 255/8*z + 1
*
[ 10/9 ] 
f(z) = -81/4*z^3 + 251/10*z + 1
*
[ 4/5 ] 
f(z) = -100/7*z^3 + 249/28*z + 1
*
-1/5 | 0.16563923547964781484719087755751252521 | 0.027645867580005987330286801486139320020
f(z) = -100/9*z^3 + 241/36*z + 1
*
[ 4/5 ] 
f(z) = -100/9*z^3 + 247/36*z + 1
*
[ -1/5 ] 
f(z) = -99*z^3 + 249/25*z + 1
*
1/2 | 0.18560473361228919579257498981325773290 | 0.026215259733041749608329824881584052842
f(z) = -99/2*z^3 + 241/24*z + 1
*
[ -1/4 ] 
f(z) = -99/2*z^3 + 259/32*z + 1
*
5/6 | 0.17762025842564181609833309235018106436 | 0.029695361690791442875195768845454497681
f(z) = -99/5*z^3 + 251/20*z + 1
*
0 | 0.10473303235528427065084173276740725313 | 0.018394443188068194669592791465934004946
f(z) = -99/10*z^3 + 247/30*z + 1
*
[ -1/5 ] 
f(z) = -98*z^3 + 248/25*z + 1
*
[ -3/28 ] 
f(z) = -98/3*z^3 + 257/24*z + 1
*
[ -3/28 ] 
f(z) = -98/9*z^3 + 251/24*z + 1
*
-15/14 | 0.16145602238628631982911731328579038892 | 0.029178503106495648946077336198049213116
f(z) = -98/15*z^3 + 253/30*z + 1
*
[ -1/5 ] 
f(z) = -97*z^3 + 247/25*z + 1
*
[ -1/4 ] 
f(z) = -97/2*z^3 + 257/32*z + 1
*
[ -1/3 ] 
f(z) = -97/4*z^3 + 241/36*z + 1
*
[ -1/5 ] 
f(z) = -96*z^3 + 246/25*z + 1
*
-1/12 | 0.13840710450893730811394078734444827001 | 0.024440768215570292157852986788330024853
f(z) = -96/7*z^3 + 254/21*z + 1
*
-1/6 | 0.14541212890481612130725930666046099203 | 0.025677758023366134212475584767894492472
f(z) = -96/13*z^3 + 242/39*z + 1
*
[ -3/4 ] 
f(z) = -96/13*z^3 + 253/39*z + 1
*
2/5 | 0.21059324059023730156464334176883828182 | 0.027894588446013509603913072216882509665
f(z) = -95*z^3 + 249/20*z + 1
*
[ -1/4 ] 
f(z) = -95/2*z^3 + 255/32*z + 1
*
[ -2/5 ] 
f(z) = -95/3*z^3 + 257/30*z + 1
*
[ -3/5 ] 
f(z) = -95/6*z^3 + 251/30*z + 1
*
4/5 | 0.10901780390638909213910203066482474175 | 0.017688177121023194176420567470648614160
f(z) = -95/6*z^3 + 259/30*z + 1
*
[ -1/5 ] 
f(z) = -94*z^3 + 244/25*z + 1
*
[ -1/5 ] 
f(z) = -93*z^3 + 243/25*z + 1
*
[ -1/4 ] 
f(z) = -93/2*z^3 + 253/32*z + 1
*
0 | 0.098133012099403750620215847544867502294 | 0.017426624304238739905439116369874599196
f(z) = -93/8*z^3 + 247/24*z + 1
*
[ -1/5 ] 
f(z) = -92*z^3 + 242/25*z + 1
*
[ -1/5 ] 
f(z) = -91*z^3 + 241/25*z + 1
*
[ -2/13 ] 
f(z) = -91*z^3 + 251/26*z + 1
*
[ -1/4 ] 
f(z) = -91/2*z^3 + 251/32*z + 1
*
-4/7 | 0.16381066179640651203591400410462327774 | 0.025370374124317512745616136217867877656
f(z) = -91/4*z^3 + 257/28*z + 1
*
[ -1/6 ] 
f(z) = -90/17*z^3 + 243/34*z + 1
*
[ -1/4 ] 
f(z) = -89/2*z^3 + 249/32*z + 1
*
-3/11 | 0.18899857342922502208735711854436918246 | 0.024972132968073582581058666288335353826
f(z) = -88*z^3 + 243/22*z + 1
*
-5/44 | 0.15652108016071711921312789010814725857 | 0.020680924491441327785403884882382787902
f(z) = -88*z^3 + 245/22*z + 1
*
[ 3/8 ] 
f(z) = -88*z^3 + 257/24*z + 1
*
[ -1/4 ] 
f(z) = -87/2*z^3 + 247/32*z + 1
*
0 | 0.11616723941640852832377690945617660611 | 0.020876415380476804253118474884730784728
f(z) = -87/8*z^3 + 245/24*z + 1
*
0 | 0.091722420437259622747518648532022258667 | 0.016483436796557789372763535502279097800
f(z) = -87/10*z^3 + 251/30*z + 1
*
[ -1/4 ] 
f(z) = -85/2*z^3 + 245/32*z + 1
*
[ -2/5 ] 
f(z) = -85/3*z^3 + 241/30*z + 1
*
[ -6/5 ] 
f(z) = -85/18*z^3 + 259/30*z + 1
*
[ -1/4 ] 
f(z) = -83/2*z^3 + 243/32*z + 1
*
[ 3/2 ] 
f(z) = -83/18*z^3 + 257/24*z + 1
*
[ -1/4 ] 
f(z) = -81/2*z^3 + 241/32*z + 1
*
-1/3 | 0.14190080541050654338704762213756289333 | 0.021527279895764136555974172783208440529
f(z) = -81/4*z^3 + 241/36*z + 1
*
-5/6 | 0.13911651299497775785850157347483708315 | 0.024065505175057044709153112234401064316
f(z) = -81/5*z^3 + 249/20*z + 1
*
[ -3/8 ] 
f(z) = -100/9*z^3 + 251/48*z + 1
*
[ 4/5 ] 
f(z) = -100/13*z^3 + 243/52*z + 1
*
[ -3/5 ] 
f(z) = -100/17*z^3 + 244/51*z + 1
*
[ -3/10 ] 
f(z) = -100/17*z^3 + 248/51*z + 1
*
-14/33 | 0.18728224644777838100562885556974357151 | 0.026781330106609264480531360265020916684
f(z) = -99/5*z^3 + 251/55*z + 1
*
[ -1/2 ] 
f(z) = -99/13*z^3 + 255/52*z + 1
*
0 | 0.14972838637611978200903623612895177857 | 0.026297054853656191810997366806055204962
f(z) = -99/14*z^3 + 241/42*z + 1
*
-11/28 | 0.089271328071655420940293916305572202861 | 0.013395235466349216559443637238230123206
f(z) = -98/5*z^3 + 241/40*z + 1
*
13/21 | 0.20197883511600349214400886766849612743 | 0.029780760180201131419474866165001328172
f(z) = -98/5*z^3 + 248/45*z + 1
*
[ -1/4 ] 
f(z) = -98/5*z^3 + 249/40*z + 1
*
[ -4/7 ] 
f(z) = -98/11*z^3 + 249/44*z + 1
*
[ -3/7 ] 
f(z) = -98/19*z^3 + 244/57*z + 1
*
[ -1/2 ] 
f(z) = -97/12*z^3 + 241/48*z + 1
*
[ -1/2 ] 
f(z) = -97/13*z^3 + 253/52*z + 1
*
[ -5/16 ] 
f(z) = -96/5*z^3 + 243/40*z + 1
*
-5/12 | 0.10810726750202749707416055876261876422 | 0.017008407231760371958085396587085387503
f(z) = -96/7*z^3 + 247/42*z + 1
*
-1/4 | 0.10888534826770766819333504369717119790 | 0.017130821892936042451511432543429725000
f(z) = -96/7*z^3 + 253/42*z + 1
*
[ -1/5 ] 
f(z) = -95/8*z^3 + 259/40*z + 1
*
[ -1/2 ] 
f(z) = -95/13*z^3 + 251/52*z + 1
*
[ -1/4 ] 
f(z) = -94/5*z^3 + 247/40*z + 1
*
[ -1/2 ] 
f(z) = -93/13*z^3 + 249/52*z + 1
*
0 | 0.14150116464597748407558548130241636134 | 0.025128013317270440910588403778653347579
f(z) = -93/16*z^3 + 247/48*z + 1
*
[ -1/3 ] 
f(z) = -93/19*z^3 + 259/57*z + 1
*
[ -3/8 ] 
f(z) = -92/9*z^3 + 245/48*z + 1
*
[ -1/4 ] 
f(z) = -92/11*z^3 + 243/44*z + 1
*
[ -2/7 ] 
f(z) = -91/6*z^3 + 241/42*z + 1
*
[ -3/7 ] 
f(z) = -91/6*z^3 + 257/42*z + 1
*
[ 3/4 ] 
f(z) = -91/9*z^3 + 257/48*z + 1
*
[ -4/13 ] 
f(z) = -91/16*z^3 + 249/52*z + 1
*
[ -6/7 ] 
f(z) = -91/18*z^3 + 247/42*z + 1
*
[ 3/4 ] 
f(z) = -89/9*z^3 + 251/48*z + 1
*
[ -1/2 ] 
f(z) = -89/13*z^3 + 245/52*z + 1
*
[ -1/2 ] 
f(z) = -89/14*z^3 + 257/56*z + 1
*
[ 5/8 ] 
f(z) = -88/5*z^3 + 251/40*z + 1
*
3/4 | 0.15672858518023482000441715041278695060 | 0.025000187919841228965173371847503523146
f(z) = -88/7*z^3 + 241/42*z + 1
*
[ -1/2 ] 
f(z) = -87/13*z^3 + 243/52*z + 1
*
[ -1/2 ] 
f(z) = -87/14*z^3 + 255/56*z + 1
*
[ -1/3 ] 
f(z) = -87/19*z^3 + 257/57*z + 1
*
[ -1/4 ] 
f(z) = -86/5*z^3 + 243/40*z + 1
*
-3/10 | 0.20459844919423528659573294173082447916 | 0.027505767666838305152205702874231917161
f(z) = -85/6*z^3 + 251/40*z + 1
*
[ -1/5 ] 
f(z) = -85/8*z^3 + 257/40*z + 1
*
[ -1/2 ] 
f(z) = -85/13*z^3 + 241/52*z + 1
*
[ -1/2 ] 
f(z) = -85/14*z^3 + 253/56*z + 1
*
[ -1/4 ] 
f(z) = -84/11*z^3 + 241/44*z + 1
*
[ -1/3 ] 
f(z) = -84/19*z^3 + 256/57*z + 1
*
[ 2/5 ] 
f(z) = -83/2*z^3 + 257/50*z + 1
*
[ -1/2 ] 
f(z) = -83/14*z^3 + 251/56*z + 1
*
[ -1/4 ] 
f(z) = -82/5*z^3 + 241/40*z + 1
*
[ 2/5 ] 
f(z) = -81/2*z^3 + 249/50*z + 1
*
[ 7/18 ] 
f(z) = -81/2*z^3 + 255/56*z + 1
*
-1/6 | 0.10098933478438400897881857307867088231 | 0.017469955985504755525735977582048021344
f(z) = -81/10*z^3 + 249/40*z + 1
*
[ 8/9 ] 
f(z) = -81/10*z^3 + 251/40*z + 1
*
0 | 0.13764540223732883468619706177745180516 | 0.024805102711062920729472515087234559440
f(z) = -81/14*z^3 + 257/42*z + 1
*
-1/4 | 0.21322173734662943300306997426197491521 | 0.028052160711384133745568048922048269546
f(z) = -100/3*z^3 + 257/60*z + 1
*
-13/33 | 0.18576842626203709051097103670435459294 | 0.026564854071718841586461609291593429036
f(z) = -99/7*z^3 + 246/77*z + 1
*
-5/28 | 0.17233630493036326952549930856073695778 | 0.025859202879672892870634506275438853460
f(z) = -98/9*z^3 + 241/72*z + 1
*
[ 3/5 ] 
f(z) = -98/9*z^3 + 244/75*z + 1
*
[ 3/5 ] 
f(z) = -97/9*z^3 + 241/75*z + 1
*
-3/8 | 0.15428343701762910866196688555367207685 | 0.024273257353972755319914046369893722697
f(z) = -96/11*z^3 + 257/66*z + 1
*
-2/5 | 0.12926470577570677134638957610203945878 | 0.020973244087919581271175338912606264044
f(z) = -95/14*z^3 + 251/70*z + 1
*
-6/13 | 0.17497152385286226073335084384404705396 | 0.024728130340491446508852798511973898393
f(z) = -91/18*z^3 + 253/78*z + 1
*
-3/44 | 0.19141983094276275494839231256655269438 | 0.025292050539306751949430547909907610828
f(z) = -88/9*z^3 + 245/66*z + 1
*
0 | 0.17386491749980327159571640214463153264 | 0.029651407514059553892918639073330764626
f(z) = -88/15*z^3 + 247/60*z + 1
*
-3/5 | 0.15391919259069347457734430129289632626 | 0.025432406611095609999876540277496698686
f(z) = -85/12*z^3 + 253/60*z + 1
*
[ 4/5 ] 
f(z) = -85/12*z^3 + 257/60*z + 1
*
-2/5 | 0.085444245381673629297119889517701285546 | 0.014118140529125558744814783057032335238
f(z) = -85/14*z^3 + 243/70*z + 1
*
0 | 0.16718222336049030616328404324175137613 | 0.028799024356137300804817293239573407856
f(z) = -83/15*z^3 + 257/60*z + 1
*
0 | 0.15175333520781696014696234337952327109 | 0.026195922444957937121536703757133938456
f(z) = -82/15*z^3 + 253/60*z + 1
*
-5/9 | 0.12989421380791233248400181593696737275 | 0.021635019505873619742426587688228301473
f(z) = -81/14*z^3 + 251/70*z + 1
*
[ 8/11 ] 
f(z) = -99/16*z^3 + 255/88*z + 1
*
[ 3/4 ] 
f(z) = -97/18*z^3 + 259/96*z + 1
*
[ 3/4 ] 
f(z) = -95/18*z^3 + 253/96*z + 1
*
[ 3/4 ] 
f(z) = -91/18*z^3 + 241/96*z + 1
*
[ 10/17 ] 
f(z) = -85/8*z^3 + 253/85*z + 1
*
-2/15 | 0.16397141841911128791911661672141721550 | 0.024104954817261873739286865604478013304
f(z) = -100/13*z^3 + 250/117*z + 1
*
[ 3/4 ] 
f(z) = -88/19*z^3 + 259/114*z + 1
*
-11/28 | 0.19144762303910730937296830094192553173 | 0.028726871723284653389431042676586779172
f(z) = -98/17*z^3 + 257/136*z + 1
*
-4/15 | 0.14725654000343663043062588613002227011 | 0.021647749818546664730411701387140467715
f(z) = -90/13*z^3 + 259/130*z + 1
*
3/5 | 0.19105273820041740025297146653393494852 | 0.026718041486343967231750842916860881799
f(z) = -85/8*z^3 + 259/120*z + 1
*
[ 2/3 ] 
f(z) = -85/18*z^3 + 259/162*z + 1
*
[ 2/3 ] 
f(z) = -83/18*z^3 + 251/162*z + 1
*
[ 19/30 ] 
f(z) = -90/19*z^3 + 251/190*z + 1
*
[ -4/5 ] 
f(z) = -100*z^3 + 265/4*z + 1
*
[ -9/10 ] 
f(z) = -100/3*z^3 + 262/9*z + 1
*
-4/5 | 0.16630737007645950625471909267011462299 | 0.027757381983797993922734736556029495958
f(z) = -100/3*z^3 + 271/12*z + 1
*
-16/33 | 0.18281111252293018387396288937817617923 | 0.026141958698676008636810997267863982673
f(z) = -99*z^3 + 267/11*z + 1
*
[ 5/3 ] 
f(z) = -99/5*z^3 + 277/5*z + 1
*
-5/3 | 0.12942343513923239763675202439943833915 | 0.023102586588641658161073791484408910812
f(z) = -99/10*z^3 + 271/10*z + 1
*
[ 5/3 ] 
f(z) = -99/10*z^3 + 279/10*z + 1
*
[ -5/7 ] 
f(z) = -98*z^3 + 262/5*z + 1
*
[ -1/14 ] 
f(z) = -98/9*z^3 + 271/18*z + 1
*
[ -11/7 ] 
f(z) = -98/11*z^3 + 260/11*z + 1
*
-1/7 | 0.15929583521029772066360019344668775353 | 0.028416243264820008518633786427483266711
f(z) = -98/15*z^3 + 272/15*z + 1
*
[ -2/3 ] 
f(z) = -96*z^3 + 271/6*z + 1
*
0 | 0.11718690740172552048490684727100295036 | 0.020693576763034785111087729877266752474
f(z) = -96/5*z^3 + 263/15*z + 1
*
[ -2/3 ] 
f(z) = -93*z^3 + 263/6*z + 1
*
0 | 0.16407206558706154741658936403722003492 | 0.029136191630497315344977538246302385813
f(z) = -93/2*z^3 + 271/6*z + 1
*
0 | 0.13350039909156841794504021627803978001 | 0.023707223997956066039271795569627435564
f(z) = -93/4*z^3 + 271/12*z + 1
*
0 | 0.13046704356390279216969052600198367745 | 0.023168555653523011566665900350785318351
f(z) = -93/5*z^3 + 274/15*z + 1
*
[ -4/3 ] 
f(z) = -93/8*z^3 + 269/12*z + 1
*
[ 3 ] 
f(z) = -92/9*z^3 + 278/3*z + 1
*
[ 3 ] 
f(z) = -91/9*z^3 + 275/3*z + 1
*
[ -3 ] 
f(z) = -91/9*z^3 + 277/3*z + 1
*
[ 3/2 ] 
f(z) = -91/9*z^3 + 277/12*z + 1
*
[ 3 ] 
f(z) = -91/18*z^3 + 277/6*z + 1
*
[ -7/6 ] 
f(z) = -90/7*z^3 + 271/14*z + 1
*
[ 3 ] 
f(z) = -89/9*z^3 + 269/3*z + 1
*
[ -3 ] 
f(z) = -89/9*z^3 + 271/3*z + 1
*
[ 3/2 ] 
f(z) = -89/9*z^3 + 271/12*z + 1
*
[ 3 ] 
f(z) = -89/18*z^3 + 271/6*z + 1
*
[ -3 ] 
f(z) = -89/18*z^3 + 275/6*z + 1
*
[ 5/4 ] 
f(z) = -88/5*z^3 + 277/10*z + 1
*
[ 3 ] 
f(z) = -88/9*z^3 + 266/3*z + 1
*
[ -3 ] 
f(z) = -88/9*z^3 + 268/3*z + 1
*
[ 3 ] 
f(z) = -86/9*z^3 + 260/3*z + 1
*
[ -3 ] 
f(z) = -86/9*z^3 + 262/3*z + 1
*
[ -3/2 ] 
f(z) = -85/9*z^3 + 275/12*z + 1
*
[ -3 ] 
f(z) = -85/18*z^3 + 263/6*z + 1
*
[ -3/2 ] 
f(z) = -83/9*z^3 + 269/12*z + 1
*
[ -2/27 ] 
f(z) = -81*z^3 + 269/18*z + 1
*
[ -2/27 ] 
f(z) = -81/2*z^3 + 265/18*z + 1
*
[ -2/27 ] 
f(z) = -81/4*z^3 + 263/18*z + 1
*
[ -10/9 ] 
f(z) = -81/4*z^3 + 269/10*z + 1
*
[ 16/9 ] 
f(z) = -81/16*z^3 + 263/16*z + 1
*
[ -1/11 ] 
f(z) = -99/2*z^3 + 273/22*z + 1
*
[ 5/6 ] 
f(z) = -99/5*z^3 + 271/20*z + 1
*
-5/6 | 0.16336449361489139089060068385498730876 | 0.027312018169132780295109592944758719517
f(z) = -99/5*z^3 + 279/20*z + 1
*
0 | 0.13589365864945005136544883645901396680 | 0.023867237751375199788823181928123382560
f(z) = -99/8*z^3 + 265/24*z + 1
*
[ -3/28 ] 
f(z) = -98*z^3 + 275/24*z + 1
*
-1/28 | 0.13898293915714164835294928391883108919 | 0.020854503187416018888415685770589279317
f(z) = -98/3*z^3 + 265/24*z + 1
*
-7/48 | 0.14535037856487848633678049950030583468 | 0.018773292597739620116041158676108898539
f(z) = -96*z^3 + 265/24*z + 1
*
[ -1/12 ] 
f(z) = -96/7*z^3 + 275/21*z + 1
*
-11/12 | 0.16316968117101285533525244533979228745 | 0.028813494592336582581960980090457230803
f(z) = -96/11*z^3 + 278/33*z + 1
*
4/5 | 0.14432530671357427875466259020395648489 | 0.023416831900115788955206268811983420274
f(z) = -95/4*z^3 + 279/20*z + 1
*
[ -3/13 ] 
f(z) = -91/3*z^3 + 271/39*z + 1
*
5/7 | 0.12508977844605492188102028704267361965 | 0.019373430541711055515988973839966386162
f(z) = -91/5*z^3 + 262/35*z + 1
*
[ -1/6 ] 
f(z) = -90/19*z^3 + 271/38*z + 1
*
[ 3/2 ] 
f(z) = -89/18*z^3 + 275/24*z + 1
*
-5/4 | 0.12326678507312809546589064398616372154 | 0.022032733542351324715794519587790513935
f(z) = -88/15*z^3 + 269/30*z + 1
*
-2/3 | 0.18119113103040271669293851287127758278 | 0.028955058491962983355207257213666329348
f(z) = -87/5*z^3 + 277/30*z + 1
*
[ 4/5 ] 
f(z) = -85/4*z^3 + 267/20*z + 1
*
[ 3/2 ] 
f(z) = -85/18*z^3 + 263/24*z + 1
*
-5/28 | 0.14119697885600315594783873130324487462 | 0.018188405420447668055746433827797450308
f(z) = -84*z^3 + 271/28*z + 1
*
-2/3 | 0.13294764324725885112876932285262014905 | 0.021365369827514347832289072620052206029
f(z) = -84/5*z^3 + 269/30*z + 1
*
[ -5/6 ] 
f(z) = -81/5*z^3 + 269/20*z + 1
*
-11/20 | 0.14267259533085529264734816319082080068 | 0.023812641167963161835829935973734210547
f(z) = -100/13*z^3 + 277/52*z + 1
*
[ -3/5 ] 
f(z) = -100/19*z^3 + 260/57*z + 1
*
[ -3/10 ] 
f(z) = -100/19*z^3 + 274/57*z + 1
*
[ -2/7 ] 
f(z) = -99/8*z^3 + 270/49*z + 1
*
[ 5/6 ] 
f(z) = -99/10*z^3 + 267/40*z + 1
*
[ -1/2 ] 
f(z) = -99/14*z^3 + 267/56*z + 1
*
-3/7 | 0.16761917211293481032116645190161018475 | 0.024714601227560248551899639147696042979
f(z) = -98/5*z^3 + 272/45*z + 1
*
[ -1/3 ] 
f(z) = -98/5*z^3 + 278/45*z + 1
*
[ -4/7 ] 
f(z) = -98/13*z^3 + 271/52*z + 1
*
[ -1/3 ] 
f(z) = -97/5*z^3 + 277/45*z + 1
*
[ -2/7 ] 
f(z) = -97/8*z^3 + 269/49*z + 1
*
[ 3/4 ] 
f(z) = -97/9*z^3 + 275/48*z + 1
*
[ -1/2 ] 
f(z) = -97/14*z^3 + 265/56*z + 1
*
[ -1/3 ] 
f(z) = -96/19*z^3 + 260/57*z + 1
*
[ -2/7 ] 
f(z) = -95/8*z^3 + 268/49*z + 1
*
[ 3/4 ] 
f(z) = -95/9*z^3 + 269/48*z + 1
*
[ -1/2 ] 
f(z) = -95/14*z^3 + 263/56*z + 1
*
[ -1/3 ] 
f(z) = -94/5*z^3 + 274/45*z + 1
*
[ -2/7 ] 
f(z) = -93/8*z^3 + 267/49*z + 1
*
[ -1/2 ] 
f(z) = -93/14*z^3 + 261/56*z + 1
*
[ -1/3 ] 
f(z) = -92/5*z^3 + 272/45*z + 1
*
[ -1/3 ] 
f(z) = -91/5*z^3 + 271/45*z + 1
*
-3/7 | 0.18006396675288035359372975615601972559 | 0.027887624362979397182606885576893095315
f(z) = -91/6*z^3 + 271/42*z + 1
*
[ -4/13 ] 
f(z) = -91/8*z^3 + 277/52*z + 1
*
[ -1/3 ] 
f(z) = -89/5*z^3 + 269/45*z + 1
*
[ -2/7 ] 
f(z) = -89/8*z^3 + 265/49*z + 1
*
[ -1/3 ] 
f(z) = -88/5*z^3 + 268/45*z + 1
*
[ 2/5 ] 
f(z) = -87/2*z^3 + 273/50*z + 1
*
[ -2/7 ] 
f(z) = -87/8*z^3 + 264/49*z + 1
*
0 | 0.12896076349032954256870467555248878122 | 0.022959946426142404247984814242759181129
f(z) = -87/14*z^3 + 275/42*z + 1
*
[ -1/3 ] 
f(z) = -86/5*z^3 + 266/45*z + 1
*
8/17 | 0.20595326562163903443325152840312612232 | 0.028306363151146145025953239135376586121
f(z) = -85/3*z^3 + 269/51*z + 1
*
[ -2/7 ] 
f(z) = -85/8*z^3 + 263/49*z + 1
*
[ -6/17 ] 
f(z) = -85/8*z^3 + 263/51*z + 1
*
-4/21 | 0.22873485024015904779311226061857050176 | 0.028002109394535544194426837892431194193
f(z) = -84*z^3 + 275/42*z + 1
*
[ -1/3 ] 
f(z) = -83/5*z^3 + 263/45*z + 1
*
[ -2/7 ] 
f(z) = -83/8*z^3 + 262/49*z + 1
*
[ -1/3 ] 
f(z) = -82/5*z^3 + 262/45*z + 1
*
[ -2/7 ] 
f(z) = -81/8*z^3 + 261/49*z + 1
*
-8/9 | 0.14395676674870982519150136930040941061 | 0.024902811611592249616885948551840104301
f(z) = -81/10*z^3 + 261/40*z + 1
*
[ -5/9 ] 
f(z) = -81/11*z^3 + 279/55*z + 1
*
[ 17/20 ] 
f(z) = -100/17*z^3 + 277/68*z + 1
*
8/9 | 0.20040916923967845419892819656677659099 | 0.029505154130457223492600656968489443472
f(z) = -99/16*z^3 + 271/72*z + 1
*
[ -1/2 ] 
f(z) = -97/15*z^3 + 277/60*z + 1
*
-5/12 | 0.14717110764160451200907683729597251335 | 0.023154281755116094144879438602317791518
f(z) = -96/11*z^3 + 265/66*z + 1
*
-3/5 | 0.078592170915705984989394273199527688097 | 0.012751607440894926237531104328521839498
f(z) = -95/12*z^3 + 271/60*z + 1
*
[ -1/2 ] 
f(z) = -91/15*z^3 + 271/60*z + 1
*
[ -1/2 ] 
f(z) = -89/15*z^3 + 269/60*z + 1
*
[ 3/4 ] 
f(z) = -88/13*z^3 + 271/78*z + 1
*
0 | 0.071825654067532928620772487716770294609 | 0.012249347190600989615894596866454607463
f(z) = -88/15*z^3 + 277/60*z + 1
*
[ -1/2 ] 
f(z) = -87/16*z^3 + 279/64*z + 1
*
0 | 0.14829650693508458850934038195442622246 | 0.025390447768332217879652248497310282278
f(z) = -86/15*z^3 + 269/60*z + 1
*
[ -1/2 ] 
f(z) = -85/16*z^3 + 277/64*z + 1
*
[ -1/2 ] 
f(z) = -83/15*z^3 + 263/60*z + 1
*
[ -1/2 ] 
f(z) = -83/16*z^3 + 275/64*z + 1
*
[ -1/2 ] 
f(z) = -81/16*z^3 + 273/64*z + 1
*
-8/27 | 0.18561702210276076364580199834160729563 | 0.028159315774598923384909185787664002703
f(z) = -81/16*z^3 + 275/72*z + 1
*
0 | 0.11454466263599167857542770996682813346 | 0.018926466454615814487738565564668773903
f(z) = -85/18*z^3 + 263/90*z + 1
*
-11/27 | 0.18746738387406990469768430759443547622 | 0.028440027752548306302869357406413807572
f(z) = -81/11*z^3 + 265/99*z + 1
*
-5/9 | 0.14253154229207772806027092849448901031 | 0.023739877299319044960440702921283947880
f(z) = -81/16*z^3 + 269/80*z + 1
*
-13/33 | 0.18877895335261619087523288539285607187 | 0.026995358945175549712080151851520917761
f(z) = -99/10*z^3 + 279/110*z + 1
*
17/24 | 0.17346929746646755538779033676398525465 | 0.027291749404929913674856721937448971106
f(z) = -96/17*z^3 + 271/102*z + 1
*
[ 3/4 ] 
f(z) = -88/17*z^3 + 263/102*z + 1
*
[ 15/28 ] 
f(z) = -98/9*z^3 + 271/120*z + 1
*
[ 2/3 ] 
f(z) = -85/14*z^3 + 277/126*z + 1
*
[ 2/3 ] 
f(z) = -83/14*z^3 + 269/126*z + 1
*
[ 19/30 ] 
f(z) = -100/19*z^3 + 262/171*z + 1
*
[ 5/8 ] 
f(z) = -96/17*z^3 + 273/170*z + 1
*
[ 2/3 ] 
f(z) = -89/18*z^3 + 275/162*z + 1
*
-7/22 | 0.18202531022633544363933504882276783484 | 0.026475514995805686274978558767160233233
f(z) = -88/15*z^3 + 263/165*z + 1
*
[ 5/8 ] 
f(z) = -96/19*z^3 + 261/190*z + 1
*
[ -1/30 ] 
f(z) = -100*z^3 + 280/9*z + 1
*
[ -4/5 ] 
f(z) = -100/3*z^3 + 283/12*z + 1
*
[ 6/5 ] 
f(z) = -100/3*z^3 + 289/6*z + 1
*
[ -6/5 ] 
f(z) = -100/3*z^3 + 299/6*z + 1
*
[ 17/10 ] 
f(z) = -100/17*z^3 + 296/17*z + 1
*
0 | 0.16544351360856146337168940923371258643 | 0.029057129765741241198051532961700070727
f(z) = -99/4*z^3 + 281/12*z + 1
*
[ -5/3 ] 
f(z) = -99/5*z^3 + 283/5*z + 1
*
[ -5/3 ] 
f(z) = -99/10*z^3 + 291/10*z + 1
*
-8/21 | 0.17687587036224361535640376877499822430 | 0.023661249980071662758570408791701260248
f(z) = -98*z^3 + 283/18*z + 1
*
[ -5/7 ] 
f(z) = -98/3*z^3 + 286/15*z + 1
*
[ -9/14 ] 
f(z) = -98/3*z^3 + 289/18*z + 1
*
[ 3 ] 
f(z) = -98/9*z^3 + 296/3*z + 1
*
[ -3 ] 
f(z) = -98/9*z^3 + 298/3*z + 1
*
[ 3 ] 
f(z) = -97/9*z^3 + 293/3*z + 1
*
[ -3 ] 
f(z) = -97/9*z^3 + 295/3*z + 1
*
[ 3/2 ] 
f(z) = -97/9*z^3 + 295/12*z + 1
*
[ 3 ] 
f(z) = -97/18*z^3 + 295/6*z + 1
*
[ -3 ] 
f(z) = -97/18*z^3 + 299/6*z + 1
*
[ 7/4 ] 
f(z) = -96/7*z^3 + 297/7*z + 1
*
[ -6/5 ] 
f(z) = -95/8*z^3 + 284/15*z + 1
*
[ 3 ] 
f(z) = -95/9*z^3 + 287/3*z + 1
*
[ -3 ] 
f(z) = -95/9*z^3 + 289/3*z + 1
*
[ 3/2 ] 
f(z) = -95/9*z^3 + 289/12*z + 1
*
[ 3 ] 
f(z) = -95/18*z^3 + 289/6*z + 1
*
[ -3 ] 
f(z) = -95/18*z^3 + 293/6*z + 1
*
[ 3 ] 
f(z) = -94/9*z^3 + 284/3*z + 1
*
[ -3 ] 
f(z) = -94/9*z^3 + 286/3*z + 1
*
[ -3 ] 
f(z) = -92/9*z^3 + 280/3*z + 1
*
[ -3/2 ] 
f(z) = -91/9*z^3 + 293/12*z + 1
*
[ -3 ] 
f(z) = -91/18*z^3 + 281/6*z + 1
*
[ -3/2 ] 
f(z) = -89/9*z^3 + 287/12*z + 1
*
[ 3/4 ] 
f(z) = -88*z^3 + 295/6*z + 1
*
[ -5/4 ] 
f(z) = -88/5*z^3 + 293/10*z + 1
*
[ 4/3 ] 
f(z) = -81/2*z^3 + 289/4*z + 1
*
[ -4/3 ] 
f(z) = -81/2*z^3 + 295/4*z + 1
*
[ -16/9 ] 
f(z) = -81/16*z^3 + 281/16*z + 1
*
[ 8/3 ] 
f(z) = -81/16*z^3 + 293/8*z + 1
*
[ -8/3 ] 
f(z) = -81/16*z^3 + 299/8*z + 1
*
[ 17/9 ] 
f(z) = -81/17*z^3 + 297/17*z + 1
*
[ 7/20 ] 
f(z) = -100*z^3 + 291/28*z + 1
*
[ -4/9 ] 
f(z) = -99/4*z^3 + 293/36*z + 1
*
0 | 0.14428159875066927410713906877285142958 | 0.025340426144635840913281538675531645549
f(z) = -99/8*z^3 + 281/24*z + 1
*
0 | 0.13787864078444192043249636536212184073 | 0.024215863588805142342336266865979038984
f(z) = -99/10*z^3 + 287/30*z + 1
*
[ -15/14 ] 
f(z) = -98/15*z^3 + 283/30*z + 1
*
[ 17/14 ] 
f(z) = -98/17*z^3 + 295/34*z + 1
*
[ 3/2 ] 
f(z) = -97/18*z^3 + 299/24*z + 1
*
-5/48 | 0.23181304372101948482858195676366634161 | 0.029940713885411710994573214752161486280
f(z) = -96*z^3 + 289/24*z + 1
*
-5/24 | 0.17882758820274851273681686423125019212 | 0.022450136850134142496043734633052846885
f(z) = -96*z^3 + 293/30*z + 1
*
[ -1/10 ] 
f(z) = -96*z^3 + 299/25*z + 1
*
[ -5/24 ] 
f(z) = -96*z^3 + 299/30*z + 1
*
-5/8 | 0.18484815345000766326420009293557858499 | 0.029081973326702551920709505231383441454
f(z) = -96/5*z^3 + 283/30*z + 1
*
[ -1/6 ] 
f(z) = -96/13*z^3 + 281/39*z + 1
*
[ 4/5 ] 
f(z) = -95/4*z^3 + 299/20*z + 1
*
[ -6/5 ] 
f(z) = -95/18*z^3 + 283/30*z + 1
*
[ 3/2 ] 
f(z) = -95/18*z^3 + 293/24*z + 1
*
-2/3 | 0.18574206813657481716786836770033415684 | 0.029369311457716080452849574850198424412
f(z) = -93/5*z^3 + 293/30*z + 1
*
[ -1/10 ] 
f(z) = -92*z^3 + 298/25*z + 1
*
0 | 0.16080554171730658036229455878114342930 | 0.027217888340468086572719650600947320340
f(z) = -92/9*z^3 + 287/36*z + 1
*
-3/14 | 0.13159006897258261589190234827198080389 | 0.016777890463793890098275443997346874763
f(z) = -91*z^3 + 285/28*z + 1
*
[ -4/7 ] 
f(z) = -91/4*z^3 + 285/28*z + 1
*
[ -1/7 ] 
f(z) = -91/5*z^3 + 293/35*z + 1
*
[ 3/2 ] 
f(z) = -91/18*z^3 + 281/24*z + 1
*
-1/5 | 0.21950512593184131360469259882658614278 | 0.027781917480568259117335111500289382715
f(z) = -90*z^3 + 283/30*z + 1
*
-5/44 | 0.22457541454886175944414885517394678621 | 0.029672854200534577205062595003477924105
f(z) = -88*z^3 + 289/22*z + 1
*
[ -1/10 ] 
f(z) = -88*z^3 + 297/25*z + 1
*
[ -3/22 ] 
f(z) = -88/3*z^3 + 293/33*z + 1
*
[ 3/4 ] 
f(z) = -88/5*z^3 + 287/30*z + 1
*
[ -3/22 ] 
f(z) = -88/9*z^3 + 281/33*z + 1
*
0 | 0.15270225015349581428567714730159698241 | 0.026042267253946102773797067171083950954
f(z) = -88/9*z^3 + 289/36*z + 1
*
[ 5/4 ] 
f(z) = -88/15*z^3 + 281/30*z + 1
*
[ -1/9 ] 
f(z) = -87*z^3 + 299/27*z + 1
*
-1/10 | 0.15795286261931208206183223044895362969 | 0.021234837109612069252195000115498156413
f(z) = -85*z^3 + 297/20*z + 1
*
-4/5 | 0.14856844277888268865424536277955071541 | 0.024548290455093611374118500532407128846
f(z) = -85/4*z^3 + 297/20*z + 1
*
[ -3/2 ] 
f(z) = -85/18*z^3 + 295/24*z + 1
*
-1/4 | 0.22761025953337116410975284408137956784 | 0.029319803524041599857531018648767699841
f(z) = -84*z^3 + 283/28*z + 1
*
[ 3/7 ] 
f(z) = -84*z^3 + 296/21*z + 1
*
[ -1/10 ] 
f(z) = -84*z^3 + 296/25*z + 1
*
[ -1/9 ] 
f(z) = -84*z^3 + 298/27*z + 1
*
[ 5/7 ] 
f(z) = -84/5*z^3 + 286/35*z + 1
*
[ -1/7 ] 
f(z) = -84/5*z^3 + 292/35*z + 1
*
[ -2/3 ] 
f(z) = -84/5*z^3 + 299/30*z + 1
*
[ -1/6 ] 
f(z) = -84/13*z^3 + 280/39*z + 1
*
[ -3/2 ] 
f(z) = -83/18*z^3 + 289/24*z + 1
*
[ 7/18 ] 
f(z) = -81*z^3 + 299/28*z + 1
*
-1/27 | 0.12647432293794002035264546901944001063 | 0.019186981649863900851626715167273913009
f(z) = -81/4*z^3 + 289/36*z + 1
*
[ -4/27 ] 
f(z) = -81/4*z^3 + 295/36*z + 1
*
[ -4/27 ] 
f(z) = -81/8*z^3 + 287/36*z + 1
*
[ 4/3 ] 
f(z) = -81/10*z^3 + 293/20*z + 1
*
[ 4/3 ] 
f(z) = -81/14*z^3 + 295/28*z + 1
*
[ -4/27 ] 
f(z) = -81/16*z^3 + 283/36*z + 1
*
33/40 | 0.17912757164859134075336795208580816116 | 0.024279401628158859625262686140462965418
f(z) = -100/9*z^3 + 283/48*z + 1
*
[ -1/4 ] 
f(z) = -100/13*z^3 + 285/52*z + 1
*
[ -10/33 ] 
f(z) = -99/8*z^3 + 299/55*z + 1
*
[ -1/6 ] 
f(z) = -99/10*z^3 + 291/40*z + 1
*
[ -2/11 ] 
f(z) = -99/16*z^3 + 295/44*z + 1
*
[ -5/21 ] 
f(z) = -98/5*z^3 + 284/45*z + 1
*
[ -5/28 ] 
f(z) = -98/5*z^3 + 289/40*z + 1
*
[ 5/16 ] 
f(z) = -96*z^3 + 287/40*z + 1
*
-7/16 | 0.15340446171224648458778348092362103464 | 0.023089903183851521291811263818619849419
f(z) = -96/7*z^3 + 283/56*z + 1
*
-7/12 | 0.13667431993072855373061750194687152205 | 0.021502832743988625391545706805978335330
f(z) = -96/7*z^3 + 289/42*z + 1
*
[ -3/4 ] 
f(z) = -96/17*z^3 + 281/51*z + 1
*
[ -3/4 ] 
f(z) = -96/19*z^3 + 295/57*z + 1
*
[ -1/5 ] 
f(z) = -95/9*z^3 + 289/45*z + 1
*
[ 2/5 ] 
f(z) = -93/2*z^3 + 297/50*z + 1
*
0 | 0.15887389782253281995627727831188417259 | 0.027969906683878987910839864513261779661
f(z) = -93/14*z^3 + 293/42*z + 1
*
0 | 0.14557719402545182167091466312519856714 | 0.024640343669679422759795360481433200754
f(z) = -92/11*z^3 + 291/44*z + 1
*
[ -1/4 ] 
f(z) = -92/13*z^3 + 283/52*z + 1
*
[ 2/5 ] 
f(z) = -91/2*z^3 + 289/50*z + 1
*
[ 3/7 ] 
f(z) = -91/2*z^3 + 295/42*z + 1
*
[ -2/7 ] 
f(z) = -91/3*z^3 + 293/42*z + 1
*
[ 2/5 ] 
f(z) = -89/2*z^3 + 281/50*z + 1
*
-1/2 | 0.15430503436322676477061440175986697576 | 0.022443610979880420407559804988230340369
f(z) = -88/5*z^3 + 282/55*z + 1
*
[ 3/4 ] 
f(z) = -88/7*z^3 + 283/42*z + 1
*
[ -1/5 ] 
f(z) = -85/9*z^3 + 287/45*z + 1
*
0 | 0.14539336799825899033205605420832374638 | 0.024994084520671024415016633197881885349
f(z) = -84/11*z^3 + 281/44*z + 1
*
[ -1/4 ] 
f(z) = -84/13*z^3 + 281/52*z + 1
*
[ -1/3 ] 
f(z) = -83/6*z^3 + 299/54*z + 1
*
-1/3 | 0.10228910881150912828369895520704816655 | 0.015517926549489414530569772487184776713
f(z) = -81/5*z^3 + 286/45*z + 1
*
[ -1/6 ] 
f(z) = -81/10*z^3 + 289/40*z + 1
*
[ -13/18 ] 
f(z) = -81/13*z^3 + 293/52*z + 1
*
-1/4 | 0.16310830018442882625101799735916471281 | 0.027223444101519304987298523323088426498
f(z) = -100/17*z^3 + 297/68*z + 1
*
19/20 | 0.16573583544491336949800357016376389054 | 0.027661990510302250612968482080893183096
f(z) = -100/19*z^3 + 281/76*z + 1
*
[ -1/2 ] 
f(z) = -99/16*z^3 + 291/64*z + 1
*
[ -4/7 ] 
f(z) = -98/15*z^3 + 293/60*z + 1
*
[ -1/2 ] 
f(z) = -97/16*z^3 + 289/64*z + 1
*
[ 4/5 ] 
f(z) = -95/12*z^3 + 289/60*z + 1
*
[ -1/2 ] 
f(z) = -95/16*z^3 + 287/64*z + 1
*
[ -1/2 ] 
f(z) = -95/17*z^3 + 299/68*z + 1
*
[ -1/2 ] 
f(z) = -93/16*z^3 + 285/64*z + 1
*
[ -1/2 ] 
f(z) = -93/17*z^3 + 297/68*z + 1
*
-3/4 | 0.089415072243543544468469785328704873670 | 0.015134363071628714915459347310704671414
f(z) = -92/15*z^3 + 287/60*z + 1
*
0 | 0.088562735233566819487890328126914761601 | 0.014990096814892500839670877473271794812
f(z) = -92/15*z^3 + 293/60*z + 1
*
0 | 0.16534117068090090386346998394614235381 | 0.027985587272771842158175103548143481005
f(z) = -92/17*z^3 + 283/68*z + 1
*
-1/4 | 0.16962915288543021214442476538293296611 | 0.028711369603420413902711956269412197489
f(z) = -92/17*z^3 + 295/68*z + 1
*
[ 6/13 ] 
f(z) = -91/4*z^3 + 287/78*z + 1
*
[ -1/2 ] 
f(z) = -91/16*z^3 + 283/64*z + 1
*
[ -1/2 ] 
f(z) = -91/17*z^3 + 295/68*z + 1
*
-1/10 | 0.10307194037794816299001427501950193343 | 0.015152302088327670395008974226673587379
f(z) = -90/7*z^3 + 289/70*z + 1
*
0 | 0.16154101575973404165727266658331646194 | 0.027496667307310709966662122054080422996
f(z) = -89/15*z^3 + 281/60*z + 1
*
[ -1/2 ] 
f(z) = -89/16*z^3 + 281/64*z + 1
*
[ -1/2 ] 
f(z) = -89/17*z^3 + 293/68*z + 1
*
[ -1/2 ] 
f(z) = -87/17*z^3 + 291/68*z + 1
*
-4/5 | 0.16040540250722896208678980160290064195 | 0.026504137336716796285418968783401505619
f(z) = -85/12*z^3 + 287/60*z + 1
*
-3/5 | 0.15734585306953125605582982990857486036 | 0.025998601256150182272472642984038074726
f(z) = -85/12*z^3 + 293/60*z + 1
*
-1/3 | 0.18907406591640917370422620385828272898 | 0.028578023436238788752656374707638535151
f(z) = -83/8*z^3 + 299/72*z + 1
*
[ -1/2 ] 
f(z) = -83/17*z^3 + 287/68*z + 1
*
[ -1/2 ] 
f(z) = -83/18*z^3 + 299/72*z + 1
*
-17/18 | 0.058557373324506395234789428199329335645 | 0.010129730399650902377553349575794727913
f(z) = -81/17*z^3 + 293/68*z + 1
*
0 | 0.13752760833417318909415422532983864793 | 0.022723989104511943161390152095887146622
f(z) = -85/16*z^3 + 297/80*z + 1
*
-2/5 | 0.11170788740049184769567547985826284240 | 0.018457739845287950712669013618555834998
f(z) = -85/18*z^3 + 293/90*z + 1
*
0 | 0.17275582655185497098961216185524438880 | 0.028544825056263555420547964780579571916
f(z) = -85/18*z^3 + 299/90*z + 1
*
[ 2/3 ] 
f(z) = -83/10*z^3 + 287/90*z + 1
*
-7/36 | 0.20631437603829544249768600371315283814 | 0.028786561419315675644715141806962739259
f(z) = -81/5*z^3 + 289/80*z + 1
*
-1/2 | 0.17885799470767834654471110206501470750 | 0.025999235944695626674196566219526526649
f(z) = -81/7*z^3 + 299/84*z + 1
*
[ 7/10 ] 
f(z) = -100/17*z^3 + 292/119*z + 1
*
[ 5/7 ] 
f(z) = -91/15*z^3 + 283/105*z + 1
*
[ 4/5 ] 
f(z) = -81/16*z^3 + 299/100*z + 1
*
[ 7/10 ] 
f(z) = -100/19*z^3 + 286/133*z + 1
*
-15/28 | 0.097328730209411543788527529201552687737 | 0.014604255217860877654797961977596989694
f(z) = -98/15*z^3 + 281/120*z + 1
*
-5/28 | 0.14077031540174923272770502634517515470 | 0.021122700448290863264303853488433422523
f(z) = -98/15*z^3 + 289/120*z + 1
*
-1/3 | 0.16038787068445329589731993288648662395 | 0.022752457429369928734839642516207759833
f(z) = -96/11*z^3 + 293/132*z + 1
*
[ 5/8 ] 
f(z) = -96/13*z^3 + 297/130*z + 1
*
[ 2/3 ] 
f(z) = -89/14*z^3 + 293/126*z + 1
*
-3/8 | 0.18087226388822223441875449802294145911 | 0.027585538821569180649989539818886743258
f(z) = -88/15*z^3 + 299/120*z + 1
*
[ 19/28 ] 
f(z) = -98/19*z^3 + 289/152*z + 1
*
[ 2/3 ] 
f(z) = -95/18*z^3 + 299/162*z + 1
*
[ 2/3 ] 
f(z) = -91/18*z^3 + 283/162*z + 1
*
[ 19/27 ] 
f(z) = -81/19*z^3 + 289/171*z + 1
*
-10/27 | 0.20815324069898584820090844447247877526 | 0.025381100724318849369489160749562521974
f(z) = -81/16*z^3 + 287/180*z + 1
*
-3/10 | 0.13020359353254132531531081201957976331 | 0.028273351097578312656938865799844251840
f(z) = -100/27*z^3 + 5/3*z + 1
*
[ -3/2 ] 
f(z) = -100/27*z^3 + 10*z + 1
*
[ 6/5 ] 
f(z) = -100/27*z^3 + 11/2*z + 1
*
[ -3/10 ] 
f(z) = -100/27*z^3 + 14/3*z + 1
*
-3/5 | 0.10314038987201414432626098631464883826 | 0.016528177989412523328913975738586884481
f(z) = -100/27*z^3 + 19/4*z + 1
*
[ 2/3 ] 
f(z) = -99/20*z^3 + 17/10*z + 1
*
[ 2/3 ] 
f(z) = -99/28*z^3 + 15/14*z + 1
*
[ 2/3 ] 
f(z) = -99/32*z^3 + 7/8*z + 1
*
[ 5/7 ] 
f(z) = -98/25*z^3 + 8/5*z + 1
*
[ -3/7 ] 
f(z) = -98/27*z^3 + 4*z + 1
*
[ 3/2 ] 
f(z) = -98/27*z^3 + 17/2*z + 1
*
[ 9/14 ] 
f(z) = -98/27*z^3 + 17/18*z + 1
*
[ 3/4 ] 
f(z) = -94/27*z^3 + 13/8*z + 1
*
[ -3/2 ] 
f(z) = -94/27*z^3 + 19/2*z + 1
*
[ 3/2 ] 
f(z) = -92/27*z^3 + 8*z + 1
*
[ -3/4 ] 
f(z) = -92/27*z^3 + 17/4*z + 1
*
[ 3/4 ] 
f(z) = -92/27*z^3 + 19/12*z + 1
*
[ 3/4 ] 
f(z) = -88/27*z^3 + 3/2*z + 1
*
[ -3/2 ] 
f(z) = -88/27*z^3 + 9*z + 1
*
[ 3/2 ] 
f(z) = -86/27*z^3 + 15/2*z + 1
*
[ -3/5 ] 
f(z) = -85/27*z^3 + 19/5*z + 1
*
[ 3/4 ] 
f(z) = -82/27*z^3 + 11/8*z + 1
*
[ -3/2 ] 
f(z) = -82/27*z^3 + 17/2*z + 1
*
[ 2/3 ] 
f(z) = -81/20*z^3 + 13/10*z + 1
*
[ -5/9 ] 
f(z) = -81/25*z^3 + 19/5*z + 1
*
[ 2/3 ] 
f(z) = -81/28*z^3 + 11/14*z + 1
*
10/9 | 0.048274720208498507648422875075625406817 | 0.010985385997052660004251852762498058645
f(z) = -81/32*z^3 + 13/8*z + 1
*
[ -4/9 ] 
f(z) = -81/32*z^3 + 15/4*z + 1
*
[ 8/9 ] 
f(z) = -81/32*z^3 + 15/8*z + 1
*
-8/9 | 0.066753002478368932760464216234600207469 | 0.015190300337732474296949171898884226167
f(z) = -81/32*z^3 + 17/8*z + 1
*
[ 4/3 ] 
f(z) = -81/32*z^3 + 19/4*z + 1
*
[ 2/3 ] 
f(z) = -93/32*z^3 + 19/24*z + 1
*
[ 2/3 ] 
f(z) = -87/32*z^3 + 17/24*z + 1
*
3/10 | 0.21609142223853563504499186164866112814 | 0.029050857806097619392999794433755188016
f(z) = -85/27*z^3 + 19/20*z + 1
*
0 | 0.12156079324612164461868531074906615505 | 0.027662350608123661025909400814489757996
f(z) = -81/31*z^3 + 19/31*z + 1
*
[ 2/3 ] 
f(z) = -81/34*z^3 + 19/34*z + 1
*
[ 2/3 ] 
f(z) = -81/38*z^3 + 17/38*z + 1
*
[ 3/2 ] 
f(z) = -100/27*z^3 + 26/3*z + 1
*
[ 9/10 ] 
f(z) = -100/27*z^3 + 26/9*z + 1
*
21/20 | 0.083294262805761582063261876491586490513 | 0.013902153997717780345702407899836592977
f(z) = -100/27*z^3 + 29/12*z + 1
*
[ -3/20 ] 
f(z) = -100/27*z^3 + 31/4*z + 1
*
[ 3 ] 
f(z) = -100/27*z^3 + 34*z + 1
*
-2/3 | 0.084781742102268464388247355578956701458 | 0.018450387556221243734623478628760455662
f(z) = -99/20*z^3 + 37/10*z + 1
*
[ 4/3 ] 
f(z) = -99/32*z^3 + 23/4*z + 1
*
[ -4/3 ] 
f(z) = -99/32*z^3 + 29/4*z + 1
*
[ -2/3 ] 
f(z) = -99/32*z^3 + 31/8*z + 1
*
[ -5/7 ] 
f(z) = -98/25*z^3 + 22/5*z + 1
*
15/14 | 0.10420328691979661304846443165631797168 | 0.019742520511100102254500532256414354870
f(z) = -98/25*z^3 + 29/10*z + 1
*
[ -6/7 ] 
f(z) = -98/27*z^3 + 29/6*z + 1
*
[ -3 ] 
f(z) = -98/27*z^3 + 34*z + 1
*
[ -3/14 ] 
f(z) = -98/27*z^3 + 35/6*z + 1
*
[ -3/4 ] 
f(z) = -98/27*z^3 + 35/8*z + 1
*
[ 3/4 ] 
f(z) = -97/27*z^3 + 27/16*z + 1
*
[ 3 ] 
f(z) = -97/27*z^3 + 33*z + 1
*
[ -3/2 ] 
f(z) = -97/27*z^3 + 39/4*z + 1
*
[ 5/4 ] 
f(z) = -96/25*z^3 + 31/5*z + 1
*
[ 5/6 ] 
f(z) = -96/25*z^3 + 37/15*z + 1
*
[ -5/4 ] 
f(z) = -96/25*z^3 + 39/5*z + 1
*
[ -3 ] 
f(z) = -95/27*z^3 + 33*z + 1
*
[ 3/2 ] 
f(z) = -95/27*z^3 + 33/4*z + 1
*
[ 3 ] 
f(z) = -94/27*z^3 + 32*z + 1
*
[ -3/2 ] 
f(z) = -92/27*z^3 + 28/3*z + 1
*
[ -3 ] 
f(z) = -92/27*z^3 + 32*z + 1
*
[ 3/4 ] 
f(z) = -91/27*z^3 + 25/16*z + 1
*
[ 3 ] 
f(z) = -91/27*z^3 + 31*z + 1
*
[ -3/2 ] 
f(z) = -91/27*z^3 + 37/4*z + 1
*
[ -3 ] 
f(z) = -89/27*z^3 + 31*z + 1
*
[ 3/2 ] 
f(z) = -89/27*z^3 + 31/4*z + 1
*
[ 3/2 ] 
f(z) = -88/27*z^3 + 23/3*z + 1
*
[ -3/4 ] 
f(z) = -88/27*z^3 + 25/6*z + 1
*
-3/8 | 0.19470972748143121959234207806089132206 | 0.029695944701037870679051908276249622885
f(z) = -88/27*z^3 + 25/8*z + 1
*
[ 3 ] 
f(z) = -88/27*z^3 + 30*z + 1
*
[ -3/8 ] 
f(z) = -88/27*z^3 + 33/8*z + 1
*
[ -3 ] 
f(z) = -86/27*z^3 + 30*z + 1
*
[ -3/4 ] 
f(z) = -86/27*z^3 + 33/8*z + 1
*
-2/5 | 0.17768031150988518694187496451846231406 | 0.029358508533254592584375495324014738431
f(z) = -85/24*z^3 + 31/15*z + 1
*
[ 3/4 ] 
f(z) = -85/27*z^3 + 23/16*z + 1
*
[ 3 ] 
f(z) = -85/27*z^3 + 29*z + 1
*
[ -3/2 ] 
f(z) = -85/27*z^3 + 35/4*z + 1
*
[ 5/6 ] 
f(z) = -84/25*z^3 + 32/15*z + 1
*
[ -3 ] 
f(z) = -83/27*z^3 + 29*z + 1
*
[ 3/2 ] 
f(z) = -83/27*z^3 + 29/4*z + 1
*
[ 3 ] 
f(z) = -82/27*z^3 + 28*z + 1
*
-2/3 | 0.094435302654957438888871716038439245802 | 0.021489679213729945804638586573324592815
f(z) = -81/20*z^3 + 33/10*z + 1
*
-4/9 | 0.15177380152906047990864469275281274756 | 0.029103676168514832897161047894416719360
f(z) = -81/32*z^3 + 23/4*z + 1
*
[ -4/3 ] 
f(z) = -81/32*z^3 + 25/4*z + 1
*
[ -2/3 ] 
f(z) = -81/32*z^3 + 29/8*z + 1
*
[ -8/9 ] 
f(z) = -81/32*z^3 + 33/8*z + 1
*
-10/9 | 0.10989150682648653062539570374605524084 | 0.021990562098678174537794826997138278445
f(z) = -81/32*z^3 + 37/8*z + 1
*
7/10 | 0.10593981168580243754040333615911267325 | 0.023004537814506816603180930065259169240
f(z) = -100/21*z^3 + 25/21*z + 1
*
0 | 0.12528856954202277306645939213387697009 | 0.027206067198826158670853197050374301481
f(z) = -100/31*z^3 + 38/31*z + 1
*
0 | 0.10499315574333085925977436565925808685 | 0.022798974088468652274765486997880272664
f(z) = -100/33*z^3 + 34/33*z + 1
*
0 | 0.12543269735287260716059641764635583255 | 0.027237364155296597958560603796207498631
f(z) = -100/37*z^3 + 26/37*z + 1
*
[ 2/3 ] 
f(z) = -99/26*z^3 + 31/26*z + 1
*
0 | 0.12511001466613146653437967923795700889 | 0.027226714154684567164851761706616251954
f(z) = -99/31*z^3 + 37/31*z + 1
*
0 | 0.099462261128790704758377990951366707423 | 0.021645194113027863607518057365251647718
f(z) = -99/32*z^3 + 35/32*z + 1
*
[ 2/3 ] 
f(z) = -99/34*z^3 + 27/34*z + 1
*
0 | 0.11234756067262491061200496296878286865 | 0.024449321092100411325425493653093079502
f(z) = -99/34*z^3 + 31/34*z + 1
*
0 | 0.12520719218027315883034283402545245606 | 0.027247862137177090399157915773399338991
f(z) = -99/35*z^3 + 29/35*z + 1
*
0 | 0.12525550390944047261149105102130388079 | 0.027258375841007013081700961858751598401
f(z) = -99/37*z^3 + 25/37*z + 1
*
0 | 0.11244418462208939615599497998649986165 | 0.024470348606641007138687276092520604401
f(z) = -99/38*z^3 + 23/38*z + 1
*
[ 2/3 ] 
f(z) = -99/38*z^3 + 25/38*z + 1
*
0 | 0.12492971992070728507494515059049108018 | 0.027247678528121450064282835959503596399
f(z) = -98/31*z^3 + 36/31*z + 1
*
0 | 0.12507659661513066860841626692896454856 | 0.027279712930787697757693645426531765539
f(z) = -98/37*z^3 + 24/37*z + 1
*
[ 2/3 ] 
f(z) = -97/24*z^3 + 35/27*z + 1
*
0 | 0.12469783317566790329482656688181810811 | 0.027258078982830695139702605892310920153
f(z) = -97/29*z^3 + 39/29*z + 1
*
0 | 0.091542687870137911571041475036870585835 | 0.020010594833268813746606120787443448964
f(z) = -97/30*z^3 + 37/30*z + 1
*
0 | 0.12474765103685131662129588119679458216 | 0.027268968820771825848029096849397924137
f(z) = -97/31*z^3 + 35/31*z + 1
*
0 | 0.099100368832486411690912411935322035704 | 0.021662651323364499800587545598211398744
f(z) = -97/32*z^3 + 33/32*z + 1
*
0 | 0.10445363529859925891452041221525494703 | 0.022832838137628374654418819701643734737
f(z) = -97/33*z^3 + 31/33*z + 1
*
0 | 0.11198660573495309455346024715324906164 | 0.024479493078618383975110781531027461240
f(z) = -97/34*z^3 + 29/34*z + 1
*
0 | 0.12484670329699329346896155054064465022 | 0.027290620955870070197662644908609099428
f(z) = -97/35*z^3 + 27/35*z + 1
*
0 | 0.085637418169036005236973403207500724349 | 0.018719743951354998081244444176922214125
f(z) = -97/36*z^3 + 25/36*z + 1
*
0 | 0.12489594195571719873887128492629043724 | 0.027301384184182258283103451208381082148
f(z) = -97/37*z^3 + 23/37*z + 1
*
-5/24 | 0.064544170936807283295569174109385293071 | 0.010154669238208079366417321021631392349
f(z) = -96/25*z^3 + 29/30*z + 1
*
0 | 0.12451346688605066411876564410288085369 | 0.027279572386437222967355696618061180787
f(z) = -96/29*z^3 + 38/29*z + 1
*
0 | 0.12456377272234400415002785175300187648 | 0.027290593858547386919395800918716998118
f(z) = -96/31*z^3 + 34/31*z + 1
*
0 | 0.12466378980026455272711316110715410205 | 0.027312506533419017244957503842701741092
f(z) = -96/35*z^3 + 26/35*z + 1
*
[ 2/3 ] 
f(z) = -95/24*z^3 + 34/27*z + 1
*
0 | 0.098630953115874053484361866885505980146 | 0.021658677971245826754820213889355666057
f(z) = -95/28*z^3 + 39/28*z + 1
*
0 | 0.12432724513849456636813045183912400330 | 0.027301406712994727022954859969791952804
f(z) = -95/29*z^3 + 37/29*z + 1
*
0 | 0.12437804862046131997269905720368536017 | 0.027312562807719303079600771309667342723
f(z) = -95/31*z^3 + 33/31*z + 1
*
0 | 0.098731256379588520039270849921290036457 | 0.021680703877106275519204809226305654870
f(z) = -95/32*z^3 + 31/32*z + 1
*
[ 4/5 ] 
f(z) = -95/32*z^3 + 33/20*z + 1
*
0 | 0.10408501093232753518386803660980228184 | 0.022856351502235057407172481625525715380
f(z) = -95/33*z^3 + 29/33*z + 1
*
0 | 0.11161846759401289276726105606884083161 | 0.024510646697518123254576999639599970256
f(z) = -95/34*z^3 + 27/34*z + 1
*
0 | 0.085270246956261724337477204981388760927 | 0.018724758922126237598924248791201017157
f(z) = -95/36*z^3 + 23/36*z + 1
*
0 | 0.12413913017762983640768176192152843192 | 0.027323591386162527957711071898689705741
f(z) = -94/29*z^3 + 36/29*z + 1
*
0 | 0.12419044126669661764315978954396250265 | 0.027334885191985346316034031623778495968
f(z) = -94/31*z^3 + 32/31*z + 1
*
0 | 0.10389687361760784884927453412126602922 | 0.022868177962623194741119512659371850564
f(z) = -94/33*z^3 + 28/33*z + 1
*
0 | 0.12429244560733252852513340486274274982 | 0.027357336814766676302899450535107073532
f(z) = -94/35*z^3 + 24/35*z + 1
*
0 | 0.098252275270591843648730113112007290131 | 0.021676804981116769626561539325175841324
f(z) = -93/28*z^3 + 37/28*z + 1
*
0 | 0.12394908308299825264744702613081642849 | 0.027346136200701219756282488863481854940
f(z) = -93/29*z^3 + 35/29*z + 1
*
0 | 0.098354629525518852841984439950672921593 | 0.021699386781048932394938579988924689667
f(z) = -93/32*z^3 + 29/32*z + 1
*
0 | 0.11124285423920733189306572335788030876 | 0.024542837814646068107650731852147652939
f(z) = -93/34*z^3 + 25/34*z + 1
*
0 | 0.12410393999021634138663540661610149052 | 0.027380301343121592155212844646965607423
f(z) = -93/35*z^3 + 23/35*z + 1
*
0 | 0.11014137412533572895319897734347483694 | 0.024357922147084323732389601079089103045
f(z) = -92/27*z^3 + 38/27*z + 1
*
0 | 0.12375706372058325938019231483111417819 | 0.027369051341482273957237177690141838718
f(z) = -92/29*z^3 + 34/29*z + 1
*
0 | 0.12380942113120933803693257470047124381 | 0.027380630257597862796080104802579257594
f(z) = -92/31*z^3 + 30/31*z + 1
*
0 | 0.10351792516210374215743406853856659060 | 0.022893136951940478935101728219157219297
f(z) = -92/33*z^3 + 26/33*z + 1
*
0 | 0.12391349348154948471690836501253541215 | 0.027403646006469532781840365420675893220
f(z) = -92/35*z^3 + 22/35*z + 1
*
[ 2/3 ] 
f(z) = -91/24*z^3 + 32/27*z + 1
*
0 | 0.10994679734662547911975723659243266413 | 0.024373802196185685959482249392508227193
f(z) = -91/27*z^3 + 37/27*z + 1
*
0 | 0.12356303069179136191421912018254354978 | 0.027392347403699791937430301700593575292
f(z) = -91/29*z^3 + 33/29*z + 1
*
0 | 0.090410461494061025625346731198523018471 | 0.020042845795450912443254365491757650764
f(z) = -91/30*z^3 + 31/30*z + 1
*
0 | 0.12361592746008594428659025888642518320 | 0.027404073942337974367755220666277699883
f(z) = -91/31*z^3 + 29/31*z + 1
*
0 | 0.097970175647562542904624755104052732804 | 0.021718737971338895494791360452793613322
f(z) = -91/32*z^3 + 27/32*z + 1
*
0 | 0.10332496653276723246269505468740667957 | 0.022905826790546988705798007488909219233
f(z) = -91/33*z^3 + 25/33*z + 1
*
0 | 0.11085945546599901550223062377807351988 | 0.024576126856941583346376890851041455793
f(z) = -91/34*z^3 + 23/34*z + 1
*
0 | 0.12336694127972216868541208555354466263 | 0.027416035414375117318608673708439733832
f(z) = -90/29*z^3 + 32/29*z + 1
*
0 | 0.12342038865485872659768465200689318559 | 0.027427913111222823129225687649521066368
f(z) = -90/31*z^3 + 28/31*z + 1
*
[ 2/3 ] 
f(z) = -89/24*z^3 + 31/27*z + 1
*
0 | 0.12306003611445711946823171340769772780 | 0.027415906742697615463333775860826839625
f(z) = -89/25*z^3 + 39/25*z + 1
*
0 | 0.11025189606939637251950263590362778722 | 0.024562447698559211587760873998047919992
f(z) = -89/26*z^3 + 37/26*z + 1
*
0 | 0.10955139603480682967236868785001751644 | 0.024406386931571453720127783774922164928
f(z) = -89/27*z^3 + 35/27*z + 1
*
0 | 0.097470846593066671714052052261531301462 | 0.021715024021623578645872056559694825524
f(z) = -89/28*z^3 + 33/28*z + 1
*
0 | 0.12316875139255220154704782479540003050 | 0.027440126855252994878503723348387369636
f(z) = -89/29*z^3 + 31/29*z + 1
*
0 | 0.090016739743358726110969649648263019114 | 0.020054362244703393254434864419136769850
f(z) = -89/30*z^3 + 29/30*z + 1
*
0 | 0.12322276098004129191835086740448105273 | 0.027452159370930426196669922403008774082
f(z) = -89/31*z^3 + 27/31*z + 1
*
0 | 0.097577562180447008230019092610719319829 | 0.021738798633463366591835337413591063953
f(z) = -89/32*z^3 + 25/32*z + 1
*
0 | 0.10293187022433350964301838740492956503 | 0.022931657132759895859026751950220442862
f(z) = -89/33*z^3 + 23/33*z + 1
*
0 | 0.11046794133091968896090515697059441092 | 0.024610579301061066506391917073497401863
f(z) = -89/34*z^3 + 21/34*z + 1
*
0 | 0.12285853732092049874468858555009599225 | 0.027440092718429663532981000717235501615
f(z) = -88/25*z^3 + 38/25*z + 1
*
0 | 0.10935048114414044861141241372885230478 | 0.024423108127701638715878305907808777726
f(z) = -88/27*z^3 + 34/27*z + 1
*
0 | 0.12296841550384428537516837571480671496 | 0.027464633687196738955504379323417538912
f(z) = -88/29*z^3 + 30/29*z + 1
*
0 | 0.12302299928077529970726119348768501401 | 0.027476824813125551970814169406510884213
f(z) = -88/31*z^3 + 26/31*z + 1
*
0 | 0.12265482031270909013181540981397833118 | 0.027464698568330721221819684299538742949
f(z) = -87/25*z^3 + 37/25*z + 1
*
0 | 0.10984727176288015073100834061060757306 | 0.024596849922647569625462674964791819919
f(z) = -87/26*z^3 + 35/26*z + 1
*
0 | 0.097067397763083184935379924349975992574 | 0.021735198124122194070462782773017972382
f(z) = -87/28*z^3 + 31/28*z + 1
*
0 | 0.12282105692068822993100302652286149400 | 0.027501922040816586171750885303673576886
f(z) = -87/31*z^3 + 25/31*z + 1
*
0 | 0.097176434881696339614304454785021624297 | 0.021759613565666478150247277915172958210
f(z) = -87/32*z^3 + 23/32*z + 1
*
0 | 0.12244883567296493969151639665406786359 | 0.027489736998270212738108984100210207189
f(z) = -86/25*z^3 + 36/25*z + 1
*
0 | 0.10894198573689441616331318891872602329 | 0.024457452122901164759868102483440794999
f(z) = -86/27*z^3 + 32/27*z + 1
*
[ 3/4 ] 
f(z) = -86/27*z^3 + 35/24*z + 1
*
0 | 0.12256111606169568372677565168974838360 | 0.027514943921139738779975448055926063680
f(z) = -86/29*z^3 + 28/29*z + 1
*
0 | 0.12261688571630997281081436251117056952 | 0.027527464196480908562310671556238759601
f(z) = -86/31*z^3 + 24/31*z + 1
*
0 | 0.10232774039739447740828790623273411898 | 0.022972555481576611432110021704413405128
f(z) = -86/33*z^3 + 20/33*z + 1
*
0 | 0.12218338664800601513516959628016489946 | 0.027502358297763527246935364347302441327
f(z) = -85/23*z^3 + 39/23*z + 1
*
[ 2/3 ] 
f(z) = -85/24*z^3 + 29/27*z + 1
*
0 | 0.073342744559842502297343493342962112691 | 0.016508778277992292775674213713264536310
f(z) = -85/24*z^3 + 37/24*z + 1
*
0 | 0.10943360153098924976911973770722567981 | 0.024632498751982059765562567038930147267
f(z) = -85/26*z^3 + 33/26*z + 1
*
0 | 0.10873430556959008386665532743171428813 | 0.024475093652858522441415060660108094160
f(z) = -85/27*z^3 + 31/27*z + 1
*
0 | 0.096654955059963858737259395990635142888 | 0.021756142780453362675094181663566189433
f(z) = -85/28*z^3 + 29/28*z + 1
*
0 | 0.12235405369788957417738267140543814368 | 0.027540773883419554092280709239398435075
f(z) = -85/29*z^3 + 27/29*z + 1
*
0 | 0.12241043586781684328163404282832016924 | 0.027553464992100412125589019253946379489
f(z) = -85/31*z^3 + 23/31*z + 1
*
0 | 0.096766415904022142182569793150180774064 | 0.021781231592881628142291178780472213535
f(z) = -85/32*z^3 + 21/32*z + 1
*
[ 4/5 ] 
f(z) = -85/32*z^3 + 29/20*z + 1
*
-4/5 | 0.14093431143006154390222023506165433388 | 0.023286886147301845973420695843687514367
f(z) = -85/32*z^3 + 39/20*z + 1
*
0 | 0.12197206888713523477245113965591264671 | 0.027528122787422996048053247066470722710
f(z) = -84/23*z^3 + 38/23*z + 1
*
0 | 0.12202985739985734922871919467834022553 | 0.027541165193675766514664257359663307523
f(z) = -84/25*z^3 + 34/25*z + 1
*
0 | 0.12214464756744035008852859180914260694 | 0.027567072418640014053445367388469883692
f(z) = -84/29*z^3 + 26/29*z + 1
*
0 | 0.12220165588585325211403619924868356527 | 0.027579938741262015560189041165543596015
f(z) = -84/31*z^3 + 22/31*z + 1
*
0 | 0.10889357841346667789134012570246418281 | 0.024643020212436483378670357336238265154
f(z) = -83/22*z^3 + 39/22*z + 1
*
0 | 0.12175831025975048237700516119457745654 | 0.027554356689155124136325676126931912624
f(z) = -83/23*z^3 + 37/23*z + 1
*
[ 2/3 ] 
f(z) = -83/24*z^3 + 28/27*z + 1
*
0 | 0.066263619170998878802556008062313275051 | 0.014995702504879541432645531036703526901
f(z) = -83/24*z^3 + 35/24*z + 1
*
0 | 0.12181675626802949566413507892499361633 | 0.027567583237353285257800251716291230749
f(z) = -83/25*z^3 + 33/25*z + 1
*
0 | 0.10901047131715272563335895114341793492 | 0.024669473509593163350411807969168130401
f(z) = -83/26*z^3 + 31/26*z + 1
*
0 | 0.10831181833170617041447506787595893558 | 0.024511365750690556047912945582987760488
f(z) = -83/27*z^3 + 29/27*z + 1
*
0 | 0.096233107969351220905178301436507033779 | 0.021777908847754685245975156581963978502
f(z) = -83/28*z^3 + 27/28*z + 1
*
0 | 0.12193284395276757105221484384092351111 | 0.027593854310478948671389043595771816829
f(z) = -83/29*z^3 + 25/29*z + 1
*
0 | 0.088782655665389413966001281412672280269 | 0.020091843889716543660036961362630421132
f(z) = -83/30*z^3 + 23/30*z + 1
*
0 | 0.12199049251416120767020464948607197362 | 0.027606900393492651757727048078570114168
f(z) = -83/31*z^3 + 21/31*z + 1
*
0 | 0.12154205368206884008016529997515402128 | 0.027581074913615992193596436515303226778
f(z) = -82/23*z^3 + 36/23*z + 1
*
0 | 0.12160117234172004306853213569531484521 | 0.027594490485685373422702229811229543543
f(z) = -82/25*z^3 + 32/25*z + 1
*
0 | 0.10809690099677273210793184380826885988 | 0.024530017668786286209724503978096930708
f(z) = -82/27*z^3 + 28/27*z + 1
*
0 | 0.12171858726643355677776055631070798946 | 0.027621135006955115391251770508461890179
f(z) = -82/29*z^3 + 24/29*z + 1
*
0 | 0.12177689064772590093152594554884273684 | 0.027634365571014429954620007710693615286
f(z) = -82/31*z^3 + 20/31*z + 1
*
[ 2/3 ] 
f(z) = -81/22*z^3 + 25/22*z + 1
*
0 | 0.10845782300243131147098359569806253554 | 0.024680641232840873039857914181833622815
f(z) = -81/22*z^3 + 37/22*z + 1
*
0 | 0.12132324004282915008827826367102265052 | 0.027608293047111738999968519563456628312
f(z) = -81/23*z^3 + 35/23*z + 1
*
0 | 0.12138304704061943520648436889217909150 | 0.027621902715965614524701019230816101614
f(z) = -81/25*z^3 + 31/25*z + 1
*
[ 2/3 ] 
f(z) = -81/26*z^3 + 23/26*z + 1
*
0 | 0.10857743794674887148316152509878376665 | 0.024707860786443030050764594386176605825
f(z) = -81/26*z^3 + 29/26*z + 1
*
0 | 0.12150181996326603709247877587682171358 | 0.027648930659279127545076376965877882128
f(z) = -81/29*z^3 + 23/29*z + 1
*
2/3 | 0.15853297795406424682536282147694255651 | 0.028860587049551380457444128135602069414
f(z) = -81/32*z^3 + 23/24*z + 1
*
-2/3 | 0.15019568284254243000835440309603923102 | 0.027342800438657114345618806569640724079
f(z) = -81/32*z^3 + 31/24*z + 1
*
[ 2/3 ] 
f(z) = -87/28*z^3 + 37/42*z + 1
*
[ 2/3 ] 
f(z) = -81/35*z^3 + 37/70*z + 1
*
[ 2/3 ] 
f(z) = -81/37*z^3 + 35/74*z + 1
*
[ -6/5 ] 
f(z) = -100/27*z^3 + 43/6*z + 1
*
[ -9/10 ] 
f(z) = -100/27*z^3 + 46/9*z + 1
*
[ -3/4 ] 
f(z) = -100/27*z^3 + 53/12*z + 1
*
[ -2/3 ] 
f(z) = -99/20*z^3 + 47/10*z + 1
*
[ 5/3 ] 
f(z) = -99/25*z^3 + 57/5*z + 1
*
[ -2/3 ] 
f(z) = -99/28*z^3 + 57/14*z + 1
*
[ -5/14 ] 
f(z) = -98/25*z^3 + 43/10*z + 1
*
[ -12/7 ] 
f(z) = -98/27*z^3 + 49/4*z + 1
*
[ 9/7 ] 
f(z) = -98/27*z^3 + 56/9*z + 1
*
[ -3/2 ] 
f(z) = -98/27*z^3 + 59/6*z + 1
*
-2 | 0.078333393737777807968418150853808940467 | 0.013210593827584365889377175762428188206
f(z) = -97/24*z^3 + 47/3*z + 1
*
[ 2 ] 
f(z) = -97/24*z^3 + 50/3*z + 1
*
[ -2 ] 
f(z) = -97/24*z^3 + 53/3*z + 1
*
[ -5/8 ] 
f(z) = -96/25*z^3 + 41/10*z + 1
*
-2 | 0.077952671975860514732665048499556436173 | 0.013194241311720664828849747813202446353
f(z) = -95/24*z^3 + 46/3*z + 1
*
-2/5 | 0.15686058497106979961416375348829429949 | 0.025450685217049990085661081534097438108
f(z) = -95/24*z^3 + 47/15*z + 1
*
[ 2 ] 
f(z) = -95/24*z^3 + 49/3*z + 1
*
[ -2 ] 
f(z) = -95/24*z^3 + 52/3*z + 1
*
[ -3/5 ] 
f(z) = -95/27*z^3 + 59/15*z + 1
*
[ 3/2 ] 
f(z) = -94/27*z^3 + 49/6*z + 1
*
-4/3 | 0.17872964905015984327732155962158941471 | 0.029028789844596469617769318226545736263
f(z) = -93/32*z^3 + 59/12*z + 1
*
-2 | 0.077168830271082388068486635312816789783 | 0.013160587349392943197354867277046664269
f(z) = -91/24*z^3 + 44/3*z + 1
*
[ 2 ] 
f(z) = -91/24*z^3 + 47/3*z + 1
*
[ -2 ] 
f(z) = -91/24*z^3 + 50/3*z + 1
*
-2 | 0.076764983310135973934670952759036980828 | 0.013143244837358853220275400625775968136
f(z) = -89/24*z^3 + 43/3*z + 1
*
[ 2 ] 
f(z) = -89/24*z^3 + 46/3*z + 1
*
[ -2 ] 
f(z) = -89/24*z^3 + 49/3*z + 1
*
[ 5/4 ] 
f(z) = -88/25*z^3 + 57/10*z + 1
*
[ -3/11 ] 
f(z) = -88/27*z^3 + 54/11*z + 1
*
-4/3 | 0.17539385670411401536436946827491409141 | 0.028815565644087445980756206408359421236
f(z) = -87/32*z^3 + 55/12*z + 1
*
[ -3/2 ] 
f(z) = -86/27*z^3 + 53/6*z + 1
*
-2 | 0.075927292656202962150690781900640376045 | 0.013106700206316536831045289891242034113
f(z) = -85/24*z^3 + 41/3*z + 1
*
[ 2 ] 
f(z) = -85/24*z^3 + 44/3*z + 1
*
-2/5 | 0.13178012449204816642872958029070608042 | 0.021774319712389210924585170535901500994
f(z) = -85/24*z^3 + 46/15*z + 1
*
[ -2 ] 
f(z) = -85/24*z^3 + 47/3*z + 1
*
[ 6/5 ] 
f(z) = -85/27*z^3 + 47/10*z + 1
*
-2 | 0.075493591013204023714843981560878153327 | 0.013087619615526516775057701783008506015
f(z) = -83/24*z^3 + 40/3*z + 1
*
[ 2 ] 
f(z) = -83/24*z^3 + 43/3*z + 1
*
[ -2 ] 
f(z) = -83/24*z^3 + 46/3*z + 1
*
[ 3/2 ] 
f(z) = -82/27*z^3 + 43/6*z + 1
*
[ -2/3 ] 
f(z) = -81/20*z^3 + 43/10*z + 1
*
[ 10/9 ] 
f(z) = -81/20*z^3 + 51/10*z + 1
*
[ -2/9 ] 
f(z) = -81/20*z^3 + 57/10*z + 1
*
[ 10/9 ] 
f(z) = -81/25*z^3 + 41/10*z + 1
*
[ 5/3 ] 
f(z) = -81/25*z^3 + 47/5*z + 1
*
[ -5/3 ] 
f(z) = -81/25*z^3 + 53/5*z + 1
*
[ -10/9 ] 
f(z) = -81/25*z^3 + 59/10*z + 1
*
-2/9 | 0.13761079264994715732722616808232036863 | 0.029753859796686548746866016875917513146
f(z) = -81/28*z^3 + 51/14*z + 1
*
[ -2/3 ] 
f(z) = -81/28*z^3 + 53/14*z + 1
*
[ -2/9 ] 
f(z) = -81/32*z^3 + 45/8*z + 1
*
-14/9 | 0.13478650979783588831928780421374508133 | 0.025162762790764340141857151120908194286
f(z) = -81/32*z^3 + 53/8*z + 1
*
[ 7/10 ] 
f(z) = -100/21*z^3 + 40/21*z + 1
*
0 | 0.10469996453432187044326087031434305559 | 0.022735308426361078865869914011274249053
f(z) = -100/21*z^3 + 58/21*z + 1
*
0 | 0.12509380468911402797360353181875864022 | 0.027163774548382675420945617069934514080
f(z) = -100/23*z^3 + 54/23*z + 1
*
0 | 0.11162844980613237782008718557425690295 | 0.024239809887108706473961026773087052826
f(z) = -100/27*z^3 + 46/27*z + 1
*
0 | 0.12524016032611724948574013796624869680 | 0.027195555271155642660221420865608491310
f(z) = -100/29*z^3 + 42/29*z + 1
*
0 | 0.099168033796748908899072384626312462375 | 0.021581163719558762249186289935462845412
f(z) = -99/20*z^3 + 59/20*z + 1
*
0 | 0.12491338626538380757935182442377415138 | 0.027183923453427471605597589486269153738
f(z) = -99/23*z^3 + 53/23*z + 1
*
0 | 0.12496283277147901581077146548317103632 | 0.027194684109886466892837799491165412884
f(z) = -99/25*z^3 + 49/25*z + 1
*
[ 5/6 ] 
f(z) = -99/25*z^3 + 51/20*z + 1
*
0 | 0.11215207624619994315162187624796838003 | 0.024406779345029496130524399290091050159
f(z) = -99/26*z^3 + 47/26*z + 1
*
0 | 0.099365825261156554027095664262480781601 | 0.021624207529265238537247293371907271584
f(z) = -99/28*z^3 + 43/28*z + 1
*
0 | 0.12506114485130144034955262740690799443 | 0.027216078999035994734253189567787714548
f(z) = -99/29*z^3 + 41/29*z + 1
*
0 | 0.12473119191834334887755439093562578126 | 0.027204378765737639194292273719792658325
f(z) = -98/23*z^3 + 52/23*z + 1
*
0 | 0.12478111882349433942324895992237081615 | 0.027215268026214022558814274362789947553
f(z) = -98/25*z^3 + 48/25*z + 1
*
[ 3/4 ] 
f(z) = -98/27*z^3 + 41/24*z + 1
*
0 | 0.11126773299041078088296204377574037611 | 0.024267943776707717628699020291887887919
f(z) = -98/27*z^3 + 44/27*z + 1
*
0 | 0.12488038064370013738345425929643252522 | 0.027236917431726181019710604328249079829
f(z) = -98/29*z^3 + 40/29*z + 1
*
0 | 0.098800364121965850551039818984745903209 | 0.021597072380360168691460231212916884119
f(z) = -97/20*z^3 + 57/20*z + 1
*
0 | 0.10415292700466143894767162028840583983 | 0.022767105396182881912745010948258426728
f(z) = -97/21*z^3 + 55/21*z + 1
*
0 | 0.11168649476904260017172467520378563912 | 0.024413890908924884405482171417461055404
f(z) = -97/22*z^3 + 53/22*z + 1
*
0 | 0.12454718632113195373760978880524937693 | 0.027225148628269753304744002542413834788
f(z) = -97/23*z^3 + 51/23*z + 1
*
0 | 0.075704206341290497535816471577006201377 | 0.016548412937347385518233645637283319753
f(z) = -97/24*z^3 + 49/24*z + 1
*
0 | 0.12459760306152632465737509350521276222 | 0.027236169377040829715278080410181191404
f(z) = -97/25*z^3 + 47/25*z + 1
*
0 | 0.11178732882568294804880315119463137080 | 0.024435932532344192907746558720500159287
f(z) = -97/26*z^3 + 45/26*z + 1
*
0 | 0.11108470325034517945475167826309501787 | 0.024282343468764129840037655647367478777
f(z) = -97/27*z^3 + 43/27*z + 1
*
0 | 0.099002036842405165114660242284688366754 | 0.021641156634291614173799400332967233640
f(z) = -97/28*z^3 + 41/28*z + 1
*
0 | 0.12436133308170693769399698755610973395 | 0.027246241492745082856733162803521106493
f(z) = -96/23*z^3 + 50/23*z + 1
*
0 | 0.12441224937462145196476889236564451553 | 0.027257396709389091831765744072019561900
f(z) = -96/25*z^3 + 46/25*z + 1
*
-5/12 | 0.10322259479182408399842170674343024005 | 0.016239906606698803975870533725578472167
f(z) = -96/25*z^3 + 47/30*z + 1
*
0 | 0.10377831816599450447775244883153878157 | 0.022789003883133031552532162330684707083
f(z) = -95/21*z^3 + 53/21*z + 1
*
0 | 0.11131239556046078856024756417886840351 | 0.024443435387059414354328997446325356668
f(z) = -95/22*z^3 + 51/22*z + 1
*
0 | 0.12417359469956560109662334225303377053 | 0.027267666134892502107851553822830835774
f(z) = -95/23*z^3 + 49/23*z + 1
*
0 | 0.072478662748021681215738861489426397200 | 0.015915815133629527955522834071164035048
f(z) = -95/24*z^3 + 47/24*z + 1
*
0 | 0.11141524788091216225124180888184424709 | 0.024466021048222341492226728242149587514
f(z) = -95/26*z^3 + 43/26*z + 1
*
0 | 0.11071312189345197271535554168650546197 | 0.024311839017356457698094921213108106802
f(z) = -95/27*z^3 + 41/27*z + 1
*
-4/5 | 0.15887472312044222346264924907414113922 | 0.025777479841925215473794007896790558711
f(z) = -95/32*z^3 + 43/20*z + 1
*
0 | 0.10358813187730108085247125009451946773 | 0.022800222490855961356557800285801119316
f(z) = -94/21*z^3 + 52/21*z + 1
*
0 | 0.12398393252024569606156334410051740133 | 0.027289431670620892409523173529476457374
f(z) = -94/23*z^3 + 48/23*z + 1
*
0 | 0.12403587825140577414977325945845871955 | 0.027300865164076521545151926074462799166
f(z) = -94/25*z^3 + 44/25*z + 1
*
0 | 0.11052449530594219459457598504190001260 | 0.024326947865513566380624997652541360291
f(z) = -94/27*z^3 + 40/27*z + 1
*
[ 2/3 ] 
f(z) = -93/20*z^3 + 47/30*z + 1
*
0 | 0.098042363843914606215824642812014744284 | 0.021630493493195915304916476276672089096
f(z) = -93/20*z^3 + 53/20*z + 1
*
0 | 0.11093057914348397801451227810784211812 | 0.024473942449812916003947173201851282137
f(z) = -93/22*z^3 + 49/22*z + 1
*
0 | 0.12379230668746607263441159457411942479 | 0.027311547573188685394247419632996987902
f(z) = -93/23*z^3 + 47/23*z + 1
*
0 | 0.12384478292530301057534554403927600951 | 0.027323125088015708214559782676673775260
f(z) = -93/25*z^3 + 43/25*z + 1
*
0 | 0.11103553226664873833503933758883742345 | 0.024497097622318957594518550358273911134
f(z) = -93/26*z^3 + 41/26*z + 1
*
-2/3 | 0.15547503734623483508732423725928309919 | 0.027609516986759075472400330270674962784
f(z) = -93/32*z^3 + 43/24*z + 1
*
0 | 0.10320179462042504033810323278560179713 | 0.022823224231278733303498810435838070693
f(z) = -92/21*z^3 + 50/21*z + 1
*
0 | 0.12365169379770730710904233377972787389 | 0.027345748632591643421441008954790112838
f(z) = -92/25*z^3 + 42/25*z + 1
*
0 | 0.097651396956174408392860863661982646485 | 0.021648068802652175339375485013253983085
f(z) = -91/20*z^3 + 51/20*z + 1
*
0 | 0.11054072024678542457890313395555193607 | 0.024505467325481312115844803365073944340
f(z) = -91/22*z^3 + 47/22*z + 1
*
0 | 0.12340299832243488665563126755257531416 | 0.027356870269214606554631774156213207764
f(z) = -91/23*z^3 + 45/23*z + 1
*
0 | 0.065369312742511426129983422887773735598 | 0.014491542609135180575051325600722995702
f(z) = -91/24*z^3 + 43/24*z + 1
*
[ 6/7 ] 
f(z) = -91/24*z^3 + 55/21*z + 1
*
-2/7 | 0.16294646177661620613512135397597471631 | 0.025236530102323557123036143429859499237
f(z) = -91/24*z^3 + 59/21*z + 1
*
0 | 0.12345656879856111829849079207547257537 | 0.027368746160283445706385173302038122413
f(z) = -91/25*z^3 + 41/25*z + 1
*
[ 5/7 ] 
f(z) = -91/25*z^3 + 51/35*z + 1
*
0 | 0.12320522960170729704241724650597943944 | 0.027380097965935658598305720352930514542
f(z) = -90/23*z^3 + 44/23*z + 1
*
0 | 0.097251993762696170614480157805270007126 | 0.021666266935430035821514723056014842648
f(z) = -89/20*z^3 + 49/20*z + 1
*
0 | 0.10260673525161529290121389554034949191 | 0.022859221999695726700619622891386004692
f(z) = -89/21*z^3 + 47/21*z + 1
*
0 | 0.11014247258055133510842062135060507121 | 0.024538069807406588040100312001896062611
f(z) = -89/22*z^3 + 45/22*z + 1
*
0 | 0.12300532473579488769412577384822703992 | 0.027403717878607139654705968351038349559
f(z) = -89/23*z^3 + 43/23*z + 1
*
0 | 0.074164496476989934023613290233382162670 | 0.016522723243321158880820475784789863750
f(z) = -89/24*z^3 + 41/24*z + 1
*
0 | 0.10240405358454853992141033918344378317 | 0.022871643976706902206999301304500446192
f(z) = -88/21*z^3 + 46/21*z + 1
*
0 | 0.12280323704780058854568794499698331531 | 0.027427741565185822763136496834922852747
f(z) = -88/23*z^3 + 42/23*z + 1
*
[ 2/3 ] 
f(z) = -87/20*z^3 + 43/30*z + 1
*
0 | 0.096843781974012595410770378033334354141 | 0.021685126384370871811170517138772630485
f(z) = -87/20*z^3 + 47/20*z + 1
*
0 | 0.10973546698474335539704027639086289200 | 0.024571814750591571737610832658093343158
f(z) = -87/22*z^3 + 43/22*z + 1
*
0 | 0.12259891831315468823755775635304809081 | 0.027452181069522160166838247396160542044
f(z) = -87/23*z^3 + 41/23*z + 1
*
-2/3 | 0.15041933009102019815691489708553575463 | 0.027031858827056179660099642876129486084
f(z) = -87/32*z^3 + 41/24*z + 1
*
0 | 0.10199190785071610011126808806164844972 | 0.022897161147829702746883228444464001628
f(z) = -86/21*z^3 + 44/21*z + 1
*
0 | 0.12239231869039084701424257415614476407 | 0.027477048947964474710086568393154676867
f(z) = -86/23*z^3 + 40/23*z + 1
*
0 | 0.10178234152822211887547856967775739334 | 0.022910270388549453209411073171809347663
f(z) = -85/21*z^3 + 43/21*z + 1
*
0 | 0.10931930936873711489761228009892918514 | 0.024606772635828971170881704624089615530
f(z) = -85/22*z^3 + 41/22*z + 1
*
[ 5/7 ] 
f(z) = -84/25*z^3 + 46/35*z + 1
*
0 | 0.095999315064242784978581560322797407535 | 0.021725000647197296513737071256621127323
f(z) = -83/20*z^3 + 43/20*z + 1
*
0 | 0.10135595303720177958309851488163464416 | 0.022937227665186528339225695081723559276
f(z) = -83/21*z^3 + 41/21*z + 1
*
0 | 0.10113798401126270105100644038739990002 | 0.022950857165237026862618339304053551444
f(z) = -82/21*z^3 + 40/21*z + 1
*
0 | 0.095562179709012216170755043960635740004 | 0.021746111138276533132176400085630222543
f(z) = -81/20*z^3 + 41/20*z + 1
*
[ 5/6 ] 
f(z) = -81/25*z^3 + 41/20*z + 1
*
10/9 | 0.096031140437257375612461623897747050563 | 0.016612247226487612812508860625166775271
f(z) = -81/25*z^3 + 57/20*z + 1
*
[ 7/9 ] 
f(z) = -81/28*z^3 + 41/28*z + 1
*
[ 2/3 ] 
f(z) = -99/29*z^3 + 59/58*z + 1
*
[ 2/3 ] 
f(z) = -93/28*z^3 + 41/42*z + 1
*
[ 2/3 ] 
f(z) = -90/23*z^3 + 57/46*z + 1
*
[ 2/3 ] 
f(z) = -90/29*z^3 + 51/58*z + 1
*
[ 2/3 ] 
f(z) = -81/23*z^3 + 49/46*z + 1
*
[ 2/3 ] 
f(z) = -81/25*z^3 + 47/50*z + 1
*
[ 2/3 ] 
f(z) = -81/29*z^3 + 43/58*z + 1
*
[ 2/3 ] 
f(z) = -99/31*z^3 + 57/62*z + 1
*
[ 2/3 ] 
f(z) = -99/35*z^3 + 53/70*z + 1
*
[ 2/3 ] 
f(z) = -99/37*z^3 + 51/74*z + 1
*
6/7 | 0.12146852984275565743702571216584075908 | 0.023013620901608879072380688250291331970
f(z) = -98/39*z^3 + 53/78*z + 1
*
[ 2/3 ] 
f(z) = -95/32*z^3 + 59/72*z + 1
*
[ 2/3 ] 
f(z) = -91/32*z^3 + 55/72*z + 1
*
[ 2/3 ] 
f(z) = -90/31*z^3 + 49/62*z + 1
*
[ 2/3 ] 
f(z) = -90/37*z^3 + 43/74*z + 1
*
[ 2/3 ] 
f(z) = -89/32*z^3 + 53/72*z + 1
*
-3/22 | 0.19893234941377414527107253480301081750 | 0.026284669725680970186962206860670553565
f(z) = -88/27*z^3 + 59/66*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.027560064477167784619117785411338223917
f(z) = -88/39*z^3 + 59/78*z + 1
*
0 | 0.14250477392234131716153150509424454136 | 0.027684298558113001513649550197968526858
f(z) = -86/39*z^3 + 55/78*z + 1
*
[ 2/3 ] 
f(z) = -85/32*z^3 + 49/72*z + 1
*
[ 2/3 ] 
f(z) = -83/32*z^3 + 47/72*z + 1
*
0 | 0.14254867740819474459694287959935797120 | 0.027951453126393265244231513868896643504
f(z) = -82/39*z^3 + 47/78*z + 1
*
[ 2/3 ] 
f(z) = -81/31*z^3 + 41/62*z + 1
*
[ 2/3 ] 
f(z) = -87/38*z^3 + 59/114*z + 1
*
[ -5/3 ] 
f(z) = -99/25*z^3 + 63/5*z + 1
*
[ -15/14 ] 
f(z) = -98/27*z^3 + 61/10*z + 1
*
[ -9/7 ] 
f(z) = -98/27*z^3 + 70/9*z + 1
*
[ -9/14 ] 
f(z) = -98/27*z^3 + 73/18*z + 1
*
[ -5/12 ] 
f(z) = -96/25*z^3 + 61/15*z + 1
*
[ -5/6 ] 
f(z) = -96/25*z^3 + 73/15*z + 1
*
[ -2/5 ] 
f(z) = -95/24*z^3 + 62/15*z + 1
*
[ -6/5 ] 
f(z) = -95/27*z^3 + 69/10*z + 1
*
[ -3/4 ] 
f(z) = -95/27*z^3 + 69/16*z + 1
*
[ 4/3 ] 
f(z) = -93/32*z^3 + 65/12*z + 1
*
[ -6/7 ] 
f(z) = -91/27*z^3 + 65/14*z + 1
*
[ -3/4 ] 
f(z) = -89/27*z^3 + 67/16*z + 1
*
[ -5/4 ] 
f(z) = -88/25*z^3 + 73/10*z + 1
*
[ 4/3 ] 
f(z) = -87/32*z^3 + 61/12*z + 1
*
[ -4/3 ] 
f(z) = -87/32*z^3 + 79/12*z + 1
*
[ -2/5 ] 
f(z) = -85/24*z^3 + 61/15*z + 1
*
6/5 | 0.18128736164526832741033962275239737109 | 0.029060264180163631793717963559343299106
f(z) = -85/24*z^3 + 64/15*z + 1
*
-6/5 | 0.16434198278649394210896120832912057250 | 0.025744781385267596023553164138432927130
f(z) = -85/24*z^3 + 74/15*z + 1
*
[ 6/5 ] 
f(z) = -85/24*z^3 + 79/15*z + 1
*
[ -5/6 ] 
f(z) = -84/25*z^3 + 68/15*z + 1
*
[ -3/4 ] 
f(z) = -83/27*z^3 + 65/16*z + 1
*
-2 | 0.095924338699619013114320505053860832493 | 0.016665850404693519521638874349584225145
f(z) = -83/32*z^3 + 79/8*z + 1
*
[ -10/9 ] 
f(z) = -81/20*z^3 + 69/10*z + 1
*
-2/9 | 0.14295476704930246757442865048528418365 | 0.029369030359080962159042512969774387085
f(z) = -81/28*z^3 + 65/14*z + 1
*
[ -2/9 ] 
f(z) = -81/28*z^3 + 79/14*z + 1
*
-2 | 0.095479703008823892697250289223087014372 | 0.016662834265562425190548600538463215626
f(z) = -81/32*z^3 + 77/8*z + 1
*
-1/10 | 0.12793205839017564764003452206942213687 | 0.027780093508688946973382381520181609745
f(z) = -100/21*z^3 + 64/21*z + 1
*
-1/2 | 0.11088381795368699632685505322889887629 | 0.024078115134825493664911631516087993391
f(z) = -100/21*z^3 + 67/21*z + 1
*
-1/3 | 0.10845195823794030870950149056891839599 | 0.023601551597128370352829869091158362606
f(z) = -99/20*z^3 + 71/20*z + 1
*
-15/28 | 0.19172981898172225062310865260322656487 | 0.028769215454252129883618496376968907099
f(z) = -98/27*z^3 + 65/24*z + 1
*
-1/2 | 0.11262568442444965779593589745250318329 | 0.024907330916818359368295353615884134657
f(z) = -92/21*z^3 + 65/21*z + 1
*
-6/7 | 0.10314866515929906821450860256561151122 | 0.015975274117186793450529443777425233892
f(z) = -91/24*z^3 + 62/21*z + 1
*
-6/13 | 0.19504203940904391975930796091659889417 | 0.027564628038776780645126448694734066195
f(z) = -91/24*z^3 + 77/39*z + 1
*
-1/2 | 0.11346545604291625214443039445635855016 | 0.025342175660318205339545187178473317408
f(z) = -88/21*z^3 + 64/21*z + 1
*
-21/44 | 0.15770810317562922406395176527169342630 | 0.020714747314667337429430901101612592645
f(z) = -88/27*z^3 + 75/22*z + 1
*
0 | 0.15695500573963919504375727656879562062 | 0.028206385142031734566921462755320061292
f(z) = -87/22*z^3 + 70/33*z + 1
*
6/5 | 0.22130690124682520891951456062062024131 | 0.028871321728406630989484890721202279022
f(z) = -85/27*z^3 + 79/20*z + 1
*
[ -4/5 ] 
f(z) = -85/32*z^3 + 79/20*z + 1
*
-1/3 | 0.12344451941414966299333737175632630819 | 0.028091010970714300874186074137771565279
f(z) = -81/20*z^3 + 69/20*z + 1
*
-2/3 | 0.16000928212769089834647241459786399672 | 0.028325369417824680422351172454427539549
f(z) = -81/32*z^3 + 71/24*z + 1
*
-1/5 | 0.11596282007187346640698488086226431794 | 0.021886725926239794418921051030599002108
f(z) = -100/21*z^3 + 71/42*z + 1
*
[ 2/3 ] 
f(z) = -99/23*z^3 + 65/46*z + 1
*
[ 2/3 ] 
f(z) = -99/25*z^3 + 63/50*z + 1
*
[ 3/4 ] 
f(z) = -95/27*z^3 + 79/48*z + 1
*
-2/5 | 0.11030898331247547845120012238079587207 | 0.017897671434901361152449432720025563736
f(z) = -95/32*z^3 + 79/40*z + 1
*
[ 6/7 ] 
f(z) = -91/36*z^3 + 71/42*z + 1
*
[ 3/4 ] 
f(z) = -89/27*z^3 + 73/48*z + 1
*
-2/5 | 0.11872232760627979320866573243505121146 | 0.019616751223012670959205914867840149699
f(z) = -85/32*z^3 + 77/40*z + 1
*
[ 3/4 ] 
f(z) = -83/27*z^3 + 67/48*z + 1
*
6/7 | 0.15150409389076168558145941709872334996 | 0.028704206648070255838488468552046920699
f(z) = -98/33*z^3 + 67/66*z + 1
*
[ 2/3 ] 
f(z) = -97/32*z^3 + 61/72*z + 1
*
7/8 | 0.12218493414040715655684645269291046112 | 0.023240141073729795280252607100842647054
f(z) = -96/35*z^3 + 67/70*z + 1
*
4/5 | 0.16925063505180345064750168442784972474 | 0.027460975211100407919401862000007867426
f(z) = -95/24*z^3 + 77/60*z + 1
*
0 | 0.14414676503950895330633455504505193244 | 0.027527616282718656825037706844344997092
f(z) = -94/39*z^3 + 71/78*z + 1
*
[ 3/4 ] 
f(z) = -88/39*z^3 + 73/78*z + 1
*
[ 2/3 ] 
f(z) = -87/26*z^3 + 77/78*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.025880181202758072870660917926612183805
f(z) = -86/33*z^3 + 73/66*z + 1
*
0 | 0.13496689627556769947074521784501654779 | 0.026464790438276210353459799539531471216
f(z) = -82/33*z^3 + 65/66*z + 1
*
0 | 0.14787194119886995615367198518122816329 | 0.026574067552034889981567594065353841050
f(z) = -87/28*z^3 + 65/84*z + 1
*
[ 2/3 ] 
f(z) = -93/34*z^3 + 73/102*z + 1
*
[ 2/3 ] 
f(z) = -93/38*z^3 + 67/114*z + 1
*
[ 2/3 ] 
f(z) = -87/34*z^3 + 65/102*z + 1
*
-2 | 0.099135729995822347188265439523351428695 | 0.016689035682333395622288201323363239303
f(z) = -99/32*z^3 + 95/8*z + 1
*
[ 10/7 ] 
f(z) = -98/25*z^3 + 83/10*z + 1
*
[ -10/7 ] 
f(z) = -98/25*z^3 + 97/10*z + 1
*
[ -3/28 ] 
f(z) = -98/27*z^3 + 83/8*z + 1
*
9/7 | 0.12090640562505026313265061312730689116 | 0.021819284471804258496055258349016991810
f(z) = -98/27*z^3 + 85/18*z + 1
*
[ 15/7 ] 
f(z) = -98/27*z^3 + 86/5*z + 1
*
-2 | 0.098764030495734850267536872484420902958 | 0.016686231064007363379409581249904172446
f(z) = -97/32*z^3 + 93/8*z + 1
*
-6/5 | 0.13743474860914618775111821258415265815 | 0.021149396940269713595835236617082811285
f(z) = -95/24*z^3 + 83/15*z + 1
*
[ 6/5 ] 
f(z) = -95/24*z^3 + 88/15*z + 1
*
-6/5 | 0.18971219260289197248487052293116973911 | 0.028466468973255950961308123819604791136
f(z) = -95/24*z^3 + 98/15*z + 1
*
[ 3 ] 
f(z) = -95/27*z^3 + 97/3*z + 1
*
-2 | 0.098384573706635440480394104063126095530 | 0.016683399469456719483504073128735118876
f(z) = -95/32*z^3 + 91/8*z + 1
*
[ 2 ] 
f(z) = -95/32*z^3 + 99/8*z + 1
*
[ -3 ] 
f(z) = -94/27*z^3 + 98/3*z + 1
*
[ -4/3 ] 
f(z) = -93/32*z^3 + 83/12*z + 1
*
-2 | 0.097997022774314296945467197431356553938 | 0.016680540973817059455609702832939377434
f(z) = -93/32*z^3 + 89/8*z + 1
*
[ 2 ] 
f(z) = -93/32*z^3 + 97/8*z + 1
*
[ 3 ] 
f(z) = -92/27*z^3 + 94/3*z + 1
*
[ -3 ] 
f(z) = -91/27*z^3 + 95/3*z + 1
*
[ 3/2 ] 
f(z) = -91/27*z^3 + 95/12*z + 1
*
-2 | 0.097601018000468928193472650682869788168 | 0.016677655692499239627115858499639354236
f(z) = -91/32*z^3 + 87/8*z + 1
*
[ 2 ] 
f(z) = -91/32*z^3 + 95/8*z + 1
*
[ 3 ] 
f(z) = -89/27*z^3 + 91/3*z + 1
*
-2 | 0.097196174690166706697219676587735698311 | 0.016674743781537610473445680188750437005
f(z) = -89/32*z^3 + 85/8*z + 1
*
[ 2 ] 
f(z) = -89/32*z^3 + 93/8*z + 1
*
[ -3 ] 
f(z) = -88/27*z^3 + 92/3*z + 1
*
-2 | 0.096782080734828318498352554618592602637 | 0.016671805436574097554403645695508134051
f(z) = -87/32*z^3 + 83/8*z + 1
*
[ 2 ] 
f(z) = -87/32*z^3 + 91/8*z + 1
*
[ -2 ] 
f(z) = -87/32*z^3 + 99/8*z + 1
*
[ 3 ] 
f(z) = -86/27*z^3 + 88/3*z + 1
*
[ -3 ] 
f(z) = -85/27*z^3 + 89/3*z + 1
*
[ 3/2 ] 
f(z) = -85/27*z^3 + 89/12*z + 1
*
-2 | 0.096358293890010358268390096385682817289 | 0.016668840889890812916854330801307486565
f(z) = -85/32*z^3 + 81/8*z + 1
*
[ 2 ] 
f(z) = -85/32*z^3 + 89/8*z + 1
*
[ -2 ] 
f(z) = -85/32*z^3 + 97/8*z + 1
*
[ 3 ] 
f(z) = -83/27*z^3 + 85/3*z + 1
*
[ 2 ] 
f(z) = -83/32*z^3 + 87/8*z + 1
*
[ -2 ] 
f(z) = -83/32*z^3 + 95/8*z + 1
*
[ -3 ] 
f(z) = -82/27*z^3 + 86/3*z + 1
*
[ 2 ] 
f(z) = -81/32*z^3 + 85/8*z + 1
*
[ -2 ] 
f(z) = -81/32*z^3 + 93/8*z + 1
*
[ -1/2 ] 
f(z) = -100/21*z^3 + 88/21*z + 1
*
[ -3/5 ] 
f(z) = -100/21*z^3 + 92/21*z + 1
*
[ -1/2 ] 
f(z) = -100/23*z^3 + 94/23*z + 1
*
[ -1/3 ] 
f(z) = -99/20*z^3 + 91/20*z + 1
*
[ -5/6 ] 
f(z) = -99/25*z^3 + 99/20*z + 1
*
-1/3 | 0.13732648283181151660391490168745113071 | 0.029885288591066728716222570074047814386
f(z) = -99/28*z^3 + 95/28*z + 1
*
-6/7 | 0.12113533710547339336547953451116251674 | 0.018118135878759078790765211281155345611
f(z) = -98/27*z^3 + 89/24*z + 1
*
[ -3/5 ] 
f(z) = -97/27*z^3 + 99/25*z + 1
*
[ -1/2 ] 
f(z) = -96/23*z^3 + 93/23*z + 1
*
[ -1/2 ] 
f(z) = -96/25*z^3 + 99/25*z + 1
*
[ -3/10 ] 
f(z) = -95/27*z^3 + 93/20*z + 1
*
[ -4/5 ] 
f(z) = -95/32*z^3 + 83/20*z + 1
*
[ -3/5 ] 
f(z) = -94/27*z^3 + 98/25*z + 1
*
[ -2/3 ] 
f(z) = -93/32*z^3 + 91/24*z + 1
*
[ -1/2 ] 
f(z) = -92/21*z^3 + 86/21*z + 1
*
[ -1/2 ] 
f(z) = -92/25*z^3 + 98/25*z + 1
*
-2/7 | 0.15603004977301220057181417428130861135 | 0.024147770369591418788968301696743932188
f(z) = -91/24*z^3 + 80/21*z + 1
*
-6/7 | 0.15209943333132988770971830588063651104 | 0.023406098693880894145072982982564242755
f(z) = -91/24*z^3 + 83/21*z + 1
*
[ -3/7 ] 
f(z) = -91/27*z^3 + 83/21*z + 1
*
[ -3/5 ] 
f(z) = -91/27*z^3 + 97/25*z + 1
*
[ -1/2 ] 
f(z) = -88/21*z^3 + 85/21*z + 1
*
[ -1/2 ] 
f(z) = -88/23*z^3 + 91/23*z + 1
*
[ -1/2 ] 
f(z) = -88/25*z^3 + 97/25*z + 1
*
[ -3/5 ] 
f(z) = -88/27*z^3 + 96/25*z + 1
*
[ -2/3 ] 
f(z) = -87/32*z^3 + 89/24*z + 1
*
[ -1/2 ] 
f(z) = -84/23*z^3 + 90/23*z + 1
*
[ -1/2 ] 
f(z) = -84/25*z^3 + 96/25*z + 1
*
[ -3/5 ] 
f(z) = -82/27*z^3 + 94/25*z + 1
*
[ -3/4 ] 
f(z) = -82/27*z^3 + 97/24*z + 1
*
[ -5/6 ] 
f(z) = -81/25*z^3 + 89/20*z + 1
*
[ -5/18 ] 
f(z) = -81/25*z^3 + 97/20*z + 1
*
11/9 | 0.082903974199929326254585315388954180796 | 0.018205141722834596331683041886663495947
f(z) = -81/26*z^3 + 95/26*z + 1
*
-7/9 | 0.11049846049762664970066553191244886923 | 0.024872188726539872770940959535225003000
f(z) = -81/28*z^3 + 85/28*z + 1
*
-5/9 | 0.12544971404076952288190018740179733673 | 0.028018824412563110714679658959515493421
f(z) = -81/35*z^3 + 88/35*z + 1
*
[ 6/7 ] 
f(z) = -91/27*z^3 + 97/42*z + 1
*
-6/7 | 0.18671685525984991562400606113711412226 | 0.028917998506995538286858795930410108524
f(z) = -91/36*z^3 + 85/42*z + 1
*
[ 3/4 ] 
f(z) = -88/21*z^3 + 85/42*z + 1
*
0 | 0.15244879992049172076371738091822250319 | 0.029484435125761729977145256009572939637
f(z) = -88/27*z^3 + 95/54*z + 1
*
0 | 0.15156792755396865955521806734866576137 | 0.029444990807993349306849298856025789562
f(z) = -86/27*z^3 + 91/54*z + 1
*
0 | 0.14910452634055259613369806764781441802 | 0.029236947369260098903244292347558126745
f(z) = -82/27*z^3 + 83/54*z + 1
*
0 | 0.13827041359083300528083409077070530635 | 0.026196932525711954410485589154379061318
f(z) = -98/33*z^3 + 97/66*z + 1
*
13/14 | 0.14269154345734895528314837063411973014 | 0.027034566823554300859788532530652558189
f(z) = -98/39*z^3 + 85/78*z + 1
*
0 | 0.13331807233943073520863222902481708453 | 0.025459667706768809255666994591463942405
f(z) = -94/33*z^3 + 89/66*z + 1
*
[ 2/3 ] 
f(z) = -93/22*z^3 + 91/66*z + 1
*
[ 2/3 ] 
f(z) = -93/26*z^3 + 85/78*z + 1
*
[ 2/3 ] 
f(z) = -87/22*z^3 + 83/66*z + 1
*
0 | 0.15877306755893881181887537554451163297 | 0.028195186704128017692959719764566259858
f(z) = -93/28*z^3 + 83/84*z + 1
*
3/4 | 0.098743908717373519537097572423854338229 | 0.016713358588695918600315723622832687438
f(z) = -92/21*z^3 + 95/84*z + 1
*
3/7 | 0.23806149207034565380784160420607185888 | 0.026387597721278796115889258390511746620
f(z) = -91/27*z^3 + 82/91*z + 1
*
11/18 | 0.15819126114446988217340696362474271123 | 0.027365210152000252178507752475629000014
f(z) = -81/22*z^3 + 81/88*z + 1
*
0 | 0.12356316980415596451769562930184824179 | 0.022205538080433961056406663618567911134
f(z) = -87/35*z^3 + 86/105*z + 1
*
0 | 0.17307518560427891199278646673275475513 | 0.029294643865971087456853766414315457511
f(z) = -92/39*z^3 + 95/156*z + 1
*
-5/18 | 0.14209209640376648632704247452143172009 | 0.024580245779039867213370989964773231246
f(z) = -81/35*z^3 + 81/140*z + 1
*
[ 2/3 ] 
f(z) = -89/36*z^3 + 97/162*z + 1
*
[ 2/3 ] 
f(z) = -85/36*z^3 + 89/162*z + 1
*
[ 2/3 ] 
f(z) = -83/36*z^3 + 85/162*z + 1
*
[ -3 ] 
f(z) = -100/27*z^3 + 104/3*z + 1
*
[ 9/5 ] 
f(z) = -100/27*z^3 + 112/9*z + 1
*
[ 21/10 ] 
f(z) = -100/27*z^3 + 118/7*z + 1
*
[ 2 ] 
f(z) = -99/32*z^3 + 103/8*z + 1
*
[ -2 ] 
f(z) = -99/32*z^3 + 111/8*z + 1
*
[ 3 ] 
f(z) = -98/27*z^3 + 100/3*z + 1
*
[ -3 ] 
f(z) = -97/27*z^3 + 101/3*z + 1
*
[ 3/2 ] 
f(z) = -97/27*z^3 + 101/12*z + 1
*
[ 2 ] 
f(z) = -97/32*z^3 + 101/8*z + 1
*
[ -2 ] 
f(z) = -97/32*z^3 + 109/8*z + 1
*
[ -6/5 ] 
f(z) = -95/24*z^3 + 113/15*z + 1
*
[ -3/2 ] 
f(z) = -95/27*z^3 + 115/12*z + 1
*
[ -2 ] 
f(z) = -95/32*z^3 + 107/8*z + 1
*
[ -2 ] 
f(z) = -93/32*z^3 + 105/8*z + 1
*
[ 5/2 ] 
f(z) = -92/25*z^3 + 118/5*z + 1
*
[ -2 ] 
f(z) = -91/32*z^3 + 103/8*z + 1
*
[ -3/2 ] 
f(z) = -89/27*z^3 + 109/12*z + 1
*
[ -2 ] 
f(z) = -89/32*z^3 + 101/8*z + 1
*
[ 5/2 ] 
f(z) = -88/25*z^3 + 113/5*z + 1
*
[ -5/2 ] 
f(z) = -88/25*z^3 + 117/5*z + 1
*
[ -6/5 ] 
f(z) = -85/24*z^3 + 104/15*z + 1
*
[ -3/17 ] 
f(z) = -85/27*z^3 + 115/17*z + 1
*
[ 5/2 ] 
f(z) = -84/25*z^3 + 108/5*z + 1
*
[ -5/2 ] 
f(z) = -84/25*z^3 + 112/5*z + 1
*
[ -3/2 ] 
f(z) = -83/27*z^3 + 103/12*z + 1
*
[ 14/9 ] 
f(z) = -81/28*z^3 + 103/14*z + 1
*
22/9 | 0.14922477505663434273855418421812829988 | 0.024270235752165139867228208876536201155
f(z) = -81/32*z^3 + 117/8*z + 1
*
-4/5 | 0.13014801287648815578409965760737448081 | 0.027908161820063124385444681762500338024
f(z) = -100/21*z^3 + 106/21*z + 1
*
[ -1/2 ] 
f(z) = -100/27*z^3 + 106/27*z + 1
*
[ -1/2 ] 
f(z) = -100/29*z^3 + 112/29*z + 1
*
[ -1/2 ] 
f(z) = -100/31*z^3 + 118/31*z + 1
*
-1 | 0.097336414961781687109949422454267676429 | 0.020367001418163639815419080756755600976
f(z) = -99/20*z^3 + 119/20*z + 1
*
[ -1/3 ] 
f(z) = -99/23*z^3 + 103/23*z + 1
*
[ -1/3 ] 
f(z) = -99/25*z^3 + 111/25*z + 1
*
[ -2/3 ] 
f(z) = -99/26*z^3 + 109/26*z + 1
*
[ -1/3 ] 
f(z) = -99/26*z^3 + 115/26*z + 1
*
-1/3 | 0.11604220980343882069334358317785237248 | 0.024833396196246832542589809607805756694
f(z) = -99/32*z^3 + 107/32*z + 1
*
-15/28 | 0.18492911365176013547672790525672594124 | 0.026706059931569242811536071841941690878
f(z) = -98/27*z^3 + 113/24*z + 1
*
-1 | 0.096929494180621121169761273706602951336 | 0.020354043239022852253639649188926241965
f(z) = -97/20*z^3 + 117/20*z + 1
*
-1 | 0.085071171671249695316245262802193454626 | 0.017832067799027481835008405814409845573
f(z) = -97/21*z^3 + 118/21*z + 1
*
-1 | 0.092506211911726284629012492027248375459 | 0.019356313358518916786107891804295595194
f(z) = -97/22*z^3 + 119/22*z + 1
*
[ -2/3 ] 
f(z) = -97/24*z^3 + 116/27*z + 1
*
-1 | 0.10505976721495456115664635472463892536 | 0.021983061824283100562926920718616692300
f(z) = -96/23*z^3 + 119/23*z + 1
*
-5/8 | 0.17945900282108665876543990967133371893 | 0.028234103700099817590444249077883917927
f(z) = -96/25*z^3 + 113/30*z + 1
*
[ -1/2 ] 
f(z) = -96/29*z^3 + 111/29*z + 1
*
[ -1/2 ] 
f(z) = -96/31*z^3 + 117/31*z + 1
*
-1 | 0.084652311617438829932533944969104356384 | 0.017808079412444386683053377410134839496
f(z) = -95/21*z^3 + 116/21*z + 1
*
-1 | 0.092086632661838930463461851340129926071 | 0.019337099804135932002271911284395476841
f(z) = -95/22*z^3 + 117/22*z + 1
*
-1 | 0.10484788428347443447151038228170870649 | 0.021977534156372326845820859495957105136
f(z) = -95/23*z^3 + 118/23*z + 1
*
[ -2/3 ] 
f(z) = -95/24*z^3 + 115/27*z + 1
*
-1 | 0.075871542074886122206025930712233012031 | 0.015875618653555375748367654741904668864
f(z) = -95/24*z^3 + 119/24*z + 1
*
[ 6/5 ] 
f(z) = -95/36*z^3 + 119/30*z + 1
*
-1 | 0.084440827334400914851087685222078919288 | 0.017796003198791490811633034273566828468
f(z) = -94/21*z^3 + 115/21*z + 1
*
-1 | 0.10463353594462385872501374891555696749 | 0.021971800563615390278050690091571064885
f(z) = -94/23*z^3 + 117/23*z + 1
*
-1 | 0.10448045649484580804614925198121937835 | 0.021861844885456608125223515455184559141
f(z) = -94/25*z^3 + 119/25*z + 1
*
[ -3/4 ] 
f(z) = -94/27*z^3 + 103/24*z + 1
*
-2/3 | 0.11219734861802060852026182410705843508 | 0.019924192689789295897355185800540445517
f(z) = -93/20*z^3 + 107/30*z + 1
*
-1 | 0.096087696423531949835575097586697834657 | 0.020325748618124711364241762150414941096
f(z) = -93/20*z^3 + 113/20*z + 1
*
-1 | 0.091657930957498599885665831292526705758 | 0.019317016234985794189810857326353573949
f(z) = -93/22*z^3 + 115/22*z + 1
*
-1 | 0.10441666382253042802640371725211951093 | 0.021965853097283547015219250479761437550
f(z) = -93/23*z^3 + 116/23*z + 1
*
-1 | 0.10426165246541723596741063647300790459 | 0.021854652041077845658298798076669479924
f(z) = -93/25*z^3 + 118/25*z + 1
*
-1 | 0.091347236530527068282900807368866819544 | 0.019113805421055127631642812407739894670
f(z) = -93/26*z^3 + 119/26*z + 1
*
-1 | 0.084008298468321588197439735019141964100 | 0.017770553567827233835993791075026740614
f(z) = -92/21*z^3 + 113/21*z + 1
*
-1 | 0.10404021455190980734948525415826859709 | 0.021847210113783521835039385740633464837
f(z) = -92/25*z^3 + 117/25*z + 1
*
[ 5/4 ] 
f(z) = -92/25*z^3 + 119/20*z + 1
*
[ -1/2 ] 
f(z) = -92/27*z^3 + 104/27*z + 1
*
[ -3/10 ] 
f(z) = -92/27*z^3 + 116/25*z + 1
*
-1 | 0.090317762110614669743067855212549473953 | 0.018898394703714123797714670257854608954
f(z) = -92/27*z^3 + 119/27*z + 1
*
[ -1/2 ] 
f(z) = -92/29*z^3 + 110/29*z + 1
*
[ -1/2 ] 
f(z) = -92/31*z^3 + 116/31*z + 1
*
-1 | 0.095651938654810290788548262242401943730 | 0.020310293079372630389572534737627961938
f(z) = -91/20*z^3 + 111/20*z + 1
*
-1 | 0.091217681619013937715941942291282984135 | 0.019295578259509089957942228203517881726
f(z) = -91/22*z^3 + 113/22*z + 1
*
-1 | 0.10397510406901157730723997231632561872 | 0.021953282828395349974851248179896468194
f(z) = -91/23*z^3 + 114/23*z + 1
*
[ -2/7 ] 
f(z) = -91/24*z^3 + 101/21*z + 1
*
[ -6/7 ] 
f(z) = -91/24*z^3 + 104/21*z + 1
*
[ -2/3 ] 
f(z) = -91/24*z^3 + 113/27*z + 1
*
-1 | 0.074993842137526214449536176637365111594 | 0.015805040010845236821863408028831687120
f(z) = -91/24*z^3 + 115/24*z + 1
*
-6/13 | 0.17420263884379486289373938186214695889 | 0.024619466437346514636826596837694049684
f(z) = -91/24*z^3 + 116/39*z + 1
*
-1 | 0.10381607810983048326979373994763165322 | 0.021839509494121541444684143063220040995
f(z) = -91/25*z^3 + 116/25*z + 1
*
[ -6/13 ] 
f(z) = -91/27*z^3 + 101/26*z + 1
*
-1 | 0.090091528980177264211248629817238312798 | 0.018884402569425319325066599732196818436
f(z) = -91/27*z^3 + 118/27*z + 1
*
[ -4/7 ] 
f(z) = -91/32*z^3 + 103/28*z + 1
*
[ -1/3 ] 
f(z) = -90/23*z^3 + 102/23*z + 1
*
-1 | 0.10375028871245299660030870385505989174 | 0.021946642139614599535719130448565838735
f(z) = -90/23*z^3 + 113/23*z + 1
*
-1 | 0.10325943344771946635971453295160140584 | 0.021606353884044678941563154680998211871
f(z) = -90/29*z^3 + 119/29*z + 1
*
-1 | 0.095205634142918920484074691561798971436 | 0.020293876415253382087021186228518923036
f(z) = -89/20*z^3 + 109/20*z + 1
*
-1 | 0.083338825148582036846609883255106069320 | 0.017729852836973315117150405028428236021
f(z) = -89/21*z^3 + 110/21*z + 1
*
-1 | 0.090767989696407698404678666341118502387 | 0.019273257802044616739837102412167168887
f(z) = -89/22*z^3 + 111/22*z + 1
*
-1 | 0.10352269389526520557074448721626279732 | 0.021939751755594073672471208301077813421
f(z) = -89/23*z^3 + 112/23*z + 1
*
[ -2/3 ] 
f(z) = -89/24*z^3 + 112/27*z + 1
*
-1 | 0.074540367457167945152964603498867585649 | 0.015767770768058429336751561121811313309
f(z) = -89/24*z^3 + 113/24*z + 1
*
-1 | 0.10335943880073366988350015598959460154 | 0.021823291385894326970899720531913068594
f(z) = -89/25*z^3 + 114/25*z + 1
*
-1 | 0.090440804399215140997055895431325772645 | 0.019060505388179792983563483245873519850
f(z) = -89/26*z^3 + 115/26*z + 1
*
-1 | 0.089630525304856587733890890781971330322 | 0.018855332854007701929248567929618419976
f(z) = -89/27*z^3 + 116/27*z + 1
*
-1 | 0.094552383942069047328950395101804431818 | 0.019854878304877491833403460048575096464
f(z) = -89/28*z^3 + 117/28*z + 1
*
-1 | 0.10302520033125973291293963600710744055 | 0.021595474956133566721740803305004343602
f(z) = -89/29*z^3 + 118/29*z + 1
*
-1 | 0.069760913177596845180308949237392948105 | 0.014597009949240256979618293327751097279
f(z) = -89/30*z^3 + 119/30*z + 1
*
-1 | 0.083111546899056047008581516799719690089 | 0.017715920666187030678945596762407656664
f(z) = -88/21*z^3 + 109/21*z + 1
*
-1 | 0.10329224958579277023127310402591518790 | 0.021932601590920866900356704857010823729
f(z) = -88/23*z^3 + 111/23*z + 1
*
-1 | 0.10312679400334916524745924357341217777 | 0.021814752239100014585259992957727980791
f(z) = -88/25*z^3 + 113/25*z + 1
*
[ -1/2 ] 
f(z) = -88/27*z^3 + 103/27*z + 1
*
-1 | 0.089395608094139786690125312093560349028 | 0.018840229043481920223957309725841534088
f(z) = -88/27*z^3 + 115/27*z + 1
*
[ -1/2 ] 
f(z) = -88/29*z^3 + 109/29*z + 1
*
-1 | 0.10278793460369656099295380824737810798 | 0.021584246189038419218102754344872904221
f(z) = -88/29*z^3 + 117/29*z + 1
*
[ -1/2 ] 
f(z) = -88/31*z^3 + 115/31*z + 1
*
-1 | 0.10261432230451959102203966215569045310 | 0.021471368641639933131292566425639127109
f(z) = -88/31*z^3 + 119/31*z + 1
*
-2/3 | 0.11526140454425000686594524769748144511 | 0.020713627789480376629631531247134683937
f(z) = -87/20*z^3 + 103/30*z + 1
*
-1 | 0.094748257214251927782937654672122736500 | 0.020276423676272436413906091575506109112
f(z) = -87/20*z^3 + 107/20*z + 1
*
-1 | 0.090306356976360028382208648198675941035 | 0.019249554550930042118286363798755172040
f(z) = -87/22*z^3 + 109/22*z + 1
*
-1 | 0.10305888305394869695674795578431251994 | 0.021925181052548621312476797769582368216
f(z) = -87/23*z^3 + 110/23*z + 1
*
-1 | 0.10289116654373109998235252685545491112 | 0.021805911021758999301795084678892831189
f(z) = -87/25*z^3 + 112/25*z + 1
*
-1 | 0.089970898992077796341257525394559354706 | 0.019031842201722372642057099187891434544
f(z) = -87/26*z^3 + 113/26*z + 1
*
-1 | 0.094077141379897211519908934018682124437 | 0.019826867663194338645011594701346054538
f(z) = -87/28*z^3 + 115/28*z + 1
*
-1 | 0.10237144391571940102447635910034799855 | 0.021458438772230809756188279534796061656
f(z) = -87/31*z^3 + 118/31*z + 1
*
-1 | 0.093724887910124259356754755830510514296 | 0.019611313255498882678352837944548835496
f(z) = -87/32*z^3 + 119/32*z + 1
*
-1 | 0.082646256007151423694233062549369622609 | 0.017686557529699983354186185500416506549
f(z) = -86/21*z^3 + 107/21*z + 1
*
-1 | 0.10282251872981653888939803431151588691 | 0.021917479008390937878964393188576611718
f(z) = -86/23*z^3 + 109/23*z + 1
*
-1 | 0.10265247831587027896107886733135683858 | 0.021796755499575234207033846889303343558
f(z) = -86/25*z^3 + 111/25*z + 1
*
-1 | 0.088916554264955784737990697671129505882 | 0.018808813170139937960558100994146642060
f(z) = -86/27*z^3 + 113/27*z + 1
*
-1 | 0.10230398021929608035244149246966599591 | 0.021560683578120121138318353000428807040
f(z) = -86/29*z^3 + 115/29*z + 1
*
-1 | 0.10212529512244694714895286289393614211 | 0.021445099763409646934049442873202783681
f(z) = -86/31*z^3 + 117/31*z + 1
*
-1 | 0.081599851035053715421034915642160414653 | 0.017074229438236748469470874032740881696
f(z) = -86/33*z^3 + 119/33*z + 1
*
-1 | 0.082409127727804633497506637756879263939 | 0.017671320685168201977027263773144873467
f(z) = -85/21*z^3 + 106/21*z + 1
*
-1 | 0.089832199367559804698326742604849367538 | 0.019224371906167695214356364619603919637
f(z) = -85/22*z^3 + 107/22*z + 1
*
-1 | 0.10258307805280317736030747119128648364 | 0.021909483753579038252403690019702329436
f(z) = -85/23*z^3 + 108/23*z + 1
*
-1 | 0.073596201461997135902174467353361040923 | 0.015687645280108095554889347529600519328
f(z) = -85/24*z^3 + 109/24*z + 1
*
[ -2/3 ] 
f(z) = -85/24*z^3 + 110/27*z + 1
*
-1 | 0.089487312222500934816974771401571600799 | 0.019001324632670334692152662400541392009
f(z) = -85/26*z^3 + 111/26*z + 1
*
-1 | 0.088672252709705585005894992655730846929 | 0.018792470895593868925471812965702197149
f(z) = -85/27*z^3 + 112/27*z + 1
*
-1 | 0.093589249641825713541090239453718541994 | 0.019797243896803419305862872450696655327
f(z) = -85/28*z^3 + 113/28*z + 1
*
-1 | 0.10205712062557601376616052796519073236 | 0.021548320184972810764465743020102034958
f(z) = -85/29*z^3 + 114/29*z + 1
*
-1 | 0.10187578540260335475940254786674811129 | 0.021431335329075240083824477578927634459
f(z) = -85/31*z^3 + 116/31*z + 1
*
-1 | 0.093226546697952043171447900177739164666 | 0.019576468221106935289588933140780217829
f(z) = -85/32*z^3 + 117/32*z + 1
*
-1 | 0.081347593288103222215258402002283033034 | 0.017051555424755093546966688988108130108
f(z) = -85/33*z^3 + 118/33*z + 1
*
[ 6/5 ] 
f(z) = -85/36*z^3 + 107/30*z + 1
*
-1 | 0.10234047931056897250067437724999792692 | 0.021901182974178822849266809925975938240
f(z) = -84/23*z^3 + 107/23*z + 1
*
[ 5/4 ] 
f(z) = -84/25*z^3 + 109/20*z + 1
*
-1 | 0.10216559128419761013583607354035215355 | 0.021777449434351593196914159779119442832
f(z) = -84/25*z^3 + 109/25*z + 1
*
[ -1/2 ] 
f(z) = -84/29*z^3 + 108/29*z + 1
*
-1 | 0.10180688616765623135812237873632749048 | 0.021535547763751416220145627263134931141
f(z) = -84/29*z^3 + 113/29*z + 1
*
[ -1/2 ] 
f(z) = -84/31*z^3 + 114/31*z + 1
*
-1 | 0.10162282036856632854334541732066396676 | 0.021417128342280590630225113767185047305
f(z) = -84/31*z^3 + 115/31*z + 1
*
-1 | 0.093797976562446164524209830579677332663 | 0.020238071481775015790982071391968886585
f(z) = -83/20*z^3 + 103/20*z + 1
*
-1 | 0.081925510013176858669615783315555919565 | 0.017639667244271527437130187597781801571
f(z) = -83/21*z^3 + 104/21*z + 1
*
-1 | 0.089346190211012297629110733846102542488 | 0.019197883842733679982510174326490259834
f(z) = -83/22*z^3 + 105/22*z + 1
*
-1 | 0.10209463746688662248422614527453090312 | 0.021892563708141608979746685780686497879
f(z) = -83/23*z^3 + 106/23*z + 1
*
-1 | 0.073105288276632663638494613843214510517 | 0.015644760565053098658744360267176842239
f(z) = -83/24*z^3 + 107/24*z + 1
*
[ -2/3 ] 
f(z) = -83/24*z^3 + 109/27*z + 1
*
-1 | 0.10191721989457262754587455209695519118 | 0.021767271131606133389566993813285988429
f(z) = -83/25*z^3 + 108/25*z + 1
*
-1 | 0.088991325362531446245316103770180276189 | 0.018969244574598947499270139792228575468
f(z) = -83/26*z^3 + 109/26*z + 1
*
-1 | 0.088173662167380938144773826231487594899 | 0.018758436437488756257851482797576884487
f(z) = -83/27*z^3 + 110/27*z + 1
*
-1 | 0.093088009027687536272760848333531053464 | 0.019765880045051648074416451965286958805
f(z) = -83/28*z^3 + 111/28*z + 1
*
-1 | 0.10155318211062716208185611342102436816 | 0.021522349560879238828318499357498352495
f(z) = -83/29*z^3 + 112/29*z + 1
*
-1 | 0.068279430357646673242538278102849657264 | 0.014443374010352469878061402353981188649
f(z) = -83/30*z^3 + 113/30*z + 1
*
-1 | 0.10136630154077233762113271338689822739 | 0.021402460780572673333384470021269607547
f(z) = -83/31*z^3 + 114/31*z + 1
*
-1 | 0.092714212201460818959540213510783158288 | 0.019539628743529004919080435312658535621
f(z) = -83/32*z^3 + 115/32*z + 1
*
-1 | 0.080832353944047245403019362637449483284 | 0.017004485177388437049728967285327024840
f(z) = -83/33*z^3 + 116/33*z + 1
*
-1 | 0.088243445937800913696550119290788507754 | 0.018530076210151805013272387551661438228
f(z) = -83/34*z^3 + 117/34*z + 1
*
-1 | 0.10098210233376961566455652430460620081 | 0.021167213991866000581064841207212751126
f(z) = -83/35*z^3 + 118/35*z + 1
*
-1 | 0.078763276931671392643777946860075930282 | 0.016480695057409204063395347849816130101
f(z) = -83/36*z^3 + 119/36*z + 1
*
-1 | 0.081677819142721152275324031123007549623 | 0.017622997881893473416931962651950996799
f(z) = -82/21*z^3 + 103/21*z + 1
*
-1 | 0.10184546397749615099120352721512094166 | 0.021883612303239534606117152963873306640
f(z) = -82/23*z^3 + 105/23*z + 1
*
-1 | 0.10166544218498248911922533544642509576 | 0.021756722915935705872996535296302614689
f(z) = -82/25*z^3 + 107/25*z + 1
*
-1 | 0.087919186771312854820552788584476741308 | 0.018740709275547717599310254500431850443
f(z) = -82/27*z^3 + 109/27*z + 1
*
-1 | 0.10129590962148233395492554617908734312 | 0.021508707937206926141542734729551710469
f(z) = -82/29*z^3 + 111/29*z + 1
*
-1 | 0.10110612610424805715951100678606630873 | 0.021387313666977217307186466189140962474
f(z) = -82/31*z^3 + 113/31*z + 1
*
-1 | 0.080569162695942878755422830359330783887 | 0.016980045344449419313891829047383745870
f(z) = -82/33*z^3 + 115/33*z + 1
*
-1 | 0.10071577477567132944958105319270242503 | 0.021149117221386960743057785370933603252
f(z) = -82/35*z^3 + 117/35*z + 1
*
-1 | 0.10051487643900340486240312586794617169 | 0.021032073472025199796470152350726464757
f(z) = -82/37*z^3 + 119/37*z + 1
*
-1 | 0.093303801167826212248726375992544278174 | 0.020216980429296873077417921452805189424
f(z) = -81/20*z^3 + 101/20*z + 1
*
[ -1/3 ] 
f(z) = -81/23*z^3 + 101/23*z + 1
*
-1 | 0.10159286659292983973701697069141138748 | 0.021874314371710556061538582528297857838
f(z) = -81/23*z^3 + 104/23*z + 1
*
-1 | 0.10141016253316977152362947961323258886 | 0.021745788995337693385650231225325435467
f(z) = -81/25*z^3 + 106/25*z + 1
*
[ -1/3 ] 
f(z) = -81/25*z^3 + 109/25*z + 1
*
[ -2/3 ] 
f(z) = -81/26*z^3 + 101/26*z + 1
*
-1 | 0.088482205890846949103169829797356080414 | 0.018935469075668809109797551035135460494
f(z) = -81/26*z^3 + 107/26*z + 1
*
[ -1/3 ] 
f(z) = -81/26*z^3 + 113/26*z + 1
*
[ -4/9 ] 
f(z) = -81/28*z^3 + 107/28*z + 1
*
-1 | 0.092572659400995036559930568629137721617 | 0.019732635848997869598469719143703202338
f(z) = -81/28*z^3 + 109/28*z + 1
*
[ -7/9 ] 
f(z) = -81/28*z^3 + 113/28*z + 1
*
-1 | 0.10103496552619561638202719624014987501 | 0.021494604309268919392923706383767410289
f(z) = -81/29*z^3 + 110/29*z + 1
*
-1 | 0.10084218664650716177261618302477336118 | 0.021371667006212260142574014057016546569
f(z) = -81/31*z^3 + 112/31*z + 1
*
-2/3 | 0.12451853245021840780722551014875397536 | 0.020680626070594894688896085784844346372
f(z) = -81/32*z^3 + 103/24*z + 1
*
4/3 | 0.14451865111908985485095607929392871940 | 0.021402971603407273375503188563483948675
f(z) = -81/32*z^3 + 107/36*z + 1
*
-1 | 0.092187062335642438120192778791182728028 | 0.019500634572594176152492397988199021176
f(z) = -81/32*z^3 + 113/32*z + 1
*
-1 | 0.087710044843966162498277149245606820775 | 0.018484994615554485544607451165635745652
f(z) = -81/34*z^3 + 115/34*z + 1
*
-1 | 0.10044548086278311900554980128602008745 | 0.021130446004939508803365738174891839453
f(z) = -81/35*z^3 + 116/35*z + 1
*
-1 | 0.10024120637186754770042239426430767370 | 0.021011912180863339470431584293125372358
f(z) = -81/37*z^3 + 118/37*z + 1
*
-1 | 0.087301447785448468937931186004620672515 | 0.018267250869596044078688051501764731947
f(z) = -81/38*z^3 + 119/38*z + 1
*
0 | 0.15486777132623702676095562517446619832 | 0.029341494326084761697645037104163192291
f(z) = -98/27*z^3 + 115/54*z + 1
*
0 | 0.15422783781106086812570551144490924704 | 0.029452792355156928311661318440201487037
f(z) = -94/27*z^3 + 107/54*z + 1
*
[ 5/6 ] 
f(z) = -92/25*z^3 + 106/45*z + 1
*
0 | 0.11961619598097195052741285439553020180 | 0.023134429213157119700861616074358830411
f(z) = -88/21*z^3 + 113/42*z + 1
*
[ 5/6 ] 
f(z) = -88/25*z^3 + 101/45*z + 1
*
0 | 0.12018813997779017364874265197509545254 | 0.023348862348307446835829772465901616684
f(z) = -86/21*z^3 + 109/42*z + 1
*
0 | 0.12078477434334461155897076081778369458 | 0.023683909383265180721935169684774169630
f(z) = -82/21*z^3 + 101/42*z + 1
*
0 | 0.14487730519930168240414915788709126333 | 0.026035901496317410947822139402187829107
f(z) = -87/20*z^3 + 101/60*z + 1
*
0 | 0.13287445518355879431657201068877148467 | 0.024189508264948984405876772889655674950
f(z) = -81/25*z^3 + 118/75*z + 1
*
0 | 0.15661281655089679547325074349703362430 | 0.028511025803427811690160268389158497193
f(z) = -81/26*z^3 + 113/78*z + 1
*
3/4 | 0.16393542440840072780353559240872048504 | 0.027361494525997097460731008511842100195
f(z) = -100/21*z^3 + 113/84*z + 1
*
0 | 0.16909912578377722168555121224942936020 | 0.029699171239786501573759515594900124361
f(z) = -99/28*z^3 + 101/84*z + 1
*
[ 8/11 ] 
f(z) = -99/32*z^3 + 111/88*z + 1
*
15/17 | 0.22326366101648030999027261560529915673 | 0.025127299907944839680279571434322044856
f(z) = -85/27*z^3 + 112/85*z + 1
*
11/18 | 0.092447494704004629465434936689346997331 | 0.015992319059209020303658371541694929713
f(z) = -81/22*z^3 + 113/88*z + 1
*
0 | 0.12910741619015557762269433379442424250 | 0.023503726932943287611154057137488585140
f(z) = -81/32*z^3 + 115/96*z + 1
*
0 | 0.14821261740767367339000395637458152027 | 0.026172285313938065434990220381035935865
f(z) = -96/35*z^3 + 113/105*z + 1
*
0 | 0.16789201166073610445969073567883985499 | 0.029814544038766895517385821529158460725
f(z) = -93/34*z^3 + 109/102*z + 1
*
[ 2/3 ] 
f(z) = -89/28*z^3 + 115/126*z + 1
*
0 | 0.15219900854845928124451496816699758140 | 0.025148176819659819553142870212196291582
f(z) = -85/24*z^3 + 113/120*z + 1
*
[ 2/3 ] 
f(z) = -85/28*z^3 + 107/126*z + 1
*
[ 2/3 ] 
f(z) = -83/28*z^3 + 103/126*z + 1
*
8/9 | 0.14548379105394987024176214750288085459 | 0.025166968687765650061674117632890607459
f(z) = -81/34*z^3 + 103/136*z + 1
*
[ 2/3 ] 
f(z) = -97/36*z^3 + 113/162*z + 1
*
[ 2/3 ] 
f(z) = -95/36*z^3 + 109/162*z + 1
*
[ 2/3 ] 
f(z) = -91/36*z^3 + 101/162*z + 1
*
0 | 0.15130937341344047278331618156490484751 | 0.025001180450276036121174735395928902887
f(z) = -85/36*z^3 + 101/180*z + 1
*
[ 2/3 ] 
f(z) = -84/37*z^3 + 113/222*z + 1
*
[ -9/5 ] 
f(z) = -100/27*z^3 + 122/9*z + 1
*
[ 12/7 ] 
f(z) = -98/27*z^3 + 133/12*z + 1
*
[ 5/2 ] 
f(z) = -96/25*z^3 + 123/5*z + 1
*
[ -5/2 ] 
f(z) = -96/25*z^3 + 127/5*z + 1
*
[ -5/2 ] 
f(z) = -92/25*z^3 + 122/5*z + 1
*
[ -14/9 ] 
f(z) = -81/28*z^3 + 121/14*z + 1
*
[ 16/9 ] 
f(z) = -81/32*z^3 + 135/16*z + 1
*
[ -1/5 ] 
f(z) = -100/21*z^3 + 130/21*z + 1
*
-1 | 0.10588374382755521223273168225328216169 | 0.022003260059923621366250905761453732847
f(z) = -100/23*z^3 + 123/23*z + 1
*
-1 | 0.092033848362138134276225315206163468110 | 0.018998822035467818488911754989097009111
f(z) = -100/27*z^3 + 127/27*z + 1
*
-1 | 0.10545063575792104206040529966863244038 | 0.021698499239040441765817170908039197697
f(z) = -100/29*z^3 + 129/29*z + 1
*
-1 | 0.10530226303008465317337340897574201551 | 0.021599589934329282184233903242231345412
f(z) = -100/31*z^3 + 131/31*z + 1
*
-1 | 0.084808136663487482483563797838191354225 | 0.017341939080395620007378307035965498050
f(z) = -100/33*z^3 + 133/33*z + 1
*
[ -1/2 ] 
f(z) = -100/37*z^3 + 136/37*z + 1
*
-1 | 0.10484415602243828482738715312605013490 | 0.021309870424912480770721449559053887330
f(z) = -100/37*z^3 + 137/37*z + 1
*
[ -1 ] 
f(z) = -99/20*z^3 + 139/20*z + 1
*
-1 | 0.10568117767666243017066318137027767225 | 0.021998483498011066971500630113357001313
f(z) = -99/23*z^3 + 122/23*z + 1
*
-1 | 0.10553707513195320604062109096429198545 | 0.021894379756778025301232762726145037719
f(z) = -99/25*z^3 + 124/25*z + 1
*
-1 | 0.092628885144312339820276876374986827173 | 0.019184520763157035425671711812748344186
f(z) = -99/26*z^3 + 125/26*z + 1
*
[ -1/3 ] 
f(z) = -99/28*z^3 + 123/28*z + 1
*
-1 | 0.096759848420072146508354742838638472017 | 0.019974424334385017974604983485034066586
f(z) = -99/28*z^3 + 127/28*z + 1
*
[ -1/3 ] 
f(z) = -99/29*z^3 + 127/29*z + 1
*
-1 | 0.10524291655069413703356436200332508564 | 0.021690490542339634536114984288923022118
f(z) = -99/29*z^3 + 128/29*z + 1
*
-1 | 0.10509272593809223759734206985967112768 | 0.021590545892953251609501417736178355342
f(z) = -99/31*z^3 + 130/31*z + 1
*
[ -1/3 ] 
f(z) = -99/31*z^3 + 135/31*z + 1
*
-1 | 0.096459449079648994302997644474410684946 | 0.019785752798270696698827077764285939342
f(z) = -99/32*z^3 + 131/32*z + 1
*
[ -1/3 ] 
f(z) = -99/32*z^3 + 139/32*z + 1
*
[ -4/9 ] 
f(z) = -99/32*z^3 + 139/36*z + 1
*
[ -2/3 ] 
f(z) = -99/34*z^3 + 129/34*z + 1
*
-1 | 0.092027289311675494585154504077441540722 | 0.018818143019809055341958594408202473098
f(z) = -99/34*z^3 + 133/34*z + 1
*
-1 | 0.10478575944702803948330573588764096399 | 0.021394280688412523298875932082895491015
f(z) = -99/35*z^3 + 134/35*z + 1
*
-1 | 0.10462882702872343389432040112839161325 | 0.021297817465768742387844067141729561433
f(z) = -99/37*z^3 + 136/37*z + 1
*
-1 | 0.091713403326579255441755400532526343349 | 0.018641007904139825979050887748824050794
f(z) = -99/38*z^3 + 137/38*z + 1
*
[ -2/3 ] 
f(z) = -99/38*z^3 + 139/38*z + 1
*
-1 | 0.10547636038664711625010950264622725593 | 0.021993529405384545121133020692703259526
f(z) = -98/23*z^3 + 121/23*z + 1
*
-1 | 0.10533054803545941203099876179044229280 | 0.021888302745065515086058026817759155712
f(z) = -98/25*z^3 + 123/25*z + 1
*
[ 15/14 ] 
f(z) = -98/25*z^3 + 137/30*z + 1
*
-1 | 0.091619609763697432255697202807929489593 | 0.018975488078968038460904272319280738989
f(z) = -98/27*z^3 + 125/27*z + 1
*
[ 15/14 ] 
f(z) = -98/27*z^3 + 127/30*z + 1
*
39/28 | 0.16596354684357751521682563957128205789 | 0.023318639144224416788473394347795788829
f(z) = -98/27*z^3 + 137/24*z + 1
*
-1 | 0.10503282149270527343912477423794789629 | 0.021682238860326706200555867201885874028
f(z) = -98/29*z^3 + 127/29*z + 1
*
-1 | 0.10488076761617543670583554094666919877 | 0.021581237893472009985723762526606511161
f(z) = -98/31*z^3 + 129/31*z + 1
*
[ -3/7 ] 
f(z) = -98/33*z^3 + 128/33*z + 1
*
-1 | 0.084381815499672372415178241655487131391 | 0.017308389774932349560861148761899291474
f(z) = -98/33*z^3 + 131/33*z + 1
*
-1 | 0.10441092728606789559307734110888645758 | 0.021285439043092018256400307818781215955
f(z) = -98/37*z^3 + 135/37*z + 1
*
-1 | 0.083904803543610950059325905890369525670 | 0.017053887974065306061122246113373650870
f(z) = -98/39*z^3 + 137/39*z + 1
*
[ -1 ] 
f(z) = -97/20*z^3 + 137/20*z + 1
*
[ -1 ] 
f(z) = -97/21*z^3 + 139/21*z + 1
*
-1 | 0.10526924110201249955863225017331416208 | 0.021988391157169867831432801585799389655
f(z) = -97/23*z^3 + 120/23*z + 1
*
-1 | 0.076294701841169802155795131402557714410 | 0.015908680980911446072470257685178277597
f(z) = -97/24*z^3 + 121/24*z + 1
*
-1 | 0.10512167771067273309268595056003761652 | 0.021882018569822817676732020540741442164
f(z) = -97/25*z^3 + 122/25*z + 1
*
-1 | 0.092211720453034935992279190716618065919 | 0.019162133792752132024523600886282017207
f(z) = -97/26*z^3 + 123/26*z + 1
*
-1 | 0.091408937943415361877471364373361453458 | 0.018963402178756710133795813111416291527
f(z) = -97/27*z^3 + 124/27*z + 1
*
-1 | 0.096339072381243520399853673092807014488 | 0.019952943744511216107563455042803391838
f(z) = -97/28*z^3 + 125/28*z + 1
*
-1 | 0.10482029512568816499522466978265712555 | 0.021673735556031932124942224911583221779
f(z) = -97/29*z^3 + 126/29*z + 1
*
-1 | 0.071563896347294153551766525277784288034 | 0.014773148738896439158848129698365432117
f(z) = -97/30*z^3 + 127/30*z + 1
*
-1 | 0.10466633087636141252738724829023347775 | 0.021571656643338571604623854294794263252
f(z) = -97/31*z^3 + 128/31*z + 1
*
-1 | 0.096031124320327924777151296486074839761 | 0.019760253345199123072871584864203783827
f(z) = -97/32*z^3 + 129/32*z + 1
*
-1 | 0.084166443208182450338637898789520715362 | 0.017291391373779552070795989197482191075
f(z) = -97/33*z^3 + 130/33*z + 1
*
-1 | 0.091595015590709375274314875444352299445 | 0.018787960674905824314085699702711598095
f(z) = -97/34*z^3 + 131/34*z + 1
*
-1 | 0.10435146485797386811257354583362894427 | 0.021371226298424153829663855121122142529
f(z) = -97/35*z^3 + 132/35*z + 1
*
-1 | 0.082150754424323956707029555794728596479 | 0.016798545925942082534174657640622944703
f(z) = -97/36*z^3 + 133/36*z + 1
*
-1 | 0.10419039370239005764713153259132802448 | 0.021272723886035289790099057260360599724
f(z) = -97/37*z^3 + 134/37*z + 1
*
-1 | 0.091272850348374319086948769799994656856 | 0.018607082063898281857707741144308667942
f(z) = -97/38*z^3 + 135/38*z + 1
*
-1 | 0.083683137994442570137743053628148532323 | 0.017034198400017369466042150771180857944
f(z) = -97/39*z^3 + 136/39*z + 1
*
[ -1/4 ] 
f(z) = -96/23*z^3 + 121/23*z + 1
*
-1 | 0.10491041003438371883674959648962309178 | 0.021875519590968645498415852123998537659
f(z) = -96/25*z^3 + 121/25*z + 1
*
[ -1/4 ] 
f(z) = -96/25*z^3 + 131/25*z + 1
*
-5/6 | 0.17882845762671882445162788303318740203 | 0.027577257799173698398601495558951878941
f(z) = -96/25*z^3 + 131/30*z + 1
*
-5/12 | 0.18009206421508862043009342897527789754 | 0.027581637612179783635267989095954759863
f(z) = -96/25*z^3 + 137/30*z + 1
*
-1 | 0.10460528000887568004983355443548520502 | 0.021664971602968213411089657885520071312
f(z) = -96/29*z^3 + 125/29*z + 1
*
-1 | 0.10444935645874804573313316046695804600 | 0.021561792431742591019465768666691409139
f(z) = -96/31*z^3 + 127/31*z + 1
*
[ -1/2 ] 
f(z) = -96/35*z^3 + 129/35*z + 1
*
-1 | 0.10413038502242704833533120705671736231 | 0.021359214431561298543690554538855768419
f(z) = -96/35*z^3 + 131/35*z + 1
*
-1 | 0.10396716079701274372559359038008988461 | 0.021259660214651720470772527539497676545
f(z) = -96/37*z^3 + 133/37*z + 1
*
[ -1/2 ] 
f(z) = -96/37*z^3 + 135/37*z + 1
*
[ -1 ] 
f(z) = -95/21*z^3 + 137/21*z + 1
*
[ -1 ] 
f(z) = -95/22*z^3 + 139/22*z + 1
*
-1 | 0.091784223917772754481356167132005354455 | 0.019138497197723639708816890638880217013
f(z) = -95/26*z^3 + 121/26*z + 1
*
-1 | 0.090980210512017873064560273832947086886 | 0.018938345536966637608824772741222631211
f(z) = -95/27*z^3 + 122/27*z + 1
*
-6/5 | 0.20978075591517035610708744723975933478 | 0.025873237154595096831035517454973119521
f(z) = -95/27*z^3 + 123/20*z + 1
*
-1 | 0.095908433826175175638523001110291790135 | 0.019930332411122426992353570797559665874
f(z) = -95/28*z^3 + 123/28*z + 1
*
-1 | 0.10438771662249183241921399231023484634 | 0.021655937563346300467070340682715587874
f(z) = -95/29*z^3 + 124/29*z + 1
*
-1 | 0.10422978292911983634087008722360722928 | 0.021551635106155437112611347451018860245
f(z) = -95/31*z^3 + 126/31*z + 1
*
-1 | 0.095592545271904169530876502679565632064 | 0.019733454461146420621112168496637392742
f(z) = -95/32*z^3 + 127/32*z + 1
*
-1 | 0.083725801021183896963023749433249960472 | 0.017255828275388302348022303593073797636
f(z) = -95/33*z^3 + 128/33*z + 1
*
-1 | 0.091152929490882942733994255756804605543 | 0.018756470807200987231706387845136426001
f(z) = -95/34*z^3 + 129/34*z + 1
*
-1 | 0.081703721674505176905104966152650929987 | 0.016759059430410272692502045288715944250
f(z) = -95/36*z^3 + 131/36*z + 1
*
-1 | 0.10374116057666971517328452717207336871 | 0.021246235710851664113240801293920807334
f(z) = -95/37*z^3 + 132/37*z + 1
*
-1 | 0.083229392811366103801316081155349054430 | 0.016993081891367755827038411706083054936
f(z) = -95/39*z^3 + 134/39*z + 1
*
[ -1 ] 
f(z) = -94/21*z^3 + 136/21*z + 1
*
-1 | 0.090762037368095551895728969058706266802 | 0.018925354747076848226036893663816915435
f(z) = -94/27*z^3 + 121/27*z + 1
*
[ -3/8 ] 
f(z) = -94/27*z^3 + 133/32*z + 1
*
-1 | 0.10416754326524502941723865889425658985 | 0.021646623564816325098656822181403257346
f(z) = -94/29*z^3 + 123/29*z + 1
*
-1 | 0.10400754657009421916482094267018970973 | 0.021541174047278423167286448897898428489
f(z) = -94/31*z^3 + 125/31*z + 1
*
-1 | 0.083501435395500658788206053424618691363 | 0.017237450557787089231511599288703467086
f(z) = -94/33*z^3 + 127/33*z + 1
*
-1 | 0.10368003185332701484807470513388147403 | 0.021334163384634845023909383749866290434
f(z) = -94/35*z^3 + 129/35*z + 1
*
-1 | 0.10351232240324264455355347559583677518 | 0.021232437487325004212331434813691435789
f(z) = -94/37*z^3 + 131/37*z + 1
*
-1 | 0.082997169398267209615983450116338338009 | 0.016971624565472882116992717929328740717
f(z) = -94/39*z^3 + 133/39*z + 1
*
[ -1 ] 
f(z) = -93/20*z^3 + 133/20*z + 1
*
[ -2/3 ] 
f(z) = -93/20*z^3 + 137/30*z + 1
*
[ -1 ] 
f(z) = -93/22*z^3 + 137/22*z + 1
*
[ -1 ] 
f(z) = -93/23*z^3 + 139/23*z + 1
*
-1 | 0.095467455157717656520492856635385767557 | 0.019906510563804996981138634848111143567
f(z) = -93/28*z^3 + 121/28*z + 1
*
-1 | 0.10394469594536552256469745901294561629 | 0.021637019275617485467790566906003266434
f(z) = -93/29*z^3 + 122/29*z + 1
*
-1 | 0.095143202844345618379524114484726250039 | 0.019705265237694452363079139077590639933
f(z) = -93/32*z^3 + 125/32*z + 1
*
-1 | 0.090698548143484102685861628266538750972 | 0.018723172025502943052765489896445252375
f(z) = -93/34*z^3 + 127/34*z + 1
*
-1 | 0.10345061952965186955578315493292533373 | 0.021321099396045671480775693665024220514
f(z) = -93/35*z^3 + 128/35*z + 1
*
-1 | 0.10328057285254896383154453975991037871 | 0.021218252054257633700153723299921357613
f(z) = -93/37*z^3 + 130/37*z + 1
*
-1 | 0.090358427644192008510266611505740269242 | 0.018534311875782879579806882381804586953
f(z) = -93/38*z^3 + 131/38*z + 1
*
[ -1 ] 
f(z) = -92/21*z^3 + 134/21*z + 1
*
-1 | 0.10371910826468851355834592319912845070 | 0.021627113878006681396842571080589421690
f(z) = -92/29*z^3 + 121/29*z + 1
*
-1 | 0.10355481837601540388069129777288390793 | 0.021519295756074840082765601782180452073
f(z) = -92/31*z^3 + 123/31*z + 1
*
[ -1/2 ] 
f(z) = -92/33*z^3 + 122/33*z + 1
*
-1 | 0.083044273012652584637498459422833983588 | 0.017199435979289010276714348022401760374
f(z) = -92/33*z^3 + 125/33*z + 1
*
-1 | 0.10321828616971174064340721089147750471 | 0.021307658917271684047191016162137499156
f(z) = -92/35*z^3 + 127/35*z + 1
*
[ -1/2 ] 
f(z) = -92/35*z^3 + 128/35*z + 1
*
-1 | 0.10304583556343416175346719639598023081 | 0.021203665283653897041942905357247959431
f(z) = -92/37*z^3 + 129/37*z + 1
*
[ -1/2 ] 
f(z) = -92/37*z^3 + 134/37*z + 1
*
-1 | 0.082526807731978415188996597177968128624 | 0.016927890762335271290302209368422166575
f(z) = -92/39*z^3 + 131/39*z + 1
*
[ -1 ] 
f(z) = -91/20*z^3 + 131/20*z + 1
*
[ -1 ] 
f(z) = -91/22*z^3 + 135/22*z + 1
*
[ -1 ] 
f(z) = -91/23*z^3 + 137/23*z + 1
*
[ -1 ] 
f(z) = -91/24*z^3 + 139/24*z + 1
*
-1 | 0.10349071129523847987809924833990757102 | 0.021616896039824662097993730917063496784
f(z) = -91/29*z^3 + 120/29*z + 1
*
-1 | 0.070228733944408456908433294602592778223 | 0.014643828431766901278579754553246912922
f(z) = -91/30*z^3 + 121/30*z + 1
*
-1 | 0.10332418660973906618398989751761812845 | 0.021507854700806404434327826140445688009
f(z) = -91/31*z^3 + 122/31*z + 1
*
-1 | 0.094682548576944438404093906243477901995 | 0.019675586300271097123488207137726331227
f(z) = -91/32*z^3 + 123/32*z + 1
*
-1 | 0.082811331395106099342979136089958346643 | 0.017179770573155658557061612283781779658
f(z) = -91/33*z^3 + 124/33*z + 1
*
-1 | 0.090233912308406218514028162523441775003 | 0.018688493999733776159901705390393031618
f(z) = -91/34*z^3 + 125/34*z + 1
*
-1 | 0.080775376828368938266988090847363594218 | 0.016674702150577110344921974549678319517
f(z) = -91/36*z^3 + 127/36*z + 1
*
-1 | 0.10280803107634758376411012405127000530 | 0.021188662371057871146008739850185740029
f(z) = -91/37*z^3 + 128/37*z + 1
*
-1 | 0.089883382213367977112255486258428178254 | 0.018495237003942336871745049002202459857
f(z) = -91/38*z^3 + 129/38*z + 1
*
[ -1 ] 
f(z) = -90/23*z^3 + 136/23*z + 1
*
[ -1/3 ] 
f(z) = -90/29*z^3 + 126/29*z + 1
*
-1 | 0.10309061187991566849061477579302685651 | 0.021496062202835024969030677360095417365
f(z) = -90/31*z^3 + 121/31*z + 1
*
[ -1/3 ] 
f(z) = -90/31*z^3 + 134/31*z + 1
*
-1 | 0.10256707666049755444043151875440457982 | 0.021173227794445199293372922685089800912
f(z) = -90/37*z^3 + 127/37*z + 1
*
[ -1 ] 
f(z) = -89/20*z^3 + 129/20*z + 1
*
[ -1 ] 
f(z) = -89/21*z^3 + 131/21*z + 1
*
[ -1 ] 
f(z) = -89/22*z^3 + 133/22*z + 1
*
[ -1 ] 
f(z) = -89/23*z^3 + 135/23*z + 1
*
[ -1 ] 
f(z) = -89/24*z^3 + 137/24*z + 1
*
[ -1 ] 
f(z) = -89/25*z^3 + 139/25*z + 1
*
-1 | 0.10285401715621768803000838078206611505 | 0.021483904867572361921689708749200890501
f(z) = -89/31*z^3 + 120/31*z + 1
*
-1 | 0.094209990417074556487753470322125453765 | 0.019644308799843966137827424694456654548
f(z) = -89/32*z^3 + 121/32*z + 1
*
-1 | 0.082336343329396616006274968539636277492 | 0.017139047177918502320012906836772568943
f(z) = -89/33*z^3 + 122/33*z + 1
*
-1 | 0.089755799771927667823598258315175707182 | 0.018651779138869133984897058578763903860
f(z) = -89/34*z^3 + 123/34*z + 1
*
-1 | 0.10250297880389539618761566183270091743 | 0.021264935960443075487585099773025976164
f(z) = -89/35*z^3 + 124/35*z + 1
*
-1 | 0.080292839342438300594634985118578167255 | 0.016629582026146442036761281100027960711
f(z) = -89/36*z^3 + 125/36*z + 1
*
-1 | 0.10232288612858852437642860840926116760 | 0.021157345270033515674558746814907744866
f(z) = -89/37*z^3 + 126/37*z + 1
*
-1 | 0.089395581964071973457153362543074736886 | 0.018454196827774838719520927993749014623
f(z) = -89/38*z^3 + 127/38*z + 1
*
-1 | 0.081794901818284062481358701752276852888 | 0.016857871317605438982565512928657944031
f(z) = -89/39*z^3 + 128/39*z + 1
*
[ -1 ] 
f(z) = -88/21*z^3 + 130/21*z + 1
*
[ -1 ] 
f(z) = -88/23*z^3 + 134/23*z + 1
*
[ -1 ] 
f(z) = -88/25*z^3 + 138/25*z + 1
*
-1 | 0.10225816404265901239684599016297147105 | 0.021249843416430208426000580387828330241
f(z) = -88/35*z^3 + 123/35*z + 1
*
[ -1/2 ] 
f(z) = -88/35*z^3 + 127/35*z + 1
*
-1 | 0.10207536963803858898897263620419667131 | 0.021140997704732964336888632744677427068
f(z) = -88/37*z^3 + 125/37*z + 1
*
[ -1/2 ] 
f(z) = -88/37*z^3 + 133/37*z + 1
*
-1 | 0.081545614634014876521270653677482856425 | 0.016833704639931630931303753504691589227
f(z) = -88/39*z^3 + 127/39*z + 1
*
[ -1/2 ] 
f(z) = -88/39*z^3 + 139/39*z + 1
*
[ -1 ] 
f(z) = -87/20*z^3 + 127/20*z + 1
*
[ -2/3 ] 
f(z) = -87/20*z^3 + 133/30*z + 1
*
[ -1 ] 
f(z) = -87/22*z^3 + 131/22*z + 1
*
[ -1 ] 
f(z) = -87/23*z^3 + 133/23*z + 1
*
[ -1 ] 
f(z) = -87/25*z^3 + 137/25*z + 1
*
[ -1 ] 
f(z) = -87/26*z^3 + 139/26*z + 1
*
-1 | 0.089266154422594636114248074092333645696 | 0.018613438926050352000055763379133866713
f(z) = -87/34*z^3 + 121/34*z + 1
*
-1 | 0.10201001278282528711977973478296997340 | 0.021234297650436166388594377468507694442
f(z) = -87/35*z^3 + 122/35*z + 1
*
-1 | 0.10182443347745857409373981380779378740 | 0.021124167144928529550250329679432091255
f(z) = -87/37*z^3 + 124/37*z + 1
*
-1 | 0.088894308033697289879100176001120758885 | 0.018411046354946426687770152490182921002
f(z) = -87/38*z^3 + 125/38*z + 1
*
[ -1 ] 
f(z) = -86/21*z^3 + 128/21*z + 1
*
[ -1 ] 
f(z) = -86/23*z^3 + 132/23*z + 1
*
[ -1 ] 
f(z) = -86/25*z^3 + 136/25*z + 1
*
-1 | 0.10175843114700188332820692644209031162 | 0.021218280944406854463516450365524060235
f(z) = -86/35*z^3 + 121/35*z + 1
*
-1 | 0.10156997983704212395411938506838336357 | 0.021106834721252396705886670420061535955
f(z) = -86/37*z^3 + 123/37*z + 1
*
-1 | 0.081034347509554998721728445959839421493 | 0.016783157002310065813144578148654245452
f(z) = -86/39*z^3 + 125/39*z + 1
*
[ -1 ] 
f(z) = -85/21*z^3 + 127/21*z + 1
*
[ -1 ] 
f(z) = -85/22*z^3 + 129/22*z + 1
*
[ -1 ] 
f(z) = -85/23*z^3 + 131/23*z + 1
*
[ -1 ] 
f(z) = -85/24*z^3 + 133/24*z + 1
*
[ -1 ] 
f(z) = -85/26*z^3 + 137/26*z + 1
*
[ -1 ] 
f(z) = -85/27*z^3 + 139/27*z + 1
*
-1 | 0.079287574176912827378308517590539593376 | 0.016532743334612637911011776564883794200
f(z) = -85/36*z^3 + 121/36*z + 1
*
-1 | 0.10131190656136776305076433482919559459 | 0.021088980588966822546003330957609833294
f(z) = -85/37*z^3 + 122/37*z + 1
*
-1 | 0.088379429792638941102014722751211341870 | 0.018365761422662538504181458424182806992
f(z) = -85/38*z^3 + 123/38*z + 1
*
-1 | 0.080773192421302423701483003430692218776 | 0.016756944863482026556318987179664241218
f(z) = -85/39*z^3 + 124/39*z + 1
*
[ -1 ] 
f(z) = -84/23*z^3 + 130/23*z + 1
*
[ -1 ] 
f(z) = -84/25*z^3 + 134/25*z + 1
*
-1 | 0.10105010688294629143201641690227550837 | 0.021070583863535393055804251812878920154
f(z) = -84/37*z^3 + 121/37*z + 1
*
[ -1/2 ] 
f(z) = -84/37*z^3 + 132/37*z + 1
*
[ -1 ] 
f(z) = -83/20*z^3 + 123/20*z + 1
*
[ -1 ] 
f(z) = -83/21*z^3 + 125/21*z + 1
*
[ -1 ] 
f(z) = -83/22*z^3 + 127/22*z + 1
*
[ -1 ] 
f(z) = -83/23*z^3 + 129/23*z + 1
*
[ -1 ] 
f(z) = -83/24*z^3 + 131/24*z + 1
*
[ -1 ] 
f(z) = -83/25*z^3 + 133/25*z + 1
*
[ -1 ] 
f(z) = -83/26*z^3 + 135/26*z + 1
*
[ -1 ] 
f(z) = -83/27*z^3 + 137/27*z + 1
*
[ -1 ] 
f(z) = -83/28*z^3 + 139/28*z + 1
*
-1 | 0.10078446913465726775072655135517033518 | 0.021051622550912366808709362629803788988
f(z) = -83/37*z^3 + 120/37*z + 1
*
-1 | 0.087848136174152487982164650687014159747 | 0.018317759155434826950258140569990868645
f(z) = -83/38*z^3 + 121/38*z + 1
*
-1 | 0.080239280820496535679421666425519823877 | 0.016702524837701210495405766583990007771
f(z) = -83/39*z^3 + 122/39*z + 1
*
[ -1 ] 
f(z) = -82/21*z^3 + 124/21*z + 1
*
[ -1 ] 
f(z) = -82/23*z^3 + 128/23*z + 1
*
[ -1 ] 
f(z) = -82/25*z^3 + 132/25*z + 1
*
[ -3/8 ] 
f(z) = -82/27*z^3 + 131/32*z + 1
*
[ -1 ] 
f(z) = -82/27*z^3 + 136/27*z + 1
*
-1 | 0.079966285055103605024102974816100007974 | 0.016674265544921413088769482646249315886
f(z) = -82/39*z^3 + 121/39*z + 1
*
[ -1 ] 
f(z) = -81/20*z^3 + 121/20*z + 1
*
[ -1 ] 
f(z) = -81/23*z^3 + 127/23*z + 1
*
[ -1 ] 
f(z) = -81/25*z^3 + 131/25*z + 1
*
[ -1/3 ] 
f(z) = -81/28*z^3 + 121/28*z + 1
*
4/3 | 0.11315579115764529702039243960239460979 | 0.023514433945431857925553385460130995019
f(z) = -81/28*z^3 + 123/28*z + 1
*
[ -1 ] 
f(z) = -81/28*z^3 + 137/28*z + 1
*
[ -1/3 ] 
f(z) = -81/29*z^3 + 125/29*z + 1
*
[ -1 ] 
f(z) = -81/29*z^3 + 139/29*z + 1
*
[ -1/3 ] 
f(z) = -81/31*z^3 + 133/31*z + 1
*
[ -1/3 ] 
f(z) = -81/32*z^3 + 137/32*z + 1
*
[ -2/3 ] 
f(z) = -81/34*z^3 + 121/34*z + 1
*
[ -5/9 ] 
f(z) = -81/35*z^3 + 123/35*z + 1
*
[ -7/9 ] 
f(z) = -81/35*z^3 + 129/35*z + 1
*
[ -2/3 ] 
f(z) = -81/38*z^3 + 131/38*z + 1
*
0 | 0.11608479428549901917379455345121789044 | 0.022168639528425689902970879193661945076
f(z) = -94/21*z^3 + 125/42*z + 1
*
-1/2 | 0.11113425045232061595328677151587977484 | 0.021223237312890971559290347614125398237
f(z) = -94/21*z^3 + 131/42*z + 1
*
0 | 0.14336050567484536219640801615077575732 | 0.027490368498916126363692554336967390679
f(z) = -92/21*z^3 + 121/42*z + 1
*
-1/4 | 0.14061423038654658840170742471295754847 | 0.027195564384588918772053700214776112007
f(z) = -88/21*z^3 + 137/42*z + 1
*
-1/2 | 0.11147617188174158509274519585494218316 | 0.021656394656444722132044214230173759387
f(z) = -86/21*z^3 + 127/42*z + 1
*
-1/2 | 0.11422059315674439744656995540526369293 | 0.022396781322265993067189406387049467152
f(z) = -82/21*z^3 + 125/42*z + 1
*
[ 8/9 ] 
f(z) = -81/20*z^3 + 123/40*z + 1
*
-8/9 | 0.11184794798689918691263031763926704520 | 0.021984438351041141227268452582406211347
f(z) = -81/20*z^3 + 133/40*z + 1
*
[ 8/9 ] 
f(z) = -81/28*z^3 + 121/56*z + 1
*
-10/9 | 0.094779427765258106856160349309037529131 | 0.015331304761324675302858667509652387507
f(z) = -81/32*z^3 + 121/40*z + 1
*
[ 10/9 ] 
f(z) = -81/32*z^3 + 129/40*z + 1
*
-1/7 | 0.14277814634378876673041194033493660721 | 0.027050974744190954300640586459565996787
f(z) = -98/39*z^3 + 121/78*z + 1
*
[ 6/7 ] 
f(z) = -98/39*z^3 + 131/78*z + 1
*
[ 3/4 ] 
f(z) = -96/23*z^3 + 139/69*z + 1
*
[ 3/4 ] 
f(z) = -96/25*z^3 + 137/75*z + 1
*
[ 7/8 ] 
f(z) = -96/35*z^3 + 137/70*z + 1
*
[ 4/5 ] 
f(z) = -95/24*z^3 + 137/60*z + 1
*
[ 5/6 ] 
f(z) = -87/25*z^3 + 133/60*z + 1
*
0 | 0.14558288044560200373770674584744565721 | 0.026162700428597686464065570740991607904
f(z) = -87/26*z^3 + 131/78*z + 1
*
[ 4/5 ] 
f(z) = -85/24*z^3 + 121/60*z + 1
*
0 | 0.12246953668569148427169612594817654648 | 0.022148676607915441169880727235413449593
f(z) = -84/25*z^3 + 127/75*z + 1
*
0 | 0.14723224978633129476077795499716015284 | 0.026803313836007908566930611653418908140
f(z) = -81/22*z^3 + 133/66*z + 1
*
10/9 | 0.14398985545346065349027719592914475746 | 0.028302138370591401734028468239010403207
f(z) = -81/35*z^3 + 137/70*z + 1
*
[ 3/4 ] 
f(z) = -96/29*z^3 + 133/87*z + 1
*
[ 3/4 ] 
f(z) = -96/31*z^3 + 131/93*z + 1
*
0 | 0.16214921475970888688538860196332145139 | 0.028794728566799375104572652672390480817
f(z) = -93/28*z^3 + 139/84*z + 1
*
[ 2/3 ] 
f(z) = -91/20*z^3 + 137/90*z + 1
*
[ 2/3 ] 
f(z) = -89/20*z^3 + 133/90*z + 1
*
-3/20 | 0.26325091208499978020128987052980986646 | 0.029831220508182234733763653839887680783
f(z) = -85/27*z^3 + 139/80*z + 1
*
[ 2/3 ] 
f(z) = -83/20*z^3 + 121/90*z + 1
*
0 | 0.12922902858995402759128720756518201848 | 0.023525866208291442582180564148402927927
f(z) = -81/28*z^3 + 131/84*z + 1
*
4/5 | 0.14231681025969377168139826884509594807 | 0.023753259180743817486601721464597233583
f(z) = -100/27*z^3 + 121/108*z + 1
*
0 | 0.16667126724752766416321548021234823949 | 0.029272762255826097500094374221829103546
f(z) = -99/35*z^3 + 122/105*z + 1
*
[ 3/4 ] 
f(z) = -96/35*z^3 + 127/105*z + 1
*
[ 3/4 ] 
f(z) = -96/37*z^3 + 125/111*z + 1
*
0 | 0.16417414729514900469896832995090073139 | 0.029154319470834806586883084490673899207
f(z) = -93/38*z^3 + 127/114*z + 1
*
[ 9/13 ] 
f(z) = -91/27*z^3 + 137/117*z + 1
*
0 | 0.15740390703086884145961419623621507580 | 0.028287057196111886685166036496458753823
f(z) = -87/34*z^3 + 125/102*z + 1
*
[ 4/5 ] 
f(z) = -81/32*z^3 + 137/100*z + 1
*
[ 2/3 ] 
f(z) = -97/28*z^3 + 131/126*z + 1
*
0 | 0.17984013863072704863734992342807819997 | 0.029179125900400178298673399476852199529
f(z) = -95/24*z^3 + 139/120*z + 1
*
[ 2/3 ] 
f(z) = -95/28*z^3 + 127/126*z + 1
*
0 | 0.12092323252104285314920920702787815390 | 0.020467422984166860451915578584422783256
f(z) = -92/35*z^3 + 123/140*z + 1
*
[ 2/3 ] 
f(z) = -84/29*z^3 + 137/174*z + 1
*
0 | 0.17736266804460893987982873046879252942 | 0.028777155424302429387686209211073217316
f(z) = -95/39*z^3 + 124/195*z + 1
*
[ 2/3 ] 
f(z) = -87/31*z^3 + 139/186*z + 1
*
0 | 0.17593658885564642226367342330413096505 | 0.029070389405203367793276345747771617722
f(z) = -85/36*z^3 + 137/180*z + 1
*
[ 2/3 ] 
f(z) = -84/31*z^3 + 131/186*z + 1
*
[ 2/3 ] 
f(z) = -87/35*z^3 + 127/210*z + 1
*
[ 2/3 ] 
f(z) = -93/37*z^3 + 137/222*z + 1
*
[ 2/3 ] 
f(z) = -87/37*z^3 + 121/222*z + 1
*
[ -3/19 ] 
f(z) = -95/27*z^3 + 141/19*z + 1
*
[ 5/3 ] 
f(z) = -87/25*z^3 + 151/15*z + 1
*
[ 5/3 ] 
f(z) = -84/25*z^3 + 146/15*z + 1
*
-2 | 0.095884360483295108563955355005974347127 | 0.016640663908316471875637765471483394947
f(z) = -83/28*z^3 + 159/14*z + 1
*
-2 | 0.082394119768007428809258017274475861437 | 0.014330925015902581916412325155697336765
f(z) = -83/36*z^3 + 157/18*z + 1
*
-2 | 0.095338246609758243955182458688668776575 | 0.016582315184130225246581628929078145764
f(z) = -81/20*z^3 + 157/10*z + 1
*
-2 | 0.095440085429387142136056203875384859287 | 0.016637127622592004586011270074710039185
f(z) = -81/28*z^3 + 155/14*z + 1
*
[ 8/3 ] 
f(z) = -81/32*z^3 + 149/8*z + 1
*
[ -16/9 ] 
f(z) = -81/32*z^3 + 153/16*z + 1
*
[ -8/3 ] 
f(z) = -81/32*z^3 + 155/8*z + 1
*
[ -1 ] 
f(z) = -100/21*z^3 + 142/21*z + 1
*
[ -1/5 ] 
f(z) = -100/23*z^3 + 142/23*z + 1
*
[ -1 ] 
f(z) = -100/23*z^3 + 146/23*z + 1
*
[ -9/20 ] 
f(z) = -100/27*z^3 + 143/36*z + 1
*
[ -1 ] 
f(z) = -100/27*z^3 + 154/27*z + 1
*
[ -1 ] 
f(z) = -100/29*z^3 + 158/29*z + 1
*
-7/10 | 0.14380892116831862679172132860818444399 | 0.028777829175544621502697085345114994391
f(z) = -100/33*z^3 + 148/33*z + 1
*
[ -3/10 ] 
f(z) = -100/33*z^3 + 152/33*z + 1
*
[ -3/5 ] 
f(z) = -100/39*z^3 + 140/39*z + 1
*
[ -1/2 ] 
f(z) = -100/39*z^3 + 142/39*z + 1
*
[ -1 ] 
f(z) = -99/23*z^3 + 145/23*z + 1
*
[ -1 ] 
f(z) = -99/25*z^3 + 149/25*z + 1
*
[ -1 ] 
f(z) = -99/26*z^3 + 151/26*z + 1
*
[ -1 ] 
f(z) = -99/29*z^3 + 157/29*z + 1
*
[ -1/3 ] 
f(z) = -99/34*z^3 + 147/34*z + 1
*
[ -1/3 ] 
f(z) = -99/35*z^3 + 151/35*z + 1
*
[ -1/3 ] 
f(z) = -99/37*z^3 + 159/37*z + 1
*
[ -1 ] 
f(z) = -98/23*z^3 + 144/23*z + 1
*
[ -1 ] 
f(z) = -98/25*z^3 + 148/25*z + 1
*
[ -1 ] 
f(z) = -98/27*z^3 + 152/27*z + 1
*
[ -1 ] 
f(z) = -98/29*z^3 + 156/29*z + 1
*
[ -3/7 ] 
f(z) = -98/39*z^3 + 148/39*z + 1
*
[ -1 ] 
f(z) = -97/22*z^3 + 141/22*z + 1
*
[ -1 ] 
f(z) = -97/23*z^3 + 143/23*z + 1
*
[ -1 ] 
f(z) = -97/24*z^3 + 145/24*z + 1
*
[ -1 ] 
f(z) = -97/25*z^3 + 147/25*z + 1
*
[ -1 ] 
f(z) = -97/26*z^3 + 149/26*z + 1
*
[ -1 ] 
f(z) = -97/27*z^3 + 151/27*z + 1
*
[ -1 ] 
f(z) = -97/28*z^3 + 153/28*z + 1
*
[ -1 ] 
f(z) = -97/29*z^3 + 155/29*z + 1
*
[ -1 ] 
f(z) = -97/30*z^3 + 157/30*z + 1
*
[ -1 ] 
f(z) = -97/31*z^3 + 159/31*z + 1
*
[ -1 ] 
f(z) = -96/23*z^3 + 142/23*z + 1
*
[ -1 ] 
f(z) = -96/25*z^3 + 146/25*z + 1
*
[ -1/4 ] 
f(z) = -96/29*z^3 + 151/29*z + 1
*
[ -1 ] 
f(z) = -96/29*z^3 + 154/29*z + 1
*
[ -1 ] 
f(z) = -96/31*z^3 + 158/31*z + 1
*
[ 5/4 ] 
f(z) = -96/35*z^3 + 157/35*z + 1
*
[ -1 ] 
f(z) = -95/23*z^3 + 141/23*z + 1
*
[ -1 ] 
f(z) = -95/24*z^3 + 143/24*z + 1
*
[ -1 ] 
f(z) = -95/26*z^3 + 147/26*z + 1
*
[ -1 ] 
f(z) = -95/27*z^3 + 149/27*z + 1
*
-3/10 | 0.21874304741324386510793017054802100256 | 0.026271418251094563353529906736314216899
f(z) = -95/27*z^3 + 153/20*z + 1
*
[ 6/5 ] 
f(z) = -95/27*z^3 + 157/30*z + 1
*
[ -1 ] 
f(z) = -95/28*z^3 + 151/28*z + 1
*
[ -1 ] 
f(z) = -95/29*z^3 + 153/29*z + 1
*
[ -1 ] 
f(z) = -95/31*z^3 + 157/31*z + 1
*
[ -1 ] 
f(z) = -95/32*z^3 + 159/32*z + 1
*
[ -1 ] 
f(z) = -94/23*z^3 + 140/23*z + 1
*
[ -1 ] 
f(z) = -94/25*z^3 + 144/25*z + 1
*
[ -1 ] 
f(z) = -94/27*z^3 + 148/27*z + 1
*
[ -1 ] 
f(z) = -94/29*z^3 + 152/29*z + 1
*
[ -1 ] 
f(z) = -94/31*z^3 + 156/31*z + 1
*
[ -1 ] 
f(z) = -93/25*z^3 + 143/25*z + 1
*
[ -1 ] 
f(z) = -93/26*z^3 + 145/26*z + 1
*
0 | 0.16488351401828617379047188118358910481 | 0.029045387515731799294710137109428566687
f(z) = -93/26*z^3 + 146/39*z + 1
*
[ -1 ] 
f(z) = -93/28*z^3 + 149/28*z + 1
*
[ -1 ] 
f(z) = -93/29*z^3 + 151/29*z + 1
*
[ -1 ] 
f(z) = -93/32*z^3 + 157/32*z + 1
*
[ -1 ] 
f(z) = -92/25*z^3 + 142/25*z + 1
*
[ -5/4 ] 
f(z) = -92/25*z^3 + 151/20*z + 1
*
[ -1 ] 
f(z) = -92/27*z^3 + 146/27*z + 1
*
[ -1 ] 
f(z) = -92/29*z^3 + 150/29*z + 1
*
[ -1 ] 
f(z) = -92/31*z^3 + 154/31*z + 1
*
[ -1 ] 
f(z) = -92/33*z^3 + 158/33*z + 1
*
[ -1/2 ] 
f(z) = -92/39*z^3 + 140/39*z + 1
*
[ -6/13 ] 
f(z) = -91/24*z^3 + 155/39*z + 1
*
[ -1 ] 
f(z) = -91/25*z^3 + 141/25*z + 1
*
[ -5/7 ] 
f(z) = -91/25*z^3 + 149/35*z + 1
*
[ -1 ] 
f(z) = -91/27*z^3 + 145/27*z + 1
*
[ -1 ] 
f(z) = -91/29*z^3 + 149/29*z + 1
*
[ -1 ] 
f(z) = -91/30*z^3 + 151/30*z + 1
*
[ -1 ] 
f(z) = -91/31*z^3 + 153/31*z + 1
*
[ -1 ] 
f(z) = -91/32*z^3 + 155/32*z + 1
*
[ -1 ] 
f(z) = -91/33*z^3 + 157/33*z + 1
*
[ -1 ] 
f(z) = -91/34*z^3 + 159/34*z + 1
*
[ -1 ] 
f(z) = -90/29*z^3 + 148/29*z + 1
*
[ -1 ] 
f(z) = -90/31*z^3 + 152/31*z + 1
*
[ -1/3 ] 
f(z) = -90/37*z^3 + 158/37*z + 1
*
[ -1 ] 
f(z) = -89/26*z^3 + 141/26*z + 1
*
[ -1 ] 
f(z) = -89/27*z^3 + 143/27*z + 1
*
[ -1 ] 
f(z) = -89/28*z^3 + 145/28*z + 1
*
[ -1 ] 
f(z) = -89/29*z^3 + 147/29*z + 1
*
[ -1 ] 
f(z) = -89/30*z^3 + 149/30*z + 1
*
[ -1 ] 
f(z) = -89/31*z^3 + 151/31*z + 1
*
[ -1 ] 
f(z) = -89/32*z^3 + 153/32*z + 1
*
[ -1 ] 
f(z) = -89/33*z^3 + 155/33*z + 1
*
[ -1 ] 
f(z) = -89/34*z^3 + 157/34*z + 1
*
[ -1 ] 
f(z) = -89/35*z^3 + 159/35*z + 1
*
[ -1 ] 
f(z) = -88/27*z^3 + 142/27*z + 1
*
[ -1 ] 
f(z) = -88/29*z^3 + 146/29*z + 1
*
[ -1 ] 
f(z) = -88/31*z^3 + 150/31*z + 1
*
[ -1 ] 
f(z) = -88/35*z^3 + 158/35*z + 1
*
[ -1 ] 
f(z) = -87/28*z^3 + 143/28*z + 1
*
[ -1 ] 
f(z) = -87/31*z^3 + 149/31*z + 1
*
[ -1 ] 
f(z) = -87/32*z^3 + 151/32*z + 1
*
[ -1 ] 
f(z) = -87/34*z^3 + 155/34*z + 1
*
[ -1 ] 
f(z) = -87/35*z^3 + 157/35*z + 1
*
[ -1 ] 
f(z) = -86/27*z^3 + 140/27*z + 1
*
[ -1 ] 
f(z) = -86/29*z^3 + 144/29*z + 1
*
[ -1 ] 
f(z) = -86/31*z^3 + 148/31*z + 1
*
[ -1 ] 
f(z) = -86/33*z^3 + 152/33*z + 1
*
[ -1 ] 
f(z) = -86/35*z^3 + 156/35*z + 1
*
[ -1 ] 
f(z) = -85/28*z^3 + 141/28*z + 1
*
[ -1 ] 
f(z) = -85/29*z^3 + 143/29*z + 1
*
[ -1 ] 
f(z) = -85/31*z^3 + 147/31*z + 1
*
[ -1 ] 
f(z) = -85/32*z^3 + 149/32*z + 1
*
[ -1 ] 
f(z) = -85/33*z^3 + 151/33*z + 1
*
[ -6/5 ] 
f(z) = -85/36*z^3 + 157/30*z + 1
*
[ -1 ] 
f(z) = -85/36*z^3 + 157/36*z + 1
*
[ -1 ] 
f(z) = -85/37*z^3 + 159/37*z + 1
*
[ -5/4 ] 
f(z) = -84/25*z^3 + 141/20*z + 1
*
[ -5/7 ] 
f(z) = -84/25*z^3 + 144/35*z + 1
*
[ -5/14 ] 
f(z) = -84/25*z^3 + 148/35*z + 1
*
[ -1 ] 
f(z) = -84/29*z^3 + 142/29*z + 1
*
[ -1 ] 
f(z) = -84/31*z^3 + 146/31*z + 1
*
[ -1 ] 
f(z) = -84/37*z^3 + 158/37*z + 1
*
[ -1 ] 
f(z) = -83/29*z^3 + 141/29*z + 1
*
[ -1 ] 
f(z) = -83/30*z^3 + 143/30*z + 1
*
[ -1 ] 
f(z) = -83/31*z^3 + 145/31*z + 1
*
[ -1 ] 
f(z) = -83/32*z^3 + 147/32*z + 1
*
[ -1 ] 
f(z) = -83/33*z^3 + 149/33*z + 1
*
[ -1 ] 
f(z) = -83/34*z^3 + 151/34*z + 1
*
[ -1 ] 
f(z) = -83/35*z^3 + 153/35*z + 1
*
[ -1 ] 
f(z) = -83/36*z^3 + 155/36*z + 1
*
[ -1 ] 
f(z) = -83/37*z^3 + 157/37*z + 1
*
[ -1 ] 
f(z) = -83/38*z^3 + 159/38*z + 1
*
[ -1 ] 
f(z) = -82/29*z^3 + 140/29*z + 1
*
[ -1 ] 
f(z) = -82/31*z^3 + 144/31*z + 1
*
[ -1 ] 
f(z) = -82/33*z^3 + 148/33*z + 1
*
[ -1 ] 
f(z) = -82/35*z^3 + 152/35*z + 1
*
[ -1 ] 
f(z) = -82/37*z^3 + 156/37*z + 1
*
[ 4/3 ] 
f(z) = -81/20*z^3 + 149/20*z + 1
*
-4/9 | 0.14764111037776120903623502325625258065 | 0.029126829880330526486748958900863528344
f(z) = -81/26*z^3 + 159/26*z + 1
*
[ 4/3 ] 
f(z) = -81/28*z^3 + 151/28*z + 1
*
[ -1 ] 
f(z) = -81/31*z^3 + 143/31*z + 1
*
[ -1 ] 
f(z) = -81/32*z^3 + 145/32*z + 1
*
[ -1/3 ] 
f(z) = -81/34*z^3 + 145/34*z + 1
*
[ -1 ] 
f(z) = -81/34*z^3 + 149/34*z + 1
*
[ -1/3 ] 
f(z) = -81/35*z^3 + 149/35*z + 1
*
[ -1 ] 
f(z) = -81/37*z^3 + 155/37*z + 1
*
[ -1/3 ] 
f(z) = -81/37*z^3 + 157/37*z + 1
*
[ -1 ] 
f(z) = -81/38*z^3 + 157/38*z + 1
*
-1/2 | 0.15553731181993842581272267054151500528 | 0.029468346533156559118500306656507639110
f(z) = -98/27*z^3 + 157/54*z + 1
*
[ -2/5 ] 
f(z) = -95/32*z^3 + 159/40*z + 1
*
[ 12/13 ] 
f(z) = -91/27*z^3 + 145/52*z + 1
*
-3/4 | 0.054448385915442033312326056001690428214 | 0.010530616856699170870660015876643561461
f(z) = -88/21*z^3 + 155/42*z + 1
*
[ -5/8 ] 
f(z) = -88/25*z^3 + 159/40*z + 1
*
[ -2/5 ] 
f(z) = -85/32*z^3 + 157/40*z + 1
*
-4/9 | 0.12456049993370350411556897689968532357 | 0.024483172745271270556518641686626762282
f(z) = -81/26*z^3 + 149/52*z + 1
*
-3/5 | 0.15894665179662359047258952478242911612 | 0.025789150294996066393018588608541485799
f(z) = -95/36*z^3 + 157/60*z + 1
*
-1/3 | 0.13520213020684012790839261640998195583 | 0.024009420253611949059564276421298611819
f(z) = -93/20*z^3 + 151/60*z + 1
*
[ 5/6 ] 
f(z) = -93/25*z^3 + 143/60*z + 1
*
0 | 0.12159836127961077980273506312689828000 | 0.021593640230714403301588116130516220401
f(z) = -93/25*z^3 + 154/75*z + 1
*
-1/3 | 0.13080705188274816053266088907358628375 | 0.023507336177725423527604124697897506370
f(z) = -87/20*z^3 + 149/60*z + 1
*
-4/5 | 0.14315130858330618799189771618923330417 | 0.023653205461403863901714479568399962468
f(z) = -85/24*z^3 + 151/60*z + 1
*
-3/5 | 0.13386490903099721910674071957039258969 | 0.021888042870021117281415575283281338790
f(z) = -85/36*z^3 + 151/60*z + 1
*
0 | 0.10702269949141245848382119930058652211 | 0.019483251843315939972765518802121518676
f(z) = -81/20*z^3 + 143/60*z + 1
*
0 | 0.15973589098648611519864674345786773617 | 0.029079574775217585506156080569574289071
f(z) = -81/22*z^3 + 155/66*z + 1
*
4/5 | 0.17822848527643262232007700423718254504 | 0.029747064991390405558339415361820147917
f(z) = -100/21*z^3 + 151/84*z + 1
*
[ 2/3 ] 
f(z) = -97/20*z^3 + 149/90*z + 1
*
0 | 0.12327283153934660016456489030052601476 | 0.021890995458081509670864687998073862594
f(z) = -93/32*z^3 + 151/96*z + 1
*
0 | 0.11812423117337509975383639141874476239 | 0.021228106382344862109161770997204334702
f(z) = -87/28*z^3 + 149/84*z + 1
*
[ 4/5 ] 
f(z) = -91/32*z^3 + 157/100*z + 1
*
[ 4/5 ] 
f(z) = -89/32*z^3 + 153/100*z + 1
*
[ 4/5 ] 
f(z) = -87/32*z^3 + 149/100*z + 1
*
[ 4/5 ] 
f(z) = -83/32*z^3 + 141/100*z + 1
*
-11/20 | 0.15089853929097485932046734394691410806 | 0.025185584944137243480830862145136573789
f(z) = -100/33*z^3 + 157/132*z + 1
*
-5/16 | 0.15134763921725383399279159384091927775 | 0.019547892087081151874417774043605877197
f(z) = -96/25*z^3 + 149/120*z + 1
*
[ 2/3 ] 
f(z) = -84/23*z^3 + 155/138*z + 1
*
[ 3/4 ] 
f(z) = -92/39*z^3 + 155/156*z + 1
*
[ 2/3 ] 
f(z) = -87/25*z^3 + 157/150*z + 1
*
[ 2/3 ] 
f(z) = -84/25*z^3 + 149/150*z + 1
*
1/18 | 0.16486020335679053679715579489987177538 | 0.028518857981920723152531883746344374397
f(z) = -81/38*z^3 + 153/152*z + 1
*
0 | 0.16818659765288156153136611499786649969 | 0.027288334767969814156788194092766315803
f(z) = -95/36*z^3 + 151/180*z + 1
*
[ 2/3 ] 
f(z) = -93/35*z^3 + 143/210*z + 1
*
0 | 0.17917058332492556633681511439692287911 | 0.027749260525393244275220971838439373775
f(z) = -91/30*z^3 + 157/210*z + 1
*
[ 12/17 ] 
f(z) = -85/36*z^3 + 155/204*z + 1
*
[ 2/3 ] 
f(z) = -96/37*z^3 + 145/222*z + 1
*
69/20 | 0.24534468043108912870623888602979129998 | 0.028998418328405425510195566515277405111
f(z) = -100/27*z^3 + 175/4*z + 1
*
-8/3 | 0.17757150391305534319868439263433627222 | 0.027201692497693979386144896447558216866
f(z) = -99/32*z^3 + 171/8*z + 1
*
[ 5/3 ] 
f(z) = -96/25*z^3 + 166/15*z + 1
*
[ 5/3 ] 
f(z) = -93/25*z^3 + 161/15*z + 1
*
[ -5/3 ] 
f(z) = -93/25*z^3 + 179/15*z + 1
*
-2 | 0.097956202950102603126925477951402163505 | 0.016657708268389237861724145287859890841
f(z) = -93/28*z^3 + 179/14*z + 1
*
-2 | 0.097460620051236053276592359732354581226 | 0.016605160974757915944660904002775288972
f(z) = -91/20*z^3 + 177/10*z + 1
*
-2 | 0.084072729614347538177632990306718845838 | 0.014380160786600806247222266363622304954
f(z) = -91/36*z^3 + 173/18*z + 1
*
-2 | 0.097055331980826550749952700252355980813 | 0.016600760858881701737228473158053230782
f(z) = -89/20*z^3 + 173/10*z + 1
*
-2 | 0.097155530434017787932641588107537618832 | 0.016651016598856880540477849911534119806
f(z) = -89/28*z^3 + 171/14*z + 1
*
-2 | 0.083667517358817637449659808875069218323 | 0.014368342420883058865364189113438590076
f(z) = -89/36*z^3 + 169/18*z + 1
*
-2 | 0.096640892929038913647800801266536147985 | 0.016596278762632455484371207877961933592
f(z) = -87/20*z^3 + 169/10*z + 1
*
[ 2 ] 
f(z) = -87/20*z^3 + 179/10*z + 1
*
[ -5/3 ] 
f(z) = -87/25*z^3 + 169/15*z + 1
*
-2 | 0.096741597793817739543475890788980905822 | 0.016647608087764326917828353769010788382
f(z) = -87/28*z^3 + 167/14*z + 1
*
[ 4 ] 
f(z) = -87/32*z^3 + 177/4*z + 1
*
[ -4 ] 
f(z) = -87/32*z^3 + 179/4*z + 1
*
-2 | 0.096318030292844742321482406559943456511 | 0.016644157299726826211773309480835187136
f(z) = -85/28*z^3 + 163/14*z + 1
*
[ 2 ] 
f(z) = -85/28*z^3 + 177/14*z + 1
*
[ 4 ] 
f(z) = -85/32*z^3 + 173/4*z + 1
*
[ -4 ] 
f(z) = -85/32*z^3 + 175/4*z + 1
*
-2 | 0.082828680859656571119838863403310898877 | 0.014343742575744506326351880795100040749
f(z) = -85/36*z^3 + 161/18*z + 1
*
[ 2 ] 
f(z) = -85/36*z^3 + 179/18*z + 1
*
[ -5/3 ] 
f(z) = -84/25*z^3 + 164/15*z + 1
*
-2 | 0.095782824618631462568402429850836188222 | 0.016587058555661629327393282522899442032
f(z) = -83/20*z^3 + 161/10*z + 1
*
[ 2 ] 
f(z) = -83/20*z^3 + 171/10*z + 1
*
[ 2 ] 
f(z) = -83/28*z^3 + 173/14*z + 1
*
[ 4 ] 
f(z) = -83/32*z^3 + 169/4*z + 1
*
[ -4 ] 
f(z) = -83/32*z^3 + 171/4*z + 1
*
[ 2 ] 
f(z) = -83/36*z^3 + 175/18*z + 1
*
[ 2 ] 
f(z) = -81/20*z^3 + 167/10*z + 1
*
[ -2 ] 
f(z) = -81/20*z^3 + 177/10*z + 1
*
[ 2 ] 
f(z) = -81/28*z^3 + 169/14*z + 1
*
[ 4 ] 
f(z) = -81/32*z^3 + 165/4*z + 1
*
[ -4 ] 
f(z) = -81/32*z^3 + 167/4*z + 1
*
[ -1/5 ] 
f(z) = -100/27*z^3 + 166/27*z + 1
*
[ -21/20 ] 
f(z) = -100/27*z^3 + 169/28*z + 1
*
[ -1/5 ] 
f(z) = -100/29*z^3 + 178/29*z + 1
*
[ -1 ] 
f(z) = -100/31*z^3 + 162/31*z + 1
*
[ -1 ] 
f(z) = -100/33*z^3 + 166/33*z + 1
*
[ -1 ] 
f(z) = -100/37*z^3 + 174/37*z + 1
*
[ -1 ] 
f(z) = -99/31*z^3 + 161/31*z + 1
*
[ -1 ] 
f(z) = -99/32*z^3 + 163/32*z + 1
*
[ -1 ] 
f(z) = -99/34*z^3 + 167/34*z + 1
*
[ -1 ] 
f(z) = -99/35*z^3 + 169/35*z + 1
*
[ -1 ] 
f(z) = -99/37*z^3 + 173/37*z + 1
*
[ -1/3 ] 
f(z) = -99/38*z^3 + 163/38*z + 1
*
[ -1 ] 
f(z) = -99/38*z^3 + 175/38*z + 1
*
[ -1 ] 
f(z) = -98/31*z^3 + 160/31*z + 1
*
[ -1 ] 
f(z) = -98/33*z^3 + 164/33*z + 1
*
[ -1 ] 
f(z) = -98/37*z^3 + 172/37*z + 1
*
10/7 | 0.14249787824900897686139069928735972531 | 0.028043010950073185375625750753345828001
f(z) = -98/39*z^3 + 161/39*z + 1
*
[ -1 ] 
f(z) = -98/39*z^3 + 176/39*z + 1
*
[ -1 ] 
f(z) = -97/32*z^3 + 161/32*z + 1
*
[ -1 ] 
f(z) = -97/33*z^3 + 163/33*z + 1
*
[ -1 ] 
f(z) = -97/34*z^3 + 165/34*z + 1
*
[ -1 ] 
f(z) = -97/35*z^3 + 167/35*z + 1
*
[ -1 ] 
f(z) = -97/36*z^3 + 169/36*z + 1
*
[ -1 ] 
f(z) = -97/37*z^3 + 171/37*z + 1
*
[ -1 ] 
f(z) = -97/38*z^3 + 173/38*z + 1
*
[ -1 ] 
f(z) = -97/39*z^3 + 175/39*z + 1
*
5/4 | 0.19987618431464604892677561853110463781 | 0.029873097590302421129948703222457171798
f(z) = -96/25*z^3 + 161/30*z + 1
*
-5/12 | 0.18662992514400003301386648300915080479 | 0.027741630502855463037437014740659525629
f(z) = -96/25*z^3 + 167/30*z + 1
*
[ -5/24 ] 
f(z) = -96/25*z^3 + 179/30*z + 1
*
[ -1/4 ] 
f(z) = -96/31*z^3 + 161/31*z + 1
*
[ -1 ] 
f(z) = -96/35*z^3 + 166/35*z + 1
*
[ -1 ] 
f(z) = -96/37*z^3 + 170/37*z + 1
*
[ -1 ] 
f(z) = -95/33*z^3 + 161/33*z + 1
*
[ -1 ] 
f(z) = -95/34*z^3 + 163/34*z + 1
*
[ -1 ] 
f(z) = -95/36*z^3 + 167/36*z + 1
*
[ -6/5 ] 
f(z) = -95/36*z^3 + 169/30*z + 1
*
[ -1 ] 
f(z) = -95/37*z^3 + 169/37*z + 1
*
[ -1 ] 
f(z) = -95/39*z^3 + 173/39*z + 1
*
[ -1 ] 
f(z) = -94/33*z^3 + 160/33*z + 1
*
[ -1 ] 
f(z) = -94/35*z^3 + 164/35*z + 1
*
[ -1 ] 
f(z) = -94/37*z^3 + 168/37*z + 1
*
[ -1 ] 
f(z) = -94/39*z^3 + 172/39*z + 1
*
[ -1 ] 
f(z) = -93/34*z^3 + 161/34*z + 1
*
[ -1 ] 
f(z) = -93/35*z^3 + 163/35*z + 1
*
[ -1 ] 
f(z) = -93/37*z^3 + 167/37*z + 1
*
[ -1 ] 
f(z) = -93/38*z^3 + 169/38*z + 1
*
[ -1 ] 
f(z) = -92/35*z^3 + 162/35*z + 1
*
[ -1 ] 
f(z) = -92/37*z^3 + 166/37*z + 1
*
[ -1 ] 
f(z) = -92/39*z^3 + 170/39*z + 1
*
[ -3/14 ] 
f(z) = -91/27*z^3 + 163/28*z + 1
*
[ -1 ] 
f(z) = -91/36*z^3 + 163/36*z + 1
*
[ -1 ] 
f(z) = -91/37*z^3 + 165/37*z + 1
*
[ -1 ] 
f(z) = -91/38*z^3 + 167/38*z + 1
*
[ -1 ] 
f(z) = -90/37*z^3 + 164/37*z + 1
*
[ -1 ] 
f(z) = -89/36*z^3 + 161/36*z + 1
*
[ -1 ] 
f(z) = -89/37*z^3 + 163/37*z + 1
*
[ -1 ] 
f(z) = -89/38*z^3 + 165/38*z + 1
*
[ -1 ] 
f(z) = -89/39*z^3 + 167/39*z + 1
*
[ -1 ] 
f(z) = -88/37*z^3 + 162/37*z + 1
*
[ -1 ] 
f(z) = -88/39*z^3 + 166/39*z + 1
*
[ -1 ] 
f(z) = -87/37*z^3 + 161/37*z + 1
*
[ -1 ] 
f(z) = -87/38*z^3 + 163/38*z + 1
*
[ -1 ] 
f(z) = -86/37*z^3 + 160/37*z + 1
*
[ -1 ] 
f(z) = -86/39*z^3 + 164/39*z + 1
*
[ 4/3 ] 
f(z) = -85/32*z^3 + 179/36*z + 1
*
[ -1 ] 
f(z) = -85/38*z^3 + 161/38*z + 1
*
[ -1 ] 
f(z) = -85/39*z^3 + 163/39*z + 1
*
[ 4/3 ] 
f(z) = -83/32*z^3 + 175/36*z + 1
*
[ -1 ] 
f(z) = -83/39*z^3 + 161/39*z + 1
*
[ -1 ] 
f(z) = -82/39*z^3 + 160/39*z + 1
*
[ -4/3 ] 
f(z) = -81/20*z^3 + 179/20*z + 1
*
[ -11/9 ] 
f(z) = -81/22*z^3 + 161/22*z + 1
*
[ 13/9 ] 
f(z) = -81/26*z^3 + 177/26*z + 1
*
-4/3 | 0.10550388720678483415685367440944479409 | 0.020662948271985235044141135491414035327
f(z) = -81/28*z^3 + 165/28*z + 1
*
-28/27 | 0.16651536188229849600421254085579330647 | 0.022914451371837366508682084363268517626
f(z) = -81/32*z^3 + 179/36*z + 1
*
[ -1/3 ] 
f(z) = -81/38*z^3 + 161/38*z + 1
*
[ -2/5 ] 
f(z) = -100/21*z^3 + 179/42*z + 1
*
[ -1/2 ] 
f(z) = -94/21*z^3 + 173/42*z + 1
*
[ -2/3 ] 
f(z) = -93/28*z^3 + 167/42*z + 1
*
[ -6/7 ] 
f(z) = -91/36*z^3 + 169/42*z + 1
*
-1/4 | 0.11448685949560716085819382584353011596 | 0.022070241886905786974702401508403246126
f(z) = -88/21*z^3 + 179/42*z + 1
*
[ -2/3 ] 
f(z) = -87/28*z^3 + 163/42*z + 1
*
[ -1/2 ] 
f(z) = -86/21*z^3 + 169/42*z + 1
*
[ -1/2 ] 
f(z) = -82/21*z^3 + 167/42*z + 1
*
[ -1/2 ] 
f(z) = -82/23*z^3 + 179/46*z + 1
*
[ -4/9 ] 
f(z) = -81/22*z^3 + 175/44*z + 1
*
0 | 0.17075498821787188622606134802286992250 | 0.029989993216256027905210552924725432186
f(z) = -99/25*z^3 + 172/75*z + 1
*
[ 13/14 ] 
f(z) = -98/39*z^3 + 163/78*z + 1
*
-13/14 | 0.15183614037550233628119215443315068530 | 0.028767116703303701430849792978166624439
f(z) = -98/39*z^3 + 175/78*z + 1
*
-4/5 | 0.12565629495804572883307629829442346907 | 0.020387778160510048732613766876502920940
f(z) = -95/24*z^3 + 167/60*z + 1
*
-1/2 | 0.14165657369658622890015002832824425518 | 0.027052066021568251307625515092583743467
f(z) = -94/33*z^3 + 179/66*z + 1
*
0 | 0.12908719664226854673808632562735448277 | 0.022923520130957751882366036031144717782
f(z) = -93/20*z^3 + 179/60*z + 1
*
0 | 0.14753267480056832618771547407543451109 | 0.026199098971349677745182353446015204393
f(z) = -93/22*z^3 + 169/66*z + 1
*
0 | 0.15520917670666881425428406397199262351 | 0.027562305010036006719093228853198882926
f(z) = -93/26*z^3 + 175/78*z + 1
*
0 | 0.096387335956313482822799839279446614987 | 0.017321768796008274246093319193038817346
f(z) = -87/20*z^3 + 161/60*z + 1
*
0 | 0.14626291345795641493415566912544284952 | 0.026284909165842950958303350849286321757
f(z) = -87/22*z^3 + 173/66*z + 1
*
-1/2 | 0.13694785002232438000840531640652411958 | 0.026515687332207051379688494066373119705
f(z) = -86/33*z^3 + 175/66*z + 1
*
-5/12 | 0.19460916497236975832455952899943221288 | 0.028140102249300429213426756022471935571
f(z) = -84/25*z^3 + 179/60*z + 1
*
-1/2 | 0.13674540614328923175216026617132768740 | 0.026535545997298827722675806022810959983
f(z) = -82/33*z^3 + 173/66*z + 1
*
0 | 0.11585721393491479549322983830212880967 | 0.021091556162251378368015046525888978471
f(z) = -81/20*z^3 + 163/60*z + 1
*
0 | 0.16610600748745626780643867010040423541 | 0.029173484708816261979150615854808941777
f(z) = -99/32*z^3 + 169/96*z + 1
*
-8/11 | 0.16701170493563969741971756779357591505 | 0.023882646040323853989122780670651970627
f(z) = -99/32*z^3 + 177/88*z + 1
*
-3/56 | 0.16413474966305546623556674763688540730 | 0.020387628494776262309612076531465950564
f(z) = -98/27*z^3 + 161/96*z + 1
*
21/20 | 0.23469323681970449650209735033982729426 | 0.026264074598570934133620419348751725612
f(z) = -95/27*z^3 + 177/80*z + 1
*
[ 3/4 ] 
f(z) = -92/21*z^3 + 179/84*z + 1
*
0 | 0.15501868164864226255974853241508987278 | 0.028220816979314408677884968292155285096
f(z) = -81/32*z^3 + 179/96*z + 1
*
[ 4/5 ] 
f(z) = -99/32*z^3 + 173/100*z + 1
*
[ 4/5 ] 
f(z) = -97/32*z^3 + 169/100*z + 1
*
[ 5/6 ] 
f(z) = -96/35*z^3 + 179/105*z + 1
*
[ 4/5 ] 
f(z) = -93/32*z^3 + 161/100*z + 1
*
0 | 0.16260906962430387261601698997912920462 | 0.027523152827421320275023978157878974697
f(z) = -92/27*z^3 + 179/108*z + 1
*
-8/13 | 0.20942206671542925177318729224838820829 | 0.029596908387613130465135625795077254806
f(z) = -91/32*z^3 + 177/104*z + 1
*
0 | 0.14417763259391134713359112396319903265 | 0.023822787234236130092958262561019364704
f(z) = -85/21*z^3 + 173/105*z + 1
*
5/7 | 0.22339224166314746186665331496006662457 | 0.029883893505513569085185108042046439220
f(z) = -84/25*z^3 + 173/105*z + 1
*
[ 2/3 ] 
f(z) = -93/23*z^3 + 179/138*z + 1
*
[ 3/4 ] 
f(z) = -92/33*z^3 + 163/132*z + 1
*
[ 2/3 ] 
f(z) = -87/23*z^3 + 163/138*z + 1
*
[ 3/4 ] 
f(z) = -100/39*z^3 + 173/156*z + 1
*
[ 2/3 ] 
f(z) = -93/25*z^3 + 173/150*z + 1
*
19/18 | 0.16596279810405810748848832425628275423 | 0.028709593783337168647815244454017738180
f(z) = -81/38*z^3 + 177/152*z + 1
*
[ 2/3 ] 
f(z) = -96/29*z^3 + 169/174*z + 1
*
[ 2/3 ] 
f(z) = -93/29*z^3 + 161/174*z + 1
*
-1/8 | 0.10449651097866278927127853535265028191 | 0.015937172999072174248172818461898043248
f(z) = -88/21*z^3 + 179/168*z + 1
*
[ 15/22 ] 
f(z) = -88/27*z^3 + 173/165*z + 1
*
0 | 0.17947357628999806093004442418904836828 | 0.029654813615691369494618305775885385914
f(z) = -85/32*z^3 + 169/160*z + 1
*
[ 5/7 ] 
f(z) = -98/37*z^3 + 176/185*z + 1
*
[ 5/7 ] 
f(z) = -98/39*z^3 + 172/195*z + 1
*
[ 2/3 ] 
f(z) = -96/31*z^3 + 163/186*z + 1
*
0 | 0.14265772557512815052068202243083095625 | 0.023571649655730604543036125555431858385
f(z) = -85/36*z^3 + 173/180*z + 1
*
-10/27 | 0.20669062671110399262520755226996488006 | 0.025907677781906314849581698590045355149
f(z) = -81/25*z^3 + 161/180*z + 1
*
0 | 0.16121024216054942269568506588602514833 | 0.024684315240597210317301322138930251489
f(z) = -98/39*z^3 + 179/273*z + 1
*
0 | 0.082499670050477531700419321787131702447 | 0.012582348459742412428298357007502277974
f(z) = -88/35*z^3 + 179/280*z + 1
*
3/40 | 0.17596614759565919620083125639380676202 | 0.020636480900386997313483110274574899130
f(z) = -100/27*z^3 + 187/16*z + 1
*
-2 | 0.098997860750697509625746760614361587915 | 0.016621988581866379091383438587936014848
f(z) = -99/20*z^3 + 193/10*z + 1
*
-2 | 0.099094933809502717879157334152345007587 | 0.016667438745385507834578425713765915289
f(z) = -99/28*z^3 + 191/14*z + 1
*
[ 8/3 ] 
f(z) = -99/32*z^3 + 181/8*z + 1
*
[ -8/3 ] 
f(z) = -99/32*z^3 + 187/8*z + 1
*
-2 | 0.098625437416217909386377924945719719665 | 0.016617893119141219567687223537389636183
f(z) = -97/20*z^3 + 189/10*z + 1
*
[ 2 ] 
f(z) = -97/20*z^3 + 199/10*z + 1
*
-2 | 0.098723194240655110533924662099696918454 | 0.016664235579385339754108406515014670122
f(z) = -97/28*z^3 + 187/14*z + 1
*
[ 4 ] 
f(z) = -97/32*z^3 + 197/4*z + 1
*
[ -4 ] 
f(z) = -97/32*z^3 + 199/4*z + 1
*
-2 | 0.085236504555495920908170211645132789893 | 0.014413876931190630861742144016687288522
f(z) = -97/36*z^3 + 185/18*z + 1
*
[ -5/3 ] 
f(z) = -96/25*z^3 + 184/15*z + 1
*
-2 | 0.098343728198605517927550830430496730125 | 0.016660992245970220416497130052768322280
f(z) = -95/28*z^3 + 183/14*z + 1
*
[ 2 ] 
f(z) = -95/28*z^3 + 197/14*z + 1
*
[ 4 ] 
f(z) = -95/32*z^3 + 193/4*z + 1
*
[ -4 ] 
f(z) = -95/32*z^3 + 195/4*z + 1
*
-2 | 0.084856844581526124387059875676032565597 | 0.014402913945686089041564123139180892220
f(z) = -95/36*z^3 + 181/18*z + 1
*
[ 2 ] 
f(z) = -95/36*z^3 + 199/18*z + 1
*
-2 | 0.097857155658489733695799560701746636895 | 0.016609481519958351843047797896217484065
f(z) = -93/20*z^3 + 181/10*z + 1
*
[ 2 ] 
f(z) = -93/20*z^3 + 191/10*z + 1
*
[ 2 ] 
f(z) = -93/28*z^3 + 193/14*z + 1
*
[ 4 ] 
f(z) = -93/32*z^3 + 189/4*z + 1
*
[ -4 ] 
f(z) = -93/32*z^3 + 191/4*z + 1
*
[ 2 ] 
f(z) = -91/20*z^3 + 187/10*z + 1
*
[ -2 ] 
f(z) = -91/20*z^3 + 197/10*z + 1
*
[ 4 ] 
f(z) = -91/32*z^3 + 185/4*z + 1
*
[ -4 ] 
f(z) = -91/32*z^3 + 187/4*z + 1
*
[ 2 ] 
f(z) = -91/36*z^3 + 191/18*z + 1
*
[ 2 ] 
f(z) = -89/20*z^3 + 183/10*z + 1
*
[ -2 ] 
f(z) = -89/20*z^3 + 193/10*z + 1
*
[ 2 ] 
f(z) = -89/28*z^3 + 185/14*z + 1
*
[ -2 ] 
f(z) = -89/28*z^3 + 199/14*z + 1
*
[ 4 ] 
f(z) = -89/32*z^3 + 181/4*z + 1
*
[ -4 ] 
f(z) = -89/32*z^3 + 183/4*z + 1
*
[ 2 ] 
f(z) = -89/36*z^3 + 187/18*z + 1
*
[ -2 ] 
f(z) = -87/20*z^3 + 189/10*z + 1
*
[ 2 ] 
f(z) = -87/28*z^3 + 181/14*z + 1
*
[ -2 ] 
f(z) = -87/28*z^3 + 195/14*z + 1
*
[ -2 ] 
f(z) = -85/28*z^3 + 191/14*z + 1
*
[ -2 ] 
f(z) = -85/36*z^3 + 197/18*z + 1
*
[ -2 ] 
f(z) = -83/20*z^3 + 181/10*z + 1
*
[ -2 ] 
f(z) = -83/28*z^3 + 187/14*z + 1
*
[ -2 ] 
f(z) = -83/36*z^3 + 193/18*z + 1
*
[ -2 ] 
f(z) = -81/28*z^3 + 183/14*z + 1
*
-7/5 | 0.12654601633553389538178169431111664856 | 0.024117674055844000494164078861991085849
f(z) = -100/21*z^3 + 190/21*z + 1
*
[ -1/5 ] 
f(z) = -100/31*z^3 + 190/31*z + 1
*
[ -11/10 ] 
f(z) = -100/33*z^3 + 184/33*z + 1
*
-13/10 | 0.14848548936844572191648671838535088372 | 0.028132297033140435753790913565642164920
f(z) = -100/39*z^3 + 196/39*z + 1
*
[ 4/3 ] 
f(z) = -99/20*z^3 + 181/20*z + 1
*
[ 4/3 ] 
f(z) = -99/28*z^3 + 183/28*z + 1
*
-4/3 | 0.13312240047693103868878779668778832193 | 0.025197286970557598475120539875647971757
f(z) = -99/28*z^3 + 197/28*z + 1
*
[ -1/7 ] 
f(z) = -98/23*z^3 + 186/23*z + 1
*
[ -15/14 ] 
f(z) = -98/25*z^3 + 193/30*z + 1
*
[ -1/4 ] 
f(z) = -96/35*z^3 + 181/35*z + 1
*
[ -1/4 ] 
f(z) = -96/37*z^3 + 191/37*z + 1
*
[ 4/3 ] 
f(z) = -95/32*z^3 + 199/36*z + 1
*
[ 4/3 ] 
f(z) = -91/32*z^3 + 191/36*z + 1
*
[ 4/3 ] 
f(z) = -89/32*z^3 + 187/36*z + 1
*
[ -6/5 ] 
f(z) = -85/27*z^3 + 191/30*z + 1
*
-1/9 | 0.11850697589035003266552856338946813535 | 0.022796391952828291371862751191868731060
f(z) = -81/20*z^3 + 181/20*z + 1
*
[ -4/3 ] 
f(z) = -81/28*z^3 + 193/28*z + 1
*
[ -2/9 ] 
f(z) = -81/34*z^3 + 191/34*z + 1
*
[ -2/5 ] 
f(z) = -100/23*z^3 + 193/46*z + 1
*
[ -5/9 ] 
f(z) = -99/25*z^3 + 181/45*z + 1
*
[ -4/11 ] 
f(z) = -99/32*z^3 + 183/44*z + 1
*
[ -1/2 ] 
f(z) = -98/23*z^3 + 187/46*z + 1
*
-2/7 | 0.13078574707796718543188934004048961655 | 0.024778875701240280249543692918464383041
f(z) = -98/25*z^3 + 191/50*z + 1
*
[ -1/2 ] 
f(z) = -98/25*z^3 + 199/50*z + 1
*
[ -5/16 ] 
f(z) = -96/25*z^3 + 183/40*z + 1
*
0 | 0.14533811080695373611361666651632338325 | 0.023581159721358418580347074317754145438
f(z) = -95/22*z^3 + 188/55*z + 1
*
[ -3/7 ] 
f(z) = -95/27*z^3 + 195/49*z + 1
*
[ -1/2 ] 
f(z) = -94/23*z^3 + 185/46*z + 1
*
[ -1/2 ] 
f(z) = -94/25*z^3 + 197/50*z + 1
*
[ -3/7 ] 
f(z) = -92/27*z^3 + 194/49*z + 1
*
-15/23 | 0.25121167055744694236007242731488583555 | 0.029282023762820579715126150292176330615
f(z) = -92/27*z^3 + 197/46*z + 1
*
[ -3/8 ] 
f(z) = -92/27*z^3 + 199/48*z + 1
*
[ -1/2 ] 
f(z) = -90/23*z^3 + 183/46*z + 1
*
[ -2/3 ] 
f(z) = -90/23*z^3 + 195/46*z + 1
*
[ -3/7 ] 
f(z) = -89/27*z^3 + 193/49*z + 1
*
[ -3/4 ] 
f(z) = -88/21*z^3 + 197/42*z + 1
*
[ -1/2 ] 
f(z) = -86/23*z^3 + 181/46*z + 1
*
[ -1/2 ] 
f(z) = -86/25*z^3 + 193/50*z + 1
*
[ -3/7 ] 
f(z) = -86/27*z^3 + 192/49*z + 1
*
[ -3/4 ] 
f(z) = -85/27*z^3 + 197/48*z + 1
*
[ -3/7 ] 
f(z) = -83/27*z^3 + 191/49*z + 1
*
[ -1/2 ] 
f(z) = -82/25*z^3 + 191/50*z + 1
*
[ -2/3 ] 
f(z) = -81/23*z^3 + 187/46*z + 1
*
[ -2/3 ] 
f(z) = -81/25*z^3 + 197/50*z + 1
*
-2/5 | 0.14204961293410705711444321639139445156 | 0.026810325449918323264410999066017588041
f(z) = -100/33*z^3 + 197/66*z + 1
*
0 | 0.11801982724096795336994335233897915375 | 0.020728025900035688488329216215628782783
f(z) = -99/20*z^3 + 197/60*z + 1
*
-8/9 | 0.10178086956202331550653150171579837502 | 0.014984644940910680524690212775410269329
f(z) = -99/32*z^3 + 185/72*z + 1
*
-1/2 | 0.14495655677447492236084682808606999002 | 0.027463699849902041768456240274821268185
f(z) = -98/33*z^3 + 181/66*z + 1
*
-5/8 | 0.14065603965975216021962866036690272066 | 0.026753430998361877111490639301283359772
f(z) = -96/35*z^3 + 187/70*z + 1
*
0 | 0.097525380591080697556284862939980355875 | 0.017318720085419514458269057558662712770
f(z) = -93/20*z^3 + 199/60*z + 1
*
0 | 0.16199481899614069840515423048556903190 | 0.029112090016412158124428828875358967984
f(z) = -87/20*z^3 + 181/60*z + 1
*
-1/2 | 0.14374334257665868628145407200002081270 | 0.027155689561887319660196599434412661674
f(z) = -86/39*z^3 + 199/78*z + 1
*
-1/2 | 0.14951890901353269954811569084533104514 | 0.028300803203977265222535367819183604751
f(z) = -82/39*z^3 + 197/78*z + 1
*
-2/3 | 0.14953403384350017996439887570179957030 | 0.022685290553349822162123062118201842599
f(z) = -81/32*z^3 + 181/72*z + 1
*
-10/9 | 0.14751059456484375459059163888519793710 | 0.028029503784173787581247916476054457587
f(z) = -81/35*z^3 + 193/70*z + 1
*
[ 3/4 ] 
f(z) = -100/21*z^3 + 197/84*z + 1
*
0 | 0.16137835515037044798126420267712642664 | 0.028343158971350156110035843412361499423
f(z) = -99/28*z^3 + 185/84*z + 1
*
[ 15/19 ] 
f(z) = -95/27*z^3 + 183/95*z + 1
*
[ 9/11 ] 
f(z) = -88/27*z^3 + 194/99*z + 1
*
0 | 0.14482084012644212931337575308415772232 | 0.026025754157692280336189483934975233717
f(z) = -87/32*z^3 + 197/96*z + 1
*
0 | 0.12901063088694080191214765391598648327 | 0.022088434534256005095790981006818627275
f(z) = -86/21*z^3 + 197/84*z + 1
*
[ 5/6 ] 
f(z) = -86/25*z^3 + 197/90*z + 1
*
0 | 0.16754807440014006853412084540815277484 | 0.028744147808473229441411383257035142738
f(z) = -85/21*z^3 + 193/84*z + 1
*
[ 15/17 ] 
f(z) = -85/27*z^3 + 197/85*z + 1
*
0 | 0.15928520692070865045183157804968065047 | 0.027496087129879602541252183358852912012
f(z) = -82/21*z^3 + 181/84*z + 1
*
[ 5/6 ] 
f(z) = -82/25*z^3 + 187/90*z + 1
*
0 | 0.15385646713560053319963956604434444531 | 0.028009238331409290646960411933679031026
f(z) = -81/28*z^3 + 187/84*z + 1
*
-5/12 | 0.15598917786010251145134170790323860101 | 0.027545517650576613319470024800706807526
f(z) = -96/35*z^3 + 197/105*z + 1
*
10/11 | 0.19399556389020548383835286131847256009 | 0.025632378746481684049270527473138867803
f(z) = -88/25*z^3 + 199/110*z + 1
*
[ 5/7 ] 
f(z) = -98/27*z^3 + 196/135*z + 1
*
[ 2/3 ] 
f(z) = -96/23*z^3 + 187/138*z + 1
*
-1/8 | 0.17735212006089935893737547275310564815 | 0.027902629962923277985023644882670824985
f(z) = -96/23*z^3 + 193/138*z + 1
*
-5/48 | 0.20775078527232828336691976138030938837 | 0.026832859452008365741289060605592450132
f(z) = -96/25*z^3 + 197/120*z + 1
*
0 | 0.14481365847858649761618701366259575453 | 0.023927879189579574846123289098368850531
f(z) = -85/27*z^3 + 182/135*z + 1
*
13/20 | 0.15753659122101448913807150147456522999 | 0.026293503029581602636353404835916236480
f(z) = -100/39*z^3 + 181/156*z + 1
*
[ 5/7 ] 
f(z) = -98/29*z^3 + 192/145*z + 1
*
[ 5/7 ] 
f(z) = -98/31*z^3 + 188/155*z + 1
*
[ 2/3 ] 
f(z) = -96/25*z^3 + 181/150*z + 1
*
0 | 0.16961475047347220762461912001984185814 | 0.028708931856335829439668445483729738487
f(z) = -92/35*z^3 + 193/140*z + 1
*
[ 5/6 ] 
f(z) = -81/35*z^3 + 197/140*z + 1
*
[ 5/7 ] 
f(z) = -98/33*z^3 + 184/165*z + 1
*
[ 15/22 ] 
f(z) = -88/25*z^3 + 193/165*z + 1
*
0 | 0.17092457893893109875404248625603686065 | 0.027732573196981617115525657450227602197
f(z) = -95/36*z^3 + 187/180*z + 1
*
[ 3/4 ] 
f(z) = -85/36*z^3 + 191/192*z + 1
*
[ 3/4 ] 
f(z) = -83/36*z^3 + 185/192*z + 1
*
[ 20/27 ] 
f(z) = -81/32*z^3 + 187/180*z + 1
*
0 | 0.18434498936139421764083301995086314836 | 0.028550652910825975645455685610969216548
f(z) = -91/30*z^3 + 187/210*z + 1
*
[ 12/17 ] 
f(z) = -85/32*z^3 + 185/204*z + 1
*
[ 2/3 ] 
f(z) = -83/30*z^3 + 197/270*z + 1
*
[ 2 ] 
f(z) = -99/20*z^3 + 203/10*z + 1
*
[ -2 ] 
f(z) = -99/20*z^3 + 213/10*z + 1
*
[ 2 ] 
f(z) = -99/28*z^3 + 205/14*z + 1
*
[ -2 ] 
f(z) = -99/28*z^3 + 219/14*z + 1
*
[ 4 ] 
f(z) = -99/32*z^3 + 201/4*z + 1
*
[ -4 ] 
f(z) = -99/32*z^3 + 203/4*z + 1
*
[ -2 ] 
f(z) = -97/20*z^3 + 209/10*z + 1
*
[ 2 ] 
f(z) = -97/28*z^3 + 201/14*z + 1
*
[ -2 ] 
f(z) = -97/28*z^3 + 215/14*z + 1
*
[ 2 ] 
f(z) = -97/36*z^3 + 203/18*z + 1
*
[ -2 ] 
f(z) = -95/28*z^3 + 211/14*z + 1
*
[ -2 ] 
f(z) = -95/36*z^3 + 217/18*z + 1
*
[ -2 ] 
f(z) = -93/20*z^3 + 201/10*z + 1
*
[ -2 ] 
f(z) = -93/28*z^3 + 207/14*z + 1
*
[ -2 ] 
f(z) = -91/36*z^3 + 209/18*z + 1
*
[ -2 ] 
f(z) = -89/36*z^3 + 205/18*z + 1
*
[ 5/2 ] 
f(z) = -82/25*z^3 + 211/10*z + 1
*
[ -5/2 ] 
f(z) = -82/25*z^3 + 219/10*z + 1
*
[ 7/5 ] 
f(z) = -100/21*z^3 + 202/21*z + 1
*
[ -1/5 ] 
f(z) = -100/33*z^3 + 202/33*z + 1
*
[ -4/3 ] 
f(z) = -99/20*z^3 + 211/20*z + 1
*
[ -1/7 ] 
f(z) = -98/25*z^3 + 202/25*z + 1
*
[ -1/7 ] 
f(z) = -98/27*z^3 + 218/27*z + 1
*
[ 4/3 ] 
f(z) = -97/32*z^3 + 203/36*z + 1
*
-5/4 | 0.090147272695736764770209106352114500498 | 0.012967524044788857938691152125228303372
f(z) = -96/25*z^3 + 209/30*z + 1
*
[ -5/4 ] 
f(z) = -96/35*z^3 + 213/35*z + 1
*
[ 3/2 ] 
f(z) = -92/21*z^3 + 214/21*z + 1
*
[ 3/2 ] 
f(z) = -92/33*z^3 + 218/33*z + 1
*
-2/13 | 0.20423346903282033640004545302927256444 | 0.027362701461121531695235060832905573806
f(z) = -91/24*z^3 + 218/39*z + 1
*
[ -3/13 ] 
f(z) = -91/27*z^3 + 215/39*z + 1
*
[ 3/2 ] 
f(z) = -88/21*z^3 + 205/21*z + 1
*
-3/2 | 0.18670604374556886643496024018506875217 | 0.021712171824949866209122749907792103375
f(z) = -88/27*z^3 + 201/22*z + 1
*
-3/11 | 0.24652825089845209384885662651602339469 | 0.028571207121275926187813520517458817317
f(z) = -88/27*z^3 + 207/22*z + 1
*
[ 3/2 ] 
f(z) = -88/39*z^3 + 211/39*z + 1
*
[ -1/9 ] 
f(z) = -81/20*z^3 + 201/20*z + 1
*
[ -13/9 ] 
f(z) = -81/26*z^3 + 213/26*z + 1
*
-4/27 | 0.21253134745256709089219278060274353334 | 0.028636185376895939038447531700435725862
f(z) = -81/32*z^3 + 209/36*z + 1
*
[ -2/9 ] 
f(z) = -81/38*z^3 + 213/38*z + 1
*
[ -2/3 ] 
f(z) = -99/23*z^3 + 203/46*z + 1
*
[ -2/3 ] 
f(z) = -99/25*z^3 + 213/50*z + 1
*
-2/7 | 0.10239344329359990839664276197841197065 | 0.019236004383777896364693398174578118767
f(z) = -98/27*z^3 + 205/54*z + 1
*
[ -1/2 ] 
f(z) = -98/27*z^3 + 211/54*z + 1
*
[ -3/4 ] 
f(z) = -97/27*z^3 + 209/48*z + 1
*
[ -1/2 ] 
f(z) = -94/27*z^3 + 209/54*z + 1
*
[ -5/6 ] 
f(z) = -92/25*z^3 + 214/45*z + 1
*
[ -3/4 ] 
f(z) = -91/27*z^3 + 203/48*z + 1
*
-8/7 | 0.10348947014869934177988336329595430516 | 0.015470204713981454992983020658695383203
f(z) = -91/32*z^3 + 201/56*z + 1
*
[ 8/7 ] 
f(z) = -91/32*z^3 + 215/56*z + 1
*
[ -1/2 ] 
f(z) = -90/29*z^3 + 219/58*z + 1
*
[ -5/6 ] 
f(z) = -88/25*z^3 + 209/45*z + 1
*
-1/4 | 0.15421713891200019848773501848736041916 | 0.028815625352130768953574773084699896399
f(z) = -88/25*z^3 + 211/50*z + 1
*
[ -5/11 ] 
f(z) = -88/25*z^3 + 216/55*z + 1
*
[ -15/22 ] 
f(z) = -88/27*z^3 + 219/55*z + 1
*
[ -1/2 ] 
f(z) = -86/27*z^3 + 205/54*z + 1
*
[ -1/2 ] 
f(z) = -86/29*z^3 + 217/58*z + 1
*
[ -6/17 ] 
f(z) = -85/24*z^3 + 218/51*z + 1
*
[ 5/4 ] 
f(z) = -82/25*z^3 + 213/40*z + 1
*
[ -1/2 ] 
f(z) = -82/27*z^3 + 203/54*z + 1
*
[ -1/2 ] 
f(z) = -82/29*z^3 + 215/58*z + 1
*
[ -8/9 ] 
f(z) = -81/20*z^3 + 213/40*z + 1
*
[ -4/9 ] 
f(z) = -81/26*z^3 + 201/52*z + 1
*
[ -2/3 ] 
f(z) = -81/29*z^3 + 217/58*z + 1
*
[ -10/9 ] 
f(z) = -81/32*z^3 + 201/40*z + 1
*
0 | 0.13218829046397960091037734836319181911 | 0.023216457543395547650406572068014693190
f(z) = -99/20*z^3 + 217/60*z + 1
*
-11/14 | 0.13606169275008434993674852181242914653 | 0.025561044086584172902786955998497205292
f(z) = -98/33*z^3 + 205/66*z + 1
*
-1/2 | 0.14658657565031631789549230587497555935 | 0.027538286838613644796258165508904917262
f(z) = -98/39*z^3 + 205/78*z + 1
*
-2/5 | 0.10615603431146996749392801840998668140 | 0.017223853995252343168201826889106464166
f(z) = -95/28*z^3 + 213/70*z + 1
*
[ -3/5 ] 
f(z) = -95/36*z^3 + 217/60*z + 1
*
-1/2 | 0.14259544554037799202866703290438832038 | 0.026837929134095877024533854363475186575
f(z) = -94/39*z^3 + 203/78*z + 1
*
-1/3 | 0.11259349740282885486477262764591262903 | 0.019994541453102920647051321933177296552
f(z) = -93/20*z^3 + 211/60*z + 1
*
-2/7 | 0.18888670900449818810224727958893864442 | 0.029254057226819265992159073293401317928
f(z) = -91/20*z^3 + 201/70*z + 1
*
-3/4 | 0.14387820693376704284612678840500010327 | 0.027079358018737083995597752077712246418
f(z) = -88/39*z^3 + 203/78*z + 1
*
-1/3 | 0.11772035446291821023209003361198056432 | 0.021155525695979617872118770613121468596
f(z) = -87/20*z^3 + 209/60*z + 1
*
-2/3 | 0.14816911992573739441869243353253121010 | 0.026627473543048304644684544596338848949
f(z) = -87/22*z^3 + 215/66*z + 1
*
-4/5 | 0.14535385699203324041675755045804338700 | 0.024017137377681047813271619029589559758
f(z) = -85/24*z^3 + 211/60*z + 1
*
-2/5 | 0.14291290140617670749024605903479043678 | 0.023613812919345226246688806941718900948
f(z) = -85/28*z^3 + 209/70*z + 1
*
[ -3/5 ] 
f(z) = -85/36*z^3 + 211/60*z + 1
*
0 | 0.15065450412152600452146670591317109571 | 0.027426327863885503398855103642322806412
f(z) = -81/20*z^3 + 203/60*z + 1
*
[ 10/9 ] 
f(z) = -81/35*z^3 + 207/70*z + 1
*
-1/5 | 0.13573382384265277274069218339060462820 | 0.022654531755206677581988757756754894736
f(z) = -100/21*z^3 + 205/84*z + 1
*
[ 5/6 ] 
f(z) = -94/25*z^3 + 217/90*z + 1
*
0 | 0.10160023097306516459428211161795555706 | 0.017327186504478911866105321182648866854
f(z) = -88/21*z^3 + 205/84*z + 1
*
[ 6/7 ] 
f(z) = -86/27*z^3 + 213/98*z + 1
*
[ 6/7 ] 
f(z) = -83/27*z^3 + 205/98*z + 1
*
[ 5/6 ] 
f(z) = -81/20*z^3 + 209/80*z + 1
*
[ 5/7 ] 
f(z) = -98/23*z^3 + 204/115*z + 1
*
0 | 0.15854972359474470859224845127209712290 | 0.028863635557355851342598350003674412834
f(z) = -81/35*z^3 + 208/105*z + 1
*
-1/12 | 0.17466569306107588656805640002212923759 | 0.027479977115735766382097355392481136520
f(z) = -96/23*z^3 + 211/138*z + 1
*
0 | 0.13833008628685186216950114318570409361 | 0.023413700812013983943208450483002560253
f(z) = -92/33*z^3 + 203/132*z + 1
*
[ 4/5 ] 
f(z) = -100/37*z^3 + 219/148*z + 1
*
0 | 0.15084358254221014531560985181796619231 | 0.025349125108617645578892971457785723071
f(z) = -96/35*z^3 + 209/140*z + 1
*
0 | 0.18193342012983511425183702654549865384 | 0.029518761561674166377197896783511328375
f(z) = -95/32*z^3 + 219/160*z + 1
*
0 | 0.13609849612474076970135138007287877546 | 0.022082028981490237297249409586659259872
f(z) = -95/33*z^3 + 211/165*z + 1
*
-6/91 | 0.27798001220633467948689776044792565113 | 0.028613879663071977185518169153493210730
f(z) = -91/27*z^3 + 215/182*z + 1
*
[ 3/4 ] 
f(z) = -91/36*z^3 + 209/192*z + 1
*
[ 3/4 ] 
f(z) = -89/36*z^3 + 203/192*z + 1
*
0 | 0.17092512969150197320590890296979843270 | 0.028242334988907467372458335506989639950
f(z) = -85/36*z^3 + 209/180*z + 1
*
-2/27 | 0.19274971692415741935129368177286347167 | 0.029241392210931146711516736088746066443
f(z) = -81/23*z^3 + 211/207*z + 1
*
14/17 | 0.19249333509172235257445495518281976201 | 0.026456420736205434317706919155994080655
f(z) = -85/28*z^3 + 201/238*z + 1
*
[ 2/3 ] 
f(z) = -83/26*z^3 + 215/234*z + 1
*
[ 9/14 ] 
f(z) = -91/27*z^3 + 211/252*z + 1
*
0 | 0.16877881904400392042973009610307364771 | 0.025604850286267510583292668268675367841
f(z) = -81/32*z^3 + 217/288*z + 1
*
[ -2 ] 
f(z) = -97/36*z^3 + 221/18*z + 1
*
[ 6 ] 
f(z) = -89/27*z^3 + 239/2*z + 1
*
[ -6 ] 
f(z) = -88/27*z^3 + 237/2*z + 1
*
[ 5/2 ] 
f(z) = -86/25*z^3 + 221/10*z + 1
*
[ -5/2 ] 
f(z) = -86/25*z^3 + 229/10*z + 1
*
[ 6 ] 
f(z) = -86/27*z^3 + 231/2*z + 1
*
[ -6 ] 
f(z) = -85/27*z^3 + 229/2*z + 1
*
[ 6 ] 
f(z) = -83/27*z^3 + 223/2*z + 1
*
[ -6 ] 
f(z) = -82/27*z^3 + 221/2*z + 1
*
[ 3/2 ] 
f(z) = -100/33*z^3 + 236/33*z + 1
*
[ -1/5 ] 
f(z) = -100/37*z^3 + 226/37*z + 1
*
[ -4/3 ] 
f(z) = -99/28*z^3 + 225/28*z + 1
*
[ -1/7 ] 
f(z) = -98/29*z^3 + 234/29*z + 1
*
-1/7 | 0.080814479720906949060140432946852489312 | 0.014790806636209797361241790193888491555
f(z) = -98/39*z^3 + 236/39*z + 1
*
[ 3/2 ] 
f(z) = -92/39*z^3 + 220/39*z + 1
*
[ -3/2 ] 
f(z) = -88/21*z^3 + 233/21*z + 1
*
[ -4/3 ] 
f(z) = -85/32*z^3 + 233/36*z + 1
*
[ -4/3 ] 
f(z) = -83/32*z^3 + 229/36*z + 1
*
[ 5/3 ] 
f(z) = -81/20*z^3 + 233/20*z + 1
*
[ -1/9 ] 
f(z) = -81/22*z^3 + 221/22*z + 1
*
[ -1/9 ] 
f(z) = -81/23*z^3 + 231/23*z + 1
*
-20/9 | 0.20544500721798483746988984664521541611 | 0.027189993081264649465303058182809846086
f(z) = -81/32*z^3 + 239/20*z + 1
*
[ 5/3 ] 
f(z) = -81/35*z^3 + 239/35*z + 1
*
[ -2/5 ] 
f(z) = -100/27*z^3 + 221/54*z + 1
*
[ -2/5 ] 
f(z) = -100/29*z^3 + 235/58*z + 1
*
[ -5/11 ] 
f(z) = -99/25*z^3 + 221/55*z + 1
*
[ -2/3 ] 
f(z) = -99/29*z^3 + 233/58*z + 1
*
[ -2/7 ] 
f(z) = -98/23*z^3 + 223/46*z + 1
*
[ -3/10 ] 
f(z) = -98/27*z^3 + 233/50*z + 1
*
[ -1/2 ] 
f(z) = -98/29*z^3 + 223/58*z + 1
*
[ -1/2 ] 
f(z) = -94/29*z^3 + 221/58*z + 1
*
[ -6/23 ] 
f(z) = -92/27*z^3 + 233/46*z + 1
*
[ -4/13 ] 
f(z) = -91/32*z^3 + 235/52*z + 1
*
[ -2/3 ] 
f(z) = -90/29*z^3 + 225/58*z + 1
*
[ -1/4 ] 
f(z) = -88/21*z^3 + 221/42*z + 1
*
[ 5/4 ] 
f(z) = -86/25*z^3 + 223/40*z + 1
*
[ -3/10 ] 
f(z) = -86/27*z^3 + 231/50*z + 1
*
8/5 | 0.10494164557642459782895338116717000237 | 0.015310215650780788724355578305754021761
f(z) = -85/32*z^3 + 237/40*z + 1
*
[ 6/5 ] 
f(z) = -82/27*z^3 + 227/50*z + 1
*
[ 9/10 ] 
f(z) = -100/21*z^3 + 236/63*z + 1
*
6/5 | 0.076411572118442628455619601989863565208 | 0.014017800969365634838781678748300906039
f(z) = -100/33*z^3 + 233/66*z + 1
*
-2/5 | 0.15765453473784924885157309761640504440 | 0.029061011480257330486365405875762096227
f(z) = -100/39*z^3 + 227/78*z + 1
*
-3/7 | 0.16965246205734057408115767775934959856 | 0.029849578786993924255275636651244173929
f(z) = -98/25*z^3 + 229/75*z + 1
*
[ -1/2 ] 
f(z) = -98/31*z^3 + 235/62*z + 1
*
-6/7 | 0.066059218806009518429386416781520100705 | 0.012099676547765351409187936060109920124
f(z) = -98/39*z^3 + 235/78*z + 1
*
-7/8 | 0.060254190829369219961618493810281309880 | 0.011106865618154200431967759784098526510
f(z) = -96/35*z^3 + 227/70*z + 1
*
-4/5 | 0.14038337019288278302551552227776612340 | 0.022777251309795947183886811524583571446
f(z) = -95/24*z^3 + 227/60*z + 1
*
[ -1/2 ] 
f(z) = -94/31*z^3 + 233/62*z + 1
*
-2/3 | 0.14479159245021093557903383065578727806 | 0.025712332986236823088139562068442200927
f(z) = -93/22*z^3 + 223/66*z + 1
*
-1/3 | 0.14776485204853241280622370040059543032 | 0.026240329395094989441103150248968428150
f(z) = -93/22*z^3 + 229/66*z + 1
*
[ -1/2 ] 
f(z) = -90/31*z^3 + 231/62*z + 1
*
[ -2/3 ] 
f(z) = -90/31*z^3 + 235/62*z + 1
*
[ 21/22 ] 
f(z) = -88/27*z^3 + 225/77*z + 1
*
9/8 | 0.18333146522377952504286745086188657334 | 0.027960601268700345328115260809747484118
f(z) = -88/27*z^3 + 233/72*z + 1
*
0 | 0.14038711017490858644036046010505289951 | 0.025228968518143016410204745283245660735
f(z) = -87/20*z^3 + 221/60*z + 1
*
-1/3 | 0.15061192190072043751452911089707289388 | 0.027066469502478772412708197064245732774
f(z) = -87/22*z^3 + 227/66*z + 1
*
0 | 0.16573306306837833446150204414660188871 | 0.029783889883893684761283209282600000273
f(z) = -87/25*z^3 + 236/75*z + 1
*
-2/3 | 0.15752221514127134607638776615008430788 | 0.028308318347431740903710229175651871714
f(z) = -87/26*z^3 + 233/78*z + 1
*
[ -1/2 ] 
f(z) = -86/31*z^3 + 229/62*z + 1
*
[ -5/12 ] 
f(z) = -84/25*z^3 + 239/60*z + 1
*
[ -1/2 ] 
f(z) = -82/31*z^3 + 227/62*z + 1
*
[ -1/2 ] 
f(z) = -82/33*z^3 + 239/66*z + 1
*
0 | 0.14837974757869390124683625155334854540 | 0.027012213336623136999841602541969245285
f(z) = -81/20*z^3 + 223/60*z + 1
*
[ -2/3 ] 
f(z) = -81/31*z^3 + 227/62*z + 1
*
[ 4/5 ] 
f(z) = -100/21*z^3 + 235/84*z + 1
*
[ 4/5 ] 
f(z) = -100/23*z^3 + 233/92*z + 1
*
[ 9/10 ] 
f(z) = -100/33*z^3 + 232/99*z + 1
*
[ 5/6 ] 
f(z) = -98/25*z^3 + 227/90*z + 1
*
[ 6/7 ] 
f(z) = -95/27*z^3 + 237/98*z + 1
*
0 | 0.15624573207348578144376817204573634914 | 0.026350178451682987270045924069950267226
f(z) = -94/21*z^3 + 229/84*z + 1
*
0 | 0.14666783315014224605316048559519427064 | 0.026045518945604960547846599742223805164
f(z) = -93/28*z^3 + 223/84*z + 1
*
0 | 0.060314447083001649163172026416151784369 | 0.010208801689858245320231854979143236469
f(z) = -92/21*z^3 + 221/84*z + 1
*
[ 6/7 ] 
f(z) = -92/27*z^3 + 229/98*z + 1
*
-3/7 | 0.16051110874198993918943943786272991695 | 0.024474880686453220342559951943758601979
f(z) = -91/36*z^3 + 235/84*z + 1
*
[ 6/7 ] 
f(z) = -89/27*z^3 + 221/98*z + 1
*
3/4 | 0.23649057155032204218509658170457147084 | 0.025676637561612754417181270778962938883
f(z) = -100/27*z^3 + 223/100*z + 1
*
[ 4/5 ] 
f(z) = -100/27*z^3 + 229/108*z + 1
*
[ 4/5 ] 
f(z) = -100/29*z^3 + 227/116*z + 1
*
[ 9/10 ] 
f(z) = -100/39*z^3 + 230/117*z + 1
*
-5/6 | 0.12582894880859478907849576442485757726 | 0.022219640989896881519928756584962519276
f(z) = -96/35*z^3 + 221/105*z + 1
*
-5/18 | 0.16079811408294849118004058618681092486 | 0.027816164762139412524559319955844358579
f(z) = -81/26*z^3 + 233/104*z + 1
*
[ 4/5 ] 
f(z) = -100/31*z^3 + 225/124*z + 1
*
[ 4/5 ] 
f(z) = -100/33*z^3 + 223/132*z + 1
*
-8/17 | 0.16592771587608184286048357958586173646 | 0.022805223157068927098359332153624444692
f(z) = -85/32*z^3 + 233/136*z + 1
*
[ 8/9 ] 
f(z) = -81/34*z^3 + 239/136*z + 1
*
0 | 0.18392914386688327152787718415780900943 | 0.028486248337534117028457144333540036798
f(z) = -91/20*z^3 + 237/140*z + 1
*
0 | 0.15374671112869583146830605422919183438 | 0.025403907119897879236411973856184433225
f(z) = -85/28*z^3 + 229/140*z + 1
*
[ 4/5 ] 
f(z) = -85/28*z^3 + 237/140*z + 1
*
-4/9 | 0.13416876429757455605476246175629579368 | 0.023209603389432666307923306479207850775
f(z) = -81/35*z^3 + 239/140*z + 1
*
[ 8/9 ] 
f(z) = -81/38*z^3 + 237/152*z + 1
*
[ 3/4 ] 
f(z) = -88/29*z^3 + 239/174*z + 1
*
0 | 0.13433059830043688809686138339566381994 | 0.022195740107429754313135987341383817548
f(z) = -85/33*z^3 + 227/165*z + 1
*
[ 3/4 ] 
f(z) = -97/36*z^3 + 227/192*z + 1
*
[ 3/4 ] 
f(z) = -95/36*z^3 + 221/192*z + 1
*
[ 3/4 ] 
f(z) = -88/31*z^3 + 235/186*z + 1
*
[ 4/5 ] 
f(z) = -85/36*z^3 + 227/180*z + 1
*
[ 2/3 ] 
f(z) = -83/22*z^3 + 233/198*z + 1
*
-7/27 | 0.14699590725024392383149446466545856711 | 0.022300240155462058152047661033485859507
f(z) = -81/20*z^3 + 229/180*z + 1
*
[ 3/4 ] 
f(z) = -88/35*z^3 + 227/210*z + 1
*
[ 12/17 ] 
f(z) = -85/27*z^3 + 235/204*z + 1
*
[ 12/19 ] 
f(z) = -95/24*z^3 + 227/228*z + 1
*
[ 2/3 ] 
f(z) = -89/26*z^3 + 239/234*z + 1
*
[ 3/4 ] 
f(z) = -88/37*z^3 + 223/222*z + 1
*
[ 2/3 ] 
f(z) = -85/26*z^3 + 223/234*z + 1
*
[ 7/10 ] 
f(z) = -100/37*z^3 + 232/259*z + 1
*
[ 7/10 ] 
f(z) = -100/39*z^3 + 226/273*z + 1
*
[ 2/3 ] 
f(z) = -91/30*z^3 + 229/270*z + 1
*
[ 2/3 ] 
f(z) = -89/30*z^3 + 221/270*z + 1
*
[ 5/2 ] 
f(z) = -98/25*z^3 + 251/10*z + 1
*
[ -5/2 ] 
f(z) = -98/25*z^3 + 259/10*z + 1
*
[ 6 ] 
f(z) = -95/27*z^3 + 255/2*z + 1
*
[ 5/2 ] 
f(z) = -94/25*z^3 + 241/10*z + 1
*
[ -5/2 ] 
f(z) = -94/25*z^3 + 249/10*z + 1
*
[ -6 ] 
f(z) = -94/27*z^3 + 253/2*z + 1
*
[ 6 ] 
f(z) = -92/27*z^3 + 247/2*z + 1
*
[ -6 ] 
f(z) = -91/27*z^3 + 245/2*z + 1
*
[ 3 ] 
f(z) = -83/36*z^3 + 257/12*z + 1
*
[ -1/10 ] 
f(z) = -100/23*z^3 + 254/23*z + 1
*
-3/2 | 0.23429677557527658440068164146123501686 | 0.026536501179371152901788742624928876628
f(z) = -100/27*z^3 + 253/25*z + 1
*
[ -1/7 ] 
f(z) = -98/31*z^3 + 250/31*z + 1
*
[ 11/7 ] 
f(z) = -98/33*z^3 + 254/33*z + 1
*
[ -4/3 ] 
f(z) = -97/32*z^3 + 257/36*z + 1
*
[ -4/3 ] 
f(z) = -95/32*z^3 + 253/36*z + 1
*
[ -3/2 ] 
f(z) = -92/21*z^3 + 242/21*z + 1
*
[ -4/3 ] 
f(z) = -91/32*z^3 + 245/36*z + 1
*
[ -4/3 ] 
f(z) = -89/32*z^3 + 241/36*z + 1
*
[ -5/3 ] 
f(z) = -81/20*z^3 + 257/20*z + 1
*
[ -1/9 ] 
f(z) = -81/25*z^3 + 251/25*z + 1
*
-1/9 | 0.061695042475969751743578040573036926261 | 0.011118074708671922247303714932615853608
f(z) = -81/32*z^3 + 257/32*z + 1
*
[ -2/7 ] 
f(z) = -98/25*z^3 + 241/50*z + 1
*
[ -5/21 ] 
f(z) = -98/25*z^3 + 244/45*z + 1
*
[ 5/4 ] 
f(z) = -98/25*z^3 + 253/40*z + 1
*
[ -2/7 ] 
f(z) = -98/27*z^3 + 259/54*z + 1
*
[ 5/4 ] 
f(z) = -94/25*z^3 + 243/40*z + 1
*
[ 6/5 ] 
f(z) = -94/27*z^3 + 259/50*z + 1
*
[ 6/5 ] 
f(z) = -91/27*z^3 + 251/50*z + 1
*
-6/7 | 0.094029865262603010903179258703414818982 | 0.013558016258040002557247999396758054092
f(z) = -91/32*z^3 + 257/56*z + 1
*
[ -1/4 ] 
f(z) = -88/23*z^3 + 241/46*z + 1
*
[ 6/5 ] 
f(z) = -88/27*z^3 + 243/50*z + 1
*
[ -12/11 ] 
f(z) = -88/27*z^3 + 255/44*z + 1
*
-8/5 | 0.12785769309072330656824288373601105443 | 0.018435596784045922759027528841687197896
f(z) = -85/32*z^3 + 257/40*z + 1
*
[ -8/9 ] 
f(z) = -81/28*z^3 + 247/56*z + 1
*
[ -2/5 ] 
f(z) = -100/31*z^3 + 249/62*z + 1
*
[ -2/3 ] 
f(z) = -99/31*z^3 + 243/62*z + 1
*
[ -5/8 ] 
f(z) = -96/35*z^3 + 257/70*z + 1
*
[ -1/2 ] 
f(z) = -94/33*z^3 + 245/66*z + 1
*
[ -1/2 ] 
f(z) = -94/35*z^3 + 257/70*z + 1
*
0 | 0.12148893675951292681690325402539537429 | 0.021574208441547621051225139199285237344
f(z) = -93/20*z^3 + 259/60*z + 1
*
-2/3 | 0.15848369565665840679657280554547655864 | 0.028143799558076336035068664544916409625
f(z) = -93/26*z^3 + 241/78*z + 1
*
[ -6/11 ] 
f(z) = -88/27*z^3 + 251/66*z + 1
*
[ -1/2 ] 
f(z) = -86/33*z^3 + 241/66*z + 1
*
[ -1/2 ] 
f(z) = -86/35*z^3 + 253/70*z + 1
*
[ -1/2 ] 
f(z) = -82/35*z^3 + 251/70*z + 1
*
[ 10/9 ] 
f(z) = -81/28*z^3 + 257/70*z + 1
*
2/27 | 0.14370264672204139381469214098359994107 | 0.020767227208683854434392649930930234355
f(z) = -81/32*z^3 + 253/72*z + 1
*
[ -4/9 ] 
f(z) = -81/34*z^3 + 253/68*z + 1
*
[ -2/3 ] 
f(z) = -81/35*z^3 + 247/70*z + 1
*
[ -2/3 ] 
f(z) = -81/37*z^3 + 257/74*z + 1
*
-9/10 | 0.15059240674821718293637430405913918353 | 0.026402200192126757321879128624606920892
f(z) = -100/33*z^3 + 254/99*z + 1
*
[ 5/6 ] 
f(z) = -99/20*z^3 + 259/80*z + 1
*
-4/7 | 0.13115549553344400043099349341876855747 | 0.020312865802833371041332100929904395577
f(z) = -91/24*z^3 + 251/84*z + 1
*
-1/2 | 0.16494939275639494050362539155671660125 | 0.028076823423664883246474697391815446253
f(z) = -89/21*z^3 + 257/84*z + 1
*
-1/2 | 0.16037373493507369542479732200140419402 | 0.027513335250642614398952452800414269086
f(z) = -85/21*z^3 + 253/84*z + 1
*
-2/5 | 0.18608798217816003017835393422753490641 | 0.029774195091192991794587862754243326323
f(z) = -85/36*z^3 + 259/90*z + 1
*
-1/2 | 0.16153555617259048051467566428471315789 | 0.027826322219471258816373113877432648721
f(z) = -83/21*z^3 + 251/84*z + 1
*
-13/18 | 0.17323040153274847288286105777230351160 | 0.029966802896461822072555399020994518372
f(z) = -81/20*z^3 + 249/80*z + 1
*
[ 8/9 ] 
f(z) = -81/22*z^3 + 245/88*z + 1
*
0 | 0.17207530230420789994904772979159416761 | 0.028917096058706862478632511276253319028
f(z) = -96/25*z^3 + 259/100*z + 1
*
-3/5 | 0.17163315858496234756995269664095327311 | 0.027847540494379341635473557346238278363
f(z) = -95/21*z^3 + 241/105*z + 1
*
0 | 0.13296450235774174424240497016928316141 | 0.022505523999795255612453934125561786393
f(z) = -92/25*z^3 + 243/100*z + 1
*
[ 8/9 ] 
f(z) = -81/26*z^3 + 243/104*z + 1
*
-3/5 | 0.16918900711943494157505192714510200160 | 0.027450976057345002455664886239911878019
f(z) = -95/24*z^3 + 251/120*z + 1
*
0 | 0.095496388936304293789354368260877304631 | 0.015494322774781885327909890068169990355
f(z) = -95/24*z^3 + 259/120*z + 1
*
[ 10/13 ] 
f(z) = -91/25*z^3 + 241/130*z + 1
*
[ 3/4 ] 
f(z) = -88/23*z^3 + 251/138*z + 1
*
0 | 0.16346121524428214385406730724308253657 | 0.027009055994020099663146483293449477687
f(z) = -85/26*z^3 + 243/130*z + 1
*
[ 5/6 ] 
f(z) = -99/35*z^3 + 247/140*z + 1
*
7/8 | 0.18644732740901510427719472290613649566 | 0.029333569750862610478557151462651238236
f(z) = -96/25*z^3 + 241/150*z + 1
*
0 | 0.14475269392093095478938966931115555111 | 0.023486175625196471023225314721334337661
f(z) = -95/28*z^3 + 251/140*z + 1
*
0 | 0.16025442909211949188571651303629785633 | 0.027124607215109021681159409188019465928
f(z) = -92/39*z^3 + 251/156*z + 1
*
[ 3/4 ] 
f(z) = -88/25*z^3 + 247/150*z + 1
*
0 | 0.11706546442034583859089833475624386657 | 0.019342984075885786516115947636474221760
f(z) = -85/28*z^3 + 257/140*z + 1
*
-5/6 | 0.10424060201011437349279102113774263116 | 0.018032386616936209754162158464276747554
f(z) = -81/35*z^3 + 253/140*z + 1
*
0 | 0.17502515051383893846531571936686401953 | 0.028397892380779192328630983610665807959
f(z) = -95/32*z^3 + 251/160*z + 1
*
[ 2/3 ] 
f(z) = -89/22*z^3 + 257/198*z + 1
*
[ 2/3 ] 
f(z) = -85/22*z^3 + 241/198*z + 1
*
[ 20/27 ] 
f(z) = -81/25*z^3 + 257/180*z + 1
*
[ 7/10 ] 
f(z) = -100/29*z^3 + 256/203*z + 1
*
[ 7/10 ] 
f(z) = -100/31*z^3 + 250/217*z + 1
*
-7/12 | 0.13341935110473344998042660818119461397 | 0.020990731785390523675397545276943722760
f(z) = -96/35*z^3 + 241/210*z + 1
*
[ 5/7 ] 
f(z) = -91/30*z^3 + 241/210*z + 1
*
0 | 0.12450654240447406288459248316743383506 | 0.020086629009985819307301605146344183483
f(z) = -82/35*z^3 + 247/210*z + 1
*
0 | 0.15643816991572119316125904111015329571 | 0.025288214385677260038266137660128145596
f(z) = -81/35*z^3 + 241/210*z + 1
*
[ 7/10 ] 
f(z) = -100/33*z^3 + 244/231*z + 1
*
0 | 0.16573671801728489006502627172961015179 | 0.025668674408146935113406158735597299474
f(z) = -91/33*z^3 + 241/231*z + 1
*
0 | 0.18961950451688831086890122666176578910 | 0.029367549816996727800107342101706467854
f(z) = -91/36*z^3 + 241/252*z + 1
*
[ 2/3 ] 
f(z) = -97/30*z^3 + 253/270*z + 1
*
[ 12/5 ] 
f(z) = -100/27*z^3 + 263/12*z + 1
*
[ -6 ] 
f(z) = -100/27*z^3 + 269/2*z + 1
*
[ 15/7 ] 
f(z) = -98/25*z^3 + 278/15*z + 1
*
[ 6 ] 
f(z) = -98/27*z^3 + 263/2*z + 1
*
[ -15/7 ] 
f(z) = -98/27*z^3 + 272/15*z + 1
*
[ -6 ] 
f(z) = -97/27*z^3 + 261/2*z + 1
*
[ 3 ] 
f(z) = -89/36*z^3 + 275/12*z + 1
*
[ 3 ] 
f(z) = -85/36*z^3 + 263/12*z + 1
*
[ -3 ] 
f(z) = -85/36*z^3 + 271/12*z + 1
*
[ -3 ] 
f(z) = -83/36*z^3 + 265/12*z + 1
*
[ -3/2 ] 
f(z) = -100/21*z^3 + 260/21*z + 1
*
-11/7 | 0.12994631256096802062024305269664107665 | 0.023320660522046105898372309002039508478
f(z) = -98/33*z^3 + 263/33*z + 1
*
[ -3/2 ] 
f(z) = -92/33*z^3 + 262/33*z + 1
*
[ -3/2 ] 
f(z) = -92/39*z^3 + 272/39*z + 1
*
[ -3/22 ] 
f(z) = -88/27*z^3 + 277/33*z + 1
*
[ -3/2 ] 
f(z) = -88/39*z^3 + 263/39*z + 1
*
[ -1/9 ] 
f(z) = -81/26*z^3 + 261/26*z + 1
*
[ 20/9 ] 
f(z) = -81/32*z^3 + 261/20*z + 1
*
[ -20/9 ] 
f(z) = -81/32*z^3 + 279/20*z + 1
*
[ -6/25 ] 
f(z) = -100/27*z^3 + 269/50*z + 1
*
[ -5/28 ] 
f(z) = -98/25*z^3 + 269/40*z + 1
*
[ -2/7 ] 
f(z) = -98/29*z^3 + 277/58*z + 1
*
[ 6/5 ] 
f(z) = -97/27*z^3 + 267/50*z + 1
*
[ -6/19 ] 
f(z) = -95/24*z^3 + 260/57*z + 1
*
-2/5 | 0.16007825959105968027505454256627352165 | 0.022811274593906643359353594814507891336
f(z) = -95/32*z^3 + 279/40*z + 1
*
[ -2/7 ] 
f(z) = -91/32*z^3 + 265/56*z + 1
*
[ -1/4 ] 
f(z) = -88/25*z^3 + 261/50*z + 1
*
[ 3/2 ] 
f(z) = -85/36*z^3 + 271/48*z + 1
*
[ 3/2 ] 
f(z) = -83/36*z^3 + 265/48*z + 1
*
[ -5/4 ] 
f(z) = -82/25*z^3 + 277/40*z + 1
*
[ -2/9 ] 
f(z) = -81/23*z^3 + 261/46*z + 1
*
[ -2/5 ] 
f(z) = -100/33*z^3 + 263/66*z + 1
*
0 | 0.15853056801695578822358386448208138613 | 0.027842997203288214293166527740430439528
f(z) = -99/20*z^3 + 277/60*z + 1
*
-2/9 | 0.19694235443340129747628236940834112096 | 0.028302624852847259575345254843664875425
f(z) = -99/32*z^3 + 263/72*z + 1
*
[ -2/3 ] 
f(z) = -99/35*z^3 + 263/70*z + 1
*
[ -2/3 ] 
f(z) = -99/37*z^3 + 273/74*z + 1
*
[ -11/14 ] 
f(z) = -98/33*z^3 + 271/66*z + 1
*
[ -1/2 ] 
f(z) = -98/37*z^3 + 271/74*z + 1
*
[ -3/8 ] 
f(z) = -97/27*z^3 + 267/64*z + 1
*
[ -2/3 ] 
f(z) = -97/32*z^3 + 277/72*z + 1
*
[ -2/3 ] 
f(z) = -95/32*z^3 + 275/72*z + 1
*
[ -1/2 ] 
f(z) = -94/37*z^3 + 269/74*z + 1
*
[ -1/3 ] 
f(z) = -93/20*z^3 + 271/60*z + 1
*
-1/3 | 0.15600815039734695449391082175877364509 | 0.027704188093399587704550601566523117608
f(z) = -93/26*z^3 + 265/78*z + 1
*
-2/7 | 0.16031520562492396659673900541711520230 | 0.024829011127347970493100192429457260143
f(z) = -91/20*z^3 + 271/70*z + 1
*
[ -5/13 ] 
f(z) = -91/25*z^3 + 269/65*z + 1
*
[ -3/8 ] 
f(z) = -91/27*z^3 + 265/64*z + 1
*
[ -2/3 ] 
f(z) = -91/32*z^3 + 271/72*z + 1
*
[ -2/3 ] 
f(z) = -90/37*z^3 + 265/74*z + 1
*
[ -1/2 ] 
f(z) = -90/37*z^3 + 267/74*z + 1
*
[ -2/3 ] 
f(z) = -89/32*z^3 + 269/72*z + 1
*
[ -1/3 ] 
f(z) = -87/20*z^3 + 269/60*z + 1
*
[ -5/6 ] 
f(z) = -87/25*z^3 + 277/60*z + 1
*
-1/3 | 0.14684250283388747843803821123179551217 | 0.026352915225585936259910708800806226814
f(z) = -87/26*z^3 + 263/78*z + 1
*
[ -1/2 ] 
f(z) = -86/37*z^3 + 265/74*z + 1
*
[ -1/2 ] 
f(z) = -86/39*z^3 + 277/78*z + 1
*
[ -4/5 ] 
f(z) = -85/24*z^3 + 271/60*z + 1
*
[ -3/8 ] 
f(z) = -85/27*z^3 + 263/64*z + 1
*
[ -12/17 ] 
f(z) = -85/27*z^3 + 271/68*z + 1
*
[ -3/10 ] 
f(z) = -85/27*z^3 + 277/60*z + 1
*
[ -2/5 ] 
f(z) = -85/28*z^3 + 279/70*z + 1
*
[ -2/3 ] 
f(z) = -85/32*z^3 + 265/72*z + 1
*
[ -2/3 ] 
f(z) = -83/32*z^3 + 263/72*z + 1
*
[ -1/2 ] 
f(z) = -82/37*z^3 + 263/74*z + 1
*
[ -1/2 ] 
f(z) = -82/39*z^3 + 275/78*z + 1
*
-10/27 | 0.099003916892310114613711201282028739228 | 0.014122612341116726079934558659924387340
f(z) = -81/32*z^3 + 277/72*z + 1
*
[ -4/9 ] 
f(z) = -81/38*z^3 + 279/76*z + 1
*
-1/4 | 0.17347737867040700349222941361942750540 | 0.028954085817655841964480792310795982305
f(z) = -100/21*z^3 + 277/84*z + 1
*
-1/2 | 0.15953635903381783241982004174635139508 | 0.026763331006158818508700529047602835849
f(z) = -97/21*z^3 + 265/84*z + 1
*
-1/2 | 0.16144409816401119615726066269808124550 | 0.027178357541472282882161974654068228426
f(z) = -95/21*z^3 + 263/84*z + 1
*
0 | 0.12888061068873375412321531399187422749 | 0.021814285960020259712534704490117166928
f(z) = -92/21*z^3 + 263/84*z + 1
*
-1/4 | 0.16774728651645160408096007676716368903 | 0.028392845576477446247329424441143816536
f(z) = -92/21*z^3 + 275/84*z + 1
*
0 | 0.061369728572325557439195859758967446830 | 0.010954735259022704372327230930761457728
f(z) = -81/28*z^3 + 271/84*z + 1
*
0 | 0.16532784561437597363097879705192742762 | 0.029434677457847569217241409625337625665
f(z) = -81/32*z^3 + 275/96*z + 1
*
0 | 0.15633011615540568518726246615361747206 | 0.026092137394164272662221916088310930770
f(z) = -100/27*z^3 + 265/108*z + 1
*
-7/12 | 0.11384712055507821940385012109971441963 | 0.020103816891257059827212189075883524601
f(z) = -96/35*z^3 + 278/105*z + 1
*
-2/3 | 0.15886163759335174394285202828715142878 | 0.028210915118871510954008517799857822210
f(z) = -93/34*z^3 + 277/102*z + 1
*
-2/3 | 0.16173555948980021656591587601995657021 | 0.028908651137837696810900172092075083035
f(z) = -87/34*z^3 + 269/102*z + 1
*
0 | 0.077570062955330172757715609745934972394 | 0.012817072053998834216566901085084395886
f(z) = -85/21*z^3 + 278/105*z + 1
*
0 | 0.15383664416143848136958351486607061536 | 0.026445539707102926541961863385771863842
f(z) = -84/25*z^3 + 261/100*z + 1
*
0 | 0.14308549399801029827700674378725186665 | 0.025425573454104434981688903259409337203
f(z) = -81/35*z^3 + 278/105*z + 1
*
-1/24 | 0.18676315715253307223432952138357368056 | 0.029383258925492385345495480550868405825
f(z) = -96/23*z^3 + 277/138*z + 1
*
[ 4/5 ] 
f(z) = -95/28*z^3 + 269/140*z + 1
*
0 | 0.16448042152207876057898015022928072725 | 0.026687006384033193448352646736160443824
f(z) = -95/28*z^3 + 279/140*z + 1
*
0 | 0.14659964418998116011268153216483442606 | 0.024813403217967724621070440672378561419
f(z) = -92/35*z^3 + 263/140*z + 1
*
[ 5/7 ] 
f(z) = -91/20*z^3 + 269/140*z + 1
*
[ 7/10 ] 
f(z) = -100/23*z^3 + 274/161*z + 1
*
[ 7/10 ] 
f(z) = -100/27*z^3 + 262/189*z + 1
*
[ 2/3 ] 
f(z) = -91/22*z^3 + 265/198*z + 1
*
5/6 | 0.22643813165264012264127097320964023459 | 0.028382932722891190889857360555906200407
f(z) = -81/25*z^3 + 269/180*z + 1
*
0 | 0.15447724204036485717152088379613162800 | 0.023924849465096170484759901603898186440
f(z) = -91/30*z^3 + 277/210*z + 1
*
0 | 0.12300110001929260129496618523311689031 | 0.019656061670241513292782357728909337796
f(z) = -87/35*z^3 + 277/210*z + 1
*
[ 12/17 ] 
f(z) = -85/24*z^3 + 275/204*z + 1
*
[ 2/3 ] 
f(z) = -97/26*z^3 + 271/234*z + 1
*
[ 2/3 ] 
f(z) = -95/26*z^3 + 263/234*z + 1
*
0 | 0.15491698142056749059062144455937792522 | 0.023992954632797660393098685646273660649
f(z) = -91/33*z^3 + 274/231*z + 1
*
[ 7/11 ] 
f(z) = -88/21*z^3 + 260/231*z + 1
*
[ 7/9 ] 
f(z) = -81/32*z^3 + 279/224*z + 1
*
[ 7/9 ] 
f(z) = -81/34*z^3 + 275/238*z + 1
*
0 | 0.19010946712865401863356301931866728483 | 0.029443433368354777598461246697143999207
f(z) = -91/36*z^3 + 277/252*z + 1
*
[ 7/9 ] 
f(z) = -81/37*z^3 + 269/259*z + 1
*
[ 7/9 ] 
f(z) = -81/38*z^3 + 267/266*z + 1
*
[ -15/7 ] 
f(z) = -98/25*z^3 + 292/15*z + 1
*
[ 3 ] 
f(z) = -97/36*z^3 + 299/12*z + 1
*
[ 3 ] 
f(z) = -95/36*z^3 + 293/12*z + 1
*
[ 3 ] 
f(z) = -91/36*z^3 + 281/12*z + 1
*
[ -3 ] 
f(z) = -91/36*z^3 + 289/12*z + 1
*
[ -3 ] 
f(z) = -89/36*z^3 + 283/12*z + 1
*
[ -1/10 ] 
f(z) = -100/27*z^3 + 298/27*z + 1
*
[ -3/2 ] 
f(z) = -100/33*z^3 + 280/33*z + 1
*
[ -3/2 ] 
f(z) = -100/39*z^3 + 290/39*z + 1
*
[ 5/3 ] 
f(z) = -99/20*z^3 + 283/20*z + 1
*
[ 5/3 ] 
f(z) = -99/35*z^3 + 289/35*z + 1
*
[ -11/7 ] 
f(z) = -98/33*z^3 + 296/33*z + 1
*
[ -1/7 ] 
f(z) = -98/37*z^3 + 298/37*z + 1
*
[ -2/13 ] 
f(z) = -91/24*z^3 + 296/39*z + 1
*
[ 12/7 ] 
f(z) = -91/27*z^3 + 289/28*z + 1
*
[ -1/9 ] 
f(z) = -81/28*z^3 + 281/28*z + 1
*
[ -1/9 ] 
f(z) = -81/29*z^3 + 291/29*z + 1
*
[ -4/27 ] 
f(z) = -81/32*z^3 + 281/36*z + 1
*
[ -5/3 ] 
f(z) = -81/35*z^3 + 281/35*z + 1
*
[ 6/5 ] 
f(z) = -100/21*z^3 + 295/42*z + 1
*
[ -3/14 ] 
f(z) = -100/27*z^3 + 286/49*z + 1
*
-8/5 | 0.18574693111097637478726549369169473589 | 0.026336917313806793233606089383510731696
f(z) = -95/32*z^3 + 289/40*z + 1
*
[ 3/2 ] 
f(z) = -91/36*z^3 + 289/48*z + 1
*
[ 3/2 ] 
f(z) = -89/36*z^3 + 283/48*z + 1
*
[ -1/4 ] 
f(z) = -88/27*z^3 + 281/54*z + 1
*
[ -3/14 ] 
f(z) = -88/27*z^3 + 285/49*z + 1
*
[ -5/4 ] 
f(z) = -86/25*z^3 + 287/40*z + 1
*
[ 8/5 ] 
f(z) = -85/32*z^3 + 287/40*z + 1
*
[ 4/3 ] 
f(z) = -81/22*z^3 + 299/44*z + 1
*
[ -2/9 ] 
f(z) = -81/25*z^3 + 283/50*z + 1
*
40/27 | 0.20674092874000144257109814700101634165 | 0.028482941509879039423092008990639797309
f(z) = -81/25*z^3 + 284/45*z + 1
*
[ -5/27 ] 
f(z) = -81/25*z^3 + 293/45*z + 1
*
-10/27 | 0.18415728713052315415857006639153306259 | 0.025192923782367500741041142515342233334
f(z) = -81/25*z^3 + 299/45*z + 1
*
[ -3/5 ] 
f(z) = -100/23*z^3 + 292/69*z + 1
*
[ 6/5 ] 
f(z) = -100/33*z^3 + 299/66*z + 1
*
[ -2/5 ] 
f(z) = -100/37*z^3 + 291/74*z + 1
*
[ -3/7 ] 
f(z) = -98/23*z^3 + 284/69*z + 1
*
[ -3/5 ] 
f(z) = -98/27*z^3 + 298/75*z + 1
*
[ -2/7 ] 
f(z) = -98/31*z^3 + 295/62*z + 1
*
[ -6/7 ] 
f(z) = -98/33*z^3 + 287/66*z + 1
*
-5/14 | 0.13368866115213956045219029942863136192 | 0.023593115822464327534129717179291878487
f(z) = -98/33*z^3 + 289/66*z + 1
*
-4/7 | 0.13326406639332706903324430873598868474 | 0.023433206237611837645759898220332472813
f(z) = -98/33*z^3 + 295/66*z + 1
*
[ -1/2 ] 
f(z) = -98/39*z^3 + 283/78*z + 1
*
[ -7/8 ] 
f(z) = -96/35*z^3 + 297/70*z + 1
*
[ -4/5 ] 
f(z) = -95/24*z^3 + 287/60*z + 1
*
[ -2/5 ] 
f(z) = -95/28*z^3 + 283/70*z + 1
*
[ -1/2 ] 
f(z) = -94/39*z^3 + 281/78*z + 1
*
[ -2/3 ] 
f(z) = -93/22*z^3 + 289/66*z + 1
*
[ -1/3 ] 
f(z) = -93/22*z^3 + 295/66*z + 1
*
[ -5/6 ] 
f(z) = -93/25*z^3 + 287/60*z + 1
*
[ -3/5 ] 
f(z) = -92/27*z^3 + 292/75*z + 1
*
[ -6/13 ] 
f(z) = -91/36*z^3 + 289/78*z + 1
*
[ -3/5 ] 
f(z) = -89/27*z^3 + 289/75*z + 1
*
[ 5/4 ] 
f(z) = -88/35*z^3 + 289/70*z + 1
*
[ -3/4 ] 
f(z) = -88/39*z^3 + 281/78*z + 1
*
[ -2/3 ] 
f(z) = -87/22*z^3 + 281/66*z + 1
*
[ -1/3 ] 
f(z) = -87/22*z^3 + 293/66*z + 1
*
[ -3/5 ] 
f(z) = -86/27*z^3 + 286/75*z + 1
*
[ -3/5 ] 
f(z) = -83/27*z^3 + 283/75*z + 1
*
0 | 0.12529283266431145541816817525812929045 | 0.022193607509906171391123934243455956520
f(z) = -81/20*z^3 + 283/60*z + 1
*
-7/20 | 0.11622839129247627436134293195927548642 | 0.019398995083527368542890855695655259623
f(z) = -100/21*z^3 + 289/84*z + 1
*
0 | 0.17372629574604436919045098391772329193 | 0.028995631098226268672253229278928753014
f(z) = -100/21*z^3 + 295/84*z + 1
*
-1/2 | 0.16833657522061990648779029743189683523 | 0.028239628322704794707434418999337202161
f(z) = -97/24*z^3 + 289/96*z + 1
*
-1/2 | 0.16760630075669407766174833998148407227 | 0.028215735477312224523359545831043829889
f(z) = -95/24*z^3 + 287/96*z + 1
*
-1/3 | 0.13056740090167356349551642623789114811 | 0.023127912328106488273033624853525830109
f(z) = -93/28*z^3 + 283/84*z + 1
*
-1/3 | 0.12577674001357304259400012915503613885 | 0.022307348045637470992694088407651366520
f(z) = -87/28*z^3 + 281/84*z + 1
*
0 | 0.11293923501994276003778676920414344577 | 0.019931297312445144480337317903644904180
f(z) = -87/28*z^3 + 289/84*z + 1
*
0 | 0.16373199547776308319954274599970066096 | 0.028825179576029872552935971725744999013
f(z) = -87/32*z^3 + 293/96*z + 1
*
-2/3 | 0.16697078527605189177026831113955659250 | 0.029360209041509817062314952126108534006
f(z) = -93/38*z^3 + 295/114*z + 1
*
0 | 0.13017443071371434659687889035096836177 | 0.022876310672218746769573330024879075446
f(z) = -87/35*z^3 + 296/105*z + 1
*
-2/3 | 0.16492760501473371627142179387345211101 | 0.029141818761347052945277773306186408597
f(z) = -87/38*z^3 + 287/114*z + 1
*
0 | 0.16727890275148363848033975593493756257 | 0.029344892304930633747916558190879664510
f(z) = -87/38*z^3 + 299/114*z + 1
*
0 | 0.11321646158001964801777691000472761055 | 0.018369410808921469690171385659757381494
f(z) = -95/24*z^3 + 283/120*z + 1
*
0 | 0.15470928287079254596088816206074012536 | 0.025101635692779549760497301774606591652
f(z) = -95/27*z^3 + 286/135*z + 1
*
0 | 0.13222687462615620185992010745336732419 | 0.021848137219309293580823635786522269924
f(z) = -85/24*z^3 + 281/120*z + 1
*
[ 17/18 ] 
f(z) = -81/34*z^3 + 281/136*z + 1
*
-1/5 | 0.14294717268191292138279204121090450354 | 0.023858469253717280899248584791317866985
f(z) = -100/39*z^3 + 289/156*z + 1
*
-4/5 | 0.17775235016705084113749439344629822221 | 0.029667596089315101335957256878209138888
f(z) = -100/39*z^3 + 295/156*z + 1
*
-8/19 | 0.15118604755536978009716699382920533746 | 0.020162667212351697247940712795079368166
f(z) = -95/32*z^3 + 289/152*z + 1
*
[ 7/9 ] 
f(z) = -81/22*z^3 + 299/154*z + 1
*
0 | 0.16477667599377926537089145684213862398 | 0.027226412465939185164662683308008830240
f(z) = -85/32*z^3 + 297/160*z + 1
*
[ 7/9 ] 
f(z) = -81/23*z^3 + 297/161*z + 1
*
[ 7/9 ] 
f(z) = -81/25*z^3 + 293/175*z + 1
*
[ 2/3 ] 
f(z) = -97/22*z^3 + 289/198*z + 1
*
[ 2/3 ] 
f(z) = -95/22*z^3 + 281/198*z + 1
*
-8/27 | 0.095026922935163603361314499920072091012 | 0.014416205473538565867138853800400509903
f(z) = -81/20*z^3 + 289/180*z + 1
*
[ 7/9 ] 
f(z) = -81/26*z^3 + 291/182*z + 1
*
1/8 | 0.15628424949688252189646176738281666959 | 0.024588043160957396066096784103009115682
f(z) = -96/35*z^3 + 289/210*z + 1
*
0 | 0.16837676580366199254692131604806176449 | 0.026858219779026652202438494910036429470
f(z) = -88/35*z^3 + 283/210*z + 1
*
[ 7/9 ] 
f(z) = -81/29*z^3 + 285/203*z + 1
*
[ 7/9 ] 
f(z) = -81/31*z^3 + 281/217*z + 1
*
0 | 0.14727804140955417233909341418006962925 | 0.022809864570970699108567434188816751365
f(z) = -91/32*z^3 + 285/224*z + 1
*
0 | 0.14792798110772025287146094568795509593 | 0.022441641853326782619737135301348903453
f(z) = -81/28*z^3 + 281/252*z + 1
*
[ 3/4 ] 
f(z) = -86/33*z^3 + 299/264*z + 1
*
[ 3/4 ] 
f(z) = -82/33*z^3 + 281/264*z + 1
*
-1/16 | 0.16928570353972514744367215309260532438 | 0.025480292173473337930127843657537096172
f(z) = -96/35*z^3 + 283/280*z + 1
*
0 | 0.19761241468638834156325255005167369726 | 0.029979095252666667954631782360190663217
f(z) = -81/32*z^3 + 281/288*z + 1
*
[ 7/10 ] 
f(z) = -100/49*z^3 + 4/7*z + 1
*
[ 2/3 ] 
f(z) = -99/40*z^3 + 3/5*z + 1
*
[ -2/3 ] 
f(z) = -99/40*z^3 + 18/5*z + 1
*
[ 2/3 ] 
f(z) = -99/56*z^3 + 2/7*z + 1
*
[ 7/8 ] 
f(z) = -96/49*z^3 + 19/14*z + 1
*
[ 2/3 ] 
f(z) = -93/40*z^3 + 8/15*z + 1
*
[ 6/7 ] 
f(z) = -91/54*z^3 + 15/14*z + 1
*
[ 2/3 ] 
f(z) = -87/40*z^3 + 7/15*z + 1
*
[ 2/3 ] 
f(z) = -81/40*z^3 + 2/5*z + 1
*
2/9 | 0.067711586467917131831513620946684593952 | 0.015408435525058279572372837472644761137
f(z) = -81/40*z^3 + 3/5*z + 1
*
[ 10/9 ] 
f(z) = -81/40*z^3 + 13/5*z + 1
*
[ -2/3 ] 
f(z) = -81/40*z^3 + 17/5*z + 1
*
-10/9 | 0.063587356546551716073508587746934195655 | 0.012794717369358053812507101185922301999
f(z) = -81/40*z^3 + 18/5*z + 1
*
[ 7/9 ] 
f(z) = -81/49*z^3 + 5/7*z + 1
*
[ 2/3 ] 
f(z) = -81/56*z^3 + 1/7*z + 1
*
[ 2/3 ] 
f(z) = -99/52*z^3 + 9/26*z + 1
*
3/7 | 0.12591984981163939349944813912877504302 | 0.023856975064273598932863212566173009279
f(z) = -98/45*z^3 + 17/30*z + 1
*
[ 2/3 ] 
f(z) = -93/56*z^3 + 5/21*z + 1
*
[ 3/4 ] 
f(z) = -89/54*z^3 + 19/32*z + 1
*
[ 2/3 ] 
f(z) = -87/56*z^3 + 4/21*z + 1
*
[ 3/4 ] 
f(z) = -83/54*z^3 + 17/32*z + 1
*
[ 2/3 ] 
f(z) = -81/44*z^3 + 7/22*z + 1
*
[ 2/3 ] 
f(z) = -81/52*z^3 + 5/26*z + 1
*
[ 2/3 ] 
f(z) = -99/50*z^3 + 19/50*z + 1
*
[ 2/3 ] 
f(z) = -99/58*z^3 + 15/58*z + 1
*
[ 2/3 ] 
f(z) = -83/40*z^3 + 19/45*z + 1
*
[ 2/3 ] 
f(z) = -81/46*z^3 + 13/46*z + 1
*
[ 2/3 ] 
f(z) = -81/50*z^3 + 11/50*z + 1
*
[ 2/3 ] 
f(z) = -81/58*z^3 + 7/58*z + 1
*
[ 2/3 ] 
f(z) = -97/56*z^3 + 17/63*z + 1
*
[ 2/3 ] 
f(z) = -95/56*z^3 + 16/63*z + 1
*
[ 2/3 ] 
f(z) = -89/56*z^3 + 13/63*z + 1
*
[ 2/3 ] 
f(z) = -87/52*z^3 + 19/78*z + 1
*
[ 2/3 ] 
f(z) = -85/56*z^3 + 11/63*z + 1
*
[ 2/3 ] 
f(z) = -83/56*z^3 + 10/63*z + 1
*
[ 2/3 ] 
f(z) = -81/53*z^3 + 19/106*z + 1
*
[ 2/3 ] 
f(z) = -81/55*z^3 + 17/110*z + 1
*
[ 2/3 ] 
f(z) = -81/59*z^3 + 13/118*z + 1
*
[ -7/10 ] 
f(z) = -100/49*z^3 + 24/7*z + 1
*
[ 7/5 ] 
f(z) = -100/49*z^3 + 30/7*z + 1
*
[ -2/3 ] 
f(z) = -99/56*z^3 + 23/7*z + 1
*
[ -3 ] 
f(z) = -97/54*z^3 + 35/2*z + 1
*
[ 3/2 ] 
f(z) = -97/54*z^3 + 35/8*z + 1
*
[ 6/5 ] 
f(z) = -95/54*z^3 + 27/10*z + 1
*
[ 3 ] 
f(z) = -95/54*z^3 + 33/2*z + 1
*
[ -3/5 ] 
f(z) = -95/54*z^3 + 33/10*z + 1
*
-2/3 | 0.12632162767051727165209850001621168502 | 0.022095682279000649901760923790894481659
f(z) = -93/40*z^3 + 38/15*z + 1
*
[ -3 ] 
f(z) = -91/54*z^3 + 33/2*z + 1
*
[ 3/2 ] 
f(z) = -91/54*z^3 + 33/8*z + 1
*
[ 7/6 ] 
f(z) = -90/49*z^3 + 37/14*z + 1
*
[ 3 ] 
f(z) = -89/54*z^3 + 31/2*z + 1
*
-2/3 | 0.11894948191327520173169992862484432186 | 0.020903685060332419865074102696338957404
f(z) = -87/40*z^3 + 37/15*z + 1
*
[ -3 ] 
f(z) = -85/54*z^3 + 31/2*z + 1
*
[ 3/2 ] 
f(z) = -85/54*z^3 + 31/8*z + 1
*
-2 | 0.096457316750411636673821263101680724211 | 0.016795623055748771980822045239284932749
f(z) = -85/56*z^3 + 39/7*z + 1
*
-2 | 0.095983069036792101677457787914493553158 | 0.016713044708129845388538568316723800245
f(z) = -83/40*z^3 + 39/5*z + 1
*
[ 3 ] 
f(z) = -83/54*z^3 + 29/2*z + 1
*
-2 | 0.096014486903958559640767399052681382548 | 0.016794476416537530945090855297285984063
f(z) = -83/56*z^3 + 38/7*z + 1
*
[ -10/9 ] 
f(z) = -81/40*z^3 + 22/5*z + 1
*
-10/9 | 0.14692240676244721752485581697351004826 | 0.028173387667925978938369160887930647100
f(z) = -81/40*z^3 + 23/5*z + 1
*
[ -2/9 ] 
f(z) = -81/40*z^3 + 28/5*z + 1
*
-2 | 0.095536665279609924948848648724436197254 | 0.016710897737317364749335657727811955256
f(z) = -81/40*z^3 + 38/5*z + 1
*
[ -7/9 ] 
f(z) = -81/49*z^3 + 23/7*z + 1
*
[ 10/9 ] 
f(z) = -81/50*z^3 + 21/10*z + 1
*
[ -5/9 ] 
f(z) = -81/50*z^3 + 33/10*z + 1
*
[ -10/9 ] 
f(z) = -81/50*z^3 + 39/10*z + 1
*
[ -2/3 ] 
f(z) = -81/56*z^3 + 22/7*z + 1
*
[ 14/9 ] 
f(z) = -81/56*z^3 + 27/7*z + 1
*
[ -14/9 ] 
f(z) = -81/56*z^3 + 36/7*z + 1
*
-2 | 0.095559907105798831914843669201031111900 | 0.016793298889612956464588248258160510541
f(z) = -81/56*z^3 + 37/7*z + 1
*
[ -2/9 ] 
f(z) = -81/56*z^3 + 39/7*z + 1
*
[ 3/4 ] 
f(z) = -95/54*z^3 + 21/32*z + 1
*
-2/3 | 0.16257001110058047694782393549957665096 | 0.028869454284313676654952874808662799013
f(z) = -93/56*z^3 + 26/21*z + 1
*
[ 3/4 ] 
f(z) = -88/45*z^3 + 23/30*z + 1
*
-2/3 | 0.15417228145847214613707810507062064593 | 0.027706301742660049004646796204398414071
f(z) = -87/56*z^3 + 25/21*z + 1
*
-4/9 | 0.12967367751251450283420696955665963640 | 0.029508516983212279101475363822810559549
f(z) = -81/40*z^3 + 33/20*z + 1
*
[ 2/3 ] 
f(z) = -99/46*z^3 + 21/46*z + 1
*
[ 5/7 ] 
f(z) = -98/45*z^3 + 32/45*z + 1
*
[ 5/7 ] 
f(z) = -98/55*z^3 + 28/55*z + 1
*
[ 2/3 ] 
f(z) = -97/40*z^3 + 26/45*z + 1
*
[ 2/3 ] 
f(z) = -91/40*z^3 + 23/45*z + 1
*
[ 2/3 ] 
f(z) = -89/40*z^3 + 22/45*z + 1
*
[ 5/6 ] 
f(z) = -81/50*z^3 + 37/40*z + 1
*
[ 7/9 ] 
f(z) = -81/56*z^3 + 33/56*z + 1
*
[ 2/3 ] 
f(z) = -93/44*z^3 + 29/66*z + 1
*
[ 2/3 ] 
f(z) = -93/52*z^3 + 23/78*z + 1
*
[ 5/7 ] 
f(z) = -91/50*z^3 + 37/70*z + 1
*
[ 7/10 ] 
f(z) = -90/49*z^3 + 33/70*z + 1
*
[ 2/3 ] 
f(z) = -87/44*z^3 + 25/66*z + 1
*
[ 12/17 ] 
f(z) = -85/54*z^3 + 25/68*z + 1
*
[ 2/3 ] 
f(z) = -99/49*z^3 + 39/98*z + 1
*
[ 2/3 ] 
f(z) = -90/41*z^3 + 39/82*z + 1
*
[ 2/3 ] 
f(z) = -90/43*z^3 + 37/86*z + 1
*
[ 2/3 ] 
f(z) = -90/47*z^3 + 33/94*z + 1
*
[ 2/3 ] 
f(z) = -90/49*z^3 + 31/98*z + 1
*
[ 2/3 ] 
f(z) = -81/41*z^3 + 31/82*z + 1
*
[ 2/3 ] 
f(z) = -81/43*z^3 + 29/86*z + 1
*
[ 2/3 ] 
f(z) = -81/47*z^3 + 25/94*z + 1
*
[ 2/3 ] 
f(z) = -81/49*z^3 + 23/98*z + 1
*
[ 2/3 ] 
f(z) = -99/53*z^3 + 35/106*z + 1
*
[ 2/3 ] 
f(z) = -99/59*z^3 + 29/118*z + 1
*
[ 2/3 ] 
f(z) = -91/48*z^3 + 37/108*z + 1
*
[ 2/3 ] 
f(z) = -90/53*z^3 + 27/106*z + 1
*
[ 2/3 ] 
f(z) = -90/59*z^3 + 21/118*z + 1
*
[ 2/3 ] 
f(z) = -89/48*z^3 + 35/108*z + 1
*
[ 2/3 ] 
f(z) = -85/48*z^3 + 31/108*z + 1
*
[ 2/3 ] 
f(z) = -83/48*z^3 + 29/108*z + 1
*
0 | 0.15606160547926330297091269059042376947 | 0.028410679015517447593664459761217303271
f(z) = -81/52*z^3 + 35/156*z + 1
*
[ 2/3 ] 
f(z) = -93/58*z^3 + 37/174*z + 1
*
[ -7/5 ] 
f(z) = -100/49*z^3 + 40/7*z + 1
*
-2 | 0.099202231051268485807866036410514651334 | 0.016730034518809077816743824479947549231
f(z) = -99/40*z^3 + 47/5*z + 1
*
[ 2 ] 
f(z) = -99/40*z^3 + 52/5*z + 1
*
[ -2 ] 
f(z) = -99/40*z^3 + 57/5*z + 1
*
[ 5/3 ] 
f(z) = -99/50*z^3 + 59/10*z + 1
*
-2 | 0.099275484499632738902090050259996713056 | 0.016803332915025191251177535181843832805
f(z) = -99/56*z^3 + 46/7*z + 1
*
[ 2 ] 
f(z) = -99/56*z^3 + 53/7*z + 1
*
-3/7 | 0.14001858615103886695160656309583063169 | 0.029096679555661527524966529130881678498
f(z) = -98/45*z^3 + 41/15*z + 1
*
[ -3/7 ] 
f(z) = -98/45*z^3 + 56/15*z + 1
*
-2 | 0.098830011574221624334218394806743758203 | 0.016727932327377181988144290799821127594
f(z) = -97/40*z^3 + 46/5*z + 1
*
[ 2 ] 
f(z) = -97/40*z^3 + 51/5*z + 1
*
[ -2 ] 
f(z) = -97/40*z^3 + 56/5*z + 1
*
-2 | 0.098899717926194876536862968887761042487 | 0.016802237506806181318009227332597048138
f(z) = -97/56*z^3 + 45/7*z + 1
*
[ 2 ] 
f(z) = -97/56*z^3 + 52/7*z + 1
*
[ -2 ] 
f(z) = -97/56*z^3 + 59/7*z + 1
*
[ 7/4 ] 
f(z) = -96/49*z^3 + 45/7*z + 1
*
[ -7/8 ] 
f(z) = -96/49*z^3 + 51/14*z + 1
*
[ -7/4 ] 
f(z) = -96/49*z^3 + 53/7*z + 1
*
[ -3/2 ] 
f(z) = -95/54*z^3 + 45/8*z + 1
*
-2 | 0.098515714431120585168116135038425070222 | 0.016801144458249775496781284772918797618
f(z) = -95/56*z^3 + 44/7*z + 1
*
[ 2 ] 
f(z) = -95/56*z^3 + 51/7*z + 1
*
[ -2 ] 
f(z) = -95/56*z^3 + 58/7*z + 1
*
-2 | 0.098061650158299311165957302061811573955 | 0.016723707071889103020373284419681231870
f(z) = -93/40*z^3 + 44/5*z + 1
*
[ 2 ] 
f(z) = -93/40*z^3 + 49/5*z + 1
*
[ -2/3 ] 
f(z) = -93/40*z^3 + 53/15*z + 1
*
[ -2 ] 
f(z) = -93/40*z^3 + 54/5*z + 1
*
-2 | 0.098123082808218654836150768023608549098 | 0.016800051871757134775774157667526750449
f(z) = -93/56*z^3 + 43/7*z + 1
*
[ 2 ] 
f(z) = -93/56*z^3 + 50/7*z + 1
*
[ -2 ] 
f(z) = -93/56*z^3 + 57/7*z + 1
*
-2 | 0.097664786259722981257128977663951794869 | 0.016721585056742536765891445706492346823
f(z) = -91/40*z^3 + 43/5*z + 1
*
[ 2 ] 
f(z) = -91/40*z^3 + 48/5*z + 1
*
[ -2 ] 
f(z) = -91/40*z^3 + 53/5*z + 1
*
[ -3/7 ] 
f(z) = -91/54*z^3 + 51/14*z + 1
*
-2 | 0.097258942463756320719357231034297583833 | 0.016719457440172335637495086265379387262
f(z) = -89/40*z^3 + 42/5*z + 1
*
[ 2 ] 
f(z) = -89/40*z^3 + 47/5*z + 1
*
[ -2 ] 
f(z) = -89/40*z^3 + 52/5*z + 1
*
[ -3/2 ] 
f(z) = -89/54*z^3 + 43/8*z + 1
*
-2 | 0.097310215643529455435493492793275494954 | 0.016797857250446262694108613082604926389
f(z) = -89/56*z^3 + 41/7*z + 1
*
[ 2 ] 
f(z) = -89/56*z^3 + 48/7*z + 1
*
[ -2 ] 
f(z) = -89/56*z^3 + 55/7*z + 1
*
-2 | 0.096843689174824161217119148272855707899 | 0.016717324646823495902316626963421466333
f(z) = -87/40*z^3 + 41/5*z + 1
*
[ 2 ] 
f(z) = -87/40*z^3 + 46/5*z + 1
*
[ -2 ] 
f(z) = -87/40*z^3 + 51/5*z + 1
*
[ -2/3 ] 
f(z) = -87/40*z^3 + 52/15*z + 1
*
-2 | 0.096889032288807400582292420109308771744 | 0.016796747677436527386437540565441554439
f(z) = -87/56*z^3 + 40/7*z + 1
*
[ 2 ] 
f(z) = -87/56*z^3 + 47/7*z + 1
*
[ -2 ] 
f(z) = -87/56*z^3 + 54/7*z + 1
*
[ -6/5 ] 
f(z) = -85/54*z^3 + 41/10*z + 1
*
[ 2 ] 
f(z) = -85/56*z^3 + 46/7*z + 1
*
[ -2 ] 
f(z) = -85/56*z^3 + 53/7*z + 1
*
[ 2 ] 
f(z) = -83/40*z^3 + 44/5*z + 1
*
[ -2 ] 
f(z) = -83/40*z^3 + 49/5*z + 1
*
[ -3/2 ] 
f(z) = -83/54*z^3 + 41/8*z + 1
*
[ 2 ] 
f(z) = -83/56*z^3 + 45/7*z + 1
*
[ -2 ] 
f(z) = -83/56*z^3 + 52/7*z + 1
*
[ 2 ] 
f(z) = -81/40*z^3 + 43/5*z + 1
*
[ -2 ] 
f(z) = -81/40*z^3 + 48/5*z + 1
*
[ 5/3 ] 
f(z) = -81/50*z^3 + 49/10*z + 1
*
[ 2 ] 
f(z) = -81/56*z^3 + 44/7*z + 1
*
[ -2 ] 
f(z) = -81/56*z^3 + 51/7*z + 1
*
[ 6/7 ] 
f(z) = -98/45*z^3 + 43/30*z + 1
*
15/14 | 0.13899110917499886881481946402824582016 | 0.026333476657602967913202957582306738710
f(z) = -98/45*z^3 + 47/30*z + 1
*
[ 7/6 ] 
f(z) = -96/49*z^3 + 59/21*z + 1
*
-3/4 | 0.14030745856444663437147226771727824027 | 0.027136233029459621938532708490628719033
f(z) = -88/45*z^3 + 43/30*z + 1
*
-4/9 | 0.13136925265017004201130266087041304905 | 0.029492368671087450494999979015408038271
f(z) = -81/56*z^3 + 43/28*z + 1
*
[ 5/6 ] 
f(z) = -99/50*z^3 + 47/40*z + 1
*
-7/8 | 0.076070123774237272423798014644396167183 | 0.011968035759468054886160987284314230840
f(z) = -96/49*z^3 + 55/42*z + 1
*
-10/27 | 0.12995635701690168143656389693771319731 | 0.019715228984384293257498801808277069956
f(z) = -81/40*z^3 + 53/45*z + 1
*
[ 8/9 ] 
f(z) = -81/40*z^3 + 59/40*z + 1
*
[ 7/9 ] 
f(z) = -99/49*z^3 + 59/63*z + 1
*
[ 3/4 ] 
f(z) = -92/45*z^3 + 49/60*z + 1
*
[ 7/9 ] 
f(z) = -90/49*z^3 + 52/63*z + 1
*
[ 4/5 ] 
f(z) = -85/48*z^3 + 53/60*z + 1
*
[ 2/3 ] 
f(z) = -99/41*z^3 + 47/82*z + 1
*
[ 2/3 ] 
f(z) = -99/43*z^3 + 45/86*z + 1
*
[ 2/3 ] 
f(z) = -99/47*z^3 + 41/94*z + 1
*
[ 3/4 ] 
f(z) = -91/54*z^3 + 59/96*z + 1
*
[ 3/4 ] 
f(z) = -85/54*z^3 + 53/96*z + 1
*
[ 2/3 ] 
f(z) = -97/48*z^3 + 43/108*z + 1
*
[ 2/3 ] 
f(z) = -95/48*z^3 + 41/108*z + 1
*
[ 2/3 ] 
f(z) = -93/46*z^3 + 55/138*z + 1
*
[ 2/3 ] 
f(z) = -87/46*z^3 + 47/138*z + 1
*
[ 2/3 ] 
f(z) = -93/50*z^3 + 49/150*z + 1
*
[ 2/3 ] 
f(z) = -87/50*z^3 + 41/150*z + 1
*
0 | 0.14249849080434836850924299630742962497 | 0.025608404745326456497616600592251570304
f(z) = -87/52*z^3 + 53/156*z + 1
*
[ 7/10 ] 
f(z) = -85/49*z^3 + 59/140*z + 1
*
9/10 | 0.15640917868445698817200234881396139933 | 0.027422009759214151320784142735775375214
f(z) = -100/57*z^3 + 53/171*z + 1
*
0 | 0.12950058450714648412362771138964506380 | 0.022996930238922867472121590432903628749
f(z) = -93/56*z^3 + 55/168*z + 1
*
[ 2/3 ] 
f(z) = -85/52*z^3 + 53/234*z + 1
*
[ 2/3 ] 
f(z) = -83/52*z^3 + 49/234*z + 1
*
[ -5/3 ] 
f(z) = -99/50*z^3 + 71/10*z + 1
*
[ -2 ] 
f(z) = -99/56*z^3 + 60/7*z + 1
*
-6/7 | 0.13200376494231991436119595793565223904 | 0.025107728224477148014672881329428864730
f(z) = -98/45*z^3 + 64/15*z + 1
*
[ 3/2 ] 
f(z) = -92/45*z^3 + 74/15*z + 1
*
[ -7/6 ] 
f(z) = -90/49*z^3 + 61/14*z + 1
*
[ 7/3 ] 
f(z) = -90/49*z^3 + 74/7*z + 1
*
[ 3/2 ] 
f(z) = -88/45*z^3 + 71/15*z + 1
*
-2 | 0.076108157551483194036066769588086919837 | 0.013222996223114980111856749971088110632
f(z) = -85/48*z^3 + 79/12*z + 1
*
-2 | 0.075668723215797505893769304729859570074 | 0.013205480895924298383502808165289326814
f(z) = -83/48*z^3 + 77/12*z + 1
*
[ 14/9 ] 
f(z) = -81/49*z^3 + 61/14*z + 1
*
[ 7/3 ] 
f(z) = -81/49*z^3 + 67/7*z + 1
*
[ -7/3 ] 
f(z) = -81/49*z^3 + 73/7*z + 1
*
[ -14/9 ] 
f(z) = -81/49*z^3 + 79/14*z + 1
*
[ -5/3 ] 
f(z) = -81/50*z^3 + 61/10*z + 1
*
20/9 | 0.16968532005861526784614781933579745759 | 0.028760724109137291699678272586481895023
f(z) = -81/50*z^3 + 73/10*z + 1
*
7/5 | 0.15843212542108926520330242660438302481 | 0.025518213435763985608366688595889971574
f(z) = -100/49*z^3 + 71/28*z + 1
*
4/3 | 0.14259839556785316075552127108493325088 | 0.029114548738258518396768170956457694549
f(z) = -99/56*z^3 + 67/28*z + 1
*
[ 15/14 ] 
f(z) = -98/45*z^3 + 77/30*z + 1
*
[ -7/12 ] 
f(z) = -96/49*z^3 + 71/21*z + 1
*
[ -2/3 ] 
f(z) = -93/56*z^3 + 68/21*z + 1
*
[ -2/3 ] 
f(z) = -87/56*z^3 + 67/21*z + 1
*
[ 6/5 ] 
f(z) = -85/54*z^3 + 73/30*z + 1
*
-2/5 | 0.18557149332690468271950202282639462152 | 0.029977712145562198898895124147933881660
f(z) = -85/56*z^3 + 61/35*z + 1
*
[ -4/9 ] 
f(z) = -81/40*z^3 + 73/20*z + 1
*
[ 4/3 ] 
f(z) = -81/40*z^3 + 77/20*z + 1
*
[ -2/3 ] 
f(z) = -81/44*z^3 + 73/22*z + 1
*
[ 7/6 ] 
f(z) = -81/49*z^3 + 67/28*z + 1
*
[ 10/9 ] 
f(z) = -81/56*z^3 + 66/35*z + 1
*
[ 4/3 ] 
f(z) = -81/56*z^3 + 79/28*z + 1
*
-10/33 | 0.18755340017537898437320189195733060877 | 0.026820105044577206126745176327254938913
f(z) = -99/40*z^3 + 73/55*z + 1
*
[ 7/8 ] 
f(z) = -88/49*z^3 + 69/56*z + 1
*
-8/9 | 0.10006805635584865465605078958744210469 | 0.022771467556849614904352009359706230622
f(z) = -81/40*z^3 + 69/40*z + 1
*
-7/9 | 0.065992681231386078214916031249915337557 | 0.015017281781772067760554516110395867668
f(z) = -81/56*z^3 + 65/56*z + 1
*
[ 4/5 ] 
f(z) = -95/48*z^3 + 61/60*z + 1
*
[ 10/13 ] 
f(z) = -91/40*z^3 + 68/65*z + 1
*
-14/27 | 0.19091103620803570666150326074822007127 | 0.028962452325421762160128117765970205501
f(z) = -81/56*z^3 + 65/63*z + 1
*
[ 3/4 ] 
f(z) = -97/54*z^3 + 65/96*z + 1
*
[ 3/4 ] 
f(z) = -88/51*z^3 + 65/102*z + 1
*
[ 3/4 ] 
f(z) = -88/57*z^3 + 61/114*z + 1
*
0 | 0.15816985690122935579979100316358445143 | 0.026134753220983929509870588296452718305
f(z) = -85/42*z^3 + 76/105*z + 1
*
[ 14/19 ] 
f(z) = -95/56*z^3 + 75/133*z + 1
*
0 | 0.10770403359873147094691486964360590621 | 0.019126262298715313844963973635292640336
f(z) = -93/40*z^3 + 79/120*z + 1
*
0 | 0.14686614190141328582902368865467244724 | 0.026736664684401957439757668228773957604
f(z) = -81/44*z^3 + 67/132*z + 1
*
[ 7/10 ] 
f(z) = -95/49*z^3 + 73/140*z + 1
*
[ 15/22 ] 
f(z) = -88/45*z^3 + 73/165*z + 1
*
[ 7/10 ] 
f(z) = -88/49*z^3 + 79/175*z + 1
*
[ 2/3 ] 
f(z) = -89/44*z^3 + 79/198*z + 1
*
[ 2/3 ] 
f(z) = -85/44*z^3 + 71/198*z + 1
*
[ 2/3 ] 
f(z) = -83/44*z^3 + 67/198*z + 1
*
[ 2/3 ] 
f(z) = -97/52*z^3 + 77/234*z + 1
*
[ 2/3 ] 
f(z) = -95/52*z^3 + 73/234*z + 1
*
[ 2/3 ] 
f(z) = -89/52*z^3 + 61/234*z + 1
*
7/54 | 0.15554867599033629382311853586912359909 | 0.019497279780337915992149967684562700192
f(z) = -81/49*z^3 + 79/252*z + 1
*
[ 7/3 ] 
f(z) = -99/49*z^3 + 81/7*z + 1
*
[ -7/3 ] 
f(z) = -99/49*z^3 + 87/7*z + 1
*
-2 | 0.078531641352874720163766615693403760640 | 0.013316871683449213026783148167841641283
f(z) = -97/48*z^3 + 91/12*z + 1
*
-2 | 0.078150068341443437525467261155267962322 | 0.013302296132793633137912436024548785525
f(z) = -95/48*z^3 + 89/12*z + 1
*
[ -3/2 ] 
f(z) = -92/45*z^3 + 94/15*z + 1
*
-2 | 0.077360351800627086045924136372643686744 | 0.013271757342684531317216851976300935433
f(z) = -91/48*z^3 + 85/12*z + 1
*
[ 2 ] 
f(z) = -91/48*z^3 + 97/12*z + 1
*
[ 3 ] 
f(z) = -91/54*z^3 + 95/6*z + 1
*
[ -7/3 ] 
f(z) = -90/49*z^3 + 80/7*z + 1
*
-2 | 0.076953459549432469717798087419290577274 | 0.013256101703315884798048996244745153602
f(z) = -89/48*z^3 + 83/12*z + 1
*
[ 2 ] 
f(z) = -89/48*z^3 + 95/12*z + 1
*
[ -3 ] 
f(z) = -89/54*z^3 + 97/6*z + 1
*
[ -3/2 ] 
f(z) = -88/45*z^3 + 91/15*z + 1
*
[ 7/4 ] 
f(z) = -88/49*z^3 + 83/14*z + 1
*
[ -7/4 ] 
f(z) = -88/49*z^3 + 99/14*z + 1
*
[ 2 ] 
f(z) = -85/48*z^3 + 91/12*z + 1
*
[ 3 ] 
f(z) = -85/54*z^3 + 89/6*z + 1
*
12/5 | 0.21795341651394396472360868612890822030 | 0.027998479783240459014294872825916225087
f(z) = -85/54*z^3 + 89/10*z + 1
*
[ 2 ] 
f(z) = -83/48*z^3 + 89/12*z + 1
*
[ -3 ] 
f(z) = -83/54*z^3 + 91/6*z + 1
*
[ 4/3 ] 
f(z) = -99/40*z^3 + 93/20*z + 1
*
[ 7/6 ] 
f(z) = -99/49*z^3 + 81/28*z + 1
*
[ -2/3 ] 
f(z) = -99/52*z^3 + 87/26*z + 1
*
[ 4/3 ] 
f(z) = -99/56*z^3 + 95/28*z + 1
*
[ -7/6 ] 
f(z) = -96/49*z^3 + 95/21*z + 1
*
-6/5 | 0.20187596269948342872184901072718752348 | 0.029043496255434847913421192219633159427
f(z) = -95/48*z^3 + 87/20*z + 1
*
-2/7 | 0.18463436307465350615690009968749548359 | 0.027878863666511859585161262669378781901
f(z) = -91/40*z^3 + 94/35*z + 1
*
[ 3/2 ] 
f(z) = -89/54*z^3 + 97/24*z + 1
*
[ -3/5 ] 
f(z) = -85/54*z^3 + 97/30*z + 1
*
-2/5 | 0.14972310255950241454247091605861135247 | 0.022535797876397739458833053710031261787
f(z) = -85/56*z^3 + 96/35*z + 1
*
[ 3/2 ] 
f(z) = -83/54*z^3 + 91/24*z + 1
*
[ -2/3 ] 
f(z) = -81/52*z^3 + 83/26*z + 1
*
-2/3 | 0.14422338280349921750018831768932653553 | 0.021777008135133413179553898712796454096
f(z) = -81/56*z^3 + 94/21*z + 1
*
[ -4/9 ] 
f(z) = -81/56*z^3 + 99/28*z + 1
*
-1/3 | 0.10930239392937992847096808910944569032 | 0.023786625266407031432770160958542945389
f(z) = -99/40*z^3 + 91/40*z + 1
*
10/9 | 0.18244696968210040383537222844448821219 | 0.026860676991616601223983783355879332576
f(z) = -99/40*z^3 + 97/45*z + 1
*
3/2 | 0.21796891737492794288718362026133151331 | 0.027920762762358426260433006438249541029
f(z) = -85/54*z^3 + 91/40*z + 1
*
-1/3 | 0.10942898365716128169543318654747427764 | 0.024379115313297582950548007112562836749
f(z) = -81/40*z^3 + 89/40*z + 1
*
-5/9 | 0.099411157036193650499899621817014537255 | 0.021730587462973676422828581731293398002
f(z) = -81/40*z^3 + 97/40*z + 1
*
-4/5 | 0.083325009072792764691428669826920542909 | 0.013519512100573928828368861428384461956
f(z) = -95/48*z^3 + 91/60*z + 1
*
-3/4 | 0.16595503722862833801126860383328333516 | 0.028089490104562095835543679411581178485
f(z) = -92/45*z^3 + 89/60*z + 1
*
[ 6/7 ] 
f(z) = -85/54*z^3 + 97/98*z + 1
*
[ 14/17 ] 
f(z) = -85/56*z^3 + 97/119*z + 1
*
-15/28 | 0.12716834239235328525322616571839304525 | 0.019081713322821669062851140160165757712
f(z) = -98/45*z^3 + 83/120*z + 1
*
[ 3/4 ] 
f(z) = -86/45*z^3 + 89/120*z + 1
*
[ 3/4 ] 
f(z) = -82/45*z^3 + 83/120*z + 1
*
0 | 0.13379151698820835908170019658981532287 | 0.024356457390515630738768144164892888405
f(z) = -81/40*z^3 + 83/120*z + 1
*
[ 7/10 ] 
f(z) = -96/49*z^3 + 93/175*z + 1
*
[ 7/10 ] 
f(z) = -92/49*z^3 + 86/175*z + 1
*
[ 2/3 ] 
f(z) = -97/44*z^3 + 95/198*z + 1
*
[ 2/3 ] 
f(z) = -95/44*z^3 + 91/198*z + 1
*
[ 2/3 ] 
f(z) = -91/44*z^3 + 83/198*z + 1
*
[ 20/27 ] 
f(z) = -81/50*z^3 + 97/180*z + 1
*
[ 12/17 ] 
f(z) = -85/48*z^3 + 95/204*z + 1
*
[ 13/18 ] 
f(z) = -81/52*z^3 + 89/208*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.027687878266795492211156399086524889228
f(z) = -92/57*z^3 + 83/228*z + 1
*
[ 9/13 ] 
f(z) = -91/54*z^3 + 85/234*z + 1
*
0 | 0.085213717630011868893951792415085580139 | 0.013825955729898641255413736124289957836
f(z) = -95/48*z^3 + 91/240*z + 1
*
[ 2/3 ] 
f(z) = -84/43*z^3 + 95/258*z + 1
*
[ 2/3 ] 
f(z) = -87/47*z^3 + 91/282*z + 1
*
[ 2/3 ] 
f(z) = -87/49*z^3 + 85/294*z + 1
*
[ 2/3 ] 
f(z) = -84/47*z^3 + 83/282*z + 1
*
-3/7 | 0.13022846385697669778240803292982729855 | 0.022792186524964228053627704427254892146
f(z) = -98/45*z^3 + 101/15*z + 1
*
[ 2 ] 
f(z) = -97/48*z^3 + 103/12*z + 1
*
[ -2 ] 
f(z) = -97/48*z^3 + 115/12*z + 1
*
[ 3 ] 
f(z) = -97/54*z^3 + 101/6*z + 1
*
[ 2 ] 
f(z) = -95/48*z^3 + 101/12*z + 1
*
[ -2 ] 
f(z) = -95/48*z^3 + 113/12*z + 1
*
[ -3 ] 
f(z) = -95/54*z^3 + 103/6*z + 1
*
[ -2 ] 
f(z) = -91/48*z^3 + 109/12*z + 1
*
[ -2 ] 
f(z) = -89/48*z^3 + 107/12*z + 1
*
[ -2 ] 
f(z) = -85/48*z^3 + 103/12*z + 1
*
[ 6 ] 
f(z) = -85/54*z^3 + 115/2*z + 1
*
[ -2 ] 
f(z) = -83/48*z^3 + 101/12*z + 1
*
[ -6 ] 
f(z) = -83/54*z^3 + 113/2*z + 1
*
[ 10/3 ] 
f(z) = -81/40*z^3 + 116/5*z + 1
*
[ -10/3 ] 
f(z) = -81/40*z^3 + 119/5*z + 1
*
[ -7/20 ] 
f(z) = -100/49*z^3 + 115/28*z + 1
*
[ -6/7 ] 
f(z) = -98/45*z^3 + 113/30*z + 1
*
[ -3/4 ] 
f(z) = -97/54*z^3 + 107/32*z + 1
*
[ 3/2 ] 
f(z) = -95/54*z^3 + 103/24*z + 1
*
[ -3/4 ] 
f(z) = -91/54*z^3 + 105/32*z + 1
*
[ -3/4 ] 
f(z) = -88/45*z^3 + 103/30*z + 1
*
[ -3/4 ] 
f(z) = -85/54*z^3 + 103/32*z + 1
*
[ -4/3 ] 
f(z) = -81/40*z^3 + 107/20*z + 1
*
-2/9 | 0.14950598076934651439157886542293518154 | 0.028164740230139656903326974585812707026
f(z) = -81/44*z^3 + 101/22*z + 1
*
[ -7/18 ] 
f(z) = -81/49*z^3 + 107/28*z + 1
*
[ -7/6 ] 
f(z) = -81/49*z^3 + 115/28*z + 1
*
-10/11 | 0.17479040404436682898767782694503987289 | 0.024994998719673508409677219143165824118
f(z) = -99/40*z^3 + 118/55*z + 1
*
-2/3 | 0.11923220394915046654485258095192009601 | 0.024948550528356888818091394487397036829
f(z) = -99/50*z^3 + 119/50*z + 1
*
-5/7 | 0.11118309383530628037373593112807945293 | 0.023518928020927771027831932812682414486
f(z) = -98/45*z^3 + 113/45*z + 1
*
-2/3 | 0.20305208941761115859320031414431693141 | 0.029716251491022378381927823942642805345
f(z) = -97/40*z^3 + 116/45*z + 1
*
-2/3 | 0.20021481878568234429552549321100702679 | 0.029570380387061621206303992966331830561
f(z) = -83/40*z^3 + 109/45*z + 1
*
[ 6/5 ] 
f(z) = -83/54*z^3 + 119/50*z + 1
*
-2/3 | 0.14706305344258227113846737304118659921 | 0.021605221117825878803454855743267526639
f(z) = -81/40*z^3 + 113/45*z + 1
*
-2/3 | 0.13007269112190615878086270332222292211 | 0.027619037475470643145015953393668474183
f(z) = -81/50*z^3 + 111/50*z + 1
*
-7/9 | 0.13631687852016668471613014872917124317 | 0.028835560725647650893328447649156925720
f(z) = -81/56*z^3 + 113/56*z + 1
*
-2/5 | 0.14637168176839151008761099755979391773 | 0.023748856974265437985999413786405165924
f(z) = -95/48*z^3 + 109/60*z + 1
*
-10/13 | 0.19400369926631335166531957777621002170 | 0.027417882958081262902533218250209083328
f(z) = -91/40*z^3 + 107/65*z + 1
*
[ 14/15 ] 
f(z) = -90/49*z^3 + 107/70*z + 1
*
-2/5 | 0.10962979016074821397537908201567713601 | 0.018093342323966655286371836243124106318
f(z) = -85/48*z^3 + 107/60*z + 1
*
-4/7 | 0.091915269456893042875090320657053524453 | 0.017414413174247551071382490155617684388
f(z) = -98/45*z^3 + 109/90*z + 1
*
[ 6/7 ] 
f(z) = -97/54*z^3 + 113/98*z + 1
*
[ 6/7 ] 
f(z) = -91/48*z^3 + 103/84*z + 1
*
[ 8/9 ] 
f(z) = -81/44*z^3 + 117/88*z + 1
*
[ 8/9 ] 
f(z) = -81/52*z^3 + 115/104*z + 1
*
[ 3/4 ] 
f(z) = -96/43*z^3 + 119/129*z + 1
*
[ 3/4 ] 
f(z) = -94/45*z^3 + 101/120*z + 1
*
0 | 0.13402921617627002832639475957704161326 | 0.023801132219701292103920638321795023985
f(z) = -93/44*z^3 + 103/132*z + 1
*
[ 10/13 ] 
f(z) = -91/50*z^3 + 101/130*z + 1
*
0 | 0.11122386072980011367678011896782919702 | 0.019988040763303486011310291578451628081
f(z) = -87/40*z^3 + 101/120*z + 1
*
[ 3/4 ] 
f(z) = -96/47*z^3 + 115/141*z + 1
*
[ 3/4 ] 
f(z) = -96/49*z^3 + 113/147*z + 1
*
[ 3/4 ] 
f(z) = -96/53*z^3 + 109/159*z + 1
*
[ 4/5 ] 
f(z) = -95/56*z^3 + 117/140*z + 1
*
[ 4/5 ] 
f(z) = -85/56*z^3 + 101/140*z + 1
*
[ 3/4 ] 
f(z) = -96/55*z^3 + 107/165*z + 1
*
[ 3/4 ] 
f(z) = -96/59*z^3 + 103/177*z + 1
*
[ 2/3 ] 
f(z) = -93/43*z^3 + 119/258*z + 1
*
0 | 0.17394589830843247398189204272220197330 | 0.028472556718633413471898830581634326970
f(z) = -90/49*z^3 + 107/245*z + 1
*
[ 2/3 ] 
f(z) = -87/41*z^3 + 109/246*z + 1
*
[ 2/3 ] 
f(z) = -87/43*z^3 + 103/258*z + 1
*
[ 2/3 ] 
f(z) = -84/41*z^3 + 101/246*z + 1
*
[ 2/3 ] 
f(z) = -96/47*z^3 + 115/282*z + 1
*
[ 2/3 ] 
f(z) = -96/49*z^3 + 109/294*z + 1
*
[ 2/3 ] 
f(z) = -93/47*z^3 + 107/282*z + 1
*
[ 2/3 ] 
f(z) = -93/49*z^3 + 101/294*z + 1
*
[ 6 ] 
f(z) = -97/54*z^3 + 131/2*z + 1
*
[ -6 ] 
f(z) = -95/54*z^3 + 129/2*z + 1
*
[ 6 ] 
f(z) = -91/54*z^3 + 123/2*z + 1
*
[ -6 ] 
f(z) = -89/54*z^3 + 121/2*z + 1
*
[ -4/3 ] 
f(z) = -99/40*z^3 + 123/20*z + 1
*
[ -7/6 ] 
f(z) = -99/49*z^3 + 129/28*z + 1
*
[ -4/3 ] 
f(z) = -99/56*z^3 + 137/28*z + 1
*
[ -15/14 ] 
f(z) = -98/45*z^3 + 133/30*z + 1
*
[ -3/2 ] 
f(z) = -97/54*z^3 + 137/24*z + 1
*
[ -6/5 ] 
f(z) = -95/54*z^3 + 131/30*z + 1
*
[ -2/5 ] 
f(z) = -95/56*z^3 + 132/35*z + 1
*
-2/7 | 0.16117733795211930183722663317501422975 | 0.023226897185981035833285260205858046828
f(z) = -91/40*z^3 + 129/35*z + 1
*
[ -3/2 ] 
f(z) = -91/54*z^3 + 131/24*z + 1
*
[ -7/15 ] 
f(z) = -90/49*z^3 + 124/35*z + 1
*
[ 7/5 ] 
f(z) = -90/49*z^3 + 136/35*z + 1
*
[ 3/2 ] 
f(z) = -86/45*z^3 + 139/30*z + 1
*
[ 7/5 ] 
f(z) = -85/49*z^3 + 129/35*z + 1
*
[ -3/2 ] 
f(z) = -85/54*z^3 + 125/24*z + 1
*
[ -6/17 ] 
f(z) = -85/54*z^3 + 137/34*z + 1
*
[ -2/5 ] 
f(z) = -85/56*z^3 + 131/35*z + 1
*
[ 3/2 ] 
f(z) = -82/45*z^3 + 133/30*z + 1
*
[ -2/9 ] 
f(z) = -81/44*z^3 + 123/22*z + 1
*
[ -4/3 ] 
f(z) = -81/56*z^3 + 121/28*z + 1
*
[ -10/9 ] 
f(z) = -81/56*z^3 + 129/35*z + 1
*
-1/3 | 0.12318189879958138892674019584663875517 | 0.025267059081558919082211247765705455767
f(z) = -99/40*z^3 + 131/40*z + 1
*
-10/9 | 0.091578704224316141303189134705359595510 | 0.013139376569771383303309298089364666681
f(z) = -99/40*z^3 + 133/45*z + 1
*
-2/3 | 0.14655332916746663406517126005063219446 | 0.020916184366937803230965744550900781092
f(z) = -99/40*z^3 + 138/55*z + 1
*
-1 | 0.095831507804476590906894118711065340585 | 0.019420815491809884570370129607386102129
f(z) = -99/40*z^3 + 139/40*z + 1
*
-1 | 0.10408545374176784673431599305550292954 | 0.021093525906160886141281125730901329892
f(z) = -98/41*z^3 + 139/41*z + 1
*
-1 | 0.095386610252351007099341684708001334511 | 0.019387597572097427288660375650316015165
f(z) = -97/40*z^3 + 137/40*z + 1
*
-1 | 0.10386051600595989569823277536101151630 | 0.021078783972261864971169020882065379417
f(z) = -97/41*z^3 + 138/41*z + 1
*
-1 | 0.070596665571097827630921737591957307045 | 0.014306827136546967600051606612255467286
f(z) = -97/42*z^3 + 139/42*z + 1
*
-1 | 0.10363275687003222245000125453254131014 | 0.021063650130429903845513424814077713596
f(z) = -96/41*z^3 + 137/41*z + 1
*
-1 | 0.10346136912589604910820124145063889208 | 0.020967051509025740009602539937537038985
f(z) = -96/43*z^3 + 139/43*z + 1
*
-1 | 0.10340210315228407992222885517044031793 | 0.021048110554745710754980566014670746210
f(z) = -95/41*z^3 + 136/41*z + 1
*
-1 | 0.070134824051610754220127976761848223452 | 0.014255100804035281920117761476475623308
f(z) = -95/42*z^3 + 137/42*z + 1
*
-1 | 0.10322826469632627179573143223647395426 | 0.020950466789905655146868166635722269532
f(z) = -95/43*z^3 + 138/43*z + 1
*
-1 | 0.094582844732706241545745890414904462782 | 0.019167766617970129308424262614514951158
f(z) = -95/44*z^3 + 139/44*z + 1
*
-1 | 0.10316847872612099048879325903428698924 | 0.021032150773613578843293781808351228901
f(z) = -94/41*z^3 + 135/41*z + 1
*
-1 | 0.10299211759678332473561739840824293807 | 0.020933438391216490913658469519002269794
f(z) = -94/43*z^3 + 137/43*z + 1
*
-1 | 0.089249519457243737882838822819000726928 | 0.018086937060911600178106631174353230824
f(z) = -94/45*z^3 + 139/45*z + 1
*
-1 | 0.094462744507657091150960556145968497869 | 0.019316155560861964889923569384585916015
f(z) = -93/40*z^3 + 133/40*z + 1
*
-1 | 0.10293180435673768058005815087404063045 | 0.021015755631241617018913436221000782819
f(z) = -93/41*z^3 + 134/41*z + 1
*
-1 | 0.10275284534697523516431856686931499221 | 0.020915950282874390829287203467522446692
f(z) = -93/43*z^3 + 136/43*z + 1
*
-1 | 0.094104794078539202106308455715975046375 | 0.019127064819402649040252627528313904138
f(z) = -93/44*z^3 + 137/44*z + 1
*
-1 | 0.089642919410133352905196804301523311897 | 0.018166661862019227317741112511359697489
f(z) = -93/46*z^3 + 139/46*z + 1
*
-1 | 0.10269199752611556846934252658609190173 | 0.020998909246272320801200365405033883810
f(z) = -92/41*z^3 + 133/41*z + 1
*
-1 | 0.10251036198398858266494629062393481345 | 0.020897985661187009314315723528569304216
f(z) = -92/43*z^3 + 135/43*z + 1
*
-1 | 0.088762288994911958818698331418318566638 | 0.018041185592598939502522909967961283542
f(z) = -92/45*z^3 + 137/45*z + 1
*
-1 | 0.10213697800643099649637484571097400244 | 0.020698655903453093139464061391349660338
f(z) = -92/47*z^3 + 139/47*z + 1
*
-1 | 0.093982555314654440591539017619940520430 | 0.019277692590490598888795772294324918904
f(z) = -91/40*z^3 + 131/40*z + 1
*
-1 | 0.10244897224530118434715863364761574270 | 0.020981594967308237366950199642299110064
f(z) = -91/41*z^3 + 132/41*z + 1
*
-1 | 0.10226457785894327155112069783835968057 | 0.020879526900812112911652677691254033549
f(z) = -91/43*z^3 + 134/43*z + 1
*
-1 | 0.093613730958353853109064303797004476627 | 0.019084299083476692114763118190606235747
f(z) = -91/44*z^3 + 135/44*z + 1
*
-1 | 0.088513638500591599889496957052186447813 | 0.018017475389446128565364028258367886532
f(z) = -91/45*z^3 + 136/45*z + 1
*
-1 | 0.089145448553381909828992241498802736708 | 0.018119063853560989488932119096800297225
f(z) = -91/46*z^3 + 137/46*z + 1
*
-1 | 0.10188534649667310084388137602452357370 | 0.020677917762503522316346739403482503672
f(z) = -91/47*z^3 + 138/47*z + 1
*
-1 | 0.072887238758207534767739655450743073300 | 0.014771025188487318234735205129010496838
f(z) = -91/48*z^3 + 139/48*z + 1
*
3/14 | 0.11846744755948380007441162609136757004 | 0.014445291406288777037341323273228582787
f(z) = -91/54*z^3 + 135/56*z + 1
*
-1 | 0.10220263885282224108018554878858413384 | 0.020963795325050341819634937526616052350
f(z) = -90/41*z^3 + 131/41*z + 1
*
-1 | 0.10201539941828794570531931876081611517 | 0.020860555502993944726016074480497695654
f(z) = -90/43*z^3 + 133/43*z + 1
*
-1 | 0.10163013189433861746230322017457532590 | 0.020656610955708606383246943563692862926
f(z) = -90/47*z^3 + 137/47*z + 1
*
-1 | 0.10143177437971177212372573799897532577 | 0.020555742264375096060898531460927281492
f(z) = -90/49*z^3 + 139/49*z + 1
*
-1 | 0.093489294904483020230126536291867961452 | 0.019237222988396951527210435042228371349
f(z) = -89/40*z^3 + 129/40*z + 1
*
-1 | 0.10195290379797477046281051223802381754 | 0.020945491980736237529174332420923727762
f(z) = -89/41*z^3 + 130/41*z + 1
*
-1 | 0.068679218888794726897142981117564250526 | 0.014087474687834498880758256167127465407
f(z) = -89/42*z^3 + 131/42*z + 1
*
-1 | 0.10176272896829901431248836767418690112 | 0.020841052039726470154284738746806522851
f(z) = -89/43*z^3 + 132/43*z + 1
*
-1 | 0.093108906059414601065677501479305303627 | 0.019039316747774037635468657868100364940
f(z) = -89/44*z^3 + 133/44*z + 1
*
-1 | 0.088005777869304207943348934855137798400 | 0.017968284277118709848036028401434679877
f(z) = -89/45*z^3 + 134/45*z + 1
*
-1 | 0.088634490460745231226402649543422618050 | 0.018069220270869635866715459343131402761
f(z) = -89/46*z^3 + 135/46*z + 1
*
-1 | 0.10137122711887827193684899806333038168 | 0.020634713709121061017988149469841652182
f(z) = -89/47*z^3 + 136/47*z + 1
*
-1 | 0.072369892081659785487381845761787787159 | 0.014709384685160863208152468866490365938
f(z) = -89/48*z^3 + 137/48*z + 1
*
-1 | 0.10116955369957083409089222626898434504 | 0.020532645600191581341561707136508808648
f(z) = -89/49*z^3 + 138/49*z + 1
*
-1 | 0.088231095723216073343199646609056385841 | 0.017880547535335259246227957382181146731
f(z) = -89/50*z^3 + 139/50*z + 1
*
[ 6/5 ] 
f(z) = -89/54*z^3 + 127/50*z + 1
*
-1 | 0.10169966940757583739913096180019948829 | 0.020926665670530941335679719093610640506
f(z) = -88/41*z^3 + 129/41*z + 1
*
-1 | 0.10150646442118476858538493531432492372 | 0.020820996093453219405301534948014031255
f(z) = -88/43*z^3 + 131/43*z + 1
*
-1 | 0.087746358656272994559817097111890762521 | 0.017942759577204181988830382254000750894
f(z) = -88/45*z^3 + 133/45*z + 1
*
-1 | 0.10110852005842913368343997189925481135 | 0.020612203113036726366711194819915212039
f(z) = -88/47*z^3 + 135/47*z + 1
*
-1 | 0.10090341612154195837041961273194993770 | 0.020508903925183007502040277571192671793
f(z) = -88/49*z^3 + 137/49*z + 1
*
-1 | 0.080350321048084436813985181761017900666 | 0.016283462459615413372580973304661803997
f(z) = -88/51*z^3 + 139/51*z + 1
*
-1 | 0.092982214021310026960757588503373328744 | 0.019194595989331604594921854014358699055
f(z) = -87/40*z^3 + 127/40*z + 1
*
-1 | 0.10144283363461956867078267747426109233 | 0.020907296145484255864050706594336299783
f(z) = -87/41*z^3 + 128/41*z + 1
*
-1 | 0.10124649902101327858725659405920710286 | 0.020800366191868862359914475018383557809
f(z) = -87/43*z^3 + 130/43*z + 1
*
-1 | 0.092589501503404042351325441979778117070 | 0.018991949528436304151882747129475553670
f(z) = -87/44*z^3 + 131/44*z + 1
*
-1 | 0.088108536285497709179926139851491504717 | 0.018016819244464873240248713763433614793
f(z) = -87/46*z^3 + 133/46*z + 1
*
-1 | 0.10084189324047155187989631802945006942 | 0.020589055044528455259769491572845608458
f(z) = -87/47*z^3 + 134/47*z + 1
*
-1 | 0.10063323805981192405026498769341614382 | 0.020484491664985799794712317672798909624
f(z) = -87/49*z^3 + 136/49*z + 1
*
-1 | 0.087691824774491908048081283978041722476 | 0.017823610720550046020659086644703578461
f(z) = -87/50*z^3 + 137/50*z + 1
*
-1 | 0.091754347339481934572387527608345675370 | 0.018594555079809310950283137702619453912
f(z) = -87/52*z^3 + 139/52*z + 1
*
-1 | 0.10118228978709693201052055043822675700 | 0.020887362106624915359728646830485064230
f(z) = -86/41*z^3 + 127/41*z + 1
*
-1 | 0.087215982703869061183762655926753935797 | 0.017889733875756502090250260741864536667
f(z) = -86/45*z^3 + 131/45*z + 1
*
-1 | 0.10057122347444719318480308764812315504 | 0.020565244083302752056362891340953260543
f(z) = -86/47*z^3 + 133/47*z + 1
*
-1 | 0.10035888976473067310668191805681292505 | 0.020459381848671776405072231647203626090
f(z) = -86/49*z^3 + 135/49*z + 1
*
-1 | 0.079798232594953281597787324807444662855 | 0.016219215846151221581964681019459954835
f(z) = -86/51*z^3 + 137/51*z + 1
*
-1 | 0.099919924591335464877868075435037504367 | 0.020249357063264689217140683558804016095
f(z) = -86/53*z^3 + 139/53*z + 1
*
-1 | 0.10091792623503877595679362790535699196 | 0.020866841134712058231224145313696903241
f(z) = -85/41*z^3 + 126/41*z + 1
*
-1 | 0.067637285280090476203784094944061740535 | 0.013962566695486080359013478150504071865
f(z) = -85/42*z^3 + 127/42*z + 1
*
-1 | 0.10071501349525873526774115212491605602 | 0.020757292930382114636641319275572335454
f(z) = -85/43*z^3 + 128/43*z + 1
*
-1 | 0.092054621985293117473099097823089664220 | 0.018942011404118042608443922351450705241
f(z) = -85/44*z^3 + 129/44*z + 1
*
-1 | 0.087567298479470394135763614107050920938 | 0.017961795733423147678465570075529800872
f(z) = -85/46*z^3 + 131/46*z + 1
*
-1 | 0.10029638146337038351335455873132660703 | 0.020540743420172244752033279002407798145
f(z) = -85/47*z^3 + 132/47*z + 1
*
-1 | 0.071287890087796506355132190400476215582 | 0.014577259868094215970735810642655566340
f(z) = -85/48*z^3 + 133/48*z + 1
*
-1 | 0.10008023489283436431693403496261609082 | 0.020433546008147799998514772288385268746
f(z) = -85/49*z^3 + 134/49*z + 1
*
-1 | 0.091189439841915994785209194051571422091 | 0.018534510848040961573192847284466777697
f(z) = -85/52*z^3 + 137/52*z + 1
*
-1 | 0.099633087921650829644676640507126062996 | 0.020220815547164591053991021691682236832
f(z) = -85/53*z^3 + 138/53*z + 1
*
-1 | 0.073118840175365814500478528712950813767 | 0.014817960570109922028767708526417490606
f(z) = -85/54*z^3 + 139/54*z + 1
*
-1 | 0.10064962609361345991901159165943487281 | 0.020845709614108238815180108129532426677
f(z) = -84/41*z^3 + 125/41*z + 1
*
-1 | 0.10044325372653920986347368177229399723 | 0.020734800686645158861273618567754159936
f(z) = -84/43*z^3 + 127/43*z + 1
*
-1 | 0.10001723138108664637903422109219011168 | 0.020515524757347327763754203384014767260
f(z) = -84/47*z^3 + 131/47*z + 1
*
-1 | 0.099341484406494240718135237918140861310 | 0.020191436898665050971988521965317291434
f(z) = -84/53*z^3 + 137/53*z + 1
*
-1 | 0.099105373157089408725996949098132266654 | 0.020084283451511052582520823605116061759
f(z) = -84/55*z^3 + 139/55*z + 1
*
-1 | 0.091923245363412957069722604662258235354 | 0.019102186985165693727600479135240873424
f(z) = -83/40*z^3 + 123/40*z + 1
*
-1 | 0.10037726687985070031755405687101194195 | 0.020823942650174097733329217715441512240
f(z) = -83/41*z^3 + 124/41*z + 1
*
-1 | 0.067093795506893046326195823725454139467 | 0.013895906346877122624992266956578063124
f(z) = -83/42*z^3 + 125/42*z + 1
*
-1 | 0.10016731309379169853877258315545007650 | 0.020711636546623804703479306591901072148
f(z) = -83/43*z^3 + 126/43*z + 1
*
-1 | 0.091503284397941786529638090076913895314 | 0.018889296132622430299177068049336000922
f(z) = -83/44*z^3 + 127/44*z + 1
*
-1 | 0.086389729518394732560514354049646075810 | 0.017804862051418139677250714986117850024
f(z) = -83/45*z^3 + 128/45*z + 1
*
-1 | 0.087008438686024496662296974026838411999 | 0.017903662003071269448482761608040570633
f(z) = -83/46*z^3 + 129/46*z + 1
*
-1 | 0.099733630411397281269887170017154279450 | 0.020489558199647174301785680468646817835
f(z) = -83/47*z^3 + 130/47*z + 1
*
-1 | 0.070721156584963160130681910954769257753 | 0.014506316749149805052243579709821279785
f(z) = -83/48*z^3 + 131/48*z + 1
*
-1 | 0.099509424217580554601100040759257070049 | 0.020379574227101028459752182348910795624
f(z) = -83/49*z^3 + 132/49*z + 1
*
-1 | 0.086559307397207872939725893145959229701 | 0.017700026138764223113526544546968175566
f(z) = -83/50*z^3 + 133/50*z + 1
*
-1 | 0.078935286417926292319705644434653170052 | 0.016116347133019218336985891063759611938
f(z) = -83/51*z^3 + 134/51*z + 1
*
-1 | 0.090605791198156325733925968964779006152 | 0.018471093932682858200229502097383166473
f(z) = -83/52*z^3 + 135/52*z + 1
*
-1 | 0.099044944062876730716236556658122582873 | 0.020161185014329996028750968070194301027
f(z) = -83/53*z^3 + 136/53*z + 1
*
-1 | 0.072526085716350472998068960375941291904 | 0.014741131481956502654108084466495135287
f(z) = -83/54*z^3 + 137/54*z + 1
*
-1 | 0.098804067853544441935125391942535410205 | 0.020052563591596783160056313739937908899
f(z) = -83/55*z^3 + 138/55*z + 1
*
-1 | 0.090123953734786356350317758925201057467 | 0.018264146281062010623715408237183136529
f(z) = -83/56*z^3 + 139/56*z + 1
*
-1 | 0.099887056529768495249940309090908489449 | 0.020687772577425317867412369075248424198
f(z) = -82/43*z^3 + 125/43*z + 1
*
-1 | 0.086105592238227694319041816118952909482 | 0.017775034428155489833650058370958666364
f(z) = -82/45*z^3 + 127/45*z + 1
*
-1 | 0.099445428244767196922313822936795056686 | 0.020462812135611473364410724305700302482
f(z) = -82/47*z^3 + 129/47*z + 1
*
-1 | 0.099216958313641690773428225082219396677 | 0.020351372823714520386476144635660799335
f(z) = -82/49*z^3 + 131/49*z + 1
*
-1 | 0.078639375266943980928893192758358510293 | 0.016080523742798525251613985589915820433
f(z) = -82/51*z^3 + 133/51*z + 1
*
-1 | 0.098743287208596945027625579567929556822 | 0.020130021592802879422432381860691563024
f(z) = -82/53*z^3 + 135/53*z + 1
*
-1 | 0.098497445500395821921855717456080532029 | 0.020019883610385513334563436631893933606
f(z) = -82/55*z^3 + 137/55*z + 1
*
-1 | 0.077900453539635886345492372845591520172 | 0.015786982481881652259247367846747079697
f(z) = -82/57*z^3 + 139/57*z + 1
*
-1 | 0.091369483144990244442416857232737136381 | 0.019052017029576324641015499746536005825
f(z) = -81/40*z^3 + 121/40*z + 1
*
-1/3 | 0.12620483170957764966962122136783192588 | 0.025969074772579505411595078252462149465
f(z) = -81/40*z^3 + 129/40*z + 1
*
[ -5/9 ] 
f(z) = -81/40*z^3 + 137/40*z + 1
*
-1 | 0.099819851046329330005227239848650919768 | 0.020778395872300311880906745472912449961
f(z) = -81/41*z^3 + 122/41*z + 1
*
-1 | 0.099602342101093114084217031817955371545 | 0.020663179265668296886152597316989268254
f(z) = -81/43*z^3 + 124/43*z + 1
*
-1 | 0.090934405614572863354331020235240265420 | 0.018833574320582608957336107175268493938
f(z) = -81/44*z^3 + 125/44*z + 1
*
[ 11/9 ] 
f(z) = -81/44*z^3 + 129/44*z + 1
*
-1 | 0.086431467082537878148547903218310926393 | 0.017842305744992350289843903548932009699
f(z) = -81/46*z^3 + 127/46*z + 1
*
-1 | 0.099152466527753217981569197662441321081 | 0.020435253107356929202671581926006495728
f(z) = -81/47*z^3 + 128/47*z + 1
*
-1 | 0.098919564454962480564830022429663733747 | 0.020322314194551615650634630838364569321
f(z) = -81/49*z^3 + 130/49*z + 1
*
-1 | 0.085964935567826540503072117628200599105 | 0.017633119209086752147856282206541126133
f(z) = -81/50*z^3 + 131/50*z + 1
*
[ -5/6 ] 
f(z) = -81/50*z^3 + 133/40*z + 1
*
-1 | 0.098436323681775734514985532038805312588 | 0.020097905954940035646434506928200560123
f(z) = -81/53*z^3 + 134/53*z + 1
*
[ 11/9 ] 
f(z) = -81/55*z^3 + 131/55*z + 1
*
-1 | 0.098185302835109685749685453055997210866 | 0.019986199950701158022352034617435107443
f(z) = -81/55*z^3 + 136/55*z + 1
*
-7/9 | 0.14265197620690430419655080971386313763 | 0.029745247389479995086574053786192127554
f(z) = -81/56*z^3 + 121/56*z + 1
*
-1 | 0.089499905498257829279003987962643201619 | 0.018191108227354218719605466189953400614
f(z) = -81/56*z^3 + 137/56*z + 1
*
-1 | 0.084960534305131708575274857952612902028 | 0.017217749137288124911386979925628044797
f(z) = -81/58*z^3 + 139/58*z + 1
*
-6/7 | 0.14844023472671013376672234944956269854 | 0.022989860664861549588385869403696592225
f(z) = -91/48*z^3 + 131/84*z + 1
*
[ 6/7 ] 
f(z) = -98/51*z^3 + 127/102*z + 1
*
[ 6/7 ] 
f(z) = -98/57*z^3 + 125/114*z + 1
*
-2/3 | 0.18240138369709952689168974894427002005 | 0.027470601598882954621760131660059087639
f(z) = -85/48*z^3 + 139/108*z + 1
*
-2/3 | 0.16468992062016929516244877063504576804 | 0.024892427146916502159942609082524208862
f(z) = -83/48*z^3 + 137/108*z + 1
*
0 | 0.13372319598753617877522283137998316158 | 0.023486035648957665617119891017652307634
f(z) = -99/40*z^3 + 137/120*z + 1
*
[ 3/4 ] 
f(z) = -96/41*z^3 + 121/123*z + 1
*
[ 5/6 ] 
f(z) = -93/50*z^3 + 131/120*z + 1
*
[ 5/6 ] 
f(z) = -87/50*z^3 + 121/120*z + 1
*
0 | 0.15606180009259964129612190041313086248 | 0.028410714444455999566810275826089422418
f(z) = -81/52*z^3 + 139/156*z + 1
*
0 | 0.14306266556564052886311620846990464084 | 0.026044250012728503118653074488217189795
f(z) = -81/56*z^3 + 131/168*z + 1
*
96/91 | 0.15560773885728661163343488007881671870 | 0.017248125177971040893812816493050375687
f(z) = -91/54*z^3 + 129/182*z + 1
*
[ 20/27 ] 
f(z) = -81/40*z^3 + 137/180*z + 1
*
[ 3/4 ] 
f(z) = -92/51*z^3 + 139/204*z + 1
*
0 | 0.12597481185050654492863806857794543973 | 0.020815095140591742298343186597315210098
f(z) = -85/42*z^3 + 131/210*z + 1
*
19/20 | 0.16932326924709893100947038706055028500 | 0.028260747921612842232920880618760069266
f(z) = -100/57*z^3 + 121/228*z + 1
*
[ 3/4 ] 
f(z) = -92/57*z^3 + 131/228*z + 1
*
[ 2/3 ] 
f(z) = -96/41*z^3 + 133/246*z + 1
*
[ 2/3 ] 
f(z) = -96/43*z^3 + 127/258*z + 1
*
[ 2/3 ] 
f(z) = -93/41*z^3 + 125/246*z + 1
*
0 | 0.10702457322558867320619464572450548529 | 0.017683905547050818552658514640626210301
f(z) = -85/48*z^3 + 137/240*z + 1
*
[ 5/7 ] 
f(z) = -98/57*z^3 + 136/285*z + 1
*
[ 5/7 ] 
f(z) = -98/59*z^3 + 132/295*z + 1
*
0 | 0.11474558715686028532459291842852082099 | 0.018617511972898951114060257730817266687
f(z) = -95/56*z^3 + 139/280*z + 1
*
[ 10/3 ] 
f(z) = -99/40*z^3 + 141/5*z + 1
*
[ -10/3 ] 
f(z) = -99/40*z^3 + 144/5*z + 1
*
[ 15/7 ] 
f(z) = -98/45*z^3 + 158/15*z + 1
*
[ 7/2 ] 
f(z) = -88/49*z^3 + 159/7*z + 1
*
[ 3/2 ] 
f(z) = -98/45*z^3 + 157/30*z + 1
*
[ 7/5 ] 
f(z) = -95/49*z^3 + 143/35*z + 1
*
[ 3/2 ] 
f(z) = -94/45*z^3 + 151/30*z + 1
*
[ -3/13 ] 
f(z) = -91/54*z^3 + 141/26*z + 1
*
[ 5/3 ] 
f(z) = -87/50*z^3 + 157/30*z + 1
*
-2 | 0.096438584381296570548552413045868846645 | 0.016736849079392480260711410651641273896
f(z) = -85/44*z^3 + 159/22*z + 1
*
-2 | 0.096458092098508280448354367590111116514 | 0.016777091483383863805016999057471996441
f(z) = -85/52*z^3 + 157/26*z + 1
*
-2 | 0.096001815016139952575409485262108194921 | 0.016735048394374075546938116354189986818
f(z) = -83/44*z^3 + 155/22*z + 1
*
-2 | 0.096017680670241878695565938582265379245 | 0.016775793311344168254225926073854324437
f(z) = -83/52*z^3 + 153/26*z + 1
*
-14/9 | 0.18772349794224362127272823153468680727 | 0.026261110565676628653822649076928648395
f(z) = -81/40*z^3 + 159/35*z + 1
*
-2 | 0.095553979950460164607982528258918999415 | 0.016733245983132644376137487750749987239
f(z) = -81/44*z^3 + 151/22*z + 1
*
[ -2/9 ] 
f(z) = -81/52*z^3 + 145/26*z + 1
*
-2 | 0.095565787479706208025178543372512592973 | 0.016774481181688706201904858847231121972
f(z) = -81/52*z^3 + 149/26*z + 1
*
-1 | 0.10452714392086331684806738843914886971 | 0.021121886338453104755255439815257647287
f(z) = -100/41*z^3 + 141/41*z + 1
*
[ -1/2 ] 
f(z) = -100/41*z^3 + 148/41*z + 1
*
-1 | 0.10436489810540160242548620623884567033 | 0.021029249529404660684980970912996314683
f(z) = -100/43*z^3 + 143/43*z + 1
*
[ -1/2 ] 
f(z) = -100/43*z^3 + 154/43*z + 1
*
-1 | 0.10403244906392757139283473383843276221 | 0.020846378997192156301514929674241722421
f(z) = -100/47*z^3 + 147/47*z + 1
*
-1 | 0.10386203807915221408491598618278606503 | 0.020756025690313285618946227692798628284
f(z) = -100/49*z^3 + 149/49*z + 1
*
-1 | 0.083345048979628542102324774360171985535 | 0.016611600646245346199472410782701905460
f(z) = -100/51*z^3 + 151/51*z + 1
*
-1 | 0.10351227698058109563639442830910493099 | 0.020577190017669214477867687024156606429
f(z) = -100/53*z^3 + 153/53*z + 1
*
-1 | 0.082805087621564905237492427613675419075 | 0.016376792349370510183778470109050728047
f(z) = -100/57*z^3 + 157/57*z + 1
*
-1 | 0.10296337321632135390614841144466726129 | 0.020312747905399820070822985988662724549
f(z) = -100/59*z^3 + 159/59*z + 1
*
[ 10/9 ] 
f(z) = -99/40*z^3 + 142/45*z + 1
*
-1 | 0.10430764046683062783306528990878850796 | 0.021107889148271015923763205788591036958
f(z) = -99/41*z^3 + 140/41*z + 1
*
-1 | 0.10414320284401181150621960907441411514 | 0.021014293201429757281339049739880347233
f(z) = -99/43*z^3 + 142/43*z + 1
*
-1 | 0.091056055933307535825185592879195316755 | 0.018296348698980199515017565691897693001
f(z) = -99/46*z^3 + 145/46*z + 1
*
[ -2/3 ] 
f(z) = -99/46*z^3 + 159/46*z + 1
*
-1 | 0.10380614060142383352519076313216794189 | 0.020829521364958778223294610103751453310
f(z) = -99/47*z^3 + 146/47*z + 1
*
-1 | 0.10363329908562040593985412930140002513 | 0.020738222314410380438399620315152662515
f(z) = -99/49*z^3 + 148/49*z + 1
*
[ -5/6 ] 
f(z) = -99/50*z^3 + 143/40*z + 1
*
-1 | 0.090709691205705831619338844556421440020 | 0.018127630805696045007732668180536756245
f(z) = -99/50*z^3 + 149/50*z + 1
*
-1 | 0.094810945835678257187164044895905553074 | 0.018896882159131521915233315842767289245
f(z) = -99/52*z^3 + 151/52*z + 1
*
-1 | 0.10327840341508581903441025604129123562 | 0.020557495940944171900374639592826063275
f(z) = -99/53*z^3 + 152/53*z + 1
*
-1 | 0.094446284290574976606476560808234137139 | 0.018726615762318894387050619006039539347
f(z) = -99/56*z^3 + 155/56*z + 1
*
-1 | 0.089980736268611251440475555794623901357 | 0.017795957659620303209931766988127652703
f(z) = -99/58*z^3 + 157/58*z + 1
*
-1 | 0.10272102363592056761254040857751607811 | 0.020290191683474005019947861356062210331
f(z) = -99/59*z^3 + 158/59*z + 1
*
-1 | 0.10391876360595841801925517829822570659 | 0.020998950425541312955573798435605717880
f(z) = -98/43*z^3 + 141/43*z + 1
*
-1 | 0.090186186576313726089739754883625683298 | 0.018172276848326524991491944162967500264
f(z) = -98/45*z^3 + 143/45*z + 1
*
-9/7 | 0.13779958447307002244526168159314291482 | 0.027428913546267533558980967155652845173
f(z) = -98/45*z^3 + 152/45*z + 1
*
[ -5/7 ] 
f(z) = -98/45*z^3 + 158/45*z + 1
*
-1 | 0.10357695668073794771451464366084557106 | 0.020812235904418784968067832426681891107
f(z) = -98/47*z^3 + 145/47*z + 1
*
-1 | 0.082878475443549494162682149945040065451 | 0.016562622853302222032379995674776572558
f(z) = -98/51*z^3 + 149/51*z + 1
*
-1 | 0.10304142770295946020977102173772541520 | 0.020537309270031137891988645103247417860
f(z) = -98/53*z^3 + 151/53*z + 1
*
-1 | 0.10285631429493579156087414166935571668 | 0.020446791293761747537491179103632556232
f(z) = -98/55*z^3 + 153/55*z + 1
*
-1 | 0.082324019991782392933721558614804003849 | 0.016323038031358666729258062844757110954
f(z) = -98/57*z^3 + 155/57*z + 1
*
-1 | 0.10247530124618643860187820365157338620 | 0.020267072684202158539158226853439263313
f(z) = -98/59*z^3 + 157/59*z + 1
*
-1 | 0.10369151007244312749185975790693856936 | 0.020983207849687261073111077988628647343
f(z) = -97/43*z^3 + 140/43*z + 1
*
-1 | 0.095048571275956277289306637639239996447 | 0.019206543332352496064792130471136436295
f(z) = -97/44*z^3 + 141/44*z + 1
*
-1 | 0.089956535448001535596409244316800778843 | 0.018151669620921489201163937427081425353
f(z) = -97/45*z^3 + 142/45*z + 1
*
-1 | 0.090597207483070812028745675914232906598 | 0.018255096468399047897938982833624571256
f(z) = -97/46*z^3 + 143/46*z + 1
*
-1 | 0.10334482122778449813531887868032829797 | 0.020794507760804889093872389297726518684
f(z) = -97/47*z^3 + 144/47*z + 1
*
-1 | 0.074355244620529430412362122999101675284 | 0.014940571159502028395764397222482055445
f(z) = -97/48*z^3 + 145/48*z + 1
*
-1 | 0.10316690147434043358944508603637258635 | 0.020701252989140569201927867433240776117
f(z) = -97/49*z^3 + 146/49*z + 1
*
-1 | 0.090240683479128904680240665416379215298 | 0.018082737700576408587995561679066919279
f(z) = -97/50*z^3 + 147/50*z + 1
*
-1 | 0.082642122996143611026382217492045453264 | 0.016537645084645165984388246576291513839
f(z) = -97/51*z^3 + 148/51*z + 1
*
-1 | 0.094336568446916042306990233130547636431 | 0.018852434194753381964517786598605418457
f(z) = -97/52*z^3 + 149/52*z + 1
*
-1 | 0.10280126331671433878986931558631605088 | 0.020516612621525093351613189782915182581
f(z) = -97/53*z^3 + 150/53*z + 1
*
-1 | 0.076308536024703163406722476573059446147 | 0.015209144896559216198027758272703097853
f(z) = -97/54*z^3 + 151/54*z + 1
*
-1 | 0.10261326068420543636405765946820209617 | 0.020425099732849569585758510680191374846
f(z) = -97/55*z^3 + 152/55*z + 1
*
-1 | 0.093960524133311677932055106324631893474 | 0.018678398501596698655936936078759080050
f(z) = -97/56*z^3 + 153/56*z + 1
*
-1 | 0.082077958849596455421431921539929162536 | 0.016295162041085313603151363577980926235
f(z) = -97/57*z^3 + 154/57*z + 1
*
-1 | 0.089488934274323027325116665200142315250 | 0.017743682556941965131557236162588412232
f(z) = -97/58*z^3 + 155/58*z + 1
*
-1 | 0.10222610619019928350571304712812178487 | 0.020243370512633274895906190107188365816
f(z) = -97/59*z^3 + 156/59*z + 1
*
[ -1/2 ] 
f(z) = -96/41*z^3 + 147/41*z + 1
*
[ -1/2 ] 
f(z) = -96/43*z^3 + 153/43*z + 1
*
-1 | 0.10310965502658802872872771789455788630 | 0.020776321385904057920611012942345984384
f(z) = -96/47*z^3 + 143/47*z + 1
*
-1 | 0.10292908093426906967927031816347887739 | 0.020682054990590398109736432233807092873
f(z) = -96/49*z^3 + 145/49*z + 1
*
-1 | 0.10255781992952835951126320915847764990 | 0.020495387771782017112241468118258082965
f(z) = -96/53*z^3 + 149/53*z + 1
*
-1 | 0.10236683486994872308322253369843229712 | 0.020402855371713402645437435947496495922
f(z) = -96/55*z^3 + 151/55*z + 1
*
-1 | 0.10197333391505957839325631914139724980 | 0.020219063741616436915586057837224919385
f(z) = -96/59*z^3 + 155/59*z + 1
*
-1 | 0.090125730046575566662928901853040912751 | 0.018211780737595747224289242252167258817
f(z) = -95/46*z^3 + 141/46*z + 1
*
-1 | 0.10287137553955726289442562763335641832 | 0.020757660496197677701950159406823892847
f(z) = -95/47*z^3 + 142/47*z + 1
*
-1 | 0.073878095616481724856932144997355843981 | 0.014886239872597559585599888688305744626
f(z) = -95/48*z^3 + 143/48*z + 1
*
-1 | 0.10268806552834023017573330816335130648 | 0.020662358792653449875805845681274313638
f(z) = -95/49*z^3 + 144/49*z + 1
*
-1 | 0.082156653208646736036097606392566969214 | 0.016485380858669009315291608946023346751
f(z) = -95/51*z^3 + 146/51*z + 1
*
-1 | 0.093849249168420639452974749479173626571 | 0.018805834471556140457596278996307260440
f(z) = -95/52*z^3 + 147/52*z + 1
*
-1 | 0.10231100318274951288539291956887213057 | 0.020473615603622230758986651890302528816
f(z) = -95/53*z^3 + 148/53*z + 1
*
-1 | 0.075815275374195591874109269480210309892 | 0.015151096902082135514036786304659772868
f(z) = -95/54*z^3 + 149/54*z + 1
*
-1 | 0.093461075385114279669471262962729165536 | 0.018627837877276016738885161487826848469
f(z) = -95/56*z^3 + 151/56*z + 1
*
-1 | 0.088983033611373621007875022970227929423 | 0.017688923907193935922080053215723364049
f(z) = -95/58*z^3 + 153/58*z + 1
*
-1 | 0.10171687486229956791575147224576867555 | 0.020194129842230087155535859295273825512
f(z) = -95/59*z^3 + 154/59*z + 1
*
-1 | 0.10244376534571433109967741584252001362 | 0.020642146385378437079322616329421770589
f(z) = -94/49*z^3 + 143/49*z + 1
*
-1 | 0.081909418911134476062806436081386564130 | 0.016458469178882679561605716139129604201
f(z) = -94/51*z^3 + 145/51*z + 1
*
-1 | 0.10206071443490444819804590519805709304 | 0.020451276048753000252374841437105317312
f(z) = -94/53*z^3 + 147/53*z + 1
*
-1 | 0.10186346605722255414828328681788968899 | 0.020356626516194440965085136510043721442
f(z) = -94/55*z^3 + 149/55*z + 1
*
-1 | 0.081318525755481002727498144320044124791 | 0.016207691896871299065229995078089004481
f(z) = -94/57*z^3 + 151/57*z + 1
*
-1 | 0.10145661413166972830351581659161622093 | 0.020168545108213229049632580701719023464
f(z) = -94/59*z^3 + 153/59*z + 1
*
-1 | 0.10238512877679007346544822692322394903 | 0.020718846088165217609330405601603501086
f(z) = -93/47*z^3 + 140/47*z + 1
*
-1 | 0.10219608650439604548111522480205935035 | 0.020621398873806021138003507883293761325
f(z) = -93/49*z^3 + 142/49*z + 1
*
-1 | 0.089264795747972454177257658755239824280 | 0.017986619045798659415737486020086587676
f(z) = -93/50*z^3 + 143/50*z + 1
*
-1 | 0.093348233487738228140324207328323738167 | 0.018756927398397586330114068355816760177
f(z) = -93/52*z^3 + 145/52*z + 1
*
-1 | 0.10180685049038357118413237276961274307 | 0.020428348025487830312265129132737301322
f(z) = -93/53*z^3 + 146/53*z + 1
*
-1 | 0.10160631097921827123994748074964161665 | 0.020332598539522122562002331948523714867
f(z) = -93/55*z^3 + 148/55*z + 1
*
-1 | 0.092947106654715755731653285484035817308 | 0.018574760992994723623253753129532749062
f(z) = -93/56*z^3 + 149/56*z + 1
*
-1 | 0.088461506994840817430214810564787628319 | 0.017631367966710435388237302108253041394
f(z) = -93/58*z^3 + 151/58*z + 1
*
-1 | 0.10119243111544985036105560403083180815 | 0.020142284573758913860605749024980310527
f(z) = -93/59*z^3 + 152/59*z + 1
*
[ -1/2 ] 
f(z) = -92/41*z^3 + 146/41*z + 1
*
[ -1/2 ] 
f(z) = -92/43*z^3 + 152/43*z + 1
*
[ -1/2 ] 
f(z) = -92/45*z^3 + 158/45*z + 1
*
-1 | 0.10194493090727665346846614705201884882 | 0.020600096421224095896429562180874861358
f(z) = -92/49*z^3 + 141/49*z + 1
*
-1 | 0.081405459529926882855610933755644209538 | 0.016402983690759552949931427549777207434
f(z) = -92/51*z^3 + 143/51*z + 1
*
-1 | 0.10154930330575792069521897180868629456 | 0.020404809371289885694747205742581650408
f(z) = -92/53*z^3 + 145/53*z + 1
*
-1 | 0.10134535891607561776167267823760703054 | 0.020307930656066194368444992664985212807
f(z) = -92/55*z^3 + 147/55*z + 1
*
-1 | 0.080793424659145483694220817513511465815 | 0.016145941566789085609496856328219489031
f(z) = -92/57*z^3 + 149/57*z + 1
*
-1 | 0.10092419910006673085345782244838379600 | 0.020115321923948247090769620885363129948
f(z) = -92/59*z^3 + 151/59*z + 1
*
[ -2/3 ] 
f(z) = -91/40*z^3 + 158/45*z + 1
*
-1 | 0.088755104305377345684835106877739427341 | 0.017934817261581661970854007252021291296
f(z) = -91/50*z^3 + 141/50*z + 1
*
-1 | 0.081147490312866357859219879949099729202 | 0.016374157001383274915843617292807148391
f(z) = -91/51*z^3 + 142/51*z + 1
*
-1 | 0.10128795967143554810753552347842100933 | 0.020380636769610022463518322690809000468
f(z) = -91/53*z^3 + 144/53*z + 1
*
[ -6/7 ] 
f(z) = -91/54*z^3 + 143/42*z + 1
*
-1 | 0.074785602006366286288118470975110206236 | 0.015027045021297885583709896183224996037
f(z) = -91/54*z^3 + 145/54*z + 1
*
-1 | 0.10108049058769797074797965649349147717 | 0.020282598178475103882105255499693210360
f(z) = -91/55*z^3 + 146/55*z + 1
*
-1 | 0.080524870211773871141671696533949475789 | 0.016113958303219942659090514672415931195
f(z) = -91/57*z^3 + 148/57*z + 1
*
-1 | 0.087925347661841966688215998462558175088 | 0.017571201265164078101323451403200847534
f(z) = -91/58*z^3 + 149/58*z + 1
*
-1 | 0.10065178483137675207478507541847097953 | 0.020087629397008594623365301834453328692
f(z) = -91/59*z^3 + 150/59*z + 1
*
-1 | 0.10102270086608236735594322068279659427 | 0.020355805670424896068040884467416537816
f(z) = -90/53*z^3 + 143/53*z + 1
*
-1 | 0.10037504803948212155746424552936087603 | 0.020059177677470499688247253167973638799
f(z) = -90/59*z^3 + 149/59*z + 1
*
[ -2/3 ] 
f(z) = -89/40*z^3 + 157/45*z + 1
*
-1 | 0.080620042218027850270156948728032836817 | 0.016314422478075327346309285538346696721
f(z) = -89/51*z^3 + 140/51*z + 1
*
-1 | 0.092301732932742886207351478569307628003 | 0.018651487438742857519496886808613446373
f(z) = -89/52*z^3 + 141/52*z + 1
*
-1 | 0.10075340228090866957828811973660895265 | 0.020330290203806210914364317014777651423
f(z) = -89/53*z^3 + 142/53*z + 1
*
-1 | 0.074247369187482955141164930530126846168 | 0.014960647515494470343039347192434197437
f(z) = -89/54*z^3 + 143/54*z + 1
*
-1 | 0.10053849782377314369039579610604025184 | 0.020229833952182988591207312284043655311
f(z) = -89/55*z^3 + 144/55*z + 1
*
-1 | 0.091871864610794853383058410614410203260 | 0.018460273216487243415455459917944294630
f(z) = -89/56*z^3 + 145/56*z + 1
*
-1 | 0.079974057488202095857721982531803318062 | 0.016047425801996324825472817138926354039
f(z) = -89/57*z^3 + 146/57*z + 1
*
-1 | 0.087370883149553817206669074377877089594 | 0.017507677266501392102452739027705112047
f(z) = -89/58*z^3 + 147/58*z + 1
*
-1 | 0.10009384091838237035847528371192049805 | 0.020029935779171411379152054794117384368
f(z) = -89/59*z^3 + 148/59*z + 1
*
[ -1/2 ] 
f(z) = -88/41*z^3 + 145/41*z + 1
*
[ -1/2 ] 
f(z) = -88/43*z^3 + 151/43*z + 1
*
[ -1/2 ] 
f(z) = -88/45*z^3 + 157/45*z + 1
*
-1 | 0.10047993301055082465622098816884709096 | 0.020304063085766820680864257480476817585
f(z) = -88/53*z^3 + 141/53*z + 1
*
-1 | 0.079693580402202360870137736863599518729 | 0.016013229665656404405424587005509498132
f(z) = -88/57*z^3 + 145/57*z + 1
*
-1 | 0.099808007555103543846962965987322201873 | 0.019999870916907506410013250067430190281
f(z) = -88/59*z^3 + 147/59*z + 1
*
-1 | 0.10020215540684992506665416376774594731 | 0.020277095515531213319975654052505207909
f(z) = -87/53*z^3 + 140/53*z + 1
*
-1 | 0.099979251571596074362595484282327133516 | 0.020174080009157630351536144105826684193
f(z) = -87/55*z^3 + 142/55*z + 1
*
-1 | 0.091308473032360559762950145855065490419 | 0.018398414585785386126327833827399270454
f(z) = -87/56*z^3 + 143/56*z + 1
*
-1 | 0.099517383302178998173124935887261673586 | 0.019968948365363820798894110944426056196
f(z) = -87/59*z^3 + 146/59*z + 1
*
-1 | 0.099692788867113374922552799139125660445 | 0.020145004218318455002401279465369086624
f(z) = -86/55*z^3 + 141/55*z + 1
*
-1 | 0.079115508875176158794664916053263527986 | 0.015941564721326532857257880313252857511
f(z) = -86/57*z^3 + 143/57*z + 1
*
-1 | 0.099221794086456696470126620660969721779 | 0.019937131303752928279272419134358446765
f(z) = -86/59*z^3 + 145/59*z + 1
*
-1 | 0.090726295180862883470748895486894485049 | 0.018333137430502790559586992052959500771
f(z) = -85/56*z^3 + 141/56*z + 1
*
-1 | 0.078820679380652165856297943538446458337 | 0.015904646886286477257751757269847633955
f(z) = -85/57*z^3 + 142/57*z + 1
*
-1 | 0.086207402629265062325632787795917249416 | 0.017370562460012036823037889220280731551
f(z) = -85/58*z^3 + 143/58*z + 1
*
-1 | 0.098921055646152522247002577739467715139 | 0.019904380644357800581834701081360201361
f(z) = -85/59*z^3 + 144/59*z + 1
*
[ -1/2 ] 
f(z) = -84/41*z^3 + 144/41*z + 1
*
[ -1/2 ] 
f(z) = -84/43*z^3 + 150/43*z + 1
*
-1 | 0.098614972686825610902517972381560683695 | 0.019870654842898251893932002958513047576
f(z) = -84/59*z^3 + 143/59*z + 1
*
[ -2/3 ] 
f(z) = -83/40*z^3 + 154/45*z + 1
*
-1 | 0.078213351021857966093042732775667833977 | 0.015827399947841524189930956249075307573
f(z) = -83/57*z^3 + 140/57*z + 1
*
-1 | 0.085595603016626936754297554959499061048 | 0.017296374225601395402115354284778051104
f(z) = -83/58*z^3 + 141/58*z + 1
*
-1 | 0.098303337945480779455293741452325316162 | 0.019835909688313852292903544135910666581
f(z) = -83/59*z^3 + 142/59*z + 1
*
-1 | 0.097985931150256035855725598574296360377 | 0.019800098069168651231611130903291312463
f(z) = -82/59*z^3 + 141/59*z + 1
*
[ -8/9 ] 
f(z) = -81/40*z^3 + 149/40*z + 1
*
[ 4/3 ] 
f(z) = -81/44*z^3 + 155/44*z + 1
*
[ -4/9 ] 
f(z) = -81/44*z^3 + 159/44*z + 1
*
[ -2/3 ] 
f(z) = -81/46*z^3 + 151/46*z + 1
*
-1 | 0.097662517861068933202257945080488577068 | 0.019763169713421071352273484363161906168
f(z) = -81/59*z^3 + 140/59*z + 1
*
[ 7/8 ] 
f(z) = -100/49*z^3 + 159/112*z + 1
*
-2/3 | 0.17836796274022439450779023854637880044 | 0.026339288268390774726142927632719530517
f(z) = -97/48*z^3 + 151/108*z + 1
*
-2/3 | 0.17622228224480865540654783233769655308 | 0.026102745315804316100936866089654187018
f(z) = -95/48*z^3 + 149/108*z + 1
*
[ 7/8 ] 
f(z) = -92/49*z^3 + 145/112*z + 1
*
[ 6/7 ] 
f(z) = -91/40*z^3 + 158/105*z + 1
*
-2/3 | 0.17211923105985390953746385423626981538 | 0.025658478472886107692991868081813486390
f(z) = -91/48*z^3 + 145/108*z + 1
*
-2/3 | 0.17564540285441924506291883111842389956 | 0.026271171991908818292680175309339499704
f(z) = -89/48*z^3 + 143/108*z + 1
*
-14/17 | 0.19909199560062567628928148899403153348 | 0.027363345324715184749335887492177714309
f(z) = -85/56*z^3 + 148/119*z + 1
*
0 | 0.15669024652506957003715435114645656307 | 0.028525121763389564152663905850118755591
f(z) = -81/44*z^3 + 155/132*z + 1
*
0 | 0.13805876722292858971368641811306851397 | 0.024810541990509837538182574489892469031
f(z) = -87/56*z^3 + 149/168*z + 1
*
[ 5/6 ] 
f(z) = -84/55*z^3 + 142/165*z + 1
*
0 | 0.10037856242671903444782928493209320797 | 0.016990039489497919993828954383290110335
f(z) = -92/45*z^3 + 143/180*z + 1
*
[ 7/9 ] 
f(z) = -87/49*z^3 + 149/189*z + 1
*
0 | 0.17528467422499317097500473462151775559 | 0.029255730856256384192170222336695911219
f(z) = -100/51*z^3 + 145/204*z + 1
*
[ 3/4 ] 
f(z) = -100/51*z^3 + 157/204*z + 1
*
[ 3/4 ] 
f(z) = -100/57*z^3 + 149/228*z + 1
*
[ 5/7 ] 
f(z) = -98/47*z^3 + 156/235*z + 1
*
11/18 | 0.14315251025166691571095203680634619222 | 0.024763684785631925859435776609355539613
f(z) = -81/55*z^3 + 141/220*z + 1
*
[ 5/7 ] 
f(z) = -98/51*z^3 + 148/255*z + 1
*
[ 5/7 ] 
f(z) = -98/53*z^3 + 144/265*z + 1
*
0 | 0.10041414421330934749627660117383743639 | 0.015551761882453463391719539878186054594
f(z) = -91/40*z^3 + 157/280*z + 1
*
7/12 | 0.22666788966599529992708852154566270598 | 0.027680607508882582432567145011096924215
f(z) = -90/49*z^3 + 143/280*z + 1
*
[ -15/7 ] 
f(z) = -98/45*z^3 + 172/15*z + 1
*
[ 7/2 ] 
f(z) = -96/49*z^3 + 173/7*z + 1
*
[ -7/2 ] 
f(z) = -96/49*z^3 + 177/7*z + 1
*
[ 7/2 ] 
f(z) = -92/49*z^3 + 166/7*z + 1
*
[ -7/2 ] 
f(z) = -92/49*z^3 + 170/7*z + 1
*
[ -7/2 ] 
f(z) = -88/49*z^3 + 163/7*z + 1
*
[ -3/14 ] 
f(z) = -98/45*z^3 + 173/30*z + 1
*
-2 | 0.098474519245012902139673697121000530917 | 0.016745849308684217149332303692028078692
f(z) = -95/44*z^3 + 179/22*z + 1
*
-2 | 0.098507460376731731521448608376712458694 | 0.016783519701704094958658510052911411269
f(z) = -95/52*z^3 + 177/26*z + 1
*
[ -6/19 ] 
f(z) = -95/54*z^3 + 165/38*z + 1
*
-2 | 0.098085520598002419654615030255613554422 | 0.016744049140084699626667088201560417226
f(z) = -93/44*z^3 + 175/22*z + 1
*
[ 5/3 ] 
f(z) = -93/50*z^3 + 167/30*z + 1
*
-2 | 0.098116299465220147412954868109278145824 | 0.016782233294532602964977336982422540018
f(z) = -93/52*z^3 + 173/26*z + 1
*
[ 7/4 ] 
f(z) = -92/49*z^3 + 173/28*z + 1
*
[ -2/7 ] 
f(z) = -91/40*z^3 + 164/35*z + 1
*
[ 10/7 ] 
f(z) = -91/40*z^3 + 173/35*z + 1
*
-2 | 0.097687853997056406467318956590674577816 | 0.016742248960458142007202992110223247315
f(z) = -91/44*z^3 + 171/22*z + 1
*
-2 | 0.097281109072332987582056657813273221842 | 0.016740448939357378463624540785362678430
f(z) = -89/44*z^3 + 167/22*z + 1
*
-2 | 0.097306837278961777403028781689321720999 | 0.016779665902408998884540937875712272347
f(z) = -89/52*z^3 + 165/26*z + 1
*
-2 | 0.096864844441902616503953732835668006815 | 0.016738649065006536695358457028655532848
f(z) = -87/44*z^3 + 163/22*z + 1
*
-2 | 0.096887625930644728728698581724060744261 | 0.016778380999196785031512936347125648599
f(z) = -87/52*z^3 + 161/26*z + 1
*
[ -3/2 ] 
f(z) = -86/45*z^3 + 179/30*z + 1
*
[ -7/5 ] 
f(z) = -85/49*z^3 + 179/35*z + 1
*
-24/17 | 0.23656157260688672737632706663359188785 | 0.028076073635917364641114890224398923398
f(z) = -85/54*z^3 + 169/34*z + 1
*
[ 2 ] 
f(z) = -83/44*z^3 + 177/22*z + 1
*
[ 2 ] 
f(z) = -83/52*z^3 + 179/26*z + 1
*
[ -3/2 ] 
f(z) = -82/45*z^3 + 173/30*z + 1
*
[ 2 ] 
f(z) = -81/44*z^3 + 173/22*z + 1
*
[ 20/9 ] 
f(z) = -81/50*z^3 + 171/20*z + 1
*
[ 2 ] 
f(z) = -81/52*z^3 + 175/26*z + 1
*
[ -1/2 ] 
f(z) = -100/47*z^3 + 166/47*z + 1
*
[ -1/2 ] 
f(z) = -100/49*z^3 + 172/49*z + 1
*
[ -3/5 ] 
f(z) = -100/51*z^3 + 172/51*z + 1
*
[ -1/2 ] 
f(z) = -100/51*z^3 + 178/51*z + 1
*
[ -1/3 ] 
f(z) = -99/40*z^3 + 171/40*z + 1
*
-10/11 | 0.18920329076430970426233227592326277954 | 0.026159307581518298964557529351994140977
f(z) = -99/40*z^3 + 173/55*z + 1
*
[ -1 ] 
f(z) = -99/40*z^3 + 179/40*z + 1
*
[ -1/3 ] 
f(z) = -99/41*z^3 + 175/41*z + 1
*
[ -2/3 ] 
f(z) = -99/50*z^3 + 169/50*z + 1
*
-1/3 | 0.14704256251433747034782475242351614424 | 0.028346178213460504195583232315968283253
f(z) = -99/56*z^3 + 179/56*z + 1
*
-4/7 | 0.091313885427062690109668405554449161419 | 0.017841734236865672913026078580271287458
f(z) = -98/45*z^3 + 167/45*z + 1
*
[ 9/7 ] 
f(z) = -98/45*z^3 + 172/45*z + 1
*
[ -2/3 ] 
f(z) = -97/40*z^3 + 161/45*z + 1
*
[ -1 ] 
f(z) = -97/40*z^3 + 177/40*z + 1
*
[ -1 ] 
f(z) = -97/41*z^3 + 179/41*z + 1
*
[ -1 ] 
f(z) = -96/41*z^3 + 178/41*z + 1
*
[ -1/2 ] 
f(z) = -96/47*z^3 + 165/47*z + 1
*
[ -1/2 ] 
f(z) = -96/49*z^3 + 171/49*z + 1
*
[ 5/4 ] 
f(z) = -96/55*z^3 + 161/55*z + 1
*
[ -1 ] 
f(z) = -95/41*z^3 + 177/41*z + 1
*
[ -1 ] 
f(z) = -95/42*z^3 + 179/42*z + 1
*
[ -1 ] 
f(z) = -94/41*z^3 + 176/41*z + 1
*
[ -1 ] 
f(z) = -93/40*z^3 + 173/40*z + 1
*
[ -1 ] 
f(z) = -93/41*z^3 + 175/41*z + 1
*
[ -1 ] 
f(z) = -93/43*z^3 + 179/43*z + 1
*
[ -1 ] 
f(z) = -92/41*z^3 + 174/41*z + 1
*
[ -1 ] 
f(z) = -92/43*z^3 + 178/43*z + 1
*
[ -1/2 ] 
f(z) = -92/47*z^3 + 164/47*z + 1
*
[ -1/2 ] 
f(z) = -92/49*z^3 + 170/49*z + 1
*
[ -1/2 ] 
f(z) = -92/51*z^3 + 176/51*z + 1
*
[ -1 ] 
f(z) = -91/40*z^3 + 171/40*z + 1
*
[ -1 ] 
f(z) = -91/41*z^3 + 173/41*z + 1
*
[ -1 ] 
f(z) = -91/43*z^3 + 177/43*z + 1
*
[ -1 ] 
f(z) = -91/44*z^3 + 179/44*z + 1
*
[ -1 ] 
f(z) = -90/41*z^3 + 172/41*z + 1
*
[ -1/3 ] 
f(z) = -90/41*z^3 + 174/41*z + 1
*
[ -1 ] 
f(z) = -90/43*z^3 + 176/43*z + 1
*
[ -1 ] 
f(z) = -89/40*z^3 + 169/40*z + 1
*
[ -1 ] 
f(z) = -89/41*z^3 + 171/41*z + 1
*
[ -1 ] 
f(z) = -89/42*z^3 + 173/42*z + 1
*
[ -1 ] 
f(z) = -89/43*z^3 + 175/43*z + 1
*
[ -1 ] 
f(z) = -89/44*z^3 + 177/44*z + 1
*
[ -1 ] 
f(z) = -89/45*z^3 + 179/45*z + 1
*
[ -3/5 ] 
f(z) = -89/54*z^3 + 163/50*z + 1
*
[ -1 ] 
f(z) = -88/41*z^3 + 170/41*z + 1
*
[ -1 ] 
f(z) = -88/43*z^3 + 174/43*z + 1
*
[ -1 ] 
f(z) = -88/45*z^3 + 178/45*z + 1
*
[ -1/2 ] 
f(z) = -88/47*z^3 + 163/47*z + 1
*
[ -1/2 ] 
f(z) = -88/49*z^3 + 169/49*z + 1
*
[ -1/2 ] 
f(z) = -88/51*z^3 + 175/51*z + 1
*
[ -1 ] 
f(z) = -87/40*z^3 + 167/40*z + 1
*
[ -1 ] 
f(z) = -87/41*z^3 + 169/41*z + 1
*
[ -1 ] 
f(z) = -87/43*z^3 + 173/43*z + 1
*
[ -1 ] 
f(z) = -87/44*z^3 + 175/44*z + 1
*
[ -1 ] 
f(z) = -87/46*z^3 + 179/46*z + 1
*
[ -1 ] 
f(z) = -86/41*z^3 + 168/41*z + 1
*
[ -1 ] 
f(z) = -86/45*z^3 + 176/45*z + 1
*
[ -1 ] 
f(z) = -85/41*z^3 + 167/41*z + 1
*
[ -1 ] 
f(z) = -85/42*z^3 + 169/42*z + 1
*
[ -1 ] 
f(z) = -85/43*z^3 + 171/43*z + 1
*
[ -1 ] 
f(z) = -85/44*z^3 + 173/44*z + 1
*
[ -1 ] 
f(z) = -85/46*z^3 + 177/46*z + 1
*
[ -1 ] 
f(z) = -85/47*z^3 + 179/47*z + 1
*
[ -3/10 ] 
f(z) = -85/54*z^3 + 179/40*z + 1
*
[ -1 ] 
f(z) = -84/41*z^3 + 166/41*z + 1
*
[ -1 ] 
f(z) = -84/43*z^3 + 170/43*z + 1
*
[ -1/2 ] 
f(z) = -84/47*z^3 + 162/47*z + 1
*
[ -1 ] 
f(z) = -84/47*z^3 + 178/47*z + 1
*
[ -1 ] 
f(z) = -83/40*z^3 + 163/40*z + 1
*
[ -1 ] 
f(z) = -83/41*z^3 + 165/41*z + 1
*
[ -1 ] 
f(z) = -83/42*z^3 + 167/42*z + 1
*
[ -1 ] 
f(z) = -83/43*z^3 + 169/43*z + 1
*
[ -1 ] 
f(z) = -83/44*z^3 + 171/44*z + 1
*
[ -1 ] 
f(z) = -83/45*z^3 + 173/45*z + 1
*
[ -1 ] 
f(z) = -83/46*z^3 + 175/46*z + 1
*
[ -1 ] 
f(z) = -83/47*z^3 + 177/47*z + 1
*
[ -1 ] 
f(z) = -83/48*z^3 + 179/48*z + 1
*
[ -3/5 ] 
f(z) = -83/54*z^3 + 161/50*z + 1
*
[ -1 ] 
f(z) = -82/43*z^3 + 168/43*z + 1
*
[ -1 ] 
f(z) = -82/45*z^3 + 172/45*z + 1
*
[ -1 ] 
f(z) = -82/47*z^3 + 176/47*z + 1
*
[ -1 ] 
f(z) = -81/40*z^3 + 161/40*z + 1
*
[ -1/3 ] 
f(z) = -81/40*z^3 + 169/40*z + 1
*
[ -10/27 ] 
f(z) = -81/40*z^3 + 179/45*z + 1
*
[ -1 ] 
f(z) = -81/41*z^3 + 163/41*z + 1
*
[ -1/3 ] 
f(z) = -81/41*z^3 + 173/41*z + 1
*
[ -1 ] 
f(z) = -81/43*z^3 + 167/43*z + 1
*
[ -1 ] 
f(z) = -81/44*z^3 + 169/44*z + 1
*
[ -1 ] 
f(z) = -81/46*z^3 + 173/46*z + 1
*
[ -1 ] 
f(z) = -81/47*z^3 + 175/47*z + 1
*
[ -1 ] 
f(z) = -81/49*z^3 + 179/49*z + 1
*
[ -2/3 ] 
f(z) = -81/50*z^3 + 161/50*z + 1
*
[ -5/9 ] 
f(z) = -81/55*z^3 + 179/55*z + 1
*
-6/5 | 0.11681286956942212721522963585734583576 | 0.018060963337384957903675899215979925378
f(z) = -95/48*z^3 + 161/60*z + 1
*
-2/5 | 0.18374003952171394930427943759148003265 | 0.028197451698790404507218406042981718689
f(z) = -95/48*z^3 + 169/60*z + 1
*
[ 7/6 ] 
f(z) = -92/49*z^3 + 170/63*z + 1
*
[ 7/6 ] 
f(z) = -88/49*z^3 + 163/63*z + 1
*
[ 6/5 ] 
f(z) = -85/48*z^3 + 163/60*z + 1
*
-2/3 | 0.20507144966118835791299557403280153786 | 0.028421985999872661687604772084475056049
f(z) = -81/56*z^3 + 170/63*z + 1
*
4/3 | 0.11981352539515391982104535124137117814 | 0.020575748078526083307678727979177906204
f(z) = -87/56*z^3 + 169/84*z + 1
*
[ 10/11 ] 
f(z) = -99/50*z^3 + 169/110*z + 1
*
-7/8 | 0.21748768430460032590659999639867582073 | 0.029815798577598211077555400794116871760
f(z) = -92/49*z^3 + 177/112*z + 1
*
-14/19 | 0.20128483907951537575884182655082544350 | 0.026844006380718998037115534389075656016
f(z) = -95/56*z^3 + 170/133*z + 1
*
-5/6 | 0.19017662930451739489507197706398484774 | 0.027100315330085115268566400426243508475
f(z) = -93/50*z^3 + 179/120*z + 1
*
0 | 0.14692811253739474934618160893758806355 | 0.026404452096903632877726080707118084795
f(z) = -87/44*z^3 + 173/132*z + 1
*
-3/4 | 0.13964963638738149822462619448876130293 | 0.021373454185818634873581899258127120347
f(z) = -86/45*z^3 + 169/120*z + 1
*
-3/4 | 0.16239635273308484731913059197096024760 | 0.025037361548282257700397637652931175208
f(z) = -82/45*z^3 + 163/120*z + 1
*
0 | 0.14787512204893959696389325980738397420 | 0.026920347346235193789342221120919074509
f(z) = -81/40*z^3 + 163/120*z + 1
*
0 | 0.15083877176045769194336650557812117567 | 0.026786201195166242844186082608164269551
f(z) = -93/52*z^3 + 175/156*z + 1
*
-4/5 | 0.17339028076920925573351211793482687410 | 0.028649657321559977112924204114947554137
f(z) = -85/56*z^3 + 171/140*z + 1
*
6/7 | 0.16669201085533965715619699655862833018 | 0.029328700867937790569769759099533503451
f(z) = -98/55*z^3 + 161/165*z + 1
*
[ 5/6 ] 
f(z) = -96/55*z^3 + 167/165*z + 1
*
[ 7/9 ] 
f(z) = -96/49*z^3 + 170/189*z + 1
*
[ 7/9 ] 
f(z) = -93/49*z^3 + 163/189*z + 1
*
[ 5/7 ] 
f(z) = -98/41*z^3 + 168/205*z + 1
*
[ 5/7 ] 
f(z) = -98/43*z^3 + 164/215*z + 1
*
0 | 0.16126991674840491648407266638012480857 | 0.026166100852553253924333396825144530248
f(z) = -95/51*z^3 + 169/255*z + 1
*
[ 3/4 ] 
f(z) = -83/45*z^3 + 169/240*z + 1
*
[ 7/2 ] 
f(z) = -100/49*z^3 + 180/7*z + 1
*
[ -7/2 ] 
f(z) = -100/49*z^3 + 184/7*z + 1
*
[ 10/3 ] 
f(z) = -81/50*z^3 + 187/10*z + 1
*
[ -10/3 ] 
f(z) = -81/50*z^3 + 193/10*z + 1
*
[ 7/4 ] 
f(z) = -100/49*z^3 + 187/28*z + 1
*
-2 | 0.099264675561213750995765754071549479508 | 0.016786103848525850598982652958266904571
f(z) = -99/52*z^3 + 185/26*z + 1
*
-3/7 | 0.18354226101434580813162316779113867629 | 0.028996896348811328395081859566086825685
f(z) = -98/45*z^3 + 187/30*z + 1
*
[ -3/2 ] 
f(z) = -98/45*z^3 + 197/30*z + 1
*
-2 | 0.098855232221060415639686017641534599078 | 0.016747649165613261464139196501980810838
f(z) = -97/44*z^3 + 183/22*z + 1
*
-2 | 0.098890126488997355720758830550702181433 | 0.016784809627591571100307452669508711922
f(z) = -97/52*z^3 + 181/26*z + 1
*
[ -7/5 ] 
f(z) = -95/49*z^3 + 193/35*z + 1
*
-24/19 | 0.17156208460731037797649624383245756641 | 0.020094922286834381802111118973437754796
f(z) = -95/54*z^3 + 189/38*z + 1
*
[ -3/2 ] 
f(z) = -94/45*z^3 + 191/30*z + 1
*
[ 2 ] 
f(z) = -93/44*z^3 + 197/22*z + 1
*
[ 2 ] 
f(z) = -93/52*z^3 + 199/26*z + 1
*
[ 2 ] 
f(z) = -91/44*z^3 + 193/22*z + 1
*
[ -12/7 ] 
f(z) = -91/54*z^3 + 183/28*z + 1
*
[ -7/5 ] 
f(z) = -90/49*z^3 + 186/35*z + 1
*
[ 2 ] 
f(z) = -89/44*z^3 + 189/22*z + 1
*
[ 2 ] 
f(z) = -89/52*z^3 + 191/26*z + 1
*
[ 2 ] 
f(z) = -87/44*z^3 + 185/22*z + 1
*
[ -5/3 ] 
f(z) = -87/50*z^3 + 193/30*z + 1
*
[ 2 ] 
f(z) = -87/52*z^3 + 187/26*z + 1
*
[ 2 ] 
f(z) = -85/44*z^3 + 181/22*z + 1
*
[ 2 ] 
f(z) = -85/52*z^3 + 183/26*z + 1
*
[ 12/5 ] 
f(z) = -85/54*z^3 + 193/20*z + 1
*
[ -2 ] 
f(z) = -83/44*z^3 + 199/22*z + 1
*
[ 14/9 ] 
f(z) = -81/40*z^3 + 184/35*z + 1
*
[ -2 ] 
f(z) = -81/44*z^3 + 195/22*z + 1
*
[ -20/9 ] 
f(z) = -81/50*z^3 + 189/20*z + 1
*
[ -1 ] 
f(z) = -100/41*z^3 + 182/41*z + 1
*
[ -1 ] 
f(z) = -100/43*z^3 + 186/43*z + 1
*
[ -1 ] 
f(z) = -100/47*z^3 + 194/47*z + 1
*
[ -1 ] 
f(z) = -100/49*z^3 + 198/49*z + 1
*
[ -1/2 ] 
f(z) = -100/53*z^3 + 184/53*z + 1
*
[ -3/5 ] 
f(z) = -100/57*z^3 + 188/57*z + 1
*
[ -1/2 ] 
f(z) = -100/57*z^3 + 196/57*z + 1
*
[ -1 ] 
f(z) = -99/41*z^3 + 181/41*z + 1
*
[ -1/3 ] 
f(z) = -99/43*z^3 + 183/43*z + 1
*
[ -1 ] 
f(z) = -99/43*z^3 + 185/43*z + 1
*
[ -1 ] 
f(z) = -99/46*z^3 + 191/46*z + 1
*
[ -1/3 ] 
f(z) = -99/46*z^3 + 195/46*z + 1
*
[ -1 ] 
f(z) = -99/47*z^3 + 193/47*z + 1
*
[ -1/3 ] 
f(z) = -99/47*z^3 + 199/47*z + 1
*
[ -1 ] 
f(z) = -99/49*z^3 + 197/49*z + 1
*
[ -1 ] 
f(z) = -99/50*z^3 + 199/50*z + 1
*
[ 4/3 ] 
f(z) = -99/52*z^3 + 189/52*z + 1
*
[ -2/3 ] 
f(z) = -99/58*z^3 + 189/58*z + 1
*
[ -1 ] 
f(z) = -98/41*z^3 + 180/41*z + 1
*
[ -1 ] 
f(z) = -98/43*z^3 + 184/43*z + 1
*
[ -1 ] 
f(z) = -98/45*z^3 + 188/45*z + 1
*
[ -1 ] 
f(z) = -98/47*z^3 + 192/47*z + 1
*
[ -3/7 ] 
f(z) = -98/51*z^3 + 188/51*z + 1
*
[ -1 ] 
f(z) = -97/42*z^3 + 181/42*z + 1
*
[ -1 ] 
f(z) = -97/43*z^3 + 183/43*z + 1
*
[ -1 ] 
f(z) = -97/44*z^3 + 185/44*z + 1
*
[ -1 ] 
f(z) = -97/45*z^3 + 187/45*z + 1
*
[ -1 ] 
f(z) = -97/46*z^3 + 189/46*z + 1
*
[ -1 ] 
f(z) = -97/47*z^3 + 191/47*z + 1
*
[ -1 ] 
f(z) = -97/48*z^3 + 193/48*z + 1
*
[ -1 ] 
f(z) = -97/49*z^3 + 195/49*z + 1
*
[ -1 ] 
f(z) = -97/50*z^3 + 197/50*z + 1
*
[ -1 ] 
f(z) = -97/51*z^3 + 199/51*z + 1
*
[ -1 ] 
f(z) = -96/43*z^3 + 182/43*z + 1
*
[ -1 ] 
f(z) = -96/47*z^3 + 190/47*z + 1
*
[ -7/24 ] 
f(z) = -96/49*z^3 + 193/42*z + 1
*
[ -1 ] 
f(z) = -96/49*z^3 + 194/49*z + 1
*
[ -1/2 ] 
f(z) = -96/53*z^3 + 183/53*z + 1
*
[ -1/2 ] 
f(z) = -96/55*z^3 + 189/55*z + 1
*
[ -1 ] 
f(z) = -95/43*z^3 + 181/43*z + 1
*
[ -1 ] 
f(z) = -95/44*z^3 + 183/44*z + 1
*
[ -1 ] 
f(z) = -95/46*z^3 + 187/46*z + 1
*
[ -1 ] 
f(z) = -95/47*z^3 + 189/47*z + 1
*
[ -1 ] 
f(z) = -95/48*z^3 + 191/48*z + 1
*
[ -1 ] 
f(z) = -95/49*z^3 + 193/49*z + 1
*
[ -1 ] 
f(z) = -95/51*z^3 + 197/51*z + 1
*
[ -1 ] 
f(z) = -95/52*z^3 + 199/52*z + 1
*
[ -1 ] 
f(z) = -94/43*z^3 + 180/43*z + 1
*
[ -1 ] 
f(z) = -94/45*z^3 + 184/45*z + 1
*
[ -1 ] 
f(z) = -94/49*z^3 + 192/49*z + 1
*
[ -1 ] 
f(z) = -94/51*z^3 + 196/51*z + 1
*
[ -1 ] 
f(z) = -93/44*z^3 + 181/44*z + 1
*
[ -1 ] 
f(z) = -93/46*z^3 + 185/46*z + 1
*
[ -1 ] 
f(z) = -93/47*z^3 + 187/47*z + 1
*
[ -1 ] 
f(z) = -93/49*z^3 + 191/49*z + 1
*
[ -1 ] 
f(z) = -93/50*z^3 + 193/50*z + 1
*
[ -1 ] 
f(z) = -93/52*z^3 + 197/52*z + 1
*
[ -1 ] 
f(z) = -93/53*z^3 + 199/53*z + 1
*
[ -1 ] 
f(z) = -92/45*z^3 + 182/45*z + 1
*
[ -1 ] 
f(z) = -92/47*z^3 + 186/47*z + 1
*
[ -1 ] 
f(z) = -92/49*z^3 + 190/49*z + 1
*
[ -1 ] 
f(z) = -92/51*z^3 + 194/51*z + 1
*
[ -1/2 ] 
f(z) = -92/53*z^3 + 182/53*z + 1
*
[ -1 ] 
f(z) = -92/53*z^3 + 198/53*z + 1
*
[ -1/2 ] 
f(z) = -92/55*z^3 + 188/55*z + 1
*
[ -1/2 ] 
f(z) = -92/57*z^3 + 194/57*z + 1
*
[ -1 ] 
f(z) = -91/45*z^3 + 181/45*z + 1
*
[ -1 ] 
f(z) = -91/46*z^3 + 183/46*z + 1
*
[ -1 ] 
f(z) = -91/47*z^3 + 185/47*z + 1
*
[ -1 ] 
f(z) = -91/48*z^3 + 187/48*z + 1
*
[ -1 ] 
f(z) = -91/50*z^3 + 191/50*z + 1
*
[ -1 ] 
f(z) = -91/51*z^3 + 193/51*z + 1
*
[ -1 ] 
f(z) = -91/53*z^3 + 197/53*z + 1
*
[ -12/13 ] 
f(z) = -91/54*z^3 + 183/52*z + 1
*
[ -1 ] 
f(z) = -91/54*z^3 + 199/54*z + 1
*
[ -1/3 ] 
f(z) = -90/43*z^3 + 182/43*z + 1
*
[ -1 ] 
f(z) = -90/47*z^3 + 184/47*z + 1
*
[ -1/3 ] 
f(z) = -90/47*z^3 + 198/47*z + 1
*
[ -7/12 ] 
f(z) = -90/49*z^3 + 187/56*z + 1
*
[ -1 ] 
f(z) = -90/49*z^3 + 188/49*z + 1
*
[ -1 ] 
f(z) = -90/53*z^3 + 196/53*z + 1
*
[ -1 ] 
f(z) = -89/46*z^3 + 181/46*z + 1
*
[ -1 ] 
f(z) = -89/47*z^3 + 183/47*z + 1
*
[ -1 ] 
f(z) = -89/48*z^3 + 185/48*z + 1
*
[ -1 ] 
f(z) = -89/49*z^3 + 187/49*z + 1
*
[ -1 ] 
f(z) = -89/50*z^3 + 189/50*z + 1
*
[ -1 ] 
f(z) = -89/51*z^3 + 191/51*z + 1
*
[ -1 ] 
f(z) = -89/52*z^3 + 193/52*z + 1
*
[ -1 ] 
f(z) = -89/53*z^3 + 195/53*z + 1
*
[ -1 ] 
f(z) = -89/54*z^3 + 197/54*z + 1
*
[ -1 ] 
f(z) = -89/55*z^3 + 199/55*z + 1
*
[ -1 ] 
f(z) = -88/47*z^3 + 182/47*z + 1
*
[ -1 ] 
f(z) = -88/49*z^3 + 186/49*z + 1
*
[ -7/8 ] 
f(z) = -88/49*z^3 + 197/56*z + 1
*
[ -1 ] 
f(z) = -88/51*z^3 + 190/51*z + 1
*
[ -1/2 ] 
f(z) = -88/53*z^3 + 181/53*z + 1
*
[ -1 ] 
f(z) = -88/53*z^3 + 194/53*z + 1
*
[ -1/2 ] 
f(z) = -88/57*z^3 + 193/57*z + 1
*
[ -1/2 ] 
f(z) = -88/59*z^3 + 199/59*z + 1
*
[ -1 ] 
f(z) = -87/47*z^3 + 181/47*z + 1
*
[ -1 ] 
f(z) = -87/49*z^3 + 185/49*z + 1
*
[ -1 ] 
f(z) = -87/50*z^3 + 187/50*z + 1
*
[ -1 ] 
f(z) = -87/52*z^3 + 191/52*z + 1
*
[ -1 ] 
f(z) = -87/53*z^3 + 193/53*z + 1
*
[ -1 ] 
f(z) = -87/55*z^3 + 197/55*z + 1
*
[ -1 ] 
f(z) = -87/56*z^3 + 199/56*z + 1
*
[ -1 ] 
f(z) = -86/47*z^3 + 180/47*z + 1
*
[ -1 ] 
f(z) = -86/49*z^3 + 184/49*z + 1
*
[ -1 ] 
f(z) = -86/51*z^3 + 188/51*z + 1
*
[ -1 ] 
f(z) = -86/53*z^3 + 192/53*z + 1
*
[ -1 ] 
f(z) = -86/55*z^3 + 196/55*z + 1
*
[ -1 ] 
f(z) = -85/48*z^3 + 181/48*z + 1
*
[ -1 ] 
f(z) = -85/49*z^3 + 183/49*z + 1
*
[ -1 ] 
f(z) = -85/52*z^3 + 189/52*z + 1
*
[ -1 ] 
f(z) = -85/53*z^3 + 191/53*z + 1
*
[ -1 ] 
f(z) = -85/54*z^3 + 193/54*z + 1
*
[ -1 ] 
f(z) = -85/56*z^3 + 197/56*z + 1
*
[ -1 ] 
f(z) = -85/57*z^3 + 199/57*z + 1
*
[ -1/2 ] 
f(z) = -84/53*z^3 + 180/53*z + 1
*
[ -1 ] 
f(z) = -84/53*z^3 + 190/53*z + 1
*
[ -1/2 ] 
f(z) = -84/55*z^3 + 186/55*z + 1
*
[ -1 ] 
f(z) = -84/55*z^3 + 194/55*z + 1
*
[ -1/2 ] 
f(z) = -84/59*z^3 + 198/59*z + 1
*
[ -1 ] 
f(z) = -83/49*z^3 + 181/49*z + 1
*
[ -1 ] 
f(z) = -83/50*z^3 + 183/50*z + 1
*
[ -1 ] 
f(z) = -83/51*z^3 + 185/51*z + 1
*
[ -1 ] 
f(z) = -83/52*z^3 + 187/52*z + 1
*
[ -1 ] 
f(z) = -83/53*z^3 + 189/53*z + 1
*
[ -1 ] 
f(z) = -83/54*z^3 + 191/54*z + 1
*
[ -1 ] 
f(z) = -83/55*z^3 + 193/55*z + 1
*
[ -1 ] 
f(z) = -83/56*z^3 + 195/56*z + 1
*
[ -1 ] 
f(z) = -83/57*z^3 + 197/57*z + 1
*
[ -1 ] 
f(z) = -83/58*z^3 + 199/58*z + 1
*
[ -1 ] 
f(z) = -82/49*z^3 + 180/49*z + 1
*
[ -1 ] 
f(z) = -82/51*z^3 + 184/51*z + 1
*
[ -1 ] 
f(z) = -82/53*z^3 + 188/53*z + 1
*
[ -1 ] 
f(z) = -82/55*z^3 + 192/55*z + 1
*
[ -1 ] 
f(z) = -82/57*z^3 + 196/57*z + 1
*
[ -1/3 ] 
f(z) = -81/43*z^3 + 181/43*z + 1
*
[ -1/3 ] 
f(z) = -81/44*z^3 + 185/44*z + 1
*
[ -1/3 ] 
f(z) = -81/46*z^3 + 193/46*z + 1
*
[ -1/3 ] 
f(z) = -81/47*z^3 + 197/47*z + 1
*
[ -1 ] 
f(z) = -81/50*z^3 + 181/50*z + 1
*
[ -5/18 ] 
f(z) = -81/50*z^3 + 189/40*z + 1
*
[ -1 ] 
f(z) = -81/53*z^3 + 187/53*z + 1
*
[ -1 ] 
f(z) = -81/55*z^3 + 191/55*z + 1
*
[ -8/9 ] 
f(z) = -81/56*z^3 + 183/56*z + 1
*
[ -2/3 ] 
f(z) = -81/58*z^3 + 181/58*z + 1
*
[ -1 ] 
f(z) = -81/58*z^3 + 197/58*z + 1
*
[ -1 ] 
f(z) = -81/59*z^3 + 199/59*z + 1
*
[ 7/6 ] 
f(z) = -100/49*z^3 + 184/63*z + 1
*
[ 6/5 ] 
f(z) = -95/48*z^3 + 181/60*z + 1
*
[ -2/3 ] 
f(z) = -83/56*z^3 + 199/63*z + 1
*
[ 21/20 ] 
f(z) = -100/49*z^3 + 193/84*z + 1
*
4/3 | 0.15938704614442738885681425312076954085 | 0.026953067579818377204366482755286968219
f(z) = -93/56*z^3 + 185/84*z + 1
*
-4/7 | 0.19760678175615764383875042164279390451 | 0.029583628636720023541080830504957215750
f(z) = -91/48*z^3 + 199/84*z + 1
*
-6/7 | 0.20764731504023689390689303122293872729 | 0.027483364384845370890894171556833609804
f(z) = -91/40*z^3 + 193/105*z + 1
*
0 | 0.17184735773368556743564811693720081112 | 0.028394716756003521823672946308751580161
f(z) = -85/42*z^3 + 181/105*z + 1
*
-3/4 | 0.16306624314168373128224320725088646307 | 0.024468222560131802065400168766498733070
f(z) = -98/45*z^3 + 187/120*z + 1
*
-3/4 | 0.14231992133355294782278799282931384453 | 0.021489594990952695775658604313270040368
f(z) = -94/45*z^3 + 181/120*z + 1
*
0 | 0.14121880989831816002425771607504166122 | 0.025077872289264564898884011256902711560
f(z) = -93/40*z^3 + 199/120*z + 1
*
0 | 0.13960588811230156039616388570936918860 | 0.025414951125578832890222562779529721810
f(z) = -81/50*z^3 + 193/150*z + 1
*
[ 5/6 ] 
f(z) = -81/40*z^3 + 193/160*z + 1
*
0 | 0.14696087109738631066348044968782059212 | 0.026753909930418251088657188979947833469
f(z) = -81/55*z^3 + 188/165*z + 1
*
[ 22/27 ] 
f(z) = -81/44*z^3 + 197/198*z + 1
*
0 | 0.18294751030268470735497169892126159603 | 0.029583296510015117694445036000219863872
f(z) = -97/42*z^3 + 191/210*z + 1
*
0 | 0.066643867703801299590314303124493012340 | 0.010812991032061961264339936180582051993
f(z) = -95/42*z^3 + 181/210*z + 1
*
[ 4/5 ] 
f(z) = -100/57*z^3 + 199/228*z + 1
*
[ 4/5 ] 
f(z) = -100/59*z^3 + 197/236*z + 1
*
0 | 0.17523490200523949830165966174918528447 | 0.028431924634212564238207850101720474731
f(z) = -95/46*z^3 + 199/230*z + 1
*
0 | 0.16730547974240305700006037361716823059 | 0.027145373076332433343644086308303520956
f(z) = -95/48*z^3 + 187/240*z + 1
*
[ 3/4 ] 
f(z) = -91/45*z^3 + 193/240*z + 1
*
[ 3/4 ] 
f(z) = -89/45*z^3 + 187/240*z + 1
*
[ 14/19 ] 
f(z) = -95/49*z^3 + 185/266*z + 1
*
0 | 0.18530107173112504217247738633407969913 | 0.029452282510263174874689341628955127877
f(z) = -90/49*z^3 + 197/294*z + 1
*
[ 3/4 ] 
f(z) = -88/49*z^3 + 199/294*z + 1
*
-3 | 0.24289880012521822890447594520554927891 | 0.027967916696567297239149223406389259691
f(z) = -91/54*z^3 + 219/14*z + 1
*
[ 21/10 ] 
f(z) = -100/49*z^3 + 200/21*z + 1
*
[ -7/4 ] 
f(z) = -100/49*z^3 + 219/28*z + 1
*
[ 2 ] 
f(z) = -99/52*z^3 + 211/26*z + 1
*
-12/7 | 0.17257827536459022274342724997407364563 | 0.026638576601046329816103687212496587400
f(z) = -98/45*z^3 + 217/30*z + 1
*
[ 2 ] 
f(z) = -97/44*z^3 + 205/22*z + 1
*
[ 2 ] 
f(z) = -97/52*z^3 + 207/26*z + 1
*
[ 2 ] 
f(z) = -95/44*z^3 + 201/22*z + 1
*
[ 2 ] 
f(z) = -95/52*z^3 + 203/26*z + 1
*
[ -2 ] 
f(z) = -93/44*z^3 + 219/22*z + 1
*
[ -5/3 ] 
f(z) = -93/50*z^3 + 203/30*z + 1
*
[ -7/4 ] 
f(z) = -92/49*z^3 + 205/28*z + 1
*
[ -2 ] 
f(z) = -91/44*z^3 + 215/22*z + 1
*
[ -2 ] 
f(z) = -89/44*z^3 + 211/22*z + 1
*
[ -2 ] 
f(z) = -89/52*z^3 + 217/26*z + 1
*
[ -2 ] 
f(z) = -87/44*z^3 + 207/22*z + 1
*
[ 7/3 ] 
f(z) = -87/49*z^3 + 215/21*z + 1
*
[ -2 ] 
f(z) = -87/52*z^3 + 213/26*z + 1
*
[ -2 ] 
f(z) = -85/44*z^3 + 203/22*z + 1
*
[ -2 ] 
f(z) = -85/52*z^3 + 209/26*z + 1
*
[ -2 ] 
f(z) = -83/52*z^3 + 205/26*z + 1
*
[ 20/9 ] 
f(z) = -81/40*z^3 + 211/20*z + 1
*
[ -2 ] 
f(z) = -81/52*z^3 + 201/26*z + 1
*
[ -1 ] 
f(z) = -100/51*z^3 + 202/51*z + 1
*
[ -1 ] 
f(z) = -100/53*z^3 + 206/53*z + 1
*
[ -1 ] 
f(z) = -100/57*z^3 + 214/57*z + 1
*
[ -1/2 ] 
f(z) = -100/59*z^3 + 202/59*z + 1
*
[ -1 ] 
f(z) = -100/59*z^3 + 218/59*z + 1
*
[ -1/3 ] 
f(z) = -99/49*z^3 + 207/49*z + 1
*
[ -1/3 ] 
f(z) = -99/50*z^3 + 211/50*z + 1
*
[ -1 ] 
f(z) = -99/52*z^3 + 203/52*z + 1
*
[ -1/3 ] 
f(z) = -99/52*z^3 + 219/52*z + 1
*
[ -1 ] 
f(z) = -99/53*z^3 + 205/53*z + 1
*
[ -1 ] 
f(z) = -99/56*z^3 + 211/56*z + 1
*
[ -1 ] 
f(z) = -99/58*z^3 + 215/58*z + 1
*
[ -1 ] 
f(z) = -99/59*z^3 + 217/59*z + 1
*
[ -1 ] 
f(z) = -98/51*z^3 + 200/51*z + 1
*
[ -1 ] 
f(z) = -98/53*z^3 + 204/53*z + 1
*
[ -1 ] 
f(z) = -98/55*z^3 + 208/55*z + 1
*
[ -3/7 ] 
f(z) = -98/57*z^3 + 208/57*z + 1
*
[ -1 ] 
f(z) = -98/57*z^3 + 212/57*z + 1
*
[ -1 ] 
f(z) = -98/59*z^3 + 216/59*z + 1
*
[ -1 ] 
f(z) = -97/52*z^3 + 201/52*z + 1
*
[ -1 ] 
f(z) = -97/53*z^3 + 203/53*z + 1
*
[ -1 ] 
f(z) = -97/54*z^3 + 205/54*z + 1
*
[ -1 ] 
f(z) = -97/55*z^3 + 207/55*z + 1
*
[ -1 ] 
f(z) = -97/56*z^3 + 209/56*z + 1
*
[ -1 ] 
f(z) = -97/57*z^3 + 211/57*z + 1
*
[ -1 ] 
f(z) = -97/58*z^3 + 213/58*z + 1
*
[ -1 ] 
f(z) = -97/59*z^3 + 215/59*z + 1
*
[ -1/4 ] 
f(z) = -96/41*z^3 + 211/41*z + 1
*
[ -7/16 ] 
f(z) = -96/49*z^3 + 205/56*z + 1
*
[ -1 ] 
f(z) = -96/53*z^3 + 202/53*z + 1
*
[ -1 ] 
f(z) = -96/55*z^3 + 206/55*z + 1
*
[ -1/2 ] 
f(z) = -96/59*z^3 + 201/59*z + 1
*
[ -1 ] 
f(z) = -96/59*z^3 + 214/59*z + 1
*
[ -1 ] 
f(z) = -95/53*z^3 + 201/53*z + 1
*
[ -1 ] 
f(z) = -95/54*z^3 + 203/54*z + 1
*
[ -1 ] 
f(z) = -95/56*z^3 + 207/56*z + 1
*
[ -1 ] 
f(z) = -95/58*z^3 + 211/58*z + 1
*
[ -1 ] 
f(z) = -95/59*z^3 + 213/59*z + 1
*
[ -1 ] 
f(z) = -94/53*z^3 + 200/53*z + 1
*
[ -1 ] 
f(z) = -94/55*z^3 + 204/55*z + 1
*
[ -1 ] 
f(z) = -94/57*z^3 + 208/57*z + 1
*
[ -1 ] 
f(z) = -94/59*z^3 + 212/59*z + 1
*
[ -1 ] 
f(z) = -93/55*z^3 + 203/55*z + 1
*
[ -1 ] 
f(z) = -93/56*z^3 + 205/56*z + 1
*
[ -1 ] 
f(z) = -93/58*z^3 + 209/58*z + 1
*
[ -1 ] 
f(z) = -93/59*z^3 + 211/59*z + 1
*
[ -1 ] 
f(z) = -92/55*z^3 + 202/55*z + 1
*
[ -1 ] 
f(z) = -92/57*z^3 + 206/57*z + 1
*
[ -1/2 ] 
f(z) = -92/59*z^3 + 200/59*z + 1
*
[ -1 ] 
f(z) = -92/59*z^3 + 210/59*z + 1
*
[ -6/5 ] 
f(z) = -91/54*z^3 + 213/50*z + 1
*
[ -1 ] 
f(z) = -91/55*z^3 + 201/55*z + 1
*
[ -1 ] 
f(z) = -91/57*z^3 + 205/57*z + 1
*
[ -1 ] 
f(z) = -91/58*z^3 + 207/58*z + 1
*
[ -1 ] 
f(z) = -91/59*z^3 + 209/59*z + 1
*
[ -1/3 ] 
f(z) = -90/49*z^3 + 206/49*z + 1
*
[ -1 ] 
f(z) = -90/59*z^3 + 208/59*z + 1
*
[ -1 ] 
f(z) = -89/56*z^3 + 201/56*z + 1
*
[ -1 ] 
f(z) = -89/57*z^3 + 203/57*z + 1
*
[ -1 ] 
f(z) = -89/58*z^3 + 205/58*z + 1
*
[ -1 ] 
f(z) = -89/59*z^3 + 207/59*z + 1
*
[ 3/2 ] 
f(z) = -88/51*z^3 + 215/51*z + 1
*
[ -1 ] 
f(z) = -88/57*z^3 + 202/57*z + 1
*
[ 3/2 ] 
f(z) = -88/57*z^3 + 217/57*z + 1
*
[ -1 ] 
f(z) = -88/59*z^3 + 206/59*z + 1
*
[ -1 ] 
f(z) = -87/59*z^3 + 205/59*z + 1
*
[ -1 ] 
f(z) = -86/57*z^3 + 200/57*z + 1
*
[ -1 ] 
f(z) = -86/59*z^3 + 204/59*z + 1
*
[ -1 ] 
f(z) = -85/58*z^3 + 201/58*z + 1
*
[ -1 ] 
f(z) = -85/59*z^3 + 203/59*z + 1
*
[ -1 ] 
f(z) = -84/59*z^3 + 202/59*z + 1
*
[ -1 ] 
f(z) = -83/59*z^3 + 201/59*z + 1
*
[ -1 ] 
f(z) = -82/59*z^3 + 200/59*z + 1
*
5/3 | 0.084712914196617230438779558688725017961 | 0.015973608092547104505176097466995245069
f(z) = -81/40*z^3 + 201/40*z + 1
*
-2/3 | 0.15605166682157321872243888892406081929 | 0.021109036564256542144738320325159362601
f(z) = -81/40*z^3 + 203/45*z + 1
*
-5/3 | 0.073362511225816969991183269939722126763 | 0.013732295241323697630839747334754168175
f(z) = -81/40*z^3 + 209/40*z + 1
*
[ -1/3 ] 
f(z) = -81/49*z^3 + 205/49*z + 1
*
[ -1/3 ] 
f(z) = -81/50*z^3 + 209/50*z + 1
*
[ -2/3 ] 
f(z) = -97/56*z^3 + 206/63*z + 1
*
[ -4/5 ] 
f(z) = -95/48*z^3 + 211/60*z + 1
*
[ -2/3 ] 
f(z) = -95/56*z^3 + 205/63*z + 1
*
[ -3/4 ] 
f(z) = -92/45*z^3 + 209/60*z + 1
*
[ -7/9 ] 
f(z) = -90/49*z^3 + 214/63*z + 1
*
[ -2/3 ] 
f(z) = -89/56*z^3 + 202/63*z + 1
*
[ -4/5 ] 
f(z) = -85/48*z^3 + 203/60*z + 1
*
[ -2/3 ] 
f(z) = -85/56*z^3 + 200/63*z + 1
*
[ -14/27 ] 
f(z) = -81/56*z^3 + 209/63*z + 1
*
5/4 | 0.11719450830685017835277154887837287382 | 0.022057211553463183800318178729435660485
f(z) = -88/45*z^3 + 203/90*z + 1
*
[ 7/6 ] 
f(z) = -87/49*z^3 + 215/84*z + 1
*
0 | 0.11152180107379627969215087295719045915 | 0.020729354808304072469766998234676946536
f(z) = -86/45*z^3 + 217/90*z + 1
*
0 | 0.10719387968664186288504998717389203980 | 0.020064989315713061398389758461365974520
f(z) = -82/45*z^3 + 209/90*z + 1
*
0 | 0.14565511225909145646330564024701562270 | 0.027027866683090345101721237796411609640
f(z) = -82/55*z^3 + 219/110*z + 1
*
[ 10/9 ] 
f(z) = -81/55*z^3 + 211/110*z + 1
*
[ 14/15 ] 
f(z) = -100/49*z^3 + 215/126*z + 1
*
0 | 0.13342093774830409401468453287375136251 | 0.024288994238368746844054481843150374742
f(z) = -81/40*z^3 + 203/120*z + 1
*
-4/7 | 0.15639282879338249767127459522870684534 | 0.024221528277443843085404221866215852134
f(z) = -91/40*z^3 + 209/140*z + 1
*
[ 12/13 ] 
f(z) = -91/54*z^3 + 211/156*z + 1
*
[ 4/5 ] 
f(z) = -100/41*z^3 + 215/164*z + 1
*
[ 4/5 ] 
f(z) = -100/43*z^3 + 213/172*z + 1
*
-3/4 | 0.15365469246412036719212746510260229670 | 0.027133280022542503812221441498270508659
f(z) = -96/55*z^3 + 217/165*z + 1
*
0 | 0.14831816115483562391376179474417643569 | 0.026654257743336634436435616493922654295
f(z) = -87/55*z^3 + 206/165*z + 1
*
-5/6 | 0.13685692988941777585771937997684534938 | 0.024750643822979498814588404919366140407
f(z) = -84/55*z^3 + 208/165*z + 1
*
[ 14/15 ] 
f(z) = -81/56*z^3 + 208/175*z + 1
*
[ 4/5 ] 
f(z) = -100/47*z^3 + 209/188*z + 1
*
[ 4/5 ] 
f(z) = -100/49*z^3 + 207/196*z + 1
*
[ 4/5 ] 
f(z) = -100/51*z^3 + 205/204*z + 1
*
[ 4/5 ] 
f(z) = -100/53*z^3 + 203/212*z + 1
*
0 | 0.16357267139358412040373015409903337439 | 0.027686251717427575522483920704853697232
f(z) = -92/51*z^3 + 215/204*z + 1
*
0 | 0.17426014963128940597128396670910023517 | 0.029284257639624101767072402991133682784
f(z) = -96/55*z^3 + 219/220*z + 1
*
0 | 0.16302241335574714904742248225890027744 | 0.027593115239217012235945202462835077628
f(z) = -92/55*z^3 + 203/220*z + 1
*
[ 4/5 ] 
f(z) = -85/44*z^3 + 217/220*z + 1
*
[ 3/4 ] 
f(z) = -97/45*z^3 + 211/240*z + 1
*
[ 3/4 ] 
f(z) = -88/41*z^3 + 215/246*z + 1
*
[ 3/4 ] 
f(z) = -88/43*z^3 + 211/258*z + 1
*
7/6 | 0.15379398727716318666452130664241576108 | 0.019277337974017027524974490808926798400
f(z) = -81/49*z^3 + 211/252*z + 1
*
[ 4/5 ] 
f(z) = -85/52*z^3 + 207/260*z + 1
*
0 | 0.14581009144721688779854497024410902341 | 0.024092521999825458453652870933907944183
f(z) = -85/52*z^3 + 217/260*z + 1
*
[ 5/7 ] 
f(z) = -91/40*z^3 + 213/280*z + 1
*
[ 3/4 ] 
f(z) = -88/47*z^3 + 203/282*z + 1
*
[ 14/5 ] 
f(z) = -100/49*z^3 + 233/14*z + 1
*
[ 10/3 ] 
f(z) = -99/50*z^3 + 227/10*z + 1
*
[ -10/3 ] 
f(z) = -99/50*z^3 + 233/10*z + 1
*
[ 14/3 ] 
f(z) = -81/56*z^3 + 226/7*z + 1
*
[ -14/3 ] 
f(z) = -81/56*z^3 + 229/7*z + 1
*
[ -21/10 ] 
f(z) = -100/49*z^3 + 220/21*z + 1
*
[ -2 ] 
f(z) = -99/52*z^3 + 237/26*z + 1
*
[ -2 ] 
f(z) = -97/44*z^3 + 227/22*z + 1
*
[ -2 ] 
f(z) = -97/52*z^3 + 233/26*z + 1
*
[ 7/3 ] 
f(z) = -96/49*z^3 + 236/21*z + 1
*
[ -2 ] 
f(z) = -95/44*z^3 + 223/22*z + 1
*
[ -2 ] 
f(z) = -95/52*z^3 + 229/26*z + 1
*
[ -12/5 ] 
f(z) = -95/54*z^3 + 231/20*z + 1
*
[ 7/3 ] 
f(z) = -93/49*z^3 + 229/21*z + 1
*
[ -2 ] 
f(z) = -93/52*z^3 + 225/26*z + 1
*
[ -10/7 ] 
f(z) = -91/40*z^3 + 222/35*z + 1
*
[ -7/3 ] 
f(z) = -87/49*z^3 + 233/21*z + 1
*
[ -20/9 ] 
f(z) = -81/40*z^3 + 229/20*z + 1
*
[ -14/9 ] 
f(z) = -81/40*z^3 + 229/35*z + 1
*
17/10 | 0.15944878852284038265328395381289019772 | 0.029562439592380358995286413324780147527
f(z) = -100/51*z^3 + 220/51*z + 1
*
[ -3/10 ] 
f(z) = -100/51*z^3 + 230/51*z + 1
*
[ -10/9 ] 
f(z) = -99/40*z^3 + 223/45*z + 1
*
[ -10/11 ] 
f(z) = -99/40*z^3 + 228/55*z + 1
*
[ -1/3 ] 
f(z) = -99/53*z^3 + 223/53*z + 1
*
[ -1/3 ] 
f(z) = -99/56*z^3 + 235/56*z + 1
*
[ -6/5 ] 
f(z) = -97/54*z^3 + 221/50*z + 1
*
[ -1/4 ] 
f(z) = -96/43*z^3 + 221/43*z + 1
*
[ 3/2 ] 
f(z) = -92/51*z^3 + 224/51*z + 1
*
[ 3/2 ] 
f(z) = -92/57*z^3 + 226/57*z + 1
*
[ -1/3 ] 
f(z) = -90/53*z^3 + 222/53*z + 1
*
[ -4/3 ] 
f(z) = -81/44*z^3 + 221/44*z + 1
*
-11/9 | 0.14438897056043288490916675787704961875 | 0.026659212318454211183255932561722559922
f(z) = -81/52*z^3 + 225/52*z + 1
*
[ -4/3 ] 
f(z) = -81/52*z^3 + 235/52*z + 1
*
[ -1/3 ] 
f(z) = -81/53*z^3 + 221/53*z + 1
*
[ -11/9 ] 
f(z) = -81/55*z^3 + 221/55*z + 1
*
[ -1/3 ] 
f(z) = -81/55*z^3 + 229/55*z + 1
*
[ -1/3 ] 
f(z) = -81/56*z^3 + 233/56*z + 1
*
[ -7/15 ] 
f(z) = -100/49*z^3 + 226/63*z + 1
*
[ -7/9 ] 
f(z) = -99/49*z^3 + 221/63*z + 1
*
-2/9 | 0.11892846224104360347000074504105832944 | 0.015857177898045216899794402090165245657
f(z) = -99/56*z^3 + 226/63*z + 1
*
[ 14/11 ] 
f(z) = -99/56*z^3 + 237/77*z + 1
*
[ -2/5 ] 
f(z) = -95/48*z^3 + 229/60*z + 1
*
[ -2/3 ] 
f(z) = -93/44*z^3 + 227/66*z + 1
*
[ -10/13 ] 
f(z) = -91/40*z^3 + 237/65*z + 1
*
[ -5/7 ] 
f(z) = -91/50*z^3 + 233/70*z + 1
*
[ -7/10 ] 
f(z) = -90/49*z^3 + 233/70*z + 1
*
[ -2/3 ] 
f(z) = -87/44*z^3 + 223/66*z + 1
*
[ -2/5 ] 
f(z) = -85/48*z^3 + 227/60*z + 1
*
[ 10/9 ] 
f(z) = -99/50*z^3 + 229/90*z + 1
*
-9/14 | 0.13201357488175550643387933169594992999 | 0.024455278986800164040662810494994916159
f(z) = -98/45*z^3 + 221/90*z + 1
*
0 | 0.15042376591934859101095406988550224879 | 0.027595432907091591014988706426172547999
f(z) = -94/45*z^3 + 233/90*z + 1
*
[ 7/6 ] 
f(z) = -93/49*z^3 + 229/84*z + 1
*
0 | 0.14749393468997343862736428681827151351 | 0.027144181206454160437157340237518210223
f(z) = -92/45*z^3 + 229/90*z + 1
*
0 | 0.12390487663429058925919106888667055984 | 0.022953157117597320733017546738576339807
f(z) = -88/45*z^3 + 221/90*z + 1
*
5/27 | 0.18225872918583039428002373100010633817 | 0.025721318607433911699334675777401174605
f(z) = -81/50*z^3 + 239/90*z + 1
*
-6/5 | 0.21590688571069842229350527291343819805 | 0.028574589415270921051101246174230539416
f(z) = -95/56*z^3 + 239/105*z + 1
*
-3/8 | 0.19176184621814328638863155749036208223 | 0.029246351760242591117512615416358623081
f(z) = -88/45*z^3 + 233/120*z + 1
*
0 | 0.14346343350026456921767495513869514142 | 0.025781814603729774325524554724433731972
f(z) = -87/40*z^3 + 221/120*z + 1
*
[ 9/10 ] 
f(z) = -100/51*z^3 + 226/153*z + 1
*
0 | 0.13459844329391249760415728807685152098 | 0.023902216522635883173907776860749257084
f(z) = -93/50*z^3 + 229/150*z + 1
*
[ 12/13 ] 
f(z) = -91/48*z^3 + 239/156*z + 1
*
7/22 | 0.22421349689947319541016517320099584760 | 0.029625034497454075942870225649222931910
f(z) = -88/49*z^3 + 237/154*z + 1
*
[ 9/10 ] 
f(z) = -100/57*z^3 + 224/171*z + 1
*
[ 11/12 ] 
f(z) = -96/55*z^3 + 227/165*z + 1
*
0 | 0.14814803919423211961331228193668113646 | 0.026160881700286146836075715808844084340
f(z) = -96/55*z^3 + 233/165*z + 1
*
0 | 0.14672144726648944745791648093110158453 | 0.024834019563029738475778762598454126776
f(z) = -92/45*z^3 + 233/180*z + 1
*
[ 8/9 ] 
f(z) = -81/46*z^3 + 233/184*z + 1
*
1/5 | 0.091434028505153226875207062554915228598 | 0.015107845564245539909545338247651040769
f(z) = -85/42*z^3 + 227/210*z + 1
*
[ 8/9 ] 
f(z) = -81/50*z^3 + 231/200*z + 1
*
[ 14/17 ] 
f(z) = -85/49*z^3 + 229/238*z + 1
*
[ 8/9 ] 
f(z) = -81/58*z^3 + 227/232*z + 1
*
0 | 0.16643606743947344228687858501833822480 | 0.027500597362985089988445773572821205487
f(z) = -85/48*z^3 + 233/240*z + 1
*
[ 4/5 ] 
f(z) = -95/52*z^3 + 239/260*z + 1
*
[ 7/10 ] 
f(z) = -100/41*z^3 + 220/287*z + 1
*
0 | 0.11758801338637698216670902437174750565 | 0.018211585616175582834816361284270241782
f(z) = -91/40*z^3 + 237/280*z + 1
*
[ -14/5 ] 
f(z) = -100/49*z^3 + 243/14*z + 1
*
[ 3 ] 
f(z) = -83/45*z^3 + 259/15*z + 1
*
[ 3 ] 
f(z) = -82/45*z^3 + 256/15*z + 1
*
[ -7/3 ] 
f(z) = -96/49*z^3 + 254/21*z + 1
*
[ -7/3 ] 
f(z) = -93/49*z^3 + 247/21*z + 1
*
[ 22/9 ] 
f(z) = -81/44*z^3 + 255/22*z + 1
*
[ -1/5 ] 
f(z) = -100/41*z^3 + 250/41*z + 1
*
[ 3/2 ] 
f(z) = -100/51*z^3 + 242/51*z + 1
*
[ 3/2 ] 
f(z) = -100/57*z^3 + 244/57*z + 1
*
[ -3/10 ] 
f(z) = -100/57*z^3 + 256/57*z + 1
*
-2/3 | 0.21813570210318741141955882704023369770 | 0.028729017332535476450176602878216694957
f(z) = -99/40*z^3 + 248/55*z + 1
*
[ -10/33 ] 
f(z) = -99/40*z^3 + 249/55*z + 1
*
-2/11 | 0.19220846193546667759182165749798710472 | 0.025261102639603738546645904471303754768
f(z) = -99/40*z^3 + 252/55*z + 1
*
[ -2/9 ] 
f(z) = -99/40*z^3 + 253/45*z + 1
*
[ -1/3 ] 
f(z) = -99/58*z^3 + 243/58*z + 1
*
[ -1/3 ] 
f(z) = -99/59*z^3 + 247/59*z + 1
*
[ -9/7 ] 
f(z) = -98/45*z^3 + 242/45*z + 1
*
[ -1/4 ] 
f(z) = -96/47*z^3 + 241/47*z + 1
*
[ -1/4 ] 
f(z) = -96/49*z^3 + 251/49*z + 1
*
[ -5/4 ] 
f(z) = -96/55*z^3 + 249/55*z + 1
*
[ -1/3 ] 
f(z) = -90/59*z^3 + 246/59*z + 1
*
[ -2/9 ] 
f(z) = -81/46*z^3 + 257/46*z + 1
*
[ -13/9 ] 
f(z) = -81/52*z^3 + 257/52*z + 1
*
[ 5/3 ] 
f(z) = -81/55*z^3 + 247/55*z + 1
*
-7/9 | 0.16115544749343883128127003350112796578 | 0.029208305085250248322317012634334014977
f(z) = -81/56*z^3 + 249/56*z + 1
*
[ -1/3 ] 
f(z) = -81/58*z^3 + 241/58*z + 1
*
[ -1/3 ] 
f(z) = -81/59*z^3 + 245/59*z + 1
*
-14/9 | 0.19580555509508780570035945827220470787 | 0.025801811113830014046395559881510724574
f(z) = -99/56*z^3 + 247/63*z + 1
*
-4/5 | 0.095118576489950919636092024308957273953 | 0.013843299762958869758595458435557219997
f(z) = -95/48*z^3 + 241/60*z + 1
*
[ -2/3 ] 
f(z) = -93/52*z^3 + 257/78*z + 1
*
[ -14/15 ] 
f(z) = -90/49*z^3 + 257/70*z + 1
*
[ -7/11 ] 
f(z) = -88/49*z^3 + 254/77*z + 1
*
[ 4/3 ] 
f(z) = -87/40*z^3 + 247/60*z + 1
*
[ -2/3 ] 
f(z) = -87/52*z^3 + 253/78*z + 1
*
0 | 0.12567052725774044599242180959698458261 | 0.022912521426342166986450187590292074349
f(z) = -98/45*z^3 + 241/90*z + 1
*
[ 4/3 ] 
f(z) = -87/56*z^3 + 253/84*z + 1
*
0 | 0.16511792107082490890107890637677458836 | 0.029883146755525518681681318501744961528
f(z) = -98/55*z^3 + 251/110*z + 1
*
0 | 0.17290886409016840262879537164207678150 | 0.027858978304871648740164127987221350988
f(z) = -95/42*z^3 + 248/105*z + 1
*
0 | 0.15287016168420500391734356615366364323 | 0.027829683549150070580512864602780915174
f(z) = -94/55*z^3 + 243/110*z + 1
*
[ 6/5 ] 
f(z) = -85/56*z^3 + 247/105*z + 1
*
0 | 0.16411573732047928609185482046389972100 | 0.028823930125204342442839995804031452080
f(z) = -99/40*z^3 + 257/120*z + 1
*
9/7 | 0.19600219294597153992872245227312240296 | 0.029554001872258408525935541940138038045
f(z) = -91/54*z^3 + 253/126*z + 1
*
-6/13 | 0.18304812755879027549589531339676282162 | 0.025869569271529350380708927040016134210
f(z) = -91/48*z^3 + 245/156*z + 1
*
[ 5/6 ] 
f(z) = -99/40*z^3 + 243/160*z + 1
*
-6/11 | 0.13764404093822345024361511407721178956 | 0.017010674606801769026325796383168329967
f(z) = -99/40*z^3 + 259/165*z + 1
*
[ 14/15 ] 
f(z) = -99/56*z^3 + 257/175*z + 1
*
-1/2 | 0.17283084296675324606592900163350209751 | 0.029772062818896287823824957589656050879
f(z) = -83/42*z^3 + 251/168*z + 1
*
-15/19 | 0.26902003128656400473250682071023480515 | 0.029537472980743243304803216513306298099
f(z) = -95/54*z^3 + 259/190*z + 1
*
[ 17/20 ] 
f(z) = -100/51*z^3 + 253/204*z + 1
*
0 | 0.11562912610969823428126360807817947661 | 0.019105654738766506802906143528406178158
f(z) = -85/42*z^3 + 257/210*z + 1
*
[ 4/5 ] 
f(z) = -95/44*z^3 + 249/220*z + 1
*
[ 7/8 ] 
f(z) = -82/49*z^3 + 255/224*z + 1
*
0 | 0.17221860401669623068868509878515194139 | 0.027942529222092980030755342533855782123
f(z) = -95/54*z^3 + 259/270*z + 1
*
[ 14/3 ] 
f(z) = -99/56*z^3 + 275/7*z + 1
*
[ -14/3 ] 
f(z) = -99/56*z^3 + 278/7*z + 1
*
[ 3 ] 
f(z) = -89/45*z^3 + 277/15*z + 1
*
[ 3 ] 
f(z) = -88/45*z^3 + 274/15*z + 1
*
[ 3 ] 
f(z) = -86/45*z^3 + 268/15*z + 1
*
[ -3 ] 
f(z) = -86/45*z^3 + 278/15*z + 1
*
[ -3 ] 
f(z) = -83/45*z^3 + 269/15*z + 1
*
[ -3 ] 
f(z) = -82/45*z^3 + 266/15*z + 1
*
[ -22/9 ] 
f(z) = -81/44*z^3 + 273/22*z + 1
*
[ -1/5 ] 
f(z) = -100/43*z^3 + 262/43*z + 1
*
[ -4/3 ] 
f(z) = -99/52*z^3 + 267/52*z + 1
*
[ 11/7 ] 
f(z) = -98/55*z^3 + 262/55*z + 1
*
-9/7 | 0.13949536936195764260516883757699415046 | 0.024884105380860947107445302622296131190
f(z) = -98/55*z^3 + 272/55*z + 1
*
[ -1/4 ] 
f(z) = -96/53*z^3 + 271/53*z + 1
*
[ -2/9 ] 
f(z) = -81/50*z^3 + 279/50*z + 1
*
[ -7/11 ] 
f(z) = -99/49*z^3 + 261/77*z + 1
*
[ 4/3 ] 
f(z) = -93/40*z^3 + 263/60*z + 1
*
[ -7/6 ] 
f(z) = -92/49*z^3 + 278/63*z + 1
*
[ -6/13 ] 
f(z) = -91/54*z^3 + 275/78*z + 1
*
[ -7/6 ] 
f(z) = -88/49*z^3 + 271/63*z + 1
*
[ -6/5 ] 
f(z) = -85/48*z^3 + 263/60*z + 1
*
[ 3/2 ] 
f(z) = -83/45*z^3 + 269/60*z + 1
*
-5/14 | 0.12898371828690543717994248522960512355 | 0.022934444664335106484853149665293172133
f(z) = -98/45*z^3 + 277/90*z + 1
*
[ 4/3 ] 
f(z) = -93/56*z^3 + 269/84*z + 1
*
[ -2/3 ] 
f(z) = -81/41*z^3 + 277/82*z + 1
*
-11/14 | 0.14781900336638131623860254302520737090 | 0.026564554093800650104012016557256875632
f(z) = -98/55*z^3 + 261/110*z + 1
*
3/2 | 0.13714118034342009082695419258735854811 | 0.024545386956643269418085853853569406376
f(z) = -96/55*z^3 + 267/110*z + 1
*
[ 6/5 ] 
f(z) = -95/56*z^3 + 274/105*z + 1
*
[ 10/9 ] 
f(z) = -81/44*z^3 + 261/110*z + 1
*
-1/3 | 0.14142969434040495550242398573818780119 | 0.025115321500954235496066214432700859959
f(z) = -93/40*z^3 + 271/120*z + 1
*
-1/3 | 0.089235332966620397310573227098171614542 | 0.015949943958140525428264025369259558126
f(z) = -87/40*z^3 + 269/120*z + 1
*
[ 10/9 ] 
f(z) = -81/52*z^3 + 263/130*z + 1
*
8/7 | 0.16048881578865913762608060172312938569 | 0.024855899211172572511263078231920919205
f(z) = -91/48*z^3 + 269/168*z + 1
*
-20/27 | 0.11105230614328968818321313970368338760 | 0.016847360876499131500563275665381669772
f(z) = -81/40*z^3 + 263/180*z + 1
*
-3/4 | 0.15741793557960974300372698318236922665 | 0.026644503340096587912136563598115919975
f(z) = -92/51*z^3 + 275/204*z + 1
*
[ 6/7 ] 
f(z) = -91/45*z^3 + 277/210*z + 1
*
-12/17 | 0.17741838157299064312559681193652016480 | 0.024384508414252749552924906823107827947
f(z) = -85/48*z^3 + 265/204*z + 1
*
[ 7/8 ] 
f(z) = -86/49*z^3 + 269/224*z + 1
*
0 | 0.15599929223613386345171060270454491892 | 0.025776106048989064931488467348104395241
f(z) = -85/54*z^3 + 263/270*z + 1
*
[ 26/33 ] 
f(z) = -99/52*z^3 + 261/286*z + 1
*
[ 7/9 ] 
f(z) = -81/40*z^3 + 263/280*z + 1
*
[ 7/9 ] 
f(z) = -81/41*z^3 + 261/287*z + 1
*
[ 3 ] 
f(z) = -94/45*z^3 + 292/15*z + 1
*
[ 3 ] 
f(z) = -92/45*z^3 + 286/15*z + 1
*
[ -3 ] 
f(z) = -92/45*z^3 + 296/15*z + 1
*
[ 3 ] 
f(z) = -91/45*z^3 + 283/15*z + 1
*
[ -3 ] 
f(z) = -91/45*z^3 + 293/15*z + 1
*
[ -3 ] 
f(z) = -89/45*z^3 + 287/15*z + 1
*
[ -3 ] 
f(z) = -88/45*z^3 + 284/15*z + 1
*
[ 7/2 ] 
f(z) = -82/49*z^3 + 297/14*z + 1
*
[ -1/5 ] 
f(z) = -100/47*z^3 + 286/47*z + 1
*
[ -1/5 ] 
f(z) = -100/49*z^3 + 298/49*z + 1
*
[ 5/3 ] 
f(z) = -99/40*z^3 + 291/40*z + 1
*
-5/3 | 0.11309130179384275391810200138895057560 | 0.019839035390464325901160471357993989322
f(z) = -99/40*z^3 + 299/40*z + 1
*
[ -1/4 ] 
f(z) = -96/55*z^3 + 281/55*z + 1
*
[ -3/2 ] 
f(z) = -92/51*z^3 + 292/51*z + 1
*
[ -3/2 ] 
f(z) = -88/51*z^3 + 283/51*z + 1
*
[ -3/2 ] 
f(z) = -88/57*z^3 + 293/57*z + 1
*
[ -5/3 ] 
f(z) = -81/40*z^3 + 289/40*z + 1
*
-2 | 0.082729680334890492651635680507987263206 | 0.014512849617715270258834381687570130653
f(z) = -81/50*z^3 + 299/50*z + 1
*
-2 | 0.082717847933503906961948846137626048382 | 0.014545139155788734934738574790700767523
f(z) = -81/58*z^3 + 295/58*z + 1
*
[ -7/6 ] 
f(z) = -100/49*z^3 + 292/63*z + 1
*
[ -14/33 ] 
f(z) = -99/56*z^3 + 283/77*z + 1
*
-2/9 | 0.20070732839227860044694536593927370561 | 0.025911534051188120061629074676289855303
f(z) = -99/56*z^3 + 289/63*z + 1
*
[ 14/9 ] 
f(z) = -99/56*z^3 + 292/63*z + 1
*
[ -6/5 ] 
f(z) = -95/48*z^3 + 281/60*z + 1
*
[ 3/2 ] 
f(z) = -91/45*z^3 + 293/60*z + 1
*
[ 10/7 ] 
f(z) = -91/50*z^3 + 281/70*z + 1
*
-7/15 | 0.21954787517588806618499094953757670774 | 0.028920767897667059208026733329501010258
f(z) = -90/49*z^3 + 283/70*z + 1
*
[ 3/2 ] 
f(z) = -89/45*z^3 + 287/60*z + 1
*
-22/27 | 0.22986632078350798780035964936604877372 | 0.029783932420433726267408948485119469515
f(z) = -81/56*z^3 + 281/63*z + 1
*
[ -2/3 ] 
f(z) = -99/41*z^3 + 293/82*z + 1
*
[ -1/2 ] 
f(z) = -98/41*z^3 + 295/82*z + 1
*
[ -1/2 ] 
f(z) = -94/41*z^3 + 293/82*z + 1
*
[ -4/7 ] 
f(z) = -91/48*z^3 + 283/84*z + 1
*
[ -6/7 ] 
f(z) = -91/48*z^3 + 299/84*z + 1
*
[ -2/3 ] 
f(z) = -90/41*z^3 + 285/82*z + 1
*
[ -1/2 ] 
f(z) = -90/41*z^3 + 291/82*z + 1
*
[ -2/3 ] 
f(z) = -90/43*z^3 + 295/86*z + 1
*
[ 5/4 ] 
f(z) = -88/45*z^3 + 293/90*z + 1
*
[ -1/2 ] 
f(z) = -86/41*z^3 + 289/82*z + 1
*
[ -1/2 ] 
f(z) = -82/43*z^3 + 299/86*z + 1
*
[ -2/3 ] 
f(z) = -81/43*z^3 + 287/86*z + 1
*
-3/7 | 0.18528217044015308418517216986424741345 | 0.027459028454610569289413052092472905683
f(z) = -91/45*z^3 + 284/105*z + 1
*
0 | 0.16724223431398637499519714213485899053 | 0.029624268431929407791074253282692046756
f(z) = -81/40*z^3 + 283/120*z + 1
*
0 | 0.16389777245723412364655171682375665788 | 0.028959852899764896261126063747442396318
f(z) = -81/44*z^3 + 287/132*z + 1
*
0 | 0.16019115163053191178277819653489071449 | 0.028218794968089638519848834324755736238
f(z) = -81/49*z^3 + 292/147*z + 1
*
0 | 0.15846104384413594448753576241779397132 | 0.027863852736320395428281585251392039762
f(z) = -81/52*z^3 + 295/156*z + 1
*
-14/15 | 0.20006578734071947596323291609036338508 | 0.025603519078048123546682777708830599644
f(z) = -99/56*z^3 + 282/175*z + 1
*
0 | 0.11447458060279126832585315672913443757 | 0.020081696999361846306601878926847428493
f(z) = -81/56*z^3 + 299/168*z + 1
*
-22/27 | 0.18784171800442900981800646557351316183 | 0.028496816687434656565767662842286065536
f(z) = -81/44*z^3 + 287/198*z + 1
*
-3/5 | 0.093466290999488738541758548755353690994 | 0.015443640764483260024412431593446825154
f(z) = -85/42*z^3 + 293/210*z + 1
*
0 | 0.14307882849720111110346058598695488271 | 0.023641229417416072142228531195590368357
f(z) = -85/42*z^3 + 299/210*z + 1
*
0 | 0.14318682875833047356021115195724871532 | 0.023232113450475908070745703553893946688
f(z) = -95/44*z^3 + 299/220*z + 1
*
[ 7/8 ] 
f(z) = -94/49*z^3 + 297/224*z + 1
*
[ 7/8 ] 
f(z) = -90/49*z^3 + 283/224*z + 1
*
0 | 0.17174912947925290971487637097003335354 | 0.027866356812866699290959360356704788108
f(z) = -95/48*z^3 + 283/240*z + 1
*
0 | 0.18493649765317927342586426386461378005 | 0.029394336063222880165407407948968786390
f(z) = -90/49*z^3 + 295/294*z + 1
*
[ 6/7 ] 
f(z) = -83/54*z^3 + 283/294*z + 1
*
[ 2/3 ] 
f(z) = -81/76*z^3 - 1/38*z + 1
*
[ 2/3 ] 
f(z) = -81/74*z^3 - 1/74*z + 1
*
[ 2/3 ] 
f(z) = -81/73*z^3 - 1/146*z + 1
*
[ 2/3 ] 
f(z) = -81/77*z^3 - 5/154*z + 1
*
[ 2/3 ] 
f(z) = -81/79*z^3 - 7/158*z + 1
*
[ 4/3 ] 
f(z) = -99/64*z^3 + 3*z + 1
*
[ 2/3 ] 
f(z) = -99/64*z^3 + 3/16*z + 1
*
[ -4/3 ] 
f(z) = -99/64*z^3 + 9/2*z + 1
*
-2/3 | 0.13525567389536981422966698107408135746 | 0.029434634635570649785584462064839474860
f(z) = -99/64*z^3 + 19/16*z + 1
*
[ 5/7 ] 
f(z) = -98/75*z^3 + 4/15*z + 1
*
-4/5 | 0.16396851351370274568229106648155150038 | 0.026603949129187001156898909213140343812
f(z) = -95/64*z^3 + 6/5*z + 1
*
[ 4/5 ] 
f(z) = -95/64*z^3 + 7/10*z + 1
*
[ -4/5 ] 
f(z) = -95/64*z^3 + 16/5*z + 1
*
-4/3 | 0.18189097667140440443114385195825694757 | 0.029794780878999639880510047539715024220
f(z) = -93/64*z^3 + 7/3*z + 1
*
[ -4/3 ] 
f(z) = -93/64*z^3 + 13/3*z + 1
*
[ 4/3 ] 
f(z) = -93/64*z^3 + 17/6*z + 1
*
[ 4/3 ] 
f(z) = -87/64*z^3 + 8/3*z + 1
*
-4/3 | 0.17818000777856340776214146110743103407 | 0.029545565734074511501904987271497224123
f(z) = -87/64*z^3 + 13/6*z + 1
*
[ 4/5 ] 
f(z) = -85/64*z^3 + 3/5*z + 1
*
[ 2/3 ] 
f(z) = -81/64*z^3 + 1/16*z + 1
*
[ -4/3 ] 
f(z) = -81/64*z^3 + 4*z + 1
*
[ 4/3 ] 
f(z) = -81/64*z^3 + 5/2*z + 1
*
[ -4/9 ] 
f(z) = -81/64*z^3 + 7/2*z + 1
*
[ 8/9 ] 
f(z) = -81/64*z^3 + 7/8*z + 1
*
-4/9 | 0.13965939784832908654262194025614941885 | 0.022621353493290284078626961735665555516
f(z) = -81/64*z^3 + 15/2*z + 1
*
-2/3 | 0.12836058899258246470689483730706973483 | 0.029209710813493399865718847886238928440
f(z) = -81/64*z^3 + 17/16*z + 1
*
[ 2/3 ] 
f(z) = -99/68*z^3 + 5/34*z + 1
*
[ 2/3 ] 
f(z) = -99/76*z^3 + 3/38*z + 1
*
-5/7 | 0.059609845188054236929616728062963739289 | 0.011293776099351468627831804364546958250
f(z) = -98/75*z^3 + 17/30*z + 1
*
[ 4/5 ] 
f(z) = -97/64*z^3 + 18/25*z + 1
*
[ 4/5 ] 
f(z) = -93/64*z^3 + 17/25*z + 1
*
[ 6/7 ] 
f(z) = -91/72*z^3 + 16/21*z + 1
*
[ 4/5 ] 
f(z) = -89/64*z^3 + 16/25*z + 1
*
[ 4/5 ] 
f(z) = -81/64*z^3 + 14/25*z + 1
*
[ 2/3 ] 
f(z) = -81/68*z^3 + 1/34*z + 1
*
[ 2/3 ] 
f(z) = -93/64*z^3 + 7/48*z + 1
*
[ 3/4 ] 
f(z) = -88/63*z^3 + 19/42*z + 1
*
[ 2/3 ] 
f(z) = -87/64*z^3 + 5/48*z + 1
*
[ 7/10 ] 
f(z) = -100/77*z^3 + 16/77*z + 1
*
[ 2/3 ] 
f(z) = -99/62*z^3 + 13/62*z + 1
*
[ 2/3 ] 
f(z) = -99/70*z^3 + 9/70*z + 1
*
[ 2/3 ] 
f(z) = -99/74*z^3 + 7/74*z + 1
*
[ 2/3 ] 
f(z) = -81/62*z^3 + 5/62*z + 1
*
[ 2/3 ] 
f(z) = -81/70*z^3 + 1/70*z + 1
*
[ 2/3 ] 
f(z) = -97/72*z^3 + 8/81*z + 1
*
[ 2/3 ] 
f(z) = -95/72*z^3 + 7/81*z + 1
*
[ 2/3 ] 
f(z) = -91/72*z^3 + 5/81*z + 1
*
[ 2/3 ] 
f(z) = -89/72*z^3 + 4/81*z + 1
*
[ 2/3 ] 
f(z) = -85/72*z^3 + 2/81*z + 1
*
[ 2/3 ] 
f(z) = -83/72*z^3 + 1/81*z + 1
*
[ 2/3 ] 
f(z) = -93/68*z^3 + 11/102*z + 1
*
0 | 0.15487150386684668762005089683606400663 | 0.027502340502767393685017105818976792341
f(z) = -93/70*z^3 + 17/105*z + 1
*
[ 2/3 ] 
f(z) = -93/76*z^3 + 5/114*z + 1
*
[ 2/3 ] 
f(z) = -87/68*z^3 + 7/102*z + 1
*
[ 2/3 ] 
f(z) = -87/76*z^3 + 1/114*z + 1
*
[ 2/3 ] 
f(z) = -90/61*z^3 + 19/122*z + 1
*
[ 2/3 ] 
f(z) = -90/67*z^3 + 13/134*z + 1
*
[ 2/3 ] 
f(z) = -81/61*z^3 + 11/122*z + 1
*
[ 2/3 ] 
f(z) = -81/65*z^3 + 7/130*z + 1
*
[ 2/3 ] 
f(z) = -81/67*z^3 + 5/134*z + 1
*
[ 2/3 ] 
f(z) = -99/71*z^3 + 17/142*z + 1
*
[ 2/3 ] 
f(z) = -99/73*z^3 + 15/146*z + 1
*
[ 2/3 ] 
f(z) = -99/79*z^3 + 9/158*z + 1
*
[ 2/3 ] 
f(z) = -91/64*z^3 + 19/144*z + 1
*
[ 2/3 ] 
f(z) = -90/71*z^3 + 9/142*z + 1
*
[ 2/3 ] 
f(z) = -90/73*z^3 + 7/146*z + 1
*
[ 2/3 ] 
f(z) = -90/77*z^3 + 3/154*z + 1
*
[ 2/3 ] 
f(z) = -90/79*z^3 + 1/158*z + 1
*
[ 2/3 ] 
f(z) = -89/64*z^3 + 17/144*z + 1
*
[ 2/3 ] 
f(z) = -85/64*z^3 + 13/144*z + 1
*
[ 2/3 ] 
f(z) = -83/64*z^3 + 11/144*z + 1
*
[ 2/3 ] 
f(z) = -81/71*z^3 + 1/142*z + 1
*
[ 15/22 ] 
f(z) = -88/75*z^3 + 13/165*z + 1
*
[ 2/3 ] 
f(z) = -93/70*z^3 + 19/210*z + 1
*
[ 2/3 ] 
f(z) = -87/70*z^3 + 11/210*z + 1
*
[ 2/3 ] 
f(z) = -93/74*z^3 + 13/222*z + 1
*
[ 2/3 ] 
f(z) = -87/74*z^3 + 5/222*z + 1
*
[ -4 ] 
f(z) = -99/64*z^3 + 26*z + 1
*
[ -4/9 ] 
f(z) = -99/64*z^3 + 32/9*z + 1
*
4/3 | 0.21346116677819562786463013309549937577 | 0.027473183275605297636208703696455082167
f(z) = -99/64*z^3 + 37/11*z + 1
*
[ 4 ] 
f(z) = -97/64*z^3 + 25*z + 1
*
[ -4 ] 
f(z) = -95/64*z^3 + 25*z + 1
*
[ 4/3 ] 
f(z) = -95/64*z^3 + 26/9*z + 1
*
[ 6/5 ] 
f(z) = -95/72*z^3 + 31/15*z + 1
*
[ 4 ] 
f(z) = -93/64*z^3 + 24*z + 1
*
[ -4 ] 
f(z) = -91/64*z^3 + 24*z + 1
*
[ 4/3 ] 
f(z) = -91/64*z^3 + 25/9*z + 1
*
-4/13 | 0.22487103840061741450042053788932026055 | 0.029616077962059516441600808000840268345
f(z) = -91/64*z^3 + 31/13*z + 1
*
[ 4 ] 
f(z) = -89/64*z^3 + 23*z + 1
*
[ -4/3 ] 
f(z) = -89/64*z^3 + 38/9*z + 1
*
[ -4 ] 
f(z) = -87/64*z^3 + 23*z + 1
*
[ -4/3 ] 
f(z) = -87/64*z^3 + 25/6*z + 1
*
[ 4 ] 
f(z) = -85/64*z^3 + 22*z + 1
*
[ -4/5 ] 
f(z) = -85/64*z^3 + 31/10*z + 1
*
[ -4/3 ] 
f(z) = -85/64*z^3 + 37/9*z + 1
*
[ 6/5 ] 
f(z) = -85/72*z^3 + 28/15*z + 1
*
-2 | 0.082815253135062631484337617714411279702 | 0.014485718359330758537516756159034454620
f(z) = -85/72*z^3 + 38/9*z + 1
*
[ -4 ] 
f(z) = -83/64*z^3 + 22*z + 1
*
[ 4/3 ] 
f(z) = -83/64*z^3 + 23/9*z + 1
*
-2 | 0.082357820840602795055595101645221554559 | 0.014473219398823693042609025522088864564
f(z) = -83/72*z^3 + 37/9*z + 1
*
[ 4 ] 
f(z) = -81/64*z^3 + 21*z + 1
*
[ -8/9 ] 
f(z) = -81/64*z^3 + 25/8*z + 1
*
[ 20/9 ] 
f(z) = -81/64*z^3 + 34/5*z + 1
*
-6/7 | 0.16458033297647520686940736109500785680 | 0.025489577878071446347086429568687254387
f(z) = -91/72*z^3 + 23/21*z + 1
*
[ 4/5 ] 
f(z) = -99/64*z^3 + 37/50*z + 1
*
[ 4/5 ] 
f(z) = -91/64*z^3 + 33/50*z + 1
*
[ 4/5 ] 
f(z) = -87/64*z^3 + 31/50*z + 1
*
[ 4/5 ] 
f(z) = -83/64*z^3 + 29/50*z + 1
*
2/3 | 0.14774014987275090309640621600836124748 | 0.026895775952381166200737237884020450773
f(z) = -81/64*z^3 + 35/48*z + 1
*
[ 7/10 ] 
f(z) = -100/63*z^3 + 22/63*z + 1
*
[ 5/7 ] 
f(z) = -98/65*z^3 + 24/65*z + 1
*
[ 7/9 ] 
f(z) = -81/70*z^3 + 29/70*z + 1
*
[ 7/9 ] 
f(z) = -81/77*z^3 + 27/77*z + 1
*
3/20 | 0.14879676769541409239713348481629323208 | 0.024834790646843893001103939240570638301
f(z) = -100/63*z^3 + 31/84*z + 1
*
[ 8/11 ] 
f(z) = -99/64*z^3 + 39/88*z + 1
*
[ 20/27 ] 
f(z) = -81/64*z^3 + 31/90*z + 1
*
[ 5/7 ] 
f(z) = -91/75*z^3 + 23/105*z + 1
*
[ 12/17 ] 
f(z) = -85/64*z^3 + 25/102*z + 1
*
0 | 0.15103423774039602726396215944373571677 | 0.027495457550998395344385433088908198988
f(z) = -81/70*z^3 + 34/105*z + 1
*
[ 2/3 ] 
f(z) = -99/61*z^3 + 27/122*z + 1
*
[ 2/3 ] 
f(z) = -99/65*z^3 + 23/130*z + 1
*
[ 2/3 ] 
f(z) = -99/67*z^3 + 21/134*z + 1
*
[ 2/3 ] 
f(z) = -97/64*z^3 + 25/144*z + 1
*
[ 2/3 ] 
f(z) = -95/64*z^3 + 23/144*z + 1
*
18/19 | 0.19717764103107356533589834212196297229 | 0.026296256976822293846122829983494372050
f(z) = -95/72*z^3 + 22/171*z + 1
*
[ 2/3 ] 
f(z) = -87/62*z^3 + 23/186*z + 1
*
[ 12/17 ] 
f(z) = -85/72*z^3 + 35/204*z + 1
*
[ 2/3 ] 
f(z) = -83/60*z^3 + 31/270*z + 1
*
[ 4 ] 
f(z) = -99/64*z^3 + 51/2*z + 1
*
[ -2/3 ] 
f(z) = -99/64*z^3 + 51/16*z + 1
*
[ -5/7 ] 
f(z) = -98/75*z^3 + 46/15*z + 1
*
[ -4/3 ] 
f(z) = -97/64*z^3 + 40/9*z + 1
*
[ -4 ] 
f(z) = -97/64*z^3 + 51/2*z + 1
*
[ 4/3 ] 
f(z) = -97/64*z^3 + 53/18*z + 1
*
-2 | 0.085320307393101442409413313153462522761 | 0.014550762972297396144070520949495748576
f(z) = -97/72*z^3 + 44/9*z + 1
*
[ 2 ] 
f(z) = -97/72*z^3 + 53/9*z + 1
*
[ 4 ] 
f(z) = -95/64*z^3 + 49/2*z + 1
*
-2 | 0.084928178006570855307933607827825649603 | 0.014540898584208640441848702943913391524
f(z) = -95/72*z^3 + 43/9*z + 1
*
[ 2 ] 
f(z) = -95/72*z^3 + 52/9*z + 1
*
[ -6/5 ] 
f(z) = -95/72*z^3 + 56/15*z + 1
*
[ -4 ] 
f(z) = -93/64*z^3 + 49/2*z + 1
*
[ -4/7 ] 
f(z) = -91/64*z^3 + 45/14*z + 1
*
[ 4 ] 
f(z) = -91/64*z^3 + 47/2*z + 1
*
[ -4/13 ] 
f(z) = -91/64*z^3 + 57/13*z + 1
*
-2 | 0.084115167605389139916283435191694871714 | 0.014520105301263316568943767029559866802
f(z) = -91/72*z^3 + 41/9*z + 1
*
[ 2 ] 
f(z) = -91/72*z^3 + 50/9*z + 1
*
[ -2 ] 
f(z) = -91/72*z^3 + 59/9*z + 1
*
[ -4 ] 
f(z) = -89/64*z^3 + 47/2*z + 1
*
[ 4/3 ] 
f(z) = -89/64*z^3 + 49/18*z + 1
*
-2 | 0.083693204990003463974385105649027388904 | 0.014509110198796510491446808302419377804
f(z) = -89/72*z^3 + 40/9*z + 1
*
[ 2 ] 
f(z) = -89/72*z^3 + 49/9*z + 1
*
[ -2 ] 
f(z) = -89/72*z^3 + 58/9*z + 1
*
[ 4 ] 
f(z) = -87/64*z^3 + 45/2*z + 1
*
[ -4 ] 
f(z) = -85/64*z^3 + 45/2*z + 1
*
[ 4/3 ] 
f(z) = -85/64*z^3 + 47/18*z + 1
*
[ 2 ] 
f(z) = -85/72*z^3 + 47/9*z + 1
*
[ -6/5 ] 
f(z) = -85/72*z^3 + 53/15*z + 1
*
[ -2 ] 
f(z) = -85/72*z^3 + 56/9*z + 1
*
[ 4 ] 
f(z) = -83/64*z^3 + 43/2*z + 1
*
[ 2 ] 
f(z) = -83/72*z^3 + 46/9*z + 1
*
[ -2 ] 
f(z) = -83/72*z^3 + 55/9*z + 1
*
-4/3 | 0.20422328808325215765803401471676089424 | 0.026023122782840567793821569007858670143
f(z) = -81/64*z^3 + 40/9*z + 1
*
4/27 | 0.15069180422494823734042582687790791428 | 0.020989739521559823422028976921623955186
f(z) = -81/64*z^3 + 41/18*z + 1
*
[ -4 ] 
f(z) = -81/64*z^3 + 43/2*z + 1
*
-4/27 | 0.22814187403412500017292953340879413211 | 0.028130494085434141459741966442136494785
f(z) = -81/64*z^3 + 52/9*z + 1
*
-20/9 | 0.21539018310648606090067544608650140530 | 0.028685082985018442221876671710396410374
f(z) = -81/64*z^3 + 57/10*z + 1
*
-12/11 | 0.21202692342544907752576362513644266389 | 0.025796144477422355774482775741887530346
f(z) = -99/64*z^3 + 58/33*z + 1
*
[ 15/14 ] 
f(z) = -98/75*z^3 + 47/30*z + 1
*
-15/14 | 0.10726814281497768372650406204204056779 | 0.019224612330762438679795535613919185566
f(z) = -98/75*z^3 + 53/30*z + 1
*
[ 12/13 ] 
f(z) = -91/64*z^3 + 44/39*z + 1
*
-2/3 | 0.12851687833299301820761888821891182944 | 0.022822242052389187707494977297174140415
f(z) = -93/64*z^3 + 55/48*z + 1
*
-2/3 | 0.12836162260900335442907603450980430228 | 0.023067868066416726400532572911056739963
f(z) = -87/64*z^3 + 53/48*z + 1
*
-12/17 | 0.24718932629510267948160378583540854248 | 0.029516987098436434368117941712998768393
f(z) = -85/64*z^3 + 55/51*z + 1
*
-20/27 | 0.24076836304652785918957282454270535334 | 0.029358015533135369617061391716015047436
f(z) = -81/64*z^3 + 47/45*z + 1
*
[ 3/4 ] 
f(z) = -100/63*z^3 + 47/84*z + 1
*
3/5 | 0.14879676769541409239713348481629323208 | 0.024834790646843893001103939240570638301
f(z) = -100/63*z^3 + 55/84*z + 1
*
[ 3/4 ] 
f(z) = -92/63*z^3 + 41/84*z + 1
*
[ 3/4 ] 
f(z) = -88/69*z^3 + 53/138*z + 1
*
[ 3/4 ] 
f(z) = -88/75*z^3 + 49/150*z + 1
*
18/17 | 0.17703381684208606279130681911437874918 | 0.024331653564414602009715316408021700502
f(z) = -85/72*z^3 + 58/153*z + 1
*
21/22 | 0.20250914386914946985864399356569223034 | 0.029454881129600901968521648087240113086
f(z) = -88/63*z^3 + 52/231*z + 1
*
[ 2/3 ] 
f(z) = -97/60*z^3 + 59/270*z + 1
*
0 | 0.17230289659016504211296076173754421089 | 0.029163926504316509466473918819661286450
f(z) = -92/65*z^3 + 43/260*z + 1
*
[ 2/3 ] 
f(z) = -91/60*z^3 + 47/270*z + 1
*
[ 2/3 ] 
f(z) = -89/60*z^3 + 43/270*z + 1
*
[ 20/29 ] 
f(z) = -87/64*z^3 + 57/290*z + 1
*
15/7 | 0.10513359962781720691790779332023692347 | 0.017819564193600549608684999946607361078
f(z) = -98/75*z^3 + 73/15*z + 1
*
[ -2 ] 
f(z) = -97/72*z^3 + 62/9*z + 1
*
[ -4/3 ] 
f(z) = -95/64*z^3 + 79/18*z + 1
*
[ -2 ] 
f(z) = -95/72*z^3 + 61/9*z + 1
*
[ -4/3 ] 
f(z) = -91/64*z^3 + 77/18*z + 1
*
-2 | 0.096870974230414376208106424492465597527 | 0.016830318425613697383000211689429750297
f(z) = -87/64*z^3 + 79/16*z + 1
*
-2 | 0.096433653751338204505472526017742776751 | 0.016829314916623490866234049368932157075
f(z) = -85/64*z^3 + 77/16*z + 1
*
[ -4/3 ] 
f(z) = -83/64*z^3 + 73/18*z + 1
*
-2 | 0.095984613257235214226733758079775637521 | 0.016828238749238196514561191150097466832
f(z) = -83/64*z^3 + 75/16*z + 1
*
-10/9 | 0.15222159040305739366567796069835252356 | 0.027374627879074907579278666765413457668
f(z) = -81/64*z^3 + 65/16*z + 1
*
[ -4/27 ] 
f(z) = -81/64*z^3 + 70/9*z + 1
*
[ 16/9 ] 
f(z) = -81/64*z^3 + 71/16*z + 1
*
[ 8/3 ] 
f(z) = -81/64*z^3 + 77/8*z + 1
*
[ -20/9 ] 
f(z) = -81/64*z^3 + 77/10*z + 1
*
76/27 | 0.22591051508940555680609398906838685134 | 0.026489417072264085616086730049444160931
f(z) = -81/64*z^3 + 79/9*z + 1
*
[ -3/5 ] 
f(z) = -100/63*z^3 + 68/21*z + 1
*
[ 3/2 ] 
f(z) = -92/63*z^3 + 76/21*z + 1
*
-12/7 | 0.21511600508657459741556763301627256894 | 0.025223693440752054700677435801902824158
f(z) = -91/64*z^3 + 79/21*z + 1
*
[ -4/5 ] 
f(z) = -91/64*z^3 + 79/25*z + 1
*
[ -6/7 ] 
f(z) = -91/72*z^3 + 65/21*z + 1
*
[ 3/2 ] 
f(z) = -88/63*z^3 + 73/21*z + 1
*
[ 5/4 ] 
f(z) = -88/75*z^3 + 61/30*z + 1
*
[ -4/5 ] 
f(z) = -87/64*z^3 + 78/25*z + 1
*
[ -4/5 ] 
f(z) = -83/64*z^3 + 77/25*z + 1
*
-20/33 | 0.24898019823345730954197741855628795522 | 0.028942930256036381033321278108087495492
f(z) = -99/64*z^3 + 67/55*z + 1
*
-2/5 | 0.13949900891448674807218189957857916489 | 0.021717833629387083914962431513755634324
f(z) = -95/72*z^3 + 77/45*z + 1
*
-2/5 | 0.15085500970818189559005102998559186417 | 0.023533680825555066415806741766255227735
f(z) = -85/72*z^3 + 76/45*z + 1
*
[ 9/10 ] 
f(z) = -100/63*z^3 + 74/63*z + 1
*
[ 28/33 ] 
f(z) = -99/64*z^3 + 72/77*z + 1
*
[ 8/9 ] 
f(z) = -99/64*z^3 + 79/72*z + 1
*
[ 3/4 ] 
f(z) = -86/63*z^3 + 73/168*z + 1
*
0 | 0.16324263236739826695253933171513097353 | 0.026972939064678372257153910488328808808
f(z) = -85/66*z^3 + 64/165*z + 1
*
[ 3/4 ] 
f(z) = -82/63*z^3 + 67/168*z + 1
*
[ 13/18 ] 
f(z) = -81/65*z^3 + 69/260*z + 1
*
-2 | 0.099281708319459099437166748413851193065 | 0.016835529570342688368454936924169694074
f(z) = -99/64*z^3 + 91/16*z + 1
*
[ 8/3 ] 
f(z) = -99/64*z^3 + 93/8*z + 1
*
[ -8/3 ] 
f(z) = -99/64*z^3 + 99/8*z + 1
*
[ 15/7 ] 
f(z) = -98/75*z^3 + 98/15*z + 1
*
-2 | 0.098902775379212425182257764376407373329 | 0.016834713447739448765781905603338515714
f(z) = -97/64*z^3 + 89/16*z + 1
*
-2 | 0.098515304688728604071248311167452102856 | 0.016833885196078362138968179621889305838
f(z) = -95/64*z^3 + 87/16*z + 1
*
-2 | 0.098118870558563156422267417115673034979 | 0.016833039282804397586522681886566114107
f(z) = -93/64*z^3 + 85/16*z + 1
*
-2 | 0.097713011983671948456990528389106049908 | 0.016832168848248122000484879143503453506
f(z) = -91/64*z^3 + 83/16*z + 1
*
[ 2 ] 
f(z) = -91/64*z^3 + 99/16*z + 1
*
-2 | 0.097297228319464356454726813503848968528 | 0.016831265399279429940593508666193758200
f(z) = -89/64*z^3 + 81/16*z + 1
*
[ 2 ] 
f(z) = -89/64*z^3 + 97/16*z + 1
*
[ 2 ] 
f(z) = -87/64*z^3 + 95/16*z + 1
*
[ 2 ] 
f(z) = -85/64*z^3 + 93/16*z + 1
*
[ 2 ] 
f(z) = -83/64*z^3 + 91/16*z + 1
*
[ -8/3 ] 
f(z) = -81/64*z^3 + 83/8*z + 1
*
-44/27 | 0.17917451947592153125027668118404710230 | 0.022724685242780432522455906656771003476
f(z) = -81/64*z^3 + 83/18*z + 1
*
[ -28/9 ] 
f(z) = -81/64*z^3 + 95/7*z + 1
*
[ 3/2 ] 
f(z) = -100/63*z^3 + 82/21*z + 1
*
[ -3/10 ] 
f(z) = -100/63*z^3 + 94/21*z + 1
*
[ -4/5 ] 
f(z) = -99/64*z^3 + 81/25*z + 1
*
-28/33 | 0.12142182141033411852898770938359608719 | 0.015353550473018885323822376615978632001
f(z) = -99/64*z^3 + 85/22*z + 1
*
[ -4/11 ] 
f(z) = -99/64*z^3 + 87/22*z + 1
*
[ 10/7 ] 
f(z) = -98/75*z^3 + 89/30*z + 1
*
[ -4/9 ] 
f(z) = -87/64*z^3 + 95/27*z + 1
*
-8/7 | 0.19944306633443651846763010472218050697 | 0.029972722405969882055433983405033126896
f(z) = -91/64*z^3 + 97/56*z + 1
*
-3/4 | 0.14646474339399133728489121455413951236 | 0.026214108651453391717884755838032952579
f(z) = -88/63*z^3 + 89/42*z + 1
*
-8/9 | 0.16545301358028102756949201153429416245 | 0.024358749080969227141183614694698770126
f(z) = -99/64*z^3 + 97/72*z + 1
*
[ 28/27 ] 
f(z) = -81/64*z^3 + 88/63*z + 1
*
[ 5/6 ] 
f(z) = -92/75*z^3 + 88/135*z + 1
*
[ 5/6 ] 
f(z) = -88/75*z^3 + 83/135*z + 1
*
-1/5 | 0.15745719454098806862353127870661793404 | 0.029718339549670027931147460444068567664
f(z) = -100/77*z^3 + 85/154*z + 1
*
[ 3/4 ] 
f(z) = -94/63*z^3 + 85/168*z + 1
*
1/4 | 0.14360208702301799259936449082414540053 | 0.025358129820388691474851845531133419756
f(z) = -96/65*z^3 + 83/195*z + 1
*
[ 3/4 ] 
f(z) = -96/65*z^3 + 97/195*z + 1
*
[ 4/5 ] 
f(z) = -85/72*z^3 + 91/180*z + 1
*
[ 3/4 ] 
f(z) = -96/67*z^3 + 95/201*z + 1
*
[ 3/4 ] 
f(z) = -96/71*z^3 + 91/213*z + 1
*
[ 3/4 ] 
f(z) = -96/73*z^3 + 89/219*z + 1
*
[ 3/4 ] 
f(z) = -96/77*z^3 + 85/231*z + 1
*
[ 3/4 ] 
f(z) = -96/79*z^3 + 83/237*z + 1
*
-1/5 | 0.17419646100230331127327227074599072096 | 0.029074103607336897724160863280229492656
f(z) = -100/69*z^3 + 85/276*z + 1
*
5/18 | 0.15930395667654226800516427961702508226 | 0.027557693269272732620314457615068113504
f(z) = -81/70*z^3 + 81/280*z + 1
*
[ -4/33 ] 
f(z) = -99/64*z^3 + 102/11*z + 1
*
[ 2 ] 
f(z) = -99/64*z^3 + 107/16*z + 1
*
[ -15/7 ] 
f(z) = -98/75*z^3 + 112/15*z + 1
*
[ 2 ] 
f(z) = -97/64*z^3 + 105/16*z + 1
*
[ 2 ] 
f(z) = -95/64*z^3 + 103/16*z + 1
*
[ -2 ] 
f(z) = -95/64*z^3 + 119/16*z + 1
*
[ 2 ] 
f(z) = -93/64*z^3 + 101/16*z + 1
*
[ -2 ] 
f(z) = -93/64*z^3 + 117/16*z + 1
*
-5/2 | 0.18606945998762979505524305056978195175 | 0.029662539181535656535087972659834508642
f(z) = -92/75*z^3 + 106/15*z + 1
*
[ -2 ] 
f(z) = -91/64*z^3 + 115/16*z + 1
*
[ -2 ] 
f(z) = -89/64*z^3 + 113/16*z + 1
*
-5/2 | 0.18530472979981709234527918833421122009 | 0.029769939812644603406255804460574107095
f(z) = -88/75*z^3 + 101/15*z + 1
*
[ 5/2 ] 
f(z) = -88/75*z^3 + 119/15*z + 1
*
[ -2 ] 
f(z) = -87/64*z^3 + 111/16*z + 1
*
-12/5 | 0.24291007895202943038912289785464675696 | 0.027533576088653055402563488114898550113
f(z) = -85/64*z^3 + 106/15*z + 1
*
[ -2 ] 
f(z) = -85/64*z^3 + 109/16*z + 1
*
[ -2 ] 
f(z) = -83/64*z^3 + 107/16*z + 1
*
[ -2 ] 
f(z) = -81/64*z^3 + 105/16*z + 1
*
[ -3/2 ] 
f(z) = -100/63*z^3 + 110/21*z + 1
*
[ -2/3 ] 
f(z) = -99/68*z^3 + 107/34*z + 1
*
[ -2/3 ] 
f(z) = -99/76*z^3 + 117/38*z + 1
*
[ -15/14 ] 
f(z) = -98/75*z^3 + 103/30*z + 1
*
-5/7 | 0.17882778115691061149085814577911243637 | 0.028465486799850913068644774426771093504
f(z) = -98/75*z^3 + 107/30*z + 1
*
-15/14 | 0.17882908569668083439054366609297308784 | 0.028220609700170430912052877202193059918
f(z) = -98/75*z^3 + 113/30*z + 1
*
[ -5/14 ] 
f(z) = -98/75*z^3 + 119/30*z + 1
*
[ -3/2 ] 
f(z) = -92/63*z^3 + 104/21*z + 1
*
[ -3/2 ] 
f(z) = -88/63*z^3 + 101/21*z + 1
*
[ -5/4 ] 
f(z) = -88/75*z^3 + 109/30*z + 1
*
-4/17 | 0.20700745084212378125881162612926492920 | 0.025265998400414719470758444656204610470
f(z) = -85/64*z^3 + 113/34*z + 1
*
[ -2/3 ] 
f(z) = -81/68*z^3 + 103/34*z + 1
*
[ -2/3 ] 
f(z) = -81/76*z^3 + 113/38*z + 1
*
[ 6/5 ] 
f(z) = -100/63*z^3 + 103/42*z + 1
*
[ 8/7 ] 
f(z) = -91/64*z^3 + 111/56*z + 1
*
-6/17 | 0.21309620570979440330181863138212111897 | 0.027343954621861199897904593237372017805
f(z) = -85/72*z^3 + 101/51*z + 1
*
-12/13 | 0.20226757970909331076656066418350981394 | 0.024743963631431994227092358318425396994
f(z) = -91/64*z^3 + 101/78*z + 1
*
13/9 | 0.069616013088656272416741011040399209423 | 0.015084332648436181166013781540714115932
f(z) = -81/68*z^3 + 101/68*z + 1
*
[ 10/9 ] 
f(z) = -81/70*z^3 + 107/70*z + 1
*
2/9 | 0.13792068336737816677272333057440110094 | 0.029398946066187632913624107453463820885
f(z) = -81/70*z^3 + 109/70*z + 1
*
-8/11 | 0.19872926029945376304174756957465144378 | 0.028418251184348097858186656212548658842
f(z) = -99/64*z^3 + 105/88*z + 1
*
-10/9 | 0.16237197618585860218278285700776201268 | 0.026408524590371154503209136095521420345
f(z) = -81/64*z^3 + 117/80*z + 1
*
[ 8/9 ] 
f(z) = -81/68*z^3 + 111/136*z + 1
*
[ 6/7 ] 
f(z) = -98/75*z^3 + 119/150*z + 1
*
[ 6/7 ] 
f(z) = -95/72*z^3 + 118/147*z + 1
*
[ 6/7 ] 
f(z) = -89/72*z^3 + 109/147*z + 1
*
[ 6/7 ] 
f(z) = -85/72*z^3 + 103/147*z + 1
*
[ 6/7 ] 
f(z) = -83/72*z^3 + 100/147*z + 1
*
[ 8/9 ] 
f(z) = -81/76*z^3 + 109/152*z + 1
*
[ 3/4 ] 
f(z) = -96/61*z^3 + 101/183*z + 1
*
[ 4/5 ] 
f(z) = -95/72*z^3 + 107/180*z + 1
*
-9/20 | 0.13523365302049915793546379053329908758 | 0.022571051194114975538679203792056239205
f(z) = -100/63*z^3 + 109/252*z + 1
*
6/5 | 0.20568072255116936053824683507262725391 | 0.023148420917654543125227170356668587759
f(z) = -85/72*z^3 + 116/255*z + 1
*
[ -2 ] 
f(z) = -99/64*z^3 + 123/16*z + 1
*
[ -2 ] 
f(z) = -97/64*z^3 + 121/16*z + 1
*
[ 12/5 ] 
f(z) = -95/64*z^3 + 137/15*z + 1
*
[ 5/2 ] 
f(z) = -92/75*z^3 + 124/15*z + 1
*
[ -5/2 ] 
f(z) = -92/75*z^3 + 136/15*z + 1
*
[ 6 ] 
f(z) = -91/72*z^3 + 139/3*z + 1
*
[ 6 ] 
f(z) = -89/72*z^3 + 136/3*z + 1
*
[ -6 ] 
f(z) = -89/72*z^3 + 137/3*z + 1
*
[ -5/2 ] 
f(z) = -88/75*z^3 + 131/15*z + 1
*
[ -12/5 ] 
f(z) = -85/64*z^3 + 136/15*z + 1
*
[ 6 ] 
f(z) = -85/72*z^3 + 130/3*z + 1
*
[ -6 ] 
f(z) = -85/72*z^3 + 131/3*z + 1
*
[ 6 ] 
f(z) = -83/72*z^3 + 127/3*z + 1
*
[ -6 ] 
f(z) = -83/72*z^3 + 128/3*z + 1
*
[ -12/11 ] 
f(z) = -99/64*z^3 + 124/33*z + 1
*
[ -10/7 ] 
f(z) = -98/75*z^3 + 131/30*z + 1
*
[ -12/7 ] 
f(z) = -91/64*z^3 + 121/21*z + 1
*
[ -6/13 ] 
f(z) = -91/72*z^3 + 134/39*z + 1
*
[ -4/15 ] 
f(z) = -81/64*z^3 + 121/25*z + 1
*
-8/5 | 0.18634684178228008571878771061710042111 | 0.026623173932895363241032131685477602589
f(z) = -95/64*z^3 + 137/40*z + 1
*
-6/19 | 0.21521102693713508215846942230702304580 | 0.026723496241923461860435835122696224368
f(z) = -95/72*z^3 + 131/57*z + 1
*
[ -3/4 ] 
f(z) = -88/63*z^3 + 131/42*z + 1
*
-8/5 | 0.17939903789965404893467287530604487037 | 0.026093524643575741989643459606132341425
f(z) = -85/64*z^3 + 121/40*z + 1
*
-4/15 | 0.24537857148886727118579749317863426051 | 0.027231265248262061412456867529630729906
f(z) = -85/64*z^3 + 128/45*z + 1
*
[ 3/2 ] 
f(z) = -82/63*z^3 + 137/42*z + 1
*
[ -20/27 ] 
f(z) = -81/64*z^3 + 137/45*z + 1
*
[ 11/10 ] 
f(z) = -100/77*z^3 + 128/77*z + 1
*
[ 12/11 ] 
f(z) = -99/64*z^3 + 127/66*z + 1
*
[ 5/4 ] 
f(z) = -92/75*z^3 + 127/60*z + 1
*
[ 6/5 ] 
f(z) = -83/72*z^3 + 137/75*z + 1
*
[ 11/9 ] 
f(z) = -81/77*z^3 + 135/77*z + 1
*
-2/5 | 0.16839440983025843727377523503832827860 | 0.026641446417745013503531001241654609767
f(z) = -95/64*z^3 + 139/80*z + 1
*
-2/5 | 0.15283081722946504670420819312424707752 | 0.024234720223168220802417083271548389093
f(z) = -85/64*z^3 + 137/80*z + 1
*
[ 10/9 ] 
f(z) = -81/64*z^3 + 133/80*z + 1
*
-8/13 | 0.20983192123828715551390491714595880308 | 0.029654831733302186043742138281271093219
f(z) = -91/64*z^3 + 121/104*z + 1
*
-3/5 | 0.16651630233680212635897760744724353050 | 0.027513854751481721061059567862336175943
f(z) = -85/63*z^3 + 121/105*z + 1
*
[ 6/7 ] 
f(z) = -98/69*z^3 + 121/138*z + 1
*
-3/5 | 0.18182324195832032552368714268204482456 | 0.029500885114499560972050500213515065329
f(z) = -95/72*z^3 + 137/120*z + 1
*
-5/8 | 0.18881106969741067859946849935174972900 | 0.028796317252371621801007341982508270595
f(z) = -88/75*z^3 + 127/120*z + 1
*
-3/5 | 0.12554894689949766593121855166115653953 | 0.020744728538395006302381144501668438127
f(z) = -85/72*z^3 + 131/120*z + 1
*
[ 6/7 ] 
f(z) = -97/72*z^3 + 121/147*z + 1
*
[ 7/8 ] 
f(z) = -96/77*z^3 + 125/154*z + 1
*
[ 5/6 ] 
f(z) = -84/65*z^3 + 136/195*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.028286908432296953999434462633264537147
f(z) = -87/68*z^3 + 125/204*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.029049214897267379437113383129084109838
f(z) = -93/76*z^3 + 127/228*z + 1
*
[ 3/4 ] 
f(z) = -100/69*z^3 + 133/276*z + 1
*
[ 6 ] 
f(z) = -97/72*z^3 + 148/3*z + 1
*
[ -6 ] 
f(z) = -97/72*z^3 + 149/3*z + 1
*
[ 6 ] 
f(z) = -95/72*z^3 + 145/3*z + 1
*
[ -6 ] 
f(z) = -95/72*z^3 + 146/3*z + 1
*
[ -6 ] 
f(z) = -91/72*z^3 + 140/3*z + 1
*
[ 21/10 ] 
f(z) = -100/63*z^3 + 158/21*z + 1
*
-5/14 | 0.19611478515553744518943362474475063947 | 0.029654225231690886438257404496115212288
f(z) = -98/75*z^3 + 149/30*z + 1
*
-4/19 | 0.20855935455344044764844097943307356211 | 0.024703595430931303293362504515042761735
f(z) = -95/64*z^3 + 145/38*z + 1
*
-2 | 0.097224576349476130946140004451831902967 | 0.016873257437451988060590840940031637718
f(z) = -89/76*z^3 + 159/38*z + 1
*
-2 | 0.096850987978102024580486116948889672922 | 0.016845428415744676654068647092183182182
f(z) = -87/68*z^3 + 157/34*z + 1
*
-2 | 0.096787304274168044598055541621025668394 | 0.016871974980024056401316489667937255476
f(z) = -87/76*z^3 + 155/38*z + 1
*
-2 | 0.096337769163673646901693854536585101094 | 0.016870501780436187650304762841597377768
f(z) = -85/76*z^3 + 151/38*z + 1
*
-2 | 0.075659930403897844397643056239359765003 | 0.013249434792475351159969983082364395215
f(z) = -83/60*z^3 + 151/30*z + 1
*
-2 | 0.095957229396358851672064504648315280172 | 0.016843190237908310912826944196778667948
f(z) = -83/68*z^3 + 149/34*z + 1
*
-2 | 0.095875141815366819133732862007440169188 | 0.016868794974308956237054979021571757573
f(z) = -83/76*z^3 + 147/38*z + 1
*
-2 | 0.095491417724205384007010608835324221845 | 0.016841873581007737958852447363239408180
f(z) = -81/68*z^3 + 145/34*z + 1
*
-2 | 0.095398492242799560934027996456014403983 | 0.016866801691668515674526703493043107580
f(z) = -81/76*z^3 + 143/38*z + 1
*
[ -4/7 ] 
f(z) = -97/64*z^3 + 159/49*z + 1
*
[ 3/2 ] 
f(z) = -94/63*z^3 + 155/42*z + 1
*
[ -2/3 ] 
f(z) = -93/64*z^3 + 151/48*z + 1
*
[ -4/7 ] 
f(z) = -93/64*z^3 + 158/49*z + 1
*
[ -4/5 ] 
f(z) = -93/64*z^3 + 159/50*z + 1
*
[ -4/7 ] 
f(z) = -89/64*z^3 + 157/49*z + 1
*
[ -4/5 ] 
f(z) = -89/64*z^3 + 157/50*z + 1
*
[ -2/3 ] 
f(z) = -87/64*z^3 + 149/48*z + 1
*
[ 3/2 ] 
f(z) = -86/63*z^3 + 143/42*z + 1
*
[ 8/5 ] 
f(z) = -85/64*z^3 + 151/40*z + 1
*
[ -4/7 ] 
f(z) = -85/64*z^3 + 156/49*z + 1
*
[ -12/17 ] 
f(z) = -85/64*z^3 + 157/51*z + 1
*
[ -4/5 ] 
f(z) = -81/64*z^3 + 153/50*z + 1
*
[ -4/7 ] 
f(z) = -81/64*z^3 + 155/49*z + 1
*
-2/3 | 0.12383090122871024308620410026645841150 | 0.024746648676381689888295245320865797325
f(z) = -99/70*z^3 + 149/70*z + 1
*
-1 | 0.10227907334177258606059953018006958951 | 0.020177748337988576127793205781820670501
f(z) = -98/61*z^3 + 159/61*z + 1
*
-1 | 0.073225859055498033069775306274760680809 | 0.014482258551995722392774596740765828857
f(z) = -97/60*z^3 + 157/60*z + 1
*
-1 | 0.10202660916473883946082908994569843120 | 0.020153025967738979679872277620995584555
f(z) = -97/61*z^3 + 158/61*z + 1
*
-1 | 0.089089892493053965495393932571533311960 | 0.017575769621771839305132827930691593363
f(z) = -97/62*z^3 + 159/62*z + 1
*
[ 6/5 ] 
f(z) = -97/72*z^3 + 158/75*z + 1
*
-1 | 0.10177045477316445763409524449985404089 | 0.020127671535571998850056472065368127419
f(z) = -96/61*z^3 + 157/61*z + 1
*
-1 | 0.10151049457384445522177388187882375832 | 0.020101661201451431021006962407434773193
f(z) = -95/61*z^3 + 156/61*z + 1
*
-1 | 0.088569567793685748075998606675670383481 | 0.017516863539347744064914838847926766231
f(z) = -95/62*z^3 + 157/62*z + 1
*
-1 | 0.087736488607008210894359310905698711670 | 0.017330339091837225180621820936198745122
f(z) = -95/63*z^3 + 158/63*z + 1
*
-1 | 0.092635022658239569156262760227374445633 | 0.018275157502022722847290799946240956334
f(z) = -95/64*z^3 + 159/64*z + 1
*
-1 | 0.10124660719086138943291745672671532507 | 0.020074969855546783781366644173324252117
f(z) = -94/61*z^3 + 155/61*z + 1
*
-1 | 0.087468804183382483310984836446093859134 | 0.017299159801697387329724680620365546828
f(z) = -94/63*z^3 + 157/63*z + 1
*
-1 | 0.10081230735962000953850378058053727762 | 0.019888382841297966326183658726649158814
f(z) = -94/65*z^3 + 159/65*z + 1
*
-1 | 0.10097866505863534119913858866358356648 | 0.020047571027420019638176312454485975086
f(z) = -93/61*z^3 + 154/61*z + 1
*
-1 | 0.092091448626552261521418334636428567973 | 0.018213404207750613121691480263148073775
f(z) = -93/64*z^3 + 157/64*z + 1
*
-1 | 0.10053629207686922933066877162331814051 | 0.019858647871496401611144161302289487994
f(z) = -93/65*z^3 + 158/65*z + 1
*
-1 | 0.10070653397753126421301703019944186967 | 0.020019436786858407444755293097846462017
f(z) = -92/61*z^3 + 153/61*z + 1
*
-1 | 0.086920701747469761542587859612310020367 | 0.017234458672911729150942174840123223815
f(z) = -92/63*z^3 + 155/63*z + 1
*
-1 | 0.10025577498649276482545974621334534897 | 0.019828105445436602134368081597650922758
f(z) = -92/65*z^3 + 157/65*z + 1
*
-1 | 0.10002211574808612730088020974123305087 | 0.019732492814576259830768178278646940189
f(z) = -92/67*z^3 + 159/67*z + 1
*
-1 | 0.071640557445192329884385272766736414644 | 0.014278764544787933425462711140501430455
f(z) = -91/60*z^3 + 151/60*z + 1
*
-1 | 0.10043007262772707111413525445532671322 | 0.019990537635399328948344384701583354866
f(z) = -91/61*z^3 + 152/61*z + 1
*
-1 | 0.087481856718825808914241007176240328204 | 0.017390505177849536563691881088172084751
f(z) = -91/62*z^3 + 153/62*z + 1
*
-1 | 0.091530190026159027979611055395591464502 | 0.018148418565609601002195569247304388265
f(z) = -91/64*z^3 + 155/64*z + 1
*
-1 | 0.066672468601377221969026299461759473635 | 0.013186160477177271255769909759185577695
f(z) = -91/66*z^3 + 157/66*z + 1
*
-1 | 0.099732230859145448380309420263255334117 | 0.019699823945727441537037495370809621363
f(z) = -91/67*z^3 + 158/67*z + 1
*
-1 | 0.091053374895422964734821408384175733944 | 0.017963127978536398793958349817458223911
f(z) = -91/68*z^3 + 159/68*z + 1
*
[ 6/5 ] 
f(z) = -91/72*z^3 + 149/75*z + 1
*
-1 | 0.10014913203645002144581650870399401747 | 0.019960842387461253289561819043767411557
f(z) = -90/61*z^3 + 151/61*z + 1
*
-1 | 0.099437316399857668921324378329222075419 | 0.019666234638884958429627022889882066557
f(z) = -90/67*z^3 + 157/67*z + 1
*
-1 | 0.071077346199494190066307816373374044849 | 0.014204258370047526748856305391740975810
f(z) = -89/60*z^3 + 149/60*z + 1
*
-1 | 0.099863554992995443177868362868598866016 | 0.019930318039841962496447840584107506022
f(z) = -89/61*z^3 + 150/61*z + 1
*
-1 | 0.086910888450444970167894027314667336209 | 0.017322312343976780410894344784047513153
f(z) = -89/62*z^3 + 151/62*z + 1
*
-1 | 0.086064456930035657286675719807367616981 | 0.017131071603497854658978177526067423174
f(z) = -89/63*z^3 + 152/63*z + 1
*
-1 | 0.090949970018909043248369503805053611204 | 0.018079930900674728194033021830281976930
f(z) = -89/64*z^3 + 153/64*z + 1
*
-1 | 0.099385564890557848194206267254371330563 | 0.019731288486402241499549277338801130115
f(z) = -89/65*z^3 + 154/65*z + 1
*
-1 | 0.066082495853887744355311721234493890686 | 0.013102701898398352250938431658791627080
f(z) = -89/66*z^3 + 155/66*z + 1
*
-1 | 0.099137180090010098253607056525143566857 | 0.019631684536685694388901215474619889577
f(z) = -89/67*z^3 + 156/67*z + 1
*
-1 | 0.090453103647968046027645158684612488271 | 0.017889380210172956723592772856076424701
f(z) = -89/68*z^3 + 157/68*z + 1
*
-1 | 0.078538391456200694618006632786409237626 | 0.015513465118943545183054148911093301405
f(z) = -89/69*z^3 + 158/69*z + 1
*
-1 | 0.085916379916489063451408342033831996512 | 0.016949694941730565038790259529979120832
f(z) = -89/70*z^3 + 159/70*z + 1
*
[ 6/5 ] 
f(z) = -89/72*z^3 + 146/75*z + 1
*
-1 | 0.099573175405131866911179406759579025300 | 0.019898929628166392164806498545998863325
f(z) = -88/61*z^3 + 149/61*z + 1
*
-1 | 0.085769288454324582251636344906090573552 | 0.017094778693622308691736281257355191391
f(z) = -88/63*z^3 + 151/63*z + 1
*
-1 | 0.099085343486348775135130713033083826979 | 0.019697160572239354905536908261831737764
f(z) = -88/65*z^3 + 153/65*z + 1
*
-1 | 0.098831617688711237598478261511671848014 | 0.019596130684514273789660799186598519700
f(z) = -88/67*z^3 + 155/67*z + 1
*
-1 | 0.078226139237369729035592954884656775311 | 0.015471189939900674769821941283391969663
f(z) = -88/69*z^3 + 157/69*z + 1
*
-1 | 0.098302469047027730556795417956864890713 | 0.019393238681443269465210810036318835098
f(z) = -88/71*z^3 + 159/71*z + 1
*
3/2 | 0.12923587938215524999393016515289246021 | 0.025861594885744013256827058590446641509
f(z) = -88/75*z^3 + 148/75*z + 1
*
-1 | 0.099277817589547458715777618087354228937 | 0.019866640068657147433547326647260439860
f(z) = -87/61*z^3 + 148/61*z + 1
*
-1 | 0.086319673745690784103260798152114010713 | 0.017250319741266950229362587017611480746
f(z) = -87/62*z^3 + 149/62*z + 1
*
-1 | 0.090349359481809809076407023800654613060 | 0.018007638086849367174758430696750693652
f(z) = -87/64*z^3 + 151/64*z + 1
*
-1 | 0.098779719711640345676989172857609063448 | 0.019662036010163878032763285978216694239
f(z) = -87/65*z^3 + 152/65*z + 1
*
-1 | 0.098520411935072578222211230303905197204 | 0.019559527299872373784718394852998050929
f(z) = -87/67*z^3 + 154/67*z + 1
*
-1 | 0.089830632950810320616973839419734644430 | 0.017811433870496912563800488207401241249
f(z) = -87/68*z^3 + 155/68*z + 1
*
-1 | 0.085281330769289142960277329371093532027 | 0.016866531820719976651988493046848980580
f(z) = -87/70*z^3 + 157/70*z + 1
*
-1 | 0.097979051811450790660292287290209634569 | 0.019353523474080508780444036229553253538
f(z) = -87/71*z^3 + 158/71*z + 1
*
-1 | 0.098977295487876207688208152230621860582 | 0.019833409983354739850910379858860284828
f(z) = -86/61*z^3 + 147/61*z + 1
*
-1 | 0.085163207808658960624380123498020540846 | 0.017019208960630122896590939629133494072
f(z) = -86/63*z^3 + 149/63*z + 1
*
-1 | 0.098468479062804783398848747760101220272 | 0.019625869448277507818814162567207746216
f(z) = -86/65*z^3 + 151/65*z + 1
*
-1 | 0.098203331364892943595495803787601715889 | 0.019521825514886795669926055306457737483
f(z) = -86/67*z^3 + 153/67*z + 1
*
-1 | 0.077586763987731406276615477021468757890 | 0.015383744615826660571244498392284439304
f(z) = -86/69*z^3 + 155/69*z + 1
*
-1 | 0.097649165594240239962888147330534055610 | 0.019312582764657247864214852841568953989
f(z) = -86/71*z^3 + 157/71*z + 1
*
-1 | 0.097359037187713507838461588784726052070 | 0.019207117219747270163922606734214537338
f(z) = -86/73*z^3 + 159/73*z + 1
*
-1 | 0.098671411798524136379830000510636573919 | 0.019799197506624318158165619577883875539
f(z) = -85/61*z^3 + 146/61*z + 1
*
-1 | 0.085708018174652342296586559878266696748 | 0.017174466678844734850616891108985309158
f(z) = -85/62*z^3 + 147/62*z + 1
*
-1 | 0.084851884257958488285617816157396363059 | 0.016979843882846385902147777275079536159
f(z) = -85/63*z^3 + 148/63*z + 1
*
-1 | 0.089726750613885564912760459574720052397 | 0.017931197724339360215285360335078395477
f(z) = -85/64*z^3 + 149/64*z + 1
*
-1 | 0.064836670476331145134320617307410386976 | 0.012922673756521190758042232583938222438
f(z) = -85/66*z^3 + 151/66*z + 1
*
-1 | 0.097880128984982112511210043527876584096 | 0.019482973088001330973873438436416655377
f(z) = -85/67*z^3 + 152/67*z + 1
*
-1 | 0.077256021275473342987660563220561055739 | 0.015337849563732932894911849624738427940
f(z) = -85/69*z^3 + 154/69*z + 1
*
-1 | 0.097312518043371671017314067498626756459 | 0.019270355016790680452682368034699767091
f(z) = -85/71*z^3 + 156/71*z + 1
*
-1 | 0.075044471135131720623006496237545896045 | 0.014841934910631219817815894108303678009
f(z) = -85/72*z^3 + 157/72*z + 1
*
-1 | 0.097014971371617405106637482868175629558 | 0.019163091406426668807680583337614568834
f(z) = -85/73*z^3 + 158/73*z + 1
*
-1 | 0.084026407240832107582652572457959922586 | 0.016576838679260832696970589790070941881
f(z) = -85/74*z^3 + 159/74*z + 1
*
-1 | 0.098359957012953057518259130716818310370 | 0.019763958070441784682460193041853761293
f(z) = -84/61*z^3 + 145/61*z + 1
*
-1 | 0.097828218470649332833824254993760481153 | 0.019550213469400008839788444070593940400
f(z) = -84/65*z^3 + 149/65*z + 1
*
-1 | 0.097550540783406047915034911238805640168 | 0.019442914080178792763753334420862171193
f(z) = -84/67*z^3 + 151/67*z + 1
*
-1 | 0.096968794946930951039013732335622687853 | 0.019226774007534764398174286924604876869
f(z) = -84/71*z^3 + 155/71*z + 1
*
-1 | 0.096663427086790010350006630310390869775 | 0.019117628139150799538768883784132047745
f(z) = -84/73*z^3 + 157/73*z + 1
*
-1 | 0.069272911191458279700546578790450655667 | 0.013958307453165305716084735687398760821
f(z) = -83/60*z^3 + 143/60*z + 1
*
-1 | 0.098042708343218731178787474902966034266 | 0.019727644165543047676413737860464321011
f(z) = -83/61*z^3 + 144/61*z + 1
*
-1 | 0.085073580777395584565651078644994447834 | 0.017094260046955547249861710893679555463
f(z) = -83/62*z^3 + 145/62*z + 1
*
-1 | 0.084211542019466434344215576762567347941 | 0.016897710516043792345366835209781580346
f(z) = -83/63*z^3 + 146/63*z + 1
*
-1 | 0.089080324357389040258745334448902221474 | 0.017850220959479849229629683943643068090
f(z) = -83/64*z^3 + 147/64*z + 1
*
-1 | 0.097498694867713084246559053108332782950 | 0.019510617025334582556990485694342453716
f(z) = -83/65*z^3 + 148/65*z + 1
*
-1 | 0.064178536285958647144416115289075653906 | 0.012825584521101806870881164738838476293
f(z) = -83/66*z^3 + 149/66*z + 1
*
-1 | 0.097214284049836932183549862743278888821 | 0.019401588490062118205319938197547271572
f(z) = -83/67*z^3 + 150/67*z + 1
*
-1 | 0.088511353535037580820951718999668287427 | 0.017641302939807014157469533211587321988
f(z) = -83/68*z^3 + 151/68*z + 1
*
-1 | 0.076576154883011827463935612985369049598 | 0.015242431535794668451930449899300141477
f(z) = -83/69*z^3 + 152/69*z + 1
*
-1 | 0.083934442036920149250641696240853999875 | 0.016685315145224359459033433767055024595
f(z) = -83/70*z^3 + 153/70*z + 1
*
-1 | 0.096617657869922591653926720966500409023 | 0.019181768322303631826513841780418577150
f(z) = -83/71*z^3 + 154/71*z + 1
*
-1 | 0.074341714599084552132140821824991130289 | 0.014740322870996814091976508812644257224
f(z) = -83/72*z^3 + 155/72*z + 1
*
-1 | 0.096304031183521094298638779147975427495 | 0.019070648954201410536952686777973897806
f(z) = -83/73*z^3 + 156/73*z + 1
*
-1 | 0.083307630762525477975255335553784083693 | 0.016476182917057904132025295683940456477
f(z) = -83/74*z^3 + 157/74*z + 1
*
-1 | 0.075635467045841012006703800368797275854 | 0.014940058715424834253713695544037816449
f(z) = -83/75*z^3 + 158/75*z + 1
*
-1 | 0.087254738966645879326860831451579796119 | 0.017213728152216295074434375374690402031
f(z) = -83/76*z^3 + 159/76*z + 1
*
-1 | 0.097719428525334725453643791626312404024 | 0.019690205075031151601390630004823035504
f(z) = -82/61*z^3 + 143/61*z + 1
*
-1 | 0.083882026554360029760793669857581396922 | 0.016854835097841028436588336887385920510
f(z) = -82/63*z^3 + 145/63*z + 1
*
-1 | 0.097162544019708182724207325912635024595 | 0.019469763859173864977518617838175973145
f(z) = -82/65*z^3 + 147/65*z + 1
*
-1 | 0.096871055475148427201815611879716245736 | 0.019358931841464943163984090560792634256
f(z) = -82/67*z^3 + 149/67*z + 1
*
-1 | 0.076225356952766991336277079329693154856 | 0.015192566376994523966355172499300251227
f(z) = -82/69*z^3 + 151/69*z + 1
*
-1 | 0.096258741446216553087987000616109419857 | 0.019135260776575081437077956619207299432
f(z) = -82/71*z^3 + 153/71*z + 1
*
-1 | 0.095936379323751742171051876895204869345 | 0.019022068752822892067806320860505555103
f(z) = -82/73*z^3 + 155/73*z + 1
*
-1 | 0.075258381865629461848734006167030362252 | 0.014884241147062896940898135790770449666
f(z) = -82/75*z^3 + 157/75*z + 1
*
-1 | 0.095254609251448823892142186554201204724 | 0.018791952945121025869245191657454285009
f(z) = -82/77*z^3 + 159/77*z + 1
*
-1 | 0.097389864480358289479389203108339118706 | 0.019651586576448719319000616186562309256
f(z) = -81/61*z^3 + 142/61*z + 1
*
-1 | 0.084414447442379947853040402349326378702 | 0.017009286756164097443353242601394861019
f(z) = -81/62*z^3 + 143/62*z + 1
*
-1 | 0.088408009753867304485125024640916812960 | 0.017764263537005615032341227260589886574
f(z) = -81/64*z^3 + 145/64*z + 1
*
-1 | 0.096819467562592753672082561534613456675 | 0.019427590279869219148872566658809464904
f(z) = -81/65*z^3 + 146/65*z + 1
*
-1 | 0.096520528993147839275581415684046713560 | 0.019314874715226861558979909265980785978
f(z) = -81/67*z^3 + 148/67*z + 1
*
-1 | 0.087809957402428326420588899518766008417 | 0.017548141413527273193580311154899264944
f(z) = -81/68*z^3 + 149/68*z + 1
*
-2/3 | 0.13015219944728343376981280807627518924 | 0.026299962481577909459051152125823706222
f(z) = -81/70*z^3 + 141/70*z + 1
*
-1/3 | 0.11883589640887049393564990236126589751 | 0.023748435563282351897274192556868776101
f(z) = -81/70*z^3 + 149/70*z + 1
*
-1 | 0.095891650260038476057507757969872441309 | 0.019087167750535089690281559156926065225
f(z) = -81/71*z^3 + 152/71*z + 1
*
-1 | 0.095560032154365746418489515684115795787 | 0.018971794991395167950671250198655066277
f(z) = -81/73*z^3 + 154/73*z + 1
*
-1 | 0.082553446731153883080771408997224818219 | 0.016368528295227526237812999975086575138
f(z) = -81/74*z^3 + 155/74*z + 1
*
-1 | 0.086480941978737747827824885953166723695 | 0.017103785161564225345962071835214139066
f(z) = -81/76*z^3 + 157/76*z + 1
*
-1 | 0.094857336076150013974363868228007442728 | 0.018736899842339164969592517898597457621
f(z) = -81/77*z^3 + 158/77*z + 1
*
[ 21/20 ] 
f(z) = -100/63*z^3 + 151/84*z + 1
*
[ 13/14 ] 
f(z) = -98/65*z^3 + 159/130*z + 1
*
-15/28 | 0.19870470566356982567880603329734430660 | 0.029815802880166279823978086963956389837
f(z) = -98/75*z^3 + 149/120*z + 1
*
-5/8 | 0.15723146665710249504425588960082931584 | 0.029906154077404227488170280971516660404
f(z) = -96/65*z^3 + 153/130*z + 1
*
[ 12/13 ] 
f(z) = -91/72*z^3 + 155/156*z + 1
*
-3/4 | 0.11921930889904130350129910592231554014 | 0.023057669071879916406867451083238490493
f(z) = -88/75*z^3 + 149/150*z + 1
*
-20/29 | 0.27599884854766700906280696585763714262 | 0.029228986189278307248162391688790515821
f(z) = -87/64*z^3 + 159/145*z + 1
*
13/12 | 0.077304053964694143394261176397901626063 | 0.013650819961724043318943636846541124879
f(z) = -96/65*z^3 + 158/195*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.027353569067455494783075344241657301016
f(z) = -93/64*z^3 + 151/192*z + 1
*
0 | 0.16954673365325748294290786909349852688 | 0.029146208313875497610204071252123549638
f(z) = -84/65*z^3 + 141/260*z + 1
*
[ 5/6 ] 
f(z) = -82/75*z^3 + 151/270*z + 1
*
[ -21/10 ] 
f(z) = -100/63*z^3 + 178/21*z + 1
*
-2 | 0.099250655801853967691419219310149461287 | 0.016877833358197408588944426623515759360
f(z) = -99/76*z^3 + 179/38*z + 1
*
-2 | 0.078560333193875834404912391253481754022 | 0.013359389935496354135270511091730845108
f(z) = -97/60*z^3 + 179/30*z + 1
*
-2 | 0.098895985238668383239871616294192593353 | 0.016849715852228912745245049736109460494
f(z) = -97/68*z^3 + 177/34*z + 1
*
-2 | 0.098864867714099912582585693804690054410 | 0.016877090452702104215716387137869045975
f(z) = -97/76*z^3 + 175/38*z + 1
*
-2 | 0.098506346326499234725385951484281176183 | 0.016848948585034424088024955429901050778
f(z) = -95/68*z^3 + 173/34*z + 1
*
-2 | 0.098107535924270056200783410212187908967 | 0.016848147461858891040530974168790600153
f(z) = -93/68*z^3 + 169/34*z + 1
*
-2 | 0.098065232796947381900064752057590807572 | 0.016875383494475225392952730424514874343
f(z) = -93/76*z^3 + 167/38*z + 1
*
-2 | 0.077375711949283209547895773881544145039 | 0.013315063606751047725241889090549450300
f(z) = -91/60*z^3 + 167/30*z + 1
*
-2 | 0.097699067674216391469366171295876995538 | 0.016847302413605784066967926010699415785
f(z) = -91/68*z^3 + 165/34*z + 1
*
-2 | 0.097650329046385743529628006801240751031 | 0.016874384080286454609299941466053201339
f(z) = -91/76*z^3 + 163/38*z + 1
*
-2 | 0.076963440891395708213988711305873791588 | 0.013299603538713354271083812983075612997
f(z) = -89/60*z^3 + 163/30*z + 1
*
-2 | 0.097280411548116590772113031714902364657 | 0.016846401106797163431444148457071283609
f(z) = -89/68*z^3 + 161/34*z + 1
*
[ 2 ] 
f(z) = -81/68*z^3 + 179/34*z + 1
*
[ -6/5 ] 
f(z) = -100/63*z^3 + 173/42*z + 1
*
[ -20/33 ] 
f(z) = -99/64*z^3 + 177/55*z + 1
*
[ -4/5 ] 
f(z) = -97/64*z^3 + 161/50*z + 1
*
[ 8/5 ] 
f(z) = -95/64*z^3 + 167/40*z + 1
*
[ -2/5 ] 
f(z) = -95/72*z^3 + 167/45*z + 1
*
[ -2/5 ] 
f(z) = -85/72*z^3 + 166/45*z + 1
*
-20/27 | 0.26488491624933988528263051942043272026 | 0.028445011548074259483412667384504325857
f(z) = -81/64*z^3 + 173/45*z + 1
*
-1 | 0.10277336672089909650236836164509487782 | 0.020225386396938189431711726131184448677
f(z) = -100/61*z^3 + 161/61*z + 1
*
-1 | 0.089016461595048370932391827464523656965 | 0.017475623673290789954420490173556030937
f(z) = -100/63*z^3 + 163/63*z + 1
*
-1 | 0.10217993050274006823064749947352498339 | 0.019964840569920489571218430776632781796
f(z) = -100/67*z^3 + 167/67*z + 1
*
-1 | 0.081630048177548261495440699207011975124 | 0.015912604266451362654514815393423405989
f(z) = -100/69*z^3 + 169/69*z + 1
*
-1 | 0.10176287886893270252062105947958830428 | 0.019791819855702777426776681966471545841
f(z) = -100/71*z^3 + 171/71*z + 1
*
-1 | 0.10154727481862901796453817249316548670 | 0.019705322890529241626901411207293496909
f(z) = -100/73*z^3 + 173/73*z + 1
*
-1 | 0.10110065371252663143975928820036449078 | 0.019532018766051914873293930648242552436
f(z) = -100/77*z^3 + 177/77*z + 1
*
-1 | 0.10086907127484298837929757899318965097 | 0.019445068296495145700465334228324269502
f(z) = -100/79*z^3 + 179/79*z + 1
*
-1 | 0.10252795748804878673010811674480233770 | 0.020201861299862701882657609447491171350
f(z) = -99/61*z^3 + 160/61*z + 1
*
-1 | 0.089593908772132844288555831761453530869 | 0.017631721928984250090130954934794173751
f(z) = -99/62*z^3 + 161/62*z + 1
*
-1 | 0.093673588694587707618641390338798830074 | 0.018389906258016230148602283278076633200
f(z) = -99/64*z^3 + 163/64*z + 1
*
-1 | 0.10212989703854764649496985053899604368 | 0.020025994500824649424561628112549927040
f(z) = -99/65*z^3 + 164/65*z + 1
*
-1 | 0.10192452070964055018118168573088401596 | 0.019938334152869394934443182997239669360
f(z) = -99/67*z^3 + 166/67*z + 1
*
-1 | 0.093262783004559627489708336316849335530 | 0.018222527502533310230943731388679540332
f(z) = -99/68*z^3 + 167/68*z + 1
*
-1 | 0.088771872568040273622463849198549693139 | 0.017304800250694905156939762085564930140
f(z) = -99/70*z^3 + 169/70*z + 1
*
-1 | 0.10150001321472684493116939362766599350 | 0.019763239242898174833332176021396239775
f(z) = -99/71*z^3 + 170/71*z + 1
*
-1 | 0.10128040758436889343910348393898240065 | 0.019675670958090341239407941955711744402
f(z) = -99/73*z^3 + 172/73*z + 1
*
-1 | 0.088333246992850514137229775656576254270 | 0.017141131133965872751293647472685992063
f(z) = -99/74*z^3 + 173/74*z + 1
*
-1 | 0.092383695084326698906539904525724982889 | 0.017887226218232992033692426349731741508
f(z) = -99/76*z^3 + 175/76*z + 1
*
-1 | 0.10058891803502836058903441624158395060 | 0.019412026198847768554305466900126814735
f(z) = -99/79*z^3 + 178/79*z + 1
*
-1 | 0.10187426696755596623803646254427043471 | 0.019999855303352103189619154041806989587
f(z) = -98/65*z^3 + 163/65*z + 1
*
-1 | 0.10166528571570984880047356015504964071 | 0.019911157734719163190871808057084430156
f(z) = -98/67*z^3 + 165/67*z + 1
*
-1 | 0.081107986995806195811199426882519368316 | 0.015847613336114291889553394076720446772
f(z) = -98/69*z^3 + 167/69*z + 1
*
-1 | 0.10123304444946831598628129531909864499 | 0.019733926550046198804428506761720988517
f(z) = -98/71*z^3 + 169/71*z + 1
*
-1 | 0.10100928208173274618417378709376234415 | 0.019645253130961155081382403063550102059
f(z) = -98/73*z^3 + 171/73*z + 1
*
-1 | 0.080436417622616828694501798728052719025 | 0.015608745623573794558120700906141679115
f(z) = -98/75*z^3 + 173/75*z + 1
*
-1 | 0.10030396062441145237285896570100343393 | 0.019378102606497731117096193292096476085
f(z) = -98/79*z^3 + 177/79*z + 1
*
-1 | 0.088259800495313672125220477090923665742 | 0.017390498081147454354192099681778257671
f(z) = -97/63*z^3 + 160/63*z + 1
*
-1 | 0.093162058262344118028018521046740656892 | 0.018333919438554458007453313296278672674
f(z) = -97/64*z^3 + 161/64*z + 1
*
-1 | 0.10161481931850690541583746845338830641 | 0.019973050655534267443873116270546372007
f(z) = -97/65*z^3 + 162/65*z + 1
*
-1 | 0.068329355232740706590485746597827125942 | 0.013414351418708854849215211616701392200
f(z) = -97/66*z^3 + 163/66*z + 1
*
-1 | 0.10140210142338874886948084152095087097 | 0.019883285740613177852540185748136324047
f(z) = -97/67*z^3 + 164/67*z + 1
*
-1 | 0.092736563228794402270182463868949258905 | 0.018162466423275420900397086128862043158
f(z) = -97/68*z^3 + 165/68*z + 1
*
-1 | 0.080840886001377071962087278333186344923 | 0.015813982612694516764844853755160063885
f(z) = -97/69*z^3 + 166/69*z + 1
*
-1 | 0.088238427792992120956344543215125153845 | 0.017240823460731241643345907785197829993
f(z) = -97/70*z^3 + 167/70*z + 1
*
-1 | 0.10096183241710975390268519483772451300 | 0.019703852880883805950826844013043520610
f(z) = -97/71*z^3 + 168/71*z + 1
*
-1 | 0.078727995464068529873032527474347356200 | 0.015346890813856763036947385557273615156
f(z) = -97/72*z^3 + 169/72*z + 1
*
-1 | 0.10073374881299466162369585168560514984 | 0.019614038605232128474006449518294871237
f(z) = -97/73*z^3 + 170/73*z + 1
*
-1 | 0.087781533499480427318703514123847555025 | 0.017072593827821183869976049862890782492
f(z) = -97/74*z^3 + 171/74*z + 1
*
-1 | 0.080156335227745384343212289684933145873 | 0.015571912818712923760364636340842186948
f(z) = -97/75*z^3 + 172/75*z + 1
*
-1 | 0.091823478286131689294932440316796221218 | 0.017818413067130246773757515285184380590
f(z) = -97/76*z^3 + 173/76*z + 1
*
-1 | 0.10026018074336245000631539018536537015 | 0.019433825560781865598398174339350003136
f(z) = -97/77*z^3 + 174/77*z + 1
*
-1 | 0.066957839025956695438515314110160139265 | 0.012964300817888699263033920972638389035
f(z) = -97/78*z^3 + 175/78*z + 1
*
-1 | 0.10001401456477717341287879569543446916 | 0.019343259675642646214548450275800949526
f(z) = -97/79*z^3 + 176/79*z + 1
*
-1 | 0.10135143097074022784647683609886475119 | 0.019945555143996126751523429998041749535
f(z) = -96/65*z^3 + 161/65*z + 1
*
[ 5/4 ] 
f(z) = -96/65*z^3 + 163/65*z + 1
*
-1 | 0.10113483725987275341735552023874036964 | 0.019854691194682993368421287726449307382
f(z) = -96/67*z^3 + 163/67*z + 1
*
-1 | 0.10068622921181774873633310484119682257 | 0.019672987678793803638568689567694806447
f(z) = -96/71*z^3 + 167/71*z + 1
*
-1 | 0.10045364975617263184783725056495250225 | 0.019581994760237484866981770639165688976
f(z) = -96/73*z^3 + 169/73*z + 1
*
-1 | 0.099970340867597429908861846414451459430 | 0.019399317704889194354891320281202050301
f(z) = -96/77*z^3 + 173/77*z + 1
*
-1 | 0.099718883746172604126281159680073182585 | 0.019307457124001505283544968736388687803
f(z) = -96/79*z^3 + 175/79*z + 1
*
-1 | 0.067795258283239451038601365200091494562 | 0.013341834936501209382211761284043361661
f(z) = -95/66*z^3 + 161/66*z + 1
*
-1 | 0.10086335569996307142209367649834845693 | 0.019825345615859670364282595583060686470
f(z) = -95/67*z^3 + 162/67*z + 1
*
-1 | 0.092193722728737205187413367639189209959 | 0.018099380435682791586833752903303180309
f(z) = -95/68*z^3 + 163/68*z + 1
*
-1 | 0.080293848675182826312822664548073669364 | 0.015744304250227061012250563947141129244
f(z) = -95/69*z^3 + 164/69*z + 1
*
-1 | 0.10040607857045339340406037612507300542 | 0.019641298596046337289179588316538649172
f(z) = -95/71*z^3 + 166/71*z + 1
*
-1 | 0.078167712968869135805191422732232465133 | 0.015273115957902605358985360025068248620
f(z) = -95/72*z^3 + 167/72*z + 1
*
-1 | 0.10016881767442791333136708935803692835 | 0.019549087010969514374768105525606439204
f(z) = -95/73*z^3 + 168/73*z + 1
*
-1 | 0.087211828564846579253408349213571773302 | 0.017000692101608946380252948448638763477
f(z) = -95/74*z^3 + 169/74*z + 1
*
-1 | 0.099675347073253523165944745564616945811 | 0.019363857022525133985237125432235431999
f(z) = -95/77*z^3 + 172/77*z + 1
*
-1 | 0.066368054178056103216343176259900393347 | 0.012878769415826952123899834584240422023
f(z) = -95/78*z^3 + 173/78*z + 1
*
-1 | 0.099418359375341132095635048538815967631 | 0.019270652010742677997979352204192219601
f(z) = -95/79*z^3 + 174/79*z + 1
*
-1 | 0.10058751174283211508810879699140460743 | 0.019795218903650403245390131100007369537
f(z) = -94/67*z^3 + 161/67*z + 1
*
-1 | 0.080013611329031105564192441244197342737 | 0.015708193015895896721190960319252172550
f(z) = -94/69*z^3 + 163/69*z + 1
*
-1 | 0.10012121520240764265967074335987870911 | 0.019608751349614810390428159459880230536
f(z) = -94/71*z^3 + 165/71*z + 1
*
-1 | 0.099879075351686708527828644819230353081 | 0.019515278644802241211269788655815126517
f(z) = -94/73*z^3 + 167/73*z + 1
*
-1 | 0.079286828831242107454475131024583751177 | 0.015455827344230727289862462008096651289
f(z) = -94/75*z^3 + 169/75*z + 1
*
-1 | 0.099374993731891740511215626676339023564 | 0.019327401071626366080890393364166257831
f(z) = -94/77*z^3 + 171/77*z + 1
*
-1 | 0.099112218797242084070912539429635786142 | 0.019232798490010771529411491165047812092
f(z) = -94/79*z^3 + 173/79*z + 1
*
-1 | 0.10030715233713553786876889604566564014 | 0.019764279212674436708156063583736596727
f(z) = -93/67*z^3 + 160/67*z + 1
*
-1 | 0.091633094213155255451416664833100983302 | 0.018033025445601480810606986444945852112
f(z) = -93/68*z^3 + 161/68*z + 1
*
-1 | 0.087117258373604457697845961410884403268 | 0.017102773975804032134544272967671465942
f(z) = -93/70*z^3 + 163/70*z + 1
*
-1 | 0.099831464048669842970861271810256131519 | 0.019575309561835295437652128576236694265
f(z) = -93/71*z^3 + 164/71*z + 1
*
-1 | 0.099584234744537842282887564985489655843 | 0.019480530640421042983502225482744112713
f(z) = -93/73*z^3 + 166/73*z + 1
*
-1 | 0.086622050719523113688970419693757653605 | 0.016925001063770245343013997200138284424
f(z) = -93/74*z^3 + 167/74*z + 1
*
-1 | 0.090643206231492527787290402254224784616 | 0.017669589843520290240905132406991981470
f(z) = -93/76*z^3 + 169/76*z + 1
*
-1 | 0.099069061721695194015541810289668735359 | 0.019289904566152592833832581711203737487
f(z) = -93/77*z^3 + 170/77*z + 1
*
-1 | 0.098800224169975135992924368692367926005 | 0.019193847533982636239515528494623516119
f(z) = -93/79*z^3 + 172/79*z + 1
*
-1 | 0.099536639460719724471084622235790731039 | 0.019540934583905358075149224553892303038
f(z) = -92/71*z^3 + 163/71*z + 1
*
-1 | 0.099284096038811044579612936688016781923 | 0.019444801466507833467505896966841041208
f(z) = -92/73*z^3 + 165/73*z + 1
*
-1 | 0.078680835734014769038773385358963647527 | 0.015373374532639594501815089373906719394
f(z) = -92/75*z^3 + 167/75*z + 1
*
-1 | 0.098757317155677255868573183794909714951 | 0.019251319108579747661734656915520048265
f(z) = -92/77*z^3 + 169/77*z + 1
*
-1 | 0.098482120969590257688508654025797357297 | 0.019153746620593243348180570256102137198
f(z) = -92/79*z^3 + 171/79*z + 1
*
-1 | 0.079144032126881347797995363396774258046 | 0.015594349082058969670268577556982172290
f(z) = -91/69*z^3 + 160/69*z + 1
*
-1 | 0.099236544288299253966937515129916807412 | 0.019505585299893189456376769292458063350
f(z) = -91/71*z^3 + 162/71*z + 1
*
-1 | 0.076987906437556896302122091005945616349 | 0.015114189625035663783184407818945114059
f(z) = -91/72*z^3 + 163/72*z + 1
*
-2/7 | 0.15627340765743141422399667101750229050 | 0.021767196548921301670851389541873333536
f(z) = -91/72*z^3 + 164/63*z + 1
*
-1 | 0.098978446597260266560027605826226510500 | 0.019408046857315109236000579512645195617
f(z) = -91/73*z^3 + 164/73*z + 1
*
-1 | 0.086011239239911330344380791722261833315 | 0.016845310957503202056943846129959828819
f(z) = -91/74*z^3 + 165/74*z + 1
*
-1 | 0.078369293737435277879071109263341796380 | 0.015330493143183012293213483212012539119
f(z) = -91/75*z^3 + 166/75*z + 1
*
-1 | 0.090019869559185712274130352692286068329 | 0.017588897692839853970806265675691817038
f(z) = -91/76*z^3 + 167/76*z + 1
*
-1 | 0.098157636296498146852285496264622288005 | 0.019112439380092735895971824922021426856
f(z) = -91/79*z^3 + 170/79*z + 1
*
-1 | 0.098930968863285175176799020257326489980 | 0.019469217908539280064760621032407746401
f(z) = -90/71*z^3 + 161/71*z + 1
*
-1 | 0.098667059782385461163446676761523779955 | 0.019370219561759879316117831060594752181
f(z) = -90/73*z^3 + 163/73*z + 1
*
-1 | 0.098115372202776733497325214452707481669 | 0.019170670344450048882099471159345723529
f(z) = -90/77*z^3 + 167/77*z + 1
*
-1 | 0.097826476949230060493522327730608732866 | 0.019069865193370984325610882859378741587
f(z) = -90/79*z^3 + 169/79*z + 1
*
-1 | 0.098619689864674960958567717498491394469 | 0.019431785679665689702139101200986627447
f(z) = -89/71*z^3 + 160/71*z + 1
*
-1 | 0.076365192472942951406697702913135218191 | 0.015028363615218102634432186230760931306
f(z) = -89/72*z^3 + 161/72*z + 1
*
-1 | 0.098349693635522008016429059572955519887 | 0.019331269062058896411423122266235385876
f(z) = -89/73*z^3 + 162/73*z + 1
*
-1 | 0.085376258834191442170123734572166031817 | 0.016760982668657232675276448898081838615
f(z) = -89/74*z^3 + 163/74*z + 1
*
-1 | 0.077726854177953930869781937177972123454 | 0.015240958812938015142196203779263398199
f(z) = -89/75*z^3 + 164/75*z + 1
*
-1 | 0.089371829614143370533884635575579622728 | 0.017503482963336391502554583989726570343
f(z) = -89/76*z^3 + 165/76*z + 1
*
-1 | 0.097784616362608941079404754853042457044 | 0.019128491774829882825542736696448764533
f(z) = -89/77*z^3 + 166/77*z + 1
*
-1 | 0.064458641737573445342833507304092737707 | 0.012594513416798288530820788402953572513
f(z) = -89/78*z^3 + 167/78*z + 1
*
-1 | 0.097488327223760626876946504238052179428 | 0.019025958733440237405641970873253921691
f(z) = -89/79*z^3 + 168/79*z + 1
*
-1 | 0.098026089389776622551549177749436302637 | 0.019291141257182028868533505052830155045
f(z) = -88/73*z^3 + 161/73*z + 1
*
-1 | 0.077396444790919805262928736576951248925 | 0.015194393470386816558467767156624613739
f(z) = -88/75*z^3 + 163/75*z + 1
*
-1 | 0.097142846386997900446114928342851690950 | 0.018980649439497137448492399694265552850
f(z) = -88/79*z^3 + 167/79*z + 1
*
-1 | 0.097695969790018354673202691307113212804 | 0.019249778105484893292396703671389834025
f(z) = -87/73*z^3 + 160/73*z + 1
*
-1 | 0.084715016764680846284074256242312935644 | 0.016671575548768568159705415261389741708
f(z) = -87/74*z^3 + 161/74*z + 1
*
-1 | 0.088696801397814004805833318482524301644 | 0.017412868299620573960157322630458948411
f(z) = -87/76*z^3 + 163/76*z + 1
*
-1 | 0.097101989069438151970798157678136789089 | 0.019040104372079729369598898492323606346
f(z) = -87/77*z^3 + 164/77*z + 1
*
-1 | 0.096789665760662790362459756966687692791 | 0.018933860910450212989105645249014250202
f(z) = -87/79*z^3 + 166/79*z + 1
*
-1 | 0.076715728080309699982173868479360109412 | 0.015097347616920911495657821326120908210
f(z) = -86/75*z^3 + 161/75*z + 1
*
-1 | 0.096749423844066652544479302951976962152 | 0.018993751171532363231452792881315217117
f(z) = -86/77*z^3 + 163/77*z + 1
*
-1 | 0.096428385335644795377567285863255373208 | 0.018885510201498556245754509416198096292
f(z) = -86/79*z^3 + 165/79*z + 1
*
-1 | 0.087992137108214477325713715862959389955 | 0.017316499689448258237991397480099036692
f(z) = -85/76*z^3 + 161/76*z + 1
*
-1 | 0.096388847038149065884814502199800816979 | 0.018945851967586644548574195156035236496
f(z) = -85/77*z^3 + 162/77*z + 1
*
-1 | 0.063045544645982294633296023291907773534 | 0.012377038951772108062886902763760513479
f(z) = -85/78*z^3 + 163/78*z + 1
*
-1 | 0.096058569815638516256703781578167503984 | 0.018835507002998280898711599044345679105
f(z) = -85/79*z^3 + 164/79*z + 1
*
-1 | 0.095679743960423394551143564334683179336 | 0.018783752675046642530786947098792573605
f(z) = -84/79*z^3 + 163/79*z + 1
*
-1 | 0.095641923717025606960776328065003387728 | 0.018845053824549480190750394161160214352
f(z) = -83/77*z^3 + 160/77*z + 1
*
-1 | 0.062289354735344796886382263260823671834 | 0.012258295199763196580205952700263130584
f(z) = -83/78*z^3 + 161/78*z + 1
*
-1 | 0.095291387060597379868408731115342459915 | 0.018730139103350225567431703287685124218
f(z) = -83/79*z^3 + 162/79*z + 1
*
-1 | 0.094892926322516044736986739399059064873 | 0.018674547331130611813691015640004898507
f(z) = -82/79*z^3 + 161/79*z + 1
*
-8/27 | 0.18203559617011824675078490046143728467 | 0.025050216203668025792736438184909517962
f(z) = -81/64*z^3 + 179/72*z + 1
*
[ 4/3 ] 
f(z) = -81/68*z^3 + 161/68*z + 1
*
-14/9 | 0.12582338157769545877182889793324244466 | 0.024471336989478177433592422611969352399
f(z) = -81/70*z^3 + 171/70*z + 1
*
[ 4/3 ] 
f(z) = -81/76*z^3 + 163/76*z + 1
*
-1 | 0.094483728867949039287248254668036243057 | 0.018616845906704363684411828832624362222
f(z) = -81/79*z^3 + 160/79*z + 1
*
[ 20/19 ] 
f(z) = -95/64*z^3 + 161/95*z + 1
*
[ 20/17 ] 
f(z) = -85/64*z^3 + 169/85*z + 1
*
5/4 | 0.14581725825510263944349299681603400802 | 0.028201858548452326906728489968124562712
f(z) = -88/65*z^3 + 171/130*z + 1
*
-28/27 | 0.25373496723899554548809012980681338796 | 0.029559990313907076451146902117106129158
f(z) = -81/64*z^3 + 167/126*z + 1
*
-20/31 | 0.28044242273803849820837742490603155277 | 0.029285892022776996197347938940917458416
f(z) = -93/64*z^3 + 179/155*z + 1
*
-16/27 | 0.15548681834241233363023422587305802383 | 0.023588366879777492914594458261607845297
f(z) = -81/64*z^3 + 163/144*z + 1
*
[ 5/6 ] 
f(z) = -96/65*z^3 + 161/195*z + 1
*
0 | 0.15716416808151203733885298790440497758 | 0.028611398161593159853353201014332708993
f(z) = -81/65*z^3 + 178/195*z + 1
*
0 | 0.15147429199204717771326501468129689997 | 0.027575568479337754317812804145025518821
f(z) = -81/70*z^3 + 173/210*z + 1
*
[ 5/6 ] 
f(z) = -86/75*z^3 + 161/270*z + 1
*
[ 5/6 ] 
f(z) = -81/65*z^3 + 173/260*z + 1
*
[ 28/9 ] 
f(z) = -81/64*z^3 + 181/14*z + 1
*
4/27 | 0.25099727559305737384444869208873784673 | 0.028896456940177187280810323437266559016
f(z) = -81/64*z^3 + 185/18*z + 1
*
-2 | 0.099276900330286790113076790180934193705 | 0.016850457488763007388970582617032403850
f(z) = -99/68*z^3 + 181/34*z + 1
*
[ 2 ] 
f(z) = -91/60*z^3 + 197/30*z + 1
*
[ 2 ] 
f(z) = -91/68*z^3 + 199/34*z + 1
*
[ 2 ] 
f(z) = -89/60*z^3 + 193/30*z + 1
*
[ 2 ] 
f(z) = -89/68*z^3 + 195/34*z + 1
*
[ 2 ] 
f(z) = -89/76*z^3 + 197/38*z + 1
*
-4/29 | 0.26790653486044117434741234339036801585 | 0.028613658969516229873617673806982833638
f(z) = -87/64*z^3 + 182/29*z + 1
*
[ 2 ] 
f(z) = -87/68*z^3 + 191/34*z + 1
*
[ 2 ] 
f(z) = -87/76*z^3 + 193/38*z + 1
*
-5/2 | 0.18432037351366312253544259600950171659 | 0.026741615640171243861946300772436706936
f(z) = -86/75*z^3 + 197/30*z + 1
*
[ -4/17 ] 
f(z) = -85/64*z^3 + 181/34*z + 1
*
[ 2 ] 
f(z) = -85/76*z^3 + 189/38*z + 1
*
[ 2 ] 
f(z) = -83/60*z^3 + 181/30*z + 1
*
[ 2 ] 
f(z) = -83/68*z^3 + 183/34*z + 1
*
[ 2 ] 
f(z) = -83/76*z^3 + 185/38*z + 1
*
-5/2 | 0.18777944563292143090063470274130388940 | 0.027450941942857838114390378188281514574
f(z) = -82/75*z^3 + 187/30*z + 1
*
[ -2/9 ] 
f(z) = -81/68*z^3 + 189/34*z + 1
*
[ 2 ] 
f(z) = -81/76*z^3 + 181/38*z + 1
*
[ -12/19 ] 
f(z) = -95/64*z^3 + 181/57*z + 1
*
[ -4/9 ] 
f(z) = -93/64*z^3 + 191/54*z + 1
*
[ 12/7 ] 
f(z) = -91/64*z^3 + 193/42*z + 1
*
[ -3/2 ] 
f(z) = -86/63*z^3 + 199/42*z + 1
*
[ -3/2 ] 
f(z) = -82/63*z^3 + 193/42*z + 1
*
[ -2/3 ] 
f(z) = -99/62*z^3 + 199/62*z + 1
*
[ 4/3 ] 
f(z) = -99/68*z^3 + 193/68*z + 1
*
[ 4/3 ] 
f(z) = -99/76*z^3 + 195/76*z + 1
*
[ -2/3 ] 
f(z) = -81/62*z^3 + 191/62*z + 1
*
[ 13/9 ] 
f(z) = -81/65*z^3 + 189/65*z + 1
*
-10/9 | 0.14785037213027143300329445132381037769 | 0.028149785831934188493508498560135294647
f(z) = -81/70*z^3 + 191/70*z + 1
*
-3/4 | 0.17238355886508163250443443039335345908 | 0.027233990477317344850601855077598479767
f(z) = -100/63*z^3 + 187/84*z + 1
*
-3/4 | 0.17067165886621760214055451190722572761 | 0.027103175472267037211065573192941676516
f(z) = -92/63*z^3 + 181/84*z + 1
*
-5/4 | 0.18741825888664532215944419441489894235 | 0.027313632064492359286321006184344573206
f(z) = -86/75*z^3 + 191/120*z + 1
*
-5/4 | 0.18638294404981612436872555405719341014 | 0.027377309799691196917651067690896901896
f(z) = -82/75*z^3 + 181/120*z + 1
*
-8/9 | 0.12568832096556691694473608357759872445 | 0.023882903316359086193924841555398801338
f(z) = -81/65*z^3 + 193/130*z + 1
*
-18/17 | 0.21304395572743341572891065450762135670 | 0.028996225062914537621583160548061102663
f(z) = -85/72*z^3 + 194/153*z + 1
*
[ 18/19 ] 
f(z) = -95/72*z^3 + 193/171*z + 1
*
-4/19 | 0.22485927394637620900697814808485162733 | 0.024688773906154655338133213495738908840
f(z) = -95/64*z^3 + 193/190*z + 1
*
-4/5 | 0.14887142421852750788759917868580019537 | 0.024154441068152644834656655377892580449
f(z) = -95/72*z^3 + 197/180*z + 1
*
-4/5 | 0.14666284942673701221989957566372620057 | 0.024233425075725061796488416046272894906
f(z) = -85/72*z^3 + 181/180*z + 1
*
0 | 0.14286617576904721053507516328266108977 | 0.025837418928424237934227114965069573999
f(z) = -84/65*z^3 + 187/195*z + 1
*
[ 6/7 ] 
f(z) = -91/60*z^3 + 199/210*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.021213134768133858576569783996909053895
f(z) = -87/70*z^3 + 191/210*z + 1
*
[ 4/5 ] 
f(z) = -100/61*z^3 + 195/244*z + 1
*
[ 4/5 ] 
f(z) = -100/67*z^3 + 189/268*z + 1
*
[ 4/5 ] 
f(z) = -100/69*z^3 + 187/276*z + 1
*
[ 5/6 ] 
f(z) = -98/75*z^3 + 191/270*z + 1
*
[ 5/6 ] 
f(z) = -94/75*z^3 + 181/270*z + 1
*
[ 4/5 ] 
f(z) = -100/71*z^3 + 185/284*z + 1
*
[ 4/5 ] 
f(z) = -100/73*z^3 + 183/292*z + 1
*
[ 2 ] 
f(z) = -99/68*z^3 + 215/34*z + 1
*
[ 2 ] 
f(z) = -99/76*z^3 + 217/38*z + 1
*
[ 2 ] 
f(z) = -97/60*z^3 + 209/30*z + 1
*
[ 2 ] 
f(z) = -97/68*z^3 + 211/34*z + 1
*
[ 2 ] 
f(z) = -97/76*z^3 + 213/38*z + 1
*
[ 2 ] 
f(z) = -95/68*z^3 + 207/34*z + 1
*
-5/2 | 0.18669278180874919935494346857146593507 | 0.026711092643903617191021066420012930160
f(z) = -94/75*z^3 + 217/30*z + 1
*
-4/31 | 0.27327092045554834975336449968511157205 | 0.028747232303266691697534515771413141817
f(z) = -93/64*z^3 + 210/31*z + 1
*
[ 2 ] 
f(z) = -93/68*z^3 + 203/34*z + 1
*
[ 2 ] 
f(z) = -93/76*z^3 + 205/38*z + 1
*
[ 2 ] 
f(z) = -91/76*z^3 + 201/38*z + 1
*
-8/3 | 0.21197214284990072279810157003036946521 | 0.028417014674815975488727225090866793045
f(z) = -87/64*z^3 + 217/24*z + 1
*
[ -2 ] 
f(z) = -83/60*z^3 + 211/30*z + 1
*
[ -2 ] 
f(z) = -83/68*z^3 + 217/34*z + 1
*
[ -2 ] 
f(z) = -81/68*z^3 + 213/34*z + 1
*
[ -2/9 ] 
f(z) = -81/76*z^3 + 211/38*z + 1
*
[ -2 ] 
f(z) = -81/76*z^3 + 219/38*z + 1
*
[ -8/5 ] 
f(z) = -95/64*z^3 + 217/40*z + 1
*
[ -3/2 ] 
f(z) = -94/63*z^3 + 211/42*z + 1
*
[ -8/7 ] 
f(z) = -91/64*z^3 + 209/56*z + 1
*
[ -8/5 ] 
f(z) = -85/64*z^3 + 201/40*z + 1
*
[ -4/15 ] 
f(z) = -85/64*z^3 + 218/45*z + 1
*
[ -6/17 ] 
f(z) = -85/72*z^3 + 203/51*z + 1
*
[ -1/2 ] 
f(z) = -100/61*z^3 + 208/61*z + 1
*
[ -7/10 ] 
f(z) = -100/63*z^3 + 202/63*z + 1
*
[ 7/5 ] 
f(z) = -100/77*z^3 + 218/77*z + 1
*
[ -2/3 ] 
f(z) = -99/70*z^3 + 219/70*z + 1
*
[ -5/7 ] 
f(z) = -98/65*z^3 + 206/65*z + 1
*
[ -1 ] 
f(z) = -97/60*z^3 + 217/60*z + 1
*
[ -1 ] 
f(z) = -97/61*z^3 + 219/61*z + 1
*
[ -1/2 ] 
f(z) = -96/61*z^3 + 207/61*z + 1
*
[ -1 ] 
f(z) = -96/61*z^3 + 218/61*z + 1
*
[ -1/2 ] 
f(z) = -96/65*z^3 + 219/65*z + 1
*
[ -1 ] 
f(z) = -95/61*z^3 + 217/61*z + 1
*
[ -1 ] 
f(z) = -95/62*z^3 + 219/62*z + 1
*
[ -1 ] 
f(z) = -94/61*z^3 + 216/61*z + 1
*
[ -1 ] 
f(z) = -93/61*z^3 + 215/61*z + 1
*
[ -1/2 ] 
f(z) = -92/61*z^3 + 206/61*z + 1
*
[ -1 ] 
f(z) = -92/61*z^3 + 214/61*z + 1
*
[ -1/2 ] 
f(z) = -92/63*z^3 + 212/63*z + 1
*
[ -1 ] 
f(z) = -92/63*z^3 + 218/63*z + 1
*
[ -1/2 ] 
f(z) = -92/65*z^3 + 218/65*z + 1
*
[ -1 ] 
f(z) = -91/60*z^3 + 211/60*z + 1
*
[ -1 ] 
f(z) = -91/61*z^3 + 213/61*z + 1
*
[ -1 ] 
f(z) = -91/62*z^3 + 215/62*z + 1
*
[ -1 ] 
f(z) = -91/64*z^3 + 219/64*z + 1
*
[ -1 ] 
f(z) = -90/61*z^3 + 212/61*z + 1
*
[ -1 ] 
f(z) = -89/60*z^3 + 209/60*z + 1
*
[ -1 ] 
f(z) = -89/61*z^3 + 211/61*z + 1
*
[ -1 ] 
f(z) = -89/62*z^3 + 213/62*z + 1
*
[ -1 ] 
f(z) = -89/63*z^3 + 215/63*z + 1
*
[ -1 ] 
f(z) = -89/64*z^3 + 217/64*z + 1
*
[ -1 ] 
f(z) = -89/65*z^3 + 219/65*z + 1
*
[ -1/2 ] 
f(z) = -88/61*z^3 + 205/61*z + 1
*
[ -1 ] 
f(z) = -88/61*z^3 + 210/61*z + 1
*
[ -1/2 ] 
f(z) = -88/63*z^3 + 211/63*z + 1
*
[ -1 ] 
f(z) = -88/63*z^3 + 214/63*z + 1
*
[ -1/2 ] 
f(z) = -88/65*z^3 + 217/65*z + 1
*
[ -1 ] 
f(z) = -88/65*z^3 + 218/65*z + 1
*
[ -1 ] 
f(z) = -87/61*z^3 + 209/61*z + 1
*
[ -1 ] 
f(z) = -87/62*z^3 + 211/62*z + 1
*
[ -1 ] 
f(z) = -87/64*z^3 + 215/64*z + 1
*
[ -1 ] 
f(z) = -87/65*z^3 + 217/65*z + 1
*
[ -1 ] 
f(z) = -86/61*z^3 + 208/61*z + 1
*
[ -1 ] 
f(z) = -86/63*z^3 + 212/63*z + 1
*
[ -1 ] 
f(z) = -86/65*z^3 + 216/65*z + 1
*
[ -1 ] 
f(z) = -85/61*z^3 + 207/61*z + 1
*
[ -1 ] 
f(z) = -85/62*z^3 + 209/62*z + 1
*
[ -1 ] 
f(z) = -85/63*z^3 + 211/63*z + 1
*
[ -1 ] 
f(z) = -85/64*z^3 + 213/64*z + 1
*
[ -1 ] 
f(z) = -85/66*z^3 + 217/66*z + 1
*
[ -1 ] 
f(z) = -85/67*z^3 + 219/67*z + 1
*
[ -1/2 ] 
f(z) = -84/61*z^3 + 204/61*z + 1
*
[ -1 ] 
f(z) = -84/61*z^3 + 206/61*z + 1
*
[ -1 ] 
f(z) = -84/65*z^3 + 214/65*z + 1
*
[ -1/2 ] 
f(z) = -84/65*z^3 + 216/65*z + 1
*
[ -1 ] 
f(z) = -84/67*z^3 + 218/67*z + 1
*
[ -1 ] 
f(z) = -83/60*z^3 + 203/60*z + 1
*
[ -1 ] 
f(z) = -83/61*z^3 + 205/61*z + 1
*
[ -1 ] 
f(z) = -83/62*z^3 + 207/62*z + 1
*
[ -1 ] 
f(z) = -83/63*z^3 + 209/63*z + 1
*
[ -1 ] 
f(z) = -83/64*z^3 + 211/64*z + 1
*
[ -1 ] 
f(z) = -83/65*z^3 + 213/65*z + 1
*
[ -1 ] 
f(z) = -83/66*z^3 + 215/66*z + 1
*
[ -1 ] 
f(z) = -83/67*z^3 + 217/67*z + 1
*
[ -1 ] 
f(z) = -83/68*z^3 + 219/68*z + 1
*
[ -1 ] 
f(z) = -82/61*z^3 + 204/61*z + 1
*
[ -1 ] 
f(z) = -82/63*z^3 + 208/63*z + 1
*
[ -1 ] 
f(z) = -82/65*z^3 + 212/65*z + 1
*
[ -1 ] 
f(z) = -82/67*z^3 + 216/67*z + 1
*
[ -1 ] 
f(z) = -81/61*z^3 + 203/61*z + 1
*
[ -1 ] 
f(z) = -81/62*z^3 + 205/62*z + 1
*
[ -1 ] 
f(z) = -81/64*z^3 + 209/64*z + 1
*
[ -5/9 ] 
f(z) = -81/65*z^3 + 207/65*z + 1
*
[ -1 ] 
f(z) = -81/65*z^3 + 211/65*z + 1
*
[ -1 ] 
f(z) = -81/67*z^3 + 215/67*z + 1
*
[ -7/9 ] 
f(z) = -81/70*z^3 + 209/70*z + 1
*
[ -2/3 ] 
f(z) = -81/70*z^3 + 211/70*z + 1
*
1/3 | 0.11739636888850633961824075842841648699 | 0.021784154075919808552548085004330453593
f(z) = -81/70*z^3 + 219/70*z + 1
*
-5/7 | 0.19432543265797689335073395468378142922 | 0.027896175413468565279179341683505538727
f(z) = -91/75*z^3 + 212/105*z + 1
*
-5/4 | 0.19352996471167373411608270868454676268 | 0.027800852518745353716132158541305462257
f(z) = -94/75*z^3 + 211/120*z + 1
*
[ 10/9 ] 
f(z) = -81/65*z^3 + 213/130*z + 1
*
[ 18/17 ] 
f(z) = -85/72*z^3 + 211/153*z + 1
*
-4/9 | 0.10441116748495943263715860048812605159 | 0.019579349958752583839267183985262620330
f(z) = -81/70*z^3 + 207/140*z + 1
*
-18/19 | 0.21514876679915378894350260629785551050 | 0.028692945256938987373428531946379795651
f(z) = -95/72*z^3 + 212/171*z + 1
*
0 | 0.14360105340659710287718329362141083308 | 0.025500915073052111824895211487702668694
f(z) = -93/65*z^3 + 214/195*z + 1
*
[ 8/9 ] 
f(z) = -87/64*z^3 + 205/216*z + 1
*
11/12 | 0.15251293799874835355338495540671494821 | 0.026931662075644063775876427131267420036
f(z) = -96/77*z^3 + 200/231*z + 1
*
[ 8/9 ] 
f(z) = -81/74*z^3 + 219/296*z + 1
*
-5/2 | 0.19821057543903825324834461745952625272 | 0.028177373413840023373817213246144539014
f(z) = -98/75*z^3 + 227/30*z + 1
*
[ -2 ] 
f(z) = -97/60*z^3 + 239/30*z + 1
*
[ -4/19 ] 
f(z) = -95/64*z^3 + 221/38*z + 1
*
-12/5 | 0.22495971048236400862386004103457814605 | 0.025157089329218646693493023006890092584
f(z) = -95/64*z^3 + 239/30*z + 1
*
-8/3 | 0.21719288648393110173932263665768268697 | 0.028841838318547897276624697054275362784
f(z) = -93/64*z^3 + 233/24*z + 1
*
[ -2 ] 
f(z) = -93/68*z^3 + 237/34*z + 1
*
[ -2 ] 
f(z) = -91/60*z^3 + 227/30*z + 1
*
[ -2 ] 
f(z) = -91/68*z^3 + 233/34*z + 1
*
[ -2 ] 
f(z) = -91/76*z^3 + 239/38*z + 1
*
[ -2 ] 
f(z) = -89/60*z^3 + 223/30*z + 1
*
[ -2 ] 
f(z) = -89/68*z^3 + 229/34*z + 1
*
[ -2 ] 
f(z) = -89/76*z^3 + 235/38*z + 1
*
[ -2 ] 
f(z) = -87/68*z^3 + 225/34*z + 1
*
[ -2 ] 
f(z) = -87/76*z^3 + 231/38*z + 1
*
[ 5/2 ] 
f(z) = -86/75*z^3 + 233/30*z + 1
*
[ -2 ] 
f(z) = -85/76*z^3 + 227/38*z + 1
*
[ -2 ] 
f(z) = -83/76*z^3 + 223/38*z + 1
*
[ 5/2 ] 
f(z) = -82/75*z^3 + 223/30*z + 1
*
[ -1 ] 
f(z) = -100/61*z^3 + 222/61*z + 1
*
[ -1 ] 
f(z) = -100/63*z^3 + 226/63*z + 1
*
[ -1/2 ] 
f(z) = -100/67*z^3 + 226/67*z + 1
*
[ -1 ] 
f(z) = -100/67*z^3 + 234/67*z + 1
*
[ -3/5 ] 
f(z) = -100/69*z^3 + 220/69*z + 1
*
[ -1/2 ] 
f(z) = -100/69*z^3 + 232/69*z + 1
*
[ -1 ] 
f(z) = -100/69*z^3 + 238/69*z + 1
*
[ -1/2 ] 
f(z) = -100/71*z^3 + 238/71*z + 1
*
[ -7/10 ] 
f(z) = -100/77*z^3 + 236/77*z + 1
*
[ -1 ] 
f(z) = -99/61*z^3 + 221/61*z + 1
*
[ -1 ] 
f(z) = -99/62*z^3 + 223/62*z + 1
*
[ -1 ] 
f(z) = -99/64*z^3 + 227/64*z + 1
*
[ -1 ] 
f(z) = -99/65*z^3 + 229/65*z + 1
*
[ -1 ] 
f(z) = -99/67*z^3 + 233/67*z + 1
*
[ -1 ] 
f(z) = -99/68*z^3 + 235/68*z + 1
*
[ -1 ] 
f(z) = -99/70*z^3 + 239/70*z + 1
*
[ -2/3 ] 
f(z) = -99/74*z^3 + 229/74*z + 1
*
[ -1 ] 
f(z) = -98/61*z^3 + 220/61*z + 1
*
[ -1 ] 
f(z) = -98/65*z^3 + 228/65*z + 1
*
[ -1 ] 
f(z) = -98/67*z^3 + 232/67*z + 1
*
[ -1 ] 
f(z) = -98/69*z^3 + 236/69*z + 1
*
[ -1 ] 
f(z) = -97/62*z^3 + 221/62*z + 1
*
[ -1 ] 
f(z) = -97/63*z^3 + 223/63*z + 1
*
[ -1 ] 
f(z) = -97/64*z^3 + 225/64*z + 1
*
[ -1 ] 
f(z) = -97/65*z^3 + 227/65*z + 1
*
[ -1 ] 
f(z) = -97/66*z^3 + 229/66*z + 1
*
[ -1 ] 
f(z) = -97/67*z^3 + 231/67*z + 1
*
[ -1 ] 
f(z) = -97/68*z^3 + 233/68*z + 1
*
[ -1 ] 
f(z) = -97/69*z^3 + 235/69*z + 1
*
[ -1 ] 
f(z) = -97/70*z^3 + 237/70*z + 1
*
[ -1 ] 
f(z) = -97/71*z^3 + 239/71*z + 1
*
[ -1 ] 
f(z) = -96/65*z^3 + 226/65*z + 1
*
[ -1/2 ] 
f(z) = -96/67*z^3 + 225/67*z + 1
*
[ -1 ] 
f(z) = -96/67*z^3 + 230/67*z + 1
*
[ -1/2 ] 
f(z) = -96/71*z^3 + 237/71*z + 1
*
[ -1 ] 
f(z) = -96/71*z^3 + 238/71*z + 1
*
[ -1 ] 
f(z) = -95/63*z^3 + 221/63*z + 1
*
[ -1 ] 
f(z) = -95/64*z^3 + 223/64*z + 1
*
[ -1 ] 
f(z) = -95/66*z^3 + 227/66*z + 1
*
[ -1 ] 
f(z) = -95/67*z^3 + 229/67*z + 1
*
[ -1 ] 
f(z) = -95/68*z^3 + 231/68*z + 1
*
[ -1 ] 
f(z) = -95/69*z^3 + 233/69*z + 1
*
[ -1 ] 
f(z) = -95/71*z^3 + 237/71*z + 1
*
[ -1 ] 
f(z) = -95/72*z^3 + 239/72*z + 1
*
[ -1 ] 
f(z) = -94/63*z^3 + 220/63*z + 1
*
[ -1 ] 
f(z) = -94/65*z^3 + 224/65*z + 1
*
[ -1 ] 
f(z) = -94/67*z^3 + 228/67*z + 1
*
[ -1 ] 
f(z) = -94/69*z^3 + 232/69*z + 1
*
[ -1 ] 
f(z) = -94/71*z^3 + 236/71*z + 1
*
[ -1 ] 
f(z) = -93/64*z^3 + 221/64*z + 1
*
[ -1 ] 
f(z) = -93/65*z^3 + 223/65*z + 1
*
[ -1 ] 
f(z) = -93/67*z^3 + 227/67*z + 1
*
[ -1 ] 
f(z) = -93/68*z^3 + 229/68*z + 1
*
[ -1 ] 
f(z) = -93/70*z^3 + 233/70*z + 1
*
[ -1 ] 
f(z) = -93/71*z^3 + 235/71*z + 1
*
[ -1 ] 
f(z) = -93/73*z^3 + 239/73*z + 1
*
[ -1 ] 
f(z) = -92/65*z^3 + 222/65*z + 1
*
[ -1/2 ] 
f(z) = -92/67*z^3 + 224/67*z + 1
*
[ -1 ] 
f(z) = -92/67*z^3 + 226/67*z + 1
*
[ -1 ] 
f(z) = -92/71*z^3 + 234/71*z + 1
*
[ -1/2 ] 
f(z) = -92/71*z^3 + 236/71*z + 1
*
[ -1 ] 
f(z) = -92/73*z^3 + 238/73*z + 1
*
[ -5/4 ] 
f(z) = -92/75*z^3 + 223/60*z + 1
*
[ 3/2 ] 
f(z) = -92/75*z^3 + 232/75*z + 1
*
[ -1 ] 
f(z) = -91/66*z^3 + 223/66*z + 1
*
[ -1 ] 
f(z) = -91/67*z^3 + 225/67*z + 1
*
[ -1 ] 
f(z) = -91/68*z^3 + 227/68*z + 1
*
[ -1 ] 
f(z) = -91/69*z^3 + 229/69*z + 1
*
[ -1 ] 
f(z) = -91/71*z^3 + 233/71*z + 1
*
-2/7 | 0.18156013876975033731860016501203210319 | 0.024193852004977630247573754884515295912
f(z) = -91/72*z^3 + 227/63*z + 1
*
[ -1 ] 
f(z) = -91/72*z^3 + 235/72*z + 1
*
[ -1 ] 
f(z) = -91/73*z^3 + 237/73*z + 1
*
[ -1 ] 
f(z) = -91/74*z^3 + 239/74*z + 1
*
[ -1 ] 
f(z) = -90/67*z^3 + 224/67*z + 1
*
[ -1 ] 
f(z) = -90/71*z^3 + 232/71*z + 1
*
[ -1 ] 
f(z) = -90/73*z^3 + 236/73*z + 1
*
[ -1 ] 
f(z) = -89/66*z^3 + 221/66*z + 1
*
[ -1 ] 
f(z) = -89/67*z^3 + 223/67*z + 1
*
[ -1 ] 
f(z) = -89/68*z^3 + 225/68*z + 1
*
[ -1 ] 
f(z) = -89/69*z^3 + 227/69*z + 1
*
[ -1 ] 
f(z) = -89/70*z^3 + 229/70*z + 1
*
[ -1 ] 
f(z) = -89/71*z^3 + 231/71*z + 1
*
[ -1 ] 
f(z) = -89/72*z^3 + 233/72*z + 1
*
[ -1 ] 
f(z) = -89/73*z^3 + 235/73*z + 1
*
[ -1 ] 
f(z) = -89/74*z^3 + 237/74*z + 1
*
[ -1 ] 
f(z) = -89/75*z^3 + 239/75*z + 1
*
[ -1 ] 
f(z) = -88/67*z^3 + 222/67*z + 1
*
[ -1/2 ] 
f(z) = -88/67*z^3 + 223/67*z + 1
*
[ 3/2 ] 
f(z) = -88/69*z^3 + 221/69*z + 1
*
[ -1 ] 
f(z) = -88/69*z^3 + 226/69*z + 1
*
[ -1/2 ] 
f(z) = -88/69*z^3 + 229/69*z + 1
*
[ -1 ] 
f(z) = -88/71*z^3 + 230/71*z + 1
*
[ -1/2 ] 
f(z) = -88/71*z^3 + 235/71*z + 1
*
[ -1 ] 
f(z) = -88/73*z^3 + 234/73*z + 1
*
[ 3/2 ] 
f(z) = -88/75*z^3 + 223/75*z + 1
*
[ -1 ] 
f(z) = -88/75*z^3 + 238/75*z + 1
*
[ -1 ] 
f(z) = -87/67*z^3 + 221/67*z + 1
*
[ -1 ] 
f(z) = -87/68*z^3 + 223/68*z + 1
*
[ -1 ] 
f(z) = -87/70*z^3 + 227/70*z + 1
*
[ -1 ] 
f(z) = -87/71*z^3 + 229/71*z + 1
*
[ -1 ] 
f(z) = -87/73*z^3 + 233/73*z + 1
*
[ -1 ] 
f(z) = -87/74*z^3 + 235/74*z + 1
*
[ -1 ] 
f(z) = -87/76*z^3 + 239/76*z + 1
*
[ -1 ] 
f(z) = -86/67*z^3 + 220/67*z + 1
*
[ -1 ] 
f(z) = -86/69*z^3 + 224/69*z + 1
*
[ -1 ] 
f(z) = -86/71*z^3 + 228/71*z + 1
*
[ -1 ] 
f(z) = -86/73*z^3 + 232/73*z + 1
*
[ -1 ] 
f(z) = -86/75*z^3 + 236/75*z + 1
*
[ -1 ] 
f(z) = -85/69*z^3 + 223/69*z + 1
*
[ -1 ] 
f(z) = -85/71*z^3 + 227/71*z + 1
*
[ -1 ] 
f(z) = -85/72*z^3 + 229/72*z + 1
*
[ -1 ] 
f(z) = -85/73*z^3 + 231/73*z + 1
*
[ -1 ] 
f(z) = -85/74*z^3 + 233/74*z + 1
*
[ -1 ] 
f(z) = -85/76*z^3 + 237/76*z + 1
*
[ -1 ] 
f(z) = -85/77*z^3 + 239/77*z + 1
*
[ -1/2 ] 
f(z) = -84/67*z^3 + 222/67*z + 1
*
[ -1 ] 
f(z) = -84/71*z^3 + 226/71*z + 1
*
[ -1/2 ] 
f(z) = -84/71*z^3 + 234/71*z + 1
*
[ -1 ] 
f(z) = -84/73*z^3 + 230/73*z + 1
*
[ -1 ] 
f(z) = -83/69*z^3 + 221/69*z + 1
*
[ -1 ] 
f(z) = -83/70*z^3 + 223/70*z + 1
*
[ -1 ] 
f(z) = -83/71*z^3 + 225/71*z + 1
*
[ -1 ] 
f(z) = -83/72*z^3 + 227/72*z + 1
*
[ -1 ] 
f(z) = -83/73*z^3 + 229/73*z + 1
*
[ -1 ] 
f(z) = -83/74*z^3 + 231/74*z + 1
*
[ -1 ] 
f(z) = -83/75*z^3 + 233/75*z + 1
*
[ -1 ] 
f(z) = -83/76*z^3 + 235/76*z + 1
*
[ -1 ] 
f(z) = -83/77*z^3 + 237/77*z + 1
*
[ -1 ] 
f(z) = -83/78*z^3 + 239/78*z + 1
*
[ -1 ] 
f(z) = -82/69*z^3 + 220/69*z + 1
*
[ -1 ] 
f(z) = -82/71*z^3 + 224/71*z + 1
*
[ -1 ] 
f(z) = -82/73*z^3 + 228/73*z + 1
*
[ -1 ] 
f(z) = -82/75*z^3 + 232/75*z + 1
*
[ -1 ] 
f(z) = -82/77*z^3 + 236/77*z + 1
*
[ -10/9 ] 
f(z) = -81/70*z^3 + 233/70*z + 1
*
[ -1 ] 
f(z) = -81/71*z^3 + 223/71*z + 1
*
[ -1 ] 
f(z) = -81/73*z^3 + 227/73*z + 1
*
[ -2/3 ] 
f(z) = -81/74*z^3 + 221/74*z + 1
*
[ -1 ] 
f(z) = -81/74*z^3 + 229/74*z + 1
*
[ -1 ] 
f(z) = -81/76*z^3 + 233/76*z + 1
*
[ -7/9 ] 
f(z) = -81/77*z^3 + 225/77*z + 1
*
[ -1 ] 
f(z) = -81/77*z^3 + 235/77*z + 1
*
[ -1 ] 
f(z) = -81/79*z^3 + 239/79*z + 1
*
0 | 0.14250727923133814079871908663303072262 | 0.026061761493675638793615689130648894376
f(z) = -86/65*z^3 + 237/130*z + 1
*
[ 5/4 ] 
f(z) = -86/75*z^3 + 239/120*z + 1
*
0 | 0.15243320166863097649904236319438438964 | 0.028053183723591902317351842354798037581
f(z) = -82/65*z^3 + 229/130*z + 1
*
[ 5/4 ] 
f(z) = -82/75*z^3 + 229/120*z + 1
*
0 | 0.11972713318825151941314583127183071115 | 0.021862125448826294280047021104188452546
f(z) = -82/75*z^3 + 239/150*z + 1
*
0 | 0.16995008172600876165231619167598236215 | 0.027738487083526646367781507743669533834
f(z) = -85/66*z^3 + 229/165*z + 1
*
-3/4 | 0.14328059954448743941854244702074567921 | 0.025301359606353428509130826854475596671
f(z) = -96/65*z^3 + 227/195*z + 1
*
[ 9/10 ] 
f(z) = -100/69*z^3 + 220/207*z + 1
*
0 | 0.15873108237929273214495064754157605534 | 0.027878213886730422881134311914008665971
f(z) = -99/70*z^3 + 227/210*z + 1
*
[ 8/9 ] 
f(z) = -93/64*z^3 + 221/216*z + 1
*
[ 28/31 ] 
f(z) = -93/64*z^3 + 234/217*z + 1
*
[ 11/12 ] 
f(z) = -96/77*z^3 + 221/231*z + 1
*
[ 8/9 ] 
f(z) = -81/62*z^3 + 225/248*z + 1
*
[ 5/6 ] 
f(z) = -99/65*z^3 + 223/260*z + 1
*
[ 8/9 ] 
f(z) = -81/70*z^3 + 221/280*z + 1
*
[ -2 ] 
f(z) = -99/68*z^3 + 249/34*z + 1
*
[ -2 ] 
f(z) = -99/76*z^3 + 255/38*z + 1
*
[ -2 ] 
f(z) = -97/68*z^3 + 245/34*z + 1
*
[ -2 ] 
f(z) = -97/76*z^3 + 251/38*z + 1
*
[ -2 ] 
f(z) = -95/68*z^3 + 241/34*z + 1
*
[ 5/2 ] 
f(z) = -94/75*z^3 + 253/30*z + 1
*
[ -2 ] 
f(z) = -93/76*z^3 + 243/38*z + 1
*
[ -4/29 ] 
f(z) = -87/64*z^3 + 240/29*z + 1
*
[ 8/3 ] 
f(z) = -87/64*z^3 + 247/24*z + 1
*
[ -5/2 ] 
f(z) = -86/75*z^3 + 257/30*z + 1
*
[ 12/5 ] 
f(z) = -85/64*z^3 + 247/30*z + 1
*
[ -5/2 ] 
f(z) = -82/75*z^3 + 247/30*z + 1
*
[ -4/15 ] 
f(z) = -99/64*z^3 + 243/50*z + 1
*
[ -6/19 ] 
f(z) = -95/72*z^3 + 245/57*z + 1
*
-1/5 | 0.13600106793913853490043365662277200859 | 0.024526008283924769866685966485340666789
f(z) = -100/63*z^3 + 256/63*z + 1
*
[ 3/2 ] 
f(z) = -100/69*z^3 + 248/69*z + 1
*
[ -1 ] 
f(z) = -100/71*z^3 + 242/71*z + 1
*
[ -1/2 ] 
f(z) = -100/73*z^3 + 244/73*z + 1
*
[ -1 ] 
f(z) = -100/73*z^3 + 246/73*z + 1
*
[ -1 ] 
f(z) = -100/77*z^3 + 254/77*z + 1
*
[ -1/2 ] 
f(z) = -100/77*z^3 + 256/77*z + 1
*
[ -1 ] 
f(z) = -100/79*z^3 + 258/79*z + 1
*
[ -1/3 ] 
f(z) = -99/61*z^3 + 255/61*z + 1
*
[ -1/3 ] 
f(z) = -99/62*z^3 + 259/62*z + 1
*
[ -8/9 ] 
f(z) = -99/64*z^3 + 241/72*z + 1
*
[ -1 ] 
f(z) = -99/71*z^3 + 241/71*z + 1
*
[ -1 ] 
f(z) = -99/73*z^3 + 245/73*z + 1
*
[ -1 ] 
f(z) = -99/74*z^3 + 247/74*z + 1
*
[ -1 ] 
f(z) = -99/76*z^3 + 251/76*z + 1
*
[ -1 ] 
f(z) = -99/79*z^3 + 257/79*z + 1
*
[ -3/7 ] 
f(z) = -98/69*z^3 + 248/69*z + 1
*
[ -1 ] 
f(z) = -98/71*z^3 + 240/71*z + 1
*
[ -1 ] 
f(z) = -98/73*z^3 + 244/73*z + 1
*
[ -1 ] 
f(z) = -98/75*z^3 + 248/75*z + 1
*
[ -1 ] 
f(z) = -98/79*z^3 + 256/79*z + 1
*
[ -1 ] 
f(z) = -97/72*z^3 + 241/72*z + 1
*
[ -1 ] 
f(z) = -97/73*z^3 + 243/73*z + 1
*
[ -1 ] 
f(z) = -97/74*z^3 + 245/74*z + 1
*
[ -1 ] 
f(z) = -97/75*z^3 + 247/75*z + 1
*
[ -1 ] 
f(z) = -97/76*z^3 + 249/76*z + 1
*
[ -1 ] 
f(z) = -97/77*z^3 + 251/77*z + 1
*
[ -1 ] 
f(z) = -97/78*z^3 + 253/78*z + 1
*
[ -1 ] 
f(z) = -97/79*z^3 + 255/79*z + 1
*
[ -1 ] 
f(z) = -96/73*z^3 + 242/73*z + 1
*
[ -1/2 ] 
f(z) = -96/73*z^3 + 243/73*z + 1
*
[ -1/2 ] 
f(z) = -96/77*z^3 + 255/77*z + 1
*
[ -1 ] 
f(z) = -96/79*z^3 + 254/79*z + 1
*
[ -1 ] 
f(z) = -95/73*z^3 + 241/73*z + 1
*
[ -1 ] 
f(z) = -95/74*z^3 + 243/74*z + 1
*
[ -1 ] 
f(z) = -95/77*z^3 + 249/77*z + 1
*
[ -1 ] 
f(z) = -95/78*z^3 + 251/78*z + 1
*
[ -1 ] 
f(z) = -95/79*z^3 + 253/79*z + 1
*
[ -1 ] 
f(z) = -94/73*z^3 + 240/73*z + 1
*
[ -1 ] 
f(z) = -94/75*z^3 + 244/75*z + 1
*
[ -1 ] 
f(z) = -94/77*z^3 + 248/77*z + 1
*
[ -1 ] 
f(z) = -94/79*z^3 + 252/79*z + 1
*
[ -1 ] 
f(z) = -93/74*z^3 + 241/74*z + 1
*
[ -1 ] 
f(z) = -93/76*z^3 + 245/76*z + 1
*
[ -1 ] 
f(z) = -93/77*z^3 + 247/77*z + 1
*
[ -1 ] 
f(z) = -93/79*z^3 + 251/79*z + 1
*
[ -1/2 ] 
f(z) = -92/73*z^3 + 242/73*z + 1
*
[ -1 ] 
f(z) = -92/75*z^3 + 242/75*z + 1
*
[ -1/2 ] 
f(z) = -92/75*z^3 + 248/75*z + 1
*
-3/2 | 0.16170482902439451353976862511310019524 | 0.029140856342655085138115099130340823729
f(z) = -92/75*z^3 + 257/75*z + 1
*
[ -1 ] 
f(z) = -92/77*z^3 + 246/77*z + 1
*
[ -1/2 ] 
f(z) = -92/77*z^3 + 254/77*z + 1
*
[ -1 ] 
f(z) = -92/79*z^3 + 250/79*z + 1
*
[ -12/13 ] 
f(z) = -91/64*z^3 + 257/78*z + 1
*
[ -1 ] 
f(z) = -91/75*z^3 + 241/75*z + 1
*
[ -1 ] 
f(z) = -91/76*z^3 + 243/76*z + 1
*
[ -1 ] 
f(z) = -91/79*z^3 + 249/79*z + 1
*
[ -1/3 ] 
f(z) = -90/61*z^3 + 254/61*z + 1
*
[ -1 ] 
f(z) = -90/77*z^3 + 244/77*z + 1
*
[ -1 ] 
f(z) = -90/79*z^3 + 248/79*z + 1
*
[ -1 ] 
f(z) = -89/76*z^3 + 241/76*z + 1
*
[ -1 ] 
f(z) = -89/77*z^3 + 243/77*z + 1
*
[ -1 ] 
f(z) = -89/78*z^3 + 245/78*z + 1
*
[ -1 ] 
f(z) = -89/79*z^3 + 247/79*z + 1
*
[ -1/2 ] 
f(z) = -88/73*z^3 + 241/73*z + 1
*
[ -1/2 ] 
f(z) = -88/75*z^3 + 247/75*z + 1
*
[ -1 ] 
f(z) = -88/79*z^3 + 246/79*z + 1
*
[ -1/2 ] 
f(z) = -88/79*z^3 + 259/79*z + 1
*
[ -1 ] 
f(z) = -87/77*z^3 + 241/77*z + 1
*
[ -1 ] 
f(z) = -87/79*z^3 + 245/79*z + 1
*
[ -1 ] 
f(z) = -86/77*z^3 + 240/77*z + 1
*
[ -1 ] 
f(z) = -86/79*z^3 + 244/79*z + 1
*
[ -1 ] 
f(z) = -85/78*z^3 + 241/78*z + 1
*
[ -1 ] 
f(z) = -85/79*z^3 + 243/79*z + 1
*
[ -1/2 ] 
f(z) = -84/73*z^3 + 240/73*z + 1
*
[ -1 ] 
f(z) = -84/79*z^3 + 242/79*z + 1
*
[ -1/2 ] 
f(z) = -84/79*z^3 + 258/79*z + 1
*
[ -1 ] 
f(z) = -83/79*z^3 + 241/79*z + 1
*
[ -1 ] 
f(z) = -82/79*z^3 + 240/79*z + 1
*
[ -1/3 ] 
f(z) = -81/61*z^3 + 253/61*z + 1
*
[ -1/3 ] 
f(z) = -81/62*z^3 + 257/62*z + 1
*
[ 5/3 ] 
f(z) = -81/65*z^3 + 251/65*z + 1
*
-14/9 | 0.15376252686934648739186069404688098191 | 0.028034315350940142184556828577491312818
f(z) = -81/70*z^3 + 241/70*z + 1
*
-2/9 | 0.13948895179686330518751880055612137986 | 0.025281403287781660576784572599121554110
f(z) = -81/70*z^3 + 249/70*z + 1
*
[ 5/3 ] 
f(z) = -81/70*z^3 + 253/70*z + 1
*
[ -2/3 ] 
f(z) = -97/72*z^3 + 251/81*z + 1
*
-4/15 | 0.26528454613942689824217857714022490550 | 0.029427629383900125342340609821474497622
f(z) = -95/64*z^3 + 257/90*z + 1
*
[ -2/3 ] 
f(z) = -95/72*z^3 + 250/81*z + 1
*
[ -2/3 ] 
f(z) = -91/72*z^3 + 248/81*z + 1
*
[ -2/3 ] 
f(z) = -89/72*z^3 + 247/81*z + 1
*
[ -2/3 ] 
f(z) = -85/72*z^3 + 245/81*z + 1
*
[ -2/3 ] 
f(z) = -83/72*z^3 + 244/81*z + 1
*
-18/13 | 0.18884261981493837904611106517207959172 | 0.024831721241026931653033407513481955740
f(z) = -91/72*z^3 + 251/117*z + 1
*
0 | 0.14592792672556205672233229233000046962 | 0.026297697939803529440225455001763339106
f(z) = -96/65*z^3 + 257/130*z + 1
*
-3/5 | 0.17690945867608188988183809826279225387 | 0.026612176855283897025853116796512780567
f(z) = -95/72*z^3 + 257/120*z + 1
*
0 | 0.14742337498056950418284831103292781860 | 0.026642508227714069120219970847761228717
f(z) = -94/65*z^3 + 253/130*z + 1
*
[ 5/4 ] 
f(z) = -94/75*z^3 + 259/120*z + 1
*
20/21 | 0.26201487141926263152514091956660600351 | 0.029064929116315253581266333897305054547
f(z) = -91/64*z^3 + 257/126*z + 1
*
-5/8 | 0.19365117537509533247677667216088515017 | 0.027202683223320605585797367801537491743
f(z) = -88/75*z^3 + 247/120*z + 1
*
-3/5 | 0.19673201102966381616518707769239587326 | 0.029699588434609372260423401747628457323
f(z) = -85/72*z^3 + 251/120*z + 1
*
0 | 0.14491446425654768142763850445509138593 | 0.026078630227084273847794645046805313197
f(z) = -92/75*z^3 + 259/150*z + 1
*
0 | 0.11921962677550348608459201425670393644 | 0.021576444155587451728179567262880221491
f(z) = -88/75*z^3 + 251/150*z + 1
*
0 | 0.11925954728717457190662575292364592895 | 0.021646603942274908511491823674071920899
f(z) = -86/75*z^3 + 247/150*z + 1
*
-16/33 | 0.20866739761683131462240070287594369349 | 0.029839403168531047685396954969523665720
f(z) = -99/64*z^3 + 251/176*z + 1
*
[ 28/29 ] 
f(z) = -87/64*z^3 + 250/203*z + 1
*
-5/8 | 0.18738484093082642899161411227056006528 | 0.025688942762680489746097375241086828423
f(z) = -92/75*z^3 + 259/240*z + 1
*
7/18 | 0.063759574589606195526198677035714089326 | 0.011029649458659139309746928444857163058
f(z) = -81/70*z^3 + 249/280*z + 1
*
[ 5/2 ] 
f(z) = -98/75*z^3 + 263/30*z + 1
*
[ -5/2 ] 
f(z) = -94/75*z^3 + 277/30*z + 1
*
[ 8/3 ] 
f(z) = -93/64*z^3 + 263/24*z + 1
*
[ -4/31 ] 
f(z) = -93/64*z^3 + 272/31*z + 1
*
[ 3 ] 
f(z) = -88/63*z^3 + 278/21*z + 1
*
[ -8/3 ] 
f(z) = -87/64*z^3 + 265/24*z + 1
*
[ 3 ] 
f(z) = -86/63*z^3 + 272/21*z + 1
*
[ 3 ] 
f(z) = -85/63*z^3 + 269/21*z + 1
*
[ 3 ] 
f(z) = -85/72*z^3 + 271/24*z + 1
*
[ 3 ] 
f(z) = -83/63*z^3 + 263/21*z + 1
*
[ -3 ] 
f(z) = -83/63*z^3 + 277/21*z + 1
*
[ 3 ] 
f(z) = -83/72*z^3 + 265/24*z + 1
*
[ 3 ] 
f(z) = -82/63*z^3 + 260/21*z + 1
*
[ -3 ] 
f(z) = -82/63*z^3 + 274/21*z + 1
*
[ -11/10 ] 
f(z) = -100/77*z^3 + 268/77*z + 1
*
[ -1/2 ] 
f(z) = -100/79*z^3 + 262/79*z + 1
*
[ -1/3 ] 
f(z) = -99/64*z^3 + 267/64*z + 1
*
[ -1/3 ] 
f(z) = -99/65*z^3 + 271/65*z + 1
*
[ -1/3 ] 
f(z) = -99/67*z^3 + 279/67*z + 1
*
[ -3/7 ] 
f(z) = -98/75*z^3 + 268/75*z + 1
*
[ -5/4 ] 
f(z) = -96/65*z^3 + 267/65*z + 1
*
[ -1/2 ] 
f(z) = -96/79*z^3 + 261/79*z + 1
*
[ -1/2 ] 
f(z) = -92/79*z^3 + 260/79*z + 1
*
-4/21 | 0.28160428588976077858924613985054827838 | 0.028849936579507800672022755986212786252
f(z) = -91/64*z^3 + 271/63*z + 1
*
[ -6/5 ] 
f(z) = -91/72*z^3 + 274/75*z + 1
*
[ -1/3 ] 
f(z) = -90/67*z^3 + 278/67*z + 1
*
[ -6/5 ] 
f(z) = -89/72*z^3 + 271/75*z + 1
*
[ -6/5 ] 
f(z) = -83/72*z^3 + 262/75*z + 1
*
[ -1/3 ] 
f(z) = -81/64*z^3 + 265/64*z + 1
*
[ -1/3 ] 
f(z) = -81/65*z^3 + 269/65*z + 1
*
-13/9 | 0.14758253441314852430831714488297924166 | 0.026292386636462280648606577891766221547
f(z) = -81/65*z^3 + 274/65*z + 1
*
[ -13/9 ] 
f(z) = -81/65*z^3 + 279/65*z + 1
*
[ -1/3 ] 
f(z) = -81/67*z^3 + 277/67*z + 1
*
[ -4/3 ] 
f(z) = -81/68*z^3 + 263/68*z + 1
*
[ -4/9 ] 
f(z) = -81/76*z^3 + 263/76*z + 1
*
[ -11/9 ] 
f(z) = -81/77*z^3 + 261/77*z + 1
*
[ -3/4 ] 
f(z) = -100/63*z^3 + 271/84*z + 1
*
[ -3/4 ] 
f(z) = -92/63*z^3 + 265/84*z + 1
*
[ 3/2 ] 
f(z) = -83/63*z^3 + 277/84*z + 1
*
[ -10/9 ] 
f(z) = -81/64*z^3 + 277/80*z + 1
*
0 | 0.11925249781340533490075866203808850467 | 0.021287034714247476689943152144729342461
f(z) = -98/75*z^3 + 271/150*z + 1
*
0 | 0.11923400190815687967440146990438276064 | 0.021398188424011793418986187393414176464
f(z) = -94/75*z^3 + 263/150*z + 1
*
[ 7/6 ] 
f(z) = -90/77*z^3 + 267/154*z + 1
*
3/2 | 0.11926566954654058560126295479245919421 | 0.021317573231995465262505797146680855808
f(z) = -82/75*z^3 + 269/150*z + 1
*
-3/7 | 0.13904416946228047257296148925635233061 | 0.020843807558926638078311683801555890531
f(z) = -91/72*z^3 + 263/168*z + 1
*
[ 10/9 ] 
f(z) = -81/68*z^3 + 267/170*z + 1
*
[ 10/9 ] 
f(z) = -81/76*z^3 + 269/190*z + 1
*
-6/7 | 0.11917902552488536080576806609595365937 | 0.018457995543024272918799321678396880777
f(z) = -91/60*z^3 + 269/210*z + 1
*
[ 20/21 ] 
f(z) = -81/64*z^3 + 269/245*z + 1
*
23/20 | 0.17419646100230331127327227074599072096 | 0.029074103607336897724160863280229492656
f(z) = -100/69*z^3 + 277/276*z + 1
*
[ -20/3 ] 
f(z) = -81/64*z^3 + 287/5*z + 1
*
[ -5/2 ] 
f(z) = -98/75*z^3 + 287/30*z + 1
*
[ 3 ] 
f(z) = -95/63*z^3 + 299/21*z + 1
*
[ -12/5 ] 
f(z) = -95/64*z^3 + 299/30*z + 1
*
[ 3 ] 
f(z) = -94/63*z^3 + 296/21*z + 1
*
[ -8/3 ] 
f(z) = -93/64*z^3 + 281/24*z + 1
*
[ 3 ] 
f(z) = -92/63*z^3 + 290/21*z + 1
*
[ 3 ] 
f(z) = -91/72*z^3 + 289/24*z + 1
*
[ 3 ] 
f(z) = -89/63*z^3 + 281/21*z + 1
*
[ -3 ] 
f(z) = -89/63*z^3 + 295/21*z + 1
*
[ 3 ] 
f(z) = -89/72*z^3 + 283/24*z + 1
*
[ -3 ] 
f(z) = -89/72*z^3 + 299/24*z + 1
*
[ -3 ] 
f(z) = -88/63*z^3 + 292/21*z + 1
*
[ -3 ] 
f(z) = -86/63*z^3 + 286/21*z + 1
*
[ -3 ] 
f(z) = -85/63*z^3 + 283/21*z + 1
*
[ -3 ] 
f(z) = -85/72*z^3 + 287/24*z + 1
*
[ -3 ] 
f(z) = -83/72*z^3 + 281/24*z + 1
*
9/5 | 0.12045165529520199541408691148072625718 | 0.021257074683044415412294161576509349678
f(z) = -100/63*z^3 + 289/63*z + 1
*
[ -1/3 ] 
f(z) = -99/68*z^3 + 283/68*z + 1
*
[ -4/3 ] 
f(z) = -99/68*z^3 + 295/68*z + 1
*
[ -1/3 ] 
f(z) = -99/70*z^3 + 291/70*z + 1
*
[ -1/3 ] 
f(z) = -99/71*z^3 + 295/71*z + 1
*
[ -6/5 ] 
f(z) = -97/72*z^3 + 283/75*z + 1
*
[ -2/7 ] 
f(z) = -91/72*z^3 + 290/63*z + 1
*
[ -1/3 ] 
f(z) = -90/71*z^3 + 294/71*z + 1
*
-2 | 0.062792957509588217493931886833399718371 | 0.011015451113787321802515571374954825491
f(z) = -83/66*z^3 + 299/66*z + 1
*
-2 | 0.083104171401193271157318696078543483162 | 0.014595729018377872458709648398018363714
f(z) = -83/70*z^3 + 297/70*z + 1
*
-2 | 0.083063861048384483941182605439448754828 | 0.014605982239009562117329236609850861454
f(z) = -83/74*z^3 + 295/74*z + 1
*
-2 | 0.062667732254837054878734228722947221065 | 0.011032716181081242233130927915576728619
f(z) = -83/78*z^3 + 293/78*z + 1
*
-2 | 0.082700164084444861445963463560750581156 | 0.014559445597332968466071366428220997080
f(z) = -81/62*z^3 + 293/62*z + 1
*
[ -1/3 ] 
f(z) = -81/68*z^3 + 281/68*z + 1
*
[ -1/3 ] 
f(z) = -81/71*z^3 + 293/71*z + 1
*
-2 | 0.082589573655416654469219041894896508084 | 0.014593132464562644270649232185965737976
f(z) = -81/74*z^3 + 287/74*z + 1
*
[ -8/11 ] 
f(z) = -99/64*z^3 + 281/88*z + 1
*
-8/33 | 0.21623808069754357186510588956191259208 | 0.027992388808723347746793043770477630651
f(z) = -99/64*z^3 + 283/88*z + 1
*
[ -4/9 ] 
f(z) = -95/64*z^3 + 287/81*z + 1
*
[ -2/5 ] 
f(z) = -95/64*z^3 + 299/80*z + 1
*
[ -4/9 ] 
f(z) = -91/64*z^3 + 286/81*z + 1
*
[ 3/2 ] 
f(z) = -89/63*z^3 + 295/84*z + 1
*
[ 3/2 ] 
f(z) = -89/72*z^3 + 299/96*z + 1
*
[ 3/2 ] 
f(z) = -85/63*z^3 + 283/84*z + 1
*
[ -2/5 ] 
f(z) = -85/64*z^3 + 297/80*z + 1
*
[ 3/2 ] 
f(z) = -85/72*z^3 + 287/96*z + 1
*
[ -4/9 ] 
f(z) = -83/64*z^3 + 284/81*z + 1
*
[ 3/2 ] 
f(z) = -83/72*z^3 + 281/96*z + 1
*
-2/7 | 0.18059242929585609661816373372088542805 | 0.025556254640266996821132679250750944476
f(z) = -91/64*z^3 + 293/112*z + 1
*
-5/8 | 0.15005431641525107410155337903642629942 | 0.026579705581482508349158046078617993048
f(z) = -96/65*z^3 + 283/130*z + 1
*
-8/9 | 0.16896743751769195204432816429289088366 | 0.029967507797386915893238236840749636452
f(z) = -81/68*z^3 + 281/136*z + 1
*
-12/29 | 0.24038247159714502526687807911000937590 | 0.026342654879475432502279982192142324077
f(z) = -87/64*z^3 + 287/174*z + 1
*
-20/17 | 0.18521573863165761398445932685258049564 | 0.020297130022016254218147605753714090502
f(z) = -85/64*z^3 + 287/170*z + 1
*
[ 21/22 ] 
f(z) = -88/63*z^3 + 283/231*z + 1
*
4/3 | 0.16358228118215279845117641519474946645 | 0.028798822226365424195779393578042590308
f(z) = -87/76*z^3 + 293/228*z + 1
*
-4/7 | 0.18159435567643478921800915367452158127 | 0.028124645196180983803435540582860179833
f(z) = -91/72*z^3 + 293/252*z + 1
*
[ 2/3 ] 
f(z) = -81/95*z^3 - 23/190*z + 1
*
[ 2/3 ] 
f(z) = -81/97*z^3 - 25/194*z + 1
*
[ 2/3 ] 
f(z) = -85/96*z^3 - 23/216*z + 1
*
[ 2/3 ] 
f(z) = -83/96*z^3 - 25/216*z + 1
*
[ 2/3 ] 
f(z) = -93/98*z^3 - 23/294*z + 1
*
[ 2/3 ] 
f(z) = -87/94*z^3 - 25/282*z + 1
*
[ 2/3 ] 
f(z) = -87/98*z^3 - 31/294*z + 1
*
[ 2/3 ] 
f(z) = -81/88*z^3 - 1/11*z + 1
*
[ 2/3 ] 
f(z) = -93/88*z^3 - 1/33*z + 1
*
[ 2/3 ] 
f(z) = -87/88*z^3 - 2/33*z + 1
*
[ 2/3 ] 
f(z) = -99/92*z^3 - 1/46*z + 1
*
[ 2/3 ] 
f(z) = -81/92*z^3 - 5/46*z + 1
*
[ 2/3 ] 
f(z) = -87/80*z^3 - 1/60*z + 1
*
[ 2/3 ] 
f(z) = -99/94*z^3 - 3/94*z + 1
*
[ 2/3 ] 
f(z) = -99/98*z^3 - 5/98*z + 1
*
[ 2/3 ] 
f(z) = -97/88*z^3 - 1/99*z + 1
*
[ 2/3 ] 
f(z) = -95/88*z^3 - 2/99*z + 1
*
[ 2/3 ] 
f(z) = -91/88*z^3 - 4/99*z + 1
*
[ 2/3 ] 
f(z) = -89/88*z^3 - 5/99*z + 1
*
[ 2/3 ] 
f(z) = -85/88*z^3 - 7/99*z + 1
*
[ 2/3 ] 
f(z) = -83/88*z^3 - 8/99*z + 1
*
[ 2/3 ] 
f(z) = -81/82*z^3 - 5/82*z + 1
*
[ 2/3 ] 
f(z) = -81/86*z^3 - 7/86*z + 1
*
[ 2/3 ] 
f(z) = -81/94*z^3 - 11/94*z + 1
*
[ 2/3 ] 
f(z) = -81/98*z^3 - 13/98*z + 1
*
[ 2/3 ] 
f(z) = -93/92*z^3 - 7/138*z + 1
*
[ 2/3 ] 
f(z) = -87/92*z^3 - 11/138*z + 1
*
[ 2/3 ] 
f(z) = -99/89*z^3 - 1/178*z + 1
*
[ 2/3 ] 
f(z) = -90/83*z^3 - 3/166*z + 1
*
[ 2/3 ] 
f(z) = -90/89*z^3 - 9/178*z + 1
*
[ 2/3 ] 
f(z) = -81/83*z^3 - 11/166*z + 1
*
[ 2/3 ] 
f(z) = -81/85*z^3 - 13/170*z + 1
*
[ 2/3 ] 
f(z) = -81/89*z^3 - 17/178*z + 1
*
[ 2/3 ] 
f(z) = -99/91*z^3 - 3/182*z + 1
*
[ 2/3 ] 
f(z) = -99/95*z^3 - 7/190*z + 1
*
[ 2/3 ] 
f(z) = -99/97*z^3 - 9/194*z + 1
*
[ 2/3 ] 
f(z) = -90/91*z^3 - 11/182*z + 1
*
[ 2/3 ] 
f(z) = -90/97*z^3 - 17/194*z + 1
*
[ 2/3 ] 
f(z) = -89/80*z^3 - 1/180*z + 1
*
[ 2/3 ] 
f(z) = -83/80*z^3 - 7/180*z + 1
*
[ 2/3 ] 
f(z) = -81/91*z^3 - 19/182*z + 1
*
[ 2/3 ] 
f(z) = -97/96*z^3 - 11/216*z + 1
*
[ 2/3 ] 
f(z) = -95/96*z^3 - 13/216*z + 1
*
[ 2/3 ] 
f(z) = -91/96*z^3 - 17/216*z + 1
*
[ 2/3 ] 
f(z) = -89/96*z^3 - 19/216*z + 1
*
[ 2/3 ] 
f(z) = -93/86*z^3 - 5/258*z + 1
*
[ 2/3 ] 
f(z) = -87/82*z^3 - 7/246*z + 1
*
[ 2/3 ] 
f(z) = -87/86*z^3 - 13/258*z + 1
*
[ 2/3 ] 
f(z) = -93/94*z^3 - 17/282*z + 1
*
[ 7/10 ] 
f(z) = -85/98*z^3 - 1/280*z + 1
*
[ 9/10 ] 
f(z) = -100/81*z^3 + 8/9*z + 1
*
-9/10 | 0.081441359229149758031966071739450579793 | 0.016387206987453215521607081158042399914
f(z) = -100/81*z^3 + 16/9*z + 1
*
3/7 | 0.081378688049489606770018165697964867011 | 0.017749021869416978905673488923026186836
f(z) = -98/81*z^3 + 8/9*z + 1
*
6/7 | 0.081379560461248794139825272437573373073 | 0.017709997370115429500543851397887221379
f(z) = -98/81*z^3 + 11/9*z + 1
*
[ 3/4 ] 
f(z) = -88/81*z^3 + 5/18*z + 1
*
[ 7/9 ] 
f(z) = -81/98*z^3 + 3/14*z + 1
*
[ 3/4 ] 
f(z) = -100/81*z^3 + 13/36*z + 1
*
[ 2/3 ] 
f(z) = -99/80*z^3 + 1/20*z + 1
*
[ 3/4 ] 
f(z) = -92/81*z^3 + 11/36*z + 1
*
[ 2/3 ] 
f(z) = -93/80*z^3 + 1/60*z + 1
*
[ 3/4 ] 
f(z) = -86/81*z^3 + 19/72*z + 1
*
[ 4/5 ] 
f(z) = -85/96*z^3 + 19/60*z + 1
*
[ 3/4 ] 
f(z) = -82/81*z^3 + 17/72*z + 1
*
-2/3 | 0.12219198822860364589423583046877327701 | 0.022244788173039960224261424942232657133
f(z) = -81/80*z^3 + 17/60*z + 1
*
[ 7/10 ] 
f(z) = -100/91*z^3 + 10/91*z + 1
*
[ 2/3 ] 
f(z) = -99/82*z^3 + 3/82*z + 1
*
[ 2/3 ] 
f(z) = -99/86*z^3 + 1/86*z + 1
*
[ 5/7 ] 
f(z) = -98/85*z^3 + 16/85*z + 1
*
[ 5/7 ] 
f(z) = -98/95*z^3 + 12/95*z + 1
*
[ 9/13 ] 
f(z) = -91/81*z^3 + 11/117*z + 1
*
[ 2/3 ] 
f(z) = -99/83*z^3 + 5/166*z + 1
*
[ 2/3 ] 
f(z) = -99/85*z^3 + 3/170*z + 1
*
[ 2/3 ] 
f(z) = -97/80*z^3 + 7/180*z + 1
*
[ 2/3 ] 
f(z) = -91/80*z^3 + 1/180*z + 1
*
[ 12/17 ] 
f(z) = -85/96*z^3 + 5/204*z + 1
*
[ 2/3 ] 
f(z) = -93/82*z^3 + 1/246*z + 1
*
[ 7/10 ] 
f(z) = -95/98*z^3 + 13/280*z + 1
*
3/10 | 0.083759895672412660843228823957459035041 | 0.015464982081632264978245781802858127443
f(z) = -100/81*z^3 + 25/9*z + 1
*
9/5 | 0.12561953277446675425065861361158729529 | 0.021947700704514113959014719542759192041
f(z) = -100/81*z^3 + 34/9*z + 1
*
[ 6/5 ] 
f(z) = -100/81*z^3 + 35/18*z + 1
*
-3/5 | 0.097414030777489548322951292151092255615 | 0.016771976745669947225947238685235780190
f(z) = -100/81*z^3 + 37/9*z + 1
*
[ 9/7 ] 
f(z) = -98/81*z^3 + 20/9*z + 1
*
-6/7 | 0.090597829221977864946896340968318857731 | 0.016989050563924887673605644325600266892
f(z) = -98/81*z^3 + 23/9*z + 1
*
6/7 | 0.11268316668827988847783483117928447171 | 0.020010465074683004583449022126151449039
f(z) = -98/81*z^3 + 31/18*z + 1
*
[ -3/7 ] 
f(z) = -98/81*z^3 + 32/9*z + 1
*
[ -9/7 ] 
f(z) = -98/81*z^3 + 34/9*z + 1
*
-12/7 | 0.16813651791531607666707270549624308092 | 0.029228056466513483231535259143937631661
f(z) = -98/81*z^3 + 35/9*z + 1
*
9/7 | 0.091998581282041678801496690671366166729 | 0.015839587517136040598879746909424801010
f(z) = -98/81*z^3 + 37/18*z + 1
*
[ 3/2 ] 
f(z) = -92/81*z^3 + 26/9*z + 1
*
[ -3/2 ] 
f(z) = -92/81*z^3 + 38/9*z + 1
*
-2 | 0.097078401157900423894244347617784148603 | 0.016903769331691495868816422517276731880
f(z) = -89/88*z^3 + 39/11*z + 1
*
3/4 | 0.081379340188843326134265012697087496029 | 0.015260384682503113564858022232753898137
f(z) = -88/81*z^3 + 23/18*z + 1
*
[ 3/2 ] 
f(z) = -88/81*z^3 + 25/9*z + 1
*
[ -3/2 ] 
f(z) = -88/81*z^3 + 37/9*z + 1
*
-2 | 0.096624468968666659935348881221728333078 | 0.016901172080187728500948145474679612187
f(z) = -87/88*z^3 + 38/11*z + 1
*
-2 | 0.096156292183245519597538113675898313688 | 0.016898105111826827198257886977536420056
f(z) = -85/88*z^3 + 37/11*z + 1
*
-2 | 0.095672703864494635575501625365751953345 | 0.016894467867131910733647425290628849988
f(z) = -83/88*z^3 + 36/11*z + 1
*
[ -2/3 ] 
f(z) = -81/88*z^3 + 32/11*z + 1
*
-2 | 0.095172356274124484481444975359076775624 | 0.016890134854475388258604071959552339844
f(z) = -81/88*z^3 + 35/11*z + 1
*
-2/9 | 0.17173059804577123042062286356922003188 | 0.029902577524299329894266753525836788306
f(z) = -81/88*z^3 + 39/11*z + 1
*
[ 14/9 ] 
f(z) = -81/98*z^3 + 33/14*z + 1
*
[ -7/9 ] 
f(z) = -81/98*z^3 + 39/14*z + 1
*
9/20 | 0.078470543833903671940968519493683655702 | 0.013097055522389862497088109698230899913
f(z) = -100/81*z^3 + 25/36*z + 1
*
-2/3 | 0.10652796255646101610540594126461972240 | 0.023182847462257342071552190136564867817
f(z) = -99/80*z^3 + 21/20*z + 1
*
[ 10/9 ] 
f(z) = -81/80*z^3 + 27/20*z + 1
*
-4/9 | 0.061279037525638543750663856732866089237 | 0.012891106524135661607024558170648923391
f(z) = -81/80*z^3 + 29/20*z + 1
*
[ 8/9 ] 
f(z) = -81/80*z^3 + 27/40*z + 1
*
-8/9 | 0.11262361061068653768094689510152943696 | 0.025628607055548347980488192302936810370
f(z) = -81/80*z^3 + 37/40*z + 1
*
[ 3/4 ] 
f(z) = -98/81*z^3 + 25/72*z + 1
*
[ 6/7 ] 
f(z) = -98/99*z^3 + 37/66*z + 1
*
[ 4/5 ] 
f(z) = -95/96*z^3 + 23/60*z + 1
*
[ 3/4 ] 
f(z) = -94/81*z^3 + 23/72*z + 1
*
3/8 | 0.081466726862241720943342510579519784524 | 0.012424810240188950822972469561568658113
f(z) = -88/81*z^3 + 35/72*z + 1
*
[ 22/27 ] 
f(z) = -81/88*z^3 + 38/99*z + 1
*
[ 7/9 ] 
f(z) = -81/91*z^3 + 23/91*z + 1
*
[ 3/4 ] 
f(z) = -100/99*z^3 + 31/132*z + 1
*
[ 3/4 ] 
f(z) = -92/99*z^3 + 25/132*z + 1
*
[ 3/4 ] 
f(z) = -85/81*z^3 + 37/144*z + 1
*
[ 3/4 ] 
f(z) = -83/81*z^3 + 35/144*z + 1
*
21/22 | 0.21459583521822647732024396159697558627 | 0.028354265507041681027339884961845172316
f(z) = -88/81*z^3 + 31/198*z + 1
*
[ 3/4 ] 
f(z) = -88/93*z^3 + 37/186*z + 1
*
-2/3 | 0.19109373806953438443951911514451016610 | 0.028990169392274068830020593131705793365
f(z) = -81/80*z^3 + 31/180*z + 1
*
[ 20/27 ] 
f(z) = -81/80*z^3 + 37/180*z + 1
*
[ 3/4 ] 
f(z) = -82/99*z^3 + 35/264*z + 1
*
[ -9/5 ] 
f(z) = -100/81*z^3 + 50/9*z + 1
*
-21/10 | 0.15989026289874376492679442278689492403 | 0.026004893447186663795150639690822886999
f(z) = -100/81*z^3 + 52/9*z + 1
*
9/5 | 0.15844351252606575239061472539751165423 | 0.025690002249713363073479598630994546459
f(z) = -100/81*z^3 + 53/18*z + 1
*
-3/7 | 0.12081946533878014057835455799814690306 | 0.020440470653070863083618451700866488277
f(z) = -98/81*z^3 + 41/9*z + 1
*
-2 | 0.098770372220308985187853739160460448402 | 0.016910876923191881350257840209848308810
f(z) = -97/88*z^3 + 43/11*z + 1
*
[ 2 ] 
f(z) = -97/88*z^3 + 54/11*z + 1
*
-2 | 0.098364339715328427638894133234108587561 | 0.016909482561091479125100049004524119639
f(z) = -95/88*z^3 + 42/11*z + 1
*
[ 2 ] 
f(z) = -95/88*z^3 + 53/11*z + 1
*
[ 3/2 ] 
f(z) = -94/81*z^3 + 53/18*z + 1
*
-2 | 0.097947488971652797713328659305068662320 | 0.016907864471420338419671832743665093951
f(z) = -93/88*z^3 + 41/11*z + 1
*
[ 2 ] 
f(z) = -93/88*z^3 + 52/11*z + 1
*
-2 | 0.097519108422001182900868770043644987296 | 0.016905978098845674060195068659053010181
f(z) = -91/88*z^3 + 40/11*z + 1
*
[ 2 ] 
f(z) = -91/88*z^3 + 51/11*z + 1
*
[ 2 ] 
f(z) = -89/88*z^3 + 50/11*z + 1
*
3/2 | 0.15015556415080450911063478762277040846 | 0.025403608547791374892248896194741851890
f(z) = -88/81*z^3 + 41/18*z + 1
*
[ -3/4 ] 
f(z) = -88/81*z^3 + 53/18*z + 1
*
[ 2 ] 
f(z) = -87/88*z^3 + 49/11*z + 1
*
[ 3/2 ] 
f(z) = -86/81*z^3 + 49/18*z + 1
*
[ 2 ] 
f(z) = -85/88*z^3 + 48/11*z + 1
*
[ -2 ] 
f(z) = -85/88*z^3 + 59/11*z + 1
*
[ 2 ] 
f(z) = -83/88*z^3 + 47/11*z + 1
*
[ -2 ] 
f(z) = -83/88*z^3 + 58/11*z + 1
*
[ 3/2 ] 
f(z) = -82/81*z^3 + 47/18*z + 1
*
[ 2 ] 
f(z) = -81/88*z^3 + 46/11*z + 1
*
[ -2 ] 
f(z) = -81/88*z^3 + 57/11*z + 1
*
[ -14/9 ] 
f(z) = -81/98*z^3 + 51/14*z + 1
*
-3/5 | 0.078477019328004602377103313516006598897 | 0.012888231394787601696147831197147719213
f(z) = -100/81*z^3 + 49/36*z + 1
*
[ 4/3 ] 
f(z) = -99/80*z^3 + 49/20*z + 1
*
[ 4/3 ] 
f(z) = -81/80*z^3 + 41/20*z + 1
*
4/3 | 0.079033736363287357421503351769738534646 | 0.014861217207353311832763587432709965350
f(z) = -81/80*z^3 + 51/20*z + 1
*
[ -2/3 ] 
f(z) = -81/80*z^3 + 59/20*z + 1
*
6/5 | 0.14542755636243704247248591760365030299 | 0.027447875674760891604268810042289907707
f(z) = -100/99*z^3 + 41/66*z + 1
*
-4/5 | 0.14533011293725409442914523501175008591 | 0.023539868484494955165737826447506966854
f(z) = -95/96*z^3 + 53/60*z + 1
*
-2/3 | 0.089625544124475984549312921208810127239 | 0.016106607140218632065145739286178392485
f(z) = -87/80*z^3 + 59/60*z + 1
*
-4/5 | 0.11662875284013671218367509838146990383 | 0.018890961053287119810248181812712473723
f(z) = -85/96*z^3 + 49/60*z + 1
*
[ 9/11 ] 
f(z) = -88/81*z^3 + 50/99*z + 1
*
[ 8/9 ] 
f(z) = -81/88*z^3 + 53/88*z + 1
*
[ 7/9 ] 
f(z) = -99/98*z^3 + 41/126*z + 1
*
[ 3/4 ] 
f(z) = -97/81*z^3 + 49/144*z + 1
*
[ 3/4 ] 
f(z) = -95/81*z^3 + 47/144*z + 1
*
[ 3/4 ] 
f(z) = -91/81*z^3 + 43/144*z + 1
*
[ 3/4 ] 
f(z) = -89/81*z^3 + 41/144*z + 1
*
[ 3/4 ] 
f(z) = -88/87*z^3 + 41/174*z + 1
*
[ 3/4 ] 
f(z) = -98/99*z^3 + 59/264*z + 1
*
[ 14/19 ] 
f(z) = -95/98*z^3 + 45/266*z + 1
*
[ 3/4 ] 
f(z) = -94/99*z^3 + 53/264*z + 1
*
[ 3/4 ] 
f(z) = -86/99*z^3 + 41/264*z + 1
*
-12/7 | 0.18678974624426630298637812810388974181 | 0.029611101978866302776906106428104973664
f(z) = -98/81*z^3 + 61/18*z + 1
*
-15/7 | 0.16943868867988622948306202034654034272 | 0.026592751213101404015225481476194958286
f(z) = -98/81*z^3 + 65/9*z + 1
*
-3/7 | 0.081469995922370224455700007793738710550 | 0.012557639319400752670425163231575821032
f(z) = -98/81*z^3 + 73/18*z + 1
*
[ -2 ] 
f(z) = -97/88*z^3 + 65/11*z + 1
*
[ -2 ] 
f(z) = -95/88*z^3 + 64/11*z + 1
*
[ -3/2 ] 
f(z) = -94/81*z^3 + 77/18*z + 1
*
[ -2 ] 
f(z) = -93/88*z^3 + 63/11*z + 1
*
[ -2 ] 
f(z) = -91/88*z^3 + 62/11*z + 1
*
[ -2 ] 
f(z) = -89/88*z^3 + 61/11*z + 1
*
[ -2 ] 
f(z) = -87/88*z^3 + 60/11*z + 1
*
[ -3/2 ] 
f(z) = -86/81*z^3 + 73/18*z + 1
*
[ -3/2 ] 
f(z) = -82/81*z^3 + 71/18*z + 1
*
[ -2/9 ] 
f(z) = -81/88*z^3 + 61/11*z + 1
*
[ 22/9 ] 
f(z) = -81/88*z^3 + 67/11*z + 1
*
[ -22/9 ] 
f(z) = -81/88*z^3 + 76/11*z + 1
*
[ 7/3 ] 
f(z) = -81/98*z^3 + 71/14*z + 1
*
[ -2/3 ] 
f(z) = -99/80*z^3 + 61/20*z + 1
*
[ -4/3 ] 
f(z) = -99/80*z^3 + 79/20*z + 1
*
-2 | 0.077042469104932193508973919622841057477 | 0.013385323081889766569310240638193641992
f(z) = -91/96*z^3 + 79/24*z + 1
*
-2 | 0.097184726708560349685061623831500156084 | 0.016884829636592767023090932837485125855
f(z) = -89/80*z^3 + 79/20*z + 1
*
-2 | 0.076587793299689972861147509680040949445 | 0.013365874278012232164922068920991552450
f(z) = -89/96*z^3 + 77/24*z + 1
*
-2 | 0.096742644207594933542141622268965843905 | 0.016883239013578113481680857338917230987
f(z) = -87/80*z^3 + 77/20*z + 1
*
-2 | 0.075632110715892098372619402354321034475 | 0.013323126799275933550000075494139705578
f(z) = -85/96*z^3 + 73/24*z + 1
*
-2 | 0.095819127469399544289165924241262826970 | 0.016879211395624157095042140068841638882
f(z) = -83/80*z^3 + 73/20*z + 1
*
-2 | 0.075128168269637387450480414119093271158 | 0.013299435455399121989109679821839679196
f(z) = -83/96*z^3 + 71/24*z + 1
*
[ -10/9 ] 
f(z) = -81/80*z^3 + 63/20*z + 1
*
[ -4/9 ] 
f(z) = -81/80*z^3 + 69/20*z + 1
*
-4/9 | 0.090180558118591987799952678696839532430 | 0.015667928613222673305142497665717836925
f(z) = -81/80*z^3 + 79/20*z + 1
*
[ 10/9 ] 
f(z) = -81/88*z^3 + 68/55*z + 1
*
[ 7/6 ] 
f(z) = -81/98*z^3 + 71/56*z + 1
*
-2/3 | 0.089625544124475984549312921208810127239 | 0.015915853922206313338775448350020637097
f(z) = -93/80*z^3 + 61/60*z + 1
*
4/3 | 0.12789559901623320559715968479528667386 | 0.022529706848503714000519521516239594855
f(z) = -81/80*z^3 + 73/60*z + 1
*
2/3 | 0.13200413828154740675142686435523075386 | 0.023036970259014453002964214000937364936
f(z) = -81/80*z^3 + 77/60*z + 1
*
[ 9/10 ] 
f(z) = -100/99*z^3 + 70/99*z + 1
*
[ 11/14 ] 
f(z) = -98/99*z^3 + 67/198*z + 1
*
9/11 | 0.21459586483762872573987385909761956310 | 0.028354269420614349655844940373245809744
f(z) = -88/81*z^3 + 67/198*z + 1
*
6/5 | 0.17079331042292062751325490080897639584 | 0.022961078806043129736478706726340758365
f(z) = -85/81*z^3 + 77/180*z + 1
*
[ 3/4 ] 
f(z) = -96/83*z^3 + 79/249*z + 1
*
[ 3/4 ] 
f(z) = -96/85*z^3 + 77/255*z + 1
*
[ 3/4 ] 
f(z) = -96/89*z^3 + 73/267*z + 1
*
[ 3/4 ] 
f(z) = -96/91*z^3 + 71/273*z + 1
*
0 | 0.15676312008535860083120282484938452942 | 0.028114159075968352670471963467066256943
f(z) = -81/88*z^3 + 67/264*z + 1
*
[ 3/4 ] 
f(z) = -96/95*z^3 + 67/285*z + 1
*
[ 3/4 ] 
f(z) = -96/97*z^3 + 65/291*z + 1
*
9/5 | 0.16462608633655809000914410704310554324 | 0.024882778771057895246592906063126010357
f(z) = -100/81*z^3 + 83/18*z + 1
*
[ 7/3 ] 
f(z) = -99/98*z^3 + 85/14*z + 1
*
[ -7/3 ] 
f(z) = -99/98*z^3 + 97/14*z + 1
*
3/14 | 0.13364216602270618685492132892739502878 | 0.019734707296123535407137754839742786250
f(z) = -98/81*z^3 + 97/18*z + 1
*
[ 3 ] 
f(z) = -92/81*z^3 + 98/9*z + 1
*
[ 3 ] 
f(z) = -91/81*z^3 + 97/9*z + 1
*
[ 3 ] 
f(z) = -89/81*z^3 + 95/9*z + 1
*
-3/2 | 0.18170821709232963355780613393741180992 | 0.027464695707752741353392222808075980753
f(z) = -88/81*z^3 + 83/18*z + 1
*
-3/4 | 0.081961977189376499145501987862224895898 | 0.012259001172513988178489575975294607888
f(z) = -88/81*z^3 + 89/18*z + 1
*
[ 3 ] 
f(z) = -88/81*z^3 + 94/9*z + 1
*
[ 3 ] 
f(z) = -86/81*z^3 + 92/9*z + 1
*
[ -3 ] 
f(z) = -86/81*z^3 + 98/9*z + 1
*
[ 3 ] 
f(z) = -85/81*z^3 + 91/9*z + 1
*
[ -3 ] 
f(z) = -85/81*z^3 + 97/9*z + 1
*
[ 3 ] 
f(z) = -83/81*z^3 + 89/9*z + 1
*
[ -3 ] 
f(z) = -83/81*z^3 + 95/9*z + 1
*
[ 3 ] 
f(z) = -82/81*z^3 + 88/9*z + 1
*
[ -3 ] 
f(z) = -82/81*z^3 + 94/9*z + 1
*
[ -7/3 ] 
f(z) = -81/98*z^3 + 83/14*z + 1
*
[ 3/2 ] 
f(z) = -100/99*z^3 + 86/33*z + 1
*
-2 | 0.098840059836629775203769096013794548240 | 0.016889378003961128045042461547600794709
f(z) = -97/80*z^3 + 87/20*z + 1
*
-2 | 0.078326407764843067454849272142725291859 | 0.013437491598515871867818693760703887689
f(z) = -97/96*z^3 + 85/24*z + 1
*
-2 | 0.077910309462674664202584768138751390263 | 0.013420929897382970842322094308665286108
f(z) = -95/96*z^3 + 83/24*z + 1
*
-2 | 0.098033636714411925179823376651956303219 | 0.016887400075852089387786476136646572318
f(z) = -93/80*z^3 + 83/20*z + 1
*
[ -2/3 ] 
f(z) = -93/88*z^3 + 98/33*z + 1
*
[ 3/2 ] 
f(z) = -92/99*z^3 + 80/33*z + 1
*
-2 | 0.097614813865789570851207435654542498210 | 0.016886203928459561708725525222905456555
f(z) = -91/80*z^3 + 81/20*z + 1
*
[ 2 ] 
f(z) = -89/80*z^3 + 99/20*z + 1
*
[ 2 ] 
f(z) = -87/80*z^3 + 97/20*z + 1
*
[ -2/3 ] 
f(z) = -87/88*z^3 + 97/33*z + 1
*
[ 3/2 ] 
f(z) = -85/81*z^3 + 97/36*z + 1
*
[ 2 ] 
f(z) = -85/96*z^3 + 97/24*z + 1
*
[ 2 ] 
f(z) = -83/80*z^3 + 93/20*z + 1
*
[ 3/2 ] 
f(z) = -83/81*z^3 + 95/36*z + 1
*
[ 2 ] 
f(z) = -83/96*z^3 + 95/24*z + 1
*
-20/9 | 0.14666821481397453625456658071618106436 | 0.024965096872334274033828592733968663233
f(z) = -81/80*z^3 + 89/20*z + 1
*
[ 7/6 ] 
f(z) = -99/98*z^3 + 85/56*z + 1
*
6/5 | 0.091901927822385667939417636090036368010 | 0.013550475578318486143715265955520581525
f(z) = -85/81*z^3 + 98/45*z + 1
*
-2/5 | 0.17282844762308483162305486350241012547 | 0.026224666575797192270407811067947050525
f(z) = -85/88*z^3 + 91/55*z + 1
*
[ 4/3 ] 
f(z) = -81/88*z^3 + 83/44*z + 1
*
-3/28 | 0.091667081249469880214029315406265444479 | 0.013536319194653759042139939826258086077
f(z) = -98/81*z^3 + 97/72*z + 1
*
-4/7 | 0.12753632113687553493438654335070337696 | 0.019417601748493624647125381461908445823
f(z) = -91/96*z^3 + 89/84*z + 1
*
-5/9 | 0.064033896183838664192223055378666515204 | 0.014265779383608188819367143031118504708
f(z) = -81/80*z^3 + 89/80*z + 1
*
-22/27 | 0.19885106046722659185795728371849941021 | 0.029792378673914710927088128161945404001
f(z) = -81/88*z^3 + 83/99*z + 1
*
[ 6/7 ] 
f(z) = -91/81*z^3 + 83/126*z + 1
*
[ 6/7 ] 
f(z) = -91/96*z^3 + 89/168*z + 1
*
6/5 | 0.20393114610984796098982342864331075089 | 0.028381372592409337739375890732535860247
f(z) = -85/88*z^3 + 92/165*z + 1
*
7/6 | 0.083535292457594456397273196350164010901 | 0.016052110898519629229933652925879104172
f(z) = -90/91*z^3 + 89/182*z + 1
*
[ 4/5 ] 
f(z) = -95/88*z^3 + 97/220*z + 1
*
[ 4/5 ] 
f(z) = -85/88*z^3 + 81/220*z + 1
*
[ 14/17 ] 
f(z) = -85/98*z^3 + 89/238*z + 1
*
[ 10/13 ] 
f(z) = -91/80*z^3 + 97/260*z + 1
*
[ 3 ] 
f(z) = -100/81*z^3 + 106/9*z + 1
*
[ -3 ] 
f(z) = -100/81*z^3 + 112/9*z + 1
*
[ -3/14 ] 
f(z) = -98/81*z^3 + 103/18*z + 1
*
[ 3 ] 
f(z) = -98/81*z^3 + 104/9*z + 1
*
[ -3 ] 
f(z) = -98/81*z^3 + 110/9*z + 1
*
[ 3 ] 
f(z) = -97/81*z^3 + 103/9*z + 1
*
[ -3 ] 
f(z) = -97/81*z^3 + 109/9*z + 1
*
[ 3 ] 
f(z) = -95/81*z^3 + 101/9*z + 1
*
[ -3 ] 
f(z) = -95/81*z^3 + 107/9*z + 1
*
[ 3 ] 
f(z) = -94/81*z^3 + 100/9*z + 1
*
[ -3 ] 
f(z) = -94/81*z^3 + 106/9*z + 1
*
[ -3 ] 
f(z) = -92/81*z^3 + 104/9*z + 1
*
[ -3 ] 
f(z) = -91/81*z^3 + 103/9*z + 1
*
[ -3 ] 
f(z) = -89/81*z^3 + 101/9*z + 1
*
[ -3 ] 
f(z) = -88/81*z^3 + 100/9*z + 1
*
[ 9/4 ] 
f(z) = -88/81*z^3 + 109/18*z + 1
*
[ -3/5 ] 
f(z) = -100/99*z^3 + 100/33*z + 1
*
[ 2 ] 
f(z) = -99/80*z^3 + 109/20*z + 1
*
[ -3/7 ] 
f(z) = -98/99*z^3 + 116/33*z + 1
*
[ 2 ] 
f(z) = -97/80*z^3 + 107/20*z + 1
*
[ 3/2 ] 
f(z) = -97/81*z^3 + 109/36*z + 1
*
[ 2 ] 
f(z) = -97/96*z^3 + 109/24*z + 1
*
[ 3/2 ] 
f(z) = -95/81*z^3 + 107/36*z + 1
*
[ 2 ] 
f(z) = -95/96*z^3 + 107/24*z + 1
*
[ 2 ] 
f(z) = -93/80*z^3 + 103/20*z + 1
*
[ -3/4 ] 
f(z) = -92/81*z^3 + 107/36*z + 1
*
[ 2 ] 
f(z) = -91/80*z^3 + 101/20*z + 1
*
[ 3/2 ] 
f(z) = -91/81*z^3 + 103/36*z + 1
*
[ 2 ] 
f(z) = -91/96*z^3 + 103/24*z + 1
*
[ -2 ] 
f(z) = -89/80*z^3 + 119/20*z + 1
*
[ 3/2 ] 
f(z) = -89/81*z^3 + 101/36*z + 1
*
[ 2 ] 
f(z) = -89/96*z^3 + 101/24*z + 1
*
[ -2 ] 
f(z) = -87/80*z^3 + 117/20*z + 1
*
[ -2 ] 
f(z) = -83/80*z^3 + 113/20*z + 1
*
[ -2 ] 
f(z) = -83/96*z^3 + 119/24*z + 1
*
[ -8/9 ] 
f(z) = -81/80*z^3 + 117/40*z + 1
*
[ 6/5 ] 
f(z) = -100/99*z^3 + 107/66*z + 1
*
-4/5 | 0.20147286733665034147666039455695662154 | 0.029598636409043527416809448807272355435
f(z) = -95/96*z^3 + 113/60*z + 1
*
-4/3 | 0.10972465559133410095982198932149751041 | 0.018053819425026116725251209671372173508
f(z) = -93/80*z^3 + 109/60*z + 1
*
[ 9/8 ] 
f(z) = -88/81*z^3 + 107/72*z + 1
*
-4/3 | 0.15060782007381461378746809845503927779 | 0.025095385527650829369240721074456361695
f(z) = -87/80*z^3 + 101/60*z + 1
*
4/3 | 0.13221554580953598610454572979955232408 | 0.021626172561878933555550961964640561214
f(z) = -81/80*z^3 + 113/60*z + 1
*
14/9 | 0.084331053548158163603884940094704466236 | 0.018272773861575583587417792478818606820
f(z) = -81/95*z^3 + 101/95*z + 1
*
[ 12/13 ] 
f(z) = -91/96*z^3 + 113/156*z + 1
*
[ 6/7 ] 
f(z) = -98/87*z^3 + 115/174*z + 1
*
6/5 | 0.19095229375427765032315146669436581048 | 0.026294989100917680082247526319903431623
f(z) = -95/88*z^3 + 119/165*z + 1
*
[ 6/7 ] 
f(z) = -98/93*z^3 + 113/186*z + 1
*
[ 8/9 ] 
f(z) = -81/92*z^3 + 105/184*z + 1
*
0 | 0.15461086915953855295454942441864226214 | 0.027456056555829096387417232312137098572
f(z) = -93/88*z^3 + 103/264*z + 1
*
[ 5/6 ] 
f(z) = -84/95*z^3 + 118/285*z + 1
*
-3/10 | 0.18220564196491301283660687097856956368 | 0.025548702275831909659906120514347266882
f(z) = -100/81*z^3 + 139/9*z + 1
*
-3/14 | 0.21243569010802522166582479397916867878 | 0.029787530950199560754104167636881307820
f(z) = -98/81*z^3 + 139/18*z + 1
*
[ -9/4 ] 
f(z) = -88/81*z^3 + 125/18*z + 1
*
[ -9/20 ] 
f(z) = -100/81*z^3 + 125/36*z + 1
*
[ -3/2 ] 
f(z) = -100/99*z^3 + 130/33*z + 1
*
[ -2 ] 
f(z) = -99/80*z^3 + 129/20*z + 1
*
[ -2 ] 
f(z) = -97/80*z^3 + 127/20*z + 1
*
[ -2 ] 
f(z) = -97/96*z^3 + 133/24*z + 1
*
[ -2 ] 
f(z) = -95/96*z^3 + 131/24*z + 1
*
[ -2 ] 
f(z) = -93/80*z^3 + 123/20*z + 1
*
[ -3/2 ] 
f(z) = -92/99*z^3 + 124/33*z + 1
*
[ -2 ] 
f(z) = -91/80*z^3 + 121/20*z + 1
*
[ -2 ] 
f(z) = -91/96*z^3 + 127/24*z + 1
*
[ -2 ] 
f(z) = -89/96*z^3 + 125/24*z + 1
*
[ -2 ] 
f(z) = -85/96*z^3 + 121/24*z + 1
*
[ -20/9 ] 
f(z) = -81/80*z^3 + 129/20*z + 1
*
[ -2/3 ] 
f(z) = -99/92*z^3 + 137/46*z + 1
*
[ -3/5 ] 
f(z) = -95/81*z^3 + 139/45*z + 1
*
[ -3/5 ] 
f(z) = -85/81*z^3 + 137/45*z + 1
*
[ -2/3 ] 
f(z) = -81/92*z^3 + 133/46*z + 1
*
-2 | 0.095068796490693580142784981680587185013 | 0.016893247532143601370722909978567163272
f(z) = -81/92*z^3 + 139/46*z + 1
*
-6/7 | 0.11702532754681964128926035649444536768 | 0.016734602383890986639370884390259680321
f(z) = -98/81*z^3 + 121/72*z + 1
*
[ 4/3 ] 
f(z) = -93/80*z^3 + 139/60*z + 1
*
12/7 | 0.20629305365662009591426866132248273045 | 0.029396918143652130351454854221525790749
f(z) = -91/81*z^3 + 124/63*z + 1
*
[ 9/7 ] 
f(z) = -91/81*z^3 + 131/63*z + 1
*
[ 4/3 ] 
f(z) = -87/80*z^3 + 131/60*z + 1
*
[ 7/5 ] 
f(z) = -85/98*z^3 + 139/70*z + 1
*
[ 11/10 ] 
f(z) = -100/99*z^3 + 130/99*z + 1
*
[ 15/14 ] 
f(z) = -98/81*z^3 + 131/90*z + 1
*
-6/5 | 0.18069083411774160397605777581853705056 | 0.028787812215967394672318081945934920066
f(z) = -85/96*z^3 + 133/120*z + 1
*
[ 7/8 ] 
f(z) = -96/91*z^3 + 121/182*z + 1
*
[ 9/10 ] 
f(z) = -85/81*z^3 + 133/180*z + 1
*
[ 6/7 ] 
f(z) = -91/90*z^3 + 121/210*z + 1
*
[ 6/7 ] 
f(z) = -91/88*z^3 + 137/231*z + 1
*
[ 5/6 ] 
f(z) = -84/85*z^3 + 124/255*z + 1
*
-3/7 | 0.13426891970649732117408262812244395603 | 0.018716155533929726891527897321987180125
f(z) = -98/81*z^3 + 145/18*z + 1
*
[ 18/7 ] 
f(z) = -98/81*z^3 + 155/18*z + 1
*
[ -3/10 ] 
f(z) = -100/99*z^3 + 146/33*z + 1
*
[ 12/7 ] 
f(z) = -98/81*z^3 + 143/36*z + 1
*
[ -3/2 ] 
f(z) = -97/81*z^3 + 157/36*z + 1
*
[ -3/2 ] 
f(z) = -95/81*z^3 + 155/36*z + 1
*
-3/4 | 0.18634765927172843793455122117872336074 | 0.026025957832087986763949498030746763836
f(z) = -92/81*z^3 + 143/36*z + 1
*
[ -3/2 ] 
f(z) = -91/81*z^3 + 151/36*z + 1
*
[ -3/2 ] 
f(z) = -89/81*z^3 + 149/36*z + 1
*
[ -3/2 ] 
f(z) = -85/81*z^3 + 145/36*z + 1
*
[ -3/2 ] 
f(z) = -83/81*z^3 + 143/36*z + 1
*
26/9 | 0.12702561306112311313261876114486449477 | 0.019678033419842019228184560192995499456
f(z) = -81/80*z^3 + 159/20*z + 1
*
-2 | 0.097457665379335349392414780777195615376 | 0.016913709876067131668268882194545684169
f(z) = -91/92*z^3 + 159/46*z + 1
*
-2 | 0.076791550224448352780765043971954601733 | 0.013356462223518940929928499168842515092
f(z) = -89/84*z^3 + 157/42*z + 1
*
-2 | 0.097010462520756819643934170930340023216 | 0.016910875953465433045983299309424525249
f(z) = -89/92*z^3 + 155/46*z + 1
*
-2 | 0.096549234575076746096881870732110799781 | 0.016907533233733757608143143038041188826
f(z) = -87/92*z^3 + 151/46*z + 1
*
-2 | 0.075883923929675928177861065212873860910 | 0.013319761051739929560270945144159701011
f(z) = -85/84*z^3 + 149/42*z + 1
*
-2 | 0.096072817601722380092601575012555001970 | 0.016903575129501204383411744332584374781
f(z) = -85/92*z^3 + 147/46*z + 1
*
-6/5 | 0.21332170486401038198221066359873752955 | 0.028434604397658058748222259015660023783
f(z) = -85/96*z^3 + 151/40*z + 1
*
-2 | 0.075408371592711687015409215118775931036 | 0.013299815748700296164432143395789665616
f(z) = -83/84*z^3 + 145/42*z + 1
*
-2 | 0.095579863959249923750040365097409069223 | 0.016898868873255200548836928301094530783
f(z) = -83/92*z^3 + 143/46*z + 1
*
[ -4/3 ] 
f(z) = -81/88*z^3 + 149/44*z + 1
*
[ -4/9 ] 
f(z) = -81/88*z^3 + 151/44*z + 1
*
33/28 | 0.10042320181406780401175975990711217165 | 0.013998297360817713384106292813862348558
f(z) = -98/81*z^3 + 145/72*z + 1
*
3/7 | 0.17228819990885822839416699946356853665 | 0.028050659501378027912281804790850207760
f(z) = -98/99*z^3 + 155/66*z + 1
*
[ 7/5 ] 
f(z) = -95/98*z^3 + 153/70*z + 1
*
[ 3/2 ] 
f(z) = -86/99*z^3 + 151/66*z + 1
*
[ 3/2 ] 
f(z) = -82/99*z^3 + 145/66*z + 1
*
-2/3 | 0.16118003197203622785333743911733806795 | 0.025018087246229019866094088404439436721
f(z) = -81/80*z^3 + 157/60*z + 1
*
-9/7 | 0.14225933189957748840875922898001386681 | 0.028787864384663670206241501231207870734
f(z) = -98/99*z^3 + 140/99*z + 1
*
[ 6/5 ] 
f(z) = -85/81*z^3 + 151/90*z + 1
*
-6/5 | 0.093165834961187584287182019481042986454 | 0.014549036535132838324246040800717779185
f(z) = -95/96*z^3 + 151/120*z + 1
*
-4/7 | 0.097314410656292493845207426055887936082 | 0.015071686903420906848612041441535702738
f(z) = -91/80*z^3 + 157/140*z + 1
*
-6/7 | 0.065987472495786283883056084175495314943 | 0.010135922269788710224022424627717672378
f(z) = -91/96*z^3 + 145/168*z + 1
*
11/14 | 0.12578415606427424647486897269731911330 | 0.023785515242363691310462845572408859877
f(z) = -98/99*z^3 + 157/198*z + 1
*
[ 9/10 ] 
f(z) = -95/81*z^3 + 151/180*z + 1
*
[ 5/6 ] 
f(z) = -96/85*z^3 + 149/255*z + 1
*
7/6 | 0.15560550191306540868791412118406059653 | 0.027477765818582918710881416520907383217
f(z) = -96/91*z^3 + 158/273*z + 1
*
[ 5/6 ] 
f(z) = -96/95*z^3 + 143/285*z + 1
*
0 | 0.16468381016798064309693551530599610710 | 0.029134741335348045639633354304643229650
f(z) = -84/95*z^3 + 157/285*z + 1
*
39/10 | 0.21166315739588811977615921435343858235 | 0.028958408485895294816413227127231607596
f(z) = -100/81*z^3 + 166/9*z + 1
*
-3/7 | 0.16836951607104907294877629846135238457 | 0.023092867715821799963392073425158541682
f(z) = -98/81*z^3 + 163/18*z + 1
*
[ -18/7 ] 
f(z) = -98/81*z^3 + 169/18*z + 1
*
[ 4 ] 
f(z) = -85/96*z^3 + 179/12*z + 1
*
[ 4 ] 
f(z) = -83/96*z^3 + 175/12*z + 1
*
-9/5 | 0.15230164944622957508792306632861928333 | 0.020719857746837578970743799314068107298
f(z) = -100/81*z^3 + 173/36*z + 1
*
9/4 | 0.10899400621790942577789081115143466684 | 0.014759615005039508538491680268515909853
f(z) = -92/81*z^3 + 179/36*z + 1
*
-2 | 0.099124801305365631688407395579684404892 | 0.016921463371342661752336095109239870832
f(z) = -99/92*z^3 + 175/46*z + 1
*
-2 | 0.078464013359259271710512695380009317160 | 0.013420821867493954000843181285570997374
f(z) = -97/84*z^3 + 173/42*z + 1
*
-2 | 0.098724678658755893676377776359566209407 | 0.016919945326016941879728257165083240199
f(z) = -97/92*z^3 + 171/46*z + 1
*
-2 | 0.078062138638582405274530695838365346944 | 0.013405722716205242861596552251824191009
f(z) = -95/84*z^3 + 169/42*z + 1
*
-2 | 0.098313932328384400062988371112062294510 | 0.016918180516908099500248335467979491218
f(z) = -95/92*z^3 + 167/46*z + 1
*
-2 | 0.097891857938161679343907680094032784025 | 0.016916121280008301631996287136741296246
f(z) = -93/92*z^3 + 163/46*z + 1
*
[ 9/5 ] 
f(z) = -85/81*z^3 + 173/45*z + 1
*
[ -10/9 ] 
f(z) = -81/88*z^3 + 167/55*z + 1
*
[ -7/6 ] 
f(z) = -81/98*z^3 + 167/56*z + 1
*
14/33 | 0.23271622271061341442737168015438698603 | 0.029734608516650779733152844467089561486
f(z) = -99/98*z^3 + 179/77*z + 1
*
[ 3/2 ] 
f(z) = -98/99*z^3 + 169/66*z + 1
*
[ -4/5 ] 
f(z) = -95/96*z^3 + 173/60*z + 1
*
[ 3/2 ] 
f(z) = -94/99*z^3 + 163/66*z + 1
*
3/8 | 0.10031090039071245649095453612524761925 | 0.013583776961237208172854764014375977052
f(z) = -88/81*z^3 + 179/72*z + 1
*
[ -2/3 ] 
f(z) = -87/80*z^3 + 179/60*z + 1
*
3/4 | 0.21269137048140319142031371930625168487 | 0.029171870285303042550593417589213737194
f(z) = -86/81*z^3 + 163/72*z + 1
*
[ -4/5 ] 
f(z) = -85/96*z^3 + 169/60*z + 1
*
2 | 0.13237909066035576245742230299965034872 | 0.020242732729376969022882285067248869037
f(z) = -81/80*z^3 + 173/60*z + 1
*
-1/3 | 0.088612752195095199559507161416543255747 | 0.017234257205146510862446978328127194939
f(z) = -99/80*z^3 + 171/80*z + 1
*
-1 | 0.086493279447616913513988870485234439321 | 0.016673770312250441495519950355416616774
f(z) = -98/81*z^3 + 179/81*z + 1
*
11/7 | 0.14549102463280511096358011021472236642 | 0.028047079989498561758548566605045611612
f(z) = -98/99*z^3 + 179/99*z + 1
*
-1 | 0.091331048729485959128123644049872389077 | 0.017644591723213500385357946828976962255
f(z) = -97/80*z^3 + 177/80*z + 1
*
-1 | 0.086197971317824487954425892057334191785 | 0.016634807394254379417127725916840348822
f(z) = -97/81*z^3 + 178/81*z + 1
*
-1 | 0.086795895003084976145305344010825028912 | 0.016732107125202994899125048934888190248
f(z) = -97/82*z^3 + 179/82*z + 1
*
-1 | 0.099194274774226324257092834608331919934 | 0.019122208851814759443552538790582554003
f(z) = -96/83*z^3 + 179/83*z + 1
*
[ 5/4 ] 
f(z) = -96/85*z^3 + 167/85*z + 1
*
[ 5/4 ] 
f(z) = -96/95*z^3 + 169/95*z + 1
*
[ 6/5 ] 
f(z) = -95/81*z^3 + 167/90*z + 1
*
-1 | 0.085590839247167819705866152571635556737 | 0.016553738359756060920392574429275217410
f(z) = -95/81*z^3 + 176/81*z + 1
*
-1 | 0.086183410419831064479967869351566695277 | 0.016650099953151191397847454685887207438
f(z) = -95/82*z^3 + 177/82*z + 1
*
-1 | 0.098881636689120622338642837328648499406 | 0.019082548649402172210998849927664810046
f(z) = -95/83*z^3 + 178/83*z + 1
*
-1 | 0.069841331135382172420511046671714417031 | 0.013463685515109380139254188151554278069
f(z) = -95/84*z^3 + 179/84*z + 1
*
-1 | 0.085278546875345008832427519430849511337 | 0.016511535483930569789523982835619824067
f(z) = -94/81*z^3 + 175/81*z + 1
*
-1 | 0.098562789162322049068218121053576189523 | 0.019041719087463862365301186405424242326
f(z) = -94/83*z^3 + 177/83*z + 1
*
-1 | 0.098275007951759219721442160047949649800 | 0.018944996888626663259097292641127250235
f(z) = -94/85*z^3 + 179/85*z + 1
*
-1 | 0.090105401735694115789878460887399788260 | 0.017485019056926752555234753502231755147
f(z) = -93/80*z^3 + 173/80*z + 1
*
-1 | 0.085546055649336112840383663149762049606 | 0.016563330229219479911945930987855680449
f(z) = -93/82*z^3 + 175/82*z + 1
*
-1 | 0.098237448325118980641576757838065577147 | 0.018999662008313422829515062016440137431
f(z) = -93/83*z^3 + 176/83*z + 1
*
-1 | 0.097942289732431079210663846984526243694 | 0.018901269954996537627180252562948015893
f(z) = -93/85*z^3 + 178/85*z + 1
*
-1 | 0.084955557271870715540443823277121405787 | 0.016377335415502489112775834284856468630
f(z) = -93/86*z^3 + 179/86*z + 1
*
-1 | 0.084635211500480005107568035037361372509 | 0.016423524644102396256773967539192640242
f(z) = -92/81*z^3 + 173/81*z + 1
*
-1 | 0.097905308547290127400062201509523376100 | 0.018956314751783365778771175929055651294
f(z) = -92/83*z^3 + 175/83*z + 1
*
-1 | 0.097602366879308309072983733347655469366 | 0.018856171463721499697207474267553982768
f(z) = -92/85*z^3 + 177/85*z + 1
*
-1 | 0.076945068879470966546253622131146340076 | 0.014833110888500793601159030841360933921
f(z) = -92/87*z^3 + 179/87*z + 1
*
-1 | 0.089455971067954930807741028123686853156 | 0.017398254491937730929168093165330117032
f(z) = -91/80*z^3 + 171/80*z + 1
*
-1 | 0.084303591066153864102216171845998917275 | 0.016377597187504287832548461437825913945
f(z) = -91/81*z^3 + 172/81*z + 1
*
-1 | 0.084881576469015476271612704933766761449 | 0.016471331946293197473737744349794018760
f(z) = -91/82*z^3 + 173/82*z + 1
*
-1 | 0.097566039983625441249307922502151837320 | 0.018911609650410213990840648548062190185
f(z) = -91/83*z^3 + 174/83*z + 1
*
-1 | 0.097254873521146484591973923962731092965 | 0.018809626645102662931997098619519037971
f(z) = -91/85*z^3 + 176/85*z + 1
*
-1 | 0.084259026063136306689970500709786118096 | 0.016278320840081009427978854744056765674
f(z) = -91/86*z^3 + 177/86*z + 1
*
-1 | 0.076588696486036388335971522694250626672 | 0.014780373541793203760206785386293422530
f(z) = -91/87*z^3 + 178/87*z + 1
*
-1 | 0.088209121075728254900036515870963513508 | 0.017004542244844964071448426639790528243
f(z) = -91/88*z^3 + 179/88*z + 1
*
-1 | 0.097219285737769520634379234672811328355 | 0.018865473446441789905205105351363951976
f(z) = -90/83*z^3 + 173/83*z + 1
*
-1 | 0.096222275615495402108739145694696000654 | 0.018549280739279811799478239539422555068
f(z) = -90/89*z^3 + 179/89*z + 1
*
-1 | 0.088779072884252609401215540375635011989 | 0.017306203848818858322101215776755503241
f(z) = -89/80*z^3 + 169/80*z + 1
*
-1 | 0.083618829329990930754028465996174168183 | 0.016281563685746452638314233133500918377
f(z) = -89/81*z^3 + 170/81*z + 1
*
-1 | 0.084188659835555960467642350502926168302 | 0.016373817327872920828580508892464622619
f(z) = -89/82*z^3 + 171/82*z + 1
*
-1 | 0.096864658563453240595260485814448537895 | 0.018817826614438084592931269718741471251
f(z) = -89/83*z^3 + 172/83*z + 1
*
-1 | 0.067800633547283609604182925358376833737 | 0.013156762489371846367746841025528701789
f(z) = -89/84*z^3 + 173/84*z + 1
*
-1 | 0.096535548976848420982465355380863740494 | 0.018711865521493062534461558287594371547
f(z) = -89/85*z^3 + 174/85*z + 1
*
-1 | 0.083530175455435387339870557592654495095 | 0.016173017793413097566724369778561734334
f(z) = -89/86*z^3 + 175/86*z + 1
*
-1 | 0.075849913692422109041336570100580295534 | 0.014669789862073140489526067249081137981
f(z) = -89/87*z^3 + 176/87*z + 1
*
-1 | 0.087459968411664029803454543220551754684 | 0.016896723033584801584771868136987079877
f(z) = -89/88*z^3 + 177/88*z + 1
*
-1 | 0.069254440097250292366181555286724660998 | 0.013350547402754006829767217095231914090
f(z) = -89/90*z^3 + 179/90*z + 1
*
-1 | 0.083264961864019865021987536822954807992 | 0.016231307183862885122636816819579430666
f(z) = -88/81*z^3 + 169/81*z + 1
*
-1 | 0.096501737001431571784459386915725676249 | 0.018768582568843086515798263385222100064
f(z) = -88/83*z^3 + 171/83*z + 1
*
-1 | 0.096162809990471234741721972275211261207 | 0.018660463555593327995894455314446794027
f(z) = -88/85*z^3 + 173/85*z + 1
*
-1 | 0.075466474451798974314033581759835017294 | 0.014611733154640217148053670714190809414
f(z) = -88/87*z^3 + 175/87*z + 1
*
-1 | 0.095442250691819020470909414023383983865 | 0.018438850424128007190414372171422634882
f(z) = -88/89*z^3 + 177/89*z + 1
*
-1 | 0.095057547692200106524734169983369173989 | 0.018324749931877002826050586858738359312
f(z) = -88/91*z^3 + 179/91*z + 1
*
-1 | 0.088071941612888562536798393905045534593 | 0.017208293882500872037795154303502090768
f(z) = -87/80*z^3 + 167/80*z + 1
*
-1 | 0.083464235735003751258293084227074682623 | 0.016270152759976150448889938590902055250
f(z) = -87/82*z^3 + 169/82*z + 1
*
-1 | 0.096130060821236134372232030362088666115 | 0.018717646730008409873396578828745616557
f(z) = -87/83*z^3 + 170/83*z + 1
*
-1 | 0.095780674073689477559145113109203148422 | 0.018607241737728357332702941120328656105
f(z) = -87/85*z^3 + 172/85*z + 1
*
-1 | 0.082765132440410300809913784025068572380 | 0.016060634435819518097575681485060389245
f(z) = -87/86*z^3 + 173/86*z + 1
*
-1 | 0.086671074520985442218351840455463585583 | 0.016781155106635395446980030624219773238
f(z) = -87/88*z^3 + 175/88*z + 1
*
-1 | 0.095036057931732824192396332423946883296 | 0.018380495524777574626073230427876165155
f(z) = -87/89*z^3 + 176/89*z + 1
*
-1 | 0.094637332359331127384013292407849048412 | 0.018263466901082087837508492162852016406
f(z) = -87/91*z^3 + 178/91*z + 1
*
-1 | 0.085873027014827283940278382062672608904 | 0.016554200946098563183139735274489652470
f(z) = -87/92*z^3 + 179/92*z + 1
*
-1 | 0.082532197850928109863656080720868318221 | 0.016125888556312221553094639267980968664
f(z) = -86/81*z^3 + 167/81*z + 1
*
-1 | 0.095749125597058384659763194878222825320 | 0.018664915414123183481993697881953307620
f(z) = -86/83*z^3 + 169/83*z + 1
*
-1 | 0.095388566360199888367229723508562355322 | 0.018552082475245196985934270210495583730
f(z) = -86/85*z^3 + 171/85*z + 1
*
-1 | 0.074667473916112761921935850458713604786 | 0.014489277881312979014078475633515717222
f(z) = -86/87*z^3 + 173/87*z + 1
*
-1 | 0.094618068175415514709829359150233685138 | 0.018319843000877992476266966253308137886
f(z) = -86/89*z^3 + 175/89*z + 1
*
-1 | 0.094204113541605587830723153021749268402 | 0.018199650011817335557621412590472384316
f(z) = -86/91*z^3 + 177/91*z + 1
*
-1 | 0.073423816738261603762035444035643675789 | 0.014154300352133015297014013952191854908
f(z) = -86/93*z^3 + 179/93*z + 1
*
-1 | 0.082152364813978543452239980573392818330 | 0.016070532289043235076601069797895793833
f(z) = -85/81*z^3 + 166/81*z + 1
*
-1 | 0.082702703127390255106302041441834617288 | 0.016159203422002071101944004559316259103
f(z) = -85/82*z^3 + 167/82*z + 1
*
-1 | 0.095358376192034271075862896656958670606 | 0.018610274501410485382157106607942014906
f(z) = -85/83*z^3 + 168/83*z + 1
*
-1 | 0.066272094140468396950983383510302497494 | 0.012918791933977237357411777155119493808
f(z) = -85/84*z^3 + 169/84*z + 1
*
-1 | 0.081957881304142649821015100776663166009 | 0.015939954141980089328461666610571645454
f(z) = -85/86*z^3 + 171/86*z + 1
*
-1 | 0.074252573136826734139674247174392344908 | 0.014424993260564439212155010299467606879
f(z) = -85/87*z^3 + 172/87*z + 1
*
-1 | 0.085836976746282045097914733424115239547 | 0.016656728068314831039369145139672863175
f(z) = -85/88*z^3 + 173/88*z + 1
*
-1 | 0.094187398557335317040340190508770522112 | 0.018256714280941209556756440585721908192
f(z) = -85/89*z^3 + 174/89*z + 1
*
-1 | 0.093756815295666483141034878378228599949 | 0.018133082973593978549259299728239568253
f(z) = -85/91*z^3 + 176/91*z + 1
*
-1 | 0.084974972039011319469464762522530697422 | 0.016416637158747279966426994605178906285
f(z) = -85/92*z^3 + 177/92*z + 1
*
-1 | 0.072957444773658411741543086104157117634 | 0.014079600984017553069748696214491960918
f(z) = -85/93*z^3 + 178/93*z + 1
*
-1 | 0.080226356765409253485351163813172656724 | 0.015465662236858902899841983623989077933
f(z) = -85/94*z^3 + 179/94*z + 1
*
-1 | 0.094957198847795861507559287770628321421 | 0.018553597821361249206892085633933844713
f(z) = -84/83*z^3 + 167/83*z + 1
*
-1 | 0.094571812355798889294738541476056961441 | 0.018435415124412853396955651969058207593
f(z) = -84/85*z^3 + 169/85*z + 1
*
-1 | 0.093743039323346000898053859956026203987 | 0.018190905289240062207007512002249932551
f(z) = -84/89*z^3 + 173/89*z + 1
*
-1 | 0.092306378375584998201247885007978312911 | 0.017794392364580307887236240743926091368
f(z) = -84/95*z^3 + 179/95*z + 1
*
-1 | 0.086553347152421333216352227583820791334 | 0.016992067482758140199606457044546102765
f(z) = -83/80*z^3 + 163/80*z + 1
*
-1 | 0.081363103677403595601143741432599365631 | 0.015953967585013057574684095912598163984
f(z) = -83/81*z^3 + 164/81*z + 1
*
-1 | 0.081901628171741777274914041060065367980 | 0.016040443163834794282149565389601454309
f(z) = -83/82*z^3 + 165/82*z + 1
*
-1 | 0.065446644414594277941359086615574711814 | 0.012787558331120740655065595203337032224
f(z) = -83/84*z^3 + 167/84*z + 1
*
-1 | 0.094145657346669960874145241679985916176 | 0.018373598589901532026939192168966025663
f(z) = -83/85*z^3 + 168/85*z + 1
*
-1 | 0.081102566695162128514837195080534205237 | 0.015809779335258926246822314300020215904
f(z) = -83/86*z^3 + 169/86*z + 1
*
-1 | 0.073381560408303960075209355634127525051 | 0.014288247739420737616368914795456563355
f(z) = -83/87*z^3 + 170/87*z + 1
*
-1 | 0.084950733854261251863899294108552566597 | 0.016522032785833311233685053856159344961
f(z) = -83/88*z^3 + 171/88*z + 1
*
-1 | 0.093283822849541462061538263844779877752 | 0.018122180270368865061675737806656042265
f(z) = -83/89*z^3 + 172/89*z + 1
*
-1 | 0.066654368934555099995975450284458912333 | 0.012934329003567862790200962991776295707
f(z) = -83/90*z^3 + 173/90*z + 1
*
-1 | 0.092814734141726431035248414017405805827 | 0.017990645333043350148229213433721234714
f(z) = -83/91*z^3 + 174/91*z + 1
*
-1 | 0.084011299681062817408220366734768774357 | 0.016266172520067130858465517108985815266
f(z) = -83/92*z^3 + 175/92*z + 1
*
-1 | 0.071969211567130734302420959522577941597 | 0.013919240758930091314812550863422027511
f(z) = -83/93*z^3 + 176/93*z + 1
*
-1 | 0.079213303034145148214337922263065473677 | 0.015303518469655340979062230560536546281
f(z) = -83/94*z^3 + 177/94*z + 1
*
-1 | 0.091773850477453372904594971872373387339 | 0.017710861441188583286932246595222792215
f(z) = -83/95*z^3 + 178/95*z + 1
*
-1 | 0.062583699116511488482834241482044236332 | 0.012064593122425009515617286343880982116
f(z) = -83/96*z^3 + 179/96*z + 1
*
-1 | 0.080952427026650123373337744863997044708 | 0.015892500384849781732274287628143534198
f(z) = -82/81*z^3 + 163/81*z + 1
*
-1 | 0.094120751501821367487867877000297631969 | 0.018433559853493653027396687530019916193
f(z) = -82/83*z^3 + 165/83*z + 1
*
-1 | 0.093706482080200772348843041212028152068 | 0.018309221447837559597367283735735101520
f(z) = -82/85*z^3 + 167/85*z + 1
*
-1 | 0.072926503492395150600520041197827174526 | 0.014215973364200960851143773219925247698
f(z) = -82/87*z^3 + 169/87*z + 1
*
-1 | 0.092808381160625635618425818504744173740 | 0.018050263332234353042401788056659616929
f(z) = -82/89*z^3 + 171/89*z + 1
*
-1 | 0.092316680784235213102014171505935102067 | 0.017914119372325574950885833347895534529
f(z) = -82/91*z^3 + 173/91*z + 1
*
-1 | 0.071444964439490509959488476414343802745 | 0.013833092949099723363592242799805892659
f(z) = -82/93*z^3 + 175/93*z + 1
*
-1 | 0.091214311600913822415647560678072774826 | 0.017622038834560086290549025934770569900
f(z) = -82/95*z^3 + 177/95*z + 1
*
-1 | 0.090577329944102018466725210815707422099 | 0.017461074486134453393307012760541533268
f(z) = -82/97*z^3 + 179/97*z + 1
*
-1 | 0.085733326170522934653351564328744023959 | 0.016871974755897049061968282919581653288
f(z) = -81/80*z^3 + 161/80*z + 1
*
-1/3 | 0.10864082576908315552115732262433019265 | 0.021177967013859902883358698493389652294
f(z) = -81/80*z^3 + 169/80*z + 1
*
5/3 | 0.11164360500211612778524453138694192113 | 0.021568851515159239645065907370727157221
f(z) = -81/80*z^3 + 177/80*z + 1
*
-1 | 0.081054973559826085009104922570010753546 | 0.015912632218790071939365420906389379419
f(z) = -81/82*z^3 + 163/82*z + 1
*
-1 | 0.093683860666490172774809332837125615271 | 0.018369865562627952050254310621445940769
f(z) = -81/83*z^3 + 164/83*z + 1
*
-1 | 0.093253257153589535870415729360065238955 | 0.018242073536636830478476249659545700165
f(z) = -81/85*z^3 + 166/85*z + 1
*
-1 | 0.080193659221276661586752091821584078988 | 0.015668963691733854121110533484581058226
f(z) = -81/86*z^3 + 167/86*z + 1
*
-1 | 0.084003195301983803810006930831165112847 | 0.016375215178735452334794920386611593782
f(z) = -81/88*z^3 + 169/88*z + 1
*
1/9 | 0.13703721314679039188633154336374113207 | 0.026474738990722537917168628600092455835
f(z) = -81/88*z^3 + 177/88*z + 1
*
-1 | 0.092315086078866373836279095061174814818 | 0.017974826545546325408038433820609974693
f(z) = -81/89*z^3 + 170/89*z + 1
*
-1 | 0.091797824637682356481983336579049607383 | 0.017833496480895620200491138028008258984
f(z) = -81/91*z^3 + 172/91*z + 1
*
[ 4/3 ] 
f(z) = -81/92*z^3 + 167/92*z + 1
*
-1 | 0.082966612579205924659091874132570687622 | 0.016099731803996926535220335440192123915
f(z) = -81/92*z^3 + 173/92*z + 1
*
-1 | 0.078103166870099985478836341994868391995 | 0.015122246548924783152521685538072818527
f(z) = -81/94*z^3 + 175/94*z + 1
*
-1 | 0.090622662571797215318291603302913228280 | 0.017526920624599773481787472950772450730
f(z) = -81/95*z^3 + 176/95*z + 1
*
-1 | 0.089926819582823841875838599430110442504 | 0.017354414500342237404464893880301338162
f(z) = -81/97*z^3 + 178/97*z + 1
*
-1 | 0.076698521959276651839340407082629904483 | 0.014785582725101665981023160989312698449
f(z) = -81/98*z^3 + 179/98*z + 1
*
[ 6/5 ] 
f(z) = -85/96*z^3 + 173/120*z + 1
*
-2/3 | 0.17079320968564706630966515598655388280 | 0.025545432523620925441223604532497922643
f(z) = -89/80*z^3 + 179/180*z + 1
*
-2/3 | 0.18790673597866826265048177691136459156 | 0.028401584736637693915356590735883075234
f(z) = -83/80*z^3 + 173/180*z + 1
*
-20/27 | 0.13365419190629088502874532983060801140 | 0.020276214712702854169929498072509060683
f(z) = -81/80*z^3 + 163/180*z + 1
*
-12/17 | 0.16799285903079362021082309580544116314 | 0.022709220899896549538017350827166286949
f(z) = -85/96*z^3 + 175/204*z + 1
*
[ 9/10 ] 
f(z) = -88/81*z^3 + 173/225*z + 1
*
0 | 0.16071234197932496819205389715185309486 | 0.028881616063054373666728451899108931345
f(z) = -87/85*z^3 + 176/255*z + 1
*
0 | 0.15185850559610295703647045340010207464 | 0.027645513738100802815040560293779587686
f(z) = -81/80*z^3 + 163/240*z + 1
*
15/28 | 0.17628279601340580517931881564902794525 | 0.026411143094675280870476055339103983692
f(z) = -98/99*z^3 + 163/264*z + 1
*
8/7 | 0.19006839061598685153610059174250109611 | 0.029437071593836196429831080053897075276
f(z) = -91/80*z^3 + 171/280*z + 1
*
[ 4 ] 
f(z) = -95/96*z^3 + 199/12*z + 1
*
[ 4 ] 
f(z) = -91/96*z^3 + 191/12*z + 1
*
[ -4 ] 
f(z) = -91/96*z^3 + 197/12*z + 1
*
[ 4 ] 
f(z) = -89/96*z^3 + 187/12*z + 1
*
[ -4 ] 
f(z) = -89/96*z^3 + 193/12*z + 1
*
[ -4 ] 
f(z) = -85/96*z^3 + 185/12*z + 1
*
[ -4 ] 
f(z) = -83/96*z^3 + 181/12*z + 1
*
[ -12/7 ] 
f(z) = -98/81*z^3 + 185/36*z + 1
*
[ -7/6 ] 
f(z) = -99/98*z^3 + 181/56*z + 1
*
15/7 | 0.21091349458099446539697523055362208077 | 0.028272909435300339920176136291270443289
f(z) = -98/81*z^3 + 193/45*z + 1
*
-6/5 | 0.21061903117853762335521219464040638476 | 0.028478496396290026943460404699365964687
f(z) = -95/81*z^3 + 181/45*z + 1
*
[ 9/5 ] 
f(z) = -95/81*z^3 + 191/45*z + 1
*
[ 2 ] 
f(z) = -89/84*z^3 + 199/42*z + 1
*
[ 2 ] 
f(z) = -87/92*z^3 + 197/46*z + 1
*
[ 2 ] 
f(z) = -85/84*z^3 + 191/42*z + 1
*
[ 2 ] 
f(z) = -85/92*z^3 + 193/46*z + 1
*
[ 2 ] 
f(z) = -83/84*z^3 + 187/42*z + 1
*
[ 2 ] 
f(z) = -83/92*z^3 + 189/46*z + 1
*
[ 2 ] 
f(z) = -81/92*z^3 + 185/46*z + 1
*
-39/28 | 0.10792862114761924192381168897677004687 | 0.014467808886508527409596894270744438537
f(z) = -98/81*z^3 + 193/72*z + 1
*
[ -6/7 ] 
f(z) = -98/99*z^3 + 191/66*z + 1
*
[ -2/3 ] 
f(z) = -93/80*z^3 + 181/60*z + 1
*
-2/7 | 0.20871125835752439298720623636573415854 | 0.028308482075087631175996356133915548126
f(z) = -91/88*z^3 + 199/77*z + 1
*
2 | 0.095119375828626264931870975812903825968 | 0.014328297736727428595630545470820423454
f(z) = -87/80*z^3 + 191/60*z + 1
*
[ 14/9 ] 
f(z) = -81/88*z^3 + 199/77*z + 1
*
-1 | 0.087068441830971643851880164333775978312 | 0.016748772059944913914947982457530173750
f(z) = -100/81*z^3 + 181/81*z + 1
*
-1 | 0.10038776075607028954749652704607273909 | 0.019270184776538005193265855510721333152
f(z) = -100/83*z^3 + 183/83*z + 1
*
-1 | 0.079535090465343346455204802991268047212 | 0.015204251391202617036926358174726377151
f(z) = -100/87*z^3 + 187/87*z + 1
*
-1 | 0.099614678075667644966509615968153500420 | 0.019004098784140614481513772276400133069
f(z) = -100/89*z^3 + 189/89*z + 1
*
[ 13/10 ] 
f(z) = -100/91*z^3 + 190/91*z + 1
*
-1 | 0.099341535957816651698442574170139837198 | 0.018914006918859650419694995933952110286
f(z) = -100/91*z^3 + 191/91*z + 1
*
-1 | 0.078716124752632222274101527261210548300 | 0.014957392878377337907059034008614312270
f(z) = -100/93*z^3 + 193/93*z + 1
*
-1 | 0.098467662759942321499971042591112872955 | 0.018637869712335232487064968540970354447
f(z) = -100/97*z^3 + 197/97*z + 1
*
-1 | 0.084592653930010325775189076308175777028 | 0.015981066031732497286585866550751971595
f(z) = -100/99*z^3 + 199/99*z + 1
*
-1 | 0.087387424423544513709258374521292534664 | 0.016810132601396487679561409786743290042
f(z) = -99/82*z^3 + 181/82*z + 1
*
-1 | 0.10009748762897050000598821305200590303 | 0.019234696196210588145306120061052960890
f(z) = -99/83*z^3 + 182/83*z + 1
*
-1 | 0.099841518495655165245007323339577193572 | 0.019145301713444665130317622784682389658
f(z) = -99/85*z^3 + 184/85*z + 1
*
-1 | 0.086874721557896388638977515090247159336 | 0.016641532583000306039876068046410080820
f(z) = -99/86*z^3 + 185/86*z + 1
*
-1 | 0.099306814433464205405998777893304063499 | 0.018964559358888695810677284482688820361
f(z) = -99/89*z^3 + 188/89*z + 1
*
-1 | 0.099027025885232453472134995430362978310 | 0.018872988673836524433159751434330039569
f(z) = -99/91*z^3 + 190/91*z + 1
*
-1 | 0.090326389016662606268354293406035160679 | 0.017197579344275654746092513207757767367
f(z) = -99/92*z^3 + 191/92*z + 1
*
[ 4/3 ] 
f(z) = -99/92*z^3 + 199/92*z + 1
*
-1 | 0.085754008830354673439831331245479324165 | 0.016294709692610509807064777214707659458
f(z) = -99/94*z^3 + 193/94*z + 1
*
-1 | 0.098439451001805440270966732219798267945 | 0.018686807432816081575121182174259846608
f(z) = -99/95*z^3 + 194/95*z + 1
*
-1 | 0.098130160079063716820484789655823324534 | 0.018591896238451527056320742474111306703
f(z) = -99/97*z^3 + 196/97*z + 1
*
-1 | 0.085135848531782797337621271181760943657 | 0.016114436032191285725225749262326083536
f(z) = -99/98*z^3 + 197/98*z + 1
*
-1 | 0.099801961824470473416390559686266029456 | 0.019198233878796474887814170602091341792
f(z) = -98/83*z^3 + 181/83*z + 1
*
-1 | 0.099540225224680665969476770988804607374 | 0.019107493964714395584756828940146244283
f(z) = -98/85*z^3 + 183/85*z + 1
*
-1 | 0.078927061336318981424784867511234721902 | 0.015119096088653072027071716298999575733
f(z) = -98/87*z^3 + 185/87*z + 1
*
-1 | 0.098992846968020681125120808631086785131 | 0.018923875265955401152904775720518551527
f(z) = -98/89*z^3 + 187/89*z + 1
*
-1 | 0.078066037888871758016301158587653006135 | 0.014863285196084175554745168921606990964
f(z) = -98/93*z^3 + 191/93*z + 1
*
-1 | 0.098102910746132882180518415860863284785 | 0.018641209576227617555869367605658590832
f(z) = -98/95*z^3 + 193/95*z + 1
*
-1 | 0.097784884855114699660866316532759007722 | 0.018544451553443563630552986523697699360
f(z) = -98/97*z^3 + 195/97*z + 1
*
[ 9/7 ] 
f(z) = -98/99*z^3 + 184/99*z + 1
*
-1 | 0.083891457047910214022706908754137134983 | 0.015878898743121073382533657085864304225
f(z) = -98/99*z^3 + 197/99*z + 1
*
-1 | 0.099500967659169328509748506656790623064 | 0.019160753789454697022962893413293010747
f(z) = -97/83*z^3 + 180/83*z + 1
*
-1 | 0.070467055914140601925365155015908872409 | 0.013555274820842205242476304503974895363
f(z) = -97/84*z^3 + 181/84*z + 1
*
-1 | 0.099233188111288349083011486895263473903 | 0.019068612720601596007160076004771335771
f(z) = -97/85*z^3 + 182/85*z + 1
*
-1 | 0.086260205372818244907904549735879005209 | 0.016558294396419339837731589309218723023
f(z) = -97/86*z^3 + 183/86*z + 1
*
-1 | 0.078613586261154856845528868793700308218 | 0.015074698887028797967930925205393731058
f(z) = -97/87*z^3 + 184/87*z + 1
*
-1 | 0.090258621859432919189932640395853324039 | 0.017289745159867278401519382788513722570
f(z) = -97/88*z^3 + 185/88*z + 1
*
-1 | 0.098672494424268708878408083345460582467 | 0.018881989615113907061745186483900366118
f(z) = -97/89*z^3 + 186/89*z + 1
*
-1 | 0.072128118994725888414356501086256409306 | 0.013788304598059714180655089031004261525
f(z) = -97/90*z^3 + 187/90*z + 1
*
-1 | 0.098378342996068972000017381623213280253 | 0.018787249757448282587758640568592277372
f(z) = -97/91*z^3 + 188/91*z + 1
*
-1 | 0.089670134133524763895083971237478523502 | 0.017106917574598831841677189516693823307
f(z) = -97/92*z^3 + 189/92*z + 1
*
-1 | 0.077729357681864303962817267457673446223 | 0.014813989151351250741176095626664494738
f(z) = -97/93*z^3 + 190/93*z + 1
*
-1 | 0.085082395870937125283179104771786408150 | 0.016199155858224249460234610261943735691
f(z) = -97/94*z^3 + 191/94*z + 1
*
-1 | 0.097758708117980365463320377032956337154 | 0.018594159614119730874651503182917029927
f(z) = -97/95*z^3 + 192/95*z + 1
*
-1 | 0.068695608532070016062432290933987276009 | 0.013053325593229515476365090095841658136
f(z) = -97/96*z^3 + 193/96*z + 1
*
-1 | 0.084426841153968594180053907750584978817 | 0.016011160292409482839578544943346934706
f(z) = -97/98*z^3 + 195/98*z + 1
*
-1 | 0.083527843047639274265012266248629142981 | 0.015825318023655170808490140926884287351
f(z) = -97/99*z^3 + 196/99*z + 1
*
-1 | 0.098920155957344775524542461036376282657 | 0.019028606799696079678439258639967242070
f(z) = -96/85*z^3 + 181/85*z + 1
*
-1 | 0.098345453626431730867782931455641357186 | 0.018838841052555298192294871750741581605
f(z) = -96/89*z^3 + 185/89*z + 1
*
-1 | 0.098043523601251844818311600154333849366 | 0.018742398749923957139855804671970184480
f(z) = -96/91*z^3 + 187/91*z + 1
*
-1 | 0.097406420377188799402137723542636310179 | 0.018545573019303979330132870713154090895
f(z) = -96/95*z^3 + 191/95*z + 1
*
-1 | 0.097069223562001996498686622124840932575 | 0.018444791556730637458536490693866630547
f(z) = -96/97*z^3 + 193/97*z + 1
*
-1 | 0.085621050357502107438933467465991044023 | 0.016470347071960050356298975569802820342
f(z) = -95/86*z^3 + 181/86*z + 1
*
-1 | 0.077967370515028867151091716347917985388 | 0.014982181077639015974392853683358845824
f(z) = -95/87*z^3 + 182/87*z + 1
*
-1 | 0.089605096976098046005259944574021461912 | 0.017200371466046521755957580100066359685
f(z) = -95/88*z^3 + 183/88*z + 1
*
-1 | 0.098011396935128260811036969269536510000 | 0.018794363246397085745465008815157061079
f(z) = -95/89*z^3 + 184/89*z + 1
*
-1 | 0.097701242117659657802563165910325818916 | 0.018696130566206180537045026928180364904
f(z) = -95/91*z^3 + 186/91*z + 1
*
-1 | 0.088984564136143251902827551730198722620 | 0.017010651212524197548754652789833896349
f(z) = -95/92*z^3 + 187/92*z + 1
*
-1 | 0.077036011472495521777560581208721308305 | 0.014711518244510948882458668053158360398
f(z) = -95/93*z^3 + 188/93*z + 1
*
-1 | 0.084378188360712447007139917481066857218 | 0.016097340851874813973347484588597235705
f(z) = -95/94*z^3 + 189/94*z + 1
*
-1 | 0.067971455249642797553727354090423345493 | 0.012941339818045616136095779162861511739
f(z) = -95/96*z^3 + 191/96*z + 1
*
-1 | 0.096697823494027745487649431182826299147 | 0.018392374439072882717166306866583645755
f(z) = -95/97*z^3 + 192/97*z + 1
*
-1 | 0.083682305055180464437929363765352689804 | 0.015901050993198202138756758807573897398
f(z) = -95/98*z^3 + 193/98*z + 1
*
-1 | 0.082771796218942043929046306908490043401 | 0.015712609132524479908108359874882395195
f(z) = -95/99*z^3 + 194/99*z + 1
*
-1 | 0.077632980116354688779447240122695576740 | 0.014933735587312854880392130086231240220
f(z) = -94/87*z^3 + 181/87*z + 1
*
-1 | 0.097669969290315198683369353608238642572 | 0.018748484289000914769413864566474697719
f(z) = -94/89*z^3 + 183/89*z + 1
*
-1 | 0.097351101335542091085009243089101171705 | 0.018648365091872154378504120737335602782
f(z) = -94/91*z^3 + 185/91*z + 1
*
-1 | 0.076676420372523632080060660896419270831 | 0.014657776389018738821739779465010977266
f(z) = -94/93*z^3 + 187/93*z + 1
*
-1 | 0.096675685205339252236387590985634845110 | 0.018443409215970954948597017507634386315
f(z) = -94/95*z^3 + 189/95*z + 1
*
-1 | 0.096316606951671604181143405656714791975 | 0.018338079361472363519952993950922553456
f(z) = -94/97*z^3 + 191/97*z + 1
*
-1 | 0.082378044429519260612662148792152881807 | 0.015653219450993623356998465027102730309
f(z) = -94/99*z^3 + 193/99*z + 1
*
-1 | 0.088922949016196528816143334878036918874 | 0.017105511166281061118355831384096012843
f(z) = -93/88*z^3 + 181/88*z + 1
*
-1 | 0.097320784748680161591959405767702464584 | 0.018701125997850586940413585580929190939
f(z) = -93/89*z^3 + 182/89*z + 1
*
-1 | 0.096992667176842588516774710329413467227 | 0.018599014769323467237029094423751361279
f(z) = -93/91*z^3 + 184/91*z + 1
*
-1 | 0.088266439578959378617895577816840739609 | 0.016908127058108161166766224629193182384
f(z) = -93/92*z^3 + 185/92*z + 1
*
-1 | 0.083639675530228541362797514318931613721 | 0.015988900567031285056530045641482773311
f(z) = -93/94*z^3 + 187/94*z + 1
*
-1 | 0.096296158196687188284708354861722334060 | 0.018389616247106366933531672235084480184
f(z) = -93/95*z^3 + 188/95*z + 1
*
-1 | 0.095924910144513681249053934178073310469 | 0.018281774359197128870380826193023951099
f(z) = -93/97*z^3 + 190/97*z + 1
*
-1 | 0.082896702507928103749731491452043068624 | 0.015783013516636008584483334883433570440
f(z) = -93/98*z^3 + 191/98*z + 1
*
-1 | 0.096963422397747719307543572058387808795 | 0.018652203091503407168253579547021579426
f(z) = -92/89*z^3 + 181/89*z + 1
*
-1 | 0.096625463392420931420666109066357021608 | 0.018547983535711732836606117524698964986
f(z) = -92/91*z^3 + 183/91*z + 1
*
-1 | 0.075928928878173191497575621831766052515 | 0.014544780360260974012995833166569333461
f(z) = -92/93*z^3 + 185/93*z + 1
*
-1 | 0.095906369222176718904198590553224061940 | 0.018333851626243666306679400620479816547
f(z) = -92/95*z^3 + 187/95*z + 1
*
-1 | 0.095521983983829283048362178099857487583 | 0.018223310607969583866905171584844006462
f(z) = -92/97*z^3 + 189/97*z + 1
*
-1 | 0.081555101061477370533069075708802739750 | 0.015527580994923275233112731238105774535
f(z) = -92/99*z^3 + 191/99*z + 1
*
-1 | 0.096597421493093482920182564993916677935 | 0.018601622210000478978408888600144800396
f(z) = -91/89*z^3 + 180/89*z + 1
*
-1 | 0.070026445445224143958808395453541344272 | 0.013470517540754046758102001289654037122
f(z) = -91/90*z^3 + 181/90*z + 1
*
-1 | 0.087511863800807286110249416857735959426 | 0.016798559633962268428721524955727306050
f(z) = -91/92*z^3 + 183/92*z + 1
*
-1 | 0.075541944776894806251670690002982785094 | 0.014485690387781555392874710823772004124
f(z) = -91/93*z^3 + 184/93*z + 1
*
-1 | 0.082862380723792689538349787562782885967 | 0.015872937305485195465079944906935351398
f(z) = -91/94*z^3 + 185/94*z + 1
*
-1 | 0.095505607228708593193326105110788171272 | 0.018275973404743369613325695154563952836
f(z) = -91/95*z^3 + 186/95*z + 1
*
-1 | 0.066407760663425730021617538957238463667 | 0.012694777632691567660255746003725171513
f(z) = -91/96*z^3 + 187/96*z + 1
*
-12/7 | 0.21455253881756564317280445303630430546 | 0.029100762206499506858604625636113381962
f(z) = -91/96*z^3 + 199/84*z + 1
*
-1 | 0.095106975673807704991610320380427749899 | 0.018162518815048357625310659033592251851
f(z) = -91/97*z^3 + 188/97*z + 1
*
-1 | 0.081123949781009824269895564687656356241 | 0.015460944845180911693114501433252170691
f(z) = -91/99*z^3 + 190/99*z + 1
*
-1 | 0.095862591156814214362305961365050737288 | 0.018440443570566361583080438132891760638
f(z) = -90/91*z^3 + 181/91*z + 1
*
-1 | 0.094678904316712517171942677718766393782 | 0.018099204442373440319483408192160421030
f(z) = -90/97*z^3 + 187/97*z + 1
*
-1 | 0.095465693968008552108079348882207760307 | 0.018383687118764178269971273998913472714
f(z) = -89/91*z^3 + 180/91*z + 1
*
-1 | 0.086716060034753670921689741754934565871 | 0.016680986737745322598822445158734324880
f(z) = -89/92*z^3 + 181/92*z + 1
*
-1 | 0.074731897253027532014310641886344143069 | 0.014360453732430939117949127620404821187
f(z) = -89/93*z^3 + 182/93*z + 1
*
-1 | 0.082039405003425111928229155014281194656 | 0.015748080059427394289217277819233469853
f(z) = -89/94*z^3 + 183/94*z + 1
*
-1 | 0.094667829834156644966292230348733377580 | 0.018153211129404446170390883685361648283
f(z) = -89/95*z^3 + 184/95*z + 1
*
-1 | 0.065554235635713312552430856073879959643 | 0.012557426702753495616215590577930557195
f(z) = -89/96*z^3 + 185/96*z + 1
*
-1 | 0.094236627876844636622039926830214548414 | 0.018033141244844146658379159654384636990
f(z) = -89/97*z^3 + 186/97*z + 1
*
-1 | 0.081175408606468448904529392174381089982 | 0.015517821278824527928936032091735327578
f(z) = -89/98*z^3 + 187/98*z + 1
*
-1 | 0.080216053749191671826373634340457026538 | 0.015318808900889683640399553770923102827
f(z) = -89/99*z^3 + 188/99*z + 1
*
-1 | 0.074310305321240804705925755046828249772 | 0.014294574927004693070528262156438657050
f(z) = -88/93*z^3 + 181/93*z + 1
*
-1 | 0.094228832604479349738468067749921612202 | 0.018087932252796932816764889040436731200
f(z) = -88/95*z^3 + 183/95*z + 1
*
-1 | 0.093778797342729527390691042593476053639 | 0.017964062313955868221301795780431974125
f(z) = -88/97*z^3 + 185/97*z + 1
*
-1 | 0.081163533910355584235069430388221297202 | 0.015612884536089153638866644598407737262
f(z) = -87/94*z^3 + 181/94*z + 1
*
-1 | 0.093774832763865696807549345454182686044 | 0.018019737176114405860259217699028778234
f(z) = -87/95*z^3 + 182/95*z + 1
*
-1 | 0.093303791363936784822568166145748305543 | 0.017891647318531105138658577440255029141
f(z) = -87/97*z^3 + 184/97*z + 1
*
-1 | 0.080220644680883016101550185898193796176 | 0.015366892098716165015399944299769329166
f(z) = -87/98*z^3 + 185/98*z + 1
*
-1 | 0.093304353425913062310700855797842243051 | 0.017948332540106039238923031674724103256
f(z) = -86/95*z^3 + 181/95*z + 1
*
-1 | 0.092809620107364265828932430927861810234 | 0.017815503753041539501123205262525962303
f(z) = -86/97*z^3 + 183/97*z + 1
*
-1 | 0.078712494739640031028136806714470167234 | 0.015077994178387073809035074637067891264
f(z) = -86/99*z^3 + 185/99*z + 1
*
-1 | 0.063657718022626675031560375055667515785 | 0.012245408170816271888566878528058107132
f(z) = -85/96*z^3 + 181/96*z + 1
*
-1 | 0.092293778704158083077044142762333885757 | 0.017735138375850458800141728788181053535
f(z) = -85/97*z^3 + 182/97*z + 1
*
-1 | 0.079180853117859289646517476379108919504 | 0.015199359551934217377434399275395492193
f(z) = -85/98*z^3 + 183/98*z + 1
*
-1 | 0.078162288443809878302858342325615366055 | 0.014988159409205605055068475460632286893
f(z) = -85/99*z^3 + 184/99*z + 1
*
-1 | 0.091753014351970418062629583119356305553 | 0.017649911849546388067097438433421142172
f(z) = -84/97*z^3 + 181/97*z + 1
*
-1 | 0.091182937298319569705209331220223637574 | 0.017558963017897673967946266199254234489
f(z) = -83/97*z^3 + 180/97*z + 1
*
-1 | 0.078026528786852876525892812253154273406 | 0.015009439904951439598797127839822415733
f(z) = -83/98*z^3 + 181/98*z + 1
*
-1 | 0.076957594220738941120689493667274685723 | 0.014788142838449677131831425277575618379
f(z) = -83/99*z^3 + 182/99*z + 1
*
-1 | 0.076283133569159135922517606184952452394 | 0.014674074662419171258772140667828077186
f(z) = -82/99*z^3 + 181/99*z + 1
*
-1/3 | 0.14086384419340968328165268511602569164 | 0.026983571410344657863586198796694546686
f(z) = -81/88*z^3 + 185/88*z + 1
*
-11/9 | 0.15410000933454478787982753763242682040 | 0.029281603857173187564871318256290138184
f(z) = -81/88*z^3 + 193/88*z + 1
*
[ 13/9 ] 
f(z) = -81/91*z^3 + 197/91*z + 1
*
[ 4/3 ] 
f(z) = -85/96*z^3 + 197/108*z + 1
*
[ 4/3 ] 
f(z) = -83/96*z^3 + 193/108*z + 1
*
3/5 | 0.16647480436772648858837174954454680485 | 0.026212848379492258014990248360757216933
f(z) = -100/99*z^3 + 191/132*z + 1
*
[ 6/5 ] 
f(z) = -95/96*z^3 + 191/120*z + 1
*
-8/7 | 0.10186565496128879057039653352758052659 | 0.015393600072466627659887196025039235732
f(z) = -91/96*z^3 + 187/168*z + 1
*
-2/3 | 0.17142578485875484962910674513550403086 | 0.025314148878887409083597436176371122539
f(z) = -97/80*z^3 + 187/180*z + 1
*
-2/3 | 0.18790665060595062287542410696258458941 | 0.028011970073281871786180419419786375716
f(z) = -91/80*z^3 + 181/180*z + 1
*
-6/5 | 0.11654075098598732846298637885457730479 | 0.015579422222569084591548130594293137460
f(z) = -85/81*z^3 + 197/180*z + 1
*
[ 9/10 ] 
f(z) = -92/81*z^3 + 182/225*z + 1
*
0 | 0.13167326549640578811665346182110354442 | 0.023382758560328419289217533235568692597
f(z) = -93/80*z^3 + 199/240*z + 1
*
45/56 | 0.12456660654326750787731848309835885768 | 0.015472760657158621040546141682285860027
f(z) = -98/81*z^3 + 193/288*z + 1
*
0 | 0.16358249112413254240182734944247434074 | 0.028939903449113337730915959289700778266
f(z) = -93/95*z^3 + 184/285*z + 1
*
45/14 | 0.21493367501168728890552918471374885439 | 0.028366136505714023081183964794135110694
f(z) = -98/81*z^3 + 217/18*z + 1
*
[ 4 ] 
f(z) = -97/96*z^3 + 203/12*z + 1
*
[ -4 ] 
f(z) = -97/96*z^3 + 209/12*z + 1
*
[ -4 ] 
f(z) = -95/96*z^3 + 205/12*z + 1
*
[ 9/2 ] 
f(z) = -92/81*z^3 + 214/9*z + 1
*
[ -9/2 ] 
f(z) = -92/81*z^3 + 218/9*z + 1
*
[ 9/2 ] 
f(z) = -88/81*z^3 + 205/9*z + 1
*
[ -9/2 ] 
f(z) = -88/81*z^3 + 209/9*z + 1
*
[ 2 ] 
f(z) = -97/84*z^3 + 215/42*z + 1
*
[ 2 ] 
f(z) = -97/92*z^3 + 217/46*z + 1
*
[ 2 ] 
f(z) = -95/84*z^3 + 211/42*z + 1
*
[ -2/5 ] 
f(z) = -95/88*z^3 + 202/55*z + 1
*
[ 2 ] 
f(z) = -95/92*z^3 + 213/46*z + 1
*
[ 2 ] 
f(z) = -93/92*z^3 + 209/46*z + 1
*
[ 2 ] 
f(z) = -91/92*z^3 + 205/46*z + 1
*
[ 2 ] 
f(z) = -89/92*z^3 + 201/46*z + 1
*
[ -2/5 ] 
f(z) = -85/88*z^3 + 201/55*z + 1
*
[ -7/18 ] 
f(z) = -81/98*z^3 + 207/56*z + 1
*
[ -6/5 ] 
f(z) = -100/99*z^3 + 217/66*z + 1
*
[ -3/4 ] 
f(z) = -94/81*z^3 + 215/72*z + 1
*
[ -3/4 ] 
f(z) = -86/81*z^3 + 211/72*z + 1
*
[ -3/4 ] 
f(z) = -82/81*z^3 + 209/72*z + 1
*
[ 4/3 ] 
f(z) = -95/96*z^3 + 217/108*z + 1
*
[ 4/3 ] 
f(z) = -91/96*z^3 + 209/108*z + 1
*
[ 4/3 ] 
f(z) = -89/96*z^3 + 205/108*z + 1
*
[ 10/9 ] 
f(z) = -81/85*z^3 + 217/170*z + 1
*
5/4 | 0.14294343419328296836057572288841580531 | 0.026756737308361234878568534854372012680
f(z) = -96/91*z^3 + 209/182*z + 1
*
[ 10/9 ] 
f(z) = -81/95*z^3 + 219/190*z + 1
*
[ 10/11 ] 
f(z) = -99/80*z^3 + 203/220*z + 1
*
-6/7 | 0.22442571581042477860981114481350670845 | 0.029704086102690308625252505493450208348
f(z) = -91/88*z^3 + 214/231*z + 1
*
0 | 0.16733554326506200677065784502521189173 | 0.029549127854949276126216708747663838078
f(z) = -96/85*z^3 + 203/255*z + 1
*
[ 9/10 ] 
f(z) = -100/87*z^3 + 214/261*z + 1
*
[ 9/10 ] 
f(z) = -100/93*z^3 + 212/279*z + 1
*
[ 9/2 ] 
f(z) = -100/81*z^3 + 232/9*z + 1
*
[ -9/2 ] 
f(z) = -100/81*z^3 + 236/9*z + 1
*
-39/20 | 0.089804397340626608681386501368741739778 | 0.011768447909924601772852930771706268663
f(z) = -100/81*z^3 + 229/36*z + 1
*
[ 9/4 ] 
f(z) = -92/81*z^3 + 227/36*z + 1
*
[ 10/3 ] 
f(z) = -81/80*z^3 + 239/20*z + 1
*
[ 2 ] 
f(z) = -99/92*z^3 + 221/46*z + 1
*
-9/5 | 0.22018012210431952751497695209335604066 | 0.028903527328483329267021163489587910869
f(z) = -95/81*z^3 + 226/45*z + 1
*
[ 7/3 ] 
f(z) = -87/98*z^3 + 227/42*z + 1
*
[ -9/5 ] 
f(z) = -85/81*z^3 + 223/45*z + 1
*
[ -2 ] 
f(z) = -85/84*z^3 + 233/42*z + 1
*
[ -2 ] 
f(z) = -85/92*z^3 + 239/46*z + 1
*
[ -2 ] 
f(z) = -83/84*z^3 + 229/42*z + 1
*
[ -2 ] 
f(z) = -83/92*z^3 + 235/46*z + 1
*
[ -2 ] 
f(z) = -81/92*z^3 + 231/46*z + 1
*
2 | 0.13200491195518035791828990370450505255 | 0.019380439845896104684900941235086572783
f(z) = -99/80*z^3 + 227/60*z + 1
*
[ -4/3 ] 
f(z) = -93/80*z^3 + 229/60*z + 1
*
[ -3/7 ] 
f(z) = -91/81*z^3 + 223/63*z + 1
*
[ -9/7 ] 
f(z) = -91/81*z^3 + 229/63*z + 1
*
[ -9/8 ] 
f(z) = -88/81*z^3 + 235/72*z + 1
*
[ -4/3 ] 
f(z) = -87/80*z^3 + 221/60*z + 1
*
[ -3/2 ] 
f(z) = -86/99*z^3 + 239/66*z + 1
*
[ -7/5 ] 
f(z) = -85/98*z^3 + 239/70*z + 1
*
[ -3/2 ] 
f(z) = -82/99*z^3 + 233/66*z + 1
*
[ 7/5 ] 
f(z) = -100/91*z^3 + 222/91*z + 1
*
5/3 | 0.13695429401645073811985220908216553674 | 0.025245263748998261161244925098128236926
f(z) = -99/80*z^3 + 227/80*z + 1
*
-15/14 | 0.22502670722903230069383584757542177104 | 0.029522638773196007956505089066421431373
f(z) = -98/81*z^3 + 227/90*z + 1
*
[ 3/2 ] 
f(z) = -92/87*z^3 + 236/87*z + 1
*
[ 3/2 ] 
f(z) = -92/93*z^3 + 238/93*z + 1
*
[ 3/2 ] 
f(z) = -88/87*z^3 + 227/87*z + 1
*
[ 3/2 ] 
f(z) = -88/93*z^3 + 229/93*z + 1
*
[ 4/3 ] 
f(z) = -97/96*z^3 + 221/108*z + 1
*
33/20 | 0.19113782247080559908739271532633778023 | 0.029144870011215946363256254133408849377
f(z) = -100/99*z^3 + 235/132*z + 1
*
14/9 | 0.21940719247519586621434022439715892525 | 0.029766836911557756062078438414675936832
f(z) = -99/98*z^3 + 227/126*z + 1
*
-8/5 | 0.12004244883872716484741778953495362022 | 0.017624158254527081465297779051482279870
f(z) = -85/96*z^3 + 227/120*z + 1
*
[ 9/8 ] 
f(z) = -92/81*z^3 + 223/144*z + 1
*
-6/5 | 0.21351805457066477208258011414291617976 | 0.028419194296137544386246051778732375534
f(z) = -95/88*z^3 + 229/165*z + 1
*
[ 8/7 ] 
f(z) = -91/96*z^3 + 229/168*z + 1
*
[ 7/6 ] 
f(z) = -87/98*z^3 + 227/168*z + 1
*
-6/5 | 0.21096334192674550017533095876458655672 | 0.027645763168496467274004932232489450908
f(z) = -95/81*z^3 + 229/180*z + 1
*
[ 27/28 ] 
f(z) = -98/81*z^3 + 235/216*z + 1
*
-12/19 | 0.17005221147208659795855372544368720912 | 0.022647094345293858385763699363601560916
f(z) = -95/96*z^3 + 223/228*z + 1
*
[ 28/27 ] 
f(z) = -81/98*z^3 + 233/252*z + 1
*
[ 9/4 ] 
f(z) = -100/81*z^3 + 245/36*z + 1
*
-9/4 | 0.14929386116973588532740653032345231361 | 0.019312031346269633302009034964872000428
f(z) = -100/81*z^3 + 253/36*z + 1
*
[ -9/4 ] 
f(z) = -92/81*z^3 + 259/36*z + 1
*
[ -10/3 ] 
f(z) = -81/80*z^3 + 251/20*z + 1
*
[ 28/9 ] 
f(z) = -81/98*z^3 + 243/28*z + 1
*
[ -2 ] 
f(z) = -97/84*z^3 + 257/42*z + 1
*
[ -9/5 ] 
f(z) = -95/81*z^3 + 241/45*z + 1
*
[ -2 ] 
f(z) = -95/84*z^3 + 253/42*z + 1
*
[ -2 ] 
f(z) = -95/92*z^3 + 259/46*z + 1
*
[ -2 ] 
f(z) = -93/92*z^3 + 255/46*z + 1
*
[ 7/3 ] 
f(z) = -93/98*z^3 + 241/42*z + 1
*
[ -2 ] 
f(z) = -91/92*z^3 + 251/46*z + 1
*
[ -2 ] 
f(z) = -89/84*z^3 + 241/42*z + 1
*
[ -2 ] 
f(z) = -89/92*z^3 + 247/46*z + 1
*
[ -2 ] 
f(z) = -87/92*z^3 + 243/46*z + 1
*
[ -2/9 ] 
f(z) = -81/92*z^3 + 255/46*z + 1
*
-3/14 | 0.16998083865998872813758465048007564038 | 0.025755177875120770863405898507681615524
f(z) = -98/99*z^3 + 245/66*z + 1
*
[ -3/2 ] 
f(z) = -98/99*z^3 + 257/66*z + 1
*
[ -7/5 ] 
f(z) = -95/98*z^3 + 253/70*z + 1
*
[ -3/2 ] 
f(z) = -94/99*z^3 + 251/66*z + 1
*
-4/3 | 0.19620329830643928743085054544672038942 | 0.028258654587681320911539867173568647050
f(z) = -93/80*z^3 + 259/60*z + 1
*
15/8 | 0.21615375815925800974159566539528659479 | 0.027989483919058784607366893743658224948
f(z) = -88/81*z^3 + 251/72*z + 1
*
-4/3 | 0.079073247243104691208751729914635922194 | 0.011440413517465465035034106663194138925
f(z) = -87/80*z^3 + 251/60*z + 1
*
-2/3 | 0.13348303289881964293260157705088389123 | 0.019246705556372354905378288735179135922
f(z) = -81/80*z^3 + 257/60*z + 1
*
[ 3/2 ] 
f(z) = -100/87*z^3 + 254/87*z + 1
*
[ 3/2 ] 
f(z) = -100/93*z^3 + 256/93*z + 1
*
[ -1 ] 
f(z) = -99/80*z^3 + 259/80*z + 1
*
[ -2/3 ] 
f(z) = -99/82*z^3 + 249/82*z + 1
*
[ -2/3 ] 
f(z) = -99/86*z^3 + 259/86*z + 1
*
[ -5/7 ] 
f(z) = -98/85*z^3 + 254/85*z + 1
*
[ -1 ] 
f(z) = -97/80*z^3 + 257/80*z + 1
*
[ -1 ] 
f(z) = -97/81*z^3 + 259/81*z + 1
*
[ -1 ] 
f(z) = -95/81*z^3 + 257/81*z + 1
*
[ -1 ] 
f(z) = -95/82*z^3 + 259/82*z + 1
*
[ -1 ] 
f(z) = -94/81*z^3 + 256/81*z + 1
*
[ -1 ] 
f(z) = -93/80*z^3 + 253/80*z + 1
*
[ -1 ] 
f(z) = -93/82*z^3 + 257/82*z + 1
*
[ -1 ] 
f(z) = -93/83*z^3 + 259/83*z + 1
*
[ -1 ] 
f(z) = -92/81*z^3 + 254/81*z + 1
*
[ -1 ] 
f(z) = -92/83*z^3 + 258/83*z + 1
*
[ -1 ] 
f(z) = -91/80*z^3 + 251/80*z + 1
*
[ -1 ] 
f(z) = -91/81*z^3 + 253/81*z + 1
*
[ -1 ] 
f(z) = -91/82*z^3 + 255/82*z + 1
*
[ -1 ] 
f(z) = -91/83*z^3 + 257/83*z + 1
*
[ -4/7 ] 
f(z) = -91/96*z^3 + 257/84*z + 1
*
[ -1 ] 
f(z) = -90/83*z^3 + 256/83*z + 1
*
[ -1 ] 
f(z) = -89/80*z^3 + 249/80*z + 1
*
[ -1 ] 
f(z) = -89/81*z^3 + 251/81*z + 1
*
[ -1 ] 
f(z) = -89/82*z^3 + 253/82*z + 1
*
[ -1 ] 
f(z) = -89/83*z^3 + 255/83*z + 1
*
[ -1 ] 
f(z) = -89/84*z^3 + 257/84*z + 1
*
[ -1 ] 
f(z) = -89/85*z^3 + 259/85*z + 1
*
[ -1 ] 
f(z) = -88/81*z^3 + 250/81*z + 1
*
[ -1 ] 
f(z) = -88/83*z^3 + 254/83*z + 1
*
[ -1 ] 
f(z) = -88/85*z^3 + 258/85*z + 1
*
[ -1 ] 
f(z) = -87/80*z^3 + 247/80*z + 1
*
[ -1 ] 
f(z) = -87/82*z^3 + 251/82*z + 1
*
[ -1 ] 
f(z) = -87/83*z^3 + 253/83*z + 1
*
[ -1 ] 
f(z) = -87/85*z^3 + 257/85*z + 1
*
[ -1 ] 
f(z) = -87/86*z^3 + 259/86*z + 1
*
[ -1 ] 
f(z) = -86/81*z^3 + 248/81*z + 1
*
[ -1 ] 
f(z) = -86/83*z^3 + 252/83*z + 1
*
[ -1 ] 
f(z) = -86/85*z^3 + 256/85*z + 1
*
[ -1 ] 
f(z) = -85/81*z^3 + 247/81*z + 1
*
[ -1 ] 
f(z) = -85/82*z^3 + 249/82*z + 1
*
[ -1 ] 
f(z) = -85/83*z^3 + 251/83*z + 1
*
[ -1 ] 
f(z) = -85/84*z^3 + 253/84*z + 1
*
[ -1 ] 
f(z) = -85/86*z^3 + 257/86*z + 1
*
[ -1 ] 
f(z) = -85/87*z^3 + 259/87*z + 1
*
[ -1 ] 
f(z) = -84/83*z^3 + 250/83*z + 1
*
[ -1 ] 
f(z) = -84/85*z^3 + 254/85*z + 1
*
[ -1 ] 
f(z) = -83/80*z^3 + 243/80*z + 1
*
[ -1 ] 
f(z) = -83/81*z^3 + 245/81*z + 1
*
[ -1 ] 
f(z) = -83/82*z^3 + 247/82*z + 1
*
[ -1 ] 
f(z) = -83/84*z^3 + 251/84*z + 1
*
[ -1 ] 
f(z) = -83/85*z^3 + 253/85*z + 1
*
[ -1 ] 
f(z) = -83/86*z^3 + 255/86*z + 1
*
[ -1 ] 
f(z) = -83/87*z^3 + 257/87*z + 1
*
[ -1 ] 
f(z) = -83/88*z^3 + 259/88*z + 1
*
[ -1 ] 
f(z) = -82/81*z^3 + 244/81*z + 1
*
[ -1 ] 
f(z) = -82/83*z^3 + 248/83*z + 1
*
[ -1 ] 
f(z) = -82/85*z^3 + 252/85*z + 1
*
[ -1 ] 
f(z) = -82/87*z^3 + 256/87*z + 1
*
[ -1 ] 
f(z) = -81/80*z^3 + 241/80*z + 1
*
[ -5/9 ] 
f(z) = -81/80*z^3 + 249/80*z + 1
*
[ 5/3 ] 
f(z) = -81/80*z^3 + 257/80*z + 1
*
[ -2/3 ] 
f(z) = -81/82*z^3 + 241/82*z + 1
*
[ -1 ] 
f(z) = -81/82*z^3 + 245/82*z + 1
*
[ -1 ] 
f(z) = -81/83*z^3 + 247/83*z + 1
*
[ -1 ] 
f(z) = -81/85*z^3 + 251/85*z + 1
*
[ -2/3 ] 
f(z) = -81/86*z^3 + 251/86*z + 1
*
[ -1 ] 
f(z) = -81/86*z^3 + 253/86*z + 1
*
[ -8/9 ] 
f(z) = -81/88*z^3 + 251/88*z + 1
*
[ -1 ] 
f(z) = -81/88*z^3 + 257/88*z + 1
*
[ -1 ] 
f(z) = -81/89*z^3 + 259/89*z + 1
*
[ -7/9 ] 
f(z) = -81/91*z^3 + 257/91*z + 1
*
-8/5 | 0.094110103220342706816053295998492396482 | 0.013554435236665025934168613721934956321
f(z) = -95/96*z^3 + 259/120*z + 1
*
[ 7/6 ] 
f(z) = -93/98*z^3 + 241/168*z + 1
*
0 | 0.16071299411867868755630074415097572388 | 0.028962117595782315548867782592058420497
f(z) = -86/85*z^3 + 257/170*z + 1
*
[ 6/5 ] 
f(z) = -85/88*z^3 + 257/165*z + 1
*
-3/4 | 0.20770334182103982514626851815411101496 | 0.026813230066544787715843465180162503004
f(z) = -100/81*z^3 + 257/180*z + 1
*
-10/9 | 0.14394998086301097392786590738987739175 | 0.020755918084479685679147009870559230620
f(z) = -99/80*z^3 + 257/180*z + 1
*
-20/33 | 0.13952360043857165894742165161445665893 | 0.019951851667103740894851554867471777437
f(z) = -99/80*z^3 + 243/220*z + 1
*
-10/11 | 0.13381868537223466051600410328969800404 | 0.019136049761052051464374341994631535048
f(z) = -99/80*z^3 + 247/220*z + 1
*
-10/13 | 0.099211667001026649865156964647193320106 | 0.014021247451453162120079322894663554585
f(z) = -91/80*z^3 + 253/260*z + 1
*
-3/4 | 0.16468484378440153281911671250873067456 | 0.029081051220835657724581134613484254111
f(z) = -96/95*z^3 + 257/285*z + 1
*
[ 14/3 ] 
f(z) = -81/98*z^3 + 263/14*z + 1
*
[ -14/3 ] 
f(z) = -81/98*z^3 + 269/14*z + 1
*
[ 27/10 ] 
f(z) = -100/81*z^3 + 260/27*z + 1
*
-10/3 | 0.18892976280496910541646373338466656028 | 0.027180952032088340950486240564422915651
f(z) = -99/80*z^3 + 261/20*z + 1
*
[ 3 ] 
f(z) = -85/99*z^3 + 277/33*z + 1
*
[ 3 ] 
f(z) = -83/90*z^3 + 269/30*z + 1
*
[ 3 ] 
f(z) = -83/99*z^3 + 271/33*z + 1
*
[ 3 ] 
f(z) = -82/99*z^3 + 268/33*z + 1
*
[ -28/9 ] 
f(z) = -81/98*z^3 + 261/28*z + 1
*
[ -2 ] 
f(z) = -99/92*z^3 + 267/46*z + 1
*
[ 27/14 ] 
f(z) = -98/81*z^3 + 269/54*z + 1
*
[ 15/7 ] 
f(z) = -98/81*z^3 + 274/45*z + 1
*
[ -2 ] 
f(z) = -97/92*z^3 + 263/46*z + 1
*
12/5 | 0.098133473477306801206640857902876185026 | 0.012564538049837824061525432281325322346
f(z) = -95/81*z^3 + 274/45*z + 1
*
[ -7/3 ] 
f(z) = -93/98*z^3 + 277/42*z + 1
*
[ -7/3 ] 
f(z) = -87/98*z^3 + 263/42*z + 1
*
-8/3 | 0.14136062503305303058261555989418944892 | 0.022562462718577508569732598249738630729
f(z) = -81/80*z^3 + 263/40*z + 1
*
[ -3/8 ] 
f(z) = -88/81*z^3 + 275/72*z + 1
*
-12/5 | 0.12565883924458385711073463728220479913 | 0.016358504433168792096471376755099570693
f(z) = -85/96*z^3 + 271/60*z + 1
*
[ -1 ] 
f(z) = -100/81*z^3 + 262/81*z + 1
*
[ -1/2 ] 
f(z) = -100/81*z^3 + 268/81*z + 1
*
[ -1 ] 
f(z) = -100/83*z^3 + 266/83*z + 1
*
[ -1/2 ] 
f(z) = -100/83*z^3 + 274/83*z + 1
*
[ -3/5 ] 
f(z) = -100/87*z^3 + 268/87*z + 1
*
[ -1 ] 
f(z) = -100/87*z^3 + 274/87*z + 1
*
[ -1 ] 
f(z) = -100/89*z^3 + 278/89*z + 1
*
[ -7/10 ] 
f(z) = -100/91*z^3 + 270/91*z + 1
*
[ -1 ] 
f(z) = -99/82*z^3 + 263/82*z + 1
*
[ -1 ] 
f(z) = -99/83*z^3 + 265/83*z + 1
*
[ -1 ] 
f(z) = -99/85*z^3 + 269/85*z + 1
*
[ -1 ] 
f(z) = -99/86*z^3 + 271/86*z + 1
*
[ -1 ] 
f(z) = -99/89*z^3 + 277/89*z + 1
*
[ -2/3 ] 
f(z) = -99/94*z^3 + 279/94*z + 1
*
[ -1 ] 
f(z) = -98/81*z^3 + 260/81*z + 1
*
[ -1 ] 
f(z) = -98/83*z^3 + 264/83*z + 1
*
[ -1 ] 
f(z) = -98/85*z^3 + 268/85*z + 1
*
[ -1 ] 
f(z) = -98/87*z^3 + 272/87*z + 1
*
[ -1 ] 
f(z) = -98/89*z^3 + 276/89*z + 1
*
[ -5/7 ] 
f(z) = -98/95*z^3 + 278/95*z + 1
*
[ 11/7 ] 
f(z) = -98/99*z^3 + 278/99*z + 1
*
[ -1 ] 
f(z) = -97/82*z^3 + 261/82*z + 1
*
[ -1 ] 
f(z) = -97/83*z^3 + 263/83*z + 1
*
[ -1 ] 
f(z) = -97/84*z^3 + 265/84*z + 1
*
[ -1 ] 
f(z) = -97/85*z^3 + 267/85*z + 1
*
[ -1 ] 
f(z) = -97/86*z^3 + 269/86*z + 1
*
[ -1 ] 
f(z) = -97/87*z^3 + 271/87*z + 1
*
[ -1 ] 
f(z) = -97/88*z^3 + 273/88*z + 1
*
[ -1 ] 
f(z) = -97/89*z^3 + 275/89*z + 1
*
[ -1 ] 
f(z) = -97/90*z^3 + 277/90*z + 1
*
[ -1 ] 
f(z) = -97/91*z^3 + 279/91*z + 1
*
[ -1 ] 
f(z) = -96/83*z^3 + 262/83*z + 1
*
[ -1/2 ] 
f(z) = -96/83*z^3 + 273/83*z + 1
*
[ -1 ] 
f(z) = -96/85*z^3 + 266/85*z + 1
*
[ -1/2 ] 
f(z) = -96/85*z^3 + 279/85*z + 1
*
[ -1 ] 
f(z) = -96/89*z^3 + 274/89*z + 1
*
[ -1 ] 
f(z) = -96/91*z^3 + 278/91*z + 1
*
[ -1 ] 
f(z) = -95/83*z^3 + 261/83*z + 1
*
[ -1 ] 
f(z) = -95/84*z^3 + 263/84*z + 1
*
[ -1 ] 
f(z) = -95/86*z^3 + 267/86*z + 1
*
[ -1 ] 
f(z) = -95/87*z^3 + 269/87*z + 1
*
[ -1 ] 
f(z) = -95/88*z^3 + 271/88*z + 1
*
[ -1 ] 
f(z) = -95/89*z^3 + 273/89*z + 1
*
[ -1 ] 
f(z) = -95/91*z^3 + 277/91*z + 1
*
[ -1 ] 
f(z) = -95/92*z^3 + 279/92*z + 1
*
[ -1 ] 
f(z) = -94/83*z^3 + 260/83*z + 1
*
[ -1 ] 
f(z) = -94/85*z^3 + 264/85*z + 1
*
[ -1 ] 
f(z) = -94/87*z^3 + 268/87*z + 1
*
[ -1 ] 
f(z) = -94/89*z^3 + 272/89*z + 1
*
[ -1 ] 
f(z) = -94/91*z^3 + 276/91*z + 1
*
[ -1 ] 
f(z) = -93/85*z^3 + 263/85*z + 1
*
[ -1 ] 
f(z) = -93/86*z^3 + 265/86*z + 1
*
[ -1 ] 
f(z) = -93/88*z^3 + 269/88*z + 1
*
[ -1 ] 
f(z) = -93/89*z^3 + 271/89*z + 1
*
[ -1 ] 
f(z) = -93/91*z^3 + 275/91*z + 1
*
[ -1 ] 
f(z) = -93/92*z^3 + 277/92*z + 1
*
[ -1/2 ] 
f(z) = -92/81*z^3 + 266/81*z + 1
*
[ -1/2 ] 
f(z) = -92/83*z^3 + 272/83*z + 1
*
[ -1 ] 
f(z) = -92/85*z^3 + 262/85*z + 1
*
[ -1/2 ] 
f(z) = -92/85*z^3 + 278/85*z + 1
*
[ -1 ] 
f(z) = -92/87*z^3 + 266/87*z + 1
*
[ -1 ] 
f(z) = -92/89*z^3 + 270/89*z + 1
*
[ -1 ] 
f(z) = -92/91*z^3 + 274/91*z + 1
*
[ -1 ] 
f(z) = -92/93*z^3 + 278/93*z + 1
*
[ -1 ] 
f(z) = -91/85*z^3 + 261/85*z + 1
*
[ -1 ] 
f(z) = -91/86*z^3 + 263/86*z + 1
*
[ -1 ] 
f(z) = -91/87*z^3 + 265/87*z + 1
*
[ -1 ] 
f(z) = -91/88*z^3 + 267/88*z + 1
*
[ -1 ] 
f(z) = -91/89*z^3 + 269/89*z + 1
*
[ -1 ] 
f(z) = -91/90*z^3 + 271/90*z + 1
*
[ -1 ] 
f(z) = -91/92*z^3 + 275/92*z + 1
*
[ -1 ] 
f(z) = -91/93*z^3 + 277/93*z + 1
*
[ -1 ] 
f(z) = -91/94*z^3 + 279/94*z + 1
*
[ 12/7 ] 
f(z) = -91/96*z^3 + 269/84*z + 1
*
[ -1 ] 
f(z) = -90/89*z^3 + 268/89*z + 1
*
[ -1 ] 
f(z) = -90/91*z^3 + 272/91*z + 1
*
[ -1 ] 
f(z) = -89/86*z^3 + 261/86*z + 1
*
[ -1 ] 
f(z) = -89/87*z^3 + 263/87*z + 1
*
[ -1 ] 
f(z) = -89/88*z^3 + 265/88*z + 1
*
[ -1 ] 
f(z) = -89/90*z^3 + 269/90*z + 1
*
[ -1 ] 
f(z) = -89/91*z^3 + 271/91*z + 1
*
[ -1 ] 
f(z) = -89/92*z^3 + 273/92*z + 1
*
[ -1 ] 
f(z) = -89/93*z^3 + 275/93*z + 1
*
[ -1 ] 
f(z) = -89/94*z^3 + 277/94*z + 1
*
[ -1 ] 
f(z) = -89/95*z^3 + 279/95*z + 1
*
[ -1/2 ] 
f(z) = -88/81*z^3 + 265/81*z + 1
*
[ -1/2 ] 
f(z) = -88/83*z^3 + 271/83*z + 1
*
[ -1/2 ] 
f(z) = -88/85*z^3 + 277/85*z + 1
*
[ -1 ] 
f(z) = -88/87*z^3 + 262/87*z + 1
*
[ -1 ] 
f(z) = -88/89*z^3 + 266/89*z + 1
*
[ -1 ] 
f(z) = -88/91*z^3 + 270/91*z + 1
*
[ -1 ] 
f(z) = -88/93*z^3 + 274/93*z + 1
*
[ -1 ] 
f(z) = -88/95*z^3 + 278/95*z + 1
*
[ -1 ] 
f(z) = -87/88*z^3 + 263/88*z + 1
*
[ -1 ] 
f(z) = -87/89*z^3 + 265/89*z + 1
*
[ -1 ] 
f(z) = -87/91*z^3 + 269/91*z + 1
*
[ -1 ] 
f(z) = -87/92*z^3 + 271/92*z + 1
*
[ -1 ] 
f(z) = -87/94*z^3 + 275/94*z + 1
*
[ -1 ] 
f(z) = -87/95*z^3 + 277/95*z + 1
*
[ -1 ] 
f(z) = -86/87*z^3 + 260/87*z + 1
*
[ -1 ] 
f(z) = -86/89*z^3 + 264/89*z + 1
*
[ -1 ] 
f(z) = -86/91*z^3 + 268/91*z + 1
*
[ -1 ] 
f(z) = -86/93*z^3 + 272/93*z + 1
*
[ -1 ] 
f(z) = -86/95*z^3 + 276/95*z + 1
*
[ -1 ] 
f(z) = -85/88*z^3 + 261/88*z + 1
*
[ -1 ] 
f(z) = -85/89*z^3 + 263/89*z + 1
*
[ -1 ] 
f(z) = -85/91*z^3 + 267/91*z + 1
*
[ -1 ] 
f(z) = -85/92*z^3 + 269/92*z + 1
*
[ -1 ] 
f(z) = -85/93*z^3 + 271/93*z + 1
*
[ -1 ] 
f(z) = -85/94*z^3 + 273/94*z + 1
*
[ -1 ] 
f(z) = -85/96*z^3 + 277/96*z + 1
*
[ -1 ] 
f(z) = -85/97*z^3 + 279/97*z + 1
*
[ -1/2 ] 
f(z) = -84/83*z^3 + 270/83*z + 1
*
[ -1/2 ] 
f(z) = -84/85*z^3 + 276/85*z + 1
*
[ -1 ] 
f(z) = -84/89*z^3 + 262/89*z + 1
*
[ -1 ] 
f(z) = -84/95*z^3 + 274/95*z + 1
*
[ -1 ] 
f(z) = -84/97*z^3 + 278/97*z + 1
*
[ -1 ] 
f(z) = -83/89*z^3 + 261/89*z + 1
*
[ -1 ] 
f(z) = -83/90*z^3 + 263/90*z + 1
*
[ -1 ] 
f(z) = -83/91*z^3 + 265/91*z + 1
*
[ -1 ] 
f(z) = -83/92*z^3 + 267/92*z + 1
*
[ -1 ] 
f(z) = -83/93*z^3 + 269/93*z + 1
*
[ -1 ] 
f(z) = -83/94*z^3 + 271/94*z + 1
*
[ -1 ] 
f(z) = -83/95*z^3 + 273/95*z + 1
*
[ -1 ] 
f(z) = -83/96*z^3 + 275/96*z + 1
*
[ -1 ] 
f(z) = -83/97*z^3 + 277/97*z + 1
*
[ -1 ] 
f(z) = -83/98*z^3 + 279/98*z + 1
*
[ -1 ] 
f(z) = -82/89*z^3 + 260/89*z + 1
*
[ -1 ] 
f(z) = -82/91*z^3 + 264/91*z + 1
*
[ -1 ] 
f(z) = -82/93*z^3 + 268/93*z + 1
*
[ -1 ] 
f(z) = -82/95*z^3 + 272/95*z + 1
*
[ -1 ] 
f(z) = -82/97*z^3 + 276/97*z + 1
*
-5/3 | 0.15592060859210949182821579694328202832 | 0.027795951969300945560042287377302950494
f(z) = -81/80*z^3 + 273/80*z + 1
*
[ -5/9 ] 
f(z) = -81/85*z^3 + 263/85*z + 1
*
[ -1 ] 
f(z) = -81/91*z^3 + 263/91*z + 1
*
[ -1 ] 
f(z) = -81/92*z^3 + 265/92*z + 1
*
[ -1 ] 
f(z) = -81/94*z^3 + 269/94*z + 1
*
[ -2/3 ] 
f(z) = -81/94*z^3 + 271/94*z + 1
*
-2 | 0.082175315071225597098530466723482714282 | 0.014611497026959699005718862082812060737
f(z) = -81/94*z^3 + 277/94*z + 1
*
[ 5/3 ] 
f(z) = -81/95*z^3 + 263/95*z + 1
*
[ -1 ] 
f(z) = -81/97*z^3 + 275/97*z + 1
*
-2 | 0.082044374103258158834067401096506234546 | 0.014607035372572443711075208203789348471
f(z) = -81/98*z^3 + 275/98*z + 1
*
[ -1 ] 
f(z) = -81/98*z^3 + 277/98*z + 1
*
[ 27/20 ] 
f(z) = -100/81*z^3 + 271/108*z + 1
*
[ 4/3 ] 
f(z) = -87/88*z^3 + 265/132*z + 1
*
0 | 0.15753577511156620496332575896285347159 | 0.028011252621146912005685596530801996202
f(z) = -96/85*z^3 + 277/170*z + 1
*
[ 7/6 ] 
f(z) = -90/91*z^3 + 271/182*z + 1
*
15/22 | 0.21459509209384352588457058669602760589 | 0.027593718693035541938331625323875988842
f(z) = -88/81*z^3 + 265/198*z + 1
*
0 | 0.16689154392989298928980349793044903939 | 0.029790789746884734004066052502465551226
f(z) = -88/95*z^3 + 271/190*z + 1
*
0 | 0.16370324730203998637546325891647298844 | 0.029299438294359316480825417898389339222
f(z) = -86/95*z^3 + 267/190*z + 1
*
-22/17 | 0.22419224131129644726811734812238026624 | 0.029344061115732448507928789845428635701
f(z) = -85/88*z^3 + 260/187*z + 1
*
-22/19 | 0.22625213230385219720304381198724718315 | 0.029411775603575914047983256997039327296
f(z) = -95/88*z^3 + 274/209*z + 1
*
-6/5 | 0.13709162154264641264166179617282537816 | 0.021776938656967843050529861253458036317
f(z) = -85/84*z^3 + 271/210*z + 1
*
[ 10/9 ] 
f(z) = -81/92*z^3 + 273/230*z + 1
*
51/14 | 0.19585749697155529040835285767887471905 | 0.024973313952573579784070591380578517421
f(z) = -98/81*z^3 + 283/18*z + 1
*
[ -27/10 ] 
f(z) = -100/81*z^3 + 280/27*z + 1
*
[ 10/3 ] 
f(z) = -99/80*z^3 + 289/20*z + 1
*
[ 3 ] 
f(z) = -92/99*z^3 + 298/33*z + 1
*
[ 3 ] 
f(z) = -91/90*z^3 + 293/30*z + 1
*
[ 3 ] 
f(z) = -91/99*z^3 + 295/33*z + 1
*
[ 3 ] 
f(z) = -89/90*z^3 + 287/30*z + 1
*
[ 3 ] 
f(z) = -89/99*z^3 + 289/33*z + 1
*
[ 3 ] 
f(z) = -86/99*z^3 + 280/33*z + 1
*
[ -3 ] 
f(z) = -85/99*z^3 + 299/33*z + 1
*
[ -3 ] 
f(z) = -83/90*z^3 + 289/30*z + 1
*
[ -3 ] 
f(z) = -83/99*z^3 + 293/33*z + 1
*
[ -3 ] 
f(z) = -82/99*z^3 + 290/33*z + 1
*
9/28 | 0.23292212115577895103225790007504719415 | 0.029620098004497386412284159163492664298
f(z) = -98/81*z^3 + 289/72*z + 1
*
2 | 0.17242081842843951523300445747656587439 | 0.024447417844096817215822321663195998299
f(z) = -93/80*z^3 + 289/60*z + 1
*
[ -14/9 ] 
f(z) = -81/88*z^3 + 298/77*z + 1
*
[ -1/2 ] 
f(z) = -100/87*z^3 + 286/87*z + 1
*
[ -1/2 ] 
f(z) = -100/89*z^3 + 292/89*z + 1
*
[ -1 ] 
f(z) = -100/91*z^3 + 282/91*z + 1
*
[ -1/2 ] 
f(z) = -100/91*z^3 + 298/91*z + 1
*
[ -3/5 ] 
f(z) = -100/93*z^3 + 284/93*z + 1
*
[ -1 ] 
f(z) = -100/93*z^3 + 286/93*z + 1
*
[ -1 ] 
f(z) = -100/97*z^3 + 294/97*z + 1
*
[ -9/10 ] 
f(z) = -100/99*z^3 + 290/99*z + 1
*
[ -1 ] 
f(z) = -100/99*z^3 + 298/99*z + 1
*
[ -1 ] 
f(z) = -99/91*z^3 + 281/91*z + 1
*
[ -1 ] 
f(z) = -99/92*z^3 + 283/92*z + 1
*
[ -1 ] 
f(z) = -99/94*z^3 + 287/94*z + 1
*
[ -1 ] 
f(z) = -99/95*z^3 + 289/95*z + 1
*
[ -1 ] 
f(z) = -99/97*z^3 + 293/97*z + 1
*
[ -2/3 ] 
f(z) = -99/98*z^3 + 289/98*z + 1
*
[ -1 ] 
f(z) = -99/98*z^3 + 295/98*z + 1
*
[ -15/14 ] 
f(z) = -98/81*z^3 + 299/90*z + 1
*
[ -1 ] 
f(z) = -98/93*z^3 + 284/93*z + 1
*
[ -1 ] 
f(z) = -98/95*z^3 + 288/95*z + 1
*
[ -1 ] 
f(z) = -98/97*z^3 + 292/97*z + 1
*
[ -1 ] 
f(z) = -98/99*z^3 + 296/99*z + 1
*
[ -2/3 ] 
f(z) = -97/88*z^3 + 296/99*z + 1
*
[ -1 ] 
f(z) = -97/92*z^3 + 281/92*z + 1
*
[ -1 ] 
f(z) = -97/93*z^3 + 283/93*z + 1
*
[ -1 ] 
f(z) = -97/94*z^3 + 285/94*z + 1
*
[ -1 ] 
f(z) = -97/95*z^3 + 287/95*z + 1
*
[ -1 ] 
f(z) = -97/96*z^3 + 289/96*z + 1
*
[ -1 ] 
f(z) = -97/98*z^3 + 293/98*z + 1
*
[ -1 ] 
f(z) = -97/99*z^3 + 295/99*z + 1
*
[ -1/2 ] 
f(z) = -96/89*z^3 + 291/89*z + 1
*
[ -1/2 ] 
f(z) = -96/91*z^3 + 297/91*z + 1
*
[ -1 ] 
f(z) = -96/95*z^3 + 286/95*z + 1
*
[ -1 ] 
f(z) = -96/97*z^3 + 290/97*z + 1
*
[ -2/3 ] 
f(z) = -95/88*z^3 + 295/99*z + 1
*
[ -1 ] 
f(z) = -95/93*z^3 + 281/93*z + 1
*
[ -1 ] 
f(z) = -95/94*z^3 + 283/94*z + 1
*
[ -1 ] 
f(z) = -95/96*z^3 + 287/96*z + 1
*
[ -1 ] 
f(z) = -95/97*z^3 + 289/97*z + 1
*
[ -1 ] 
f(z) = -95/98*z^3 + 291/98*z + 1
*
[ -1 ] 
f(z) = -95/99*z^3 + 293/99*z + 1
*
[ -1 ] 
f(z) = -94/93*z^3 + 280/93*z + 1
*
[ -1 ] 
f(z) = -94/95*z^3 + 284/95*z + 1
*
[ -1 ] 
f(z) = -94/97*z^3 + 288/97*z + 1
*
[ -1 ] 
f(z) = -94/99*z^3 + 292/99*z + 1
*
[ -1 ] 
f(z) = -93/94*z^3 + 281/94*z + 1
*
[ -1 ] 
f(z) = -93/95*z^3 + 283/95*z + 1
*
[ -1 ] 
f(z) = -93/97*z^3 + 287/97*z + 1
*
[ -1 ] 
f(z) = -93/98*z^3 + 289/98*z + 1
*
[ -1/2 ] 
f(z) = -92/87*z^3 + 284/87*z + 1
*
[ -1/2 ] 
f(z) = -92/89*z^3 + 290/89*z + 1
*
[ -1/2 ] 
f(z) = -92/91*z^3 + 296/91*z + 1
*
[ -1 ] 
f(z) = -92/95*z^3 + 282/95*z + 1
*
[ -1 ] 
f(z) = -92/97*z^3 + 286/97*z + 1
*
[ -1 ] 
f(z) = -92/99*z^3 + 290/99*z + 1
*
[ -2/3 ] 
f(z) = -91/88*z^3 + 293/99*z + 1
*
[ -1 ] 
f(z) = -91/95*z^3 + 281/95*z + 1
*
[ -1 ] 
f(z) = -91/96*z^3 + 283/96*z + 1
*
[ -1 ] 
f(z) = -91/97*z^3 + 285/97*z + 1
*
[ -1 ] 
f(z) = -91/99*z^3 + 289/99*z + 1
*
[ -1 ] 
f(z) = -90/97*z^3 + 284/97*z + 1
*
[ -2/3 ] 
f(z) = -89/88*z^3 + 292/99*z + 1
*
[ -1 ] 
f(z) = -89/96*z^3 + 281/96*z + 1
*
[ -1 ] 
f(z) = -89/97*z^3 + 283/97*z + 1
*
[ -1 ] 
f(z) = -89/98*z^3 + 285/98*z + 1
*
[ -1 ] 
f(z) = -89/99*z^3 + 287/99*z + 1
*
[ -9/11 ] 
f(z) = -88/81*z^3 + 292/99*z + 1
*
[ -1/2 ] 
f(z) = -88/87*z^3 + 283/87*z + 1
*
[ -1/2 ] 
f(z) = -88/89*z^3 + 289/89*z + 1
*
[ -1/2 ] 
f(z) = -88/91*z^3 + 295/91*z + 1
*
[ -1 ] 
f(z) = -88/97*z^3 + 282/97*z + 1
*
[ -1 ] 
f(z) = -87/97*z^3 + 281/97*z + 1
*
[ -1 ] 
f(z) = -87/98*z^3 + 283/98*z + 1
*
-2 | 0.083577595190757708459775473035039386463 | 0.014661595034620233453125324575377463524
f(z) = -87/98*z^3 + 299/98*z + 1
*
[ -1 ] 
f(z) = -86/97*z^3 + 280/97*z + 1
*
[ -1 ] 
f(z) = -86/99*z^3 + 284/99*z + 1
*
-2 | 0.083422921190467449808354916156973399531 | 0.014634461356635546928499823588164646315
f(z) = -85/82*z^3 + 299/82*z + 1
*
-2 | 0.083357970436154029729239450572698736119 | 0.014640304180815023643507644061048986594
f(z) = -85/86*z^3 + 297/86*z + 1
*
[ -2/3 ] 
f(z) = -85/88*z^3 + 290/99*z + 1
*
-2 | 0.083190675169136855012622295604815082361 | 0.014645800558432799318081011444649337567
f(z) = -85/94*z^3 + 293/94*z + 1
*
[ -1 ] 
f(z) = -85/98*z^3 + 281/98*z + 1
*
-2 | 0.083085531329896053128312985014568018779 | 0.014644949250586138681787683280007746668
f(z) = -85/98*z^3 + 291/98*z + 1
*
[ -1 ] 
f(z) = -85/99*z^3 + 283/99*z + 1
*
[ -1/2 ] 
f(z) = -84/89*z^3 + 288/89*z + 1
*
-2 | 0.082951612371840711227823602246694619476 | 0.014621344221972616910686229134504010989
f(z) = -83/82*z^3 + 291/82*z + 1
*
-2 | 0.082877898799931218830186115318984674877 | 0.014626130957239832082147873958551636010
f(z) = -83/86*z^3 + 289/86*z + 1
*
[ -2/3 ] 
f(z) = -83/88*z^3 + 289/99*z + 1
*
-2 | 0.069229550375280317113699154753495763028 | 0.012232488368370685079329099669458411406
f(z) = -83/90*z^3 + 287/90*z + 1
*
-2 | 0.082691799806056530050760480297445981848 | 0.014629271665784306467735160819454768432
f(z) = -83/94*z^3 + 285/94*z + 1
*
-2 | 0.082576019404939367662135100130790798588 | 0.014627011980116535886773844293712048868
f(z) = -83/98*z^3 + 283/98*z + 1
*
[ -1 ] 
f(z) = -83/99*z^3 + 281/99*z + 1
*
[ -1 ] 
f(z) = -82/99*z^3 + 280/99*z + 1
*
[ 16/9 ] 
f(z) = -81/80*z^3 + 291/80*z + 1
*
-2 | 0.082463806593242524465627606634891900435 | 0.014607135287671923957573440643343968024
f(z) = -81/82*z^3 + 283/82*z + 1
*
-2 | 0.082382948208269504362791795162728219208 | 0.014611168158033637324347449183849559047
f(z) = -81/86*z^3 + 281/86*z + 1
*
[ -11/9 ] 
f(z) = -81/88*z^3 + 281/88*z + 1
*
[ -22/27 ] 
f(z) = -81/88*z^3 + 281/99*z + 1
*
[ -2/3 ] 
f(z) = -81/98*z^3 + 281/98*z + 1
*
[ 4/3 ] 
f(z) = -93/88*z^3 + 281/132*z + 1
*
2 | 0.093998111459698180730325234511389955807 | 0.013301995446513261921977614523636239324
f(z) = -85/96*z^3 + 293/120*z + 1
*
[ 3/2 ] 
f(z) = -85/99*z^3 + 299/132*z + 1
*
[ 3/2 ] 
f(z) = -83/90*z^3 + 289/120*z + 1
*
[ 3/2 ] 
f(z) = -83/99*z^3 + 293/132*z + 1
*
[ 14/11 ] 
f(z) = -99/98*z^3 + 285/154*z + 1
*
-10/7 | 0.14653424465551892385510354810192217786 | 0.020838969931224980425118180008093136727
f(z) = -91/80*z^3 + 283/140*z + 1
*
-14/9 | 0.10213532852535245338437273431982231861 | 0.014453520968396025651678566980868828959
f(z) = -81/80*z^3 + 293/140*z + 1
*
[ 6/5 ] 
f(z) = -95/88*z^3 + 284/165*z + 1
*
[ 10/9 ] 
f(z) = -99/80*z^3 + 293/180*z + 1
*
0 | 0.16510949427980289733920457803856614703 | 0.029102782708541185615877623021533130801
f(z) = -98/95*z^3 + 291/190*z + 1
*
0 | 0.16394855105336358039689303476363442536 | 0.028968825203978178641529266266956155550
f(z) = -96/95*z^3 + 287/190*z + 1
*
[ 9/14 ] 
f(z) = -98/117*z^3 - 49/234*z + 1
*
[ 2/3 ] 
f(z) = -81/113*z^3 - 41/226*z + 1
*
[ 2/3 ] 
f(z) = -81/115*z^3 - 43/230*z + 1
*
[ 2/3 ] 
f(z) = -81/119*z^3 - 47/238*z + 1
*
[ 2/3 ] 
f(z) = -85/112*z^3 - 41/252*z + 1
*
[ 2/3 ] 
f(z) = -83/112*z^3 - 43/252*z + 1
*
[ 2/3 ] 
f(z) = -81/118*z^3 - 23/118*z + 1
*
[ 2/3 ] 
f(z) = -93/116*z^3 - 25/174*z + 1
*
[ 2/3 ] 
f(z) = -99/109*z^3 - 21/218*z + 1
*
[ 2/3 ] 
f(z) = -90/101*z^3 - 21/202*z + 1
*
[ 2/3 ] 
f(z) = -90/103*z^3 - 23/206*z + 1
*
[ 2/3 ] 
f(z) = -90/107*z^3 - 27/214*z + 1
*
[ 2/3 ] 
f(z) = -90/109*z^3 - 29/218*z + 1
*
[ 2/3 ] 
f(z) = -81/101*z^3 - 29/202*z + 1
*
[ 2/3 ] 
f(z) = -81/103*z^3 - 31/206*z + 1
*
[ 2/3 ] 
f(z) = -81/107*z^3 - 35/214*z + 1
*
[ 2/3 ] 
f(z) = -81/109*z^3 - 37/218*z + 1
*
[ 2/3 ] 
f(z) = -99/113*z^3 - 25/226*z + 1
*
[ 2/3 ] 
f(z) = -99/115*z^3 - 27/230*z + 1
*
[ 2/3 ] 
f(z) = -99/119*z^3 - 31/238*z + 1
*
[ 2/3 ] 
f(z) = -90/113*z^3 - 33/226*z + 1
*
[ 2/3 ] 
f(z) = -90/119*z^3 - 39/238*z + 1
*
[ 2/3 ] 
f(z) = -97/112*z^3 - 29/252*z + 1
*
[ 2/3 ] 
f(z) = -95/112*z^3 - 31/252*z + 1
*
[ 2/3 ] 
f(z) = -89/112*z^3 - 37/252*z + 1
*
[ 2/3 ] 
f(z) = -99/104*z^3 - 1/13*z + 1
*
[ 2/3 ] 
f(z) = -81/104*z^3 - 2/13*z + 1
*
[ 2/3 ] 
f(z) = -99/112*z^3 - 3/28*z + 1
*
[ 2/3 ] 
f(z) = -93/104*z^3 - 4/39*z + 1
*
[ 2/3 ] 
f(z) = -87/104*z^3 - 5/39*z + 1
*
[ 2/3 ] 
f(z) = -81/112*z^3 - 5/28*z + 1
*
[ 2/3 ] 
f(z) = -99/100*z^3 - 3/50*z + 1
*
[ 2/3 ] 
f(z) = -99/116*z^3 - 7/58*z + 1
*
[ 2/3 ] 
f(z) = -81/100*z^3 - 7/50*z + 1
*
[ 2/3 ] 
f(z) = -81/116*z^3 - 11/58*z + 1
*
[ 2/3 ] 
f(z) = -93/112*z^3 - 11/84*z + 1
*
[ 2/3 ] 
f(z) = -87/112*z^3 - 13/84*z + 1
*
[ 7/10 ] 
f(z) = -100/119*z^3 - 2/119*z + 1
*
[ 2/3 ] 
f(z) = -99/106*z^3 - 9/106*z + 1
*
[ 2/3 ] 
f(z) = -99/118*z^3 - 15/118*z + 1
*
[ 2/3 ] 
f(z) = -97/104*z^3 - 10/117*z + 1
*
[ 2/3 ] 
f(z) = -95/104*z^3 - 11/117*z + 1
*
[ 2/3 ] 
f(z) = -89/104*z^3 - 14/117*z + 1
*
[ 2/3 ] 
f(z) = -85/104*z^3 - 16/117*z + 1
*
[ 2/3 ] 
f(z) = -83/104*z^3 - 17/117*z + 1
*
[ 2/3 ] 
f(z) = -81/106*z^3 - 17/106*z + 1
*
[ 2/3 ] 
f(z) = -93/100*z^3 - 13/150*z + 1
*
[ 2/3 ] 
f(z) = -87/100*z^3 - 17/150*z + 1
*
[ 2/3 ] 
f(z) = -99/101*z^3 - 13/202*z + 1
*
[ 2/3 ] 
f(z) = -99/103*z^3 - 15/206*z + 1
*
[ 2/3 ] 
f(z) = -99/107*z^3 - 19/214*z + 1
*
[ 12/17 ] 
f(z) = -85/108*z^3 - 5/204*z + 1
*
[ 6/5 ] 
f(z) = -85/108*z^3 + 13/10*z + 1
*
[ 10/9 ] 
f(z) = -81/100*z^3 + 11/10*z + 1
*
[ 6/7 ] 
f(z) = -91/108*z^3 + 19/42*z + 1
*
[ 3/4 ] 
f(z) = -97/108*z^3 + 11/64*z + 1
*
[ 3/4 ] 
f(z) = -91/108*z^3 + 9/64*z + 1
*
[ 3/4 ] 
f(z) = -88/117*z^3 + 7/78*z + 1
*
[ 3/4 ] 
f(z) = -85/108*z^3 + 7/64*z + 1
*
[ 5/7 ] 
f(z) = -98/115*z^3 + 4/115*z + 1
*
[ 7/9 ] 
f(z) = -81/112*z^3 + 17/112*z + 1
*
[ 7/9 ] 
f(z) = -81/119*z^3 + 15/119*z + 1
*
[ 3/4 ] 
f(z) = -92/117*z^3 + 17/156*z + 1
*
[ 5/7 ] 
f(z) = -91/100*z^3 + 9/140*z + 1
*
[ 3/4 ] 
f(z) = -83/108*z^3 + 19/192*z + 1
*
[ 20/27 ] 
f(z) = -81/100*z^3 + 17/180*z + 1
*
[ -2/3 ] 
f(z) = -99/104*z^3 + 38/13*z + 1
*
[ 3 ] 
f(z) = -97/108*z^3 + 35/4*z + 1
*
[ -6/5 ] 
f(z) = -95/108*z^3 + 31/10*z + 1
*
[ -3 ] 
f(z) = -95/108*z^3 + 37/4*z + 1
*
[ 3/2 ] 
f(z) = -95/108*z^3 + 37/16*z + 1
*
[ 3 ] 
f(z) = -91/108*z^3 + 33/4*z + 1
*
[ -6/7 ] 
f(z) = -91/108*z^3 + 39/14*z + 1
*
-2 | 0.096735029662204166722807173382101369722 | 0.016920510921857205122286662961775376572
f(z) = -89/104*z^3 + 38/13*z + 1
*
[ -3 ] 
f(z) = -89/108*z^3 + 35/4*z + 1
*
[ 3/2 ] 
f(z) = -89/108*z^3 + 35/16*z + 1
*
-2 | 0.096244007167542682430357641219927894234 | 0.016913519776752873107546728164971667323
f(z) = -87/104*z^3 + 37/13*z + 1
*
-2 | 0.095733406922493196244807288008604343386 | 0.016905187182269547615415252096104164466
f(z) = -85/104*z^3 + 36/13*z + 1
*
[ 3 ] 
f(z) = -85/108*z^3 + 31/4*z + 1
*
-2 | 0.095200888638332287405169691526397950610 | 0.016895198462208275940320246376222370107
f(z) = -83/104*z^3 + 35/13*z + 1
*
[ -3 ] 
f(z) = -83/108*z^3 + 33/4*z + 1
*
[ 3/2 ] 
f(z) = -83/108*z^3 + 33/16*z + 1
*
[ -10/9 ] 
f(z) = -81/100*z^3 + 29/10*z + 1
*
-2 | 0.094643558622533248660413335915493298311 | 0.016883143126219662636411533154986858515
f(z) = -81/104*z^3 + 34/13*z + 1
*
[ -2/3 ] 
f(z) = -81/104*z^3 + 37/13*z + 1
*
-2/3 | 0.10810774564846625770312134707037570184 | 0.022911470066494630283352775945561364587
f(z) = -99/112*z^3 + 25/28*z + 1
*
-4/3 | 0.11381182611346221404865486676771776272 | 0.022775063351017957662962274178624653750
f(z) = -99/112*z^3 + 37/28*z + 1
*
-2/3 | 0.12522101848419108379688967315699758786 | 0.026538316930829625135707177451484987371
f(z) = -81/112*z^3 + 23/28*z + 1
*
[ 12/13 ] 
f(z) = -91/108*z^3 + 33/52*z + 1
*
[ 8/9 ] 
f(z) = -81/112*z^3 + 25/56*z + 1
*
[ 6/7 ] 
f(z) = -98/117*z^3 + 35/78*z + 1
*
[ 5/6 ] 
f(z) = -99/100*z^3 + 39/80*z + 1
*
[ 6/7 ] 
f(z) = -83/108*z^3 + 39/98*z + 1
*
[ 5/6 ] 
f(z) = -81/100*z^3 + 29/80*z + 1
*
[ 10/13 ] 
f(z) = -91/100*z^3 + 31/130*z + 1
*
[ 3/4 ] 
f(z) = -100/117*z^3 + 23/156*z + 1
*
[ 4/5 ] 
f(z) = -85/112*z^3 + 33/140*z + 1
*
[ 3/4 ] 
f(z) = -95/108*z^3 + 31/192*z + 1
*
[ 3/4 ] 
f(z) = -89/108*z^3 + 25/192*z + 1
*
[ 3/4 ] 
f(z) = -88/105*z^3 + 29/210*z + 1
*
[ 3/4 ] 
f(z) = -88/111*z^3 + 25/222*z + 1
*
-2 | 0.098954198823450021574256261764177249096 | 0.016942350623159241658853474634919198000
f(z) = -99/104*z^3 + 43/13*z + 1
*
[ 2 ] 
f(z) = -99/104*z^3 + 56/13*z + 1
*
-2 | 0.098537540259532513414490446792219266515 | 0.016939256883678978268678045226867456297
f(z) = -97/104*z^3 + 42/13*z + 1
*
[ 2 ] 
f(z) = -97/104*z^3 + 55/13*z + 1
*
[ -3/2 ] 
f(z) = -97/108*z^3 + 59/16*z + 1
*
-2 | 0.098108389224553650353503780573695798097 | 0.016935639350572699474239269915758667227
f(z) = -95/104*z^3 + 41/13*z + 1
*
[ 2 ] 
f(z) = -95/104*z^3 + 54/13*z + 1
*
-2 | 0.097665732815861844121047423155039240265 | 0.016931397002191652711051598331363464216
f(z) = -93/104*z^3 + 40/13*z + 1
*
[ 2 ] 
f(z) = -93/104*z^3 + 53/13*z + 1
*
[ -3/2 ] 
f(z) = -91/108*z^3 + 57/16*z + 1
*
[ 2 ] 
f(z) = -89/104*z^3 + 51/13*z + 1
*
[ 2 ] 
f(z) = -87/104*z^3 + 50/13*z + 1
*
[ 2 ] 
f(z) = -85/104*z^3 + 49/13*z + 1
*
[ -3/2 ] 
f(z) = -85/108*z^3 + 55/16*z + 1
*
[ -6 ] 
f(z) = -85/108*z^3 + 59/2*z + 1
*
[ 2 ] 
f(z) = -83/104*z^3 + 48/13*z + 1
*
[ 6 ] 
f(z) = -83/108*z^3 + 57/2*z + 1
*
[ 2 ] 
f(z) = -81/104*z^3 + 47/13*z + 1
*
[ 4/3 ] 
f(z) = -99/112*z^3 + 51/28*z + 1
*
[ 6/5 ] 
f(z) = -95/108*z^3 + 43/30*z + 1
*
[ -3/5 ] 
f(z) = -85/108*z^3 + 59/20*z + 1
*
[ 5/3 ] 
f(z) = -81/100*z^3 + 53/20*z + 1
*
[ 14/9 ] 
f(z) = -81/112*z^3 + 59/28*z + 1
*
[ 6/7 ] 
f(z) = -95/108*z^3 + 47/98*z + 1
*
[ 6/7 ] 
f(z) = -89/108*z^3 + 43/98*z + 1
*
4/3 | 0.16604565245920300120428753472939787621 | 0.028544349229911108041183555688972221738
f(z) = -87/112*z^3 + 53/84*z + 1
*
[ 8/9 ] 
f(z) = -81/104*z^3 + 51/104*z + 1
*
[ 26/33 ] 
f(z) = -99/104*z^3 + 46/143*z + 1
*
[ 4/5 ] 
f(z) = -95/112*z^3 + 41/140*z + 1
*
[ -2 ] 
f(z) = -99/104*z^3 + 69/13*z + 1
*
[ -2 ] 
f(z) = -97/104*z^3 + 68/13*z + 1
*
[ -6 ] 
f(z) = -97/108*z^3 + 67/2*z + 1
*
[ -2 ] 
f(z) = -95/104*z^3 + 67/13*z + 1
*
[ 6 ] 
f(z) = -95/108*z^3 + 65/2*z + 1
*
[ -2 ] 
f(z) = -93/104*z^3 + 66/13*z + 1
*
[ -6 ] 
f(z) = -91/108*z^3 + 63/2*z + 1
*
[ -2 ] 
f(z) = -89/104*z^3 + 64/13*z + 1
*
[ 6 ] 
f(z) = -89/108*z^3 + 61/2*z + 1
*
[ -2 ] 
f(z) = -87/104*z^3 + 63/13*z + 1
*
[ -2 ] 
f(z) = -85/104*z^3 + 62/13*z + 1
*
[ -2 ] 
f(z) = -83/104*z^3 + 61/13*z + 1
*
[ -2 ] 
f(z) = -81/104*z^3 + 60/13*z + 1
*
[ -2/9 ] 
f(z) = -81/104*z^3 + 72/13*z + 1
*
[ 5/3 ] 
f(z) = -99/100*z^3 + 63/20*z + 1
*
-2 | 0.097454493577832154540904863650511715064 | 0.016931698808154168355664343376921616610
f(z) = -93/112*z^3 + 79/28*z + 1
*
-2 | 0.096475648873783076412064941601492633316 | 0.016914328220344378496771446246249928186
f(z) = -89/112*z^3 + 75/28*z + 1
*
[ 3/2 ] 
f(z) = -88/117*z^3 + 79/39*z + 1
*
-2 | 0.095954599346048179837291823901952584376 | 0.016903075716918926747322342570081533602
f(z) = -87/112*z^3 + 73/28*z + 1
*
-2 | 0.095408629602896709152233472680276978352 | 0.016889549426225231046819108679325732412
f(z) = -85/112*z^3 + 71/28*z + 1
*
-2 | 0.094833883435400169127936143135462924941 | 0.016873152947836859937908815321105787829
f(z) = -83/112*z^3 + 69/28*z + 1
*
[ -5/9 ] 
f(z) = -81/100*z^3 + 61/20*z + 1
*
[ -5/3 ] 
f(z) = -81/100*z^3 + 77/20*z + 1
*
[ 6/5 ] 
f(z) = -97/108*z^3 + 73/50*z + 1
*
[ 6/5 ] 
f(z) = -91/108*z^3 + 69/50*z + 1
*
[ 10/9 ] 
f(z) = -81/104*z^3 + 69/65*z + 1
*
4/3 | 0.15536864542235879852361022346928393007 | 0.026708900887385066402315710800519752820
f(z) = -93/112*z^3 + 61/84*z + 1
*
-2/3 | 0.10810721933441729720694568462578026075 | 0.018584348203361670422600031969563164939
f(z) = -93/112*z^3 + 73/84*z + 1
*
-2/3 | 0.11000892193573766327173286880400534925 | 0.018911263496713636411740209184257008453
f(z) = -87/112*z^3 + 71/84*z + 1
*
[ 9/10 ] 
f(z) = -100/117*z^3 + 68/117*z + 1
*
[ 10/11 ] 
f(z) = -99/100*z^3 + 79/110*z + 1
*
[ 4/5 ] 
f(z) = -85/104*z^3 + 71/260*z + 1
*
[ 3 ] 
f(z) = -89/108*z^3 + 97/12*z + 1
*
[ 3 ] 
f(z) = -83/108*z^3 + 91/12*z + 1
*
[ 10/3 ] 
f(z) = -81/100*z^3 + 97/10*z + 1
*
[ 26/9 ] 
f(z) = -81/104*z^3 + 93/13*z + 1
*
[ 3/2 ] 
f(z) = -100/117*z^3 + 88/39*z + 1
*
[ -5/3 ] 
f(z) = -99/100*z^3 + 87/20*z + 1
*
[ -2/3 ] 
f(z) = -99/112*z^3 + 81/28*z + 1
*
-2 | 0.098795010459657522013137889977352579967 | 0.016949036230700366167616841459123598448
f(z) = -99/112*z^3 + 85/28*z + 1
*
[ -4/3 ] 
f(z) = -99/112*z^3 + 93/28*z + 1
*
-2 | 0.098363077556475048098099961505420669734 | 0.016944149978107094509156233724927871056
f(z) = -97/112*z^3 + 83/28*z + 1
*
-2 | 0.097916701652526082143639977159387171235 | 0.016938426931592599600047333110947408467
f(z) = -95/112*z^3 + 81/28*z + 1
*
[ 3/2 ] 
f(z) = -92/117*z^3 + 82/39*z + 1
*
[ 12/7 ] 
f(z) = -91/108*z^3 + 81/28*z + 1
*
[ -6/13 ] 
f(z) = -91/108*z^3 + 87/26*z + 1
*
[ -6/5 ] 
f(z) = -85/108*z^3 + 89/30*z + 1
*
[ 2 ] 
f(z) = -85/112*z^3 + 99/28*z + 1
*
[ 2 ] 
f(z) = -83/112*z^3 + 97/28*z + 1
*
[ 20/9 ] 
f(z) = -81/100*z^3 + 91/20*z + 1
*
[ -4/3 ] 
f(z) = -81/112*z^3 + 85/28*z + 1
*
-2/9 | 0.11570892210229932342338752038669593920 | 0.019344743235568653148509910979664874518
f(z) = -81/112*z^3 + 99/28*z + 1
*
[ 4/3 ] 
f(z) = -81/104*z^3 + 85/52*z + 1
*
-4/3 | 0.12522229724926513608150342634301128149 | 0.021080587060838834231273646375893832731
f(z) = -87/112*z^3 + 95/84*z + 1
*
[ 26/27 ] 
f(z) = -81/104*z^3 + 80/117*z + 1
*
[ 8/9 ] 
f(z) = -81/116*z^3 + 99/232*z + 1
*
[ 5/6 ] 
f(z) = -87/100*z^3 + 97/240*z + 1
*
[ 4/5 ] 
f(z) = -95/104*z^3 + 87/260*z + 1
*
[ 10/3 ] 
f(z) = -99/100*z^3 + 117/10*z + 1
*
[ -3 ] 
f(z) = -97/108*z^3 + 113/12*z + 1
*
[ 3 ] 
f(z) = -95/108*z^3 + 103/12*z + 1
*
[ -3 ] 
f(z) = -91/108*z^3 + 107/12*z + 1
*
[ -3 ] 
f(z) = -85/108*z^3 + 101/12*z + 1
*
[ -10/3 ] 
f(z) = -81/100*z^3 + 103/10*z + 1
*
[ -26/9 ] 
f(z) = -81/104*z^3 + 102/13*z + 1
*
[ -3/5 ] 
f(z) = -100/117*z^3 + 116/39*z + 1
*
[ 2 ] 
f(z) = -99/112*z^3 + 113/28*z + 1
*
[ 2 ] 
f(z) = -97/112*z^3 + 111/28*z + 1
*
[ 12/5 ] 
f(z) = -95/108*z^3 + 113/20*z + 1
*
[ 2 ] 
f(z) = -95/112*z^3 + 109/28*z + 1
*
[ -2/3 ] 
f(z) = -93/104*z^3 + 113/39*z + 1
*
[ 2 ] 
f(z) = -93/112*z^3 + 107/28*z + 1
*
[ 2 ] 
f(z) = -89/112*z^3 + 103/28*z + 1
*
[ -2/3 ] 
f(z) = -87/104*z^3 + 112/39*z + 1
*
[ 2 ] 
f(z) = -87/112*z^3 + 101/28*z + 1
*
[ -20/9 ] 
f(z) = -81/100*z^3 + 109/20*z + 1
*
[ 4/3 ] 
f(z) = -99/104*z^3 + 101/52*z + 1
*
[ 3/2 ] 
f(z) = -97/108*z^3 + 113/48*z + 1
*
[ 3/2 ] 
f(z) = -91/108*z^3 + 107/48*z + 1
*
[ 3/2 ] 
f(z) = -85/108*z^3 + 101/48*z + 1
*
[ 6/5 ] 
f(z) = -100/117*z^3 + 109/78*z + 1
*
[ 10/9 ] 
f(z) = -99/100*z^3 + 119/90*z + 1
*
-4/3 | 0.15945206329774111764107126377755631481 | 0.026482551892938152911065340426716080645
f(z) = -93/112*z^3 + 103/84*z + 1
*
-4/5 | 0.16276227660853811936098079653647975984 | 0.025721223547467024984895559685128779335
f(z) = -95/112*z^3 + 111/140*z + 1
*
-4/5 | 0.12374602613761381514635016698613706738 | 0.019555509223132205430276883786675682149
f(z) = -85/112*z^3 + 103/140*z + 1
*
0 | 0.16013179216715666146372125187566333015 | 0.027613249469981661093470160161462586177
f(z) = -87/110*z^3 + 103/165*z + 1
*
[ 8/9 ] 
f(z) = -81/100*z^3 + 103/200*z + 1
*
[ 6/7 ] 
f(z) = -98/111*z^3 + 107/222*z + 1
*
[ 7/8 ] 
f(z) = -96/119*z^3 + 113/238*z + 1
*
[ 5/6 ] 
f(z) = -93/100*z^3 + 107/240*z + 1
*
[ -10/3 ] 
f(z) = -99/100*z^3 + 123/10*z + 1
*
[ -3/7 ] 
f(z) = -98/117*z^3 + 136/39*z + 1
*
[ -2 ] 
f(z) = -97/112*z^3 + 139/28*z + 1
*
[ -2 ] 
f(z) = -95/112*z^3 + 137/28*z + 1
*
[ -2 ] 
f(z) = -93/112*z^3 + 135/28*z + 1
*
[ -3/2 ] 
f(z) = -92/117*z^3 + 134/39*z + 1
*
[ -2 ] 
f(z) = -89/112*z^3 + 131/28*z + 1
*
[ -3/2 ] 
f(z) = -88/117*z^3 + 131/39*z + 1
*
[ -2 ] 
f(z) = -87/112*z^3 + 129/28*z + 1
*
[ -2 ] 
f(z) = -85/112*z^3 + 127/28*z + 1
*
[ -2 ] 
f(z) = -83/112*z^3 + 125/28*z + 1
*
-20/9 | 0.18409144009795195559670785200008088029 | 0.029778212832040314928782655210130842245
f(z) = -81/112*z^3 + 121/28*z + 1
*
[ -2 ] 
f(z) = -81/112*z^3 + 123/28*z + 1
*
22/9 | 0.14036499682805603140868150361748907448 | 0.022310014197493173693519281079595680309
f(z) = -81/112*z^3 + 135/28*z + 1
*
-2 | 0.081468555034679806527450598606548934436 | 0.014476552949964341791593627318529421644
f(z) = -83/108*z^3 + 139/54*z + 1
*
-2 | 0.094600785103349386597318235093098179989 | 0.016853487629417921905067050295710784441
f(z) = -83/116*z^3 + 137/58*z + 1
*
-2 | 0.094807465289716810048390997846866941376 | 0.016890308486246792286969633347181946269
f(z) = -81/100*z^3 + 137/50*z + 1
*
-4/9 | 0.15317149660010951990576402912390300954 | 0.027741117591648768381355885257138071645
f(z) = -81/104*z^3 + 125/52*z + 1
*
-2 | 0.093955226388221373422765180660178482699 | 0.016827310558162095650944924406194401995
f(z) = -81/116*z^3 + 133/58*z + 1
*
-6/7 | 0.17057711341502199336318149554589773775 | 0.028273607759605893178915274882565076626
f(z) = -98/117*z^3 + 139/78*z + 1
*
-5/3 | 0.17890383488518912368854224876757841667 | 0.027588881777351541902619864664417048182
f(z) = -93/100*z^3 + 131/60*z + 1
*
-5/3 | 0.17884156869532327079952921776272930625 | 0.027921184992409234158398206098950508102
f(z) = -87/100*z^3 + 121/60*z + 1
*
-12/17 | 0.23894570527601351052108635098003351820 | 0.029470286121851121055919529388727850639
f(z) = -85/108*z^3 + 123/68*z + 1
*
[ 4/3 ] 
f(z) = -87/112*z^3 + 137/84*z + 1
*
3/2 | 0.11804195493698829787371782698183830330 | 0.023992360278738199894479514426201746777
f(z) = -92/105*z^3 + 137/105*z + 1
*
[ 10/9 ] 
f(z) = -81/112*z^3 + 139/140*z + 1
*
1/5 | 0.15164164492059299100772605838662491888 | 0.027797015375262645543936196831832729370
f(z) = -100/117*z^3 + 125/234*z + 1
*
[ 6/7 ] 
f(z) = -85/108*z^3 + 121/294*z + 1
*
[ -3/2 ] 
f(z) = -100/117*z^3 + 140/39*z + 1
*
[ -2 ] 
f(z) = -99/112*z^3 + 141/28*z + 1
*
[ -2/9 ] 
f(z) = -81/112*z^3 + 155/28*z + 1
*
[ -2/3 ] 
f(z) = -99/100*z^3 + 147/50*z + 1
*
-2 | 0.097325902031807152204354444399907699915 | 0.016928030884365127662190919119986056206
f(z) = -93/116*z^3 + 157/58*z + 1
*
-2 | 0.097303429958378345211877869482038403824 | 0.016924122285060142599668151389104060821
f(z) = -91/100*z^3 + 157/50*z + 1
*
-2 | 0.083536381860669596063650101807179171430 | 0.014562072528464042196434460602262841496
f(z) = -91/108*z^3 + 155/54*z + 1
*
-2 | 0.096831891679034189849268922753661165170 | 0.016918048732428861203894730501263647463
f(z) = -91/116*z^3 + 153/58*z + 1
*
-2 | 0.096840113784403237801308581728545527890 | 0.016919485263068764382278374397721027954
f(z) = -89/100*z^3 + 153/50*z + 1
*
[ -6/5 ] 
f(z) = -89/108*z^3 + 151/50*z + 1
*
-2 | 0.083051211738119443523766768585428988043 | 0.014543783063056949814207465289139094543
f(z) = -89/108*z^3 + 151/54*z + 1
*
-2 | 0.096315949963508872739936722084548961238 | 0.016906155777792765251196944263820020443
f(z) = -89/116*z^3 + 149/58*z + 1
*
-2 | 0.096360618459282182538637526521807105301 | 0.016913996354023279144607210573108718071
f(z) = -87/100*z^3 + 149/50*z + 1
*
-2 | 0.082019967550404828938092172818865645992 | 0.014501429686213741928654596443942875343
f(z) = -85/108*z^3 + 143/54*z + 1
*
-2 | 0.095204995330135616415227493789329950645 | 0.016874612455164971936517372094164995329
f(z) = -85/116*z^3 + 141/58*z + 1
*
-2 | 0.095346397751018886221777707149532157482 | 0.016899675331796110418108378171267721130
f(z) = -83/100*z^3 + 141/50*z + 1
*
[ -6/5 ] 
f(z) = -83/108*z^3 + 147/50*z + 1
*
[ -2/3 ] 
f(z) = -81/100*z^3 + 143/50*z + 1
*
[ -8/9 ] 
f(z) = -81/112*z^3 + 151/56*z + 1
*
24/19 | 0.16718040885257282427879600270746807225 | 0.020110436894970619939353898353020137201
f(z) = -95/108*z^3 + 151/76*z + 1
*
[ 10/7 ] 
f(z) = -91/100*z^3 + 151/70*z + 1
*
[ 3/2 ] 
f(z) = -86/117*z^3 + 155/78*z + 1
*
[ 3/2 ] 
f(z) = -82/117*z^3 + 149/78*z + 1
*
[ 4/3 ] 
f(z) = -93/112*z^3 + 145/84*z + 1
*
13/9 | 0.14487506625641551627286874529275484956 | 0.028799692694808924873873018981199590912
f(z) = -81/104*z^3 + 153/104*z + 1
*
[ 11/9 ] 
f(z) = -81/110*z^3 + 141/110*z + 1
*
[ 13/14 ] 
f(z) = -98/117*z^3 + 151/234*z + 1
*
[ 6/7 ] 
f(z) = -97/108*z^3 + 145/294*z + 1
*
[ 6 ] 
f(z) = -85/108*z^3 + 175/6*z + 1
*
[ -6 ] 
f(z) = -83/108*z^3 + 173/6*z + 1
*
[ -3/10 ] 
f(z) = -100/117*z^3 + 172/39*z + 1
*
-2 | 0.099019380441420358696930073889553223270 | 0.016936700143660137837687686717495768658
f(z) = -99/100*z^3 + 173/50*z + 1
*
[ -4/3 ] 
f(z) = -99/104*z^3 + 179/52*z + 1
*
[ -2/3 ] 
f(z) = -99/116*z^3 + 167/58*z + 1
*
-2 | 0.098698948955606696897583273865436509351 | 0.016949711667594484556387847455008415852
f(z) = -99/116*z^3 + 169/58*z + 1
*
-2 | 0.098608949989378904266386627785405048569 | 0.016934256016403824095108610001080562145
f(z) = -97/100*z^3 + 169/50*z + 1
*
-2 | 0.084892833433157122559096562314626406689 | 0.014608634265759157712869332298010207272
f(z) = -97/108*z^3 + 167/54*z + 1
*
-2 | 0.098257584757503159461510105704645779562 | 0.016943613529251982574327606561927765991
f(z) = -97/116*z^3 + 165/58*z + 1
*
-2 | 0.084455690553982702111257018663309369664 | 0.014594295524562519003335061505262512901
f(z) = -95/108*z^3 + 163/54*z + 1
*
[ -3/2 ] 
f(z) = -95/108*z^3 + 175/48*z + 1
*
-2 | 0.097800459916285818057440788529254208176 | 0.016936459765736746696248865942790609282
f(z) = -95/116*z^3 + 161/58*z + 1
*
-2 | 0.097751923353426076178283274204195910005 | 0.016928054513402097046848577794489861866
f(z) = -93/100*z^3 + 161/50*z + 1
*
[ -3/2 ] 
f(z) = -89/108*z^3 + 169/48*z + 1
*
[ -3/2 ] 
f(z) = -83/108*z^3 + 163/48*z + 1
*
[ -4/3 ] 
f(z) = -81/104*z^3 + 163/52*z + 1
*
[ -4/9 ] 
f(z) = -81/104*z^3 + 177/52*z + 1
*
[ -2/3 ] 
f(z) = -81/116*z^3 + 163/58*z + 1
*
[ 3/2 ] 
f(z) = -98/117*z^3 + 173/78*z + 1
*
[ -3/5 ] 
f(z) = -95/108*z^3 + 179/60*z + 1
*
[ 3/2 ] 
f(z) = -94/117*z^3 + 167/78*z + 1
*
[ 5/3 ] 
f(z) = -93/100*z^3 + 179/60*z + 1
*
[ -3/4 ] 
f(z) = -89/108*z^3 + 179/64*z + 1
*
[ 5/3 ] 
f(z) = -87/100*z^3 + 169/60*z + 1
*
[ -3/4 ] 
f(z) = -83/108*z^3 + 177/64*z + 1
*
-4/3 | 0.18132097034741370332116695744660815836 | 0.027582870742439515803633978770499952725
f(z) = -87/112*z^3 + 179/84*z + 1
*
[ 5/4 ] 
f(z) = -96/115*z^3 + 173/115*z + 1
*
[ 4/3 ] 
f(z) = -81/100*z^3 + 169/100*z + 1
*
[ 4/3 ] 
f(z) = -81/116*z^3 + 173/116*z + 1
*
44/27 | 0.16875839006061784830304393525071547194 | 0.024402131073361053107133192111622347290
f(z) = -81/112*z^3 + 169/252*z + 1
*
[ 6 ] 
f(z) = -97/108*z^3 + 199/6*z + 1
*
[ -6 ] 
f(z) = -95/108*z^3 + 197/6*z + 1
*
[ 6 ] 
f(z) = -91/108*z^3 + 187/6*z + 1
*
[ -6 ] 
f(z) = -89/108*z^3 + 185/6*z + 1
*
[ 2 ] 
f(z) = -87/100*z^3 + 199/50*z + 1
*
[ 2 ] 
f(z) = -85/108*z^3 + 197/54*z + 1
*
[ 2 ] 
f(z) = -85/116*z^3 + 199/58*z + 1
*
[ 2 ] 
f(z) = -83/100*z^3 + 191/50*z + 1
*
[ 2 ] 
f(z) = -83/108*z^3 + 193/54*z + 1
*
[ 2 ] 
f(z) = -83/116*z^3 + 195/58*z + 1
*
[ 2 ] 
f(z) = -81/100*z^3 + 187/50*z + 1
*
[ 2 ] 
f(z) = -81/116*z^3 + 191/58*z + 1
*
[ -3/4 ] 
f(z) = -95/108*z^3 + 181/64*z + 1
*
[ -12/17 ] 
f(z) = -85/108*z^3 + 191/68*z + 1
*
[ -10/9 ] 
f(z) = -81/104*z^3 + 186/65*z + 1
*
-4/3 | 0.17521893767363530389750538121852943602 | 0.026521600619884600806892210402284779685
f(z) = -81/112*z^3 + 185/84*z + 1
*
[ 13/10 ] 
f(z) = -100/117*z^3 + 196/117*z + 1
*
-1 | 0.089086907055811954210103677256464239006 | 0.016830110867542712834453560020209109349
f(z) = -99/100*z^3 + 199/100*z + 1
*
-1 | 0.097110759729056195199533655640191405179 | 0.018345960216661175705619256180037748241
f(z) = -98/101*z^3 + 199/101*z + 1
*
[ 9/7 ] 
f(z) = -98/117*z^3 + 188/117*z + 1
*
-1 | 0.088358021970771387137184048689762144999 | 0.016724326092167882172861510027520802205
f(z) = -97/100*z^3 + 197/100*z + 1
*
-1 | 0.096736014053904640180785623434295156414 | 0.018292573633748559635440686449638618629
f(z) = -97/101*z^3 + 198/101*z + 1
*
-1 | 0.063372900876282469755371329039335733037 | 0.011972274972768250231009521542543092106
f(z) = -97/102*z^3 + 199/102*z + 1
*
-1 | 0.096351026800029106252137731783343684695 | 0.018237234781601864547266761866822202864
f(z) = -96/101*z^3 + 197/101*z + 1
*
-1 | 0.095966548718371264888129734361041501057 | 0.018129798282184922570476035309895105132
f(z) = -96/103*z^3 + 199/103*z + 1
*
-1 | 0.095955060508267042959266538994164880596 | 0.018179798413522165624553484460805681347
f(z) = -95/101*z^3 + 196/101*z + 1
*
-1 | 0.062579060548629065278165528360780650967 | 0.011844907704056582905391282160899140631
f(z) = -95/102*z^3 + 197/102*z + 1
*
-1 | 0.095556029687103454919784644283964242279 | 0.018069441110380840842094440889549294016
f(z) = -95/103*z^3 + 198/103*z + 1
*
-1 | 0.086791073610531815821730777559827516826 | 0.016396386847993237397989900590217542765
f(z) = -95/104*z^3 + 199/104*z + 1
*
-1 | 0.095547273431126747025116321313381300576 | 0.018120098886780828215816260302716972840
f(z) = -94/101*z^3 + 195/101*z + 1
*
-1 | 0.095132301472393877318973125704675527985 | 0.018006555559256912734664404800881360731
f(z) = -94/103*z^3 + 197/103*z + 1
*
-1 | 0.074349084180377031962070152825239147546 | 0.014045872407177453005145360464978425094
f(z) = -94/105*z^3 + 199/105*z + 1
*
-1 | 0.086776623456065007111315405857554605472 | 0.016489023739039894963633612980207840227
f(z) = -93/100*z^3 + 193/100*z + 1
*
-1 | 0.095126694364005333450298680738688807041 | 0.018057945277121831768089595329399036875
f(z) = -93/101*z^3 + 194/101*z + 1
*
-1 | 0.094694131580127964052281728446237826483 | 0.017940900812854485833239319015257080014
f(z) = -93/103*z^3 + 196/103*z + 1
*
-1 | 0.085910425716067084423738178828969964654 | 0.016261047297638229257752841182592891883
f(z) = -93/104*z^3 + 197/104*z + 1
*
-1 | 0.081155459546970361635370829625729914134 | 0.015331718507481640578976746687219449804
f(z) = -93/106*z^3 + 199/106*z + 1
*
-1 | 0.094692188382617899632550648764033846822 | 0.017993114734789740595721980763894221672
f(z) = -92/101*z^3 + 193/101*z + 1
*
-1 | 0.094240041645126345806982331006870997849 | 0.017872188419222119862734093376913278784
f(z) = -92/103*z^3 + 195/103*z + 1
*
-1 | 0.073411660973574760096702615760036494624 | 0.013895292467002929469031930844718876542
f(z) = -92/105*z^3 + 197/105*z + 1
*
-1 | 0.093232899761232752253361274924843619018 | 0.017613363078157012755031753929488374059
f(z) = -92/107*z^3 + 199/107*z + 1
*
-1 | 0.085910717666843598895361742989288999167 | 0.016356863145792965073837619072342036694
f(z) = -91/100*z^3 + 191/100*z + 1
*
-1 | 0.094242409049877431332917405753166837708 | 0.017925343225462270088613536896496003674
f(z) = -91/101*z^3 + 192/101*z + 1
*
-1 | 0.060829680749639731368278874325242086137 | 0.011558666493019949944284163957959191132
f(z) = -91/102*z^3 + 193/102*z + 1
*
-1 | 0.093768222291272524943208693843249368198 | 0.017800065882553175257140655282320267134
f(z) = -91/103*z^3 + 194/103*z + 1
*
-1 | 0.080149181405077340636721261303483832016 | 0.015170564210709089393618974552605467912
f(z) = -91/106*z^3 + 197/106*z + 1
*
-1 | 0.092699233046417397460555733153712036627 | 0.017529226967618299650609049046308738648
f(z) = -91/107*z^3 + 198/107*z + 1
*
-1 | 0.070276338520134400858843802975484595943 | 0.013276457874082882798114845300248097951
f(z) = -91/108*z^3 + 199/108*z + 1
*
-1 | 0.093775729893232325461159582295287310263 | 0.017854312266470941457305779196749109952
f(z) = -90/101*z^3 + 191/101*z + 1
*
-1 | 0.093276404632414546064182317248222206248 | 0.017724091915778241014298104348599328866
f(z) = -90/103*z^3 + 193/103*z + 1
*
-1 | 0.092132956423175640200396900876369479286 | 0.017438842254372738254004337951117524245
f(z) = -90/107*z^3 + 197/107*z + 1
*
-1 | 0.091444312142147748565694454679528632505 | 0.017275466871853024459389694522122108733
f(z) = -90/109*z^3 + 199/109*z + 1
*
-1 | 0.084981643684534320066810465654314499326 | 0.016212465699008438322799606320260131273
f(z) = -89/100*z^3 + 189/100*z + 1
*
-1 | 0.093290143045381633412481317283988195656 | 0.017779629321763143849438362031271756146
f(z) = -89/101*z^3 + 190/101*z + 1
*
-1 | 0.059851777937693051844411033241684856948 | 0.011395404058381723230060080151939020985
f(z) = -89/102*z^3 + 191/102*z + 1
*
-1 | 0.092761658580959382029131455353969987319 | 0.017643697619686504366665384498176235165
f(z) = -89/103*z^3 + 192/103*z + 1
*
-1 | 0.083921572383194595180231984419386442547 | 0.015946515825712677009881885363788069561
f(z) = -89/104*z^3 + 193/104*z + 1
*
-1 | 0.071837378356696444757004915564134504335 | 0.013636923430275079256607979536930771444
f(z) = -89/105*z^3 + 194/105*z + 1
*
-1 | 0.079029294579159335494974057727464286823 | 0.014987540526304394098089320405899107132
f(z) = -89/106*z^3 + 195/106*z + 1
*
-1 | 0.091525482445383900574425075367050381883 | 0.017340563506956320162941673156785479291
f(z) = -89/107*z^3 + 196/107*z + 1
*
-1 | 0.069036114778592274553989220488699972317 | 0.013067093060044287971977007176710977487
f(z) = -89/108*z^3 + 197/108*z + 1
*
-1 | 0.090747251605665805302825749889443628234 | 0.017160111446518142871636432581047031257
f(z) = -89/109*z^3 + 198/109*z + 1
*
-1 | 0.077443020920193838816833963329603708281 | 0.014630372420357374313243796522369981344
f(z) = -89/110*z^3 + 199/110*z + 1
*
-1 | 0.092783103816375622473338140404288385343 | 0.017700797758802158592854717086640681401
f(z) = -88/101*z^3 + 189/101*z + 1
*
-1 | 0.092220061137938145213869075133565007335 | 0.017558122668460476080598090898562102797
f(z) = -88/103*z^3 + 191/103*z + 1
*
-1 | 0.071248236475706536367257144241791779638 | 0.013538368005381787213709359159718995014
f(z) = -88/105*z^3 + 193/105*z + 1
*
-1 | 0.090862878338269871902060657817708696519 | 0.017231725003788733872937390539692262005
f(z) = -88/107*z^3 + 195/107*z + 1
*
-1 | 0.089944975223316637227630770075011655250 | 0.017024703161466387041270443371799730652
f(z) = -88/109*z^3 + 197/109*z + 1
*
-1 | 0.068118811546036809111176735076312476420 | 0.012868862421801351402581265609560543150
f(z) = -88/111*z^3 + 199/111*z + 1
*
-1 | 0.083973812741958103046611966520535470722 | 0.016052775595481846087448828540764120730
f(z) = -87/100*z^3 + 187/100*z + 1
*
-1 | 0.092251282059069895100573822655620064757 | 0.017617168816899137788074091810448968289
f(z) = -87/101*z^3 + 188/101*z + 1
*
-1 | 0.091646118709687872787639733727927031609 | 0.017466304222986376452150916283037059002
f(z) = -87/103*z^3 + 190/103*z + 1
*
-1 | 0.082756903201390865788148378218315907891 | 0.015756396603321723908156386811357833315
f(z) = -87/104*z^3 + 191/104*z + 1
*
-1 | 0.077726688827567955114046544067532116319 | 0.014769383345315662635594910105197091277
f(z) = -87/106*z^3 + 193/106*z + 1
*
-1 | 0.090119847057941219905162336411791936992 | 0.017107493090505938645663251902520587353
f(z) = -87/107*z^3 + 194/107*z + 1
*
-1 | 0.088939543381228406003783248127861449671 | 0.016850627378033252777225495461167646592
f(z) = -87/109*z^3 + 196/109*z + 1
*
-1 | 0.075072812463041898878144889892979332746 | 0.014209713711149034356277544193337402971
f(z) = -87/110*z^3 + 197/110*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.014890930852878665082275004317858988263
f(z) = -87/112*z^3 + 199/112*z + 1
*
-1 | 0.091690143666567564143807791309200806828 | 0.017527860800126136924247437710251334761
f(z) = -86/101*z^3 + 187/101*z + 1
*
-1 | 0.091031685200207045077735772313397140629 | 0.017366668963357296941275683155700033921
f(z) = -86/103*z^3 + 189/103*z + 1
*
-1 | 0.069912122731773852849446592184839885667 | 0.013310830764912182424816352317048323700
f(z) = -86/105*z^3 + 191/105*z + 1
*
-1 | 0.089241426787351157165162594762784919396 | 0.016957377991867202581179034551802573503
f(z) = -86/107*z^3 + 193/107*z + 1
*
-1 | 0.087150567314291641456613219700703692113 | 0.016527702372504959367737490504181015291
f(z) = -86/109*z^3 + 195/109*z + 1
*
-1 | 0.066911929918973934497247996797779475013 | 0.012665029280435745568177871691998268692
f(z) = -86/111*z^3 + 197/111*z + 1
*
-1 | 0.087545148907088719630106996520221130588 | 0.016538845164966538129454848616306284419
f(z) = -86/113*z^3 + 199/113*z + 1
*
-1 | 0.091093200203770722123998557828628695651 | 0.017431614253708863836755300037833319156
f(z) = -85/101*z^3 + 186/101*z + 1
*
-1 | 0.090363730290942169878573402335608657783 | 0.017256704253073889390603792529592243884
f(z) = -85/103*z^3 + 188/103*z + 1
*
-1 | 0.081384028160873118176284308191656261684 | 0.015526126676288497498221138987274377270
f(z) = -85/104*z^3 + 189/104*z + 1
*
-1 | 0.076031282708988198973483916848692175727 | 0.014475880540222551129625286230386815875
f(z) = -85/106*z^3 + 191/106*z + 1
*
-1 | 0.088057023512055149447236860071292322213 | 0.016748854213083621208305796518424049893
f(z) = -85/107*z^3 + 192/107*z + 1
*
-1 | 0.064586753961147259633697820501876117773 | 0.012272573843946366253060918427828387609
f(z) = -85/108*z^3 + 193/108*z + 1
*
-1 | 0.086878789103551659406576786012377714764 | 0.016492241529714892341635895367620577544
f(z) = -85/109*z^3 + 194/109*z + 1
*
-1 | 0.066870044058938650311744508645603732258 | 0.012669304927280125091723510173622554353
f(z) = -85/111*z^3 + 196/111*z + 1
*
-1 | 0.078822943085834017472695659859237738658 | 0.014919535027028503810945601896719920499
f(z) = -85/112*z^3 + 197/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016554424796802613903760518087513299667
f(z) = -85/113*z^3 + 198/113*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.010301059464335593070237396164408054257
f(z) = -85/114*z^3 + 199/114*z + 1
*
-1 | 0.090450549126299968950493634306050167630 | 0.017326510329387915461793704366341102342
f(z) = -84/101*z^3 + 185/101*z + 1
*
-1 | 0.089619063143684341800482580809833581548 | 0.017131944623541651782968626183597710609
f(z) = -84/103*z^3 + 187/103*z + 1
*
-1 | 0.086538744643885502648090310668606335360 | 0.016476435552988733044542107417978280135
f(z) = -84/107*z^3 + 191/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016508061374585922187952966630701350451
f(z) = -84/109*z^3 + 193/109*z + 1
*
-1 | 0.087544889320235443369448611386201587490 | 0.016570417083110951728485969016437300870
f(z) = -84/113*z^3 + 197/113*z + 1
*
-1 | 0.087869212552426460900537941356729026580 | 0.016600066586378747889657693208174163940
f(z) = -84/115*z^3 + 199/115*z + 1
*
-1 | 0.081594078574376844450885170203461873544 | 0.015662596306139102669379051684087577559
f(z) = -83/100*z^3 + 183/100*z + 1
*
-1 | 0.089745700701682202088529205003371191527 | 0.017209358824935942552384275556203556506
f(z) = -83/101*z^3 + 184/101*z + 1
*
-1 | 0.056108338906638901304855152158387493686 | 0.010747991283869441377258464308926241775
f(z) = -83/102*z^3 + 185/102*z + 1
*
-1 | 0.088748928779376079313361502217478026994 | 0.016983013973066308370271795910128539263
f(z) = -83/103*z^3 + 186/103*z + 1
*
-1 | 0.079501196682748803617421906695441903884 | 0.015197772117863627790167399630575182505
f(z) = -83/104*z^3 + 187/104*z + 1
*
-1 | 0.066598260531130906037947331847853603114 | 0.012718227568235849984265554414966516725
f(z) = -83/105*z^3 + 188/105*z + 1
*
-1 | 0.073525108327986124536916357616642661320 | 0.014026832679400024585505286316376173935
f(z) = -83/106*z^3 + 189/106*z + 1
*
-1 | 0.086543390630354751243643297183724545591 | 0.016493804762500377588695600622346157232
f(z) = -83/107*z^3 + 190/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012296703026984883813530713834832582890
f(z) = -83/108*z^3 + 191/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016524372631138468045183456144430541651
f(z) = -83/109*z^3 + 192/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.014101253023864115891685874720372621881
f(z) = -83/110*z^3 + 193/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012693745392347879529812142620310330898
f(z) = -83/111*z^3 + 194/111*z + 1
*
-1 | 0.078822529510309506270344107632677025615 | 0.014948328486448629793365776231462493779
f(z) = -83/112*z^3 + 195/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016586266975451835018434278289417802078
f(z) = -83/113*z^3 + 196/113*z + 1
*
-1 | 0.054528458486831499145673237747711277928 | 0.010321097062796183758290028597176699854
f(z) = -83/114*z^3 + 197/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016615861676082577306910588135088169516
f(z) = -83/115*z^3 + 198/115*z + 1
*
-1 | 0.079472802767355124908287077647381809044 | 0.015013834532284195534872771723337405016
f(z) = -83/116*z^3 + 199/116*z + 1
*
-1 | 0.088947467815652126005310539584398278441 | 0.017074134608676773695488948492364476821
f(z) = -82/101*z^3 + 183/101*z + 1
*
-1 | 0.087612781696549905158458107627914044697 | 0.016782913776808573479781844849739742934
f(z) = -82/103*z^3 + 185/103*z + 1
*
-1 | 0.065843281111360055049278159075210732470 | 0.012586869425577127950849806378432018991
f(z) = -82/105*z^3 + 187/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016508592852008425775582798081507361618
f(z) = -82/107*z^3 + 189/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016540801583169545531476351084520229125
f(z) = -82/109*z^3 + 191/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012706210670567149500367650444686652481
f(z) = -82/111*z^3 + 193/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016602356570059818396778911526102991498
f(z) = -82/113*z^3 + 195/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016631785938945390537175215360021957348
f(z) = -82/115*z^3 + 197/115*z + 1
*
-1 | 0.074626266889604100302181298285365240321 | 0.014098237180868999331966959009275461319
f(z) = -82/117*z^3 + 199/117*z + 1
*
-1 | 0.080038949001927091988912446767062779930 | 0.015396555681486603714505743964850423818
f(z) = -81/100*z^3 + 181/100*z + 1
*
-1 | 0.087982939052055087296848309721352069122 | 0.016906769022903971922322343425394512611
f(z) = -81/101*z^3 + 182/101*z + 1
*
-1 | 0.085829351729911310669391115521504268594 | 0.016458371822640345311599271540940589439
f(z) = -81/103*z^3 + 184/103*z + 1
*
-1 | 0.077452974075984173767217271413137414374 | 0.014836723141342973515235536894595221447
f(z) = -81/104*z^3 + 185/104*z + 1
*
-1 | 0.073524064367545767170163109420319285536 | 0.014055159193340369387001450140642163506
f(z) = -81/106*z^3 + 187/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016525317748023756284740463510606602502
f(z) = -81/107*z^3 + 188/107*z + 1
*
-1 | 0.086877858397358358234154709375083854503 | 0.016557549041620082171776024650740902690
f(z) = -81/109*z^3 + 190/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.014129219842911839537244946820682834920
f(z) = -81/110*z^3 + 191/110*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016618560375325193239562037185281551969
f(z) = -81/113*z^3 + 194/113*z + 1
*
-1 | 0.087869693798867239481510510638914951923 | 0.016647931974194273435446936286394743663
f(z) = -81/115*z^3 + 196/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015042402198434506322059903968405775102
f(z) = -81/116*z^3 + 197/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014265181236535135019072357088298552306
f(z) = -81/118*z^3 + 199/118*z + 1
*
[ 6/5 ] 
f(z) = -83/108*z^3 + 191/150*z + 1
*
-5/9 | 0.20595396834343734927413967514492106254 | 0.029836541239579082628559354721529990083
f(z) = -99/100*z^3 + 199/180*z + 1
*
-28/27 | 0.14093726380812871763838764485981248442 | 0.020379250971353042558446890157098609935
f(z) = -81/112*z^3 + 187/252*z + 1
*
0 | 0.17115504473662188133280651955317910781 | 0.026972085225865814321890913965081226257
f(z) = -85/114*z^3 + 184/285*z + 1
*
[ 28/9 ] 
f(z) = -81/112*z^3 + 215/28*z + 1
*
[ 2 ] 
f(z) = -97/100*z^3 + 219/50*z + 1
*
[ 2 ] 
f(z) = -95/108*z^3 + 217/54*z + 1
*
[ 2 ] 
f(z) = -95/116*z^3 + 219/58*z + 1
*
[ 2 ] 
f(z) = -93/100*z^3 + 211/50*z + 1
*
[ 2 ] 
f(z) = -93/116*z^3 + 215/58*z + 1
*
[ 2 ] 
f(z) = -91/100*z^3 + 207/50*z + 1
*
[ 2 ] 
f(z) = -91/108*z^3 + 209/54*z + 1
*
[ 2 ] 
f(z) = -91/116*z^3 + 211/58*z + 1
*
[ 2 ] 
f(z) = -89/100*z^3 + 203/50*z + 1
*
[ 2 ] 
f(z) = -89/108*z^3 + 205/54*z + 1
*
[ 2 ] 
f(z) = -89/116*z^3 + 207/58*z + 1
*
[ -6/7 ] 
f(z) = -98/117*z^3 + 217/78*z + 1
*
[ -3/4 ] 
f(z) = -88/117*z^3 + 215/78*z + 1
*
-3/7 | 0.22527836951737204636184952533711146102 | 0.029879516111986743417905212880344391289
f(z) = -91/108*z^3 + 209/84*z + 1
*
[ 14/9 ] 
f(z) = -81/104*z^3 + 204/91*z + 1
*
-1 | 0.097832063684993442835065072793916008471 | 0.018447376754884418612063970211986131048
f(z) = -100/101*z^3 + 201/101*z + 1
*
-1 | 0.097495407906571990469387350502054296356 | 0.018349638295813791569277330504249274413
f(z) = -100/103*z^3 + 203/103*z + 1
*
-1 | 0.096777480079057272582215215516111399615 | 0.018147868625901757632243330115427219342
f(z) = -100/107*z^3 + 207/107*z + 1
*
-1 | 0.096392443200693823212456336813077830807 | 0.018043132206720775381058198534721135626
f(z) = -100/109*z^3 + 209/109*z + 1
*
-1 | 0.075642971959668295498941579535866106284 | 0.014133964330354492344920292913732537299
f(z) = -100/111*z^3 + 211/111*z + 1
*
-1 | 0.095556324330580142244445663050747430283 | 0.017823375667111361753714557036386953464
f(z) = -100/113*z^3 + 213/113*z + 1
*
-1 | 0.081036051181254725859078717946578937287 | 0.015062750431088739496206428713366602173
f(z) = -100/117*z^3 + 217/117*z + 1
*
[ 4/3 ] 
f(z) = -99/100*z^3 + 201/100*z + 1
*
-1/3 | 0.12129837561343917701414934837048207241 | 0.022664721782274728756958145772460906084
f(z) = -99/100*z^3 + 211/100*z + 1
*
-1 | 0.097475915892300039408212617478414811582 | 0.018397523052834340539382547074133913277
f(z) = -99/101*z^3 + 200/101*z + 1
*
-1 | 0.097128598317903783255376059157622728421 | 0.018297607403156309971437948312509499247
f(z) = -99/103*z^3 + 202/103*z + 1
*
-1 | 0.088391884489478924542881735512259659312 | 0.016636261578817992885543123531058691674
f(z) = -99/104*z^3 + 203/104*z + 1
*
-1 | 0.083742665782724538876608335376854438340 | 0.015732201538400887059166324761589174216
f(z) = -99/106*z^3 + 205/106*z + 1
*
-1 | 0.096385688305698245716980161455645434213 | 0.018090827423940621635358100321480876237
f(z) = -99/107*z^3 + 206/107*z + 1
*
-1 | 0.095985692753531179528098844265661762447 | 0.017983139664813861172868342773488178039
f(z) = -99/109*z^3 + 208/109*z + 1
*
-1 | 0.086783614771460674043269861182563489790 | 0.016215604488584258225152026186697652090
f(z) = -99/112*z^3 + 211/112*z + 1
*
-1 | 0.095111784190018070933748917591616366654 | 0.017756044486717771088218757984909098363
f(z) = -99/113*z^3 + 212/113*z + 1
*
-1 | 0.094626695178108901324103521451168506419 | 0.017634572892835332540939877620159243640
f(z) = -99/115*z^3 + 214/115*z + 1
*
[ 4/3 ] 
f(z) = -99/116*z^3 + 205/116*z + 1
*
-1 | 0.085810887734805945107318590506255485988 | 0.015977782767222117590130547887935228604
f(z) = -99/116*z^3 + 215/116*z + 1
*
-1 | 0.080974070539111391430422393816752499411 | 0.015051229645826443449900078576637053454
f(z) = -99/118*z^3 + 217/118*z + 1
*
-1 | 0.093504517402720293462072198638843668510 | 0.017365512701257141247622996640756732235
f(z) = -99/119*z^3 + 218/119*z + 1
*
-1 | 0.096751992715741048004937655693679376327 | 0.018243716775309968041198903657160492002
f(z) = -98/103*z^3 + 201/103*z + 1
*
-1 | 0.095981963284332451346393889729812572046 | 0.018031520448110875398787407512003319460
f(z) = -98/107*z^3 + 205/107*z + 1
*
-1 | 0.095565486575231266857673001277667598844 | 0.017920593655888971890308544387156807607
f(z) = -98/109*z^3 + 207/109*z + 1
*
-1 | 0.074779393624006265434762000171457847639 | 0.013997513090182217199446949208283970765
f(z) = -98/111*z^3 + 209/111*z + 1
*
-1 | 0.094648848398566094114628965465898357357 | 0.017685231192234734088112166388441101811
f(z) = -98/113*z^3 + 211/113*z + 1
*
-1 | 0.094134167543992482844789289900194803876 | 0.017558111857076216132934830956559966169
f(z) = -98/115*z^3 + 213/115*z + 1
*
-1 | 0.080001356913838689064988796755192684983 | 0.014896061975289952665740424550645939151
f(z) = -98/117*z^3 + 215/117*z + 1
*
-1 | 0.096364903529009484313990999051754069561 | 0.018187831506173668790618964595655289864
f(z) = -97/103*z^3 + 200/103*z + 1
*
-1 | 0.087615283809172498027831352746830642002 | 0.016520883737238913892142966867306461285
f(z) = -97/104*z^3 + 201/104*z + 1
*
-1 | 0.075631908124109269848163201986865949554 | 0.014247945362879261426980997129024959861
f(z) = -97/105*z^3 + 202/105*z + 1
*
-1 | 0.082937160093822728201367257217897659320 | 0.015609626357602659687487496754845703852
f(z) = -97/106*z^3 + 203/106*z + 1
*
-1 | 0.095565263992999281215544277384364708500 | 0.017969745719091924849455468827844053949
f(z) = -97/107*z^3 + 204/107*z + 1
*
-1 | 0.073230715796207272437147495507444642822 | 0.013757388410543713798807802804305315454
f(z) = -97/108*z^3 + 205/108*z + 1
*
-1 | 0.095130470955345602797375135628038606147 | 0.017855233106320095792871483717093612631
f(z) = -97/109*z^3 + 206/109*z + 1
*
-1 | 0.082066984106603124200946562418757982259 | 0.015389332775289895399344412720062250043
f(z) = -97/110*z^3 + 207/110*z + 1
*
-1 | 0.074322502011425324021438308090330753698 | 0.013924491198306227216168694159350814146
f(z) = -97/111*z^3 + 208/111*z + 1
*
-1 | 0.085863330836566615521663110067438254840 | 0.016072249841909027345509564282720502845
f(z) = -97/112*z^3 + 209/112*z + 1
*
-1 | 0.094164800452011497404869043649174702458 | 0.017610418326368793597997614838009423290
f(z) = -97/113*z^3 + 210/113*z + 1
*
-1 | 0.060717087649451074624845586746690898201 | 0.011345048044092105488266036432981781907
f(z) = -97/114*z^3 + 211/114*z + 1
*
-1 | 0.093614483621710792308601271395524422320 | 0.017476519339258261646714692482080548300
f(z) = -97/115*z^3 + 212/115*z + 1
*
-1 | 0.084757566933772960336524237705151636055 | 0.015809167699510653279089708025758522133
f(z) = -97/116*z^3 + 213/116*z + 1
*
-1 | 0.079430862215437527964090563676022515473 | 0.014802686779268816263931745586026280898
f(z) = -97/117*z^3 + 214/117*z + 1
*
-1 | 0.079809354081778842522720375685368869201 | 0.014860311505596357717457886669010447267
f(z) = -97/118*z^3 + 215/118*z + 1
*
-1 | 0.092259500025225087970279667735865530268 | 0.017163669121461061885414632568492278035
f(z) = -97/119*z^3 + 216/119*z + 1
*
-1 | 0.095134357451176165333282066228533800427 | 0.017905264321849840352923624005229700670
f(z) = -96/107*z^3 + 203/107*z + 1
*
-1 | 0.094678993701919770739485736917227346721 | 0.017786739847000001364526234568137335141
f(z) = -96/109*z^3 + 205/109*z + 1
*
-1 | 0.093656003988496811875571962033190626225 | 0.017530914310360097466224840693333101836
f(z) = -96/113*z^3 + 209/113*z + 1
*
-1 | 0.093061372875189212828951982960044406380 | 0.017388609816296690368171879135950076965
f(z) = -96/115*z^3 + 211/115*z + 1
*
-1 | 0.091511003981639976863342112072011083853 | 0.017039130826238717003573548999309148770
f(z) = -96/119*z^3 + 215/119*z + 1
*
-1 | 0.082078827117030344579801609261958684451 | 0.015476920248786878518267256294837121977
f(z) = -95/106*z^3 + 201/106*z + 1
*
-1 | 0.094687757575290616467925009911017591099 | 0.017837788704900353243482607521376106520
f(z) = -95/107*z^3 + 202/107*z + 1
*
-1 | 0.072332280076667158376289595648319364909 | 0.013613678890294397723147301128814083835
f(z) = -95/108*z^3 + 203/108*z + 1
*
-1 | 0.094208991063871215292070403504503007077 | 0.017714717075379867380200381346509720317
f(z) = -95/109*z^3 + 204/109*z + 1
*
-1 | 0.073345481263907464139865074508172666936 | 0.013766363732993916647151443652199756039
f(z) = -95/111*z^3 + 206/111*z + 1
*
-1 | 0.084854336954351144048188606916182110045 | 0.015912021661729611025592316854192090133
f(z) = -95/112*z^3 + 207/112*z + 1
*
-1 | 0.093117377857997163981282423355523953291 | 0.017445754291125899981007117144289981614
f(z) = -95/113*z^3 + 208/113*z + 1
*
-1 | 0.083536987989733572374255696605815911823 | 0.015608969054543259727754568029026788448
f(z) = -95/116*z^3 + 211/116*z + 1
*
-1 | 0.078114933514498495261260233872552014951 | 0.014582969359395135964599323058025155933
f(z) = -95/117*z^3 + 212/117*z + 1
*
-1 | 0.078356344128389075266811414110031190364 | 0.014615197550611511412934737284968942827
f(z) = -95/118*z^3 + 213/118*z + 1
*
-1 | 0.090584832352393671739952779628043322305 | 0.016881333814911729449051246248763760258
f(z) = -95/119*z^3 + 214/119*z + 1
*
-1 | 0.094223635489748305278448025213741724994 | 0.017766965528714553865453065111089092424
f(z) = -94/107*z^3 + 201/107*z + 1
*
-1 | 0.093717812331084199267551100722314282560 | 0.017638655964169072709998852173934886151
f(z) = -94/109*z^3 + 203/109*z + 1
*
-1 | 0.072820140905769885922767676702552674576 | 0.013680256319481235104522704218977480465
f(z) = -94/111*z^3 + 205/111*z + 1
*
-1 | 0.092541425411420575615004028583322403879 | 0.017353516845532921564283729376700440453
f(z) = -94/113*z^3 + 207/113*z + 1
*
-1 | 0.091809943415779099474551529018354278560 | 0.017185361133480765043960876578119400305
f(z) = -94/115*z^3 + 209/115*z + 1
*
-1 | 0.077299113566733294493920686529428424194 | 0.014443416032129951086833375579575850313
f(z) = -94/117*z^3 + 211/117*z + 1
*
-1 | 0.089110432192770996371373289134554205010 | 0.016621073696135638467090838272285396669
f(z) = -94/119*z^3 + 213/119*z + 1
*
-1 | 0.093739683420881970549486395277402469913 | 0.017692349652877685702110651203380177951
f(z) = -93/107*z^3 + 200/107*z + 1
*
-1 | 0.093201935548238159451648041301867053093 | 0.017557881565367831483502090814125796366
f(z) = -93/109*z^3 + 202/109*z + 1
*
-1 | 0.080076024042110496087226834853855603290 | 0.015071131132121447483345052943487778522
f(z) = -93/110*z^3 + 203/110*z + 1
*
-1 | 0.083717276574303403932949267480045564279 | 0.015727431829435350893499608504606147338
f(z) = -93/112*z^3 + 205/112*z + 1
*
-1 | 0.091916265045009035306777336071250643496 | 0.017251952210047540325162753578526029365
f(z) = -93/113*z^3 + 206/113*z + 1
*
-1 | 0.091065072437647397104191899055359021249 | 0.017061250163997572055542778898580351673
f(z) = -93/115*z^3 + 208/115*z + 1
*
-1 | 0.081961269974386313575412500738627732142 | 0.015341846112351073037240540651728633722
f(z) = -93/116*z^3 + 209/116*z + 1
*
-1 | 0.075510663446563890052592717816566299885 | 0.014109242353462614194412125908743850328
f(z) = -93/118*z^3 + 211/118*z + 1
*
-1 | 0.088516547839826313809763727915724572685 | 0.016524805781317550854341016213784201477
f(z) = -93/119*z^3 + 212/119*z + 1
*
-1 | 0.092656481388422220551754441082233087442 | 0.017471460343081235658377689488229208648
f(z) = -92/109*z^3 + 201/109*z + 1
*
-1 | 0.071659404223123614520905581973817513005 | 0.013487036735595758696869138043494849838
f(z) = -92/111*z^3 + 203/111*z + 1
*
-1 | 0.091221080402399943537673282625688144091 | 0.017137123687520335844162984831328264463
f(z) = -92/113*z^3 + 205/113*z + 1
*
-1 | 0.074625977400761392948955657280984673790 | 0.013968796013337306408397753720959743379
f(z) = -92/117*z^3 + 209/117*z + 1
*
-1 | 0.088502624113023262470979599454840642557 | 0.016536803088900309714856201129814463235
f(z) = -92/119*z^3 + 211/119*z + 1
*
-1 | 0.092074323809760964488011845752029993225 | 0.017378031069088126435993877123517777555
f(z) = -91/109*z^3 + 200/109*z + 1
*
-1 | 0.078890297052209615326957828172431576390 | 0.014875685712945777889799947985058802257
f(z) = -91/110*z^3 + 201/110*z + 1
*
-1 | 0.071001022287810645459235835580559377786 | 0.013375554198702332220199382980349266439
f(z) = -91/111*z^3 + 202/111*z + 1
*
-1 | 0.090413314037749020892347181428956357638 | 0.017000991730612217688440234782039954784
f(z) = -91/113*z^3 + 204/113*z + 1
*
-1 | 0.056600771627731314082277072944339816924 | 0.010633226661147987404303771213052062296
f(z) = -91/114*z^3 + 205/114*z + 1
*
-1 | 0.088821025846378066682037560233979257576 | 0.016671000419770822301667356439851777870
f(z) = -91/115*z^3 + 206/115*z + 1
*
-1 | 0.079473100906847362835980752961085713400 | 0.014902923628227509989174775267492690015
f(z) = -91/116*z^3 + 207/116*z + 1
*
-1 | 0.075510697530287189327601246559222756232 | 0.014134401549756225310440362057112478844
f(z) = -91/118*z^3 + 209/118*z + 1
*
-1 | 0.089377516026063200345488993210654841527 | 0.016821767569075504037483886016138842472
f(z) = -90/113*z^3 + 203/113*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016566220445102863821943988419988500869
f(z) = -90/119*z^3 + 209/119*z + 1
*
-1 | 0.069366730067911579877903447085139556815 | 0.013092218768523003535668436532199954826
f(z) = -89/111*z^3 + 200/111*z + 1
*
-1 | 0.080385240992093846653540754194340432449 | 0.015157574830354898677100311673653022076
f(z) = -89/112*z^3 + 201/112*z + 1
*
-1 | 0.087560031484870268881885065674939453989 | 0.016495029353500290244301317771940700083
f(z) = -89/113*z^3 + 202/113*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.010262475796614066957472663304169038141
f(z) = -89/114*z^3 + 203/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016522589484614453995173709543025411757
f(z) = -89/115*z^3 + 204/115*z + 1
*
-1 | 0.079482446880512443535310405272159356919 | 0.014931861332594686050115394409579683314
f(z) = -89/116*z^3 + 205/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014006573944453617863969976680399552882
f(z) = -89/117*z^3 + 206/117*z + 1
*
-1 | 0.075510806810331870564366863864711678914 | 0.014159907870201898517889666556810337078
f(z) = -89/118*z^3 + 207/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016581106417965873296083946242139492999
f(z) = -89/119*z^3 + 208/119*z + 1
*
-1 | 0.087545256054334754925576552813031905785 | 0.016507679187236268063968021189670661734
f(z) = -88/113*z^3 + 201/113*z + 1
*
-1 | 0.087869720519222981641446615240726709283 | 0.016537984950297351039125649552685386915
f(z) = -88/115*z^3 + 203/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014019378475244281623689174585530036984
f(z) = -88/117*z^3 + 205/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016596091101079868449502894828874576119
f(z) = -88/119*z^3 + 207/119*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016523022840755236352804952471268333712
f(z) = -87/113*z^3 + 200/113*z + 1
*
-1 | 0.087869686828346111341487776172258594742 | 0.016553363891456513133955763433922020771
f(z) = -87/115*z^3 + 202/115*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.014185696645358671700929719714179090253
f(z) = -87/118*z^3 + 205/118*z + 1
*
-1 | 0.088503241359139063303450780189486977663 | 0.016611354797918616309469761612744838679
f(z) = -87/119*z^3 + 206/119*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016568746283978421293827454478271977028
f(z) = -86/115*z^3 + 201/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014045247223504375788248486068500628852
f(z) = -86/117*z^3 + 203/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016626361261076933633674902217810463051
f(z) = -86/119*z^3 + 205/119*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.014985386803458600333023066865570440143
f(z) = -85/116*z^3 + 201/116*z + 1
*
-1 | 0.074625372463633576730976275497739689155 | 0.014058328765176687416129167904287745391
f(z) = -85/117*z^3 + 202/117*z + 1
*
-1 | 0.075511601950712953690108635461104439867 | 0.014212059959386541527883026368633947623
f(z) = -85/118*z^3 + 203/118*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014084715271343481771984044690871534885
f(z) = -83/117*z^3 + 200/117*z + 1
*
-1 | 0.075510472772396223635006152018321174963 | 0.014238380421545824613116818406544946335
f(z) = -83/118*z^3 + 201/118*z + 1
*
-1 | 0.088503213356958714514869654738799651784 | 0.016672711024029115290659961142955292711
f(z) = -83/119*z^3 + 202/119*z + 1
*
-1 | 0.088502744593885833902282876487836509296 | 0.016688224819846614123266919160893553997
f(z) = -82/119*z^3 + 201/119*z + 1
*
-1/3 | 0.12317108343752089033556451929182832393 | 0.023055667734047314741773097744421542429
f(z) = -81/100*z^3 + 209/100*z + 1
*
[ 13/9 ] 
f(z) = -81/104*z^3 + 201/104*z + 1
*
-11/9 | 0.14178418133883875871557455594395628917 | 0.026492514899072822636081895391458459360
f(z) = -81/110*z^3 + 211/110*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016703847804257493235283750482466607363
f(z) = -81/119*z^3 + 200/119*z + 1
*
[ 6/5 ] 
f(z) = -89/108*z^3 + 203/150*z + 1
*
-2/3 | 0.20659968575352131693274711138102396364 | 0.029873907955994006489816460629568772796
f(z) = -89/112*z^3 + 215/252*z + 1
*
-2/3 | 0.19138657773509340692110859661600002424 | 0.027674122477088148019816218948792525618
f(z) = -85/112*z^3 + 211/252*z + 1
*
-2/3 | 0.18948625424139847854186743663777651790 | 0.027399339439881676136421767243093872634
f(z) = -83/112*z^3 + 209/252*z + 1
*
[ 28/27 ] 
f(z) = -81/112*z^3 + 205/252*z + 1
*
[ -28/9 ] 
f(z) = -81/112*z^3 + 233/28*z + 1
*
[ 2 ] 
f(z) = -99/100*z^3 + 223/50*z + 1
*
[ 2 ] 
f(z) = -99/116*z^3 + 227/58*z + 1
*
[ 2 ] 
f(z) = -97/108*z^3 + 221/54*z + 1
*
[ 2 ] 
f(z) = -97/116*z^3 + 223/58*z + 1
*
[ -2 ] 
f(z) = -81/100*z^3 + 237/50*z + 1
*
[ -6/5 ] 
f(z) = -100/117*z^3 + 239/78*z + 1
*
[ -2/5 ] 
f(z) = -95/104*z^3 + 237/65*z + 1
*
[ -12/19 ] 
f(z) = -95/108*z^3 + 223/76*z + 1
*
[ -2/5 ] 
f(z) = -85/104*z^3 + 236/65*z + 1
*
[ -5/6 ] 
f(z) = -99/100*z^3 + 231/80*z + 1
*
[ -2/3 ] 
f(z) = -87/112*z^3 + 239/84*z + 1
*
[ -5/6 ] 
f(z) = -81/100*z^3 + 221/80*z + 1
*
[ 7/5 ] 
f(z) = -100/119*z^3 + 230/119*z + 1
*
[ 3/2 ] 
f(z) = -88/105*z^3 + 233/105*z + 1
*
[ 3/2 ] 
f(z) = -88/111*z^3 + 235/111*z + 1
*
-1/9 | 0.16041756649142857893638462379504468119 | 0.029618647103760601812050592471607589709
f(z) = -81/112*z^3 + 225/112*z + 1
*
-2/5 | 0.16938515691760039403429456470193162977 | 0.024836473676950458325361588310740268112
f(z) = -95/112*z^3 + 229/140*z + 1
*
-2/5 | 0.18925476077481150977010640832200802038 | 0.027785636552608242482550006468218294695
f(z) = -85/112*z^3 + 227/140*z + 1
*
40/33 | 0.19282651989469470505048164585653716875 | 0.027516767937770996608244554133106989461
f(z) = -99/100*z^3 + 221/220*z + 1
*
[ 10/9 ] 
f(z) = -81/115*z^3 + 223/230*z + 1
*
-2/3 | 0.20659990180507135130865262238556844791 | 0.029873939196622935504396892232157072675
f(z) = -97/112*z^3 + 223/252*z + 1
*
-2/3 | 0.18948489271399483644956260137382619774 | 0.027399142565698699436962003379114791936
f(z) = -95/112*z^3 + 221/252*z + 1
*
[ -2 ] 
f(z) = -91/100*z^3 + 257/50*z + 1
*
[ -2 ] 
f(z) = -89/100*z^3 + 253/50*z + 1
*
[ -2 ] 
f(z) = -89/108*z^3 + 259/54*z + 1
*
[ -2 ] 
f(z) = -87/100*z^3 + 249/50*z + 1
*
[ -2 ] 
f(z) = -85/108*z^3 + 251/54*z + 1
*
[ -2 ] 
f(z) = -85/116*z^3 + 257/58*z + 1
*
[ -2 ] 
f(z) = -83/100*z^3 + 241/50*z + 1
*
[ -2 ] 
f(z) = -83/108*z^3 + 247/54*z + 1
*
[ -2 ] 
f(z) = -83/116*z^3 + 253/58*z + 1
*
[ -2 ] 
f(z) = -81/116*z^3 + 249/58*z + 1
*
3/7 | 0.15745906241917039263656164699323976416 | 0.023658699369226911087736455546531132912
f(z) = -98/117*z^3 + 259/78*z + 1
*
[ -5/3 ] 
f(z) = -93/100*z^3 + 251/60*z + 1
*
[ -10/7 ] 
f(z) = -91/100*z^3 + 249/70*z + 1
*
[ -5/3 ] 
f(z) = -87/100*z^3 + 241/60*z + 1
*
[ -3/2 ] 
f(z) = -86/117*z^3 + 259/78*z + 1
*
[ -3/2 ] 
f(z) = -82/117*z^3 + 253/78*z + 1
*
[ -2/3 ] 
f(z) = -93/112*z^3 + 241/84*z + 1
*
[ 3/2 ] 
f(z) = -92/105*z^3 + 242/105*z + 1
*
[ 3/2 ] 
f(z) = -92/111*z^3 + 244/111*z + 1
*
-4/9 | 0.14164557769946268829667723386755961214 | 0.025825127058863796352092024041274355112
f(z) = -81/100*z^3 + 241/100*z + 1
*
[ 24/17 ] 
f(z) = -85/108*z^3 + 253/136*z + 1
*
[ 24/19 ] 
f(z) = -95/108*z^3 + 245/152*z + 1
*
0 | 0.18342855235780554037809439617956849463 | 0.029348684634387877134369217346658837338
f(z) = -81/110*z^3 + 259/165*z + 1
*
3/2 | 0.11804149973725235761930855825595456547 | 0.021425518138280245710137354118366189373
f(z) = -86/105*z^3 + 247/210*z + 1
*
-15/13 | 0.25854518468676361558855335349102697697 | 0.029192643223605514139008527283759322871
f(z) = -91/108*z^3 + 257/260*z + 1
*
[ 3 ] 
f(z) = -83/117*z^3 + 275/39*z + 1
*
[ 3 ] 
f(z) = -82/117*z^3 + 272/39*z + 1
*
[ -2 ] 
f(z) = -99/100*z^3 + 273/50*z + 1
*
[ -2 ] 
f(z) = -97/100*z^3 + 269/50*z + 1
*
[ -2 ] 
f(z) = -97/108*z^3 + 275/54*z + 1
*
[ -2 ] 
f(z) = -95/108*z^3 + 271/54*z + 1
*
[ -2 ] 
f(z) = -95/116*z^3 + 277/58*z + 1
*
[ -2 ] 
f(z) = -93/100*z^3 + 261/50*z + 1
*
[ -2 ] 
f(z) = -93/116*z^3 + 273/58*z + 1
*
[ -2 ] 
f(z) = -91/108*z^3 + 263/54*z + 1
*
[ -2 ] 
f(z) = -91/116*z^3 + 269/58*z + 1
*
[ -2 ] 
f(z) = -89/116*z^3 + 265/58*z + 1
*
[ -2/9 ] 
f(z) = -81/100*z^3 + 277/50*z + 1
*
[ -3/2 ] 
f(z) = -98/117*z^3 + 277/78*z + 1
*
[ -3/2 ] 
f(z) = -94/117*z^3 + 271/78*z + 1
*
[ -6/7 ] 
f(z) = -97/108*z^3 + 277/98*z + 1
*
[ -4/3 ] 
f(z) = -93/112*z^3 + 271/84*z + 1
*
[ -4/3 ] 
f(z) = -87/112*z^3 + 263/84*z + 1
*
[ -6/7 ] 
f(z) = -85/108*z^3 + 269/98*z + 1
*
-4/3 | 0.15810472016354482151407306482479262162 | 0.022647842737227028866797424631626368250
f(z) = -81/112*z^3 + 269/84*z + 1
*
[ 3/2 ] 
f(z) = -100/111*z^3 + 262/111*z + 1
*
-3/2 | 0.16355778143226240037976432655248062943 | 0.029253829780393780502886320985668900236
f(z) = -88/105*z^3 + 268/105*z + 1
*
-2 | 0.082284104619966264065689455885847391714 | 0.014612148824804489671396138037231476013
f(z) = -83/106*z^3 + 279/106*z + 1
*
-2 | 0.082100655910631498866452199216957952083 | 0.014598221968602935188319743079559346734
f(z) = -83/110*z^3 + 277/110*z + 1
*
-2 | 0.061543224238202078877924155228489995635 | 0.010957046881217852479624092774908080583
f(z) = -83/114*z^3 + 275/114*z + 1
*
-2 | 0.081632049511103674217381427183849740976 | 0.014552537652685004853501995483386190651
f(z) = -83/118*z^3 + 273/118*z + 1
*
-2 | 0.081715402127487276596141993757536925090 | 0.014586517126863707676653951969399622048
f(z) = -81/106*z^3 + 271/106*z + 1
*
[ 5/3 ] 
f(z) = -81/115*z^3 + 271/115*z + 1
*
-2 | 0.080964234555709906208952614170463335700 | 0.014510422024134368504210758688254304999
f(z) = -81/118*z^3 + 265/118*z + 1
*
-5/7 | 0.21506074037964377151733779317030529330 | 0.029977974612338506208233128828596424103
f(z) = -91/100*z^3 + 261/140*z + 1
*
[ 4/3 ] 
f(z) = -87/104*z^3 + 271/156*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.027030905021956208315308796667401387607
f(z) = -87/110*z^3 + 268/165*z + 1
*
[ 6/5 ] 
f(z) = -85/104*z^3 + 262/195*z + 1
*
0 | 0.13791230872952404871694011797850245833 | 0.024522026927867483949207403506273303491
f(z) = -86/105*z^3 + 277/210*z + 1
*
0 | 0.10921131384691265502582093744079916319 | 0.019520455379538262613062877096008168442
f(z) = -82/105*z^3 + 269/210*z + 1
*
[ 7/6 ] 
f(z) = -90/119*z^3 + 279/238*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.027960114882760261053479943726635712669
f(z) = -83/112*z^3 + 269/252*z + 1
*
[ 10/9 ] 
f(z) = -81/116*z^3 + 279/290*z + 1
*
[ 3 ] 
f(z) = -89/117*z^3 + 293/39*z + 1
*
[ 3 ] 
f(z) = -88/117*z^3 + 290/39*z + 1
*
[ 3 ] 
f(z) = -86/117*z^3 + 284/39*z + 1
*
[ 3 ] 
f(z) = -85/117*z^3 + 281/39*z + 1
*
[ -3 ] 
f(z) = -82/117*z^3 + 298/39*z + 1
*
[ -2 ] 
f(z) = -99/116*z^3 + 285/58*z + 1
*
[ -2 ] 
f(z) = -97/116*z^3 + 281/58*z + 1
*
[ -10/9 ] 
f(z) = -99/100*z^3 + 281/90*z + 1
*
[ -3/7 ] 
f(z) = -91/108*z^3 + 293/84*z + 1
*
[ -1 ] 
f(z) = -99/100*z^3 + 299/100*z + 1
*
[ -1 ] 
f(z) = -97/100*z^3 + 297/100*z + 1
*
[ -1 ] 
f(z) = -97/101*z^3 + 299/101*z + 1
*
[ -3/5 ] 
f(z) = -97/108*z^3 + 299/100*z + 1
*
[ -1 ] 
f(z) = -96/101*z^3 + 298/101*z + 1
*
[ -1 ] 
f(z) = -95/101*z^3 + 297/101*z + 1
*
[ -1 ] 
f(z) = -95/102*z^3 + 299/102*z + 1
*
[ -1 ] 
f(z) = -94/101*z^3 + 296/101*z + 1
*
[ -1 ] 
f(z) = -93/100*z^3 + 293/100*z + 1
*
[ -1 ] 
f(z) = -93/101*z^3 + 295/101*z + 1
*
[ -1 ] 
f(z) = -93/103*z^3 + 299/103*z + 1
*
[ -1 ] 
f(z) = -92/101*z^3 + 294/101*z + 1
*
[ -1 ] 
f(z) = -92/103*z^3 + 298/103*z + 1
*
[ -1 ] 
f(z) = -91/100*z^3 + 291/100*z + 1
*
[ -1 ] 
f(z) = -91/101*z^3 + 293/101*z + 1
*
[ -1 ] 
f(z) = -91/102*z^3 + 295/102*z + 1
*
[ -1 ] 
f(z) = -91/103*z^3 + 297/103*z + 1
*
[ -3/5 ] 
f(z) = -91/108*z^3 + 297/100*z + 1
*
[ -1 ] 
f(z) = -90/101*z^3 + 292/101*z + 1
*
[ -1 ] 
f(z) = -90/103*z^3 + 296/103*z + 1
*
[ -1 ] 
f(z) = -89/100*z^3 + 289/100*z + 1
*
[ -1 ] 
f(z) = -89/101*z^3 + 291/101*z + 1
*
[ -1 ] 
f(z) = -89/102*z^3 + 293/102*z + 1
*
[ -1 ] 
f(z) = -89/103*z^3 + 295/103*z + 1
*
[ -1 ] 
f(z) = -89/104*z^3 + 297/104*z + 1
*
[ -1 ] 
f(z) = -89/105*z^3 + 299/105*z + 1
*
-2 | 0.063218954261611819485678474115701893093 | 0.011090181570556006988589247471612459121
f(z) = -89/114*z^3 + 299/114*z + 1
*
-2 | 0.083391600956673677530350165015097457482 | 0.014646210767162922995021554123870872721
f(z) = -89/118*z^3 + 297/118*z + 1
*
[ -1 ] 
f(z) = -88/101*z^3 + 290/101*z + 1
*
[ -1 ] 
f(z) = -88/103*z^3 + 294/103*z + 1
*
[ -1 ] 
f(z) = -88/105*z^3 + 298/105*z + 1
*
[ -1 ] 
f(z) = -87/100*z^3 + 287/100*z + 1
*
[ -1 ] 
f(z) = -87/101*z^3 + 289/101*z + 1
*
[ -1 ] 
f(z) = -87/103*z^3 + 293/103*z + 1
*
[ -1 ] 
f(z) = -87/104*z^3 + 295/104*z + 1
*
-2 | 0.083343805444863716960545570589265140517 | 0.014655207772608393701071940278305205601
f(z) = -87/106*z^3 + 295/106*z + 1
*
[ -1 ] 
f(z) = -87/106*z^3 + 299/106*z + 1
*
-2 | 0.083198868241772268044167033493451257692 | 0.014647242956965267649570706333779416150
f(z) = -87/110*z^3 + 293/110*z + 1
*
-2 | 0.082838315360829668267847964470050280250 | 0.014619145348622572026763052330154010991
f(z) = -87/118*z^3 + 289/118*z + 1
*
[ -1 ] 
f(z) = -86/101*z^3 + 288/101*z + 1
*
[ -1 ] 
f(z) = -86/103*z^3 + 292/103*z + 1
*
[ -1 ] 
f(z) = -86/105*z^3 + 296/105*z + 1
*
[ -1 ] 
f(z) = -85/101*z^3 + 287/101*z + 1
*
[ -1 ] 
f(z) = -85/103*z^3 + 291/103*z + 1
*
[ -1 ] 
f(z) = -85/104*z^3 + 293/104*z + 1
*
-2 | 0.082824942733295358759550431181651317755 | 0.014634720911863227019785496095919545432
f(z) = -85/106*z^3 + 287/106*z + 1
*
[ -1 ] 
f(z) = -85/106*z^3 + 297/106*z + 1
*
[ -1 ] 
f(z) = -85/107*z^3 + 299/107*z + 1
*
-2 | 0.062131145903280133976673045108500589890 | 0.011005531896725050672539871024437008019
f(z) = -85/114*z^3 + 283/114*z + 1
*
-2 | 0.082254731319075008563148326051296219336 | 0.014588428033172061969753003724570988350
f(z) = -85/118*z^3 + 281/118*z + 1
*
[ -1 ] 
f(z) = -84/101*z^3 + 286/101*z + 1
*
[ -1 ] 
f(z) = -84/103*z^3 + 290/103*z + 1
*
[ -1 ] 
f(z) = -84/107*z^3 + 298/107*z + 1
*
[ -1 ] 
f(z) = -83/100*z^3 + 283/100*z + 1
*
[ -1 ] 
f(z) = -83/101*z^3 + 285/101*z + 1
*
-2 | 0.062095626570817200591230550209458166463 | 0.011013075659916709157434230985467492366
f(z) = -83/102*z^3 + 281/102*z + 1
*
[ -1 ] 
f(z) = -83/102*z^3 + 287/102*z + 1
*
[ -1 ] 
f(z) = -83/103*z^3 + 289/103*z + 1
*
[ -1 ] 
f(z) = -83/104*z^3 + 291/104*z + 1
*
[ -1 ] 
f(z) = -83/105*z^3 + 293/105*z + 1
*
[ -1 ] 
f(z) = -83/106*z^3 + 295/106*z + 1
*
[ -1 ] 
f(z) = -83/107*z^3 + 297/107*z + 1
*
[ -1 ] 
f(z) = -83/108*z^3 + 299/108*z + 1
*
[ -1 ] 
f(z) = -82/101*z^3 + 284/101*z + 1
*
[ -1 ] 
f(z) = -82/103*z^3 + 288/103*z + 1
*
[ -1 ] 
f(z) = -82/105*z^3 + 292/105*z + 1
*
[ -1 ] 
f(z) = -82/107*z^3 + 296/107*z + 1
*
[ -1 ] 
f(z) = -81/100*z^3 + 281/100*z + 1
*
[ -1 ] 
f(z) = -81/101*z^3 + 283/101*z + 1
*
[ -1 ] 
f(z) = -81/103*z^3 + 287/103*z + 1
*
[ -8/9 ] 
f(z) = -81/104*z^3 + 285/104*z + 1
*
[ -1 ] 
f(z) = -81/104*z^3 + 289/104*z + 1
*
[ -1 ] 
f(z) = -81/106*z^3 + 293/106*z + 1
*
[ -1 ] 
f(z) = -81/107*z^3 + 295/107*z + 1
*
[ -1 ] 
f(z) = -81/109*z^3 + 299/109*z + 1
*
3/5 | 0.15644879378003295255137594957598427692 | 0.023056042006196816176158841041251608332
f(z) = -100/117*z^3 + 295/156*z + 1
*
[ 4/3 ] 
f(z) = -93/104*z^3 + 287/156*z + 1
*
[ 6/5 ] 
f(z) = -95/104*z^3 + 289/195*z + 1
*
0 | 0.11804306565429518432642100412059216145 | 0.020781598338562126330914442851022858621
f(z) = -94/105*z^3 + 293/210*z + 1
*
0 | 0.13414789031352101575916038137600247941 | 0.023674159694847759201551442034993069062
f(z) = -92/105*z^3 + 289/210*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.020935464400977363371927410237482119152
f(z) = -88/105*z^3 + 281/210*z + 1
*
-9/7 | 0.18710787181441599674367099345620729783 | 0.027574306250700169951778756515183038761
f(z) = -91/108*z^3 + 295/252*z + 1
*
-14/27 | 0.18657658433882470508972803145788172347 | 0.026533482600246189991364303486314895273
f(z) = -81/112*z^3 + 283/252*z + 1
*
[ 2/3 ] 
f(z) = -81/133*z^3 - 61/266*z + 1
*
[ 2/3 ] 
f(z) = -81/137*z^3 - 65/274*z + 1
*
[ 2/3 ] 
f(z) = -81/139*z^3 - 67/278*z + 1
*
[ 2/3 ] 
f(z) = -83/128*z^3 - 61/288*z + 1
*
[ 5/8 ] 
f(z) = -86/125*z^3 - 53/160*z + 1
*
[ 11/17 ] 
f(z) = -85/121*z^3 - 47/187*z + 1
*
[ 2/3 ] 
f(z) = -90/121*z^3 - 41/242*z + 1
*
[ 2/3 ] 
f(z) = -90/127*z^3 - 47/254*z + 1
*
[ 2/3 ] 
f(z) = -81/121*z^3 - 49/242*z + 1
*
[ 2/3 ] 
f(z) = -81/125*z^3 - 53/250*z + 1
*
[ 2/3 ] 
f(z) = -81/127*z^3 - 55/254*z + 1
*
[ 2/3 ] 
f(z) = -99/131*z^3 - 43/262*z + 1
*
[ 2/3 ] 
f(z) = -99/133*z^3 - 45/266*z + 1
*
[ 2/3 ] 
f(z) = -99/137*z^3 - 49/274*z + 1
*
[ 2/3 ] 
f(z) = -99/139*z^3 - 51/278*z + 1
*
[ 2/3 ] 
f(z) = -90/131*z^3 - 51/262*z + 1
*
[ 2/3 ] 
f(z) = -90/133*z^3 - 53/266*z + 1
*
[ 2/3 ] 
f(z) = -90/137*z^3 - 57/274*z + 1
*
[ 2/3 ] 
f(z) = -90/139*z^3 - 59/278*z + 1
*
[ 2/3 ] 
f(z) = -81/131*z^3 - 59/262*z + 1
*
[ 2/3 ] 
f(z) = -97/128*z^3 - 47/288*z + 1
*
[ 2/3 ] 
f(z) = -95/128*z^3 - 49/288*z + 1
*
[ 2/3 ] 
f(z) = -91/128*z^3 - 53/288*z + 1
*
[ 2/3 ] 
f(z) = -89/128*z^3 - 55/288*z + 1
*
[ 2/3 ] 
f(z) = -85/128*z^3 - 59/288*z + 1
*
[ 9/14 ] 
f(z) = -98/135*z^3 - 23/90*z + 1
*
[ 5/8 ] 
f(z) = -84/125*z^3 - 27/80*z + 1
*
[ 15/23 ] 
f(z) = -92/135*z^3 - 28/115*z + 1
*
[ 2/3 ] 
f(z) = -99/130*z^3 - 21/130*z + 1
*
[ 2/3 ] 
f(z) = -99/134*z^3 - 23/134*z + 1
*
[ 2/3 ] 
f(z) = -91/120*z^3 - 22/135*z + 1
*
[ 2/3 ] 
f(z) = -89/120*z^3 - 23/135*z + 1
*
[ 2/3 ] 
f(z) = -83/120*z^3 - 26/135*z + 1
*
[ 2/3 ] 
f(z) = -81/122*z^3 - 25/122*z + 1
*
[ 2/3 ] 
f(z) = -81/130*z^3 - 29/130*z + 1
*
[ 2/3 ] 
f(z) = -81/134*z^3 - 31/134*z + 1
*
[ 2/3 ] 
f(z) = -97/136*z^3 - 28/153*z + 1
*
[ 2/3 ] 
f(z) = -95/136*z^3 - 29/153*z + 1
*
[ 2/3 ] 
f(z) = -91/136*z^3 - 31/153*z + 1
*
[ 2/3 ] 
f(z) = -89/136*z^3 - 32/153*z + 1
*
[ 2/3 ] 
f(z) = -83/136*z^3 - 35/153*z + 1
*
[ 15/22 ] 
f(z) = -88/125*z^3 - 23/165*z + 1
*
[ 2/3 ] 
f(z) = -87/124*z^3 - 35/186*z + 1
*
[ 2/3 ] 
f(z) = -99/125*z^3 - 37/250*z + 1
*
[ 2/3 ] 
f(z) = -99/127*z^3 - 39/254*z + 1
*
[ 2/3 ] 
f(z) = -99/136*z^3 - 3/17*z + 1
*
[ 2/3 ] 
f(z) = -81/136*z^3 - 4/17*z + 1
*
[ 2/3 ] 
f(z) = -99/128*z^3 - 5/32*z + 1
*
[ 5/7 ] 
f(z) = -91/125*z^3 - 1/35*z + 1
*
[ 5/7 ] 
f(z) = -84/125*z^3 - 2/35*z + 1
*
[ 5/8 ] 
f(z) = -82/125*z^3 - 11/32*z + 1
*
[ 2/3 ] 
f(z) = -81/128*z^3 - 7/32*z + 1
*
[ 5/7 ] 
f(z) = -93/125*z^3 - 1/49*z + 1
*
[ 2/3 ] 
f(z) = -93/136*z^3 - 10/51*z + 1
*
[ 5/7 ] 
f(z) = -88/125*z^3 - 2/49*z + 1
*
[ 15/22 ] 
f(z) = -88/135*z^3 - 9/55*z + 1
*
[ 2/3 ] 
f(z) = -87/136*z^3 - 11/51*z + 1
*
[ 5/7 ] 
f(z) = -83/125*z^3 - 3/49*z + 1
*
[ 2/3 ] 
f(z) = -99/124*z^3 - 9/62*z + 1
*
[ 2/3 ] 
f(z) = -81/124*z^3 - 13/62*z + 1
*
[ 11/16 ] 
f(z) = -96/121*z^3 - 7/88*z + 1
*
[ 2/3 ] 
f(z) = -93/128*z^3 - 17/96*z + 1
*
[ 2/3 ] 
f(z) = -87/128*z^3 - 19/96*z + 1
*
[ 7/10 ] 
f(z) = -100/133*z^3 - 8/133*z + 1
*
[ 2/3 ] 
f(z) = -99/122*z^3 - 17/122*z + 1
*
[ 15/22 ] 
f(z) = -99/125*z^3 - 13/132*z + 1
*
[ 5/7 ] 
f(z) = -98/135*z^3 - 4/135*z + 1
*
[ 2/3 ] 
f(z) = -97/120*z^3 - 19/135*z + 1
*
[ 5/7 ] 
f(z) = -97/125*z^3 - 1/245*z + 1
*
[ 5/7 ] 
f(z) = -96/125*z^3 - 2/245*z + 1
*
[ 5/7 ] 
f(z) = -94/125*z^3 - 4/245*z + 1
*
[ 5/7 ] 
f(z) = -92/125*z^3 - 6/245*z + 1
*
[ 5/7 ] 
f(z) = -89/125*z^3 - 9/245*z + 1
*
[ 5/7 ] 
f(z) = -87/125*z^3 - 11/245*z + 1
*
[ 5/7 ] 
f(z) = -86/125*z^3 - 12/245*z + 1
*
[ 5/7 ] 
f(z) = -82/125*z^3 - 16/245*z + 1
*
[ 5/7 ] 
f(z) = -81/125*z^3 - 17/245*z + 1
*
[ 11/15 ] 
f(z) = -81/121*z^3 - 1/275*z + 1
*
[ 11/10 ] 
f(z) = -100/121*z^3 + 12/11*z + 1
*
[ -5/6 ] 
f(z) = -99/125*z^3 + 11/4*z + 1
*
[ 5/3 ] 
f(z) = -99/125*z^3 + 13/5*z + 1
*
[ 10/3 ] 
f(z) = -99/125*z^3 + 19/2*z + 1
*
[ -5/3 ] 
f(z) = -99/125*z^3 + 19/5*z + 1
*
[ 4/3 ] 
f(z) = -99/128*z^3 + 13/8*z + 1
*
[ 5/7 ] 
f(z) = -98/125*z^3 + 1
*
[ 5/2 ] 
f(z) = -98/125*z^3 + 11/2*z + 1
*
-5/7 | 0.089413217357450020811153296290343757751 | 0.015459183937754180270696786424854851262
f(z) = -98/125*z^3 + 13/10*z + 1
*
[ -15/14 ] 
f(z) = -98/125*z^3 + 17/6*z + 1
*
-5/7 | 0.097970762915261833596072698646334638254 | 0.015895790825276038290210826002607211080
f(z) = -98/125*z^3 + 19/5*z + 1
*
[ 10/7 ] 
f(z) = -98/125*z^3 + 19/10*z + 1
*
[ 15/14 ] 
f(z) = -98/135*z^3 + 9/10*z + 1
*
[ 5/6 ] 
f(z) = -96/125*z^3 + 1/3*z + 1
*
[ -5/4 ] 
f(z) = -96/125*z^3 + 3*z + 1
*
15/8 | 0.089413869496803740175400143289466386770 | 0.015086044452893956860168715396843797964
f(z) = -96/125*z^3 + 3/2*z + 1
*
-5/4 | 0.089413217357450020811153296290343757751 | 0.014387587429712723970686074646193875399
f(z) = -96/125*z^3 + 4/3*z + 1
*
-5/24 | 0.089414544579030142134883719813286242976 | 0.013506579427373607960821161880556192195
f(z) = -96/125*z^3 + 5/6*z + 1
*
[ 5/4 ] 
f(z) = -96/125*z^3 + 7/5*z + 1
*
[ 15/8 ] 
f(z) = -96/125*z^3 + 19/6*z + 1
*
[ 5/4 ] 
f(z) = -94/125*z^3 + 11/8*z + 1
*
[ 3/2 ] 
f(z) = -94/135*z^3 + 19/10*z + 1
*
[ -5/3 ] 
f(z) = -93/125*z^3 + 11/3*z + 1
*
[ -5/2 ] 
f(z) = -92/125*z^3 + 6*z + 1
*
[ -3/2 ] 
f(z) = -92/135*z^3 + 16/5*z + 1
*
[ 5 ] 
f(z) = -91/125*z^3 + 19*z + 1
*
[ -5 ] 
f(z) = -89/125*z^3 + 19*z + 1
*
[ 5/2 ] 
f(z) = -88/125*z^3 + 5*z + 1
*
[ 5/4 ] 
f(z) = -88/125*z^3 + 13/10*z + 1
*
[ 3/2 ] 
f(z) = -88/135*z^3 + 9/5*z + 1
*
[ 5/3 ] 
f(z) = -87/125*z^3 + 7/3*z + 1
*
[ 5/6 ] 
f(z) = -86/125*z^3 + 5/18*z + 1
*
[ 5 ] 
f(z) = -86/125*z^3 + 18*z + 1
*
[ 5/6 ] 
f(z) = -84/125*z^3 + 4/15*z + 1
*
[ 5/4 ] 
f(z) = -84/125*z^3 + 5/4*z + 1
*
[ -5/6 ] 
f(z) = -84/125*z^3 + 8/3*z + 1
*
[ -5 ] 
f(z) = -84/125*z^3 + 18*z + 1
*
5/6 | 0.089414817656933995514261062870528819481 | 0.014507585690479592644091271121130774299
f(z) = -84/125*z^3 + 19/15*z + 1
*
[ 5/2 ] 
f(z) = -83/125*z^3 + 19/4*z + 1
*
[ -5/2 ] 
f(z) = -82/125*z^3 + 11/2*z + 1
*
[ 3/2 ] 
f(z) = -82/135*z^3 + 17/10*z + 1
*
[ 11/9 ] 
f(z) = -81/121*z^3 + 13/11*z + 1
*
[ 5/6 ] 
f(z) = -81/125*z^3 + 1/4*z + 1
*
[ -5/9 ] 
f(z) = -81/125*z^3 + 3*z + 1
*
20/9 | 0.16643017352529504395503465011251820795 | 0.025852220244021008557283077629739069147
f(z) = -81/125*z^3 + 5/2*z + 1
*
-5/9 | 0.16224457543759454634109240083156583758 | 0.023487307943761060227374635554927081994
f(z) = -81/125*z^3 + 8*z + 1
*
10/27 | 0.17079190540693962758117146198830862476 | 0.024310152156038344667000641085888372060
f(z) = -81/125*z^3 + 8/9*z + 1
*
[ 10/9 ] 
f(z) = -81/125*z^3 + 9/10*z + 1
*
[ 5/3 ] 
f(z) = -81/125*z^3 + 11/5*z + 1
*
[ 20/9 ] 
f(z) = -81/125*z^3 + 15/4*z + 1
*
[ 5 ] 
f(z) = -81/125*z^3 + 17*z + 1
*
[ -10/3 ] 
f(z) = -81/125*z^3 + 17/2*z + 1
*
[ 4/3 ] 
f(z) = -81/128*z^3 + 11/8*z + 1
*
8/9 | 0.089853499176663743797911874969381433820 | 0.016394712447480987740813106409150972022
f(z) = -81/128*z^3 + 15/8*z + 1
*
[ 5/6 ] 
f(z) = -99/125*z^3 + 7/20*z + 1
*
[ 11/14 ] 
f(z) = -98/121*z^3 + 5/22*z + 1
*
[ 6/7 ] 
f(z) = -98/135*z^3 + 11/30*z + 1
*
[ 11/12 ] 
f(z) = -96/121*z^3 + 19/33*z + 1
*
-5/6 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -96/125*z^3 + 7/30*z + 1
*
[ 3/4 ] 
f(z) = -92/135*z^3 + 1/20*z + 1
*
[ 5/6 ] 
f(z) = -91/125*z^3 + 11/36*z + 1
*
[ 3/4 ] 
f(z) = -88/135*z^3 + 1/30*z + 1
*
-5/16 | 0.17926562965225774610597968240529257213 | 0.025951357917629165313919478882086247575
f(z) = -96/125*z^3 + 11/40*z + 1
*
[ 4/5 ] 
f(z) = -95/128*z^3 + 9/40*z + 1
*
[ 5/6 ] 
f(z) = -92/125*z^3 + 14/45*z + 1
*
[ 11/15 ] 
f(z) = -90/121*z^3 + 2/55*z + 1
*
[ 5/6 ] 
f(z) = -88/125*z^3 + 13/45*z + 1
*
[ 3/4 ] 
f(z) = -86/135*z^3 + 1/40*z + 1
*
[ 4/5 ] 
f(z) = -85/128*z^3 + 7/40*z + 1
*
[ 5/6 ] 
f(z) = -93/125*z^3 + 19/60*z + 1
*
[ 5/6 ] 
f(z) = -87/125*z^3 + 17/60*z + 1
*
[ 11/14 ] 
f(z) = -84/121*z^3 + 12/77*z + 1
*
[ 11/15 ] 
f(z) = -100/121*z^3 + 8/99*z + 1
*
[ 8/11 ] 
f(z) = -99/128*z^3 + 3/88*z + 1
*
5/23 | 0.26360864474333244236224436983359991126 | 0.028193129431185284017485003022779570609
f(z) = -92/125*z^3 + 17/92*z + 1
*
[ 3/4 ] 
f(z) = -89/135*z^3 + 3/80*z + 1
*
[ 3/4 ] 
f(z) = -83/135*z^3 + 1/80*z + 1
*
[ 3/4 ] 
f(z) = -94/135*z^3 + 7/120*z + 1
*
[ 10/13 ] 
f(z) = -91/125*z^3 + 17/130*z + 1
*
[ 3/4 ] 
f(z) = -82/135*z^3 + 1/120*z + 1
*
[ 7/9 ] 
f(z) = -81/133*z^3 + 11/133*z + 1
*
[ 35/46 ] 
f(z) = -92/125*z^3 + 18/161*z + 1
*
[ 20/27 ] 
f(z) = -81/125*z^3 + 1/180*z + 1
*
[ 5/7 ] 
f(z) = -99/125*z^3 + 1/245*z + 1
*
[ 3/4 ] 
f(z) = -97/135*z^3 + 17/240*z + 1
*
[ 3/4 ] 
f(z) = -91/135*z^3 + 11/240*z + 1
*
[ 3/4 ] 
f(z) = -88/123*z^3 + 17/246*z + 1
*
[ 3/4 ] 
f(z) = -88/129*z^3 + 13/258*z + 1
*
-5/7 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = -98/135*z^3 + 19/270*z + 1
*
[ -11/10 ] 
f(z) = -100/121*z^3 + 32/11*z + 1
*
[ -5 ] 
f(z) = -99/125*z^3 + 21*z + 1
*
[ 5/4 ] 
f(z) = -99/125*z^3 + 23/16*z + 1
*
-40/33 | 0.11127164464387653769334823683827700352 | 0.013760326381587307676803111445436213554
f(z) = -99/125*z^3 + 26/11*z + 1
*
[ -5/11 ] 
f(z) = -99/125*z^3 + 37/11*z + 1
*
[ -4/3 ] 
f(z) = -99/128*z^3 + 25/8*z + 1
*
[ 11/7 ] 
f(z) = -98/121*z^3 + 26/11*z + 1
*
20/7 | 0.096141926197376313465240827811152078929 | 0.014597543343181769032684197230287405662
f(z) = -98/125*z^3 + 29/5*z + 1
*
-55/28 | 0.18068897585152321622278311147482192270 | 0.022047045356175710727493248938216127181
f(z) = -98/125*z^3 + 29/8*z + 1
*
[ -20/7 ] 
f(z) = -98/125*z^3 + 31/4*z + 1
*
[ -5/3 ] 
f(z) = -98/125*z^3 + 34/9*z + 1
*
15/7 | 0.12207290349583639368797521291286060586 | 0.017873585672925208296044245166880257007
f(z) = -98/125*z^3 + 37/15*z + 1
*
[ -5/14 ] 
f(z) = -98/125*z^3 + 39/10*z + 1
*
[ -15/7 ] 
f(z) = -98/135*z^3 + 24/5*z + 1
*
6/7 | 0.10655609504833860759883919552148570340 | 0.019270722774798307280338723172597477628
f(z) = -98/135*z^3 + 28/15*z + 1
*
[ 3 ] 
f(z) = -98/135*z^3 + 36/5*z + 1
*
[ 5/3 ] 
f(z) = -97/125*z^3 + 23/9*z + 1
*
[ -5/2 ] 
f(z) = -97/125*z^3 + 25/4*z + 1
*
[ -3 ] 
f(z) = -97/135*z^3 + 39/5*z + 1
*
[ 5 ] 
f(z) = -96/125*z^3 + 20*z + 1
*
-5/4 | 0.13334748252905920087330119157485515842 | 0.016744186111990707538564337045387597918
f(z) = -96/125*z^3 + 23/6*z + 1
*
[ 5/2 ] 
f(z) = -96/125*z^3 + 27/5*z + 1
*
[ -5/8 ] 
f(z) = -96/125*z^3 + 29/10*z + 1
*
[ -5/2 ] 
f(z) = -96/125*z^3 + 31/5*z + 1
*
[ -5/24 ] 
f(z) = -96/125*z^3 + 35/6*z + 1
*
[ 5/3 ] 
f(z) = -96/125*z^3 + 38/15*z + 1
*
-2 | 0.096910705681075342283553358549675509176 | 0.016874569369347570260894508552755188479
f(z) = -95/136*z^3 + 39/17*z + 1
*
[ -5 ] 
f(z) = -94/125*z^3 + 20*z + 1
*
[ -3 ] 
f(z) = -94/135*z^3 + 38/5*z + 1
*
[ 5/2 ] 
f(z) = -93/125*z^3 + 21/4*z + 1
*
[ 5/3 ] 
f(z) = -93/125*z^3 + 37/15*z + 1
*
-2 | 0.096320624080354062494650666467796210221 | 0.016848024727370483889733045057459054437
f(z) = -93/136*z^3 + 38/17*z + 1
*
[ 5/3 ] 
f(z) = -92/125*z^3 + 22/9*z + 1
*
[ 5/2 ] 
f(z) = -92/125*z^3 + 26/5*z + 1
*
[ 3/2 ] 
f(z) = -92/135*z^3 + 28/15*z + 1
*
[ 3 ] 
f(z) = -92/135*z^3 + 34/5*z + 1
*
-2 | 0.076323966652164374039130470701027219586 | 0.013350288058494260802868758046690280149
f(z) = -91/120*z^3 + 38/15*z + 1
*
[ 10/7 ] 
f(z) = -91/125*z^3 + 25/14*z + 1
*
[ -3 ] 
f(z) = -91/135*z^3 + 37/5*z + 1
*
-2 | 0.095684221757650609479551568294373905164 | 0.016815145427226201936653377039306954682
f(z) = -91/136*z^3 + 37/17*z + 1
*
-2 | 0.075787561906590022850841621571974458552 | 0.013318589539892710574233246886820173612
f(z) = -89/120*z^3 + 37/15*z + 1
*
[ 5/4 ] 
f(z) = -89/125*z^3 + 21/16*z + 1
*
[ 3 ] 
f(z) = -89/135*z^3 + 33/5*z + 1
*
-2 | 0.094987724482076615461697714255215316431 | 0.016773510042188449996337791944905851420
f(z) = -89/136*z^3 + 36/17*z + 1
*
[ -5/8 ] 
f(z) = -88/125*z^3 + 23/8*z + 1
*
[ -5/2 ] 
f(z) = -88/125*z^3 + 29/5*z + 1
*
[ -5/4 ] 
f(z) = -88/125*z^3 + 29/10*z + 1
*
[ -5/3 ] 
f(z) = -88/125*z^3 + 32/9*z + 1
*
[ -3/4 ] 
f(z) = -88/135*z^3 + 27/10*z + 1
*
[ -3 ] 
f(z) = -88/135*z^3 + 36/5*z + 1
*
[ -5/2 ] 
f(z) = -87/125*z^3 + 23/4*z + 1
*
-2 | 0.094207805289929066326381826869568308454 | 0.016718957037356375877863601175787399054
f(z) = -87/136*z^3 + 35/17*z + 1
*
[ -5/4 ] 
f(z) = -86/125*z^3 + 23/8*z + 1
*
[ -3/2 ] 
f(z) = -86/135*z^3 + 31/10*z + 1
*
[ 3 ] 
f(z) = -86/135*z^3 + 32/5*z + 1
*
5/14 | 0.23303438978138715921516501681565654531 | 0.029261678728306034006225970562043600592
f(z) = -84/125*z^3 + 23/7*z + 1
*
[ 5/2 ] 
f(z) = -84/125*z^3 + 24/5*z + 1
*
[ -5/2 ] 
f(z) = -84/125*z^3 + 28/5*z + 1
*
[ 5/3 ] 
f(z) = -84/125*z^3 + 34/15*z + 1
*
-2 | 0.073977934592538268125089386333424952863 | 0.013196672611278760127864784391648114326
f(z) = -83/120*z^3 + 34/15*z + 1
*
[ -5/3 ] 
f(z) = -83/125*z^3 + 31/9*z + 1
*
[ 3 ] 
f(z) = -83/135*z^3 + 31/5*z + 1
*
-2 | 0.092057517947692816635801371570665263514 | 0.016509748608671468634742030149844300425
f(z) = -83/136*z^3 + 33/17*z + 1
*
[ 5/3 ] 
f(z) = -82/125*z^3 + 20/9*z + 1
*
[ -3 ] 
f(z) = -82/135*z^3 + 34/5*z + 1
*
[ -11/9 ] 
f(z) = -81/121*z^3 + 31/11*z + 1
*
-20/9 | 0.16704438983688801814369481907419818582 | 0.026473304799097649276856878093304746236
f(z) = -81/125*z^3 + 22/5*z + 1
*
-10/3 | 0.22712037093449200017597907718143494290 | 0.028519066791701580217042482344461012238
f(z) = -81/125*z^3 + 23/3*z + 1
*
5/6 | 0.21718693389539433739285559477787900411 | 0.027271744267422601164570230937738020027
f(z) = -81/125*z^3 + 23/12*z + 1
*
-5/3 | 0.12206954629492159283417187679291743284 | 0.018846698651105655174619177258004971521
f(z) = -81/125*z^3 + 26/15*z + 1
*
[ -10/9 ] 
f(z) = -81/125*z^3 + 27/10*z + 1
*
65/18 | 0.088576137361213471936193048997207373096 | 0.010807754643992359544408660070964136174
f(z) = -81/125*z^3 + 29/4*z + 1
*
-5/3 | 0.12208166006041905426732890276067849146 | 0.018350244026034802449081766414203949942
f(z) = -81/125*z^3 + 31/15*z + 1
*
55/36 | 0.16643725299132457822226792431876137180 | 0.019721849084730266042253208127878016244
f(z) = -81/125*z^3 + 37/16*z + 1
*
[ -8/9 ] 
f(z) = -81/128*z^3 + 21/8*z + 1
*
[ -4/9 ] 
f(z) = -81/128*z^3 + 27/8*z + 1
*
-4/3 | 0.064371439123867585058194329453180142310 | 0.010371489833337939420891159825342568320
f(z) = -81/128*z^3 + 31/8*z + 1
*
[ 16/9 ] 
f(z) = -81/128*z^3 + 39/16*z + 1
*
-2 | 0.090976134867641094163974758390997476758 | 0.016406352326598914736364201007265761955
f(z) = -81/136*z^3 + 32/17*z + 1
*
5/6 | 0.15403422101178614032741843301445381412 | 0.023644054361383663375540465104936128783
f(z) = -99/125*z^3 + 27/20*z + 1
*
[ 15/14 ] 
f(z) = -98/125*z^3 + 29/30*z + 1
*
45/28 | 0.21861305690016457660402087631918696478 | 0.026459101216527502292730672012933313189
f(z) = -98/125*z^3 + 31/24*z + 1
*
-6/7 | 0.19258390493098028476904952401757863530 | 0.027672492758562817687116359887333880465
f(z) = -98/135*z^3 + 39/20*z + 1
*
[ 3/2 ] 
f(z) = -97/135*z^3 + 39/20*z + 1
*
[ 11/8 ] 
f(z) = -96/121*z^3 + 39/22*z + 1
*
5/16 | 0.11080664885621376492896910250818871356 | 0.013520244949012400184345729759237079204
f(z) = -96/125*z^3 + 29/24*z + 1
*
-5/12 | 0.089413869496803740175400143289466386770 | 0.013439908367615182557950058735842227937
f(z) = -96/125*z^3 + 31/30*z + 1
*
[ 4/3 ] 
f(z) = -93/128*z^3 + 37/24*z + 1
*
[ 5/4 ] 
f(z) = -92/125*z^3 + 27/20*z + 1
*
[ 3/2 ] 
f(z) = -91/135*z^3 + 37/20*z + 1
*
[ 4/3 ] 
f(z) = -87/128*z^3 + 35/24*z + 1
*
-10/9 | 0.089415250985256530810544776410032419577 | 0.013576210228190521796809083574344750667
f(z) = -81/125*z^3 + 29/20*z + 1
*
-4/3 | 0.13205196036276617864478052196093236443 | 0.021507238326636870735244387848174100951
f(z) = -81/128*z^3 + 29/24*z + 1
*
-4/3 | 0.12207016710904005205837056802182171172 | 0.019122744612179475204264512720373134962
f(z) = -81/128*z^3 + 37/24*z + 1
*
-3/4 | 0.19636483245408203742674752091033455007 | 0.028113501458675874122955572592461096931
f(z) = -94/135*z^3 + 29/40*z + 1
*
-3/4 | 0.18653690309207309436449692959127723373 | 0.026706439394651699647000243241925927401
f(z) = -82/135*z^3 + 27/40*z + 1
*
[ 8/9 ] 
f(z) = -99/128*z^3 + 35/72*z + 1
*
[ 6/7 ] 
f(z) = -91/135*z^3 + 23/70*z + 1
*
[ 5/6 ] 
f(z) = -98/125*z^3 + 31/90*z + 1
*
-5/42 | 0.17079190540693962758117146198830862476 | 0.022127071444118757981743995180737637630
f(z) = -98/125*z^3 + 37/90*z + 1
*
[ 5/6 ] 
f(z) = -94/125*z^3 + 29/90*z + 1
*
[ 5/6 ] 
f(z) = -82/125*z^3 + 23/90*z + 1
*
[ 35/44 ] 
f(z) = -88/125*z^3 + 29/154*z + 1
*
-20/27 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = -81/125*z^3 + 37/180*z + 1
*
[ 4/5 ] 
f(z) = -89/128*z^3 + 39/200*z + 1
*
[ 4/5 ] 
f(z) = -87/128*z^3 + 37/200*z + 1
*
[ 4/5 ] 
f(z) = -83/128*z^3 + 33/200*z + 1
*
[ 4/5 ] 
f(z) = -81/128*z^3 + 31/200*z + 1
*
[ 25/33 ] 
f(z) = -99/125*z^3 + 37/275*z + 1
*
[ 11/5 ] 
f(z) = -100/121*z^3 + 50/11*z + 1
*
8/3 | 0.18970584036590138284765038109937428980 | 0.028833956061687180823808598622157186968
f(z) = -99/128*z^3 + 45/8*z + 1
*
[ 8/3 ] 
f(z) = -99/128*z^3 + 49/8*z + 1
*
[ -8/3 ] 
f(z) = -99/128*z^3 + 55/8*z + 1
*
-2 | 0.097985524048062880889671193712143666180 | 0.016914430151907440256864051153638747152
f(z) = -99/136*z^3 + 41/17*z + 1
*
[ -2/3 ] 
f(z) = -99/136*z^3 + 48/17*z + 1
*
[ 2 ] 
f(z) = -99/136*z^3 + 58/17*z + 1
*
[ -11/7 ] 
f(z) = -98/121*z^3 + 40/11*z + 1
*
-15/14 | 0.12291000802707678409865485088047338690 | 0.014389095200666965930003750322454614615
f(z) = -98/125*z^3 + 41/18*z + 1
*
[ -5/28 ] 
f(z) = -98/125*z^3 + 53/8*z + 1
*
[ -10/21 ] 
f(z) = -98/125*z^3 + 59/18*z + 1
*
[ -3/7 ] 
f(z) = -98/135*z^3 + 52/15*z + 1
*
[ -3/14 ] 
f(z) = -98/135*z^3 + 57/10*z + 1
*
[ 15/7 ] 
f(z) = -98/135*z^3 + 58/15*z + 1
*
-2 | 0.077794164361958542177647458302678172283 | 0.013428962819864290966385859459552132440
f(z) = -97/120*z^3 + 41/15*z + 1
*
[ 2 ] 
f(z) = -97/120*z^3 + 56/15*z + 1
*
-2 | 0.097463542804813274343828026409659643398 | 0.016896345206149787909304198690428174217
f(z) = -97/136*z^3 + 40/17*z + 1
*
[ 2 ] 
f(z) = -97/136*z^3 + 57/17*z + 1
*
[ -5/6 ] 
f(z) = -96/125*z^3 + 41/15*z + 1
*
[ -5/12 ] 
f(z) = -96/125*z^3 + 53/15*z + 1
*
[ -10/3 ] 
f(z) = -96/125*z^3 + 59/6*z + 1
*
[ 2 ] 
f(z) = -95/136*z^3 + 56/17*z + 1
*
[ -5/6 ] 
f(z) = -94/125*z^3 + 49/18*z + 1
*
[ 5/2 ] 
f(z) = -94/125*z^3 + 53/10*z + 1
*
[ 2 ] 
f(z) = -93/136*z^3 + 55/17*z + 1
*
[ 2 ] 
f(z) = -91/120*z^3 + 53/15*z + 1
*
[ -5/4 ] 
f(z) = -91/125*z^3 + 47/16*z + 1
*
[ 2 ] 
f(z) = -91/136*z^3 + 54/17*z + 1
*
[ 2 ] 
f(z) = -89/120*z^3 + 52/15*z + 1
*
[ 2 ] 
f(z) = -89/136*z^3 + 53/17*z + 1
*
[ -3/2 ] 
f(z) = -88/135*z^3 + 47/15*z + 1
*
-3/4 | 0.15312950774595021663421528559306595126 | 0.020865491468644326494660850878521679494
f(z) = -88/135*z^3 + 57/10*z + 1
*
[ -5/3 ] 
f(z) = -87/125*z^3 + 53/15*z + 1
*
[ 2 ] 
f(z) = -87/136*z^3 + 52/17*z + 1
*
[ 5/2 ] 
f(z) = -86/125*z^3 + 49/10*z + 1
*
[ -5/2 ] 
f(z) = -86/125*z^3 + 57/10*z + 1
*
[ -10/7 ] 
f(z) = -84/125*z^3 + 43/14*z + 1
*
[ 10/3 ] 
f(z) = -84/125*z^3 + 49/6*z + 1
*
[ -5/3 ] 
f(z) = -84/125*z^3 + 52/15*z + 1
*
[ 2 ] 
f(z) = -83/120*z^3 + 49/15*z + 1
*
[ 2 ] 
f(z) = -83/136*z^3 + 50/17*z + 1
*
[ 5/2 ] 
f(z) = -82/125*z^3 + 47/10*z + 1
*
-5/3 | 0.21150028618019400716682216341125742436 | 0.029195699020308693696809399395956276776
f(z) = -81/125*z^3 + 56/15*z + 1
*
[ 8/3 ] 
f(z) = -81/128*z^3 + 41/8*z + 1
*
[ -8/3 ] 
f(z) = -81/128*z^3 + 47/8*z + 1
*
-28/9 | 0.17524426014353304973223186176493041996 | 0.025847533723123530395500204949941602197
f(z) = -81/128*z^3 + 55/8*z + 1
*
[ -16/9 ] 
f(z) = -81/128*z^3 + 57/16*z + 1
*
[ -2/3 ] 
f(z) = -81/136*z^3 + 47/17*z + 1
*
[ 2 ] 
f(z) = -81/136*z^3 + 49/17*z + 1
*
-10/7 | 0.19417047903269024110347302708275699365 | 0.028008934516296227365405812591880184424
f(z) = -98/125*z^3 + 41/20*z + 1
*
15/14 | 0.14403374168548061789926701739088670362 | 0.019740348631552206554902566701991690756
f(z) = -98/125*z^3 + 59/30*z + 1
*
[ 12/7 ] 
f(z) = -98/135*z^3 + 51/20*z + 1
*
[ 3/2 ] 
f(z) = -98/135*z^3 + 59/30*z + 1
*
[ -5/4 ] 
f(z) = -92/125*z^3 + 59/20*z + 1
*
[ 15/13 ] 
f(z) = -91/125*z^3 + 43/39*z + 1
*
[ 15/11 ] 
f(z) = -88/125*z^3 + 52/33*z + 1
*
[ -10/11 ] 
f(z) = -88/125*z^3 + 59/22*z + 1
*
[ 3/2 ] 
f(z) = -86/135*z^3 + 53/30*z + 1
*
15/14 | 0.19751933674941187109478400425940929829 | 0.028492004532703086827393107146051248281
f(z) = -84/125*z^3 + 41/35*z + 1
*
-10/7 | 0.19789436996237419292699167153443899539 | 0.022802932712597102839649236649374003209
f(z) = -84/125*z^3 + 47/21*z + 1
*
5/3 | 0.16643094331885216190282186571632631905 | 0.023150237882114302965946102451508751563
f(z) = -84/125*z^3 + 53/30*z + 1
*
[ -5/4 ] 
f(z) = -84/125*z^3 + 57/20*z + 1
*
[ -5/6 ] 
f(z) = -81/125*z^3 + 53/20*z + 1
*
15/28 | 0.096544361190371268850425231696292076353 | 0.013926445997197652704748766982944905755
f(z) = -98/125*z^3 + 41/40*z + 1
*
[ 10/9 ] 
f(z) = -93/125*z^3 + 55/54*z + 1
*
[ 8/7 ] 
f(z) = -91/128*z^3 + 59/56*z + 1
*
[ 5/4 ] 
f(z) = -86/125*z^3 + 51/40*z + 1
*
[ 5/4 ] 
f(z) = -82/125*z^3 + 49/40*z + 1
*
-3/4 | 0.21208591150235686081326622035109046886 | 0.027623037513446627643131148078362299808
f(z) = -97/135*z^3 + 59/80*z + 1
*
[ 11/12 ] 
f(z) = -90/121*z^3 + 47/88*z + 1
*
[ 15/16 ] 
f(z) = -88/125*z^3 + 53/96*z + 1
*
[ 20/21 ] 
f(z) = -84/125*z^3 + 47/84*z + 1
*
[ 6/7 ] 
f(z) = -91/120*z^3 + 41/105*z + 1
*
[ 10/11 ] 
f(z) = -88/125*z^3 + 53/110*z + 1
*
-5/14 | 0.13791155879419941360952967060191469391 | 0.017517392173316599478950877099460686168
f(z) = -84/125*z^3 + 58/105*z + 1
*
[ 8/9 ] 
f(z) = -81/136*z^3 + 47/136*z + 1
*
[ 11/13 ] 
f(z) = -91/121*z^3 + 51/143*z + 1
*
5/28 | 0.19006959414244009042196200233747566097 | 0.023291363168165506699879652794296706678
f(z) = -84/125*z^3 + 59/140*z + 1
*
18/13 | 0.17295839419714341936436104282279574563 | 0.023523941482702036670590818499672951570
f(z) = -91/120*z^3 + 56/195*z + 1
*
[ 5/6 ] 
f(z) = -89/125*z^3 + 53/180*z + 1
*
[ 5/6 ] 
f(z) = -83/125*z^3 + 47/180*z + 1
*
[ 22/27 ] 
f(z) = -81/121*z^3 + 43/198*z + 1
*
[ 4/5 ] 
f(z) = -99/128*z^3 + 49/200*z + 1
*
[ 4/5 ] 
f(z) = -97/128*z^3 + 47/200*z + 1
*
[ 4/5 ] 
f(z) = -93/128*z^3 + 43/200*z + 1
*
[ 4/5 ] 
f(z) = -91/128*z^3 + 41/200*z + 1
*
[ -11/5 ] 
f(z) = -100/121*z^3 + 60/11*z + 1
*
[ -2 ] 
f(z) = -99/136*z^3 + 75/17*z + 1
*
[ 15/7 ] 
f(z) = -98/125*z^3 + 62/15*z + 1
*
[ -5/2 ] 
f(z) = -98/125*z^3 + 63/10*z + 1
*
[ -15/7 ] 
f(z) = -98/125*z^3 + 76/15*z + 1
*
[ -2 ] 
f(z) = -97/120*z^3 + 71/15*z + 1
*
[ -2 ] 
f(z) = -97/136*z^3 + 74/17*z + 1
*
[ 11/4 ] 
f(z) = -96/121*z^3 + 73/11*z + 1
*
5/16 | 0.18197567216463590649055784299242111189 | 0.020283867527196457949287935417401036464
f(z) = -96/125*z^3 + 63/8*z + 1
*
55/16 | 0.21210266832707392342310616136385863480 | 0.023331076593478396814750120153348089783
f(z) = -96/125*z^3 + 71/8*z + 1
*
[ -2 ] 
f(z) = -95/136*z^3 + 73/17*z + 1
*
[ -5/2 ] 
f(z) = -94/125*z^3 + 61/10*z + 1
*
[ -2 ] 
f(z) = -93/136*z^3 + 72/17*z + 1
*
[ -2 ] 
f(z) = -91/120*z^3 + 68/15*z + 1
*
[ -2 ] 
f(z) = -91/136*z^3 + 71/17*z + 1
*
[ -2 ] 
f(z) = -89/120*z^3 + 67/15*z + 1
*
[ -2 ] 
f(z) = -89/136*z^3 + 70/17*z + 1
*
[ -15/4 ] 
f(z) = -88/125*z^3 + 67/6*z + 1
*
[ -2 ] 
f(z) = -87/136*z^3 + 69/17*z + 1
*
-5/2 | 0.20772841187982769905683187096336981385 | 0.028156031453964083750608190815542335844
f(z) = -84/125*z^3 + 64/15*z + 1
*
[ -2 ] 
f(z) = -83/120*z^3 + 64/15*z + 1
*
[ -2 ] 
f(z) = -83/136*z^3 + 67/17*z + 1
*
[ 10/3 ] 
f(z) = -81/125*z^3 + 79/10*z + 1
*
[ -2 ] 
f(z) = -81/136*z^3 + 66/17*z + 1
*
[ -11/14 ] 
f(z) = -98/121*z^3 + 61/22*z + 1
*
15/7 | 0.15045091177582409692464910591409186534 | 0.023289959292489456176900539354147842393
f(z) = -98/135*z^3 + 71/30*z + 1
*
[ -11/8 ] 
f(z) = -96/121*z^3 + 71/22*z + 1
*
55/36 | 0.23192883182640505222284826809889470202 | 0.025551802660385093294563209568165638107
f(z) = -96/125*z^3 + 70/27*z + 1
*
-15/8 | 0.21845818611021537802371402165165935305 | 0.028886340569346108027606112858357981874
f(z) = -96/125*z^3 + 77/30*z + 1
*
-2 | 0.097343539781962093691172305082158091348 | 0.016912421746786106194866445304696778457
f(z) = -95/128*z^3 + 79/32*z + 1
*
[ -4/3 ] 
f(z) = -93/128*z^3 + 73/24*z + 1
*
-2 | 0.096815084302350672369302115555097060001 | 0.016895881043821807913264409527823992773
f(z) = -93/128*z^3 + 77/32*z + 1
*
[ -10/13 ] 
f(z) = -91/125*z^3 + 71/26*z + 1
*
-2 | 0.096256656701558297551871304507484373501 | 0.016875934019093220378945823965711189423
f(z) = -91/128*z^3 + 75/32*z + 1
*
6/7 | 0.19752069706453359462793648278769434939 | 0.026496058658968813882196461051334053737
f(z) = -91/135*z^3 + 64/35*z + 1
*
[ 11/6 ] 
f(z) = -90/121*z^3 + 65/22*z + 1
*
-2 | 0.095662393873284404863534010423212557841 | 0.016851601673311994676364424163377935983
f(z) = -89/128*z^3 + 73/32*z + 1
*
[ -3/2 ] 
f(z) = -89/135*z^3 + 63/20*z + 1
*
-45/22 | 0.24123575591154605532042534840766240658 | 0.026706031899644955791021449065850627439
f(z) = -88/125*z^3 + 67/22*z + 1
*
[ -4/3 ] 
f(z) = -87/128*z^3 + 71/24*z + 1
*
-2 | 0.095024122469595607372025118715976984135 | 0.016821482708784108063559592142998895251
f(z) = -87/128*z^3 + 71/32*z + 1
*
-2 | 0.094329803574251768819859466021840591530 | 0.016783465419635242792734966652011796411
f(z) = -85/128*z^3 + 69/32*z + 1
*
[ 15/7 ] 
f(z) = -84/125*z^3 + 76/21*z + 1
*
-5/4 | 0.21889835301730935001817698244999194505 | 0.028944543062976890957304144395719482286
f(z) = -84/125*z^3 + 77/20*z + 1
*
-2 | 0.093560133812598136826429018430084401444 | 0.016734099746383135060033376751722036989
f(z) = -83/128*z^3 + 67/32*z + 1
*
[ -3/2 ] 
f(z) = -83/135*z^3 + 61/20*z + 1
*
-5/54 | 0.17079328734379493975613459687024900750 | 0.018971338402468372292958983529657494467
f(z) = -81/125*z^3 + 65/36*z + 1
*
-2 | 0.092678964593677269893583328027850790036 | 0.016666835244935904834301967369851049356
f(z) = -81/128*z^3 + 65/32*z + 1
*
15/22 | 0.22833453646814093835712326561316515151 | 0.025195756803734371273634615938673470173
f(z) = -99/125*z^3 + 69/44*z + 1
*
10/21 | 0.11653944670727988973449268485633204676 | 0.015576900226450970199331267293153640133
f(z) = -98/125*z^3 + 71/45*z + 1
*
[ 9/7 ] 
f(z) = -98/135*z^3 + 64/45*z + 1
*
-8/5 | 0.19266398862761541497189376473079744257 | 0.027989400132413707881782306788148137768
f(z) = -95/128*z^3 + 61/40*z + 1
*
-15/8 | 0.19636562518680434579028997459996537966 | 0.025884254613369308402896887765909998781
f(z) = -88/135*z^3 + 73/40*z + 1
*
[ 35/33 ] 
f(z) = -99/125*z^3 + 73/77*z + 1
*
5/3 | 0.20493878106719512876953984706944108655 | 0.027098693489961351109841483827815928095
f(z) = -96/125*z^3 + 77/60*z + 1
*
[ 15/13 ] 
f(z) = -91/135*z^3 + 67/65*z + 1
*
5/3 | 0.15403422101178614032741843301445381412 | 0.021014936054648368817569505713864280339
f(z) = -84/125*z^3 + 61/60*z + 1
*
-2/3 | 0.16686891784741827566254525185494058630 | 0.028042167946191425080779467803495148160
f(z) = -93/128*z^3 + 79/96*z + 1
*
-2/3 | 0.16686994719010053259537569311101267893 | 0.028042340926281080996611054383258668525
f(z) = -87/128*z^3 + 77/96*z + 1
*
[ 10/9 ] 
f(z) = -81/136*z^3 + 71/85*z + 1
*
[ 10/11 ] 
f(z) = -99/125*z^3 + 61/110*z + 1
*
[ 11/12 ] 
f(z) = -84/121*z^3 + 65/132*z + 1
*
[ 5/6 ] 
f(z) = -97/125*z^3 + 61/180*z + 1
*
5/21 | 0.19505830833253777669785472936608014419 | 0.022771268660631356172811451041261644933
f(z) = -84/125*z^3 + 71/210*z + 1
*
10/3 | 0.21880105058999995869931926353491086850 | 0.023400925811706389834562558672464147206
f(z) = -99/125*z^3 + 92/11*z + 1
*
-45/14 | 0.092362546735692447038426208232492900993 | 0.012092953116284674845594617871951760007
f(z) = -98/125*z^3 + 83/10*z + 1
*
[ 30/7 ] 
f(z) = -98/125*z^3 + 91/6*z + 1
*
[ -11/4 ] 
f(z) = -96/121*z^3 + 81/11*z + 1
*
[ 5 ] 
f(z) = -94/125*z^3 + 98/5*z + 1
*
[ 5 ] 
f(z) = -93/125*z^3 + 97/5*z + 1
*
[ -5 ] 
f(z) = -93/125*z^3 + 99/5*z + 1
*
[ 4 ] 
f(z) = -93/128*z^3 + 99/8*z + 1
*
[ 5 ] 
f(z) = -92/125*z^3 + 96/5*z + 1
*
[ -5 ] 
f(z) = -92/125*z^3 + 98/5*z + 1
*
[ -5 ] 
f(z) = -91/125*z^3 + 97/5*z + 1
*
[ 4 ] 
f(z) = -91/128*z^3 + 97/8*z + 1
*
[ 5 ] 
f(z) = -89/125*z^3 + 93/5*z + 1
*
[ 4 ] 
f(z) = -89/128*z^3 + 95/8*z + 1
*
[ -4 ] 
f(z) = -89/128*z^3 + 99/8*z + 1
*
[ 5 ] 
f(z) = -88/125*z^3 + 92/5*z + 1
*
[ -5 ] 
f(z) = -88/125*z^3 + 94/5*z + 1
*
15/4 | 0.22605251722724763148054132594266202437 | 0.029123929950551117135305410229487138532
f(z) = -88/135*z^3 + 87/10*z + 1
*
[ 3 ] 
f(z) = -88/135*z^3 + 98/15*z + 1
*
[ 15/4 ] 
f(z) = -88/135*z^3 + 99/10*z + 1
*
[ 5 ] 
f(z) = -87/125*z^3 + 91/5*z + 1
*
[ -5 ] 
f(z) = -87/125*z^3 + 93/5*z + 1
*
[ 4 ] 
f(z) = -87/128*z^3 + 93/8*z + 1
*
[ -4 ] 
f(z) = -87/128*z^3 + 97/8*z + 1
*
[ -5 ] 
f(z) = -86/125*z^3 + 92/5*z + 1
*
[ 4 ] 
f(z) = -85/128*z^3 + 91/8*z + 1
*
[ -4 ] 
f(z) = -85/128*z^3 + 95/8*z + 1
*
[ 5 ] 
f(z) = -84/125*z^3 + 88/5*z + 1
*
[ 5 ] 
f(z) = -83/125*z^3 + 87/5*z + 1
*
[ -5 ] 
f(z) = -83/125*z^3 + 89/5*z + 1
*
[ 4 ] 
f(z) = -83/128*z^3 + 89/8*z + 1
*
[ -4 ] 
f(z) = -83/128*z^3 + 93/8*z + 1
*
[ 5 ] 
f(z) = -82/125*z^3 + 86/5*z + 1
*
[ -5 ] 
f(z) = -82/125*z^3 + 88/5*z + 1
*
[ 3 ] 
f(z) = -82/135*z^3 + 92/15*z + 1
*
[ -5 ] 
f(z) = -81/125*z^3 + 87/5*z + 1
*
[ 4 ] 
f(z) = -81/128*z^3 + 87/8*z + 1
*
[ -2/9 ] 
f(z) = -81/136*z^3 + 94/17*z + 1
*
-2 | 0.098327035027599399709614513815365433137 | 0.016937941245826340041004845452100299743
f(z) = -99/128*z^3 + 83/32*z + 1
*
[ -2/3 ] 
f(z) = -99/128*z^3 + 91/32*z + 1
*
[ -5/8 ] 
f(z) = -98/125*z^3 + 93/32*z + 1
*
[ -15/14 ] 
f(z) = -98/135*z^3 + 83/30*z + 1
*
-12/7 | 0.15131611273793250527485332945868797563 | 0.022632255432156743884728428036732741757
f(z) = -98/135*z^3 + 89/30*z + 1
*
-2 | 0.097846400047047790414396267646009526356 | 0.016926265588456334205694702443524961572
f(z) = -97/128*z^3 + 81/32*z + 1
*
[ -11/12 ] 
f(z) = -96/121*z^3 + 91/33*z + 1
*
[ -5/9 ] 
f(z) = -96/125*z^3 + 82/27*z + 1
*
5/2 | 0.20946587087745740432280960029295785332 | 0.027425196094164859976763092076806554846
f(z) = -96/125*z^3 + 83/20*z + 1
*
[ -3/2 ] 
f(z) = -94/135*z^3 + 97/30*z + 1
*
-4/3 | 0.14053659654819759605711071387350950209 | 0.019127652644138446137418766424797003707
f(z) = -93/128*z^3 + 97/24*z + 1
*
[ -5/7 ] 
f(z) = -91/125*z^3 + 97/35*z + 1
*
[ -11/6 ] 
f(z) = -90/121*z^3 + 89/22*z + 1
*
[ -5/6 ] 
f(z) = -89/125*z^3 + 97/36*z + 1
*
[ 5/2 ] 
f(z) = -87/125*z^3 + 99/20*z + 1
*
8/3 | 0.091179110316197773997238613155066407944 | 0.012445170034505125155493212058366756746
f(z) = -87/128*z^3 + 95/24*z + 1
*
[ 11/6 ] 
f(z) = -84/121*z^3 + 92/33*z + 1
*
[ -5/7 ] 
f(z) = -84/125*z^3 + 96/35*z + 1
*
[ 2 ] 
f(z) = -83/128*z^3 + 99/32*z + 1
*
[ -3/2 ] 
f(z) = -82/135*z^3 + 91/30*z + 1
*
-55/54 | 0.27758637773038484700584359357961238702 | 0.029793695849117282758857491120831976713
f(z) = -81/125*z^3 + 89/36*z + 1
*
[ -2/3 ] 
f(z) = -81/128*z^3 + 89/32*z + 1
*
8/3 | 0.21197538322869786919318823472069411220 | 0.029103712495926467919799110858073761769
f(z) = -81/128*z^3 + 91/24*z + 1
*
[ 2 ] 
f(z) = -81/128*z^3 + 97/32*z + 1
*
20/21 | 0.16213188690585774681190221666819526373 | 0.021129567633653865596743481652147421853
f(z) = -98/125*z^3 + 86/45*z + 1
*
15/16 | 0.17427774424806117484186062104984107130 | 0.022546405119518271864463307248980571415
f(z) = -96/125*z^3 + 91/40*z + 1
*
[ 8/5 ] 
f(z) = -95/128*z^3 + 91/40*z + 1
*
15/22 | 0.13321876123922225590886396455480714773 | 0.017414916885194602986839168583085804450
f(z) = -88/125*z^3 + 84/55*z + 1
*
[ 8/5 ] 
f(z) = -85/128*z^3 + 83/40*z + 1
*
20/9 | 0.17882913827391528341388016796201030028 | 0.024866981244882878310367514044704911070
f(z) = -81/128*z^3 + 83/40*z + 1
*
[ 35/27 ] 
f(z) = -81/125*z^3 + 83/63*z + 1
*
[ 4/3 ] 
f(z) = -81/136*z^3 + 89/68*z + 1
*
[ 10/9 ] 
f(z) = -99/125*z^3 + 97/90*z + 1
*
[ 5/4 ] 
f(z) = -83/125*z^3 + 99/80*z + 1
*
10/7 | 0.16149470515258372619865484470942280350 | 0.023984117946139151966397124060914177607
f(z) = -91/120*z^3 + 89/105*z + 1
*
-3/4 | 0.18752309282282349999033804308711347524 | 0.026847631919237108641632976728662840218
f(z) = -98/135*z^3 + 89/120*z + 1
*
[ 15/16 ] 
f(z) = -88/135*z^3 + 81/160*z + 1
*
[ 11/12 ] 
f(z) = -81/121*z^3 + 83/176*z + 1
*
[ 8/9 ] 
f(z) = -93/128*z^3 + 97/216*z + 1
*
[ 8/9 ] 
f(z) = -87/128*z^3 + 89/216*z + 1
*
[ 8/9 ] 
f(z) = -81/124*z^3 + 97/248*z + 1
*
[ 35/41 ] 
f(z) = -82/125*z^3 + 88/287*z + 1
*
[ -10/3 ] 
f(z) = -99/125*z^3 + 101/10*z + 1
*
[ 5 ] 
f(z) = -99/125*z^3 + 103/5*z + 1
*
[ 4 ] 
f(z) = -99/128*z^3 + 105/8*z + 1
*
[ -4 ] 
f(z) = -99/128*z^3 + 109/8*z + 1
*
[ 5 ] 
f(z) = -98/125*z^3 + 102/5*z + 1
*
[ -5 ] 
f(z) = -98/125*z^3 + 104/5*z + 1
*
[ -3 ] 
f(z) = -98/135*z^3 + 118/15*z + 1
*
[ 5 ] 
f(z) = -97/125*z^3 + 101/5*z + 1
*
[ -5 ] 
f(z) = -97/125*z^3 + 103/5*z + 1
*
[ 4 ] 
f(z) = -97/128*z^3 + 103/8*z + 1
*
[ -4 ] 
f(z) = -97/128*z^3 + 107/8*z + 1
*
[ 3 ] 
f(z) = -97/135*z^3 + 107/15*z + 1
*
-35/12 | 0.18238531831990675779095463722018712413 | 0.023281261614695669828823159264455902844
f(z) = -96/125*z^3 + 101/15*z + 1
*
[ -5 ] 
f(z) = -96/125*z^3 + 102/5*z + 1
*
[ 4 ] 
f(z) = -95/128*z^3 + 101/8*z + 1
*
[ -4 ] 
f(z) = -95/128*z^3 + 105/8*z + 1
*
[ 3 ] 
f(z) = -94/135*z^3 + 104/15*z + 1
*
[ -4 ] 
f(z) = -93/128*z^3 + 103/8*z + 1
*
[ -3 ] 
f(z) = -92/135*z^3 + 112/15*z + 1
*
[ -4 ] 
f(z) = -91/128*z^3 + 101/8*z + 1
*
[ 3 ] 
f(z) = -91/135*z^3 + 101/15*z + 1
*
[ 11/3 ] 
f(z) = -90/121*z^3 + 118/11*z + 1
*
[ -3 ] 
f(z) = -89/135*z^3 + 109/15*z + 1
*
[ -3 ] 
f(z) = -86/135*z^3 + 106/15*z + 1
*
-10/3 | 0.22946038373321420468233762075341451166 | 0.029008077676404257137855425503595047599
f(z) = -84/125*z^3 + 109/15*z + 1
*
[ 15/2 ] 
f(z) = -84/125*z^3 + 116/3*z + 1
*
[ -3 ] 
f(z) = -83/135*z^3 + 103/15*z + 1
*
[ 11/3 ] 
f(z) = -81/121*z^3 + 107/11*z + 1
*
[ -11/3 ] 
f(z) = -81/121*z^3 + 113/11*z + 1
*
40/9 | 0.20374982725339389431465742977196057769 | 0.027365802616402197540839583961959395525
f(z) = -81/128*z^3 + 107/8*z + 1
*
[ 5/2 ] 
f(z) = -99/125*z^3 + 111/20*z + 1
*
[ 2 ] 
f(z) = -99/128*z^3 + 115/32*z + 1
*
15/7 | 0.17472625010900273579943824976666971267 | 0.022088661026391946420573040635250718806
f(z) = -98/125*z^3 + 109/30*z + 1
*
-12/7 | 0.18421348718004460759207422935006058656 | 0.026405432372330242372069213777637129103
f(z) = -98/135*z^3 + 119/30*z + 1
*
[ 5/2 ] 
f(z) = -97/125*z^3 + 109/20*z + 1
*
[ 2 ] 
f(z) = -97/128*z^3 + 113/32*z + 1
*
[ 11/6 ] 
f(z) = -96/121*z^3 + 103/33*z + 1
*
-15/8 | 0.15045385886807217531195497053145326619 | 0.019064811135601159245032654986079321495
f(z) = -96/125*z^3 + 107/30*z + 1
*
[ 2 ] 
f(z) = -95/128*z^3 + 111/32*z + 1
*
-8/3 | 0.19867816653521578217853428719058694665 | 0.026618415598045149646789760634354924763
f(z) = -93/128*z^3 + 109/24*z + 1
*
[ 2 ] 
f(z) = -93/128*z^3 + 109/32*z + 1
*
[ -15/7 ] 
f(z) = -91/125*z^3 + 101/21*z + 1
*
[ 5/2 ] 
f(z) = -91/125*z^3 + 103/20*z + 1
*
[ -5/14 ] 
f(z) = -91/125*z^3 + 109/28*z + 1
*
[ -5/2 ] 
f(z) = -91/125*z^3 + 119/20*z + 1
*
[ 2 ] 
f(z) = -91/128*z^3 + 107/32*z + 1
*
[ 5/2 ] 
f(z) = -89/125*z^3 + 101/20*z + 1
*
[ -5/2 ] 
f(z) = -89/125*z^3 + 117/20*z + 1
*
[ 2 ] 
f(z) = -89/128*z^3 + 105/32*z + 1
*
-3/2 | 0.19310356541663466642966609095796161405 | 0.028032450344409762399249248653444510747
f(z) = -88/135*z^3 + 109/30*z + 1
*
-8/3 | 0.19882411048271278128128518905642377341 | 0.026912822912809244573671392364123746128
f(z) = -87/128*z^3 + 101/24*z + 1
*
[ 2 ] 
f(z) = -87/128*z^3 + 103/32*z + 1
*
[ 2 ] 
f(z) = -85/128*z^3 + 101/32*z + 1
*
-5/6 | 0.21609746105500715439904969742433753772 | 0.022883355275141412210756901200089987139
f(z) = -84/125*z^3 + 101/21*z + 1
*
[ -5/21 ] 
f(z) = -84/125*z^3 + 110/21*z + 1
*
5/2 | 0.19751959433580621530993301677412112504 | 0.024722210387966278212127557319997397715
f(z) = -84/125*z^3 + 118/35*z + 1
*
[ -5/2 ] 
f(z) = -83/125*z^3 + 111/20*z + 1
*
[ 22/9 ] 
f(z) = -81/121*z^3 + 101/22*z + 1
*
[ -22/9 ] 
f(z) = -81/121*z^3 + 119/22*z + 1
*
[ -5/2 ] 
f(z) = -81/125*z^3 + 109/20*z + 1
*
[ -35/18 ] 
f(z) = -81/125*z^3 + 111/28*z + 1
*
-2/9 | 0.14864898670671671868698285571324635710 | 0.024314150185477236370271202124041311931
f(z) = -81/128*z^3 + 113/32*z + 1
*
65/33 | 0.16327829755396606424916784531533880116 | 0.020790236004956469396658626276638165227
f(z) = -99/125*z^3 + 103/55*z + 1
*
35/72 | 0.23219190911772219722833888983861183780 | 0.024438314377868339331099685698330056039
f(z) = -96/125*z^3 + 107/54*z + 1
*
[ -4/5 ] 
f(z) = -95/128*z^3 + 109/40*z + 1
*
[ 5/3 ] 
f(z) = -94/125*z^3 + 112/45*z + 1
*
[ -5/4 ] 
f(z) = -94/125*z^3 + 119/40*z + 1
*
[ -3/4 ] 
f(z) = -94/135*z^3 + 109/40*z + 1
*
[ 5/3 ] 
f(z) = -91/125*z^3 + 109/45*z + 1
*
[ 5/3 ] 
f(z) = -89/125*z^3 + 107/45*z + 1
*
[ 5/3 ] 
f(z) = -88/125*z^3 + 106/45*z + 1
*
-15/8 | 0.18687099557842943038220738877020471325 | 0.023679420815311163768950981093368256442
f(z) = -88/125*z^3 + 107/40*z + 1
*
[ 5/3 ] 
f(z) = -86/125*z^3 + 104/45*z + 1
*
8/5 | 0.21034524761569016025383334640784619879 | 0.028396952289273433616695687733334550958
f(z) = -85/128*z^3 + 103/40*z + 1
*
[ -4/5 ] 
f(z) = -85/128*z^3 + 107/40*z + 1
*
[ 5/3 ] 
f(z) = -83/125*z^3 + 101/45*z + 1
*
[ -5/4 ] 
f(z) = -82/125*z^3 + 113/40*z + 1
*
[ -3/4 ] 
f(z) = -82/135*z^3 + 107/40*z + 1
*
[ 11/6 ] 
f(z) = -81/121*z^3 + 119/44*z + 1
*
5/27 | 0.22501568822744256720427229042387584135 | 0.028163713092151820177162563017150116492
f(z) = -81/125*z^3 + 118/45*z + 1
*
-4/9 | 0.21966774159266169547911412455625230610 | 0.029734215909664878751762085508522623218
f(z) = -99/128*z^3 + 101/72*z + 1
*
[ 4/3 ] 
f(z) = -99/136*z^3 + 105/68*z + 1
*
85/84 | 0.13793287820604363385230849107417700256 | 0.014606219993062574300642484095998942432
f(z) = -98/125*z^3 + 101/72*z + 1
*
-3/2 | 0.21658276625141569367922764635948482935 | 0.027054695235107133288168637751659154367
f(z) = -98/135*z^3 + 111/70*z + 1
*
[ 4/3 ] 
f(z) = -97/128*z^3 + 115/72*z + 1
*
-5/3 | 0.11662943059070128105482054209132379495 | 0.014582325648429976877070907365052720287
f(z) = -96/125*z^3 + 119/60*z + 1
*
[ 4/3 ] 
f(z) = -95/128*z^3 + 113/72*z + 1
*
[ 4/3 ] 
f(z) = -91/128*z^3 + 109/72*z + 1
*
15/13 | 0.23191222250666136962839488541378784536 | 0.029137351647155339001650716892231861617
f(z) = -91/135*z^3 + 106/65*z + 1
*
[ 4/3 ] 
f(z) = -89/128*z^3 + 107/72*z + 1
*
[ 3/2 ] 
f(z) = -89/135*z^3 + 109/60*z + 1
*
[ 4/3 ] 
f(z) = -85/128*z^3 + 103/72*z + 1
*
[ 10/7 ] 
f(z) = -84/125*z^3 + 117/70*z + 1
*
[ 4/3 ] 
f(z) = -83/128*z^3 + 101/72*z + 1
*
[ 3/2 ] 
f(z) = -83/135*z^3 + 103/60*z + 1
*
-5/6 | 0.21148366567603624098396858815374738081 | 0.026442070981503454312349270441685721986
f(z) = -81/125*z^3 + 119/60*z + 1
*
20/27 | 0.081380671862120196242738162911703461532 | 0.010825466730244200245083237462107797276
f(z) = -81/128*z^3 + 115/72*z + 1
*
[ 5/4 ] 
f(z) = -97/125*z^3 + 113/80*z + 1
*
[ 5/4 ] 
f(z) = -93/125*z^3 + 109/80*z + 1
*
[ 5/4 ] 
f(z) = -91/125*z^3 + 107/80*z + 1
*
[ 5/4 ] 
f(z) = -87/125*z^3 + 103/80*z + 1
*
20/27 | 0.16944359623631392951566124184858429743 | 0.021323681649198793298964839776881072904
f(z) = -81/125*z^3 + 113/90*z + 1
*
[ 11/10 ] 
f(z) = -90/121*z^3 + 109/110*z + 1
*
-6/11 | 0.22861220706353600727917383521444535499 | 0.028493805925567092290768599075808362163
f(z) = -88/135*z^3 + 113/110*z + 1
*
[ 10/9 ] 
f(z) = -81/130*z^3 + 113/130*z + 1
*
[ 20/21 ] 
f(z) = -98/125*z^3 + 119/180*z + 1
*
[ 25/28 ] 
f(z) = -98/125*z^3 + 101/200*z + 1
*
35/24 | 0.21621543876038549233283408838595840987 | 0.025241169610654994194941819950778849580
f(z) = -96/125*z^3 + 109/210*z + 1
*
[ 25/27 ] 
f(z) = -81/125*z^3 + 107/225*z + 1
*
[ 6/7 ] 
f(z) = -98/123*z^3 + 103/246*z + 1
*
[ 6/7 ] 
f(z) = -98/129*z^3 + 101/258*z + 1
*
[ 10/11 ] 
f(z) = -87/125*z^3 + 115/242*z + 1
*
[ 10/11 ] 
f(z) = -82/125*z^3 + 107/242*z + 1
*
[ 7/8 ] 
f(z) = -96/133*z^3 + 109/266*z + 1
*
[ -15/2 ] 
f(z) = -96/125*z^3 + 133/3*z + 1
*
[ 15/4 ] 
f(z) = -92/125*z^3 + 133/12*z + 1
*
[ -11/3 ] 
f(z) = -90/121*z^3 + 124/11*z + 1
*
[ -10 ] 
f(z) = -83/125*z^3 + 135/2*z + 1
*
[ 10 ] 
f(z) = -82/125*z^3 + 133/2*z + 1
*
-10/3 | 0.16376181978976986561144968719080369949 | 0.016850241854843826192132314659838020647
f(z) = -81/125*z^3 + 133/18*z + 1
*
-20/9 | 0.28857877033082371225396527499359388962 | 0.029985000354120844013002313175896786008
f(z) = -99/125*z^3 + 121/36*z + 1
*
[ -5/2 ] 
f(z) = -99/125*z^3 + 127/20*z + 1
*
-15/7 | 0.21309679605556927255763540508035937328 | 0.026428765147821945717848046078468778875
f(z) = -98/125*z^3 + 127/30*z + 1
*
-33/14 | 0.13271037695334826000943079546994559142 | 0.018764488151260428852248610413527727291
f(z) = -98/135*z^3 + 131/30*z + 1
*
[ -11/6 ] 
f(z) = -96/121*z^3 + 139/33*z + 1
*
-35/24 | 0.15096167225598962119315017266110181033 | 0.018835677653695287458056971708365051595
f(z) = -96/125*z^3 + 121/30*z + 1
*
-35/48 | 0.28653090034967427497741749153391904235 | 0.029671943036345253088806146657556952812
f(z) = -96/125*z^3 + 125/24*z + 1
*
5/2 | 0.22049141053321522119484081370705096378 | 0.027091201785109551425544890906675774626
f(z) = -96/125*z^3 + 137/30*z + 1
*
[ -5/2 ] 
f(z) = -93/125*z^3 + 121/20*z + 1
*
[ 8/3 ] 
f(z) = -93/128*z^3 + 139/24*z + 1
*
[ -5/12 ] 
f(z) = -92/125*z^3 + 127/36*z + 1
*
3 | 0.23737684777457659113586605848962563328 | 0.029336107027647659013451504564318944598
f(z) = -92/135*z^3 + 121/20*z + 1
*
[ -2 ] 
f(z) = -91/128*z^3 + 139/32*z + 1
*
[ -3/7 ] 
f(z) = -91/135*z^3 + 121/35*z + 1
*
[ 15/7 ] 
f(z) = -91/135*z^3 + 127/35*z + 1
*
[ -2 ] 
f(z) = -89/128*z^3 + 137/32*z + 1
*
[ 8/3 ] 
f(z) = -87/128*z^3 + 131/24*z + 1
*
[ -2 ] 
f(z) = -87/128*z^3 + 135/32*z + 1
*
[ -2 ] 
f(z) = -85/128*z^3 + 133/32*z + 1
*
[ -11/6 ] 
f(z) = -84/121*z^3 + 128/33*z + 1
*
[ -5/14 ] 
f(z) = -84/125*z^3 + 136/35*z + 1
*
[ -2 ] 
f(z) = -83/128*z^3 + 131/32*z + 1
*
[ -2 ] 
f(z) = -81/128*z^3 + 129/32*z + 1
*
[ -11/20 ] 
f(z) = -100/121*z^3 + 135/44*z + 1
*
[ 20/11 ] 
f(z) = -99/125*z^3 + 135/44*z + 1
*
[ -5/9 ] 
f(z) = -99/125*z^3 + 137/45*z + 1
*
[ -5/4 ] 
f(z) = -98/125*z^3 + 121/40*z + 1
*
[ -15/28 ] 
f(z) = -98/135*z^3 + 123/40*z + 1
*
[ -9/7 ] 
f(z) = -98/135*z^3 + 134/45*z + 1
*
[ -5/7 ] 
f(z) = -97/125*z^3 + 137/49*z + 1
*
[ -5/6 ] 
f(z) = -92/125*z^3 + 122/45*z + 1
*
[ -5/7 ] 
f(z) = -92/125*z^3 + 136/49*z + 1
*
[ -5/6 ] 
f(z) = -88/125*z^3 + 121/45*z + 1
*
[ -5/7 ] 
f(z) = -87/125*z^3 + 135/49*z + 1
*
[ -8/5 ] 
f(z) = -85/128*z^3 + 133/40*z + 1
*
[ -5/7 ] 
f(z) = -82/125*z^3 + 134/49*z + 1
*
[ -11/18 ] 
f(z) = -81/121*z^3 + 127/44*z + 1
*
5/6 | 0.22096587539057670430318617252097648055 | 0.027149498038735208362042838072689176759
f(z) = -87/125*z^3 + 137/60*z + 1
*
-2 | 0.094678749211438615206013400377500129478 | 0.016823938090129803654158143047413445071
f(z) = -85/124*z^3 + 139/62*z + 1
*
-2 | 0.073546459840222462361683270525645562981 | 0.013102579960097875095956977253320649867
f(z) = -85/132*z^3 + 137/66*z + 1
*
-5/4 | 0.21548135455935432485885667387923678665 | 0.026622116036936514730128581388168922046
f(z) = -84/125*z^3 + 131/60*z + 1
*
-2 | 0.093984300249063573422664590226540497417 | 0.016787641399198587524532715905711467589
f(z) = -83/124*z^3 + 135/62*z + 1
*
-2 | 0.072650540994570129411507622645731368271 | 0.013011657387559416807181313235811124634
f(z) = -83/132*z^3 + 133/66*z + 1
*
-2 | 0.093217719620412724401688936760137243479 | 0.016740652371175940971648920775652330712
f(z) = -81/124*z^3 + 131/62*z + 1
*
-28/27 | 0.14555898254578083912346558435149973443 | 0.018886440795229777827705218545990611715
f(z) = -81/128*z^3 + 139/72*z + 1
*
-2/5 | 0.19701278491518736141125436571952108302 | 0.028147005817942976950485304836138354593
f(z) = -95/136*z^3 + 137/85*z + 1
*
[ 11/9 ] 
f(z) = -90/121*z^3 + 128/99*z + 1
*
-5/21 | 0.24886460596286574669972313638497175967 | 0.025771378943356794656724363856400158255
f(z) = -84/125*z^3 + 125/84*z + 1
*
[ 25/24 ] 
f(z) = -96/125*z^3 + 131/150*z + 1
*
[ 15/14 ] 
f(z) = -92/125*z^3 + 134/147*z + 1
*
-5/7 | 0.15502542362625100369378040152758181449 | 0.018997007166079293846101339125673688926
f(z) = -84/125*z^3 + 139/140*z + 1
*
[ 20/21 ] 
f(z) = -99/125*z^3 + 131/196*z + 1
*
[ 10/11 ] 
f(z) = -97/125*z^3 + 131/242*z + 1
*
[ 10/11 ] 
f(z) = -92/125*z^3 + 123/242*z + 1
*
[ -10 ] 
f(z) = -98/125*z^3 + 159/2*z + 1
*
[ 30/7 ] 
f(z) = -98/135*z^3 + 141/10*z + 1
*
[ 10 ] 
f(z) = -97/125*z^3 + 157/2*z + 1
*
[ -10 ] 
f(z) = -93/125*z^3 + 151/2*z + 1
*
[ 10 ] 
f(z) = -92/125*z^3 + 149/2*z + 1
*
[ 10/3 ] 
f(z) = -89/125*z^3 + 155/18*z + 1
*
[ -10 ] 
f(z) = -88/125*z^3 + 143/2*z + 1
*
[ 10 ] 
f(z) = -87/125*z^3 + 141/2*z + 1
*
[ 34/9 ] 
f(z) = -81/136*z^3 + 157/17*z + 1
*
[ -2 ] 
f(z) = -99/128*z^3 + 147/32*z + 1
*
[ 20/7 ] 
f(z) = -98/125*z^3 + 141/20*z + 1
*
[ -2 ] 
f(z) = -97/128*z^3 + 145/32*z + 1
*
5/16 | 0.24482003180168223634235863903031646487 | 0.024899670139401040196361270752203025790
f(z) = -96/125*z^3 + 149/24*z + 1
*
[ 35/12 ] 
f(z) = -96/125*z^3 + 151/21*z + 1
*
-5/6 | 0.23515292010967101288274707684928670524 | 0.028416853626780892864767239863327402487
f(z) = -96/125*z^3 + 157/30*z + 1
*
[ -2 ] 
f(z) = -95/128*z^3 + 143/32*z + 1
*
[ -2 ] 
f(z) = -93/128*z^3 + 141/32*z + 1
*
[ -8/3 ] 
f(z) = -93/128*z^3 + 157/24*z + 1
*
-5/2 | 0.28617501691572199722213459482274940446 | 0.029227901967535382742431262341461150051
f(z) = -92/125*z^3 + 143/23*z + 1
*
[ -8/3 ] 
f(z) = -87/128*z^3 + 149/24*z + 1
*
-5/2 | 0.24175439224997756642228480254929844550 | 0.029548111986452880591074140347161500291
f(z) = -84/125*z^3 + 143/30*z + 1
*
-5/2 | 0.24322135195573440327255145899038558193 | 0.029652163663848800173860674617395697553
f(z) = -84/125*z^3 + 146/35*z + 1
*
[ 25/9 ] 
f(z) = -81/125*z^3 + 141/25*z + 1
*
5/18 | 0.22971531908891253233427763750950764453 | 0.027936311333805037118319609764538131634
f(z) = -81/125*z^3 + 149/20*z + 1
*
[ -25/9 ] 
f(z) = -81/125*z^3 + 159/25*z + 1
*
[ 25/14 ] 
f(z) = -98/125*z^3 + 147/50*z + 1
*
-10/7 | 0.23217097725759416660908287641320564887 | 0.028056503291724992634735940464542027816
f(z) = -98/125*z^3 + 157/40*z + 1
*
-33/28 | 0.22566823939894912928068763092050939850 | 0.027233997239029577359488114328336445297
f(z) = -98/135*z^3 + 147/40*z + 1
*
[ -8/5 ] 
f(z) = -95/128*z^3 + 141/40*z + 1
*
[ -2/3 ] 
f(z) = -93/136*z^3 + 143/51*z + 1
*
[ -8/7 ] 
f(z) = -91/128*z^3 + 157/56*z + 1
*
[ -11/15 ] 
f(z) = -90/121*z^3 + 152/55*z + 1
*
[ -15/8 ] 
f(z) = -88/135*z^3 + 153/40*z + 1
*
[ -10/9 ] 
f(z) = -87/125*z^3 + 149/54*z + 1
*
[ -2/3 ] 
f(z) = -87/136*z^3 + 142/51*z + 1
*
[ -5/3 ] 
f(z) = -86/125*z^3 + 158/45*z + 1
*
-12/5 | 0.16586888122241857497176841350888106106 | 0.021442739361049294749738973306924879556
f(z) = -85/128*z^3 + 143/40*z + 1
*
[ -5/3 ] 
f(z) = -82/125*z^3 + 154/45*z + 1
*
[ 20/9 ] 
f(z) = -81/128*z^3 + 147/40*z + 1
*
-2 | 0.097516866604475520640005208633797349974 | 0.016923984207413272283486238291337902766
f(z) = -95/124*z^3 + 159/62*z + 1
*
-2 | 0.076798884740271316378772814590791543363 | 0.013357737926161105150815886664352518140
f(z) = -95/132*z^3 + 157/66*z + 1
*
-2 | 0.096477762594606552218840339734841879477 | 0.016895017185415001555379039105165745693
f(z) = -91/124*z^3 + 151/62*z + 1
*
-2 | 0.075651518966231499649109222407435920745 | 0.013278967449880503927383612655507314657
f(z) = -91/132*z^3 + 149/66*z + 1
*
-2 | 0.095915922362523009068361066494234992836 | 0.016875970126031210554574716864912100472
f(z) = -89/124*z^3 + 147/62*z + 1
*
-2 | 0.075015513306966354020783482060088941807 | 0.013230527117936809712784933944514115389
f(z) = -89/132*z^3 + 145/66*z + 1
*
-2 | 0.095318846975477869879526066198271929622 | 0.016852720117651854175934527408626309206
f(z) = -87/124*z^3 + 143/62*z + 1
*
-3/8 | 0.23857857169568478177763760571194948366 | 0.028937567081251225112568224691139254850
f(z) = -92/135*z^3 + 141/80*z + 1
*
[ 10/7 ] 
f(z) = -81/125*z^3 + 159/98*z + 1
*
-5/42 | 0.12544962410452486062787806281610017205 | 0.015268777865880932639823812623648657072
f(z) = -84/125*z^3 + 148/105*z + 1
*
[ 25/18 ] 
f(z) = -81/125*z^3 + 153/100*z + 1
*
[ 10/9 ] 
f(z) = -88/125*z^3 + 157/162*z + 1
*
[ 10/9 ] 
f(z) = -83/125*z^3 + 149/162*z + 1
*
[ 10/9 ] 
f(z) = -81/128*z^3 + 141/160*z + 1
*
[ 34/33 ] 
f(z) = -99/136*z^3 + 150/187*z + 1
*
-10/13 | 0.17542065446101004084937378147068121880 | 0.023858831654591349462582162102976205256
f(z) = -91/120*z^3 + 146/195*z + 1
*
-5/6 | 0.17079337547689886135897064636656718317 | 0.020303943511513098982296748737254186739
f(z) = -81/125*z^3 + 157/180*z + 1
*
40/33 | 0.24838001392988715176415341100569220977 | 0.028839467832299586660084945270457241613
f(z) = -99/125*z^3 + 157/220*z + 1
*
[ 16/17 ] 
f(z) = -85/128*z^3 + 143/272*z + 1
*
145/24 | 0.22761127039141859527781078854934408967 | 0.022883996825319131781148323101772314256
f(z) = -96/125*z^3 + 167/6*z + 1
*
[ 15/4 ] 
f(z) = -96/125*z^3 + 173/15*z + 1
*
[ 10/3 ] 
f(z) = -94/125*z^3 + 163/18*z + 1
*
[ -10/3 ] 
f(z) = -91/125*z^3 + 169/18*z + 1
*
[ -10/3 ] 
f(z) = -86/125*z^3 + 161/18*z + 1
*
[ -34/9 ] 
f(z) = -81/136*z^3 + 166/17*z + 1
*
10/33 | 0.29340411780336945525373714258287853877 | 0.029428764896554157900900036418126121131
f(z) = -99/125*z^3 + 171/22*z + 1
*
3/14 | 0.20735175888144981703841760783824133591 | 0.028487749619413735148827708430606211191
f(z) = -98/135*z^3 + 161/30*z + 1
*
15/4 | 0.21215385313225030424231614931381605297 | 0.025271376683800558959510709802959584949
f(z) = -84/125*z^3 + 177/20*z + 1
*
[ -2/9 ] 
f(z) = -81/128*z^3 + 177/32*z + 1
*
5/3 | 0.21764779553668514700652848400949795919 | 0.026087974915358127118832799085829378859
f(z) = -99/125*z^3 + 168/55*z + 1
*
10/33 | 0.20986229995481485916138421977121645856 | 0.020976867034071269201701491985378446085
f(z) = -99/125*z^3 + 177/44*z + 1
*
65/28 | 0.18564528584585477265660388778753470372 | 0.022366146876922490609764374351859112516
f(z) = -98/125*z^3 + 161/40*z + 1
*
[ -5/3 ] 
f(z) = -97/125*z^3 + 169/45*z + 1
*
-8/5 | 0.11912478600593705116370167517199380685 | 0.015167416711852250377177878403264651300
f(z) = -95/128*z^3 + 161/40*z + 1
*
[ -5/3 ] 
f(z) = -94/125*z^3 + 166/45*z + 1
*
[ -5/3 ] 
f(z) = -92/125*z^3 + 164/45*z + 1
*
[ -5/3 ] 
f(z) = -91/125*z^3 + 163/45*z + 1
*
[ -4/7 ] 
f(z) = -91/128*z^3 + 167/56*z + 1
*
[ -5/3 ] 
f(z) = -89/125*z^3 + 161/45*z + 1
*
[ -15/11 ] 
f(z) = -88/135*z^3 + 162/55*z + 1
*
[ -5/12 ] 
f(z) = -87/125*z^3 + 169/48*z + 1
*
[ -11/6 ] 
f(z) = -81/121*z^3 + 167/44*z + 1
*
-2 | 0.098466900418394876250190081518815242609 | 0.016944503762238982406921191948424024108
f(z) = -99/124*z^3 + 167/62*z + 1
*
[ -2/3 ] 
f(z) = -99/124*z^3 + 177/62*z + 1
*
-2 | 0.098001634965187064914491779688106458518 | 0.016935091208070074039805213660776424054
f(z) = -97/124*z^3 + 163/62*z + 1
*
-2 | 0.077323926177110313494469042340310643367 | 0.013390464275407283342679301578337008207
f(z) = -97/132*z^3 + 161/66*z + 1
*
[ -5/6 ] 
f(z) = -93/125*z^3 + 163/60*z + 1
*
[ -3/4 ] 
f(z) = -92/135*z^3 + 163/60*z + 1
*
[ 11/7 ] 
f(z) = -91/121*z^3 + 171/77*z + 1
*
[ -5/6 ] 
f(z) = -87/125*z^3 + 161/60*z + 1
*
[ 11/7 ] 
f(z) = -84/121*z^3 + 160/77*z + 1
*
[ -2/3 ] 
f(z) = -81/124*z^3 + 173/62*z + 1
*
5/2 | 0.19472380383338208243106109939261829614 | 0.023164137923335100119118421737582057578
f(z) = -81/125*z^3 + 179/60*z + 1
*
-8/27 | 0.22076191328387327280403235771828410689 | 0.027812963572273260715016862185510258431
f(z) = -81/128*z^3 + 175/72*z + 1
*
20/33 | 0.20124733003100943361422627582200566722 | 0.025282408796795245677846329477912167551
f(z) = -99/128*z^3 + 179/88*z + 1
*
[ 10/7 ] 
f(z) = -86/125*z^3 + 167/98*z + 1
*
15/8 | 0.23105259277654828627901008737331737364 | 0.027597703342875313706810164837962830446
f(z) = -84/125*z^3 + 173/80*z + 1
*
-5/3 | 0.24413823050850972235344597233898736238 | 0.029160696182900532083273002399364109650
f(z) = -82/125*z^3 + 173/90*z + 1
*
5/48 | 0.17926562965225774610597968240529257213 | 0.021472088963219208527693803683884507468
f(z) = -96/125*z^3 + 169/120*z + 1
*
[ 4/3 ] 
f(z) = -81/124*z^3 + 175/124*z + 1
*
-85/108 | 0.28797969532229497899946786114882839761 | 0.028851040063147918187804744670638555271
f(z) = -81/125*z^3 + 173/144*z + 1
*
[ 34/27 ] 
f(z) = -81/136*z^3 + 176/153*z + 1
*
[ 10/9 ] 
f(z) = -98/125*z^3 + 173/162*z + 1
*
-3/4 | 0.20159428822218905265059878661280266290 | 0.026256560591938313655560805598184760500
f(z) = -89/135*z^3 + 169/240*z + 1
*
155/42 | 0.14647267332269092362065827706844107535 | 0.014576324996399836455958203935208865825
f(z) = -98/125*z^3 + 185/18*z + 1
*
-3/7 | 0.14673922697216433451546037239896105635 | 0.019753990987765478842191602336824446874
f(z) = -98/135*z^3 + 187/15*z + 1
*
[ -15/4 ] 
f(z) = -96/125*z^3 + 181/15*z + 1
*
[ 15/2 ] 
f(z) = -92/135*z^3 + 196/5*z + 1
*
[ -15/2 ] 
f(z) = -88/135*z^3 + 189/5*z + 1
*
155/36 | 0.26927056865429670060068713133579929767 | 0.026739716400533035629788925513168128277
f(z) = -81/125*z^3 + 189/16*z + 1
*
[ -20/9 ] 
f(z) = -99/125*z^3 + 193/36*z + 1
*
[ 22/7 ] 
f(z) = -98/121*z^3 + 191/22*z + 1
*
-135/56 | 0.24811660546904734317875319902357554378 | 0.024538018779312932402436959205741184415
f(z) = -98/125*z^3 + 197/32*z + 1
*
-5/12 | 0.25132668231507927476829560053261164876 | 0.029858090714364512818889768233736970207
f(z) = -96/125*z^3 + 181/30*z + 1
*
55/21 | 0.17603963960910515454755788807708970753 | 0.020819990925146487202402899023327229743
f(z) = -98/125*z^3 + 188/45*z + 1
*
-6/7 | 0.25383433091342174162580971659402641490 | 0.029844172919827491489063147714385490209
f(z) = -98/135*z^3 + 183/40*z + 1
*
[ -5/14 ] 
f(z) = -96/125*z^3 + 191/49*z + 1
*
[ -5/11 ] 
f(z) = -88/125*z^3 + 184/55*z + 1
*
[ -15/8 ] 
f(z) = -84/125*z^3 + 187/48*z + 1
*
[ -20/9 ] 
f(z) = -81/128*z^3 + 183/40*z + 1
*
-20/9 | 0.22240085555448922198622175503420825584 | 0.027713978307596427769447348693552633134
f(z) = -81/128*z^3 + 191/40*z + 1
*
[ -8/9 ] 
f(z) = -99/128*z^3 + 197/72*z + 1
*
[ -3/2 ] 
f(z) = -97/135*z^3 + 197/60*z + 1
*
[ -5/8 ] 
f(z) = -93/125*z^3 + 185/64*z + 1
*
[ -3/2 ] 
f(z) = -91/135*z^3 + 191/60*z + 1
*
5/2 | 0.18383711257691563125199157019859826771 | 0.021622605554065937129063566273639557189
f(z) = -87/125*z^3 + 197/60*z + 1
*
[ 2 ] 
f(z) = -83/124*z^3 + 197/62*z + 1
*
[ -5/8 ] 
f(z) = -83/125*z^3 + 183/64*z + 1
*
[ 2 ] 
f(z) = -83/132*z^3 + 199/66*z + 1
*
[ 2 ] 
f(z) = -81/124*z^3 + 193/62*z + 1
*
5/2 | 0.13010454215859353500045230240098828312 | 0.015284513747346165900629003712021274865
f(z) = -81/125*z^3 + 199/60*z + 1
*
56/27 | 0.11362759142494414149771666481868852983 | 0.014196887589680058936209405373002276485
f(z) = -81/128*z^3 + 187/72*z + 1
*
[ -4/3 ] 
f(z) = -81/136*z^3 + 191/68*z + 1
*
[ 10/7 ] 
f(z) = -96/125*z^3 + 183/98*z + 1
*
5/4 | 0.20449176782117977374833325747836025702 | 0.020350133572581494840854131073522544598
f(z) = -84/125*z^3 + 185/84*z + 1
*
[ 10/7 ] 
f(z) = -91/120*z^3 + 194/105*z + 1
*
-65/48 | 0.17926666326867863582816087960802713959 | 0.021136033484567616709366197213038332266
f(z) = -96/125*z^3 + 193/120*z + 1
*
[ 22/21 ] 
f(z) = -98/121*z^3 + 185/198*z + 1
*
-3/5 | 0.18790856531147655270768711630837987183 | 0.029152456292986754792878169831767006673
f(z) = -95/126*z^3 + 197/210*z + 1
*
-3/5 | 0.18790862511243527831076673676078207416 | 0.029152465570609797878150200063229754116
f(z) = -85/126*z^3 + 191/210*z + 1
*
[ 12/11 ] 
f(z) = -88/135*z^3 + 189/220*z + 1
*
[ -22/7 ] 
f(z) = -98/121*z^3 + 205/22*z + 1
*
-20/7 | 0.21132010080703246987554500006859127206 | 0.020738790373097050867792198117386935735
f(z) = -98/125*z^3 + 213/32*z + 1
*
[ -15/4 ] 
f(z) = -92/135*z^3 + 217/20*z + 1
*
-5/6 | 0.25220218746649848949666952154369093440 | 0.024892585903039867584322783028816811753
f(z) = -99/125*z^3 + 201/44*z + 1
*
-20/33 | 0.22376183021688508698263632170494453776 | 0.026225935868821837867238694974579226494
f(z) = -99/125*z^3 + 203/55*z + 1
*
-15/7 | 0.19943671062038399612801915643327981036 | 0.023374917775517382665029546944067148077
f(z) = -98/125*z^3 + 203/45*z + 1
*
[ -25/14 ] 
f(z) = -98/125*z^3 + 203/50*z + 1
*
5/28 | 0.20793007156060620038319488810752134195 | 0.024181364858270045248087032133759073523
f(z) = -98/125*z^3 + 217/40*z + 1
*
-10/13 | 0.23195201206883936546449919786902399449 | 0.022827602546399958806236251469388500226
f(z) = -91/125*z^3 + 207/52*z + 1
*
-5/6 | 0.25556719976728143947740941348490408036 | 0.029818589750819083321241411585603600855
f(z) = -88/125*z^3 + 211/45*z + 1
*
-35/22 | 0.18608478797953002696197762092508191587 | 0.021617788305210704978721120916121276531
f(z) = -88/125*z^3 + 219/55*z + 1
*
[ 11/5 ] 
f(z) = -85/121*z^3 + 217/55*z + 1
*
[ -4/3 ] 
f(z) = -99/136*z^3 + 207/68*z + 1
*
[ 2 ] 
f(z) = -91/124*z^3 + 213/62*z + 1
*
[ -4/3 ] 
f(z) = -91/128*z^3 + 217/72*z + 1
*
[ 2 ] 
f(z) = -91/132*z^3 + 215/66*z + 1
*
[ 2 ] 
f(z) = -89/124*z^3 + 209/62*z + 1
*
[ -4/3 ] 
f(z) = -89/128*z^3 + 215/72*z + 1
*
[ 2 ] 
f(z) = -89/132*z^3 + 211/66*z + 1
*
[ 2 ] 
f(z) = -87/124*z^3 + 205/62*z + 1
*
[ 2 ] 
f(z) = -85/124*z^3 + 201/62*z + 1
*
[ -4/3 ] 
f(z) = -85/128*z^3 + 211/72*z + 1
*
[ 2 ] 
f(z) = -85/132*z^3 + 203/66*z + 1
*
[ -11/14 ] 
f(z) = -84/121*z^3 + 208/77*z + 1
*
[ -5/12 ] 
f(z) = -84/125*z^3 + 211/60*z + 1
*
[ -4/3 ] 
f(z) = -83/128*z^3 + 209/72*z + 1
*
-44/27 | 0.091306698952467462594977547144927047618 | 0.011238512673417247526668978088257617430
f(z) = -81/128*z^3 + 211/72*z + 1
*
4/3 | 0.14074421104288160339084215630416971305 | 0.017364450487984963988361461087332266276
f(z) = -99/128*z^3 + 207/88*z + 1
*
[ -3/4 ] 
f(z) = -97/135*z^3 + 219/80*z + 1
*
[ -3/4 ] 
f(z) = -91/135*z^3 + 217/80*z + 1
*
-5/21 | 0.27240677162260871026952218959840326736 | 0.026783620071216140928633901717406629892
f(z) = -84/125*z^3 + 209/84*z + 1
*
[ 22/15 ] 
f(z) = -90/121*z^3 + 211/110*z + 1
*
-45/44 | 0.22271323587024431288177173332140965037 | 0.025956745382470189311226177962604985357
f(z) = -88/125*z^3 + 213/110*z + 1
*
-15/11 | 0.25731257405130664790535629224901241200 | 0.029888639037192326957056942425090071047
f(z) = -88/135*z^3 + 203/110*z + 1
*
[ 14/9 ] 
f(z) = -81/136*z^3 + 214/119*z + 1
*
[ 4/3 ] 
f(z) = -99/124*z^3 + 207/124*z + 1
*
-1 | 0.092118855617231885687687844785245846272 | 0.017093640655692024853209986484492603904
f(z) = -98/121*z^3 + 219/121*z + 1
*
-1 | 0.062918437039073434176258295633355888919 | 0.011695099907002390298433629140312344071
f(z) = -97/120*z^3 + 217/120*z + 1
*
-1 | 0.091292142993446994124218874876701031963 | 0.016954633986823457278179848326848595762
f(z) = -97/121*z^3 + 218/121*z + 1
*
-1 | 0.077759176472175345192180239168179635474 | 0.014429048335347183015295429456610900980
f(z) = -97/122*z^3 + 219/122*z + 1
*
-1 | 0.090166347303795497112901393863993985217 | 0.016759863874439514535459240406202474492
f(z) = -96/121*z^3 + 217/121*z + 1
*
-1 | 0.088816006436684104307547171590317697491 | 0.016523052333385791484567929250075050163
f(z) = -95/121*z^3 + 216/121*z + 1
*
-1 | 0.076127537916665081791480899536394238116 | 0.014150369963205017156057772866813191377
f(z) = -95/122*z^3 + 217/122*z + 1
*
-1 | 0.068771699878457589130865994452911022651 | 0.012772172520636477865458169237318320762
f(z) = -95/123*z^3 + 218/123*z + 1
*
-1 | 0.080708146953512889943869911453617407015 | 0.014976261404533396630771640462885019332
f(z) = -95/124*z^3 + 219/124*z + 1
*
-1 | 0.088810962679146957051807288553117129315 | 0.016536389571223561762094192576064220184
f(z) = -94/121*z^3 + 215/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012782744459215382887120547954890829277
f(z) = -94/123*z^3 + 217/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016591580487368009521261902318989452625
f(z) = -94/125*z^3 + 219/125*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016550751583858434549383077242019931755
f(z) = -93/121*z^3 + 214/121*z + 1
*
-1 | 0.076127969314062621263005302024449141747 | 0.014174846436374471801336992489251814235
f(z) = -93/122*z^3 + 215/122*z + 1
*
-1 | 0.089414103565943470030579022407538818460 | 0.016605847442197910277443901239314251021
f(z) = -93/125*z^3 + 218/125*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016565211013419467826968924371332817028
f(z) = -92/121*z^3 + 213/121*z + 1
*
-1 | 0.068769962253365406323207758288812171665 | 0.012804803059375110307818815158696100709
f(z) = -92/123*z^3 + 215/123*z + 1
*
[ 30/23 ] 
f(z) = -92/125*z^3 + 205/138*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016619874224664905246834503897394007775
f(z) = -92/125*z^3 + 217/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016646126228274612471445356072055024382
f(z) = -92/127*z^3 + 219/127*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011165320229681521808956111539181956369
f(z) = -91/120*z^3 + 211/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016579763953303867119910068371972828434
f(z) = -91/121*z^3 + 212/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014199551818356731182195673858621314304
f(z) = -91/122*z^3 + 213/122*z + 1
*
-1 | 0.068770831797234322437634114375743891344 | 0.012816090046752523896143176359924879180
f(z) = -91/123*z^3 + 214/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015027469811768585238784274129706035091
f(z) = -91/124*z^3 + 215/124*z + 1
*
-1 | 0.089413865573101999970026026224916972181 | 0.016634276179124317935517589821984020321
f(z) = -91/125*z^3 + 216/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016660274960171418645530312736561704321
f(z) = -91/127*z^3 + 218/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015085165640961016335484695301708596556
f(z) = -91/128*z^3 + 219/128*z + 1
*
-1 | 0.088811077442648411478522358700995645822 | 0.016594437899452510689136103889896932117
f(z) = -90/121*z^3 + 211/121*z + 1
*
-1 | 0.089708161276062921490601192854636268401 | 0.016674697560358996301744720787288128331
f(z) = -90/127*z^3 + 217/127*z + 1
*
-1 | 0.059757146734834007098315994488548921529 | 0.011185587407387780327163692607309596789
f(z) = -89/120*z^3 + 209/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016609154672760570259582365937591785572
f(z) = -89/121*z^3 + 210/121*z + 1
*
-1 | 0.076127900750487021881441514571564876898 | 0.014224573755852055374366559131169204762
f(z) = -89/122*z^3 + 211/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012838566052545954875288837470630362856
f(z) = -89/123*z^3 + 212/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015053665859477622045250236258751531868
f(z) = -89/124*z^3 + 213/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016662992362832227404476424889032050711
f(z) = -89/125*z^3 + 214/125*z + 1
*
-1 | 0.063163002129040905077364058323431924677 | 0.011760800448333526823294695745560961380
f(z) = -89/126*z^3 + 215/126*z + 1
*
-1 | 0.089708156160413854084434196108636103220 | 0.016689025080481902413872110031087292370
f(z) = -89/127*z^3 + 216/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015110890478570698217542736323919293343
f(z) = -89/128*z^3 + 217/128*z + 1
*
-1 | 0.069653798514765439783698524713305627316 | 0.012935994499489019810598724453996139861
f(z) = -89/129*z^3 + 218/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014344486738472586337426108553282071044
f(z) = -89/130*z^3 + 219/130*z + 1
*
-1 | 0.068771674983159308413913553964645722932 | 0.012850055675614790710360293524814778812
f(z) = -88/123*z^3 + 211/123*z + 1
*
-1 | 0.089413898327983066416164327836884794099 | 0.016677676866758016651565640653140877733
f(z) = -88/125*z^3 + 213/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016703260915728820221313917224418150219
f(z) = -88/127*z^3 + 215/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.012946688276215531120220725658780939509
f(z) = -88/129*z^3 + 217/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016752687000179628398067776763590665620
f(z) = -88/131*z^3 + 219/131*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016638932538452077796770024384862173670
f(z) = -87/121*z^3 + 208/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014249818560676738830636724799649417417
f(z) = -87/122*z^3 + 209/122*z + 1
*
-1 | 0.080707204062408314461754713106776610413 | 0.015080221121255406498187312318660247760
f(z) = -87/124*z^3 + 211/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016692201482916441036864746554488382413
f(z) = -87/125*z^3 + 212/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016717772874239428018858500425736026999
f(z) = -87/127*z^3 + 214/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015136942625724431562420782268531693723
f(z) = -87/128*z^3 + 215/128*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014369069709017947366122333008229944052
f(z) = -87/130*z^3 + 217/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016766926305689281496997793650979616392
f(z) = -87/131*z^3 + 218/131*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016653969480207285131643025886221166895
f(z) = -86/121*z^3 + 207/121*z + 1
*
-1 | 0.068770049623045781454974246937341249782 | 0.012872659474227663397952551143623509117
f(z) = -86/123*z^3 + 209/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016706948339711605442237326581123876049
f(z) = -86/125*z^3 + 211/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016732378220592893380643218403194270168
f(z) = -86/127*z^3 + 213/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016781255473530378750285303203191530323
f(z) = -86/131*z^3 + 217/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016804753292099732087945966156649589494
f(z) = -86/133*z^3 + 219/133*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016669106641370360802664124117890002452
f(z) = -85/121*z^3 + 206/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014275512497888985503188387894744940075
f(z) = -85/122*z^3 + 207/122*z + 1
*
-1 | 0.068771664952210862858105021121890107185 | 0.012884529145328222207430929099713855916
f(z) = -85/123*z^3 + 208/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015107085598012188518697573055902741362
f(z) = -85/124*z^3 + 209/124*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.011801929917528147408256426000610220152
f(z) = -85/126*z^3 + 211/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016747078020925654423716548573087271267
f(z) = -85/127*z^3 + 212/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015163329507625328399253764372321230051
f(z) = -85/128*z^3 + 213/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012980469427324206420830090508425277536
f(z) = -85/129*z^3 + 214/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016795675509955297209698598443374904871
f(z) = -85/131*z^3 + 216/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.011435202044014792346244645054371724918
f(z) = -85/132*z^3 + 217/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016819036852470554454210164011488315028
f(z) = -85/133*z^3 + 218/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014448746311059918718702002756331334061
f(z) = -85/134*z^3 + 219/134*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016684345206496188982768602939431512952
f(z) = -84/121*z^3 + 205/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016736732136250273995428217143987723781
f(z) = -84/125*z^3 + 209/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016761873358830291686584675579735338037
f(z) = -84/127*z^3 + 211/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016810187437377300833123623515089909816
f(z) = -84/131*z^3 + 215/131*z + 1
*
-1 | 0.059756450347338904266054200452671673025 | 0.011246778420232770614186534861924199017
f(z) = -83/120*z^3 + 203/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016699686380218749316147283837593971387
f(z) = -83/121*z^3 + 204/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014301550077745551010496260221392462924
f(z) = -83/122*z^3 + 205/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012907748702267884004956298927160127011
f(z) = -83/123*z^3 + 206/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015134325278795669806577384937604186522
f(z) = -83/124*z^3 + 207/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016751771326463955422437057876688310159
f(z) = -83/125*z^3 + 208/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.011822847373740075959962047786438825266
f(z) = -83/126*z^3 + 209/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016776765335728134600058136363900557914
f(z) = -83/127*z^3 + 210/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015190058792253630462285197747238946101
f(z) = -83/128*z^3 + 211/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013003223329024232902800928300314825599
f(z) = -83/129*z^3 + 212/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014418812773431691721060945771177868484
f(z) = -83/130*z^3 + 213/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016824792294708903827376546772981470077
f(z) = -83/131*z^3 + 214/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011455109524792225186826555968865384335
f(z) = -83/132*z^3 + 215/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016847875407445609798255453681449185557
f(z) = -83/133*z^3 + 216/133*z + 1
*
-1 | 0.077865323138250610064317361482922443596 | 0.014473384531585565952047394461234149787
f(z) = -83/134*z^3 + 217/134*z + 1
*
-1 | 0.077275763911349467144646767748209573007 | 0.014351533989766862451183138860878019453
f(z) = -83/135*z^3 + 218/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015293490606385823898472324217564938018
f(z) = -83/136*z^3 + 219/136*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016715131387694841457633613021029261330
f(z) = -82/121*z^3 + 203/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016766910242926923706044300476321507014
f(z) = -82/125*z^3 + 207/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016791755071251684617067798109638191192
f(z) = -82/127*z^3 + 209/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013014711129031015341789042320399113044
f(z) = -82/129*z^3 + 211/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016839491137708977683399825880705927254
f(z) = -82/131*z^3 + 213/131*z + 1
*
-1 | 0.090562841851458051184008878111819647840 | 0.016862585297529443993683256545161665318
f(z) = -82/133*z^3 + 215/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014363714039481588930344650443836796041
f(z) = -82/135*z^3 + 217/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016906577320470803979622442088320808696
f(z) = -82/137*z^3 + 219/137*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016730681475059913572934605444280958260
f(z) = -81/121*z^3 + 202/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014328062232225052085439714562804703483
f(z) = -81/122*z^3 + 203/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015161929275715580928879194980591395889
f(z) = -81/124*z^3 + 205/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016782150058446920089934795309509613723
f(z) = -81/125*z^3 + 206/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016806843703637163067200501878876087470
f(z) = -81/127*z^3 + 208/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015217138400766186928008804735713269188
f(z) = -81/128*z^3 + 209/128*z + 1
*
[ 13/9 ] 
f(z) = -81/130*z^3 + 209/130*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014444229655022864760307119262536367371
f(z) = -81/130*z^3 + 211/130*z + 1
*
-1 | 0.090282239730023743878725056097797041709 | 0.016854435847866893350633253749453412814
f(z) = -81/131*z^3 + 212/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016877082685325169276594469528201381207
f(z) = -81/133*z^3 + 214/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014498217479761020832513305649540100903
f(z) = -81/134*z^3 + 215/134*z + 1
*
-1 | 0.091111004126256287400590920852664602185 | 0.016920993159767543986543193512511862512
f(z) = -81/137*z^3 + 218/137*z + 1
*
-12/7 | 0.24894379946273678190420685935845107397 | 0.028663951579470659189858222338226783634
f(z) = -91/135*z^3 + 219/140*z + 1
*
35/18 | 0.24601867271163234652416368649074888973 | 0.028704504644215947064732385581919572107
f(z) = -81/125*z^3 + 211/140*z + 1
*
[ 11/10 ] 
f(z) = -85/121*z^3 + 207/220*z + 1
*
[ 15/14 ] 
f(z) = -92/135*z^3 + 208/245*z + 1
*
3/5 | 0.13287764460717444845743532035709178962 | 0.023798286460436099558691464611784404050
f(z) = -100/133*z^3 + 205/266*z + 1
*
-32/27 | 0.19399499504018707304230267706517894428 | 0.027519929327115451535493672427656980515
f(z) = -81/128*z^3 + 211/288*z + 1
*
[ -35/8 ] 
f(z) = -96/125*z^3 + 223/14*z + 1
*
[ -15/2 ] 
f(z) = -86/125*z^3 + 239/6*z + 1
*
[ -6 ] 
f(z) = -83/135*z^3 + 233/10*z + 1
*
[ 6 ] 
f(z) = -82/135*z^3 + 227/10*z + 1
*
24/7 | 0.21729320902947902793012980351933317240 | 0.028608575317079190541002892171992964076
f(z) = -98/135*z^3 + 221/30*z + 1
*
[ 15/4 ] 
f(z) = -82/125*z^3 + 239/24*z + 1
*
-32/9 | 0.18137105714108206888808050688541012459 | 0.026526580182190862030176938997619879953
f(z) = -81/128*z^3 + 233/32*z + 1
*
-5/3 | 0.25368536749116732682296181229954904324 | 0.029245977378576857265949462509161212224
f(z) = -99/125*z^3 + 234/55*z + 1
*
[ -5/21 ] 
f(z) = -98/125*z^3 + 236/45*z + 1
*
35/12 | 0.26535185765180855389157873867455824695 | 0.025879745610563028431015001277595938353
f(z) = -96/125*z^3 + 227/42*z + 1
*
[ 11/5 ] 
f(z) = -95/121*z^3 + 239/55*z + 1
*
-3/4 | 0.24440625190856322248586805849399198059 | 0.027997548966746611365663765157384444173
f(z) = -94/135*z^3 + 229/40*z + 1
*
[ 11/5 ] 
f(z) = -90/121*z^3 + 228/55*z + 1
*
[ -10/29 ] 
f(z) = -87/125*z^3 + 231/58*z + 1
*
-55/21 | 0.20744574495579343049166346010909234361 | 0.020267308744485326210023738689853251421
f(z) = -84/125*z^3 + 223/42*z + 1
*
[ 2 ] 
f(z) = -99/124*z^3 + 229/62*z + 1
*
[ 40/21 ] 
f(z) = -98/125*z^3 + 239/72*z + 1
*
[ -12/7 ] 
f(z) = -98/135*z^3 + 223/60*z + 1
*
[ 2 ] 
f(z) = -97/124*z^3 + 225/62*z + 1
*
[ -4/3 ] 
f(z) = -97/128*z^3 + 223/72*z + 1
*
[ 2 ] 
f(z) = -97/132*z^3 + 227/66*z + 1
*
[ -11/24 ] 
f(z) = -96/121*z^3 + 221/66*z + 1
*
-5/6 | 0.22584064998678379428818275275092406880 | 0.025972609026549995159391792157241871748
f(z) = -96/125*z^3 + 239/60*z + 1
*
[ 2 ] 
f(z) = -95/124*z^3 + 221/62*z + 1
*
[ -4/3 ] 
f(z) = -95/128*z^3 + 221/72*z + 1
*
[ 2 ] 
f(z) = -95/132*z^3 + 223/66*z + 1
*
[ -10/7 ] 
f(z) = -91/125*z^3 + 223/70*z + 1
*
5/12 | 0.24706935666284448906113538791686366920 | 0.028642243612011792768581699084823835988
f(z) = -84/125*z^3 + 223/60*z + 1
*
[ -40/27 ] 
f(z) = -81/125*z^3 + 223/72*z + 1
*
[ -4/9 ] 
f(z) = -81/136*z^3 + 229/68*z + 1
*
-15/32 | 0.30048446930515289224632501080035174568 | 0.029382991404987115697355421823690305702
f(z) = -96/125*z^3 + 221/96*z + 1
*
[ -5/4 ] 
f(z) = -93/125*z^3 + 237/80*z + 1
*
[ -5/8 ] 
f(z) = -92/125*z^3 + 231/80*z + 1
*
[ 15/8 ] 
f(z) = -92/135*z^3 + 229/80*z + 1
*
[ -11/12 ] 
f(z) = -90/121*z^3 + 239/88*z + 1
*
[ -5/4 ] 
f(z) = -89/125*z^3 + 233/80*z + 1
*
[ -5/4 ] 
f(z) = -87/125*z^3 + 231/80*z + 1
*
[ -5/8 ] 
f(z) = -84/125*z^3 + 229/80*z + 1
*
[ -5/4 ] 
f(z) = -83/125*z^3 + 227/80*z + 1
*
[ -5/6 ] 
f(z) = -82/125*z^3 + 239/90*z + 1
*
[ -10/9 ] 
f(z) = -81/136*z^3 + 224/85*z + 1
*
10/7 | 0.085626929305303064511416713305429168268 | 0.011351428666270056255574323096968721714
f(z) = -91/120*z^3 + 236/105*z + 1
*
-6/11 | 0.23658737092741941195592173419306464693 | 0.027184549709506809806593978131745360999
f(z) = -88/135*z^3 + 223/110*z + 1
*
-1 | 0.093432702990414204130568437362047598467 | 0.017308241369632036479107407816178643709
f(z) = -100/121*z^3 + 221/121*z + 1
*
-1 | 0.072350380751313830368787984025619008156 | 0.013380448006699218884857318335644443184
f(z) = -100/123*z^3 + 223/123*z + 1
*
-1 | 0.089707182178559764505136549821063621605 | 0.016536038468462680280634636145258508638
f(z) = -100/127*z^3 + 227/127*z + 1
*
-1 | 0.069691480031835516242346110158782306508 | 0.012825735285362368441134716708657659181
f(z) = -100/129*z^3 + 229/129*z + 1
*
-1 | 0.090282833151123620395054888730521353558 | 0.016588736468459662729511140243584284983
f(z) = -100/131*z^3 + 231/131*z + 1
*
-1 | 0.090562206978604736339745068765490771574 | 0.016613753094947453092593640975146358245
f(z) = -100/133*z^3 + 233/133*z + 1
*
[ 7/5 ] 
f(z) = -100/133*z^3 + 234/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016662354753616893914493481507980527176
f(z) = -100/137*z^3 + 237/137*z + 1
*
-1 | 0.091379315053285642557911239551346921402 | 0.016685825476014862303594228468612364622
f(z) = -100/139*z^3 + 239/139*z + 1
*
-1 | 0.079574072533730707331289195198937467807 | 0.014740954827344789297864440608525182600
f(z) = -99/122*z^3 + 221/122*z + 1
*
-1 | 0.082798310784229145014924761394641933688 | 0.015312683651229893954469951232190996345
f(z) = -99/124*z^3 + 223/124*z + 1
*
-1 | 0.090510341297075400392670226978415336988 | 0.016725103680062310530105660264814761405
f(z) = -99/125*z^3 + 224/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016549504482453299972348370348596700921
f(z) = -99/127*z^3 + 226/127*z + 1
*
-1 | 0.081296048370392469581606741539891286522 | 0.014985584771919267064790914319098918453
f(z) = -99/128*z^3 + 227/128*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014226614447788370426486889091048959026
f(z) = -99/130*z^3 + 229/130*z + 1
*
-2/3 | 0.14678264791531082271870441684554801224 | 0.026802451349017305526906365920284113698
f(z) = -99/130*z^3 + 239/130*z + 1
*
-1 | 0.090281591751463086899105032926640644178 | 0.016601742384176430829647883650849220876
f(z) = -99/131*z^3 + 230/131*z + 1
*
-1 | 0.090562634465604145803443525218361617803 | 0.016626950830548029912808817276172687163
f(z) = -99/133*z^3 + 232/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014284375133317200754268003277179891692
f(z) = -99/134*z^3 + 233/134*z + 1
*
-1 | 0.082418239671938095261789046924034029926 | 0.015096061680583077077956749161692997282
f(z) = -99/136*z^3 + 235/136*z + 1
*
-1 | 0.091110887524205520519748713895671388269 | 0.016675273100537630041036310228263663692
f(z) = -99/137*z^3 + 236/137*z + 1
*
-1 | 0.091379285469198172969030770665837141420 | 0.016698604823925799693674061856500749256
f(z) = -99/139*z^3 + 238/139*z + 1
*
-1 | 0.070643321064437447736761545895808208196 | 0.013086549066884423664149660862170464325
f(z) = -98/123*z^3 + 221/123*z + 1
*
-1 | 0.089413737856570802483845614432026586372 | 0.016536137862035419931942527930132580350
f(z) = -98/125*z^3 + 223/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016563054893007477961114760136432613111
f(z) = -98/127*z^3 + 225/127*z + 1
*
-1 | 0.069653524094132499807882761877490516455 | 0.012839477574849615606619852060117544771
f(z) = -98/129*z^3 + 227/129*z + 1
*
-1 | 0.090282193955173307700612847602039311385 | 0.016615166159792316458228796049095443115
f(z) = -98/131*z^3 + 229/131*z + 1
*
-1 | 0.077275544880157379145442929472356363162 | 0.014176297881298002177219261831702967957
f(z) = -98/135*z^3 + 233/135*z + 1
*
-1 | 0.091111624654676735511434134775467989987 | 0.016688377610101292449020263405158284130
f(z) = -98/137*z^3 + 235/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016711437795352768547995118821377213056
f(z) = -98/139*z^3 + 237/139*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012750395927884663727585460183938224730
f(z) = -97/123*z^3 + 220/123*z + 1
*
-1 | 0.080708193911993764442429665766661500994 | 0.014951048787266409743239526634194952541
f(z) = -97/124*z^3 + 221/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016549797635050378462011813494836009035
f(z) = -97/125*z^3 + 222/125*z + 1
*
-1 | 0.063161613247162555340198658155450860026 | 0.011681081333598320173922956129931584121
f(z) = -97/126*z^3 + 223/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016576688018426717569618609058383481089
f(z) = -97/127*z^3 + 224/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015009884170945970056684802155651984993
f(z) = -97/128*z^3 + 225/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012849817890687379332608816520130085531
f(z) = -97/129*z^3 + 226/129*z + 1
*
-1 | 0.077304101146421187144551023434657458055 | 0.014249735186004631995815139895183471810
f(z) = -97/130*z^3 + 227/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016628418612671456055299933050610358646
f(z) = -97/131*z^3 + 228/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.011321928720967835130728808975208600766
f(z) = -97/132*z^3 + 229/132*z + 1
*
-1 | 0.090562912551698853297321489146265196334 | 0.016653474031372924415760289036800360895
f(z) = -97/133*z^3 + 230/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014307001461195164473781560145639139420
f(z) = -97/134*z^3 + 231/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014187448719301525121334512157874935182
f(z) = -97/135*z^3 + 232/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015119636116889977728317235899190864752
f(z) = -97/136*z^3 + 233/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016701263951119759332663646653467505327
f(z) = -97/137*z^3 + 234/137*z + 1
*
-1 | 0.058065835915623104392895265670323854433 | 0.010635575862891391432902654502955565993
f(z) = -97/138*z^3 + 235/138*z + 1
*
-1 | 0.091380010999428010811748532610051430851 | 0.016724528547049536140348207456632426622
f(z) = -97/139*z^3 + 236/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016563638834433521487221145323558458823
f(z) = -96/125*z^3 + 221/125*z + 1
*
-1 | 0.089708076584191385146413891832318366248 | 0.016590572738540388309941611410856374231
f(z) = -96/127*z^3 + 223/127*z + 1
*
-1 | 0.090281736703866261023813874394337541467 | 0.016641948112506412920379058075381697144
f(z) = -96/131*z^3 + 227/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016666664366295905605174338265452484237
f(z) = -96/133*z^3 + 229/133*z + 1
*
-1 | 0.091111742375622854803998550056804321646 | 0.016714566068787079849664805233004804080
f(z) = -96/137*z^3 + 233/137*z + 1
*
-1 | 0.091380087454955389176237715800522330019 | 0.016737550353999734292001702219466479817
f(z) = -96/139*z^3 + 235/139*z + 1
*
-1 | 0.063162075975209485174921048229342725595 | 0.011700661774690631835490105847393025235
f(z) = -95/126*z^3 + 221/126*z + 1
*
-1 | 0.089707672486439379404969355652553118455 | 0.016604299340071179865440851498796609560
f(z) = -95/127*z^3 + 222/127*z + 1
*
-1 | 0.081295240096389303083665964452439001894 | 0.015034706410748413532042407811473666346
f(z) = -95/128*z^3 + 223/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.012870733474974681047608149292541734391
f(z) = -95/129*z^3 + 224/129*z + 1
*
-1 | 0.090281786207532360080219283963532573966 | 0.016655512088687336478098448673061848762
f(z) = -95/131*z^3 + 226/131*z + 1
*
-1 | 0.061521914210368758721400708928171392257 | 0.011340549500386187218173061083489532498
f(z) = -95/132*z^3 + 227/132*z + 1
*
-1 | 0.077865387336194709461089645802463129884 | 0.014330027794072342403997265333385815988
f(z) = -95/134*z^3 + 229/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015143585491012639119111718661491698667
f(z) = -95/136*z^3 + 231/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016727584179046377795586616739551590539
f(z) = -95/137*z^3 + 232/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.010652354400505680512969247101733828247
f(z) = -95/138*z^3 + 233/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016750461609414528679198291849550799052
f(z) = -95/139*z^3 + 234/139*z + 1
*
-1 | 0.089707901029306107271703488256414819056 | 0.016618228458375984893348306931557712830
f(z) = -94/127*z^3 + 221/127*z + 1
*
-1 | 0.069653879899588816332881551141064285710 | 0.012881758309812288315839483667990979993
f(z) = -94/129*z^3 + 223/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016669083880791200235890660693840810369
f(z) = -94/131*z^3 + 225/131*z + 1
*
-1 | 0.090562949451819344808072815625639280961 | 0.016693785041334678905867590496348723511
f(z) = -94/133*z^3 + 227/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014221431846802719626077779691646036570
f(z) = -94/135*z^3 + 229/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016740860906277394842949270537927255803
f(z) = -94/137*z^3 + 231/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016763621773765615155016363353748871050
f(z) = -94/139*z^3 + 233/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016632065802989947493775959794519369263
f(z) = -93/127*z^3 + 220/127*z + 1
*
-1 | 0.081295605042971735641149418473266781906 | 0.015059865650235881578256017855746624839
f(z) = -93/128*z^3 + 221/128*z + 1
*
-1 | 0.077304301094777948926161645793436846220 | 0.014296623884375543003587610349422903105
f(z) = -93/130*z^3 + 223/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016682804279149995262279349861337332645
f(z) = -93/131*z^3 + 224/131*z + 1
*
-1 | 0.090562196201810095709943290114230423884 | 0.016707243143705961216986224744440164152
f(z) = -93/133*z^3 + 226/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014353068302188587034574094430322776628
f(z) = -93/134*z^3 + 227/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015167820109894836440076785192736668265
f(z) = -93/136*z^3 + 229/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016754216463192228568110770126479443768
f(z) = -93/137*z^3 + 230/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016776859370010744128084206054864837294
f(z) = -93/139*z^3 + 232/139*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012903073038380715042828770888381393819
f(z) = -92/129*z^3 + 221/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016696608823794292788582144085738257852
f(z) = -92/131*z^3 + 223/131*z + 1
*
-1 | 0.090562140145723091837532076676940662741 | 0.016720912357692478524024555825876608777
f(z) = -92/133*z^3 + 225/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014244427487627788538753560964436240211
f(z) = -92/135*z^3 + 227/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016767651680765001326025513831342013399
f(z) = -92/137*z^3 + 229/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016790175207089464686670114199050877412
f(z) = -92/139*z^3 + 231/139*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012913922404199273983949340745356778913
f(z) = -91/129*z^3 + 220/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016710498430658784454814595286810973613
f(z) = -91/131*z^3 + 222/131*z + 1
*
-1 | 0.061521924845016111109131410377924003488 | 0.011377838072342783426497222080622077555
f(z) = -91/132*z^3 + 223/132*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014376520439905037720501044154441851620
f(z) = -91/134*z^3 + 225/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014256029553981896297995078901122226744
f(z) = -91/135*z^3 + 226/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015192346032959665892874477624835415972
f(z) = -91/136*z^3 + 227/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016781167402534975732272653980982045972
f(z) = -91/137*z^3 + 228/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.010685991602884926005228474705519216272
f(z) = -91/138*z^3 + 229/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016803570106064118278332382655683573320
f(z) = -91/139*z^3 + 230/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016724474029978536668148300588776984104
f(z) = -90/131*z^3 + 221/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016748500828288027523914789439211232846
f(z) = -90/133*z^3 + 223/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016794764484854233893129108447177647471
f(z) = -90/137*z^3 + 227/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016817044900356664801523062884750713900
f(z) = -90/139*z^3 + 229/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016738536566580049782828369505328555061
f(z) = -89/131*z^3 + 220/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011396701105900188877456559701833167327
f(z) = -89/132*z^3 + 221/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016762433603172410825738942974129684845
f(z) = -89/133*z^3 + 222/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014400259771263684568409244106986960477
f(z) = -89/134*z^3 + 223/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014279445922286436853442540936906576307
f(z) = -89/135*z^3 + 224/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015217169505119037907207213236084235938
f(z) = -89/136*z^3 + 225/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016808443797141381592465518979580520624
f(z) = -89/137*z^3 + 226/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.010703581281127504509197010524533742180
f(z) = -89/138*z^3 + 227/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016830600435991218109538589711891207777
f(z) = -89/139*z^3 + 228/139*z + 1
*
[ 3/2 ] 
f(z) = -88/123*z^3 + 239/123*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016776452637771168300681135473607352435
f(z) = -88/133*z^3 + 221/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014291261756449065949386631137024387401
f(z) = -88/135*z^3 + 223/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016822206222141451973392413788017173093
f(z) = -88/137*z^3 + 225/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016844237571842454840350242760192938947
f(z) = -88/139*z^3 + 227/139*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016790558879847261324479124552421713604
f(z) = -87/133*z^3 + 220/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014424292568094924441113501792193403189
f(z) = -87/134*z^3 + 221/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015242296964209904199827999206457834904
f(z) = -87/136*z^3 + 223/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016836052656192189125053735620953190729
f(z) = -87/137*z^3 + 224/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016857957179890065951241652382265295001
f(z) = -87/139*z^3 + 226/139*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014315112644954577172523325910525081513
f(z) = -86/135*z^3 + 221/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016849984009496898082691474219756323123
f(z) = -86/137*z^3 + 223/137*z + 1
*
-1 | 0.091379909262134277628578439364016581230 | 0.016871900902158593591596990038611333676
f(z) = -86/139*z^3 + 225/139*z + 1
*
-1 | 0.091111149817708754093628629572108719223 | 0.016864073750436398526664811502303641013
f(z) = -85/137*z^3 + 222/137*z + 1
*
-1 | 0.058066483524960644027317020835173951914 | 0.010738790254721413248416128430064553344
f(z) = -85/138*z^3 + 223/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016885647367588661186774393734485014969
f(z) = -85/139*z^3 + 224/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016878105185693870485014426414182776459
f(z) = -84/137*z^3 + 221/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016899619759102302997310365937822948602
f(z) = -84/139*z^3 + 223/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016892296900872031634056660868080009986
f(z) = -83/137*z^3 + 220/137*z + 1
*
-1 | 0.058066873308809158375062287343743204614 | 0.010756784580146689221534528603272844253
f(z) = -83/138*z^3 + 221/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016913678247091721217804427156170128538
f(z) = -83/139*z^3 + 222/139*z + 1
*
-1 | 0.091379206390065738401194925138050669503 | 0.016927834791710422042700593530790673706
f(z) = -82/139*z^3 + 221/139*z + 1
*
-2/3 | 0.14580878716850944907005127624586376537 | 0.026791179017115535756050170699027296022
f(z) = -81/130*z^3 + 231/130*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016942057293449215815919223006761942037
f(z) = -81/139*z^3 + 220/139*z + 1
*
10/11 | 0.16647572386111563134941167982179892362 | 0.019239970141021546935164431703289001343
f(z) = -99/125*z^3 + 229/165*z + 1
*
[ 6/5 ] 
f(z) = -85/126*z^3 + 239/210*z + 1
*
[ 35/32 ] 
f(z) = -96/125*z^3 + 225/224*z + 1
*
[ 11/10 ] 
f(z) = -95/121*z^3 + 229/220*z + 1
*
-12/11 | 0.22090582083538351142362888591005016218 | 0.026460420429989153442716259464874770307
f(z) = -99/128*z^3 + 221/264*z + 1
*
-35/36 | 0.23182685774210723959416366655395740678 | 0.026292279497046333809657406934480183639
f(z) = -96/125*z^3 + 223/270*z + 1
*
[ 15/2 ] 
f(z) = -94/125*z^3 + 259/6*z + 1
*
[ 6 ] 
f(z) = -94/135*z^3 + 259/10*z + 1
*
[ -6 ] 
f(z) = -92/135*z^3 + 257/10*z + 1
*
[ 6 ] 
f(z) = -91/135*z^3 + 251/10*z + 1
*
[ -6 ] 
f(z) = -89/135*z^3 + 249/10*z + 1
*
[ 6 ] 
f(z) = -88/135*z^3 + 243/10*z + 1
*
[ -6 ] 
f(z) = -86/135*z^3 + 241/10*z + 1
*
[ 11/2 ] 
f(z) = -84/121*z^3 + 240/11*z + 1
*
[ -11/2 ] 
f(z) = -84/121*z^3 + 244/11*z + 1
*
[ 10/3 ] 
f(z) = -87/125*z^3 + 253/30*z + 1
*
5/18 | 0.18764227805461127642604681346667398698 | 0.021478390298709198564827966841164468052
f(z) = -81/125*z^3 + 249/20*z + 1
*
[ -5/21 ] 
f(z) = -99/125*z^3 + 257/49*z + 1
*
35/12 | 0.30736406694797383687451546688747691636 | 0.029618629753169114187366166786237765620
f(z) = -96/125*z^3 + 257/42*z + 1
*
[ 11/4 ] 
f(z) = -84/121*z^3 + 259/44*z + 1
*
[ -4/9 ] 
f(z) = -99/128*z^3 + 245/72*z + 1
*
-10/21 | 0.29869451831943081931613334678234960354 | 0.028916446860287092206671337016956724632
f(z) = -98/125*z^3 + 245/72*z + 1
*
[ -10/31 ] 
f(z) = -93/125*z^3 + 259/62*z + 1
*
[ -5/13 ] 
f(z) = -91/125*z^3 + 241/65*z + 1
*
5/2 | 0.21040438414258666492977056509523142751 | 0.023996981998531953375113374655587009026
f(z) = -87/125*z^3 + 257/60*z + 1
*
[ -11/7 ] 
f(z) = -84/121*z^3 + 258/77*z + 1
*
[ -2 ] 
f(z) = -83/124*z^3 + 259/62*z + 1
*
[ -5/12 ] 
f(z) = -82/125*z^3 + 253/72*z + 1
*
[ -2 ] 
f(z) = -81/124*z^3 + 255/62*z + 1
*
-5/6 | 0.25384771950945667221419500165657589514 | 0.028926194729291274749628377274871143780
f(z) = -81/125*z^3 + 259/60*z + 1
*
8/3 | 0.14944906014182175089398324514437875416 | 0.018098834954875521805261468222871309098
f(z) = -81/128*z^3 + 241/72*z + 1
*
[ -5/4 ] 
f(z) = -99/125*z^3 + 243/80*z + 1
*
[ -10/9 ] 
f(z) = -99/125*z^3 + 259/90*z + 1
*
[ -8/11 ] 
f(z) = -99/128*z^3 + 245/88*z + 1
*
[ -9/14 ] 
f(z) = -98/135*z^3 + 257/90*z + 1
*
[ -5/4 ] 
f(z) = -97/125*z^3 + 241/80*z + 1
*
[ -11/16 ] 
f(z) = -96/121*z^3 + 249/88*z + 1
*
[ -20/23 ] 
f(z) = -92/125*z^3 + 249/92*z + 1
*
[ -5/9 ] 
f(z) = -91/125*z^3 + 245/81*z + 1
*
-9/4 | 0.19307270275236350649963772025032794549 | 0.029218021259450536678369691721702066175
f(z) = -88/135*z^3 + 247/90*z + 1
*
[ -5/6 ] 
f(z) = -86/125*z^3 + 241/90*z + 1
*
[ -5/9 ] 
f(z) = -86/125*z^3 + 244/81*z + 1
*
[ -15/28 ] 
f(z) = -84/125*z^3 + 257/84*z + 1
*
-4/13 | 0.24004126339320877725028882875762757409 | 0.029069886450879964246194095846441170139
f(z) = -91/128*z^3 + 241/104*z + 1
*
-20/21 | 0.19926619861247870972581358603958195938 | 0.022767385525086823932310893474744181777
f(z) = -84/125*z^3 + 253/105*z + 1
*
[ 3/2 ] 
f(z) = -92/123*z^3 + 248/123*z + 1
*
[ 3/2 ] 
f(z) = -92/129*z^3 + 250/129*z + 1
*
[ 3/2 ] 
f(z) = -88/129*z^3 + 241/129*z + 1
*
-2 | 0.077866046734603791285232724845550426215 | 0.014032254296631092907426341658285679763
f(z) = -81/134*z^3 + 257/134*z + 1
*
35/18 | 0.21621505728331832197489973818234647144 | 0.024726318408048215727447282300317801425
f(z) = -81/125*z^3 + 251/140*z + 1
*
-2/5 | 0.17100105367765738478130208646789129423 | 0.024628840349356555580046887814821193078
f(z) = -95/128*z^3 + 259/160*z + 1
*
[ 15/11 ] 
f(z) = -88/135*z^3 + 244/165*z + 1
*
-2/5 | 0.14450853824278549945155610112400046489 | 0.020836455581953300597352091452165805108
f(z) = -85/128*z^3 + 257/160*z + 1
*
-6/13 | 0.17684630756689551422785097929864458959 | 0.023158730211494040354676574565155963346
f(z) = -91/120*z^3 + 259/195*z + 1
*
-15/26 | 0.23097052018970650151668745802414634699 | 0.026079155174510855295557089430457366956
f(z) = -91/135*z^3 + 249/260*z + 1
*
[ 10/9 ] 
f(z) = -87/125*z^3 + 259/270*z + 1
*
[ 11/10 ] 
f(z) = -84/121*z^3 + 256/275*z + 1
*
[ 10/9 ] 
f(z) = -84/125*z^3 + 251/270*z + 1
*
[ 15/14 ] 
f(z) = -82/125*z^3 + 241/294*z + 1
*
[ -6 ] 
f(z) = -98/135*z^3 + 273/10*z + 1
*
[ 6 ] 
f(z) = -97/135*z^3 + 267/10*z + 1
*
[ 11/2 ] 
f(z) = -96/121*z^3 + 273/11*z + 1
*
[ -11/2 ] 
f(z) = -96/121*z^3 + 277/11*z + 1
*
[ 11/2 ] 
f(z) = -92/121*z^3 + 262/11*z + 1
*
[ -11/2 ] 
f(z) = -92/121*z^3 + 266/11*z + 1
*
[ -55/9 ] 
f(z) = -81/125*z^3 + 279/11*z + 1
*
[ 25/7 ] 
f(z) = -98/125*z^3 + 268/25*z + 1
*
[ 10/3 ] 
f(z) = -96/125*z^3 + 277/30*z + 1
*
[ 10/3 ] 
f(z) = -93/125*z^3 + 269/30*z + 1
*
[ -10/3 ] 
f(z) = -87/125*z^3 + 271/30*z + 1
*
[ -10/3 ] 
f(z) = -84/125*z^3 + 263/30*z + 1
*
[ 32/9 ] 
f(z) = -81/128*z^3 + 279/32*z + 1
*
-87/28 | 0.26553643208757054998093154477361287858 | 0.029892364692207452713760968643620123042
f(z) = -98/135*z^3 + 267/40*z + 1
*
[ -11/5 ] 
f(z) = -90/121*z^3 + 278/55*z + 1
*
-3 | 0.25718738125340524812901228558076857856 | 0.028880232122022630861875475810510158629
f(z) = -88/135*z^3 + 273/40*z + 1
*
[ -11/5 ] 
f(z) = -85/121*z^3 + 267/55*z + 1
*
[ 3 ] 
f(z) = -83/126*z^3 + 277/42*z + 1
*
-3/2 | 0.23975147538253998462152297180270967316 | 0.027058894803743555276858666733198818069
f(z) = -98/135*z^3 + 261/70*z + 1
*
[ -11/7 ] 
f(z) = -91/121*z^3 + 269/77*z + 1
*
[ -2 ] 
f(z) = -91/124*z^3 + 275/62*z + 1
*
[ -2 ] 
f(z) = -89/124*z^3 + 271/62*z + 1
*
[ -2 ] 
f(z) = -89/132*z^3 + 277/66*z + 1
*
[ -15/44 ] 
f(z) = -88/125*z^3 + 265/66*z + 1
*
[ -2 ] 
f(z) = -87/124*z^3 + 267/62*z + 1
*
[ -2 ] 
f(z) = -85/124*z^3 + 263/62*z + 1
*
[ -2 ] 
f(z) = -85/132*z^3 + 269/66*z + 1
*
35/12 | 0.25909204459106694748955856100306197413 | 0.029372202908655028266446536810423991788
f(z) = -84/125*z^3 + 271/60*z + 1
*
[ -5/16 ] 
f(z) = -84/125*z^3 + 273/64*z + 1
*
[ -2 ] 
f(z) = -83/132*z^3 + 265/66*z + 1
*
[ -11/15 ] 
f(z) = -100/121*z^3 + 278/99*z + 1
*
[ -40/33 ] 
f(z) = -99/125*z^3 + 263/88*z + 1
*
-8/33 | 0.23715656980775442301190491168055128224 | 0.028220157022188737197206115001746008506
f(z) = -99/128*z^3 + 279/88*z + 1
*
[ -2/3 ] 
f(z) = -93/128*z^3 + 271/96*z + 1
*
[ -2/3 ] 
f(z) = -87/128*z^3 + 269/96*z + 1
*
[ 15/8 ] 
f(z) = -86/125*z^3 + 277/96*z + 1
*
15/7 | 0.25796310082757075583675154508611670739 | 0.024749350398206780304453798448105105327
f(z) = -84/125*z^3 + 269/84*z + 1
*
-2/7 | 0.10434942472118197941118774864350337098 | 0.013597516988722500118741183227315839240
f(z) = -91/120*z^3 + 269/105*z + 1
*
-21/22 | 0.13389077020170078077945325997456535890 | 0.015072552193025891287817246681367943707
f(z) = -88/135*z^3 + 267/110*z + 1
*
3/2 | 0.25390297080419368385764303779004534711 | 0.028511417230347339188274926656090421037
f(z) = -88/135*z^3 + 273/110*z + 1
*
[ 3/2 ] 
f(z) = -100/123*z^3 + 266/123*z + 1
*
[ 3/2 ] 
f(z) = -100/129*z^3 + 268/129*z + 1
*
-1/3 | 0.14822329860233851516228149706257461571 | 0.026458435342337670334609612902996302483
f(z) = -99/130*z^3 + 271/130*z + 1
*
-2 | 0.081992518400943202615124487474115815871 | 0.014560368456684725852492282211350528276
f(z) = -85/122*z^3 + 279/122*z + 1
*
-2 | 0.068114927084218886509803413301754683419 | 0.012111435821329029179549489859970330984
f(z) = -85/126*z^3 + 277/126*z + 1
*
-2 | 0.080783999153863580763043478130894793332 | 0.014401355796673527947826059905733374801
f(z) = -85/134*z^3 + 273/134*z + 1
*
-2 | 0.059696237748271010029009488940875372979 | 0.010656010637578177586688556485662147940
f(z) = -85/138*z^3 + 271/138*z + 1
*
-2 | 0.081326816488109046351700758160144119639 | 0.014517153078759278033569479468695507175
f(z) = -83/122*z^3 + 271/122*z + 1
*
-2 | 0.067386103802284582438944559749056382490 | 0.012044607707195125087734447386884780649
f(z) = -83/126*z^3 + 269/126*z + 1
*
-2 | 0.080465800746486465462404767535733778770 | 0.014401685993607732039547987907522146860
f(z) = -83/130*z^3 + 267/130*z + 1
*
-2 | 0.079777352377531213707086347352786216019 | 0.014297708825611551134394858757853491303
f(z) = -83/134*z^3 + 265/134*z + 1
*
-2 | 0.058067295881228938274508375307566903576 | 0.010420978233176102867109617681244701557
f(z) = -83/138*z^3 + 263/138*z + 1
*
-2 | 0.080598716322474846386616199271842624632 | 0.014464552820513911028190125829134430424
f(z) = -81/122*z^3 + 263/122*z + 1
*
[ 5/3 ] 
f(z) = -81/130*z^3 + 277/130*z + 1
*
15/28 | 0.19752064102811930982327769825765455632 | 0.022318495568204121760832818102387975064
f(z) = -84/125*z^3 + 279/140*z + 1
*
[ 11/8 ] 
f(z) = -84/121*z^3 + 279/176*z + 1
*
[ 6/5 ] 
f(z) = -95/126*z^3 + 263/210*z + 1
*
[ 16/13 ] 
f(z) = -91/128*z^3 + 263/208*z + 1
*
[ 6/5 ] 
f(z) = -89/135*z^3 + 279/250*z + 1
*
[ 6/5 ] 
f(z) = -86/135*z^3 + 271/250*z + 1
*
[ 6/5 ] 
f(z) = -83/135*z^3 + 263/250*z + 1
*
[ 12/11 ] 
f(z) = -99/128*z^3 + 265/264*z + 1
*
4/11 | 0.16647545650708020795261859654366943387 | 0.019895958610405213721750602758663096454
f(z) = -99/128*z^3 + 269/264*z + 1
*
[ 11/10 ] 
f(z) = -92/121*z^3 + 278/275*z + 1
*
[ 11/2 ] 
f(z) = -100/121*z^3 + 284/11*z + 1
*
[ -11/2 ] 
f(z) = -100/121*z^3 + 288/11*z + 1
*
[ -25/7 ] 
f(z) = -98/125*z^3 + 282/25*z + 1
*
[ -15/4 ] 
f(z) = -98/125*z^3 + 295/24*z + 1
*
[ -10/3 ] 
f(z) = -93/125*z^3 + 287/30*z + 1
*
[ -32/9 ] 
f(z) = -81/128*z^3 + 297/32*z + 1
*
[ -11/5 ] 
f(z) = -95/121*z^3 + 289/55*z + 1
*
[ 11/4 ] 
f(z) = -92/121*z^3 + 281/44*z + 1
*
[ 3 ] 
f(z) = -89/126*z^3 + 295/42*z + 1
*
[ -5/22 ] 
f(z) = -88/125*z^3 + 299/55*z + 1
*
[ 3 ] 
f(z) = -85/126*z^3 + 283/42*z + 1
*
[ -11/4 ] 
f(z) = -84/121*z^3 + 291/44*z + 1
*
10/3 | 0.30777489028739275438960730794222286737 | 0.029385327869772643140288187495061151858
f(z) = -84/125*z^3 + 283/42*z + 1
*
[ -5/27 ] 
f(z) = -81/125*z^3 + 289/45*z + 1
*
[ -2 ] 
f(z) = -99/124*z^3 + 291/62*z + 1
*
[ -2 ] 
f(z) = -97/124*z^3 + 287/62*z + 1
*
[ -2 ] 
f(z) = -97/132*z^3 + 293/66*z + 1
*
[ 25/12 ] 
f(z) = -96/125*z^3 + 289/75*z + 1
*
-5/6 | 0.20542341189774057013531788455959892080 | 0.023031287783890847170206999344307179445
f(z) = -96/125*z^3 + 299/60*z + 1
*
[ -2 ] 
f(z) = -95/124*z^3 + 283/62*z + 1
*
[ -2 ] 
f(z) = -95/132*z^3 + 289/66*z + 1
*
-5/6 | 0.13472940757764374940486997177790537850 | 0.015199063909924100445535885834930316153
f(z) = -93/125*z^3 + 283/60*z + 1
*
[ -15/46 ] 
f(z) = -92/125*z^3 + 286/69*z + 1
*
[ -2 ] 
f(z) = -91/132*z^3 + 281/66*z + 1
*
5/2 | 0.22039368729246496860052625957204005663 | 0.024709697842582847788799484453638185115
f(z) = -81/125*z^3 + 299/60*z + 1
*
-44/27 | 0.12240069045886441352737357547275120155 | 0.014540291344189554920306865397629850378
f(z) = -81/128*z^3 + 283/72*z + 1
*
-8/3 | 0.24666527952776351001201516277994450851 | 0.029158154869036670527378744943750145082
f(z) = -81/128*z^3 + 295/72*z + 1
*
[ -5/12 ] 
f(z) = -99/125*z^3 + 283/80*z + 1
*
-28/33 | 0.19739737773597939094098279171668506273 | 0.023371943489756760721268110634224997807
f(z) = -99/128*z^3 + 291/88*z + 1
*
[ 11/6 ] 
f(z) = -92/121*z^3 + 298/99*z + 1
*
[ -11/9 ] 
f(z) = -90/121*z^3 + 290/99*z + 1
*
[ -5/12 ] 
f(z) = -81/125*z^3 + 281/80*z + 1
*
-55/36 | 0.26149070528424878648921465659867632400 | 0.029339415168952042244295465725665461640
f(z) = -81/125*z^3 + 297/80*z + 1
*
[ -6/7 ] 
f(z) = -91/120*z^3 + 286/105*z + 1
*
[ -15/14 ] 
f(z) = -84/125*z^3 + 284/105*z + 1
*
-5/3 | 0.19841378910164921657732165590491376350 | 0.022330560924828884840376997555108603950
f(z) = -84/125*z^3 + 289/105*z + 1
*
[ -25/18 ] 
f(z) = -81/125*z^3 + 297/100*z + 1
*
-1/3 | 0.16139318942168561613634940708659050844 | 0.028588204326049231013210851193672050063
f(z) = -99/136*z^3 + 283/136*z + 1
*
-95/48 | 0.10663879820917262029739543926255649771 | 0.012001707094764963400008308432482106065
f(z) = -96/125*z^3 + 289/120*z + 1
*
-2 | 0.083011579156792680105600481003058577623 | 0.014579466882727061580742874400094918758
f(z) = -91/134*z^3 + 297/134*z + 1
*
-2 | 0.062324147350752579118285415787809882620 | 0.010959102764754175019188107768187384166
f(z) = -91/138*z^3 + 295/138*z + 1
*
-2 | 0.083191735784385605783122771649546730460 | 0.014628467783255602772797934553221237929
f(z) = -89/122*z^3 + 295/122*z + 1
*
-2 | 0.069396021560852249692664248372036211676 | 0.012217238161158798396513280972047136846
f(z) = -89/126*z^3 + 293/126*z + 1
*
-2 | 0.082682510561839232977804131258763948349 | 0.014573911386343695948334434532145439221
f(z) = -89/130*z^3 + 291/130*z + 1
*
-2 | 0.082348151446538514787432657236768278753 | 0.014532642170999279754625376392738234101
f(z) = -89/134*z^3 + 289/134*z + 1
*
-2 | 0.061587108573833731778813522232461176918 | 0.010882110098753521966433409465021569520
f(z) = -89/138*z^3 + 287/138*z + 1
*
-2 | 0.082611999604709784675231812930497940949 | 0.014597095008915320564672578608504602499
f(z) = -87/122*z^3 + 287/122*z + 1
*
-2 | 0.082018354249534135063643446270884357431 | 0.014528230578835791064177982138762475331
f(z) = -87/130*z^3 + 283/130*z + 1
*
-2 | 0.081614934043445526262569143017303406206 | 0.014474955697153674583527320236638819316
f(z) = -87/134*z^3 + 281/134*z + 1
*
-16/9 | 0.20192075164023644266548582758175907678 | 0.026068188310202074951379473011898371358
f(z) = -99/128*z^3 + 289/144*z + 1
*
[ 15/11 ] 
f(z) = -99/125*z^3 + 287/165*z + 1
*
[ 4/3 ] 
f(z) = -93/136*z^3 + 299/204*z + 1
*
[ 4/3 ] 
f(z) = -87/136*z^3 + 283/204*z + 1
*
[ 25/21 ] 
f(z) = -98/125*z^3 + 286/225*z + 1
*
11/6 | 0.19691858226744107585757674606568899867 | 0.024503790161508608481355870112587307321
f(z) = -84/121*z^3 + 281/231*z + 1
*
[ 6/5 ] 
f(z) = -95/136*z^3 + 299/255*z + 1
*
[ 6/5 ] 
f(z) = -92/135*z^3 + 287/250*z + 1
*
[ 11/10 ] 
f(z) = -96/121*z^3 + 289/275*z + 1
*
[ 10/9 ] 
f(z) = -96/125*z^3 + 283/270*z + 1
*
3/2 | 0.26040716272852691113158577693349899550 | 0.029147255428599109100782039192810290083
f(z) = -91/135*z^3 + 281/260*z + 1
*
[ 7/6 ] 
f(z) = -90/133*z^3 + 283/266*z + 1
*
[ 25/22 ] 
f(z) = -88/125*z^3 + 283/275*z + 1
*
[ 5/8 ] 
f(z) = -96/145*z^3 - 99/290*z + 1
*
[ 12/19 ] 
f(z) = -95/144*z^3 - 73/228*z + 1
*
[ 7/11 ] 
f(z) = -88/147*z^3 - 76/231*z + 1
*
[ 2/3 ] 
f(z) = -99/149*z^3 - 61/298*z + 1
*
[ 2/3 ] 
f(z) = -90/143*z^3 - 63/286*z + 1
*
[ 2/3 ] 
f(z) = -90/149*z^3 - 69/298*z + 1
*
[ 2/3 ] 
f(z) = -81/143*z^3 - 71/286*z + 1
*
[ 2/3 ] 
f(z) = -81/145*z^3 - 73/290*z + 1
*
[ 2/3 ] 
f(z) = -81/149*z^3 - 77/298*z + 1
*
[ 2/3 ] 
f(z) = -81/154*z^3 - 41/154*z + 1
*
[ 2/3 ] 
f(z) = -81/158*z^3 - 43/158*z + 1
*
[ 2/3 ] 
f(z) = -89/152*z^3 - 41/171*z + 1
*
[ 2/3 ] 
f(z) = -85/152*z^3 - 43/171*z + 1
*
[ 2/3 ] 
f(z) = -83/152*z^3 - 44/171*z + 1
*
[ 2/3 ] 
f(z) = -93/140*z^3 - 43/210*z + 1
*
[ 2/3 ] 
f(z) = -87/140*z^3 - 47/210*z + 1
*
[ 2/3 ] 
f(z) = -93/148*z^3 - 49/222*z + 1
*
[ 2/3 ] 
f(z) = -87/148*z^3 - 53/222*z + 1
*
[ 2/3 ] 
f(z) = -99/145*z^3 - 57/290*z + 1
*
[ 2/3 ] 
f(z) = -99/142*z^3 - 27/142*z + 1
*
[ 2/3 ] 
f(z) = -99/146*z^3 - 29/146*z + 1
*
[ 2/3 ] 
f(z) = -99/158*z^3 - 35/158*z + 1
*
[ 2/3 ] 
f(z) = -81/142*z^3 - 35/142*z + 1
*
[ 2/3 ] 
f(z) = -81/146*z^3 - 37/146*z + 1
*
[ 2/3 ] 
f(z) = -97/152*z^3 - 37/171*z + 1
*
[ 2/3 ] 
f(z) = -91/152*z^3 - 40/171*z + 1
*
[ 12/17 ] 
f(z) = -85/144*z^3 - 25/204*z + 1
*
[ 2/3 ] 
f(z) = -99/152*z^3 - 4/19*z + 1
*
[ 2/3 ] 
f(z) = -81/152*z^3 - 5/19*z + 1
*
[ 7/10 ] 
f(z) = -100/147*z^3 - 2/21*z + 1
*
[ 2/3 ] 
f(z) = -93/152*z^3 - 13/57*z + 1
*
[ 2/3 ] 
f(z) = -87/152*z^3 - 14/57*z + 1
*
[ 2/3 ] 
f(z) = -99/140*z^3 - 13/70*z + 1
*
[ 2/3 ] 
f(z) = -99/148*z^3 - 15/74*z + 1
*
[ 2/3 ] 
f(z) = -81/140*z^3 - 17/70*z + 1
*
[ 2/3 ] 
f(z) = -81/148*z^3 - 19/74*z + 1
*
[ 3/4 ] 
f(z) = -88/153*z^3 - 1/102*z + 1
*
[ 5/7 ] 
f(z) = -98/145*z^3 - 8/145*z + 1
*
[ 5/7 ] 
f(z) = -98/155*z^3 - 12/155*z + 1
*
[ 5/7 ] 
f(z) = -91/150*z^3 - 19/210*z + 1
*
[ 7/9 ] 
f(z) = -81/140*z^3 + 9/140*z + 1
*
[ 7/9 ] 
f(z) = -81/154*z^3 + 5/154*z + 1
*
[ 3/4 ] 
f(z) = -100/153*z^3 + 7/204*z + 1
*
[ 3/4 ] 
f(z) = -92/153*z^3 + 1/204*z + 1
*
[ 3/4 ] 
f(z) = -88/141*z^3 + 5/282*z + 1
*
[ 3/4 ] 
f(z) = -88/147*z^3 + 1/294*z + 1
*
-2 | 0.096179029336445881696791294234064586599 | 0.016747166280632145169770457385737251611
f(z) = -97/152*z^3 + 39/19*z + 1
*
-2 | 0.094284409057045614986645721695406438039 | 0.016569148190699906995712780293537006095
f(z) = -93/152*z^3 + 37/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016428655080051489361754341349395571480
f(z) = -91/152*z^3 + 36/19*z + 1
*
-2 | 0.093035793617113164565252039500270732728 | 0.016510961396816982595301039840700677239
f(z) = -89/152*z^3 + 35/19*z + 1
*
-2 | 0.093035647612368299978177543813540060649 | 0.016596313339661150237676520952289042642
f(z) = -87/152*z^3 + 34/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016685020386506017438064395606998531760
f(z) = -85/152*z^3 + 33/19*z + 1
*
-2 | 0.093035684928264605377080510791493338214 | 0.016777765158964427683120734501584013262
f(z) = -83/152*z^3 + 32/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016874222692154890771643953642823108684
f(z) = -81/152*z^3 + 31/19*z + 1
*
[ 7/5 ] 
f(z) = -100/147*z^3 + 34/21*z + 1
*
-21/20 | 0.089185491460318895483339783620319658334 | 0.013986092267869317073906831014089769910
f(z) = -100/147*z^3 + 31/84*z + 1
*
[ 6/7 ] 
f(z) = -91/144*z^3 + 25/84*z + 1
*
[ 6/7 ] 
f(z) = -98/153*z^3 + 31/102*z + 1
*
[ 4/5 ] 
f(z) = -95/144*z^3 + 31/180*z + 1
*
[ 4/5 ] 
f(z) = -85/144*z^3 + 23/180*z + 1
*
-2 | 0.096891267054829682124376751358319016058 | 0.016797135097974307985178245974591805340
f(z) = -99/152*z^3 + 40/19*z + 1
*
[ -2/3 ] 
f(z) = -99/152*z^3 + 53/19*z + 1
*
[ 2 ] 
f(z) = -99/152*z^3 + 59/19*z + 1
*
[ 2 ] 
f(z) = -97/152*z^3 + 58/19*z + 1
*
[ 2 ] 
f(z) = -93/152*z^3 + 56/19*z + 1
*
[ 2 ] 
f(z) = -91/152*z^3 + 55/19*z + 1
*
[ 2 ] 
f(z) = -89/152*z^3 + 54/19*z + 1
*
[ 2 ] 
f(z) = -87/152*z^3 + 53/19*z + 1
*
[ 2 ] 
f(z) = -85/152*z^3 + 52/19*z + 1
*
[ 2 ] 
f(z) = -83/152*z^3 + 51/19*z + 1
*
[ 2 ] 
f(z) = -81/152*z^3 + 50/19*z + 1
*
[ -2/3 ] 
f(z) = -81/152*z^3 + 52/19*z + 1
*
[ -7/10 ] 
f(z) = -100/147*z^3 + 58/21*z + 1
*
-6/5 | 0.15187243786005108375874501397706188643 | 0.023083544459104310150209870924751511682
f(z) = -95/144*z^3 + 47/60*z + 1
*
-6/5 | 0.14911757920185096331718581533126146047 | 0.022664825281278836511613019970464428769
f(z) = -85/144*z^3 + 41/60*z + 1
*
[ 10/9 ] 
f(z) = -81/140*z^3 + 57/70*z + 1
*
-6/7 | 0.17474691112055087567091642677803526285 | 0.025268059432760417385477917556741750166
f(z) = -91/144*z^3 + 53/84*z + 1
*
[ 8/9 ] 
f(z) = -81/152*z^3 + 45/152*z + 1
*
[ 7/8 ] 
f(z) = -88/147*z^3 + 53/168*z + 1
*
[ 11/14 ] 
f(z) = -98/143*z^3 + 43/286*z + 1
*
[ -2 ] 
f(z) = -99/152*z^3 + 78/19*z + 1
*
[ -2 ] 
f(z) = -97/152*z^3 + 77/19*z + 1
*
[ -2 ] 
f(z) = -93/152*z^3 + 75/19*z + 1
*
[ -2 ] 
f(z) = -91/152*z^3 + 74/19*z + 1
*
[ -2 ] 
f(z) = -89/152*z^3 + 73/19*z + 1
*
[ -2 ] 
f(z) = -87/152*z^3 + 72/19*z + 1
*
[ -2 ] 
f(z) = -85/152*z^3 + 71/19*z + 1
*
[ -2 ] 
f(z) = -83/152*z^3 + 70/19*z + 1
*
[ -2 ] 
f(z) = -81/152*z^3 + 69/19*z + 1
*
[ -7/5 ] 
f(z) = -100/147*z^3 + 64/21*z + 1
*
[ 21/10 ] 
f(z) = -100/147*z^3 + 74/21*z + 1
*
-2 | 0.083379667972362629330262123339935215152 | 0.014486345092999115164155023017525805575
f(z) = -97/144*z^3 + 79/36*z + 1
*
-2 | 0.082742716408193093801855896615205601032 | 0.014440013183375078903453743583563183708
f(z) = -95/144*z^3 + 77/36*z + 1
*
-2 | 0.081243472087614573844804303053858626874 | 0.014311607463961501351496117152129986430
f(z) = -91/144*z^3 + 73/36*z + 1
*
-2 | 0.080277000461135320528408077633042550002 | 0.014210898665253292986855337747198342887
f(z) = -89/144*z^3 + 71/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014035172183443877982742847380415778581
f(z) = -85/144*z^3 + 67/36*z + 1
*
-2 | 0.078471452101278339643004953529612824081 | 0.014111840473583698825778594961580972788
f(z) = -83/144*z^3 + 65/36*z + 1
*
[ 6/5 ] 
f(z) = -95/144*z^3 + 67/60*z + 1
*
[ 6/5 ] 
f(z) = -85/144*z^3 + 61/60*z + 1
*
[ 21/20 ] 
f(z) = -100/147*z^3 + 67/84*z + 1
*
[ 10/9 ] 
f(z) = -81/152*z^3 + 72/95*z + 1
*
[ 9/10 ] 
f(z) = -100/153*z^3 + 64/153*z + 1
*
4/3 | 0.13115350555444096933711441393812425948 | 0.026540468600961380473851583963718274304
f(z) = -99/140*z^3 + 71/140*z + 1
*
[ 12/13 ] 
f(z) = -91/144*z^3 + 71/156*z + 1
*
[ -21/10 ] 
f(z) = -100/147*z^3 + 94/21*z + 1
*
[ 3/2 ] 
f(z) = -100/153*z^3 + 92/51*z + 1
*
[ 3/2 ] 
f(z) = -92/153*z^3 + 86/51*z + 1
*
[ 7/4 ] 
f(z) = -88/147*z^3 + 95/42*z + 1
*
[ 3/2 ] 
f(z) = -88/153*z^3 + 83/51*z + 1
*
[ 4/3 ] 
f(z) = -81/152*z^3 + 91/76*z + 1
*
-12/13 | 0.22091132984648103929803495090616998343 | 0.029318950032241272151074555293225842841
f(z) = -91/144*z^3 + 97/156*z + 1
*
[ 6/7 ] 
f(z) = -98/141*z^3 + 97/282*z + 1
*
[ 8/9 ] 
f(z) = -81/140*z^3 + 93/280*z + 1
*
[ 8/9 ] 
f(z) = -81/148*z^3 + 91/296*z + 1
*
[ -2/9 ] 
f(z) = -81/152*z^3 + 105/19*z + 1
*
[ 2 ] 
f(z) = -97/144*z^3 + 115/36*z + 1
*
[ 2 ] 
f(z) = -95/144*z^3 + 113/36*z + 1
*
[ 2 ] 
f(z) = -91/144*z^3 + 109/36*z + 1
*
[ 2 ] 
f(z) = -89/144*z^3 + 107/36*z + 1
*
[ 2 ] 
f(z) = -85/144*z^3 + 103/36*z + 1
*
[ 2 ] 
f(z) = -83/144*z^3 + 101/36*z + 1
*
[ 4/3 ] 
f(z) = -99/152*z^3 + 107/76*z + 1
*
[ 6/5 ] 
f(z) = -100/153*z^3 + 113/102*z + 1
*
-4/5 | 0.16252732943233926625649386605090734686 | 0.024703013184183267395558586192627864492
f(z) = -85/144*z^3 + 113/180*z + 1
*
10/7 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = -91/150*z^3 + 113/210*z + 1
*
[ 21/22 ] 
f(z) = -88/147*z^3 + 115/231*z + 1
*
[ -2 ] 
f(z) = -85/144*z^3 + 139/36*z + 1
*
[ -2 ] 
f(z) = -83/144*z^3 + 137/36*z + 1
*
-3/10 | 0.17651635146356258748632290874319061191 | 0.029904678385612311737723870984017067242
f(z) = -100/153*z^3 + 122/51*z + 1
*
-2 | 0.073173172805660756365135800814034655481 | 0.013002505202002348148112689413117266578
f(z) = -89/156*z^3 + 139/78*z + 1
*
-2 | 0.093577615416670288887807963013689900944 | 0.016628272146648012582669483207031372031
f(z) = -87/140*z^3 + 139/70*z + 1
*
-2 | 0.092541823037074374483656746958912502283 | 0.016486675750684601695780003152204618792
f(z) = -87/148*z^3 + 137/74*z + 1
*
-2 | 0.092541757324241553995365173061616446159 | 0.016574159309229286052964133813232857881
f(z) = -85/148*z^3 + 133/74*z + 1
*
-2 | 0.073173069100346418937336384246444923132 | 0.013140901941487674477069284947985517494
f(z) = -85/156*z^3 + 131/78*z + 1
*
-2 | 0.091512257669896027493790391581638016956 | 0.016434374275529244664327172213580256568
f(z) = -83/140*z^3 + 131/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016665161454434582517533964719687796666
f(z) = -83/148*z^3 + 129/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013214339258147963498125425245677786572
f(z) = -83/156*z^3 + 127/78*z + 1
*
[ 14/9 ] 
f(z) = -81/140*z^3 + 123/70*z + 1
*
-2 | 0.091512861932708117578314214201870697717 | 0.016526519353866157415679319870232155950
f(z) = -81/140*z^3 + 127/70*z + 1
*
-2 | 0.092541834331075256415501597565536849057 | 0.016760389271559824489604115307726020275
f(z) = -81/148*z^3 + 125/74*z + 1
*
-12/7 | 0.14318670762109584434867362344600347037 | 0.019666620349471803755536978119716244468
f(z) = -91/144*z^3 + 121/84*z + 1
*
[ 11/10 ] 
f(z) = -100/143*z^3 + 134/143*z + 1
*
-4/5 | 0.081502685088658060361136407184614888512 | 0.012387836010863804495018934553767259485
f(z) = -95/144*z^3 + 121/180*z + 1
*
[ -2 ] 
f(z) = -97/144*z^3 + 151/36*z + 1
*
[ -2 ] 
f(z) = -95/144*z^3 + 149/36*z + 1
*
[ -2 ] 
f(z) = -91/144*z^3 + 145/36*z + 1
*
[ -2 ] 
f(z) = -89/144*z^3 + 143/36*z + 1
*
[ -3/5 ] 
f(z) = -100/153*z^3 + 148/51*z + 1
*
[ -2/3 ] 
f(z) = -93/152*z^3 + 158/57*z + 1
*
[ -3/2 ] 
f(z) = -92/153*z^3 + 154/51*z + 1
*
[ -7/4 ] 
f(z) = -88/147*z^3 + 143/42*z + 1
*
[ -3/2 ] 
f(z) = -88/153*z^3 + 151/51*z + 1
*
[ -2/3 ] 
f(z) = -87/152*z^3 + 157/57*z + 1
*
-2 | 0.097224744083576827443097206116344533141 | 0.016873286547588214503894580183297194800
f(z) = -97/140*z^3 + 159/70*z + 1
*
-2 | 0.096602949635938265142754522240379281069 | 0.016802286758395509404164075895035109327
f(z) = -97/148*z^3 + 157/74*z + 1
*
-2 | 0.075263835390738410747708695781597910900 | 0.013120001193711341463598252711499540978
f(z) = -97/156*z^3 + 155/78*z + 1
*
-2 | 0.095896305855233106648750995370375654040 | 0.016754587229343680535425686856458209722
f(z) = -95/148*z^3 + 153/74*z + 1
*
-2 | 0.074094352588639692117144000148499116028 | 0.012975273541399969882315125694097126293
f(z) = -95/156*z^3 + 151/78*z + 1
*
-2 | 0.095999678751447052027719864762450600469 | 0.016811295978278502808232820068465240184
f(z) = -93/140*z^3 + 151/70*z + 1
*
-2 | 0.095087307172422681275878380299378774687 | 0.016690494442061404344896657502078241190
f(z) = -93/148*z^3 + 149/74*z + 1
*
-2 | 0.094078465796129102141518970818210393907 | 0.016592670476521104913219333748784762252
f(z) = -91/148*z^3 + 145/74*z + 1
*
-2 | 0.094513327391954487706239182267707300969 | 0.016710301314643258633282540322612275807
f(z) = -89/140*z^3 + 143/70*z + 1
*
-2 | 0.092541681695350733605811586786649451127 | 0.016402553344424950877740071079334962659
f(z) = -89/148*z^3 + 141/74*z + 1
*
[ 7/5 ] 
f(z) = -85/147*z^3 + 149/105*z + 1
*
[ 3/2 ] 
f(z) = -82/153*z^3 + 157/102*z + 1
*
5/3 | 0.13515566651957840344578927475337970048 | 0.027311017207030071344252229026831666783
f(z) = -81/140*z^3 + 141/140*z + 1
*
[ 11/9 ] 
f(z) = -81/154*z^3 + 149/154*z + 1
*
-12/17 | 0.18023986091939022488736210461009718754 | 0.023098711455314306010688214752282891980
f(z) = -85/144*z^3 + 145/204*z + 1
*
[ 7/2 ] 
f(z) = -92/147*z^3 + 176/21*z + 1
*
[ 7/2 ] 
f(z) = -88/147*z^3 + 169/21*z + 1
*
[ -3/2 ] 
f(z) = -100/153*z^3 + 160/51*z + 1
*
[ -3/7 ] 
f(z) = -98/153*z^3 + 176/51*z + 1
*
-2 | 0.097775379234263000961496252459262767686 | 0.016895993274235514058722660893973516765
f(z) = -99/140*z^3 + 163/70*z + 1
*
-2 | 0.097241126302519741085924665134488371845 | 0.016839597938570678064621898490299026394
f(z) = -99/148*z^3 + 161/74*z + 1
*
[ -6/5 ] 
f(z) = -95/144*z^3 + 167/60*z + 1
*
[ -6/5 ] 
f(z) = -85/144*z^3 + 161/60*z + 1
*
-12/5 | 0.15377451391227867471070451576382930477 | 0.020194148969966915732392668729734420324
f(z) = -85/144*z^3 + 169/60*z + 1
*
[ 7/5 ] 
f(z) = -95/147*z^3 + 163/105*z + 1
*
[ 3/2 ] 
f(z) = -94/153*z^3 + 175/102*z + 1
*
[ 3/2 ] 
f(z) = -86/153*z^3 + 163/102*z + 1
*
[ 5/4 ] 
f(z) = -96/145*z^3 + 179/145*z + 1
*
[ 4/3 ] 
f(z) = -81/140*z^3 + 179/140*z + 1
*
[ 38/9 ] 
f(z) = -81/152*z^3 + 195/19*z + 1
*
[ 7/2 ] 
f(z) = -100/147*z^3 + 190/21*z + 1
*
[ -7/2 ] 
f(z) = -92/147*z^3 + 188/21*z + 1
*
[ -7/2 ] 
f(z) = -88/147*z^3 + 181/21*z + 1
*
[ -2/3 ] 
f(z) = -99/140*z^3 + 197/70*z + 1
*
-12/5 | 0.20418135164479690355873042725644799258 | 0.026354152893588715620200394610020459972
f(z) = -95/144*z^3 + 193/60*z + 1
*
[ -10/9 ] 
f(z) = -81/140*z^3 + 183/70*z + 1
*
[ -2/3 ] 
f(z) = -81/140*z^3 + 193/70*z + 1
*
[ 2 ] 
f(z) = -81/140*z^3 + 197/70*z + 1
*
[ 2 ] 
f(z) = -81/148*z^3 + 199/74*z + 1
*
[ 7/4 ] 
f(z) = -92/147*z^3 + 197/84*z + 1
*
[ 12/7 ] 
f(z) = -91/144*z^3 + 191/84*z + 1
*
[ 3/2 ] 
f(z) = -98/153*z^3 + 181/102*z + 1
*
[ 9/7 ] 
f(z) = -98/153*z^3 + 196/153*z + 1
*
[ 5/4 ] 
f(z) = -96/155*z^3 + 181/155*z + 1
*
-4/9 | 0.090691209370555455266603478182529139212 | 0.017267038857168632432477115835040412005
f(z) = -81/140*z^3 + 191/140*z + 1
*
[ 4/3 ] 
f(z) = -81/148*z^3 + 181/148*z + 1
*
[ 7/6 ] 
f(z) = -92/147*z^3 + 188/189*z + 1
*
[ 7/6 ] 
f(z) = -88/147*z^3 + 181/189*z + 1
*
-12/19 | 0.19370958455193536761034121978238123891 | 0.024476043690474248398376948825221297695
f(z) = -95/144*z^3 + 193/228*z + 1
*
[ -38/9 ] 
f(z) = -81/152*z^3 + 204/19*z + 1
*
[ -7/2 ] 
f(z) = -100/147*z^3 + 202/21*z + 1
*
[ -2/3 ] 
f(z) = -99/148*z^3 + 207/74*z + 1
*
[ 2 ] 
f(z) = -91/148*z^3 + 219/74*z + 1
*
[ 2 ] 
f(z) = -89/140*z^3 + 213/70*z + 1
*
[ 2 ] 
f(z) = -89/148*z^3 + 215/74*z + 1
*
[ 2 ] 
f(z) = -89/156*z^3 + 217/78*z + 1
*
[ 2 ] 
f(z) = -87/140*z^3 + 209/70*z + 1
*
[ 2 ] 
f(z) = -87/148*z^3 + 211/74*z + 1
*
[ 2 ] 
f(z) = -85/148*z^3 + 207/74*z + 1
*
[ 2 ] 
f(z) = -85/156*z^3 + 209/78*z + 1
*
[ 2 ] 
f(z) = -83/140*z^3 + 201/70*z + 1
*
[ 2 ] 
f(z) = -83/148*z^3 + 203/74*z + 1
*
[ 2 ] 
f(z) = -83/156*z^3 + 205/78*z + 1
*
[ -14/9 ] 
f(z) = -81/140*z^3 + 213/70*z + 1
*
[ -2/3 ] 
f(z) = -81/148*z^3 + 203/74*z + 1
*
[ -4/3 ] 
f(z) = -81/152*z^3 + 205/76*z + 1
*
[ 7/4 ] 
f(z) = -100/147*z^3 + 211/84*z + 1
*
[ 14/9 ] 
f(z) = -81/152*z^3 + 219/133*z + 1
*
[ 13/10 ] 
f(z) = -100/143*z^3 + 202/143*z + 1
*
[ 4/3 ] 
f(z) = -99/140*z^3 + 211/140*z + 1
*
[ 4/3 ] 
f(z) = -99/148*z^3 + 213/148*z + 1
*
-6/13 | 0.16956888682102292928190363458588354056 | 0.021744862493281151298693261203839110629
f(z) = -91/144*z^3 + 203/156*z + 1
*
[ 13/9 ] 
f(z) = -81/143*z^3 + 213/143*z + 1
*
-7/4 | 0.21732152782460033915114816144572304174 | 0.029702739948098540012074771401397077428
f(z) = -82/147*z^3 + 215/168*z + 1
*
[ 7/6 ] 
f(z) = -100/147*z^3 + 202/189*z + 1
*
[ 38/33 ] 
f(z) = -99/152*z^3 + 208/209*z + 1
*
[ -3/10 ] 
f(z) = -100/153*z^3 + 224/51*z + 1
*
[ 2 ] 
f(z) = -99/140*z^3 + 233/70*z + 1
*
[ 2 ] 
f(z) = -99/148*z^3 + 235/74*z + 1
*
[ -4/3 ] 
f(z) = -99/152*z^3 + 221/76*z + 1
*
[ 2 ] 
f(z) = -97/140*z^3 + 229/70*z + 1
*
[ 2 ] 
f(z) = -97/148*z^3 + 231/74*z + 1
*
[ 2 ] 
f(z) = -97/156*z^3 + 233/78*z + 1
*
[ 2 ] 
f(z) = -95/148*z^3 + 227/74*z + 1
*
[ 2 ] 
f(z) = -95/156*z^3 + 229/78*z + 1
*
[ 2 ] 
f(z) = -93/140*z^3 + 221/70*z + 1
*
[ 2 ] 
f(z) = -93/148*z^3 + 223/74*z + 1
*
[ 12/5 ] 
f(z) = -85/144*z^3 + 239/60*z + 1
*
[ -21/20 ] 
f(z) = -100/147*z^3 + 227/84*z + 1
*
-7/5 | 0.21621457667905202901793630713911090656 | 0.029196503044826391437847567905746735110
f(z) = -100/147*z^3 + 235/84*z + 1
*
[ -6/7 ] 
f(z) = -91/144*z^3 + 221/84*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015147462103755649822902529752602078291
f(z) = -99/140*z^3 + 239/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013019362331475982112453199257523021038
f(z) = -98/141*z^3 + 239/141*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015170740989374128900363150952594210670
f(z) = -97/140*z^3 + 237/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013029337825111890316103589409883042655
f(z) = -97/141*z^3 + 238/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.014414259792346881219483557043416352678
f(z) = -97/142*z^3 + 239/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016781729544713977570323580788402451423
f(z) = -96/143*z^3 + 239/143*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013049272416423365445189015169704795004
f(z) = -95/141*z^3 + 236/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014436292616401025022900722006788729811
f(z) = -95/142*z^3 + 237/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016794587780932513507830161284604945451
f(z) = -95/143*z^3 + 238/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012766102008055818239650536056912609053
f(z) = -95/144*z^3 + 239/144*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016807520001219215350410452361581917128
f(z) = -94/143*z^3 + 237/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016828695214861162271816656654636977135
f(z) = -94/145*z^3 + 239/145*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015218113910243722757069212314143021143
f(z) = -93/140*z^3 + 233/140*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014458701312947598565803762747007539477
f(z) = -93/142*z^3 + 235/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016820526961584885042305970457072615040
f(z) = -93/143*z^3 + 236/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016841589436386177216519537377427521446
f(z) = -93/145*z^3 + 238/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014508195663091755566561492729774938479
f(z) = -93/146*z^3 + 239/146*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013080088112583134206724521703759230120
f(z) = -92/141*z^3 + 233/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016833609429122601945716049006794528415
f(z) = -92/143*z^3 + 235/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016854557849032590116577499126133049994
f(z) = -92/145*z^3 + 237/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013160277466342229851020073481424560147
f(z) = -92/147*z^3 + 239/147*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013090416962018049138102790470847066439
f(z) = -91/141*z^3 + 232/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014481372111743149493017466669556361814
f(z) = -91/142*z^3 + 233/142*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012805567779135132309883912338103000114
f(z) = -91/144*z^3 + 235/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016867601210926989245478791054657903583
f(z) = -91/145*z^3 + 236/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014530372849440755350553563223151490102
f(z) = -91/146*z^3 + 237/146*z + 1
*
-1 | 0.083984069068913324548378295665287354811 | 0.015335456590283108259069107949073836522
f(z) = -91/148*z^3 + 239/148*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016860004010773498971170847358111235703
f(z) = -90/143*z^3 + 233/143*z + 1
*
-1 | 0.092665831849608037805110609984721848422 | 0.016920742915731712004261112171513198778
f(z) = -90/149*z^3 + 239/149*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015266611737078271994634996246576153983
f(z) = -89/140*z^3 + 229/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013111258447577980376646312993518931147
f(z) = -89/141*z^3 + 230/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014504310481147832663574463342974239202
f(z) = -89/142*z^3 + 231/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016873317716415268554250227338401976863
f(z) = -89/143*z^3 + 232/143*z + 1
*
-1 | 0.069913923240060056576321449995272514305 | 0.012825798943745681711739676688780335781
f(z) = -89/144*z^3 + 233/144*z + 1
*
-1 | 0.092161751037570168222716540462525191418 | 0.016893918632602288050445227285568748387
f(z) = -89/145*z^3 + 234/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014552927581777073353366081281108866422
f(z) = -89/146*z^3 + 235/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013190702505051027115944119351161982438
f(z) = -89/147*z^3 + 236/147*z + 1
*
-1 | 0.083983994883319768738096548753914490134 | 0.015359010822050921439665660636876115840
f(z) = -89/148*z^3 + 237/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016933678514508081755824945639455865144
f(z) = -89/149*z^3 + 238/149*z + 1
*
-1 | 0.059611244279077488030490863082689017661 | 0.010884988773102126481873475988983396207
f(z) = -89/150*z^3 + 239/150*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013121772374641239895569816018342179887
f(z) = -88/141*z^3 + 229/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016907188741342561133124792684181723290
f(z) = -88/145*z^3 + 233/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013200961811297265627330563381808007775
f(z) = -88/147*z^3 + 235/147*z + 1
*
-1 | 0.092665804006215149637237188286774259145 | 0.016946741918419787971070701968849681649
f(z) = -88/149*z^3 + 237/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016965800774457290354853867901050452653
f(z) = -88/151*z^3 + 239/151*z + 1
*
-1 | 0.082954586118639404300043609722936286785 | 0.015291308832583872140693676125444092115
f(z) = -87/140*z^3 + 227/140*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014527522053920231152437114032068554626
f(z) = -87/142*z^3 + 229/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016900182025516740236081757659422441706
f(z) = -87/143*z^3 + 230/143*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014575746124463009206527929695430513488
f(z) = -87/146*z^3 + 233/146*z + 1
*
-1 | 0.083983787215254843421464389716900560176 | 0.015382813768129078702238515826096771959
f(z) = -87/148*z^3 + 235/148*z + 1
*
-1 | 0.092666116258924347132965635095463505067 | 0.016959913768518722285866398762676761746
f(z) = -87/149*z^3 + 236/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016978800046875150660239936511602014933
f(z) = -87/151*z^3 + 238/151*z + 1
*
-1 | 0.084477528195619815307004266908055189386 | 0.015425562024570615048217426756934715727
f(z) = -87/152*z^3 + 239/152*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013142989898148438639331282850551576033
f(z) = -86/141*z^3 + 227/141*z + 1
*
-1 | 0.091904969696712345378253599550446781518 | 0.016913815177993388853206391926497701103
f(z) = -86/143*z^3 + 229/143*z + 1
*
-1 | 0.092162438087749485491546970314418011764 | 0.016934098591802756395024126301863738772
f(z) = -86/145*z^3 + 231/145*z + 1
*
-1 | 0.072071549967600878242063150451386125416 | 0.013221618335944144049722645830969714684
f(z) = -86/147*z^3 + 233/147*z + 1
*
-1 | 0.092665745608987267732389721796920085696 | 0.016973036756896276793319780496432877768
f(z) = -86/149*z^3 + 235/149*z + 1
*
-1 | 0.092912646737881268478792298146804152401 | 0.016991884569615075667812111918355106808
f(z) = -86/151*z^3 + 237/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014533675313255163786587267492807259729
f(z) = -86/153*z^3 + 239/153*z + 1
*
-1 | 0.071300852119984484822606315625125723315 | 0.013153840373608273024899420980974545223
f(z) = -85/141*z^3 + 226/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014551012633689477314444907354598695177
f(z) = -85/142*z^3 + 227/142*z + 1
*
-1 | 0.091905329495575259675591899987029339261 | 0.016927514985498165679609091420206385442
f(z) = -85/143*z^3 + 228/143*z + 1
*
-1 | 0.069913182456404840834449558123903037022 | 0.012866536493893888331006962872327536674
f(z) = -85/144*z^3 + 229/144*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014598833981495609551788310207344888608
f(z) = -85/146*z^3 + 231/146*z + 1
*
-1 | 0.072072559605848225473314517723761691292 | 0.013232244312120965186775586753719492412
f(z) = -85/147*z^3 + 232/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015406898364150580081302142149677617348
f(z) = -85/148*z^3 + 233/148*z + 1
*
-1 | 0.092666379402766580548185838634943933315 | 0.016986420678682727480539021264282978124
f(z) = -85/149*z^3 + 234/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017005023742712235079590159736270885807
f(z) = -85/151*z^3 + 236/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015449254338865739207339464525107452768
f(z) = -85/152*z^3 + 237/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014688464623683592981722382848296429944
f(z) = -85/154*z^3 + 239/154*z + 1
*
-1 | 0.091904813599155700319183364641269567388 | 0.016941135550189566354406065218896732858
f(z) = -84/143*z^3 + 227/143*z + 1
*
-1 | 0.092161953054423325214288949620495138179 | 0.016961109345332624285445697684188024850
f(z) = -84/145*z^3 + 229/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016999636513609201178773016534332583601
f(z) = -84/149*z^3 + 233/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017018249705941580682920698279856220910
f(z) = -84/151*z^3 + 235/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017054210356515584542242202150675332258
f(z) = -84/155*z^3 + 239/155*z + 1
*
-1 | 0.082955170817066660664030849586858853313 | 0.015341693277605265815359508845493377921
f(z) = -83/140*z^3 + 223/140*z + 1
*
-1 | 0.071300138418576978792120604928536497975 | 0.013175314448759309641937396288080957079
f(z) = -83/141*z^3 + 224/141*z + 1
*
-1 | 0.078939912078382744218748053996822182244 | 0.014575045921647467902249439152457025859
f(z) = -83/142*z^3 + 225/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016954881797154079788386409743478652336
f(z) = -83/143*z^3 + 226/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012887324698304840543094174294796202540
f(z) = -83/144*z^3 + 227/144*z + 1
*
-1 | 0.092161768138519071078505979488304814918 | 0.016974746946855762141201690710983099063
f(z) = -83/145*z^3 + 228/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014622196822341721436965087408247321470
f(z) = -83/146*z^3 + 229/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013253168220527453607394705555588885192
f(z) = -83/147*z^3 + 230/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015431302759212751738117802712640508748
f(z) = -83/148*z^3 + 231/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017013060481741987382189825657129808924
f(z) = -83/149*z^3 + 232/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.010935502601171618799121685950663315663
f(z) = -83/150*z^3 + 233/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017031552791472026128482848982783319467
f(z) = -83/151*z^3 + 234/151*z + 1
*
-1 | 0.084478187867627106918031571715401504442 | 0.015473370212586523090861046347423481272
f(z) = -83/152*z^3 + 235/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014567275488868313779889862390129639734
f(z) = -83/153*z^3 + 236/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014711038113918701644748735213002533926
f(z) = -83/154*z^3 + 237/154*z + 1
*
-1 | 0.093397266390215161564706376857644564695 | 0.017067369645944933824572271016681074692
f(z) = -83/155*z^3 + 238/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.011798454743926086637229062773060257891
f(z) = -83/156*z^3 + 239/156*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013186202749106461060410678576879860340
f(z) = -82/141*z^3 + 223/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016968764122724164736300623603948371728
f(z) = -82/143*z^3 + 225/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016988494949035227378003419433087986232
f(z) = -82/145*z^3 + 227/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013263795945134123621752924051013380304
f(z) = -82/147*z^3 + 229/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017026563792259702613125691935111906004
f(z) = -82/149*z^3 + 231/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017044933797865545555080749230699460797
f(z) = -82/151*z^3 + 233/151*z + 1
*
-1 | 0.079593800678572535489984133094500402356 | 0.014578725889056727669192419837837394951
f(z) = -82/153*z^3 + 235/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017080419566314787470582453462078269821
f(z) = -82/155*z^3 + 237/155*z + 1
*
-1 | 0.093634853172969431748998659317679216418 | 0.017097685812214539293760393068087069757
f(z) = -82/157*z^3 + 239/157*z + 1
*
-1 | 0.078939859374075482721424379624437924535 | 0.014599103322504411229563916659091883591
f(z) = -81/142*z^3 + 223/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016982731189245948524293004406483043933
f(z) = -81/143*z^3 + 224/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017002332054515691708259527595257775668
f(z) = -81/145*z^3 + 226/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014645840488452291706013514923548488866
f(z) = -81/146*z^3 + 227/146*z + 1
*
-1 | 0.083984011241906696119694281429189190762 | 0.015456074342222900598026611846042562169
f(z) = -81/148*z^3 + 229/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017040147277784410766192283656408457311
f(z) = -81/149*z^3 + 230/149*z + 1
*
-1 | 0.092913307576567987538792551533400033319 | 0.017058525358666815416621817411142846115
f(z) = -81/151*z^3 + 232/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015497496959565804951461313105061876159
f(z) = -81/152*z^3 + 233/152*z + 1
*
-1 | 0.080441703434695012845137234747499115463 | 0.014734031223852897453920446877739562291
f(z) = -81/154*z^3 + 235/154*z + 1
*
-1 | 0.093397424166471819679881060063135323993 | 0.017093759013695343303923309931978985087
f(z) = -81/155*z^3 + 236/155*z + 1
*
-1 | 0.093634846301131750219712631127669293915 | 0.017110784879781894364136780419729721766
f(z) = -81/157*z^3 + 238/157*z + 1
*
-1 | 0.080916361000104612514968987896492199080 | 0.014775294354249098190787053938045373622
f(z) = -81/158*z^3 + 239/158*z + 1
*
[ 38/27 ] 
f(z) = -81/152*z^3 + 230/171*z + 1
*
[ 10/9 ] 
f(z) = -81/145*z^3 + 229/290*z + 1
*
[ 6 ] 
f(z) = -83/144*z^3 + 259/12*z + 1
*
[ 14/5 ] 
f(z) = -100/147*z^3 + 251/42*z + 1
*
[ -4/9 ] 
f(z) = -81/152*z^3 + 255/76*z + 1
*
[ -10/9 ] 
f(z) = -81/152*z^3 + 243/95*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.012999392780786322728842256519558462839
f(z) = -100/141*z^3 + 241/141*z + 1
*
-1 | 0.091904654136652764488544222043670767879 | 0.016731044260950756887770078633372448474
f(z) = -100/143*z^3 + 243/143*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013081442413881251710256050101562154565
f(z) = -100/147*z^3 + 247/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016795009231832062521323489771507718162
f(z) = -100/149*z^3 + 249/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016815379769616883300230464609421880741
f(z) = -100/151*z^3 + 251/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014384156996501656698085954129657092226
f(z) = -100/153*z^3 + 253/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016873832715215377494705270752864209209
f(z) = -100/157*z^3 + 257/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013231461748516439471182976576938566167
f(z) = -100/159*z^3 + 259/159*z + 1
*
-1 | 0.078939672993679030356089338151666241822 | 0.014392451343397311188557030382381917189
f(z) = -99/142*z^3 + 241/142*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016765311191806533673747943418434007540
f(z) = -99/145*z^3 + 244/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014442687394960829047498142998381422544
f(z) = -99/146*z^3 + 245/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015243724040074743560307791928834428671
f(z) = -99/148*z^3 + 247/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016807267600362023047180311750754344981
f(z) = -99/149*z^3 + 248/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016827537304496556089430620227805141075
f(z) = -99/151*z^3 + 250/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015288783162432417652052811708384121520
f(z) = -99/152*z^3 + 251/152*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016866737119469230212764282577040158252
f(z) = -99/155*z^3 + 254/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016885696177989877329652872056207529273
f(z) = -99/157*z^3 + 256/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014581833035569090878165214403836438236
f(z) = -99/158*z^3 + 257/158*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016756232054612832828885039585464667115
f(z) = -98/143*z^3 + 241/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016777845454920703028763947613771707147
f(z) = -98/145*z^3 + 243/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016819593513903463611647895633951606249
f(z) = -98/149*z^3 + 247/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016839761265597795424628430849898078248
f(z) = -98/151*z^3 + 249/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014404817850309151343162332829405587828
f(z) = -98/153*z^3 + 251/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016878761492335934485654882976727171663
f(z) = -98/155*z^3 + 253/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016897622864795036204050079968674966139
f(z) = -98/157*z^3 + 255/157*z + 1
*
-1 | 0.073525759046119588523384944614906383422 | 0.013250090271110048341290455349178479564
f(z) = -98/159*z^3 + 257/159*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016768944547428170311930736114352401313
f(z) = -97/143*z^3 + 240/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012746705702167720040632216970395115201
f(z) = -97/144*z^3 + 241/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016790450278123731557825093080592056987
f(z) = -97/145*z^3 + 242/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014464238828091572244396793291933555898
f(z) = -97/146*z^3 + 243/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013110710264626239481019867259802269437
f(z) = -97/147*z^3 + 244/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015266252231568559708109776627531127478
f(z) = -97/148*z^3 + 245/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016831987633716558402924128686992532897
f(z) = -97/149*z^3 + 246/149*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.010819497179993113069519006023917979095
f(z) = -97/150*z^3 + 247/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016852052297814616320799533705283728171
f(z) = -97/151*z^3 + 248/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015310951166386834191683445980122537026
f(z) = -97/152*z^3 + 249/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014415232546726944871139724997840702329
f(z) = -97/153*z^3 + 250/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.014558352803097460759009788406219266277
f(z) = -97/154*z^3 + 251/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016890850745400312289252378239204090149
f(z) = -97/155*z^3 + 252/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011677262394464953593167174201352563940
f(z) = -97/156*z^3 + 253/156*z + 1
*
-1 | 0.093635026386615976204400476512316803199 | 0.016909765939962267214452063418878531423
f(z) = -97/157*z^3 + 254/157*z + 1
*
-1 | 0.080915783624699286710773192473611008656 | 0.014602406647017884023015892062844691302
f(z) = -97/158*z^3 + 255/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013259261525464276679109840918120319671
f(z) = -97/159*z^3 + 256/159*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016803126366995224528469487691734034172
f(z) = -96/145*z^3 + 241/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016844450630349105286426841380310303001
f(z) = -96/149*z^3 + 245/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016864411055023564645304130746808341899
f(z) = -96/151*z^3 + 247/151*z + 1
*
-1 | 0.093397415923635510082936640062934896364 | 0.016903123952461184959745225414115151995
f(z) = -96/155*z^3 + 251/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016921668314018629439998109069648220653
f(z) = -96/157*z^3 + 253/157*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014486152489632219400037322843124445304
f(z) = -95/146*z^3 + 241/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013130369385369747522234969805715933340
f(z) = -95/147*z^3 + 242/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015289032591284750965412875874644195604
f(z) = -95/148*z^3 + 243/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016856983183806571332357269803080342295
f(z) = -95/149*z^3 + 244/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016876838200246810500407050566221321109
f(z) = -95/151*z^3 + 246/151*z + 1
*
-1 | 0.079593387072350132492616940063812729947 | 0.014436277448532097897557554897102141954
f(z) = -95/153*z^3 + 248/153*z + 1
*
-1 | 0.080441686867896559688743715639337662565 | 0.014579496803577488394590178648145428985
f(z) = -95/154*z^3 + 249/154*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011694035168236991272768585544243251631
f(z) = -95/156*z^3 + 251/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016933788298687677749840728757295954098
f(z) = -95/157*z^3 + 252/157*z + 1
*
-1 | 0.080916021621288884052088582358496709830 | 0.014623228996644631110397437576783328175
f(z) = -95/158*z^3 + 253/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013278042176248857729164308674374296584
f(z) = -95/159*z^3 + 254/159*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013140282265994594986333542860412926536
f(z) = -94/147*z^3 + 241/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016869585983725979951540850375620452168
f(z) = -94/149*z^3 + 243/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016889334405818895496491460227692400541
f(z) = -94/151*z^3 + 245/151*z + 1
*
-1 | 0.079593434883748908487961581917819985913 | 0.014446873231750458612800955821851925450
f(z) = -94/153*z^3 + 247/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016927514049875116195820865916129400605
f(z) = -94/155*z^3 + 249/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016945973952180106873671205169944146666
f(z) = -94/157*z^3 + 251/157*z + 1
*
-1 | 0.073525194579264759577841101937630979432 | 0.013287550917759974862865211430892905625
f(z) = -94/159*z^3 + 253/159*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015312070155296368582431789769548667227
f(z) = -93/148*z^3 + 241/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016882259729553742976170253276414067175
f(z) = -93/149*z^3 + 242/149*z + 1
*
-1 | 0.092913323416032706816788033957100411521 | 0.016902033848723448685498979821665103190
f(z) = -93/151*z^3 + 244/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015356023772649982782164392078712310621
f(z) = -93/152*z^3 + 245/152*z + 1
*
-1 | 0.080441103215051470022604709055557383515 | 0.014600732113990982829350647604933653105
f(z) = -93/154*z^3 + 247/154*z + 1
*
-1 | 0.093634702039717027176902440113845844076 | 0.016958320167911237629924256419851150752
f(z) = -93/157*z^3 + 250/157*z + 1
*
-1 | 0.080915780383585200414069143887329224054 | 0.014644189584989845517538205041976049308
f(z) = -93/158*z^3 + 251/158*z + 1
*
[ 3/2 ] 
f(z) = -92/141*z^3 + 254/141*z + 1
*
[ 3/2 ] 
f(z) = -92/147*z^3 + 256/147*z + 1
*
-1 | 0.092666529343166961068292495607142358257 | 0.016895161382791938951190780432604486967
f(z) = -92/149*z^3 + 241/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016914536734936450526794085293408846273
f(z) = -92/151*z^3 + 243/151*z + 1
*
-1 | 0.079593502929575615976705784945764810167 | 0.014468236153142569419853536803232814955
f(z) = -92/153*z^3 + 245/153*z + 1
*
-1 | 0.093397542331861228208690859304998617343 | 0.016952434031728687752282474732662220987
f(z) = -92/155*z^3 + 247/155*z + 1
*
-1 | 0.093634843668757275380642904672713646178 | 0.016970664802368052371962472183152218921
f(z) = -92/157*z^3 + 249/157*z + 1
*
-1 | 0.073525718587413104654387144863164254152 | 0.013306731483802343876335107240233238488
f(z) = -92/159*z^3 + 251/159*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016907822906862384633641376611488478914
f(z) = -91/149*z^3 + 240/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.010868195470295582323322958488877959697
f(z) = -91/150*z^3 + 241/150*z + 1
*
-1 | 0.092913410727791209313083262731638125971 | 0.016927393853463972957893293415277586454
f(z) = -91/151*z^3 + 242/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015378938089801639622528876124761618977
f(z) = -91/152*z^3 + 243/152*z + 1
*
-1 | 0.079593868062155357224233005279222842335 | 0.014479067185161514260306742684633183254
f(z) = -91/153*z^3 + 244/153*z + 1
*
-1 | 0.093397123812214065455371807862682922622 | 0.016964850019045523352055827310167189780
f(z) = -91/155*z^3 + 246/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016982931292193459020552584465573786711
f(z) = -91/157*z^3 + 248/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.014665526761961511914504957104647527424
f(z) = -91/158*z^3 + 249/158*z + 1
*
-1 | 0.073525073447791211754984704466877577939 | 0.013316235420581051857090848491730052083
f(z) = -91/159*z^3 + 250/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.016940023613876069023117773126503632487
f(z) = -90/151*z^3 + 241/151*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.016995386031879003930743876835593652962
f(z) = -90/157*z^3 + 247/157*z + 1
*
-1 | 0.092912630973379473510553154882801616214 | 0.016952883098659432506964919360008119983
f(z) = -89/151*z^3 + 240/151*z + 1
*
-1 | 0.084478210001992790908087317776402960663 | 0.015402249349681730563942957117435786357
f(z) = -89/152*z^3 + 241/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014500646044745567811801156038991110198
f(z) = -89/153*z^3 + 242/153*z + 1
*
-1 | 0.080441519590723950753585787695646586051 | 0.014644205316189631638444856943038870062
f(z) = -89/154*z^3 + 243/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.016989976947530835296844081433338855831
f(z) = -89/155*z^3 + 244/155*z + 1
*
-1 | 0.064615561270465958068017653301356917069 | 0.011745596879385127878791066990953692069
f(z) = -89/156*z^3 + 245/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017007909690704336647126473497427713942
f(z) = -89/157*z^3 + 246/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.014686993939601307356966044232098963902
f(z) = -89/158*z^3 + 247/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013335614066401511148570302723572253073
f(z) = -89/159*z^3 + 248/159*z + 1
*
[ 3/2 ] 
f(z) = -88/141*z^3 + 245/141*z + 1
*
[ 3/2 ] 
f(z) = -88/147*z^3 + 247/147*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014511593427032077764820663032730110809
f(z) = -88/153*z^3 + 241/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017002679177684970383527883121916628322
f(z) = -88/155*z^3 + 243/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017020502946225586461931543745824154024
f(z) = -88/157*z^3 + 245/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013345393980062250571971609919918046193
f(z) = -88/159*z^3 + 247/159*z + 1
*
[ 3/2 ] 
f(z) = -88/159*z^3 + 251/159*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014666147556759978088403476328820822409
f(z) = -87/154*z^3 + 241/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017015452913477707572234351071313249558
f(z) = -87/155*z^3 + 242/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017033166485555400128067258722897943975
f(z) = -87/157*z^3 + 244/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014708580814569572489376862206155867591
f(z) = -87/158*z^3 + 245/158*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017028298869943864349798592678105137184
f(z) = -86/155*z^3 + 241/155*z + 1
*
-1 | 0.093634269002910863019849636306727250452 | 0.017045916920595767367387847857177351842
f(z) = -86/157*z^3 + 243/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013365116692855586436711934285165677540
f(z) = -86/159*z^3 + 245/159*z + 1
*
-1 | 0.064615295063206256780019838065362501195 | 0.011780799881333719464368972462033000250
f(z) = -85/156*z^3 + 241/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017058707212932106766214537266760078191
f(z) = -85/157*z^3 + 242/157*z + 1
*
-1 | 0.080916034139916336148943170296375491277 | 0.014730589667445643492567176731816983391
f(z) = -85/158*z^3 + 243/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013375060563575638111523228957161590787
f(z) = -85/159*z^3 + 244/159*z + 1
*
-1 | 0.093634438400693355223326041305449868649 | 0.017071632648595100391025793492196140923
f(z) = -84/157*z^3 + 241/157*z + 1
*
-2 | 0.079453776903062175954938446305859408265 | 0.014298404777124145403009729342396406174
f(z) = -83/146*z^3 + 259/146*z + 1
*
-2 | 0.059610639032569306184951395131067166771 | 0.010742443988978915150757238339856060127
f(z) = -83/150*z^3 + 257/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014516814193953387617684703507047791634
f(z) = -83/154*z^3 + 255/154*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017084537567643271654801373577173641981
f(z) = -83/157*z^3 + 240/157*z + 1
*
-1 | 0.080916078426107576649259913446427245141 | 0.014752793842198030680217954002310311753
f(z) = -83/158*z^3 + 241/158*z + 1
*
-2 | 0.080915958980391574602282935596262082392 | 0.014623217676115426170054445269768763553
f(z) = -83/158*z^3 + 253/158*z + 1
*
-1 | 0.073525636111968131578269620069965644089 | 0.013395239621975131830399322015403794445
f(z) = -83/159*z^3 + 242/159*z + 1
*
-1 | 0.073525621946675970627325101447437061803 | 0.013405349885922306896065031487080380816
f(z) = -82/159*z^3 + 241/159*z + 1
*
-4/3 | 0.12544989476681140963419055961161086263 | 0.022736921750105574251230881590092237834
f(z) = -81/140*z^3 + 249/140*z + 1
*
-2 | 0.078940121248340522763141661632194150041 | 0.014266142191717268763704510600699263518
f(z) = -81/142*z^3 + 253/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014379446081454376078417367223519200729
f(z) = -81/146*z^3 + 251/146*z + 1
*
[ 14/9 ] 
f(z) = -81/154*z^3 + 251/154*z + 1
*
-2 | 0.080916974132286166059945060835184342489 | 0.014708812245385202363616818478813221970
f(z) = -81/158*z^3 + 245/158*z + 1
*
-7/4 | 0.21954113952237450604110284966364153054 | 0.029291733522858859622134821149615999199
f(z) = -94/147*z^3 + 257/168*z + 1
*
-4/7 | 0.16875850517532248815418023822605804371 | 0.024402147718720789496448814345799666124
f(z) = -91/144*z^3 + 241/252*z + 1
*
[ 6 ] 
f(z) = -89/144*z^3 + 277/12*z + 1
*
[ 6 ] 
f(z) = -85/144*z^3 + 265/12*z + 1
*
[ -6 ] 
f(z) = -85/144*z^3 + 269/12*z + 1
*
[ -6 ] 
f(z) = -83/144*z^3 + 263/12*z + 1
*
[ 21/5 ] 
f(z) = -100/147*z^3 + 268/21*z + 1
*
[ -21/5 ] 
f(z) = -100/147*z^3 + 278/21*z + 1
*
[ 12/5 ] 
f(z) = -95/144*z^3 + 263/60*z + 1
*
[ -2 ] 
f(z) = -87/140*z^3 + 279/70*z + 1
*
[ -2 ] 
f(z) = -83/140*z^3 + 271/70*z + 1
*
[ -2 ] 
f(z) = -83/148*z^3 + 277/74*z + 1
*
[ -2 ] 
f(z) = -81/140*z^3 + 267/70*z + 1
*
[ -2 ] 
f(z) = -81/148*z^3 + 273/74*z + 1
*
[ -6/7 ] 
f(z) = -98/153*z^3 + 269/102*z + 1
*
[ -3/4 ] 
f(z) = -88/153*z^3 + 271/102*z + 1
*
[ 3/2 ] 
f(z) = -100/141*z^3 + 272/141*z + 1
*
[ 3/2 ] 
f(z) = -100/147*z^3 + 274/147*z + 1
*
[ 3/2 ] 
f(z) = -100/159*z^3 + 278/159*z + 1
*
[ 3/2 ] 
f(z) = -92/159*z^3 + 260/159*z + 1
*
-2 | 0.080441837602304174804044931893867249341 | 0.014284995968715986408919396929645409120
f(z) = -89/154*z^3 + 279/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014387642467674400791427111711779721798
f(z) = -89/158*z^3 + 277/158*z + 1
*
-2 | 0.080271794491303468383225710877084578713 | 0.014273034250514222982959158193564094058
f(z) = -87/142*z^3 + 277/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014145779376022815318681467014194011473
f(z) = -87/146*z^3 + 275/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014359119443339578946084711528014132333
f(z) = -87/154*z^3 + 271/154*z + 1
*
-2 | 0.080916473006597055795342510459039901456 | 0.014463029013724684463385827038621226574
f(z) = -87/158*z^3 + 269/158*z + 1
*
-2 | 0.078939617122250546523031747031504069036 | 0.014109685337846412990137821318050588048
f(z) = -85/142*z^3 + 269/142*z + 1
*
-2 | 0.079453149473336776305158212434085099286 | 0.014220442713585247201778323895955703980
f(z) = -85/146*z^3 + 267/146*z + 1
*
-2 | 0.080441417932516633139807990459926180117 | 0.014436323451934030559843595524775425462
f(z) = -85/154*z^3 + 263/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014541478364331711449171759676780704820
f(z) = -85/158*z^3 + 261/158*z + 1
*
-2 | 0.078939499570137565571930720334954215630 | 0.014186218001151768713516712414854853760
f(z) = -83/142*z^3 + 261/142*z + 1
*
-5/9 | 0.10998434242935958997860638398294856824 | 0.019556187780062710760830478803476501565
f(z) = -81/140*z^3 + 277/140*z + 1
*
[ 6/5 ] 
f(z) = -85/152*z^3 + 277/285*z + 1
*
[ 6 ] 
f(z) = -95/144*z^3 + 295/12*z + 1
*
[ -6 ] 
f(z) = -95/144*z^3 + 299/12*z + 1
*
[ 6 ] 
f(z) = -91/144*z^3 + 283/12*z + 1
*
[ -6 ] 
f(z) = -91/144*z^3 + 287/12*z + 1
*
[ -6 ] 
f(z) = -89/144*z^3 + 281/12*z + 1
*
[ -14/5 ] 
f(z) = -100/147*z^3 + 281/42*z + 1
*
[ 3 ] 
f(z) = -89/144*z^3 + 299/48*z + 1
*
[ 3 ] 
f(z) = -88/153*z^3 + 298/51*z + 1
*
[ 3 ] 
f(z) = -86/153*z^3 + 292/51*z + 1
*
[ 3 ] 
f(z) = -85/144*z^3 + 287/48*z + 1
*
[ 3 ] 
f(z) = -83/144*z^3 + 281/48*z + 1
*
[ 3 ] 
f(z) = -83/153*z^3 + 283/51*z + 1
*
[ 3 ] 
f(z) = -82/153*z^3 + 280/51*z + 1
*
[ -2 ] 
f(z) = -97/140*z^3 + 299/70*z + 1
*
[ -2 ] 
f(z) = -93/140*z^3 + 291/70*z + 1
*
[ -2 ] 
f(z) = -93/148*z^3 + 297/74*z + 1
*
[ -2 ] 
f(z) = -91/148*z^3 + 293/74*z + 1
*
[ -2 ] 
f(z) = -89/140*z^3 + 283/70*z + 1
*
[ -2 ] 
f(z) = -89/148*z^3 + 289/74*z + 1
*
[ -2 ] 
f(z) = -89/156*z^3 + 295/78*z + 1
*
[ -2 ] 
f(z) = -87/148*z^3 + 285/74*z + 1
*
[ -12/5 ] 
f(z) = -85/144*z^3 + 289/60*z + 1
*
[ -2 ] 
f(z) = -85/148*z^3 + 281/74*z + 1
*
[ -2 ] 
f(z) = -85/156*z^3 + 287/78*z + 1
*
[ -2 ] 
f(z) = -83/156*z^3 + 283/78*z + 1
*
-21/20 | 0.21621489417308735763595401666467384501 | 0.028481718465227281146269192882110253456
f(z) = -100/147*z^3 + 283/84*z + 1
*
[ -7/4 ] 
f(z) = -92/147*z^3 + 293/84*z + 1
*
[ -12/7 ] 
f(z) = -91/144*z^3 + 289/84*z + 1
*
[ -6/5 ] 
f(z) = -100/153*z^3 + 283/102*z + 1
*
[ -3/2 ] 
f(z) = -86/153*z^3 + 299/102*z + 1
*
[ -7/5 ] 
f(z) = -85/147*z^3 + 299/105*z + 1
*
[ -3/2 ] 
f(z) = -82/153*z^3 + 293/102*z + 1
*
1/10 | 0.16529635102643706691852862572402815171 | 0.029206974193884065910374176240102802542
f(z) = -100/143*z^3 + 287/143*z + 1
*
-1/3 | 0.12075505918256679805148244111528524728 | 0.021284713296933416057500632212522481706
f(z) = -99/140*z^3 + 291/140*z + 1
*
-2 | 0.082529187457256610202281212491694637422 | 0.014477678165695330855350822021342659089
f(z) = -93/146*z^3 + 299/146*z + 1
*
-2 | 0.080441939735027437022602048444984346380 | 0.014144942556389144499642188334954886662
f(z) = -93/154*z^3 + 295/154*z + 1
*
-2 | 0.080917232468864121412725734324887751561 | 0.014245558724819552064370246376785146132
f(z) = -93/158*z^3 + 293/158*z + 1
*
-2 | 0.082235468088359113570680199260321283577 | 0.014477635408088356446261806046299838212
f(z) = -91/142*z^3 + 293/142*z + 1
*
-2 | 0.081653948243421345286129009624906644227 | 0.014392613358718576937603659621923035487
f(z) = -91/146*z^3 + 291/146*z + 1
*
-2 | 0.060184178983288651981255325789819584725 | 0.010621187265962292628161146861297169158
f(z) = -91/150*z^3 + 289/150*z + 1
*
-2 | 0.080916668664858109905694296350932203118 | 0.014315227519110848877874978522922974674
f(z) = -91/158*z^3 + 285/158*z + 1
*
-2 | 0.081378714284168729475590929451639655764 | 0.014396969492350443747084286180419747857
f(z) = -89/142*z^3 + 285/142*z + 1
*
-2 | 0.080452660380177329409725702347138188320 | 0.014250893124822996411763206587060066076
f(z) = -89/146*z^3 + 283/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.010572321328351593418214543625258790263
f(z) = -89/150*z^3 + 281/150*z + 1
*
[ 5/3 ] 
f(z) = -81/140*z^3 + 281/140*z + 1
*
[ 5/3 ] 
f(z) = -81/145*z^3 + 283/145*z + 1
*
19/9 | 0.16690789949885306385320460405256005640 | 0.029455582624762145172916380185511162028
f(z) = -81/152*z^3 + 289/152*z + 1
*
[ 5/3 ] 
f(z) = -81/155*z^3 + 287/155*z + 1
*
-2/5 | 0.16252764461538656802791681736080135987 | 0.023044672188343169750721095204771877612
f(z) = -95/144*z^3 + 289/180*z + 1
*
-2/5 | 0.16252768853027221400797881694053107317 | 0.023067391756871992590969870328926553298
f(z) = -85/144*z^3 + 287/180*z + 1
*
-4/5 | 0.19287997313788974446921833101919278955 | 0.027295107152273502134143659039042212596
f(z) = -85/144*z^3 + 293/180*z + 1
*
[ 4/3 ] 
f(z) = -87/152*z^3 + 289/228*z + 1
*
[ 3/5 ] 
f(z) = -85/171*z^3 - 139/285*z + 1
*
[ 13/21 ] 
f(z) = -84/169*z^3 - 116/273*z + 1
*
[ 5/8 ] 
f(z) = -88/175*z^3 - 113/280*z + 1
*
[ 2/3 ] 
f(z) = -93/164*z^3 - 61/246*z + 1
*
[ 2/3 ] 
f(z) = -93/172*z^3 - 67/258*z + 1
*
[ 2/3 ] 
f(z) = -87/164*z^3 - 65/246*z + 1
*
[ 2/3 ] 
f(z) = -87/172*z^3 - 71/258*z + 1
*
[ 13/21 ] 
f(z) = -98/169*z^3 - 46/117*z + 1
*
[ 2/3 ] 
f(z) = -99/170*z^3 - 41/170*z + 1
*
[ 2/3 ] 
f(z) = -99/178*z^3 - 45/178*z + 1
*
[ 2/3 ] 
f(z) = -81/166*z^3 - 47/166*z + 1
*
[ 2/3 ] 
f(z) = -81/170*z^3 - 49/170*z + 1
*
[ 2/3 ] 
f(z) = -81/178*z^3 - 53/178*z + 1
*
[ 2/3 ] 
f(z) = -97/168*z^3 - 46/189*z + 1
*
[ 2/3 ] 
f(z) = -95/168*z^3 - 47/189*z + 1
*
[ 2/3 ] 
f(z) = -89/168*z^3 - 50/189*z + 1
*
[ 2/3 ] 
f(z) = -85/168*z^3 - 52/189*z + 1
*
[ 2/3 ] 
f(z) = -83/168*z^3 - 53/189*z + 1
*
[ 9/13 ] 
f(z) = -91/162*z^3 - 41/234*z + 1
*
[ 13/19 ] 
f(z) = -95/169*z^3 - 49/247*z + 1
*
[ 5/8 ] 
f(z) = -96/175*z^3 - 27/70*z + 1
*
[ 2/3 ] 
f(z) = -99/172*z^3 - 21/86*z + 1
*
[ 2/3 ] 
f(z) = -81/164*z^3 - 23/82*z + 1
*
[ 2/3 ] 
f(z) = -81/172*z^3 - 25/86*z + 1
*
[ 2/3 ] 
f(z) = -93/160*z^3 - 29/120*z + 1
*
[ 2/3 ] 
f(z) = -93/176*z^3 - 35/132*z + 1
*
[ 2/3 ] 
f(z) = -87/160*z^3 - 31/120*z + 1
*
[ 2/3 ] 
f(z) = -87/176*z^3 - 37/132*z + 1
*
[ 2/3 ] 
f(z) = -99/166*z^3 - 39/166*z + 1
*
[ 13/18 ] 
f(z) = -90/169*z^3 - 25/234*z + 1
*
[ 13/20 ] 
f(z) = -100/169*z^3 - 15/52*z + 1
*
[ 2/3 ] 
f(z) = -99/160*z^3 - 9/40*z + 1
*
[ 2/3 ] 
f(z) = -81/160*z^3 - 11/40*z + 1
*
[ 13/18 ] 
f(z) = -81/169*z^3 - 7/52*z + 1
*
[ 2/3 ] 
f(z) = -81/176*z^3 - 13/44*z + 1
*
[ 2/3 ] 
f(z) = -99/164*z^3 - 19/82*z + 1
*
[ 3/4 ] 
f(z) = -88/171*z^3 - 5/114*z + 1
*
[ 7/10 ] 
f(z) = -100/161*z^3 - 20/161*z + 1
*
[ 5/7 ] 
f(z) = -98/165*z^3 - 16/165*z + 1
*
[ 7/9 ] 
f(z) = -81/175*z^3 - 1/175*z + 1
*
[ 20/27 ] 
f(z) = -81/160*z^3 - 13/180*z + 1
*
[ 3/4 ] 
f(z) = -100/171*z^3 - 1/228*z + 1
*
[ 3/4 ] 
f(z) = -92/171*z^3 - 7/228*z + 1
*
[ 13/17 ] 
f(z) = -85/169*z^3 - 3/221*z + 1
*
[ 3/4 ] 
f(z) = -95/162*z^3 - 1/288*z + 1
*
[ 3/4 ] 
f(z) = -91/162*z^3 - 5/288*z + 1
*
[ 3/4 ] 
f(z) = -89/162*z^3 - 7/288*z + 1
*
[ 3/4 ] 
f(z) = -85/162*z^3 - 11/288*z + 1
*
[ 3/4 ] 
f(z) = -83/162*z^3 - 13/288*z + 1
*
[ 13/10 ] 
f(z) = -100/169*z^3 + 16/13*z + 1
*
[ 13/9 ] 
f(z) = -81/169*z^3 + 17/13*z + 1
*
[ 13/14 ] 
f(z) = -98/169*z^3 + 11/26*z + 1
*
[ 8/9 ] 
f(z) = -81/160*z^3 + 11/40*z + 1
*
[ 13/15 ] 
f(z) = -90/169*z^3 + 16/65*z + 1
*
[ 13/16 ] 
f(z) = -96/169*z^3 + 15/104*z + 1
*
[ 5/6 ] 
f(z) = -96/175*z^3 + 19/105*z + 1
*
-2/3 | 0.13241958906730954844215262188601710194 | 0.021448684298216639199161851726250707496
f(z) = -81/160*z^3 + 7/120*z + 1
*
[ 5/6 ] 
f(z) = -81/175*z^3 + 17/140*z + 1
*
[ 7/9 ] 
f(z) = -81/161*z^3 + 3/161*z + 1
*
[ 4/5 ] 
f(z) = -85/176*z^3 + 13/220*z + 1
*
[ 3/4 ] 
f(z) = -97/162*z^3 + 1/288*z + 1
*
[ -13/10 ] 
f(z) = -100/169*z^3 + 36/13*z + 1
*
[ 13/7 ] 
f(z) = -98/169*z^3 + 32/13*z + 1
*
[ -13/9 ] 
f(z) = -81/169*z^3 + 35/13*z + 1
*
[ 4/3 ] 
f(z) = -99/160*z^3 + 27/20*z + 1
*
-2 | 0.074545577566731360788339347496965920849 | 0.013039219234217691088046099483726190194
f(z) = -97/168*z^3 + 38/21*z + 1
*
[ 13/12 ] 
f(z) = -96/169*z^3 + 29/39*z + 1
*
[ 5/4 ] 
f(z) = -96/175*z^3 + 37/35*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.013099972053924224323968071416291782680
f(z) = -95/168*z^3 + 37/21*z + 1
*
-2 | 0.074543878269652572486421594093314009842 | 0.013297629382570588580340173458378546247
f(z) = -89/168*z^3 + 34/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013443137607627251049853339294721576998
f(z) = -85/168*z^3 + 32/21*z + 1
*
-2 | 0.074544874570085806906417630871765129402 | 0.013520601789211034201511010032783669787
f(z) = -83/168*z^3 + 31/21*z + 1
*
[ 4/3 ] 
f(z) = -81/160*z^3 + 23/20*z + 1
*
-4/9 | 0.14532942065858471022038206446097561582 | 0.027036631340030829639170710115166118805
f(z) = -81/160*z^3 + 27/20*z + 1
*
[ 10/9 ] 
f(z) = -81/160*z^3 + 29/40*z + 1
*
-2/3 | 0.13892131911069091754596996932282139376 | 0.026868146046676980363128259918094875044
f(z) = -81/176*z^3 + 31/44*z + 1
*
[ 13/14 ] 
f(z) = -84/169*z^3 + 32/91*z + 1
*
[ 8/9 ] 
f(z) = -81/176*z^3 + 21/88*z + 1
*
[ 13/15 ] 
f(z) = -100/169*z^3 + 34/117*z + 1
*
[ 6/7 ] 
f(z) = -98/171*z^3 + 29/114*z + 1
*
[ 6/7 ] 
f(z) = -91/162*z^3 + 31/126*z + 1
*
[ 5/6 ] 
f(z) = -99/175*z^3 + 27/140*z + 1
*
[ 4/5 ] 
f(z) = -95/176*z^3 + 21/220*z + 1
*
[ 26/33 ] 
f(z) = -99/169*z^3 + 27/286*z + 1
*
[ -13/7 ] 
f(z) = -98/169*z^3 + 46/13*z + 1
*
[ -4/3 ] 
f(z) = -99/160*z^3 + 57/20*z + 1
*
[ 2 ] 
f(z) = -97/168*z^3 + 59/21*z + 1
*
[ 13/8 ] 
f(z) = -96/169*z^3 + 49/26*z + 1
*
[ 2 ] 
f(z) = -95/168*z^3 + 58/21*z + 1
*
[ 2 ] 
f(z) = -89/168*z^3 + 55/21*z + 1
*
[ 2 ] 
f(z) = -85/168*z^3 + 53/21*z + 1
*
[ 2 ] 
f(z) = -83/168*z^3 + 52/21*z + 1
*
[ -4/3 ] 
f(z) = -81/160*z^3 + 53/20*z + 1
*
4/9 | 0.086358286348003886652460229336174997396 | 0.014105085793453714592669025007905871766
f(z) = -81/160*z^3 + 57/20*z + 1
*
[ 5/3 ] 
f(z) = -81/175*z^3 + 59/35*z + 1
*
[ 4/3 ] 
f(z) = -81/176*z^3 + 47/44*z + 1
*
[ 10/9 ] 
f(z) = -81/175*z^3 + 47/70*z + 1
*
4/3 | 0.20930008210471436699323991318042954521 | 0.028780062753238175263340073305415664299
f(z) = -81/160*z^3 + 47/180*z + 1
*
5/4 | 0.16771558310294891685531308582841734139 | 0.024109032920651436836404013149105207230
f(z) = -96/175*z^3 + 47/210*z + 1
*
[ 13/5 ] 
f(z) = -100/169*z^3 + 60/13*z + 1
*
[ -13/5 ] 
f(z) = -100/169*z^3 + 70/13*z + 1
*
[ 5/3 ] 
f(z) = -99/175*z^3 + 69/35*z + 1
*
[ -13/14 ] 
f(z) = -98/169*z^3 + 67/26*z + 1
*
[ -2 ] 
f(z) = -95/168*z^3 + 79/21*z + 1
*
[ 13/6 ] 
f(z) = -90/169*z^3 + 79/26*z + 1
*
[ -2 ] 
f(z) = -89/168*z^3 + 76/21*z + 1
*
[ -2 ] 
f(z) = -85/168*z^3 + 74/21*z + 1
*
[ -2 ] 
f(z) = -83/168*z^3 + 73/21*z + 1
*
[ 20/9 ] 
f(z) = -81/160*z^3 + 61/20*z + 1
*
[ -4/9 ] 
f(z) = -81/160*z^3 + 67/20*z + 1
*
[ -20/9 ] 
f(z) = -81/160*z^3 + 79/20*z + 1
*
-2 | 0.095846410932719237490748715169797272248 | 0.016652311270380690049259591470579690799
f(z) = -99/160*z^3 + 79/40*z + 1
*
-2 | 0.094479283831969853431839482678345968627 | 0.016488244081316997905654989009174798642
f(z) = -97/160*z^3 + 77/40*z + 1
*
-2 | 0.095750419053892949673910451486111901258 | 0.016787179293625562768362225070330156018
f(z) = -97/176*z^3 + 75/44*z + 1
*
6/5 | 0.19727117376979921603836818304506978374 | 0.027746064443764251388145872002780786203
f(z) = -95/162*z^3 + 68/45*z + 1
*
-2 | 0.095749920542073278033075671416189688064 | 0.016867020109946308429964674483055309571
f(z) = -95/176*z^3 + 73/44*z + 1
*
-2 | 0.093985648860295946323074018022850827032 | 0.016556231278295308332742162309422683761
f(z) = -93/160*z^3 + 73/40*z + 1
*
-2 | 0.095749813739690416919924455925144994046 | 0.016949946964328496746247087975398168106
f(z) = -93/176*z^3 + 71/44*z + 1
*
-2 | 0.093985066650094108137143046153932342730 | 0.016637545629998682123231245526846303300
f(z) = -91/160*z^3 + 71/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017036098651942006528338839003810173969
f(z) = -91/176*z^3 + 69/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016722063519594821300483158575726616111
f(z) = -89/160*z^3 + 69/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017125724661063123200167926368592756744
f(z) = -89/176*z^3 + 67/44*z + 1
*
-2 | 0.093985550510675417795593062748191724099 | 0.016810189477867076026333007840962141927
f(z) = -87/160*z^3 + 67/40*z + 1
*
-2 | 0.095749926839878106735014756960799759886 | 0.017219098879140763602112449745011476383
f(z) = -87/176*z^3 + 65/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017316381509996137598565600807712088592
f(z) = -85/176*z^3 + 63/44*z + 1
*
-2 | 0.093985355913703061572368234832411255031 | 0.016997298351465457005865417128238938724
f(z) = -83/160*z^3 + 63/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017418004995965106014774006458263372467
f(z) = -83/176*z^3 + 61/44*z + 1
*
[ 4/3 ] 
f(z) = -93/160*z^3 + 77/60*z + 1
*
[ 5/4 ] 
f(z) = -88/175*z^3 + 69/70*z + 1
*
[ 4/3 ] 
f(z) = -87/160*z^3 + 73/60*z + 1
*
9/5 | 0.091313489978095164637924087508003062316 | 0.013634914590725357252543776594582468984
f(z) = -95/162*z^3 + 61/90*z + 1
*
-6/5 | 0.14698225171672198072784382293192861637 | 0.021828825024524800208395481834565212672
f(z) = -95/168*z^3 + 68/105*z + 1
*
[ 13/12 ] 
f(z) = -90/169*z^3 + 73/104*z + 1
*
[ 9/10 ] 
f(z) = -100/171*z^3 + 62/171*z + 1
*
[ 13/4 ] 
f(z) = -96/169*z^3 + 87/13*z + 1
*
[ -13/4 ] 
f(z) = -96/169*z^3 + 95/13*z + 1
*
[ 3 ] 
f(z) = -85/162*z^3 + 97/18*z + 1
*
[ 3 ] 
f(z) = -83/162*z^3 + 95/18*z + 1
*
[ -2 ] 
f(z) = -97/168*z^3 + 80/21*z + 1
*
[ -13/8 ] 
f(z) = -96/169*z^3 + 81/26*z + 1
*
[ -5/4 ] 
f(z) = -96/175*z^3 + 93/35*z + 1
*
28/9 | 0.16641203608295152775334508756978537599 | 0.025608619671332574273840748109424665656
f(z) = -81/160*z^3 + 83/20*z + 1
*
[ 3/2 ] 
f(z) = -100/171*z^3 + 94/57*z + 1
*
[ 3/2 ] 
f(z) = -92/171*z^3 + 88/57*z + 1
*
[ 3/2 ] 
f(z) = -88/171*z^3 + 85/57*z + 1
*
-22/9 | 0.15100304383616012911667497072732591895 | 0.025420654962936460760849095392819585830
f(z) = -81/176*z^3 + 95/44*z + 1
*
[ 6/5 ] 
f(z) = -95/162*z^3 + 91/90*z + 1
*
[ 6/5 ] 
f(z) = -85/162*z^3 + 83/90*z + 1
*
[ 6/5 ] 
f(z) = -85/168*z^3 + 94/105*z + 1
*
-2/3 | 0.17926669322906825273525850300287113064 | 0.029036751551170308400023240814068310387
f(z) = -93/160*z^3 + 91/120*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029439751965697276946025410020187928056
f(z) = -93/176*z^3 + 91/132*z + 1
*
-2/3 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -93/176*z^3 + 97/132*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666
f(z) = -87/160*z^3 + 89/120*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.022159869052925366516746834807083444918
f(z) = -87/176*z^3 + 83/132*z + 1
*
-2/3 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = -87/176*z^3 + 95/132*z + 1
*
-5/6 | 0.17927262014336864022851070101501946301 | 0.027365352121297235788559176362675740968
f(z) = -99/175*z^3 + 83/140*z + 1
*
16/9 | 0.094100080833045611035409362504692145335 | 0.018518518518518518518518518518518518519
f(z) = -81/161*z^3 + 95/161*z + 1
*
[ 26/27 ] 
f(z) = -81/169*z^3 + 95/234*z + 1
*
[ 3 ] 
f(z) = -97/162*z^3 + 109/18*z + 1
*
[ 3 ] 
f(z) = -95/162*z^3 + 107/18*z + 1
*
[ -3 ] 
f(z) = -95/162*z^3 + 119/18*z + 1
*
[ 3 ] 
f(z) = -91/162*z^3 + 103/18*z + 1
*
[ -3 ] 
f(z) = -91/162*z^3 + 115/18*z + 1
*
[ 3 ] 
f(z) = -89/162*z^3 + 101/18*z + 1
*
[ -3 ] 
f(z) = -89/162*z^3 + 113/18*z + 1
*
[ -3 ] 
f(z) = -85/162*z^3 + 109/18*z + 1
*
[ -3 ] 
f(z) = -83/162*z^3 + 107/18*z + 1
*
[ -5/3 ] 
f(z) = -99/175*z^3 + 111/35*z + 1
*
[ -13/12 ] 
f(z) = -96/169*z^3 + 101/39*z + 1
*
[ -13/6 ] 
f(z) = -90/169*z^3 + 103/26*z + 1
*
[ 13/6 ] 
f(z) = -84/169*z^3 + 112/39*z + 1
*
[ -5/3 ] 
f(z) = -81/175*z^3 + 101/35*z + 1
*
[ -5/9 ] 
f(z) = -81/175*z^3 + 103/35*z + 1
*
[ -5/3 ] 
f(z) = -99/175*z^3 + 111/35*z + 1
*
[ -13/12 ] 
f(z) = -96/169*z^3 + 101/39*z + 1
*
[ -13/6 ] 
f(z) = -90/169*z^3 + 103/26*z + 1
*
[ 13/6 ] 
f(z) = -84/169*z^3 + 112/39*z + 1
*
[ -5/3 ] 
f(z) = -81/175*z^3 + 101/35*z + 1
*
[ -5/9 ] 
f(z) = -81/175*z^3 + 103/35*z + 1
*
[ 2 ] 
f(z) = -99/160*z^3 + 119/40*z + 1
*
[ 2 ] 
f(z) = -97/160*z^3 + 117/40*z + 1
*
[ 2 ] 
f(z) = -97/176*z^3 + 119/44*z + 1
*
[ 2 ] 
f(z) = -95/176*z^3 + 117/44*z + 1
*
[ 2 ] 
f(z) = -93/160*z^3 + 113/40*z + 1
*
[ 2 ] 
f(z) = -93/176*z^3 + 115/44*z + 1
*
[ 2 ] 
f(z) = -91/160*z^3 + 111/40*z + 1
*
[ 2 ] 
f(z) = -91/176*z^3 + 113/44*z + 1
*
[ 2 ] 
f(z) = -89/160*z^3 + 109/40*z + 1
*
[ 2 ] 
f(z) = -89/176*z^3 + 111/44*z + 1
*
[ 2 ] 
f(z) = -87/160*z^3 + 107/40*z + 1
*
[ 2 ] 
f(z) = -87/176*z^3 + 109/44*z + 1
*
12/5 | 0.20795862929293277661081351599289625667 | 0.027530293432969077441309125655488317567
f(z) = -85/162*z^3 + 106/45*z + 1
*
[ 2 ] 
f(z) = -85/176*z^3 + 107/44*z + 1
*
[ 2 ] 
f(z) = -83/160*z^3 + 103/40*z + 1
*
[ 2 ] 
f(z) = -83/176*z^3 + 105/44*z + 1
*
-8/3 | 0.099787395390595919407942837144485202854 | 0.016185017422965146298438625548942064874
f(z) = -81/160*z^3 + 119/40*z + 1
*
[ -4/3 ] 
f(z) = -81/176*z^3 + 113/44*z + 1
*
[ -2/3 ] 
f(z) = -81/176*z^3 + 119/44*z + 1
*
[ 2 ] 
f(z) = -99/160*z^3 + 119/40*z + 1
*
[ 2 ] 
f(z) = -97/160*z^3 + 117/40*z + 1
*
[ 2 ] 
f(z) = -97/176*z^3 + 119/44*z + 1
*
[ 2 ] 
f(z) = -95/176*z^3 + 117/44*z + 1
*
[ 2 ] 
f(z) = -93/160*z^3 + 113/40*z + 1
*
[ 2 ] 
f(z) = -93/176*z^3 + 115/44*z + 1
*
[ 2 ] 
f(z) = -91/160*z^3 + 111/40*z + 1
*
[ 2 ] 
f(z) = -91/176*z^3 + 113/44*z + 1
*
[ 2 ] 
f(z) = -89/160*z^3 + 109/40*z + 1
*
[ 2 ] 
f(z) = -89/176*z^3 + 111/44*z + 1
*
[ 2 ] 
f(z) = -87/160*z^3 + 107/40*z + 1
*
[ 2 ] 
f(z) = -87/176*z^3 + 109/44*z + 1
*
12/5 | 0.20795862929293277661081351599289625667 | 0.027530293432969077441309125655488317567
f(z) = -85/162*z^3 + 106/45*z + 1
*
[ 2 ] 
f(z) = -85/176*z^3 + 107/44*z + 1
*
[ 2 ] 
f(z) = -83/160*z^3 + 103/40*z + 1
*
[ 2 ] 
f(z) = -83/176*z^3 + 105/44*z + 1
*
-8/3 | 0.099787395390595919407942837144485202854 | 0.016185017422965146298438625548942064874
f(z) = -81/160*z^3 + 119/40*z + 1
*
[ -4/3 ] 
f(z) = -81/176*z^3 + 113/44*z + 1
*
[ -2/3 ] 
f(z) = -81/176*z^3 + 119/44*z + 1
*
[ 3/2 ] 
f(z) = -95/162*z^3 + 119/72*z + 1
*
[ 3/2 ] 
f(z) = -91/162*z^3 + 115/72*z + 1
*
[ 3/2 ] 
f(z) = -89/162*z^3 + 113/72*z + 1
*
[ 3/2 ] 
f(z) = -85/162*z^3 + 109/72*z + 1
*
[ 3/2 ] 
f(z) = -83/162*z^3 + 107/72*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017419454825484104830874509396451737154
f(z) = -81/172*z^3 + 119/86*z + 1
*
[ 6/5 ] 
f(z) = -100/171*z^3 + 115/114*z + 1
*
[ 6/5 ] 
f(z) = -95/168*z^3 + 103/105*z + 1
*
[ 13/12 ] 
f(z) = -84/169*z^3 + 103/156*z + 1
*
[ 10/9 ] 
f(z) = -81/170*z^3 + 117/170*z + 1
*
[ -3 ] 
f(z) = -97/162*z^3 + 121/18*z + 1
*
[ 13/3 ] 
f(z) = -81/169*z^3 + 127/13*z + 1
*
[ -13/3 ] 
f(z) = -81/169*z^3 + 133/13*z + 1
*
[ 13/6 ] 
f(z) = -96/169*z^3 + 125/39*z + 1
*
[ 5/2 ] 
f(z) = -92/175*z^3 + 136/35*z + 1
*
[ 5/2 ] 
f(z) = -88/175*z^3 + 131/35*z + 1
*
4/9 | 0.087353501340641752068776555446064502150 | 0.012480101286376939203482477856560847169
f(z) = -81/160*z^3 + 137/20*z + 1
*
[ 26/9 ] 
f(z) = -81/169*z^3 + 121/26*z + 1
*
[ -26/9 ] 
f(z) = -81/169*z^3 + 139/26*z + 1
*
-6/5 | 0.20683802007141938287412944108436582366 | 0.026433495079476254562622359153430341355
f(z) = -85/162*z^3 + 139/45*z + 1
*
[ -13/18 ] 
f(z) = -81/169*z^3 + 137/52*z + 1
*
[ 3/2 ] 
f(z) = -97/162*z^3 + 121/72*z + 1
*
-2 | 0.095324755720599803550467509446363216360 | 0.016938730201416331315148114556217401354
f(z) = -91/172*z^3 + 139/86*z + 1
*
-2 | 0.094442803865042157078717811952918233138 | 0.016825342674356690081550081915759915661
f(z) = -89/164*z^3 + 137/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017026935892109199247581255746907093592
f(z) = -89/172*z^3 + 135/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016914486132478564892813129335625293568
f(z) = -87/164*z^3 + 133/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017118907015982192856670431571709591368
f(z) = -87/172*z^3 + 131/86*z + 1
*
-2 | 0.094442405468980968027802120929650680058 | 0.017007580196590619697493238557201979881
f(z) = -85/164*z^3 + 129/82*z + 1
*
-2 | 0.095324228459878236643846182564380573323 | 0.017214822848540729546045928022094511879
f(z) = -85/172*z^3 + 127/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017104525829406497949821505872626374074
f(z) = -83/164*z^3 + 125/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017314846739143386382341083189229626284
f(z) = -83/172*z^3 + 123/86*z + 1
*
-2 | 0.094442297338822817878925043049587091252 | 0.017205933470291093287425094539130896445
f(z) = -81/164*z^3 + 121/82*z + 1
*
[ 13/11 ] 
f(z) = -99/169*z^3 + 139/143*z + 1
*
-4/7 | 0.13747129066737587462166500806857494844 | 0.019579781607311165909763486796512903664
f(z) = -91/160*z^3 + 131/140*z + 1
*
[ 13/11 ] 
f(z) = -88/169*z^3 + 126/143*z + 1
*
[ 13/12 ] 
f(z) = -81/169*z^3 + 133/208*z + 1
*
-4/5 | 0.14885612103929647541387589113285958907 | 0.021955432978548018967110202810064566150
f(z) = -85/176*z^3 + 123/220*z + 1
*
[ 13/3 ] 
f(z) = -99/169*z^3 + 153/13*z + 1
*
[ -13/3 ] 
f(z) = -99/169*z^3 + 159/13*z + 1
*
[ 13/3 ] 
f(z) = -90/169*z^3 + 140/13*z + 1
*
[ -13/3 ] 
f(z) = -90/169*z^3 + 146/13*z + 1
*
[ 5/2 ] 
f(z) = -96/175*z^3 + 141/35*z + 1
*
[ -5/2 ] 
f(z) = -88/175*z^3 + 159/35*z + 1
*
[ -13/6 ] 
f(z) = -84/169*z^3 + 148/39*z + 1
*
5/9 | 0.19621826891601796848401011980429834741 | 0.029580710000527156174731769407158618762
f(z) = -81/175*z^3 + 152/35*z + 1
*
[ -13/20 ] 
f(z) = -100/169*z^3 + 145/52*z + 1
*
[ -2 ] 
f(z) = -99/160*z^3 + 159/40*z + 1
*
[ -2 ] 
f(z) = -97/160*z^3 + 157/40*z + 1
*
[ -2 ] 
f(z) = -93/160*z^3 + 153/40*z + 1
*
[ -2 ] 
f(z) = -93/176*z^3 + 159/44*z + 1
*
[ -2 ] 
f(z) = -91/160*z^3 + 151/40*z + 1
*
[ -2 ] 
f(z) = -91/176*z^3 + 157/44*z + 1
*
[ -2 ] 
f(z) = -89/160*z^3 + 149/40*z + 1
*
[ -2 ] 
f(z) = -89/176*z^3 + 155/44*z + 1
*
[ -2 ] 
f(z) = -87/160*z^3 + 147/40*z + 1
*
[ -2 ] 
f(z) = -87/176*z^3 + 153/44*z + 1
*
[ -2 ] 
f(z) = -85/176*z^3 + 151/44*z + 1
*
[ -2 ] 
f(z) = -83/160*z^3 + 143/40*z + 1
*
[ -2 ] 
f(z) = -83/176*z^3 + 149/44*z + 1
*
[ 13/6 ] 
f(z) = -81/169*z^3 + 145/52*z + 1
*
-2 | 0.094442016238878770757816913892761713780 | 0.016426432576509537043762249967606597350
f(z) = -99/164*z^3 + 157/82*z + 1
*
-2 | 0.095324909055381753041923503397917300477 | 0.016617050062677698133499261523118768893
f(z) = -99/172*z^3 + 155/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016500492122222147193825744735624283640
f(z) = -97/164*z^3 + 153/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016692967356522304078340015917147671838
f(z) = -97/172*z^3 + 151/86*z + 1
*
-2 | 0.094442808886669816229641902772707022831 | 0.016577366881967915320149198429680600337
f(z) = -95/164*z^3 + 149/82*z + 1
*
-2 | 0.095324458852733567621814128989206657448 | 0.016771904812619344360465757819166278911
f(z) = -95/172*z^3 + 147/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016656782068006365968832391177853172404
f(z) = -93/164*z^3 + 145/82*z + 1
*
-2 | 0.095324584257026139241503143983732418965 | 0.016853734489974192762595574612990008617
f(z) = -93/172*z^3 + 143/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016739370162991690950657347785607164079
f(z) = -91/164*z^3 + 141/82*z + 1
*
-5/12 | 0.19083978686029008396253086840617694232 | 0.028630189330942355364612256993840457957
f(z) = -96/175*z^3 + 157/105*z + 1
*
[ 4/3 ] 
f(z) = -93/176*z^3 + 157/132*z + 1
*
[ 9/7 ] 
f(z) = -91/162*z^3 + 145/126*z + 1
*
[ 13/10 ] 
f(z) = -90/169*z^3 + 147/130*z + 1
*
[ 4/3 ] 
f(z) = -87/176*z^3 + 149/132*z + 1
*
[ 5/4 ] 
f(z) = -92/175*z^3 + 143/140*z + 1
*
[ 11/9 ] 
f(z) = -81/176*z^3 + 153/176*z + 1
*
[ 13/12 ] 
f(z) = -99/169*z^3 + 159/208*z + 1
*
[ 10/9 ] 
f(z) = -81/176*z^3 + 147/220*z + 1
*
[ -13/6 ] 
f(z) = -96/169*z^3 + 161/39*z + 1
*
[ -5/2 ] 
f(z) = -96/175*z^3 + 169/35*z + 1
*
[ -5/2 ] 
f(z) = -92/175*z^3 + 164/35*z + 1
*
[ 13/4 ] 
f(z) = -88/169*z^3 + 161/26*z + 1
*
[ -13/4 ] 
f(z) = -88/169*z^3 + 177/26*z + 1
*
[ 4 ] 
f(z) = -81/160*z^3 + 177/20*z + 1
*
[ -3/5 ] 
f(z) = -100/171*z^3 + 164/57*z + 1
*
[ -3/2 ] 
f(z) = -100/171*z^3 + 170/57*z + 1
*
[ 13/6 ] 
f(z) = -99/169*z^3 + 171/52*z + 1
*
[ -2 ] 
f(z) = -97/176*z^3 + 163/44*z + 1
*
[ -2 ] 
f(z) = -95/176*z^3 + 161/44*z + 1
*
[ -3/2 ] 
f(z) = -92/171*z^3 + 164/57*z + 1
*
[ -3/2 ] 
f(z) = -88/171*z^3 + 161/57*z + 1
*
[ 8/3 ] 
f(z) = -81/160*z^3 + 169/40*z + 1
*
[ -4/3 ] 
f(z) = -93/160*z^3 + 167/60*z + 1
*
[ -13/15 ] 
f(z) = -90/169*z^3 + 166/65*z + 1
*
[ -4/3 ] 
f(z) = -87/160*z^3 + 163/60*z + 1
*
[ -10/9 ] 
f(z) = -81/175*z^3 + 173/70*z + 1
*
[ 16/9 ] 
f(z) = -81/160*z^3 + 163/80*z + 1
*
[ 13/9 ] 
f(z) = -99/169*z^3 + 179/117*z + 1
*
-2/5 | 0.17641973549197415302159812179403561436 | 0.024511472046992499400039658256399635364
f(z) = -95/168*z^3 + 167/105*z + 1
*
[ 3/2 ] 
f(z) = -94/171*z^3 + 179/114*z + 1
*
[ 13/9 ] 
f(z) = -90/169*z^3 + 166/117*z + 1
*
[ 3/2 ] 
f(z) = -86/171*z^3 + 167/114*z + 1
*
-2/5 | 0.15654909801834214756360508097122465629 | 0.021768843276326851606025360544301346010
f(z) = -85/168*z^3 + 166/105*z + 1
*
[ 3/2 ] 
f(z) = -82/171*z^3 + 161/114*z + 1
*
5/3 | 0.093164012937676244584128360051628212815 | 0.017959723148561246760208020287826343931
f(z) = -99/160*z^3 + 179/160*z + 1
*
[ 13/12 ] 
f(z) = -88/169*z^3 + 161/234*z + 1
*
-8/7 | 0.18962888498439520325914428426690047201 | 0.027008491274124002480997384689025078603
f(z) = -91/160*z^3 + 173/280*z + 1
*
[ 4 ] 
f(z) = -91/160*z^3 + 197/20*z + 1
*
[ 4 ] 
f(z) = -89/160*z^3 + 193/20*z + 1
*
[ 4 ] 
f(z) = -87/160*z^3 + 189/20*z + 1
*
[ -4 ] 
f(z) = -87/160*z^3 + 199/20*z + 1
*
[ 4 ] 
f(z) = -83/160*z^3 + 181/20*z + 1
*
[ -4 ] 
f(z) = -83/160*z^3 + 191/20*z + 1
*
[ -4 ] 
f(z) = -81/160*z^3 + 187/20*z + 1
*
[ -3/7 ] 
f(z) = -98/171*z^3 + 196/57*z + 1
*
-10/9 | 0.14257816072693887258994880054832944817 | 0.021652646565509769219654342263148340394
f(z) = -81/160*z^3 + 181/40*z + 1
*
[ -8/3 ] 
f(z) = -81/160*z^3 + 199/40*z + 1
*
[ -13/6 ] 
f(z) = -81/169*z^3 + 193/52*z + 1
*
[ -22/9 ] 
f(z) = -81/176*z^3 + 183/44*z + 1
*
[ -5/8 ] 
f(z) = -96/175*z^3 + 197/70*z + 1
*
[ -5/4 ] 
f(z) = -88/175*z^3 + 181/70*z + 1
*
9/5 | 0.12644677218791435973210377057106252319 | 0.017097286631346794954402581505541569989
f(z) = -95/162*z^3 + 181/90*z + 1
*
[ 9/5 ] 
f(z) = -85/162*z^3 + 193/90*z + 1
*
[ 13/7 ] 
f(z) = -84/169*z^3 + 198/91*z + 1
*
[ 3/2 ] 
f(z) = -98/171*z^3 + 185/114*z + 1
*
[ 5/3 ] 
f(z) = -93/175*z^3 + 197/105*z + 1
*
[ 13/8 ] 
f(z) = -88/169*z^3 + 183/104*z + 1
*
[ 5/3 ] 
f(z) = -87/175*z^3 + 187/105*z + 1
*
-12/7 | 0.093390479093040923468199355472305482626 | 0.012572198453089754132112743288785923589
f(z) = -91/162*z^3 + 187/126*z + 1
*
[ 4/3 ] 
f(z) = -81/164*z^3 + 185/164*z + 1
*
[ 4/3 ] 
f(z) = -81/172*z^3 + 187/172*z + 1
*
[ 4 ] 
f(z) = -99/160*z^3 + 213/20*z + 1
*
[ 4 ] 
f(z) = -97/160*z^3 + 209/20*z + 1
*
[ -4 ] 
f(z) = -97/160*z^3 + 219/20*z + 1
*
[ 4 ] 
f(z) = -93/160*z^3 + 201/20*z + 1
*
[ -4 ] 
f(z) = -93/160*z^3 + 211/20*z + 1
*
[ -4 ] 
f(z) = -91/160*z^3 + 207/20*z + 1
*
[ -4 ] 
f(z) = -89/160*z^3 + 203/20*z + 1
*
[ 8/3 ] 
f(z) = -99/160*z^3 + 201/40*z + 1
*
[ -13/6 ] 
f(z) = -99/169*z^3 + 219/52*z + 1
*
[ -3/2 ] 
f(z) = -97/162*z^3 + 217/72*z + 1
*
[ -3/2 ] 
f(z) = -95/162*z^3 + 215/72*z + 1
*
[ -3/2 ] 
f(z) = -91/162*z^3 + 211/72*z + 1
*
[ -3/2 ] 
f(z) = -89/162*z^3 + 209/72*z + 1
*
[ -3/2 ] 
f(z) = -85/162*z^3 + 205/72*z + 1
*
[ -3/2 ] 
f(z) = -83/162*z^3 + 203/72*z + 1
*
[ 9/5 ] 
f(z) = -95/162*z^3 + 211/90*z + 1
*
[ 2 ] 
f(z) = -89/164*z^3 + 219/82*z + 1
*
[ 2 ] 
f(z) = -87/164*z^3 + 215/82*z + 1
*
[ 2 ] 
f(z) = -87/172*z^3 + 217/86*z + 1
*
[ 2 ] 
f(z) = -85/164*z^3 + 211/82*z + 1
*
[ 2 ] 
f(z) = -85/172*z^3 + 213/86*z + 1
*
[ 2 ] 
f(z) = -83/164*z^3 + 207/82*z + 1
*
[ 2 ] 
f(z) = -83/172*z^3 + 209/86*z + 1
*
[ 2 ] 
f(z) = -81/164*z^3 + 203/82*z + 1
*
[ 2 ] 
f(z) = -81/172*z^3 + 205/86*z + 1
*
[ -8/9 ] 
f(z) = -81/176*z^3 + 219/88*z + 1
*
[ 5/3 ] 
f(z) = -96/175*z^3 + 202/105*z + 1
*
-2/3 | 0.19266353536453549407105714388418532070 | 0.028592931893282754322101313561438352486
f(z) = -93/160*z^3 + 211/120*z + 1
*
-2/3 | 0.19364578398625075987895744447556563584 | 0.028779383604213362664524058218455814315
f(z) = -87/160*z^3 + 209/120*z + 1
*
-5/3 | 0.14532893587914089183992311900647734726 | 0.027154855800474817032414214431012425949
f(z) = -99/160*z^3 + 211/160*z + 1
*
[ 4/3 ] 
f(z) = -99/164*z^3 + 217/164*z + 1
*
[ 4/3 ] 
f(z) = -99/172*z^3 + 219/172*z + 1
*
[ 9/7 ] 
f(z) = -98/171*z^3 + 200/171*z + 1
*
[ 4/3 ] 
f(z) = -83/160*z^3 + 211/180*z + 1
*
[ -4 ] 
f(z) = -99/160*z^3 + 223/20*z + 1
*
[ 26/7 ] 
f(z) = -98/169*z^3 + 227/26*z + 1
*
[ -2/9 ] 
f(z) = -81/160*z^3 + 221/40*z + 1
*
[ -13/24 ] 
f(z) = -96/169*z^3 + 235/78*z + 1
*
[ -2/3 ] 
f(z) = -99/164*z^3 + 227/82*z + 1
*
[ 2 ] 
f(z) = -99/164*z^3 + 239/82*z + 1
*
[ -2/3 ] 
f(z) = -99/172*z^3 + 237/86*z + 1
*
[ 2 ] 
f(z) = -97/164*z^3 + 235/82*z + 1
*
[ 2 ] 
f(z) = -97/172*z^3 + 237/86*z + 1
*
[ 2 ] 
f(z) = -95/164*z^3 + 231/82*z + 1
*
[ 2 ] 
f(z) = -95/172*z^3 + 233/86*z + 1
*
[ 2 ] 
f(z) = -93/164*z^3 + 227/82*z + 1
*
[ 2 ] 
f(z) = -93/172*z^3 + 229/86*z + 1
*
[ 2 ] 
f(z) = -91/164*z^3 + 223/82*z + 1
*
[ 2 ] 
f(z) = -91/172*z^3 + 225/86*z + 1
*
[ 2 ] 
f(z) = -89/172*z^3 + 221/86*z + 1
*
[ -6/5 ] 
f(z) = -85/162*z^3 + 233/90*z + 1
*
[ -13/14 ] 
f(z) = -84/169*z^3 + 228/91*z + 1
*
[ -2/3 ] 
f(z) = -81/164*z^3 + 223/82*z + 1
*
[ -2/3 ] 
f(z) = -81/172*z^3 + 233/86*z + 1
*
12/7 | 0.18948545958080517641789572066615303657 | 0.024831186743636465336889190333623604382
f(z) = -91/162*z^3 + 229/126*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.015022709232789281830391543784203522499
f(z) = -81/170*z^3 + 239/170*z + 1
*
-2 | 0.083123222133042521649070394216896602947 | 0.015225189149926313287849332714874242186
f(z) = -81/178*z^3 + 235/178*z + 1
*
[ 4/3 ] 
f(z) = -97/160*z^3 + 239/180*z + 1
*
[ 4/3 ] 
f(z) = -91/160*z^3 + 227/180*z + 1
*
[ 4/3 ] 
f(z) = -89/160*z^3 + 223/180*z + 1
*
[ -26/7 ] 
f(z) = -98/169*z^3 + 241/26*z + 1
*
[ -3/10 ] 
f(z) = -100/171*z^3 + 250/57*z + 1
*
[ 10/3 ] 
f(z) = -81/160*z^3 + 253/40*z + 1
*
[ -2/9 ] 
f(z) = -81/176*z^3 + 243/44*z + 1
*
[ 5/2 ] 
f(z) = -86/175*z^3 + 257/70*z + 1
*
[ 5/2 ] 
f(z) = -82/175*z^3 + 247/70*z + 1
*
[ 2 ] 
f(z) = -99/172*z^3 + 241/86*z + 1
*
[ -6/5 ] 
f(z) = -95/162*z^3 + 241/90*z + 1
*
[ -3/5 ] 
f(z) = -95/162*z^3 + 259/90*z + 1
*
[ -3/5 ] 
f(z) = -85/162*z^3 + 257/90*z + 1
*
[ -16/9 ] 
f(z) = -81/160*z^3 + 253/80*z + 1
*
[ 7/5 ] 
f(z) = -100/161*z^3 + 242/161*z + 1
*
-1 | 0.085428083810687130920725000131947685210 | 0.015373533761013874154507742913607831028
f(z) = -99/160*z^3 + 259/160*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015394874097174230099295803018649537197
f(z) = -97/160*z^3 + 257/160*z + 1
*
-1 | 0.094100913538791851271342810249030652788 | 0.016946082913030984881252419309445919887
f(z) = -97/161*z^3 + 258/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012204007865925133599569717095093204784
f(z) = -97/162*z^3 + 259/162*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.016957792503366342282441513601171354478
f(z) = -96/161*z^3 + 257/161*z + 1
*
-1 | 0.094328760320219928682285091331599036620 | 0.016975288649001276605110449844637531431
f(z) = -96/163*z^3 + 259/163*z + 1
*
-1 | 0.094100150320472920096776113554079275782 | 0.016969727526781535317487991812717765064
f(z) = -95/161*z^3 + 256/161*z + 1
*
-1 | 0.067816773651923780952262538165095949446 | 0.012221272985699984036189684223493596500
f(z) = -95/162*z^3 + 257/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016987104980645909684421155171244222205
f(z) = -95/163*z^3 + 258/163*z + 1
*
-1 | 0.085884871802749195861766236660021844605 | 0.015455736770894722946260424051925489894
f(z) = -95/164*z^3 + 259/164*z + 1
*
-1 | 0.094100491901464556594085289465041699557 | 0.016981775209678138380477976130047810674
f(z) = -94/161*z^3 + 255/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016998993342173395083488302016230263796
f(z) = -94/163*z^3 + 257/163*z + 1
*
-1 | 0.074211130851792556313996092456537184291 | 0.013354944588495207793728701111669216673
f(z) = -94/165*z^3 + 259/165*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015438516998782171177800975071558571244
f(z) = -93/160*z^3 + 253/160*z + 1
*
-1 | 0.094100585295031339223057842611283082452 | 0.016993842299807170276411239801334903023
f(z) = -93/161*z^3 + 254/161*z + 1
*
-1 | 0.094329438597973478020757070916913901309 | 0.017011076659392038742812317833774366949
f(z) = -93/163*z^3 + 256/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015477278914936614873004226578207040745
f(z) = -93/164*z^3 + 257/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014726095664157614591589847076223040893
f(z) = -93/166*z^3 + 259/166*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017022959953739317895530453184114128121
f(z) = -92/163*z^3 + 255/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013373374714144431884796122968626599717
f(z) = -92/165*z^3 + 257/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017056072662416593291015548715745828927
f(z) = -92/167*z^3 + 259/167*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015460692295033034973383142342387847936
f(z) = -91/160*z^3 + 251/160*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012255702135684976927854776162033271105
f(z) = -91/162*z^3 + 253/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017035039402296512871535927252567839946
f(z) = -91/163*z^3 + 254/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015499100085425073168968483640627356817
f(z) = -91/164*z^3 + 255/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013382777114640415750161302028275886886
f(z) = -91/165*z^3 + 256/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014746667800898982147335674603392199529
f(z) = -91/166*z^3 + 257/166*z + 1
*
-1 | 0.094778134063369745516988726027067987344 | 0.017068039594728579754794613233490445882
f(z) = -91/167*z^3 + 258/167*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017030292696300040440983467175272766629
f(z) = -90/161*z^3 + 251/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017047183758618742563186064739898305118
f(z) = -90/163*z^3 + 253/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017079899742389729315776859382451069899
f(z) = -90/167*z^3 + 257/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017095746583415506983772528187189751611
f(z) = -90/169*z^3 + 259/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015483109559003163875147017704999392874
f(z) = -89/160*z^3 + 249/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017042605613421330159977662162893888727
f(z) = -89/161*z^3 + 250/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012273305758211842473314815238178854843
f(z) = -89/162*z^3 + 251/162*z + 1
*
-1 | 0.094329442446806990379650212903063012699 | 0.017059526572075261137878471186182874972
f(z) = -89/163*z^3 + 252/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015521155425818066294802232795493834703
f(z) = -89/164*z^3 + 253/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013401919378253380282525370921004958877
f(z) = -89/165*z^3 + 254/165*z + 1
*
-1 | 0.081831075468920926586924795300893101739 | 0.014767584108216487138278349058191454632
f(z) = -89/166*z^3 + 255/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017091908084430676445535463545333049514
f(z) = -89/167*z^3 + 256/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.011891380874834260475890816402594311121
f(z) = -89/168*z^3 + 257/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017107656358310813942346666864954735320
f(z) = -89/169*z^3 + 258/169*z + 1
*
-1 | 0.082272585203433708687993671322525873027 | 0.014805674080596063409890726440424114542
f(z) = -89/170*z^3 + 259/170*z + 1
*
-1 | 0.094100766478159394461329391198350350972 | 0.017055110074152911252586114803429841403
f(z) = -88/161*z^3 + 249/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017071669682371658989863879272892618927
f(z) = -88/163*z^3 + 251/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017103980422608315889593565108506683787
f(z) = -88/167*z^3 + 255/167*z + 1
*
-1 | 0.094998814489655685377611215502861383667 | 0.017119753457381094207332926307941539361
f(z) = -88/169*z^3 + 257/169*z + 1
*
-1 | 0.081653538350507649191192661592713636407 | 0.014694271164030614372999599719424884603
f(z) = -88/171*z^3 + 259/171*z + 1
*
[ 3/2 ] 
f(z) = -88/177*z^3 + 257/177*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015505773502052358529449571146318028011
f(z) = -87/160*z^3 + 247/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017067433926392813978799698487755033125
f(z) = -87/161*z^3 + 248/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017084012515091541989921673196934259529
f(z) = -87/163*z^3 + 250/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015543449420749727664463973541409144801
f(z) = -87/164*z^3 + 251/164*z + 1
*
-1 | 0.081830945606366978992482393119208073254 | 0.014788575026766305125788035349543143542
f(z) = -87/166*z^3 + 253/166*z + 1
*
-1 | 0.094778352811214228374728237726801594546 | 0.017116241902847175858457312950325109306
f(z) = -87/167*z^3 + 254/167*z + 1
*
-1 | 0.094998785900374323377800419036028573250 | 0.017131784663617801861195179931151061185
f(z) = -87/169*z^3 + 256/169*z + 1
*
-1 | 0.082271979912401357423316394911489136843 | 0.014826248307596390563938845863815263847
f(z) = -87/170*z^3 + 257/170*z + 1
*
-1 | 0.086767259690492737494303557835353916866 | 0.015614530218873688517012314641049333236
f(z) = -87/172*z^3 + 259/172*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014958812285027048430001638037591536154
f(z) = -87/178*z^3 + 259/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017079950637612812400798444186285422590
f(z) = -86/161*z^3 + 247/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017096422786461539874814393581499156239
f(z) = -86/163*z^3 + 249/163*z + 1
*
-1 | 0.074210562182304448496572786892344868471 | 0.013430674914763671279504270922760534108
f(z) = -86/165*z^3 + 251/165*z + 1
*
-1 | 0.094778325106336830477329987978599641841 | 0.017128439141943073791058134552878714139
f(z) = -86/167*z^3 + 253/167*z + 1
*
-1 | 0.094998785991422926087214303534042194835 | 0.017143885183809081296072416555118499419
f(z) = -86/169*z^3 + 255/169*z + 1
*
-1 | 0.081653534121466664989644769381317735672 | 0.014714798080302134566913485914972814189
f(z) = -86/171*z^3 + 257/171*z + 1
*
-1 | 0.095431970972307348588775081963403003769 | 0.017173821092301313951345413277763027008
f(z) = -86/173*z^3 + 259/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017092536610896252892386712208327952878
f(z) = -85/161*z^3 + 246/161*z + 1
*
-1 | 0.067816714793807462602941172809578302981 | 0.012309300170935981521289691149454637995
f(z) = -85/162*z^3 + 247/162*z + 1
*
-2 | 0.067816276312978457214503755659641162077 | 0.012204134365862864247067168180282865908
f(z) = -85/162*z^3 + 259/162*z + 1
*
-1 | 0.094329393654807307554903050349883068436 | 0.017109025616848812234657887082872526126
f(z) = -85/163*z^3 + 248/163*z + 1
*
-1 | 0.085885276426200737538942591699633629494 | 0.015566109586768105664686652531069529503
f(z) = -85/164*z^3 + 249/164*z + 1
*
-1 | 0.081831693982117899419599874969055540738 | 0.014809952212709667666630625053643670675
f(z) = -85/166*z^3 + 251/166*z + 1
*
-2 | 0.081831742002648575562805411144974373834 | 0.014746912954644369428551741487634991211
f(z) = -85/166*z^3 + 257/166*z + 1
*
-1 | 0.094778324816489548336309674989579045136 | 0.017140707171840323339839081003885269938
f(z) = -85/167*z^3 + 252/167*z + 1
*
-1 | 0.065987871460226649021196677582845173729 | 0.011925397912916749432818675651640415389
f(z) = -85/168*z^3 + 253/168*z + 1
*
-1 | 0.094998781410596994669800578712155907749 | 0.017156049613336261345368217226908939154
f(z) = -85/169*z^3 + 254/169*z + 1
*
-1 | 0.081653522146332309793798986113209752452 | 0.014725141433953846350174982575278899265
f(z) = -85/171*z^3 + 256/171*z + 1
*
-1 | 0.086767226164927175258267438733543118635 | 0.015636337443833328489795195145645062402
f(z) = -85/172*z^3 + 257/172*z + 1
*
-1 | 0.095431888970134633223688341732347790722 | 0.017185770490616977573479718100989313773
f(z) = -85/173*z^3 + 258/173*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.011269587305890089277205645544333972385
f(z) = -85/174*z^3 + 253/174*z + 1
*
-1 | 0.062357680106779107103551878967494772408 | 0.011221812050759622370930413042175224455
f(z) = -85/174*z^3 + 259/174*z + 1
*
-2 | 0.083123084921871051670034001921906323930 | 0.015043668969322939791356475826105455288
f(z) = -85/178*z^3 + 251/178*z + 1
*
-1 | 0.094329370241416992712660915373963996756 | 0.017121568580361011982106493084316371593
f(z) = -84/163*z^3 + 247/163*z + 1
*
-1 | 0.094778320304987412282179672016633579275 | 0.017153040908874333621528622144245800909
f(z) = -84/167*z^3 + 251/167*z + 1
*
-1 | 0.094998769266489220817079999880307318753 | 0.017168278043687018176958255842710513150
f(z) = -84/169*z^3 + 253/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017197696402794037659820782486843801841
f(z) = -84/173*z^3 + 257/173*z + 1
*
-1 | 0.085428009069725393118644223316939684175 | 0.015551984981579458482356155819853438590
f(z) = -83/160*z^3 + 243/160*z + 1
*
-1 | 0.094100744206771944338661100571149030002 | 0.017118039752504191030795313338582753239
f(z) = -83/161*z^3 + 244/161*z + 1
*
-1 | 0.067816233480463727107794919668562520361 | 0.012327404183732844162615281202681751560
f(z) = -83/162*z^3 + 245/162*z + 1
*
-2 | 0.067816915994312113511964515693653167263 | 0.012273548746388962333079086095114328631
f(z) = -83/162*z^3 + 251/162*z + 1
*
-1 | 0.094329368998590980833456742135805385174 | 0.017134184995566430324908209409256147624
f(z) = -83/163*z^3 + 246/163*z + 1
*
-1 | 0.085885259018455597972717012924329503936 | 0.015588891864359246969955276551282459834
f(z) = -83/164*z^3 + 247/164*z + 1
*
-1 | 0.074211564582091778472245560600168439137 | 0.013460147577623395309241565652216452800
f(z) = -83/165*z^3 + 248/165*z + 1
*
-1 | 0.094778307986663295102400478175638508024 | 0.017165440342075042055903768241008836954
f(z) = -83/167*z^3 + 250/167*z + 1
*
-1 | 0.065987836256265089791891528470836938703 | 0.011942520727836255669380022852707786256
f(z) = -83/168*z^3 + 251/168*z + 1
*
-1 | 0.094998679019452586705386131917197080365 | 0.017180558339017911841098656398184675132
f(z) = -83/169*z^3 + 252/169*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014933050036974484635058306271048108075
f(z) = -83/170*z^3 + 247/170*z + 1
*
-1 | 0.082272285566720884981420773637703443855 | 0.014868334451121484258950567676029891869
f(z) = -83/170*z^3 + 253/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014745881894562898828111088018787628329
f(z) = -83/171*z^3 + 254/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015658269722461927413986892721262813825
f(z) = -83/172*z^3 + 255/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017209787563973899612780993240972485212
f(z) = -83/173*z^3 + 256/173*z + 1
*
-2 | 0.062357419945498010297559011815217337700 | 0.011335119632445586435707348511911878620
f(z) = -83/174*z^3 + 245/174*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011237729486256774735710556790350384408
f(z) = -83/174*z^3 + 257/174*z + 1
*
-1 | 0.095644748835040975009143558892166712284 | 0.017224103178195748489429344510817042414
f(z) = -83/175*z^3 + 258/175*z + 1
*
-1 | 0.087192669183668107161655999894206798194 | 0.015691086392369051186294155714786526715
f(z) = -83/176*z^3 + 259/176*z + 1
*
-2 | 0.083124033646388054388121998994938696216 | 0.015132551220078294583898872808265902809
f(z) = -83/178*z^3 + 243/178*z + 1
*
-1 | 0.094100742378974637298510353263450721248 | 0.017130837393609827323645666031916168039
f(z) = -82/161*z^3 + 243/161*z + 1
*
-1 | 0.094329364641502987885335726507442426818 | 0.017146870957755430383546082805621177597
f(z) = -82/163*z^3 + 245/163*z + 1
*
-1 | 0.074211552084045676811251860594954962945 | 0.013470016551686185873939147232725228555
f(z) = -82/165*z^3 + 247/165*z + 1
*
-1 | 0.094778213166475103634030293966239171838 | 0.017177892579237781343267730121303867509
f(z) = -82/167*z^3 + 249/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017192821185326097613087649650163982364
f(z) = -82/169*z^3 + 251/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014756394300186624324685473380219734424
f(z) = -82/171*z^3 + 253/171*z + 1
*
-1 | 0.095431916190780923659349093187077343983 | 0.017222049702754663096337631100545317510
f(z) = -82/173*z^3 + 255/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017236055739555298366032300910166830567
f(z) = -82/175*z^3 + 257/175*z + 1
*
-1 | 0.075511470528063603649709791875017378698 | 0.013588952130537698610756246717102418939
f(z) = -82/177*z^3 + 259/177*z + 1
*
-1 | 0.085427988531442747286987369086852192388 | 0.015575415018523638767810363042586054061
f(z) = -81/160*z^3 + 241/160*z + 1
*
-1 | 0.094100738107419725286771294058540454724 | 0.017143706633616403986480234024877803680
f(z) = -81/161*z^3 + 242/161*z + 1
*
-1 | 0.094329351957948102208925856146108241870 | 0.017159626209713978283275578625850787825
f(z) = -81/163*z^3 + 244/163*z + 1
*
-1 | 0.085885221951317187495371126337588595926 | 0.015611923429933486346621784248463097864
f(z) = -81/164*z^3 + 245/164*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014919610471911752446386405613041869180
f(z) = -81/166*z^3 + 241/166*z + 1
*
-1 | 0.081830653424405225395850765752737870883 | 0.014852947083140213286521806298556186883
f(z) = -81/166*z^3 + 247/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017190330655642933057360705376307609366
f(z) = -81/167*z^3 + 248/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017205251610692895118528528838836651351
f(z) = -81/169*z^3 + 250/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014889515931260977776522505685285353858
f(z) = -81/170*z^3 + 251/170*z + 1
*
-1 | 0.086766782082675884409399244294064794686 | 0.015680584614445622738317403891641845404
f(z) = -81/172*z^3 + 253/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017234163809188996710259965078017067516
f(z) = -81/173*z^3 + 254/173*z + 1
*
-1 | 0.095644713128455618152804409382120339568 | 0.017248269164708806655977413916174925784
f(z) = -81/175*z^3 + 256/175*z + 1
*
-1 | 0.087192819908928474868487188384432871899 | 0.015713033769039569713398914388357345757
f(z) = -81/176*z^3 + 257/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014958694926824405048311105000422200814
f(z) = -81/178*z^3 + 259/178*z + 1
*
-4/9 | 0.12468925841892930488803337102193957614 | 0.016430630336746065244925458057262945402
f(z) = -99/160*z^3 + 247/180*z + 1
*
5/12 | 0.071621254754538383269863567633692416468 | 0.010038171044875867894079973414552413298
f(z) = -96/175*z^3 + 251/210*z + 1
*
5/24 | 0.071621597412103277953584215639820376028 | 0.010005092878050343642651162609345575845
f(z) = -96/175*z^3 + 257/210*z + 1
*
[ 26/21 ] 
f(z) = -98/169*z^3 + 253/234*z + 1
*
12/7 | 0.17875175802612297956715142462726484774 | 0.026985204988009048088839159587919174735
f(z) = -98/171*z^3 + 251/228*z + 1
*
-20/13 | 0.19282799805435453510017288644287213624 | 0.025238859858109673574257423577164411673
f(z) = -91/160*z^3 + 259/260*z + 1
*
[ 8/7 ] 
f(z) = -91/160*z^3 + 243/280*z + 1
*
-14/9 | 0.17185796048472118335181944657103070338 | 0.024477411373917558675684450017860834823
f(z) = -81/160*z^3 + 243/280*z + 1
*
-4/9 | 0.15621286873243382682860419359376641421 | 0.020375529029567680099425050756315253320
f(z) = -81/160*z^3 + 267/20*z + 1
*
[ 35/9 ] 
f(z) = -81/175*z^3 + 271/35*z + 1
*
[ -10/3 ] 
f(z) = -81/160*z^3 + 277/40*z + 1
*
[ 5/2 ] 
f(z) = -94/175*z^3 + 277/70*z + 1
*
[ 13/5 ] 
f(z) = -90/169*z^3 + 274/65*z + 1
*
[ 13/5 ] 
f(z) = -85/169*z^3 + 261/65*z + 1
*
[ -13/16 ] 
f(z) = -96/169*z^3 + 271/104*z + 1
*
[ -5/6 ] 
f(z) = -96/175*z^3 + 271/105*z + 1
*
-2/5 | 0.13994650773411750309466298675250077599 | 0.018209768599772091191948074262995886177
f(z) = -95/168*z^3 + 272/105*z + 1
*
[ -6/5 ] 
f(z) = -95/168*z^3 + 278/105*z + 1
*
[ -13/12 ] 
f(z) = -90/169*z^3 + 265/104*z + 1
*
[ -6/5 ] 
f(z) = -85/168*z^3 + 269/105*z + 1
*
-2/5 | 0.19817191703364892831920225085009756685 | 0.025798393513842933600054726429407573595
f(z) = -85/168*z^3 + 271/105*z + 1
*
[ 26/15 ] 
f(z) = -90/169*z^3 + 263/130*z + 1
*
-1 | 0.094100255717991582739865572444039225466 | 0.016910757590925408337281377368730157692
f(z) = -100/161*z^3 + 261/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016928589352990475182179913235515323464
f(z) = -100/163*z^3 + 263/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016963208367397017357731268834258003609
f(z) = -100/167*z^3 + 267/167*z + 1
*
-1 | 0.094998479872544128514531880971239674125 | 0.016980050162892392219135197899111703177
f(z) = -100/169*z^3 + 269/169*z + 1
*
-1 | 0.095432052393024913350780564327907570010 | 0.017012662845535932636031270455873312649
f(z) = -100/173*z^3 + 273/173*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013426336703583770955312719826535311876
f(z) = -100/177*z^3 + 277/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017058974840596653802814734990789817679
f(z) = -100/179*z^3 + 279/179*z + 1
*
-1 | 0.094100568296555037861997591398357147157 | 0.016922488022276826883080320791704896051
f(z) = -99/161*z^3 + 260/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.016940170881782516729788965182261179283
f(z) = -99/163*z^3 + 262/163*z + 1
*
-1 | 0.085885026430176266558552327604637843668 | 0.015413254180378396321475573599414015753
f(z) = -99/164*z^3 + 263/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014665653029427698461265856222256905642
f(z) = -99/166*z^3 + 265/166*z + 1
*
-1 | 0.094778299673848571053105745949194391536 | 0.016974722366124191281380785594875279393
f(z) = -99/167*z^3 + 266/167*z + 1
*
-1 | 0.094998830125431692711279837720339845123 | 0.016991423957269081371641282504882093104
f(z) = -99/169*z^3 + 268/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.014705311162958381081820726363098656322
f(z) = -99/170*z^3 + 269/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015488175450679081361173969029674908746
f(z) = -99/172*z^3 + 271/172*z + 1
*
-1 | 0.095431507573888524501309050266216739622 | 0.017023702664718657259046886649688842720
f(z) = -99/173*z^3 + 272/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017039373213919451548956642081729296701
f(z) = -99/175*z^3 + 274/175*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014779985240858798122158889255096164587
f(z) = -99/178*z^3 + 277/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017069859211819516831324301878458378906
f(z) = -99/179*z^3 + 278/179*z + 1
*
-1 | 0.094328989486415396675955508921535231764 | 0.016951863337994429623089866093929195687
f(z) = -98/163*z^3 + 261/163*z + 1
*
-1 | 0.074211723886991368006043827404195845807 | 0.013318318815028737712516809767071777544
f(z) = -98/165*z^3 + 263/165*z + 1
*
11/7 | 0.13381868537223466051600410328969800404 | 0.023871460995171136334344888163461797825
f(z) = -98/165*z^3 + 272/165*z + 1
*
-1 | 0.094778098382980341663594565284601812678 | 0.016986144730803023870267030856274036830
f(z) = -98/167*z^3 + 265/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017002666277900599092846334984040109433
f(z) = -98/169*z^3 + 267/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014594654053089398049644380554755572741
f(z) = -98/171*z^3 + 269/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017034862857308577984272456511786232942
f(z) = -98/173*z^3 + 271/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013443842550876226454413611922492398850
f(z) = -98/177*z^3 + 275/177*z + 1
*
-1 | 0.096063000793849140867240680217121489732 | 0.017080850244182941916682151780442301484
f(z) = -98/179*z^3 + 277/179*z + 1
*
-1 | 0.094329309757461751024531769934568216055 | 0.016963623529771245137341535546873950116
f(z) = -97/163*z^3 + 260/163*z + 1
*
-1 | 0.085884893628773876052751325143225001572 | 0.015434374814360044634317813309767229579
f(z) = -97/164*z^3 + 261/164*z + 1
*
-1 | 0.074210057797493430552395369517200188008 | 0.013327131205220653878252319054133744542
f(z) = -97/165*z^3 + 262/165*z + 1
*
-1 | 0.081831072304950466661465702120416164635 | 0.014685716122059252314590805485072145132
f(z) = -97/166*z^3 + 263/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.016997583987885237171834907557906325414
f(z) = -97/167*z^3 + 264/167*z + 1
*
-1 | 0.065987493162450388152891074422966847487 | 0.011826288229069772218650423126899788610
f(z) = -97/168*z^3 + 265/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017014092800780515161779603480303010902
f(z) = -97/169*z^3 + 266/169*z + 1
*
-1 | 0.082272059754407961372161889188999560797 | 0.014724968367161277630068543721616344430
f(z) = -97/170*z^3 + 267/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014604376185599812613711415669152752926
f(z) = -97/171*z^3 + 268/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015508681915153802985142127171018863577
f(z) = -97/172*z^3 + 269/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017046111658419323429004627731157861143
f(z) = -97/173*z^3 + 270/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011131326902294634835736058102514409038
f(z) = -97/174*z^3 + 271/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017061641415656272513789157677335827540
f(z) = -97/175*z^3 + 272/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015543768503686211452848209075069765255
f(z) = -97/176*z^3 + 273/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013452567775071029046890799253689069500
f(z) = -97/177*z^3 + 274/177*z + 1
*
-1 | 0.083123380944515001319546767995746490688 | 0.014799139843716924669742072808202021753
f(z) = -97/178*z^3 + 275/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017091788006460061238407841423792430629
f(z) = -97/179*z^3 + 276/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017009160666698390821942378367289410203
f(z) = -96/167*z^3 + 263/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017025577817047133381696943651417939407
f(z) = -96/169*z^3 + 265/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017057417147910950844960801167000649324
f(z) = -96/173*z^3 + 269/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017072858995030792273846053053111359444
f(z) = -96/175*z^3 + 271/175*z + 1
*
-1 | 0.096063412264264403998455479484670548342 | 0.017102960151638179128656158958115871388
f(z) = -96/179*z^3 + 275/179*z + 1
*
-1 | 0.081831184204119567490037176293034255196 | 0.014705882666264085832435401109026828869
f(z) = -95/166*z^3 + 261/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017020797317566469732676744642702543742
f(z) = -95/167*z^3 + 262/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.011842130861399360681386175898097189922
f(z) = -95/168*z^3 + 263/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017037121859097156147308478966563796016
f(z) = -95/169*z^3 + 264/169*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015529396398509205521980821438817589241
f(z) = -95/172*z^3 + 267/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017068779833809100247574992859264071264
f(z) = -95/173*z^3 + 268/173*z + 1
*
-1 | 0.062359097431511199820348984580531765956 | 0.011146079431169715276502237414758477094
f(z) = -95/174*z^3 + 269/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015564170236328602786458433696319299980
f(z) = -95/176*z^3 + 271/176*z + 1
*
-1 | 0.075511696174308191915415149864624935966 | 0.013470275133028756246566852869924548935
f(z) = -95/177*z^3 + 272/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.014818426923277412514363313815434253619
f(z) = -95/178*z^3 + 273/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017113933316226494405749542700817220891
f(z) = -95/179*z^3 + 274/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017032494492819028424926207408625022751
f(z) = -94/167*z^3 + 261/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017048725466280618333667586206082004093
f(z) = -94/169*z^3 + 263/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014633840644379074443946098221133124920
f(z) = -94/171*z^3 + 265/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017080200230672568958716259937391554751
f(z) = -94/173*z^3 + 267/173*z + 1
*
-1 | 0.095644827147519652834506738370147771816 | 0.017095578423623068759508266769567549744
f(z) = -94/175*z^3 + 269/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013478820260556951245012689144062360072
f(z) = -94/177*z^3 + 271/177*z + 1
*
-1 | 0.096063113253697707417154527378289757573 | 0.017125162004764165506033703479570347897
f(z) = -94/179*z^3 + 273/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017044252752084632663730800622703622284
f(z) = -93/167*z^3 + 260/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017060389185019265678713119460820762355
f(z) = -93/169*z^3 + 262/169*z + 1
*
-1 | 0.082271853436206191961052842674173287348 | 0.014764820383842097330889940253181947343
f(z) = -93/170*z^3 + 263/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015550322667818446171882102129916704576
f(z) = -93/172*z^3 + 265/172*z + 1
*
-1 | 0.095431835959793451506809435110890932350 | 0.017091770224634816851768469292304290843
f(z) = -93/173*z^3 + 266/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017106851623100747750647045424562584705
f(z) = -93/175*z^3 + 268/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015584777318489193772668766019239665475
f(z) = -93/176*z^3 + 269/176*z + 1
*
-1 | 0.083124214235165288063587861273475806637 | 0.014837995567918405916077422782268773958
f(z) = -93/178*z^3 + 271/178*z + 1
*
-1 | 0.096063386761476577240984133765157528832 | 0.017136421447885677534317985151428632186
f(z) = -93/179*z^3 + 272/179*z + 1
*
[ 3/2 ] 
f(z) = -92/165*z^3 + 262/165*z + 1
*
-1 | 0.094998323918242686945543289538190487811 | 0.017072149433260873802622160311906940953
f(z) = -92/169*z^3 + 261/169*z + 1
*
-1 | 0.081653191642557300557320631281713861864 | 0.014653792980422113289213142992875465626
f(z) = -92/171*z^3 + 263/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017103216248855807593898622666764946042
f(z) = -92/173*z^3 + 265/173*z + 1
*
-1 | 0.095644468061011689506992792761194763354 | 0.017118348208328493313165318004143309025
f(z) = -92/175*z^3 + 267/175*z + 1
*
[ 3/2 ] 
f(z) = -92/177*z^3 + 266/177*z + 1
*
-1 | 0.075510640506233322060810505201200039540 | 0.013496789268083247529196309493602374072
f(z) = -92/177*z^3 + 269/177*z + 1
*
-1 | 0.096063360519887138365125428580928030625 | 0.017147683508933911856539310411018441606
f(z) = -92/179*z^3 + 271/179*z + 1
*
-1 | 0.082272385215399561742749762099465584764 | 0.014785170902982454373991390154524215576
f(z) = -91/170*z^3 + 261/170*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014609994241306809441639150568070479023
f(z) = -91/170*z^3 + 279/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014663761744091000613621301440201008386
f(z) = -91/171*z^3 + 262/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015571464588430489199773758135402509364
f(z) = -91/172*z^3 + 263/172*z + 1
*
-1 | 0.095431524534917184572218543731448998403 | 0.017114848570096965174357951228331716750
f(z) = -91/173*z^3 + 264/173*z + 1
*
-1 | 0.062359009618832630817550998807920383813 | 0.011175990874757205724048015050496756901
f(z) = -91/174*z^3 + 265/174*z + 1
*
-2 | 0.062358915303833295135000609517686922260 | 0.011087966073225820468176848112723610047
f(z) = -91/174*z^3 + 277/174*z + 1
*
-1 | 0.087193001036369864851741093140584591201 | 0.015605713360417202576989241000768836101
f(z) = -91/176*z^3 + 267/176*z + 1
*
-1 | 0.075511646845649916035232366103774415499 | 0.013505960058370643198993499879460650198
f(z) = -91/177*z^3 + 268/177*z + 1
*
-1 | 0.083124208506349047354665180737014160655 | 0.014857640165213451751341083689318306399
f(z) = -91/178*z^3 + 269/178*z + 1
*
-2 | 0.083124128112221490042182143727583682147 | 0.014799272868134957144953873700540849019
f(z) = -91/178*z^3 + 275/178*z + 1
*
-1 | 0.096063361781316203982604365395368101898 | 0.017159007035350922093298533615124185772
f(z) = -91/179*z^3 + 270/179*z + 1
*
-1 | 0.095432015467196798403227343037702017960 | 0.017126593219803565051174754354716482880
f(z) = -90/173*z^3 + 263/173*z + 1
*
-1 | 0.096063356923800690418922693932572250688 | 0.017170386532189130883661061517387187272
f(z) = -90/179*z^3 + 269/179*z + 1
*
-2 | 0.067816420029639777125081997660162979917 | 0.012073915573631511942387525632014262063
f(z) = -89/162*z^3 + 275/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014588010556619341971752154940583804776
f(z) = -89/166*z^3 + 273/166*z + 1
*
-2 | 0.082271986593471250671690822601236913741 | 0.014685869618979641340268672446230452007
f(z) = -89/170*z^3 + 271/170*z + 1
*
-1 | 0.081653567216487680376870572696159968371 | 0.014684093180421044275781874643423192235
f(z) = -89/171*z^3 + 260/171*z + 1
*
-1 | 0.086767271591660386579908894474350641077 | 0.015592946964032698416258167838918064064
f(z) = -89/172*z^3 + 261/172*z + 1
*
-1 | 0.095431986797387772999866152596971849057 | 0.017138305062290766628145736240727210415
f(z) = -89/173*z^3 + 262/173*z + 1
*
-1 | 0.062359024289685408515535895852073055569 | 0.011191188170602964403886839913191979957
f(z) = -89/174*z^3 + 263/174*z + 1
*
-2 | 0.062358626047576664622617335896162239926 | 0.011145995175896734823865117774241689488
f(z) = -89/174*z^3 + 269/174*z + 1
*
-1 | 0.095644846372789567905798474209468518349 | 0.017153106063830545554900337302221069309
f(z) = -89/175*z^3 + 264/175*z + 1
*
-1 | 0.087192991391993534738034665550355943205 | 0.015626740740369466897902792818870759558
f(z) = -89/176*z^3 + 265/176*z + 1
*
-1 | 0.075510609527551468851550631810995198274 | 0.013523893516109020377979291466713411332
f(z) = -89/177*z^3 + 266/177*z + 1
*
-1 | 0.096063345576819894165275283375844571306 | 0.017181822442384304286414943361160695742
f(z) = -89/179*z^3 + 268/179*z + 1
*
-1 | 0.095431987488292719763670932810717121166 | 0.017150083116364874706356288466894996790
f(z) = -88/173*z^3 + 261/173*z + 1
*
-1 | 0.095644841612840614113610604144412942750 | 0.017164787811054057974737156476246023266
f(z) = -88/175*z^3 + 263/175*z + 1
*
-1 | 0.075511631646681823340708735255938622245 | 0.013533205728887612456282614810189385480
f(z) = -88/177*z^3 + 265/177*z + 1
*
-1 | 0.096063274034956503049127534432431563051 | 0.017193305669424331989472651808095418179
f(z) = -88/179*z^3 + 267/179*z + 1
*
-2 | 0.081831138956065913463320698032113221321 | 0.014665788758258055421377055121109124371
f(z) = -87/166*z^3 + 265/166*z + 1
*
-2 | 0.082272660768385566924227563552421733926 | 0.014764965270752027104241585996964960739
f(z) = -87/170*z^3 + 263/170*z + 1
*
-1 | 0.095431982783465431770264911611255620732 | 0.017161921705997224010559030118174169098
f(z) = -87/173*z^3 + 260/173*z + 1
*
-1 | 0.095644829960891854673017161449147429032 | 0.017176528840176692748990598010311368413
f(z) = -87/175*z^3 + 262/175*z + 1
*
-1 | 0.087192959385066547971238700202040753622 | 0.015647980813442971184278242352025094554
f(z) = -87/176*z^3 + 263/176*z + 1
*
-1 | 0.083123928861766273029768947916099569678 | 0.014897482755282697703398227495484416546
f(z) = -87/178*z^3 + 265/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017204757520314847592029126308748911837
f(z) = -87/179*z^3 + 266/179*z + 1
*
-1 | 0.095644751678868623455913937147445689518 | 0.017188318970490939956329915706091026981
f(z) = -86/175*z^3 + 261/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013551303899509967658524796568220447773
f(z) = -86/177*z^3 + 263/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017216371240910927418794730868110956884
f(z) = -86/179*z^3 + 265/179*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015669334395390193236542621194654440593
f(z) = -85/176*z^3 + 261/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013560574891499276851493467451137567936
f(z) = -85/177*z^3 + 262/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014917551678537043625433576306056527546
f(z) = -85/178*z^3 + 263/178*z + 1
*
-1 | 0.096063165999121387416614141759149456070 | 0.017228128202410644168706746569617708855
f(z) = -85/179*z^3 + 264/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017239778289226141785601494515448962493
f(z) = -84/179*z^3 + 263/179*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013579261981796036303279278511492139634
f(z) = -83/177*z^3 + 260/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014938016154347076331095290934577120273
f(z) = -83/178*z^3 + 261/178*z + 1
*
-1 | 0.096063128871935931436003711541598115667 | 0.017251649715108468230310669898012776750
f(z) = -83/179*z^3 + 262/179*z + 1
*
-1 | 0.096062827615070628467207340487489693136 | 0.017263451399810784532016556727316706448
f(z) = -82/179*z^3 + 261/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017275346168419021048738256610517285239
f(z) = -81/179*z^3 + 260/179*z + 1
*
[ 5/4 ] 
f(z) = -86/175*z^3 + 271/280*z + 1
*
[ 5/4 ] 
f(z) = -82/175*z^3 + 261/280*z + 1
*
[ 13/2 ] 
f(z) = -88/169*z^3 + 297/13*z + 1
*
[ 13/2 ] 
f(z) = -84/169*z^3 + 284/13*z + 1
*
[ -13/2 ] 
f(z) = -84/169*z^3 + 288/13*z + 1
*
[ -35/9 ] 
f(z) = -81/175*z^3 + 289/35*z + 1
*
[ 3 ] 
f(z) = -86/171*z^3 + 296/57*z + 1
*
[ 3 ] 
f(z) = -85/171*z^3 + 293/57*z + 1
*
[ 3 ] 
f(z) = -83/171*z^3 + 287/57*z + 1
*
[ 3 ] 
f(z) = -82/171*z^3 + 284/57*z + 1
*
[ 13/5 ] 
f(z) = -95/169*z^3 + 287/65*z + 1
*
[ -2 ] 
f(z) = -87/164*z^3 + 297/82*z + 1
*
[ -9/5 ] 
f(z) = -85/162*z^3 + 293/90*z + 1
*
[ -2 ] 
f(z) = -85/164*z^3 + 293/82*z + 1
*
[ -2 ] 
f(z) = -85/172*z^3 + 299/86*z + 1
*
[ -13/7 ] 
f(z) = -84/169*z^3 + 296/91*z + 1
*
[ -2 ] 
f(z) = -83/164*z^3 + 289/82*z + 1
*
[ -2 ] 
f(z) = -83/172*z^3 + 295/86*z + 1
*
[ -2 ] 
f(z) = -81/164*z^3 + 285/82*z + 1
*
[ -2 ] 
f(z) = -81/172*z^3 + 291/86*z + 1
*
[ -6/7 ] 
f(z) = -98/171*z^3 + 295/114*z + 1
*
[ -3/4 ] 
f(z) = -88/171*z^3 + 299/114*z + 1
*
[ 3/2 ] 
f(z) = -100/177*z^3 + 284/177*z + 1
*
-2/3 | 0.16733619540441572613490469202433452075 | 0.029354942865416755594666512929110618671
f(z) = -99/170*z^3 + 299/170*z + 1
*
-2 | 0.083123751506938303154771035076359985689 | 0.014581979531374500227003504917723362844
f(z) = -97/178*z^3 + 299/178*z + 1
*
-2 | 0.067816452518659594751383801288086855958 | 0.011896697449163876941253713775103463934
f(z) = -95/162*z^3 + 299/162*z + 1
*
-2 | 0.081831214231977436094096518785198380183 | 0.014372157354277158809402119968802800283
f(z) = -95/166*z^3 + 297/166*z + 1
*
-2 | 0.062359876039207455694248847498303047957 | 0.010978517790148387719947615050485466657
f(z) = -95/174*z^3 + 293/174*z + 1
*
-2 | 0.083124209454555937963633857504254552106 | 0.014651766793468578431497786883279924282
f(z) = -95/178*z^3 + 291/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014441382244808629573268583963295499064
f(z) = -93/166*z^3 + 289/166*z + 1
*
-2 | 0.082272184966726524972119024622559457003 | 0.014537051594159638810522989039844130513
f(z) = -93/170*z^3 + 287/170*z + 1
*
-2 | 0.083123362131998527447814529471925055332 | 0.014723964929454816767399874707353424665
f(z) = -93/178*z^3 + 283/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012012552193563121232149255995641715487
f(z) = -91/162*z^3 + 283/162*z + 1
*
-2 | 0.081831247865678607339837987309050751694 | 0.014513320403689356512431002240640898565
f(z) = -91/166*z^3 + 281/166*z + 1
*
[ 5/3 ] 
f(z) = -81/160*z^3 + 289/160*z + 1
*
-2/3 | 0.15850460821741262199918591452740016257 | 0.027938582159524484632313560994564255914
f(z) = -81/170*z^3 + 291/170*z + 1
*
[ 5/3 ] 
f(z) = -81/170*z^3 + 293/170*z + 1
*
15/8 | 0.17887586595376239271982997196247492544 | 0.024538466825817871368549523303282416543
f(z) = -96/175*z^3 + 293/210*z + 1
*
[ 13/10 ] 
f(z) = -85/169*z^3 + 281/260*z + 1
*
[ 5/4 ] 
f(z) = -94/175*z^3 + 291/280*z + 1
*
2 | 0.20084720387144178684644424078218518030 | 0.028368142954498511844125418304477211728
f(z) = -91/160*z^3 + 297/280*z + 1
*
[ 3/5 ] 
f(z) = -92/189*z^3 - 86/175*z + 1
*
[ 3/5 ] 
f(z) = -89/189*z^3 - 87/175*z + 1
*
[ 3/5 ] 
f(z) = -86/189*z^3 - 88/175*z + 1
*
[ 3/5 ] 
f(z) = -83/189*z^3 - 89/175*z + 1
*
[ 2/3 ] 
f(z) = -93/196*z^3 - 85/294*z + 1
*
[ 2/3 ] 
f(z) = -87/188*z^3 - 83/282*z + 1
*
[ 2/3 ] 
f(z) = -87/196*z^3 - 89/294*z + 1
*
10/9 | 0.14394051725914523017556731795405626709 | 0.027432791479433229337609911424636107594
f(z) = -81/190*z^3 - 71/190*z + 1
*
[ 2/3 ] 
f(z) = -81/194*z^3 - 61/194*z + 1
*
[ 2/3 ] 
f(z) = -85/184*z^3 - 61/207*z + 1
*
[ 2/3 ] 
f(z) = -83/184*z^3 - 62/207*z + 1
*
[ 2/3 ] 
f(z) = -93/188*z^3 - 79/282*z + 1
*
[ 3/5 ] 
f(z) = -85/189*z^3 - 53/105*z + 1
*
[ 2/3 ] 
f(z) = -99/182*z^3 - 47/182*z + 1
*
[ 2/3 ] 
f(z) = -99/190*z^3 - 51/190*z + 1
*
[ 2/3 ] 
f(z) = -99/194*z^3 - 53/194*z + 1
*
[ 2/3 ] 
f(z) = -81/190*z^3 - 59/190*z + 1
*
[ 2/3 ] 
f(z) = -97/184*z^3 - 55/207*z + 1
*
[ 2/3 ] 
f(z) = -95/184*z^3 - 56/207*z + 1
*
[ 2/3 ] 
f(z) = -91/184*z^3 - 58/207*z + 1
*
[ 2/3 ] 
f(z) = -89/184*z^3 - 59/207*z + 1
*
[ 12/19 ] 
f(z) = -95/192*z^3 - 22/57*z + 1
*
21/20 | 0.18450712261083678620433159203392495319 | 0.027837352264265506433744215470363800197
f(z) = -100/189*z^3 - 31/84*z + 1
*
[ 2/3 ] 
f(z) = -99/188*z^3 - 25/94*z + 1
*
[ 2/3 ] 
f(z) = -99/196*z^3 - 27/98*z + 1
*
[ 2/3 ] 
f(z) = -81/188*z^3 - 29/94*z + 1
*
[ 2/3 ] 
f(z) = -81/196*z^3 - 31/98*z + 1
*
[ 7/10 ] 
f(z) = -100/189*z^3 - 32/189*z + 1
*
[ 5/7 ] 
f(z) = -98/185*z^3 - 24/185*z + 1
*
[ 5/7 ] 
f(z) = -98/195*z^3 - 28/195*z + 1
*
-8/9 | 0.15560583370652921290812732240458295853 | 0.029901159445653291660704459430100225821
f(z) = -81/182*z^3 - 27/182*z + 1
*
[ 14/19 ] 
f(z) = -95/196*z^3 - 25/266*z + 1
*
[ 3/4 ] 
f(z) = -88/189*z^3 - 1/14*z + 1
*
[ 3/4 ] 
f(z) = -100/189*z^3 - 1/28*z + 1
*
[ 2/3 ] 
f(z) = -99/184*z^3 - 6/23*z + 1
*
[ 3/5 ] 
f(z) = -95/189*z^3 - 17/35*z + 1
*
[ 2/3 ] 
f(z) = -81/184*z^3 - 7/23*z + 1
*
[ 7/9 ] 
f(z) = -81/196*z^3 - 1/28*z + 1
*
[ 3/4 ] 
f(z) = -94/189*z^3 - 3/56*z + 1
*
[ 12/17 ] 
f(z) = -85/192*z^3 - 10/51*z + 1
*
[ 3/4 ] 
f(z) = -82/189*z^3 - 5/56*z + 1
*
[ 2/3 ] 
f(z) = -93/184*z^3 - 19/69*z + 1
*
[ 2/3 ] 
f(z) = -87/184*z^3 - 20/69*z + 1
*
[ 3/4 ] 
f(z) = -92/189*z^3 - 5/84*z + 1
*
[ 3/4 ] 
f(z) = -97/189*z^3 - 5/112*z + 1
*
[ 3/4 ] 
f(z) = -85/189*z^3 - 9/112*z + 1
*
[ 3/4 ] 
f(z) = -86/189*z^3 - 13/168*z + 1
*
[ 7/9 ] 
f(z) = -81/182*z^3 - 3/182*z + 1
*
4/3 | 0.14435278567322087439415270500781918941 | 0.027349308416552227006417396404092434936
f(z) = -81/196*z^3 - 3/196*z + 1
*
[ 6/5 ] 
f(z) = -100/189*z^3 + 13/14*z + 1
*
21/10 | 0.089046872804208755005083476332758616963 | 0.014528657745052004587538224188507719575
f(z) = -100/189*z^3 + 17/7*z + 1
*
[ 4/5 ] 
f(z) = -95/192*z^3 + 1/15*z + 1
*
[ 3/2 ] 
f(z) = -92/189*z^3 + 10/7*z + 1
*
[ -3/2 ] 
f(z) = -88/189*z^3 + 19/7*z + 1
*
[ 3/2 ] 
f(z) = -86/189*z^3 + 19/14*z + 1
*
-4/5 | 0.15734534105038836665975697590789764769 | 0.022913480375063600849885639993856935747
f(z) = -85/192*z^3 + 8/15*z + 1
*
[ 14/9 ] 
f(z) = -81/196*z^3 + 19/14*z + 1
*
-4/5 | 0.15734534105038836665975697590789764769 | 0.022913480375063600849885639993856935747
f(z) = -95/192*z^3 + 17/30*z + 1
*
-4/7 | 0.19006915022313391937412221294408415584 | 0.026386012791704577632626397647525114272
f(z) = -91/192*z^3 + 19/21*z + 1
*
-12/13 | 0.20153280258273349063070476940761303823 | 0.025763403840104906681137259404911422368
f(z) = -91/192*z^3 + 19/39*z + 1
*
[ 4/5 ] 
f(z) = -85/192*z^3 + 1/30*z + 1
*
[ 4/5 ] 
f(z) = -91/192*z^3 + 4/75*z + 1
*
[ 4/5 ] 
f(z) = -83/192*z^3 + 2/75*z + 1
*
[ 4/5 ] 
f(z) = -97/192*z^3 + 11/150*z + 1
*
[ 4/5 ] 
f(z) = -89/192*z^3 + 7/150*z + 1
*
[ 14/17 ] 
f(z) = -85/196*z^3 + 19/238*z + 1
*
[ 7/9 ] 
f(z) = -99/196*z^3 + 5/252*z + 1
*
108/95 | 0.28888834220827933548406105295672936890 | 0.029444234144413776600712299364855058121
f(z) = -95/192*z^3 + 16/285*z + 1
*
3/10 | 0.12636250959266147572706952762619345003 | 0.019280407932592387203770878608303500714
f(z) = -100/189*z^3 + 26/7*z + 1
*
[ 3 ] 
f(z) = -97/189*z^3 + 37/7*z + 1
*
[ -4 ] 
f(z) = -97/192*z^3 + 28/3*z + 1
*
[ 4 ] 
f(z) = -95/192*z^3 + 26/3*z + 1
*
-12/5 | 0.16530189116766468916761518855106280471 | 0.021508998230857966035861645327728377515
f(z) = -95/192*z^3 + 34/15*z + 1
*
[ 3 ] 
f(z) = -94/189*z^3 + 36/7*z + 1
*
[ -3/2 ] 
f(z) = -94/189*z^3 + 39/14*z + 1
*
[ 4 ] 
f(z) = -91/192*z^3 + 25/3*z + 1
*
[ -3 ] 
f(z) = -89/189*z^3 + 39/7*z + 1
*
[ -4 ] 
f(z) = -89/192*z^3 + 26/3*z + 1
*
[ 3 ] 
f(z) = -88/189*z^3 + 34/7*z + 1
*
[ -3 ] 
f(z) = -86/189*z^3 + 38/7*z + 1
*
[ 3 ] 
f(z) = -85/189*z^3 + 33/7*z + 1
*
[ -4 ] 
f(z) = -85/192*z^3 + 25/3*z + 1
*
[ -4/5 ] 
f(z) = -85/192*z^3 + 38/15*z + 1
*
[ -3 ] 
f(z) = -83/189*z^3 + 37/7*z + 1
*
[ 4 ] 
f(z) = -83/192*z^3 + 23/3*z + 1
*
[ 3 ] 
f(z) = -82/189*z^3 + 32/7*z + 1
*
[ -3/2 ] 
f(z) = -82/189*z^3 + 37/14*z + 1
*
[ -14/9 ] 
f(z) = -81/196*z^3 + 37/14*z + 1
*
[ 3/2 ] 
f(z) = -100/189*z^3 + 32/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016892149110351921813068352312203376010
f(z) = -99/184*z^3 + 38/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016971315287785802080707431571240325426
f(z) = -97/184*z^3 + 37/23*z + 1
*
[ 4/3 ] 
f(z) = -97/192*z^3 + 31/27*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017053427220429420396002688266908524159
f(z) = -95/184*z^3 + 36/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017138685062144934291569478223690634504
f(z) = -93/184*z^3 + 35/23*z + 1
*
-2 | 0.096573044171150816801985660765589553614 | 0.017227337503009791624387083585701407825
f(z) = -91/184*z^3 + 34/23*z + 1
*
[ 12/7 ] 
f(z) = -91/192*z^3 + 38/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017319541949490472495385274328894090118
f(z) = -89/184*z^3 + 33/23*z + 1
*
[ 3/2 ] 
f(z) = -89/189*z^3 + 39/28*z + 1
*
[ 4/3 ] 
f(z) = -89/192*z^3 + 29/27*z + 1
*
[ 3/2 ] 
f(z) = -88/189*z^3 + 29/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017415652676057900167347565380006177881
f(z) = -87/184*z^3 + 32/23*z + 1
*
-2 | 0.096573043796422755845975979044257354681 | 0.017515968418671739789521571719641550658
f(z) = -85/184*z^3 + 31/23*z + 1
*
[ 4/3 ] 
f(z) = -85/192*z^3 + 28/27*z + 1
*
-2 | 0.096573284382743401243173578627717134526 | 0.017620807671061609591119229781960429733
f(z) = -83/184*z^3 + 30/23*z + 1
*
[ 3/2 ] 
f(z) = -83/189*z^3 + 37/28*z + 1
*
-2 | 0.096573239774102803832044104862881524301 | 0.017730474811668464407486567735671123760
f(z) = -81/184*z^3 + 29/23*z + 1
*
[ 9/10 ] 
f(z) = -100/189*z^3 + 20/63*z + 1
*
[ 12/13 ] 
f(z) = -91/192*z^3 + 25/78*z + 1
*
[ 21/22 ] 
f(z) = -88/189*z^3 + 29/77*z + 1
*
3/20 | 0.16914143970778649408963802624078444883 | 0.025519068169318105848805429552170406708
f(z) = -100/189*z^3 + 29/84*z + 1
*
[ 21/25 ] 
f(z) = -100/189*z^3 + 32/175*z + 1
*
[ 4 ] 
f(z) = -97/192*z^3 + 53/6*z + 1
*
[ -3 ] 
f(z) = -95/189*z^3 + 41/7*z + 1
*
[ -4 ] 
f(z) = -95/192*z^3 + 55/6*z + 1
*
[ -3 ] 
f(z) = -92/189*z^3 + 40/7*z + 1
*
[ -4 ] 
f(z) = -91/192*z^3 + 53/6*z + 1
*
[ 4 ] 
f(z) = -89/192*z^3 + 49/6*z + 1
*
[ 4 ] 
f(z) = -85/192*z^3 + 47/6*z + 1
*
[ 12/5 ] 
f(z) = -85/192*z^3 + 47/15*z + 1
*
[ -4 ] 
f(z) = -83/192*z^3 + 49/6*z + 1
*
-21/10 | 0.12849048868686722320465044502288120798 | 0.020833424422406373428330705472113418814
f(z) = -100/189*z^3 + 53/21*z + 1
*
[ 2 ] 
f(z) = -95/184*z^3 + 59/23*z + 1
*
[ 3/2 ] 
f(z) = -95/189*z^3 + 41/28*z + 1
*
[ 2 ] 
f(z) = -93/184*z^3 + 58/23*z + 1
*
[ -3/2 ] 
f(z) = -92/189*z^3 + 58/21*z + 1
*
[ 2 ] 
f(z) = -91/184*z^3 + 57/23*z + 1
*
-4/7 | 0.23238370363593191610554195046098559109 | 0.029611459639137101888842515568626793016
f(z) = -91/192*z^3 + 40/21*z + 1
*
[ 2 ] 
f(z) = -89/184*z^3 + 56/23*z + 1
*
[ 2 ] 
f(z) = -87/184*z^3 + 55/23*z + 1
*
[ 2 ] 
f(z) = -85/184*z^3 + 54/23*z + 1
*
[ 2 ] 
f(z) = -83/184*z^3 + 53/23*z + 1
*
[ 2 ] 
f(z) = -81/184*z^3 + 52/23*z + 1
*
-12/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = -91/192*z^3 + 41/42*z + 1
*
[ 4/3 ] 
f(z) = -91/192*z^3 + 59/54*z + 1
*
[ 4/3 ] 
f(z) = -83/192*z^3 + 55/54*z + 1
*
-2 | 0.077016665465378661594936044339982627553 | 0.014095724065762611651742924322002750513
f(z) = -83/192*z^3 + 59/48*z + 1
*
[ 3/2 ] 
f(z) = -82/189*z^3 + 55/42*z + 1
*
[ 6/5 ] 
f(z) = -85/189*z^3 + 57/70*z + 1
*
[ 21/20 ] 
f(z) = -100/189*z^3 + 53/84*z + 1
*
[ 21/23 ] 
f(z) = -92/189*z^3 + 50/161*z + 1
*
[ 8/9 ] 
f(z) = -81/184*z^3 + 41/184*z + 1
*
[ 6/7 ] 
f(z) = -91/180*z^3 + 43/210*z + 1
*
-3/5 | 0.19432044693758676138640518212909771895 | 0.026235727844190593659065803378677359428
f(z) = -100/189*z^3 + 61/14*z + 1
*
-3/5 | 0.19088080040658716790464998144014634919 | 0.025714878038844814925665171586866484973
f(z) = -100/189*z^3 + 62/7*z + 1
*
[ -21/5 ] 
f(z) = -100/189*z^3 + 74/7*z + 1
*
[ -12/5 ] 
f(z) = -95/192*z^3 + 64/15*z + 1
*
[ -21/20 ] 
f(z) = -100/189*z^3 + 71/28*z + 1
*
-3/2 | 0.18328437591081656057115223984637642987 | 0.023910967777771997473126776449885171287
f(z) = -100/189*z^3 + 79/35*z + 1
*
[ 2 ] 
f(z) = -99/184*z^3 + 61/23*z + 1
*
[ -2/3 ] 
f(z) = -99/184*z^3 + 63/23*z + 1
*
[ 2 ] 
f(z) = -97/184*z^3 + 60/23*z + 1
*
[ -3/2 ] 
f(z) = -97/189*z^3 + 79/28*z + 1
*
[ -4/3 ] 
f(z) = -95/192*z^3 + 71/27*z + 1
*
[ -4/5 ] 
f(z) = -95/192*z^3 + 77/30*z + 1
*
[ -3/4 ] 
f(z) = -92/189*z^3 + 73/28*z + 1
*
[ -4/7 ] 
f(z) = -91/192*z^3 + 61/21*z + 1
*
[ -4/3 ] 
f(z) = -91/192*z^3 + 70/27*z + 1
*
[ -2 ] 
f(z) = -89/184*z^3 + 79/23*z + 1
*
[ -2 ] 
f(z) = -87/184*z^3 + 78/23*z + 1
*
[ -2 ] 
f(z) = -85/184*z^3 + 77/23*z + 1
*
[ -3/2 ] 
f(z) = -85/189*z^3 + 75/28*z + 1
*
[ -2 ] 
f(z) = -83/184*z^3 + 76/23*z + 1
*
[ -4/3 ] 
f(z) = -83/192*z^3 + 68/27*z + 1
*
[ -2/3 ] 
f(z) = -81/184*z^3 + 62/23*z + 1
*
[ -2 ] 
f(z) = -81/184*z^3 + 75/23*z + 1
*
[ -7/9 ] 
f(z) = -81/196*z^3 + 71/28*z + 1
*
[ 7/3 ] 
f(z) = -81/196*z^3 + 79/28*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.013566970856614526149685481913064159268
f(z) = -97/192*z^3 + 73/48*z + 1
*
[ 4/3 ] 
f(z) = -95/192*z^3 + 61/54*z + 1
*
-2 | 0.077016454546858964019277287512540506652 | 0.013633706103062091579261331275689266150
f(z) = -95/192*z^3 + 71/48*z + 1
*
[ 3/2 ] 
f(z) = -94/189*z^3 + 61/42*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013775275685748990416002019130380753407
f(z) = -91/192*z^3 + 67/48*z + 1
*
-2 | 0.077016644419492231471318994603995684526 | 0.013850216489633295651683368974305625598
f(z) = -89/192*z^3 + 65/48*z + 1
*
-2 | 0.077016720958859295541610149015604841893 | 0.014010253607392825061046978191450701921
f(z) = -85/192*z^3 + 61/48*z + 1
*
[ 10/9 ] 
f(z) = -81/184*z^3 + 74/115*z + 1
*
[ 7/6 ] 
f(z) = -81/196*z^3 + 79/112*z + 1
*
3/2 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -92/195*z^3 + 77/195*z + 1
*
-4/5 | 0.16188600868729644114623093546587013557 | 0.018514269833279030794368944501499340591
f(z) = -85/192*z^3 + 98/15*z + 1
*
[ -21/10 ] 
f(z) = -100/189*z^3 + 80/21*z + 1
*
-6/5 | 0.097156619983008445002762129755342939196 | 0.014606565459928625999239661862354981054
f(z) = -100/189*z^3 + 86/21*z + 1
*
-21/20 | 0.21913932359227541754768052860437518346 | 0.028233254767504503314663330139642224266
f(z) = -100/189*z^3 + 87/28*z + 1
*
[ -3/10 ] 
f(z) = -100/189*z^3 + 92/21*z + 1
*
[ -2 ] 
f(z) = -99/184*z^3 + 84/23*z + 1
*
[ 7/3 ] 
f(z) = -99/196*z^3 + 93/28*z + 1
*
[ -2 ] 
f(z) = -97/184*z^3 + 83/23*z + 1
*
[ -2 ] 
f(z) = -95/184*z^3 + 82/23*z + 1
*
[ -2 ] 
f(z) = -93/184*z^3 + 81/23*z + 1
*
[ -2 ] 
f(z) = -91/184*z^3 + 80/23*z + 1
*
[ -12/13 ] 
f(z) = -91/192*z^3 + 97/39*z + 1
*
6/5 | 0.16955569274367863126379064557059574076 | 0.022048034661883386032313806616257116656
f(z) = -85/189*z^3 + 81/35*z + 1
*
[ -3/5 ] 
f(z) = -85/189*z^3 + 99/35*z + 1
*
[ 3 ] 
f(z) = -83/189*z^3 + 97/21*z + 1
*
[ 4/3 ] 
f(z) = -81/184*z^3 + 95/92*z + 1
*
[ 7/6 ] 
f(z) = -99/196*z^3 + 93/112*z + 1
*
-3/5 | 0.20504865850885534141426429759697762529 | 0.029928933560966503938717365966787117379
f(z) = -95/189*z^3 + 89/105*z + 1
*
-8/5 | 0.15734534105038836665975697590789764769 | 0.022913480375063600849885639993856935747
f(z) = -85/192*z^3 + 91/120*z + 1
*
39/22 | 0.15251327316252109907490955917027698330 | 0.018302787288765723853390289784072622023
f(z) = -88/189*z^3 + 97/154*z + 1
*
-8/7 | 0.16604553145107116406863619174555886486 | 0.023050976508969992023308288676159942825
f(z) = -91/192*z^3 + 83/168*z + 1
*
-4 | 0.16790514977772213756858075324742039657 | 0.018894894340726398710612963695307258732
f(z) = -85/192*z^3 + 113/15*z + 1
*
-3/5 | 0.16716763633591718701957436305197532848 | 0.021131151167418705741535616093712671699
f(z) = -100/189*z^3 + 101/28*z + 1
*
33/10 | 0.19359763710146512566712991441012686047 | 0.028179931871998950005117312159106970319
f(z) = -100/189*z^3 + 107/21*z + 1
*
[ -7/3 ] 
f(z) = -99/196*z^3 + 117/28*z + 1
*
[ 3 ] 
f(z) = -95/189*z^3 + 109/21*z + 1
*
[ 12/5 ] 
f(z) = -95/192*z^3 + 103/30*z + 1
*
[ 3 ] 
f(z) = -92/189*z^3 + 106/21*z + 1
*
[ 3 ] 
f(z) = -89/189*z^3 + 103/21*z + 1
*
[ -3 ] 
f(z) = -88/189*z^3 + 116/21*z + 1
*
[ 3 ] 
f(z) = -86/189*z^3 + 100/21*z + 1
*
[ -3 ] 
f(z) = -85/189*z^3 + 113/21*z + 1
*
-12/5 | 0.24387928127517386614081913286431377180 | 0.029897851695820322846387737929403945304
f(z) = -85/192*z^3 + 109/30*z + 1
*
[ -12/5 ] 
f(z) = -85/192*z^3 + 119/30*z + 1
*
[ -3 ] 
f(z) = -82/189*z^3 + 110/21*z + 1
*
[ -7/3 ] 
f(z) = -81/196*z^3 + 103/28*z + 1
*
[ -6/5 ] 
f(z) = -100/189*z^3 + 109/42*z + 1
*
[ 2 ] 
f(z) = -95/192*z^3 + 119/48*z + 1
*
[ 2 ] 
f(z) = -91/192*z^3 + 115/48*z + 1
*
[ 2 ] 
f(z) = -89/192*z^3 + 113/48*z + 1
*
[ -3/4 ] 
f(z) = -88/189*z^3 + 109/42*z + 1
*
[ -3/2 ] 
f(z) = -86/189*z^3 + 113/42*z + 1
*
[ 2 ] 
f(z) = -85/192*z^3 + 109/48*z + 1
*
[ 2 ] 
f(z) = -83/192*z^3 + 107/48*z + 1
*
[ 4/3 ] 
f(z) = -99/184*z^3 + 111/92*z + 1
*
[ 3/2 ] 
f(z) = -85/189*z^3 + 113/84*z + 1
*
-2 | 0.096971508961142252931493193246503103884 | 0.017720524941812096810911565299016707834
f(z) = -83/188*z^3 + 119/94*z + 1
*
-2 | 0.097743119343672818972376934053045778242 | 0.017917023998552260089625249161363610925
f(z) = -83/196*z^3 + 117/98*z + 1
*
-2 | 0.096971450283503017336071159572287277723 | 0.017831930130990407011354093934873426058
f(z) = -81/188*z^3 + 115/94*z + 1
*
-2 | 0.097743064196905151440758558998935141588 | 0.018031995773484958479740348827102529768
f(z) = -81/196*z^3 + 113/98*z + 1
*
-8/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = -95/192*z^3 + 107/120*z + 1
*
[ 10/9 ] 
f(z) = -81/190*z^3 + 119/190*z + 1
*
-6/5 | 0.15816602839482002803279379993991888820 | 0.023032993309067003424564824667855586342
f(z) = -85/192*z^3 + 113/240*z + 1
*
-20/17 | 0.23630505997215533727509007513972406731 | 0.024360978140003221728180253198125604790
f(z) = -85/192*z^3 + 118/255*z + 1
*
-4/7 | 0.28255308632613340835423540171663508433 | 0.028925350260025611333863081033168099238
f(z) = -91/192*z^3 + 100/273*z + 1
*
-132/95 | 0.24390893094186335783612159751742544775 | 0.024859818217891563618141111894569580226
f(z) = -95/192*z^3 + 106/285*z + 1
*
[ 14/3 ] 
f(z) = -81/196*z^3 + 137/14*z + 1
*
[ -12/5 ] 
f(z) = -100/189*z^3 + 125/28*z + 1
*
[ -3 ] 
f(z) = -100/189*z^3 + 128/21*z + 1
*
[ -3 ] 
f(z) = -97/189*z^3 + 125/21*z + 1
*
[ -3 ] 
f(z) = -94/189*z^3 + 122/21*z + 1
*
[ -2/9 ] 
f(z) = -81/184*z^3 + 127/23*z + 1
*
[ 28/9 ] 
f(z) = -81/196*z^3 + 131/28*z + 1
*
[ 2 ] 
f(z) = -97/192*z^3 + 121/48*z + 1
*
[ -12/7 ] 
f(z) = -91/192*z^3 + 125/42*z + 1
*
[ -4/3 ] 
f(z) = -89/192*z^3 + 139/54*z + 1
*
[ -4/3 ] 
f(z) = -85/192*z^3 + 137/54*z + 1
*
[ 9/5 ] 
f(z) = -100/189*z^3 + 136/63*z + 1
*
-3/4 | 0.20081908962581565700536615613115979986 | 0.028216002690456318814524346743525765595
f(z) = -100/189*z^3 + 137/84*z + 1
*
[ 3/2 ] 
f(z) = -97/189*z^3 + 125/84*z + 1
*
-2 | 0.096971277308099815032327304481002298502 | 0.017231308815760929578776312823474871279
f(z) = -93/188*z^3 + 139/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017413260878294806740350911209928622314
f(z) = -93/196*z^3 + 137/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014715992824064756313267117569970216700
f(z) = -91/180*z^3 + 137/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017321157313616135958648965727020484049
f(z) = -91/188*z^3 + 135/94*z + 1
*
-2 | 0.082602943842770990255159741887221390756 | 0.014794125271087478656258103490498369798
f(z) = -89/180*z^3 + 133/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017414717676737751107007477051794435353
f(z) = -89/188*z^3 + 131/94*z + 1
*
-2 | 0.097743220823333204594752549677330408789 | 0.017602004719923221818737960182161831103
f(z) = -89/196*z^3 + 129/98*z + 1
*
-2 | 0.096971364542325758372843654650839153837 | 0.017512282962563137692471801846901036851
f(z) = -87/188*z^3 + 127/94*z + 1
*
-2 | 0.097743237756398802466453438553557366394 | 0.017702423183001034582450967150840197293
f(z) = -87/196*z^3 + 125/98*z + 1
*
-2 | 0.096971539805310657331718660349850099955 | 0.017614114458392542961238868182680320739
f(z) = -85/188*z^3 + 123/94*z + 1
*
-2 | 0.097743184688034251101236783269159608692 | 0.017807304357317477923153692453129873089
f(z) = -85/196*z^3 + 121/98*z + 1
*
-2 | 0.082602879086977279880197200669057085063 | 0.015048973628056663147452457410807294830
f(z) = -83/180*z^3 + 121/90*z + 1
*
[ 8/7 ] 
f(z) = -91/192*z^3 + 125/168*z + 1
*
[ 11/10 ] 
f(z) = -100/187*z^3 + 138/187*z + 1
*
[ 28/27 ] 
f(z) = -81/196*z^3 + 121/252*z + 1
*
[ -14/3 ] 
f(z) = -81/196*z^3 + 143/14*z + 1
*
-6/5 | 0.22255600039230109545579814233908829386 | 0.026971045167706559960181157495323059734
f(z) = -95/189*z^3 + 142/35*z + 1
*
[ -28/9 ] 
f(z) = -81/196*z^3 + 149/28*z + 1
*
[ -4/3 ] 
f(z) = -97/192*z^3 + 143/54*z + 1
*
-21/8 | 0.22912102260809531258206515171177044366 | 0.027696472288160974646676019675836537445
f(z) = -88/189*z^3 + 145/56*z + 1
*
[ -3/4 ] 
f(z) = -86/189*z^3 + 145/56*z + 1
*
[ -2 ] 
f(z) = -85/192*z^3 + 157/48*z + 1
*
[ -2 ] 
f(z) = -83/192*z^3 + 155/48*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016981417880793144230369441437115161525
f(z) = -99/188*z^3 + 151/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017156619299182299109401537967067807193
f(z) = -99/196*z^3 + 149/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014499104346773066732965835265921726796
f(z) = -97/180*z^3 + 149/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017061632180667063928122164845467544998
f(z) = -97/188*z^3 + 147/94*z + 1
*
-2 | 0.097742937733813415791371278656025200151 | 0.017238975396758828194299708398143173625
f(z) = -97/196*z^3 + 145/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017144852875194955798905032411784963386
f(z) = -95/188*z^3 + 143/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017324437079672087422015147685510915043
f(z) = -95/196*z^3 + 141/98*z + 1
*
[ 14/11 ] 
f(z) = -99/196*z^3 + 159/154*z + 1
*
[ 7/5 ] 
f(z) = -85/196*z^3 + 159/140*z + 1
*
[ 11/9 ] 
f(z) = -81/187*z^3 + 155/187*z + 1
*
-20/19 | 0.23836376033925712125215874486318814803 | 0.024294640335164322258534919435698342478
f(z) = -95/192*z^3 + 142/285*z + 1
*
[ 14/3 ] 
f(z) = -99/196*z^3 + 165/14*z + 1
*
[ -14/3 ] 
f(z) = -99/196*z^3 + 171/14*z + 1
*
[ -2 ] 
f(z) = -97/192*z^3 + 169/48*z + 1
*
[ -2 ] 
f(z) = -95/192*z^3 + 167/48*z + 1
*
[ -2 ] 
f(z) = -91/192*z^3 + 163/48*z + 1
*
[ -2 ] 
f(z) = -89/192*z^3 + 161/48*z + 1
*
-4/17 | 0.23904825723494177998565003060706153930 | 0.025768182538217746637006243575960129509
f(z) = -85/192*z^3 + 167/51*z + 1
*
[ -9/10 ] 
f(z) = -100/189*z^3 + 160/63*z + 1
*
[ -6/5 ] 
f(z) = -95/189*z^3 + 179/70*z + 1
*
-4/13 | 0.20153271799806633838840896282583445831 | 0.023290174896861558303598913648898518252
f(z) = -91/192*z^3 + 179/78*z + 1
*
[ 7/5 ] 
f(z) = -95/196*z^3 + 173/140*z + 1
*
-132/85 | 0.26422253413424349105278778823226469069 | 0.027239024754269003894357657675180774609
f(z) = -85/192*z^3 + 166/255*z + 1
*
[ 21/4 ] 
f(z) = -88/189*z^3 + 191/14*z + 1
*
[ 12 ] 
f(z) = -85/192*z^3 + 194/3*z + 1
*
[ -12 ] 
f(z) = -83/192*z^3 + 190/3*z + 1
*
-4/7 | 0.27182731825962035056507024062444280379 | 0.028948621781360878395719090602753691584
f(z) = -91/192*z^3 + 187/21*z + 1
*
[ -4/5 ] 
f(z) = -97/192*z^3 + 193/75*z + 1
*
[ -2/3 ] 
f(z) = -93/184*z^3 + 188/69*z + 1
*
[ -4/5 ] 
f(z) = -89/192*z^3 + 191/75*z + 1
*
[ -2/3 ] 
f(z) = -87/184*z^3 + 187/69*z + 1
*
[ 14/9 ] 
f(z) = -99/196*z^3 + 199/126*z + 1
*
[ 8/5 ] 
f(z) = -95/192*z^3 + 197/120*z + 1
*
[ 8/5 ] 
f(z) = -85/192*z^3 + 181/120*z + 1
*
[ 5/4 ] 
f(z) = -96/185*z^3 + 187/185*z + 1
*
[ 4/3 ] 
f(z) = -81/188*z^3 + 191/188*z + 1
*
[ 4/3 ] 
f(z) = -81/196*z^3 + 193/196*z + 1
*
[ 6/5 ] 
f(z) = -95/189*z^3 + 187/210*z + 1
*
[ 6/5 ] 
f(z) = -85/192*z^3 + 193/240*z + 1
*
[ -12 ] 
f(z) = -95/192*z^3 + 217/3*z + 1
*
[ -12 ] 
f(z) = -91/192*z^3 + 208/3*z + 1
*
[ 12 ] 
f(z) = -89/192*z^3 + 203/3*z + 1
*
[ 21/5 ] 
f(z) = -100/189*z^3 + 212/21*z + 1
*
[ -3/20 ] 
f(z) = -100/189*z^3 + 215/28*z + 1
*
-4/19 | 0.21313543440965113811655799035484666033 | 0.022365807464629846189282138150913864631
f(z) = -95/192*z^3 + 215/57*z + 1
*
[ -9/5 ] 
f(z) = -100/189*z^3 + 206/63*z + 1
*
[ 2 ] 
f(z) = -85/188*z^3 + 217/94*z + 1
*
[ 2 ] 
f(z) = -85/196*z^3 + 219/98*z + 1
*
[ 2 ] 
f(z) = -83/180*z^3 + 211/90*z + 1
*
[ 2 ] 
f(z) = -83/188*z^3 + 213/94*z + 1
*
[ 2 ] 
f(z) = -83/196*z^3 + 215/98*z + 1
*
[ 2 ] 
f(z) = -81/188*z^3 + 209/94*z + 1
*
[ 2 ] 
f(z) = -81/196*z^3 + 211/98*z + 1
*
[ 12 ] 
f(z) = -97/192*z^3 + 221/3*z + 1
*
[ 6 ] 
f(z) = -83/189*z^3 + 233/14*z + 1
*
[ -6 ] 
f(z) = -82/189*z^3 + 235/14*z + 1
*
-3/5 | 0.12145080297999338784336328669027397808 | 0.013926587658045031721462173833911261874
f(z) = -100/189*z^3 + 227/28*z + 1
*
[ -3/4 ] 
f(z) = -100/189*z^3 + 221/84*z + 1
*
[ 2 ] 
f(z) = -97/180*z^3 + 239/90*z + 1
*
[ 2 ] 
f(z) = -95/188*z^3 + 237/94*z + 1
*
[ -3/2 ] 
f(z) = -95/189*z^3 + 235/84*z + 1
*
[ 2 ] 
f(z) = -95/196*z^3 + 239/98*z + 1
*
[ 2 ] 
f(z) = -93/188*z^3 + 233/94*z + 1
*
[ 2 ] 
f(z) = -93/196*z^3 + 235/98*z + 1
*
[ 2 ] 
f(z) = -91/180*z^3 + 227/90*z + 1
*
[ 2 ] 
f(z) = -91/188*z^3 + 229/94*z + 1
*
[ 2 ] 
f(z) = -89/180*z^3 + 223/90*z + 1
*
[ 2 ] 
f(z) = -89/188*z^3 + 225/94*z + 1
*
[ -3/2 ] 
f(z) = -89/189*z^3 + 229/84*z + 1
*
[ 2 ] 
f(z) = -89/196*z^3 + 227/98*z + 1
*
[ 2 ] 
f(z) = -87/188*z^3 + 221/94*z + 1
*
[ 2 ] 
f(z) = -87/196*z^3 + 223/98*z + 1
*
[ -3/2 ] 
f(z) = -83/189*z^3 + 223/84*z + 1
*
[ -4/3 ] 
f(z) = -81/184*z^3 + 233/92*z + 1
*
[ 14/9 ] 
f(z) = -81/184*z^3 + 229/161*z + 1
*
[ 4/3 ] 
f(z) = -99/188*z^3 + 223/188*z + 1
*
[ 4/3 ] 
f(z) = -99/196*z^3 + 225/196*z + 1
*
-9/7 | 0.15243335301055832498307042903817195984 | 0.028098572801473904689872950799376469636
f(z) = -98/195*z^3 + 227/195*z + 1
*
13/7 | 0.15243302207066737737083642132195712969 | 0.027964033526667933743278989506729839351
f(z) = -98/195*z^3 + 233/195*z + 1
*
-2 | 0.063594428390436620472597321065876588180 | 0.011612316559288942436251172861261096045
f(z) = -83/186*z^3 + 239/186*z + 1
*
-2 | 0.084331392152162702101690414842676738930 | 0.015422542908362396446803658361831069775
f(z) = -83/190*z^3 + 237/190*z + 1
*
-2 | 0.084717805141230074982062729421979011490 | 0.015517259491906755573825833856646314543
f(z) = -83/194*z^3 + 235/194*z + 1
*
-2 | 0.071531927978006359636576106854333072716 | 0.013122623989418935736778094141947514073
f(z) = -83/198*z^3 + 233/198*z + 1
*
[ 13/9 ] 
f(z) = -81/182*z^3 + 225/182*z + 1
*
-2 | 0.083535467673865716148803957674987145924 | 0.015324688751594196662502698700921820327
f(z) = -81/182*z^3 + 233/182*z + 1
*
-2 | 0.084331978833077534436259126141453574110 | 0.015520112876204438486799650173501481436
f(z) = -81/190*z^3 + 229/190*z + 1
*
-2 | 0.084717091662410792919828617066909478382 | 0.015616197640423921642592874732766863496
f(z) = -81/194*z^3 + 227/194*z + 1
*
[ 21/16 ] 
f(z) = -88/189*z^3 + 233/224*z + 1
*
[ 6 ] 
f(z) = -92/189*z^3 + 257/14*z + 1
*
[ 6 ] 
f(z) = -89/189*z^3 + 249/14*z + 1
*
[ -6 ] 
f(z) = -88/189*z^3 + 251/14*z + 1
*
[ 6 ] 
f(z) = -86/189*z^3 + 241/14*z + 1
*
[ -6 ] 
f(z) = -85/189*z^3 + 243/14*z + 1
*
[ -21/8 ] 
f(z) = -88/189*z^3 + 257/56*z + 1
*
[ 12/5 ] 
f(z) = -89/192*z^3 + 244/75*z + 1
*
[ -4/3 ] 
f(z) = -99/184*z^3 + 249/92*z + 1
*
[ 2 ] 
f(z) = -99/188*z^3 + 245/94*z + 1
*
[ -2/3 ] 
f(z) = -99/188*z^3 + 257/94*z + 1
*
[ 2 ] 
f(z) = -99/196*z^3 + 247/98*z + 1
*
[ 2 ] 
f(z) = -97/188*z^3 + 241/94*z + 1
*
[ 2 ] 
f(z) = -97/196*z^3 + 243/98*z + 1
*
[ 7/3 ] 
f(z) = -87/196*z^3 + 251/84*z + 1
*
[ -2/3 ] 
f(z) = -81/188*z^3 + 253/94*z + 1
*
[ 12/7 ] 
f(z) = -83/192*z^3 + 248/147*z + 1
*
[ 7/5 ] 
f(z) = -100/189*z^3 + 250/189*z + 1
*
-2 | 0.084717029442676126529351743242660647624 | 0.015245573284260607340149902175526282302
f(z) = -89/194*z^3 + 259/194*z + 1
*
-2 | 0.071532751047479750361401783043803022077 | 0.012890929940967004167514347201565209534
f(z) = -89/198*z^3 + 257/198*z + 1
*
[ 3/2 ] 
f(z) = -88/183*z^3 + 259/183*z + 1
*
-2 | 0.083534691327677166801112089939090465317 | 0.015053801759010213172269612792844082300
f(z) = -87/182*z^3 + 257/182*z + 1
*
-2 | 0.084331252185424500587372765790371412500 | 0.015240433075824858171731144860603129777
f(z) = -87/190*z^3 + 253/190*z + 1
*
-2 | 0.084717920511620283710076844695712642524 | 0.015332303332391070282944669306443139130
f(z) = -87/194*z^3 + 251/194*z + 1
*
-2 | 0.083535520123290930821677282802189517120 | 0.015140232583918583117345848276898417374
f(z) = -85/182*z^3 + 249/182*z + 1
*
-2 | 0.063593250726677734294854548422286729917 | 0.011542706166470741597304741540852361695
f(z) = -85/186*z^3 + 247/186*z + 1
*
-2 | 0.084717215260167923778299442168458943558 | 0.015422586500078911595585294852233752271
f(z) = -85/194*z^3 + 243/194*z + 1
*
-2 | 0.071532642120549804354391751536316662772 | 0.013041985507934699870523547284745985635
f(z) = -85/198*z^3 + 241/198*z + 1
*
-2 | 0.083534722285836598925481355933907195342 | 0.015230230635480084816127772608803403378
f(z) = -83/182*z^3 + 241/182*z + 1
*
[ -6 ] 
f(z) = -97/189*z^3 + 275/14*z + 1
*
[ 6 ] 
f(z) = -95/189*z^3 + 265/14*z + 1
*
[ -6 ] 
f(z) = -94/189*z^3 + 267/14*z + 1
*
[ -4/17 ] 
f(z) = -85/192*z^3 + 269/51*z + 1
*
[ 12/5 ] 
f(z) = -97/192*z^3 + 262/75*z + 1
*
[ -2/3 ] 
f(z) = -99/196*z^3 + 267/98*z + 1
*
[ 7/3 ] 
f(z) = -93/196*z^3 + 265/84*z + 1
*
[ -2/3 ] 
f(z) = -81/196*z^3 + 263/98*z + 1
*
[ -12/17 ] 
f(z) = -85/192*z^3 + 269/102*z + 1
*
[ -7/6 ] 
f(z) = -81/196*z^3 + 271/112*z + 1
*
[ 12/7 ] 
f(z) = -95/192*z^3 + 275/147*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017095514655075279952363721275364878417
f(z) = -98/181*z^3 + 279/181*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013165922803973408114390945573864958954
f(z) = -97/180*z^3 + 277/180*z + 1
*
-1 | 0.096269112649729216909972010834392308778 | 0.017106537683485801490642052558333546982
f(z) = -97/181*z^3 + 278/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.014834300445756388824900285173603169846
f(z) = -97/182*z^3 + 279/182*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017117383336031349674947855524855000984
f(z) = -96/181*z^3 + 277/181*z + 1
*
-1 | 0.096268926121899108014003957013483795396 | 0.017128480409486845075878309556673416426
f(z) = -95/181*z^3 + 276/181*z + 1
*
-1 | 0.083535114162365054443664287496997800945 | 0.014853281318997100398290478603978584756
f(z) = -95/182*z^3 + 277/182*z + 1
*
-1 | 0.076129011375767646094674384097709958446 | 0.013527742866442132747680292701992473863
f(z) = -95/183*z^3 + 278/183*z + 1
*
-1 | 0.088016178074802015880138479200003641004 | 0.015630060009274586686636768278372123941
f(z) = -95/184*z^3 + 279/184*z + 1
*
-1 | 0.096269148893130962729861839259972305256 | 0.017139589137453896250973534427715265500
f(z) = -94/181*z^3 + 275/181*z + 1
*
-1 | 0.076128987589257149812406667361579868577 | 0.013536406582216861917014082929778141300
f(z) = -94/183*z^3 + 277/183*z + 1
*
-1 | 0.096673917675211679922043947844828654514 | 0.017167515877718127051486814261303045802
f(z) = -94/185*z^3 + 279/185*z + 1
*
-1 | 0.096269123830657691881281511849304598959 | 0.017150708483046692215640895139782618362
f(z) = -93/181*z^3 + 274/181*z + 1
*
-1 | 0.083535748216383522220508397642789128902 | 0.014872556984045081279821813290562953140
f(z) = -93/182*z^3 + 275/182*z + 1
*
-1 | 0.088016171947787677070256647137813785198 | 0.015650052982757521953842627740369918358
f(z) = -93/184*z^3 + 277/184*z + 1
*
-1 | 0.096673912699963912191742658250812340968 | 0.017178468618788093777641517633325698500
f(z) = -93/185*z^3 + 278/185*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.014994922329941758313079896484424403675
f(z) = -93/190*z^3 + 277/190*z + 1
*
-2 | 0.084717204658175230827162253037944267047 | 0.015082901401014918684716777612086375274
f(z) = -93/194*z^3 + 275/194*z + 1
*
-1 | 0.096269125211887969148100005893623931847 | 0.017161887736831683451253074601755097609
f(z) = -92/181*z^3 + 273/181*z + 1
*
[ 3/2 ] 
f(z) = -92/183*z^3 + 268/183*z + 1
*
-1 | 0.076128984121752940347611871583259163064 | 0.013553869794227492947475027700346848677
f(z) = -92/183*z^3 + 275/183*z + 1
*
-1 | 0.096673901779669679798951595219977157305 | 0.017189473836685712044233213017959677194
f(z) = -92/185*z^3 + 277/185*z + 1
*
-1 | 0.096872967254682726195195822729962970544 | 0.017202863434724172639735291540821527278
f(z) = -92/187*z^3 + 279/187*z + 1
*
[ 3/2 ] 
f(z) = -92/195*z^3 + 272/195*z + 1
*
-1 | 0.074046040597546359368545037213251040735 | 0.013217506262375011034217536119611389491
f(z) = -91/180*z^3 + 271/180*z + 1
*
-1 | 0.096269120311511166251120498120256799539 | 0.017173121557451002646554603030813243929
f(z) = -91/181*z^3 + 272/181*z + 1
*
-1 | 0.076128973063096435275380393018131089398 | 0.013562664457356172271804506645015298574
f(z) = -91/183*z^3 + 274/183*z + 1
*
-1 | 0.088016142579271513341762785587798920894 | 0.015670238478444830633880280060649001018
f(z) = -91/184*z^3 + 275/184*z + 1
*
-1 | 0.096673838856318026050294278014283645666 | 0.017200523800001705107789559870994658037
f(z) = -91/185*z^3 + 276/185*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011351783749635330668196612727510658184
f(z) = -91/186*z^3 + 271/186*z + 1
*
-1 | 0.063594472643173245262998765159694456127 | 0.011307659084134949947850030363048708542
f(z) = -91/186*z^3 + 277/186*z + 1
*
-1 | 0.096872385525597890673425736899392476514 | 0.017213736242820412200936770200980582885
f(z) = -91/187*z^3 + 278/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015700665910972313545881649982030668509
f(z) = -91/188*z^3 + 279/188*z + 1
*
-2 | 0.084331377494315582865577258143029221340 | 0.015073409828036066660336111972261837029
f(z) = -91/190*z^3 + 269/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015162654696649039139461747299954098783
f(z) = -91/194*z^3 + 267/194*z + 1
*
-2 | 0.071531828650983776190638940095508815377 | 0.012819944850706183047847387480866123524
f(z) = -91/198*z^3 + 265/198*z + 1
*
-1 | 0.096269109110682016227857271478965514970 | 0.017184410432687837010673710905869092536
f(z) = -90/181*z^3 + 271/181*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017224765336706011723247863610467068012
f(z) = -90/187*z^3 + 277/187*z + 1
*
-1 | 0.074046009970433429292356039791745756522 | 0.013235000868928307266407767919543217170
f(z) = -89/180*z^3 + 269/180*z + 1
*
-1 | 0.096269040624903402753228741654004444559 | 0.017195745752991990577097653407275911147
f(z) = -89/181*z^3 + 270/181*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014971170657076825709229769605431674119
f(z) = -89/182*z^3 + 265/182*z + 1
*
-1 | 0.083534843179917595236330992503109201269 | 0.014911294431773604563262423946474428388
f(z) = -89/182*z^3 + 271/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013580089500250217232354418287320015859
f(z) = -89/183*z^3 + 272/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015690516864031899264233882238883166989
f(z) = -89/184*z^3 + 273/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017222706160928185785232993603768114303
f(z) = -89/185*z^3 + 274/185*z + 1
*
-2 | 0.063593688233773171667202932634515364174 | 0.011412765667735652161460032109045045225
f(z) = -89/186*z^3 + 263/186*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011322054637664318633530440008172862093
f(z) = -89/186*z^3 + 275/186*z + 1
*
-1 | 0.096872472455421206094741560168441068681 | 0.017235865335925732986168077519870086128
f(z) = -89/187*z^3 + 276/187*z + 1
*
-1 | 0.088414372824198110030937334936662511874 | 0.015720856616631766995021805156729887992
f(z) = -89/188*z^3 + 277/188*z + 1
*
-1 | 0.083506449946986845697714430428823646669 | 0.014838676637955584696123011769178389033
f(z) = -89/189*z^3 + 278/189*z + 1
*
-2 | 0.084331774598990040966439650704974887657 | 0.015155263783023006032304787793259824389
f(z) = -89/190*z^3 + 261/190*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.014975765244658502061830890601418528951
f(z) = -89/190*z^3 + 279/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017207047336338359852859423314444466041
f(z) = -88/181*z^3 + 269/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013589018051036799311642993480592075184
f(z) = -88/183*z^3 + 271/183*z + 1
*
-1 | 0.096673462406660384446042911399223439892 | 0.017233968889841399794279992033883583058
f(z) = -88/185*z^3 + 273/185*z + 1
*
-1 | 0.083506336512772671281508338808773437590 | 0.014848164398653107328583495045227394325
f(z) = -88/189*z^3 + 277/189*z + 1
*
-1 | 0.097264860374311223619418264361474723700 | 0.017272456469902427480996205803384416170
f(z) = -88/191*z^3 + 279/191*z + 1
*
[ 3/2 ] 
f(z) = -88/195*z^3 + 263/195*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017218509697399357095223302231134221225
f(z) = -87/181*z^3 + 268/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.014931080761339700276026975453458744572
f(z) = -87/182*z^3 + 269/182*z + 1
*
-1 | 0.088016066745228955563818448850545942431 | 0.015711210268726108481363646492080030509
f(z) = -87/184*z^3 + 271/184*z + 1
*
-1 | 0.096673282149548881717222095785309779380 | 0.017245218615687802499029753492213446375
f(z) = -87/185*z^3 + 272/185*z + 1
*
-1 | 0.096872520601059730246981353930477861262 | 0.017258205899632523798492573530449507564
f(z) = -87/187*z^3 + 274/187*z + 1
*
-1 | 0.088414311102424694113458013508018628381 | 0.015741127698644421055698808475857965122
f(z) = -87/188*z^3 + 275/188*z + 1
*
-1 | 0.084331137165969277425393373144032876817 | 0.014994821241788675561093978171206797002
f(z) = -87/190*z^3 + 277/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017283381517100316734245269281262084247
f(z) = -87/191*z^3 + 278/191*z + 1
*
-1 | 0.096268857709509412738307753813652218775 | 0.017230100823376147113093606948375444573
f(z) = -86/181*z^3 + 267/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013607010016378186182151747474412998669
f(z) = -86/183*z^3 + 269/183*z + 1
*
-1 | 0.096673472542209236885284196648338326360 | 0.017256590878061490019815407342774687358
f(z) = -86/185*z^3 + 271/185*z + 1
*
-1 | 0.096872829153509524624664618346266888008 | 0.017269509980719202578197594047434001189
f(z) = -86/187*z^3 + 273/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014867309534395665077019815417116625777
f(z) = -86/189*z^3 + 275/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017294455900003441326461725712452646460
f(z) = -86/191*z^3 + 277/191*z + 1
*
-1 | 0.097457494856712758284532208793898252149 | 0.017306664823248930237835077051000541832
f(z) = -86/193*z^3 + 279/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017241609596938231876630391985078894923
f(z) = -85/181*z^3 + 266/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014950907040852073679608301605362133031
f(z) = -85/182*z^3 + 267/182*z + 1
*
-1 | 0.076127586267166304401766493118186138282 | 0.013616126550201770496384340914613331505
f(z) = -85/183*z^3 + 268/183*z + 1
*
-1 | 0.088016088263925159289676559007014102964 | 0.015732015879287240871598894881149785996
f(z) = -85/184*z^3 + 269/184*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.011351482835672505372009107894705152936
f(z) = -85/186*z^3 + 271/186*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015761515181554296575093166601766087196
f(z) = -85/188*z^3 + 273/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014876958606702947755696446060939041740
f(z) = -85/189*z^3 + 274/189*z + 1
*
-1 | 0.097264682726992237413181606062169577049 | 0.017305648662941320548781992512349328087
f(z) = -85/191*z^3 + 276/191*z + 1
*
-1 | 0.068459520647173946510789595006898611729 | 0.012172707601257870218553536082930676833
f(z) = -85/192*z^3 + 277/192*z + 1
*
-1 | 0.097457603231088698149168314907273974476 | 0.017317726489083991452155536873820923230
f(z) = -85/193*z^3 + 278/193*z + 1
*
-1 | 0.084717591318158303330746586693266792331 | 0.015044291459902640698986334369445707525
f(z) = -85/194*z^3 + 279/194*z + 1
*
-1 | 0.096268827611059691176355940154563398490 | 0.017253313442294509355589185383841689592
f(z) = -84/181*z^3 + 265/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017279400037048731456060771358705576550
f(z) = -84/185*z^3 + 269/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017292096953129527294020822832688199703
f(z) = -84/187*z^3 + 271/187*z + 1
*
-1 | 0.097264614161093824033109716214256805977 | 0.017316820014527810998813667016189692723
f(z) = -84/191*z^3 + 275/191*z + 1
*
-1 | 0.097457323736053754037645749211058346056 | 0.017328773181953073327642236827838764372
f(z) = -84/193*z^3 + 277/193*z + 1
*
-1 | 0.074045942383228528590083361970283858226 | 0.013288567034513430054551270820155287793
f(z) = -83/180*z^3 + 263/180*z + 1
*
-1 | 0.096268685903340384623890953780338997422 | 0.017264986484367168735796223627906726370
f(z) = -83/181*z^3 + 264/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014971053780565944808641337332796389211
f(z) = -83/182*z^3 + 265/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013634526323170273771931727398274687972
f(z) = -83/183*z^3 + 266/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015752925488349690286415577329428060341
f(z) = -83/184*z^3 + 267/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017290910595383965815276522881982223683
f(z) = -83/185*z^3 + 268/185*z + 1
*
-1 | 0.063594193113904144963030034635412285587 | 0.011366840717783367838838915995054604686
f(z) = -83/186*z^3 + 269/186*z + 1
*
-1 | 0.096872875586349306610278980490650948771 | 0.017303603818330448419568775370918663314
f(z) = -83/187*z^3 + 270/187*z + 1
*
-1 | 0.088414266541610969067873459825010848928 | 0.015782290481251747874552584455700426725
f(z) = -83/188*z^3 + 271/188*z + 1
*
-1 | 0.083506473425565919413090505417848857240 | 0.014896436306168469384541666192697881616
f(z) = -83/189*z^3 + 272/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015033688844027343315306268519728033992
f(z) = -83/190*z^3 + 273/190*z + 1
*
-1 | 0.097264517286816709740443302501554617009 | 0.017328041591661512801716636875825634331
f(z) = -83/191*z^3 + 274/191*z + 1
*
-1 | 0.068460510235712569737875729828939665816 | 0.012188588255653461019305084018320834211
f(z) = -83/192*z^3 + 275/192*z + 1
*
-1 | 0.097457566286330440901097219571436264583 | 0.017339967133090796621252909930263927914
f(z) = -83/193*z^3 + 276/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015063407942646420138888422086953104918
f(z) = -83/194*z^3 + 277/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013736437901437559640860453224365527263
f(z) = -83/195*z^3 + 278/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015837708634618717419036361977044468751
f(z) = -83/196*z^3 + 279/196*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017276705379290302841467168143482820419
f(z) = -82/181*z^3 + 263/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013643544787140599316053747541072919854
f(z) = -82/183*z^3 + 265/183*z + 1
*
-1 | 0.096673785307171990897171668612614585673 | 0.017302574347004593911516907150415338001
f(z) = -82/185*z^3 + 267/185*z + 1
*
-1 | 0.096872492525919323261150456380188279678 | 0.017315011615990364772308428328266623455
f(z) = -82/187*z^3 + 269/187*z + 1
*
-1 | 0.083506578370934702027930285514599483080 | 0.014906249053428977666446692099671665202
f(z) = -82/189*z^3 + 271/189*z + 1
*
-1 | 0.097264452432503157531273578603459060946 | 0.017339324625179986431491063564637281404
f(z) = -82/191*z^3 + 273/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017351112236165085477409664184531960919
f(z) = -82/193*z^3 + 275/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013745239568686240199413840093931099753
f(z) = -82/195*z^3 + 277/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017374076820122006058245687541453705032
f(z) = -82/197*z^3 + 279/197*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017288525068256089186929696951678830804
f(z) = -81/181*z^3 + 262/181*z + 1
*
[ 14/9 ] 
f(z) = -81/182*z^3 + 261/182*z + 1
*
-1 | 0.083534791063968639561441116902622792453 | 0.014991471984007725519761213810707954700
f(z) = -81/182*z^3 + 263/182*z + 1
*
-1 | 0.088015863150755997366793656701319278164 | 0.015774215937991068462388126334337392106
f(z) = -81/184*z^3 + 265/184*z + 1
*
-1 | 0.096673295554582622641719571151838494427 | 0.017314114706682133477139566063150510520
f(z) = -81/185*z^3 + 266/185*z + 1
*
-1 | 0.096872789425963431844855209603080018293 | 0.017326599000077088898871985769725183652
f(z) = -81/187*z^3 + 268/187*z + 1
*
-1 | 0.088414249124572865010349808170450136304 | 0.015803183243183685835644605408169999560
f(z) = -81/188*z^3 + 269/188*z + 1
*
-19/9 | 0.16394887750190960553020970564073726965 | 0.029463253883687663447104298145663132074
f(z) = -81/190*z^3 + 261/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017350652340436828821084475457399175850
f(z) = -81/191*z^3 + 272/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017362373327904058249836985230787090690
f(z) = -81/193*z^3 + 274/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015082841814130471356486972797811421351
f(z) = -81/194*z^3 + 275/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015857968322858219688969634326320320889
f(z) = -81/196*z^3 + 277/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017385162240174019769924426193303259676
f(z) = -81/197*z^3 + 278/197*z + 1
*
[ -6 ] 
f(z) = -100/189*z^3 + 283/14*z + 1
*
[ 46/9 ] 
f(z) = -81/184*z^3 + 283/23*z + 1
*
[ -46/9 ] 
f(z) = -81/184*z^3 + 292/23*z + 1
*
-3/11 | 0.25541772681861320793198499731464790973 | 0.028543632127150296133266661808032188487
f(z) = -88/189*z^3 + 285/77*z + 1
*
[ 14/5 ] 
f(z) = -85/196*z^3 + 283/70*z + 1
*
[ 3 ] 
f(z) = -85/198*z^3 + 299/66*z + 1
*
[ 3 ] 
f(z) = -83/180*z^3 + 289/60*z + 1
*
[ -12/5 ] 
f(z) = -83/192*z^3 + 293/75*z + 1
*
[ 3 ] 
f(z) = -83/198*z^3 + 293/66*z + 1
*
[ -7/6 ] 
f(z) = -99/196*z^3 + 285/112*z + 1
*
[ -3/4 ] 
f(z) = -95/189*z^3 + 293/112*z + 1
*
[ -3/5 ] 
f(z) = -95/189*z^3 + 299/105*z + 1
*
[ -3/4 ] 
f(z) = -89/189*z^3 + 291/112*z + 1
*
[ -21/17 ] 
f(z) = -85/189*z^3 + 297/119*z + 1
*
[ -3/4 ] 
f(z) = -83/189*z^3 + 289/112*z + 1
*
[ -10/9 ] 
f(z) = -81/184*z^3 + 281/115*z + 1
*
-12/5 | 0.26605680078954791630835179884148064775 | 0.029779616850298495097967323940553549281
f(z) = -85/189*z^3 + 281/140*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017073857390623365281319528053217725399
f(z) = -100/181*z^3 + 281/181*z + 1
*
-1 | 0.076128003789884216510728119176401260778 | 0.013484849856911204548003877238478668691
f(z) = -100/183*z^3 + 283/183*z + 1
*
[ 3/2 ] 
f(z) = -100/183*z^3 + 286/183*z + 1
*
-1 | 0.096872435225830332289753331165037816904 | 0.017116837112072808501720066095210865547
f(z) = -100/187*z^3 + 287/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014737025481692653127669117356434656928
f(z) = -100/189*z^3 + 289/189*z + 1
*
-1 | 0.097264934001483235826412137480899714078 | 0.017144260854004870764621286070342418954
f(z) = -100/191*z^3 + 291/191*z + 1
*
-1 | 0.097457902748280203772804824234576744185 | 0.017157560070193875766056960362021474672
f(z) = -100/193*z^3 + 293/193*z + 1
*
-1 | 0.097837767644300116918930746274888795596 | 0.017183415949186859253041905341132408622
f(z) = -100/197*z^3 + 297/197*z + 1
*
-1 | 0.098024819812518273644836699357983478502 | 0.017195998618439447955624025117649629145
f(z) = -100/199*z^3 + 299/199*z + 1
*
-1 | 0.096269037350718360726016503941734925263 | 0.017084761655798556621586071318520758230
f(z) = -99/181*z^3 + 280/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014815392114334377459900785445520586294
f(z) = -99/182*z^3 + 281/182*z + 1
*
-1 | 0.088015810027472205640197215432201267066 | 0.015590583283002007463997153271242787842
f(z) = -99/184*z^3 + 283/184*z + 1
*
-1 | 0.096673578907004594661157319992432559468 | 0.017113474912654717462891656269560252098
f(z) = -99/185*z^3 + 284/185*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015622237422022077193953255443792972522
f(z) = -99/188*z^3 + 287/188*z + 1
*
-1 | 0.084331742796301363184016058992703590831 | 0.014882702528071262109783435952794088054
f(z) = -99/190*z^3 + 289/190*z + 1
*
-1 | 0.097265001107800617698461983365033917685 | 0.017154681452581679879383351077278899254
f(z) = -99/191*z^3 + 290/191*z + 1
*
-1 | 0.097457885723154485051407883866349231540 | 0.017167890156556177081148601125553052693
f(z) = -99/193*z^3 + 292/193*z + 1
*
-1 | 0.084717531114907276882897045497989522793 | 0.014914605056265592923890998631222469620
f(z) = -99/194*z^3 + 293/194*z + 1
*
-2 | 0.084717768515510135614054003116203747359 | 0.014861609877337857187431547610455811068
f(z) = -99/194*z^3 + 299/194*z + 1
*
-1 | 0.089186151268847026840570257768139249494 | 0.015682528177201018427700764307294223416
f(z) = -99/196*z^3 + 295/196*z + 1
*
-1 | 0.097837762518391285384902639298930124100 | 0.017193599684470745046974937708653331690
f(z) = -99/197*z^3 + 296/197*z + 1
*
-1 | 0.098024809766361928661245756074155129773 | 0.017206108693591110355402804269408990660
f(z) = -99/199*z^3 + 298/199*z + 1
*
-1 | 0.076128847427862418825580137267507642821 | 0.013501961457287708690000698066372254371
f(z) = -98/183*z^3 + 281/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017124110415479496807890039900430604046
f(z) = -98/185*z^3 + 283/185*z + 1
*
-1 | 0.096872949097610924151546089280522878891 | 0.017138104294965985838114311800821484053
f(z) = -98/187*z^3 + 285/187*z + 1
*
-1 | 0.097264982750756767702217331374968616363 | 0.017165135649739982026545451465155607770
f(z) = -98/191*z^3 + 289/191*z + 1
*
-1 | 0.097457887317863639375011071726475247078 | 0.017178271487154742881653592181938332500
f(z) = -98/193*z^3 + 291/193*z + 1
*
-1 | 0.077304124431348064691916308376447683488 | 0.013609467484954696690392825025337586123
f(z) = -98/195*z^3 + 293/195*z + 1
*
-1 | 0.097837752356557348362495521159545462789 | 0.017203829140474148759599396856739455743
f(z) = -98/197*z^3 + 295/197*z + 1
*
-1 | 0.098024761798206781863287264665416797478 | 0.017216258055093510985748126862998149058
f(z) = -98/199*z^3 + 297/199*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014671411546730647459784821215113905603
f(z) = -97/182*z^3 + 297/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013510228268003114030284036846549955339
f(z) = -97/183*z^3 + 280/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015610141071714671915472217264732733670
f(z) = -97/184*z^3 + 281/184*z + 1
*
-1 | 0.096673794492194968375831067718787126652 | 0.017134949809820323597747915165938757646
f(z) = -97/185*z^3 + 282/185*z + 1
*
-1 | 0.063594727282510823582702130769315673398 | 0.011264781767597395596644358552686947024
f(z) = -97/186*z^3 + 283/186*z + 1
*
-2 | 0.063593833279760516124634481752302115542 | 0.011182364841596568166780102008410709180
f(z) = -97/186*z^3 + 295/186*z + 1
*
-1 | 0.096873062944672882604062530574696958195 | 0.017148788233136989986639218812836352023
f(z) = -97/187*z^3 + 284/187*z + 1
*
-1 | 0.088414439708812451051801702198016998070 | 0.015641682255216684003689532904065892738
f(z) = -97/188*z^3 + 285/188*z + 1
*
-1 | 0.083506934522004466839514042933724912711 | 0.014764330875136096057893100802556367290
f(z) = -97/189*z^3 + 286/189*z + 1
*
-1 | 0.084332366716363074007750330243228588647 | 0.014901074603879447510954884845630423517
f(z) = -97/190*z^3 + 287/190*z + 1
*
-2 | 0.084332040349914618222824891979349365748 | 0.014846739026212086081635404788313202993
f(z) = -97/190*z^3 + 293/190*z + 1
*
-1 | 0.097264984356651919634752152888261953384 | 0.017175642439644389139735939754095644188
f(z) = -97/191*z^3 + 288/191*z + 1
*
-1 | 0.068459640715794013028945231903408587655 | 0.012081624714110419257576186217328780603
f(z) = -97/192*z^3 + 289/192*z + 1
*
-1 | 0.097457882231175048564149257530444951424 | 0.017188700001823634313432586484275550406
f(z) = -97/193*z^3 + 290/193*z + 1
*
-1 | 0.077304114150970261082331431999097197185 | 0.013617661932085475870443321710087972311
f(z) = -97/195*z^3 + 292/195*z + 1
*
-1 | 0.089186125086896526175196427333352005463 | 0.015701305440140463025776805540151663641
f(z) = -97/196*z^3 + 293/196*z + 1
*
-1 | 0.097837702603331036153810521856638959782 | 0.017214098615377264837539951191130180385
f(z) = -97/197*z^3 + 294/197*z + 1
*
-2 | 0.071532432942211229844924764690181405434 | 0.012623905130949414467588508662095841862
f(z) = -97/198*z^3 + 289/198*z + 1
*
-1 | 0.071532834780333510594599788590829648822 | 0.012578362011115269164614406812807248500
f(z) = -97/198*z^3 + 295/198*z + 1
*
-1 | 0.098024346206726441271987725731288090964 | 0.017226389122437334728358471590437581934
f(z) = -97/199*z^3 + 296/199*z + 1
*
-1 | 0.096673938589279475497271661500692986938 | 0.017145771108560454943651551642074698217
f(z) = -96/185*z^3 + 281/185*z + 1
*
-1 | 0.096873041858318457306123917667273940328 | 0.017159499259263127519677903643521350579
f(z) = -96/187*z^3 + 283/187*z + 1
*
-1 | 0.097264979293463905049171408748336150999 | 0.017186197532808910261817168442205198169
f(z) = -96/191*z^3 + 287/191*z + 1
*
-1 | 0.097457871829273594441007415661087728127 | 0.017199176340484554396875356163065366094
f(z) = -96/193*z^3 + 289/193*z + 1
*
-1 | 0.097837264005577152494977192450452386704 | 0.017224346994361413655978998809576551332
f(z) = -96/197*z^3 + 293/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017236607735876144742730873525336413276
f(z) = -96/199*z^3 + 295/199*z + 1
*
-2 | 0.083534866089917414888789250459209543198 | 0.014742071271329564224571576639955814911
f(z) = -95/182*z^3 + 289/182*z + 1
*
-1 | 0.063594050159555250936054924650165983636 | 0.011278831128774987108118250836631106974
f(z) = -95/186*z^3 + 281/186*z + 1
*
-2 | 0.063594463034588092234358991354986515366 | 0.011236798811294149929584534094953144160
f(z) = -95/186*z^3 + 287/186*z + 1
*
-1 | 0.096873043437715495202013936839372684486 | 0.017170265695568756620751066893830425218
f(z) = -95/187*z^3 + 282/187*z + 1
*
-1 | 0.088414434892982059000070754724686584674 | 0.015661193258215176910827060835879264243
f(z) = -95/188*z^3 + 283/188*z + 1
*
-1 | 0.083506931086630464634818506116599604479 | 0.014782671608325966078126180448755480710
f(z) = -95/189*z^3 + 284/189*z + 1
*
-1 | 0.097264968766939210745239712800959543002 | 0.017196801554923108783418955134190950660
f(z) = -95/191*z^3 + 286/191*z + 1
*
-1 | 0.068459613558132856224896259087649223702 | 0.012096444683136819699339228396788542322
f(z) = -95/192*z^3 + 287/192*z + 1
*
-1 | 0.097457818188717005078540124660205520450 | 0.017209694210399543031282913047289480831
f(z) = -95/193*z^3 + 288/193*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015006344696467692400527356716620871787
f(z) = -95/194*z^3 + 283/194*z + 1
*
-1 | 0.084717991652188855869892819587704089005 | 0.014950866977581886186801239841718424723
f(z) = -95/194*z^3 + 289/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015720149771191067136187862290994056092
f(z) = -95/196*z^3 + 291/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017234692483695063455356610704450376707
f(z) = -95/197*z^3 + 292/197*z + 1
*
-2 | 0.071532030747186243385211364872931139891 | 0.012686685202021674370444888868294225089
f(z) = -95/198*z^3 + 281/198*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.012593340806301066685083060229313563171
f(z) = -95/198*z^3 + 293/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017246905547825792218222116540337346398
f(z) = -95/199*z^3 + 294/199*z + 1
*
-1 | 0.096873038430082285211707848159620738987 | 0.017181082800087362079214422605426445383
f(z) = -94/187*z^3 + 281/187*z + 1
*
-1 | 0.083506920432256386305981380312358170914 | 0.014791906105275278397298089960146024490
f(z) = -94/189*z^3 + 283/189*z + 1
*
-1 | 0.097264913008155853571242705868373253880 | 0.017207447888212156408739969129273660657
f(z) = -94/191*z^3 + 285/191*z + 1
*
-1 | 0.097457328448880936374095623843177907052 | 0.017220184591710059938378352431604646302
f(z) = -94/193*z^3 + 287/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013642548617037246555200052616767281609
f(z) = -94/195*z^3 + 289/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017245113927117793474779607357028596671
f(z) = -94/197*z^3 + 291/197*z + 1
*
-1 | 0.098024653489266784847913447840711440042 | 0.017257337098111457865373651435034324248
f(z) = -94/199*z^3 + 293/199*z + 1
*
-2 | 0.083535592115879979623542136963443170961 | 0.014815597282345300576024117640518907768
f(z) = -93/182*z^3 + 281/182*z + 1
*
-1 | 0.096873027644498884471225343366128083982 | 0.017191951158214194901443208352545378708
f(z) = -93/187*z^3 + 280/187*z + 1
*
-1 | 0.088414406676732873480199411145529683754 | 0.015680887752167660526394052079325689554
f(z) = -93/188*z^3 + 281/188*z + 1
*
-1 | 0.084331505203116743552835776911645844243 | 0.014937968017788279000799875782339527250
f(z) = -93/190*z^3 + 283/190*z + 1
*
-1 | 0.097264394822771353737604077842908353819 | 0.017218063089349797450373408306603682786
f(z) = -93/191*z^3 + 284/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017230793286161801047146020292103204385
f(z) = -93/193*z^3 + 286/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.014969014256530195292162553848969171067
f(z) = -93/194*z^3 + 287/194*z + 1
*
-1 | 0.089186028120294037584526674078383902551 | 0.015739377394116287449477007959139211911
f(z) = -93/196*z^3 + 289/196*z + 1
*
-1 | 0.097837546250098182885398568447699862076 | 0.017255661552529985673537769751577144211
f(z) = -93/197*z^3 + 290/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017267643944970108032211133867219851441
f(z) = -93/199*z^3 + 292/199*z + 1
*
-1 | 0.083506313645259875168493012186643062502 | 0.014810404549298664448851912489990497222
f(z) = -92/189*z^3 + 281/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017228808366297531597454784837297856011
f(z) = -92/191*z^3 + 283/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017241470547287082718704142980929159486
f(z) = -92/193*z^3 + 285/193*z + 1
*
-1 | 0.077304884115320127014289727905672851453 | 0.013659356310026710036444909387963520329
f(z) = -92/195*z^3 + 287/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017266102867437162306147963276175224206
f(z) = -92/197*z^3 + 289/197*z + 1
*
-1 | 0.098024728763107913044828207180426390521 | 0.017278184962652302477488683989215948557
f(z) = -92/199*z^3 + 291/199*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.014956793361400394112772213709516247304
f(z) = -91/190*z^3 + 281/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017239618008353961953042575436108981744
f(z) = -91/191*z^3 + 282/191*z + 1
*
-1 | 0.068459572941962722580381689287368962195 | 0.012126510829557537251445208292974509864
f(z) = -91/192*z^3 + 283/192*z + 1
*
[ 20/13 ] 
f(z) = -91/192*z^3 + 287/195*z + 1
*
-1 | 0.097457543986765714911332648106853321375 | 0.017252254989657920121771970689961904236
f(z) = -91/193*z^3 + 284/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.014987533327442558388815915388084385322
f(z) = -91/194*z^3 + 285/194*z + 1
*
-1 | 0.097837682985870660102774395601431011822 | 0.017276773046369900346844337796173618124
f(z) = -91/197*z^3 + 288/197*z + 1
*
-1 | 0.071532102135041462704024919642849841382 | 0.012623846750741220626558987620082841874
f(z) = -91/198*z^3 + 289/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017288575325016701358436203404436286170
f(z) = -91/199*z^3 + 290/199*z + 1
*
-1 | 0.097264571432666639135627991752466004035 | 0.017250523802923499609054304451833256413
f(z) = -90/191*z^3 + 281/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017262978022368004319117629229461526213
f(z) = -90/193*z^3 + 283/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017287289253299427157863508572376784915
f(z) = -90/197*z^3 + 287/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017299114383049961458096384909967567326
f(z) = -90/199*z^3 + 289/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017261393874741763407510025424092701400
f(z) = -89/191*z^3 + 280/191*z + 1
*
-1 | 0.068460464163034946270028590502728311975 | 0.012141922276614172872982612565988555498
f(z) = -89/192*z^3 + 281/192*z + 1
*
-1 | 0.097457789185801381030714608942978892064 | 0.017273908974469601164526388037773035745
f(z) = -89/193*z^3 + 282/193*z + 1
*
-1 | 0.084717131086325747453579868315206283011 | 0.015006275432630846778029833147122614558
f(z) = -89/194*z^3 + 283/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013684697135849312179149637258354407225
f(z) = -89/195*z^3 + 284/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015778091494919076148302198447924963092
f(z) = -89/196*z^3 + 285/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017297957521893715867205085052416982963
f(z) = -89/197*z^3 + 286/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012639265331627772573605708555099407190
f(z) = -89/198*z^3 + 287/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017309702895625849324715959098233410070
f(z) = -89/199*z^3 + 288/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017284692332413498744691135979535660869
f(z) = -88/193*z^3 + 281/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013693064404396685735463909364105133021
f(z) = -88/195*z^3 + 283/195*z + 1
*
-1 | 0.097837165469180100119802502046113350238 | 0.017308686907478540680311745667218857266
f(z) = -88/197*z^3 + 285/197*z + 1
*
-1 | 0.098024695468873811999411387590273672948 | 0.017320435285742274170177963956540889338
f(z) = -88/199*z^3 + 287/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017295628157198039975846688672177673195
f(z) = -87/193*z^3 + 280/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015025220490723263285357201664266010536
f(z) = -87/194*z^3 + 281/194*z + 1
*
-1 | 0.089185983088697865590935264035288871392 | 0.015797860595576528946482122539037431931
f(z) = -87/196*z^3 + 283/196*z + 1
*
-1 | 0.097837607803375253962194457675216893600 | 0.017319535136563538402412022727724180635
f(z) = -87/197*z^3 + 284/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017331029941257118523254688393546110810
f(z) = -87/199*z^3 + 286/199*z + 1
*
-1 | 0.077304950887001516954848730827836296404 | 0.013710551290335240619894744798018184705
f(z) = -86/195*z^3 + 281/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017330267711593186856619781824374831499
f(z) = -86/197*z^3 + 283/197*z + 1
*
-1 | 0.098024667124470039327116928888423730212 | 0.017341858427018013316885949834307282288
f(z) = -86/199*z^3 + 285/199*z + 1
*
-1 | 0.089185824647521668165701198971020986230 | 0.015817703900854516549228494577185276711
f(z) = -85/196*z^3 + 281/196*z + 1
*
-1 | 0.097837620874338818650257241732883125350 | 0.017341232254304176804916326225266224421
f(z) = -85/197*z^3 + 282/197*z + 1
*
-1 | 0.071532469937174846586678722807773369787 | 0.012670825044344491189153361996425297864
f(z) = -85/198*z^3 + 283/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017352559825574937555972465866152169300
f(z) = -85/199*z^3 + 284/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017352066662259367199618147276999897809
f(z) = -84/197*z^3 + 281/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017363401905656989806730471623295617796
f(z) = -84/199*z^3 + 283/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017363045114002606944334368179773242424
f(z) = -83/197*z^3 + 280/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012686626074387588494279568064226113291
f(z) = -83/198*z^3 + 281/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017374295993947463246828776353989684081
f(z) = -83/199*z^3 + 282/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017385242534309556782717877757814497353
f(z) = -82/199*z^3 + 281/199*z + 1
*
[ 5/3 ] 
f(z) = -81/185*z^3 + 299/185*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017396241976043062936337841513352300752
f(z) = -81/199*z^3 + 280/199*z + 1
*
[ 3/5 ] 
f(z) = -100/213*z^3 - 106/213*z + 1
*
[ 3/5 ] 
f(z) = -100/219*z^3 - 110/219*z + 1
*
[ 3/5 ] 
f(z) = -97/216*z^3 - 101/200*z + 1
*
[ 3/5 ] 
f(z) = -91/216*z^3 - 103/200*z + 1
*
[ 20/33 ] 
f(z) = -99/200*z^3 - 103/220*z + 1
*
[ 3/5 ] 
f(z) = -100/201*z^3 - 98/201*z + 1
*
[ 3/5 ] 
f(z) = -95/216*z^3 - 61/120*z + 1
*
[ 2/3 ] 
f(z) = -99/214*z^3 - 63/214*z + 1
*
[ 2/3 ] 
f(z) = -99/218*z^3 - 65/218*z + 1
*
[ 2/3 ] 
f(z) = -81/202*z^3 - 65/202*z + 1
*
[ 2/3 ] 
f(z) = -81/206*z^3 - 67/206*z + 1
*
[ 2/3 ] 
f(z) = -81/214*z^3 - 71/214*z + 1
*
[ 2/3 ] 
f(z) = -81/218*z^3 - 73/218*z + 1
*
[ 2/3 ] 
f(z) = -97/200*z^3 - 64/225*z + 1
*
[ 2/3 ] 
f(z) = -91/200*z^3 - 67/225*z + 1
*
[ 2/3 ] 
f(z) = -89/200*z^3 - 68/225*z + 1
*
[ 2/3 ] 
f(z) = -83/200*z^3 - 71/225*z + 1
*
[ 2/3 ] 
f(z) = -97/216*z^3 - 73/243*z + 1
*
[ 2/3 ] 
f(z) = -95/216*z^3 - 74/243*z + 1
*
[ 2/3 ] 
f(z) = -91/216*z^3 - 76/243*z + 1
*
[ 2/3 ] 
f(z) = -89/216*z^3 - 77/243*z + 1
*
[ 2/3 ] 
f(z) = -85/216*z^3 - 79/243*z + 1
*
[ 2/3 ] 
f(z) = -83/216*z^3 - 80/243*z + 1
*
[ 2/3 ] 
f(z) = -93/208*z^3 - 47/156*z + 1
*
[ 2/3 ] 
f(z) = -87/208*z^3 - 49/156*z + 1
*
[ 7/10 ] 
f(z) = -100/217*z^3 - 44/217*z + 1
*
[ 2/3 ] 
f(z) = -99/202*z^3 - 57/202*z + 1
*
[ 2/3 ] 
f(z) = -99/206*z^3 - 59/206*z + 1
*
[ 5/7 ] 
f(z) = -91/200*z^3 - 47/280*z + 1
*
[ 3/5 ] 
f(z) = -85/216*z^3 - 21/40*z + 1
*
[ 3/5 ] 
f(z) = -100/207*z^3 - 34/69*z + 1
*
[ 12/19 ] 
f(z) = -95/216*z^3 - 31/76*z + 1
*
[ 2/3 ] 
f(z) = -93/200*z^3 - 22/75*z + 1
*
[ 2/3 ] 
f(z) = -87/200*z^3 - 23/75*z + 1
*
[ 2/3 ] 
f(z) = -99/212*z^3 - 31/106*z + 1
*
[ 2/3 ] 
f(z) = -81/212*z^3 - 35/106*z + 1
*
[ 20/27 ] 
f(z) = -81/200*z^3 - 23/180*z + 1
*
[ 7/10 ] 
f(z) = -100/203*z^3 - 38/203*z + 1
*
[ 5/7 ] 
f(z) = -98/205*z^3 - 32/205*z + 1
*
[ 5/7 ] 
f(z) = -98/215*z^3 - 36/215*z + 1
*
[ 2/3 ] 
f(z) = -99/200*z^3 - 7/25*z + 1
*
[ 2/3 ] 
f(z) = -81/200*z^3 - 8/25*z + 1
*
[ 2/3 ] 
f(z) = -99/208*z^3 - 15/52*z + 1
*
[ 2/3 ] 
f(z) = -81/208*z^3 - 17/52*z + 1
*
[ 10/13 ] 
f(z) = -91/200*z^3 - 2/65*z + 1
*
[ 12/17 ] 
f(z) = -85/216*z^3 - 15/68*z + 1
*
150/91 | 0.19905999901561270131317988753851396462 | 0.020135264219779041441583771796811083862
f(z) = -91/216*z^3 - 2/91*z + 1
*
[ 3/4 ] 
f(z) = -95/216*z^3 - 11/128*z + 1
*
[ 3/4 ] 
f(z) = -89/216*z^3 - 13/128*z + 1
*
[ 3/4 ] 
f(z) = -88/207*z^3 - 13/138*z + 1
*
[ 3/4 ] 
f(z) = -83/216*z^3 - 15/128*z + 1
*
[ 7/9 ] 
f(z) = -81/203*z^3 - 9/203*z + 1
*
[ 7/9 ] 
f(z) = -81/217*z^3 - 13/217*z + 1
*
[ 3/4 ] 
f(z) = -100/207*z^3 - 17/276*z + 1
*
[ 6 ] 
f(z) = -97/216*z^3 + 17*z + 1
*
[ 6/5 ] 
f(z) = -95/216*z^3 + 4/5*z + 1
*
[ -6 ] 
f(z) = -95/216*z^3 + 17*z + 1
*
[ 6/7 ] 
f(z) = -91/216*z^3 + 1/7*z + 1
*
[ 6 ] 
f(z) = -91/216*z^3 + 16*z + 1
*
[ -6 ] 
f(z) = -89/216*z^3 + 16*z + 1
*
[ 6/5 ] 
f(z) = -85/216*z^3 + 11/15*z + 1
*
[ -6/5 ] 
f(z) = -85/216*z^3 + 12/5*z + 1
*
[ 6 ] 
f(z) = -85/216*z^3 + 15*z + 1
*
[ -6 ] 
f(z) = -83/216*z^3 + 15*z + 1
*
[ 10/9 ] 
f(z) = -81/200*z^3 + 3/5*z + 1
*
[ -10/9 ] 
f(z) = -81/200*z^3 + 12/5*z + 1
*
[ 6/5 ] 
f(z) = -89/216*z^3 + 19/25*z + 1
*
[ 6/5 ] 
f(z) = -83/216*z^3 + 18/25*z + 1
*
[ 10/11 ] 
f(z) = -99/200*z^3 + 17/55*z + 1
*
[ 6/7 ] 
f(z) = -97/216*z^3 + 8/49*z + 1
*
[ 6/7 ] 
f(z) = -85/216*z^3 + 6/49*z + 1
*
[ 8/9 ] 
f(z) = -81/208*z^3 + 19/104*z + 1
*
[ 6/7 ] 
f(z) = -83/216*z^3 + 17/147*z + 1
*
[ 5/6 ] 
f(z) = -81/200*z^3 + 13/160*z + 1
*
[ 4/5 ] 
f(z) = -95/208*z^3 + 11/260*z + 1
*
[ 4/5 ] 
f(z) = -85/208*z^3 + 3/260*z + 1
*
[ 10/3 ] 
f(z) = -99/200*z^3 + 31/5*z + 1
*
[ -10/3 ] 
f(z) = -99/200*z^3 + 34/5*z + 1
*
[ 3 ] 
f(z) = -95/216*z^3 + 37/8*z + 1
*
[ -6/5 ] 
f(z) = -95/216*z^3 + 37/15*z + 1
*
[ 3 ] 
f(z) = -89/216*z^3 + 35/8*z + 1
*
-3 | 0.18643032285259151667129592782394750657 | 0.028987828565738239943977254423018608944
f(z) = -85/216*z^3 + 23/8*z + 1
*
[ -3 ] 
f(z) = -85/216*z^3 + 39/8*z + 1
*
[ 3 ] 
f(z) = -83/216*z^3 + 33/8*z + 1
*
[ 10/3 ] 
f(z) = -81/200*z^3 + 26/5*z + 1
*
[ -10/3 ] 
f(z) = -81/200*z^3 + 29/5*z + 1
*
-2 | 0.098117035667077718186989093140251331789 | 0.017242677981005108141539470202387472357
f(z) = -99/200*z^3 + 37/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017326094471888787504904564864571968517
f(z) = -97/200*z^3 + 36/25*z + 1
*
-2 | 0.085979478617546244663318764151837916586 | 0.015258684826348736030793638171581985728
f(z) = -97/216*z^3 + 35/27*z + 1
*
-2 | 0.085979431503234611315515245288936109361 | 0.015337578902432608489647017101910607451
f(z) = -95/216*z^3 + 34/27*z + 1
*
-2 | 0.098117425087808208774504590832603386980 | 0.017502834371859788876188802175991346186
f(z) = -93/200*z^3 + 34/25*z + 1
*
-2 | 0.098117316655896042321320615215190154880 | 0.017596523002789214408820500437391427331
f(z) = -91/200*z^3 + 33/25*z + 1
*
-2 | 0.085979320473779488186775631764896981100 | 0.015505242408315573418957718127450021818
f(z) = -91/216*z^3 + 32/27*z + 1
*
-2 | 0.098117368186457958151693646772240188752 | 0.017694180063459930167274741497984002214
f(z) = -89/200*z^3 + 32/25*z + 1
*
-2 | 0.085979272207543411475454673900925380299 | 0.015594519520606604705296235438835981734
f(z) = -89/216*z^3 + 31/27*z + 1
*
-2 | 0.098117316726762632359539828451648109595 | 0.017796061442711279296338100749344670875
f(z) = -87/200*z^3 + 31/25*z + 1
*
-2 | 0.085979179611053106433925168532132763501 | 0.015785446175230156235925932769068834769
f(z) = -85/216*z^3 + 29/27*z + 1
*
[ 3/2 ] 
f(z) = -85/216*z^3 + 39/32*z + 1
*
-2 | 0.098117197005738023200091889005160452009 | 0.018013939411901774258199202053991832924
f(z) = -83/200*z^3 + 29/25*z + 1
*
-2 | 0.085979126184685468432899208405307101312 | 0.015887795572885439261447045853794574828
f(z) = -83/216*z^3 + 28/27*z + 1
*
-2 | 0.098117148530655956249864645975143824145 | 0.018130740183390728345942872151127452859
f(z) = -81/200*z^3 + 28/25*z + 1
*
[ 10/9 ] 
f(z) = -99/200*z^3 + 32/45*z + 1
*
-2/3 | 0.15961193172465192507500194728346033158 | 0.029903661452394473834034362788298843441
f(z) = -99/208*z^3 + 37/52*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = -81/208*z^3 + 23/52*z + 1
*
-2/3 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -81/208*z^3 + 35/52*z + 1
*
[ 6/7 ] 
f(z) = -98/207*z^3 + 25/138*z + 1
*
[ 6/7 ] 
f(z) = -95/216*z^3 + 23/147*z + 1
*
[ 6/7 ] 
f(z) = -89/216*z^3 + 20/147*z + 1
*
[ 5/6 ] 
f(z) = -99/200*z^3 + 23/160*z + 1
*
[ 8/9 ] 
f(z) = -81/200*z^3 + 39/200*z + 1
*
[ -3 ] 
f(z) = -97/216*z^3 + 43/8*z + 1
*
[ -6 ] 
f(z) = -97/216*z^3 + 52/3*z + 1
*
[ 6 ] 
f(z) = -95/216*z^3 + 50/3*z + 1
*
[ -3 ] 
f(z) = -91/216*z^3 + 41/8*z + 1
*
[ -6 ] 
f(z) = -91/216*z^3 + 49/3*z + 1
*
[ 6 ] 
f(z) = -89/216*z^3 + 47/3*z + 1
*
[ -6 ] 
f(z) = -85/216*z^3 + 46/3*z + 1
*
[ 6 ] 
f(z) = -83/216*z^3 + 44/3*z + 1
*
[ 3/2 ] 
f(z) = -97/216*z^3 + 43/32*z + 1
*
[ 2 ] 
f(z) = -93/200*z^3 + 59/25*z + 1
*
[ 10/7 ] 
f(z) = -91/200*z^3 + 43/35*z + 1
*
[ 2 ] 
f(z) = -91/200*z^3 + 58/25*z + 1
*
[ 3/2 ] 
f(z) = -91/216*z^3 + 41/32*z + 1
*
[ -6/7 ] 
f(z) = -91/216*z^3 + 52/21*z + 1
*
[ 2 ] 
f(z) = -91/216*z^3 + 59/27*z + 1
*
[ 2 ] 
f(z) = -89/200*z^3 + 57/25*z + 1
*
[ 2 ] 
f(z) = -89/216*z^3 + 58/27*z + 1
*
[ 2 ] 
f(z) = -87/200*z^3 + 56/25*z + 1
*
[ 2 ] 
f(z) = -85/216*z^3 + 56/27*z + 1
*
[ 12/5 ] 
f(z) = -85/216*z^3 + 57/20*z + 1
*
[ 2 ] 
f(z) = -83/200*z^3 + 54/25*z + 1
*
[ 2 ] 
f(z) = -83/216*z^3 + 55/27*z + 1
*
[ 20/9 ] 
f(z) = -81/200*z^3 + 51/20*z + 1
*
[ 2 ] 
f(z) = -81/200*z^3 + 53/25*z + 1
*
[ 4/3 ] 
f(z) = -99/208*z^3 + 57/52*z + 1
*
-2 | 0.098843475636280114506904374011886237272 | 0.018090504825819179004160483122651646549
f(z) = -85/208*z^3 + 59/52*z + 1
*
-2 | 0.098843428398668712513240895992629651040 | 0.018205403588885819425559261748378886015
f(z) = -83/208*z^3 + 57/52*z + 1
*
[ 4/3 ] 
f(z) = -81/208*z^3 + 49/52*z + 1
*
-2 | 0.098843376491204890784177533226675271051 | 0.018325955146467491927308568496427594909
f(z) = -81/208*z^3 + 55/52*z + 1
*
[ 6/5 ] 
f(z) = -91/216*z^3 + 58/75*z + 1
*
[ 12/13 ] 
f(z) = -91/216*z^3 + 43/156*z + 1
*
[ 18/19 ] 
f(z) = -95/216*z^3 + 58/171*z + 1
*
[ 9/10 ] 
f(z) = -100/207*z^3 + 58/207*z + 1
*
-10/3 | 0.22977513444213528277652389036260323608 | 0.029397994830937783684139012717827505108
f(z) = -87/200*z^3 + 62/15*z + 1
*
[ -6/17 ] 
f(z) = -85/216*z^3 + 66/17*z + 1
*
-42/17 | 0.27719141789289111381139285119432634145 | 0.028718712289124245230827934425039869327
f(z) = -85/216*z^3 + 72/17*z + 1
*
[ 2 ] 
f(z) = -99/200*z^3 + 62/25*z + 1
*
[ -2/3 ] 
f(z) = -99/200*z^3 + 68/25*z + 1
*
[ 2 ] 
f(z) = -97/200*z^3 + 61/25*z + 1
*
[ -6/5 ] 
f(z) = -97/216*z^3 + 62/25*z + 1
*
[ 2 ] 
f(z) = -97/216*z^3 + 62/27*z + 1
*
[ 2 ] 
f(z) = -95/216*z^3 + 61/27*z + 1
*
[ -12/5 ] 
f(z) = -95/216*z^3 + 79/20*z + 1
*
[ -6/5 ] 
f(z) = -91/216*z^3 + 61/25*z + 1
*
[ -12/7 ] 
f(z) = -91/216*z^3 + 79/28*z + 1
*
[ -2 ] 
f(z) = -83/200*z^3 + 79/25*z + 1
*
[ -2/3 ] 
f(z) = -81/200*z^3 + 67/25*z + 1
*
[ -20/9 ] 
f(z) = -81/200*z^3 + 69/20*z + 1
*
[ -2 ] 
f(z) = -81/200*z^3 + 78/25*z + 1
*
[ 5/3 ] 
f(z) = -99/200*z^3 + 71/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017411940206522862234498006271500319437
f(z) = -99/208*z^3 + 73/52*z + 1
*
-2 | 0.098843782167040770854353597799256542360 | 0.017497651431884622405114773421069356736
f(z) = -97/208*z^3 + 71/52*z + 1
*
-2 | 0.098843553189368350558180396588863374184 | 0.017586566430214252061987829835404261367
f(z) = -95/208*z^3 + 69/52*z + 1
*
-2 | 0.098843689690147820701389996322995115280 | 0.017679112835479421531285709665226213470
f(z) = -93/208*z^3 + 67/52*z + 1
*
-3/7 | 0.21940153768026190784705747678810755016 | 0.028622751239958645692945781663353363816
f(z) = -91/216*z^3 + 79/56*z + 1
*
-2 | 0.098843581126816156947548236818292099055 | 0.017875910797022578677826335900203177740
f(z) = -89/208*z^3 + 63/52*z + 1
*
-2 | 0.098843523401941074211256480744241196773 | 0.017980807454126814153482607995455201360
f(z) = -87/208*z^3 + 61/52*z + 1
*
[ 5/3 ] 
f(z) = -81/200*z^3 + 61/40*z + 1
*
[ 6/5 ] 
f(z) = -97/216*z^3 + 61/75*z + 1
*
5/3 | 0.18120348265920712430206390438267028837 | 0.028326633623593352661719006967442187756
f(z) = -87/200*z^3 + 73/120*z + 1
*
[ 18/17 ] 
f(z) = -85/216*z^3 + 76/153*z + 1
*
[ -6/19 ] 
f(z) = -95/216*z^3 + 80/19*z + 1
*
[ 10/3 ] 
f(z) = -93/200*z^3 + 88/15*z + 1
*
[ -10/3 ] 
f(z) = -93/200*z^3 + 97/15*z + 1
*
[ 10/3 ] 
f(z) = -87/200*z^3 + 83/15*z + 1
*
[ -10/3 ] 
f(z) = -87/200*z^3 + 92/15*z + 1
*
[ -2 ] 
f(z) = -99/200*z^3 + 87/25*z + 1
*
[ -2 ] 
f(z) = -97/200*z^3 + 86/25*z + 1
*
[ -2 ] 
f(z) = -97/216*z^3 + 89/27*z + 1
*
[ -3/2 ] 
f(z) = -95/216*z^3 + 85/32*z + 1
*
[ -2 ] 
f(z) = -95/216*z^3 + 88/27*z + 1
*
[ -2 ] 
f(z) = -93/200*z^3 + 84/25*z + 1
*
[ -2 ] 
f(z) = -91/200*z^3 + 83/25*z + 1
*
[ -10/7 ] 
f(z) = -91/200*z^3 + 92/35*z + 1
*
[ -2 ] 
f(z) = -91/216*z^3 + 86/27*z + 1
*
[ -2 ] 
f(z) = -89/200*z^3 + 82/25*z + 1
*
[ -3/2 ] 
f(z) = -89/216*z^3 + 83/32*z + 1
*
[ -2 ] 
f(z) = -89/216*z^3 + 85/27*z + 1
*
[ -2 ] 
f(z) = -87/200*z^3 + 81/25*z + 1
*
[ -2 ] 
f(z) = -85/216*z^3 + 83/27*z + 1
*
[ -3/2 ] 
f(z) = -83/216*z^3 + 81/32*z + 1
*
[ -2 ] 
f(z) = -83/216*z^3 + 82/27*z + 1
*
3/5 | 0.20800872627393323674376619895408605099 | 0.026360393771835673211163257801818820102
f(z) = -85/216*z^3 + 99/40*z + 1
*
[ 3/2 ] 
f(z) = -100/207*z^3 + 98/69*z + 1
*
[ 3/2 ] 
f(z) = -88/207*z^3 + 89/69*z + 1
*
[ 4/3 ] 
f(z) = -81/200*z^3 + 97/100*z + 1
*
[ 10/9 ] 
f(z) = -93/200*z^3 + 91/135*z + 1
*
[ 10/9 ] 
f(z) = -87/200*z^3 + 86/135*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.024799446284768841693412426890998337528
f(z) = -93/208*z^3 + 85/156*z + 1
*
17/9 | 0.069690011812691473236565815945135719349 | 0.013153234695356868925688300586795627529
f(z) = -81/200*z^3 + 89/200*z + 1
*
[ 3 ] 
f(z) = -97/216*z^3 + 113/24*z + 1
*
[ 3 ] 
f(z) = -91/216*z^3 + 107/24*z + 1
*
[ 3 ] 
f(z) = -85/216*z^3 + 101/24*z + 1
*
[ -3 ] 
f(z) = -83/216*z^3 + 115/24*z + 1
*
[ -10/9 ] 
f(z) = -99/200*z^3 + 113/45*z + 1
*
[ -5/3 ] 
f(z) = -99/200*z^3 + 119/40*z + 1
*
[ -3/5 ] 
f(z) = -95/216*z^3 + 113/40*z + 1
*
[ 2 ] 
f(z) = -93/208*z^3 + 119/52*z + 1
*
[ 2 ] 
f(z) = -89/208*z^3 + 115/52*z + 1
*
[ 2 ] 
f(z) = -87/208*z^3 + 113/52*z + 1
*
[ 2 ] 
f(z) = -85/208*z^3 + 111/52*z + 1
*
[ 2 ] 
f(z) = -83/208*z^3 + 109/52*z + 1
*
[ -5/3 ] 
f(z) = -81/200*z^3 + 109/40*z + 1
*
[ -5/9 ] 
f(z) = -81/200*z^3 + 117/40*z + 1
*
[ 2 ] 
f(z) = -81/208*z^3 + 107/52*z + 1
*
-30/13 | 0.29705205710583091627212811068490263938 | 0.029508600851059213717769615296740833998
f(z) = -91/216*z^3 + 109/65*z + 1
*
[ 3/2 ] 
f(z) = -83/216*z^3 + 115/96*z + 1
*
[ 4/3 ] 
f(z) = -99/200*z^3 + 113/100*z + 1
*
-2 | 0.099196182390669540276985883747506104661 | 0.018183381013340278671734303103772353665
f(z) = -85/212*z^3 + 117/106*z + 1
*
-2 | 0.078140234456485954976564918080552315182 | 0.014369086954702515044587317055213031457
f(z) = -83/204*z^3 + 115/102*z + 1
*
-2 | 0.099196132619321747808356964781221007799 | 0.018300063117872859814157835223427096231
f(z) = -83/212*z^3 + 113/106*z + 1
*
-2 | 0.099196076612594296745749719803292098782 | 0.018422540174307856531507177192969750435
f(z) = -81/212*z^3 + 109/106*z + 1
*
[ 6/5 ] 
f(z) = -100/207*z^3 + 119/138*z + 1
*
-5/3 | 0.18215430183692995737396682910346339752 | 0.028475270427336773811860846851875621483
f(z) = -93/200*z^3 + 107/120*z + 1
*
-2/3 | 0.14439985849750748564673634895350515268 | 0.022435749669113246396935563841078256199
f(z) = -93/208*z^3 + 109/156*z + 1
*
-2/3 | 0.14820313520839881793434804783667758927 | 0.023026673823027145221054779603558276531
f(z) = -87/208*z^3 + 107/156*z + 1
*
[ -3 ] 
f(z) = -95/216*z^3 + 127/24*z + 1
*
[ -6/13 ] 
f(z) = -91/216*z^3 + 127/39*z + 1
*
[ -3 ] 
f(z) = -89/216*z^3 + 121/24*z + 1
*
[ -2/9 ] 
f(z) = -81/200*z^3 + 138/25*z + 1
*
[ -10/11 ] 
f(z) = -99/200*z^3 + 138/55*z + 1
*
[ 2 ] 
f(z) = -99/208*z^3 + 125/52*z + 1
*
[ -4/3 ] 
f(z) = -99/208*z^3 + 135/52*z + 1
*
[ 2 ] 
f(z) = -97/208*z^3 + 123/52*z + 1
*
[ 2 ] 
f(z) = -95/208*z^3 + 121/52*z + 1
*
[ -6/7 ] 
f(z) = -95/216*z^3 + 122/49*z + 1
*
[ -12/13 ] 
f(z) = -91/216*z^3 + 127/52*z + 1
*
-3/7 | 0.22651326985142293004028439508032281166 | 0.027619825173933946879643547547227514742
f(z) = -91/216*z^3 + 135/56*z + 1
*
[ -6/7 ] 
f(z) = -89/216*z^3 + 121/49*z + 1
*
[ -6/7 ] 
f(z) = -83/216*z^3 + 120/49*z + 1
*
-18/7 | 0.23362201585267767134279051378688248684 | 0.028849223655715089536531815346552670155
f(z) = -91/216*z^3 + 137/63*z + 1
*
[ 3/2 ] 
f(z) = -95/216*z^3 + 127/96*z + 1
*
[ 30/19 ] 
f(z) = -95/216*z^3 + 139/95*z + 1
*
[ 12/7 ] 
f(z) = -91/216*z^3 + 139/84*z + 1
*
[ 3/2 ] 
f(z) = -89/216*z^3 + 121/96*z + 1
*
-2 | 0.078139511346400229992316015882381123491 | 0.013884998610923850815014693446162671066
f(z) = -95/204*z^3 + 139/102*z + 1
*
-2 | 0.099196439063470192254353168903819755046 | 0.017672220762355094835169444964074104845
f(z) = -95/212*z^3 + 137/106*z + 1
*
-2 | 0.099196390061643417636129712680091993339 | 0.017765999039997171719887597538217818322
f(z) = -93/212*z^3 + 133/106*z + 1
*
-2 | 0.078140451284154164266558242449060725052 | 0.014032977167877234965308351298935573739
f(z) = -91/204*z^3 + 131/102*z + 1
*
-2 | 0.099196334426546162676893993337588332477 | 0.017863687446222673077619909043926277129
f(z) = -91/212*z^3 + 129/106*z + 1
*
[ 18/13 ] 
f(z) = -91/216*z^3 + 127/117*z + 1
*
-2 | 0.078139367146115969323148262112768357256 | 0.014111369005033626005568543135474038531
f(z) = -89/204*z^3 + 127/102*z + 1
*
-2 | 0.099196276145375969361929996889823020467 | 0.017965585127021412124115611955830584999
f(z) = -89/212*z^3 + 125/106*z + 1
*
-2 | 0.099196228259933279661500559859421932188 | 0.018072026539348214665240052940842232926
f(z) = -87/212*z^3 + 121/106*z + 1
*
[ -2/3 ] 
f(z) = -99/208*z^3 + 141/52*z + 1
*
[ -2 ] 
f(z) = -81/208*z^3 + 159/52*z + 1
*
[ 30/17 ] 
f(z) = -85/216*z^3 + 141/85*z + 1
*
-2 | 0.099196481154380887625160673509027720901 | 0.017495337644981032321252562354153553018
f(z) = -99/212*z^3 + 145/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.013815266038372998918054217565698879220
f(z) = -97/204*z^3 + 143/102*z + 1
*
-2 | 0.099196257697991555452695374514716575249 | 0.017582043881750360200253738117987121437
f(z) = -97/212*z^3 + 141/106*z + 1
*
[ 4/3 ] 
f(z) = -87/208*z^3 + 155/156*z + 1
*
[ 11/10 ] 
f(z) = -100/209*z^3 + 140/209*z + 1
*
[ 11/9 ] 
f(z) = -81/209*z^3 + 159/209*z + 1
*
6/17 | 0.26107522205864857405467279664946890608 | 0.026591677776151648275300194636617287790
f(z) = -85/216*z^3 + 157/255*z + 1
*
-4/5 | 0.18941633751046859867871971271357491749 | 0.027266012970953747933556250490052532742
f(z) = -95/208*z^3 + 141/260*z + 1
*
[ 10/9 ] 
f(z) = -81/208*z^3 + 151/260*z + 1
*
[ -2 ] 
f(z) = -99/208*z^3 + 177/52*z + 1
*
[ -2 ] 
f(z) = -97/208*z^3 + 175/52*z + 1
*
[ -2 ] 
f(z) = -95/208*z^3 + 173/52*z + 1
*
[ -2 ] 
f(z) = -93/208*z^3 + 171/52*z + 1
*
[ -2 ] 
f(z) = -89/208*z^3 + 167/52*z + 1
*
[ -2 ] 
f(z) = -87/208*z^3 + 165/52*z + 1
*
[ -2 ] 
f(z) = -85/208*z^3 + 163/52*z + 1
*
[ -2 ] 
f(z) = -83/208*z^3 + 161/52*z + 1
*
70/27 | 0.24876041986171717380331782229260121262 | 0.028324138627699350099105965574854963911
f(z) = -81/200*z^3 + 163/45*z + 1
*
[ -10/27 ] 
f(z) = -81/200*z^3 + 169/45*z + 1
*
[ -4/9 ] 
f(z) = -81/208*z^3 + 173/52*z + 1
*
-14/9 | 0.15106051767460499078358588309650771896 | 0.022979596487495090308463052947396318722
f(z) = -81/208*z^3 + 179/52*z + 1
*
[ -10/13 ] 
f(z) = -91/200*z^3 + 167/65*z + 1
*
[ -6/5 ] 
f(z) = -83/216*z^3 + 179/75*z + 1
*
[ 3/2 ] 
f(z) = -86/207*z^3 + 175/138*z + 1
*
[ 3/2 ] 
f(z) = -82/207*z^3 + 169/138*z + 1
*
[ 4/3 ] 
f(z) = -93/208*z^3 + 163/156*z + 1
*
-5/7 | 0.20155450966294726537325364210679253971 | 0.027822774647651357589210425820552118131
f(z) = -91/200*z^3 + 177/280*z + 1
*
[ -3/7 ] 
f(z) = -91/216*z^3 + 191/56*z + 1
*
-20/9 | 0.14684953513870846552387132720073058305 | 0.022120665149846362665007746760717246062
f(z) = -81/208*z^3 + 191/52*z + 1
*
[ -3/2 ] 
f(z) = -100/207*z^3 + 190/69*z + 1
*
[ -3/5 ] 
f(z) = -100/207*z^3 + 196/69*z + 1
*
[ 12/5 ] 
f(z) = -95/216*z^3 + 187/60*z + 1
*
[ -6/5 ] 
f(z) = -89/216*z^3 + 182/75*z + 1
*
[ -3/2 ] 
f(z) = -88/207*z^3 + 181/69*z + 1
*
-6/5 | 0.27820973383045800655470283631634516848 | 0.026270453976485451618297577711053129292
f(z) = -85/216*z^3 + 184/85*z + 1
*
[ 24/13 ] 
f(z) = -91/216*z^3 + 197/104*z + 1
*
0 | 0.15734072692269220853810430878081796288 | 0.026282801028689845637051886097402546427
f(z) = -83/210*z^3 + 199/105*z + 1
*
[ 3/2 ] 
f(z) = -98/207*z^3 + 193/138*z + 1
*
[ 3/2 ] 
f(z) = -94/207*z^3 + 187/138*z + 1
*
[ 5/3 ] 
f(z) = -87/200*z^3 + 193/120*z + 1
*
[ 5/4 ] 
f(z) = -96/205*z^3 + 191/205*z + 1
*
[ 5/4 ] 
f(z) = -96/215*z^3 + 193/215*z + 1
*
[ 4/3 ] 
f(z) = -81/212*z^3 + 197/212*z + 1
*
[ 10 ] 
f(z) = -83/200*z^3 + 212/5*z + 1
*
[ -10 ] 
f(z) = -83/200*z^3 + 213/5*z + 1
*
[ 10 ] 
f(z) = -81/200*z^3 + 207/5*z + 1
*
[ -10 ] 
f(z) = -81/200*z^3 + 208/5*z + 1
*
[ 26/9 ] 
f(z) = -81/208*z^3 + 203/52*z + 1
*
[ -2/3 ] 
f(z) = -93/200*z^3 + 203/75*z + 1
*
[ 18/7 ] 
f(z) = -91/216*z^3 + 214/63*z + 1
*
[ -2/3 ] 
f(z) = -87/200*z^3 + 202/75*z + 1
*
258/91 | 0.28925021095482668624645222540754773594 | 0.027074363522158952133455486501849004091
f(z) = -91/216*z^3 + 202/91*z + 1
*
0 | 0.12284198402007020919386559045754705072 | 0.020402176987628072712749943842845364664
f(z) = -97/210*z^3 + 206/105*z + 1
*
-42/17 | 0.31116994233004052693400223190471597563 | 0.028957040954928326321593514177456991287
f(z) = -85/216*z^3 + 215/119*z + 1
*
[ 2 ] 
f(z) = -83/204*z^3 + 217/102*z + 1
*
[ 2 ] 
f(z) = -83/212*z^3 + 219/106*z + 1
*
[ 2 ] 
f(z) = -81/212*z^3 + 215/106*z + 1
*
-2/5 | 0.18128883641136694229174490493430159310 | 0.024379795354276677810857805484384938076
f(z) = -95/216*z^3 + 212/135*z + 1
*
[ 5/3 ] 
f(z) = -93/200*z^3 + 203/120*z + 1
*
-5/3 | 0.20877827242959017310942991848840502108 | 0.029870976921934666423779888945404730334
f(z) = -87/200*z^3 + 217/120*z + 1
*
-2/5 | 0.19085568271298710912750616297359763302 | 0.025682678812032044347082523537663648380
f(z) = -85/216*z^3 + 211/135*z + 1
*
-3/5 | 0.21636526283810495267958556436522825899 | 0.028555072072473739714492496987507288025
f(z) = -85/216*z^3 + 217/120*z + 1
*
[ 9/7 ] 
f(z) = -98/207*z^3 + 208/207*z + 1
*
-2 | 0.086534530609773829072559515045752399799 | 0.016084792129505272651948971427276991104
f(z) = -81/214*z^3 + 217/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -81/218*z^3 + 215/218*z + 1
*
-30/17 | 0.28401194051655072881343255356097129867 | 0.028927885025791864267105896543002635359
f(z) = -85/216*z^3 + 202/255*z + 1
*
[ 10 ] 
f(z) = -93/200*z^3 + 237/5*z + 1
*
[ -10 ] 
f(z) = -93/200*z^3 + 238/5*z + 1
*
[ 10 ] 
f(z) = -91/200*z^3 + 232/5*z + 1
*
[ -10 ] 
f(z) = -91/200*z^3 + 233/5*z + 1
*
[ 10 ] 
f(z) = -89/200*z^3 + 227/5*z + 1
*
[ -10 ] 
f(z) = -89/200*z^3 + 228/5*z + 1
*
[ 10 ] 
f(z) = -87/200*z^3 + 222/5*z + 1
*
[ -10 ] 
f(z) = -87/200*z^3 + 223/5*z + 1
*
[ -12 ] 
f(z) = -85/216*z^3 + 231/4*z + 1
*
[ 12 ] 
f(z) = -83/216*z^3 + 225/4*z + 1
*
[ -10/33 ] 
f(z) = -99/200*z^3 + 239/55*z + 1
*
[ 10/3 ] 
f(z) = -83/200*z^3 + 239/45*z + 1
*
[ -26/9 ] 
f(z) = -81/208*z^3 + 239/52*z + 1
*
[ -3/7 ] 
f(z) = -98/207*z^3 + 236/69*z + 1
*
[ -30/13 ] 
f(z) = -91/216*z^3 + 239/65*z + 1
*
[ -12/5 ] 
f(z) = -85/216*z^3 + 221/60*z + 1
*
[ 2 ] 
f(z) = -93/212*z^3 + 239/106*z + 1
*
[ 2 ] 
f(z) = -91/204*z^3 + 233/102*z + 1
*
[ 2 ] 
f(z) = -91/212*z^3 + 235/106*z + 1
*
[ 2 ] 
f(z) = -89/204*z^3 + 229/102*z + 1
*
[ 2 ] 
f(z) = -89/212*z^3 + 231/106*z + 1
*
[ 2 ] 
f(z) = -87/212*z^3 + 227/106*z + 1
*
[ 2 ] 
f(z) = -85/212*z^3 + 223/106*z + 1
*
-5/3 | 0.20877843615331727325051025517332622752 | 0.029679687590932323850434711728878198614
f(z) = -93/200*z^3 + 227/120*z + 1
*
[ 14/9 ] 
f(z) = -81/200*z^3 + 234/175*z + 1
*
[ 4/3 ] 
f(z) = -99/212*z^3 + 229/212*z + 1
*
-2 | 0.086877595624966648868724455759441107859 | 0.015863813353477998435280195756462244812
f(z) = -87/218*z^3 + 239/218*z + 1
*
-2 | 0.085465434284768692258345621011507348672 | 0.015605953271546128896671939447432078163
f(z) = -85/202*z^3 + 239/202*z + 1
*
-2 | 0.085829163724914030000923371681368164753 | 0.015696455691706509585386159524909923835
f(z) = -85/206*z^3 + 237/206*z + 1
*
-2 | 0.086534640565473437827707729029343347034 | 0.015874890867604929568416033566523993927
f(z) = -85/214*z^3 + 233/214*z + 1
*
-2 | 0.086876894119539839432151672561450823742 | 0.015962922866354278674429405216127731928
f(z) = -85/218*z^3 + 231/218*z + 1
*
-2 | 0.085466035504600514823696691489060790362 | 0.015703689068071629383437074935509357186
f(z) = -83/202*z^3 + 231/202*z + 1
*
-2 | 0.085828464650640336689589945098540489509 | 0.015795520012709386529651541573319066683
f(z) = -83/206*z^3 + 229/206*z + 1
*
-2 | 0.065841575476726430587378449701509420854 | 0.012136807761280381740515288305380390105
f(z) = -83/210*z^3 + 227/210*z + 1
*
-2 | 0.086534589073684851962894732779595181010 | 0.015977286728005300537831815733689053425
f(z) = -83/214*z^3 + 225/214*z + 1
*
-2 | 0.086877490656028310442295283584807646043 | 0.016067085405827316198730342898378245756
f(z) = -83/218*z^3 + 223/218*z + 1
*
-2 | 0.085465335257550570972119680654337919857 | 0.015805921999491436123384543225241622594
f(z) = -81/202*z^3 + 223/202*z + 1
*
-2 | 0.085829066573687051498566458976343153527 | 0.015899681302594911676751152665138373776
f(z) = -81/206*z^3 + 221/206*z + 1
*
[ 13/9 ] 
f(z) = -81/208*z^3 + 233/208*z + 1
*
[ 10 ] 
f(z) = -99/200*z^3 + 252/5*z + 1
*
[ -10 ] 
f(z) = -99/200*z^3 + 253/5*z + 1
*
[ 10 ] 
f(z) = -97/200*z^3 + 247/5*z + 1
*
[ -10 ] 
f(z) = -97/200*z^3 + 248/5*z + 1
*
[ 12 ] 
f(z) = -95/216*z^3 + 257/4*z + 1
*
[ -12 ] 
f(z) = -91/216*z^3 + 247/4*z + 1
*
[ 12 ] 
f(z) = -89/216*z^3 + 241/4*z + 1
*
10/3 | 0.20888421872648125688179800626832879361 | 0.022769957201534183450661264141465171393
f(z) = -99/200*z^3 + 241/55*z + 1
*
[ 10/3 ] 
f(z) = -91/200*z^3 + 259/45*z + 1
*
[ 10/3 ] 
f(z) = -89/200*z^3 + 254/45*z + 1
*
[ -3/2 ] 
f(z) = -97/216*z^3 + 257/96*z + 1
*
[ -3/2 ] 
f(z) = -91/216*z^3 + 251/96*z + 1
*
[ -3/2 ] 
f(z) = -85/216*z^3 + 245/96*z + 1
*
[ 2 ] 
f(z) = -99/212*z^3 + 251/106*z + 1
*
[ 2 ] 
f(z) = -97/204*z^3 + 245/102*z + 1
*
[ 2 ] 
f(z) = -97/212*z^3 + 247/106*z + 1
*
[ 2 ] 
f(z) = -95/204*z^3 + 241/102*z + 1
*
[ 2 ] 
f(z) = -95/212*z^3 + 243/106*z + 1
*
[ -4/3 ] 
f(z) = -81/200*z^3 + 247/100*z + 1
*
[ -8/9 ] 
f(z) = -81/208*z^3 + 253/104*z + 1
*
[ 7/5 ] 
f(z) = -100/203*z^3 + 254/203*z + 1
*
[ 7/5 ] 
f(z) = -100/217*z^3 + 258/217*z + 1
*
-2 | 0.086534133540011799015881858669424924002 | 0.015594331779944548416541214308944482805
f(z) = -91/214*z^3 + 257/214*z + 1
*
-2 | 0.086877685966744522998803514718752850631 | 0.015678316914316817189111341562045296692
f(z) = -91/218*z^3 + 255/218*z + 1
*
-2 | 0.085465551935856436470830756767929200323 | 0.015423477197818959613600971820045588461
f(z) = -89/202*z^3 + 255/202*z + 1
*
-2 | 0.085829277203389539773591488255769051232 | 0.015511157741243184045785147974134018456
f(z) = -89/206*z^3 + 253/206*z + 1
*
-2 | 0.065840036278117743126182995921144905620 | 0.011915771793445626234108249662330978031
f(z) = -89/210*z^3 + 251/210*z + 1
*
-2 | 0.086534732666342776967382844994079111163 | 0.015683819017610401877664732508204865771
f(z) = -89/214*z^3 + 249/214*z + 1
*
-2 | 0.086876988593782670373122647022144784073 | 0.015768899065654855910102594731007770953
f(z) = -89/218*z^3 + 247/218*z + 1
*
-2 | 0.085466148691211837065858347180904340356 | 0.015512819839365583606250731278962732461
f(z) = -87/202*z^3 + 247/202*z + 1
*
-2 | 0.085828563045081922729433530989883829672 | 0.015601624166734630883455022052575720716
f(z) = -87/206*z^3 + 245/206*z + 1
*
-2 | 0.086534035023265794554813561847502270160 | 0.015777071799118272928545619097420121071
f(z) = -87/214*z^3 + 241/214*z + 1
*
[ -12 ] 
f(z) = -97/216*z^3 + 263/4*z + 1
*
[ 10/3 ] 
f(z) = -97/200*z^3 + 274/45*z + 1
*
[ 18/5 ] 
f(z) = -85/216*z^3 + 262/45*z + 1
*
[ -10/3 ] 
f(z) = -83/200*z^3 + 266/45*z + 1
*
[ -18/7 ] 
f(z) = -91/216*z^3 + 263/63*z + 1
*
[ -4/3 ] 
f(z) = -99/200*z^3 + 263/100*z + 1
*
-2 | 0.086877192291196132201585099634713400295 | 0.015427797010166162317625460869065125492
f(z) = -97/218*z^3 + 279/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015177167935962473569977731726185306639
f(z) = -95/202*z^3 + 279/202*z + 1
*
-2 | 0.085828442027125150124841261553010676292 | 0.015261055274579041632748016374647909541
f(z) = -95/206*z^3 + 277/206*z + 1
*
-2 | 0.086534241259260153822480224377550039987 | 0.015426450906400694646611307767833730711
f(z) = -95/214*z^3 + 273/214*z + 1
*
-2 | 0.086877797630857236329097357144219262340 | 0.015508024804303385509061209369489946846
f(z) = -95/218*z^3 + 271/218*z + 1
*
-2 | 0.085465966276667191606073057907799951154 | 0.015256007416002373928643527879585099513
f(z) = -93/202*z^3 + 271/202*z + 1
*
-2 | 0.085829364737517536945345448813297340868 | 0.015341160412751405790464497655161107812
f(z) = -93/206*z^3 + 269/206*z + 1
*
-2 | 0.086534845464963123073389955867662749512 | 0.015508787730536399615517127413515682427
f(z) = -93/214*z^3 + 265/214*z + 1
*
-2 | 0.086877087650167168271436152825181623241 | 0.015591293268002679833815590436119063851
f(z) = -93/218*z^3 + 263/218*z + 1
*
[ 3/2 ] 
f(z) = -92/201*z^3 + 274/201*z + 1
*
[ 3/2 ] 
f(z) = -92/213*z^3 + 278/213*z + 1
*
-2 | 0.085466248634580590943826775304191423582 | 0.015338098721075343868053932691644877104
f(z) = -91/202*z^3 + 263/202*z + 1
*
-2 | 0.085828677360457414438806906122339484084 | 0.015424272188401034189965602222987441234
f(z) = -91/206*z^3 + 261/206*z + 1
*
[ 3/2 ] 
f(z) = -88/201*z^3 + 265/201*z + 1
*
[ 3/2 ] 
f(z) = -88/213*z^3 + 269/213*z + 1
*
[ 3/2 ] 
f(z) = -88/219*z^3 + 271/219*z + 1
*
[ 10/7 ] 
f(z) = -81/200*z^3 + 276/245*z + 1
*
[ 18/5 ] 
f(z) = -95/216*z^3 + 289/45*z + 1
*
[ -10/3 ] 
f(z) = -91/200*z^3 + 286/45*z + 1
*
[ -10/3 ] 
f(z) = -89/200*z^3 + 281/45*z + 1
*
[ -18/5 ] 
f(z) = -85/216*z^3 + 287/45*z + 1
*
-4 | 0.19398757468668674587627229402197861336 | 0.027451847649820260575127621778812656429
f(z) = -83/208*z^3 + 293/52*z + 1
*
[ -2/9 ] 
f(z) = -81/208*z^3 + 287/52*z + 1
*
[ 3 ] 
f(z) = -83/207*z^3 + 295/69*z + 1
*
[ 3 ] 
f(z) = -82/207*z^3 + 292/69*z + 1
*
[ -2/3 ] 
f(z) = -99/212*z^3 + 287/106*z + 1
*
[ -18/13 ] 
f(z) = -91/216*z^3 + 296/117*z + 1
*
[ -2/3 ] 
f(z) = -81/212*z^3 + 283/106*z + 1
*
[ 3/2 ] 
f(z) = -100/201*z^3 + 292/201*z + 1
*
[ 3/2 ] 
f(z) = -100/213*z^3 + 296/213*z + 1
*
[ 3/2 ] 
f(z) = -100/219*z^3 + 298/219*z + 1
*
-1 | 0.089560250089190411295503170721746637204 | 0.015711101940777389573192757240055110345
f(z) = -99/200*z^3 + 299/200*z + 1
*
-2 | 0.085466041295141483233169727519697367563 | 0.015028382565411373816493162977668016375
f(z) = -99/202*z^3 + 295/202*z + 1
*
-2 | 0.085828612574241800782348892587053179782 | 0.015110212044963563565989098285568389303
f(z) = -99/206*z^3 + 293/206*z + 1
*
-2 | 0.086534072021683916918099820496125843269 | 0.015271365321503816184418017370185029273
f(z) = -99/214*z^3 + 289/214*z + 1
*
-2 | 0.086877820280074243768808221411050348769 | 0.015350842527281167495386957286930057180
f(z) = -99/218*z^3 + 287/218*z + 1
*
-1 | 0.077865917781378390343836872458635306479 | 0.013659624339560454152461589367407445644
f(z) = -98/201*z^3 + 299/201*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015729509834077922938871521888957532684
f(z) = -97/200*z^3 + 297/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013667620504688863260535793675080313065
f(z) = -97/201*z^3 + 298/201*z + 1
*
-2 | 0.085465515829348970447005448180811508336 | 0.015101295943886574661705904723505996846
f(z) = -97/202*z^3 + 287/202*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.014992727084479144003499915345316071939
f(z) = -97/202*z^3 + 299/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015184277934720356594501760775799672078
f(z) = -97/206*z^3 + 285/206*z + 1
*
-2 | 0.065841621216135174354533041825210593495 | 0.011662782842510055696332041787491800674
f(z) = -97/210*z^3 + 283/210*z + 1
*
-2 | 0.086534894825798590917015498723084854110 | 0.015347543725202365980134877705087477002
f(z) = -97/214*z^3 + 281/214*z + 1
*
-1 | 0.098393266921019820307013013608471312456 | 0.017260633432161915920794128910105824081
f(z) = -96/203*z^3 + 299/203*z + 1
*
-1 | 0.077866243177946109462086162124250952952 | 0.013683888303185513229208428655882124517
f(z) = -95/201*z^3 + 296/201*z + 1
*
-1 | 0.085465879141803365548344811246620858552 | 0.015010519823957764662928140619538307594
f(z) = -95/202*z^3 + 297/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017270684349598537300487195776943254767
f(z) = -95/203*z^3 + 298/203*z + 1
*
-1 | 0.069582738535533557736812067188115944807 | 0.012206548076423635372512857249585774733
f(z) = -95/204*z^3 + 299/204*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013691937607305826300002194279697122908
f(z) = -94/201*z^3 + 295/201*z + 1
*
-1 | 0.098393212653922485980751364136830420877 | 0.017280969714640105570041841701536093658
f(z) = -94/203*z^3 + 297/203*z + 1
*
-1 | 0.098574475888700968740395772573203305139 | 0.017292422005340154285458451453726963876
f(z) = -94/205*z^3 + 299/205*z + 1
*
-1 | 0.089559804498962562257438882114049934528 | 0.015767092069841263599055053295460689929
f(z) = -93/200*z^3 + 293/200*z + 1
*
-1 | 0.085465701876662062189249006462384912372 | 0.015028322881931465175529639489530281898
f(z) = -93/202*z^3 + 295/202*z + 1
*
-1 | 0.098392836621493861480684862956524297002 | 0.017291146088622907974941869779756303632
f(z) = -93/203*z^3 + 296/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017302552451776407057165364662037882516
f(z) = -93/205*z^3 + 298/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015056427362510227071858317623418399766
f(z) = -93/206*z^3 + 299/206*z + 1
*
-1 | 0.077864722016953375892045218762892186537 | 0.013708161243787902381018088778225612608
f(z) = -92/201*z^3 + 293/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017301411936997550006827683364307289209
f(z) = -92/203*z^3 + 295/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017312767174477945766803686857131946506
f(z) = -92/205*z^3 + 297/205*z + 1
*
[ 3/2 ] 
f(z) = -92/219*z^3 + 280/219*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015786094225960382242225395598139751448
f(z) = -91/200*z^3 + 291/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013716409210094167055015408791753838527
f(z) = -91/201*z^3 + 292/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015046346788828110103853266715990566555
f(z) = -91/202*z^3 + 293/202*z + 1
*
-1 | 0.069582874540919568669737938142556019569 | 0.012235480229987075385620855071232501828
f(z) = -91/204*z^3 + 295/204*z + 1
*
-1 | 0.098574748485395769741217781546592831857 | 0.017323114519679345865632052388959074332
f(z) = -91/205*z^3 + 296/205*z + 1
*
-1 | 0.085828824502589979054664522856154781283 | 0.015074264543930301882404279376746977046
f(z) = -91/206*z^3 + 297/206*z + 1
*
-1 | 0.085191202809376105315437132786550907877 | 0.014953450037491374442492427275286904746
f(z) = -91/207*z^3 + 298/207*z + 1
*
-1 | 0.098393228158725430155760837538167523984 | 0.017322225032832587014358232900365690097
f(z) = -90/203*z^3 + 293/203*z + 1
*
-1 | 0.098932561536300429509295105783247334722 | 0.017355239160354367941470252528873627093
f(z) = -90/209*z^3 + 299/209*z + 1
*
-1 | 0.089559979466458974204766761626303962015 | 0.015805371602944480224775666704608764489
f(z) = -89/200*z^3 + 289/200*z + 1
*
-1 | 0.077866251292827283984875494315519113912 | 0.013733313335951837395372999029625158443
f(z) = -89/201*z^3 + 290/201*z + 1
*
-1 | 0.085466247101647539254680349419470332509 | 0.015064582622357393708473757405332476989
f(z) = -89/202*z^3 + 291/202*z + 1
*
-1 | 0.098392804343933859601847919808938023761 | 0.017332582629286948956533426029773695462
f(z) = -89/203*z^3 + 292/203*z + 1
*
-1 | 0.069582697225992451573888961448425573874 | 0.012250102596447941028596469695511466956
f(z) = -89/204*z^3 + 293/204*z + 1
*
-1 | 0.098574517775042533369570521301039985296 | 0.017343737892360001477748630006459561202
f(z) = -89/205*z^3 + 294/205*z + 1
*
-1 | 0.085829476235419084399530264523860384829 | 0.015092289109313035917485334713876869648
f(z) = -89/206*z^3 + 295/206*z + 1
*
-1 | 0.085191253916878956030630447388447656416 | 0.014971155091466634426279439239825722900
f(z) = -89/207*z^3 + 296/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015857072825299226465382422163723133041
f(z) = -89/208*z^3 + 297/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017365366394542186427133873092863501534
f(z) = -89/209*z^3 + 298/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011550120913437737128701126060850024037
f(z) = -89/210*z^3 + 299/210*z + 1
*
-1 | 0.077865748981266503554102410166517522849 | 0.013741596471127150348150273107257291062
f(z) = -88/201*z^3 + 289/201*z + 1
*
-1 | 0.098393062949297144751709298867416711135 | 0.017343108847444939968260288371063130415
f(z) = -88/203*z^3 + 291/203*z + 1
*
-1 | 0.098574370576470484082244455912403616499 | 0.017354115334450797864216120834604209223
f(z) = -88/205*z^3 + 293/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.014980008126332212317919631282819863037
f(z) = -88/207*z^3 + 295/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017386100340663433007331809645014573761
f(z) = -88/211*z^3 + 299/211*z + 1
*
-1 | 0.089559744646767175713245353137030727446 | 0.015824724105921831444208758385817485093
f(z) = -87/200*z^3 + 287/200*z + 1
*
-1 | 0.085465650176936964769674368952117857656 | 0.015082812305016655250480741763081665589
f(z) = -87/202*z^3 + 289/202*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017364547117323601298192549956243513403
f(z) = -87/205*z^3 + 292/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015110159585748464910714027387125062675
f(z) = -87/206*z^3 + 293/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015875912856223423656404927433346188259
f(z) = -87/208*z^3 + 295/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017385916754687329290666866940166692313
f(z) = -87/209*z^3 + 296/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017396323965547844111493305222126478149
f(z) = -87/211*z^3 + 298/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015900283610760734659270641066957617687
f(z) = -87/212*z^3 + 299/212*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013758451530506209278472136031945318239
f(z) = -86/201*z^3 + 287/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017364153589422802922945841844236920618
f(z) = -86/203*z^3 + 289/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017375047081016931991815450543083952600
f(z) = -86/205*z^3 + 291/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.014997948639269168956747237445297529904
f(z) = -86/207*z^3 + 293/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017396262437964841928870672103259552699
f(z) = -86/209*z^3 + 295/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017406594047134330481435272795916525110
f(z) = -86/211*z^3 + 297/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013847966187475586196605191050366911911
f(z) = -86/213*z^3 + 299/213*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013766942095696522665371442382881737260
f(z) = -85/201*z^3 + 286/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015101239212013037377083786461667030055
f(z) = -85/202*z^3 + 287/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017374781911461727774283093332578248986
f(z) = -85/203*z^3 + 288/203*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015128401918058849650200631770577300845
f(z) = -85/206*z^3 + 291/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015006981105677239081729871261135365628
f(z) = -85/207*z^3 + 292/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015894926331889194870289865871905405906
f(z) = -85/208*z^3 + 293/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017406655633769838411849468283047069387
f(z) = -85/209*z^3 + 294/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017416910961213305454905547862722538578
f(z) = -85/211*z^3 + 296/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015919025924375526442578686099877880267
f(z) = -85/212*z^3 + 297/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013856109267806350960869587170115000970
f(z) = -85/213*z^3 + 298/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015180313308975033217015280614614812818
f(z) = -85/214*z^3 + 299/214*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017396194162316071791786872544075148959
f(z) = -84/205*z^3 + 289/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017417096730489315802152048464852152598
f(z) = -84/209*z^3 + 293/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017427275087938390054718498637017242324
f(z) = -84/211*z^3 + 295/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017447108895945833974213619381821453097
f(z) = -84/215*z^3 + 299/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015864043590116908198453019900578424440
f(z) = -83/200*z^3 + 283/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013784044407084541629239690759682254213
f(z) = -83/201*z^3 + 284/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015120037238463379573905964559669061582
f(z) = -83/202*z^3 + 285/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017396189140048691758479099933336634169
f(z) = -83/203*z^3 + 286/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012294886694844264273657945313295776577
f(z) = -83/204*z^3 + 287/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017406842095879697089373861608862773842
f(z) = -83/205*z^3 + 288/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015146929707263129457860012657319845735
f(z) = -83/206*z^3 + 289/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015025172170183550882543128138540438223
f(z) = -83/207*z^3 + 290/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015914116104608001306191192369134804545
f(z) = -83/208*z^3 + 291/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017427586121067194105931245531390689708
f(z) = -83/209*z^3 + 292/209*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.011591158129939989972628767030032451382
f(z) = -83/210*z^3 + 293/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017437686811892450527811627120816557091
f(z) = -83/211*z^3 + 294/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015937939562724959464837348482537273202
f(z) = -83/212*z^3 + 295/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013872506735570311681054014952985099018
f(z) = -83/213*z^3 + 296/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015198092427833599524793249821851598274
f(z) = -83/214*z^3 + 297/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017457368395958751516311550365279958230
f(z) = -83/215*z^3 + 298/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013581698417623355563265639667904991489
f(z) = -83/216*z^3 + 299/216*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013792473748956052538611178353812649919
f(z) = -82/201*z^3 + 283/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017406968890635233901149867497377687874
f(z) = -82/203*z^3 + 285/203*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015034331465179486938050351588566926600
f(z) = -82/207*z^3 + 289/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017438124203074011427471678294313908391
f(z) = -82/209*z^3 + 291/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017448146522154868869251874872504343847
f(z) = -82/211*z^3 + 293/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013880761725110203349825929051178679910
f(z) = -82/213*z^3 + 295/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017467674515692260337697110374130660767
f(z) = -82/215*z^3 + 297/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017477188833922287648353743313555648560
f(z) = -82/217*z^3 + 299/217*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015883998244559768012936002082362640458
f(z) = -81/200*z^3 + 281/200*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015138782864470505129444512342598420183
f(z) = -81/202*z^3 + 283/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017417799969931602959475437127361106230
f(z) = -81/203*z^3 + 284/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017428288825376650795013683470896877368
f(z) = -81/205*z^3 + 286/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015165515759939318111388899546908952208
f(z) = -81/206*z^3 + 287/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015933485094257288543685172812847238619
f(z) = -81/208*z^3 + 289/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017448711378777934106155543998996628516
f(z) = -81/209*z^3 + 290/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017458654612370073731451055813551475034
f(z) = -81/211*z^3 + 292/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015957027323459272899699719636445757967
f(z) = -81/212*z^3 + 293/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015216149514061542040575459946204230912
f(z) = -81/214*z^3 + 295/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017478027632255438097472066135567676739
f(z) = -81/215*z^3 + 296/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017487466021973143080297563045283294942
f(z) = -81/217*z^3 + 298/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015240474474436571067281635198101588382
f(z) = -81/218*z^3 + 299/218*z + 1
*
[ 10/7 ] 
f(z) = -89/200*z^3 + 296/245*z + 1
*
[ 10/7 ] 
f(z) = -87/200*z^3 + 291/245*z + 1
*
[ 10/7 ] 
f(z) = -83/200*z^3 + 281/245*z + 1
*
[ 3/5 ] 
f(z) = -100/237*z^3 - 122/237*z + 1
*
[ 3/5 ] 
f(z) = -100/231*z^3 - 118/231*z + 1
*
[ 2/3 ] 
f(z) = -81/238*z^3 - 83/238*z + 1
*
[ 2/3 ] 
f(z) = -97/232*z^3 - 82/261*z + 1
*
[ 2/3 ] 
f(z) = -95/232*z^3 - 83/261*z + 1
*
[ 2/3 ] 
f(z) = -91/232*z^3 - 85/261*z + 1
*
[ 2/3 ] 
f(z) = -89/232*z^3 - 86/261*z + 1
*
[ 2/3 ] 
f(z) = -85/232*z^3 - 88/261*z + 1
*
[ 2/3 ] 
f(z) = -83/232*z^3 - 89/261*z + 1
*
[ 2/3 ] 
f(z) = -99/226*z^3 - 69/226*z + 1
*
[ 2/3 ] 
f(z) = -99/230*z^3 - 71/230*z + 1
*
[ 2/3 ] 
f(z) = -99/238*z^3 - 75/238*z + 1
*
[ 2/3 ] 
f(z) = -81/226*z^3 - 77/226*z + 1
*
[ 2/3 ] 
f(z) = -81/230*z^3 - 79/230*z + 1
*
[ 2/3 ] 
f(z) = -81/236*z^3 - 41/118*z + 1
*
[ 2/3 ] 
f(z) = -93/224*z^3 - 53/168*z + 1
*
[ 15/22 ] 
f(z) = -88/225*z^3 - 47/165*z + 1
*
[ 2/3 ] 
f(z) = -87/224*z^3 - 55/168*z + 1
*
[ 7/10 ] 
f(z) = -100/231*z^3 - 50/231*z + 1
*
[ 5/7 ] 
f(z) = -98/235*z^3 - 44/235*z + 1
*
11/9 | 0.13904397098635271455668485724640211222 | 0.025779305261889338274118329092406048711
f(z) = -81/220*z^3 - 59/220*z + 1
*
[ 2/3 ] 
f(z) = -93/232*z^3 - 28/87*z + 1
*
[ 2/3 ] 
f(z) = -99/236*z^3 - 37/118*z + 1
*
[ 2/3 ] 
f(z) = -81/220*z^3 - 37/110*z + 1
*
[ 2/3 ] 
f(z) = -99/232*z^3 - 9/29*z + 1
*
[ 2/3 ] 
f(z) = -81/232*z^3 - 10/29*z + 1
*
[ 2/3 ] 
f(z) = -99/224*z^3 - 17/56*z + 1
*
[ 5/7 ] 
f(z) = -98/225*z^3 - 8/45*z + 1
*
-10/9 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = -81/224*z^3 - 3/56*z + 1
*
[ 3/4 ] 
f(z) = -88/225*z^3 - 17/150*z + 1
*
[ 4/5 ] 
f(z) = -85/224*z^3 - 1/140*z + 1
*
[ 7/9 ] 
f(z) = -81/224*z^3 - 15/224*z + 1
*
[ 7/9 ] 
f(z) = -81/238*z^3 - 19/238*z + 1
*
[ 15/14 ] 
f(z) = -98/225*z^3 + 17/30*z + 1
*
[ 8/9 ] 
f(z) = -81/224*z^3 + 9/56*z + 1
*
[ 4/5 ] 
f(z) = -95/224*z^3 + 3/140*z + 1
*
[ 15/7 ] 
f(z) = -98/225*z^3 + 38/15*z + 1
*
[ 4/3 ] 
f(z) = -99/224*z^3 + 29/28*z + 1
*
-2 | 0.10086578266723302803851424213359191949 | 0.017900541061994887137499205668412467149
f(z) = -99/232*z^3 + 35/29*z + 1
*
-2 | 0.10086573162826076416566472437745265042 | 0.017993095445645521686298999686615042908
f(z) = -97/232*z^3 + 34/29*z + 1
*
-2 | 0.10086568872272849850824984446684513997 | 0.018089420627210076576332065289870559044
f(z) = -95/232*z^3 + 33/29*z + 1
*
-2 | 0.10086564674189022758013746580318914180 | 0.018189796043822882570946093311212417418
f(z) = -93/232*z^3 + 32/29*z + 1
*
-2 | 0.10086560143755119262182727338960491814 | 0.018294532509867122326047189173918592987
f(z) = -91/232*z^3 + 31/29*z + 1
*
-2 | 0.10086555106630743152403937883303558337 | 0.018403976703650730821651468257228848513
f(z) = -89/232*z^3 + 30/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -85/232*z^3 + 28/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -83/232*z^3 + 27/29*z + 1
*
[ 4/3 ] 
f(z) = -81/224*z^3 + 25/28*z + 1
*
-4/9 | 0.11952846044117465713559908350114296655 | 0.021005432328241742197024525396799940814
f(z) = -81/224*z^3 + 37/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -81/232*z^3 + 26/29*z + 1
*
[ 6/7 ] 
f(z) = -98/225*z^3 + 23/150*z + 1
*
[ 8/9 ] 
f(z) = -81/232*z^3 + 35/232*z + 1
*
[ -15/7 ] 
f(z) = -98/225*z^3 + 52/15*z + 1
*
[ 2 ] 
f(z) = -89/232*z^3 + 59/29*z + 1
*
[ 2 ] 
f(z) = -85/232*z^3 + 57/29*z + 1
*
[ 2 ] 
f(z) = -83/232*z^3 + 56/29*z + 1
*
[ 2 ] 
f(z) = -81/232*z^3 + 55/29*z + 1
*
-2 | 0.10021574041277310541452943783202531207 | 0.018341659111943211482300544194477776333
f(z) = -87/224*z^3 + 59/56*z + 1
*
-2 | 0.10021568519341260360684290405095025690 | 0.018458151689398284719263071055366428243
f(z) = -85/224*z^3 + 57/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -83/224*z^3 + 55/56*z + 1
*
[ -4/3 ] 
f(z) = -99/224*z^3 + 71/28*z + 1
*
[ 2 ] 
f(z) = -99/232*z^3 + 64/29*z + 1
*
[ -2/3 ] 
f(z) = -99/232*z^3 + 78/29*z + 1
*
[ -15/14 ] 
f(z) = -98/225*z^3 + 73/30*z + 1
*
[ 2 ] 
f(z) = -97/232*z^3 + 63/29*z + 1
*
[ 2 ] 
f(z) = -95/232*z^3 + 62/29*z + 1
*
[ 2 ] 
f(z) = -93/232*z^3 + 61/29*z + 1
*
[ 2 ] 
f(z) = -91/232*z^3 + 60/29*z + 1
*
[ -4/3 ] 
f(z) = -81/224*z^3 + 67/28*z + 1
*
-28/9 | 0.15156025626847464664271850274211941444 | 0.023501760846764375227602533919007464649
f(z) = -81/224*z^3 + 79/28*z + 1
*
[ -2/3 ] 
f(z) = -81/232*z^3 + 77/29*z + 1
*
-2 | 0.10021603145784819736564936929933381314 | 0.017740571514886117291138859770051617103
f(z) = -99/224*z^3 + 71/56*z + 1
*
-2 | 0.10021598435066601733669823690822689175 | 0.017830753845682979090813620124924610759
f(z) = -97/224*z^3 + 69/56*z + 1
*
-2 | 0.10021592682022725832879207866271490089 | 0.017924550203669117138251297612524370716
f(z) = -95/224*z^3 + 67/56*z + 1
*
-2 | 0.10021587726031632019801384726053065479 | 0.018022228911892272277201758279644471420
f(z) = -93/224*z^3 + 65/56*z + 1
*
-2 | 0.10021578940002836818050263107115657856 | 0.018230438890140235693988379343218614524
f(z) = -89/224*z^3 + 61/56*z + 1
*
[ 14/9 ] 
f(z) = -81/224*z^3 + 69/56*z + 1
*
[ 5/4 ] 
f(z) = -88/225*z^3 + 73/90*z + 1
*
[ 4/3 ] 
f(z) = -87/224*z^3 + 79/84*z + 1
*
[ 10/9 ] 
f(z) = -81/220*z^3 + 61/110*z + 1
*
[ 10/9 ] 
f(z) = -81/232*z^3 + 77/145*z + 1
*
[ -2 ] 
f(z) = -99/232*z^3 + 93/29*z + 1
*
[ -2 ] 
f(z) = -97/232*z^3 + 92/29*z + 1
*
[ -2 ] 
f(z) = -95/232*z^3 + 91/29*z + 1
*
[ -2 ] 
f(z) = -93/232*z^3 + 90/29*z + 1
*
[ -2 ] 
f(z) = -91/232*z^3 + 89/29*z + 1
*
[ -2 ] 
f(z) = -89/232*z^3 + 88/29*z + 1
*
[ -2 ] 
f(z) = -85/232*z^3 + 86/29*z + 1
*
[ -2 ] 
f(z) = -83/232*z^3 + 85/29*z + 1
*
[ -4/9 ] 
f(z) = -81/224*z^3 + 93/28*z + 1
*
[ -2 ] 
f(z) = -81/232*z^3 + 84/29*z + 1
*
[ 3/2 ] 
f(z) = -92/225*z^3 + 94/75*z + 1
*
[ 3/2 ] 
f(z) = -88/225*z^3 + 91/75*z + 1
*
[ 4/3 ] 
f(z) = -93/224*z^3 + 83/84*z + 1
*
-10/9 | 0.19766573506186443925600836753427765050 | 0.028153164962452829990660469359636947943
f(z) = -81/224*z^3 + 97/280*z + 1
*
[ 28/9 ] 
f(z) = -81/224*z^3 + 117/28*z + 1
*
[ -5/7 ] 
f(z) = -98/225*z^3 + 118/45*z + 1
*
[ 2 ] 
f(z) = -89/224*z^3 + 117/56*z + 1
*
[ 2 ] 
f(z) = -87/224*z^3 + 115/56*z + 1
*
[ 2 ] 
f(z) = -85/224*z^3 + 113/56*z + 1
*
[ 2 ] 
f(z) = -83/224*z^3 + 111/56*z + 1
*
[ 10/7 ] 
f(z) = -98/225*z^3 + 107/90*z + 1
*
[ 4/3 ] 
f(z) = -99/232*z^3 + 117/116*z + 1
*
-2 | 0.10118207220087302918855572306566095779 | 0.018489961157748727493145339760438889097
f(z) = -89/236*z^3 + 119/118*z + 1
*
-2 | 0.099882103555281502403365805442364022836 | 0.018252405539046236056894291549969658548
f(z) = -87/220*z^3 + 119/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -87/236*z^3 + 115/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -85/228*z^3 + 113/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -85/236*z^3 + 111/118*z + 1
*
-2 | 0.099881994395611523506216391729656756117 | 0.018487499314830040535618689748371981352
f(z) = -83/220*z^3 + 111/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -83/228*z^3 + 109/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -83/236*z^3 + 107/118*z + 1
*
[ 4/3 ] 
f(z) = -81/232*z^3 + 101/116*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -81/236*z^3 + 103/118*z + 1
*
[ 28/27 ] 
f(z) = -81/224*z^3 + 107/252*z + 1
*
[ -28/9 ] 
f(z) = -81/224*z^3 + 135/28*z + 1
*
[ 2 ] 
f(z) = -99/224*z^3 + 127/56*z + 1
*
[ 2 ] 
f(z) = -97/224*z^3 + 125/56*z + 1
*
[ 2 ] 
f(z) = -95/224*z^3 + 123/56*z + 1
*
[ 2 ] 
f(z) = -93/224*z^3 + 121/56*z + 1
*
[ 5/2 ] 
f(z) = -88/225*z^3 + 137/45*z + 1
*
[ -8/9 ] 
f(z) = -81/224*z^3 + 135/56*z + 1
*
-2 | 0.10118230271898209044676402392372719196 | 0.017979586876030103007383210773378785374
f(z) = -99/236*z^3 + 139/118*z + 1
*
-2 | 0.099882350292316000906681817888144807753 | 0.017748591860480171861877859425982001543
f(z) = -97/220*z^3 + 139/110*z + 1
*
-2 | 0.080200066711042752855303541664173656169 | 0.014287945186886142084365980028707246186
f(z) = -97/228*z^3 + 137/114*z + 1
*
-2 | 0.10118225967894340096165116416970183651 | 0.018073353602136507790752643161444628603
f(z) = -97/236*z^3 + 135/118*z + 1
*
-2 | 0.10118221868986139869189474563353720961 | 0.018170969598148717650289459945315067742
f(z) = -95/236*z^3 + 131/118*z + 1
*
-2 | 0.099882242408404935828678251674378996933 | 0.017937511291002239274397150094855984026
f(z) = -93/220*z^3 + 131/110*z + 1
*
-2 | 0.10118217499066453387104171526561018523 | 0.018272722958649196540380102742949728103
f(z) = -93/236*z^3 + 127/118*z + 1
*
-2 | 0.099882193559946664915837001164836406139 | 0.018037956305954809509656337089078457948
f(z) = -91/220*z^3 + 127/110*z + 1
*
-2 | 0.080199930234482356949552752192086371491 | 0.014525128662059515682457462119720452432
f(z) = -91/228*z^3 + 125/114*z + 1
*
-2 | 0.10118212670352488241193642336141969377 | 0.018378934319055327821089424452518281604
f(z) = -91/236*z^3 + 123/118*z + 1
*
-2 | 0.099882149650097893207300644624371647643 | 0.018142803752722989790962113953166681584
f(z) = -89/220*z^3 + 123/110*z + 1
*
-2 | 0.080199883171952269257630008476591861231 | 0.014611184745232596095970310947599338349
f(z) = -89/228*z^3 + 121/114*z + 1
*
[ 15/13 ] 
f(z) = -91/225*z^3 + 131/195*z + 1
*
[ 10/9 ] 
f(z) = -81/230*z^3 + 123/230*z + 1
*
[ -2/3 ] 
f(z) = -99/224*z^3 + 151/56*z + 1
*
[ 5/2 ] 
f(z) = -92/225*z^3 + 142/45*z + 1
*
[ -14/9 ] 
f(z) = -81/224*z^3 + 141/56*z + 1
*
[ -2/3 ] 
f(z) = -81/224*z^3 + 149/56*z + 1
*
[ 5/4 ] 
f(z) = -92/225*z^3 + 151/180*z + 1
*
[ 11/10 ] 
f(z) = -100/231*z^3 + 142/231*z + 1
*
[ 10/9 ] 
f(z) = -81/224*z^3 + 153/280*z + 1
*
[ -2/9 ] 
f(z) = -81/232*z^3 + 160/29*z + 1
*
[ -2 ] 
f(z) = -95/224*z^3 + 179/56*z + 1
*
[ -2 ] 
f(z) = -93/224*z^3 + 177/56*z + 1
*
[ -5/2 ] 
f(z) = -92/225*z^3 + 178/45*z + 1
*
[ -2 ] 
f(z) = -89/224*z^3 + 173/56*z + 1
*
[ -5/2 ] 
f(z) = -88/225*z^3 + 173/45*z + 1
*
[ -2 ] 
f(z) = -87/224*z^3 + 171/56*z + 1
*
[ -2 ] 
f(z) = -85/224*z^3 + 169/56*z + 1
*
[ -2 ] 
f(z) = -83/224*z^3 + 167/56*z + 1
*
[ -2 ] 
f(z) = -81/224*z^3 + 165/56*z + 1
*
[ 8/3 ] 
f(z) = -81/224*z^3 + 179/56*z + 1
*
[ 16/9 ] 
f(z) = -81/224*z^3 + 177/112*z + 1
*
[ 3/2 ] 
f(z) = -86/225*z^3 + 179/150*z + 1
*
[ 3/2 ] 
f(z) = -82/225*z^3 + 173/150*z + 1
*
[ 15/11 ] 
f(z) = -88/225*z^3 + 164/165*z + 1
*
[ 11/9 ] 
f(z) = -81/220*z^3 + 161/220*z + 1
*
-8/5 | 0.20789333361537513344636301589405255022 | 0.029609862903330710114152093433758180838
f(z) = -85/224*z^3 + 167/280*z + 1
*
[ 4 ] 
f(z) = -89/224*z^3 + 199/28*z + 1
*
[ 15/4 ] 
f(z) = -88/225*z^3 + 187/30*z + 1
*
[ 4 ] 
f(z) = -87/224*z^3 + 195/28*z + 1
*
[ 4 ] 
f(z) = -85/224*z^3 + 191/28*z + 1
*
[ 4 ] 
f(z) = -83/224*z^3 + 187/28*z + 1
*
[ 4 ] 
f(z) = -81/224*z^3 + 183/28*z + 1
*
[ -4 ] 
f(z) = -81/224*z^3 + 197/28*z + 1
*
[ -2 ] 
f(z) = -99/224*z^3 + 183/56*z + 1
*
[ -2 ] 
f(z) = -97/224*z^3 + 181/56*z + 1
*
-2/9 | 0.10470293851443366515216990075268649855 | 0.015698773296547235166815779855568308272
f(z) = -81/224*z^3 + 197/56*z + 1
*
[ -3/2 ] 
f(z) = -92/225*z^3 + 194/75*z + 1
*
[ -3/2 ] 
f(z) = -88/225*z^3 + 191/75*z + 1
*
[ 3/2 ] 
f(z) = -98/225*z^3 + 197/150*z + 1
*
[ 3/2 ] 
f(z) = -94/225*z^3 + 191/150*z + 1
*
[ 5/4 ] 
f(z) = -96/235*z^3 + 197/235*z + 1
*
[ 4/3 ] 
f(z) = -81/220*z^3 + 199/220*z + 1
*
-8/5 | 0.13916079037118726514500682798627494481 | 0.019820413924543743879338619229324953786
f(z) = -95/224*z^3 + 199/280*z + 1
*
[ 4 ] 
f(z) = -99/224*z^3 + 219/28*z + 1
*
[ 4 ] 
f(z) = -97/224*z^3 + 215/28*z + 1
*
[ 4 ] 
f(z) = -95/224*z^3 + 211/28*z + 1
*
[ 4 ] 
f(z) = -93/224*z^3 + 207/28*z + 1
*
[ -4 ] 
f(z) = -89/224*z^3 + 213/28*z + 1
*
[ -15/4 ] 
f(z) = -88/225*z^3 + 203/30*z + 1
*
[ -4 ] 
f(z) = -87/224*z^3 + 209/28*z + 1
*
[ -4 ] 
f(z) = -85/224*z^3 + 205/28*z + 1
*
[ -4 ] 
f(z) = -83/224*z^3 + 201/28*z + 1
*
[ 8/3 ] 
f(z) = -99/224*z^3 + 211/56*z + 1
*
5/7 | 0.087778386258684339325015427968634898557 | 0.012626763965052088767441080784305823082
f(z) = -98/225*z^3 + 209/90*z + 1
*
[ -4/3 ] 
f(z) = -93/224*z^3 + 209/84*z + 1
*
[ -5/4 ] 
f(z) = -88/225*z^3 + 217/90*z + 1
*
[ -4/3 ] 
f(z) = -87/224*z^3 + 205/84*z + 1
*
[ 2 ] 
f(z) = -81/220*z^3 + 217/110*z + 1
*
[ 9/7 ] 
f(z) = -98/225*z^3 + 212/225*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -83/226*z^3 + 219/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -83/230*z^3 + 217/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -83/234*z^3 + 215/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -83/238*z^3 + 213/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -81/226*z^3 + 211/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -81/230*z^3 + 209/230*z + 1
*
[ 4/3 ] 
f(z) = -81/236*z^3 + 203/236*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -81/238*z^3 + 205/238*z + 1
*
[ -4 ] 
f(z) = -99/224*z^3 + 233/28*z + 1
*
[ -4 ] 
f(z) = -97/224*z^3 + 229/28*z + 1
*
[ -4 ] 
f(z) = -95/224*z^3 + 225/28*z + 1
*
[ -4 ] 
f(z) = -93/224*z^3 + 221/28*z + 1
*
[ -8/3 ] 
f(z) = -81/224*z^3 + 221/56*z + 1
*
[ -10/7 ] 
f(z) = -98/225*z^3 + 233/90*z + 1
*
[ -2/3 ] 
f(z) = -93/232*z^3 + 233/87*z + 1
*
[ 2 ] 
f(z) = -91/220*z^3 + 237/110*z + 1
*
[ 2 ] 
f(z) = -91/228*z^3 + 239/114*z + 1
*
[ 2 ] 
f(z) = -89/220*z^3 + 233/110*z + 1
*
[ 2 ] 
f(z) = -89/228*z^3 + 235/114*z + 1
*
[ 2 ] 
f(z) = -89/236*z^3 + 237/118*z + 1
*
[ 2 ] 
f(z) = -87/220*z^3 + 229/110*z + 1
*
[ 2 ] 
f(z) = -87/236*z^3 + 233/118*z + 1
*
[ 2 ] 
f(z) = -85/228*z^3 + 227/114*z + 1
*
[ 2 ] 
f(z) = -85/236*z^3 + 229/118*z + 1
*
[ 2 ] 
f(z) = -83/220*z^3 + 221/110*z + 1
*
[ 2 ] 
f(z) = -83/228*z^3 + 223/114*z + 1
*
[ 2 ] 
f(z) = -83/236*z^3 + 225/118*z + 1
*
[ 2 ] 
f(z) = -81/236*z^3 + 221/118*z + 1
*
[ 15/8 ] 
f(z) = -88/225*z^3 + 221/120*z + 1
*
[ 13/10 ] 
f(z) = -100/221*z^3 + 220/221*z + 1
*
[ 4/3 ] 
f(z) = -99/236*z^3 + 235/236*z + 1
*
-2 | 0.074625314857949574191670365511248180292 | 0.013626551907139004664625977058611643058
f(z) = -89/234*z^3 + 239/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -89/238*z^3 + 237/238*z + 1
*
-2 | 0.087544923385827907979443403073914981174 | 0.016035086026040823477725562527320640775
f(z) = -87/226*z^3 + 235/226*z + 1
*
-2 | 0.087869123011245145501549090319122835803 | 0.016119703384915054126879859746117942854
f(z) = -87/230*z^3 + 233/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -87/238*z^3 + 229/238*z + 1
*
-2 | 0.066869541956533091426330770138694103328 | 0.012306397330005695195034484199331461095
f(z) = -85/222*z^3 + 229/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016137331880098461214628725169698793487
f(z) = -85/226*z^3 + 227/226*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -85/234*z^3 + 223/234*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -83/222*z^3 + 221/222*z + 1
*
-8/9 | 0.16026595117197047227671098778237689883 | 0.029494690944280784387575874749556558248
f(z) = -81/220*z^3 + 229/220*z + 1
*
[ 4/3 ] 
f(z) = -85/224*z^3 + 233/252*z + 1
*
[ 4/3 ] 
f(z) = -83/224*z^3 + 229/252*z + 1
*
[ -8/3 ] 
f(z) = -99/224*z^3 + 253/56*z + 1
*
-26/9 | 0.11953123089099312502601559593245069086 | 0.017274088453279402849619725047768157935
f(z) = -81/224*z^3 + 253/56*z + 1
*
[ -3/7 ] 
f(z) = -98/225*z^3 + 256/75*z + 1
*
-5/14 | 0.20551912360985786511526727548600642909 | 0.028709746699738577931942452650175672892
f(z) = -98/225*z^3 + 257/90*z + 1
*
[ 5/2 ] 
f(z) = -82/225*z^3 + 259/90*z + 1
*
[ 2 ] 
f(z) = -99/236*z^3 + 257/118*z + 1
*
[ 2 ] 
f(z) = -97/220*z^3 + 249/110*z + 1
*
[ 2 ] 
f(z) = -97/228*z^3 + 251/114*z + 1
*
[ 2 ] 
f(z) = -97/236*z^3 + 253/118*z + 1
*
[ 2 ] 
f(z) = -95/236*z^3 + 249/118*z + 1
*
[ 2 ] 
f(z) = -93/220*z^3 + 241/110*z + 1
*
[ 2 ] 
f(z) = -93/236*z^3 + 245/118*z + 1
*
[ 15/7 ] 
f(z) = -91/225*z^3 + 251/105*z + 1
*
[ 2 ] 
f(z) = -91/236*z^3 + 241/118*z + 1
*
[ -10/9 ] 
f(z) = -81/220*z^3 + 259/110*z + 1
*
-5/4 | 0.20658654351654513259358126429387121060 | 0.028827641098196931186876666756281252362
f(z) = -92/225*z^3 + 259/180*z + 1
*
[ 14/9 ] 
f(z) = -81/232*z^3 + 244/203*z + 1
*
-2 | 0.087544410433638879839628996539199778675 | 0.015754385318674716609963100470404206785
f(z) = -93/226*z^3 + 259/226*z + 1
*
-2 | 0.087869922715548616848691077146643278691 | 0.015835054587687783895559858354018169700
f(z) = -93/230*z^3 + 257/230*z + 1
*
-2 | 0.088503025329288973800666699916512453558 | 0.015994360330062627432519707092191700737
f(z) = -93/238*z^3 + 253/238*z + 1
*
-2 | 0.066870067740890063342500933769113406285 | 0.012084829357686831505732692521711419970
f(z) = -91/222*z^3 + 253/222*z + 1
*
-2 | 0.087545019786628817556318412133930074572 | 0.015843953563811330433016751400487441376
f(z) = -91/226*z^3 + 251/226*z + 1
*
-2 | 0.087869226493412954484284770780271305014 | 0.015925686751166451023739201866680305172
f(z) = -91/230*z^3 + 249/230*z + 1
*
-2 | 0.066870676043925591364334832861609319159 | 0.012155523970089044310338732758961714063
f(z) = -89/222*z^3 + 245/222*z + 1
*
-2 | 0.087544321972461296766274748252473799434 | 0.015937255185556803738886745129733467590
f(z) = -89/226*z^3 + 243/226*z + 1
*
-2 | 0.087869830004201450908971539057491132112 | 0.016020616819496178644765977264792655809
f(z) = -89/230*z^3 + 241/230*z + 1
*
[ 4/3 ] 
f(z) = -97/224*z^3 + 257/252*z + 1
*
[ 4/3 ] 
f(z) = -95/224*z^3 + 253/252*z + 1
*
[ 4/3 ] 
f(z) = -89/224*z^3 + 241/252*z + 1
*
[ 30/7 ] 
f(z) = -98/225*z^3 + 263/30*z + 1
*
[ -30/7 ] 
f(z) = -98/225*z^3 + 277/30*z + 1
*
34/9 | 0.14345535812525030714487152111140731245 | 0.020638639196163366248449300651437702632
f(z) = -81/224*z^3 + 261/56*z + 1
*
[ 5/2 ] 
f(z) = -86/225*z^3 + 269/90*z + 1
*
[ -4/3 ] 
f(z) = -81/232*z^3 + 275/116*z + 1
*
[ 7/5 ] 
f(z) = -100/231*z^3 + 262/231*z + 1
*
-2 | 0.088502500531658534163192994740819053483 | 0.015736526501614071770854405281336716084
f(z) = -99/238*z^3 + 277/238*z + 1
*
-2 | 0.066870875093405477010748487219111508611 | 0.011890232386338873304423394106154206124
f(z) = -97/222*z^3 + 277/222*z + 1
*
-2 | 0.087544510893271774545825192714627669897 | 0.015586270006559680598356275557242789016
f(z) = -97/226*z^3 + 275/226*z + 1
*
-2 | 0.087870010606616897449641396824829154530 | 0.015664578380096762964807133127172340082
f(z) = -97/230*z^3 + 273/230*z + 1
*
-2 | 0.074625497911403859827960424009489579922 | 0.013320941646804523769656246193784696772
f(z) = -97/234*z^3 + 271/234*z + 1
*
-2 | 0.088503111678259588608006554627428483802 | 0.015819066556487516660225584641175632723
f(z) = -97/238*z^3 + 269/238*z + 1
*
-2 | 0.066869133872803723674124083008584395180 | 0.011952204382983313797662697704591513173
f(z) = -95/222*z^3 + 269/222*z + 1
*
-2 | 0.087545108056071977719531123353847706307 | 0.015668733111502154064404434582569329689
f(z) = -95/226*z^3 + 267/226*z + 1
*
-2 | 0.074626108685365743510475614208721854335 | 0.013392685890307240292626269761350336594
f(z) = -95/234*z^3 + 263/234*z + 1
*
-2 | 0.088503070294152921913420826401921739940 | 0.015904887360586602944555351018021610461
f(z) = -95/238*z^3 + 261/238*z + 1
*
[ 3/2 ] 
f(z) = -88/237*z^3 + 277/237*z + 1
*
-20/9 | 0.12555435642751107269569410113530438502 | 0.022296152460972019587334099532849671779
f(z) = -81/220*z^3 + 279/220*z + 1
*
[ 3 ] 
f(z) = -83/225*z^3 + 299/75*z + 1
*
[ 3 ] 
f(z) = -82/225*z^3 + 296/75*z + 1
*
[ 5/2 ] 
f(z) = -98/225*z^3 + 299/90*z + 1
*
[ 5/2 ] 
f(z) = -94/225*z^3 + 289/90*z + 1
*
[ -4/3 ] 
f(z) = -99/232*z^3 + 291/116*z + 1
*
[ -2/3 ] 
f(z) = -81/220*z^3 + 293/110*z + 1
*
-2 | 0.087545215835380332614069981558763418845 | 0.015507225100625280396733337156137629302
f(z) = -99/226*z^3 + 283/226*z + 1
*
-2 | 0.087869413598602257350216981347577414797 | 0.015584229576140749638736566853256668567
f(z) = -99/230*z^3 + 281/230*z + 1
*
[ 3/2 ] 
f(z) = -92/231*z^3 + 284/231*z + 1
*
[ 3/2 ] 
f(z) = -92/237*z^3 + 286/237*z + 1
*
[ 14/9 ] 
f(z) = -81/238*z^3 + 281/238*z + 1
*
[ 3/5 ] 
f(z) = -100/249*z^3 - 130/249*z + 1
*
[ 20/33 ] 
f(z) = -99/250*z^3 - 111/220*z + 1
*
[ 9/14 ] 
f(z) = -91/243*z^3 - 101/252*z + 1
*
[ 16/27 ] 
f(z) = -81/256*z^3 - 83/144*z + 1
*
[ 2/3 ] 
f(z) = -99/250*z^3 - 81/250*z + 1
*
[ 2/3 ] 
f(z) = -99/254*z^3 - 83/254*z + 1
*
[ 2/3 ] 
f(z) = -81/242*z^3 - 85/242*z + 1
*
[ 2/3 ] 
f(z) = -81/250*z^3 - 89/250*z + 1
*
[ 2/3 ] 
f(z) = -81/254*z^3 - 91/254*z + 1
*
[ 2/3 ] 
f(z) = -97/248*z^3 - 91/279*z + 1
*
[ 2/3 ] 
f(z) = -95/248*z^3 - 92/279*z + 1
*
[ 2/3 ] 
f(z) = -91/248*z^3 - 94/279*z + 1
*
[ 2/3 ] 
f(z) = -89/248*z^3 - 95/279*z + 1
*
[ 2/3 ] 
f(z) = -85/248*z^3 - 97/279*z + 1
*
[ 2/3 ] 
f(z) = -83/248*z^3 - 98/279*z + 1
*
[ 7/12 ] 
f(z) = -96/245*z^3 - 61/105*z + 1
*
[ 4/7 ] 
f(z) = -91/256*z^3 - 71/112*z + 1
*
[ 3/5 ] 
f(z) = -95/243*z^3 - 71/135*z + 1
*
[ 3/5 ] 
f(z) = -85/243*z^3 - 73/135*z + 1
*
[ 2/3 ] 
f(z) = -93/256*z^3 - 65/192*z + 1
*
[ 2/3 ] 
f(z) = -87/256*z^3 - 67/192*z + 1
*
3/28 | 0.17236350818487605361247391867642145540 | 0.022761761669270846658390764613183239253
f(z) = -98/243*z^3 - 71/216*z + 1
*
[ 7/10 ] 
f(z) = -100/259*z^3 - 62/259*z + 1
*
[ 11/18 ] 
f(z) = -81/242*z^3 - 45/88*z + 1
*
[ 8/13 ] 
f(z) = -91/256*z^3 - 51/104*z + 1
*
[ 5/8 ] 
f(z) = -99/250*z^3 - 57/128*z + 1
*
[ 20/31 ] 
f(z) = -93/250*z^3 - 49/124*z + 1
*
[ 5/8 ] 
f(z) = -89/250*z^3 - 59/128*z + 1
*
[ 2/3 ] 
f(z) = -81/244*z^3 - 43/122*z + 1
*
[ 5/7 ] 
f(z) = -98/255*z^3 - 52/255*z + 1
*
[ 2/3 ] 
f(z) = -99/256*z^3 - 21/64*z + 1
*
[ 2/3 ] 
f(z) = -81/256*z^3 - 23/64*z + 1
*
[ 2/3 ] 
f(z) = -87/248*z^3 - 32/93*z + 1
*
[ 5/7 ] 
f(z) = -81/250*z^3 - 23/98*z + 1
*
[ 9/13 ] 
f(z) = -91/243*z^3 - 31/117*z + 1
*
[ 20/29 ] 
f(z) = -87/250*z^3 - 33/116*z + 1
*
[ 2/3 ] 
f(z) = -99/244*z^3 - 39/122*z + 1
*
[ 20/27 ] 
f(z) = -81/250*z^3 - 31/180*z + 1
*
[ 3/4 ] 
f(z) = -98/243*z^3 - 23/216*z + 1
*
[ 3/4 ] 
f(z) = -94/243*z^3 - 25/216*z + 1
*
[ 3/4 ] 
f(z) = -86/243*z^3 - 29/216*z + 1
*
[ 3/4 ] 
f(z) = -82/243*z^3 - 31/216*z + 1
*
[ 7/9 ] 
f(z) = -81/259*z^3 - 25/259*z + 1
*
[ 9/14 ] 
f(z) = -98/243*z^3 - 7/18*z + 1
*
-9/14 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -98/243*z^3 - 5/18*z + 1
*
[ 5/7 ] 
f(z) = -91/250*z^3 - 3/14*z + 1
*
[ 5/9 ] 
f(z) = -81/250*z^3 - 7/10*z + 1
*
-10/9 | 0.14532893587914089183992311900647734726 | 0.026320739753675218827527869316657730825
f(z) = -81/250*z^3 - 1/5*z + 1
*
[ 3/5 ] 
f(z) = -100/243*z^3 - 14/27*z + 1
*
[ 2/3 ] 
f(z) = -99/248*z^3 - 10/31*z + 1
*
[ 7/9 ] 
f(z) = -81/245*z^3 - 3/35*z + 1
*
[ 2/3 ] 
f(z) = -81/248*z^3 - 11/31*z + 1
*
[ 3/4 ] 
f(z) = -88/243*z^3 - 7/54*z + 1
*
40/27 | 0.15258556137175964502745066395238924566 | 0.019768335096264510550758150070387128303
f(z) = -81/250*z^3 - 4/45*z + 1
*
[ 8/11 ] 
f(z) = -99/256*z^3 - 15/88*z + 1
*
[ 4/5 ] 
f(z) = -95/256*z^3 - 1/80*z + 1
*
[ 4/5 ] 
f(z) = -85/256*z^3 - 3/80*z + 1
*
[ 3/4 ] 
f(z) = -100/243*z^3 - 11/108*z + 1
*
[ 3/4 ] 
f(z) = -92/243*z^3 - 13/108*z + 1
*
[ 10/13 ] 
f(z) = -91/250*z^3 - 11/130*z + 1
*
[ 22/27 ] 
f(z) = -81/242*z^3 - 1/198*z + 1
*
[ 9/10 ] 
f(z) = -100/243*z^3 + 2/9*z + 1
*
[ 9/5 ] 
f(z) = -100/243*z^3 + 16/9*z + 1
*
[ 5/3 ] 
f(z) = -99/250*z^3 + 3/2*z + 1
*
[ 4/3 ] 
f(z) = -99/256*z^3 + 15/16*z + 1
*
[ 9/7 ] 
f(z) = -98/243*z^3 + 8/9*z + 1
*
-9/7 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -98/243*z^3 + 17/18*z + 1
*
[ 5 ] 
f(z) = -87/250*z^3 + 19/2*z + 1
*
[ -5 ] 
f(z) = -83/250*z^3 + 19/2*z + 1
*
[ 10/9 ] 
f(z) = -81/250*z^3 + 1/2*z + 1
*
[ -5/3 ] 
f(z) = -81/250*z^3 + 5/2*z + 1
*
-20/9 | 0.11552680467749523220701044191895077973 | 0.018910152700870024257382235846090306975
f(z) = -81/250*z^3 + 9/5*z + 1
*
20/9 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -81/250*z^3 + 9/10*z + 1
*
[ 8/9 ] 
f(z) = -81/256*z^3 + 1/8*z + 1
*
[ -8/9 ] 
f(z) = -81/256*z^3 + 19/8*z + 1
*
[ 10/11 ] 
f(z) = -99/250*z^3 + 5/22*z + 1
*
[ 5/6 ] 
f(z) = -87/250*z^3 + 1/24*z + 1
*
[ 11/9 ] 
f(z) = -81/242*z^3 + 15/22*z + 1
*
[ 5/6 ] 
f(z) = -99/250*z^3 + 3/40*z + 1
*
[ 6/7 ] 
f(z) = -98/243*z^3 + 7/54*z + 1
*
[ 5/6 ] 
f(z) = -81/250*z^3 + 1/40*z + 1
*
4/3 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = -81/256*z^3 + 7/48*z + 1
*
[ 8/9 ] 
f(z) = -99/256*z^3 + 13/72*z + 1
*
[ 5/6 ] 
f(z) = -97/250*z^3 + 5/72*z + 1
*
[ 7/8 ] 
f(z) = -96/245*z^3 + 11/70*z + 1
*
[ 9/11 ] 
f(z) = -88/243*z^3 + 2/99*z + 1
*
-21/20 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = -100/243*z^3 + 13/108*z + 1
*
[ 5/6 ] 
f(z) = -93/250*z^3 + 7/120*z + 1
*
[ -9/10 ] 
f(z) = -100/243*z^3 + 22/9*z + 1
*
[ -9/5 ] 
f(z) = -100/243*z^3 + 26/9*z + 1
*
[ -5/3 ] 
f(z) = -99/250*z^3 + 27/10*z + 1
*
[ -5/2 ] 
f(z) = -99/250*z^3 + 31/8*z + 1
*
-5/3 | 0.089571824581969634823413409431854041050 | 0.013114865254275430464123826382271551147
f(z) = -99/250*z^3 + 37/10*z + 1
*
[ 8/3 ] 
f(z) = -99/256*z^3 + 27/8*z + 1
*
[ -8/3 ] 
f(z) = -99/256*z^3 + 33/8*z + 1
*
[ -4/3 ] 
f(z) = -99/256*z^3 + 39/16*z + 1
*
[ -9/7 ] 
f(z) = -98/243*z^3 + 22/9*z + 1
*
[ 5 ] 
f(z) = -97/250*z^3 + 21/2*z + 1
*
[ -5 ] 
f(z) = -93/250*z^3 + 21/2*z + 1
*
[ 10/3 ] 
f(z) = -93/250*z^3 + 29/6*z + 1
*
[ 5/2 ] 
f(z) = -91/250*z^3 + 23/8*z + 1
*
[ 5/3 ] 
f(z) = -89/250*z^3 + 25/18*z + 1
*
[ -5/2 ] 
f(z) = -89/250*z^3 + 29/8*z + 1
*
[ -10/3 ] 
f(z) = -87/250*z^3 + 31/6*z + 1
*
[ 5/2 ] 
f(z) = -81/250*z^3 + 21/8*z + 1
*
[ -5/9 ] 
f(z) = -81/250*z^3 + 29/10*z + 1
*
-10/9 | 0.089413869496803740175400143289466386770 | 0.013314782545216180996557419851511497964
f(z) = -81/250*z^3 + 33/10*z + 1
*
80/27 | 0.11118309383530628037373593112807945293 | 0.013261877268394868976564159645158911150
f(z) = -81/250*z^3 + 35/18*z + 1
*
[ -5/18 ] 
f(z) = -81/250*z^3 + 37/8*z + 1
*
[ 8/3 ] 
f(z) = -81/256*z^3 + 23/8*z + 1
*
[ 16/9 ] 
f(z) = -81/256*z^3 + 23/16*z + 1
*
[ -8/3 ] 
f(z) = -81/256*z^3 + 29/8*z + 1
*
-20/9 | 0.077017026651898641843639858450964801854 | 0.012543725536984747836352487684782770399
f(z) = -81/256*z^3 + 29/16*z + 1
*
[ 3/2 ] 
f(z) = -100/243*z^3 + 34/27*z + 1
*
-2 | 0.10210066375460376948287985275851305681 | 0.018213390795309727701196960124009266047
f(z) = -99/248*z^3 + 34/31*z + 1
*
-2 | 0.10210062070800326489721501690236884008 | 0.018310895386471766532226135988288189159
f(z) = -97/248*z^3 + 33/31*z + 1
*
-2 | 0.10210057305673187202773748151794255257 | 0.018412498802608547962780611554855937990
f(z) = -95/248*z^3 + 32/31*z + 1
*
[ 5/4 ] 
f(z) = -93/250*z^3 + 25/32*z + 1
*
[ 3/2 ] 
f(z) = -92/243*z^3 + 32/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -91/248*z^3 + 30/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -89/248*z^3 + 29/31*z + 1
*
[ 3/2 ] 
f(z) = -88/243*z^3 + 31/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -87/248*z^3 + 28/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -85/248*z^3 + 27/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -83/248*z^3 + 26/31*z + 1
*
[ 5/4 ] 
f(z) = -83/250*z^3 + 23/32*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -81/248*z^3 + 25/31*z + 1
*
[ 8/7 ] 
f(z) = -91/256*z^3 + 33/56*z + 1
*
20/29 | 0.27648624152867502315462738417985119218 | 0.027683591195815236772089940499455886638
f(z) = -87/250*z^3 + 23/174*z + 1
*
[ 9/10 ] 
f(z) = -95/243*z^3 + 37/180*z + 1
*
[ 9/10 ] 
f(z) = -85/243*z^3 + 31/180*z + 1
*
[ 8/9 ] 
f(z) = -93/256*z^3 + 35/216*z + 1
*
[ 8/9 ] 
f(z) = -87/256*z^3 + 31/216*z + 1
*
3/2 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = -88/255*z^3 + 28/255*z + 1
*
[ 8/9 ] 
f(z) = -81/248*z^3 + 33/248*z + 1
*
[ 11/13 ] 
f(z) = -91/242*z^3 + 25/286*z + 1
*
[ 7/8 ] 
f(z) = -88/245*z^3 + 37/280*z + 1
*
-9/10 | 0.19863225527819802991548980253071851636 | 0.027635187759077876908212097224739995736
f(z) = -100/243*z^3 + 49/9*z + 1
*
[ -10/9 ] 
f(z) = -99/250*z^3 + 43/18*z + 1
*
[ 10/3 ] 
f(z) = -99/250*z^3 + 51/10*z + 1
*
[ -10/3 ] 
f(z) = -99/250*z^3 + 57/10*z + 1
*
9/14 | 0.18310270025070533459678771981954357979 | 0.025623159562963610003184329346203684397
f(z) = -98/243*z^3 + 47/18*z + 1
*
[ -9/14 ] 
f(z) = -98/243*z^3 + 49/18*z + 1
*
45/14 | 0.10794993377077757913313780495713892866 | 0.014781243352329737613145863220745944409
f(z) = -98/243*z^3 + 55/18*z + 1
*
[ 18/7 ] 
f(z) = -98/243*z^3 + 59/18*z + 1
*
[ -5/3 ] 
f(z) = -91/250*z^3 + 47/18*z + 1
*
[ 9/4 ] 
f(z) = -88/243*z^3 + 43/18*z + 1
*
[ -9/4 ] 
f(z) = -88/243*z^3 + 59/18*z + 1
*
10/3 | 0.20493774745077423904735864986670651910 | 0.026475472493034884205992798745572978676
f(z) = -87/250*z^3 + 46/15*z + 1
*
[ -10/3 ] 
f(z) = -81/250*z^3 + 49/10*z + 1
*
40/9 | 0.10445023008417208261271304861238177341 | 0.014528834753148068118738737597502065457
f(z) = -81/250*z^3 + 53/10*z + 1
*
[ -16/9 ] 
f(z) = -81/256*z^3 + 41/16*z + 1
*
-8/9 | 0.17063718616735427871288891791259809104 | 0.023066680195620181680712318451062498889
f(z) = -81/256*z^3 + 51/8*z + 1
*
[ -4/9 ] 
f(z) = -81/256*z^3 + 53/16*z + 1
*
[ 7/4 ] 
f(z) = -96/245*z^3 + 57/35*z + 1
*
[ 5/3 ] 
f(z) = -93/250*z^3 + 43/30*z + 1
*
[ -5/6 ] 
f(z) = -93/250*z^3 + 59/24*z + 1
*
[ 2 ] 
f(z) = -87/248*z^3 + 59/31*z + 1
*
[ 5/3 ] 
f(z) = -87/250*z^3 + 41/30*z + 1
*
[ 2 ] 
f(z) = -85/248*z^3 + 58/31*z + 1
*
[ 2 ] 
f(z) = -83/248*z^3 + 57/31*z + 1
*
[ -11/9 ] 
f(z) = -81/242*z^3 + 51/22*z + 1
*
[ 22/9 ] 
f(z) = -81/242*z^3 + 57/22*z + 1
*
[ 2 ] 
f(z) = -81/248*z^3 + 56/31*z + 1
*
[ 20/9 ] 
f(z) = -81/250*z^3 + 43/20*z + 1
*
-20/9 | 0.20493774745077423904735864986670651910 | 0.028659810322968226996499464564113136444
f(z) = -81/250*z^3 + 51/20*z + 1
*
[ 6/5 ] 
f(z) = -100/243*z^3 + 41/54*z + 1
*
[ 8/5 ] 
f(z) = -95/256*z^3 + 53/40*z + 1
*
[ 4/3 ] 
f(z) = -93/256*z^3 + 43/48*z + 1
*
[ 4/3 ] 
f(z) = -87/256*z^3 + 41/48*z + 1
*
[ 8/5 ] 
f(z) = -85/256*z^3 + 49/40*z + 1
*
[ 3/2 ] 
f(z) = -82/243*z^3 + 59/54*z + 1
*
[ 9/7 ] 
f(z) = -91/243*z^3 + 53/63*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -91/256*z^3 + 59/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -89/240*z^3 + 59/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -89/256*z^3 + 57/64*z + 1
*
[ 9/8 ] 
f(z) = -88/243*z^3 + 41/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -87/256*z^3 + 55/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -85/256*z^3 + 53/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -83/240*z^3 + 53/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -83/256*z^3 + 51/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -81/256*z^3 + 49/64*z + 1
*
[ 10/9 ] 
f(z) = -99/250*z^3 + 53/90*z + 1
*
20/9 | 0.20449855251341653456368556004210146247 | 0.028582745865688651776763561879547450307
f(z) = -81/256*z^3 + 41/80*z + 1
*
[ 9/10 ] 
f(z) = -92/243*z^3 + 44/225*z + 1
*
[ 9/10 ] 
f(z) = -88/243*z^3 + 41/225*z + 1
*
[ 10/11 ] 
f(z) = -89/250*z^3 + 47/242*z + 1
*
[ -20/3 ] 
f(z) = -99/250*z^3 + 75/4*z + 1
*
-9/7 | 0.22632873060202265153574057258893273031 | 0.029943537640537828714868286086845444647
f(z) = -98/243*z^3 + 71/18*z + 1
*
[ -18/7 ] 
f(z) = -98/243*z^3 + 73/18*z + 1
*
-45/14 | 0.18564547231500070571717997903844227048 | 0.024300283353587697706121822975610921770
f(z) = -98/243*z^3 + 77/18*z + 1
*
[ 9/2 ] 
f(z) = -92/243*z^3 + 76/9*z + 1
*
[ -10 ] 
f(z) = -91/250*z^3 + 75/2*z + 1
*
[ 10 ] 
f(z) = -89/250*z^3 + 73/2*z + 1
*
[ 9/2 ] 
f(z) = -88/243*z^3 + 73/9*z + 1
*
[ -9/2 ] 
f(z) = -88/243*z^3 + 77/9*z + 1
*
[ 10/3 ] 
f(z) = -83/250*z^3 + 79/18*z + 1
*
[ 20/3 ] 
f(z) = -81/250*z^3 + 61/4*z + 1
*
[ -40/9 ] 
f(z) = -81/250*z^3 + 61/8*z + 1
*
-5/3 | 0.20358492779878644088138603209428182615 | 0.022613760874210304980699755688196629996
f(z) = -81/250*z^3 + 65/18*z + 1
*
[ -10 ] 
f(z) = -81/250*z^3 + 67/2*z + 1
*
[ 35/9 ] 
f(z) = -81/250*z^3 + 79/14*z + 1
*
-4/3 | 0.087103947063154513529186832388098795679 | 0.012431530734993156006986236494289562615
f(z) = -81/256*z^3 + 69/16*z + 1
*
9/20 | 0.18311027445281703713839808771393854530 | 0.024412979751544394474131211700645734350
f(z) = -100/243*z^3 + 67/36*z + 1
*
[ -3/2 ] 
f(z) = -100/243*z^3 + 70/27*z + 1
*
[ -3/5 ] 
f(z) = -100/243*z^3 + 76/27*z + 1
*
[ 2 ] 
f(z) = -99/248*z^3 + 65/31*z + 1
*
[ 2 ] 
f(z) = -97/248*z^3 + 64/31*z + 1
*
[ -5/4 ] 
f(z) = -97/250*z^3 + 77/32*z + 1
*
[ 2 ] 
f(z) = -95/248*z^3 + 63/31*z + 1
*
[ -5/3 ] 
f(z) = -93/250*z^3 + 79/30*z + 1
*
[ 8/3 ] 
f(z) = -93/256*z^3 + 77/24*z + 1
*
[ -3/2 ] 
f(z) = -92/243*z^3 + 68/27*z + 1
*
[ 2 ] 
f(z) = -91/248*z^3 + 61/31*z + 1
*
[ 2 ] 
f(z) = -89/248*z^3 + 60/31*z + 1
*
[ -3/2 ] 
f(z) = -88/243*z^3 + 67/27*z + 1
*
[ -5/4 ] 
f(z) = -87/250*z^3 + 75/32*z + 1
*
[ -5/3 ] 
f(z) = -87/250*z^3 + 77/30*z + 1
*
[ 8/3 ] 
f(z) = -87/256*z^3 + 73/24*z + 1
*
[ -22/9 ] 
f(z) = -81/242*z^3 + 75/22*z + 1
*
[ -20/9 ] 
f(z) = -81/250*z^3 + 61/20*z + 1
*
10/3 | 0.12207027872440720054555443173834987631 | 0.016086593550167907072977899199148022996
f(z) = -81/250*z^3 + 79/30*z + 1
*
[ 9/5 ] 
f(z) = -95/243*z^3 + 77/45*z + 1
*
[ 3/2 ] 
f(z) = -94/243*z^3 + 65/54*z + 1
*
[ 20/13 ] 
f(z) = -91/250*z^3 + 63/52*z + 1
*
[ 3/2 ] 
f(z) = -86/243*z^3 + 61/54*z + 1
*
[ 9/5 ] 
f(z) = -85/243*z^3 + 71/45*z + 1
*
-2 | 0.10268853416271229256535231802008763972 | 0.018366799014318128608150929498650669166
f(z) = -99/256*z^3 + 67/64*z + 1
*
-2 | 0.081149831203391735489452099991484030822 | 0.014514401748075069998097193773873656355
f(z) = -97/240*z^3 + 67/60*z + 1
*
-2 | 0.10268848505062449488514158680758631384 | 0.018466888030032904080012941918575811295
f(z) = -97/256*z^3 + 65/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -95/256*z^3 + 63/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -93/256*z^3 + 61/64*z + 1
*
-2 | 0.081149690591358863288569604749734982848 | 0.014762089727939986957715426080791467548
f(z) = -91/240*z^3 + 61/60*z + 1
*
[ 10/7 ] 
f(z) = -91/250*z^3 + 73/70*z + 1
*
[ 7/6 ] 
f(z) = -96/245*z^3 + 71/105*z + 1
*
[ 10/9 ] 
f(z) = -81/248*z^3 + 78/155*z + 1
*
-7/12 | 0.21658084655026281096365292670799586547 | 0.029697013782230472731851344904542974191
f(z) = -96/245*z^3 + 73/210*z + 1
*
[ 16/17 ] 
f(z) = -85/256*z^3 + 63/272*z + 1
*
35/18 | 0.22334489683753213128567797959004953200 | 0.025226263478429173674509842528891093120
f(z) = -81/250*z^3 + 79/280*z + 1
*
[ 9/2 ] 
f(z) = -100/243*z^3 + 82/9*z + 1
*
[ -9/2 ] 
f(z) = -100/243*z^3 + 86/9*z + 1
*
[ 10 ] 
f(z) = -99/250*z^3 + 81/2*z + 1
*
[ -9/2 ] 
f(z) = -92/243*z^3 + 80/9*z + 1
*
[ 5 ] 
f(z) = -91/250*z^3 + 99/10*z + 1
*
[ 5 ] 
f(z) = -89/250*z^3 + 97/10*z + 1
*
[ -5 ] 
f(z) = -87/250*z^3 + 99/10*z + 1
*
[ 4 ] 
f(z) = -87/256*z^3 + 99/16*z + 1
*
[ 4 ] 
f(z) = -85/256*z^3 + 97/16*z + 1
*
[ 5 ] 
f(z) = -83/250*z^3 + 91/10*z + 1
*
[ 4 ] 
f(z) = -83/256*z^3 + 95/16*z + 1
*
[ 5 ] 
f(z) = -81/250*z^3 + 89/10*z + 1
*
[ -5 ] 
f(z) = -81/250*z^3 + 93/10*z + 1
*
-4/9 | 0.16737432701498487298301993215925842429 | 0.023197333353899508154202477740734664925
f(z) = -81/256*z^3 + 85/16*z + 1
*
[ 4 ] 
f(z) = -81/256*z^3 + 93/16*z + 1
*
[ 9/4 ] 
f(z) = -100/243*z^3 + 95/36*z + 1
*
[ 27/10 ] 
f(z) = -100/243*z^3 + 98/27*z + 1
*
[ 7/3 ] 
f(z) = -99/245*z^3 + 97/35*z + 1
*
[ -2/3 ] 
f(z) = -99/248*z^3 + 83/31*z + 1
*
[ -2 ] 
f(z) = -99/248*z^3 + 96/31*z + 1
*
-15/11 | 0.23967161031723342354768292592173429416 | 0.025663043618540090451891815382528470803
f(z) = -99/250*z^3 + 91/22*z + 1
*
5/33 | 0.27884227184306735072590042662763828081 | 0.029654529289320832392782865383075233156
f(z) = -99/250*z^3 + 97/22*z + 1
*
[ -3/7 ] 
f(z) = -98/243*z^3 + 92/27*z + 1
*
[ -2 ] 
f(z) = -97/248*z^3 + 95/31*z + 1
*
[ -7/4 ] 
f(z) = -96/245*z^3 + 97/35*z + 1
*
[ -2 ] 
f(z) = -95/248*z^3 + 94/31*z + 1
*
[ -8/3 ] 
f(z) = -93/256*z^3 + 95/24*z + 1
*
[ 9/4 ] 
f(z) = -92/243*z^3 + 89/36*z + 1
*
[ -2 ] 
f(z) = -91/248*z^3 + 92/31*z + 1
*
[ -5/13 ] 
f(z) = -91/250*z^3 + 95/26*z + 1
*
[ -2 ] 
f(z) = -89/248*z^3 + 91/31*z + 1
*
[ -2 ] 
f(z) = -87/248*z^3 + 90/31*z + 1
*
[ -8/3 ] 
f(z) = -87/256*z^3 + 91/24*z + 1
*
[ -2 ] 
f(z) = -85/248*z^3 + 89/31*z + 1
*
[ -2 ] 
f(z) = -83/248*z^3 + 88/31*z + 1
*
[ 7/3 ] 
f(z) = -81/245*z^3 + 83/35*z + 1
*
[ -7/9 ] 
f(z) = -81/245*z^3 + 87/35*z + 1
*
[ -2/3 ] 
f(z) = -81/248*z^3 + 82/31*z + 1
*
[ -2 ] 
f(z) = -81/248*z^3 + 87/31*z + 1
*
10/3 | 0.21148190157103815033042739183641368729 | 0.027438412840812140977194824686911465936
f(z) = -81/250*z^3 + 89/30*z + 1
*
[ -20/27 ] 
f(z) = -81/250*z^3 + 91/36*z + 1
*
5/6 | 0.11936402145571926257609542499532669588 | 0.015628234238341991537053776460173153918
f(z) = -99/250*z^3 + 83/40*z + 1
*
[ -5/6 ] 
f(z) = -99/250*z^3 + 99/40*z + 1
*
[ -8/5 ] 
f(z) = -85/256*z^3 + 99/40*z + 1
*
[ 14/9 ] 
f(z) = -81/245*z^3 + 81/70*z + 1
*
[ 10/7 ] 
f(z) = -87/250*z^3 + 99/98*z + 1
*
20/27 | 0.17079255754629334694541830898743125378 | 0.021914499941465562296569081736520580925
f(z) = -81/250*z^3 + 97/90*z + 1
*
[ 9/8 ] 
f(z) = -100/243*z^3 + 91/144*z + 1
*
[ 7/6 ] 
f(z) = -99/245*z^3 + 97/140*z + 1
*
[ 9/8 ] 
f(z) = -92/243*z^3 + 85/144*z + 1
*
[ 7/6 ] 
f(z) = -81/245*z^3 + 83/140*z + 1
*
[ 10/9 ] 
f(z) = -91/250*z^3 + 89/162*z + 1
*
39/28 | 0.14253595842445977169018587280561540179 | 0.018822832913558247981726623472834833003
f(z) = -98/243*z^3 + 97/216*z + 1
*
7/4 | 0.16148564937453253008666847913824464792 | 0.022142500740456686392982313113581628783
f(z) = -96/245*z^3 + 97/210*z + 1
*
[ 18/5 ] 
f(z) = -100/243*z^3 + 109/18*z + 1
*
[ -18/5 ] 
f(z) = -100/243*z^3 + 119/18*z + 1
*
[ 5 ] 
f(z) = -99/250*z^3 + 107/10*z + 1
*
[ -5 ] 
f(z) = -99/250*z^3 + 111/10*z + 1
*
[ 4 ] 
f(z) = -99/256*z^3 + 111/16*z + 1
*
[ -4 ] 
f(z) = -99/256*z^3 + 119/16*z + 1
*
[ -10/3 ] 
f(z) = -97/250*z^3 + 101/18*z + 1
*
[ -5 ] 
f(z) = -97/250*z^3 + 109/10*z + 1
*
[ 4 ] 
f(z) = -97/256*z^3 + 109/16*z + 1
*
[ -4 ] 
f(z) = -97/256*z^3 + 117/16*z + 1
*
[ 4 ] 
f(z) = -95/256*z^3 + 107/16*z + 1
*
[ -4 ] 
f(z) = -95/256*z^3 + 115/16*z + 1
*
[ 5 ] 
f(z) = -93/250*z^3 + 101/10*z + 1
*
[ 4 ] 
f(z) = -93/256*z^3 + 105/16*z + 1
*
[ -4 ] 
f(z) = -93/256*z^3 + 113/16*z + 1
*
[ -5 ] 
f(z) = -91/250*z^3 + 103/10*z + 1
*
[ 4 ] 
f(z) = -91/256*z^3 + 103/16*z + 1
*
[ -4 ] 
f(z) = -91/256*z^3 + 111/16*z + 1
*
[ -5 ] 
f(z) = -89/250*z^3 + 101/10*z + 1
*
[ 4 ] 
f(z) = -89/256*z^3 + 101/16*z + 1
*
[ -4 ] 
f(z) = -89/256*z^3 + 109/16*z + 1
*
[ -4 ] 
f(z) = -87/256*z^3 + 107/16*z + 1
*
[ -4 ] 
f(z) = -85/256*z^3 + 105/16*z + 1
*
[ -4 ] 
f(z) = -83/256*z^3 + 103/16*z + 1
*
-44/9 | 0.22270862475228186675843920655557811793 | 0.029557483744264986335521981152178820642
f(z) = -81/256*z^3 + 117/16*z + 1
*
-12/5 | 0.11240532304468633316636593681228217542 | 0.016317651255682456274558622185241881735
f(z) = -100/243*z^3 + 109/27*z + 1
*
-27/10 | 0.20669969315083840174544342573066414148 | 0.029888368828823858760436494156931440600
f(z) = -100/243*z^3 + 112/27*z + 1
*
[ -9/20 ] 
f(z) = -100/243*z^3 + 119/36*z + 1
*
[ -5/12 ] 
f(z) = -99/250*z^3 + 111/32*z + 1
*
[ 3 ] 
f(z) = -98/243*z^3 + 116/27*z + 1
*
[ 3 ] 
f(z) = -97/243*z^3 + 115/27*z + 1
*
[ 3 ] 
f(z) = -95/243*z^3 + 113/27*z + 1
*
[ 3 ] 
f(z) = -94/243*z^3 + 112/27*z + 1
*
[ 3 ] 
f(z) = -92/243*z^3 + 110/27*z + 1
*
[ 3 ] 
f(z) = -91/243*z^3 + 109/27*z + 1
*
[ 3 ] 
f(z) = -89/243*z^3 + 107/27*z + 1
*
[ 3 ] 
f(z) = -88/243*z^3 + 106/27*z + 1
*
[ 3 ] 
f(z) = -86/243*z^3 + 104/27*z + 1
*
[ 3 ] 
f(z) = -85/243*z^3 + 103/27*z + 1
*
[ 3 ] 
f(z) = -83/243*z^3 + 101/27*z + 1
*
[ -3 ] 
f(z) = -83/243*z^3 + 119/27*z + 1
*
[ 3 ] 
f(z) = -82/243*z^3 + 100/27*z + 1
*
[ -3 ] 
f(z) = -82/243*z^3 + 118/27*z + 1
*
[ 11/3 ] 
f(z) = -81/242*z^3 + 115/22*z + 1
*
[ -7/3 ] 
f(z) = -81/245*z^3 + 113/35*z + 1
*
3/5 | 0.12448725475775174943998083237472134665 | 0.018120274661033416985984973282659307806
f(z) = -100/243*z^3 + 107/54*z + 1
*
[ 27/14 ] 
f(z) = -98/243*z^3 + 107/54*z + 1
*
[ -8/5 ] 
f(z) = -95/256*z^3 + 103/40*z + 1
*
[ 5/2 ] 
f(z) = -93/250*z^3 + 117/40*z + 1
*
[ -4/3 ] 
f(z) = -93/256*z^3 + 115/48*z + 1
*
[ 5/2 ] 
f(z) = -89/250*z^3 + 113/40*z + 1
*
[ 5/2 ] 
f(z) = -87/250*z^3 + 111/40*z + 1
*
[ -4/3 ] 
f(z) = -87/256*z^3 + 113/48*z + 1
*
[ 5/2 ] 
f(z) = -83/250*z^3 + 107/40*z + 1
*
[ 2 ] 
f(z) = -89/240*z^3 + 119/60*z + 1
*
[ 7/4 ] 
f(z) = -88/245*z^3 + 107/70*z + 1
*
[ 2 ] 
f(z) = -87/256*z^3 + 119/64*z + 1
*
[ 2 ] 
f(z) = -85/256*z^3 + 117/64*z + 1
*
[ 2 ] 
f(z) = -83/240*z^3 + 113/60*z + 1
*
[ 2 ] 
f(z) = -83/256*z^3 + 115/64*z + 1
*
[ 2 ] 
f(z) = -81/256*z^3 + 113/64*z + 1
*
[ 10/7 ] 
f(z) = -97/250*z^3 + 107/98*z + 1
*
[ 5/3 ] 
f(z) = -83/250*z^3 + 119/90*z + 1
*
[ 27/20 ] 
f(z) = -100/243*z^3 + 109/108*z + 1
*
[ 3/2 ] 
f(z) = -83/243*z^3 + 119/108*z + 1
*
[ 4/3 ] 
f(z) = -99/248*z^3 + 119/124*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -89/244*z^3 + 117/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -89/252*z^3 + 115/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -87/244*z^3 + 113/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -85/244*z^3 + 109/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -85/252*z^3 + 107/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -83/244*z^3 + 105/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -83/252*z^3 + 103/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -81/244*z^3 + 101/122*z + 1
*
[ 4/3 ] 
f(z) = -81/248*z^3 + 103/124*z + 1
*
[ 4/3 ] 
f(z) = -83/256*z^3 + 119/144*z + 1
*
[ 5/4 ] 
f(z) = -87/250*z^3 + 119/160*z + 1
*
[ 5/4 ] 
f(z) = -81/250*z^3 + 113/160*z + 1
*
[ 9/2 ] 
f(z) = -82/243*z^3 + 137/18*z + 1
*
-5/9 | 0.19409753590811769934343507674367258260 | 0.024025872815074666640865831812736205524
f(z) = -81/250*z^3 + 129/10*z + 1
*
[ -9/4 ] 
f(z) = -100/243*z^3 + 127/36*z + 1
*
-9/5 | 0.21320964202270612397203928954412405084 | 0.026093348416577583188590690512637375943
f(z) = -100/243*z^3 + 131/36*z + 1
*
[ -3 ] 
f(z) = -100/243*z^3 + 136/27*z + 1
*
[ -7/3 ] 
f(z) = -99/245*z^3 + 127/35*z + 1
*
[ -3 ] 
f(z) = -97/243*z^3 + 133/27*z + 1
*
[ -3 ] 
f(z) = -95/243*z^3 + 131/27*z + 1
*
[ -3 ] 
f(z) = -94/243*z^3 + 130/27*z + 1
*
[ -9/4 ] 
f(z) = -92/243*z^3 + 121/36*z + 1
*
[ -3 ] 
f(z) = -92/243*z^3 + 128/27*z + 1
*
[ -3 ] 
f(z) = -91/243*z^3 + 127/27*z + 1
*
[ -20/7 ] 
f(z) = -91/250*z^3 + 121/28*z + 1
*
[ -3 ] 
f(z) = -89/243*z^3 + 125/27*z + 1
*
[ -3 ] 
f(z) = -88/243*z^3 + 124/27*z + 1
*
[ 10/3 ] 
f(z) = -87/250*z^3 + 137/30*z + 1
*
[ -3 ] 
f(z) = -86/243*z^3 + 122/27*z + 1
*
[ -3 ] 
f(z) = -85/243*z^3 + 121/27*z + 1
*
[ -11/3 ] 
f(z) = -81/242*z^3 + 127/22*z + 1
*
[ -6/5 ] 
f(z) = -100/243*z^3 + 131/54*z + 1
*
[ 5/2 ] 
f(z) = -99/250*z^3 + 123/40*z + 1
*
[ -20/33 ] 
f(z) = -99/250*z^3 + 123/44*z + 1
*
[ -3/2 ] 
f(z) = -98/243*z^3 + 139/54*z + 1
*
[ 5/2 ] 
f(z) = -97/250*z^3 + 121/40*z + 1
*
[ -9/5 ] 
f(z) = -95/243*z^3 + 127/45*z + 1
*
[ -3/2 ] 
f(z) = -94/243*z^3 + 137/54*z + 1
*
-20/7 | 0.27511639604267265118482141309916340257 | 0.028222002468104073475209352026470145486
f(z) = -91/250*z^3 + 137/56*z + 1
*
[ -8/7 ] 
f(z) = -91/256*z^3 + 131/56*z + 1
*
[ -3/4 ] 
f(z) = -88/243*z^3 + 137/54*z + 1
*
4/3 | 0.19601992868316436581030457398393680131 | 0.025481722967876858413352515548720354349
f(z) = -87/256*z^3 + 137/48*z + 1
*
[ -3/2 ] 
f(z) = -86/243*z^3 + 133/54*z + 1
*
[ -9/5 ] 
f(z) = -85/243*z^3 + 121/45*z + 1
*
[ -5/2 ] 
f(z) = -83/250*z^3 + 139/40*z + 1
*
[ -3/2 ] 
f(z) = -82/243*z^3 + 131/54*z + 1
*
65/18 | 0.23135333323428704947608252495844921754 | 0.028866246271567000224101969499521030900
f(z) = -81/250*z^3 + 121/40*z + 1
*
-4/3 | 0.19908448714642327389039364356766948452 | 0.026137632529379217069988524158823716864
f(z) = -81/256*z^3 + 127/48*z + 1
*
[ 2 ] 
f(z) = -99/256*z^3 + 131/64*z + 1
*
[ 2 ] 
f(z) = -97/240*z^3 + 127/60*z + 1
*
[ 2 ] 
f(z) = -97/256*z^3 + 129/64*z + 1
*
[ 2 ] 
f(z) = -95/256*z^3 + 127/64*z + 1
*
[ 2 ] 
f(z) = -93/256*z^3 + 125/64*z + 1
*
[ 2 ] 
f(z) = -91/240*z^3 + 121/60*z + 1
*
[ 2 ] 
f(z) = -91/256*z^3 + 123/64*z + 1
*
[ 2 ] 
f(z) = -89/256*z^3 + 121/64*z + 1
*
40/27 | 0.15503787009063824916228458131571089488 | 0.018587592765680525489916734790510913539
f(z) = -81/256*z^3 + 131/72*z + 1
*
[ 5/3 ] 
f(z) = -97/250*z^3 + 133/90*z + 1
*
[ 5/3 ] 
f(z) = -91/250*z^3 + 127/90*z + 1
*
[ 11/6 ] 
f(z) = -81/242*z^3 + 139/88*z + 1
*
[ 3/2 ] 
f(z) = -97/243*z^3 + 133/108*z + 1
*
[ 3/2 ] 
f(z) = -95/243*z^3 + 131/108*z + 1
*
[ 3/2 ] 
f(z) = -91/243*z^3 + 127/108*z + 1
*
[ 3/2 ] 
f(z) = -89/243*z^3 + 125/108*z + 1
*
[ 3/2 ] 
f(z) = -85/243*z^3 + 121/108*z + 1
*
-2 | 0.10179957541539349117383812801392373732 | 0.018135979348046516434253486754290229308
f(z) = -99/244*z^3 + 137/122*z + 1
*
-2 | 0.10179953449377761948253826031751433219 | 0.018232220254837053934105622543038176779
f(z) = -97/244*z^3 + 133/122*z + 1
*
-2 | 0.088833772446834896256913542756192201515 | 0.015953354248616044820612210856408070961
f(z) = -97/252*z^3 + 131/126*z + 1
*
-2 | 0.10179948984738309771187166572504921564 | 0.018332474474297843152840226766601956866
f(z) = -95/244*z^3 + 129/122*z + 1
*
-2 | 0.088833721089587006911194567356154162269 | 0.016042687113670977941443653060141944389
f(z) = -95/252*z^3 + 127/126*z + 1
*
-2 | 0.10179944013502430724670885673097028764 | 0.018437048029389687762643779417032089044
f(z) = -93/244*z^3 + 125/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -91/244*z^3 + 121/122*z + 1
*
[ 4/3 ] 
f(z) = -97/256*z^3 + 133/144*z + 1
*
[ 4/3 ] 
f(z) = -95/256*z^3 + 131/144*z + 1
*
[ 4/3 ] 
f(z) = -91/256*z^3 + 127/144*z + 1
*
[ 4/3 ] 
f(z) = -89/256*z^3 + 125/144*z + 1
*
[ 4/3 ] 
f(z) = -85/256*z^3 + 121/144*z + 1
*
[ 5/4 ] 
f(z) = -99/250*z^3 + 131/160*z + 1
*
[ 5/4 ] 
f(z) = -97/250*z^3 + 129/160*z + 1
*
[ 5/4 ] 
f(z) = -91/250*z^3 + 123/160*z + 1
*
[ 5/4 ] 
f(z) = -89/250*z^3 + 121/160*z + 1
*
[ 6/5 ] 
f(z) = -85/252*z^3 + 137/210*z + 1
*
[ 9/2 ] 
f(z) = -94/243*z^3 + 155/18*z + 1
*
[ 9/2 ] 
f(z) = -86/243*z^3 + 143/18*z + 1
*
[ -9/2 ] 
f(z) = -86/243*z^3 + 151/18*z + 1
*
[ -9/2 ] 
f(z) = -82/243*z^3 + 145/18*z + 1
*
4/9 | 0.22621325988918068758260965098652726361 | 0.029297117801352879496231995691331304288
f(z) = -81/256*z^3 + 141/16*z + 1
*
[ 32/9 ] 
f(z) = -81/256*z^3 + 151/32*z + 1
*
[ -5/2 ] 
f(z) = -97/250*z^3 + 153/40*z + 1
*
[ -5/2 ] 
f(z) = -93/250*z^3 + 149/40*z + 1
*
[ -5/2 ] 
f(z) = -91/250*z^3 + 147/40*z + 1
*
[ -5/2 ] 
f(z) = -87/250*z^3 + 143/40*z + 1
*
[ -5/9 ] 
f(z) = -87/250*z^3 + 157/54*z + 1
*
[ 25/9 ] 
f(z) = -81/250*z^3 + 157/50*z + 1
*
18/7 | 0.10251653896934360382575256101357600312 | 0.012293238799700520940057169423214283393
f(z) = -98/243*z^3 + 155/72*z + 1
*
[ -9/7 ] 
f(z) = -91/243*z^3 + 151/63*z + 1
*
[ 6/5 ] 
f(z) = -95/252*z^3 + 149/210*z + 1
*
[ 16/13 ] 
f(z) = -91/256*z^3 + 151/208*z + 1
*
[ 11/10 ] 
f(z) = -100/253*z^3 + 144/253*z + 1
*
-5/7 | 0.15850564183383351172136711173013473002 | 0.028604602640191118136070652686209034755
f(z) = -98/255*z^3 + 152/255*z + 1
*
[ 15/14 ] 
f(z) = -98/243*z^3 + 143/270*z + 1
*
[ 10/9 ] 
f(z) = -93/250*z^3 + 151/270*z + 1
*
[ 10/9 ] 
f(z) = -87/250*z^3 + 143/270*z + 1
*
[ 9/8 ] 
f(z) = -82/243*z^3 + 155/288*z + 1
*
[ 9/2 ] 
f(z) = -98/243*z^3 + 161/18*z + 1
*
[ -9/2 ] 
f(z) = -98/243*z^3 + 169/18*z + 1
*
[ -9/2 ] 
f(z) = -94/243*z^3 + 163/18*z + 1
*
[ 8 ] 
f(z) = -85/256*z^3 + 177/8*z + 1
*
[ -8 ] 
f(z) = -85/256*z^3 + 179/8*z + 1
*
[ 8 ] 
f(z) = -83/256*z^3 + 173/8*z + 1
*
[ -8 ] 
f(z) = -83/256*z^3 + 175/8*z + 1
*
[ -16/3 ] 
f(z) = -81/256*z^3 + 163/16*z + 1
*
52/9 | 0.19401114585893051295365188980667034919 | 0.024625284479183348653876140140543770644
f(z) = -81/256*z^3 + 165/16*z + 1
*
[ 8 ] 
f(z) = -81/256*z^3 + 169/8*z + 1
*
[ -8 ] 
f(z) = -81/256*z^3 + 171/8*z + 1
*
9/20 | 0.19454339887423056656776070574424328198 | 0.022993980768901612009872526392333694983
f(z) = -100/243*z^3 + 175/36*z + 1
*
[ -10/3 ] 
f(z) = -93/250*z^3 + 163/30*z + 1
*
[ 7/2 ] 
f(z) = -88/245*z^3 + 179/35*z + 1
*
[ -2/9 ] 
f(z) = -81/248*z^3 + 171/31*z + 1
*
[ -32/9 ] 
f(z) = -81/256*z^3 + 169/32*z + 1
*
[ -15/11 ] 
f(z) = -99/250*z^3 + 163/66*z + 1
*
[ -2/3 ] 
f(z) = -99/256*z^3 + 171/64*z + 1
*
[ -8/9 ] 
f(z) = -99/256*z^3 + 175/72*z + 1
*
[ -7/8 ] 
f(z) = -96/245*z^3 + 171/70*z + 1
*
[ -10/7 ] 
f(z) = -91/250*z^3 + 171/70*z + 1
*
[ -2 ] 
f(z) = -89/240*z^3 + 179/60*z + 1
*
[ -9/8 ] 
f(z) = -88/243*z^3 + 169/72*z + 1
*
[ 9/4 ] 
f(z) = -86/243*z^3 + 169/72*z + 1
*
[ -2 ] 
f(z) = -83/240*z^3 + 173/60*z + 1
*
[ -5/6 ] 
f(z) = -83/250*z^3 + 175/72*z + 1
*
[ -2 ] 
f(z) = -83/256*z^3 + 179/64*z + 1
*
[ 9/4 ] 
f(z) = -82/243*z^3 + 163/72*z + 1
*
[ -14/9 ] 
f(z) = -81/245*z^3 + 171/70*z + 1
*
88/27 | 0.23541154948030724942484483306112387302 | 0.027542726819123176917862852636595739655
f(z) = -81/256*z^3 + 161/72*z + 1
*
[ -2/3 ] 
f(z) = -81/256*z^3 + 169/64*z + 1
*
[ -2 ] 
f(z) = -81/256*z^3 + 177/64*z + 1
*
[ 20/9 ] 
f(z) = -81/256*z^3 + 169/80*z + 1
*
[ 12/7 ] 
f(z) = -98/243*z^3 + 173/108*z + 1
*
5/2 | 0.11936545826185089548695180266311551353 | 0.014257414153680455847954980983220861446
f(z) = -87/250*z^3 + 173/120*z + 1
*
[ 11/9 ] 
f(z) = -81/253*z^3 + 167/253*z + 1
*
[ 9/8 ] 
f(z) = -98/243*z^3 + 179/288*z + 1
*
[ 9/8 ] 
f(z) = -94/243*z^3 + 173/288*z + 1
*
[ 9/8 ] 
f(z) = -86/243*z^3 + 161/288*z + 1
*
[ 32/27 ] 
f(z) = -81/256*z^3 + 173/288*z + 1
*
[ 16/3 ] 
f(z) = -99/256*z^3 + 189/16*z + 1
*
[ -16/3 ] 
f(z) = -99/256*z^3 + 195/16*z + 1
*
[ 8 ] 
f(z) = -95/256*z^3 + 197/8*z + 1
*
[ -8 ] 
f(z) = -95/256*z^3 + 199/8*z + 1
*
[ 8 ] 
f(z) = -93/256*z^3 + 193/8*z + 1
*
[ -8 ] 
f(z) = -93/256*z^3 + 195/8*z + 1
*
[ 8 ] 
f(z) = -91/256*z^3 + 189/8*z + 1
*
[ -8 ] 
f(z) = -91/256*z^3 + 191/8*z + 1
*
[ 8 ] 
f(z) = -89/256*z^3 + 185/8*z + 1
*
[ -8 ] 
f(z) = -89/256*z^3 + 187/8*z + 1
*
[ 8 ] 
f(z) = -87/256*z^3 + 181/8*z + 1
*
[ -8 ] 
f(z) = -87/256*z^3 + 183/8*z + 1
*
-20/33 | 0.22058747391356633535861802492286333523 | 0.021793695599352344528399507966614433405
f(z) = -99/250*z^3 + 199/22*z + 1
*
[ -27/7 ] 
f(z) = -98/243*z^3 + 196/27*z + 1
*
[ 7/2 ] 
f(z) = -96/245*z^3 + 193/35*z + 1
*
[ 7/2 ] 
f(z) = -92/245*z^3 + 186/35*z + 1
*
[ -7/2 ] 
f(z) = -88/245*z^3 + 199/35*z + 1
*
-35/36 | 0.12707721800264202177648289819009255267 | 0.012619309965219020609246320213915040171
f(z) = -81/250*z^3 + 189/32*z + 1
*
[ -25/9 ] 
f(z) = -81/250*z^3 + 193/50*z + 1
*
[ -2 ] 
f(z) = -99/256*z^3 + 195/64*z + 1
*
[ 9/4 ] 
f(z) = -98/243*z^3 + 187/72*z + 1
*
[ -2 ] 
f(z) = -97/240*z^3 + 187/60*z + 1
*
[ -2 ] 
f(z) = -97/256*z^3 + 193/64*z + 1
*
[ -2 ] 
f(z) = -95/256*z^3 + 191/64*z + 1
*
[ 9/4 ] 
f(z) = -94/243*z^3 + 181/72*z + 1
*
[ -2 ] 
f(z) = -93/256*z^3 + 189/64*z + 1
*
[ -2 ] 
f(z) = -91/240*z^3 + 181/60*z + 1
*
[ -5/7 ] 
f(z) = -91/250*z^3 + 181/70*z + 1
*
[ -2 ] 
f(z) = -91/256*z^3 + 187/64*z + 1
*
[ -2 ] 
f(z) = -89/256*z^3 + 185/64*z + 1
*
[ -7/4 ] 
f(z) = -88/245*z^3 + 187/70*z + 1
*
[ -2 ] 
f(z) = -87/256*z^3 + 183/64*z + 1
*
[ -2 ] 
f(z) = -85/256*z^3 + 181/64*z + 1
*
-5/2 | 0.22263522745362017173776038152749268042 | 0.022203992135917557706304571661468786630
f(z) = -99/250*z^3 + 181/88*z + 1
*
[ -4/5 ] 
f(z) = -95/256*z^3 + 199/80*z + 1
*
[ -4/5 ] 
f(z) = -85/256*z^3 + 197/80*z + 1
*
[ 11/7 ] 
f(z) = -91/242*z^3 + 199/154*z + 1
*
[ 16/11 ] 
f(z) = -99/256*z^3 + 199/176*z + 1
*
[ 25/18 ] 
f(z) = -81/250*z^3 + 181/200*z + 1
*
[ 5/4 ] 
f(z) = -96/245*z^3 + 199/245*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -81/250*z^3 + 199/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -81/254*z^3 + 197/254*z + 1
*
[ 6/5 ] 
f(z) = -95/243*z^3 + 197/270*z + 1
*
[ 6/5 ] 
f(z) = -85/243*z^3 + 181/270*z + 1
*
[ 8 ] 
f(z) = -99/256*z^3 + 205/8*z + 1
*
[ -8 ] 
f(z) = -99/256*z^3 + 207/8*z + 1
*
[ 8 ] 
f(z) = -97/256*z^3 + 201/8*z + 1
*
[ -8 ] 
f(z) = -97/256*z^3 + 203/8*z + 1
*
[ -7/2 ] 
f(z) = -96/245*z^3 + 213/35*z + 1
*
[ -7/2 ] 
f(z) = -92/245*z^3 + 206/35*z + 1
*
[ 35/9 ] 
f(z) = -81/245*z^3 + 201/35*z + 1
*
[ -35/9 ] 
f(z) = -81/245*z^3 + 219/35*z + 1
*
-4/3 | 0.18505319186354168481806864459812216157 | 0.022777328124603331669761454953429761748
f(z) = -93/256*z^3 + 211/48*z + 1
*
-4/3 | 0.17934165335336669547375186298343676112 | 0.022100228668029395413408065193536503085
f(z) = -87/256*z^3 + 209/48*z + 1
*
-18/7 | 0.21329882465471039952908346818266121380 | 0.024665396347526901531650662035175266239
f(z) = -98/243*z^3 + 211/72*z + 1
*
[ 8/3 ] 
f(z) = -85/256*z^3 + 215/72*z + 1
*
[ 8/3 ] 
f(z) = -83/256*z^3 + 211/72*z + 1
*
70/33 | 0.22262962140180393992570571728840649663 | 0.026033696794948638157956206594979266925
f(z) = -99/250*z^3 + 207/110*z + 1
*
5/6 | 0.21152233421096875091373190578201668644 | 0.024791409537826352660787874938253482450
f(z) = -81/250*z^3 + 203/120*z + 1
*
20/27 | 0.20973927704207207147691300300503460184 | 0.025907815441292340051453807645217488537
f(z) = -81/256*z^3 + 205/144*z + 1
*
80/33 | 0.21023275743990339793868932338230457978 | 0.025846549800277360360182624944381413427
f(z) = -99/256*z^3 + 213/176*z + 1
*
40/27 | 0.23138736572463366030517315091271528450 | 0.027027413607192917001587736126806398357
f(z) = -81/250*z^3 + 209/180*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -85/242*z^3 + 219/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -85/246*z^3 + 217/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -85/254*z^3 + 213/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = -85/258*z^3 + 211/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -83/242*z^3 + 211/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -83/246*z^3 + 209/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -83/250*z^3 + 207/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -83/254*z^3 + 205/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -83/258*z^3 + 203/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -81/242*z^3 + 203/242*z + 1
*
[ 4/3 ] 
f(z) = -81/244*z^3 + 205/244*z + 1
*
[ 27/22 ] 
f(z) = -88/243*z^3 + 217/297*z + 1
*
-45/28 | 0.19308635476958096486595872457544319591 | 0.022053345502482349333981854419794928513
f(z) = -98/243*z^3 + 235/72*z + 1
*
[ 8/3 ] 
f(z) = -97/256*z^3 + 239/72*z + 1
*
-7/4 | 0.21952385063110611116921637064411111937 | 0.029747261935471818324383808879575604821
f(z) = -96/245*z^3 + 229/70*z + 1
*
[ 8/3 ] 
f(z) = -95/256*z^3 + 235/72*z + 1
*
[ 8/3 ] 
f(z) = -91/256*z^3 + 227/72*z + 1
*
[ 8/3 ] 
f(z) = -89/256*z^3 + 223/72*z + 1
*
[ -9/4 ] 
f(z) = -86/243*z^3 + 233/72*z + 1
*
[ -9/4 ] 
f(z) = -82/243*z^3 + 227/72*z + 1
*
-65/54 | 0.26064481457676271646907751382187514538 | 0.025487255178855748949918779710855830872
f(z) = -81/250*z^3 + 221/72*z + 1
*
-2/9 | 0.18951940719620935220771184053362574171 | 0.027860689329296108528828805996760771338
f(z) = -81/256*z^3 + 225/64*z + 1
*
[ -8/11 ] 
f(z) = -99/256*z^3 + 227/88*z + 1
*
4/5 | 0.21777380635003248551804813359741349258 | 0.026399857718432298494056267428355067748
f(z) = -95/256*z^3 + 239/80*z + 1
*
[ -5/3 ] 
f(z) = -89/250*z^3 + 233/90*z + 1
*
[ -5/3 ] 
f(z) = -83/250*z^3 + 227/90*z + 1
*
[ -10/7 ] 
f(z) = -83/250*z^3 + 233/98*z + 1
*
[ -11/6 ] 
f(z) = -81/242*z^3 + 235/88*z + 1
*
[ 2 ] 
f(z) = -89/244*z^3 + 239/122*z + 1
*
[ 2 ] 
f(z) = -87/244*z^3 + 235/122*z + 1
*
[ 2 ] 
f(z) = -85/244*z^3 + 231/122*z + 1
*
[ 2 ] 
f(z) = -85/252*z^3 + 233/126*z + 1
*
[ 2 ] 
f(z) = -83/244*z^3 + 227/122*z + 1
*
[ 2 ] 
f(z) = -83/252*z^3 + 229/126*z + 1
*
[ 2 ] 
f(z) = -81/244*z^3 + 223/122*z + 1
*
[ 16/9 ] 
f(z) = -99/256*z^3 + 239/144*z + 1
*
[ 7/4 ] 
f(z) = -92/245*z^3 + 221/140*z + 1
*
45/22 | 0.23493976410621592757707512812051882264 | 0.026995235083974793617777137962849254615
f(z) = -88/243*z^3 + 223/198*z + 1
*
[ 8/5 ] 
f(z) = -81/256*z^3 + 237/200*z + 1
*
[ 18/13 ] 
f(z) = -91/243*z^3 + 233/234*z + 1
*
[ 13/10 ] 
f(z) = -100/247*z^3 + 226/247*z + 1
*
[ 4/3 ] 
f(z) = -99/244*z^3 + 237/244*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -91/250*z^3 + 239/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -91/254*z^3 + 237/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -91/258*z^3 + 235/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -89/242*z^3 + 235/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -89/246*z^3 + 233/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -89/250*z^3 + 231/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -89/254*z^3 + 229/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -89/258*z^3 + 227/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -87/242*z^3 + 227/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -87/250*z^3 + 223/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -87/254*z^3 + 221/254*z + 1
*
[ 9 ] 
f(z) = -83/243*z^3 + 257/9*z + 1
*
[ -9 ] 
f(z) = -83/243*z^3 + 259/9*z + 1
*
[ 9 ] 
f(z) = -82/243*z^3 + 254/9*z + 1
*
[ -9 ] 
f(z) = -82/243*z^3 + 256/9*z + 1
*
[ -9/4 ] 
f(z) = -98/243*z^3 + 251/72*z + 1
*
[ -9/4 ] 
f(z) = -94/243*z^3 + 245/72*z + 1
*
-7/2 | 0.21858564671156566186132344045075368522 | 0.029256461522686455749231276375494988387
f(z) = -86/245*z^3 + 251/70*z + 1
*
[ -5/7 ] 
f(z) = -99/250*z^3 + 255/98*z + 1
*
[ -5/3 ] 
f(z) = -97/250*z^3 + 241/90*z + 1
*
-16/5 | 0.23141767314008101599416732901841208919 | 0.027915140090243044058926525201592887209
f(z) = -95/256*z^3 + 249/80*z + 1
*
[ -10/7 ] 
f(z) = -93/250*z^3 + 241/98*z + 1
*
[ -5/7 ] 
f(z) = -89/250*z^3 + 253/98*z + 1
*
[ -9/11 ] 
f(z) = -88/243*z^3 + 244/99*z + 1
*
[ -2/3 ] 
f(z) = -87/248*z^3 + 247/93*z + 1
*
[ -11/18 ] 
f(z) = -81/242*z^3 + 243/88*z + 1
*
[ -20/9 ] 
f(z) = -81/256*z^3 + 241/80*z + 1
*
[ -7/6 ] 
f(z) = -96/245*z^3 + 251/105*z + 1
*
-7/3 | 0.21633592427600638730015750106444636699 | 0.029002023814017552096187249142246001705
f(z) = -87/245*z^3 + 248/105*z + 1
*
[ 20/9 ] 
f(z) = -87/250*z^3 + 245/108*z + 1
*
[ 11/5 ] 
f(z) = -85/242*z^3 + 247/110*z + 1
*
[ 2 ] 
f(z) = -99/244*z^3 + 259/122*z + 1
*
[ 2 ] 
f(z) = -97/244*z^3 + 255/122*z + 1
*
[ 2 ] 
f(z) = -97/252*z^3 + 257/126*z + 1
*
[ 2 ] 
f(z) = -95/244*z^3 + 251/122*z + 1
*
[ 2 ] 
f(z) = -95/252*z^3 + 253/126*z + 1
*
[ 2 ] 
f(z) = -93/244*z^3 + 247/122*z + 1
*
[ 2 ] 
f(z) = -91/244*z^3 + 243/122*z + 1
*
[ 2 ] 
f(z) = -89/252*z^3 + 241/126*z + 1
*
-63/40 | 0.26011840150690109405667777520466279167 | 0.029383061895054523123850809749445838672
f(z) = -100/243*z^3 + 259/144*z + 1
*
[ 35/18 ] 
f(z) = -81/245*z^3 + 243/140*z + 1
*
[ 35/24 ] 
f(z) = -96/245*z^3 + 241/210*z + 1
*
[ 8/5 ] 
f(z) = -91/256*z^3 + 257/200*z + 1
*
[ 8/5 ] 
f(z) = -89/256*z^3 + 253/200*z + 1
*
[ 8/5 ] 
f(z) = -87/256*z^3 + 249/200*z + 1
*
[ 8/5 ] 
f(z) = -83/256*z^3 + 241/200*z + 1
*
[ 14/9 ] 
f(z) = -81/248*z^3 + 249/217*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012534462686438139955574567067361050244
f(z) = -97/258*z^3 + 259/258*z + 1
*
-2 | 0.088811684490245669375983274276118016750 | 0.015982442412134469600230039420542558535
f(z) = -95/242*z^3 + 259/242*z + 1
*
-2 | 0.068770946457899631468991661067722297311 | 0.012393224638800063604771539693234199262
f(z) = -95/246*z^3 + 257/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -95/254*z^3 + 253/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -95/258*z^3 + 251/258*z + 1
*
-2 | 0.088810984389242335634037015425692563762 | 0.016073068645698615402585869196488011277
f(z) = -93/242*z^3 + 251/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -93/250*z^3 + 247/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -93/254*z^3 + 245/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016167958266076330421629355381585435968
f(z) = -91/242*z^3 + 243/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -91/246*z^3 + 241/246*z + 1
*
[ 13/9 ] 
f(z) = -81/247*z^3 + 245/247*z + 1
*
[ 9 ] 
f(z) = -89/243*z^3 + 275/9*z + 1
*
[ -9 ] 
f(z) = -89/243*z^3 + 277/9*z + 1
*
[ 9 ] 
f(z) = -88/243*z^3 + 272/9*z + 1
*
[ -9 ] 
f(z) = -88/243*z^3 + 274/9*z + 1
*
[ 9 ] 
f(z) = -86/243*z^3 + 266/9*z + 1
*
[ -9 ] 
f(z) = -86/243*z^3 + 268/9*z + 1
*
[ 9 ] 
f(z) = -85/243*z^3 + 263/9*z + 1
*
[ -9 ] 
f(z) = -85/243*z^3 + 265/9*z + 1
*
[ 9/2 ] 
f(z) = -83/243*z^3 + 277/36*z + 1
*
-4 | 0.22136830449018810781988398965533584042 | 0.026432959401914942944660942670361048869
f(z) = -81/256*z^3 + 271/48*z + 1
*
[ -30/13 ] 
f(z) = -91/250*z^3 + 263/78*z + 1
*
[ -8/3 ] 
f(z) = -89/256*z^3 + 277/72*z + 1
*
[ -8/3 ] 
f(z) = -85/256*z^3 + 269/72*z + 1
*
[ -8/3 ] 
f(z) = -83/256*z^3 + 265/72*z + 1
*
[ -5/9 ] 
f(z) = -99/250*z^3 + 263/90*z + 1
*
70/27 | 0.11654009884663360909873953185545467577 | 0.013178955629528407323896577286978087888
f(z) = -81/250*z^3 + 277/90*z + 1
*
-20/9 | 0.20524982428941689074225162133112767293 | 0.024486798187956383174159310149433699828
f(z) = -81/256*z^3 + 273/80*z + 1
*
[ -27/20 ] 
f(z) = -100/243*z^3 + 269/108*z + 1
*
[ -3/4 ] 
f(z) = -100/243*z^3 + 277/108*z + 1
*
[ -10/11 ] 
f(z) = -99/250*z^3 + 267/110*z + 1
*
[ -3/2 ] 
f(z) = -97/243*z^3 + 277/108*z + 1
*
[ 11/5 ] 
f(z) = -95/242*z^3 + 269/110*z + 1
*
[ -3/2 ] 
f(z) = -95/243*z^3 + 275/108*z + 1
*
-7/3 | 0.21773144050431838404527520883989244719 | 0.028975786763190236552591719822903421295
f(z) = -93/245*z^3 + 262/105*z + 1
*
[ 7/3 ] 
f(z) = -93/245*z^3 + 277/105*z + 1
*
[ -3/4 ] 
f(z) = -92/243*z^3 + 275/108*z + 1
*
[ -3/2 ] 
f(z) = -91/243*z^3 + 271/108*z + 1
*
[ 16/7 ] 
f(z) = -91/256*z^3 + 271/112*z + 1
*
[ -3/2 ] 
f(z) = -89/243*z^3 + 269/108*z + 1
*
[ 7/3 ] 
f(z) = -87/245*z^3 + 263/105*z + 1
*
[ -3/2 ] 
f(z) = -85/243*z^3 + 265/108*z + 1
*
[ -3/2 ] 
f(z) = -83/243*z^3 + 263/108*z + 1
*
[ 18/11 ] 
f(z) = -88/243*z^3 + 269/198*z + 1
*
[ 8/5 ] 
f(z) = -99/256*z^3 + 273/200*z + 1
*
[ 8/5 ] 
f(z) = -97/256*z^3 + 269/200*z + 1
*
[ 8/5 ] 
f(z) = -93/256*z^3 + 261/200*z + 1
*
[ 7/5 ] 
f(z) = -100/259*z^3 + 270/259*z + 1
*
-2 | 0.089413984342584910831676545535364633181 | 0.015960743997312115199124848582620955006
f(z) = -99/250*z^3 + 271/250*z + 1
*
-2 | 0.089707248931356419166860103455749225985 | 0.016034294326321556935607396473530222669
f(z) = -99/254*z^3 + 269/254*z + 1
*
-2 | 0.088811075709969826097135668082123349209 | 0.015895314695981038233832648204809698334
f(z) = -97/242*z^3 + 267/242*z + 1
*
-2 | 0.068770611054200531778145653016731500491 | 0.012325079026930352334263229252637154581
f(z) = -97/246*z^3 + 265/246*z + 1
*
-2 | 0.089413287859400533526393169921131821001 | 0.016046449423878389234024392082274142653
f(z) = -97/250*z^3 + 263/250*z + 1
*
-2 | 0.089707853715525060659480411099003387745 | 0.016121398997382235935695714201667422531
f(z) = -97/254*z^3 + 261/254*z + 1
*
[ 9 ] 
f(z) = -97/243*z^3 + 299/9*z + 1
*
[ 9 ] 
f(z) = -95/243*z^3 + 293/9*z + 1
*
[ -9 ] 
f(z) = -95/243*z^3 + 295/9*z + 1
*
[ 9 ] 
f(z) = -94/243*z^3 + 290/9*z + 1
*
[ -9 ] 
f(z) = -94/243*z^3 + 292/9*z + 1
*
[ 9 ] 
f(z) = -92/243*z^3 + 284/9*z + 1
*
[ -9 ] 
f(z) = -92/243*z^3 + 286/9*z + 1
*
[ 9 ] 
f(z) = -91/243*z^3 + 281/9*z + 1
*
[ -9 ] 
f(z) = -91/243*z^3 + 283/9*z + 1
*
[ 9/2 ] 
f(z) = -89/243*z^3 + 295/36*z + 1
*
[ 9/2 ] 
f(z) = -85/243*z^3 + 283/36*z + 1
*
[ -9/2 ] 
f(z) = -85/243*z^3 + 299/36*z + 1
*
[ -9/2 ] 
f(z) = -83/243*z^3 + 293/36*z + 1
*
[ 40/9 ] 
f(z) = -81/250*z^3 + 287/40*z + 1
*
85/18 | 0.22743363904349709243179640676699118588 | 0.025518191753811008304026477473297010546
f(z) = -81/250*z^3 + 297/40*z + 1
*
[ 40/9 ] 
f(z) = -81/256*z^3 + 281/40*z + 1
*
[ -40/9 ] 
f(z) = -81/256*z^3 + 299/40*z + 1
*
[ -9/28 ] 
f(z) = -98/243*z^3 + 299/72*z + 1
*
[ -8/3 ] 
f(z) = -97/256*z^3 + 293/72*z + 1
*
[ -8/3 ] 
f(z) = -95/256*z^3 + 289/72*z + 1
*
[ -8/3 ] 
f(z) = -91/256*z^3 + 281/72*z + 1
*
-4 | 0.17993542687427233841649427334801916700 | 0.025538054593545391453540520244487550419
f(z) = -83/240*z^3 + 287/60*z + 1
*
-8/3 | 0.24974461950278007088690145726463523911 | 0.027306704323589326865615655196042178694
f(z) = -81/256*z^3 + 293/72*z + 1
*
[ -12/7 ] 
f(z) = -98/243*z^3 + 299/108*z + 1
*
[ 7/3 ] 
f(z) = -96/245*z^3 + 284/105*z + 1
*
[ -7/12 ] 
f(z) = -96/245*z^3 + 299/105*z + 1
*
15/26 | 0.24487954839954096911156624272893601381 | 0.023380288793549871774485513596957989252
f(z) = -91/250*z^3 + 283/104*z + 1
*
[ -8/13 ] 
f(z) = -91/256*z^3 + 287/104*z + 1
*
[ -5/6 ] 
f(z) = -87/250*z^3 + 293/120*z + 1
*
[ -4/3 ] 
f(z) = -81/248*z^3 + 289/124*z + 1
*
[ 3/2 ] 
f(z) = -92/249*z^3 + 290/249*z + 1
*
[ 3/2 ] 
f(z) = -92/255*z^3 + 292/255*z + 1
*
[ 3/2 ] 
f(z) = -88/249*z^3 + 281/249*z + 1
*
[ 3/2 ] 
f(z) = -88/255*z^3 + 283/255*z + 1
*
[ 5/9 ] 
f(z) = -81/260*z^3 - 183/260*z + 1
*
[ 5/9 ] 
f(z) = -81/265*z^3 - 187/265*z + 1
*
[ 3/5 ] 
f(z) = -100/267*z^3 - 142/267*z + 1
*
[ 3/5 ] 
f(z) = -100/273*z^3 - 146/273*z + 1
*
[ 3/5 ] 
f(z) = -89/270*z^3 - 137/250*z + 1
*
[ 3/5 ] 
f(z) = -83/270*z^3 - 139/250*z + 1
*
[ 2/3 ] 
f(z) = -81/274*z^3 - 101/274*z + 1
*
[ 2/3 ] 
f(z) = -81/278*z^3 - 103/278*z + 1
*
[ 2/3 ] 
f(z) = -95/264*z^3 - 101/297*z + 1
*
[ 2/3 ] 
f(z) = -91/264*z^3 - 103/297*z + 1
*
[ 2/3 ] 
f(z) = -89/264*z^3 - 104/297*z + 1
*
[ 2/3 ] 
f(z) = -85/264*z^3 - 106/297*z + 1
*
[ 2/3 ] 
f(z) = -83/264*z^3 - 107/297*z + 1
*
[ 2/3 ] 
f(z) = -99/262*z^3 - 87/262*z + 1
*
[ 2/3 ] 
f(z) = -99/266*z^3 - 89/266*z + 1
*
[ 2/3 ] 
f(z) = -99/274*z^3 - 93/274*z + 1
*
[ 2/3 ] 
f(z) = -99/278*z^3 - 95/278*z + 1
*
[ 2/3 ] 
f(z) = -81/262*z^3 - 95/262*z + 1
*
[ 2/3 ] 
f(z) = -81/266*z^3 - 97/266*z + 1
*
[ 2/3 ] 
f(z) = -97/264*z^3 - 100/297*z + 1
*
[ 2/3 ] 
f(z) = -93/272*z^3 - 71/204*z + 1
*
[ 2/3 ] 
f(z) = -87/272*z^3 - 73/204*z + 1
*
[ 7/10 ] 
f(z) = -100/273*z^3 - 68/273*z + 1
*
[ 3/5 ] 
f(z) = -100/261*z^3 - 46/87*z + 1
*
[ 3/5 ] 
f(z) = -100/279*z^3 - 50/93*z + 1
*
[ 5/8 ] 
f(z) = -96/275*z^3 - 51/110*z + 1
*
[ 2/3 ] 
f(z) = -99/260*z^3 - 43/130*z + 1
*
[ 2/3 ] 
f(z) = -99/268*z^3 - 45/134*z + 1
*
[ 2/3 ] 
f(z) = -81/260*z^3 - 47/130*z + 1
*
[ 2/3 ] 
f(z) = -81/268*z^3 - 49/134*z + 1
*
6/5 | 0.16986583365313530553114327958848977040 | 0.023640457122881083009252920941204415490
f(z) = -95/264*z^3 - 52/165*z + 1
*
[ 5/7 ] 
f(z) = -98/265*z^3 - 56/265*z + 1
*
[ 5/9 ] 
f(z) = -81/275*z^3 - 39/55*z + 1
*
[ 2/3 ] 
f(z) = -99/272*z^3 - 23/68*z + 1
*
[ 2/3 ] 
f(z) = -81/272*z^3 - 25/68*z + 1
*
[ 3/4 ] 
f(z) = -97/270*z^3 - 21/160*z + 1
*
[ 3/4 ] 
f(z) = -91/270*z^3 - 23/160*z + 1
*
[ 3/4 ] 
f(z) = -88/261*z^3 - 25/174*z + 1
*
[ 3/4 ] 
f(z) = -88/279*z^3 - 29/186*z + 1
*
[ 7/9 ] 
f(z) = -81/266*z^3 - 27/266*z + 1
*
[ 5/7 ] 
f(z) = -98/275*z^3 - 12/55*z + 1
*
[ 8/9 ] 
f(z) = -81/272*z^3 + 15/136*z + 1
*
[ 6/7 ] 
f(z) = -98/261*z^3 + 19/174*z + 1
*
[ 5/6 ] 
f(z) = -96/275*z^3 + 7/165*z + 1
*
[ 5/6 ] 
f(z) = -84/275*z^3 + 2/165*z + 1
*
[ 6/7 ] 
f(z) = -98/279*z^3 + 17/186*z + 1
*
[ 6/7 ] 
f(z) = -91/270*z^3 + 17/210*z + 1
*
[ 5/6 ] 
f(z) = -81/275*z^3 + 1/220*z + 1
*
[ 3 ] 
f(z) = -97/270*z^3 + 39/10*z + 1
*
[ 3 ] 
f(z) = -91/270*z^3 + 37/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -97/264*z^3 + 32/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -95/264*z^3 + 31/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -91/264*z^3 + 29/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -89/264*z^3 + 28/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -85/264*z^3 + 26/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -83/264*z^3 + 25/33*z + 1
*
[ 6/7 ] 
f(z) = -91/264*z^3 + 20/231*z + 1
*
[ -3 ] 
f(z) = -89/270*z^3 + 43/10*z + 1
*
[ -3 ] 
f(z) = -83/270*z^3 + 41/10*z + 1
*
[ 2 ] 
f(z) = -85/264*z^3 + 59/33*z + 1
*
[ 2 ] 
f(z) = -83/264*z^3 + 58/33*z + 1
*
[ 5/4 ] 
f(z) = -96/275*z^3 + 41/55*z + 1
*
[ 3/2 ] 
f(z) = -89/270*z^3 + 43/40*z + 1
*
[ 3/2 ] 
f(z) = -83/270*z^3 + 41/40*z + 1
*
-2/3 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = -99/272*z^3 + 45/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -93/272*z^3 + 59/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -91/272*z^3 + 57/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -89/272*z^3 + 55/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -87/272*z^3 + 53/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -83/272*z^3 + 49/68*z + 1
*
-2/3 | 0.15930237969190211504655777265675991472 | 0.028417410712676175622469475814032461143
f(z) = -81/272*z^3 + 43/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -81/272*z^3 + 47/68*z + 1
*
[ 4/3 ] 
f(z) = -81/272*z^3 + 53/68*z + 1
*
[ 10/9 ] 
f(z) = -81/275*z^3 + 51/110*z + 1
*
-15/13 | 0.24053656435452453572494340906597656408 | 0.029465346488591979195543492345049988750
f(z) = -91/270*z^3 + 41/130*z + 1
*
-6/5 | 0.17282844762308483162305486350241012547 | 0.024052768103977236809057217362611200245
f(z) = -85/264*z^3 + 49/165*z + 1
*
[ 9/10 ] 
f(z) = -100/261*z^3 + 52/261*z + 1
*
[ 9/10 ] 
f(z) = -100/279*z^3 + 50/279*z + 1
*
[ 12/13 ] 
f(z) = -91/270*z^3 + 53/260*z + 1
*
[ 2 ] 
f(z) = -97/264*z^3 + 65/33*z + 1
*
[ 2 ] 
f(z) = -95/264*z^3 + 64/33*z + 1
*
[ 2 ] 
f(z) = -91/264*z^3 + 62/33*z + 1
*
[ 2 ] 
f(z) = -89/264*z^3 + 61/33*z + 1
*
[ 5/3 ] 
f(z) = -81/275*z^3 + 67/55*z + 1
*
[ 4/3 ] 
f(z) = -99/272*z^3 + 61/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -99/272*z^3 + 65/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -97/272*z^3 + 63/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -95/272*z^3 + 61/68*z + 1
*
[ 10/9 ] 
f(z) = -81/260*z^3 + 63/130*z + 1
*
-4/3 | 0.15740307923158477735342681441615352191 | 0.023477528520450084273758833942586090711
f(z) = -93/272*z^3 + 73/204*z + 1
*
-3/2 | 0.15540042820279410239282019152108311018 | 0.017400842901581408310245703740201363824
f(z) = -91/270*z^3 + 79/280*z + 1
*
[ -2 ] 
f(z) = -97/264*z^3 + 98/33*z + 1
*
[ -2 ] 
f(z) = -95/264*z^3 + 97/33*z + 1
*
[ -2 ] 
f(z) = -91/264*z^3 + 95/33*z + 1
*
[ -2 ] 
f(z) = -89/264*z^3 + 94/33*z + 1
*
[ -2 ] 
f(z) = -85/264*z^3 + 92/33*z + 1
*
[ -2 ] 
f(z) = -83/264*z^3 + 91/33*z + 1
*
[ -3/2 ] 
f(z) = -97/270*z^3 + 99/40*z + 1
*
[ -3/2 ] 
f(z) = -91/270*z^3 + 97/40*z + 1
*
[ 3/2 ] 
f(z) = -92/261*z^3 + 98/87*z + 1
*
[ 3/2 ] 
f(z) = -88/261*z^3 + 95/87*z + 1
*
[ 3/2 ] 
f(z) = -88/279*z^3 + 97/93*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -83/268*z^3 + 99/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -83/276*z^3 + 97/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -81/260*z^3 + 97/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -81/268*z^3 + 95/134*z + 1
*
[ 6 ] 
f(z) = -83/270*z^3 + 119/10*z + 1
*
[ 3 ] 
f(z) = -89/270*z^3 + 109/30*z + 1
*
[ 3 ] 
f(z) = -83/270*z^3 + 103/30*z + 1
*
[ 2 ] 
f(z) = -83/272*z^3 + 117/68*z + 1
*
[ 2 ] 
f(z) = -81/272*z^3 + 115/68*z + 1
*
[ 3/2 ] 
f(z) = -100/261*z^3 + 104/87*z + 1
*
[ 3/2 ] 
f(z) = -100/279*z^3 + 106/93*z + 1
*
[ 3/2 ] 
f(z) = -92/279*z^3 + 100/93*z + 1
*
[ 10/7 ] 
f(z) = -98/275*z^3 + 113/110*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -93/268*z^3 + 119/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -91/268*z^3 + 115/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -91/276*z^3 + 113/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -89/260*z^3 + 113/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -89/268*z^3 + 111/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -89/276*z^3 + 109/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -87/260*z^3 + 109/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -87/268*z^3 + 107/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -85/268*z^3 + 103/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -85/276*z^3 + 101/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -83/260*z^3 + 101/130*z + 1
*
[ 6/5 ] 
f(z) = -95/264*z^3 + 113/165*z + 1
*
[ 6/5 ] 
f(z) = -85/264*z^3 + 104/165*z + 1
*
[ -6 ] 
f(z) = -91/270*z^3 + 133/10*z + 1
*
[ 6 ] 
f(z) = -89/270*z^3 + 127/10*z + 1
*
[ -3 ] 
f(z) = -97/270*z^3 + 137/30*z + 1
*
[ -3 ] 
f(z) = -91/270*z^3 + 131/30*z + 1
*
[ -5/4 ] 
f(z) = -96/275*z^3 + 129/55*z + 1
*
[ 5/2 ] 
f(z) = -84/275*z^3 + 138/55*z + 1
*
[ -5/3 ] 
f(z) = -81/275*z^3 + 133/55*z + 1
*
[ 2 ] 
f(z) = -99/272*z^3 + 133/68*z + 1
*
[ 2 ] 
f(z) = -97/272*z^3 + 131/68*z + 1
*
[ 2 ] 
f(z) = -95/272*z^3 + 129/68*z + 1
*
[ 2 ] 
f(z) = -93/272*z^3 + 127/68*z + 1
*
[ 2 ] 
f(z) = -91/272*z^3 + 125/68*z + 1
*
[ 2 ] 
f(z) = -89/272*z^3 + 123/68*z + 1
*
[ 2 ] 
f(z) = -87/272*z^3 + 121/68*z + 1
*
-2 | 0.10297561187105637328318678492756846674 | 0.018442854830779913310591061929101624049
f(z) = -99/260*z^3 + 133/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -99/268*z^3 + 131/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -97/260*z^3 + 129/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -97/268*z^3 + 127/134*z + 1
*
[ 3/2 ] 
f(z) = -97/270*z^3 + 137/120*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -97/276*z^3 + 125/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -95/268*z^3 + 123/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -95/276*z^3 + 121/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -93/260*z^3 + 121/130*z + 1
*
[ 3/2 ] 
f(z) = -91/270*z^3 + 131/120*z + 1
*
[ 6/5 ] 
f(z) = -100/261*z^3 + 125/174*z + 1
*
[ 6/5 ] 
f(z) = -100/279*z^3 + 127/186*z + 1
*
-2/3 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = -93/272*z^3 + 133/204*z + 1
*
-2/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -87/272*z^3 + 131/204*z + 1
*
[ 15/14 ] 
f(z) = -91/270*z^3 + 127/280*z + 1
*
[ -6 ] 
f(z) = -97/270*z^3 + 141/10*z + 1
*
[ -5/7 ] 
f(z) = -98/275*z^3 + 142/55*z + 1
*
[ 5/2 ] 
f(z) = -96/275*z^3 + 153/55*z + 1
*
[ 5/2 ] 
f(z) = -92/275*z^3 + 148/55*z + 1
*
[ -5/9 ] 
f(z) = -81/275*z^3 + 159/55*z + 1
*
-15/7 | 0.22244902188487408461638641608012219606 | 0.026981188826811537915981784780693536230
f(z) = -91/270*z^3 + 141/70*z + 1
*
[ -4/3 ] 
f(z) = -81/272*z^3 + 155/68*z + 1
*
[ 5/4 ] 
f(z) = -92/275*z^3 + 159/220*z + 1
*
[ 5/4 ] 
f(z) = -84/275*z^3 + 149/220*z + 1
*
[ -4/3 ] 
f(z) = -99/272*z^3 + 163/68*z + 1
*
30/13 | 0.26859736153595484653118461688493448701 | 0.029379705018908403090510401231182742021
f(z) = -91/270*z^3 + 173/65*z + 1
*
[ -2/3 ] 
f(z) = -81/272*z^3 + 179/68*z + 1
*
[ 4/3 ] 
f(z) = -93/272*z^3 + 175/204*z + 1
*
[ 4/3 ] 
f(z) = -87/272*z^3 + 167/204*z + 1
*
[ 6/5 ] 
f(z) = -97/270*z^3 + 171/250*z + 1
*
[ 6/5 ] 
f(z) = -91/270*z^3 + 163/250*z + 1
*
-7/10 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -100/273*z^3 + 166/273*z + 1
*
-5/3 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -99/260*z^3 + 171/260*z + 1
*
[ 11/9 ] 
f(z) = -81/275*z^3 + 171/275*z + 1
*
[ -5/2 ] 
f(z) = -96/275*z^3 + 197/55*z + 1
*
[ -5/2 ] 
f(z) = -92/275*z^3 + 192/55*z + 1
*
[ -5/2 ] 
f(z) = -84/275*z^3 + 182/55*z + 1
*
[ -2/3 ] 
f(z) = -99/272*z^3 + 181/68*z + 1
*
[ -2 ] 
f(z) = -97/272*z^3 + 199/68*z + 1
*
[ -2 ] 
f(z) = -95/272*z^3 + 197/68*z + 1
*
[ -2 ] 
f(z) = -93/272*z^3 + 195/68*z + 1
*
[ -2 ] 
f(z) = -91/272*z^3 + 193/68*z + 1
*
[ -2 ] 
f(z) = -89/272*z^3 + 191/68*z + 1
*
[ -2 ] 
f(z) = -87/272*z^3 + 189/68*z + 1
*
[ -2 ] 
f(z) = -83/272*z^3 + 185/68*z + 1
*
[ -2 ] 
f(z) = -81/272*z^3 + 183/68*z + 1
*
-8/9 | 0.17152167805070522974857957401461409251 | 0.029005088504591391204493724090185593361
f(z) = -81/272*z^3 + 185/136*z + 1
*
[ 12/7 ] 
f(z) = -91/270*z^3 + 197/140*z + 1
*
[ 3/2 ] 
f(z) = -94/261*z^3 + 199/174*z + 1
*
[ 3/2 ] 
f(z) = -86/261*z^3 + 187/174*z + 1
*
[ 3/2 ] 
f(z) = -82/261*z^3 + 181/174*z + 1
*
[ 3/2 ] 
f(z) = -86/279*z^3 + 191/186*z + 1
*
[ 3/2 ] 
f(z) = -82/279*z^3 + 185/186*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -83/266*z^3 + 199/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -83/270*z^3 + 197/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -83/274*z^3 + 195/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -83/278*z^3 + 193/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -81/262*z^3 + 193/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -81/266*z^3 + 191/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -81/274*z^3 + 187/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -81/278*z^3 + 185/278*z + 1
*
[ -2 ] 
f(z) = -99/272*z^3 + 201/68*z + 1
*
[ -15/7 ] 
f(z) = -91/270*z^3 + 211/70*z + 1
*
[ -3/2 ] 
f(z) = -92/261*z^3 + 214/87*z + 1
*
[ -3/2 ] 
f(z) = -88/261*z^3 + 211/87*z + 1
*
[ 3/2 ] 
f(z) = -98/261*z^3 + 205/174*z + 1
*
[ 5/3 ] 
f(z) = -87/275*z^3 + 211/165*z + 1
*
-6/5 | 0.18973543751034642126695512320856616101 | 0.025483518696619485744022093363577459643
f(z) = -85/264*z^3 + 214/165*z + 1
*
[ 5/3 ] 
f(z) = -84/275*z^3 + 206/165*z + 1
*
[ 3/2 ] 
f(z) = -98/279*z^3 + 209/186*z + 1
*
[ 3/2 ] 
f(z) = -94/279*z^3 + 203/186*z + 1
*
[ 5/4 ] 
f(z) = -96/265*z^3 + 203/265*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -89/274*z^3 + 219/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -89/278*z^3 + 217/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -87/262*z^3 + 217/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -87/266*z^3 + 215/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -87/274*z^3 + 211/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -87/278*z^3 + 209/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -85/262*z^3 + 209/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -85/266*z^3 + 207/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -85/274*z^3 + 203/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -85/278*z^3 + 201/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -83/262*z^3 + 201/262*z + 1
*
[ 4/3 ] 
f(z) = -81/260*z^3 + 209/260*z + 1
*
[ 4/3 ] 
f(z) = -81/268*z^3 + 211/268*z + 1
*
-15/7 | 0.18774933483185498208953323367311232217 | 0.021402519964772616991619642831384857952
f(z) = -91/270*z^3 + 239/70*z + 1
*
[ -4/9 ] 
f(z) = -81/272*z^3 + 225/68*z + 1
*
[ -3/2 ] 
f(z) = -100/261*z^3 + 220/87*z + 1
*
[ -3/2 ] 
f(z) = -100/279*z^3 + 230/93*z + 1
*
[ -3/2 ] 
f(z) = -92/279*z^3 + 224/93*z + 1
*
[ -3/2 ] 
f(z) = -88/279*z^3 + 221/93*z + 1
*
[ 2 ] 
f(z) = -87/260*z^3 + 239/130*z + 1
*
[ 2 ] 
f(z) = -85/268*z^3 + 237/134*z + 1
*
[ 2 ] 
f(z) = -85/276*z^3 + 239/138*z + 1
*
[ 2 ] 
f(z) = -83/260*z^3 + 231/130*z + 1
*
[ 2 ] 
f(z) = -83/268*z^3 + 233/134*z + 1
*
[ 2 ] 
f(z) = -83/276*z^3 + 235/138*z + 1
*
[ 2 ] 
f(z) = -81/260*z^3 + 227/130*z + 1
*
[ 2 ] 
f(z) = -81/268*z^3 + 229/134*z + 1
*
[ 5/3 ] 
f(z) = -96/275*z^3 + 226/165*z + 1
*
[ 5/3 ] 
f(z) = -93/275*z^3 + 221/165*z + 1
*
[ 13/10 ] 
f(z) = -100/273*z^3 + 232/273*z + 1
*
[ 9/7 ] 
f(z) = -98/261*z^3 + 220/261*z + 1
*
[ 9/7 ] 
f(z) = -98/279*z^3 + 224/279*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -93/266*z^3 + 239/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -93/274*z^3 + 235/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -93/278*z^3 + 233/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -91/262*z^3 + 233/262*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -91/270*z^3 + 229/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -91/274*z^3 + 227/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -91/278*z^3 + 225/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -89/262*z^3 + 225/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -89/266*z^3 + 223/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -89/270*z^3 + 221/270*z + 1
*
-5/9 | 0.13691358381137110279989675772498380477 | 0.024621726776752557313771231684486092566
f(z) = -81/260*z^3 + 233/260*z + 1
*
[ -3/5 ] 
f(z) = -100/261*z^3 + 244/87*z + 1
*
0 | 0.18619602676958995940469539697608088743 | 0.028264836904550176591858235513534484915
f(z) = -89/273*z^3 + 242/91*z + 1
*
[ -10/9 ] 
f(z) = -81/275*z^3 + 249/110*z + 1
*
[ 2 ] 
f(z) = -97/260*z^3 + 259/130*z + 1
*
[ 2 ] 
f(z) = -95/268*z^3 + 257/134*z + 1
*
[ 2 ] 
f(z) = -95/276*z^3 + 259/138*z + 1
*
[ 2 ] 
f(z) = -93/260*z^3 + 251/130*z + 1
*
[ 2 ] 
f(z) = -93/268*z^3 + 253/134*z + 1
*
[ 2 ] 
f(z) = -91/268*z^3 + 249/134*z + 1
*
[ 2 ] 
f(z) = -91/276*z^3 + 251/138*z + 1
*
[ 2 ] 
f(z) = -89/260*z^3 + 243/130*z + 1
*
[ 2 ] 
f(z) = -89/268*z^3 + 245/134*z + 1
*
[ 2 ] 
f(z) = -89/276*z^3 + 247/138*z + 1
*
[ 2 ] 
f(z) = -87/268*z^3 + 241/134*z + 1
*
-26/9 | 0.16258527459501492836300501070888871398 | 0.026111670617306489479663275274325313533
f(z) = -81/260*z^3 + 253/130*z + 1
*
-2/5 | 0.20152898652794533213033863762029824525 | 0.026417843727055130987329186381591644299
f(z) = -95/264*z^3 + 257/165*z + 1
*
-2/5 | 0.20153002014436622185251983482303281270 | 0.026431487332048185963910912167937137217
f(z) = -85/264*z^3 + 256/165*z + 1
*
[ 4/3 ] 
f(z) = -99/260*z^3 + 241/260*z + 1
*
[ 4/3 ] 
f(z) = -99/268*z^3 + 243/268*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -99/274*z^3 + 259/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -99/278*z^3 + 257/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -97/262*z^3 + 257/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -97/266*z^3 + 255/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -97/270*z^3 + 253/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -97/274*z^3 + 251/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -97/278*z^3 + 249/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -95/262*z^3 + 249/262*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -95/274*z^3 + 243/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -95/278*z^3 + 241/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -93/262*z^3 + 241/262*z + 1
*
[ 13/9 ] 
f(z) = -81/260*z^3 + 249/260*z + 1
*
[ -3/5 ] 
f(z) = -100/279*z^3 + 260/93*z + 1
*
[ -10/7 ] 
f(z) = -98/275*z^3 + 267/110*z + 1
*
[ 5/2 ] 
f(z) = -82/275*z^3 + 271/110*z + 1
*
[ 2 ] 
f(z) = -99/260*z^3 + 263/130*z + 1
*
[ 2 ] 
f(z) = -99/268*z^3 + 265/134*z + 1
*
[ 2 ] 
f(z) = -97/268*z^3 + 261/134*z + 1
*
[ 2 ] 
f(z) = -97/276*z^3 + 263/138*z + 1
*
[ 7/5 ] 
f(z) = -100/273*z^3 + 274/273*z + 1
*
-2 | 0.090281438736483382463074251128505824012 | 0.016180252727653539726711009614032729755
f(z) = -99/262*z^3 + 265/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -99/266*z^3 + 263/266*z + 1
*
-4 | 0.20594677054602094437099365664545413693 | 0.029088418037456875608435744290129806033
f(z) = -87/272*z^3 + 297/68*z + 1
*
-4 | 0.18351400582192804264780525427924564323 | 0.026124295324413825096658062311820252287
f(z) = -83/272*z^3 + 281/68*z + 1
*
[ -3/7 ] 
f(z) = -98/261*z^3 + 296/87*z + 1
*
[ 5/2 ] 
f(z) = -86/275*z^3 + 281/110*z + 1
*
[ -3/2 ] 
f(z) = -89/270*z^3 + 289/120*z + 1
*
[ -3/2 ] 
f(z) = -83/270*z^3 + 283/120*z + 1
*
[ -10/9 ] 
f(z) = -81/260*z^3 + 297/130*z + 1
*
[ 3/2 ] 
f(z) = -92/267*z^3 + 296/267*z + 1
*
[ 3/2 ] 
f(z) = -92/273*z^3 + 298/273*z + 1
*
[ 3/2 ] 
f(z) = -88/267*z^3 + 287/267*z + 1
*
[ 3/2 ] 
f(z) = -88/273*z^3 + 289/273*z + 1
*
[ 5/9 ] 
f(z) = -81/290*z^3 - 207/290*z + 1
*
[ 5/9 ] 
f(z) = -81/295*z^3 - 211/295*z + 1
*
[ 4/7 ] 
f(z) = -91/288*z^3 - 163/252*z + 1
*
[ 3/5 ] 
f(z) = -97/297*z^3 - 151/275*z + 1
*
[ 3/5 ] 
f(z) = -94/297*z^3 - 152/275*z + 1
*
[ 3/5 ] 
f(z) = -91/297*z^3 - 153/275*z + 1
*
[ 3/5 ] 
f(z) = -82/297*z^3 - 156/275*z + 1
*
[ 3/5 ] 
f(z) = -100/291*z^3 - 158/291*z + 1
*
[ 17/30 ] 
f(z) = -90/289*z^3 - 113/170*z + 1
*
[ 12/19 ] 
f(z) = -95/288*z^3 - 103/228*z + 1
*
[ 2/3 ] 
f(z) = -99/290*z^3 - 101/290*z + 1
*
[ 2/3 ] 
f(z) = -99/298*z^3 - 105/298*z + 1
*
[ 2/3 ] 
f(z) = -81/286*z^3 - 107/286*z + 1
*
[ 2/3 ] 
f(z) = -81/290*z^3 - 109/290*z + 1
*
[ 2/3 ] 
f(z) = -81/298*z^3 - 113/298*z + 1
*
[ 17/30 ] 
f(z) = -100/289*z^3 - 100/153*z + 1
*
[ 3/5 ] 
f(z) = -95/297*z^3 - 91/165*z + 1
*
[ 9/14 ] 
f(z) = -98/297*z^3 - 83/198*z + 1
*
[ 17/28 ] 
f(z) = -98/289*z^3 - 71/136*z + 1
*
[ 17/27 ] 
f(z) = -81/289*z^3 - 73/153*z + 1
*
[ 7/10 ] 
f(z) = -100/287*z^3 - 74/287*z + 1
*
[ 5/7 ] 
f(z) = -98/285*z^3 - 64/285*z + 1
*
[ 5/7 ] 
f(z) = -98/295*z^3 - 68/295*z + 1
*
[ 2/3 ] 
f(z) = -87/296*z^3 - 41/111*z + 1
*
[ 2/3 ] 
f(z) = -99/284*z^3 - 49/142*z + 1
*
[ 2/3 ] 
f(z) = -99/292*z^3 - 51/146*z + 1
*
[ 2/3 ] 
f(z) = -81/284*z^3 - 53/142*z + 1
*
[ 2/3 ] 
f(z) = -81/292*z^3 - 55/146*z + 1
*
[ 12/17 ] 
f(z) = -85/288*z^3 - 55/204*z + 1
*
[ 3/4 ] 
f(z) = -94/297*z^3 - 41/264*z + 1
*
[ 3/4 ] 
f(z) = -82/297*z^3 - 47/264*z + 1
*
[ 3/5 ] 
f(z) = -85/297*z^3 - 31/55*z + 1
*
[ 17/24 ] 
f(z) = -96/289*z^3 - 25/102*z + 1
*
[ 2/3 ] 
f(z) = -93/280*z^3 - 37/105*z + 1
*
[ 2/3 ] 
f(z) = -93/296*z^3 - 40/111*z + 1
*
[ 2/3 ] 
f(z) = -87/280*z^3 - 38/105*z + 1
*
[ 3/4 ] 
f(z) = -95/297*z^3 - 27/176*z + 1
*
[ 3/4 ] 
f(z) = -89/297*z^3 - 29/176*z + 1
*
[ 3/4 ] 
f(z) = -83/297*z^3 - 31/176*z + 1
*
[ 17/22 ] 
f(z) = -88/289*z^3 - 21/187*z + 1
*
[ 7/9 ] 
f(z) = -81/280*z^3 - 31/280*z + 1
*
[ 7/9 ] 
f(z) = -81/287*z^3 - 33/287*z + 1
*
[ 3/5 ] 
f(z) = -100/297*z^3 - 6/11*z + 1
*
[ 2/3 ] 
f(z) = -99/280*z^3 - 12/35*z + 1
*
[ 2/3 ] 
f(z) = -99/296*z^3 - 13/37*z + 1
*
[ 2/3 ] 
f(z) = -81/280*z^3 - 13/35*z + 1
*
[ 2/3 ] 
f(z) = -81/296*z^3 - 14/37*z + 1
*
[ 3/4 ] 
f(z) = -92/297*z^3 - 7/44*z + 1
*
[ 3/4 ] 
f(z) = -98/297*z^3 - 13/88*z + 1
*
[ 3/4 ] 
f(z) = -86/297*z^3 - 15/88*z + 1
*
[ 3/4 ] 
f(z) = -100/297*z^3 - 19/132*z + 1
*
[ 17/21 ] 
f(z) = -98/289*z^3 - 2/153*z + 1
*
[ 4/5 ] 
f(z) = -95/288*z^3 - 7/180*z + 1
*
[ 4/5 ] 
f(z) = -85/288*z^3 - 11/180*z + 1
*
[ 3/2 ] 
f(z) = -100/297*z^3 + 12/11*z + 1
*
[ 10/9 ] 
f(z) = -81/280*z^3 + 16/35*z + 1
*
3/5 | 0.15896768129805147400432731386003538773 | 0.022452978290376392479687064539923934681
f(z) = -100/297*z^3 + 9/44*z + 1
*
[ 17/20 ] 
f(z) = -100/289*z^3 + 5/68*z + 1
*
[ 6/7 ] 
f(z) = -98/297*z^3 + 5/66*z + 1
*
[ 17/18 ] 
f(z) = -81/289*z^3 + 13/68*z + 1
*
[ 9/10 ] 
f(z) = -100/297*z^3 + 16/99*z + 1
*
[ 6/7 ] 
f(z) = -91/297*z^3 + 9/154*z + 1
*
[ 33/40 ] 
f(z) = -100/297*z^3 + 3/176*z + 1
*
[ 6/7 ] 
f(z) = -91/288*z^3 + 11/168*z + 1
*
3/2 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = -92/285*z^3 + 17/285*z + 1
*
[ 17/10 ] 
f(z) = -100/289*z^3 + 24/17*z + 1
*
[ 3 ] 
f(z) = -95/297*z^3 + 39/11*z + 1
*
[ -3/2 ] 
f(z) = -92/297*z^3 + 26/11*z + 1
*
[ 3 ] 
f(z) = -92/297*z^3 + 38/11*z + 1
*
[ 3 ] 
f(z) = -89/297*z^3 + 37/11*z + 1
*
[ 3 ] 
f(z) = -86/297*z^3 + 36/11*z + 1
*
[ 3 ] 
f(z) = -83/297*z^3 + 35/11*z + 1
*
[ 17/9 ] 
f(z) = -81/289*z^3 + 25/17*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -99/280*z^3 + 32/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -99/296*z^3 + 31/37*z + 1
*
[ 17/14 ] 
f(z) = -98/289*z^3 + 23/34*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -97/280*z^3 + 31/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -97/296*z^3 + 30/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -95/296*z^3 + 29/37*z + 1
*
[ 3/2 ] 
f(z) = -94/297*z^3 + 23/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -93/280*z^3 + 29/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -93/296*z^3 + 28/37*z + 1
*
[ 3/2 ] 
f(z) = -92/297*z^3 + 34/33*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -91/296*z^3 + 27/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -89/280*z^3 + 27/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -89/296*z^3 + 26/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -87/280*z^3 + 26/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -87/296*z^3 + 25/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -85/296*z^3 + 24/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -83/280*z^3 + 24/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -83/296*z^3 + 23/37*z + 1
*
[ 3/2 ] 
f(z) = -82/297*z^3 + 21/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -81/280*z^3 + 23/35*z + 1
*
[ 14/9 ] 
f(z) = -81/280*z^3 + 37/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -81/296*z^3 + 22/37*z + 1
*
39/20 | 0.19843920842230448707530580897057249554 | 0.028028031875936358483668975866179953163
f(z) = -100/297*z^3 + 27/44*z + 1
*
-6/5 | 0.21228839999602752648199829843263827028 | 0.029190975045167371385311797673734787001
f(z) = -95/288*z^3 + 37/120*z + 1
*
[ 12/13 ] 
f(z) = -91/288*z^3 + 29/156*z + 1
*
[ 8/9 ] 
f(z) = -81/280*z^3 + 29/280*z + 1
*
[ 8/9 ] 
f(z) = -81/296*z^3 + 27/296*z + 1
*
[ -17/10 ] 
f(z) = -100/289*z^3 + 44/17*z + 1
*
[ 17/7 ] 
f(z) = -98/289*z^3 + 44/17*z + 1
*
[ -17/7 ] 
f(z) = -98/289*z^3 + 58/17*z + 1
*
[ 3 ] 
f(z) = -98/297*z^3 + 40/11*z + 1
*
[ -3 ] 
f(z) = -97/297*z^3 + 47/11*z + 1
*
[ -3 ] 
f(z) = -94/297*z^3 + 46/11*z + 1
*
[ -3 ] 
f(z) = -91/297*z^3 + 45/11*z + 1
*
[ -3 ] 
f(z) = -85/297*z^3 + 43/11*z + 1
*
[ -3 ] 
f(z) = -82/297*z^3 + 42/11*z + 1
*
[ -17/9 ] 
f(z) = -81/289*z^3 + 43/17*z + 1
*
[ -6/5 ] 
f(z) = -100/297*z^3 + 51/22*z + 1
*
[ -3/2 ] 
f(z) = -86/297*z^3 + 51/22*z + 1
*
[ 2 ] 
f(z) = -83/280*z^3 + 59/35*z + 1
*
[ 2 ] 
f(z) = -81/280*z^3 + 58/35*z + 1
*
[ 2 ] 
f(z) = -81/296*z^3 + 59/37*z + 1
*
[ 3/2 ] 
f(z) = -97/297*z^3 + 47/44*z + 1
*
[ 17/12 ] 
f(z) = -96/289*z^3 + 49/51*z + 1
*
[ 3/2 ] 
f(z) = -91/297*z^3 + 45/44*z + 1
*
[ 3/2 ] 
f(z) = -85/297*z^3 + 43/44*z + 1
*
[ 6/5 ] 
f(z) = -100/297*z^3 + 43/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -95/288*z^3 + 59/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -91/288*z^3 + 55/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -89/288*z^3 + 53/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -85/288*z^3 + 49/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -83/288*z^3 + 47/72*z + 1
*
[ 17/15 ] 
f(z) = -90/289*z^3 + 44/85*z + 1
*
[ 15/14 ] 
f(z) = -98/297*z^3 + 49/110*z + 1
*
[ 17/16 ] 
f(z) = -96/289*z^3 + 59/136*z + 1
*
-6/7 | 0.20545763444225738204580241787065420905 | 0.026939715872908215657697573667312942638
f(z) = -98/297*z^3 + 76/11*z + 1
*
[ 2 ] 
f(z) = -99/280*z^3 + 67/35*z + 1
*
[ 2 ] 
f(z) = -99/296*z^3 + 68/37*z + 1
*
[ -17/14 ] 
f(z) = -98/289*z^3 + 79/34*z + 1
*
3/7 | 0.11217947142084752988455059757245127720 | 0.014841466286895555619619211074553365633
f(z) = -98/297*z^3 + 71/22*z + 1
*
[ 2 ] 
f(z) = -97/280*z^3 + 66/35*z + 1
*
[ 2 ] 
f(z) = -97/296*z^3 + 67/37*z + 1
*
[ 17/8 ] 
f(z) = -96/289*z^3 + 69/34*z + 1
*
[ 2 ] 
f(z) = -95/296*z^3 + 66/37*z + 1
*
[ 2 ] 
f(z) = -93/280*z^3 + 64/35*z + 1
*
[ 2 ] 
f(z) = -93/296*z^3 + 65/37*z + 1
*
[ 2 ] 
f(z) = -91/296*z^3 + 64/37*z + 1
*
[ 2 ] 
f(z) = -89/280*z^3 + 62/35*z + 1
*
[ 2 ] 
f(z) = -89/296*z^3 + 63/37*z + 1
*
[ 2 ] 
f(z) = -87/280*z^3 + 61/35*z + 1
*
[ 2 ] 
f(z) = -87/296*z^3 + 62/37*z + 1
*
[ 2 ] 
f(z) = -85/296*z^3 + 61/37*z + 1
*
[ 2 ] 
f(z) = -83/296*z^3 + 60/37*z + 1
*
14/9 | 0.17641920795274592694414599360674090014 | 0.028073749450741277653415754074473548573
f(z) = -81/280*z^3 + 67/35*z + 1
*
[ -10/9 ] 
f(z) = -81/280*z^3 + 79/35*z + 1
*
[ 12/7 ] 
f(z) = -98/297*z^3 + 61/44*z + 1
*
[ 3/2 ] 
f(z) = -98/297*z^3 + 71/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -97/288*z^3 + 61/72*z + 1
*
[ 3/2 ] 
f(z) = -86/297*z^3 + 65/66*z + 1
*
[ 9/7 ] 
f(z) = -98/297*z^3 + 76/99*z + 1
*
[ 6/5 ] 
f(z) = -95/297*z^3 + 69/110*z + 1
*
[ 17/14 ] 
f(z) = -84/289*z^3 + 72/119*z + 1
*
[ 6/5 ] 
f(z) = -95/288*z^3 + 77/120*z + 1
*
[ 6/5 ] 
f(z) = -85/288*z^3 + 71/120*z + 1
*
-6/7 | 0.16143127232691827600123105439274502938 | 0.021216193597455957355659166692930288024
f(z) = -91/288*z^3 + 67/168*z + 1
*
[ 33/35 ] 
f(z) = -98/297*z^3 + 64/275*z + 1
*
19/9 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -81/290*z^3 + 71/290*z + 1
*
[ 17/5 ] 
f(z) = -100/289*z^3 + 80/17*z + 1
*
[ -17/5 ] 
f(z) = -100/289*z^3 + 90/17*z + 1
*
[ -33/7 ] 
f(z) = -98/297*z^3 + 94/11*z + 1
*
[ -3/2 ] 
f(z) = -100/297*z^3 + 80/33*z + 1
*
[ -3/5 ] 
f(z) = -100/297*z^3 + 92/33*z + 1
*
[ -2/3 ] 
f(z) = -99/280*z^3 + 93/35*z + 1
*
[ -2/3 ] 
f(z) = -99/296*z^3 + 98/37*z + 1
*
[ -2 ] 
f(z) = -93/280*z^3 + 99/35*z + 1
*
[ -2 ] 
f(z) = -89/280*z^3 + 97/35*z + 1
*
[ -2 ] 
f(z) = -87/280*z^3 + 96/35*z + 1
*
[ -2 ] 
f(z) = -87/296*z^3 + 99/37*z + 1
*
[ -2 ] 
f(z) = -85/296*z^3 + 98/37*z + 1
*
[ -2 ] 
f(z) = -83/280*z^3 + 94/35*z + 1
*
[ -2 ] 
f(z) = -83/296*z^3 + 97/37*z + 1
*
[ -14/9 ] 
f(z) = -81/280*z^3 + 82/35*z + 1
*
-10/3 | 0.077855150471297208795913994451822165728 | 0.011873994550719660500419474199762383379
f(z) = -81/280*z^3 + 88/35*z + 1
*
[ -2/3 ] 
f(z) = -81/280*z^3 + 92/35*z + 1
*
[ -2 ] 
f(z) = -81/280*z^3 + 93/35*z + 1
*
[ -2 ] 
f(z) = -81/296*z^3 + 96/37*z + 1
*
[ -2/3 ] 
f(z) = -81/296*z^3 + 97/37*z + 1
*
-33/14 | 0.19425107222082484355631289227065901816 | 0.029054010210308182475614902239627213543
f(z) = -98/297*z^3 + 89/66*z + 1
*
[ 17/15 ] 
f(z) = -100/289*z^3 + 86/153*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -85/284*z^3 + 99/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -85/292*z^3 + 97/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -83/284*z^3 + 95/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -83/292*z^3 + 93/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -81/284*z^3 + 91/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -81/292*z^3 + 89/146*z + 1
*
[ 10/9 ] 
f(z) = -81/296*z^3 + 81/185*z + 1
*
[ 17/4 ] 
f(z) = -96/289*z^3 + 115/17*z + 1
*
[ -2 ] 
f(z) = -99/280*z^3 + 102/35*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.024087098192870272941526042234933612069
f(z) = -99/280*z^3 + 113/35*z + 1
*
[ -2 ] 
f(z) = -99/296*z^3 + 105/37*z + 1
*
-12/7 | 0.11056190474596529334107830432086016765 | 0.016050045984845637501350538460562320324
f(z) = -98/297*z^3 + 109/33*z + 1
*
[ -3/7 ] 
f(z) = -98/297*z^3 + 112/33*z + 1
*
-57/14 | 0.21571191296567402373731598900553597922 | 0.026885936944602920073445622479025059714
f(z) = -98/297*z^3 + 113/22*z + 1
*
[ -2 ] 
f(z) = -97/280*z^3 + 101/35*z + 1
*
[ -2 ] 
f(z) = -97/296*z^3 + 104/37*z + 1
*
[ 3 ] 
f(z) = -97/297*z^3 + 119/33*z + 1
*
[ -17/8 ] 
f(z) = -96/289*z^3 + 101/34*z + 1
*
[ -2 ] 
f(z) = -95/296*z^3 + 103/37*z + 1
*
[ 3 ] 
f(z) = -94/297*z^3 + 116/33*z + 1
*
[ -2 ] 
f(z) = -93/296*z^3 + 102/37*z + 1
*
[ -2 ] 
f(z) = -91/296*z^3 + 101/37*z + 1
*
[ 3 ] 
f(z) = -91/297*z^3 + 113/33*z + 1
*
[ 17/6 ] 
f(z) = -90/289*z^3 + 107/34*z + 1
*
[ -2 ] 
f(z) = -89/296*z^3 + 100/37*z + 1
*
[ 3 ] 
f(z) = -85/297*z^3 + 107/33*z + 1
*
[ 3 ] 
f(z) = -82/297*z^3 + 104/33*z + 1
*
10/3 | 0.14933286622699133073931684893125755247 | 0.022273812196052850386962394638902014353
f(z) = -81/280*z^3 + 102/35*z + 1
*
[ -3/2 ] 
f(z) = -95/297*z^3 + 105/44*z + 1
*
[ -3/2 ] 
f(z) = -89/297*z^3 + 103/44*z + 1
*
[ -3/2 ] 
f(z) = -83/297*z^3 + 101/44*z + 1
*
[ 2 ] 
f(z) = -83/288*z^3 + 119/72*z + 1
*
[ 12/7 ] 
f(z) = -91/288*z^3 + 113/84*z + 1
*
2/3 | 0.20074386988996328032397806703079070676 | 0.029813142467155755315982185985312672747
f(z) = -81/280*z^3 + 101/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -95/284*z^3 + 119/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -95/292*z^3 + 117/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -93/284*z^3 + 115/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -93/292*z^3 + 113/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -91/284*z^3 + 111/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -91/292*z^3 + 109/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -89/284*z^3 + 107/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -89/292*z^3 + 105/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -87/284*z^3 + 103/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -87/292*z^3 + 101/146*z + 1
*
[ 4/3 ] 
f(z) = -81/280*z^3 + 107/140*z + 1
*
[ 4/3 ] 
f(z) = -81/296*z^3 + 109/148*z + 1
*
-33/19 | 0.25243051854528798513432498315146224653 | 0.029222680946917286430800719194266875943
f(z) = -95/297*z^3 + 113/209*z + 1
*
15/28 | 0.19757828720350103994372628179431227115 | 0.025417968943572603463124384678580350722
f(z) = -98/297*z^3 + 113/264*z + 1
*
[ -17/4 ] 
f(z) = -96/289*z^3 + 123/17*z + 1
*
[ 3 ] 
f(z) = -100/297*z^3 + 122/33*z + 1
*
[ -3/14 ] 
f(z) = -98/297*z^3 + 125/22*z + 1
*
[ -3 ] 
f(z) = -95/297*z^3 + 139/33*z + 1
*
[ -3 ] 
f(z) = -92/297*z^3 + 136/33*z + 1
*
[ -17/6 ] 
f(z) = -90/289*z^3 + 131/34*z + 1
*
[ -3 ] 
f(z) = -89/297*z^3 + 133/33*z + 1
*
[ -3 ] 
f(z) = -86/297*z^3 + 130/33*z + 1
*
[ -3 ] 
f(z) = -83/297*z^3 + 127/33*z + 1
*
-2/9 | 0.19850294358411160807573427197758233096 | 0.028803499573158349372001787910295402881
f(z) = -81/280*z^3 + 123/35*z + 1
*
-6/7 | 0.23694824414965001021820399647912628614 | 0.028789707938435630870192947280298583623
f(z) = -98/297*z^3 + 139/44*z + 1
*
[ -17/12 ] 
f(z) = -96/289*z^3 + 121/51*z + 1
*
[ 2 ] 
f(z) = -97/288*z^3 + 133/72*z + 1
*
[ 2 ] 
f(z) = -95/288*z^3 + 131/72*z + 1
*
[ 2 ] 
f(z) = -91/288*z^3 + 127/72*z + 1
*
[ 2 ] 
f(z) = -89/288*z^3 + 125/72*z + 1
*
[ 2 ] 
f(z) = -85/288*z^3 + 121/72*z + 1
*
[ 12/5 ] 
f(z) = -85/288*z^3 + 137/60*z + 1
*
-39/20 | 0.19425172436017856292055973926978164717 | 0.027436581538544018471221099158421667100
f(z) = -100/297*z^3 + 125/132*z + 1
*
[ 3/2 ] 
f(z) = -95/297*z^3 + 139/132*z + 1
*
[ 17/12 ] 
f(z) = -90/289*z^3 + 125/136*z + 1
*
[ 3/2 ] 
f(z) = -89/297*z^3 + 133/132*z + 1
*
[ 3/2 ] 
f(z) = -83/297*z^3 + 127/132*z + 1
*
[ 4/3 ] 
f(z) = -99/280*z^3 + 123/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -99/284*z^3 + 127/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -99/292*z^3 + 125/146*z + 1
*
[ 4/3 ] 
f(z) = -99/296*z^3 + 125/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -97/284*z^3 + 123/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -97/292*z^3 + 121/146*z + 1
*
[ 10/9 ] 
f(z) = -81/290*z^3 + 129/290*z + 1
*
-10/3 | 0.21139084096609801291240270002888825814 | 0.029871581467608712565452973802158928943
f(z) = -99/280*z^3 + 148/35*z + 1
*
[ -3 ] 
f(z) = -98/297*z^3 + 142/33*z + 1
*
[ -10/3 ] 
f(z) = -81/280*z^3 + 158/35*z + 1
*
[ -3/5 ] 
f(z) = -95/297*z^3 + 153/55*z + 1
*
[ 17/6 ] 
f(z) = -84/289*z^3 + 152/51*z + 1
*
[ 12/5 ] 
f(z) = -95/288*z^3 + 149/60*z + 1
*
[ -3/2 ] 
f(z) = -94/297*z^3 + 157/66*z + 1
*
[ -3/2 ] 
f(z) = -82/297*z^3 + 151/66*z + 1
*
[ -17/18 ] 
f(z) = -81/289*z^3 + 157/68*z + 1
*
[ 9/5 ] 
f(z) = -100/297*z^3 + 152/99*z + 1
*
-33/28 | 0.16316824175904405060167574690578024446 | 0.019566268824887137390179818543940886576
f(z) = -98/297*z^3 + 155/88*z + 1
*
[ 11/10 ] 
f(z) = -100/297*z^3 + 148/297*z + 1
*
[ -33/5 ] 
f(z) = -100/297*z^3 + 174/11*z + 1
*
[ 17/3 ] 
f(z) = -81/289*z^3 + 167/17*z + 1
*
[ -17/3 ] 
f(z) = -81/289*z^3 + 173/17*z + 1
*
[ -33/10 ] 
f(z) = -100/297*z^3 + 164/33*z + 1
*
[ 10/3 ] 
f(z) = -99/280*z^3 + 162/35*z + 1
*
38/9 | 0.20215060610634073584963719178731836926 | 0.028181402834809056495533754824808664464
f(z) = -81/280*z^3 + 163/35*z + 1
*
[ 34/9 ] 
f(z) = -81/289*z^3 + 161/34*z + 1
*
[ -34/9 ] 
f(z) = -81/289*z^3 + 179/34*z + 1
*
[ -15/7 ] 
f(z) = -98/297*z^3 + 164/55*z + 1
*
[ 17/6 ] 
f(z) = -96/289*z^3 + 169/51*z + 1
*
[ -17/20 ] 
f(z) = -100/289*z^3 + 165/68*z + 1
*
-33/14 | 0.19425121836872770461768462598556910088 | 0.026304870303144931205227541722327846122
f(z) = -98/297*z^3 + 179/66*z + 1
*
-33/28 | 0.15461086915953855295454942441864226214 | 0.018225487546457506367444154118797937456
f(z) = -98/297*z^3 + 179/88*z + 1
*
[ 33/20 ] 
f(z) = -100/297*z^3 + 173/132*z + 1
*
[ 7/5 ] 
f(z) = -85/294*z^3 + 179/210*z + 1
*
[ 17/12 ] 
f(z) = -84/289*z^3 + 179/204*z + 1
*
[ 17/13 ] 
f(z) = -91/289*z^3 + 171/221*z + 1
*
[ 33/28 ] 
f(z) = -98/297*z^3 + 161/264*z + 1
*
[ 11/9 ] 
f(z) = -81/286*z^3 + 173/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -81/290*z^3 + 179/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -81/298*z^3 + 175/298*z + 1
*
[ 17/3 ] 
f(z) = -90/289*z^3 + 184/17*z + 1
*
[ -17/3 ] 
f(z) = -90/289*z^3 + 190/17*z + 1
*
[ -10/3 ] 
f(z) = -99/280*z^3 + 183/35*z + 1
*
[ 4 ] 
f(z) = -85/288*z^3 + 197/36*z + 1
*
[ 4 ] 
f(z) = -83/288*z^3 + 193/36*z + 1
*
[ -2/9 ] 
f(z) = -81/280*z^3 + 193/35*z + 1
*
[ -17/6 ] 
f(z) = -84/289*z^3 + 188/51*z + 1
*
[ -12/5 ] 
f(z) = -95/288*z^3 + 199/60*z + 1
*
[ -2 ] 
f(z) = -91/288*z^3 + 199/72*z + 1
*
[ -2 ] 
f(z) = -89/288*z^3 + 197/72*z + 1
*
[ -12/5 ] 
f(z) = -85/288*z^3 + 187/60*z + 1
*
[ -2 ] 
f(z) = -85/288*z^3 + 193/72*z + 1
*
[ -2 ] 
f(z) = -83/288*z^3 + 191/72*z + 1
*
[ 17/6 ] 
f(z) = -81/289*z^3 + 197/68*z + 1
*
[ -17/15 ] 
f(z) = -90/289*z^3 + 194/85*z + 1
*
-4/9 | 0.068552180471127062284985812349057228001 | 0.011613830065169264490489528064939982369
f(z) = -81/280*z^3 + 183/140*z + 1
*
[ 7/5 ] 
f(z) = -95/294*z^3 + 193/210*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -87/298*z^3 + 199/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -85/282*z^3 + 199/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -85/286*z^3 + 197/286*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -85/294*z^3 + 193/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -85/298*z^3 + 191/298*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -83/282*z^3 + 191/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -83/286*z^3 + 189/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -83/290*z^3 + 187/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -83/294*z^3 + 185/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -83/298*z^3 + 183/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -81/286*z^3 + 181/286*z + 1
*
[ 17/3 ] 
f(z) = -99/289*z^3 + 201/17*z + 1
*
[ -17/3 ] 
f(z) = -99/289*z^3 + 207/17*z + 1
*
-30/7 | 0.20740978500007889041116095089622734747 | 0.027474832763855288550950411570304023807
f(z) = -98/297*z^3 + 211/33*z + 1
*
[ 4 ] 
f(z) = -95/288*z^3 + 217/36*z + 1
*
[ 4 ] 
f(z) = -91/288*z^3 + 209/36*z + 1
*
[ 4 ] 
f(z) = -89/288*z^3 + 205/36*z + 1
*
[ 17/4 ] 
f(z) = -88/289*z^3 + 213/34*z + 1
*
[ -4 ] 
f(z) = -85/288*z^3 + 215/36*z + 1
*
[ -4 ] 
f(z) = -83/288*z^3 + 211/36*z + 1
*
[ -2/9 ] 
f(z) = -81/296*z^3 + 204/37*z + 1
*
[ -17/6 ] 
f(z) = -96/289*z^3 + 205/51*z + 1
*
[ -33/14 ] 
f(z) = -98/297*z^3 + 215/66*z + 1
*
[ -2 ] 
f(z) = -97/288*z^3 + 205/72*z + 1
*
[ -2 ] 
f(z) = -95/288*z^3 + 203/72*z + 1
*
[ -12/7 ] 
f(z) = -91/288*z^3 + 211/84*z + 1
*
[ -3/4 ] 
f(z) = -82/297*z^3 + 219/88*z + 1
*
[ 17/11 ] 
f(z) = -99/289*z^3 + 219/187*z + 1
*
[ 17/11 ] 
f(z) = -88/289*z^3 + 202/187*z + 1
*
[ 5/4 ] 
f(z) = -96/295*z^3 + 209/295*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -91/290*z^3 + 219/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -91/298*z^3 + 215/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = -89/282*z^3 + 215/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -89/286*z^3 + 213/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -89/290*z^3 + 211/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -89/294*z^3 + 209/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -89/298*z^3 + 207/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -87/286*z^3 + 205/286*z + 1
*
[ 4/3 ] 
f(z) = -81/284*z^3 + 215/284*z + 1
*
[ 4/3 ] 
f(z) = -81/292*z^3 + 217/292*z + 1
*
[ 4 ] 
f(z) = -97/288*z^3 + 221/36*z + 1
*
[ -4 ] 
f(z) = -97/288*z^3 + 239/36*z + 1
*
[ -4 ] 
f(z) = -95/288*z^3 + 235/36*z + 1
*
[ -4 ] 
f(z) = -91/288*z^3 + 227/36*z + 1
*
[ -4 ] 
f(z) = -89/288*z^3 + 223/36*z + 1
*
[ -17/4 ] 
f(z) = -88/289*z^3 + 229/34*z + 1
*
[ 6 ] 
f(z) = -82/297*z^3 + 237/22*z + 1
*
[ -21/10 ] 
f(z) = -100/297*z^3 + 228/77*z + 1
*
[ 17/6 ] 
f(z) = -99/289*z^3 + 231/68*z + 1
*
[ -9/10 ] 
f(z) = -100/297*z^3 + 236/99*z + 1
*
[ -9/7 ] 
f(z) = -98/297*z^3 + 230/99*z + 1
*
[ -3/4 ] 
f(z) = -94/297*z^3 + 221/88*z + 1
*
[ 2 ] 
f(z) = -83/284*z^3 + 237/142*z + 1
*
[ 2 ] 
f(z) = -83/292*z^3 + 239/146*z + 1
*
[ 2 ] 
f(z) = -81/284*z^3 + 233/142*z + 1
*
[ 2 ] 
f(z) = -81/292*z^3 + 235/146*z + 1
*
[ 17/10 ] 
f(z) = -90/289*z^3 + 223/170*z + 1
*
[ 33/23 ] 
f(z) = -92/297*z^3 + 238/253*z + 1
*
[ 33/25 ] 
f(z) = -100/297*z^3 + 228/275*z + 1
*
[ 17/12 ] 
f(z) = -81/289*z^3 + 233/272*z + 1
*
[ 13/10 ] 
f(z) = -100/299*z^3 + 238/299*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -97/298*z^3 + 239/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -95/282*z^3 + 239/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -95/286*z^3 + 237/286*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -95/294*z^3 + 233/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -95/298*z^3 + 231/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -93/286*z^3 + 229/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -93/290*z^3 + 227/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -93/298*z^3 + 223/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -91/282*z^3 + 223/282*z + 1
*
-14/3 | 0.19831094807027195352763599983330788328 | 0.026202564783326538740351786759565090238
f(z) = -99/280*z^3 + 242/35*z + 1
*
[ -6 ] 
f(z) = -86/297*z^3 + 255/22*z + 1
*
[ 6 ] 
f(z) = -85/297*z^3 + 245/22*z + 1
*
[ -6 ] 
f(z) = -83/297*z^3 + 247/22*z + 1
*
[ 14/3 ] 
f(z) = -81/280*z^3 + 248/35*z + 1
*
21/5 | 0.18203680598655608473255503091283943990 | 0.020712130187352806747378154427725588446
f(z) = -100/297*z^3 + 243/44*z + 1
*
-51/14 | 0.20440566381217579692538034263922661483 | 0.026551421811834651612058904740542288468
f(z) = -98/297*z^3 + 245/66*z + 1
*
-12/7 | 0.24151376197596084988104062579904236942 | 0.027403361115441295315309489677931836483
f(z) = -91/297*z^3 + 249/77*z + 1
*
[ -17/6 ] 
f(z) = -81/289*z^3 + 245/68*z + 1
*
[ -6/5 ] 
f(z) = -85/297*z^3 + 247/110*z + 1
*
33/20 | 0.19425253989710975480801556566031126087 | 0.025232574424002697977837849197470607423
f(z) = -100/297*z^3 + 245/132*z + 1
*
[ 17/8 ] 
f(z) = -88/289*z^3 + 259/136*z + 1
*
[ 17/9 ] 
f(z) = -99/289*z^3 + 259/153*z + 1
*
[ 2 ] 
f(z) = -93/284*z^3 + 257/142*z + 1
*
[ 2 ] 
f(z) = -93/292*z^3 + 259/146*z + 1
*
[ 2 ] 
f(z) = -91/284*z^3 + 253/142*z + 1
*
[ 2 ] 
f(z) = -91/292*z^3 + 255/146*z + 1
*
[ 17/9 ] 
f(z) = -90/289*z^3 + 242/153*z + 1
*
[ 2 ] 
f(z) = -89/284*z^3 + 249/142*z + 1
*
[ 2 ] 
f(z) = -89/292*z^3 + 251/146*z + 1
*
[ 2 ] 
f(z) = -87/284*z^3 + 245/142*z + 1
*
[ 2 ] 
f(z) = -87/292*z^3 + 247/146*z + 1
*
[ 2 ] 
f(z) = -85/284*z^3 + 241/142*z + 1
*
[ 2 ] 
f(z) = -85/292*z^3 + 243/146*z + 1
*
[ 4/3 ] 
f(z) = -99/284*z^3 + 247/284*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -99/290*z^3 + 251/290*z + 1
*
[ 4/3 ] 
f(z) = -99/292*z^3 + 249/292*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -99/298*z^3 + 247/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -97/282*z^3 + 247/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -97/286*z^3 + 245/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -97/290*z^3 + 243/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -97/294*z^3 + 241/294*z + 1
*
-5/9 | 0.11854886386775161761220461731169325757 | 0.021038738305521576969884276146162604224
f(z) = -81/280*z^3 + 249/280*z + 1
*
[ 13/9 ] 
f(z) = -81/286*z^3 + 257/286*z + 1
*
[ 33/7 ] 
f(z) = -98/297*z^3 + 268/33*z + 1
*
[ 6 ] 
f(z) = -97/297*z^3 + 277/22*z + 1
*
[ -6 ] 
f(z) = -95/297*z^3 + 279/22*z + 1
*
[ 6 ] 
f(z) = -94/297*z^3 + 269/22*z + 1
*
[ -6 ] 
f(z) = -92/297*z^3 + 271/22*z + 1
*
[ 6 ] 
f(z) = -91/297*z^3 + 261/22*z + 1
*
[ -6 ] 
f(z) = -89/297*z^3 + 263/22*z + 1
*
[ 6 ] 
f(z) = -85/288*z^3 + 275/24*z + 1
*
[ 6 ] 
f(z) = -83/288*z^3 + 269/24*z + 1
*
[ -6 ] 
f(z) = -83/288*z^3 + 277/24*z + 1
*
[ -14/3 ] 
f(z) = -81/280*z^3 + 263/35*z + 1
*
[ -17/6 ] 
f(z) = -99/289*z^3 + 279/68*z + 1
*
[ -3/7 ] 
f(z) = -91/297*z^3 + 261/77*z + 1
*
[ -9/5 ] 
f(z) = -100/297*z^3 + 262/99*z + 1
*
[ -17/24 ] 
f(z) = -96/289*z^3 + 263/102*z + 1
*
[ -2/3 ] 
f(z) = -93/280*z^3 + 278/105*z + 1
*
[ -2/3 ] 
f(z) = -87/280*z^3 + 277/105*z + 1
*
[ -17/14 ] 
f(z) = -84/289*z^3 + 268/119*z + 1
*
[ 17/7 ] 
f(z) = -84/289*z^3 + 274/119*z + 1
*
[ -6/5 ] 
f(z) = -95/288*z^3 + 277/120*z + 1
*
[ -6/5 ] 
f(z) = -85/288*z^3 + 271/120*z + 1
*
[ 2 ] 
f(z) = -99/284*z^3 + 269/142*z + 1
*
[ 2 ] 
f(z) = -99/292*z^3 + 271/146*z + 1
*
[ 2 ] 
f(z) = -97/284*z^3 + 265/142*z + 1
*
[ 2 ] 
f(z) = -97/292*z^3 + 267/146*z + 1
*
[ 2 ] 
f(z) = -95/284*z^3 + 261/142*z + 1
*
[ 2 ] 
f(z) = -95/292*z^3 + 263/146*z + 1
*
[ 20/9 ] 
f(z) = -81/280*z^3 + 277/140*z + 1
*
[ 14/9 ] 
f(z) = -81/296*z^3 + 264/259*z + 1
*
[ 17/12 ] 
f(z) = -99/289*z^3 + 267/272*z + 1
*
[ 7/5 ] 
f(z) = -100/287*z^3 + 278/287*z + 1
*
[ 13/9 ] 
f(z) = -81/299*z^3 + 261/299*z + 1
*
[ 6 ] 
f(z) = -100/297*z^3 + 285/22*z + 1
*
[ 14/3 ] 
f(z) = -99/280*z^3 + 297/35*z + 1
*
[ 34/7 ] 
f(z) = -98/289*z^3 + 299/34*z + 1
*
[ -6 ] 
f(z) = -98/297*z^3 + 287/22*z + 1
*
[ 6 ] 
f(z) = -91/288*z^3 + 293/24*z + 1
*
[ 6 ] 
f(z) = -89/288*z^3 + 287/24*z + 1
*
[ -6 ] 
f(z) = -89/288*z^3 + 295/24*z + 1
*
[ -6 ] 
f(z) = -85/288*z^3 + 283/24*z + 1
*
[ -2/3 ] 
f(z) = -93/296*z^3 + 293/111*z + 1
*
[ 17/7 ] 
f(z) = -91/289*z^3 + 291/119*z + 1
*
-10/3 | 0.13993449169943509421639692740046250907 | 0.018065694838600154644415473964387597460
f(z) = -87/280*z^3 + 289/105*z + 1
*
[ -2/3 ] 
f(z) = -87/296*z^3 + 292/111*z + 1
*
[ 3/2 ] 
f(z) = -88/285*z^3 + 293/285*z + 1
*
[ 3/2 ] 
f(z) = -88/291*z^3 + 295/291*z + 1
*
[ -1/4 ] 
f(z) = -80*z^3 + 10*z + 1
*
[ 1/2 ] 
f(z) = -80*z^3 + 19*z + 1
*
[ 1/2 ] 
f(z) = -80/3*z^3 + 17/3*z + 1
*
[ 3/4 ] 
f(z) = -80/9*z^3 + 14/3*z + 1
*
[ 1/2 ] 
f(z) = -76*z^3 + 18*z + 1
*
[ 1/2 ] 
f(z) = -76/3*z^3 + 16/3*z + 1
*
[ 1/2 ] 
f(z) = -76/5*z^3 + 14/5*z + 1
*
[ -1/5 ] 
f(z) = -75/2*z^3 + 15/2*z + 1
*
-1/5 | 0.063509617233185182756647000928215479835 | 0.014709853406212756096416664166915210442
f(z) = -75/2*z^3 + 17/2*z + 1
*
[ -2/5 ] 
f(z) = -75/2*z^3 + 19/2*z + 1
*
[ -2/5 ] 
f(z) = -75/4*z^3 + 13/2*z + 1
*
3/5 | 0.074924225253760572622783716117514477438 | 0.017353661037040502681296352495221804058
f(z) = -75/4*z^3 + 19/4*z + 1
*
[ -2/5 ] 
f(z) = -75/8*z^3 + 5*z + 1
*
-2/15 | 0.073795884556930783704284118239418944296 | 0.013625280012699716966151610518431698802
f(z) = -75/8*z^3 + 8/3*z + 1
*
[ 2/3 ] 
f(z) = -75/8*z^3 + 11/3*z + 1
*
-2/5 | 0.12819413716165246821047845563435571517 | 0.023669084330393111288473027192793889532
f(z) = -75/8*z^3 + 14/3*z + 1
*
-2/5 | 0.064293769202506303734423999380927147880 | 0.011870859922821582320833453428038144869
f(z) = -75/8*z^3 + 17/3*z + 1
*
[ 4/5 ] 
f(z) = -75/16*z^3 + 11/4*z + 1
*
-4/5 | 0.088023878311201357088843356498144949532 | 0.020387752321824908440309061620559498252
f(z) = -75/16*z^3 + 13/4*z + 1
*
[ -2/5 ] 
f(z) = -75/16*z^3 + 17/4*z + 1
*
[ -1/6 ] 
f(z) = -72*z^3 + 9*z + 1
*
-1/6 | 0.097444683945217184857397734115340778861 | 0.022785197916651150530857728703779866948
f(z) = -72*z^3 + 10*z + 1
*
[ -1/3 ] 
f(z) = -72*z^3 + 12*z + 1
*
[ 1/2 ] 
f(z) = -72*z^3 + 17*z + 1
*
-1/6 | 0.083667845921357856900343968923807756936 | 0.016835209066806589112533850527545375376
f(z) = -72*z^3 + 17/2*z + 1
*
[ 1/2 ] 
f(z) = -72/5*z^3 + 13/5*z + 1
*
[ 2/3 ] 
f(z) = -69/8*z^3 + 10/3*z + 1
*
[ -2/3 ] 
f(z) = -69/8*z^3 + 19/3*z + 1
*
[ 2/3 ] 
f(z) = -69/16*z^3 + 17/12*z + 1
*
[ 1/2 ] 
f(z) = -68*z^3 + 16*z + 1
*
[ 1/2 ] 
f(z) = -68/3*z^3 + 14/3*z + 1
*
[ -1/4 ] 
f(z) = -64*z^3 + 9*z + 1
*
[ -1/8 ] 
f(z) = -64*z^3 + 10*z + 1
*
[ 1/2 ] 
f(z) = -64*z^3 + 15*z + 1
*
[ -1/2 ] 
f(z) = -64*z^3 + 19*z + 1
*
-1/4 | 0.053866316735321594430053653865530547064 | 0.012952111337500440259348408676432995889
f(z) = -64/3*z^3 + 10/3*z + 1
*
[ 3/4 ] 
f(z) = -64/9*z^3 + 11/3*z + 1
*
3/4 | 0.14363820982063325351755031785226053254 | 0.029603733284342285276866047044244323165
f(z) = -64/9*z^3 + 13/6*z + 1
*
[ -3/8 ] 
f(z) = -64/9*z^3 + 14/3*z + 1
*
-3/8 | 0.12391801863045382382639993854112680815 | 0.029795985159156984776399978483405894563
f(z) = -64/9*z^3 + 17/3*z + 1
*
[ -3/4 ] 
f(z) = -64/9*z^3 + 19/3*z + 1
*
[ 5/8 ] 
f(z) = -64/15*z^3 + 16/15*z + 1
*
[ -1/3 ] 
f(z) = -63*z^3 + 11*z + 1
*
[ -1/3 ] 
f(z) = -63/2*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -63/4*z^3 + 13/2*z + 1
*
[ -2/3 ] 
f(z) = -63/4*z^3 + 19/2*z + 1
*
[ 2/3 ] 
f(z) = -63/8*z^3 + 3*z + 1
*
[ -2/3 ] 
f(z) = -63/8*z^3 + 6*z + 1
*
[ 2/3 ] 
f(z) = -63/16*z^3 + 5/4*z + 1
*
-2/3 | 0.10426487981224076171770169441055124183 | 0.025165698606921808339803652715453144403
f(z) = -63/16*z^3 + 9/4*z + 1
*
[ -2/3 ] 
f(z) = -63/16*z^3 + 17/4*z + 1
*
[ -1/2 ] 
f(z) = -80*z^3 + 23*z + 1
*
3/8 | 0.10404004659406826086989588429436834309 | 0.018036452317742665059928349994026666628
f(z) = -80*z^3 + 33/4*z + 1
*
[ -1/4 ] 
f(z) = -80/3*z^3 + 20/3*z + 1
*
-1/4 | 0.073974928151031253292750608089593122361 | 0.016881441925908467673243792080961157867
f(z) = -80/3*z^3 + 23/3*z + 1
*
1/2 | 0.14131967468134885183634377353900051748 | 0.027845287634712836715964183166564749671
f(z) = -80/3*z^3 + 25/6*z + 1
*
[ -1/2 ] 
f(z) = -80/3*z^3 + 29/3*z + 1
*
[ -3/4 ] 
f(z) = -80/9*z^3 + 22/3*z + 1
*
[ 3/5 ] 
f(z) = -80/9*z^3 + 38/15*z + 1
*
[ 2/3 ] 
f(z) = -79/8*z^3 + 35/9*z + 1
*
-2 | 0.094667479495055000683341269426653197924 | 0.016483967777695666393744283176878746920
f(z) = -79/8*z^3 + 39*z + 1
*
[ 1/3 ] 
f(z) = -78*z^3 + 20/3*z + 1
*
[ 1/2 ] 
f(z) = -78*z^3 + 37/2*z + 1
*
-1/6 | 0.099209229566926496836930754859576032168 | 0.016135600736983179883203134062184100734
f(z) = -78*z^3 + 37/6*z + 1
*
[ -1/3 ] 
f(z) = -78*z^3 + 38/3*z + 1
*
[ 1/2 ] 
f(z) = -78/5*z^3 + 29/10*z + 1
*
[ 2/3 ] 
f(z) = -77/8*z^3 + 34/9*z + 1
*
[ -2/7 ] 
f(z) = -77/8*z^3 + 37/7*z + 1
*
-2 | 0.094197015140006079411577215022815826350 | 0.016476571403849655512451634794116085559
f(z) = -77/8*z^3 + 38*z + 1
*
[ 2 ] 
f(z) = -77/8*z^3 + 39*z + 1
*
0 | 0.12029475423102215418076470066413016486 | 0.027693403029937593350046677721359018939
f(z) = -77/19*z^3 + 39/19*z + 1
*
[ -1/2 ] 
f(z) = -76*z^3 + 22*z + 1
*
[ -1/4 ] 
f(z) = -76*z^3 + 39/4*z + 1
*
[ -1/2 ] 
f(z) = -76/3*z^3 + 28/3*z + 1
*
[ -1/2 ] 
f(z) = -76/5*z^3 + 34/5*z + 1
*
[ 2/5 ] 
f(z) = -75*z^3 + 21/2*z + 1
*
-1/5 | 0.11701926215005647061947754666420095627 | 0.021605814785565677020700346372137150816
f(z) = -75*z^3 + 25/3*z + 1
*
[ -2/5 ] 
f(z) = -75*z^3 + 31/2*z + 1
*
-2/15 | 0.077736353646382738005857774418750712459 | 0.014352827287829279638457707178742323704
f(z) = -75*z^3 + 34/3*z + 1
*
[ -1/3 ] 
f(z) = -75*z^3 + 37/3*z + 1
*
-4/15 | 0.12639946522632949688929956921384593368 | 0.023337725640182620073508035755516154581
f(z) = -75/2*z^3 + 23/3*z + 1
*
-2/15 | 0.13734456343055204338871507436868058365 | 0.025358570416207775661745426909634667179
f(z) = -75/2*z^3 + 31/6*z + 1
*
-2/15 | 0.14791310450768299519812359565110346675 | 0.027309889685110070074363105610119998565
f(z) = -75/4*z^3 + 23/6*z + 1
*
[ -1/5 ] 
f(z) = -75/4*z^3 + 27/4*z + 1
*
-2/5 | 0.10827011931653933881023039573517024418 | 0.019990419541054308285526578990885987670
f(z) = -75/4*z^3 + 35/6*z + 1
*
-2/15 | 0.12671617385385571729005876066344288079 | 0.023396201038348672544731740687530682658
f(z) = -75/8*z^3 + 23/3*z + 1
*
[ 4/5 ] 
f(z) = -75/8*z^3 + 23/4*z + 1
*
[ -2/15 ] 
f(z) = -75/8*z^3 + 26/3*z + 1
*
[ -4/5 ] 
f(z) = -75/8*z^3 + 33/4*z + 1
*
-2 | 0.093714260849975033928752136928979001476 | 0.016468952726485896785589843553762543437
f(z) = -75/8*z^3 + 37*z + 1
*
[ 2 ] 
f(z) = -75/8*z^3 + 38*z + 1
*
[ -2 ] 
f(z) = -75/8*z^3 + 39*z + 1
*
0 | 0.11982347811921709477334758648386211833 | 0.027753053388506883998606146970263425901
f(z) = -75/19*z^3 + 37/19*z + 1
*
[ 1/2 ] 
f(z) = -74*z^3 + 35/2*z + 1
*
[ 1/2 ] 
f(z) = -74/3*z^3 + 31/6*z + 1
*
[ 1/2 ] 
f(z) = -74/5*z^3 + 27/10*z + 1
*
0 | 0.11958326221336232732236391576606007446 | 0.027783794999331279104827522401098662428
f(z) = -74/19*z^3 + 36/19*z + 1
*
[ 2/3 ] 
f(z) = -73/8*z^3 + 32/9*z + 1
*
-2 | 0.093218555861854648090763367728685518521 | 0.016461099488304539362427926007181819134
f(z) = -73/8*z^3 + 36*z + 1
*
[ 2 ] 
f(z) = -73/8*z^3 + 37*z + 1
*
[ -2 ] 
f(z) = -73/8*z^3 + 38*z + 1
*
0 | 0.11927288414697017638020432465732391164 | 0.027799559880012618979876183823086033575
f(z) = -73/17*z^3 + 39/17*z + 1
*
0 | 0.092907909187323739178642764447632020403 | 0.021654536177704983018686273790805739796
f(z) = -73/18*z^3 + 37/18*z + 1
*
0 | 0.11933988744073847227412858593606252491 | 0.027815176690913029609750713242323366045
f(z) = -73/19*z^3 + 35/19*z + 1
*
[ -1/2 ] 
f(z) = -72*z^3 + 21*z + 1
*
[ -1/12 ] 
f(z) = -72*z^3 + 27/2*z + 1
*
[ -1/3 ] 
f(z) = -72/5*z^3 + 28/5*z + 1
*
-1/3 | 0.11635068527317409994400901260364971963 | 0.023411480122019986744747963366924900091
f(z) = -72/5*z^3 + 31/10*z + 1
*
[ -1/2 ] 
f(z) = -72/5*z^3 + 33/5*z + 1
*
[ -1/6 ] 
f(z) = -72/5*z^3 + 37/5*z + 1
*
[ -1/3 ] 
f(z) = -72/7*z^3 + 36/7*z + 1
*
[ -1/2 ] 
f(z) = -72/7*z^3 + 39/7*z + 1
*
0 | 0.11902538107242983244609124697837115444 | 0.027831347540362664328112241579847418968
f(z) = -72/17*z^3 + 38/17*z + 1
*
0 | 0.11909326956542833088762768832075465801 | 0.027847221702878329156171202364125406170
f(z) = -72/19*z^3 + 34/19*z + 1
*
[ 2/3 ] 
f(z) = -71/8*z^3 + 31/9*z + 1
*
-2 | 0.092709184529594607318161808442875400539 | 0.016452998436259438768453066427393070075
f(z) = -71/8*z^3 + 35*z + 1
*
[ 2 ] 
f(z) = -71/8*z^3 + 36*z + 1
*
[ -2 ] 
f(z) = -71/8*z^3 + 37*z + 1
*
0 | 0.093067864643652538698063239274331434059 | 0.021833181784284030483315360787371422763
f(z) = -71/16*z^3 + 39/16*z + 1
*
0 | 0.11877452351375100109078305467513361423 | 0.027863815003671174304807032877993896130
f(z) = -71/17*z^3 + 37/17*z + 1
*
0 | 0.092410447998139841726206660401030191495 | 0.021678955648501813719380609671196859801
f(z) = -71/18*z^3 + 35/18*z + 1
*
0 | 0.11884332093459593197558621483499439696 | 0.027879954479969986240090400627670139379
f(z) = -71/19*z^3 + 33/19*z + 1
*
[ 1/2 ] 
f(z) = -70*z^3 + 33/2*z + 1
*
[ 1/2 ] 
f(z) = -70/3*z^3 + 29/6*z + 1
*
[ 3/5 ] 
f(z) = -70/9*z^3 + 32/15*z + 1
*
0 | 0.11852021924555282665536117007120998561 | 0.027896987637529254774668827563037637314
f(z) = -70/17*z^3 + 36/17*z + 1
*
0 | 0.11858995029104504795688662945655663767 | 0.027913400753590221559366553238365597912
f(z) = -70/19*z^3 + 32/19*z + 1
*
[ -1/3 ] 
f(z) = -69*z^3 + 35/3*z + 1
*
-2 | 0.092185370058717170731344471866654053299 | 0.016444635213392067491887236163177475203
f(z) = -69/8*z^3 + 34*z + 1
*
[ 2 ] 
f(z) = -69/8*z^3 + 35*z + 1
*
[ -2 ] 
f(z) = -69/8*z^3 + 36*z + 1
*
-2/3 | 0.093248709006763630355620987406135951259 | 0.017486147802229208509581155837602606236
f(z) = -69/16*z^3 + 29/12*z + 1
*
0 | 0.092554759043337778703731044986204762036 | 0.021859336543104132759115666904198340281
f(z) = -69/16*z^3 + 37/16*z + 1
*
0 | 0.11826237218415070708232896733953796384 | 0.027930892162430291027238936412860779639
f(z) = -69/17*z^3 + 35/17*z + 1
*
0 | 0.11833306257273890045447634659299678106 | 0.027947587630178076770560135438678375155
f(z) = -69/19*z^3 + 31/19*z + 1
*
[ -1/2 ] 
f(z) = -68*z^3 + 20*z + 1
*
[ -1/4 ] 
f(z) = -68*z^3 + 37/4*z + 1
*
[ -1/2 ] 
f(z) = -68/3*z^3 + 26/3*z + 1
*
[ -1/2 ] 
f(z) = -68/5*z^3 + 32/5*z + 1
*
[ -1/2 ] 
f(z) = -68/7*z^3 + 38/7*z + 1
*
0 | 0.097585154706806120541462931605247594274 | 0.023127142198863048614713906527304944773
f(z) = -68/15*z^3 + 38/15*z + 1
*
0 | 0.11807255869817672191200962782916365414 | 0.027982543687107405936422943898745253605
f(z) = -68/19*z^3 + 30/19*z + 1
*
[ 2/3 ] 
f(z) = -67/8*z^3 + 29/9*z + 1
*
-2 | 0.091646267318312416213775624559227235537 | 0.016435994235779444594125992364130961087
f(z) = -67/8*z^3 + 33*z + 1
*
[ 2 ] 
f(z) = -67/8*z^3 + 34*z + 1
*
[ -2 ] 
f(z) = -67/8*z^3 + 35*z + 1
*
0 | 0.10479040472735993942699903161649349804 | 0.024922250973613009585311838416702179853
f(z) = -67/14*z^3 + 39/14*z + 1
*
0 | 0.097318891652921590139272179592968721794 | 0.023145304654164676188133513050652878527
f(z) = -67/15*z^3 + 37/15*z + 1
*
0 | 0.092027023035850769784658785091125214485 | 0.021886742115570041021521661588836006698
f(z) = -67/16*z^3 + 35/16*z + 1
*
0 | 0.11773564472957865637836393525437720757 | 0.028001011105214207669000692942150779194
f(z) = -67/17*z^3 + 33/17*z + 1
*
0 | 0.091373521174269243389399974196628797143 | 0.021731320085772251977317846795023805661
f(z) = -67/18*z^3 + 31/18*z + 1
*
0 | 0.11780833533641210157797838087765254268 | 0.028018299076871925221993533941300361537
f(z) = -67/19*z^3 + 29/19*z + 1
*
[ 1/2 ] 
f(z) = -66*z^3 + 31/2*z + 1
*
[ -1/3 ] 
f(z) = -66*z^3 + 34/3*z + 1
*
-1/6 | 0.13184072825148330488054537694817921760 | 0.022041731870602618081456610426615187252
f(z) = -66*z^3 + 35/6*z + 1
*
[ -1/2 ] 
f(z) = -66*z^3 + 39/2*z + 1
*
0 | 0.11746655083242779600810790157216152326 | 0.028037286617945115495731316591619990900
f(z) = -66/17*z^3 + 32/17*z + 1
*
0 | 0.11754028466037442493772313240471698480 | 0.028054885640415154595162484677103417569
f(z) = -66/19*z^3 + 28/19*z + 1
*
[ -2/5 ] 
f(z) = -65/8*z^3 + 24/5*z + 1
*
[ 2/3 ] 
f(z) = -65/8*z^3 + 28/9*z + 1
*
-2 | 0.091090954562165445679282502289458670644 | 0.016427058552084748186017620932933040036
f(z) = -65/8*z^3 + 32*z + 1
*
[ 2 ] 
f(z) = -65/8*z^3 + 33*z + 1
*
[ -2 ] 
f(z) = -65/8*z^3 + 34*z + 1
*
[ 3/5 ] 
f(z) = -65/9*z^3 + 29/15*z + 1
*
0 | 0.10424502504907214454165399678928357369 | 0.024972533286706374578834338305308237340
f(z) = -65/14*z^3 + 37/14*z + 1
*
0 | 0.091483797311916419216174726150406385514 | 0.021915503137830234051356861880120631566
f(z) = -65/16*z^3 + 33/16*z + 1
*
0 | 0.11719348661335364735531759335545777819 | 0.028074416443945215119464381318504737470
f(z) = -65/17*z^3 + 31/17*z + 1
*
0 | 0.090832424522642491952040101097350112594 | 0.021759462802528470809734769351810684183
f(z) = -65/18*z^3 + 29/18*z + 1
*
0 | 0.11726829408201650400610137923048986414 | 0.028092337030566955870169191126581495940
f(z) = -65/19*z^3 + 27/19*z + 1
*
[ 3/8 ] 
f(z) = -64*z^3 + 22/3*z + 1
*
-1/4 | 0.13305834997571121028797557036885110737 | 0.023995327707353335965869614490956332132
f(z) = -64*z^3 + 33/4*z + 1
*
-1/4 | 0.15403360872659722669377327923992979067 | 0.027777940430011597086300451060865061841
f(z) = -64*z^3 + 35/4*z + 1
*
[ -3/8 ] 
f(z) = -64*z^3 + 38/3*z + 1
*
[ -3/8 ] 
f(z) = -64/3*z^3 + 20/3*z + 1
*
-1/4 | 0.050548310898912345406675369222418445097 | 0.012154299576529063467660545651651029639
f(z) = -64/3*z^3 + 22/3*z + 1
*
[ -1/2 ] 
f(z) = -64/3*z^3 + 25/3*z + 1
*
[ -1/8 ] 
f(z) = -64/3*z^3 + 28/3*z + 1
*
[ 3/4 ] 
f(z) = -64/3*z^3 + 35/3*z + 1
*
[ 5/8 ] 
f(z) = -64/5*z^3 + 22/5*z + 1
*
3/4 | 0.068801446850099135853450851814029813987 | 0.016543251029437269237869432616984317512
f(z) = -64/5*z^3 + 26/5*z + 1
*
[ -1/4 ] 
f(z) = -64/5*z^3 + 29/5*z + 1
*
[ -1/2 ] 
f(z) = -64/5*z^3 + 31/5*z + 1
*
[ -5/8 ] 
f(z) = -64/5*z^3 + 38/5*z + 1
*
0 | 0.11676311409130813478452805825852126468 | 0.028075594276380414820309168927895092832
f(z) = -64/13*z^3 + 38/13*z + 1
*
0 | 0.096496320066052734213127471270109300186 | 0.023202460403888074918554902759087827036
f(z) = -64/15*z^3 + 34/15*z + 1
*
0 | 0.11691633308660215201841095613389898263 | 0.028112435657160526167830204016326402516
f(z) = -64/17*z^3 + 30/17*z + 1
*
0 | 0.11699224596765672408325723743845064884 | 0.028130688846666696977943715592278351659
f(z) = -64/19*z^3 + 26/19*z + 1
*
[ -1/6 ] 
f(z) = -63*z^3 + 35/4*z + 1
*
[ 2/3 ] 
f(z) = -63/2*z^3 + 27/2*z + 1
*
[ -2/3 ] 
f(z) = -63/2*z^3 + 33/2*z + 1
*
[ -1/3 ] 
f(z) = -63/4*z^3 + 23/4*z + 1
*
[ -1/3 ] 
f(z) = -63/5*z^3 + 27/5*z + 1
*
2/3 | 0.17004927705245424378171842619755399159 | 0.027927085533258635659994234633161268590
f(z) = -63/8*z^3 + 23/7*z + 1
*
-2 | 0.090518423853610304392739643787582633420 | 0.016417809682690267319907396323279782057
f(z) = -63/8*z^3 + 31*z + 1
*
-1/3 | 0.088256567598989478792581293357458530479 | 0.021301882132096781741043727004020886431
f(z) = -63/8*z^3 + 31/8*z + 1
*
[ 2 ] 
f(z) = -63/8*z^3 + 32*z + 1
*
[ -2 ] 
f(z) = -63/8*z^3 + 33*z + 1
*
[ -2/7 ] 
f(z) = -63/8*z^3 + 36/7*z + 1
*
-10/21 | 0.087228505983052774476243193871573532356 | 0.014325482529253241874036565503770734322
f(z) = -63/8*z^3 + 37/7*z + 1
*
[ -1/3 ] 
f(z) = -63/8*z^3 + 39/8*z + 1
*
[ 2/3 ] 
f(z) = -63/10*z^3 + 23/10*z + 1
*
0 | 0.11647942820998012842060498938137406861 | 0.028113840341230709219454028377678631081
f(z) = -63/13*z^3 + 37/13*z + 1
*
-4/3 | 0.12980904902683755636434379458325696373 | 0.027724350884237539549063881518931690753
f(z) = -63/16*z^3 + 27/4*z + 1
*
[ 4/3 ] 
f(z) = -63/16*z^3 + 29/4*z + 1
*
0 | 0.090924144519451092332868585045153108877 | 0.021945736869300788213995515650956444963
f(z) = -63/16*z^3 + 31/16*z + 1
*
[ -4/3 ] 
f(z) = -63/16*z^3 + 35/4*z + 1
*
0 | 0.11663496583306545418442735876569576812 | 0.028151381390063748595752201011366697945
f(z) = -63/17*z^3 + 29/17*z + 1
*
0 | 0.11671201733171043344436639448961589524 | 0.028169978781588133644979210355913239465
f(z) = -63/19*z^3 + 25/19*z + 1
*
[ 1/2 ] 
f(z) = -62*z^3 + 29/2*z + 1
*
[ -1/2 ] 
f(z) = -62*z^3 + 37/2*z + 1
*
[ 1/2 ] 
f(z) = -62/3*z^3 + 25/6*z + 1
*
0 | 0.11619132708757198524648959726789834739 | 0.028153027318082476603680466337043582246
f(z) = -62/13*z^3 + 36/13*z + 1
*
0 | 0.095926901709119748042780488351355659905 | 0.023242979937051816142045428986262648969
f(z) = -62/15*z^3 + 32/15*z + 1
*
0 | 0.11634925466416565149109451018637585202 | 0.028191292991515821998822821531391662213
f(z) = -62/17*z^3 + 28/17*z + 1
*
0 | 0.11642747950681025845208032165819735652 | 0.028210246782535581173703437871935935323
f(z) = -62/19*z^3 + 24/19*z + 1
*
[ 2/3 ] 
f(z) = -61/8*z^3 + 26/9*z + 1
*
-2 | 0.089927569941997637231189397947863184060 | 0.016408227434760742062471545795216037629
f(z) = -61/8*z^3 + 30*z + 1
*
[ 2 ] 
f(z) = -61/8*z^3 + 31*z + 1
*
[ -2 ] 
f(z) = -61/8*z^3 + 32*z + 1
*
0 | 0.11581769483211450775808911390738562851 | 0.028173497572250424979750281996109854825
f(z) = -61/11*z^3 + 39/11*z + 1
*
0 | 0.069843797029510945046452664240391961297 | 0.016990012181645081197497535892440546681
f(z) = -61/12*z^3 + 37/12*z + 1
*
0 | 0.11589867105731813142421396830787408720 | 0.028193195628644064249868567847361068416
f(z) = -61/13*z^3 + 35/13*z + 1
*
0 | 0.10310355560914026938263004778019884985 | 0.025080690630694939651370690423023406059
f(z) = -61/14*z^3 + 33/14*z + 1
*
0 | 0.095635485668443763942039722352843403169 | 0.023264028240301134707042802002012886190
f(z) = -61/15*z^3 + 31/15*z + 1
*
0 | 0.090347039512253871376691607145332545032 | 0.021977575206001239247269680944006547744
f(z) = -61/16*z^3 + 29/16*z + 1
*
0 | 0.11605906325932478253208142053666889046 | 0.028232212199647248184393904376349699697
f(z) = -61/17*z^3 + 27/17*z + 1
*
0 | 0.089700321610438017497541488402243670702 | 0.021820256367432129418025455774253421912
f(z) = -61/18*z^3 + 25/18*z + 1
*
0 | 0.11613849778809550935542297402439653067 | 0.028251535227158018319109476488567193467
f(z) = -61/19*z^3 + 23/19*z + 1
*
[ 2/3 ] 
f(z) = -63/17*z^3 + 39/34*z + 1
*
[ 2/3 ] 
f(z) = -63/19*z^3 + 37/38*z + 1
*
[ -1/8 ] 
f(z) = -80*z^3 + 41/4*z + 1
*
-1/8 | 0.16952172181767500122804625279321945788 | 0.029388399491167239696126221862650730576
f(z) = -80*z^3 + 49/4*z + 1
*
-3/8 | 0.17199126598679003980231050917901562985 | 0.029816521326085202223656647862540949010
f(z) = -80*z^3 + 57/4*z + 1
*
[ -1/10 ] 
f(z) = -80*z^3 + 59/5*z + 1
*
[ 3/4 ] 
f(z) = -80/3*z^3 + 44/3*z + 1
*
[ -3/4 ] 
f(z) = -80/3*z^3 + 52/3*z + 1
*
[ -1/4 ] 
f(z) = -80/7*z^3 + 40/7*z + 1
*
[ -1/2 ] 
f(z) = -80/7*z^3 + 41/7*z + 1
*
[ -1/2 ] 
f(z) = -80/9*z^3 + 47/9*z + 1
*
[ -1/4 ] 
f(z) = -80/9*z^3 + 50/9*z + 1
*
[ -3/8 ] 
f(z) = -80/9*z^3 + 59/12*z + 1
*
[ -1/2 ] 
f(z) = -80/11*z^3 + 53/11*z + 1
*
0 | 0.12073246303512294640186114074655096921 | 0.027551741032287923500144121182415432604
f(z) = -80/11*z^3 + 58/11*z + 1
*
0 | 0.12079478858111299373444113503118426046 | 0.027565964027989702412997980087299585006
f(z) = -80/13*z^3 + 54/13*z + 1
*
[ -1/2 ] 
f(z) = -80/13*z^3 + 59/13*z + 1
*
0 | 0.12091850519795823850541064326705950044 | 0.027594196767577888870126901066838989175
f(z) = -80/17*z^3 + 46/17*z + 1
*
0 | 0.12097990491661804174255265646548122671 | 0.027608208484935780446661351234311419509
f(z) = -80/19*z^3 + 42/19*z + 1
*
[ 2 ] 
f(z) = -79/8*z^3 + 40*z + 1
*
[ -2 ] 
f(z) = -79/8*z^3 + 41*z + 1
*
0 | 0.10763679843537413848474642640895937306 | 0.024633958813492105782951576112131872421
f(z) = -79/10*z^3 + 59/10*z + 1
*
0 | 0.12050387197207756396929328595569084796 | 0.027578741305732763554053016675625621330
f(z) = -79/11*z^3 + 57/11*z + 1
*
0 | 0.074521005539595037656754780807587150923 | 0.017055016573208430714460585361323202612
f(z) = -79/12*z^3 + 55/12*z + 1
*
0 | 0.12056696222721250598525420358606673636 | 0.027593180259409558393677180465412638734
f(z) = -79/13*z^3 + 53/13*z + 1
*
0 | 0.10776298010342946889598554979955952931 | 0.024662836985818636088009946997695542226
f(z) = -79/14*z^3 + 51/14*z + 1
*
0 | 0.10028609353713130707096475607402704624 | 0.022951662755400333185435199046411660462
f(z) = -79/15*z^3 + 49/15*z + 1
*
0 | 0.094988880201071657375094490229514652315 | 0.021739332613259191673201719143624881700
f(z) = -79/16*z^3 + 47/16*z + 1
*
0 | 0.12069218561983343562513749636110387683 | 0.027621839119029596567883144155807818624
f(z) = -79/17*z^3 + 45/17*z + 1
*
0 | 0.094324773909923233673782481454590837687 | 0.021587344006558355424129276828332600424
f(z) = -79/18*z^3 + 43/18*z + 1
*
0 | 0.12075432771926532372911634667882187301 | 0.027636061076020524433149467928741672965
f(z) = -79/19*z^3 + 41/19*z + 1
*
[ -1/2 ] 
f(z) = -78*z^3 + 45/2*z + 1
*
[ -1/6 ] 
f(z) = -78*z^3 + 55/6*z + 1
*
0 | 0.12027242336070104667170743483272724298 | 0.027606256957981979213334858735498710579
f(z) = -78/11*z^3 + 56/11*z + 1
*
0 | 0.12046306467929560340216114212208364836 | 0.027650015062133138178900795731163463123
f(z) = -78/17*z^3 + 44/17*z + 1
*
0 | 0.12052596734812683214816561206903371757 | 0.027664453178457525366737907098963389665
f(z) = -78/19*z^3 + 40/19*z + 1
*
[ 1/3 ] 
f(z) = -77*z^3 + 59/9*z + 1
*
[ -2 ] 
f(z) = -77/8*z^3 + 40*z + 1
*
0 | 0.10640991116431094999014931702822856706 | 0.024496933179594720566697050702916331107
f(z) = -77/9*z^3 + 59/9*z + 1
*
0 | 0.10717017159410872503908471478329683943 | 0.024671954930332657639472170421934913772
f(z) = -77/10*z^3 + 57/10*z + 1
*
0 | 0.074054940396886887649875510184143152424 | 0.017048401851592270558809949733056171902
f(z) = -77/12*z^3 + 53/12*z + 1
*
0 | 0.12010272224965136283766243439820077786 | 0.027649194792523302530499046608441991985
f(z) = -77/13*z^3 + 51/13*z + 1
*
0 | 0.099823424658542096011187199760944035776 | 0.022980639085795711469577057554677336582
f(z) = -77/15*z^3 + 47/15*z + 1
*
0 | 0.094526990958405344456865716261494373900 | 0.021761331776704379913503985179217266840
f(z) = -77/16*z^3 + 45/16*z + 1
*
0 | 0.12023107212678115207697459858737783202 | 0.027678742588675510694281467675701870874
f(z) = -77/17*z^3 + 43/17*z + 1
*
0 | 0.093864432321454124464906127449494376876 | 0.021608802238061169129523764910162922529
f(z) = -77/18*z^3 + 41/18*z + 1
*
[ 1/3 ] 
f(z) = -76*z^3 + 58/9*z + 1
*
[ -1/2 ] 
f(z) = -76/7*z^3 + 40/7*z + 1
*
[ -1/2 ] 
f(z) = -76/9*z^3 + 46/9*z + 1
*
[ 3/4 ] 
f(z) = -76/9*z^3 + 53/12*z + 1
*
[ 3/2 ] 
f(z) = -76/9*z^3 + 58/3*z + 1
*
0 | 0.10617169499434523296216424444941245626 | 0.024515869865893331011388560676295620633
f(z) = -76/9*z^3 + 58/9*z + 1
*
[ -1/2 ] 
f(z) = -76/11*z^3 + 52/11*z + 1
*
0 | 0.11980066126207085592364693222895480228 | 0.027662904143193010986998885894297861950
f(z) = -76/11*z^3 + 54/11*z + 1
*
0 | 0.11986616259058444056302216596374284819 | 0.027678028909223803810830514703407437912
f(z) = -76/13*z^3 + 50/13*z + 1
*
[ -1/2 ] 
f(z) = -76/13*z^3 + 58/13*z + 1
*
0 | 0.099587680433379207311933295754936110129 | 0.022995569712633209835887588256366839285
f(z) = -76/15*z^3 + 46/15*z + 1
*
-1/2 | 0.089796536080264755635297107091598336439 | 0.020734718354727368496734105305639231033
f(z) = -76/15*z^3 + 49/15*z + 1
*
0 | 0.11999613503557135909613900475424992409 | 0.027708040557315331253049092982345685980
f(z) = -76/17*z^3 + 42/17*z + 1
*
[ -1/10 ] 
f(z) = -75*z^3 + 47/4*z + 1
*
[ -1/15 ] 
f(z) = -75*z^3 + 49/3*z + 1
*
2/5 | 0.12160123404630316563853510571628244729 | 0.019904453437010647787026414304474072080
f(z) = -75*z^3 + 53/6*z + 1
*
8/15 | 0.11677092482466539817744463795189539156 | 0.021559963101337298228786863746876836130
f(z) = -75*z^3 + 58/3*z + 1
*
-2/5 | 0.15976347194134369462176221064205955588 | 0.029497878561541801785957286765705189591
f(z) = -75/4*z^3 + 41/6*z + 1
*
4/5 | 0.12621005388877431012728945326618242430 | 0.029232287517614001391245198415279197718
f(z) = -75/4*z^3 + 43/4*z + 1
*
[ 4/5 ] 
f(z) = -75/4*z^3 + 47/4*z + 1
*
[ 2/3 ] 
f(z) = -75/4*z^3 + 47/6*z + 1
*
[ -2/15 ] 
f(z) = -75/4*z^3 + 53/6*z + 1
*
[ -4/5 ] 
f(z) = -75/4*z^3 + 57/4*z + 1
*
[ 1/2 ] 
f(z) = -75/4*z^3 + 59/16*z + 1
*
[ -1/5 ] 
f(z) = -75/7*z^3 + 45/7*z + 1
*
-6/5 | 0.17127431877584194571761237047891746373 | 0.029692230876321590242648240425831008794
f(z) = -75/8*z^3 + 40/3*z + 1
*
[ 6/5 ] 
f(z) = -75/8*z^3 + 41/3*z + 1
*
[ -6/5 ] 
f(z) = -75/8*z^3 + 46/3*z + 1
*
[ -1/5 ] 
f(z) = -75/8*z^3 + 51/8*z + 1
*
4/5 | 0.069191437713015683306190251573681763796 | 0.012775139413009018221883145566233942892
f(z) = -75/8*z^3 + 53/12*z + 1
*
0 | 0.090935424091955107947766537990669904165 | 0.021062113363289131689151208774443750275
f(z) = -75/8*z^3 + 59/8*z + 1
*
0 | 0.11956019455357597917379450906319761765 | 0.027692072661121518062618653802365292377
f(z) = -75/11*z^3 + 53/11*z + 1
*
0 | 0.11962654107234813451030463130666967790 | 0.027707439586756853076186534357702689297
f(z) = -75/13*z^3 + 49/13*z + 1
*
0 | 0.094053281137036296456942927727777447449 | 0.021784259426715686405348264246443975263
f(z) = -75/16*z^3 + 43/16*z + 1
*
0 | 0.11975817766395246395873469961534366076 | 0.027737928748079988789215289969546569706
f(z) = -75/17*z^3 + 41/17*z + 1
*
[ -1/2 ] 
f(z) = -74*z^3 + 43/2*z + 1
*
[ 1/3 ] 
f(z) = -74*z^3 + 56/9*z + 1
*
[ -1/2 ] 
f(z) = -74/3*z^3 + 55/6*z + 1
*
0 | 0.10568586642968187234622571213581212097 | 0.024554894998347671476582032064180573578
f(z) = -74/9*z^3 + 56/9*z + 1
*
0 | 0.11931656355525285472157570598306991630 | 0.027721830634867885671722616886916596056
f(z) = -74/11*z^3 + 52/11*z + 1
*
0 | 0.11938377737127063372390918561455801672 | 0.027737446991628824327586615212159953967
f(z) = -74/13*z^3 + 48/13*z + 1
*
0 | 0.099105956124974662232292477053435709266 | 0.023026128550299186480158697118870922388
f(z) = -74/15*z^3 + 44/15*z + 1
*
0 | 0.11951712130838515575351910783442973568 | 0.027768427921105254218761283588559847934
f(z) = -74/17*z^3 + 40/17*z + 1
*
[ 1/3 ] 
f(z) = -73*z^3 + 55/9*z + 1
*
[ 1/2 ] 
f(z) = -73/4*z^3 + 57/16*z + 1
*
0 | 0.11893233461453973560717312415002225884 | 0.027720186205211188215387755152062681617
f(z) = -73/7*z^3 + 59/7*z + 1
*
0 | 0.080499724502478254547103214467945676113 | 0.018762495160875258511876398888730824231
f(z) = -73/8*z^3 + 57/8*z + 1
*
[ -2/3 ] 
f(z) = -73/8*z^3 + 59/9*z + 1
*
0 | 0.10543808671942295895356189147316854536 | 0.024575010710554866510104363076579125281
f(z) = -73/9*z^3 + 55/9*z + 1
*
0 | 0.10620008353165457324469903581342733930 | 0.024752613324606767913152324590359906366
f(z) = -73/10*z^3 + 53/10*z + 1
*
0 | 0.11906968386045619444752814648945365278 | 0.027752198918022125713714220722327880274
f(z) = -73/11*z^3 + 51/11*z + 1
*
0 | 0.073089330924145269549958321264570227964 | 0.017035315664138305933962644298763206828
f(z) = -73/12*z^3 + 49/12*z + 1
*
0 | 0.11913778795997531028632501123065471076 | 0.027768072299522006991765343911107011476
f(z) = -73/13*z^3 + 47/13*z + 1
*
0 | 0.10633629318215322996631426412349210680 | 0.024784360425906063410538201007755783335
f(z) = -73/14*z^3 + 45/14*z + 1
*
0 | 0.098861881103053305130502033174878256806 | 0.023042259799708484922137172349381879491
f(z) = -73/15*z^3 + 43/15*z + 1
*
0 | 0.093567129536740271416512059307304169986 | 0.021808184139761019675040508297771125096
f(z) = -73/16*z^3 + 41/16*z + 1
*
-1/4 | 0.12250123056036510765558434136658315907 | 0.020186657771280450334119461583346835320
f(z) = -72*z^3 + 55/6*z + 1
*
3/8 | 0.18724437746594982297199152146278494935 | 0.029458968831476587141938908085105528854
f(z) = -72*z^3 + 57/8*z + 1
*
-1/4 | 0.17405838420970234525591394739162171950 | 0.028682626437224860698335080382180774577
f(z) = -72*z^3 + 59/6*z + 1
*
[ 5/6 ] 
f(z) = -72/5*z^3 + 49/5*z + 1
*
-5/12 | 0.13786963611649872449799637025101355159 | 0.027741411559315732401200291281524605971
f(z) = -72/5*z^3 + 51/10*z + 1
*
-1/6 | 0.11906632369732188394237702786057490669 | 0.027840921031430859121391338197880645684
f(z) = -72/7*z^3 + 44/7*z + 1
*
[ -1/6 ] 
f(z) = -72/7*z^3 + 51/7*z + 1
*
0 | 0.11868025939182332437158996351977576597 | 0.027750648773846396933074068394553374456
f(z) = -72/7*z^3 + 58/7*z + 1
*
[ -1/2 ] 
f(z) = -72/11*z^3 + 51/11*z + 1
*
[ -1/3 ] 
f(z) = -72/11*z^3 + 52/11*z + 1
*
0 | 0.11888848593466300559493586618336885149 | 0.027799337761259702064764348219675916783
f(z) = -72/13*z^3 + 46/13*z + 1
*
[ -1/2 ] 
f(z) = -72/13*z^3 + 57/13*z + 1
*
[ 1/3 ] 
f(z) = -71*z^3 + 53/9*z + 1
*
[ 1/2 ] 
f(z) = -71/3*z^3 + 59/12*z + 1
*
[ 1/2 ] 
f(z) = -71/4*z^3 + 55/16*z + 1
*
0 | 0.085210124974226887046834544134672155341 | 0.019989801587767928924385356316480602428
f(z) = -71/6*z^3 + 59/6*z + 1
*
0 | 0.11842470517236194833609355268256733617 | 0.027781749647726158265327396861553470556
f(z) = -71/7*z^3 + 57/7*z + 1
*
0 | 0.089935561868196429213406113449471492219 | 0.021098361702596308174586885425802507363
f(z) = -71/8*z^3 + 55/8*z + 1
*
[ -2/3 ] 
f(z) = -71/8*z^3 + 58/9*z + 1
*
0 | 0.10493235236832289811525094216534303652 | 0.024616521858346872089782221776721512915
f(z) = -71/9*z^3 + 53/9*z + 1
*
0 | 0.10569528876284343332978553080873110586 | 0.024795502315835526371273720784277388539
f(z) = -71/10*z^3 + 51/10*z + 1
*
0 | 0.11856582344861279879275855916934032309 | 0.027814855177656029348571215828634305501
f(z) = -71/11*z^3 + 49/11*z + 1
*
0 | 0.072585366088896776702721436387865869725 | 0.017028106304637066067981115474434666807
f(z) = -71/12*z^3 + 47/12*z + 1
*
0 | 0.11863578083059254314379004677511140752 | 0.027831266774115930787003595158203241767
f(z) = -71/13*z^3 + 45/13*z + 1
*
0 | 0.10583520509805629117901029607952420636 | 0.024828325877362265370621467200835172436
f(z) = -71/14*z^3 + 43/14*z + 1
*
0 | 0.098361707078544829626990701051247825025 | 0.023075086545512944392316891368143405509
f(z) = -71/15*z^3 + 41/15*z + 1
*
[ -1/2 ] 
f(z) = -70*z^3 + 41/2*z + 1
*
[ -1/5 ] 
f(z) = -70*z^3 + 44/5*z + 1
*
[ -1/2 ] 
f(z) = -70/3*z^3 + 53/6*z + 1
*
0 | 0.10467420897975347235469584941233022606 | 0.024637948971613175246527552854364436501
f(z) = -70/9*z^3 + 52/9*z + 1
*
0 | 0.11830865603575001053602744885672430751 | 0.027847190427517372129988588607924854183
f(z) = -70/11*z^3 + 48/11*z + 1
*
0 | 0.11837957842477809009635429842051133811 | 0.027863883958988498015384728132926804119
f(z) = -70/13*z^3 + 44/13*z + 1
*
[ -1/3 ] 
f(z) = -69/2*z^3 + 47/6*z + 1
*
[ 2/3 ] 
f(z) = -69/4*z^3 + 43/6*z + 1
*
[ 1/2 ] 
f(z) = -69/4*z^3 + 53/16*z + 1
*
-1/3 | 0.15974270871817839124740330352938216338 | 0.029955209511500151035607996901827074563
f(z) = -69/4*z^3 + 59/12*z + 1
*
0 | 0.11782956623055530237691441134832919530 | 0.027828673204752802838599181023204959027
f(z) = -69/5*z^3 + 59/5*z + 1
*
0 | 0.11790276605589658585531293872224316973 | 0.027845961344590996661859547924022523839
f(z) = -69/7*z^3 + 55/7*z + 1
*
0 | 0.086562169305774677048494192286791774960 | 0.020444022655497258296540064501024517921
f(z) = -69/8*z^3 + 53/8*z + 1
*
0 | 0.10517634455693691741174765903118914845 | 0.024840269001910971697639391474988330349
f(z) = -69/10*z^3 + 49/10*z + 1
*
0 | 0.11804786611904131679445645802326990767 | 0.027880230691143140748028552696776869730
f(z) = -69/11*z^3 + 47/11*z + 1
*
0 | 0.11811978052482541764622007954238363025 | 0.027897215244013036310818479750061795989
f(z) = -69/13*z^3 + 43/13*z + 1
*
0 | 0.10532017507310386060898812835051300299 | 0.024874238510238354713719317392313514962
f(z) = -69/14*z^3 + 41/14*z + 1
*
[ -2/3 ] 
f(z) = -69/16*z^3 + 53/12*z + 1
*
0 | 0.11756191706064015710990223221372007805 | 0.027861524441921490935869089712887751047
f(z) = -68/5*z^3 + 58/5*z + 1
*
0 | 0.11763617370743646954704314563298213035 | 0.027879122856709363266203775093238180172
f(z) = -68/7*z^3 + 54/7*z + 1
*
[ -1/2 ] 
f(z) = -68/9*z^3 + 44/9*z + 1
*
[ 3/4 ] 
f(z) = -68/9*z^3 + 47/12*z + 1
*
0 | 0.10414686757080405096619467983890998113 | 0.024682231873411721755569652714622014293
f(z) = -68/9*z^3 + 50/9*z + 1
*
[ 3/2 ] 
f(z) = -68/9*z^3 + 52/3*z + 1
*
[ -3/2 ] 
f(z) = -68/9*z^3 + 56/3*z + 1
*
0 | 0.11778335015977615499219360203427144072 | 0.027914002862298437748650331749777500531
f(z) = -68/11*z^3 + 46/11*z + 1
*
[ -1/2 ] 
f(z) = -68/11*z^3 + 50/11*z + 1
*
0 | 0.11785628474272151926031942813254942491 | 0.027931287955262219941213152146777620616
f(z) = -68/13*z^3 + 42/13*z + 1
*
[ -1/2 ] 
f(z) = -68/13*z^3 + 56/13*z + 1
*
-1/2 | 0.091161445112738171448172592257423962973 | 0.021604758536383198460784254136762002229
f(z) = -68/15*z^3 + 47/15*z + 1
*
[ 1/2 ] 
f(z) = -67/2*z^3 + 59/8*z + 1
*
[ 1/2 ] 
f(z) = -67/3*z^3 + 55/12*z + 1
*
[ 1/2 ] 
f(z) = -67/4*z^3 + 51/16*z + 1
*
0 | 0.091581681350987105033961868191982217711 | 0.021780826719326838154099566797292067871
f(z) = -67/4*z^3 + 59/4*z + 1
*
0 | 0.11729034252851324030488362879150649800 | 0.027895105099383532601600411294664719863
f(z) = -67/5*z^3 + 57/5*z + 1
*
0 | 0.084149027733946085887920491050917900250 | 0.020013122325725383615856769641332255319
f(z) = -67/6*z^3 + 55/6*z + 1
*
0 | 0.11736568696397975549525163474956939349 | 0.027913024229813910779632674946424762006
f(z) = -67/7*z^3 + 53/7*z + 1
*
0 | 0.088878610415366171263930737669924062400 | 0.021137956673807918997775222205584085542
f(z) = -67/8*z^3 + 51/8*z + 1
*
[ -2/3 ] 
f(z) = -67/8*z^3 + 56/9*z + 1
*
0 | 0.10387745554702082128493008663116432824 | 0.024705124714221578636103663905277039932
f(z) = -67/9*z^3 + 49/9*z + 1
*
0 | 0.10464243459878429256927217877651461802 | 0.024887059309924385474822187158790533823
f(z) = -67/10*z^3 + 47/10*z + 1
*
0 | 0.11751500011471836807624512038491538577 | 0.027948535303810145022866074447436540032
f(z) = -67/11*z^3 + 45/11*z + 1
*
0 | 0.071536561902815988366821962953833527674 | 0.017013505713332688464213755704891557878
f(z) = -67/12*z^3 + 43/12*z + 1
*
0 | 0.11758898425227200119880249019221028283 | 0.027966130915249715472875551181868261425
f(z) = -67/13*z^3 + 41/13*z + 1
*
[ -1/6 ] 
f(z) = -66*z^3 + 53/6*z + 1
*
-1/6 | 0.10861158358545405883013222022278844678 | 0.018158177940777483433688817149866805636
f(z) = -66*z^3 + 59/6*z + 1
*
0 | 0.11701472577246261496395321747185554900 | 0.027929443588438907264757454093432778090
f(z) = -66/5*z^3 + 56/5*z + 1
*
0 | 0.11709119034537348393839454166348662541 | 0.027947694393724567886137423079923736989
f(z) = -66/7*z^3 + 52/7*z + 1
*
0 | 0.11731776752874651521324436316742941782 | 0.028001774550043950390819282128104458975
f(z) = -66/13*z^3 + 40/13*z + 1
*
[ -1/5 ] 
f(z) = -65*z^3 + 43/5*z + 1
*
[ 1/2 ] 
f(z) = -65/2*z^3 + 57/8*z + 1
*
[ 1/2 ] 
f(z) = -65/3*z^3 + 53/12*z + 1
*
0 | 0.096313189858046298807136125879212154156 | 0.023072413657598712100476376192129481482
f(z) = -65/3*z^3 + 59/3*z + 1
*
[ 1/2 ] 
f(z) = -65/4*z^3 + 49/16*z + 1
*
0 | 0.091025135712652473001758998615785392362 | 0.021805627946668247514627889577968179394
f(z) = -65/4*z^3 + 57/4*z + 1
*
0 | 0.083593736801174387077938368563300985300 | 0.020025390888867935516528812081002372748
f(z) = -65/6*z^3 + 53/6*z + 1
*
0 | 0.11681256315702116478840829884350123537 | 0.027983163900349276560074534393751697065
f(z) = -65/7*z^3 + 51/7*z + 1
*
0 | 0.078343011773750122701766211990042372290 | 0.018767547596442521298428763114236486716
f(z) = -65/8*z^3 + 49/8*z + 1
*
[ -2/3 ] 
f(z) = -65/8*z^3 + 55/9*z + 1
*
0 | 0.10332657791524761158416546383734040931 | 0.024752513658808387327266099310856508532
f(z) = -65/9*z^3 + 47/9*z + 1
*
0 | 0.11696634146058487582663085796596426383 | 0.028020002433437165076459088791017749396
f(z) = -65/11*z^3 + 43/11*z + 1
*
0 | 0.070989002755280174494752707553894413575 | 0.017005849760809316120679563629603948707
f(z) = -65/12*z^3 + 41/12*z + 1
*
-5/16 | 0.16411679640175924122948740154862807808 | 0.029596311036925216391280987178218713833
f(z) = -64*z^3 + 41/4*z + 1
*
-1/4 | 0.077126396338639222280091251803195890146 | 0.015895695645627358631361983157830316876
f(z) = -64/3*z^3 + 41/6*z + 1
*
-1/2 | 0.089125158296545873700605378987273389742 | 0.018368631984695797931588557949724116031
f(z) = -64/3*z^3 + 47/6*z + 1
*
0 | 0.096027911910129663922323383336884413759 | 0.023089832049944381945148408304971098159
f(z) = -64/3*z^3 + 58/3*z + 1
*
[ -1/8 ] 
f(z) = -64/5*z^3 + 46/5*z + 1
*
0 | 0.11645087132717294650630004154737971737 | 0.028000515761818531751976702601915497601
f(z) = -64/5*z^3 + 54/5*z + 1
*
[ 7/8 ] 
f(z) = -64/7*z^3 + 48/7*z + 1
*
0 | 0.11652967917110412118557858968637685156 | 0.028019465042755641268749452332419391180
f(z) = -64/7*z^3 + 50/7*z + 1
*
3/4 | 0.13172423961762637889810199900075374847 | 0.027148272465888443184547535333627574973
f(z) = -64/7*z^3 + 51/14*z + 1
*
[ -1/2 ] 
f(z) = -64/9*z^3 + 43/9*z + 1
*
0 | 0.10304486833228149934255282819738844450 | 0.024777053422006451374813997880057811294
f(z) = -64/9*z^3 + 46/9*z + 1
*
[ 3/2 ] 
f(z) = -64/9*z^3 + 49/3*z + 1
*
[ -1/4 ] 
f(z) = -64/9*z^3 + 49/9*z + 1
*
[ -3/2 ] 
f(z) = -64/9*z^3 + 53/3*z + 1
*
15/16 | 0.12675482377710572786036919682217837379 | 0.022858569458998112397993394846941869388
f(z) = -64/9*z^3 + 55/12*z + 1
*
0 | 0.11668579175465261773640803787574168916 | 0.028057002184439937926673083199772857971
f(z) = -64/11*z^3 + 42/11*z + 1
*
[ -1/2 ] 
f(z) = -64/11*z^3 + 49/11*z + 1
*
[ -1/4 ] 
f(z) = -64/11*z^3 + 59/11*z + 1
*
[ -1/2 ] 
f(z) = -64/13*z^3 + 55/13*z + 1
*
[ 2/3 ] 
f(z) = -63*z^3 + 55/2*z + 1
*
-4/21 | 0.086767731744188457287616587090126176441 | 0.014249809866579606517960927835833719808
f(z) = -63*z^3 + 58/7*z + 1
*
[ 1/2 ] 
f(z) = -63*z^3 + 59/4*z + 1
*
10/21 | 0.17441966046458281404968667162493865068 | 0.028644830844966138661675816644468060853
f(z) = -63/2*z^3 + 43/7*z + 1
*
[ 1/2 ] 
f(z) = -63/2*z^3 + 55/8*z + 1
*
0 | 0.10320591870430654276375540524352743636 | 0.024910104430563338292053114466422545159
f(z) = -63/2*z^3 + 59/2*z + 1
*
[ 1/2 ] 
f(z) = -63/4*z^3 + 47/16*z + 1
*
0 | 0.090451343641205829086384259879196790694 | 0.021831620165532130021748264861817915089
f(z) = -63/4*z^3 + 55/4*z + 1
*
[ 2/3 ] 
f(z) = -63/5*z^3 + 51/10*z + 1
*
0 | 0.11616237209907692499988354436377293886 | 0.028037314683282978478879464666623853981
f(z) = -63/5*z^3 + 53/5*z + 1
*
0 | 0.087757652597209691629268897695532941446 | 0.021181462441517634757691596326933049749
f(z) = -63/8*z^3 + 47/8*z + 1
*
[ -2/9 ] 
f(z) = -63/8*z^3 + 53/9*z + 1
*
[ 4/3 ] 
f(z) = -63/8*z^3 + 57/4*z + 1
*
[ -1/3 ] 
f(z) = -63/10*z^3 + 47/10*z + 1
*
0 | 0.11640092513231368308550491770837686396 | 0.028094892592038199211772189856452093702
f(z) = -63/11*z^3 + 41/11*z + 1
*
[ -1/3 ] 
f(z) = -63/11*z^3 + 51/11*z + 1
*
[ -1/3 ] 
f(z) = -63/13*z^3 + 59/13*z + 1
*
-1/3 | 0.094444057755661683516875965763154370939 | 0.022795314174568933119139118413271866356
f(z) = -63/16*z^3 + 55/16*z + 1
*
[ -1/2 ] 
f(z) = -62/3*z^3 + 49/6*z + 1
*
0 | 0.095443823121373667557196839868496995038 | 0.023125930540866282787706329553094574000
f(z) = -62/3*z^3 + 56/3*z + 1
*
0 | 0.11586930684056909179399634822343605719 | 0.028075002175947596695359219933596600992
f(z) = -62/5*z^3 + 52/5*z + 1
*
0 | 0.11595060614098706895958851025742576373 | 0.028094700904613319296800093043690775253
f(z) = -62/7*z^3 + 48/7*z + 1
*
0 | 0.10246825480229725451384595747768512939 | 0.024827942403231855018656845868461797636
f(z) = -62/9*z^3 + 44/9*z + 1
*
0 | 0.11611160662502887891956225442211266444 | 0.028133711140050576794240038681002223003
f(z) = -62/11*z^3 + 40/11*z + 1
*
[ 1/2 ] 
f(z) = -61*z^3 + 57/4*z + 1
*
0 | 0.11540461677604823548240048533563225177 | 0.028073013327363640677840244213688453208
f(z) = -61*z^3 + 59*z + 1
*
[ 1/2 ] 
f(z) = -61/2*z^3 + 53/8*z + 1
*
0 | 0.10261115412184461112994139906214965842 | 0.024960910383583251821562353561731340089
f(z) = -61/2*z^3 + 57/2*z + 1
*
[ 1/2 ] 
f(z) = -61/3*z^3 + 49/12*z + 1
*
0 | 0.095144721583859180469648126085622439610 | 0.023144646303321349710210977513793582821
f(z) = -61/3*z^3 + 55/3*z + 1
*
[ 1/2 ] 
f(z) = -61/4*z^3 + 45/16*z + 1
*
0 | 0.089859201938019409905027666351758024329 | 0.021858905163972945425970707280432377111
f(z) = -61/4*z^3 + 53/4*z + 1
*
0 | 0.11557152868309655715615892665404611421 | 0.028113615864090193180356017917271385784
f(z) = -61/5*z^3 + 51/5*z + 1
*
0 | 0.082433855847134606463777899565606913352 | 0.020052635661131357723553491870376059390
f(z) = -61/6*z^3 + 49/6*z + 1
*
0 | 0.11565413374534201846842616377680467455 | 0.028133710146954324072359298064191714310
f(z) = -61/7*z^3 + 47/7*z + 1
*
0 | 0.084318195353949402021950002640154078062 | 0.020511014966620881074284040900991191547
f(z) = -61/8*z^3 + 45/8*z + 1
*
[ -2/3 ] 
f(z) = -61/8*z^3 + 53/9*z + 1
*
0 | 0.10217307103828830911462738258917570627 | 0.024854343483690204465143152040411114189
f(z) = -61/9*z^3 + 43/9*z + 1
*
0 | 0.10294160073999485139849717746944462460 | 0.025041293929531989521831606583968088113
f(z) = -61/10*z^3 + 41/10*z + 1
*
-2 | 0.090104724696634149680761046072151158979 | 0.016491123429853055453709285714775547352
f(z) = -61/16*z^3 + 59/4*z + 1
*
[ 1/2 ] 
f(z) = -79/5*z^3 + 59/20*z + 1
*
[ 1/2 ] 
f(z) = -77/5*z^3 + 57/20*z + 1
*
[ 2/3 ] 
f(z) = -77/16*z^3 + 59/36*z + 1
*
-4/15 | 0.15418376607211953736710804313352992207 | 0.028467671317423294000245758487266938223
f(z) = -75/7*z^3 + 58/21*z + 1
*
[ 3/5 ] 
f(z) = -75/11*z^3 + 59/33*z + 1
*
[ 3/5 ] 
f(z) = -75/13*z^3 + 55/39*z + 1
*
[ 1/2 ] 
f(z) = -73/5*z^3 + 53/20*z + 1
*
[ 2/3 ] 
f(z) = -73/16*z^3 + 55/36*z + 1
*
[ 2/3 ] 
f(z) = -72/11*z^3 + 53/22*z + 1
*
[ 2/3 ] 
f(z) = -72/13*z^3 + 51/26*z + 1
*
[ 2/3 ] 
f(z) = -72/17*z^3 + 47/34*z + 1
*
[ 2/3 ] 
f(z) = -72/19*z^3 + 45/38*z + 1
*
[ 2/3 ] 
f(z) = -71/16*z^3 + 53/36*z + 1
*
[ 2/3 ] 
f(z) = -67/16*z^3 + 49/36*z + 1
*
[ 4/5 ] 
f(z) = -65/16*z^3 + 47/20*z + 1
*
[ 2/3 ] 
f(z) = -65/16*z^3 + 47/36*z + 1
*
-4/5 | 0.14133525234515979943956963161624514444 | 0.024436293955936899429196283990259140758
f(z) = -65/16*z^3 + 57/20*z + 1
*
0 | 0.13390161920065645337779655614898655716 | 0.027597028855398495669680716098988600140
f(z) = -64/15*z^3 + 53/30*z + 1
*
[ 4/7 ] 
f(z) = -63/8*z^3 + 51/28*z + 1
*
[ 2/3 ] 
f(z) = -63/11*z^3 + 45/22*z + 1
*
[ 2/3 ] 
f(z) = -63/13*z^3 + 43/26*z + 1
*
-4/7 | 0.15560119023122446660276043980997945453 | 0.025554285345910779905679546654979883634
f(z) = -63/16*z^3 + 57/28*z + 1
*
0 | 0.11983358274479356492104258325434635589 | 0.024860286917648590693324826223445104114
f(z) = -62/15*z^3 + 49/30*z + 1
*
[ 2/3 ] 
f(z) = -61/16*z^3 + 43/36*z + 1
*
[ 1/3 ] 
f(z) = -80*z^3 + 62/9*z + 1
*
-7/20 | 0.15849993223643309785613246933704804791 | 0.026454288595088053554060469565536449966
f(z) = -80*z^3 + 69/5*z + 1
*
-1/10 | 0.18193500276450989473440786119963505479 | 0.027216988835936757014298412051698965135
f(z) = -80*z^3 + 73/10*z + 1
*
0 | 0.12041598118956660111348913358228408702 | 0.027479518320757120939740710051151815012
f(z) = -80*z^3 + 78*z + 1
*
0 | 0.10013526850250691718436237330080285277 | 0.022851360078499195587524618266726526036
f(z) = -80/3*z^3 + 74/3*z + 1
*
-1/10 | 0.17240026309342515903509457951903474948 | 0.028774310811309228929142092245525120723
f(z) = -80/3*z^3 + 79/15*z + 1
*
0 | 0.12060685512911961182246586516889757866 | 0.027523076691224948069806946860823815440
f(z) = -80/7*z^3 + 66/7*z + 1
*
[ 3/2 ] 
f(z) = -80/9*z^3 + 61/3*z + 1
*
0 | 0.10710670539835362379644584710888400696 | 0.024442276217776731863485386524152156408
f(z) = -80/9*z^3 + 62/9*z + 1
*
[ -3/2 ] 
f(z) = -80/9*z^3 + 65/3*z + 1
*
[ -3/10 ] 
f(z) = -80/9*z^3 + 77/15*z + 1
*
[ -1/4 ] 
f(z) = -80/11*z^3 + 60/11*z + 1
*
[ -1/4 ] 
f(z) = -80/13*z^3 + 70/13*z + 1
*
[ -1/2 ] 
f(z) = -80/17*z^3 + 71/17*z + 1
*
[ -1/2 ] 
f(z) = -80/19*z^3 + 77/19*z + 1
*
[ 1/3 ] 
f(z) = -79*z^3 + 61/9*z + 1
*
[ 1/2 ] 
f(z) = -79*z^3 + 75/4*z + 1
*
0 | 0.12018344665208298688005005262724607882 | 0.027505408168271548022463304400771590905
f(z) = -79*z^3 + 77*z + 1
*
[ 1/2 ] 
f(z) = -79/2*z^3 + 71/8*z + 1
*
0 | 0.10738046561068731550613088328938665588 | 0.024575294004266359872446185220929024641
f(z) = -79/2*z^3 + 75/2*z + 1
*
[ 1/2 ] 
f(z) = -79/3*z^3 + 67/12*z + 1
*
0 | 0.099903539239821841912326990698835196055 | 0.022864110664100405605903370581630752503
f(z) = -79/3*z^3 + 73/3*z + 1
*
[ 1/2 ] 
f(z) = -79/4*z^3 + 63/16*z + 1
*
0 | 0.094609650421285302165319389234977803726 | 0.021652541377251594199521258322388652143
f(z) = -79/4*z^3 + 71/4*z + 1
*
0 | 0.12031263107418492209674956105901697914 | 0.027534973556499947811799725561668752907
f(z) = -79/5*z^3 + 69/5*z + 1
*
0 | 0.087165668125298365640687516089693452255 | 0.019948897679619635757870202300141333352
f(z) = -79/6*z^3 + 67/6*z + 1
*
0 | 0.12037671118459218369157083027329631548 | 0.027549639050303949044217258138224339587
f(z) = -79/7*z^3 + 65/7*z + 1
*
[ -2/3 ] 
f(z) = -79/8*z^3 + 62/9*z + 1
*
0 | 0.091884050068406842277764462417839504024 | 0.021028755387600850011483266669414848860
f(z) = -79/8*z^3 + 63/8*z + 1
*
0 | 0.10687734186143760420027607149945231906 | 0.024460148162906645729100643551923454509
f(z) = -79/9*z^3 + 61/9*z + 1
*
-2 | 0.094819430363513812903696348023678923835 | 0.016547605444020431324633976451034258292
f(z) = -79/16*z^3 + 77/4*z + 1
*
-1/6 | 0.12868603908731377294082958871234844507 | 0.020929771919415522662075314118546848440
f(z) = -78*z^3 + 61/6*z + 1
*
-1/3 | 0.18336173461520867734058299250630902306 | 0.029822343678173313399899696178401043609
f(z) = -78*z^3 + 73/6*z + 1
*
0 | 0.11994795503388941634828111553226423396 | 0.027531781398627654671404338087105808124
f(z) = -78*z^3 + 76*z + 1
*
-1 | 0.10272086737781241692639713955867279934 | 0.023508889646048866532519612517894454170
f(z) = -78*z^3 + 79*z + 1
*
[ -1/4 ] 
f(z) = -78*z^3 + 79/8*z + 1
*
0 | 0.12007878228199037303557094911854938501 | 0.027561810315708249351064489023264251056
f(z) = -78/5*z^3 + 68/5*z + 1
*
[ -1/2 ] 
f(z) = -78/5*z^3 + 69/10*z + 1
*
0 | 0.12014367080522840648662976283505439080 | 0.027576704247301868942410207915585842807
f(z) = -78/7*z^3 + 64/7*z + 1
*
[ -1/7 ] 
f(z) = -77*z^3 + 67/7*z + 1
*
[ 1/2 ] 
f(z) = -77*z^3 + 73/4*z + 1
*
0 | 0.11970943015623249786984478759544227630 | 0.027558653883061701751369359212888695036
f(z) = -77*z^3 + 75*z + 1
*
-1 | 0.10248088047296041877752520265848683821 | 0.023522545239919016325380018753713240138
f(z) = -77*z^3 + 78*z + 1
*
[ -1 ] 
f(z) = -77*z^3 + 79*z + 1
*
[ 1/2 ] 
f(z) = -77/2*z^3 + 69/8*z + 1
*
0 | 0.10690728785915735253340186541854379505 | 0.024611435705961141247538289182435328619
f(z) = -77/2*z^3 + 73/2*z + 1
*
-1 | 0.089563804586247835955470653164569481527 | 0.020497739671084407519578002707814588602
f(z) = -77/2*z^3 + 79/2*z + 1
*
[ 1/2 ] 
f(z) = -77/3*z^3 + 65/12*z + 1
*
0 | 0.099432229314823942591747727518180677408 | 0.022890580875142432720993843327677082413
f(z) = -77/3*z^3 + 71/3*z + 1
*
[ 1/2 ] 
f(z) = -77/4*z^3 + 61/16*z + 1
*
0 | 0.094138136606765675216087332632799559545 | 0.021671812492603084052592519037985870008
f(z) = -77/4*z^3 + 69/4*z + 1
*
0 | 0.11984194255356935594093818127689119013 | 0.027589159945020690116170082744674448875
f(z) = -77/5*z^3 + 67/5*z + 1
*
0 | 0.086695800515042693421569640420137048878 | 0.019958490792169498556031278948494309128
f(z) = -77/6*z^3 + 65/6*z + 1
*
0 | 0.088563353789128305984927399206175047803 | 0.020388425628727773604326444772269185550
f(z) = -77/8*z^3 + 61/8*z + 1
*
[ -2/3 ] 
f(z) = -77/8*z^3 + 61/9*z + 1
*
[ -2/11 ] 
f(z) = -77/8*z^3 + 75/11*z + 1
*
-2 | 0.094351522055682187506423049526474059278 | 0.016541921518732055538204040596874894340
f(z) = -77/16*z^3 + 75/4*z + 1
*
[ 2 ] 
f(z) = -77/16*z^3 + 79/4*z + 1
*
0 | 0.11946779285818399987491162714163559138 | 0.027586042240662469104856178920936390518
f(z) = -76*z^3 + 74*z + 1
*
-1 | 0.10223774259180188609545407319595245485 | 0.023536446194722220296300109944583872731
f(z) = -76*z^3 + 77*z + 1
*
[ -1 ] 
f(z) = -76*z^3 + 78*z + 1
*
0 | 0.099190427713129202057206324544161010003 | 0.022903840970862251371579384829883776403
f(z) = -76/3*z^3 + 70/3*z + 1
*
-1 | 0.081729320386261362815281352233072177124 | 0.018704724978035017456925452833264671580
f(z) = -76/3*z^3 + 79/3*z + 1
*
[ -1/4 ] 
f(z) = -76/3*z^3 + 79/12*z + 1
*
0 | 0.11960203438493090953693788965221439930 | 0.027617039652924761416654772337682453012
f(z) = -76/5*z^3 + 66/5*z + 1
*
0 | 0.11966860251681733409749053629301852697 | 0.027632410752148807230828317191654541917
f(z) = -76/7*z^3 + 62/7*z + 1
*
[ -3/2 ] 
f(z) = -76/9*z^3 + 62/3*z + 1
*
[ -1/2 ] 
f(z) = -76/15*z^3 + 64/15*z + 1
*
[ -1/2 ] 
f(z) = -76/17*z^3 + 70/17*z + 1
*
-2/15 | 0.15257944249686795381619202942818741183 | 0.024975161086502813103382982377074278073
f(z) = -75*z^3 + 65/6*z + 1
*
[ 1/2 ] 
f(z) = -75*z^3 + 71/4*z + 1
*
0 | 0.11922296083892236286289951115570845230 | 0.027613963884493665478074145972891463410
f(z) = -75*z^3 + 73*z + 1
*
-2/15 | 0.19626719157065603425998224300021217479 | 0.028852661217024226683703162016193526060
f(z) = -75*z^3 + 73/12*z + 1
*
-1 | 0.10199136988794913204125285487296410703 | 0.023550600296532194995625137365625510596
f(z) = -75*z^3 + 76*z + 1
*
[ -1 ] 
f(z) = -75*z^3 + 77*z + 1
*
[ 3/5 ] 
f(z) = -75*z^3 + 79/3*z + 1
*
[ 1/2 ] 
f(z) = -75/2*z^3 + 67/8*z + 1
*
0 | 0.10642170182969841607235725947928581420 | 0.024648985482100598387493151771717791141
f(z) = -75/2*z^3 + 71/2*z + 1
*
-2/15 | 0.10899203020135039003153256419974835925 | 0.020123709330977187950941789333503428894
f(z) = -75/2*z^3 + 73/6*z + 1
*
-1 | 0.089072109940984800266006825927583712210 | 0.020505547852779740164554122478603342364
f(z) = -75/2*z^3 + 77/2*z + 1
*
[ 3/5 ] 
f(z) = -75/2*z^3 + 77/6*z + 1
*
[ -1 ] 
f(z) = -75/2*z^3 + 79/2*z + 1
*
-7/15 | 0.14232275360857098455139211852282467683 | 0.026277716999235068865320459285716098052
f(z) = -75/4*z^3 + 61/12*z + 1
*
[ -2/3 ] 
f(z) = -75/4*z^3 + 65/6*z + 1
*
0 | 0.093654302513010096419253044569413608349 | 0.021691849531532579587124876037579781578
f(z) = -75/4*z^3 + 67/4*z + 1
*
-1 | 0.093182549577633312367151404438235673369 | 0.021325932411579595514455004396890235279
f(z) = -75/4*z^3 + 79/4*z + 1
*
-4/15 | 0.15615400604472594721015982265669299205 | 0.028831445957163077572888034514206369964
f(z) = -75/4*z^3 + 79/12*z + 1
*
0 | 0.11942641819432381826665525266545788415 | 0.027661087895041273048266955336245216104
f(z) = -75/7*z^3 + 61/7*z + 1
*
[ -2/5 ] 
f(z) = -75/7*z^3 + 73/14*z + 1
*
[ -4/15 ] 
f(z) = -75/8*z^3 + 65/12*z + 1
*
[ -1/5 ] 
f(z) = -75/11*z^3 + 69/11*z + 1
*
-3/5 | 0.11712274016778808126939712839241417456 | 0.027127518846104419994901292408845226425
f(z) = -75/14*z^3 + 69/14*z + 1
*
-1/5 | 0.12646128190000936010850124541077256242 | 0.029290475983830594515946992162719106785
f(z) = -75/14*z^3 + 73/14*z + 1
*
[ -4/15 ] 
f(z) = -75/16*z^3 + 61/12*z + 1
*
-2 | 0.093871388900244783839908655750831968955 | 0.016536103584893225754562788694722443637
f(z) = -75/16*z^3 + 73/4*z + 1
*
[ 2 ] 
f(z) = -75/16*z^3 + 77/4*z + 1
*
0 | 0.11897484848944774301796039454550844785 | 0.027642437071247145621897648967023815575
f(z) = -74*z^3 + 72*z + 1
*
-1 | 0.10174167512310824186376951537931960351 | 0.023565015686812170713231938703058165074
f(z) = -74*z^3 + 75*z + 1
*
[ -1 ] 
f(z) = -74*z^3 + 76*z + 1
*
[ -1/4 ] 
f(z) = -74*z^3 + 77/8*z + 1
*
0 | 0.098700325669500316352662188766828236267 | 0.022931884981326493856116804387246696090
f(z) = -74/3*z^3 + 68/3*z + 1
*
-1 | 0.081228733021802020225229047202921520166 | 0.018699901384426725782734545412303913415
f(z) = -74/3*z^3 + 77/3*z + 1
*
0 | 0.11911268728735124552048802499440991820 | 0.027674462329908112604943207052300612099
f(z) = -74/5*z^3 + 64/5*z + 1
*
[ -1/2 ] 
f(z) = -74/5*z^3 + 67/10*z + 1
*
-1 | 0.10140050812936525189154633531644379103 | 0.023206709761306294135395299701601056762
f(z) = -74/5*z^3 + 79/5*z + 1
*
0 | 0.11918102430079413240041236996791837383 | 0.027690339648666787152633793112126189643
f(z) = -74/7*z^3 + 60/7*z + 1
*
[ -1/2 ] 
f(z) = -74/7*z^3 + 79/14*z + 1
*
[ 1/2 ] 
f(z) = -73*z^3 + 69/4*z + 1
*
0 | 0.11872336671286954539141013877246168934 | 0.027671480954751051587643674876790308643
f(z) = -73*z^3 + 71*z + 1
*
-1 | 0.10148856748161895123018776954063476717 | 0.023579700883674504758805298516680782917
f(z) = -73*z^3 + 74*z + 1
*
[ -1 ] 
f(z) = -73*z^3 + 75*z + 1
*
[ 1/2 ] 
f(z) = -73/2*z^3 + 65/8*z + 1
*
0 | 0.10592303918023806113701296039616915165 | 0.024688041137125056635071577679637506443
f(z) = -73/2*z^3 + 69/2*z + 1
*
-1 | 0.088567002451532883207998028122571690015 | 0.020513548647384834825303412976692913278
f(z) = -73/2*z^3 + 75/2*z + 1
*
[ -1 ] 
f(z) = -73/2*z^3 + 77/2*z + 1
*
[ 1/2 ] 
f(z) = -73/3*z^3 + 61/12*z + 1
*
0 | 0.098449785197861362057621349913787367639 | 0.022946210434635908724079370102266304944
f(z) = -73/3*z^3 + 67/3*z + 1
*
-1 | 0.080972237532651956632929864010463457055 | 0.018697119210599651078515375064345495075
f(z) = -73/3*z^3 + 76/3*z + 1
*
[ -1 ] 
f(z) = -73/3*z^3 + 79/3*z + 1
*
0 | 0.093157486968621480625874618973546429945 | 0.021712706586893361003992263106430885308
f(z) = -73/4*z^3 + 65/4*z + 1
*
-1 | 0.092672727172650799411859502712904852223 | 0.021334456351662147482199775779462953521
f(z) = -73/4*z^3 + 77/4*z + 1
*
0 | 0.11886307742855400692199019858151929110 | 0.027704044067769797743289352758335892762
f(z) = -73/5*z^3 + 63/5*z + 1
*
-1 | 0.10114261938580229781578167106118215095 | 0.023215372752522150902489329458018367711
f(z) = -73/5*z^3 + 78/5*z + 1
*
0 | 0.085718710053052192105444373774829254065 | 0.019978911636118062734468194811843287968
f(z) = -73/6*z^3 + 61/6*z + 1
*
-1 | 0.067874758076709019936058637803246954264 | 0.015533943960078719396380124498079265214
f(z) = -73/6*z^3 + 79/6*z + 1
*
-2 | 0.093378369781366709749906866152192656201 | 0.016530146154775569069423797973851683062
f(z) = -73/16*z^3 + 71/4*z + 1
*
[ 2 ] 
f(z) = -73/16*z^3 + 75/4*z + 1
*
[ -2 ] 
f(z) = -73/16*z^3 + 79/4*z + 1
*
[ 2/3 ] 
f(z) = -72*z^3 + 63/2*z + 1
*
[ -2/3 ] 
f(z) = -72*z^3 + 69/2*z + 1
*
0 | 0.11846842273232241720607308575245492034 | 0.027701115643691816377260201538824120742
f(z) = -72*z^3 + 70*z + 1
*
-1 | 0.10123195237214291785247422298957537975 | 0.023594664804720077739933579413592388739
f(z) = -72*z^3 + 73*z + 1
*
[ -1 ] 
f(z) = -72*z^3 + 74*z + 1
*
[ -5/6 ] 
f(z) = -72/5*z^3 + 61/5*z + 1
*
0 | 0.11861005691125692091260693679176258686 | 0.027734233538564350846540479262036300966
f(z) = -72/5*z^3 + 62/5*z + 1
*
-7/12 | 0.11840018539877275099722024699791229640 | 0.023823869884382589793957450923873392337
f(z) = -72/5*z^3 + 69/10*z + 1
*
-1 | 0.10088108723429891967622038516573909003 | 0.023224126644063336337267219466939091216
f(z) = -72/5*z^3 + 77/5*z + 1
*
-1 | 0.10070148548776580932363535063143365901 | 0.023046730133398669745912522076436583559
f(z) = -72/7*z^3 + 79/7*z + 1
*
[ -1/6 ] 
f(z) = -72/11*z^3 + 79/11*z + 1
*
[ -1/3 ] 
f(z) = -72/13*z^3 + 60/13*z + 1
*
[ -1/2 ] 
f(z) = -72/17*z^3 + 69/17*z + 1
*
[ -1/3 ] 
f(z) = -72/17*z^3 + 76/17*z + 1
*
[ -1/2 ] 
f(z) = -72/19*z^3 + 75/19*z + 1
*
[ 1/2 ] 
f(z) = -71*z^3 + 67/4*z + 1
*
0 | 0.11820991988547441570706789390245761432 | 0.027731362263948089290471751388488695091
f(z) = -71*z^3 + 69*z + 1
*
-1 | 0.10097173121541665987889639165013662036 | 0.023609916791598291080231772275910520902
f(z) = -71*z^3 + 72*z + 1
*
[ -1 ] 
f(z) = -71*z^3 + 73*z + 1
*
[ 1/2 ] 
f(z) = -71/2*z^3 + 63/8*z + 1
*
0 | 0.10541057607228490415805041065571648722 | 0.024728710368335085527288962734847067647
f(z) = -71/2*z^3 + 67/2*z + 1
*
-1 | 0.088048381872499034423936719845449699288 | 0.020521900528427292603651826128855740496
f(z) = -71/2*z^3 + 73/2*z + 1
*
[ -1 ] 
f(z) = -71/2*z^3 + 75/2*z + 1
*
0 | 0.097938300055040272061335199659241998835 | 0.022975757711136941412674633512074463548
f(z) = -71/3*z^3 + 65/3*z + 1
*
-1 | 0.080450490749602730670319646897604721804 | 0.018691745828061165320946151131131736220
f(z) = -71/3*z^3 + 74/3*z + 1
*
[ -1 ] 
f(z) = -71/3*z^3 + 77/3*z + 1
*
0 | 0.092646974106645757696741477401422244195 | 0.021734443303059182554307126035313766133
f(z) = -71/4*z^3 + 63/4*z + 1
*
-1 | 0.092148467617404111741533464110828762752 | 0.021343073841592670160493301819208076295
f(z) = -71/4*z^3 + 75/4*z + 1
*
[ -1 ] 
f(z) = -71/4*z^3 + 79/4*z + 1
*
0 | 0.11835353123200090562523945890200942153 | 0.027765052653719082169917439794692537730
f(z) = -71/5*z^3 + 61/5*z + 1
*
-1 | 0.10061580721288348729324890645204456913 | 0.023232972179772021083217734030803352433
f(z) = -71/5*z^3 + 76/5*z + 1
*
-1 | 0.067345352257751869844073217676044320668 | 0.015503768175005588803936671003510566620
f(z) = -71/6*z^3 + 77/6*z + 1
*
-1 | 0.10043355261132701788589040485175984552 | 0.023052619903368800825023371405757866420
f(z) = -71/7*z^3 + 78/7*z + 1
*
-1 | 0.091783928716699435343634414309528614603 | 0.021005841427968426957572633721168052738
f(z) = -71/8*z^3 + 79/8*z + 1
*
-2 | 0.092871748024620938175980510198872127915 | 0.016524043434537248155835157574292478585
f(z) = -71/16*z^3 + 69/4*z + 1
*
[ 2 ] 
f(z) = -71/16*z^3 + 73/4*z + 1
*
[ -2 ] 
f(z) = -71/16*z^3 + 77/4*z + 1
*
[ -1/7 ] 
f(z) = -70*z^3 + 66/7*z + 1
*
0 | 0.11794775740448835898395586326844755800 | 0.027762243025978665491087995903651038753
f(z) = -70*z^3 + 68*z + 1
*
-1 | 0.10070780121687729379176892320238039631 | 0.023625466636443175177608886723169961614
f(z) = -70*z^3 + 71*z + 1
*
[ -1 ] 
f(z) = -70*z^3 + 72*z + 1
*
[ -1/4 ] 
f(z) = -70*z^3 + 75/8*z + 1
*
0 | 0.097676126582985242702070804080484118632 | 0.022990758143315920446766369830877569620
f(z) = -70/3*z^3 + 64/3*z + 1
*
-1 | 0.080183998600562247787168043392589350437 | 0.018688907260500771096156511358038615577
f(z) = -70/3*z^3 + 73/3*z + 1
*
[ -1 ] 
f(z) = -70/3*z^3 + 76/3*z + 1
*
-1 | 0.086410470489425571667452280280769732570 | 0.019776061737557435841878034382252428884
f(z) = -70/9*z^3 + 79/9*z + 1
*
[ 1/2 ] 
f(z) = -69*z^3 + 65/4*z + 1
*
0 | 0.11768183018018286155357592549155701553 | 0.027793781297756123922625980025628478383
f(z) = -69*z^3 + 67*z + 1
*
-1 | 0.10044005512284855258912811622670521692 | 0.023641324610357570150910393183587841682
f(z) = -69*z^3 + 70*z + 1
*
[ -1 ] 
f(z) = -69*z^3 + 71*z + 1
*
[ 1/2 ] 
f(z) = -69/2*z^3 + 61/8*z + 1
*
0 | 0.10488352685128012598137118876538812319 | 0.024771112095881598276047640919269090674
f(z) = -69/2*z^3 + 65/2*z + 1
*
-1 | 0.087514126398524841338752256277388649566 | 0.020530306971882566976114000637266045144
f(z) = -69/2*z^3 + 71/2*z + 1
*
[ -1 ] 
f(z) = -69/2*z^3 + 73/2*z + 1
*
0 | 0.092121987159945233485093956607245173618 | 0.021757125632036436387102419908886521887
f(z) = -69/4*z^3 + 61/4*z + 1
*
[ -2/3 ] 
f(z) = -69/4*z^3 + 61/6*z + 1
*
[ -1/3 ] 
f(z) = -69/4*z^3 + 71/12*z + 1
*
-1 | 0.091608929159218808017936466820873578102 | 0.021351776054710499210859716964782159172
f(z) = -69/4*z^3 + 73/4*z + 1
*
[ -1 ] 
f(z) = -69/4*z^3 + 77/4*z + 1
*
-1 | 0.10007356264413732510855593547542861447 | 0.023250940791333934933105355670942497574
f(z) = -69/5*z^3 + 74/5*z + 1
*
[ -1 ] 
f(z) = -69/5*z^3 + 79/5*z + 1
*
-1 | 0.099885759928429018507849642236650497933 | 0.023064398585627293408453238041537613271
f(z) = -69/7*z^3 + 76/7*z + 1
*
-1 | 0.091233291202066474924488111870267220290 | 0.021003079636825308215332194699359318807
f(z) = -69/8*z^3 + 77/8*z + 1
*
0 | 0.13634816612851598405714771417392840767 | 0.025568227280371235444259780556470615783
f(z) = -69/10*z^3 + 76/15*z + 1
*
-1 | 0.086761937894485516828850869496086454219 | 0.019856499224610062903647978664803022285
f(z) = -69/10*z^3 + 79/10*z + 1
*
-2 | 0.092350744940731672239604947116762752309 | 0.016517789303149736410217881519987257554
f(z) = -69/16*z^3 + 67/4*z + 1
*
[ 2 ] 
f(z) = -69/16*z^3 + 71/4*z + 1
*
[ -2 ] 
f(z) = -69/16*z^3 + 75/4*z + 1
*
4/3 | 0.14261884482845118670517199990447195796 | 0.024889417327814953130840742467102079582
f(z) = -69/16*z^3 + 77/12*z + 1
*
0 | 0.11741202850901170162108392912317164901 | 0.027826001683793905127101833376828432291
f(z) = -68*z^3 + 66*z + 1
*
-1 | 0.10016838095883974946991440577505276962 | 0.023657501494135794356268751760452102151
f(z) = -68*z^3 + 69*z + 1
*
[ -1 ] 
f(z) = -68*z^3 + 70*z + 1
*
0 | 0.097143566227384310862780789346556948704 | 0.023022488170413210909491373124164410873
f(z) = -68/3*z^3 + 62/3*z + 1
*
-1/4 | 0.16125833608339225805688241806909656090 | 0.028766327133262985668012250283922430648
f(z) = -68/3*z^3 + 65/12*z + 1
*
-1 | 0.079640257896495074761979854872459777799 | 0.018683143044692486260405596211608525957
f(z) = -68/3*z^3 + 71/3*z + 1
*
[ -1 ] 
f(z) = -68/3*z^3 + 74/3*z + 1
*
[ -1/4 ] 
f(z) = -68/3*z^3 + 77/12*z + 1
*
-1 | 0.099796365276137738256868802277889394805 | 0.023260064952257440756412346082517373845
f(z) = -68/5*z^3 + 73/5*z + 1
*
[ -1 ] 
f(z) = -68/5*z^3 + 78/5*z + 1
*
-1 | 0.099605659799635215195582348409870662387 | 0.023070280028646458290487074097894756365
f(z) = -68/7*z^3 + 75/7*z + 1
*
-3/4 | 0.14602098999700217868917254011399182535 | 0.026048188692735050395817690572795437479
f(z) = -68/9*z^3 + 67/12*z + 1
*
-1 | 0.085848528843179176793936719658734175566 | 0.019763437931928362273534066961698782052
f(z) = -68/9*z^3 + 77/9*z + 1
*
[ -3/4 ] 
f(z) = -68/9*z^3 + 79/12*z + 1
*
-1 | 0.099214171146852272107183733764162578295 | 0.022706340594232116034340908935029559554
f(z) = -68/11*z^3 + 79/11*z + 1
*
[ -1/2 ] 
f(z) = -68/15*z^3 + 62/15*z + 1
*
[ -1/2 ] 
f(z) = -68/19*z^3 + 74/19*z + 1
*
[ 1/2 ] 
f(z) = -67*z^3 + 63/4*z + 1
*
0 | 0.11713823782133718737712496568525493386 | 0.027858930110877931751389006531892219270
f(z) = -67*z^3 + 65*z + 1
*
-1 | 0.099892661748359474636093204593288486546 | 0.023674008611435945493894306522834962956
f(z) = -67*z^3 + 68*z + 1
*
[ -1 ] 
f(z) = -67*z^3 + 69*z + 1
*
[ -1/2 ] 
f(z) = -67*z^3 + 79/4*z + 1
*
0 | 0.10434103680095335776520370518063943074 | 0.024815378018302504410052965936525335684
f(z) = -67/2*z^3 + 63/2*z + 1
*
-1 | 0.086963345616496143376792562138922146447 | 0.020538771408341779740516959128360409910
f(z) = -67/2*z^3 + 69/2*z + 1
*
[ -1 ] 
f(z) = -67/2*z^3 + 71/2*z + 1
*
0 | 0.096870890497839323021545348952180296787 | 0.023038756757413270278438452935324846008
f(z) = -67/3*z^3 + 61/3*z + 1
*
-1 | 0.079360706184821506842997061236661524872 | 0.018679721092623856277996306418855691824
f(z) = -67/3*z^3 + 70/3*z + 1
*
[ -1 ] 
f(z) = -67/3*z^3 + 73/3*z + 1
*
-1 | 0.091053194192578538536491835463683357185 | 0.021360551770023526526311487239024157800
f(z) = -67/4*z^3 + 71/4*z + 1
*
[ -1 ] 
f(z) = -67/4*z^3 + 75/4*z + 1
*
-1 | 0.099514953795609706290916884546494757151 | 0.023269282900790345919500117966477685266
f(z) = -67/5*z^3 + 72/5*z + 1
*
[ -1 ] 
f(z) = -67/5*z^3 + 77/5*z + 1
*
-1 | 0.066237791266168620835299006059783270466 | 0.015438391196733772021747917029948467671
f(z) = -67/6*z^3 + 73/6*z + 1
*
[ -1 ] 
f(z) = -67/6*z^3 + 79/6*z + 1
*
-1 | 0.099321254361497187703949061487884853228 | 0.023076150618241994072441751019703945194
f(z) = -67/7*z^3 + 74/7*z + 1
*
-1 | 0.090665759599670305277680875916173076623 | 0.020999654710203476872356994218513861425
f(z) = -67/8*z^3 + 75/8*z + 1
*
-1 | 0.085561022273596904613470928026736449199 | 0.019756705285377821455688098852620948037
f(z) = -67/9*z^3 + 76/9*z + 1
*
-1 | 0.086188842486743165970248586074283920429 | 0.019841782519338256678970042878898519660
f(z) = -67/10*z^3 + 77/10*z + 1
*
-1 | 0.098923449083051407972748150813650366793 | 0.022706004238116034948648128105667849119
f(z) = -67/11*z^3 + 78/11*z + 1
*
-1 | 0.069919671159004649386199838575358372942 | 0.016001946589093059710576431066807121315
f(z) = -67/12*z^3 + 79/12*z + 1
*
-2 | 0.091814512395549814693220715173389816026 | 0.016511377289330993978134824980194828191
f(z) = -67/16*z^3 + 65/4*z + 1
*
[ 2 ] 
f(z) = -67/16*z^3 + 69/4*z + 1
*
[ -2 ] 
f(z) = -67/16*z^3 + 73/4*z + 1
*
0 | 0.11686033838931304235370985306720621862 | 0.027892593921185681643783897315489387246
f(z) = -66*z^3 + 64*z + 1
*
-1/3 | 0.12721379846015742936230127054239225204 | 0.021268180729031455990000450952753117438
f(z) = -66*z^3 + 65/6*z + 1
*
-1 | 0.099612775210476687695248864434467189143 | 0.023690857864636303476172909031173538164
f(z) = -66*z^3 + 67*z + 1
*
[ -1 ] 
f(z) = -66*z^3 + 68*z + 1
*
[ -1/4 ] 
f(z) = -66*z^3 + 73/8*z + 1
*
[ -1/2 ] 
f(z) = -66/5*z^3 + 63/10*z + 1
*
-1 | 0.099229198036126359368291780926555984947 | 0.023278594897677462729190195304950659273
f(z) = -66/5*z^3 + 71/5*z + 1
*
[ -1 ] 
f(z) = -66/5*z^3 + 76/5*z + 1
*
-1 | 0.099032409078628427386305020295749470870 | 0.023082005653949558570271776360624018928
f(z) = -66/7*z^3 + 73/7*z + 1
*
[ -1/2 ] 
f(z) = -66/7*z^3 + 75/14*z + 1
*
-1 | 0.098420207888722543735027476847417980709 | 0.022524632679425111062152940330512572065
f(z) = -66/13*z^3 + 79/13*z + 1
*
[ 1/2 ] 
f(z) = -65*z^3 + 61/4*z + 1
*
0 | 0.11657820501251266033118455438685864185 | 0.027927021973557140766953162235401174319
f(z) = -65*z^3 + 63*z + 1
*
-1 | 0.099328593434171974527370299816836924446 | 0.023708061773636591479567201638792094895
f(z) = -65*z^3 + 66*z + 1
*
[ -1 ] 
f(z) = -65*z^3 + 67*z + 1
*
[ -1/2 ] 
f(z) = -65*z^3 + 77/4*z + 1
*
0 | 0.10378217380393375573062514034460771211 | 0.024861654440252351052691273370102310734
f(z) = -65/2*z^3 + 61/2*z + 1
*
-1 | 0.086396371574643602219413855787552989844 | 0.020547607017979305294836195158702138756
f(z) = -65/2*z^3 + 67/2*z + 1
*
[ -1 ] 
f(z) = -65/2*z^3 + 69/2*z + 1
*
[ -1/5 ] 
f(z) = -65/2*z^3 + 73/10*z + 1
*
-1 | 0.078790777325014716875487507549227691116 | 0.018672978657761754280764638475661903517
f(z) = -65/3*z^3 + 68/3*z + 1
*
[ -1 ] 
f(z) = -65/3*z^3 + 71/3*z + 1
*
[ -2/5 ] 
f(z) = -65/4*z^3 + 61/10*z + 1
*
-1 | 0.090480259859778097814116096796499228463 | 0.021369386849749169896223140884794388845
f(z) = -65/4*z^3 + 69/4*z + 1
*
[ -1 ] 
f(z) = -65/4*z^3 + 73/4*z + 1
*
-1 | 0.065659339563429070967569453703197699466 | 0.015403300613088163437724523951627862554
f(z) = -65/6*z^3 + 71/6*z + 1
*
[ -1 ] 
f(z) = -65/6*z^3 + 77/6*z + 1
*
-1 | 0.098738983003512062454428578728623704547 | 0.023087839979948965476455577698956036554
f(z) = -65/7*z^3 + 72/7*z + 1
*
[ -1 ] 
f(z) = -65/7*z^3 + 79/7*z + 1
*
-1 | 0.090080263103749574120163553497360505778 | 0.020995481798480432452654485261564116515
f(z) = -65/8*z^3 + 73/8*z + 1
*
-1 | 0.084972241079361441859062862889670409329 | 0.019742322487995572872145283508414445546
f(z) = -65/9*z^3 + 74/9*z + 1
*
[ -3/5 ] 
f(z) = -65/9*z^3 + 79/15*z + 1
*
-1 | 0.098327911615927441371250238497134925257 | 0.022704679297900707516913714620437851997
f(z) = -65/11*z^3 + 76/11*z + 1
*
-1 | 0.069321691400289266994150225463353777093 | 0.015958746920737254288483127856602079234
f(z) = -65/12*z^3 + 77/12*z + 1
*
-1 | 0.085173784296123452727772441986369816076 | 0.019493031424561738439512434242979151964
f(z) = -65/14*z^3 + 79/14*z + 1
*
-2 | 0.091262124223021020616751153492812000438 | 0.016504800546071291165209438101512167406
f(z) = -65/16*z^3 + 63/4*z + 1
*
[ 2 ] 
f(z) = -65/16*z^3 + 67/4*z + 1
*
[ -2 ] 
f(z) = -65/16*z^3 + 71/4*z + 1
*
0 | 0.11629170667923666981925838902048805901 | 0.027962244753774781058606152651633410071
f(z) = -64*z^3 + 62*z + 1
*
-1 | 0.099039982527308161376899240809023817010 | 0.023725633517894528516609136102323540724
f(z) = -64*z^3 + 65*z + 1
*
[ -1 ] 
f(z) = -64*z^3 + 66*z + 1
*
[ -1/16 ] 
f(z) = -64*z^3 + 69/4*z + 1
*
[ -1/6 ] 
f(z) = -64*z^3 + 79/9*z + 1
*
-7/16 | 0.064606428608906011444574744244595992175 | 0.011650921770451944181350003139403669399
f(z) = -64/3*z^3 + 61/12*z + 1
*
-1 | 0.078500130018483663295742398296863799151 | 0.018669647730362299924206266248170081703
f(z) = -64/3*z^3 + 67/3*z + 1
*
[ -1 ] 
f(z) = -64/3*z^3 + 70/3*z + 1
*
-1/4 | 0.15403488957435506444185243694619368360 | 0.027778171414100142869683661950166437185
f(z) = -64/3*z^3 + 79/12*z + 1
*
-1/4 | 0.12122756781866221472938851848677493118 | 0.024984915844430638339934010302512648848
f(z) = -64/5*z^3 + 63/10*z + 1
*
-1 | 0.098644101981756219373664371122921193090 | 0.023297501344061979248233783622752666628
f(z) = -64/5*z^3 + 69/5*z + 1
*
[ -1 ] 
f(z) = -64/5*z^3 + 74/5*z + 1
*
-1 | 0.098440828362038794728584419601548431449 | 0.023093647940169885512118697386279045796
f(z) = -64/7*z^3 + 71/7*z + 1
*
[ -1 ] 
f(z) = -64/7*z^3 + 78/7*z + 1
*
[ -3/16 ] 
f(z) = -64/9*z^3 + 79/12*z + 1
*
-1 | 0.098022785965091590197062607862585273004 | 0.022703660875815219605121038301354246055
f(z) = -64/11*z^3 + 75/11*z + 1
*
[ -1/4 ] 
f(z) = -64/13*z^3 + 69/13*z + 1
*
-1 | 0.097807650290894595066300700753892735699 | 0.022516581842921493238899161475094980692
f(z) = -64/13*z^3 + 77/13*z + 1
*
[ -3/4 ] 
f(z) = -64/15*z^3 + 71/15*z + 1
*
-5/8 | 0.077510827462485629300020722385411837937 | 0.017897852712714220779940088734143871300
f(z) = -64/15*z^3 + 76/15*z + 1
*
[ -1/2 ] 
f(z) = -64/17*z^3 + 67/17*z + 1
*
[ -1/2 ] 
f(z) = -64/19*z^3 + 73/19*z + 1
*
0 | 0.11600070620120645066676439374924025050 | 0.027998294494815374045528912052440333898
f(z) = -63*z^3 + 61*z + 1
*
[ -2/3 ] 
f(z) = -63*z^3 + 61/2*z + 1
*
-1 | 0.098746802237808844854347085658272848015 | 0.023743586982021669120452541524916742328
f(z) = -63*z^3 + 64*z + 1
*
[ -1 ] 
f(z) = -63*z^3 + 65*z + 1
*
[ -1/7 ] 
f(z) = -63*z^3 + 65/7*z + 1
*
[ -1/2 ] 
f(z) = -63*z^3 + 75/4*z + 1
*
[ -1/6 ] 
f(z) = -63/2*z^3 + 63/8*z + 1
*
-1 | 0.085812139882887431402054435461481333737 | 0.020556822914284328209241145741486417111
f(z) = -63/2*z^3 + 65/2*z + 1
*
10/21 | 0.11072372080004307816938143211507195054 | 0.018184086842013558296799693414096490712
f(z) = -63/2*z^3 + 65/14*z + 1
*
[ -1 ] 
f(z) = -63/2*z^3 + 67/2*z + 1
*
-1/6 | 0.088608250656595634900696730544110462447 | 0.016024846191937456177267637221820686988
f(z) = -63/2*z^3 + 79/8*z + 1
*
-1 | 0.089889027148550965841450195900201699092 | 0.021378263593872660769061951114848305379
f(z) = -63/4*z^3 + 67/4*z + 1
*
[ -1 ] 
f(z) = -63/4*z^3 + 71/4*z + 1
*
-1 | 0.098344469116390005014317753204489308885 | 0.023307095516320539425985731884946775325
f(z) = -63/5*z^3 + 68/5*z + 1
*
[ -1 ] 
f(z) = -63/5*z^3 + 73/5*z + 1
*
[ -4/3 ] 
f(z) = -63/8*z^3 + 63/4*z + 1
*
-1 | 0.089475625626244003950807331983611880398 | 0.020990463325232896468482536170735891293
f(z) = -63/8*z^3 + 71/8*z + 1
*
[ -1 ] 
f(z) = -63/8*z^3 + 79/8*z + 1
*
-1 | 0.084984988445781143499959945161813733474 | 0.019807899273144958967082146191467194883
f(z) = -63/10*z^3 + 73/10*z + 1
*
-1 | 0.097712535801684464047368900078777755702 | 0.022702383371470382179946197269306159713
f(z) = -63/11*z^3 + 74/11*z + 1
*
-1 | 0.097493573934683891767577096508099026569 | 0.022512024240272895578444671052704632077
f(z) = -63/13*z^3 + 76/13*z + 1
*
-2 | 0.090692566256020849622203430859394603244 | 0.016498051822160416059746435362007551498
f(z) = -63/16*z^3 + 61/4*z + 1
*
[ 2 ] 
f(z) = -63/16*z^3 + 65/4*z + 1
*
[ -2 ] 
f(z) = -63/16*z^3 + 69/4*z + 1
*
[ -1/3 ] 
f(z) = -63/16*z^3 + 71/16*z + 1
*
-1 | 0.088599240268332216300502286647182140302 | 0.020276987678960043397572046409582270684
f(z) = -63/16*z^3 + 79/16*z + 1
*
[ -1/3 ] 
f(z) = -63/17*z^3 + 75/17*z + 1
*
0 | 0.11570505981909391245230835456243850151 | 0.028035205308157117699599210036240345317
f(z) = -62*z^3 + 60*z + 1
*
-1 | 0.098448905544361785796343220330817804058 | 0.023761936805300550298675643431909628686
f(z) = -62*z^3 + 63*z + 1
*
[ -1 ] 
f(z) = -62*z^3 + 64*z + 1
*
[ -1/4 ] 
f(z) = -62*z^3 + 71/8*z + 1
*
-1 | 0.077902610570567817256883686749156300502 | 0.018662046794837854701846725979669413926
f(z) = -62/3*z^3 + 65/3*z + 1
*
[ -1 ] 
f(z) = -62/3*z^3 + 68/3*z + 1
*
[ -1/2 ] 
f(z) = -62/5*z^3 + 61/10*z + 1
*
-1 | 0.098039905950785956459585684646478098852 | 0.023316783133837419194605739120251662766
f(z) = -62/5*z^3 + 67/5*z + 1
*
[ -1 ] 
f(z) = -62/5*z^3 + 72/5*z + 1
*
-1 | 0.097829705421926326815227108587684760687 | 0.023105159333074384476153076000278223550
f(z) = -62/7*z^3 + 69/7*z + 1
*
[ -1/2 ] 
f(z) = -62/7*z^3 + 73/14*z + 1
*
[ -1 ] 
f(z) = -62/7*z^3 + 76/7*z + 1
*
-1/2 | 0.14444241895352213204563426520103315317 | 0.029965556365874213360631338897746340017
f(z) = -62/9*z^3 + 67/18*z + 1
*
-1 | 0.084052349473516363448400162554127438768 | 0.019718194163774803666465384717236511493
f(z) = -62/9*z^3 + 71/9*z + 1
*
-1 | 0.097396985588811423148387762067182965178 | 0.022700828879701981902409046075429314168
f(z) = -62/11*z^3 + 73/11*z + 1
*
-1 | 0.097174058598359887604951065844094137000 | 0.022507081905725933516089274724316985679
f(z) = -62/13*z^3 + 75/13*z + 1
*
-1 | 0.076602817579623705727127117623468960973 | 0.017634956021334416164894409031837599449
f(z) = -62/15*z^3 + 77/15*z + 1
*
-1 | 0.096713932823691711328191178805304637198 | 0.022134131379800386783281038093803208892
f(z) = -62/17*z^3 + 79/17*z + 1
*
-1 | 0.098146138213656967931009070949426402069 | 0.023780698435528325848620866283928364686
f(z) = -61*z^3 + 62*z + 1
*
[ -1 ] 
f(z) = -61*z^3 + 63*z + 1
*
[ -1/2 ] 
f(z) = -61*z^3 + 73/4*z + 1
*
-1 | 0.085207525543482570830503830604294200659 | 0.020565955772742671580613924514391142444
f(z) = -61/2*z^3 + 63/2*z + 1
*
[ -1 ] 
f(z) = -61/2*z^3 + 65/2*z + 1
*
-1 | 0.077595427076586668947124271508206478902 | 0.018657756306508797111614875544044257044
f(z) = -61/3*z^3 + 64/3*z + 1
*
[ -1 ] 
f(z) = -61/3*z^3 + 67/3*z + 1
*
-1 | 0.089278288188606121951763772530861764635 | 0.021387159939005407075682779218244902613
f(z) = -61/4*z^3 + 65/4*z + 1
*
[ -1 ] 
f(z) = -61/4*z^3 + 69/4*z + 1
*
-1 | 0.097730247433275522058322124434664304055 | 0.023326563512010533327013097359864764992
f(z) = -61/5*z^3 + 66/5*z + 1
*
[ -1 ] 
f(z) = -61/5*z^3 + 71/5*z + 1
*
-1 | 0.064444790984889229297821299399469607011 | 0.015326873286215108710672505580292797279
f(z) = -61/6*z^3 + 67/6*z + 1
*
[ -1 ] 
f(z) = -61/6*z^3 + 73/6*z + 1
*
-1 | 0.097516403214008931992439962843418349388 | 0.023110848475139579524586426364946153455
f(z) = -61/7*z^3 + 68/7*z + 1
*
[ -1 ] 
f(z) = -61/7*z^3 + 75/7*z + 1
*
-1 | 0.088850551506116998363029292275438622143 | 0.020984486670244565208162501074775949662
f(z) = -61/8*z^3 + 69/8*z + 1
*
[ -1 ] 
f(z) = -61/8*z^3 + 77/8*z + 1
*
-1 | 0.083735258701918266233380132932902872765 | 0.019709392133278380769679091860047780766
f(z) = -61/9*z^3 + 70/9*z + 1
*
[ -1 ] 
f(z) = -61/9*z^3 + 79/9*z + 1
*
-1 | 0.084351665755531952446720720456178218440 | 0.019788412029213796358063438533546869261
f(z) = -61/10*z^3 + 71/10*z + 1
*
-1 | 0.097075950587167011793441287034156637186 | 0.022698978102480805946606600108591279716
f(z) = -61/11*z^3 + 72/11*z + 1
*
-1 | 0.068062011798548094321976933292222847052 | 0.015863571892974359194587856606504249241
f(z) = -61/12*z^3 + 73/12*z + 1
*
-1 | 0.096848911816571186276815654861765449008 | 0.022501730275754687232066674581853676805
f(z) = -61/13*z^3 + 74/13*z + 1
*
-1 | 0.083897528163744175759016073554743211336 | 0.019432022962774646778086906859448424268
f(z) = -61/14*z^3 + 75/14*z + 1
*
-1 | 0.076273378354541841282688650426491470631 | 0.017612116092444275287848191578734144788
f(z) = -61/15*z^3 + 76/15*z + 1
*
[ 2 ] 
f(z) = -61/16*z^3 + 63/4*z + 1
*
[ -2 ] 
f(z) = -61/16*z^3 + 67/4*z + 1
*
-1 | 0.087941795244250337969186800821076835831 | 0.020245334839773252954713415536085294151
f(z) = -61/16*z^3 + 77/16*z + 1
*
-1 | 0.096380005989458322027455854385370307321 | 0.022122205045934146673341422788086722998
f(z) = -61/17*z^3 + 78/17*z + 1
*
-1 | 0.069860974011503657630835507619279228078 | 0.015988513050238064353150148936128526403
f(z) = -61/18*z^3 + 79/18*z + 1
*
[ 2/3 ] 
f(z) = -79/16*z^3 + 61/36*z + 1
*
[ 4/7 ] 
f(z) = -77/8*z^3 + 67/28*z + 1
*
[ 6/11 ] 
f(z) = -77/8*z^3 + 67/33*z + 1
*
-4/7 | 0.14928014333343110159155562978956354975 | 0.023734005401432955134752045977236992162
f(z) = -77/16*z^3 + 65/28*z + 1
*
[ 3/5 ] 
f(z) = -75/8*z^3 + 65/24*z + 1
*
11/15 | 0.073963197915136570482960181037880494353 | 0.013656171862145064796824075869926939018
f(z) = -75/8*z^3 + 73/24*z + 1
*
-8/15 | 0.15455177535499874256503451761575752888 | 0.028535618596009455521383193547665533327
f(z) = -75/16*z^3 + 77/24*z + 1
*
0 | 0.13720250896170488732912631389363236542 | 0.027455809648517904695434898298722152425
f(z) = -74/15*z^3 + 73/30*z + 1
*
[ 2/3 ] 
f(z) = -69/10*z^3 + 77/30*z + 1
*
3/5 | 0.12250940212702944923208111871865979373 | 0.021181380533649254076069388778279819485
f(z) = -65/6*z^3 + 67/30*z + 1
*
-2/5 | 0.17267242825031085465295951260748207463 | 0.029854365027809851844309164939251723267
f(z) = -65/12*z^3 + 71/30*z + 1
*
-2/5 | 0.16293186134873654693714507391014371084 | 0.028170260374831598103818580627499493962
f(z) = -65/16*z^3 + 63/20*z + 1
*
-4/9 | 0.15723928898693719629870942973619172408 | 0.024799744218673837369919493337998570210
f(z) = -63/16*z^3 + 73/36*z + 1
*
0 | 0.10129086695354993780906256233676662720 | 0.021013475162178832322868570912108653712
f(z) = -62/15*z^3 + 79/30*z + 1
*
-2/3 | 0.16696817507072010488915721624311144508 | 0.026468860088170176019648171515436403058
f(z) = -61/16*z^3 + 79/36*z + 1
*
-1/5 | 0.13739998649837549764527030380574568185 | 0.025368803436962135455296009290275914569
f(z) = -75/16*z^3 + 73/48*z + 1
*
[ 2/3 ] 
f(z) = -69/14*z^3 + 71/42*z + 1
*
-1 | 0.10319170771522189063069340121369147306 | 0.023482285056251555813187795338280692501
f(z) = -80*z^3 + 81*z + 1
*
[ -1 ] 
f(z) = -80*z^3 + 82*z + 1
*
[ -1/6 ] 
f(z) = -80*z^3 + 83/9*z + 1
*
-1/5 | 0.13530452292246146387088588141325210265 | 0.020241194019157399876912212932774848474
f(z) = -80*z^3 + 97/10*z + 1
*
-1 | 0.082690604332927136934082566255187007611 | 0.018713190103989702146693116375655813344
f(z) = -80/3*z^3 + 83/3*z + 1
*
[ -1 ] 
f(z) = -80/3*z^3 + 86/3*z + 1
*
[ -3/8 ] 
f(z) = -80/3*z^3 + 89/12*z + 1
*
-1/4 | 0.082754272324395783445189633876006402092 | 0.013812027372229118071559763594169933890
f(z) = -80/3*z^3 + 94/15*z + 1
*
-1 | 0.10271579395412657554333608723723994422 | 0.022999979225965607654800136768740211841
f(z) = -80/7*z^3 + 87/7*z + 1
*
[ -1 ] 
f(z) = -80/7*z^3 + 94/7*z + 1
*
[ -3/5 ] 
f(z) = -80/9*z^3 + 88/15*z + 1
*
-1 | 0.088989469642629958193688571025157044467 | 0.019825502070674622365048019731102646618
f(z) = -80/9*z^3 + 89/9*z + 1
*
[ -1 ] 
f(z) = -80/9*z^3 + 98/9*z + 1
*
-1 | 0.10238694939764026237986302785242721432 | 0.022697880359546019960173248006942870683
f(z) = -80/11*z^3 + 91/11*z + 1
*
-1 | 0.10221879854293555465078562950159935872 | 0.022551915009773694950528544496196885337
f(z) = -80/13*z^3 + 93/13*z + 1
*
[ -1/4 ] 
f(z) = -80/17*z^3 + 90/17*z + 1
*
-1 | 0.10187456029045086912188958744754039755 | 0.022269070279884466545743326049060824076
f(z) = -80/17*z^3 + 97/17*z + 1
*
-1 | 0.10169826425121662557008942152159195314 | 0.022131797987431798650006512578549999238
f(z) = -80/19*z^3 + 99/19*z + 1
*
-1 | 0.10295778393443451056447496562954883455 | 0.023495471962620057420049746553054555705
f(z) = -79*z^3 + 80*z + 1
*
[ -1 ] 
f(z) = -79*z^3 + 81*z + 1
*
[ -1/2 ] 
f(z) = -79*z^3 + 91/4*z + 1
*
-1 | 0.090042780372613863358984209574832571421 | 0.020490117692424554085825070528158873961
f(z) = -79/2*z^3 + 81/2*z + 1
*
[ -1 ] 
f(z) = -79/2*z^3 + 83/2*z + 1
*
-1 | 0.082455706463251401008348273283008418086 | 0.018711359139668573967112071193033198663
f(z) = -79/3*z^3 + 82/3*z + 1
*
[ -1 ] 
f(z) = -79/3*z^3 + 85/3*z + 1
*
-1 | 0.094161918450268070150568130576949145838 | 0.021309190986461216988587992214247000596
f(z) = -79/4*z^3 + 83/4*z + 1
*
[ -1 ] 
f(z) = -79/4*z^3 + 87/4*z + 1
*
-1 | 0.10263866794084978666717255914118611166 | 0.023164728446376774744005924969143720138
f(z) = -79/5*z^3 + 84/5*z + 1
*
[ -1 ] 
f(z) = -79/5*z^3 + 89/5*z + 1
*
-1 | 0.069377386592398156405175005542799530499 | 0.015616212614268111797510541312670528651
f(z) = -79/6*z^3 + 85/6*z + 1
*
[ -1 ] 
f(z) = -79/6*z^3 + 91/6*z + 1
*
-1 | 0.10247567287913811498007890741829298673 | 0.023005766291579697993108986006745905061
f(z) = -79/7*z^3 + 86/7*z + 1
*
[ -1 ] 
f(z) = -79/7*z^3 + 93/7*z + 1
*
-1 | 0.093835907158522324651928713564676991340 | 0.021011607195087498367752403886338853848
f(z) = -79/8*z^3 + 87/8*z + 1
*
[ -1 ] 
f(z) = -79/8*z^3 + 95/8*z + 1
*
-1 | 0.088747160305939428770200190298329935507 | 0.019821417057336597961592139886682463633
f(z) = -79/9*z^3 + 88/9*z + 1
*
[ -1 ] 
f(z) = -79/9*z^3 + 97/9*z + 1
*
-1 | 0.089390588322954061949738882666502335778 | 0.019914865219587493777611684919314820514
f(z) = -79/10*z^3 + 89/10*z + 1
*
[ -1 ] 
f(z) = -79/10*z^3 + 99/10*z + 1
*
-1 | 0.10214238484066117160585820357105951758 | 0.022699267818846301648834695244068991603
f(z) = -79/11*z^3 + 90/11*z + 1
*
-1 | 0.073156464871639675025789611539435052544 | 0.016217854882412175942929219031737572365
f(z) = -79/12*z^3 + 91/12*z + 1
*
-1 | 0.10197190799258450933013940553154210503 | 0.022551233047506234584107237533479302987
f(z) = -79/13*z^3 + 92/13*z + 1
*
-1 | 0.089049609656367965657827068585929948910 | 0.019646476550792180587421995728392229193
f(z) = -79/14*z^3 + 93/14*z + 1
*
-1 | 0.081455106132873808197429402761067149526 | 0.017928642105889444567979457636408749759
f(z) = -79/15*z^3 + 94/15*z + 1
*
[ 2 ] 
f(z) = -79/16*z^3 + 81/4*z + 1
*
[ -2 ] 
f(z) = -79/16*z^3 + 85/4*z + 1
*
-1 | 0.093153749905413615313716566023446315380 | 0.020455921871149458554940078905831003724
f(z) = -79/16*z^3 + 95/16*z + 1
*
-1 | 0.10162278868213946989839779151342802981 | 0.022264468971079718506773726484999040839
f(z) = -79/17*z^3 + 96/17*z + 1
*
-1 | 0.075135207414044111603434588821032301344 | 0.016424033729585383034026433738908736063
f(z) = -79/18*z^3 + 97/18*z + 1
*
-1 | 0.10144392836751254201258821411415439677 | 0.022125332151085743330463143826191175644
f(z) = -79/19*z^3 + 98/19*z + 1
*
[ -1 ] 
f(z) = -78*z^3 + 80*z + 1
*
-1 | 0.10239757225452022914687838671712805562 | 0.023172949952946946233573391162584533681
f(z) = -78/5*z^3 + 83/5*z + 1
*
[ -1/3 ] 
f(z) = -78/5*z^3 + 86/15*z + 1
*
[ -1 ] 
f(z) = -78/5*z^3 + 88/5*z + 1
*
[ -1/2 ] 
f(z) = -78/7*z^3 + 81/14*z + 1
*
-1 | 0.10223239543416838702675263716495586516 | 0.023011573389834728441201217665634100968
f(z) = -78/7*z^3 + 85/7*z + 1
*
[ -1 ] 
f(z) = -78/7*z^3 + 92/7*z + 1
*
-1 | 0.10189454205657221868234113227559753242 | 0.022700556174180086975820792775894130141
f(z) = -78/11*z^3 + 89/11*z + 1
*
-1 | 0.10136753269384269114020433789281762904 | 0.022259611998034332714422686963868933964
f(z) = -78/17*z^3 + 95/17*z + 1
*
-1 | 0.10118603212736357149560043735563051584 | 0.022118562812566268951700506162002363307
f(z) = -78/19*z^3 + 97/19*z + 1
*
[ -1/2 ] 
f(z) = -77*z^3 + 89/4*z + 1
*
[ -1 ] 
f(z) = -77/2*z^3 + 81/2*z + 1
*
-1 | 0.081974628900509576084939013316641313393 | 0.018707012926819025822713499428178317031
f(z) = -77/3*z^3 + 80/3*z + 1
*
[ -1 ] 
f(z) = -77/3*z^3 + 83/3*z + 1
*
-1 | 0.093678708870551763741442249689327755850 | 0.021317508878432922331627281299685563803
f(z) = -77/4*z^3 + 81/4*z + 1
*
[ -1 ] 
f(z) = -77/4*z^3 + 85/4*z + 1
*
[ -2/7 ] 
f(z) = -77/4*z^3 + 85/14*z + 1
*
-1 | 0.10215329528602449382078029820039404109 | 0.023181257882367375208354306737756831548
f(z) = -77/5*z^3 + 82/5*z + 1
*
[ -1 ] 
f(z) = -77/5*z^3 + 87/5*z + 1
*
-1 | 0.068890852573530573576124797911547668558 | 0.015590255156970274644629087178054930115
f(z) = -77/6*z^3 + 83/6*z + 1
*
[ -1 ] 
f(z) = -77/6*z^3 + 89/6*z + 1
*
-1 | 0.093343850300892383005639463303989656230 | 0.021010843505783930185779400062063380566
f(z) = -77/8*z^3 + 85/8*z + 1
*
[ -1 ] 
f(z) = -77/8*z^3 + 93/8*z + 1
*
-1 | 0.088252807351234852816058911638654336203 | 0.019812736071447126562858143785500960241
f(z) = -77/9*z^3 + 86/9*z + 1
*
[ -1 ] 
f(z) = -77/9*z^3 + 95/9*z + 1
*
-1 | 0.088893903652389328837793654411640293728 | 0.019905000571120088491180721798962154097
f(z) = -77/10*z^3 + 87/10*z + 1
*
[ -1 ] 
f(z) = -77/10*z^3 + 97/10*z + 1
*
-1 | 0.072655005805746426344042056644762315032 | 0.016186431651197026357291963058260401467
f(z) = -77/12*z^3 + 89/12*z + 1
*
-1 | 0.10146800409465843319973527822779549821 | 0.022549399092075633146079220169477322690
f(z) = -77/13*z^3 + 90/13*z + 1
*
-1 | 0.080945157987464862393838225053343272163 | 0.017901137261992553589393567394163253896
f(z) = -77/15*z^3 + 92/15*z + 1
*
[ -2 ] 
f(z) = -77/16*z^3 + 83/4*z + 1
*
-1 | 0.092642267162718508657023543078327216877 | 0.020439102837711519550214110396726308954
f(z) = -77/16*z^3 + 93/16*z + 1
*
-1 | 0.10110869410345326461028921609553312607 | 0.022254486875477512532033803007170742690
f(z) = -77/17*z^3 + 94/17*z + 1
*
-1 | 0.074618456045582329534211336097690062308 | 0.016385699003680433085927341410248809524
f(z) = -77/18*z^3 + 95/18*z + 1
*
-1 | 0.10092447386981726792217243352015362355 | 0.022111475644753833445932561205246362964
f(z) = -77/19*z^3 + 96/19*z + 1
*
[ -1/6 ] 
f(z) = -76*z^3 + 82/9*z + 1
*
[ -1 ] 
f(z) = -76/3*z^3 + 82/3*z + 1
*
-1 | 0.10190575192989233187472581686318314197 | 0.023189653206372884590754647635421294109
f(z) = -76/5*z^3 + 81/5*z + 1
*
[ -1 ] 
f(z) = -76/5*z^3 + 86/5*z + 1
*
-1 | 0.10173603146452823617393114109496799816 | 0.023023240821365062273212699967083021481
f(z) = -76/7*z^3 + 83/7*z + 1
*
[ -1 ] 
f(z) = -76/7*z^3 + 90/7*z + 1
*
-1 | 0.088000586976365084024788811441739739028 | 0.019808123999785959091266274987009208292
f(z) = -76/9*z^3 + 85/9*z + 1
*
[ -3/4 ] 
f(z) = -76/9*z^3 + 85/12*z + 1
*
[ -1 ] 
f(z) = -76/9*z^3 + 94/9*z + 1
*
-1 | 0.10138866119938181830104089021114290252 | 0.022702809485907324895298268545540344125
f(z) = -76/11*z^3 + 87/11*z + 1
*
[ -1 ] 
f(z) = -76/11*z^3 + 98/11*z + 1
*
-1 | 0.10121080283314537706563178462263566335 | 0.022548229461319707984005814353731444765
f(z) = -76/13*z^3 + 89/13*z + 1
*
-1 | 0.080686374424982062111442855480408641919 | 0.017887139758712115648617714189495560858
f(z) = -76/15*z^3 + 91/15*z + 1
*
-1 | 0.10084617045705095636955748942266479090 | 0.022249080380780326028509060100332643803
f(z) = -76/17*z^3 + 93/17*z + 1
*
[ -1/2 ] 
f(z) = -75*z^3 + 87/4*z + 1
*
[ -3/5 ] 
f(z) = -75*z^3 + 89/3*z + 1
*
[ -4/15 ] 
f(z) = -75/2*z^3 + 89/12*z + 1
*
[ -1/10 ] 
f(z) = -75/2*z^3 + 91/8*z + 1
*
[ 4/5 ] 
f(z) = -75/2*z^3 + 95/4*z + 1
*
[ -1/2 ] 
f(z) = -75/2*z^3 + 99/8*z + 1
*
[ -1 ] 
f(z) = -75/4*z^3 + 83/4*z + 1
*
-1 | 0.10148276623762814541272972314434209433 | 0.023029097281527505207995403440266245718
f(z) = -75/7*z^3 + 82/7*z + 1
*
[ -1 ] 
f(z) = -75/7*z^3 + 89/7*z + 1
*
-4/15 | 0.077288355368939691651759293535091179446 | 0.014270111266305619277395449240996809734
f(z) = -75/8*z^3 + 89/12*z + 1
*
[ -1 ] 
f(z) = -75/8*z^3 + 91/8*z + 1
*
-1 | 0.10113043336571593592372468387978199754 | 0.022703760313160897528421100873867017908
f(z) = -75/11*z^3 + 86/11*z + 1
*
[ -1 ] 
f(z) = -75/11*z^3 + 97/11*z + 1
*
[ -1/5 ] 
f(z) = -75/13*z^3 + 81/13*z + 1
*
-1 | 0.10094997009765152756045351445815009902 | 0.022546878709507214712548662575003360228
f(z) = -75/13*z^3 + 88/13*z + 1
*
[ -1/5 ] 
f(z) = -75/14*z^3 + 87/14*z + 1
*
-1 | 0.088022554473987847720233709674261848606 | 0.019610088058712719711408116035172856499
f(z) = -75/14*z^3 + 89/14*z + 1
*
[ -2 ] 
f(z) = -75/16*z^3 + 81/4*z + 1
*
[ 6/5 ] 
f(z) = -75/16*z^3 + 83/12*z + 1
*
-1/5 | 0.11055467067802108162444860811056398754 | 0.025018931545744947642446881389495907953
f(z) = -75/16*z^3 + 83/16*z + 1
*
-1 | 0.092116199409928154636056467397214748811 | 0.020420986128441298236936816254428282713
f(z) = -75/16*z^3 + 91/16*z + 1
*
-4/3 | 0.13865828107120800232984419346562346131 | 0.023260888586952850615568274820200516541
f(z) = -75/16*z^3 + 97/12*z + 1
*
[ 8/5 ] 
f(z) = -75/16*z^3 + 99/8*z + 1
*
[ -1/5 ] 
f(z) = -75/16*z^3 + 99/16*z + 1
*
-1 | 0.10057985482109252476037885750433669704 | 0.022243378501064691108228224030234555415
f(z) = -75/17*z^3 + 92/17*z + 1
*
-1 | 0.10038994217861862351653749318110859365 | 0.022096286283334661274383234511063086740
f(z) = -75/19*z^3 + 94/19*z + 1
*
[ -1 ] 
f(z) = -74/3*z^3 + 80/3*z + 1
*
[ -1 ] 
f(z) = -74/5*z^3 + 84/5*z + 1
*
-1 | 0.10122598684896809482635280389101300611 | 0.023034965995985782823967623214181099135
f(z) = -74/7*z^3 + 81/7*z + 1
*
[ -1 ] 
f(z) = -74/7*z^3 + 88/7*z + 1
*
-1 | 0.087485588718230117803715251149103107628 | 0.019798312834337276857464251482608568938
f(z) = -74/9*z^3 + 83/9*z + 1
*
[ -1/2 ] 
f(z) = -74/9*z^3 + 91/18*z + 1
*
[ -1 ] 
f(z) = -74/9*z^3 + 92/9*z + 1
*
-1 | 0.10086854735345048957880040929264496482 | 0.022704583711379675889775714812643102996
f(z) = -74/11*z^3 + 85/11*z + 1
*
[ -1 ] 
f(z) = -74/11*z^3 + 96/11*z + 1
*
-1 | 0.10068540160122644565997060519901899292 | 0.022545336564505789372125231040163533238
f(z) = -74/13*z^3 + 87/13*z + 1
*
-1 | 0.080155503346454954910716017788356269168 | 0.017857428569389381972712732256565769154
f(z) = -74/15*z^3 + 89/15*z + 1
*
-1 | 0.10030963551610319850413192768553665262 | 0.022237366375783953484439065686727008738
f(z) = -74/17*z^3 + 91/17*z + 1
*
-1 | 0.10011674212985208639750833130585603441 | 0.022088151022627082597340020964875428675
f(z) = -74/19*z^3 + 93/19*z + 1
*
[ -1/2 ] 
f(z) = -73*z^3 + 85/4*z + 1
*
[ -1/2 ] 
f(z) = -73/2*z^3 + 97/8*z + 1
*
[ -1 ] 
f(z) = -73/4*z^3 + 81/4*z + 1
*
[ -1 ] 
f(z) = -73/5*z^3 + 83/5*z + 1
*
[ -1 ] 
f(z) = -73/6*z^3 + 85/6*z + 1
*
-1 | 0.10096559433472705165797727118735601245 | 0.023040844511489623732515053426221733207
f(z) = -73/7*z^3 + 80/7*z + 1
*
[ -1 ] 
f(z) = -73/7*z^3 + 87/7*z + 1
*
-1 | 0.092318649882455184993460063706164384367 | 0.021008014118059945110609422713693974235
f(z) = -73/8*z^3 + 81/8*z + 1
*
[ -1 ] 
f(z) = -73/8*z^3 + 89/8*z + 1
*
-1 | 0.087222610934481989280687549221598403115 | 0.019793094599487109647320911480236694599
f(z) = -73/9*z^3 + 82/9*z + 1
*
[ -1 ] 
f(z) = -73/9*z^3 + 91/9*z + 1
*
-1 | 0.087859282324725530499338142289304934288 | 0.019882881081907933303460866849296785429
f(z) = -73/10*z^3 + 83/10*z + 1
*
[ -1 ] 
f(z) = -73/10*z^3 + 93/10*z + 1
*
-1 | 0.10060289783004153562955038700757450670 | 0.022705271374863527169296997657473375515
f(z) = -73/11*z^3 + 84/11*z + 1
*
[ -1 ] 
f(z) = -73/11*z^3 + 95/11*z + 1
*
-1 | 0.071609325309461611052651665808247701153 | 0.016118601523098799699415639630999399131
f(z) = -73/12*z^3 + 85/12*z + 1
*
[ -1 ] 
f(z) = -73/12*z^3 + 97/12*z + 1
*
-1 | 0.10041698848666980067265761499881736389 | 0.022543592092859304913524695160157229533
f(z) = -73/13*z^3 + 86/13*z + 1
*
[ -1 ] 
f(z) = -73/13*z^3 + 99/13*z + 1
*
-1 | 0.087487431091176984425798722671956080728 | 0.019590065170784072705167864892852866379
f(z) = -73/14*z^3 + 87/14*z + 1
*
-1 | 0.079884228955605152489294159040143733971 | 0.017841907425254748074022502486302833053
f(z) = -73/15*z^3 + 88/15*z + 1
*
-1 | 0.091574686797765586988770359517912150667 | 0.020401449182935333758270618845296114013
f(z) = -73/16*z^3 + 89/16*z + 1
*
-1 | 0.10003539583017919955640610453768336150 | 0.022231028234320201265618662315885339401
f(z) = -73/17*z^3 + 90/17*z + 1
*
-1 | 0.073538684326621947837064394117138698817 | 0.016302588058967570631270152601221932158
f(z) = -73/18*z^3 + 91/18*z + 1
*
-1 | 0.099839426242669678756455409667628026328 | 0.022079631663766504928941147912405520537
f(z) = -73/19*z^3 + 92/19*z + 1
*
[ -1/8 ] 
f(z) = -72*z^3 + 81/8*z + 1
*
-1/3 | 0.16406642068387365830257587601616003144 | 0.025812404295541940566846289192276701696
f(z) = -72*z^3 + 89/8*z + 1
*
1/2 | 0.17179232794750269944663856092540161374 | 0.028309208945447504039264577921434427698
f(z) = -72*z^3 + 91/6*z + 1
*
5/12 | 0.18835003544296159844671996478317821964 | 0.028627883230714435948432843831189068364
f(z) = -72*z^3 + 97/10*z + 1
*
[ -1/9 ] 
f(z) = -72*z^3 + 98/9*z + 1
*
[ -1 ] 
f(z) = -72/5*z^3 + 82/5*z + 1
*
[ -2/3 ] 
f(z) = -72/5*z^3 + 89/10*z + 1
*
-7/12 | 0.10858026507271864640092201730422536831 | 0.021847956558444995594891313870361362194
f(z) = -72/7*z^3 + 85/14*z + 1
*
[ -7/12 ] 
f(z) = -72/7*z^3 + 87/14*z + 1
*
[ 7/6 ] 
f(z) = -72/7*z^3 + 99/7*z + 1
*
[ -2/3 ] 
f(z) = -72/7*z^3 + 99/14*z + 1
*
-1 | 0.10033337483806543139919309147963405564 | 0.022705814430381880206418469156045604584
f(z) = -72/11*z^3 + 83/11*z + 1
*
[ -1 ] 
f(z) = -72/11*z^3 + 94/11*z + 1
*
-1 | 0.10014461705474727458584802608248277545 | 0.022541633649151492319716299496028002258
f(z) = -72/13*z^3 + 85/13*z + 1
*
[ -1/6 ] 
f(z) = -72/13*z^3 + 93/13*z + 1
*
[ -1 ] 
f(z) = -72/13*z^3 + 98/13*z + 1
*
-1 | 0.099757013710426909618364225417868636763 | 0.022224347328090630537520598021224741938
f(z) = -72/17*z^3 + 89/17*z + 1
*
[ -1/3 ] 
f(z) = -72/19*z^3 + 84/19*z + 1
*
-1 | 0.099557867786591785295103381071244027590 | 0.022070709061712138016686143161048172784
f(z) = -72/19*z^3 + 91/19*z + 1
*
[ -1/2 ] 
f(z) = -71*z^3 + 83/4*z + 1
*
[ -1/2 ] 
f(z) = -71/2*z^3 + 95/8*z + 1
*
[ -1 ] 
f(z) = -71/5*z^3 + 81/5*z + 1
*
[ -1 ] 
f(z) = -71/6*z^3 + 83/6*z + 1
*
[ -1 ] 
f(z) = -71/7*z^3 + 85/7*z + 1
*
[ -1 ] 
f(z) = -71/8*z^3 + 87/8*z + 1
*
-1 | 0.086685165457018170871641531812681672187 | 0.019781980504431470316669855337362232546
f(z) = -71/9*z^3 + 80/9*z + 1
*
[ -1 ] 
f(z) = -71/9*z^3 + 89/9*z + 1
*
-1 | 0.087318414140867772884989601329136322120 | 0.019870161439466345923441772104631309404
f(z) = -71/10*z^3 + 81/10*z + 1
*
[ -1 ] 
f(z) = -71/10*z^3 + 91/10*z + 1
*
-1 | 0.10005986351987775367446534431107397981 | 0.022706203392012363599814884788575492560
f(z) = -71/11*z^3 + 82/11*z + 1
*
[ -1 ] 
f(z) = -71/11*z^3 + 93/11*z + 1
*
-1 | 0.071063423531486722795984483874626039394 | 0.016081916013467987462564960690207587378
f(z) = -71/12*z^3 + 83/12*z + 1
*
[ -1 ] 
f(z) = -71/12*z^3 + 95/12*z + 1
*
-1 | 0.099868168471837366160655530069685484357 | 0.022539448820792689900769226466773638131
f(z) = -71/13*z^3 + 84/13*z + 1
*
[ -1 ] 
f(z) = -71/13*z^3 + 97/13*z + 1
*
-1 | 0.086934988297514551816180058188006766450 | 0.019568267522801908684600491781029869125
f(z) = -71/14*z^3 + 85/14*z + 1
*
[ -1 ] 
f(z) = -71/14*z^3 + 99/14*z + 1
*
-1 | 0.079328379939007391345702335650383125765 | 0.017809204056838908054617118966347293343
f(z) = -71/15*z^3 + 86/15*z + 1
*
-1 | 0.091016790767605667354210515199902656172 | 0.020380354532467570820363069979020388702
f(z) = -71/16*z^3 + 87/16*z + 1
*
-1 | 0.099474361430257008058333765413133862166 | 0.022217305856595435618781680892048247162
f(z) = -71/17*z^3 + 88/17*z + 1
*
-1 | 0.072974451879300102026008590036758851063 | 0.016257599383942715151496147632417125852
f(z) = -71/18*z^3 + 89/18*z + 1
*
-1 | 0.099271934045725006828697368644227283338 | 0.022061362883919245709330993862010737851
f(z) = -71/19*z^3 + 90/19*z + 1
*
-1/7 | 0.16359774894834750380762322737451677156 | 0.023752667910135224517183811782539345615
f(z) = -70*z^3 + 83/14*z + 1
*
-1/5 | 0.19056203538263753614482037485584413209 | 0.029088642733210346612985061373206348506
f(z) = -70*z^3 + 93/10*z + 1
*
[ 2/5 ] 
f(z) = -70*z^3 + 97/10*z + 1
*
[ -3/5 ] 
f(z) = -70/9*z^3 + 82/15*z + 1
*
[ -1 ] 
f(z) = -70/9*z^3 + 88/9*z + 1
*
[ -1/2 ] 
f(z) = -70/9*z^3 + 89/18*z + 1
*
-1 | 0.099782243821427689848582870902979289480 | 0.022706428111776716067186620558169606013
f(z) = -70/11*z^3 + 81/11*z + 1
*
[ -1 ] 
f(z) = -70/11*z^3 + 92/11*z + 1
*
-1 | 0.099587518455106511164436680806023688972 | 0.022537024367748045443761006547595778029
f(z) = -70/13*z^3 + 83/13*z + 1
*
[ -1 ] 
f(z) = -70/13*z^3 + 96/13*z + 1
*
-1 | 0.099187305230217888805030251858253291205 | 0.022209884886771792685289267930472573742
f(z) = -70/17*z^3 + 87/17*z + 1
*
-1 | 0.098981485933112709270188587964750773807 | 0.022051571519708433584430440965367521622
f(z) = -70/19*z^3 + 89/19*z + 1
*
[ -1/2 ] 
f(z) = -69*z^3 + 81/4*z + 1
*
[ 2/3 ] 
f(z) = -69/2*z^3 + 89/6*z + 1
*
[ -1/2 ] 
f(z) = -69/2*z^3 + 93/8*z + 1
*
[ -1/3 ] 
f(z) = -69/5*z^3 + 83/15*z + 1
*
[ -1 ] 
f(z) = -69/7*z^3 + 83/7*z + 1
*
[ -1 ] 
f(z) = -69/8*z^3 + 85/8*z + 1
*
[ -1 ] 
f(z) = -69/10*z^3 + 89/10*z + 1
*
-1 | 0.099500390173300899303408341416897048219 | 0.022706477725621103900552202294725106232
f(z) = -69/11*z^3 + 80/11*z + 1
*
[ -1 ] 
f(z) = -69/11*z^3 + 91/11*z + 1
*
-1 | 0.099302536933100750471955438595563513557 | 0.022534346156667234431655383243887516764
f(z) = -69/13*z^3 + 82/13*z + 1
*
[ -1 ] 
f(z) = -69/13*z^3 + 95/13*z + 1
*
-1 | 0.086366844172027731988914379303882994026 | 0.019545136798924622673281002235632340910
f(z) = -69/14*z^3 + 83/14*z + 1
*
[ -1 ] 
f(z) = -69/14*z^3 + 97/14*z + 1
*
-1 | 0.090441484093282712619392389464308453660 | 0.020357547525513236478815875189594510776
f(z) = -69/16*z^3 + 85/16*z + 1
*
-4/3 | 0.088778349257309553508591453474748264065 | 0.015111386554924400259949005806667895505
f(z) = -69/16*z^3 + 89/12*z + 1
*
[ 4/3 ] 
f(z) = -69/16*z^3 + 95/12*z + 1
*
-1 | 0.098895704929787927819190838412176993469 | 0.022202064264941305744541080040034381151
f(z) = -69/17*z^3 + 86/17*z + 1
*
-1 | 0.098686377573290969270681809601149311041 | 0.022041311981303774932608446287739575238
f(z) = -69/19*z^3 + 88/19*z + 1
*
[ -1/6 ] 
f(z) = -68*z^3 + 80/9*z + 1
*
[ -1 ] 
f(z) = -68/7*z^3 + 82/7*z + 1
*
[ -1 ] 
f(z) = -68/9*z^3 + 86/9*z + 1
*
[ -1 ] 
f(z) = -68/11*z^3 + 90/11*z + 1
*
-1 | 0.099013087679406203348024674624969587998 | 0.022531399088809486122440452035119994309
f(z) = -68/13*z^3 + 81/13*z + 1
*
[ -1 ] 
f(z) = -68/13*z^3 + 94/13*z + 1
*
-1 | 0.078463555505963257947589699387328232082 | 0.017756593294522151249248456888922123641
f(z) = -68/15*z^3 + 83/15*z + 1
*
[ -1 ] 
f(z) = -68/15*z^3 + 98/15*z + 1
*
-1 | 0.098386455849828792087880571198626015335 | 0.022030559795634368296353706338577110502
f(z) = -68/19*z^3 + 87/19*z + 1
*
[ -1/2 ] 
f(z) = -67/2*z^3 + 91/8*z + 1
*
[ -1 ] 
f(z) = -67/7*z^3 + 81/7*z + 1
*
[ -1 ] 
f(z) = -67/8*z^3 + 83/8*z + 1
*
[ -1 ] 
f(z) = -67/9*z^3 + 85/9*z + 1
*
[ -1 ] 
f(z) = -67/10*z^3 + 87/10*z + 1
*
[ -1 ] 
f(z) = -67/11*z^3 + 89/11*z + 1
*
[ -1 ] 
f(z) = -67/12*z^3 + 91/12*z + 1
*
-1 | 0.098719027916763903850866011819176107337 | 0.022528167021082187775953699715673517107
f(z) = -67/13*z^3 + 80/13*z + 1
*
[ -1 ] 
f(z) = -67/13*z^3 + 93/13*z + 1
*
-1 | 0.085779956628946444131354603609180676662 | 0.019520070345503966234801952218319007277
f(z) = -67/14*z^3 + 81/14*z + 1
*
[ -1 ] 
f(z) = -67/14*z^3 + 95/14*z + 1
*
-1 | 0.078167060887130965369766879520806649650 | 0.017738153147754548379688150252820041829
f(z) = -67/15*z^3 + 82/15*z + 1
*
[ -1 ] 
f(z) = -67/15*z^3 + 97/15*z + 1
*
-1 | 0.089847639287980147082692515306972420483 | 0.020332853628948069025369523523455860971
f(z) = -67/16*z^3 + 83/16*z + 1
*
[ -1 ] 
f(z) = -67/16*z^3 + 99/16*z + 1
*
-1 | 0.098298276644399472413496189798266450817 | 0.022185136760802369000371644896230289510
f(z) = -67/17*z^3 + 84/17*z + 1
*
-1 | 0.071791294536294642061733068906608939245 | 0.016159561124995795379845251277596586432
f(z) = -67/18*z^3 + 85/18*z + 1
*
-1 | 0.098081559914241503857264252346695288313 | 0.022019288885879329480094801793104813175
f(z) = -67/19*z^3 + 86/19*z + 1
*
[ -1/3 ] 
f(z) = -66/5*z^3 + 82/15*z + 1
*
[ -1 ] 
f(z) = -66/7*z^3 + 80/7*z + 1
*
[ -1 ] 
f(z) = -66/13*z^3 + 92/13*z + 1
*
-1 | 0.097992132232558456856496322454167716117 | 0.022175982555166447351791169471632037812
f(z) = -66/17*z^3 + 83/17*z + 1
*
-1 | 0.097771520652220968960543789636381089552 | 0.022007471441604945905543967515357312429
f(z) = -66/19*z^3 + 85/19*z + 1
*
[ 2/5 ] 
f(z) = -65*z^3 + 89/10*z + 1
*
[ -2/5 ] 
f(z) = -65/2*z^3 + 87/10*z + 1
*
[ -1/2 ] 
f(z) = -65/2*z^3 + 89/8*z + 1
*
3/5 | 0.16957118388509177631959797841921131509 | 0.029318172410043024685049633589927083593
f(z) = -65/3*z^3 + 82/15*z + 1
*
-1/5 | 0.16005630855291923370323235709221014889 | 0.027673088917332767848236957762913074413
f(z) = -65/3*z^3 + 88/15*z + 1
*
-2/5 | 0.15161114547651202496131957457120866409 | 0.026212954350643551541671422925414927946
f(z) = -65/6*z^3 + 86/15*z + 1
*
[ -1 ] 
f(z) = -65/8*z^3 + 81/8*z + 1
*
-2/13 | 0.17593334123535599598745892974893715250 | 0.026105439001397402065005308105477720635
f(z) = -65/8*z^3 + 87/13*z + 1
*
[ -1 ] 
f(z) = -65/9*z^3 + 83/9*z + 1
*
[ -1 ] 
f(z) = -65/11*z^3 + 87/11*z + 1
*
[ -1 ] 
f(z) = -65/12*z^3 + 89/12*z + 1
*
[ -1 ] 
f(z) = -65/14*z^3 + 93/14*z + 1
*
-1 | 0.089234015041308085637940027195231452049 | 0.020306075210001961827211927621996209961
f(z) = -65/16*z^3 + 81/16*z + 1
*
[ -1 ] 
f(z) = -65/16*z^3 + 97/16*z + 1
*
-1 | 0.097680809835707273234431933748286439758 | 0.022166333808614821999667359767655673233
f(z) = -65/17*z^3 + 82/17*z + 1
*
[ -1 ] 
f(z) = -65/17*z^3 + 99/17*z + 1
*
-1 | 0.071169903565241421711318966540852626848 | 0.016106012839582698559155812281304644446
f(z) = -65/18*z^3 + 83/18*z + 1
*
-1 | 0.097456160102616722172758145168464367640 | 0.021995077776191994479691821758048396522
f(z) = -65/19*z^3 + 84/19*z + 1
*
[ -3/8 ] 
f(z) = -64/5*z^3 + 82/15*z + 1
*
[ -9/8 ] 
f(z) = -64/9*z^3 + 98/9*z + 1
*
[ -1 ] 
f(z) = -64/11*z^3 + 86/11*z + 1
*
[ -1 ] 
f(z) = -64/13*z^3 + 90/13*z + 1
*
[ -1 ] 
f(z) = -64/15*z^3 + 94/15*z + 1
*
-1 | 0.097364130106311801395802090065397740369 | 0.022156162622291007341134718988910279517
f(z) = -64/17*z^3 + 81/17*z + 1
*
[ -1/4 ] 
f(z) = -64/17*z^3 + 89/17*z + 1
*
[ -1 ] 
f(z) = -64/17*z^3 + 98/17*z + 1
*
-1 | 0.097135290824017523462310565521010082782 | 0.021982076170077760677993823819154109732
f(z) = -64/19*z^3 + 83/19*z + 1
*
[ -1/4 ] 
f(z) = -64/19*z^3 + 99/19*z + 1
*
[ -1/9 ] 
f(z) = -63*z^3 + 97/9*z + 1
*
[ -1/2 ] 
f(z) = -63/2*z^3 + 87/8*z + 1
*
[ -2/7 ] 
f(z) = -63/2*z^3 + 99/14*z + 1
*
[ -2/7 ] 
f(z) = -63/4*z^3 + 81/14*z + 1
*
[ -2/3 ] 
f(z) = -63/5*z^3 + 81/10*z + 1
*
[ -2/21 ] 
f(z) = -63/8*z^3 + 81/7*z + 1
*
[ -1 ] 
f(z) = -63/10*z^3 + 83/10*z + 1
*
[ -1 ] 
f(z) = -63/11*z^3 + 85/11*z + 1
*
[ -1 ] 
f(z) = -63/13*z^3 + 89/13*z + 1
*
[ -1 ] 
f(z) = -63/16*z^3 + 95/16*z + 1
*
-1 | 0.097041904148626003221592624184311522548 | 0.022145439140136134323052459316348286151
f(z) = -63/17*z^3 + 80/17*z + 1
*
[ -1 ] 
f(z) = -63/17*z^3 + 97/17*z + 1
*
-1 | 0.096808715203110497529871056406659283017 | 0.021968432698137184230610999998944427120
f(z) = -63/19*z^3 + 82/19*z + 1
*
[ -1/3 ] 
f(z) = -63/19*z^3 + 83/19*z + 1
*
[ -1/3 ] 
f(z) = -62*z^3 + 98/9*z + 1
*
[ -1 ] 
f(z) = -62/9*z^3 + 80/9*z + 1
*
[ -1/2 ] 
f(z) = -62/9*z^3 + 85/18*z + 1
*
[ 3/2 ] 
f(z) = -62/9*z^3 + 95/6*z + 1
*
0 | 0.089484069055902309635216811093273939992 | 0.018564075114286474224007788442425760930
f(z) = -62/9*z^3 + 97/18*z + 1
*
[ -1 ] 
f(z) = -62/11*z^3 + 84/11*z + 1
*
[ -1 ] 
f(z) = -62/13*z^3 + 88/13*z + 1
*
[ -1 ] 
f(z) = -62/15*z^3 + 92/15*z + 1
*
[ -1 ] 
f(z) = -62/17*z^3 + 96/17*z + 1
*
-1 | 0.096476224698219700681953465564788676104 | 0.021954111039296122290566703957163824610
f(z) = -62/19*z^3 + 81/19*z + 1
*
[ -1/3 ] 
f(z) = -61*z^3 + 97/9*z + 1
*
[ -1/2 ] 
f(z) = -61/2*z^3 + 85/8*z + 1
*
[ -1/2 ] 
f(z) = -61/3*z^3 + 97/12*z + 1
*
[ -1 ] 
f(z) = -61/10*z^3 + 81/10*z + 1
*
[ -1 ] 
f(z) = -61/11*z^3 + 83/11*z + 1
*
[ -1 ] 
f(z) = -61/12*z^3 + 85/12*z + 1
*
[ -1 ] 
f(z) = -61/13*z^3 + 87/13*z + 1
*
[ -1 ] 
f(z) = -61/14*z^3 + 89/14*z + 1
*
[ -1 ] 
f(z) = -61/15*z^3 + 91/15*z + 1
*
[ -1 ] 
f(z) = -61/16*z^3 + 93/16*z + 1
*
[ -1 ] 
f(z) = -61/17*z^3 + 95/17*z + 1
*
[ -1 ] 
f(z) = -61/18*z^3 + 97/18*z + 1
*
-1 | 0.096137599010529449644699101851472200788 | 0.021939072266201363360825737382232876758
f(z) = -61/19*z^3 + 80/19*z + 1
*
[ -1 ] 
f(z) = -61/19*z^3 + 99/19*z + 1
*
-1/3 | 0.15349678454580184856456009873906815656 | 0.024965044488839273901367587268382937702
f(z) = -78/5*z^3 + 97/30*z + 1
*
-2/7 | 0.16583542586226063446285905244802796267 | 0.026366124825942471358347910371090494535
f(z) = -77/16*z^3 + 81/28*z + 1
*
-4/7 | 0.16695720606248569663784185309288990800 | 0.026544476324921771175867378240511569541
f(z) = -77/16*z^3 + 93/28*z + 1
*
-2/3 | 0.18245177024709413628183576369352300933 | 0.027893431198097320260726864378920498043
f(z) = -77/16*z^3 + 95/36*z + 1
*
-1/4 | 0.16825109728443432914037975402118736000 | 0.029429820191889131030060329039808099700
f(z) = -76/5*z^3 + 99/20*z + 1
*
-1/10 | 0.12936683765984858365281246025663061745 | 0.022680885576311577009273993899134815708
f(z) = -75/7*z^3 + 87/28*z + 1
*
-4/15 | 0.15497761971815583204036637289217102709 | 0.028614244236513417658147525834198988081
f(z) = -75/11*z^3 + 82/33*z + 1
*
[ 4/5 ] 
f(z) = -75/14*z^3 + 89/28*z + 1
*
-1/2 | 0.095256696131060241573325007511985294968 | 0.019061967135390229069602939933838742284
f(z) = -74/15*z^3 + 97/30*z + 1
*
-2/3 | 0.17833993290683439970150265157934013245 | 0.027488997984290076181265105588919857427
f(z) = -73/16*z^3 + 91/36*z + 1
*
-2/3 | 0.19362889155596145302515531084945789018 | 0.029973955949882419334760735380046468392
f(z) = -71/16*z^3 + 89/36*z + 1
*
[ 3/4 ] 
f(z) = -70/9*z^3 + 97/24*z + 1
*
-1/3 | 0.088734341652201232526776484821301870098 | 0.016639606379444354023120633134093901229
f(z) = -69/8*z^3 + 95/24*z + 1
*
-1/3 | 0.15727357173770603184739338059936315084 | 0.029492192975996609225106393929845220635
f(z) = -69/10*z^3 + 83/30*z + 1
*
-1/4 | 0.12931678185009836917079549743953352516 | 0.023068381708943162328241396210404799939
f(z) = -68/5*z^3 + 97/20*z + 1
*
0 | 0.12169462902847067781685865424038408832 | 0.024771662544790676018930396016967517554
f(z) = -68/15*z^3 + 91/30*z + 1
*
-2/3 | 0.17456967086586099662143630023079896472 | 0.027268342513880876959926500804534192957
f(z) = -67/16*z^3 + 85/36*z + 1
*
-1/3 | 0.11042666910929109638578182425838586343 | 0.018461632184160564591484005445091039708
f(z) = -66/5*z^3 + 89/30*z + 1
*
[ 3/5 ] 
f(z) = -65/6*z^3 + 97/30*z + 1
*
[ 4/5 ] 
f(z) = -65/8*z^3 + 99/20*z + 1
*
[ -2/5 ] 
f(z) = -65/16*z^3 + 83/20*z + 1
*
-2/3 | 0.17253952698477429147327509845279220758 | 0.027079415871783526907726211863089584317
f(z) = -65/16*z^3 + 83/36*z + 1
*
6/5 | 0.091315183487421867266327951046192381707 | 0.015603558455643330735499805901302177765
f(z) = -65/16*z^3 + 87/20*z + 1
*
[ -4/5 ] 
f(z) = -65/16*z^3 + 97/20*z + 1
*
-3/5 | 0.16637448275681645879627539901018119831 | 0.028765475703710749391659230708371951491
f(z) = -65/18*z^3 + 89/30*z + 1
*
0 | 0.13609798252523345252489349027808568972 | 0.028049697780592443297168904474968607946
f(z) = -64/11*z^3 + 95/22*z + 1
*
[ 3/4 ] 
f(z) = -64/11*z^3 + 97/33*z + 1
*
[ 3/4 ] 
f(z) = -64/13*z^3 + 95/39*z + 1
*
0 | 0.10315127135207796803909427176632934833 | 0.021259403948719240548275892486243145798
f(z) = -64/15*z^3 + 83/30*z + 1
*
-8/21 | 0.14940999861070278117962161187843069702 | 0.024537509850383274310283428538606893173
f(z) = -63/5*z^3 + 99/35*z + 1
*
[ 3/4 ] 
f(z) = -62/9*z^3 + 85/24*z + 1
*
0 | 0.13465301099441127819235469584833508695 | 0.027934677500008190600286367809194818850
f(z) = -62/11*z^3 + 91/22*z + 1
*
[ -1/2 ] 
f(z) = -62/11*z^3 + 97/22*z + 1
*
-1/2 | 0.094030740585021863212369078183247494966 | 0.019507312862380316117104517476119170583
f(z) = -62/15*z^3 + 91/30*z + 1
*
6/7 | 0.16847379345001802430761781717283335065 | 0.026785598100689629731317098339966982418
f(z) = -77/18*z^3 + 83/42*z + 1
*
-1/15 | 0.15471222038572406077415157717170982658 | 0.028565242313963431243265096317446285014
f(z) = -75/14*z^3 + 85/42*z + 1
*
[ 5/8 ] 
f(z) = -64/9*z^3 + 98/45*z + 1
*
[ 5/8 ] 
f(z) = -64/11*z^3 + 92/55*z + 1
*
[ 3/4 ] 
f(z) = -64/17*z^3 + 91/51*z + 1
*
[ 3/4 ] 
f(z) = -64/19*z^3 + 89/57*z + 1
*
[ 2/3 ] 
f(z) = -61/12*z^3 + 95/54*z + 1
*
3/4 | 0.15940901520433076004413784224250502197 | 0.027883197971057723239050689699278234106
f(z) = -76/15*z^3 + 91/60*z + 1
*
[ 5/8 ] 
f(z) = -64/13*z^3 + 86/65*z + 1
*
-3/16 | 0.098170532007056102247371667687133774798 | 0.017703767461001386793668137014893219089
f(z) = -64/15*z^3 + 89/60*z + 1
*
[ -1/20 ] 
f(z) = -80*z^3 + 106/5*z + 1
*
[ 2/5 ] 
f(z) = -80*z^3 + 113/10*z + 1
*
[ 3/8 ] 
f(z) = -80*z^3 + 115/12*z + 1
*
[ -1/3 ] 
f(z) = -80*z^3 + 116/9*z + 1
*
[ -3/10 ] 
f(z) = -80/3*z^3 + 101/15*z + 1
*
[ -1/5 ] 
f(z) = -80/3*z^3 + 106/15*z + 1
*
[ -1/8 ] 
f(z) = -80/3*z^3 + 113/12*z + 1
*
[ -3/20 ] 
f(z) = -80/9*z^3 + 118/15*z + 1
*
[ -1 ] 
f(z) = -80/11*z^3 + 102/11*z + 1
*
[ -1 ] 
f(z) = -80/13*z^3 + 106/13*z + 1
*
[ -1 ] 
f(z) = -80/17*z^3 + 114/17*z + 1
*
[ -1/4 ] 
f(z) = -80/19*z^3 + 100/19*z + 1
*
[ -1 ] 
f(z) = -80/19*z^3 + 118/19*z + 1
*
[ -1/3 ] 
f(z) = -79*z^3 + 115/9*z + 1
*
[ -1/2 ] 
f(z) = -79/2*z^3 + 103/8*z + 1
*
[ -1/2 ] 
f(z) = -79/3*z^3 + 115/12*z + 1
*
[ -1 ] 
f(z) = -79/11*z^3 + 101/11*z + 1
*
[ -1 ] 
f(z) = -79/12*z^3 + 103/12*z + 1
*
[ -1 ] 
f(z) = -79/13*z^3 + 105/13*z + 1
*
[ -1 ] 
f(z) = -79/14*z^3 + 107/14*z + 1
*
[ -1 ] 
f(z) = -79/15*z^3 + 109/15*z + 1
*
[ -1 ] 
f(z) = -79/16*z^3 + 111/16*z + 1
*
[ -1 ] 
f(z) = -79/17*z^3 + 113/17*z + 1
*
[ -1 ] 
f(z) = -79/18*z^3 + 115/18*z + 1
*
[ -1 ] 
f(z) = -79/19*z^3 + 117/19*z + 1
*
[ -1 ] 
f(z) = -78/11*z^3 + 100/11*z + 1
*
[ -1 ] 
f(z) = -78/17*z^3 + 112/17*z + 1
*
[ -1 ] 
f(z) = -78/19*z^3 + 116/19*z + 1
*
[ -1/3 ] 
f(z) = -77*z^3 + 113/9*z + 1
*
[ -1/2 ] 
f(z) = -77/2*z^3 + 101/8*z + 1
*
[ -2/7 ] 
f(z) = -77/2*z^3 + 107/14*z + 1
*
[ -1/2 ] 
f(z) = -77/3*z^3 + 113/12*z + 1
*
[ -1 ] 
f(z) = -77/12*z^3 + 101/12*z + 1
*
[ -1 ] 
f(z) = -77/13*z^3 + 103/13*z + 1
*
[ -1 ] 
f(z) = -77/15*z^3 + 107/15*z + 1
*
[ -1 ] 
f(z) = -77/16*z^3 + 109/16*z + 1
*
[ -1 ] 
f(z) = -77/17*z^3 + 111/17*z + 1
*
[ -1 ] 
f(z) = -77/18*z^3 + 113/18*z + 1
*
[ -1 ] 
f(z) = -77/19*z^3 + 115/19*z + 1
*
[ -1/3 ] 
f(z) = -76*z^3 + 112/9*z + 1
*
[ -1 ] 
f(z) = -76/13*z^3 + 102/13*z + 1
*
[ -1 ] 
f(z) = -76/15*z^3 + 106/15*z + 1
*
[ -1 ] 
f(z) = -76/17*z^3 + 110/17*z + 1
*
-4/15 | 0.086405488974129963186833621490358386627 | 0.012702216201857689498113733511542718012
f(z) = -75*z^3 + 115/12*z + 1
*
[ -4/5 ] 
f(z) = -75/2*z^3 + 105/4*z + 1
*
[ -2/3 ] 
f(z) = -75/2*z^3 + 115/6*z + 1
*
-3/10 | 0.090542395786527124568660572506434634260 | 0.015874096915307875984634114149326012730
f(z) = -75/4*z^3 + 107/16*z + 1
*
[ -3/5 ] 
f(z) = -75/4*z^3 + 113/12*z + 1
*
[ -1 ] 
f(z) = -75/13*z^3 + 101/13*z + 1
*
[ -1 ] 
f(z) = -75/14*z^3 + 103/14*z + 1
*
[ -1 ] 
f(z) = -75/16*z^3 + 107/16*z + 1
*
[ -8/5 ] 
f(z) = -75/16*z^3 + 109/8*z + 1
*
-4/15 | 0.081402465834895664594240405412143333838 | 0.013393757410445980999937848709732911354
f(z) = -75/16*z^3 + 109/12*z + 1
*
[ -1/5 ] 
f(z) = -75/17*z^3 + 105/17*z + 1
*
[ -1 ] 
f(z) = -75/17*z^3 + 109/17*z + 1
*
[ -1 ] 
f(z) = -75/19*z^3 + 113/19*z + 1
*
[ -1/5 ] 
f(z) = -75/19*z^3 + 117/19*z + 1
*
[ -1/3 ] 
f(z) = -74*z^3 + 110/9*z + 1
*
[ 3/2 ] 
f(z) = -74/9*z^3 + 113/6*z + 1
*
[ -1 ] 
f(z) = -74/13*z^3 + 100/13*z + 1
*
[ -1 ] 
f(z) = -74/15*z^3 + 104/15*z + 1
*
[ -1 ] 
f(z) = -74/17*z^3 + 108/17*z + 1
*
[ -1 ] 
f(z) = -74/19*z^3 + 112/19*z + 1
*
[ -1/3 ] 
f(z) = -73*z^3 + 109/9*z + 1
*
[ -1/2 ] 
f(z) = -73/3*z^3 + 109/12*z + 1
*
[ -1 ] 
f(z) = -73/14*z^3 + 101/14*z + 1
*
[ -1 ] 
f(z) = -73/15*z^3 + 103/15*z + 1
*
[ -1 ] 
f(z) = -73/16*z^3 + 105/16*z + 1
*
[ -1 ] 
f(z) = -73/17*z^3 + 107/17*z + 1
*
[ -1 ] 
f(z) = -73/18*z^3 + 109/18*z + 1
*
[ -1 ] 
f(z) = -73/19*z^3 + 111/19*z + 1
*
-3/8 | 0.18891286213782805731738482564507334065 | 0.029721469840104178920833281786224951138
f(z) = -72*z^3 + 105/8*z + 1
*
[ 5/12 ] 
f(z) = -72*z^3 + 111/10*z + 1
*
[ -7/6 ] 
f(z) = -72/7*z^3 + 111/7*z + 1
*
[ -1 ] 
f(z) = -72/17*z^3 + 106/17*z + 1
*
[ -1 ] 
f(z) = -72/19*z^3 + 110/19*z + 1
*
[ -1/3 ] 
f(z) = -71*z^3 + 107/9*z + 1
*
[ -1/2 ] 
f(z) = -71/3*z^3 + 107/12*z + 1
*
[ -1/2 ] 
f(z) = -71/4*z^3 + 119/16*z + 1
*
[ -1 ] 
f(z) = -71/15*z^3 + 101/15*z + 1
*
[ -1 ] 
f(z) = -71/16*z^3 + 103/16*z + 1
*
[ -1 ] 
f(z) = -71/17*z^3 + 105/17*z + 1
*
[ -1 ] 
f(z) = -71/18*z^3 + 107/18*z + 1
*
[ -1 ] 
f(z) = -71/19*z^3 + 109/19*z + 1
*
-3/10 | 0.16491352527203673653360338917424513711 | 0.025173485415813343041121755835667582903
f(z) = -70*z^3 + 103/10*z + 1
*
[ -1/3 ] 
f(z) = -70*z^3 + 106/9*z + 1
*
[ -1/10 ] 
f(z) = -70*z^3 + 117/10*z + 1
*
3/5 | 0.16117129887332013771304044334805080951 | 0.027513338684987417747934011846439911598
f(z) = -70/3*z^3 + 101/15*z + 1
*
[ -1/5 ] 
f(z) = -70/3*z^3 + 104/15*z + 1
*
[ 3/5 ] 
f(z) = -70/3*z^3 + 116/15*z + 1
*
[ 3/2 ] 
f(z) = -70/9*z^3 + 107/6*z + 1
*
0 | 0.11612195544761299992237940376343907383 | 0.023498656016939780067585719373249344325
f(z) = -70/9*z^3 + 113/18*z + 1
*
[ -3/2 ] 
f(z) = -70/9*z^3 + 115/6*z + 1
*
[ -1 ] 
f(z) = -70/17*z^3 + 104/17*z + 1
*
[ -1 ] 
f(z) = -70/19*z^3 + 108/19*z + 1
*
[ -1/6 ] 
f(z) = -69*z^3 + 107/12*z + 1
*
[ -2/3 ] 
f(z) = -69/2*z^3 + 107/6*z + 1
*
[ -1/2 ] 
f(z) = -69/4*z^3 + 117/16*z + 1
*
[ -1 ] 
f(z) = -69/16*z^3 + 101/16*z + 1
*
[ -4/3 ] 
f(z) = -69/16*z^3 + 113/12*z + 1
*
[ -1 ] 
f(z) = -69/17*z^3 + 103/17*z + 1
*
[ -1 ] 
f(z) = -69/19*z^3 + 107/19*z + 1
*
[ -1/3 ] 
f(z) = -68*z^3 + 104/9*z + 1
*
0 | 0.13657483018746179891011175824948746219 | 0.027800615627205634645376955186203674127
f(z) = -68/9*z^3 + 109/18*z + 1
*
[ -1 ] 
f(z) = -68/19*z^3 + 106/19*z + 1
*
[ -1/3 ] 
f(z) = -67*z^3 + 103/9*z + 1
*
[ -1/2 ] 
f(z) = -67/3*z^3 + 103/12*z + 1
*
[ -1/2 ] 
f(z) = -67/4*z^3 + 115/16*z + 1
*
[ -1 ] 
f(z) = -67/17*z^3 + 101/17*z + 1
*
[ -1 ] 
f(z) = -67/18*z^3 + 103/18*z + 1
*
[ -1 ] 
f(z) = -67/19*z^3 + 105/19*z + 1
*
[ -1 ] 
f(z) = -66/17*z^3 + 100/17*z + 1
*
[ -1 ] 
f(z) = -66/19*z^3 + 104/19*z + 1
*
[ -1/3 ] 
f(z) = -65*z^3 + 101/9*z + 1
*
[ -1/2 ] 
f(z) = -65/3*z^3 + 101/12*z + 1
*
[ -1/5 ] 
f(z) = -65/3*z^3 + 103/15*z + 1
*
[ 3/5 ] 
f(z) = -65/3*z^3 + 107/15*z + 1
*
[ -1/2 ] 
f(z) = -65/4*z^3 + 113/16*z + 1
*
[ -2/13 ] 
f(z) = -65/8*z^3 + 100/13*z + 1
*
[ -1 ] 
f(z) = -65/18*z^3 + 101/18*z + 1
*
[ -1 ] 
f(z) = -65/19*z^3 + 103/19*z + 1
*
[ -1/3 ] 
f(z) = -64*z^3 + 100/9*z + 1
*
[ -3/16 ] 
f(z) = -64*z^3 + 103/12*z + 1
*
[ 3/4 ] 
f(z) = -64*z^3 + 107/3*z + 1
*
-3/16 | 0.14153613955386393775330134720234496005 | 0.021303524831272380679121487950763954758
f(z) = -64*z^3 + 107/12*z + 1
*
[ -3/4 ] 
f(z) = -64*z^3 + 115/3*z + 1
*
-3/16 | 0.059083983181589387599106053075206455325 | 0.010655021191505740976921249584959585949
f(z) = -64/3*z^3 + 109/12*z + 1
*
[ 5/8 ] 
f(z) = -64/3*z^3 + 116/15*z + 1
*
0 | 0.12710257404475818988042829339027577405 | 0.026195750465513559406702493762093295502
f(z) = -64/3*z^3 + 119/6*z + 1
*
[ 5/4 ] 
f(z) = -64/5*z^3 + 101/5*z + 1
*
[ 3/4 ] 
f(z) = -64/5*z^3 + 103/15*z + 1
*
-5/4 | 0.13827389349832839387315903801224975492 | 0.029772234185518632376433479655625271907
f(z) = -64/5*z^3 + 104/5*z + 1
*
[ -5/4 ] 
f(z) = -64/5*z^3 + 109/5*z + 1
*
0 | 0.097006151317822200509027205080687882399 | 0.019992899063135210155231813606857371473
f(z) = -64/9*z^3 + 101/18*z + 1
*
[ -1/8 ] 
f(z) = -64/11*z^3 + 100/11*z + 1
*
[ -1/8 ] 
f(z) = -64/13*z^3 + 118/13*z + 1
*
[ 5/4 ] 
f(z) = -64/15*z^3 + 103/15*z + 1
*
-1/8 | 0.12429607289328397371273221967471590572 | 0.026653306794596471629996613233045866507
f(z) = -64/15*z^3 + 106/15*z + 1
*
[ -1 ] 
f(z) = -64/19*z^3 + 102/19*z + 1
*
-10/21 | 0.15040454856684611053796341778228078289 | 0.024700844162494144420344073621634408390
f(z) = -63*z^3 + 107/7*z + 1
*
-8/21 | 0.17944820860557796144640101324024320233 | 0.029470666135041271538154295242300703099
f(z) = -63/2*z^3 + 113/14*z + 1
*
[ -1/2 ] 
f(z) = -63/4*z^3 + 111/16*z + 1
*
[ 4/3 ] 
f(z) = -63/4*z^3 + 113/4*z + 1
*
[ -2/9 ] 
f(z) = -63/4*z^3 + 113/18*z + 1
*
[ -4/3 ] 
f(z) = -63/4*z^3 + 119/4*z + 1
*
[ -1/6 ] 
f(z) = -63/4*z^3 + 119/16*z + 1
*
[ -1 ] 
f(z) = -63/19*z^3 + 101/19*z + 1
*
0 | 0.12212751484137795445631781374583919129 | 0.025336178640022791358841962040821275469
f(z) = -62/3*z^3 + 115/6*z + 1
*
[ -3/2 ] 
f(z) = -62/9*z^3 + 103/6*z + 1
*
[ -1 ] 
f(z) = -62/19*z^3 + 100/19*z + 1
*
[ -1/2 ] 
f(z) = -61/4*z^3 + 109/16*z + 1
*
[ 2/3 ] 
f(z) = -61/4*z^3 + 113/18*z + 1
*
-2 | 0.069678567590295184217786888172439938925 | 0.012733026515946478132929595823760338574
f(z) = -61/12*z^3 + 119/6*z + 1
*
[ -1/3 ] 
f(z) = -78/7*z^3 + 110/21*z + 1
*
[ -1/2 ] 
f(z) = -78/11*z^3 + 105/22*z + 1
*
[ -3/7 ] 
f(z) = -77/9*z^3 + 103/21*z + 1
*
[ -1/4 ] 
f(z) = -76/5*z^3 + 119/20*z + 1
*
0 | 0.12131984920149685752627708125758925930 | 0.024148633451390368500961552174137148334
f(z) = -76/15*z^3 + 107/30*z + 1
*
[ 8/15 ] 
f(z) = -75/4*z^3 + 107/24*z + 1
*
-8/15 | 0.15241055507868977666514576114956722994 | 0.028140275061491989291742107843519797217
f(z) = -75/7*z^3 + 106/21*z + 1
*
[ -7/15 ] 
f(z) = -75/7*z^3 + 115/21*z + 1
*
-8/15 | 0.15500486168460646272299811428495770092 | 0.028619274048449611245685057919366970979
f(z) = -75/8*z^3 + 109/24*z + 1
*
[ -2/5 ] 
f(z) = -75/11*z^3 + 101/22*z + 1
*
[ 11/15 ] 
f(z) = -75/11*z^3 + 109/33*z + 1
*
[ -2/5 ] 
f(z) = -75/13*z^3 + 115/26*z + 1
*
-2/5 | 0.15788160099166566451094284133310832088 | 0.028986453764589212795154912755756747736
f(z) = -75/14*z^3 + 116/21*z + 1
*
[ -8/15 ] 
f(z) = -75/16*z^3 + 101/24*z + 1
*
[ 3/4 ] 
f(z) = -74/9*z^3 + 103/24*z + 1
*
[ -1/2 ] 
f(z) = -74/11*z^3 + 103/22*z + 1
*
0 | 0.13738393950508614380187976816524904422 | 0.027492115999627659572757991271975129099
f(z) = -74/11*z^3 + 115/22*z + 1
*
0 | 0.14317641674853078755653411088519859100 | 0.028651257722274854813085749298859427705
f(z) = -74/13*z^3 + 109/26*z + 1
*
[ -1/2 ] 
f(z) = -74/13*z^3 + 115/26*z + 1
*
0 | 0.094842365127544776572630639070844609967 | 0.018979054707256898427430519496659249895
f(z) = -74/15*z^3 + 103/30*z + 1
*
0 | 0.13336152665754345773429516423519456284 | 0.026834313206277022495825797243686367376
f(z) = -72/11*z^3 + 111/22*z + 1
*
-2/3 | 0.14423064659319879771667463809764398625 | 0.029021341024119322209616373608800803239
f(z) = -72/13*z^3 + 103/26*z + 1
*
0 | 0.14475594249613974682550589718602631890 | 0.029127038335321287221702441300626444836
f(z) = -72/13*z^3 + 105/26*z + 1
*
-1/4 | 0.14810823788904242318058473094651405125 | 0.029801569789689739508071360487677567523
f(z) = -72/13*z^3 + 113/26*z + 1
*
[ -3/7 ] 
f(z) = -70/9*z^3 + 100/21*z + 1
*
[ -1/2 ] 
f(z) = -70/11*z^3 + 101/22*z + 1
*
0 | 0.13321731707253928333353497594580502376 | 0.026958105358460433310995096902782883897
f(z) = -70/11*z^3 + 107/22*z + 1
*
0 | 0.14560998311061969377440778978129348700 | 0.029465908428423716714759541031471439818
f(z) = -70/13*z^3 + 101/26*z + 1
*
[ -1/2 ] 
f(z) = -70/13*z^3 + 113/26*z + 1
*
[ -1/3 ] 
f(z) = -69/7*z^3 + 107/21*z + 1
*
[ -1/3 ] 
f(z) = -69/8*z^3 + 119/24*z + 1
*
-1/3 | 0.15187478507834232977982263928285869514 | 0.028479803823547436513578905360392867102
f(z) = -69/10*z^3 + 113/30*z + 1
*
[ -1/4 ] 
f(z) = -68/5*z^3 + 117/20*z + 1
*
[ -1/3 ] 
f(z) = -66/7*z^3 + 106/21*z + 1
*
[ -1/2 ] 
f(z) = -66/13*z^3 + 111/26*z + 1
*
-1/5 | 0.16706059521703821587110564810176219835 | 0.028884101775314350223364658533932651759
f(z) = -65/4*z^3 + 113/20*z + 1
*
-4/5 | 0.17223228951973708293253537001085170255 | 0.029778266820015043828835250897678727666
f(z) = -65/8*z^3 + 109/20*z + 1
*
-2/5 | 0.13331791949042885493989238055080542233 | 0.023050129505596174362711725676825183332
f(z) = -65/12*z^3 + 101/30*z + 1
*
[ -3/5 ] 
f(z) = -65/18*z^3 + 119/30*z + 1
*
[ 3/4 ] 
f(z) = -64/7*z^3 + 101/21*z + 1
*
[ -3/8 ] 
f(z) = -64/7*z^3 + 104/21*z + 1
*
[ 5/8 ] 
f(z) = -64/7*z^3 + 104/35*z + 1
*
-3/8 | 0.12454484277695827869487747774045352625 | 0.023689006639852190329658224814912825444
f(z) = -64/11*z^3 + 115/33*z + 1
*
[ 6/7 ] 
f(z) = -63/8*z^3 + 118/21*z + 1
*
[ -2/5 ] 
f(z) = -63/8*z^3 + 119/25*z + 1
*
[ -2/3 ] 
f(z) = -63/11*z^3 + 111/22*z + 1
*
-4/9 | 0.18870655546038043506724872629459823965 | 0.029762754194298147502480725942549525376
f(z) = -63/16*z^3 + 109/36*z + 1
*
[ -4/7 ] 
f(z) = -63/16*z^3 + 113/28*z + 1
*
[ -1/2 ] 
f(z) = -62/13*z^3 + 109/26*z + 1
*
[ -2/5 ] 
f(z) = -61/8*z^3 + 118/25*z + 1
*
[ 3/4 ] 
f(z) = -80/17*z^3 + 118/51*z + 1
*
[ 3/4 ] 
f(z) = -80/19*z^3 + 116/57*z + 1
*
-4/11 | 0.18229116724624099614700348841347435195 | 0.027039344447736450165495626581210920395
f(z) = -77/16*z^3 + 105/44*z + 1
*
-3/5 | 0.15258924366409041368983562482970885048 | 0.028173267172444716193021256663211877390
f(z) = -75/14*z^3 + 109/42*z + 1
*
[ 2/3 ] 
f(z) = -73/12*z^3 + 119/54*z + 1
*
[ 2/3 ] 
f(z) = -71/12*z^3 + 115/54*z + 1
*
[ 2/3 ] 
f(z) = -67/12*z^3 + 107/54*z + 1
*
[ 2/3 ] 
f(z) = -65/12*z^3 + 103/54*z + 1
*
[ 11/16 ] 
f(z) = -64/11*z^3 + 101/44*z + 1
*
-1/3 | 0.079552627630554381978154904530860303052 | 0.013064877868011507084480791354223371238
f(z) = -63/8*z^3 + 113/56*z + 1
*
5/6 | 0.082825194348159785714620983349242617999 | 0.014978977582916452630822337001959989821
f(z) = -63/10*z^3 + 103/40*z + 1
*
2/3 | 0.19957538926561843044863648713722965095 | 0.028407131286976267223646247405466787157
f(z) = -75/16*z^3 + 107/60*z + 1
*
[ 13/21 ] 
f(z) = -63/13*z^3 + 113/91*z + 1
*
[ 2/3 ] 
f(z) = -66/19*z^3 + 119/114*z + 1
*
[ -1/12 ] 
f(z) = -80*z^3 + 122/9*z + 1
*
[ 3/4 ] 
f(z) = -80*z^3 + 134/3*z + 1
*
-9/20 | 0.095114185147131131646843249441327872077 | 0.015874947502283355040619027864417237989
f(z) = -80/3*z^3 + 121/15*z + 1
*
[ -3/20 ] 
f(z) = -80/3*z^3 + 124/15*z + 1
*
[ 3/5 ] 
f(z) = -80/3*z^3 + 134/15*z + 1
*
-1/2 | 0.15756763972424797404251825634113900716 | 0.026298685152080929064991132624406287762
f(z) = -80/3*z^3 + 136/15*z + 1
*
0 | 0.14294876863789226655235915738349978837 | 0.028166280376213328157041355160120878522
f(z) = -80/9*z^3 + 133/18*z + 1
*
[ -1/2 ] 
f(z) = -79/4*z^3 + 127/16*z + 1
*
[ -1/11 ] 
f(z) = -77*z^3 + 139/11*z + 1
*
[ -1/7 ] 
f(z) = -77/2*z^3 + 123/14*z + 1
*
[ -1/2 ] 
f(z) = -77/4*z^3 + 125/16*z + 1
*
-3/10 | 0.15089038695014941510867661818770771015 | 0.022181950945230017363347348309444350806
f(z) = -75*z^3 + 125/12*z + 1
*
[ -1/2 ] 
f(z) = -75/4*z^3 + 123/16*z + 1
*
[ -4/3 ] 
f(z) = -75/16*z^3 + 121/12*z + 1
*
0 | 0.13378129477673912097698580257002211155 | 0.026771185102362942023552961190410956598
f(z) = -74/3*z^3 + 139/6*z + 1
*
[ -3/2 ] 
f(z) = -74/9*z^3 + 121/6*z + 1
*
0 | 0.12453926222069025010160848497459453338 | 0.024921747445977900222131877732956657264
f(z) = -74/9*z^3 + 121/18*z + 1
*
[ -1/2 ] 
f(z) = -73/4*z^3 + 121/16*z + 1
*
[ 2/3 ] 
f(z) = -73/4*z^3 + 137/18*z + 1
*
-1/12 | 0.14077548736475670259671138233197746566 | 0.028326111843430206209783151009590874451
f(z) = -72/5*z^3 + 121/10*z + 1
*
[ -1/12 ] 
f(z) = -72/5*z^3 + 131/10*z + 1
*
[ -1/6 ] 
f(z) = -72/17*z^3 + 121/17*z + 1
*
[ -1/6 ] 
f(z) = -72/19*z^3 + 135/19*z + 1
*
[ 2/3 ] 
f(z) = -71/4*z^3 + 133/18*z + 1
*
-2 | 0.072451135345260029211977044117432214835 | 0.012874202772642954148037695539530127500
f(z) = -71/12*z^3 + 139/6*z + 1
*
-3/14 | 0.077173302238916247566988248023044350035 | 0.011204749645963809182493310525344148627
f(z) = -70*z^3 + 129/14*z + 1
*
0 | 0.13016713448362642583968955300284182315 | 0.026340864706858958510560688197972229366
f(z) = -70/3*z^3 + 131/6*z + 1
*
0 | 0.14157881143536484212606273020820751218 | 0.028650152991160350847964203058200493694
f(z) = -70/3*z^3 + 137/6*z + 1
*
-2 | 0.092085211918315201017090454466616137143 | 0.016405328753056038197800349517011238464
f(z) = -69/4*z^3 + 137/2*z + 1
*
[ 2 ] 
f(z) = -69/4*z^3 + 139/2*z + 1
*
3/4 | 0.14963695870503529757465707715192003880 | 0.026693229075051358290654769871155503174
f(z) = -68/3*z^3 + 137/12*z + 1
*
[ -1/3 ] 
f(z) = -67/2*z^3 + 139/18*z + 1
*
[ 2/3 ] 
f(z) = -67/4*z^3 + 125/18*z + 1
*
-2 | 0.091543677986278579830929114357195987341 | 0.016395404048588529604804676689156920226
f(z) = -67/4*z^3 + 133/2*z + 1
*
[ 2 ] 
f(z) = -67/4*z^3 + 135/2*z + 1
*
[ -2 ] 
f(z) = -67/4*z^3 + 137/2*z + 1
*
-2 | 0.071392704125105998307665143716501595552 | 0.012821172267068664238528546360852414365
f(z) = -67/12*z^3 + 131/6*z + 1
*
[ 2 ] 
f(z) = -67/12*z^3 + 137/6*z + 1
*
[ -1/11 ] 
f(z) = -66*z^3 + 138/11*z + 1
*
[ -2/5 ] 
f(z) = -65*z^3 + 139/10*z + 1
*
[ -1/3 ] 
f(z) = -65/2*z^3 + 137/18*z + 1
*
[ 2/3 ] 
f(z) = -65/4*z^3 + 121/18*z + 1
*
-2 | 0.090985818181337170547064678292667178063 | 0.016385103617249084871907380168024432071
f(z) = -65/4*z^3 + 129/2*z + 1
*
[ 2 ] 
f(z) = -65/4*z^3 + 131/2*z + 1
*
[ -2 ] 
f(z) = -65/4*z^3 + 133/2*z + 1
*
-2 | 0.070839200359064204629420315848447591519 | 0.012793015003807258120115659714663357689
f(z) = -65/12*z^3 + 127/6*z + 1
*
[ 2 ] 
f(z) = -65/12*z^3 + 133/6*z + 1
*
[ -2 ] 
f(z) = -65/12*z^3 + 139/6*z + 1
*
[ -1/12 ] 
f(z) = -64*z^3 + 121/9*z + 1
*
[ 5/8 ] 
f(z) = -64*z^3 + 122/5*z + 1
*
-5/32 | 0.18183541565720927762217010609316637393 | 0.026233305242663919574882876361916561401
f(z) = -64*z^3 + 137/16*z + 1
*
[ -5/8 ] 
f(z) = -64*z^3 + 138/5*z + 1
*
0 | 0.13970113642584272234220915863207658073 | 0.028792305246873688798910453152032656747
f(z) = -64/3*z^3 + 125/6*z + 1
*
[ 11/8 ] 
f(z) = -64/11*z^3 + 124/11*z + 1
*
[ -5/4 ] 
f(z) = -64/15*z^3 + 127/15*z + 1
*
[ -1/8 ] 
f(z) = -64/15*z^3 + 136/15*z + 1
*
5/12 | 0.10906521647161053863011254769330387269 | 0.015770615653116603536222009548827507901
f(z) = -63*z^3 + 127/16*z + 1
*
[ -2/7 ] 
f(z) = -63*z^3 + 135/14*z + 1
*
[ -1/7 ] 
f(z) = -63/2*z^3 + 121/14*z + 1
*
[ -2/9 ] 
f(z) = -63/2*z^3 + 127/18*z + 1
*
-2 | 0.090410616702449580727020091748258682516 | 0.016374401276655964353015177470089092458
f(z) = -63/4*z^3 + 125/2*z + 1
*
[ 2 ] 
f(z) = -63/4*z^3 + 127/2*z + 1
*
[ -2 ] 
f(z) = -63/4*z^3 + 129/2*z + 1
*
0 | 0.13517724169327525332726338082212916337 | 0.028043432702734231818176216981216348446
f(z) = -62/3*z^3 + 121/6*z + 1
*
[ -1/3 ] 
f(z) = -61/2*z^3 + 133/18*z + 1
*
-2 | 0.089816959815033298665446917231758398991 | 0.016363268139666519716067042449165662137
f(z) = -61/4*z^3 + 121/2*z + 1
*
[ 2 ] 
f(z) = -61/4*z^3 + 123/2*z + 1
*
[ -2 ] 
f(z) = -61/4*z^3 + 125/2*z + 1
*
[ 2 ] 
f(z) = -61/12*z^3 + 125/6*z + 1
*
[ -2 ] 
f(z) = -61/12*z^3 + 131/6*z + 1
*
[ 3/4 ] 
f(z) = -80/7*z^3 + 128/21*z + 1
*
[ 3/4 ] 
f(z) = -80/11*z^3 + 124/33*z + 1
*
0 | 0.15105511172086597795069054155313151917 | 0.029763534653227726401367464125619587095
f(z) = -80/13*z^3 + 121/26*z + 1
*
[ 3/4 ] 
f(z) = -80/13*z^3 + 122/39*z + 1
*
[ -1/2 ] 
f(z) = -79/5*z^3 + 139/20*z + 1
*
[ -2/5 ] 
f(z) = -79/8*z^3 + 127/25*z + 1
*
0 | 0.14439086693158176700672388438897675589 | 0.028593066163529271842086559647116187709
f(z) = -78/11*z^3 + 123/22*z + 1
*
[ -1/2 ] 
f(z) = -77/5*z^3 + 137/20*z + 1
*
[ -2/5 ] 
f(z) = -77/8*z^3 + 126/25*z + 1
*
[ -4/7 ] 
f(z) = -77/16*z^3 + 121/28*z + 1
*
[ -2/7 ] 
f(z) = -77/16*z^3 + 137/28*z + 1
*
[ 7/10 ] 
f(z) = -75/7*z^3 + 135/28*z + 1
*
[ -3/5 ] 
f(z) = -75/7*z^3 + 137/21*z + 1
*
[ -8/15 ] 
f(z) = -75/8*z^3 + 133/24*z + 1
*
-14/15 | 0.13070554826021954761108321058689670177 | 0.023571030786461477523975680164509442626
f(z) = -75/14*z^3 + 128/21*z + 1
*
-8/15 | 0.16359847708043936831063909880229230960 | 0.029629563536561275424742499341001537473
f(z) = -75/16*z^3 + 125/24*z + 1
*
[ -1/2 ] 
f(z) = -74/15*z^3 + 127/30*z + 1
*
[ -1/2 ] 
f(z) = -74/17*z^3 + 139/34*z + 1
*
[ -1/2 ] 
f(z) = -73/5*z^3 + 133/20*z + 1
*
[ -2/5 ] 
f(z) = -73/8*z^3 + 124/25*z + 1
*
[ -1/2 ] 
f(z) = -71/5*z^3 + 131/20*z + 1
*
[ -2/5 ] 
f(z) = -71/8*z^3 + 123/25*z + 1
*
[ -1/2 ] 
f(z) = -70/17*z^3 + 137/34*z + 1
*
[ -1/2 ] 
f(z) = -69/5*z^3 + 129/20*z + 1
*
2/3 | 0.15530806696117504592960524557799788035 | 0.025773568087274109288519856117345532050
f(z) = -69/5*z^3 + 139/30*z + 1
*
[ -2/5 ] 
f(z) = -69/8*z^3 + 122/25*z + 1
*
-2/3 | 0.071605843866846139845667520424552097045 | 0.013427642942147326289274170238402904260
f(z) = -69/10*z^3 + 137/30*z + 1
*
[ -1/2 ] 
f(z) = -67/5*z^3 + 127/20*z + 1
*
[ -1/2 ] 
f(z) = -67/6*z^3 + 139/24*z + 1
*
[ -2/5 ] 
f(z) = -67/8*z^3 + 121/25*z + 1
*
2/3 | 0.15375801490398476741801539240419763539 | 0.025705963418262775084032453409920397628
f(z) = -66/5*z^3 + 131/30*z + 1
*
0 | 0.15799024251329401835017062428365521983 | 0.029875617399098008362332251486277254636
f(z) = -66/13*z^3 + 133/39*z + 1
*
-1/3 | 0.14457347857969369566311288503890261510 | 0.027338535996868168570009082528347457589
f(z) = -66/13*z^3 + 139/39*z + 1
*
[ -1/2 ] 
f(z) = -66/17*z^3 + 135/34*z + 1
*
-1/10 | 0.18928988775259761665945589984833556881 | 0.026399823127848164837519526758149177173
f(z) = -65*z^3 + 133/20*z + 1
*
[ -1/5 ] 
f(z) = -65/4*z^3 + 133/20*z + 1
*
-2/5 | 0.11771612728590519515964664687601323470 | 0.020352642684557917529144784344253321134
f(z) = -65/6*z^3 + 127/30*z + 1
*
[ -1/2 ] 
f(z) = -65/6*z^3 + 137/24*z + 1
*
-4/5 | 0.11852343292026251146220966693693771392 | 0.020492222566194680938395406865652411339
f(z) = -65/8*z^3 + 129/20*z + 1
*
[ -2/5 ] 
f(z) = -65/12*z^3 + 131/30*z + 1
*
6/5 | 0.16272434446856821987780061471053501141 | 0.027239626811215070078018946759221067188
f(z) = -65/18*z^3 + 131/30*z + 1
*
-1/4 | 0.10846031559398867079083368319132792292 | 0.019559394930087420109986696775276497559
f(z) = -64/5*z^3 + 121/20*z + 1
*
-3/4 | 0.13337360603407237245974762914635305997 | 0.025368278352403198733542196462173641930
f(z) = -64/7*z^3 + 136/21*z + 1
*
[ 4/7 ] 
f(z) = -63/4*z^3 + 123/28*z + 1
*
[ -1/2 ] 
f(z) = -63/5*z^3 + 123/20*z + 1
*
-1/6 | 0.16277107247231700650688134307291725084 | 0.029437229394974266591715673020395004389
f(z) = -63/5*z^3 + 127/20*z + 1
*
-6/7 | 0.17663821942179551635094709929343178999 | 0.024575214898072516874310611625013384988
f(z) = -63/8*z^3 + 125/21*z + 1
*
0 | 0.073616636446254531186818701788856985400 | 0.014044294055923051081064002882677054350
f(z) = -63/10*z^3 + 139/30*z + 1
*
[ -2/3 ] 
f(z) = -63/13*z^3 + 121/26*z + 1
*
[ -1/2 ] 
f(z) = -62/15*z^3 + 121/30*z + 1
*
0 | 0.092265176857529223856015015251961231171 | 0.018698077669039646992780221909004205720
f(z) = -62/15*z^3 + 139/30*z + 1
*
[ -1/2 ] 
f(z) = -62/17*z^3 + 133/34*z + 1
*
[ -1/2 ] 
f(z) = -61/5*z^3 + 121/20*z + 1
*
[ -1/2 ] 
f(z) = -61/6*z^3 + 133/24*z + 1
*
[ 2/3 ] 
f(z) = -79/12*z^3 + 131/54*z + 1
*
[ 2/3 ] 
f(z) = -77/12*z^3 + 127/54*z + 1
*
[ 6/7 ] 
f(z) = -77/18*z^3 + 125/42*z + 1
*
-3/7 | 0.16366797440204528440288026029880000768 | 0.026021522365659500660481167533359913720
f(z) = -77/18*z^3 + 131/42*z + 1
*
14/15 | 0.071813001778158613922304881805891710904 | 0.013259171072406602779513778792729986956
f(z) = -75/14*z^3 + 121/42*z + 1
*
[ 7/10 ] 
f(z) = -75/14*z^3 + 123/56*z + 1
*
-7/15 | 0.13438664965176159160200013752012032667 | 0.024812436932864936570121671232396385612
f(z) = -75/14*z^3 + 139/42*z + 1
*
-1/8 | 0.14698089102799998405852627414340019940 | 0.023124355167374233538899859797973938979
f(z) = -72/5*z^3 + 129/40*z + 1
*
0 | 0.12422567332145007669870095752932800092 | 0.023294997943325511609258219215352593226
f(z) = -69/14*z^3 + 137/42*z + 1
*
[ 5/9 ] 
f(z) = -63/5*z^3 + 139/45*z + 1
*
5/6 | 0.15393182465316330461527404190849457389 | 0.027838647031540450189610283538239643282
f(z) = -63/10*z^3 + 127/40*z + 1
*
0 | 0.13076880549358591751389434649918989658 | 0.024947561398496448725421271440422230239
f(z) = -63/16*z^3 + 125/48*z + 1
*
[ 13/20 ] 
f(z) = -80/13*z^3 + 134/65*z + 1
*
[ 3/4 ] 
f(z) = -68/15*z^3 + 133/60*z + 1
*
0 | 0.12994184762518501582754724925886112067 | 0.023179885070584265615951928230041555577
f(z) = -68/15*z^3 + 137/60*z + 1
*
[ 2/3 ] 
f(z) = -66/13*z^3 + 137/78*z + 1
*
4/5 | 0.059999506488448284753460877514329795917 | 0.010373672197381379320229352004391334641
f(z) = -65/12*z^3 + 133/60*z + 1
*
5/7 | 0.17083040745184055247325039120966493049 | 0.028055370086150682666481143439594874190
f(z) = -63/10*z^3 + 127/70*z + 1
*
[ 3/5 ] 
f(z) = -62/9*z^3 + 136/75*z + 1
*
[ 3/5 ] 
f(z) = -61/9*z^3 + 133/75*z + 1
*
-4/15 | 0.18221165179493480371705944350090468521 | 0.029825547144135561767606250160448699211
f(z) = -75/14*z^3 + 137/84*z + 1
*
-2/7 | 0.14800400112910327764401346615151767109 | 0.020591410768452753365969769940493469240
f(z) = -63/16*z^3 + 125/84*z + 1
*
[ 2/3 ] 
f(z) = -69/17*z^3 + 133/102*z + 1
*
[ 2/3 ] 
f(z) = -69/19*z^3 + 127/114*z + 1
*
[ 2/3 ] 
f(z) = -66/17*z^3 + 125/102*z + 1
*
[ -3/4 ] 
f(z) = -80*z^3 + 142/3*z + 1
*
[ -3/20 ] 
f(z) = -80*z^3 + 142/15*z + 1
*
-3/16 | 0.16566397547050481077095527019761468409 | 0.023154840226375000313832688435426622807
f(z) = -80*z^3 + 157/16*z + 1
*
0 | 0.14734687383096890440816821039664675490 | 0.029032872408958122988946817123346305143
f(z) = -80/3*z^3 + 151/6*z + 1
*
-1/10 | 0.16536954334290812953953498601621292780 | 0.027600854856552610156469912688863892447
f(z) = -80/3*z^3 + 154/15*z + 1
*
[ -1/4 ] 
f(z) = -79*z^3 + 159/16*z + 1
*
[ -1/3 ] 
f(z) = -79/2*z^3 + 151/18*z + 1
*
[ 2/3 ] 
f(z) = -79/4*z^3 + 149/18*z + 1
*
-2 | 0.094577976293826507610718197171810165580 | 0.016450080299891983604513573445209330387
f(z) = -79/4*z^3 + 157/2*z + 1
*
[ 2 ] 
f(z) = -79/4*z^3 + 159/2*z + 1
*
-2 | 0.074404189428205910851475723079620371225 | 0.012970147602062151922417249344275007121
f(z) = -79/12*z^3 + 155/6*z + 1
*
[ -2/7 ] 
f(z) = -77*z^3 + 151/14*z + 1
*
[ -1/4 ] 
f(z) = -77*z^3 + 157/16*z + 1
*
4/7 | 0.17147719885750222290717951908651061613 | 0.027263108629365275852443734818595833790
f(z) = -77/2*z^3 + 141/14*z + 1
*
[ -1/3 ] 
f(z) = -77/2*z^3 + 149/18*z + 1
*
[ 2/3 ] 
f(z) = -77/4*z^3 + 145/18*z + 1
*
-2 | 0.094105560999768327482210710434763383639 | 0.016441716043964793536794245905503549799
f(z) = -77/4*z^3 + 153/2*z + 1
*
[ 2 ] 
f(z) = -77/4*z^3 + 155/2*z + 1
*
[ -2 ] 
f(z) = -77/4*z^3 + 157/2*z + 1
*
-2 | 0.073935218512066520663662374555441886726 | 0.012947406260005954851199378530276721325
f(z) = -77/12*z^3 + 151/6*z + 1
*
[ 2 ] 
f(z) = -77/12*z^3 + 157/6*z + 1
*
-1/10 | 0.10309317460543942866731893365339808479 | 0.015155423669510484397326454023594472282
f(z) = -75*z^3 + 145/12*z + 1
*
[ -1/4 ] 
f(z) = -75*z^3 + 155/16*z + 1
*
-11/30 | 0.081706361935482152552028697256351079278 | 0.012011411389413761182187107140528911540
f(z) = -75*z^3 + 157/12*z + 1
*
13/15 | 0.090445766193591442869776217879671979895 | 0.016699425689519879041956839993803650885
f(z) = -75/4*z^3 + 145/12*z + 1
*
-2 | 0.093620771316727621204418882852441386311 | 0.016433076188496000285720427265728617611
f(z) = -75/4*z^3 + 149/2*z + 1
*
[ 2 ] 
f(z) = -75/4*z^3 + 151/2*z + 1
*
[ -2 ] 
f(z) = -75/4*z^3 + 153/2*z + 1
*
[ 7/5 ] 
f(z) = -75/7*z^3 + 149/7*z + 1
*
[ -7/5 ] 
f(z) = -75/7*z^3 + 159/7*z + 1
*
[ 7/5 ] 
f(z) = -75/14*z^3 + 151/14*z + 1
*
26/15 | 0.18287230282215867172221648854840973783 | 0.028557848659134130732940509476896467779
f(z) = -75/16*z^3 + 151/12*z + 1
*
0 | 0.14452014393907874059506733886653131608 | 0.028920153081714088713318436633435601998
f(z) = -74/3*z^3 + 145/6*z + 1
*
[ -1/4 ] 
f(z) = -73*z^3 + 153/16*z + 1
*
[ -1/3 ] 
f(z) = -73/2*z^3 + 145/18*z + 1
*
-2 | 0.093122941127946713229081879811485528615 | 0.016424144068089921735874932881371478897
f(z) = -73/4*z^3 + 145/2*z + 1
*
[ 2 ] 
f(z) = -73/4*z^3 + 147/2*z + 1
*
[ -2 ] 
f(z) = -73/4*z^3 + 149/2*z + 1
*
-2 | 0.072959894942697184815815255118926551429 | 0.012899575774336461461982332481991833682
f(z) = -73/12*z^3 + 143/6*z + 1
*
[ 2 ] 
f(z) = -73/12*z^3 + 149/6*z + 1
*
[ -2 ] 
f(z) = -73/12*z^3 + 155/6*z + 1
*
[ -5/12 ] 
f(z) = -72*z^3 + 159/10*z + 1
*
13/12 | 0.098768103072496102423770542031700254226 | 0.019583537136529976009461008407462995717
f(z) = -72/7*z^3 + 155/14*z + 1
*
[ -1/4 ] 
f(z) = -71*z^3 + 151/16*z + 1
*
[ -1/3 ] 
f(z) = -71/2*z^3 + 143/18*z + 1
*
-2 | 0.092611349007462828124408655488197574437 | 0.016414901529397893106384638364458983033
f(z) = -71/4*z^3 + 141/2*z + 1
*
[ 2 ] 
f(z) = -71/4*z^3 + 143/2*z + 1
*
[ -2 ] 
f(z) = -71/4*z^3 + 145/2*z + 1
*
[ 2 ] 
f(z) = -71/12*z^3 + 145/6*z + 1
*
[ -2 ] 
f(z) = -71/12*z^3 + 151/6*z + 1
*
[ -2/7 ] 
f(z) = -70*z^3 + 143/14*z + 1
*
[ -1/4 ] 
f(z) = -69*z^3 + 149/16*z + 1
*
[ -2 ] 
f(z) = -69/4*z^3 + 141/2*z + 1
*
[ 3/4 ] 
f(z) = -68/3*z^3 + 149/12*z + 1
*
[ 3/2 ] 
f(z) = -68/3*z^3 + 154/3*z + 1
*
[ -3/2 ] 
f(z) = -68/3*z^3 + 158/3*z + 1
*
3/2 | 0.094699813608394216487227928245567299262 | 0.019081760696472725958538454055102728544
f(z) = -68/15*z^3 + 143/15*z + 1
*
[ 3/2 ] 
f(z) = -68/15*z^3 + 158/15*z + 1
*
[ -1/4 ] 
f(z) = -67*z^3 + 147/16*z + 1
*
[ -2 ] 
f(z) = -67/12*z^3 + 143/6*z + 1
*
[ -1/4 ] 
f(z) = -65*z^3 + 145/16*z + 1
*
[ -3/5 ] 
f(z) = -65/3*z^3 + 157/15*z + 1
*
0 | 0.14098468765597898834891654145677721514 | 0.024375682737905651315991948291788409229
f(z) = -65/6*z^3 + 146/15*z + 1
*
[ 3/2 ] 
f(z) = -64/3*z^3 + 145/3*z + 1
*
[ -3/2 ] 
f(z) = -64/3*z^3 + 149/3*z + 1
*
[ -3/4 ] 
f(z) = -64/5*z^3 + 143/15*z + 1
*
-3/16 | 0.14759717418341457880579306001985536726 | 0.024133384166215543448808054377258261644
f(z) = -64/9*z^3 + 151/12*z + 1
*
[ -11/8 ] 
f(z) = -64/11*z^3 + 140/11*z + 1
*
[ 3/2 ] 
f(z) = -64/15*z^3 + 149/15*z + 1
*
[ -1/8 ] 
f(z) = -64/17*z^3 + 154/17*z + 1
*
[ -1/4 ] 
f(z) = -63*z^3 + 143/16*z + 1
*
[ -1/21 ] 
f(z) = -63*z^3 + 155/7*z + 1
*
[ -2/9 ] 
f(z) = -63*z^3 + 155/18*z + 1
*
[ -1/6 ] 
f(z) = -62*z^3 + 157/18*z + 1
*
[ -1/4 ] 
f(z) = -61*z^3 + 141/16*z + 1
*
[ -1/2 ] 
f(z) = -79/6*z^3 + 151/24*z + 1
*
[ -1/3 ] 
f(z) = -78/11*z^3 + 158/33*z + 1
*
[ -1/2 ] 
f(z) = -78/17*z^3 + 141/34*z + 1
*
[ -1/2 ] 
f(z) = -78/19*z^3 + 153/38*z + 1
*
-1/7 | 0.16577362155227939038237667107496282210 | 0.026356298577158329272205782780591465129
f(z) = -77/3*z^3 + 158/21*z + 1
*
[ 4/7 ] 
f(z) = -77/4*z^3 + 155/28*z + 1
*
[ -2/11 ] 
f(z) = -77/4*z^3 + 157/22*z + 1
*
[ -1/2 ] 
f(z) = -77/6*z^3 + 149/24*z + 1
*
[ 6/7 ] 
f(z) = -77/8*z^3 + 145/21*z + 1
*
-6/7 | 0.21712029094119009364893855571645624674 | 0.029386932343527270886952353312528665536
f(z) = -77/8*z^3 + 152/21*z + 1
*
[ -1/4 ] 
f(z) = -76/7*z^3 + 159/28*z + 1
*
-1/10 | 0.099481577778361025474645165175135851774 | 0.014624493467318951159465677284991355216
f(z) = -75/2*z^3 + 145/24*z + 1
*
-1/5 | 0.11734033261554059772925469355890025745 | 0.021665095530315801564663839505424196262
f(z) = -75/7*z^3 + 142/21*z + 1
*
[ -1/2 ] 
f(z) = -75/7*z^3 + 159/28*z + 1
*
[ -3/5 ] 
f(z) = -75/8*z^3 + 145/24*z + 1
*
[ -1/3 ] 
f(z) = -75/11*z^3 + 157/33*z + 1
*
[ -4/5 ] 
f(z) = -75/14*z^3 + 159/28*z + 1
*
[ -2/5 ] 
f(z) = -75/17*z^3 + 143/34*z + 1
*
[ -2/5 ] 
f(z) = -75/19*z^3 + 157/38*z + 1
*
[ -1/4 ] 
f(z) = -74/3*z^3 + 157/24*z + 1
*
[ -1/2 ] 
f(z) = -74/19*z^3 + 151/38*z + 1
*
[ -1/2 ] 
f(z) = -73/6*z^3 + 145/24*z + 1
*
[ -1/2 ] 
f(z) = -73/7*z^3 + 157/28*z + 1
*
-11/12 | 0.14179575428316028794533650951051836878 | 0.028491730042643176554905143056958197981
f(z) = -72/11*z^3 + 145/22*z + 1
*
[ -2/3 ] 
f(z) = -72/17*z^3 + 149/34*z + 1
*
[ -2/3 ] 
f(z) = -72/19*z^3 + 159/38*z + 1
*
[ -1/2 ] 
f(z) = -71/6*z^3 + 143/24*z + 1
*
[ -1/2 ] 
f(z) = -71/7*z^3 + 155/28*z + 1
*
[ -1/4 ] 
f(z) = -70/3*z^3 + 155/24*z + 1
*
-1/7 | 0.17026995008825583320318995252020327884 | 0.027487698873045655448461864535174496082
f(z) = -70/3*z^3 + 157/21*z + 1
*
-1/10 | 0.19217436103117728357449356898530485392 | 0.029334758727226631996455032565527986362
f(z) = -70/3*z^3 + 157/30*z + 1
*
[ -3/10 ] 
f(z) = -70/9*z^3 + 151/30*z + 1
*
[ -1/2 ] 
f(z) = -70/19*z^3 + 149/38*z + 1
*
[ -1/2 ] 
f(z) = -69/7*z^3 + 153/28*z + 1
*
[ -1/3 ] 
f(z) = -69/10*z^3 + 143/30*z + 1
*
0 | 0.062546253898577798928791090867252855443 | 0.011728774068785844005355566366895775811
f(z) = -69/10*z^3 + 157/30*z + 1
*
0 | 0.13749564098618326489491439249685325532 | 0.025783403610148161616123971803243727502
f(z) = -69/11*z^3 + 152/33*z + 1
*
[ -1/3 ] 
f(z) = -69/11*z^3 + 155/33*z + 1
*
-1/3 | 0.14868220255605474113003260127130235891 | 0.027881125617166206471325711350723102960
f(z) = -69/13*z^3 + 140/39*z + 1
*
0 | 0.14917242234279102468408888548626178885 | 0.027973052419561145548261580521891831510
f(z) = -69/13*z^3 + 155/39*z + 1
*
[ -1/4 ] 
f(z) = -68/7*z^3 + 157/28*z + 1
*
[ -1/2 ] 
f(z) = -67/7*z^3 + 151/28*z + 1
*
0 | 0.12538028876446257032178197994343638028 | 0.023641915925658088973271352330524057853
f(z) = -67/10*z^3 + 151/30*z + 1
*
[ -2/3 ] 
f(z) = -67/16*z^3 + 157/36*z + 1
*
[ -1/2 ] 
f(z) = -66/19*z^3 + 147/38*z + 1
*
2/5 | 0.18202669259504042403575626759065771924 | 0.025386842087079800638593593426534398878
f(z) = -65*z^3 + 153/20*z + 1
*
[ -2/5 ] 
f(z) = -65/6*z^3 + 157/30*z + 1
*
[ -1/2 ] 
f(z) = -65/7*z^3 + 149/28*z + 1
*
[ -4/5 ] 
f(z) = -65/8*z^3 + 149/20*z + 1
*
[ -2/3 ] 
f(z) = -65/16*z^3 + 155/36*z + 1
*
[ -7/16 ] 
f(z) = -64/7*z^3 + 141/28*z + 1
*
-1/4 | 0.15383877210025994892340798504942398363 | 0.027742804200686556256596005085213215839
f(z) = -64/7*z^3 + 149/28*z + 1
*
[ -3/4 ] 
f(z) = -64/7*z^3 + 157/21*z + 1
*
-9/16 | 0.14528313936507886357654947248892960674 | 0.026199908085847427536581486906752783888
f(z) = -64/9*z^3 + 145/36*z + 1
*
[ -3/8 ] 
f(z) = -64/11*z^3 + 148/33*z + 1
*
0 | 0.098350943906044867899639405731423415989 | 0.019817453745452870926939614627886576354
f(z) = -64/15*z^3 + 143/30*z + 1
*
-6/7 | 0.18097023960218811315997599197393720763 | 0.025177917570373111414861101049032008733
f(z) = -63/8*z^3 + 146/21*z + 1
*
0 | 0.13649871054029316760144791856123116628 | 0.026040690279048127406588158300748886211
f(z) = -63/8*z^3 + 149/24*z + 1
*
[ -4/7 ] 
f(z) = -63/8*z^3 + 149/28*z + 1
*
0 | 0.058982515879522128094840444554940270667 | 0.011252453754457092008295192850828707053
f(z) = -63/8*z^3 + 157/24*z + 1
*
[ -1/2 ] 
f(z) = -63/8*z^3 + 159/32*z + 1
*
0 | 0.13010426644750394157885256116320254897 | 0.024820783237670918196857980517755616372
f(z) = -63/10*z^3 + 149/30*z + 1
*
0 | 0.17460814682032746156024287085531181178 | 0.028675785840306161573713419142617181372
f(z) = -63/10*z^3 + 158/35*z + 1
*
[ -4/9 ] 
f(z) = -63/16*z^3 + 145/36*z + 1
*
[ -2/3 ] 
f(z) = -63/17*z^3 + 141/34*z + 1
*
[ -2/3 ] 
f(z) = -63/19*z^3 + 151/38*z + 1
*
[ -1/4 ] 
f(z) = -62/3*z^3 + 151/24*z + 1
*
[ -3/4 ] 
f(z) = -62/9*z^3 + 149/24*z + 1
*
[ -1/2 ] 
f(z) = -62/19*z^3 + 145/38*z + 1
*
[ -1/2 ] 
f(z) = -61/7*z^3 + 145/28*z + 1
*
0 | 0.15206304425209789038436115364659664532 | 0.029189643621407425329862228140373752522
f(z) = -61/8*z^3 + 151/24*z + 1
*
[ -1/2 ] 
f(z) = -61/8*z^3 + 157/32*z + 1
*
[ -2/3 ] 
f(z) = -61/16*z^3 + 151/36*z + 1
*
-1/2 | 0.074354752450897043466655043614063322748 | 0.012093215557485401925177591136681609168
f(z) = -78/7*z^3 + 145/42*z + 1
*
-4/11 | 0.17018308576820962622755700001731220295 | 0.025243346371518639140315545889529803774
f(z) = -77/16*z^3 + 149/44*z + 1
*
0 | 0.14474087159797558576034452950784098080 | 0.026724185456212047570163698700983567711
f(z) = -75/16*z^3 + 145/48*z + 1
*
-1/3 | 0.10977837331104012222656022614358265879 | 0.020585817022581052312772032345902373834
f(z) = -69/14*z^3 + 149/42*z + 1
*
-2/3 | 0.11295469710416749231330108247732350742 | 0.021181446365935649199292598706039308182
f(z) = -69/14*z^3 + 155/42*z + 1
*
0 | 0.088811081304873327317849604368289324291 | 0.016653996722465817753821568138680889492
f(z) = -69/16*z^3 + 143/48*z + 1
*
[ 2/3 ] 
f(z) = -66/7*z^3 + 155/42*z + 1
*
-1/2 | 0.13365016561381952799091481575596970334 | 0.024312547867623433254192829208268229099
f(z) = -61/12*z^3 + 157/48*z + 1
*
[ 3/4 ] 
f(z) = -76/15*z^3 + 151/60*z + 1
*
[ 2/3 ] 
f(z) = -69/11*z^3 + 151/66*z + 1
*
[ 2/3 ] 
f(z) = -69/13*z^3 + 145/78*z + 1
*
[ 3/5 ] 
f(z) = -68/9*z^3 + 154/75*z + 1
*
[ 3/5 ] 
f(z) = -67/9*z^3 + 151/75*z + 1
*
-3/5 | 0.14705144897727531940374073937750717371 | 0.025424601252910391876189799613566787635
f(z) = -65/12*z^3 + 157/60*z + 1
*
0 | 0.16178646465239163364549974164365938109 | 0.027972225914895942685727087558887822373
f(z) = -65/14*z^3 + 157/70*z + 1
*
[ 3/5 ] 
f(z) = -64/9*z^3 + 142/75*z + 1
*
0 | 0.10868881189086277148686382056203109099 | 0.019600601239382639788144390817376328623
f(z) = -64/15*z^3 + 151/60*z + 1
*
8/9 | 0.17640546821452800853160379682399808942 | 0.027822629564670277212833248114224531829
f(z) = -63/16*z^3 + 143/72*z + 1
*
2/3 | 0.17422946051027247554002083237069446939 | 0.026855417127878076336186185733146029412
f(z) = -73/10*z^3 + 157/90*z + 1
*
2/3 | 0.17610889093958157798432439824914340272 | 0.027261841437955311903301556116848862914
f(z) = -71/10*z^3 + 149/90*z + 1
*
6/7 | 0.19926159709555601793106872780104664745 | 0.027722746445168253525804281657711448618
f(z) = -63/16*z^3 + 145/84*z + 1
*
[ 3/4 ] 
f(z) = -61/18*z^3 + 151/96*z + 1
*
[ 2/3 ] 
f(z) = -78/17*z^3 + 157/102*z + 1
*
[ 2/3 ] 
f(z) = -78/19*z^3 + 151/114*z + 1
*
[ 2/3 ] 
f(z) = -75/17*z^3 + 149/102*z + 1
*
[ 2/3 ] 
f(z) = -75/19*z^3 + 143/114*z + 1
*
[ -2/5 ] 
f(z) = -80*z^3 + 163/10*z + 1
*
[ -3/10 ] 
f(z) = -80*z^3 + 173/15*z + 1
*
[ -3/8 ] 
f(z) = -80*z^3 + 179/12*z + 1
*
-1/8 | 0.13340833538466138328802735475876508354 | 0.023127758576879130625084053333010470454
f(z) = -80/3*z^3 + 161/12*z + 1
*
[ -2 ] 
f(z) = -79/4*z^3 + 161/2*z + 1
*
[ 2 ] 
f(z) = -79/12*z^3 + 161/6*z + 1
*
[ -2 ] 
f(z) = -79/12*z^3 + 167/6*z + 1
*
[ -2 ] 
f(z) = -77/12*z^3 + 163/6*z + 1
*
[ -1/8 ] 
f(z) = -76*z^3 + 163/16*z + 1
*
[ 3/4 ] 
f(z) = -76/3*z^3 + 167/12*z + 1
*
[ 3/2 ] 
f(z) = -76/3*z^3 + 172/3*z + 1
*
[ -3/2 ] 
f(z) = -76/3*z^3 + 176/3*z + 1
*
[ 3/2 ] 
f(z) = -76/15*z^3 + 176/15*z + 1
*
-1/15 | 0.14551370639941890349000045083490896897 | 0.026866877567519431082997670631004292835
f(z) = -75/2*z^3 + 169/6*z + 1
*
[ 6/5 ] 
f(z) = -75/4*z^3 + 163/6*z + 1
*
[ -6/5 ] 
f(z) = -75/4*z^3 + 173/6*z + 1
*
[ -1/10 ] 
f(z) = -75/4*z^3 + 179/16*z + 1
*
26/15 | 0.18255725443037230768636446355573559476 | 0.028172222071277579739822029732870355970
f(z) = -75/16*z^3 + 163/12*z + 1
*
[ -1/6 ] 
f(z) = -74*z^3 + 163/18*z + 1
*
[ -2/9 ] 
f(z) = -72*z^3 + 163/18*z + 1
*
-5/36 | 0.17504118807700213644223394491110528061 | 0.024423086787482593196997882531987600515
f(z) = -72*z^3 + 169/18*z + 1
*
[ -1/18 ] 
f(z) = -72*z^3 + 173/9*z + 1
*
-1/4 | 0.18111594422340829854382785996568869612 | 0.025270683277236789052869724820416302469
f(z) = -72*z^3 + 175/18*z + 1
*
[ -1/6 ] 
f(z) = -70*z^3 + 161/18*z + 1
*
[ -3/5 ] 
f(z) = -70/3*z^3 + 166/15*z + 1
*
[ -1/8 ] 
f(z) = -68*z^3 + 161/16*z + 1
*
[ -3/2 ] 
f(z) = -68/15*z^3 + 178/15*z + 1
*
[ -2/3 ] 
f(z) = -67/4*z^3 + 179/18*z + 1
*
[ 2/3 ] 
f(z) = -66*z^3 + 173/6*z + 1
*
0 | 0.14632400092177134310241786177546894048 | 0.027669556032716801266701188346602535762
f(z) = -66/5*z^3 + 173/15*z + 1
*
[ -2/3 ] 
f(z) = -65/4*z^3 + 175/18*z + 1
*
-6/5 | 0.21407527264735903010639436162636842257 | 0.029598115762984506783748541707328609880
f(z) = -65/8*z^3 + 173/15*z + 1
*
[ 6/5 ] 
f(z) = -65/8*z^3 + 178/15*z + 1
*
[ -5/8 ] 
f(z) = -64/3*z^3 + 164/15*z + 1
*
[ 13/8 ] 
f(z) = -64/13*z^3 + 174/13*z + 1
*
[ -3/2 ] 
f(z) = -64/15*z^3 + 169/15*z + 1
*
[ -1/8 ] 
f(z) = -64/19*z^3 + 172/19*z + 1
*
[ -2/21 ] 
f(z) = -63*z^3 + 169/14*z + 1
*
[ -2/21 ] 
f(z) = -63/2*z^3 + 165/14*z + 1
*
-1/9 | 0.18587870610312602658560336049689541488 | 0.029316746449028600682685407751329032635
f(z) = -63/2*z^3 + 169/18*z + 1
*
[ -2/21 ] 
f(z) = -63/4*z^3 + 163/14*z + 1
*
0 | 0.13396547540611489065276991996846238615 | 0.025557409585245041807228278743499160043
f(z) = -63/4*z^3 + 173/12*z + 1
*
0 | 0.15047218841248880506601680963950894123 | 0.028706495750401391960034025210258842976
f(z) = -63/5*z^3 + 164/15*z + 1
*
[ 5/3 ] 
f(z) = -63/5*z^3 + 177/5*z + 1
*
[ 5/3 ] 
f(z) = -63/10*z^3 + 179/10*z + 1
*
[ -2/3 ] 
f(z) = -61/4*z^3 + 167/18*z + 1
*
-3/4 | 0.15698846482617333008792912578788203486 | 0.028644190398597668403831490786907398573
f(z) = -80/7*z^3 + 163/21*z + 1
*
[ -1/2 ] 
f(z) = -79/7*z^3 + 163/28*z + 1
*
[ -1/2 ] 
f(z) = -79/8*z^3 + 175/32*z + 1
*
[ -2/3 ] 
f(z) = -79/16*z^3 + 169/36*z + 1
*
2/3 | 0.14281888028996256815887963516598832256 | 0.023228367361801144756122778795319658235
f(z) = -78/5*z^3 + 163/30*z + 1
*
0 | 0.13593574112043565003239578216709539514 | 0.024918009086165854893557158963820418423
f(z) = -78/11*z^3 + 179/33*z + 1
*
[ -2/11 ] 
f(z) = -77/2*z^3 + 171/22*z + 1
*
[ -3/7 ] 
f(z) = -77/3*z^3 + 169/21*z + 1
*
[ -1/7 ] 
f(z) = -77/3*z^3 + 179/21*z + 1
*
[ -4/7 ] 
f(z) = -77/8*z^3 + 165/28*z + 1
*
-6/7 | 0.21079934308693019557444506737032309272 | 0.028531400757166172866367153756183527451
f(z) = -77/8*z^3 + 173/21*z + 1
*
[ -1/2 ] 
f(z) = -77/8*z^3 + 173/32*z + 1
*
[ -3/11 ] 
f(z) = -77/9*z^3 + 175/33*z + 1
*
[ -2/3 ] 
f(z) = -77/16*z^3 + 167/36*z + 1
*
-1/4 | 0.16000431097473443583207316717665421830 | 0.027987324765870568107680562185089368502
f(z) = -76/9*z^3 + 163/36*z + 1
*
0 | 0.13465232319155982276198924303963909185 | 0.026309590852743916214057703580203716028
f(z) = -76/15*z^3 + 167/30*z + 1
*
-1/3 | 0.20299135604538804631235426837435853104 | 0.028893352644939977213587178971292394059
f(z) = -75/2*z^3 + 173/30*z + 1
*
[ -2/9 ] 
f(z) = -75/8*z^3 + 161/27*z + 1
*
-1/5 | 0.11508639219825821917690454930742738794 | 0.021248939947903592808629735782391640692
f(z) = -75/8*z^3 + 169/24*z + 1
*
[ 14/15 ] 
f(z) = -75/8*z^3 + 170/21*z + 1
*
[ -1/2 ] 
f(z) = -75/8*z^3 + 171/32*z + 1
*
-14/15 | 0.16442917089186784195040741364995769059 | 0.022334818694837638344461918941448865841
f(z) = -75/8*z^3 + 173/21*z + 1
*
-11/15 | 0.14078495463720858380282949795149683121 | 0.025993785968204606899057458998522095078
f(z) = -75/11*z^3 + 166/33*z + 1
*
[ -3/5 ] 
f(z) = -75/11*z^3 + 169/33*z + 1
*
0 | 0.14477476772788626363293794489100932312 | 0.026730443857532835812332877175228363977
f(z) = -75/13*z^3 + 160/39*z + 1
*
[ 13/15 ] 
f(z) = -75/13*z^3 + 163/39*z + 1
*
-7/15 | 0.14787775341016433190419724676430495798 | 0.027303362646301063698082953550039729315
f(z) = -75/13*z^3 + 166/39*z + 1
*
[ -3/4 ] 
f(z) = -74/9*z^3 + 167/24*z + 1
*
0 | 0.10725604869230699088020561675190586688 | 0.021056401367173341041776414396549241395
f(z) = -74/15*z^3 + 163/30*z + 1
*
[ -1/2 ] 
f(z) = -73/8*z^3 + 169/32*z + 1
*
0 | 0.15458799287350690496528508925205928717 | 0.028685458391323112532413262927782455471
f(z) = -73/10*z^3 + 169/30*z + 1
*
[ -2/3 ] 
f(z) = -73/16*z^3 + 163/36*z + 1
*
[ -11/12 ] 
f(z) = -72/11*z^3 + 167/22*z + 1
*
-5/6 | 0.14869908830388142675704113923583864069 | 0.029122733304530543276150669215256736959
f(z) = -72/13*z^3 + 165/26*z + 1
*
[ 13/12 ] 
f(z) = -72/13*z^3 + 171/26*z + 1
*
[ -1/4 ] 
f(z) = -72/17*z^3 + 179/34*z + 1
*
[ -1/3 ] 
f(z) = -71/3*z^3 + 179/27*z + 1
*
[ -1/2 ] 
f(z) = -71/8*z^3 + 167/32*z + 1
*
[ -1/2 ] 
f(z) = -71/9*z^3 + 179/36*z + 1
*
0 | 0.15459173099120076570066603277354778094 | 0.028834789489735753268077539636566906425
f(z) = -71/10*z^3 + 163/30*z + 1
*
[ -2/3 ] 
f(z) = -71/16*z^3 + 161/36*z + 1
*
[ -3/7 ] 
f(z) = -70/3*z^3 + 160/21*z + 1
*
-3/10 | 0.19284261687392817010635470504513732161 | 0.029436765695325651492413123188692683599
f(z) = -70/3*z^3 + 163/30*z + 1
*
[ -1/7 ] 
f(z) = -70/3*z^3 + 178/21*z + 1
*
[ -1/3 ] 
f(z) = -70/3*z^3 + 178/27*z + 1
*
[ -3/4 ] 
f(z) = -70/9*z^3 + 161/24*z + 1
*
[ 2/3 ] 
f(z) = -69/5*z^3 + 169/30*z + 1
*
0 | 0.15928480932183768461785504665465236432 | 0.029869343480664438742594928665933991623
f(z) = -69/7*z^3 + 179/21*z + 1
*
[ -2/9 ] 
f(z) = -69/8*z^3 + 160/27*z + 1
*
[ -1/2 ] 
f(z) = -69/8*z^3 + 165/32*z + 1
*
0 | 0.12134313292057980318732868735710683122 | 0.022754459333918504896809882797828421379
f(z) = -69/8*z^3 + 167/24*z + 1
*
0 | 0.12330473065472933681818278772480842480 | 0.023122301294125897319619691851347055213
f(z) = -69/8*z^3 + 175/24*z + 1
*
[ -1/3 ] 
f(z) = -69/13*z^3 + 179/39*z + 1
*
[ -1/3 ] 
f(z) = -68/3*z^3 + 176/27*z + 1
*
-1/4 | 0.15011404024489141352735809844495536494 | 0.026778334031347352690449876538153649187
f(z) = -68/9*z^3 + 161/36*z + 1
*
[ -1/3 ] 
f(z) = -67/3*z^3 + 175/27*z + 1
*
[ -1/2 ] 
f(z) = -67/8*z^3 + 163/32*z + 1
*
[ -1/2 ] 
f(z) = -67/9*z^3 + 175/36*z + 1
*
-1/12 | 0.18262048781259210211941140153575030550 | 0.024786605770122025892301932188387655478
f(z) = -66*z^3 + 179/24*z + 1
*
[ 2/3 ] 
f(z) = -66/5*z^3 + 161/30*z + 1
*
0 | 0.15546657245856897333365295667198139491 | 0.029398396782197050075699436595710599378
f(z) = -66/7*z^3 + 163/21*z + 1
*
[ -1/3 ] 
f(z) = -66/13*z^3 + 178/39*z + 1
*
[ -1/3 ] 
f(z) = -65/3*z^3 + 173/27*z + 1
*
-3/5 | 0.16186515589532516258342539972701816212 | 0.027985831312786241979396060181857923099
f(z) = -65/6*z^3 + 167/30*z + 1
*
[ -1/2 ] 
f(z) = -65/8*z^3 + 161/32*z + 1
*
[ -1/2 ] 
f(z) = -65/9*z^3 + 173/36*z + 1
*
0 | 0.12927436860251362152239986628605609049 | 0.022268968644951644285394753065890320897
f(z) = -65/14*z^3 + 166/35*z + 1
*
[ 6/5 ] 
f(z) = -65/18*z^3 + 161/30*z + 1
*
[ -1/3 ] 
f(z) = -64/3*z^3 + 172/27*z + 1
*
-5/16 | 0.11670941391299713310439916915072585155 | 0.021047011584667294215876776889018206957
f(z) = -64/7*z^3 + 165/28*z + 1
*
-5/16 | 0.11677716175294100075459310948437060646 | 0.021059229018757038851875405408038092739
f(z) = -64/9*z^3 + 169/36*z + 1
*
0 | 0.16105520400096301855177231503264827194 | 0.029044193015193710626226720160431012472
f(z) = -64/9*z^3 + 175/36*z + 1
*
[ -3/8 ] 
f(z) = -64/13*z^3 + 170/39*z + 1
*
-1/4 | 0.10946549155790555562853476848293727371 | 0.021241858635514232770977603686274194061
f(z) = -64/15*z^3 + 173/30*z + 1
*
[ 4/9 ] 
f(z) = -63/2*z^3 + 179/36*z + 1
*
-1/21 | 0.10810845098651512548881124242986394541 | 0.017754582729788399094134950150620708083
f(z) = -63/4*z^3 + 169/28*z + 1
*
-1/3 | 0.11335827687761597843814530219554368112 | 0.018616758325220448400431420547585389795
f(z) = -63/4*z^3 + 177/28*z + 1
*
[ 5/6 ] 
f(z) = -63/5*z^3 + 171/20*z + 1
*
5/7 | 0.18237973531619885122334626576380282909 | 0.029952108918036980532416597445586168784
f(z) = -63/5*z^3 + 176/35*z + 1
*
[ -6/7 ] 
f(z) = -63/8*z^3 + 167/21*z + 1
*
[ -10/21 ] 
f(z) = -63/8*z^3 + 171/35*z + 1
*
0 | 0.14105140878484972967813035125107634733 | 0.026909236248831974353371956533791185409
f(z) = -63/8*z^3 + 173/24*z + 1
*
[ -4/9 ] 
f(z) = -63/8*z^3 + 173/36*z + 1
*
0 | 0.14527117883458651334597460363819671677 | 0.027714267479376543030891571918963225012
f(z) = -63/10*z^3 + 179/30*z + 1
*
[ -1/3 ] 
f(z) = -62/3*z^3 + 170/27*z + 1
*
[ -1/3 ] 
f(z) = -61/3*z^3 + 169/27*z + 1
*
[ -1/2 ] 
f(z) = -61/9*z^3 + 169/36*z + 1
*
-1/3 | 0.16248383723237294366111925436154517621 | 0.029784468007749713724184110601049187336
f(z) = -78/17*z^3 + 179/51*z + 1
*
-2/7 | 0.15592259344312062976735147540679555942 | 0.024790086560398550999942362977765618241
f(z) = -77/12*z^3 + 169/42*z + 1
*
[ -3/7 ] 
f(z) = -77/18*z^3 + 173/42*z + 1
*
[ 2/3 ] 
f(z) = -75/7*z^3 + 179/42*z + 1
*
[ 4/5 ] 
f(z) = -75/13*z^3 + 179/52*z + 1
*
-1/3 | 0.083057463953570520717563139722266049768 | 0.015335288821412007301365849920742703235
f(z) = -75/16*z^3 + 169/48*z + 1
*
5/8 | 0.14268819207180834036099285544627963437 | 0.022448989175269300813403738461967418965
f(z) = -72/5*z^3 + 161/40*z + 1
*
[ 5/9 ] 
f(z) = -72/5*z^3 + 164/45*z + 1
*
-4/9 | 0.14232512029062425719820226219213306658 | 0.021984479962075603330589727600198566135
f(z) = -72/5*z^3 + 173/45*z + 1
*
-1/7 | 0.17379626508270533156352607331934218767 | 0.025233384903325884139694686449008841015
f(z) = -70/3*z^3 + 167/42*z + 1
*
[ 2/3 ] 
f(z) = -69/7*z^3 + 163/42*z + 1
*
-1/3 | 0.089464241568971061997785661914702458524 | 0.016776478385088381589917933192085284727
f(z) = -69/16*z^3 + 167/48*z + 1
*
-1/2 | 0.16166766632843986707030252126338607556 | 0.028915765121969226146127781929765852564
f(z) = -67/12*z^3 + 163/48*z + 1
*
[ 3/4 ] 
f(z) = -65/9*z^3 + 179/48*z + 1
*
-1/2 | 0.15551545358479174545671006307067759394 | 0.027966976695335550996583894775353941894
f(z) = -65/12*z^3 + 161/48*z + 1
*
0 | 0.15607556627610192214387818695889117524 | 0.028146180683808622601734067810271417296
f(z) = -64/13*z^3 + 165/52*z + 1
*
[ 5/6 ] 
f(z) = -63/10*z^3 + 167/40*z + 1
*
[ 3/4 ] 
f(z) = -61/9*z^3 + 167/48*z + 1
*
[ 2/3 ] 
f(z) = -78/11*z^3 + 175/66*z + 1
*
[ 3/5 ] 
f(z) = -76/9*z^3 + 178/75*z + 1
*
[ 2/3 ] 
f(z) = -75/11*z^3 + 167/66*z + 1
*
[ 2/3 ] 
f(z) = -75/13*z^3 + 161/78*z + 1
*
[ 4/5 ] 
f(z) = -75/17*z^3 + 175/68*z + 1
*
[ 4/5 ] 
f(z) = -75/19*z^3 + 173/76*z + 1
*
[ 3/5 ] 
f(z) = -74/9*z^3 + 172/75*z + 1
*
[ 3/5 ] 
f(z) = -73/9*z^3 + 169/75*z + 1
*
[ 3/5 ] 
f(z) = -71/9*z^3 + 163/75*z + 1
*
0 | 0.14328622489220824170094715325449785934 | 0.025560343229685921033353298154324757778
f(z) = -68/15*z^3 + 167/60*z + 1
*
-3/4 | 0.082279880033257024299344548098183649298 | 0.014677628474960229827949237154399061738
f(z) = -68/15*z^3 + 173/60*z + 1
*
17/24 | 0.11906435700982103545865153737968385702 | 0.018732275059794284439873284447994369415
f(z) = -64/7*z^3 + 163/63*z + 1
*
15/16 | 0.067597741789764898696833072440507823148 | 0.012190365856923307623411164380319665521
f(z) = -64/15*z^3 + 161/60*z + 1
*
0 | 0.16031961171921084238854384171123675029 | 0.029078023694552247836111606566668047932
f(z) = -62/15*z^3 + 173/60*z + 1
*
[ 11/18 ] 
f(z) = -72/11*z^3 + 179/99*z + 1
*
-1/5 | 0.18528975037929537091708808292146756603 | 0.028283846465465107108333887993802485760
f(z) = -70/9*z^3 + 163/90*z + 1
*
[ 3/4 ] 
f(z) = -67/18*z^3 + 169/96*z + 1
*
0 | 0.087675693890060810118302910862652316085 | 0.015158773152051744426253695563692925843
f(z) = -65/18*z^3 + 163/90*z + 1
*
[ 3/4 ] 
f(z) = -65/18*z^3 + 163/96*z + 1
*
[ 2/3 ] 
f(z) = -65/18*z^3 + 179/162*z + 1
*
[ 2/3 ] 
f(z) = -61/18*z^3 + 163/162*z + 1
*
[ 3/2 ] 
f(z) = -80/3*z^3 + 181/3*z + 1
*
[ -3/5 ] 
f(z) = -80/3*z^3 + 184/15*z + 1
*
[ -3/2 ] 
f(z) = -80/3*z^3 + 185/3*z + 1
*
[ -1/13 ] 
f(z) = -78*z^3 + 188/13*z + 1
*
[ -2/3 ] 
f(z) = -77/4*z^3 + 199/18*z + 1
*
-3/4 | 0.14072547177164580469125085580627421700 | 0.024615146037692182642658272382530550173
f(z) = -76/3*z^3 + 187/12*z + 1
*
[ -3/4 ] 
f(z) = -76/3*z^3 + 199/12*z + 1
*
-3/2 | 0.13639835949420641358562914786742664128 | 0.026238037393087369005755195489037618747
f(z) = -76/15*z^3 + 181/15*z + 1
*
[ -3/2 ] 
f(z) = -76/15*z^3 + 196/15*z + 1
*
-1/10 | 0.13206842370114457896094394333811539348 | 0.019414989617068786559181963814180644865
f(z) = -75*z^3 + 181/12*z + 1
*
[ 4/5 ] 
f(z) = -75*z^3 + 191/4*z + 1
*
[ 2/3 ] 
f(z) = -75*z^3 + 197/6*z + 1
*
-1/15 | 0.091067989328478773863804754812552226369 | 0.016814309662984270220909208981385280227
f(z) = -75/4*z^3 + 181/12*z + 1
*
[ -1/15 ] 
f(z) = -75/4*z^3 + 193/12*z + 1
*
8/5 | 0.14271478486955520993560187421042164026 | 0.027281938748075199590964060730493770241
f(z) = -75/8*z^3 + 187/8*z + 1
*
[ 8/5 ] 
f(z) = -75/8*z^3 + 195/8*z + 1
*
[ -2/3 ] 
f(z) = -73/4*z^3 + 191/18*z + 1
*
-5/18 | 0.16986759274762040923670735635626470613 | 0.023701227154781632651796748185937852642
f(z) = -72*z^3 + 181/18*z + 1
*
-5/36 | 0.20865583292089232243111121377989058440 | 0.029113259411262894355095148082349230900
f(z) = -72*z^3 + 187/18*z + 1
*
0 | 0.13565906559125973079914060738420382745 | 0.025237588698164905277983624034553396505
f(z) = -72/5*z^3 + 191/15*z + 1
*
-5/3 | 0.15599481659071000967185955404847908970 | 0.029498286619278832106401479913744266841
f(z) = -72/5*z^3 + 198/5*z + 1
*
[ -2/3 ] 
f(z) = -71/4*z^3 + 187/18*z + 1
*
[ 2/3 ] 
f(z) = -69*z^3 + 181/6*z + 1
*
[ -2/3 ] 
f(z) = -69*z^3 + 199/6*z + 1
*
0 | 0.15314116375509635298943674340281526444 | 0.028717277188607172773841182036828321883
f(z) = -69/2*z^3 + 197/6*z + 1
*
0 | 0.099997956182867692038660770867345664425 | 0.018751777481526682522763653802799712726
f(z) = -69/4*z^3 + 191/12*z + 1
*
0 | 0.11786726587179079863070270163244864997 | 0.022102659157772213781528206544028727883
f(z) = -69/5*z^3 + 182/15*z + 1
*
[ 4/3 ] 
f(z) = -69/8*z^3 + 187/12*z + 1
*
[ -3/4 ] 
f(z) = -68/3*z^3 + 181/12*z + 1
*
[ -2/3 ] 
f(z) = -66*z^3 + 191/6*z + 1
*
0 | 0.12157521135696748959050524090629960551 | 0.022989612788331604624135860048819441307
f(z) = -66/5*z^3 + 193/15*z + 1
*
[ -1/13 ] 
f(z) = -65*z^3 + 187/13*z + 1
*
[ 3 ] 
f(z) = -65/9*z^3 + 197/3*z + 1
*
[ -3 ] 
f(z) = -65/9*z^3 + 199/3*z + 1
*
[ 3/2 ] 
f(z) = -65/9*z^3 + 199/12*z + 1
*
[ 3 ] 
f(z) = -65/18*z^3 + 199/6*z + 1
*
-1/16 | 0.11164545244781294002813686845911368605 | 0.020133792573033038656332344411348246779
f(z) = -64/3*z^3 + 193/12*z + 1
*
-7/4 | 0.15221781831107026801735457162562205355 | 0.028923955780635703712256300837396049158
f(z) = -64/7*z^3 + 193/7*z + 1
*
[ 7/4 ] 
f(z) = -64/7*z^3 + 199/7*z + 1
*
[ 3 ] 
f(z) = -64/9*z^3 + 194/3*z + 1
*
[ -3 ] 
f(z) = -64/9*z^3 + 196/3*z + 1
*
[ -13/8 ] 
f(z) = -64/13*z^3 + 190/13*z + 1
*
[ -1/9 ] 
f(z) = -63/2*z^3 + 187/18*z + 1
*
0 | 0.15409558197846683643030275543164523689 | 0.029397752607240905638975426369277042526
f(z) = -63/4*z^3 + 181/12*z + 1
*
[ -5/3 ] 
f(z) = -63/5*z^3 + 183/5*z + 1
*
[ -5/3 ] 
f(z) = -63/10*z^3 + 191/10*z + 1
*
[ 3 ] 
f(z) = -62/9*z^3 + 188/3*z + 1
*
[ -3 ] 
f(z) = -62/9*z^3 + 190/3*z + 1
*
[ 3 ] 
f(z) = -61/9*z^3 + 185/3*z + 1
*
[ -3 ] 
f(z) = -61/9*z^3 + 187/3*z + 1
*
[ 3/2 ] 
f(z) = -61/9*z^3 + 187/12*z + 1
*
[ 3 ] 
f(z) = -61/18*z^3 + 187/6*z + 1
*
[ -3 ] 
f(z) = -61/18*z^3 + 191/6*z + 1
*
-9/40 | 0.088711354188286415905987929071314371928 | 0.012024160085978569796846362458446455109
f(z) = -80*z^3 + 181/20*z + 1
*
-1/5 | 0.19551967519347289655868161645508021492 | 0.026501228574360726799323134431261411475
f(z) = -80*z^3 + 189/20*z + 1
*
[ -1/3 ] 
f(z) = -80/3*z^3 + 188/27*z + 1
*
-3/10 | 0.17268975025966907015459857751401073383 | 0.025833923838073936833898030617627025502
f(z) = -80/3*z^3 + 197/30*z + 1
*
[ 7/10 ] 
f(z) = -80/7*z^3 + 181/35*z + 1
*
[ -3/4 ] 
f(z) = -80/7*z^3 + 184/21*z + 1
*
[ -7/20 ] 
f(z) = -80/7*z^3 + 184/35*z + 1
*
7/10 | 0.12596641397581104843095566423106943513 | 0.021024310998654533398299478037332525812
f(z) = -80/7*z^3 + 186/35*z + 1
*
-1/2 | 0.13518115892666859551746140410968669506 | 0.023435096456185768614163924347949964596
f(z) = -80/9*z^3 + 197/36*z + 1
*
[ -1/3 ] 
f(z) = -79/3*z^3 + 187/27*z + 1
*
[ -1/2 ] 
f(z) = -79/9*z^3 + 187/36*z + 1
*
0 | 0.13251602992929501407055094631941817566 | 0.024234559699225548310711511805615552810
f(z) = -79/10*z^3 + 187/30*z + 1
*
-1/3 | 0.10716588683763647875616079260451432453 | 0.017429688449201344057999985754702144544
f(z) = -78/5*z^3 + 187/30*z + 1
*
[ -2/11 ] 
f(z) = -77*z^3 + 199/22*z + 1
*
-5/11 | 0.13677773470428643542539358658645834996 | 0.020288313127396360162331515459386655276
f(z) = -77/2*z^3 + 197/22*z + 1
*
[ -1/3 ] 
f(z) = -77/3*z^3 + 185/27*z + 1
*
[ -6/11 ] 
f(z) = -77/8*z^3 + 188/33*z + 1
*
[ -6/7 ] 
f(z) = -77/8*z^3 + 194/21*z + 1
*
[ -1/2 ] 
f(z) = -77/9*z^3 + 185/36*z + 1
*
0 | 0.12326539121828354820125467557142969547 | 0.022649013319939648541014909075254168284
f(z) = -77/10*z^3 + 181/30*z + 1
*
[ -1/3 ] 
f(z) = -76/3*z^3 + 184/27*z + 1
*
[ -1/4 ] 
f(z) = -76/9*z^3 + 199/36*z + 1
*
-4/15 | 0.19254273556970724116705819557596287521 | 0.028305139920402408434469757256341587790
f(z) = -75/2*z^3 + 181/24*z + 1
*
[ -3/10 ] 
f(z) = -75/2*z^3 + 185/24*z + 1
*
8/15 | 0.17169782541570108910648081125786825525 | 0.025240791131591553764569450307466163719
f(z) = -75/2*z^3 + 199/24*z + 1
*
2/3 | 0.18168087917705349723770267786471575978 | 0.025860065242047061630874588124494743130
f(z) = -75/4*z^3 + 187/30*z + 1
*
[ -8/15 ] 
f(z) = -75/4*z^3 + 197/24*z + 1
*
[ 4/5 ] 
f(z) = -75/7*z^3 + 185/28*z + 1
*
0 | 0.066367488994855545402318078418074785772 | 0.012253740526642222713076293458208765781
f(z) = -75/8*z^3 + 193/24*z + 1
*
-14/15 | 0.21423357088467317638862010730380461532 | 0.029099872839494245706755724953646726666
f(z) = -75/8*z^3 + 194/21*z + 1
*
0 | 0.13591354453802182418881316044579587218 | 0.025094354691560614996610627032806328225
f(z) = -75/11*z^3 + 181/33*z + 1
*
[ -11/15 ] 
f(z) = -75/11*z^3 + 199/33*z + 1
*
[ -1/3 ] 
f(z) = -75/13*z^3 + 181/39*z + 1
*
[ -3/5 ] 
f(z) = -75/13*z^3 + 185/39*z + 1
*
[ -1/3 ] 
f(z) = -74/3*z^3 + 182/27*z + 1
*
[ -1/3 ] 
f(z) = -73/3*z^3 + 181/27*z + 1
*
[ -1/2 ] 
f(z) = -73/9*z^3 + 181/36*z + 1
*
-1/2 | 0.16994154252161069862196989748554392943 | 0.028004222849963795098416179590772906571
f(z) = -72/5*z^3 + 193/30*z + 1
*
[ -1/4 ] 
f(z) = -72/19*z^3 + 199/38*z + 1
*
-2/5 | 0.17117259687394180512423829117446914349 | 0.026128911281746278306097911156565893025
f(z) = -70/3*z^3 + 187/30*z + 1
*
[ -3/10 ] 
f(z) = -70/3*z^3 + 193/30*z + 1
*
[ -1/6 ] 
f(z) = -69/2*z^3 + 191/24*z + 1
*
0 | 0.11333101702535506736054856561415274021 | 0.021252014482458655300270830184567831119
f(z) = -69/8*z^3 + 191/24*z + 1
*
0 | 0.080305862727412070262981627394388512612 | 0.015059084463412817906991993175032208445
f(z) = -69/10*z^3 + 197/30*z + 1
*
[ -1/4 ] 
f(z) = -68/9*z^3 + 197/36*z + 1
*
[ -2/11 ] 
f(z) = -66*z^3 + 191/22*z + 1
*
-1/6 | 0.11624002355173954521367354267063389209 | 0.019433535188555442540687877084497840941
f(z) = -66/5*z^3 + 191/30*z + 1
*
-3/5 | 0.14627445301804267438191939466674745072 | 0.025290261791612969096359553301814044301
f(z) = -65/6*z^3 + 187/30*z + 1
*
[ -1/5 ] 
f(z) = -65/6*z^3 + 193/30*z + 1
*
[ -3/5 ] 
f(z) = -65/6*z^3 + 197/30*z + 1
*
[ -6/13 ] 
f(z) = -65/8*z^3 + 191/39*z + 1
*
-5/16 | 0.21118856613313101467989367971370964163 | 0.029517808519091782971931148779201766905
f(z) = -64*z^3 + 193/20*z + 1
*
-3/4 | 0.091949318055530256577031661936417443617 | 0.016581853146479440602084572205800839256
f(z) = -64/7*z^3 + 193/28*z + 1
*
[ -9/16 ] 
f(z) = -64/9*z^3 + 181/36*z + 1
*
0 | 0.089127481350563131071770753205448471858 | 0.016072971918922624989364786540789628398
f(z) = -64/9*z^3 + 193/36*z + 1
*
[ -3/4 ] 
f(z) = -64/11*z^3 + 185/33*z + 1
*
[ -3/4 ] 
f(z) = -64/13*z^3 + 199/39*z + 1
*
[ -4/21 ] 
f(z) = -63/4*z^3 + 191/28*z + 1
*
[ -4/21 ] 
f(z) = -63/8*z^3 + 183/28*z + 1
*
[ 3/2 ] 
f(z) = -61/18*z^3 + 191/24*z + 1
*
[ 9/20 ] 
f(z) = -80/3*z^3 + 188/45*z + 1
*
-9/20 | 0.17158556135453697195276950996038222315 | 0.028638333750528416132465260997834455894
f(z) = -80/9*z^3 + 181/45*z + 1
*
[ -1/2 ] 
f(z) = -79/10*z^3 + 199/40*z + 1
*
[ 2/3 ] 
f(z) = -78/7*z^3 + 187/42*z + 1
*
-2/7 | 0.12473796249472097991838718369855635322 | 0.019832051400170660122909683221841933341
f(z) = -77/6*z^3 + 191/42*z + 1
*
-3/7 | 0.15602941183055486124338539618240325188 | 0.024807069583912091844522902040510852741
f(z) = -77/6*z^3 + 197/42*z + 1
*
[ -1/2 ] 
f(z) = -77/10*z^3 + 197/40*z + 1
*
[ 6/7 ] 
f(z) = -77/12*z^3 + 191/42*z + 1
*
[ -4/11 ] 
f(z) = -77/16*z^3 + 193/44*z + 1
*
-6/7 | 0.14044686439613810574911509197197604559 | 0.022303386722467058777189069095952822652
f(z) = -77/18*z^3 + 181/42*z + 1
*
[ 4/5 ] 
f(z) = -75/11*z^3 + 181/44*z + 1
*
[ -7/15 ] 
f(z) = -75/14*z^3 + 181/42*z + 1
*
-14/15 | 0.10810780864200268548720685458348596458 | 0.019960451360540041810226615664532881182
f(z) = -75/14*z^3 + 199/42*z + 1
*
0 | 0.13144883685611590183163550812560452547 | 0.024270014788244064424781806825675304807
f(z) = -75/16*z^3 + 193/48*z + 1
*
[ -1/2 ] 
f(z) = -73/10*z^3 + 193/40*z + 1
*
-1/2 | 0.18753877534181327602571697844598066455 | 0.028968480337099657062879651668134396823
f(z) = -72/5*z^3 + 197/45*z + 1
*
3/4 | 0.12687017103909058563806534116733392251 | 0.020906604059686637126682890068501061268
f(z) = -72/7*z^3 + 187/42*z + 1
*
5/6 | 0.13722293840093478023140860034426392763 | 0.023313033148537004817679919253379699610
f(z) = -72/11*z^3 + 184/55*z + 1
*
[ 3/4 ] 
f(z) = -71/9*z^3 + 197/48*z + 1
*
[ -1/2 ] 
f(z) = -71/10*z^3 + 191/40*z + 1
*
[ -1/2 ] 
f(z) = -69/10*z^3 + 189/40*z + 1
*
[ -1/3 ] 
f(z) = -69/14*z^3 + 191/42*z + 1
*
[ -2/3 ] 
f(z) = -69/14*z^3 + 197/42*z + 1
*
-1/4 | 0.14005858426658709415621592433766742061 | 0.024984575375692853950237771721566347266
f(z) = -68/11*z^3 + 193/44*z + 1
*
0 | 0.16015810318673821633598987282401701749 | 0.028570060321905335554517452506781944778
f(z) = -68/13*z^3 + 181/52*z + 1
*
[ 3/4 ] 
f(z) = -67/9*z^3 + 185/48*z + 1
*
[ -1/2 ] 
f(z) = -67/10*z^3 + 187/40*z + 1
*
[ -1/2 ] 
f(z) = -67/11*z^3 + 199/44*z + 1
*
[ -1/2 ] 
f(z) = -65/11*z^3 + 197/44*z + 1
*
17/24 | 0.16678400707293369175152722176942956723 | 0.026239959417973976525301981600762653553
f(z) = -64/5*z^3 + 199/45*z + 1
*
-11/16 | 0.13518852497431172014070009624598740893 | 0.024379476820691662232247818990551425752
f(z) = -64/11*z^3 + 185/44*z + 1
*
[ 3/7 ] 
f(z) = -63/2*z^3 + 187/42*z + 1
*
[ -1/2 ] 
f(z) = -63/11*z^3 + 195/44*z + 1
*
-1/4 | 0.18085310955822369797168177332489968250 | 0.029138950637740103239522635076357908366
f(z) = -62/5*z^3 + 191/40*z + 1
*
[ -1/2 ] 
f(z) = -61/10*z^3 + 181/40*z + 1
*
[ -1/2 ] 
f(z) = -61/11*z^3 + 193/44*z + 1
*
[ 3/5 ] 
f(z) = -79/9*z^3 + 187/75*z + 1
*
-1/2 | 0.16108014441143911786440480124602597479 | 0.027985990065919896558823068908593468559
f(z) = -79/15*z^3 + 199/60*z + 1
*
[ 6/11 ] 
f(z) = -77/6*z^3 + 197/66*z + 1
*
[ 3/5 ] 
f(z) = -77/9*z^3 + 181/75*z + 1
*
-1/2 | 0.15239522749641820020103985862528594234 | 0.026595562602460356158792977662703175354
f(z) = -77/15*z^3 + 197/60*z + 1
*
-3/4 | 0.15307884073046773775981251640428401459 | 0.026775948749175173255293036976516852593
f(z) = -76/15*z^3 + 191/60*z + 1
*
0 | 0.10527700018042292311421049355669942257 | 0.018414638808646643161548620690381543001
f(z) = -76/15*z^3 + 199/60*z + 1
*
-1/2 | 0.14581847940801658965371198798991270673 | 0.025686947943691226220361566632567009145
f(z) = -73/15*z^3 + 193/60*z + 1
*
-1/2 | 0.14273091193782090377035164687356433900 | 0.025266695495549144304928700563495223458
f(z) = -71/15*z^3 + 191/60*z + 1
*
-1/2 | 0.14396358587730435047273155498552289061 | 0.025749225741203601682598942090270186050
f(z) = -67/15*z^3 + 187/60*z + 1
*
[ 5/7 ] 
f(z) = -63/10*z^3 + 197/70*z + 1
*
-1/2 | 0.14095471950092255184272224994833125872 | 0.025641332723341291815905511628958497454
f(z) = -61/15*z^3 + 181/60*z + 1
*
2/3 | 0.17831691334637859171658505652394844887 | 0.027154836068428885137431894248039374867
f(z) = -79/10*z^3 + 181/90*z + 1
*
[ 8/11 ] 
f(z) = -77/16*z^3 + 191/88*z + 1
*
[ 3/4 ] 
f(z) = -77/18*z^3 + 199/96*z + 1
*
[ 3/4 ] 
f(z) = -73/18*z^3 + 187/96*z + 1
*
[ 3/4 ] 
f(z) = -71/18*z^3 + 181/96*z + 1
*
0 | 0.060286403198552378057026570952346622122 | 0.010423275479130038721909984430006964003
f(z) = -65/16*z^3 + 197/80*z + 1
*
[ 2/3 ] 
f(z) = -61/10*z^3 + 199/90*z + 1
*
-8/15 | 0.14528976965861815728636947858243707549 | 0.023781941669628026370677773602755521476
f(z) = -75/19*z^3 + 185/114*z + 1
*
7/10 | 0.15235489502508327552052245248781567615 | 0.022791883991478381055234003982895282008
f(z) = -80/13*z^3 + 197/130*z + 1
*
[ 2/3 ] 
f(z) = -65/14*z^3 + 197/126*z + 1
*
[ 2/3 ] 
f(z) = -61/14*z^3 + 181/126*z + 1
*
[ 2/3 ] 
f(z) = -67/18*z^3 + 187/162*z + 1
*
4/5 | 0.13401336104117261224081002862245164826 | 0.020690741527478578346109353340075609989
f(z) = -65/18*z^3 + 191/180*z + 1
*
[ -2/3 ] 
f(z) = -79/4*z^3 + 203/18*z + 1
*
[ 2/3 ] 
f(z) = -78*z^3 + 205/6*z + 1
*
0 | 0.12797091487269545772729567475857154007 | 0.023457998560787653677459557129012221198
f(z) = -78/5*z^3 + 209/15*z + 1
*
[ -4/5 ] 
f(z) = -75*z^3 + 201/4*z + 1
*
[ -2/3 ] 
f(z) = -75*z^3 + 215/6*z + 1
*
0 | 0.15101567898320590606478615915515275385 | 0.027882732550847958633622820669282570165
f(z) = -75/2*z^3 + 217/6*z + 1
*
0 | 0.12234349491886115499858283782845393167 | 0.022588852833870257104723261028289555999
f(z) = -75/4*z^3 + 217/12*z + 1
*
[ 4/3 ] 
f(z) = -75/8*z^3 + 203/12*z + 1
*
[ -8/5 ] 
f(z) = -75/8*z^3 + 205/8*z + 1
*
[ -1/24 ] 
f(z) = -72*z^3 + 201/8*z + 1
*
[ 5/3 ] 
f(z) = -72/5*z^3 + 202/5*z + 1
*
[ -5/3 ] 
f(z) = -72/5*z^3 + 208/5*z + 1
*
0 | 0.16010403593642855144914533165657120784 | 0.029785254603287848390861471880206107256
f(z) = -72/5*z^3 + 211/15*z + 1
*
[ 3 ] 
f(z) = -71/9*z^3 + 215/3*z + 1
*
[ -3 ] 
f(z) = -71/9*z^3 + 217/3*z + 1
*
[ 3/2 ] 
f(z) = -71/9*z^3 + 217/12*z + 1
*
[ 3 ] 
f(z) = -71/18*z^3 + 217/6*z + 1
*
[ 3 ] 
f(z) = -70/9*z^3 + 212/3*z + 1
*
[ -3 ] 
f(z) = -70/9*z^3 + 214/3*z + 1
*
0 | 0.15428520506055750021190245945801098979 | 0.028931809653155264863926393363859214624
f(z) = -69/2*z^3 + 203/6*z + 1
*
[ -4/3 ] 
f(z) = -69/8*z^3 + 205/12*z + 1
*
[ 3 ] 
f(z) = -68/9*z^3 + 206/3*z + 1
*
[ -3 ] 
f(z) = -68/9*z^3 + 208/3*z + 1
*
[ 3 ] 
f(z) = -67/9*z^3 + 203/3*z + 1
*
[ -3 ] 
f(z) = -67/9*z^3 + 205/3*z + 1
*
[ 3/2 ] 
f(z) = -67/9*z^3 + 205/12*z + 1
*
[ 3 ] 
f(z) = -67/18*z^3 + 205/6*z + 1
*
[ -3 ] 
f(z) = -67/18*z^3 + 209/6*z + 1
*
[ -6/5 ] 
f(z) = -65/8*z^3 + 203/15*z + 1
*
[ -3/2 ] 
f(z) = -65/9*z^3 + 215/12*z + 1
*
[ -3 ] 
f(z) = -65/18*z^3 + 203/6*z + 1
*
[ -1/16 ] 
f(z) = -64/3*z^3 + 205/12*z + 1
*
[ -7/4 ] 
f(z) = -64/7*z^3 + 207/7*z + 1
*
[ -1/12 ] 
f(z) = -63*z^3 + 215/16*z + 1
*
[ -3/2 ] 
f(z) = -61/9*z^3 + 203/12*z + 1
*
-2/5 | 0.18244140696419902712883318385415150080 | 0.027292745547069746417196998432167405837
f(z) = -80/3*z^3 + 203/30*z + 1
*
[ -1/6 ] 
f(z) = -80/3*z^3 + 209/27*z + 1
*
-1/4 | 0.16053916609352080486552431604284627288 | 0.026794645087403780285023856246635599129
f(z) = -80/7*z^3 + 214/35*z + 1
*
[ -3/4 ] 
f(z) = -80/11*z^3 + 212/33*z + 1
*
[ -3/11 ] 
f(z) = -77/3*z^3 + 217/33*z + 1
*
-1/7 | 0.14896129182021270909448647635253984085 | 0.023683311294581266180206431353136920908
f(z) = -77/4*z^3 + 207/28*z + 1
*
0 | 0.16057190003567162587306311399516735771 | 0.025529278426888480814465089391953308803
f(z) = -77/10*z^3 + 212/35*z + 1
*
[ -1/6 ] 
f(z) = -76/3*z^3 + 208/27*z + 1
*
[ -7/10 ] 
f(z) = -75/7*z^3 + 215/28*z + 1
*
0 | 0.14875148226558320285502938310118425935 | 0.027464683299637411092032923211794557838
f(z) = -75/8*z^3 + 209/24*z + 1
*
[ -14/15 ] 
f(z) = -75/8*z^3 + 215/21*z + 1
*
[ -1/3 ] 
f(z) = -73/4*z^3 + 217/36*z + 1
*
[ 3/8 ] 
f(z) = -72*z^3 + 203/24*z + 1
*
[ -13/12 ] 
f(z) = -72/13*z^3 + 219/26*z + 1
*
[ -1/3 ] 
f(z) = -71/4*z^3 + 215/36*z + 1
*
[ -2/5 ] 
f(z) = -70/3*z^3 + 217/30*z + 1
*
[ -1/5 ] 
f(z) = -69*z^3 + 219/25*z + 1
*
[ -1/5 ] 
f(z) = -68*z^3 + 218/25*z + 1
*
[ -1/6 ] 
f(z) = -68/3*z^3 + 206/27*z + 1
*
0 | 0.10318925377021427360850913782069823094 | 0.018407580672643335370314334529848968647
f(z) = -68/9*z^3 + 209/36*z + 1
*
[ -1/5 ] 
f(z) = -67*z^3 + 217/25*z + 1
*
[ -1/3 ] 
f(z) = -67/4*z^3 + 211/36*z + 1
*
[ 3/2 ] 
f(z) = -67/18*z^3 + 209/24*z + 1
*
-3/11 | 0.19606027334125212623108731368016351426 | 0.026928777296978563712660377279120525732
f(z) = -66*z^3 + 207/22*z + 1
*
[ -1/5 ] 
f(z) = -66*z^3 + 216/25*z + 1
*
0 | 0.12390091664016130938200978668503458742 | 0.023276476490884980674157830959997095982
f(z) = -66/7*z^3 + 205/21*z + 1
*
0 | 0.13380961155226059878364228314158010481 | 0.023997638622052062938708543615214427229
f(z) = -66/7*z^3 + 215/28*z + 1
*
[ -2/13 ] 
f(z) = -65/2*z^3 + 215/26*z + 1
*
[ -2/5 ] 
f(z) = -65/3*z^3 + 209/30*z + 1
*
[ 4/5 ] 
f(z) = -65/4*z^3 + 203/20*z + 1
*
[ -2/13 ] 
f(z) = -65/4*z^3 + 205/26*z + 1
*
[ -1/3 ] 
f(z) = -65/4*z^3 + 209/36*z + 1
*
6/5 | 0.14118360446602394733955816032956512684 | 0.023392268876049572868611809781481502080
f(z) = -65/12*z^3 + 209/30*z + 1
*
[ 3/2 ] 
f(z) = -65/18*z^3 + 203/24*z + 1
*
[ -6/5 ] 
f(z) = -65/18*z^3 + 211/30*z + 1
*
[ -5/16 ] 
f(z) = -64*z^3 + 209/20*z + 1
*
[ -1/5 ] 
f(z) = -64*z^3 + 214/25*z + 1
*
[ -1/6 ] 
f(z) = -64/3*z^3 + 205/27*z + 1
*
[ 9/16 ] 
f(z) = -64/3*z^3 + 215/36*z + 1
*
0 | 0.15884678876582688692267125796674486939 | 0.028645934301699394231428795220610010122
f(z) = -64/5*z^3 + 211/20*z + 1
*
-1/4 | 0.10543859644364284986639830233177909080 | 0.019014467525942029124438284742145806233
f(z) = -64/7*z^3 + 205/28*z + 1
*
0 | 0.064557407301535580967837515801350376179 | 0.011642081420821792476364141773842178095
f(z) = -64/7*z^3 + 207/28*z + 1
*
[ -5/8 ] 
f(z) = -64/7*z^3 + 216/35*z + 1
*
0 | 0.098504240401668788505943338954126238667 | 0.017763947391752729260900263456233359567
f(z) = -64/9*z^3 + 211/36*z + 1
*
[ -1/5 ] 
f(z) = -63*z^3 + 213/25*z + 1
*
[ 3/7 ] 
f(z) = -63*z^3 + 215/21*z + 1
*
[ -4/21 ] 
f(z) = -63/2*z^3 + 207/28*z + 1
*
-1/7 | 0.16128055415548172084353509410734522070 | 0.026487003701651338112834050803775236408
f(z) = -63/4*z^3 + 205/28*z + 1
*
[ -5/21 ] 
f(z) = -63/5*z^3 + 207/35*z + 1
*
-1/3 | 0.14126667738266852496261293898879996017 | 0.023200137340472734905726125760766784255
f(z) = -63/5*z^3 + 214/35*z + 1
*
[ -5/6 ] 
f(z) = -63/5*z^3 + 219/20*z + 1
*
[ -2/15 ] 
f(z) = -63/8*z^3 + 216/25*z + 1
*
[ -2/9 ] 
f(z) = -63/16*z^3 + 205/36*z + 1
*
[ -1/5 ] 
f(z) = -62*z^3 + 212/25*z + 1
*
[ -1/5 ] 
f(z) = -61*z^3 + 211/25*z + 1
*
[ -1/3 ] 
f(z) = -61/4*z^3 + 205/36*z + 1
*
[ -1/2 ] 
f(z) = -79/11*z^3 + 211/44*z + 1
*
[ 3/4 ] 
f(z) = -77/9*z^3 + 215/48*z + 1
*
-6/7 | 0.10110847212986967030941965626954338113 | 0.016075205784743832859319628305046631558
f(z) = -77/12*z^3 + 205/42*z + 1
*
[ -2/7 ] 
f(z) = -77/12*z^3 + 211/42*z + 1
*
-2/11 | 0.18340102369592375659848994940192361637 | 0.027203970037027764914680353098524659264
f(z) = -77/16*z^3 + 205/44*z + 1
*
[ -1/2 ] 
f(z) = -75/11*z^3 + 207/44*z + 1
*
-8/15 | 0.15192846424434868934554101581304795386 | 0.028051264371412302001892277647896716235
f(z) = -75/14*z^3 + 211/42*z + 1
*
[ -3/5 ] 
f(z) = -75/16*z^3 + 209/48*z + 1
*
16/15 | 0.14817730101766249235682838004217551989 | 0.027358669524913624287982647144149148282
f(z) = -75/16*z^3 + 211/48*z + 1
*
[ -1/3 ] 
f(z) = -75/16*z^3 + 217/48*z + 1
*
[ 2/5 ] 
f(z) = -73/2*z^3 + 217/50*z + 1
*
[ 3/4 ] 
f(z) = -73/9*z^3 + 203/48*z + 1
*
[ -1/2 ] 
f(z) = -73/11*z^3 + 205/44*z + 1
*
[ -1/2 ] 
f(z) = -73/12*z^3 + 217/48*z + 1
*
[ 5/8 ] 
f(z) = -72/5*z^3 + 201/40*z + 1
*
-1/3 | 0.17189750254498320243095213753469605710 | 0.027044460497096614518262125517798508643
f(z) = -72/5*z^3 + 209/40*z + 1
*
[ -1/2 ] 
f(z) = -71/11*z^3 + 203/44*z + 1
*
[ -1/2 ] 
f(z) = -71/12*z^3 + 215/48*z + 1
*
[ -1/2 ] 
f(z) = -69/11*z^3 + 201/44*z + 1
*
[ -1/3 ] 
f(z) = -69/16*z^3 + 215/48*z + 1
*
8/17 | 0.18070793621894998966527494270585397346 | 0.025622442027339186305618928888750444830
f(z) = -68/3*z^3 + 205/51*z + 1
*
0 | 0.15753978503443465299698219529847356896 | 0.028102987435396232930534697629441453850
f(z) = -68/11*z^3 + 217/44*z + 1
*
[ -1/2 ] 
f(z) = -67/12*z^3 + 211/48*z + 1
*
-2/15 | 0.16265376976692347330743441178453177537 | 0.020379996950893747004796796184063746442
f(z) = -65/2*z^3 + 206/45*z + 1
*
-1/10 | 0.15352406386685199511567449547438317502 | 0.021411646338185008579738001692268121361
f(z) = -65/2*z^3 + 213/40*z + 1
*
-1/5 | 0.071390847215501787561788080206922602062 | 0.012343188973554936790553355154916991865
f(z) = -65/8*z^3 + 213/40*z + 1
*
[ -1/2 ] 
f(z) = -65/12*z^3 + 209/48*z + 1
*
0 | 0.13903953469427343928628129156224681248 | 0.025073955898867158222702367441334434375
f(z) = -64/11*z^3 + 201/44*z + 1
*
-9/16 | 0.13321841039379487494458872512477094178 | 0.024024192503779825610839890766484590054
f(z) = -64/11*z^3 + 213/44*z + 1
*
[ -3/8 ] 
f(z) = -64/17*z^3 + 214/51*z + 1
*
[ -1/2 ] 
f(z) = -63/13*z^3 + 219/52*z + 1
*
[ 2/3 ] 
f(z) = -61/6*z^3 + 217/54*z + 1
*
[ -1/2 ] 
f(z) = -61/12*z^3 + 205/48*z + 1
*
[ -1/2 ] 
f(z) = -61/13*z^3 + 217/52*z + 1
*
[ 7/12 ] 
f(z) = -80/7*z^3 + 200/63*z + 1
*
-1/5 | 0.17458453270662394061110147828950255381 | 0.026117378214206551296133906222920044584
f(z) = -80/7*z^3 + 207/70*z + 1
*
-3/5 | 0.18685620733131963319129291175457317823 | 0.025326960348749351236192282693208569193
f(z) = -80/9*z^3 + 217/60*z + 1
*
-6/11 | 0.17203748431288051968437441469766267440 | 0.025518410280265273395256612999989917539
f(z) = -77/18*z^3 + 205/66*z + 1
*
0 | 0.16895663003697830213164097022479993876 | 0.029762895471962809020736689677685281015
f(z) = -73/15*z^3 + 217/60*z + 1
*
[ 3/4 ] 
f(z) = -72/13*z^3 + 217/78*z + 1
*
-3/10 | 0.15574517851694660347665203694403590987 | 0.021721420064638947757479173502158777091
f(z) = -65/3*z^3 + 217/60*z + 1
*
-5/13 | 0.19011971351899038403125902765070146392 | 0.028210449192763605422395612169892488761
f(z) = -65/6*z^3 + 203/78*z + 1
*
0 | 0.062870140347644970091960237166255413152 | 0.011337804962442566027157316285689089947
f(z) = -64/15*z^3 + 211/60*z + 1
*
-5/16 | 0.10660937224512844908807945485188113294 | 0.019225601581291538558724590273977228857
f(z) = -64/15*z^3 + 217/60*z + 1
*
[ 8/9 ] 
f(z) = -63/16*z^3 + 215/72*z + 1
*
0 | 0.16206771175784626415420418181613068146 | 0.029395085929164667754894998952076888720
f(z) = -62/15*z^3 + 203/60*z + 1
*
[ 3/4 ] 
f(z) = -79/18*z^3 + 205/96*z + 1
*
[ 7/13 ] 
f(z) = -78/7*z^3 + 216/91*z + 1
*
-7/30 | 0.15529515231274444878618275716391156026 | 0.022829482515485789687417133283543554754
f(z) = -75/7*z^3 + 205/84*z + 1
*
-1/12 | 0.18268804565464120867225912681949041991 | 0.028742125748486742146404118253690466973
f(z) = -64/11*z^3 + 202/99*z + 1
*
[ 3/4 ] 
f(z) = -72/17*z^3 + 209/102*z + 1
*
[ 3/4 ] 
f(z) = -72/19*z^3 + 205/114*z + 1
*
[ 4/5 ] 
f(z) = -61/16*z^3 + 219/100*z + 1
*
[ 2/3 ] 
f(z) = -67/14*z^3 + 205/126*z + 1
*
[ 2/3 ] 
f(z) = -73/18*z^3 + 211/162*z + 1
*
[ 2/3 ] 
f(z) = -71/18*z^3 + 203/162*z + 1
*
[ 3 ] 
f(z) = -79/9*z^3 + 239/3*z + 1
*
[ -2/3 ] 
f(z) = -78*z^3 + 223/6*z + 1
*
[ 3 ] 
f(z) = -77/9*z^3 + 233/3*z + 1
*
[ -3 ] 
f(z) = -77/9*z^3 + 235/3*z + 1
*
[ 3/2 ] 
f(z) = -77/9*z^3 + 235/12*z + 1
*
[ 3 ] 
f(z) = -77/18*z^3 + 235/6*z + 1
*
[ -3 ] 
f(z) = -77/18*z^3 + 239/6*z + 1
*
[ 3 ] 
f(z) = -76/9*z^3 + 230/3*z + 1
*
[ -3 ] 
f(z) = -76/9*z^3 + 232/3*z + 1
*
8/15 | 0.19157987416326371659211728438740602581 | 0.028163592503655166177142083649339113030
f(z) = -75*z^3 + 223/12*z + 1
*
[ -4/3 ] 
f(z) = -75/8*z^3 + 221/12*z + 1
*
[ 3 ] 
f(z) = -74/9*z^3 + 224/3*z + 1
*
[ -3 ] 
f(z) = -74/9*z^3 + 226/3*z + 1
*
[ 3 ] 
f(z) = -73/9*z^3 + 221/3*z + 1
*
[ -3 ] 
f(z) = -73/9*z^3 + 223/3*z + 1
*
[ 3/2 ] 
f(z) = -73/9*z^3 + 223/12*z + 1
*
[ -3/2 ] 
f(z) = -73/9*z^3 + 239/12*z + 1
*
[ 3 ] 
f(z) = -73/18*z^3 + 223/6*z + 1
*
[ -3 ] 
f(z) = -73/18*z^3 + 227/6*z + 1
*
[ 5/4 ] 
f(z) = -72/5*z^3 + 227/10*z + 1
*
[ -3/2 ] 
f(z) = -71/9*z^3 + 233/12*z + 1
*
[ -3 ] 
f(z) = -71/18*z^3 + 221/6*z + 1
*
[ -3/2 ] 
f(z) = -67/9*z^3 + 221/12*z + 1
*
[ -1/24 ] 
f(z) = -64*z^3 + 226/9*z + 1
*
0 | 0.16532867117419820708185534014388612068 | 0.029814856752472233524398671389589381671
f(z) = -64/3*z^3 + 229/12*z + 1
*
0 | 0.13048392513307049531478712512200724827 | 0.023531063963150947281622285635623140781
f(z) = -64/3*z^3 + 235/12*z + 1
*
[ 15/8 ] 
f(z) = -64/15*z^3 + 232/15*z + 1
*
[ 4/3 ] 
f(z) = -63/2*z^3 + 225/4*z + 1
*
[ -4/3 ] 
f(z) = -63/2*z^3 + 231/4*z + 1
*
[ 8/3 ] 
f(z) = -63/16*z^3 + 229/8*z + 1
*
[ -8/3 ] 
f(z) = -63/16*z^3 + 235/8*z + 1
*
[ 2/3 ] 
f(z) = -61/2*z^3 + 235/18*z + 1
*
-2 | 0.077141160889993170125343860319454254426 | 0.014085944361445812660793048679078895716
f(z) = -61/10*z^3 + 239/10*z + 1
*
-2 | 0.077230309806393175494713981734191433206 | 0.014123895460732935774830562895683413104
f(z) = -61/14*z^3 + 237/14*z + 1
*
-2 | 0.063741152042035528418980405172737099241 | 0.011675089963679696944721454197338116185
f(z) = -61/18*z^3 + 235/18*z + 1
*
-1/10 | 0.20466956382456904045784868593154414936 | 0.027741427494508679205094610506339462172
f(z) = -80*z^3 + 221/20*z + 1
*
-1/5 | 0.12263713794187914528874219008871762424 | 0.018346187174084946832749367923642297160
f(z) = -80/3*z^3 + 227/30*z + 1
*
[ -1/5 ] 
f(z) = -80/7*z^3 + 226/35*z + 1
*
-1/8 | 0.12652604405917345160463859730342860024 | 0.021934639932735286956194274806668607927
f(z) = -80/7*z^3 + 229/28*z + 1
*
[ -3/4 ] 
f(z) = -80/13*z^3 + 226/39*z + 1
*
[ -1/5 ] 
f(z) = -79*z^3 + 229/25*z + 1
*
[ -1/4 ] 
f(z) = -79/2*z^3 + 239/32*z + 1
*
[ -1/3 ] 
f(z) = -79/4*z^3 + 223/36*z + 1
*
[ -1/5 ] 
f(z) = -78*z^3 + 228/25*z + 1
*
[ -1/6 ] 
f(z) = -78/5*z^3 + 223/30*z + 1
*
[ -1/5 ] 
f(z) = -77*z^3 + 227/25*z + 1
*
[ -1/4 ] 
f(z) = -77/2*z^3 + 237/32*z + 1
*
[ -1/3 ] 
f(z) = -77/4*z^3 + 221/36*z + 1
*
[ -1/7 ] 
f(z) = -77/4*z^3 + 235/28*z + 1
*
[ 3/2 ] 
f(z) = -77/18*z^3 + 239/24*z + 1
*
[ -1/5 ] 
f(z) = -76*z^3 + 226/25*z + 1
*
0 | 0.15088296290195708514586049472105816582 | 0.026391854435976283059820128947501133009
f(z) = -76/9*z^3 + 223/36*z + 1
*
-1/3 | 0.19992148547003542133710423955478807628 | 0.028456393875680090740417764628166398435
f(z) = -75/2*z^3 + 221/30*z + 1
*
-1/3 | 0.18042083194453300048829207987212605249 | 0.025680712831443159178463429018766316623
f(z) = -75/2*z^3 + 233/30*z + 1
*
[ 8/15 ] 
f(z) = -75/2*z^3 + 235/24*z + 1
*
[ -1/4 ] 
f(z) = -75/2*z^3 + 235/32*z + 1
*
-1/3 | 0.21043925629950250163189505736968014672 | 0.029953470734196695795641791235255207361
f(z) = -75/2*z^3 + 239/30*z + 1
*
[ -1/5 ] 
f(z) = -74*z^3 + 224/25*z + 1
*
[ -1/5 ] 
f(z) = -73*z^3 + 223/25*z + 1
*
[ -1/4 ] 
f(z) = -73/2*z^3 + 233/32*z + 1
*
[ 3/2 ] 
f(z) = -73/18*z^3 + 227/24*z + 1
*
[ -1/5 ] 
f(z) = -72*z^3 + 222/25*z + 1
*
[ 3/4 ] 
f(z) = -72/5*z^3 + 233/30*z + 1
*
0 | 0.13232155145626855463568919696009605071 | 0.023366144249181131920613774947949808910
f(z) = -72/7*z^3 + 239/28*z + 1
*
[ -1/5 ] 
f(z) = -71*z^3 + 221/25*z + 1
*
[ -1/4 ] 
f(z) = -71/2*z^3 + 231/32*z + 1
*
[ 3/2 ] 
f(z) = -71/18*z^3 + 221/24*z + 1
*
-1/5 | 0.16284565625284319393835350316151242129 | 0.024857832284812646531685230726006219571
f(z) = -70/3*z^3 + 223/30*z + 1
*
[ -1/4 ] 
f(z) = -69/2*z^3 + 229/32*z + 1
*
-1/6 | 0.19622149410622975599537980586218290821 | 0.029203915753336931835160940756893057886
f(z) = -69/2*z^3 + 239/24*z + 1
*
-2/3 | 0.14478325983531897347218868535017358318 | 0.024026963172466360991496464451162038579
f(z) = -69/5*z^3 + 229/30*z + 1
*
0 | 0.15339471829925228966895029382277902947 | 0.028275784625655888565960459586134491296
f(z) = -69/10*z^3 + 227/30*z + 1
*
0 | 0.16363296704786733173800644071283307367 | 0.029189929489605919828217858418475529782
f(z) = -68/5*z^3 + 237/20*z + 1
*
0 | 0.073412887575890442342694609904057366407 | 0.013095875792203559088775188333607421910
f(z) = -68/7*z^3 + 223/28*z + 1
*
0 | 0.12549318570040003890407221227290697853 | 0.022386303372162935934064236558059728376
f(z) = -68/7*z^3 + 237/28*z + 1
*
0 | 0.14389159963547809430726027078584265277 | 0.025668333975008445525665195359086545160
f(z) = -68/9*z^3 + 227/36*z + 1
*
[ -1/4 ] 
f(z) = -67/2*z^3 + 227/32*z + 1
*
[ -1/10 ] 
f(z) = -65*z^3 + 233/20*z + 1
*
[ -2/13 ] 
f(z) = -65*z^3 + 235/26*z + 1
*
[ -1/4 ] 
f(z) = -65/2*z^3 + 225/32*z + 1
*
-4/5 | 0.14530715860622621723112379386794935400 | 0.025123020496912075519654257790359714362
f(z) = -65/4*z^3 + 233/20*z + 1
*
[ -1/5 ] 
f(z) = -65/7*z^3 + 223/35*z + 1
*
[ -3/13 ] 
f(z) = -65/9*z^3 + 223/39*z + 1
*
-6/5 | 0.17134899507384232840301325965920663874 | 0.027966811421095446587465406901467193506
f(z) = -65/12*z^3 + 229/30*z + 1
*
[ 6/5 ] 
f(z) = -65/12*z^3 + 239/30*z + 1
*
[ -3/2 ] 
f(z) = -65/18*z^3 + 235/24*z + 1
*
0 | 0.15691566457477299025641786812118408026 | 0.028297681389977623252179951336500562293
f(z) = -64/5*z^3 + 221/20*z + 1
*
0 | 0.10909440722064671213122745313639792810 | 0.019673745035743516643850868428652463532
f(z) = -64/5*z^3 + 231/20*z + 1
*
0 | 0.11248334173818309489173652218539801043 | 0.020284894913536913044370461807703554360
f(z) = -64/7*z^3 + 221/28*z + 1
*
0 | 0.14925744863204301431519554246177305466 | 0.026916622619648456491121436587742470097
f(z) = -64/9*z^3 + 229/36*z + 1
*
-1/6 | 0.15599966989649469050440797232499719298 | 0.020868573981686214620398976392653345289
f(z) = -63*z^3 + 233/28*z + 1
*
[ -4/21 ] 
f(z) = -63*z^3 + 239/28*z + 1
*
[ -1/4 ] 
f(z) = -63/2*z^3 + 223/32*z + 1
*
[ -4/7 ] 
f(z) = -63/4*z^3 + 221/28*z + 1
*
[ -4/9 ] 
f(z) = -63/4*z^3 + 229/36*z + 1
*
[ -1/7 ] 
f(z) = -63/4*z^3 + 233/28*z + 1
*
-5/7 | 0.15693896287034611419499753348953822968 | 0.025773986902802898364879393865557275976
f(z) = -63/5*z^3 + 239/35*z + 1
*
[ -1/6 ] 
f(z) = -63/8*z^3 + 231/32*z + 1
*
[ 4/3 ] 
f(z) = -63/10*z^3 + 229/20*z + 1
*
-4/3 | 0.10681830785069967047198549657060732876 | 0.015744562440958411594763532256396919191
f(z) = -63/16*z^3 + 221/28*z + 1
*
[ -1/4 ] 
f(z) = -61/2*z^3 + 221/32*z + 1
*
-4/3 | 0.15821537699607243558535886868441656629 | 0.023111036109141482153374006422172812087
f(z) = -61/16*z^3 + 235/36*z + 1
*
[ -3/2 ] 
f(z) = -61/18*z^3 + 223/24*z + 1
*
[ -9/20 ] 
f(z) = -80/9*z^3 + 226/45*z + 1
*
[ 3/4 ] 
f(z) = -79/9*z^3 + 221/48*z + 1
*
[ -1/2 ] 
f(z) = -79/12*z^3 + 223/48*z + 1
*
[ -1/2 ] 
f(z) = -79/13*z^3 + 235/52*z + 1
*
[ -1/4 ] 
f(z) = -78/5*z^3 + 239/40*z + 1
*
[ -1/3 ] 
f(z) = -78/17*z^3 + 230/51*z + 1
*
[ 2/5 ] 
f(z) = -77/2*z^3 + 233/50*z + 1
*
[ -2/7 ] 
f(z) = -77/6*z^3 + 233/42*z + 1
*
[ -3/7 ] 
f(z) = -77/6*z^3 + 239/42*z + 1
*
[ -4/11 ] 
f(z) = -77/8*z^3 + 221/44*z + 1
*
[ -1/2 ] 
f(z) = -77/12*z^3 + 221/48*z + 1
*
[ -1/2 ] 
f(z) = -77/13*z^3 + 233/52*z + 1
*
[ -6/7 ] 
f(z) = -77/18*z^3 + 223/42*z + 1
*
[ -3/8 ] 
f(z) = -76/9*z^3 + 233/48*z + 1
*
0 | 0.16137524889405217129023167773083106200 | 0.028227123834708475750576130987890941000
f(z) = -76/11*z^3 + 227/44*z + 1
*
[ -1/4 ] 
f(z) = -76/11*z^3 + 239/44*z + 1
*
-1/4 | 0.14820540047776984678198572023108556310 | 0.025923505747805918540422995205137838860
f(z) = -76/13*z^3 + 227/52*z + 1
*
0 | 0.14877276529787154921973571378701339225 | 0.026022746970646617261698617127543990155
f(z) = -76/13*z^3 + 239/52*z + 1
*
-4/15 | 0.15634246564404949661189301827429273858 | 0.025591116340599556941324070075553136359
f(z) = -75/7*z^3 + 221/42*z + 1
*
-2/5 | 0.13377897407199735034677119449275268542 | 0.021897782379849774805232932818668796112
f(z) = -75/7*z^3 + 233/42*z + 1
*
[ -1/2 ] 
f(z) = -75/13*z^3 + 231/52*z + 1
*
-7/15 | 0.15126360907926618607319771456794482371 | 0.027706060961475418901169139943793897611
f(z) = -75/14*z^3 + 235/42*z + 1
*
0 | 0.14771294922008141821774970759216317444 | 0.026972323985975235190975049198128545903
f(z) = -75/14*z^3 + 239/42*z + 1
*
[ -3/5 ] 
f(z) = -75/19*z^3 + 233/57*z + 1
*
[ -1/4 ] 
f(z) = -74/5*z^3 + 237/40*z + 1
*
[ -1/2 ] 
f(z) = -73/13*z^3 + 229/52*z + 1
*
[ 3/4 ] 
f(z) = -72/7*z^3 + 229/42*z + 1
*
[ 5/6 ] 
f(z) = -72/11*z^3 + 239/55*z + 1
*
[ -1/2 ] 
f(z) = -71/13*z^3 + 227/52*z + 1
*
[ -1/2 ] 
f(z) = -71/14*z^3 + 239/56*z + 1
*
-2/7 | 0.19913623300956979357844578458529364987 | 0.028912481021025668731232294830191869594
f(z) = -70/3*z^3 + 227/42*z + 1
*
[ 6/7 ] 
f(z) = -70/9*z^3 + 233/42*z + 1
*
-1/5 | 0.12955567256951731161431681925595647061 | 0.022116277047367787424405695703955686967
f(z) = -70/9*z^3 + 239/45*z + 1
*
0 | 0.16050969196699311027611029648462596848 | 0.027400396647432643603559026042403414627
f(z) = -70/11*z^3 + 229/55*z + 1
*
[ -1/2 ] 
f(z) = -69/13*z^3 + 225/52*z + 1
*
0 | 0.088705853711084141978491019058060752348 | 0.016432600982208912591419231487887016672
f(z) = -69/14*z^3 + 221/42*z + 1
*
[ -1/2 ] 
f(z) = -69/14*z^3 + 237/56*z + 1
*
0 | 0.12317125696492551198975339124146469271 | 0.022491021038838807745254380660379679315
f(z) = -69/16*z^3 + 239/48*z + 1
*
[ -1/3 ] 
f(z) = -69/17*z^3 + 227/51*z + 1
*
[ -3/8 ] 
f(z) = -68/9*z^3 + 227/48*z + 1
*
[ -1/4 ] 
f(z) = -68/11*z^3 + 237/44*z + 1
*
-1/4 | 0.15429900647901231888731451550220713121 | 0.027524875950706645843579262237125588595
f(z) = -68/13*z^3 + 225/52*z + 1
*
[ -1/2 ] 
f(z) = -67/13*z^3 + 223/52*z + 1
*
[ -1/2 ] 
f(z) = -67/14*z^3 + 235/56*z + 1
*
[ -1/4 ] 
f(z) = -66/5*z^3 + 233/40*z + 1
*
-1/2 | 0.061999675013118483782030647130793938337 | 0.010365387318681497404981593259597078448
f(z) = -66/7*z^3 + 239/42*z + 1
*
[ -1/3 ] 
f(z) = -66/17*z^3 + 226/51*z + 1
*
[ 2/3 ] 
f(z) = -65/6*z^3 + 233/54*z + 1
*
-1/5 | 0.13054694995082900620916576625268152492 | 0.022571040070447704658295179470788542190
f(z) = -65/9*z^3 + 238/45*z + 1
*
0 | 0.13550444262469799475339591367505673997 | 0.023428170519171277525358460213146061056
f(z) = -65/11*z^3 + 237/55*z + 1
*
[ -1/2 ] 
f(z) = -65/14*z^3 + 233/56*z + 1
*
[ -11/16 ] 
f(z) = -64/11*z^3 + 229/44*z + 1
*
-13/16 | 0.16435224724160704665539377380700421433 | 0.029638771506802912694243121153576653075
f(z) = -64/13*z^3 + 233/52*z + 1
*
[ -3/4 ] 
f(z) = -64/17*z^3 + 227/51*z + 1
*
[ -3/8 ] 
f(z) = -64/19*z^3 + 236/57*z + 1
*
-1/3 | 0.13219200412423612130016268543347923078 | 0.021709809473942361104361566949597979938
f(z) = -63/8*z^3 + 225/56*z + 1
*
[ -8/21 ] 
f(z) = -63/16*z^3 + 235/56*z + 1
*
[ -1/4 ] 
f(z) = -62/5*z^3 + 231/40*z + 1
*
[ -1/2 ] 
f(z) = -61/14*z^3 + 229/56*z + 1
*
0 | 0.093698170511446674055936546335647609283 | 0.016389315463418108511384186394343586814
f(z) = -76/15*z^3 + 229/60*z + 1
*
-2/3 | 0.17997918899598265029023051639274400110 | 0.025617850324860548119840890642931853839
f(z) = -75/16*z^3 + 239/60*z + 1
*
0 | 0.13229744417712033952891362438527353297 | 0.023249400189752253608728852971230218587
f(z) = -74/15*z^3 + 221/60*z + 1
*
[ 3/4 ] 
f(z) = -72/11*z^3 + 221/66*z + 1
*
[ 5/6 ] 
f(z) = -72/13*z^3 + 237/65*z + 1
*
0 | 0.10864394534212436413037868814014303955 | 0.019380624584540540078671065228340290882
f(z) = -68/15*z^3 + 227/60*z + 1
*
-3/4 | 0.10754789919336373994957386961446040549 | 0.019185104632926402798582609424144431707
f(z) = -68/15*z^3 + 233/60*z + 1
*
0 | 0.14159637101917968594906869484829204321 | 0.023672724546104074866030122876473375635
f(z) = -66/13*z^3 + 227/78*z + 1
*
10/13 | 0.25016132373483253033383827990147705823 | 0.029963837512024460017472379436475390425
f(z) = -65/8*z^3 + 228/65*z + 1
*
-4/5 | 0.16231314300026038127652892006581122134 | 0.028063286472790709559692926607998689520
f(z) = -65/12*z^3 + 223/60*z + 1
*
0 | 0.095884910456384887577127020867691660862 | 0.016578113520672185163315082854678111618
f(z) = -65/12*z^3 + 229/60*z + 1
*
-6/13 | 0.18355089037355150610424761254001817642 | 0.027235750419181963257502763419936734286
f(z) = -65/18*z^3 + 229/78*z + 1
*
-5/8 | 0.10893867855283266889632156804314468054 | 0.018885682442476788448565223396070446475
f(z) = -64/13*z^3 + 229/65*z + 1
*
[ 15/16 ] 
f(z) = -64/15*z^3 + 221/60*z + 1
*
-8/9 | 0.13535440853192973900718015811569740093 | 0.021348065945150686014749398344602218711
f(z) = -63/16*z^3 + 233/72*z + 1
*
[ 5/6 ] 
f(z) = -72/17*z^3 + 233/85*z + 1
*
[ 5/6 ] 
f(z) = -72/19*z^3 + 231/95*z + 1
*
[ 2/3 ] 
f(z) = -71/10*z^3 + 239/90*z + 1
*
0 | 0.16910653291107675209190690903528743942 | 0.028867951963850673602863320995170246354
f(z) = -70/17*z^3 + 231/85*z + 1
*
[ 2/3 ] 
f(z) = -67/10*z^3 + 223/90*z + 1
*
0 | 0.17210772041536793846469327533057804512 | 0.029756729325287554890617207860583106995
f(z) = -65/17*z^3 + 223/85*z + 1
*
[ 6/7 ] 
f(z) = -63/16*z^3 + 229/84*z + 1
*
[ 5/7 ] 
f(z) = -77/15*z^3 + 233/105*z + 1
*
-4/9 | 0.22603189079458069258883393887808945626 | 0.029688984957557747538126598647664429558
f(z) = -75/16*z^3 + 235/108*z + 1
*
-11/32 | 0.092017178175305296045059531734274891521 | 0.013275272663010910533630369567656176075
f(z) = -64/7*z^3 + 233/112*z + 1
*
7/8 | 0.10102736055322056621926462808264482975 | 0.016548858693000371780668619445696412945
f(z) = -64/15*z^3 + 223/105*z + 1
*
[ 16/21 ] 
f(z) = -63/16*z^3 + 221/112*z + 1
*
[ 4/5 ] 
f(z) = -63/16*z^3 + 227/100*z + 1
*
[ 2/3 ] 
f(z) = -73/14*z^3 + 229/126*z + 1
*
[ 17/24 ] 
f(z) = -72/17*z^3 + 233/136*z + 1
*
[ 2/3 ] 
f(z) = -71/14*z^3 + 221/126*z + 1
*
0 | 0.16292737739983685908410884937078937483 | 0.026117168822198801108377571071116047356
f(z) = -64/17*z^3 + 223/136*z + 1
*
[ 3/4 ] 
f(z) = -62/15*z^3 + 239/120*z + 1
*
[ 17/24 ] 
f(z) = -64/17*z^3 + 226/153*z + 1
*
[ 2/3 ] 
f(z) = -79/18*z^3 + 235/162*z + 1
*
[ 2/3 ] 
f(z) = -77/18*z^3 + 227/162*z + 1
*
[ 19/30 ] 
f(z) = -75/19*z^3 + 229/228*z + 1
*
[ 7/4 ] 
f(z) = -80/7*z^3 + 248/7*z + 1
*
[ -7/4 ] 
f(z) = -80/7*z^3 + 256/7*z + 1
*
[ 3 ] 
f(z) = -80/9*z^3 + 242/3*z + 1
*
[ -3 ] 
f(z) = -80/9*z^3 + 244/3*z + 1
*
[ -3 ] 
f(z) = -79/9*z^3 + 241/3*z + 1
*
[ 3/2 ] 
f(z) = -79/9*z^3 + 241/12*z + 1
*
[ -3/2 ] 
f(z) = -79/9*z^3 + 257/12*z + 1
*
[ 3 ] 
f(z) = -79/18*z^3 + 241/6*z + 1
*
[ -3 ] 
f(z) = -79/18*z^3 + 245/6*z + 1
*
[ -3/2 ] 
f(z) = -77/9*z^3 + 251/12*z + 1
*
[ 3/4 ] 
f(z) = -72*z^3 + 241/6*z + 1
*
-1/9 | 0.17088497370907173332982030135922131257 | 0.023843179936240859856576888666757173275
f(z) = -72*z^3 + 241/18*z + 1
*
[ 5/6 ] 
f(z) = -72*z^3 + 249/5*z + 1
*
[ -3/4 ] 
f(z) = -72*z^3 + 257/6*z + 1
*
[ -5/4 ] 
f(z) = -72/5*z^3 + 243/10*z + 1
*
[ 11/6 ] 
f(z) = -72/11*z^3 + 247/11*z + 1
*
[ -11/6 ] 
f(z) = -72/11*z^3 + 259/11*z + 1
*
0 | 0.11029883962113719945091632196821859966 | 0.019675835556929777066848791982553013874
f(z) = -68/3*z^3 + 257/12*z + 1
*
[ 2/3 ] 
f(z) = -67/2*z^3 + 259/18*z + 1
*
-2 | 0.065450759958968837800553394286914341604 | 0.011778438928151924177458104957960272939
f(z) = -67/18*z^3 + 259/18*z + 1
*
[ 2/3 ] 
f(z) = -65/2*z^3 + 251/18*z + 1
*
-2 | 0.078092617406792058031970570156325876424 | 0.014053452174460061582516551205667717820
f(z) = -65/2*z^3 + 259/2*z + 1
*
-2 | 0.057861045787359931245156251967284976619 | 0.010427149475362165640552878056574953095
f(z) = -65/6*z^3 + 257/6*z + 1
*
-2 | 0.078388615544463986274978040191564276536 | 0.014166473497691653934893990783245790386
f(z) = -65/14*z^3 + 253/14*z + 1
*
-2 | 0.064898026516181641047769816216307596284 | 0.011745286265415028192128386561723508481
f(z) = -65/18*z^3 + 251/18*z + 1
*
0 | 0.10983569747561575887457875170789137261 | 0.019807427007581411518983501248366719557
f(z) = -64/3*z^3 + 241/12*z + 1
*
[ 9/8 ] 
f(z) = -64/3*z^3 + 244/9*z + 1
*
0 | 0.13861127363548247471288269217161103825 | 0.024996724635651710548087334919237828761
f(z) = -64/3*z^3 + 247/12*z + 1
*
0 | 0.13260921177274248999753806604566535377 | 0.023914331525091241782688597747795672531
f(z) = -64/3*z^3 + 253/12*z + 1
*
[ -15/8 ] 
f(z) = -64/15*z^3 + 248/15*z + 1
*
-2 | 0.077515756684713522310433463675676448770 | 0.014028851125622580529215316526991979064
f(z) = -63/2*z^3 + 251/2*z + 1
*
[ 2 ] 
f(z) = -63/2*z^3 + 253/2*z + 1
*
[ -2 ] 
f(z) = -63/2*z^3 + 255/2*z + 1
*
-2 | 0.077731600283050493561902371069329865497 | 0.014108934700839429865348324356866994517
f(z) = -63/10*z^3 + 247/10*z + 1
*
[ 2 ] 
f(z) = -63/10*z^3 + 257/10*z + 1
*
-4 | 0.19283105509413243544868665060296027214 | 0.027931360737791246070292174268044509599
f(z) = -63/16*z^3 + 249/4*z + 1
*
[ 4 ] 
f(z) = -63/16*z^3 + 255/4*z + 1
*
[ -4 ] 
f(z) = -63/16*z^3 + 257/4*z + 1
*
-2 | 0.076919691155150349549023460959922645219 | 0.014003064037887847761687866327571902404
f(z) = -61/2*z^3 + 243/2*z + 1
*
[ 2 ] 
f(z) = -61/2*z^3 + 245/2*z + 1
*
[ -2 ] 
f(z) = -61/2*z^3 + 247/2*z + 1
*
-2 | 0.056695143623255103887986518113203011957 | 0.010336780798040041266991223008020367463
f(z) = -61/6*z^3 + 241/6*z + 1
*
[ 2 ] 
f(z) = -61/6*z^3 + 247/6*z + 1
*
[ -2 ] 
f(z) = -61/6*z^3 + 253/6*z + 1
*
[ 2 ] 
f(z) = -61/10*z^3 + 249/10*z + 1
*
[ -2 ] 
f(z) = -61/10*z^3 + 259/10*z + 1
*
[ 2 ] 
f(z) = -61/14*z^3 + 251/14*z + 1
*
[ 4 ] 
f(z) = -61/16*z^3 + 247/4*z + 1
*
[ -4 ] 
f(z) = -61/16*z^3 + 249/4*z + 1
*
[ 2 ] 
f(z) = -61/18*z^3 + 253/18*z + 1
*
-1/10 | 0.091114097102689248536489109800051919392 | 0.012349833904314274687151400290838700439
f(z) = -80*z^3 + 241/20*z + 1
*
-13/40 | 0.17994622912484777004054326419320059850 | 0.024390364521693296042697467328035997793
f(z) = -80*z^3 + 249/20*z + 1
*
-1/5 | 0.097399263740495411819317238687809590437 | 0.014570668829926980795999334652207976302
f(z) = -80/3*z^3 + 257/30*z + 1
*
[ 7/8 ] 
f(z) = -80/7*z^3 + 241/28*z + 1
*
-7/10 | 0.15563212868626232643846542008314864184 | 0.025975640423572955371323122495108953382
f(z) = -80/7*z^3 + 246/35*z + 1
*
-1/4 | 0.13496577867791079088815597157217924182 | 0.022526341867959041390006711890815593673
f(z) = -80/7*z^3 + 249/35*z + 1
*
[ -1/8 ] 
f(z) = -80/7*z^3 + 257/28*z + 1
*
0 | 0.14787647232527328318330360278303855878 | 0.025635964509101346645568806194138279575
f(z) = -80/9*z^3 + 257/36*z + 1
*
[ 3/2 ] 
f(z) = -79/18*z^3 + 245/24*z + 1
*
[ -2/13 ] 
f(z) = -78*z^3 + 243/26*z + 1
*
-3/13 | 0.17694536690557808091491960957494955046 | 0.023237017682104848459719725117920810396
f(z) = -78*z^3 + 251/26*z + 1
*
5/12 | 0.11037019219034921598129397934298833538 | 0.014648131230419374290989015951242525882
f(z) = -78*z^3 + 253/24*z + 1
*
-2/3 | 0.14788372399199652658355098498950868237 | 0.024052124346186479464156808921454834983
f(z) = -78/5*z^3 + 253/30*z + 1
*
[ -4/7 ] 
f(z) = -77/4*z^3 + 253/28*z + 1
*
0 | 0.080129507217899995263770271558857453087 | 0.014015938246755473790667202151935103623
f(z) = -76/7*z^3 + 255/28*z + 1
*
0 | 0.14627624754775233119639043014543160728 | 0.025586065904800959799939601345115697166
f(z) = -76/9*z^3 + 241/36*z + 1
*
0 | 0.10093545300284773784632169884017010973 | 0.017655232451999588334121924469614618759
f(z) = -76/9*z^3 + 259/36*z + 1
*
-1/6 | 0.17652683119090949911505135584435921981 | 0.025950689034201441224105146369768772583
f(z) = -75/2*z^3 + 241/24*z + 1
*
[ -4/5 ] 
f(z) = -75/7*z^3 + 255/28*z + 1
*
[ -13/15 ] 
f(z) = -75/13*z^3 + 253/39*z + 1
*
[ -3/2 ] 
f(z) = -73/18*z^3 + 259/24*z + 1
*
-3/4 | 0.17688030019550013875837266668134869799 | 0.029147642600768906162827067957553542307
f(z) = -72/5*z^3 + 253/30*z + 1
*
[ 5/6 ] 
f(z) = -72/7*z^3 + 243/35*z + 1
*
[ -3/2 ] 
f(z) = -71/18*z^3 + 253/24*z + 1
*
[ 3/7 ] 
f(z) = -70*z^3 + 242/21*z + 1
*
-1/5 | 0.078170837150825228439142484297188673509 | 0.011932510845985115172017968819516455257
f(z) = -70/3*z^3 + 253/30*z + 1
*
[ -2/3 ] 
f(z) = -69/5*z^3 + 259/30*z + 1
*
0 | 0.12938990431222131138396379682760440100 | 0.023081425776724752318488155328493174945
f(z) = -68/5*z^3 + 247/20*z + 1
*
0 | 0.11074874599178820934937871385807553728 | 0.019756092827045680934683398243612242845
f(z) = -68/5*z^3 + 257/20*z + 1
*
0 | 0.15208045040583768231125802039627085944 | 0.027129115264378929099973866309683331237
f(z) = -68/9*z^3 + 245/36*z + 1
*
[ -3/2 ] 
f(z) = -67/18*z^3 + 241/24*z + 1
*
[ -2/3 ] 
f(z) = -66/5*z^3 + 251/30*z + 1
*
[ -3/13 ] 
f(z) = -65/3*z^3 + 253/39*z + 1
*
[ -4/5 ] 
f(z) = -65/4*z^3 + 253/20*z + 1
*
-4/5 | 0.15015131300564504349654977563856518032 | 0.025960555216014285700068293177561491464
f(z) = -65/6*z^3 + 253/30*z + 1
*
-4/3 | 0.17853897199857037218136563674409645061 | 0.025831235466619172952170210086944723705
f(z) = -65/16*z^3 + 251/36*z + 1
*
19/48 | 0.17661493185738471606359682752875921946 | 0.022811387391114083827963526544628168960
f(z) = -64*z^3 + 253/36*z + 1
*
0 | 0.11157247910766939578462810382740420985 | 0.020120632788540264306678458561769211178
f(z) = -64/5*z^3 + 241/20*z + 1
*
0 | 0.091634377159082603718608986681016369202 | 0.016525057687794671435720658393505471167
f(z) = -64/7*z^3 + 249/28*z + 1
*
17/16 | 0.11081697891954864336256520202386091879 | 0.019984388241691203248944580666180994815
f(z) = -64/9*z^3 + 253/36*z + 1
*
-5/4 | 0.14965450789617410655171597233587820229 | 0.026969265803281908263993087520234487620
f(z) = -64/15*z^3 + 257/30*z + 1
*
-3/14 | 0.14636477142048707353054942806368748649 | 0.019579682846301070585075446826174171551
f(z) = -63*z^3 + 249/28*z + 1
*
[ -4/3 ] 
f(z) = -63/10*z^3 + 259/20*z + 1
*
3/2 | 0.11832161972275407466469916368650441971 | 0.021293014361607904952356263654895627774
f(z) = -62/15*z^3 + 259/30*z + 1
*
[ 4/3 ] 
f(z) = -61/16*z^3 + 253/36*z + 1
*
-1/2 | 0.15033518902265447831534665278807845367 | 0.026062209286251244813517118030830441528
f(z) = -80/11*z^3 + 245/44*z + 1
*
[ -3/4 ] 
f(z) = -80/17*z^3 + 254/51*z + 1
*
[ 2/5 ] 
f(z) = -79/2*z^3 + 241/50*z + 1
*
[ -1/3 ] 
f(z) = -79/5*z^3 + 259/45*z + 1
*
[ -1/2 ] 
f(z) = -79/14*z^3 + 247/56*z + 1
*
[ -1/3 ] 
f(z) = -78/19*z^3 + 254/57*z + 1
*
[ 3/7 ] 
f(z) = -77/2*z^3 + 241/42*z + 1
*
4/7 | 0.15232574178680291327730692100822897283 | 0.021814225369782482309154985466989593106
f(z) = -77/3*z^3 + 247/42*z + 1
*
[ -1/3 ] 
f(z) = -77/5*z^3 + 257/45*z + 1
*
[ 6/7 ] 
f(z) = -77/9*z^3 + 257/42*z + 1
*
-6/7 | 0.13800850369721866277639069924626968748 | 0.021941930782296648453379205080585259596
f(z) = -77/12*z^3 + 247/42*z + 1
*
[ -1/3 ] 
f(z) = -76/5*z^3 + 256/45*z + 1
*
[ -2/7 ] 
f(z) = -75/8*z^3 + 258/49*z + 1
*
-14/15 | 0.13862179742708924705790268018428514428 | 0.025273824921512097593936444198413500279
f(z) = -75/14*z^3 + 241/42*z + 1
*
[ -1/2 ] 
f(z) = -75/14*z^3 + 243/56*z + 1
*
-4/15 | 0.10871958116649953145079879216617811427 | 0.019733512056810535905722562432169599342
f(z) = -75/14*z^3 + 247/42*z + 1
*
[ 16/15 ] 
f(z) = -75/16*z^3 + 259/48*z + 1
*
[ -1/3 ] 
f(z) = -75/19*z^3 + 253/57*z + 1
*
[ -1/3 ] 
f(z) = -74/5*z^3 + 254/45*z + 1
*
[ -1/3 ] 
f(z) = -73/5*z^3 + 253/45*z + 1
*
[ -2/7 ] 
f(z) = -73/8*z^3 + 257/49*z + 1
*
[ -1/2 ] 
f(z) = -73/14*z^3 + 241/56*z + 1
*
-11/24 | 0.15633607365442256641757602387371253360 | 0.024596196603332280353691668391322528253
f(z) = -72/5*z^3 + 241/40*z + 1
*
-1/3 | 0.12648413157279764248547413463248434646 | 0.019899620699462738611864041107820846691
f(z) = -72/5*z^3 + 249/40*z + 1
*
[ -5/24 ] 
f(z) = -72/5*z^3 + 257/40*z + 1
*
[ -5/18 ] 
f(z) = -72/5*z^3 + 257/45*z + 1
*
-1/2 | 0.15942617773919214854215909403979292119 | 0.026271423356996599493215495480935643557
f(z) = -72/7*z^3 + 241/42*z + 1
*
[ -1/3 ] 
f(z) = -71/5*z^3 + 251/45*z + 1
*
[ 2/3 ] 
f(z) = -71/6*z^3 + 257/54*z + 1
*
[ -2/7 ] 
f(z) = -71/8*z^3 + 256/49*z + 1
*
-1/14 | 0.18720118257290494505523488761682580412 | 0.027179637559944060348890508612438593819
f(z) = -70/3*z^3 + 257/42*z + 1
*
[ -3/14 ] 
f(z) = -70/9*z^3 + 253/42*z + 1
*
[ -2/7 ] 
f(z) = -69/8*z^3 + 255/49*z + 1
*
[ -1/3 ] 
f(z) = -69/19*z^3 + 251/57*z + 1
*
[ -1/3 ] 
f(z) = -68/5*z^3 + 248/45*z + 1
*
[ -1/3 ] 
f(z) = -67/5*z^3 + 247/45*z + 1
*
[ 2/3 ] 
f(z) = -67/6*z^3 + 241/54*z + 1
*
[ -2/7 ] 
f(z) = -67/8*z^3 + 254/49*z + 1
*
[ -1/3 ] 
f(z) = -66/19*z^3 + 250/57*z + 1
*
-4/13 | 0.18795148736755750144688504435296305528 | 0.027888722252662209870665671991801694358
f(z) = -65/4*z^3 + 249/52*z + 1
*
[ -2/7 ] 
f(z) = -65/8*z^3 + 253/49*z + 1
*
0 | 0.11397564201714556756344976680334785301 | 0.019705927897916846901990993992084705842
f(z) = -65/9*z^3 + 244/45*z + 1
*
[ -4/13 ] 
f(z) = -65/16*z^3 + 241/52*z + 1
*
[ -5/12 ] 
f(z) = -64/5*z^3 + 253/45*z + 1
*
[ -5/8 ] 
f(z) = -64/9*z^3 + 242/45*z + 1
*
[ 9/8 ] 
f(z) = -64/15*z^3 + 248/45*z + 1
*
[ -3/4 ] 
f(z) = -64/19*z^3 + 241/57*z + 1
*
16/21 | 0.16950162470264999732960550551582052826 | 0.027837144933212711896725159289598887310
f(z) = -63/8*z^3 + 249/56*z + 1
*
-1/6 | 0.11313318060322535481987228455571400202 | 0.020460191967873144692220866938345886834
f(z) = -63/10*z^3 + 247/40*z + 1
*
[ -1/3 ] 
f(z) = -62/5*z^3 + 242/45*z + 1
*
[ -1/3 ] 
f(z) = -61/5*z^3 + 241/45*z + 1
*
[ -2/7 ] 
f(z) = -61/8*z^3 + 251/49*z + 1
*
[ -2/3 ] 
f(z) = -61/12*z^3 + 257/54*z + 1
*
-9/40 | 0.19067589666757066035308111855518205624 | 0.025844690649205660293068669440366917485
f(z) = -80/3*z^3 + 241/60*z + 1
*
1/2 | 0.22029592809185737303785255544020632669 | 0.029859464212930230807523101090272280035
f(z) = -80/3*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -79/15*z^3 + 259/60*z + 1
*
[ 5/7 ] 
f(z) = -77/10*z^3 + 247/70*z + 1
*
[ -1/2 ] 
f(z) = -77/15*z^3 + 257/60*z + 1
*
-3/4 | 0.16862572230945409714498207665321065241 | 0.029495348127835220848598532004074551162
f(z) = -76/15*z^3 + 251/60*z + 1
*
0 | 0.17365613891581141156644858125375501179 | 0.029299528651933669457671768396869585298
f(z) = -75/14*z^3 + 249/70*z + 1
*
-2/3 | 0.18096746151367594148447346834761013188 | 0.025758518907598772073611965960606142435
f(z) = -75/16*z^3 + 251/60*z + 1
*
0 | 0.16670441466935358080983995204759687570 | 0.029295937454825666343921447587480511069
f(z) = -74/15*z^3 + 251/60*z + 1
*
[ -1/2 ] 
f(z) = -73/15*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -71/15*z^3 + 251/60*z + 1
*
[ -1/2 ] 
f(z) = -67/15*z^3 + 247/60*z + 1
*
[ -1/2 ] 
f(z) = -67/16*z^3 + 259/64*z + 1
*
[ 7/11 ] 
f(z) = -66/7*z^3 + 250/77*z + 1
*
3/5 | 0.19844626267893842436025540618373939148 | 0.028833718216137571395320444355559069322
f(z) = -65/4*z^3 + 251/60*z + 1
*
0 | 0.14365340439160354878606583966566183207 | 0.024837093076478435681388704391072738773
f(z) = -65/12*z^3 + 241/60*z + 1
*
-6/13 | 0.15336240877822332267133981630077020514 | 0.022756306333723573651259339500064409051
f(z) = -65/12*z^3 + 259/78*z + 1
*
[ -1/2 ] 
f(z) = -65/16*z^3 + 257/64*z + 1
*
-1/2 | 0.16396806590340739764495086747158395113 | 0.029507493138677085352077709086576511967
f(z) = -64/15*z^3 + 259/60*z + 1
*
-10/21 | 0.17870204808622949717602331347212096993 | 0.029348124663495012469922221515868381801
f(z) = -63/10*z^3 + 247/70*z + 1
*
0 | 0.15003350902613229468576485837157028685 | 0.025279896166787381497539693153068247669
f(z) = -63/11*z^3 + 257/66*z + 1
*
[ -1/2 ] 
f(z) = -63/16*z^3 + 255/64*z + 1
*
[ -1/2 ] 
f(z) = -61/15*z^3 + 241/60*z + 1
*
[ -1/2 ] 
f(z) = -61/16*z^3 + 253/64*z + 1
*
-7/30 | 0.20095198454702400203304573670582984947 | 0.029541358821230678666112302576300688492
f(z) = -75/7*z^3 + 253/84*z + 1
*
0 | 0.10626450536696442946660541141462401608 | 0.017929109440768805235496986850507102405
f(z) = -75/16*z^3 + 247/80*z + 1
*
[ 2/3 ] 
f(z) = -73/10*z^3 + 247/90*z + 1
*
0 | 0.11458903658234719187896071160555350497 | 0.019811981339344436460909300236302606939
f(z) = -65/18*z^3 + 253/90*z + 1
*
-6/7 | 0.13361253675399872890728659894696873210 | 0.018589163854541045393415239717993610482
f(z) = -63/16*z^3 + 257/84*z + 1
*
0 | 0.17975505915857246869823803789141390390 | 0.028579203166192466529736765788628474458
f(z) = -77/15*z^3 + 254/105*z + 1
*
[ 4/5 ] 
f(z) = -71/16*z^3 + 259/100*z + 1
*
[ 4/5 ] 
f(z) = -69/16*z^3 + 251/100*z + 1
*
[ 4/5 ] 
f(z) = -67/16*z^3 + 243/100*z + 1
*
[ 8/13 ] 
f(z) = -65/8*z^3 + 255/104*z + 1
*
[ 2/3 ] 
f(z) = -79/14*z^3 + 253/126*z + 1
*
[ 4/7 ] 
f(z) = -77/10*z^3 + 247/140*z + 1
*
[ 3/5 ] 
f(z) = -65/11*z^3 + 241/165*z + 1
*
[ -1/16 ] 
f(z) = -80*z^3 + 277/16*z + 1
*
[ -5/6 ] 
f(z) = -72*z^3 + 261/5*z + 1
*
[ 2/3 ] 
f(z) = -71/2*z^3 + 275/18*z + 1
*
-2 | 0.079918454573414908236829710399859059704 | 0.014192052735684181848170127543684425923
f(z) = -71/10*z^3 + 279/10*z + 1
*
-2 | 0.079999677979959744497640110776513398007 | 0.014224649530686386165988117268783208073
f(z) = -71/14*z^3 + 277/14*z + 1
*
-2 | 0.066507323157409146304624691184192843249 | 0.011840846279998648498677128141375994793
f(z) = -71/18*z^3 + 275/18*z + 1
*
-2 | 0.079194416079207967251705998346840514615 | 0.014099633882553707361820737965630745834
f(z) = -69/2*z^3 + 275/2*z + 1
*
[ 2 ] 
f(z) = -69/2*z^3 + 277/2*z + 1
*
[ -2 ] 
f(z) = -69/2*z^3 + 279/2*z + 1
*
-2 | 0.079395564828967148254467013386873190798 | 0.014172417145643415705862551916553115273
f(z) = -69/10*z^3 + 271/10*z + 1
*
-2 | 0.079478190132393696989271438609575810334 | 0.014205950001669246204963431605300555782
f(z) = -69/14*z^3 + 269/14*z + 1
*
[ 4 ] 
f(z) = -69/16*z^3 + 279/4*z + 1
*
0 | 0.13577105473509734200108039681728257028 | 0.024219737537898357299790784644489148231
f(z) = -68/3*z^3 + 269/12*z + 1
*
-2 | 0.078652046987786464577732473506432501355 | 0.014077062217292876218633386481720836914
f(z) = -67/2*z^3 + 267/2*z + 1
*
[ 2 ] 
f(z) = -67/2*z^3 + 269/2*z + 1
*
[ -2 ] 
f(z) = -67/2*z^3 + 271/2*z + 1
*
-2 | 0.058417536258808655857683290822426341315 | 0.010469599439518257386909193039747203547
f(z) = -67/6*z^3 + 265/6*z + 1
*
[ 2 ] 
f(z) = -67/6*z^3 + 271/6*z + 1
*
[ -2 ] 
f(z) = -67/6*z^3 + 277/6*z + 1
*
-2 | 0.078857420616502869403974081233834551255 | 0.014152053256446507365663172846278125120
f(z) = -67/10*z^3 + 263/10*z + 1
*
[ 2 ] 
f(z) = -67/10*z^3 + 273/10*z + 1
*
-2 | 0.078940824777749382326459028666722920563 | 0.014186456154220642867095212826099596151
f(z) = -67/14*z^3 + 261/14*z + 1
*
[ 2 ] 
f(z) = -67/14*z^3 + 275/14*z + 1
*
-4 | 0.19631500617980742832235481993284237497 | 0.028181786469128287463103592121907256362
f(z) = -67/16*z^3 + 265/4*z + 1
*
[ 4 ] 
f(z) = -67/16*z^3 + 271/4*z + 1
*
[ -4 ] 
f(z) = -67/16*z^3 + 273/4*z + 1
*
[ 2 ] 
f(z) = -67/18*z^3 + 277/18*z + 1
*
[ 2 ] 
f(z) = -65/2*z^3 + 261/2*z + 1
*
[ -2 ] 
f(z) = -65/2*z^3 + 263/2*z + 1
*
[ 2 ] 
f(z) = -65/6*z^3 + 263/6*z + 1
*
[ -2 ] 
f(z) = -65/6*z^3 + 269/6*z + 1
*
[ 2 ] 
f(z) = -65/14*z^3 + 267/14*z + 1
*
[ 4 ] 
f(z) = -65/16*z^3 + 263/4*z + 1
*
[ -4 ] 
f(z) = -65/16*z^3 + 265/4*z + 1
*
[ 2 ] 
f(z) = -65/18*z^3 + 269/18*z + 1
*
[ -9/8 ] 
f(z) = -64/3*z^3 + 260/9*z + 1
*
17/16 | 0.13011149110311848994382657904495753204 | 0.023134972634771243700305254797475036683
f(z) = -64/3*z^3 + 277/12*z + 1
*
[ -2 ] 
f(z) = -63/10*z^3 + 267/10*z + 1
*
[ -2 ] 
f(z) = -61/14*z^3 + 265/14*z + 1
*
[ -2 ] 
f(z) = -61/18*z^3 + 271/18*z + 1
*
[ 7/20 ] 
f(z) = -80*z^3 + 278/35*z + 1
*
0 | 0.11599320759934366948115811929539276920 | 0.020108660333557247415922424825204651205
f(z) = -80/7*z^3 + 271/28*z + 1
*
-7/8 | 0.15121339073200289883844557894802237680 | 0.026214454924104755454261907281302538808
f(z) = -80/7*z^3 + 277/28*z + 1
*
0 | 0.13453435118583543061013835104832930844 | 0.023322965432044634038813449918737914903
f(z) = -80/9*z^3 + 275/36*z + 1
*
[ -3/2 ] 
f(z) = -79/18*z^3 + 277/24*z + 1
*
-3/14 | 0.22366777539352439652179829710721567470 | 0.029138546897946177486829683224538462552
f(z) = -77*z^3 + 267/28*z + 1
*
[ 3/7 ] 
f(z) = -77*z^3 + 269/21*z + 1
*
[ -1/11 ] 
f(z) = -77/2*z^3 + 271/22*z + 1
*
[ 5/7 ] 
f(z) = -77/5*z^3 + 261/35*z + 1
*
[ -3/2 ] 
f(z) = -77/18*z^3 + 271/24*z + 1
*
0 | 0.078060951301223427400667156755798943165 | 0.013654114581607277364325178695767498880
f(z) = -76/5*z^3 + 279/20*z + 1
*
0 | 0.16732967517943998933641611672801859430 | 0.029548091632704285893820618597110126768
f(z) = -72/5*z^3 + 263/20*z + 1
*
-1/12 | 0.11836289458946379339196104728933743079 | 0.021213015375443029898718282533374280272
f(z) = -72/11*z^3 + 265/22*z + 1
*
-1/2 | 0.18005473414711501185893023565743781491 | 0.026797794558505920402231758837708553293
f(z) = -69/2*z^3 + 263/24*z + 1
*
0 | 0.15611190372927215533249740673775859523 | 0.027758075709672586333835316769197482745
f(z) = -68/5*z^3 + 277/20*z + 1
*
0 | 0.12889777665944885975428655100596266865 | 0.022993636795424236609792867430878145490
f(z) = -68/7*z^3 + 265/28*z + 1
*
[ 4/3 ] 
f(z) = -67/16*z^3 + 277/36*z + 1
*
[ 5/6 ] 
f(z) = -66/5*z^3 + 269/30*z + 1
*
0 | 0.10969881784949259935860714447359351508 | 0.018966482283149795101540070083109541463
f(z) = -65/6*z^3 + 271/30*z + 1
*
0 | 0.10086737686465292344216438026469817232 | 0.017439561827147639086670361649512408876
f(z) = -65/6*z^3 + 277/30*z + 1
*
0 | 0.15438476749553599644282871363179075850 | 0.026692502388765054799333331762336006307
f(z) = -65/7*z^3 + 276/35*z + 1
*
[ 4/3 ] 
f(z) = -65/16*z^3 + 269/36*z + 1
*
7/16 | 0.22045414569505912882389449684244073875 | 0.029428857017413645660884978014202733166
f(z) = -64*z^3 + 263/28*z + 1
*
0 | 0.15234555490799713945603240804481617259 | 0.027378020701930805696009031352799591317
f(z) = -64/5*z^3 + 261/20*z + 1
*
0 | 0.11147838751080665381821854026394494439 | 0.019979173004331396939812186665381741495
f(z) = -64/9*z^3 + 265/36*z + 1
*
-1/4 | 0.15236438564530011574376718463799579447 | 0.027091733885549678258556150211000996366
f(z) = -64/9*z^3 + 277/36*z + 1
*
-1/6 | 0.13045111234349244050998542235064322891 | 0.017450861855923724688625896840003174031
f(z) = -63*z^3 + 261/28*z + 1
*
[ 4/7 ] 
f(z) = -63/2*z^3 + 267/28*z + 1
*
-2/21 | 0.18953199127621006641509441887109900636 | 0.027178722601363122329351106677564735130
f(z) = -63/16*z^3 + 267/28*z + 1
*
[ 3/4 ] 
f(z) = -62/3*z^3 + 271/24*z + 1
*
-3/16 | 0.19377341157635597938487968862708721591 | 0.027083693799011634039493134295894172615
f(z) = -80/9*z^3 + 271/48*z + 1
*
9/10 | 0.098440046371765893002934566254076317212 | 0.016430047377862209996099209903641501150
f(z) = -80/9*z^3 + 274/45*z + 1
*
[ -11/20 ] 
f(z) = -80/11*z^3 + 276/55*z + 1
*
[ -3/4 ] 
f(z) = -80/19*z^3 + 268/57*z + 1
*
[ -2/7 ] 
f(z) = -79/8*z^3 + 260/49*z + 1
*
-1/6 | 0.12998472684031466423274139526354848586 | 0.021140993266017109832213728661551075345
f(z) = -78/7*z^3 + 265/42*z + 1
*
[ -2/7 ] 
f(z) = -77/3*z^3 + 277/42*z + 1
*
[ -4/11 ] 
f(z) = -77/4*z^3 + 277/44*z + 1
*
[ -1/4 ] 
f(z) = -76/13*z^3 + 279/52*z + 1
*
-11/30 | 0.20011883693734038463524631539440346984 | 0.029418880247335555214345153477943827214
f(z) = -75/4*z^3 + 265/48*z + 1
*
-14/15 | 0.15298431416868465664332458897782104258 | 0.027201962653988346558717670552069865977
f(z) = -75/14*z^3 + 277/42*z + 1
*
[ 2/3 ] 
f(z) = -73/6*z^3 + 265/54*z + 1
*
[ -2/3 ] 
f(z) = -71/12*z^3 + 277/54*z + 1
*
[ -2/7 ] 
f(z) = -70/3*z^3 + 269/42*z + 1
*
[ -1/4 ] 
f(z) = -68/13*z^3 + 277/52*z + 1
*
[ -2/3 ] 
f(z) = -67/12*z^3 + 269/54*z + 1
*
-5/11 | 0.16890022091894623823762527030796514473 | 0.025639307563335190131332163496663278476
f(z) = -66/5*z^3 + 271/55*z + 1
*
-1/6 | 0.080464741466644785344342636775401409899 | 0.013452461010849963309031536099224517935
f(z) = -66/7*z^3 + 263/42*z + 1
*
-1/3 | 0.17060088001027128322503214556615189687 | 0.028521830119919282803223017696228583405
f(z) = -66/7*z^3 + 275/42*z + 1
*
0 | 0.12571400976598843211265479339644256295 | 0.021735444243726355660593350694753891351
f(z) = -65/8*z^3 + 261/40*z + 1
*
[ -4/13 ] 
f(z) = -65/8*z^3 + 261/52*z + 1
*
0 | 0.097457442280860401599193831359224687391 | 0.016849997918091350372202570678949348278
f(z) = -65/8*z^3 + 277/40*z + 1
*
0 | 0.11930173430682202124040207889718318694 | 0.020626787730601328559522977369999569656
f(z) = -65/9*z^3 + 262/45*z + 1
*
[ -2/3 ] 
f(z) = -65/12*z^3 + 265/54*z + 1
*
-3/32 | 0.20343390811032805152127960721378591803 | 0.029349309037943135282891758483008347786
f(z) = -64/3*z^3 + 265/48*z + 1
*
[ -5/8 ] 
f(z) = -64/11*z^3 + 268/55*z + 1
*
-13/16 | 0.15873486944978292669427125314434853518 | 0.028224462188310869437804442220973017715
f(z) = -64/13*z^3 + 277/52*z + 1
*
[ -8/21 ] 
f(z) = -63/8*z^3 + 267/56*z + 1
*
[ -5/6 ] 
f(z) = -63/10*z^3 + 263/40*z + 1
*
[ -1/3 ] 
f(z) = -61/6*z^3 + 277/54*z + 1
*
-13/20 | 0.16903781888562212999489952093277562240 | 0.028213105085836640410307707533968403255
f(z) = -80/13*z^3 + 269/65*z + 1
*
[ -1/2 ] 
f(z) = -79/16*z^3 + 271/64*z + 1
*
[ -1/2 ] 
f(z) = -77/16*z^3 + 269/64*z + 1
*
-3/11 | 0.18486759351275288771476125658213081725 | 0.027421507107160900242803061213898311013
f(z) = -77/18*z^3 + 263/66*z + 1
*
[ -6/11 ] 
f(z) = -77/18*z^3 + 271/66*z + 1
*
0 | 0.17371854263050701980575318514081996451 | 0.029310057501867373654605345884675859525
f(z) = -75/14*z^3 + 263/70*z + 1
*
0 | 0.10002631797237595352719983004622264984 | 0.016876592947859295275565873044733141595
f(z) = -75/14*z^3 + 277/70*z + 1
*
[ -1/2 ] 
f(z) = -75/16*z^3 + 267/64*z + 1
*
[ -1/2 ] 
f(z) = -75/17*z^3 + 279/68*z + 1
*
[ -1/2 ] 
f(z) = -73/16*z^3 + 265/64*z + 1
*
[ -1/2 ] 
f(z) = -73/17*z^3 + 277/68*z + 1
*
0 | 0.15348283789241755611199232903681752854 | 0.025292035909569022359522103702795096024
f(z) = -72/13*z^3 + 263/78*z + 1
*
[ -1/2 ] 
f(z) = -71/16*z^3 + 263/64*z + 1
*
[ -1/2 ] 
f(z) = -71/17*z^3 + 275/68*z + 1
*
[ -1/2 ] 
f(z) = -69/16*z^3 + 261/64*z + 1
*
[ -1/2 ] 
f(z) = -69/17*z^3 + 273/68*z + 1
*
[ -1/2 ] 
f(z) = -67/17*z^3 + 271/68*z + 1
*
[ 6/13 ] 
f(z) = -65/3*z^3 + 269/78*z + 1
*
-2/5 | 0.18652990043100300665224586624314643307 | 0.028798934128504328247003323550374820050
f(z) = -65/7*z^3 + 279/70*z + 1
*
[ -1/2 ] 
f(z) = -65/17*z^3 + 269/68*z + 1
*
0 | 0.088327666607521832115575415412539146691 | 0.015766832056170442983229351067439129851
f(z) = -64/15*z^3 + 271/60*z + 1
*
[ -5/16 ] 
f(z) = -64/15*z^3 + 277/60*z + 1
*
[ -1/2 ] 
f(z) = -63/17*z^3 + 267/68*z + 1
*
-1/3 | 0.15634644103852292434625316445883595553 | 0.024785035060598888611896756730598003310
f(z) = -61/8*z^3 + 277/72*z + 1
*
[ -1/2 ] 
f(z) = -61/17*z^3 + 265/68*z + 1
*
[ -1/2 ] 
f(z) = -61/18*z^3 + 277/72*z + 1
*
[ 17/20 ] 
f(z) = -80/17*z^3 + 274/85*z + 1
*
19/20 | 0.17042540720532101884710257923767434984 | 0.028444699265988914430344996336638765133
f(z) = -80/19*z^3 + 261/95*z + 1
*
[ 2/3 ] 
f(z) = -79/10*z^3 + 271/90*z + 1
*
[ 2/3 ] 
f(z) = -77/10*z^3 + 263/90*z + 1
*
-3/10 | 0.18708167228620244209132677751378876376 | 0.027502325106868124052512388183770988609
f(z) = -75/7*z^3 + 277/84*z + 1
*
0 | 0.15374495160581913406496421475497091833 | 0.025940082756583181280865929837403811456
f(z) = -75/16*z^3 + 279/80*z + 1
*
-1/2 | 0.17960819867622471210867887373441496854 | 0.026731336068154720239556919855756308403
f(z) = -69/7*z^3 + 263/84*z + 1
*
-2/5 | 0.12700861059259163291090640835625465105 | 0.021959275494808832662817204757523034944
f(z) = -65/18*z^3 + 277/90*z + 1
*
[ 4/5 ] 
f(z) = -73/16*z^3 + 267/100*z + 1
*
-6/35 | 0.17822128900824916992062216011195893646 | 0.022837630392633843335416613369739225552
f(z) = -70/9*z^3 + 269/105*z + 1
*
0 | 0.17522112553575213585199262473951760943 | 0.029294263755561421296456244977490051682
f(z) = -66/19*z^3 + 263/114*z + 1
*
-4/5 | 0.18267156996609408348108324224531276932 | 0.024812728628164850913255078886267387534
f(z) = -63/16*z^3 + 277/100*z + 1
*
[ 17/21 ] 
f(z) = -63/17*z^3 + 261/119*z + 1
*
[ 3/5 ] 
f(z) = -65/8*z^3 + 271/120*z + 1
*
-7/30 | 0.15585339395815287774953718838840145387 | 0.022911547974023749909717608220587810752
f(z) = -75/14*z^3 + 265/168*z + 1
*
[ 3/5 ] 
f(z) = -70/11*z^3 + 268/165*z + 1
*
[ 2/3 ] 
f(z) = -77/2*z^3 + 299/18*z + 1
*
-2 | 0.067985350911658965099760557673143600437 | 0.011926326440456375207271935628542655705
f(z) = -77/18*z^3 + 299/18*z + 1
*
0 | 0.13160037360066557784365538296237129719 | 0.023019019755369688484171069189767883286
f(z) = -76/3*z^3 + 283/12*z + 1
*
0 | 0.16736358768347914010400918028495328568 | 0.029274580503136724317441783061742147820
f(z) = -76/3*z^3 + 289/12*z + 1
*
0 | 0.13031179509632103971621313514522332763 | 0.022793626671472686291517754698123729547
f(z) = -76/3*z^3 + 295/12*z + 1
*
-2 | 0.080734654501031087171339290809544322087 | 0.014162872320655079869221390943815037204
f(z) = -75/2*z^3 + 299/2*z + 1
*
-2 | 0.080999638179092659654190843123662652188 | 0.014260066331524623346069921653196260700
f(z) = -75/14*z^3 + 293/14*z + 1
*
34/15 | 0.12418347918794447220814846689610291177 | 0.017660416476954975808775214546980989751
f(z) = -75/16*z^3 + 283/12*z + 1
*
-4 | 0.20838985823047707945260872180610306526 | 0.029433485627879432174005140289383312957
f(z) = -75/16*z^3 + 297/4*z + 1
*
[ 2/3 ] 
f(z) = -73/2*z^3 + 283/18*z + 1
*
-2 | 0.080234896983520894242700983519537643720 | 0.014142486370871480908978053292721436689
f(z) = -73/2*z^3 + 291/2*z + 1
*
[ 2 ] 
f(z) = -73/2*z^3 + 293/2*z + 1
*
[ -2 ] 
f(z) = -73/2*z^3 + 295/2*z + 1
*
-2 | 0.059993068707277882977860428958079723216 | 0.010587460494836549788646521883800454108
f(z) = -73/6*z^3 + 289/6*z + 1
*
[ 2 ] 
f(z) = -73/6*z^3 + 295/6*z + 1
*
-2 | 0.080426281600604548449974919844411325881 | 0.014210890419735978640203899832506211547
f(z) = -73/10*z^3 + 287/10*z + 1
*
[ 2 ] 
f(z) = -73/10*z^3 + 297/10*z + 1
*
-2 | 0.080506785874620014033197047409503030762 | 0.014242713839355584837849264255775421865
f(z) = -73/14*z^3 + 285/14*z + 1
*
[ 2 ] 
f(z) = -73/14*z^3 + 299/14*z + 1
*
[ 4 ] 
f(z) = -73/16*z^3 + 295/4*z + 1
*
[ -4 ] 
f(z) = -73/16*z^3 + 297/4*z + 1
*
-2 | 0.067013588258902824128926075140972529197 | 0.011870377930023305013397194406225564828
f(z) = -73/18*z^3 + 283/18*z + 1
*
-2 | 0.079722616415867702718738233256589595360 | 0.014121577593644341154299312530312903305
f(z) = -71/2*z^3 + 283/2*z + 1
*
[ 2 ] 
f(z) = -71/2*z^3 + 285/2*z + 1
*
[ -2 ] 
f(z) = -71/2*z^3 + 287/2*z + 1
*
-2 | 0.059480975807053679953140030478466680168 | 0.010549349818407615167817320021310046397
f(z) = -71/6*z^3 + 281/6*z + 1
*
[ 2 ] 
f(z) = -71/6*z^3 + 287/6*z + 1
*
[ -2 ] 
f(z) = -71/6*z^3 + 293/6*z + 1
*
[ 2 ] 
f(z) = -71/10*z^3 + 289/10*z + 1
*
[ -2 ] 
f(z) = -71/10*z^3 + 299/10*z + 1
*
[ 2 ] 
f(z) = -71/14*z^3 + 291/14*z + 1
*
[ 4 ] 
f(z) = -71/16*z^3 + 287/4*z + 1
*
[ -4 ] 
f(z) = -71/16*z^3 + 289/4*z + 1
*
[ 2 ] 
f(z) = -71/18*z^3 + 293/18*z + 1
*
[ 2 ] 
f(z) = -69/10*z^3 + 281/10*z + 1
*
[ -2 ] 
f(z) = -69/10*z^3 + 291/10*z + 1
*
[ 2 ] 
f(z) = -69/14*z^3 + 283/14*z + 1
*
[ -2 ] 
f(z) = -69/14*z^3 + 297/14*z + 1
*
[ -4 ] 
f(z) = -69/16*z^3 + 281/4*z + 1
*
[ -2 ] 
f(z) = -67/10*z^3 + 283/10*z + 1
*
[ -2 ] 
f(z) = -67/14*z^3 + 289/14*z + 1
*
[ -2 ] 
f(z) = -67/18*z^3 + 295/18*z + 1
*
0 | 0.11554026353216286448950168516090509761 | 0.019976444634798417714570439453398456172
f(z) = -65/3*z^3 + 298/15*z + 1
*
[ -2 ] 
f(z) = -65/14*z^3 + 281/14*z + 1
*
[ -2 ] 
f(z) = -65/18*z^3 + 287/18*z + 1
*
[ 17/8 ] 
f(z) = -64/17*z^3 + 298/17*z + 1
*
[ 3/2 ] 
f(z) = -62/3*z^3 + 281/6*z + 1
*
[ -3/2 ] 
f(z) = -62/3*z^3 + 289/6*z + 1
*
[ -2/3 ] 
f(z) = -61/2*z^3 + 289/18*z + 1
*
[ -7/10 ] 
f(z) = -80/7*z^3 + 281/35*z + 1
*
-1/8 | 0.070356936743749259412496798752684976154 | 0.012197125783231056070325972763719483543
f(z) = -80/9*z^3 + 293/36*z + 1
*
[ -1/9 ] 
f(z) = -78*z^3 + 296/27*z + 1
*
-2/7 | 0.17858157279427968863432747956653278189 | 0.023264896003994333757879184593241906048
f(z) = -77*z^3 + 295/28*z + 1
*
[ -1/7 ] 
f(z) = -77/5*z^3 + 291/35*z + 1
*
-4/3 | 0.17003503432705244008279080219908558692 | 0.023993413598522656171855268615772734071
f(z) = -77/16*z^3 + 299/36*z + 1
*
[ -1/10 ] 
f(z) = -76*z^3 + 294/25*z + 1
*
0 | 0.15686652951195145009007622444806981651 | 0.027438476373547546264708444669394057974
f(z) = -76/5*z^3 + 289/20*z + 1
*
0 | 0.16152150268685042559137108059606851836 | 0.028252705972916810851579375344739819248
f(z) = -76/7*z^3 + 297/28*z + 1
*
0 | 0.16715493547782313868532262566453371466 | 0.029238083879969290814312782363903710894
f(z) = -76/9*z^3 + 295/36*z + 1
*
[ -1/9 ] 
f(z) = -75*z^3 + 295/27*z + 1
*
-1/10 | 0.18252306356315516739283167534892393997 | 0.026832177477738247483817368613474954470
f(z) = -75/2*z^3 + 289/24*z + 1
*
-4/3 | 0.16794907906842948901829628956926164246 | 0.023884422490535645308658601735194778313
f(z) = -73/16*z^3 + 283/36*z + 1
*
-1/8 | 0.19629092032047324659064684038228153374 | 0.026331092469438747581007168834227536530
f(z) = -72*z^3 + 283/24*z + 1
*
[ -1/10 ] 
f(z) = -72*z^3 + 293/25*z + 1
*
[ -1/12 ] 
f(z) = -72/11*z^3 + 287/22*z + 1
*
[ 17/12 ] 
f(z) = -72/17*z^3 + 299/34*z + 1
*
[ 4/3 ] 
f(z) = -71/16*z^3 + 293/36*z + 1
*
[ -1/9 ] 
f(z) = -69*z^3 + 293/27*z + 1
*
[ -2/23 ] 
f(z) = -69/8*z^3 + 289/23*z + 1
*
[ -1/10 ] 
f(z) = -68*z^3 + 292/25*z + 1
*
0 | 0.11533465309134425901674751985162289048 | 0.020455373926481417764660238423710163450
f(z) = -68/9*z^3 + 281/36*z + 1
*
-2/11 | 0.17231751076980446773266053796958153683 | 0.022419187100888613751706860887217342942
f(z) = -66*z^3 + 281/33*z + 1
*
[ -1/9 ] 
f(z) = -66*z^3 + 292/27*z + 1
*
0 | 0.16949440782158449585445814983814566866 | 0.029304898138935758109929568815612963094
f(z) = -65/4*z^3 + 287/20*z + 1
*
0 | 0.16879879775259132439442532312154879409 | 0.029184629969158023196334095231104167098
f(z) = -65/4*z^3 + 289/20*z + 1
*
0 | 0.16256557093968588525626791007491909666 | 0.028106930243386802412448099658962971334
f(z) = -65/4*z^3 + 297/20*z + 1
*
0 | 0.097278641350047578513867942145844147025 | 0.016819083959737442850099494473124211865
f(z) = -65/6*z^3 + 289/30*z + 1
*
0 | 0.15856851809905786054741353525228640673 | 0.027415855960429653447106553829927470695
f(z) = -65/7*z^3 + 283/35*z + 1
*
[ -6/5 ] 
f(z) = -65/12*z^3 + 289/30*z + 1
*
[ -1/10 ] 
f(z) = -64*z^3 + 291/25*z + 1
*
[ -1/7 ] 
f(z) = -63/5*z^3 + 289/35*z + 1
*
[ 3/2 ] 
f(z) = -62/15*z^3 + 289/30*z + 1
*
-3/2 | 0.16113873837530463132781032837230219995 | 0.028267754307312183511394151824357576519
f(z) = -62/15*z^3 + 299/30*z + 1
*
-7/16 | 0.084696074053726644145014975891798384041 | 0.011837963304607697327433844921553915348
f(z) = -80/3*z^3 + 293/48*z + 1
*
[ -1/5 ] 
f(z) = -80/9*z^3 + 286/45*z + 1
*
-1/5 | 0.16051623490656614197049278781341230779 | 0.026790817778275208116141846569451093885
f(z) = -80/11*z^3 + 291/55*z + 1
*
[ 2/3 ] 
f(z) = -79/6*z^3 + 289/54*z + 1
*
[ -1/3 ] 
f(z) = -79/6*z^3 + 295/54*z + 1
*
[ -2/3 ] 
f(z) = -79/12*z^3 + 293/54*z + 1
*
[ 2/3 ] 
f(z) = -77/6*z^3 + 281/54*z + 1
*
[ -1/3 ] 
f(z) = -77/6*z^3 + 293/54*z + 1
*
[ -6/7 ] 
f(z) = -77/12*z^3 + 289/42*z + 1
*
[ -2/3 ] 
f(z) = -77/12*z^3 + 289/54*z + 1
*
[ -2/11 ] 
f(z) = -77/16*z^3 + 293/44*z + 1
*
[ 7/15 ] 
f(z) = -75/2*z^3 + 295/42*z + 1
*
[ -3/10 ] 
f(z) = -75/4*z^3 + 289/48*z + 1
*
[ -14/15 ] 
f(z) = -75/14*z^3 + 283/42*z + 1
*
[ -7/10 ] 
f(z) = -75/14*z^3 + 283/56*z + 1
*
-7/10 | 0.15014616591329489612762786975299290653 | 0.026323964243104317744161056289646083559
f(z) = -75/14*z^3 + 299/56*z + 1
*
-4/5 | 0.16492968486269343718007923669143749234 | 0.029269892307945241195546415456920701885
f(z) = -75/17*z^3 + 280/51*z + 1
*
[ 17/15 ] 
f(z) = -75/17*z^3 + 295/51*z + 1
*
[ -1/3 ] 
f(z) = -73/6*z^3 + 289/54*z + 1
*
[ -2/3 ] 
f(z) = -73/12*z^3 + 281/54*z + 1
*
-13/24 | 0.071067964337212074203390569412114452041 | 0.011181051066311120148686583096144609954
f(z) = -72/5*z^3 + 289/40*z + 1
*
-1/3 | 0.12433346287453890005693494711645158285 | 0.019561258164863493182310335407957093714
f(z) = -72/7*z^3 + 281/56*z + 1
*
[ -7/24 ] 
f(z) = -72/7*z^3 + 297/56*z + 1
*
-3/4 | 0.087534578806859992476868679908275659727 | 0.014424594573003240753798588404448832691
f(z) = -72/7*z^3 + 299/42*z + 1
*
[ -1/3 ] 
f(z) = -71/6*z^3 + 287/54*z + 1
*
[ -3/14 ] 
f(z) = -70/3*z^3 + 283/42*z + 1
*
[ -1/5 ] 
f(z) = -70/9*z^3 + 284/45*z + 1
*
-6/7 | 0.17566682317258964131193769134012320512 | 0.025504970211811191869696573703236444689
f(z) = -70/9*z^3 + 289/42*z + 1
*
0 | 0.17541497599380770197918423159292710321 | 0.029944857916234695911347833858552235647
f(z) = -70/9*z^3 + 296/45*z + 1
*
0 | 0.13986092172699771605546880124943604293 | 0.023875472464200620908845900913224124065
f(z) = -70/11*z^3 + 284/55*z + 1
*
-1/5 | 0.15097119007597569327815744611117547887 | 0.025772091639596052354038017842525576343
f(z) = -70/11*z^3 + 289/55*z + 1
*
[ -2/3 ] 
f(z) = -69/7*z^3 + 289/42*z + 1
*
[ -1/3 ] 
f(z) = -67/6*z^3 + 283/54*z + 1
*
[ -2/3 ] 
f(z) = -66/7*z^3 + 281/42*z + 1
*
[ -1/3 ] 
f(z) = -65/6*z^3 + 281/54*z + 1
*
0 | 0.12018504352757616704320443474981425167 | 0.020779508325174753565576534359900745030
f(z) = -65/8*z^3 + 293/40*z + 1
*
[ -1/5 ] 
f(z) = -65/9*z^3 + 283/45*z + 1
*
-12/13 | 0.19341669258301876023286085335713494507 | 0.027318639638585178975039442038408183472
f(z) = -65/16*z^3 + 297/52*z + 1
*
-9/32 | 0.10232879433048992366490378911270811680 | 0.014762924412074448732040058380714261426
f(z) = -64/3*z^3 + 289/48*z + 1
*
[ -13/16 ] 
f(z) = -64/13*z^3 + 285/52*z + 1
*
[ -1/6 ] 
f(z) = -63/10*z^3 + 287/40*z + 1
*
[ 8/7 ] 
f(z) = -63/16*z^3 + 295/56*z + 1
*
[ -2/5 ] 
f(z) = -61/4*z^3 + 297/50*z + 1
*
[ -3/4 ] 
f(z) = -61/9*z^3 + 295/48*z + 1
*
-3/8 | 0.15311685965204604465205450478709147605 | 0.020753844298339168780194835269273914682
f(z) = -80/9*z^3 + 283/60*z + 1
*
-21/40 | 0.18765744633936155822118901995762285562 | 0.025435562299288608085061122395561393600
f(z) = -80/9*z^3 + 287/60*z + 1
*
-1/3 | 0.19148004126430762488566342980274385450 | 0.029159371555563492187356364159464104436
f(z) = -79/8*z^3 + 295/72*z + 1
*
[ -1/2 ] 
f(z) = -79/17*z^3 + 283/68*z + 1
*
[ -1/2 ] 
f(z) = -79/18*z^3 + 295/72*z + 1
*
-1/3 | 0.18255996314282157719379377517946268042 | 0.027909971849300699612302867339192078789
f(z) = -77/8*z^3 + 293/72*z + 1
*
-2/7 | 0.10897770028997753136495176122544493998 | 0.017326332019530088999750402017761485581
f(z) = -77/10*z^3 + 289/70*z + 1
*
[ -1/2 ] 
f(z) = -77/17*z^3 + 281/68*z + 1
*
[ -1/2 ] 
f(z) = -77/18*z^3 + 293/72*z + 1
*
-1/3 | 0.18150802251029652865237733945673888116 | 0.027977321644079248449201517410755162872
f(z) = -73/8*z^3 + 289/72*z + 1
*
[ -1/2 ] 
f(z) = -73/18*z^3 + 289/72*z + 1
*
[ 7/12 ] 
f(z) = -72/5*z^3 + 293/70*z + 1
*
-1/3 | 0.17508991042882218063611744807520553177 | 0.027104102183767289312189862741018564044
f(z) = -71/8*z^3 + 287/72*z + 1
*
[ -1/2 ] 
f(z) = -71/18*z^3 + 287/72*z + 1
*
[ -1/2 ] 
f(z) = -71/19*z^3 + 299/76*z + 1
*
33/70 | 0.21511696677737637884903686124596438324 | 0.025316842143103093461941455791717605357
f(z) = -70/3*z^3 + 293/70*z + 1
*
0 | 0.17354276290944647038075846806193876823 | 0.028731033905811075593558035707034602492
f(z) = -70/11*z^3 + 299/66*z + 1
*
[ -1/2 ] 
f(z) = -69/19*z^3 + 297/76*z + 1
*
0 | 0.10208938070632041679778915745029100569 | 0.018038643256451665093353590410495229396
f(z) = -68/15*z^3 + 287/60*z + 1
*
[ -3/4 ] 
f(z) = -68/15*z^3 + 293/60*z + 1
*
-1/3 | 0.16612149239267243670857540707043551899 | 0.025948709939203486159891113485589620460
f(z) = -67/8*z^3 + 283/72*z + 1
*
[ -1/2 ] 
f(z) = -67/18*z^3 + 283/72*z + 1
*
[ -1/2 ] 
f(z) = -67/19*z^3 + 295/76*z + 1
*
-2/3 | 0.14257603561058384128678954380900748763 | 0.023836509322881587239909641982761148052
f(z) = -66/13*z^3 + 293/78*z + 1
*
-1/3 | 0.17295626333586178789515432713939478926 | 0.027144821041005903081873935161264838847
f(z) = -65/8*z^3 + 281/72*z + 1
*
[ 10/13 ] 
f(z) = -65/8*z^3 + 293/65*z + 1
*
[ -3/10 ] 
f(z) = -65/9*z^3 + 299/60*z + 1
*
-4/5 | 0.074357505955077884288568493165726723996 | 0.012856112280545539862588710805638779438
f(z) = -65/12*z^3 + 283/60*z + 1
*
[ -1/2 ] 
f(z) = -65/18*z^3 + 281/72*z + 1
*
[ -1/2 ] 
f(z) = -65/19*z^3 + 293/76*z + 1
*
[ -5/8 ] 
f(z) = -64/13*z^3 + 294/65*z + 1
*
[ 17/16 ] 
f(z) = -64/17*z^3 + 293/68*z + 1
*
-22/63 | 0.17651659674394586756619939043066432931 | 0.021302299876895769344560629807423529169
f(z) = -63/8*z^3 + 281/63*z + 1
*
-2/63 | 0.22349395227842686759631773704800372861 | 0.026971600857532232326821863461735602998
f(z) = -63/8*z^3 + 284/63*z + 1
*
-2/7 | 0.098735333465442279541950578707462253695 | 0.011915534973615969816531257882845680286
f(z) = -63/8*z^3 + 296/63*z + 1
*
-2/7 | 0.080582379527506252938338376257201081456 | 0.013233993372662193761276868877730427035
f(z) = -63/10*z^3 + 281/70*z + 1
*
[ -1/2 ] 
f(z) = -63/19*z^3 + 291/76*z + 1
*
[ -1/2 ] 
f(z) = -61/19*z^3 + 289/76*z + 1
*
[ 4/7 ] 
f(z) = -77/6*z^3 + 289/84*z + 1
*
-3/7 | 0.12184164608465220516754649636681051025 | 0.019371566919208638549641706037867979672
f(z) = -77/12*z^3 + 295/84*z + 1
*
[ 6/7 ] 
f(z) = -77/16*z^3 + 283/84*z + 1
*
0 | 0.19691706098808713935557944303623582910 | 0.029208810937616122811325829578474372852
f(z) = -77/18*z^3 + 284/99*z + 1
*
4/5 | 0.16841068311840565372109747864324345985 | 0.027566517944620886386634177278403807206
f(z) = -75/14*z^3 + 281/84*z + 1
*
0 | 0.14962866160904951529958469354600313397 | 0.024573420736707738700817892009576311936
f(z) = -63/13*z^3 + 298/91*z + 1
*
[ 4/5 ] 
f(z) = -79/16*z^3 + 291/100*z + 1
*
[ 4/5 ] 
f(z) = -77/16*z^3 + 283/100*z + 1
*
[ 13/18 ] 
f(z) = -72/13*z^3 + 293/117*z + 1
*
-4/5 | 0.18743714435721408363861826518987107674 | 0.025248927892914352655651592022573456107
f(z) = -67/16*z^3 + 293/100*z + 1
*
[ 3/5 ] 
f(z) = -65/7*z^3 + 281/105*z + 1
*
-7/32 | 0.15923174368882966530980868093961322210 | 0.022972284697197705497680524900957683946
f(z) = -64/7*z^3 + 289/112*z + 1
*
[ 3/4 ] 
f(z) = -74/15*z^3 + 293/120*z + 1
*
-1/4 | 0.13437220807874474051218085170207132179 | 0.018237991739057205791214486659644433502
f(z) = -66/5*z^3 + 299/120*z + 1
*
-9/16 | 0.18011498593869769826429886723703843959 | 0.027110277894565972530135126394686851571
f(z) = -64/11*z^3 + 287/132*z + 1
*
0 | 0.15163270098966996388086820089546458611 | 0.024306638417155096740763704306208456757
f(z) = -64/15*z^3 + 287/120*z + 1
*
[ 9/16 ] 
f(z) = -80/9*z^3 + 293/144*z + 1
*
-5/13 | 0.16284958403473667088981760219425249582 | 0.024164037655231064125402113519913987832
f(z) = -65/12*z^3 + 281/156*z + 1
*
0 | 0.15181570220515665180978739945687315021 | 0.023944337368372498795710940086993729222
f(z) = -63/16*z^3 + 295/144*z + 1
*
4/5 | 0.12209875355402877820932807438300346144 | 0.017949377800349750448322902420116080676
f(z) = -75/14*z^3 + 289/168*z + 1
*
0 | 0.16029675715625901530704997313977877197 | 0.024760497925394154427539798183043571782
f(z) = -72/19*z^3 + 287/171*z + 1
*
0 | 0.18065373684212759780581412198529618959 | 0.027891694872313681915888457613260371285
f(z) = -65/19*z^3 + 289/190*z + 1
*
[ 5/8 ] 
f(z) = -68/15*z^3 + 281/240*z + 1
*
-7/32 | 0.11483629941483686468553173604249625868 | 0.016567375967982531510738569936546978855
f(z) = -64/15*z^3 + 289/240*z + 1
*
[ -3/4 ] 
f(z) = -80/27*z^3 + 4*z + 1
*
[ 3/4 ] 
f(z) = -80/27*z^3 + 4/3*z + 1
*
[ 3/2 ] 
f(z) = -80/27*z^3 + 7*z + 1
*
[ 3/4 ] 
f(z) = -76/27*z^3 + 5/4*z + 1
*
[ -3/2 ] 
f(z) = -76/27*z^3 + 8*z + 1
*
[ 4/5 ] 
f(z) = -75/32*z^3 + 5/4*z + 1
*
-4/5 | 0.12068287891536509207234830011401751321 | 0.027952104497287839225094601497334372189
f(z) = -75/32*z^3 + 7/4*z + 1
*
-4/15 | 0.073153587647787719747603969500661297878 | 0.013506689724218055670269349084787129498
f(z) = -75/32*z^3 + 11/12*z + 1
*
[ -4/5 ] 
f(z) = -75/32*z^3 + 15/4*z + 1
*
-2/5 | 0.10924185678686580756937781237284219868 | 0.025302178932321239916781781515511769585
f(z) = -75/32*z^3 + 15/8*z + 1
*
[ 3/2 ] 
f(z) = -74/27*z^3 + 13/2*z + 1
*
[ 3/4 ] 
f(z) = -73/27*z^3 + 19/16*z + 1
*
[ 5/6 ] 
f(z) = -72/25*z^3 + 9/5*z + 1
*
[ 3/4 ] 
f(z) = -70/27*z^3 + 9/8*z + 1
*
3/7 | 0.13411829724583319834978059724332037823 | 0.019472562401570000385206980101288745103
f(z) = -70/27*z^3 + 9/14*z + 1
*
[ -3/2 ] 
f(z) = -70/27*z^3 + 15/2*z + 1
*
[ -3/5 ] 
f(z) = -70/27*z^3 + 18/5*z + 1
*
[ 3/2 ] 
f(z) = -68/27*z^3 + 6*z + 1
*
[ 3/4 ] 
f(z) = -68/27*z^3 + 13/12*z + 1
*
[ -3/4 ] 
f(z) = -68/27*z^3 + 15/4*z + 1
*
[ 3/4 ] 
f(z) = -67/27*z^3 + 17/16*z + 1
*
[ -5/8 ] 
f(z) = -64/25*z^3 + 18/5*z + 1
*
[ -3/8 ] 
f(z) = -64/27*z^3 + 4*z + 1
*
[ -3/4 ] 
f(z) = -64/27*z^3 + 11/3*z + 1
*
[ 3/2 ] 
f(z) = -64/27*z^3 + 17/3*z + 1
*
-3/4 | 0.092673444243889803362336661048049299246 | 0.016712439804094958798030837761319181744
f(z) = -64/27*z^3 + 17/12*z + 1
*
-15/16 | 0.13115989640016704089003998049684812331 | 0.021018285033292107321151910648819315056
f(z) = -64/27*z^3 + 19/4*z + 1
*
[ 2/3 ] 
f(z) = -63/20*z^3 + 9/10*z + 1
*
[ 2/3 ] 
f(z) = -63/32*z^3 + 3/8*z + 1
*
-2/3 | 0.12316529251242785043307459510856102956 | 0.029727561531579443589164671021500949636
f(z) = -63/32*z^3 + 11/8*z + 1
*
[ 4/3 ] 
f(z) = -63/32*z^3 + 15/4*z + 1
*
[ 3/2 ] 
f(z) = -62/27*z^3 + 11/2*z + 1
*
[ 3/4 ] 
f(z) = -61/27*z^3 + 15/16*z + 1
*
0 | 0.087911683675774624566601458451927171724 | 0.020119632192460898576223189441635878345
f(z) = -79/30*z^3 + 19/30*z + 1
*
0 | 0.12060841978392365053210797228027786813 | 0.027765612883381636916865402899945139514
f(z) = -77/29*z^3 + 19/29*z + 1
*
0 | 0.12037816085521431225698686688834844713 | 0.027796253289345998168716957548210830281
f(z) = -76/29*z^3 + 18/29*z + 1
*
0 | 0.094442397490152484432900020122703670020 | 0.021874385060622174628614772878975598831
f(z) = -75/28*z^3 + 19/28*z + 1
*
0 | 0.10604127871508137284225757187874127680 | 0.024715599848835349257063432383206133039
f(z) = -73/27*z^3 + 19/27*z + 1
*
0 | 0.093966259110017513083523601475596492185 | 0.021901211373499514127984754520619725418
f(z) = -73/28*z^3 + 17/28*z + 1
*
0 | 0.10624579090759521953807879416333249311 | 0.024924646929231614745699491543470102857
f(z) = -71/26*z^3 + 19/26*z + 1
*
0 | 0.10555170458084389037582081830142854235 | 0.024761818298705156418183081341758438524
f(z) = -71/27*z^3 + 17/27*z + 1
*
0 | 0.11854278745000627488995193148178766073 | 0.027997119893251681974949480814111681970
f(z) = -69/25*z^3 + 19/25*z + 1
*
0 | 0.10574200060150730404444482915302008033 | 0.024973864140331843994823045294047059820
f(z) = -69/26*z^3 + 17/26*z + 1
*
[ 2/3 ] 
f(z) = -69/32*z^3 + 11/24*z + 1
*
0 | 0.11828517814003145170526673572137779401 | 0.028032933319432027047984668727997680545
f(z) = -68/25*z^3 + 18/25*z + 1
*
0 | 0.060245725107882827556354620053421242355 | 0.014328211491618903324014166804048776813
f(z) = -67/24*z^3 + 19/24*z + 1
*
0 | 0.11802393051141970898568947208229966024 | 0.028069573972452481490909696236282195172
f(z) = -67/25*z^3 + 17/25*z + 1
*
0 | 0.11775894020654643236438099811864521422 | 0.028107075035397675160447476420194272936
f(z) = -66/25*z^3 + 16/25*z + 1
*
0 | 0.11741659274782333409168561252034750464 | 0.028127862882918105279979955967948221246
f(z) = -65/23*z^3 + 19/23*z + 1
*
0 | 0.068585184716585537653656005875372968582 | 0.016430000448497012586092227964745531556
f(z) = -65/24*z^3 + 17/24*z + 1
*
[ 2/3 ] 
f(z) = -65/24*z^3 + 19/27*z + 1
*
0 | 0.11714271746662148086409004601844694984 | 0.028166869594225294211101069854730078177
f(z) = -64/23*z^3 + 18/23*z + 1
*
[ 2/3 ] 
f(z) = -63/22*z^3 + 17/22*z + 1
*
0 | 0.10399131414912308287084249268258812895 | 0.025099669939938067472334483636024267875
f(z) = -63/22*z^3 + 19/22*z + 1
*
0 | 0.11686472640473766870796043993801589457 | 0.028206837122702287415856667203033290300
f(z) = -63/23*z^3 + 17/23*z + 1
*
[ 2/3 ] 
f(z) = -63/26*z^3 + 15/26*z + 1
*
[ 2/3 ] 
f(z) = -63/34*z^3 + 11/34*z + 1
*
[ 2/3 ] 
f(z) = -63/38*z^3 + 9/38*z + 1
*
0 | 0.11658249383791183526165014646412443481 | 0.028247806579876632179942775864902692441
f(z) = -62/23*z^3 + 16/23*z + 1
*
0 | 0.095873798149944503891414849641549805501 | 0.023321999486652830814515059979953845168
f(z) = -61/21*z^3 + 19/21*z + 1
*
0 | 0.10342131596411700951804256746560112051 | 0.025157988150754130551830212710686350552
f(z) = -61/22*z^3 + 17/22*z + 1
*
0 | 0.11629588818590395654108667366148268426 | 0.028289821587432927432388538062239645127
f(z) = -61/23*z^3 + 15/23*z + 1
*
[ 2/3 ] 
f(z) = -61/24*z^3 + 17/27*z + 1
*
[ 2/3 ] 
f(z) = -63/37*z^3 + 19/74*z + 1
*
[ -3/2 ] 
f(z) = -80/27*z^3 + 25/3*z + 1
*
-3/20 | 0.15319367682281425994035878249066483721 | 0.025568652809063063627009977708470456522
f(z) = -80/27*z^3 + 26/15*z + 1
*
[ -3 ] 
f(z) = -80/27*z^3 + 28*z + 1
*
-3/10 | 0.18055535978399257672194771471355840977 | 0.026041301549599854558517875383393145005
f(z) = -80/27*z^3 + 38/5*z + 1
*
-2 | 0.074593991311468445572165055518642400040 | 0.013047687576031948244404314453022522219
f(z) = -79/24*z^3 + 38/3*z + 1
*
[ 3/4 ] 
f(z) = -79/27*z^3 + 21/16*z + 1
*
[ 3 ] 
f(z) = -79/27*z^3 + 27*z + 1
*
[ -3/2 ] 
f(z) = -79/27*z^3 + 33/4*z + 1
*
-2 | 0.074126982659864205858626681159031188170 | 0.013026766279858767446494023694677344014
f(z) = -77/24*z^3 + 37/3*z + 1
*
[ -3 ] 
f(z) = -77/27*z^3 + 27*z + 1
*
[ 3/2 ] 
f(z) = -77/27*z^3 + 27/4*z + 1
*
[ -3/7 ] 
f(z) = -77/27*z^3 + 27/7*z + 1
*
[ 6/7 ] 
f(z) = -77/27*z^3 + 27/14*z + 1
*
[ 3/2 ] 
f(z) = -76/27*z^3 + 20/3*z + 1
*
[ 3 ] 
f(z) = -76/27*z^3 + 26*z + 1
*
-4/5 | 0.13700257269726056499803152955883626782 | 0.025153144598074797526682326088876882202
f(z) = -75/32*z^3 + 29/12*z + 1
*
[ -2/5 ] 
f(z) = -75/32*z^3 + 31/8*z + 1
*
[ -3 ] 
f(z) = -74/27*z^3 + 26*z + 1
*
[ -3/4 ] 
f(z) = -74/27*z^3 + 31/8*z + 1
*
-2 | 0.073154392533143292761607821118086204694 | 0.012982630707630697600703356797420947798
f(z) = -73/24*z^3 + 35/3*z + 1
*
[ 2 ] 
f(z) = -73/24*z^3 + 38/3*z + 1
*
[ 3 ] 
f(z) = -73/27*z^3 + 25*z + 1
*
[ -3/2 ] 
f(z) = -73/27*z^3 + 31/4*z + 1
*
[ -5/6 ] 
f(z) = -72/25*z^3 + 21/5*z + 1
*
[ -5/12 ] 
f(z) = -72/25*z^3 + 39/10*z + 1
*
-2 | 0.072649469216153251185196989642349038762 | 0.012959692182666732253846003681730590931
f(z) = -71/24*z^3 + 34/3*z + 1
*
[ 2 ] 
f(z) = -71/24*z^3 + 37/3*z + 1
*
[ -3 ] 
f(z) = -71/27*z^3 + 25*z + 1
*
[ 3/2 ] 
f(z) = -71/27*z^3 + 25/4*z + 1
*
[ 3 ] 
f(z) = -70/27*z^3 + 24*z + 1
*
[ 3/2 ] 
f(z) = -70/27*z^3 + 37/6*z + 1
*
[ 6/5 ] 
f(z) = -70/27*z^3 + 39/10*z + 1
*
[ -3/2 ] 
f(z) = -68/27*z^3 + 22/3*z + 1
*
[ -3 ] 
f(z) = -68/27*z^3 + 24*z + 1
*
-2 | 0.071593195311971358424369383729192189939 | 0.012910893479747007783651821211234410706
f(z) = -67/24*z^3 + 32/3*z + 1
*
[ 2 ] 
f(z) = -67/24*z^3 + 35/3*z + 1
*
[ -2 ] 
f(z) = -67/24*z^3 + 38/3*z + 1
*
[ 3 ] 
f(z) = -67/27*z^3 + 23*z + 1
*
[ -3/2 ] 
f(z) = -67/27*z^3 + 29/4*z + 1
*
-2/5 | 0.13879767480028879329976848925799702361 | 0.023997557053475946359384932836533141048
f(z) = -65/24*z^3 + 29/15*z + 1
*
-2 | 0.071040017324405519322225885701121511496 | 0.012884907123143537099940822570195554992
f(z) = -65/24*z^3 + 31/3*z + 1
*
[ 2 ] 
f(z) = -65/24*z^3 + 34/3*z + 1
*
[ -2 ] 
f(z) = -65/24*z^3 + 37/3*z + 1
*
[ -3 ] 
f(z) = -65/27*z^3 + 23*z + 1
*
[ 3/2 ] 
f(z) = -65/27*z^3 + 23/4*z + 1
*
[ 5/4 ] 
f(z) = -64/25*z^3 + 21/5*z + 1
*
[ -5/4 ] 
f(z) = -64/25*z^3 + 29/5*z + 1
*
[ 3 ] 
f(z) = -64/27*z^3 + 22*z + 1
*
-3/2 | 0.19377665602134308607421381523842611307 | 0.029744466903787609952128829627747766476
f(z) = -64/27*z^3 + 25/4*z + 1
*
3/2 | 0.086788867736474382178166997412481416425 | 0.016024235389201838851885326175416127698
f(z) = -64/27*z^3 + 25/6*z + 1
*
[ 9/8 ] 
f(z) = -64/27*z^3 + 28/9*z + 1
*
15/8 | 0.18695706783883357170627050070015484868 | 0.026964612882412454390930588177395703856
f(z) = -64/27*z^3 + 38/5*z + 1
*
-2/3 | 0.11987480156096163792570359263052449751 | 0.028933358308955286040858715857661881528
f(z) = -63/20*z^3 + 29/10*z + 1
*
[ -2/3 ] 
f(z) = -63/20*z^3 + 39/10*z + 1
*
[ 5/3 ] 
f(z) = -63/25*z^3 + 37/5*z + 1
*
[ -4/3 ] 
f(z) = -63/32*z^3 + 21/4*z + 1
*
[ -2/3 ] 
f(z) = -63/32*z^3 + 27/8*z + 1
*
[ -3 ] 
f(z) = -62/27*z^3 + 22*z + 1
*
[ -3/4 ] 
f(z) = -62/27*z^3 + 29/8*z + 1
*
-2 | 0.069882455787377722918842555942086135565 | 0.012830149687573189666150270170045770019
f(z) = -61/24*z^3 + 29/3*z + 1
*
[ 2 ] 
f(z) = -61/24*z^3 + 32/3*z + 1
*
[ -2 ] 
f(z) = -61/24*z^3 + 35/3*z + 1
*
[ 3 ] 
f(z) = -61/27*z^3 + 21*z + 1
*
[ -3/2 ] 
f(z) = -61/27*z^3 + 27/4*z + 1
*
0 | 0.12110180810606766015237704294542390134 | 0.027636027391485783802991222970854957980
f(z) = -80/23*z^3 + 34/23*z + 1
*
0 | 0.10765942850860056084176770874856876057 | 0.024568410346189685178160449455389966657
f(z) = -80/27*z^3 + 26/27*z + 1
*
0 | 0.12128248244725284872982307370866156584 | 0.027677258163511576085822465551823815790
f(z) = -80/29*z^3 + 22/29*z + 1
*
[ 3/4 ] 
f(z) = -80/33*z^3 + 34/33*z + 1
*
[ 3/4 ] 
f(z) = -80/39*z^3 + 32/39*z + 1
*
0 | 0.095114469762650363177859426078238088542 | 0.021768075274991107534944423599247989508
f(z) = -79/20*z^3 + 39/20*z + 1
*
0 | 0.10047252417162214834071155860714407709 | 0.022994329618762847330269892514636317178
f(z) = -79/21*z^3 + 37/21*z + 1
*
0 | 0.10801155934222327204880512982993511895 | 0.024719727294889026649493083689878454854
f(z) = -79/22*z^3 + 35/22*z + 1
*
0 | 0.12087769440799173616661557054317138676 | 0.027664295006917939474528279056047354189
f(z) = -79/23*z^3 + 33/23*z + 1
*
[ 2/3 ] 
f(z) = -79/24*z^3 + 26/27*z + 1
*
0 | 0.069187676740658265729049885611280854281 | 0.015834420978750074526393636209744748206
f(z) = -79/24*z^3 + 31/24*z + 1
*
0 | 0.12093892739334450590859860589317928358 | 0.027678308902362005058399576029900906339
f(z) = -79/25*z^3 + 29/25*z + 1
*
0 | 0.10813402632911245499110259064348394536 | 0.024747755318342845238035731456585293542
f(z) = -79/26*z^3 + 27/26*z + 1
*
0 | 0.10743675091360057197536943911599338076 | 0.024588175563862380084665151101916627190
f(z) = -79/27*z^3 + 25/27*z + 1
*
0 | 0.095359411866791707818595122980292995030 | 0.021824133182628807931729140527100547428
f(z) = -79/28*z^3 + 23/28*z + 1
*
0 | 0.12106051297283068755618204063542823322 | 0.027706135205270628526741117969318624643
f(z) = -79/29*z^3 + 21/29*z + 1
*
0 | 0.12065083314751619102273428430276029654 | 0.027693113757889508452361400191878817714
f(z) = -78/23*z^3 + 32/23*z + 1
*
0 | 0.12071280497600535532743049638998162483 | 0.027707338217442444211242230997276121186
f(z) = -78/25*z^3 + 28/25*z + 1
*
0 | 0.12083584754015763023983284602834430181 | 0.027735580307755780060575039021381146863
f(z) = -78/29*z^3 + 20/29*z + 1
*
0 | 0.094655660610355775541913163648938663228 | 0.021790953189142214744333472401430423315
f(z) = -77/20*z^3 + 37/20*z + 1
*
0 | 0.12042115606998880977442795031048564260 | 0.027722502362594329763137646903180622568
f(z) = -77/23*z^3 + 31/23*z + 1
*
6/7 | 0.14878634107675378429998391785460392643 | 0.023655495928133202662199651622458899501
f(z) = -77/24*z^3 + 25/21*z + 1
*
[ 2/3 ] 
f(z) = -77/24*z^3 + 25/27*z + 1
*
0 | 0.071583311987526403985149369353434772447 | 0.016479401132332213044247246954822259679
f(z) = -77/24*z^3 + 29/24*z + 1
*
0 | 0.12048388481916179518315841344587030684 | 0.027736943329230956046943376217052422530
f(z) = -77/25*z^3 + 27/25*z + 1
*
0 | 0.10767972631492875412541438528133512169 | 0.024789260995253627494603549290886463848
f(z) = -77/26*z^3 + 25/26*z + 1
*
0 | 0.10698318995992192900792094421356458013 | 0.024628909347939373750088529455272409170
f(z) = -77/27*z^3 + 23/27*z + 1
*
0 | 0.099780095001200565959962547615581952976 | 0.023039999732378696394185469754886255436
f(z) = -76/21*z^3 + 34/21*z + 1
*
0 | 0.12018859234358984884149684584777950486 | 0.027752480446104643139903136189232545282
f(z) = -76/23*z^3 + 30/23*z + 1
*
0 | 0.12025209676383906756610500525307047859 | 0.027767144110491104778237253744701572703
f(z) = -76/25*z^3 + 26/25*z + 1
*
0 | 0.10675217011908821948525276934784741462 | 0.024649906085427597646180989443026390308
f(z) = -76/27*z^3 + 22/27*z + 1
*
0 | 0.10708538888836130415742598771983893504 | 0.024802706127348486322578478692391904804
f(z) = -75/22*z^3 + 31/22*z + 1
*
0 | 0.11995306842784421027833825591713711687 | 0.027783068597632954390397324696807362748
f(z) = -75/23*z^3 + 29/23*z + 1
*
0 | 0.10721398915675695659482947801872497145 | 0.024832492027161959172862839303157008503
f(z) = -75/26*z^3 + 23/26*z + 1
*
0 | 0.099304384046683789806749324320342199371 | 0.023072230994712128087529539736846860878
f(z) = -74/21*z^3 + 32/21*z + 1
*
0 | 0.11971450793363414275396923090768157076 | 0.027814288432267282704183565384057517032
f(z) = -74/23*z^3 + 28/23*z + 1
*
0 | 0.11977962281011274473669329421423293909 | 0.027829417124577585819141584151567814522
f(z) = -74/25*z^3 + 24/25*z + 1
*
0 | 0.10628129087477767553533833060586047432 | 0.024693235016958435164113047102989423748
f(z) = -74/27*z^3 + 20/27*z + 1
*
[ 3/4 ] 
f(z) = -74/27*z^3 + 29/24*z + 1
*
0 | 0.093702441754994680009808696174781731727 | 0.021839722071796147062684006621166787836
f(z) = -73/20*z^3 + 33/20*z + 1
*
0 | 0.099061862776217813710280534726320810221 | 0.023088870582518025051545781023773937698
f(z) = -73/21*z^3 + 31/21*z + 1
*
0 | 0.10660431987876428658492005445989163589 | 0.024846830821043819606410480903117093039
f(z) = -73/22*z^3 + 29/22*z + 1
*
0 | 0.11947283147404413513347143043224944685 | 0.027846162657597772083408905572839926602
f(z) = -73/23*z^3 + 27/23*z + 1
*
[ 2/3 ] 
f(z) = -73/24*z^3 + 23/27*z + 1
*
0 | 0.070636602592209042657585971517766465455 | 0.016463645341745111193641132494232100644
f(z) = -73/24*z^3 + 25/24*z + 1
*
0 | 0.11953878265954151797421578943239838863 | 0.027861534248077072883557687131651124123
f(z) = -73/25*z^3 + 23/25*z + 1
*
0 | 0.10673622351093408411347371042423382855 | 0.024877574295951134426450506682139628760
f(z) = -73/26*z^3 + 21/26*z + 1
*
0 | 0.11922795650530750771221388778226359170 | 0.027878715145698262134803134727924839707
f(z) = -72/23*z^3 + 26/23*z + 1
*
0 | 0.11929476580279247865482524905695454069 | 0.027894336963166758353755423787857204892
f(z) = -72/25*z^3 + 22/25*z + 1
*
0 | 0.093206765224876083866710636021244144520 | 0.021865767055810438117051247010832663367
f(z) = -71/20*z^3 + 31/20*z + 1
*
0 | 0.098567071568235724229445458679481543214 | 0.023123263864855403693819723935364840713
f(z) = -71/21*z^3 + 29/21*z + 1
*
0 | 0.10611040939133066204913462456483740225 | 0.024892887209954143578759944307572820456
f(z) = -71/22*z^3 + 27/22*z + 1
*
0 | 0.11897979715705534541309978262730317545 | 0.027911971010977738164935559478901977361
f(z) = -71/23*z^3 + 25/23*z + 1
*
[ 2/3 ] 
f(z) = -71/24*z^3 + 22/27*z + 1
*
0 | 0.067293016029498523551386362696456943278 | 0.015786551646051814347585017585013869559
f(z) = -71/24*z^3 + 23/24*z + 1
*
0 | 0.11904748723508538262876369669446727983 | 0.027927850711068428587467629394178586912
f(z) = -71/25*z^3 + 21/25*z + 1
*
0 | 0.11872826405099203271925552893101424918 | 0.027945956694474426469589892913603370422
f(z) = -70/23*z^3 + 24/23*z + 1
*
0 | 0.092697445680858878452774706300500461498 | 0.021893035893218773261321981338266029302
f(z) = -69/20*z^3 + 29/20*z + 1
*
[ 2/3 ] 
f(z) = -69/20*z^3 + 31/30*z + 1
*
0 | 0.10560295244569345365123571729344847310 | 0.024941024117138550134956268102317496721
f(z) = -69/22*z^3 + 25/22*z + 1
*
-2/3 | 0.13143198588963214641496877340855505979 | 0.024646337259638766541803137917543028738
f(z) = -69/32*z^3 + 35/24*z + 1
*
0 | 0.097799157265933212548760827258978679983 | 0.023177859622335121722177087124647932906
f(z) = -68/21*z^3 + 26/21*z + 1
*
0 | 0.11821470033587634233187087554449117864 | 0.028016230469460061446461492447438847741
f(z) = -68/23*z^3 + 22/23*z + 1
*
0 | 0.092173710244367603699636233431830422040 | 0.021921628663005244740747733673381672021
f(z) = -67/20*z^3 + 27/20*z + 1
*
0 | 0.097535936721927130524327685908418016259 | 0.023196924377329357498048917100969263999
f(z) = -67/21*z^3 + 25/21*z + 1
*
0 | 0.10508118431825539901694947270847679024 | 0.024991406942245403437213421848479675342
f(z) = -67/22*z^3 + 23/22*z + 1
*
0 | 0.11795247161676833576528844857324366901 | 0.028052578938303772714900606349823432207
f(z) = -67/23*z^3 + 21/23*z + 1
*
[ 2/3 ] 
f(z) = -67/24*z^3 + 20/27*z + 1
*
0 | 0.11768647245931859760751774082850167672 | 0.028089778205064399531623095341927830596
f(z) = -66/23*z^3 + 20/23*z + 1
*
0 | 0.096999021972853789605052658768265672464 | 0.023236708935076557879691773025721153215
f(z) = -65/21*z^3 + 23/21*z + 1
*
0 | 0.10454427358956259510295708935928848839 | 0.025044220104709231320192184066062382056
f(z) = -65/22*z^3 + 21/22*z + 1
*
[ 4/5 ] 
f(z) = -65/32*z^3 + 21/20*z + 1
*
-4/5 | 0.14759122372595009815274476691285757305 | 0.025517926125578371840072937630836977345
f(z) = -65/32*z^3 + 31/20*z + 1
*
7/8 | 0.12220125596244155616746027741324721092 | 0.029383190994569550709451784916739246481
f(z) = -64/21*z^3 + 25/21*z + 1
*
[ 3/4 ] 
f(z) = -64/21*z^3 + 29/21*z + 1
*
[ 3/4 ] 
f(z) = -64/33*z^3 + 25/33*z + 1
*
[ 3/4 ] 
f(z) = -64/39*z^3 + 23/39*z + 1
*
0 | 0.091079553830028026769615635811789999974 | 0.021983246948224117924399679386652450389
f(z) = -63/20*z^3 + 23/20*z + 1
*
[ 5/6 ] 
f(z) = -63/25*z^3 + 31/20*z + 1
*
[ 5/7 ] 
f(z) = -63/25*z^3 + 31/35*z + 1
*
-4/7 | 0.17666104051239953229139691492132548828 | 0.029012931276752204951546053396149795551
f(z) = -63/32*z^3 + 39/28*z + 1
*
0 | 0.096161584742845875720924067102921696760 | 0.023299843371054962520682682814142205279
f(z) = -62/21*z^3 + 20/21*z + 1
*
[ 3/4 ] 
f(z) = -62/27*z^3 + 23/24*z + 1
*
0 | 0.090507215072162610289905147163867505685 | 0.022016539077236668142451549629681732884
f(z) = -61/20*z^3 + 21/20*z + 1
*
[ 2/3 ] 
f(z) = -75/28*z^3 + 29/42*z + 1
*
[ 2/3 ] 
f(z) = -72/25*z^3 + 39/50*z + 1
*
[ 2/3 ] 
f(z) = -72/29*z^3 + 35/58*z + 1
*
[ 2/3 ] 
f(z) = -69/28*z^3 + 25/42*z + 1
*
[ 2/3 ] 
f(z) = -63/23*z^3 + 33/46*z + 1
*
[ 2/3 ] 
f(z) = -63/25*z^3 + 31/50*z + 1
*
[ 2/3 ] 
f(z) = -63/29*z^3 + 27/58*z + 1
*
0 | 0.14472041350349842135999489374267605234 | 0.028960229338924757317052593593175051902
f(z) = -74/39*z^3 + 31/78*z + 1
*
[ 2/3 ] 
f(z) = -73/32*z^3 + 37/72*z + 1
*
[ 2/3 ] 
f(z) = -72/31*z^3 + 33/62*z + 1
*
[ 2/3 ] 
f(z) = -72/35*z^3 + 29/70*z + 1
*
[ 2/3 ] 
f(z) = -72/37*z^3 + 27/74*z + 1
*
[ 2/3 ] 
f(z) = -71/32*z^3 + 35/72*z + 1
*
[ 2/3 ] 
f(z) = -67/32*z^3 + 31/72*z + 1
*
[ 2/3 ] 
f(z) = -65/32*z^3 + 29/72*z + 1
*
0 | 0.13735237034115101793874847460362039832 | 0.028308226220788987516945045343778515266
f(z) = -64/33*z^3 + 29/66*z + 1
*
[ 2/3 ] 
f(z) = -63/31*z^3 + 25/62*z + 1
*
0 | 0.13582955670829982798317741715715285443 | 0.028178759862807026598011080607970523515
f(z) = -62/33*z^3 + 25/66*z + 1
*
[ 2/3 ] 
f(z) = -61/32*z^3 + 25/72*z + 1
*
[ 2/3 ] 
f(z) = -69/38*z^3 + 35/114*z + 1
*
[ -3/8 ] 
f(z) = -80/27*z^3 + 49/12*z + 1
*
39/20 | 0.17575135263557291564904788899597968497 | 0.024187756364855038120341385885608806420
f(z) = -80/27*z^3 + 53/5*z + 1
*
[ -3/5 ] 
f(z) = -80/27*z^3 + 56/15*z + 1
*
[ 2 ] 
f(z) = -79/24*z^3 + 41/3*z + 1
*
[ -2 ] 
f(z) = -79/24*z^3 + 44/3*z + 1
*
[ 2 ] 
f(z) = -77/24*z^3 + 40/3*z + 1
*
[ -2 ] 
f(z) = -77/24*z^3 + 43/3*z + 1
*
[ -3/4 ] 
f(z) = -76/27*z^3 + 47/12*z + 1
*
-2/5 | 0.11357386842817988174350681839060859346 | 0.025772885009338403318862198443191368111
f(z) = -75/28*z^3 + 41/14*z + 1
*
[ -2/5 ] 
f(z) = -75/28*z^3 + 55/14*z + 1
*
-8/5 | 0.14374035523485484600076326624983152794 | 0.027679867051122125372427481831453468367
f(z) = -75/32*z^3 + 45/8*z + 1
*
-2/5 | 0.099416703303394891462690254979853514347 | 0.018985544766673354693557545934213693466
f(z) = -75/32*z^3 + 47/8*z + 1
*
-4/3 | 0.16797434130910875064585517717636593936 | 0.028328158536306156517536146212035593898
f(z) = -75/32*z^3 + 47/12*z + 1
*
[ 8/5 ] 
f(z) = -75/32*z^3 + 51/8*z + 1
*
[ -4/15 ] 
f(z) = -75/32*z^3 + 59/12*z + 1
*
[ -3/2 ] 
f(z) = -74/27*z^3 + 47/6*z + 1
*
[ -2 ] 
f(z) = -73/24*z^3 + 41/3*z + 1
*
[ 5/3 ] 
f(z) = -72/25*z^3 + 42/5*z + 1
*
[ 5/4 ] 
f(z) = -72/25*z^3 + 47/10*z + 1
*
[ -5/3 ] 
f(z) = -72/25*z^3 + 48/5*z + 1
*
[ -2 ] 
f(z) = -71/24*z^3 + 40/3*z + 1
*
-3/5 | 0.14023704920801707243028801137147639123 | 0.019402822037233304156708680918343077848
f(z) = -70/27*z^3 + 51/10*z + 1
*
[ -6/7 ] 
f(z) = -70/27*z^3 + 57/14*z + 1
*
-4/3 | 0.16379407159556427884684288996428109526 | 0.028043848810478864124739764330939149506
f(z) = -69/32*z^3 + 43/12*z + 1
*
[ 4/3 ] 
f(z) = -69/32*z^3 + 49/12*z + 1
*
-2/5 | 0.12561701185642895228761476926791614974 | 0.021423075240337890676236419984794598605
f(z) = -65/24*z^3 + 44/15*z + 1
*
-6/5 | 0.11900383205229881359590946302707946408 | 0.019493507400122425190951722412493244974
f(z) = -65/24*z^3 + 56/15*z + 1
*
[ -2/5 ] 
f(z) = -65/24*z^3 + 59/15*z + 1
*
[ -6/5 ] 
f(z) = -65/27*z^3 + 53/10*z + 1
*
[ -3/5 ] 
f(z) = -65/27*z^3 + 53/15*z + 1
*
[ -3/4 ] 
f(z) = -65/27*z^3 + 59/16*z + 1
*
-21/32 | 0.11397814570424591609925572252033345258 | 0.016150991698051621180023856417645178200
f(z) = -64/27*z^3 + 43/16*z + 1
*
[ 15/8 ] 
f(z) = -64/27*z^3 + 44/5*z + 1
*
[ -9/8 ] 
f(z) = -64/27*z^3 + 44/9*z + 1
*
-3/4 | 0.11550532261812702354420580157499158785 | 0.018728011962152071782620422201200128033
f(z) = -64/27*z^3 + 53/12*z + 1
*
39/16 | 0.16582705793451575903741539284666354937 | 0.022706175095352293192442955847811648272
f(z) = -64/27*z^3 + 55/4*z + 1
*
[ -5/3 ] 
f(z) = -63/25*z^3 + 43/5*z + 1
*
-2 | 0.090888405682558860925271401929107967787 | 0.016634554086924871736571860708793469646
f(z) = -63/32*z^3 + 59/8*z + 1
*
[ -3/2 ] 
f(z) = -62/27*z^3 + 41/6*z + 1
*
-2 | 0.090296938055830909530082475406148164404 | 0.016631274600438339047364137638590758060
f(z) = -61/32*z^3 + 57/8*z + 1
*
[ 5/6 ] 
f(z) = -78/25*z^3 + 59/30*z + 1
*
[ 6/7 ] 
f(z) = -77/24*z^3 + 46/21*z + 1
*
-6/7 | 0.13589470837879087453129878114584159527 | 0.021605859095970409691744749053891197907
f(z) = -77/24*z^3 + 53/21*z + 1
*
-2/7 | 0.18287304268055989611528355167483951240 | 0.029074930435070669990428371353352439149
f(z) = -77/24*z^3 + 58/21*z + 1
*
-6/11 | 0.17235019697880010986111986676017646503 | 0.025564795114016147821441719827384016231
f(z) = -77/24*z^3 + 59/33*z + 1
*
[ 5/7 ] 
f(z) = -77/25*z^3 + 41/35*z + 1
*
-4/7 | 0.18498567269594462172590803871518011882 | 0.029410816850214146154820368746687072394
f(z) = -77/32*z^3 + 43/28*z + 1
*
[ 4/5 ] 
f(z) = -75/28*z^3 + 41/28*z + 1
*
7/6 | 0.086160240236257681592384012207189104823 | 0.020146590320237767857031320499907047774
f(z) = -72/35*z^3 + 53/35*z + 1
*
-5/6 | 0.10388214157182764694664879855214057662 | 0.024290449308146623691960937112360642987
f(z) = -72/35*z^3 + 57/35*z + 1
*
-1/2 | 0.12270871598515752435563839958121665007 | 0.029081287334688280854321403174110774293
f(z) = -68/21*z^3 + 59/21*z + 1
*
[ 5/6 ] 
f(z) = -66/25*z^3 + 49/30*z + 1
*
-7/8 | 0.11042961855644246390592084558916301614 | 0.026552710509773232117973815051576910971
f(z) = -64/21*z^3 + 52/21*z + 1
*
-1/2 | 0.12111498982048183478031772251385914470 | 0.029121999198554404580140332033074599387
f(z) = -64/21*z^3 + 58/21*z + 1
*
[ 7/8 ] 
f(z) = -64/35*z^3 + 44/35*z + 1
*
-1/3 | 0.10554818275739596278083275568272678541 | 0.025475440633166003164725058580665792031
f(z) = -63/20*z^3 + 47/20*z + 1
*
[ 6/7 ] 
f(z) = -77/36*z^3 + 59/42*z + 1
*
14/15 | 0.077593155879305576098210582892736442873 | 0.014326388012992557882354025580352312690
f(z) = -75/28*z^3 + 53/42*z + 1
*
[ 2/3 ] 
f(z) = -72/23*z^3 + 41/46*z + 1
*
[ 3/4 ] 
f(z) = -71/27*z^3 + 55/48*z + 1
*
0 | 0.14270853257978950866837099520324764623 | 0.028878765474179336063747337840586667838
f(z) = -70/27*z^3 + 59/54*z + 1
*
[ 3/4 ] 
f(z) = -65/27*z^3 + 49/48*z + 1
*
0 | 0.14299414006309208849777787450729988464 | 0.029665101118453774125987719518319318825
f(z) = -62/27*z^3 + 43/54*z + 1
*
0 | 0.15105455912514642742787562479632234926 | 0.029763425771100794742132784376538175926
f(z) = -80/39*z^3 + 43/78*z + 1
*
[ 2/3 ] 
f(z) = -79/32*z^3 + 43/72*z + 1
*
[ 2/3 ] 
f(z) = -77/32*z^3 + 41/72*z + 1
*
0 | 0.13322738821125110545754152655730450378 | 0.026660341989214420660543168327924831976
f(z) = -74/33*z^3 + 49/66*z + 1
*
-1/3 | 0.11715187323261777587139576480314587818 | 0.023572690998797194701255199048774069230
f(z) = -72/35*z^3 + 51/70*z + 1
*
0 | 0.13327016921298803748266018616530738947 | 0.026968800616418990127528161148467659118
f(z) = -70/33*z^3 + 41/66*z + 1
*
[ 2/3 ] 
f(z) = -69/22*z^3 + 59/66*z + 1
*
[ 2/3 ] 
f(z) = -69/26*z^3 + 53/78*z + 1
*
[ 12/17 ] 
f(z) = -68/27*z^3 + 57/68*z + 1
*
3/5 | 0.16083132457983635115716401021450584641 | 0.029695041198714854790798350173548182333
f(z) = -75/28*z^3 + 53/84*z + 1
*
0 | 0.15643199904281274968598384293893361765 | 0.028675122093625027159841092384171010737
f(z) = -78/35*z^3 + 59/105*z + 1
*
[ 2/3 ] 
f(z) = -75/34*z^3 + 49/102*z + 1
*
[ 2/3 ] 
f(z) = -75/38*z^3 + 43/114*z + 1
*
[ 2/3 ] 
f(z) = -69/34*z^3 + 41/102*z + 1
*
[ 2/3 ] 
f(z) = -61/28*z^3 + 59/126*z + 1
*
[ 2/3 ] 
f(z) = -67/36*z^3 + 53/162*z + 1
*
[ 2/3 ] 
f(z) = -65/36*z^3 + 49/162*z + 1
*
[ 2/3 ] 
f(z) = -61/36*z^3 + 41/162*z + 1
*
[ -6/5 ] 
f(z) = -80/27*z^3 + 61/10*z + 1
*
-2 | 0.095023833996407727555671738022603142805 | 0.016659792763596817681566935236507879817
f(z) = -79/32*z^3 + 75/8*z + 1
*
[ -3/4 ] 
f(z) = -77/27*z^3 + 63/16*z + 1
*
[ 3 ] 
f(z) = -77/27*z^3 + 79/3*z + 1
*
-2 | 0.094556133642990392618988508328805622453 | 0.016656726174245612810923096379822937271
f(z) = -77/32*z^3 + 73/8*z + 1
*
[ -3/8 ] 
f(z) = -76/27*z^3 + 65/16*z + 1
*
[ -8/5 ] 
f(z) = -75/32*z^3 + 61/8*z + 1
*
-2 | 0.094075953533721912505377298022451669780 | 0.016653634725079666046976026758773976155
f(z) = -75/32*z^3 + 71/8*z + 1
*
[ -4/3 ] 
f(z) = -75/32*z^3 + 71/12*z + 1
*
[ 2 ] 
f(z) = -75/32*z^3 + 79/8*z + 1
*
[ 3 ] 
f(z) = -74/27*z^3 + 76/3*z + 1
*
[ -3 ] 
f(z) = -73/27*z^3 + 77/3*z + 1
*
[ 3/2 ] 
f(z) = -73/27*z^3 + 77/12*z + 1
*
-2 | 0.093582588871607480717665778993699913007 | 0.016650518549741658208655356091427418535
f(z) = -73/32*z^3 + 69/8*z + 1
*
[ 2 ] 
f(z) = -73/32*z^3 + 77/8*z + 1
*
[ -5/4 ] 
f(z) = -72/25*z^3 + 63/10*z + 1
*
[ -3/4 ] 
f(z) = -71/27*z^3 + 61/16*z + 1
*
[ 3 ] 
f(z) = -71/27*z^3 + 73/3*z + 1
*
-2 | 0.093075271549209267647183390562321429587 | 0.016647377622887049472067375553085747842
f(z) = -71/32*z^3 + 67/8*z + 1
*
[ 2 ] 
f(z) = -71/32*z^3 + 75/8*z + 1
*
[ -3 ] 
f(z) = -70/27*z^3 + 74/3*z + 1
*
-2 | 0.092553162090166437383794648136421861627 | 0.016644211668932353334264573941555007152
f(z) = -69/32*z^3 + 65/8*z + 1
*
[ -4/3 ] 
f(z) = -69/32*z^3 + 67/12*z + 1
*
[ 2 ] 
f(z) = -69/32*z^3 + 73/8*z + 1
*
[ 3 ] 
f(z) = -68/27*z^3 + 70/3*z + 1
*
[ -3 ] 
f(z) = -67/27*z^3 + 71/3*z + 1
*
[ 3/2 ] 
f(z) = -67/27*z^3 + 71/12*z + 1
*
-2 | 0.092015340225181182744701019578643265678 | 0.016641020034600649405387746496894377615
f(z) = -67/32*z^3 + 63/8*z + 1
*
[ 2 ] 
f(z) = -67/32*z^3 + 71/8*z + 1
*
[ -2 ] 
f(z) = -67/32*z^3 + 79/8*z + 1
*
[ 6/5 ] 
f(z) = -65/24*z^3 + 61/15*z + 1
*
[ 3 ] 
f(z) = -65/27*z^3 + 67/3*z + 1
*
[ -3/13 ] 
f(z) = -65/27*z^3 + 71/13*z + 1
*
-2 | 0.091460793806217126995040841265160103968 | 0.016637801511220605318009569671833633488
f(z) = -65/32*z^3 + 61/8*z + 1
*
[ 2 ] 
f(z) = -65/32*z^3 + 69/8*z + 1
*
[ -2 ] 
f(z) = -65/32*z^3 + 77/8*z + 1
*
-21/16 | 0.18140048254010641482254855014523274763 | 0.028470108802832325957839173551944744208
f(z) = -64/27*z^3 + 65/12*z + 1
*
[ -3 ] 
f(z) = -64/27*z^3 + 68/3*z + 1
*
[ -3/16 ] 
f(z) = -64/27*z^3 + 77/12*z + 1
*
[ 2 ] 
f(z) = -63/32*z^3 + 67/8*z + 1
*
[ -2 ] 
f(z) = -63/32*z^3 + 75/8*z + 1
*
[ 3 ] 
f(z) = -62/27*z^3 + 64/3*z + 1
*
[ -3 ] 
f(z) = -61/27*z^3 + 65/3*z + 1
*
[ 3/2 ] 
f(z) = -61/27*z^3 + 65/12*z + 1
*
[ 2 ] 
f(z) = -61/32*z^3 + 65/8*z + 1
*
[ -2 ] 
f(z) = -61/32*z^3 + 73/8*z + 1
*
-1/2 | 0.11786234489100198523422893477606689763 | 0.026896765975447685791919302537329779217
f(z) = -80/21*z^3 + 62/21*z + 1
*
-1/4 | 0.12312540778010301486126684277164154606 | 0.028097822775845868751470457979224372179
f(z) = -80/21*z^3 + 68/21*z + 1
*
-3/4 | 0.11399596241550435403277221426821426349 | 0.026014438505116055912738653399560635098
f(z) = -80/21*z^3 + 73/21*z + 1
*
-2/7 | 0.17890317584051749338167882588694210794 | 0.027741703246282009089340652011329851124
f(z) = -77/24*z^3 + 79/21*z + 1
*
-1/2 | 0.12135849272064961571548444953661316506 | 0.028022619539217778028974537044406497850
f(z) = -76/21*z^3 + 61/21*z + 1
*
-6/5 | 0.15386887161823329722882426771841468686 | 0.026852738598975091378772913628553218576
f(z) = -75/32*z^3 + 77/24*z + 1
*
-6/7 | 0.22326414016205630611595186032885023634 | 0.028609510913784461923482415860994379265
f(z) = -70/27*z^3 + 69/35*z + 1
*
[ -4/5 ] 
f(z) = -65/32*z^3 + 71/20*z + 1
*
-6/5 | 0.17858511938371338299214972321254703372 | 0.029361836858427088928948960119430962240
f(z) = -65/36*z^3 + 73/30*z + 1
*
-5/8 | 0.046960873746119170820517144243417715009 | 0.011168681755605068957079739481454740015
f(z) = -64/21*z^3 + 67/21*z + 1
*
-7/8 | 0.12768246905831088221257642588507929799 | 0.029759626168179133635147969507764584406
f(z) = -64/21*z^3 + 73/21*z + 1
*
[ -1/2 ] 
f(z) = -64/21*z^3 + 79/21*z + 1
*
-1/8 | 0.11394989137555586268746448106758368922 | 0.026731984259312330128049783551821430559
f(z) = -64/35*z^3 + 71/35*z + 1
*
-1/3 | 0.10709946786662470331388994905240783345 | 0.025471414336617466975052341428686050958
f(z) = -63/20*z^3 + 67/20*z + 1
*
[ -5/6 ] 
f(z) = -63/25*z^3 + 79/20*z + 1
*
[ 3/4 ] 
f(z) = -77/27*z^3 + 61/48*z + 1
*
-6/7 | 0.18618843466881560481393339228428689659 | 0.029602043617038700432902147620173179458
f(z) = -77/36*z^3 + 73/42*z + 1
*
0 | 0.14320207360177253302411071359958587627 | 0.028656391955490531205193759609432381211
f(z) = -74/27*z^3 + 67/54*z + 1
*
-3/20 | 0.12696608098508368185936217897042901031 | 0.015995979255767720122803781870841345907
f(z) = -70/27*z^3 + 69/40*z + 1
*
[ 6/7 ] 
f(z) = -70/27*z^3 + 73/42*z + 1
*
0 | 0.14358148339496322697612193175743257414 | 0.029226861388503731002249445412846091698
f(z) = -68/21*z^3 + 73/42*z + 1
*
[ 5/6 ] 
f(z) = -68/25*z^3 + 76/45*z + 1
*
-2/5 | 0.071906106566756901049199376526548156126 | 0.012432275233082505341504745413784910883
f(z) = -65/32*z^3 + 73/40*z + 1
*
[ 5/6 ] 
f(z) = -64/25*z^3 + 71/45*z + 1
*
0 | 0.11264913780551113260922544630106526997 | 0.023369825242018103316900515098365854703
f(z) = -62/21*z^3 + 61/42*z + 1
*
0 | 0.14348250780897316062027961311469305320 | 0.028271447054343405809822053183931745044
f(z) = -80/33*z^3 + 61/66*z + 1
*
[ 2/3 ] 
f(z) = -75/22*z^3 + 67/66*z + 1
*
[ 4/5 ] 
f(z) = -75/34*z^3 + 79/68*z + 1
*
[ 4/5 ] 
f(z) = -75/38*z^3 + 77/76*z + 1
*
0 | 0.15483002843371931598314460952680309612 | 0.029033975807847289336745531359983516899
f(z) = -69/26*z^3 + 77/78*z + 1
*
0 | 0.13183516973201030275622285235065191486 | 0.024929749002235182825632003893981699034
f(z) = -66/25*z^3 + 73/75*z + 1
*
-3/5 | 0.15931066554734255324815832260062988013 | 0.027544170255016571456055017750029742141
f(z) = -65/36*z^3 + 79/60*z + 1
*
1/2 | 0.13344111484419294430344075252082071902 | 0.027502119233773114526195859031690925765
f(z) = -64/35*z^3 + 67/70*z + 1
*
[ 8/11 ] 
f(z) = -77/32*z^3 + 79/88*z + 1
*
[ 3/4 ] 
f(z) = -64/29*z^3 + 79/87*z + 1
*
[ 3/4 ] 
f(z) = -64/31*z^3 + 77/93*z + 1
*
0 | 0.15691938981567017612539429693421497356 | 0.029936467625171088873822433573936676077
f(z) = -63/32*z^3 + 61/96*z + 1
*
[ 2/3 ] 
f(z) = -61/20*z^3 + 77/90*z + 1
*
0 | 0.15827408052692242003811164117539540382 | 0.029679809992382307183076500059798126997
f(z) = -69/34*z^3 + 71/102*z + 1
*
[ 3/4 ] 
f(z) = -64/35*z^3 + 73/105*z + 1
*
[ 3/4 ] 
f(z) = -64/37*z^3 + 71/111*z + 1
*
[ 2/3 ] 
f(z) = -71/28*z^3 + 79/126*z + 1
*
[ 2/3 ] 
f(z) = -67/28*z^3 + 71/126*z + 1
*
[ 2/3 ] 
f(z) = -65/28*z^3 + 67/126*z + 1
*
[ 11/16 ] 
f(z) = -64/33*z^3 + 61/132*z + 1
*
0 | 0.14252713181844675363547252739109844200 | 0.025424931193230796136000200681688930560
f(z) = -68/39*z^3 + 77/156*z + 1
*
0 | 0.16992960217313334912913519354630385134 | 0.029380141483578750247210298913838953455
f(z) = -65/28*z^3 + 73/140*z + 1
*
12/13 | 0.16956878276246490498020775609704102436 | 0.025161049542195250863229806636401101061
f(z) = -65/36*z^3 + 71/156*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.025697919651359943076401336667681303656
f(z) = -64/39*z^3 + 61/156*z + 1
*
[ 2/3 ] 
f(z) = -79/36*z^3 + 77/162*z + 1
*
[ 2/3 ] 
f(z) = -77/36*z^3 + 73/162*z + 1
*
[ 2/3 ] 
f(z) = -73/36*z^3 + 65/162*z + 1
*
[ 2/3 ] 
f(z) = -71/36*z^3 + 61/162*z + 1
*
[ 2/3 ] 
f(z) = -69/35*z^3 + 79/210*z + 1
*
[ 2/3 ] 
f(z) = -66/35*z^3 + 71/210*z + 1
*
[ 2/3 ] 
f(z) = -69/37*z^3 + 73/222*z + 1
*
[ 2/3 ] 
f(z) = -66/37*z^3 + 65/222*z + 1
*
[ 3 ] 
f(z) = -80/27*z^3 + 82/3*z + 1
*
-3/8 | 0.12664632383373628809546820581381853792 | 0.019073598212265135232728360861240071662
f(z) = -80/27*z^3 + 85/12*z + 1
*
[ -3 ] 
f(z) = -79/27*z^3 + 83/3*z + 1
*
[ 3/2 ] 
f(z) = -79/27*z^3 + 83/12*z + 1
*
[ 2 ] 
f(z) = -79/32*z^3 + 83/8*z + 1
*
[ -2 ] 
f(z) = -79/32*z^3 + 91/8*z + 1
*
[ -3/2 ] 
f(z) = -77/27*z^3 + 97/12*z + 1
*
[ 2 ] 
f(z) = -77/32*z^3 + 81/8*z + 1
*
[ -2 ] 
f(z) = -77/32*z^3 + 89/8*z + 1
*
[ 5/2 ] 
f(z) = -76/25*z^3 + 98/5*z + 1
*
[ -3 ] 
f(z) = -76/27*z^3 + 80/3*z + 1
*
[ -2 ] 
f(z) = -75/32*z^3 + 87/8*z + 1
*
[ -2 ] 
f(z) = -73/32*z^3 + 85/8*z + 1
*
[ 5/2 ] 
f(z) = -72/25*z^3 + 93/5*z + 1
*
[ -5/2 ] 
f(z) = -72/25*z^3 + 97/5*z + 1
*
[ -3/2 ] 
f(z) = -71/27*z^3 + 91/12*z + 1
*
[ -2 ] 
f(z) = -71/32*z^3 + 83/8*z + 1
*
[ -3/14 ] 
f(z) = -70/27*z^3 + 81/14*z + 1
*
[ -2 ] 
f(z) = -69/32*z^3 + 81/8*z + 1
*
[ 5/2 ] 
f(z) = -68/25*z^3 + 88/5*z + 1
*
[ -5/2 ] 
f(z) = -68/25*z^3 + 92/5*z + 1
*
[ -6/5 ] 
f(z) = -65/24*z^3 + 86/15*z + 1
*
[ -3/2 ] 
f(z) = -65/27*z^3 + 85/12*z + 1
*
[ 5/2 ] 
f(z) = -64/25*z^3 + 83/5*z + 1
*
[ -5/2 ] 
f(z) = -64/25*z^3 + 87/5*z + 1
*
[ -1/2 ] 
f(z) = -80/21*z^3 + 83/21*z + 1
*
-1/4 | 0.13336636986221059469752452563441753675 | 0.029712001346673857695927787428598779642
f(z) = -80/21*z^3 + 89/21*z + 1
*
[ -3/4 ] 
f(z) = -80/21*z^3 + 94/21*z + 1
*
[ -1/2 ] 
f(z) = -80/23*z^3 + 89/23*z + 1
*
-3/4 | 0.13366716007758244882926322617110487608 | 0.029779012837602405298578296971820581631
f(z) = -80/33*z^3 + 89/33*z + 1
*
-1 | 0.092795999558147630207589835416948832946 | 0.020194467736337640523594245950130641124
f(z) = -79/20*z^3 + 99/20*z + 1
*
[ -3/5 ] 
f(z) = -79/27*z^3 + 93/25*z + 1
*
-1 | 0.092273794149172667404792697832707302860 | 0.020170409580576399357151255342327664426
f(z) = -77/20*z^3 + 97/20*z + 1
*
-6/11 | 0.14479134025238531387443222146978817932 | 0.021476975441410949960007779268675299652
f(z) = -77/24*z^3 + 92/33*z + 1
*
[ -6/7 ] 
f(z) = -77/24*z^3 + 95/21*z + 1
*
[ -6/11 ] 
f(z) = -77/27*z^3 + 81/22*z + 1
*
[ -4/7 ] 
f(z) = -77/32*z^3 + 99/28*z + 1
*
[ -1/2 ] 
f(z) = -76/21*z^3 + 82/21*z + 1
*
-1 | 0.080125169099896870591718962160436376057 | 0.017514804645890400729103193879762767023
f(z) = -76/21*z^3 + 97/21*z + 1
*
[ -1/2 ] 
f(z) = -76/23*z^3 + 88/23*z + 1
*
-1 | 0.10027500517292378942050807366459022870 | 0.021822065243844893241591934981423748631
f(z) = -76/23*z^3 + 99/23*z + 1
*
[ -1/2 ] 
f(z) = -76/25*z^3 + 94/25*z + 1
*
[ 5/4 ] 
f(z) = -76/25*z^3 + 99/20*z + 1
*
[ -3/5 ] 
f(z) = -76/27*z^3 + 92/25*z + 1
*
[ -2/5 ] 
f(z) = -75/22*z^3 + 89/22*z + 1
*
-1 | 0.087262546171685992281951062013483283650 | 0.019074985628979329190793643849113208685
f(z) = -75/22*z^3 + 97/22*z + 1
*
-1 | 0.099999690995748183228152714112703692059 | 0.021810338123650870294099337813235067347
f(z) = -75/23*z^3 + 98/23*z + 1
*
-4/5 | 0.10912885174875246317299991836172365114 | 0.024696263439827548185475899134251560159
f(z) = -75/28*z^3 + 83/28*z + 1
*
-1 | 0.079575639510923876873234863858519614841 | 0.017474262349449593141780439896693983080
f(z) = -74/21*z^3 + 95/21*z + 1
*
-1 | 0.099720183550812910405511382373892513927 | 0.021798138509601841326566274568605337834
f(z) = -74/23*z^3 + 97/23*z + 1
*
-1 | 0.099516187072055636907093518550948423588 | 0.021656929594369738220677526228895129763
f(z) = -74/25*z^3 + 99/25*z + 1
*
-1 | 0.091182708245972091725240282488702580616 | 0.020117089185512342898255679938175184572
f(z) = -73/20*z^3 + 93/20*z + 1
*
-1 | 0.079296162630671145616416024946281251566 | 0.017453448748278611355046203437716552403
f(z) = -73/21*z^3 + 94/21*z + 1
*
-1 | 0.086702506502002773082901688494150383298 | 0.019039273253504584481503993968955027374
f(z) = -73/22*z^3 + 95/22*z + 1
*
-1 | 0.099436351850634834913052142839591474907 | 0.021785443984425160772256102619158812506
f(z) = -73/23*z^3 + 96/23*z + 1
*
-1 | 0.070432126493142800886390347985279048467 | 0.015395972953068322248016364071705235543
f(z) = -73/24*z^3 + 97/24*z + 1
*
-1 | 0.099228898626220336996408513335379216203 | 0.021642225182149409459997590013208614469
f(z) = -73/25*z^3 + 98/25*z + 1
*
-1 | 0.086287551835037145815687451558684552643 | 0.018778085153210923259920634175048115536
f(z) = -73/26*z^3 + 99/26*z + 1
*
[ -3/5 ] 
f(z) = -73/27*z^3 + 91/25*z + 1
*
[ -1/2 ] 
f(z) = -72/23*z^3 + 87/23*z + 1
*
-1 | 0.099148058608852892373073903993056326550 | 0.021772230775875354846436676133543263948
f(z) = -72/23*z^3 + 95/23*z + 1
*
[ -1/2 ] 
f(z) = -72/25*z^3 + 93/25*z + 1
*
-1 | 0.098937028599289076671429578912316594594 | 0.021626946284518357919520130337980239150
f(z) = -72/25*z^3 + 97/25*z + 1
*
-1 | 0.090611892481030790995222642594052023855 | 0.020087500475269416548262016048962405888
f(z) = -71/20*z^3 + 91/20*z + 1
*
-1 | 0.078720923650058295024007924064314882015 | 0.017409244662525171458306769923095047833
f(z) = -71/21*z^3 + 92/21*z + 1
*
-1 | 0.086125495331531315787774780311652847563 | 0.019001346900741765263678755052497632998
f(z) = -71/22*z^3 + 93/22*z + 1
*
-1 | 0.098855159825515527156357366830754932114 | 0.021758473654690684011485968661225765041
f(z) = -71/23*z^3 + 94/23*z + 1
*
-1 | 0.069846298828903297790577541180072043291 | 0.015337766147726179914241411821126426912
f(z) = -71/24*z^3 + 95/24*z + 1
*
-1 | 0.098640426589321715501922850074332012069 | 0.021611065249954169420158521966140063898
f(z) = -71/25*z^3 + 96/25*z + 1
*
-1 | 0.085695323055218107126690885242755389725 | 0.018732401556710658271896232732073929029
f(z) = -71/26*z^3 + 97/26*z + 1
*
-1 | 0.084858066528445445658127245046600743668 | 0.018507888425208711019907337394909206372
f(z) = -71/27*z^3 + 98/27*z + 1
*
-1 | 0.089752422336929907811537884623478706108 | 0.019532117825893285787111251095384265048
f(z) = -71/28*z^3 + 99/28*z + 1
*
-1 | 0.098557504337309216777985539490374973063 | 0.021744145823204944114512263752339959800
f(z) = -70/23*z^3 + 93/23*z + 1
*
[ -3/7 ] 
f(z) = -70/27*z^3 + 80/21*z + 1
*
[ -3/4 ] 
f(z) = -70/27*z^3 + 91/24*z + 1
*
-1 | 0.084552566920382156164886935410169486041 | 0.018482603014200371916814834618849594790
f(z) = -70/27*z^3 + 97/27*z + 1
*
-1 | 0.097887501003047444246006763111740546783 | 0.021302491381194408561343008459318557781
f(z) = -70/29*z^3 + 99/29*z + 1
*
-1 | 0.090022781120776813337504174582624084358 | 0.020055708171822557007677428056354294585
f(z) = -69/20*z^3 + 89/20*z + 1
*
-2/3 | 0.10256371394697093495789084944146116515 | 0.019232912501686288483192764499851336861
f(z) = -69/20*z^3 + 91/30*z + 1
*
-1 | 0.085529051685231734105672981121867827893 | 0.018960699521159481613383084084601174652
f(z) = -69/22*z^3 + 91/22*z + 1
*
-1 | 0.098032386334974527857529283583564512374 | 0.021577377439285107756039159214902645729
f(z) = -69/25*z^3 + 94/25*z + 1
*
-1 | 0.085083245595073413271439371715838044852 | 0.018683694711204500072634520048851566049
f(z) = -69/26*z^3 + 95/26*z + 1
*
-1 | 0.089131992852434167288140381946867862846 | 0.019483633670250728741473991178716733357
f(z) = -69/28*z^3 + 97/28*z + 1
*
-1 | 0.097572441017731908398120889934489752884 | 0.021280945060492205353306969511634926877
f(z) = -69/29*z^3 + 98/29*z + 1
*
[ -2/3 ] 
f(z) = -69/32*z^3 + 83/24*z + 1
*
[ -1/2 ] 
f(z) = -68/21*z^3 + 80/21*z + 1
*
-1 | 0.077825512503830256195379182707866260956 | 0.017338342002623506632483781501233278805
f(z) = -68/21*z^3 + 89/21*z + 1
*
[ -1/2 ] 
f(z) = -68/23*z^3 + 86/23*z + 1
*
-1 | 0.097947279802498531466903888973337861597 | 0.021713662254608872368835009050447602146
f(z) = -68/23*z^3 + 91/23*z + 1
*
[ 5/4 ] 
f(z) = -68/25*z^3 + 89/20*z + 1
*
[ -1/2 ] 
f(z) = -68/25*z^3 + 92/25*z + 1
*
-1 | 0.097720606966001768234497152076669460714 | 0.021559506220131337313477364799095696727
f(z) = -68/25*z^3 + 93/25*z + 1
*
-1 | 0.083925763659507570610258742859492246087 | 0.018429519650455542254999599606764074438
f(z) = -68/27*z^3 + 95/27*z + 1
*
[ -1/2 ] 
f(z) = -68/27*z^3 + 98/27*z + 1
*
-1 | 0.097251819432207562804286860564892344618 | 0.021258571282250382900158412891730561475
f(z) = -68/29*z^3 + 97/29*z + 1
*
-1 | 0.097009133140918925679951879009787364707 | 0.021111339052033115545654768406461727368
f(z) = -68/31*z^3 + 99/31*z + 1
*
-1 | 0.089414152111709155787766459906770708752 | 0.020021493890171300623619562411097762385
f(z) = -67/20*z^3 + 87/20*z + 1
*
-1 | 0.077516695740153935474211218945404894794 | 0.017313125849610180038813368660847889034
f(z) = -67/21*z^3 + 88/21*z + 1
*
-1 | 0.084911899852916005423273477621195001123 | 0.018917081460528988656268858476518947425
f(z) = -67/22*z^3 + 89/22*z + 1
*
-1 | 0.097634367997353673074074493501224322988 | 0.021697443925486689597351423437026661818
f(z) = -67/23*z^3 + 90/23*z + 1
*
-1 | 0.068618519131487254926008276829221161150 | 0.015211850209999648239735677310817644902
f(z) = -67/24*z^3 + 91/24*z + 1
*
-1 | 0.097403412152606688420596179558609364694 | 0.021540903669621153946907838592232254243
f(z) = -67/25*z^3 + 92/25*z + 1
*
-1 | 0.084449920878097348350148336230945125122 | 0.018631675047765340586817041695236008793
f(z) = -67/26*z^3 + 93/26*z + 1
*
[ -3/5 ] 
f(z) = -67/27*z^3 + 89/25*z + 1
*
-1 | 0.083604082651317099617232145712079283651 | 0.018401641684703826612759540404579057697
f(z) = -67/27*z^3 + 94/27*z + 1
*
-1 | 0.088489655072793953746959396378064536793 | 0.019431718770441485160178390822058583280
f(z) = -67/28*z^3 + 95/28*z + 1
*
-1 | 0.096925432157572767093012143822581533102 | 0.021235328264122370281064136416692317107
f(z) = -67/29*z^3 + 96/29*z + 1
*
-1 | 0.063622673213240415578679357420760055556 | 0.013907473829976157272690442801756621125
f(z) = -67/30*z^3 + 97/30*z + 1
*
-1 | 0.096677800745172449223288667582323851947 | 0.021085820389113104668357952233154981686
f(z) = -67/31*z^3 + 98/31*z + 1
*
-1 | 0.087994306485278532511799433166815979849 | 0.019149512821238210137637483912768849521
f(z) = -67/32*z^3 + 99/32*z + 1
*
-1 | 0.097316012760042764798951087455612377518 | 0.021680529395579021899741510398538739306
f(z) = -66/23*z^3 + 89/23*z + 1
*
-1 | 0.097080607524216837436492840222320742783 | 0.021521532068104590775364237990617092745
f(z) = -66/25*z^3 + 91/25*z + 1
*
-1 | 0.096593063418835203126005783706015057802 | 0.021211171429995740860352756791886331644
f(z) = -66/29*z^3 + 95/29*z + 1
*
-1 | 0.096340278589530570957417377039096368402 | 0.021059314794362878686843801763534494703
f(z) = -66/31*z^3 + 97/31*z + 1
*
-1 | 0.076883011117170881530358535679720773308 | 0.017260219287758760889742099145078136314
f(z) = -65/21*z^3 + 86/21*z + 1
*
-1 | 0.084273932289329470602780636948380023039 | 0.018870502941452846660630196249789387654
f(z) = -65/22*z^3 + 87/22*z + 1
*
-1 | 0.096992018853527828936395753951655428412 | 0.021662881948011628543943238978669481003
f(z) = -65/23*z^3 + 88/23*z + 1
*
-1 | 0.067970652193898841439331248560484013459 | 0.015142828822633053257572606876835500835
f(z) = -65/24*z^3 + 89/24*z + 1
*
-1 | 0.082943138377715153414120781621121386236 | 0.018342993478002146612573197941643786250
f(z) = -65/27*z^3 + 92/27*z + 1
*
-1 | 0.087823772202685788135892485978313214209 | 0.019376027450770466052139490953989281916
f(z) = -65/28*z^3 + 93/28*z + 1
*
-1 | 0.096254484826939735662618114305467969970 | 0.021186053170612740302846448328285482170
f(z) = -65/29*z^3 + 94/29*z + 1
*
-1 | 0.095996324716375774442246639183903579091 | 0.021031770734717891712462676007095168757
f(z) = -65/31*z^3 + 96/31*z + 1
*
-1 | 0.087307354309631753670901018601021326281 | 0.019084780376266385208481736193226888151
f(z) = -65/32*z^3 + 97/32*z + 1
*
-1 | 0.075387743387325899846575909052675142439 | 0.016442372544196289831649817119307613855
f(z) = -65/33*z^3 + 98/33*z + 1
*
-1 | 0.082760175845057083165321252375176105374 | 0.018010449899937442987631594361072782885
f(z) = -65/34*z^3 + 99/34*z + 1
*
[ 6/5 ] 
f(z) = -65/36*z^3 + 83/30*z + 1
*
[ -3/8 ] 
f(z) = -64/21*z^3 + 86/21*z + 1
*
[ -7/8 ] 
f(z) = -64/21*z^3 + 94/21*z + 1
*
[ -1/2 ] 
f(z) = -64/23*z^3 + 85/23*z + 1
*
-1 | 0.096662180201910465262321791567536858413 | 0.021644462365479941251333456454692381087
f(z) = -64/23*z^3 + 87/23*z + 1
*
[ -5/16 ] 
f(z) = -64/25*z^3 + 89/20*z + 1
*
-1 | 0.096417336396331246585575701653953302971 | 0.021480317952796200335870918714000427826
f(z) = -64/25*z^3 + 89/25*z + 1
*
[ -1/2 ] 
f(z) = -64/25*z^3 + 91/25*z + 1
*
[ -15/16 ] 
f(z) = -64/27*z^3 + 83/20*z + 1
*
[ -3/5 ] 
f(z) = -64/27*z^3 + 88/25*z + 1
*
-1 | 0.082603430145241513852789532293611461410 | 0.018312126552800886654408806983557157369
f(z) = -64/27*z^3 + 91/27*z + 1
*
[ -1/2 ] 
f(z) = -64/27*z^3 + 97/27*z + 1
*
-1 | 0.095909454355082921032688122815321589089 | 0.021159922578634952264066602767185181591
f(z) = -64/29*z^3 + 93/29*z + 1
*
-1 | 0.095645682317657558023485703855405629422 | 0.021003133065382710839510123592725357430
f(z) = -64/31*z^3 + 95/31*z + 1
*
-7/8 | 0.12849024336052220581276654714224278274 | 0.028625674431317296391777169472678412951
f(z) = -64/35*z^3 + 89/35*z + 1
*
-1 | 0.095096381125434441761692075580382781505 | 0.020695081788269155203341168542571359133
f(z) = -64/35*z^3 + 99/35*z + 1
*
-1 | 0.088132795012119174011966229326732558733 | 0.019944778016346133677133027949465272611
f(z) = -63/20*z^3 + 83/20*z + 1
*
[ -1/3 ] 
f(z) = -63/20*z^3 + 87/20*z + 1
*
[ -2/3 ] 
f(z) = -63/22*z^3 + 83/22*z + 1
*
-1 | 0.083612928594558496781253730577264600385 | 0.018820502390865697690150401568227614599
f(z) = -63/22*z^3 + 85/22*z + 1
*
[ -1/3 ] 
f(z) = -63/22*z^3 + 95/22*z + 1
*
-1 | 0.096326279062007507400965990020226812389 | 0.021625228716006553768263207495831805808
f(z) = -63/23*z^3 + 86/23*z + 1
*
[ -1/3 ] 
f(z) = -63/23*z^3 + 99/23*z + 1
*
-1 | 0.096076423635276698914793743406856914061 | 0.021458386450757456825233655776885209372
f(z) = -63/25*z^3 + 88/25*z + 1
*
-5/7 | 0.18409135764813138129960864844547930039 | 0.029920259303087545922191840514536121882
f(z) = -63/25*z^3 + 94/35*z + 1
*
-1 | 0.083113131810398327235201436805412890610 | 0.018516343264259144684453180257239888092
f(z) = -63/26*z^3 + 89/26*z + 1
*
[ -2/3 ] 
f(z) = -63/26*z^3 + 93/26*z + 1
*
-1 | 0.095557715207022726441430238729320940989 | 0.021132725154829009391845939696132169238
f(z) = -63/29*z^3 + 92/29*z + 1
*
-1 | 0.095288078463975898214085045213506578500 | 0.020973342701828017543646329230990591321
f(z) = -63/31*z^3 + 94/31*z + 1
*
[ -4/7 ] 
f(z) = -63/32*z^3 + 95/28*z + 1
*
-1 | 0.086593127408673025333630537751484470166 | 0.019015254357971529233238758319066678732
f(z) = -63/32*z^3 + 95/32*z + 1
*
-1 | 0.082033464042002275204755622032155563066 | 0.017931944646881174468453542874301647940
f(z) = -63/34*z^3 + 97/34*z + 1
*
-1 | 0.075889407109891185722521438662583722603 | 0.017174053976056975704246934032938142992
f(z) = -62/21*z^3 + 83/21*z + 1
*
-1 | 0.095984085113185299889600005089148805694 | 0.021605136116178628571280601851776635914
f(z) = -62/23*z^3 + 85/23*z + 1
*
-1 | 0.095729006615499272169081664937417211203 | 0.021435507420233032660957250525617032689
f(z) = -62/25*z^3 + 87/25*z + 1
*
-1 | 0.081904328529825698541382344197105179436 | 0.018247040255282107802905749298764424283
f(z) = -62/27*z^3 + 89/27*z + 1
*
-1 | 0.095198994563184623426332525446974735050 | 0.021104402481533817944433014381904217269
f(z) = -62/29*z^3 + 91/29*z + 1
*
-1 | 0.074296008664533103903503031196768421796 | 0.016314891779698606081082678295588883414
f(z) = -62/33*z^3 + 95/33*z + 1
*
-1 | 0.094347738939815542491208503614041836579 | 0.020623759486261887348975488845931526387
f(z) = -62/35*z^3 + 97/35*z + 1
*
-1 | 0.094046914734329603062296392760884187254 | 0.020466694624205501871711456890401790281
f(z) = -62/37*z^3 + 99/37*z + 1
*
-1 | 0.087456905336530334486620127988221260493 | 0.019901676469174974945835054804926956283
f(z) = -61/20*z^3 + 81/20*z + 1
*
-1 | 0.075545853453445483332521387410409709814 | 0.017143332537089877452211688432008971446
f(z) = -61/21*z^3 + 82/21*z + 1
*
-1 | 0.082927791898703174678848654805596170586 | 0.018766866528832350746033474393981933142
f(z) = -61/22*z^3 + 83/22*z + 1
*
-1 | 0.095635354455457844200081670456192621446 | 0.021584136469019418942924107784178985056
f(z) = -61/23*z^3 + 84/23*z + 1
*
-1 | 0.066604902415372220208921051611824133801 | 0.014992151886346786758773745181641867819
f(z) = -61/24*z^3 + 85/24*z + 1
*
[ -2/3 ] 
f(z) = -61/24*z^3 + 98/27*z + 1
*
-1 | 0.095374827662303718721175140140886050288 | 0.021411628083540369149570542956675393302
f(z) = -61/25*z^3 + 86/25*z + 1
*
-1 | 0.082405988294125539167125129225226610601 | 0.018452235492688881657424717837247674199
f(z) = -61/26*z^3 + 87/26*z + 1
*
[ -3/5 ] 
f(z) = -61/27*z^3 + 87/25*z + 1
*
-1 | 0.081544405028633981833519316494146584970 | 0.018212702865003747168427644500529124968
f(z) = -61/27*z^3 + 88/27*z + 1
*
-1 | 0.086413817868777573915813684384953051103 | 0.019251685980063992939371978870166284280
f(z) = -61/28*z^3 + 89/28*z + 1
*
-1 | 0.094833002188108028072223240234244421264 | 0.021074891858958942924455432143717515908
f(z) = -61/29*z^3 + 90/29*z + 1
*
-1 | 0.061512816053265728576878944297584923789 | 0.013636606496921043310294221251686562929
f(z) = -61/30*z^3 + 91/30*z + 1
*
-1 | 0.094550805428776642692646353146381948366 | 0.020910045619709478862891077962942094991
f(z) = -61/31*z^3 + 92/31*z + 1
*
-1 | 0.085849295341190236262059645816289194356 | 0.018940410568123298752514059165313507635
f(z) = -61/32*z^3 + 93/32*z + 1
*
-1 | 0.073915740979348335562641902029009466668 | 0.016269193288492102510925504044766837599
f(z) = -61/33*z^3 + 94/33*z + 1
*
-1 | 0.081275908775461291618013544720912462964 | 0.017847629769125232406432350737705046809
f(z) = -61/34*z^3 + 95/34*z + 1
*
-1 | 0.093961255300015045536111519453665006134 | 0.020585908734057009505708143481984714721
f(z) = -61/35*z^3 + 96/35*z + 1
*
-1 | 0.071687707853814769934028516149881896457 | 0.015670434305178206274366568946924050247
f(z) = -61/36*z^3 + 97/36*z + 1
*
-1 | 0.093652702078425628313923319666525134527 | 0.020426034102553890223120147439434138104
f(z) = -61/37*z^3 + 98/37*z + 1
*
-1 | 0.080659279648555917023234349645274732118 | 0.017553248289311415157093957653060632404
f(z) = -61/38*z^3 + 99/38*z + 1
*
0 | 0.12940245806840890439528861845733657237 | 0.025497148034613073593531563139443595280
f(z) = -80/21*z^3 + 97/42*z + 1
*
-6/7 | 0.19662232593631939485998015077860346139 | 0.028157839117625095709399792015422771651
f(z) = -77/27*z^3 + 95/42*z + 1
*
0 | 0.14620054946172383762746107371251521968 | 0.029101119912202101289984589014035858555
f(z) = -76/21*z^3 + 89/42*z + 1
*
[ 5/6 ] 
f(z) = -76/25*z^3 + 86/45*z + 1
*
[ 4/5 ] 
f(z) = -75/22*z^3 + 85/44*z + 1
*
[ 4/5 ] 
f(z) = -75/26*z^3 + 83/52*z + 1
*
[ 14/15 ] 
f(z) = -75/28*z^3 + 95/42*z + 1
*
0 | 0.12014412710062082241597845730717452966 | 0.024042230051220758354376878850674264591
f(z) = -74/21*z^3 + 85/42*z + 1
*
2/3 | 0.14431634020869546287978304180437317873 | 0.023700981543202171629094431592572634175
f(z) = -63/32*z^3 + 85/56*z + 1
*
3/7 | 0.21979543518528763904437329449039940621 | 0.025867445137971282816602674198355103082
f(z) = -70/27*z^3 + 87/70*z + 1
*
[ 4/5 ] 
f(z) = -65/24*z^3 + 89/60*z + 1
*
[ 3/4 ] 
f(z) = -64/23*z^3 + 85/69*z + 1
*
[ 3/4 ] 
f(z) = -64/25*z^3 + 83/75*z + 1
*
0 | 0.093324666856099095396839505432785948910 | 0.017804115037977889822826990518037655499
f(z) = -63/20*z^3 + 89/60*z + 1
*
-1/8 | 0.13719911887138585197084361490417725614 | 0.023784931346821837876762917603462472996
f(z) = -80/21*z^3 + 89/84*z + 1
*
0 | 0.11558755288045031143116677092729682308 | 0.021341471593363509621132700832068258231
f(z) = -75/32*z^3 + 97/96*z + 1
*
[ 2/3 ] 
f(z) = -71/20*z^3 + 97/90*z + 1
*
9/10 | 0.19308364066690830040007103173496524275 | 0.029473557152711822192231611458113751927
f(z) = -70/27*z^3 + 89/90*z + 1
*
0 | 0.10855595741668550014156289949648705657 | 0.020356587629143243919934192072023439389
f(z) = -69/28*z^3 + 95/84*z + 1
*
[ 2/3 ] 
f(z) = -67/20*z^3 + 89/90*z + 1
*
[ 3/4 ] 
f(z) = -80/37*z^3 + 98/111*z + 1
*
[ 7/10 ] 
f(z) = -75/28*z^3 + 99/112*z + 1
*
0 | 0.13531644252770351273505181660298438468 | 0.023395666062160916232521252000763506189
f(z) = -65/22*z^3 + 83/110*z + 1
*
[ 9/13 ] 
f(z) = -65/27*z^3 + 83/117*z + 1
*
[ 16/21 ] 
f(z) = -63/32*z^3 + 93/112*z + 1
*
[ 4/5 ] 
f(z) = -61/32*z^3 + 97/100*z + 1
*
[ 2/3 ] 
f(z) = -79/28*z^3 + 95/126*z + 1
*
[ 2/3 ] 
f(z) = -73/28*z^3 + 83/126*z + 1
*
0 | 0.15106083120276514080880838236236212375 | 0.027241839006099256769300246302671533910
f(z) = -64/33*z^3 + 91/132*z + 1
*
0 | 0.14435148062759171336614462082684278810 | 0.025750370583985166474816187898981814306
f(z) = -68/35*z^3 + 97/140*z + 1
*
0 | 0.14697960999235070362071737150405046675 | 0.025090694297161379407644865379209425141
f(z) = -70/33*z^3 + 86/165*z + 1
*
[ 2/3 ] 
f(z) = -69/29*z^3 + 97/174*z + 1
*
[ 2/3 ] 
f(z) = -66/29*z^3 + 89/174*z + 1
*
[ 2/3 ] 
f(z) = -69/31*z^3 + 91/186*z + 1
*
[ 2/3 ] 
f(z) = -66/31*z^3 + 83/186*z + 1
*
[ 2/3 ] 
f(z) = -78/37*z^3 + 97/222*z + 1
*
[ 2/3 ] 
f(z) = -75/37*z^3 + 89/222*z + 1
*
[ -3/16 ] 
f(z) = -80/27*z^3 + 103/16*z + 1
*
15/8 | 0.18441862221717806022648237860054894008 | 0.026771674871634291911204401488255524351
f(z) = -80/27*z^3 + 109/12*z + 1
*
[ -3/20 ] 
f(z) = -80/27*z^3 + 116/15*z + 1
*
[ -5/2 ] 
f(z) = -76/25*z^3 + 102/5*z + 1
*
[ 5/3 ] 
f(z) = -66/25*z^3 + 116/15*z + 1
*
-2/5 | 0.19396577200126888327205560452362840658 | 0.028847502329724782148955662318238293227
f(z) = -65/24*z^3 + 104/15*z + 1
*
[ 9/4 ] 
f(z) = -64/27*z^3 + 113/9*z + 1
*
-3/2 | 0.12581964199975769535089294465554211351 | 0.015647712561807483587908842405933034565
f(z) = -64/27*z^3 + 115/16*z + 1
*
-8/3 | 0.085798257304054872040762525380550325805 | 0.014160177064334557807025142771873295284
f(z) = -63/32*z^3 + 107/8*z + 1
*
[ 8/3 ] 
f(z) = -63/32*z^3 + 117/8*z + 1
*
-2 | 0.090172569185712203568761154193376876377 | 0.016529287145326852853599266025288215075
f(z) = -61/20*z^3 + 117/10*z + 1
*
-2 | 0.090268580276032160755876180173594979750 | 0.016599349724067635437566616641565385319
f(z) = -61/28*z^3 + 115/14*z + 1
*
-2 | 0.076748928987126764990489607790982478463 | 0.014158921397506041754873225701977456461
f(z) = -61/36*z^3 + 113/18*z + 1
*
[ -1/4 ] 
f(z) = -80/21*z^3 + 110/21*z + 1
*
-1 | 0.10133674914717635408977140307627672833 | 0.021864654741308780759644621133726671898
f(z) = -80/23*z^3 + 103/23*z + 1
*
[ -1/2 ] 
f(z) = -80/27*z^3 + 101/27*z + 1
*
-6/5 | 0.093204898434919467131109826513595033371 | 0.011696424713796963732576078980945233080
f(z) = -80/27*z^3 + 107/20*z + 1
*
-1 | 0.087399379214271225325474238502545923328 | 0.018703740776829800737522871912056673614
f(z) = -80/27*z^3 + 107/27*z + 1
*
3/2 | 0.21620101362741513805405667489160070170 | 0.026946897553455467284370947126623529497
f(z) = -80/27*z^3 + 113/20*z + 1
*
[ 21/20 ] 
f(z) = -80/27*z^3 + 116/35*z + 1
*
[ -1/2 ] 
f(z) = -80/29*z^3 + 107/29*z + 1
*
-1 | 0.10077024204830037358881981456581500295 | 0.021480019085776756414784578670497602854
f(z) = -80/29*z^3 + 109/29*z + 1
*
-1 | 0.10057437087505225811293430007763286710 | 0.021355499715667330650046525069204729445
f(z) = -80/31*z^3 + 111/31*z + 1
*
[ -1/2 ] 
f(z) = -80/31*z^3 + 113/31*z + 1
*
-1 | 0.080030043096716280245218021761476967905 | 0.016929020035110022464391232794390892585
f(z) = -80/33*z^3 + 113/33*z + 1
*
[ -1/2 ] 
f(z) = -80/33*z^3 + 119/33*z + 1
*
-1 | 0.099963330598178935134093160991599718425 | 0.020991112875515803534341427653862593191
f(z) = -80/37*z^3 + 117/37*z + 1
*
-1 | 0.079407571451118506660061115279016299652 | 0.016615509426691726023231233165728112555
f(z) = -80/39*z^3 + 119/39*z + 1
*
[ -1 ] 
f(z) = -79/20*z^3 + 119/20*z + 1
*
-1 | 0.080918406282302897942592219797149601176 | 0.017571208666404787455940370314266242953
f(z) = -79/21*z^3 + 100/21*z + 1
*
-1 | 0.088333871009789726640344605155906172537 | 0.019140100607870656115516058505244137440
f(z) = -79/22*z^3 + 101/22*z + 1
*
-1 | 0.10107701133093629886979237358332247622 | 0.021854617402423131423196301063067420497
f(z) = -79/23*z^3 + 102/23*z + 1
*
-1 | 0.072081227293512125286800657529337528663 | 0.015552414710022896930505831967812008636
f(z) = -79/24*z^3 + 103/24*z + 1
*
[ -2/3 ] 
f(z) = -79/24*z^3 + 107/27*z + 1
*
-1 | 0.10088869405277029722254060351121618936 | 0.021722696526561103688591070577482759493
f(z) = -79/25*z^3 + 104/25*z + 1
*
-1 | 0.087957200730249375215522242515464891284 | 0.018899430616608556450829637729975630855
f(z) = -79/26*z^3 + 105/26*z + 1
*
-1 | 0.087133835229148414721151431302450949528 | 0.018684458716135320197630442979285409071
f(z) = -79/27*z^3 + 106/27*z + 1
*
-1 | 0.092042372932088711986262625146393972440 | 0.019697355968461818832086042948295935033
f(z) = -79/28*z^3 + 107/28*z + 1
*
-1 | 0.10050162652723402345930847974427108979 | 0.021464931598886956238101002775363583570
f(z) = -79/29*z^3 + 108/29*z + 1
*
-1 | 0.067221841326269215976854575800137696226 | 0.014328897155741953877182510679692049268
f(z) = -79/30*z^3 + 109/30*z + 1
*
-1 | 0.10030256131252242205885384243355887489 | 0.021338789550632070118508078391896174852
f(z) = -79/31*z^3 + 110/31*z + 1
*
-1 | 0.091644199071086567175488007411076370998 | 0.019459308073987815797775031843348197512
f(z) = -79/32*z^3 + 111/32*z + 1
*
-1 | 0.079755942072951501936289333210436242713 | 0.016902821055684760740354227198914573061
f(z) = -79/33*z^3 + 112/33*z + 1
*
-1 | 0.087160505167109817667746766524990755961 | 0.018437350289329730865651120023810240288
f(z) = -79/34*z^3 + 113/34*z + 1
*
-1 | 0.099892497986765249301222912375090149004 | 0.021091282190810099732130752337926734990
f(z) = -79/35*z^3 + 114/35*z + 1
*
-1 | 0.077666869604845243732575565871751237068 | 0.016368383678363845142611625689228693698
f(z) = -79/36*z^3 + 115/36*z + 1
*
-1 | 0.099681114476578260112395778706180300765 | 0.020969648301419559811124421447762081779
f(z) = -79/37*z^3 + 116/37*z + 1
*
-1 | 0.086738336790627616129928135784444879486 | 0.018214021154670674677846814903767764646
f(z) = -79/38*z^3 + 117/38*z + 1
*
-1 | 0.079121577468949413705156780204723766967 | 0.016584952411900700359543538510226756374
f(z) = -79/39*z^3 + 118/39*z + 1
*
-1 | 0.10081354844809028693133074542185652739 | 0.021844185450890543867631034049419180840
f(z) = -78/23*z^3 + 101/23*z + 1
*
-5/6 | 0.17884828080258373963466413417539950877 | 0.028732685673159404818238363583997219739
f(z) = -78/25*z^3 + 101/30*z + 1
*
-1 | 0.10062229237143120871803076933573256454 | 0.021710501871192840690659649535925514164
f(z) = -78/25*z^3 + 103/25*z + 1
*
-1 | 0.10022900111451623259665894280336784948 | 0.021449320029728411674525653788245772057
f(z) = -78/29*z^3 + 107/29*z + 1
*
-1 | 0.10002663496730100542631814885837125259 | 0.021321513023197991658666641931093927252
f(z) = -78/31*z^3 + 109/31*z + 1
*
-1 | 0.099609545912001381412305694661153635416 | 0.021070737102997679333595920689200263798
f(z) = -78/35*z^3 + 113/35*z + 1
*
-1 | 0.099394416629808244508874733114678753119 | 0.020947489645988687053532951756376349182
f(z) = -78/37*z^3 + 115/37*z + 1
*
[ -1 ] 
f(z) = -77/20*z^3 + 117/20*z + 1
*
-1 | 0.10054625115385333955614049704223987529 | 0.021833341026088486185419133192551428033
f(z) = -77/23*z^3 + 100/23*z + 1
*
[ -2/7 ] 
f(z) = -77/24*z^3 + 100/21*z + 1
*
-1 | 0.071548543023472867779925032017438706900 | 0.015503071428445177014964161156440277498
f(z) = -77/24*z^3 + 101/24*z + 1
*
[ -2/3 ] 
f(z) = -77/24*z^3 + 106/27*z + 1
*
-1 | 0.10035196249977079734798268965416531700 | 0.021697849166060108969731647038574067987
f(z) = -77/25*z^3 + 102/25*z + 1
*
-1 | 0.087417397701556269943170837907774007546 | 0.018861382817325806011540745261141775144
f(z) = -77/26*z^3 + 103/26*z + 1
*
-1 | 0.086590900982033796226085099689441826250 | 0.018644188842511556556990458433540756401
f(z) = -77/27*z^3 + 104/27*z + 1
*
-1 | 0.099952242445607970805844405578045722766 | 0.021433161327614417781085217500594174064
f(z) = -77/29*z^3 + 106/29*z + 1
*
-1 | 0.066670167927913528588941557422454169470 | 0.014267624663720610973780622326335498415
f(z) = -77/30*z^3 + 107/30*z + 1
*
-1 | 0.099746462977142040382023631645328883356 | 0.021303645314188821666890857312827396518
f(z) = -77/31*z^3 + 108/31*z + 1
*
-1 | 0.091084638612293682415269051666634895010 | 0.019415451784618848257231868250912848504
f(z) = -77/32*z^3 + 109/32*z + 1
*
-1 | 0.086593797816825339881134202165887508012 | 0.018386929081099330289069570583208155736
f(z) = -77/34*z^3 + 111/34*z + 1
*
-1 | 0.077092700195840801862289155541354243305 | 0.016307674164299795548493691011873976090
f(z) = -77/36*z^3 + 113/36*z + 1
*
-1 | 0.099103088477140459094761705248062419209 | 0.020924606423688815169583444532081410895
f(z) = -77/37*z^3 + 114/37*z + 1
*
-1 | 0.086155714126992209762594078049333974280 | 0.018157417597606683117687776967445181822
f(z) = -77/38*z^3 + 115/38*z + 1
*
-1 | 0.078535571114741546539029185971826601781 | 0.016521317142919916987302566353330064716
f(z) = -77/39*z^3 + 116/39*z + 1
*
[ -1 ] 
f(z) = -76/21*z^3 + 118/21*z + 1
*
-1 | 0.10007758557591865904740066150635976586 | 0.021684717703626742157965518138424643794
f(z) = -76/25*z^3 + 101/25*z + 1
*
[ -1/2 ] 
f(z) = -76/27*z^3 + 100/27*z + 1
*
-1 | 0.086313268577354120939526635305413060818 | 0.018623153327099689905561364268141807294
f(z) = -76/27*z^3 + 103/27*z + 1
*
-1 | 0.099671221285047982115330251622913540641 | 0.021416431122296603512745024879821700133
f(z) = -76/29*z^3 + 105/29*z + 1
*
[ -1/2 ] 
f(z) = -76/29*z^3 + 106/29*z + 1
*
-1 | 0.099461910223081931087803356857774663167 | 0.021285160177397198495820323946729495971
f(z) = -76/31*z^3 + 107/31*z + 1
*
[ -1/2 ] 
f(z) = -76/31*z^3 + 112/31*z + 1
*
-1 | 0.078904608486780280093449862760041416767 | 0.016819176592226607281009034897311218632
f(z) = -76/33*z^3 + 109/33*z + 1
*
[ -1/2 ] 
f(z) = -76/33*z^3 + 118/33*z + 1
*
-1 | 0.099030013002078267785849351141011352083 | 0.021027577862115218958564914950826214604
f(z) = -76/35*z^3 + 111/35*z + 1
*
-1 | 0.098806973724670932588211727382740011741 | 0.020900966350500149792064394754959982671
f(z) = -76/37*z^3 + 113/37*z + 1
*
-1 | 0.078235237489641626328913930450876215630 | 0.016488167875359817637783381968575973849
f(z) = -76/39*z^3 + 115/39*z + 1
*
[ -1 ] 
f(z) = -75/22*z^3 + 119/22*z + 1
*
-1 | 0.086861847232038186056405424644670525264 | 0.018821143871555773885668974124951895177
f(z) = -75/26*z^3 + 101/26*z + 1
*
[ -2/5 ] 
f(z) = -75/26*z^3 + 103/26*z + 1
*
-1 | 0.090933287958782144899180648700291506142 | 0.019619979547826086562378173682480881672
f(z) = -75/28*z^3 + 103/28*z + 1
*
-1 | 0.099385802142178313254185481995817418330 | 0.021399103628540863902953732349895402918
f(z) = -75/29*z^3 + 104/29*z + 1
*
-1 | 0.099172834910570569062414333110310229294 | 0.021266029835316928413576585391855560018
f(z) = -75/31*z^3 + 106/31*z + 1
*
-1 | 0.090507299907224087685655717226094189810 | 0.019368845535221994472729136430795394706
f(z) = -75/32*z^3 + 107/32*z + 1
*
-1 | 0.086008789731472164532227824760262658656 | 0.018333492184042462424307105719719876604
f(z) = -75/34*z^3 + 109/34*z + 1
*
-1 | 0.098505907808765953320707035688324920855 | 0.020876535206572777350827145556298709615
f(z) = -75/37*z^3 + 112/37*z + 1
*
-1 | 0.085554283624299265967310352764286059700 | 0.018097580927388941560185104229645676420
f(z) = -75/38*z^3 + 113/38*z + 1
*
[ -1 ] 
f(z) = -74/21*z^3 + 116/21*z + 1
*
-1 | 0.085745024262653789344731144797184085508 | 0.018579151714404309691395535466441809750
f(z) = -74/27*z^3 + 101/27*z + 1
*
-1 | 0.099095842854445973201004873139217614886 | 0.021381151542217444535224565363967783160
f(z) = -74/29*z^3 + 103/29*z + 1
*
-1 | 0.098879088114375912430768976073506173561 | 0.021246224865458756103666510840441006323
f(z) = -74/31*z^3 + 105/31*z + 1
*
-1 | 0.078314009767268724636493170769799911416 | 0.016759443271216433845600053077344137063
f(z) = -74/33*z^3 + 107/33*z + 1
*
-1 | 0.098431278987368312539621756305303841787 | 0.020981449565960912371067994201839257958
f(z) = -74/35*z^3 + 109/35*z + 1
*
-1 | 0.077619040006886447593990287092720191452 | 0.016419012567500447632219171483364783106
f(z) = -74/39*z^3 + 113/39*z + 1
*
[ -1 ] 
f(z) = -73/20*z^3 + 113/20*z + 1
*
[ -1 ] 
f(z) = -73/21*z^3 + 115/21*z + 1
*
[ -1 ] 
f(z) = -73/22*z^3 + 117/22*z + 1
*
[ -1 ] 
f(z) = -73/23*z^3 + 119/23*z + 1
*
[ -2/3 ] 
f(z) = -73/24*z^3 + 104/27*z + 1
*
-1 | 0.085454133728751742742248935874875383327 | 0.018556129367109717681464755075854373990
f(z) = -73/27*z^3 + 100/27*z + 1
*
-1 | 0.090352412703642066207236542027757942222 | 0.019577476335435381990269522664348528468
f(z) = -73/28*z^3 + 101/28*z + 1
*
-1 | 0.098801194134897208056986715585646284674 | 0.021362545926996880280273861937185617160
f(z) = -73/29*z^3 + 102/29*z + 1
*
-1 | 0.065512401431192397790843696822870697163 | 0.014135109430900444063198875809856153118
f(z) = -73/30*z^3 + 103/30*z + 1
*
-1 | 0.098580513283380577000289446254709464689 | 0.021225714076221610744645883409262862252
f(z) = -73/31*z^3 + 104/31*z + 1
*
-1 | 0.089910991130303519993501276467012130945 | 0.019319243045820166409840004291957487734
f(z) = -73/32*z^3 + 105/32*z + 1
*
-1 | 0.078010294245069342846980125539598914072 | 0.016728061130585589420962613646962572240
f(z) = -73/33*z^3 + 106/33*z + 1
*
-1 | 0.085404229062670796790439909523471559497 | 0.018276772398085369884893334805952398081
f(z) = -73/34*z^3 + 107/34*z + 1
*
-1 | 0.098124294638805701236658455224171481604 | 0.020957185922162622469111790697789921842
f(z) = -73/35*z^3 + 108/35*z + 1
*
-1 | 0.075886463440074503961644178436393897179 | 0.016175833757187976015851943979076313648
f(z) = -73/36*z^3 + 109/36*z + 1
*
-1 | 0.097888219172609467276507252444653159288 | 0.020825152230182176007680407693047488525
f(z) = -73/37*z^3 + 110/37*z + 1
*
-1 | 0.084932002575888826532794141303501611615 | 0.018034071116524977247156140300738613726
f(z) = -73/38*z^3 + 111/38*z + 1
*
-1 | 0.077301765465762573135704257783274205993 | 0.016382702968528086968742140481432668294
f(z) = -73/39*z^3 + 112/39*z + 1
*
[ -1/3 ] 
f(z) = -72/23*z^3 + 100/23*z + 1
*
[ -1 ] 
f(z) = -72/23*z^3 + 118/23*z + 1
*
[ -1/3 ] 
f(z) = -72/25*z^3 + 108/25*z + 1
*
-1 | 0.098501699080056726845559284058079694004 | 0.021343256090628492473082871554687488555
f(z) = -72/29*z^3 + 101/29*z + 1
*
[ -1/2 ] 
f(z) = -72/29*z^3 + 105/29*z + 1
*
-1 | 0.098276945700888767912577348286461346210 | 0.021204464371158062714533655135513789811
f(z) = -72/31*z^3 + 103/31*z + 1
*
[ -1/2 ] 
f(z) = -72/31*z^3 + 111/31*z + 1
*
[ 7/6 ] 
f(z) = -72/35*z^3 + 103/35*z + 1
*
-1 | 0.097811991512574989148388043295796172865 | 0.020932072407877616619572224688914176864
f(z) = -72/35*z^3 + 107/35*z + 1
*
-1 | 0.097571220199157679676443244287908519810 | 0.020798120848969247534522492388954081963
f(z) = -72/37*z^3 + 109/37*z + 1
*
[ -1 ] 
f(z) = -71/20*z^3 + 111/20*z + 1
*
[ -1 ] 
f(z) = -71/21*z^3 + 113/21*z + 1
*
[ -1 ] 
f(z) = -71/22*z^3 + 115/22*z + 1
*
[ -1 ] 
f(z) = -71/23*z^3 + 117/23*z + 1
*
[ -2/3 ] 
f(z) = -71/24*z^3 + 103/27*z + 1
*
[ -1 ] 
f(z) = -71/24*z^3 + 119/24*z + 1
*
-1 | 0.098197192633897561803981703540445478153 | 0.021323249449646179163801802191620428208
f(z) = -71/29*z^3 + 100/29*z + 1
*
-1 | 0.064902611687004754673194410327818467798 | 0.014063037238175145346181281693033181483
f(z) = -71/30*z^3 + 101/30*z + 1
*
-1 | 0.097968211895485811178412104037652408776 | 0.021182440600319320382873670501665376089
f(z) = -71/31*z^3 + 102/31*z + 1
*
-1 | 0.089294393686984381443690830605253272324 | 0.019266367874746624603902719275510231875
f(z) = -71/32*z^3 + 103/32*z + 1
*
-1 | 0.077389298149448894776353253739738664561 | 0.016662959649618676030283231652911700925
f(z) = -71/33*z^3 + 104/33*z + 1
*
-1 | 0.084779379706122267414034206905185690895 | 0.018216609796267973281914201504269186173
f(z) = -71/34*z^3 + 105/34*z + 1
*
-1 | 0.097494176619181131625641899629993015805 | 0.020906068386799488510362369294423079415
f(z) = -71/35*z^3 + 106/35*z + 1
*
-1 | 0.075251613158096923889687252173262060612 | 0.016104080809277584069215456581727989744
f(z) = -71/36*z^3 + 107/36*z + 1
*
-1 | 0.097248516018045913402024234288494970331 | 0.020770138917651880909506727398031152770
f(z) = -71/37*z^3 + 108/37*z + 1
*
-1 | 0.084287320792364482280537267033458512135 | 0.017966546695811112582858603820204039941
f(z) = -71/38*z^3 + 109/38*z + 1
*
-1 | 0.076651973856493254763652679486597745683 | 0.016307263915902159970220290238868308614
f(z) = -71/39*z^3 + 110/39*z + 1
*
[ -1 ] 
f(z) = -70/23*z^3 + 116/23*z + 1
*
-1 | 0.097654128996827320897326979447594397469 | 0.021159605397187985996238780859831073982
f(z) = -70/31*z^3 + 101/31*z + 1
*
-1 | 0.077071641941729283398976095504785165407 | 0.016629158282493007295455422366017190032
f(z) = -70/33*z^3 + 103/33*z + 1
*
-1 | 0.096919890309159581632679625315860868628 | 0.020741159957407314655955400451159848533
f(z) = -70/37*z^3 + 107/37*z + 1
*
-1 | 0.076319009735622176330264658301922676495 | 0.016268034614256402032665902495610828973
f(z) = -70/39*z^3 + 109/39*z + 1
*
[ -1 ] 
f(z) = -69/20*z^3 + 109/20*z + 1
*
[ -1 ] 
f(z) = -69/22*z^3 + 113/22*z + 1
*
[ -1 ] 
f(z) = -69/25*z^3 + 119/25*z + 1
*
-1 | 0.097334504029964693699249758168176605634 | 0.021135918999501746878510713262340676959
f(z) = -69/31*z^3 + 100/31*z + 1
*
-1 | 0.088656043164076888252123934981965383473 | 0.019209908569138732999819810040351863461
f(z) = -69/32*z^3 + 101/32*z + 1
*
-1 | 0.084131391673939943847876422702106758629 | 0.018152386447535582763336119860419503690
f(z) = -69/34*z^3 + 103/34*z + 1
*
-1 | 0.096841183701391486086013524688521952364 | 0.020851212958688491856862748132643802251
f(z) = -69/35*z^3 + 104/35*z + 1
*
-1 | 0.096585113800504655207551426548304302301 | 0.020711134390593933966037779242900233025
f(z) = -69/37*z^3 + 106/37*z + 1
*
-1 | 0.083619154430206950008880733845426766427 | 0.017894760838128583056920792732304698054
f(z) = -69/38*z^3 + 107/38*z + 1
*
[ -1 ] 
f(z) = -68/21*z^3 + 110/21*z + 1
*
[ -1 ] 
f(z) = -68/23*z^3 + 114/23*z + 1
*
[ -1 ] 
f(z) = -68/25*z^3 + 118/25*z + 1
*
-6/17 | 0.23387523644864370710168771154610036192 | 0.029349359759810227839071677295935004604
f(z) = -68/27*z^3 + 107/34*z + 1
*
[ -3/10 ] 
f(z) = -68/27*z^3 + 114/25*z + 1
*
[ -1/2 ] 
f(z) = -68/29*z^3 + 104/29*z + 1
*
[ -1/2 ] 
f(z) = -68/31*z^3 + 110/31*z + 1
*
-1 | 0.076415825150249588153235238529001514237 | 0.016557709570399495607048395541431342470
f(z) = -68/33*z^3 + 101/33*z + 1
*
[ -1/2 ] 
f(z) = -68/33*z^3 + 116/33*z + 1
*
-1 | 0.096505561113976553107867652388630120770 | 0.020822266276855067742794406442662396792
f(z) = -68/35*z^3 + 103/35*z + 1
*
-1 | 0.096243943182601034597424229468189872071 | 0.020680009269813278452799006575356747077
f(z) = -68/37*z^3 + 105/37*z + 1
*
-1 | 0.075631587865227473025362945739432778178 | 0.016185396586206593850343925910803264710
f(z) = -68/39*z^3 + 107/39*z + 1
*
[ -1 ] 
f(z) = -67/20*z^3 + 107/20*z + 1
*
[ -1 ] 
f(z) = -67/21*z^3 + 109/21*z + 1
*
[ -1 ] 
f(z) = -67/22*z^3 + 111/22*z + 1
*
[ -1 ] 
f(z) = -67/23*z^3 + 113/23*z + 1
*
[ -2/3 ] 
f(z) = -67/24*z^3 + 101/27*z + 1
*
[ -1 ] 
f(z) = -67/24*z^3 + 115/24*z + 1
*
[ -1 ] 
f(z) = -67/25*z^3 + 117/25*z + 1
*
[ -1 ] 
f(z) = -67/26*z^3 + 119/26*z + 1
*
-1 | 0.076079287824640558496741379835872225404 | 0.016520407444685323068947651130364730334
f(z) = -67/33*z^3 + 100/33*z + 1
*
-1 | 0.083458536393163767150183091113514356652 | 0.018083717659942180535169204121046297398
f(z) = -67/34*z^3 + 101/34*z + 1
*
-1 | 0.096163535602109615442619349394476882927 | 0.020792238026978210360561438094023614322
f(z) = -67/35*z^3 + 102/35*z + 1
*
-1 | 0.073910241373734646224597827264885326555 | 0.015947047079006603994582251854056772372
f(z) = -67/36*z^3 + 103/36*z + 1
*
-1 | 0.095896119903906390380942545588559247276 | 0.020647727976909758832295509217178856877
f(z) = -67/37*z^3 + 104/37*z + 1
*
-1 | 0.082923593383839882788896788673832218563 | 0.017817855577784016598355232591099929235
f(z) = -67/38*z^3 + 105/38*z + 1
*
-1 | 0.075276593964287015522584109859626710930 | 0.016141862785198421435303513241981745577
f(z) = -67/39*z^3 + 106/39*z + 1
*
[ -1 ] 
f(z) = -66/23*z^3 + 112/23*z + 1
*
[ -1 ] 
f(z) = -66/25*z^3 + 116/25*z + 1
*
-1 | 0.095814849473292359332410022327729536010 | 0.020761072029137648477695873952703193919
f(z) = -66/35*z^3 + 101/35*z + 1
*
-1 | 0.095541368830971135622881235980139891967 | 0.020614229887790231037732765025809708950
f(z) = -66/37*z^3 + 103/37*z + 1
*
[ -1 ] 
f(z) = -65/21*z^3 + 107/21*z + 1
*
[ -1 ] 
f(z) = -65/22*z^3 + 109/22*z + 1
*
[ -1 ] 
f(z) = -65/23*z^3 + 111/23*z + 1
*
[ -2/3 ] 
f(z) = -65/24*z^3 + 100/27*z + 1
*
[ -1 ] 
f(z) = -65/24*z^3 + 113/24*z + 1
*
[ 6/5 ] 
f(z) = -65/27*z^3 + 109/30*z + 1
*
[ -1 ] 
f(z) = -65/27*z^3 + 119/27*z + 1
*
-1 | 0.073199816292298788583851197157680445963 | 0.015860867776947925679535843072610200805
f(z) = -65/36*z^3 + 101/36*z + 1
*
-1 | 0.095179396754320190232202835559229380586 | 0.020579449998265329853633959026756769031
f(z) = -65/37*z^3 + 102/37*z + 1
*
-1 | 0.082200383414297505165293349099407742217 | 0.017735747575112528478380366118657076441
f(z) = -65/38*z^3 + 103/38*z + 1
*
11/8 | 0.11494933737268268531781221179927563394 | 0.024960931459695664733473713878531715030
f(z) = -64/21*z^3 + 100/21*z + 1
*
[ -1 ] 
f(z) = -64/21*z^3 + 106/21*z + 1
*
[ -1/4 ] 
f(z) = -64/21*z^3 + 109/21*z + 1
*
[ -1 ] 
f(z) = -64/23*z^3 + 110/23*z + 1
*
[ -1/4 ] 
f(z) = -64/23*z^3 + 119/23*z + 1
*
[ -1 ] 
f(z) = -64/25*z^3 + 114/25*z + 1
*
[ -1 ] 
f(z) = -64/27*z^3 + 118/27*z + 1
*
[ -1/2 ] 
f(z) = -64/29*z^3 + 103/29*z + 1
*
[ -1/2 ] 
f(z) = -64/31*z^3 + 109/31*z + 1
*
[ -3/4 ] 
f(z) = -64/33*z^3 + 113/33*z + 1
*
[ -1/2 ] 
f(z) = -64/33*z^3 + 115/33*z + 1
*
[ 5/4 ] 
f(z) = -64/35*z^3 + 107/35*z + 1
*
[ -5/8 ] 
f(z) = -64/35*z^3 + 116/35*z + 1
*
-1 | 0.094809890717820779424263293342476687469 | 0.020543318505301307407755313917639539164
f(z) = -64/37*z^3 + 101/37*z + 1
*
-1 | 0.074170112833042977997855378404983491742 | 0.016003117554749263747774928337768315525
f(z) = -64/39*z^3 + 103/39*z + 1
*
[ -1 ] 
f(z) = -63/20*z^3 + 103/20*z + 1
*
[ 4/3 ] 
f(z) = -63/20*z^3 + 117/20*z + 1
*
[ -1 ] 
f(z) = -63/22*z^3 + 107/22*z + 1
*
[ -1 ] 
f(z) = -63/23*z^3 + 109/23*z + 1
*
[ -1/3 ] 
f(z) = -63/25*z^3 + 107/25*z + 1
*
[ -1 ] 
f(z) = -63/25*z^3 + 113/25*z + 1
*
[ -1/3 ] 
f(z) = -63/26*z^3 + 111/26*z + 1
*
[ -1 ] 
f(z) = -63/26*z^3 + 115/26*z + 1
*
[ -2/3 ] 
f(z) = -63/34*z^3 + 113/34*z + 1
*
-1 | 0.094432516145406174254647143774813850929 | 0.020505760337094818890075204922369367631
f(z) = -63/37*z^3 + 100/37*z + 1
*
-1 | 0.081447008097543912176530254762061488298 | 0.017647861588951295292009824814777744225
f(z) = -63/38*z^3 + 101/38*z + 1
*
[ -1 ] 
f(z) = -62/21*z^3 + 104/21*z + 1
*
[ -1 ] 
f(z) = -62/23*z^3 + 108/23*z + 1
*
[ -1 ] 
f(z) = -62/25*z^3 + 112/25*z + 1
*
[ -1 ] 
f(z) = -62/27*z^3 + 116/27*z + 1
*
-1 | 0.073391856076952360849772396483740489429 | 0.015902478777993898498944341143623550981
f(z) = -62/39*z^3 + 101/39*z + 1
*
[ -1 ] 
f(z) = -61/20*z^3 + 101/20*z + 1
*
[ -1 ] 
f(z) = -61/21*z^3 + 103/21*z + 1
*
[ -1 ] 
f(z) = -61/22*z^3 + 105/22*z + 1
*
[ -1 ] 
f(z) = -61/23*z^3 + 107/23*z + 1
*
[ -1 ] 
f(z) = -61/24*z^3 + 109/24*z + 1
*
[ -1 ] 
f(z) = -61/25*z^3 + 111/25*z + 1
*
[ -1 ] 
f(z) = -61/26*z^3 + 113/26*z + 1
*
[ -1 ] 
f(z) = -61/27*z^3 + 115/27*z + 1
*
[ -1 ] 
f(z) = -61/28*z^3 + 117/28*z + 1
*
[ -1 ] 
f(z) = -61/29*z^3 + 119/29*z + 1
*
-1 | 0.072990414968377411060016245672112957188 | 0.015849667226297412434817314510431223333
f(z) = -61/39*z^3 + 100/39*z + 1
*
[ 9/10 ] 
f(z) = -80/27*z^3 + 103/45*z + 1
*
-14/15 | 0.14408424327007172987228032190055544889 | 0.026602949090719893842133885475223340548
f(z) = -75/28*z^3 + 101/42*z + 1
*
-5/8 | 0.18818348503702066778863989054078182173 | 0.029606717677343056887857923955574666164
f(z) = -72/25*z^3 + 109/40*z + 1
*
-1/2 | 0.11949609355619271490405429165313810800 | 0.024790272503758540534912556668403154014
f(z) = -62/21*z^3 + 115/42*z + 1
*
[ 3/4 ] 
f(z) = -80/23*z^3 + 112/69*z + 1
*
0 | 0.13680717844695571207136579488916489815 | 0.025259350508213158546694983861010380991
f(z) = -75/22*z^3 + 115/66*z + 1
*
0 | 0.064852408519874611853514138631034349663 | 0.012161227890316660482205150624445522218
f(z) = -69/20*z^3 + 107/60*z + 1
*
0 | 0.14349244718089217500328235534164895067 | 0.026907934347130244674270218629235009384
f(z) = -69/22*z^3 + 119/66*z + 1
*
[ 5/6 ] 
f(z) = -69/25*z^3 + 103/60*z + 1
*
-4/5 | 0.091675637525399605652802320963856619763 | 0.015850347241731890922994882601168307514
f(z) = -65/24*z^3 + 119/60*z + 1
*
0 | 0.14049384791354325638812139963704479925 | 0.026802866965899282270197973195113746040
f(z) = -63/20*z^3 + 109/60*z + 1
*
[ 8/9 ] 
f(z) = -63/32*z^3 + 103/72*z + 1
*
3/5 | 0.22719927755116879371187037980252418475 | 0.025923995503974997740564709723166506778
f(z) = -80/27*z^3 + 107/80*z + 1
*
[ 3/4 ] 
f(z) = -80/29*z^3 + 106/87*z + 1
*
[ 3/4 ] 
f(z) = -80/31*z^3 + 104/93*z + 1
*
[ 2/3 ] 
f(z) = -79/20*z^3 + 113/90*z + 1
*
[ 2/3 ] 
f(z) = -77/20*z^3 + 109/90*z + 1
*
[ 2/3 ] 
f(z) = -73/20*z^3 + 101/90*z + 1
*
0 | 0.036490827906802668267294692985415860994 | 0.0065806420573846003101759219802272782138
f(z) = -64/21*z^3 + 109/84*z + 1
*
1/15 | 0.15896225984718496068436059817623564138 | 0.029349947017689211707683201566482225337
f(z) = -75/34*z^3 + 103/102*z + 1
*
[ 4/5 ] 
f(z) = -71/32*z^3 + 117/100*z + 1
*
[ 4/5 ] 
f(z) = -69/32*z^3 + 113/100*z + 1
*
[ 4/5 ] 
f(z) = -67/32*z^3 + 109/100*z + 1
*
[ 4/5 ] 
f(z) = -63/32*z^3 + 101/100*z + 1
*
-1/2 | 0.14184207215104437392212438382700681642 | 0.024589836844113708042332197632079384871
f(z) = -80/33*z^3 + 113/132*z + 1
*
2/3 | 0.20887427345284914216004743207395163205 | 0.029730714444704609906629527110381069516
f(z) = -75/32*z^3 + 113/120*z + 1
*
[ 3/4 ] 
f(z) = -68/33*z^3 + 109/132*z + 1
*
[ 2/3 ] 
f(z) = -66/23*z^3 + 107/138*z + 1
*
[ 3/4 ] 
f(z) = -76/39*z^3 + 119/156*z + 1
*
[ 2/3 ] 
f(z) = -69/25*z^3 + 109/150*z + 1
*
[ 3/4 ] 
f(z) = -68/39*z^3 + 101/156*z + 1
*
[ 2/3 ] 
f(z) = -66/25*z^3 + 101/150*z + 1
*
[ 2/3 ] 
f(z) = -75/29*z^3 + 113/174*z + 1
*
0 | 0.15507684833840691036618119158821260928 | 0.026164802404972871773760555849233657928
f(z) = -75/32*z^3 + 119/160*z + 1
*
[ 2/3 ] 
f(z) = -78/31*z^3 + 115/186*z + 1
*
[ 2/3 ] 
f(z) = -75/31*z^3 + 107/186*z + 1
*
0 | 0.17113541378425523777400930834329307137 | 0.029588621438126094480709574053963182113
f(z) = -65/36*z^3 + 109/180*z + 1
*
-5/48 | 0.14911829985240982847614092647979037824 | 0.019259953103990065739509740920972323885
f(z) = -64/25*z^3 + 113/180*z + 1
*
[ 3/4 ] 
f(z) = -61/36*z^3 + 119/192*z + 1
*
[ 2/3 ] 
f(z) = -78/35*z^3 + 103/210*z + 1
*
[ 2/3 ] 
f(z) = -61/30*z^3 + 109/270*z + 1
*
[ 5/3 ] 
f(z) = -78/25*z^3 + 136/15*z + 1
*
-2 | 0.093545406612612653132939386630639052795 | 0.016622548803976758551805781659636879056
f(z) = -73/28*z^3 + 139/14*z + 1
*
-2 | 0.080047526040306089482731098505006312056 | 0.014260769489512860489501639785973959110
f(z) = -73/36*z^3 + 137/18*z + 1
*
-2 | 0.092937415024406317076624030026329228442 | 0.016557151959285958152128990958017910534
f(z) = -71/20*z^3 + 137/10*z + 1
*
-2 | 0.093039024873229264260184853662914526024 | 0.016618794645103004787611392375639761388
f(z) = -71/28*z^3 + 135/14*z + 1
*
-2 | 0.079538746203817342418628861251646941629 | 0.014245329772801880989231954913986700148
f(z) = -71/36*z^3 + 133/18*z + 1
*
-2 | 0.092416962147378064152394911935004286435 | 0.016551808586678039350530236772170524610
f(z) = -69/20*z^3 + 133/10*z + 1
*
[ 5/3 ] 
f(z) = -69/25*z^3 + 121/15*z + 1
*
[ -5/3 ] 
f(z) = -69/25*z^3 + 139/15*z + 1
*
-2 | 0.092518023005960592526393844555662220746 | 0.016614996242324802719616973074989415708
f(z) = -69/28*z^3 + 131/14*z + 1
*
-2 | 0.091881235008282162497857564449376467467 | 0.016546353994323030597497044337759713964
f(z) = -67/20*z^3 + 129/10*z + 1
*
[ 2 ] 
f(z) = -67/20*z^3 + 139/10*z + 1
*
-2 | 0.091981508044199298840791062192197618945 | 0.016611153238853475346632119062568736665
f(z) = -67/28*z^3 + 127/14*z + 1
*
[ 4 ] 
f(z) = -67/32*z^3 + 137/4*z + 1
*
[ -4 ] 
f(z) = -67/32*z^3 + 139/4*z + 1
*
-2 | 0.078475182726293009405364191399979693357 | 0.014212757075291656965463693731251796599
f(z) = -67/36*z^3 + 125/18*z + 1
*
[ -5/3 ] 
f(z) = -66/25*z^3 + 134/15*z + 1
*
-2 | 0.091428500297450878649979560614066408938 | 0.016607265103057391507383813025869130709
f(z) = -65/28*z^3 + 123/14*z + 1
*
[ 2 ] 
f(z) = -65/28*z^3 + 137/14*z + 1
*
[ 4 ] 
f(z) = -65/32*z^3 + 133/4*z + 1
*
[ -4 ] 
f(z) = -65/32*z^3 + 135/4*z + 1
*
-2 | 0.077918389982836230702533277774724994422 | 0.014195531789608061580919300934207638530
f(z) = -65/36*z^3 + 121/18*z + 1
*
[ 2 ] 
f(z) = -65/36*z^3 + 139/18*z + 1
*
[ -9/4 ] 
f(z) = -64/27*z^3 + 121/9*z + 1
*
[ -21/8 ] 
f(z) = -64/27*z^3 + 124/7*z + 1
*
-2 | 0.090760117674150718581021274954957352722 | 0.016535096990014547270282310145998962124
f(z) = -63/20*z^3 + 121/10*z + 1
*
[ 2 ] 
f(z) = -63/20*z^3 + 131/10*z + 1
*
[ -8/3 ] 
f(z) = -63/32*z^3 + 123/8*z + 1
*
[ 4 ] 
f(z) = -63/32*z^3 + 129/4*z + 1
*
[ -4 ] 
f(z) = -63/32*z^3 + 131/4*z + 1
*
[ 2 ] 
f(z) = -61/20*z^3 + 127/10*z + 1
*
[ -2 ] 
f(z) = -61/20*z^3 + 137/10*z + 1
*
[ 2 ] 
f(z) = -61/28*z^3 + 129/14*z + 1
*
[ 4 ] 
f(z) = -61/32*z^3 + 125/4*z + 1
*
[ -4 ] 
f(z) = -61/32*z^3 + 127/4*z + 1
*
[ 2 ] 
f(z) = -61/36*z^3 + 131/18*z + 1
*
[ -1 ] 
f(z) = -80/21*z^3 + 122/21*z + 1
*
[ -1/4 ] 
f(z) = -80/23*z^3 + 120/23*z + 1
*
[ -1 ] 
f(z) = -80/23*z^3 + 126/23*z + 1
*
-3/5 | 0.20914212653454340661866017872813603080 | 0.029701732624141301115140262676887617819
f(z) = -80/27*z^3 + 127/30*z + 1
*
[ 6/5 ] 
f(z) = -80/27*z^3 + 133/30*z + 1
*
[ -1 ] 
f(z) = -80/27*z^3 + 134/27*z + 1
*
[ 9/8 ] 
f(z) = -80/27*z^3 + 139/36*z + 1
*
[ -1 ] 
f(z) = -80/29*z^3 + 138/29*z + 1
*
[ -3/4 ] 
f(z) = -80/33*z^3 + 122/33*z + 1
*
[ -1/2 ] 
f(z) = -80/37*z^3 + 131/37*z + 1
*
[ -3/4 ] 
f(z) = -80/39*z^3 + 136/39*z + 1
*
[ -1/2 ] 
f(z) = -80/39*z^3 + 137/39*z + 1
*
[ -1 ] 
f(z) = -79/21*z^3 + 121/21*z + 1
*
[ -1 ] 
f(z) = -79/22*z^3 + 123/22*z + 1
*
[ -1 ] 
f(z) = -79/23*z^3 + 125/23*z + 1
*
[ -1 ] 
f(z) = -79/24*z^3 + 127/24*z + 1
*
[ -1 ] 
f(z) = -79/25*z^3 + 129/25*z + 1
*
[ -1 ] 
f(z) = -79/26*z^3 + 131/26*z + 1
*
[ -1 ] 
f(z) = -79/27*z^3 + 133/27*z + 1
*
[ -1 ] 
f(z) = -79/28*z^3 + 135/28*z + 1
*
[ -1 ] 
f(z) = -79/29*z^3 + 137/29*z + 1
*
[ -1 ] 
f(z) = -79/30*z^3 + 139/30*z + 1
*
[ -1 ] 
f(z) = -78/23*z^3 + 124/23*z + 1
*
[ -1 ] 
f(z) = -78/25*z^3 + 128/25*z + 1
*
[ -5/6 ] 
f(z) = -78/25*z^3 + 131/30*z + 1
*
[ -1 ] 
f(z) = -78/29*z^3 + 136/29*z + 1
*
[ -1 ] 
f(z) = -77/23*z^3 + 123/23*z + 1
*
[ -1 ] 
f(z) = -77/24*z^3 + 125/24*z + 1
*
[ -6/11 ] 
f(z) = -77/24*z^3 + 125/33*z + 1
*
[ -1 ] 
f(z) = -77/25*z^3 + 127/25*z + 1
*
[ -5/7 ] 
f(z) = -77/25*z^3 + 139/35*z + 1
*
[ -1 ] 
f(z) = -77/26*z^3 + 129/26*z + 1
*
-15/14 | 0.19674767262098859100941089075007331322 | 0.024124096819106977474126738249397037162
f(z) = -77/27*z^3 + 129/28*z + 1
*
[ -1 ] 
f(z) = -77/27*z^3 + 131/27*z + 1
*
[ -1 ] 
f(z) = -77/29*z^3 + 135/29*z + 1
*
[ -1 ] 
f(z) = -77/30*z^3 + 137/30*z + 1
*
[ -1 ] 
f(z) = -77/31*z^3 + 139/31*z + 1
*
[ -1 ] 
f(z) = -76/23*z^3 + 122/23*z + 1
*
[ -1 ] 
f(z) = -76/25*z^3 + 126/25*z + 1
*
[ -5/4 ] 
f(z) = -76/25*z^3 + 131/20*z + 1
*
[ -1 ] 
f(z) = -76/27*z^3 + 130/27*z + 1
*
[ -1 ] 
f(z) = -76/29*z^3 + 134/29*z + 1
*
[ -1 ] 
f(z) = -76/31*z^3 + 138/31*z + 1
*
[ -1/2 ] 
f(z) = -76/35*z^3 + 124/35*z + 1
*
[ -1/2 ] 
f(z) = -76/37*z^3 + 130/37*z + 1
*
[ -1/2 ] 
f(z) = -76/39*z^3 + 136/39*z + 1
*
[ -1/5 ] 
f(z) = -75/22*z^3 + 135/22*z + 1
*
[ -1 ] 
f(z) = -75/23*z^3 + 121/23*z + 1
*
[ -1 ] 
f(z) = -75/26*z^3 + 127/26*z + 1
*
[ -1 ] 
f(z) = -75/28*z^3 + 131/28*z + 1
*
[ -1 ] 
f(z) = -75/29*z^3 + 133/29*z + 1
*
[ -1 ] 
f(z) = -75/31*z^3 + 137/31*z + 1
*
8/5 | 0.092445680851625580238570351040095474701 | 0.014953803166175603921748325519308453201
f(z) = -75/32*z^3 + 121/24*z + 1
*
[ -6/5 ] 
f(z) = -75/32*z^3 + 125/24*z + 1
*
[ -1 ] 
f(z) = -75/32*z^3 + 139/32*z + 1
*
[ -2/5 ] 
f(z) = -75/34*z^3 + 131/34*z + 1
*
[ -1 ] 
f(z) = -74/23*z^3 + 120/23*z + 1
*
[ -1 ] 
f(z) = -74/25*z^3 + 124/25*z + 1
*
[ -1 ] 
f(z) = -74/27*z^3 + 128/27*z + 1
*
[ -1 ] 
f(z) = -74/29*z^3 + 132/29*z + 1
*
[ -1 ] 
f(z) = -74/31*z^3 + 136/31*z + 1
*
[ -1 ] 
f(z) = -73/24*z^3 + 121/24*z + 1
*
[ -1 ] 
f(z) = -73/25*z^3 + 123/25*z + 1
*
[ -1 ] 
f(z) = -73/26*z^3 + 125/26*z + 1
*
[ -1 ] 
f(z) = -73/27*z^3 + 127/27*z + 1
*
[ -1 ] 
f(z) = -73/28*z^3 + 129/28*z + 1
*
[ -1 ] 
f(z) = -73/29*z^3 + 131/29*z + 1
*
[ -1 ] 
f(z) = -73/30*z^3 + 133/30*z + 1
*
[ -1 ] 
f(z) = -73/31*z^3 + 135/31*z + 1
*
[ -1 ] 
f(z) = -73/32*z^3 + 137/32*z + 1
*
[ -1 ] 
f(z) = -73/33*z^3 + 139/33*z + 1
*
[ -1 ] 
f(z) = -72/25*z^3 + 122/25*z + 1
*
[ -1/3 ] 
f(z) = -72/29*z^3 + 124/29*z + 1
*
[ -1 ] 
f(z) = -72/29*z^3 + 130/29*z + 1
*
[ -1/3 ] 
f(z) = -72/31*z^3 + 132/31*z + 1
*
[ -1 ] 
f(z) = -72/31*z^3 + 134/31*z + 1
*
[ -1/2 ] 
f(z) = -72/35*z^3 + 123/35*z + 1
*
[ -5/6 ] 
f(z) = -72/35*z^3 + 127/35*z + 1
*
[ -1/2 ] 
f(z) = -72/37*z^3 + 129/37*z + 1
*
[ -1 ] 
f(z) = -71/25*z^3 + 121/25*z + 1
*
[ -1 ] 
f(z) = -71/26*z^3 + 123/26*z + 1
*
[ -1 ] 
f(z) = -71/27*z^3 + 125/27*z + 1
*
[ -1 ] 
f(z) = -71/28*z^3 + 127/28*z + 1
*
[ -1 ] 
f(z) = -71/29*z^3 + 129/29*z + 1
*
[ -1 ] 
f(z) = -71/30*z^3 + 131/30*z + 1
*
[ -1 ] 
f(z) = -71/31*z^3 + 133/31*z + 1
*
[ -1 ] 
f(z) = -71/32*z^3 + 135/32*z + 1
*
[ -1 ] 
f(z) = -71/33*z^3 + 137/33*z + 1
*
[ -1 ] 
f(z) = -71/34*z^3 + 139/34*z + 1
*
[ -1 ] 
f(z) = -70/27*z^3 + 124/27*z + 1
*
[ -3/8 ] 
f(z) = -70/27*z^3 + 129/32*z + 1
*
[ -3/10 ] 
f(z) = -70/27*z^3 + 137/30*z + 1
*
[ -1 ] 
f(z) = -70/29*z^3 + 128/29*z + 1
*
[ -1 ] 
f(z) = -70/31*z^3 + 132/31*z + 1
*
[ -1 ] 
f(z) = -70/33*z^3 + 136/33*z + 1
*
[ -2/3 ] 
f(z) = -69/20*z^3 + 121/30*z + 1
*
[ -1 ] 
f(z) = -69/26*z^3 + 121/26*z + 1
*
[ -1 ] 
f(z) = -69/28*z^3 + 125/28*z + 1
*
[ -1 ] 
f(z) = -69/29*z^3 + 127/29*z + 1
*
[ -1 ] 
f(z) = -69/31*z^3 + 131/31*z + 1
*
[ -1 ] 
f(z) = -69/32*z^3 + 133/32*z + 1
*
[ -1 ] 
f(z) = -69/34*z^3 + 137/34*z + 1
*
[ -1 ] 
f(z) = -69/35*z^3 + 139/35*z + 1
*
[ -5/4 ] 
f(z) = -68/25*z^3 + 121/20*z + 1
*
[ -1 ] 
f(z) = -68/27*z^3 + 122/27*z + 1
*
-15/17 | 0.12948467924280580246822975086736914338 | 0.015876685589373673086396134661667614592
f(z) = -68/27*z^3 + 129/34*z + 1
*
[ -1 ] 
f(z) = -68/29*z^3 + 126/29*z + 1
*
[ -1 ] 
f(z) = -68/31*z^3 + 130/31*z + 1
*
[ -1 ] 
f(z) = -68/33*z^3 + 134/33*z + 1
*
[ -1/2 ] 
f(z) = -68/35*z^3 + 122/35*z + 1
*
[ -1 ] 
f(z) = -68/35*z^3 + 138/35*z + 1
*
[ -1/2 ] 
f(z) = -68/37*z^3 + 128/37*z + 1
*
[ -1/2 ] 
f(z) = -68/39*z^3 + 134/39*z + 1
*
[ -1 ] 
f(z) = -67/27*z^3 + 121/27*z + 1
*
[ -1 ] 
f(z) = -67/28*z^3 + 123/28*z + 1
*
[ -1 ] 
f(z) = -67/29*z^3 + 125/29*z + 1
*
[ -1 ] 
f(z) = -67/30*z^3 + 127/30*z + 1
*
[ -1 ] 
f(z) = -67/31*z^3 + 129/31*z + 1
*
[ -1 ] 
f(z) = -67/32*z^3 + 131/32*z + 1
*
[ -1 ] 
f(z) = -67/33*z^3 + 133/33*z + 1
*
[ -1 ] 
f(z) = -67/34*z^3 + 135/34*z + 1
*
[ -1 ] 
f(z) = -67/35*z^3 + 137/35*z + 1
*
[ -1 ] 
f(z) = -67/36*z^3 + 139/36*z + 1
*
[ -5/6 ] 
f(z) = -66/25*z^3 + 121/30*z + 1
*
[ -1 ] 
f(z) = -66/29*z^3 + 124/29*z + 1
*
[ -1 ] 
f(z) = -66/31*z^3 + 128/31*z + 1
*
[ -1 ] 
f(z) = -66/35*z^3 + 136/35*z + 1
*
[ -1 ] 
f(z) = -65/28*z^3 + 121/28*z + 1
*
[ -1 ] 
f(z) = -65/29*z^3 + 123/29*z + 1
*
[ -1 ] 
f(z) = -65/31*z^3 + 127/31*z + 1
*
[ -1 ] 
f(z) = -65/32*z^3 + 129/32*z + 1
*
[ 4/3 ] 
f(z) = -65/32*z^3 + 139/36*z + 1
*
[ -1 ] 
f(z) = -65/33*z^3 + 131/33*z + 1
*
[ -1 ] 
f(z) = -65/34*z^3 + 133/34*z + 1
*
[ -6/5 ] 
f(z) = -65/36*z^3 + 133/30*z + 1
*
[ -1 ] 
f(z) = -65/36*z^3 + 137/36*z + 1
*
[ -1 ] 
f(z) = -65/37*z^3 + 139/37*z + 1
*
[ -1/4 ] 
f(z) = -64/25*z^3 + 129/25*z + 1
*
[ 21/16 ] 
f(z) = -64/27*z^3 + 121/28*z + 1
*
[ -9/16 ] 
f(z) = -64/27*z^3 + 127/36*z + 1
*
[ -1/4 ] 
f(z) = -64/27*z^3 + 139/27*z + 1
*
[ -1 ] 
f(z) = -64/29*z^3 + 122/29*z + 1
*
[ -1 ] 
f(z) = -64/31*z^3 + 126/31*z + 1
*
11/8 | 0.13324042485010819582672088096948600214 | 0.027121877670864535661913558378155585039
f(z) = -64/33*z^3 + 136/33*z + 1
*
[ -1/2 ] 
f(z) = -64/35*z^3 + 121/35*z + 1
*
[ -7/8 ] 
f(z) = -64/35*z^3 + 124/35*z + 1
*
[ -1 ] 
f(z) = -64/35*z^3 + 134/35*z + 1
*
[ -1/2 ] 
f(z) = -64/37*z^3 + 127/37*z + 1
*
[ -1 ] 
f(z) = -64/37*z^3 + 138/37*z + 1
*
[ -5/7 ] 
f(z) = -63/25*z^3 + 129/35*z + 1
*
[ -1 ] 
f(z) = -63/29*z^3 + 121/29*z + 1
*
[ -1/3 ] 
f(z) = -63/29*z^3 + 123/29*z + 1
*
[ -1 ] 
f(z) = -63/31*z^3 + 125/31*z + 1
*
[ -1/3 ] 
f(z) = -63/31*z^3 + 131/31*z + 1
*
-4/21 | 0.19928744885043333754952044806579547227 | 0.028986286763938940297266382002328920935
f(z) = -63/32*z^3 + 121/28*z + 1
*
[ -1 ] 
f(z) = -63/32*z^3 + 127/32*z + 1
*
[ -4/9 ] 
f(z) = -63/32*z^3 + 131/36*z + 1
*
[ -1/3 ] 
f(z) = -63/32*z^3 + 135/32*z + 1
*
[ -1 ] 
f(z) = -63/34*z^3 + 131/34*z + 1
*
[ -1 ] 
f(z) = -63/37*z^3 + 137/37*z + 1
*
[ -2/3 ] 
f(z) = -63/38*z^3 + 123/38*z + 1
*
[ -1 ] 
f(z) = -63/38*z^3 + 139/38*z + 1
*
[ -1 ] 
f(z) = -62/29*z^3 + 120/29*z + 1
*
[ -1 ] 
f(z) = -62/33*z^3 + 128/33*z + 1
*
[ -1 ] 
f(z) = -62/35*z^3 + 132/35*z + 1
*
[ -1 ] 
f(z) = -62/37*z^3 + 136/37*z + 1
*
[ -1 ] 
f(z) = -61/30*z^3 + 121/30*z + 1
*
[ -1 ] 
f(z) = -61/31*z^3 + 123/31*z + 1
*
[ -1 ] 
f(z) = -61/32*z^3 + 125/32*z + 1
*
[ 4/3 ] 
f(z) = -61/32*z^3 + 131/36*z + 1
*
[ -1 ] 
f(z) = -61/33*z^3 + 127/33*z + 1
*
[ -1 ] 
f(z) = -61/34*z^3 + 129/34*z + 1
*
[ -1 ] 
f(z) = -61/35*z^3 + 131/35*z + 1
*
[ -1 ] 
f(z) = -61/36*z^3 + 133/36*z + 1
*
[ -1 ] 
f(z) = -61/37*z^3 + 135/37*z + 1
*
[ -1 ] 
f(z) = -61/38*z^3 + 137/38*z + 1
*
[ -1 ] 
f(z) = -61/39*z^3 + 139/39*z + 1
*
-16/15 | 0.16096762294636467160486627408096567804 | 0.029153085630946887947018201845553269870
f(z) = -75/32*z^3 + 125/48*z + 1
*
[ 16/15 ] 
f(z) = -75/32*z^3 + 131/48*z + 1
*
-1/2 | 0.12225591819913484069901751973516106201 | 0.024464823886107689516003244858503480294
f(z) = -74/21*z^3 + 121/42*z + 1
*
-2/3 | 0.12584621609148258572634602867357945992 | 0.025322121477323735586079765595100995465
f(z) = -72/25*z^3 + 139/50*z + 1
*
-8/7 | 0.10441706045596502483094889158432621879 | 0.016557643887204723783280897804456143271
f(z) = -63/32*z^3 + 137/56*z + 1
*
-1/2 | 0.14241686513633955307658923747744814116 | 0.028861610592394546645378083209106798197
f(z) = -62/27*z^3 + 139/54*z + 1
*
-5/6 | 0.17943273701570546740302287891249529886 | 0.026705221867082688232550838021352646816
f(z) = -69/25*z^3 + 127/60*z + 1
*
-3/5 | 0.14647155855318052756809058440716998395 | 0.024278048277173326914316531396915697439
f(z) = -65/36*z^3 + 139/60*z + 1
*
[ 15/16 ] 
f(z) = -64/25*z^3 + 131/60*z + 1
*
[ 15/16 ] 
f(z) = -64/27*z^3 + 121/60*z + 1
*
1/4 | 0.093492570537559474194420540042267944882 | 0.019268752553499808741886497723554287308
f(z) = -64/39*z^3 + 125/78*z + 1
*
-10/21 | 0.15723570097903051619580347675473746968 | 0.025822720015262120601236629309662570038
f(z) = -63/20*z^3 + 127/70*z + 1
*
-8/9 | 0.11698000428860896173240524856576301810 | 0.018450059166178755117457936962260984513
f(z) = -63/32*z^3 + 121/72*z + 1
*
15/16 | 0.21705895323093714576858467123659013320 | 0.024766959597347480252629974631730234432
f(z) = -80/27*z^3 + 123/80*z + 1
*
-1/5 | 0.10872859284116554373008522256534445771 | 0.020075069656558001773384196255953744008
f(z) = -75/28*z^3 + 121/84*z + 1
*
-3/5 | 0.091490786743517459999651538083816239627 | 0.016892372731177504293297629441044506341
f(z) = -75/28*z^3 + 137/84*z + 1
*
-1/4 | 0.10899519401431719899324462053631626439 | 0.019655853235648231378883811498312472941
f(z) = -64/21*z^3 + 121/84*z + 1
*
[ 5/6 ] 
f(z) = -62/25*z^3 + 137/90*z + 1
*
[ 4/5 ] 
f(z) = -79/32*z^3 + 133/100*z + 1
*
[ 4/5 ] 
f(z) = -77/32*z^3 + 129/100*z + 1
*
7/10 | 0.16076371344375016960020269853018033662 | 0.028185456608500887776519281293182747851
f(z) = -75/28*z^3 + 131/112*z + 1
*
[ 4/5 ] 
f(z) = -73/32*z^3 + 121/100*z + 1
*
0 | 0.15957036887845752430480947288950377228 | 0.028465216393894685292345100767176390578
f(z) = -68/27*z^3 + 137/108*z + 1
*
0 | 0.13637704828191642244714128075505759533 | 0.024593811405924443735677096613909931073
f(z) = -64/25*z^3 + 131/100*z + 1
*
[ 2/3 ] 
f(z) = -78/23*z^3 + 139/138*z + 1
*
[ 3/4 ] 
f(z) = -76/33*z^3 + 127/132*z + 1
*
0 | 0.15039805001059906608419302319177641189 | 0.026307035380221359104302414529629209764
f(z) = -76/33*z^3 + 139/132*z + 1
*
[ 2/3 ] 
f(z) = -75/23*z^3 + 131/138*z + 1
*
0 | 0.091796220415193227529112208873432558633 | 0.015871195536068659038017662313859580589
f(z) = -65/24*z^3 + 133/120*z + 1
*
[ 2/3 ] 
f(z) = -78/25*z^3 + 133/150*z + 1
*
0 | 0.16938521769431963000629940023944190526 | 0.029628196073399437582719477763537570586
f(z) = -76/35*z^3 + 129/140*z + 1
*
0 | 0.15961383189898322738134417904678196067 | 0.028784260467243467381618975352771355739
f(z) = -64/39*z^3 + 139/156*z + 1
*
-10/21 | 0.20696590181205837209260457858763628485 | 0.027686489570888475568786334363986804168
f(z) = -63/25*z^3 + 129/140*z + 1
*
-1/4 | 0.15303635699380619032477290021534801055 | 0.025542395484535622957917505298817805910
f(z) = -80/33*z^3 + 124/165*z + 1
*
[ 2/3 ] 
f(z) = -78/29*z^3 + 121/174*z + 1
*
0 | 0.14625594609223738286436122046317556358 | 0.025287062018932800210756947679305393583
f(z) = -65/32*z^3 + 133/160*z + 1
*
[ 3/4 ] 
f(z) = -67/36*z^3 + 137/192*z + 1
*
[ 3/4 ] 
f(z) = -65/36*z^3 + 131/192*z + 1
*
0 | 0.16470483119747717846257286193103608022 | 0.027678495177945580535754963203213769594
f(z) = -64/35*z^3 + 139/210*z + 1
*
0 | 0.13621213414904434937656962570286921199 | 0.023013106418643742519089853824479292724
f(z) = -62/35*z^3 + 127/210*z + 1
*
0 | 0.15871708491125355196841284849877412165 | 0.025622650583892269240661421122190317698
f(z) = -70/33*z^3 + 127/231*z + 1
*
[ 2/3 ] 
f(z) = -61/26*z^3 + 127/234*z + 1
*
[ 2/3 ] 
f(z) = -67/30*z^3 + 133/270*z + 1
*
[ 9/4 ] 
f(z) = -80/27*z^3 + 140/9*z + 1
*
[ -9/4 ] 
f(z) = -80/27*z^3 + 148/9*z + 1
*
-2 | 0.094882613584710540543457935321144617988 | 0.016577479306168609022741056140867360229
f(z) = -79/20*z^3 + 153/10*z + 1
*
-2 | 0.094984662955500929412799708261197014754 | 0.016633548185887885102472297790743766493
f(z) = -79/28*z^3 + 151/14*z + 1
*
-2 | 0.081492088068683561027732715826588005205 | 0.014304151452264615203547034153189565327
f(z) = -79/36*z^3 + 149/18*z + 1
*
[ -5/3 ] 
f(z) = -78/25*z^3 + 154/15*z + 1
*
-2 | 0.094415355591966634613646975440851962855 | 0.016572548057286837204423967632627097552
f(z) = -77/20*z^3 + 149/10*z + 1
*
[ 2 ] 
f(z) = -77/20*z^3 + 159/10*z + 1
*
[ 4 ] 
f(z) = -77/32*z^3 + 157/4*z + 1
*
[ -4 ] 
f(z) = -77/32*z^3 + 159/4*z + 1
*
-2 | 0.081023437321305842781748845228880343075 | 0.014290147962880634026155267854255162471
f(z) = -77/36*z^3 + 145/18*z + 1
*
-3/2 | 0.21486323360198364821056849212728722200 | 0.025765257650132843911033168642320335763
f(z) = -76/27*z^3 + 155/19*z + 1
*
-2 | 0.094037984615178331451730486219741912142 | 0.016626258976415888759159153476663411741
f(z) = -75/28*z^3 + 143/14*z + 1
*
[ 2 ] 
f(z) = -75/28*z^3 + 157/14*z + 1
*
[ 4 ] 
f(z) = -75/32*z^3 + 153/4*z + 1
*
[ -4 ] 
f(z) = -75/32*z^3 + 155/4*z + 1
*
-2 | 0.093443451135824222777789716018185316488 | 0.016562387497865472999077969897382918510
f(z) = -73/20*z^3 + 141/10*z + 1
*
[ 2 ] 
f(z) = -73/20*z^3 + 151/10*z + 1
*
[ 2 ] 
f(z) = -73/28*z^3 + 153/14*z + 1
*
[ 4 ] 
f(z) = -73/32*z^3 + 149/4*z + 1
*
[ -4 ] 
f(z) = -73/32*z^3 + 151/4*z + 1
*
[ 2 ] 
f(z) = -73/36*z^3 + 155/18*z + 1
*
[ 2 ] 
f(z) = -71/20*z^3 + 147/10*z + 1
*
[ -2 ] 
f(z) = -71/20*z^3 + 157/10*z + 1
*
[ 2 ] 
f(z) = -71/28*z^3 + 149/14*z + 1
*
[ 4 ] 
f(z) = -71/32*z^3 + 145/4*z + 1
*
[ -4 ] 
f(z) = -71/32*z^3 + 147/4*z + 1
*
[ 2 ] 
f(z) = -71/36*z^3 + 151/18*z + 1
*
[ 2 ] 
f(z) = -69/20*z^3 + 143/10*z + 1
*
[ -2 ] 
f(z) = -69/20*z^3 + 153/10*z + 1
*
[ 2 ] 
f(z) = -69/28*z^3 + 145/14*z + 1
*
[ -2 ] 
f(z) = -69/28*z^3 + 159/14*z + 1
*
[ 4 ] 
f(z) = -69/32*z^3 + 141/4*z + 1
*
[ -4 ] 
f(z) = -69/32*z^3 + 143/4*z + 1
*
[ -2 ] 
f(z) = -67/20*z^3 + 149/10*z + 1
*
[ 2 ] 
f(z) = -67/28*z^3 + 141/14*z + 1
*
[ -2 ] 
f(z) = -67/28*z^3 + 155/14*z + 1
*
[ 2 ] 
f(z) = -67/36*z^3 + 143/18*z + 1
*
[ -2 ] 
f(z) = -65/28*z^3 + 151/14*z + 1
*
[ -2 ] 
f(z) = -65/36*z^3 + 157/18*z + 1
*
[ 15/8 ] 
f(z) = -64/25*z^3 + 142/15*z + 1
*
[ -15/8 ] 
f(z) = -64/25*z^3 + 158/15*z + 1
*
[ -15/8 ] 
f(z) = -64/27*z^3 + 148/15*z + 1
*
-3/32 | 0.24711181160694076780463469078010904820 | 0.029632335824555591070459673654509406075
f(z) = -64/27*z^3 + 155/16*z + 1
*
[ -2 ] 
f(z) = -63/20*z^3 + 141/10*z + 1
*
[ -2 ] 
f(z) = -61/28*z^3 + 143/14*z + 1
*
[ -2 ] 
f(z) = -61/36*z^3 + 149/18*z + 1
*
[ -1/4 ] 
f(z) = -80/27*z^3 + 140/27*z + 1
*
3/2 | 0.095541486743780519491616232168011682125 | 0.011568612591125850033170302511923151065
f(z) = -80/27*z^3 + 143/20*z + 1
*
[ -1/4 ] 
f(z) = -80/29*z^3 + 150/29*z + 1
*
[ -1 ] 
f(z) = -80/31*z^3 + 142/31*z + 1
*
[ -1 ] 
f(z) = -80/33*z^3 + 146/33*z + 1
*
[ -1 ] 
f(z) = -80/37*z^3 + 154/37*z + 1
*
[ -1 ] 
f(z) = -80/39*z^3 + 158/39*z + 1
*
[ -1 ] 
f(z) = -79/31*z^3 + 141/31*z + 1
*
[ -1 ] 
f(z) = -79/32*z^3 + 143/32*z + 1
*
[ -1 ] 
f(z) = -79/33*z^3 + 145/33*z + 1
*
[ -1 ] 
f(z) = -79/34*z^3 + 147/34*z + 1
*
[ -1 ] 
f(z) = -79/35*z^3 + 149/35*z + 1
*
[ -1 ] 
f(z) = -79/36*z^3 + 151/36*z + 1
*
[ -1 ] 
f(z) = -79/37*z^3 + 153/37*z + 1
*
[ -1 ] 
f(z) = -79/38*z^3 + 155/38*z + 1
*
[ -1 ] 
f(z) = -79/39*z^3 + 157/39*z + 1
*
[ -1 ] 
f(z) = -78/31*z^3 + 140/31*z + 1
*
[ -1 ] 
f(z) = -78/35*z^3 + 148/35*z + 1
*
[ -1 ] 
f(z) = -78/37*z^3 + 152/37*z + 1
*
-2/11 | 0.18926649760740537094741321854851058126 | 0.026644786191786107524104329949758624536
f(z) = -77/24*z^3 + 152/33*z + 1
*
[ -1 ] 
f(z) = -77/32*z^3 + 141/32*z + 1
*
[ -1 ] 
f(z) = -77/34*z^3 + 145/34*z + 1
*
[ -1 ] 
f(z) = -77/36*z^3 + 149/36*z + 1
*
[ -1 ] 
f(z) = -77/37*z^3 + 151/37*z + 1
*
[ -1 ] 
f(z) = -77/38*z^3 + 153/38*z + 1
*
[ -1 ] 
f(z) = -77/39*z^3 + 155/39*z + 1
*
[ -1 ] 
f(z) = -76/33*z^3 + 142/33*z + 1
*
[ -1 ] 
f(z) = -76/35*z^3 + 146/35*z + 1
*
[ -1 ] 
f(z) = -76/37*z^3 + 150/37*z + 1
*
[ -1 ] 
f(z) = -76/39*z^3 + 154/39*z + 1
*
[ -1/5 ] 
f(z) = -75/23*z^3 + 141/23*z + 1
*
[ -1/5 ] 
f(z) = -75/26*z^3 + 159/26*z + 1
*
[ 7/5 ] 
f(z) = -75/28*z^3 + 155/28*z + 1
*
[ -1 ] 
f(z) = -75/34*z^3 + 143/34*z + 1
*
[ -1 ] 
f(z) = -75/37*z^3 + 149/37*z + 1
*
[ -2/5 ] 
f(z) = -75/38*z^3 + 145/38*z + 1
*
[ -1 ] 
f(z) = -75/38*z^3 + 151/38*z + 1
*
[ -1 ] 
f(z) = -74/33*z^3 + 140/33*z + 1
*
[ -1 ] 
f(z) = -74/35*z^3 + 144/35*z + 1
*
[ -1 ] 
f(z) = -74/39*z^3 + 152/39*z + 1
*
[ 4/3 ] 
f(z) = -73/32*z^3 + 155/36*z + 1
*
[ -1 ] 
f(z) = -73/34*z^3 + 141/34*z + 1
*
[ -1 ] 
f(z) = -73/35*z^3 + 143/35*z + 1
*
[ -1 ] 
f(z) = -73/36*z^3 + 145/36*z + 1
*
[ -1 ] 
f(z) = -73/37*z^3 + 147/37*z + 1
*
[ -1 ] 
f(z) = -73/38*z^3 + 149/38*z + 1
*
[ -1 ] 
f(z) = -73/39*z^3 + 151/39*z + 1
*
[ -1 ] 
f(z) = -72/35*z^3 + 142/35*z + 1
*
[ -1/3 ] 
f(z) = -72/35*z^3 + 148/35*z + 1
*
[ -1 ] 
f(z) = -72/37*z^3 + 146/37*z + 1
*
[ -1/3 ] 
f(z) = -72/37*z^3 + 156/37*z + 1
*
[ 4/3 ] 
f(z) = -71/32*z^3 + 151/36*z + 1
*
[ -1 ] 
f(z) = -71/35*z^3 + 141/35*z + 1
*
[ -1 ] 
f(z) = -71/36*z^3 + 143/36*z + 1
*
[ -1 ] 
f(z) = -71/37*z^3 + 145/37*z + 1
*
[ -1 ] 
f(z) = -71/38*z^3 + 147/38*z + 1
*
[ -1 ] 
f(z) = -71/39*z^3 + 149/39*z + 1
*
[ -1 ] 
f(z) = -70/37*z^3 + 144/37*z + 1
*
[ -1 ] 
f(z) = -70/39*z^3 + 148/39*z + 1
*
[ -1 ] 
f(z) = -69/37*z^3 + 143/37*z + 1
*
[ -1 ] 
f(z) = -69/38*z^3 + 145/38*z + 1
*
[ -6/17 ] 
f(z) = -68/27*z^3 + 141/34*z + 1
*
[ -1 ] 
f(z) = -68/37*z^3 + 142/37*z + 1
*
[ -1 ] 
f(z) = -68/39*z^3 + 146/39*z + 1
*
[ 4/3 ] 
f(z) = -67/32*z^3 + 143/36*z + 1
*
[ -1 ] 
f(z) = -67/37*z^3 + 141/37*z + 1
*
[ -1 ] 
f(z) = -67/38*z^3 + 143/38*z + 1
*
[ -1 ] 
f(z) = -67/39*z^3 + 145/39*z + 1
*
[ -1 ] 
f(z) = -66/37*z^3 + 140/37*z + 1
*
[ -6/13 ] 
f(z) = -65/24*z^3 + 146/39*z + 1
*
[ -1 ] 
f(z) = -65/38*z^3 + 141/38*z + 1
*
-1/8 | 0.12141962957916045214956881547375590331 | 0.024297472856341555523567590464536085336
f(z) = -64/21*z^3 + 148/21*z + 1
*
[ 3/2 ] 
f(z) = -64/21*z^3 + 151/21*z + 1
*
[ -1/4 ] 
f(z) = -64/29*z^3 + 149/29*z + 1
*
[ -1/4 ] 
f(z) = -64/31*z^3 + 159/31*z + 1
*
[ 3/2 ] 
f(z) = -64/33*z^3 + 155/33*z + 1
*
[ -1 ] 
f(z) = -64/39*z^3 + 142/39*z + 1
*
[ -3/8 ] 
f(z) = -64/39*z^3 + 152/39*z + 1
*
-20/21 | 0.19083822575845135832048778235502813112 | 0.029036826173974244013425773780492963402
f(z) = -63/25*z^3 + 143/35*z + 1
*
[ -1/3 ] 
f(z) = -63/34*z^3 + 143/34*z + 1
*
[ -1/3 ] 
f(z) = -63/37*z^3 + 155/37*z + 1
*
[ -1/3 ] 
f(z) = -63/38*z^3 + 159/38*z + 1
*
[ -1 ] 
f(z) = -62/39*z^3 + 140/39*z + 1
*
[ 12/11 ] 
f(z) = -77/27*z^3 + 153/44*z + 1
*
-2/7 | 0.17913019703164479276497476971507058928 | 0.027973470985846495994038961002556506484
f(z) = -77/32*z^3 + 151/56*z + 1
*
[ -6/7 ] 
f(z) = -77/36*z^3 + 157/42*z + 1
*
[ -2/3 ] 
f(z) = -75/28*z^3 + 155/42*z + 1
*
-1/2 | 0.14269084126103785612324231352706260322 | 0.028554088448509509018353038069635097659
f(z) = -74/27*z^3 + 145/54*z + 1
*
[ -5/8 ] 
f(z) = -72/25*z^3 + 149/40*z + 1
*
6/5 | 0.16864392798571033316354018954129408375 | 0.020455085065883398953063787474717416123
f(z) = -70/27*z^3 + 141/40*z + 1
*
-1/2 | 0.14643962715458333949881174181953326045 | 0.029507195583294777566091876036518446297
f(z) = -70/27*z^3 + 143/54*z + 1
*
[ -2/3 ] 
f(z) = -69/28*z^3 + 151/42*z + 1
*
-5/11 | 0.19801252761992290033530332805741684949 | 0.029880935798474704156418643323833776011
f(z) = -66/25*z^3 + 151/55*z + 1
*
[ -2/5 ] 
f(z) = -65/32*z^3 + 153/40*z + 1
*
[ 8/7 ] 
f(z) = -63/32*z^3 + 151/56*z + 1
*
[ -1/2 ] 
f(z) = -62/21*z^3 + 157/42*z + 1
*
-1/3 | 0.14148255264465717398689463278066163656 | 0.026531035692962829293421114899558280410
f(z) = -69/20*z^3 + 143/60*z + 1
*
15/13 | 0.24062190375968579085914956232916072288 | 0.028821224314161623455095186475681997912
f(z) = -65/27*z^3 + 152/65*z + 1
*
7/8 | 0.14837071577065019842544080798466640864 | 0.025721646884568543223070697610794568352
f(z) = -80/21*z^3 + 149/84*z + 1
*
-4/7 | 0.18663099851401747443600239242706302487 | 0.029672406710601913780283167436185606867
f(z) = -77/24*z^3 + 151/84*z + 1
*
-8/11 | 0.17179760370555418205827918563553020352 | 0.025482828663965305321226206074368985211
f(z) = -77/32*z^3 + 145/88*z + 1
*
[ 3/4 ] 
f(z) = -76/21*z^3 + 143/84*z + 1
*
0 | 0.10379011491658525995983043579535784689 | 0.018154558686335545588372360636218296951
f(z) = -76/21*z^3 + 157/84*z + 1
*
4/5 | 0.097049498844928029588780558764668355813 | 0.017918703797556573766292290481433617788
f(z) = -75/28*z^3 + 151/84*z + 1
*
0 | 0.16983742194881002787143671672953043160 | 0.029846519066515539280260372023339965335
f(z) = -74/21*z^3 + 149/84*z + 1
*
0 | 0.13366504316014734156148237117510791173 | 0.025065083748453308609989178180736725778
f(z) = -69/32*z^3 + 143/96*z + 1
*
[ 6/7 ] 
f(z) = -65/27*z^3 + 157/98*z + 1
*
0 | 0.13429046528552898352599918711777491539 | 0.024217523538263019738171783021356820757
f(z) = -64/21*z^3 + 151/84*z + 1
*
[ 5/6 ] 
f(z) = -63/20*z^3 + 159/80*z + 1
*
[ 6/7 ] 
f(z) = -62/27*z^3 + 149/98*z + 1
*
0 | 0.13819489509188507600218500901279692458 | 0.023893338877891165578151374115397639310
f(z) = -65/21*z^3 + 157/105*z + 1
*
-8/13 | 0.11434132584251441779546116841706596554 | 0.016966258278057448644796779724463514451
f(z) = -65/32*z^3 + 145/104*z + 1
*
-3/4 | 0.15266769803063896854923418988713611933 | 0.029038104121384330734262092771877039342
f(z) = -64/35*z^3 + 143/105*z + 1
*
0 | 0.10247335321851714437860141382674387286 | 0.017717228648539590309896752144350077938
f(z) = -65/24*z^3 + 157/120*z + 1
*
0 | 0.16795629525874287361661329074428184014 | 0.028337842335604909955794503816108898921
f(z) = -75/28*z^3 + 151/140*z + 1
*
[ 4/5 ] 
f(z) = -75/37*z^3 + 155/148*z + 1
*
-1/16 | 0.11063187802401049900623428319037085326 | 0.019951007723684079884383884230435971036
f(z) = -64/35*z^3 + 141/140*z + 1
*
0 | 0.15999693439727019896143732417739139775 | 0.028853347976547315693802304000517496851
f(z) = -64/35*z^3 + 151/140*z + 1
*
-1/21 | 0.18017952078054531765255238599245821873 | 0.029590769072353535752640924996333780539
f(z) = -63/20*z^3 + 141/140*z + 1
*
0 | 0.17807883020583381195427126525306332717 | 0.029245773984013454168753556837996214770
f(z) = -63/25*z^3 + 141/175*z + 1
*
[ 3/4 ] 
f(z) = -73/36*z^3 + 155/192*z + 1
*
[ 3/4 ] 
f(z) = -71/36*z^3 + 149/192*z + 1
*
[ 2/3 ] 
f(z) = -61/22*z^3 + 145/198*z + 1
*
0 | 0.12753017137705040377626867347418976765 | 0.021321073390485614269930634567527060190
f(z) = -66/35*z^3 + 151/210*z + 1
*
[ 2/3 ] 
f(z) = -67/26*z^3 + 151/234*z + 1
*
[ 2/3 ] 
f(z) = -73/30*z^3 + 157/270*z + 1
*
[ 2/3 ] 
f(z) = -71/30*z^3 + 149/270*z + 1
*
0 | 0.082221243105439057833005280145197279473 | 0.013180019964882533576258853970854353550
f(z) = -64/33*z^3 + 149/264*z + 1
*
[ 2 ] 
f(z) = -79/20*z^3 + 163/10*z + 1
*
[ -2 ] 
f(z) = -79/20*z^3 + 173/10*z + 1
*
[ 2 ] 
f(z) = -79/28*z^3 + 165/14*z + 1
*
[ -2 ] 
f(z) = -79/28*z^3 + 179/14*z + 1
*
[ 4 ] 
f(z) = -79/32*z^3 + 161/4*z + 1
*
[ -4 ] 
f(z) = -79/32*z^3 + 163/4*z + 1
*
[ 2 ] 
f(z) = -79/36*z^3 + 167/18*z + 1
*
[ -2 ] 
f(z) = -77/20*z^3 + 169/10*z + 1
*
[ 2 ] 
f(z) = -77/36*z^3 + 163/18*z + 1
*
[ -2 ] 
f(z) = -75/28*z^3 + 171/14*z + 1
*
[ 12/5 ] 
f(z) = -75/32*z^3 + 169/12*z + 1
*
[ -12/5 ] 
f(z) = -75/32*z^3 + 179/12*z + 1
*
[ -2 ] 
f(z) = -73/20*z^3 + 161/10*z + 1
*
[ -2 ] 
f(z) = -73/28*z^3 + 167/14*z + 1
*
[ -2 ] 
f(z) = -73/36*z^3 + 173/18*z + 1
*
[ -2 ] 
f(z) = -71/28*z^3 + 163/14*z + 1
*
[ -2 ] 
f(z) = -71/36*z^3 + 169/18*z + 1
*
[ -2 ] 
f(z) = -67/36*z^3 + 161/18*z + 1
*
[ 5/2 ] 
f(z) = -66/25*z^3 + 171/10*z + 1
*
[ -5/2 ] 
f(z) = -66/25*z^3 + 179/10*z + 1
*
[ 6 ] 
f(z) = -65/27*z^3 + 175/2*z + 1
*
[ -6 ] 
f(z) = -64/27*z^3 + 173/2*z + 1
*
[ -15/4 ] 
f(z) = -64/27*z^3 + 173/5*z + 1
*
[ 5/2 ] 
f(z) = -62/25*z^3 + 161/10*z + 1
*
[ -5/2 ] 
f(z) = -62/25*z^3 + 169/10*z + 1
*
[ 6 ] 
f(z) = -62/27*z^3 + 167/2*z + 1
*
[ -6 ] 
f(z) = -61/27*z^3 + 165/2*z + 1
*
-3/10 | 0.13203995004125217519551816536719557685 | 0.015693202666877344521274901889357104099
f(z) = -80/27*z^3 + 167/20*z + 1
*
[ -1/4 ] 
f(z) = -80/31*z^3 + 160/31*z + 1
*
[ -1/4 ] 
f(z) = -80/33*z^3 + 170/33*z + 1
*
[ 4/3 ] 
f(z) = -79/32*z^3 + 167/36*z + 1
*
[ -3/11 ] 
f(z) = -77/27*z^3 + 161/33*z + 1
*
[ 4/3 ] 
f(z) = -77/32*z^3 + 163/36*z + 1
*
[ 3/2 ] 
f(z) = -76/21*z^3 + 178/21*z + 1
*
[ -6/19 ] 
f(z) = -76/27*z^3 + 169/38*z + 1
*
[ -1/5 ] 
f(z) = -75/29*z^3 + 177/29*z + 1
*
[ -1/6 ] 
f(z) = -72/23*z^3 + 163/23*z + 1
*
[ -1/6 ] 
f(z) = -72/25*z^3 + 177/25*z + 1
*
[ -7/6 ] 
f(z) = -72/35*z^3 + 163/35*z + 1
*
[ -6/5 ] 
f(z) = -70/27*z^3 + 167/30*z + 1
*
[ 3/2 ] 
f(z) = -68/21*z^3 + 160/21*z + 1
*
[ 3/2 ] 
f(z) = -68/33*z^3 + 164/33*z + 1
*
[ 3/2 ] 
f(z) = -68/39*z^3 + 166/39*z + 1
*
-1/8 | 0.086186317675148409654344541663383313076 | 0.016800783497816259632469952235240915465
f(z) = -64/21*z^3 + 169/21*z + 1
*
[ -3/2 ] 
f(z) = -64/21*z^3 + 179/21*z + 1
*
-5/4 | 0.065157292064013867574080649379820633198 | 0.012745979599642458066302342655312073186
f(z) = -64/33*z^3 + 166/33*z + 1
*
[ -1/4 ] 
f(z) = -64/33*z^3 + 169/33*z + 1
*
[ -11/8 ] 
f(z) = -64/33*z^3 + 178/33*z + 1
*
[ -5/4 ] 
f(z) = -64/35*z^3 + 163/35*z + 1
*
7/4 | 0.15198430271384326548897796266990524086 | 0.029394598815061569332044549356497775935
f(z) = -64/35*z^3 + 176/35*z + 1
*
[ -1/4 ] 
f(z) = -64/35*z^3 + 179/35*z + 1
*
5/3 | 0.11371883370488870779949483496363971019 | 0.022325168926987743216690190581837976166
f(z) = -63/20*z^3 + 163/20*z + 1
*
[ -4/21 ] 
f(z) = -63/32*z^3 + 177/28*z + 1
*
[ -9/20 ] 
f(z) = -80/27*z^3 + 172/45*z + 1
*
[ -1/2 ] 
f(z) = -78/23*z^3 + 177/46*z + 1
*
[ -6/7 ] 
f(z) = -77/27*z^3 + 179/42*z + 1
*
-8/7 | 0.16398276373736761497586468820057325927 | 0.025165424324251009255487208582814732283
f(z) = -77/32*z^3 + 169/56*z + 1
*
[ -4/11 ] 
f(z) = -77/32*z^3 + 179/44*z + 1
*
[ 6/5 ] 
f(z) = -75/28*z^3 + 169/42*z + 1
*
-2/5 | 0.11308282349140190585139724402514216814 | 0.019230029616859023109528771175757160035
f(z) = -75/28*z^3 + 179/42*z + 1
*
[ -1/2 ] 
f(z) = -74/21*z^3 + 163/42*z + 1
*
[ -1/2 ] 
f(z) = -74/23*z^3 + 175/46*z + 1
*
[ -2/3 ] 
f(z) = -72/23*z^3 + 179/46*z + 1
*
[ -5/9 ] 
f(z) = -72/25*z^3 + 166/45*z + 1
*
[ -1/2 ] 
f(z) = -70/23*z^3 + 173/46*z + 1
*
[ -3/4 ] 
f(z) = -67/27*z^3 + 179/48*z + 1
*
[ -1/2 ] 
f(z) = -66/23*z^3 + 171/46*z + 1
*
[ 5/4 ] 
f(z) = -66/25*z^3 + 173/40*z + 1
*
[ -5/12 ] 
f(z) = -64/25*z^3 + 173/45*z + 1
*
[ -5/6 ] 
f(z) = -64/25*z^3 + 179/45*z + 1
*
[ 6/5 ] 
f(z) = -64/27*z^3 + 179/50*z + 1
*
[ -2/3 ] 
f(z) = -63/23*z^3 + 171/46*z + 1
*
[ -5/9 ] 
f(z) = -63/25*z^3 + 161/45*z + 1
*
[ -1/2 ] 
f(z) = -62/23*z^3 + 169/46*z + 1
*
[ 5/4 ] 
f(z) = -62/25*z^3 + 163/40*z + 1
*
[ 6/5 ] 
f(z) = -61/27*z^3 + 171/50*z + 1
*
[ -3/4 ] 
f(z) = -61/27*z^3 + 173/48*z + 1
*
3/40 | 0.16816134928772950921473477141904613608 | 0.022793012265579932138101396789373154086
f(z) = -80/27*z^3 + 161/60*z + 1
*
-8/15 | 0.13406883618892493533071963631187008620 | 0.024753757543777669605010843947092180348
f(z) = -75/22*z^3 + 163/66*z + 1
*
-1/2 | 0.13334681826068270670934005870823800242 | 0.025994045042794249075223139523022082722
f(z) = -74/33*z^3 + 169/66*z + 1
*
33/35 | 0.23477430726616142219712238467165067747 | 0.027630289536691661413856604624337240972
f(z) = -70/27*z^3 + 173/70*z + 1
*
-1/2 | 0.13903331593065056322172144879459131690 | 0.027165588905821280681044638438196901650
f(z) = -70/33*z^3 + 167/66*z + 1
*
0 | 0.12972148553882809244002808844068260892 | 0.024325581484373769306459952799652153975
f(z) = -69/20*z^3 + 167/60*z + 1
*
0 | 0.13786484828545158511810020301073467742 | 0.026937283111006882711308416196492428224
f(z) = -66/35*z^3 + 167/70*z + 1
*
-4/5 | 0.14545689119786012482770094552532915224 | 0.024735324422844530366940921211153657225
f(z) = -65/24*z^3 + 179/60*z + 1
*
0 | 0.13718611768737910326697008536882663973 | 0.026932242901438547992047551954287465558
f(z) = -64/35*z^3 + 163/70*z + 1
*
0 | 0.13397003426062814367902686937009821632 | 0.025558279305683696200025346986692985593
f(z) = -63/20*z^3 + 169/60*z + 1
*
-1/2 | 0.14835623162830725261690221818443610054 | 0.029125148619343402379011968926189351274
f(z) = -62/33*z^3 + 163/66*z + 1
*
0 | 0.14261783226147324999582493046469549633 | 0.027998591732842541194679268462501865269
f(z) = -62/39*z^3 + 163/78*z + 1
*
0 | 0.098774896836114504393655723317606121579 | 0.017123682421304329786761119159947314404
f(z) = -80/21*z^3 + 173/84*z + 1
*
0 | 0.17090468655409011911305544033963394261 | 0.029692901490733076296967996716811935001
f(z) = -79/21*z^3 + 169/84*z + 1
*
0 | 0.16644007950696720467395861711335782362 | 0.026462258528315786301302083984474740005
f(z) = -77/26*z^3 + 172/91*z + 1
*
[ 9/11 ] 
f(z) = -77/27*z^3 + 167/99*z + 1
*
[ 4/5 ] 
f(z) = -75/23*z^3 + 169/92*z + 1
*
[ 5/6 ] 
f(z) = -74/25*z^3 + 167/90*z + 1
*
[ 6/7 ] 
f(z) = -71/27*z^3 + 173/98*z + 1
*
[ 9/10 ] 
f(z) = -70/27*z^3 + 179/90*z + 1
*
[ 6/7 ] 
f(z) = -68/27*z^3 + 165/98*z + 1
*
0 | 0.12800057911217301800643692409367575341 | 0.020350773841697617893568361063885062682
f(z) = -77/30*z^3 + 172/105*z + 1
*
0 | 0.12840883379815507481254001398175342377 | 0.022460768165697405186863450211532398487
f(z) = -76/25*z^3 + 179/100*z + 1
*
[ 4/5 ] 
f(z) = -75/29*z^3 + 163/116*z + 1
*
0 | 0.13420088668847800188119296739513683336 | 0.025377101025636504407855767834360623545
f(z) = -66/35*z^3 + 163/105*z + 1
*
0 | 0.13506800165618860999845621103293584997 | 0.023352711639493730740592124189554908299
f(z) = -65/21*z^3 + 178/105*z + 1
*
-16/21 | 0.17797311598070384595181115736869714297 | 0.029228412603486231803827473158961146675
f(z) = -63/32*z^3 + 163/112*z + 1
*
[ 4/5 ] 
f(z) = -75/31*z^3 + 161/124*z + 1
*
0 | 0.17221788374962302470336136886256190315 | 0.029399086539219624736441707813444923908
f(z) = -70/27*z^3 + 161/135*z + 1
*
0 | 0.14430382567806825018016066352695206465 | 0.025741869579318950899697245561715646115
f(z) = -68/33*z^3 + 173/132*z + 1
*
0 | 0.15234954416457132281362151128838501606 | 0.026340620499737267620960000582857977650
f(z) = -65/27*z^3 + 163/135*z + 1
*
-6/11 | 0.26580745470537973202539901302794308985 | 0.028335391875342686400091556295489747599
f(z) = -77/27*z^3 + 171/154*z + 1
*
0 | 0.14856491149248037889861801195998899580 | 0.025066098487057794150884623886258392893
f(z) = -75/28*z^3 + 179/140*z + 1
*
[ 4/5 ] 
f(z) = -65/28*z^3 + 173/140*z + 1
*
1/20 | 0.16058280780747529221422514293963591162 | 0.026801929068408984221843472443695866849
f(z) = -80/33*z^3 + 166/165*z + 1
*
0 | 0.11404522744536332385791584860064181219 | 0.018132016648390568211863438211492886940
f(z) = -77/24*z^3 + 179/168*z + 1
*
0 | 0.15335914856889471289658673503666278228 | 0.025596270721975579225196399578956581030
f(z) = -80/39*z^3 + 166/195*z + 1
*
[ 3/4 ] 
f(z) = -79/36*z^3 + 173/192*z + 1
*
[ 3/4 ] 
f(z) = -77/36*z^3 + 167/192*z + 1
*
[ 2/3 ] 
f(z) = -67/22*z^3 + 169/198*z + 1
*
[ 2/3 ] 
f(z) = -65/22*z^3 + 161/198*z + 1
*
[ 4/5 ] 
f(z) = -65/36*z^3 + 163/180*z + 1
*
0 | 0.13066147509196621061275281235146431228 | 0.020773828898765744865061971496081428253
f(z) = -77/30*z^3 + 179/210*z + 1
*
[ 3/4 ] 
f(z) = -72/35*z^3 + 173/210*z + 1
*
0 | 0.093274184780153474739724441232447256439 | 0.015478967701125545770874884068761664035
f(z) = -69/35*z^3 + 169/210*z + 1
*
0 | 0.17053742329270428528477801424940190865 | 0.028369629621329881610680161785797269434
f(z) = -68/35*z^3 + 163/210*z + 1
*
[ 2/3 ] 
f(z) = -73/26*z^3 + 175/234*z + 1
*
[ 3/4 ] 
f(z) = -72/37*z^3 + 169/222*z + 1
*
[ 2/3 ] 
f(z) = -71/26*z^3 + 167/234*z + 1
*
[ 2/3 ] 
f(z) = -77/30*z^3 + 173/270*z + 1
*
0 | 0.14410809370586293818739565398457322522 | 0.023264233547388732325303870090548435110
f(z) = -70/39*z^3 + 178/273*z + 1
*
[ -2 ] 
f(z) = -79/36*z^3 + 185/18*z + 1
*
[ -2 ] 
f(z) = -77/36*z^3 + 181/18*z + 1
*
[ 5/2 ] 
f(z) = -74/25*z^3 + 191/10*z + 1
*
[ -5/2 ] 
f(z) = -74/25*z^3 + 199/10*z + 1
*
[ 6 ] 
f(z) = -74/27*z^3 + 199/2*z + 1
*
[ -6 ] 
f(z) = -73/27*z^3 + 197/2*z + 1
*
[ 6 ] 
f(z) = -71/27*z^3 + 191/2*z + 1
*
33/14 | 0.11375070987536758303985271193869434968 | 0.013374061117176075564578757661517220049
f(z) = -70/27*z^3 + 183/14*z + 1
*
[ -6 ] 
f(z) = -70/27*z^3 + 189/2*z + 1
*
[ 6 ] 
f(z) = -68/27*z^3 + 183/2*z + 1
*
[ -6 ] 
f(z) = -67/27*z^3 + 181/2*z + 1
*
[ -3/32 ] 
f(z) = -64/27*z^3 + 187/16*z + 1
*
[ 3 ] 
f(z) = -61/36*z^3 + 191/12*z + 1
*
[ -3 ] 
f(z) = -61/36*z^3 + 199/12*z + 1
*
[ 3/2 ] 
f(z) = -80/21*z^3 + 187/21*z + 1
*
-3/10 | 0.23043087737765660995878616046265246018 | 0.026859749039872435184116201388595105048
f(z) = -80/27*z^3 + 197/20*z + 1
*
-15/8 | 0.24782891530151377028995179956583221569 | 0.028853746302616244360306158020917586598
f(z) = -80/27*z^3 + 199/20*z + 1
*
[ 3/2 ] 
f(z) = -80/33*z^3 + 191/33*z + 1
*
[ -1/4 ] 
f(z) = -80/37*z^3 + 190/37*z + 1
*
[ 3/2 ] 
f(z) = -80/39*z^3 + 193/39*z + 1
*
[ 3/2 ] 
f(z) = -76/33*z^3 + 182/33*z + 1
*
[ 3/2 ] 
f(z) = -76/39*z^3 + 184/39*z + 1
*
[ -7/5 ] 
f(z) = -75/28*z^3 + 195/28*z + 1
*
[ -1/5 ] 
f(z) = -75/31*z^3 + 189/31*z + 1
*
[ -1/5 ] 
f(z) = -75/32*z^3 + 195/32*z + 1
*
[ -3/2 ] 
f(z) = -68/21*z^3 + 188/21*z + 1
*
[ -4/3 ] 
f(z) = -67/32*z^3 + 197/36*z + 1
*
[ -4/3 ] 
f(z) = -65/32*z^3 + 193/36*z + 1
*
[ -1/8 ] 
f(z) = -64/21*z^3 + 190/21*z + 1
*
-1/8 | 0.15310772267041784468512992217026624306 | 0.029179916189592597023029366520768071336
f(z) = -64/27*z^3 + 190/27*z + 1
*
[ -3/2 ] 
f(z) = -64/33*z^3 + 199/33*z + 1
*
-11/8 | 0.10840008040768620725453785082889281245 | 0.020638697107587793967496850232015888035
f(z) = -64/35*z^3 + 191/35*z + 1
*
[ -1/4 ] 
f(z) = -64/37*z^3 + 189/37*z + 1
*
[ 13/8 ] 
f(z) = -64/39*z^3 + 184/39*z + 1
*
[ 5/3 ] 
f(z) = -63/20*z^3 + 183/20*z + 1
*
[ -5/21 ] 
f(z) = -63/25*z^3 + 187/35*z + 1
*
[ -4/3 ] 
f(z) = -61/32*z^3 + 185/36*z + 1
*
[ -3/7 ] 
f(z) = -80/27*z^3 + 190/49*z + 1
*
[ -3/4 ] 
f(z) = -79/27*z^3 + 191/48*z + 1
*
[ -1/2 ] 
f(z) = -78/25*z^3 + 189/50*z + 1
*
-6/11 | 0.19866290917074519126166931397654188817 | 0.023184350748154125446923901013023191015
f(z) = -77/27*z^3 + 195/44*z + 1
*
[ 8/7 ] 
f(z) = -77/32*z^3 + 183/56*z + 1
*
[ -5/6 ] 
f(z) = -76/25*z^3 + 194/45*z + 1
*
[ -4/5 ] 
f(z) = -75/22*z^3 + 195/44*z + 1
*
[ -2/5 ] 
f(z) = -75/23*z^3 + 185/46*z + 1
*
[ -14/15 ] 
f(z) = -75/28*z^3 + 185/42*z + 1
*
-14/15 | 0.090644645761430525336994640381796122301 | 0.015246128361417117462801918284060184286
f(z) = -75/28*z^3 + 191/42*z + 1
*
-14/15 | 0.080448941158821633768249134314398619236 | 0.013461214440012241051538583368916212826
f(z) = -75/28*z^3 + 197/42*z + 1
*
[ -1/2 ] 
f(z) = -74/25*z^3 + 187/50*z + 1
*
[ 5/4 ] 
f(z) = -74/25*z^3 + 193/40*z + 1
*
[ -3/7 ] 
f(z) = -74/27*z^3 + 188/49*z + 1
*
[ -1/2 ] 
f(z) = -74/27*z^3 + 199/54*z + 1
*
[ -3/4 ] 
f(z) = -73/27*z^3 + 185/48*z + 1
*
[ -2/3 ] 
f(z) = -72/25*z^3 + 189/50*z + 1
*
[ -3/7 ] 
f(z) = -71/27*z^3 + 187/49*z + 1
*
-15/14 | 0.16914657536368820523170747999962039182 | 0.022870868363534933956243379378619774009
f(z) = -70/27*z^3 + 181/42*z + 1
*
[ -1/2 ] 
f(z) = -70/27*z^3 + 197/54*z + 1
*
3/2 | 0.21341428729790749167883592780456290769 | 0.028491215485943531354633015158207227259
f(z) = -70/27*z^3 + 199/42*z + 1
*
[ -5/6 ] 
f(z) = -68/25*z^3 + 184/45*z + 1
*
[ -3/7 ] 
f(z) = -68/27*z^3 + 186/49*z + 1
*
[ -3/8 ] 
f(z) = -68/27*z^3 + 193/48*z + 1
*
[ 6/5 ] 
f(z) = -67/27*z^3 + 187/50*z + 1
*
[ -1/2 ] 
f(z) = -66/25*z^3 + 183/50*z + 1
*
[ -3/7 ] 
f(z) = -65/27*z^3 + 185/49*z + 1
*
-8/5 | 0.083322166637156663512952055599094855378 | 0.012531562678521516398624230641999425467
f(z) = -65/32*z^3 + 193/40*z + 1
*
[ -2/3 ] 
f(z) = -63/25*z^3 + 181/50*z + 1
*
-2/21 | 0.14342895054387419667117387968776226486 | 0.021505209029444453410479438740500234818
f(z) = -63/32*z^3 + 197/56*z + 1
*
[ -1/2 ] 
f(z) = -62/25*z^3 + 181/50*z + 1
*
[ -3/7 ] 
f(z) = -62/27*z^3 + 184/49*z + 1
*
[ -1/2 ] 
f(z) = -62/27*z^3 + 193/54*z + 1
*
[ 3/2 ] 
f(z) = -61/36*z^3 + 199/48*z + 1
*
0 | 0.15672019390622166812559971906719440496 | 0.029838544404286162497555386156554636152
f(z) = -78/35*z^3 + 191/70*z + 1
*
-2/7 | 0.18652696314236663722883495102355824787 | 0.029655866157936540727195407472870863284
f(z) = -77/20*z^3 + 197/70*z + 1
*
-2/3 | 0.14863008961648859196324877400093389100 | 0.027442270005924243851651808174939463810
f(z) = -75/22*z^3 + 199/66*z + 1
*
-13/15 | 0.14531335323587508022555205216168681056 | 0.026829885423972336380231886448095887008
f(z) = -75/26*z^3 + 181/78*z + 1
*
-1/2 | 0.15718294392882327656414771149676178291 | 0.029867413487536402480700032998166848053
f(z) = -74/39*z^3 + 193/78*z + 1
*
-5/12 | 0.12395608633441426485155817034830245901 | 0.023553749486478571565351893218476548858
f(z) = -72/35*z^3 + 193/70*z + 1
*
-2/3 | 0.14608261377189694153591376274113885436 | 0.027393646549745514572562137936416886809
f(z) = -69/22*z^3 + 191/66*z + 1
*
0 | 0.15475007325822904665693449421781442565 | 0.029018982484818285102888161292293119275
f(z) = -69/25*z^3 + 182/75*z + 1
*
[ -3/5 ] 
f(z) = -65/36*z^3 + 199/60*z + 1
*
[ 6/7 ] 
f(z) = -80/27*z^3 + 197/98*z + 1
*
0 | 0.12157339868058443050711857256870840096 | 0.021265140739248285992284449720431282462
f(z) = -76/21*z^3 + 199/84*z + 1
*
[ 6/7 ] 
f(z) = -74/27*z^3 + 181/98*z + 1
*
-9/10 | 0.18699066259693878464096093937314099032 | 0.028543484896174741232008998666596007385
f(z) = -70/27*z^3 + 199/90*z + 1
*
17/20 | 0.11522320023959137527294707810181498144 | 0.019231224575168090272498220419487930081
f(z) = -80/21*z^3 + 184/105*z + 1
*
-3/4 | 0.26202228048848276329917628943593039166 | 0.028913427756622017681350781316250477445
f(z) = -77/27*z^3 + 185/112*z + 1
*
0 | 0.14365061369963242112508248367473615939 | 0.025625345312013267155906766284205461260
f(z) = -68/25*z^3 + 197/100*z + 1
*
-3/5 | 0.092302792905662034121608284265375408913 | 0.015958779872472263491507629911183249715
f(z) = -65/21*z^3 + 187/105*z + 1
*
0 | 0.16964018735354996217114059581113179480 | 0.029330102830877492420969288512370878458
f(z) = -65/22*z^3 + 193/110*z + 1
*
0 | 0.14084333292259853086878243209635872796 | 0.025399247243713271691810094324033826066
f(z) = -64/25*z^3 + 181/100*z + 1
*
0 | 0.14522843732520625029780959414017825086 | 0.024239221676661095493080035697963606591
f(z) = -80/27*z^3 + 184/135*z + 1
*
-1/2 | 0.16604375691082880665784493321532022012 | 0.029249772439396981018016854130859060729
f(z) = -73/30*z^3 + 193/120*z + 1
*
[ 3/4 ] 
f(z) = -72/23*z^3 + 197/138*z + 1
*
-3/4 | 0.14821989779426744273055219396791878668 | 0.026440444389825365287271562956875365006
f(z) = -68/33*z^3 + 197/132*z + 1
*
0 | 0.11936878468765672615652637050999680415 | 0.020638380470478659512232592837847766970
f(z) = -65/24*z^3 + 181/120*z + 1
*
9/8 | 0.17054614310003655987556614387613251908 | 0.029565993852352853496249019951277651941
f(z) = -80/39*z^3 + 197/156*z + 1
*
0 | 0.15791480286156954958707644948839949658 | 0.025683600412548126745551506471156237649
f(z) = -78/25*z^3 + 193/150*z + 1
*
0 | 0.13175563630946066585065973520061452880 | 0.023046177697731398209522063853078945603
f(z) = -76/35*z^3 + 199/140*z + 1
*
0 | 0.16785078685890095948392118616547485048 | 0.029359799466707949033439664684629431722
f(z) = -76/39*z^3 + 187/156*z + 1
*
[ 3/4 ] 
f(z) = -72/25*z^3 + 193/150*z + 1
*
0 | 0.12469203049687524104437141229243612203 | 0.020478093534780311009623021243831863615
f(z) = -63/22*z^3 + 199/154*z + 1
*
0 | 0.17534828872929079200625277205635481095 | 0.029585030749659332587811751390780165431
f(z) = -75/32*z^3 + 183/160*z + 1
*
[ 3/4 ] 
f(z) = -72/29*z^3 + 185/174*z + 1
*
0 | 0.16810252011178384922981457012146976502 | 0.029064246378911436074936401112136588536
f(z) = -65/33*z^3 + 193/165*z + 1
*
0 | 0.15785891988235590011306033646392305239 | 0.025304697874929227100958227574472324908
f(z) = -64/21*z^3 + 197/168*z + 1
*
[ 2/3 ] 
f(z) = -73/22*z^3 + 193/198*z + 1
*
[ 3/4 ] 
f(z) = -72/31*z^3 + 181/186*z + 1
*
[ 2/3 ] 
f(z) = -71/22*z^3 + 185/198*z + 1
*
0 | 0.14580928424999631540856802065103945889 | 0.024890909541772243329867911036578712328
f(z) = -70/39*z^3 + 194/195*z + 1
*
0 | 0.17079424289711733782743876992316166572 | 0.029529634370505133716472105470337054963
f(z) = -65/36*z^3 + 181/180*z + 1
*
111/112 | 0.27283624559011360324686133776803063536 | 0.028911339499295860510314815357026034052
f(z) = -64/27*z^3 + 195/196*z + 1
*
0 | 0.15559425523741505551391735869537298397 | 0.024540289876937248510493980612038116058
f(z) = -63/20*z^3 + 187/180*z + 1
*
[ 5/7 ] 
f(z) = -77/30*z^3 + 191/210*z + 1
*
0 | 0.16916217597346583211767629916851839248 | 0.027750499418239553219717672982729850287
f(z) = -74/35*z^3 + 199/210*z + 1
*
0 | 0.077947922812095280991591611935178357837 | 0.012844834575066346585603150845123350142
f(z) = -72/35*z^3 + 187/210*z + 1
*
[ 2/3 ] 
f(z) = -79/26*z^3 + 199/234*z + 1
*
[ 2/3 ] 
f(z) = -77/26*z^3 + 191/234*z + 1
*
[ 15/22 ] 
f(z) = -77/27*z^3 + 189/220*z + 1
*
[ 2/3 ] 
f(z) = -79/30*z^3 + 181/270*z + 1
*
0 | 0.15850880298162748693181699532668379485 | 0.024195826470593460520046638861333363024
f(z) = -70/27*z^3 + 187/270*z + 1
*
[ 3/4 ] 
f(z) = -62/33*z^3 + 191/264*z + 1
*
[ 15/4 ] 
f(z) = -80/27*z^3 + 212/5*z + 1
*
[ 6 ] 
f(z) = -80/27*z^3 + 215/2*z + 1
*
[ -6 ] 
f(z) = -79/27*z^3 + 213/2*z + 1
*
[ 5/2 ] 
f(z) = -78/25*z^3 + 201/10*z + 1
*
[ -5/2 ] 
f(z) = -78/25*z^3 + 209/10*z + 1
*
[ 6 ] 
f(z) = -77/27*z^3 + 207/2*z + 1
*
[ -6 ] 
f(z) = -76/27*z^3 + 205/2*z + 1
*
[ -3/34 ] 
f(z) = -68/27*z^3 + 210/17*z + 1
*
[ 3 ] 
f(z) = -67/36*z^3 + 209/12*z + 1
*
[ -3 ] 
f(z) = -67/36*z^3 + 217/12*z + 1
*
[ 3 ] 
f(z) = -65/36*z^3 + 203/12*z + 1
*
[ -3 ] 
f(z) = -65/36*z^3 + 211/12*z + 1
*
[ -9/8 ] 
f(z) = -80/27*z^3 + 203/36*z + 1
*
[ -1/4 ] 
f(z) = -80/39*z^3 + 200/39*z + 1
*
[ -2/11 ] 
f(z) = -77/24*z^3 + 218/33*z + 1
*
[ -4/3 ] 
f(z) = -77/32*z^3 + 217/36*z + 1
*
[ -3/2 ] 
f(z) = -76/21*z^3 + 206/21*z + 1
*
[ -1/5 ] 
f(z) = -75/34*z^3 + 207/34*z + 1
*
[ -4/3 ] 
f(z) = -73/32*z^3 + 209/36*z + 1
*
[ -1/6 ] 
f(z) = -72/29*z^3 + 205/29*z + 1
*
[ -1/6 ] 
f(z) = -72/31*z^3 + 219/31*z + 1
*
-1/6 | 0.11733489715816632876511771882600655252 | 0.021904789942984877450989820654488979241
f(z) = -72/35*z^3 + 212/35*z + 1
*
[ 5/3 ] 
f(z) = -72/35*z^3 + 214/35*z + 1
*
[ -4/3 ] 
f(z) = -71/32*z^3 + 205/36*z + 1
*
[ -3/2 ] 
f(z) = -68/33*z^3 + 208/33*z + 1
*
[ -3/2 ] 
f(z) = -68/39*z^3 + 218/39*z + 1
*
-2/13 | 0.16860641076107381372394528568512044541 | 0.022603398656295315991734325990942092908
f(z) = -65/24*z^3 + 217/39*z + 1
*
[ 7/4 ] 
f(z) = -64/21*z^3 + 205/21*z + 1
*
[ -1/8 ] 
f(z) = -64/23*z^3 + 208/23*z + 1
*
[ -3/2 ] 
f(z) = -64/39*z^3 + 209/39*z + 1
*
[ -5/3 ] 
f(z) = -63/20*z^3 + 207/20*z + 1
*
[ -9/10 ] 
f(z) = -80/27*z^3 + 203/45*z + 1
*
[ 6/5 ] 
f(z) = -79/27*z^3 + 219/50*z + 1
*
[ 5/4 ] 
f(z) = -78/25*z^3 + 203/40*z + 1
*
[ -1/2 ] 
f(z) = -78/29*z^3 + 213/58*z + 1
*
[ -5/11 ] 
f(z) = -77/25*z^3 + 211/55*z + 1
*
[ 6/5 ] 
f(z) = -76/27*z^3 + 211/50*z + 1
*
[ -4/5 ] 
f(z) = -75/26*z^3 + 213/52*z + 1
*
[ -1/2 ] 
f(z) = -74/29*z^3 + 211/58*z + 1
*
[ 6/5 ] 
f(z) = -73/27*z^3 + 203/50*z + 1
*
[ -5/18 ] 
f(z) = -72/25*z^3 + 217/45*z + 1
*
[ -2/3 ] 
f(z) = -72/29*z^3 + 209/58*z + 1
*
[ -1/2 ] 
f(z) = -70/29*z^3 + 209/58*z + 1
*
[ 3/2 ] 
f(z) = -67/36*z^3 + 217/48*z + 1
*
[ -5/11 ] 
f(z) = -66/25*z^3 + 206/55*z + 1
*
[ -1/2 ] 
f(z) = -66/29*z^3 + 207/58*z + 1
*
[ 3/2 ] 
f(z) = -65/36*z^3 + 211/48*z + 1
*
[ -2/3 ] 
f(z) = -63/29*z^3 + 201/58*z + 1
*
-8/21 | 0.080551746761712830727229004203349941345 | 0.012005975981499700693376370105132230190
f(z) = -63/32*z^3 + 205/56*z + 1
*
[ -8/21 ] 
f(z) = -63/32*z^3 + 219/56*z + 1
*
[ -1/2 ] 
f(z) = -62/29*z^3 + 205/58*z + 1
*
0 | 0.16057988587827029257212687815466983512 | 0.029435459890016242706171570183062250988
f(z) = -78/25*z^3 + 209/75*z + 1
*
-11/15 | 0.14680153969088707793751751174212080323 | 0.027104656263598257521097320058539229586
f(z) = -75/22*z^3 + 211/66*z + 1
*
-3/5 | 0.15266322689333157761903233383400130206 | 0.028186927042784463188113771972313504437
f(z) = -75/26*z^3 + 211/78*z + 1
*
-2/3 | 0.14932921315761042536053035862000065464 | 0.027571352461788112518652202509934059202
f(z) = -75/26*z^3 + 217/78*z + 1
*
[ -2/3 ] 
f(z) = -72/31*z^3 + 219/62*z + 1
*
-1/4 | 0.15806327633319855535363419258936872462 | 0.029330334472757267913414213359569200704
f(z) = -72/35*z^3 + 219/70*z + 1
*
[ 15/14 ] 
f(z) = -70/27*z^3 + 213/70*z + 1
*
-1/3 | 0.11340242811401131160308490575282692288 | 0.021265405604590658305526941569304709301
f(z) = -69/20*z^3 + 203/60*z + 1
*
-2/3 | 0.14518967398425697835400550988145144995 | 0.027177197669887263477083835029345795402
f(z) = -69/26*z^3 + 209/78*z + 1
*
[ -1/2 ] 
f(z) = -66/31*z^3 + 219/62*z + 1
*
-2/5 | 0.16192066323248197928349349567812865749 | 0.027002744429460154437713539311375367344
f(z) = -65/28*z^3 + 201/70*z + 1
*
[ -2/3 ] 
f(z) = -63/31*z^3 + 211/62*z + 1
*
[ 15/16 ] 
f(z) = -80/27*z^3 + 203/80*z + 1
*
-11/15 | 0.090633944147750179242255419060516653306 | 0.016734169867098667206215208463346556052
f(z) = -75/28*z^3 + 205/84*z + 1
*
0 | 0.14233896885677025076430515036313995098 | 0.025391365441273943598314787464261489479
f(z) = -68/21*z^3 + 209/84*z + 1
*
0 | 0.14319588117383722860514559399048200063 | 0.026756292413310024904745359080566453166
f(z) = -61/28*z^3 + 211/84*z + 1
*
0 | 0.14071403519870433968615556575148129334 | 0.023485749451129699190270626691954372915
f(z) = -80/21*z^3 + 211/105*z + 1
*
-3/5 | 0.14049011135557121258103988839146599239 | 0.023448375643545172493893967587926375993
f(z) = -80/21*z^3 + 214/105*z + 1
*
[ 10/13 ] 
f(z) = -78/25*z^3 + 201/130*z + 1
*
[ 5/7 ] 
f(z) = -77/20*z^3 + 219/140*z + 1
*
0 | 0.16793351633621554913741082214210569028 | 0.028333999041049264661638891227803674594
f(z) = -75/28*z^3 + 207/140*z + 1
*
[ 5/6 ] 
f(z) = -72/31*z^3 + 219/155*z + 1
*
0 | 0.13116830249348660147988206756557909785 | 0.022678469414017060795367502511550791958
f(z) = -65/28*z^3 + 213/140*z + 1
*
0 | 0.14606779247464864113174880796454355810 | 0.026341409979596730350915001566980967052
f(z) = -64/39*z^3 + 217/156*z + 1
*
0 | 0.12274620901069635387590248278753888097 | 0.020158532499185858669477599681107064935
f(z) = -63/20*z^3 + 201/140*z + 1
*
[ 2/3 ] 
f(z) = -79/22*z^3 + 217/198*z + 1
*
0 | 0.16617538133746281468836868511457161653 | 0.026420174245406609298217684569872895583
f(z) = -77/26*z^3 + 201/182*z + 1
*
[ 5/6 ] 
f(z) = -72/37*z^3 + 213/185*z + 1
*
0 | 0.17115230832732108580909807400072613789 | 0.026424739637295900136512330353895095925
f(z) = -65/21*z^3 + 209/210*z + 1
*
0 | 0.16107418674021419207037645130839759440 | 0.027068368720982685701287960591890625761
f(z) = -64/35*z^3 + 209/210*z + 1
*
0 | 0.18693184814083565010512841668926475497 | 0.029720238702911654509025417811956399328
f(z) = -77/36*z^3 + 215/252*z + 1
*
[ 5/7 ] 
f(z) = -62/25*z^3 + 212/245*z + 1
*
[ 5/7 ] 
f(z) = -61/25*z^3 + 207/245*z + 1
*
[ 24/35 ] 
f(z) = -70/27*z^3 + 213/280*z + 1
*
[ 3 ] 
f(z) = -77/36*z^3 + 239/12*z + 1
*
[ 3 ] 
f(z) = -73/36*z^3 + 227/12*z + 1
*
[ -3 ] 
f(z) = -73/36*z^3 + 235/12*z + 1
*
[ 3 ] 
f(z) = -71/36*z^3 + 221/12*z + 1
*
[ -3 ] 
f(z) = -71/36*z^3 + 229/12*z + 1
*
[ -15/8 ] 
f(z) = -80/27*z^3 + 239/20*z + 1
*
[ -3/2 ] 
f(z) = -80/33*z^3 + 235/33*z + 1
*
[ -4/3 ] 
f(z) = -79/32*z^3 + 221/36*z + 1
*
[ -3/2 ] 
f(z) = -76/33*z^3 + 226/33*z + 1
*
[ -3/2 ] 
f(z) = -76/39*z^3 + 236/39*z + 1
*
[ -1/5 ] 
f(z) = -75/37*z^3 + 225/37*z + 1
*
[ -1/5 ] 
f(z) = -75/38*z^3 + 231/38*z + 1
*
[ 12/7 ] 
f(z) = -70/27*z^3 + 225/28*z + 1
*
[ -7/4 ] 
f(z) = -64/21*z^3 + 229/21*z + 1
*
[ -1/8 ] 
f(z) = -64/25*z^3 + 226/25*z + 1
*
-1/8 | 0.15788757844373306762258895276049746953 | 0.028987551201762978058075603560876881065
f(z) = -64/33*z^3 + 232/33*z + 1
*
-7/4 | 0.14749935682734219161003467500058835709 | 0.027211217499221788783035108437955555554
f(z) = -64/35*z^3 + 226/35*z + 1
*
[ -13/8 ] 
f(z) = -64/39*z^3 + 232/39*z + 1
*
-2 | 0.078002672505727613656530723490108997117 | 0.014243256029379874664462269732208264946
f(z) = -63/26*z^3 + 239/26*z + 1
*
-2 | 0.078063614625035813908206813683120668199 | 0.014298450756526526328021626802075803476
f(z) = -63/34*z^3 + 235/34*z + 1
*
-2 | 0.078074803816443310190639235298968330554 | 0.014322922958903739836818790883058941976
f(z) = -63/38*z^3 + 233/38*z + 1
*
-2 | 0.077366087246285511966632317668970575453 | 0.014192907994563467426492817180205736064
f(z) = -61/22*z^3 + 233/22*z + 1
*
-2 | 0.077413428775145430933883107425344079056 | 0.014224088060253536412891402394707503612
f(z) = -61/26*z^3 + 231/26*z + 1
*
-2 | 0.057105356672075671887816873984263544619 | 0.010509436558352196853159527262168943230
f(z) = -61/30*z^3 + 229/30*z + 1
*
-2 | 0.077470105094349785072690434455750843064 | 0.014280335274004275396754650857576607518
f(z) = -61/34*z^3 + 227/34*z + 1
*
-2 | 0.077479122849786994139667186013283626510 | 0.014305333560332823380528282940679223000
f(z) = -61/38*z^3 + 225/38*z + 1
*
-6/7 | 0.11262793403713953477990718559951341432 | 0.016411468314064652655734329543974843194
f(z) = -77/32*z^3 + 239/56*z + 1
*
[ -6/5 ] 
f(z) = -75/28*z^3 + 239/42*z + 1
*
[ -2/5 ] 
f(z) = -75/29*z^3 + 227/58*z + 1
*
[ -16/15 ] 
f(z) = -75/32*z^3 + 221/48*z + 1
*
[ -3/10 ] 
f(z) = -74/27*z^3 + 229/50*z + 1
*
[ 3/2 ] 
f(z) = -73/36*z^3 + 235/48*z + 1
*
[ -1/4 ] 
f(z) = -72/23*z^3 + 239/46*z + 1
*
[ -5/24 ] 
f(z) = -72/25*z^3 + 237/40*z + 1
*
[ 3/2 ] 
f(z) = -71/36*z^3 + 229/48*z + 1
*
-3/7 | 0.12044028710497563679017937139705673193 | 0.015838244297200464486242527892926918660
f(z) = -70/27*z^3 + 223/42*z + 1
*
[ -5/4 ] 
f(z) = -66/25*z^3 + 237/40*z + 1
*
3/26 | 0.14302709060945321952340093120675949847 | 0.016400709307585412106821831763959075407
f(z) = -65/27*z^3 + 227/52*z + 1
*
[ 8/5 ] 
f(z) = -65/32*z^3 + 223/40*z + 1
*
[ -4/13 ] 
f(z) = -65/32*z^3 + 231/52*z + 1
*
-1/2 | 0.11736495826653817537521749041170560582 | 0.021741648919462862150603792461469084979
f(z) = -64/21*z^3 + 221/42*z + 1
*
-15/32 | 0.15864276255316836327946024005751423895 | 0.020742325664296674429748997014594986906
f(z) = -64/27*z^3 + 233/48*z + 1
*
[ 4/3 ] 
f(z) = -63/22*z^3 + 235/44*z + 1
*
[ 4/3 ] 
f(z) = -63/26*z^3 + 237/52*z + 1
*
[ -5/4 ] 
f(z) = -62/25*z^3 + 227/40*z + 1
*
[ -3/10 ] 
f(z) = -62/27*z^3 + 227/50*z + 1
*
-33/40 | 0.16119350780347457564255803367706216939 | 0.021222552831801910592504998041777882755
f(z) = -80/27*z^3 + 221/60*z + 1
*
[ -1/2 ] 
f(z) = -78/31*z^3 + 225/62*z + 1
*
[ -6/11 ] 
f(z) = -77/36*z^3 + 229/66*z + 1
*
-1/3 | 0.13336283017329829863579242941708313532 | 0.024623404344391025391781392001675746320
f(z) = -75/22*z^3 + 223/66*z + 1
*
-13/15 | 0.092892275089331551714238145857311103636 | 0.017014528822504080464542423723364060698
f(z) = -75/22*z^3 + 235/66*z + 1
*
-4/5 | 0.14303937394617707885776660523726654054 | 0.026199676436169868684493602478950055605
f(z) = -75/26*z^3 + 235/78*z + 1
*
[ -1/2 ] 
f(z) = -74/31*z^3 + 223/62*z + 1
*
[ -1/2 ] 
f(z) = -74/33*z^3 + 235/66*z + 1
*
[ -1/2 ] 
f(z) = -70/31*z^3 + 221/62*z + 1
*
[ -1/2 ] 
f(z) = -70/33*z^3 + 233/66*z + 1
*
0 | 0.13749806513740713415843730037994519230 | 0.025345498980512679468189386060946299958
f(z) = -69/20*z^3 + 227/60*z + 1
*
-1/3 | 0.13321851769311280801568165563962175026 | 0.024678492490724104432008350663548465088
f(z) = -69/22*z^3 + 221/66*z + 1
*
0 | 0.16159755367376946782311209441786292098 | 0.029645278610732103920911193681045930163
f(z) = -69/26*z^3 + 233/78*z + 1
*
0 | 0.13796879299640105599056895837013903470 | 0.025231762167078084822943990036533323900
f(z) = -66/35*z^3 + 237/70*z + 1
*
[ -4/5 ] 
f(z) = -65/24*z^3 + 239/60*z + 1
*
6/5 | 0.19326541361417496275382143433088397225 | 0.025269190250558652138130326049046172462
f(z) = -65/27*z^3 + 233/60*z + 1
*
-24/65 | 0.25389415088253455753697516906213262461 | 0.028956550741840258285821663522749962394
f(z) = -65/27*z^3 + 238/65*z + 1
*
-9/8 | 0.15218743583101114327046645778932234245 | 0.027853609199871373127747708745911066637
f(z) = -64/21*z^3 + 236/63*z + 1
*
0 | 0.14482237254513768734028675026882206416 | 0.026652517823033318922623395295349050775
f(z) = -63/20*z^3 + 229/60*z + 1
*
[ -1/2 ] 
f(z) = -62/33*z^3 + 229/66*z + 1
*
0 | 0.13170483751455825525144927491003592592 | 0.024238420263018443147633920564275502935
f(z) = -62/35*z^3 + 229/70*z + 1
*
[ 7/8 ] 
f(z) = -80/21*z^3 + 233/84*z + 1
*
-4/7 | 0.16602741007983878775976990051273884316 | 0.026396648339353175160663428315550053904
f(z) = -77/24*z^3 + 235/84*z + 1
*
-3/7 | 0.17685619543770418056253395454992774015 | 0.027073965833052363654630815919917734630
f(z) = -77/36*z^3 + 229/84*z + 1
*
-3/5 | 0.13428471023850929358729169484376474405 | 0.024793615381253595058169441763337968541
f(z) = -75/28*z^3 + 221/84*z + 1
*
-7/15 | 0.12921293313140748391058326738840410667 | 0.023779820360130368015477746476715401366
f(z) = -75/28*z^3 + 229/84*z + 1
*
0 | 0.11434735118335782968906806684555310098 | 0.020944328262121349946699504091163803369
f(z) = -69/28*z^3 + 235/84*z + 1
*
0 | 0.14131063196332574456655996312688312448 | 0.025803263478944631324080916653762037265
f(z) = -69/32*z^3 + 239/96*z + 1
*
0 | 0.13797325017417006711218298169427276566 | 0.025392033321528170842429288023842889407
f(z) = -67/28*z^3 + 229/84*z + 1
*
0 | 0.090760399121597798733612470354315648842 | 0.016367447215229021845547910801212019414
f(z) = -64/21*z^3 + 235/84*z + 1
*
0 | 0.16841495624530340188198208850669205932 | 0.029458481756853871051708205741458544325
f(z) = -76/27*z^3 + 223/108*z + 1
*
[ 5/6 ] 
f(z) = -72/23*z^3 + 227/115*z + 1
*
[ 10/11 ] 
f(z) = -66/25*z^3 + 229/110*z + 1
*
0 | 0.13969933029526089496235552944354271610 | 0.024153449644719327067702572518078714370
f(z) = -65/24*z^3 + 229/120*z + 1
*
0 | 0.16500681423790053299708535796730043456 | 0.029756814076738187348847696464246070379
f(z) = -64/33*z^3 + 223/132*z + 1
*
-3/4 | 0.15027308360522262097218895951392900463 | 0.026285176748095839224588066249213236337
f(z) = -76/39*z^3 + 223/156*z + 1
*
[ 5/6 ] 
f(z) = -72/29*z^3 + 221/145*z + 1
*
0 | 0.11620551452820499326679936656347566100 | 0.020729507241590344570956042420846250316
f(z) = -68/35*z^3 + 237/140*z + 1
*
0 | 0.15615585582186794790389235251157488643 | 0.027856113001336678512662824055862241469
f(z) = -68/39*z^3 + 233/156*z + 1
*
0 | 0.11984541983445674413468499592060295082 | 0.020036301717570165304181506833255738636
f(z) = -66/25*z^3 + 221/150*z + 1
*
[ 12/13 ] 
f(z) = -65/36*z^3 + 227/156*z + 1
*
0 | 0.13654034940624335961757089007753684142 | 0.024623260621204201775436823212992335720
f(z) = -64/35*z^3 + 221/140*z + 1
*
0 | 0.12997601293581005079022657272853189305 | 0.021345878638523210169889354279720405243
f(z) = -63/20*z^3 + 221/140*z + 1
*
0 | 0.14041026292466703854875946392261718687 | 0.023059488934110211877506798056159943813
f(z) = -63/22*z^3 + 221/154*z + 1
*
-3/28 | 0.15607063964221107826660772071199720437 | 0.018863128712690185249102246007397288495
f(z) = -70/27*z^3 + 229/168*z + 1
*
-5/8 | 0.14377969907772302542987149960806042274 | 0.024925745148816507755938766976244073222
f(z) = -64/33*z^3 + 224/165*z + 1
*
[ 3/4 ] 
f(z) = -62/21*z^3 + 223/168*z + 1
*
0 | 0.17853338067149680999443052318241147400 | 0.029320424520339094361564051667354982729
f(z) = -63/26*z^3 + 233/182*z + 1
*
6/7 | 0.23093562845634804267619344032808430816 | 0.027178520311223292420876026557832107847
f(z) = -70/27*z^3 + 239/210*z + 1
*
[ 5/6 ] 
f(z) = -66/35*z^3 + 233/210*z + 1
*
0 | 0.16958100134212272585023832326092642450 | 0.026961632752753345633949117107497578137
f(z) = -77/34*z^3 + 233/238*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.011769883684851788116431446951992235200
f(z) = -63/26*z^3 + 229/234*z + 1
*
[ 17/21 ] 
f(z) = -63/34*z^3 + 233/238*z + 1
*
[ 5/7 ] 
f(z) = -67/25*z^3 + 237/245*z + 1
*
[ 5/7 ] 
f(z) = -66/25*z^3 + 232/245*z + 1
*
[ 5/7 ] 
f(z) = -64/25*z^3 + 222/245*z + 1
*
0 | 0.16604818050972467826621191612188895299 | 0.026399950623796999182308334070140888902
f(z) = -77/38*z^3 + 235/266*z + 1
*
[ 3/4 ] 
f(z) = -70/33*z^3 + 227/264*z + 1
*
[ 3 ] 
f(z) = -79/36*z^3 + 245/12*z + 1
*
[ -3 ] 
f(z) = -79/36*z^3 + 253/12*z + 1
*
[ -3 ] 
f(z) = -77/36*z^3 + 247/12*z + 1
*
-3/16 | 0.18511274027201870497658339342223989424 | 0.023896921684768969143072380603046379336
f(z) = -64/27*z^3 + 257/12*z + 1
*
[ 7/4 ] 
f(z) = -80/21*z^3 + 254/21*z + 1
*
-3/40 | 0.24956159561243899435059749308787371381 | 0.028342443250381944038008464997202361616
f(z) = -80/27*z^3 + 247/20*z + 1
*
[ -3/2 ] 
f(z) = -80/39*z^3 + 245/39*z + 1
*
-2/15 | 0.17012151399310826041302823855205368518 | 0.024585157022290792741150065048717242649
f(z) = -75/32*z^3 + 253/24*z + 1
*
[ -1/6 ] 
f(z) = -72/35*z^3 + 247/35*z + 1
*
[ -5/3 ] 
f(z) = -72/35*z^3 + 256/35*z + 1
*
-2 | 0.079730838559498327049866204761335742344 | 0.014348264454868324640836451785630248659
f(z) = -69/34*z^3 + 259/34*z + 1
*
-2 | 0.079751240505025527257724639439002281893 | 0.014371985405302192173235857199197099332
f(z) = -69/38*z^3 + 257/38*z + 1
*
-2 | 0.079074350670993001446533104209693810449 | 0.014250002966482323810279608249239713017
f(z) = -67/22*z^3 + 257/22*z + 1
*
-2 | 0.079125121820255773911795428659555449868 | 0.014279256197693366771845560631928045646
f(z) = -67/26*z^3 + 255/26*z + 1
*
-2 | 0.058819047847451662459818346043189190145 | 0.010629840528536139508038358757083916036
f(z) = -67/30*z^3 + 253/30*z + 1
*
-2 | 0.079192777999095163210232783150319099368 | 0.014332359513596499599984942404954928000
f(z) = -67/34*z^3 + 251/34*z + 1
*
-2 | 0.079209596855282349162186764011400011733 | 0.014356189049848649363113382279958155751
f(z) = -67/38*z^3 + 249/38*z + 1
*
-2 | 0.078523042896209525080303023126040610147 | 0.014231755915220036295080840760742891433
f(z) = -65/22*z^3 + 249/22*z + 1
*
-2 | 0.078636547374702123325025618555874618453 | 0.014315614013390704223021772898689272586
f(z) = -65/34*z^3 + 243/34*z + 1
*
-2 | 0.078652053178055254968455199288017623888 | 0.014340011878616483412689427304566470423
f(z) = -65/38*z^3 + 241/38*z + 1
*
[ -1/8 ] 
f(z) = -64/27*z^3 + 244/27*z + 1
*
[ -7/4 ] 
f(z) = -64/35*z^3 + 251/35*z + 1
*
-2 | 0.077953132902590078153686838988402518357 | 0.014212583227393772172437136635688875953
f(z) = -63/22*z^3 + 241/22*z + 1
*
[ 2 ] 
f(z) = -61/22*z^3 + 255/22*z + 1
*
[ 2 ] 
f(z) = -61/26*z^3 + 257/26*z + 1
*
[ 2 ] 
f(z) = -61/30*z^3 + 259/30*z + 1
*
[ 3/2 ] 
f(z) = -79/36*z^3 + 253/48*z + 1
*
[ 3/2 ] 
f(z) = -77/36*z^3 + 247/48*z + 1
*
[ -5/4 ] 
f(z) = -74/25*z^3 + 257/40*z + 1
*
[ -1/4 ] 
f(z) = -72/25*z^3 + 259/50*z + 1
*
3/32 | 0.20258334161300884372375625901075654249 | 0.026152269379465532539067395654614146803
f(z) = -64/27*z^3 + 257/48*z + 1
*
[ -8/7 ] 
f(z) = -63/32*z^3 + 249/56*z + 1
*
[ -6/5 ] 
f(z) = -62/27*z^3 + 257/50*z + 1
*
[ -2/3 ] 
f(z) = -79/32*z^3 + 259/72*z + 1
*
[ -1/2 ] 
f(z) = -78/35*z^3 + 249/70*z + 1
*
[ -2/3 ] 
f(z) = -77/32*z^3 + 257/72*z + 1
*
[ -3/5 ] 
f(z) = -75/22*z^3 + 257/66*z + 1
*
[ -2/5 ] 
f(z) = -75/31*z^3 + 241/62*z + 1
*
[ -4/5 ] 
f(z) = -75/34*z^3 + 249/68*z + 1
*
[ -1/2 ] 
f(z) = -74/35*z^3 + 247/70*z + 1
*
[ -3/8 ] 
f(z) = -73/27*z^3 + 259/64*z + 1
*
[ -2/3 ] 
f(z) = -73/32*z^3 + 253/72*z + 1
*
-1/6 | 0.15719934065255409659994204296150444910 | 0.028491288208963076213593580680503695564
f(z) = -72/35*z^3 + 249/70*z + 1
*
[ -2/3 ] 
f(z) = -72/37*z^3 + 249/74*z + 1
*
[ -2/3 ] 
f(z) = -71/32*z^3 + 251/72*z + 1
*
-6/7 | 0.12477651770431360292833120490936323962 | 0.014197060122045537241598570257131296322
f(z) = -70/27*z^3 + 243/70*z + 1
*
[ -1/2 ] 
f(z) = -70/37*z^3 + 257/74*z + 1
*
[ -2/3 ] 
f(z) = -69/22*z^3 + 257/66*z + 1
*
[ -5/6 ] 
f(z) = -69/25*z^3 + 247/60*z + 1
*
[ -3/8 ] 
f(z) = -67/27*z^3 + 257/64*z + 1
*
[ -2/3 ] 
f(z) = -67/32*z^3 + 247/72*z + 1
*
[ -1/2 ] 
f(z) = -66/35*z^3 + 243/70*z + 1
*
[ -1/2 ] 
f(z) = -66/37*z^3 + 255/74*z + 1
*
[ -2/3 ] 
f(z) = -65/32*z^3 + 245/72*z + 1
*
[ 9/8 ] 
f(z) = -64/21*z^3 + 250/63*z + 1
*
[ -15/16 ] 
f(z) = -64/25*z^3 + 259/60*z + 1
*
[ -10/21 ] 
f(z) = -63/25*z^3 + 257/70*z + 1
*
-2/9 | 0.15031447599350600988234372758008741202 | 0.021649405964595833894103757387434994121
f(z) = -63/32*z^3 + 259/72*z + 1
*
[ 4/3 ] 
f(z) = -63/34*z^3 + 241/68*z + 1
*
[ -2/3 ] 
f(z) = -63/37*z^3 + 241/74*z + 1
*
[ 4/3 ] 
f(z) = -63/38*z^3 + 243/76*z + 1
*
[ -1/2 ] 
f(z) = -62/35*z^3 + 241/70*z + 1
*
[ -1/2 ] 
f(z) = -62/37*z^3 + 253/74*z + 1
*
[ -3/8 ] 
f(z) = -61/27*z^3 + 255/64*z + 1
*
[ -2/3 ] 
f(z) = -61/32*z^3 + 241/72*z + 1
*
-7/8 | 0.12024858404207066640768969359107882643 | 0.020846375250225372143126359375775937672
f(z) = -80/21*z^3 + 257/84*z + 1
*
-1/2 | 0.17037742655250303769570009552007714949 | 0.029601295581013485316509703968098852286
f(z) = -79/21*z^3 + 247/84*z + 1
*
-3/5 | 0.091957131876622294268455746652079289223 | 0.016765822507506871759338534045511515786
f(z) = -75/32*z^3 + 241/96*z + 1
*
0 | 0.10381162605117786773990558173749285881 | 0.018518603551011715431696939839898905017
f(z) = -68/21*z^3 + 251/84*z + 1
*
-7/16 | 0.12101631682483469373792769112557992030 | 0.021823705018729579853297571331474809136
f(z) = -64/21*z^3 + 241/84*z + 1
*
[ 9/8 ] 
f(z) = -64/33*z^3 + 254/99*z + 1
*
-2/3 | 0.17094318115575005952200452010070583635 | 0.027099003406618252424649308965377059706
f(z) = -61/20*z^3 + 257/90*z + 1
*
0 | 0.11385069816460304653119260011033368551 | 0.019002148351116857038031307681500775009
f(z) = -80/21*z^3 + 253/105*z + 1
*
-1/4 | 0.15921111414713080952602327214796799472 | 0.026572987772076589992598740329748811911
f(z) = -80/21*z^3 + 256/105*z + 1
*
-2/3 | 0.15744325470320084105202358603828951970 | 0.028453311487279219914549060640334386661
f(z) = -75/34*z^3 + 253/102*z + 1
*
0 | 0.15878183951088933438074816654848421247 | 0.028574186163018768361210711779578740810
f(z) = -75/34*z^3 + 259/102*z + 1
*
0 | 0.14211446296525602779076739061257648493 | 0.025719966223725817654347784501013161318
f(z) = -72/35*z^3 + 251/105*z + 1
*
-2/3 | 0.15853974471825472201687294410884142608 | 0.028818815378338028530748167891930535476
f(z) = -69/34*z^3 + 245/102*z + 1
*
0 | 0.12567793580795697518503729480213643057 | 0.022896586202655962064918030023751910093
f(z) = -69/35*z^3 + 242/105*z + 1
*
[ 9/8 ] 
f(z) = -64/39*z^3 + 256/117*z + 1
*
0 | 0.16279538990744841396472264593351346352 | 0.026826627028733660674612808394389948569
f(z) = -72/25*z^3 + 257/150*z + 1
*
-4/5 | 0.17191591108436221419392259367106049249 | 0.029723566267110809816346026980544257452
f(z) = -65/28*z^3 + 243/140*z + 1
*
[ 12/13 ] 
f(z) = -65/32*z^3 + 257/156*z + 1
*
0 | 0.11814050055722265177925305034862750477 | 0.019402139904339739868865760343100043938
f(z) = -63/20*z^3 + 241/140*z + 1
*
20/21 | 0.13461021609787801395042743031624530766 | 0.022106950901392332327435193922698300684
f(z) = -63/20*z^3 + 253/140*z + 1
*
[ 20/21 ] 
f(z) = -63/32*z^3 + 243/140*z + 1
*
-20/21 | 0.21892963348912945315297772019599605500 | 0.028438023376992072211700466853538027243
f(z) = -63/32*z^3 + 257/140*z + 1
*
[ 6/7 ] 
f(z) = -61/24*z^3 + 250/147*z + 1
*
0 | 0.15097227779908070245968229971210262970 | 0.024003037354718094161822878416478597127
f(z) = -77/24*z^3 + 251/168*z + 1
*
10/11 | 0.22020149145990991172223380687368293044 | 0.026367840580811736554478138311731109122
f(z) = -77/24*z^3 + 256/165*z + 1
*
-7/20 | 0.17084728004644272764273488022035913622 | 0.028515111572997447503589498282344388466
f(z) = -80/39*z^3 + 244/195*z + 1
*
0 | 0.17862059994210219197262976462711894049 | 0.028398835834207321876508825527438421775
f(z) = -77/26*z^3 + 253/182*z + 1
*
-2/5 | 0.17298844174531730282891063654884494574 | 0.020720219586818803565011398111886578007
f(z) = -65/24*z^3 + 242/195*z + 1
*
[ 10/13 ] 
f(z) = -65/24*z^3 + 254/195*z + 1
*
-4/5 | 0.16426887214211921437696049807712910753 | 0.028401424137779930604428858694473445521
f(z) = -65/36*z^3 + 253/180*z + 1
*
0 | 0.075992418022466112340122261558989632428 | 0.012522592049193175093072423650004800512
f(z) = -72/35*z^3 + 257/210*z + 1
*
[ 5/7 ] 
f(z) = -71/25*z^3 + 257/245*z + 1
*
[ 5/7 ] 
f(z) = -69/25*z^3 + 247/245*z + 1
*
[ 5/7 ] 
f(z) = -68/25*z^3 + 242/245*z + 1
*
0 | 0.15407235278610031222156541415485660262 | 0.024035592729233359511927979933105938800
f(z) = -76/33*z^3 + 245/264*z + 1
*
[ 3/4 ] 
f(z) = -74/33*z^3 + 245/264*z + 1
*
0 | 0.17215798279296425542052781375546048999 | 0.027152717148339788542589983089403209758
f(z) = -63/32*z^3 + 247/288*z + 1
*
[ -3/38 ] 
f(z) = -76/27*z^3 + 260/19*z + 1
*
[ 6 ] 
f(z) = -61/24*z^3 + 277/3*z + 1
*
[ -6 ] 
f(z) = -61/24*z^3 + 278/3*z + 1
*
[ -7/4 ] 
f(z) = -80/21*z^3 + 278/21*z + 1
*
[ -12/7 ] 
f(z) = -77/27*z^3 + 279/28*z + 1
*
34/15 | 0.078092512273773019775135448093476506747 | 0.011139663078037864831700493373975281980
f(z) = -75/32*z^3 + 277/24*z + 1
*
-2 | 0.080687326679325213449999992615119764499 | 0.014328590329314095076740740203843274751
f(z) = -73/26*z^3 + 279/26*z + 1
*
-2 | 0.060386093817445565952395503117250929159 | 0.010737180983347045537121243230802598775
f(z) = -73/30*z^3 + 277/30*z + 1
*
-2 | 0.080761698538239319166368376675179545824 | 0.014378670081782560215048393857717346540
f(z) = -73/34*z^3 + 275/34*z + 1
*
-2 | 0.080785822859264507527528384686833373331 | 0.014401680908460789663061350512693807993
f(z) = -73/38*z^3 + 273/38*z + 1
*
[ -1/6 ] 
f(z) = -72/37*z^3 + 261/37*z + 1
*
-2 | 0.080130434513187138454865672402695901140 | 0.014284844890738062328433218693762193126
f(z) = -71/22*z^3 + 273/22*z + 1
*
-2 | 0.080181872688574348716584675322025022346 | 0.014312776157072546106461007814319269235
f(z) = -71/26*z^3 + 271/26*z + 1
*
-2 | 0.059878656780557587196626574141704058072 | 0.010702724898173209018686711883627938254
f(z) = -71/30*z^3 + 269/30*z + 1
*
-2 | 0.080254369351268608740787154320362223930 | 0.014363844220644938198954658337815415953
f(z) = -71/34*z^3 + 267/34*z + 1
*
-2 | 0.080275454296795502055198507739363754793 | 0.014386978724835793302952682131919541593
f(z) = -71/38*z^3 + 265/38*z + 1
*
-2 | 0.079610702239196106784130784872046180002 | 0.014267841763310617708320881319061089493
f(z) = -69/22*z^3 + 265/22*z + 1
*
-2 | 0.079661214306424893679017433581481191983 | 0.014296305135572662398792233715848177051
f(z) = -69/26*z^3 + 263/26*z + 1
*
[ 2 ] 
f(z) = -67/22*z^3 + 279/22*z + 1
*
[ 2 ] 
f(z) = -65/22*z^3 + 271/22*z + 1
*
[ 2 ] 
f(z) = -65/34*z^3 + 277/34*z + 1
*
[ 2 ] 
f(z) = -65/38*z^3 + 279/38*z + 1
*
[ -1/8 ] 
f(z) = -64/29*z^3 + 262/29*z + 1
*
[ 2 ] 
f(z) = -63/22*z^3 + 263/22*z + 1
*
40/21 | 0.11737082004839864001948649138534681058 | 0.016275379143341394454799576503209400719
f(z) = -63/25*z^3 + 271/35*z + 1
*
[ 2 ] 
f(z) = -63/26*z^3 + 265/26*z + 1
*
-44/21 | 0.22948072641162452510546930919058636595 | 0.029991225254464195392376915165665041376
f(z) = -63/32*z^3 + 263/28*z + 1
*
[ 2 ] 
f(z) = -63/34*z^3 + 269/34*z + 1
*
[ 2 ] 
f(z) = -63/38*z^3 + 271/38*z + 1
*
[ -2 ] 
f(z) = -61/22*z^3 + 277/22*z + 1
*
[ 2 ] 
f(z) = -61/34*z^3 + 261/34*z + 1
*
[ 2 ] 
f(z) = -61/38*z^3 + 263/38*z + 1
*
[ -5/4 ] 
f(z) = -78/25*z^3 + 267/40*z + 1
*
[ -2/7 ] 
f(z) = -77/32*z^3 + 263/56*z + 1
*
-2/5 | 0.16151951759740891554484006844443671108 | 0.025780008352835558639235538559844529565
f(z) = -75/28*z^3 + 263/42*z + 1
*
-2/15 | 0.096634143402177672311334167170716230306 | 0.015314642621542467383035321858178225328
f(z) = -75/28*z^3 + 275/42*z + 1
*
5/3 | 0.21292753318749430754429160505132045208 | 0.029680620334955168639373491586634828399
f(z) = -72/25*z^3 + 261/40*z + 1
*
[ -6/5 ] 
f(z) = -68/27*z^3 + 273/50*z + 1
*
-15/26 | 0.23874003976893168248875658275480311869 | 0.026875801106838280666573735641894068642
f(z) = -65/27*z^3 + 267/52*z + 1
*
[ -3/2 ] 
f(z) = -65/36*z^3 + 275/48*z + 1
*
[ -5/24 ] 
f(z) = -64/25*z^3 + 266/45*z + 1
*
[ -3/2 ] 
f(z) = -61/36*z^3 + 263/48*z + 1
*
[ -3/8 ] 
f(z) = -79/27*z^3 + 261/64*z + 1
*
[ -5/13 ] 
f(z) = -78/25*z^3 + 264/65*z + 1
*
0 | 0.16352524654587041697079692432242398117 | 0.029387123161715342773550918055795477172
f(z) = -78/35*z^3 + 261/70*z + 1
*
[ -1/2 ] 
f(z) = -78/37*z^3 + 261/74*z + 1
*
-2/7 | 0.082952135190671844106579456483670633097 | 0.013188535197734466575062337410403376049
f(z) = -77/20*z^3 + 267/70*z + 1
*
[ -3/5 ] 
f(z) = -77/27*z^3 + 277/75*z + 1
*
[ -2/3 ] 
f(z) = -75/22*z^3 + 265/66*z + 1
*
6/5 | 0.097902574875870397938274738881958214616 | 0.017499128772365352417992268452989187876
f(z) = -75/22*z^3 + 269/66*z + 1
*
[ -11/15 ] 
f(z) = -75/22*z^3 + 277/66*z + 1
*
[ -3/5 ] 
f(z) = -75/23*z^3 + 265/69*z + 1
*
[ -4/5 ] 
f(z) = -75/38*z^3 + 267/76*z + 1
*
[ -3/5 ] 
f(z) = -74/27*z^3 + 274/75*z + 1
*
[ -1/2 ] 
f(z) = -74/39*z^3 + 271/78*z + 1
*
[ -5/12 ] 
f(z) = -72/35*z^3 + 263/70*z + 1
*
[ -3/5 ] 
f(z) = -71/27*z^3 + 271/75*z + 1
*
[ -1/2 ] 
f(z) = -70/39*z^3 + 269/78*z + 1
*
[ -1/3 ] 
f(z) = -69/20*z^3 + 263/60*z + 1
*
[ -3/5 ] 
f(z) = -68/27*z^3 + 268/75*z + 1
*
[ -2/5 ] 
f(z) = -65/28*z^3 + 271/70*z + 1
*
[ -6/13 ] 
f(z) = -65/36*z^3 + 277/78*z + 1
*
[ -3/4 ] 
f(z) = -64/23*z^3 + 269/69*z + 1
*
-2/7 | 0.15213632026312324265439470066931701422 | 0.024282363305026986435645327516140067567
f(z) = -63/20*z^3 + 263/70*z + 1
*
[ -10/21 ] 
f(z) = -63/20*z^3 + 267/70*z + 1
*
[ -8/9 ] 
f(z) = -63/32*z^3 + 265/72*z + 1
*
[ -3/5 ] 
f(z) = -62/27*z^3 + 262/75*z + 1
*
[ -1/2 ] 
f(z) = -62/39*z^3 + 265/78*z + 1
*
-3/8 | 0.14109039846741829905650044083197076862 | 0.024459526189735390476674355142409392493
f(z) = -80/21*z^3 + 269/84*z + 1
*
0 | 0.18064055204735990543295176328164691892 | 0.028719987416100839453535067998285685280
f(z) = -77/26*z^3 + 263/91*z + 1
*
-1/4 | 0.15406913561352443832634310587999802337 | 0.026949167235209991133301482270659669661
f(z) = -76/21*z^3 + 271/84*z + 1
*
-2/3 | 0.17437255290809375439300485108215664572 | 0.026993054485493313900835154656206580195
f(z) = -71/20*z^3 + 277/90*z + 1
*
-1/3 | 0.15586247780283712696848556293104831971 | 0.027749480100335326186182362509207798398
f(z) = -69/28*z^3 + 275/84*z + 1
*
-3/4 | 0.11015994729226066022599701023003592278 | 0.019651059025893904877674467679922902178
f(z) = -68/21*z^3 + 265/84*z + 1
*
-1/4 | 0.12162957505350075997362898635292796434 | 0.021697086985068459322124972344425606080
f(z) = -68/21*z^3 + 269/84*z + 1
*
10/9 | 0.18645606915406358914070146876997220177 | 0.029407808015618069454854876853230554330
f(z) = -63/20*z^3 + 269/90*z + 1
*
-13/20 | 0.17062830992709658647207292030857932836 | 0.028478564562224958532734778324157114583
f(z) = -80/21*z^3 + 274/105*z + 1
*
0 | 0.10365650984481939206761730501523051827 | 0.018527588433381589961096684189355475010
f(z) = -78/35*z^3 + 269/105*z + 1
*
[ 10/11 ] 
f(z) = -77/25*z^3 + 269/110*z + 1
*
0 | 0.16770666087082676447036029478293773862 | 0.026547774070645471650249064267048556695
f(z) = -77/30*z^3 + 277/105*z + 1
*
0 | 0.080011214498955216275574532010086537161 | 0.013833615639594162727339228540263191979
f(z) = -65/21*z^3 + 262/105*z + 1
*
0 | 0.15721982314053722178093876373210853465 | 0.027500273105527500076285523263048515759
f(z) = -76/33*z^3 + 271/132*z + 1
*
0 | 0.075102264337442226562378703529030869431 | 0.012984877995083328150621973853877847551
f(z) = -65/24*z^3 + 277/120*z + 1
*
21/16 | 0.15372130769945672349885550309644950862 | 0.027549955373024955676960283021638243242
f(z) = -64/33*z^3 + 265/132*z + 1
*
[ 6/7 ] 
f(z) = -67/24*z^3 + 277/147*z + 1
*
[ 6/7 ] 
f(z) = -65/24*z^3 + 268/147*z + 1
*
21/16 | 0.15321907708175332305462618001741076237 | 0.027535001377679008944360708885701571079
f(z) = -64/35*z^3 + 261/140*z + 1
*
0 | 0.16994392176109181435142182770577928041 | 0.027909783100197703766728437399667815767
f(z) = -63/20*z^3 + 261/140*z + 1
*
[ 6/7 ] 
f(z) = -77/32*z^3 + 269/168*z + 1
*
[ 3/4 ] 
f(z) = -74/21*z^3 + 277/168*z + 1
*
3/40 | 0.22684298003179183938360197495680306856 | 0.024329797490462555734772478570516283115
f(z) = -70/27*z^3 + 269/160*z + 1
*
-13/20 | 0.088961940078060762077969970773219931285 | 0.014848112573911794421398736203855190889
f(z) = -80/39*z^3 + 274/195*z + 1
*
0 | 0.19693644429843079799082622797438816478 | 0.029211686074205772172256412881228959685
f(z) = -77/34*z^3 + 279/187*z + 1
*
[ 5/6 ] 
f(z) = -61/25*z^3 + 269/180*z + 1
*
-1/2 | 0.18833941737147580233874766254644061477 | 0.028175072097595430408442975574050560402
f(z) = -80/21*z^3 + 263/210*z + 1
*
0 | 0.11806076485710785873464947962534185671 | 0.018770445742118920167742055589467107343
f(z) = -77/30*z^3 + 269/210*z + 1
*
0 | 0.14288243575885194821719693237507579238 | 0.023439394342057979612468338555242137097
f(z) = -74/35*z^3 + 269/210*z + 1
*
0 | 0.18012624905739328516714413059139521832 | 0.028874138472114623550774129358052756824
f(z) = -64/27*z^3 + 269/216*z + 1
*
1/7 | 0.15670126612806342864736489498969127514 | 0.024913887498002835096374857070843593701
f(z) = -77/36*z^3 + 263/252*z + 1
*
[ 5/7 ] 
f(z) = -74/25*z^3 + 272/245*z + 1
*
[ 5/7 ] 
f(z) = -73/25*z^3 + 267/245*z + 1
*
[ 5/7 ] 
f(z) = -72/25*z^3 + 262/245*z + 1
*
[ 24/31 ] 
f(z) = -62/27*z^3 + 269/248*z + 1
*
0 | 0.14749620528288550668716640378732606853 | 0.022827041975175268826136985370626232031
f(z) = -80/33*z^3 + 277/264*z + 1
*
0 | 0.12120502776051803284114602889187009655 | 0.017984711917862530018343990483432492996
f(z) = -65/21*z^3 + 278/273*z + 1
*
11/13 | 0.20155472928538160128985834660387476363 | 0.029907206069393382960000970444795701266
f(z) = -65/22*z^3 + 267/286*z + 1
*
0 | 0.17846850619237931332095663931640605977 | 0.028608403204289654721995933729238049729
f(z) = -64/35*z^3 + 267/280*z + 1
*
[ 6 ] 
f(z) = -65/24*z^3 + 295/3*z + 1
*
[ -6 ] 
f(z) = -65/24*z^3 + 296/3*z + 1
*
[ 10/3 ] 
f(z) = -63/25*z^3 + 287/10*z + 1
*
[ -10/3 ] 
f(z) = -63/25*z^3 + 293/10*z + 1
*
[ -3/40 ] 
f(z) = -80/27*z^3 + 287/20*z + 1
*
-2 | 0.082205085480680241026962167721970815906 | 0.014420822594299228119946514545107741808
f(z) = -79/34*z^3 + 299/34*z + 1
*
-2 | 0.082231904808421989990690797312712652975 | 0.014442531331604587613686165230776015315
f(z) = -79/38*z^3 + 297/38*z + 1
*
-2 | 0.081659695811570955901899735523117103675 | 0.014359073267398111463505547959181111448
f(z) = -77/26*z^3 + 295/26*z + 1
*
-2 | 0.061358803053697796977006582940242650324 | 0.010802277901958988020465395876820130680
f(z) = -77/30*z^3 + 293/30*z + 1
*
-2 | 0.081736309224320749870470851418465166386 | 0.014407130596150821248811765543689007198
f(z) = -77/34*z^3 + 291/34*z + 1
*
-2 | 0.081763274735468793722116069824355392419 | 0.014429424262560310456013213887104441497
f(z) = -77/38*z^3 + 289/38*z + 1
*
-2 | 0.081129295090643740430166758255479456454 | 0.014317540763537006055603414399648303753
f(z) = -75/22*z^3 + 289/22*z + 1
*
-2 | 0.081180339688968719834951388560871810783 | 0.014344128419188365114056476592190062053
f(z) = -75/26*z^3 + 287/26*z + 1
*
-2 | 0.081256288047970815516295740400102649729 | 0.014393242824034403487758278481837625021
f(z) = -75/34*z^3 + 283/34*z + 1
*
-2 | 0.081280624157298345419418253895728987567 | 0.014415663597640061606863056511407737320
f(z) = -75/38*z^3 + 281/38*z + 1
*
-2 | 0.080637020241150145558535471807270060268 | 0.014301516128406053470999850921306899731
f(z) = -73/22*z^3 + 281/22*z + 1
*
[ 2 ] 
f(z) = -71/22*z^3 + 295/22*z + 1
*
[ 2 ] 
f(z) = -71/26*z^3 + 297/26*z + 1
*
[ 2 ] 
f(z) = -71/30*z^3 + 299/30*z + 1
*
[ 2 ] 
f(z) = -69/22*z^3 + 287/22*z + 1
*
[ 2 ] 
f(z) = -69/26*z^3 + 289/26*z + 1
*
[ 2 ] 
f(z) = -69/34*z^3 + 293/34*z + 1
*
[ 2 ] 
f(z) = -69/38*z^3 + 295/38*z + 1
*
[ 2 ] 
f(z) = -67/26*z^3 + 281/26*z + 1
*
[ 2 ] 
f(z) = -67/30*z^3 + 283/30*z + 1
*
[ 2 ] 
f(z) = -67/34*z^3 + 285/34*z + 1
*
[ 2 ] 
f(z) = -67/38*z^3 + 287/38*z + 1
*
[ -2 ] 
f(z) = -65/22*z^3 + 293/22*z + 1
*
[ -2/13 ] 
f(z) = -65/24*z^3 + 295/39*z + 1
*
[ 12/5 ] 
f(z) = -65/27*z^3 + 289/20*z + 1
*
[ -1/8 ] 
f(z) = -64/31*z^3 + 280/31*z + 1
*
[ -1/8 ] 
f(z) = -64/33*z^3 + 298/33*z + 1
*
[ -2 ] 
f(z) = -63/22*z^3 + 285/22*z + 1
*
[ -2 ] 
f(z) = -63/26*z^3 + 291/26*z + 1
*
[ -2 ] 
f(z) = -61/26*z^3 + 283/26*z + 1
*
[ -2 ] 
f(z) = -61/30*z^3 + 289/30*z + 1
*
[ -2 ] 
f(z) = -61/34*z^3 + 295/34*z + 1
*
[ -6/5 ] 
f(z) = -77/27*z^3 + 297/50*z + 1
*
[ -8/7 ] 
f(z) = -77/32*z^3 + 281/56*z + 1
*
[ -3/14 ] 
f(z) = -76/27*z^3 + 284/49*z + 1
*
[ -6/5 ] 
f(z) = -74/27*z^3 + 289/50*z + 1
*
[ -3/2 ] 
f(z) = -73/36*z^3 + 299/48*z + 1
*
[ -1/4 ] 
f(z) = -72/29*z^3 + 299/58*z + 1
*
[ -6/5 ] 
f(z) = -71/27*z^3 + 281/50*z + 1
*
[ -3/2 ] 
f(z) = -71/36*z^3 + 293/48*z + 1
*
[ -3/2 ] 
f(z) = -67/36*z^3 + 281/48*z + 1
*
[ -3/14 ] 
f(z) = -64/27*z^3 + 283/49*z + 1
*
[ 3/2 ] 
f(z) = -62/21*z^3 + 293/42*z + 1
*
[ -3/4 ] 
f(z) = -80/23*z^3 + 296/69*z + 1
*
[ -1/3 ] 
f(z) = -75/22*z^3 + 289/66*z + 1
*
-11/15 | 0.13321812811667709994417115418272901197 | 0.023425128432843656742310121462306290792
f(z) = -75/22*z^3 + 295/66*z + 1
*
-7/15 | 0.14251142911911029425102729833668998452 | 0.025243604572492475613541256638721084233
f(z) = -75/26*z^3 + 283/78*z + 1
*
[ -3/5 ] 
f(z) = -75/26*z^3 + 289/78*z + 1
*
[ -2/3 ] 
f(z) = -75/26*z^3 + 295/78*z + 1
*
[ -2/5 ] 
f(z) = -75/37*z^3 + 283/74*z + 1
*
[ -2/5 ] 
f(z) = -73/24*z^3 + 299/75*z + 1
*
[ -2/5 ] 
f(z) = -71/24*z^3 + 298/75*z + 1
*
[ 9/7 ] 
f(z) = -70/27*z^3 + 284/63*z + 1
*
0 | 0.16082475690336889977204874207868992699 | 0.028416867616533864711449309441310584298
f(z) = -69/20*z^3 + 287/60*z + 1
*
[ -1/3 ] 
f(z) = -69/22*z^3 + 287/66*z + 1
*
[ -2/3 ] 
f(z) = -69/26*z^3 + 287/78*z + 1
*
[ -2/5 ] 
f(z) = -67/24*z^3 + 296/75*z + 1
*
[ -1/3 ] 
f(z) = -66/23*z^3 + 298/69*z + 1
*
-6/65 | 0.24312930432552332067763332997443723901 | 0.027191766948948675024743321951567291331
f(z) = -65/27*z^3 + 283/65*z + 1
*
[ -6/13 ] 
f(z) = -65/27*z^3 + 287/78*z + 1
*
[ -3/8 ] 
f(z) = -64/23*z^3 + 280/69*z + 1
*
[ -3/4 ] 
f(z) = -64/25*z^3 + 283/75*z + 1
*
-8/9 | 0.11132949214775884853496029440294780514 | 0.015832421593871547492310635278522344716
f(z) = -63/32*z^3 + 283/72*z + 1
*
[ 6/5 ] 
f(z) = -61/24*z^3 + 287/75*z + 1
*
[ -2/5 ] 
f(z) = -61/24*z^3 + 293/75*z + 1
*
0 | 0.11138686159196271823590078286097491452 | 0.019310101097561214379825421316965063732
f(z) = -80/21*z^3 + 299/84*z + 1
*
-2/3 | 0.17669160290163783206637174052351799778 | 0.026907327080868581432508189201608026097
f(z) = -79/20*z^3 + 293/90*z + 1
*
-11/15 | 0.11314715866295084806159220967977959668 | 0.019967991273993132029705455156153433955
f(z) = -75/28*z^3 + 289/84*z + 1
*
0 | 0.11375109623173446808918188714350745613 | 0.020025992881124552872180274133667970684
f(z) = -68/21*z^3 + 293/84*z + 1
*
[ -5/8 ] 
f(z) = -68/25*z^3 + 293/80*z + 1
*
-7/16 | 0.083006284530261524538456043916216694849 | 0.014648788222108297685250329089041008483
f(z) = -64/21*z^3 + 289/84*z + 1
*
[ 10/9 ] 
f(z) = -63/25*z^3 + 289/90*z + 1
*
0 | 0.12138183166702198699973216919593984883 | 0.021318500538479254107103189927587848681
f(z) = -68/25*z^3 + 297/100*z + 1
*
0 | 0.15393166497958355790997220337527423452 | 0.027003453853683760516541667646054013805
f(z) = -68/27*z^3 + 299/108*z + 1
*
-3/5 | 0.12494234213008227354316630549285419454 | 0.021602026027998865579177661146540886357
f(z) = -65/21*z^3 + 292/105*z + 1
*
0 | 0.12060748321838419036885362675889753230 | 0.021390545698437897669022984147931682151
f(z) = -64/25*z^3 + 281/100*z + 1
*
0 | 0.12057712183697679080755356899344040444 | 0.021358295281692086684784266818565268897
f(z) = -64/27*z^3 + 283/108*z + 1
*
-4/11 | 0.17399487309196523310615716410189212234 | 0.025808750784499974684483577263314931600
f(z) = -77/24*z^3 + 287/132*z + 1
*
0 | 0.13488467761710425293151696635512177768 | 0.023321015653998796790773191711478012492
f(z) = -65/27*z^3 + 298/135*z + 1
*
0 | 0.14182959246983231032215813030584825326 | 0.022549444544967703428336995197299189297
f(z) = -77/20*z^3 + 299/140*z + 1
*
0 | 0.14368312046807287262854652467937897337 | 0.024242435258764302067818684836957684791
f(z) = -75/28*z^3 + 291/140*z + 1
*
-3/4 | 0.17986288861007242643525632224133949256 | 0.029639135554122445607886528926096600727
f(z) = -72/25*z^3 + 293/150*z + 1
*
[ 6/7 ] 
f(z) = -71/24*z^3 + 295/147*z + 1
*
-12/13 | 0.17967916214841173950440531581639815934 | 0.022924257873261205770913471642960649637
f(z) = -65/32*z^3 + 283/156*z + 1
*
5/4 | 0.10752745612887767875529471156825714229 | 0.019070715205927906540098763826969648492
f(z) = -64/35*z^3 + 281/140*z + 1
*
0 | 0.12528832153774394367322990496569879337 | 0.022083762133337420449371949269859766160
f(z) = -64/35*z^3 + 291/140*z + 1
*
-9/16 | 0.15057851827617605207422127699684029138 | 0.026573805074029098910856156287091361706
f(z) = -64/39*z^3 + 289/156*z + 1
*
0 | 0.15983617150397774012662793370781460821 | 0.028105655728891623688131937057060252992
f(z) = -64/39*z^3 + 295/156*z + 1
*
-5/7 | 0.16404739788489751658408990051093978594 | 0.026941400702496688306035788476321312202
f(z) = -63/20*z^3 + 281/140*z + 1
*
0 | 0.16555709698393224257442711466159540962 | 0.027189337633479470127989522068847847238
f(z) = -63/20*z^3 + 291/140*z + 1
*
-6/7 | 0.18557944778230968121042912471925149219 | 0.023189621397370260987954300968529009760
f(z) = -61/24*z^3 + 299/147*z + 1
*
0 | 0.12851385265958292101616617202942049375 | 0.020432379049695238699795944261334024463
f(z) = -77/24*z^3 + 299/168*z + 1
*
0 | 0.15840290212568826825032366994779745462 | 0.027387221627933649164468697790021798168
f(z) = -65/32*z^3 + 293/160*z + 1
*
0 | 0.12053708181132133206215166577251439155 | 0.019164154635040383874601655367942323252
f(z) = -77/27*z^3 + 296/189*z + 1
*
[ 5/6 ] 
f(z) = -67/25*z^3 + 299/180*z + 1
*
0 | 0.12161684202018340483716567462855738722 | 0.021027060498255909212949980094605511676
f(z) = -65/36*z^3 + 289/180*z + 1
*
0 | 0.15712426634795878669773737473786327303 | 0.024781602874710762096180879167107778661
f(z) = -63/20*z^3 + 287/180*z + 1
*
[ 5/6 ] 
f(z) = -78/35*z^3 + 283/210*z + 1
*
0 | 0.11501961152195338575123841840869130279 | 0.018707034985985389410666619351012409799
f(z) = -78/35*z^3 + 293/210*z + 1
*
0 | 0.18942897922330414613013750392214716444 | 0.029246531961237355954676052470592089199
f(z) = -65/21*z^3 + 293/210*z + 1
*
-3/11 | 0.16604458467502973715658742168633591951 | 0.024629480333760123510758451263513188473
f(z) = -77/20*z^3 + 283/220*z + 1
*
0 | 0.18846518859635588890593201562011068298 | 0.029304227413479199624327103656710804894
f(z) = -69/26*z^3 + 283/234*z + 1
*
0 | 0.18185907741203071027710076799885499736 | 0.029866601598774543278123771479336893226
f(z) = -63/32*z^3 + 281/224*z + 1
*
[ 5/7 ] 
f(z) = -79/25*z^3 + 297/245*z + 1
*
[ 5/7 ] 
f(z) = -78/25*z^3 + 292/245*z + 1
*
[ 5/7 ] 
f(z) = -76/25*z^3 + 282/245*z + 1
*
-1/2 | 0.082705058642183426481151741326973913421 | 0.012309108010631708805680826268358688674
f(z) = -69/20*z^3 + 287/240*z + 1
*
4/13 | 0.18668431996569412101140565480490815283 | 0.022360685280927633297753778093303997970
f(z) = -65/32*z^3 + 297/260*z + 1
*
[ 2/3 ] 
f(z) = -63/58*z^3 - 1/58*z + 1
*
[ 2/3 ] 
f(z) = -61/56*z^3 - 1/63*z + 1
*
[ 2/3 ] 
f(z) = -63/59*z^3 - 3/118*z + 1
*
-6/7 | 0.18450576161765384551088248338099380956 | 0.029334515931217038166869047719829251942
f(z) = -77/54*z^3 + 17/14*z + 1
*
[ 7/6 ] 
f(z) = -72/49*z^3 + 15/7*z + 1
*
[ 2/3 ] 
f(z) = -69/40*z^3 + 4/15*z + 1
*
-2/3 | 0.14803992129626908590691659368925270014 | 0.027760684002919307676802916886171434384
f(z) = -69/40*z^3 + 19/15*z + 1
*
[ 6/5 ] 
f(z) = -65/54*z^3 + 19/10*z + 1
*
[ 3/4 ] 
f(z) = -64/45*z^3 + 7/15*z + 1
*
[ 7/8 ] 
f(z) = -64/49*z^3 + 6/7*z + 1
*
[ 2/3 ] 
f(z) = -63/40*z^3 + 1/5*z + 1
*
[ -2/3 ] 
f(z) = -63/40*z^3 + 16/5*z + 1
*
[ 7/10 ] 
f(z) = -80/49*z^3 + 13/35*z + 1
*
[ 3/4 ] 
f(z) = -77/54*z^3 + 15/32*z + 1
*
[ 7/10 ] 
f(z) = -75/49*z^3 + 9/28*z + 1
*
[ 2/3 ] 
f(z) = -75/56*z^3 + 2/21*z + 1
*
-2/5 | 0.14661532970615747941788035636392102844 | 0.027070275441438127560597893589660474121
f(z) = -75/56*z^3 + 8/21*z + 1
*
-2/15 | 0.11238583930813548882937506641536909915 | 0.020750324211566140168309555839912269914
f(z) = -75/56*z^3 + 11/21*z + 1
*
[ 4/5 ] 
f(z) = -75/56*z^3 + 17/28*z + 1
*
[ 3/4 ] 
f(z) = -71/54*z^3 + 13/32*z + 1
*
[ 2/3 ] 
f(z) = -69/56*z^3 + 1/21*z + 1
*
[ 3/4 ] 
f(z) = -65/54*z^3 + 11/32*z + 1
*
[ 2/3 ] 
f(z) = -63/44*z^3 + 3/22*z + 1
*
[ 2/3 ] 
f(z) = -63/52*z^3 + 1/26*z + 1
*
[ 2/3 ] 
f(z) = -79/40*z^3 + 17/45*z + 1
*
[ 2/3 ] 
f(z) = -77/40*z^3 + 16/45*z + 1
*
[ 2/3 ] 
f(z) = -73/40*z^3 + 14/45*z + 1
*
[ 2/3 ] 
f(z) = -71/40*z^3 + 13/45*z + 1
*
[ 2/3 ] 
f(z) = -67/40*z^3 + 11/45*z + 1
*
[ 3/4 ] 
f(z) = -64/51*z^3 + 19/51*z + 1
*
[ 3/4 ] 
f(z) = -64/57*z^3 + 17/57*z + 1
*
[ 2/3 ] 
f(z) = -63/46*z^3 + 5/46*z + 1
*
[ 2/3 ] 
f(z) = -63/50*z^3 + 3/50*z + 1
*
[ 2/3 ] 
f(z) = -61/40*z^3 + 8/45*z + 1
*
[ 2/3 ] 
f(z) = -79/56*z^3 + 8/63*z + 1
*
[ 2/3 ] 
f(z) = -75/44*z^3 + 17/66*z + 1
*
[ 2/3 ] 
f(z) = -75/52*z^3 + 11/78*z + 1
*
[ 2/3 ] 
f(z) = -73/56*z^3 + 5/63*z + 1
*
[ 2/3 ] 
f(z) = -71/56*z^3 + 4/63*z + 1
*
[ 2/3 ] 
f(z) = -69/44*z^3 + 13/66*z + 1
*
[ 2/3 ] 
f(z) = -69/52*z^3 + 7/78*z + 1
*
[ 2/3 ] 
f(z) = -67/56*z^3 + 2/63*z + 1
*
[ 2/3 ] 
f(z) = -65/56*z^3 + 1/63*z + 1
*
[ 5/7 ] 
f(z) = -63/50*z^3 + 17/70*z + 1
*
[ 2/3 ] 
f(z) = -72/47*z^3 + 17/94*z + 1
*
[ 2/3 ] 
f(z) = -72/49*z^3 + 15/98*z + 1
*
[ 2/3 ] 
f(z) = -63/41*z^3 + 15/82*z + 1
*
[ 2/3 ] 
f(z) = -63/43*z^3 + 13/86*z + 1
*
[ 2/3 ] 
f(z) = -63/47*z^3 + 9/94*z + 1
*
[ 2/3 ] 
f(z) = -73/48*z^3 + 19/108*z + 1
*
[ 2/3 ] 
f(z) = -72/53*z^3 + 11/106*z + 1
*
[ 2/3 ] 
f(z) = -72/55*z^3 + 9/110*z + 1
*
[ 2/3 ] 
f(z) = -72/59*z^3 + 5/118*z + 1
*
[ 2/3 ] 
f(z) = -71/48*z^3 + 17/108*z + 1
*
[ 2/3 ] 
f(z) = -67/48*z^3 + 13/108*z + 1
*
[ 2/3 ] 
f(z) = -65/48*z^3 + 11/108*z + 1
*
[ 2/3 ] 
f(z) = -63/53*z^3 + 3/106*z + 1
*
[ 2/3 ] 
f(z) = -63/55*z^3 + 1/110*z + 1
*
[ 2/3 ] 
f(z) = -61/48*z^3 + 7/108*z + 1
*
[ 2/3 ] 
f(z) = -69/50*z^3 + 17/150*z + 1
*
[ 2/3 ] 
f(z) = -75/58*z^3 + 13/174*z + 1
*
[ 2/3 ] 
f(z) = -69/58*z^3 + 5/174*z + 1
*
[ 2/3 ] 
f(z) = -67/52*z^3 + 17/234*z + 1
*
[ 2/3 ] 
f(z) = -61/52*z^3 + 5/234*z + 1
*
[ 7/4 ] 
f(z) = -80/49*z^3 + 38/7*z + 1
*
-2 | 0.095078769610845390497092513889534837705 | 0.016708745796119393639344717477718843655
f(z) = -79/40*z^3 + 37/5*z + 1
*
[ -3 ] 
f(z) = -79/54*z^3 + 29/2*z + 1
*
[ 3/2 ] 
f(z) = -79/54*z^3 + 29/8*z + 1
*
-2 | 0.095092880921977697897569620614413094575 | 0.016792079205838795307179945033241492173
f(z) = -79/56*z^3 + 36/7*z + 1
*
-2 | 0.094608748708474894825625048150942191445 | 0.016706588195403352374857939548791374753
f(z) = -77/40*z^3 + 36/5*z + 1
*
[ 3 ] 
f(z) = -77/54*z^3 + 27/2*z + 1
*
[ -3/2 ] 
f(z) = -77/54*z^3 + 39/8*z + 1
*
[ 7/5 ] 
f(z) = -75/49*z^3 + 23/7*z + 1
*
[ -7/5 ] 
f(z) = -75/49*z^3 + 33/7*z + 1
*
[ -2/5 ] 
f(z) = -75/56*z^3 + 26/7*z + 1
*
-2 | 0.094118346218116832755422500773189327941 | 0.016789452268389670238253307253357719008
f(z) = -75/56*z^3 + 34/7*z + 1
*
-2 | 0.093629509848742832162370284203248915430 | 0.016702250407961337898299453086157836498
f(z) = -73/40*z^3 + 34/5*z + 1
*
[ 2 ] 
f(z) = -73/40*z^3 + 39/5*z + 1
*
[ -3 ] 
f(z) = -73/54*z^3 + 27/2*z + 1
*
[ 3/2 ] 
f(z) = -73/54*z^3 + 27/8*z + 1
*
-2 | 0.093609054265099515927996780485867630128 | 0.016788003716224588291029149814863262977
f(z) = -73/56*z^3 + 33/7*z + 1
*
[ -7/6 ] 
f(z) = -72/49*z^3 + 27/7*z + 1
*
-2 | 0.093118714512415710154265274077138013436 | 0.016700065368220815457450489822096812736
f(z) = -71/40*z^3 + 33/5*z + 1
*
[ 2 ] 
f(z) = -71/40*z^3 + 38/5*z + 1
*
[ 3 ] 
f(z) = -71/54*z^3 + 25/2*z + 1
*
[ -3/2 ] 
f(z) = -71/54*z^3 + 37/8*z + 1
*
-2 | 0.093083721414768950124606349110979807371 | 0.016786427909072121156173994571522727816
f(z) = -71/56*z^3 + 32/7*z + 1
*
[ 2 ] 
f(z) = -71/56*z^3 + 39/7*z + 1
*
-2 | 0.092592620943894674590040237840189352321 | 0.016697864382333552140516952482692549621
f(z) = -69/40*z^3 + 32/5*z + 1
*
-2/3 | 0.15463395892669255457016759199412514062 | 0.027584626980749979795680557162128707432
f(z) = -69/40*z^3 + 34/15*z + 1
*
[ 2 ] 
f(z) = -69/40*z^3 + 37/5*z + 1
*
-2 | 0.092541176363228759642240910423860736515 | 0.016784687101941479497487488785091719219
f(z) = -69/56*z^3 + 31/7*z + 1
*
[ 2 ] 
f(z) = -69/56*z^3 + 38/7*z + 1
*
-2 | 0.092050229746744200236617302547537998034 | 0.016695641493648082960760739177110384562
f(z) = -67/40*z^3 + 31/5*z + 1
*
[ 2 ] 
f(z) = -67/40*z^3 + 36/5*z + 1
*
[ -3 ] 
f(z) = -67/54*z^3 + 25/2*z + 1
*
[ 3/2 ] 
f(z) = -67/54*z^3 + 25/8*z + 1
*
-2 | 0.091980098463087547215890475749903631214 | 0.016782732770689407184028461746887125054
f(z) = -67/56*z^3 + 30/7*z + 1
*
[ 2 ] 
f(z) = -67/56*z^3 + 37/7*z + 1
*
[ 3 ] 
f(z) = -65/54*z^3 + 23/2*z + 1
*
[ -3/5 ] 
f(z) = -65/54*z^3 + 31/10*z + 1
*
[ -3/2 ] 
f(z) = -65/54*z^3 + 35/8*z + 1
*
-2 | 0.091398988390665906938163687757889391058 | 0.016780502189461062464017139705680096050
f(z) = -65/56*z^3 + 29/7*z + 1
*
[ 2 ] 
f(z) = -65/56*z^3 + 36/7*z + 1
*
3/8 | 0.093351588401203953946675352934604728261 | 0.022047529579108541963869481979151342202
f(z) = -64/45*z^3 + 23/15*z + 1
*
[ -7/8 ] 
f(z) = -64/49*z^3 + 22/7*z + 1
*
[ 7/4 ] 
f(z) = -64/49*z^3 + 31/7*z + 1
*
[ -7/4 ] 
f(z) = -64/49*z^3 + 39/7*z + 1
*
-2 | 0.090912003597827541422770494173245494503 | 0.016691093657415504484719001832663591416
f(z) = -63/40*z^3 + 29/5*z + 1
*
[ 2 ] 
f(z) = -63/40*z^3 + 34/5*z + 1
*
[ -2 ] 
f(z) = -63/40*z^3 + 39/5*z + 1
*
[ 5/3 ] 
f(z) = -63/50*z^3 + 39/10*z + 1
*
-2 | 0.090313562301277603133671914348237696527 | 0.016688741546635209536983551859906260729
f(z) = -61/40*z^3 + 28/5*z + 1
*
[ 2 ] 
f(z) = -61/40*z^3 + 33/5*z + 1
*
[ -2 ] 
f(z) = -61/40*z^3 + 38/5*z + 1
*
[ -3 ] 
f(z) = -61/54*z^3 + 23/2*z + 1
*
[ 3/2 ] 
f(z) = -61/54*z^3 + 23/8*z + 1
*
-2 | 0.090169544647204889560229761835756453357 | 0.016774860352964061306147062635651143840
f(z) = -61/56*z^3 + 27/7*z + 1
*
[ 2 ] 
f(z) = -61/56*z^3 + 34/7*z + 1
*
[ 7/8 ] 
f(z) = -80/49*z^3 + 31/28*z + 1
*
-14/15 | 0.14661853887824916422396533926199672559 | 0.027070867965921310817907074114637082552
f(z) = -75/56*z^3 + 26/21*z + 1
*
2/5 | 0.12650451692178070250757706311876195028 | 0.023225741997374736170726640453451723641
f(z) = -75/56*z^3 + 29/21*z + 1
*
-2/3 | 0.14661532970615747941788035636392102844 | 0.027493542298033104549704818384186663859
f(z) = -69/56*z^3 + 22/21*z + 1
*
-10/21 | 0.14698225171672198072784382293192861637 | 0.024138802508978988851820433690332585009
f(z) = -63/40*z^3 + 23/35*z + 1
*
-10/21 | 0.12204697064275610574044302224540218546 | 0.020043697022975160786739409805181502695
f(z) = -63/40*z^3 + 37/35*z + 1
*
[ 3/4 ] 
f(z) = -80/51*z^3 + 28/51*z + 1
*
[ 3/4 ] 
f(z) = -80/57*z^3 + 26/57*z + 1
*
[ 6/7 ] 
f(z) = -77/54*z^3 + 37/42*z + 1
*
[ 4/5 ] 
f(z) = -75/44*z^3 + 37/44*z + 1
*
[ 4/5 ] 
f(z) = -75/52*z^3 + 35/52*z + 1
*
[ 5/6 ] 
f(z) = -72/55*z^3 + 39/55*z + 1
*
[ 5/6 ] 
f(z) = -63/50*z^3 + 27/40*z + 1
*
[ 5/7 ] 
f(z) = -77/50*z^3 + 27/70*z + 1
*
[ 3/4 ] 
f(z) = -76/45*z^3 + 37/60*z + 1
*
[ 7/9 ] 
f(z) = -72/49*z^3 + 38/63*z + 1
*
[ 3/4 ] 
f(z) = -68/45*z^3 + 31/60*z + 1
*
[ 4/5 ] 
f(z) = -65/48*z^3 + 37/60*z + 1
*
[ 2/3 ] 
f(z) = -72/41*z^3 + 23/82*z + 1
*
[ 2/3 ] 
f(z) = -72/43*z^3 + 21/86*z + 1
*
[ 3/4 ] 
f(z) = -67/54*z^3 + 35/96*z + 1
*
[ 3/4 ] 
f(z) = -61/54*z^3 + 29/96*z + 1
*
[ 2/3 ] 
f(z) = -79/48*z^3 + 25/108*z + 1
*
[ 2/3 ] 
f(z) = -77/48*z^3 + 23/108*z + 1
*
[ 2/3 ] 
f(z) = -75/46*z^3 + 31/138*z + 1
*
0 | 0.15149599288095856831397818535717114706 | 0.028901813163761547048081820863072627210
f(z) = -63/40*z^3 + 29/120*z + 1
*
8/15 | 0.14249952442076925823142419351016419243 | 0.026310355022733733285197755295759901971
f(z) = -75/52*z^3 + 25/156*z + 1
*
[ 7/10 ] 
f(z) = -65/49*z^3 + 31/140*z + 1
*
[ 7/10 ] 
f(z) = -64/49*z^3 + 37/175*z + 1
*
[ 2/3 ] 
f(z) = -67/44*z^3 + 35/198*z + 1
*
[ 2/3 ] 
f(z) = -65/44*z^3 + 31/198*z + 1
*
0 | 0.10180503389136912135357278460892023009 | 0.018359202191576385000052706124385489838
f(z) = -64/45*z^3 + 31/180*z + 1
*
[ 2/3 ] 
f(z) = -61/44*z^3 + 23/198*z + 1
*
[ 2/3 ] 
f(z) = -77/52*z^3 + 37/234*z + 1
*
[ 2/3 ] 
f(z) = -73/52*z^3 + 29/234*z + 1
*
[ 2/3 ] 
f(z) = -71/52*z^3 + 25/234*z + 1
*
[ 9/13 ] 
f(z) = -65/54*z^3 + 31/234*z + 1
*
[ 11/16 ] 
f(z) = -64/55*z^3 + 21/220*z + 1
*
0 | 0.16642957075299949963529019867458559865 | 0.028775000195625086829011367192561532000
f(z) = -65/48*z^3 + 37/240*z + 1
*
[ 2/3 ] 
f(z) = -69/49*z^3 + 37/294*z + 1
*
[ 2/3 ] 
f(z) = -66/47*z^3 + 35/282*z + 1
*
[ 2/3 ] 
f(z) = -66/49*z^3 + 29/294*z + 1
*
[ -7/4 ] 
f(z) = -80/49*z^3 + 46/7*z + 1
*
[ 2 ] 
f(z) = -79/40*z^3 + 42/5*z + 1
*
[ -2 ] 
f(z) = -79/40*z^3 + 47/5*z + 1
*
[ 2 ] 
f(z) = -79/56*z^3 + 43/7*z + 1
*
[ -2 ] 
f(z) = -79/56*z^3 + 50/7*z + 1
*
[ 2 ] 
f(z) = -77/40*z^3 + 41/5*z + 1
*
[ -2 ] 
f(z) = -77/40*z^3 + 46/5*z + 1
*
[ -6/7 ] 
f(z) = -77/54*z^3 + 45/14*z + 1
*
[ 2 ] 
f(z) = -75/56*z^3 + 41/7*z + 1
*
[ -2 ] 
f(z) = -75/56*z^3 + 48/7*z + 1
*
[ -2 ] 
f(z) = -73/40*z^3 + 44/5*z + 1
*
[ 2 ] 
f(z) = -73/56*z^3 + 40/7*z + 1
*
[ -2 ] 
f(z) = -73/56*z^3 + 47/7*z + 1
*
[ -7/12 ] 
f(z) = -72/49*z^3 + 45/14*z + 1
*
[ -2 ] 
f(z) = -71/40*z^3 + 43/5*z + 1
*
[ -2 ] 
f(z) = -71/56*z^3 + 46/7*z + 1
*
[ -2 ] 
f(z) = -69/40*z^3 + 42/5*z + 1
*
[ -2/3 ] 
f(z) = -69/40*z^3 + 49/15*z + 1
*
[ -2 ] 
f(z) = -69/56*z^3 + 45/7*z + 1
*
[ 3/2 ] 
f(z) = -68/45*z^3 + 56/15*z + 1
*
[ -2 ] 
f(z) = -67/40*z^3 + 41/5*z + 1
*
[ -2 ] 
f(z) = -67/56*z^3 + 44/7*z + 1
*
-2 | 0.071126755081699314918067461605766644582 | 0.013017742423234408042053468367217646549
f(z) = -65/48*z^3 + 59/12*z + 1
*
[ -2 ] 
f(z) = -65/56*z^3 + 43/7*z + 1
*
[ -3/4 ] 
f(z) = -64/45*z^3 + 47/15*z + 1
*
[ 3/2 ] 
f(z) = -64/45*z^3 + 53/15*z + 1
*
[ -3/8 ] 
f(z) = -64/45*z^3 + 58/15*z + 1
*
[ -5/3 ] 
f(z) = -63/50*z^3 + 51/10*z + 1
*
-2 | 0.069929858876808235261735236012723298546 | 0.012965273978567702047362524185426180571
f(z) = -61/48*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -61/56*z^3 + 41/7*z + 1
*
[ 6/5 ] 
f(z) = -75/56*z^3 + 44/21*z + 1
*
-2/5 | 0.17757325189262844706181193767778169725 | 0.028840970922323273352292799204749288352
f(z) = -65/56*z^3 + 59/35*z + 1
*
[ 14/15 ] 
f(z) = -75/49*z^3 + 53/42*z + 1
*
[ 7/8 ] 
f(z) = -72/49*z^3 + 55/56*z + 1
*
[ 12/13 ] 
f(z) = -65/54*z^3 + 49/52*z + 1
*
3/4 | 0.14028664415420157854571388483344973131 | 0.025298855728027663215310016147894004166
f(z) = -64/45*z^3 + 43/60*z + 1
*
15/16 | 0.12538157915420191211497506751643930924 | 0.022610922808074266198984734333733066730
f(z) = -64/45*z^3 + 47/60*z + 1
*
[ 3/4 ] 
f(z) = -79/54*z^3 + 47/96*z + 1
*
[ 3/4 ] 
f(z) = -73/54*z^3 + 41/96*z + 1
*
-1/4 | 0.11407738467398490561538221276026832521 | 0.023511268163820094421239219757743083078
f(z) = -64/45*z^3 + 53/90*z + 1
*
0 | 0.11936505507214015229827662219806126333 | 0.022383526996189063156448918029431995735
f(z) = -69/40*z^3 + 47/120*z + 1
*
[ 3/4 ] 
f(z) = -62/45*z^3 + 53/120*z + 1
*
[ 3/4 ] 
f(z) = -64/49*z^3 + 59/147*z + 1
*
[ 3/4 ] 
f(z) = -64/53*z^3 + 55/159*z + 1
*
20/21 | 0.15266406916784076041864314697324300913 | 0.025071923805888763749528198057779942029
f(z) = -63/40*z^3 + 53/140*z + 1
*
[ 7/10 ] 
f(z) = -76/49*z^3 + 58/175*z + 1
*
[ 7/10 ] 
f(z) = -72/49*z^3 + 51/175*z + 1
*
[ 7/10 ] 
f(z) = -68/49*z^3 + 44/175*z + 1
*
[ 3/4 ] 
f(z) = -64/55*z^3 + 53/165*z + 1
*
[ 3/4 ] 
f(z) = -64/59*z^3 + 49/177*z + 1
*
[ 2/3 ] 
f(z) = -79/44*z^3 + 59/198*z + 1
*
[ 2/3 ] 
f(z) = -73/44*z^3 + 47/198*z + 1
*
[ 2/3 ] 
f(z) = -71/44*z^3 + 43/198*z + 1
*
0 | 0.16252732943233926625649386605090734686 | 0.028992698548796300872966220694787111034
f(z) = -68/45*z^3 + 47/180*z + 1
*
[ 2/3 ] 
f(z) = -79/52*z^3 + 41/234*z + 1
*
[ 7/10 ] 
f(z) = -75/56*z^3 + 51/224*z + 1
*
0 | 0.16071337559574585791423509435458766231 | 0.027435167209571416941339735225901381222
f(z) = -70/51*z^3 + 44/255*z + 1
*
[ 2/3 ] 
f(z) = -69/43*z^3 + 55/258*z + 1
*
[ 2/3 ] 
f(z) = -66/41*z^3 + 53/246*z + 1
*
[ 2/3 ] 
f(z) = -66/43*z^3 + 47/258*z + 1
*
0 | 0.19383778479539619409523039628320236889 | 0.028752060284901204317995879131529537803
f(z) = -77/54*z^3 + 59/297*z + 1
*
[ 2/3 ] 
f(z) = -75/47*z^3 + 59/282*z + 1
*
[ 2/3 ] 
f(z) = -75/49*z^3 + 53/294*z + 1
*
[ 2/3 ] 
f(z) = -69/47*z^3 + 43/282*z + 1
*
0 | 0.14414317827839040946460232149394458385 | 0.024098511353247227429838674515408301440
f(z) = -66/49*z^3 + 53/294*z + 1
*
-2 | 0.074758560109475622942593151907179436249 | 0.013169244732721025435590299573530480600
f(z) = -79/48*z^3 + 73/12*z + 1
*
-2 | 0.074284448290744571146686149664055063812 | 0.013150077369608407700102954041616227892
f(z) = -77/48*z^3 + 71/12*z + 1
*
[ 3/2 ] 
f(z) = -76/45*z^3 + 62/15*z + 1
*
-2/5 | 0.17071001675888910699692376621731443582 | 0.027101348188207311017341401963446892464
f(z) = -75/56*z^3 + 68/7*z + 1
*
-14/5 | 0.11292135690517353006689871406015042987 | 0.017885562298327605794101013736600308983
f(z) = -75/56*z^3 + 69/7*z + 1
*
[ 14/5 ] 
f(z) = -75/56*z^3 + 78/7*z + 1
*
-2 | 0.073294394954414990126860966605722614008 | 0.013109383944177593807935804621833189703
f(z) = -73/48*z^3 + 67/12*z + 1
*
[ 2 ] 
f(z) = -73/48*z^3 + 79/12*z + 1
*
[ 3 ] 
f(z) = -73/54*z^3 + 77/6*z + 1
*
[ 7/3 ] 
f(z) = -72/49*z^3 + 60/7*z + 1
*
[ -7/3 ] 
f(z) = -72/49*z^3 + 66/7*z + 1
*
[ 7/4 ] 
f(z) = -72/49*z^3 + 69/14*z + 1
*
-2 | 0.072777748987583879803914295278328067506 | 0.013087918679187669203767371941709139258
f(z) = -71/48*z^3 + 65/12*z + 1
*
[ 2 ] 
f(z) = -71/48*z^3 + 77/12*z + 1
*
[ -3 ] 
f(z) = -71/54*z^3 + 79/6*z + 1
*
[ -3/2 ] 
f(z) = -68/45*z^3 + 76/15*z + 1
*
-2 | 0.071696153207818446790723765499058969671 | 0.013042379325037737373383653268841440916
f(z) = -67/48*z^3 + 61/12*z + 1
*
[ 2 ] 
f(z) = -67/48*z^3 + 73/12*z + 1
*
[ 3 ] 
f(z) = -67/54*z^3 + 71/6*z + 1
*
[ 2 ] 
f(z) = -65/48*z^3 + 71/12*z + 1
*
-3/5 | 0.12844261420181385540980694163872952599 | 0.017341383899129718864258774919860867330
f(z) = -65/54*z^3 + 61/10*z + 1
*
[ -3 ] 
f(z) = -65/54*z^3 + 73/6*z + 1
*
[ -3/2 ] 
f(z) = -64/45*z^3 + 73/15*z + 1
*
[ 2 ] 
f(z) = -61/48*z^3 + 67/12*z + 1
*
[ -2 ] 
f(z) = -61/48*z^3 + 79/12*z + 1
*
[ 3 ] 
f(z) = -61/54*z^3 + 65/6*z + 1
*
[ -7/15 ] 
f(z) = -75/49*z^3 + 73/21*z + 1
*
[ -2/3 ] 
f(z) = -75/56*z^3 + 65/21*z + 1
*
[ -14/15 ] 
f(z) = -75/56*z^3 + 68/21*z + 1
*
26/15 | 0.12739115332297102191783540640336343064 | 0.019956296845814406983777237764424140112
f(z) = -75/56*z^3 + 74/21*z + 1
*
[ -6/5 ] 
f(z) = -75/56*z^3 + 79/21*z + 1
*
[ 3/2 ] 
f(z) = -71/54*z^3 + 79/24*z + 1
*
[ -2/3 ] 
f(z) = -69/56*z^3 + 64/21*z + 1
*
[ 3/2 ] 
f(z) = -65/54*z^3 + 73/24*z + 1
*
7/4 | 0.093094908259158615631115019776380859302 | 0.014863322489832935535929927727647529583
f(z) = -64/49*z^3 + 75/28*z + 1
*
[ 4/3 ] 
f(z) = -63/40*z^3 + 61/20*z + 1
*
[ -2/3 ] 
f(z) = -63/44*z^3 + 69/22*z + 1
*
[ -2/3 ] 
f(z) = -63/52*z^3 + 79/26*z + 1
*
3/2 | 0.14921058568748500844236508215141091894 | 0.027687622872402491573832977653681307313
f(z) = -62/45*z^3 + 73/30*z + 1
*
-9/8 | 0.12158529944795325594893924402936378043 | 0.028074990975988956524915716199012062864
f(z) = -64/45*z^3 + 76/45*z + 1
*
-3/4 | 0.13273188287637965120000437285391691048 | 0.023216938907560564723961223464733681155
f(z) = -76/45*z^3 + 77/60*z + 1
*
14/15 | 0.13732650990343670021749094795135752435 | 0.025355237108887993487570390888015123835
f(z) = -75/44*z^3 + 65/66*z + 1
*
-3/4 | 0.12378721963445795102540489430120104317 | 0.022081981877082162325398176991845981305
f(z) = -68/45*z^3 + 71/60*z + 1
*
[ 15/16 ] 
f(z) = -64/45*z^3 + 71/60*z + 1
*
[ 4/5 ] 
f(z) = -75/46*z^3 + 73/92*z + 1
*
[ 6/7 ] 
f(z) = -67/54*z^3 + 73/98*z + 1
*
[ 6/7 ] 
f(z) = -61/54*z^3 + 65/98*z + 1
*
[ 4/5 ] 
f(z) = -75/58*z^3 + 67/116*z + 1
*
[ 11/15 ] 
f(z) = -75/44*z^3 + 73/132*z + 1
*
[ 3/4 ] 
f(z) = -74/45*z^3 + 71/120*z + 1
*
[ 3/4 ] 
f(z) = -64/41*z^3 + 67/123*z + 1
*
[ 3/4 ] 
f(z) = -64/43*z^3 + 65/129*z + 1
*
1/5 | 0.14820313520839881793434804783667758927 | 0.027363439412622096372626382828896957945
f(z) = -75/52*z^3 + 61/156*z + 1
*
[ 4/5 ] 
f(z) = -65/56*z^3 + 69/140*z + 1
*
[ 3/4 ] 
f(z) = -64/47*z^3 + 61/141*z + 1
*
[ 3/4 ] 
f(z) = -80/59*z^3 + 76/177*z + 1
*
0 | 0.11118439811401371910222962512632471097 | 0.019447937620918927372803532853122066092
f(z) = -76/45*z^3 + 79/180*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.020408911012827971141403765524486178350
f(z) = -65/42*z^3 + 73/210*z + 1
*
[ 3/4 ] 
f(z) = -68/57*z^3 + 77/228*z + 1
*
[ 2/3 ] 
f(z) = -78/43*z^3 + 79/258*z + 1
*
[ 2/3 ] 
f(z) = -75/41*z^3 + 77/246*z + 1
*
[ 2/3 ] 
f(z) = -75/43*z^3 + 71/258*z + 1
*
[ 2/3 ] 
f(z) = -69/41*z^3 + 61/246*z + 1
*
[ 2/3 ] 
f(z) = -78/47*z^3 + 67/282*z + 1
*
[ 2/3 ] 
f(z) = -78/49*z^3 + 61/294*z + 1
*
[ 2 ] 
f(z) = -79/48*z^3 + 85/12*z + 1
*
[ -2 ] 
f(z) = -79/48*z^3 + 97/12*z + 1
*
[ 3 ] 
f(z) = -79/54*z^3 + 83/6*z + 1
*
[ 2 ] 
f(z) = -77/48*z^3 + 83/12*z + 1
*
[ -2 ] 
f(z) = -77/48*z^3 + 95/12*z + 1
*
[ -3 ] 
f(z) = -77/54*z^3 + 85/6*z + 1
*
[ -3/2 ] 
f(z) = -76/45*z^3 + 82/15*z + 1
*
[ -14/5 ] 
f(z) = -75/56*z^3 + 83/7*z + 1
*
[ -2 ] 
f(z) = -73/48*z^3 + 91/12*z + 1
*
[ 6 ] 
f(z) = -73/54*z^3 + 99/2*z + 1
*
[ -7/4 ] 
f(z) = -72/49*z^3 + 85/14*z + 1
*
[ -2 ] 
f(z) = -71/48*z^3 + 89/12*z + 1
*
[ -6 ] 
f(z) = -71/54*z^3 + 97/2*z + 1
*
[ -2 ] 
f(z) = -67/48*z^3 + 85/12*z + 1
*
[ 6 ] 
f(z) = -67/54*z^3 + 91/2*z + 1
*
[ -2 ] 
f(z) = -65/48*z^3 + 83/12*z + 1
*
[ -6 ] 
f(z) = -65/54*z^3 + 89/2*z + 1
*
[ 15/8 ] 
f(z) = -64/45*z^3 + 82/15*z + 1
*
[ -15/8 ] 
f(z) = -64/45*z^3 + 98/15*z + 1
*
-10/3 | 0.18265539030214350351619108172282259064 | 0.028056550254727023944154523943931290037
f(z) = -63/40*z^3 + 84/5*z + 1
*
[ 10/3 ] 
f(z) = -63/40*z^3 + 91/5*z + 1
*
[ -10/3 ] 
f(z) = -63/40*z^3 + 94/5*z + 1
*
[ 6 ] 
f(z) = -61/54*z^3 + 83/2*z + 1
*
[ -7/8 ] 
f(z) = -80/49*z^3 + 95/28*z + 1
*
-2/7 | 0.16818238036436343107633967660117459724 | 0.025435773837209537014789021797502953792
f(z) = -77/40*z^3 + 93/35*z + 1
*
[ 3/2 ] 
f(z) = -77/54*z^3 + 85/24*z + 1
*
[ -2/5 ] 
f(z) = -75/44*z^3 + 83/22*z + 1
*
28/15 | 0.072070746261307900189087138646043693690 | 0.011281216800819422126858061999378486571
f(z) = -75/49*z^3 + 85/21*z + 1
*
[ -7/10 ] 
f(z) = -75/49*z^3 + 89/28*z + 1
*
[ -2/5 ] 
f(z) = -75/52*z^3 + 97/26*z + 1
*
[ -4/5 ] 
f(z) = -75/56*z^3 + 87/28*z + 1
*
-26/15 | 0.18134490472996729543250520453177655770 | 0.027338489257523364597527285954962614616
f(z) = -75/56*z^3 + 95/21*z + 1
*
3/2 | 0.15784687159798697942355525576955055310 | 0.028139346690980613689910672393377064048
f(z) = -74/45*z^3 + 91/30*z + 1
*
[ -3/4 ] 
f(z) = -73/54*z^3 + 99/32*z + 1
*
[ -3/4 ] 
f(z) = -67/54*z^3 + 97/32*z + 1
*
[ -6/13 ] 
f(z) = -65/54*z^3 + 89/26*z + 1
*
-2/5 | 0.19183233360361902779667318469640699162 | 0.028965721149110926532682204365048268859
f(z) = -65/56*z^3 + 94/35*z + 1
*
[ -7/16 ] 
f(z) = -64/49*z^3 + 99/28*z + 1
*
[ -4/3 ] 
f(z) = -63/40*z^3 + 91/20*z + 1
*
[ -3/4 ] 
f(z) = -61/54*z^3 + 95/32*z + 1
*
[ 7/6 ] 
f(z) = -78/49*z^3 + 97/42*z + 1
*
[ 10/11 ] 
f(z) = -77/40*z^3 + 82/55*z + 1
*
-10/11 | 0.17810441110637966814905643189749946964 | 0.026418320713594332413419690068107802938
f(z) = -77/40*z^3 + 93/55*z + 1
*
[ 7/6 ] 
f(z) = -66/49*z^3 + 83/42*z + 1
*
[ 9/8 ] 
f(z) = -64/45*z^3 + 86/45*z + 1
*
-10/9 | 0.16427476516289616547539842651772555381 | 0.025279721837890921998127083356160270834
f(z) = -63/40*z^3 + 83/45*z + 1
*
-1/3 | 0.074748363721990720733712705243258399627 | 0.016737550736827450450583495649087051259
f(z) = -63/40*z^3 + 87/40*z + 1
*
[ 10/9 ] 
f(z) = -63/40*z^3 + 92/45*z + 1
*
-3/16 | 0.15134461812081200132295474239271494104 | 0.027293016253516177811420485336934547067
f(z) = -64/45*z^3 + 83/60*z + 1
*
[ 6/7 ] 
f(z) = -79/54*z^3 + 89/98*z + 1
*
[ 6/7 ] 
f(z) = -77/48*z^3 + 85/84*z + 1
*
[ 6/7 ] 
f(z) = -73/54*z^3 + 81/98*z + 1
*
[ 3/4 ] 
f(z) = -80/41*z^3 + 94/123*z + 1
*
[ 3/4 ] 
f(z) = -80/43*z^3 + 92/129*z + 1
*
[ 5/6 ] 
f(z) = -69/50*z^3 + 91/120*z + 1
*
[ 3/4 ] 
f(z) = -80/47*z^3 + 88/141*z + 1
*
[ 3/4 ] 
f(z) = -80/49*z^3 + 86/147*z + 1
*
[ 3/4 ] 
f(z) = -80/53*z^3 + 82/159*z + 1
*
0 | 0.11808972075805159753861141753739318658 | 0.022144374255620938656347905559751173364
f(z) = -69/56*z^3 + 95/168*z + 1
*
17/16 | 0.15930276083112940918188093863061031944 | 0.028728162881373875161889254331501604012
f(z) = -64/51*z^3 + 97/204*z + 1
*
0 | 0.15069910487035030544094972974308085890 | 0.027176606407857527309222552005711507749
f(z) = -64/55*z^3 + 91/220*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.029499918229849480113878467005529495942
f(z) = -64/57*z^3 + 85/228*z + 1
*
[ 2/3 ] 
f(z) = -78/41*z^3 + 85/246*z + 1
*
[ 6 ] 
f(z) = -79/54*z^3 + 107/2*z + 1
*
[ -6 ] 
f(z) = -77/54*z^3 + 105/2*z + 1
*
[ 7/2 ] 
f(z) = -64/49*z^3 + 117/7*z + 1
*
[ -7/10 ] 
f(z) = -80/49*z^3 + 113/35*z + 1
*
[ -3/4 ] 
f(z) = -79/54*z^3 + 101/32*z + 1
*
[ -3/2 ] 
f(z) = -79/54*z^3 + 119/24*z + 1
*
10/7 | 0.16431638517239455428799052867288327776 | 0.024139930130836633909016583574966141083
f(z) = -77/40*z^3 + 113/35*z + 1
*
[ -3/11 ] 
f(z) = -77/54*z^3 + 105/22*z + 1
*
2/15 | 0.19233085314215243169323352423867205065 | 0.028147220833076481095753274720390944745
f(z) = -75/56*z^3 + 116/21*z + 1
*
[ -3/2 ] 
f(z) = -73/54*z^3 + 113/24*z + 1
*
[ -3/2 ] 
f(z) = -67/54*z^3 + 107/24*z + 1
*
-2 | 0.091487241489013413903538743098239624424 | 0.016718332652875242121334041203383866103
f(z) = -65/44*z^3 + 119/22*z + 1
*
[ 7/5 ] 
f(z) = -65/49*z^3 + 101/35*z + 1
*
[ -6/5 ] 
f(z) = -65/54*z^3 + 107/30*z + 1
*
-7/4 | 0.19589826798978061527480918114745404550 | 0.029597521291839739066806816109248208672
f(z) = -64/49*z^3 + 107/28*z + 1
*
-10/7 | 0.16288126218461166383788045107962697262 | 0.024294629412934557614335550500197968180
f(z) = -63/40*z^3 + 102/35*z + 1
*
-2 | 0.090904433099003950304741977937700766906 | 0.016716275717024089027590576104886334174
f(z) = -63/44*z^3 + 115/22*z + 1
*
-2 | 0.090847461202657650124320801085632942023 | 0.016759869867984256924850754815173320227
f(z) = -63/52*z^3 + 113/26*z + 1
*
[ 3/2 ] 
f(z) = -62/45*z^3 + 103/30*z + 1
*
-2 | 0.090300964461205879638312398318514985854 | 0.016714113777031118591272907673798488434
f(z) = -61/44*z^3 + 111/22*z + 1
*
-2 | 0.090230140976841030589602225242788331684 | 0.016757400633608000496462883981516941306
f(z) = -61/52*z^3 + 109/26*z + 1
*
[ -3/2 ] 
f(z) = -61/54*z^3 + 101/24*z + 1
*
-1 | 0.090798129525748836421421779128112620544 | 0.018998908410009127973801797878607337912
f(z) = -79/40*z^3 + 119/40*z + 1
*
-1 | 0.098949856203183034732878608871092402211 | 0.020704603332767208543267147106179312154
f(z) = -78/41*z^3 + 119/41*z + 1
*
-1 | 0.090207992493198231619733395186735346851 | 0.018942607667905195511030061988456102644
f(z) = -77/40*z^3 + 117/40*z + 1
*
-1 | 0.098650205639053262153193974899690980302 | 0.020678416915916438097832135646432758486
f(z) = -77/41*z^3 + 118/41*z + 1
*
[ 6/5 ] 
f(z) = -77/54*z^3 + 111/50*z + 1
*
-1 | 0.098345446067125714549866164836981038332 | 0.020651376328047188190253287779599358609
f(z) = -76/41*z^3 + 117/41*z + 1
*
-1 | 0.098106388384441364923602195590650450279 | 0.020528113267181454912953834250420194223
f(z) = -76/43*z^3 + 119/43*z + 1
*
-1 | 0.098035393614969134730488878577562533069 | 0.020623442424293644705848754602151281769
f(z) = -75/41*z^3 + 116/41*z + 1
*
-1 | 0.097791494201052830013042835526547295638 | 0.020498419388182856010056614570728430921
f(z) = -75/43*z^3 + 118/43*z + 1
*
-1 | 0.089109866358047334457397004298521679362 | 0.018645650501914702566439082073784410698
f(z) = -75/44*z^3 + 119/44*z + 1
*
7/5 | 0.11524271545180354706143122090293449608 | 0.024662301901985712144535017218552229607
f(z) = -75/56*z^3 + 107/56*z + 1
*
-1 | 0.097719853947016132812762690473517928068 | 0.020594573600513080427635674433588611078
f(z) = -74/41*z^3 + 115/41*z + 1
*
-1 | 0.097470909096152740833334180092532434247 | 0.020467733944768696228814468823480022473
f(z) = -74/43*z^3 + 117/43*z + 1
*
-1 | 0.083652364796486161949064649797149296907 | 0.017503704375302273562457519567305088231
f(z) = -74/45*z^3 + 119/45*z + 1
*
-1 | 0.088965932741723195955607822535850758471 | 0.018819258362846987975447578573258771395
f(z) = -73/40*z^3 + 113/40*z + 1
*
-1 | 0.097398621430715691612827442918594203396 | 0.020564725589936471495283438900910325975
f(z) = -73/41*z^3 + 114/41*z + 1
*
-1 | 0.064092261443034126541519919651781235611 | 0.013507519119170743033647862146656765771
f(z) = -73/42*z^3 + 115/42*z + 1
*
-1 | 0.097144414154060353347132734450171487356 | 0.020436009468340533361307078379198287411
f(z) = -73/43*z^3 + 116/43*z + 1
*
-1 | 0.088457420976076531415932115100944996072 | 0.018575008428337301630496802275245628914
f(z) = -73/44*z^3 + 117/44*z + 1
*
-1 | 0.083320311872871393663746473761717488478 | 0.017465063912541398139577993974211620776
f(z) = -73/45*z^3 + 118/45*z + 1
*
-1 | 0.083914199837839222504778445558155791029 | 0.017558491626924974028049993936721346190
f(z) = -73/46*z^3 + 119/46*z + 1
*
-1 | 0.097071478215837450038790320488946120635 | 0.020533851238436802768869288371412685035
f(z) = -72/41*z^3 + 113/41*z + 1
*
-1 | 0.096811777052123926717668565351677789501 | 0.020403195332009702600912270414220396112
f(z) = -72/43*z^3 + 115/43*z + 1
*
-1 | 0.096270629299067205658362675579086821242 | 0.020143992813290660560317749446502421204
f(z) = -72/47*z^3 + 119/47*z + 1
*
-1 | 0.088310894353743947621557435117645430246 | 0.018751529468721885550703439667445850651
f(z) = -71/40*z^3 + 111/40*z + 1
*
-1 | 0.096738193215630134602697347943482584071 | 0.020501900255637495885448540069113997863
f(z) = -71/41*z^3 + 112/41*z + 1
*
-1 | 0.063426675369149067085569171464701176377 | 0.013416854677775390670480172364159299913
f(z) = -71/42*z^3 + 113/42*z + 1
*
-1 | 0.096472750905039913495630686764426626878 | 0.020369237470981144532678018677513099335
f(z) = -71/43*z^3 + 114/43*z + 1
*
-1 | 0.087779898389362033691101390146675272817 | 0.018499716332010304895024670384046276451
f(z) = -71/44*z^3 + 115/44*z + 1
*
-1 | 0.082636758573418017448037746157017759092 | 0.017384072932501759002435993953639925638
f(z) = -71/45*z^3 + 116/45*z + 1
*
-1 | 0.083224436219672889832838598646314912311 | 0.017476143744255601821338637727061493279
f(z) = -71/46*z^3 + 117/46*z + 1
*
-1 | 0.095919070945301665923018543684887234877 | 0.020105934157415608891936811938237393829
f(z) = -71/47*z^3 + 118/47*z + 1
*
-1 | 0.066874520774554974371718649134311068476 | 0.013993051418517579191539014039181436359
f(z) = -71/48*z^3 + 119/48*z + 1
*
[ 6/5 ] 
f(z) = -71/54*z^3 + 103/50*z + 1
*
-1 | 0.096398520976758479630571791822868319706 | 0.020468818938648392108967546117876519918
f(z) = -70/41*z^3 + 111/41*z + 1
*
-1 | 0.096127072978532670971677365055130421199 | 0.020334078071199167742333488880166450836
f(z) = -70/43*z^3 + 113/43*z + 1
*
-1 | 0.095560253893955935491919933100216016329 | 0.020066519031504939389019328930217652336
f(z) = -70/47*z^3 + 117/47*z + 1
*
-1 | 0.087630787639324402084506666512250809107 | 0.018679234590824184193413700964778995766
f(z) = -69/40*z^3 + 109/40*z + 1
*
-1 | 0.096052200422834114427109133131030897324 | 0.020434549864701210277433262573651832177
f(z) = -69/41*z^3 + 110/41*z + 1
*
-1 | 0.095774463253903580412874692261133449751 | 0.020297655221779505884258940434256217158
f(z) = -69/43*z^3 + 112/43*z + 1
*
-1 | 0.087075184944993250201110520857276174588 | 0.018419302220208165283358886763598234763
f(z) = -69/44*z^3 + 113/44*z + 1
*
-1 | 0.095193852346877029488205070130092352454 | 0.020025675020320026921185328315803178423
f(z) = -69/47*z^3 + 116/47*z + 1
*
-1 | 0.094889784408998695988213700687458063665 | 0.019890181782793223529024233240515247376
f(z) = -69/49*z^3 + 118/49*z + 1
*
-1 | 0.081897957602620963695454613878836813492 | 0.017136606266957941639327310818025677950
f(z) = -69/50*z^3 + 119/50*z + 1
*
-1 | 0.095698953453844639304755313979147505466 | 0.020399031548343046057579570758406386261
f(z) = -68/41*z^3 + 109/41*z + 1
*
-1 | 0.095414622821784169073333410398835434339 | 0.020259902525987922829593814321982068234
f(z) = -68/43*z^3 + 111/43*z + 1
*
-1 | 0.081558566523104748907388241986988201045 | 0.017252353657187343857103325509004728943
f(z) = -68/45*z^3 + 113/45*z + 1
*
-1 | 0.094819516850949331217961567339383835748 | 0.019983324162669748394093839179050565604
f(z) = -68/47*z^3 + 115/47*z + 1
*
-1 | 0.094507450706183083874579128001638616173 | 0.019845442858692372239356506266048492529
f(z) = -68/49*z^3 + 117/49*z + 1
*
-1 | 0.086923525676418455499007818318937987305 | 0.018601906629954278353393654835337725733
f(z) = -67/40*z^3 + 107/40*z + 1
*
-1 | 0.095338483380782125741780546739783948578 | 0.020362198058113662466510180102521829802
f(z) = -67/41*z^3 + 108/41*z + 1
*
-1 | 0.062013873418837244975780625282383359577 | 0.013218775280713289446374461408573224177
f(z) = -67/42*z^3 + 109/42*z + 1
*
-1 | 0.095047232079607306846573338207858524874 | 0.020220748664606762475182313452612426483
f(z) = -67/43*z^3 + 110/43*z + 1
*
-1 | 0.086340874044275648821008808215173121207 | 0.018333224409563470388135306024630937174
f(z) = -67/44*z^3 + 111/44*z + 1
*
-1 | 0.081183800759800480804033282792586806120 | 0.017205429729713556687785087680117692449
f(z) = -67/45*z^3 + 112/45*z + 1
*
-1 | 0.081757746899675146152925009479316883675 | 0.017294486941827538781259204918284498957
f(z) = -67/46*z^3 + 113/46*z + 1
*
-1 | 0.094436871854592091624846298223223580011 | 0.019939382372502752821160849141802265204
f(z) = -67/47*z^3 + 114/47*z + 1
*
-1 | 0.065375930912585753581234645070241549646 | 0.013778053962415049865640384993375727281
f(z) = -67/48*z^3 + 115/48*z + 1
*
-1 | 0.094116364743691235032441605229048147544 | 0.019799006847451087034105194222592949974
f(z) = -67/49*z^3 + 116/49*z + 1
*
-1 | 0.081115874814957820288746615720131847138 | 0.017033370877580664286299002471832117756
f(z) = -67/50*z^3 + 117/50*z + 1
*
-1 | 0.073439898260549386012826518163094806792 | 0.015393995629877743251947584501870730440
f(z) = -67/51*z^3 + 118/51*z + 1
*
-1 | 0.085056782741649273080659008527722820823 | 0.017797569546852536436075660947351725041
f(z) = -67/52*z^3 + 119/52*z + 1
*
-1 | 0.094970473171165422246296803384889605869 | 0.020323978586752927717225521427576932885
f(z) = -66/41*z^3 + 107/41*z + 1
*
-1 | 0.094671948702690205000941821240496104561 | 0.020180116904420617072331632423740163500
f(z) = -66/43*z^3 + 109/43*z + 1
*
-1 | 0.094045512930660659116969286309165128421 | 0.019893758781202986904073665187433156473
f(z) = -66/47*z^3 + 113/47*z + 1
*
-1 | 0.093716083722214844574734946601495113495 | 0.019750774339219457535761081763200467802
f(z) = -66/49*z^3 + 115/49*z + 1
*
-1 | 0.093020290945856025527698600267125482282 | 0.019463880998248402208288214351685405850
f(z) = -66/53*z^3 + 119/53*z + 1
*
-1 | 0.094594583476798356869760040544543877416 | 0.020284296967924580693453236932480669335
f(z) = -65/41*z^3 + 106/41*z + 1
*
-1 | 0.061263012831512713866871019140010590106 | 0.013110476544679039235683942251270412258
f(z) = -65/42*z^3 + 107/42*z + 1
*
-1 | 0.094288405353207029709455907818076862870 | 0.020137924543204073443761072832374120281
f(z) = -65/43*z^3 + 108/43*z + 1
*
-1 | 0.085574207020642679282809889154007666963 | 0.018240857248041300074906555897989544329
f(z) = -65/44*z^3 + 109/44*z + 1
*
-1 | 0.080974574880233299453969131831709279172 | 0.017193769106241070358443784125363032717
f(z) = -65/46*z^3 + 111/46*z + 1
*
-1 | 0.093645003608276775531688909937803441313 | 0.019846354987592456389270425280667194004
f(z) = -65/47*z^3 + 112/47*z + 1
*
-1 | 0.064576081132751340454573889321464000238 | 0.013659992285198373750877265144935045032
f(z) = -65/48*z^3 + 113/48*z + 1
*
-1 | 0.093306128181226940839402422714813545152 | 0.019700637377822798699283061790789912123
f(z) = -65/49*z^3 + 114/49*z + 1
*
-1 | 0.072609856753102102379069334726656244937 | 0.015274740529579111547276390573294793494
f(z) = -65/51*z^3 + 116/51*z + 1
*
-1 | 0.092589090908694567073656606975743353714 | 0.019407925318279639058273672852193872730
f(z) = -65/53*z^3 + 118/53*z + 1
*
-1 | 0.066002270657456830105700208892783942062 | 0.013810538847257310075256891143381205038
f(z) = -65/54*z^3 + 119/54*z + 1
*
-1 | 0.094210450409828377636443769703048883923 | 0.020243071131158137355084938242778773886
f(z) = -64/41*z^3 + 105/41*z + 1
*
-1 | 0.093896207084466281051879686535954926316 | 0.020094082280948512996490175572353581293
f(z) = -64/43*z^3 + 107/43*z + 1
*
-1 | 0.093234871743978594869800252893699934595 | 0.019797064199311904132846390628855549469
f(z) = -64/47*z^3 + 111/47*z + 1
*
-1 | 0.092885977645144642143258598770034091764 | 0.019648478442465757066385618028391710977
f(z) = -64/49*z^3 + 113/49*z + 1
*
-1 | 0.072179897301038395353437525681616041641 | 0.015211997842830395095179420594623903173
f(z) = -64/51*z^3 + 115/51*z + 1
*
-1 | 0.092146317489128640902207938291367872269 | 0.019349632909416607808289271265969096657
f(z) = -64/53*z^3 + 117/53*z + 1
*
-1 | 0.091752913502460821922043776114369395904 | 0.019198690645828767194548799291683624628
f(z) = -64/55*z^3 + 119/55*z + 1
*
-1 | 0.085417712999174535480470861543666699752 | 0.018429926154496083597709323174801499569
f(z) = -63/40*z^3 + 103/40*z + 1
*
-1 | 0.093817683026737470264793397478224668652 | 0.020200212485146744407621698783150027485
f(z) = -63/41*z^3 + 104/41*z + 1
*
-1 | 0.093494928389474036935809947289861049694 | 0.020048493505043996514556891184846973649
f(z) = -63/43*z^3 + 106/43*z + 1
*
-1 | 0.084771997800486955426647695915240851753 | 0.018141472928624566240228215787220704232
f(z) = -63/44*z^3 + 107/44*z + 1
*
-1 | 0.080153272718481528220603643709006544792 | 0.017085339806519709773067273352996482125
f(z) = -63/46*z^3 + 109/46*z + 1
*
-1 | 0.092814605347363209135238018956467384947 | 0.019745770245700481796738030021328279082
f(z) = -63/47*z^3 + 110/47*z + 1
*
-2/3 | 0.13175045095158106254027070286274144353 | 0.028426786395962890664656775771776892908
f(z) = -63/50*z^3 + 103/50*z + 1
*
-1/3 | 0.12166563277312043206466512454207276304 | 0.026036826317249578342991603957772216636
f(z) = -63/50*z^3 + 107/50*z + 1
*
-1 | 0.079434548883554373808956296031930590737 | 0.016803053172225456151128370643171902661
f(z) = -63/50*z^3 + 113/50*z + 1
*
-1 | 0.083330863485303836771258688793646858459 | 0.017562077018380569583068266107254274899
f(z) = -63/52*z^3 + 115/52*z + 1
*
-1 | 0.091691262616782177287995382728802987947 | 0.019288844627021094035481017292658288006
f(z) = -63/53*z^3 + 116/53*z + 1
*
-1 | 0.091284072260133635598467112086617627238 | 0.019134375764853206339204049542788711340
f(z) = -63/55*z^3 + 118/55*z + 1
*
-1 | 0.093415860472013401183139318558734583966 | 0.020155625217623824664279851050482286644
f(z) = -62/41*z^3 + 103/41*z + 1
*
-1 | 0.093084109832335860508282859761032977439 | 0.020001053474635903836047871817805665548
f(z) = -62/43*z^3 + 105/43*z + 1
*
-1 | 0.079177262135677870565103853759726194742 | 0.016944181980677113820992985940738756683
f(z) = -62/45*z^3 + 107/45*z + 1
*
-1 | 0.092383647757160621662050989340924773195 | 0.019692346437813848853722303813100947574
f(z) = -62/47*z^3 + 109/47*z + 1
*
-1 | 0.092012773525415258175368991718803942549 | 0.019537569479812538162970688341825132146
f(z) = -62/49*z^3 + 111/49*z + 1
*
-1 | 0.071281770514326433391753220271815314208 | 0.015078468965920880628546121083489711120
f(z) = -62/51*z^3 + 113/51*z + 1
*
-1 | 0.091223145777966512957159606388316517257 | 0.019225384749482952075099805762221717443
f(z) = -62/53*z^3 + 115/53*z + 1
*
-1 | 0.090801130410960054417633628707501829085 | 0.019067159590174916779005022069233191405
f(z) = -62/55*z^3 + 117/55*z + 1
*
-1 | 0.070014697532510120883911165295622744771 | 0.014650112647942031914534234685851750768
f(z) = -62/57*z^3 + 119/57*z + 1
*
-1 | 0.084613330194822415519513148600926255894 | 0.018333937301540841819410806534976713930
f(z) = -61/40*z^3 + 101/40*z + 1
*
-1 | 0.093004528723530688821743055965044153871 | 0.020109205497683046215047781697806463996
f(z) = -61/41*z^3 + 102/41*z + 1
*
-1 | 0.059655721587894421996650354303071372752 | 0.012871458447602044496311166274528584588
f(z) = -61/42*z^3 + 103/42*z + 1
*
-1 | 0.092663254188072214716606603189542654447 | 0.019951648386272405583524732549264915566
f(z) = -61/43*z^3 + 104/43*z + 1
*
-1 | 0.083930535556419803795267674110416110477 | 0.018034218008234426187028813352296710753
f(z) = -61/44*z^3 + 105/44*z + 1
*
-1 | 0.078746131582080651126654750182635120695 | 0.016885849690093176155304103017795551638
f(z) = -61/45*z^3 + 106/45*z + 1
*
-1 | 0.079291066286408356199044725728685370296 | 0.016968536425224961379848556365758776358
f(z) = -61/46*z^3 + 107/46*z + 1
*
-1 | 0.091941392039161534457397358206773394672 | 0.019636654245513797363517557848394389571
f(z) = -61/47*z^3 + 108/47*z + 1
*
-1 | 0.062850872392245653457758612265911015798 | 0.013397188605501878678636241829301135139
f(z) = -61/48*z^3 + 109/48*z + 1
*
-1 | 0.091558424216057340940637196470506142429 | 0.019478524978504455820359521484358647313
f(z) = -61/49*z^3 + 110/49*z + 1
*
-1 | 0.078525419951701338848581378700734636559 | 0.016673726803964403496838538355567902748
f(z) = -61/50*z^3 + 111/50*z + 1
*
-1 | 0.070814216855329350346216014121296550741 | 0.015007785057685697786100744685328882370
f(z) = -61/51*z^3 + 112/51*z + 1
*
-1 | 0.082395020263204697624213156599860111938 | 0.017429291486740702646656560073653829942
f(z) = -61/52*z^3 + 113/52*z + 1
*
-1 | 0.090741103163950314511989066461311695156 | 0.019159058504972541830063906339471215964
f(z) = -61/53*z^3 + 114/53*z + 1
*
-1 | 0.064126242855931860203258064609131904802 | 0.013514680741714215630582088435948111520
f(z) = -61/54*z^3 + 115/54*z + 1
*
-1 | 0.090303098150401705570590610216880521125 | 0.018996820196943459132714315227723678074
f(z) = -61/55*z^3 + 116/55*z + 1
*
-1 | 0.081518428233134914049828664196529397391 | 0.017117902317147705158673142782086605368
f(z) = -61/56*z^3 + 117/56*z + 1
*
-1 | 0.069498900313172539145824078586118241425 | 0.014567909175290891585778735655690292969
f(z) = -61/57*z^3 + 118/57*z + 1
*
-1 | 0.076766884729653253742235632087747159078 | 0.016062963185676725791015026912085661916
f(z) = -61/58*z^3 + 119/58*z + 1
*
6/5 | 0.091841692394509972101930612405340486888 | 0.016957162086051665995332491583108976093
f(z) = -75/44*z^3 + 107/66*z + 1
*
-2/5 | 0.10456525903312444197259015798494872497 | 0.017366692166111765191299751137915712029
f(z) = -65/48*z^3 + 103/60*z + 1
*
-6/5 | 0.10557652952614159592708547241624069087 | 0.017424390645023704843954120324091193149
f(z) = -65/48*z^3 + 107/60*z + 1
*
-4/7 | 0.11725428628615158881267366792902317347 | 0.018642223955002445410780798798426369453
f(z) = -77/48*z^3 + 107/84*z + 1
*
-14/13 | 0.19411416404522559815199618325838541134 | 0.028408204679312186065398672887947042824
f(z) = -65/56*z^3 + 116/91*z + 1
*
-5/9 | 0.17983247264952449826285419992984391871 | 0.028363135909946579785059330594321405929
f(z) = -63/50*z^3 + 107/90*z + 1
*
[ 7/8 ] 
f(z) = -76/49*z^3 + 117/112*z + 1
*
[ 7/8 ] 
f(z) = -68/49*z^3 + 103/112*z + 1
*
-2/3 | 0.14241270408660681184753178997143851727 | 0.022351126763705472464189204841901010614
f(z) = -65/48*z^3 + 119/108*z + 1
*
[ 6/7 ] 
f(z) = -63/40*z^3 + 104/105*z + 1
*
-2/3 | 0.15952744928561780714178443494571448191 | 0.025289308777407541676183295272947225710
f(z) = -61/48*z^3 + 115/108*z + 1
*
0 | 0.13379288817575842981359269206610134226 | 0.025089057451280568560877864634894317994
f(z) = -69/44*z^3 + 119/132*z + 1
*
0 | 0.14101709552796065723047270190471616463 | 0.026902690099849490119581222921108703345
f(z) = -63/40*z^3 + 109/120*z + 1
*
-7/40 | 0.21731944671447332459322501374677655128 | 0.029456024440174225268996138779175027380
f(z) = -80/49*z^3 + 107/140*z + 1
*
9/8 | 0.15419027384068082476344001486084731590 | 0.029327705100995770447521674369546791243
f(z) = -64/51*z^3 + 107/153*z + 1
*
[ 7/9 ] 
f(z) = -69/49*z^3 + 107/189*z + 1
*
[ 7/9 ] 
f(z) = -66/49*z^3 + 100/189*z + 1
*
[ 3/4 ] 
f(z) = -76/51*z^3 + 103/204*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.029180887810089749594970853720915076446
f(z) = -68/57*z^3 + 101/228*z + 1
*
[ 3/4 ] 
f(z) = -61/45*z^3 + 103/240*z + 1
*
0 | 0.18993516433655244534525782010304334861 | 0.028173182545351070415721471864484115897
f(z) = -77/50*z^3 + 111/275*z + 1
*
[ 5/7 ] 
f(z) = -63/40*z^3 + 113/280*z + 1
*
[ 7/2 ] 
f(z) = -76/49*z^3 + 138/7*z + 1
*
[ 7/2 ] 
f(z) = -72/49*z^3 + 131/7*z + 1
*
[ -7/2 ] 
f(z) = -72/49*z^3 + 135/7*z + 1
*
[ 7/2 ] 
f(z) = -68/49*z^3 + 124/7*z + 1
*
[ -7/2 ] 
f(z) = -68/49*z^3 + 128/7*z + 1
*
[ -7/2 ] 
f(z) = -64/49*z^3 + 121/7*z + 1
*
[ 7/5 ] 
f(z) = -80/49*z^3 + 122/35*z + 1
*
-10/7 | 0.12949202710814922533177408212121895547 | 0.018702913466773572501385854708608663792
f(z) = -77/40*z^3 + 127/35*z + 1
*
[ 12/7 ] 
f(z) = -77/54*z^3 + 129/28*z + 1
*
-2 | 0.094137767060276880694184249677800397737 | 0.016727808279641024271845844906396426971
f(z) = -75/44*z^3 + 139/22*z + 1
*
-2 | 0.094134298697674877969881932856190702368 | 0.016770381312078821869891435209470945575
f(z) = -75/52*z^3 + 137/26*z + 1
*
-2/5 | 0.20263866741698489001978656137942049911 | 0.029042639603468201839606509341960823074
f(z) = -75/56*z^3 + 134/21*z + 1
*
-2/15 | 0.13178983810395495930653219585568837709 | 0.018828673182071370259771749484899020946
f(z) = -75/56*z^3 + 137/21*z + 1
*
[ 3/2 ] 
f(z) = -74/45*z^3 + 121/30*z + 1
*
-3/2 | 0.17751510625669352679850717164673754388 | 0.029715561390505610673251299698857785949
f(z) = -74/45*z^3 + 131/30*z + 1
*
-2 | 0.093639060190681781129374593390835376452 | 0.016725974011332818309528423434146993582
f(z) = -73/44*z^3 + 135/22*z + 1
*
-2 | 0.093629208541061441928402785166215270927 | 0.016768921006323909240572864467263607305
f(z) = -73/52*z^3 + 133/26*z + 1
*
-2 | 0.093125659358915703473780129050839334070 | 0.016724119582761926804705015678012711977
f(z) = -71/44*z^3 + 131/22*z + 1
*
-2 | 0.093108613041923462641193723002447416919 | 0.016767385322729254744033899737156880113
f(z) = -71/52*z^3 + 129/26*z + 1
*
-2 | 0.092596612188937702524527095359488374781 | 0.016722236318739420867259526309426169223
f(z) = -69/44*z^3 + 127/22*z + 1
*
[ 5/3 ] 
f(z) = -69/50*z^3 + 127/30*z + 1
*
-2 | 0.092571430644954215334129623647588385965 | 0.016765749503990921325951256527808183268
f(z) = -69/52*z^3 + 125/26*z + 1
*
[ 7/4 ] 
f(z) = -68/49*z^3 + 131/28*z + 1
*
-2 | 0.092050863983452463683201952471064423641 | 0.016720312552051066653346991697124804829
f(z) = -67/44*z^3 + 123/22*z + 1
*
-2 | 0.092016450556750075910927027273373177407 | 0.016763981511078157937824318023474481429
f(z) = -67/52*z^3 + 121/26*z + 1
*
-12/5 | 0.24024145742841826435581553381483095591 | 0.029513605713129210673235460932467730728
f(z) = -65/54*z^3 + 127/20*z + 1
*
[ -2/5 ] 
f(z) = -65/56*z^3 + 129/35*z + 1
*
-3/4 | 0.12346911156806509777938928003192682579 | 0.020465331843252196918544013156966774414
f(z) = -64/45*z^3 + 139/30*z + 1
*
[ -10/21 ] 
f(z) = -63/40*z^3 + 121/35*z + 1
*
[ 10/7 ] 
f(z) = -63/40*z^3 + 123/35*z + 1
*
-2/7 | 0.20074491387498207100547834951820463679 | 0.028994176992557274438265381219530128824
f(z) = -63/40*z^3 + 127/35*z + 1
*
[ 2 ] 
f(z) = -63/44*z^3 + 137/22*z + 1
*
[ 2 ] 
f(z) = -63/52*z^3 + 139/26*z + 1
*
[ 2 ] 
f(z) = -61/44*z^3 + 133/22*z + 1
*
[ 2 ] 
f(z) = -61/52*z^3 + 135/26*z + 1
*
-1 | 0.099534517954305305798389320229942578996 | 0.020754559025871762225128445721338357225
f(z) = -80/41*z^3 + 121/41*z + 1
*
-1 | 0.099313020521452988069877536441982237988 | 0.020637825400553903098865918716789253915
f(z) = -80/43*z^3 + 123/43*z + 1
*
-1 | 0.098854578259617547423208109575502649521 | 0.020406845667863445125723610387352048242
f(z) = -80/47*z^3 + 127/47*z + 1
*
-1 | 0.098617065341838062424800638064786550609 | 0.020292360514436614759889128942385778379
f(z) = -80/49*z^3 + 129/49*z + 1
*
-1 | 0.078029967548389747822633918467609046704 | 0.016005499341953551715780955611435043339
f(z) = -80/51*z^3 + 131/51*z + 1
*
-1 | 0.098123851978050605888133823705040208531 | 0.020064794844970659952647449058294914940
f(z) = -80/53*z^3 + 133/53*z + 1
*
-1 | 0.077259235624370519882441249549497927879 | 0.015703157550629394740111760412113906871
f(z) = -80/57*z^3 + 137/57*z + 1
*
-1 | 0.097332848174097586905031484358648490810 | 0.019725070897749067657042843568344326048
f(z) = -80/59*z^3 + 139/59*z + 1
*
-1 | 0.099244571925602242076010311691294352215 | 0.020729972448564580764084203971521401703
f(z) = -79/41*z^3 + 120/41*z + 1
*
-1 | 0.065953348535716768318603635153822194043 | 0.013752341331143389455180224554913859025
f(z) = -79/42*z^3 + 121/42*z + 1
*
-1 | 0.099018934619840499043250542067091695383 | 0.020611677945998367074282054949803136822
f(z) = -79/43*z^3 + 122/43*z + 1
*
-1 | 0.090346788013985052575237657903780143618 | 0.018774589945441328964460487151721352230
f(z) = -79/44*z^3 + 123/44*z + 1
*
-1 | 0.085224921538058450810691870156544192785 | 0.017680486166239358445687332317919214312
f(z) = -79/45*z^3 + 124/45*z + 1
*
-1 | 0.085834465623006999988198953192621813459 | 0.017777317360276767982527134613423232988
f(z) = -79/46*z^3 + 125/46*z + 1
*
-1 | 0.098551587129808890212822979138296941898 | 0.020377552224189988653735869449372150756
f(z) = -79/47*z^3 + 126/47*z + 1
*
-1 | 0.069530173028302992678348952078255164303 | 0.014353321163558521747294438667093761646
f(z) = -79/48*z^3 + 127/48*z + 1
*
-1 | 0.098309273501009904308179435856020107347 | 0.020261471621900538668974517131200041417
f(z) = -79/49*z^3 + 128/49*z + 1
*
-1 | 0.085350405309487471203837969117722286163 | 0.017562489702871174533232360830722361159
f(z) = -79/50*z^3 + 129/50*z + 1
*
-1 | 0.077717115946455274204582261705765918962 | 0.015966423399259403781407602364610058707
f(z) = -79/51*z^3 + 130/51*z + 1
*
-1 | 0.089376680326210970614422138512813088708 | 0.018332935961559082977237273047466244485
f(z) = -79/52*z^3 + 131/52*z + 1
*
-1 | 0.097805658294562961163194497872619445754 | 0.020030642210191539360665066802959953885
f(z) = -79/53*z^3 + 132/53*z + 1
*
-1 | 0.071276345086976919837601114288382671043 | 0.014574899095781875041406922709421638239
f(z) = -79/54*z^3 + 133/54*z + 1
*
-1 | 0.097543579830898657738979447954148805963 | 0.019915632975965503995359205844314186023
f(z) = -79/55*z^3 + 134/55*z + 1
*
-1 | 0.088852412446822203415495415059589993609 | 0.018113646321584443448115767098554846595
f(z) = -79/56*z^3 + 135/56*z + 1
*
-1 | 0.076929402804760593275510734738903627380 | 0.015659435599298043149768647426810991241
f(z) = -79/57*z^3 + 136/57*z + 1
*
-1 | 0.084300327835558285500040967539330621371 | 0.017134279401981413539990158173711441650
f(z) = -79/58*z^3 + 137/58*z + 1
*
-1 | 0.096996655269963532950181329372168012959 | 0.019685744121954792675992357149534943219
f(z) = -79/59*z^3 + 138/59*z + 1
*
-1 | 0.098719918758673704707841351464326355559 | 0.020584701900568505186247714595887888336
f(z) = -78/43*z^3 + 121/43*z + 1
*
-1 | 0.098243306789081210481458865621501422375 | 0.020347332864904546879079327794415049133
f(z) = -78/47*z^3 + 125/47*z + 1
*
-1 | 0.097995990463805588214625201477185776913 | 0.020229604826317079196325201432189131744
f(z) = -78/49*z^3 + 127/49*z + 1
*
-1 | 0.097481515468132490679539008891406650984 | 0.019995398956308129172229988823300523980
f(z) = -78/53*z^3 + 131/53*z + 1
*
-1 | 0.097213525878186601825671159336461635820 | 0.019878647378604588846869030357883855806
f(z) = -78/55*z^3 + 133/55*z + 1
*
-1 | 0.096653653781840684734556108094929153603 | 0.019645127743167432094442416203758149456
f(z) = -78/59*z^3 + 137/59*z + 1
*
-1 | 0.098415798195911195124110271682305035563 | 0.020556860143788167602514585758982178494
f(z) = -77/43*z^3 + 120/43*z + 1
*
-1 | 0.084612570787840779059990748698134792057 | 0.017612864306788001405537644018423766144
f(z) = -77/45*z^3 + 122/45*z + 1
*
-1 | 0.085217329485118893025052802867879812739 | 0.017708658520112718909860259493470852533
f(z) = -77/46*z^3 + 123/46*z + 1
*
-1 | 0.097929540045952009224357671833651089293 | 0.020316145169760429222304793988403970670
f(z) = -77/47*z^3 + 124/47*z + 1
*
-1 | 0.068903084020951432382543856048957983630 | 0.014270631067037764156296092470448076437
f(z) = -77/48*z^3 + 125/48*z + 1
*
-1 | 0.084712816241036908331024096186750964837 | 0.017487519521663925366226506538317870442
f(z) = -77/50*z^3 + 127/50*z + 1
*
-1 | 0.077073022606553525768504238699042895368 | 0.015884695357256819987511939894376065464
f(z) = -77/51*z^3 + 128/51*z + 1
*
-1 | 0.088727993879971395739480891049318018590 | 0.018257493602085997189496425485772875441
f(z) = -77/52*z^3 + 129/52*z + 1
*
-1 | 0.097151181792944415815489659117766238474 | 0.019959012675062102645980768466420417108
f(z) = -77/53*z^3 + 130/53*z + 1
*
-1 | 0.070616559608965228135898522210265899477 | 0.014484861827622802830391435094699108090
f(z) = -77/54*z^3 + 131/54*z + 1
*
-1 | 0.076251004018123032713632967564497113756 | 0.015568292784685864754515082008763816739
f(z) = -77/57*z^3 + 134/57*z + 1
*
-1 | 0.083614162069271684081900382577282120903 | 0.017045765190730018395961221329020603858
f(z) = -77/58*z^3 + 135/58*z + 1
*
-1 | 0.096303537955278710600448037068239866226 | 0.019603155563582758892478331864942949374
f(z) = -77/59*z^3 + 136/59*z + 1
*
-1 | 0.084298267278176323183556802955471024816 | 0.017577553997969082380817853205922531090
f(z) = -76/45*z^3 + 121/45*z + 1
*
-1 | 0.097610077978947596960635670522505471132 | 0.020283943999355257731467550114525224234
f(z) = -76/47*z^3 + 123/47*z + 1
*
-1 | 0.097352096396883380225835250182025860172 | 0.020162752814666185266372660014597483384
f(z) = -76/49*z^3 + 125/49*z + 1
*
-1 | 0.076742349953201580442710203370756666781 | 0.015842152374281051377539038147535361991
f(z) = -76/51*z^3 + 127/51*z + 1
*
-1 | 0.096814399700603163271611382143017160847 | 0.019921427340222521584041407061974661190
f(z) = -76/53*z^3 + 129/53*z + 1
*
-1 | 0.096533729493890913721678273668441162472 | 0.019800989189603703384398054805609857569
f(z) = -76/55*z^3 + 131/55*z + 1
*
-1 | 0.095945979566094649140581759933013097712 | 0.019559756364278249192790298113403925607
f(z) = -76/59*z^3 + 135/59*z + 1
*
-1 | 0.084577830986990916893567026420770174399 | 0.017635847558990273214950877635662095276
f(z) = -75/46*z^3 + 121/46*z + 1
*
-1 | 0.097284698953604338021888045594394736149 | 0.020250681262160472996259936209044734651
f(z) = -75/47*z^3 + 122/47*z + 1
*
-1 | 0.097021024767176435493297324703305933957 | 0.020127667532840159853654323914541763250
f(z) = -75/49*z^3 + 124/49*z + 1
*
-1 | 0.096470894282438251613974873115570231380 | 0.019882582967342445657446989771559817058
f(z) = -75/53*z^3 + 128/53*z + 1
*
-1 | 0.087478942106127166771246268928206551639 | 0.017943672082730541289332363984437098762
f(z) = -75/56*z^3 + 131/56*z + 1
*
-1 | 0.082899602159512770359257071967531394890 | 0.016951673589336763793489151751642936676
f(z) = -75/58*z^3 + 133/58*z + 1
*
-1 | 0.095580625555984951002445405570184338555 | 0.019514853376164510002377644597227763102
f(z) = -75/59*z^3 + 134/59*z + 1
*
-1 | 0.096953167531445718077491230879083703667 | 0.020216305655897200540176226816732015770
f(z) = -74/47*z^3 + 121/47*z + 1
*
-1 | 0.096683538375234617937532408981696611867 | 0.020091403661061989323927668422126350450
f(z) = -74/49*z^3 + 123/49*z + 1
*
-1 | 0.076062476430059301232885575703344298465 | 0.015753424605037637236506746191432307456
f(z) = -74/51*z^3 + 125/51*z + 1
*
-1 | 0.096120371630367933587989998950519085709 | 0.019842415231868766665233492774091379484
f(z) = -74/53*z^3 + 127/53*z + 1
*
-1 | 0.095825728554161668068861103438144358074 | 0.019717989210480277874149926856014349240
f(z) = -74/55*z^3 + 129/55*z + 1
*
-1 | 0.075177903687989506463800638958622599968 | 0.015420484280752394119903682672805079580
f(z) = -74/57*z^3 + 131/57*z + 1
*
-1 | 0.095207095337187154368368989814979287872 | 0.019468363677299804314157694289619991562
f(z) = -74/59*z^3 + 133/59*z + 1
*
-1 | 0.096615233256077680954793414505427280266 | 0.020180762379745405433400916714411706304
f(z) = -73/47*z^3 + 120/47*z + 1
*
-1 | 0.067577279502745335620939263565269495554 | 0.014090957238487295625988851579969947474
f(z) = -73/48*z^3 + 121/48*z + 1
*
-1 | 0.096339367958360453793198556592209918423 | 0.020053902150153819876715438866549423454
f(z) = -73/49*z^3 + 122/49*z + 1
*
-1 | 0.083362341138190344670839768776204537059 | 0.017323181113193010443319620861001434736
f(z) = -73/50*z^3 + 123/50*z + 1
*
-1 | 0.075711679433231459630879524286917386879 | 0.015706899773961276105763221647165477211
f(z) = -73/51*z^3 + 124/51*z + 1
*
-1 | 0.087352676287458884380891808982820301007 | 0.018091756468225073433953249603626462365
f(z) = -73/52*z^3 + 125/52*z + 1
*
-1 | 0.095762516968284682750458505508184283535 | 0.019800855039206766383371270657690871252
f(z) = -73/53*z^3 + 126/53*z + 1
*
-1 | 0.069214120318928057074734362213697102091 | 0.014288077459355100853602387647093331027
f(z) = -73/54*z^3 + 127/54*z + 1
*
-1 | 0.095460338537273181553301121567175511948 | 0.019674308144186517423684759938730562226
f(z) = -73/55*z^3 + 128/55*z + 1
*
-1 | 0.086748145283941012456515300712959851549 | 0.017850101622458661565264483436949169774
f(z) = -73/56*z^3 + 129/56*z + 1
*
-1 | 0.074804446851267950994771417533056304187 | 0.015368036448980149232965026951302410911
f(z) = -73/57*z^3 + 130/57*z + 1
*
-1 | 0.082151881651002237517883304240577105544 | 0.016850985961130221040565191165849490384
f(z) = -73/58*z^3 + 131/58*z + 1
*
-1 | 0.094824977707103970358993421040261853422 | 0.019420197503501460397424788621544811193
f(z) = -73/59*z^3 + 132/59*z + 1
*
-1 | 0.095988226024890257765788593061597465690 | 0.020015099723865531199436684870376770900
f(z) = -72/49*z^3 + 121/49*z + 1
*
-1 | 0.095396992540632942982135749507267778760 | 0.019757828039139315225905291208666935385
f(z) = -72/53*z^3 + 125/53*z + 1
*
-1 | 0.095086872820230810910091799373355909948 | 0.019629066987531515848549171331518711045
f(z) = -72/55*z^3 + 127/55*z + 1
*
-1 | 0.094433827300656406038179091754880766076 | 0.019370257456297025629186630352204101943
f(z) = -72/59*z^3 + 131/59*z + 1
*
-1 | 0.095629805102921732328259353062284576328 | 0.019974928467939364548886778452301827900
f(z) = -71/49*z^3 + 120/49*z + 1
*
-1 | 0.082645755769488396107063509142270351773 | 0.017232978584806974657970628721402123303
f(z) = -71/50*z^3 + 121/50*z + 1
*
-1 | 0.074987841734105608821942411869081485059 | 0.015609390765745346862794242150564392731
f(z) = -71/51*z^3 + 122/51*z + 1
*
-1 | 0.086621344182979875414047966605602724596 | 0.018000420970213682456199093829903840020
f(z) = -71/52*z^3 + 123/52*z + 1
*
-1 | 0.095023435218356544558042475865830264164 | 0.019713254075528116814042608931121876005
f(z) = -71/53*z^3 + 124/53*z + 1
*
-1 | 0.068467019519459887529519243108315556252 | 0.014180317030871757900270458055311748751
f(z) = -71/54*z^3 + 125/54*z + 1
*
-1 | 0.094704934017398355687026581405697728028 | 0.019582178177263255673395878112328740941
f(z) = -71/55*z^3 + 126/55*z + 1
*
-1 | 0.085984135884476770081751338023458682214 | 0.017749961830507384431220432396626122580
f(z) = -71/56*z^3 + 127/56*z + 1
*
-1 | 0.074031513566794744483193076042835763450 | 0.015257842498902684730902908742775943283
f(z) = -71/57*z^3 + 128/57*z + 1
*
-1 | 0.081369686114452396117138886387649031686 | 0.016743380061630210703953936956636420285
f(z) = -71/58*z^3 + 129/58*z + 1
*
-1 | 0.094033160491388675665599034589977865967 | 0.019318437588579888760108104403702153935
f(z) = -71/59*z^3 + 130/59*z + 1
*
-1 | 0.074613075841261289661302600009845217649 | 0.015558034724799927868942464374680338222
f(z) = -70/51*z^3 + 121/51*z + 1
*
-1 | 0.094641453774378343741733054981113400384 | 0.019667046560408426314852695859515544075
f(z) = -70/53*z^3 + 123/53*z + 1
*
-1 | 0.073631125836375584048235707056254657195 | 0.015199893092940928938465636282617915160
f(z) = -70/57*z^3 + 127/57*z + 1
*
-1 | 0.093622450630806173960526566609839572805 | 0.019264622343607380375618932696019227280
f(z) = -70/59*z^3 + 129/59*z + 1
*
-1 | 0.085857167461002579955207370828987040578 | 0.017902609933586946721665298472976070012
f(z) = -69/52*z^3 + 121/52*z + 1
*
-1 | 0.094250625770813259231922142061579405175 | 0.019619111759333795472222232039945845023
f(z) = -69/53*z^3 + 122/53*z + 1
*
-1 | 0.093913883284731836455038477227561799377 | 0.019483070025380117157308063161155353766
f(z) = -69/55*z^3 + 124/55*z + 1
*
-1 | 0.085183436448385073281481087089600382730 | 0.017642481637073397009025543748171329058
f(z) = -69/56*z^3 + 125/56*z + 1
*
-1 | 0.080548519095198430394671949771050527455 | 0.016627871231555699200863586188564870970
f(z) = -69/58*z^3 + 127/58*z + 1
*
-1 | 0.093201122487406190717932498072898081957 | 0.019208685316837965890032794314054659970
f(z) = -69/59*z^3 + 128/59*z + 1
*
-1 | 0.093850493987643038126491254563955998216 | 0.019569347972006814180789232917309674661
f(z) = -68/53*z^3 + 121/53*z + 1
*
-1 | 0.093503800484194654165233571329593196366 | 0.019430635565697969926696092179889300374
f(z) = -68/55*z^3 + 123/55*z + 1
*
-1 | 0.072799924550629850678740971824506462141 | 0.015077712118870091842343615470610940639
f(z) = -68/57*z^3 + 125/57*z + 1
*
-1 | 0.092768545709963075971000383864051021100 | 0.019150487802027229422821104918177649957
f(z) = -68/59*z^3 + 127/59*z + 1
*
-1 | 0.093440562306837183570960694283103818551 | 0.019517644588675196048669641891524276251
f(z) = -67/53*z^3 + 120/53*z + 1
*
-1 | 0.066864482753542545369720095159883794179 | 0.013942327572027561442095610634929071574
f(z) = -67/54*z^3 + 121/54*z + 1
*
-1 | 0.093083293541719177214508945997484824019 | 0.019376121102501879328618117414443700854
f(z) = -67/55*z^3 + 122/55*z + 1
*
-1 | 0.084341947567608981622277898358591987686 | 0.017526749047643606671812279634498891793
f(z) = -67/56*z^3 + 123/56*z + 1
*
-1 | 0.072366899458548455089300069275186688686 | 0.015013002554647455556457276475646917504
f(z) = -67/57*z^3 + 124/57*z + 1
*
-1 | 0.079683811679285813246176777804701913288 | 0.016503445305069827359448730105039660527
f(z) = -67/58*z^3 + 125/58*z + 1
*
-1 | 0.092324027090384375970982566346369582008 | 0.019089877072236321776842749013331418891
f(z) = -67/59*z^3 + 126/59*z + 1
*
-1 | 0.091866801334741830020341673673448440349 | 0.019026684331840891300513883182590998700
f(z) = -66/59*z^3 + 125/59*z + 1
*
-1 | 0.083454780576736226720844757426794906746 | 0.017401673359851026026181632754571367879
f(z) = -65/56*z^3 + 121/56*z + 1
*
-1 | 0.071467781377309981884832623512749861221 | 0.014876658680681993770131037598213203978
f(z) = -65/57*z^3 + 122/57*z + 1
*
-1 | 0.078770715038378824939345104421198785438 | 0.016369014406199472712071639161560293672
f(z) = -65/58*z^3 + 123/58*z + 1
*
-1 | 0.091396019959196097179315647248384441538 | 0.018960722255593830903555776034159772999
f(z) = -65/59*z^3 + 124/59*z + 1
*
[ -1/2 ] 
f(z) = -64/41*z^3 + 139/41*z + 1
*
13/8 | 0.094083171769758353561118462984070915381 | 0.019518190066133435306417518197640986753
f(z) = -64/45*z^3 + 124/45*z + 1
*
-5/4 | 0.13493291152095050325463681819200069933 | 0.027466393357434838262124744477885502051
f(z) = -64/45*z^3 + 136/45*z + 1
*
[ 11/8 ] 
f(z) = -64/55*z^3 + 136/55*z + 1
*
-1 | 0.070997019182928505007016614678771918698 | 0.014804028346924882855294880202325277721
f(z) = -64/57*z^3 + 121/57*z + 1
*
-1 | 0.090910737798629726865961858813214839821 | 0.018891782002727137150893780686163450005
f(z) = -64/59*z^3 + 123/59*z + 1
*
-1/3 | 0.13054340971034799583006864506851837547 | 0.026948465734378464635183722160339834710
f(z) = -63/40*z^3 + 127/40*z + 1
*
[ 4/3 ] 
f(z) = -63/44*z^3 + 123/44*z + 1
*
[ -5/6 ] 
f(z) = -63/50*z^3 + 123/40*z + 1
*
[ 4/3 ] 
f(z) = -63/52*z^3 + 125/52*z + 1
*
-1 | 0.077800546885529298588852085127638666830 | 0.016222674060893241620391804021176562079
f(z) = -63/58*z^3 + 121/58*z + 1
*
-1 | 0.090409896431233107415267334585594124845 | 0.018819629553944454083147758974336174927
f(z) = -63/59*z^3 + 122/59*z + 1
*
-1 | 0.089892303551952249940781420237877001552 | 0.018744001160452459729451678097031216258
f(z) = -62/59*z^3 + 121/59*z + 1
*
-1 | 0.089356606921656615405071613355427019108 | 0.018664597606121581820361707507741810166
f(z) = -61/59*z^3 + 120/59*z + 1
*
14/15 | 0.077825880613196546567399210906801250310 | 0.013976484493843661201939042786447142127
f(z) = -75/44*z^3 + 131/66*z + 1
*
[ 7/6 ] 
f(z) = -68/49*z^3 + 128/63*z + 1
*
[ 7/6 ] 
f(z) = -64/49*z^3 + 121/63*z + 1
*
-14/15 | 0.11895703857993993264753654439347920920 | 0.017289302044624437718083775748506787956
f(z) = -75/49*z^3 + 139/84*z + 1
*
4/3 | 0.11952949405759554685778028070387753401 | 0.021294631405537305665519282880037904894
f(z) = -75/56*z^3 + 137/84*z + 1
*
4/3 | 0.15227551270893892624954371631514930643 | 0.027742255479287631506065434266455868076
f(z) = -69/56*z^3 + 121/84*z + 1
*
[ 14/13 ] 
f(z) = -65/56*z^3 + 129/91*z + 1
*
-10/9 | 0.17993555107697679575755421774856417243 | 0.027747983431384145702270814433190331188
f(z) = -63/50*z^3 + 131/90*z + 1
*
-2/3 | 0.15734166030212906009615903452859617623 | 0.023960637900563517860273497745576265395
f(z) = -79/48*z^3 + 133/108*z + 1
*
[ 6/7 ] 
f(z) = -77/40*z^3 + 131/105*z + 1
*
-2/3 | 0.17140007378256264732445530618847197047 | 0.026203835451571127136564584579949099663
f(z) = -77/48*z^3 + 131/108*z + 1
*
[ 10/11 ] 
f(z) = -77/50*z^3 + 129/110*z + 1
*
-2/3 | 0.14820011669956105591439099770090510515 | 0.022843300672059789007223498539705282562
f(z) = -73/48*z^3 + 127/108*z + 1
*
-2/3 | 0.14304710923715851065457875036242703158 | 0.022143842876843645537858096798871143632
f(z) = -71/48*z^3 + 125/108*z + 1
*
-2/3 | 0.14431434244205247799133763941302473556 | 0.022542363171430810186070085100936970660
f(z) = -67/48*z^3 + 121/108*z + 1
*
-3/4 | 0.12162258185296103232947160348080784225 | 0.025066327957054130775846844210929421064
f(z) = -64/55*z^3 + 127/110*z + 1
*
-2/7 | 0.21116891539036698916584870203877644653 | 0.029379380592141673601216789212007602920
f(z) = -63/40*z^3 + 136/105*z + 1
*
-6/7 | 0.17752462919980327329155281895689041265 | 0.024698538779243872664847206710476927500
f(z) = -63/40*z^3 + 139/105*z + 1
*
-5/6 | 0.17919790428197561609147296106972706020 | 0.026670271387252687545452872089951483621
f(z) = -69/50*z^3 + 139/120*z + 1
*
-3/4 | 0.15187523458023454221475750634441432288 | 0.024470051824593683238869941762888596338
f(z) = -62/45*z^3 + 133/120*z + 1
*
[ 7/9 ] 
f(z) = -78/49*z^3 + 128/189*z + 1
*
[ 7/9 ] 
f(z) = -75/49*z^3 + 121/189*z + 1
*
0 | 0.12829783903431727566798857610235541757 | 0.022886615959148440388021852752944414791
f(z) = -68/45*z^3 + 137/180*z + 1
*
[ 4/5 ] 
f(z) = -75/53*z^3 + 139/212*z + 1
*
0 | 0.15364274988623343369810703990901810196 | 0.026874585520801623616875945459565430924
f(z) = -76/55*z^3 + 139/220*z + 1
*
[ 4/5 ] 
f(z) = -75/59*z^3 + 133/236*z + 1
*
[ 5/6 ] 
f(z) = -63/55*z^3 + 131/220*z + 1
*
[ 3/4 ] 
f(z) = -73/45*z^3 + 139/240*z + 1
*
[ 3/4 ] 
f(z) = -71/45*z^3 + 133/240*z + 1
*
[ 3/4 ] 
f(z) = -67/45*z^3 + 121/240*z + 1
*
0 | 0.10682075918136615242785466781435642681 | 0.018468877570455633315213509575991631159
f(z) = -65/48*z^3 + 133/240*z + 1
*
[ 8/11 ] 
f(z) = -77/48*z^3 + 125/264*z + 1
*
[ 14/19 ] 
f(z) = -76/49*z^3 + 129/266*z + 1
*
0 | 0.14799172541883664991647875848408667397 | 0.023529160222017592797481548909209435576
f(z) = -77/40*z^3 + 139/280*z + 1
*
[ 7/2 ] 
f(z) = -80/49*z^3 + 145/7*z + 1
*
[ -7/2 ] 
f(z) = -80/49*z^3 + 149/7*z + 1
*
[ -7/2 ] 
f(z) = -76/49*z^3 + 142/7*z + 1
*
[ 10/3 ] 
f(z) = -63/50*z^3 + 147/10*z + 1
*
[ -10/3 ] 
f(z) = -63/50*z^3 + 153/10*z + 1
*
[ -7/20 ] 
f(z) = -80/49*z^3 + 142/35*z + 1
*
-2 | 0.095094475223349963808974438560011923971 | 0.016731440239445720560772214773645070306
f(z) = -79/44*z^3 + 147/22*z + 1
*
-2 | 0.095101752970041624055020561315488558061 | 0.016773148195156261807427417008058355948
f(z) = -79/52*z^3 + 145/26*z + 1
*
[ 10/7 ] 
f(z) = -77/40*z^3 + 148/35*z + 1
*
-2 | 0.094624854737484430806408144434734070972 | 0.016771785417187063135669970937880634929
f(z) = -77/52*z^3 + 141/26*z + 1
*
[ 7/4 ] 
f(z) = -76/49*z^3 + 145/28*z + 1
*
[ 2 ] 
f(z) = -73/44*z^3 + 157/22*z + 1
*
[ 2 ] 
f(z) = -73/52*z^3 + 159/26*z + 1
*
[ 2 ] 
f(z) = -71/44*z^3 + 153/22*z + 1
*
[ 2 ] 
f(z) = -71/52*z^3 + 155/26*z + 1
*
[ 2 ] 
f(z) = -69/44*z^3 + 149/22*z + 1
*
[ 2 ] 
f(z) = -69/52*z^3 + 151/26*z + 1
*
[ 2 ] 
f(z) = -67/44*z^3 + 145/22*z + 1
*
[ 2 ] 
f(z) = -67/52*z^3 + 147/26*z + 1
*
[ 2 ] 
f(z) = -65/44*z^3 + 141/22*z + 1
*
[ -7/5 ] 
f(z) = -65/49*z^3 + 151/35*z + 1
*
[ -2 ] 
f(z) = -63/44*z^3 + 159/22*z + 1
*
[ -3/2 ] 
f(z) = -62/45*z^3 + 143/30*z + 1
*
[ -2 ] 
f(z) = -61/44*z^3 + 155/22*z + 1
*
[ -1/2 ] 
f(z) = -80/41*z^3 + 143/41*z + 1
*
[ -1/2 ] 
f(z) = -80/43*z^3 + 149/43*z + 1
*
[ -2/3 ] 
f(z) = -79/40*z^3 + 152/45*z + 1
*
[ -1 ] 
f(z) = -79/40*z^3 + 159/40*z + 1
*
[ -2/3 ] 
f(z) = -77/40*z^3 + 151/45*z + 1
*
[ -1 ] 
f(z) = -77/40*z^3 + 157/40*z + 1
*
[ -1 ] 
f(z) = -77/41*z^3 + 159/41*z + 1
*
[ -3/7 ] 
f(z) = -77/54*z^3 + 151/42*z + 1
*
[ -12/11 ] 
f(z) = -77/54*z^3 + 159/44*z + 1
*
[ -3/5 ] 
f(z) = -77/54*z^3 + 159/50*z + 1
*
[ -1/2 ] 
f(z) = -76/41*z^3 + 142/41*z + 1
*
[ -1 ] 
f(z) = -76/41*z^3 + 158/41*z + 1
*
[ -1/2 ] 
f(z) = -76/43*z^3 + 148/43*z + 1
*
[ -1/2 ] 
f(z) = -76/45*z^3 + 154/45*z + 1
*
[ -1 ] 
f(z) = -75/41*z^3 + 157/41*z + 1
*
[ -4/5 ] 
f(z) = -75/44*z^3 + 147/44*z + 1
*
[ -14/15 ] 
f(z) = -75/49*z^3 + 143/42*z + 1
*
[ -1 ] 
f(z) = -74/41*z^3 + 156/41*z + 1
*
[ -2/3 ] 
f(z) = -73/40*z^3 + 149/45*z + 1
*
[ -1 ] 
f(z) = -73/40*z^3 + 153/40*z + 1
*
[ -1 ] 
f(z) = -73/41*z^3 + 155/41*z + 1
*
[ -1 ] 
f(z) = -73/42*z^3 + 157/42*z + 1
*
[ -1 ] 
f(z) = -73/43*z^3 + 159/43*z + 1
*
[ -1/2 ] 
f(z) = -72/41*z^3 + 141/41*z + 1
*
[ -1 ] 
f(z) = -72/41*z^3 + 154/41*z + 1
*
[ -1/2 ] 
f(z) = -72/43*z^3 + 147/43*z + 1
*
[ -1 ] 
f(z) = -72/43*z^3 + 158/43*z + 1
*
[ -1/2 ] 
f(z) = -72/47*z^3 + 159/47*z + 1
*
[ -2/3 ] 
f(z) = -71/40*z^3 + 148/45*z + 1
*
[ -1 ] 
f(z) = -71/40*z^3 + 151/40*z + 1
*
[ -1 ] 
f(z) = -71/41*z^3 + 153/41*z + 1
*
[ -1 ] 
f(z) = -71/42*z^3 + 155/42*z + 1
*
[ -1 ] 
f(z) = -71/43*z^3 + 157/43*z + 1
*
[ -1 ] 
f(z) = -71/44*z^3 + 159/44*z + 1
*
[ -3/5 ] 
f(z) = -71/54*z^3 + 157/50*z + 1
*
[ -1 ] 
f(z) = -70/41*z^3 + 152/41*z + 1
*
[ -1 ] 
f(z) = -70/43*z^3 + 156/43*z + 1
*
[ -1 ] 
f(z) = -69/40*z^3 + 149/40*z + 1
*
[ -1 ] 
f(z) = -69/41*z^3 + 151/41*z + 1
*
[ -1 ] 
f(z) = -69/43*z^3 + 155/43*z + 1
*
[ -1 ] 
f(z) = -69/44*z^3 + 157/44*z + 1
*
[ -1/2 ] 
f(z) = -68/41*z^3 + 140/41*z + 1
*
[ -1 ] 
f(z) = -68/41*z^3 + 150/41*z + 1
*
[ -1/2 ] 
f(z) = -68/43*z^3 + 146/43*z + 1
*
[ -1 ] 
f(z) = -68/43*z^3 + 154/43*z + 1
*
[ -1/2 ] 
f(z) = -68/45*z^3 + 152/45*z + 1
*
[ -1 ] 
f(z) = -68/45*z^3 + 158/45*z + 1
*
[ -1/2 ] 
f(z) = -68/47*z^3 + 158/47*z + 1
*
[ -2/3 ] 
f(z) = -67/40*z^3 + 146/45*z + 1
*
[ -1 ] 
f(z) = -67/40*z^3 + 147/40*z + 1
*
[ -1 ] 
f(z) = -67/41*z^3 + 149/41*z + 1
*
[ -1 ] 
f(z) = -67/42*z^3 + 151/42*z + 1
*
[ -1 ] 
f(z) = -67/43*z^3 + 153/43*z + 1
*
[ -1 ] 
f(z) = -67/44*z^3 + 155/44*z + 1
*
[ -1 ] 
f(z) = -67/45*z^3 + 157/45*z + 1
*
[ -1 ] 
f(z) = -67/46*z^3 + 159/46*z + 1
*
[ -1 ] 
f(z) = -66/41*z^3 + 148/41*z + 1
*
[ -1 ] 
f(z) = -66/43*z^3 + 152/43*z + 1
*
[ -7/6 ] 
f(z) = -66/49*z^3 + 155/42*z + 1
*
[ -1 ] 
f(z) = -65/41*z^3 + 147/41*z + 1
*
[ -1 ] 
f(z) = -65/42*z^3 + 149/42*z + 1
*
[ -1 ] 
f(z) = -65/43*z^3 + 151/43*z + 1
*
[ -1 ] 
f(z) = -65/44*z^3 + 153/44*z + 1
*
[ -1 ] 
f(z) = -65/46*z^3 + 157/46*z + 1
*
[ -1 ] 
f(z) = -65/47*z^3 + 159/47*z + 1
*
[ -1 ] 
f(z) = -64/41*z^3 + 146/41*z + 1
*
[ -1/2 ] 
f(z) = -64/43*z^3 + 145/43*z + 1
*
[ -1 ] 
f(z) = -64/43*z^3 + 150/43*z + 1
*
[ -5/8 ] 
f(z) = -64/45*z^3 + 142/45*z + 1
*
[ -1/2 ] 
f(z) = -64/45*z^3 + 151/45*z + 1
*
[ -1 ] 
f(z) = -64/45*z^3 + 154/45*z + 1
*
[ -1/2 ] 
f(z) = -64/47*z^3 + 157/47*z + 1
*
[ -1 ] 
f(z) = -64/47*z^3 + 158/47*z + 1
*
-1/4 | 0.14414149252261580037817427729208738738 | 0.028729011976760673864082543739215035280
f(z) = -64/49*z^3 + 151/49*z + 1
*
[ -3/4 ] 
f(z) = -64/51*z^3 + 155/51*z + 1
*
[ -1 ] 
f(z) = -63/40*z^3 + 143/40*z + 1
*
5/3 | 0.14061786850503979502944919256916928347 | 0.028026714291126125598346902934998637443
f(z) = -63/40*z^3 + 151/40*z + 1
*
-5/3 | 0.14819426788299712240824432964894466587 | 0.029235957510912620495604657815567488129
f(z) = -63/40*z^3 + 159/40*z + 1
*
[ -1 ] 
f(z) = -63/41*z^3 + 145/41*z + 1
*
[ -1 ] 
f(z) = -63/43*z^3 + 149/43*z + 1
*
[ -1 ] 
f(z) = -63/44*z^3 + 151/44*z + 1
*
[ -2/3 ] 
f(z) = -63/46*z^3 + 143/46*z + 1
*
[ -1 ] 
f(z) = -63/46*z^3 + 155/46*z + 1
*
[ -1 ] 
f(z) = -63/47*z^3 + 157/47*z + 1
*
[ -2/3 ] 
f(z) = -63/50*z^3 + 153/50*z + 1
*
[ -1 ] 
f(z) = -62/41*z^3 + 144/41*z + 1
*
[ -1 ] 
f(z) = -62/43*z^3 + 148/43*z + 1
*
[ -1 ] 
f(z) = -62/45*z^3 + 152/45*z + 1
*
[ -1 ] 
f(z) = -62/47*z^3 + 156/47*z + 1
*
[ -1 ] 
f(z) = -61/40*z^3 + 141/40*z + 1
*
[ -2/3 ] 
f(z) = -61/40*z^3 + 143/45*z + 1
*
[ -1 ] 
f(z) = -61/41*z^3 + 143/41*z + 1
*
[ -1 ] 
f(z) = -61/42*z^3 + 145/42*z + 1
*
[ -1 ] 
f(z) = -61/43*z^3 + 147/43*z + 1
*
[ -1 ] 
f(z) = -61/44*z^3 + 149/44*z + 1
*
[ -1 ] 
f(z) = -61/45*z^3 + 151/45*z + 1
*
[ -1 ] 
f(z) = -61/46*z^3 + 153/46*z + 1
*
[ -1 ] 
f(z) = -61/47*z^3 + 155/47*z + 1
*
[ -1 ] 
f(z) = -61/48*z^3 + 157/48*z + 1
*
[ -1 ] 
f(z) = -61/49*z^3 + 159/49*z + 1
*
[ 7/6 ] 
f(z) = -80/49*z^3 + 149/63*z + 1
*
[ 7/6 ] 
f(z) = -76/49*z^3 + 142/63*z + 1
*
-3/4 | 0.15609885331042575878964094591092379464 | 0.025752695333522589998879900829411635649
f(z) = -64/45*z^3 + 143/60*z + 1
*
[ 10/9 ] 
f(z) = -63/50*z^3 + 149/90*z + 1
*
11/12 | 0.13334191326749538515672629899723251176 | 0.026830366701878206167456818566966437764
f(z) = -72/55*z^3 + 141/110*z + 1
*
-6/5 | 0.20012398837461480447722935408154845138 | 0.028020577363513482316831306766142583061
f(z) = -65/56*z^3 + 158/105*z + 1
*
-3/4 | 0.12963899740854643818156773660307578351 | 0.020308429962319934310516448704942770424
f(z) = -74/45*z^3 + 151/120*z + 1
*
0 | 0.13870751740716568911189850533755692050 | 0.026462077816547853336247602264417248364
f(z) = -63/40*z^3 + 149/120*z + 1
*
[ 13/15 ] 
f(z) = -75/52*z^3 + 145/156*z + 1
*
[ 20/21 ] 
f(z) = -63/50*z^3 + 153/140*z + 1
*
[ 4/5 ] 
f(z) = -75/41*z^3 + 151/164*z + 1
*
[ 4/5 ] 
f(z) = -75/43*z^3 + 149/172*z + 1
*
[ 5/6 ] 
f(z) = -63/40*z^3 + 143/160*z + 1
*
[ 9/11 ] 
f(z) = -77/54*z^3 + 145/198*z + 1
*
[ 4/5 ] 
f(z) = -75/47*z^3 + 145/188*z + 1
*
[ 4/5 ] 
f(z) = -75/49*z^3 + 143/196*z + 1
*
0 | 0.15740233221658426608162433453663091475 | 0.027532196875286767186881893824303452728
f(z) = -76/51*z^3 + 151/204*z + 1
*
[ 4/5 ] 
f(z) = -65/44*z^3 + 153/220*z + 1
*
9/16 | 0.16358228118215279845117641519474946645 | 0.029499918229849480113878467005529495942
f(z) = -64/57*z^3 + 157/228*z + 1
*
[ 3/4 ] 
f(z) = -79/45*z^3 + 157/240*z + 1
*
[ 3/4 ] 
f(z) = -77/45*z^3 + 151/240*z + 1
*
[ 3/4 ] 
f(z) = -72/43*z^3 + 157/258*z + 1
*
0 | 0.16850728027836422505098534276328896999 | 0.028430805368584748623808730050601592571
f(z) = -75/56*z^3 + 151/280*z + 1
*
[ 3/4 ] 
f(z) = -72/47*z^3 + 149/282*z + 1
*
[ 3/4 ] 
f(z) = -72/49*z^3 + 145/294*z + 1
*
0 | 0.13582258735406723325727587724800885653 | 0.023483176457169059316580393141092071096
f(z) = -65/56*z^3 + 157/280*z + 1
*
[ 14/5 ] 
f(z) = -75/49*z^3 + 177/14*z + 1
*
[ -7/5 ] 
f(z) = -80/49*z^3 + 172/35*z + 1
*
[ 2 ] 
f(z) = -79/44*z^3 + 169/22*z + 1
*
[ 2 ] 
f(z) = -79/52*z^3 + 171/26*z + 1
*
[ -2/7 ] 
f(z) = -77/40*z^3 + 163/35*z + 1
*
[ 2 ] 
f(z) = -77/52*z^3 + 167/26*z + 1
*
[ -7/4 ] 
f(z) = -76/49*z^3 + 177/28*z + 1
*
[ 2 ] 
f(z) = -75/44*z^3 + 161/22*z + 1
*
[ 2 ] 
f(z) = -75/52*z^3 + 163/26*z + 1
*
-2/5 | 0.090287107708196247356288824682167764319 | 0.012453522074251380498727885209839460014
f(z) = -75/56*z^3 + 176/21*z + 1
*
[ -2/15 ] 
f(z) = -75/56*z^3 + 179/21*z + 1
*
[ -3/2 ] 
f(z) = -74/45*z^3 + 161/30*z + 1
*
[ -2 ] 
f(z) = -73/44*z^3 + 179/22*z + 1
*
[ -2 ] 
f(z) = -71/44*z^3 + 175/22*z + 1
*
[ -2 ] 
f(z) = -69/44*z^3 + 171/22*z + 1
*
[ 7/3 ] 
f(z) = -69/49*z^3 + 173/21*z + 1
*
[ -5/3 ] 
f(z) = -69/50*z^3 + 163/30*z + 1
*
[ -2 ] 
f(z) = -69/52*z^3 + 177/26*z + 1
*
[ -7/4 ] 
f(z) = -68/49*z^3 + 163/28*z + 1
*
[ -2 ] 
f(z) = -67/44*z^3 + 167/22*z + 1
*
[ -2 ] 
f(z) = -67/52*z^3 + 173/26*z + 1
*
[ 7/3 ] 
f(z) = -66/49*z^3 + 166/21*z + 1
*
[ -2 ] 
f(z) = -65/44*z^3 + 163/22*z + 1
*
[ -12/5 ] 
f(z) = -65/54*z^3 + 167/20*z + 1
*
[ -10/7 ] 
f(z) = -63/40*z^3 + 172/35*z + 1
*
[ -2 ] 
f(z) = -63/52*z^3 + 165/26*z + 1
*
[ -2 ] 
f(z) = -61/52*z^3 + 161/26*z + 1
*
[ -1 ] 
f(z) = -80/41*z^3 + 162/41*z + 1
*
[ -1 ] 
f(z) = -80/43*z^3 + 166/43*z + 1
*
[ -1/2 ] 
f(z) = -80/47*z^3 + 161/47*z + 1
*
[ -1 ] 
f(z) = -80/47*z^3 + 174/47*z + 1
*
[ -1/2 ] 
f(z) = -80/49*z^3 + 167/49*z + 1
*
[ -1 ] 
f(z) = -80/49*z^3 + 178/49*z + 1
*
[ -3/4 ] 
f(z) = -80/51*z^3 + 164/51*z + 1
*
[ -1/2 ] 
f(z) = -80/51*z^3 + 173/51*z + 1
*
[ -1/2 ] 
f(z) = -80/53*z^3 + 179/53*z + 1
*
[ -3/4 ] 
f(z) = -80/57*z^3 + 178/57*z + 1
*
[ -1 ] 
f(z) = -79/41*z^3 + 161/41*z + 1
*
[ -1 ] 
f(z) = -79/42*z^3 + 163/42*z + 1
*
[ -1 ] 
f(z) = -79/43*z^3 + 165/43*z + 1
*
[ -1 ] 
f(z) = -79/44*z^3 + 167/44*z + 1
*
[ -1 ] 
f(z) = -79/45*z^3 + 169/45*z + 1
*
[ -1 ] 
f(z) = -79/46*z^3 + 171/46*z + 1
*
[ -1 ] 
f(z) = -79/47*z^3 + 173/47*z + 1
*
[ -1 ] 
f(z) = -79/48*z^3 + 175/48*z + 1
*
[ -1 ] 
f(z) = -79/49*z^3 + 177/49*z + 1
*
[ -1 ] 
f(z) = -79/50*z^3 + 179/50*z + 1
*
[ -1 ] 
f(z) = -78/41*z^3 + 160/41*z + 1
*
[ -1 ] 
f(z) = -78/43*z^3 + 164/43*z + 1
*
[ -1 ] 
f(z) = -78/47*z^3 + 172/47*z + 1
*
[ -7/6 ] 
f(z) = -78/49*z^3 + 169/42*z + 1
*
[ -1 ] 
f(z) = -78/49*z^3 + 176/49*z + 1
*
[ -1 ] 
f(z) = -77/43*z^3 + 163/43*z + 1
*
[ -1 ] 
f(z) = -77/45*z^3 + 167/45*z + 1
*
[ -1 ] 
f(z) = -77/46*z^3 + 169/46*z + 1
*
[ -1 ] 
f(z) = -77/47*z^3 + 171/47*z + 1
*
[ -1 ] 
f(z) = -77/48*z^3 + 173/48*z + 1
*
[ -1 ] 
f(z) = -77/50*z^3 + 177/50*z + 1
*
[ -1 ] 
f(z) = -77/51*z^3 + 179/51*z + 1
*
[ -1 ] 
f(z) = -76/43*z^3 + 162/43*z + 1
*
[ -1 ] 
f(z) = -76/45*z^3 + 166/45*z + 1
*
[ -1/2 ] 
f(z) = -76/47*z^3 + 160/47*z + 1
*
[ -1 ] 
f(z) = -76/47*z^3 + 170/47*z + 1
*
[ -1/2 ] 
f(z) = -76/49*z^3 + 166/49*z + 1
*
[ -1 ] 
f(z) = -76/49*z^3 + 174/49*z + 1
*
[ -1/2 ] 
f(z) = -76/51*z^3 + 172/51*z + 1
*
[ -1 ] 
f(z) = -76/51*z^3 + 178/51*z + 1
*
[ -1/2 ] 
f(z) = -76/53*z^3 + 178/53*z + 1
*
[ -1 ] 
f(z) = -75/43*z^3 + 161/43*z + 1
*
[ -1 ] 
f(z) = -75/44*z^3 + 163/44*z + 1
*
-1/5 | 0.13321849785773592494053417386676752381 | 0.025681239615479939114684772891351777890
f(z) = -75/44*z^3 + 179/44*z + 1
*
[ -1 ] 
f(z) = -75/46*z^3 + 167/46*z + 1
*
[ -2/5 ] 
f(z) = -75/46*z^3 + 173/46*z + 1
*
[ -1 ] 
f(z) = -75/47*z^3 + 169/47*z + 1
*
[ -1 ] 
f(z) = -75/49*z^3 + 173/49*z + 1
*
[ -4/5 ] 
f(z) = -75/52*z^3 + 165/52*z + 1
*
[ -1 ] 
f(z) = -75/52*z^3 + 179/52*z + 1
*
[ 7/5 ] 
f(z) = -75/56*z^3 + 163/56*z + 1
*
[ -1 ] 
f(z) = -74/43*z^3 + 160/43*z + 1
*
[ -1 ] 
f(z) = -74/45*z^3 + 164/45*z + 1
*
[ -1 ] 
f(z) = -74/47*z^3 + 168/47*z + 1
*
[ -1 ] 
f(z) = -74/49*z^3 + 172/49*z + 1
*
[ -1 ] 
f(z) = -74/51*z^3 + 176/51*z + 1
*
[ -1 ] 
f(z) = -73/44*z^3 + 161/44*z + 1
*
[ -1 ] 
f(z) = -73/45*z^3 + 163/45*z + 1
*
[ -1 ] 
f(z) = -73/46*z^3 + 165/46*z + 1
*
[ -1 ] 
f(z) = -73/47*z^3 + 167/47*z + 1
*
[ -1 ] 
f(z) = -73/48*z^3 + 169/48*z + 1
*
[ -1 ] 
f(z) = -73/49*z^3 + 171/49*z + 1
*
[ -1 ] 
f(z) = -73/50*z^3 + 173/50*z + 1
*
[ -1 ] 
f(z) = -73/51*z^3 + 175/51*z + 1
*
[ -1 ] 
f(z) = -73/52*z^3 + 177/52*z + 1
*
[ -1 ] 
f(z) = -73/53*z^3 + 179/53*z + 1
*
[ -1/3 ] 
f(z) = -72/41*z^3 + 172/41*z + 1
*
[ -1 ] 
f(z) = -72/47*z^3 + 166/47*z + 1
*
[ -1/2 ] 
f(z) = -72/49*z^3 + 165/49*z + 1
*
[ -1 ] 
f(z) = -72/49*z^3 + 170/49*z + 1
*
[ -1/2 ] 
f(z) = -72/53*z^3 + 177/53*z + 1
*
[ -1 ] 
f(z) = -72/53*z^3 + 178/53*z + 1
*
[ -5/6 ] 
f(z) = -72/55*z^3 + 171/55*z + 1
*
[ -1 ] 
f(z) = -71/45*z^3 + 161/45*z + 1
*
[ -1 ] 
f(z) = -71/46*z^3 + 163/46*z + 1
*
[ -1 ] 
f(z) = -71/47*z^3 + 165/47*z + 1
*
[ -1 ] 
f(z) = -71/48*z^3 + 167/48*z + 1
*
[ -1 ] 
f(z) = -71/49*z^3 + 169/49*z + 1
*
[ -1 ] 
f(z) = -71/50*z^3 + 171/50*z + 1
*
[ -1 ] 
f(z) = -71/51*z^3 + 173/51*z + 1
*
[ -1 ] 
f(z) = -71/52*z^3 + 175/52*z + 1
*
[ -1 ] 
f(z) = -71/53*z^3 + 177/53*z + 1
*
[ -1 ] 
f(z) = -71/54*z^3 + 179/54*z + 1
*
[ -1 ] 
f(z) = -70/47*z^3 + 164/47*z + 1
*
[ -1 ] 
f(z) = -70/51*z^3 + 172/51*z + 1
*
[ -1 ] 
f(z) = -70/53*z^3 + 176/53*z + 1
*
[ -1 ] 
f(z) = -69/47*z^3 + 163/47*z + 1
*
[ -1 ] 
f(z) = -69/49*z^3 + 167/49*z + 1
*
[ -1 ] 
f(z) = -69/50*z^3 + 169/50*z + 1
*
[ -1 ] 
f(z) = -69/52*z^3 + 173/52*z + 1
*
[ -1 ] 
f(z) = -69/53*z^3 + 175/53*z + 1
*
[ -1 ] 
f(z) = -69/55*z^3 + 179/55*z + 1
*
[ -1 ] 
f(z) = -68/47*z^3 + 162/47*z + 1
*
[ -1/2 ] 
f(z) = -68/49*z^3 + 164/49*z + 1
*
[ -1 ] 
f(z) = -68/49*z^3 + 166/49*z + 1
*
[ -1 ] 
f(z) = -68/53*z^3 + 174/53*z + 1
*
[ -1/2 ] 
f(z) = -68/53*z^3 + 176/53*z + 1
*
[ -1 ] 
f(z) = -68/55*z^3 + 178/55*z + 1
*
[ 3/2 ] 
f(z) = -68/57*z^3 + 172/57*z + 1
*
[ -1 ] 
f(z) = -67/47*z^3 + 161/47*z + 1
*
[ -1 ] 
f(z) = -67/48*z^3 + 163/48*z + 1
*
[ -1 ] 
f(z) = -67/49*z^3 + 165/49*z + 1
*
[ -1 ] 
f(z) = -67/50*z^3 + 167/50*z + 1
*
[ -1 ] 
f(z) = -67/51*z^3 + 169/51*z + 1
*
[ -1 ] 
f(z) = -67/52*z^3 + 171/52*z + 1
*
[ -1 ] 
f(z) = -67/53*z^3 + 173/53*z + 1
*
[ -1 ] 
f(z) = -67/54*z^3 + 175/54*z + 1
*
[ -1 ] 
f(z) = -67/55*z^3 + 177/55*z + 1
*
[ -1 ] 
f(z) = -67/56*z^3 + 179/56*z + 1
*
[ -1 ] 
f(z) = -66/47*z^3 + 160/47*z + 1
*
[ -1 ] 
f(z) = -66/49*z^3 + 164/49*z + 1
*
[ -1 ] 
f(z) = -66/53*z^3 + 172/53*z + 1
*
[ -1 ] 
f(z) = -65/48*z^3 + 161/48*z + 1
*
[ -1 ] 
f(z) = -65/49*z^3 + 163/49*z + 1
*
[ -1 ] 
f(z) = -65/51*z^3 + 167/51*z + 1
*
[ -1 ] 
f(z) = -65/53*z^3 + 171/53*z + 1
*
[ -1 ] 
f(z) = -65/54*z^3 + 173/54*z + 1
*
[ -1 ] 
f(z) = -65/56*z^3 + 177/56*z + 1
*
[ -1 ] 
f(z) = -65/57*z^3 + 179/57*z + 1
*
[ -9/8 ] 
f(z) = -64/45*z^3 + 166/45*z + 1
*
[ -1 ] 
f(z) = -64/49*z^3 + 162/49*z + 1
*
[ -1/2 ] 
f(z) = -64/49*z^3 + 163/49*z + 1
*
[ 3/2 ] 
f(z) = -64/51*z^3 + 161/51*z + 1
*
[ -1 ] 
f(z) = -64/51*z^3 + 166/51*z + 1
*
[ -1/2 ] 
f(z) = -64/51*z^3 + 169/51*z + 1
*
[ -1 ] 
f(z) = -64/53*z^3 + 170/53*z + 1
*
[ -1/2 ] 
f(z) = -64/53*z^3 + 175/53*z + 1
*
[ -5/8 ] 
f(z) = -64/55*z^3 + 168/55*z + 1
*
[ -1 ] 
f(z) = -64/55*z^3 + 174/55*z + 1
*
[ 3/2 ] 
f(z) = -64/57*z^3 + 163/57*z + 1
*
[ -3/4 ] 
f(z) = -64/57*z^3 + 169/57*z + 1
*
[ -1 ] 
f(z) = -64/57*z^3 + 178/57*z + 1
*
-2/9 | 0.16018803042579004339642185709239215519 | 0.022369987081653267046928330366254220058
f(z) = -63/40*z^3 + 161/45*z + 1
*
[ -1/3 ] 
f(z) = -63/40*z^3 + 167/40*z + 1
*
[ -10/9 ] 
f(z) = -63/40*z^3 + 173/45*z + 1
*
[ -1/3 ] 
f(z) = -63/41*z^3 + 171/41*z + 1
*
[ -1/3 ] 
f(z) = -63/43*z^3 + 179/43*z + 1
*
[ -1 ] 
f(z) = -63/50*z^3 + 163/50*z + 1
*
[ -1 ] 
f(z) = -63/52*z^3 + 167/52*z + 1
*
[ -1 ] 
f(z) = -63/53*z^3 + 169/53*z + 1
*
[ -1 ] 
f(z) = -63/55*z^3 + 173/55*z + 1
*
[ -2/3 ] 
f(z) = -63/58*z^3 + 173/58*z + 1
*
[ -1 ] 
f(z) = -63/58*z^3 + 179/58*z + 1
*
[ -1 ] 
f(z) = -62/49*z^3 + 160/49*z + 1
*
[ -1 ] 
f(z) = -62/51*z^3 + 164/51*z + 1
*
[ -1 ] 
f(z) = -62/53*z^3 + 168/53*z + 1
*
[ -1 ] 
f(z) = -62/55*z^3 + 172/55*z + 1
*
[ -1 ] 
f(z) = -62/57*z^3 + 176/57*z + 1
*
[ -1 ] 
f(z) = -61/50*z^3 + 161/50*z + 1
*
[ -1 ] 
f(z) = -61/51*z^3 + 163/51*z + 1
*
[ -1 ] 
f(z) = -61/52*z^3 + 165/52*z + 1
*
[ -1 ] 
f(z) = -61/53*z^3 + 167/53*z + 1
*
[ -1 ] 
f(z) = -61/54*z^3 + 169/54*z + 1
*
[ -6/5 ] 
f(z) = -61/54*z^3 + 173/50*z + 1
*
[ -1 ] 
f(z) = -61/55*z^3 + 171/55*z + 1
*
[ -1 ] 
f(z) = -61/56*z^3 + 173/56*z + 1
*
[ -1 ] 
f(z) = -61/57*z^3 + 175/57*z + 1
*
[ -1 ] 
f(z) = -61/58*z^3 + 177/58*z + 1
*
[ -1 ] 
f(z) = -61/59*z^3 + 179/59*z + 1
*
[ 6/5 ] 
f(z) = -75/44*z^3 + 173/66*z + 1
*
[ 6/5 ] 
f(z) = -75/52*z^3 + 175/78*z + 1
*
2/5 | 0.18108287294755676650433723560780560657 | 0.027944695629333301398193991460372473249
f(z) = -65/48*z^3 + 163/60*z + 1
*
[ 7/6 ] 
f(z) = -69/49*z^3 + 173/84*z + 1
*
0 | 0.11475460904806489971930319801365179200 | 0.022268215749830563679386575828681163708
f(z) = -64/45*z^3 + 173/90*z + 1
*
0 | 0.091382777339440451961683420527467902115 | 0.017813758597924053274285015042332150733
f(z) = -62/45*z^3 + 169/90*z + 1
*
-6/7 | 0.18087025794646919216294476298777656492 | 0.024480540304125302456719964547641735691
f(z) = -77/40*z^3 + 166/105*z + 1
*
17/12 | 0.080259289219754218563489306595980436769 | 0.015472010801545933632590608191526560645
f(z) = -72/55*z^3 + 179/110*z + 1
*
0 | 0.13333938178301199550738052928357194678 | 0.025704543053820685024296801813569147071
f(z) = -62/55*z^3 + 179/110*z + 1
*
-6/11 | 0.19010837692187105909046617415798083128 | 0.028198875258979846160717891615674249091
f(z) = -77/48*z^3 + 173/132*z + 1
*
-11/15 | 0.13322620668232329502631462001751458361 | 0.024598178908961616411146735422800035422
f(z) = -75/44*z^3 + 169/132*z + 1
*
0 | 0.10086787462085992502944116917066881302 | 0.018914905985338067300360844975595717444
f(z) = -69/40*z^3 + 167/120*z + 1
*
-4/7 | 0.13811031224668554255605419943715403540 | 0.022681769484668198433609575512767779292
f(z) = -63/40*z^3 + 177/140*z + 1
*
0 | 0.13323106564695945294903527241452849727 | 0.024422222419114844187940153644648646973
f(z) = -78/55*z^3 + 179/165*z + 1
*
-14/23 | 0.20467900379212825063656495234285675947 | 0.027773418337582347505414646848026053746
f(z) = -69/56*z^3 + 177/161*z + 1
*
0 | 0.14292159396661459843206502797265039284 | 0.024999283094510817940967856823598977749
f(z) = -76/45*z^3 + 169/180*z + 1
*
-1/4 | 0.15747249297072502893984987415505513105 | 0.028398098085660893546511922696715709834
f(z) = -64/51*z^3 + 169/204*z + 1
*
[ 14/17 ] 
f(z) = -68/49*z^3 + 173/238*z + 1
*
19/16 | 0.16365087472722859873447696998700858801 | 0.029512288175764211444416190159400131916
f(z) = -64/57*z^3 + 169/228*z + 1
*
[ 3/4 ] 
f(z) = -72/41*z^3 + 161/246*z + 1
*
0 | 0.16071283205733549528508998567683545538 | 0.027786599178054688989099085260988331248
f(z) = -65/51*z^3 + 172/255*z + 1
*
[ 5/7 ] 
f(z) = -77/40*z^3 + 163/280*z + 1
*
[ -14/5 ] 
f(z) = -75/49*z^3 + 187/14*z + 1
*
[ 3 ] 
f(z) = -62/45*z^3 + 196/15*z + 1
*
[ 3 ] 
f(z) = -61/45*z^3 + 193/15*z + 1
*
[ -2 ] 
f(z) = -79/44*z^3 + 191/22*z + 1
*
[ -2 ] 
f(z) = -79/52*z^3 + 197/26*z + 1
*
[ 7/3 ] 
f(z) = -78/49*z^3 + 194/21*z + 1
*
[ -10/7 ] 
f(z) = -77/40*z^3 + 197/35*z + 1
*
[ -2 ] 
f(z) = -77/52*z^3 + 193/26*z + 1
*
[ -2 ] 
f(z) = -75/44*z^3 + 183/22*z + 1
*
[ 7/3 ] 
f(z) = -75/49*z^3 + 187/21*z + 1
*
[ -2 ] 
f(z) = -75/52*z^3 + 189/26*z + 1
*
[ -2 ] 
f(z) = -73/52*z^3 + 185/26*z + 1
*
[ -2 ] 
f(z) = -71/52*z^3 + 181/26*z + 1
*
[ -7/3 ] 
f(z) = -69/49*z^3 + 191/21*z + 1
*
[ -7/3 ] 
f(z) = -66/49*z^3 + 184/21*z + 1
*
[ -1 ] 
f(z) = -80/51*z^3 + 182/51*z + 1
*
[ 3/2 ] 
f(z) = -80/51*z^3 + 197/51*z + 1
*
[ -1 ] 
f(z) = -80/53*z^3 + 186/53*z + 1
*
[ -1/2 ] 
f(z) = -80/57*z^3 + 191/57*z + 1
*
[ -1 ] 
f(z) = -80/57*z^3 + 194/57*z + 1
*
[ 3/2 ] 
f(z) = -80/57*z^3 + 199/57*z + 1
*
[ -1/2 ] 
f(z) = -80/59*z^3 + 197/59*z + 1
*
[ -1 ] 
f(z) = -80/59*z^3 + 198/59*z + 1
*
[ -1 ] 
f(z) = -79/51*z^3 + 181/51*z + 1
*
[ -1 ] 
f(z) = -79/52*z^3 + 183/52*z + 1
*
[ -1 ] 
f(z) = -79/53*z^3 + 185/53*z + 1
*
[ -1 ] 
f(z) = -79/54*z^3 + 187/54*z + 1
*
[ -6/5 ] 
f(z) = -79/54*z^3 + 197/50*z + 1
*
[ -1 ] 
f(z) = -79/55*z^3 + 189/55*z + 1
*
[ -1 ] 
f(z) = -79/56*z^3 + 191/56*z + 1
*
[ -1 ] 
f(z) = -79/57*z^3 + 193/57*z + 1
*
[ -1 ] 
f(z) = -79/58*z^3 + 195/58*z + 1
*
[ -1 ] 
f(z) = -79/59*z^3 + 197/59*z + 1
*
[ -1 ] 
f(z) = -78/53*z^3 + 184/53*z + 1
*
[ -1 ] 
f(z) = -78/55*z^3 + 188/55*z + 1
*
[ -1 ] 
f(z) = -78/59*z^3 + 196/59*z + 1
*
[ -1 ] 
f(z) = -77/52*z^3 + 181/52*z + 1
*
[ -1 ] 
f(z) = -77/53*z^3 + 183/53*z + 1
*
[ -1 ] 
f(z) = -77/54*z^3 + 185/54*z + 1
*
[ -1 ] 
f(z) = -77/57*z^3 + 191/57*z + 1
*
[ -1 ] 
f(z) = -77/58*z^3 + 193/58*z + 1
*
[ -1 ] 
f(z) = -77/59*z^3 + 195/59*z + 1
*
[ 3/2 ] 
f(z) = -76/51*z^3 + 188/51*z + 1
*
[ -1 ] 
f(z) = -76/53*z^3 + 182/53*z + 1
*
[ -1/2 ] 
f(z) = -76/55*z^3 + 184/55*z + 1
*
[ -1 ] 
f(z) = -76/55*z^3 + 186/55*z + 1
*
[ -1 ] 
f(z) = -76/59*z^3 + 194/59*z + 1
*
[ -1/2 ] 
f(z) = -76/59*z^3 + 196/59*z + 1
*
[ -1 ] 
f(z) = -75/53*z^3 + 181/53*z + 1
*
[ -1 ] 
f(z) = -75/58*z^3 + 191/58*z + 1
*
[ -1 ] 
f(z) = -75/59*z^3 + 193/59*z + 1
*
[ -1 ] 
f(z) = -74/53*z^3 + 180/53*z + 1
*
[ -1 ] 
f(z) = -74/55*z^3 + 184/55*z + 1
*
[ -1 ] 
f(z) = -74/57*z^3 + 188/57*z + 1
*
[ -1 ] 
f(z) = -74/59*z^3 + 192/59*z + 1
*
[ -1 ] 
f(z) = -73/54*z^3 + 181/54*z + 1
*
[ -6/5 ] 
f(z) = -73/54*z^3 + 189/50*z + 1
*
[ -1 ] 
f(z) = -73/55*z^3 + 183/55*z + 1
*
[ -1 ] 
f(z) = -73/56*z^3 + 185/56*z + 1
*
[ -1 ] 
f(z) = -73/57*z^3 + 187/57*z + 1
*
[ -1 ] 
f(z) = -73/58*z^3 + 189/58*z + 1
*
[ -1 ] 
f(z) = -73/59*z^3 + 191/59*z + 1
*
[ -1/3 ] 
f(z) = -72/43*z^3 + 180/43*z + 1
*
[ -1/3 ] 
f(z) = -72/47*z^3 + 196/47*z + 1
*
[ -7/8 ] 
f(z) = -72/49*z^3 + 183/56*z + 1
*
[ -1/2 ] 
f(z) = -72/55*z^3 + 183/55*z + 1
*
[ -1 ] 
f(z) = -72/59*z^3 + 190/59*z + 1
*
[ -1/2 ] 
f(z) = -72/59*z^3 + 195/59*z + 1
*
[ -1 ] 
f(z) = -71/55*z^3 + 181/55*z + 1
*
[ -1 ] 
f(z) = -71/56*z^3 + 183/56*z + 1
*
[ -1 ] 
f(z) = -71/57*z^3 + 185/57*z + 1
*
[ -1 ] 
f(z) = -71/58*z^3 + 187/58*z + 1
*
[ -1 ] 
f(z) = -71/59*z^3 + 189/59*z + 1
*
[ -1 ] 
f(z) = -70/57*z^3 + 184/57*z + 1
*
[ -1 ] 
f(z) = -70/59*z^3 + 188/59*z + 1
*
[ -1 ] 
f(z) = -69/56*z^3 + 181/56*z + 1
*
[ -1 ] 
f(z) = -69/58*z^3 + 185/58*z + 1
*
[ -1 ] 
f(z) = -69/59*z^3 + 187/59*z + 1
*
[ -1/2 ] 
f(z) = -68/55*z^3 + 182/55*z + 1
*
[ -1 ] 
f(z) = -68/57*z^3 + 182/57*z + 1
*
[ -1/2 ] 
f(z) = -68/57*z^3 + 188/57*z + 1
*
[ -1 ] 
f(z) = -68/59*z^3 + 186/59*z + 1
*
[ -1/2 ] 
f(z) = -68/59*z^3 + 194/59*z + 1
*
[ -6/5 ] 
f(z) = -67/54*z^3 + 181/50*z + 1
*
[ -1 ] 
f(z) = -67/57*z^3 + 181/57*z + 1
*
[ -1 ] 
f(z) = -67/58*z^3 + 183/58*z + 1
*
[ -1 ] 
f(z) = -67/59*z^3 + 185/59*z + 1
*
[ -1 ] 
f(z) = -66/59*z^3 + 184/59*z + 1
*
[ -1 ] 
f(z) = -65/58*z^3 + 181/58*z + 1
*
[ -1 ] 
f(z) = -65/59*z^3 + 183/59*z + 1
*
[ -5/4 ] 
f(z) = -64/45*z^3 + 181/45*z + 1
*
[ -3/8 ] 
f(z) = -64/51*z^3 + 196/51*z + 1
*
[ -5/4 ] 
f(z) = -64/55*z^3 + 199/55*z + 1
*
[ -1/2 ] 
f(z) = -64/57*z^3 + 187/57*z + 1
*
[ -1 ] 
f(z) = -64/59*z^3 + 182/59*z + 1
*
[ -1/2 ] 
f(z) = -64/59*z^3 + 193/59*z + 1
*
[ 5/3 ] 
f(z) = -63/40*z^3 + 191/40*z + 1
*
[ -1/3 ] 
f(z) = -63/44*z^3 + 183/44*z + 1
*
[ -4/3 ] 
f(z) = -63/44*z^3 + 189/44*z + 1
*
[ -1/3 ] 
f(z) = -63/46*z^3 + 191/46*z + 1
*
[ -1/3 ] 
f(z) = -63/47*z^3 + 195/47*z + 1
*
[ 5/3 ] 
f(z) = -63/55*z^3 + 197/55*z + 1
*
[ -1 ] 
f(z) = -63/59*z^3 + 181/59*z + 1
*
[ -1 ] 
f(z) = -62/59*z^3 + 180/59*z + 1
*
[ -2/3 ] 
f(z) = -79/56*z^3 + 197/63*z + 1
*
[ -3/4 ] 
f(z) = -76/45*z^3 + 197/60*z + 1
*
[ -2/3 ] 
f(z) = -73/56*z^3 + 194/63*z + 1
*
[ -2/3 ] 
f(z) = -71/56*z^3 + 193/63*z + 1
*
[ 4/3 ] 
f(z) = -69/40*z^3 + 199/60*z + 1
*
[ -3/4 ] 
f(z) = -68/45*z^3 + 191/60*z + 1
*
[ -2/3 ] 
f(z) = -67/56*z^3 + 191/63*z + 1
*
[ -4/5 ] 
f(z) = -65/48*z^3 + 187/60*z + 1
*
[ -2/3 ] 
f(z) = -65/56*z^3 + 190/63*z + 1
*
[ -15/16 ] 
f(z) = -64/45*z^3 + 199/60*z + 1
*
[ -7/12 ] 
f(z) = -64/49*z^3 + 199/63*z + 1
*
[ -2/3 ] 
f(z) = -61/56*z^3 + 188/63*z + 1
*
0 | 0.13152625720819286385455792431835380260 | 0.024895170423346679279865115500873553577
f(z) = -76/45*z^3 + 197/90*z + 1
*
[ 7/6 ] 
f(z) = -75/49*z^3 + 187/84*z + 1
*
4/15 | 0.15423166658975324057804057702954585706 | 0.025806996431518352739788090176661742130
f(z) = -75/56*z^3 + 197/84*z + 1
*
0 | 0.12102001208555850950689261371989100678 | 0.022995845801582629832048288603856443967
f(z) = -74/45*z^3 + 193/90*z + 1
*
0 | 0.11288231192016706600119350966955026193 | 0.021714413077712271550518888147893900513
f(z) = -68/45*z^3 + 181/90*z + 1
*
[ 21/20 ] 
f(z) = -80/49*z^3 + 194/105*z + 1
*
0 | 0.13361582440974623559809569337329713607 | 0.025242420157939933925845842882853896717
f(z) = -72/55*z^3 + 199/110*z + 1
*
[ 6/5 ] 
f(z) = -65/56*z^3 + 193/105*z + 1
*
0 | 0.14600550552370236675746935296377085606 | 0.028026853559072477458894403500952158884
f(z) = -64/55*z^3 + 183/110*z + 1
*
0 | 0.15942782995118989066957016189563520956 | 0.029896162938973927179351722491773334689
f(z) = -69/44*z^3 + 185/132*z + 1
*
-4/7 | 0.14738619100089875697674578946331548862 | 0.023432886485771300123319513090354508424
f(z) = -77/40*z^3 + 193/140*z + 1
*
-13/15 | 0.14249961504833095321706416026581041699 | 0.026310371755725178218363461953435105583
f(z) = -75/52*z^3 + 193/156*z + 1
*
-12/13 | 0.16088259432684855295047340858410644632 | 0.023872170693147071656840451685385791747
f(z) = -65/48*z^3 + 193/156*z + 1
*
[ 20/21 ] 
f(z) = -63/40*z^3 + 193/140*z + 1
*
0 | 0.096000753141777708138983091724185566106 | 0.016598142252824521564633948540548763100
f(z) = -65/42*z^3 + 199/210*z + 1
*
[ 7/8 ] 
f(z) = -66/49*z^3 + 199/224*z + 1
*
[ 7/8 ] 
f(z) = -62/49*z^3 + 185/224*z + 1
*
[ 5/6 ] 
f(z) = -72/53*z^3 + 197/265*z + 1
*
[ 5/6 ] 
f(z) = -72/59*z^3 + 191/295*z + 1
*
[ 3 ] 
f(z) = -68/45*z^3 + 214/15*z + 1
*
[ 3 ] 
f(z) = -67/45*z^3 + 211/15*z + 1
*
[ 3 ] 
f(z) = -64/45*z^3 + 202/15*z + 1
*
[ -3 ] 
f(z) = -64/45*z^3 + 212/15*z + 1
*
[ -3 ] 
f(z) = -62/45*z^3 + 206/15*z + 1
*
[ -3 ] 
f(z) = -61/45*z^3 + 203/15*z + 1
*
[ -7/3 ] 
f(z) = -78/49*z^3 + 212/21*z + 1
*
[ -7/3 ] 
f(z) = -75/49*z^3 + 205/21*z + 1
*
-38/15 | 0.12768416617622354243317546583892509762 | 0.017171017824253650910176951488151528821
f(z) = -75/56*z^3 + 212/21*z + 1
*
[ 21/8 ] 
f(z) = -64/49*z^3 + 202/21*z + 1
*
[ -21/8 ] 
f(z) = -64/49*z^3 + 218/21*z + 1
*
[ -1/4 ] 
f(z) = -80/41*z^3 + 210/41*z + 1
*
[ -10/11 ] 
f(z) = -77/40*z^3 + 203/55*z + 1
*
-1/5 | 0.14726376650646998266138577536360764449 | 0.027516380822079305230327433037919572254
f(z) = -75/52*z^3 + 211/52*z + 1
*
[ 8/5 ] 
f(z) = -75/56*z^3 + 213/56*z + 1
*
[ -2/5 ] 
f(z) = -75/58*z^3 + 215/58*z + 1
*
[ -1/3 ] 
f(z) = -72/49*z^3 + 204/49*z + 1
*
-11/6 | 0.14321816641824121417031911980057755269 | 0.026620984938307548523679942612206426884
f(z) = -72/55*z^3 + 217/55*z + 1
*
[ -1/4 ] 
f(z) = -64/41*z^3 + 209/41*z + 1
*
[ -1/4 ] 
f(z) = -64/43*z^3 + 219/43*z + 1
*
[ -11/8 ] 
f(z) = -64/55*z^3 + 216/55*z + 1
*
[ -3/8 ] 
f(z) = -64/57*z^3 + 218/57*z + 1
*
2/9 | 0.18835287342515294599998592406317683838 | 0.025427945821594391384854136838354390140
f(z) = -63/40*z^3 + 206/45*z + 1
*
[ -1/3 ] 
f(z) = -63/50*z^3 + 207/50*z + 1
*
[ -4/3 ] 
f(z) = -63/52*z^3 + 203/52*z + 1
*
[ -1/3 ] 
f(z) = -63/52*z^3 + 215/52*z + 1
*
[ -1/3 ] 
f(z) = -63/53*z^3 + 219/53*z + 1
*
-2 | 0.077417822105315494646657686624136750136 | 0.014365706375177824916355753169783803500
f(z) = -61/50*z^3 + 219/50*z + 1
*
-2 | 0.063803576069521818275962166061252796757 | 0.011859627029414099971250547806736976379
f(z) = -61/54*z^3 + 217/54*z + 1
*
-2 | 0.077296187460721379430678415674931242533 | 0.014392365870851426841441661049778256027
f(z) = -61/58*z^3 + 215/58*z + 1
*
[ -7/12 ] 
f(z) = -80/49*z^3 + 206/63*z + 1
*
[ -6/11 ] 
f(z) = -77/54*z^3 + 215/66*z + 1
*
[ -2/3 ] 
f(z) = -75/44*z^3 + 215/66*z + 1
*
-6/5 | 0.18195675294474401668608641223062123539 | 0.029961373067997289480151760056548046024
f(z) = -75/44*z^3 + 217/66*z + 1
*
2/15 | 0.17449124045627856383263063497720128667 | 0.028910906678621918925713882589111545234
f(z) = -75/46*z^3 + 209/69*z + 1
*
[ -7/9 ] 
f(z) = -72/49*z^3 + 200/63*z + 1
*
[ -2/3 ] 
f(z) = -69/44*z^3 + 211/66*z + 1
*
-4/5 | 0.16396750871970451551617972657852187710 | 0.024233352472770625531567778115011241666
f(z) = -65/48*z^3 + 217/60*z + 1
*
[ 10/7 ] 
f(z) = -63/50*z^3 + 201/70*z + 1
*
[ -5/7 ] 
f(z) = -63/50*z^3 + 213/70*z + 1
*
[ 3/2 ] 
f(z) = -61/45*z^3 + 203/60*z + 1
*
[ 4/3 ] 
f(z) = -69/56*z^3 + 205/84*z + 1
*
[ 21/16 ] 
f(z) = -64/49*z^3 + 209/84*z + 1
*
0 | 0.13702954878189759200898731371906389360 | 0.025604107090352937513091813259244055827
f(z) = -78/55*z^3 + 211/110*z + 1
*
0 | 0.13334050153695273156056228624346278729 | 0.025096053505721622322518580847063300461
f(z) = -74/55*z^3 + 203/110*z + 1
*
-20/21 | 0.11302787841837754747219343741635359032 | 0.018562497194616745205163725063366778164
f(z) = -63/40*z^3 + 207/140*z + 1
*
-8/15 | 0.13975456925977691807937578089115090736 | 0.025803541087032853495558831770694374792
f(z) = -75/56*z^3 + 211/168*z + 1
*
-14/25 | 0.21635099516464993577970669587705674424 | 0.028707609788076742743427069104400961942
f(z) = -75/56*z^3 + 211/175*z + 1
*
-1 | 0.13605324511350328190978496579673832542 | 0.024535417752762722274180424707559731132
f(z) = -64/45*z^3 + 211/180*z + 1
*
0 | 0.16125703078470407558031643879601335508 | 0.029080589827696434656827806470079069658
f(z) = -64/49*z^3 + 207/196*z + 1
*
[ 5/6 ] 
f(z) = -72/41*z^3 + 209/205*z + 1
*
[ 5/6 ] 
f(z) = -72/43*z^3 + 207/215*z + 1
*
[ 5/6 ] 
f(z) = -72/47*z^3 + 203/235*z + 1
*
[ 5/6 ] 
f(z) = -72/49*z^3 + 201/245*z + 1
*
0 | 0.14241848221071138012924957392047229770 | 0.024623580022061611262371582931581427665
f(z) = -65/54*z^3 + 217/270*z + 1
*
0 | 0.16147361924640334629666108798684395708 | 0.027244075350166935975348678882757629090
f(z) = -75/56*z^3 + 207/280*z + 1
*
[ 6/7 ] 
f(z) = -65/54*z^3 + 211/294*z + 1
*
[ 3 ] 
f(z) = -76/45*z^3 + 238/15*z + 1
*
[ 3 ] 
f(z) = -74/45*z^3 + 232/15*z + 1
*
[ 3 ] 
f(z) = -73/45*z^3 + 229/15*z + 1
*
[ -3 ] 
f(z) = -73/45*z^3 + 239/15*z + 1
*
[ 3 ] 
f(z) = -71/45*z^3 + 223/15*z + 1
*
[ -3 ] 
f(z) = -71/45*z^3 + 233/15*z + 1
*
[ -3 ] 
f(z) = -68/45*z^3 + 224/15*z + 1
*
[ -3 ] 
f(z) = -67/45*z^3 + 221/15*z + 1
*
[ 7/2 ] 
f(z) = -62/49*z^3 + 227/14*z + 1
*
[ -7/2 ] 
f(z) = -62/49*z^3 + 235/14*z + 1
*
-4 | 0.12761004782952105254926690558326519700 | 0.018640415863943136829375375021768663941
f(z) = -61/48*z^3 + 235/12*z + 1
*
[ -1/4 ] 
f(z) = -80/43*z^3 + 220/43*z + 1
*
-1/5 | 0.12050770949394745375907626853705882278 | 0.022213607333822881149483051998818798031
f(z) = -75/56*z^3 + 227/56*z + 1
*
[ -1/3 ] 
f(z) = -72/53*z^3 + 220/53*z + 1
*
[ -1/3 ] 
f(z) = -72/55*z^3 + 228/55*z + 1
*
-2 | 0.079121346108558552368508306176356954774 | 0.014447525370757375533645156895212987903
f(z) = -67/58*z^3 + 239/58*z + 1
*
-2 | 0.058310683123614202661022970479768037214 | 0.010647506839162369596090458073431223476
f(z) = -65/42*z^3 + 239/42*z + 1
*
-2 | 0.078645543218521219711574265904021982037 | 0.014382713647731561510758537608430315159
f(z) = -65/46*z^3 + 237/46*z + 1
*
-2 | 0.065023968797183985984325495484497763736 | 0.011928730525584479193301418004427844727
f(z) = -65/54*z^3 + 233/54*z + 1
*
-2 | 0.078535590021858247446911702605920721921 | 0.014430276064629486627158168645201690026
f(z) = -65/58*z^3 + 231/58*z + 1
*
[ -1/4 ] 
f(z) = -64/45*z^3 + 229/45*z + 1
*
[ -1/4 ] 
f(z) = -64/47*z^3 + 239/47*z + 1
*
[ -3/2 ] 
f(z) = -64/57*z^3 + 239/57*z + 1
*
[ -5/3 ] 
f(z) = -63/40*z^3 + 239/40*z + 1
*
-2 | 0.078060162472649339187611743501861993161 | 0.014365873414501069858432979832338674588
f(z) = -63/46*z^3 + 229/46*z + 1
*
-2 | 0.078031795773805743891157981239993633460 | 0.014383873680375940065434602837564996141
f(z) = -63/50*z^3 + 227/50*z + 1
*
[ -1/3 ] 
f(z) = -63/55*z^3 + 227/55*z + 1
*
-2 | 0.077928777772419825509660101569287405041 | 0.014412114330034761781715716068565388431
f(z) = -63/58*z^3 + 223/58*z + 1
*
[ -1/3 ] 
f(z) = -63/58*z^3 + 239/58*z + 1
*
-2 | 0.057129372039322114530798519669093855327 | 0.010565481263395347461672495822247598799
f(z) = -61/42*z^3 + 223/42*z + 1
*
-2 | 0.077453739621546392373216979908713706016 | 0.014348166942017035090139966526897445742
f(z) = -61/46*z^3 + 221/46*z + 1
*
[ -5/7 ] 
f(z) = -77/50*z^3 + 223/70*z + 1
*
[ 3/2 ] 
f(z) = -73/45*z^3 + 239/60*z + 1
*
[ -7/18 ] 
f(z) = -72/49*z^3 + 239/63*z + 1
*
[ 3/2 ] 
f(z) = -71/45*z^3 + 233/60*z + 1
*
[ -7/6 ] 
f(z) = -68/49*z^3 + 236/63*z + 1
*
[ 3/2 ] 
f(z) = -67/45*z^3 + 221/60*z + 1
*
[ -2/5 ] 
f(z) = -65/48*z^3 + 223/60*z + 1
*
[ -6/5 ] 
f(z) = -65/48*z^3 + 227/60*z + 1
*
3/16 | 0.18474593659487027035928911371838487956 | 0.028397182397601580350514602693536786240
f(z) = -64/45*z^3 + 223/60*z + 1
*
[ -7/6 ] 
f(z) = -64/49*z^3 + 229/63*z + 1
*
[ -10/21 ] 
f(z) = -63/50*z^3 + 237/70*z + 1
*
-2/7 | 0.076821900950674616921308285228770386354 | 0.011323220154747062341274988405475320867
f(z) = -77/48*z^3 + 221/84*z + 1
*
7/30 | 0.22009720807134988776701920748689986653 | 0.029720793594558535319167819500318333359
f(z) = -75/49*z^3 + 235/84*z + 1
*
[ 4/3 ] 
f(z) = -75/56*z^3 + 221/84*z + 1
*
-4/15 | 0.17265964860470090965132974077225894822 | 0.027985501207622586168511423564074244861
f(z) = -75/56*z^3 + 239/84*z + 1
*
[ 12/11 ] 
f(z) = -77/54*z^3 + 235/132*z + 1
*
[ 7/6 ] 
f(z) = -62/49*z^3 + 235/126*z + 1
*
-6/13 | 0.069290841899915100762233652225408538753 | 0.010173007757232189477543338608369110047
f(z) = -65/48*z^3 + 227/156*z + 1
*
-6/11 | 0.14448091582859962465957582602199140753 | 0.018427952574849352298101459507782522370
f(z) = -77/40*z^3 + 232/165*z + 1
*
-1/2 | 0.15583074965348607068557632778719603884 | 0.027871778309748019945173200365864357553
f(z) = -67/42*z^3 + 235/168*z + 1
*
-9/11 | 0.19803853867430196149614290692960250841 | 0.029375160311017473829657789614330117861
f(z) = -77/54*z^3 + 233/198*z + 1
*
[ 6/7 ] 
f(z) = -77/45*z^3 + 229/210*z + 1
*
[ 7/8 ] 
f(z) = -74/49*z^3 + 227/224*z + 1
*
0 | 0.13785632221757450773335907644977200124 | 0.023834800996188767655481720916991187416
f(z) = -65/44*z^3 + 237/220*z + 1
*
5/4 | 0.16358124756573190872899521799201489900 | 0.029499731830688905238659315945140860630
f(z) = -64/57*z^3 + 229/228*z + 1
*
0 | 0.093217802116686754667773030749885410188 | 0.016116981267255110788168059295129937231
f(z) = -65/48*z^3 + 229/240*z + 1
*
0 | 0.17351577883205091759058864300654240372 | 0.028960494962088224437561840329795511921
f(z) = -80/57*z^3 + 229/285*z + 1
*
0 | 0.14414317827839040946460232149394458385 | 0.023443754011726155461423896652982244635
f(z) = -78/49*z^3 + 223/294*z + 1
*
[ 15/19 ] 
f(z) = -76/45*z^3 + 224/285*z + 1
*
[ 6/7 ] 
f(z) = -71/54*z^3 + 235/294*z + 1
*
0 | 0.16358249112413254240182734944247434074 | 0.027924950116395944757570928598212680961
f(z) = -70/57*z^3 + 236/285*z + 1
*
[ 3 ] 
f(z) = -79/45*z^3 + 247/15*z + 1
*
[ -3 ] 
f(z) = -79/45*z^3 + 257/15*z + 1
*
[ 3 ] 
f(z) = -77/45*z^3 + 241/15*z + 1
*
[ -3 ] 
f(z) = -77/45*z^3 + 251/15*z + 1
*
[ -3 ] 
f(z) = -76/45*z^3 + 248/15*z + 1
*
[ -3 ] 
f(z) = -74/45*z^3 + 242/15*z + 1
*
-4 | 0.18450579275400961125146060104965355189 | 0.026573893058202252367427572682012183448
f(z) = -67/48*z^3 + 259/12*z + 1
*
[ 7/2 ] 
f(z) = -66/49*z^3 + 241/14*z + 1
*
[ -7/2 ] 
f(z) = -66/49*z^3 + 249/14*z + 1
*
-4 | 0.13707637164714067882208665342692514813 | 0.019832376053758414372980773447118715298
f(z) = -65/48*z^3 + 251/12*z + 1
*
[ 4 ] 
f(z) = -61/48*z^3 + 253/12*z + 1
*
[ -4 ] 
f(z) = -61/48*z^3 + 259/12*z + 1
*
[ -6 ] 
f(z) = -61/54*z^3 + 251/6*z + 1
*
-10/21 | 0.20229212084323292784198284358719273131 | 0.026656562880856253125002290227756400975
f(z) = -63/40*z^3 + 247/35*z + 1
*
[ -1/4 ] 
f(z) = -80/47*z^3 + 240/47*z + 1
*
[ -1/4 ] 
f(z) = -80/49*z^3 + 250/49*z + 1
*
-2/11 | 0.12871315697429883894350915934304481242 | 0.016925041800259421831935904316310096972
f(z) = -77/40*z^3 + 251/55*z + 1
*
[ -3/2 ] 
f(z) = -76/51*z^3 + 256/51*z + 1
*
[ -1/5 ] 
f(z) = -75/41*z^3 + 249/41*z + 1
*
[ -7/5 ] 
f(z) = -75/56*z^3 + 243/56*z + 1
*
-3/5 | 0.11531573253615245204682492889059597411 | 0.020869914884167314696649208933321984797
f(z) = -75/56*z^3 + 251/56*z + 1
*
[ -7/24 ] 
f(z) = -72/49*z^3 + 255/56*z + 1
*
[ -1/3 ] 
f(z) = -72/59*z^3 + 244/59*z + 1
*
-2 | 0.080281460373646462236054693491786027572 | 0.014447353684917261821583782887248386386
f(z) = -71/50*z^3 + 259/50*z + 1
*
-2 | 0.066698416784546324632634536467094220794 | 0.012019733693344331708290297774999969194
f(z) = -71/54*z^3 + 257/54*z + 1
*
-2 | 0.080231511600075723436889219470921148889 | 0.014478920005560191044587986217339341042
f(z) = -71/58*z^3 + 255/58*z + 1
*
-2 | 0.079745963638086793332050176854911294988 | 0.014432475403657550839490018522525238390
f(z) = -69/50*z^3 + 251/50*z + 1
*
-2 | 0.079685256657863435460144756735903537572 | 0.014463539650689212622815909481867393887
f(z) = -69/58*z^3 + 247/58*z + 1
*
[ -3/2 ] 
f(z) = -68/57*z^3 + 248/57*z + 1
*
-2 | 0.058872936156277732404420020329672714912 | 0.010685929645741932007489133905999175895
f(z) = -67/42*z^3 + 247/42*z + 1
*
-2 | 0.079210763484287631391846372658360425158 | 0.014398663079013026561336310090709108312
f(z) = -67/46*z^3 + 245/46*z + 1
*
-2 | 0.079194289693025850297584373875242614240 | 0.014417149800688313942634495610887797911
f(z) = -67/50*z^3 + 243/50*z + 1
*
-2 | 0.065600781709010698093291527013669131104 | 0.011960475930922168714979623225748559813
f(z) = -67/54*z^3 + 241/54*z + 1
*
[ 7/4 ] 
f(z) = -66/49*z^3 + 255/56*z + 1
*
[ -1/4 ] 
f(z) = -64/49*z^3 + 249/49*z + 1
*
[ -2/9 ] 
f(z) = -63/40*z^3 + 251/45*z + 1
*
[ -1/3 ] 
f(z) = -63/59*z^3 + 243/59*z + 1
*
[ 7/4 ] 
f(z) = -62/49*z^3 + 241/56*z + 1
*
[ -7/6 ] 
f(z) = -80/49*z^3 + 257/63*z + 1
*
[ 3/2 ] 
f(z) = -79/45*z^3 + 257/60*z + 1
*
[ 3/2 ] 
f(z) = -77/45*z^3 + 251/60*z + 1
*
[ 10/7 ] 
f(z) = -77/50*z^3 + 241/70*z + 1
*
[ -7/6 ] 
f(z) = -76/49*z^3 + 250/63*z + 1
*
[ -2/3 ] 
f(z) = -75/52*z^3 + 245/78*z + 1
*
[ -2/3 ] 
f(z) = -69/52*z^3 + 241/78*z + 1
*
[ -7/11 ] 
f(z) = -66/49*z^3 + 240/77*z + 1
*
[ 4/3 ] 
f(z) = -63/46*z^3 + 247/92*z + 1
*
[ 5/4 ] 
f(z) = -72/55*z^3 + 247/110*z + 1
*
-4/3 | 0.17123761140463916361582015136118178146 | 0.024690477997902475733557045960174123556
f(z) = -71/48*z^3 + 257/108*z + 1
*
-4/3 | 0.18516415683727431629574474266723012165 | 0.026948289419835083969349126484235872004
f(z) = -67/48*z^3 + 241/108*z + 1
*
[ 4/3 ] 
f(z) = -63/50*z^3 + 249/100*z + 1
*
[ 4/3 ] 
f(z) = -63/58*z^3 + 253/116*z + 1
*
-4/11 | 0.14120640275147831840597243606060118453 | 0.020337593686579118364862615565016230438
f(z) = -77/48*z^3 + 259/132*z + 1
*
0 | 0.15276082409373493126902572641632368334 | 0.027646751456675746545661722831592478712
f(z) = -69/44*z^3 + 251/132*z + 1
*
4/3 | 0.15964300230859226907902946983232832630 | 0.028892292463118330885575170013559377988
f(z) = -69/52*z^3 + 251/156*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.026162884827762503420512100203124309129
f(z) = -66/49*z^3 + 247/147*z + 1
*
[ 22/21 ] 
f(z) = -63/44*z^3 + 249/154*z + 1
*
-7/15 | 0.13805402625770248267252887444829225081 | 0.025170307658015995591043490330531914427
f(z) = -75/56*z^3 + 241/168*z + 1
*
0 | 0.17598879430363812450119469285281747649 | 0.027980405841818378953436201362649783033
f(z) = -77/54*z^3 + 256/189*z + 1
*
0 | 0.14414279680132323910666797129033264542 | 0.025212891091269039083531852145575458984
f(z) = -76/49*z^3 + 255/196*z + 1
*
-1/2 | 0.16340967944080812698464455428634576323 | 0.029531570075394503331472729085575496104
f(z) = -61/48*z^3 + 253/192*z + 1
*
-3/5 | 0.11647514781376754781291781976576106948 | 0.020138082348963926064477691612703576715
f(z) = -65/42*z^3 + 257/210*z + 1
*
[ 7/8 ] 
f(z) = -78/49*z^3 + 241/224*z + 1
*
[ 17/20 ] 
f(z) = -80/51*z^3 + 244/255*z + 1
*
0 | 0.17519099646022041896831330534353658046 | 0.025995287985624995544863777613993406069
f(z) = -65/42*z^3 + 244/273*z + 1
*
[ 7/2 ] 
f(z) = -74/49*z^3 + 269/14*z + 1
*
[ -7/2 ] 
f(z) = -74/49*z^3 + 277/14*z + 1
*
-4 | 0.18791849291410626576488948549822330752 | 0.026833747880841605164640617851457159072
f(z) = -71/48*z^3 + 275/12*z + 1
*
[ 4 ] 
f(z) = -67/48*z^3 + 277/12*z + 1
*
[ -6 ] 
f(z) = -67/54*z^3 + 275/6*z + 1
*
[ 4 ] 
f(z) = -65/48*z^3 + 269/12*z + 1
*
[ -4 ] 
f(z) = -65/48*z^3 + 275/12*z + 1
*
[ 6 ] 
f(z) = -65/54*z^3 + 265/6*z + 1
*
[ -1/4 ] 
f(z) = -80/51*z^3 + 260/51*z + 1
*
[ -3/2 ] 
f(z) = -80/51*z^3 + 265/51*z + 1
*
[ -1/4 ] 
f(z) = -80/53*z^3 + 270/53*z + 1
*
[ -3/2 ] 
f(z) = -80/57*z^3 + 275/57*z + 1
*
-6/11 | 0.16848509633546005147767223734595054478 | 0.021850949493726618886418076161673528652
f(z) = -77/40*z^3 + 279/55*z + 1
*
-2 | 0.081766989723971335927319574133387667662 | 0.014520318697288370591884076167454318946
f(z) = -77/58*z^3 + 279/58*z + 1
*
[ -1/5 ] 
f(z) = -75/43*z^3 + 261/43*z + 1
*
[ -1/5 ] 
f(z) = -75/44*z^3 + 267/44*z + 1
*
-2 | 0.081304286315044409493682979235897408587 | 0.014456620418694715192314945362852501664
f(z) = -75/46*z^3 + 277/46*z + 1
*
[ -1/5 ] 
f(z) = -75/46*z^3 + 279/46*z + 1
*
-2 | 0.081271221396251700797917590724427014639 | 0.014507229138615392357344910611008012718
f(z) = -75/58*z^3 + 271/58*z + 1
*
-2 | 0.060455764464740564587674540782702492821 | 0.010791589110787049306719201605950176906
f(z) = -73/42*z^3 + 271/42*z + 1
*
-2 | 0.080804867475845041201771024375588096827 | 0.014443080615464333584364734851278869208
f(z) = -73/46*z^3 + 269/46*z + 1
*
-2 | 0.080799336191698669968744070253297136169 | 0.014461381823452488391989910690034289662
f(z) = -73/50*z^3 + 267/50*z + 1
*
-2 | 0.067221928553246007024575252700403028017 | 0.012047523921351240581428914620302407146
f(z) = -73/54*z^3 + 265/54*z + 1
*
-2 | 0.080758888790449815800324414440644899507 | 0.014493297982088773168139843461645691029
f(z) = -73/58*z^3 + 263/58*z + 1
*
[ 11/6 ] 
f(z) = -72/55*z^3 + 267/55*z + 1
*
-2 | 0.059944395051528739876034192355999624702 | 0.010757849604545241970158139022275600107
f(z) = -71/42*z^3 + 263/42*z + 1
*
-2 | 0.080289275549717775358056412368934295201 | 0.014428786251562703833347106427432296690
f(z) = -71/46*z^3 + 261/46*z + 1
*
[ -1/4 ] 
f(z) = -64/53*z^3 + 269/53*z + 1
*
[ -1/4 ] 
f(z) = -64/55*z^3 + 279/55*z + 1
*
[ 2 ] 
f(z) = -63/46*z^3 + 275/46*z + 1
*
[ 2 ] 
f(z) = -63/50*z^3 + 277/50*z + 1
*
[ -5/3 ] 
f(z) = -63/55*z^3 + 263/55*z + 1
*
[ 2 ] 
f(z) = -61/42*z^3 + 265/42*z + 1
*
[ 2 ] 
f(z) = -61/46*z^3 + 267/46*z + 1
*
[ 2 ] 
f(z) = -61/50*z^3 + 269/50*z + 1
*
[ 2 ] 
f(z) = -61/54*z^3 + 271/54*z + 1
*
[ 2 ] 
f(z) = -61/58*z^3 + 273/58*z + 1
*
[ 22/15 ] 
f(z) = -75/44*z^3 + 263/66*z + 1
*
-3/4 | 0.16975871276114917444149020909936018164 | 0.025448157617313033593778187170832915175
f(z) = -64/45*z^3 + 263/60*z + 1
*
[ -4/7 ] 
f(z) = -77/48*z^3 + 275/84*z + 1
*
-4/3 | 0.16592229078127687388743275692269727571 | 0.026482731659245292420802502996350613803
f(z) = -75/56*z^3 + 263/84*z + 1
*
[ -2/3 ] 
f(z) = -72/41*z^3 + 269/82*z + 1
*
[ -2/3 ] 
f(z) = -72/43*z^3 + 279/86*z + 1
*
[ -1/2 ] 
f(z) = -66/41*z^3 + 279/82*z + 1
*
[ -2/3 ] 
f(z) = -63/41*z^3 + 261/82*z + 1
*
[ -2/3 ] 
f(z) = -63/43*z^3 + 271/86*z + 1
*
[ -1/2 ] 
f(z) = -62/41*z^3 + 277/82*z + 1
*
-3/7 | 0.18435422487113547135276016451876630940 | 0.027408240815206676025749202152880883390
f(z) = -77/45*z^3 + 278/105*z + 1
*
5/4 | 0.14321790160060650696199864726588159900 | 0.025598800703602863661903941656208228306
f(z) = -72/55*z^3 + 269/110*z + 1
*
[ 4/3 ] 
f(z) = -61/48*z^3 + 271/108*z + 1
*
[ 12/11 ] 
f(z) = -77/48*z^3 + 263/132*z + 1
*
[ 7/6 ] 
f(z) = -74/49*z^3 + 277/126*z + 1
*
-1/3 | 0.086666329912604184387451018221121691779 | 0.015553469881149783835731544610592794263
f(z) = -69/40*z^3 + 263/120*z + 1
*
-10/9 | 0.18525569928629674754984792653144445195 | 0.024082420798468330357699897701277019340
f(z) = -69/40*z^3 + 274/135*z + 1
*
0 | 0.11120516372269583847405313636131234680 | 0.019876836565358268309175244797141055464
f(z) = -63/40*z^3 + 269/120*z + 1
*
0 | 0.14632871512767978298278918262513023234 | 0.026069013989035648577358775689992787404
f(z) = -75/49*z^3 + 274/147*z + 1
*
0 | 0.16014430091221873218389530621823213448 | 0.028475071554459747977037869277981994512
f(z) = -75/52*z^3 + 277/156*z + 1
*
[ 9/8 ] 
f(z) = -64/51*z^3 + 260/153*z + 1
*
[ 6/5 ] 
f(z) = -61/54*z^3 + 269/150*z + 1
*
0 | 0.065818430239879499636851682637595661636 | 0.011812026347404414335793473200069467729
f(z) = -69/56*z^3 + 263/168*z + 1
*
[ 9/8 ] 
f(z) = -64/57*z^3 + 262/171*z + 1
*
-17/16 | 0.15742299104254273728279979035996042760 | 0.027991198617243228069763246752128508730
f(z) = -64/51*z^3 + 277/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.028209803008475171666961605887961829467
f(z) = -61/51*z^3 + 265/204*z + 1
*
-1/2 | 0.14954441347223365503815308365514615724 | 0.026590317919122825854186495276357116717
f(z) = -61/54*z^3 + 277/216*z + 1
*
[ 15/17 ] 
f(z) = -68/45*z^3 + 266/255*z + 1
*
-3/5 | 0.080664436202198829527922577068939670362 | 0.013946555032236817620955241759445161516
f(z) = -65/48*z^3 + 277/240*z + 1
*
-3/4 | 0.17478969700036745625856478279267540743 | 0.025392699503499258633689668187651830958
f(z) = -61/45*z^3 + 263/240*z + 1
*
0 | 0.17009250699821796720235991583184135584 | 0.028698267238854032819879374071857768599
f(z) = -75/56*z^3 + 263/280*z + 1
*
0 | 0.16689154392989298928980349793044903939 | 0.028854873490949584490319479834607854806
f(z) = -65/57*z^3 + 268/285*z + 1
*
[ 7/2 ] 
f(z) = -78/49*z^3 + 283/14*z + 1
*
[ -7/2 ] 
f(z) = -78/49*z^3 + 291/14*z + 1
*
-4 | 0.14153849500157429039153734807939254116 | 0.019972305496484991038675246804864455635
f(z) = -77/48*z^3 + 299/12*z + 1
*
-4 | 0.13820580902387795913475768376328550318 | 0.019654564060024605385907829645223975576
f(z) = -73/48*z^3 + 283/12*z + 1
*
[ -6 ] 
f(z) = -73/54*z^3 + 299/6*z + 1
*
[ 4 ] 
f(z) = -71/48*z^3 + 293/12*z + 1
*
[ -4 ] 
f(z) = -71/48*z^3 + 299/12*z + 1
*
[ 6 ] 
f(z) = -71/54*z^3 + 289/6*z + 1
*
[ 10/3 ] 
f(z) = -69/40*z^3 + 298/15*z + 1
*
[ -4 ] 
f(z) = -67/48*z^3 + 283/12*z + 1
*
[ -1/4 ] 
f(z) = -80/57*z^3 + 290/57*z + 1
*
-2 | 0.061908566005067251844940739172182111712 | 0.010886026776263731030756604471611945060
f(z) = -79/42*z^3 + 295/42*z + 1
*
-2 | 0.082263285821932350703308408891188883059 | 0.014482532747568687993390149229017960670
f(z) = -79/46*z^3 + 293/46*z + 1
*
-2 | 0.082267604433157870362645611787180201802 | 0.014500778566452715305567688197354000676
f(z) = -79/50*z^3 + 291/50*z + 1
*
-2 | 0.068699215781185543029435542888728585950 | 0.012123904457338039817168941635856913102
f(z) = -79/54*z^3 + 289/54*z + 1
*
-2 | 0.082249776209430478028595366952744972995 | 0.014533092087540173407942092878102199193
f(z) = -79/58*z^3 + 287/58*z + 1
*
[ 7/4 ] 
f(z) = -78/49*z^3 + 297/56*z + 1
*
-2 | 0.081791026923771170248197728665836732584 | 0.014469913044554261401970724740555214512
f(z) = -77/46*z^3 + 285/46*z + 1
*
-2 | 0.081791513263710192794755580649417088018 | 0.014488049351390601583443298364590105658
f(z) = -77/50*z^3 + 283/50*z + 1
*
-2 | 0.068221372233909761676967009662224803940 | 0.012099517720117297374299873802606642190
f(z) = -77/54*z^3 + 281/54*z + 1
*
[ -1/5 ] 
f(z) = -75/47*z^3 + 285/47*z + 1
*
[ -1/5 ] 
f(z) = -75/49*z^3 + 297/49*z + 1
*
[ -8/5 ] 
f(z) = -75/56*z^3 + 283/56*z + 1
*
[ 7/4 ] 
f(z) = -74/49*z^3 + 283/56*z + 1
*
[ -1/6 ] 
f(z) = -72/41*z^3 + 289/41*z + 1
*
[ -5/3 ] 
f(z) = -72/55*z^3 + 288/55*z + 1
*
[ 2 ] 
f(z) = -67/42*z^3 + 289/42*z + 1
*
[ 2 ] 
f(z) = -67/46*z^3 + 291/46*z + 1
*
[ 2 ] 
f(z) = -67/50*z^3 + 293/50*z + 1
*
[ 2 ] 
f(z) = -67/54*z^3 + 295/54*z + 1
*
[ 2 ] 
f(z) = -67/58*z^3 + 297/58*z + 1
*
[ 2 ] 
f(z) = -65/42*z^3 + 281/42*z + 1
*
[ 2 ] 
f(z) = -65/46*z^3 + 283/46*z + 1
*
[ 2 ] 
f(z) = -65/54*z^3 + 287/54*z + 1
*
[ 2 ] 
f(z) = -65/58*z^3 + 289/58*z + 1
*
-9/4 | 0.16389484067392425578052092323474437114 | 0.028751243401298647540928565101494460315
f(z) = -64/45*z^3 + 299/45*z + 1
*
[ -1/4 ] 
f(z) = -64/57*z^3 + 289/57*z + 1
*
[ -1/4 ] 
f(z) = -64/59*z^3 + 299/59*z + 1
*
-5/2 | 0.20551740539368139050022070067904349942 | 0.028219709575154769066868555437669644056
f(z) = -63/50*z^3 + 291/40*z + 1
*
[ 2 ] 
f(z) = -63/58*z^3 + 281/58*z + 1
*
-5/2 | 0.21438333759588883973881777656854046590 | 0.029579121529385365485605257464267836217
f(z) = -61/50*z^3 + 281/40*z + 1
*
[ -6/5 ] 
f(z) = -75/44*z^3 + 283/66*z + 1
*
22/15 | 0.077396650351973481077497633106454504661 | 0.012224058712590127036635108793086410771
f(z) = -75/52*z^3 + 281/78*z + 1
*
[ -4/3 ] 
f(z) = -69/40*z^3 + 289/60*z + 1
*
2 | 0.10470695787749313678453331010246519058 | 0.014890615855212926161197854229818490005
f(z) = -65/48*z^3 + 283/60*z + 1
*
[ -7/24 ] 
f(z) = -64/49*z^3 + 286/63*z + 1
*
[ -10/7 ] 
f(z) = -63/50*z^3 + 299/70*z + 1
*
[ -3/2 ] 
f(z) = -61/45*z^3 + 283/60*z + 1
*
[ -1/2 ] 
f(z) = -78/41*z^3 + 285/82*z + 1
*
[ -1/2 ] 
f(z) = -78/43*z^3 + 297/86*z + 1
*
[ -6/7 ] 
f(z) = -77/48*z^3 + 281/84*z + 1
*
-7/30 | 0.22081670685931403678375779954624740551 | 0.029087909513536356270147978105955362058
f(z) = -75/49*z^3 + 283/84*z + 1
*
4/15 | 0.17752528910684768556009390103158552617 | 0.028038417000514407106028126814038142810
f(z) = -75/56*z^3 + 281/84*z + 1
*
[ -1/2 ] 
f(z) = -74/41*z^3 + 283/82*z + 1
*
[ -1/2 ] 
f(z) = -74/43*z^3 + 295/86*z + 1
*
[ -2/3 ] 
f(z) = -72/47*z^3 + 299/94*z + 1
*
[ -3/4 ] 
f(z) = -71/54*z^3 + 295/96*z + 1
*
[ -1/2 ] 
f(z) = -70/41*z^3 + 281/82*z + 1
*
[ -1/2 ] 
f(z) = -70/43*z^3 + 293/86*z + 1
*
[ -1/2 ] 
f(z) = -66/43*z^3 + 291/86*z + 1
*
[ -7/13 ] 
f(z) = -65/49*z^3 + 295/91*z + 1
*
[ -3/4 ] 
f(z) = -65/54*z^3 + 289/96*z + 1
*
[ -6/7 ] 
f(z) = -65/54*z^3 + 299/98*z + 1
*
[ -14/13 ] 
f(z) = -65/56*z^3 + 298/91*z + 1
*
[ -2/3 ] 
f(z) = -63/47*z^3 + 291/94*z + 1
*
[ -5/9 ] 
f(z) = -63/50*z^3 + 287/90*z + 1
*
[ -1/2 ] 
f(z) = -62/43*z^3 + 289/86*z + 1
*
-4/3 | 0.18261203549062495954948609953688561374 | 0.025892422827428001387062799026009258294
f(z) = -79/48*z^3 + 289/108*z + 1
*
[ 4/3 ] 
f(z) = -67/48*z^3 + 295/108*z + 1
*
[ 4/3 ] 
f(z) = -65/48*z^3 + 287/108*z + 1
*
0 | 0.088814638011899029606351238398753088976 | 0.015693067780049246794230918021949441815
f(z) = -69/40*z^3 + 287/120*z + 1
*
-3/10 | 0.21416498668269367460928204969199772606 | 0.027187277931562301092944941795618757912
f(z) = -65/54*z^3 + 293/120*z + 1
*
[ 6/5 ] 
f(z) = -67/54*z^3 + 293/150*z + 1
*
0 | 0.16124968366406238752550461225003036452 | 0.028598712411810092957910792780796255914
f(z) = -75/56*z^3 + 281/168*z + 1
*
7/15 | 0.13346496324139800857897484029511619111 | 0.023553638048718335798849102912743540581
f(z) = -75/56*z^3 + 289/168*z + 1
*
5/4 | 0.12229418847701339429854769189155519420 | 0.021689694183687143771317806563841774393
f(z) = -68/45*z^3 + 281/180*z + 1
*
[ 14/13 ] 
f(z) = -65/49*z^3 + 293/182*z + 1
*
-4/9 | 0.12394755785056466254414653653308424263 | 0.019548980099233636727720212660235057571
f(z) = -63/40*z^3 + 281/180*z + 1
*
0 | 0.18998920772609244571599280063440026925 | 0.029956728227445788507250952153062426512
f(z) = -77/58*z^3 + 284/203*z + 1
*
0 | 0.11844646037517107717761406510225331373 | 0.020478914324215550169717163964094626363
f(z) = -65/42*z^3 + 283/210*z + 1
*
6/5 | 0.17254593761245581324818215801152487834 | 0.029832495307708095466868957135998176345
f(z) = -65/42*z^3 + 293/210*z + 1
*
-1/2 | 0.16380705689589325597636662908544601055 | 0.029052279699043739006074436820210588308
f(z) = -65/54*z^3 + 281/216*z + 1
*
5/4 | 0.16872572489650759114968773475293597968 | 0.029512840187044396324783236870657602627
f(z) = -76/55*z^3 + 299/220*z + 1
*
-1/2 | 0.16874574168808761100117067437175352077 | 0.029602212444621356204418974689339496893
f(z) = -71/57*z^3 + 299/228*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.028764191387496011902744995846922008416
f(z) = -67/57*z^3 + 295/228*z + 1
*
-1/2 | 0.16358230359120523261000607807935160139 | 0.028798826171501246051839617194173478447
f(z) = -65/57*z^3 + 293/228*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.028868501538881316367717927600054390552
f(z) = -61/57*z^3 + 289/228*z + 1
*
-3/4 | 0.17572837706251229773512803755682095432 | 0.024879963012770210895634516378593459617
f(z) = -73/45*z^3 + 299/240*z + 1
*
-3/4 | 0.15826480135345480884172358631806168058 | 0.022495914565312715563072294883991345019
f(z) = -71/45*z^3 + 293/240*z + 1
*
0 | 0.16733750949051787393916054646898185503 | 0.028565964321809226128969449034993301121
f(z) = -70/51*z^3 + 299/255*z + 1
*
-3/4 | 0.15616869160658472061565280524669986922 | 0.022382455853512220739077759474853072577
f(z) = -67/45*z^3 + 281/240*z + 1
*
7/48 | 0.20479366990783049284186323926683645463 | 0.026450921733434011093565113226590978933
f(z) = -64/49*z^3 + 295/252*z + 1
*
-1/20 | 0.16689257754631387901198469513318360685 | 0.027855055510070772479799279428962756760
f(z) = -80/57*z^3 + 286/285*z + 1
*
0 | 0.11373994586671478739844949869270372275 | 0.018679439582610721795584067739898805186
f(z) = -63/40*z^3 + 281/280*z + 1
*
[ 2/3 ] 
f(z) = -63/79*z^3 - 23/158*z + 1
*
[ 2/3 ] 
f(z) = -63/64*z^3 - 1/16*z + 1
*
[ 2/3 ] 
f(z) = -63/68*z^3 - 3/34*z + 1
*
[ 2/3 ] 
f(z) = -63/76*z^3 - 5/38*z + 1
*
[ 2/3 ] 
f(z) = -69/64*z^3 - 1/48*z + 1
*
[ 2/3 ] 
f(z) = -63/62*z^3 - 3/62*z + 1
*
[ 2/3 ] 
f(z) = -63/74*z^3 - 9/74*z + 1
*
[ 2/3 ] 
f(z) = -79/72*z^3 - 1/81*z + 1
*
[ 2/3 ] 
f(z) = -77/72*z^3 - 2/81*z + 1
*
[ 2/3 ] 
f(z) = -73/72*z^3 - 4/81*z + 1
*
[ 2/3 ] 
f(z) = -71/72*z^3 - 5/81*z + 1
*
[ 2/3 ] 
f(z) = -67/72*z^3 - 7/81*z + 1
*
[ 2/3 ] 
f(z) = -65/72*z^3 - 8/81*z + 1
*
[ 2/3 ] 
f(z) = -61/72*z^3 - 10/81*z + 1
*
[ 2/3 ] 
f(z) = -75/68*z^3 - 1/102*z + 1
*
[ 2/3 ] 
f(z) = -75/76*z^3 - 7/114*z + 1
*
[ 2/3 ] 
f(z) = -69/68*z^3 - 5/102*z + 1
*
[ 2/3 ] 
f(z) = -69/76*z^3 - 11/114*z + 1
*
[ 2/3 ] 
f(z) = -72/67*z^3 - 3/134*z + 1
*
[ 2/3 ] 
f(z) = -63/61*z^3 - 5/122*z + 1
*
[ 2/3 ] 
f(z) = -63/65*z^3 - 9/130*z + 1
*
[ 2/3 ] 
f(z) = -63/67*z^3 - 11/134*z + 1
*
[ 2/3 ] 
f(z) = -72/71*z^3 - 7/142*z + 1
*
[ 2/3 ] 
f(z) = -72/73*z^3 - 9/146*z + 1
*
[ 2/3 ] 
f(z) = -72/77*z^3 - 13/154*z + 1
*
[ 2/3 ] 
f(z) = -72/79*z^3 - 15/158*z + 1
*
[ 2/3 ] 
f(z) = -71/64*z^3 - 1/144*z + 1
*
[ 2/3 ] 
f(z) = -67/64*z^3 - 5/144*z + 1
*
[ 2/3 ] 
f(z) = -65/64*z^3 - 7/144*z + 1
*
[ 2/3 ] 
f(z) = -63/71*z^3 - 15/142*z + 1
*
[ 2/3 ] 
f(z) = -63/73*z^3 - 17/146*z + 1
*
[ 2/3 ] 
f(z) = -61/64*z^3 - 11/144*z + 1
*
[ 2/3 ] 
f(z) = -69/62*z^3 - 1/186*z + 1
*
[ 2/3 ] 
f(z) = -69/70*z^3 - 13/210*z + 1
*
[ 2/3 ] 
f(z) = -75/74*z^3 - 11/222*z + 1
*
[ 2/3 ] 
f(z) = -69/74*z^3 - 19/222*z + 1
*
[ 2/3 ] 
f(z) = -67/60*z^3 - 1/270*z + 1
*
[ 2/3 ] 
f(z) = -61/60*z^3 - 13/270*z + 1
*
-4/7 | 0.15536735024038243728140504807674375020 | 0.024701808609435825974884307797471914465
f(z) = -77/64*z^3 + 8/7*z + 1
*
[ 4/5 ] 
f(z) = -75/64*z^3 + 1/2*z + 1
*
[ -4/5 ] 
f(z) = -75/64*z^3 + 3*z + 1
*
4/15 | 0.077017540934824761029253690172818541891 | 0.013889103046016802702749236509883151496
f(z) = -75/64*z^3 + 4/3*z + 1
*
-4/15 | 0.077017387011970368546318099586976408352 | 0.014220081108655839443419091405994277786
f(z) = -75/64*z^3 + 5/6*z + 1
*
4/15 | 0.15403413970468951953437733310117575646 | 0.023838876165697189203064656240400963676
f(z) = -75/64*z^3 + 10/3*z + 1
*
-4/3 | 0.16917361276599410919897941355884241541 | 0.028851339332190893993033105991626608524
f(z) = -75/64*z^3 + 11/6*z + 1
*
-4/5 | 0.11582365142286573936376286609358820763 | 0.017225838454820229400402452926390660248
f(z) = -75/64*z^3 + 13/3*z + 1
*
4/15 | 0.10568218835429022642819731988907112517 | 0.015246716904902787064512038022866778280
f(z) = -75/64*z^3 + 16/3*z + 1
*
[ 4 ] 
f(z) = -73/64*z^3 + 19*z + 1
*
[ -4 ] 
f(z) = -71/64*z^3 + 19*z + 1
*
-4/3 | 0.16321109230552738962109769913342830286 | 0.028294384522730273766737785545861634715
f(z) = -69/64*z^3 + 5/3*z + 1
*
[ -4/3 ] 
f(z) = -69/64*z^3 + 11/3*z + 1
*
[ 4/3 ] 
f(z) = -69/64*z^3 + 13/6*z + 1
*
[ 4 ] 
f(z) = -69/64*z^3 + 18*z + 1
*
[ -4 ] 
f(z) = -67/64*z^3 + 18*z + 1
*
[ 4/3 ] 
f(z) = -67/64*z^3 + 19/9*z + 1
*
[ 4/5 ] 
f(z) = -65/64*z^3 + 2/5*z + 1
*
-4/5 | 0.16396750871970451551617972657852187710 | 0.028349319619936722035595471138175011616
f(z) = -65/64*z^3 + 9/10*z + 1
*
[ 4 ] 
f(z) = -65/64*z^3 + 17*z + 1
*
-6/5 | 0.17051101070061470743500162154910641627 | 0.028365235773689563432261263982788901062
f(z) = -65/72*z^3 + 17/15*z + 1
*
[ 4/3 ] 
f(z) = -63/64*z^3 + 2*z + 1
*
[ -4/3 ] 
f(z) = -63/64*z^3 + 7/2*z + 1
*
-4/9 | 0.18115893614092882657161319333447197080 | 0.026942809437232668450336208109286939901
f(z) = -63/64*z^3 + 13/9*z + 1
*
[ -4 ] 
f(z) = -63/64*z^3 + 17*z + 1
*
4/3 | 0.20700733823673981869032107784279479517 | 0.029365846872952760905351661865187860996
f(z) = -63/64*z^3 + 18/7*z + 1
*
[ 4 ] 
f(z) = -61/64*z^3 + 16*z + 1
*
[ 3/4 ] 
f(z) = -80/63*z^3 + 8/21*z + 1
*
[ 4/5 ] 
f(z) = -77/64*z^3 + 13/25*z + 1
*
[ 6/7 ] 
f(z) = -77/72*z^3 + 13/21*z + 1
*
[ 4/5 ] 
f(z) = -73/64*z^3 + 12/25*z + 1
*
[ 4/5 ] 
f(z) = -69/64*z^3 + 11/25*z + 1
*
[ 3/4 ] 
f(z) = -64/63*z^3 + 5/21*z + 1
*
[ 4/5 ] 
f(z) = -61/64*z^3 + 9/25*z + 1
*
[ 4/5 ] 
f(z) = -63/64*z^3 + 19/50*z + 1
*
[ 3/4 ] 
f(z) = -64/69*z^3 + 13/69*z + 1
*
[ 3/4 ] 
f(z) = -64/75*z^3 + 11/75*z + 1
*
5/4 | 0.059610115850340785935929224858474429872 | 0.010450979874356765638163407916939210899
f(z) = -64/75*z^3 + 17/60*z + 1
*
[ 5/7 ] 
f(z) = -77/75*z^3 + 13/105*z + 1
*
0 | 0.14577381702890205171763353344256403673 | 0.027262181691966514500044152334102626948
f(z) = -69/70*z^3 + 16/105*z + 1
*
[ 2/3 ] 
f(z) = -72/61*z^3 + 3/122*z + 1
*
[ 2/3 ] 
f(z) = -79/64*z^3 + 7/144*z + 1
*
[ 2/3 ] 
f(z) = -77/64*z^3 + 5/144*z + 1
*
[ 2/3 ] 
f(z) = -73/64*z^3 + 1/144*z + 1
*
[ 2/3 ] 
f(z) = -75/62*z^3 + 7/186*z + 1
*
[ 2/3 ] 
f(z) = -77/60*z^3 + 19/270*z + 1
*
[ 2/3 ] 
f(z) = -73/60*z^3 + 11/270*z + 1
*
[ 2/3 ] 
f(z) = -71/60*z^3 + 7/270*z + 1
*
[ -4 ] 
f(z) = -79/64*z^3 + 21*z + 1
*
[ 4/3 ] 
f(z) = -79/64*z^3 + 22/9*z + 1
*
-2 | 0.081401805255698614962609282531298973095 | 0.014446290099263815587554975502949769869
f(z) = -79/72*z^3 + 35/9*z + 1
*
[ 4 ] 
f(z) = -77/64*z^3 + 20*z + 1
*
-4/11 | 0.20028551360935575116548762881919703481 | 0.027804281325430791125367402909267093493
f(z) = -77/64*z^3 + 21/11*z + 1
*
[ -4/7 ] 
f(z) = -77/64*z^3 + 22/7*z + 1
*
[ -4/3 ] 
f(z) = -77/64*z^3 + 35/9*z + 1
*
-2 | 0.080901210126861848031763091042028082942 | 0.014431692230674293992894393086006197892
f(z) = -77/72*z^3 + 34/9*z + 1
*
[ -4 ] 
f(z) = -75/64*z^3 + 20*z + 1
*
[ 12/5 ] 
f(z) = -75/64*z^3 + 22/3*z + 1
*
[ -4/3 ] 
f(z) = -75/64*z^3 + 23/6*z + 1
*
[ 8/5 ] 
f(z) = -75/64*z^3 + 27/8*z + 1
*
-2/5 | 0.10402341282820474516306211696004161836 | 0.022217107505569908044980867993525900695
f(z) = -75/64*z^3 + 27/16*z + 1
*
[ -4/15 ] 
f(z) = -75/64*z^3 + 29/6*z + 1
*
-44/15 | 0.19317450815101385711235916248220970979 | 0.025441565683040933248738805826477736685
f(z) = -75/64*z^3 + 31/3*z + 1
*
-12/5 | 0.19247802739720726265944273531907734938 | 0.027199016995454402074312799599409655097
f(z) = -75/64*z^3 + 37/6*z + 1
*
[ -8/5 ] 
f(z) = -75/64*z^3 + 37/8*z + 1
*
[ 4 ] 
f(z) = -75/64*z^3 + 39/2*z + 1
*
[ -4/3 ] 
f(z) = -73/64*z^3 + 34/9*z + 1
*
[ -4 ] 
f(z) = -73/64*z^3 + 39/2*z + 1
*
-2 | 0.079848765654337769449293392888706906995 | 0.014399677278827260657340417348783182224
f(z) = -73/72*z^3 + 32/9*z + 1
*
[ 4/3 ] 
f(z) = -71/64*z^3 + 20/9*z + 1
*
[ 4 ] 
f(z) = -71/64*z^3 + 37/2*z + 1
*
-2 | 0.079293934062191277948811392780595711522 | 0.014381964057728390247264903988771506848
f(z) = -71/72*z^3 + 31/9*z + 1
*
[ -4 ] 
f(z) = -69/64*z^3 + 37/2*z + 1
*
[ 4 ] 
f(z) = -67/64*z^3 + 35/2*z + 1
*
-2 | 0.078117658226572727717365020812490269246 | 0.014342101132493990951951323655640301507
f(z) = -67/72*z^3 + 29/9*z + 1
*
[ 2 ] 
f(z) = -67/72*z^3 + 38/9*z + 1
*
[ -4/5 ] 
f(z) = -65/64*z^3 + 29/10*z + 1
*
[ -4/3 ] 
f(z) = -65/64*z^3 + 32/9*z + 1
*
[ -4 ] 
f(z) = -65/64*z^3 + 35/2*z + 1
*
[ 4/3 ] 
f(z) = -65/64*z^3 + 37/18*z + 1
*
[ 6/5 ] 
f(z) = -65/72*z^3 + 22/15*z + 1
*
-2 | 0.077491374360752378002420054496948907153 | 0.014319372260901906509588025531860345218
f(z) = -65/72*z^3 + 28/9*z + 1
*
[ 2 ] 
f(z) = -65/72*z^3 + 37/9*z + 1
*
[ 5/4 ] 
f(z) = -64/75*z^3 + 23/15*z + 1
*
20/21 | 0.18575333966944741946120975965424144623 | 0.028139200774478655231663354241375473399
f(z) = -63/64*z^3 + 23/14*z + 1
*
-4/21 | 0.21948265654334333071323414436154516026 | 0.029031788425906608010462143017328191917
f(z) = -63/64*z^3 + 30/7*z + 1
*
[ -4/9 ] 
f(z) = -63/64*z^3 + 31/9*z + 1
*
[ 4 ] 
f(z) = -63/64*z^3 + 33/2*z + 1
*
[ -4/3 ] 
f(z) = -61/64*z^3 + 31/9*z + 1
*
[ -4 ] 
f(z) = -61/64*z^3 + 33/2*z + 1
*
[ 4/3 ] 
f(z) = -61/64*z^3 + 35/18*z + 1
*
-2 | 0.076146250033623726852396160182288494982 | 0.014266174572731999465380769887826080102
f(z) = -61/72*z^3 + 26/9*z + 1
*
[ 2 ] 
f(z) = -61/72*z^3 + 35/9*z + 1
*
-8/15 | 0.15403374040751984737045500197121824925 | 0.028280001383726823517660502526052295669
f(z) = -75/64*z^3 + 29/24*z + 1
*
-20/21 | 0.21764544871058274375510306555349305883 | 0.028213498484020414810953004637985593700
f(z) = -63/64*z^3 + 33/35*z + 1
*
[ 4/5 ] 
f(z) = -79/64*z^3 + 27/50*z + 1
*
[ 4/5 ] 
f(z) = -71/64*z^3 + 23/50*z + 1
*
[ 4/5 ] 
f(z) = -67/64*z^3 + 21/50*z + 1
*
[ 3/4 ] 
f(z) = -80/69*z^3 + 22/69*z + 1
*
[ 4/5 ] 
f(z) = -75/68*z^3 + 31/68*z + 1
*
[ 4/5 ] 
f(z) = -75/76*z^3 + 29/76*z + 1
*
[ 5/6 ] 
f(z) = -72/65*z^3 + 37/65*z + 1
*
[ 7/8 ] 
f(z) = -64/77*z^3 + 38/77*z + 1
*
[ 8/11 ] 
f(z) = -77/64*z^3 + 23/88*z + 1
*
[ 3/4 ] 
f(z) = -76/63*z^3 + 29/84*z + 1
*
[ 3/4 ] 
f(z) = -68/63*z^3 + 23/84*z + 1
*
[ 16/21 ] 
f(z) = -63/64*z^3 + 29/112*z + 1
*
[ 3/4 ] 
f(z) = -62/63*z^3 + 37/168*z + 1
*
[ 3/4 ] 
f(z) = -64/71*z^3 + 37/213*z + 1
*
[ 3/4 ] 
f(z) = -64/73*z^3 + 35/219*z + 1
*
[ 11/15 ] 
f(z) = -75/77*z^3 + 37/231*z + 1
*
[ 3/4 ] 
f(z) = -64/77*z^3 + 31/231*z + 1
*
[ 3/4 ] 
f(z) = -64/79*z^3 + 29/237*z + 1
*
[ 2/3 ] 
f(z) = -79/60*z^3 + 23/270*z + 1
*
[ 4 ] 
f(z) = -79/64*z^3 + 41/2*z + 1
*
[ 2 ] 
f(z) = -79/72*z^3 + 44/9*z + 1
*
[ -2 ] 
f(z) = -79/72*z^3 + 53/9*z + 1
*
[ -4 ] 
f(z) = -77/64*z^3 + 41/2*z + 1
*
[ -4/11 ] 
f(z) = -77/64*z^3 + 43/11*z + 1
*
[ 4/3 ] 
f(z) = -77/64*z^3 + 43/18*z + 1
*
[ 2 ] 
f(z) = -77/72*z^3 + 43/9*z + 1
*
[ -2 ] 
f(z) = -77/72*z^3 + 52/9*z + 1
*
[ -12/5 ] 
f(z) = -75/64*z^3 + 49/6*z + 1
*
[ -2/5 ] 
f(z) = -75/64*z^3 + 59/16*z + 1
*
[ 4/3 ] 
f(z) = -73/64*z^3 + 41/18*z + 1
*
[ 2 ] 
f(z) = -73/72*z^3 + 41/9*z + 1
*
[ -2 ] 
f(z) = -73/72*z^3 + 50/9*z + 1
*
[ 2 ] 
f(z) = -71/72*z^3 + 40/9*z + 1
*
[ -2 ] 
f(z) = -71/72*z^3 + 49/9*z + 1
*
-2 | 0.091864244728995750993318550185515483366 | 0.016813153846445162481649433315612475285
f(z) = -67/64*z^3 + 59/16*z + 1
*
[ -2 ] 
f(z) = -67/72*z^3 + 47/9*z + 1
*
-2 | 0.091264721212693430512634999890292302155 | 0.016809525023786114082620576675910998172
f(z) = -65/64*z^3 + 57/16*z + 1
*
[ -2 ] 
f(z) = -65/72*z^3 + 46/9*z + 1
*
[ -6/5 ] 
f(z) = -65/72*z^3 + 47/15*z + 1
*
[ -5/8 ] 
f(z) = -64/75*z^3 + 44/15*z + 1
*
[ -5/4 ] 
f(z) = -64/75*z^3 + 47/15*z + 1
*
[ 15/8 ] 
f(z) = -64/75*z^3 + 52/15*z + 1
*
[ -4/7 ] 
f(z) = -63/64*z^3 + 43/14*z + 1
*
[ -4/21 ] 
f(z) = -63/64*z^3 + 44/7*z + 1
*
[ -2/3 ] 
f(z) = -63/64*z^3 + 47/16*z + 1
*
-8/3 | 0.17852111366688464369134505337488647258 | 0.029697750655140311736119459107416444336
f(z) = -63/64*z^3 + 51/8*z + 1
*
-2 | 0.090640512539133099306646654039546484504 | 0.016805111543238107076639415248313773367
f(z) = -63/64*z^3 + 55/16*z + 1
*
-2 | 0.089988960524070902526133564447417643043 | 0.016799684707697719272548945167562000124
f(z) = -61/64*z^3 + 53/16*z + 1
*
[ -2 ] 
f(z) = -61/72*z^3 + 44/9*z + 1
*
[ 12/11 ] 
f(z) = -77/64*z^3 + 50/33*z + 1
*
[ 3/2 ] 
f(z) = -68/63*z^3 + 58/21*z + 1
*
-6/13 | 0.20807608368608475267043469174687722140 | 0.029108284789336515573720945495094140281
f(z) = -65/72*z^3 + 53/39*z + 1
*
[ 3/2 ] 
f(z) = -64/63*z^3 + 55/21*z + 1
*
-12/7 | 0.20464374019640393934125604570099155590 | 0.025233112279751774657096684002418651703
f(z) = -63/64*z^3 + 52/21*z + 1
*
-2/3 | 0.12836194002506473612620804919885300064 | 0.024070637324280364205315136997287446130
f(z) = -69/64*z^3 + 47/48*z + 1
*
[ 7/8 ] 
f(z) = -64/63*z^3 + 40/63*z + 1
*
[ 15/16 ] 
f(z) = -64/75*z^3 + 41/60*z + 1
*
[ 8/9 ] 
f(z) = -63/64*z^3 + 47/72*z + 1
*
[ 20/21 ] 
f(z) = -63/64*z^3 + 59/70*z + 1
*
-15/16 | 0.14879676769541409239713348481629323208 | 0.026833544856810127932763083470304337888
f(z) = -64/63*z^3 + 47/84*z + 1
*
[ 5/6 ] 
f(z) = -68/75*z^3 + 58/135*z + 1
*
[ 5/6 ] 
f(z) = -64/75*z^3 + 53/135*z + 1
*
[ 4/5 ] 
f(z) = -75/74*z^3 + 59/148*z + 1
*
[ 3/4 ] 
f(z) = -74/63*z^3 + 55/168*z + 1
*
[ 4/5 ] 
f(z) = -65/72*z^3 + 59/180*z + 1
*
[ 3/4 ] 
f(z) = -64/61*z^3 + 47/183*z + 1
*
[ 3/4 ] 
f(z) = -64/65*z^3 + 43/195*z + 1
*
[ 3/4 ] 
f(z) = -64/67*z^3 + 41/201*z + 1
*
[ 3/4 ] 
f(z) = -80/77*z^3 + 58/231*z + 1
*
[ 3/4 ] 
f(z) = -80/79*z^3 + 56/237*z + 1
*
-2 | 0.095048417417627016413908790660585109057 | 0.016825783480394515916073276892910426044
f(z) = -79/64*z^3 + 71/16*z + 1
*
[ -4/3 ] 
f(z) = -79/64*z^3 + 71/18*z + 1
*
-2 | 0.094559582115360299113715355132148997786 | 0.016824348364926585653133915961829328772
f(z) = -77/64*z^3 + 69/16*z + 1
*
-2 | 0.093535480597915470289753480817886805547 | 0.016820866002507216805036449476958217798
f(z) = -73/64*z^3 + 65/16*z + 1
*
-2 | 0.092997850267962516462265561762364659634 | 0.016818707464393427978488834178024418396
f(z) = -71/64*z^3 + 63/16*z + 1
*
[ -4/3 ] 
f(z) = -71/64*z^3 + 67/18*z + 1
*
[ 2 ] 
f(z) = -71/64*z^3 + 79/16*z + 1
*
-2 | 0.092441319162233338196375122228348469558 | 0.016816170685280930354975315342499491742
f(z) = -69/64*z^3 + 61/16*z + 1
*
[ 2 ] 
f(z) = -69/64*z^3 + 77/16*z + 1
*
[ -4/3 ] 
f(z) = -67/64*z^3 + 65/18*z + 1
*
[ 2 ] 
f(z) = -67/64*z^3 + 75/16*z + 1
*
[ 2 ] 
f(z) = -65/64*z^3 + 73/16*z + 1
*
-12/5 | 0.20840940560165491983398124031322742860 | 0.024437302816914288057792640962938409595
f(z) = -65/64*z^3 + 79/15*z + 1
*
[ -15/8 ] 
f(z) = -64/75*z^3 + 68/15*z + 1
*
[ 8/3 ] 
f(z) = -63/64*z^3 + 61/8*z + 1
*
[ -8/3 ] 
f(z) = -63/64*z^3 + 67/8*z + 1
*
-44/21 | 0.18339731945520963412900826260656234672 | 0.023730260467298739150117880305897143231
f(z) = -63/64*z^3 + 71/14*z + 1
*
[ 2 ] 
f(z) = -63/64*z^3 + 71/16*z + 1
*
[ 2 ] 
f(z) = -61/64*z^3 + 69/16*z + 1
*
[ -3/4 ] 
f(z) = -80/63*z^3 + 64/21*z + 1
*
[ 3/2 ] 
f(z) = -80/63*z^3 + 67/21*z + 1
*
[ -4/5 ] 
f(z) = -79/64*z^3 + 76/25*z + 1
*
[ -6/7 ] 
f(z) = -77/72*z^3 + 62/21*z + 1
*
[ 3/2 ] 
f(z) = -76/63*z^3 + 64/21*z + 1
*
-28/15 | 0.23558694885991518243052769491214525051 | 0.027750010966777997372671271170948395892
f(z) = -75/64*z^3 + 76/21*z + 1
*
[ -8/15 ] 
f(z) = -75/64*z^3 + 77/24*z + 1
*
[ -4/5 ] 
f(z) = -71/64*z^3 + 74/25*z + 1
*
[ -4/5 ] 
f(z) = -67/64*z^3 + 73/25*z + 1
*
-4/13 | 0.20364891069444915715994238550856335778 | 0.026878632654695869641610618106167828005
f(z) = -65/64*z^3 + 61/26*z + 1
*
[ -3/4 ] 
f(z) = -64/63*z^3 + 61/21*z + 1
*
[ -4/5 ] 
f(z) = -63/64*z^3 + 72/25*z + 1
*
-16/15 | 0.10268950481048686148769706704839035532 | 0.018680437018099391067238153560004816089
f(z) = -75/64*z^3 + 61/48*z + 1
*
[ 16/15 ] 
f(z) = -75/64*z^3 + 67/48*z + 1
*
-2/5 | 0.11988686474726434618208661689008578746 | 0.018780722196185639782621654935187670440
f(z) = -65/72*z^3 + 74/45*z + 1
*
-8/7 | 0.15803663713894939654766753469326388700 | 0.025270381057830169884067654054397295846
f(z) = -63/64*z^3 + 65/56*z + 1
*
[ 8/7 ] 
f(z) = -63/64*z^3 + 79/56*z + 1
*
[ 12/13 ] 
f(z) = -65/64*z^3 + 61/78*z + 1
*
-3/4 | 0.11921891515719672144867648806190531489 | 0.027613026839244378681236931614746321002
f(z) = -64/75*z^3 + 61/75*z + 1
*
-8/9 | 0.18115893614092882657161319333447197080 | 0.028501552492755424140444775785930004096
f(z) = -63/64*z^3 + 65/72*z + 1
*
[ 5/6 ] 
f(z) = -76/75*z^3 + 68/135*z + 1
*
[ 4/5 ] 
f(z) = -75/62*z^3 + 65/124*z + 1
*
[ 6/7 ] 
f(z) = -67/72*z^3 + 76/147*z + 1
*
[ 6/7 ] 
f(z) = -65/72*z^3 + 73/147*z + 1
*
[ 6/7 ] 
f(z) = -61/72*z^3 + 67/147*z + 1
*
[ 3/4 ] 
f(z) = -80/61*z^3 + 74/183*z + 1
*
[ 3/4 ] 
f(z) = -80/67*z^3 + 68/201*z + 1
*
[ 3/4 ] 
f(z) = -80/71*z^3 + 64/213*z + 1
*
[ 3/4 ] 
f(z) = -80/73*z^3 + 62/219*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029516478429420911116240509432377307237
f(z) = -69/68*z^3 + 71/204*z + 1
*
[ 3/4 ] 
f(z) = -76/69*z^3 + 79/276*z + 1
*
0 | 0.14360235768530454160567698761965609112 | 0.025616737085437089732337542264605721356
f(z) = -68/65*z^3 + 77/260*z + 1
*
[ 3/4 ] 
f(z) = -68/69*z^3 + 61/276*z + 1
*
0 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -64/65*z^3 + 61/260*z + 1
*
[ 2 ] 
f(z) = -79/64*z^3 + 87/16*z + 1
*
[ 2 ] 
f(z) = -77/64*z^3 + 85/16*z + 1
*
[ 2 ] 
f(z) = -75/64*z^3 + 83/16*z + 1
*
[ -2 ] 
f(z) = -75/64*z^3 + 99/16*z + 1
*
[ 2 ] 
f(z) = -73/64*z^3 + 81/16*z + 1
*
[ -2 ] 
f(z) = -73/64*z^3 + 97/16*z + 1
*
[ -2 ] 
f(z) = -71/64*z^3 + 95/16*z + 1
*
[ -2 ] 
f(z) = -69/64*z^3 + 93/16*z + 1
*
[ 5/2 ] 
f(z) = -68/75*z^3 + 94/15*z + 1
*
[ -2 ] 
f(z) = -67/64*z^3 + 91/16*z + 1
*
[ -2 ] 
f(z) = -65/64*z^3 + 89/16*z + 1
*
[ 5/2 ] 
f(z) = -64/75*z^3 + 89/15*z + 1
*
[ -2 ] 
f(z) = -63/64*z^3 + 87/16*z + 1
*
[ -2 ] 
f(z) = -61/64*z^3 + 85/16*z + 1
*
[ 6 ] 
f(z) = -61/72*z^3 + 94/3*z + 1
*
[ -6 ] 
f(z) = -61/72*z^3 + 95/3*z + 1
*
[ -3/2 ] 
f(z) = -80/63*z^3 + 95/21*z + 1
*
[ 12/7 ] 
f(z) = -77/64*z^3 + 83/21*z + 1
*
[ -3/2 ] 
f(z) = -76/63*z^3 + 92/21*z + 1
*
[ -4/9 ] 
f(z) = -75/64*z^3 + 94/27*z + 1
*
-8/5 | 0.15455500648287373095664079507034732872 | 0.023299802057963558626632217008668416820
f(z) = -75/64*z^3 + 95/24*z + 1
*
[ -3/2 ] 
f(z) = -68/63*z^3 + 86/21*z + 1
*
[ -3/8 ] 
f(z) = -64/63*z^3 + 80/21*z + 1
*
[ -3/2 ] 
f(z) = -64/63*z^3 + 83/21*z + 1
*
[ -12/7 ] 
f(z) = -63/64*z^3 + 94/21*z + 1
*
[ -2/3 ] 
f(z) = -63/68*z^3 + 99/34*z + 1
*
-8/7 | 0.15803663713894939654766753469326388700 | 0.024411384830453721245603153551661989436
f(z) = -77/64*z^3 + 81/56*z + 1
*
[ 8/7 ] 
f(z) = -77/64*z^3 + 95/56*z + 1
*
[ 6/5 ] 
f(z) = -75/64*z^3 + 89/48*z + 1
*
-8/5 | 0.18410241203387909572391242902567541274 | 0.028029876398695396947417730343913004899
f(z) = -65/64*z^3 + 89/40*z + 1
*
-8/21 | 0.19006807992175290774281737409150552864 | 0.028476489879147613659671628215146406893
f(z) = -63/64*z^3 + 99/56*z + 1
*
[ 5/4 ] 
f(z) = -68/75*z^3 + 97/60*z + 1
*
[ 9/8 ] 
f(z) = -64/63*z^3 + 88/63*z + 1
*
-15/16 | 0.17882821139555210528994062675074241305 | 0.029325357993511737863934699082582821909
f(z) = -64/75*z^3 + 89/60*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.026240572640131746416073873104600058772
f(z) = -64/75*z^3 + 94/75*z + 1
*
-8/11 | 0.19843817480588359735312461176783792809 | 0.029434438548020586804420911148316182965
f(z) = -77/64*z^3 + 89/88*z + 1
*
-5/7 | 0.18016107816418352125543783588894758391 | 0.028643756006624386761854188246923620096
f(z) = -77/75*z^3 + 97/105*z + 1
*
-16/21 | 0.16439647052752981072816376883907511420 | 0.026929080849884326067490888103663638157
f(z) = -63/64*z^3 + 99/112*z + 1
*
[ 6/7 ] 
f(z) = -79/72*z^3 + 94/147*z + 1
*
[ 6/7 ] 
f(z) = -73/72*z^3 + 85/147*z + 1
*
[ 6/7 ] 
f(z) = -71/72*z^3 + 82/147*z + 1
*
1/4 | 0.12542575175818455742838143930837629240 | 0.024901118128068644646986983470488388297
f(z) = -64/77*z^3 + 85/154*z + 1
*
0 | 0.15403270679109895764827380476848368179 | 0.028439780534423943265297519873866918934
f(z) = -75/64*z^3 + 97/192*z + 1
*
[ -2 ] 
f(z) = -79/64*z^3 + 103/16*z + 1
*
[ -2 ] 
f(z) = -77/64*z^3 + 101/16*z + 1
*
[ 6 ] 
f(z) = -77/72*z^3 + 118/3*z + 1
*
[ -6 ] 
f(z) = -77/72*z^3 + 119/3*z + 1
*
[ 5/2 ] 
f(z) = -76/75*z^3 + 104/15*z + 1
*
[ -5/2 ] 
f(z) = -76/75*z^3 + 116/15*z + 1
*
[ 6 ] 
f(z) = -73/72*z^3 + 112/3*z + 1
*
[ -6 ] 
f(z) = -73/72*z^3 + 113/3*z + 1
*
[ 6 ] 
f(z) = -71/72*z^3 + 109/3*z + 1
*
[ -6 ] 
f(z) = -71/72*z^3 + 110/3*z + 1
*
[ -5/2 ] 
f(z) = -68/75*z^3 + 106/15*z + 1
*
[ 6 ] 
f(z) = -67/72*z^3 + 103/3*z + 1
*
[ -6 ] 
f(z) = -67/72*z^3 + 104/3*z + 1
*
[ -12/5 ] 
f(z) = -65/64*z^3 + 109/15*z + 1
*
[ 6 ] 
f(z) = -65/72*z^3 + 100/3*z + 1
*
[ -6 ] 
f(z) = -65/72*z^3 + 101/3*z + 1
*
[ -5/2 ] 
f(z) = -64/75*z^3 + 101/15*z + 1
*
[ -6/11 ] 
f(z) = -77/72*z^3 + 104/33*z + 1
*
[ -28/15 ] 
f(z) = -75/64*z^3 + 118/21*z + 1
*
-4/23 | 0.24828625458987492405407484414867091055 | 0.028025292789363766732384969341600488953
f(z) = -69/64*z^3 + 110/23*z + 1
*
-2 | 0.092173215868770421836966891675162415499 | 0.016843687267196023085020635041122117577
f(z) = -69/76*z^3 + 119/38*z + 1
*
-2 | 0.071586136005336217772750093241841968719 | 0.013081614611966443677054829635521703063
f(z) = -67/60*z^3 + 119/30*z + 1
*
-2 | 0.091781925881109837637847881169788441390 | 0.016824293921530550208982520908648552773
f(z) = -67/68*z^3 + 117/34*z + 1
*
-2 | 0.091558115238530212768845185603151264486 | 0.016836480315447957790853126573792248674
f(z) = -67/76*z^3 + 115/38*z + 1
*
[ -4/13 ] 
f(z) = -65/64*z^3 + 113/26*z + 1
*
[ -12/13 ] 
f(z) = -65/64*z^3 + 115/39*z + 1
*
-2 | 0.091170306237545523862207459983762572898 | 0.016819429493543581994886692190954735512
f(z) = -65/68*z^3 + 113/34*z + 1
*
-2 | 0.090913868533250706535777396581520348177 | 0.016827558284027097514383764093160186226
f(z) = -65/76*z^3 + 111/38*z + 1
*
[ -20/21 ] 
f(z) = -63/64*z^3 + 103/35*z + 1
*
-2 | 0.090531903092953613525703363416216035078 | 0.016813443421760595553646665884219198284
f(z) = -63/68*z^3 + 109/34*z + 1
*
-2 | 0.090236439387131763503407861272644441579 | 0.016816407515523399160244382318209416525
f(z) = -63/76*z^3 + 107/38*z + 1
*
[ -2/3 ] 
f(z) = -63/76*z^3 + 109/38*z + 1
*
-2 | 0.069746293398382478386868298623072332045 | 0.012997876472636163192710170213704043816
f(z) = -61/60*z^3 + 107/30*z + 1
*
-2 | 0.089863512411580001234869977643685036958 | 0.016806004348209211994352886643719632621
f(z) = -61/68*z^3 + 105/34*z + 1
*
-2 | 0.089520661914580098389458714859597915292 | 0.016802316547630636887609471203661921623
f(z) = -61/76*z^3 + 103/38*z + 1
*
[ 8/5 ] 
f(z) = -65/64*z^3 + 119/40*z + 1
*
[ 3/2 ] 
f(z) = -62/63*z^3 + 107/42*z + 1
*
[ 5/4 ] 
f(z) = -76/75*z^3 + 107/60*z + 1
*
[ 7/6 ] 
f(z) = -72/77*z^3 + 109/77*z + 1
*
[ 6/5 ] 
f(z) = -71/72*z^3 + 119/75*z + 1
*
[ 6/5 ] 
f(z) = -67/72*z^3 + 113/75*z + 1
*
[ 5/4 ] 
f(z) = -64/65*z^3 + 113/65*z + 1
*
[ 6/5 ] 
f(z) = -61/72*z^3 + 104/75*z + 1
*
-3/5 | 0.16388422890360240045692620375140250205 | 0.027352949786326887964514739119875765738
f(z) = -80/63*z^3 + 118/105*z + 1
*
-3/5 | 0.16803820713349391811747673968000734267 | 0.029022342498679662397980096921348084588
f(z) = -65/63*z^3 + 109/105*z + 1
*
-8/13 | 0.20153176896631260090852357220487847077 | 0.029903799158544650915816417135766917968
f(z) = -65/64*z^3 + 105/104*z + 1
*
18/13 | 0.19015012503781218925708439348504925131 | 0.027758631071288401336922636034653612791
f(z) = -65/72*z^3 + 118/117*z + 1
*
-3/5 | 0.17326640622886917556965213177739582039 | 0.029436517822839370014214937358926323466
f(z) = -65/72*z^3 + 119/120*z + 1
*
[ 11/12 ] 
f(z) = -72/77*z^3 + 107/154*z + 1
*
[ 12/13 ] 
f(z) = -65/72*z^3 + 107/156*z + 1
*
[ 13/16 ] 
f(z) = -64/65*z^3 + 109/260*z + 1
*
[ 5/6 ] 
f(z) = -62/75*z^3 + 101/270*z + 1
*
[ 15/19 ] 
f(z) = -76/75*z^3 + 104/285*z + 1
*
[ 4/5 ] 
f(z) = -75/73*z^3 + 119/292*z + 1
*
[ 6 ] 
f(z) = -79/72*z^3 + 121/3*z + 1
*
[ -6 ] 
f(z) = -79/72*z^3 + 122/3*z + 1
*
14/5 | 0.16964856974134910523593983878316929775 | 0.026839865320749488624067956611549626004
f(z) = -75/64*z^3 + 139/16*z + 1
*
-2 | 0.094906770609048351076222493110061979941 | 0.016864456346956834017204206781067115384
f(z) = -79/76*z^3 + 139/38*z + 1
*
-2 | 0.074247414442667739323085218888246255154 | 0.013193392544150101065592419338685357577
f(z) = -77/60*z^3 + 139/30*z + 1
*
-2 | 0.094517600407794298641536639398109361163 | 0.016838667961315136423432705457998423241
f(z) = -77/68*z^3 + 137/34*z + 1
*
-2 | 0.094398783059260003651745659151582183740 | 0.016861677049464325301322236932964654893
f(z) = -77/76*z^3 + 135/38*z + 1
*
-4/25 | 0.23570556542612402297955662516586181998 | 0.026068765420507132284692979752473458369
f(z) = -75/64*z^3 + 132/25*z + 1
*
[ -2/5 ] 
f(z) = -75/68*z^3 + 125/34*z + 1
*
-2 | 0.094007544154303649291982318130705503366 | 0.016836680630817107656747511679667896493
f(z) = -75/68*z^3 + 133/34*z + 1
*
-2 | 0.093873160645012708683095810933481639003 | 0.016858360789568027078992690831144575982
f(z) = -75/76*z^3 + 131/38*z + 1
*
[ -2/5 ] 
f(z) = -75/76*z^3 + 139/38*z + 1
*
-2 | 0.073234408872316560886414500943171493584 | 0.013151917741952015441715449671627880884
f(z) = -73/60*z^3 + 131/30*z + 1
*
-2 | 0.093480464357870236495751464191342939961 | 0.016834349850430210937238475200050004264
f(z) = -73/68*z^3 + 129/34*z + 1
*
-2 | 0.093328318720607472870767784317846151819 | 0.016854376893316606837886267540873020305
f(z) = -73/76*z^3 + 127/38*z + 1
*
-2 | 0.072702410116450034834473470502536762731 | 0.013129496362442852475611876459974386573
f(z) = -71/60*z^3 + 127/30*z + 1
*
-2 | 0.092934956886718743411108130182905657987 | 0.016831588282381709095995979280722333581
f(z) = -71/68*z^3 + 125/34*z + 1
*
-2 | 0.092762402927987313382723716311480532267 | 0.016849557982574325061875720327572783679
f(z) = -71/76*z^3 + 123/38*z + 1
*
-2 | 0.092369404551492054677023435145025042789 | 0.016828284298311474673400808766163011010
f(z) = -69/68*z^3 + 121/34*z + 1
*
[ -6/13 ] 
f(z) = -65/72*z^3 + 131/39*z + 1
*
21/8 | 0.16399660627834708476450615399764754193 | 0.027707306519773065930063869319278434019
f(z) = -64/63*z^3 + 124/21*z + 1
*
-5/2 | 0.18790225264730592252384353873007168221 | 0.028777791301456048186302386800010593231
f(z) = -62/75*z^3 + 137/30*z + 1
*
[ 2 ] 
f(z) = -61/60*z^3 + 137/30*z + 1
*
[ 2 ] 
f(z) = -61/68*z^3 + 139/34*z + 1
*
-12/7 | 0.23075746730377988715741469489863756976 | 0.027665665345988899081872084626764727328
f(z) = -77/64*z^3 + 131/42*z + 1
*
6/5 | 0.17842721578627327357258511076100913657 | 0.028861980784576086670902674209381648282
f(z) = -75/64*z^3 + 121/48*z + 1
*
[ 3/2 ] 
f(z) = -74/63*z^3 + 125/42*z + 1
*
[ 12/7 ] 
f(z) = -63/64*z^3 + 139/42*z + 1
*
-1 | 0.067953800554497916630773412555241223822 | 0.013771235085111580367292687870327068791
f(z) = -79/60*z^3 + 139/60*z + 1
*
[ 6/5 ] 
f(z) = -79/72*z^3 + 131/75*z + 1
*
-1 | 0.096360666063823446443612877806216178857 | 0.019528052507653461941373029664662084755
f(z) = -78/61*z^3 + 139/61*z + 1
*
-1 | 0.067252468380200847005180419085454876552 | 0.013669253884125779875857328429647303817
f(z) = -77/60*z^3 + 137/60*z + 1
*
-1 | 0.096003061250712514816194903572663039672 | 0.019484091419914281160671837849701081554
f(z) = -77/61*z^3 + 138/61*z + 1
*
-1 | 0.083013034198685505856479224343835887663 | 0.016823076851480627404387840728765743079
f(z) = -77/62*z^3 + 139/62*z + 1
*
12/7 | 0.16294125052083408390648869343022662693 | 0.017947317016307082313520475928684876663
f(z) = -77/64*z^3 + 137/63*z + 1
*
[ 6/5 ] 
f(z) = -77/72*z^3 + 128/75*z + 1
*
-1 | 0.095637609718266667247610259071295196737 | 0.019438613921489759991301567027002779549
f(z) = -76/61*z^3 + 137/61*z + 1
*
-1 | 0.081755476239989411762394768168817574001 | 0.016568225376786904038632129821760658104
f(z) = -76/63*z^3 + 139/63*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.024859020765439451658910932349796661652
f(z) = -76/75*z^3 + 121/75*z + 1
*
-1 | 0.095263924147610224576784277547416691552 | 0.019391536015324440105623410994388419520
f(z) = -75/61*z^3 + 136/61*z + 1
*
-1 | 0.082265992768051199439869423335062658348 | 0.016720795061660588134379626581991193293
f(z) = -75/62*z^3 + 137/62*z + 1
*
-1 | 0.086210064470546700253008890062163936772 | 0.017470973732725844353159306618538299536
f(z) = -75/64*z^3 + 139/64*z + 1
*
-1 | 0.094881585629391376275263466257764937427 | 0.019342766698096466500089561273136016543
f(z) = -74/61*z^3 + 135/61*z + 1
*
-1 | 0.080980994236708659614745042277855324708 | 0.016459615485821836176006768192496647934
f(z) = -74/63*z^3 + 137/63*z + 1
*
-1 | 0.094193639929112208352464852710170616479 | 0.019088891988401035396798762022782274769
f(z) = -74/65*z^3 + 139/65*z + 1
*
-1 | 0.065758073097376350701426771286617192025 | 0.013446498680000692783161774003865303052
f(z) = -73/60*z^3 + 133/60*z + 1
*
-1 | 0.094490139942249065200546205261159685249 | 0.019292207136541316283183284073020532651
f(z) = -73/61*z^3 + 134/61*z + 1
*
-1 | 0.081482610908314702662249923153146436485 | 0.016611222528547992694200263266340431002
f(z) = -73/62*z^3 + 135/62*z + 1
*
-1 | 0.080579466409126806534912888869407607092 | 0.016402427665556190745400609858710156640
f(z) = -73/63*z^3 + 136/63*z + 1
*
-1 | 0.085406311911458132694223791492061215156 | 0.017359073784840466873599239185250649406
f(z) = -73/64*z^3 + 137/64*z + 1
*
-1 | 0.093781171747241547865697130060252743902 | 0.019033152693100973745790901141446961412
f(z) = -73/65*z^3 + 138/65*z + 1
*
-1 | 0.060414143957286217002310020764873469770 | 0.012243279582785491083043524801677358085
f(z) = -73/66*z^3 + 139/66*z + 1
*
[ 6/5 ] 
f(z) = -73/72*z^3 + 122/75*z + 1
*
-1 | 0.094089093241065434862178788981084954660 | 0.019239749714000163287164174348071000749
f(z) = -72/61*z^3 + 133/61*z + 1
*
-1 | 0.093357726172399102689203686870530301579 | 0.018975221160371724260838236677235976351
f(z) = -72/65*z^3 + 137/65*z + 1
*
-1/3 | 0.14429060116648778465298892742208598309 | 0.029284183520151788899292795930864814890
f(z) = -72/65*z^3 + 138/65*z + 1
*
-1 | 0.092968398249152360302217785314172811535 | 0.018840589596583050901156235982678140596
f(z) = -72/67*z^3 + 139/67*z + 1
*
-1 | 0.064955218186668898790854543982350465924 | 0.013323608026601477206025696862873894166
f(z) = -71/60*z^3 + 131/60*z + 1
*
-1 | 0.093677907033521804521041330139455495430 | 0.019185276920654107439596327381548492769
f(z) = -71/61*z^3 + 132/61*z + 1
*
-1 | 0.080658879110621871709389009452925592323 | 0.016493480730270753024570149520538411102
f(z) = -71/62*z^3 + 133/62*z + 1
*
-1 | 0.079745074446834241774456577291590996635 | 0.016281682885510768910053157049392965937
f(z) = -71/63*z^3 + 134/63*z + 1
*
-1 | 0.084560108421497677437274699007549554505 | 0.017238607874361929187949696012508299903
f(z) = -71/64*z^3 + 135/64*z + 1
*
-1 | 0.092922620063036272710125095027136288074 | 0.018914949701196827709150061977270452438
f(z) = -71/65*z^3 + 136/65*z + 1
*
-1 | 0.059543317692970741113354268802701114128 | 0.012102347263256612282669543835714122587
f(z) = -71/66*z^3 + 137/66*z + 1
*
-1 | 0.092519582105372430436365087311567511376 | 0.018777109525348212454364872386849719632
f(z) = -71/67*z^3 + 138/67*z + 1
*
-1 | 0.083753555264152425443978427816477507889 | 0.016973147776061861088384431500892915839
f(z) = -71/68*z^3 + 139/68*z + 1
*
-1 | 0.093255992291636958922052621297115490976 | 0.019128660053990023782814405590171469566
f(z) = -70/61*z^3 + 131/61*z + 1
*
-1 | 0.092057294594968027440084044764876601108 | 0.018710904774386510656710448319407601821
f(z) = -70/67*z^3 + 137/67*z + 1
*
-1 | 0.071274832057282653340593138379821913199 | 0.014444261540978923116039534396013993199
f(z) = -70/69*z^3 + 139/69*z + 1
*
-1 | 0.092822702502640143894328232950588728548 | 0.019069757686861835674767752371435175880
f(z) = -69/61*z^3 + 130/61*z + 1
*
-1 | 0.079791309313477193220455887587578471446 | 0.016366785593220795470480483337862313679
f(z) = -69/62*z^3 + 131/62*z + 1
*
-1 | 0.083666039164869358834179129364273087482 | 0.017108397983702301257501931436795535562
f(z) = -69/64*z^3 + 133/64*z + 1
*
-1 | 0.092014319318412787171819714297778790451 | 0.018786714771547856930580358872820465027
f(z) = -69/65*z^3 + 134/65*z + 1
*
-1 | 0.091580560976446089732041580692267933093 | 0.018641765625008845029370430688331413673
f(z) = -69/67*z^3 + 136/67*z + 1
*
-1 | 0.082797901255317174354489149768656496212 | 0.016828906961947365111335116499920312121
f(z) = -69/68*z^3 + 137/68*z + 1
*
-1 | 0.078050654073819572857064495562169553053 | 0.015817421498526409633224505989478114116
f(z) = -69/70*z^3 + 139/70*z + 1
*
-1 | 0.092377325406440775246279063139410591489 | 0.019008413848142020176944610415085600924
f(z) = -68/61*z^3 + 129/61*z + 1
*
-1 | 0.078405129865314043596510652047881153905 | 0.016082452599853266169497412321977093137
f(z) = -68/63*z^3 + 131/63*z + 1
*
-1 | 0.091539346602173869150176399131234339333 | 0.018718366358325777376569198777959412724
f(z) = -68/65*z^3 + 133/65*z + 1
*
-1 | 0.091088281851789337526212856311811866176 | 0.018569455528195069314977518450677197819
f(z) = -68/67*z^3 + 135/67*z + 1
*
-1 | 0.070267492293924898805992943952535975425 | 0.014282065998476927857292105605343986464
f(z) = -68/69*z^3 + 137/69*z + 1
*
-1 | 0.090107343289030973746719348559098167330 | 0.018260780077089615929845981278043950307
f(z) = -68/71*z^3 + 139/71*z + 1
*
-1 | 0.063222824466174327201809198824092683015 | 0.013051276372646092668928650398480054144
f(z) = -67/60*z^3 + 127/60*z + 1
*
-1 | 0.091919073088706850276997913816825421374 | 0.018944455844026792188992902037114697781
f(z) = -67/61*z^3 + 128/61*z + 1
*
-1 | 0.078873439129343385837783430420936884358 | 0.016229729167849077609356866156150422753
f(z) = -67/62*z^3 + 129/62*z + 1
*
-1 | 0.077931731578937272800472063850166744209 | 0.016010514639838484100356928124001170499
f(z) = -67/63*z^3 + 130/63*z + 1
*
-1 | 0.082717455713964140622462056019070751650 | 0.016966996457827519012483721577517893282
f(z) = -67/64*z^3 + 131/64*z + 1
*
-1 | 0.091049125224811603256131019930677927559 | 0.018646901239971618870464755476237792773
f(z) = -67/65*z^3 + 132/65*z + 1
*
-1 | 0.057636652445613394946876974613580034923 | 0.011785795029029234275218682570130657906
f(z) = -67/66*z^3 + 133/66*z + 1
*
-1 | 0.081776782383937382383991114653754467902 | 0.016671192966272651167101428979240861262
f(z) = -67/68*z^3 + 135/68*z + 1
*
-1 | 0.069738081789826831813440914188943811436 | 0.014195599611996382320096902503336623672
f(z) = -67/69*z^3 + 136/69*z + 1
*
-1 | 0.076985266234766601633312227159132568003 | 0.015647472499460664025806075326857476219
f(z) = -67/70*z^3 + 137/70*z + 1
*
-1 | 0.089552298100043849585509538648512888863 | 0.018174890886947841710003966665814420250
f(z) = -67/71*z^3 + 138/71*z + 1
*
-1 | 0.067153360766477292794183011724034929224 | 0.013609021280992286455625007579748079444
f(z) = -67/72*z^3 + 139/72*z + 1
*
-1 | 0.091447069989390227530772735153480906200 | 0.018877691624466933913235619621425891522
f(z) = -66/61*z^3 + 127/61*z + 1
*
-1 | 0.090542462333767136881015558991638809268 | 0.018572061053380123486355706811903807635
f(z) = -66/65*z^3 + 131/65*z + 1
*
-1 | 0.090051907437945989365192433797460586586 | 0.018414208285920679433787269322611524297
f(z) = -66/67*z^3 + 133/67*z + 1
*
-1 | 0.088973864660337628346807706696225669963 | 0.018084188943346698221102315470639584091
f(z) = -66/71*z^3 + 137/71*z + 1
*
-1 | 0.088373618274732134343208541797422274880 | 0.017909430563890572160929713390354192774
f(z) = -66/73*z^3 + 139/73*z + 1
*
-1 | 0.090960338231195278566003055669571371885 | 0.018807906565672387686749882267102165504
f(z) = -65/61*z^3 + 126/61*z + 1
*
-1 | 0.077898101657057468999188279012156972895 | 0.016080737648389615282804825956493179312
f(z) = -65/62*z^3 + 127/62*z + 1
*
-1 | 0.076938860367076569420143896726121796838 | 0.015857044614747111067566161206988634807
f(z) = -65/63*z^3 + 128/63*z + 1
*
4/5 | 0.26496594124514431905389909281407015961 | 0.029456484848309484771262721448945570966
f(z) = -65/64*z^3 + 126/65*z + 1
*
-1 | 0.081706024895248128343135270301375502418 | 0.016812588243512677777983154314182885364
f(z) = -65/64*z^3 + 129/64*z + 1
*
-1 | 0.056585593119388981727658614442535027276 | 0.011606831348158387081411394602447653469
f(z) = -65/66*z^3 + 131/66*z + 1
*
-1 | 0.089504721913843080910568132716008558477 | 0.018330606756710977506441468360752421950
f(z) = -65/67*z^3 + 132/67*z + 1
*
-1 | 0.080678281823271579848355194775592929628 | 0.016497448281899682107331167601862631256
f(z) = -65/68*z^3 + 133/68*z + 1
*
-1 | 0.068613704737255766386210709776071990836 | 0.014008972841035643444987786068362832450
f(z) = -65/69*z^3 + 134/69*z + 1
*
-1 | 0.088369275667142343275423667549999158718 | 0.017988089479626080814110561710864225089
f(z) = -65/71*z^3 + 136/71*z + 1
*
-1 | 0.065936656406889509490917025620331846454 | 0.013401811389297436263756436343853498476
f(z) = -65/72*z^3 + 137/72*z + 1
*
-1 | 0.087730857082136493226912474175960266988 | 0.017805224307085261925275908344117497771
f(z) = -65/73*z^3 + 138/73*z + 1
*
-1 | 0.074552216564570618437778476400844413442 | 0.015108442677955488049755281253511439321
f(z) = -65/74*z^3 + 139/74*z + 1
*
-1 | 0.090457779446595565104318142370556436938 | 0.018734859490952751239148681637206053023
f(z) = -64/61*z^3 + 125/61*z + 1
*
-1 | 0.076416947307970971737468438601267279420 | 0.015774978534909686650539110234678940383
f(z) = -64/63*z^3 + 127/63*z + 1
*
-1 | 0.088935706811351000555441636022240847024 | 0.018242483517150039431716042163174563895
f(z) = -64/67*z^3 + 131/67*z + 1
*
-1 | 0.068015161926977895029181707418419220023 | 0.013908038085556850905135474772165405569
f(z) = -64/69*z^3 + 133/69*z + 1
*
-1 | 0.087735064673842650159900068922496614140 | 0.017885861371006148723833667897950416544
f(z) = -64/71*z^3 + 135/71*z + 1
*
-1 | 0.087051526004228383278274870055919493814 | 0.017693468189528800141067482298415768212
f(z) = -64/73*z^3 + 137/73*z + 1
*
-5/16 | 0.18476939598419032391236656364975825377 | 0.028297984944915227171424562710939189517
f(z) = -64/75*z^3 + 137/60*z + 1
*
-1 | 0.065942028216777870965941355334753792937 | 0.013363537655763996260521144212900470559
f(z) = -64/75*z^3 + 139/75*z + 1
*
-1 | 0.089938151945525770376446730139669804509 | 0.018658277679726541979963320451122244151
f(z) = -63/61*z^3 + 124/61*z + 1
*
-1 | 0.076856264124341787114856024171610050361 | 0.015917827280064715073754931236909331620
f(z) = -63/62*z^3 + 125/62*z + 1
*
-1 | 0.080621018943675868752704160121239736371 | 0.016642837591686608256320923309170583647
f(z) = -63/64*z^3 + 127/64*z + 1
*
-1 | 0.088909147385529606056597915737338160538 | 0.018324112288967072719473415702703397259
f(z) = -63/65*z^3 + 128/65*z + 1
*
-1 | 0.088342546785092185850142185929131940369 | 0.018149341865844147186302153256857075982
f(z) = -63/67*z^3 + 130/67*z + 1
*
[ 4/3 ] 
f(z) = -63/68*z^3 + 129/68*z + 1
*
-1 | 0.079485999267464113425505249185448237740 | 0.016304160426325477447693033224258398839
f(z) = -63/68*z^3 + 131/68*z + 1
*
-1 | 0.087066743674488367327908832623048210441 | 0.017776560122558723608449273020870633925
f(z) = -63/71*z^3 + 134/71*z + 1
*
-1 | 0.086328336530660285336119834120291227141 | 0.017572644229765776688814395943637651028
f(z) = -63/73*z^3 + 136/73*z + 1
*
-1 | 0.073085988580784798048278706755375942974 | 0.014854933318360997030084666398737157105
f(z) = -63/74*z^3 + 137/74*z + 1
*
[ 4/3 ] 
f(z) = -63/76*z^3 + 131/76*z + 1
*
-1 | 0.076439154264015935240172209002636953261 | 0.015490841637807352852459373028148635909
f(z) = -63/76*z^3 + 139/76*z + 1
*
-1 | 0.089400041551174302727027396625386035756 | 0.018577850503870728405421578110394519858
f(z) = -62/61*z^3 + 123/61*z + 1
*
-1 | 0.075314699918727203783846911017052637998 | 0.015598551381793056040476454610709663528
f(z) = -62/63*z^3 + 125/63*z + 1
*
-1 | 0.088320793722930372252694732250671270553 | 0.018232325082947712371299392463926438924
f(z) = -62/65*z^3 + 127/65*z + 1
*
-1 | 0.087722432116565285175972526035541504470 | 0.018050579902597592894247169221283856202
f(z) = -62/67*z^3 + 129/67*z + 1
*
-1 | 0.066728582060798928207602475574662721478 | 0.013687360251704358461234471548286076744
f(z) = -62/69*z^3 + 131/69*z + 1
*
-1 | 0.086358247395045430387654337517958118791 | 0.017658912509268499827830415132739243730
f(z) = -62/71*z^3 + 133/71*z + 1
*
-1 | 0.085550405872199769830520769365791063399 | 0.017440492069525680811088986242406708508
f(z) = -62/73*z^3 + 135/73*z + 1
*
-1 | 0.064247303680491355671249394023374625625 | 0.013058445682831042977266609307529933305
f(z) = -62/75*z^3 + 137/75*z + 1
*
-1 | 0.083298355675600270804874408911114038355 | 0.016880898917374841558907964324942128166
f(z) = -62/77*z^3 + 139/77*z + 1
*
-1 | 0.060202060809345284371677572480046736548 | 0.012553104693994581245259569726061165630
f(z) = -61/60*z^3 + 121/60*z + 1
*
-1 | 0.075736218171936335616995051593622729932 | 0.015738428243586081313203943049483785508
f(z) = -61/62*z^3 + 123/62*z + 1
*
-1 | 0.074730644554298856898637814475076825112 | 0.015503377455694072512047862494882174780
f(z) = -61/63*z^3 + 124/63*z + 1
*
-1 | 0.079448113877580962009370199161983879226 | 0.016454629545670451324684466058602905834
f(z) = -61/64*z^3 + 125/64*z + 1
*
-1 | 0.087706532542571982807046681462370972470 | 0.018135115824515135102899098803798046056
f(z) = -61/65*z^3 + 126/65*z + 1
*
-1 | 0.054216085853421596612111220730130239702 | 0.011191988435991022413480308298234449034
f(z) = -61/66*z^3 + 127/66*z + 1
*
-1 | 0.087071869992141063775281301405168801900 | 0.017945450719798636846048015207345715111
f(z) = -61/67*z^3 + 128/67*z + 1
*
-1 | 0.078175699185836836477949461685980418432 | 0.016086155736314903753782638629612220776
f(z) = -61/68*z^3 + 129/68*z + 1
*
-1 | 0.066033522457745108205576729466218617961 | 0.013566113014683363074581649154691456969
f(z) = -61/69*z^3 + 130/69*z + 1
*
-1 | 0.073165096788085906818662543208356207855 | 0.015007617525529048494556374549859977520
f(z) = -61/70*z^3 + 131/70*z + 1
*
-1 | 0.085600901986272162412697309578307356803 | 0.017531102703615351518595487951610745709
f(z) = -61/71*z^3 + 132/71*z + 1
*
-1 | 0.063049831468920714148644520414480832018 | 0.012892705574959045775695831336309805120
f(z) = -61/72*z^3 + 133/72*z + 1
*
-1 | 0.084699928774042469943746330370558385404 | 0.017293323635226161444669902769600629270
f(z) = -61/73*z^3 + 134/73*z + 1
*
-1 | 0.071337602893406281995943459086239650737 | 0.014543039098844583702983862209992149048
f(z) = -61/74*z^3 + 135/74*z + 1
*
-1 | 0.063217038522269457760549238451050197830 | 0.012868202630276519285505108912523999485
f(z) = -61/75*z^3 + 136/75*z + 1
*
-1 | 0.074230686644816882828305443872736919143 | 0.015087596428500882513816531822092351762
f(z) = -61/76*z^3 + 137/76*z + 1
*
-1 | 0.081579009759066584713276039062620861679 | 0.016556689582436995109423457700536746217
f(z) = -61/77*z^3 + 138/77*z + 1
*
-2/5 | 0.11263025416226850220781696965040379718 | 0.017944344672996914518024047477791897341
f(z) = -65/64*z^3 + 133/80*z + 1
*
-5/4 | 0.18215430183692995737396682910346339752 | 0.028090138491665775707918868628827899330
f(z) = -62/75*z^3 + 131/120*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028824563428716800762105506235904947351
f(z) = -66/65*z^3 + 133/195*z + 1
*
0 | 0.10921101988933891310224589648402657414 | 0.020424317121351233654112954033036544431
f(z) = -69/70*z^3 + 137/210*z + 1
*
[ 4/5 ] 
f(z) = -75/61*z^3 + 131/244*z + 1
*
[ 4/5 ] 
f(z) = -75/67*z^3 + 125/268*z + 1
*
[ 5/6 ] 
f(z) = -74/75*z^3 + 131/270*z + 1
*
[ 5/6 ] 
f(z) = -63/65*z^3 + 123/260*z + 1
*
[ 4/5 ] 
f(z) = -75/71*z^3 + 121/284*z + 1
*
-2 | 0.074731606745214139566410678787626931134 | 0.013212820888858672895717759514045164287
f(z) = -79/60*z^3 + 143/30*z + 1
*
-2 | 0.095011863037678047539623195178427255330 | 0.016840380715785142765427576996106281187
f(z) = -79/68*z^3 + 141/34*z + 1
*
[ 2 ] 
f(z) = -71/60*z^3 + 157/30*z + 1
*
[ 2 ] 
f(z) = -71/68*z^3 + 159/34*z + 1
*
[ -4/23 ] 
f(z) = -69/64*z^3 + 156/23*z + 1
*
[ 2 ] 
f(z) = -69/68*z^3 + 155/34*z + 1
*
[ 2 ] 
f(z) = -69/76*z^3 + 157/38*z + 1
*
[ 2 ] 
f(z) = -67/60*z^3 + 149/30*z + 1
*
[ 2 ] 
f(z) = -67/68*z^3 + 151/34*z + 1
*
[ 2 ] 
f(z) = -67/76*z^3 + 153/38*z + 1
*
[ 2 ] 
f(z) = -65/68*z^3 + 147/34*z + 1
*
[ 2 ] 
f(z) = -65/76*z^3 + 149/38*z + 1
*
[ 2 ] 
f(z) = -63/68*z^3 + 143/34*z + 1
*
[ 2 ] 
f(z) = -63/76*z^3 + 145/38*z + 1
*
[ 2 ] 
f(z) = -61/76*z^3 + 141/38*z + 1
*
[ -4/5 ] 
f(z) = -77/64*z^3 + 151/50*z + 1
*
[ -16/15 ] 
f(z) = -75/64*z^3 + 157/48*z + 1
*
[ -4/5 ] 
f(z) = -73/64*z^3 + 149/50*z + 1
*
[ -4/7 ] 
f(z) = -73/64*z^3 + 153/49*z + 1
*
[ -2/3 ] 
f(z) = -69/64*z^3 + 143/48*z + 1
*
[ -4/5 ] 
f(z) = -69/64*z^3 + 147/50*z + 1
*
[ -4/7 ] 
f(z) = -69/64*z^3 + 152/49*z + 1
*
[ -4/7 ] 
f(z) = -65/64*z^3 + 151/49*z + 1
*
[ -4/5 ] 
f(z) = -61/64*z^3 + 143/50*z + 1
*
[ -4/7 ] 
f(z) = -61/64*z^3 + 150/49*z + 1
*
-1 | 0.097053745811862562859058876519073416029 | 0.019611730607614108443304890179264329726
f(z) = -80/61*z^3 + 141/61*z + 1
*
-1 | 0.083202934021629214165658367085949341049 | 0.016765170022514249942262232165409475073
f(z) = -80/63*z^3 + 143/63*z + 1
*
-1 | 0.096162353319532750018373237185301331098 | 0.019269342215802655013935431610854631384
f(z) = -80/67*z^3 + 147/67*z + 1
*
-1 | 0.075501271830921596446738771246753211705 | 0.015088345720499529233625240718796051645
f(z) = -80/69*z^3 + 149/69*z + 1
*
-1 | 0.095515955235463566321758798712871622976 | 0.019037398419478854675694924361546776975
f(z) = -80/71*z^3 + 151/71*z + 1
*
-1 | 0.095174510832736574862482358834386964676 | 0.018919726735518898204576065908348634253
f(z) = -80/73*z^3 + 153/73*z + 1
*
-1 | 0.094063091947225788905142432294596917860 | 0.018556888864860614101059951467077034738
f(z) = -80/79*z^3 + 159/79*z + 1
*
-1 | 0.096710783114532651364552799190548369327 | 0.019570574890658937272407129119426437112
f(z) = -79/61*z^3 + 140/61*z + 1
*
-1 | 0.083728434746928912845174121623930680357 | 0.016919073990581235446673407517882469049
f(z) = -79/62*z^3 + 141/62*z + 1
*
-1 | 0.082852747996877200850262580595488900533 | 0.016718248444484646707421833354569522511
f(z) = -79/63*z^3 + 142/63*z + 1
*
-1 | 0.087707432631740818465856158825839338180 | 0.017672814517900296490346543541917428392
f(z) = -79/64*z^3 + 143/64*z + 1
*
-1 | 0.096111231508064821294136881368192077005 | 0.019339002436221204995372453417642174360
f(z) = -79/65*z^3 + 144/65*z + 1
*
-1 | 0.062776001259995793224292409121856566837 | 0.012613895882133915354939211665748934914
f(z) = -79/66*z^3 + 145/66*z + 1
*
-1 | 0.095796149133329467727140916586299732822 | 0.019222253360858444296818875300922200645
f(z) = -79/67*z^3 + 146/67*z + 1
*
-1 | 0.087077059979518882865875590452756674050 | 0.017448799971812878208944111852119018420
f(z) = -79/68*z^3 + 147/68*z + 1
*
-1 | 0.075125110802359102146317978068036493490 | 0.015033403963400506065849603677247875627
f(z) = -79/69*z^3 + 148/69*z + 1
*
-1 | 0.082466671604455930859300575537637758470 | 0.016480327038376255121371265761077734139
f(z) = -79/70*z^3 + 149/70*z + 1
*
-1 | 0.095131189431559420580057896950639776515 | 0.018985853858421315582035540765347232040
f(z) = -79/71*z^3 + 150/71*z + 1
*
-1 | 0.072836489720960386926917363751710696783 | 0.014517127226293707323120973457893094420
f(z) = -79/72*z^3 + 151/72*z + 1
*
-1 | 0.094779291757899280053925597610122044289 | 0.018865753547405947918524534168596585366
f(z) = -79/73*z^3 + 152/73*z + 1
*
-1 | 0.081761914011439165041133620018783472529 | 0.016253438624843878543193811111594133420
f(z) = -79/74*z^3 + 153/74*z + 1
*
-1 | 0.074069208281968580465775512821507670448 | 0.014705162849155215522838261973220918432
f(z) = -79/75*z^3 + 154/75*z + 1
*
-1 | 0.085666351981846169164334742527317398259 | 0.016985748771100040064386023273622263713
f(z) = -79/76*z^3 + 155/76*z + 1
*
-1 | 0.094030401356543858415031832065578198012 | 0.018620412388304634625016397052585867233
f(z) = -79/77*z^3 + 156/77*z + 1
*
-1 | 0.060652955131559841835891196739323739538 | 0.011995650027022699359734831229967537655
f(z) = -79/78*z^3 + 157/78*z + 1
*
-1 | 0.095421505833572635598776482857818089955 | 0.019173520379485220958618153857935598087
f(z) = -78/67*z^3 + 145/67*z + 1
*
-1 | 0.094736843113306410790672591717891167542 | 0.018932425993609173145164702663127134903
f(z) = -78/71*z^3 + 149/71*z + 1
*
-1 | 0.094373800317362267409773745498642145870 | 0.018809754166965651608601456729730441591
f(z) = -78/73*z^3 + 151/73*z + 1
*
-1 | 0.093599308800118276011731644810963177450 | 0.018558679197222420478223660064469605522
f(z) = -78/77*z^3 + 155/77*z + 1
*
-1 | 0.093184263459054529612024655567244428454 | 0.018429535874321555807432821110594265444
f(z) = -78/79*z^3 + 157/79*z + 1
*
-1 | 0.086975849948074874632387709474094260278 | 0.017575281863478824096052796669093467955
f(z) = -77/64*z^3 + 141/64*z + 1
*
-1 | 0.095371113002120679118882652856105464767 | 0.019244237519515579577908566011335037893
f(z) = -77/65*z^3 + 142/65*z + 1
*
-1 | 0.095037977787933298907610048533065679612 | 0.019123047901224269199942369895896483534
f(z) = -77/67*z^3 + 144/67*z + 1
*
-1 | 0.086309329854356925428083271339360521955 | 0.017342565289092189976801619410340007316
f(z) = -77/68*z^3 + 145/68*z + 1
*
-1 | 0.074347435778369866762790357386593188189 | 0.014918399749794902725682447564754065393
f(z) = -77/69*z^3 + 146/69*z + 1
*
-1 | 0.094332357931545593907199869354340351229 | 0.018876996365913911345263572951827936200
f(z) = -77/71*z^3 + 148/71*z + 1
*
-1 | 0.072026385000778816854362995605389178027 | 0.014393916440550206299818320445637212674
f(z) = -77/72*z^3 + 149/72*z + 1
*
-1 | 0.093957403399935490136282483934455228160 | 0.018751594934606418253895230396357059165
f(z) = -77/73*z^3 + 150/73*z + 1
*
-1 | 0.080927690806447538568720115450187686643 | 0.016129794119241743031706704780174414928
f(z) = -77/74*z^3 + 151/74*z + 1
*
-1 | 0.073221019237227495594071657579177178396 | 0.014574594067952348668888879924471918292
f(z) = -77/75*z^3 + 152/75*z + 1
*
-1 | 0.084805614324162381180344067673563587893 | 0.016858495353559201540957044422727727155
f(z) = -77/76*z^3 + 153/76*z + 1
*
-1 | 0.059763503586805753686411340988483870861 | 0.011849785057047108304624384167714194889
f(z) = -77/78*z^3 + 155/78*z + 1
*
-1 | 0.092724191136286655000462774371003150620 | 0.018361749523782949769899464660819929512
f(z) = -77/79*z^3 + 156/79*z + 1
*
-1 | 0.094988069645699806342555315845521229815 | 0.019194317717936629222806887512336434567
f(z) = -76/65*z^3 + 141/65*z + 1
*
-1 | 0.094645079969155819785316628606317898314 | 0.019070732013667572280584172354220621578
f(z) = -76/67*z^3 + 143/67*z + 1
*
-1 | 0.073944881504980306254767595055638854462 | 0.014858114846428399402121869817039655776
f(z) = -76/69*z^3 + 145/69*z + 1
*
-1 | 0.093917119995033358441420019722204861964 | 0.018819434660604386630523280091236174840
f(z) = -76/71*z^3 + 147/71*z + 1
*
-1 | 0.093529400341499073483482342773714925772 | 0.018691127886478665115842525535815857322
f(z) = -76/73*z^3 + 149/73*z + 1
*
-1 | 0.072778937764874776260155338501447452322 | 0.014505656477609666237358841222373183670
f(z) = -76/75*z^3 + 151/75*z + 1
*
-1 | 0.092697636733014243978529031111432085628 | 0.018427349304681479762076974488407268727
f(z) = -76/77*z^3 + 153/77*z + 1
*
-1 | 0.092248872915904700701308855700731615565 | 0.018290917536662962632821197081168909711
f(z) = -76/79*z^3 + 155/79*z + 1
*
-1 | 0.094242282847758790050903876341858212596 | 0.019016459160577390568090719999957650323
f(z) = -75/67*z^3 + 142/67*z + 1
*
-1 | 0.085502824326473008027698896811178570438 | 0.017228591805017916023584579956736052128
f(z) = -75/68*z^3 + 143/68*z + 1
*
-1 | 0.093490451548306351018053604685424312891 | 0.018759596943520122378296728438297232981
f(z) = -75/71*z^3 + 146/71*z + 1
*
-1 | 0.093089011851671866552071439052835938446 | 0.018628188428256064833743227470704883111
f(z) = -75/73*z^3 + 148/73*z + 1
*
-1 | 0.080045690553435410356004692915440648582 | 0.015996512684064734626454862752660345247
f(z) = -75/74*z^3 + 149/74*z + 1
*
-1 | 0.083892069096358107947740650818272593554 | 0.016720627875046844706155325968010113844
f(z) = -75/76*z^3 + 151/76*z + 1
*
-1 | 0.092225025444274067770429584538999566693 | 0.018357328575309886956786335959504744199
f(z) = -75/77*z^3 + 152/77*z + 1
*
-1 | 0.091756991845506992232048119660507928697 | 0.018216766979609550479971302237413057268
f(z) = -75/79*z^3 + 154/79*z + 1
*
-1 | 0.093829006372945152447108759386366774509 | 0.018960104844726067775169457230665425242
f(z) = -74/67*z^3 + 141/67*z + 1
*
-1 | 0.073105215951960563467160142229781260496 | 0.014730506674784214943798225440946939521
f(z) = -74/69*z^3 + 143/69*z + 1
*
-1 | 0.093051600871408860380262027464700314748 | 0.018697323523309607011016100258890220459
f(z) = -74/71*z^3 + 145/71*z + 1
*
-1 | 0.092635366296295467515955965153868409733 | 0.018562592457759352831618820237895717638
f(z) = -74/73*z^3 + 147/73*z + 1
*
-1 | 0.071854236005083986308199834025222329461 | 0.014359513794084897306142337277772044183
f(z) = -74/75*z^3 + 149/75*z + 1
*
-1 | 0.091736298067132402397277283269552719359 | 0.018284070462645063544716178185515038138
f(z) = -74/77*z^3 + 151/77*z + 1
*
-1 | 0.091247008728929200744520896076163887970 | 0.018138979181293990179913088683037309162
f(z) = -74/79*z^3 + 153/79*z + 1
*
-1 | 0.093404612824311738998082317401582048846 | 0.018901532089202012732585549064653616197
f(z) = -73/67*z^3 + 140/67*z + 1
*
-1 | 0.084652817173909452297949489513713272417 | 0.017105864711379350613967244944712303520
f(z) = -73/68*z^3 + 141/68*z + 1
*
-1 | 0.072667754712858194655253151762695704840 | 0.014663093338053473652482269684236430903
f(z) = -73/69*z^3 + 142/69*z + 1
*
-1 | 0.079971932175898695431839939276479873083 | 0.016114131739745903606887818876430280459
f(z) = -73/70*z^3 + 143/70*z + 1
*
-1 | 0.092599729877398183965420114904322966142 | 0.018632436330213516352568018317779244652
f(z) = -73/71*z^3 + 144/71*z + 1
*
-1 | 0.070265842856298392193569997760960012158 | 0.014118867211514237777806201584852045541
f(z) = -73/72*z^3 + 145/72*z + 1
*
-1 | 0.079107435169799797009566941313440676033 | 0.015851819214907517025503751814621658929
f(z) = -73/74*z^3 + 147/74*z + 1
*
-1 | 0.071368382669168532859857785071823144296 | 0.014281639193888155494126991294077249896
f(z) = -73/75*z^3 + 148/75*z + 1
*
-1 | 0.082917208099776772927499762104289054000 | 0.016570363275332981715372535548190666758
f(z) = -73/76*z^3 + 149/76*z + 1
*
-1 | 0.091230018114677427864458596431604311303 | 0.018207275676632966471994180482177558697
f(z) = -73/77*z^3 + 150/77*z + 1
*
-1 | 0.057797020316876156483368994790390237118 | 0.011519592726876269078090414446710557910
f(z) = -73/78*z^3 + 151/78*z + 1
*
-1 | 0.090717097216721185555113854630313663878 | 0.018057176487437607981795453361724306669
f(z) = -73/79*z^3 + 152/79*z + 1
*
-1 | 0.092133898678154797907189762023731193573 | 0.018564735659139441557726314769458308951
f(z) = -72/71*z^3 + 143/71*z + 1
*
-1 | 0.091684247468198973834968624338429611484 | 0.018422574365733651226097352047341321521
f(z) = -72/73*z^3 + 145/73*z + 1
*
-1 | 0.090704497921466253435566356988549613933 | 0.018126592967973164615911492646400692357
f(z) = -72/77*z^3 + 149/77*z + 1
*
-1 | 0.090165049644780586780412344953531444917 | 0.017970903074447462542251954074101868401
f(z) = -72/79*z^3 + 151/79*z + 1
*
-1 | 0.071753521985086507118054493511859166450 | 0.014520176866054777635223620278630011596
f(z) = -71/69*z^3 + 140/69*z + 1
*
-1 | 0.079041919161835782558467706501916218253 | 0.015972065914031576482932331945017611731
f(z) = -71/70*z^3 + 141/70*z + 1
*
-1 | 0.069301502812773066461235981995838919068 | 0.013964068588853587257065051649543179064
f(z) = -71/72*z^3 + 143/72*z + 1
*
-1 | 0.091184388121375625093840990572228857724 | 0.018347648618742884511218272996983831332
f(z) = -71/73*z^3 + 144/73*z + 1
*
-1 | 0.078103701231771996082566514081785094423 | 0.015693767292799567112477350356228910990
f(z) = -71/74*z^3 + 145/74*z + 1
*
-1 | 0.070343915733970644497594832274973320210 | 0.014115061856518958150892372962780049708
f(z) = -71/75*z^3 + 146/75*z + 1
*
-1 | 0.081869755032731290298757696120830498419 | 0.016405342344395282985374409844604384892
f(z) = -71/76*z^3 + 147/76*z + 1
*
-1 | 0.090157722289835490104821670746946291757 | 0.018041603468232262770322754935642315219
f(z) = -71/77*z^3 + 148/77*z + 1
*
-1 | 0.056698731248908787599929377823555051407 | 0.011330803286506483817658545891953961827
f(z) = -71/78*z^3 + 149/78*z + 1
*
-1 | 0.089588135248098450064176998563586363432 | 0.017879596097056796912409143404961002461
f(z) = -71/79*z^3 + 150/79*z + 1
*
-1 | 0.091155964505021496752367540908498868121 | 0.018419961065853136752465170703201650292
f(z) = -70/71*z^3 + 141/71*z + 1
*
-1 | 0.090666432537624450379325527552065429818 | 0.018269045132866912367662824707662313075
f(z) = -70/73*z^3 + 143/73*z + 1
*
-1 | 0.088982877208261864855003847951929255428 | 0.017782540372692748050895519556629625634
f(z) = -70/79*z^3 + 149/79*z + 1
*
-1 | 0.090641267057176388884599496256010525029 | 0.018342336273152611475636809125408709152
f(z) = -69/71*z^3 + 140/71*z + 1
*
-1 | 0.090128657828752282208566896310586150527 | 0.018186400933929424949539813135535525674
f(z) = -69/73*z^3 + 142/73*z + 1
*
-1 | 0.077023463952087577875115110407434105289 | 0.015520023230719961275493402001979869251
f(z) = -69/74*z^3 + 143/74*z + 1
*
-1 | 0.080733949178938191377113298687182633961 | 0.016222276166952617591456001226466824011
f(z) = -69/76*z^3 + 145/76*z + 1
*
-1 | 0.088989972873745898054738596310626816324 | 0.017856540379031946839240076818645276792
f(z) = -69/77*z^3 + 146/77*z + 1
*
-1 | 0.088344683687899268059368487759824527648 | 0.017678793464852005432035025032947481867
f(z) = -69/79*z^3 + 148/79*z + 1
*
-1 | 0.089569016350339616900563568519248994553 | 0.018099285141008334797557629736532428459
f(z) = -68/73*z^3 + 141/73*z + 1
*
-1 | 0.068646888332358691062872954067790377342 | 0.013832165511247046745998627761338536471
f(z) = -68/75*z^3 + 143/75*z + 1
*
-1 | 0.088361978082254687092151216219378107270 | 0.017755014163019570001314379380862900609
f(z) = -68/77*z^3 + 145/77*z + 1
*
-1 | 0.087667198349772286785660545196694583260 | 0.017567053922746284380676091332519000500
f(z) = -68/79*z^3 + 147/79*z + 1
*
-1 | 0.088985028216125118041628086480909145648 | 0.018007176684617118555874181452892532911
f(z) = -67/73*z^3 + 140/73*z + 1
*
-1 | 0.075849277401108586835452092040682860804 | 0.015326926155496388320606365878306856860
f(z) = -67/74*z^3 + 141/74*z + 1
*
-1 | 0.068027738931357038773033709010196613157 | 0.013726818579557959300891216529147032180
f(z) = -67/75*z^3 + 142/75*z + 1
*
-1 | 0.079485897004692867774503371066429019050 | 0.016016196944801421596949521568377960614
f(z) = -67/76*z^3 + 143/76*z + 1
*
-1 | 0.087697942418907398244957476258377276339 | 0.017646124136371348986102757559357849275
f(z) = -67/77*z^3 + 144/77*z + 1
*
-1 | 0.054153055911753132712404199645328660896 | 0.010881244349112852314535212688782178474
f(z) = -67/78*z^3 + 145/78*z + 1
*
-1 | 0.086941065341922923407410904298889422477 | 0.017445410912492987309827163281722946169
f(z) = -67/79*z^3 + 146/79*z + 1
*
-1 | 0.086151330136432658035166371684356232368 | 0.017310817615597521606791632093483982741
f(z) = -66/79*z^3 + 145/79*z + 1
*
-1 | 0.078084277342138530903170267493239268936 | 0.015778554440266363809732992308593489201
f(z) = -65/76*z^3 + 141/76*z + 1
*
-1 | 0.086227810270128763395555867380198889307 | 0.017399277510677520215375326499200762982
f(z) = -65/77*z^3 + 142/77*z + 1
*
-1 | 0.085271128582998912613874818205804463693 | 0.017157813270424829599697053724259191430
f(z) = -65/79*z^3 + 144/79*z + 1
*
7/4 | 0.069989695048097883073552146647686363313 | 0.014122707316985063579473517703356247668
f(z) = -64/63*z^3 + 142/63*z + 1
*
-13/8 | 0.14384428641778956688777121625982036927 | 0.028943599637849903773224350612482088160
f(z) = -64/65*z^3 + 144/65*z + 1
*
-1 | 0.085391297612160359163354060049162256311 | 0.017255090063711907320582235386695874615
f(z) = -64/77*z^3 + 141/77*z + 1
*
[ 11/8 ] 
f(z) = -64/77*z^3 + 142/77*z + 1
*
15/8 | 0.14038180216986923113609625093181012756 | 0.028092023007885479352727522330792656476
f(z) = -64/77*z^3 + 148/77*z + 1
*
7/4 | 0.13404706441643770145846328674742670975 | 0.026681976981780883265644620210723462374
f(z) = -64/77*z^3 + 152/77*z + 1
*
-1 | 0.084242514645048133297226772926965778131 | 0.016974642754559958905656489611193175046
f(z) = -64/79*z^3 + 143/79*z + 1
*
-1 | 0.082887058097054608487697169987744253846 | 0.016725171627997433481219173676805797066
f(z) = -63/79*z^3 + 142/79*z + 1
*
-1 | 0.080919069190583969990173706915172288688 | 0.016351383171350508898868965719818094258
f(z) = -62/79*z^3 + 141/79*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016374252536242009518597590876218115566
f(z) = -61/79*z^3 + 140/79*z + 1
*
3/16 | 0.15077589402289395551695350313754344821 | 0.024874530338088921018187757198129349090
f(z) = -64/63*z^3 + 143/84*z + 1
*
[ 21/20 ] 
f(z) = -80/63*z^3 + 152/105*z + 1
*
-12/11 | 0.20105095075464639488257400657365132637 | 0.029359053139322234877743454287816612465
f(z) = -77/72*z^3 + 157/132*z + 1
*
-4/5 | 0.17536376165496213686129860357784685013 | 0.029792841023191681350569126273199256107
f(z) = -65/72*z^3 + 149/180*z + 1
*
[ 8/9 ] 
f(z) = -69/64*z^3 + 157/216*z + 1
*
[ 20/23 ] 
f(z) = -69/64*z^3 + 153/230*z + 1
*
[ 15/17 ] 
f(z) = -68/75*z^3 + 146/255*z + 1
*
[ 2 ] 
f(z) = -79/60*z^3 + 173/30*z + 1
*
[ 2 ] 
f(z) = -79/68*z^3 + 175/34*z + 1
*
[ 2 ] 
f(z) = -79/76*z^3 + 177/38*z + 1
*
[ 2 ] 
f(z) = -77/60*z^3 + 169/30*z + 1
*
[ 2 ] 
f(z) = -77/68*z^3 + 171/34*z + 1
*
[ 2 ] 
f(z) = -77/76*z^3 + 173/38*z + 1
*
[ 2 ] 
f(z) = -75/68*z^3 + 167/34*z + 1
*
[ 2 ] 
f(z) = -75/76*z^3 + 169/38*z + 1
*
-5/2 | 0.19296878324516262890739801629511439692 | 0.028683870923928354102281526362873380335
f(z) = -74/75*z^3 + 167/30*z + 1
*
[ 2 ] 
f(z) = -73/60*z^3 + 161/30*z + 1
*
[ 2 ] 
f(z) = -73/68*z^3 + 163/34*z + 1
*
[ 2 ] 
f(z) = -73/76*z^3 + 165/38*z + 1
*
[ 2 ] 
f(z) = -71/76*z^3 + 161/38*z + 1
*
-8/3 | 0.19056187925270832153285363404557193245 | 0.026432637726895468612354685906146888206
f(z) = -69/64*z^3 + 169/24*z + 1
*
[ -2 ] 
f(z) = -67/60*z^3 + 179/30*z + 1
*
[ 21/8 ] 
f(z) = -64/63*z^3 + 160/21*z + 1
*
[ -21/8 ] 
f(z) = -64/63*z^3 + 176/21*z + 1
*
20/7 | 0.20051785143701812724207541191023403895 | 0.021715033125641704445738070211586433147
f(z) = -63/64*z^3 + 160/21*z + 1
*
[ -2 ] 
f(z) = -63/68*z^3 + 177/34*z + 1
*
[ 5/2 ] 
f(z) = -62/75*z^3 + 173/30*z + 1
*
[ -2 ] 
f(z) = -61/60*z^3 + 167/30*z + 1
*
[ -2 ] 
f(z) = -61/68*z^3 + 173/34*z + 1
*
[ -2 ] 
f(z) = -61/76*z^3 + 179/38*z + 1
*
[ -6/5 ] 
f(z) = -75/64*z^3 + 169/48*z + 1
*
[ -8/5 ] 
f(z) = -65/64*z^3 + 169/40*z + 1
*
[ -2/5 ] 
f(z) = -65/72*z^3 + 164/45*z + 1
*
[ -8/7 ] 
f(z) = -63/64*z^3 + 177/56*z + 1
*
[ -3/2 ] 
f(z) = -62/63*z^3 + 163/42*z + 1
*
-2/7 | 0.13467619146300356728751289447446053427 | 0.018774932595948962117010742830165587732
f(z) = -77/72*z^3 + 163/63*z + 1
*
[ 7/5 ] 
f(z) = -75/77*z^3 + 169/77*z + 1
*
[ 3/2 ] 
f(z) = -68/69*z^3 + 176/69*z + 1
*
[ 3/2 ] 
f(z) = -68/75*z^3 + 178/75*z + 1
*
[ 20/13 ] 
f(z) = -65/64*z^3 + 179/65*z + 1
*
[ 3/2 ] 
f(z) = -64/69*z^3 + 167/69*z + 1
*
[ -15/16 ] 
f(z) = -64/75*z^3 + 169/60*z + 1
*
[ 3/2 ] 
f(z) = -64/75*z^3 + 169/75*z + 1
*
-5/4 | 0.18072910668676659748829363922500830125 | 0.026724284403437559205836089186211698403
f(z) = -64/75*z^3 + 173/60*z + 1
*
-3/4 | 0.17509322387032909770496353223989100706 | 0.028111570127976863228107178366868619345
f(z) = -76/63*z^3 + 169/84*z + 1
*
-3/4 | 0.16850461815706459920070375408668896780 | 0.027211685111049468986574880539860514861
f(z) = -68/63*z^3 + 163/84*z + 1
*
[ 21/16 ] 
f(z) = -64/63*z^3 + 167/84*z + 1
*
[ 6/5 ] 
f(z) = -75/68*z^3 + 179/102*z + 1
*
-18/13 | 0.20807527094722279282734546717546300994 | 0.028838302199318479124804936328422777290
f(z) = -65/72*z^3 + 170/117*z + 1
*
[ 12/11 ] 
f(z) = -77/72*z^3 + 179/132*z + 1
*
-5/4 | 0.18881075081831019593475959756588707573 | 0.028219279873857148917711977927473833202
f(z) = -74/75*z^3 + 161/120*z + 1
*
[ 13/12 ] 
f(z) = -72/65*z^3 + 179/130*z + 1
*
-12/23 | 0.21209844810991150831132079515288854774 | 0.024709357720563127688620187562801257844
f(z) = -69/64*z^3 + 167/138*z + 1
*
[ 5/4 ] 
f(z) = -62/75*z^3 + 179/120*z + 1
*
[ 6/7 ] 
f(z) = -77/60*z^3 + 163/210*z + 1
*
[ 8/9 ] 
f(z) = -75/64*z^3 + 173/216*z + 1
*
7/5 | 0.15740323992084351946302291178915946007 | 0.029062097862288233404512367908138759325
f(z) = -75/68*z^3 + 169/204*z + 1
*
[ 15/4 ] 
f(z) = -64/75*z^3 + 191/15*z + 1
*
[ -15/4 ] 
f(z) = -64/75*z^3 + 199/15*z + 1
*
[ -2 ] 
f(z) = -77/60*z^3 + 199/30*z + 1
*
[ -4/25 ] 
f(z) = -75/64*z^3 + 182/25*z + 1
*
-8/3 | 0.19911295383915449115982595206483971820 | 0.027276504241867816844581560817622234173
f(z) = -75/64*z^3 + 185/24*z + 1
*
[ -2 ] 
f(z) = -73/60*z^3 + 191/30*z + 1
*
[ -2 ] 
f(z) = -73/68*z^3 + 197/34*z + 1
*
[ -2 ] 
f(z) = -71/60*z^3 + 187/30*z + 1
*
[ -2 ] 
f(z) = -71/68*z^3 + 193/34*z + 1
*
-3 | 0.18897100376649704880860410980516654704 | 0.029610851088638040806603012385279802272
f(z) = -71/72*z^3 + 197/24*z + 1
*
[ -2 ] 
f(z) = -71/76*z^3 + 199/38*z + 1
*
[ 8/3 ] 
f(z) = -69/64*z^3 + 199/24*z + 1
*
[ -2 ] 
f(z) = -69/68*z^3 + 189/34*z + 1
*
[ -2 ] 
f(z) = -69/76*z^3 + 195/38*z + 1
*
[ -2 ] 
f(z) = -67/68*z^3 + 185/34*z + 1
*
[ -2 ] 
f(z) = -67/76*z^3 + 191/38*z + 1
*
[ 12/5 ] 
f(z) = -65/64*z^3 + 193/30*z + 1
*
[ -2 ] 
f(z) = -65/68*z^3 + 181/34*z + 1
*
[ -2 ] 
f(z) = -65/76*z^3 + 187/38*z + 1
*
[ -2 ] 
f(z) = -63/76*z^3 + 183/38*z + 1
*
[ -5/2 ] 
f(z) = -62/75*z^3 + 197/30*z + 1
*
[ 3 ] 
f(z) = -61/63*z^3 + 197/21*z + 1
*
[ 3 ] 
f(z) = -61/72*z^3 + 199/24*z + 1
*
[ -8/7 ] 
f(z) = -77/64*z^3 + 193/56*z + 1
*
-20/11 | 0.25980788792412073739311491691907288410 | 0.027560731884196821803014241239697593738
f(z) = -77/64*z^3 + 194/55*z + 1
*
[ 28/15 ] 
f(z) = -75/64*z^3 + 191/42*z + 1
*
[ -3/2 ] 
f(z) = -74/63*z^3 + 181/42*z + 1
*
[ -4/9 ] 
f(z) = -69/64*z^3 + 187/54*z + 1
*
-3/4 | 0.13679559780011872145956303028971699787 | 0.021648407673165861230843188472057168326
f(z) = -64/63*z^3 + 185/42*z + 1
*
-20/9 | 0.22845472130293637114520661696757421784 | 0.024234750422004324705809158377146698118
f(z) = -63/64*z^3 + 194/45*z + 1
*
-1/4 | 0.11825653912935262544317899366192507444 | 0.022448694622859717654242363085751126615
f(z) = -80/63*z^3 + 194/63*z + 1
*
[ -1 ] 
f(z) = -79/60*z^3 + 199/60*z + 1
*
[ -1 ] 
f(z) = -77/60*z^3 + 197/60*z + 1
*
[ -1 ] 
f(z) = -77/61*z^3 + 199/61*z + 1
*
[ -1 ] 
f(z) = -76/61*z^3 + 198/61*z + 1
*
[ 3/2 ] 
f(z) = -76/69*z^3 + 194/69*z + 1
*
[ 3/2 ] 
f(z) = -76/75*z^3 + 196/75*z + 1
*
[ -1 ] 
f(z) = -75/61*z^3 + 197/61*z + 1
*
[ -1 ] 
f(z) = -75/62*z^3 + 199/62*z + 1
*
[ -1 ] 
f(z) = -74/61*z^3 + 196/61*z + 1
*
[ -1 ] 
f(z) = -73/60*z^3 + 193/60*z + 1
*
[ -1 ] 
f(z) = -73/61*z^3 + 195/61*z + 1
*
[ -1 ] 
f(z) = -73/62*z^3 + 197/62*z + 1
*
[ -1 ] 
f(z) = -73/63*z^3 + 199/63*z + 1
*
[ -1 ] 
f(z) = -72/61*z^3 + 194/61*z + 1
*
[ -5/6 ] 
f(z) = -72/65*z^3 + 193/65*z + 1
*
[ -1 ] 
f(z) = -71/60*z^3 + 191/60*z + 1
*
[ -1 ] 
f(z) = -71/61*z^3 + 193/61*z + 1
*
[ -1 ] 
f(z) = -71/62*z^3 + 195/62*z + 1
*
[ -1 ] 
f(z) = -71/63*z^3 + 197/63*z + 1
*
[ -1 ] 
f(z) = -71/64*z^3 + 199/64*z + 1
*
[ -1 ] 
f(z) = -70/61*z^3 + 192/61*z + 1
*
[ -1 ] 
f(z) = -69/61*z^3 + 191/61*z + 1
*
[ -1 ] 
f(z) = -69/62*z^3 + 193/62*z + 1
*
[ -1 ] 
f(z) = -69/64*z^3 + 197/64*z + 1
*
[ -1 ] 
f(z) = -69/65*z^3 + 199/65*z + 1
*
[ -1 ] 
f(z) = -68/61*z^3 + 190/61*z + 1
*
[ -1 ] 
f(z) = -68/63*z^3 + 194/63*z + 1
*
[ -1 ] 
f(z) = -68/65*z^3 + 198/65*z + 1
*
[ -5/4 ] 
f(z) = -68/75*z^3 + 193/60*z + 1
*
[ -1 ] 
f(z) = -67/60*z^3 + 187/60*z + 1
*
[ -1 ] 
f(z) = -67/61*z^3 + 189/61*z + 1
*
[ -1 ] 
f(z) = -67/62*z^3 + 191/62*z + 1
*
[ -1 ] 
f(z) = -67/63*z^3 + 193/63*z + 1
*
[ -1 ] 
f(z) = -67/64*z^3 + 195/64*z + 1
*
[ -1 ] 
f(z) = -67/65*z^3 + 197/65*z + 1
*
[ -1 ] 
f(z) = -67/66*z^3 + 199/66*z + 1
*
[ -1 ] 
f(z) = -66/61*z^3 + 188/61*z + 1
*
[ -1 ] 
f(z) = -66/65*z^3 + 196/65*z + 1
*
[ -1 ] 
f(z) = -65/61*z^3 + 187/61*z + 1
*
[ -1 ] 
f(z) = -65/62*z^3 + 189/62*z + 1
*
[ -1 ] 
f(z) = -65/63*z^3 + 191/63*z + 1
*
[ -1 ] 
f(z) = -65/64*z^3 + 193/64*z + 1
*
[ -1 ] 
f(z) = -65/66*z^3 + 197/66*z + 1
*
[ -1 ] 
f(z) = -65/67*z^3 + 199/67*z + 1
*
[ -1 ] 
f(z) = -64/61*z^3 + 186/61*z + 1
*
[ -1/2 ] 
f(z) = -64/61*z^3 + 199/61*z + 1
*
[ -7/8 ] 
f(z) = -64/63*z^3 + 184/63*z + 1
*
[ -1 ] 
f(z) = -64/63*z^3 + 190/63*z + 1
*
-1/4 | 0.10527500492398121804402373187945664592 | 0.020004028575713653924665966239750134372
f(z) = -64/63*z^3 + 193/63*z + 1
*
[ -1 ] 
f(z) = -64/67*z^3 + 198/67*z + 1
*
[ -3/4 ] 
f(z) = -64/69*z^3 + 197/69*z + 1
*
[ -1 ] 
f(z) = -63/61*z^3 + 185/61*z + 1
*
[ -2/3 ] 
f(z) = -63/62*z^3 + 183/62*z + 1
*
[ -1 ] 
f(z) = -63/62*z^3 + 187/62*z + 1
*
[ -1 ] 
f(z) = -63/64*z^3 + 191/64*z + 1
*
[ -1 ] 
f(z) = -63/65*z^3 + 193/65*z + 1
*
[ -1 ] 
f(z) = -63/67*z^3 + 197/67*z + 1
*
[ -1 ] 
f(z) = -63/68*z^3 + 199/68*z + 1
*
[ -1 ] 
f(z) = -62/61*z^3 + 184/61*z + 1
*
[ -1 ] 
f(z) = -62/63*z^3 + 188/63*z + 1
*
[ -1 ] 
f(z) = -62/65*z^3 + 192/65*z + 1
*
[ -1 ] 
f(z) = -62/67*z^3 + 196/67*z + 1
*
[ -1 ] 
f(z) = -61/60*z^3 + 181/60*z + 1
*
[ -1 ] 
f(z) = -61/62*z^3 + 185/62*z + 1
*
[ -1 ] 
f(z) = -61/63*z^3 + 187/63*z + 1
*
[ -1 ] 
f(z) = -61/64*z^3 + 189/64*z + 1
*
[ -1 ] 
f(z) = -61/65*z^3 + 191/65*z + 1
*
[ -1 ] 
f(z) = -61/66*z^3 + 193/66*z + 1
*
[ -1 ] 
f(z) = -61/67*z^3 + 195/67*z + 1
*
[ -1 ] 
f(z) = -61/68*z^3 + 197/68*z + 1
*
[ -1 ] 
f(z) = -61/69*z^3 + 199/69*z + 1
*
[ 6/5 ] 
f(z) = -75/76*z^3 + 181/114*z + 1
*
0 | 0.15255757068473479569512737732174647217 | 0.028875958323336621920677998809487391537
f(z) = -66/65*z^3 + 197/130*z + 1
*
0 | 0.15528444598741498686436399828160188968 | 0.029506666821238086982449666423912615118
f(z) = -64/65*z^3 + 193/130*z + 1
*
0 | 0.15243264059360020701290207111834519126 | 0.029080503152032753456708524554016532431
f(z) = -62/65*z^3 + 189/130*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.022522660766139888385885418744376210904
f(z) = -62/75*z^3 + 199/150*z + 1
*
0 | 0.091087533463677044100829443947503727097 | 0.016426441601856796975251175745718422100
f(z) = -64/63*z^3 + 193/252*z + 1
*
21/16 | 0.13691358381137110279989675772498380477 | 0.024621726776752557313771231684486092566
f(z) = -64/65*z^3 + 181/260*z + 1
*
[ 16/5 ] 
f(z) = -75/64*z^3 + 203/16*z + 1
*
[ -16/5 ] 
f(z) = -75/64*z^3 + 213/16*z + 1
*
[ -2 ] 
f(z) = -79/60*z^3 + 203/30*z + 1
*
[ -2 ] 
f(z) = -79/68*z^3 + 209/34*z + 1
*
[ -2 ] 
f(z) = -79/76*z^3 + 215/38*z + 1
*
[ -2 ] 
f(z) = -77/68*z^3 + 205/34*z + 1
*
[ -2 ] 
f(z) = -77/76*z^3 + 211/38*z + 1
*
[ 8/3 ] 
f(z) = -75/64*z^3 + 215/24*z + 1
*
[ -2 ] 
f(z) = -75/68*z^3 + 201/34*z + 1
*
[ -2 ] 
f(z) = -75/76*z^3 + 207/38*z + 1
*
[ 5/2 ] 
f(z) = -74/75*z^3 + 203/30*z + 1
*
[ -2 ] 
f(z) = -73/76*z^3 + 203/38*z + 1
*
[ -8/3 ] 
f(z) = -69/64*z^3 + 217/24*z + 1
*
[ 3 ] 
f(z) = -68/63*z^3 + 218/21*z + 1
*
[ 3 ] 
f(z) = -67/63*z^3 + 215/21*z + 1
*
[ 3 ] 
f(z) = -67/72*z^3 + 217/24*z + 1
*
[ 3 ] 
f(z) = -65/63*z^3 + 209/21*z + 1
*
[ 3 ] 
f(z) = -65/72*z^3 + 211/24*z + 1
*
[ 3 ] 
f(z) = -64/63*z^3 + 206/21*z + 1
*
[ 3 ] 
f(z) = -62/63*z^3 + 200/21*z + 1
*
[ -3 ] 
f(z) = -62/63*z^3 + 214/21*z + 1
*
[ -3 ] 
f(z) = -61/63*z^3 + 211/21*z + 1
*
[ -3 ] 
f(z) = -61/72*z^3 + 215/24*z + 1
*
[ -12/7 ] 
f(z) = -77/64*z^3 + 215/42*z + 1
*
-14/15 | 0.19040175673179207006236681500561787236 | 0.028140165806896571596558424743215366518
f(z) = -75/64*z^3 + 217/48*z + 1
*
[ -4/15 ] 
f(z) = -65/64*z^3 + 217/45*z + 1
*
[ -8/21 ] 
f(z) = -63/64*z^3 + 211/56*z + 1
*
[ -1 ] 
f(z) = -80/61*z^3 + 202/61*z + 1
*
[ -1/2 ] 
f(z) = -80/61*z^3 + 203/61*z + 1
*
[ -1 ] 
f(z) = -80/63*z^3 + 206/63*z + 1
*
[ -1/2 ] 
f(z) = -80/63*z^3 + 209/63*z + 1
*
[ -1 ] 
f(z) = -80/67*z^3 + 214/67*z + 1
*
[ 3/2 ] 
f(z) = -80/69*z^3 + 203/69*z + 1
*
[ -3/4 ] 
f(z) = -80/69*z^3 + 206/69*z + 1
*
[ -1 ] 
f(z) = -80/69*z^3 + 218/69*z + 1
*
7/4 | 0.15141100613578238463058636257664656537 | 0.028550311317324648448511718556090804587
f(z) = -80/77*z^3 + 201/77*z + 1
*
[ -1 ] 
f(z) = -79/61*z^3 + 201/61*z + 1
*
[ -1 ] 
f(z) = -79/62*z^3 + 203/62*z + 1
*
[ -1 ] 
f(z) = -79/63*z^3 + 205/63*z + 1
*
[ -1 ] 
f(z) = -79/64*z^3 + 207/64*z + 1
*
[ -1 ] 
f(z) = -79/65*z^3 + 209/65*z + 1
*
[ -1 ] 
f(z) = -79/66*z^3 + 211/66*z + 1
*
[ -1 ] 
f(z) = -79/67*z^3 + 213/67*z + 1
*
[ -1 ] 
f(z) = -79/68*z^3 + 215/68*z + 1
*
[ -1 ] 
f(z) = -79/69*z^3 + 217/69*z + 1
*
[ -1 ] 
f(z) = -79/70*z^3 + 219/70*z + 1
*
[ -1 ] 
f(z) = -78/61*z^3 + 200/61*z + 1
*
[ -1 ] 
f(z) = -78/67*z^3 + 212/67*z + 1
*
[ -1 ] 
f(z) = -77/62*z^3 + 201/62*z + 1
*
[ -1 ] 
f(z) = -77/64*z^3 + 205/64*z + 1
*
[ -1 ] 
f(z) = -77/65*z^3 + 207/65*z + 1
*
[ -1 ] 
f(z) = -77/67*z^3 + 211/67*z + 1
*
[ -1 ] 
f(z) = -77/68*z^3 + 213/68*z + 1
*
[ -1 ] 
f(z) = -77/69*z^3 + 215/69*z + 1
*
[ -1 ] 
f(z) = -77/71*z^3 + 219/71*z + 1
*
[ -1/2 ] 
f(z) = -76/61*z^3 + 202/61*z + 1
*
[ -1 ] 
f(z) = -76/63*z^3 + 202/63*z + 1
*
[ -1/2 ] 
f(z) = -76/63*z^3 + 208/63*z + 1
*
[ -1 ] 
f(z) = -76/65*z^3 + 206/65*z + 1
*
[ -1/2 ] 
f(z) = -76/65*z^3 + 214/65*z + 1
*
[ -1 ] 
f(z) = -76/67*z^3 + 210/67*z + 1
*
[ -1 ] 
f(z) = -76/69*z^3 + 214/69*z + 1
*
[ -1 ] 
f(z) = -76/71*z^3 + 218/71*z + 1
*
[ -5/4 ] 
f(z) = -76/75*z^3 + 203/60*z + 1
*
[ -1 ] 
f(z) = -75/64*z^3 + 203/64*z + 1
*
[ -1 ] 
f(z) = -75/67*z^3 + 209/67*z + 1
*
[ -4/5 ] 
f(z) = -75/68*z^3 + 201/68*z + 1
*
[ -1 ] 
f(z) = -75/68*z^3 + 211/68*z + 1
*
[ -1 ] 
f(z) = -75/71*z^3 + 217/71*z + 1
*
[ -4/5 ] 
f(z) = -75/76*z^3 + 219/76*z + 1
*
[ -1 ] 
f(z) = -74/63*z^3 + 200/63*z + 1
*
[ -1 ] 
f(z) = -74/65*z^3 + 204/65*z + 1
*
[ -1 ] 
f(z) = -74/67*z^3 + 208/67*z + 1
*
[ -1 ] 
f(z) = -74/69*z^3 + 212/69*z + 1
*
[ -1 ] 
f(z) = -74/71*z^3 + 216/71*z + 1
*
[ -1 ] 
f(z) = -73/64*z^3 + 201/64*z + 1
*
[ -1 ] 
f(z) = -73/65*z^3 + 203/65*z + 1
*
[ -1 ] 
f(z) = -73/66*z^3 + 205/66*z + 1
*
[ -1 ] 
f(z) = -73/67*z^3 + 207/67*z + 1
*
[ -1 ] 
f(z) = -73/68*z^3 + 209/68*z + 1
*
[ -1 ] 
f(z) = -73/69*z^3 + 211/69*z + 1
*
[ -1 ] 
f(z) = -73/70*z^3 + 213/70*z + 1
*
[ -1 ] 
f(z) = -73/71*z^3 + 215/71*z + 1
*
[ -1 ] 
f(z) = -73/72*z^3 + 217/72*z + 1
*
[ -1/2 ] 
f(z) = -72/61*z^3 + 201/61*z + 1
*
[ -1 ] 
f(z) = -72/65*z^3 + 202/65*z + 1
*
[ -1/2 ] 
f(z) = -72/65*z^3 + 213/65*z + 1
*
[ -1 ] 
f(z) = -72/67*z^3 + 206/67*z + 1
*
[ -1/2 ] 
f(z) = -72/67*z^3 + 219/67*z + 1
*
[ -1 ] 
f(z) = -72/71*z^3 + 214/71*z + 1
*
[ -1 ] 
f(z) = -72/73*z^3 + 218/73*z + 1
*
[ -1 ] 
f(z) = -71/65*z^3 + 201/65*z + 1
*
[ -1 ] 
f(z) = -71/66*z^3 + 203/66*z + 1
*
[ -1 ] 
f(z) = -71/67*z^3 + 205/67*z + 1
*
[ -1 ] 
f(z) = -71/68*z^3 + 207/68*z + 1
*
[ -1 ] 
f(z) = -71/69*z^3 + 209/69*z + 1
*
[ -1 ] 
f(z) = -71/70*z^3 + 211/70*z + 1
*
[ -1 ] 
f(z) = -71/72*z^3 + 215/72*z + 1
*
[ -1 ] 
f(z) = -71/73*z^3 + 217/73*z + 1
*
[ -1 ] 
f(z) = -71/74*z^3 + 219/74*z + 1
*
[ -1 ] 
f(z) = -70/67*z^3 + 204/67*z + 1
*
[ -1 ] 
f(z) = -70/69*z^3 + 208/69*z + 1
*
[ -1 ] 
f(z) = -70/71*z^3 + 212/71*z + 1
*
[ -1 ] 
f(z) = -70/73*z^3 + 216/73*z + 1
*
-4/15 | 0.27365225798090628100003142075746921831 | 0.028758671557270657373505704042187920111
f(z) = -69/64*z^3 + 212/75*z + 1
*
[ -1 ] 
f(z) = -69/67*z^3 + 203/67*z + 1
*
[ -1 ] 
f(z) = -69/68*z^3 + 205/68*z + 1
*
[ -1 ] 
f(z) = -69/70*z^3 + 209/70*z + 1
*
[ -1 ] 
f(z) = -69/71*z^3 + 211/71*z + 1
*
[ -1 ] 
f(z) = -69/73*z^3 + 215/73*z + 1
*
[ -1 ] 
f(z) = -69/74*z^3 + 217/74*z + 1
*
[ -1/2 ] 
f(z) = -68/61*z^3 + 200/61*z + 1
*
[ -1/2 ] 
f(z) = -68/63*z^3 + 206/63*z + 1
*
[ -1/2 ] 
f(z) = -68/65*z^3 + 212/65*z + 1
*
[ -1 ] 
f(z) = -68/67*z^3 + 202/67*z + 1
*
[ -1/2 ] 
f(z) = -68/67*z^3 + 218/67*z + 1
*
[ -1 ] 
f(z) = -68/69*z^3 + 206/69*z + 1
*
[ -1 ] 
f(z) = -68/71*z^3 + 210/71*z + 1
*
[ -1 ] 
f(z) = -68/73*z^3 + 214/73*z + 1
*
-3/2 | 0.14848162648492597941557814551655302485 | 0.027945768914402970162714045182880562118
f(z) = -68/75*z^3 + 203/75*z + 1
*
[ -1 ] 
f(z) = -68/75*z^3 + 218/75*z + 1
*
[ -1 ] 
f(z) = -67/68*z^3 + 203/68*z + 1
*
[ -1 ] 
f(z) = -67/69*z^3 + 205/69*z + 1
*
[ -1 ] 
f(z) = -67/70*z^3 + 207/70*z + 1
*
[ -1 ] 
f(z) = -67/71*z^3 + 209/71*z + 1
*
[ -1 ] 
f(z) = -67/72*z^3 + 211/72*z + 1
*
[ -1 ] 
f(z) = -67/73*z^3 + 213/73*z + 1
*
[ -1 ] 
f(z) = -67/74*z^3 + 215/74*z + 1
*
[ -1 ] 
f(z) = -67/75*z^3 + 217/75*z + 1
*
[ -1 ] 
f(z) = -67/76*z^3 + 219/76*z + 1
*
[ -1 ] 
f(z) = -66/67*z^3 + 200/67*z + 1
*
[ -1 ] 
f(z) = -66/71*z^3 + 208/71*z + 1
*
[ -1 ] 
f(z) = -66/73*z^3 + 212/73*z + 1
*
[ -1 ] 
f(z) = -65/68*z^3 + 201/68*z + 1
*
[ -1 ] 
f(z) = -65/69*z^3 + 203/69*z + 1
*
[ -1 ] 
f(z) = -65/71*z^3 + 207/71*z + 1
*
[ -1 ] 
f(z) = -65/72*z^3 + 209/72*z + 1
*
[ -1 ] 
f(z) = -65/73*z^3 + 211/73*z + 1
*
[ -1 ] 
f(z) = -65/74*z^3 + 213/74*z + 1
*
[ -1 ] 
f(z) = -65/76*z^3 + 217/76*z + 1
*
[ -1 ] 
f(z) = -65/77*z^3 + 219/77*z + 1
*
[ -9/8 ] 
f(z) = -64/63*z^3 + 200/63*z + 1
*
[ -1/2 ] 
f(z) = -64/63*z^3 + 205/63*z + 1
*
[ -1/2 ] 
f(z) = -64/65*z^3 + 211/65*z + 1
*
[ -5/4 ] 
f(z) = -64/65*z^3 + 217/65*z + 1
*
[ -1/2 ] 
f(z) = -64/67*z^3 + 217/67*z + 1
*
[ -1 ] 
f(z) = -64/69*z^3 + 202/69*z + 1
*
[ -1 ] 
f(z) = -64/71*z^3 + 206/71*z + 1
*
[ -1 ] 
f(z) = -64/73*z^3 + 210/73*z + 1
*
[ -3/4 ] 
f(z) = -64/75*z^3 + 211/75*z + 1
*
[ -1 ] 
f(z) = -64/75*z^3 + 214/75*z + 1
*
[ -7/8 ] 
f(z) = -64/77*z^3 + 214/77*z + 1
*
[ -1 ] 
f(z) = -64/77*z^3 + 218/77*z + 1
*
[ -8/9 ] 
f(z) = -63/64*z^3 + 209/72*z + 1
*
[ 5/3 ] 
f(z) = -63/65*z^3 + 201/65*z + 1
*
[ -1 ] 
f(z) = -63/71*z^3 + 205/71*z + 1
*
[ -1 ] 
f(z) = -63/73*z^3 + 209/73*z + 1
*
[ -1 ] 
f(z) = -63/74*z^3 + 211/74*z + 1
*
[ -2/3 ] 
f(z) = -63/74*z^3 + 213/74*z + 1
*
-2 | 0.077486116619753128824939537285063991978 | 0.014427730227569759503858504585858123135
f(z) = -63/74*z^3 + 215/74*z + 1
*
[ -1 ] 
f(z) = -63/76*z^3 + 215/76*z + 1
*
[ -1 ] 
f(z) = -62/69*z^3 + 200/69*z + 1
*
[ -1 ] 
f(z) = -62/71*z^3 + 204/71*z + 1
*
[ -1 ] 
f(z) = -62/73*z^3 + 208/73*z + 1
*
[ -1 ] 
f(z) = -62/75*z^3 + 212/75*z + 1
*
[ -1 ] 
f(z) = -62/77*z^3 + 216/77*z + 1
*
-2 | 0.077206882780540344898877077960703795337 | 0.014400797493252087580252426303240169228
f(z) = -61/62*z^3 + 213/62*z + 1
*
-2 | 0.056749831887316444750022305236427924813 | 0.010603762370370804587371796186979189735
f(z) = -61/66*z^3 + 211/66*z + 1
*
[ -1 ] 
f(z) = -61/70*z^3 + 201/70*z + 1
*
-2 | 0.076954938828870542861914899592081845396 | 0.014404740549614234661420805781818630810
f(z) = -61/70*z^3 + 209/70*z + 1
*
[ -1 ] 
f(z) = -61/71*z^3 + 203/71*z + 1
*
[ -1 ] 
f(z) = -61/72*z^3 + 205/72*z + 1
*
[ -1 ] 
f(z) = -61/73*z^3 + 207/73*z + 1
*
-2 | 0.076783724365844678234053893693436870128 | 0.014398607416317167340065930611740822483
f(z) = -61/74*z^3 + 207/74*z + 1
*
[ -1 ] 
f(z) = -61/74*z^3 + 209/74*z + 1
*
[ -1 ] 
f(z) = -61/75*z^3 + 211/75*z + 1
*
[ -1 ] 
f(z) = -61/76*z^3 + 213/76*z + 1
*
[ -1 ] 
f(z) = -61/77*z^3 + 215/77*z + 1
*
-2 | 0.056231822850275179237959856031253397896 | 0.010563914602951197484553676321520359018
f(z) = -61/78*z^3 + 205/78*z + 1
*
[ -1 ] 
f(z) = -61/78*z^3 + 217/78*z + 1
*
[ -1 ] 
f(z) = -61/79*z^3 + 219/79*z + 1
*
[ 3/2 ] 
f(z) = -61/63*z^3 + 211/84*z + 1
*
[ 3/2 ] 
f(z) = -61/72*z^3 + 215/96*z + 1
*
0 | 0.14360281017429392355940966448136862645 | 0.026785111822998717807246214600332964428
f(z) = -74/65*z^3 + 213/130*z + 1
*
[ 5/4 ] 
f(z) = -74/75*z^3 + 209/120*z + 1
*
0 | 0.14397042381679754408748934762274822774 | 0.026948973431201521046993337466513732518
f(z) = -72/65*z^3 + 209/130*z + 1
*
-12/25 | 0.19377436620413455523069414092186417510 | 0.022072633446285840359727573970012914993
f(z) = -75/64*z^3 + 203/150*z + 1
*
0 | 0.14489077455820407707843122638460685809 | 0.027072984923106805383029190666891816600
f(z) = -68/75*z^3 + 211/150*z + 1
*
0 | 0.12207127561021679770105711543151516044 | 0.022975069306880475985697959493577909339
f(z) = -64/75*z^3 + 203/150*z + 1
*
1/15 | 0.15761306810348241264091154813364006591 | 0.029100839423015854055982543459222935793
f(z) = -75/68*z^3 + 205/204*z + 1
*
4/3 | 0.15740261474084634279199417123908829173 | 0.029307991697910198941808308772723781741
f(z) = -69/68*z^3 + 215/204*z + 1
*
[ 7/8 ] 
f(z) = -80/63*z^3 + 209/252*z + 1
*
0 | 0.11050522429205191876245200044658144727 | 0.019712651817738480011352740113812358690
f(z) = -68/63*z^3 + 209/252*z + 1
*
4/21 | 0.21825748490406815341439119632556329445 | 0.024623192868853218418176144350846411948
f(z) = -63/64*z^3 + 221/14*z + 1
*
[ 20/3 ] 
f(z) = -63/64*z^3 + 223/5*z + 1
*
[ -8/3 ] 
f(z) = -75/64*z^3 + 233/24*z + 1
*
[ 3 ] 
f(z) = -74/63*z^3 + 236/21*z + 1
*
[ -5/2 ] 
f(z) = -74/75*z^3 + 227/30*z + 1
*
[ 3 ] 
f(z) = -73/63*z^3 + 233/21*z + 1
*
[ 3 ] 
f(z) = -73/72*z^3 + 235/24*z + 1
*
[ 3 ] 
f(z) = -71/63*z^3 + 227/21*z + 1
*
[ 3 ] 
f(z) = -71/72*z^3 + 229/24*z + 1
*
[ -3 ] 
f(z) = -68/63*z^3 + 232/21*z + 1
*
[ -3 ] 
f(z) = -67/63*z^3 + 229/21*z + 1
*
[ -3 ] 
f(z) = -67/72*z^3 + 233/24*z + 1
*
[ -3 ] 
f(z) = -65/63*z^3 + 223/21*z + 1
*
[ -3 ] 
f(z) = -65/72*z^3 + 227/24*z + 1
*
[ -3 ] 
f(z) = -64/63*z^3 + 220/21*z + 1
*
[ -1/2 ] 
f(z) = -80/67*z^3 + 221/67*z + 1
*
[ -1/2 ] 
f(z) = -80/69*z^3 + 227/69*z + 1
*
[ -1 ] 
f(z) = -80/71*z^3 + 222/71*z + 1
*
[ -1/2 ] 
f(z) = -80/71*z^3 + 233/71*z + 1
*
[ -1 ] 
f(z) = -80/73*z^3 + 226/73*z + 1
*
[ -1/2 ] 
f(z) = -80/73*z^3 + 239/73*z + 1
*
[ -1 ] 
f(z) = -80/77*z^3 + 234/77*z + 1
*
-1/4 | 0.14508258980059170776748238341952956641 | 0.026553267922183354385275984124967847146
f(z) = -80/77*z^3 + 236/77*z + 1
*
[ -1 ] 
f(z) = -80/79*z^3 + 238/79*z + 1
*
[ -1 ] 
f(z) = -79/71*z^3 + 221/71*z + 1
*
[ -1 ] 
f(z) = -79/72*z^3 + 223/72*z + 1
*
[ -1 ] 
f(z) = -79/73*z^3 + 225/73*z + 1
*
[ -1 ] 
f(z) = -79/74*z^3 + 227/74*z + 1
*
[ -1 ] 
f(z) = -79/75*z^3 + 229/75*z + 1
*
[ -1 ] 
f(z) = -79/76*z^3 + 231/76*z + 1
*
[ -1 ] 
f(z) = -79/77*z^3 + 233/77*z + 1
*
[ -1 ] 
f(z) = -79/78*z^3 + 235/78*z + 1
*
[ -1 ] 
f(z) = -78/71*z^3 + 220/71*z + 1
*
[ -1 ] 
f(z) = -78/73*z^3 + 224/73*z + 1
*
[ -1 ] 
f(z) = -78/77*z^3 + 232/77*z + 1
*
[ -1 ] 
f(z) = -78/79*z^3 + 236/79*z + 1
*
[ -12/11 ] 
f(z) = -77/64*z^3 + 221/66*z + 1
*
[ -1 ] 
f(z) = -77/72*z^3 + 221/72*z + 1
*
-2/7 | 0.22223156553486838565191614565376295335 | 0.029630968086555654052269510400248306993
f(z) = -77/72*z^3 + 226/63*z + 1
*
[ -1 ] 
f(z) = -77/73*z^3 + 223/73*z + 1
*
[ -1 ] 
f(z) = -77/74*z^3 + 225/74*z + 1
*
[ -1 ] 
f(z) = -77/75*z^3 + 227/75*z + 1
*
[ -1 ] 
f(z) = -77/76*z^3 + 229/76*z + 1
*
[ -1 ] 
f(z) = -77/78*z^3 + 233/78*z + 1
*
[ -1 ] 
f(z) = -77/79*z^3 + 235/79*z + 1
*
[ -1/2 ] 
f(z) = -76/67*z^3 + 220/67*z + 1
*
[ -1/2 ] 
f(z) = -76/69*z^3 + 226/69*z + 1
*
[ -1/2 ] 
f(z) = -76/71*z^3 + 232/71*z + 1
*
[ -1 ] 
f(z) = -76/73*z^3 + 222/73*z + 1
*
[ -1/2 ] 
f(z) = -76/73*z^3 + 238/73*z + 1
*
[ -1 ] 
f(z) = -76/75*z^3 + 226/75*z + 1
*
[ -1 ] 
f(z) = -76/77*z^3 + 230/77*z + 1
*
[ -1 ] 
f(z) = -76/79*z^3 + 234/79*z + 1
*
[ -2/5 ] 
f(z) = -75/62*z^3 + 229/62*z + 1
*
[ -1 ] 
f(z) = -75/73*z^3 + 221/73*z + 1
*
[ -1 ] 
f(z) = -75/74*z^3 + 223/74*z + 1
*
[ -1 ] 
f(z) = -75/76*z^3 + 227/76*z + 1
*
[ -1 ] 
f(z) = -75/77*z^3 + 229/77*z + 1
*
[ -1 ] 
f(z) = -75/79*z^3 + 233/79*z + 1
*
[ -1 ] 
f(z) = -74/73*z^3 + 220/73*z + 1
*
[ -1 ] 
f(z) = -74/75*z^3 + 224/75*z + 1
*
[ -1 ] 
f(z) = -74/77*z^3 + 228/77*z + 1
*
[ -1 ] 
f(z) = -74/79*z^3 + 232/79*z + 1
*
[ -1 ] 
f(z) = -73/74*z^3 + 221/74*z + 1
*
[ -1 ] 
f(z) = -73/75*z^3 + 223/75*z + 1
*
[ -1 ] 
f(z) = -73/76*z^3 + 225/76*z + 1
*
[ -1 ] 
f(z) = -73/77*z^3 + 227/77*z + 1
*
[ -1 ] 
f(z) = -73/78*z^3 + 229/78*z + 1
*
[ -1 ] 
f(z) = -73/79*z^3 + 231/79*z + 1
*
[ 5/3 ] 
f(z) = -72/65*z^3 + 226/65*z + 1
*
[ -1/2 ] 
f(z) = -72/71*z^3 + 231/71*z + 1
*
[ -1/2 ] 
f(z) = -72/73*z^3 + 237/73*z + 1
*
[ -1 ] 
f(z) = -72/77*z^3 + 226/77*z + 1
*
[ -1 ] 
f(z) = -72/79*z^3 + 230/79*z + 1
*
[ -1 ] 
f(z) = -71/75*z^3 + 221/75*z + 1
*
[ -1 ] 
f(z) = -71/76*z^3 + 223/76*z + 1
*
[ -1 ] 
f(z) = -71/77*z^3 + 225/77*z + 1
*
[ -1 ] 
f(z) = -71/78*z^3 + 227/78*z + 1
*
[ -1 ] 
f(z) = -71/79*z^3 + 229/79*z + 1
*
[ -1 ] 
f(z) = -70/79*z^3 + 228/79*z + 1
*
-2 | 0.079393437676789421002259452891115838390 | 0.014497209179596914660496867279156283918
f(z) = -69/74*z^3 + 239/74*z + 1
*
[ -1 ] 
f(z) = -69/76*z^3 + 221/76*z + 1
*
[ -1 ] 
f(z) = -69/77*z^3 + 223/77*z + 1
*
[ -1 ] 
f(z) = -69/79*z^3 + 227/79*z + 1
*
[ -1/2 ] 
f(z) = -68/69*z^3 + 224/69*z + 1
*
[ -1/2 ] 
f(z) = -68/71*z^3 + 230/71*z + 1
*
[ -1/2 ] 
f(z) = -68/73*z^3 + 236/73*z + 1
*
[ -1 ] 
f(z) = -68/77*z^3 + 222/77*z + 1
*
[ -1 ] 
f(z) = -68/79*z^3 + 226/79*z + 1
*
-2 | 0.079062941034918908912300369540942658868 | 0.014459047449047623905481810533017462321
f(z) = -67/62*z^3 + 237/62*z + 1
*
-2 | 0.058646254183997911046325967753400038291 | 0.010741887645511356978012589976725655954
f(z) = -67/66*z^3 + 235/66*z + 1
*
-2 | 0.078897794607481384650957909741592228191 | 0.014473901675720483179441260952153273501
f(z) = -67/70*z^3 + 233/70*z + 1
*
[ -6/5 ] 
f(z) = -67/72*z^3 + 238/75*z + 1
*
-2 | 0.078786922761884942992949135322145617394 | 0.014476456411930061418782359870158919904
f(z) = -67/74*z^3 + 231/74*z + 1
*
[ -1 ] 
f(z) = -67/77*z^3 + 221/77*z + 1
*
[ -1 ] 
f(z) = -67/78*z^3 + 223/78*z + 1
*
-2 | 0.058306927001983246865218728493350747252 | 0.010730568653281164238326167648183203159
f(z) = -67/78*z^3 + 229/78*z + 1
*
[ -1 ] 
f(z) = -67/79*z^3 + 225/79*z + 1
*
[ -1 ] 
f(z) = -66/79*z^3 + 224/79*z + 1
*
-2 | 0.078469322405222845363904784935302248058 | 0.014441173537014859024555584090977755728
f(z) = -65/62*z^3 + 229/62*z + 1
*
-2 | 0.058040315165376732618730187161773937408 | 0.010698774178259182679941016552898878761
f(z) = -65/66*z^3 + 227/66*z + 1
*
-2 | 0.078151474453290236635313815541726134606 | 0.014453299757515693372392066785752262044
f(z) = -65/74*z^3 + 223/74*z + 1
*
[ -1 ] 
f(z) = -65/79*z^3 + 223/79*z + 1
*
[ 7/4 ] 
f(z) = -64/63*z^3 + 223/63*z + 1
*
-7/4 | 0.12570723319948886137913138708973387571 | 0.023079363777187495961843790314261273874
f(z) = -64/63*z^3 + 232/63*z + 1
*
[ -1/2 ] 
f(z) = -64/69*z^3 + 223/69*z + 1
*
[ -1/2 ] 
f(z) = -64/71*z^3 + 229/71*z + 1
*
[ -1/2 ] 
f(z) = -64/73*z^3 + 235/73*z + 1
*
5/16 | 0.20732320440643985412039416059146595236 | 0.029363911676670811662270959272813280839
f(z) = -64/75*z^3 + 233/60*z + 1
*
[ 7/4 ] 
f(z) = -64/77*z^3 + 229/77*z + 1
*
[ -1 ] 
f(z) = -64/79*z^3 + 222/79*z + 1
*
-2 | 0.077850582538307501762492482117003606788 | 0.014421681383634278793904580084255686207
f(z) = -63/62*z^3 + 221/62*z + 1
*
[ -4/3 ] 
f(z) = -63/68*z^3 + 231/68*z + 1
*
[ -1 ] 
f(z) = -63/79*z^3 + 221/79*z + 1
*
[ -1 ] 
f(z) = -62/79*z^3 + 220/79*z + 1
*
[ -6/5 ] 
f(z) = -61/72*z^3 + 229/75*z + 1
*
[ -2/3 ] 
f(z) = -73/72*z^3 + 239/81*z + 1
*
[ -2/3 ] 
f(z) = -71/72*z^3 + 238/81*z + 1
*
[ 3/2 ] 
f(z) = -67/63*z^3 + 229/84*z + 1
*
[ 3/2 ] 
f(z) = -67/72*z^3 + 233/96*z + 1
*
[ -2/3 ] 
f(z) = -67/72*z^3 + 236/81*z + 1
*
[ 3/2 ] 
f(z) = -65/63*z^3 + 223/84*z + 1
*
2 | 0.15816499477839913831061260273718432075 | 0.023075111555196664925139262097938978673
f(z) = -65/64*z^3 + 237/80*z + 1
*
[ 3/2 ] 
f(z) = -65/72*z^3 + 227/96*z + 1
*
[ -2/3 ] 
f(z) = -65/72*z^3 + 235/81*z + 1
*
-3/4 | 0.15814352175522918245999735187627265861 | 0.024308141846336072074900602844634077340
f(z) = -64/63*z^3 + 223/84*z + 1
*
[ -2/3 ] 
f(z) = -61/72*z^3 + 233/81*z + 1
*
[ 18/13 ] 
f(z) = -65/72*z^3 + 235/117*z + 1
*
-3/5 | 0.19412790178155138297173896177758092480 | 0.029524815604841403997904002568473480375
f(z) = -65/72*z^3 + 239/120*z + 1
*
1/2 | 0.11105516500159351375530840144701898293 | 0.020572770985648345251372939615840186416
f(z) = -64/63*z^3 + 221/126*z + 1
*
0 | 0.14491741410592784898558704328227378570 | 0.026713133510713426920692676781154247796
f(z) = -76/75*z^3 + 227/150*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.022048176074574279392444793158181785763
f(z) = -74/75*z^3 + 223/150*z + 1
*
-3/5 | 0.14522971759001357222236833253458030716 | 0.026600868731475430941134186982636504589
f(z) = -75/77*z^3 + 235/231*z + 1
*
-5/8 | 0.18738484093082642899161411227056006528 | 0.026379888069468705580711085630320825181
f(z) = -76/75*z^3 + 239/240*z + 1
*
-5/8 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = -68/75*z^3 + 229/240*z + 1
*
[ 3 ] 
f(z) = -80/63*z^3 + 254/21*z + 1
*
[ 3 ] 
f(z) = -79/63*z^3 + 251/21*z + 1
*
[ 3 ] 
f(z) = -79/72*z^3 + 253/24*z + 1
*
[ 3 ] 
f(z) = -77/72*z^3 + 247/24*z + 1
*
[ 3 ] 
f(z) = -76/63*z^3 + 242/21*z + 1
*
[ -3 ] 
f(z) = -76/63*z^3 + 256/21*z + 1
*
[ -3 ] 
f(z) = -74/63*z^3 + 250/21*z + 1
*
[ -3 ] 
f(z) = -73/63*z^3 + 247/21*z + 1
*
[ -3 ] 
f(z) = -73/72*z^3 + 251/24*z + 1
*
[ -3 ] 
f(z) = -71/63*z^3 + 241/21*z + 1
*
[ -3 ] 
f(z) = -71/72*z^3 + 245/24*z + 1
*
[ -4/15 ] 
f(z) = -63/64*z^3 + 241/50*z + 1
*
[ -1/2 ] 
f(z) = -80/77*z^3 + 251/77*z + 1
*
[ -1/2 ] 
f(z) = -80/79*z^3 + 257/79*z + 1
*
[ -6/5 ] 
f(z) = -79/72*z^3 + 256/75*z + 1
*
0 | 0.15927771865127328618255517348786201408 | 0.028703466345475571394014610879193405531
f(z) = -77/60*z^3 + 257/60*z + 1
*
[ -6/5 ] 
f(z) = -77/72*z^3 + 253/75*z + 1
*
[ -1/2 ] 
f(z) = -76/75*z^3 + 244/75*z + 1
*
[ -1/2 ] 
f(z) = -76/77*z^3 + 250/77*z + 1
*
[ -1/2 ] 
f(z) = -76/79*z^3 + 256/79*z + 1
*
-1/5 | 0.14233438470017474879228155931062300878 | 0.025614322257191135978572508998296716234
f(z) = -75/64*z^3 + 259/64*z + 1
*
-2 | 0.060328861662256774119656379991694771137 | 0.010856708358150168934677504619047653182
f(z) = -73/66*z^3 + 259/66*z + 1
*
-2 | 0.080612541940877659078221747278005149352 | 0.014527200692076980612552103165705644691
f(z) = -73/70*z^3 + 257/70*z + 1
*
[ -6/5 ] 
f(z) = -73/72*z^3 + 247/75*z + 1
*
-2 | 0.080536014542365253912765182709098546067 | 0.014533871902326693721125520133373750486
f(z) = -73/74*z^3 + 255/74*z + 1
*
-2 | 0.060101334595242109980739261453800401261 | 0.010861576745623819552772217406101236165
f(z) = -73/78*z^3 + 253/78*z + 1
*
[ -1/3 ] 
f(z) = -72/61*z^3 + 252/61*z + 1
*
[ -7/6 ] 
f(z) = -72/77*z^3 + 241/77*z + 1
*
[ -1/2 ] 
f(z) = -72/77*z^3 + 249/77*z + 1
*
[ -1/2 ] 
f(z) = -72/79*z^3 + 255/79*z + 1
*
-2 | 0.080188042322421262751383983030077174229 | 0.014491667807910195889708537804093636802
f(z) = -71/62*z^3 + 253/62*z + 1
*
-2 | 0.059789143172928436839944210170265802448 | 0.010820677296787025613694472240144843354
f(z) = -71/66*z^3 + 251/66*z + 1
*
-2 | 0.080061918557701423455960742043775152726 | 0.014510666436137746098528467809452286306
f(z) = -71/70*z^3 + 249/70*z + 1
*
[ -6/5 ] 
f(z) = -71/72*z^3 + 244/75*z + 1
*
-2 | 0.079976536430528874819926155802758991255 | 0.014516409362328330302631905708828214430
f(z) = -71/74*z^3 + 247/74*z + 1
*
-2 | 0.059528437420192648422370756665925202956 | 0.010820876814342118440988045475833944561
f(z) = -71/78*z^3 + 245/78*z + 1
*
-2 | 0.079636123098844424520331823251229977906 | 0.014475983502501142493152283447457305372
f(z) = -69/62*z^3 + 245/62*z + 1
*
-2 | 0.079491882159320346657176495123747174527 | 0.014493131308824924071359580097993176963
f(z) = -69/70*z^3 + 241/70*z + 1
*
[ -1/2 ] 
f(z) = -68/75*z^3 + 242/75*z + 1
*
[ -1/2 ] 
f(z) = -68/77*z^3 + 248/77*z + 1
*
[ -1/2 ] 
f(z) = -68/79*z^3 + 254/79*z + 1
*
[ -3/2 ] 
f(z) = -64/69*z^3 + 259/69*z + 1
*
[ -1/2 ] 
f(z) = -64/75*z^3 + 241/75*z + 1
*
[ -5/16 ] 
f(z) = -64/75*z^3 + 257/60*z + 1
*
[ -1/2 ] 
f(z) = -64/77*z^3 + 247/77*z + 1
*
[ -11/8 ] 
f(z) = -64/77*z^3 + 254/77*z + 1
*
[ -1/2 ] 
f(z) = -64/79*z^3 + 253/79*z + 1
*
[ -1/3 ] 
f(z) = -63/61*z^3 + 251/61*z + 1
*
[ -1/3 ] 
f(z) = -63/62*z^3 + 255/62*z + 1
*
[ -4/3 ] 
f(z) = -63/76*z^3 + 245/76*z + 1
*
[ -2/3 ] 
f(z) = -79/72*z^3 + 242/81*z + 1
*
[ -2/3 ] 
f(z) = -77/72*z^3 + 241/81*z + 1
*
-18/11 | 0.16455925750030376808917274369741598141 | 0.021707660622228668447078551410419373936
f(z) = -77/72*z^3 + 245/99*z + 1
*
[ -3/4 ] 
f(z) = -76/63*z^3 + 253/84*z + 1
*
[ 3/2 ] 
f(z) = -73/63*z^3 + 247/84*z + 1
*
[ 3/2 ] 
f(z) = -73/72*z^3 + 251/96*z + 1
*
[ 3/2 ] 
f(z) = -71/63*z^3 + 241/84*z + 1
*
[ 3/2 ] 
f(z) = -71/72*z^3 + 245/96*z + 1
*
[ -3/4 ] 
f(z) = -68/63*z^3 + 247/84*z + 1
*
2/3 | 0.16854764310117486384440095509967721167 | 0.024413935912269234457621868399861959020
f(z) = -63/64*z^3 + 249/112*z + 1
*
[ 5/4 ] 
f(z) = -72/65*z^3 + 251/130*z + 1
*
-2/3 | 0.16418154906970577004097922711219980663 | 0.029545911308886418635910122909876978029
f(z) = -72/65*z^3 + 259/130*z + 1
*
[ 4/3 ] 
f(z) = -63/62*z^3 + 255/124*z + 1
*
-3/7 | 0.16808700657097810750455152743829679340 | 0.025285030995049367952054615247416727804
f(z) = -77/72*z^3 + 257/168*z + 1
*
0 | 0.16875829677717654274731966994381460779 | 0.029256051613673053121177106469682178359
f(z) = -80/63*z^3 + 257/252*z + 1
*
0 | 0.16875865569732063434835954804593253169 | 0.029518600313203124431747988406047724119
f(z) = -76/63*z^3 + 241/252*z + 1
*
[ 28/5 ] 
f(z) = -75/64*z^3 + 263/7*z + 1
*
[ -3 ] 
f(z) = -80/63*z^3 + 268/21*z + 1
*
[ -3 ] 
f(z) = -79/63*z^3 + 265/21*z + 1
*
[ -3 ] 
f(z) = -79/72*z^3 + 269/24*z + 1
*
[ -3 ] 
f(z) = -77/72*z^3 + 263/24*z + 1
*
34/15 | 0.13779356568684621804398001910540638659 | 0.019780804944935115956620864671836563210
f(z) = -75/64*z^3 + 265/48*z + 1
*
[ 7/4 ] 
f(z) = -80/63*z^3 + 272/63*z + 1
*
[ 7/4 ] 
f(z) = -80/77*z^3 + 278/77*z + 1
*
-2 | 0.082101897406296664677896012908965930790 | 0.014579792163267127623078861559743083913
f(z) = -79/74*z^3 + 279/74*z + 1
*
-2 | 0.061694141411921085795877526699815371684 | 0.010969763402060439243628006069015479608
f(z) = -79/78*z^3 + 277/78*z + 1
*
-2 | 0.081741181987054805140598703458570943456 | 0.014534304329089684446466186261232951365
f(z) = -77/62*z^3 + 277/62*z + 1
*
-2 | 0.081597097706305848776930341798396682897 | 0.014565399327515986866955489189002719410
f(z) = -77/74*z^3 + 271/74*z + 1
*
-2 | 0.061180966124928566839836950182656753881 | 0.010935499970202690827976997255786593006
f(z) = -77/78*z^3 + 269/78*z + 1
*
-2 | 0.081239299127053958038841345420992126119 | 0.014520731028815921739936895834918922567
f(z) = -75/62*z^3 + 269/62*z + 1
*
-1/5 | 0.16185463596537011020933569295644595039 | 0.028816313349962031210859282364715890446
f(z) = -75/68*z^3 + 275/68*z + 1
*
-2 | 0.081076498809790170859674707807696288416 | 0.014550297486680038668175199781893362533
f(z) = -75/74*z^3 + 263/74*z + 1
*
[ -2/5 ] 
f(z) = -75/74*z^3 + 271/74*z + 1
*
-2 | 0.080722853003123754160689656042511364995 | 0.014506704458644019890903822298804425433
f(z) = -73/62*z^3 + 261/62*z + 1
*
[ -1/3 ] 
f(z) = -72/65*z^3 + 268/65*z + 1
*
[ -1/3 ] 
f(z) = -72/67*z^3 + 276/67*z + 1
*
[ 11/6 ] 
f(z) = -72/77*z^3 + 277/77*z + 1
*
[ -3/2 ] 
f(z) = -68/69*z^3 + 268/69*z + 1
*
[ -3/2 ] 
f(z) = -68/75*z^3 + 278/75*z + 1
*
-12/5 | 0.19716063416299275392160312690214259673 | 0.026586645582332771562587292109077300576
f(z) = -65/72*z^3 + 277/60*z + 1
*
[ -13/8 ] 
f(z) = -64/65*z^3 + 274/65*z + 1
*
[ -3/8 ] 
f(z) = -64/69*z^3 + 262/69*z + 1
*
-15/16 | 0.19639932278561486124436623698064522983 | 0.027261972902578638023607913282689901997
f(z) = -64/75*z^3 + 269/60*z + 1
*
[ -3/2 ] 
f(z) = -64/75*z^3 + 269/75*z + 1
*
-11/8 | 0.11921865675968758413705225892319291112 | 0.021280993954527846769286850221238355780
f(z) = -64/75*z^3 + 271/75*z + 1
*
[ -1/3 ] 
f(z) = -63/64*z^3 + 263/64*z + 1
*
[ -1/3 ] 
f(z) = -63/65*z^3 + 267/65*z + 1
*
[ -5/3 ] 
f(z) = -63/65*z^3 + 279/65*z + 1
*
[ -1/3 ] 
f(z) = -63/67*z^3 + 275/67*z + 1
*
[ -1/3 ] 
f(z) = -63/68*z^3 + 279/68*z + 1
*
[ 2 ] 
f(z) = -61/62*z^3 + 275/62*z + 1
*
[ 2 ] 
f(z) = -61/66*z^3 + 277/66*z + 1
*
[ 2 ] 
f(z) = -61/70*z^3 + 279/70*z + 1
*
-5/2 | 0.18679499969705691783879357062948532977 | 0.025928807430955867254038130798493122626
f(z) = -61/75*z^3 + 269/60*z + 1
*
[ 3/2 ] 
f(z) = -79/63*z^3 + 265/84*z + 1
*
[ 3/2 ] 
f(z) = -79/72*z^3 + 269/96*z + 1
*
[ -8/11 ] 
f(z) = -77/64*z^3 + 265/88*z + 1
*
[ 3/2 ] 
f(z) = -77/72*z^3 + 263/96*z + 1
*
4/23 | 0.25719143725926368399794264640351832874 | 0.028386174461697482818086085503476081967
f(z) = -69/64*z^3 + 269/138*z + 1
*
-20/13 | 0.21267422545379855113101630556163350477 | 0.023492167032438693643361136471808187886
f(z) = -65/64*z^3 + 267/130*z + 1
*
5/4 | 0.13519282926581337774792175161408577335 | 0.024164397426956222328862102038693249720
f(z) = -64/69*z^3 + 269/138*z + 1
*
[ 4/3 ] 
f(z) = -63/74*z^3 + 261/148*z + 1
*
[ 28/25 ] 
f(z) = -75/64*z^3 + 276/175*z + 1
*
-17/15 | 0.15740291397427341438377080337594943834 | 0.028209773391035525517019343076749455675
f(z) = -75/68*z^3 + 265/204*z + 1
*
0 | 0.15803565440469256067286840356510366997 | 0.028136388621987251285228403024279620474
f(z) = -69/68*z^3 + 275/204*z + 1
*
[ 9/8 ] 
f(z) = -64/69*z^3 + 266/207*z + 1
*
[ 9/8 ] 
f(z) = -64/75*z^3 + 268/225*z + 1
*
-4/7 | 0.18159435567643478921800915367452158127 | 0.028746180395993120073813250329287472526
f(z) = -77/72*z^3 + 277/252*z + 1
*
[ -20/9 ] 
f(z) = -63/64*z^3 + 284/45*z + 1
*
[ -3/2 ] 
f(z) = -80/69*z^3 + 295/69*z + 1
*
-7/4 | 0.16813864066345531449918940820232018773 | 0.029672781440231551368453439633731311554
f(z) = -80/77*z^3 + 289/77*z + 1
*
-2 | 0.082226952081918247773088372092739447613 | 0.014547033963187556149743035826904082442
f(z) = -79/62*z^3 + 285/62*z + 1
*
-2 | 0.061851315393833354135980374219403247792 | 0.010955964428547536048368134558862738038
f(z) = -79/66*z^3 + 283/66*z + 1
*
-2 | 0.082153678237567082294409734051268296126 | 0.014570505591709211040004229192795263453
f(z) = -79/70*z^3 + 281/70*z + 1
*
-4/7 | 0.21044997851054737366026739770449169831 | 0.021457283850241967521803011168533469470
f(z) = -77/64*z^3 + 284/77*z + 1
*
[ -3/2 ] 
f(z) = -76/69*z^3 + 286/69*z + 1
*
[ -3/2 ] 
f(z) = -76/75*z^3 + 296/75*z + 1
*
[ -1/3 ] 
f(z) = -72/71*z^3 + 292/71*z + 1
*
[ 2 ] 
f(z) = -67/62*z^3 + 299/62*z + 1
*
-5/2 | 0.19142770142781438091437432227910070085 | 0.026187524626634251955918201820285756856
f(z) = -67/75*z^3 + 299/60*z + 1
*
[ 2 ] 
f(z) = -65/62*z^3 + 291/62*z + 1
*
[ 2 ] 
f(z) = -65/66*z^3 + 293/66*z + 1
*
[ 2 ] 
f(z) = -65/74*z^3 + 297/74*z + 1
*
[ -7/4 ] 
f(z) = -64/63*z^3 + 295/63*z + 1
*
-35/16 | 0.18588555029893066730585241206065129750 | 0.025647195087582152147619513113055322075
f(z) = -64/75*z^3 + 281/60*z + 1
*
[ -3/8 ] 
f(z) = -64/75*z^3 + 284/75*z + 1
*
[ 2 ] 
f(z) = -63/62*z^3 + 283/62*z + 1
*
[ -1/3 ] 
f(z) = -63/71*z^3 + 291/71*z + 1
*
[ -1/3 ] 
f(z) = -63/73*z^3 + 299/73*z + 1
*
[ 2 ] 
f(z) = -63/74*z^3 + 289/74*z + 1
*
[ 2 ] 
f(z) = -61/74*z^3 + 281/74*z + 1
*
[ 2 ] 
f(z) = -61/78*z^3 + 283/78*z + 1
*
[ -4/9 ] 
f(z) = -79/64*z^3 + 283/81*z + 1
*
[ 12/7 ] 
f(z) = -77/72*z^3 + 299/84*z + 1
*
[ -4/9 ] 
f(z) = -71/64*z^3 + 281/81*z + 1
*
[ -4/9 ] 
f(z) = -67/64*z^3 + 280/81*z + 1
*
[ -2/5 ] 
f(z) = -65/64*z^3 + 293/80*z + 1
*
[ -21/16 ] 
f(z) = -64/63*z^3 + 295/84*z + 1
*
-2/7 | 0.16439701236039431722619586171746667457 | 0.023286957030303467697087756806456825761
f(z) = -77/64*z^3 + 291/112*z + 1
*
-2/7 | 0.14390059182548897050553232698662643523 | 0.020403556417583298007780148853074039474
f(z) = -63/64*z^3 + 289/112*z + 1
*
-13/12 | 0.16321264140327254855847290044537573527 | 0.028803450637714156264655515525015128263
f(z) = -72/65*z^3 + 289/130*z + 1
*
12/65 | 0.22174445964473729863992106777679144734 | 0.024209316374877995276674559344967185734
f(z) = -65/64*z^3 + 297/130*z + 1
*
-12/11 | 0.22745643008961003559188582145563751919 | 0.024983981462775298696607384263551266081
f(z) = -77/64*z^3 + 281/154*z + 1
*
[ 28/23 ] 
f(z) = -69/64*z^3 + 286/161*z + 1
*
10/7 | 0.20850248286126697346307928996688166767 | 0.028602691769019186445013802696557884642
f(z) = -77/75*z^3 + 293/210*z + 1
*
-16/13 | 0.15018842427831337859743591197374644494 | 0.021380203285204490919770558998280065786
f(z) = -65/64*z^3 + 281/208*z + 1
*
-19/15 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = -75/76*z^3 + 289/228*z + 1
*
-7/8 | 0.13523425689004011116373676378757559716 | 0.023444301554759553670077393439824742082
f(z) = -80/63*z^3 + 281/252*z + 1
*
-5/4 | 0.20449924680212257924941292223952789708 | 0.028133373760558748616725380450352195990
f(z) = -67/75*z^3 + 287/240*z + 1
*
[ 2/3 ] 
f(z) = -63/97*z^3 - 41/194*z + 1
*
[ 2/3 ] 
f(z) = -67/96*z^3 - 41/216*z + 1
*
[ 2/3 ] 
f(z) = -65/96*z^3 - 43/216*z + 1
*
[ 2/3 ] 
f(z) = -61/96*z^3 - 47/216*z + 1
*
[ 2/3 ] 
f(z) = -75/94*z^3 - 41/282*z + 1
*
[ 2/3 ] 
f(z) = -75/98*z^3 - 47/294*z + 1
*
[ 2/3 ] 
f(z) = -69/94*z^3 - 49/282*z + 1
*
[ 2/3 ] 
f(z) = -69/98*z^3 - 55/294*z + 1
*
[ 5/8 ] 
f(z) = -64/95*z^3 - 32/95*z + 1
*
[ 9/14 ] 
f(z) = -70/81*z^3 - 25/126*z + 1
*
[ 2/3 ] 
f(z) = -72/85*z^3 - 21/170*z + 1
*
[ 2/3 ] 
f(z) = -72/89*z^3 - 25/178*z + 1
*
[ 2/3 ] 
f(z) = -63/83*z^3 - 27/166*z + 1
*
[ 2/3 ] 
f(z) = -63/85*z^3 - 29/170*z + 1
*
[ 2/3 ] 
f(z) = -63/89*z^3 - 33/178*z + 1
*
[ 2/3 ] 
f(z) = -72/91*z^3 - 27/182*z + 1
*
[ 2/3 ] 
f(z) = -72/95*z^3 - 31/190*z + 1
*
[ 2/3 ] 
f(z) = -72/97*z^3 - 33/194*z + 1
*
[ 2/3 ] 
f(z) = -67/80*z^3 - 23/180*z + 1
*
[ 2/3 ] 
f(z) = -63/95*z^3 - 39/190*z + 1
*
[ 2/3 ] 
f(z) = -61/80*z^3 - 29/180*z + 1
*
[ 2/3 ] 
f(z) = -79/96*z^3 - 29/216*z + 1
*
[ 2/3 ] 
f(z) = -77/96*z^3 - 31/216*z + 1
*
[ 2/3 ] 
f(z) = -73/96*z^3 - 35/216*z + 1
*
[ 2/3 ] 
f(z) = -71/96*z^3 - 37/216*z + 1
*
[ 2/3 ] 
f(z) = -75/82*z^3 - 23/246*z + 1
*
[ 2/3 ] 
f(z) = -75/86*z^3 - 29/258*z + 1
*
[ 2/3 ] 
f(z) = -69/82*z^3 - 31/246*z + 1
*
[ 2/3 ] 
f(z) = -69/86*z^3 - 37/258*z + 1
*
[ 7/10 ] 
f(z) = -65/98*z^3 - 29/280*z + 1
*
[ 2/3 ] 
f(z) = -63/88*z^3 - 2/11*z + 1
*
[ 2/3 ] 
f(z) = -75/88*z^3 - 4/33*z + 1
*
[ 2/3 ] 
f(z) = -69/88*z^3 - 5/33*z + 1
*
[ 2/3 ] 
f(z) = -63/80*z^3 - 3/20*z + 1
*
[ 7/10 ] 
f(z) = -75/98*z^3 - 3/56*z + 1
*
[ 2/3 ] 
f(z) = -63/92*z^3 - 9/46*z + 1
*
[ 2/3 ] 
f(z) = -69/80*z^3 - 7/60*z + 1
*
[ 2/3 ] 
f(z) = -79/88*z^3 - 10/99*z + 1
*
[ 2/3 ] 
f(z) = -73/88*z^3 - 13/99*z + 1
*
[ 2/3 ] 
f(z) = -71/88*z^3 - 14/99*z + 1
*
[ 2/3 ] 
f(z) = -67/88*z^3 - 16/99*z + 1
*
[ 2/3 ] 
f(z) = -65/88*z^3 - 17/99*z + 1
*
[ 2/3 ] 
f(z) = -63/82*z^3 - 13/82*z + 1
*
[ 2/3 ] 
f(z) = -63/86*z^3 - 15/86*z + 1
*
[ 2/3 ] 
f(z) = -63/94*z^3 - 19/94*z + 1
*
[ 2/3 ] 
f(z) = -61/88*z^3 - 19/99*z + 1
*
[ 9/13 ] 
f(z) = -65/81*z^3 - 7/117*z + 1
*
[ 2/3 ] 
f(z) = -75/92*z^3 - 19/138*z + 1
*
[ 2/3 ] 
f(z) = -72/83*z^3 - 19/166*z + 1
*
9/10 | 0.084691592971065564787813833632889523483 | 0.011460015399295915129003956938834215364
f(z) = -80/81*z^3 - 11/180*z + 1
*
[ 2/3 ] 
f(z) = -79/80*z^3 - 11/180*z + 1
*
[ 2/3 ] 
f(z) = -77/80*z^3 - 13/180*z + 1
*
[ 2/3 ] 
f(z) = -73/80*z^3 - 17/180*z + 1
*
[ 2/3 ] 
f(z) = -71/80*z^3 - 19/180*z + 1
*
[ 3/4 ] 
f(z) = -80/81*z^3 + 2/9*z + 1
*
[ 3/4 ] 
f(z) = -64/81*z^3 + 1/9*z + 1
*
15/8 | 0.081378712711033659750294235595388524933 | 0.017088563715909237825766583351521878710
f(z) = -64/81*z^3 + 13/9*z + 1
*
[ 3/2 ] 
f(z) = -64/81*z^3 + 19/9*z + 1
*
[ 3/4 ] 
f(z) = -80/99*z^3 + 4/33*z + 1
*
[ 3/4 ] 
f(z) = -76/81*z^3 + 7/36*z + 1
*
6/5 | 0.15067104707339414655264466095364362216 | 0.027021596554454856939806539050477061622
f(z) = -75/88*z^3 + 13/33*z + 1
*
[ 3/4 ] 
f(z) = -68/81*z^3 + 5/36*z + 1
*
[ 3/4 ] 
f(z) = -64/99*z^3 + 1/33*z + 1
*
-2/3 | 0.095118265266326209700705568176122568783 | 0.021706455299399403104332293109276186983
f(z) = -63/80*z^3 + 17/20*z + 1
*
[ 4/5 ] 
f(z) = -75/88*z^3 + 13/44*z + 1
*
[ 3/4 ] 
f(z) = -74/81*z^3 + 13/72*z + 1
*
[ 3/4 ] 
f(z) = -70/81*z^3 + 11/72*z + 1
*
[ 4/5 ] 
f(z) = -65/96*z^3 + 11/60*z + 1
*
[ 3/4 ] 
f(z) = -62/81*z^3 + 7/72*z + 1
*
3/5 | 0.19646402320545612052255042944972257173 | 0.029335974095385889994559177029457972100
f(z) = -80/81*z^3 + 17/90*z + 1
*
[ 3/4 ] 
f(z) = -80/87*z^3 + 16/87*z + 1
*
[ 3/4 ] 
f(z) = -80/93*z^3 + 14/93*z + 1
*
[ 3/4 ] 
f(z) = -64/87*z^3 + 7/87*z + 1
*
[ 3/4 ] 
f(z) = -64/93*z^3 + 5/93*z + 1
*
[ 3/4 ] 
f(z) = -76/99*z^3 + 13/132*z + 1
*
[ 3/4 ] 
f(z) = -68/99*z^3 + 7/132*z + 1
*
[ 3/4 ] 
f(z) = -67/81*z^3 + 19/144*z + 1
*
[ 3/4 ] 
f(z) = -65/81*z^3 + 17/144*z + 1
*
[ 3/4 ] 
f(z) = -61/81*z^3 + 13/144*z + 1
*
13/12 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = -72/91*z^3 + 1/182*z + 1
*
10/9 | 0.18447053678379734586091516727115136923 | 0.028038226667353180231758579264521490752
f(z) = -63/80*z^3 + 13/180*z + 1
*
[ 8/11 ] 
f(z) = -77/96*z^3 + 13/264*z + 1
*
[ 3/4 ] 
f(z) = -70/99*z^3 + 17/264*z + 1
*
[ 3/4 ] 
f(z) = -64/89*z^3 + 19/267*z + 1
*
[ 3/4 ] 
f(z) = -64/91*z^3 + 17/273*z + 1
*
[ 3/4 ] 
f(z) = -62/99*z^3 + 5/264*z + 1
*
[ 3/4 ] 
f(z) = -64/95*z^3 + 13/285*z + 1
*
[ 3/4 ] 
f(z) = -64/97*z^3 + 11/291*z + 1
*
[ 3/2 ] 
f(z) = -80/81*z^3 + 23/9*z + 1
*
[ -3/4 ] 
f(z) = -80/81*z^3 + 26/9*z + 1
*
-2 | 0.094653676557770898768667623679885060955 | 0.016884948030338286909913678421752217469
f(z) = -79/88*z^3 + 34/11*z + 1
*
[ 3/2 ] 
f(z) = -76/81*z^3 + 22/9*z + 1
*
[ -3/2 ] 
f(z) = -76/81*z^3 + 34/9*z + 1
*
-2 | 0.093553523336903169369290907897991444966 | 0.016871150521980013785681949182098739395
f(z) = -75/88*z^3 + 32/11*z + 1
*
[ 7/5 ] 
f(z) = -75/98*z^3 + 25/14*z + 1
*
-2 | 0.092967118376364483000331062864884231213 | 0.016861942478358921929076254981243942371
f(z) = -73/88*z^3 + 31/11*z + 1
*
-2 | 0.092352235257864264738755876754589540202 | 0.016850633028302035211785376896325936388
f(z) = -71/88*z^3 + 30/11*z + 1
*
-2 | 0.091704616444987676281711013131509144378 | 0.016836614322921293746830367468438371555
f(z) = -69/88*z^3 + 29/11*z + 1
*
[ 3/2 ] 
f(z) = -68/81*z^3 + 20/9*z + 1
*
[ -3/2 ] 
f(z) = -68/81*z^3 + 32/9*z + 1
*
-2 | 0.091018714060523688240067348456474673263 | 0.016819044185146530601507206152756352472
f(z) = -67/88*z^3 + 28/11*z + 1
*
[ 2 ] 
f(z) = -67/88*z^3 + 39/11*z + 1
*
-2 | 0.090287054751802933838309479920188415190 | 0.016796721565665167003766564725151181925
f(z) = -65/88*z^3 + 27/11*z + 1
*
[ 2 ] 
f(z) = -65/88*z^3 + 38/11*z + 1
*
[ -3/4 ] 
f(z) = -64/81*z^3 + 25/9*z + 1
*
[ -9/8 ] 
f(z) = -64/81*z^3 + 26/9*z + 1
*
3/2 | 0.10705163741259290050210050144629967274 | 0.019238250482776034116516471283487443643
f(z) = -64/81*z^3 + 29/18*z + 1
*
[ -3/2 ] 
f(z) = -64/81*z^3 + 31/9*z + 1
*
[ -3/8 ] 
f(z) = -64/81*z^3 + 34/9*z + 1
*
-2 | 0.089499141593614554400156959931620418576 | 0.016767869429162520488775075590557539715
f(z) = -63/88*z^3 + 26/11*z + 1
*
[ -2/3 ] 
f(z) = -63/88*z^3 + 31/11*z + 1
*
[ 2 ] 
f(z) = -63/88*z^3 + 37/11*z + 1
*
[ 3/2 ] 
f(z) = -62/81*z^3 + 37/18*z + 1
*
-2 | 0.088639399548622985833923521369200528691 | 0.016729726329393776484785412389337061442
f(z) = -61/88*z^3 + 25/11*z + 1
*
[ 2 ] 
f(z) = -61/88*z^3 + 36/11*z + 1
*
15/16 | 0.081379992328197045498511859696210125048 | 0.014011362921723198656159838116681906480
f(z) = -64/81*z^3 + 37/36*z + 1
*
[ 4/3 ] 
f(z) = -63/80*z^3 + 33/20*z + 1
*
[ 14/15 ] 
f(z) = -75/98*z^3 + 25/42*z + 1
*
[ 4/5 ] 
f(z) = -75/92*z^3 + 25/92*z + 1
*
[ 5/6 ] 
f(z) = -72/85*z^3 + 33/85*z + 1
*
[ 5/6 ] 
f(z) = -72/95*z^3 + 31/95*z + 1
*
[ 7/8 ] 
f(z) = -64/91*z^3 + 36/91*z + 1
*
9/16 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = -80/81*z^3 + 29/144*z + 1
*
[ 3/4 ] 
f(z) = -79/81*z^3 + 31/144*z + 1
*
[ 3/4 ] 
f(z) = -77/81*z^3 + 29/144*z + 1
*
[ 3/4 ] 
f(z) = -73/81*z^3 + 25/144*z + 1
*
[ 3/4 ] 
f(z) = -71/81*z^3 + 23/144*z + 1
*
6/5 | 0.20074199400851545833678013134828015961 | 0.027937533994096218012415408908477773004
f(z) = -65/88*z^3 + 38/165*z + 1
*
9/8 | 0.15187376402184193267473832972763365247 | 0.020550749057630392929781884056146718318
f(z) = -80/81*z^3 + 29/180*z + 1
*
[ 3/4 ] 
f(z) = -64/83*z^3 + 25/249*z + 1
*
[ 3/4 ] 
f(z) = -64/85*z^3 + 23/255*z + 1
*
[ 11/15 ] 
f(z) = -75/88*z^3 + 25/264*z + 1
*
[ 3/4 ] 
f(z) = -74/99*z^3 + 23/264*z + 1
*
[ 3/4 ] 
f(z) = -80/97*z^3 + 38/291*z + 1
*
[ 9/4 ] 
f(z) = -80/81*z^3 + 50/9*z + 1
*
[ -9/4 ] 
f(z) = -80/81*z^3 + 58/9*z + 1
*
[ 2 ] 
f(z) = -79/88*z^3 + 45/11*z + 1
*
[ -2 ] 
f(z) = -79/88*z^3 + 56/11*z + 1
*
[ -2/5 ] 
f(z) = -75/88*z^3 + 40/11*z + 1
*
[ 2 ] 
f(z) = -75/88*z^3 + 43/11*z + 1
*
[ -2 ] 
f(z) = -75/88*z^3 + 54/11*z + 1
*
[ -7/5 ] 
f(z) = -75/98*z^3 + 45/14*z + 1
*
[ 3/2 ] 
f(z) = -74/81*z^3 + 43/18*z + 1
*
[ 2 ] 
f(z) = -73/88*z^3 + 42/11*z + 1
*
[ -2 ] 
f(z) = -73/88*z^3 + 53/11*z + 1
*
[ 2 ] 
f(z) = -71/88*z^3 + 41/11*z + 1
*
[ -2 ] 
f(z) = -71/88*z^3 + 52/11*z + 1
*
[ 3/2 ] 
f(z) = -70/81*z^3 + 41/18*z + 1
*
[ 2 ] 
f(z) = -69/88*z^3 + 40/11*z + 1
*
[ -2 ] 
f(z) = -69/88*z^3 + 51/11*z + 1
*
[ -2 ] 
f(z) = -67/88*z^3 + 50/11*z + 1
*
[ -2 ] 
f(z) = -65/88*z^3 + 49/11*z + 1
*
[ 9/4 ] 
f(z) = -64/81*z^3 + 41/9*z + 1
*
-3/4 | 0.15846241044500179010439164866126548517 | 0.026808976858435682920300417443921079343
f(z) = -64/81*z^3 + 41/18*z + 1
*
[ -9/4 ] 
f(z) = -64/81*z^3 + 49/9*z + 1
*
[ -2 ] 
f(z) = -63/88*z^3 + 48/11*z + 1
*
[ -2 ] 
f(z) = -61/88*z^3 + 47/11*z + 1
*
[ 9/8 ] 
f(z) = -80/81*z^3 + 49/36*z + 1
*
14/15 | 0.14605349656003305530742310193150427982 | 0.025212006467350943092909815038073672558
f(z) = -75/88*z^3 + 41/33*z + 1
*
[ 6/5 ] 
f(z) = -75/88*z^3 + 46/33*z + 1
*
-22/15 | 0.17172654556619772469542963190887543337 | 0.028661864593538879135957538122262087822
f(z) = -75/88*z^3 + 50/33*z + 1
*
-2 | 0.071586260883677711563219291162615490858 | 0.013101841974314246388176920788403913544
f(z) = -71/96*z^3 + 59/24*z + 1
*
-2 | 0.092044031676985533452080903781443018281 | 0.016846058766363161268121593035631852687
f(z) = -69/80*z^3 + 59/20*z + 1
*
-2 | 0.091410408271671855780531713608340457473 | 0.016836358286749054431226128070350549356
f(z) = -67/80*z^3 + 57/20*z + 1
*
-2 | 0.070092118517368749584047283165426816807 | 0.012995357561307902259333980726394614373
f(z) = -67/96*z^3 + 55/24*z + 1
*
-2 | 0.069241615073751456370353566875503745146 | 0.012926444478482925057816826111931515750
f(z) = -65/96*z^3 + 53/24*z + 1
*
-3/16 | 0.087084221708718772742453683089720639375 | 0.014301786813868419160224901246652632181
f(z) = -64/81*z^3 + 49/36*z + 1
*
[ 3/2 ] 
f(z) = -64/99*z^3 + 59/33*z + 1
*
-2 | 0.090039043024324608194132801241058444061 | 0.016809034412469677277599981606019039272
f(z) = -63/80*z^3 + 53/20*z + 1
*
[ -2/3 ] 
f(z) = -63/80*z^3 + 57/20*z + 1
*
-2 | 0.089289020557112692573475004186408708273 | 0.016789583661230986981481838957836813375
f(z) = -61/80*z^3 + 51/20*z + 1
*
-2 | 0.067165099336194949450099008410795847951 | 0.012725206569496308869911446389809829314
f(z) = -61/96*z^3 + 49/24*z + 1
*
-2/3 | 0.091316176516498638959645629590100695291 | 0.016661593254681287997950877038211440148
f(z) = -69/80*z^3 + 53/60*z + 1
*
-4/5 | 0.14533003548723228251099753563373491491 | 0.023539855939515179632466305613725418291
f(z) = -65/96*z^3 + 41/60*z + 1
*
[ 9/11 ] 
f(z) = -77/81*z^3 + 41/99*z + 1
*
[ 9/10 ] 
f(z) = -70/81*z^3 + 53/90*z + 1
*
[ 6/7 ] 
f(z) = -70/81*z^3 + 59/126*z + 1
*
-20/21 | 0.11718401451350360958101926967596432669 | 0.018518518518518518518518518518518518519
f(z) = -63/80*z^3 + 51/140*z + 1
*
[ 4/5 ] 
f(z) = -75/82*z^3 + 55/164*z + 1
*
[ 4/5 ] 
f(z) = -75/86*z^3 + 53/172*z + 1
*
[ 4/5 ] 
f(z) = -75/94*z^3 + 49/188*z + 1
*
[ 4/5 ] 
f(z) = -75/98*z^3 + 47/196*z + 1
*
[ 4/5 ] 
f(z) = -65/88*z^3 + 49/220*z + 1
*
[ 3/4 ] 
f(z) = -80/83*z^3 + 52/249*z + 1
*
[ 3/4 ] 
f(z) = -80/89*z^3 + 46/267*z + 1
*
[ 3/4 ] 
f(z) = -80/91*z^3 + 44/273*z + 1
*
-3/2 | 0.10414260366562625320867469854772915839 | 0.016509349787620765790938057791422436217
f(z) = -80/81*z^3 + 61/18*z + 1
*
[ -3/2 ] 
f(z) = -74/81*z^3 + 67/18*z + 1
*
[ 3 ] 
f(z) = -73/81*z^3 + 79/9*z + 1
*
[ 3 ] 
f(z) = -71/81*z^3 + 77/9*z + 1
*
[ -3/2 ] 
f(z) = -70/81*z^3 + 65/18*z + 1
*
[ 3 ] 
f(z) = -70/81*z^3 + 76/9*z + 1
*
[ 3 ] 
f(z) = -68/81*z^3 + 74/9*z + 1
*
[ 3 ] 
f(z) = -67/81*z^3 + 73/9*z + 1
*
[ -3 ] 
f(z) = -67/81*z^3 + 79/9*z + 1
*
[ 3 ] 
f(z) = -65/81*z^3 + 71/9*z + 1
*
[ -3 ] 
f(z) = -65/81*z^3 + 77/9*z + 1
*
[ 3 ] 
f(z) = -64/81*z^3 + 70/9*z + 1
*
-3/2 | 0.098428329914008995141841074355671105279 | 0.015236808935666120219817935081857837243
f(z) = -64/81*z^3 + 71/18*z + 1
*
[ -3 ] 
f(z) = -64/81*z^3 + 76/9*z + 1
*
[ -3/2 ] 
f(z) = -62/81*z^3 + 61/18*z + 1
*
[ 3 ] 
f(z) = -62/81*z^3 + 68/9*z + 1
*
[ -3 ] 
f(z) = -62/81*z^3 + 74/9*z + 1
*
[ 3 ] 
f(z) = -61/81*z^3 + 67/9*z + 1
*
[ -3 ] 
f(z) = -61/81*z^3 + 73/9*z + 1
*
15/8 | 0.092594269489333533328499539830359383626 | 0.014155915735106121652734648776653944769
f(z) = -80/81*z^3 + 77/36*z + 1
*
[ 3/2 ] 
f(z) = -80/99*z^3 + 71/33*z + 1
*
-2 | 0.094836404163716578445322707040902365761 | 0.016873601444016515920214066561996075798
f(z) = -79/80*z^3 + 69/20*z + 1
*
-2 | 0.074057538547109202169815142952419634104 | 0.013245879270558139679621597401162762492
f(z) = -79/96*z^3 + 67/24*z + 1
*
-2 | 0.094319763796193205195266070929803029806 | 0.016869966631110822239048468560388810236
f(z) = -77/80*z^3 + 67/20*z + 1
*
-2 | 0.073487859486460879270425944067081246448 | 0.013215620739114325080943224686145100831
f(z) = -77/96*z^3 + 65/24*z + 1
*
[ 3/2 ] 
f(z) = -76/99*z^3 + 68/33*z + 1
*
-6/5 | 0.14453429863355003767304416847212205171 | 0.022945779203681135222657195070048233850
f(z) = -75/88*z^3 + 68/33*z + 1
*
[ 22/15 ] 
f(z) = -75/88*z^3 + 71/33*z + 1
*
-2 | 0.093227988699972844158610960234291306916 | 0.016860328114259453093852186622307744297
f(z) = -73/80*z^3 + 63/20*z + 1
*
-2 | 0.072256885730237605604113120828387565041 | 0.013144383211300332344894853021748743119
f(z) = -73/96*z^3 + 61/24*z + 1
*
-2 | 0.092648803877034934264651048852840771126 | 0.016853914612026146430014424343422353580
f(z) = -71/80*z^3 + 61/20*z + 1
*
[ 2 ] 
f(z) = -69/80*z^3 + 79/20*z + 1
*
[ 3/2 ] 
f(z) = -68/99*z^3 + 62/33*z + 1
*
[ 2 ] 
f(z) = -67/80*z^3 + 77/20*z + 1
*
[ 3/2 ] 
f(z) = -67/81*z^3 + 79/36*z + 1
*
[ 2 ] 
f(z) = -67/96*z^3 + 79/24*z + 1
*
[ 3/2 ] 
f(z) = -65/81*z^3 + 77/36*z + 1
*
[ 2 ] 
f(z) = -65/96*z^3 + 77/24*z + 1
*
-9/16 | 0.081380686433593335144636264045641756677 | 0.012900985485273895373379452048262752464
f(z) = -64/81*z^3 + 61/36*z + 1
*
3/2 | 0.18115904697634655472828626838047345890 | 0.028297624197476254635965425749484365459
f(z) = -64/81*z^3 + 67/36*z + 1
*
[ -4/3 ] 
f(z) = -63/80*z^3 + 63/20*z + 1
*
[ 2 ] 
f(z) = -61/80*z^3 + 71/20*z + 1
*
[ 3/2 ] 
f(z) = -61/81*z^3 + 73/36*z + 1
*
[ 2 ] 
f(z) = -61/96*z^3 + 73/24*z + 1
*
9/10 | 0.17079190540693962758117146198830862476 | 0.027075022210032133266051447310508962653
f(z) = -80/81*z^3 + 61/45*z + 1
*
9/5 | 0.17079202915599357239505338885555330223 | 0.026438785644926507861230178777421053432
f(z) = -70/81*z^3 + 71/45*z + 1
*
[ 4/3 ] 
f(z) = -63/88*z^3 + 67/44*z + 1
*
12/7 | 0.093390479093040923468199355472305482626 | 0.014306231791251078964685863327387809265
f(z) = -70/81*z^3 + 76/63*z + 1
*
-4/3 | 0.10652866149690241005380729743110635776 | 0.018591065693732211374158960159103938544
f(z) = -69/80*z^3 + 77/60*z + 1
*
[ 22/21 ] 
f(z) = -63/88*z^3 + 64/77*z + 1
*
[ 6/7 ] 
f(z) = -77/81*z^3 + 67/126*z + 1
*
[ 12/13 ] 
f(z) = -65/96*z^3 + 77/156*z + 1
*
10/7 | 0.13791052517777852388734847339918012645 | 0.021793916388732436366216489439660025988
f(z) = -63/80*z^3 + 71/140*z + 1
*
[ 3 ] 
f(z) = -80/81*z^3 + 86/9*z + 1
*
[ -3 ] 
f(z) = -80/81*z^3 + 92/9*z + 1
*
[ 3 ] 
f(z) = -79/81*z^3 + 85/9*z + 1
*
[ -3 ] 
f(z) = -79/81*z^3 + 91/9*z + 1
*
[ 3 ] 
f(z) = -77/81*z^3 + 83/9*z + 1
*
[ -3 ] 
f(z) = -77/81*z^3 + 89/9*z + 1
*
[ 3 ] 
f(z) = -76/81*z^3 + 82/9*z + 1
*
[ -3 ] 
f(z) = -76/81*z^3 + 88/9*z + 1
*
[ 14/5 ] 
f(z) = -75/98*z^3 + 93/14*z + 1
*
[ 3 ] 
f(z) = -74/81*z^3 + 80/9*z + 1
*
[ -3 ] 
f(z) = -74/81*z^3 + 86/9*z + 1
*
[ -3 ] 
f(z) = -73/81*z^3 + 85/9*z + 1
*
[ -3 ] 
f(z) = -71/81*z^3 + 83/9*z + 1
*
[ -3 ] 
f(z) = -70/81*z^3 + 82/9*z + 1
*
[ -3 ] 
f(z) = -68/81*z^3 + 80/9*z + 1
*
[ -3/4 ] 
f(z) = -80/99*z^3 + 92/33*z + 1
*
[ 2 ] 
f(z) = -79/80*z^3 + 89/20*z + 1
*
[ 3/2 ] 
f(z) = -79/81*z^3 + 91/36*z + 1
*
[ 2 ] 
f(z) = -79/96*z^3 + 91/24*z + 1
*
[ 2 ] 
f(z) = -77/80*z^3 + 87/20*z + 1
*
[ 3/2 ] 
f(z) = -77/81*z^3 + 89/36*z + 1
*
[ 2 ] 
f(z) = -77/96*z^3 + 89/24*z + 1
*
[ -2/3 ] 
f(z) = -75/88*z^3 + 95/33*z + 1
*
[ 2 ] 
f(z) = -73/80*z^3 + 83/20*z + 1
*
[ 3/2 ] 
f(z) = -73/81*z^3 + 85/36*z + 1
*
[ 2 ] 
f(z) = -73/96*z^3 + 85/24*z + 1
*
[ 2 ] 
f(z) = -71/80*z^3 + 81/20*z + 1
*
[ 3/2 ] 
f(z) = -71/81*z^3 + 83/36*z + 1
*
[ 2 ] 
f(z) = -71/96*z^3 + 83/24*z + 1
*
[ -2 ] 
f(z) = -69/80*z^3 + 99/20*z + 1
*
[ -2/3 ] 
f(z) = -69/88*z^3 + 94/33*z + 1
*
[ -2 ] 
f(z) = -67/80*z^3 + 97/20*z + 1
*
9/16 | 0.18614741016286993475402692918835358153 | 0.027841950593437413991931114141150068933
f(z) = -64/81*z^3 + 89/36*z + 1
*
[ -3/4 ] 
f(z) = -64/99*z^3 + 89/33*z + 1
*
[ -2 ] 
f(z) = -63/80*z^3 + 93/20*z + 1
*
[ -2 ] 
f(z) = -61/80*z^3 + 91/20*z + 1
*
[ -2 ] 
f(z) = -61/96*z^3 + 97/24*z + 1
*
9/20 | 0.13216116425750240679497016232665143367 | 0.019767261883520463855852429730083989433
f(z) = -80/81*z^3 + 89/45*z + 1
*
-3/2 | 0.085357898136989439835680984797737853850 | 0.012663400783107607938448058962994122548
f(z) = -80/81*z^3 + 94/45*z + 1
*
6/5 | 0.17128608051950157110906341491800479410 | 0.025751218475079293383213033355664016206
f(z) = -70/81*z^3 + 86/45*z + 1
*
-2 | 0.088166587401755585093792860692302907148 | 0.016672113357743248245873468370406724176
f(z) = -61/92*z^3 + 99/46*z + 1
*
-4/7 | 0.15156103116738307791427035206829533687 | 0.023238097932293336279563498370539525849
f(z) = -77/96*z^3 + 85/84*z + 1
*
[ 9/8 ] 
f(z) = -64/99*z^3 + 92/99*z + 1
*
-6/5 | 0.093165046554097134306309557254362780270 | 0.015090423442952657295227503850294422376
f(z) = -65/96*z^3 + 97/120*z + 1
*
[ 20/21 ] 
f(z) = -63/80*z^3 + 93/140*z + 1
*
[ 9/10 ] 
f(z) = -65/81*z^3 + 97/180*z + 1
*
[ 6/7 ] 
f(z) = -77/90*z^3 + 97/210*z + 1
*
[ 6/7 ] 
f(z) = -63/88*z^3 + 83/231*z + 1
*
[ -14/5 ] 
f(z) = -75/98*z^3 + 103/14*z + 1
*
-9/4 | 0.19787713100908560895830565669215706850 | 0.029046844849097776609576752457802416505
f(z) = -64/81*z^3 + 101/18*z + 1
*
-4 | 0.20023697803584538702650219117158267597 | 0.029417070332479835139630402265905442963
f(z) = -61/96*z^3 + 113/12*z + 1
*
[ -9/8 ] 
f(z) = -80/81*z^3 + 113/36*z + 1
*
[ -3/2 ] 
f(z) = -80/99*z^3 + 115/33*z + 1
*
[ -2 ] 
f(z) = -79/80*z^3 + 109/20*z + 1
*
[ -2 ] 
f(z) = -79/96*z^3 + 115/24*z + 1
*
[ -2 ] 
f(z) = -77/80*z^3 + 107/20*z + 1
*
[ -2 ] 
f(z) = -77/96*z^3 + 113/24*z + 1
*
[ -3/4 ] 
f(z) = -76/81*z^3 + 103/36*z + 1
*
[ -3/2 ] 
f(z) = -76/99*z^3 + 112/33*z + 1
*
[ -6/5 ] 
f(z) = -75/88*z^3 + 101/33*z + 1
*
[ -22/15 ] 
f(z) = -75/88*z^3 + 116/33*z + 1
*
[ -2 ] 
f(z) = -73/80*z^3 + 103/20*z + 1
*
[ -2 ] 
f(z) = -73/96*z^3 + 109/24*z + 1
*
[ -2 ] 
f(z) = -71/80*z^3 + 101/20*z + 1
*
[ -2 ] 
f(z) = -71/96*z^3 + 107/24*z + 1
*
[ -3/4 ] 
f(z) = -68/81*z^3 + 101/36*z + 1
*
[ -3/2 ] 
f(z) = -68/99*z^3 + 106/33*z + 1
*
[ -2 ] 
f(z) = -67/96*z^3 + 103/24*z + 1
*
[ -2 ] 
f(z) = -65/96*z^3 + 101/24*z + 1
*
[ -9/16 ] 
f(z) = -64/81*z^3 + 109/36*z + 1
*
[ -3/2 ] 
f(z) = -64/99*z^3 + 103/33*z + 1
*
-28/15 | 0.10320251082234108224910351171271299779 | 0.015682748843894294436354001131431868150
f(z) = -75/98*z^3 + 103/42*z + 1
*
[ -14/15 ] 
f(z) = -75/98*z^3 + 115/42*z + 1
*
-2 | 0.092160195734216690763198661795609612276 | 0.016841307974333852661671798891184713892
f(z) = -71/92*z^3 + 119/46*z + 1
*
-2 | 0.070889205697073891871722538050847423251 | 0.013077898345198557556332037678197467544
f(z) = -67/84*z^3 + 113/42*z + 1
*
-2 | 0.090758301382134215391792420501919700414 | 0.016798763828959602834990760951864998733
f(z) = -67/92*z^3 + 111/46*z + 1
*
-2 | 0.070194343114320301793513934120534358874 | 0.013036383596934838227121904117663027263
f(z) = -65/84*z^3 + 109/42*z + 1
*
-2 | 0.089977060597867399517807699199978304701 | 0.016768069843394742108132523621855267811
f(z) = -65/92*z^3 + 107/46*z + 1
*
-15/8 | 0.20596471271076456410189244564258392174 | 0.029743861595530697142168168937718531435
f(z) = -64/81*z^3 + 113/45*z + 1
*
-2 | 0.089122137794434169840115010846793836333 | 0.016727516738565917642561002423065216573
f(z) = -63/92*z^3 + 103/46*z + 1
*
-2 | 0.068657235218737576362401071851555795285 | 0.012934018993117178953104584930563473411
f(z) = -61/84*z^3 + 101/42*z + 1
*
[ 9/7 ] 
f(z) = -77/81*z^3 + 113/63*z + 1
*
[ 9/7 ] 
f(z) = -70/81*z^3 + 104/63*z + 1
*
[ 4/3 ] 
f(z) = -69/80*z^3 + 107/60*z + 1
*
-2/3 | 0.16516253416421949410754540390694131431 | 0.027015230642681495634131062347661043448
f(z) = -69/80*z^3 + 113/60*z + 1
*
[ 7/5 ] 
f(z) = -65/98*z^3 + 111/70*z + 1
*
2 | 0.15251115168889185125142862380966535665 | 0.024736547513032085776668697386934695328
f(z) = -63/80*z^3 + 119/60*z + 1
*
[ 3/2 ] 
f(z) = -62/99*z^3 + 115/66*z + 1
*
[ 7/6 ] 
f(z) = -72/91*z^3 + 111/91*z + 1
*
-9/10 | 0.11118380690702492526095929559117927454 | 0.016274087029427306894450279631252567641
f(z) = -70/81*z^3 + 103/90*z + 1
*
[ 6/5 ] 
f(z) = -65/81*z^3 + 119/90*z + 1
*
[ 5/4 ] 
f(z) = -64/85*z^3 + 117/85*z + 1
*
[ 5/4 ] 
f(z) = -64/95*z^3 + 119/95*z + 1
*
3/4 | 0.17390705234780616122805519784529043042 | 0.029074571030474192406102142872080137757
f(z) = -64/99*z^3 + 103/132*z + 1
*
-12/13 | 0.16302467455011946518542243288546864790 | 0.022866863590873878918609040635652339760
f(z) = -65/96*z^3 + 103/156*z + 1
*
-20/21 | 0.12545012614228180446104084015395725392 | 0.019824807110091140093240374361237953714
f(z) = -63/80*z^3 + 107/140*z + 1
*
[ 15/16 ] 
f(z) = -64/81*z^3 + 113/180*z + 1
*
[ 9/10 ] 
f(z) = -64/81*z^3 + 119/225*z + 1
*
8/7 | 0.17597940480114216404271517306409228368 | 0.027809918274410061056452260385246677155
f(z) = -77/80*z^3 + 107/280*z + 1
*
-4 | 0.20632672183822832268067624590675566353 | 0.029868852254509907983916881727900627544
f(z) = -67/96*z^3 + 125/12*z + 1
*
-4 | 0.20437426758941209059000125146749423476 | 0.029726162694584613693730840132813171785
f(z) = -65/96*z^3 + 121/12*z + 1
*
[ 4 ] 
f(z) = -65/96*z^3 + 139/12*z + 1
*
[ 4 ] 
f(z) = -61/96*z^3 + 131/12*z + 1
*
[ -4 ] 
f(z) = -61/96*z^3 + 137/12*z + 1
*
[ -3/2 ] 
f(z) = -79/81*z^3 + 139/36*z + 1
*
[ -3/2 ] 
f(z) = -77/81*z^3 + 137/36*z + 1
*
[ -3/2 ] 
f(z) = -73/81*z^3 + 133/36*z + 1
*
[ -3/2 ] 
f(z) = -71/81*z^3 + 131/36*z + 1
*
[ -3/2 ] 
f(z) = -67/81*z^3 + 127/36*z + 1
*
[ -3/2 ] 
f(z) = -65/81*z^3 + 125/36*z + 1
*
9/4 | 0.19862560634080402030299607956290626004 | 0.027907808233511608797393422710407317958
f(z) = -64/81*z^3 + 137/36*z + 1
*
[ -3/8 ] 
f(z) = -64/99*z^3 + 124/33*z + 1
*
[ -3/2 ] 
f(z) = -61/81*z^3 + 121/36*z + 1
*
-3/20 | 0.17767814561612543021397345839332388684 | 0.025407945284351813477533882853142951455
f(z) = -80/81*z^3 + 121/45*z + 1
*
[ -9/10 ] 
f(z) = -80/81*z^3 + 131/45*z + 1
*
[ -3/5 ] 
f(z) = -80/81*z^3 + 136/45*z + 1
*
-2 | 0.074408925820219701745437558935004764879 | 0.013256231536126525203896337955060697731
f(z) = -79/84*z^3 + 137/42*z + 1
*
-2 | 0.094537746600259204380779202096090383611 | 0.016886498962142029749187969910368749441
f(z) = -79/92*z^3 + 135/46*z + 1
*
-2 | 0.093984468737586737112516325648944318722 | 0.016878350230325301742347979266166432502
f(z) = -77/92*z^3 + 131/46*z + 1
*
[ -4/5 ] 
f(z) = -75/88*z^3 + 123/44*z + 1
*
-2 | 0.093406219366943772684961499724324167686 | 0.016868445151178569686366717212969202684
f(z) = -75/92*z^3 + 127/46*z + 1
*
[ -7/15 ] 
f(z) = -75/98*z^3 + 139/42*z + 1
*
-2 | 0.072764950904930042205501300370725128427 | 0.013178568496162166808061546346706068423
f(z) = -73/84*z^3 + 125/42*z + 1
*
-2 | 0.092799580751178661606673104306468381922 | 0.016856311040577952072115161742338220656
f(z) = -73/92*z^3 + 123/46*z + 1
*
-2 | 0.072168689602829678594735552965408075063 | 0.013148024846214034446999872396294198338
f(z) = -71/84*z^3 + 121/42*z + 1
*
9/5 | 0.20492835778399172533309468666741331323 | 0.028975697528511559511667119393778748224
f(z) = -70/81*z^3 + 131/45*z + 1
*
[ -3/5 ] 
f(z) = -70/81*z^3 + 134/45*z + 1
*
[ -3/5 ] 
f(z) = -65/81*z^3 + 133/45*z + 1
*
[ 9/5 ] 
f(z) = -65/81*z^3 + 137/45*z + 1
*
-6/5 | 0.21444121908527531411695539676911074380 | 0.028902846631021157958873783436973594998
f(z) = -65/96*z^3 + 139/40*z + 1
*
[ -4/3 ] 
f(z) = -63/88*z^3 + 133/44*z + 1
*
[ -2/3 ] 
f(z) = -63/92*z^3 + 129/46*z + 1
*
[ 3/2 ] 
f(z) = -74/99*z^3 + 133/66*z + 1
*
[ 3/2 ] 
f(z) = -70/99*z^3 + 127/66*z + 1
*
5/3 | 0.11508587719508050338640918109009427209 | 0.023757521157015344785666274585183506615
f(z) = -63/80*z^3 + 127/80*z + 1
*
[ 4/3 ] 
f(z) = -63/92*z^3 + 135/92*z + 1
*
[ 12/11 ] 
f(z) = -77/96*z^3 + 137/132*z + 1
*
3/2 | 0.13523350460594261685709178195529702587 | 0.019227039160061012899407965338509187665
f(z) = -70/81*z^3 + 125/126*z + 1
*
[ 6/5 ] 
f(z) = -65/96*z^3 + 137/120*z + 1
*
-6/7 | 0.065830546173181323793422033920226558286 | 0.010111817800442513764559467806817888083
f(z) = -77/96*z^3 + 127/168*z + 1
*
3/40 | 0.19109373806953438443951911514451016610 | 0.025857787109212417015601288395377322557
f(z) = -80/81*z^3 + 121/180*z + 1
*
[ 9/10 ] 
f(z) = -68/81*z^3 + 128/225*z + 1
*
[ 4 ] 
f(z) = -73/96*z^3 + 155/12*z + 1
*
[ 4 ] 
f(z) = -71/96*z^3 + 151/12*z + 1
*
[ -4 ] 
f(z) = -71/96*z^3 + 157/12*z + 1
*
[ 4 ] 
f(z) = -67/96*z^3 + 143/12*z + 1
*
[ -4 ] 
f(z) = -67/96*z^3 + 149/12*z + 1
*
[ -4 ] 
f(z) = -65/96*z^3 + 145/12*z + 1
*
[ 9/2 ] 
f(z) = -64/81*z^3 + 151/9*z + 1
*
[ -9/2 ] 
f(z) = -64/81*z^3 + 155/9*z + 1
*
9/4 | 0.14689208412500165033776041358447837067 | 0.020398361114583186609184334288117051622
f(z) = -68/81*z^3 + 149/36*z + 1
*
[ -9/20 ] 
f(z) = -80/81*z^3 + 154/45*z + 1
*
[ -7/10 ] 
f(z) = -75/98*z^3 + 157/56*z + 1
*
[ 9/5 ] 
f(z) = -70/81*z^3 + 146/45*z + 1
*
[ 2 ] 
f(z) = -67/84*z^3 + 155/42*z + 1
*
[ 2 ] 
f(z) = -67/92*z^3 + 157/46*z + 1
*
-6/5 | 0.17079190540693962758117146198830862476 | 0.023546233236803969459825692664930224644
f(z) = -65/81*z^3 + 157/45*z + 1
*
[ 2 ] 
f(z) = -65/84*z^3 + 151/42*z + 1
*
[ 2 ] 
f(z) = -65/92*z^3 + 153/46*z + 1
*
[ 15/8 ] 
f(z) = -64/81*z^3 + 146/45*z + 1
*
[ 2 ] 
f(z) = -63/92*z^3 + 149/46*z + 1
*
[ 2 ] 
f(z) = -61/84*z^3 + 143/42*z + 1
*
[ 2 ] 
f(z) = -61/92*z^3 + 145/46*z + 1
*
3/4 | 0.18742052493801246141795895767393350330 | 0.025978295137000661272345749102960161608
f(z) = -62/81*z^3 + 151/72*z + 1
*
[ 6/5 ] 
f(z) = -80/81*z^3 + 143/90*z + 1
*
-1 | 0.084865490701307455140500117231295711934 | 0.016742374153398974917052570691634236440
f(z) = -79/80*z^3 + 159/80*z + 1
*
-1 | 0.083942555235755323577295450339461455842 | 0.016601755228546053342793220402369645758
f(z) = -77/80*z^3 + 157/80*z + 1
*
-1 | 0.078706223667568846138075440273873674964 | 0.015546616538378293704495321633368806797
f(z) = -77/81*z^3 + 158/81*z + 1
*
-1 | 0.079196533602431393304910896792162921758 | 0.015623994939131520218152504204794753823
f(z) = -77/82*z^3 + 159/82*z + 1
*
-1 | 0.078210880109097107921708064627500700202 | 0.015468172062831391354518253852625692854
f(z) = -76/81*z^3 + 157/81*z + 1
*
-1 | 0.091268593736178495680409363474568961665 | 0.018005586630775528290103633525818132503
f(z) = -76/83*z^3 + 159/83*z + 1
*
-1 | 0.078163480891099328253758081295807929882 | 0.015458797673250164400595390481727147881
f(z) = -75/82*z^3 + 157/82*z + 1
*
-1 | 0.090728387980630065251555895673102415651 | 0.017921320466824466329469969521876549683
f(z) = -75/83*z^3 + 158/83*z + 1
*
-1 | 0.077162030911592277190272238888704224114 | 0.015299529411616674132243711471626104848
f(z) = -74/81*z^3 + 155/81*z + 1
*
-1 | 0.090163823090248882989057551798877916508 | 0.017832167691467245687193334807234267303
f(z) = -74/83*z^3 + 157/83*z + 1
*
-1 | 0.089552546217673286869025374875997355174 | 0.017667042549048049090881887391046818035
f(z) = -74/85*z^3 + 159/85*z + 1
*
-1 | 0.081889870463616929500236828373509111401 | 0.016278875068783205768309126640646926781
f(z) = -73/80*z^3 + 153/80*z + 1
*
-1 | 0.076604089455620682559487352382858236442 | 0.015208419753426545484391518370370869550
f(z) = -73/81*z^3 + 154/81*z + 1
*
-1 | 0.077039705600489745022453490061769022607 | 0.015275274999532282160580057773499209634
f(z) = -73/82*z^3 + 155/82*z + 1
*
-1 | 0.089571388710454413499593399130214959763 | 0.017737414409810174910016667631271212480
f(z) = -73/83*z^3 + 156/83*z + 1
*
-1 | 0.060351076030234271820127799446184401939 | 0.011935945828898815910105984864770368385
f(z) = -73/84*z^3 + 157/84*z + 1
*
-1 | 0.088915201873718366065410854359972771529 | 0.017563166971416878801190725207559302471
f(z) = -73/85*z^3 + 158/85*z + 1
*
-1 | 0.075720994534195040747817500319595351577 | 0.014938336080809827899705845328707257090
f(z) = -73/86*z^3 + 159/86*z + 1
*
-1 | 0.088946402053671178587992278124647425082 | 0.017636110379686510591222733737692408600
f(z) = -72/83*z^3 + 155/83*z + 1
*
-1 | 0.088234312586283079576649336813937041379 | 0.017450558375336918472452280560248050716
f(z) = -72/85*z^3 + 157/85*z + 1
*
-1 | 0.080728083425357081528999319249915151210 | 0.016090010135174158705081220563499120939
f(z) = -71/80*z^3 + 151/80*z + 1
*
-1 | 0.075405503745133576644670308685455096323 | 0.015009414223177318672771833773545911165
f(z) = -71/81*z^3 + 152/81*z + 1
*
-1 | 0.075799884424118340852801800120442660146 | 0.015068247657280855271728342707507804465
f(z) = -71/82*z^3 + 153/82*z + 1
*
-1 | 0.088282303679433018500876889176379247819 | 0.017526927618324126167256228588541060952
f(z) = -71/83*z^3 + 154/83*z + 1
*
-1 | 0.059003121202453880474982838098098182853 | 0.011699017995630649851207308387728570307
f(z) = -71/84*z^3 + 155/84*z + 1
*
-1 | 0.087497190439151241806715296879883380120 | 0.017326670367143321134577403675892820826
f(z) = -71/85*z^3 + 156/85*z + 1
*
-1 | 0.074212334652624343818962664788843612415 | 0.014677358955556572557301033064819659103
f(z) = -71/86*z^3 + 157/86*z + 1
*
-1 | 0.066193606983591004229304034205685706857 | 0.013075034947840437374744864821423930861
f(z) = -71/87*z^3 + 158/87*z + 1
*
-1 | 0.077374250223510560725567160286153424344 | 0.015264492508976566026987169506595252241
f(z) = -71/88*z^3 + 159/88*z + 1
*
-1 | 0.074755426583480880957985922426233374103 | 0.014899592810222284019275958010997988658
f(z) = -70/81*z^3 + 151/81*z + 1
*
-1 | 0.087569301900498965923011497901910033795 | 0.017407888392400557601710776994697129848
f(z) = -70/83*z^3 + 153/83*z + 1
*
-1 | 0.065155134791061113581584176178884393413 | 0.012886069486998128990434127103887976651
f(z) = -70/87*z^3 + 157/87*z + 1
*
-1 | 0.083123023389707270035286387896379135239 | 0.016398617940599181477583841087857308928
f(z) = -70/89*z^3 + 159/89*z + 1
*
-1 | 0.079438552167723717978021205968392331135 | 0.015875180769493565380013865504625163117
f(z) = -69/80*z^3 + 149/80*z + 1
*
-1 | 0.074390321646541066797022984444057592060 | 0.014826823311845731333339309573769067897
f(z) = -69/82*z^3 + 151/82*z + 1
*
-1 | 0.086791472255207382268827433941929817123 | 0.017275783509395102930537522876640732369
f(z) = -69/83*z^3 + 152/83*z + 1
*
-1 | 0.085743430831409893338843030821741230212 | 0.017022878236003844480368981410591035489
f(z) = -69/85*z^3 + 154/85*z + 1
*
-1 | 0.072207724480100445860247091573655132628 | 0.014317199681990759320540487305716864102
f(z) = -69/86*z^3 + 155/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014705826214857393331983090686888753471
f(z) = -69/88*z^3 + 157/88*z + 1
*
-1 | 0.083160189641613864484259786710583268485 | 0.016426395771160805209086999143437914116
f(z) = -69/89*z^3 + 158/89*z + 1
*
-1 | 0.073312913171016199817690677014061223831 | 0.014651019153404816527952121069123832610
f(z) = -68/81*z^3 + 149/81*z + 1
*
-1 | 0.085919536659638013569201751274462405308 | 0.017124724841774334444697010500126738605
f(z) = -68/83*z^3 + 151/83*z + 1
*
-1 | 0.062368436141665025883178562654723019484 | 0.012366285747445082022177943643709303813
f(z) = -68/87*z^3 + 155/87*z + 1
*
-1 | 0.083123959377250131517301358384013683875 | 0.016439857273023536632867355766827373597
f(z) = -68/89*z^3 + 157/89*z + 1
*
-1 | 0.083534734191156511072904846322136844678 | 0.016479840781873022779384014718000644231
f(z) = -68/91*z^3 + 159/91*z + 1
*
-1 | 0.077960458142479710923551568524896896746 | 0.015621984023794266091126949297604236083
f(z) = -67/80*z^3 + 147/80*z + 1
*
-1 | 0.072488060683287163634631167261369396317 | 0.014505699720593626256755255681657997112
f(z) = -67/81*z^3 + 148/81*z + 1
*
-1 | 0.072685268776407430725673295294894192594 | 0.014525589271420865010802087769048919217
f(z) = -67/82*z^3 + 149/82*z + 1
*
-1 | 0.084887954055914595357895989508929976304 | 0.016941555126938335349287762473072379533
f(z) = -67/83*z^3 + 150/83*z + 1
*
-1 | 0.055142533667740043270606023551786797035 | 0.010990523841848473290073155916515764274
f(z) = -67/84*z^3 + 151/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016376050191332341895491177801326567976
f(z) = -67/85*z^3 + 152/85*z + 1
*
-1 | 0.069652842909568302301775713221214802798 | 0.013846278196449396499047083816556730909
f(z) = -67/86*z^3 + 153/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012380176809977214832691860336882251853
f(z) = -67/87*z^3 + 154/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014743209305043488652120672114623107078
f(z) = -67/88*z^3 + 155/88*z + 1
*
-1 | 0.083123193211623055546477080232034997706 | 0.016460507605027152430328000991313247699
f(z) = -67/89*z^3 + 156/89*z + 1
*
-1 | 0.056931587901547167964742180976951718274 | 0.011259655897529162764231178409740516492
f(z) = -67/90*z^3 + 157/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016500319452950925470741760080868050458
f(z) = -67/91*z^3 + 158/91*z + 1
*
-1 | 0.075180442189555156213278427677272811549 | 0.014831695212670493738057022051573390411
f(z) = -67/92*z^3 + 159/92*z + 1
*
-1 | 0.083476678421268821773659662790507139074 | 0.016682169095636711175822368019835841810
f(z) = -66/83*z^3 + 149/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016397594361980628286670885434292485002
f(z) = -66/85*z^3 + 151/85*z + 1
*
-1 | 0.083123451109403050855180594946510370607 | 0.016481547595610705589152315473838911097
f(z) = -66/89*z^3 + 155/89*z + 1
*
-1 | 0.083535250428416359662014937791972149503 | 0.016521200440859874776230177079496264263
f(z) = -66/91*z^3 + 157/91*z + 1
*
-1 | 0.070387164713930442832968013749526678092 | 0.014123740105675183279696206830503378119
f(z) = -65/81*z^3 + 146/81*z + 1
*
-1 | 0.069998479997836098596091289879717643679 | 0.014026535531866440524172459185248989166
f(z) = -65/82*z^3 + 147/82*z + 1
*
-1 | 0.081832422302188486790196400063195239442 | 0.016375614606531170864301219397332304017
f(z) = -65/83*z^3 + 148/83*z + 1
*
-1 | 0.053150787311590763001212034176995226107 | 0.010621774108255206303019162986086203999
f(z) = -65/84*z^3 + 149/84*z + 1
*
-1 | 0.069652421474542024185271739456249167951 | 0.013882506804475721422691875330747044471
f(z) = -65/86*z^3 + 151/86*z + 1
*
-1 | 0.062359040307494669144900718715034177751 | 0.012412524551238778803298610999142284023
f(z) = -65/87*z^3 + 152/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014781272182456813599658345491992083510
f(z) = -65/88*z^3 + 153/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016502616223934521771206934834242322896
f(z) = -65/89*z^3 + 154/89*z + 1
*
-1 | 0.075180403075360815177194391719242393890 | 0.014868818876613512613452782297592627736
f(z) = -65/92*z^3 + 157/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012561421334349096397358025911706302608
f(z) = -65/93*z^3 + 158/93*z + 1
*
-1 | 0.071299451780810407597833832794399076805 | 0.014066048387653592570914687490306337594
f(z) = -65/94*z^3 + 159/94*z + 1
*
-1 | 0.068481867244426254106294037015357127588 | 0.013760404069983091411333603924771583767
f(z) = -64/81*z^3 + 145/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016397452566067713020850025358432031346
f(z) = -64/83*z^3 + 147/83*z + 1
*
-1 | 0.082271952047290130078437430634602023904 | 0.016441413839620616207417257834012577172
f(z) = -64/85*z^3 + 149/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012428719511276454149079512690152479310
f(z) = -64/87*z^3 + 151/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016523987977724965250187318390875987106
f(z) = -64/89*z^3 + 153/89*z + 1
*
-1 | 0.083534892806328082232472545170076560090 | 0.016563127412379425389933006623109322534
f(z) = -64/91*z^3 + 155/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012577194959107406517232120620633793489
f(z) = -64/93*z^3 + 157/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016636939698173878606247108468660254745
f(z) = -64/95*z^3 + 159/95*z + 1
*
[ 11/8 ] 
f(z) = -64/99*z^3 + 148/99*z + 1
*
-1 | 0.072592108196039451579524016502756797173 | 0.014627116825988114286251751830133998327
f(z) = -63/80*z^3 + 143/80*z + 1
*
-1 | 0.068771573255436571305721203314055689303 | 0.013818616147623678736468602215064978255
f(z) = -63/82*z^3 + 145/82*z + 1
*
-1 | 0.081831172849323685059845750716526158155 | 0.016420070655832117029250951015748835966
f(z) = -63/83*z^3 + 146/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016463443027339160041974880214931939654
f(z) = -63/85*z^3 + 148/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013919384768691082207318397248347422504
f(z) = -63/86*z^3 + 149/86*z + 1
*
-1 | 0.074356350305722604772623087424639560850 | 0.014820052443581778220415008396489886124
f(z) = -63/88*z^3 + 151/88*z + 1
*
-1 | 0.083122916870498622661333069293508957440 | 0.016545560055734865656322349654763044920
f(z) = -63/89*z^3 + 152/89*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.014906427905352877407320635806605817828
f(z) = -63/92*z^3 + 155/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014101179492871950437320433936685392051
f(z) = -63/94*z^3 + 157/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016657673188948700057465013534390584773
f(z) = -63/95*z^3 + 158/95*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013664657757182926010111832027430412416
f(z) = -62/81*z^3 + 143/81*z + 1
*
-1 | 0.081830632775331791432086254187715499387 | 0.016442638286598624040061982364522716630
f(z) = -62/83*z^3 + 145/83*z + 1
*
-1 | 0.082272093923925530853521725200677882313 | 0.016485964391522052295860919256217019615
f(z) = -62/85*z^3 + 147/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012461837115890762164063866306520352992
f(z) = -62/87*z^3 + 149/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016567323019508623792980787455846571315
f(z) = -62/89*z^3 + 151/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016605797867145747722994499544004224955
f(z) = -62/91*z^3 + 153/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016678590558029422409783342784704867400
f(z) = -62/95*z^3 + 157/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016713054063080935235930021917935330313
f(z) = -62/97*z^3 + 159/97*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.014668577662149814078163656966241515651
f(z) = -61/80*z^3 + 141/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013684007247702271082510062557362204488
f(z) = -61/81*z^3 + 142/81*z + 1
*
-1 | 0.068771071839814225261451908518572730544 | 0.013857188157875625692777469583926102077
f(z) = -61/82*z^3 + 143/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016465484052055693828722295770572379133
f(z) = -61/83*z^3 + 144/83*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.010679719084954279823198157585902828626
f(z) = -61/84*z^3 + 145/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016508389567961848173437567838659906730
f(z) = -61/85*z^3 + 146/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.013957208102201576320483267929341282242
f(z) = -61/86*z^3 + 147/86*z + 1
*
-1 | 0.062359115312768723123418371291357273028 | 0.012478780547338477837921125889716172505
f(z) = -61/87*z^3 + 148/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014859526375154580406230988647077886465
f(z) = -61/88*z^3 + 149/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016589292745716158794297430468832185768
f(z) = -61/89*z^3 + 150/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.011346912467969360340097158954298589102
f(z) = -61/90*z^3 + 151/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016627472520344921730816042998802475761
f(z) = -61/91*z^3 + 152/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.014944912167923708427452988821070174089
f(z) = -61/92*z^3 + 153/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012625369796920810493924302808058002004
f(z) = -61/93*z^3 + 154/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014137154839765755885827835479532424060
f(z) = -61/94*z^3 + 155/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016699694689728401817612247421516501784
f(z) = -61/95*z^3 + 156/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011000834223278837510543554047279098917
f(z) = -61/96*z^3 + 157/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016733882410031908186400483572448357335
f(z) = -61/97*z^3 + 158/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014218210363837647849517317840615317972
f(z) = -61/98*z^3 + 159/98*z + 1
*
[ 4/3 ] 
f(z) = -65/96*z^3 + 157/108*z + 1
*
[ 4/3 ] 
f(z) = -61/96*z^3 + 149/108*z + 1
*
9/14 | 0.13523300088114543857121694353417645856 | 0.018887108065614306270785571334657301641
f(z) = -70/81*z^3 + 143/126*z + 1
*
-4/7 | 0.071544899262843708846383252564752925695 | 0.011195963186735491904611760685803894951
f(z) = -77/80*z^3 + 149/140*z + 1
*
-4/7 | 0.087420665916884888911749404553037191020 | 0.013799513381627695629509785707228799190
f(z) = -63/80*z^3 + 141/140*z + 1
*
-8/7 | 0.10021566762694518244799098797655671426 | 0.015393500900440777205428538805963713378
f(z) = -77/96*z^3 + 155/168*z + 1
*
-2/3 | 0.18790670344411851253148208191041789690 | 0.028560499878938202650786501750153187137
f(z) = -67/80*z^3 + 157/180*z + 1
*
[ 14/13 ] 
f(z) = -65/98*z^3 + 153/182*z + 1
*
-10/9 | 0.10827487073267952840981508891893076885 | 0.016457020296630268892838495960482069861
f(z) = -63/80*z^3 + 157/180*z + 1
*
-2/3 | 0.17100332936781181672887396636320281686 | 0.025991305675584116710975848838331992841
f(z) = -61/80*z^3 + 151/180*z + 1
*
[ 10/11 ] 
f(z) = -77/80*z^3 + 153/220*z + 1
*
[ 9/10 ] 
f(z) = -76/81*z^3 + 146/225*z + 1
*
[ 14/15 ] 
f(z) = -75/88*z^3 + 155/231*z + 1
*
[ 22/25 ] 
f(z) = -75/88*z^3 + 144/275*z + 1
*
[ 4 ] 
f(z) = -79/96*z^3 + 167/12*z + 1
*
[ -4 ] 
f(z) = -79/96*z^3 + 173/12*z + 1
*
[ 4 ] 
f(z) = -77/96*z^3 + 163/12*z + 1
*
[ -4 ] 
f(z) = -77/96*z^3 + 169/12*z + 1
*
[ 9/2 ] 
f(z) = -76/81*z^3 + 178/9*z + 1
*
[ -4 ] 
f(z) = -73/96*z^3 + 161/12*z + 1
*
[ 9/2 ] 
f(z) = -68/81*z^3 + 160/9*z + 1
*
[ -9/2 ] 
f(z) = -68/81*z^3 + 164/9*z + 1
*
-3/4 | 0.12936524254435043031076682146297308551 | 0.017571999067865285187391268621659330464
f(z) = -76/81*z^3 + 175/36*z + 1
*
[ 9/4 ] 
f(z) = -68/81*z^3 + 173/36*z + 1
*
-3/4 | 0.19193073889790487371222108417122138228 | 0.026324427766953518027224960633455896963
f(z) = -64/81*z^3 + 163/36*z + 1
*
-9/4 | 0.076545203036538000848054039765959773700 | 0.010446828855385010869490366976184159125
f(z) = -64/81*z^3 + 169/36*z + 1
*
-10/3 | 0.15919365689758913380732342556848909177 | 0.024613647549021690580441078451195530920
f(z) = -63/80*z^3 + 161/20*z + 1
*
[ 9/5 ] 
f(z) = -80/81*z^3 + 164/45*z + 1
*
[ 2 ] 
f(z) = -79/84*z^3 + 179/42*z + 1
*
[ 2 ] 
f(z) = -77/92*z^3 + 177/46*z + 1
*
[ -2/5 ] 
f(z) = -75/92*z^3 + 167/46*z + 1
*
[ 2 ] 
f(z) = -75/92*z^3 + 173/46*z + 1
*
[ 2 ] 
f(z) = -73/84*z^3 + 167/42*z + 1
*
[ 2 ] 
f(z) = -73/92*z^3 + 169/46*z + 1
*
[ 2 ] 
f(z) = -71/84*z^3 + 163/42*z + 1
*
[ 2 ] 
f(z) = -71/92*z^3 + 165/46*z + 1
*
12/5 | 0.17246324946674498010737555112993664236 | 0.023372145210277277606751927273767812591
f(z) = -65/81*z^3 + 178/45*z + 1
*
[ -2/3 ] 
f(z) = -69/80*z^3 + 173/60*z + 1
*
[ -4/5 ] 
f(z) = -65/96*z^3 + 161/60*z + 1
*
-1 | 0.080095312864835822752563143525377686129 | 0.015762436348653139276497500906995684731
f(z) = -80/81*z^3 + 161/81*z + 1
*
-1 | 0.093233265233694641938054652581128775204 | 0.018303462391800857823254796228353676786
f(z) = -80/83*z^3 + 163/83*z + 1
*
-1 | 0.071965720619935555119384541574258468441 | 0.014061314502831100821491981316273381289
f(z) = -80/87*z^3 + 167/87*z + 1
*
-1 | 0.091801962268766817931430472218624156460 | 0.017895472673117573337737511250942390255
f(z) = -80/89*z^3 + 169/89*z + 1
*
-1 | 0.091255387240424859296496806596925830472 | 0.017748222192604221947499097194205798424
f(z) = -80/91*z^3 + 171/91*z + 1
*
-1 | 0.070314738431120300435768629215557641862 | 0.013644626379418554727590406351279906321
f(z) = -80/93*z^3 + 173/93*z + 1
*
-1 | 0.089216044481434125343841753120518245135 | 0.017235986030309761191496850979144652355
f(z) = -80/97*z^3 + 177/97*z + 1
*
-1 | 0.074670198354713270052530560415847293396 | 0.014394571977013566613832261211524457184
f(z) = -80/99*z^3 + 179/99*z + 1
*
-1 | 0.079647131003935649743973017673144749048 | 0.015693478470602113157898252838421827328
f(z) = -79/81*z^3 + 160/81*z + 1
*
-1 | 0.080156629913789922074898129974597119214 | 0.015774503297974596555675463424021409835
f(z) = -79/82*z^3 + 161/82*z + 1
*
-1 | 0.092767850216972235115613700774259634742 | 0.018234121597765266814296515977997341257
f(z) = -79/83*z^3 + 162/83*z + 1
*
-1 | 0.063635200785297478682089392400347736338 | 0.012492799661675352369660881236544070974
f(z) = -79/84*z^3 + 163/84*z + 1
*
-1 | 0.092299713236420841767725754612402264609 | 0.018098456997392281320851354991783092444
f(z) = -79/85*z^3 + 164/85*z + 1
*
-1 | 0.079218600114287603101818608835159836184 | 0.015514971814567813015895725570793978269
f(z) = -79/86*z^3 + 165/86*z + 1
*
-1 | 0.071457739831762586840664802898706241120 | 0.013978464501523308395746851812807334326
f(z) = -79/87*z^3 + 166/87*z + 1
*
-1 | 0.082981650691205462736167210945236146600 | 0.016213706724280095251356219778728248751
f(z) = -79/88*z^3 + 167/88*z + 1
*
-1 | 0.091266556378870090691191679233125515389 | 0.017811709205164839818854698974443886690
f(z) = -79/89*z^3 + 168/89*z + 1
*
-1 | 0.064583507475993269885284288924954525509 | 0.012589626241180425746376401098861927756
f(z) = -79/90*z^3 + 169/90*z + 1
*
-1 | 0.090685740218119578087248286577785136447 | 0.017657573857241328739572415551305393808
f(z) = -79/91*z^3 + 170/91*z + 1
*
-1 | 0.081816186146534160480003849876240710257 | 0.015912395909892093696799985325311367869
f(z) = -79/92*z^3 + 171/92*z + 1
*
-1 | 0.069699552165729780212637317834417330417 | 0.013540481195208034369941199544284738346
f(z) = -79/93*z^3 + 172/93*z + 1
*
-1 | 0.076854432571340686273974556044204695749 | 0.014913658806615743176261616235230310678
f(z) = -79/94*z^3 + 173/94*z + 1
*
-1 | 0.089309349920315537924572838325748927187 | 0.017311182908605955355884424871051817800
f(z) = -79/95*z^3 + 174/95*z + 1
*
-1 | 0.059989169183315335421229987511275920632 | 0.011615034870020680231099578987465278052
f(z) = -79/96*z^3 + 175/96*z + 1
*
-1 | 0.088416607425561989271518269496595410944 | 0.017100257444063432205241869476355614289
f(z) = -79/97*z^3 + 176/97*z + 1
*
-1 | 0.075021407422519774113782151719152866764 | 0.014493670256562602031363376926016107534
f(z) = -79/98*z^3 + 177/98*z + 1
*
-1 | 0.073570421062588513982482374252663604584 | 0.014197895444405723892901000893450215305
f(z) = -79/99*z^3 + 178/99*z + 1
*
-1 | 0.092286324732095797246617498615664963741 | 0.018161578591940689563178091413317399149
f(z) = -78/83*z^3 + 161/83*z + 1
*
-1 | 0.091796368259986004609154693952003798252 | 0.018021372199494007442775270870330704657
f(z) = -78/85*z^3 + 163/85*z + 1
*
-1 | 0.090705731918517029059297245781874644518 | 0.017722907694506395148044499183138718377
f(z) = -78/89*z^3 + 167/89*z + 1
*
-1 | 0.088556462547383657890353717077907005048 | 0.017184446275451651129626351438975922433
f(z) = -78/95*z^3 + 173/95*z + 1
*
-1 | 0.087464706329546077506397325861970929262 | 0.016934817196907403353098372872149099565
f(z) = -78/97*z^3 + 175/97*z + 1
*
-1 | 0.091787174360598353202422370685271699879 | 0.018085523314509272813682667181296622076
f(z) = -77/83*z^3 + 160/83*z + 1
*
-1 | 0.091272781154099623490322717129337050233 | 0.017940256093436822100552587502338019351
f(z) = -77/85*z^3 + 162/85*z + 1
*
-1 | 0.078166011707846795715786744527631905798 | 0.015345474086158886477139037214042264978
f(z) = -77/86*z^3 + 163/86*z + 1
*
-1 | 0.070374447028217115465821810241770255029 | 0.013799272593545473413591691437132823685
f(z) = -77/87*z^3 + 164/87*z + 1
*
-1 | 0.090115331861236463726624940436820390502 | 0.017628236919205886636842792679583253031
f(z) = -77/89*z^3 + 166/89*z + 1
*
-1 | 0.063390182470857906641137320631278726781 | 0.012385748165046058644222778340209811959
f(z) = -77/90*z^3 + 167/90*z + 1
*
-1 | 0.080513572321914547765215832383420096567 | 0.015694963350386910475515963085209001957
f(z) = -77/92*z^3 + 169/92*z + 1
*
-1 | 0.068320964357124816352541914196034351092 | 0.013302890523165636767958278104941279108
f(z) = -77/93*z^3 + 170/93*z + 1
*
-1 | 0.075378224971251206656166102563410049075 | 0.014660279526831427095773986242141148183
f(z) = -77/94*z^3 + 171/94*z + 1
*
-1 | 0.087693747027387143004440956341728413809 | 0.017036200315007194585446245012439194144
f(z) = -77/95*z^3 + 172/95*z + 1
*
-12/7 | 0.12828726492305792678047294880068696204 | 0.017884265404926558327544883161699743644
f(z) = -77/96*z^3 + 163/84*z + 1
*
-4/7 | 0.20862386580161728409827906002229413057 | 0.028937996872951351202812039559906071550
f(z) = -77/96*z^3 + 169/84*z + 1
*
-1 | 0.058153130136082245822828697745034134786 | 0.011284657401916267528174631688907490918
f(z) = -77/96*z^3 + 173/96*z + 1
*
-1 | 0.086145099062442606832757189352503921034 | 0.016697843707075262085236546068577535587
f(z) = -77/97*z^3 + 174/97*z + 1
*
-1 | 0.090726509237950274887488245898847789532 | 0.017854613158350306192393981657113593233
f(z) = -76/85*z^3 + 161/85*z + 1
*
-1 | 0.069794890901365303353203821121815025854 | 0.013702063931268359856851016390940206582
f(z) = -76/87*z^3 + 163/87*z + 1
*
-1 | 0.089489590321795402897923880143018238091 | 0.017526546411282315516933118381775758563
f(z) = -76/89*z^3 + 165/89*z + 1
*
-1 | 0.088751824742206854671813517555359047005 | 0.017341135608035754272514289096969273222
f(z) = -76/91*z^3 + 167/91*z + 1
*
-1 | 0.067518260941975517249614458620650629862 | 0.013161714235324430226466599769782839480
f(z) = -76/93*z^3 + 169/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016439370530233126669339899162644566809
f(z) = -76/97*z^3 + 173/97*z + 1
*
-1 | 0.071532207292061658472206915160352874312 | 0.013849984811223658201935944095223098155
f(z) = -76/99*z^3 + 175/99*z + 1
*
-1 | 0.077011908957959166034013541647219399270 | 0.015155634825805609586486179694394614623
f(z) = -75/86*z^3 + 161/86*z + 1
*
-1 | 0.080627065934250889698158367874948476563 | 0.015828625817080890733300926549835247019
f(z) = -75/88*z^3 + 163/88*z + 1
*
-1 | 0.088820028658157476024265455983235481588 | 0.017416148033518508912411641455955902912
f(z) = -75/89*z^3 + 164/89*z + 1
*
-1 | 0.087992344131765644916616654643128642087 | 0.017212940987884161058407656707014356585
f(z) = -75/91*z^3 + 166/91*z + 1
*
[ 7/5 ] 
f(z) = -75/91*z^3 + 173/91*z + 1
*
-1 | 0.078944193698636686893988672286057971539 | 0.015424831797785751106265475332321194026
f(z) = -75/92*z^3 + 167/92*z + 1
*
-1 | 0.073324389711228420799245070145106288880 | 0.014293535562003386037875305314088407601
f(z) = -75/94*z^3 + 169/94*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016457884579359216546969504965666087847
f(z) = -75/97*z^3 + 172/97*z + 1
*
-1 | 0.072071657911125465353783303097862797766 | 0.013985557888491521886074060974630365828
f(z) = -75/98*z^3 + 173/98*z + 1
*
-1 | 0.068530035820101770151437095885036348962 | 0.013486436208922198020339254670560431043
f(z) = -74/87*z^3 + 161/87*z + 1
*
-1 | 0.088093174235952168786939799427644428406 | 0.017294364812392984380098419273898937861
f(z) = -74/89*z^3 + 163/89*z + 1
*
-1 | 0.087129167931122836067632113784296302343 | 0.017064257418433088839128262127650394794
f(z) = -74/91*z^3 + 165/91*z + 1
*
-1 | 0.065317186239007854382985537724247087154 | 0.012762263619885970241029034089102020168
f(z) = -74/93*z^3 + 167/93*z + 1
*
-1 | 0.084336458060802075451395995280724634941 | 0.016440179962123630624901850788560449309
f(z) = -74/95*z^3 + 169/95*z + 1
*
-1 | 0.084717781226970684883714371106311289712 | 0.016476725926539503126452578697642076741
f(z) = -74/97*z^3 + 171/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013880778149831385128126244121828933254
f(z) = -74/99*z^3 + 173/99*z + 1
*
-1 | 0.067827644427844348538542268445969191515 | 0.013364595361098848659957715051516036761
f(z) = -73/87*z^3 + 160/87*z + 1
*
-1 | 0.079195466189520706190818360921923898567 | 0.015585350131796262948958864321921737020
f(z) = -73/88*z^3 + 161/88*z + 1
*
-1 | 0.087285161568392824247688986548564760620 | 0.017156463645499881293783703092413993251
f(z) = -73/89*z^3 + 162/89*z + 1
*
-1 | 0.060345318427753456525753851690698351988 | 0.011846933212036153055974397518383844497
f(z) = -73/90*z^3 + 163/90*z + 1
*
-1 | 0.086076250838763198236540244088594164000 | 0.016878138291846729435579975739195695587
f(z) = -73/91*z^3 + 164/91*z + 1
*
-1 | 0.076550437060829769146817349098062554315 | 0.014992411778018980384346350549766930632
f(z) = -73/92*z^3 + 165/92*z + 1
*
-1 | 0.063597841276908792745980101779316495234 | 0.012440921987678478037930572601700620974
f(z) = -73/93*z^3 + 166/93*z + 1
*
-1 | 0.071300773356713618352117392191930732621 | 0.013931391082132797226485900808056313329
f(z) = -73/94*z^3 + 167/94*z + 1
*
-1 | 0.084331759161111657260226296315592044971 | 0.016458304449465119689259449107619186588
f(z) = -73/95*z^3 + 168/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.010842888912207273570442605076723301936
f(z) = -73/96*z^3 + 169/96*z + 1
*
-1 | 0.084717442337408465938687067028964435007 | 0.016495476482536141670670732227668472831
f(z) = -73/97*z^3 + 170/97*z + 1
*
-1 | 0.072070832973585125229718280752033850201 | 0.014017026237050685979361980823080948388
f(z) = -73/98*z^3 + 171/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013896410707544085387958097938749024794
f(z) = -73/99*z^3 + 172/99*z + 1
*
-1 | 0.086345978218789980619545093730099505893 | 0.016992542221948123551374014757648705855
f(z) = -72/89*z^3 + 161/89*z + 1
*
-1 | 0.084465322460270868716703268607178513406 | 0.016582148540949851811734928313221857620
f(z) = -72/91*z^3 + 163/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016477365280036633516204255133152161991
f(z) = -72/95*z^3 + 167/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016514335794942738472644489877609380345
f(z) = -72/97*z^3 + 169/97*z + 1
*
-1 | 0.085131927828907150706691223953936571499 | 0.016774189599846225875274073457896391893
f(z) = -71/89*z^3 + 160/89*z + 1
*
-1 | 0.057148101349857372585778752320689648547 | 0.011246517152553378768302874265026732637
f(z) = -71/90*z^3 + 161/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016419234114031184202239798085990348782
f(z) = -71/91*z^3 + 162/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.014759155815983187640451591104977815647
f(z) = -71/92*z^3 + 163/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012469618597867106277289923484634656536
f(z) = -71/93*z^3 + 164/93*z + 1
*
-1 | 0.071299354742648692347499245467407845696 | 0.013963986710610334141501457844452867798
f(z) = -71/94*z^3 + 165/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016496724374075591622562020510525336780
f(z) = -71/95*z^3 + 166/95*z + 1
*
-1 | 0.055624305807075016919846518208767143305 | 0.010868380823776104187265846073521221658
f(z) = -71/96*z^3 + 167/96*z + 1
*
-1 | 0.084717361262866617895763579343535970201 | 0.016533559096707949872981848401208191285
f(z) = -71/97*z^3 + 168/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.014049282920733529942181869163529418317
f(z) = -71/98*z^3 + 169/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013928057777457994088227711096795422838
f(z) = -71/99*z^3 + 170/99*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012484591263419751346211797809954844953
f(z) = -70/93*z^3 + 163/93*z + 1
*
-1 | 0.084717016224775740520538383637232124705 | 0.016552778164608942610636341887167236868
f(z) = -70/97*z^3 + 167/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013944075963239983379811980794828782809
f(z) = -70/99*z^3 + 169/99*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016459423528535630462613936783637596023
f(z) = -69/91*z^3 + 160/91*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013997354964521982737887674397143384516
f(z) = -69/94*z^3 + 163/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016535933782120069056226212008675121163
f(z) = -69/95*z^3 + 164/95*z + 1
*
-1 | 0.084717871034817488642941640187753579234 | 0.016572393077263883721626234461145780188
f(z) = -69/97*z^3 + 166/97*z + 1
*
-1 | 0.072072068939261896700629955561473968106 | 0.014082093800974902817675151270851729098
f(z) = -69/98*z^3 + 167/98*z + 1
*
-1 | 0.063594157905625960033198627439066420364 | 0.012515075230746846262493626100252579969
f(z) = -68/93*z^3 + 161/93*z + 1
*
-1 | 0.084331400676579817018755141963656899417 | 0.016555857148869054289880164772616306445
f(z) = -68/95*z^3 + 163/95*z + 1
*
-1 | 0.084717740156936529570262041206923747434 | 0.016591979015439461389341965108241620669
f(z) = -68/97*z^3 + 165/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013976511106963746802335997276387136747
f(z) = -68/99*z^3 + 167/99*z + 1
*
-1 | 0.063594393437075556536124800526680970519 | 0.012530485802513463593301862649900406452
f(z) = -67/93*z^3 + 160/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014031363091788776897140494660152512723
f(z) = -67/94*z^3 + 161/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016575814587362739002299160028911238715
f(z) = -67/95*z^3 + 162/95*z + 1
*
-1 | 0.055624711742648127033673102953468566127 | 0.010920188377874935910581161209728729959
f(z) = -67/96*z^3 + 163/96*z + 1
*
-1 | 0.084717791899065983225583013246030214226 | 0.016611766817432097269392833637499194662
f(z) = -67/97*z^3 + 164/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014115063827003807762119666719368366061
f(z) = -67/98*z^3 + 165/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013992931972087376086903609313092349997
f(z) = -67/99*z^3 + 166/99*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016596013127645671223351247785616092854
f(z) = -66/95*z^3 + 161/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016631532099643828906343127089053027468
f(z) = -66/97*z^3 + 163/97*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.010946571364504407307199419544032296797
f(z) = -65/96*z^3 + 161/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016651649303543908020296365679688163510
f(z) = -65/97*z^3 + 162/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014148857603950255511974628062282407166
f(z) = -65/98*z^3 + 163/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014026190367329427440106193409297990888
f(z) = -65/99*z^3 + 164/99*z + 1
*
[ 3/2 ] 
f(z) = -64/87*z^3 + 173/87*z + 1
*
[ 3/2 ] 
f(z) = -64/93*z^3 + 175/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016671940252592729663641568985068765641
f(z) = -64/97*z^3 + 161/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014043032057851034647880774469363959502
f(z) = -64/99*z^3 + 163/99*z + 1
*
-1/3 | 0.084856239402013460391293907913447485138 | 0.016579980850337079050311103549938992976
f(z) = -63/80*z^3 + 167/80*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016692407601488567498694854295446172990
f(z) = -63/97*z^3 + 160/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014077151162685165557248609703365272947
f(z) = -62/99*z^3 + 161/99*z + 1
*
-1 | 0.071532473857486948887708423657830303377 | 0.014094586010585975414203932922234476442
f(z) = -61/99*z^3 + 160/99*z + 1
*
[ 4/3 ] 
f(z) = -73/96*z^3 + 173/108*z + 1
*
[ 4/3 ] 
f(z) = -71/96*z^3 + 169/108*z + 1
*
[ 4/3 ] 
f(z) = -67/96*z^3 + 161/108*z + 1
*
-8/5 | 0.090957312792184788113441574629909847980 | 0.014036525817523278605149241883243844816
f(z) = -65/96*z^3 + 163/120*z + 1
*
[ 9/8 ] 
f(z) = -68/81*z^3 + 169/144*z + 1
*
-10/21 | 0.17679282608513695678845480053619349853 | 0.026894041327671936194570866603870536877
f(z) = -63/80*z^3 + 179/140*z + 1
*
-2/3 | 0.17269354376238529372497731142989484306 | 0.026248206398798344093659834720007102075
f(z) = -79/80*z^3 + 169/180*z + 1
*
-2/3 | 0.17079212324431562780437516752290298339 | 0.025959203827411692091313980455845813670
f(z) = -77/80*z^3 + 167/180*z + 1
*
-2/3 | 0.17079356370755259317554461543849946249 | 0.025959422767712122613870922577504498902
f(z) = -73/80*z^3 + 163/180*z + 1
*
19/12 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -72/91*z^3 + 179/182*z + 1
*
-2/3 | 0.17100342875278023608223097898526760485 | 0.025991320781401665968095357072282682896
f(z) = -71/80*z^3 + 161/180*z + 1
*
-6/7 | 0.22132317148031115001041485447657855705 | 0.029423997985010209936630443995907662939
f(z) = -63/88*z^3 + 160/231*z + 1
*
[ 22/23 ] 
f(z) = -69/88*z^3 + 170/253*z + 1
*
-11/15 | 0.16316838295890057052904782746190127360 | 0.029262889588936575482467769533183253822
f(z) = -75/88*z^3 + 169/264*z + 1
*
[ 9/2 ] 
f(z) = -80/81*z^3 + 187/9*z + 1
*
[ -9/2 ] 
f(z) = -80/81*z^3 + 191/9*z + 1
*
[ -9/2 ] 
f(z) = -76/81*z^3 + 182/9*z + 1
*
[ 22/5 ] 
f(z) = -75/88*z^3 + 190/11*z + 1
*
[ -22/5 ] 
f(z) = -75/88*z^3 + 195/11*z + 1
*
[ 9/4 ] 
f(z) = -76/81*z^3 + 191/36*z + 1
*
[ 10/3 ] 
f(z) = -63/80*z^3 + 189/20*z + 1
*
3/20 | 0.22245263173329323766451180461717626325 | 0.029758198884825589854233342776529487584
f(z) = -80/81*z^3 + 196/45*z + 1
*
[ 2 ] 
f(z) = -79/92*z^3 + 181/46*z + 1
*
[ 7/3 ] 
f(z) = -75/98*z^3 + 199/42*z + 1
*
[ -9/5 ] 
f(z) = -70/81*z^3 + 196/45*z + 1
*
[ 7/3 ] 
f(z) = -69/98*z^3 + 185/42*z + 1
*
[ -2 ] 
f(z) = -67/84*z^3 + 197/42*z + 1
*
[ -9/5 ] 
f(z) = -65/81*z^3 + 187/45*z + 1
*
[ -2 ] 
f(z) = -65/84*z^3 + 193/42*z + 1
*
[ -2/5 ] 
f(z) = -65/88*z^3 + 199/55*z + 1
*
[ -2 ] 
f(z) = -65/92*z^3 + 199/46*z + 1
*
[ -15/8 ] 
f(z) = -64/81*z^3 + 194/45*z + 1
*
-8/3 | 0.10736746571525520460225690828900657097 | 0.017935075002769322800669937543103604091
f(z) = -63/80*z^3 + 199/40*z + 1
*
[ -2 ] 
f(z) = -63/92*z^3 + 195/46*z + 1
*
[ -2 ] 
f(z) = -61/84*z^3 + 185/42*z + 1
*
[ -2 ] 
f(z) = -61/92*z^3 + 191/46*z + 1
*
-12/5 | 0.20772882537932041570774829382775254010 | 0.028175230105010284325112982859475653732
f(z) = -65/96*z^3 + 199/60*z + 1
*
-2/7 | 0.20848331332678729352227300399226665212 | 0.028316359904564032655480643082203110872
f(z) = -63/88*z^3 + 197/77*z + 1
*
[ -3/4 ] 
f(z) = -62/81*z^3 + 199/72*z + 1
*
[ 3/2 ] 
f(z) = -68/87*z^3 + 182/87*z + 1
*
[ 3/2 ] 
f(z) = -68/93*z^3 + 184/93*z + 1
*
1/8 | 0.13422107920545872907467610205606230514 | 0.025356763619303694696929199821117521514
f(z) = -64/99*z^3 + 199/99*z + 1
*
-2 | 0.062020789552651545846917988135475911945 | 0.011716836948999932859167456405938057375
f(z) = -61/90*z^3 + 199/90*z + 1
*
-2 | 0.075033423965015741073927022867682930836 | 0.014202258292041892215306604594764330903
f(z) = -61/94*z^3 + 197/94*z + 1
*
-2 | 0.074210989078361107119270741828872665198 | 0.014073771153239884955601083989229473171
f(z) = -61/98*z^3 + 195/98*z + 1
*
[ 4/3 ] 
f(z) = -79/96*z^3 + 185/108*z + 1
*
[ 4/3 ] 
f(z) = -77/96*z^3 + 181/108*z + 1
*
[ 6/5 ] 
f(z) = -75/92*z^3 + 185/138*z + 1
*
[ 9/8 ] 
f(z) = -76/81*z^3 + 187/144*z + 1
*
-10/7 | 0.10667696663000244589643215572059022840 | 0.016173516751231933738256349511774005220
f(z) = -63/80*z^3 + 183/140*z + 1
*
[ 8/7 ] 
f(z) = -77/96*z^3 + 197/168*z + 1
*
[ 7/6 ] 
f(z) = -75/98*z^3 + 199/168*z + 1
*
[ 7/6 ] 
f(z) = -69/98*z^3 + 185/168*z + 1
*
-6/5 | 0.11118491690911821750600473922824671726 | 0.015033680659341992809721984986742420731
f(z) = -80/81*z^3 + 181/180*z + 1
*
[ 10/9 ] 
f(z) = -63/80*z^3 + 193/180*z + 1
*
-4/3 | 0.17079190540693962758117146198830862476 | 0.025569184715287589867489982074665354927
f(z) = -61/80*z^3 + 199/180*z + 1
*
-3/8 | 0.22321827212657039744577065248431786283 | 0.029606277658989270846706363438415242341
f(z) = -80/81*z^3 + 209/36*z + 1
*
[ -9/4 ] 
f(z) = -68/81*z^3 + 205/36*z + 1
*
[ 3 ] 
f(z) = -65/99*z^3 + 217/33*z + 1
*
45/16 | 0.11861928299293585882246696078267611708 | 0.015773348836680805349502882036145200134
f(z) = -64/81*z^3 + 205/36*z + 1
*
[ 3 ] 
f(z) = -64/99*z^3 + 214/33*z + 1
*
[ -10/3 ] 
f(z) = -63/80*z^3 + 201/20*z + 1
*
[ 3 ] 
f(z) = -62/99*z^3 + 208/33*z + 1
*
[ 3 ] 
f(z) = -61/90*z^3 + 203/30*z + 1
*
[ 3 ] 
f(z) = -61/99*z^3 + 205/33*z + 1
*
-3/4 | 0.17410074888907091413437913881341864754 | 0.023062503824433202951910895375509230867
f(z) = -80/81*z^3 + 211/45*z + 1
*
[ -9/5 ] 
f(z) = -80/81*z^3 + 214/45*z + 1
*
[ -2 ] 
f(z) = -75/92*z^3 + 219/46*z + 1
*
[ -2 ] 
f(z) = -73/84*z^3 + 209/42*z + 1
*
[ -2 ] 
f(z) = -73/92*z^3 + 215/46*z + 1
*
[ -2 ] 
f(z) = -71/84*z^3 + 205/42*z + 1
*
[ -2 ] 
f(z) = -71/92*z^3 + 211/46*z + 1
*
[ -2 ] 
f(z) = -67/92*z^3 + 203/46*z + 1
*
[ -9/7 ] 
f(z) = -77/81*z^3 + 211/63*z + 1
*
[ -3/4 ] 
f(z) = -74/81*z^3 + 205/72*z + 1
*
[ -9/7 ] 
f(z) = -70/81*z^3 + 202/63*z + 1
*
[ -3/4 ] 
f(z) = -70/81*z^3 + 203/72*z + 1
*
[ -3/2 ] 
f(z) = -70/99*z^3 + 215/66*z + 1
*
[ -7/5 ] 
f(z) = -65/98*z^3 + 211/70*z + 1
*
[ -22/21 ] 
f(z) = -63/88*z^3 + 211/77*z + 1
*
[ -3/2 ] 
f(z) = -62/99*z^3 + 203/66*z + 1
*
[ 3/2 ] 
f(z) = -80/87*z^3 + 209/87*z + 1
*
[ 3/2 ] 
f(z) = -80/93*z^3 + 211/93*z + 1
*
[ 3/2 ] 
f(z) = -76/87*z^3 + 200/87*z + 1
*
[ 3/2 ] 
f(z) = -76/93*z^3 + 202/93*z + 1
*
-2 | 0.077410690519768969920359762491044689158 | 0.014364383033069189157208217508828808710
f(z) = -67/98*z^3 + 219/98*z + 1
*
-2 | 0.077810475549710378607255264396818229700 | 0.014438567428821335039788381660672426277
f(z) = -65/82*z^3 + 219/82*z + 1
*
-2 | 0.077583476842822416271028638473754236520 | 0.014420995744791573792937365625328471067
f(z) = -65/86*z^3 + 217/86*z + 1
*
-2 | 0.076957937391100444978014867196801546183 | 0.014354363651979242382161457921437111228
f(z) = -65/94*z^3 + 213/94*z + 1
*
-2 | 0.076510903660394263445467604585079426964 | 0.014296138229415273444048009507652207358
f(z) = -65/98*z^3 + 211/98*z + 1
*
[ 13/8 ] 
f(z) = -64/91*z^3 + 204/91*z + 1
*
[ 5/3 ] 
f(z) = -63/80*z^3 + 207/80*z + 1
*
-2 | 0.077089148672240307900355069424029925716 | 0.014404183883359106700555273517328062792
f(z) = -63/82*z^3 + 211/82*z + 1
*
[ 5/3 ] 
f(z) = -63/85*z^3 + 209/85*z + 1
*
-2 | 0.076820583998026091663622817242235701135 | 0.014379591462247595631919466035796797745
f(z) = -63/86*z^3 + 209/86*z + 1
*
-2 | 0.076057414534579620498900131680997376834 | 0.014288422308554531078026067205107313924
f(z) = -63/94*z^3 + 205/94*z + 1
*
[ 5/3 ] 
f(z) = -63/95*z^3 + 213/95*z + 1
*
-2 | 0.076317354809608692719526764703624816492 | 0.014363710932842882648927755152406847169
f(z) = -61/82*z^3 + 203/82*z + 1
*
-2 | 0.075996357509633321748754578008148190407 | 0.014329999656279760382258246232242687440
f(z) = -61/86*z^3 + 201/86*z + 1
*
[ 4/3 ] 
f(z) = -69/88*z^3 + 217/132*z + 1
*
6/5 | 0.11965885728212430880935606914688705116 | 0.017684816264200541301007173653452798307
f(z) = -65/96*z^3 + 217/120*z + 1
*
12/7 | 0.19752103627024382177992493103494005996 | 0.029152821208358553739542424285827956051
f(z) = -63/80*z^3 + 219/140*z + 1
*
0 | 0.15741569639696049401315985947077019209 | 0.029259981381125555019978540725042517015
f(z) = -66/85*z^3 + 217/170*z + 1
*
[ 6/5 ] 
f(z) = -65/88*z^3 + 203/165*z + 1
*
-8/11 | 0.074357484485377073347595958309127415589 | 0.010680104030693224435674066431788174515
f(z) = -77/96*z^3 + 211/264*z + 1
*
-11/15 | 0.14034762647213776880483938878565572695 | 0.025170177108134727005685854075445686458
f(z) = -75/88*z^3 + 217/264*z + 1
*
-13/15 | 0.15560650828396481665849648418073226891 | 0.027739957337433058894327344785951823165
f(z) = -75/91*z^3 + 211/273*z + 1
*
[ -9/4 ] 
f(z) = -76/81*z^3 + 223/36*z + 1
*
[ 3 ] 
f(z) = -73/90*z^3 + 239/30*z + 1
*
[ 3 ] 
f(z) = -71/90*z^3 + 233/30*z + 1
*
[ 3 ] 
f(z) = -71/99*z^3 + 235/33*z + 1
*
[ 3 ] 
f(z) = -70/99*z^3 + 232/33*z + 1
*
[ 3 ] 
f(z) = -68/99*z^3 + 226/33*z + 1
*
[ 3 ] 
f(z) = -67/90*z^3 + 221/30*z + 1
*
[ 3 ] 
f(z) = -67/99*z^3 + 223/33*z + 1
*
[ -3 ] 
f(z) = -65/99*z^3 + 239/33*z + 1
*
[ -3/16 ] 
f(z) = -64/81*z^3 + 229/36*z + 1
*
3 | 0.22408850067510108024212902420632142941 | 0.029266561139402047899270267673263269324
f(z) = -64/81*z^3 + 235/36*z + 1
*
[ -3 ] 
f(z) = -64/99*z^3 + 236/33*z + 1
*
-4 | 0.18788658528457899992653057135657570501 | 0.027411273406236280996120804848457734298
f(z) = -63/80*z^3 + 237/20*z + 1
*
[ -3 ] 
f(z) = -62/99*z^3 + 230/33*z + 1
*
[ -3 ] 
f(z) = -61/90*z^3 + 223/30*z + 1
*
[ -3 ] 
f(z) = -61/99*z^3 + 227/33*z + 1
*
[ -2 ] 
f(z) = -79/84*z^3 + 221/42*z + 1
*
[ -2 ] 
f(z) = -79/92*z^3 + 227/46*z + 1
*
[ -2 ] 
f(z) = -77/92*z^3 + 223/46*z + 1
*
[ -7/3 ] 
f(z) = -75/98*z^3 + 235/42*z + 1
*
[ -7/3 ] 
f(z) = -69/98*z^3 + 221/42*z + 1
*
[ -3/7 ] 
f(z) = -77/81*z^3 + 221/63*z + 1
*
[ -3/2 ] 
f(z) = -74/99*z^3 + 221/66*z + 1
*
[ -3/7 ] 
f(z) = -70/81*z^3 + 220/63*z + 1
*
-4/3 | 0.18482799140616698014924133639163475045 | 0.027135715756556350097392244693792787048
f(z) = -69/80*z^3 + 227/60*z + 1
*
[ -1 ] 
f(z) = -79/80*z^3 + 239/80*z + 1
*
[ -1 ] 
f(z) = -77/80*z^3 + 237/80*z + 1
*
[ -1 ] 
f(z) = -77/81*z^3 + 239/81*z + 1
*
[ 12/7 ] 
f(z) = -77/96*z^3 + 233/84*z + 1
*
[ -1 ] 
f(z) = -76/81*z^3 + 238/81*z + 1
*
[ -1 ] 
f(z) = -75/82*z^3 + 239/82*z + 1
*
[ 8/5 ] 
f(z) = -75/88*z^3 + 225/88*z + 1
*
[ -1 ] 
f(z) = -74/81*z^3 + 236/81*z + 1
*
[ -1 ] 
f(z) = -73/80*z^3 + 233/80*z + 1
*
[ -1 ] 
f(z) = -73/81*z^3 + 235/81*z + 1
*
[ -1 ] 
f(z) = -73/82*z^3 + 237/82*z + 1
*
[ -1 ] 
f(z) = -73/83*z^3 + 239/83*z + 1
*
[ -1 ] 
f(z) = -72/83*z^3 + 238/83*z + 1
*
[ 5/3 ] 
f(z) = -72/85*z^3 + 234/85*z + 1
*
[ -5/6 ] 
f(z) = -72/85*z^3 + 237/85*z + 1
*
[ 5/3 ] 
f(z) = -72/95*z^3 + 238/95*z + 1
*
[ -1 ] 
f(z) = -71/80*z^3 + 231/80*z + 1
*
[ -1 ] 
f(z) = -71/81*z^3 + 233/81*z + 1
*
[ -1 ] 
f(z) = -71/82*z^3 + 235/82*z + 1
*
[ -1 ] 
f(z) = -71/83*z^3 + 237/83*z + 1
*
[ -1 ] 
f(z) = -71/84*z^3 + 239/84*z + 1
*
-2 | 0.065861956253824176428104000144210567643 | 0.012026366217774812322756446218734764997
f(z) = -71/90*z^3 + 239/90*z + 1
*
-2 | 0.079214341737721279759630335598591119813 | 0.014486735641732889637826316140283499111
f(z) = -71/94*z^3 + 237/94*z + 1
*
-2 | 0.078961827154573865398186276349499732351 | 0.014462971035073505859312712219132710171
f(z) = -71/98*z^3 + 235/98*z + 1
*
-9/10 | 0.17167124555297125380313394717774316722 | 0.022575262739973336149228094474226676669
f(z) = -70/81*z^3 + 223/90*z + 1
*
[ -1 ] 
f(z) = -70/81*z^3 + 232/81*z + 1
*
[ -1 ] 
f(z) = -70/83*z^3 + 236/83*z + 1
*
[ -1 ] 
f(z) = -69/80*z^3 + 229/80*z + 1
*
[ -1 ] 
f(z) = -69/82*z^3 + 233/82*z + 1
*
-2 | 0.079134152788553221433540955728901252898 | 0.014494534902611235907768545928534641866
f(z) = -69/82*z^3 + 235/82*z + 1
*
[ -1 ] 
f(z) = -69/83*z^3 + 235/83*z + 1
*
[ -1 ] 
f(z) = -69/85*z^3 + 239/85*z + 1
*
-2 | 0.078965829095353909517953911057300905781 | 0.014486382689834045579265413140910395589
f(z) = -69/86*z^3 + 233/86*z + 1
*
-2 | 0.078518780307251197536542759127770927720 | 0.014450275567261529976042234482159350880
f(z) = -69/94*z^3 + 229/94*z + 1
*
-2 | 0.078219071755293200794227289730688672949 | 0.014418394916679311943592147935635204284
f(z) = -69/98*z^3 + 227/98*z + 1
*
[ -1 ] 
f(z) = -68/81*z^3 + 230/81*z + 1
*
[ -1 ] 
f(z) = -68/83*z^3 + 234/83*z + 1
*
[ -1 ] 
f(z) = -67/80*z^3 + 227/80*z + 1
*
[ -1 ] 
f(z) = -67/81*z^3 + 229/81*z + 1
*
-2 | 0.078490316421210647979651794422046649993 | 0.014468394394101847853980430638768675955
f(z) = -67/82*z^3 + 227/82*z + 1
*
[ -1 ] 
f(z) = -67/82*z^3 + 231/82*z + 1
*
[ -1 ] 
f(z) = -67/83*z^3 + 233/83*z + 1
*
[ -1 ] 
f(z) = -67/84*z^3 + 235/84*z + 1
*
[ -1 ] 
f(z) = -67/85*z^3 + 237/85*z + 1
*
-2 | 0.078294809932125806724278781858823277765 | 0.014455937689090631823521098623724951983
f(z) = -67/86*z^3 + 225/86*z + 1
*
[ -1 ] 
f(z) = -67/86*z^3 + 239/86*z + 1
*
-2 | 0.064496542915446563922747231019490448631 | 0.011927962646918154388439423244936488373
f(z) = -67/90*z^3 + 223/90*z + 1
*
-2 | 0.077770343700747986949323746554900976682 | 0.014406817282273096260175838046184167991
f(z) = -67/94*z^3 + 221/94*z + 1
*
[ -1 ] 
f(z) = -66/83*z^3 + 232/83*z + 1
*
[ -1 ] 
f(z) = -66/85*z^3 + 236/85*z + 1
*
[ -1 ] 
f(z) = -65/81*z^3 + 227/81*z + 1
*
[ -1 ] 
f(z) = -65/82*z^3 + 229/82*z + 1
*
[ -1 ] 
f(z) = -65/83*z^3 + 231/83*z + 1
*
[ -1 ] 
f(z) = -65/84*z^3 + 233/84*z + 1
*
[ -1 ] 
f(z) = -65/86*z^3 + 237/86*z + 1
*
[ -1 ] 
f(z) = -65/87*z^3 + 239/87*z + 1
*
[ -1 ] 
f(z) = -64/81*z^3 + 226/81*z + 1
*
[ -1 ] 
f(z) = -64/83*z^3 + 230/83*z + 1
*
[ -1 ] 
f(z) = -64/85*z^3 + 234/85*z + 1
*
[ -1 ] 
f(z) = -64/87*z^3 + 238/87*z + 1
*
[ -3/4 ] 
f(z) = -64/87*z^3 + 239/87*z + 1
*
[ 7/4 ] 
f(z) = -64/91*z^3 + 235/91*z + 1
*
[ -1 ] 
f(z) = -63/82*z^3 + 227/82*z + 1
*
[ -2/3 ] 
f(z) = -63/82*z^3 + 233/82*z + 1
*
[ -1 ] 
f(z) = -63/83*z^3 + 229/83*z + 1
*
[ -1 ] 
f(z) = -63/85*z^3 + 233/85*z + 1
*
[ -1 ] 
f(z) = -63/86*z^3 + 235/86*z + 1
*
[ -1 ] 
f(z) = -63/88*z^3 + 239/88*z + 1
*
[ -1 ] 
f(z) = -62/81*z^3 + 224/81*z + 1
*
[ -1 ] 
f(z) = -62/83*z^3 + 228/83*z + 1
*
[ -1 ] 
f(z) = -62/85*z^3 + 232/85*z + 1
*
[ -1 ] 
f(z) = -62/87*z^3 + 236/87*z + 1
*
[ -1 ] 
f(z) = -61/80*z^3 + 221/80*z + 1
*
[ -1 ] 
f(z) = -61/81*z^3 + 223/81*z + 1
*
[ -1 ] 
f(z) = -61/82*z^3 + 225/82*z + 1
*
[ -1 ] 
f(z) = -61/83*z^3 + 227/83*z + 1
*
[ -1 ] 
f(z) = -61/84*z^3 + 229/84*z + 1
*
[ -1 ] 
f(z) = -61/85*z^3 + 231/85*z + 1
*
[ -1 ] 
f(z) = -61/86*z^3 + 233/86*z + 1
*
[ -1 ] 
f(z) = -61/87*z^3 + 235/87*z + 1
*
[ -1 ] 
f(z) = -61/88*z^3 + 237/88*z + 1
*
[ -1 ] 
f(z) = -61/89*z^3 + 239/89*z + 1
*
[ 4/3 ] 
f(z) = -75/88*z^3 + 233/132*z + 1
*
[ 3/2 ] 
f(z) = -65/99*z^3 + 239/132*z + 1
*
[ 3/2 ] 
f(z) = -61/90*z^3 + 223/120*z + 1
*
[ 3/2 ] 
f(z) = -61/99*z^3 + 227/132*z + 1
*
-10/7 | 0.10142666358476043047441797638977086951 | 0.014834244044243507777615173696552884775
f(z) = -77/80*z^3 + 233/140*z + 1
*
0 | 0.15776952100000897121603758744683959386 | 0.028943021103952555040979345371952919843
f(z) = -74/85*z^3 + 233/170*z + 1
*
[ 3 ] 
f(z) = -79/90*z^3 + 257/30*z + 1
*
[ 3 ] 
f(z) = -79/99*z^3 + 259/33*z + 1
*
[ 3 ] 
f(z) = -77/90*z^3 + 251/30*z + 1
*
[ 3 ] 
f(z) = -76/99*z^3 + 250/33*z + 1
*
[ 3 ] 
f(z) = -74/99*z^3 + 244/33*z + 1
*
[ -3 ] 
f(z) = -73/90*z^3 + 259/30*z + 1
*
[ 3 ] 
f(z) = -73/99*z^3 + 241/33*z + 1
*
[ -3 ] 
f(z) = -71/90*z^3 + 253/30*z + 1
*
[ -3 ] 
f(z) = -71/99*z^3 + 257/33*z + 1
*
[ -3 ] 
f(z) = -70/99*z^3 + 254/33*z + 1
*
[ -3 ] 
f(z) = -68/99*z^3 + 248/33*z + 1
*
[ -3 ] 
f(z) = -67/90*z^3 + 241/30*z + 1
*
[ -3 ] 
f(z) = -67/99*z^3 + 245/33*z + 1
*
[ 4 ] 
f(z) = -61/80*z^3 + 259/20*z + 1
*
-3/4 | 0.23062209218849475318049176692381852784 | 0.029786891915282933762033073990993860490
f(z) = -80/81*z^3 + 256/45*z + 1
*
[ 8/3 ] 
f(z) = -63/80*z^3 + 249/40*z + 1
*
-12/7 | 0.20483668237167880822755608656970407988 | 0.026621552554696652895368957944933988042
f(z) = -70/81*z^3 + 244/63*z + 1
*
[ -1 ] 
f(z) = -80/81*z^3 + 242/81*z + 1
*
[ -1 ] 
f(z) = -80/83*z^3 + 246/83*z + 1
*
[ -3/4 ] 
f(z) = -80/87*z^3 + 248/87*z + 1
*
[ -1 ] 
f(z) = -80/87*z^3 + 254/87*z + 1
*
[ -1 ] 
f(z) = -80/89*z^3 + 258/89*z + 1
*
[ -1 ] 
f(z) = -79/81*z^3 + 241/81*z + 1
*
[ -1 ] 
f(z) = -79/82*z^3 + 243/82*z + 1
*
[ -1 ] 
f(z) = -79/83*z^3 + 245/83*z + 1
*
[ -1 ] 
f(z) = -79/84*z^3 + 247/84*z + 1
*
[ -1 ] 
f(z) = -79/85*z^3 + 249/85*z + 1
*
[ -1 ] 
f(z) = -79/86*z^3 + 251/86*z + 1
*
[ -1 ] 
f(z) = -79/87*z^3 + 253/87*z + 1
*
[ -1 ] 
f(z) = -79/88*z^3 + 255/88*z + 1
*
[ -1 ] 
f(z) = -79/89*z^3 + 257/89*z + 1
*
[ -1 ] 
f(z) = -79/90*z^3 + 259/90*z + 1
*
[ -1 ] 
f(z) = -78/83*z^3 + 244/83*z + 1
*
[ -1 ] 
f(z) = -78/85*z^3 + 248/85*z + 1
*
[ -1 ] 
f(z) = -78/89*z^3 + 256/89*z + 1
*
[ -1 ] 
f(z) = -77/82*z^3 + 241/82*z + 1
*
[ -1 ] 
f(z) = -77/83*z^3 + 243/83*z + 1
*
[ -1 ] 
f(z) = -77/85*z^3 + 247/85*z + 1
*
[ -1 ] 
f(z) = -77/86*z^3 + 249/86*z + 1
*
[ -1 ] 
f(z) = -77/87*z^3 + 251/87*z + 1
*
[ -1 ] 
f(z) = -77/89*z^3 + 255/89*z + 1
*
[ -1 ] 
f(z) = -77/90*z^3 + 257/90*z + 1
*
[ -4/7 ] 
f(z) = -77/96*z^3 + 253/84*z + 1
*
[ -1 ] 
f(z) = -76/83*z^3 + 242/83*z + 1
*
[ -1 ] 
f(z) = -76/85*z^3 + 246/85*z + 1
*
[ -1 ] 
f(z) = -76/87*z^3 + 250/87*z + 1
*
[ -1 ] 
f(z) = -76/89*z^3 + 254/89*z + 1
*
[ -1 ] 
f(z) = -76/91*z^3 + 258/91*z + 1
*
-2 | 0.080898199007478279279525191757010784369 | 0.014558341217189978847608178726755486650
f(z) = -75/82*z^3 + 259/82*z + 1
*
[ -1 ] 
f(z) = -75/83*z^3 + 241/83*z + 1
*
[ -1 ] 
f(z) = -75/86*z^3 + 247/86*z + 1
*
-2 | 0.080782525822734142839875605892707345388 | 0.014557833518020597760727011494807531795
f(z) = -75/86*z^3 + 257/86*z + 1
*
[ -1 ] 
f(z) = -75/88*z^3 + 251/88*z + 1
*
[ -1 ] 
f(z) = -75/89*z^3 + 253/89*z + 1
*
[ -1 ] 
f(z) = -75/91*z^3 + 257/91*z + 1
*
[ -4/5 ] 
f(z) = -75/92*z^3 + 255/92*z + 1
*
[ -1 ] 
f(z) = -75/92*z^3 + 259/92*z + 1
*
-2 | 0.080486886676129883416909904859380988270 | 0.014545675275542362168907842326049367734
f(z) = -75/94*z^3 + 253/94*z + 1
*
-2 | 0.080298490591027704620198895116084451618 | 0.014532472084296682301824808802613854816
f(z) = -75/98*z^3 + 251/98*z + 1
*
[ -1 ] 
f(z) = -74/83*z^3 + 240/83*z + 1
*
[ -1 ] 
f(z) = -74/85*z^3 + 244/85*z + 1
*
[ -1 ] 
f(z) = -74/87*z^3 + 248/87*z + 1
*
[ -1 ] 
f(z) = -74/89*z^3 + 252/89*z + 1
*
[ -1 ] 
f(z) = -74/91*z^3 + 256/91*z + 1
*
-2 | 0.080334782173053267692409296289019584387 | 0.014539040157977763292013609379313856975
f(z) = -73/82*z^3 + 251/82*z + 1
*
[ -1 ] 
f(z) = -73/84*z^3 + 241/84*z + 1
*
[ -1 ] 
f(z) = -73/85*z^3 + 243/85*z + 1
*
[ -1 ] 
f(z) = -73/86*z^3 + 245/86*z + 1
*
-2 | 0.080205428086616866604308986387204448844 | 0.014536676541091681722397283505677167973
f(z) = -73/86*z^3 + 249/86*z + 1
*
[ -1 ] 
f(z) = -73/87*z^3 + 247/87*z + 1
*
[ -1 ] 
f(z) = -73/88*z^3 + 249/88*z + 1
*
[ -1 ] 
f(z) = -73/89*z^3 + 251/89*z + 1
*
-2 | 0.066487733855294480623929561426993111723 | 0.012068079030346283107350715750818670190
f(z) = -73/90*z^3 + 247/90*z + 1
*
[ -1 ] 
f(z) = -73/90*z^3 + 253/90*z + 1
*
[ -1 ] 
f(z) = -73/91*z^3 + 255/91*z + 1
*
[ -1 ] 
f(z) = -73/92*z^3 + 257/92*z + 1
*
[ -1 ] 
f(z) = -73/93*z^3 + 259/93*z + 1
*
-2 | 0.079869001379039084301537699303741262405 | 0.014518315323928517467387162112405417312
f(z) = -73/94*z^3 + 245/94*z + 1
*
-2 | 0.079651486259225757305364818296873288922 | 0.014500381450455163746626531176583249386
f(z) = -73/98*z^3 + 243/98*z + 1
*
[ -1 ] 
f(z) = -72/85*z^3 + 242/85*z + 1
*
[ -1 ] 
f(z) = -72/89*z^3 + 250/89*z + 1
*
[ -5/6 ] 
f(z) = -72/95*z^3 + 259/95*z + 1
*
-2 | 0.079748620037092477312793977537414390228 | 0.014518064445424112993600713475718077982
f(z) = -71/82*z^3 + 243/82*z + 1
*
[ -1 ] 
f(z) = -71/85*z^3 + 241/85*z + 1
*
-2 | 0.079600237673900458255562828333585671471 | 0.014512886919815457421186578494080882267
f(z) = -71/86*z^3 + 241/86*z + 1
*
[ -1 ] 
f(z) = -71/86*z^3 + 243/86*z + 1
*
[ -1 ] 
f(z) = -71/87*z^3 + 245/87*z + 1
*
[ -1 ] 
f(z) = -71/88*z^3 + 247/88*z + 1
*
[ -1 ] 
f(z) = -71/89*z^3 + 249/89*z + 1
*
[ -1 ] 
f(z) = -71/90*z^3 + 251/90*z + 1
*
[ -1 ] 
f(z) = -71/91*z^3 + 253/91*z + 1
*
[ -1 ] 
f(z) = -71/92*z^3 + 255/92*z + 1
*
[ -1 ] 
f(z) = -71/93*z^3 + 257/93*z + 1
*
[ -1 ] 
f(z) = -71/94*z^3 + 259/94*z + 1
*
3/10 | 0.19939101262786079360443259409565279876 | 0.025872716698482298442400429727016981358
f(z) = -70/81*z^3 + 247/90*z + 1
*
[ -9/10 ] 
f(z) = -70/81*z^3 + 253/90*z + 1
*
[ -1 ] 
f(z) = -70/87*z^3 + 244/87*z + 1
*
[ -1 ] 
f(z) = -70/89*z^3 + 248/89*z + 1
*
[ -1 ] 
f(z) = -70/93*z^3 + 256/93*z + 1
*
[ -1 ] 
f(z) = -69/86*z^3 + 241/86*z + 1
*
[ -1 ] 
f(z) = -69/88*z^3 + 245/88*z + 1
*
[ -1 ] 
f(z) = -69/89*z^3 + 247/89*z + 1
*
[ -1 ] 
f(z) = -69/91*z^3 + 251/91*z + 1
*
[ -1 ] 
f(z) = -69/94*z^3 + 257/94*z + 1
*
[ -1 ] 
f(z) = -69/95*z^3 + 259/95*z + 1
*
[ -1 ] 
f(z) = -68/87*z^3 + 242/87*z + 1
*
[ -1 ] 
f(z) = -68/89*z^3 + 246/89*z + 1
*
[ -1 ] 
f(z) = -68/91*z^3 + 250/91*z + 1
*
[ -1 ] 
f(z) = -68/93*z^3 + 254/93*z + 1
*
[ -1 ] 
f(z) = -68/95*z^3 + 258/95*z + 1
*
[ -1 ] 
f(z) = -67/87*z^3 + 241/87*z + 1
*
[ -1 ] 
f(z) = -67/88*z^3 + 243/88*z + 1
*
[ -1 ] 
f(z) = -67/89*z^3 + 245/89*z + 1
*
[ -1 ] 
f(z) = -67/90*z^3 + 247/90*z + 1
*
[ -1 ] 
f(z) = -67/91*z^3 + 249/91*z + 1
*
[ -1 ] 
f(z) = -67/92*z^3 + 251/92*z + 1
*
[ -1 ] 
f(z) = -67/93*z^3 + 253/93*z + 1
*
[ -1 ] 
f(z) = -67/94*z^3 + 255/94*z + 1
*
[ -1 ] 
f(z) = -67/95*z^3 + 257/95*z + 1
*
[ -1 ] 
f(z) = -67/96*z^3 + 259/96*z + 1
*
[ -1 ] 
f(z) = -66/89*z^3 + 244/89*z + 1
*
[ -1 ] 
f(z) = -66/91*z^3 + 248/91*z + 1
*
[ -1 ] 
f(z) = -66/95*z^3 + 256/95*z + 1
*
[ -1 ] 
f(z) = -65/88*z^3 + 241/88*z + 1
*
[ -1 ] 
f(z) = -65/89*z^3 + 243/89*z + 1
*
[ -1 ] 
f(z) = -65/92*z^3 + 249/92*z + 1
*
[ -1 ] 
f(z) = -65/93*z^3 + 251/93*z + 1
*
[ -1 ] 
f(z) = -65/94*z^3 + 253/94*z + 1
*
[ -1 ] 
f(z) = -65/96*z^3 + 257/96*z + 1
*
[ -1 ] 
f(z) = -65/97*z^3 + 259/97*z + 1
*
[ -1/2 ] 
f(z) = -64/81*z^3 + 259/81*z + 1
*
[ -5/8 ] 
f(z) = -64/85*z^3 + 246/85*z + 1
*
[ -5/4 ] 
f(z) = -64/85*z^3 + 253/85*z + 1
*
[ -1 ] 
f(z) = -64/89*z^3 + 242/89*z + 1
*
[ -7/8 ] 
f(z) = -64/91*z^3 + 244/91*z + 1
*
[ -1 ] 
f(z) = -64/91*z^3 + 246/91*z + 1
*
[ -1 ] 
f(z) = -64/93*z^3 + 250/93*z + 1
*
[ -3/4 ] 
f(z) = -64/93*z^3 + 253/93*z + 1
*
[ -1 ] 
f(z) = -64/95*z^3 + 254/95*z + 1
*
[ -1 ] 
f(z) = -64/97*z^3 + 258/97*z + 1
*
[ -2/3 ] 
f(z) = -63/86*z^3 + 243/86*z + 1
*
[ -1 ] 
f(z) = -63/89*z^3 + 241/89*z + 1
*
[ -1 ] 
f(z) = -63/92*z^3 + 247/92*z + 1
*
[ -1 ] 
f(z) = -63/94*z^3 + 251/94*z + 1
*
[ -1 ] 
f(z) = -63/95*z^3 + 253/95*z + 1
*
[ -1 ] 
f(z) = -63/97*z^3 + 257/97*z + 1
*
[ -1 ] 
f(z) = -62/89*z^3 + 240/89*z + 1
*
[ -1 ] 
f(z) = -62/91*z^3 + 244/91*z + 1
*
[ -1 ] 
f(z) = -62/95*z^3 + 252/95*z + 1
*
[ -1 ] 
f(z) = -62/97*z^3 + 256/97*z + 1
*
[ -1 ] 
f(z) = -61/90*z^3 + 241/90*z + 1
*
[ -1 ] 
f(z) = -61/91*z^3 + 243/91*z + 1
*
[ -1 ] 
f(z) = -61/92*z^3 + 245/92*z + 1
*
[ -1 ] 
f(z) = -61/93*z^3 + 247/93*z + 1
*
[ -1 ] 
f(z) = -61/94*z^3 + 249/94*z + 1
*
[ -1 ] 
f(z) = -61/95*z^3 + 251/95*z + 1
*
[ -1 ] 
f(z) = -61/96*z^3 + 253/96*z + 1
*
[ -1 ] 
f(z) = -61/97*z^3 + 255/97*z + 1
*
[ -1 ] 
f(z) = -61/98*z^3 + 257/98*z + 1
*
[ -1 ] 
f(z) = -61/99*z^3 + 259/99*z + 1
*
-4/11 | 0.15995806794137180639942462672107809232 | 0.021100699561993861149048277990088217503
f(z) = -77/96*z^3 + 245/132*z + 1
*
[ 3/2 ] 
f(z) = -73/90*z^3 + 259/120*z + 1
*
[ 3/2 ] 
f(z) = -71/90*z^3 + 253/120*z + 1
*
[ 3/2 ] 
f(z) = -71/99*z^3 + 257/132*z + 1
*
[ 3/2 ] 
f(z) = -67/90*z^3 + 241/120*z + 1
*
[ 3/2 ] 
f(z) = -67/99*z^3 + 245/132*z + 1
*
[ 8/5 ] 
f(z) = -65/96*z^3 + 253/120*z + 1
*
-22/13 | 0.21922364291734230178687063962657844831 | 0.028934266071476086010749989353680138506
f(z) = -65/88*z^3 + 244/143*z + 1
*
-12/13 | 0.20837390421394491148042551177273619857 | 0.027287394897860940822322830615192621640
f(z) = -65/96*z^3 + 259/156*z + 1
*
0 | 0.16071388396885189186128045455120191925 | 0.029301701761740477095656869273444507842
f(z) = -78/85*z^3 + 241/170*z + 1
*
-7/10 | 0.21859099975885432664174059172986051106 | 0.029320221072117154554278183058625429913
f(z) = -75/98*z^3 + 247/168*z + 1
*
-4/3 | 0.17649748448918654918240776606239591530 | 0.025595360492273039816111344493098742319
f(z) = -73/80*z^3 + 247/180*z + 1
*
[ 3 ] 
f(z) = -80/99*z^3 + 262/33*z + 1
*
[ -3 ] 
f(z) = -79/90*z^3 + 277/30*z + 1
*
[ -3 ] 
f(z) = -77/90*z^3 + 271/30*z + 1
*
[ -3 ] 
f(z) = -76/99*z^3 + 272/33*z + 1
*
[ -3 ] 
f(z) = -74/99*z^3 + 266/33*z + 1
*
[ -3 ] 
f(z) = -73/99*z^3 + 263/33*z + 1
*
-4 | 0.20103051110441362981520680472257512772 | 0.028796783525296189651756855375351239480
f(z) = -71/80*z^3 + 269/20*z + 1
*
[ 27/8 ] 
f(z) = -64/81*z^3 + 262/27*z + 1
*
-9/16 | 0.10651444546596070421546763406988871146 | 0.013618609976329327947678335962433412390
f(z) = -64/81*z^3 + 277/36*z + 1
*
[ -27/8 ] 
f(z) = -64/81*z^3 + 278/27*z + 1
*
[ 4 ] 
f(z) = -63/80*z^3 + 267/20*z + 1
*
[ -4 ] 
f(z) = -63/80*z^3 + 277/20*z + 1
*
[ -4 ] 
f(z) = -61/80*z^3 + 269/20*z + 1
*
[ -8/3 ] 
f(z) = -63/80*z^3 + 279/40*z + 1
*
9/4 | 0.11745460344670592230442694485729000551 | 0.015017384987243777660400184177794670730
f(z) = -74/81*z^3 + 277/72*z + 1
*
[ 12/5 ] 
f(z) = -65/96*z^3 + 269/60*z + 1
*
[ -1/2 ] 
f(z) = -80/81*z^3 + 263/81*z + 1
*
[ -1/2 ] 
f(z) = -80/83*z^3 + 269/83*z + 1
*
[ -1 ] 
f(z) = -80/91*z^3 + 262/91*z + 1
*
-1/4 | 0.14650128632535495868312450476874256019 | 0.026032542590501138421634284363114366233
f(z) = -80/91*z^3 + 278/91*z + 1
*
[ -3/4 ] 
f(z) = -80/93*z^3 + 262/93*z + 1
*
[ -1 ] 
f(z) = -80/93*z^3 + 266/93*z + 1
*
[ -1 ] 
f(z) = -80/97*z^3 + 274/97*z + 1
*
[ -1 ] 
f(z) = -80/99*z^3 + 278/99*z + 1
*
-2 | 0.081960851533112455022998670904262001032 | 0.014592165161788813524011598633283222001
f(z) = -79/82*z^3 + 275/82*z + 1
*
-2 | 0.081869055793591690383289055520789237813 | 0.014594788739978367635460992505115506409
f(z) = -79/86*z^3 + 273/86*z + 1
*
-2 | 0.068199465169122721580198055697353526719 | 0.012173869807069418308635049334666084059
f(z) = -79/90*z^3 + 271/90*z + 1
*
[ -1 ] 
f(z) = -79/91*z^3 + 261/91*z + 1
*
[ -1 ] 
f(z) = -79/92*z^3 + 263/92*z + 1
*
[ -1 ] 
f(z) = -79/93*z^3 + 265/93*z + 1
*
[ -1 ] 
f(z) = -79/94*z^3 + 267/94*z + 1
*
-2 | 0.081636558317769824118143602121446368451 | 0.014591737228021167957846664325017019867
f(z) = -79/94*z^3 + 269/94*z + 1
*
[ -1 ] 
f(z) = -79/95*z^3 + 269/95*z + 1
*
[ -1 ] 
f(z) = -79/96*z^3 + 271/96*z + 1
*
[ -1 ] 
f(z) = -79/97*z^3 + 273/97*z + 1
*
-2 | 0.081490674146647517141160362670081320015 | 0.014585116777312013273605614558057714255
f(z) = -79/98*z^3 + 267/98*z + 1
*
[ -1 ] 
f(z) = -79/98*z^3 + 275/98*z + 1
*
[ -1 ] 
f(z) = -79/99*z^3 + 277/99*z + 1
*
[ -1 ] 
f(z) = -78/95*z^3 + 268/95*z + 1
*
[ -1 ] 
f(z) = -78/97*z^3 + 272/97*z + 1
*
-2 | 0.081438680734974211979143470973413606191 | 0.014575811050137130027324380831792747602
f(z) = -77/82*z^3 + 267/82*z + 1
*
-2 | 0.081337125588233473468213888385971608702 | 0.014577251609822714702524076648572451665
f(z) = -77/86*z^3 + 265/86*z + 1
*
-2 | 0.067653070337275830053473448013864537517 | 0.012141277851724243441831722259564805111
f(z) = -77/90*z^3 + 263/90*z + 1
*
[ -1 ] 
f(z) = -77/92*z^3 + 261/92*z + 1
*
[ -1 ] 
f(z) = -77/93*z^3 + 263/93*z + 1
*
-2 | 0.081075645268260005380009477397693543924 | 0.014570104758995509348601850018246213528
f(z) = -77/94*z^3 + 261/94*z + 1
*
[ -1 ] 
f(z) = -77/94*z^3 + 265/94*z + 1
*
[ -1 ] 
f(z) = -77/95*z^3 + 267/95*z + 1
*
[ -1 ] 
f(z) = -77/96*z^3 + 269/96*z + 1
*
[ -1 ] 
f(z) = -77/97*z^3 + 271/97*z + 1
*
[ -1/2 ] 
f(z) = -76/81*z^3 + 262/81*z + 1
*
[ -1/2 ] 
f(z) = -76/83*z^3 + 268/83*z + 1
*
[ -1/2 ] 
f(z) = -76/85*z^3 + 274/85*z + 1
*
[ -1 ] 
f(z) = -76/93*z^3 + 262/93*z + 1
*
[ -1 ] 
f(z) = -76/97*z^3 + 270/97*z + 1
*
[ -1 ] 
f(z) = -76/99*z^3 + 274/99*z + 1
*
[ -1 ] 
f(z) = -75/94*z^3 + 263/94*z + 1
*
[ -1 ] 
f(z) = -75/97*z^3 + 269/97*z + 1
*
[ 28/15 ] 
f(z) = -75/98*z^3 + 263/84*z + 1
*
[ -1 ] 
f(z) = -75/98*z^3 + 271/98*z + 1
*
[ -1 ] 
f(z) = -74/93*z^3 + 260/93*z + 1
*
[ -1 ] 
f(z) = -74/95*z^3 + 264/95*z + 1
*
[ -1 ] 
f(z) = -74/97*z^3 + 268/97*z + 1
*
[ -1 ] 
f(z) = -74/99*z^3 + 272/99*z + 1
*
[ -1 ] 
f(z) = -73/94*z^3 + 261/94*z + 1
*
[ -1 ] 
f(z) = -73/95*z^3 + 263/95*z + 1
*
[ -1 ] 
f(z) = -73/96*z^3 + 265/96*z + 1
*
[ -1 ] 
f(z) = -73/97*z^3 + 267/97*z + 1
*
[ -1 ] 
f(z) = -73/98*z^3 + 269/98*z + 1
*
[ -1 ] 
f(z) = -73/99*z^3 + 271/99*z + 1
*
[ -1/2 ] 
f(z) = -72/83*z^3 + 267/83*z + 1
*
[ -1/2 ] 
f(z) = -72/85*z^3 + 273/85*z + 1
*
[ -7/6 ] 
f(z) = -72/91*z^3 + 267/91*z + 1
*
[ -1 ] 
f(z) = -72/95*z^3 + 262/95*z + 1
*
[ -1 ] 
f(z) = -72/97*z^3 + 266/97*z + 1
*
[ -1 ] 
f(z) = -71/95*z^3 + 261/95*z + 1
*
[ -1 ] 
f(z) = -71/96*z^3 + 263/96*z + 1
*
[ -1 ] 
f(z) = -71/97*z^3 + 265/97*z + 1
*
[ -1 ] 
f(z) = -71/98*z^3 + 267/98*z + 1
*
[ -1 ] 
f(z) = -71/99*z^3 + 269/99*z + 1
*
[ -1 ] 
f(z) = -70/97*z^3 + 264/97*z + 1
*
[ -1 ] 
f(z) = -70/99*z^3 + 268/99*z + 1
*
[ -1 ] 
f(z) = -69/97*z^3 + 263/97*z + 1
*
[ -1 ] 
f(z) = -69/98*z^3 + 265/98*z + 1
*
[ -1/2 ] 
f(z) = -68/81*z^3 + 260/81*z + 1
*
[ -1/2 ] 
f(z) = -68/83*z^3 + 266/83*z + 1
*
[ -1/2 ] 
f(z) = -68/87*z^3 + 278/87*z + 1
*
[ -1 ] 
f(z) = -68/97*z^3 + 262/97*z + 1
*
[ -1 ] 
f(z) = -68/99*z^3 + 266/99*z + 1
*
[ -1 ] 
f(z) = -67/97*z^3 + 261/97*z + 1
*
[ -1 ] 
f(z) = -67/98*z^3 + 263/98*z + 1
*
[ -1 ] 
f(z) = -67/99*z^3 + 265/99*z + 1
*
[ -1 ] 
f(z) = -66/97*z^3 + 260/97*z + 1
*
[ -6/5 ] 
f(z) = -65/81*z^3 + 269/90*z + 1
*
[ -1 ] 
f(z) = -65/98*z^3 + 261/98*z + 1
*
[ -1 ] 
f(z) = -65/99*z^3 + 263/99*z + 1
*
[ -1/2 ] 
f(z) = -64/83*z^3 + 265/83*z + 1
*
[ -1/2 ] 
f(z) = -64/85*z^3 + 271/85*z + 1
*
[ -1/2 ] 
f(z) = -64/87*z^3 + 277/87*z + 1
*
-1/4 | 0.16343334067201583867741627236755248178 | 0.029059891881953150187417692798252090319
f(z) = -64/91*z^3 + 277/91*z + 1
*
[ -5/8 ] 
f(z) = -64/95*z^3 + 272/95*z + 1
*
[ -1 ] 
f(z) = -64/99*z^3 + 262/99*z + 1
*
[ -9/8 ] 
f(z) = -64/99*z^3 + 268/99*z + 1
*
-1/3 | 0.16633496434637551252652442361856851280 | 0.029691438126308061363404051571873649844
f(z) = -63/88*z^3 + 271/88*z + 1
*
[ -4/3 ] 
f(z) = -63/92*z^3 + 273/92*z + 1
*
[ -2/3 ] 
f(z) = -63/94*z^3 + 263/94*z + 1
*
[ -1 ] 
f(z) = -62/99*z^3 + 260/99*z + 1
*
[ -2/3 ] 
f(z) = -61/88*z^3 + 278/99*z + 1
*
[ 27/20 ] 
f(z) = -80/81*z^3 + 278/135*z + 1
*
[ 3/2 ] 
f(z) = -79/90*z^3 + 277/120*z + 1
*
[ 3/2 ] 
f(z) = -77/90*z^3 + 271/120*z + 1
*
[ 3/2 ] 
f(z) = -73/99*z^3 + 263/132*z + 1
*
15/32 | 0.20974033276088435053159618033401334008 | 0.026969469265665215182656308937249888254
f(z) = -64/81*z^3 + 265/144*z + 1
*
-4/3 | 0.19344256154574585444781922651521756445 | 0.027830199478771184633008200957115255263
f(z) = -63/80*z^3 + 261/140*z + 1
*
[ 10/7 ] 
f(z) = -63/80*z^3 + 267/140*z + 1
*
33/20 | 0.13723781037281468108878884798414087133 | 0.020403367258217400650438245368394692567
f(z) = -80/99*z^3 + 278/165*z + 1
*
[ 4/3 ] 
f(z) = -63/82*z^3 + 265/164*z + 1
*
[ 4/3 ] 
f(z) = -63/86*z^3 + 267/172*z + 1
*
-4/3 | 0.17079254771355241926078040636075748239 | 0.024544630937848012142085880451293978991
f(z) = -77/80*z^3 + 263/180*z + 1
*
[ 5/4 ] 
f(z) = -72/95*z^3 + 263/190*z + 1
*
[ 4/3 ] 
f(z) = -63/94*z^3 + 271/188*z + 1
*
[ 6/5 ] 
f(z) = -65/84*z^3 + 269/210*z + 1
*
[ 9/8 ] 
f(z) = -64/87*z^3 + 272/261*z + 1
*
[ 9/8 ] 
f(z) = -64/93*z^3 + 274/279*z + 1
*
-3/5 | 0.14414232138633378877984588658236869472 | 0.025361185606061789891885742539724040777
f(z) = -75/98*z^3 + 277/294*z + 1
*
[ 9/2 ] 
f(z) = -62/81*z^3 + 293/18*z + 1
*
-3/8 | 0.22038613541753296428081263095698902685 | 0.028126336098405825421325822368141110446
f(z) = -80/81*z^3 + 281/36*z + 1
*
[ -3 ] 
f(z) = -80/99*z^3 + 284/33*z + 1
*
[ -3 ] 
f(z) = -79/99*z^3 + 281/33*z + 1
*
[ -2/15 ] 
f(z) = -75/88*z^3 + 281/33*z + 1
*
[ 4 ] 
f(z) = -71/80*z^3 + 299/20*z + 1
*
[ 4 ] 
f(z) = -69/80*z^3 + 291/20*z + 1
*
[ 4 ] 
f(z) = -67/80*z^3 + 283/20*z + 1
*
[ -4 ] 
f(z) = -67/80*z^3 + 293/20*z + 1
*
3 | 0.13693901233040182718184705662753111775 | 0.017339170210361128382105124185499140452
f(z) = -70/81*z^3 + 299/45*z + 1
*
[ -6/5 ] 
f(z) = -80/81*z^3 + 293/90*z + 1
*
[ -1/2 ] 
f(z) = -80/87*z^3 + 281/87*z + 1
*
[ -1/2 ] 
f(z) = -80/89*z^3 + 287/89*z + 1
*
[ 7/4 ] 
f(z) = -80/91*z^3 + 284/91*z + 1
*
[ -1/2 ] 
f(z) = -80/91*z^3 + 293/91*z + 1
*
[ -1/2 ] 
f(z) = -80/93*z^3 + 299/93*z + 1
*
[ -2/3 ] 
f(z) = -79/88*z^3 + 287/99*z + 1
*
[ -9/11 ] 
f(z) = -77/81*z^3 + 283/99*z + 1
*
[ -1/2 ] 
f(z) = -76/87*z^3 + 280/87*z + 1
*
[ -1/2 ] 
f(z) = -76/89*z^3 + 286/89*z + 1
*
[ -1/2 ] 
f(z) = -76/91*z^3 + 292/91*z + 1
*
[ -1/2 ] 
f(z) = -76/93*z^3 + 298/93*z + 1
*
[ -2/5 ] 
f(z) = -75/82*z^3 + 299/82*z + 1
*
[ -2/3 ] 
f(z) = -73/88*z^3 + 284/99*z + 1
*
[ -1/2 ] 
f(z) = -72/89*z^3 + 285/89*z + 1
*
[ -1/2 ] 
f(z) = -72/91*z^3 + 291/91*z + 1
*
[ -2/3 ] 
f(z) = -71/88*z^3 + 283/99*z + 1
*
[ -3/2 ] 
f(z) = -68/87*z^3 + 298/87*z + 1
*
[ -1/2 ] 
f(z) = -68/89*z^3 + 284/89*z + 1
*
[ -1/2 ] 
f(z) = -68/91*z^3 + 290/91*z + 1
*
[ -1/2 ] 
f(z) = -68/93*z^3 + 296/93*z + 1
*
[ -2/3 ] 
f(z) = -67/88*z^3 + 281/99*z + 1
*
[ -2/3 ] 
f(z) = -65/88*z^3 + 280/99*z + 1
*
[ -3/2 ] 
f(z) = -64/87*z^3 + 289/87*z + 1
*
[ -1/2 ] 
f(z) = -64/89*z^3 + 283/89*z + 1
*
[ -1/2 ] 
f(z) = -64/91*z^3 + 289/91*z + 1
*
[ -1/2 ] 
f(z) = -64/93*z^3 + 295/93*z + 1
*
[ -3/2 ] 
f(z) = -64/93*z^3 + 299/93*z + 1
*
[ -11/8 ] 
f(z) = -64/99*z^3 + 292/99*z + 1
*
[ 2 ] 
f(z) = -63/82*z^3 + 293/82*z + 1
*
[ 2 ] 
f(z) = -63/86*z^3 + 295/86*z + 1
*
[ 2 ] 
f(z) = -63/94*z^3 + 299/94*z + 1
*
[ 2 ] 
f(z) = -61/82*z^3 + 285/82*z + 1
*
[ 2 ] 
f(z) = -61/86*z^3 + 287/86*z + 1
*
[ 2 ] 
f(z) = -61/90*z^3 + 289/90*z + 1
*
[ 2 ] 
f(z) = -61/94*z^3 + 291/94*z + 1
*
[ 2 ] 
f(z) = -61/98*z^3 + 293/98*z + 1
*
[ 27/16 ] 
f(z) = -64/81*z^3 + 287/108*z + 1
*
[ 3/2 ] 
f(z) = -79/99*z^3 + 281/132*z + 1
*
-3/2 | 0.11742450564054767158294796907802859245 | 0.014906510724630281422567356878636504690
f(z) = -70/81*z^3 + 293/126*z + 1
*
9/8 | 0.10572635658013445007743921550955202281 | 0.013480911054024660434086530540252433302
f(z) = -76/81*z^3 + 283/144*z + 1
*
39/40 | 0.21114254534275389491658653460029980309 | 0.026850446213258848119200596051013922296
f(z) = -80/81*z^3 + 289/180*z + 1
*
[ 4/3 ] 
f(z) = -61/80*z^3 + 289/180*z + 1
*
5/3 | 0.15816670248656776032922183688639068556 | 0.027947203729367753555110314033472421176
f(z) = -69/80*z^3 + 287/240*z + 1
*
-6/11 | 0.10858679612749676178047942285562368116 | 0.015442376522624923937382581041854510651
f(z) = -77/96*z^3 + 283/264*z + 1
*
16/15 | 0.13322669055738817955341395382091864215 | 0.023511588147232854643306426489601043628
f(z) = -75/88*z^3 + 289/264*z + 1
*
-8/15 | 0.13425891392601325472185839031703762813 | 0.023608140621946233118513052365953299227
f(z) = -75/88*z^3 + 295/264*z + 1
*
[ 2/3 ] 
f(z) = -65/112*z^3 - 61/252*z + 1
*
[ 2/3 ] 
f(z) = -61/112*z^3 - 65/252*z + 1
*
[ 5/8 ] 
f(z) = -64/115*z^3 - 44/115*z + 1
*
[ 2/3 ] 
f(z) = -69/116*z^3 - 41/174*z + 1
*
[ 2/3 ] 
f(z) = -72/107*z^3 - 43/214*z + 1
*
[ 2/3 ] 
f(z) = -72/109*z^3 - 45/218*z + 1
*
[ 2/3 ] 
f(z) = -63/101*z^3 - 45/202*z + 1
*
[ 2/3 ] 
f(z) = -63/103*z^3 - 47/206*z + 1
*
[ 2/3 ] 
f(z) = -63/107*z^3 - 51/214*z + 1
*
[ 2/3 ] 
f(z) = -63/109*z^3 - 53/218*z + 1
*
[ 2/3 ] 
f(z) = -72/113*z^3 - 49/226*z + 1
*
[ 2/3 ] 
f(z) = -72/115*z^3 - 51/230*z + 1
*
[ 2/3 ] 
f(z) = -72/119*z^3 - 55/238*z + 1
*
[ 2/3 ] 
f(z) = -63/113*z^3 - 57/226*z + 1
*
[ 2/3 ] 
f(z) = -63/115*z^3 - 59/230*z + 1
*
[ 2/3 ] 
f(z) = -79/112*z^3 - 47/252*z + 1
*
[ 2/3 ] 
f(z) = -73/112*z^3 - 53/252*z + 1
*
[ 2/3 ] 
f(z) = -71/112*z^3 - 55/252*z + 1
*
[ 2/3 ] 
f(z) = -67/112*z^3 - 59/252*z + 1
*
[ 2/3 ] 
f(z) = -73/104*z^3 - 22/117*z + 1
*
[ 2/3 ] 
f(z) = -71/104*z^3 - 23/117*z + 1
*
[ 2/3 ] 
f(z) = -67/104*z^3 - 25/117*z + 1
*
[ 5/8 ] 
f(z) = -64/105*z^3 - 38/105*z + 1
*
[ 2/3 ] 
f(z) = -63/106*z^3 - 25/106*z + 1
*
[ 2/3 ] 
f(z) = -63/110*z^3 - 27/110*z + 1
*
[ 2/3 ] 
f(z) = -63/118*z^3 - 31/118*z + 1
*
[ 2/3 ] 
f(z) = -61/104*z^3 - 28/117*z + 1
*
[ 2/3 ] 
f(z) = -69/100*z^3 - 29/150*z + 1
*
[ 2/3 ] 
f(z) = -75/116*z^3 - 37/174*z + 1
*
[ 2/3 ] 
f(z) = -72/101*z^3 - 37/202*z + 1
*
[ 2/3 ] 
f(z) = -72/103*z^3 - 39/206*z + 1
*
[ 2/3 ] 
f(z) = -63/104*z^3 - 3/13*z + 1
*
[ 2/3 ] 
f(z) = -75/104*z^3 - 7/39*z + 1
*
[ 2/3 ] 
f(z) = -69/104*z^3 - 8/39*z + 1
*
[ 3/4 ] 
f(z) = -64/117*z^3 - 1/39*z + 1
*
[ 2/3 ] 
f(z) = -63/100*z^3 - 11/50*z + 1
*
[ 2/3 ] 
f(z) = -63/116*z^3 - 15/58*z + 1
*
[ 3/4 ] 
f(z) = -61/108*z^3 - 1/64*z + 1
*
[ 2/3 ] 
f(z) = -69/112*z^3 - 19/84*z + 1
*
[ 2/3 ] 
f(z) = -79/104*z^3 - 19/117*z + 1
*
[ 2/3 ] 
f(z) = -77/104*z^3 - 20/117*z + 1
*
[ 3/4 ] 
f(z) = -64/111*z^3 - 1/111*z + 1
*
[ 5/7 ] 
f(z) = -77/100*z^3 - 1/140*z + 1
*
[ 3/4 ] 
f(z) = -68/117*z^3 - 1/156*z + 1
*
[ 5/7 ] 
f(z) = -63/100*z^3 - 11/140*z + 1
*
15/13 | 0.26047594712258362343516788159217425968 | 0.029410647898520345852545751628388246227
f(z) = -65/108*z^3 - 17/260*z + 1
*
[ 6/7 ] 
f(z) = -77/108*z^3 + 5/14*z + 1
*
[ 3/4 ] 
f(z) = -80/117*z^3 + 2/39*z + 1
*
[ 4/5 ] 
f(z) = -75/112*z^3 + 5/28*z + 1
*
[ 4/5 ] 
f(z) = -75/104*z^3 + 11/52*z + 1
*
[ 3/4 ] 
f(z) = -79/108*z^3 + 5/64*z + 1
*
[ 3/4 ] 
f(z) = -73/108*z^3 + 3/64*z + 1
*
[ 3/4 ] 
f(z) = -67/108*z^3 + 1/64*z + 1
*
[ 5/6 ] 
f(z) = -63/100*z^3 + 19/80*z + 1
*
[ 3/4 ] 
f(z) = -80/111*z^3 + 8/111*z + 1
*
[ 4/5 ] 
f(z) = -75/116*z^3 + 19/116*z + 1
*
[ 3/4 ] 
f(z) = -64/105*z^3 + 1/105*z + 1
*
[ 3/4 ] 
f(z) = -76/117*z^3 + 5/156*z + 1
*
[ 4/5 ] 
f(z) = -65/112*z^3 + 17/140*z + 1
*
[ 3/4 ] 
f(z) = -77/108*z^3 + 13/192*z + 1
*
[ 3/4 ] 
f(z) = -71/108*z^3 + 7/192*z + 1
*
[ 3/4 ] 
f(z) = -65/108*z^3 + 1/192*z + 1
*
-2 | 0.094057762841689185926825529800002833141 | 0.016868475859762713341863355770954703652
f(z) = -79/104*z^3 + 33/13*z + 1
*
[ 3 ] 
f(z) = -79/108*z^3 + 29/4*z + 1
*
-2 | 0.093438769644776185683595305733662788964 | 0.016850456199160601504847661760574715576
f(z) = -77/104*z^3 + 32/13*z + 1
*
[ -3 ] 
f(z) = -77/108*z^3 + 31/4*z + 1
*
[ 3/2 ] 
f(z) = -77/108*z^3 + 31/16*z + 1
*
-2 | 0.092780261230234662195552830329301163067 | 0.016828051200402388173220367527800087489
f(z) = -75/104*z^3 + 31/13*z + 1
*
-2 | 0.092073470969426819162204891791000496897 | 0.016799769562867340908407701600080017609
f(z) = -73/104*z^3 + 30/13*z + 1
*
[ 3 ] 
f(z) = -73/108*z^3 + 27/4*z + 1
*
-2 | 0.091305602554680193927451495019481735933 | 0.016763356909706708590999613386000137613
f(z) = -71/104*z^3 + 29/13*z + 1
*
[ -3 ] 
f(z) = -71/108*z^3 + 29/4*z + 1
*
[ 3/2 ] 
f(z) = -71/108*z^3 + 29/16*z + 1
*
-2 | 0.090456579619412126834832544560385375740 | 0.016715169239201226355147260777564738070
f(z) = -69/104*z^3 + 28/13*z + 1
*
-2 | 0.089490913522676596481164106353445036078 | 0.016648609938928173589896337549393914748
f(z) = -67/104*z^3 + 27/13*z + 1
*
[ 3 ] 
f(z) = -67/108*z^3 + 25/4*z + 1
*
[ -3 ] 
f(z) = -65/108*z^3 + 27/4*z + 1
*
[ -6/5 ] 
f(z) = -65/108*z^3 + 27/10*z + 1
*
[ 3/2 ] 
f(z) = -65/108*z^3 + 27/16*z + 1
*
-2 | 0.086394733212173663438092708412856884312 | 0.016306069877513135569331325066832030784
f(z) = -63/104*z^3 + 25/13*z + 1
*
[ -2/3 ] 
f(z) = -63/104*z^3 + 36/13*z + 1
*
[ 2 ] 
f(z) = -63/104*z^3 + 38/13*z + 1
*
-2 | 0.086007752408178715208721170952114810283 | 0.016359073346175117627659810949888248876
f(z) = -61/104*z^3 + 24/13*z + 1
*
[ 2 ] 
f(z) = -61/104*z^3 + 37/13*z + 1
*
[ 3 ] 
f(z) = -61/108*z^3 + 23/4*z + 1
*
[ 6/5 ] 
f(z) = -65/108*z^3 + 31/30*z + 1
*
[ 6/7 ] 
f(z) = -71/108*z^3 + 31/98*z + 1
*
4/3 | 0.15803767075537028626984873189599845445 | 0.027167724048850726016055221390467646692
f(z) = -69/112*z^3 + 29/84*z + 1
*
[ 6/7 ] 
f(z) = -65/108*z^3 + 27/98*z + 1
*
[ 5/6 ] 
f(z) = -72/115*z^3 + 27/115*z + 1
*
[ 7/8 ] 
f(z) = -64/105*z^3 + 34/105*z + 1
*
[ 7/8 ] 
f(z) = -64/119*z^3 + 32/119*z + 1
*
[ 4/5 ] 
f(z) = -75/118*z^3 + 37/236*z + 1
*
[ 2 ] 
f(z) = -79/104*z^3 + 46/13*z + 1
*
[ -2 ] 
f(z) = -79/104*z^3 + 59/13*z + 1
*
[ -3/2 ] 
f(z) = -79/108*z^3 + 53/16*z + 1
*
[ -6 ] 
f(z) = -79/108*z^3 + 55/2*z + 1
*
[ 2 ] 
f(z) = -77/104*z^3 + 45/13*z + 1
*
[ -2 ] 
f(z) = -77/104*z^3 + 58/13*z + 1
*
[ 6 ] 
f(z) = -77/108*z^3 + 53/2*z + 1
*
[ 2 ] 
f(z) = -75/104*z^3 + 44/13*z + 1
*
[ -2/5 ] 
f(z) = -75/104*z^3 + 47/13*z + 1
*
[ -2 ] 
f(z) = -75/104*z^3 + 57/13*z + 1
*
[ 2 ] 
f(z) = -73/104*z^3 + 43/13*z + 1
*
[ -2 ] 
f(z) = -73/104*z^3 + 56/13*z + 1
*
[ -6 ] 
f(z) = -73/108*z^3 + 51/2*z + 1
*
[ -3/2 ] 
f(z) = -73/108*z^3 + 51/16*z + 1
*
[ 2 ] 
f(z) = -71/104*z^3 + 42/13*z + 1
*
[ -2 ] 
f(z) = -71/104*z^3 + 55/13*z + 1
*
[ 6 ] 
f(z) = -71/108*z^3 + 49/2*z + 1
*
[ 2 ] 
f(z) = -69/104*z^3 + 41/13*z + 1
*
[ -2 ] 
f(z) = -69/104*z^3 + 54/13*z + 1
*
[ 2 ] 
f(z) = -67/104*z^3 + 40/13*z + 1
*
[ -2 ] 
f(z) = -67/104*z^3 + 53/13*z + 1
*
[ -6 ] 
f(z) = -67/108*z^3 + 47/2*z + 1
*
[ -3/2 ] 
f(z) = -67/108*z^3 + 49/16*z + 1
*
[ 6 ] 
f(z) = -65/108*z^3 + 45/2*z + 1
*
[ -2 ] 
f(z) = -63/104*z^3 + 51/13*z + 1
*
[ -2 ] 
f(z) = -61/104*z^3 + 50/13*z + 1
*
[ -6 ] 
f(z) = -61/108*z^3 + 43/2*z + 1
*
[ -3/2 ] 
f(z) = -61/108*z^3 + 47/16*z + 1
*
-3/7 | 0.18710728273790949286042829674344641402 | 0.026693731887262834622168669497159435306
f(z) = -77/108*z^3 + 41/28*z + 1
*
-22/15 | 0.14677711750809017754497370694976913870 | 0.025336919163397407793067021590550862463
f(z) = -75/104*z^3 + 41/39*z + 1
*
[ 6/5 ] 
f(z) = -75/104*z^3 + 47/39*z + 1
*
26/15 | 0.18100702806934367413669905549055169275 | 0.029398675631849524899569137187015492435
f(z) = -75/104*z^3 + 59/39*z + 1
*
-2 | 0.091260003591187326611305966826662552316 | 0.016702564582468799617880484005563500137
f(z) = -73/112*z^3 + 59/28*z + 1
*
-2 | 0.090274149290480734491347864845423994327 | 0.016627077268585188339440972461513947771
f(z) = -71/112*z^3 + 57/28*z + 1
*
-2 | 0.089022195186086509048268234693913465814 | 0.016505069069200196037145482948421366913
f(z) = -69/112*z^3 + 55/28*z + 1
*
-2 | 0.087380612913657283984175485762916502962 | 0.016312742562707563298325496949915720535
f(z) = -67/112*z^3 + 53/28*z + 1
*
3/5 | 0.14075848657090389641609242841590621914 | 0.019474966712358705317723632509158699566
f(z) = -65/108*z^3 + 51/20*z + 1
*
-2 | 0.087380383940286177606210584574229768763 | 0.016430690552569320211432675052830231278
f(z) = -65/112*z^3 + 51/28*z + 1
*
[ 5/3 ] 
f(z) = -63/100*z^3 + 43/20*z + 1
*
-2 | 0.087380463407494392034685776849096606015 | 0.016686991668722907647200363087767961936
f(z) = -61/112*z^3 + 47/28*z + 1
*
[ 12/11 ] 
f(z) = -77/108*z^3 + 41/44*z + 1
*
[ 6/5 ] 
f(z) = -73/108*z^3 + 57/50*z + 1
*
[ 6/5 ] 
f(z) = -67/108*z^3 + 53/50*z + 1
*
[ 6/5 ] 
f(z) = -61/108*z^3 + 49/50*z + 1
*
-3/5 | 0.18347146009832677400454948226861460688 | 0.029161478802600715596706451433292602826
f(z) = -65/108*z^3 + 53/60*z + 1
*
-14/15 | 0.15945039107528288176397870675634270131 | 0.027410580044045690034322270521789098046
f(z) = -75/112*z^3 + 55/84*z + 1
*
[ 10/11 ] 
f(z) = -77/100*z^3 + 59/110*z + 1
*
[ 4/5 ] 
f(z) = -75/106*z^3 + 43/212*z + 1
*
[ 3 ] 
f(z) = -71/108*z^3 + 79/12*z + 1
*
[ 3 ] 
f(z) = -65/108*z^3 + 73/12*z + 1
*
[ 10/3 ] 
f(z) = -63/100*z^3 + 77/10*z + 1
*
[ -3 ] 
f(z) = -61/108*z^3 + 77/12*z + 1
*
[ 3/2 ] 
f(z) = -80/117*z^3 + 73/39*z + 1
*
-2 | 0.093576094180924483577610671857402670315 | 0.016828169708366312387178103270481761183
f(z) = -79/112*z^3 + 65/28*z + 1
*
[ -6/11 ] 
f(z) = -77/108*z^3 + 67/22*z + 1
*
[ 3/2 ] 
f(z) = -76/117*z^3 + 70/39*z + 1
*
-26/15 | 0.18100639683983655891499895070403985484 | 0.028735966864661449272110732844838692732
f(z) = -75/104*z^3 + 68/39*z + 1
*
-2 | 0.092112402302485495609403465287406741105 | 0.016756336813318553001321126403615773050
f(z) = -75/112*z^3 + 61/28*z + 1
*
[ -4/5 ] 
f(z) = -75/112*z^3 + 75/28*z + 1
*
[ 3/2 ] 
f(z) = -68/117*z^3 + 64/39*z + 1
*
[ 2 ] 
f(z) = -65/112*z^3 + 79/28*z + 1
*
[ 3/2 ] 
f(z) = -64/117*z^3 + 61/39*z + 1
*
[ -5/3 ] 
f(z) = -63/100*z^3 + 67/20*z + 1
*
[ 2 ] 
f(z) = -61/112*z^3 + 75/28*z + 1
*
[ 6/5 ] 
f(z) = -79/108*z^3 + 61/50*z + 1
*
[ 4/3 ] 
f(z) = -63/104*z^3 + 69/52*z + 1
*
[ 3/2 ] 
f(z) = -61/108*z^3 + 77/48*z + 1
*
-2/3 | 0.11381214743989862946862456342608869333 | 0.019565063192056749514186333791158859297
f(z) = -69/112*z^3 + 65/84*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.027410573840573373059404504196057851612
f(z) = -69/112*z^3 + 71/84*z + 1
*
[ 10/9 ] 
f(z) = -63/100*z^3 + 79/90*z + 1
*
[ 12/13 ] 
f(z) = -65/108*z^3 + 67/156*z + 1
*
[ 20/21 ] 
f(z) = -63/100*z^3 + 73/140*z + 1
*
[ 5/6 ] 
f(z) = -69/100*z^3 + 67/240*z + 1
*
[ 6/7 ] 
f(z) = -63/104*z^3 + 76/273*z + 1
*
[ 6/7 ] 
f(z) = -61/108*z^3 + 73/294*z + 1
*
[ -3 ] 
f(z) = -79/108*z^3 + 95/12*z + 1
*
[ 3 ] 
f(z) = -77/108*z^3 + 85/12*z + 1
*
[ -3 ] 
f(z) = -73/108*z^3 + 89/12*z + 1
*
[ -3 ] 
f(z) = -67/108*z^3 + 83/12*z + 1
*
[ -10/3 ] 
f(z) = -63/100*z^3 + 83/10*z + 1
*
[ 2 ] 
f(z) = -79/112*z^3 + 93/28*z + 1
*
[ -3/7 ] 
f(z) = -77/108*z^3 + 97/28*z + 1
*
22/15 | 0.19017426159827903779138944651697906794 | 0.029432051107863942075850615833407187916
f(z) = -75/104*z^3 + 80/39*z + 1
*
[ 2 ] 
f(z) = -75/112*z^3 + 89/28*z + 1
*
[ 2 ] 
f(z) = -73/112*z^3 + 87/28*z + 1
*
[ 2 ] 
f(z) = -71/112*z^3 + 85/28*z + 1
*
[ 2 ] 
f(z) = -69/112*z^3 + 83/28*z + 1
*
[ 2 ] 
f(z) = -67/112*z^3 + 81/28*z + 1
*
[ 12/5 ] 
f(z) = -65/108*z^3 + 81/20*z + 1
*
[ 3/2 ] 
f(z) = -79/108*z^3 + 95/48*z + 1
*
[ 3/2 ] 
f(z) = -73/108*z^3 + 89/48*z + 1
*
[ 3/2 ] 
f(z) = -67/108*z^3 + 83/48*z + 1
*
-12/13 | 0.23060893595880989086375280424628728798 | 0.029892232921202303449398489732668669903
f(z) = -65/108*z^3 + 83/52*z + 1
*
-2 | 0.088030290636641993027997383352630085362 | 0.016710831609083141846571426310656043285
f(z) = -63/116*z^3 + 97/58*z + 1
*
-2 | 0.086329440711122321054520528124415629484 | 0.016387958465167266525344849317862008049
f(z) = -61/100*z^3 + 97/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013939905393001521166377190962337601483
f(z) = -61/108*z^3 + 95/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016845333974235892692740221792588283245
f(z) = -61/116*z^3 + 93/58*z + 1
*
-5/3 | 0.17882773899360748035080028657893277354 | 0.029218798818482819598550423600574986518
f(z) = -69/100*z^3 + 91/60*z + 1
*
[ 6/5 ] 
f(z) = -75/112*z^3 + 95/84*z + 1
*
3/2 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = -68/105*z^3 + 83/105*z + 1
*
[ 9/8 ] 
f(z) = -64/117*z^3 + 94/117*z + 1
*
-4/5 | 0.13791182945648596261584216739742538449 | 0.021794122503103046448043257773091199447
f(z) = -65/112*z^3 + 87/140*z + 1
*
[ 6/7 ] 
f(z) = -73/108*z^3 + 97/294*z + 1
*
[ 6/7 ] 
f(z) = -67/108*z^3 + 85/294*z + 1
*
[ -3/4 ] 
f(z) = -80/117*z^3 + 106/39*z + 1
*
[ -12/7 ] 
f(z) = -77/108*z^3 + 103/28*z + 1
*
[ 26/15 ] 
f(z) = -75/104*z^3 + 101/39*z + 1
*
[ -2/3 ] 
f(z) = -75/104*z^3 + 110/39*z + 1
*
[ -6/5 ] 
f(z) = -75/104*z^3 + 112/39*z + 1
*
[ -2 ] 
f(z) = -73/112*z^3 + 115/28*z + 1
*
[ -2 ] 
f(z) = -71/112*z^3 + 113/28*z + 1
*
[ -2/3 ] 
f(z) = -69/104*z^3 + 109/39*z + 1
*
[ -2 ] 
f(z) = -69/112*z^3 + 111/28*z + 1
*
[ -3/2 ] 
f(z) = -68/117*z^3 + 116/39*z + 1
*
[ -2 ] 
f(z) = -67/112*z^3 + 109/28*z + 1
*
-3 | 0.19120341200152235783955412888661752196 | 0.023884402850450710777534110469038855206
f(z) = -65/108*z^3 + 111/20*z + 1
*
[ -2 ] 
f(z) = -65/112*z^3 + 107/28*z + 1
*
[ -3/4 ] 
f(z) = -64/117*z^3 + 103/39*z + 1
*
[ -3/2 ] 
f(z) = -64/117*z^3 + 113/39*z + 1
*
[ -2 ] 
f(z) = -61/112*z^3 + 103/28*z + 1
*
[ -6/7 ] 
f(z) = -77/108*z^3 + 113/42*z + 1
*
[ 8/5 ] 
f(z) = -75/112*z^3 + 117/56*z + 1
*
-2 | 0.078153271754350585158373814639244342920 | 0.014281689707047280027974618018164097807
f(z) = -73/108*z^3 + 119/54*z + 1
*
-2 | 0.090636129734533182791875804996653599737 | 0.016614261162257950390997539778500016053
f(z) = -73/116*z^3 + 117/58*z + 1
*
-2 | 0.091650596695184532614752143536513396458 | 0.016800220327483888142945393404151203472
f(z) = -71/100*z^3 + 117/50*z + 1
*
-2 | 0.077303330174418468681855616548545205066 | 0.014215189919641950005887416877501504552
f(z) = -71/108*z^3 + 115/54*z + 1
*
-2 | 0.089302182998791327771213814956741758669 | 0.016474791327937236098939931040837364676
f(z) = -71/116*z^3 + 113/58*z + 1
*
-2 | 0.090879338017623621935852295400747061122 | 0.016765750618679575987795730368128163175
f(z) = -69/100*z^3 + 113/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016348691373458747627533316179766430964
f(z) = -69/116*z^3 + 109/58*z + 1
*
-2 | 0.090029770426461748888095622088809194990 | 0.016720188128434768391705224735621815314
f(z) = -67/100*z^3 + 109/50*z + 1
*
-2 | 0.075129687133515873393525857418021728216 | 0.014001122428276438747499868466705358113
f(z) = -67/108*z^3 + 107/54*z + 1
*
-2 | 0.088030443442226164413972219250657802378 | 0.016463189291877648421931210364470367786
f(z) = -67/116*z^3 + 105/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013728363205809236013008734771740427065
f(z) = -65/108*z^3 + 103/54*z + 1
*
24/13 | 0.17492581803080646807968843128898701728 | 0.021851067734916525449804844721633238844
f(z) = -65/108*z^3 + 111/52*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016583460556548083567933612154056986788
f(z) = -65/116*z^3 + 101/58*z + 1
*
-2 | 0.087931743997417223045357776863342269485 | 0.016565054554514348996938639081922784612
f(z) = -63/100*z^3 + 101/50*z + 1
*
[ 10/7 ] 
f(z) = -63/100*z^3 + 111/70*z + 1
*
[ 3/2 ] 
f(z) = -62/117*z^3 + 119/78*z + 1
*
-4/15 | 0.16604553145107116406863619174555886486 | 0.027320714975084343232364315069003611792
f(z) = -75/112*z^3 + 109/84*z + 1
*
[ 4/3 ] 
f(z) = -69/112*z^3 + 113/84*z + 1
*
[ 26/21 ] 
f(z) = -63/104*z^3 + 102/91*z + 1
*
[ 7/6 ] 
f(z) = -72/119*z^3 + 115/119*z + 1
*
5/3 | 0.071621906893892102634110414632815045486 | 0.010932839048052608918086616611759894748
f(z) = -63/100*z^3 + 101/140*z + 1
*
3/2 | 0.056812200650037535900409173402523168740 | 0.010624847232577449359007045120956058763
f(z) = -64/105*z^3 + 113/210*z + 1
*
[ 6/7 ] 
f(z) = -77/104*z^3 + 103/273*z + 1
*
[ 6/7 ] 
f(z) = -79/108*z^3 + 109/294*z + 1
*
[ 6 ] 
f(z) = -67/108*z^3 + 139/6*z + 1
*
[ -6 ] 
f(z) = -65/108*z^3 + 137/6*z + 1
*
[ 6 ] 
f(z) = -61/108*z^3 + 127/6*z + 1
*
[ -3/2 ] 
f(z) = -80/117*z^3 + 125/39*z + 1
*
[ -2 ] 
f(z) = -79/112*z^3 + 121/28*z + 1
*
[ -3/2 ] 
f(z) = -76/117*z^3 + 122/39*z + 1
*
-2 | 0.094243713105751543981573081658581254153 | 0.016878978312840546836694795833352752699
f(z) = -79/100*z^3 + 133/50*z + 1
*
-2 | 0.080275058294645942607989727393217975282 | 0.014416323961354178412801674710280591182
f(z) = -79/108*z^3 + 131/54*z + 1
*
-2 | 0.093258181653604557233526516744353926184 | 0.016794320258846425462106462108975923797
f(z) = -79/116*z^3 + 129/58*z + 1
*
-2 | 0.093651574804082205257098224959362674393 | 0.016865164129481799616126296639041632242
f(z) = -77/100*z^3 + 129/50*z + 1
*
-2 | 0.079621530871532809073842955185666196886 | 0.014379036379612202826084102375277321044
f(z) = -77/108*z^3 + 127/54*z + 1
*
-2 | 0.092494278533476454107398064677454855592 | 0.016751776370317518029803146249190400011
f(z) = -77/116*z^3 + 125/58*z + 1
*
-2 | 0.091637761873652524227304985108359319763 | 0.016694990259584636859213401937047659119
f(z) = -75/116*z^3 + 121/58*z + 1
*
-2 | 0.092362261474988695735633183530180069844 | 0.016826982939677121852872211309685743777
f(z) = -73/100*z^3 + 121/50*z + 1
*
[ -6/5 ] 
f(z) = -71/108*z^3 + 139/50*z + 1
*
[ -12/13 ] 
f(z) = -65/108*z^3 + 135/52*z + 1
*
[ -2/3 ] 
f(z) = -63/100*z^3 + 139/50*z + 1
*
[ 10/7 ] 
f(z) = -77/100*z^3 + 131/70*z + 1
*
[ 3/2 ] 
f(z) = -74/117*z^3 + 137/78*z + 1
*
[ 3/2 ] 
f(z) = -70/117*z^3 + 131/78*z + 1
*
[ 5/3 ] 
f(z) = -69/100*z^3 + 139/60*z + 1
*
[ 4/3 ] 
f(z) = -75/112*z^3 + 121/84*z + 1
*
8/5 | 0.11167993705364199343461596223851584650 | 0.023054422766996624694053997834357627773
f(z) = -75/104*z^3 + 127/104*z + 1
*
[ 5/4 ] 
f(z) = -64/105*z^3 + 121/105*z + 1
*
[ 5/4 ] 
f(z) = -64/115*z^3 + 123/115*z + 1
*
[ 4/3 ] 
f(z) = -63/100*z^3 + 137/100*z + 1
*
1/2 | 0.13488313768785540604362486394544052110 | 0.025225439532119703459005148577377686090
f(z) = -64/105*z^3 + 137/210*z + 1
*
3/2 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214
f(z) = -62/105*z^3 + 139/210*z + 1
*
[ 6 ] 
f(z) = -73/108*z^3 + 151/6*z + 1
*
[ -6 ] 
f(z) = -71/108*z^3 + 149/6*z + 1
*
[ -26/15 ] 
f(z) = -75/104*z^3 + 146/39*z + 1
*
-4/5 | 0.16499612933637750776410956034492497333 | 0.025930441709753204755066456763353201978
f(z) = -75/112*z^3 + 145/28*z + 1
*
[ -3/8 ] 
f(z) = -64/117*z^3 + 146/39*z + 1
*
[ -6/5 ] 
f(z) = -77/108*z^3 + 143/50*z + 1
*
[ -3/2 ] 
f(z) = -77/108*z^3 + 157/48*z + 1
*
[ -4/5 ] 
f(z) = -75/104*z^3 + 141/52*z + 1
*
[ -3/2 ] 
f(z) = -71/108*z^3 + 151/48*z + 1
*
[ 2 ] 
f(z) = -67/100*z^3 + 159/50*z + 1
*
[ -3/2 ] 
f(z) = -65/108*z^3 + 145/48*z + 1
*
[ 2 ] 
f(z) = -65/108*z^3 + 157/54*z + 1
*
[ 2 ] 
f(z) = -65/116*z^3 + 159/58*z + 1
*
[ 2 ] 
f(z) = -63/100*z^3 + 151/50*z + 1
*
[ -4/3 ] 
f(z) = -63/104*z^3 + 147/52*z + 1
*
[ 2 ] 
f(z) = -63/116*z^3 + 155/58*z + 1
*
[ -2/3 ] 
f(z) = -63/116*z^3 + 159/58*z + 1
*
[ 2 ] 
f(z) = -61/100*z^3 + 147/50*z + 1
*
[ 2 ] 
f(z) = -61/108*z^3 + 149/54*z + 1
*
[ 2 ] 
f(z) = -61/116*z^3 + 151/58*z + 1
*
14/15 | 0.15803663713894939654766753469326388700 | 0.024679441863876116401643571735286511183
f(z) = -75/112*z^3 + 151/84*z + 1
*
-28/15 | 0.15945241290987747198152003024306883203 | 0.024749929187836061975166184698027511165
f(z) = -75/112*z^3 + 157/84*z + 1
*
-4/3 | 0.19006911353817379746499857129424009610 | 0.029561027380332759901559932948171908523
f(z) = -69/112*z^3 + 155/84*z + 1
*
[ 4/3 ] 
f(z) = -63/116*z^3 + 141/116*z + 1
*
3/2 | 0.24585191647466420609620884002191150558 | 0.029038813967699282124343979488994622964
f(z) = -77/108*z^3 + 149/176*z + 1
*
[ 14/15 ] 
f(z) = -75/104*z^3 + 152/273*z + 1
*
[ 6 ] 
f(z) = -79/108*z^3 + 163/6*z + 1
*
[ -6 ] 
f(z) = -77/108*z^3 + 161/6*z + 1
*
[ 14/5 ] 
f(z) = -75/112*z^3 + 165/28*z + 1
*
[ 2 ] 
f(z) = -77/100*z^3 + 179/50*z + 1
*
[ 2 ] 
f(z) = -75/116*z^3 + 179/58*z + 1
*
[ 2 ] 
f(z) = -73/100*z^3 + 171/50*z + 1
*
[ 2 ] 
f(z) = -73/108*z^3 + 173/54*z + 1
*
[ 2 ] 
f(z) = -73/116*z^3 + 175/58*z + 1
*
[ 2 ] 
f(z) = -71/100*z^3 + 167/50*z + 1
*
[ 2 ] 
f(z) = -71/108*z^3 + 169/54*z + 1
*
[ 2 ] 
f(z) = -71/116*z^3 + 171/58*z + 1
*
[ 2 ] 
f(z) = -69/100*z^3 + 163/50*z + 1
*
[ 2 ] 
f(z) = -69/116*z^3 + 167/58*z + 1
*
[ 2 ] 
f(z) = -67/108*z^3 + 161/54*z + 1
*
[ 2 ] 
f(z) = -67/116*z^3 + 163/58*z + 1
*
-3/13 | 0.21889992021257696414368375655530801172 | 0.025872790260727880850207574572227285579
f(z) = -65/108*z^3 + 175/52*z + 1
*
[ -3/4 ] 
f(z) = -77/108*z^3 + 175/64*z + 1
*
[ -3/4 ] 
f(z) = -71/108*z^3 + 173/64*z + 1
*
[ -3/4 ] 
f(z) = -65/108*z^3 + 171/64*z + 1
*
[ -3/5 ] 
f(z) = -65/108*z^3 + 173/60*z + 1
*
14/15 | 0.067079916975667432390509220047938631708 | 0.010351767851998099267812448205077212256
f(z) = -75/112*z^3 + 163/84*z + 1
*
-1 | 0.077355660257505599773721106963328190859 | 0.014912262776060867973252981639658952846
f(z) = -79/100*z^3 + 179/100*z + 1
*
-1 | 0.085465798250451242986523125202720633694 | 0.016475697287489342269300010244301747720
f(z) = -78/101*z^3 + 179/101*z + 1
*
-1 | 0.076724431273852172553776843074743774827 | 0.014822683893980230124569649406629696849
f(z) = -77/100*z^3 + 177/100*z + 1
*
-1 | 0.085465386006547383743819327484849492360 | 0.016493430336689748012973175140368803728
f(z) = -77/101*z^3 + 178/101*z + 1
*
-1 | 0.052468599534593425387345351940248428614 | 0.010114651483125898251616550708125288172
f(z) = -77/102*z^3 + 179/102*z + 1
*
-1 | 0.085466258519403090599011272600752963480 | 0.016511550657346455922042502412474988119
f(z) = -76/101*z^3 + 177/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016545581495057957533090836544004038049
f(z) = -76/103*z^3 + 179/103*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016529438025209280615739866532203091154
f(z) = -75/101*z^3 + 176/101*z + 1
*
-1 | 0.085829211697693021411438611997868699177 | 0.016563642781423208494032148134182252889
f(z) = -75/103*z^3 + 178/103*z + 1
*
-1 | 0.077450803829017406103061164867706385367 | 0.014930604109262782335551697641411129438
f(z) = -75/104*z^3 + 179/104*z + 1
*
[ 7/5 ] 
f(z) = -75/112*z^3 + 179/112*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016547674034863169328765805088017946080
f(z) = -74/101*z^3 + 175/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016581497644228148131870052019687432228
f(z) = -74/103*z^3 + 177/103*z + 1
*
-1 | 0.065840032125903555656365504086435624066 | 0.012692333786272604532525311645539566335
f(z) = -74/105*z^3 + 179/105*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.014888262261845002631403045694726980297
f(z) = -73/100*z^3 + 173/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016566055178616087895828934887786412581
f(z) = -73/101*z^3 + 174/101*z + 1
*
-1 | 0.052468470404367280834526423011945037746 | 0.010158885705869579333497520832672871327
f(z) = -73/102*z^3 + 175/102*z + 1
*
-1 | 0.085829218303365228155187822839341199421 | 0.016599842178359148871058857371175453176
f(z) = -73/103*z^3 + 176/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.014962833433137782953570191164783552344
f(z) = -73/104*z^3 + 177/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012706206635971936569605001330628036072
f(z) = -73/105*z^3 + 178/105*z + 1
*
-1 | 0.073524670769557985503556759993528119738 | 0.014173742521092729994932439319650066386
f(z) = -73/106*z^3 + 179/106*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016584583501459856057609903351784018416
f(z) = -72/101*z^3 + 173/101*z + 1
*
-1 | 0.085828375925806368194770908001999740286 | 0.016617992760812398203473592599826962593
f(z) = -72/103*z^3 + 175/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016681594649739953219937924541138177154
f(z) = -72/107*z^3 + 179/107*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.014921932547222404497840377985073606428
f(z) = -71/100*z^3 + 171/100*z + 1
*
-1 | 0.085465362947123793943635753532555804881 | 0.016603293764004380083376403433468095244
f(z) = -71/101*z^3 + 172/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010181443536255596131779516766863997069
f(z) = -71/102*z^3 + 173/102*z + 1
*
-1 | 0.085828947082937137542922516264378218481 | 0.016636562724188026175393035353323727106
f(z) = -71/103*z^3 + 174/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.014995755228681204892313366532642326451
f(z) = -71/104*z^3 + 175/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012733974729653077592785463625163781582
f(z) = -71/105*z^3 + 176/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014204365816998822122813074478745253710
f(z) = -71/106*z^3 + 177/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016699629860064764856041545730974076574
f(z) = -71/107*z^3 + 178/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012450519197645340684211666396186739424
f(z) = -71/108*z^3 + 179/108*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016622090072041338030754410604030741281
f(z) = -70/101*z^3 + 171/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016655047171886189800525374008406040698
f(z) = -70/103*z^3 + 173/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016717806048052890835420367433500580120
f(z) = -70/107*z^3 + 177/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016747706048016282828626412756956891959
f(z) = -70/109*z^3 + 179/109*z + 1
*
-1 | 0.076724487623530781023819634856880345760 | 0.014956335765526185443266365567128986708
f(z) = -69/100*z^3 + 169/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016641072620717262349133195367268249508
f(z) = -69/101*z^3 + 170/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016673804116440153355247795013116558178
f(z) = -69/103*z^3 + 172/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015029203151666574237154580795906121504
f(z) = -69/104*z^3 + 173/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014235618803229060579769425076458870637
f(z) = -69/106*z^3 + 175/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016736125165050743247902512614824323897
f(z) = -69/107*z^3 + 176/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016765812734299947090432343463484629111
f(z) = -69/109*z^3 + 178/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014305832760124463682725796325554221451
f(z) = -69/110*z^3 + 179/110*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016660210952644750539362412222819677547
f(z) = -68/101*z^3 + 169/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016692713098331389601365919921055219755
f(z) = -68/103*z^3 + 171/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012776457789268204510718841091457773573
f(z) = -68/105*z^3 + 173/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016754589201130680758040679639188167034
f(z) = -68/107*z^3 + 175/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016784060956960324692182029583787530121
f(z) = -68/109*z^3 + 177/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012890863790250730369729161080226932979
f(z) = -68/111*z^3 + 179/111*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.014990943635864792674899479904293307632
f(z) = -67/100*z^3 + 167/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016679507330625881292767823778208138438
f(z) = -67/101*z^3 + 168/101*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.010227670504719817939188943048811068945
f(z) = -67/102*z^3 + 169/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016711776299020892339052715564349922997
f(z) = -67/103*z^3 + 170/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015063192179412842004364960331868949927
f(z) = -67/104*z^3 + 171/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012790846659373231018828027931913295911
f(z) = -67/105*z^3 + 172/105*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014267497795563507280370826767440834214
f(z) = -67/106*z^3 + 173/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016773200186093174107717804965924058861
f(z) = -67/107*z^3 + 174/107*z + 1
*
-1 | 0.064586057853039260298927991329130905063 | 0.012505079238351363116995795094450378700
f(z) = -67/108*z^3 + 175/108*z + 1
*
-1 | 0.086877221454952021126136842152425219308 | 0.016802531743319123184432114599227659172
f(z) = -67/109*z^3 + 176/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.014337012987268050075667052209064983539
f(z) = -67/110*z^3 + 177/110*z + 1
*
-1 | 0.066870346603970439406881101079572416111 | 0.012904889977544722552389401692737610200
f(z) = -67/111*z^3 + 178/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015194982420515410448306329962832337137
f(z) = -67/112*z^3 + 179/112*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016698964064585750792806024607083697984
f(z) = -66/101*z^3 + 167/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016730995944845309541811189712899236837
f(z) = -66/103*z^3 + 169/103*z + 1
*
-1 | 0.086534709648333538792604348651114212693 | 0.016792123647869550997969534743509083301
f(z) = -66/107*z^3 + 173/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016820989886610081784473330267981244490
f(z) = -66/109*z^3 + 175/109*z + 1
*
-1 | 0.087544782896492372492546573539815279466 | 0.016876474234463344000698542569715752578
f(z) = -66/113*z^3 + 179/113*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016718583512852226251397979278244826529
f(z) = -65/101*z^3 + 166/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010251662920722435829115851278266196365
f(z) = -65/102*z^3 + 167/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016750374308220789491493350770766309541
f(z) = -65/103*z^3 + 168/103*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014299637367764682997770005991973522392
f(z) = -65/106*z^3 + 171/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016810871326746667089744941632065083659
f(z) = -65/107*z^3 + 172/107*z + 1
*
-1 | 0.064586361382923546479282505003414602570 | 0.012533030626848876833024085776909325389
f(z) = -65/108*z^3 + 173/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016839674629403586173589140763423339550
f(z) = -65/109*z^3 + 174/109*z + 1
*
-1 | 0.066870631909667492751453271562425743522 | 0.012933147452702649770554908378572657539
f(z) = -65/111*z^3 + 176/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015227966770773312556779377949077044102
f(z) = -65/112*z^3 + 177/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016894611288830981531138571673357358499
f(z) = -65/113*z^3 + 178/113*z + 1
*
-1 | 0.054528261001578920300223123339524691571 | 0.010511703397920130822057213442732408642
f(z) = -65/114*z^3 + 179/114*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016738368083478624668976134650759049111
f(z) = -64/101*z^3 + 165/101*z + 1
*
-1 | 0.085828402575464021047457608858604744949 | 0.016769930898946359784486705026598984528
f(z) = -64/103*z^3 + 167/103*z + 1
*
-15/8 | 0.12687412191135212617623848959523762710 | 0.024538151947304490584554252231976561889
f(z) = -64/105*z^3 + 176/105*z + 1
*
[ 3/2 ] 
f(z) = -64/105*z^3 + 179/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016829935750154396423123962679334799748
f(z) = -64/107*z^3 + 171/107*z + 1
*
-1 | 0.086877159640007909176399012241077647906 | 0.016858576319020550423275527023606636271
f(z) = -64/109*z^3 + 173/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012947070908991469757225860911454052524
f(z) = -64/111*z^3 + 175/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016912999698235578737882662351116282032
f(z) = -64/113*z^3 + 177/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016938997170650349968160423643262049159
f(z) = -64/115*z^3 + 179/115*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015062292759957614733108710066552160036
f(z) = -63/100*z^3 + 163/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016758320235611033260402254778327818736
f(z) = -63/101*z^3 + 164/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016789616515190877587192376104890183150
f(z) = -63/103*z^3 + 166/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015132856566880153500958420827667644070
f(z) = -63/104*z^3 + 167/104*z + 1
*
-1 | 0.073524730822832787652876775427736749268 | 0.014332589181331496127660630194187129145
f(z) = -63/106*z^3 + 169/106*z + 1
*
-1 | 0.086533931321723079884501724994764454537 | 0.016849168124951514908547704296647304153
f(z) = -63/107*z^3 + 170/107*z + 1
*
-1 | 0.086877518101960508578334106404183002960 | 0.016877632116614115505100513881013091125
f(z) = -63/109*z^3 + 172/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014400480244478294006107718618895816983
f(z) = -63/110*z^3 + 173/110*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016931532705459496490034924134879790915
f(z) = -63/113*z^3 + 176/113*z + 1
*
-1 | 0.087869153434590446083736094632370416754 | 0.016957318379235941887180278992539533049
f(z) = -63/115*z^3 + 178/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015320255396169654713835318724756005045
f(z) = -63/116*z^3 + 179/116*z + 1
*
-1 | 0.085465245492579779819981019401893240685 | 0.016778452441394467354595471934872027481
f(z) = -62/101*z^3 + 163/101*z + 1
*
-1 | 0.085829063361669026780999164684066570440 | 0.016809631791093472636409943404301754641
f(z) = -62/103*z^3 + 165/103*z + 1
*
-1 | 0.065840926458156017422992423119051454130 | 0.012864596728979912067418685826203751663
f(z) = -62/105*z^3 + 167/105*z + 1
*
-1 | 0.086533886964109618809003330816422613332 | 0.016868537133565463933594073782623454485
f(z) = -62/107*z^3 + 169/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016896635044119127808087775456045562243
f(z) = -62/109*z^3 + 171/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012975949256500223218102625105497856626
f(z) = -62/111*z^3 + 173/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016950212323810767242049913063880654538
f(z) = -62/113*z^3 + 175/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016975767322811894373296506596909639254
f(z) = -62/115*z^3 + 177/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014385915048196127419566164630210960774
f(z) = -62/117*z^3 + 179/117*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015098888271781719144976864991327908799
f(z) = -61/100*z^3 + 161/100*z + 1
*
-1 | 0.085465407372872005541306504680377111329 | 0.016798779176132934450146703489974349498
f(z) = -61/101*z^3 + 162/101*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.010300252605734172136524638657906528045
f(z) = -61/102*z^3 + 163/102*z + 1
*
-1 | 0.085828802678064425198162794524436367442 | 0.016829617773868311703191199370971159472
f(z) = -61/103*z^3 + 164/103*z + 1
*
-1 | 0.077450381463648225785945108298014403239 | 0.015168665991350985058529430822683379659
f(z) = -61/104*z^3 + 165/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012879688930958640914958727009782667197
f(z) = -61/105*z^3 + 166/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014365770460031241049096895142239918941
f(z) = -61/106*z^3 + 167/106*z + 1
*
-1 | 0.086534399529430397346539533918569883529 | 0.016888174834419555181221688192260731000
f(z) = -61/107*z^3 + 168/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012590043225089634975653866232250991407
f(z) = -61/108*z^3 + 169/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016915931125165145757041334127113608557
f(z) = -61/109*z^3 + 170/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014433047395088330041218955448947519160
f(z) = -61/110*z^3 + 171/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012990763594168802771910869113098474452
f(z) = -61/111*z^3 + 172/111*z + 1
*
-1 | 0.078822580652479426177527447510619478516 | 0.015295579380107092147008046159050115304
f(z) = -61/112*z^3 + 173/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016969040606789392756078138488860863399
f(z) = -61/113*z^3 + 174/113*z + 1
*
-1 | 0.054528626796694209659949659310721748027 | 0.010557770848976854572705087496243228507
f(z) = -61/114*z^3 + 175/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016994369109841905444995192498680654177
f(z) = -61/115*z^3 + 176/115*z + 1
*
-1 | 0.079472318333067030502730972350728064072 | 0.015353558617700495673048231496864663622
f(z) = -61/116*z^3 + 177/116*z + 1
*
-1 | 0.074625978741102599464241497148504883706 | 0.014401600919223286687096176613572627889
f(z) = -61/117*z^3 + 178/117*z + 1
*
-1 | 0.075511274288407595871003562638500854547 | 0.014556710665974644747031813496501368052
f(z) = -61/118*z^3 + 179/118*z + 1
*
[ 6/5 ] 
f(z) = -77/108*z^3 + 179/150*z + 1
*
[ 6/5 ] 
f(z) = -71/108*z^3 + 167/150*z + 1
*
-8/15 | 0.13872396235181104635541926505845007512 | 0.023590372279625603476526882063511109327
f(z) = -75/112*z^3 + 179/168*z + 1
*
-6/7 | 0.20658026894188192035266863755864004750 | 0.026867290589871099573665437563362022197
f(z) = -63/104*z^3 + 167/273*z + 1
*
[ -14/5 ] 
f(z) = -75/112*z^3 + 185/28*z + 1
*
[ 2 ] 
f(z) = -79/100*z^3 + 183/50*z + 1
*
[ 2 ] 
f(z) = -79/108*z^3 + 185/54*z + 1
*
[ 2 ] 
f(z) = -79/116*z^3 + 187/58*z + 1
*
[ 2 ] 
f(z) = -77/108*z^3 + 181/54*z + 1
*
[ 2 ] 
f(z) = -77/116*z^3 + 183/58*z + 1
*
[ -8/5 ] 
f(z) = -75/112*z^3 + 187/56*z + 1
*
[ -2 ] 
f(z) = -61/100*z^3 + 197/50*z + 1
*
-1 | 0.086578078526668790884498940988038799646 | 0.016654444160678334881460616250426847237
f(z) = -80/101*z^3 + 181/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016475389717665645300781444188514402453
f(z) = -80/103*z^3 + 183/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016542166038387875157609986295590653562
f(z) = -80/107*z^3 + 187/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016574018620943406514917613539140783638
f(z) = -80/109*z^3 + 189/109*z + 1
*
-1 | 0.066869858698840467827206119547302935835 | 0.012731602726880500633920082675915804356
f(z) = -80/111*z^3 + 191/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016634879828117041620031217931806631886
f(z) = -80/113*z^3 + 193/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014125007354745608836685540194126155458
f(z) = -80/117*z^3 + 197/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016719665660682815755123124127731310359
f(z) = -80/119*z^3 + 199/119*z + 1
*
-1 | 0.085466282568861635632506456929085442991 | 0.016458115294027611768937374906879877799
f(z) = -79/101*z^3 + 180/101*z + 1
*
-1 | 0.052507846749544861321659685172148985491 | 0.010100582232468695721027541946199966431
f(z) = -79/102*z^3 + 181/102*z + 1
*
-1 | 0.085836923722205839272842582707049478231 | 0.016494391510942181595667266843420535108
f(z) = -79/103*z^3 + 182/103*z + 1
*
-1 | 0.077450586983199159861444841222196747296 | 0.014867221969858797692451866741075932632
f(z) = -79/104*z^3 + 183/104*z + 1
*
-1 | 0.065841474783538710126696182472419867455 | 0.012625558174416821826610756950433214577
f(z) = -79/105*z^3 + 184/105*z + 1
*
-1 | 0.073525536800732946983381083013084821769 | 0.014084391804773152516856607342266002845
f(z) = -79/106*z^3 + 185/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016559139336037255225942617913498905964
f(z) = -79/107*z^3 + 186/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012346454889718571789578386551121477612
f(z) = -79/108*z^3 + 187/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016590809799966136256740747434140829285
f(z) = -79/109*z^3 + 188/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014157469558793067417684406806604692237
f(z) = -79/110*z^3 + 189/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012744147790162271888959900351255741099
f(z) = -79/111*z^3 + 190/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015007260609715852682778126903302282069
f(z) = -79/112*z^3 + 191/112*z + 1
*
-1 | 0.087544388501223461963651335186295395174 | 0.016651348656814540268389440454441857300
f(z) = -79/113*z^3 + 192/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.010361304116490830885522696197790947153
f(z) = -79/114*z^3 + 193/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016680235274943743300411560332701945520
f(z) = -79/115*z^3 + 194/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015071511859862966991794603894375667998
f(z) = -79/116*z^3 + 195/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014138626449604818104032307126028726443
f(z) = -79/117*z^3 + 196/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014292455211254549388710042589451892079
f(z) = -79/118*z^3 + 197/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016735593417613275679659801643224626863
f(z) = -79/119*z^3 + 198/119*z + 1
*
-1 | 0.085829364228317991604149488343881441418 | 0.016510419013823824022719444237299164868
f(z) = -78/103*z^3 + 181/103*z + 1
*
-1 | 0.086534891352905733961355623662625146980 | 0.016576435448556303660718096812597873485
f(z) = -78/107*z^3 + 185/107*z + 1
*
-1 | 0.086877455604097751137330078790169678019 | 0.016607847775169366999446221392725479636
f(z) = -78/109*z^3 + 187/109*z + 1
*
-1 | 0.087545188862022197051588848040564887734 | 0.016668056235332188366161254737144643969
f(z) = -78/113*z^3 + 191/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016696615292585376223070754575379823239
f(z) = -78/115*z^3 + 193/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016751632428646381019005842226327692399
f(z) = -78/119*z^3 + 197/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016527831264789319398573860428220104471
f(z) = -77/103*z^3 + 180/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.014898511205771327708415733785995939665
f(z) = -77/104*z^3 + 181/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014113469576061160126772763229723106811
f(z) = -77/106*z^3 + 183/106*z + 1
*
-1 | 0.086534437799788439246096609291862606060 | 0.016593576953182625661416881908609952134
f(z) = -77/107*z^3 + 184/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012371885887729547666923035108644192125
f(z) = -77/108*z^3 + 185/108*z + 1
*
-1 | 0.086877661336515171863554886206335880472 | 0.016624927835390740266824332510628149431
f(z) = -77/109*z^3 + 186/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012769901912178194132542024884501265883
f(z) = -77/111*z^3 + 188/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016684546832848169421661088878318055521
f(z) = -77/113*z^3 + 190/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.010381853546873644327672595590797743171
f(z) = -77/114*z^3 + 191/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016713112855165061740973501806073483051
f(z) = -77/115*z^3 + 192/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015101036263068159536672029888973249251
f(z) = -77/116*z^3 + 193/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014166154302513063564168247751740732427
f(z) = -77/117*z^3 + 194/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.014320237270196536201861653610012618468
f(z) = -77/118*z^3 + 195/118*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012665355416555731001600360141108440648
f(z) = -76/105*z^3 + 181/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016610825859984629364791051128334918346
f(z) = -76/107*z^3 + 183/107*z + 1
*
-1 | 0.086877444271373404518818047380142698681 | 0.016642054140068108985851999619487661954
f(z) = -76/109*z^3 + 185/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012783118980768055179982473180062355850
f(z) = -76/111*z^3 + 187/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016701343772129230846274231174739261410
f(z) = -76/113*z^3 + 189/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016729729457532771347403039904201594522
f(z) = -76/115*z^3 + 191/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014180065488630313382713391130089515629
f(z) = -76/117*z^3 + 193/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016784049747498729455586441079889603074
f(z) = -76/119*z^3 + 195/119*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014143429537842766706656866137255036596
f(z) = -75/106*z^3 + 181/106*z + 1
*
-1 | 0.086534806972116131248226419641408149524 | 0.016628496498094361505208856101890489976
f(z) = -75/107*z^3 + 182/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016659229695612873525806909999833343906
f(z) = -75/109*z^3 + 184/109*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015067979256675511706105526552217359790
f(z) = -75/112*z^3 + 187/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016718263944575737471315807895217511336
f(z) = -75/113*z^3 + 188/113*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015130985938312452904337330103908218872
f(z) = -75/116*z^3 + 191/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014348166043312843104180574500198292349
f(z) = -75/118*z^3 + 193/118*z + 1
*
[ 7/5 ] 
f(z) = -75/119*z^3 + 181/119*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016800430884268390662755281984229871072
f(z) = -75/119*z^3 + 194/119*z + 1
*
-1 | 0.086534174399232350049935192241979284348 | 0.016645998618212429067628809118571514680
f(z) = -74/107*z^3 + 181/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016676656792049947127299591213567734631
f(z) = -74/109*z^3 + 183/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016735308952097960544134304214703534132
f(z) = -74/113*z^3 + 187/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016763325897979937115144446406460756180
f(z) = -74/115*z^3 + 189/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014208188615343539604280400056909431284
f(z) = -74/117*z^3 + 191/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016816928934190068339310940179762846621
f(z) = -74/119*z^3 + 193/119*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016663698503486682545099731011324593113
f(z) = -73/107*z^3 + 180/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012423907558813544969131518524215624368
f(z) = -73/108*z^3 + 181/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016694216179547924801574664433736003026
f(z) = -73/109*z^3 + 182/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.014245267913703586701121969536152719997
f(z) = -73/110*z^3 + 183/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012822762725888804491911462125987431259
f(z) = -73/111*z^3 + 184/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015099015999929240577269055939634422202
f(z) = -73/112*z^3 + 185/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016752480426464685984685982404623411297
f(z) = -73/113*z^3 + 186/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010423733356075739456765401282008897712
f(z) = -73/114*z^3 + 187/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016780308864670565889812053491295943640
f(z) = -73/115*z^3 + 188/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015161371801351889397470441030435758352
f(z) = -73/116*z^3 + 189/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014222403118176701505392889184844815731
f(z) = -73/117*z^3 + 190/117*z + 1
*
-1 | 0.075510723156823079428821399029150817877 | 0.014376769258356420149859564752884404646
f(z) = -73/118*z^3 + 191/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016833545376063358035095171403490369174
f(z) = -73/119*z^3 + 192/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016711909636835680945135398396138045669
f(z) = -72/109*z^3 + 181/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016769780030028863765743886644930203673
f(z) = -72/113*z^3 + 185/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016797417129725582922696394930511261428
f(z) = -72/115*z^3 + 187/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016850281715509926019331530631369120999
f(z) = -72/119*z^3 + 191/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016729738976933737521746333833492413257
f(z) = -71/109*z^3 + 180/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014275255589120020568935839321092437301
f(z) = -71/110*z^3 + 181/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012849692145214262603123740050020490337
f(z) = -71/111*z^3 + 182/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015130520326882769625571647090790314432
f(z) = -71/112*z^3 + 183/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016787209456475031072854837747856586458
f(z) = -71/113*z^3 + 184/113*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.010445130893137365091028645113097435768
f(z) = -71/114*z^3 + 185/114*z + 1
*
-1 | 0.087869970979958587595901182355575174678 | 0.016814816420774141793320189785566612909
f(z) = -71/115*z^3 + 186/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015192205171937619765075190427246373285
f(z) = -71/116*z^3 + 187/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014251144585342352746065593270074448642
f(z) = -71/117*z^3 + 188/117*z + 1
*
-1 | 0.075511244942796791660042791813235398176 | 0.014405740056864915112199940536312959253
f(z) = -71/118*z^3 + 189/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016867139485607800012900304150245595940
f(z) = -71/119*z^3 + 190/119*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012863310962455331833024605250205819241
f(z) = -70/111*z^3 + 181/111*z + 1
*
-1 | 0.087544850505726389051103340344793666599 | 0.016804891679763198513413504255370682614
f(z) = -70/113*z^3 + 183/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014265674255854957720447934390734276977
f(z) = -70/117*z^3 + 187/117*z + 1
*
-1 | 0.078822999319567992700408462869439899340 | 0.015162651598239870095108162943774032626
f(z) = -69/112*z^3 + 181/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016822464714052635264679241294130384478
f(z) = -69/113*z^3 + 182/113*z + 1
*
-1 | 0.079472783046910723375868855380779938660 | 0.015223633351797113379630807665591057151
f(z) = -69/116*z^3 + 185/116*z + 1
*
-1 | 0.075511393088675925567041160004127081042 | 0.014435065034853008310617245513116075054
f(z) = -69/118*z^3 + 187/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016901225591287400893639261625789056513
f(z) = -69/119*z^3 + 188/119*z + 1
*
[ 3/2 ] 
f(z) = -68/105*z^3 + 188/105*z + 1
*
[ 3/2 ] 
f(z) = -68/111*z^3 + 190/111*z + 1
*
-1 | 0.087544897217041561411060274698603000277 | 0.016840424586281723504618966509590814682
f(z) = -68/113*z^3 + 181/113*z + 1
*
-1 | 0.087869373312863844651441776959321156175 | 0.016867186270365085504925013156710773663
f(z) = -68/115*z^3 + 183/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014295058426199109582766401832421560466
f(z) = -68/117*z^3 + 185/117*z + 1
*
-1 | 0.087544880380968953977334319043381206538 | 0.016858387792296298829865155912816415067
f(z) = -67/113*z^3 + 180/113*z + 1
*
-1 | 0.054527896769195290955526506631541313395 | 0.010489165703325954375969893122105440854
f(z) = -67/114*z^3 + 181/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016884896344659837868950602397636128906
f(z) = -67/115*z^3 + 182/115*z + 1
*
-1 | 0.079472538626939935314834816174688948500 | 0.015255350776504715761494461119421208132
f(z) = -67/116*z^3 + 183/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014309915786816658048330457771754036626
f(z) = -67/117*z^3 + 184/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014464522188731799615414240704020561448
f(z) = -67/118*z^3 + 185/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016935816532144806654723099017750534853
f(z) = -67/119*z^3 + 186/119*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016902791895374487762274528046545033091
f(z) = -66/115*z^3 + 181/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016953305459430996126480945975204621766
f(z) = -66/119*z^3 + 185/119*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015287510006443992472596121137916337941
f(z) = -65/116*z^3 + 181/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014494702634680232133755628251613859815
f(z) = -65/118*z^3 + 183/118*z + 1
*
-1 | 0.088503019980980870323314603126091830526 | 0.016971066201889116592290023738997084846
f(z) = -65/119*z^3 + 184/119*z + 1
*
[ 3/2 ] 
f(z) = -64/111*z^3 + 181/111*z + 1
*
-1 | 0.074625846578166826584533689513147914329 | 0.014355273481803942053680441022141598708
f(z) = -64/117*z^3 + 181/117*z + 1
*
-1 | 0.088502695998678415967763298537874983492 | 0.016988757317342364981466999832190511990
f(z) = -64/119*z^3 + 183/119*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.013890108145853822618632769160538938911
f(z) = -63/106*z^3 + 199/106*z + 1
*
-2/3 | 0.14315276803256500575173178377550809363 | 0.027201443158171866310192701756654454873
f(z) = -63/110*z^3 + 193/110*z + 1
*
-2 | 0.074210658701650732532160057153739457039 | 0.014046526030783524189937990338382628778
f(z) = -63/110*z^3 + 197/110*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014525343038723286020012991778179163574
f(z) = -63/118*z^3 + 181/118*z + 1
*
-2 | 0.075510717849453688060371050540489999018 | 0.014348311441294767007027283919063404507
f(z) = -63/118*z^3 + 193/118*z + 1
*
-1 | 0.088502976343437972729463353362264493102 | 0.017024723840591987211199155183143145135
f(z) = -62/119*z^3 + 181/119*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.0099697234750371128889668425799950604845
f(z) = -61/102*z^3 + 193/102*z + 1
*
-2 | 0.073524850224455647651218502390303138216 | 0.013998671476591467998531020325397648357
f(z) = -61/106*z^3 + 191/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014157593971389067521284142966704254057
f(z) = -61/110*z^3 + 189/110*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.010423535765756632065450360273611474491
f(z) = -61/114*z^3 + 187/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014464647111127048330040480571069665189
f(z) = -61/118*z^3 + 185/118*z + 1
*
-1 | 0.088502946947814878357946940150261179551 | 0.017042881250331038015099158569726926657
f(z) = -61/119*z^3 + 180/119*z + 1
*
[ 6/5 ] 
f(z) = -75/116*z^3 + 191/174*z + 1
*
3/2 | 0.13791155879419941360952967060191469391 | 0.025791805757026659376876977560524120833
f(z) = -74/105*z^3 + 193/210*z + 1
*
-2/3 | 0.20659967515449494651514003387773026711 | 0.029873906423395653021062139402577328929
f(z) = -73/112*z^3 + 199/252*z + 1
*
-2/3 | 0.19138654778255792826697234052618135740 | 0.027674118146010466684536398609731187831
f(z) = -71/112*z^3 + 197/252*z + 1
*
-2/3 | 0.18948616665777268820505264519618248714 | 0.027399326775461758120407119631606617485
f(z) = -67/112*z^3 + 193/252*z + 1
*
-2/3 | 0.20659958123364276718985281557464786124 | 0.029873892842625271302993508439174259539
f(z) = -65/112*z^3 + 191/252*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -61/112*z^3 + 187/252*z + 1
*
[ 3 ] 
f(z) = -64/117*z^3 + 218/39*z + 1
*
[ 3 ] 
f(z) = -62/117*z^3 + 212/39*z + 1
*
[ 3 ] 
f(z) = -61/117*z^3 + 209/39*z + 1
*
[ -2/5 ] 
f(z) = -75/116*z^3 + 209/58*z + 1
*
[ -2 ] 
f(z) = -71/100*z^3 + 217/50*z + 1
*
[ -2 ] 
f(z) = -69/100*z^3 + 213/50*z + 1
*
[ -2 ] 
f(z) = -67/100*z^3 + 209/50*z + 1
*
[ -2 ] 
f(z) = -67/108*z^3 + 215/54*z + 1
*
[ -2 ] 
f(z) = -65/108*z^3 + 211/54*z + 1
*
[ -2 ] 
f(z) = -65/116*z^3 + 217/58*z + 1
*
[ -2 ] 
f(z) = -63/100*z^3 + 201/50*z + 1
*
[ -2 ] 
f(z) = -63/116*z^3 + 213/58*z + 1
*
[ -2 ] 
f(z) = -61/108*z^3 + 203/54*z + 1
*
[ -2 ] 
f(z) = -61/116*z^3 + 209/58*z + 1
*
[ -5/3 ] 
f(z) = -69/100*z^3 + 211/60*z + 1
*
[ -10/7 ] 
f(z) = -63/100*z^3 + 209/70*z + 1
*
[ 12/7 ] 
f(z) = -77/108*z^3 + 211/84*z + 1
*
[ -5/6 ] 
f(z) = -63/100*z^3 + 211/80*z + 1
*
[ 3/2 ] 
f(z) = -80/111*z^3 + 217/111*z + 1
*
[ 3/2 ] 
f(z) = -76/105*z^3 + 206/105*z + 1
*
[ 3/2 ] 
f(z) = -76/111*z^3 + 208/111*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014035696193084731493805377896199425421
f(z) = -69/118*z^3 + 217/118*z + 1
*
-2 | 0.056601649377539482789996559445653397481 | 0.010520953404490231179425756462866717649
f(z) = -67/102*z^3 + 217/102*z + 1
*
-2 | 0.076305704300609858194982127356306889097 | 0.014207940267240820420750866854347645857
f(z) = -67/106*z^3 + 215/106*z + 1
*
-2 | 0.075147918300296430346752235986714977021 | 0.014016754912358444918477569476584807827
f(z) = -67/110*z^3 + 213/110*z + 1
*
-2 | 0.054528274824913533269480904011672920686 | 0.010188662230008900825499916329475336495
f(z) = -67/114*z^3 + 211/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014134384192921484898327321779364823625
f(z) = -67/118*z^3 + 209/118*z + 1
*
-2 | 0.055560494316694750775522011629085764692 | 0.010400040824151097644525444026390044879
f(z) = -65/102*z^3 + 209/102*z + 1
*
-2 | 0.074908672239123693408876045014771315238 | 0.014046994627529397921834712221274772007
f(z) = -65/106*z^3 + 207/106*z + 1
*
-2 | 0.054527572656588509271018167365228576447 | 0.010262649871221877677309526060596170708
f(z) = -65/114*z^3 + 203/114*z + 1
*
-2 | 0.075511355052189240430590389388245849275 | 0.014238546785692015048882227131880311936
f(z) = -65/118*z^3 + 201/118*z + 1
*
[ 13/8 ] 
f(z) = -64/117*z^3 + 214/117*z + 1
*
-1/3 | 0.11922345483793156283705505254635613738 | 0.022356973892660068750548515113837626111
f(z) = -63/100*z^3 + 207/100*z + 1
*
-1/3 | 0.14582505364767084553240953883196024895 | 0.027152277417308845269146338427967850519
f(z) = -63/104*z^3 + 215/104*z + 1
*
[ 5/3 ] 
f(z) = -63/110*z^3 + 219/110*z + 1
*
-2/3 | 0.18969625852124226390656431158170245849 | 0.027429705645442621053526799521702071207
f(z) = -79/112*z^3 + 205/252*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = -67/112*z^3 + 205/252*z + 1
*
[ 3 ] 
f(z) = -71/117*z^3 + 239/39*z + 1
*
[ 3 ] 
f(z) = -70/117*z^3 + 236/39*z + 1
*
[ 3 ] 
f(z) = -68/117*z^3 + 230/39*z + 1
*
[ 3 ] 
f(z) = -67/117*z^3 + 227/39*z + 1
*
-4 | 0.20391231888441509732956406727883717041 | 0.029712882410819176009144217877302275801
f(z) = -65/112*z^3 + 239/28*z + 1
*
[ -3 ] 
f(z) = -62/117*z^3 + 238/39*z + 1
*
-4 | 0.18818832874967720763428565098398360099 | 0.027701371446773873815252771554326571455
f(z) = -61/112*z^3 + 223/28*z + 1
*
[ -3 ] 
f(z) = -61/117*z^3 + 235/39*z + 1
*
[ -2 ] 
f(z) = -79/100*z^3 + 233/50*z + 1
*
[ -2 ] 
f(z) = -79/108*z^3 + 239/54*z + 1
*
[ -2 ] 
f(z) = -77/100*z^3 + 229/50*z + 1
*
[ -2 ] 
f(z) = -77/108*z^3 + 235/54*z + 1
*
[ -2 ] 
f(z) = -75/116*z^3 + 237/58*z + 1
*
[ -2 ] 
f(z) = -73/100*z^3 + 221/50*z + 1
*
[ -2 ] 
f(z) = -73/108*z^3 + 227/54*z + 1
*
[ -2 ] 
f(z) = -73/116*z^3 + 233/58*z + 1
*
[ -2 ] 
f(z) = -71/108*z^3 + 223/54*z + 1
*
[ -2 ] 
f(z) = -71/116*z^3 + 229/58*z + 1
*
[ -2 ] 
f(z) = -69/116*z^3 + 225/58*z + 1
*
[ -2 ] 
f(z) = -67/116*z^3 + 221/58*z + 1
*
[ -10/7 ] 
f(z) = -77/100*z^3 + 229/70*z + 1
*
[ -3/2 ] 
f(z) = -70/117*z^3 + 235/78*z + 1
*
[ -10/21 ] 
f(z) = -63/100*z^3 + 227/70*z + 1
*
[ -3/2 ] 
f(z) = -62/117*z^3 + 223/78*z + 1
*
-2/7 | 0.21792555768456600082992438487603651350 | 0.028939132408844595533881906371878620071
f(z) = -77/104*z^3 + 233/91*z + 1
*
[ -14/15 ] 
f(z) = -75/112*z^3 + 223/84*z + 1
*
[ -2/3 ] 
f(z) = -69/112*z^3 + 233/84*z + 1
*
[ -4/3 ] 
f(z) = -69/112*z^3 + 239/84*z + 1
*
-2/7 | 0.21704228161581695804044413978228123170 | 0.028838310132507833951833815149249794302
f(z) = -63/104*z^3 + 232/91*z + 1
*
[ 8/5 ] 
f(z) = -75/104*z^3 + 231/104*z + 1
*
-2 | 0.079068902771023481127565885847074641329 | 0.014437949238817891550417867750289403101
f(z) = -73/106*z^3 + 239/106*z + 1
*
-2 | 0.078668038236508159705323227375713325930 | 0.014386827541398844801602722931816242556
f(z) = -73/110*z^3 + 237/110*z + 1
*
-2 | 0.057795823960522348338698462556529178926 | 0.010586119369463229981914410172126300887
f(z) = -73/114*z^3 + 235/114*z + 1
*
-2 | 0.077363965706570293290310911210940025844 | 0.014192518795379992412007664459526796366
f(z) = -73/118*z^3 + 233/118*z + 1
*
-2 | 0.058306973081090298762227755131382252237 | 0.010696489041083506160498142137095814300
f(z) = -71/102*z^3 + 233/102*z + 1
*
-2 | 0.078264943911866137240974981366034733198 | 0.014380547042641910829069507863841006495
f(z) = -71/106*z^3 + 231/106*z + 1
*
-2 | 0.077759591881243272117498263546725243297 | 0.014310557630732694973177657643206291909
f(z) = -71/110*z^3 + 229/110*z + 1
*
-2 | 0.056694355748253126346259103434630620982 | 0.010450668774009120320854063273596016475
f(z) = -71/114*z^3 + 227/114*z + 1
*
-2 | 0.075510734232713714238444768839098165276 | 0.013941900745041563032664748217367951701
f(z) = -71/118*z^3 + 225/118*z + 1
*
-2 | 0.077361321807212418930275474493332711855 | 0.014307169270178789362910398021564021294
f(z) = -69/106*z^3 + 223/106*z + 1
*
-2 | 0.076684172168096140477786840644835160160 | 0.014205605945618412362141945156920279352
f(z) = -69/110*z^3 + 221/110*z + 1
*
-1/3 | 0.14315533727112264889595642671178445478 | 0.026388323728295695975632762792448549465
f(z) = -63/110*z^3 + 227/110*z + 1
*
[ 5/3 ] 
f(z) = -63/115*z^3 + 221/115*z + 1
*
[ 4/3 ] 
f(z) = -75/104*z^3 + 239/156*z + 1
*
[ 4/3 ] 
f(z) = -69/104*z^3 + 223/156*z + 1
*
-2/5 | 0.16938592903693858463796846306219540791 | 0.024933653267895151100458826398771408251
f(z) = -65/112*z^3 + 223/140*z + 1
*
4/5 | 0.19751933674941187109478400425940929829 | 0.028999008957886338442601294223554972754
f(z) = -65/112*z^3 + 227/140*z + 1
*
[ 3/2 ] 
f(z) = -61/117*z^3 + 235/156*z + 1
*
0 | 0.11206282105254498786883783304398684563 | 0.020558068340031810263100352088578018382
f(z) = -64/105*z^3 + 233/210*z + 1
*
0 | 0.10921099089747858468724684655777960840 | 0.020098744622202392700090295311572467509
f(z) = -62/105*z^3 + 229/210*z + 1
*
-4/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -71/112*z^3 + 221/252*z + 1
*
[ 3 ] 
f(z) = -77/117*z^3 + 257/39*z + 1
*
[ 3 ] 
f(z) = -76/117*z^3 + 254/39*z + 1
*
-2/15 | 0.15737569766895931304470553679806629755 | 0.020661721129987305907512256810001635551
f(z) = -75/104*z^3 + 254/39*z + 1
*
[ 3 ] 
f(z) = -74/117*z^3 + 248/39*z + 1
*
[ 3 ] 
f(z) = -73/117*z^3 + 245/39*z + 1
*
[ 10/3 ] 
f(z) = -69/100*z^3 + 251/30*z + 1
*
-4 | 0.19078169976951312032560653539714769707 | 0.027539531585381800630010424100909270091
f(z) = -69/112*z^3 + 255/28*z + 1
*
[ -3 ] 
f(z) = -68/117*z^3 + 256/39*z + 1
*
[ -3 ] 
f(z) = -67/117*z^3 + 253/39*z + 1
*
[ -3 ] 
f(z) = -64/117*z^3 + 244/39*z + 1
*
[ -2 ] 
f(z) = -79/116*z^3 + 245/58*z + 1
*
[ -2 ] 
f(z) = -77/116*z^3 + 241/58*z + 1
*
[ -3/2 ] 
f(z) = -74/117*z^3 + 241/78*z + 1
*
[ -6/13 ] 
f(z) = -65/108*z^3 + 257/78*z + 1
*
[ -4/3 ] 
f(z) = -75/112*z^3 + 247/84*z + 1
*
-4/5 | 0.19006832441574275340510295554938696171 | 0.027467775774168358553137700196237650129
f(z) = -75/112*z^3 + 253/84*z + 1
*
[ -6/7 ] 
f(z) = -67/108*z^3 + 257/98*z + 1
*
[ -10/9 ] 
f(z) = -63/100*z^3 + 241/90*z + 1
*
[ -26/21 ] 
f(z) = -63/104*z^3 + 249/91*z + 1
*
[ -6/7 ] 
f(z) = -61/108*z^3 + 253/98*z + 1
*
-2 | 0.060245131410340959590200856697214061319 | 0.010841640364146012918945641113271232042
f(z) = -79/114*z^3 + 259/114*z + 1
*
-2 | 0.080235936014209722382599279676287915870 | 0.014459332470249373802653574013020027992
f(z) = -79/118*z^3 + 257/118*z + 1
*
-2 | 0.060370691590784615583169179641834509141 | 0.010879413197291664580193902747454883936
f(z) = -77/102*z^3 + 257/102*z + 1
*
-2 | 0.080481476057201980667611716937039996210 | 0.014524029655207636333669678191525599600
f(z) = -77/106*z^3 + 255/106*z + 1
*
-2 | 0.059516770107364383125094902922952640323 | 0.010771383045516676041570704460747493123
f(z) = -77/114*z^3 + 251/114*z + 1
*
-2 | 0.079429379938653435197728766148110539037 | 0.014396023206568303721460699142519649009
f(z) = -77/118*z^3 + 249/118*z + 1
*
-3/2 | 0.13644441774853159850048993910216741450 | 0.024876840364934920463720686230690648016
f(z) = -76/105*z^3 + 241/105*z + 1
*
-8/5 | 0.15944347156626788308396195283411387494 | 0.028733336708119504527980265576167214021
f(z) = -75/104*z^3 + 257/104*z + 1
*
-2 | 0.079803159990879753985555261367695427874 | 0.014484940090413612463574905701811472312
f(z) = -75/106*z^3 + 247/106*z + 1
*
-2 | 0.078504207166763980667629752475871773946 | 0.014313056275139440628373892827580510527
f(z) = -75/118*z^3 + 241/118*z + 1
*
-2 | 0.059045013768813462645108290118460610242 | 0.010765214188383053583929696264352970366
f(z) = -73/102*z^3 + 241/102*z + 1
*
[ 5/3 ] 
f(z) = -72/115*z^3 + 246/115*z + 1
*
[ 7/4 ] 
f(z) = -64/105*z^3 + 241/105*z + 1
*
5/8 | 0.11143625937791710511378405243695047769 | 0.020096067347467156239856554814506985754
f(z) = -64/105*z^3 + 256/105*z + 1
*
[ 3/2 ] 
f(z) = -67/117*z^3 + 253/156*z + 1
*
0 | 0.16358367659271590655090863806332864087 | 0.029479443801103471194676402939689712383
f(z) = -76/105*z^3 + 257/210*z + 1
*
0 | 0.11141996580732056149152227361219760705 | 0.020135934048073512735810375104107377341
f(z) = -74/105*z^3 + 253/210*z + 1
*
0 | 0.13709133063034266923137526107551576744 | 0.024994786916038930072527857959726710836
f(z) = -68/105*z^3 + 241/210*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.028207896017112497741807616376982178028
f(z) = -79/112*z^3 + 253/252*z + 1
*
[ 10/9 ] 
f(z) = -69/100*z^3 + 257/270*z + 1
*
[ 15/13 ] 
f(z) = -65/108*z^3 + 243/260*z + 1
*
[ 26/5 ] 
f(z) = -75/104*z^3 + 264/13*z + 1
*
[ -26/5 ] 
f(z) = -75/104*z^3 + 269/13*z + 1
*
[ 3 ] 
f(z) = -80/117*z^3 + 266/39*z + 1
*
[ 3 ] 
f(z) = -79/117*z^3 + 263/39*z + 1
*
[ -3 ] 
f(z) = -74/117*z^3 + 274/39*z + 1
*
-4 | 0.19450521368549879430744972474442535225 | 0.027832529162198893489624461726568768881
f(z) = -73/112*z^3 + 271/28*z + 1
*
[ -3 ] 
f(z) = -73/117*z^3 + 271/39*z + 1
*
[ -3 ] 
f(z) = -71/117*z^3 + 265/39*z + 1
*
[ -3 ] 
f(z) = -70/117*z^3 + 262/39*z + 1
*
[ -10/3 ] 
f(z) = -69/100*z^3 + 269/30*z + 1
*
[ 4 ] 
f(z) = -61/112*z^3 + 265/28*z + 1
*
[ -4 ] 
f(z) = -61/112*z^3 + 279/28*z + 1
*
[ -3/13 ] 
f(z) = -65/108*z^3 + 279/52*z + 1
*
[ -6/7 ] 
f(z) = -79/108*z^3 + 265/98*z + 1
*
4/15 | 0.10812464244620633313158623420599887253 | 0.015423656535231820768163822896437163790
f(z) = -75/112*z^3 + 277/84*z + 1
*
[ -6/7 ] 
f(z) = -73/108*z^3 + 261/98*z + 1
*
[ -1 ] 
f(z) = -79/100*z^3 + 279/100*z + 1
*
-2 | 0.060974810566877328353332813517117540415 | 0.010927914517097604517312227962225847561
f(z) = -79/102*z^3 + 265/102*z + 1
*
-2 | 0.081117241264617465707305528637161062291 | 0.014557609282906779276959745764382514555
f(z) = -79/106*z^3 + 263/106*z + 1
*
-2 | 0.080877083484237734460297879260189809161 | 0.014534421219447164571248460190325452717
f(z) = -79/110*z^3 + 261/110*z + 1
*
[ -1 ] 
f(z) = -77/100*z^3 + 277/100*z + 1
*
[ -1 ] 
f(z) = -77/101*z^3 + 279/101*z + 1
*
3/14 | 0.23647672002600095484658572462646942301 | 0.026643562967016089921435756829215254820
f(z) = -77/108*z^3 + 265/112*z + 1
*
[ -1 ] 
f(z) = -76/101*z^3 + 278/101*z + 1
*
[ -1 ] 
f(z) = -75/101*z^3 + 277/101*z + 1
*
[ -1 ] 
f(z) = -74/101*z^3 + 276/101*z + 1
*
[ -1 ] 
f(z) = -73/100*z^3 + 273/100*z + 1
*
[ -1 ] 
f(z) = -73/101*z^3 + 275/101*z + 1
*
[ -1 ] 
f(z) = -73/102*z^3 + 277/102*z + 1
*
[ -1 ] 
f(z) = -73/103*z^3 + 279/103*z + 1
*
[ -1 ] 
f(z) = -72/101*z^3 + 274/101*z + 1
*
[ -1 ] 
f(z) = -72/103*z^3 + 278/103*z + 1
*
[ -1 ] 
f(z) = -71/100*z^3 + 271/100*z + 1
*
[ -1 ] 
f(z) = -71/101*z^3 + 273/101*z + 1
*
[ -1 ] 
f(z) = -71/102*z^3 + 275/102*z + 1
*
[ -1 ] 
f(z) = -71/103*z^3 + 277/103*z + 1
*
[ -1 ] 
f(z) = -71/104*z^3 + 279/104*z + 1
*
[ -1 ] 
f(z) = -70/101*z^3 + 272/101*z + 1
*
[ -1 ] 
f(z) = -70/103*z^3 + 276/103*z + 1
*
[ -1 ] 
f(z) = -69/100*z^3 + 269/100*z + 1
*
[ -1 ] 
f(z) = -69/101*z^3 + 271/101*z + 1
*
[ -1 ] 
f(z) = -69/103*z^3 + 275/103*z + 1
*
[ -1 ] 
f(z) = -69/104*z^3 + 277/104*z + 1
*
[ -1 ] 
f(z) = -68/101*z^3 + 270/101*z + 1
*
[ -1 ] 
f(z) = -68/103*z^3 + 274/103*z + 1
*
[ -1 ] 
f(z) = -68/105*z^3 + 278/105*z + 1
*
[ -1 ] 
f(z) = -67/100*z^3 + 267/100*z + 1
*
[ -1 ] 
f(z) = -67/101*z^3 + 269/101*z + 1
*
[ -1 ] 
f(z) = -67/102*z^3 + 271/102*z + 1
*
[ -1 ] 
f(z) = -67/103*z^3 + 273/103*z + 1
*
[ -1 ] 
f(z) = -67/104*z^3 + 275/104*z + 1
*
[ -1 ] 
f(z) = -67/105*z^3 + 277/105*z + 1
*
[ -1 ] 
f(z) = -67/106*z^3 + 279/106*z + 1
*
[ -1 ] 
f(z) = -66/101*z^3 + 268/101*z + 1
*
[ -1 ] 
f(z) = -66/103*z^3 + 272/103*z + 1
*
[ -1 ] 
f(z) = -65/101*z^3 + 267/101*z + 1
*
[ -1 ] 
f(z) = -65/102*z^3 + 269/102*z + 1
*
[ -1 ] 
f(z) = -65/103*z^3 + 271/103*z + 1
*
[ -1 ] 
f(z) = -65/106*z^3 + 277/106*z + 1
*
[ -1 ] 
f(z) = -65/107*z^3 + 279/107*z + 1
*
[ 24/13 ] 
f(z) = -65/108*z^3 + 261/104*z + 1
*
[ -1 ] 
f(z) = -64/101*z^3 + 266/101*z + 1
*
[ -1 ] 
f(z) = -64/103*z^3 + 270/103*z + 1
*
[ -1 ] 
f(z) = -64/107*z^3 + 278/107*z + 1
*
[ -1 ] 
f(z) = -63/100*z^3 + 263/100*z + 1
*
[ -1 ] 
f(z) = -63/101*z^3 + 265/101*z + 1
*
[ -1 ] 
f(z) = -63/103*z^3 + 269/103*z + 1
*
[ -1 ] 
f(z) = -63/104*z^3 + 271/104*z + 1
*
[ -1 ] 
f(z) = -63/106*z^3 + 275/106*z + 1
*
[ -1 ] 
f(z) = -63/107*z^3 + 277/107*z + 1
*
[ -1 ] 
f(z) = -62/101*z^3 + 264/101*z + 1
*
[ -1 ] 
f(z) = -62/103*z^3 + 268/103*z + 1
*
[ -1 ] 
f(z) = -62/105*z^3 + 272/105*z + 1
*
[ -1 ] 
f(z) = -62/107*z^3 + 276/107*z + 1
*
[ -1 ] 
f(z) = -61/100*z^3 + 261/100*z + 1
*
[ -1 ] 
f(z) = -61/101*z^3 + 263/101*z + 1
*
[ -1 ] 
f(z) = -61/102*z^3 + 265/102*z + 1
*
[ -1 ] 
f(z) = -61/103*z^3 + 267/103*z + 1
*
[ -1 ] 
f(z) = -61/104*z^3 + 269/104*z + 1
*
[ -1 ] 
f(z) = -61/105*z^3 + 271/105*z + 1
*
[ -1 ] 
f(z) = -61/106*z^3 + 273/106*z + 1
*
[ -1 ] 
f(z) = -61/107*z^3 + 275/107*z + 1
*
[ -1 ] 
f(z) = -61/108*z^3 + 277/108*z + 1
*
[ -1 ] 
f(z) = -61/109*z^3 + 279/109*z + 1
*
-3/8 | 0.16956908457444175925016959146483715178 | 0.025250841957810267394354876253411719253
f(z) = -80/117*z^3 + 275/156*z + 1
*
[ 3/2 ] 
f(z) = -73/117*z^3 + 271/156*z + 1
*
[ 3/2 ] 
f(z) = -71/117*z^3 + 265/156*z + 1
*
-5/3 | 0.16771623524230263621955993282753997041 | 0.023280505226024395240766025428796335583
f(z) = -63/100*z^3 + 269/140*z + 1
*
-9/5 | 0.18641511786107589471951363900367512209 | 0.027820116165451661675913729810955730679
f(z) = -65/108*z^3 + 271/180*z + 1
*
[ 4/3 ] 
f(z) = -63/106*z^3 + 277/212*z + 1
*
[ 5/4 ] 
f(z) = -72/115*z^3 + 271/230*z + 1
*
[ 4/3 ] 
f(z) = -63/110*z^3 + 279/220*z + 1
*
[ -3 ] 
f(z) = -80/117*z^3 + 292/39*z + 1
*
[ -3 ] 
f(z) = -79/117*z^3 + 289/39*z + 1
*
[ -3 ] 
f(z) = -77/117*z^3 + 283/39*z + 1
*
[ -3 ] 
f(z) = -76/117*z^3 + 280/39*z + 1
*
-2/15 | 0.23064042810191437550606788907434961173 | 0.029723182573607760308552857583570597198
f(z) = -75/104*z^3 + 293/39*z + 1
*
[ 4 ] 
f(z) = -69/112*z^3 + 297/28*z + 1
*
[ 4 ] 
f(z) = -67/112*z^3 + 289/28*z + 1
*
[ 4 ] 
f(z) = -65/112*z^3 + 281/28*z + 1
*
[ -4 ] 
f(z) = -65/112*z^3 + 295/28*z + 1
*
10/21 | 0.17805032921567965138026166371997748310 | 0.022401813357749626979491066353752545729
f(z) = -63/100*z^3 + 283/70*z + 1
*
-28/15 | 0.15945109865760486047748634008007436008 | 0.022675905268683342773882666031732626791
f(z) = -75/112*z^3 + 283/84*z + 1
*
12/5 | 0.20164910566863759643742108755713640133 | 0.028591674654506117716139106114887961186
f(z) = -75/112*z^3 + 289/84*z + 1
*
[ -1 ] 
f(z) = -80/101*z^3 + 282/101*z + 1
*
[ -1 ] 
f(z) = -80/103*z^3 + 286/103*z + 1
*
[ -1 ] 
f(z) = -80/107*z^3 + 294/107*z + 1
*
[ -1 ] 
f(z) = -80/109*z^3 + 298/109*z + 1
*
[ 7/4 ] 
f(z) = -80/119*z^3 + 296/119*z + 1
*
[ -1 ] 
f(z) = -79/101*z^3 + 281/101*z + 1
*
[ -1 ] 
f(z) = -79/102*z^3 + 283/102*z + 1
*
[ -1 ] 
f(z) = -79/103*z^3 + 285/103*z + 1
*
[ -1 ] 
f(z) = -79/104*z^3 + 287/104*z + 1
*
[ -1 ] 
f(z) = -79/105*z^3 + 289/105*z + 1
*
[ -1 ] 
f(z) = -79/106*z^3 + 291/106*z + 1
*
[ -1 ] 
f(z) = -79/107*z^3 + 293/107*z + 1
*
[ -3/5 ] 
f(z) = -79/108*z^3 + 293/100*z + 1
*
[ -1 ] 
f(z) = -79/108*z^3 + 295/108*z + 1
*
[ -1 ] 
f(z) = -79/109*z^3 + 297/109*z + 1
*
[ -1 ] 
f(z) = -79/110*z^3 + 299/110*z + 1
*
[ -1 ] 
f(z) = -78/101*z^3 + 280/101*z + 1
*
[ -1 ] 
f(z) = -78/103*z^3 + 284/103*z + 1
*
[ -1 ] 
f(z) = -78/107*z^3 + 292/107*z + 1
*
[ -1 ] 
f(z) = -78/109*z^3 + 296/109*z + 1
*
[ -1 ] 
f(z) = -77/102*z^3 + 281/102*z + 1
*
[ -1 ] 
f(z) = -77/103*z^3 + 283/103*z + 1
*
[ -1 ] 
f(z) = -77/104*z^3 + 285/104*z + 1
*
[ -1 ] 
f(z) = -77/106*z^3 + 289/106*z + 1
*
[ -1 ] 
f(z) = -77/107*z^3 + 291/107*z + 1
*
[ -1 ] 
f(z) = -77/108*z^3 + 293/108*z + 1
*
[ -1 ] 
f(z) = -77/109*z^3 + 295/109*z + 1
*
[ -1 ] 
f(z) = -77/111*z^3 + 299/111*z + 1
*
[ -1 ] 
f(z) = -76/103*z^3 + 282/103*z + 1
*
[ -1 ] 
f(z) = -76/105*z^3 + 286/105*z + 1
*
[ -1 ] 
f(z) = -76/107*z^3 + 290/107*z + 1
*
[ -1 ] 
f(z) = -76/109*z^3 + 294/109*z + 1
*
[ -1 ] 
f(z) = -76/111*z^3 + 298/111*z + 1
*
[ -1 ] 
f(z) = -75/103*z^3 + 281/103*z + 1
*
[ -1 ] 
f(z) = -75/104*z^3 + 283/104*z + 1
*
[ -1 ] 
f(z) = -75/106*z^3 + 287/106*z + 1
*
[ -1 ] 
f(z) = -75/107*z^3 + 289/107*z + 1
*
[ -1 ] 
f(z) = -75/109*z^3 + 293/109*z + 1
*
[ -1 ] 
f(z) = -75/112*z^3 + 299/112*z + 1
*
[ -1 ] 
f(z) = -74/103*z^3 + 280/103*z + 1
*
[ -1 ] 
f(z) = -74/105*z^3 + 284/105*z + 1
*
[ -1 ] 
f(z) = -74/107*z^3 + 288/107*z + 1
*
[ -1 ] 
f(z) = -74/109*z^3 + 292/109*z + 1
*
[ -1 ] 
f(z) = -73/104*z^3 + 281/104*z + 1
*
[ -1 ] 
f(z) = -73/105*z^3 + 283/105*z + 1
*
[ -1 ] 
f(z) = -73/106*z^3 + 285/106*z + 1
*
[ -1 ] 
f(z) = -73/107*z^3 + 287/107*z + 1
*
[ -1 ] 
f(z) = -73/108*z^3 + 289/108*z + 1
*
[ -3/5 ] 
f(z) = -73/108*z^3 + 291/100*z + 1
*
[ -1 ] 
f(z) = -73/109*z^3 + 291/109*z + 1
*
[ -1 ] 
f(z) = -73/110*z^3 + 293/110*z + 1
*
[ -1 ] 
f(z) = -73/111*z^3 + 295/111*z + 1
*
[ -1 ] 
f(z) = -73/112*z^3 + 297/112*z + 1
*
[ -1 ] 
f(z) = -73/113*z^3 + 299/113*z + 1
*
[ -1 ] 
f(z) = -72/107*z^3 + 286/107*z + 1
*
[ -1 ] 
f(z) = -72/109*z^3 + 290/109*z + 1
*
[ -1 ] 
f(z) = -72/113*z^3 + 298/113*z + 1
*
[ -1 ] 
f(z) = -71/105*z^3 + 281/105*z + 1
*
[ -1 ] 
f(z) = -71/106*z^3 + 283/106*z + 1
*
[ -1 ] 
f(z) = -71/107*z^3 + 285/107*z + 1
*
[ -1 ] 
f(z) = -71/108*z^3 + 287/108*z + 1
*
[ -1 ] 
f(z) = -71/109*z^3 + 289/109*z + 1
*
[ -1 ] 
f(z) = -71/110*z^3 + 291/110*z + 1
*
[ -1 ] 
f(z) = -71/111*z^3 + 293/111*z + 1
*
[ -1 ] 
f(z) = -71/112*z^3 + 295/112*z + 1
*
[ -1 ] 
f(z) = -71/113*z^3 + 297/113*z + 1
*
[ -1 ] 
f(z) = -71/114*z^3 + 299/114*z + 1
*
[ -1 ] 
f(z) = -70/107*z^3 + 284/107*z + 1
*
[ -1 ] 
f(z) = -70/109*z^3 + 288/109*z + 1
*
[ -1 ] 
f(z) = -70/111*z^3 + 292/111*z + 1
*
[ -1 ] 
f(z) = -70/113*z^3 + 296/113*z + 1
*
[ -1 ] 
f(z) = -69/106*z^3 + 281/106*z + 1
*
[ -1 ] 
f(z) = -69/107*z^3 + 283/107*z + 1
*
[ -1 ] 
f(z) = -69/109*z^3 + 287/109*z + 1
*
[ -1 ] 
f(z) = -69/110*z^3 + 289/110*z + 1
*
[ -1 ] 
f(z) = -69/112*z^3 + 293/112*z + 1
*
[ -1 ] 
f(z) = -69/113*z^3 + 295/113*z + 1
*
[ -1 ] 
f(z) = -68/107*z^3 + 282/107*z + 1
*
[ -1 ] 
f(z) = -68/109*z^3 + 286/109*z + 1
*
[ -1 ] 
f(z) = -68/111*z^3 + 290/111*z + 1
*
[ -1 ] 
f(z) = -68/113*z^3 + 294/113*z + 1
*
[ -1 ] 
f(z) = -68/115*z^3 + 298/115*z + 1
*
[ -1 ] 
f(z) = -67/107*z^3 + 281/107*z + 1
*
[ -1 ] 
f(z) = -67/108*z^3 + 283/108*z + 1
*
[ -3/5 ] 
f(z) = -67/108*z^3 + 289/100*z + 1
*
[ -1 ] 
f(z) = -67/109*z^3 + 285/109*z + 1
*
[ -1 ] 
f(z) = -67/110*z^3 + 287/110*z + 1
*
[ -1 ] 
f(z) = -67/111*z^3 + 289/111*z + 1
*
[ -1 ] 
f(z) = -67/112*z^3 + 291/112*z + 1
*
[ -1 ] 
f(z) = -67/113*z^3 + 293/113*z + 1
*
[ -1 ] 
f(z) = -67/114*z^3 + 295/114*z + 1
*
[ -1 ] 
f(z) = -67/115*z^3 + 297/115*z + 1
*
[ -1 ] 
f(z) = -67/116*z^3 + 299/116*z + 1
*
[ -1 ] 
f(z) = -66/107*z^3 + 280/107*z + 1
*
[ -1 ] 
f(z) = -66/109*z^3 + 284/109*z + 1
*
[ -1 ] 
f(z) = -66/113*z^3 + 292/113*z + 1
*
[ -1 ] 
f(z) = -66/115*z^3 + 296/115*z + 1
*
[ -1 ] 
f(z) = -65/108*z^3 + 281/108*z + 1
*
[ -1 ] 
f(z) = -65/109*z^3 + 283/109*z + 1
*
[ -1 ] 
f(z) = -65/111*z^3 + 287/111*z + 1
*
[ -1 ] 
f(z) = -65/112*z^3 + 289/112*z + 1
*
[ -1 ] 
f(z) = -65/113*z^3 + 291/113*z + 1
*
[ -1 ] 
f(z) = -65/114*z^3 + 293/114*z + 1
*
[ -1 ] 
f(z) = -65/116*z^3 + 297/116*z + 1
*
[ -3/4 ] 
f(z) = -64/105*z^3 + 281/105*z + 1
*
[ -5/8 ] 
f(z) = -64/105*z^3 + 298/105*z + 1
*
[ -1 ] 
f(z) = -64/109*z^3 + 282/109*z + 1
*
[ -1 ] 
f(z) = -64/111*z^3 + 286/111*z + 1
*
[ -3/4 ] 
f(z) = -64/111*z^3 + 295/111*z + 1
*
[ -1 ] 
f(z) = -64/113*z^3 + 290/113*z + 1
*
[ -1 ] 
f(z) = -64/115*z^3 + 294/115*z + 1
*
[ -1 ] 
f(z) = -64/117*z^3 + 298/117*z + 1
*
[ -4/3 ] 
f(z) = -63/100*z^3 + 287/100*z + 1
*
[ -2/3 ] 
f(z) = -63/106*z^3 + 293/106*z + 1
*
[ -1 ] 
f(z) = -63/109*z^3 + 281/109*z + 1
*
[ -1 ] 
f(z) = -63/110*z^3 + 283/110*z + 1
*
[ -1 ] 
f(z) = -63/113*z^3 + 289/113*z + 1
*
[ -1 ] 
f(z) = -63/115*z^3 + 293/115*z + 1
*
[ -1 ] 
f(z) = -63/116*z^3 + 295/116*z + 1
*
[ -1 ] 
f(z) = -63/118*z^3 + 299/118*z + 1
*
[ -1 ] 
f(z) = -62/109*z^3 + 280/109*z + 1
*
[ -1 ] 
f(z) = -62/111*z^3 + 284/111*z + 1
*
[ -1 ] 
f(z) = -62/113*z^3 + 288/113*z + 1
*
[ -1 ] 
f(z) = -62/115*z^3 + 292/115*z + 1
*
[ -1 ] 
f(z) = -62/117*z^3 + 296/117*z + 1
*
[ 2 ] 
f(z) = -61/102*z^3 + 295/102*z + 1
*
[ 2 ] 
f(z) = -61/106*z^3 + 297/106*z + 1
*
[ -3/5 ] 
f(z) = -61/108*z^3 + 287/100*z + 1
*
[ -1 ] 
f(z) = -61/110*z^3 + 281/110*z + 1
*
[ 2 ] 
f(z) = -61/110*z^3 + 299/110*z + 1
*
[ -1 ] 
f(z) = -61/111*z^3 + 283/111*z + 1
*
[ -1 ] 
f(z) = -61/112*z^3 + 285/112*z + 1
*
[ -1 ] 
f(z) = -61/113*z^3 + 287/113*z + 1
*
[ -1 ] 
f(z) = -61/114*z^3 + 289/114*z + 1
*
[ -1 ] 
f(z) = -61/115*z^3 + 291/115*z + 1
*
[ -1 ] 
f(z) = -61/116*z^3 + 293/116*z + 1
*
[ -1 ] 
f(z) = -61/117*z^3 + 295/117*z + 1
*
[ -1 ] 
f(z) = -61/118*z^3 + 297/118*z + 1
*
[ -1 ] 
f(z) = -61/119*z^3 + 299/119*z + 1
*
[ 3/2 ] 
f(z) = -79/117*z^3 + 289/156*z + 1
*
[ 3/2 ] 
f(z) = -77/117*z^3 + 283/156*z + 1
*
[ 4/3 ] 
f(z) = -63/118*z^3 + 283/236*z + 1
*
[ 26/23 ] 
f(z) = -69/104*z^3 + 288/299*z + 1
*
[ 3/5 ] 
f(z) = -65/126*z^3 - 101/210*z + 1
*
[ 2/3 ] 
f(z) = -63/137*z^3 - 81/274*z + 1
*
[ 2/3 ] 
f(z) = -63/139*z^3 - 83/278*z + 1
*
[ 2/3 ] 
f(z) = -61/128*z^3 - 83/288*z + 1
*
[ 3/5 ] 
f(z) = -67/135*z^3 - 61/125*z + 1
*
[ 3/5 ] 
f(z) = -64/135*z^3 - 62/125*z + 1
*
[ 3/5 ] 
f(z) = -61/135*z^3 - 63/125*z + 1
*
[ 5/8 ] 
f(z) = -66/125*z^3 - 63/160*z + 1
*
8/7 | 0.12607391884014600714716151946909539278 | 0.015965690802508509306578922073140908967
f(z) = -63/128*z^3 - 67/168*z + 1
*
[ 2/3 ] 
f(z) = -72/125*z^3 - 61/250*z + 1
*
[ 2/3 ] 
f(z) = -72/127*z^3 - 63/254*z + 1
*
[ 2/3 ] 
f(z) = -63/121*z^3 - 65/242*z + 1
*
[ 2/3 ] 
f(z) = -63/125*z^3 - 69/250*z + 1
*
[ 2/3 ] 
f(z) = -63/127*z^3 - 71/254*z + 1
*
[ 2/3 ] 
f(z) = -72/131*z^3 - 67/262*z + 1
*
[ 2/3 ] 
f(z) = -72/133*z^3 - 69/266*z + 1
*
[ 2/3 ] 
f(z) = -72/137*z^3 - 73/274*z + 1
*
[ 2/3 ] 
f(z) = -72/139*z^3 - 75/278*z + 1
*
[ 2/3 ] 
f(z) = -63/131*z^3 - 75/262*z + 1
*
[ 2/3 ] 
f(z) = -79/128*z^3 - 65/288*z + 1
*
[ 2/3 ] 
f(z) = -77/128*z^3 - 67/288*z + 1
*
[ 2/3 ] 
f(z) = -73/128*z^3 - 71/288*z + 1
*
[ 2/3 ] 
f(z) = -71/128*z^3 - 73/288*z + 1
*
[ 2/3 ] 
f(z) = -67/128*z^3 - 77/288*z + 1
*
[ 2/3 ] 
f(z) = -65/128*z^3 - 79/288*z + 1
*
[ 8/13 ] 
f(z) = -65/128*z^3 - 45/104*z + 1
*
[ 5/8 ] 
f(z) = -64/135*z^3 - 56/135*z + 1
*
[ 2/3 ] 
f(z) = -71/136*z^3 - 41/153*z + 1
*
[ 2/3 ] 
f(z) = -67/136*z^3 - 43/153*z + 1
*
[ 2/3 ] 
f(z) = -65/136*z^3 - 44/153*z + 1
*
[ 2/3 ] 
f(z) = -61/136*z^3 - 46/153*z + 1
*
[ 5/8 ] 
f(z) = -78/125*z^3 - 57/160*z + 1
*
[ 5/8 ] 
f(z) = -74/125*z^3 - 59/160*z + 1
*
[ 2/3 ] 
f(z) = -75/124*z^3 - 43/186*z + 1
*
[ 2/3 ] 
f(z) = -69/124*z^3 - 47/186*z + 1
*
[ 11/17 ] 
f(z) = -68/121*z^3 - 58/187*z + 1
*
[ 2/3 ] 
f(z) = -72/121*z^3 - 57/242*z + 1
*
10/31 | 0.31014108837156072068327122080323542979 | 0.029989248800902215000507545171787250095
f(z) = -62/125*z^3 - 43/248*z + 1
*
[ 5/8 ] 
f(z) = -77/125*z^3 - 23/64*z + 1
*
[ 5/8 ] 
f(z) = -67/125*z^3 - 25/64*z + 1
*
[ 5/8 ] 
f(z) = -76/125*z^3 - 29/80*z + 1
*
[ 2/3 ] 
f(z) = -75/128*z^3 - 23/96*z + 1
*
[ 2/3 ] 
f(z) = -69/128*z^3 - 25/96*z + 1
*
[ 5/8 ] 
f(z) = -68/125*z^3 - 31/80*z + 1
*
[ 2/3 ] 
f(z) = -79/120*z^3 - 28/135*z + 1
*
[ 2/3 ] 
f(z) = -77/120*z^3 - 29/135*z + 1
*
[ 2/3 ] 
f(z) = -73/120*z^3 - 31/135*z + 1
*
[ 2/3 ] 
f(z) = -71/120*z^3 - 32/135*z + 1
*
[ 2/3 ] 
f(z) = -67/120*z^3 - 34/135*z + 1
*
[ 2/3 ] 
f(z) = -63/122*z^3 - 33/122*z + 1
*
[ 2/3 ] 
f(z) = -63/130*z^3 - 37/130*z + 1
*
[ 2/3 ] 
f(z) = -63/134*z^3 - 39/134*z + 1
*
[ 2/3 ] 
f(z) = -61/120*z^3 - 37/135*z + 1
*
[ 2/3 ] 
f(z) = -79/136*z^3 - 37/153*z + 1
*
[ 2/3 ] 
f(z) = -77/136*z^3 - 38/153*z + 1
*
[ 2/3 ] 
f(z) = -73/136*z^3 - 40/153*z + 1
*
[ 11/16 ] 
f(z) = -80/121*z^3 - 25/176*z + 1
*
[ 5/7 ] 
f(z) = -76/125*z^3 - 22/245*z + 1
*
[ 5/7 ] 
f(z) = -74/125*z^3 - 24/245*z + 1
*
[ 5/7 ] 
f(z) = -72/125*z^3 - 26/245*z + 1
*
[ 5/7 ] 
f(z) = -71/125*z^3 - 27/245*z + 1
*
[ 5/7 ] 
f(z) = -69/125*z^3 - 29/245*z + 1
*
[ 5/7 ] 
f(z) = -67/125*z^3 - 31/245*z + 1
*
[ 5/7 ] 
f(z) = -66/125*z^3 - 32/245*z + 1
*
[ 5/7 ] 
f(z) = -64/125*z^3 - 34/245*z + 1
*
[ 35/48 ] 
f(z) = -64/125*z^3 - 25/252*z + 1
*
[ 5/7 ] 
f(z) = -62/125*z^3 - 36/245*z + 1
*
[ 5/7 ] 
f(z) = -61/125*z^3 - 37/245*z + 1
*
[ 11/15 ] 
f(z) = -63/121*z^3 - 23/275*z + 1
*
[ 5/8 ] 
f(z) = -72/125*z^3 - 3/8*z + 1
*
5/18 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = -72/125*z^3 - 1/18*z + 1
*
[ 5/8 ] 
f(z) = -64/125*z^3 - 2/5*z + 1
*
[ 3/4 ] 
f(z) = -64/135*z^3 - 1/15*z + 1
*
[ 5/7 ] 
f(z) = -63/125*z^3 - 1/7*z + 1
*
[ 2/3 ] 
f(z) = -63/136*z^3 - 5/17*z + 1
*
[ 5/7 ] 
f(z) = -77/125*z^3 - 3/35*z + 1
*
[ 11/15 ] 
f(z) = -75/121*z^3 - 1/33*z + 1
*
[ 3/4 ] 
f(z) = -68/135*z^3 - 1/20*z + 1
*
[ 2/3 ] 
f(z) = -63/128*z^3 - 9/32*z + 1
*
[ 5/8 ] 
f(z) = -62/125*z^3 - 13/32*z + 1
*
[ 5/7 ] 
f(z) = -78/125*z^3 - 4/49*z + 1
*
[ 2/3 ] 
f(z) = -75/136*z^3 - 13/51*z + 1
*
[ 3/4 ] 
f(z) = -74/135*z^3 - 1/40*z + 1
*
[ 5/7 ] 
f(z) = -73/125*z^3 - 5/49*z + 1
*
[ 2/3 ] 
f(z) = -69/136*z^3 - 14/51*z + 1
*
[ 5/7 ] 
f(z) = -68/125*z^3 - 6/49*z + 1
*
[ 11/16 ] 
f(z) = -64/121*z^3 - 9/44*z + 1
*
[ 3/4 ] 
f(z) = -62/135*z^3 - 3/40*z + 1
*
[ 3/4 ] 
f(z) = -76/135*z^3 - 1/60*z + 1
*
[ 2/3 ] 
f(z) = -63/124*z^3 - 17/62*z + 1
*
[ 8/11 ] 
f(z) = -77/128*z^3 - 5/88*z + 1
*
[ 3/4 ] 
f(z) = -77/135*z^3 - 1/80*z + 1
*
[ 3/4 ] 
f(z) = -71/135*z^3 - 3/80*z + 1
*
[ 16/21 ] 
f(z) = -63/128*z^3 - 3/112*z + 1
*
[ 3/4 ] 
f(z) = -64/123*z^3 - 5/123*z + 1
*
[ 3/4 ] 
f(z) = -64/129*z^3 - 7/129*z + 1
*
5/12 | 0.090419196797262269499770671346588582048 | 0.010749048427679295413999968872841058785
f(z) = -64/125*z^3 - 11/180*z + 1
*
[ 5/7 ] 
f(z) = -79/125*z^3 - 19/245*z + 1
*
[ 3/4 ] 
f(z) = -79/135*z^3 - 1/240*z + 1
*
[ 3/4 ] 
f(z) = -73/135*z^3 - 7/240*z + 1
*
[ 3/4 ] 
f(z) = -67/135*z^3 - 13/240*z + 1
*
[ 3/4 ] 
f(z) = -61/135*z^3 - 19/240*z + 1
*
[ 11/15 ] 
f(z) = -72/121*z^3 - 12/275*z + 1
*
[ -5 ] 
f(z) = -79/125*z^3 + 17*z + 1
*
[ 5/4 ] 
f(z) = -79/125*z^3 + 19/16*z + 1
*
[ 5/2 ] 
f(z) = -78/125*z^3 + 9/2*z + 1
*
[ -5/3 ] 
f(z) = -78/125*z^3 + 10/3*z + 1
*
5/2 | 0.089414966299659085415713944844135160487 | 0.011670645466648185855773688586053048455
f(z) = -78/125*z^3 + 17/6*z + 1
*
[ -5/7 ] 
f(z) = -77/125*z^3 + 19/7*z + 1
*
[ 5/3 ] 
f(z) = -77/125*z^3 + 19/9*z + 1
*
[ 5/6 ] 
f(z) = -76/125*z^3 + 2/9*z + 1
*
[ -5/4 ] 
f(z) = -76/125*z^3 + 11/4*z + 1
*
[ 5 ] 
f(z) = -76/125*z^3 + 16*z + 1
*
[ 3/2 ] 
f(z) = -76/135*z^3 + 8/5*z + 1
*
[ 4/5 ] 
f(z) = -75/128*z^3 + 1/8*z + 1
*
[ 8/5 ] 
f(z) = -75/128*z^3 + 15/8*z + 1
*
[ 5/4 ] 
f(z) = -74/125*z^3 + 9/8*z + 1
*
[ -5 ] 
f(z) = -74/125*z^3 + 16*z + 1
*
[ 5/2 ] 
f(z) = -73/125*z^3 + 17/4*z + 1
*
[ 5/6 ] 
f(z) = -72/125*z^3 + 1/5*z + 1
*
-5/6 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -72/125*z^3 + 1/10*z + 1
*
[ 5/3 ] 
f(z) = -72/125*z^3 + 2*z + 1
*
[ -5/2 ] 
f(z) = -72/125*z^3 + 5*z + 1
*
[ -5/12 ] 
f(z) = -72/125*z^3 + 7/2*z + 1
*
5/6 | 0.13202135308175817527543796083605848349 | 0.023504848388178942035203240438772365201
f(z) = -72/125*z^3 + 11/5*z + 1
*
[ 5/4 ] 
f(z) = -72/125*z^3 + 11/10*z + 1
*
[ -5/6 ] 
f(z) = -72/125*z^3 + 13/5*z + 1
*
[ -5/3 ] 
f(z) = -72/125*z^3 + 16/5*z + 1
*
-5/3 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = -72/125*z^3 + 17/10*z + 1
*
[ 5 ] 
f(z) = -71/125*z^3 + 15*z + 1
*
[ -5 ] 
f(z) = -69/125*z^3 + 15*z + 1
*
[ 5/4 ] 
f(z) = -69/125*z^3 + 17/16*z + 1
*
[ 5/2 ] 
f(z) = -68/125*z^3 + 4*z + 1
*
[ -3/2 ] 
f(z) = -68/135*z^3 + 14/5*z + 1
*
[ 5/3 ] 
f(z) = -67/125*z^3 + 17/9*z + 1
*
[ -5/2 ] 
f(z) = -67/125*z^3 + 19/4*z + 1
*
[ 5/6 ] 
f(z) = -66/125*z^3 + 1/6*z + 1
*
[ 5 ] 
f(z) = -66/125*z^3 + 14*z + 1
*
[ 11/8 ] 
f(z) = -64/121*z^3 + 14/11*z + 1
*
[ 5/4 ] 
f(z) = -64/125*z^3 + z + 1
*
15/8 | 0.089413217357450020811153296290343757751 | 0.018518518518518518518518518518518518518
f(z) = -64/125*z^3 + 3/5*z + 1
*
5/4 | 0.19787331773307303604231500696200096194 | 0.028164862089041792681782047162309159018
f(z) = -64/125*z^3 + 9/4*z + 1
*
[ -15/8 ] 
f(z) = -64/125*z^3 + 10/3*z + 1
*
-5/4 | 0.16642983853832530229073872649355461721 | 0.029630874330532507379427669600818407015
f(z) = -64/125*z^3 + 11/10*z + 1
*
[ -5/4 ] 
f(z) = -64/125*z^3 + 13/5*z + 1
*
[ -5 ] 
f(z) = -64/125*z^3 + 14*z + 1
*
[ -5/8 ] 
f(z) = -64/125*z^3 + 14/5*z + 1
*
[ -5/16 ] 
f(z) = -64/125*z^3 + 17/4*z + 1
*
-5/4 | 0.10018327678205309794213572613761892970 | 0.016398627723763209834758279562546153830
f(z) = -64/125*z^3 + 18/5*z + 1
*
[ 5/2 ] 
f(z) = -64/125*z^3 + 19/5*z + 1
*
[ -15/8 ] 
f(z) = -64/135*z^3 + 16/5*z + 1
*
[ -5/3 ] 
f(z) = -63/125*z^3 + 3*z + 1
*
[ 5/3 ] 
f(z) = -63/125*z^3 + 9/5*z + 1
*
[ 10/9 ] 
f(z) = -63/125*z^3 + 13/18*z + 1
*
[ 5/2 ] 
f(z) = -63/125*z^3 + 15/4*z + 1
*
[ 4/3 ] 
f(z) = -63/128*z^3 + 9/8*z + 1
*
4/3 | 0.10505498743954762944124256969818466810 | 0.018740402568113171148196011417744348225
f(z) = -63/128*z^3 + 17/8*z + 1
*
[ -5/2 ] 
f(z) = -62/125*z^3 + 9/2*z + 1
*
[ 5/3 ] 
f(z) = -62/125*z^3 + 16/9*z + 1
*
[ 5 ] 
f(z) = -61/125*z^3 + 13*z + 1
*
[ 5/6 ] 
f(z) = -78/125*z^3 + 7/30*z + 1
*
5/3 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -78/125*z^3 + 19/30*z + 1
*
[ 10/11 ] 
f(z) = -77/125*z^3 + 9/22*z + 1
*
8/5 | 0.089853445911228615017007583317683381835 | 0.015099788824007667195087180111592843683
f(z) = -75/128*z^3 + 13/24*z + 1
*
[ 11/12 ] 
f(z) = -72/121*z^3 + 9/22*z + 1
*
[ 5/6 ] 
f(z) = -71/125*z^3 + 7/36*z + 1
*
5/11 | 0.22262962140180393992570571728840649663 | 0.026742870917208788746719531163168018511
f(z) = -66/125*z^3 + 19/33*z + 1
*
-15/16 | 0.15403425299235662822596966628691367176 | 0.024785835333922974786049555572966542934
f(z) = -64/125*z^3 + 17/20*z + 1
*
[ 5/6 ] 
f(z) = -63/125*z^3 + 3/20*z + 1
*
[ 5/6 ] 
f(z) = -61/125*z^3 + 5/36*z + 1
*
[ 5/6 ] 
f(z) = -68/125*z^3 + 8/45*z + 1
*
[ 4/5 ] 
f(z) = -65/128*z^3 + 3/40*z + 1
*
[ 5/6 ] 
f(z) = -64/125*z^3 + 7/45*z + 1
*
-8/21 | 0.19795853168676957557845709408401435492 | 0.029120368767713058432631114879304839916
f(z) = -63/128*z^3 + 11/56*z + 1
*
[ 4/5 ] 
f(z) = -75/136*z^3 + 7/68*z + 1
*
[ 5/6 ] 
f(z) = -69/125*z^3 + 11/60*z + 1
*
[ 8/9 ] 
f(z) = -63/128*z^3 + 19/72*z + 1
*
[ 15/19 ] 
f(z) = -76/135*z^3 + 8/95*z + 1
*
[ 5/6 ] 
f(z) = -74/125*z^3 + 19/90*z + 1
*
[ 5/6 ] 
f(z) = -62/125*z^3 + 13/90*z + 1
*
5/12 | 0.25380917948068643561259170292043533943 | 0.026585750646463744162318568056870049343
f(z) = -63/125*z^3 + 13/112*z + 1
*
[ 3/4 ] 
f(z) = -80/123*z^3 + 4/123*z + 1
*
[ 3/4 ] 
f(z) = -80/129*z^3 + 2/129*z + 1
*
[ 10/13 ] 
f(z) = -78/125*z^3 + 9/130*z + 1
*
[ 4/5 ] 
f(z) = -75/124*z^3 + 17/124*z + 1
*
[ 11/14 ] 
f(z) = -70/121*z^3 + 13/154*z + 1
*
68/45 | 0.20659299858289804420097920862497338468 | 0.025355469755288758987131197443167692483
f(z) = -75/128*z^3 + 19/216*z + 1
*
[ 4/5 ] 
f(z) = -69/128*z^3 + 19/200*z + 1
*
[ 4/5 ] 
f(z) = -67/128*z^3 + 17/200*z + 1
*
[ 4/5 ] 
f(z) = -63/128*z^3 + 13/200*z + 1
*
[ 4/5 ] 
f(z) = -61/128*z^3 + 11/200*z + 1
*
-2 | 0.072518923808712988024447742783609628226 | 0.013077836468679350776689802736365526458
f(z) = -79/120*z^3 + 32/15*z + 1
*
[ -3 ] 
f(z) = -79/135*z^3 + 33/5*z + 1
*
-2 | 0.090976065368364073923062039438578736041 | 0.016500814566914461700029246081238141863
f(z) = -79/136*z^3 + 31/17*z + 1
*
[ 5/3 ] 
f(z) = -78/125*z^3 + 32/15*z + 1
*
-2 | 0.071656442888623829094450399017519816958 | 0.012996711517939984160088976006233872722
f(z) = -77/120*z^3 + 31/15*z + 1
*
[ -5/2 ] 
f(z) = -77/125*z^3 + 21/4*z + 1
*
[ 3 ] 
f(z) = -77/135*z^3 + 29/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016599358532657839070052612969287033784
f(z) = -77/136*z^3 + 30/17*z + 1
*
[ 5/2 ] 
f(z) = -76/125*z^3 + 22/5*z + 1
*
[ -5/2 ] 
f(z) = -76/125*z^3 + 26/5*z + 1
*
[ -3 ] 
f(z) = -76/135*z^3 + 32/5*z + 1
*
[ 11/5 ] 
f(z) = -75/121*z^3 + 39/11*z + 1
*
[ -8/5 ] 
f(z) = -75/128*z^3 + 25/8*z + 1
*
-4/5 | 0.065677715992455857827176054307119130259 | 0.010696897544863743952699984650177991390
f(z) = -75/128*z^3 + 29/8*z + 1
*
-2 | 0.090975756781810305784960437685460333200 | 0.016702798496410387117080254667000822489
f(z) = -75/136*z^3 + 29/17*z + 1
*
[ 3 ] 
f(z) = -74/135*z^3 + 28/5*z + 1
*
[ -3/2 ] 
f(z) = -74/135*z^3 + 29/10*z + 1
*
-2 | 0.069150448828074406945401443798975518396 | 0.012695756029617294046523234374990982489
f(z) = -73/120*z^3 + 29/15*z + 1
*
[ -5/3 ] 
f(z) = -73/125*z^3 + 29/9*z + 1
*
[ -3 ] 
f(z) = -73/135*z^3 + 31/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016810983128766988013675399342685023736
f(z) = -73/136*z^3 + 28/17*z + 1
*
[ 11/6 ] 
f(z) = -72/121*z^3 + 27/11*z + 1
*
[ -11/6 ] 
f(z) = -72/121*z^3 + 39/11*z + 1
*
[ 5/2 ] 
f(z) = -72/125*z^3 + 21/5*z + 1
*
5/3 | 0.20545461336209412656119970837163425478 | 0.026096645325078520806049403468540498639
f(z) = -72/125*z^3 + 21/8*z + 1
*
-5/2 | 0.21830293781065915014730616035167877086 | 0.027127848315751381972839334356923849873
f(z) = -72/125*z^3 + 25/6*z + 1
*
-5/12 | 0.18825938642046933973392323692442185076 | 0.023172808532604680084071593915941131879
f(z) = -72/125*z^3 + 27/2*z + 1
*
5/12 | 0.12982287929261179229149613908362507154 | 0.019008316251128310195567370001210355191
f(z) = -72/125*z^3 + 37/10*z + 1
*
5/2 | 0.15228675826743961053437582829683554349 | 0.022210690967091262022511870779276750861
f(z) = -72/125*z^3 + 38/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.012623444963957927229531058654514073105
f(z) = -71/120*z^3 + 28/15*z + 1
*
[ 3 ] 
f(z) = -71/135*z^3 + 27/5*z + 1
*
-2 | 0.090975523625967511133046715176581579498 | 0.016924802163905508349481338296924581339
f(z) = -71/136*z^3 + 27/17*z + 1
*
[ 5/3 ] 
f(z) = -69/125*z^3 + 29/15*z + 1
*
[ -5/6 ] 
f(z) = -69/125*z^3 + 31/12*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017044391837235268812096288212180270247
f(z) = -69/136*z^3 + 26/17*z + 1
*
[ -5/2 ] 
f(z) = -68/125*z^3 + 24/5*z + 1
*
[ -5/3 ] 
f(z) = -68/125*z^3 + 28/9*z + 1
*
[ 3/2 ] 
f(z) = -68/135*z^3 + 22/15*z + 1
*
[ 3 ] 
f(z) = -68/135*z^3 + 26/5*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.012798518992002039374990188091353720335
f(z) = -67/120*z^3 + 26/15*z + 1
*
[ -3 ] 
f(z) = -67/135*z^3 + 29/5*z + 1
*
-2 | 0.090975656853237052116370762159140663451 | 0.017170669584202271700573244206750398606
f(z) = -67/136*z^3 + 25/17*z + 1
*
[ -5/4 ] 
f(z) = -66/125*z^3 + 21/8*z + 1
*
[ 5/3 ] 
f(z) = -66/125*z^3 + 28/15*z + 1
*
[ 5/2 ] 
f(z) = -66/125*z^3 + 39/10*z + 1
*
-2 | 0.090975337213524196911492181829133843077 | 0.017303931012008785639544892560624944176
f(z) = -65/136*z^3 + 24/17*z + 1
*
[ -11/8 ] 
f(z) = -64/121*z^3 + 30/11*z + 1
*
-15/8 | 0.17550300752635228330505984031994700469 | 0.022431234080529722547221196910730651290
f(z) = -64/125*z^3 + 20/9*z + 1
*
[ -5/2 ] 
f(z) = -64/125*z^3 + 23/5*z + 1
*
[ -5/6 ] 
f(z) = -64/125*z^3 + 23/9*z + 1
*
[ 15/8 ] 
f(z) = -64/125*z^3 + 34/15*z + 1
*
15/32 | 0.17836256079984187407567731515888931348 | 0.021134928889050231532603899064026909736
f(z) = -64/125*z^3 + 37/16*z + 1
*
-5/8 | 0.14931235101245515558307765000230150415 | 0.021694690528122904964262502628857450881
f(z) = -64/125*z^3 + 39/5*z + 1
*
[ 15/8 ] 
f(z) = -64/135*z^3 + 32/15*z + 1
*
-5/3 | 0.12360867712564285883262230819867691397 | 0.015285976461377791881642434512703362159
f(z) = -63/125*z^3 + 26/7*z + 1
*
[ 8/3 ] 
f(z) = -63/128*z^3 + 33/8*z + 1
*
[ -8/3 ] 
f(z) = -63/128*z^3 + 39/8*z + 1
*
-2 | 0.090975350683720228650941804296411662133 | 0.017445152713718536710635213348127658636
f(z) = -63/136*z^3 + 23/17*z + 1
*
[ 5/2 ] 
f(z) = -62/125*z^3 + 37/10*z + 1
*
[ 3 ] 
f(z) = -62/135*z^3 + 24/5*z + 1
*
[ -3/2 ] 
f(z) = -62/135*z^3 + 27/10*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.013099608370119913948015044616693095483
f(z) = -61/120*z^3 + 23/15*z + 1
*
[ 2 ] 
f(z) = -61/120*z^3 + 38/15*z + 1
*
[ -3 ] 
f(z) = -61/135*z^3 + 27/5*z + 1
*
-2 | 0.090975489177894256514033719382477721698 | 0.017595159227878621417075241287128358736
f(z) = -61/136*z^3 + 22/17*z + 1
*
[ 2 ] 
f(z) = -61/136*z^3 + 39/17*z + 1
*
[ 3/2 ] 
f(z) = -79/135*z^3 + 33/20*z + 1
*
[ 5/4 ] 
f(z) = -76/125*z^3 + 23/20*z + 1
*
[ 3/2 ] 
f(z) = -73/135*z^3 + 31/20*z + 1
*
5/8 | 0.23287492472622776090386346280232594675 | 0.028185238756971266895352575336781495445
f(z) = -72/125*z^3 + 31/24*z + 1
*
-5/4 | 0.12207038650063229623556600814926680233 | 0.018348549483439078242082077331152964163
f(z) = -72/125*z^3 + 31/30*z + 1
*
[ 4/3 ] 
f(z) = -69/128*z^3 + 29/24*z + 1
*
[ 5/4 ] 
f(z) = -68/125*z^3 + 21/20*z + 1
*
[ 3/2 ] 
f(z) = -67/135*z^3 + 29/20*z + 1
*
-5/4 | 0.18383711257691563125199157019859826771 | 0.028218759798030927707605213031405349504
f(z) = -64/125*z^3 + 27/20*z + 1
*
-21/16 | 0.18420749073610049034168669340399339332 | 0.028642203050868499054200360085329300975
f(z) = -64/135*z^3 + 23/20*z + 1
*
-3/4 | 0.18643712577095403163472933872551499388 | 0.028283730862713935504661776557778681914
f(z) = -64/135*z^3 + 27/20*z + 1
*
-3/4 | 0.15734556357127287575130882972781580406 | 0.022781402932921374484850734398349625805
f(z) = -64/135*z^3 + 37/20*z + 1
*
[ 3/2 ] 
f(z) = -61/135*z^3 + 27/20*z + 1
*
[ 11/10 ] 
f(z) = -75/121*z^3 + 37/44*z + 1
*
[ 16/15 ] 
f(z) = -75/128*z^3 + 35/48*z + 1
*
-5/24 | 0.19254247969669788729601910893033380052 | 0.027873378821414931021181287165528137332
f(z) = -72/125*z^3 + 33/40*z + 1
*
35/24 | 0.17079190540693962758117146198830862476 | 0.024310152156038344667000641085888372060
f(z) = -64/125*z^3 + 31/45*z + 1
*
[ 9/8 ] 
f(z) = -64/135*z^3 + 32/45*z + 1
*
[ 5/4 ] 
f(z) = -62/125*z^3 + 39/40*z + 1
*
-3/4 | 0.18641495303292757325033654075534560725 | 0.029629325991324042248484469039427165506
f(z) = -68/135*z^3 + 37/60*z + 1
*
[ 15/16 ] 
f(z) = -64/125*z^3 + 23/60*z + 1
*
21/16 | 0.18641495303292757325033654075534560725 | 0.029629325991324042248484469039427165506
f(z) = -64/135*z^3 + 29/60*z + 1
*
[ 15/17 ] 
f(z) = -68/135*z^3 + 22/85*z + 1
*
[ 11/12 ] 
f(z) = -64/121*z^3 + 35/99*z + 1
*
[ 6/7 ] 
f(z) = -77/120*z^3 + 32/105*z + 1
*
[ 10/11 ] 
f(z) = -66/125*z^3 + 37/110*z + 1
*
[ 7/8 ] 
f(z) = -64/133*z^3 + 30/133*z + 1
*
[ 11/13 ] 
f(z) = -65/121*z^3 + 29/143*z + 1
*
[ 5/6 ] 
f(z) = -73/125*z^3 + 37/180*z + 1
*
[ 5/6 ] 
f(z) = -67/125*z^3 + 31/180*z + 1
*
[ 4/5 ] 
f(z) = -79/128*z^3 + 29/200*z + 1
*
[ 4/5 ] 
f(z) = -77/128*z^3 + 27/200*z + 1
*
[ 4/5 ] 
f(z) = -73/128*z^3 + 23/200*z + 1
*
[ 4/5 ] 
f(z) = -71/128*z^3 + 21/200*z + 1
*
[ 4/5 ] 
f(z) = -75/122*z^3 + 35/244*z + 1
*
[ 4/5 ] 
f(z) = -75/134*z^3 + 29/268*z + 1
*
[ 15/19 ] 
f(z) = -76/125*z^3 + 32/285*z + 1
*
[ 2 ] 
f(z) = -79/120*z^3 + 47/15*z + 1
*
[ 2 ] 
f(z) = -79/136*z^3 + 48/17*z + 1
*
[ -5/13 ] 
f(z) = -78/125*z^3 + 48/13*z + 1
*
[ -5/2 ] 
f(z) = -78/125*z^3 + 53/10*z + 1
*
[ 2 ] 
f(z) = -77/120*z^3 + 46/15*z + 1
*
[ 2 ] 
f(z) = -77/136*z^3 + 47/17*z + 1
*
[ -3/2 ] 
f(z) = -76/135*z^3 + 44/15*z + 1
*
[ -11/5 ] 
f(z) = -75/121*z^3 + 49/11*z + 1
*
[ 2 ] 
f(z) = -75/136*z^3 + 46/17*z + 1
*
[ 5/2 ] 
f(z) = -74/125*z^3 + 43/10*z + 1
*
[ -5/6 ] 
f(z) = -74/125*z^3 + 47/18*z + 1
*
[ -5/2 ] 
f(z) = -74/125*z^3 + 51/10*z + 1
*
[ 2 ] 
f(z) = -73/120*z^3 + 44/15*z + 1
*
[ -2 ] 
f(z) = -73/120*z^3 + 59/15*z + 1
*
[ 2 ] 
f(z) = -73/136*z^3 + 45/17*z + 1
*
[ -10/9 ] 
f(z) = -72/125*z^3 + 47/18*z + 1
*
-5/6 | 0.090119116107337568950103954977026611335 | 0.012602835769580368109438360003049209710
f(z) = -72/125*z^3 + 51/10*z + 1
*
[ 15/4 ] 
f(z) = -72/125*z^3 + 53/6*z + 1
*
5/2 | 0.20745310892532358520673524810445693760 | 0.028856345612393139500984265837598435284
f(z) = -72/125*z^3 + 53/15*z + 1
*
[ 2 ] 
f(z) = -71/120*z^3 + 43/15*z + 1
*
[ -2 ] 
f(z) = -71/120*z^3 + 58/15*z + 1
*
[ -5/4 ] 
f(z) = -71/125*z^3 + 43/16*z + 1
*
[ 2 ] 
f(z) = -71/136*z^3 + 44/17*z + 1
*
[ 10/3 ] 
f(z) = -69/125*z^3 + 41/6*z + 1
*
[ -5/3 ] 
f(z) = -69/125*z^3 + 47/15*z + 1
*
[ 2 ] 
f(z) = -69/136*z^3 + 43/17*z + 1
*
[ -5/8 ] 
f(z) = -68/125*z^3 + 45/16*z + 1
*
[ 2 ] 
f(z) = -67/120*z^3 + 41/15*z + 1
*
[ -2 ] 
f(z) = -67/120*z^3 + 56/15*z + 1
*
[ 2 ] 
f(z) = -67/136*z^3 + 42/17*z + 1
*
[ -2 ] 
f(z) = -67/136*z^3 + 59/17*z + 1
*
[ -10/3 ] 
f(z) = -66/125*z^3 + 43/6*z + 1
*
[ -5/3 ] 
f(z) = -66/125*z^3 + 46/15*z + 1
*
[ -5/2 ] 
f(z) = -66/125*z^3 + 47/10*z + 1
*
[ 2 ] 
f(z) = -65/136*z^3 + 41/17*z + 1
*
[ -2 ] 
f(z) = -65/136*z^3 + 58/17*z + 1
*
[ 11/4 ] 
f(z) = -64/121*z^3 + 51/11*z + 1
*
[ -11/4 ] 
f(z) = -64/121*z^3 + 59/11*z + 1
*
-5/2 | 0.14112091008976044810373069728519677962 | 0.020356577113448674834775947544649834753
f(z) = -64/125*z^3 + 41/10*z + 1
*
45/16 | 0.21395465011508123518677276357538255258 | 0.024908819495117038650062338020066372093
f(z) = -64/125*z^3 + 43/12*z + 1
*
-3/4 | 0.16726912027554329245528403943515169717 | 0.023863512869822777119126025857914696871
f(z) = -64/135*z^3 + 41/10*z + 1
*
[ -3/2 ] 
f(z) = -64/135*z^3 + 41/15*z + 1
*
3/4 | 0.11295169192851860363321757303945599988 | 0.018883776969665719371018386425477833909
f(z) = -64/135*z^3 + 44/15*z + 1
*
[ -3/8 ] 
f(z) = -64/135*z^3 + 56/15*z + 1
*
-10/21 | 0.25334270888868603753750563631928977271 | 0.029744858804425012138079535370826303263
f(z) = -63/125*z^3 + 40/7*z + 1
*
[ -10/21 ] 
f(z) = -63/125*z^3 + 45/14*z + 1
*
[ 2 ] 
f(z) = -63/136*z^3 + 40/17*z + 1
*
[ -2/3 ] 
f(z) = -63/136*z^3 + 46/17*z + 1
*
[ -2 ] 
f(z) = -63/136*z^3 + 57/17*z + 1
*
[ -2 ] 
f(z) = -61/120*z^3 + 53/15*z + 1
*
[ -5/4 ] 
f(z) = -61/125*z^3 + 41/16*z + 1
*
[ -2 ] 
f(z) = -61/136*z^3 + 56/17*z + 1
*
-5/3 | 0.17230225070781401541256772447291826392 | 0.019500807605651122316267793455076907887
f(z) = -78/125*z^3 + 55/39*z + 1
*
[ -3/2 ] 
f(z) = -77/135*z^3 + 59/20*z + 1
*
[ -3/4 ] 
f(z) = -76/135*z^3 + 53/20*z + 1
*
-2/5 | 0.14119664789184071117758432103777670831 | 0.026550105686836215917590146573159883231
f(z) = -75/128*z^3 + 51/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016444944775232986718379189171069281264
f(z) = -75/128*z^3 + 59/32*z + 1
*
[ 3/2 ] 
f(z) = -74/135*z^3 + 47/30*z + 1
*
-2 | 0.089853354690459721286547634897825207017 | 0.016549573527107221692281036759781638908
f(z) = -73/128*z^3 + 57/32*z + 1
*
[ -11/12 ] 
f(z) = -72/121*z^3 + 57/22*z + 1
*
-5/4 | 0.13200399945493727934291875746845162060 | 0.019041470129967959225518236034661480230
f(z) = -72/125*z^3 + 41/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016658994623307594687258496339637420371
f(z) = -71/128*z^3 + 55/32*z + 1
*
[ -3/2 ] 
f(z) = -71/135*z^3 + 57/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016774193056436760505395740549709327188
f(z) = -69/128*z^3 + 53/32*z + 1
*
[ -5/4 ] 
f(z) = -68/125*z^3 + 53/20*z + 1
*
3/4 | 0.13777489696772467850830958069704455141 | 0.018685460845592886125447376943338749645
f(z) = -68/135*z^3 + 59/20*z + 1
*
-2 | 0.089853059710595823941597067218879157843 | 0.016895643538431203039378038584767838376
f(z) = -67/128*z^3 + 51/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017023580974632915146781000740329305965
f(z) = -65/128*z^3 + 49/32*z + 1
*
15/16 | 0.14075745295448300669391123121317165168 | 0.020304148715722197686172250635597004182
f(z) = -64/125*z^3 + 41/20*z + 1
*
33/16 | 0.19303815431866461182894048862870440412 | 0.027013514399704122735167067451572592409
f(z) = -64/135*z^3 + 47/20*z + 1
*
[ -5/6 ] 
f(z) = -63/125*z^3 + 51/20*z + 1
*
10/21 | 0.12544859048810397090569686561336560460 | 0.017449668035658995130045019450773523845
f(z) = -63/125*z^3 + 53/35*z + 1
*
-2 | 0.089853019187784598369689071972247186315 | 0.017159174077664179308291300320619092630
f(z) = -63/128*z^3 + 47/32*z + 1
*
[ 3/2 ] 
f(z) = -62/135*z^3 + 41/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017302745791042850944244653123847693891
f(z) = -61/128*z^3 + 45/32*z + 1
*
[ 11/10 ] 
f(z) = -80/121*z^3 + 49/55*z + 1
*
[ 5/4 ] 
f(z) = -78/125*z^3 + 47/40*z + 1
*
[ 10/9 ] 
f(z) = -78/125*z^3 + 47/54*z + 1
*
[ 8/7 ] 
f(z) = -77/128*z^3 + 51/56*z + 1
*
[ 6/5 ] 
f(z) = -75/136*z^3 + 49/51*z + 1
*
[ 5/4 ] 
f(z) = -66/125*z^3 + 41/40*z + 1
*
-4/7 | 0.19654487967667753501525989551289821356 | 0.028912415781335910285861324272530307293
f(z) = -63/128*z^3 + 51/56*z + 1
*
[ 20/19 ] 
f(z) = -76/125*z^3 + 55/76*z + 1
*
-15/22 | 0.26988598479163521373117870370249418255 | 0.029927581296195082833814084639320649289
f(z) = -66/125*z^3 + 47/66*z + 1
*
-15/16 | 0.12687263456883341779791048268911093915 | 0.020165499536692704019090934289464208217
f(z) = -64/135*z^3 + 41/60*z + 1
*
[ 11/12 ] 
f(z) = -80/121*z^3 + 46/99*z + 1
*
-3/4 | 0.22601156298454090047888737317969158084 | 0.029436777948002925957167177446756706173
f(z) = -79/135*z^3 + 53/80*z + 1
*
-3/4 | 0.18442082291605983933658846131195621530 | 0.024019810055202120677258842449813831609
f(z) = -73/135*z^3 + 51/80*z + 1
*
4/3 | 0.17882839113296119971504713357805540256 | 0.023654297326641601013895242985494930778
f(z) = -75/128*z^3 + 59/120*z + 1
*
5/4 | 0.18421285137271543649557224657398304377 | 0.023008293063764401719796057523061722219
f(z) = -66/125*z^3 + 43/120*z + 1
*
[ 11/13 ] 
f(z) = -78/121*z^3 + 40/143*z + 1
*
-15/14 | 0.12522237881166002825702798118931163751 | 0.015344905190349580327519140670772763913
f(z) = -77/125*z^3 + 43/140*z + 1
*
[ 5/6 ] 
f(z) = -79/125*z^3 + 43/180*z + 1
*
[ 5/6 ] 
f(z) = -77/125*z^3 + 41/180*z + 1
*
[ 6/7 ] 
f(z) = -77/135*z^3 + 53/210*z + 1
*
15/32 | 0.22746358679011670471280382294805924891 | 0.029625896158485248577589383763673577777
f(z) = -64/135*z^3 + 41/240*z + 1
*
[ 11/4 ] 
f(z) = -80/121*z^3 + 62/11*z + 1
*
[ -11/4 ] 
f(z) = -80/121*z^3 + 70/11*z + 1
*
[ -2 ] 
f(z) = -79/120*z^3 + 62/15*z + 1
*
[ -2 ] 
f(z) = -79/136*z^3 + 65/17*z + 1
*
[ -2 ] 
f(z) = -77/120*z^3 + 61/15*z + 1
*
[ -2 ] 
f(z) = -77/136*z^3 + 64/17*z + 1
*
-35/38 | 0.25299379983402632747106977565721584077 | 0.028199883314032954384241447353415417310
f(z) = -76/125*z^3 + 63/19*z + 1
*
[ -2/5 ] 
f(z) = -75/136*z^3 + 61/17*z + 1
*
[ -2 ] 
f(z) = -75/136*z^3 + 63/17*z + 1
*
[ 5 ] 
f(z) = -74/125*z^3 + 78/5*z + 1
*
[ 5 ] 
f(z) = -73/125*z^3 + 77/5*z + 1
*
[ -5 ] 
f(z) = -73/125*z^3 + 79/5*z + 1
*
[ 4 ] 
f(z) = -73/128*z^3 + 79/8*z + 1
*
[ -2 ] 
f(z) = -73/136*z^3 + 62/17*z + 1
*
[ 10/3 ] 
f(z) = -72/125*z^3 + 71/10*z + 1
*
[ 5 ] 
f(z) = -72/125*z^3 + 76/5*z + 1
*
[ -10/3 ] 
f(z) = -72/125*z^3 + 77/10*z + 1
*
[ -5 ] 
f(z) = -72/125*z^3 + 78/5*z + 1
*
[ -5 ] 
f(z) = -71/125*z^3 + 77/5*z + 1
*
[ 4 ] 
f(z) = -71/128*z^3 + 77/8*z + 1
*
[ -2 ] 
f(z) = -71/136*z^3 + 61/17*z + 1
*
10/3 | 0.10574401608779928074222013459585536820 | 0.011706403373606085775105484423916792300
f(z) = -69/125*z^3 + 67/12*z + 1
*
[ 5 ] 
f(z) = -69/125*z^3 + 73/5*z + 1
*
[ 4 ] 
f(z) = -69/128*z^3 + 75/8*z + 1
*
[ -4 ] 
f(z) = -69/128*z^3 + 79/8*z + 1
*
[ -2 ] 
f(z) = -69/136*z^3 + 60/17*z + 1
*
[ 5 ] 
f(z) = -68/125*z^3 + 72/5*z + 1
*
[ -5 ] 
f(z) = -68/125*z^3 + 74/5*z + 1
*
[ 5 ] 
f(z) = -67/125*z^3 + 71/5*z + 1
*
[ -5 ] 
f(z) = -67/125*z^3 + 73/5*z + 1
*
[ 4 ] 
f(z) = -67/128*z^3 + 73/8*z + 1
*
[ -4 ] 
f(z) = -67/128*z^3 + 77/8*z + 1
*
[ 3 ] 
f(z) = -67/135*z^3 + 77/15*z + 1
*
[ -5 ] 
f(z) = -66/125*z^3 + 72/5*z + 1
*
10/3 | 0.15604572576689664774454443962811737616 | 0.020669378023849340679606642611927612948
f(z) = -66/125*z^3 + 76/15*z + 1
*
[ 4 ] 
f(z) = -65/128*z^3 + 71/8*z + 1
*
[ -4 ] 
f(z) = -65/128*z^3 + 75/8*z + 1
*
[ 5 ] 
f(z) = -64/125*z^3 + 68/5*z + 1
*
15/4 | 0.19927368030524461618585267013544448594 | 0.026635326694738639606047969309818721176
f(z) = -64/125*z^3 + 71/10*z + 1
*
[ 35/8 ] 
f(z) = -64/125*z^3 + 74/7*z + 1
*
-95/24 | 0.25244369791649710093212390350080182359 | 0.027642709813265255601984256150808042753
f(z) = -64/125*z^3 + 74/9*z + 1
*
[ 3 ] 
f(z) = -64/135*z^3 + 74/15*z + 1
*
[ 10/3 ] 
f(z) = -63/125*z^3 + 63/10*z + 1
*
[ 5 ] 
f(z) = -63/125*z^3 + 67/5*z + 1
*
[ -5 ] 
f(z) = -63/125*z^3 + 69/5*z + 1
*
[ -10/3 ] 
f(z) = -63/125*z^3 + 69/10*z + 1
*
[ 4 ] 
f(z) = -63/128*z^3 + 69/8*z + 1
*
[ -4 ] 
f(z) = -63/128*z^3 + 73/8*z + 1
*
[ 5 ] 
f(z) = -62/125*z^3 + 66/5*z + 1
*
[ -5 ] 
f(z) = -62/125*z^3 + 68/5*z + 1
*
[ -5 ] 
f(z) = -61/125*z^3 + 67/5*z + 1
*
[ 4 ] 
f(z) = -61/128*z^3 + 67/8*z + 1
*
[ -4 ] 
f(z) = -61/128*z^3 + 71/8*z + 1
*
[ 3 ] 
f(z) = -61/135*z^3 + 71/15*z + 1
*
-2 | 0.091588442455113553253843642655538715698 | 0.016563815360607848596513037554659819772
f(z) = -79/128*z^3 + 63/32*z + 1
*
15/26 | 0.23191219780373632300862836883487363907 | 0.025432390220187374175281076362774770181
f(z) = -78/125*z^3 + 73/26*z + 1
*
[ -5/6 ] 
f(z) = -78/125*z^3 + 79/30*z + 1
*
-2 | 0.089853080205872877017996289306260625588 | 0.016345339368085355071874135927128425794
f(z) = -77/128*z^3 + 61/32*z + 1
*
-15/7 | 0.19549320108388648857435821697885140561 | 0.025769254609731789740919942273753624723
f(z) = -77/135*z^3 + 73/35*z + 1
*
[ -8/15 ] 
f(z) = -75/128*z^3 + 73/24*z + 1
*
5/8 | 0.23295593408126874746044919080302378202 | 0.025624914499303442462070846431398042381
f(z) = -72/125*z^3 + 71/24*z + 1
*
[ -4/3 ] 
f(z) = -69/128*z^3 + 65/24*z + 1
*
-8/3 | 0.19254120029372983891160575154342160955 | 0.027056005667355718485126244688045927056
f(z) = -69/128*z^3 + 77/24*z + 1
*
3 | 0.22694418779363466308907340448478278909 | 0.029606752538070498251386550314251184305
f(z) = -68/135*z^3 + 79/20*z + 1
*
[ 5/2 ] 
f(z) = -67/125*z^3 + 79/20*z + 1
*
5/2 | 0.18310524574808457885533162566247910904 | 0.024665394698379119197327421967320829906
f(z) = -66/125*z^3 + 67/30*z + 1
*
-5/2 | 0.15475041586425946345877928572648523679 | 0.020845825969844983793872330026275082876
f(z) = -64/125*z^3 + 67/20*z + 1
*
21/8 | 0.21951302785085032258033407970268971228 | 0.028782666639558152687421923025107180198
f(z) = -64/135*z^3 + 76/35*z + 1
*
-95/42 | 0.17679382800923495789747235853450883403 | 0.019777393191753934306833608984359969079
f(z) = -63/125*z^3 + 61/28*z + 1
*
5/21 | 0.19751933674941187109478400425940929829 | 0.026772267731483210007623823004152822814
f(z) = -63/125*z^3 + 64/35*z + 1
*
10/9 | 0.17079422713294712463302167542630309557 | 0.018787190309260680909133147103732523036
f(z) = -63/125*z^3 + 71/36*z + 1
*
[ 2 ] 
f(z) = -63/128*z^3 + 79/32*z + 1
*
[ 5/2 ] 
f(z) = -61/125*z^3 + 73/20*z + 1
*
[ 2 ] 
f(z) = -61/128*z^3 + 77/32*z + 1
*
[ 11/8 ] 
f(z) = -80/121*z^3 + 67/44*z + 1
*
[ 15/11 ] 
f(z) = -77/135*z^3 + 73/55*z + 1
*
35/24 | 0.099396818723539768066134005858671403794 | 0.013236433745788245482284240178692975568
f(z) = -72/125*z^3 + 73/40*z + 1
*
[ 8/5 ] 
f(z) = -65/128*z^3 + 67/40*z + 1
*
20/21 | 0.17228641388825308263707812662260040795 | 0.024692484859437512618341145135170922203
f(z) = -63/128*z^3 + 67/56*z + 1
*
[ 5/3 ] 
f(z) = -61/125*z^3 + 79/45*z + 1
*
-15/16 | 0.15187406860164494866195714210285437198 | 0.020299797883330890171041082436944753412
f(z) = -64/125*z^3 + 71/60*z + 1
*
[ 4/3 ] 
f(z) = -63/136*z^3 + 73/68*z + 1
*
[ 4/3 ] 
f(z) = -61/128*z^3 + 79/72*z + 1
*
[ 15/14 ] 
f(z) = -77/125*z^3 + 65/84*z + 1
*
-2/3 | 0.16686880273885608622392085029417266744 | 0.028042148602303572266981018436328385681
f(z) = -75/128*z^3 + 73/96*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -69/128*z^3 + 71/96*z + 1
*
[ 5/4 ] 
f(z) = -63/125*z^3 + 79/80*z + 1
*
[ 5/4 ] 
f(z) = -61/125*z^3 + 77/80*z + 1
*
-6/7 | 0.16395780080229960003994651400822109250 | 0.024349920506164833591929998580317834669
f(z) = -77/120*z^3 + 67/105*z + 1
*
[ 35/34 ] 
f(z) = -68/125*z^3 + 72/119*z + 1
*
-15/13 | 0.23191105602244466995614944559865075370 | 0.028679110770589593486699088821618349222
f(z) = -78/125*z^3 + 69/130*z + 1
*
-3/4 | 0.18348543911109513887280477553668279527 | 0.026269562098405788827599605684235985427
f(z) = -74/135*z^3 + 77/120*z + 1
*
[ 35/36 ] 
f(z) = -72/125*z^3 + 65/126*z + 1
*
-3/4 | 0.18347978582864279672838824157800254144 | 0.026268752719442743636537600944325694203
f(z) = -62/135*z^3 + 71/120*z + 1
*
120/77 | 0.24687041189843808943468457499696169179 | 0.025024201415077730913462736236549691326
f(z) = -77/125*z^3 + 61/154*z + 1
*
[ 10/11 ] 
f(z) = -77/120*z^3 + 71/165*z + 1
*
[ 11/12 ] 
f(z) = -63/121*z^3 + 61/176*z + 1
*
[ 15/16 ] 
f(z) = -68/125*z^3 + 79/192*z + 1
*
[ 8/9 ] 
f(z) = -75/128*z^3 + 73/216*z + 1
*
[ 8/9 ] 
f(z) = -69/128*z^3 + 65/216*z + 1
*
35/22 | 0.23974436660081493521995836226268246127 | 0.027836780581351274485394445520611110271
f(z) = -77/125*z^3 + 79/220*z + 1
*
[ 15/17 ] 
f(z) = -68/125*z^3 + 74/255*z + 1
*
[ 10/11 ] 
f(z) = -62/125*z^3 + 75/242*z + 1
*
[ 5 ] 
f(z) = -79/125*z^3 + 83/5*z + 1
*
[ 4 ] 
f(z) = -79/128*z^3 + 85/8*z + 1
*
[ -4 ] 
f(z) = -79/128*z^3 + 89/8*z + 1
*
[ 3 ] 
f(z) = -79/135*z^3 + 89/15*z + 1
*
[ 5 ] 
f(z) = -78/125*z^3 + 82/5*z + 1
*
[ -5 ] 
f(z) = -78/125*z^3 + 84/5*z + 1
*
[ 5 ] 
f(z) = -77/125*z^3 + 81/5*z + 1
*
[ -5 ] 
f(z) = -77/125*z^3 + 83/5*z + 1
*
[ 4 ] 
f(z) = -77/128*z^3 + 83/8*z + 1
*
[ -4 ] 
f(z) = -77/128*z^3 + 87/8*z + 1
*
[ -3 ] 
f(z) = -77/135*z^3 + 97/15*z + 1
*
[ -5 ] 
f(z) = -76/125*z^3 + 82/5*z + 1
*
[ -5/19 ] 
f(z) = -76/125*z^3 + 92/19*z + 1
*
[ 3 ] 
f(z) = -76/135*z^3 + 86/15*z + 1
*
[ 4 ] 
f(z) = -75/128*z^3 + 81/8*z + 1
*
[ -4 ] 
f(z) = -75/128*z^3 + 85/8*z + 1
*
[ -3 ] 
f(z) = -74/135*z^3 + 94/15*z + 1
*
[ -4 ] 
f(z) = -73/128*z^3 + 83/8*z + 1
*
[ 3 ] 
f(z) = -73/135*z^3 + 83/15*z + 1
*
[ 11/3 ] 
f(z) = -72/121*z^3 + 96/11*z + 1
*
-5/2 | 0.18999661090514363339773240871122035910 | 0.020250772812038027374512028532436828717
f(z) = -72/125*z^3 + 95/18*z + 1
*
[ -4 ] 
f(z) = -71/128*z^3 + 81/8*z + 1
*
[ -3 ] 
f(z) = -71/135*z^3 + 91/15*z + 1
*
[ -3 ] 
f(z) = -68/135*z^3 + 88/15*z + 1
*
[ 15/2 ] 
f(z) = -64/125*z^3 + 89/3*z + 1
*
-105/16 | 0.19365496235958932840262327487854897672 | 0.020785231232844839043536533196060152605
f(z) = -64/125*z^3 + 89/4*z + 1
*
-5/6 | 0.16309498942092017452502431421554321590 | 0.017463536135691631109314022872799296858
f(z) = -64/125*z^3 + 91/18*z + 1
*
[ 11/3 ] 
f(z) = -63/121*z^3 + 85/11*z + 1
*
[ -11/3 ] 
f(z) = -63/121*z^3 + 91/11*z + 1
*
[ 20/3 ] 
f(z) = -63/125*z^3 + 93/4*z + 1
*
[ -3 ] 
f(z) = -62/135*z^3 + 82/15*z + 1
*
[ 5/2 ] 
f(z) = -79/125*z^3 + 91/20*z + 1
*
[ -5/6 ] 
f(z) = -79/125*z^3 + 95/36*z + 1
*
[ 2 ] 
f(z) = -79/128*z^3 + 95/32*z + 1
*
[ -5/8 ] 
f(z) = -78/125*z^3 + 91/32*z + 1
*
[ 5/2 ] 
f(z) = -77/125*z^3 + 89/20*z + 1
*
[ -15/11 ] 
f(z) = -77/125*z^3 + 95/33*z + 1
*
[ 2 ] 
f(z) = -77/128*z^3 + 93/32*z + 1
*
[ -11/15 ] 
f(z) = -75/121*z^3 + 89/33*z + 1
*
-12/5 | 0.20496456589649952275342919717621320098 | 0.028501227849160087900452373785808014237
f(z) = -75/128*z^3 + 83/24*z + 1
*
-8/3 | 0.19254191710529458678252345316333916970 | 0.026685448810142348141646064988558873006
f(z) = -75/128*z^3 + 85/24*z + 1
*
8/15 | 0.075146358916762902613728435812468924476 | 0.010317415124894936455582123404900765863
f(z) = -75/128*z^3 + 91/24*z + 1
*
[ 2 ] 
f(z) = -75/128*z^3 + 91/32*z + 1
*
[ 2 ] 
f(z) = -73/128*z^3 + 89/32*z + 1
*
-5/4 | 0.21148198635292104831685090327792851324 | 0.027359537847853672733292282391631089239
f(z) = -72/125*z^3 + 91/30*z + 1
*
[ 5/2 ] 
f(z) = -71/125*z^3 + 83/20*z + 1
*
[ -5/2 ] 
f(z) = -71/125*z^3 + 99/20*z + 1
*
[ 2 ] 
f(z) = -71/128*z^3 + 87/32*z + 1
*
[ 5/2 ] 
f(z) = -69/125*z^3 + 81/20*z + 1
*
[ -5/2 ] 
f(z) = -69/125*z^3 + 97/20*z + 1
*
[ 2 ] 
f(z) = -69/128*z^3 + 85/32*z + 1
*
-4/3 | 0.10474899330467268894363836223086243555 | 0.014425801703969232900556722318019923640
f(z) = -69/128*z^3 + 89/24*z + 1
*
[ 2 ] 
f(z) = -67/128*z^3 + 83/32*z + 1
*
[ -5/9 ] 
f(z) = -66/125*z^3 + 80/27*z + 1
*
[ 2 ] 
f(z) = -65/128*z^3 + 81/32*z + 1
*
-45/16 | 0.13583722659781655543774238985518150607 | 0.017429359552273417050118527816059570559
f(z) = -64/125*z^3 + 97/20*z + 1
*
-3 | 0.16558312938364503903154769374811484393 | 0.021038323208872120803303413621444354704
f(z) = -64/135*z^3 + 97/20*z + 1
*
10/21 | 0.21589914032162453469819982795872606333 | 0.028052647508445081440356397408846285321
f(z) = -63/125*z^3 + 88/35*z + 1
*
[ -5/7 ] 
f(z) = -63/125*z^3 + 93/35*z + 1
*
5/2 | 0.096688414493704997715048764742515283041 | 0.010305526536185056072242912702808778099
f(z) = -63/125*z^3 + 95/36*z + 1
*
-20/7 | 0.27247987297718910442079221279213416619 | 0.028977896072013257360566438965371833434
f(z) = -63/125*z^3 + 97/28*z + 1
*
[ -2/3 ] 
f(z) = -63/128*z^3 + 87/32*z + 1
*
[ -5/2 ] 
f(z) = -61/125*z^3 + 89/20*z + 1
*
[ 5/3 ] 
f(z) = -79/125*z^3 + 97/45*z + 1
*
[ 20/13 ] 
f(z) = -78/125*z^3 + 95/52*z + 1
*
[ 5/3 ] 
f(z) = -76/125*z^3 + 94/45*z + 1
*
[ 5/3 ] 
f(z) = -74/125*z^3 + 92/45*z + 1
*
[ 5/3 ] 
f(z) = -73/125*z^3 + 91/45*z + 1
*
[ 5/3 ] 
f(z) = -71/125*z^3 + 89/45*z + 1
*
[ 5/3 ] 
f(z) = -68/125*z^3 + 86/45*z + 1
*
8/5 | 0.11106624343261047177547000761645397183 | 0.015343827022916472060164764985463070652
f(z) = -65/128*z^3 + 87/40*z + 1
*
[ 5/3 ] 
f(z) = -64/125*z^3 + 82/45*z + 1
*
[ 11/6 ] 
f(z) = -63/121*z^3 + 97/44*z + 1
*
[ 4/3 ] 
f(z) = -79/128*z^3 + 97/72*z + 1
*
10/21 | 0.27889878461047268573773555908023945792 | 0.029660539351945717538675443704114963545
f(z) = -77/125*z^3 + 97/63*z + 1
*
[ 4/3 ] 
f(z) = -77/128*z^3 + 95/72*z + 1
*
[ 3/2 ] 
f(z) = -77/135*z^3 + 97/60*z + 1
*
[ 4/3 ] 
f(z) = -73/128*z^3 + 91/72*z + 1
*
[ 4/3 ] 
f(z) = -71/128*z^3 + 89/72*z + 1
*
[ 3/2 ] 
f(z) = -71/135*z^3 + 91/60*z + 1
*
[ 4/3 ] 
f(z) = -67/128*z^3 + 85/72*z + 1
*
-2 | 0.089265236282499089859000031424005556851 | 0.016879865514426458241035090299962445636
f(z) = -65/124*z^3 + 99/62*z + 1
*
[ 4/3 ] 
f(z) = -65/128*z^3 + 83/72*z + 1
*
-2 | 0.070078175997471869429331577296997761268 | 0.013302973216335116776953986952973066152
f(z) = -65/132*z^3 + 97/66*z + 1
*
-15/16 | 0.19493848839540283924425264407204536437 | 0.029156826613464071688083570956976640183
f(z) = -64/135*z^3 + 89/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017012400211911979541568867703942581305
f(z) = -63/124*z^3 + 95/62*z + 1
*
[ 10/7 ] 
f(z) = -63/125*z^3 + 93/70*z + 1
*
-4/9 | 0.19555517594963977325534241214979195133 | 0.026615924749858750768433744319717755670
f(z) = -63/128*z^3 + 97/72*z + 1
*
-2 | 0.089265087220694417042713892914004571174 | 0.017153146140716543466531284310638236007
f(z) = -61/124*z^3 + 91/62*z + 1
*
-2 | 0.070077754983183404985558545041356525125 | 0.013523867661209678297308439803658625195
f(z) = -61/132*z^3 + 89/66*z + 1
*
[ 5/4 ] 
f(z) = -77/125*z^3 + 93/80*z + 1
*
[ 6/5 ] 
f(z) = -75/128*z^3 + 97/96*z + 1
*
[ 5/4 ] 
f(z) = -73/125*z^3 + 89/80*z + 1
*
[ 5/4 ] 
f(z) = -71/125*z^3 + 87/80*z + 1
*
[ 5/4 ] 
f(z) = -67/125*z^3 + 83/80*z + 1
*
[ 11/9 ] 
f(z) = -63/121*z^3 + 95/99*z + 1
*
[ 11/10 ] 
f(z) = -70/121*z^3 + 87/110*z + 1
*
5/12 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641
f(z) = -66/125*z^3 + 83/120*z + 1
*
[ 22/21 ] 
f(z) = -63/121*z^3 + 95/154*z + 1
*
[ 10/11 ] 
f(z) = -72/125*z^3 + 91/242*z + 1
*
[ 10/11 ] 
f(z) = -67/125*z^3 + 83/242*z + 1
*
[ -15/2 ] 
f(z) = -76/125*z^3 + 106/3*z + 1
*
[ 16/5 ] 
f(z) = -75/128*z^3 + 107/16*z + 1
*
[ -16/5 ] 
f(z) = -75/128*z^3 + 117/16*z + 1
*
[ -10 ] 
f(z) = -73/125*z^3 + 119/2*z + 1
*
[ -11/3 ] 
f(z) = -72/121*z^3 + 102/11*z + 1
*
[ -20/3 ] 
f(z) = -72/125*z^3 + 107/4*z + 1
*
[ 10 ] 
f(z) = -72/125*z^3 + 117/2*z + 1
*
[ -15/4 ] 
f(z) = -68/125*z^3 + 107/12*z + 1
*
[ -10 ] 
f(z) = -68/125*z^3 + 111/2*z + 1
*
[ 10 ] 
f(z) = -67/125*z^3 + 109/2*z + 1
*
[ 10/3 ] 
f(z) = -64/125*z^3 + 115/18*z + 1
*
[ 15/4 ] 
f(z) = -64/125*z^3 + 119/15*z + 1
*
33/8 | 0.14178940052542823091115900376761311669 | 0.020398961164835917333040253080087982577
f(z) = -64/135*z^3 + 116/15*z + 1
*
[ -15/4 ] 
f(z) = -64/135*z^3 + 119/15*z + 1
*
[ -10 ] 
f(z) = -63/125*z^3 + 103/2*z + 1
*
[ 10 ] 
f(z) = -62/125*z^3 + 101/2*z + 1
*
[ -5/2 ] 
f(z) = -79/125*z^3 + 107/20*z + 1
*
-5/2 | 0.20531014996574547397049624230314835397 | 0.025955037122595361659599011436620024055
f(z) = -78/125*z^3 + 109/30*z + 1
*
-12/5 | 0.17200007163090788894073110917459157825 | 0.023101467489367211526266820291195269894
f(z) = -75/128*z^3 + 107/24*z + 1
*
[ -2/5 ] 
f(z) = -75/128*z^3 + 115/32*z + 1
*
[ -5/2 ] 
f(z) = -73/125*z^3 + 101/20*z + 1
*
[ 11/4 ] 
f(z) = -72/121*z^3 + 113/22*z + 1
*
5/2 | 0.22369401291272691909045041606784845364 | 0.028554265684519650715089654096458802700
f(z) = -72/125*z^3 + 101/30*z + 1
*
[ -2 ] 
f(z) = -71/128*z^3 + 119/32*z + 1
*
[ 8/3 ] 
f(z) = -69/128*z^3 + 107/24*z + 1
*
-8/3 | 0.15653915262301410510132397215140671214 | 0.020871952301218993436518319589747393120
f(z) = -69/128*z^3 + 113/24*z + 1
*
[ -2 ] 
f(z) = -69/128*z^3 + 117/32*z + 1
*
[ -2 ] 
f(z) = -67/128*z^3 + 115/32*z + 1
*
-5/4 | 0.24855206091734994148258743689501185961 | 0.026265554127399157884059469967688383437
f(z) = -66/125*z^3 + 103/24*z + 1
*
-5/6 | 0.091550510230278536913979148343057107891 | 0.011600853577565315073335830380079439149
f(z) = -66/125*z^3 + 107/30*z + 1
*
[ -2 ] 
f(z) = -65/128*z^3 + 113/32*z + 1
*
10/3 | 0.16456325505520804892364721220860170412 | 0.021006297153733240062780826054209362052
f(z) = -63/125*z^3 + 101/20*z + 1
*
[ -2 ] 
f(z) = -63/128*z^3 + 111/32*z + 1
*
[ -2 ] 
f(z) = -61/128*z^3 + 109/32*z + 1
*
[ -5/4 ] 
f(z) = -78/125*z^3 + 111/40*z + 1
*
[ -5/6 ] 
f(z) = -76/125*z^3 + 118/45*z + 1
*
[ -11/10 ] 
f(z) = -75/121*z^3 + 117/44*z + 1
*
34/15 | 0.16168046125263008744849628166147725504 | 0.024151013888479380753805667669604704163
f(z) = -75/136*z^3 + 101/51*z + 1
*
-34/15 | 0.19591027884638922777653687105183108973 | 0.028671062349436199295041620418342369671
f(z) = -75/136*z^3 + 116/51*z + 1
*
[ -5/4 ] 
f(z) = -74/125*z^3 + 109/40*z + 1
*
[ -5/6 ] 
f(z) = -68/125*z^3 + 116/45*z + 1
*
[ -4/5 ] 
f(z) = -65/128*z^3 + 103/40*z + 1
*
[ -8/5 ] 
f(z) = -65/128*z^3 + 117/40*z + 1
*
[ -11/16 ] 
f(z) = -64/121*z^3 + 119/44*z + 1
*
[ -9/8 ] 
f(z) = -64/135*z^3 + 112/45*z + 1
*
[ -5/4 ] 
f(z) = -62/125*z^3 + 103/40*z + 1
*
3/4 | 0.20467177531734483988526869265127254097 | 0.025399789151060959747178042595557045800
f(z) = -62/135*z^3 + 117/40*z + 1
*
[ 10/7 ] 
f(z) = -77/125*z^3 + 109/70*z + 1
*
[ 22/15 ] 
f(z) = -75/121*z^3 + 109/66*z + 1
*
-2 | 0.089288912045901035209652046177847045354 | 0.016316611032325820736500266371161432726
f(z) = -75/124*z^3 + 119/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016414706069229016765972049150933813639
f(z) = -73/124*z^3 + 115/62*z + 1
*
-2 | 0.070077850074886600778034859897151484346 | 0.012928216510786231710562849120649023021
f(z) = -73/132*z^3 + 113/66*z + 1
*
-2 | 0.089265272875616001927636221688214242783 | 0.016522414085862262915635051183714924836
f(z) = -71/124*z^3 + 111/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.013014699613635076301483843425923786974
f(z) = -71/132*z^3 + 109/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016635272537044093914017378510380809208
f(z) = -69/124*z^3 + 107/62*z + 1
*
-2 | 0.089264966717171242956787860734462740237 | 0.016754324591866592581015435281933963134
f(z) = -67/124*z^3 + 103/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.013201786990514959061856611459611628266
f(z) = -67/132*z^3 + 101/66*z + 1
*
155/66 | 0.22263130715757854901213376149026369310 | 0.023298269190653804772464059921707446399
f(z) = -66/125*z^3 + 113/66*z + 1
*
[ 11/9 ] 
f(z) = -72/121*z^3 + 106/99*z + 1
*
-10/7 | 0.16395676718587871031776531680548652505 | 0.024315537533851533388728646918962011258
f(z) = -77/120*z^3 + 106/105*z + 1
*
[ 7/6 ] 
f(z) = -72/133*z^3 + 117/133*z + 1
*
-5/8 | 0.14245358804516074418443675261263209009 | 0.029040898722193531512986531888039469968
f(z) = -64/135*z^3 + 106/135*z + 1
*
[ 15/14 ] 
f(z) = -77/135*z^3 + 101/140*z + 1
*
[ 15/14 ] 
f(z) = -72/125*z^3 + 107/147*z + 1
*
-10/11 | 0.17232789568643028965025375168455349195 | 0.023983105615990275022187664552413395758
f(z) = -77/120*z^3 + 104/165*z + 1
*
-5/48 | 0.17079320968564706630966515598655388280 | 0.020303923802222842551754936321978821707
f(z) = -64/125*z^3 + 109/180*z + 1
*
20/63 | 0.24176031129825273531237603779967355194 | 0.023341022787230730226594455094405992519
f(z) = -63/125*z^3 + 101/252*z + 1
*
[ 11/12 ] 
f(z) = -78/121*z^3 + 119/264*z + 1
*
[ 35/39 ] 
f(z) = -78/125*z^3 + 106/273*z + 1
*
[ 20/21 ] 
f(z) = -63/128*z^3 + 111/280*z + 1
*
[ 10/3 ] 
f(z) = -79/125*z^3 + 139/18*z + 1
*
[ -10 ] 
f(z) = -78/125*z^3 + 127/2*z + 1
*
[ 10 ] 
f(z) = -77/125*z^3 + 125/2*z + 1
*
[ 10/3 ] 
f(z) = -74/125*z^3 + 131/18*z + 1
*
[ -10/3 ] 
f(z) = -71/125*z^3 + 137/18*z + 1
*
[ -15/4 ] 
f(z) = -64/125*z^3 + 127/15*z + 1
*
[ -15/2 ] 
f(z) = -64/135*z^3 + 139/5*z + 1
*
[ -10/3 ] 
f(z) = -61/125*z^3 + 121/18*z + 1
*
[ -2 ] 
f(z) = -79/128*z^3 + 127/32*z + 1
*
-40/39 | 0.23191040388309095059190259859952812469 | 0.023976260959667596393525453613462153565
f(z) = -78/125*z^3 + 127/39*z + 1
*
5/12 | 0.29081377488438428324224639938162711814 | 0.029832271687917624265202735018254055399
f(z) = -78/125*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -77/128*z^3 + 125/32*z + 1
*
3/7 | 0.24149827961353028027950346466630041752 | 0.029527930729796173718648836714764886295
f(z) = -77/135*z^3 + 132/35*z + 1
*
[ -2 ] 
f(z) = -75/128*z^3 + 123/32*z + 1
*
[ -8/3 ] 
f(z) = -75/128*z^3 + 133/24*z + 1
*
[ -2 ] 
f(z) = -73/128*z^3 + 121/32*z + 1
*
[ -11/4 ] 
f(z) = -72/121*z^3 + 129/22*z + 1
*
5/2 | 0.13010700539196502983545675291579502961 | 0.016074355026430536583808563130181748709
f(z) = -72/125*z^3 + 131/30*z + 1
*
-10/9 | 0.28638921898748771506219479331685072485 | 0.029334779025751971985538249556619892737
f(z) = -72/125*z^3 + 139/36*z + 1
*
[ -8/3 ] 
f(z) = -69/128*z^3 + 125/24*z + 1
*
-10/3 | 0.10300787902418191748385767021186113489 | 0.010649560119047895599179329236745264034
f(z) = -66/125*z^3 + 127/24*z + 1
*
55/16 | 0.12259448377642078586527547755233239343 | 0.015062862946436811019505135648367509321
f(z) = -64/125*z^3 + 137/20*z + 1
*
[ 21/8 ] 
f(z) = -64/135*z^3 + 136/35*z + 1
*
[ -11/8 ] 
f(z) = -80/121*z^3 + 131/44*z + 1
*
-30/13 | 0.27754076407499455764024543269384412141 | 0.028428433910893941232166881185845184705
f(z) = -78/125*z^3 + 139/52*z + 1
*
[ 15/8 ] 
f(z) = -76/125*z^3 + 125/48*z + 1
*
[ -16/15 ] 
f(z) = -75/128*z^3 + 125/48*z + 1
*
[ -6/5 ] 
f(z) = -75/136*z^3 + 134/51*z + 1
*
[ -5/7 ] 
f(z) = -72/125*z^3 + 132/49*z + 1
*
[ -2/3 ] 
f(z) = -69/136*z^3 + 139/51*z + 1
*
[ -5/7 ] 
f(z) = -67/125*z^3 + 131/49*z + 1
*
[ -5/3 ] 
f(z) = -67/125*z^3 + 139/45*z + 1
*
12/5 | 0.18988049505774384221790795782180319548 | 0.024929248257628897841646436158906276667
f(z) = -65/128*z^3 + 127/40*z + 1
*
[ -5/3 ] 
f(z) = -64/125*z^3 + 136/45*z + 1
*
[ 9/4 ] 
f(z) = -64/135*z^3 + 133/45*z + 1
*
[ 40/21 ] 
f(z) = -63/125*z^3 + 129/56*z + 1
*
[ -5/9 ] 
f(z) = -63/125*z^3 + 133/45*z + 1
*
20/21 | 0.18971142153258904621642624512580734171 | 0.025012142036596442337273273002906404358
f(z) = -63/128*z^3 + 123/56*z + 1
*
8/3 | 0.13834335088894273341126019074018502038 | 0.018018469705370825452094113193161443547
f(z) = -63/128*z^3 + 135/56*z + 1
*
[ -5/7 ] 
f(z) = -62/125*z^3 + 130/49*z + 1
*
[ -5/3 ] 
f(z) = -62/125*z^3 + 134/45*z + 1
*
[ -5/3 ] 
f(z) = -61/125*z^3 + 133/45*z + 1
*
-2 | 0.092347154689548314678842579832391258321 | 0.016677186212070728985908956398422390549
f(z) = -79/124*z^3 + 127/62*z + 1
*
-2 | 0.070078790606743734179035265244966698851 | 0.012692074008897677874246047757136633478
f(z) = -79/132*z^3 + 125/66*z + 1
*
-5/78 | 0.23191257585462498531828929540411402757 | 0.024015897523697404224544610835630735176
f(z) = -78/125*z^3 + 125/78*z + 1
*
-2 | 0.091295997717910894102798990179608663087 | 0.016583197055806256359327311905884507539
f(z) = -77/124*z^3 + 123/62*z + 1
*
[ 11/7 ] 
f(z) = -70/121*z^3 + 138/77*z + 1
*
35/23 | 0.28759558825623483913592968380098927354 | 0.029782197668136789459749538880881021628
f(z) = -69/125*z^3 + 125/69*z + 1
*
[ 11/7 ] 
f(z) = -63/121*z^3 + 127/77*z + 1
*
[ 11/8 ] 
f(z) = -72/121*z^3 + 123/88*z + 1
*
-3/8 | 0.20444735957337218855221186846315551839 | 0.024840782391214065433953072370164031863
f(z) = -68/135*z^3 + 139/80*z + 1
*
[ 10/7 ] 
f(z) = -66/125*z^3 + 135/98*z + 1
*
-45/32 | 0.16642957075299949963529019867458559865 | 0.020601063691359325771757920401130405659
f(z) = -64/125*z^3 + 129/80*z + 1
*
[ 10/7 ] 
f(z) = -61/125*z^3 + 127/98*z + 1
*
15/8 | 0.13164562320050870177626946027615771403 | 0.016146200899986778610925263109859456725
f(z) = -72/125*z^3 + 139/120*z + 1
*
[ 5/4 ] 
f(z) = -64/135*z^3 + 127/135*z + 1
*
-10/7 | 0.10713006273215678721022387927949612236 | 0.013127850399117938811790023706564915419
f(z) = -63/125*z^3 + 137/140*z + 1
*
[ 10/9 ] 
f(z) = -73/125*z^3 + 133/162*z + 1
*
[ 10/9 ] 
f(z) = -68/125*z^3 + 125/162*z + 1
*
4/7 | 0.23017610788425741853139849751338072811 | 0.029148935818077241008023547752117855413
f(z) = -63/128*z^3 + 125/168*z + 1
*
[ 25/24 ] 
f(z) = -72/125*z^3 + 133/200*z + 1
*
-12/11 | 0.23495513998671091076438359511362863981 | 0.027039081908500291594162353019406944613
f(z) = -77/135*z^3 + 131/220*z + 1
*
[ 25/24 ] 
f(z) = -64/125*z^3 + 134/225*z + 1
*
[ -10/3 ] 
f(z) = -76/125*z^3 + 145/18*z + 1
*
[ 35/6 ] 
f(z) = -72/125*z^3 + 143/7*z + 1
*
[ 15/2 ] 
f(z) = -68/135*z^3 + 146/5*z + 1
*
[ 20/7 ] 
f(z) = -77/125*z^3 + 159/28*z + 1
*
4/15 | 0.19195524743446686140805532727960790778 | 0.024641654217816542975565623560847477422
f(z) = -75/128*z^3 + 151/24*z + 1
*
[ 25/8 ] 
f(z) = -64/125*z^3 + 142/25*z + 1
*
[ -25/8 ] 
f(z) = -64/125*z^3 + 158/25*z + 1
*
[ -20/7 ] 
f(z) = -63/125*z^3 + 153/28*z + 1
*
[ -11/10 ] 
f(z) = -80/121*z^3 + 149/55*z + 1
*
[ -5/3 ] 
f(z) = -79/125*z^3 + 151/45*z + 1
*
[ -5/3 ] 
f(z) = -77/125*z^3 + 149/45*z + 1
*
[ -8/7 ] 
f(z) = -77/128*z^3 + 149/56*z + 1
*
[ -5/3 ] 
f(z) = -76/125*z^3 + 148/45*z + 1
*
[ -2/3 ] 
f(z) = -75/136*z^3 + 140/51*z + 1
*
-38/15 | 0.20073428966525482850140033938069804731 | 0.028181671690135924034919212254759480634
f(z) = -75/136*z^3 + 155/51*z + 1
*
[ -5/3 ] 
f(z) = -74/125*z^3 + 146/45*z + 1
*
[ 25/12 ] 
f(z) = -72/125*z^3 + 151/50*z + 1
*
-5/3 | 0.20937610344505348712392909923048684824 | 0.025381032881669993746758938917169286985
f(z) = -72/125*z^3 + 153/40*z + 1
*
[ -5/3 ] 
f(z) = -71/125*z^3 + 143/45*z + 1
*
[ -20/11 ] 
f(z) = -66/125*z^3 + 145/44*z + 1
*
[ -5/12 ] 
f(z) = -64/125*z^3 + 157/45*z + 1
*
[ -11/6 ] 
f(z) = -63/121*z^3 + 145/44*z + 1
*
[ -8/7 ] 
f(z) = -63/128*z^3 + 141/56*z + 1
*
40/21 | 0.22857625661952764715488582528362644909 | 0.029393072337625541176311592034466954426
f(z) = -63/128*z^3 + 149/56*z + 1
*
-40/23 | 0.21587022457218956588467681160177585902 | 0.021910877812183522434584354284484809819
f(z) = -69/125*z^3 + 152/69*z + 1
*
[ -3/4 ] 
f(z) = -68/135*z^3 + 157/60*z + 1
*
[ -15/16 ] 
f(z) = -64/125*z^3 + 151/60*z + 1
*
[ -15/16 ] 
f(z) = -64/135*z^3 + 149/60*z + 1
*
[ 2 ] 
f(z) = -63/124*z^3 + 157/62*z + 1
*
[ 2 ] 
f(z) = -61/124*z^3 + 153/62*z + 1
*
[ 2 ] 
f(z) = -61/132*z^3 + 155/66*z + 1
*
[ 10/7 ] 
f(z) = -76/125*z^3 + 151/98*z + 1
*
[ 10/7 ] 
f(z) = -71/125*z^3 + 143/98*z + 1
*
-65/32 | 0.24098386211525399434031662896276371800 | 0.029212595074892201125192935455221227266
f(z) = -64/125*z^3 + 153/80*z + 1
*
15/22 | 0.22262962140180393992570571728840649663 | 0.026862395077348067894613550766426440372
f(z) = -66/125*z^3 + 159/110*z + 1
*
-4/3 | 0.17882966807551183135251430334742003706 | 0.023118248186796595152447375907839869599
f(z) = -75/128*z^3 + 143/120*z + 1
*
[ 4/3 ] 
f(z) = -63/124*z^3 + 143/124*z + 1
*
[ 25/21 ] 
f(z) = -63/125*z^3 + 153/175*z + 1
*
8/7 | 0.13408177953584688494594897931865580319 | 0.016979786572936873283613124048446827925
f(z) = -63/128*z^3 + 157/168*z + 1
*
-3/4 | 0.22726634043797916368895208457901107537 | 0.029600205892941960707048001647638704266
f(z) = -77/135*z^3 + 157/240*z + 1
*
[ 15/14 ] 
f(z) = -68/135*z^3 + 158/245*z + 1
*
[ -15/2 ] 
f(z) = -76/135*z^3 + 164/5*z + 1
*
5/18 | 0.29830342952150276561424556458719956418 | 0.029783584085819260646308280612495437675
f(z) = -72/125*z^3 + 179/18*z + 1
*
[ 6 ] 
f(z) = -64/135*z^3 + 179/10*z + 1
*
[ -6 ] 
f(z) = -62/135*z^3 + 177/10*z + 1
*
[ 6 ] 
f(z) = -61/135*z^3 + 171/10*z + 1
*
-15/7 | 0.13797273448281868476945054559993189982 | 0.016610268694519761541330678200410116401
f(z) = -77/125*z^3 + 162/35*z + 1
*
[ 15/4 ] 
f(z) = -76/135*z^3 + 173/20*z + 1
*
[ -15/4 ] 
f(z) = -68/135*z^3 + 167/20*z + 1
*
[ 45/16 ] 
f(z) = -64/125*z^3 + 169/36*z + 1
*
[ -5/18 ] 
f(z) = -63/125*z^3 + 167/36*z + 1
*
[ -11/20 ] 
f(z) = -80/121*z^3 + 166/55*z + 1
*
[ -4/7 ] 
f(z) = -77/128*z^3 + 165/56*z + 1
*
14/5 | 0.20401607750414968997772440497705828941 | 0.028490499609030894532218685891049334321
f(z) = -75/136*z^3 + 161/51*z + 1
*
[ 34/15 ] 
f(z) = -75/136*z^3 + 173/51*z + 1
*
[ -35/24 ] 
f(z) = -72/125*z^3 + 163/56*z + 1
*
[ -15/34 ] 
f(z) = -68/125*z^3 + 172/51*z + 1
*
[ 11/5 ] 
f(z) = -65/121*z^3 + 173/55*z + 1
*
[ -9/4 ] 
f(z) = -64/135*z^3 + 173/45*z + 1
*
[ -3/2 ] 
f(z) = -79/135*z^3 + 179/60*z + 1
*
[ 11/6 ] 
f(z) = -78/121*z^3 + 173/66*z + 1
*
[ -4/5 ] 
f(z) = -75/136*z^3 + 177/68*z + 1
*
[ 2 ] 
f(z) = -73/124*z^3 + 177/62*z + 1
*
[ 2 ] 
f(z) = -73/132*z^3 + 179/66*z + 1
*
[ -3/2 ] 
f(z) = -73/135*z^3 + 173/60*z + 1
*
[ 2 ] 
f(z) = -71/124*z^3 + 173/62*z + 1
*
[ 2 ] 
f(z) = -71/132*z^3 + 175/66*z + 1
*
[ 2 ] 
f(z) = -69/124*z^3 + 169/62*z + 1
*
30/17 | 0.29591283792736779476034440879721867169 | 0.029645816288150410338789735244025880706
f(z) = -68/125*z^3 + 173/68*z + 1
*
[ -20/17 ] 
f(z) = -68/125*z^3 + 177/68*z + 1
*
[ 2 ] 
f(z) = -67/124*z^3 + 165/62*z + 1
*
[ 2 ] 
f(z) = -67/132*z^3 + 167/66*z + 1
*
[ -3/2 ] 
f(z) = -67/135*z^3 + 167/60*z + 1
*
[ -15/22 ] 
f(z) = -66/125*z^3 + 179/66*z + 1
*
[ 2 ] 
f(z) = -65/124*z^3 + 161/62*z + 1
*
[ 2 ] 
f(z) = -65/132*z^3 + 163/66*z + 1
*
[ -2/3 ] 
f(z) = -63/124*z^3 + 169/62*z + 1
*
[ -5/8 ] 
f(z) = -63/125*z^3 + 179/64*z + 1
*
[ -4/3 ] 
f(z) = -63/136*z^3 + 175/68*z + 1
*
[ -3/2 ] 
f(z) = -61/135*z^3 + 161/60*z + 1
*
5/9 | 0.17079277105975356062756359013224287735 | 0.020457226416372181867686335886451589117
f(z) = -72/125*z^3 + 169/90*z + 1
*
[ 15/8 ] 
f(z) = -68/135*z^3 + 179/80*z + 1
*
[ 10/7 ] 
f(z) = -77/120*z^3 + 169/105*z + 1
*
[ 25/16 ] 
f(z) = -64/125*z^3 + 161/100*z + 1
*
-4/3 | 0.17882812047067465070873463678254471198 | 0.022663487731765894904456631136216980625
f(z) = -75/128*z^3 + 167/120*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.014902201388990618289307258055121986365
f(z) = -61/130*z^3 + 179/130*z + 1
*
-2 | 0.077865650565968773484253961046231916893 | 0.015043160377675212443331667564819286421
f(z) = -61/134*z^3 + 177/134*z + 1
*
-2 | 0.058066757609260518834774310879050329804 | 0.011242819722333848743040745542535151660
f(z) = -61/138*z^3 + 175/138*z + 1
*
-55/42 | 0.14361580612323677795873662399448582205 | 0.017107250614135904271532377896920614474
f(z) = -63/125*z^3 + 177/140*z + 1
*
-6/11 | 0.15388269159459243610515096113065578067 | 0.021344906207423620248521268651783628725
f(z) = -77/120*z^3 + 169/165*z + 1
*
-3/5 | 0.13600745562762049183637625089596423905 | 0.021100429345156527760454909753339949874
f(z) = -65/126*z^3 + 179/210*z + 1
*
[ 35/31 ] 
f(z) = -62/125*z^3 + 162/217*z + 1
*
-15/22 | 0.25731322619066036726960313924813504102 | 0.029612092757380178541522099236362457704
f(z) = -77/135*z^3 + 161/220*z + 1
*
[ 11/10 ] 
f(z) = -65/121*z^3 + 163/220*z + 1
*
-32/21 | 0.20290413882101115421350685782221250212 | 0.029847884284736731571200421665483110936
f(z) = -63/128*z^3 + 179/224*z + 1
*
-35/6 | 0.20595971769332210409826775813921947372 | 0.024224628385882781993372111026920765128
f(z) = -72/125*z^3 + 197/10*z + 1
*
[ 11/2 ] 
f(z) = -68/121*z^3 + 196/11*z + 1
*
[ -6 ] 
f(z) = -68/135*z^3 + 193/10*z + 1
*
[ 6 ] 
f(z) = -67/135*z^3 + 187/10*z + 1
*
[ -15/2 ] 
f(z) = -66/125*z^3 + 185/6*z + 1
*
[ 11/2 ] 
f(z) = -64/121*z^3 + 185/11*z + 1
*
[ -11/2 ] 
f(z) = -64/121*z^3 + 189/11*z + 1
*
-56/15 | 0.21973632703865959413790849554829285940 | 0.027242651512721839682587565845497395405
f(z) = -75/128*z^3 + 199/24*z + 1
*
[ 10/3 ] 
f(z) = -66/125*z^3 + 197/30*z + 1
*
-3/16 | 0.15412247536377186594754590248061555049 | 0.018074757915785062202083084640868558454
f(z) = -64/135*z^3 + 187/20*z + 1
*
155/42 | 0.18845906856435229054802834286843442068 | 0.018795514637129736408638868407668043927
f(z) = -63/125*z^3 + 181/28*z + 1
*
[ 15/4 ] 
f(z) = -62/125*z^3 + 185/24*z + 1
*
[ -5/11 ] 
f(z) = -77/125*z^3 + 183/55*z + 1
*
[ -5/14 ] 
f(z) = -76/125*z^3 + 190/49*z + 1
*
-65/24 | 0.15549699936569408362267337956468394265 | 0.018333524624248029994739384553426453406
f(z) = -72/125*z^3 + 193/40*z + 1
*
[ -25/12 ] 
f(z) = -72/125*z^3 + 199/50*z + 1
*
[ 11/5 ] 
f(z) = -70/121*z^3 + 184/55*z + 1
*
[ -5/11 ] 
f(z) = -66/125*z^3 + 182/55*z + 1
*
5/9 | 0.24535628472268820377836086477439700674 | 0.028875669000906657495801284800291008717
f(z) = -63/125*z^3 + 196/45*z + 1
*
20/7 | 0.22857625661952764715488582528362644909 | 0.028636195500133331650302613633426094452
f(z) = -63/128*z^3 + 183/56*z + 1
*
[ 2 ] 
f(z) = -79/124*z^3 + 189/62*z + 1
*
[ 2 ] 
f(z) = -79/132*z^3 + 191/66*z + 1
*
[ 2 ] 
f(z) = -77/124*z^3 + 185/62*z + 1
*
[ -6/7 ] 
f(z) = -77/135*z^3 + 181/70*z + 1
*
[ -22/15 ] 
f(z) = -75/121*z^3 + 199/66*z + 1
*
[ 2 ] 
f(z) = -75/124*z^3 + 181/62*z + 1
*
[ -5/8 ] 
f(z) = -73/125*z^3 + 181/64*z + 1
*
[ -4/3 ] 
f(z) = -73/128*z^3 + 199/72*z + 1
*
[ -4/3 ] 
f(z) = -71/128*z^3 + 197/72*z + 1
*
-5/2 | 0.24584471603509774724153530494082998436 | 0.029021412407591006103534842464312550196
f(z) = -69/125*z^3 + 191/60*z + 1
*
[ -15/23 ] 
f(z) = -69/125*z^3 + 191/69*z + 1
*
[ -4/3 ] 
f(z) = -67/128*z^3 + 193/72*z + 1
*
[ -4/3 ] 
f(z) = -65/128*z^3 + 191/72*z + 1
*
[ -10/7 ] 
f(z) = -63/125*z^3 + 191/70*z + 1
*
[ -8/9 ] 
f(z) = -63/128*z^3 + 181/72*z + 1
*
[ -4/3 ] 
f(z) = -61/128*z^3 + 187/72*z + 1
*
5/4 | 0.22249674782754276618323567839256697819 | 0.026138630861668708795983917469496135201
f(z) = -72/125*z^3 + 199/90*z + 1
*
3/2 | 0.16752669173110383463241887691750915518 | 0.019646741270701247357957539139605699408
f(z) = -64/135*z^3 + 187/80*z + 1
*
6/7 | 0.074149673961624694872128805360040732018 | 0.010003787102666992209353367202019517565
f(z) = -77/135*z^3 + 184/105*z + 1
*
-10/7 | 0.12340473132218170219733222012417022297 | 0.014497428614615527956114101012547392064
f(z) = -63/125*z^3 + 199/105*z + 1
*
[ 34/21 ] 
f(z) = -63/136*z^3 + 190/119*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.011289023677871605847390419271319295928
f(z) = -79/120*z^3 + 199/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016777975002448822529787929499415910075
f(z) = -78/121*z^3 + 199/121*z + 1
*
5/4 | 0.22234643064941084305289646920817169189 | 0.026415181369491006999258736551812678987
f(z) = -78/125*z^3 + 181/120*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011310411816801125909735929948484540734
f(z) = -77/120*z^3 + 197/120*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014381808020086873199208509024828909785
f(z) = -77/122*z^3 + 199/122*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016810053253574561626332810892176106330
f(z) = -76/121*z^3 + 197/121*z + 1
*
-1 | 0.068771728694977282571666666619308131593 | 0.012992210154561944251846166008673289215
f(z) = -76/123*z^3 + 199/123*z + 1
*
-1 | 0.088811486774711037000936397561538839688 | 0.016826365569644262977145179361280250098
f(z) = -75/121*z^3 + 196/121*z + 1
*
-1 | 0.076128381653072976650648453688498948148 | 0.014409510888056922424049306727920937936
f(z) = -75/122*z^3 + 197/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015247015524337479164080854906965347224
f(z) = -75/124*z^3 + 199/124*z + 1
*
[ 7/5 ] 
f(z) = -75/133*z^3 + 185/133*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016842583626872044344632081304275401753
f(z) = -74/121*z^3 + 195/121*z + 1
*
-1 | 0.068770453864067096505986867007799272622 | 0.013016809003595713897176717881357415672
f(z) = -74/123*z^3 + 197/123*z + 1
*
-1 | 0.089413644705039836999241752612494301183 | 0.016891837456138503543276305095926815752
f(z) = -74/125*z^3 + 199/125*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011354498885392375937961144995022675074
f(z) = -73/120*z^3 + 193/120*z + 1
*
-1 | 0.088811560920532255049054890858586961105 | 0.016859140515720289951133809104585320405
f(z) = -73/121*z^3 + 194/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014437189484939517976066316291960967875
f(z) = -73/122*z^3 + 195/122*z + 1
*
-1 | 0.068771660145356692872566078425890847371 | 0.013029588136189284007710660664029176726
f(z) = -73/123*z^3 + 196/123*z + 1
*
-1 | 0.080707170906018472967787353079642684983 | 0.015276179956304124513696020510228837040
f(z) = -73/124*z^3 + 197/124*z + 1
*
-1 | 0.089413737427942678470931873975406972594 | 0.016907946763837966342345374048639291519
f(z) = -73/125*z^3 + 198/125*z + 1
*
-1 | 0.063162392556197628217933082779909685908 | 0.011932506184259872926081190537871713869
f(z) = -73/126*z^3 + 199/126*z + 1
*
-1 | 0.088811561864550261218930215565324882579 | 0.016875696397973045068583107042895613273
f(z) = -72/121*z^3 + 193/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016924052515916960408055811870864496615
f(z) = -72/125*z^3 + 197/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016947289309457215572987427820045561729
f(z) = -72/127*z^3 + 199/127*z + 1
*
-1 | 0.059756586952881845814214534448871573428 | 0.011377280290433372441876113352324844751
f(z) = -71/120*z^3 + 191/120*z + 1
*
-1 | 0.088811384873256913447894144283877570869 | 0.016892337242134926252424255462595931307
f(z) = -71/121*z^3 + 192/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014465595197079698703076170910510931784
f(z) = -71/122*z^3 + 193/122*z + 1
*
-1 | 0.068771020155922530532766597881916691225 | 0.013054835206145836587563614431158497538
f(z) = -71/123*z^3 + 194/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015305728730158990663554134956212504130
f(z) = -71/124*z^3 + 195/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016940370403110065056817015834663060625
f(z) = -71/125*z^3 + 196/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.011955170711459840269902827245041614335
f(z) = -71/126*z^3 + 197/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016963433908890562900293463491600385928
f(z) = -71/127*z^3 + 198/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015358087695154321213623536597405378184
f(z) = -71/128*z^3 + 199/128*z + 1
*
-1 | 0.088811718902787801477372263833519990939 | 0.016909195631084598559688667404824510232
f(z) = -70/121*z^3 + 191/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013067433312358283853918745049279816422
f(z) = -70/123*z^3 + 193/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016979691277054018847119542473723557601
f(z) = -70/127*z^3 + 197/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013158676841243775399350155473815814375
f(z) = -70/129*z^3 + 199/129*z + 1
*
-1 | 0.088811553162513018466814101927654737819 | 0.016926080753798496587714348111589190535
f(z) = -69/121*z^3 + 190/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014494160447640614434612350274419243260
f(z) = -69/122*z^3 + 191/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015335711953513108928837494251394823961
f(z) = -69/124*z^3 + 193/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016973353241034964256814336523073432113
f(z) = -69/125*z^3 + 194/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016996062810206148069572069612813612268
f(z) = -69/127*z^3 + 196/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015387451226440091861994646738913970768
f(z) = -69/128*z^3 + 197/128*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014604131569998443370239890831563639352
f(z) = -69/130*z^3 + 199/130*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016943003119840334070624353050113645884
f(z) = -68/121*z^3 + 189/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013093546565246936053727223031827933608
f(z) = -68/123*z^3 + 191/123*z + 1
*
[ 3/2 ] 
f(z) = -68/123*z^3 + 194/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016990021100986763272328119370208603101
f(z) = -68/125*z^3 + 193/125*z + 1
*
-1 | 0.089707650478366536901877829369021116018 | 0.017012641378411379478136408465336405816
f(z) = -68/127*z^3 + 195/127*z + 1
*
[ 3/2 ] 
f(z) = -68/129*z^3 + 196/129*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013183639619167806498004362581503272761
f(z) = -68/129*z^3 + 197/129*z + 1
*
-1 | 0.090282115609618754953685413668924226776 | 0.017055907150466776127297354185017644549
f(z) = -68/131*z^3 + 199/131*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.011423246557712968614912707845748137792
f(z) = -67/120*z^3 + 187/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016960168117966281271736017291927199089
f(z) = -67/121*z^3 + 188/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014523391858024410028820399990024415739
f(z) = -67/122*z^3 + 189/122*z + 1
*
-1 | 0.068770234041337498013962808541546382687 | 0.013106521543557744689879931321952083041
f(z) = -67/123*z^3 + 190/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015366127057791153159364852957166635051
f(z) = -67/124*z^3 + 191/124*z + 1
*
-1 | 0.089413886141483659952809089675118356042 | 0.017006935777291480410247179331266747655
f(z) = -67/125*z^3 + 192/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012001770997966941284279745563362790359
f(z) = -67/126*z^3 + 193/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017029154081039725605122016212051770198
f(z) = -67/127*z^3 + 194/127*z + 1
*
-1 | 0.081295659603080573173960998745612245075 | 0.015417346180325451407654484525102757108
f(z) = -67/128*z^3 + 195/128*z + 1
*
-1 | 0.069652539612827937296918016247817636342 | 0.013196480961439060900200073997173547651
f(z) = -67/129*z^3 + 196/129*z + 1
*
-1 | 0.077304130911937878524127119579286910349 | 0.014632055639164931637075207387358750454
f(z) = -67/130*z^3 + 197/130*z + 1
*
-1 | 0.090282092423280433731196589297903480355 | 0.017072150838688496298345338095515530633
f(z) = -67/131*z^3 + 198/131*z + 1
*
-1 | 0.061521908375499746525158771962782396697 | 0.011622589367636098357696221767569048803
f(z) = -67/132*z^3 + 199/132*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.010969585497991339376342851335302187331
f(z) = -67/138*z^3 + 199/138*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017023717173594224204565742999955357187
f(z) = -66/125*z^3 + 191/125*z + 1
*
-1 | 0.089707855650778903007898830505630049966 | 0.017046007351887501464747614140071445223
f(z) = -66/127*z^3 + 193/127*z + 1
*
-1 | 0.090282090174241733899228361108016810204 | 0.017088511972981899831290920169221690718
f(z) = -66/131*z^3 + 197/131*z + 1
*
-1 | 0.090562662645332552348141072338786967503 | 0.017108907505633059111075817027906257448
f(z) = -66/133*z^3 + 199/133*z + 1
*
-1 | 0.088811566963446021621673905989006542943 | 0.016995000429353029629165988767000252642
f(z) = -65/121*z^3 + 186/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014552927781896438314083591211888106329
f(z) = -65/122*z^3 + 187/122*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014381808020086873199208509024828909785
f(z) = -65/122*z^3 + 199/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013133132610214513426375349213396935234
f(z) = -65/123*z^3 + 188/123*z + 1
*
-1 | 0.080707654380551497091184872879315538939 | 0.015397090731139220759554143616513216093
f(z) = -65/124*z^3 + 189/124*z + 1
*
-1 | 0.063162919153336832601554576507868988086 | 0.012025824629778979192960665156470577414
f(z) = -65/126*z^3 + 191/126*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.011955294147803998654711481210232566564
f(z) = -65/126*z^3 + 197/126*z + 1
*
-1 | 0.089707828592797360599702444091125437681 | 0.017062844994611500412025015022906420160
f(z) = -65/127*z^3 + 192/127*z + 1
*
-1 | 0.081295701301772417089362471438891024252 | 0.015447555980620865472658604268357797899
f(z) = -65/128*z^3 + 193/128*z + 1
*
-1 | 0.069653545952285091151185581972194019146 | 0.013222365494493517066232816386567818506
f(z) = -65/129*z^3 + 194/129*z + 1
*
-1 | 0.090282073399280804324110832719842429706 | 0.017104985251010593955569727533176125037
f(z) = -65/131*z^3 + 196/131*z + 1
*
-1 | 0.061521844289411749165129328219632693261 | 0.011644798771390104816355460870173451513
f(z) = -65/132*z^3 + 197/132*z + 1
*
-1 | 0.090562397012241788746986573911738011573 | 0.017125155837742891850728831590692422156
f(z) = -65/133*z^3 + 198/133*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014795727561615493127390852236753740282
f(z) = -65/134*z^3 + 193/134*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014710031013738655652384431912753675299
f(z) = -65/134*z^3 + 199/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011055353860434442126729227280889300476
f(z) = -65/138*z^3 + 191/138*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017012429613116800125407898349705798450
f(z) = -64/121*z^3 + 185/121*z + 1
*
[ 3/2 ] 
f(z) = -64/123*z^3 + 185/123*z + 1
*
-1 | 0.068770542958682719924652363123513590069 | 0.013146456706539150527581795700512193503
f(z) = -64/123*z^3 + 187/123*z + 1
*
-1 | 0.089413877595097303157301318047002388081 | 0.017058029954175482401608356850822970075
f(z) = -64/125*z^3 + 189/125*z + 1
*
-1 | 0.089707826689527222744567673617524548041 | 0.017079808947206773909231060731878600103
f(z) = -64/127*z^3 + 191/127*z + 1
*
[ 3/2 ] 
f(z) = -64/129*z^3 + 187/129*z + 1
*
-1 | 0.069652495203921665833399978260954015634 | 0.013235150218564484804134045498536517189
f(z) = -64/129*z^3 + 193/129*z + 1
*
-1 | 0.090281787333059900508276335286952557117 | 0.017121523779844719689463426245551178944
f(z) = -64/131*z^3 + 195/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017141497005005371300725365841326170958
f(z) = -64/133*z^3 + 197/133*z + 1
*
-1 | 0.077275891585134722682953666528740709910 | 0.014598798698345660216578348792761949162
f(z) = -64/135*z^3 + 199/135*z + 1
*
-1 | 0.088811626201737279599503525928027587279 | 0.017030243579157116387605453268565512422
f(z) = -63/121*z^3 + 184/121*z + 1
*
-1 | 0.076127960455550995390744675900832991567 | 0.014582906416040862863149471459392691920
f(z) = -63/122*z^3 + 185/122*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014494284610893471188689577963734210418
f(z) = -63/122*z^3 + 191/122*z + 1
*
-1 | 0.080707762487601306171158676940264714179 | 0.015428424144656754965557907918279835976
f(z) = -63/124*z^3 + 187/124*z + 1
*
-1 | 0.089413875861311918201074246500960833743 | 0.017075311155170266598578150827204278405
f(z) = -63/125*z^3 + 188/125*z + 1
*
-1 | 0.089707809183243782568359212969558842623 | 0.017096893010118435022556689603938305333
f(z) = -63/127*z^3 + 190/127*z + 1
*
-1 | 0.081295631078448802780464159687602157899 | 0.015478179533521242496301235306903110709
f(z) = -63/128*z^3 + 191/128*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014777770022077314792692113507621858686
f(z) = -63/130*z^3 + 187/130*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014689088151789962937817571945112755093
f(z) = -63/130*z^3 + 193/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017138166819431841866373853132156132019
f(z) = -63/131*z^3 + 194/131*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014915588275192233873114131263599068472
f(z) = -63/134*z^3 + 185/134*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014738278944776437502360353958301017769
f(z) = -63/134*z^3 + 197/134*z + 1
*
-1 | 0.082418207082702521125804841471719267199 | 0.015570274112636664571718702829331210328
f(z) = -63/136*z^3 + 199/136*z + 1
*
-1 | 0.088811596119790935656564843872234930231 | 0.017048053016006241004816708362347770668
f(z) = -62/121*z^3 + 183/121*z + 1
*
-1 | 0.068771545291377609481630798266050854644 | 0.013173727538073667546802934325815946522
f(z) = -62/123*z^3 + 185/123*z + 1
*
-1 | 0.089413857961965796447112702300854042502 | 0.017092716766360981506608438919371632903
f(z) = -62/125*z^3 + 187/125*z + 1
*
-1 | 0.089707475567399357370455848420807280914 | 0.017114041427346267152964203391004336622
f(z) = -62/127*z^3 + 189/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013261277225665955636430578805180953005
f(z) = -62/129*z^3 + 191/129*z + 1
*
-1 | 0.090282024705762281594921967885264074842 | 0.017155109167569883019056015046392113537
f(z) = -62/131*z^3 + 193/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017174668779540465778659478216265833972
f(z) = -62/133*z^3 + 195/133*z + 1
*
-1 | 0.077275657814496429769146284004686249264 | 0.014626666277159720796611832727176701192
f(z) = -62/135*z^3 + 197/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017212452504177893913151772712241458785
f(z) = -62/137*z^3 + 199/137*z + 1
*
-1 | 0.059756905172408760376288427917205834608 | 0.011495034971263232432557093008067510060
f(z) = -61/120*z^3 + 181/120*z + 1
*
-1 | 0.088811594703319111610910345317372777416 | 0.017066003186326905254663444592958321021
f(z) = -61/121*z^3 + 182/121*z + 1
*
-1 | 0.068771526978737667736949803091334115258 | 0.013187415948201242831140250118965532832
f(z) = -61/123*z^3 + 184/123*z + 1
*
-1 | 0.080707685006017269757079022827649055125 | 0.015460188483379167605475240286148607723
f(z) = -61/124*z^3 + 185/124*z + 1
*
-1 | 0.089413496633621845078082672466471053252 | 0.017110185819644464656109647967683507746
f(z) = -61/125*z^3 + 186/125*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.012150099199817688457610138439496330037
f(z) = -61/126*z^3 + 181/126*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012074228831146362218816766227529358733
f(z) = -61/126*z^3 + 187/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017131321019983370908839295400063397340
f(z) = -61/127*z^3 + 188/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015509149804776914639509981851276917451
f(z) = -61/128*z^3 + 189/128*z + 1
*
-1 | 0.069653447199520011836422728253904447074 | 0.013274848036067783197806828204029344318
f(z) = -61/129*z^3 + 190/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014718096652820340161554370321941504085
f(z) = -61/130*z^3 + 191/130*z + 1
*
-1 | 0.090281485571874487760731391635081930613 | 0.017171957212214056554556469736644652292
f(z) = -61/131*z^3 + 192/131*z + 1
*
-1 | 0.061521819409760574921463567108277496950 | 0.011690184525675577512384935157608348827
f(z) = -61/132*z^3 + 193/132*z + 1
*
-1 | 0.090562259577530172854866469753423645773 | 0.017191476467854051947310097999988518696
f(z) = -61/133*z^3 + 194/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014766800074876608759099963048209662293
f(z) = -61/134*z^3 + 195/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014640702625297782493493896779448989662
f(z) = -61/135*z^3 + 196/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015599950732313587154381438311190095528
f(z) = -61/136*z^3 + 197/136*z + 1
*
-1 | 0.091111083067679625091889379329360648703 | 0.017228911198857055291650447717564108784
f(z) = -61/137*z^3 + 198/137*z + 1
*
-1 | 0.058066266337982577198817381354076830841 | 0.010969756751351426016603127033950476098
f(z) = -61/138*z^3 + 199/138*z + 1
*
15/17 | 0.23441860895269311040603345384538566965 | 0.027672586322573906769690357036536939544
f(z) = -68/125*z^3 + 191/170*z + 1
*
[ 15/13 ] 
f(z) = -78/125*z^3 + 188/195*z + 1
*
[ 6/5 ] 
f(z) = -75/124*z^3 + 193/186*z + 1
*
[ 6/5 ] 
f(z) = -65/126*z^3 + 191/210*z + 1
*
[ 16/13 ] 
f(z) = -65/128*z^3 + 199/208*z + 1
*
2 | 0.19690321814281382500622351927432762836 | 0.027932486848175173523148240987850256135
f(z) = -63/128*z^3 + 199/288*z + 1
*
[ 15/14 ] 
f(z) = -62/125*z^3 + 187/294*z + 1
*
[ 6 ] 
f(z) = -79/135*z^3 + 219/10*z + 1
*
[ -6 ] 
f(z) = -77/135*z^3 + 217/10*z + 1
*
[ 11/2 ] 
f(z) = -76/121*z^3 + 218/11*z + 1
*
[ 6 ] 
f(z) = -76/135*z^3 + 211/10*z + 1
*
[ 15/2 ] 
f(z) = -74/125*z^3 + 205/6*z + 1
*
[ -6 ] 
f(z) = -74/135*z^3 + 209/10*z + 1
*
[ 6 ] 
f(z) = -73/135*z^3 + 203/10*z + 1
*
[ 11/2 ] 
f(z) = -72/121*z^3 + 207/11*z + 1
*
[ -11/2 ] 
f(z) = -72/121*z^3 + 211/11*z + 1
*
[ -6 ] 
f(z) = -71/135*z^3 + 201/10*z + 1
*
[ -11/2 ] 
f(z) = -68/121*z^3 + 200/11*z + 1
*
[ 11/5 ] 
f(z) = -80/121*z^3 + 206/55*z + 1
*
-14/15 | 0.21125581193681591427644772634237654755 | 0.028576475659723387533581069589717634413
f(z) = -75/136*z^3 + 203/51*z + 1
*
[ -34/15 ] 
f(z) = -75/136*z^3 + 218/51*z + 1
*
[ -5/18 ] 
f(z) = -72/125*z^3 + 209/45*z + 1
*
[ 11/4 ] 
f(z) = -68/121*z^3 + 215/44*z + 1
*
[ -8/21 ] 
f(z) = -63/128*z^3 + 207/56*z + 1
*
-4/3 | 0.14956333649425319697568484048252601291 | 0.018409048535904924853743330147407695421
f(z) = -63/128*z^3 + 211/56*z + 1
*
-44/21 | 0.23226223687520169208576838415120204538 | 0.028457718651684976162693606115699613942
f(z) = -63/128*z^3 + 219/56*z + 1
*
[ 3 ] 
f(z) = -61/126*z^3 + 211/42*z + 1
*
[ -4/3 ] 
f(z) = -79/128*z^3 + 205/72*z + 1
*
[ -10/7 ] 
f(z) = -77/125*z^3 + 207/70*z + 1
*
[ -4/3 ] 
f(z) = -77/128*z^3 + 203/72*z + 1
*
15/37 | 0.25624831204759932210529957212949255650 | 0.025218727651616267584288680468507770424
f(z) = -74/125*z^3 + 207/74*z + 1
*
[ -2 ] 
f(z) = -63/124*z^3 + 219/62*z + 1
*
[ -2 ] 
f(z) = -61/124*z^3 + 215/62*z + 1
*
[ -3/4 ] 
f(z) = -79/135*z^3 + 213/80*z + 1
*
-32/15 | 0.14121227033749554500188282164284247540 | 0.021047229813405523776633696669980468772
f(z) = -75/128*z^3 + 205/96*z + 1
*
[ -5/4 ] 
f(z) = -73/125*z^3 + 217/80*z + 1
*
[ -3/4 ] 
f(z) = -73/135*z^3 + 211/80*z + 1
*
[ -5/4 ] 
f(z) = -69/125*z^3 + 213/80*z + 1
*
[ -5/4 ] 
f(z) = -67/125*z^3 + 211/80*z + 1
*
[ -3/4 ] 
f(z) = -67/135*z^3 + 209/80*z + 1
*
[ -5/4 ] 
f(z) = -63/125*z^3 + 207/80*z + 1
*
[ -15/14 ] 
f(z) = -63/125*z^3 + 211/84*z + 1
*
[ -3/4 ] 
f(z) = -61/135*z^3 + 207/80*z + 1
*
-45/52 | 0.29790513349070935265152907099598811834 | 0.029209387429449262610251303742953393092
f(z) = -78/125*z^3 + 215/104*z + 1
*
[ 30/17 ] 
f(z) = -68/125*z^3 + 217/102*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016746337909896388125998523122824488835
f(z) = -80/121*z^3 + 201/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012943388036301995445015190411105411237
f(z) = -80/123*z^3 + 203/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016822032390127503032997134479274959451
f(z) = -80/127*z^3 + 207/127*z + 1
*
-1 | 0.069652324329511315365609540875171301394 | 0.013037807266345135214955551310739805730
f(z) = -80/129*z^3 + 209/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016869175090127821019270740133454323608
f(z) = -80/131*z^3 + 211/131*z + 1
*
-1 | 0.090562541217483303326032919480476682485 | 0.016891924263467135268739016000832848608
f(z) = -80/133*z^3 + 213/133*z + 1
*
-1 | 0.091111238023513556857326406210629681852 | 0.016935497470700646934399853259707601633
f(z) = -80/137*z^3 + 217/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016956379779517075923235456686464623756
f(z) = -80/139*z^3 + 219/139*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016762101981714893130188274312570377262
f(z) = -79/121*z^3 + 200/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014354689217529566810344365033317232845
f(z) = -79/122*z^3 + 201/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012955234552467053058919324397522522171
f(z) = -79/123*z^3 + 202/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015189906274286767869044919640192463940
f(z) = -79/124*z^3 + 203/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016812937177225565409321451227621714387
f(z) = -79/125*z^3 + 204/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.011865768189055183369348696530361909910
f(z) = -79/126*z^3 + 205/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016837322307386116243292593408718707406
f(z) = -79/127*z^3 + 206/127*z + 1
*
-1 | 0.081295895949023051046021791342889483537 | 0.015244737084522575778855342239809153307
f(z) = -79/128*z^3 + 207/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013049628231344404607751333929674413531
f(z) = -79/129*z^3 + 208/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014469979659658985508064463428844735297
f(z) = -79/130*z^3 + 209/130*z + 1
*
-1 | 0.090282159387164107102326844478089862593 | 0.016884298448931725854536860777375307101
f(z) = -79/131*z^3 + 210/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011495305984551215435541481233322667847
f(z) = -79/132*z^3 + 211/132*z + 1
*
-1 | 0.090562838861461260108964767461145946222 | 0.016906819794852736962853404129846558535
f(z) = -79/133*z^3 + 212/133*z + 1
*
-1 | 0.077865373365530012390046192981494766514 | 0.014523620604665664812805530342804026461
f(z) = -79/134*z^3 + 213/134*z + 1
*
-1 | 0.077276105191989065967245515514969149044 | 0.014401127581572758851909399679145754505
f(z) = -79/135*z^3 + 214/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015345982627285889203566939034621943367
f(z) = -79/136*z^3 + 215/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016949960723050125546898269074668019598
f(z) = -79/137*z^3 + 216/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.010792902519632614576158780900229572942
f(z) = -79/138*z^3 + 217/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016970792218071897547658715332356523448
f(z) = -79/139*z^3 + 218/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016828486926752892452850696309337121463
f(z) = -78/125*z^3 + 203/125*z + 1
*
-1 | 0.089707370266129279661551676570931241265 | 0.016852752600071111170842316938621584088
f(z) = -78/127*z^3 + 205/127*z + 1
*
-1 | 0.090281838388387721673698784728098190788 | 0.016899324177476117966304915701969000264
f(z) = -78/131*z^3 + 209/131*z + 1
*
-1 | 0.090562556184736765422986846337455313998 | 0.016921703439458661256815335109792856534
f(z) = -78/133*z^3 + 211/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016964605957156542869802693758216203621
f(z) = -78/137*z^3 + 215/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016985295611577398044215802548926251474
f(z) = -78/139*z^3 + 217/139*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012979564705071978820938219748134111511
f(z) = -77/123*z^3 + 200/123*z + 1
*
-1 | 0.080707327202045111262064528484629245709 | 0.015218307942166330046968849523315065973
f(z) = -77/124*z^3 + 201/124*z + 1
*
-1 | 0.089413969244502877626055947537295178245 | 0.016844284113304557529350313891058901309
f(z) = -77/125*z^3 + 202/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016868210640524987180527442349906521986
f(z) = -77/127*z^3 + 204/127*z + 1
*
-1 | 0.081295600417887395659022662297444831480 | 0.015272486945637108406444340172355836270
f(z) = -77/128*z^3 + 205/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013073293260599613615532263839480945504
f(z) = -77/129*z^3 + 206/129*z + 1
*
-1 | 0.077303975604457918334821929065245743770 | 0.014496165764841049674132701967912317496
f(z) = -77/130*z^3 + 207/130*z + 1
*
-1 | 0.090281633771729798948310250975517653890 | 0.016914471133249853546675403012790868671
f(z) = -77/131*z^3 + 208/131*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014549214185849396803645138672261482772
f(z) = -77/134*z^3 + 211/134*z + 1
*
-1 | 0.077275978476510011869095551593561157214 | 0.014426348146747934982195226041051103211
f(z) = -77/135*z^3 + 212/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015372733909975647555273300058820487668
f(z) = -77/136*z^3 + 213/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016979344974827471920211191078448885324
f(z) = -77/137*z^3 + 214/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.010811702634715768346464224265920420848
f(z) = -77/138*z^3 + 215/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016999890978520788398741239730925270562
f(z) = -77/139*z^3 + 216/139*z + 1
*
[ 3/2 ] 
f(z) = -76/123*z^3 + 212/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016859905079486334760764369012752487790
f(z) = -76/125*z^3 + 201/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016883811510716166947933503008453905745
f(z) = -76/127*z^3 + 203/127*z + 1
*
-1 | 0.069652932556844684015026400423254470440 | 0.013085253048524029072798698777844139665
f(z) = -76/129*z^3 + 205/129*z + 1
*
[ 3/2 ] 
f(z) = -76/129*z^3 + 214/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016929719231613683945852937503172789789
f(z) = -76/131*z^3 + 207/131*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014438967779182915689367558236435624254
f(z) = -76/135*z^3 + 211/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016994178841519993848343512033166203726
f(z) = -76/137*z^3 + 213/137*z + 1
*
-1 | 0.091379787873004883907338390129139300475 | 0.017014698699562542899972360841328924239
f(z) = -76/139*z^3 + 215/139*z + 1
*
-1 | 0.089707292379446722873371616622413119082 | 0.016899541902034287366755228540773058093
f(z) = -75/127*z^3 + 202/127*z + 1
*
-1 | 0.081295713795253016962906116400683852894 | 0.015300689285513890666252927260380663441
f(z) = -75/128*z^3 + 203/128*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016945107027824018317513052317008678698
f(z) = -75/131*z^3 + 206/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016967002303440836289557467539594073389
f(z) = -75/133*z^3 + 208/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014575029278303311690966386874831919119
f(z) = -75/134*z^3 + 209/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015399832323947872826841964045816253908
f(z) = -75/136*z^3 + 211/136*z + 1
*
-1 | 0.091111085141408587059943931184439479833 | 0.017009169734130228849512233947086799763
f(z) = -75/137*z^3 + 212/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017029361788799480559779820906521597754
f(z) = -75/139*z^3 + 214/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016915332952368954050517920603554535579
f(z) = -74/127*z^3 + 201/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013109195139256887403836023218479770034
f(z) = -74/129*z^3 + 203/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016960597907003275700742155203622989071
f(z) = -74/131*z^3 + 205/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016982335728515293829954868664567945033
f(z) = -74/133*z^3 + 207/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014464708403372276075376227482687495457
f(z) = -74/135*z^3 + 209/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017024135470969405166327221050778423039
f(z) = -74/137*z^3 + 211/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017044239352274884595723440275883029225
f(z) = -74/139*z^3 + 213/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016931256106728420711176094812778776355
f(z) = -73/127*z^3 + 200/127*z + 1
*
-1 | 0.081295686824938858640122214115992544556 | 0.015329250011893389646002527937544950533
f(z) = -73/128*z^3 + 201/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013121390623993028376502267295519495485
f(z) = -73/129*z^3 + 202/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014549307567965141769644080702038774181
f(z) = -73/130*z^3 + 203/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016976193093731282333083419047791631145
f(z) = -73/131*z^3 + 204/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.011557410836143764970663412112770403406
f(z) = -73/132*z^3 + 205/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016997771349023275841308389366285002116
f(z) = -73/133*z^3 + 206/133*z + 1
*
-1 | 0.077865088347021519928141189689862713824 | 0.014601386528267057548537735538247682479
f(z) = -73/134*z^3 + 207/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014477706012421212512867510059277346130
f(z) = -73/135*z^3 + 208/135*z + 1
*
-1 | 0.082418423957679643700124962793400574699 | 0.015427418066806224810448875547333531186
f(z) = -73/136*z^3 + 209/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017039260452927693645260708590842467735
f(z) = -73/137*z^3 + 210/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.010849763205597486879119227885386913579
f(z) = -73/138*z^3 + 211/138*z + 1
*
-1 | 0.091379552245004609949939191258765217999 | 0.017059288800608339728006093626363168961
f(z) = -73/139*z^3 + 212/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016991893833450493090498662429031766890
f(z) = -72/131*z^3 + 203/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017013310372875530315871014508909488408
f(z) = -72/133*z^3 + 205/133*z + 1
*
-1 | 0.091111083182925239711313052013579542365 | 0.017054545613542672067063961823031189409
f(z) = -72/137*z^3 + 209/137*z + 1
*
-1 | 0.091379822901886139443400668976395278423 | 0.017074410536090640549986428582946771185
f(z) = -72/139*z^3 + 211/139*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013146227904450053044386761434731263236
f(z) = -71/129*z^3 + 200/129*z + 1
*
-1 | 0.077304855660966903099359854027402850235 | 0.014576732245489395439052424893815862488
f(z) = -71/130*z^3 + 201/130*z + 1
*
-2 | 0.077304981071678126295576970509192286794 | 0.014344767512365321469639385497564834495
f(z) = -71/130*z^3 + 219/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017007701392929367413200860795212000689
f(z) = -71/131*z^3 + 202/131*z + 1
*
-1 | 0.061521626503741668740700878579002001986 | 0.011579002723857661514972135261784903399
f(z) = -71/132*z^3 + 203/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017028954028457800160653335781228972061
f(z) = -71/133*z^3 + 204/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014627941416986232390357759382319367800
f(z) = -71/134*z^3 + 205/134*z + 1
*
-2 | 0.077864878810804229211338182533535999395 | 0.014473301941265122673461355539434453509
f(z) = -71/134*z^3 + 217/134*z + 1
*
-1 | 0.077275531628389927141590784972849581745 | 0.014504002942310471663233814455226828591
f(z) = -71/135*z^3 + 206/135*z + 1
*
-1 | 0.082418395088727411076960532501456655011 | 0.015455229927520776179217885552391755909
f(z) = -71/136*z^3 + 207/136*z + 1
*
-1 | 0.091111435711177397936804015006052391813 | 0.017069936429619979617650326796642100812
f(z) = -71/137*z^3 + 208/137*z + 1
*
-1 | 0.058066402354312848515373684048023993674 | 0.010869106951321345640811078096870409124
f(z) = -71/138*z^3 + 209/138*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.010811824061509066258621087555231810573
f(z) = -71/138*z^3 + 215/138*z + 1
*
-1 | 0.091379807792695503484178831330837208510 | 0.017089577358926661975292155510253580822
f(z) = -71/139*z^3 + 210/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017023617060738449443694637222537078714
f(z) = -70/131*z^3 + 201/131*z + 1
*
-1 | 0.091111418679631204121669252513509525440 | 0.017085359684574929366634224174460589490
f(z) = -70/137*z^3 + 207/137*z + 1
*
-1 | 0.091379804876412633656409388236207130604 | 0.017104846040437257165857506611137785224
f(z) = -70/139*z^3 + 209/139*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014174720653725960033492247033607907728
f(z) = -69/122*z^3 + 215/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.014444229655022864760307119262536367371
f(z) = -69/130*z^3 + 211/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017039642147739567312119398973265511353
f(z) = -69/131*z^3 + 200/131*z + 1
*
-1 | 0.090562702610998070664745337622254096095 | 0.017060688679158985744091803614725250195
f(z) = -69/133*z^3 + 202/133*z + 1
*
-1 | 0.077865992093619923688796329469177366670 | 0.014655180394053291190109963852562088905
f(z) = -69/134*z^3 + 203/134*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014575151348417790117609693886798449520
f(z) = -69/134*z^3 + 209/134*z + 1
*
-1 | 0.082418379346870666281261593053428063679 | 0.015483416275731095118821166102617921508
f(z) = -69/136*z^3 + 205/136*z + 1
*
-1 | 0.091111415923930621010476065749241213414 | 0.017100888428611857153973417707973657497
f(z) = -69/137*z^3 + 206/137*z + 1
*
-1 | 0.091379789378794871985863374357735467482 | 0.017120213104673226411205523833489903879
f(z) = -69/139*z^3 + 208/139*z + 1
*
-1 | 0.090562681500480524635250262386876896912 | 0.017076649951402663856356877790806194222
f(z) = -68/133*z^3 + 201/133*z + 1
*
-1 | 0.077275965259514956427803175856180530821 | 0.014544131276734602948336568996747127651
f(z) = -68/135*z^3 + 203/135*z + 1
*
-1 | 0.091111400127525585458168050842336823197 | 0.017116518752473396269756084539964742372
f(z) = -68/137*z^3 + 205/137*z + 1
*
-1 | 0.091379574482362583275354083746228694993 | 0.017135644691740510667879011221943900708
f(z) = -68/139*z^3 + 207/139*z + 1
*
-2 | 0.076128798421745007414154379843783773846 | 0.014275794650542461673897501734308697967
f(z) = -67/122*z^3 + 207/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.011865768189055183369348696530361909910
f(z) = -67/126*z^3 + 205/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014549430307297343788777882363644894876
f(z) = -67/130*z^3 + 203/130*z + 1
*
-1 | 0.090562679079438379658119482380339395626 | 0.017092724503674236812884549219743089861
f(z) = -67/133*z^3 + 200/133*z + 1
*
-1 | 0.077275949151255722853287072644231518975 | 0.014557658648053506579746390730996383576
f(z) = -67/135*z^3 + 202/135*z + 1
*
-1 | 0.082418320493415694818313826117811452805 | 0.015511975409671481653547410396398681945
f(z) = -67/136*z^3 + 203/136*z + 1
*
-1 | 0.091111169883441502322833888152124128239 | 0.017132214013392647127420621081689814353
f(z) = -67/137*z^3 + 204/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.010908563704696454335771567388073204948
f(z) = -67/138*z^3 + 205/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017151139406190006996117615079968162098
f(z) = -67/139*z^3 + 206/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017147981509675525521134194664040098137
f(z) = -66/137*z^3 + 203/137*z + 1
*
-1 | 0.091379621825382713074409263650344138019 | 0.017166907855426109962627956429394206059
f(z) = -66/139*z^3 + 205/139*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015540822054534974199679815277022409758
f(z) = -65/136*z^3 + 201/136*z + 1
*
-1 | 0.091111300152181725426519916274771978590 | 0.017164036432598819686801128650417148792
f(z) = -65/137*z^3 + 202/137*z + 1
*
-1 | 0.058065944548660113711914112192692505603 | 0.010928607845753430434512341689820320079
f(z) = -65/138*z^3 + 203/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017182603441742573271889221707931003896
f(z) = -65/139*z^3 + 204/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017179996146789736075761465335749027862
f(z) = -64/137*z^3 + 201/137*z + 1
*
-1 | 0.091379657630203358217928446332246866399 | 0.017198591206637779583865904044194367874
f(z) = -64/139*z^3 + 203/139*z + 1
*
-1 | 0.091111199943620991960243172271965304705 | 0.017196251874013697053148568085093589459
f(z) = -63/137*z^3 + 200/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017214494844441355583606947729688759528
f(z) = -63/139*z^3 + 202/139*z + 1
*
-1 | 0.091379335496231581042514392805953407655 | 0.017230639588036613049199271415705013300
f(z) = -62/139*z^3 + 201/139*z + 1
*
-1 | 0.091379303058323279985181384887542956401 | 0.017246853432235748735942430380213709439
f(z) = -61/139*z^3 + 200/139*z + 1
*
35/16 | 0.21621576441993335973404052969093515148 | 0.025118155407703697923656838299233357389
f(z) = -64/125*z^3 + 219/140*z + 1
*
[ 6/5 ] 
f(z) = -65/136*z^3 + 218/255*z + 1
*
[ 6/5 ] 
f(z) = -62/135*z^3 + 207/250*z + 1
*
[ 12/11 ] 
f(z) = -77/128*z^3 + 211/264*z + 1
*
[ 10/9 ] 
f(z) = -69/125*z^3 + 211/270*z + 1
*
[ 11/10 ] 
f(z) = -68/121*z^3 + 212/275*z + 1
*
[ 10/9 ] 
f(z) = -66/125*z^3 + 203/270*z + 1
*
[ 11/10 ] 
f(z) = -64/121*z^3 + 201/275*z + 1
*
[ 11/2 ] 
f(z) = -80/121*z^3 + 229/11*z + 1
*
[ -11/2 ] 
f(z) = -80/121*z^3 + 233/11*z + 1
*
[ -11/2 ] 
f(z) = -76/121*z^3 + 222/11*z + 1
*
[ 16/3 ] 
f(z) = -63/128*z^3 + 237/16*z + 1
*
[ 10/3 ] 
f(z) = -78/125*z^3 + 229/30*z + 1
*
[ -10/3 ] 
f(z) = -69/125*z^3 + 223/30*z + 1
*
[ -5/22 ] 
f(z) = -77/125*z^3 + 239/44*z + 1
*
20/7 | 0.090357281277422277033473897344255932228 | 0.010987521606434210500275842836269382740
f(z) = -77/128*z^3 + 233/56*z + 1
*
[ 11/4 ] 
f(z) = -76/121*z^3 + 237/44*z + 1
*
[ -11/5 ] 
f(z) = -70/121*z^3 + 234/55*z + 1
*
[ 3 ] 
f(z) = -67/126*z^3 + 229/42*z + 1
*
[ -11/5 ] 
f(z) = -65/121*z^3 + 223/55*z + 1
*
[ 3 ] 
f(z) = -65/126*z^3 + 223/42*z + 1
*
[ -3 ] 
f(z) = -61/126*z^3 + 239/42*z + 1
*
[ -2/5 ] 
f(z) = -75/124*z^3 + 223/62*z + 1
*
[ -2 ] 
f(z) = -73/124*z^3 + 239/62*z + 1
*
[ -2 ] 
f(z) = -71/124*z^3 + 235/62*z + 1
*
[ -11/7 ] 
f(z) = -70/121*z^3 + 236/77*z + 1
*
[ -2 ] 
f(z) = -69/124*z^3 + 231/62*z + 1
*
[ -2 ] 
f(z) = -67/124*z^3 + 227/62*z + 1
*
[ -2 ] 
f(z) = -67/132*z^3 + 233/66*z + 1
*
[ -2 ] 
f(z) = -65/124*z^3 + 223/62*z + 1
*
[ -2 ] 
f(z) = -65/132*z^3 + 229/66*z + 1
*
[ -11/7 ] 
f(z) = -63/121*z^3 + 225/77*z + 1
*
[ -11/21 ] 
f(z) = -63/121*z^3 + 235/77*z + 1
*
-5/2 | 0.21631194592705084776532120395630435284 | 0.024949721413638310351866358159971022670
f(z) = -63/125*z^3 + 233/60*z + 1
*
[ -2 ] 
f(z) = -61/132*z^3 + 221/66*z + 1
*
[ -5/4 ] 
f(z) = -79/125*z^3 + 223/80*z + 1
*
[ -5/4 ] 
f(z) = -77/125*z^3 + 221/80*z + 1
*
[ -8/11 ] 
f(z) = -77/128*z^3 + 237/88*z + 1
*
[ -5/8 ] 
f(z) = -76/125*z^3 + 227/80*z + 1
*
-35/18 | 0.25120090141323126898878030185914623343 | 0.029121205118338905262943877120032007831
f(z) = -72/125*z^3 + 223/90*z + 1
*
10/23 | 0.28338393309976300983080339219512332475 | 0.027545364332754302564784720678835115412
f(z) = -69/125*z^3 + 235/92*z + 1
*
[ 11/6 ] 
f(z) = -68/121*z^3 + 232/99*z + 1
*
[ 15/8 ] 
f(z) = -66/125*z^3 + 223/96*z + 1
*
[ 11/6 ] 
f(z) = -64/121*z^3 + 221/99*z + 1
*
[ -10/9 ] 
f(z) = -63/125*z^3 + 227/90*z + 1
*
[ -5/6 ] 
f(z) = -62/125*z^3 + 229/90*z + 1
*
[ -5/9 ] 
f(z) = -61/125*z^3 + 239/81*z + 1
*
15/11 | 0.13481648137763734987287508261597946392 | 0.015581040983412651075564839167243848285
f(z) = -66/125*z^3 + 229/110*z + 1
*
-4/13 | 0.24009524115923863980405493927130987322 | 0.029105797027254121676986901961247334389
f(z) = -65/128*z^3 + 239/104*z + 1
*
-16/7 | 0.19298576463863485693805267039669129171 | 0.025746739339654462479931745148576405428
f(z) = -63/128*z^3 + 225/112*z + 1
*
[ 3/2 ] 
f(z) = -80/123*z^3 + 221/123*z + 1
*
[ 3/2 ] 
f(z) = -80/129*z^3 + 223/129*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.010602780565997406647644586309174588161
f(z) = -77/138*z^3 + 239/138*z + 1
*
-2 | 0.077655558807476501516518260496900656718 | 0.014179873210347200275723088479909120416
f(z) = -75/122*z^3 + 239/122*z + 1
*
-4/3 | 0.24301444352318218433795284420318053683 | 0.029459680390690172946524211824628232660
f(z) = -75/128*z^3 + 239/120*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014284494769118575954401154615218203765
f(z) = -75/134*z^3 + 233/134*z + 1
*
-2 | 0.076127841390178262747188657435287552119 | 0.013987871831851635213628567426581786373
f(z) = -73/122*z^3 + 231/122*z + 1
*
-2 | 0.063163070248554464346276862168833027967 | 0.011624273418338113521173517069944881844
f(z) = -73/126*z^3 + 229/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.014249618468728190756932774081967059322
f(z) = -73/130*z^3 + 227/130*z + 1
*
-2 | 0.077866185441001780340504181007564891796 | 0.014376798740530968695351428904046561390
f(z) = -73/134*z^3 + 225/134*z + 1
*
-2 | 0.058065474835909261697271592335205496515 | 0.010738603708206152470972925799504925519
f(z) = -73/138*z^3 + 223/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014079069269105880756500579538283707374
f(z) = -71/122*z^3 + 223/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.011700574060638305656290626933723142253
f(z) = -71/126*z^3 + 221/126*z + 1
*
[ 5/3 ] 
f(z) = -63/130*z^3 + 227/130*z + 1
*
[ 15/11 ] 
f(z) = -77/125*z^3 + 233/165*z + 1
*
28/15 | 0.21621419520198485866000195693549896813 | 0.026347307873973361630818862857925110852
f(z) = -75/128*z^3 + 229/168*z + 1
*
[ 11/8 ] 
f(z) = -68/121*z^3 + 235/176*z + 1
*
[ 3/2 ] 
f(z) = -61/126*z^3 + 239/168*z + 1
*
5/3 | 0.23191143749951184031408379580226269214 | 0.026709575789591352196818352757817131224
f(z) = -78/125*z^3 + 236/195*z + 1
*
[ 4/3 ] 
f(z) = -69/136*z^3 + 235/204*z + 1
*
[ 6/5 ] 
f(z) = -74/135*z^3 + 239/250*z + 1
*
[ 6/5 ] 
f(z) = -71/135*z^3 + 231/250*z + 1
*
[ 6/5 ] 
f(z) = -68/135*z^3 + 223/250*z + 1
*
[ 11/10 ] 
f(z) = -76/121*z^3 + 234/275*z + 1
*
[ 11/10 ] 
f(z) = -72/121*z^3 + 223/275*z + 1
*
[ 40/37 ] 
f(z) = -74/125*z^3 + 227/296*z + 1
*
[ -16/3 ] 
f(z) = -63/128*z^3 + 243/16*z + 1
*
[ 8 ] 
f(z) = -63/128*z^3 + 259/8*z + 1
*
[ 8 ] 
f(z) = -61/128*z^3 + 251/8*z + 1
*
[ -8 ] 
f(z) = -61/128*z^3 + 253/8*z + 1
*
[ -15/4 ] 
f(z) = -78/125*z^3 + 241/24*z + 1
*
[ -10/3 ] 
f(z) = -78/125*z^3 + 247/30*z + 1
*
5/16 | 0.18428421756581386877952426627025429027 | 0.021017932062401820317284216963586034468
f(z) = -64/125*z^3 + 257/20*z + 1
*
[ -11/5 ] 
f(z) = -80/121*z^3 + 256/55*z + 1
*
[ -5/18 ] 
f(z) = -78/125*z^3 + 251/54*z + 1
*
[ 3 ] 
f(z) = -73/126*z^3 + 247/42*z + 1
*
[ 3 ] 
f(z) = -71/126*z^3 + 241/42*z + 1
*
[ -11/4 ] 
f(z) = -68/121*z^3 + 247/44*z + 1
*
[ -3 ] 
f(z) = -67/126*z^3 + 257/42*z + 1
*
[ -3 ] 
f(z) = -65/126*z^3 + 251/42*z + 1
*
[ -2 ] 
f(z) = -79/124*z^3 + 251/62*z + 1
*
[ -2 ] 
f(z) = -79/132*z^3 + 257/66*z + 1
*
[ -11/6 ] 
f(z) = -78/121*z^3 + 245/66*z + 1
*
[ -2 ] 
f(z) = -77/124*z^3 + 247/62*z + 1
*
[ -2 ] 
f(z) = -75/124*z^3 + 243/62*z + 1
*
[ -2 ] 
f(z) = -73/132*z^3 + 245/66*z + 1
*
[ -2 ] 
f(z) = -71/132*z^3 + 241/66*z + 1
*
-15/16 | 0.19518931880558032597774372622842510861 | 0.022321818412085114157437704594555225463
f(z) = -64/125*z^3 + 251/60*z + 1
*
3 | 0.21787817810376090857824828552465293773 | 0.028212776933796964304757777300603329714
f(z) = -64/135*z^3 + 251/60*z + 1
*
[ -4/9 ] 
f(z) = -63/128*z^3 + 241/72*z + 1
*
[ -5/12 ] 
f(z) = -62/125*z^3 + 251/72*z + 1
*
-4/3 | 0.24689012548014357195625800424339025045 | 0.029640745791013139730133596632136450044
f(z) = -61/128*z^3 + 259/72*z + 1
*
[ 11/6 ] 
f(z) = -76/121*z^3 + 254/99*z + 1
*
[ -5/9 ] 
f(z) = -76/125*z^3 + 242/81*z + 1
*
[ -6/5 ] 
f(z) = -75/128*z^3 + 257/96*z + 1
*
[ -11/8 ] 
f(z) = -72/121*z^3 + 251/88*z + 1
*
[ -15/16 ] 
f(z) = -72/125*z^3 + 247/96*z + 1
*
[ -5/9 ] 
f(z) = -71/125*z^3 + 241/81*z + 1
*
[ -11/12 ] 
f(z) = -64/121*z^3 + 251/99*z + 1
*
[ -15/32 ] 
f(z) = -64/135*z^3 + 259/80*z + 1
*
[ -11/9 ] 
f(z) = -63/121*z^3 + 257/99*z + 1
*
-2 | 0.079788609489756122228130143295058623922 | 0.014398992005978474971596509355497584682
f(z) = -79/122*z^3 + 255/122*z + 1
*
-2 | 0.065616067667428728181416274755095323764 | 0.011858205138297259871846756517630557867
f(z) = -79/126*z^3 + 253/126*z + 1
*
-2 | 0.078049468331056290369753254907468278388 | 0.014125442600063159211237899694351642606
f(z) = -79/130*z^3 + 251/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014112431877173127258914702682364899428
f(z) = -79/134*z^3 + 249/134*z + 1
*
-2 | 0.058066172009319138861323936818508293766 | 0.010539495214610077217206858929376000552
f(z) = -79/138*z^3 + 247/138*z + 1
*
-2 | 0.078850608965195968079444412946659453314 | 0.014312044123115218128469846866536406591
f(z) = -77/122*z^3 + 247/122*z + 1
*
-2 | 0.077303944068829551850365188666078461708 | 0.014073016452883140963681878681777816418
f(z) = -77/130*z^3 + 243/130*z + 1
*
-2 | 0.077866152866559323885902551820569691437 | 0.014196724839729564136267568463152123072
f(z) = -77/134*z^3 + 241/134*z + 1
*
4/3 | 0.17916825889162804359989807906789599947 | 0.021591631640713372204697931281459878468
f(z) = -75/128*z^3 + 251/120*z + 1
*
[ 8/5 ] 
f(z) = -75/136*z^3 + 243/136*z + 1
*
-5/8 | 0.22147359314564604046994296756017217325 | 0.025237131517693730591677901053846899249
f(z) = -72/125*z^3 + 259/120*z + 1
*
[ 7/4 ] 
f(z) = -64/133*z^3 + 253/133*z + 1
*
-5/3 | 0.14581028067231901703080874943269219254 | 0.026350988118468796998198602452384993994
f(z) = -63/130*z^3 + 253/130*z + 1
*
[ 11/8 ] 
f(z) = -76/121*z^3 + 257/176*z + 1
*
[ 3/2 ] 
f(z) = -67/126*z^3 + 257/168*z + 1
*
[ 3/2 ] 
f(z) = -65/126*z^3 + 251/168*z + 1
*
-2/5 | 0.17100105367765738478130208646789129423 | 0.024712263939837108026104978547411037281
f(z) = -65/128*z^3 + 253/160*z + 1
*
[ 4/3 ] 
f(z) = -75/136*z^3 + 251/204*z + 1
*
[ 6/5 ] 
f(z) = -77/135*z^3 + 247/250*z + 1
*
45/32 | 0.24571098701881739989260227797626578730 | 0.027999006141821554868864148225270891794
f(z) = -64/125*z^3 + 259/240*z + 1
*
[ 40/33 ] 
f(z) = -66/125*z^3 + 251/264*z + 1
*
[ 8 ] 
f(z) = -67/128*z^3 + 275/8*z + 1
*
[ -8 ] 
f(z) = -67/128*z^3 + 277/8*z + 1
*
[ 8 ] 
f(z) = -65/128*z^3 + 267/8*z + 1
*
[ -8 ] 
f(z) = -65/128*z^3 + 269/8*z + 1
*
[ -8 ] 
f(z) = -63/128*z^3 + 261/8*z + 1
*
[ 15/2 ] 
f(z) = -62/135*z^3 + 267/10*z + 1
*
[ 25/6 ] 
f(z) = -72/125*z^3 + 269/25*z + 1
*
[ 11/3 ] 
f(z) = -69/121*z^3 + 277/33*z + 1
*
140/33 | 0.29561451472466564405397366825617212144 | 0.028311656488639227828974137597638774167
f(z) = -66/125*z^3 + 274/33*z + 1
*
5/16 | 0.19403159131423233395854871559493518164 | 0.021942093390724141323308243690244394144
f(z) = -64/125*z^3 + 277/20*z + 1
*
[ 3 ] 
f(z) = -79/126*z^3 + 265/42*z + 1
*
[ -11/4 ] 
f(z) = -76/121*z^3 + 269/44*z + 1
*
[ -3 ] 
f(z) = -73/126*z^3 + 275/42*z + 1
*
[ -3 ] 
f(z) = -71/126*z^3 + 269/42*z + 1
*
-4/5 | 0.23497686763248698996875991479413267286 | 0.028158671219444694146667310474349174276
f(z) = -65/128*z^3 + 263/40*z + 1
*
[ -5/24 ] 
f(z) = -64/125*z^3 + 262/45*z + 1
*
-15/16 | 0.13082318380252810513973412649495034842 | 0.014830888018460650537008425259379361685
f(z) = -64/125*z^3 + 271/60*z + 1
*
[ -11/12 ] 
f(z) = -80/121*z^3 + 262/99*z + 1
*
[ 11/6 ] 
f(z) = -80/121*z^3 + 265/99*z + 1
*
[ -2/3 ] 
f(z) = -75/128*z^3 + 265/96*z + 1
*
[ -11/9 ] 
f(z) = -72/121*z^3 + 268/99*z + 1
*
[ -10/7 ] 
f(z) = -69/125*z^3 + 277/98*z + 1
*
[ -2/3 ] 
f(z) = -69/128*z^3 + 263/96*z + 1
*
[ -10/7 ] 
f(z) = -64/125*z^3 + 269/98*z + 1
*
[ -5/12 ] 
f(z) = -63/125*z^3 + 279/80*z + 1
*
-2/7 | 0.085194956115321172400181242249226876895 | 0.011106935664526509472796168444051190159
f(z) = -77/120*z^3 + 268/105*z + 1
*
15/22 | 0.22263287634941019941930788147893478634 | 0.025260188749990032316397045208243747204
f(z) = -66/125*z^3 + 269/110*z + 1
*
-1/3 | 0.14360263001071967361514848033678591983 | 0.025701850551222150388722943200305104137
f(z) = -63/130*z^3 + 267/130*z + 1
*
[ 35/22 ] 
f(z) = -66/125*z^3 + 263/154*z + 1
*
-10/11 | 0.16324263236739826695253933171513097353 | 0.021271746086098946416924708385764224245
f(z) = -77/120*z^3 + 269/165*z + 1
*
[ 16/11 ] 
f(z) = -77/128*z^3 + 279/176*z + 1
*
-3/8 | 0.20495462271981537942394987881256597757 | 0.022958833406798437523409755459331127858
f(z) = -74/135*z^3 + 279/160*z + 1
*
[ 3/2 ] 
f(z) = -73/126*z^3 + 275/168*z + 1
*
[ 3/2 ] 
f(z) = -71/126*z^3 + 269/168*z + 1
*
[ 35/23 ] 
f(z) = -69/125*z^3 + 261/161*z + 1
*
0 | 0.15520006754599354460069829597162802777 | 0.027722109673519626842407603441036488681
f(z) = -64/135*z^3 + 263/270*z + 1
*
[ 8 ] 
f(z) = -73/128*z^3 + 299/8*z + 1
*
[ 8 ] 
f(z) = -71/128*z^3 + 291/8*z + 1
*
[ -8 ] 
f(z) = -71/128*z^3 + 293/8*z + 1
*
[ 8 ] 
f(z) = -69/128*z^3 + 283/8*z + 1
*
[ -8 ] 
f(z) = -69/128*z^3 + 285/8*z + 1
*
6 | 0.21857261910647705957649407217110032459 | 0.028094581844541256249505937062292379203
f(z) = -67/120*z^3 + 299/15*z + 1
*
[ 6 ] 
f(z) = -61/120*z^3 + 287/15*z + 1
*
[ -6 ] 
f(z) = -61/120*z^3 + 292/15*z + 1
*
[ 22/5 ] 
f(z) = -75/121*z^3 + 281/22*z + 1
*
[ -22/5 ] 
f(z) = -75/121*z^3 + 291/22*z + 1
*
[ 11/3 ] 
f(z) = -75/121*z^3 + 299/33*z + 1
*
[ -25/6 ] 
f(z) = -72/125*z^3 + 281/25*z + 1
*
[ -15/4 ] 
f(z) = -72/125*z^3 + 281/30*z + 1
*
[ -55/12 ] 
f(z) = -72/125*z^3 + 293/22*z + 1
*
[ -11/3 ] 
f(z) = -69/121*z^3 + 295/33*z + 1
*
[ -3 ] 
f(z) = -79/126*z^3 + 293/42*z + 1
*
-5/4 | 0.29615817005573703148510219761525909445 | 0.028219675575638012290494486733671284320
f(z) = -76/125*z^3 + 289/76*z + 1
*
35/12 | 0.25683935617387224088989978917510365030 | 0.028906090231441517578143832747994562881
f(z) = -72/125*z^3 + 289/70*z + 1
*
5/8 | 0.29271969989029367821549621174949567708 | 0.027855553144703823736411792754308244285
f(z) = -72/125*z^3 + 293/72*z + 1
*
[ -10/33 ] 
f(z) = -66/125*z^3 + 287/66*z + 1
*
10/21 | 0.24625445436959225767104720724783708610 | 0.027802647174056663991080159488207010632
f(z) = -63/125*z^3 + 281/70*z + 1
*
-55/21 | 0.23899315559926276184632018681801267934 | 0.026876721171617683016670143134562782975
f(z) = -63/125*z^3 + 291/70*z + 1
*
-5/2 | 0.29737682418338199194923957392935791353 | 0.028244247199179584875660261706444834587
f(z) = -62/125*z^3 + 299/62*z + 1
*
[ 8/3 ] 
f(z) = -61/128*z^3 + 289/72*z + 1
*
[ -10/7 ] 
f(z) = -79/125*z^3 + 293/98*z + 1
*
24/11 | 0.22779512965430297257586263663562894021 | 0.027037747578153624874213137608959930271
f(z) = -77/128*z^3 + 285/88*z + 1
*
[ -15/8 ] 
f(z) = -76/135*z^3 + 281/80*z + 1
*
[ -10/7 ] 
f(z) = -74/125*z^3 + 285/98*z + 1
*
[ -11/18 ] 
f(z) = -72/121*z^3 + 283/99*z + 1
*
[ -11/24 ] 
f(z) = -72/121*z^3 + 291/88*z + 1
*
[ -15/34 ] 
f(z) = -68/135*z^3 + 286/85*z + 1
*
[ -3/8 ] 
f(z) = -68/135*z^3 + 299/80*z + 1
*
[ -15/31 ] 
f(z) = -62/125*z^3 + 296/93*z + 1
*
[ -10/11 ] 
f(z) = -77/125*z^3 + 287/110*z + 1
*
-16/7 | 0.20455267453242501375852344573494521786 | 0.026407972413689096843858411407385472643
f(z) = -77/128*z^3 + 289/112*z + 1
*
[ -11/10 ] 
f(z) = -70/121*z^3 + 287/110*z + 1
*
[ -8/13 ] 
f(z) = -65/128*z^3 + 293/104*z + 1
*
[ -35/32 ] 
f(z) = -64/125*z^3 + 283/112*z + 1
*
[ -25/16 ] 
f(z) = -64/125*z^3 + 289/100*z + 1
*
[ 15/7 ] 
f(z) = -63/125*z^3 + 299/105*z + 1
*
[ -16/21 ] 
f(z) = -63/128*z^3 + 291/112*z + 1
*
[ 15/8 ] 
f(z) = -72/125*z^3 + 299/120*z + 1
*
[ 12/7 ] 
f(z) = -77/135*z^3 + 293/140*z + 1
*
35/16 | 0.24626748037735999554654918594080433821 | 0.027610568629870246676472106429850165241
f(z) = -64/125*z^3 + 299/140*z + 1
*
[ 16/9 ] 
f(z) = -63/128*z^3 + 287/144*z + 1
*
[ 3/2 ] 
f(z) = -79/126*z^3 + 293/168*z + 1
*
[ 4/3 ] 
f(z) = -63/122*z^3 + 285/244*z + 1
*
0 | 0.16918898258611526262872856098739035740 | 0.029894781207189738606793080198856617274
f(z) = -76/135*z^3 + 287/270*z + 1
*
0 | 0.15234841559144725136442765881729590508 | 0.026986068304893099216668419728769116558
f(z) = -74/135*z^3 + 283/270*z + 1
*
[ 4/3 ] 
f(z) = -63/130*z^3 + 289/260*z + 1
*
[ 4/3 ] 
f(z) = -63/134*z^3 + 291/268*z + 1
*
[ 3/5 ] 
f(z) = -70/153*z^3 - 128/255*z + 1
*
[ 3/5 ] 
f(z) = -65/144*z^3 - 121/240*z + 1
*
[ 3/5 ] 
f(z) = -65/153*z^3 - 131/255*z + 1
*
[ 7/12 ] 
f(z) = -64/147*z^3 - 107/189*z + 1
*
[ 2/3 ] 
f(z) = -72/145*z^3 - 81/290*z + 1
*
[ 2/3 ] 
f(z) = -72/149*z^3 - 85/298*z + 1
*
[ 2/3 ] 
f(z) = -63/143*z^3 - 87/286*z + 1
*
[ 2/3 ] 
f(z) = -63/145*z^3 - 89/290*z + 1
*
[ 2/3 ] 
f(z) = -63/149*z^3 - 93/298*z + 1
*
[ 5/8 ] 
f(z) = -64/145*z^3 - 62/145*z + 1
*
[ 5/8 ] 
f(z) = -64/155*z^3 - 68/155*z + 1
*
[ 2/3 ] 
f(z) = -75/148*z^3 - 61/222*z + 1
*
[ 2/3 ] 
f(z) = -69/148*z^3 - 65/222*z + 1
*
[ 2/3 ] 
f(z) = -72/143*z^3 - 79/286*z + 1
*
[ 2/3 ] 
f(z) = -63/142*z^3 - 43/142*z + 1
*
[ 2/3 ] 
f(z) = -63/146*z^3 - 45/146*z + 1
*
[ 2/3 ] 
f(z) = -63/158*z^3 - 51/158*z + 1
*
[ 2/3 ] 
f(z) = -79/152*z^3 - 46/171*z + 1
*
[ 2/3 ] 
f(z) = -77/152*z^3 - 47/171*z + 1
*
[ 2/3 ] 
f(z) = -73/152*z^3 - 49/171*z + 1
*
[ 2/3 ] 
f(z) = -71/152*z^3 - 50/171*z + 1
*
[ 2/3 ] 
f(z) = -67/152*z^3 - 52/171*z + 1
*
[ 2/3 ] 
f(z) = -65/152*z^3 - 53/171*z + 1
*
[ 2/3 ] 
f(z) = -61/152*z^3 - 55/171*z + 1
*
[ 2/3 ] 
f(z) = -69/140*z^3 - 59/210*z + 1
*
[ 2/3 ] 
f(z) = -63/148*z^3 - 23/74*z + 1
*
[ 5/7 ] 
f(z) = -77/150*z^3 - 29/210*z + 1
*
[ 2/3 ] 
f(z) = -63/152*z^3 - 6/19*z + 1
*
[ 3/4 ] 
f(z) = -80/153*z^3 - 2/51*z + 1
*
[ 2/3 ] 
f(z) = -75/152*z^3 - 16/57*z + 1
*
[ 2/3 ] 
f(z) = -69/152*z^3 - 17/57*z + 1
*
[ 3/4 ] 
f(z) = -64/153*z^3 - 5/51*z + 1
*
[ 7/10 ] 
f(z) = -80/147*z^3 - 17/105*z + 1
*
[ 3/4 ] 
f(z) = -80/141*z^3 - 2/141*z + 1
*
[ 3/4 ] 
f(z) = -80/147*z^3 - 4/147*z + 1
*
[ 3/4 ] 
f(z) = -80/159*z^3 - 8/159*z + 1
*
[ 3/4 ] 
f(z) = -64/141*z^3 - 11/141*z + 1
*
[ 3/4 ] 
f(z) = -64/147*z^3 - 13/147*z + 1
*
[ 3/4 ] 
f(z) = -64/159*z^3 - 17/159*z + 1
*
[ 3/4 ] 
f(z) = -76/153*z^3 - 11/204*z + 1
*
[ 7/8 ] 
f(z) = -64/147*z^3 + 4/21*z + 1
*
[ 4/5 ] 
f(z) = -75/152*z^3 + 5/76*z + 1
*
[ 6/7 ] 
f(z) = -77/144*z^3 + 19/84*z + 1
*
[ 4/5 ] 
f(z) = -75/148*z^3 + 11/148*z + 1
*
[ 5/6 ] 
f(z) = -72/155*z^3 + 19/155*z + 1
*
[ 4/5 ] 
f(z) = -65/144*z^3 + 7/180*z + 1
*
-2 | 0.093035543244615975198192232757641186941 | 0.016975309730472927726085810018077299505
f(z) = -79/152*z^3 + 30/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017080835390389726713422073684402609859
f(z) = -77/152*z^3 + 29/19*z + 1
*
-2 | 0.093035259555780356241257040324462620017 | 0.017191674892316564973810430272862863212
f(z) = -75/152*z^3 + 28/19*z + 1
*
-2 | 0.093035142436378085278875804065050048018 | 0.017307967212150501704978545798262288687
f(z) = -73/152*z^3 + 27/19*z + 1
*
-2 | 0.093035247537711060705762385261865928330 | 0.017430366987267882505913937173959253206
f(z) = -71/152*z^3 + 26/19*z + 1
*
-2 | 0.093035184716255541097872396087984219200 | 0.017559383155046804551015374786528275063
f(z) = -69/152*z^3 + 25/19*z + 1
*
-2 | 0.093035182577964989749687237583025597686 | 0.017695723152311958928973118282508508747
f(z) = -67/152*z^3 + 24/19*z + 1
*
-2 | 0.093035106156862286541001054198498069548 | 0.017840125071745520820248898000187369686
f(z) = -65/152*z^3 + 23/19*z + 1
*
-2 | 0.093035030566443109359607115068998528755 | 0.017993485843051454183090548273565552474
f(z) = -63/152*z^3 + 22/19*z + 1
*
-2 | 0.093034966591170527939772992712731088068 | 0.018156834623573106568976852816531169156
f(z) = -61/152*z^3 + 21/19*z + 1
*
[ 7/4 ] 
f(z) = -64/147*z^3 + 37/21*z + 1
*
-6/5 | 0.15757735292638808219016256230182054132 | 0.023950651502520277497141957918305478214
f(z) = -65/144*z^3 + 29/60*z + 1
*
[ 7/8 ] 
f(z) = -80/147*z^3 + 23/84*z + 1
*
[ 5/6 ] 
f(z) = -72/145*z^3 + 21/145*z + 1
*
[ 4/5 ] 
f(z) = -75/142*z^3 + 25/284*z + 1
*
[ 4/5 ] 
f(z) = -75/146*z^3 + 23/292*z + 1
*
[ 2 ] 
f(z) = -79/152*z^3 + 49/19*z + 1
*
[ 2 ] 
f(z) = -77/152*z^3 + 48/19*z + 1
*
[ 2 ] 
f(z) = -75/152*z^3 + 47/19*z + 1
*
[ 2 ] 
f(z) = -73/152*z^3 + 46/19*z + 1
*
[ 2 ] 
f(z) = -71/152*z^3 + 45/19*z + 1
*
[ 2 ] 
f(z) = -69/152*z^3 + 44/19*z + 1
*
[ 2 ] 
f(z) = -67/152*z^3 + 43/19*z + 1
*
[ 2 ] 
f(z) = -65/152*z^3 + 42/19*z + 1
*
[ 2 ] 
f(z) = -63/152*z^3 + 41/19*z + 1
*
[ -2/3 ] 
f(z) = -63/152*z^3 + 51/19*z + 1
*
[ 2 ] 
f(z) = -61/152*z^3 + 40/19*z + 1
*
[ -2 ] 
f(z) = -61/152*z^3 + 59/19*z + 1
*
[ 7/4 ] 
f(z) = -80/147*z^3 + 44/21*z + 1
*
-2 | 0.078470931412324282258441362268986710582 | 0.014361886348724541924586225246320241868
f(z) = -77/144*z^3 + 59/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014548736313824892296320439376037334072
f(z) = -73/144*z^3 + 55/36*z + 1
*
-2 | 0.078470970243647023599355260423429569517 | 0.014649436454461261585354564442227051311
f(z) = -71/144*z^3 + 53/36*z + 1
*
-2 | 0.078470922716017587829983824721801192800 | 0.014867225852849824595444843447883512824
f(z) = -67/144*z^3 + 49/36*z + 1
*
-2 | 0.078470863365542118047789953647181273319 | 0.014985531000353878933666992987733978220
f(z) = -65/144*z^3 + 47/36*z + 1
*
[ -7/8 ] 
f(z) = -64/147*z^3 + 52/21*z + 1
*
-2 | 0.078470721094430445786782856440034602546 | 0.015244449789678570162504015268663918418
f(z) = -61/144*z^3 + 43/36*z + 1
*
[ 6/5 ] 
f(z) = -75/152*z^3 + 50/57*z + 1
*
[ 6/5 ] 
f(z) = -65/144*z^3 + 49/60*z + 1
*
[ 12/13 ] 
f(z) = -65/144*z^3 + 47/156*z + 1
*
[ -2 ] 
f(z) = -79/152*z^3 + 68/19*z + 1
*
[ -2 ] 
f(z) = -77/152*z^3 + 67/19*z + 1
*
[ -2 ] 
f(z) = -75/152*z^3 + 66/19*z + 1
*
[ -2/5 ] 
f(z) = -75/152*z^3 + 68/19*z + 1
*
[ -2 ] 
f(z) = -73/152*z^3 + 65/19*z + 1
*
[ -2 ] 
f(z) = -71/152*z^3 + 64/19*z + 1
*
[ -2 ] 
f(z) = -69/152*z^3 + 63/19*z + 1
*
[ -2 ] 
f(z) = -67/152*z^3 + 62/19*z + 1
*
[ -2 ] 
f(z) = -65/152*z^3 + 61/19*z + 1
*
[ -2 ] 
f(z) = -63/152*z^3 + 60/19*z + 1
*
[ -7/4 ] 
f(z) = -80/147*z^3 + 68/21*z + 1
*
-2 | 0.078471327833022300332244778296864433591 | 0.014274863823880318597954009850152131958
f(z) = -79/144*z^3 + 61/36*z + 1
*
[ -7/4 ] 
f(z) = -64/147*z^3 + 61/21*z + 1
*
[ 21/8 ] 
f(z) = -64/147*z^3 + 76/21*z + 1
*
[ 2 ] 
f(z) = -61/144*z^3 + 79/36*z + 1
*
[ 3/2 ] 
f(z) = -80/153*z^3 + 77/51*z + 1
*
[ 3/2 ] 
f(z) = -76/153*z^3 + 74/51*z + 1
*
[ 3/2 ] 
f(z) = -64/153*z^3 + 65/51*z + 1
*
[ 4/3 ] 
f(z) = -63/152*z^3 + 75/76*z + 1
*
[ 21/20 ] 
f(z) = -80/147*z^3 + 68/105*z + 1
*
7/4 | 0.072071779877728789911268335848778261145 | 0.010920180916629312017262508522252066013
f(z) = -80/147*z^3 + 73/105*z + 1
*
-12/11 | 0.21781773568605203574263599046912944074 | 0.029563837052780782496654190732658038096
f(z) = -77/144*z^3 + 73/132*z + 1
*
-12/13 | 0.16956839852815549214377070998158734753 | 0.022504809540321360262429910518550416465
f(z) = -65/144*z^3 + 73/156*z + 1
*
[ 2 ] 
f(z) = -79/144*z^3 + 97/36*z + 1
*
[ 2 ] 
f(z) = -77/144*z^3 + 95/36*z + 1
*
[ 2 ] 
f(z) = -73/144*z^3 + 91/36*z + 1
*
[ 2 ] 
f(z) = -71/144*z^3 + 89/36*z + 1
*
[ 2 ] 
f(z) = -67/144*z^3 + 85/36*z + 1
*
[ 2 ] 
f(z) = -65/144*z^3 + 83/36*z + 1
*
[ -21/8 ] 
f(z) = -64/147*z^3 + 92/21*z + 1
*
-2 | 0.091512200979598924202959882854987207183 | 0.017304761739230887026484530490514840651
f(z) = -67/140*z^3 + 99/70*z + 1
*
-2 | 0.092541353107557447250616780934170202350 | 0.017567168726504230707177923152128293352
f(z) = -67/148*z^3 + 97/74*z + 1
*
-2 | 0.073172507484830237559788559958322325909 | 0.013945525402306973437788617890287104707
f(z) = -67/156*z^3 + 95/78*z + 1
*
-2 | 0.092541318458760889368744334505427161490 | 0.017708726472384629420484138058424812833
f(z) = -65/148*z^3 + 93/74*z + 1
*
-2 | 0.092541237074787983032111297997490188555 | 0.017858954581298874910519778437152604256
f(z) = -63/148*z^3 + 89/74*z + 1
*
-2 | 0.091512229208807343122158869647249342640 | 0.017738175673895212018819704241500636429
f(z) = -61/140*z^3 + 87/70*z + 1
*
-2 | 0.092541162787512448277094227495171780751 | 0.018018846323856768849823099048620439349
f(z) = -61/148*z^3 + 85/74*z + 1
*
-2 | 0.073172301382683967866590563940266328914 | 0.014313864667154884894058848611831702393
f(z) = -61/156*z^3 + 83/78*z + 1
*
-12/7 | 0.20944764080192134613232875279279704129 | 0.029668411496192222871312910198719293376
f(z) = -77/144*z^3 + 97/84*z + 1
*
[ 21/16 ] 
f(z) = -64/147*z^3 + 83/84*z + 1
*
[ 12/11 ] 
f(z) = -77/144*z^3 + 95/132*z + 1
*
[ 9/8 ] 
f(z) = -64/153*z^3 + 98/153*z + 1
*
-4/5 | 0.13603452428939111194207807455747215938 | 0.020676292773418766489701103612695887816
f(z) = -65/144*z^3 + 97/180*z + 1
*
[ 11/12 ] 
f(z) = -72/143*z^3 + 95/286*z + 1
*
[ -2 ] 
f(z) = -65/144*z^3 + 119/36*z + 1
*
[ -2 ] 
f(z) = -61/144*z^3 + 115/36*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013371453634814096699509803086799524183
f(z) = -79/156*z^3 + 119/78*z + 1
*
-2 | 0.092541603162534695209603559895417569086 | 0.016963548287196804135130230526443562659
f(z) = -77/148*z^3 + 117/74*z + 1
*
-2 | 0.073172612375423457706099774606396570757 | 0.013455598607279692013340694762596059925
f(z) = -77/156*z^3 + 115/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017072294163785040964526470599932279790
f(z) = -75/148*z^3 + 113/74*z + 1
*
-2 | 0.091512347042471924085552411253785429756 | 0.016938332714354791236643538602841697151
f(z) = -73/140*z^3 + 111/70*z + 1
*
-2 | 0.092541438867891267312944497540621280668 | 0.017186651262329539060253047230956274152
f(z) = -73/148*z^3 + 109/74*z + 1
*
-2 | 0.073172452823869578775522474961554737853 | 0.013636373442413086111578506265293287031
f(z) = -73/156*z^3 + 107/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017054100961093181339379509876672279672
f(z) = -71/140*z^3 + 107/70*z + 1
*
-2 | 0.092541302413117294619142900627369366303 | 0.017306796596383430146042353174291073356
f(z) = -71/148*z^3 + 105/74*z + 1
*
-2 | 0.073171503778854113846479483782210320213 | 0.013733709542179103557424723815000271649
f(z) = -71/156*z^3 + 103/78*z + 1
*
-2 | 0.091512434265071195256842645372447104853 | 0.017176156383128089839345446490464616961
f(z) = -69/140*z^3 + 103/70*z + 1
*
-2 | 0.092541455157577045073152762520993924518 | 0.017433456719389459089825694148814348139
f(z) = -69/148*z^3 + 101/74*z + 1
*
[ -2 ] 
f(z) = -79/144*z^3 + 133/36*z + 1
*
[ -2 ] 
f(z) = -77/144*z^3 + 131/36*z + 1
*
[ -2 ] 
f(z) = -73/144*z^3 + 127/36*z + 1
*
[ -2 ] 
f(z) = -71/144*z^3 + 125/36*z + 1
*
[ 7/2 ] 
f(z) = -68/147*z^3 + 134/21*z + 1
*
[ -2 ] 
f(z) = -67/144*z^3 + 121/36*z + 1
*
[ 7/2 ] 
f(z) = -64/147*z^3 + 127/21*z + 1
*
[ -7/2 ] 
f(z) = -64/147*z^3 + 139/21*z + 1
*
[ -3/4 ] 
f(z) = -80/153*z^3 + 134/51*z + 1
*
[ -3/4 ] 
f(z) = -64/153*z^3 + 131/51*z + 1
*
[ -3/2 ] 
f(z) = -64/153*z^3 + 133/51*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016622413403753166821401827752916411829
f(z) = -79/140*z^3 + 123/70*z + 1
*
-2 | 0.092541678171327171991336625281513592485 | 0.016859669901214960705273415006157920569
f(z) = -79/148*z^3 + 121/74*z + 1
*
-12/5 | 0.13770774906917696645435071868174415070 | 0.018914088221725575239136247161016817423
f(z) = -65/144*z^3 + 121/60*z + 1
*
[ 3/2 ] 
f(z) = -70/153*z^3 + 139/102*z + 1
*
[ 7/5 ] 
f(z) = -65/147*z^3 + 121/105*z + 1
*
[ 3/2 ] 
f(z) = -62/153*z^3 + 127/102*z + 1
*
-6/11 | 0.21781792043404348301085325078283901506 | 0.029563862128147110094216930955989453927
f(z) = -77/144*z^3 + 131/132*z + 1
*
[ 5/4 ] 
f(z) = -64/145*z^3 + 129/145*z + 1
*
[ 5/4 ] 
f(z) = -64/155*z^3 + 131/155*z + 1
*
[ 7/6 ] 
f(z) = -64/147*z^3 + 139/189*z + 1
*
-5/7 | 0.17927300162043581058644505121863140144 | 0.025770406171488846906536430501029352422
f(z) = -77/150*z^3 + 139/210*z + 1
*
[ 7/2 ] 
f(z) = -80/147*z^3 + 155/21*z + 1
*
[ 7/2 ] 
f(z) = -76/147*z^3 + 148/21*z + 1
*
[ -7/2 ] 
f(z) = -68/147*z^3 + 146/21*z + 1
*
[ -3/2 ] 
f(z) = -80/153*z^3 + 145/51*z + 1
*
[ -3/2 ] 
f(z) = -76/153*z^3 + 142/51*z + 1
*
[ -6/5 ] 
f(z) = -75/152*z^3 + 145/57*z + 1
*
-38/15 | 0.20255903480927223220853402530851577749 | 0.028678699355223404782577400166273352272
f(z) = -75/152*z^3 + 146/57*z + 1
*
[ -2/3 ] 
f(z) = -75/152*z^3 + 155/57*z + 1
*
[ -2/3 ] 
f(z) = -69/152*z^3 + 154/57*z + 1
*
[ -6/5 ] 
f(z) = -65/144*z^3 + 149/60*z + 1
*
[ 2 ] 
f(z) = -61/140*z^3 + 157/70*z + 1
*
[ 2 ] 
f(z) = -61/148*z^3 + 159/74*z + 1
*
[ 7/4 ] 
f(z) = -68/147*z^3 + 155/84*z + 1
*
-2/5 | 0.21202292191340476728047589699592875671 | 0.029932417435603985253221424988723958164
f(z) = -65/152*z^3 + 149/95*z + 1
*
[ 7/5 ] 
f(z) = -80/147*z^3 + 142/105*z + 1
*
[ 3/2 ] 
f(z) = -74/153*z^3 + 145/102*z + 1
*
[ 4/3 ] 
f(z) = -63/148*z^3 + 149/148*z + 1
*
[ 7/6 ] 
f(z) = -68/147*z^3 + 146/189*z + 1
*
-10/7 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = -77/150*z^3 + 157/210*z + 1
*
[ -7/2 ] 
f(z) = -80/147*z^3 + 167/21*z + 1
*
[ -7/2 ] 
f(z) = -76/147*z^3 + 160/21*z + 1
*
[ 2 ] 
f(z) = -71/140*z^3 + 177/70*z + 1
*
[ 2 ] 
f(z) = -71/148*z^3 + 179/74*z + 1
*
[ 2 ] 
f(z) = -69/140*z^3 + 173/70*z + 1
*
[ 2 ] 
f(z) = -69/148*z^3 + 175/74*z + 1
*
[ 2 ] 
f(z) = -67/140*z^3 + 169/70*z + 1
*
[ 2 ] 
f(z) = -67/148*z^3 + 171/74*z + 1
*
[ 2 ] 
f(z) = -67/156*z^3 + 173/78*z + 1
*
[ 2 ] 
f(z) = -65/148*z^3 + 167/74*z + 1
*
[ 2 ] 
f(z) = -63/148*z^3 + 163/74*z + 1
*
[ 2 ] 
f(z) = -61/156*z^3 + 161/78*z + 1
*
[ 12/7 ] 
f(z) = -77/144*z^3 + 167/84*z + 1
*
[ 7/4 ] 
f(z) = -76/147*z^3 + 169/84*z + 1
*
[ 11/8 ] 
f(z) = -64/143*z^3 + 160/143*z + 1
*
-2 | 0.079453911818100989394783456311671115962 | 0.015316753908806933634412432479670735645
f(z) = -63/146*z^3 + 179/146*z + 1
*
-2 | 0.080915830040812137699718063195175459304 | 0.015701775953684976786995103751571684291
f(z) = -63/158*z^3 + 173/158*z + 1
*
-2 | 0.078939462869304623993346685249059486675 | 0.015318260459700956800323390628694909653
f(z) = -61/142*z^3 + 173/142*z + 1
*
-2 | 0.079453175793042214510543078207122942287 | 0.015452815012090360302399316948160765716
f(z) = -61/146*z^3 + 171/146*z + 1
*
-2 | 0.059609632029697243865311402856359816211 | 0.011620040734194326730087982017689679845
f(z) = -61/150*z^3 + 169/150*z + 1
*
-2 | 0.080440956539594083400489726179098197773 | 0.015717282882295877517377245102009312630
f(z) = -61/154*z^3 + 167/154*z + 1
*
-2 | 0.080916412249874506634829491866889066273 | 0.015847488513828585838711211396673957973
f(z) = -61/158*z^3 + 165/158*z + 1
*
[ 7/6 ] 
f(z) = -80/147*z^3 + 167/189*z + 1
*
[ 7/6 ] 
f(z) = -76/147*z^3 + 160/189*z + 1
*
[ 6 ] 
f(z) = -61/144*z^3 + 193/12*z + 1
*
[ -6 ] 
f(z) = -61/144*z^3 + 197/12*z + 1
*
[ -3/8 ] 
f(z) = -64/153*z^3 + 190/51*z + 1
*
[ 2 ] 
f(z) = -79/140*z^3 + 193/70*z + 1
*
[ 2 ] 
f(z) = -79/148*z^3 + 195/74*z + 1
*
[ 2 ] 
f(z) = -79/156*z^3 + 197/78*z + 1
*
[ 2 ] 
f(z) = -77/148*z^3 + 191/74*z + 1
*
[ 2 ] 
f(z) = -77/156*z^3 + 193/78*z + 1
*
[ 2 ] 
f(z) = -75/148*z^3 + 187/74*z + 1
*
[ -4/5 ] 
f(z) = -75/152*z^3 + 195/76*z + 1
*
[ 2 ] 
f(z) = -73/140*z^3 + 181/70*z + 1
*
[ 2 ] 
f(z) = -73/148*z^3 + 183/74*z + 1
*
[ 2 ] 
f(z) = -73/156*z^3 + 185/78*z + 1
*
[ 2 ] 
f(z) = -71/156*z^3 + 181/78*z + 1
*
[ 12/5 ] 
f(z) = -65/144*z^3 + 191/60*z + 1
*
[ -2/3 ] 
f(z) = -63/148*z^3 + 199/74*z + 1
*
[ -4/3 ] 
f(z) = -63/152*z^3 + 189/76*z + 1
*
-7/4 | 0.16148571687011461591702852536537174076 | 0.022401813014897960026312039267885345231
f(z) = -80/147*z^3 + 193/105*z + 1
*
[ 7/5 ] 
f(z) = -75/154*z^3 + 191/154*z + 1
*
-2 | 0.080441237805805870224934117350600534360 | 0.015196789240263090502439795567479978717
f(z) = -69/154*z^3 + 199/154*z + 1
*
-2 | 0.080916691009534443318041631269699246363 | 0.015315837731069895077271129655643586710
f(z) = -69/158*z^3 + 197/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014941410608892432972497760639103607951
f(z) = -67/142*z^3 + 197/142*z + 1
*
-2 | 0.079453758608114848057441818696975237102 | 0.015068038167967600980233269589672917083
f(z) = -67/146*z^3 + 195/146*z + 1
*
-2 | 0.059610234624897768661414344385645122360 | 0.011326951138140639152126374941916315168
f(z) = -67/150*z^3 + 193/150*z + 1
*
-2 | 0.080441822114438263120382098651446863407 | 0.015315619648605258736645772408509215669
f(z) = -67/154*z^3 + 191/154*z + 1
*
-2 | 0.080915959816154319903109604702581194384 | 0.015436830427657262777625878048369549160
f(z) = -67/158*z^3 + 189/158*z + 1
*
-2 | 0.078939374202175044781585746821018859399 | 0.015059745152786021236310305238798017524
f(z) = -65/142*z^3 + 189/142*z + 1
*
-6/13 | 0.18668204463663166894011941578559038898 | 0.024031847584541516392260209192678247498
f(z) = -65/144*z^3 + 197/156*z + 1
*
-2 | 0.079453333698732100863740256339498868207 | 0.015188622435163007001293111475933153344
f(z) = -65/146*z^3 + 187/146*z + 1
*
-2 | 0.080441088106896180328012690079128564768 | 0.015441271124796258304964497869378584777
f(z) = -65/154*z^3 + 183/154*z + 1
*
-2 | 0.080916544138266996334518914958162541841 | 0.015565372770553250988854476011734527459
f(z) = -65/158*z^3 + 181/158*z + 1
*
[ 3/2 ] 
f(z) = -64/141*z^3 + 191/141*z + 1
*
[ 3/2 ] 
f(z) = -64/147*z^3 + 193/147*z + 1
*
[ 3/2 ] 
f(z) = -64/159*z^3 + 197/159*z + 1
*
-2 | 0.078938888780014393735536474423200139482 | 0.015184944476306241162381900463823424114
f(z) = -63/142*z^3 + 181/142*z + 1
*
[ 6/5 ] 
f(z) = -75/148*z^3 + 199/222*z + 1
*
[ 13/12 ] 
f(z) = -72/143*z^3 + 191/286*z + 1
*
[ 6 ] 
f(z) = -67/144*z^3 + 211/12*z + 1
*
[ -6 ] 
f(z) = -67/144*z^3 + 215/12*z + 1
*
[ 6 ] 
f(z) = -65/144*z^3 + 205/12*z + 1
*
[ -6 ] 
f(z) = -65/144*z^3 + 209/12*z + 1
*
-4 | 0.18891687850547570015900918830147524187 | 0.027920710271355201270677026794993432947
f(z) = -61/144*z^3 + 217/36*z + 1
*
-38/15 | 0.21425815589183637773654421947534435312 | 0.029041089381883974816731038060609400807
f(z) = -75/152*z^3 + 200/57*z + 1
*
[ 38/15 ] 
f(z) = -75/152*z^3 + 215/57*z + 1
*
[ 3 ] 
f(z) = -61/144*z^3 + 215/48*z + 1
*
[ 3 ] 
f(z) = -61/153*z^3 + 217/51*z + 1
*
[ -7/8 ] 
f(z) = -80/147*z^3 + 215/84*z + 1
*
[ -6/7 ] 
f(z) = -77/144*z^3 + 215/84*z + 1
*
[ -21/16 ] 
f(z) = -64/147*z^3 + 211/84*z + 1
*
-7/20 | 0.21633572244895215845456170672230175831 | 0.029822224796242991653344510365981261230
f(z) = -80/147*z^3 + 202/105*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015393100755462804046086967581016552438
f(z) = -79/140*z^3 + 219/140*z + 1
*
-1 | 0.071300799598559664071483726037571572962 | 0.013241872964338257135953678974118655521
f(z) = -77/141*z^3 + 218/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014647887465434370172547585821694275751
f(z) = -77/142*z^3 + 219/142*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013252860598609035607817057156361613456
f(z) = -76/141*z^3 + 217/141*z + 1
*
[ 3/2 ] 
f(z) = -76/141*z^3 + 218/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017053870276305944468903518411891344715
f(z) = -76/143*z^3 + 219/143*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014672866609538033361721345341917164793
f(z) = -75/142*z^3 + 217/142*z + 1
*
-1 | 0.091905049684412274657331021399130512375 | 0.017068462058688714762298823971776461149
f(z) = -75/143*z^3 + 218/143*z + 1
*
-1 | 0.071299498609815516667756900136320603398 | 0.013275796699833126663735736297422473042
f(z) = -74/141*z^3 + 215/141*z + 1
*
-1 | 0.091905202844732966949752143973350896519 | 0.017083077390733305058444767062643932654
f(z) = -74/143*z^3 + 217/143*z + 1
*
-1 | 0.092162397095188619496555849818268916196 | 0.017101720243446596530917414096884147839
f(z) = -74/145*z^3 + 219/145*z + 1
*
-1 | 0.082955210779184022110564111845999435426 | 0.015472988267597443211647063575886297304
f(z) = -73/140*z^3 + 213/140*z + 1
*
-1 | 0.071299703925877139112728078400569333762 | 0.013287369106063138151446062139812170164
f(z) = -73/141*z^3 + 214/141*z + 1
*
-1 | 0.078939828904053993657534784023968100761 | 0.014698407990004563712202466723003210121
f(z) = -73/142*z^3 + 215/142*z + 1
*
-1 | 0.091905191238575079748790549580187474320 | 0.017097754621824445793078232291089215544
f(z) = -73/143*z^3 + 216/143*z + 1
*
-1 | 0.069913753634235554906068306985506316581 | 0.012995369435482997657750939723730906765
f(z) = -73/144*z^3 + 217/144*z + 1
*
-1 | 0.092162393731778221435576706510332381242 | 0.017116255592597657815183899689794730492
f(z) = -73/145*z^3 + 218/145*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011080229493259541830625910182328785357
f(z) = -73/150*z^3 + 217/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014977892891709601189974670371959727674
f(z) = -73/154*z^3 + 215/154*z + 1
*
-2 | 0.080916516461358134943671513989880488555 | 0.015092726521956106775522041905163781751
f(z) = -73/158*z^3 + 213/158*z + 1
*
-1 | 0.091905188018026839370763222294642653704 | 0.017112526954282052072355683968384389730
f(z) = -72/143*z^3 + 215/143*z + 1
*
-1 | 0.092162379060213397295735430957277560748 | 0.017130880573318412395414680961965476768
f(z) = -72/145*z^3 + 217/145*z + 1
*
-1 | 0.082955185498320639938578604000763746686 | 0.015500258682014186736055299045755158161
f(z) = -71/140*z^3 + 211/140*z + 1
*
-1 | 0.071300721174252184793135135926183413469 | 0.013310850888632047306072886116137953319
f(z) = -71/141*z^3 + 212/141*z + 1
*
-1 | 0.091905173082089158240953323575654040212 | 0.017127391703728086704292267360654610982
f(z) = -71/143*z^3 + 214/143*z + 1
*
-1 | 0.069913703168655707161304607045083520845 | 0.013017764891712382384107362851379234642
f(z) = -71/144*z^3 + 215/144*z + 1
*
-1 | 0.092162202688831601142936127811361901749 | 0.017145568229002283083743837578953645243
f(z) = -71/145*z^3 + 216/145*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014845984847062301299131786190523550310
f(z) = -71/146*z^3 + 211/146*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014768488577495230191455241195470470901
f(z) = -71/146*z^3 + 217/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013384866254102630158639158510373936883
f(z) = -71/147*z^3 + 218/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015584055964314091863557091980259045007
f(z) = -71/148*z^3 + 219/148*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011158014900720756375191747468875624759
f(z) = -71/150*z^3 + 209/150*z + 1
*
-2 | 0.080441617903750791998280976219344631945 | 0.015084541492294626831419267944335085823
f(z) = -71/154*z^3 + 207/154*z + 1
*
-2 | 0.080916102263020899934354849562782864396 | 0.015201193043060596241413067992200396942
f(z) = -71/158*z^3 + 205/158*z + 1
*
-1 | 0.071300705963199411990646242433980913888 | 0.013322607622427603849508104567772550133
f(z) = -70/141*z^3 + 211/141*z + 1
*
-1 | 0.091904984990048748502205513251046132715 | 0.017142319826900826309778911052349453113
f(z) = -70/143*z^3 + 213/143*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017195108355976290874261270931872643112
f(z) = -70/149*z^3 + 219/149*z + 1
*
-1 | 0.082955131141065249904459149799322709863 | 0.015527881114993113397914939861217310204
f(z) = -69/140*z^3 + 209/140*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014829799059222653211026621141964160956
f(z) = -69/142*z^3 + 205/142*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014749740047805557942667359011141001312
f(z) = -69/142*z^3 + 211/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017157294866052663740907323921845759090
f(z) = -69/143*z^3 + 212/143*z + 1
*
-1 | 0.092161861168635503457347226757565046933 | 0.017175227938148023805659278975812096040
f(z) = -69/145*z^3 + 214/145*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014953862682392764233972414719009381359
f(z) = -69/146*z^3 + 203/146*z + 1
*
-1 | 0.079453479359733392819800488337264749439 | 0.014794048480573701995902586568584735828
f(z) = -69/146*z^3 + 215/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015610631563052869438948742477277133673
f(z) = -69/148*z^3 + 217/148*z + 1
*
-1 | 0.092666178178037619425345673210585731406 | 0.017209817651878002865495155852401757329
f(z) = -69/149*z^3 + 218/149*z + 1
*
[ 3/2 ] 
f(z) = -68/141*z^3 + 200/141*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013346044312947084228308586157681977790
f(z) = -68/141*z^3 + 209/141*z + 1
*
-1 | 0.091904796202863060046008689490130372522 | 0.017172502318025814352120742032309052852
f(z) = -68/143*z^3 + 211/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017190209584214333045730017230619902028
f(z) = -68/145*z^3 + 213/145*z + 1
*
[ 3/2 ] 
f(z) = -68/147*z^3 + 202/147*z + 1
*
-1 | 0.072071296070396770995977833295008605075 | 0.013419503547425371119119272821076998898
f(z) = -68/147*z^3 + 215/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017224431293534051377663414932718034701
f(z) = -68/149*z^3 + 217/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017240926495110957206622786965649568468
f(z) = -68/151*z^3 + 219/151*z + 1
*
[ 3/2 ] 
f(z) = -68/159*z^3 + 206/159*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015555765704399031838925214389215876306
f(z) = -67/140*z^3 + 207/140*z + 1
*
-1 | 0.071300445983746790951515727502976928649 | 0.013358302070930925457994938354935772071
f(z) = -67/141*z^3 + 208/141*z + 1
*
-1 | 0.078939558509762961839126831558064252893 | 0.014776229787705713650088699993798360496
f(z) = -67/142*z^3 + 209/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017187709366612763780477015064775007062
f(z) = -67/143*z^3 + 210/143*z + 1
*
-1 | 0.069913223390185164240072015551419603172 | 0.013063355127609870547709839409448936753
f(z) = -67/144*z^3 + 211/144*z + 1
*
-1 | 0.092162310021375451269050038534992494625 | 0.017205418767761490851028690392172209990
f(z) = -67/145*z^3 + 212/145*z + 1
*
-1 | 0.079453240275420563714586166199059348390 | 0.014819793031165096068383198780118668818
f(z) = -67/146*z^3 + 213/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013431252707050219106283196686430035114
f(z) = -67/147*z^3 + 214/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015637545295980793854405737933307646845
f(z) = -67/148*z^3 + 215/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017239232148395181369990658075862787142
f(z) = -67/149*z^3 + 216/149*z + 1
*
-1 | 0.059608877842717365026576225366798218350 | 0.011079928468056983737257483590791277265
f(z) = -67/150*z^3 + 217/150*z + 1
*
-1 | 0.092913093827667870147223007859285787018 | 0.017255674440072800105758340209236385503
f(z) = -67/151*z^3 + 218/151*z + 1
*
-1 | 0.084477875330802432560464728205142103656 | 0.015675774895220948263749071503432021830
f(z) = -67/152*z^3 + 219/152*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017220511768478387115406889620704796719
f(z) = -66/145*z^3 + 211/145*z + 1
*
-1 | 0.092666209794436541667921593395814926204 | 0.017254227395165239521902220487656882354
f(z) = -66/149*z^3 + 215/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017270327566659213422852131012518231113
f(z) = -66/151*z^3 + 217/151*z + 1
*
-1 | 0.071299585228951119103968876527521699883 | 0.013382365312208332963138414196810668132
f(z) = -65/141*z^3 + 206/141*z + 1
*
-1 | 0.078939219896857752860677563187776937830 | 0.014802809403066445368207747233848660777
f(z) = -65/142*z^3 + 207/142*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013086618891666058587506477086740522522
f(z) = -65/144*z^3 + 209/144*z + 1
*
-1 | 0.079453285596690574578934624184821964699 | 0.014845925212349594055849050100411663478
f(z) = -65/146*z^3 + 211/146*z + 1
*
-1 | 0.072072310773937163131185271531688150944 | 0.013454895912854535594512795480423200643
f(z) = -65/147*z^3 + 212/147*z + 1
*
-1 | 0.083983799501556466477596687314615090329 | 0.015664842897149484771545126484262567012
f(z) = -65/148*z^3 + 213/148*z + 1
*
-1 | 0.092665678569219779155841253627028197260 | 0.017269119040004211293426889039950266224
f(z) = -65/149*z^3 + 214/149*z + 1
*
-1 | 0.092913011086900192357085380199865110132 | 0.017285246277490949650733908661074418459
f(z) = -65/151*z^3 + 216/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015702428189455495820439390710922049380
f(z) = -65/152*z^3 + 217/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014781914032886235251074013299831511862
f(z) = -65/153*z^3 + 218/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.014926780959275032923422078377362060962
f(z) = -65/154*z^3 + 219/154*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013394689011884780547455797946010980995
f(z) = -64/141*z^3 + 205/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017234085229857514021245588673068854431
f(z) = -64/143*z^3 + 207/143*z + 1
*
-1 | 0.092162218676897316996295717945838528237 | 0.017251301459282853755275826602033805815
f(z) = -64/145*z^3 + 209/145*z + 1
*
-1 | 0.072070827034148846624814638779902214003 | 0.013466505508309948046521540765231914626
f(z) = -64/147*z^3 + 211/147*z + 1
*
-1 | 0.092665871703051802856476178166940723182 | 0.017284242089199764300475244689596393863
f(z) = -64/149*z^3 + 213/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017300102722252978340002246728770409110
f(z) = -64/151*z^3 + 215/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017330769770179079617841121589571713683
f(z) = -64/155*z^3 + 219/155*z + 1
*
-1 | 0.078939023657329263705298665251092957806 | 0.014829771870934285542047401927877448658
f(z) = -63/142*z^3 + 205/142*z + 1
*
-1 | 0.091904926113004256785739299872772506958 | 0.017249823982655319501881260711949546968
f(z) = -63/143*z^3 + 206/143*z + 1
*
-1 | 0.092161941715071479995065213009505980416 | 0.017266751138612719407966611073490997571
f(z) = -63/145*z^3 + 208/145*z + 1
*
-1 | 0.079454120312887273578477315101285012061 | 0.014872547572938838195793921631705393585
f(z) = -63/146*z^3 + 209/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015692418098275600409272663250987956408
f(z) = -63/148*z^3 + 211/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017299389495597604605259302775415613166
f(z) = -63/149*z^3 + 212/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017315133222836141487136034039792945168
f(z) = -63/151*z^3 + 214/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015729500185671917295541703306592450227
f(z) = -63/152*z^3 + 215/152*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017345500429533748770005773525201734036
f(z) = -63/155*z^3 + 218/155*z + 1
*
-1 | 0.071300343965949860927650922452976282815 | 0.013419457903043419273605247001225505009
f(z) = -62/141*z^3 + 203/141*z + 1
*
-1 | 0.091904879583967564545983060747608140331 | 0.017265584686888648498491580517476992603
f(z) = -62/143*z^3 + 205/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017282316871300508755902886268779028004
f(z) = -62/145*z^3 + 207/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013490497386007178879657251647515836211
f(z) = -62/147*z^3 + 209/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017314672777422140578949405654192762176
f(z) = -62/149*z^3 + 211/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017330260448201525099601834248947157909
f(z) = -62/151*z^3 + 213/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014820053541459174228591937757127907020
f(z) = -62/153*z^3 + 215/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017374825623950729921312093881246733257
f(z) = -62/157*z^3 + 219/157*z + 1
*
-1 | 0.082954568702974793928848000039071372691 | 0.015642051539769911337319941746430150693
f(z) = -61/140*z^3 + 201/140*z + 1
*
-1 | 0.071300531970695224505917359402912498289 | 0.013431977442584929080243191242083546237
f(z) = -61/141*z^3 + 202/141*z + 1
*
-1 | 0.078938730228347866393920704466554453107 | 0.014857080741782969491784668423870289079
f(z) = -61/142*z^3 + 203/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017281394608692321468291261591814335189
f(z) = -61/143*z^3 + 204/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013134127612263769246711303104835206456
f(z) = -61/144*z^3 + 205/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017298025151303250865414566196137177627
f(z) = -61/145*z^3 + 206/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014899267678159569042628026120246097304
f(z) = -61/146*z^3 + 207/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013502813244896200821428468977204479031
f(z) = -61/147*z^3 + 208/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015720393272337030976632862413649225820
f(z) = -61/148*z^3 + 209/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017330055885352570251454880503279261416
f(z) = -61/149*z^3 + 210/149*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.011138087412692745293264325464255513696
f(z) = -61/150*z^3 + 211/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017345485502580811147570078969287355242
f(z) = -61/151*z^3 + 212/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015756920020312375011837303618777732395
f(z) = -61/152*z^3 + 213/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014832929350751964500690666493375260107
f(z) = -61/153*z^3 + 214/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014977892891709601189974670371959727674
f(z) = -61/154*z^3 + 215/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017375241678815420789280550522220049869
f(z) = -61/155*z^3 + 216/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012010422642752303205039775011502668319
f(z) = -61/156*z^3 + 217/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017389593729522912503114697588311838678
f(z) = -61/157*z^3 + 218/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015014775276403067675467286352455591911
f(z) = -61/158*z^3 + 219/158*z + 1
*
[ 6 ] 
f(z) = -73/144*z^3 + 229/12*z + 1
*
[ -6 ] 
f(z) = -73/144*z^3 + 233/12*z + 1
*
[ 6 ] 
f(z) = -71/144*z^3 + 223/12*z + 1
*
[ -6 ] 
f(z) = -71/144*z^3 + 227/12*z + 1
*
-4 | 0.19372397531526299388727238970806987283 | 0.028333266869673539911382187770746023374
f(z) = -65/144*z^3 + 233/36*z + 1
*
-38/15 | 0.17643029745053027353046423917735436373 | 0.023552027025127439955484129251420572214
f(z) = -75/152*z^3 + 224/57*z + 1
*
[ 3 ] 
f(z) = -67/144*z^3 + 233/48*z + 1
*
[ 3 ] 
f(z) = -67/153*z^3 + 235/51*z + 1
*
[ 3 ] 
f(z) = -65/144*z^3 + 227/48*z + 1
*
[ 3 ] 
f(z) = -65/153*z^3 + 229/51*z + 1
*
[ 3 ] 
f(z) = -64/153*z^3 + 226/51*z + 1
*
[ 3 ] 
f(z) = -62/153*z^3 + 220/51*z + 1
*
[ -2 ] 
f(z) = -67/140*z^3 + 239/70*z + 1
*
[ -2 ] 
f(z) = -63/148*z^3 + 237/74*z + 1
*
[ -2 ] 
f(z) = -61/140*z^3 + 227/70*z + 1
*
[ -2 ] 
f(z) = -61/148*z^3 + 233/74*z + 1
*
[ -2 ] 
f(z) = -61/156*z^3 + 239/78*z + 1
*
7/16 | 0.21827509230327344600564336645395139653 | 0.029474744464163229086219064008963918274
f(z) = -64/147*z^3 + 235/84*z + 1
*
-5/2 | 0.20022122505234107613962217880436262446 | 0.028358033463084708963462383683232630822
f(z) = -61/150*z^3 + 233/120*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013208209389033693623402700103789587669
f(z) = -80/141*z^3 + 221/141*z + 1
*
[ 3/2 ] 
f(z) = -80/141*z^3 + 227/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016996783914852581044330297509936686233
f(z) = -80/143*z^3 + 223/143*z + 1
*
-1 | 0.072070848741272684859240515558602987383 | 0.013285071476977852478613795356362865233
f(z) = -80/147*z^3 + 227/147*z + 1
*
[ 3/2 ] 
f(z) = -80/147*z^3 + 229/147*z + 1
*
-1 | 0.092666359643275948439181139123104723920 | 0.017053938273371763381691913998312786766
f(z) = -80/149*z^3 + 229/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017071932827026377318528158082391930141
f(z) = -80/151*z^3 + 231/151*z + 1
*
-1 | 0.079593794190965233317116749788850702960 | 0.014601583692534833998526930977101877636
f(z) = -80/153*z^3 + 233/153*z + 1
*
-1 | 0.093634843051645928456310658743612493214 | 0.017123959984867318496073812618716403491
f(z) = -80/157*z^3 + 237/157*z + 1
*
[ 3/2 ] 
f(z) = -80/159*z^3 + 233/159*z + 1
*
-1 | 0.073525615272218159848108171394367530053 | 0.013425747213507188574872933547145351656
f(z) = -80/159*z^3 + 239/159*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013219315324421604525681341887034543741
f(z) = -79/141*z^3 + 220/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014623219159235680146021603898013523814
f(z) = -79/142*z^3 + 221/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017010923231945617499445083188109184297
f(z) = -79/143*z^3 + 222/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.012929696947370781250885791062594857933
f(z) = -79/144*z^3 + 223/144*z + 1
*
-1 | 0.092162170126088401933526216758008023497 | 0.017030339612565098054752154849228123370
f(z) = -79/145*z^3 + 224/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014669891407639749513191518878891756596
f(z) = -79/146*z^3 + 225/146*z + 1
*
-1 | 0.072071311956858499137228343781597035499 | 0.013295977604892168357203222992205919242
f(z) = -79/147*z^3 + 226/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015480989716501329003527546881852432811
f(z) = -79/148*z^3 + 227/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017067558167257158096425822517021146031
f(z) = -79/149*z^3 + 228/149*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.010970162171094281575152731333870964228
f(z) = -79/150*z^3 + 229/150*z + 1
*
-1 | 0.092913225436413536329600274457716084185 | 0.017085669435521981050693033038884677304
f(z) = -79/151*z^3 + 230/151*z + 1
*
-1 | 0.084478139514012092004347052349403879319 | 0.015522171212748152572439948624868223041
f(z) = -79/152*z^3 + 231/152*z + 1
*
-1 | 0.079593809560756036760080550420851892248 | 0.014613116831150985843181817412086074379
f(z) = -79/153*z^3 + 232/153*z + 1
*
-1 | 0.080441501148581165100497677527189616940 | 0.014757096621830245452372110548324676198
f(z) = -79/154*z^3 + 233/154*z + 1
*
-2 | 0.080441972134354997759313394129454592864 | 0.014688671141796182093719965820916068421
f(z) = -79/154*z^3 + 239/154*z + 1
*
-1 | 0.093397422850743751037437878332436891902 | 0.017120426254618331502878026710936510727
f(z) = -79/155*z^3 + 234/155*z + 1
*
-1 | 0.064614468337849349751993231272168418956 | 0.011835050146289039555564024505812164046
f(z) = -79/156*z^3 + 235/156*z + 1
*
-1 | 0.093634838968865012570191974765725326418 | 0.017137211083756288395511627093199445607
f(z) = -79/157*z^3 + 236/157*z + 1
*
-1 | 0.073525602199058283829471131844575796688 | 0.013436031692074221444507679222798352530
f(z) = -79/159*z^3 + 238/159*z + 1
*
-1 | 0.092162090629522279502087668379980681280 | 0.017044417030723513794626790838353060868
f(z) = -78/145*z^3 + 223/145*z + 1
*
-1 | 0.092666288634291049650910762455592047083 | 0.017081500905203265289716384811733741477
f(z) = -78/149*z^3 + 227/149*z + 1
*
-1 | 0.092913257013219675874365070359681291677 | 0.017099376256725021048021654458520558736
f(z) = -78/151*z^3 + 229/151*z + 1
*
-1 | 0.093397418871587710098776214700732136057 | 0.017133876355338025086344601779553539288
f(z) = -78/155*z^3 + 233/155*z + 1
*
-1 | 0.093634825690938466950365155077337703091 | 0.017150537426029602306400390244761970235
f(z) = -78/157*z^3 + 235/157*z + 1
*
-2 | 0.078939984615917835506775750819739267218 | 0.014436561153025366090727447587125383463
f(z) = -77/142*z^3 + 237/142*z + 1
*
-1 | 0.069913114597155087543985376423279485448 | 0.012951279622879511657111049311890181670
f(z) = -77/144*z^3 + 221/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017058530327941410803400826526660965227
f(z) = -77/145*z^3 + 222/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014694115169889944359270536045207479329
f(z) = -77/146*z^3 + 223/146*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014552927581777073353366081281108866422
f(z) = -77/146*z^3 + 235/146*z + 1
*
-1 | 0.083984285178063977118242719979056090162 | 0.015506412167669810914300174131753832477
f(z) = -77/148*z^3 + 225/148*z + 1
*
-1 | 0.092666340897469941392760799904979887839 | 0.017095423405606738527949923168079546641
f(z) = -77/149*z^3 + 226/149*z + 1
*
-1 | 0.059611157381651932768426979515412070569 | 0.010988333014969807759812703504414722220
f(z) = -77/150*z^3 + 227/150*z + 1
*
-2 | 0.059610729735474203205833959806226104465 | 0.010935664872531012285905715152830836087
f(z) = -77/150*z^3 + 233/150*z + 1
*
-1 | 0.092913250891917503506911069229625560233 | 0.017113158240730812353140278800516599919
f(z) = -77/151*z^3 + 228/151*z + 1
*
-1 | 0.084478112936324582101395240404825866549 | 0.015547006799587243167706551378334387216
f(z) = -77/152*z^3 + 229/152*z + 1
*
-1 | 0.079593800635891616130818323601431274010 | 0.014636380993062813363046660557134905272
f(z) = -77/153*z^3 + 230/153*z + 1
*
-1 | 0.093397405381762420387900570745236190762 | 0.017147403850901944743717053082128217778
f(z) = -77/155*z^3 + 232/155*z + 1
*
-1 | 0.064615460479787105968225208388697273870 | 0.011853789150491140507978909727107847741
f(z) = -77/156*z^3 + 233/156*z + 1
*
-1 | 0.093634702269392198970751164286392947752 | 0.017163921296180681347214211625358606011
f(z) = -77/157*z^3 + 234/157*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014891515071628105969104943088227531664
f(z) = -77/158*z^3 + 229/158*z + 1
*
-1 | 0.080915865266327134535180940422170212641 | 0.014820880643173047252375354691915356873
f(z) = -77/158*z^3 + 235/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013456476507459890948634776006200455674
f(z) = -77/159*z^3 + 236/159*z + 1
*
-1 | 0.092162295565191853701953422008773742164 | 0.017072900662901362835613151547900505131
f(z) = -76/145*z^3 + 221/145*z + 1
*
[ 3/2 ] 
f(z) = -76/147*z^3 + 220/147*z + 1
*
-1 | 0.072071416066850496816279255302886763769 | 0.013328856399061423483656555316925605484
f(z) = -76/147*z^3 + 223/147*z + 1
*
-1 | 0.092666333593215425716279166076018814999 | 0.017109419455278021992053275029771869900
f(z) = -76/149*z^3 + 225/149*z + 1
*
-1 | 0.092913247139281349807162138712089327572 | 0.017127023629688191248235208845546773086
f(z) = -76/151*z^3 + 227/151*z + 1
*
-1 | 0.079593786926633099040766667025850041598 | 0.014648115393936271773325164787870351933
f(z) = -76/153*z^3 + 229/153*z + 1
*
-1 | 0.093397274820016282467289612279936566822 | 0.017160989800443264550482042613400050558
f(z) = -76/155*z^3 + 231/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017177310778146332197240233699463541037
f(z) = -76/157*z^3 + 233/157*z + 1
*
[ 3/2 ] 
f(z) = -76/159*z^3 + 224/159*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013466942524219231924843199821325406387
f(z) = -76/159*z^3 + 235/159*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014527522053920231152437114032068554626
f(z) = -75/142*z^3 + 229/142*z + 1
*
-1 | 0.079454264966992628869805667675192132981 | 0.014718760689568172589670808315338601145
f(z) = -75/146*z^3 + 221/146*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014645960699578959768416955611586466413
f(z) = -75/146*z^3 + 227/146*z + 1
*
-1 | 0.083984256617099637845854733901932472281 | 0.015532011958706659660191787284047963421
f(z) = -75/148*z^3 + 223/148*z + 1
*
-1 | 0.092666329963693214817972844380328265292 | 0.017123501625153115269659528228130676613
f(z) = -75/149*z^3 + 224/149*z + 1
*
-1 | 0.092913233202620990111409466694774044289 | 0.017140970995500391892984439467209099333
f(z) = -75/151*z^3 + 226/151*z + 1
*
-1 | 0.084478068836983667808555887967928987038 | 0.015572137727492577384766743449019971403
f(z) = -75/152*z^3 + 227/152*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014876814846048508782285215629999919703
f(z) = -75/154*z^3 + 223/154*z + 1
*
-1 | 0.080441588554600016315993262902863058754 | 0.014804141342155993662644938806299583632
f(z) = -75/154*z^3 + 229/154*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017190875048906368887216347104692939844
f(z) = -75/157*z^3 + 232/157*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014989489099478452151076137927501836525
f(z) = -75/158*z^3 + 221/158*z + 1
*
-1 | 0.080916856215491596832613031146422362142 | 0.014844301118910886409431955895752294110
f(z) = -75/158*z^3 + 233/158*z + 1
*
-1 | 0.072072437573216240854668249851372334289 | 0.013351290347908980647776703592897584254
f(z) = -74/147*z^3 + 221/147*z + 1
*
-1 | 0.092666315791193338651838853323753425383 | 0.017137668213223843601777980061284565239
f(z) = -74/149*z^3 + 223/149*z + 1
*
-1 | 0.092913086542144759942376608268572360603 | 0.017154978608655035223048151435113409986
f(z) = -74/151*z^3 + 225/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014671682296088830143404630227729917077
f(z) = -74/153*z^3 + 227/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017188358433379357268781908623467835895
f(z) = -74/155*z^3 + 229/155*z + 1
*
-1 | 0.093634461750733453890415093499451048118 | 0.017204570970308014062735098991002696686
f(z) = -74/157*z^3 + 231/157*z + 1
*
-1 | 0.073525061569986227599550559432261071015 | 0.013488266904793362202789374351729930943
f(z) = -74/159*z^3 + 233/159*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014623339966886315798054630577012364497
f(z) = -73/142*z^3 + 221/142*z + 1
*
-1 | 0.072072423155931592928958129636034791054 | 0.013362513917868357938713097089483929341
f(z) = -73/147*z^3 + 220/147*z + 1
*
-1 | 0.083984209543058392513347487530633262134 | 0.015557924832359222570895011209424380863
f(z) = -73/148*z^3 + 221/148*z + 1
*
-1 | 0.092666160044774272738876133764721333018 | 0.017151895901779930193813768266533567439
f(z) = -73/149*z^3 + 222/149*z + 1
*
-1 | 0.059608824404665315052481871595220623457 | 0.011024030107438018729122493207384732196
f(z) = -73/150*z^3 + 223/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017169007115459362758549804672986996236
f(z) = -73/151*z^3 + 224/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015597467843511054492781475479736154957
f(z) = -73/152*z^3 + 225/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014683632360889501101928413188011492194
f(z) = -73/153*z^3 + 226/153*z + 1
*
-1 | 0.080441429072231177677088624434557598051 | 0.014828049809309960105694213817807958312
f(z) = -73/154*z^3 + 227/154*z + 1
*
-1 | 0.093396953374671183038299788500943300600 | 0.017202248623957497592527837931230492681
f(z) = -73/155*z^3 + 228/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.011891261152477113605811860456637345955
f(z) = -73/156*z^3 + 229/156*z + 1
*
-1 | 0.093634376968970360107506806827593761064 | 0.017218280876361673473412382449572597576
f(z) = -73/157*z^3 + 230/157*z + 1
*
-1 | 0.080916928220280227965295346090012553629 | 0.014867827595049166405127177232619843273
f(z) = -73/158*z^3 + 231/158*z + 1
*
-1 | 0.073525284492645425643619237207520802230 | 0.013498959005279150418283169536308288017
f(z) = -73/159*z^3 + 232/159*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017166150310043330936956836808023415493
f(z) = -72/149*z^3 + 221/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017183213979081196039948500766242457865
f(z) = -72/151*z^3 + 223/151*z + 1
*
-1 | 0.093397047146986678372932400082532799266 | 0.017216204176263980429757822861528842834
f(z) = -72/155*z^3 + 227/155*z + 1
*
-1 | 0.093634410884965946519791946254763107180 | 0.017232094469264153214214558990225402809
f(z) = -72/157*z^3 + 229/157*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017180584223875798997108069501469601646
f(z) = -71/149*z^3 + 220/149*z + 1
*
-1 | 0.059611092548304182892422597918855596971 | 0.011042848436477075538673944141272474795
f(z) = -71/150*z^3 + 221/150*z + 1
*
-1 | 0.092912599498571437360372452870853914739 | 0.017197510221565903027186089427597019116
f(z) = -71/151*z^3 + 222/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015623223272930900509184809599954908415
f(z) = -71/152*z^3 + 223/152*z + 1
*
-1 | 0.079593513400113110806801659378758104819 | 0.014707819513219923071454149785695580891
f(z) = -71/153*z^3 + 224/153*z + 1
*
-1 | 0.080441399364408575313608256037309525491 | 0.014852272556038275561739044876772972637
f(z) = -71/154*z^3 + 225/154*z + 1
*
-1 | 0.093396881310247362965654437471750670476 | 0.017230196156428474317300510807967685775
f(z) = -71/155*z^3 + 226/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.011910679505328186197294425754741474341
f(z) = -71/156*z^3 + 227/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017245942325199856075414562040324226006
f(z) = -71/157*z^3 + 228/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014891395054565530299086390225209983887
f(z) = -71/158*z^3 + 229/158*z + 1
*
-1 | 0.073524016013309528144660043705016721958 | 0.013520217679184263510673572775944501583
f(z) = -71/159*z^3 + 230/159*z + 1
*
-1 | 0.092913034472256029606927085319801315772 | 0.017211973704707438336838904579314902758
f(z) = -70/151*z^3 + 221/151*z + 1
*
-1 | 0.079593144208285140325302454436585116150 | 0.014719921536132799192496035830710161009
f(z) = -70/153*z^3 + 223/153*z + 1
*
-1 | 0.093634404030029167615382401248607105801 | 0.017259957000212151105771990875477050018
f(z) = -70/157*z^3 + 227/157*z + 1
*
-1 | 0.073524280294859753474453240719981695054 | 0.013531108188230268730070726097610158626
f(z) = -70/159*z^3 + 229/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017226363661962957285027432483465595886
f(z) = -69/151*z^3 + 220/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015649297090815541190035143949738675723
f(z) = -69/152*z^3 + 221/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014876694239679544982079343500459739182
f(z) = -69/154*z^3 + 223/154*z + 1
*
-1 | 0.093397101205123224514056210677099152040 | 0.017258538402212751513446433016235872710
f(z) = -69/155*z^3 + 224/155*z + 1
*
-1 | 0.093634429394558381270837486977189158244 | 0.017274019890495851329964884369953039265
f(z) = -69/157*z^3 + 226/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014915474006372059089441519274448895183
f(z) = -69/158*z^3 + 227/158*z + 1
*
-1 | 0.093396898801211294169160343024971842372 | 0.017272781917928784658705599336313856068
f(z) = -68/155*z^3 + 223/155*z + 1
*
-1 | 0.093634593671973986160909083423048070184 | 0.017288193851403408915590807712439906060
f(z) = -68/157*z^3 + 225/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013553112508784922567258445786249057695
f(z) = -68/159*z^3 + 227/159*z + 1
*
-1 | 0.079593188961846239785474409545457950900 | 0.014756893811786105483018649987134759861
f(z) = -67/153*z^3 + 220/153*z + 1
*
-1 | 0.080440961219191757688246442136245837417 | 0.014901544408169634586131023646633969167
f(z) = -67/154*z^3 + 221/154*z + 1
*
-1 | 0.093397259430502467733343292463897060884 | 0.017287217582874801528230918038842631651
f(z) = -67/155*z^3 + 222/155*z + 1
*
-1 | 0.064615026737783228794241530497763371567 | 0.011949874993583751483588136053167607463
f(z) = -67/156*z^3 + 223/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017302347692977385093153114528511129901
f(z) = -67/157*z^3 + 224/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014939845084606964427395287922590599995
f(z) = -67/158*z^3 + 225/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013564151500051380084552959972785986903
f(z) = -67/159*z^3 + 226/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017301583258720780360205090093473611875
f(z) = -66/155*z^3 + 221/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017316664892123417052022596705225021388
f(z) = -66/157*z^3 + 223/157*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017331070312415289283241168927655547903
f(z) = -65/157*z^3 + 222/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.014964635216150176771682315224090018356
f(z) = -65/158*z^3 + 223/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013586431417896743490423485041174067785
f(z) = -65/159*z^3 + 224/159*z + 1
*
[ 13/8 ] 
f(z) = -64/143*z^3 + 224/143*z + 1
*
-3/4 | 0.14414318790038880561275929066933089139 | 0.026464134042925472574248079899639491840
f(z) = -64/147*z^3 + 232/147*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017345564918633879501263347334528783164
f(z) = -64/157*z^3 + 221/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013597673802326047495711011363923952595
f(z) = -64/159*z^3 + 223/159*z + 1
*
[ 5/3 ] 
f(z) = -63/145*z^3 + 233/145*z + 1
*
[ 5/3 ] 
f(z) = -63/155*z^3 + 237/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017360149690693376299633016199177737527
f(z) = -63/157*z^3 + 220/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014989489099478452151076137927501836525
f(z) = -63/158*z^3 + 221/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013620175676506977685822102497757622890
f(z) = -62/159*z^3 + 221/159*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013631819644495870426990014185835058041
f(z) = -61/159*z^3 + 220/159*z + 1
*
-4/7 | 0.11050534922426158052279386505682328900 | 0.015978856014858665037529299593572243078
f(z) = -77/144*z^3 + 233/252*z + 1
*
[ 6/5 ] 
f(z) = -65/152*z^3 + 223/285*z + 1
*
[ 6 ] 
f(z) = -79/144*z^3 + 247/12*z + 1
*
[ -6 ] 
f(z) = -79/144*z^3 + 251/12*z + 1
*
[ 6 ] 
f(z) = -77/144*z^3 + 241/12*z + 1
*
[ -6 ] 
f(z) = -77/144*z^3 + 245/12*z + 1
*
-4 | 0.15450638540363371145392567158125278218 | 0.022278029213624659082618835976134131432
f(z) = -71/144*z^3 + 257/36*z + 1
*
-4 | 0.15031968784323237873749958348809750993 | 0.021877119863206899656641942473158674673
f(z) = -67/144*z^3 + 241/36*z + 1
*
[ 3 ] 
f(z) = -74/153*z^3 + 256/51*z + 1
*
[ 3 ] 
f(z) = -73/144*z^3 + 251/48*z + 1
*
[ 3 ] 
f(z) = -73/153*z^3 + 253/51*z + 1
*
[ 3 ] 
f(z) = -71/144*z^3 + 245/48*z + 1
*
[ 3 ] 
f(z) = -71/153*z^3 + 247/51*z + 1
*
[ 3 ] 
f(z) = -70/153*z^3 + 244/51*z + 1
*
[ -3 ] 
f(z) = -65/144*z^3 + 259/48*z + 1
*
[ 7/2 ] 
f(z) = -62/147*z^3 + 247/42*z + 1
*
[ -3 ] 
f(z) = -62/153*z^3 + 254/51*z + 1
*
[ -3 ] 
f(z) = -61/144*z^3 + 247/48*z + 1
*
[ -3 ] 
f(z) = -61/153*z^3 + 251/51*z + 1
*
[ -2 ] 
f(z) = -73/140*z^3 + 251/70*z + 1
*
[ -2 ] 
f(z) = -73/148*z^3 + 257/74*z + 1
*
[ -2 ] 
f(z) = -71/140*z^3 + 247/70*z + 1
*
[ -2 ] 
f(z) = -71/148*z^3 + 253/74*z + 1
*
[ -2 ] 
f(z) = -71/156*z^3 + 259/78*z + 1
*
[ -2 ] 
f(z) = -69/140*z^3 + 243/70*z + 1
*
[ -2 ] 
f(z) = -69/148*z^3 + 249/74*z + 1
*
[ -2 ] 
f(z) = -67/148*z^3 + 245/74*z + 1
*
[ -2 ] 
f(z) = -67/156*z^3 + 251/78*z + 1
*
[ -12/5 ] 
f(z) = -65/144*z^3 + 241/60*z + 1
*
[ -2 ] 
f(z) = -65/148*z^3 + 241/74*z + 1
*
[ -7/4 ] 
f(z) = -68/147*z^3 + 251/84*z + 1
*
[ 38/21 ] 
f(z) = -63/152*z^3 + 240/133*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014349174901515749495622314664904684566
f(z) = -79/142*z^3 + 245/142*z + 1
*
-2 | 0.079454303519070082657586156751275182590 | 0.014464484757474471361465177461794354430
f(z) = -79/146*z^3 + 243/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.010868195470295582323322958488877959697
f(z) = -79/150*z^3 + 241/150*z + 1
*
[ 8/5 ] 
f(z) = -75/152*z^3 + 249/152*z + 1
*
-7/5 | 0.13722152506702902880620172624846669719 | 0.024728715729912380292562361089466264855
f(z) = -75/154*z^3 + 257/154*z + 1
*
[ 5/3 ] 
f(z) = -72/145*z^3 + 258/145*z + 1
*
[ 3/2 ] 
f(z) = -65/144*z^3 + 259/192*z + 1
*
[ 3/2 ] 
f(z) = -61/144*z^3 + 247/192*z + 1
*
[ 3/2 ] 
f(z) = -61/153*z^3 + 251/204*z + 1
*
[ 4/3 ] 
f(z) = -75/152*z^3 + 257/228*z + 1
*
[ 4/3 ] 
f(z) = -69/152*z^3 + 241/228*z + 1
*
-4 | 0.20211411901401878604354251134838281094 | 0.029014271783340277917476972574109500770
f(z) = -73/144*z^3 + 265/36*z + 1
*
[ 21/4 ] 
f(z) = -64/147*z^3 + 269/21*z + 1
*
[ -21/4 ] 
f(z) = -64/147*z^3 + 277/21*z + 1
*
[ 4 ] 
f(z) = -61/144*z^3 + 271/36*z + 1
*
[ 3 ] 
f(z) = -80/153*z^3 + 274/51*z + 1
*
[ 3 ] 
f(z) = -79/144*z^3 + 269/48*z + 1
*
[ 3 ] 
f(z) = -79/153*z^3 + 271/51*z + 1
*
[ 3 ] 
f(z) = -77/144*z^3 + 263/48*z + 1
*
[ 3 ] 
f(z) = -77/153*z^3 + 265/51*z + 1
*
[ 3 ] 
f(z) = -76/153*z^3 + 262/51*z + 1
*
[ -38/15 ] 
f(z) = -75/152*z^3 + 260/57*z + 1
*
[ -3 ] 
f(z) = -71/144*z^3 + 277/48*z + 1
*
[ -3 ] 
f(z) = -70/153*z^3 + 278/51*z + 1
*
[ -3 ] 
f(z) = -67/144*z^3 + 265/48*z + 1
*
[ -3 ] 
f(z) = -67/153*z^3 + 269/51*z + 1
*
[ -3 ] 
f(z) = -65/153*z^3 + 263/51*z + 1
*
[ -3 ] 
f(z) = -64/153*z^3 + 260/51*z + 1
*
[ -7/2 ] 
f(z) = -62/147*z^3 + 271/42*z + 1
*
[ -2 ] 
f(z) = -79/140*z^3 + 263/70*z + 1
*
[ -2 ] 
f(z) = -79/148*z^3 + 269/74*z + 1
*
[ -2 ] 
f(z) = -79/156*z^3 + 275/78*z + 1
*
[ -2 ] 
f(z) = -77/148*z^3 + 265/74*z + 1
*
[ -2 ] 
f(z) = -77/156*z^3 + 271/78*z + 1
*
[ -2 ] 
f(z) = -75/148*z^3 + 261/74*z + 1
*
[ -2/5 ] 
f(z) = -75/148*z^3 + 265/74*z + 1
*
[ -2 ] 
f(z) = -73/156*z^3 + 263/78*z + 1
*
-21/8 | 0.21621457667905202901793630713911090656 | 0.028759341695802006523201070411026222036
f(z) = -80/147*z^3 + 263/84*z + 1
*
[ -12/7 ] 
f(z) = -77/144*z^3 + 265/84*z + 1
*
[ -7/4 ] 
f(z) = -76/147*z^3 + 265/84*z + 1
*
[ -21/20 ] 
f(z) = -80/147*z^3 + 268/105*z + 1
*
[ -3/2 ] 
f(z) = -70/153*z^3 + 275/102*z + 1
*
[ -7/5 ] 
f(z) = -65/147*z^3 + 271/105*z + 1
*
[ -3/2 ] 
f(z) = -62/153*z^3 + 263/102*z + 1
*
-5/2 | 0.20877855920595677734270343122674620079 | 0.029071348082175168362474640758263293446
f(z) = -67/150*z^3 + 263/120*z + 1
*
[ 5/3 ] 
f(z) = -72/155*z^3 + 262/155*z + 1
*
[ 3/2 ] 
f(z) = -71/144*z^3 + 277/192*z + 1
*
[ 3/2 ] 
f(z) = -67/144*z^3 + 265/192*z + 1
*
[ 3/2 ] 
f(z) = -67/153*z^3 + 269/204*z + 1
*
[ 3/2 ] 
f(z) = -65/153*z^3 + 263/204*z + 1
*
-4 | 0.17336831217374027836543307754554358498 | 0.024581762267857047501163454170025083130
f(z) = -79/144*z^3 + 289/36*z + 1
*
-4 | 0.20583468996752004621792886957404863153 | 0.029301775658139563260901736080013104678
f(z) = -77/144*z^3 + 281/36*z + 1
*
[ 4 ] 
f(z) = -67/144*z^3 + 295/36*z + 1
*
[ 4 ] 
f(z) = -65/144*z^3 + 287/36*z + 1
*
[ -4 ] 
f(z) = -61/144*z^3 + 289/36*z + 1
*
[ -3 ] 
f(z) = -77/144*z^3 + 295/48*z + 1
*
[ -3 ] 
f(z) = -77/153*z^3 + 299/51*z + 1
*
[ -3 ] 
f(z) = -76/153*z^3 + 296/51*z + 1
*
[ 7/2 ] 
f(z) = -74/147*z^3 + 289/42*z + 1
*
[ -3 ] 
f(z) = -74/153*z^3 + 290/51*z + 1
*
[ -3 ] 
f(z) = -73/144*z^3 + 283/48*z + 1
*
[ -3 ] 
f(z) = -73/153*z^3 + 287/51*z + 1
*
[ -3 ] 
f(z) = -71/153*z^3 + 281/51*z + 1
*
[ -7/16 ] 
f(z) = -64/147*z^3 + 283/84*z + 1
*
[ -7/10 ] 
f(z) = -80/147*z^3 + 283/105*z + 1
*
[ -7/5 ] 
f(z) = -80/147*z^3 + 292/105*z + 1
*
[ -3/2 ] 
f(z) = -74/153*z^3 + 281/102*z + 1
*
-5/2 | 0.17888054576489491460798558032255466797 | 0.024539108809517652116528230492071709011
f(z) = -73/150*z^3 + 293/120*z + 1
*
-5/2 | 0.20878268323781886276398085110488995214 | 0.028778221667670173894645733453916119677
f(z) = -71/150*z^3 + 283/120*z + 1
*
0 | 0.15451847189941404986288918184576394408 | 0.027370458831863198896441717373452463065
f(z) = -73/140*z^3 + 283/140*z + 1
*
[ 7/4 ] 
f(z) = -62/147*z^3 + 289/168*z + 1
*
[ 3/2 ] 
f(z) = -77/144*z^3 + 295/192*z + 1
*
[ 3/2 ] 
f(z) = -73/144*z^3 + 283/192*z + 1
*
-2/5 | 0.13603452428939111194207807455747215938 | 0.019345780694058040709304997324383035365
f(z) = -65/144*z^3 + 283/180*z + 1
*
[ 10/7 ] 
f(z) = -77/150*z^3 + 283/210*z + 1
*
[ 3/2 ] 
f(z) = -77/153*z^3 + 299/204*z + 1
*
[ 3/2 ] 
f(z) = -73/153*z^3 + 287/204*z + 1
*
[ 3/2 ] 
f(z) = -71/153*z^3 + 281/204*z + 1
*
[ 5/4 ] 
f(z) = -72/145*z^3 + 283/290*z + 1
*
[ 4/3 ] 
f(z) = -63/142*z^3 + 295/284*z + 1
*
[ 4/3 ] 
f(z) = -63/146*z^3 + 297/292*z + 1
*
[ 3/5 ] 
f(z) = -80/171*z^3 - 142/285*z + 1
*
[ 3/5 ] 
f(z) = -70/171*z^3 - 148/285*z + 1
*
[ 13/22 ] 
f(z) = -66/169*z^3 - 159/286*z + 1
*
[ 3/5 ] 
f(z) = -65/171*z^3 - 151/285*z + 1
*
[ 5/8 ] 
f(z) = -72/175*z^3 - 123/280*z + 1
*
[ 2/3 ] 
f(z) = -69/172*z^3 - 83/258*z + 1
*
[ 2/3 ] 
f(z) = -63/178*z^3 - 61/178*z + 1
*
[ 2/3 ] 
f(z) = -67/168*z^3 - 61/189*z + 1
*
[ 2/3 ] 
f(z) = -65/168*z^3 - 62/189*z + 1
*
[ 2/3 ] 
f(z) = -61/168*z^3 - 64/189*z + 1
*
[ 13/20 ] 
f(z) = -75/169*z^3 - 73/208*z + 1
*
[ 13/19 ] 
f(z) = -76/169*z^3 - 62/247*z + 1
*
[ 2/3 ] 
f(z) = -75/164*z^3 - 73/246*z + 1
*
[ 2/3 ] 
f(z) = -75/172*z^3 - 79/258*z + 1
*
[ 2/3 ] 
f(z) = -69/164*z^3 - 77/246*z + 1
*
[ 3/5 ] 
f(z) = -65/162*z^3 - 47/90*z + 1
*
[ 13/21 ] 
f(z) = -63/169*z^3 - 43/91*z + 1
*
[ 2/3 ] 
f(z) = -69/176*z^3 - 43/132*z + 1
*
[ 2/3 ] 
f(z) = -63/166*z^3 - 55/166*z + 1
*
[ 2/3 ] 
f(z) = -63/170*z^3 - 57/170*z + 1
*
[ 2/3 ] 
f(z) = -79/168*z^3 - 55/189*z + 1
*
[ 2/3 ] 
f(z) = -73/168*z^3 - 58/189*z + 1
*
[ 2/3 ] 
f(z) = -71/168*z^3 - 59/189*z + 1
*
[ 9/13 ] 
f(z) = -65/162*z^3 - 59/234*z + 1
*
10/21 | 0.20789333361537513344636301589405255022 | 0.029609862903330710114152093433758180838
f(z) = -63/160*z^3 - 59/280*z + 1
*
[ 13/20 ] 
f(z) = -80/169*z^3 - 22/65*z + 1
*
[ 2/3 ] 
f(z) = -63/164*z^3 - 27/82*z + 1
*
[ 2/3 ] 
f(z) = -63/172*z^3 - 29/86*z + 1
*
[ 2/3 ] 
f(z) = -69/160*z^3 - 37/120*z + 1
*
[ 3/4 ] 
f(z) = -64/177*z^3 - 23/177*z + 1
*
[ 3/4 ] 
f(z) = -68/171*z^3 - 25/228*z + 1
*
[ 3/4 ] 
f(z) = -73/162*z^3 - 23/288*z + 1
*
[ 3/4 ] 
f(z) = -71/162*z^3 - 25/288*z + 1
*
[ 3/4 ] 
f(z) = -67/162*z^3 - 29/288*z + 1
*
[ 3/4 ] 
f(z) = -65/162*z^3 - 31/288*z + 1
*
[ 3/4 ] 
f(z) = -61/162*z^3 - 35/288*z + 1
*
[ 5/8 ] 
f(z) = -64/175*z^3 - 16/35*z + 1
*
[ 3/4 ] 
f(z) = -80/171*z^3 - 4/57*z + 1
*
[ 3/4 ] 
f(z) = -64/171*z^3 - 7/57*z + 1
*
[ 2/3 ] 
f(z) = -63/160*z^3 - 13/40*z + 1
*
[ 2/3 ] 
f(z) = -63/176*z^3 - 15/44*z + 1
*
[ 13/18 ] 
f(z) = -72/169*z^3 - 19/117*z + 1
*
-14/15 | 0.095750737228238515309789939124916707679 | 0.015273451370829977256692811858585322169
f(z) = -75/176*z^3 - 17/132*z + 1
*
[ 3/4 ] 
f(z) = -80/177*z^3 - 14/177*z + 1
*
[ 3/4 ] 
f(z) = -64/165*z^3 - 19/165*z + 1
*
[ 13/17 ] 
f(z) = -68/169*z^3 - 16/221*z + 1
*
[ 4/5 ] 
f(z) = -65/176*z^3 - 3/220*z + 1
*
[ 3/4 ] 
f(z) = -79/162*z^3 - 17/288*z + 1
*
[ 3/4 ] 
f(z) = -77/162*z^3 - 19/288*z + 1
*
-8/21 | 0.12041796926487449083129394158108650871 | 0.017150908588666391460957239128604905185
f(z) = -63/160*z^3 - 19/280*z + 1
*
[ 13/8 ] 
f(z) = -64/169*z^3 + 18/13*z + 1
*
[ 13/15 ] 
f(z) = -75/169*z^3 + 7/39*z + 1
*
[ 13/12 ] 
f(z) = -72/169*z^3 + 15/26*z + 1
*
[ 5/6 ] 
f(z) = -72/175*z^3 + 3/35*z + 1
*
[ 4/3 ] 
f(z) = -63/160*z^3 + 19/20*z + 1
*
[ 4/5 ] 
f(z) = -75/176*z^3 + 1/44*z + 1
*
[ 13/16 ] 
f(z) = -64/169*z^3 + 1/52*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = -63/176*z^3 + 17/44*z + 1
*
[ 4/5 ] 
f(z) = -75/164*z^3 + 7/164*z + 1
*
[ 4/5 ] 
f(z) = -75/172*z^3 + 5/172*z + 1
*
[ 9/11 ] 
f(z) = -77/162*z^3 + 19/198*z + 1
*
[ 13/16 ] 
f(z) = -80/169*z^3 + 17/208*z + 1
*
[ 5/6 ] 
f(z) = -66/175*z^3 + 13/210*z + 1
*
[ 13/6 ] 
f(z) = -72/169*z^3 + 33/13*z + 1
*
[ -13/8 ] 
f(z) = -64/169*z^3 + 34/13*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013686098366450941487144579477804604154
f(z) = -79/168*z^3 + 29/21*z + 1
*
-2 | 0.074544909140054250178847607167647260362 | 0.013966159683909119961267589907522442019
f(z) = -73/168*z^3 + 26/21*z + 1
*
-2 | 0.074544833608437018191334006883559779702 | 0.014069529711279737612274048840599310697
f(z) = -71/168*z^3 + 25/21*z + 1
*
-2 | 0.074544712900107779624679950562752608552 | 0.014294464278172824372748641125050298870
f(z) = -67/168*z^3 + 23/21*z + 1
*
-2 | 0.074544647515379579865235057753197665844 | 0.014417344215148186044351129096895538234
f(z) = -65/168*z^3 + 22/21*z + 1
*
[ 5/4 ] 
f(z) = -64/175*z^3 + 27/35*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -61/168*z^3 + 20/21*z + 1
*
-2/3 | 0.13385028349616914116248770414525814498 | 0.025887379909621302578771771178352629557
f(z) = -63/176*z^3 + 29/44*z + 1
*
[ 4/3 ] 
f(z) = -63/176*z^3 + 39/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -61/176*z^3 + 39/44*z + 1
*
[ 6/7 ] 
f(z) = -77/162*z^3 + 23/126*z + 1
*
[ 7/8 ] 
f(z) = -64/161*z^3 + 26/161*z + 1
*
-11/8 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = -64/165*z^3 + 31/165*z + 1
*
[ 7/8 ] 
f(z) = -64/175*z^3 + 24/175*z + 1
*
[ 5/6 ] 
f(z) = -78/175*z^3 + 23/210*z + 1
*
10/7 | 0.20647961576532969382764190769542300275 | 0.029408509685332472783343875237843364735
f(z) = -63/160*z^3 + 29/280*z + 1
*
[ 13/5 ] 
f(z) = -75/169*z^3 + 47/13*z + 1
*
[ -13/5 ] 
f(z) = -75/169*z^3 + 57/13*z + 1
*
[ -13/6 ] 
f(z) = -72/169*z^3 + 45/13*z + 1
*
[ 2 ] 
f(z) = -79/168*z^3 + 50/21*z + 1
*
[ 2 ] 
f(z) = -73/168*z^3 + 47/21*z + 1
*
[ 5/3 ] 
f(z) = -72/175*z^3 + 54/35*z + 1
*
[ 2 ] 
f(z) = -71/168*z^3 + 46/21*z + 1
*
[ 2 ] 
f(z) = -67/168*z^3 + 44/21*z + 1
*
[ 2 ] 
f(z) = -65/168*z^3 + 43/21*z + 1
*
[ -4/3 ] 
f(z) = -63/160*z^3 + 49/20*z + 1
*
[ 2 ] 
f(z) = -61/168*z^3 + 41/21*z + 1
*
-2 | 0.093985062720127471077466037557470213583 | 0.017201309643843794042786679658229041707
f(z) = -79/160*z^3 + 59/40*z + 1
*
-2 | 0.095750103521483460556920628181790174609 | 0.017635661839403395942221004459929315870
f(z) = -79/176*z^3 + 57/44*z + 1
*
-2 | 0.093984926498188524481643311004760143073 | 0.017310544017859427297448524057030419986
f(z) = -77/160*z^3 + 57/40*z + 1
*
[ 13/10 ] 
f(z) = -75/169*z^3 + 51/52*z + 1
*
-2 | 0.093984978088134805277761578998506667004 | 0.017545685492368844861591770385264145815
f(z) = -73/160*z^3 + 53/40*z + 1
*
-2 | 0.095749911209982852456319541420871972004 | 0.018004466112237867864622327951703606339
f(z) = -73/176*z^3 + 51/44*z + 1
*
-2 | 0.093985073291978117090239102955249424421 | 0.017672612389484798157025991255484189584
f(z) = -71/160*z^3 + 51/40*z + 1
*
-2 | 0.095749856107452046822989147581236108123 | 0.018140920061295366451820274694544413511
f(z) = -71/176*z^3 + 49/44*z + 1
*
-2 | 0.093985005691391836555197358951077646579 | 0.017806548693865181963533708620793025836
f(z) = -69/160*z^3 + 49/40*z + 1
*
-2 | 0.095749797083725825261055532659222873246 | 0.018285278011938361535087489451008721180
f(z) = -69/176*z^3 + 47/44*z + 1
*
-2 | 0.093984928495001112891101715737636864210 | 0.017948242177061864961301791297843768512
f(z) = -67/160*z^3 + 47/40*z + 1
*
-2 | 0.095749729156519617293573091567308902742 | 0.018438383353812303892180790468923615223
f(z) = -67/176*z^3 + 45/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -65/176*z^3 + 43/44*z + 1
*
-2 | 0.093984803089787566856839429625141672916 | 0.018258359190696730147521113969161328258
f(z) = -63/160*z^3 + 43/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -63/176*z^3 + 41/44*z + 1
*
-2 | 0.093984729497033785312565721452244457919 | 0.018428860996096976237021436643537323195
f(z) = -61/160*z^3 + 41/40*z + 1
*
[ 5/4 ] 
f(z) = -72/175*z^3 + 59/70*z + 1
*
-6/5 | 0.17641870187555326329941692459130104690 | 0.026200530535600255827273685921339764710
f(z) = -65/168*z^3 + 41/105*z + 1
*
-6/5 | 0.15356107605672632080705696242255395563 | 0.024494930227158946204479952152852796318
f(z) = -75/176*z^3 + 59/132*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029439751965697276946025410020187928056
f(z) = -69/176*z^3 + 59/132*z + 1
*
[ 20/21 ] 
f(z) = -63/160*z^3 + 43/140*z + 1
*
[ 13/14 ] 
f(z) = -70/169*z^3 + 51/182*z + 1
*
24/13 | 0.16962406801482451806833553787429528496 | 0.022165704698342266923445817355855154658
f(z) = -65/162*z^3 + 47/234*z + 1
*
[ 13/4 ] 
f(z) = -80/169*z^3 + 74/13*z + 1
*
[ 3 ] 
f(z) = -67/162*z^3 + 79/18*z + 1
*
[ 3 ] 
f(z) = -65/162*z^3 + 77/18*z + 1
*
[ 13/4 ] 
f(z) = -64/169*z^3 + 61/13*z + 1
*
[ -13/4 ] 
f(z) = -64/169*z^3 + 69/13*z + 1
*
[ 3 ] 
f(z) = -61/162*z^3 + 73/18*z + 1
*
[ -2 ] 
f(z) = -79/168*z^3 + 71/21*z + 1
*
[ -2 ] 
f(z) = -73/168*z^3 + 68/21*z + 1
*
[ -13/12 ] 
f(z) = -72/169*z^3 + 63/26*z + 1
*
[ -2 ] 
f(z) = -71/168*z^3 + 67/21*z + 1
*
[ -2 ] 
f(z) = -67/168*z^3 + 65/21*z + 1
*
[ -2 ] 
f(z) = -65/168*z^3 + 64/21*z + 1
*
[ -2 ] 
f(z) = -61/168*z^3 + 62/21*z + 1
*
[ 3/2 ] 
f(z) = -80/171*z^3 + 79/57*z + 1
*
[ 3/2 ] 
f(z) = -68/171*z^3 + 70/57*z + 1
*
[ 3/2 ] 
f(z) = -64/171*z^3 + 67/57*z + 1
*
[ 13/10 ] 
f(z) = -80/169*z^3 + 67/65*z + 1
*
[ 4/3 ] 
f(z) = -69/160*z^3 + 61/60*z + 1
*
[ 6/5 ] 
f(z) = -65/162*z^3 + 67/90*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -61/172*z^3 + 79/86*z + 1
*
[ 13/12 ] 
f(z) = -80/169*z^3 + 74/117*z + 1
*
[ 6/5 ] 
f(z) = -65/168*z^3 + 76/105*z + 1
*
[ 13/12 ] 
f(z) = -64/169*z^3 + 61/117*z + 1
*
-4/3 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -75/176*z^3 + 67/132*z + 1
*
-22/15 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -75/176*z^3 + 79/132*z + 1
*
3/2 | 0.13358539328776019986887828197153946172 | 0.026162714421960018168407426422871263736
f(z) = -76/165*z^3 + 61/165*z + 1
*
-11/8 | 0.13652800468722243840385439493474213731 | 0.026739025198192082373323010514099950971
f(z) = -64/165*z^3 + 76/165*z + 1
*
[ -13/4 ] 
f(z) = -80/169*z^3 + 82/13*z + 1
*
[ 3 ] 
f(z) = -79/162*z^3 + 91/18*z + 1
*
[ 3 ] 
f(z) = -77/162*z^3 + 89/18*z + 1
*
[ 3 ] 
f(z) = -73/162*z^3 + 85/18*z + 1
*
[ -3 ] 
f(z) = -73/162*z^3 + 97/18*z + 1
*
[ 3 ] 
f(z) = -71/162*z^3 + 83/18*z + 1
*
[ -3 ] 
f(z) = -71/162*z^3 + 95/18*z + 1
*
[ -3 ] 
f(z) = -67/162*z^3 + 91/18*z + 1
*
[ -3 ] 
f(z) = -65/162*z^3 + 89/18*z + 1
*
[ -3 ] 
f(z) = -61/162*z^3 + 85/18*z + 1
*
[ -13/15 ] 
f(z) = -75/169*z^3 + 97/39*z + 1
*
[ -5/6 ] 
f(z) = -72/175*z^3 + 87/35*z + 1
*
[ -5/3 ] 
f(z) = -72/175*z^3 + 96/35*z + 1
*
[ -5/4 ] 
f(z) = -64/175*z^3 + 83/35*z + 1
*
[ -5/8 ] 
f(z) = -64/175*z^3 + 96/35*z + 1
*
[ 13/8 ] 
f(z) = -80/169*z^3 + 85/52*z + 1
*
[ 2 ] 
f(z) = -79/160*z^3 + 99/40*z + 1
*
[ 2 ] 
f(z) = -77/160*z^3 + 97/40*z + 1
*
[ 2 ] 
f(z) = -75/176*z^3 + 97/44*z + 1
*
[ 2 ] 
f(z) = -73/160*z^3 + 93/40*z + 1
*
[ 2 ] 
f(z) = -73/176*z^3 + 95/44*z + 1
*
[ 2 ] 
f(z) = -71/160*z^3 + 91/40*z + 1
*
[ 2 ] 
f(z) = -71/176*z^3 + 93/44*z + 1
*
[ 2 ] 
f(z) = -69/160*z^3 + 89/40*z + 1
*
[ 2 ] 
f(z) = -69/176*z^3 + 91/44*z + 1
*
[ 2 ] 
f(z) = -67/160*z^3 + 87/40*z + 1
*
[ 2 ] 
f(z) = -67/176*z^3 + 89/44*z + 1
*
[ 2 ] 
f(z) = -65/176*z^3 + 87/44*z + 1
*
[ 2 ] 
f(z) = -63/160*z^3 + 83/40*z + 1
*
-8/3 | 0.093985749452216780783436744739035553739 | 0.016059893651498999217858249551799442512
f(z) = -63/160*z^3 + 87/40*z + 1
*
[ 2 ] 
f(z) = -63/176*z^3 + 85/44*z + 1
*
[ 2 ] 
f(z) = -61/160*z^3 + 81/40*z + 1
*
[ 2 ] 
f(z) = -61/176*z^3 + 83/44*z + 1
*
[ 3/2 ] 
f(z) = -73/162*z^3 + 97/72*z + 1
*
[ 3/2 ] 
f(z) = -71/162*z^3 + 95/72*z + 1
*
[ 3/2 ] 
f(z) = -67/162*z^3 + 91/72*z + 1
*
[ 3/2 ] 
f(z) = -65/162*z^3 + 89/72*z + 1
*
[ 3/2 ] 
f(z) = -61/162*z^3 + 85/72*z + 1
*
-2 | 0.095324169607589363081524390461331960617 | 0.018025596864587594568626821345968790292
f(z) = -71/172*z^3 + 99/86*z + 1
*
-2 | 0.094442210071114523031391183131063685777 | 0.017928009300825059610388531661744961135
f(z) = -69/164*z^3 + 97/82*z + 1
*
-2 | 0.095324113158872619176675413859593489522 | 0.018167271933178396852727327801157524917
f(z) = -69/172*z^3 + 95/86*z + 1
*
-2 | 0.094442148187252541176528034044379108351 | 0.018072469655354691030318258410502541560
f(z) = -67/164*z^3 + 93/82*z + 1
*
-2 | 0.095324051150911263343236864757506964541 | 0.018317434408305280785700276161958048857
f(z) = -67/172*z^3 + 91/86*z + 1
*
-2 | 0.094442087531278763828562599123547559495 | 0.018225787822796126229501338378594638831
f(z) = -65/164*z^3 + 89/82*z + 1
*
-2 | 0.095323978919701191647465992433823203173 | 0.018477022127329078286399296770594551755
f(z) = -65/172*z^3 + 87/86*z + 1
*
-2 | 0.094442018316139554665792690225134344927 | 0.018388965118806763022477134868107287446
f(z) = -63/164*z^3 + 85/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -63/172*z^3 + 83/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -61/164*z^3 + 81/82*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666
f(z) = -69/160*z^3 + 83/120*z + 1
*
-2/3 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -69/176*z^3 + 89/132*z + 1
*
-5/6 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = -66/175*z^3 + 97/210*z + 1
*
[ -3 ] 
f(z) = -79/162*z^3 + 103/18*z + 1
*
[ -3 ] 
f(z) = -77/162*z^3 + 101/18*z + 1
*
[ 13/3 ] 
f(z) = -72/169*z^3 + 114/13*z + 1
*
[ 13/3 ] 
f(z) = -63/169*z^3 + 101/13*z + 1
*
[ -13/3 ] 
f(z) = -63/169*z^3 + 107/13*z + 1
*
[ 5/2 ] 
f(z) = -76/175*z^3 + 116/35*z + 1
*
[ 5/2 ] 
f(z) = -72/175*z^3 + 111/35*z + 1
*
[ 5/2 ] 
f(z) = -68/175*z^3 + 106/35*z + 1
*
[ 5/2 ] 
f(z) = -64/175*z^3 + 101/35*z + 1
*
[ 2 ] 
f(z) = -79/176*z^3 + 101/44*z + 1
*
[ -4/5 ] 
f(z) = -75/176*z^3 + 111/44*z + 1
*
[ 13/6 ] 
f(z) = -63/169*z^3 + 119/52*z + 1
*
[ -4/3 ] 
f(z) = -63/176*z^3 + 105/44*z + 1
*
[ -2/3 ] 
f(z) = -63/176*z^3 + 117/44*z + 1
*
[ 3/2 ] 
f(z) = -79/162*z^3 + 103/72*z + 1
*
[ 3/2 ] 
f(z) = -77/162*z^3 + 101/72*z + 1
*
-2 | 0.094442118546254678525926269471530213323 | 0.017311926566592620765845220635119238944
f(z) = -79/164*z^3 + 117/82*z + 1
*
-2 | 0.095324111527535418512849750845744577507 | 0.017529003552986197734107481994725453456
f(z) = -79/172*z^3 + 115/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017422998080136419352444372277916434000
f(z) = -77/164*z^3 + 113/82*z + 1
*
-2 | 0.095324366635694308727710026227812322219 | 0.017643912434145748333522186136885215843
f(z) = -77/172*z^3 + 111/86*z + 1
*
-2 | 0.094442197777174273791870255679840270059 | 0.017539657233570682961338775630745665494
f(z) = -75/164*z^3 + 109/82*z + 1
*
-2 | 0.095324306119800962461740467036794396788 | 0.017764579240187449862355835988707193081
f(z) = -75/172*z^3 + 107/86*z + 1
*
-2 | 0.094442351494962459088515416353104351961 | 0.017662325089297445643814610309498582341
f(z) = -73/164*z^3 + 105/82*z + 1
*
-2 | 0.095324232916191619318922983903075249329 | 0.017891600685953621045768664989002319298
f(z) = -73/172*z^3 + 103/86*z + 1
*
-2 | 0.094442286934576426658421485064019342346 | 0.017791545626233773164597128623255970225
f(z) = -71/164*z^3 + 101/82*z + 1
*
[ 13/11 ] 
f(z) = -77/169*z^3 + 113/143*z + 1
*
[ 5/4 ] 
f(z) = -68/175*z^3 + 113/140*z + 1
*
[ 13/11 ] 
f(z) = -66/169*z^3 + 100/143*z + 1
*
35/16 | 0.19147210521026658036842306550222353722 | 0.029227561778785295204702553064104648918
f(z) = -64/175*z^3 + 101/140*z + 1
*
[ 9/8 ] 
f(z) = -64/171*z^3 + 100/171*z + 1
*
-5/6 | 0.18016276391995813034186588009080478038 | 0.025898309066222073137043077712816839037
f(z) = -78/175*z^3 + 107/210*z + 1
*
[ 13/12 ] 
f(z) = -63/169*z^3 + 107/208*z + 1
*
-4/5 | 0.16492244818561625886207603586976354309 | 0.024325125043675324755796452625545026539
f(z) = -65/176*z^3 + 107/220*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.025245876726723677082870506812455008368
f(z) = -65/168*z^3 + 103/273*z + 1
*
-35/24 | 0.12559498880055653906692122888823395681 | 0.017337250732398637143012893735380464942
f(z) = -72/175*z^3 + 117/280*z + 1
*
[ -13/3 ] 
f(z) = -72/169*z^3 + 120/13*z + 1
*
[ 13/4 ] 
f(z) = -72/169*z^3 + 135/26*z + 1
*
[ -5/2 ] 
f(z) = -72/175*z^3 + 139/35*z + 1
*
[ -5/2 ] 
f(z) = -68/175*z^3 + 134/35*z + 1
*
[ -5/2 ] 
f(z) = -64/175*z^3 + 129/35*z + 1
*
[ 4 ] 
f(z) = -61/160*z^3 + 137/20*z + 1
*
[ -2 ] 
f(z) = -79/160*z^3 + 139/40*z + 1
*
[ -2 ] 
f(z) = -77/160*z^3 + 137/40*z + 1
*
[ -13/10 ] 
f(z) = -75/169*z^3 + 131/52*z + 1
*
[ -2 ] 
f(z) = -73/160*z^3 + 133/40*z + 1
*
[ -2 ] 
f(z) = -73/176*z^3 + 139/44*z + 1
*
[ -2 ] 
f(z) = -71/160*z^3 + 131/40*z + 1
*
[ -2 ] 
f(z) = -71/176*z^3 + 137/44*z + 1
*
[ -2 ] 
f(z) = -69/160*z^3 + 129/40*z + 1
*
[ -2 ] 
f(z) = -69/176*z^3 + 135/44*z + 1
*
[ -2 ] 
f(z) = -67/160*z^3 + 127/40*z + 1
*
[ -2 ] 
f(z) = -67/176*z^3 + 133/44*z + 1
*
[ -2 ] 
f(z) = -65/176*z^3 + 131/44*z + 1
*
[ -13/16 ] 
f(z) = -64/169*z^3 + 129/52*z + 1
*
[ -2 ] 
f(z) = -63/160*z^3 + 123/40*z + 1
*
[ 8/3 ] 
f(z) = -63/160*z^3 + 137/40*z + 1
*
[ -2 ] 
f(z) = -63/176*z^3 + 129/44*z + 1
*
[ -2 ] 
f(z) = -61/160*z^3 + 121/40*z + 1
*
[ -2 ] 
f(z) = -61/176*z^3 + 127/44*z + 1
*
[ 26/15 ] 
f(z) = -75/169*z^3 + 137/78*z + 1
*
[ 8/5 ] 
f(z) = -75/176*z^3 + 129/88*z + 1
*
[ 13/9 ] 
f(z) = -63/169*z^3 + 127/117*z + 1
*
[ 3/2 ] 
f(z) = -62/171*z^3 + 131/114*z + 1
*
[ 9/7 ] 
f(z) = -77/162*z^3 + 127/126*z + 1
*
[ 4/3 ] 
f(z) = -75/176*z^3 + 133/132*z + 1
*
[ 13/10 ] 
f(z) = -70/169*z^3 + 121/130*z + 1
*
[ 4/3 ] 
f(z) = -69/176*z^3 + 125/132*z + 1
*
-4/7 | 0.16149475384849564521775196378368342708 | 0.023001399024694104268828019210737336422
f(z) = -77/160*z^3 + 127/140*z + 1
*
[ 5/4 ] 
f(z) = -76/175*z^3 + 123/140*z + 1
*
-4/7 | 0.15157353121016281244305057711311579913 | 0.021588337638618325972515362701976769309
f(z) = -63/160*z^3 + 123/140*z + 1
*
[ 7/6 ] 
f(z) = -72/161*z^3 + 121/161*z + 1
*
[ 7/6 ] 
f(z) = -72/175*z^3 + 123/175*z + 1
*
-5/8 | 0.10421504002904490071277023195679517318 | 0.020410527406089198455839042923483818501
f(z) = -64/165*z^3 + 124/165*z + 1
*
[ 5/4 ] 
f(z) = -64/165*z^3 + 133/165*z + 1
*
[ 26/21 ] 
f(z) = -63/169*z^3 + 139/182*z + 1
*
[ -5/2 ] 
f(z) = -76/175*z^3 + 144/35*z + 1
*
[ -13/4 ] 
f(z) = -72/169*z^3 + 151/26*z + 1
*
[ 4 ] 
f(z) = -71/160*z^3 + 157/20*z + 1
*
[ 4 ] 
f(z) = -69/160*z^3 + 153/20*z + 1
*
[ 4 ] 
f(z) = -67/160*z^3 + 149/20*z + 1
*
[ -4 ] 
f(z) = -67/160*z^3 + 159/20*z + 1
*
5/8 | 0.18113401918195665936001113732031657513 | 0.027122602596906953734718787659059984453
f(z) = -64/175*z^3 + 159/35*z + 1
*
[ 4 ] 
f(z) = -63/160*z^3 + 141/20*z + 1
*
[ -4 ] 
f(z) = -63/160*z^3 + 151/20*z + 1
*
[ -4 ] 
f(z) = -61/160*z^3 + 147/20*z + 1
*
[ -13/8 ] 
f(z) = -80/169*z^3 + 149/52*z + 1
*
[ -3/4 ] 
f(z) = -80/171*z^3 + 148/57*z + 1
*
[ -3/2 ] 
f(z) = -80/171*z^3 + 155/57*z + 1
*
[ -2 ] 
f(z) = -79/176*z^3 + 145/44*z + 1
*
[ -2 ] 
f(z) = -75/176*z^3 + 141/44*z + 1
*
[ -2/5 ] 
f(z) = -75/176*z^3 + 157/44*z + 1
*
[ -3/2 ] 
f(z) = -68/171*z^3 + 146/57*z + 1
*
[ -3/2 ] 
f(z) = -64/171*z^3 + 143/57*z + 1
*
[ -3/4 ] 
f(z) = -64/171*z^3 + 145/57*z + 1
*
5/2 | 0.19083941591839504405430667684433326471 | 0.028630133681453008858975393612036794878
f(z) = -74/175*z^3 + 157/70*z + 1
*
[ -4/3 ] 
f(z) = -69/160*z^3 + 151/60*z + 1
*
[ 9/5 ] 
f(z) = -65/162*z^3 + 157/90*z + 1
*
[ 13/7 ] 
f(z) = -63/169*z^3 + 159/91*z + 1
*
[ 3/2 ] 
f(z) = -74/171*z^3 + 149/114*z + 1
*
[ 13/9 ] 
f(z) = -72/169*z^3 + 140/117*z + 1
*
[ 13/8 ] 
f(z) = -72/169*z^3 + 157/104*z + 1
*
[ 3/2 ] 
f(z) = -70/171*z^3 + 143/114*z + 1
*
[ 5/3 ] 
f(z) = -69/175*z^3 + 157/105*z + 1
*
[ 5/3 ] 
f(z) = -66/175*z^3 + 152/105*z + 1
*
[ 4/3 ] 
f(z) = -63/164*z^3 + 153/164*z + 1
*
[ 4/3 ] 
f(z) = -63/172*z^3 + 155/172*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -61/170*z^3 + 159/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -61/174*z^3 + 157/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -61/178*z^3 + 155/178*z + 1
*
[ 14/13 ] 
f(z) = -65/168*z^3 + 142/273*z + 1
*
-10/7 | 0.13582258735406723325727587724800885653 | 0.019344959844504407237216806601963488809
f(z) = -63/160*z^3 + 141/280*z + 1
*
[ 4 ] 
f(z) = -79/160*z^3 + 173/20*z + 1
*
[ 4 ] 
f(z) = -77/160*z^3 + 169/20*z + 1
*
[ -4 ] 
f(z) = -77/160*z^3 + 179/20*z + 1
*
[ 4 ] 
f(z) = -73/160*z^3 + 161/20*z + 1
*
[ -4 ] 
f(z) = -73/160*z^3 + 171/20*z + 1
*
[ -4 ] 
f(z) = -71/160*z^3 + 167/20*z + 1
*
[ -4 ] 
f(z) = -69/160*z^3 + 163/20*z + 1
*
[ -8/3 ] 
f(z) = -63/160*z^3 + 167/40*z + 1
*
[ -13/6 ] 
f(z) = -63/169*z^3 + 167/52*z + 1
*
[ -13/10 ] 
f(z) = -80/169*z^3 + 167/65*z + 1
*
[ -13/20 ] 
f(z) = -80/169*z^3 + 178/65*z + 1
*
5/2 | 0.19025226554969770228835093129523737206 | 0.028280073783121971448277147494071528766
f(z) = -78/175*z^3 + 167/70*z + 1
*
-12/7 | 0.23293864678337587332435884837418486195 | 0.028980159656985284197090197668808330521
f(z) = -77/162*z^3 + 172/63*z + 1
*
[ -5/4 ] 
f(z) = -72/175*z^3 + 171/70*z + 1
*
-5/12 | 0.19672245172558060116442030412647272787 | 0.029089208953860673436275140997316992932
f(z) = -72/175*z^3 + 173/70*z + 1
*
[ 13/7 ] 
f(z) = -70/169*z^3 + 172/91*z + 1
*
[ 2 ] 
f(z) = -69/164*z^3 + 179/82*z + 1
*
[ 2 ] 
f(z) = -67/164*z^3 + 175/82*z + 1
*
[ 2 ] 
f(z) = -67/172*z^3 + 177/86*z + 1
*
[ 2 ] 
f(z) = -65/164*z^3 + 171/82*z + 1
*
[ 2 ] 
f(z) = -65/172*z^3 + 173/86*z + 1
*
[ 2 ] 
f(z) = -63/164*z^3 + 167/82*z + 1
*
[ 2 ] 
f(z) = -63/172*z^3 + 169/86*z + 1
*
[ 2 ] 
f(z) = -61/164*z^3 + 163/82*z + 1
*
[ 2 ] 
f(z) = -61/172*z^3 + 165/86*z + 1
*
[ 5/3 ] 
f(z) = -78/175*z^3 + 172/105*z + 1
*
-2/5 | 0.17641973549197415302159812179403561436 | 0.024573362257387837978881466201674483176
f(z) = -65/168*z^3 + 164/105*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016024169203212307904155093965294185875
f(z) = -67/178*z^3 + 179/178*z + 1
*
-2 | 0.067815715099640217394744392692621528359 | 0.013073196719488818113234376251781037281
f(z) = -65/162*z^3 + 179/162*z + 1
*
-2 | 0.081831124577462279855449258561620022725 | 0.015809265343020116228707874301404764111
f(z) = -65/166*z^3 + 177/166*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = -65/174*z^3 + 173/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -65/178*z^3 + 171/178*z + 1
*
[ 11/8 ] 
f(z) = -64/165*z^3 + 166/165*z + 1
*
-2 | 0.081830399548119586052716464291346909302 | 0.015951659885617584140128091246922643005
f(z) = -63/166*z^3 + 169/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -63/170*z^3 + 167/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -63/178*z^3 + 163/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013313486272615773943628317929292192474
f(z) = -61/162*z^3 + 163/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -61/166*z^3 + 161/166*z + 1
*
[ 4/3 ] 
f(z) = -67/160*z^3 + 179/180*z + 1
*
[ 4/3 ] 
f(z) = -61/160*z^3 + 167/180*z + 1
*
[ 8/7 ] 
f(z) = -63/160*z^3 + 179/280*z + 1
*
[ -4 ] 
f(z) = -79/160*z^3 + 183/20*z + 1
*
[ -3/2 ] 
f(z) = -79/162*z^3 + 199/72*z + 1
*
[ -3/2 ] 
f(z) = -77/162*z^3 + 197/72*z + 1
*
[ -3/2 ] 
f(z) = -73/162*z^3 + 193/72*z + 1
*
5/6 | 0.16771493096359519749106623882929471237 | 0.024635213519306447350352655865358506524
f(z) = -72/175*z^3 + 181/70*z + 1
*
[ -3/2 ] 
f(z) = -71/162*z^3 + 191/72*z + 1
*
[ -3/2 ] 
f(z) = -67/162*z^3 + 187/72*z + 1
*
[ 13/6 ] 
f(z) = -66/169*z^3 + 185/78*z + 1
*
-5/2 | 0.19271621514933523928997653141321140070 | 0.028043163967183009496669475005987521692
f(z) = -66/175*z^3 + 193/70*z + 1
*
[ -3/2 ] 
f(z) = -65/162*z^3 + 185/72*z + 1
*
[ 5/2 ] 
f(z) = -62/175*z^3 + 197/70*z + 1
*
[ -3/2 ] 
f(z) = -61/162*z^3 + 181/72*z + 1
*
[ 2 ] 
f(z) = -79/164*z^3 + 199/82*z + 1
*
[ 2 ] 
f(z) = -77/164*z^3 + 195/82*z + 1
*
[ 13/7 ] 
f(z) = -77/169*z^3 + 185/91*z + 1
*
[ 2 ] 
f(z) = -77/172*z^3 + 197/86*z + 1
*
[ 2 ] 
f(z) = -75/164*z^3 + 191/82*z + 1
*
[ 2 ] 
f(z) = -75/172*z^3 + 193/86*z + 1
*
[ 2 ] 
f(z) = -73/164*z^3 + 187/82*z + 1
*
[ 2 ] 
f(z) = -73/172*z^3 + 189/86*z + 1
*
[ 2 ] 
f(z) = -71/164*z^3 + 183/82*z + 1
*
[ 2 ] 
f(z) = -71/172*z^3 + 185/86*z + 1
*
[ 2 ] 
f(z) = -69/172*z^3 + 181/86*z + 1
*
[ 15/8 ] 
f(z) = -64/175*z^3 + 184/105*z + 1
*
-22/15 | 0.13321874193948224756522731219904256437 | 0.019944122129633706398050148977280927941
f(z) = -75/176*z^3 + 199/132*z + 1
*
[ 7/5 ] 
f(z) = -75/161*z^3 + 193/161*z + 1
*
-2 | 0.082272194032416588755271891165307568473 | 0.015542689634674254367243044989214873436
f(z) = -71/170*z^3 + 199/170*z + 1
*
-2 | 0.062358538749331284006997008832824224852 | 0.011803167538312405207351500534553459629
f(z) = -71/174*z^3 + 197/174*z + 1
*
-2 | 0.083123677672818344208255020256092494273 | 0.015764021360066161336681424042764854687
f(z) = -71/178*z^3 + 195/178*z + 1
*
-2 | 0.081831245843270093782009636549732596634 | 0.015549318486539747671414518703489677550
f(z) = -69/166*z^3 + 193/166*z + 1
*
-2 | 0.082271484099793860667239778977342607496 | 0.015663975843388527309042807963893825773
f(z) = -69/170*z^3 + 191/170*z + 1
*
-2 | 0.083122964136913583327704747824421541754 | 0.015890123915433931791050957491958784395
f(z) = -69/178*z^3 + 187/178*z + 1
*
-2 | 0.067816427198455068238803447688800889644 | 0.012964064057081729785842436741291735803
f(z) = -67/162*z^3 + 187/162*z + 1
*
-2 | 0.081830535128844881238845084755011072017 | 0.015675279209079032047112940412917715935
f(z) = -67/166*z^3 + 185/166*z + 1
*
-2 | 0.082272076500363184076119007852675515912 | 0.015792743101061772306738121056312987157
f(z) = -67/170*z^3 + 183/170*z + 1
*
-2 | 0.062358416800869126595778780259001115421 | 0.011995470311095849838457978382144708175
f(z) = -67/174*z^3 + 181/174*z + 1
*
19/8 | 0.13381888017308221119311885480550313435 | 0.025353537922685317678827220543274796736
f(z) = -64/165*z^3 + 196/165*z + 1
*
[ 3/2 ] 
f(z) = -64/165*z^3 + 199/165*z + 1
*
[ 4/3 ] 
f(z) = -77/160*z^3 + 199/180*z + 1
*
[ 4/3 ] 
f(z) = -73/160*z^3 + 191/180*z + 1
*
[ 4/3 ] 
f(z) = -71/160*z^3 + 187/180*z + 1
*
-10/7 | 0.19127742069580906280416087217963318775 | 0.027243289165702951561543532552040671578
f(z) = -77/160*z^3 + 191/280*z + 1
*
[ 13/2 ] 
f(z) = -64/169*z^3 + 219/13*z + 1
*
[ -3/8 ] 
f(z) = -64/171*z^3 + 212/57*z + 1
*
[ 10/3 ] 
f(z) = -63/160*z^3 + 203/40*z + 1
*
-4 | 0.18971160673004566565355087821016917381 | 0.028154840200217437870065082629658218430
f(z) = -61/176*z^3 + 211/44*z + 1
*
-5/2 | 0.20279386018559158776704384555260083743 | 0.029092198078569198022596051016121321394
f(z) = -74/175*z^3 + 213/70*z + 1
*
[ 5/2 ] 
f(z) = -66/175*z^3 + 207/70*z + 1
*
[ 2 ] 
f(z) = -79/172*z^3 + 201/86*z + 1
*
[ -6/5 ] 
f(z) = -65/162*z^3 + 217/90*z + 1
*
[ -2/3 ] 
f(z) = -63/164*z^3 + 219/82*z + 1
*
35/16 | 0.19083953003715879704898147635327338916 | 0.027606918844341401922970914728751423988
f(z) = -64/175*z^3 + 201/140*z + 1
*
5/4 | 0.20795303266774187293855419828392861361 | 0.029832317466971093789648150303794606446
f(z) = -64/175*z^3 + 213/140*z + 1
*
-2 | 0.083123209647455808148440309727091953516 | 0.015424402163280571752544732821039769218
f(z) = -77/178*z^3 + 219/178*z + 1
*
-2 | 0.081830777023958201991439103077646752168 | 0.015210471807627731373793265031973529482
f(z) = -75/166*z^3 + 217/166*z + 1
*
-2 | 0.083123790588750866153447812005772804087 | 0.015531762710376895991466127741174690300
f(z) = -75/178*z^3 + 211/178*z + 1
*
-2 | 0.067815974881055815008604195212044101606 | 0.012671482163711409967426616480789553365
f(z) = -73/162*z^3 + 211/162*z + 1
*
-2 | 0.081831386940537801085627771671428384775 | 0.015317534074256349943153938996710530274
f(z) = -73/166*z^3 + 209/166*z + 1
*
-2 | 0.082271612963197982134210357277397251868 | 0.015427705107401853267406607172343450995
f(z) = -73/170*z^3 + 207/170*z + 1
*
-2 | 0.062358214847929914755276997395897896094 | 0.011714840868666439328801413117223962489
f(z) = -73/174*z^3 + 205/174*z + 1
*
-2 | 0.083123080598494681066354573370949020437 | 0.015644618508369132096509782829171601166
f(z) = -73/178*z^3 + 203/178*z + 1
*
-2 | 0.067816571436708789340181619581916878532 | 0.012763776090032030205138381899853849590
f(z) = -71/162*z^3 + 203/162*z + 1
*
-2 | 0.081830663841575376758610904965433768750 | 0.015430126168537438063927353220476884460
f(z) = -71/166*z^3 + 201/166*z + 1
*
[ 3/2 ] 
f(z) = -68/165*z^3 + 208/165*z + 1
*
[ 3/2 ] 
f(z) = -68/177*z^3 + 212/177*z + 1
*
[ 3/2 ] 
f(z) = -64/177*z^3 + 203/177*z + 1
*
[ 4/3 ] 
f(z) = -79/160*z^3 + 203/180*z + 1
*
[ 6/5 ] 
f(z) = -75/164*z^3 + 203/246*z + 1
*
[ 6/5 ] 
f(z) = -75/172*z^3 + 205/258*z + 1
*
[ 8/7 ] 
f(z) = -77/160*z^3 + 211/280*z + 1
*
[ 5/4 ] 
f(z) = -62/175*z^3 + 211/280*z + 1
*
[ 13/2 ] 
f(z) = -68/169*z^3 + 232/13*z + 1
*
[ -13/2 ] 
f(z) = -68/169*z^3 + 236/13*z + 1
*
[ -13/2 ] 
f(z) = -64/169*z^3 + 223/13*z + 1
*
18/5 | 0.13976111749843998496240478112019215313 | 0.020600191910434764253231808792422026413
f(z) = -75/176*z^3 + 221/44*z + 1
*
[ 3 ] 
f(z) = -67/171*z^3 + 239/57*z + 1
*
[ 3 ] 
f(z) = -65/171*z^3 + 233/57*z + 1
*
-4 | 0.17827142631474737143809608535910731129 | 0.026173106763694752556993446284453284961
f(z) = -65/176*z^3 + 227/44*z + 1
*
[ 3 ] 
f(z) = -64/171*z^3 + 230/57*z + 1
*
[ -10/3 ] 
f(z) = -63/160*z^3 + 227/40*z + 1
*
[ 3 ] 
f(z) = -62/171*z^3 + 224/57*z + 1
*
[ 3 ] 
f(z) = -61/171*z^3 + 221/57*z + 1
*
[ 5/2 ] 
f(z) = -78/175*z^3 + 237/70*z + 1
*
[ -26/15 ] 
f(z) = -75/169*z^3 + 227/78*z + 1
*
[ 5/2 ] 
f(z) = -74/175*z^3 + 227/70*z + 1
*
[ 13/5 ] 
f(z) = -70/169*z^3 + 222/65*z + 1
*
[ -8/5 ] 
f(z) = -75/176*z^3 + 239/88*z + 1
*
[ -2/3 ] 
f(z) = -63/172*z^3 + 229/86*z + 1
*
28/15 | 0.19844001088688765866891719186397161082 | 0.029096705971961314269831341299300774260
f(z) = -75/176*z^3 + 229/132*z + 1
*
[ 3/2 ] 
f(z) = -80/177*z^3 + 239/177*z + 1
*
-1 | 0.085427949386260891411029884177256981573 | 0.015599108544442160463630516224055680236
f(z) = -79/160*z^3 + 239/160*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012421497078530368734957335715446005761
f(z) = -79/162*z^3 + 235/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015011888527833632341898941104640943972
f(z) = -79/166*z^3 + 233/166*z + 1
*
-2 | 0.082272382474102075359572457915393924963 | 0.015116881292489801255571130196284320910
f(z) = -79/170*z^3 + 231/170*z + 1
*
-2 | 0.062358722110769302160671310921701355427 | 0.011476244472937698881126334925419808585
f(z) = -79/174*z^3 + 229/174*z + 1
*
-2 | 0.083123921262534971025095092275674224244 | 0.015322522971580526449414886534721489841
f(z) = -79/178*z^3 + 227/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017182636192266296731491930412219501318
f(z) = -78/161*z^3 + 239/161*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015622967830940551856112103231309232861
f(z) = -77/160*z^3 + 237/160*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.012500681694033165633376580307723298358
f(z) = -77/162*z^3 + 227/162*z + 1
*
-1 | 0.067815915169555133347178532063478147922 | 0.012383158314937918462213146320483642514
f(z) = -77/162*z^3 + 239/162*z + 1
*
-2 | 0.081831357595408815018815527500088585881 | 0.015108907058314952235204111421706373457
f(z) = -77/166*z^3 + 225/166*z + 1
*
-2 | 0.082272353030649933374216481121659578077 | 0.015215413252616833931959636206074204716
f(z) = -77/170*z^3 + 223/170*z + 1
*
-2 | 0.062359382592330983369715229150084684088 | 0.011551964259024270810094199034680589715
f(z) = -77/174*z^3 + 221/174*z + 1
*
-1 | 0.094100514956438215579803556497450607582 | 0.017209122161722165026842599641387239227
f(z) = -76/161*z^3 + 237/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017224383313767946201052861782747844693
f(z) = -76/163*z^3 + 239/163*z + 1
*
[ 3/2 ] 
f(z) = -76/165*z^3 + 226/165*z + 1
*
[ 3/2 ] 
f(z) = -76/177*z^3 + 230/177*z + 1
*
-1 | 0.094100095682314309646504550010133275193 | 0.017222363176655882387552449068998054566
f(z) = -75/161*z^3 + 236/161*z + 1
*
-1 | 0.094329184083795961139956381022754023319 | 0.017237667818157887272177266963743970189
f(z) = -75/163*z^3 + 238/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015682492446395795884040489307460198414
f(z) = -75/164*z^3 + 239/164*z + 1
*
-1 | 0.094100490337932762586029092543242751643 | 0.017235830466277419162844139699164816918
f(z) = -74/161*z^3 + 235/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017250854048354608664355233377305142595
f(z) = -74/163*z^3 + 237/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013550692540339834111041241906454447389
f(z) = -74/165*z^3 + 239/165*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015671752898151292648068555889626411749
f(z) = -73/160*z^3 + 233/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017249228568440656740345535502926366442
f(z) = -73/161*z^3 + 234/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012421377630020581707070930357418340227
f(z) = -73/162*z^3 + 235/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017264204094932844142509798922310865485
f(z) = -73/163*z^3 + 236/163*z + 1
*
-1 | 0.085884944040708024160458661675049485919 | 0.015706656807706381261017773375198175379
f(z) = -73/164*z^3 + 237/164*z + 1
*
-1 | 0.074211444873879781626422831451275485418 | 0.013561362238701102725314125108494851524
f(z) = -73/165*z^3 + 238/165*z + 1
*
-1 | 0.081831320634250348130274799798496046327 | 0.014942365608438863720349533294624222841
f(z) = -73/166*z^3 + 239/166*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017262780593942004667551387237587895089
f(z) = -72/161*z^3 + 233/161*z + 1
*
-1 | 0.094329215434466069446242262406610178614 | 0.017277724689921457396410871311786212381
f(z) = -72/163*z^3 + 235/163*z + 1
*
-1 | 0.094778162619799562957616476209133779116 | 0.017306453648609048649292030178634514502
f(z) = -72/167*z^3 + 239/167*z + 1
*
-1 | 0.085427829016916058680349862925477462010 | 0.015696668936630672220281908532680686180
f(z) = -71/160*z^3 + 231/160*z + 1
*
-1 | 0.094100526813712756777130412249336737130 | 0.017276494237306096224443515389972106002
f(z) = -71/161*z^3 + 232/161*z + 1
*
-1 | 0.067816308710900299405071915073448184586 | 0.012440988866358016309971258875235483927
f(z) = -71/162*z^3 + 233/162*z + 1
*
-1 | 0.094328765026275730619456070095500515333 | 0.017291148042729041490767654933808772932
f(z) = -71/163*z^3 + 234/163*z + 1
*
-1 | 0.085885034491711887116925905704316750739 | 0.015731053991041876500866630194288380503
f(z) = -71/164*z^3 + 235/164*z + 1
*
-1 | 0.074211300493197084703414838889995784121 | 0.013582281289284533811944424736982552005
f(z) = -71/165*z^3 + 236/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014965157572110300061871793674582627316
f(z) = -71/166*z^3 + 237/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017319622665761581565978491040128988129
f(z) = -71/167*z^3 + 238/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012049237654849515162490370819997456674
f(z) = -71/168*z^3 + 239/168*z + 1
*
-1 | 0.094328880449407177402472239238673730841 | 0.017304754177197852209320192987582887531
f(z) = -70/163*z^3 + 233/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017332959175029792166643111109430934835
f(z) = -70/167*z^3 + 237/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017346618570468182467114007603191691826
f(z) = -70/169*z^3 + 239/169*z + 1
*
-1 | 0.085427833900464883692209745682575971966 | 0.015721789566081201038992096328858975567
f(z) = -69/160*z^3 + 229/160*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017318387318074351991501673144683149793
f(z) = -69/163*z^3 + 232/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015755639777214910824314045575303420543
f(z) = -69/164*z^3 + 233/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.014988506646377609302457332005019676384
f(z) = -69/166*z^3 + 235/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017346372760912363140640375335237153131
f(z) = -69/167*z^3 + 236/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017359909627184215582808843123601049387
f(z) = -69/169*z^3 + 238/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015022709232789281830391543784203522499
f(z) = -69/170*z^3 + 239/170*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017317794464180173245385768252636019097
f(z) = -68/161*z^3 + 229/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017332132967299133605884932452624737558
f(z) = -68/163*z^3 + 231/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013613896587366437408092404211811163145
f(z) = -68/165*z^3 + 233/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017359864214483351045296993216538602524
f(z) = -68/167*z^3 + 235/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017373277158342727704992868982026705645
f(z) = -68/169*z^3 + 237/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014909781894444080825169296681812790391
f(z) = -68/171*z^3 + 239/171*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015747117928703619172056559572248879516
f(z) = -67/160*z^3 + 227/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017331753633663397114586428849933796180
f(z) = -67/161*z^3 + 228/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012480621104570545439306287184032625571
f(z) = -67/162*z^3 + 229/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017345960230400843645480733809316097636
f(z) = -67/163*z^3 + 230/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015780596575688710434824884779159860008
f(z) = -67/164*z^3 + 231/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013624646965105723177419526916706906700
f(z) = -67/165*z^3 + 232/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015011888527833632341898941104640943972
f(z) = -67/166*z^3 + 233/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017373434338463936614662719179556461254
f(z) = -67/167*z^3 + 234/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012086487275341852284212962379932724368
f(z) = -67/168*z^3 + 235/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017386721945402565583543065993706474876
f(z) = -67/169*z^3 + 236/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015045915659389605979805479942065927408
f(z) = -67/170*z^3 + 237/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014921205836002357186242368556757543110
f(z) = -67/171*z^3 + 238/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015843545450555267243274419836994211423
f(z) = -67/172*z^3 + 239/172*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017345796833116757182411532050193484621
f(z) = -66/161*z^3 + 227/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017359869967702858648241170316438453641
f(z) = -66/163*z^3 + 229/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017387083947445965510717821597055196991
f(z) = -66/167*z^3 + 233/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017400244781277893416351200360873169146
f(z) = -66/169*z^3 + 235/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017425720981996671466110845147123665635
f(z) = -66/173*z^3 + 239/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017359924960484283117077025585591307523
f(z) = -65/161*z^3 + 226/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012500681694033165633376580307723298358
f(z) = -65/162*z^3 + 227/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017373863052537484798517209263805211180
f(z) = -65/163*z^3 + 228/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015805850617670544340381499656483539670
f(z) = -65/164*z^3 + 229/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015035667230697992578334997237692465752
f(z) = -65/166*z^3 + 231/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017400813868120783465559590342431462227
f(z) = -65/167*z^3 + 232/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012105248897255439286695518334364833689
f(z) = -65/168*z^3 + 233/168*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014944251584953141800185767272827090433
f(z) = -65/171*z^3 + 236/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015867894089278265313397160107937340809
f(z) = -65/172*z^3 + 237/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017439072647334132969111994813622978361
f(z) = -65/173*z^3 + 238/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011386730752314734457347438406517854810
f(z) = -65/174*z^3 + 239/174*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017374138927473668953341476659233511468
f(z) = -64/161*z^3 + 225/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017387940371502384963451666195092434346
f(z) = -64/163*z^3 + 227/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013657472238822721092842174566399988491
f(z) = -64/165*z^3 + 229/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017414624939513515134417082115174066894
f(z) = -64/167*z^3 + 231/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017427527829726818508539847468349604136
f(z) = -64/169*z^3 + 233/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014955874745552219873707169825740556958
f(z) = -64/171*z^3 + 235/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017452501135845602670395807594953759370
f(z) = -64/173*z^3 + 237/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017464588925923602193505135700785508192
f(z) = -64/175*z^3 + 239/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015798892895080739857511275127777612671
f(z) = -63/160*z^3 + 223/160*z + 1
*
[ 5/3 ] 
f(z) = -63/160*z^3 + 239/160*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017402102824723243482219070684657167680
f(z) = -63/163*z^3 + 226/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015831408217471605178818889667317946626
f(z) = -63/164*z^3 + 227/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015059849162634807389791143890161626942
f(z) = -63/166*z^3 + 229/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017428518013222940870137984925051694186
f(z) = -63/167*z^3 + 230/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017441289687401375821936752285094160171
f(z) = -63/169*z^3 + 232/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015092779158587508904267214401506996133
f(z) = -63/170*z^3 + 233/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015892524985376605177633284161838644070
f(z) = -63/172*z^3 + 235/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017466007232553462140015967038118254430
f(z) = -63/173*z^3 + 236/173*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015921283906209874845946724415467635454
f(z) = -63/176*z^3 + 239/176*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017402828097624021897264240836994715257
f(z) = -62/161*z^3 + 223/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017416351326122849410561359927563370090
f(z) = -62/163*z^3 + 225/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013679365443269858276316880290376765128
f(z) = -62/165*z^3 + 227/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017442493953667130703197883720911447763
f(z) = -62/167*z^3 + 229/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017455132884557534436598143803940828558
f(z) = -62/169*z^3 + 231/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014979325096993137327312803858757048938
f(z) = -62/171*z^3 + 233/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017479591733987647852654244970401354738
f(z) = -62/173*z^3 + 235/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017491428812710942673817211566177570110
f(z) = -62/175*z^3 + 237/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013788086408114392470060562156532336335
f(z) = -62/177*z^3 + 239/177*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015825259890477842682018246955971161346
f(z) = -61/160*z^3 + 221/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017417305195527989962522157007336079632
f(z) = -61/161*z^3 + 222/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012541782699139624359038429828377122986
f(z) = -61/162*z^3 + 223/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017430686803696785002948563961231436892
f(z) = -61/163*z^3 + 224/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015857275882694439763821125816412936907
f(z) = -61/164*z^3 + 225/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013690507267375653654923393706633946271
f(z) = -61/165*z^3 + 226/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015084200499824636338579950610249129045
f(z) = -61/166*z^3 + 227/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017456553638335000074962213978007309285
f(z) = -61/167*z^3 + 228/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012144016716751673323672970310813348307
f(z) = -61/168*z^3 + 229/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017469058274774968162101573633758220095
f(z) = -61/169*z^3 + 230/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015116685991518225601163679177262090670
f(z) = -61/170*z^3 + 231/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014991153701833699807465710320451948166
f(z) = -61/171*z^3 + 232/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015917443975574853333990112494290258097
f(z) = -61/172*z^3 + 233/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017493255448405548351098050770911116305
f(z) = -61/173*z^3 + 234/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011421812817072588718868900431885787877
f(z) = -61/174*z^3 + 235/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017504965034669289921839457073907895930
f(z) = -61/175*z^3 + 236/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015945752014755932723006984116289666317
f(z) = -61/176*z^3 + 237/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013798839784121922683427257780822941658
f(z) = -61/177*z^3 + 238/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015178325772992132596833677582606530686
f(z) = -61/178*z^3 + 239/178*z + 1
*
-4/9 | 0.17245516522897076076326250757246563627 | 0.022823892451320583550320346113107407336
f(z) = -63/160*z^3 + 239/180*z + 1
*
[ 5/4 ] 
f(z) = -66/175*z^3 + 221/280*z + 1
*
[ 13/2 ] 
f(z) = -76/169*z^3 + 258/13*z + 1
*
[ 13/2 ] 
f(z) = -72/169*z^3 + 245/13*z + 1
*
[ -13/2 ] 
f(z) = -72/169*z^3 + 249/13*z + 1
*
[ 6 ] 
f(z) = -61/162*z^3 + 259/18*z + 1
*
[ 3 ] 
f(z) = -73/171*z^3 + 257/57*z + 1
*
-4 | 0.19347747370262234752016606522506848401 | 0.027866061106273275867738108462881719991
f(z) = -73/176*z^3 + 259/44*z + 1
*
[ 3 ] 
f(z) = -71/171*z^3 + 251/57*z + 1
*
[ 3 ] 
f(z) = -70/171*z^3 + 248/57*z + 1
*
-4 | 0.18517483376385310611266819013525904851 | 0.026917467133156477222778196485091782001
f(z) = -69/176*z^3 + 243/44*z + 1
*
[ 13/4 ] 
f(z) = -68/169*z^3 + 257/52*z + 1
*
[ 3 ] 
f(z) = -68/171*z^3 + 242/57*z + 1
*
-10/3 | 0.19335807618021518528121853907185300423 | 0.028140810227900595409218937389191190269
f(z) = -63/176*z^3 + 241/44*z + 1
*
[ -3 ] 
f(z) = -61/171*z^3 + 259/57*z + 1
*
[ 13/5 ] 
f(z) = -80/169*z^3 + 248/65*z + 1
*
[ -5/12 ] 
f(z) = -72/175*z^3 + 243/70*z + 1
*
[ -13/6 ] 
f(z) = -66/169*z^3 + 257/78*z + 1
*
[ -5/2 ] 
f(z) = -62/175*z^3 + 253/70*z + 1
*
[ -2 ] 
f(z) = -67/164*z^3 + 257/82*z + 1
*
[ -3/5 ] 
f(z) = -65/162*z^3 + 253/90*z + 1
*
[ -9/5 ] 
f(z) = -65/162*z^3 + 257/90*z + 1
*
[ -2 ] 
f(z) = -65/164*z^3 + 253/82*z + 1
*
[ -2 ] 
f(z) = -65/172*z^3 + 259/86*z + 1
*
[ -2 ] 
f(z) = -63/164*z^3 + 249/82*z + 1
*
[ -13/21 ] 
f(z) = -63/169*z^3 + 251/91*z + 1
*
[ -13/7 ] 
f(z) = -63/169*z^3 + 257/91*z + 1
*
[ -2 ] 
f(z) = -63/172*z^3 + 255/86*z + 1
*
[ -2 ] 
f(z) = -61/164*z^3 + 245/82*z + 1
*
[ -2 ] 
f(z) = -61/172*z^3 + 251/86*z + 1
*
-20/21 | 0.22634994536724208106413533491027879440 | 0.029732690041740002540091083119031762683
f(z) = -63/160*z^3 + 253/140*z + 1
*
-1 | 0.094100725232267989581633060011496966463 | 0.017156647068860588387410121273952345404
f(z) = -80/161*z^3 + 241/161*z + 1
*
-1 | 0.094329246948894597301057428818674335371 | 0.017172436158210755820387061774618215851
f(z) = -80/163*z^3 + 243/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017202937495401090184516877456001452807
f(z) = -80/167*z^3 + 247/167*z + 1
*
-1 | 0.094998721189564934092250366650741484421 | 0.017217858126244285078391539104282319982
f(z) = -80/169*z^3 + 249/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014777589821442131498695714439143680396
f(z) = -80/171*z^3 + 251/171*z + 1
*
-1 | 0.095431885303823173400014729774767645166 | 0.017246551231977176589643257160752077519
f(z) = -80/173*z^3 + 253/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013607848428477162138511054295689547688
f(z) = -80/177*z^3 + 257/177*z + 1
*
-1 | 0.096062712819667188475570802298907420603 | 0.017287328625800007367597178474658626077
f(z) = -80/179*z^3 + 259/179*z + 1
*
-1 | 0.094100614541609205897161548314014600298 | 0.017169643148873673255342925375551620804
f(z) = -79/161*z^3 + 240/161*z + 1
*
-1 | 0.067815795844357660543218838188245774880 | 0.012364322082786404618882546599524638280
f(z) = -79/162*z^3 + 241/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017185239135222565908165560599082550926
f(z) = -79/163*z^3 + 242/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015635106064624315769191558689974922188
f(z) = -79/164*z^3 + 243/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013499842896487677322515260438978145711
f(z) = -79/165*z^3 + 244/165*z + 1
*
-1 | 0.081831139681078480402766562814075675843 | 0.014874986148482507613288593902589595757
f(z) = -79/166*z^3 + 245/166*z + 1
*
-1 | 0.094778240539036963198134969019545461238 | 0.017215718966321193075636659606976212336
f(z) = -79/167*z^3 + 246/167*z + 1
*
-1 | 0.065987229663528421220958114399442915020 | 0.011977233339103470271709931023789786189
f(z) = -79/168*z^3 + 247/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017230316872509844055042348956543370698
f(z) = -79/169*z^3 + 248/169*z + 1
*
-1 | 0.082271568104214283601200631883741597274 | 0.014911150062908477002517047845383922053
f(z) = -79/170*z^3 + 249/170*z + 1
*
-1 | 0.081653452997760192697927761917990434532 | 0.014788378331829993505359563688195721240
f(z) = -79/171*z^3 + 250/171*z + 1
*
-1 | 0.086766957102373264654697036939419597118 | 0.015703139282552098474077799932519597848
f(z) = -79/172*z^3 + 251/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017258802728761062326285413940934549549
f(z) = -79/173*z^3 + 252/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011269469450576443294777491057966556029
f(z) = -79/174*z^3 + 253/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017272604486235022922545254588020426841
f(z) = -79/175*z^3 + 254/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015735099098200224084372240219988565279
f(z) = -79/176*z^3 + 255/176*z + 1
*
-1 | 0.075511120265334393858961181061055474585 | 0.013617439842346004590795809762758084229
f(z) = -79/177*z^3 + 256/177*z + 1
*
-1 | 0.083124043995741238042620731749337601079 | 0.014979798929412377014667322993571926299
f(z) = -79/178*z^3 + 257/178*z + 1
*
-1 | 0.096063179507723618584388761297083773126 | 0.017299455909704697499082187241466579652
f(z) = -79/179*z^3 + 258/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017198213273196683610973968412315589803
f(z) = -78/163*z^3 + 241/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017228361143135311792230699847275458470
f(z) = -78/167*z^3 + 245/167*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017271222264545808788756147927618341927
f(z) = -78/173*z^3 + 251/173*z + 1
*
-1 | 0.095644433219368407519440329186095891789 | 0.017284963116045383121159794544569843925
f(z) = -78/175*z^3 + 253/175*z + 1
*
-1 | 0.096062741001555535529202039431502395185 | 0.017311483845579572062647528503358762459
f(z) = -78/179*z^3 + 257/179*z + 1
*
-1 | 0.094329202521237075917756595858075080916 | 0.017211351420997625062382588929613983102
f(z) = -77/163*z^3 + 240/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015658665093270610648990774692492805770
f(z) = -77/164*z^3 + 241/164*z + 1
*
-1 | 0.081830784424455330509871595533469841842 | 0.014897117985756734228182809177345000634
f(z) = -77/166*z^3 + 243/166*z + 1
*
-1 | 0.094778223525067763320653687249924764105 | 0.017241281263502280295346398533242268679
f(z) = -77/167*z^3 + 244/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017255659124321702050366712679066886836
f(z) = -77/169*z^3 + 246/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014932931668234821874902200962662491916
f(z) = -77/170*z^3 + 247/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014809818149725300345060759721216493567
f(z) = -77/171*z^3 + 248/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015725843214525977942578400900476522803
f(z) = -77/172*z^3 + 249/172*z + 1
*
-1 | 0.095431676867792123213115189290746332518 | 0.017283772952021649098029589316894639204
f(z) = -77/173*z^3 + 250/173*z + 1
*
-1 | 0.062357869165649147581461241622557751459 | 0.011285566966650784410638143070650199230
f(z) = -77/174*z^3 + 251/174*z + 1
*
-1 | 0.075511111360185487259173725841370419681 | 0.013636726214984830165236888053951604138
f(z) = -77/177*z^3 + 254/177*z + 1
*
-1 | 0.083124020322126954824837661457535696622 | 0.015000914438504732364283585135903373477
f(z) = -77/178*z^3 + 255/178*z + 1
*
-1 | 0.096063066103058505302467391792554526409 | 0.017323713634933898124262497039758889058
f(z) = -77/179*z^3 + 256/179*z + 1
*
-1 | 0.074210400881047491677675192485264195159 | 0.013530200257353599153156419152170372152
f(z) = -76/165*z^3 + 241/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017254069369241356519158480357431267039
f(z) = -76/167*z^3 + 243/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017268435822251779660172328955586826664
f(z) = -76/169*z^3 + 245/169*z + 1
*
-1 | 0.095431546830774585162106098060702086940 | 0.017296304766266709715485584300313871843
f(z) = -76/173*z^3 + 249/173*z + 1
*
-1 | 0.095644421454016686947116005517190656852 | 0.017309788447686122941360980847308703253
f(z) = -76/175*z^3 + 251/175*z + 1
*
-1 | 0.075511136265333277373497323866825720537 | 0.013646452399413169073261478938643776731
f(z) = -76/177*z^3 + 253/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017335883652762751301333383241712307996
f(z) = -76/179*z^3 + 255/179*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014919491572459023878862535262117920739
f(z) = -75/166*z^3 + 241/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017267031968909855203780139649168265539
f(z) = -75/167*z^3 + 242/167*z + 1
*
-1 | 0.094998622978919910246438057967211037135 | 0.017281374534222659514581867776761936031
f(z) = -75/169*z^3 + 244/169*z + 1
*
-1 | 0.086766616900763156806163877702213368252 | 0.015748865681497538258543241341882573053
f(z) = -75/172*z^3 + 247/172*z + 1
*
-1 | 0.095431681245526121558007338227837109644 | 0.017308953400713896302009514938499145600
f(z) = -75/173*z^3 + 248/173*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015780123724302805415873563913957707417
f(z) = -75/176*z^3 + 251/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015022057620399975084503099554156408434
f(z) = -75/178*z^3 + 253/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017348185151171144477014671048735113113
f(z) = -75/179*z^3 + 254/179*z + 1
*
-1 | 0.094778196840747453652868405662521279457 | 0.017280165152883492231584048861915047806
f(z) = -74/167*z^3 + 241/167*z + 1
*
-1 | 0.094998166693885448503510701641600925290 | 0.017294211556481934557404942516044534626
f(z) = -74/169*z^3 + 243/169*z + 1
*
-1 | 0.081653333271702127345005191696312065912 | 0.014842665104355631970262163437124042379
f(z) = -74/171*z^3 + 245/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017321582722636995199135479157100446369
f(z) = -74/173*z^3 + 247/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017334843902984842688844010967110876949
f(z) = -74/175*z^3 + 249/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013666026498310323987003664246574801364
f(z) = -74/177*z^3 + 251/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017360552750508275108854592238559145508
f(z) = -74/179*z^3 + 253/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017293177769702300081025082767043426248
f(z) = -73/167*z^3 + 240/167*z + 1
*
-1 | 0.065987410209835697188056146139455555802 | 0.012030966872613047238902699897840574757
f(z) = -73/168*z^3 + 241/168*z + 1
*
-1 | 0.094998637003008722584834056311423497270 | 0.017307289997171468303879571195351431661
f(z) = -73/169*z^3 + 242/169*z + 1
*
-1 | 0.082272132834109637204973051163555481268 | 0.014977464512772078376282661682240153765
f(z) = -73/170*z^3 + 243/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014853625315025946516439461239590908727
f(z) = -73/171*z^3 + 244/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015772137186184670401991799423259685430
f(z) = -73/172*z^3 + 245/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017334346751175457284703391556774126386
f(z) = -73/173*z^3 + 246/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011318376265177293179667245433971888811
f(z) = -73/174*z^3 + 247/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017347496286918599391647758090958859464
f(z) = -73/175*z^3 + 248/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015803004148559268746825272123200202235
f(z) = -73/176*z^3 + 249/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013675907047908135761969524202136000385
f(z) = -73/177*z^3 + 250/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015043634730303484126488109385946899937
f(z) = -73/178*z^3 + 251/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017372987081998394938017892314036189881
f(z) = -73/179*z^3 + 252/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017320262810526373420017310339527085316
f(z) = -72/169*z^3 + 241/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017347181712196611377139857039503769167
f(z) = -72/173*z^3 + 245/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017360218386933738924647031074699056377
f(z) = -72/175*z^3 + 247/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017385488785514204572774397957337378207
f(z) = -72/179*z^3 + 251/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017333403217977221477510124799565917042
f(z) = -71/169*z^3 + 240/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014999884327946498603343969909944403600
f(z) = -71/170*z^3 + 241/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014875897885134889226414084200267512207
f(z) = -71/171*z^3 + 242/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015795672429356627803852735034571321595
f(z) = -71/172*z^3 + 243/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017360088306001028947764583620062816367
f(z) = -71/173*z^3 + 244/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011335291203351997347915245954016330342
f(z) = -71/174*z^3 + 245/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017373010885545033419501293146941911050
f(z) = -71/175*z^3 + 246/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015826136348500389174935098879728072838
f(z) = -71/176*z^3 + 247/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013695643154442463086207218943475669170
f(z) = -71/177*z^3 + 248/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015065447280762673737822534033914832308
f(z) = -71/178*z^3 + 249/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017398058509731314224910243763975790954
f(z) = -71/179*z^3 + 250/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.014887128566892180130966791830390983155
f(z) = -70/171*z^3 + 241/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017373067242808296440759274257489300003
f(z) = -70/173*z^3 + 243/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013705874711957251930760621781268989917
f(z) = -70/177*z^3 + 247/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017410696912286108282437213166610566777
f(z) = -70/179*z^3 + 249/179*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015819473399923286040322792932706445369
f(z) = -69/172*z^3 + 241/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017386119242940154841599101764841549652
f(z) = -69/173*z^3 + 242/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017398809856721445660000193797938945364
f(z) = -69/175*z^3 + 244/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015849525267725701577403521530987506355
f(z) = -69/176*z^3 + 245/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015087499856046771418049844842440699270
f(z) = -69/178*z^3 + 247/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017423404659937103026164486003314534131
f(z) = -69/179*z^3 + 248/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017399245037007811674069764726629324773
f(z) = -68/173*z^3 + 241/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017411817742952876275785218971999031521
f(z) = -68/175*z^3 + 243/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013726130167204899620596772639951369123
f(z) = -68/177*z^3 + 245/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017436182428729889518396066024994557050
f(z) = -68/179*z^3 + 247/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017412445366103538613098908753313601910
f(z) = -67/173*z^3 + 240/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011369430208061058505250917349479298713
f(z) = -67/174*z^3 + 241/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017424898855476111967971009150811279790
f(z) = -67/175*z^3 + 242/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015873175989687640264373101713115302856
f(z) = -67/176*z^3 + 243/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013736342637997784572780643825537039762
f(z) = -67/177*z^3 + 244/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015109797169027929180451693873464373086
f(z) = -67/178*z^3 + 245/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017449030904165756507179271566591285900
f(z) = -67/179*z^3 + 246/179*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017438053926531983245570691367824127016
f(z) = -66/175*z^3 + 241/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017461950781374091102839566480514030043
f(z) = -66/179*z^3 + 245/179*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015897093742870961360010108535958317918
f(z) = -65/176*z^3 + 241/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013756939875908166741478398382913907499
f(z) = -65/177*z^3 + 242/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015132344065903992283848714636985419663
f(z) = -65/178*z^3 + 243/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017474942765288657998838974801470393133
f(z) = -65/179*z^3 + 244/179*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013767325791090799006529569433727610103
f(z) = -64/177*z^3 + 241/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017488007570827861130300894129017135157
f(z) = -64/179*z^3 + 243/179*z + 1
*
[ 5/3 ] 
f(z) = -63/170*z^3 + 243/170*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015155264430588916488518576993896700221
f(z) = -63/178*z^3 + 241/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017501145923079094895040082701985910643
f(z) = -63/179*z^3 + 242/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017514358557487295407993402729215916064
f(z) = -62/179*z^3 + 241/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017527646220047805725127560098907964879
f(z) = -61/179*z^3 + 240/179*z + 1
*
-20/9 | 0.15258591378432348868386577739258872137 | 0.020064172378633583463004136206163307722
f(z) = -63/160*z^3 + 251/180*z + 1
*
-20/11 | 0.16986503850401480405561402886281690264 | 0.022336278160415216979986450461291180501
f(z) = -77/160*z^3 + 251/220*z + 1
*
[ 18/13 ] 
f(z) = -65/162*z^3 + 245/234*z + 1
*
[ 3/2 ] 
f(z) = -61/171*z^3 + 259/228*z + 1
*
-2 | 0.16844227408285462973675115633890187045 | 0.021907162521295637431771365066362190371
f(z) = -65/168*z^3 + 244/273*z + 1
*
[ 5/4 ] 
f(z) = -78/175*z^3 + 251/280*z + 1
*
[ 5/4 ] 
f(z) = -74/175*z^3 + 241/280*z + 1
*
[ 13/2 ] 
f(z) = -80/169*z^3 + 271/13*z + 1
*
[ -13/2 ] 
f(z) = -80/169*z^3 + 275/13*z + 1
*
[ -13/2 ] 
f(z) = -76/169*z^3 + 262/13*z + 1
*
[ 6 ] 
f(z) = -65/162*z^3 + 275/18*z + 1
*
[ -6 ] 
f(z) = -61/162*z^3 + 265/18*z + 1
*
[ 35/8 ] 
f(z) = -64/175*z^3 + 272/35*z + 1
*
-6 | 0.19557122061367028370113330906022605563 | 0.025375584623980108913390175991807868856
f(z) = -61/168*z^3 + 278/21*z + 1
*
[ 3 ] 
f(z) = -80/171*z^3 + 278/57*z + 1
*
[ 3 ] 
f(z) = -79/171*z^3 + 275/57*z + 1
*
[ 3 ] 
f(z) = -77/171*z^3 + 269/57*z + 1
*
[ 3 ] 
f(z) = -74/171*z^3 + 260/57*z + 1
*
[ -3 ] 
f(z) = -67/171*z^3 + 277/57*z + 1
*
[ -3 ] 
f(z) = -65/171*z^3 + 271/57*z + 1
*
[ -3 ] 
f(z) = -64/171*z^3 + 268/57*z + 1
*
[ -3 ] 
f(z) = -62/171*z^3 + 262/57*z + 1
*
[ 4 ] 
f(z) = -61/176*z^3 + 277/44*z + 1
*
[ -13/5 ] 
f(z) = -70/169*z^3 + 272/65*z + 1
*
[ -5/2 ] 
f(z) = -66/175*z^3 + 263/70*z + 1
*
-18/11 | 0.24130872457853195610723847458828518380 | 0.028439170326112638684061338940247557956
f(z) = -77/162*z^3 + 269/99*z + 1
*
[ -2 ] 
f(z) = -77/164*z^3 + 277/82*z + 1
*
[ -2 ] 
f(z) = -75/164*z^3 + 273/82*z + 1
*
[ -2 ] 
f(z) = -75/172*z^3 + 279/86*z + 1
*
[ -2 ] 
f(z) = -73/164*z^3 + 269/82*z + 1
*
[ -2 ] 
f(z) = -73/172*z^3 + 275/86*z + 1
*
[ -2 ] 
f(z) = -71/164*z^3 + 265/82*z + 1
*
[ -2 ] 
f(z) = -71/172*z^3 + 271/86*z + 1
*
[ -13/7 ] 
f(z) = -70/169*z^3 + 270/91*z + 1
*
[ -2 ] 
f(z) = -69/164*z^3 + 261/82*z + 1
*
[ -2 ] 
f(z) = -69/172*z^3 + 267/86*z + 1
*
[ -2 ] 
f(z) = -67/172*z^3 + 263/86*z + 1
*
[ 8/3 ] 
f(z) = -63/176*z^3 + 279/88*z + 1
*
[ -5/3 ] 
f(z) = -66/175*z^3 + 278/105*z + 1
*
-2/5 | 0.18644327515709244169565028976062575667 | 0.024294964808435716164659243024824434245
f(z) = -65/168*z^3 + 269/105*z + 1
*
[ 13/6 ] 
f(z) = -64/169*z^3 + 271/117*z + 1
*
[ -13/12 ] 
f(z) = -64/169*z^3 + 277/117*z + 1
*
-4/3 | 0.097988630629958344856558914008429658536 | 0.012806300291764735118182119928005664292
f(z) = -63/160*z^3 + 263/140*z + 1
*
-11/5 | 0.12142182141033411852898770938359608719 | 0.021731952313913986327471766049677961991
f(z) = -75/176*z^3 + 267/176*z + 1
*
-3/2 | 0.13358539328776019986887828197153946172 | 0.023973743819057893204527705722555941077
f(z) = -68/165*z^3 + 263/165*z + 1
*
[ 7/4 ] 
f(z) = -64/161*z^3 + 265/161*z + 1
*
[ 7/4 ] 
f(z) = -64/175*z^3 + 271/175*z + 1
*
20/9 | 0.21967165550076511402111552926450328823 | 0.028624873357889424032143993171647856335
f(z) = -63/160*z^3 + 269/180*z + 1
*
[ 3/2 ] 
f(z) = -67/171*z^3 + 277/228*z + 1
*
[ 3/2 ] 
f(z) = -65/171*z^3 + 271/228*z + 1
*
-8/15 | 0.11749139311961072574581990152949699753 | 0.018741360445360769538733188830729195695
f(z) = -75/176*z^3 + 263/264*z + 1
*
[ 6 ] 
f(z) = -71/162*z^3 + 299/18*z + 1
*
[ 6 ] 
f(z) = -67/162*z^3 + 283/18*z + 1
*
[ -6 ] 
f(z) = -67/162*z^3 + 289/18*z + 1
*
[ -6 ] 
f(z) = -65/162*z^3 + 281/18*z + 1
*
6 | 0.23035177737246889320265812608065929170 | 0.029738664606568780068103562374126863034
f(z) = -65/168*z^3 + 289/21*z + 1
*
[ -35/8 ] 
f(z) = -64/175*z^3 + 288/35*z + 1
*
[ 6 ] 
f(z) = -61/168*z^3 + 292/21*z + 1
*
[ -6 ] 
f(z) = -61/168*z^3 + 299/21*z + 1
*
[ 13/4 ] 
f(z) = -76/169*z^3 + 283/52*z + 1
*
[ -3 ] 
f(z) = -74/171*z^3 + 298/57*z + 1
*
[ -3 ] 
f(z) = -73/171*z^3 + 295/57*z + 1
*
[ -3 ] 
f(z) = -71/171*z^3 + 289/57*z + 1
*
[ -3 ] 
f(z) = -70/171*z^3 + 286/57*z + 1
*
[ -13/4 ] 
f(z) = -68/169*z^3 + 289/52*z + 1
*
[ -3 ] 
f(z) = -68/171*z^3 + 280/57*z + 1
*
[ 4 ] 
f(z) = -65/176*z^3 + 293/44*z + 1
*
[ 4 ] 
f(z) = -63/176*z^3 + 285/44*z + 1
*
[ -4 ] 
f(z) = -61/176*z^3 + 299/44*z + 1
*
[ -13/5 ] 
f(z) = -80/169*z^3 + 298/65*z + 1
*
[ -5/2 ] 
f(z) = -78/175*z^3 + 293/70*z + 1
*
[ -5/2 ] 
f(z) = -74/175*z^3 + 283/70*z + 1
*
[ 35/12 ] 
f(z) = -72/175*z^3 + 291/70*z + 1
*
[ -2 ] 
f(z) = -79/164*z^3 + 281/82*z + 1
*
[ -2 ] 
f(z) = -79/172*z^3 + 287/86*z + 1
*
[ -13/7 ] 
f(z) = -77/169*z^3 + 283/91*z + 1
*
[ -2 ] 
f(z) = -77/172*z^3 + 283/86*z + 1
*
[ -2/5 ] 
f(z) = -75/164*z^3 + 293/82*z + 1
*
-3 | 0.091673243999465477704405568989609629660 | 0.011689032785821951749929634611618615057
f(z) = -65/162*z^3 + 283/90*z + 1
*
[ -13/12 ] 
f(z) = -80/169*z^3 + 290/117*z + 1
*
[ -5/3 ] 
f(z) = -78/175*z^3 + 298/105*z + 1
*
[ -13/8 ] 
f(z) = -72/169*z^3 + 285/104*z + 1
*
[ -3/2 ] 
f(z) = -70/171*z^3 + 295/114*z + 1
*
[ -5/3 ] 
f(z) = -69/175*z^3 + 283/105*z + 1
*
[ 13/6 ] 
f(z) = -68/169*z^3 + 284/117*z + 1
*
[ -15/8 ] 
f(z) = -64/175*z^3 + 296/105*z + 1
*
[ -13/9 ] 
f(z) = -63/169*z^3 + 289/117*z + 1
*
[ -3/2 ] 
f(z) = -62/171*z^3 + 283/114*z + 1
*
-8/3 | 0.11970412334232028051516747272684235184 | 0.016939741436306501080530436271343004538
f(z) = -69/160*z^3 + 293/120*z + 1
*
11/5 | 0.15888920192261199957978667514162960222 | 0.028144663266417807070878363309327958429
f(z) = -75/176*z^3 + 283/176*z + 1
*
-5/8 | 0.14315277917952508993881044676654769701 | 0.025263325029836630566906524782649516320
f(z) = -64/165*z^3 + 289/165*z + 1
*
[ 3/2 ] 
f(z) = -73/171*z^3 + 295/228*z + 1
*
[ 3/2 ] 
f(z) = -71/171*z^3 + 289/228*z + 1
*
[ 4/7 ] 
f(z) = -71/192*z^3 - 185/294*z + 1
*
[ 4/7 ] 
f(z) = -67/192*z^3 - 187/294*z + 1
*
[ 9/16 ] 
f(z) = -64/189*z^3 - 169/252*z + 1
*
[ 2/3 ] 
f(z) = -69/196*z^3 - 101/294*z + 1
*
[ 4/7 ] 
f(z) = -73/192*z^3 - 92/147*z + 1
*
[ 4/7 ] 
f(z) = -65/192*z^3 - 94/147*z + 1
*
[ 4/7 ] 
f(z) = -61/192*z^3 - 95/147*z + 1
*
[ 3/5 ] 
f(z) = -74/189*z^3 - 92/175*z + 1
*
[ 3/5 ] 
f(z) = -71/189*z^3 - 93/175*z + 1
*
[ 3/5 ] 
f(z) = -68/189*z^3 - 94/175*z + 1
*
[ 3/5 ] 
f(z) = -62/189*z^3 - 96/175*z + 1
*
[ 5/8 ] 
f(z) = -64/185*z^3 - 86/185*z + 1
*
[ 5/8 ] 
f(z) = -64/195*z^3 - 92/195*z + 1
*
[ 2/3 ] 
f(z) = -75/188*z^3 - 91/282*z + 1
*
[ 2/3 ] 
f(z) = -75/196*z^3 - 97/294*z + 1
*
[ 2/3 ] 
f(z) = -69/188*z^3 - 95/282*z + 1
*
[ 2/3 ] 
f(z) = -63/190*z^3 - 67/190*z + 1
*
[ 2/3 ] 
f(z) = -63/194*z^3 - 69/194*z + 1
*
[ 2/3 ] 
f(z) = -79/184*z^3 - 64/207*z + 1
*
[ 2/3 ] 
f(z) = -77/184*z^3 - 65/207*z + 1
*
[ 2/3 ] 
f(z) = -73/184*z^3 - 67/207*z + 1
*
[ 2/3 ] 
f(z) = -71/184*z^3 - 68/207*z + 1
*
[ 2/3 ] 
f(z) = -67/184*z^3 - 70/207*z + 1
*
[ 2/3 ] 
f(z) = -65/184*z^3 - 71/207*z + 1
*
[ 2/3 ] 
f(z) = -61/184*z^3 - 73/207*z + 1
*
5/4 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -64/195*z^3 - 56/195*z + 1
*
[ 8/11 ] 
f(z) = -77/192*z^3 - 43/264*z + 1
*
[ 2/3 ] 
f(z) = -75/184*z^3 - 22/69*z + 1
*
[ 2/3 ] 
f(z) = -63/188*z^3 - 33/94*z + 1
*
[ 7/10 ] 
f(z) = -75/196*z^3 - 27/112*z + 1
*
[ 3/4 ] 
f(z) = -62/189*z^3 - 25/168*z + 1
*
[ 3/4 ] 
f(z) = -64/183*z^3 - 25/183*z + 1
*
[ 3/4 ] 
f(z) = -64/195*z^3 - 29/195*z + 1
*
[ 3/4 ] 
f(z) = -64/189*z^3 - 1/7*z + 1
*
[ 3/5 ] 
f(z) = -80/189*z^3 - 18/35*z + 1
*
[ 3/4 ] 
f(z) = -80/189*z^3 - 2/21*z + 1
*
[ 3/4 ] 
f(z) = -76/189*z^3 - 3/28*z + 1
*
[ 3/5 ] 
f(z) = -65/189*z^3 - 19/35*z + 1
*
[ 4/5 ] 
f(z) = -65/192*z^3 - 1/30*z + 1
*
21/16 | 0.18710728273790949286042829674344641402 | 0.028229649170621191262278890179558605503
f(z) = -64/189*z^3 - 9/28*z + 1
*
-15/16 | 0.10810845728709017873430559917004536603 | 0.016310769826455871739208976183987944694
f(z) = -64/189*z^3 - 1/28*z + 1
*
[ 2/3 ] 
f(z) = -63/184*z^3 - 8/23*z + 1
*
-3/10 | 0.18843510704680073811925078149272134732 | 0.024977042944019315573905361384624455743
f(z) = -80/189*z^3 - 9/70*z + 1
*
[ 4/5 ] 
f(z) = -71/192*z^3 - 1/75*z + 1
*
[ 4/5 ] 
f(z) = -67/192*z^3 - 2/75*z + 1
*
[ 3/4 ] 
f(z) = -68/189*z^3 - 11/84*z + 1
*
[ 3/4 ] 
f(z) = -79/189*z^3 - 11/112*z + 1
*
[ 3/4 ] 
f(z) = -73/189*z^3 - 13/112*z + 1
*
[ 3/4 ] 
f(z) = -67/189*z^3 - 15/112*z + 1
*
[ 3/4 ] 
f(z) = -61/189*z^3 - 17/112*z + 1
*
[ 4/5 ] 
f(z) = -73/192*z^3 - 1/150*z + 1
*
[ 4/5 ] 
f(z) = -61/192*z^3 - 7/150*z + 1
*
[ 3/4 ] 
f(z) = -74/189*z^3 - 19/168*z + 1
*
[ 3/4 ] 
f(z) = -80/183*z^3 - 16/183*z + 1
*
[ 4/5 ] 
f(z) = -75/196*z^3 - 1/196*z + 1
*
[ 3/2 ] 
f(z) = -80/189*z^3 + 9/7*z + 1
*
[ -3/4 ] 
f(z) = -80/189*z^3 + 18/7*z + 1
*
-4 | 0.20592490143618639760086583417761503287 | 0.029451095758456427556182571592388341965
f(z) = -77/192*z^3 + 17/3*z + 1
*
[ -3/2 ] 
f(z) = -76/189*z^3 + 18/7*z + 1
*
[ 3/2 ] 
f(z) = -74/189*z^3 + 17/14*z + 1
*
-4 | 0.20155624653582109885099553709756744037 | 0.029078419733742240933484149974820545649
f(z) = -73/192*z^3 + 16/3*z + 1
*
[ 3/2 ] 
f(z) = -68/189*z^3 + 8/7*z + 1
*
[ 4 ] 
f(z) = -67/192*z^3 + 19/3*z + 1
*
-4/5 | 0.18383814619333652097417276740133283517 | 0.026771506082535466537462136447166862106
f(z) = -65/192*z^3 + 7/15*z + 1
*
-4 | 0.19119430048260438577581589782013240662 | 0.028125327506207647379188147024272190525
f(z) = -65/192*z^3 + 14/3*z + 1
*
[ -3/2 ] 
f(z) = -64/189*z^3 + 17/7*z + 1
*
3/4 | 0.11305276014262431864086166890999825520 | 0.018116628647131631791769214359565139034
f(z) = -64/189*z^3 + 19/14*z + 1
*
[ 3/2 ] 
f(z) = -62/189*z^3 + 15/14*z + 1
*
-4 | 0.18474180970197108709944150304514621925 | 0.027475671252659566540371640740130400051
f(z) = -61/192*z^3 + 13/3*z + 1
*
[ -4 ] 
f(z) = -61/192*z^3 + 19/3*z + 1
*
[ 21/20 ] 
f(z) = -80/189*z^3 + 18/35*z + 1
*
-12/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -77/192*z^3 + 13/33*z + 1
*
[ 12/13 ] 
f(z) = -65/192*z^3 + 8/39*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -61/184*z^3 + 19/23*z + 1
*
[ 14/15 ] 
f(z) = -75/196*z^3 + 11/42*z + 1
*
[ 4/5 ] 
f(z) = -79/192*z^3 + 1/75*z + 1
*
[ 4/5 ] 
f(z) = -75/184*z^3 + 1/92*z + 1
*
[ 4/5 ] 
f(z) = -77/192*z^3 + 1/150*z + 1
*
[ 4/5 ] 
f(z) = -75/188*z^3 + 1/188*z + 1
*
[ 5/6 ] 
f(z) = -72/185*z^3 + 13/185*z + 1
*
[ -3 ] 
f(z) = -80/189*z^3 + 36/7*z + 1
*
[ 3 ] 
f(z) = -79/189*z^3 + 31/7*z + 1
*
[ 4 ] 
f(z) = -79/192*z^3 + 22/3*z + 1
*
-4 | 0.20796057738394760747584777510715703071 | 0.029619440308887244036307886274276622071
f(z) = -79/192*z^3 + 35/6*z + 1
*
[ -4 ] 
f(z) = -77/192*z^3 + 23/3*z + 1
*
[ 3 ] 
f(z) = -76/189*z^3 + 30/7*z + 1
*
[ -3 ] 
f(z) = -74/189*z^3 + 34/7*z + 1
*
[ 3 ] 
f(z) = -73/189*z^3 + 29/7*z + 1
*
[ -4 ] 
f(z) = -73/192*z^3 + 22/3*z + 1
*
[ -3 ] 
f(z) = -71/189*z^3 + 33/7*z + 1
*
[ 4 ] 
f(z) = -71/192*z^3 + 20/3*z + 1
*
-4 | 0.19919779747587961768647711672410753170 | 0.028870404562403727907062921355532821845
f(z) = -71/192*z^3 + 31/6*z + 1
*
[ -3 ] 
f(z) = -68/189*z^3 + 32/7*z + 1
*
[ 3 ] 
f(z) = -67/189*z^3 + 27/7*z + 1
*
-4 | 0.19404247613110700104714916429988849991 | 0.028397713301996517428316956057812803090
f(z) = -67/192*z^3 + 29/6*z + 1
*
[ -3 ] 
f(z) = -65/189*z^3 + 31/7*z + 1
*
[ -4 ] 
f(z) = -65/192*z^3 + 20/3*z + 1
*
[ 4 ] 
f(z) = -65/192*z^3 + 37/6*z + 1
*
[ -4/5 ] 
f(z) = -65/192*z^3 + 37/15*z + 1
*
[ 12/5 ] 
f(z) = -65/192*z^3 + 38/15*z + 1
*
[ -3 ] 
f(z) = -62/189*z^3 + 30/7*z + 1
*
[ 3 ] 
f(z) = -61/189*z^3 + 25/7*z + 1
*
[ 4 ] 
f(z) = -61/192*z^3 + 35/6*z + 1
*
-2 | 0.096573177378018991824540028630876789520 | 0.017845434910680272388756545503279388594
f(z) = -79/184*z^3 + 28/23*z + 1
*
-2 | 0.096573111149441918281189591839121107640 | 0.017966159857206090288876993004010354241
f(z) = -77/184*z^3 + 27/23*z + 1
*
[ 4/3 ] 
f(z) = -77/192*z^3 + 26/27*z + 1
*
[ 3/2 ] 
f(z) = -76/189*z^3 + 26/21*z + 1
*
-2 | 0.096573057248948780549606352158193550613 | 0.018093183750054461313348658283535682582
f(z) = -75/184*z^3 + 26/23*z + 1
*
[ 7/5 ] 
f(z) = -75/196*z^3 + 29/28*z + 1
*
-2 | 0.096573003133243287287694171538640136534 | 0.018227108051883761685437521950185346943
f(z) = -73/184*z^3 + 25/23*z + 1
*
[ 4/3 ] 
f(z) = -73/192*z^3 + 25/27*z + 1
*
-2 | 0.096572942302140994880328862396153591939 | 0.018368621457272618240829084659844385039
f(z) = -71/184*z^3 + 24/23*z + 1
*
[ 3/2 ] 
f(z) = -71/189*z^3 + 33/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -67/184*z^3 + 22/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -65/184*z^3 + 21/23*z + 1
*
[ 3/2 ] 
f(z) = -65/189*z^3 + 31/28*z + 1
*
[ 4/3 ] 
f(z) = -65/192*z^3 + 23/27*z + 1
*
[ 3/2 ] 
f(z) = -64/189*z^3 + 23/21*z + 1
*
[ 21/16 ] 
f(z) = -64/189*z^3 + 23/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -63/184*z^3 + 20/23*z + 1
*
[ 4/3 ] 
f(z) = -61/192*z^3 + 22/27*z + 1
*
-4/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = -77/192*z^3 + 37/42*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -61/192*z^3 + 37/48*z + 1
*
[ 12/11 ] 
f(z) = -77/192*z^3 + 37/66*z + 1
*
[ 9/8 ] 
f(z) = -64/189*z^3 + 34/63*z + 1
*
-21/16 | 0.19511514343361037065921575659300682443 | 0.029437828214958522477014673644835347810
f(z) = -64/189*z^3 + 29/84*z + 1
*
3/2 | 0.14580878716850944907005127624586376537 | 0.027651962710997204965313748363739379340
f(z) = -68/195*z^3 + 23/195*z + 1
*
[ 7/8 ] 
f(z) = -64/189*z^3 + 22/189*z + 1
*
[ 6/7 ] 
f(z) = -77/180*z^3 + 31/210*z + 1
*
[ -4 ] 
f(z) = -79/192*z^3 + 47/6*z + 1
*
[ 4 ] 
f(z) = -77/192*z^3 + 43/6*z + 1
*
[ 14/5 ] 
f(z) = -75/196*z^3 + 51/14*z + 1
*
[ 4 ] 
f(z) = -73/192*z^3 + 41/6*z + 1
*
[ -4 ] 
f(z) = -71/192*z^3 + 43/6*z + 1
*
[ -4 ] 
f(z) = -67/192*z^3 + 41/6*z + 1
*
-3/2 | 0.083603145685039812340042615912337850087 | 0.011447514585927179168179917144940636614
f(z) = -64/189*z^3 + 55/14*z + 1
*
21/8 | 0.10810929867659565821674730024752178271 | 0.014957712634702031769238726910347252221
f(z) = -80/189*z^3 + 51/28*z + 1
*
[ -3/2 ] 
f(z) = -80/189*z^3 + 55/21*z + 1
*
3/2 | 0.16604553145107116406863619174555886486 | 0.022625434319601061188156913876030723545
f(z) = -80/189*z^3 + 57/28*z + 1
*
[ 2 ] 
f(z) = -79/184*z^3 + 51/23*z + 1
*
[ 2 ] 
f(z) = -77/184*z^3 + 50/23*z + 1
*
[ -12/7 ] 
f(z) = -77/192*z^3 + 58/21*z + 1
*
[ 2 ] 
f(z) = -75/184*z^3 + 49/23*z + 1
*
[ 2 ] 
f(z) = -73/184*z^3 + 48/23*z + 1
*
[ 2 ] 
f(z) = -71/184*z^3 + 47/23*z + 1
*
-3/4 | 0.20081875422123993036213961091952022127 | 0.028456525697974142871311193760224273546
f(z) = -68/189*z^3 + 43/28*z + 1
*
[ -3/2 ] 
f(z) = -68/189*z^3 + 52/21*z + 1
*
[ 2 ] 
f(z) = -67/184*z^3 + 45/23*z + 1
*
[ 2 ] 
f(z) = -65/184*z^3 + 44/23*z + 1
*
-12/5 | 0.15440066241808434868041846853922583718 | 0.021506343379325842771051246096026426783
f(z) = -65/192*z^3 + 41/30*z + 1
*
[ -3/4 ] 
f(z) = -64/189*z^3 + 53/21*z + 1
*
3 | 0.19511555949819991637312529687420173816 | 0.026716557074438774539355621091106036397
f(z) = -64/189*z^3 + 55/28*z + 1
*
[ 15/8 ] 
f(z) = -64/189*z^3 + 58/35*z + 1
*
[ 2 ] 
f(z) = -63/184*z^3 + 43/23*z + 1
*
[ 2 ] 
f(z) = -61/184*z^3 + 42/23*z + 1
*
[ 4/3 ] 
f(z) = -79/192*z^3 + 53/54*z + 1
*
-2 | 0.077017578357802599687880717162446423904 | 0.014279365361423326681194200840023158922
f(z) = -79/192*z^3 + 55/48*z + 1
*
-2 | 0.077017527771586444162548581148580110698 | 0.014378099002298302678815426477285815423
f(z) = -77/192*z^3 + 53/48*z + 1
*
-2 | 0.077017409472649822119278462082593901985 | 0.014591840921447127543994218875758766938
f(z) = -73/192*z^3 + 49/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -71/192*z^3 + 47/48*z + 1
*
[ 4/3 ] 
f(z) = -71/192*z^3 + 49/54*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -67/192*z^3 + 43/48*z + 1
*
[ 4/3 ] 
f(z) = -67/192*z^3 + 47/54*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -65/192*z^3 + 41/48*z + 1
*
[ 6/5 ] 
f(z) = -75/184*z^3 + 52/69*z + 1
*
-21/16 | 0.097070693446478593900550887594740755141 | 0.014645456770282124916183378364679725946
f(z) = -64/189*z^3 + 53/84*z + 1
*
-8/5 | 0.18383814619333652097417276740133283517 | 0.026771506082535466537462136447166862106
f(z) = -65/192*z^3 + 59/120*z + 1
*
13/8 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -64/195*z^3 + 49/195*z + 1
*
[ -14/5 ] 
f(z) = -75/196*z^3 + 61/14*z + 1
*
[ 21/4 ] 
f(z) = -64/189*z^3 + 71/7*z + 1
*
[ -2 ] 
f(z) = -79/184*z^3 + 74/23*z + 1
*
[ -3/2 ] 
f(z) = -79/189*z^3 + 73/28*z + 1
*
[ -4/3 ] 
f(z) = -79/192*z^3 + 67/27*z + 1
*
[ -2 ] 
f(z) = -77/184*z^3 + 73/23*z + 1
*
[ -12/11 ] 
f(z) = -77/192*z^3 + 79/33*z + 1
*
[ -2 ] 
f(z) = -75/184*z^3 + 72/23*z + 1
*
[ -7/5 ] 
f(z) = -75/196*z^3 + 69/28*z + 1
*
[ -2 ] 
f(z) = -73/184*z^3 + 71/23*z + 1
*
[ -3/2 ] 
f(z) = -73/189*z^3 + 71/28*z + 1
*
[ -2 ] 
f(z) = -71/184*z^3 + 70/23*z + 1
*
[ -4/3 ] 
f(z) = -71/192*z^3 + 65/27*z + 1
*
[ -3/4 ] 
f(z) = -68/189*z^3 + 71/28*z + 1
*
[ -2 ] 
f(z) = -67/184*z^3 + 68/23*z + 1
*
[ -3/2 ] 
f(z) = -67/189*z^3 + 69/28*z + 1
*
[ -4/3 ] 
f(z) = -67/192*z^3 + 64/27*z + 1
*
[ -2 ] 
f(z) = -65/184*z^3 + 67/23*z + 1
*
[ 3 ] 
f(z) = -65/189*z^3 + 79/21*z + 1
*
[ 21/8 ] 
f(z) = -64/189*z^3 + 62/21*z + 1
*
[ -2/3 ] 
f(z) = -63/184*z^3 + 61/23*z + 1
*
[ -2 ] 
f(z) = -63/184*z^3 + 66/23*z + 1
*
[ 3 ] 
f(z) = -62/189*z^3 + 76/21*z + 1
*
[ -2 ] 
f(z) = -61/184*z^3 + 65/23*z + 1
*
[ -3/2 ] 
f(z) = -61/189*z^3 + 67/28*z + 1
*
[ 12/7 ] 
f(z) = -77/192*z^3 + 67/42*z + 1
*
3/5 | 0.12709815981593872017289465072883288779 | 0.016846840514915763293803804647925139204
f(z) = -80/189*z^3 + 69/70*z + 1
*
[ 4/3 ] 
f(z) = -63/184*z^3 + 79/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -63/188*z^3 + 79/94*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -61/180*z^3 + 77/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -61/188*z^3 + 75/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -61/196*z^3 + 73/98*z + 1
*
-21/20 | 0.15178187684385070552179816387207747641 | 0.022154105961255171390949703645305512817
f(z) = -80/189*z^3 + 74/105*z + 1
*
[ 21/19 ] 
f(z) = -76/189*z^3 + 78/133*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = -77/192*z^3 + 67/168*z + 1
*
-6/5 | 0.18939460502969966978440846158054338509 | 0.027580667698964156408395632908389451036
f(z) = -65/192*z^3 + 77/240*z + 1
*
[ -21/4 ] 
f(z) = -80/189*z^3 + 90/7*z + 1
*
-4 | 0.25070775206647430061527155342504894398 | 0.029269132792931394215418681409218454975
f(z) = -65/192*z^3 + 82/15*z + 1
*
-4/5 | 0.16284464680174617145754844787072697976 | 0.018645776944550141993260589600377758534
f(z) = -65/192*z^3 + 97/15*z + 1
*
[ 3 ] 
f(z) = -80/189*z^3 + 94/21*z + 1
*
[ 21/8 ] 
f(z) = -80/189*z^3 + 99/28*z + 1
*
[ -2/5 ] 
f(z) = -75/184*z^3 + 82/23*z + 1
*
[ 3 ] 
f(z) = -74/189*z^3 + 88/21*z + 1
*
[ 3 ] 
f(z) = -71/189*z^3 + 85/21*z + 1
*
[ 3 ] 
f(z) = -68/189*z^3 + 82/21*z + 1
*
[ -3 ] 
f(z) = -67/189*z^3 + 95/21*z + 1
*
-4/13 | 0.20153176896631260090852357220487847077 | 0.023305153583003210765948593579252599160
f(z) = -65/192*z^3 + 89/39*z + 1
*
[ -3 ] 
f(z) = -64/189*z^3 + 92/21*z + 1
*
[ -3 ] 
f(z) = -61/189*z^3 + 89/21*z + 1
*
[ 2 ] 
f(z) = -73/192*z^3 + 97/48*z + 1
*
[ 2 ] 
f(z) = -71/192*z^3 + 95/48*z + 1
*
[ 2 ] 
f(z) = -67/192*z^3 + 91/48*z + 1
*
[ 2 ] 
f(z) = -65/192*z^3 + 89/48*z + 1
*
[ 2 ] 
f(z) = -61/192*z^3 + 85/48*z + 1
*
-2 | 0.096971219694543521461413619991328989045 | 0.018337050518004533093216841039160420265
f(z) = -73/188*z^3 + 99/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -73/196*z^3 + 97/98*z + 1
*
-2 | 0.082602859491034405317494642326848560304 | 0.015680539793752139640879140635279176729
f(z) = -71/180*z^3 + 97/90*z + 1
*
-2 | 0.096971152903044714521020921301761509268 | 0.018481171721233670477885115736770608633
f(z) = -71/188*z^3 + 95/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -71/196*z^3 + 93/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -69/188*z^3 + 91/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -69/196*z^3 + 89/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -67/180*z^3 + 89/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -67/188*z^3 + 87/94*z + 1
*
[ 3/2 ] 
f(z) = -67/189*z^3 + 95/84*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -67/196*z^3 + 85/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -65/188*z^3 + 83/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -65/196*z^3 + 81/98*z + 1
*
[ 3/2 ] 
f(z) = -61/189*z^3 + 89/84*z + 1
*
[ 21/17 ] 
f(z) = -68/189*z^3 + 88/119*z + 1
*
-3/10 | 0.12545092838323229935637175681434543009 | 0.015229286045870674751957005991512887614
f(z) = -80/189*z^3 + 87/140*z + 1
*
-20/13 | 0.19967116691840773539425602321346443149 | 0.021169810365419191341780996491054002033
f(z) = -65/192*z^3 + 88/195*z + 1
*
[ 14/13 ] 
f(z) = -65/196*z^3 + 83/182*z + 1
*
-13/8 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -64/195*z^3 + 94/195*z + 1
*
21/4 | 0.21251042801484664950878237136566116908 | 0.026429117434378050391487814557770301073
f(z) = -64/189*z^3 + 115/14*z + 1
*
[ -21/10 ] 
f(z) = -80/189*z^3 + 117/35*z + 1
*
[ -3 ] 
f(z) = -79/189*z^3 + 107/21*z + 1
*
4/7 | 0.26286862141858985638404662735173493597 | 0.029581432337078173143449175672230863773
f(z) = -77/192*z^3 + 113/21*z + 1
*
[ -3 ] 
f(z) = -76/189*z^3 + 104/21*z + 1
*
[ -3 ] 
f(z) = -73/189*z^3 + 101/21*z + 1
*
[ -12/5 ] 
f(z) = -65/192*z^3 + 101/30*z + 1
*
4/5 | 0.19619354080522035479160514254472223154 | 0.023795862534965186497163599246969728052
f(z) = -65/192*z^3 + 119/30*z + 1
*
[ 2 ] 
f(z) = -79/192*z^3 + 103/48*z + 1
*
[ 2 ] 
f(z) = -77/192*z^3 + 101/48*z + 1
*
[ -14/15 ] 
f(z) = -75/196*z^3 + 101/42*z + 1
*
[ -3/2 ] 
f(z) = -74/189*z^3 + 107/42*z + 1
*
[ -3/2 ] 
f(z) = -62/189*z^3 + 101/42*z + 1
*
-4/11 | 0.19843920842230448707530580897057249554 | 0.024068234386230205167431106872158529675
f(z) = -77/192*z^3 + 119/66*z + 1
*
-2 | 0.082603101899049491781594772348959506066 | 0.015238920495880769966523996118671229924
f(z) = -79/180*z^3 + 113/90*z + 1
*
-2 | 0.096971383719018167885273627786861776629 | 0.017948764448602530684844869978143263964
f(z) = -79/188*z^3 + 111/94*z + 1
*
[ 3/2 ] 
f(z) = -79/189*z^3 + 107/84*z + 1
*
-2 | 0.097743014845511518261964455049699186039 | 0.018152679815975553794807959112862123048
f(z) = -79/196*z^3 + 109/98*z + 1
*
-2 | 0.082603035588370247763937206922883735558 | 0.015340906552077530162921643763174937510
f(z) = -77/180*z^3 + 109/90*z + 1
*
-2 | 0.096971329739903656207918374120568347509 | 0.018071517552153793358760258132240808335
f(z) = -77/188*z^3 + 107/94*z + 1
*
-2 | 0.096971277563294219344028833199644652416 | 0.018200737872127522967379739943455397563
f(z) = -75/188*z^3 + 103/94*z + 1
*
-2 | 0.097742902199297546208155838149286427325 | 0.018413333270126905818548852950207735352
f(z) = -75/196*z^3 + 101/98*z + 1
*
-2 | 0.082602915888761663882124737206059822162 | 0.015561181273733046225304104736885186413
f(z) = -73/180*z^3 + 101/90*z + 1
*
[ 3/2 ] 
f(z) = -73/189*z^3 + 101/84*z + 1
*
[ 8/7 ] 
f(z) = -77/192*z^3 + 109/168*z + 1
*
3/8 | 0.11746289553254610549477284188206904130 | 0.014487245694776417924044703634879013817
f(z) = -80/189*z^3 + 123/28*z + 1
*
-15/4 | 0.19293311043723149307803936446029387613 | 0.023611834924410168642575954309771283984
f(z) = -64/189*z^3 + 131/28*z + 1
*
[ -4/7 ] 
f(z) = -77/192*z^3 + 121/42*z + 1
*
[ -4/3 ] 
f(z) = -77/192*z^3 + 133/54*z + 1
*
[ -4/3 ] 
f(z) = -73/192*z^3 + 131/54*z + 1
*
[ -2 ] 
f(z) = -67/192*z^3 + 139/48*z + 1
*
[ -4/3 ] 
f(z) = -65/192*z^3 + 127/54*z + 1
*
[ -2 ] 
f(z) = -65/192*z^3 + 137/48*z + 1
*
[ -4/3 ] 
f(z) = -61/192*z^3 + 125/54*z + 1
*
[ -2 ] 
f(z) = -61/192*z^3 + 133/48*z + 1
*
[ 7/5 ] 
f(z) = -65/196*z^3 + 131/140*z + 1
*
28/13 | 0.24931897932342797193078516732627536120 | 0.026433638838468946192848917012887014998
f(z) = -65/192*z^3 + 121/195*z + 1
*
[ 5/4 ] 
f(z) = -64/185*z^3 + 137/185*z + 1
*
[ 6/5 ] 
f(z) = -65/189*z^3 + 139/210*z + 1
*
9/4 | 0.18773985791101727617986988589239656208 | 0.028325088401791532228498407656167274052
f(z) = -64/189*z^3 + 131/252*z + 1
*
[ -12 ] 
f(z) = -67/192*z^3 + 154/3*z + 1
*
[ 12 ] 
f(z) = -65/192*z^3 + 149/3*z + 1
*
[ 12 ] 
f(z) = -61/192*z^3 + 140/3*z + 1
*
[ -3/10 ] 
f(z) = -80/189*z^3 + 153/35*z + 1
*
4 | 0.21880731000493944626135036410432813437 | 0.025834181804249364785329079068042457544
f(z) = -65/192*z^3 + 149/30*z + 1
*
-20/13 | 0.23287259513492499245991127074284646718 | 0.025253282846391900174327579682479355723
f(z) = -65/192*z^3 + 158/39*z + 1
*
3/4 | 0.22501566595609601184941008862096731866 | 0.027245955187626555247551913401827917064
f(z) = -64/189*z^3 + 143/28*z + 1
*
[ -2 ] 
f(z) = -79/192*z^3 + 151/48*z + 1
*
[ -2 ] 
f(z) = -77/192*z^3 + 149/48*z + 1
*
[ -3/4 ] 
f(z) = -74/189*z^3 + 143/56*z + 1
*
[ -2 ] 
f(z) = -73/192*z^3 + 145/48*z + 1
*
[ -2 ] 
f(z) = -71/192*z^3 + 143/48*z + 1
*
[ -3/4 ] 
f(z) = -62/189*z^3 + 141/56*z + 1
*
[ 9/4 ] 
f(z) = -64/189*z^3 + 143/63*z + 1
*
[ -9/8 ] 
f(z) = -64/189*z^3 + 146/63*z + 1
*
[ 28/15 ] 
f(z) = -75/196*z^3 + 151/84*z + 1
*
[ 8/5 ] 
f(z) = -65/192*z^3 + 149/120*z + 1
*
-15/8 | 0.21950676875440945089227966628994845050 | 0.026578912003532523211762653162023467131
f(z) = -80/189*z^3 + 143/140*z + 1
*
[ 4/3 ] 
f(z) = -63/188*z^3 + 159/188*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -63/190*z^3 + 157/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -63/194*z^3 + 155/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -61/182*z^3 + 153/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -61/186*z^3 + 151/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -61/190*z^3 + 149/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -61/194*z^3 + 147/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -61/198*z^3 + 145/198*z + 1
*
[ 6/5 ] 
f(z) = -65/192*z^3 + 157/240*z + 1
*
-8/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -77/192*z^3 + 155/264*z + 1
*
0 | 0.16702752261638830039584885093753775553 | 0.026501288315092434587670902915300291116
f(z) = -75/182*z^3 + 158/273*z + 1
*
[ 12 ] 
f(z) = -77/192*z^3 + 176/3*z + 1
*
[ 12 ] 
f(z) = -73/192*z^3 + 167/3*z + 1
*
[ -12 ] 
f(z) = -71/192*z^3 + 163/3*z + 1
*
-3/8 | 0.23673147971561973842294252976841030760 | 0.028018449574093876441365545289286653537
f(z) = -64/189*z^3 + 173/7*z + 1
*
[ 6 ] 
f(z) = -62/189*z^3 + 177/14*z + 1
*
[ -6 ] 
f(z) = -61/189*z^3 + 179/14*z + 1
*
[ -4/13 ] 
f(z) = -65/192*z^3 + 167/39*z + 1
*
-15/16 | 0.17348590103424163625431080967441753077 | 0.020619133860059745446511900632419581398
f(z) = -64/189*z^3 + 167/28*z + 1
*
-3/4 | 0.12340288756775647008568620733921540359 | 0.016710819009339071757695039391440060984
f(z) = -64/189*z^3 + 179/21*z + 1
*
[ 9/4 ] 
f(z) = -80/189*z^3 + 170/63*z + 1
*
[ -6/5 ] 
f(z) = -80/189*z^3 + 171/70*z + 1
*
[ -6/5 ] 
f(z) = -75/184*z^3 + 167/69*z + 1
*
[ -6/5 ] 
f(z) = -65/189*z^3 + 163/70*z + 1
*
[ 2 ] 
f(z) = -67/180*z^3 + 179/90*z + 1
*
[ 2 ] 
f(z) = -65/188*z^3 + 177/94*z + 1
*
[ 2 ] 
f(z) = -65/196*z^3 + 179/98*z + 1
*
[ 2 ] 
f(z) = -63/188*z^3 + 173/94*z + 1
*
[ 2 ] 
f(z) = -61/180*z^3 + 167/90*z + 1
*
[ 2 ] 
f(z) = -61/188*z^3 + 169/94*z + 1
*
[ 2 ] 
f(z) = -61/196*z^3 + 171/98*z + 1
*
-2/5 | 0.21307056904341800815792231641848651704 | 0.029320989594739268969122685078064927111
f(z) = -65/184*z^3 + 179/115*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -69/194*z^3 + 179/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -67/182*z^3 + 177/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -67/186*z^3 + 175/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -67/190*z^3 + 173/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -67/194*z^3 + 171/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -67/198*z^3 + 169/198*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -65/186*z^3 + 167/186*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -65/194*z^3 + 163/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -65/198*z^3 + 161/198*z + 1
*
[ 11/8 ] 
f(z) = -64/187*z^3 + 172/187*z + 1
*
[ 6/5 ] 
f(z) = -80/189*z^3 + 163/210*z + 1
*
[ 9/8 ] 
f(z) = -80/189*z^3 + 163/252*z + 1
*
[ -12 ] 
f(z) = -79/192*z^3 + 181/3*z + 1
*
[ 6 ] 
f(z) = -68/189*z^3 + 193/14*z + 1
*
[ -6 ] 
f(z) = -67/189*z^3 + 195/14*z + 1
*
[ 6 ] 
f(z) = -65/189*z^3 + 185/14*z + 1
*
[ -6 ] 
f(z) = -64/189*z^3 + 187/14*z + 1
*
75/16 | 0.25465228090527634419194157696779913250 | 0.029648163934721180013764472006159996441
f(z) = -64/189*z^3 + 199/28*z + 1
*
-4/11 | 0.24971359070678088015506908720759066342 | 0.028748670694476315720758259940359024576
f(z) = -77/192*z^3 + 185/66*z + 1
*
[ -4/5 ] 
f(z) = -77/192*z^3 + 188/75*z + 1
*
[ -2/3 ] 
f(z) = -75/184*z^3 + 185/69*z + 1
*
[ -4/5 ] 
f(z) = -73/192*z^3 + 187/75*z + 1
*
[ -12/13 ] 
f(z) = -65/192*z^3 + 185/78*z + 1
*
[ -9/4 ] 
f(z) = -64/189*z^3 + 199/63*z + 1
*
[ 12/5 ] 
f(z) = -61/192*z^3 + 181/75*z + 1
*
[ -4/5 ] 
f(z) = -61/192*z^3 + 184/75*z + 1
*
[ 2 ] 
f(z) = -77/180*z^3 + 199/90*z + 1
*
[ 2 ] 
f(z) = -75/188*z^3 + 197/94*z + 1
*
[ 2 ] 
f(z) = -75/196*z^3 + 199/98*z + 1
*
[ 2 ] 
f(z) = -73/180*z^3 + 191/90*z + 1
*
[ 2 ] 
f(z) = -73/188*z^3 + 193/94*z + 1
*
[ 2 ] 
f(z) = -73/196*z^3 + 195/98*z + 1
*
[ 2 ] 
f(z) = -71/180*z^3 + 187/90*z + 1
*
[ 2 ] 
f(z) = -71/188*z^3 + 189/94*z + 1
*
[ 2 ] 
f(z) = -71/196*z^3 + 191/98*z + 1
*
[ 2 ] 
f(z) = -69/188*z^3 + 185/94*z + 1
*
[ 2 ] 
f(z) = -69/196*z^3 + 187/98*z + 1
*
-7/3 | 0.21684715185215981233737789628806105462 | 0.029996366846326778394476689746297704367
f(z) = -69/196*z^3 + 197/84*z + 1
*
[ 2 ] 
f(z) = -67/188*z^3 + 181/94*z + 1
*
[ 2 ] 
f(z) = -67/196*z^3 + 183/98*z + 1
*
[ -21/16 ] 
f(z) = -64/189*z^3 + 197/84*z + 1
*
33/20 | 0.17245244287252839729500577077885992437 | 0.023149538767299208587347725578479956583
f(z) = -80/189*z^3 + 191/105*z + 1
*
-3/2 | 0.23790141558904825091920195555488445396 | 0.027763561328694636952261333823356377695
f(z) = -64/189*z^3 + 195/112*z + 1
*
[ 7/5 ] 
f(z) = -75/182*z^3 + 199/182*z + 1
*
-2 | 0.063593485087415723287096149797041592964 | 0.012013947277394072449466404149688321273
f(z) = -73/186*z^3 + 199/186*z + 1
*
-2 | 0.084331753512758550733008417368143928592 | 0.015962237657812805586181797048600277155
f(z) = -73/190*z^3 + 197/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016066162917593709214233921572225362658
f(z) = -73/194*z^3 + 195/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -73/198*z^3 + 193/198*z + 1
*
-2 | 0.083534517936260375194996044097860062803 | 0.015872968945117229639115791502433315279
f(z) = -71/182*z^3 + 193/182*z + 1
*
-2 | 0.063594073623315165955274956361841531971 | 0.012107913743357112876672583739422938368
f(z) = -71/186*z^3 + 191/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -71/190*z^3 + 189/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -71/194*z^3 + 187/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -71/198*z^3 + 185/198*z + 1
*
-2 | 0.083535102732701199641737913460860963559 | 0.016001802469364789201921794166478262969
f(z) = -69/182*z^3 + 185/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -69/190*z^3 + 181/190*z + 1
*
[ -6 ] 
f(z) = -76/189*z^3 + 219/14*z + 1
*
[ 6 ] 
f(z) = -74/189*z^3 + 209/14*z + 1
*
[ -6 ] 
f(z) = -73/189*z^3 + 211/14*z + 1
*
[ 6 ] 
f(z) = -71/189*z^3 + 201/14*z + 1
*
[ -15/4 ] 
f(z) = -64/189*z^3 + 211/35*z + 1
*
[ 12/5 ] 
f(z) = -77/192*z^3 + 217/75*z + 1
*
-46/15 | 0.21270333342137061195684702793986638337 | 0.028497473209246919817183162017514671140
f(z) = -75/184*z^3 + 218/69*z + 1
*
[ 12/5 ] 
f(z) = -73/192*z^3 + 208/75*z + 1
*
[ 2 ] 
f(z) = -79/180*z^3 + 203/90*z + 1
*
[ 2 ] 
f(z) = -79/188*z^3 + 205/94*z + 1
*
[ 2 ] 
f(z) = -79/196*z^3 + 207/98*z + 1
*
[ 2 ] 
f(z) = -77/188*z^3 + 201/94*z + 1
*
[ -3/4 ] 
f(z) = -76/189*z^3 + 215/84*z + 1
*
-7/3 | 0.21629897274480905702434791979454661861 | 0.029639057362586106378886386623916576178
f(z) = -75/196*z^3 + 211/84*z + 1
*
[ -3/2 ] 
f(z) = -71/189*z^3 + 211/84*z + 1
*
[ 7/3 ] 
f(z) = -69/196*z^3 + 209/84*z + 1
*
[ -3/2 ] 
f(z) = -65/189*z^3 + 205/84*z + 1
*
[ -4/3 ] 
f(z) = -63/184*z^3 + 217/92*z + 1
*
[ 12/7 ] 
f(z) = -67/192*z^3 + 212/147*z + 1
*
-2 | 0.084717693075923639101187657488052032427 | 0.015720275647325313442095245779315485755
f(z) = -79/194*z^3 + 219/194*z + 1
*
-2 | 0.071531827742840453723872069262444696226 | 0.013296132443078311638038140908973972875
f(z) = -79/198*z^3 + 217/198*z + 1
*
-2 | 0.063593592904406176674451124914433262172 | 0.011840975424399710562629543637746706791
f(z) = -77/186*z^3 + 215/186*z + 1
*
-2 | 0.084331867225611546452300604841470579658 | 0.015729765254166568250012620127573245375
f(z) = -77/190*z^3 + 213/190*z + 1
*
-2 | 0.084716989584899241231151179225594759368 | 0.015829453522878605938376841643012289065
f(z) = -77/194*z^3 + 211/194*z + 1
*
-2 | 0.083534629700279712700339703428490357613 | 0.015636354028121177974279269340623811445
f(z) = -75/182*z^3 + 209/182*z + 1
*
-2 | 0.084717584363110536182724910573104811642 | 0.015944720512866126330993598789153363933
f(z) = -75/194*z^3 + 203/194*z + 1
*
-2 | 0.083535228491470447325675043190781992317 | 0.015751541715907674748459158655163075067
f(z) = -73/182*z^3 + 201/182*z + 1
*
[ 3/2 ] 
f(z) = -68/183*z^3 + 214/183*z + 1
*
[ 3/2 ] 
f(z) = -68/195*z^3 + 218/195*z + 1
*
[ 3/2 ] 
f(z) = -64/183*z^3 + 205/183*z + 1
*
[ 3/2 ] 
f(z) = -64/195*z^3 + 209/195*z + 1
*
[ 6/5 ] 
f(z) = -75/188*z^3 + 209/282*z + 1
*
[ 6/5 ] 
f(z) = -75/196*z^3 + 211/294*z + 1
*
[ 6 ] 
f(z) = -80/189*z^3 + 225/14*z + 1
*
[ -6 ] 
f(z) = -79/189*z^3 + 227/14*z + 1
*
[ 15/4 ] 
f(z) = -80/189*z^3 + 234/35*z + 1
*
-3/4 | 0.13803068451335108295780054488486514995 | 0.015749920885754949961151382526125641725
f(z) = -80/189*z^3 + 237/35*z + 1
*
[ 21/5 ] 
f(z) = -65/189*z^3 + 239/35*z + 1
*
60/13 | 0.27350837640905685608634858841150490275 | 0.028385940512745379429400864013837846593
f(z) = -65/192*z^3 + 239/39*z + 1
*
[ -21/4 ] 
f(z) = -64/189*z^3 + 221/21*z + 1
*
[ -9/4 ] 
f(z) = -80/189*z^3 + 226/63*z + 1
*
[ 14/5 ] 
f(z) = -65/196*z^3 + 227/70*z + 1
*
[ 3 ] 
f(z) = -65/198*z^3 + 239/66*z + 1
*
[ 3 ] 
f(z) = -61/180*z^3 + 223/60*z + 1
*
[ 3 ] 
f(z) = -61/198*z^3 + 227/66*z + 1
*
[ -4/5 ] 
f(z) = -75/184*z^3 + 231/92*z + 1
*
[ 7/3 ] 
f(z) = -75/196*z^3 + 223/84*z + 1
*
[ -21/13 ] 
f(z) = -65/189*z^3 + 229/91*z + 1
*
21/8 | 0.26145304495618457368980901851292286007 | 0.029861842593566622121487137079033818586
f(z) = -68/189*z^3 + 235/112*z + 1
*
6/5 | 0.19894547802181726857119484207822928024 | 0.026100881782094299255567971576462646952
f(z) = -65/189*z^3 + 227/105*z + 1
*
[ 12/7 ] 
f(z) = -79/192*z^3 + 239/147*z + 1
*
[ 12/7 ] 
f(z) = -71/192*z^3 + 221/147*z + 1
*
-2 | 0.083534758293423597563781769056111137294 | 0.015423413912235436667976896749941942939
f(z) = -79/182*z^3 + 225/182*z + 1
*
-2 | 0.063593270851542305381932507307708620907 | 0.011760911903556926820706932009118266597
f(z) = -79/186*z^3 + 223/186*z + 1
*
-2 | 0.084331266269963807616634088793274989833 | 0.015622216471217724610365657950376044732
f(z) = -79/190*z^3 + 221/190*z + 1
*
[ 3/2 ] 
f(z) = -76/183*z^3 + 232/183*z + 1
*
[ 3/2 ] 
f(z) = -76/195*z^3 + 236/195*z + 1
*
-24/5 | 0.24350042428840660856114895635531791071 | 0.027566591954510962188384807721885950680
f(z) = -65/189*z^3 + 254/35*z + 1
*
[ -4/11 ] 
f(z) = -77/192*z^3 + 251/66*z + 1
*
[ 3 ] 
f(z) = -73/180*z^3 + 259/60*z + 1
*
[ 3 ] 
f(z) = -71/180*z^3 + 253/60*z + 1
*
[ 3 ] 
f(z) = -71/198*z^3 + 257/66*z + 1
*
[ 3 ] 
f(z) = -67/180*z^3 + 241/60*z + 1
*
[ -12/5 ] 
f(z) = -67/192*z^3 + 257/75*z + 1
*
[ 3 ] 
f(z) = -67/198*z^3 + 245/66*z + 1
*
[ -28/15 ] 
f(z) = -75/196*z^3 + 241/84*z + 1
*
7/15 | 0.21632186009381935247696762484129196977 | 0.029015855033736197129490493413306219583
f(z) = -75/196*z^3 + 247/84*z + 1
*
[ -2/3 ] 
f(z) = -63/188*z^3 + 249/94*z + 1
*
[ -2 ] 
f(z) = -61/180*z^3 + 257/90*z + 1
*
[ 21/10 ] 
f(z) = -80/189*z^3 + 251/105*z + 1
*
[ -21/20 ] 
f(z) = -80/189*z^3 + 254/105*z + 1
*
21/8 | 0.15502635306619492527396115077220669694 | 0.017638883465219038830504104002795769408
f(z) = -80/189*z^3 + 243/140*z + 1
*
[ 3/2 ] 
f(z) = -80/183*z^3 + 241/183*z + 1
*
-1 | 0.074045541977100201480642731077944253158 | 0.013325145416583865621340702749763849269
f(z) = -79/180*z^3 + 259/180*z + 1
*
-1 | 0.096268946766392666238785351258262221648 | 0.017324442235297293447536584585034772605
f(z) = -78/181*z^3 + 259/181*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013343731317040627075750177446439896911
f(z) = -77/180*z^3 + 257/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017336424310266001988864994057275767338
f(z) = -77/181*z^3 + 258/181*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017348557141612434994785128391936024428
f(z) = -76/181*z^3 + 257/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013699960940329065046692867486019368319
f(z) = -76/183*z^3 + 259/183*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017360754368248160556790666465301296952
f(z) = -75/181*z^3 + 256/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015053755621273830291039020516738147899
f(z) = -75/182*z^3 + 257/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015839164146054511054906007616429614548
f(z) = -75/184*z^3 + 259/184*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017373016597644499145429308187511056198
f(z) = -74/181*z^3 + 255/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013719099582114600811078070807524504497
f(z) = -74/183*z^3 + 257/183*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013381559437574545548848620026803488686
f(z) = -73/180*z^3 + 253/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017385344445494980839953873192732037386
f(z) = -73/181*z^3 + 254/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015074979672976251199124994994993159866
f(z) = -73/182*z^3 + 255/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013728745050926515330015915465447050763
f(z) = -73/183*z^3 + 256/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015861291222919473088923476029370127274
f(z) = -73/184*z^3 + 257/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017409321019096443784395626871010382320
f(z) = -73/185*z^3 + 258/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011444188761814033576276794679212322244
f(z) = -73/186*z^3 + 259/186*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017397738535860414607919309125887621522
f(z) = -72/181*z^3 + 253/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017421504866930367007578168944395000144
f(z) = -72/185*z^3 + 257/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017433035666749666139968712637082977172
f(z) = -72/187*z^3 + 259/187*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013400780198535599350688038397572554510
f(z) = -71/180*z^3 + 251/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017410199501317115680152267529318862343
f(z) = -71/181*z^3 + 252/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015096549342025689624836831980343118191
f(z) = -71/182*z^3 + 253/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013748190686418116972065090217141272340
f(z) = -71/183*z^3 + 254/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015883653806280841068529354379248064623
f(z) = -71/184*z^3 + 255/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017433753380824796596592878720144827953
f(z) = -71/185*z^3 + 256/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.011460293645548246313983427441871156932
f(z) = -71/186*z^3 + 257/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017445180414539403527905741889465475997
f(z) = -71/187*z^3 + 258/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015910835080484263118759920630846523714
f(z) = -71/188*z^3 + 259/188*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017422727983108372873688929450461479449
f(z) = -70/181*z^3 + 251/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013757805037232933673307782143057613817
f(z) = -70/183*z^3 + 253/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017457389358436350361016236742741288947
f(z) = -70/187*z^3 + 257/187*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017435324631299240178469173374978554494
f(z) = -69/181*z^3 + 250/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015118115424396933652331876780976417346
f(z) = -69/182*z^3 + 251/182*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017458446855154492732959151413457757201
f(z) = -69/185*z^3 + 254/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017469663101591751538086641336889345631
f(z) = -69/187*z^3 + 256/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015933062280579244573524381685215417953
f(z) = -69/188*z^3 + 257/188*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015176113533080198591590086998977026341
f(z) = -69/190*z^3 + 259/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017447990104934739471244519685920603864
f(z) = -68/181*z^3 + 249/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013777753287564910920297850106942764788
f(z) = -68/183*z^3 + 251/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017470893060557053978028326404247345590
f(z) = -68/185*z^3 + 253/185*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015048680756092574736168958420473118068
f(z) = -68/189*z^3 + 257/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017503568881678926887600444333452349662
f(z) = -68/191*z^3 + 259/191*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013439854991230666330802274690978372445
f(z) = -67/180*z^3 + 247/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017460725072201563855558278790889939391
f(z) = -67/181*z^3 + 248/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015140035968298351441133632934092598948
f(z) = -67/182*z^3 + 249/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013787714615733053339615771427670395535
f(z) = -67/183*z^3 + 250/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015929103508841178737878438583890323526
f(z) = -67/184*z^3 + 251/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017483406422249240901364736060949455749
f(z) = -67/185*z^3 + 252/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011492664556613182164946750415730381373
f(z) = -67/186*z^3 + 253/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017494407439080319743247859599975540572
f(z) = -67/187*z^3 + 254/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015955526052818446848986557540461329749
f(z) = -67/188*z^3 + 255/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015059261011744525920140494258742444435
f(z) = -67/189*z^3 + 256/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015197314338094995009379421976909999918
f(z) = -67/190*z^3 + 257/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017515762766527894242881735390738772579
f(z) = -67/191*z^3 + 258/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012319794680691636345396109888146578704
f(z) = -67/192*z^3 + 259/192*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017473530210593373853182966836377731807
f(z) = -66/181*z^3 + 247/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017495987584170661034740331180494599144
f(z) = -66/185*z^3 + 251/185*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017528021107218400392637083889485906786
f(z) = -66/191*z^3 + 257/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017538283466459077148529919441800447515
f(z) = -66/193*z^3 + 259/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017486406207079781493592155996027101900
f(z) = -65/181*z^3 + 246/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013807801080291696586758751319070269861
f(z) = -65/183*z^3 + 248/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015952199946655927720430630281607203450
f(z) = -65/184*z^3 + 249/184*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.011509103141137227301335604637179854500
f(z) = -65/186*z^3 + 251/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017519418417426865376261912311437921514
f(z) = -65/187*z^3 + 252/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015978230890925473605686167547399400445
f(z) = -65/188*z^3 + 253/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015080591213399593398204417222857846582
f(z) = -65/189*z^3 + 254/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017540344509342010854765689224656616207
f(z) = -65/191*z^3 + 256/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012337005250728447179854604378049238763
f(z) = -65/192*z^3 + 257/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017550501535270312446959404384050701519
f(z) = -65/193*z^3 + 258/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015245544586163511516095053653142777107
f(z) = -65/194*z^3 + 259/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017499353758279120267594042952134709769
f(z) = -64/181*z^3 + 245/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013817927280835407758451099622296228434
f(z) = -64/183*z^3 + 247/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017521355928912794945957414724049814542
f(z) = -64/185*z^3 + 249/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017532025493791472423019937270217491792
f(z) = -64/187*z^3 + 251/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015091342234804376355738423607039817622
f(z) = -64/189*z^3 + 253/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017552733586654096771789700769315411906
f(z) = -64/191*z^3 + 255/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017562784187757460820897401449912994318
f(z) = -64/193*z^3 + 257/193*z + 1
*
[ 13/8 ] 
f(z) = -64/195*z^3 + 244/195*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013911623811122181232772010724547286272
f(z) = -64/195*z^3 + 259/195*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017512373570635101933014672291453997564
f(z) = -63/181*z^3 + 244/181*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015975550537163772235118917361697673712
f(z) = -63/184*z^3 + 247/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017534144444546006808263267679339042648
f(z) = -63/185*z^3 + 248/185*z + 1
*
[ 5/3 ] 
f(z) = -63/185*z^3 + 249/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017544701164182051930125063605610391859
f(z) = -63/187*z^3 + 250/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016001181411600414440009470365716259194
f(z) = -63/188*z^3 + 251/188*z + 1
*
[ 5/3 ] 
f(z) = -63/190*z^3 + 251/190*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015240397177888025486763932250921765781
f(z) = -63/190*z^3 + 253/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017565188961217294403032927073775751484
f(z) = -63/191*z^3 + 254/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017575132030713149119530797631558164775
f(z) = -63/193*z^3 + 256/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015266842385327381918552584082139712170
f(z) = -63/194*z^3 + 257/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017525466360597464288310066339985979544
f(z) = -62/181*z^3 + 243/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013838348334838479306031669391639527732
f(z) = -62/183*z^3 + 245/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017547003426361822558239581668682944845
f(z) = -62/185*z^3 + 247/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017557446091777994421365833634769270683
f(z) = -62/187*z^3 + 249/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015113018862482174577108422622619624554
f(z) = -62/189*z^3 + 251/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017577711263548075088568223501343037596
f(z) = -62/191*z^3 + 253/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017587545679110000978849005769619425547
f(z) = -62/193*z^3 + 255/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013931058142791874454452238865868319097
f(z) = -62/195*z^3 + 257/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017606646273992751166580609270655939114
f(z) = -62/197*z^3 + 259/197*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013500113355615756533973782225593013657
f(z) = -61/180*z^3 + 241/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017538632854806717268404240755937710085
f(z) = -61/181*z^3 + 242/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015207382678468696315516651251448874364
f(z) = -61/182*z^3 + 243/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015999160270636656477185904810133918269
f(z) = -61/184*z^3 + 245/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017559933564218444334095317204824301942
f(z) = -61/185*z^3 + 246/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011542731310524583984953201868152352728
f(z) = -61/186*z^3 + 247/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017570260948957709836971202100505538537
f(z) = -61/187*z^3 + 248/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016024382358924940430680433886167470338
f(z) = -61/188*z^3 + 249/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015123945588876410871491254355905074929
f(z) = -61/189*z^3 + 250/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015262287902393957932055887295023446426
f(z) = -61/190*z^3 + 251/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017590301132766505977785656203104847405
f(z) = -61/191*z^3 + 252/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012371979405300651377945360905899361777
f(z) = -61/192*z^3 + 253/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017600025756244380835038742312949780254
f(z) = -61/193*z^3 + 254/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015288366864684612294771409535911342414
f(z) = -61/194*z^3 + 255/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013940852633022738088800475328319387417
f(z) = -61/195*z^3 + 256/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016072133467963241464372505068907848015
f(z) = -61/196*z^3 + 257/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017618911967845979488550437831182346269
f(z) = -61/197*z^3 + 258/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012872757006402096982646429170957237368
f(z) = -61/198*z^3 + 259/198*z + 1
*
[ -21/2 ] 
f(z) = -64/189*z^3 + 269/7*z + 1
*
[ 21/4 ] 
f(z) = -80/189*z^3 + 262/21*z + 1
*
[ 3 ] 
f(z) = -79/180*z^3 + 277/60*z + 1
*
[ 3 ] 
f(z) = -77/180*z^3 + 271/60*z + 1
*
14/5 | 0.19306985218001426115714368378824086630 | 0.025051029271894965711617990236682115497
f(z) = -75/184*z^3 + 278/69*z + 1
*
[ 3 ] 
f(z) = -73/198*z^3 + 263/66*z + 1
*
[ -12/5 ] 
f(z) = -71/192*z^3 + 266/75*z + 1
*
[ -14/5 ] 
f(z) = -65/196*z^3 + 277/70*z + 1
*
[ -3 ] 
f(z) = -61/180*z^3 + 263/60*z + 1
*
[ -3 ] 
f(z) = -61/198*z^3 + 271/66*z + 1
*
[ -7/15 ] 
f(z) = -75/196*z^3 + 271/84*z + 1
*
[ -2 ] 
f(z) = -71/180*z^3 + 277/90*z + 1
*
[ -2 ] 
f(z) = -69/188*z^3 + 279/94*z + 1
*
[ -2 ] 
f(z) = -67/180*z^3 + 269/90*z + 1
*
[ -2 ] 
f(z) = -67/188*z^3 + 275/94*z + 1
*
[ -2 ] 
f(z) = -65/188*z^3 + 271/94*z + 1
*
[ -2 ] 
f(z) = -65/196*z^3 + 277/98*z + 1
*
[ -2 ] 
f(z) = -63/188*z^3 + 267/94*z + 1
*
[ -2 ] 
f(z) = -61/188*z^3 + 263/94*z + 1
*
[ -2 ] 
f(z) = -61/196*z^3 + 269/98*z + 1
*
[ -21/16 ] 
f(z) = -80/189*z^3 + 279/112*z + 1
*
-1 | 0.096268986722519517853525621147884977611 | 0.017300500254403462812600342393734010040
f(z) = -80/181*z^3 + 261/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013662279785839822964263849806796696462
f(z) = -80/183*z^3 + 263/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017338118941235760202571852398927632356
f(z) = -80/187*z^3 + 267/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014925930727600668942709256647898992993
f(z) = -80/189*z^3 + 269/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017362059936874176679927092726209244026
f(z) = -80/191*z^3 + 271/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017373690300772322617830496975687871416
f(z) = -80/193*z^3 + 273/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017396301839406388720700391444650158074
f(z) = -80/197*z^3 + 277/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017407294773971169107412475932986141064
f(z) = -80/199*z^3 + 279/199*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017312349443817837334050035975080580261
f(z) = -79/181*z^3 + 260/181*z + 1
*
-1 | 0.083534706999801174713005649667599938552 | 0.015012022759386906836116012656267664434
f(z) = -79/182*z^3 + 261/182*z + 1
*
-1 | 0.076128844572565299142103423436037060752 | 0.013671719578618858379203080081839956452
f(z) = -79/183*z^3 + 262/183*z + 1
*
-1 | 0.088015651324358172499314480673853131968 | 0.015795624244428688551081611883901426033
f(z) = -79/184*z^3 + 263/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017337542762974573619208963798390459744
f(z) = -79/185*z^3 + 264/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011397216574692220153759704167932140484
f(z) = -79/186*z^3 + 265/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017349770902730425186441843661287236595
f(z) = -79/187*z^3 + 266/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015824206199840613115255582262895532890
f(z) = -79/188*z^3 + 267/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014935873537882238095331994949440768667
f(z) = -79/189*z^3 + 268/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015073351925825310916920389176609171838
f(z) = -79/190*z^3 + 269/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017373524799300054525111423077087935496
f(z) = -79/191*z^3 + 270/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012220194355908692633327440125215980753
f(z) = -79/192*z^3 + 271/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017385063647967001077706101305895701357
f(z) = -79/193*z^3 + 272/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015102584557846986454058388493546056890
f(z) = -79/194*z^3 + 273/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013772089307827151307389964970416952987
f(z) = -79/195*z^3 + 274/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015878427286696812966429570204636424467
f(z) = -79/196*z^3 + 275/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017407496088850015160825824504748042947
f(z) = -79/197*z^3 + 276/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.012719083720004596644407761012689673134
f(z) = -79/198*z^3 + 277/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017418401388528968582749674978737233437
f(z) = -79/199*z^3 + 278/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017349350980196463912185346285123519358
f(z) = -78/185*z^3 + 263/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017361482511652107882487825669189900103
f(z) = -78/187*z^3 + 265/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017385047438948727848643559918846720157
f(z) = -78/191*z^3 + 269/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017396493868931743264567201264422717426
f(z) = -78/193*z^3 + 271/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017418745465412668963429967041950956704
f(z) = -78/197*z^3 + 275/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017429562285853721379992360863313999732
f(z) = -78/199*z^3 + 277/199*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013690466825647971214338041220758754996
f(z) = -77/183*z^3 + 260/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.015817268220426669105984790731068946007
f(z) = -77/184*z^3 + 261/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017361220368939412212257611977503023721
f(z) = -77/185*z^3 + 262/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011412712011871737407810491414615830821
f(z) = -77/186*z^3 + 263/186*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015845529733096201158729998415150712176
f(z) = -77/188*z^3 + 265/188*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015093601671141280356021201695831001258
f(z) = -77/190*z^3 + 267/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017396628373603737692215431529579898958
f(z) = -77/191*z^3 + 268/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012236558736893589328045974982370859018
f(z) = -77/192*z^3 + 269/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017407981469459854219599027321646433282
f(z) = -77/193*z^3 + 270/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015122290811922081695057853516234997649
f(z) = -77/194*z^3 + 271/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013789903219345765337388922094112212416
f(z) = -77/195*z^3 + 272/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017430050451974566836535754634934548069
f(z) = -77/197*z^3 + 274/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017440777937876906104296254186826733001
f(z) = -77/199*z^3 + 276/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017373151492579794690637304865192826301
f(z) = -76/185*z^3 + 261/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017385086850469356128919838506770013623
f(z) = -76/187*z^3 + 263/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014966006795516557548091866804299740510
f(z) = -76/189*z^3 + 265/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017408268127707268004214714823655006851
f(z) = -76/191*z^3 + 267/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017419526961799523244969397375274113098
f(z) = -76/193*z^3 + 269/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013799154221672163354216075585123108687
f(z) = -76/195*z^3 + 271/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017441411537485869307234916573461150751
f(z) = -76/197*z^3 + 273/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017452048822418105121273960260394663177
f(z) = -76/199*z^3 + 275/199*z + 1
*
[ 8/5 ] 
f(z) = -75/184*z^3 + 261/184*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017396980687558344617548814148798176062
f(z) = -75/187*z^3 + 262/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015867073011575314869315758250970589434
f(z) = -75/188*z^3 + 263/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017419967232471766262451070579200393884
f(z) = -75/191*z^3 + 266/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017431130864761204279663566715491433172
f(z) = -75/193*z^3 + 268/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015142312842296065662536691612905297008
f(z) = -75/194*z^3 + 269/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015919957129062481196605525646974091254
f(z) = -75/196*z^3 + 271/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017452829217066141283374562166909344433
f(z) = -75/197*z^3 + 272/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017463375423280766509417761878272232527
f(z) = -75/199*z^3 + 274/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017408936386705160116259038964402059217
f(z) = -74/187*z^3 + 261/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014986354291469482150049398033326958837
f(z) = -74/189*z^3 + 263/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017431726225993872626939764069630728344
f(z) = -74/191*z^3 + 265/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017442793703827200163252572958352623339
f(z) = -74/193*z^3 + 267/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013817239660096961312167786803747909918
f(z) = -74/195*z^3 + 269/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017464303992105823268116388530879894305
f(z) = -74/197*z^3 + 271/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017474758230349887451319783530993698963
f(z) = -74/199*z^3 + 273/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017420954519906940548337222769304364964
f(z) = -73/187*z^3 + 260/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.015888840077567021230356281113376465833
f(z) = -73/188*z^3 + 261/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.014996607059145232319239742047027142035
f(z) = -73/189*z^3 + 262/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015134489319663069082277504424027710007
f(z) = -73/190*z^3 + 263/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017443545653370714460617037822817883991
f(z) = -73/191*z^3 + 264/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012269413851120381526883433754223977261
f(z) = -73/192*z^3 + 265/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017454516011263504634248466506282355489
f(z) = -73/193*z^3 + 266/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015162537977420382850180399756225191008
f(z) = -73/194*z^3 + 267/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013826628795044659704250829261798148825
f(z) = -73/195*z^3 + 268/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015941035275829723380036701994050362646
f(z) = -73/196*z^3 + 269/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017475836370369761612858722722466351828
f(z) = -73/197*z^3 + 270/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012768686215295569877173755734435052481
f(z) = -73/198*z^3 + 271/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017486197739691664956619064972283253586
f(z) = -73/199*z^3 + 272/199*z + 1
*
[ 5/3 ] 
f(z) = -72/185*z^3 + 274/185*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017455426066818624680446937517784617255
f(z) = -72/191*z^3 + 263/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017466298326233957436992489674079393039
f(z) = -72/193*z^3 + 265/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017487426866102847545685241959083976637
f(z) = -72/197*z^3 + 269/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017497694453655161082041298624735506655
f(z) = -72/199*z^3 + 271/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015017273067223912167997582096991853224
f(z) = -71/189*z^3 + 260/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015155134202973137136581542430362136107
f(z) = -71/190*z^3 + 261/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017467368025794344078877084789853996650
f(z) = -71/191*z^3 + 262/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012286095110997613340417846680902953892
f(z) = -71/192*z^3 + 263/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017478141194916769487676337118683188252
f(z) = -71/193*z^3 + 264/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015183086771887685273137915549346009331
f(z) = -71/194*z^3 + 265/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013845178236415598176485341538048418193
f(z) = -71/195*z^3 + 266/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015962327240659204166055205848139795446
f(z) = -71/196*z^3 + 267/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017499076000137816107202011387083605270
f(z) = -71/197*z^3 + 268/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012785592054921201563088440612688312354
f(z) = -71/198*z^3 + 269/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017509248880976031126530933407642649659
f(z) = -71/199*z^3 + 270/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017479372097118769487946854219236789631
f(z) = -70/191*z^3 + 261/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017490045170623476677903982001259139616
f(z) = -70/193*z^3 + 263/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017510784300005257564884563915644368278
f(z) = -70/197*z^3 + 267/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017520861536882364633733278754836190619
f(z) = -70/199*z^3 + 269/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017491438855103311447559895278484018779
f(z) = -69/191*z^3 + 260/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017502010813920382575026303118396489088
f(z) = -69/193*z^3 + 262/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015203729405615236285316913787606050085
f(z) = -69/194*z^3 + 263/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.015983836895643111278402294054591954173
f(z) = -69/196*z^3 + 265/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017522552300045895362478303501995513624
f(z) = -69/197*z^3 + 266/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017532532943202690431448597672884804702
f(z) = -69/199*z^3 + 268/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017514038692752552014262449404828850174
f(z) = -68/193*z^3 + 261/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013873174990250190222969989915792602139
f(z) = -68/195*z^3 + 263/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017534380541525186194241448909344498460
f(z) = -68/197*z^3 + 265/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017544263628476198379692021901892921107
f(z) = -68/199*z^3 + 267/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017526129382570419370378874017348423575
f(z) = -67/193*z^3 + 260/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015224469275159948419754882472160709816
f(z) = -67/194*z^3 + 261/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013882666187197337511747597500280024068
f(z) = -67/195*z^3 + 262/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016005568213889187195915369773034276288
f(z) = -67/196*z^3 + 263/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017546269572750299376619474239188027366
f(z) = -67/197*z^3 + 264/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012819921321543775196412354112789788241
f(z) = -67/198*z^3 + 265/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017556054128065231987254695604866935871
f(z) = -67/199*z^3 + 266/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017558219949189534324092415458973057153
f(z) = -66/197*z^3 + 263/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017567904984270107592838942826104823922
f(z) = -66/199*z^3 + 265/199*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016027525272969480314741633633565913789
f(z) = -65/196*z^3 + 261/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017570232233594236623312881607799862427
f(z) = -65/197*z^3 + 262/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012837351040825011185420419326478717415
f(z) = -65/198*z^3 + 263/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017579816746446317392666189637378931714
f(z) = -65/199*z^3 + 264/199*z + 1
*
[ 7/4 ] 
f(z) = -64/189*z^3 + 277/189*z + 1
*
-3/2 | 0.14360105340659710287718329362141083308 | 0.025583070737895800104616856034529057027
f(z) = -64/195*z^3 + 274/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017582306996123274942200246920380098032
f(z) = -64/197*z^3 + 261/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017591789971124175233733163733632791994
f(z) = -64/199*z^3 + 263/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017594444814470142810401517389486808642
f(z) = -63/197*z^3 + 260/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017603825222130965782494503097074810807
f(z) = -63/199*z^3 + 262/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017615923070715659424629165507010653139
f(z) = -62/199*z^3 + 261/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017628084095676257054734027726452491719
f(z) = -61/199*z^3 + 260/199*z + 1
*
[ 3/2 ] 
f(z) = -61/180*z^3 + 263/240*z + 1
*
[ 4/3 ] 
f(z) = -75/184*z^3 + 269/276*z + 1
*
[ 3/2 ] 
f(z) = -61/198*z^3 + 271/264*z + 1
*
[ 21/2 ] 
f(z) = -68/189*z^3 + 284/7*z + 1
*
[ -12 ] 
f(z) = -65/192*z^3 + 299/6*z + 1
*
[ -12 ] 
f(z) = -61/192*z^3 + 281/6*z + 1
*
[ 21/5 ] 
f(z) = -80/189*z^3 + 288/35*z + 1
*
3/8 | 0.10744861035893902092355192515136054496 | 0.011979785037118448791335519661716311958
f(z) = -80/189*z^3 + 291/28*z + 1
*
[ -12/5 ] 
f(z) = -79/192*z^3 + 284/75*z + 1
*
[ 3 ] 
f(z) = -79/198*z^3 + 281/66*z + 1
*
[ -3 ] 
f(z) = -73/180*z^3 + 299/60*z + 1
*
[ -3 ] 
f(z) = -71/180*z^3 + 293/60*z + 1
*
[ -3 ] 
f(z) = -67/180*z^3 + 281/60*z + 1
*
[ -3 ] 
f(z) = -67/198*z^3 + 289/66*z + 1
*
[ -3 ] 
f(z) = -65/198*z^3 + 283/66*z + 1
*
[ -2 ] 
f(z) = -79/180*z^3 + 293/90*z + 1
*
[ -2 ] 
f(z) = -79/188*z^3 + 299/94*z + 1
*
[ -2 ] 
f(z) = -77/180*z^3 + 289/90*z + 1
*
[ -2 ] 
f(z) = -77/188*z^3 + 295/94*z + 1
*
[ -2 ] 
f(z) = -75/188*z^3 + 291/94*z + 1
*
[ -7/3 ] 
f(z) = -75/196*z^3 + 295/84*z + 1
*
[ -2 ] 
f(z) = -75/196*z^3 + 297/98*z + 1
*
[ -2 ] 
f(z) = -73/180*z^3 + 281/90*z + 1
*
[ -2 ] 
f(z) = -73/188*z^3 + 287/94*z + 1
*
[ -2 ] 
f(z) = -73/196*z^3 + 293/98*z + 1
*
[ -2 ] 
f(z) = -71/188*z^3 + 283/94*z + 1
*
[ -2 ] 
f(z) = -71/196*z^3 + 289/98*z + 1
*
[ -7/3 ] 
f(z) = -69/196*z^3 + 281/84*z + 1
*
[ -2 ] 
f(z) = -69/196*z^3 + 285/98*z + 1
*
[ -2 ] 
f(z) = -67/196*z^3 + 281/98*z + 1
*
[ -3/5 ] 
f(z) = -80/189*z^3 + 296/105*z + 1
*
[ -7/10 ] 
f(z) = -75/196*z^3 + 293/112*z + 1
*
[ -3/4 ] 
f(z) = -71/189*z^3 + 285/112*z + 1
*
3/2 | 0.26132118920167209276867818638008712406 | 0.029226361237311518988346521504641603158
f(z) = -68/189*z^3 + 283/119*z + 1
*
[ -3/4 ] 
f(z) = -65/189*z^3 + 283/112*z + 1
*
[ -3/5 ] 
f(z) = -65/189*z^3 + 293/105*z + 1
*
[ -15/8 ] 
f(z) = -64/189*z^3 + 286/105*z + 1
*
[ -8/5 ] 
f(z) = -65/192*z^3 + 299/120*z + 1
*
[ 20/11 ] 
f(z) = -77/192*z^3 + 293/165*z + 1
*
-69/40 | 0.22732477615164943442068296689225845166 | 0.025325817311607456119189638130889195969
f(z) = -64/189*z^3 + 293/175*z + 1
*
-13/8 | 0.14251184812824646361523215372565012533 | 0.025150214760074695354947010920612629736
f(z) = -64/195*z^3 + 289/195*z + 1
*
[ 3/2 ] 
f(z) = -73/180*z^3 + 299/240*z + 1
*
[ 3/2 ] 
f(z) = -71/180*z^3 + 293/240*z + 1
*
[ 3/2 ] 
f(z) = -67/180*z^3 + 281/240*z + 1
*
[ 3/2 ] 
f(z) = -67/198*z^3 + 289/264*z + 1
*
[ 3/2 ] 
f(z) = -65/198*z^3 + 283/264*z + 1
*
[ 3/5 ] 
f(z) = -79/216*z^3 - 107/200*z + 1
*
[ 3/5 ] 
f(z) = -73/216*z^3 - 109/200*z + 1
*
[ 3/5 ] 
f(z) = -67/216*z^3 - 111/200*z + 1
*
[ 5/8 ] 
f(z) = -64/215*z^3 - 104/215*z + 1
*
[ 3/5 ] 
f(z) = -61/216*z^3 - 113/200*z + 1
*
[ 5/8 ] 
f(z) = -64/205*z^3 - 98/205*z + 1
*
[ 2/3 ] 
f(z) = -63/218*z^3 - 81/218*z + 1
*
[ 2/3 ] 
f(z) = -61/200*z^3 - 82/225*z + 1
*
[ 2/3 ] 
f(z) = -79/216*z^3 - 82/243*z + 1
*
[ 2/3 ] 
f(z) = -77/216*z^3 - 83/243*z + 1
*
[ 2/3 ] 
f(z) = -73/216*z^3 - 85/243*z + 1
*
[ 2/3 ] 
f(z) = -71/216*z^3 - 86/243*z + 1
*
[ 2/3 ] 
f(z) = -67/216*z^3 - 88/243*z + 1
*
[ 2/3 ] 
f(z) = -65/216*z^3 - 89/243*z + 1
*
[ 2/3 ] 
f(z) = -61/216*z^3 - 91/243*z + 1
*
[ 3/5 ] 
f(z) = -65/216*z^3 - 67/120*z + 1
*
[ 2/3 ] 
f(z) = -63/202*z^3 - 73/202*z + 1
*
[ 2/3 ] 
f(z) = -63/206*z^3 - 75/206*z + 1
*
[ 2/3 ] 
f(z) = -63/214*z^3 - 79/214*z + 1
*
[ 2/3 ] 
f(z) = -79/200*z^3 - 73/225*z + 1
*
[ 2/3 ] 
f(z) = -77/200*z^3 - 74/225*z + 1
*
[ 2/3 ] 
f(z) = -73/200*z^3 - 76/225*z + 1
*
[ 2/3 ] 
f(z) = -71/200*z^3 - 77/225*z + 1
*
[ 2/3 ] 
f(z) = -67/200*z^3 - 79/225*z + 1
*
[ 5/7 ] 
f(z) = -63/200*z^3 - 67/280*z + 1
*
[ 2/3 ] 
f(z) = -75/208*z^3 - 53/156*z + 1
*
[ 2/3 ] 
f(z) = -69/208*z^3 - 55/156*z + 1
*
[ 3/4 ] 
f(z) = -68/207*z^3 - 41/276*z + 1
*
[ 5/7 ] 
f(z) = -77/200*z^3 - 57/280*z + 1
*
[ 2/3 ] 
f(z) = -69/200*z^3 - 26/75*z + 1
*
[ 2/3 ] 
f(z) = -63/212*z^3 - 39/106*z + 1
*
[ 3/4 ] 
f(z) = -65/216*z^3 - 21/128*z + 1
*
[ 3/4 ] 
f(z) = -80/201*z^3 - 22/201*z + 1
*
[ 3/4 ] 
f(z) = -80/213*z^3 - 26/213*z + 1
*
[ 3/4 ] 
f(z) = -80/219*z^3 - 28/219*z + 1
*
[ 3/4 ] 
f(z) = -64/201*z^3 - 31/201*z + 1
*
[ 3/4 ] 
f(z) = -64/213*z^3 - 35/213*z + 1
*
[ 3/4 ] 
f(z) = -64/219*z^3 - 37/219*z + 1
*
[ 3/4 ] 
f(z) = -76/207*z^3 - 35/276*z + 1
*
[ 2/3 ] 
f(z) = -63/200*z^3 - 9/25*z + 1
*
[ 4/5 ] 
f(z) = -75/208*z^3 - 1/52*z + 1
*
[ 2/3 ] 
f(z) = -63/208*z^3 - 19/52*z + 1
*
[ 3/4 ] 
f(z) = -80/207*z^3 - 8/69*z + 1
*
[ 3/4 ] 
f(z) = -64/207*z^3 - 11/69*z + 1
*
[ 3/4 ] 
f(z) = -77/216*z^3 - 17/128*z + 1
*
[ 3/4 ] 
f(z) = -71/216*z^3 - 19/128*z + 1
*
[ 4/5 ] 
f(z) = -75/212*z^3 - 5/212*z + 1
*
[ 6 ] 
f(z) = -79/216*z^3 + 14*z + 1
*
[ -6 ] 
f(z) = -77/216*z^3 + 14*z + 1
*
[ -6/7 ] 
f(z) = -77/216*z^3 + 17/7*z + 1
*
[ 6 ] 
f(z) = -73/216*z^3 + 13*z + 1
*
[ -6 ] 
f(z) = -71/216*z^3 + 13*z + 1
*
[ 6 ] 
f(z) = -67/216*z^3 + 12*z + 1
*
[ 6/5 ] 
f(z) = -65/216*z^3 + 3/5*z + 1
*
[ -6 ] 
f(z) = -65/216*z^3 + 12*z + 1
*
-6/13 | 0.23744324553419756906469257982467346755 | 0.029141767010677051874776828261608186205
f(z) = -65/216*z^3 + 16/13*z + 1
*
3 | 0.18421133715202825381642761832801291145 | 0.029519742672046443983883371811000553513
f(z) = -65/216*z^3 + 19/8*z + 1
*
[ 6 ] 
f(z) = -61/216*z^3 + 11*z + 1
*
[ 6/7 ] 
f(z) = -77/216*z^3 + 2/21*z + 1
*
[ 6/5 ] 
f(z) = -77/216*z^3 + 17/25*z + 1
*
[ 6/5 ] 
f(z) = -71/216*z^3 + 16/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -65/216*z^3 + 19/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -63/200*z^3 + 19/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -61/200*z^3 + 18/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -61/216*z^3 + 17/27*z + 1
*
[ 6/7 ] 
f(z) = -79/216*z^3 + 5/49*z + 1
*
[ 10/11 ] 
f(z) = -77/200*z^3 + 12/55*z + 1
*
[ 6/7 ] 
f(z) = -73/216*z^3 + 4/49*z + 1
*
[ 6/7 ] 
f(z) = -67/216*z^3 + 3/49*z + 1
*
[ 12/13 ] 
f(z) = -65/216*z^3 + 9/52*z + 1
*
[ 6/7 ] 
f(z) = -61/216*z^3 + 2/49*z + 1
*
[ 6/7 ] 
f(z) = -71/216*z^3 + 11/147*z + 1
*
[ 6/7 ] 
f(z) = -65/216*z^3 + 8/147*z + 1
*
[ 5/6 ] 
f(z) = -63/200*z^3 + 3/160*z + 1
*
[ 5/6 ] 
f(z) = -72/205*z^3 + 9/205*z + 1
*
[ 5/6 ] 
f(z) = -72/215*z^3 + 7/215*z + 1
*
[ 7/8 ] 
f(z) = -64/217*z^3 + 18/217*z + 1
*
[ -3 ] 
f(z) = -79/216*z^3 + 37/8*z + 1
*
[ 3 ] 
f(z) = -77/216*z^3 + 31/8*z + 1
*
[ -3 ] 
f(z) = -73/216*z^3 + 35/8*z + 1
*
[ 3 ] 
f(z) = -71/216*z^3 + 29/8*z + 1
*
[ 6 ] 
f(z) = -71/216*z^3 + 38/3*z + 1
*
[ -3 ] 
f(z) = -67/216*z^3 + 33/8*z + 1
*
[ -6 ] 
f(z) = -67/216*z^3 + 37/3*z + 1
*
[ 3 ] 
f(z) = -65/216*z^3 + 27/8*z + 1
*
[ -6/5 ] 
f(z) = -65/216*z^3 + 34/15*z + 1
*
[ 6 ] 
f(z) = -65/216*z^3 + 35/3*z + 1
*
[ 10/3 ] 
f(z) = -63/200*z^3 + 21/5*z + 1
*
[ -10/3 ] 
f(z) = -63/200*z^3 + 24/5*z + 1
*
[ -3 ] 
f(z) = -61/216*z^3 + 31/8*z + 1
*
[ -6 ] 
f(z) = -61/216*z^3 + 34/3*z + 1
*
-2 | 0.098117097803714471067028355661437292208 | 0.018253398310207029759832520731452808837
f(z) = -79/200*z^3 + 27/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -79/216*z^3 + 26/27*z + 1
*
[ 3/2 ] 
f(z) = -79/216*z^3 + 37/32*z + 1
*
-2 | 0.098117040919816219775883165786550089535 | 0.018382452631664733336358791122313428953
f(z) = -77/200*z^3 + 26/25*z + 1
*
[ 10/7 ] 
f(z) = -77/200*z^3 + 38/35*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -77/216*z^3 + 25/27*z + 1
*
-6/11 | 0.22654416569965798127848163590135900970 | 0.029144359178347188557220527779878019064
f(z) = -77/216*z^3 + 31/33*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -73/200*z^3 + 24/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -73/216*z^3 + 23/27*z + 1
*
[ 3/2 ] 
f(z) = -73/216*z^3 + 35/32*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -71/200*z^3 + 23/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -71/216*z^3 + 22/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -69/200*z^3 + 22/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -67/200*z^3 + 21/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -67/216*z^3 + 20/27*z + 1
*
[ 3/2 ] 
f(z) = -67/216*z^3 + 33/32*z + 1
*
[ 10/7 ] 
f(z) = -63/200*z^3 + 33/35*z + 1
*
[ 3/2 ] 
f(z) = -61/216*z^3 + 31/32*z + 1
*
-4/5 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -75/208*z^3 + 25/52*z + 1
*
[ 10/9 ] 
f(z) = -63/200*z^3 + 22/45*z + 1
*
-2/3 | 0.14270847967624600379672773002491616897 | 0.026736760945831377325204585903452335772
f(z) = -63/208*z^3 + 33/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -63/208*z^3 + 37/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -61/208*z^3 + 35/52*z + 1
*
[ 20/21 ] 
f(z) = -63/200*z^3 + 33/140*z + 1
*
[ 7/8 ] 
f(z) = -64/203*z^3 + 20/203*z + 1
*
[ -6 ] 
f(z) = -79/216*z^3 + 43/3*z + 1
*
[ 6 ] 
f(z) = -77/216*z^3 + 41/3*z + 1
*
[ -6 ] 
f(z) = -73/216*z^3 + 40/3*z + 1
*
-10/3 | 0.21733461141267478103437504377280843595 | 0.028827938910867949749253514120025863922
f(z) = -69/200*z^3 + 47/15*z + 1
*
[ -6/13 ] 
f(z) = -65/216*z^3 + 42/13*z + 1
*
[ 2 ] 
f(z) = -79/200*z^3 + 52/25*z + 1
*
[ 2 ] 
f(z) = -79/216*z^3 + 53/27*z + 1
*
[ -6/5 ] 
f(z) = -79/216*z^3 + 59/25*z + 1
*
[ 2 ] 
f(z) = -77/200*z^3 + 51/25*z + 1
*
[ 12/7 ] 
f(z) = -77/216*z^3 + 41/28*z + 1
*
[ 2 ] 
f(z) = -77/216*z^3 + 52/27*z + 1
*
[ 2 ] 
f(z) = -73/200*z^3 + 49/25*z + 1
*
[ 2 ] 
f(z) = -73/216*z^3 + 50/27*z + 1
*
[ -6/5 ] 
f(z) = -73/216*z^3 + 58/25*z + 1
*
[ 2 ] 
f(z) = -71/200*z^3 + 48/25*z + 1
*
[ 2 ] 
f(z) = -71/216*z^3 + 49/27*z + 1
*
[ 2 ] 
f(z) = -69/200*z^3 + 47/25*z + 1
*
[ 2 ] 
f(z) = -67/200*z^3 + 46/25*z + 1
*
[ 2 ] 
f(z) = -67/216*z^3 + 47/27*z + 1
*
[ -6/5 ] 
f(z) = -67/216*z^3 + 57/25*z + 1
*
3 | 0.18389439742612064279245997675441520840 | 0.029306991532680175162676175800748034064
f(z) = -67/216*z^3 + 59/24*z + 1
*
[ 2 ] 
f(z) = -65/216*z^3 + 46/27*z + 1
*
-10/21 | 0.22133854176052521993376877369758864116 | 0.029900708047603551449815539061536466805
f(z) = -63/200*z^3 + 41/35*z + 1
*
[ 2 ] 
f(z) = -63/200*z^3 + 44/25*z + 1
*
[ 2 ] 
f(z) = -61/200*z^3 + 43/25*z + 1
*
[ 2 ] 
f(z) = -61/216*z^3 + 44/27*z + 1
*
[ -6/5 ] 
f(z) = -61/216*z^3 + 56/25*z + 1
*
-2 | 0.098843317604932617144398295209669098168 | 0.018452669766993506146274903824186784479
f(z) = -79/208*z^3 + 53/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -77/208*z^3 + 51/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -75/208*z^3 + 49/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -73/208*z^3 + 47/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -71/208*z^3 + 45/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -69/208*z^3 + 43/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -67/208*z^3 + 41/52*z + 1
*
[ 5/3 ] 
f(z) = -63/200*z^3 + 51/40*z + 1
*
[ 4/3 ] 
f(z) = -63/208*z^3 + 41/52*z + 1
*
[ 6/5 ] 
f(z) = -79/216*z^3 + 52/75*z + 1
*
[ 6/5 ] 
f(z) = -73/216*z^3 + 49/75*z + 1
*
[ 6/5 ] 
f(z) = -67/216*z^3 + 46/75*z + 1
*
[ 6/5 ] 
f(z) = -61/216*z^3 + 43/75*z + 1
*
-22/15 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = -75/208*z^3 + 43/156*z + 1
*
-6/5 | 0.14249718652564092978074930230918436693 | 0.022140126996713100155919956580329790598
f(z) = -75/208*z^3 + 55/156*z + 1
*
-4/3 | 0.14439985849750748564673634895350515268 | 0.022435749669113246396935563841078256199
f(z) = -69/208*z^3 + 53/156*z + 1
*
[ 10/3 ] 
f(z) = -69/200*z^3 + 68/15*z + 1
*
[ -10/3 ] 
f(z) = -69/200*z^3 + 77/15*z + 1
*
[ -2 ] 
f(z) = -79/200*z^3 + 77/25*z + 1
*
[ -2 ] 
f(z) = -77/200*z^3 + 76/25*z + 1
*
-3 | 0.18421133715202825381642761832801291145 | 0.029202356123654025084392513605904818419
f(z) = -77/216*z^3 + 61/24*z + 1
*
[ -2 ] 
f(z) = -77/216*z^3 + 79/27*z + 1
*
[ -3/2 ] 
f(z) = -77/216*z^3 + 79/32*z + 1
*
[ -2 ] 
f(z) = -73/200*z^3 + 74/25*z + 1
*
3 | 0.18421144054801515684168491338362871764 | 0.028911277862609556626284834576614066108
f(z) = -73/216*z^3 + 65/24*z + 1
*
[ -2 ] 
f(z) = -73/216*z^3 + 77/27*z + 1
*
[ -2 ] 
f(z) = -71/200*z^3 + 73/25*z + 1
*
[ -2 ] 
f(z) = -71/216*z^3 + 76/27*z + 1
*
[ -3/2 ] 
f(z) = -71/216*z^3 + 77/32*z + 1
*
[ -2 ] 
f(z) = -69/200*z^3 + 72/25*z + 1
*
[ -2 ] 
f(z) = -67/200*z^3 + 71/25*z + 1
*
[ -2 ] 
f(z) = -67/216*z^3 + 74/27*z + 1
*
[ -12/5 ] 
f(z) = -65/216*z^3 + 63/20*z + 1
*
-3 | 0.18721447296596171814569839872937495195 | 0.028856903701313610935429798617699365923
f(z) = -65/216*z^3 + 73/24*z + 1
*
[ -2 ] 
f(z) = -65/216*z^3 + 73/27*z + 1
*
[ -3/2 ] 
f(z) = -65/216*z^3 + 75/32*z + 1
*
[ -2/3 ] 
f(z) = -63/200*z^3 + 66/25*z + 1
*
[ -2 ] 
f(z) = -63/200*z^3 + 69/25*z + 1
*
[ -2 ] 
f(z) = -61/200*z^3 + 68/25*z + 1
*
[ -2 ] 
f(z) = -61/216*z^3 + 71/27*z + 1
*
[ 3 ] 
f(z) = -61/216*z^3 + 77/24*z + 1
*
-3/5 | 0.22298768957597419748669920700369301413 | 0.029501514272775570109071091534709814607
f(z) = -65/216*z^3 + 71/40*z + 1
*
[ 3/2 ] 
f(z) = -68/207*z^3 + 74/69*z + 1
*
[ 3/2 ] 
f(z) = -64/207*z^3 + 71/69*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -65/204*z^3 + 79/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -65/212*z^3 + 77/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -63/212*z^3 + 73/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -61/204*z^3 + 71/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -61/212*z^3 + 69/106*z + 1
*
[ 12/11 ] 
f(z) = -77/216*z^3 + 67/132*z + 1
*
-5/3 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = -69/200*z^3 + 67/120*z + 1
*
[ 10/9 ] 
f(z) = -69/200*z^3 + 71/135*z + 1
*
[ -2 ] 
f(z) = -79/216*z^3 + 80/27*z + 1
*
[ 3 ] 
f(z) = -79/216*z^3 + 95/24*z + 1
*
[ -10/7 ] 
f(z) = -77/200*z^3 + 87/35*z + 1
*
[ -6/11 ] 
f(z) = -77/216*z^3 + 97/33*z + 1
*
[ 3 ] 
f(z) = -73/216*z^3 + 89/24*z + 1
*
[ 3 ] 
f(z) = -67/216*z^3 + 83/24*z + 1
*
[ -3 ] 
f(z) = -65/216*z^3 + 97/24*z + 1
*
[ -10/7 ] 
f(z) = -63/200*z^3 + 82/35*z + 1
*
10/3 | 0.22782973842401226876104752138712911100 | 0.027938157357379809803586640243911728439
f(z) = -63/200*z^3 + 87/35*z + 1
*
[ 2 ] 
f(z) = -73/208*z^3 + 99/52*z + 1
*
[ 2 ] 
f(z) = -71/208*z^3 + 97/52*z + 1
*
[ 2 ] 
f(z) = -69/208*z^3 + 95/52*z + 1
*
[ 2 ] 
f(z) = -67/208*z^3 + 93/52*z + 1
*
[ -5/3 ] 
f(z) = -63/200*z^3 + 99/40*z + 1
*
[ 2 ] 
f(z) = -63/208*z^3 + 89/52*z + 1
*
[ 2 ] 
f(z) = -61/208*z^3 + 87/52*z + 1
*
[ 3/2 ] 
f(z) = -80/207*z^3 + 83/69*z + 1
*
[ 3/2 ] 
f(z) = -76/207*z^3 + 80/69*z + 1
*
[ 3/2 ] 
f(z) = -65/216*z^3 + 97/96*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -75/212*z^3 + 97/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -73/204*z^3 + 95/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -73/212*z^3 + 93/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -71/204*z^3 + 91/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -71/212*z^3 + 89/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -69/212*z^3 + 85/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -67/204*z^3 + 83/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -67/212*z^3 + 81/106*z + 1
*
[ 4/3 ] 
f(z) = -63/200*z^3 + 81/100*z + 1
*
-6/11 | 0.22810462588515501031366898293769672293 | 0.023469766274873419807736173174316999886
f(z) = -77/216*z^3 + 85/231*z + 1
*
[ -3 ] 
f(z) = -77/216*z^3 + 109/24*z + 1
*
[ -3 ] 
f(z) = -71/216*z^3 + 103/24*z + 1
*
[ -10/21 ] 
f(z) = -63/200*z^3 + 111/35*z + 1
*
[ 2 ] 
f(z) = -79/208*z^3 + 105/52*z + 1
*
[ 2 ] 
f(z) = -77/208*z^3 + 103/52*z + 1
*
[ -12/11 ] 
f(z) = -77/216*z^3 + 103/44*z + 1
*
[ 2 ] 
f(z) = -75/208*z^3 + 101/52*z + 1
*
[ -6/7 ] 
f(z) = -71/216*z^3 + 118/49*z + 1
*
[ -3/5 ] 
f(z) = -65/216*z^3 + 111/40*z + 1
*
[ -6/7 ] 
f(z) = -65/216*z^3 + 117/49*z + 1
*
[ -10/9 ] 
f(z) = -63/200*z^3 + 103/45*z + 1
*
[ -4/3 ] 
f(z) = -63/208*z^3 + 119/52*z + 1
*
24/11 | 0.22829986544090528249731078375376945469 | 0.028583270906735744249073406026840903923
f(z) = -77/216*z^3 + 109/88*z + 1
*
[ 3/2 ] 
f(z) = -77/216*z^3 + 109/96*z + 1
*
[ 3/2 ] 
f(z) = -71/216*z^3 + 103/96*z + 1
*
-2 | 0.078139097714374755447526795023630564464 | 0.014561954338898876936910268231737480708
f(z) = -79/204*z^3 + 107/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -79/212*z^3 + 105/106*z + 1
*
-2 | 0.078140069211980426679613140298078602894 | 0.014666269773633413311240235325340359913
f(z) = -77/204*z^3 + 103/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -77/212*z^3 + 101/106*z + 1
*
[ 18/13 ] 
f(z) = -65/216*z^3 + 100/117*z + 1
*
[ 6/5 ] 
f(z) = -75/208*z^3 + 107/156*z + 1
*
-2/3 | 0.14270951329266689351890892722765073642 | 0.022173116711818180252882579057753802718
f(z) = -69/208*z^3 + 101/156*z + 1
*
[ 9/8 ] 
f(z) = -64/207*z^3 + 104/207*z + 1
*
10/3 | 0.25005891215773690182561747724406168037 | 0.029443287624961499783811534693480297765
f(z) = -63/200*z^3 + 122/35*z + 1
*
[ -10/11 ] 
f(z) = -77/200*z^3 + 133/55*z + 1
*
[ -4/5 ] 
f(z) = -75/208*z^3 + 129/52*z + 1
*
[ -2/3 ] 
f(z) = -63/208*z^3 + 137/52*z + 1
*
[ -2 ] 
f(z) = -61/208*z^3 + 139/52*z + 1
*
[ 12/5 ] 
f(z) = -65/216*z^3 + 139/60*z + 1
*
[ 18/11 ] 
f(z) = -77/216*z^3 + 133/99*z + 1
*
[ 8/5 ] 
f(z) = -75/208*z^3 + 135/104*z + 1
*
[ 3/2 ] 
f(z) = -62/207*z^3 + 139/138*z + 1
*
[ 4/3 ] 
f(z) = -69/208*z^3 + 131/156*z + 1
*
[ 7/6 ] 
f(z) = -72/203*z^3 + 127/203*z + 1
*
[ 7/6 ] 
f(z) = -72/217*z^3 + 129/217*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.012313157821914293652283319212537224060
f(z) = -61/210*z^3 + 139/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -61/214*z^3 + 137/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -61/218*z^3 + 135/218*z + 1
*
[ 10 ] 
f(z) = -61/200*z^3 + 157/5*z + 1
*
[ -10 ] 
f(z) = -61/200*z^3 + 158/5*z + 1
*
-10/3 | 0.19779345576373651483153310210093456827 | 0.022861738751121018817726115622030921380
f(z) = -63/200*z^3 + 143/35*z + 1
*
[ -2 ] 
f(z) = -79/208*z^3 + 157/52*z + 1
*
[ -2 ] 
f(z) = -77/208*z^3 + 155/52*z + 1
*
[ -2 ] 
f(z) = -75/208*z^3 + 153/52*z + 1
*
[ -2 ] 
f(z) = -73/208*z^3 + 151/52*z + 1
*
[ -2 ] 
f(z) = -71/208*z^3 + 149/52*z + 1
*
[ -2 ] 
f(z) = -69/208*z^3 + 147/52*z + 1
*
[ -2 ] 
f(z) = -67/208*z^3 + 145/52*z + 1
*
-18/5 | 0.22492182545199487393391129794922126966 | 0.027628624351519148478040970644425209476
f(z) = -65/216*z^3 + 143/45*z + 1
*
[ -2 ] 
f(z) = -63/208*z^3 + 141/52*z + 1
*
[ 30/13 ] 
f(z) = -65/216*z^3 + 141/65*z + 1
*
[ 3/2 ] 
f(z) = -74/207*z^3 + 157/138*z + 1
*
[ 3/2 ] 
f(z) = -70/207*z^3 + 151/138*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -67/218*z^3 + 159/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -65/202*z^3 + 159/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -65/206*z^3 + 157/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -65/214*z^3 + 153/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -65/218*z^3 + 151/218*z + 1
*
[ 5/4 ] 
f(z) = -64/205*z^3 + 141/205*z + 1
*
[ 5/4 ] 
f(z) = -64/215*z^3 + 143/215*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -63/202*z^3 + 151/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -63/206*z^3 + 149/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -63/214*z^3 + 145/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -63/218*z^3 + 143/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -61/202*z^3 + 143/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -61/206*z^3 + 141/206*z + 1
*
-5/7 | 0.21723885578986107439660747370569213522 | 0.029987856582630798509716373755514019145
f(z) = -63/200*z^3 + 157/280*z + 1
*
[ 10 ] 
f(z) = -69/200*z^3 + 177/5*z + 1
*
[ -10 ] 
f(z) = -69/200*z^3 + 178/5*z + 1
*
[ 10 ] 
f(z) = -67/200*z^3 + 172/5*z + 1
*
[ -10 ] 
f(z) = -67/200*z^3 + 173/5*z + 1
*
[ 12 ] 
f(z) = -65/216*z^3 + 177/4*z + 1
*
[ 10 ] 
f(z) = -63/200*z^3 + 162/5*z + 1
*
[ -10 ] 
f(z) = -63/200*z^3 + 163/5*z + 1
*
[ -12 ] 
f(z) = -61/216*z^3 + 167/4*z + 1
*
[ -3/2 ] 
f(z) = -80/207*z^3 + 175/69*z + 1
*
[ -3/4 ] 
f(z) = -80/207*z^3 + 176/69*z + 1
*
[ -6/5 ] 
f(z) = -77/216*z^3 + 176/75*z + 1
*
[ -3/2 ] 
f(z) = -76/207*z^3 + 172/69*z + 1
*
[ -6/5 ] 
f(z) = -71/216*z^3 + 173/75*z + 1
*
[ -3/2 ] 
f(z) = -68/207*z^3 + 166/69*z + 1
*
[ -3/2 ] 
f(z) = -64/207*z^3 + 163/69*z + 1
*
[ -3/4 ] 
f(z) = -64/207*z^3 + 173/69*z + 1
*
[ 2 ] 
f(z) = -63/212*z^3 + 179/106*z + 1
*
[ 2 ] 
f(z) = -61/204*z^3 + 173/102*z + 1
*
[ 2 ] 
f(z) = -61/212*z^3 + 175/106*z + 1
*
[ 5/3 ] 
f(z) = -69/200*z^3 + 163/120*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -71/210*z^3 + 179/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -71/214*z^3 + 177/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -71/218*z^3 + 175/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -69/202*z^3 + 175/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -69/206*z^3 + 173/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -69/214*z^3 + 169/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -69/218*z^3 + 167/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -67/202*z^3 + 167/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -67/206*z^3 + 165/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -67/210*z^3 + 163/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -67/214*z^3 + 161/214*z + 1
*
[ 11/8 ] 
f(z) = -64/209*z^3 + 178/209*z + 1
*
[ 4/3 ] 
f(z) = -63/212*z^3 + 165/212*z + 1
*
[ 10 ] 
f(z) = -77/200*z^3 + 197/5*z + 1
*
[ -10 ] 
f(z) = -77/200*z^3 + 198/5*z + 1
*
[ 10 ] 
f(z) = -73/200*z^3 + 187/5*z + 1
*
[ -10 ] 
f(z) = -73/200*z^3 + 188/5*z + 1
*
[ -12 ] 
f(z) = -73/216*z^3 + 199/4*z + 1
*
[ 10 ] 
f(z) = -71/200*z^3 + 182/5*z + 1
*
[ -10 ] 
f(z) = -71/200*z^3 + 183/5*z + 1
*
[ 12 ] 
f(z) = -71/216*z^3 + 193/4*z + 1
*
[ -12 ] 
f(z) = -67/216*z^3 + 183/4*z + 1
*
[ -2/5 ] 
f(z) = -75/208*z^3 + 185/52*z + 1
*
[ 10/3 ] 
f(z) = -67/200*z^3 + 199/45*z + 1
*
[ 10/3 ] 
f(z) = -61/200*z^3 + 184/45*z + 1
*
[ 18/7 ] 
f(z) = -77/216*z^3 + 187/63*z + 1
*
[ -2/3 ] 
f(z) = -69/200*z^3 + 199/75*z + 1
*
6/5 | 0.31189570592711029522613052077925509993 | 0.029376938785412235900451442056843832838
f(z) = -65/216*z^3 + 189/65*z + 1
*
[ 24/11 ] 
f(z) = -77/216*z^3 + 197/88*z + 1
*
[ 2 ] 
f(z) = -73/204*z^3 + 197/102*z + 1
*
[ 2 ] 
f(z) = -73/212*z^3 + 199/106*z + 1
*
[ 2 ] 
f(z) = -71/204*z^3 + 193/102*z + 1
*
0 | 0.12864089973331362664246757393949505733 | 0.021599129014644806178531779776661466630
f(z) = -71/210*z^3 + 193/105*z + 1
*
[ 2 ] 
f(z) = -71/212*z^3 + 195/106*z + 1
*
[ 2 ] 
f(z) = -69/212*z^3 + 191/106*z + 1
*
[ 2 ] 
f(z) = -67/204*z^3 + 185/102*z + 1
*
0 | 0.12946334792148725439317519314368002401 | 0.021775305137213749623186669051883045311
f(z) = -67/210*z^3 + 191/105*z + 1
*
[ 2 ] 
f(z) = -67/212*z^3 + 187/106*z + 1
*
[ 2 ] 
f(z) = -65/204*z^3 + 181/102*z + 1
*
[ 2 ] 
f(z) = -65/212*z^3 + 183/106*z + 1
*
0 | 0.15156245106108624073207474834808930797 | 0.025560363019424867998402443326896598950
f(z) = -61/210*z^3 + 188/105*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -77/218*z^3 + 199/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -75/202*z^3 + 199/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -75/206*z^3 + 197/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -75/214*z^3 + 193/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -75/218*z^3 + 191/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -73/202*z^3 + 191/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -73/206*z^3 + 189/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -73/210*z^3 + 187/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -73/214*z^3 + 185/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -73/218*z^3 + 183/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -71/202*z^3 + 183/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -71/206*z^3 + 181/206*z + 1
*
[ 10 ] 
f(z) = -79/200*z^3 + 202/5*z + 1
*
[ -10 ] 
f(z) = -79/200*z^3 + 203/5*z + 1
*
[ -12 ] 
f(z) = -79/216*z^3 + 215/4*z + 1
*
[ 12 ] 
f(z) = -77/216*z^3 + 209/4*z + 1
*
[ 10/3 ] 
f(z) = -73/200*z^3 + 214/45*z + 1
*
[ 10/3 ] 
f(z) = -71/200*z^3 + 209/45*z + 1
*
[ 18/5 ] 
f(z) = -65/216*z^3 + 208/45*z + 1
*
-4 | 0.17340442597152571479908812848655677624 | 0.025698733211059434003323900453971978709
f(z) = -63/208*z^3 + 213/52*z + 1
*
[ -10/3 ] 
f(z) = -61/200*z^3 + 211/45*z + 1
*
[ 2 ] 
f(z) = -79/204*z^3 + 209/102*z + 1
*
[ 2 ] 
f(z) = -79/212*z^3 + 211/106*z + 1
*
[ 2 ] 
f(z) = -77/204*z^3 + 205/102*z + 1
*
[ 2 ] 
f(z) = -77/212*z^3 + 207/106*z + 1
*
[ 2 ] 
f(z) = -75/212*z^3 + 203/106*z + 1
*
-2/5 | 0.21072528657019822486331800659367402364 | 0.028392839184207739402845049225342734635
f(z) = -65/216*z^3 + 209/135*z + 1
*
-30/13 | 0.27904408891294555577276501325897485551 | 0.029112782024117207975134409621830653386
f(z) = -65/216*z^3 + 202/195*z + 1
*
-2 | 0.085465935043771189780405575081387092393 | 0.015913553398341151623462132941005028688
f(z) = -79/202*z^3 + 215/202*z + 1
*
-2 | 0.085828358001209673258325529589448672550 | 0.016008894003233745017416647330807537628
f(z) = -79/206*z^3 + 213/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012302542972954474662798411956317972836
f(z) = -79/210*z^3 + 211/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -79/214*z^3 + 209/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -79/218*z^3 + 207/218*z + 1
*
-2 | 0.085465223573118297209787070809348547781 | 0.016026576102428534629193205282201224302
f(z) = -77/202*z^3 + 207/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -77/206*z^3 + 205/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -77/214*z^3 + 201/214*z + 1
*
[ 7/5 ] 
f(z) = -75/203*z^3 + 205/203*z + 1
*
[ 7/5 ] 
f(z) = -75/217*z^3 + 209/217*z + 1
*
[ 3/2 ] 
f(z) = -64/201*z^3 + 211/201*z + 1
*
[ 3/2 ] 
f(z) = -64/213*z^3 + 215/213*z + 1
*
[ 3/2 ] 
f(z) = -64/219*z^3 + 217/219*z + 1
*
[ 10/3 ] 
f(z) = -79/200*z^3 + 229/45*z + 1
*
[ 10/3 ] 
f(z) = -77/200*z^3 + 224/45*z + 1
*
[ -30/11 ] 
f(z) = -77/216*z^3 + 221/55*z + 1
*
[ -10/3 ] 
f(z) = -71/200*z^3 + 236/45*z + 1
*
[ -10/3 ] 
f(z) = -67/200*z^3 + 226/45*z + 1
*
-4 | 0.18037873441175727216244828823162405066 | 0.026448431318445379625884093256351573755
f(z) = -67/208*z^3 + 229/52*z + 1
*
[ -18/5 ] 
f(z) = -65/216*z^3 + 233/45*z + 1
*
[ -18/7 ] 
f(z) = -77/216*z^3 + 236/63*z + 1
*
[ 3 ] 
f(z) = -64/207*z^3 + 238/69*z + 1
*
[ 3 ] 
f(z) = -62/207*z^3 + 232/69*z + 1
*
[ 3 ] 
f(z) = -61/207*z^3 + 229/69*z + 1
*
[ -3/2 ] 
f(z) = -79/216*z^3 + 239/96*z + 1
*
[ -12/7 ] 
f(z) = -77/216*z^3 + 221/84*z + 1
*
-3/11 | 0.22753281481276242696966278486306702783 | 0.025962515833698647637202857206406319172
f(z) = -77/216*z^3 + 237/88*z + 1
*
[ -3/2 ] 
f(z) = -73/216*z^3 + 233/96*z + 1
*
[ -3/2 ] 
f(z) = -67/216*z^3 + 227/96*z + 1
*
-42/13 | 0.29895864464545799297372421459596276369 | 0.027726410943563843395869062382555156306
f(z) = -65/216*z^3 + 223/91*z + 1
*
[ -3/2 ] 
f(z) = -61/216*z^3 + 221/96*z + 1
*
[ 12/5 ] 
f(z) = -67/216*z^3 + 237/100*z + 1
*
[ -4/3 ] 
f(z) = -63/200*z^3 + 231/100*z + 1
*
[ 12/5 ] 
f(z) = -61/216*z^3 + 221/100*z + 1
*
[ 26/15 ] 
f(z) = -75/208*z^3 + 235/156*z + 1
*
-3/7 | 0.18821526749987869271582134825279311665 | 0.024581420363201001154798366234724125791
f(z) = -77/216*z^3 + 235/168*z + 1
*
[ 3/2 ] 
f(z) = -76/201*z^3 + 238/201*z + 1
*
[ 3/2 ] 
f(z) = -68/201*z^3 + 220/201*z + 1
*
[ 3/2 ] 
f(z) = -68/213*z^3 + 224/213*z + 1
*
[ 3/2 ] 
f(z) = -68/219*z^3 + 226/219*z + 1
*
[ 10/7 ] 
f(z) = -61/200*z^3 + 226/245*z + 1
*
[ 30/7 ] 
f(z) = -77/216*z^3 + 256/35*z + 1
*
[ -10/3 ] 
f(z) = -79/200*z^3 + 256/45*z + 1
*
[ -10/3 ] 
f(z) = -77/200*z^3 + 251/45*z + 1
*
[ -10/3 ] 
f(z) = -73/200*z^3 + 241/45*z + 1
*
-4 | 0.18044773305851838197822366442218968090 | 0.026199107909663023559612452639671596228
f(z) = -71/208*z^3 + 245/52*z + 1
*
[ 3 ] 
f(z) = -71/207*z^3 + 259/69*z + 1
*
[ 3 ] 
f(z) = -70/207*z^3 + 256/69*z + 1
*
[ 3 ] 
f(z) = -68/207*z^3 + 250/69*z + 1
*
[ 3 ] 
f(z) = -67/207*z^3 + 247/69*z + 1
*
[ 3 ] 
f(z) = -65/207*z^3 + 241/69*z + 1
*
[ -3/8 ] 
f(z) = -64/207*z^3 + 256/69*z + 1
*
[ -18/11 ] 
f(z) = -77/216*z^3 + 254/99*z + 1
*
[ 12/5 ] 
f(z) = -73/216*z^3 + 253/100*z + 1
*
[ 12/7 ] 
f(z) = -65/216*z^3 + 255/196*z + 1
*
[ 3/2 ] 
f(z) = -80/201*z^3 + 247/201*z + 1
*
[ 3/2 ] 
f(z) = -80/213*z^3 + 251/213*z + 1
*
[ 3/2 ] 
f(z) = -80/219*z^3 + 253/219*z + 1
*
[ 3/2 ] 
f(z) = -76/213*z^3 + 242/213*z + 1
*
[ 3/2 ] 
f(z) = -76/219*z^3 + 244/219*z + 1
*
[ 5/3 ] 
f(z) = -63/205*z^3 + 257/205*z + 1
*
[ 10/7 ] 
f(z) = -73/200*z^3 + 256/245*z + 1
*
[ 10/7 ] 
f(z) = -71/200*z^3 + 251/245*z + 1
*
[ 10/7 ] 
f(z) = -69/200*z^3 + 246/245*z + 1
*
[ 10/7 ] 
f(z) = -67/200*z^3 + 241/245*z + 1
*
-4 | 0.19563623081729641421476314019709374437 | 0.027906922619184895525951655681095636683
f(z) = -79/208*z^3 + 277/52*z + 1
*
3/7 | 0.14779963516018268790191757581768510423 | 0.016652416717634420528558874982927653248
f(z) = -77/216*z^3 + 265/56*z + 1
*
-4 | 0.20257505596761933290991208044799409636 | 0.029144073423928800554977888110732364571
f(z) = -75/208*z^3 + 261/52*z + 1
*
[ 3 ] 
f(z) = -77/207*z^3 + 277/69*z + 1
*
[ 3 ] 
f(z) = -76/207*z^3 + 274/69*z + 1
*
[ 3 ] 
f(z) = -74/207*z^3 + 268/69*z + 1
*
[ 3 ] 
f(z) = -73/207*z^3 + 265/69*z + 1
*
[ -3 ] 
f(z) = -62/207*z^3 + 278/69*z + 1
*
[ -3 ] 
f(z) = -61/207*z^3 + 275/69*z + 1
*
[ 12/5 ] 
f(z) = -79/216*z^3 + 269/100*z + 1
*
[ -8/5 ] 
f(z) = -75/208*z^3 + 265/104*z + 1
*
[ -24/13 ] 
f(z) = -65/216*z^3 + 267/104*z + 1
*
[ -18/13 ] 
f(z) = -65/216*z^3 + 269/117*z + 1
*
[ -2/3 ] 
f(z) = -63/212*z^3 + 279/106*z + 1
*
[ -2 ] 
f(z) = -61/204*z^3 + 275/102*z + 1
*
[ 12/7 ] 
f(z) = -71/216*z^3 + 271/196*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015904146237052964053516445028616467724
f(z) = -79/200*z^3 + 279/200*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015924490912656721508721544132159483569
f(z) = -77/200*z^3 + 277/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013836162130290517910883559329159545132
f(z) = -77/201*z^3 + 278/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015177052127966080218999430345393921343
f(z) = -77/202*z^3 + 279/202*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013845211482294573501004967853062337386
f(z) = -76/201*z^3 + 277/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017472740704446460179665196062915495218
f(z) = -76/203*z^3 + 279/203*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015196582656730164493021441252317130485
f(z) = -75/202*z^3 + 277/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017483889076367112640952598584638237098
f(z) = -75/203*z^3 + 278/203*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013863073712517700023829837248639895504
f(z) = -74/201*z^3 + 275/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017495091935140777640288293024741269570
f(z) = -74/203*z^3 + 277/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017504981643764517215354033346952067076
f(z) = -74/205*z^3 + 279/205*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015965784113003025058051897042932297178
f(z) = -73/200*z^3 + 273/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013871886880375160920407496131969197119
f(z) = -73/201*z^3 + 274/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015216188341942442608933034500333107188
f(z) = -73/202*z^3 + 275/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017506349754473247088769003430714703569
f(z) = -73/203*z^3 + 276/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012372233710382055822113116300898365567
f(z) = -73/204*z^3 + 277/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017516150586813000665300796852836829532
f(z) = -73/205*z^3 + 278/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015241535556150704364949994287101657858
f(z) = -73/206*z^3 + 279/206*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017517663013980554068404233873855637836
f(z) = -72/203*z^3 + 275/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017527374117254380540091345852373755080
f(z) = -72/205*z^3 + 277/205*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.015986739755698191281789975300058302991
f(z) = -71/200*z^3 + 271/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013890015597414483253904771027018032912
f(z) = -71/201*z^3 + 272/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015235872088648517152241747181280310037
f(z) = -71/202*z^3 + 273/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017529032199285094819234964200496750044
f(z) = -71/203*z^3 + 274/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012388195596351929460747422585035793320
f(z) = -71/204*z^3 + 275/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017538652709668537135120994921137653396
f(z) = -71/205*z^3 + 276/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015261032616349421425374983572700078115
f(z) = -71/206*z^3 + 277/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015138001534071411621423546980838660285
f(z) = -71/207*z^3 + 278/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016033125492491945988028115271636698951
f(z) = -71/208*z^3 + 279/208*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013899147916438275208356217449049478378
f(z) = -70/201*z^3 + 271/201*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015147701257774815723360563333140224061
f(z) = -70/207*z^3 + 277/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017568530470918892018330800713004027707
f(z) = -70/209*z^3 + 279/209*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016007906323181288265412323077904127440
f(z) = -69/200*z^3 + 269/200*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015255869696619361807278102264652757049
f(z) = -69/202*z^3 + 271/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017551940320397557012591566717677364234
f(z) = -69/203*z^3 + 272/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017561377008436735162616430888102392348
f(z) = -69/205*z^3 + 274/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015280837556626719441698928504477412263
f(z) = -69/206*z^3 + 275/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016053635159103231206713879543084494519
f(z) = -69/208*z^3 + 277/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017579739960895428829614703661964339719
f(z) = -69/209*z^3 + 278/209*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013917735244964884939686119905481531919
f(z) = -68/201*z^3 + 269/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017563480258374463558685386077543951823
f(z) = -68/203*z^3 + 271/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017572823693943400960764388472283674296
f(z) = -68/205*z^3 + 273/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015167243879248205812431450278359394054
f(z) = -68/207*z^3 + 275/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017591004236435009660186507582026833192
f(z) = -68/209*z^3 + 277/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017599850226411610537739025881565545055
f(z) = -68/211*z^3 + 279/211*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016029287605671992654416071004305448446
f(z) = -67/200*z^3 + 267/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015276185150011387782785560992358591360
f(z) = -67/202*z^3 + 269/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017575078126692739712652563397869931796
f(z) = -67/203*z^3 + 270/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012420781282772600821592308976618615839
f(z) = -67/204*z^3 + 271/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017584327399926533731213835863194875044
f(z) = -67/205*z^3 + 272/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015300721684682043907067864823607354454
f(z) = -67/206*z^3 + 273/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015177087612746487718152034343471307525
f(z) = -67/207*z^3 + 274/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016074346560116981302885934215860743790
f(z) = -67/208*z^3 + 275/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017602323773840395491499198758340770233
f(z) = -67/209*z^3 + 276/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011707078162622335009425036584275031494
f(z) = -67/210*z^3 + 277/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017611079699760452980993133260273901248
f(z) = -67/211*z^3 + 278/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016095766423960352772711553730139570535
f(z) = -67/212*z^3 + 279/212*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017586734442517569906518811095752412469
f(z) = -66/203*z^3 + 269/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017595888631554295686868885143903913680
f(z) = -66/205*z^3 + 271/205*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017622364056339611154727622690744787242
f(z) = -66/211*z^3 + 277/211*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013945690557872094175499616215428032027
f(z) = -65/201*z^3 + 266/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015296472375151128200672865340716170530
f(z) = -65/202*z^3 + 267/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017598449729639393423507590648319891665
f(z) = -65/203*z^3 + 268/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012437226493568059365052551854468717962
f(z) = -65/204*z^3 + 269/204*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015320804409985916864337298643375989685
f(z) = -65/206*z^3 + 271/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015196922054101523051451811620604853050
f(z) = -65/207*z^3 + 272/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017625130569269487704805162035578809275
f(z) = -65/209*z^3 + 274/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017633703773300960087762107709935553141
f(z) = -65/211*z^3 + 276/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016116356221212493950104614137436004833
f(z) = -65/212*z^3 + 277/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014027161435208556342533280880092080555
f(z) = -65/213*z^3 + 278/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015366828785271063015949883354108960995
f(z) = -65/214*z^3 + 279/214*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013955104311798429733158515846357775926
f(z) = -64/201*z^3 + 265/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017610224518584540545060581956169317818
f(z) = -64/203*z^3 + 267/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017619185724634959725524376044157455978
f(z) = -64/205*z^3 + 269/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015206913629661998896427576983476345150
f(z) = -64/207*z^3 + 271/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017645099333749611405826592919356280679
f(z) = -64/211*z^3 + 275/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014036149384506773562001705831750452189
f(z) = -64/213*z^3 + 277/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017661608839007943753940887640490994189
f(z) = -64/215*z^3 + 279/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016072709970456436029072281041715272673
f(z) = -63/200*z^3 + 263/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015317201649735285235296736436251256101
f(z) = -63/202*z^3 + 265/202*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017630922628964271029876812947662763168
f(z) = -63/205*z^3 + 268/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015340972710365853094623766535073281724
f(z) = -63/206*z^3 + 269/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016116388827069456862822705810059207994
f(z) = -63/208*z^3 + 271/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017648164278210946096662113635466429994
f(z) = -63/209*z^3 + 272/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017656551226840734580463977271294467817
f(z) = -63/211*z^3 + 274/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016137148541037247213025678125457480130
f(z) = -63/212*z^3 + 275/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015386486121291179546379569021397044185
f(z) = -63/214*z^3 + 277/214*z + 1
*
[ 5/3 ] 
f(z) = -63/215*z^3 + 261/215*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017672877717049740417206297427461662201
f(z) = -63/215*z^3 + 278/215*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.013973891907370316432039567815640806055
f(z) = -62/201*z^3 + 263/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017633954758409410350059241290254604384
f(z) = -62/203*z^3 + 265/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017642719144910481402423663477257571724
f(z) = -62/205*z^3 + 267/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015227047701303287746469507099127209004
f(z) = -62/207*z^3 + 269/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017659767480903023109489519262487156651
f(z) = -62/209*z^3 + 271/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017668059947878320871239705795154423761
f(z) = -62/211*z^3 + 273/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014054257950928664301895623437734861187
f(z) = -62/213*z^3 + 275/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017684201670909409835612556755053757655
f(z) = -62/215*z^3 + 277/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016094759137201761773265368733430222789
f(z) = -61/200*z^3 + 261/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013983637632459129651023738564848010174
f(z) = -61/201*z^3 + 262/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015337909588065939317217248902422046481
f(z) = -61/202*z^3 + 263/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017645911305049222622780305133090755778
f(z) = -61/203*z^3 + 264/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012470620399967465901822931216351212796
f(z) = -61/204*z^3 + 265/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017654575810840299603517451580619163277
f(z) = -61/205*z^3 + 266/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015361463189544102880120232921116676713
f(z) = -61/206*z^3 + 267/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015237191098670293993387119289410066186
f(z) = -61/207*z^3 + 268/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016137727050929040654472103588445663942
f(z) = -61/208*z^3 + 269/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017671428931524532491909897556986811998
f(z) = -61/209*z^3 + 270/209*z + 1
*
-1 | 0.065841464672245232784689378954993629236 | 0.011752957546499548442678947763278708987
f(z) = -61/210*z^3 + 271/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017679625998415936361845036897148585501
f(z) = -61/211*z^3 + 272/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016158146940297019887681469509750877639
f(z) = -61/212*z^3 + 273/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014063379342454143532064321029554562761
f(z) = -61/213*z^3 + 274/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015406452913873184752520028124315306466
f(z) = -61/214*z^3 + 275/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017695581179413172979588299143126663668
f(z) = -61/215*z^3 + 276/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013766263240698483216361875529794719777
f(z) = -61/216*z^3 + 277/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017703346894995768684567011338104551889
f(z) = -61/217*z^3 + 278/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015427729589984181892035049976321636081
f(z) = -61/218*z^3 + 279/218*z + 1
*
[ 10/7 ] 
f(z) = -79/200*z^3 + 271/245*z + 1
*
[ 3/2 ] 
f(z) = -61/207*z^3 + 275/276*z + 1
*
[ 20/3 ] 
f(z) = -63/200*z^3 + 297/20*z + 1
*
[ 4 ] 
f(z) = -63/208*z^3 + 291/52*z + 1
*
[ 4 ] 
f(z) = -61/208*z^3 + 283/52*z + 1
*
[ 3 ] 
f(z) = -80/207*z^3 + 286/69*z + 1
*
[ 3 ] 
f(z) = -79/207*z^3 + 283/69*z + 1
*
[ -3 ] 
f(z) = -68/207*z^3 + 296/69*z + 1
*
[ -3 ] 
f(z) = -67/207*z^3 + 293/69*z + 1
*
[ -3 ] 
f(z) = -65/207*z^3 + 287/69*z + 1
*
[ -3 ] 
f(z) = -64/207*z^3 + 284/69*z + 1
*
3 | 0.16417063334020137265220799592493181133 | 0.018289935387998243422328179040416022439
f(z) = -77/216*z^3 + 293/88*z + 1
*
[ -2 ] 
f(z) = -73/204*z^3 + 299/102*z + 1
*
0 | 0.18013477958694099041851530168203718888 | 0.028174274287986732380362088366987037483
f(z) = -73/210*z^3 + 299/105*z + 1
*
[ -2 ] 
f(z) = -71/204*z^3 + 295/102*z + 1
*
[ -2 ] 
f(z) = -69/212*z^3 + 297/106*z + 1
*
[ -2 ] 
f(z) = -67/204*z^3 + 287/102*z + 1
*
0 | 0.16226789255263098597033913762986092040 | 0.025419867454336803733644773153924910899
f(z) = -67/210*z^3 + 296/105*z + 1
*
[ -2 ] 
f(z) = -67/212*z^3 + 293/106*z + 1
*
[ -2 ] 
f(z) = -65/204*z^3 + 283/102*z + 1
*
[ -2 ] 
f(z) = -65/212*z^3 + 289/106*z + 1
*
[ 8/3 ] 
f(z) = -63/208*z^3 + 289/104*z + 1
*
[ -2 ] 
f(z) = -63/212*z^3 + 285/106*z + 1
*
0 | 0.18136473388401739204401641260053728261 | 0.028456870182573137309600831129391486522
f(z) = -61/210*z^3 + 293/105*z + 1
*
[ -2 ] 
f(z) = -61/212*z^3 + 281/106*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013810005989298932580662999303592029549
f(z) = -80/201*z^3 + 281/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017428682812810429269444012482330857284
f(z) = -80/203*z^3 + 283/203*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015052779354089218728667628771441833584
f(z) = -80/207*z^3 + 287/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017459348055217111366651938773567675166
f(z) = -80/209*z^3 + 289/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017469211480817359825579387583814266937
f(z) = -80/211*z^3 + 291/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013897385747153716455591110129250998705
f(z) = -80/213*z^3 + 293/213*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017497789910119986783012018125506776418
f(z) = -80/217*z^3 + 297/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.013938211159771182738191779190195841529
f(z) = -80/219*z^3 + 299/219*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.013818743420250435686334239165991385228
f(z) = -79/201*z^3 + 280/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015157825246636814481052107793164365166
f(z) = -79/202*z^3 + 281/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017439617859432114294745612368880898655
f(z) = -79/203*z^3 + 282/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012325453388517190042578930176384957689
f(z) = -79/204*z^3 + 283/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017449939531857438280178795441424192181
f(z) = -79/205*z^3 + 284/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015184162562654542508417887943384003984
f(z) = -79/206*z^3 + 285/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015062068670122924711463842478070852669
f(z) = -79/207*z^3 + 286/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015953036290374289722459150530915616375
f(z) = -79/208*z^3 + 287/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017470034644273404782850422498862640102
f(z) = -79/209*z^3 + 288/209*z + 1
*
-1 | 0.065841464672245232784689378954993629236 | 0.011619574080147142453734583754525854726
f(z) = -79/210*z^3 + 289/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017479817530482024649661427485724495308
f(z) = -79/211*z^3 + 290/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015976292070033821683769534700802060468
f(z) = -79/212*z^3 + 291/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.013905573324311525183589988593127722804
f(z) = -79/213*z^3 + 292/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015234372837100187604253039831605700084
f(z) = -79/214*z^3 + 293/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017498876386265972155297380267727409237
f(z) = -79/215*z^3 + 294/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013613863364848604719646982229969009709
f(z) = -79/216*z^3 + 295/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017508160876122056722042499925573404311
f(z) = -79/217*z^3 + 296/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015258324507717679400081506419725264900
f(z) = -79/218*z^3 + 297/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.013946225878521701049327656672375391206
f(z) = -79/219*z^3 + 298/219*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017450605555328642381117279203343269167
f(z) = -78/203*z^3 + 281/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017460842455906288185705812741007708080
f(z) = -78/205*z^3 + 283/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017480771562747523648651571292381348568
f(z) = -78/209*z^3 + 287/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017490473169127852126784990919088736259
f(z) = -78/211*z^3 + 289/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017509372800090389972449480465789900296
f(z) = -78/215*z^3 + 293/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017518579302124658074060299558320116124
f(z) = -78/217*z^3 + 295/217*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012340957012282612613551919146147803153
f(z) = -77/204*z^3 + 281/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017471797680025054716546739751385672128
f(z) = -77/205*z^3 + 282/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015203103696303513127745275310876024848
f(z) = -77/206*z^3 + 283/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015080779883314174366506009661708718929
f(z) = -77/207*z^3 + 284/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015972772754330161794961938892764702680
f(z) = -77/208*z^3 + 285/208*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017501178809370973507961086948346768426
f(z) = -77/211*z^3 + 288/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.015995736733733923370827204399578526865
f(z) = -77/212*z^3 + 289/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013922611591008530842215946713699825873
f(z) = -77/213*z^3 + 290/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015252880079112205989096005593584448826
f(z) = -77/214*z^3 + 291/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017519917763634877732340994913738947013
f(z) = -77/215*z^3 + 292/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013630167741305497031231829639507848017
f(z) = -77/216*z^3 + 293/216*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015276453156601614407780050463477804905
f(z) = -77/218*z^3 + 295/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.013962729991245703737476857947190399240
f(z) = -77/219*z^3 + 296/219*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017482805650567823908981591503914461440
f(z) = -76/205*z^3 + 281/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015090202529012459832197468483693520661
f(z) = -76/207*z^3 + 283/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017511934868755136688177901334999371723
f(z) = -76/211*z^3 + 287/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013931098768741438506583624481420794898
f(z) = -76/213*z^3 + 289/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017530511676576308895437159721343540835
f(z) = -76/215*z^3 + 291/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017539560085042552344306855198047265163
f(z) = -76/217*z^3 + 293/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.013971038669138108194844690203804016914
f(z) = -76/219*z^3 + 295/219*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015222226984700659147990427788650911894
f(z) = -75/206*z^3 + 281/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.015992697621588136721444303861754767903
f(z) = -75/208*z^3 + 283/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017513288538085006187904861856463660221
f(z) = -75/209*z^3 + 284/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017522741769828415901857908004491563762
f(z) = -75/211*z^3 + 286/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016015364315776841736573486424430942730
f(z) = -75/212*z^3 + 287/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015271329193473741768727365676476017304
f(z) = -75/214*z^3 + 289/214*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017550123228782468119348899430027443022
f(z) = -75/217*z^3 + 292/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015294863510892598077008044466769939476
f(z) = -75/218*z^3 + 293/218*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015109183804197987346463659680946522159
f(z) = -74/207*z^3 + 281/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017524231043325653826438201111454498129
f(z) = -74/209*z^3 + 283/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017533599940221394606046075379116195375
f(z) = -74/211*z^3 + 285/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.013948010300604971171065088789868077840
f(z) = -74/213*z^3 + 287/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017551847973042814999474542042940453755
f(z) = -74/215*z^3 + 289/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017560735406311236170504518411660196764
f(z) = -74/217*z^3 + 291/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.013987952778785220897469531837608894595
f(z) = -74/219*z^3 + 293/219*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015118743209916206786738490647711858994
f(z) = -73/207*z^3 + 280/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016012814104049566059891821994894274692
f(z) = -73/208*z^3 + 281/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017535226038502632744724590633511302401
f(z) = -73/209*z^3 + 282/209*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.011662456508794062415570625096413655086
f(z) = -73/210*z^3 + 283/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017544509812726855227050048815088432869
f(z) = -73/211*z^3 + 284/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016035177889494417315196574598197550898
f(z) = -73/212*z^3 + 285/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.013956617845608845012434777504923195215
f(z) = -73/213*z^3 + 286/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015290067890642793722977148135845136781
f(z) = -73/214*z^3 + 287/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017562591179826552644253076709088086042
f(z) = -73/215*z^3 + 288/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013663232531163619570313969023965355493
f(z) = -73/216*z^3 + 289/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017571397022725456866213293974675010368
f(z) = -73/217*z^3 + 290/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015313213885868797250265138108813512251
f(z) = -73/218*z^3 + 291/218*z + 1
*
[ 5/3 ] 
f(z) = -72/205*z^3 + 282/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017546273971590440770408165411099869050
f(z) = -72/209*z^3 + 281/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017555471825381010339771945577668124613
f(z) = -72/211*z^3 + 283/211*z + 1
*
[ 5/3 ] 
f(z) = -72/215*z^3 + 286/215*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017573384982674212623017624743416264327
f(z) = -72/215*z^3 + 287/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017582108487925252236171825056236198892
f(z) = -72/217*z^3 + 289/217*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017557375296050525991465899854045083245
f(z) = -71/209*z^3 + 280/209*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.011677241840411638186385388972050517987
f(z) = -71/210*z^3 + 281/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017566486421546310769499677429413535781
f(z) = -71/211*z^3 + 282/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016055180602600041122142441195740600312
f(z) = -71/212*z^3 + 283/212*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015309099528447224032318792129818936341
f(z) = -71/214*z^3 + 285/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017584229805616608084684876844907469905
f(z) = -71/215*z^3 + 286/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013679998011987726887871066094271800594
f(z) = -71/216*z^3 + 287/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017592870216688513842991750476051186271
f(z) = -71/217*z^3 + 288/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015331851520488468781115793899070501076
f(z) = -71/218*z^3 + 289/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014013160715920748694163792151849623749
f(z) = -71/219*z^3 + 290/219*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017577554049995867054380384735761353616
f(z) = -70/211*z^3 + 281/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.013982869963913934375741258085449443689
f(z) = -70/213*z^3 + 283/213*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014021885502721865237697186526618167517
f(z) = -70/219*z^3 + 289/219*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017588675164999521684131046028312766018
f(z) = -69/211*z^3 + 280/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016075375679543865168586153082229184224
f(z) = -69/212*z^3 + 281/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015328080995850790642960762262010437158
f(z) = -69/214*z^3 + 283/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017606074233490547236943630614488698465
f(z) = -69/215*z^3 + 284/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017614546148861279590504861246039939574
f(z) = -69/217*z^3 + 286/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015350664481629145416702191679429641324
f(z) = -69/218*z^3 + 287/218*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014000458376140888551351797318126083659
f(z) = -68/213*z^3 + 281/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017617074712306861395471649038205029243
f(z) = -68/215*z^3 + 283/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017625461206903660103828135669381480964
f(z) = -68/217*z^3 + 285/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014039091068972569388769591529994821349
f(z) = -68/219*z^3 + 287/219*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014009132869327969633823439239138832254
f(z) = -67/213*z^3 + 280/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015347361487473678009319064430568358660
f(z) = -67/214*z^3 + 281/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017628127959152066874615922831569423792
f(z) = -67/215*z^3 + 282/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013714008273249753016802749624869220640
f(z) = -67/216*z^3 + 283/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017636428237933959348449362646546944533
f(z) = -67/217*z^3 + 284/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015369771087133271392760168764622761388
f(z) = -67/218*z^3 + 285/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014047754821406450469722014328818656625
f(z) = -67/219*z^3 + 286/219*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017639234424374037879306665782814467748
f(z) = -66/215*z^3 + 281/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017647447682283329984422649946179343338
f(z) = -66/217*z^3 + 283/217*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013731258496659987780548971834595276213
f(z) = -65/216*z^3 + 281/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017658519985637067915686102956054352034
f(z) = -65/217*z^3 + 282/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015388943753858500464905360998772911134
f(z) = -65/218*z^3 + 283/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014065023004906068456344033312709580239
f(z) = -65/219*z^3 + 284/219*z + 1
*
[ 7/4 ] 
f(z) = -64/203*z^3 + 283/203*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017669645599119476049753423849474726551
f(z) = -64/217*z^3 + 281/217*z + 1
*
[ 7/4 ] 
f(z) = -64/217*z^3 + 289/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014073994082461220993836294182904311158
f(z) = -64/219*z^3 + 283/219*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015408185140673103504938479881020732220
f(z) = -63/218*z^3 + 281/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014091697115546765983317612134332987900
f(z) = -62/219*z^3 + 281/219*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014100612769213534293201211465705522671
f(z) = -61/219*z^3 + 280/219*z + 1
*
[ 3/2 ] 
f(z) = -67/207*z^3 + 293/276*z + 1
*
[ 3/2 ] 
f(z) = -65/207*z^3 + 287/276*z + 1
*
[ 5/8 ] 
f(z) = -64/235*z^3 - 116/235*z + 1
*
[ 2/3 ] 
f(z) = -63/226*z^3 - 85/226*z + 1
*
[ 2/3 ] 
f(z) = -63/230*z^3 - 87/230*z + 1
*
[ 2/3 ] 
f(z) = -79/232*z^3 - 91/261*z + 1
*
[ 2/3 ] 
f(z) = -77/232*z^3 - 92/261*z + 1
*
[ 2/3 ] 
f(z) = -73/232*z^3 - 94/261*z + 1
*
[ 2/3 ] 
f(z) = -71/232*z^3 - 95/261*z + 1
*
[ 2/3 ] 
f(z) = -67/232*z^3 - 97/261*z + 1
*
[ 2/3 ] 
f(z) = -65/232*z^3 - 98/261*z + 1
*
[ 2/3 ] 
f(z) = -61/232*z^3 - 100/261*z + 1
*
[ 2/3 ] 
f(z) = -69/224*z^3 - 61/168*z + 1
*
[ 2/3 ] 
f(z) = -63/220*z^3 - 41/110*z + 1
*
[ 2/3 ] 
f(z) = -63/236*z^3 - 45/118*z + 1
*
5/4 | 0.18787633683708796363438188609215516006 | 0.027619146399741337318252237372245971580
f(z) = -68/225*z^3 - 59/180*z + 1
*
[ 3/4 ] 
f(z) = -64/231*z^3 - 41/231*z + 1
*
[ 3/4 ] 
f(z) = -64/237*z^3 - 43/237*z + 1
*
[ 5/8 ] 
f(z) = -64/225*z^3 - 22/45*z + 1
*
[ 2/3 ] 
f(z) = -75/232*z^3 - 31/87*z + 1
*
[ 2/3 ] 
f(z) = -69/232*z^3 - 32/87*z + 1
*
[ 3/4 ] 
f(z) = -80/231*z^3 - 32/231*z + 1
*
[ 3/4 ] 
f(z) = -80/237*z^3 - 34/237*z + 1
*
7/5 | 0.16140467168430688780214565313995390163 | 0.029495008801532236592609756111478766699
f(z) = -75/238*z^3 - 23/238*z + 1
*
[ 4/5 ] 
f(z) = -75/224*z^3 - 1/28*z + 1
*
[ 2/3 ] 
f(z) = -63/232*z^3 - 11/29*z + 1
*
-6/5 | 0.13805692349023109204857283667404847866 | 0.025511077806521922483292530368707620502
f(z) = -75/224*z^3 - 1/56*z + 1
*
[ 3/4 ] 
f(z) = -64/225*z^3 - 13/75*z + 1
*
[ 4/5 ] 
f(z) = -75/232*z^3 - 5/116*z + 1
*
[ 4/5 ] 
f(z) = -65/224*z^3 - 9/140*z + 1
*
[ 4/5 ] 
f(z) = -75/236*z^3 - 11/236*z + 1
*
[ 15/19 ] 
f(z) = -76/225*z^3 - 16/285*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -67/232*z^3 + 19/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -65/232*z^3 + 18/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -63/232*z^3 + 17/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -61/232*z^3 + 16/29*z + 1
*
[ 15/16 ] 
f(z) = -64/225*z^3 + 11/60*z + 1
*
[ 5/6 ] 
f(z) = -72/235*z^3 + 3/235*z + 1
*
[ 7/8 ] 
f(z) = -64/231*z^3 + 16/231*z + 1
*
[ 15/8 ] 
f(z) = -64/225*z^3 + 22/15*z + 1
*
[ -15/8 ] 
f(z) = -64/225*z^3 + 38/15*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -79/232*z^3 + 25/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -77/232*z^3 + 24/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -75/232*z^3 + 23/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -73/232*z^3 + 22/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -71/232*z^3 + 21/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -69/232*z^3 + 20/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -67/224*z^3 + 39/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -65/224*z^3 + 37/56*z + 1
*
[ 5/4 ] 
f(z) = -64/225*z^3 + 29/45*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -61/224*z^3 + 33/56*z + 1
*
[ 15/17 ] 
f(z) = -68/225*z^3 + 26/255*z + 1
*
[ 2 ] 
f(z) = -79/232*z^3 + 54/29*z + 1
*
[ 2 ] 
f(z) = -77/232*z^3 + 53/29*z + 1
*
[ 2 ] 
f(z) = -75/232*z^3 + 52/29*z + 1
*
[ 2 ] 
f(z) = -73/232*z^3 + 51/29*z + 1
*
[ 2 ] 
f(z) = -71/232*z^3 + 50/29*z + 1
*
[ 2 ] 
f(z) = -69/232*z^3 + 49/29*z + 1
*
[ 2 ] 
f(z) = -67/232*z^3 + 48/29*z + 1
*
[ 2 ] 
f(z) = -65/232*z^3 + 47/29*z + 1
*
[ 2 ] 
f(z) = -63/232*z^3 + 46/29*z + 1
*
[ 2 ] 
f(z) = -61/232*z^3 + 45/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -79/224*z^3 + 51/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -75/224*z^3 + 47/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -73/224*z^3 + 45/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -71/224*z^3 + 43/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -69/224*z^3 + 41/56*z + 1
*
[ 6/5 ] 
f(z) = -75/232*z^3 + 55/87*z + 1
*
-11/8 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -64/231*z^3 + 58/231*z + 1
*
5/3 | 0.15364274988623343369810703990901810196 | 0.028485976935900955714205360628843310659
f(z) = -63/220*z^3 + 43/220*z + 1
*
[ 15/4 ] 
f(z) = -64/225*z^3 + 71/15*z + 1
*
[ -15/4 ] 
f(z) = -64/225*z^3 + 79/15*z + 1
*
[ -4/5 ] 
f(z) = -75/224*z^3 + 69/28*z + 1
*
[ -2 ] 
f(z) = -71/232*z^3 + 79/29*z + 1
*
[ -2 ] 
f(z) = -69/232*z^3 + 78/29*z + 1
*
[ -2 ] 
f(z) = -67/232*z^3 + 77/29*z + 1
*
[ -2 ] 
f(z) = -65/232*z^3 + 76/29*z + 1
*
[ -2 ] 
f(z) = -63/232*z^3 + 75/29*z + 1
*
[ -2/3 ] 
f(z) = -63/232*z^3 + 76/29*z + 1
*
[ -2 ] 
f(z) = -61/232*z^3 + 74/29*z + 1
*
[ 8/5 ] 
f(z) = -75/224*z^3 + 69/56*z + 1
*
[ 3/2 ] 
f(z) = -68/225*z^3 + 76/75*z + 1
*
[ 3/2 ] 
f(z) = -64/225*z^3 + 73/75*z + 1
*
28/15 | 0.15156093684039905805293012010211917565 | 0.023280326050505081201594445592883785525
f(z) = -75/224*z^3 + 65/84*z + 1
*
[ 4/3 ] 
f(z) = -75/224*z^3 + 71/84*z + 1
*
[ 4/3 ] 
f(z) = -69/224*z^3 + 67/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -69/236*z^3 + 79/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -67/220*z^3 + 79/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -67/228*z^3 + 77/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -67/236*z^3 + 75/118*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -65/228*z^3 + 73/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -65/236*z^3 + 71/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -63/220*z^3 + 71/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -63/236*z^3 + 67/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -61/220*z^3 + 67/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -61/228*z^3 + 65/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -61/236*z^3 + 63/118*z + 1
*
-14/15 | 0.17228641388825308263707812662260040795 | 0.026463836744519809412452301716469199212
f(z) = -75/224*z^3 + 61/168*z + 1
*
[ -2 ] 
f(z) = -79/232*z^3 + 83/29*z + 1
*
[ -2 ] 
f(z) = -77/232*z^3 + 82/29*z + 1
*
[ -2 ] 
f(z) = -75/232*z^3 + 81/29*z + 1
*
[ -2 ] 
f(z) = -73/232*z^3 + 80/29*z + 1
*
-2/5 | 0.10921540843263848886751745347665750121 | 0.018662274384745366955163501989575867082
f(z) = -75/224*z^3 + 87/56*z + 1
*
[ 2 ] 
f(z) = -71/224*z^3 + 99/56*z + 1
*
[ 2 ] 
f(z) = -69/224*z^3 + 97/56*z + 1
*
[ 2 ] 
f(z) = -67/224*z^3 + 95/56*z + 1
*
[ 2 ] 
f(z) = -65/224*z^3 + 93/56*z + 1
*
[ 2 ] 
f(z) = -61/224*z^3 + 89/56*z + 1
*
[ 3/2 ] 
f(z) = -76/225*z^3 + 82/75*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -79/236*z^3 + 99/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -77/228*z^3 + 97/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -77/236*z^3 + 95/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -75/236*z^3 + 91/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -73/220*z^3 + 91/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -73/228*z^3 + 89/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -73/236*z^3 + 87/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -71/220*z^3 + 87/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -71/228*z^3 + 85/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -71/236*z^3 + 83/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -69/220*z^3 + 83/110*z + 1
*
[ 4/3 ] 
f(z) = -63/232*z^3 + 85/116*z + 1
*
-7/5 | 0.11952846044117465713559908350114296655 | 0.022087265001413368550232963293289569871
f(z) = -75/224*z^3 + 83/224*z + 1
*
[ -2/5 ] 
f(z) = -75/232*z^3 + 103/29*z + 1
*
[ 2 ] 
f(z) = -79/224*z^3 + 107/56*z + 1
*
[ 2 ] 
f(z) = -75/224*z^3 + 103/56*z + 1
*
[ 2 ] 
f(z) = -73/224*z^3 + 101/56*z + 1
*
[ 5/2 ] 
f(z) = -68/225*z^3 + 112/45*z + 1
*
[ -5/4 ] 
f(z) = -64/225*z^3 + 101/45*z + 1
*
[ 5/2 ] 
f(z) = -64/225*z^3 + 107/45*z + 1
*
-12/5 | 0.15156093684039905805293012010211917565 | 0.022266010915788089022039561761985144880
f(z) = -75/224*z^3 + 113/84*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -79/220*z^3 + 103/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -79/228*z^3 + 101/114*z + 1
*
[ 6/5 ] 
f(z) = -75/224*z^3 + 109/168*z + 1
*
7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -80/231*z^3 + 113/231*z + 1
*
[ 9/8 ] 
f(z) = -64/225*z^3 + 106/225*z + 1
*
[ 5/2 ] 
f(z) = -76/225*z^3 + 122/45*z + 1
*
[ -8/5 ] 
f(z) = -75/224*z^3 + 139/56*z + 1
*
[ -5/8 ] 
f(z) = -64/225*z^3 + 122/45*z + 1
*
[ -15/16 ] 
f(z) = -64/225*z^3 + 139/60*z + 1
*
[ 28/15 ] 
f(z) = -75/224*z^3 + 137/84*z + 1
*
[ 5/4 ] 
f(z) = -76/225*z^3 + 131/180*z + 1
*
[ 5/4 ] 
f(z) = -68/225*z^3 + 121/180*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -63/226*z^3 + 139/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -63/230*z^3 + 137/230*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -61/222*z^3 + 133/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -61/226*z^3 + 131/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -61/230*z^3 + 129/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -61/234*z^3 + 127/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -61/238*z^3 + 125/238*z + 1
*
[ 4 ] 
f(z) = -69/224*z^3 + 159/28*z + 1
*
[ 4 ] 
f(z) = -67/224*z^3 + 155/28*z + 1
*
[ 4 ] 
f(z) = -65/224*z^3 + 151/28*z + 1
*
[ 4 ] 
f(z) = -61/224*z^3 + 143/28*z + 1
*
[ -4 ] 
f(z) = -61/224*z^3 + 157/28*z + 1
*
[ -5/2 ] 
f(z) = -76/225*z^3 + 158/45*z + 1
*
[ -2 ] 
f(z) = -75/224*z^3 + 159/56*z + 1
*
[ -2 ] 
f(z) = -73/224*z^3 + 157/56*z + 1
*
[ -2 ] 
f(z) = -71/224*z^3 + 155/56*z + 1
*
[ -2 ] 
f(z) = -69/224*z^3 + 153/56*z + 1
*
[ -5/2 ] 
f(z) = -68/225*z^3 + 148/45*z + 1
*
[ -2 ] 
f(z) = -67/224*z^3 + 151/56*z + 1
*
[ -2 ] 
f(z) = -65/224*z^3 + 149/56*z + 1
*
[ -5/2 ] 
f(z) = -64/225*z^3 + 143/45*z + 1
*
[ -2 ] 
f(z) = -61/224*z^3 + 145/56*z + 1
*
[ 3/2 ] 
f(z) = -62/225*z^3 + 143/150*z + 1
*
[ 15/11 ] 
f(z) = -77/225*z^3 + 149/165*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -69/238*z^3 + 157/238*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -67/222*z^3 + 157/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -67/226*z^3 + 155/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -67/230*z^3 + 153/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -67/234*z^3 + 151/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -67/238*z^3 + 149/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -65/222*z^3 + 149/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -65/226*z^3 + 147/226*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -65/238*z^3 + 141/238*z + 1
*
[ 5/4 ] 
f(z) = -64/235*z^3 + 147/235*z + 1
*
[ 4 ] 
f(z) = -79/224*z^3 + 179/28*z + 1
*
[ 4 ] 
f(z) = -75/224*z^3 + 171/28*z + 1
*
[ 4 ] 
f(z) = -73/224*z^3 + 167/28*z + 1
*
[ 4 ] 
f(z) = -71/224*z^3 + 163/28*z + 1
*
[ -4 ] 
f(z) = -71/224*z^3 + 177/28*z + 1
*
[ -4 ] 
f(z) = -69/224*z^3 + 173/28*z + 1
*
[ -4 ] 
f(z) = -67/224*z^3 + 169/28*z + 1
*
[ -4 ] 
f(z) = -65/224*z^3 + 165/28*z + 1
*
[ -2 ] 
f(z) = -79/224*z^3 + 163/56*z + 1
*
[ -3/2 ] 
f(z) = -68/225*z^3 + 176/75*z + 1
*
[ -3/2 ] 
f(z) = -64/225*z^3 + 173/75*z + 1
*
-28/15 | 0.17228641388825308263707812662260040795 | 0.023708615279959339963047109677262230660
f(z) = -75/224*z^3 + 179/84*z + 1
*
[ 2 ] 
f(z) = -61/220*z^3 + 177/110*z + 1
*
[ 2 ] 
f(z) = -61/228*z^3 + 179/114*z + 1
*
[ 3/2 ] 
f(z) = -74/225*z^3 + 161/150*z + 1
*
-8/15 | 0.12588778542546167538936995543797066123 | 0.019336834091801281646195201746248101562
f(z) = -75/224*z^3 + 163/168*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -73/226*z^3 + 179/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -73/230*z^3 + 177/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -73/234*z^3 + 175/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -73/238*z^3 + 173/238*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -71/222*z^3 + 173/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -71/226*z^3 + 171/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -71/230*z^3 + 169/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -71/234*z^3 + 167/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -71/238*z^3 + 165/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -69/226*z^3 + 163/226*z + 1
*
[ 4/3 ] 
f(z) = -63/220*z^3 + 167/220*z + 1
*
[ 4/3 ] 
f(z) = -63/236*z^3 + 171/236*z + 1
*
[ -4 ] 
f(z) = -79/224*z^3 + 193/28*z + 1
*
[ -4 ] 
f(z) = -75/224*z^3 + 185/28*z + 1
*
[ -4 ] 
f(z) = -73/224*z^3 + 181/28*z + 1
*
[ 14/5 ] 
f(z) = -75/224*z^3 + 183/56*z + 1
*
[ -2/5 ] 
f(z) = -75/224*z^3 + 199/56*z + 1
*
[ -3/2 ] 
f(z) = -76/225*z^3 + 182/75*z + 1
*
[ -3/4 ] 
f(z) = -64/225*z^3 + 187/75*z + 1
*
15/16 | 0.22141809231774599333142499289173710813 | 0.027815212374904560406353921200134146593
f(z) = -64/225*z^3 + 191/60*z + 1
*
[ -4/3 ] 
f(z) = -69/224*z^3 + 193/84*z + 1
*
[ 2 ] 
f(z) = -71/220*z^3 + 197/110*z + 1
*
[ 2 ] 
f(z) = -71/228*z^3 + 199/114*z + 1
*
[ 2 ] 
f(z) = -69/220*z^3 + 193/110*z + 1
*
[ 2 ] 
f(z) = -69/236*z^3 + 197/118*z + 1
*
[ 2 ] 
f(z) = -67/220*z^3 + 189/110*z + 1
*
[ 2 ] 
f(z) = -67/228*z^3 + 191/114*z + 1
*
[ 2 ] 
f(z) = -67/236*z^3 + 193/118*z + 1
*
[ 2 ] 
f(z) = -65/228*z^3 + 187/114*z + 1
*
[ 2 ] 
f(z) = -65/236*z^3 + 189/118*z + 1
*
[ 2 ] 
f(z) = -63/220*z^3 + 181/110*z + 1
*
[ 2 ] 
f(z) = -63/236*z^3 + 185/118*z + 1
*
[ 2 ] 
f(z) = -61/236*z^3 + 181/118*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -79/234*z^3 + 199/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -79/238*z^3 + 197/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -77/222*z^3 + 197/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -77/226*z^3 + 195/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -77/230*z^3 + 193/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -77/234*z^3 + 191/234*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -75/226*z^3 + 187/226*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -75/238*z^3 + 181/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -73/222*z^3 + 181/222*z + 1
*
[ 11/8 ] 
f(z) = -64/231*z^3 + 184/231*z + 1
*
[ 4/3 ] 
f(z) = -67/224*z^3 + 197/252*z + 1
*
[ 4/3 ] 
f(z) = -65/224*z^3 + 193/252*z + 1
*
[ 4/3 ] 
f(z) = -61/224*z^3 + 185/252*z + 1
*
[ 12/5 ] 
f(z) = -75/224*z^3 + 211/84*z + 1
*
[ -6/5 ] 
f(z) = -75/232*z^3 + 200/87*z + 1
*
[ 5/2 ] 
f(z) = -62/225*z^3 + 209/90*z + 1
*
[ 2 ] 
f(z) = -79/220*z^3 + 213/110*z + 1
*
[ 2 ] 
f(z) = -79/228*z^3 + 215/114*z + 1
*
[ 2 ] 
f(z) = -79/236*z^3 + 217/118*z + 1
*
[ 2 ] 
f(z) = -77/228*z^3 + 211/114*z + 1
*
[ 2 ] 
f(z) = -77/236*z^3 + 213/118*z + 1
*
[ 2 ] 
f(z) = -75/236*z^3 + 209/118*z + 1
*
[ 2 ] 
f(z) = -73/220*z^3 + 201/110*z + 1
*
[ 2 ] 
f(z) = -73/228*z^3 + 203/114*z + 1
*
[ 2 ] 
f(z) = -73/236*z^3 + 205/118*z + 1
*
[ 2 ] 
f(z) = -71/236*z^3 + 201/118*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -79/222*z^3 + 205/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -79/226*z^3 + 203/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -79/230*z^3 + 201/230*z + 1
*
[ 7/5 ] 
f(z) = -75/224*z^3 + 211/224*z + 1
*
[ 7/5 ] 
f(z) = -75/238*z^3 + 215/238*z + 1
*
[ 4/3 ] 
f(z) = -73/224*z^3 + 209/252*z + 1
*
[ 4/3 ] 
f(z) = -71/224*z^3 + 205/252*z + 1
*
[ -14/5 ] 
f(z) = -75/224*z^3 + 223/56*z + 1
*
[ 3 ] 
f(z) = -62/225*z^3 + 236/75*z + 1
*
[ 3 ] 
f(z) = -61/225*z^3 + 233/75*z + 1
*
[ 3 ] 
f(z) = -61/234*z^3 + 235/78*z + 1
*
4/5 | 0.15259140171427691109399730355349814821 | 0.020406455965236461509135137358493518199
f(z) = -75/224*z^3 + 221/84*z + 1
*
[ -28/15 ] 
f(z) = -75/224*z^3 + 227/84*z + 1
*
12/5 | 0.19654585091686700689580186637866835509 | 0.026012218057509755165522799570593250930
f(z) = -75/224*z^3 + 239/84*z + 1
*
[ -2/3 ] 
f(z) = -75/232*z^3 + 230/87*z + 1
*
[ 5/2 ] 
f(z) = -74/225*z^3 + 239/90*z + 1
*
[ -2/3 ] 
f(z) = -69/232*z^3 + 229/87*z + 1
*
[ 15/7 ] 
f(z) = -77/225*z^3 + 221/105*z + 1
*
-5/4 | 0.18754537526455146993409518407944486916 | 0.026467398143722577868926704020193239583
f(z) = -76/225*z^3 + 239/180*z + 1
*
-5/4 | 0.18850239061665855331135500524987901794 | 0.026763894738318848034986215121879269086
f(z) = -68/225*z^3 + 229/180*z + 1
*
[ 3/2 ] 
f(z) = -68/231*z^3 + 230/231*z + 1
*
[ 3/2 ] 
f(z) = -68/237*z^3 + 232/237*z + 1
*
[ 3/2 ] 
f(z) = -64/231*z^3 + 221/231*z + 1
*
[ 3/2 ] 
f(z) = -64/237*z^3 + 223/237*z + 1
*
[ 4/3 ] 
f(z) = -79/224*z^3 + 221/252*z + 1
*
[ 15/2 ] 
f(z) = -64/225*z^3 + 253/15*z + 1
*
[ -15/2 ] 
f(z) = -64/225*z^3 + 257/15*z + 1
*
[ 3 ] 
f(z) = -68/225*z^3 + 254/75*z + 1
*
[ 3 ] 
f(z) = -67/225*z^3 + 251/75*z + 1
*
[ 3 ] 
f(z) = -67/234*z^3 + 253/78*z + 1
*
[ 3 ] 
f(z) = -64/225*z^3 + 242/75*z + 1
*
[ -4/3 ] 
f(z) = -63/232*z^3 + 259/116*z + 1
*
9/4 | 0.080441874761859479521575573525110660593 | 0.014558421843060586442520329859989427908
f(z) = -80/231*z^3 + 251/231*z + 1
*
[ 3/2 ] 
f(z) = -80/231*z^3 + 257/231*z + 1
*
[ 3/2 ] 
f(z) = -80/237*z^3 + 259/237*z + 1
*
[ 3/2 ] 
f(z) = -76/231*z^3 + 248/231*z + 1
*
[ 3/2 ] 
f(z) = -76/237*z^3 + 250/237*z + 1
*
[ 13/8 ] 
f(z) = -64/221*z^3 + 254/221*z + 1
*
[ 15/2 ] 
f(z) = -68/225*z^3 + 268/15*z + 1
*
[ -15/2 ] 
f(z) = -68/225*z^3 + 272/15*z + 1
*
[ 3 ] 
f(z) = -76/225*z^3 + 278/75*z + 1
*
[ 3 ] 
f(z) = -74/225*z^3 + 272/75*z + 1
*
[ 3 ] 
f(z) = -73/225*z^3 + 269/75*z + 1
*
[ 3 ] 
f(z) = -73/234*z^3 + 271/78*z + 1
*
[ 3 ] 
f(z) = -71/225*z^3 + 263/75*z + 1
*
[ 3 ] 
f(z) = -71/234*z^3 + 265/78*z + 1
*
-15/4 | 0.24241639575639986227923538887610553730 | 0.029171054778207799788145512513347729447
f(z) = -64/225*z^3 + 271/60*z + 1
*
[ -3/8 ] 
f(z) = -64/225*z^3 + 278/75*z + 1
*
-8/3 | 0.17228641388825308263707812662260040795 | 0.024759314742378279013604677066282904383
f(z) = -69/224*z^3 + 263/168*z + 1
*
[ 8/5 ] 
f(z) = -75/232*z^3 + 279/232*z + 1
*
[ 5/3 ] 
f(z) = -63/220*z^3 + 263/220*z + 1
*
[ 5/3 ] 
f(z) = -63/230*z^3 + 267/230*z + 1
*
[ 5/3 ] 
f(z) = -63/235*z^3 + 269/235*z + 1
*
[ 15/2 ] 
f(z) = -76/225*z^3 + 298/15*z + 1
*
[ 3 ] 
f(z) = -79/225*z^3 + 287/75*z + 1
*
[ 3 ] 
f(z) = -79/234*z^3 + 289/78*z + 1
*
[ 3 ] 
f(z) = -77/225*z^3 + 281/75*z + 1
*
[ 3 ] 
f(z) = -77/234*z^3 + 283/78*z + 1
*
[ 15/4 ] 
f(z) = -68/225*z^3 + 299/60*z + 1
*
[ -3 ] 
f(z) = -64/225*z^3 + 292/75*z + 1
*
[ -3 ] 
f(z) = -62/225*z^3 + 286/75*z + 1
*
[ -3 ] 
f(z) = -61/225*z^3 + 283/75*z + 1
*
[ -3 ] 
f(z) = -61/234*z^3 + 287/78*z + 1
*
[ -12/5 ] 
f(z) = -75/224*z^3 + 281/84*z + 1
*
[ -5/2 ] 
f(z) = -62/225*z^3 + 281/90*z + 1
*
[ -4/5 ] 
f(z) = -75/232*z^3 + 285/116*z + 1
*
[ -2 ] 
f(z) = -67/220*z^3 + 299/110*z + 1
*
[ -2/3 ] 
f(z) = -63/220*z^3 + 289/110*z + 1
*
[ -2 ] 
f(z) = -63/220*z^3 + 291/110*z + 1
*
[ -2 ] 
f(z) = -61/220*z^3 + 287/110*z + 1
*
[ -2 ] 
f(z) = -61/228*z^3 + 293/114*z + 1
*
[ -2 ] 
f(z) = -61/236*z^3 + 299/118*z + 1
*
-8/3 | 0.19795853168676957557845709408401435492 | 0.027986849023744605042063815712949864730
f(z) = -75/224*z^3 + 295/168*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016020616259743348797148600680305265168
f(z) = -79/220*z^3 + 299/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017546837907929708421127085867828619781
f(z) = -77/221*z^3 + 298/221*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.011730645692682166682518767265264831639
f(z) = -77/222*z^3 + 299/222*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017557196846821406327760087855068916149
f(z) = -76/221*z^3 + 297/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017565792783215762393645674201022230651
f(z) = -76/223*z^3 + 299/223*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017567603023402868422618729789087606104
f(z) = -75/221*z^3 + 296/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017576122073435770456959749914843131258
f(z) = -75/223*z^3 + 298/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016079151358553019503706366783060773101
f(z) = -75/224*z^3 + 299/224*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017578056821116825561387926974497547052
f(z) = -74/221*z^3 + 295/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017586498300506829419530421954139033348
f(z) = -74/223*z^3 + 297/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015215489778082701283928186450085177193
f(z) = -74/225*z^3 + 299/225*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016077789406370820385783520095136049193
f(z) = -73/220*z^3 + 293/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017588558627873575894778701740225082198
f(z) = -73/221*z^3 + 294/221*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.011758359792953936640885978633557123892
f(z) = -73/222*z^3 + 295/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017596921844103299906725552796679469877
f(z) = -73/223*z^3 + 296/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016098104510886588963638520328962815137
f(z) = -73/224*z^3 + 297/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015224437009312000240412957507090347308
f(z) = -73/225*z^3 + 298/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015357439774282526801444805635042202565
f(z) = -73/226*z^3 + 299/226*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017599108836118837420771853323529275738
f(z) = -72/221*z^3 + 293/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017607393088307845761096015815507820842
f(z) = -72/223*z^3 + 295/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017623547372649597746018924408126508371
f(z) = -72/227*z^3 + 299/227*z + 1
*
[ 5/3 ] 
f(z) = -72/235*z^3 + 294/235*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016097199947702496982230400150751621933
f(z) = -71/220*z^3 + 291/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017609707842902871826992226776401078826
f(z) = -71/221*z^3 + 292/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011772327152171474198981530635389829972
f(z) = -71/222*z^3 + 293/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017617912421678154106349368849625896404
f(z) = -71/223*z^3 + 294/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016117230915245543435807876740783093368
f(z) = -71/224*z^3 + 295/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015242453770746226901220104007134195989
f(z) = -71/225*z^3 + 296/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015375656752059000605850734783510685316
f(z) = -71/226*z^3 + 297/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017633910624554293876331095977208841640
f(z) = -71/227*z^3 + 298/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012567868737828707788205344482032073728
f(z) = -71/228*z^3 + 299/228*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017620356049950907973385751738624622366
f(z) = -70/221*z^3 + 291/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017628480237314901139675887554138273592
f(z) = -70/223*z^3 + 293/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017644320967633765158868168054614145634
f(z) = -70/227*z^3 + 297/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017652044135128275250179504889417426800
f(z) = -70/229*z^3 + 299/229*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016116791767764641532772942042583013743
f(z) = -69/220*z^3 + 289/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017631053863734894099161085706333108954
f(z) = -69/221*z^3 + 290/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017639096932930991335879244460170608856
f(z) = -69/223*z^3 + 292/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016136533400751849871910394729713283707
f(z) = -69/224*z^3 + 293/224*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015393924805178266432808245455136038903
f(z) = -69/226*z^3 + 295/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017654778782810703967362037138614842677
f(z) = -69/227*z^3 + 296/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017662424144109273347974228451903986041
f(z) = -69/229*z^3 + 298/229*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017649762910922098460798007164839410537
f(z) = -68/223*z^3 + 291/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015269789651070549352589769453808080317
f(z) = -68/225*z^3 + 293/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017665284455430599957729420967605748700
f(z) = -68/227*z^3 + 295/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017672851320410103778252602225527485010
f(z) = -68/229*z^3 + 297/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014111330128927404550431548484921948159
f(z) = -68/231*z^3 + 299/231*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016136567890487598432508756900680053519
f(z) = -67/220*z^3 + 287/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017652599961572159946390904841554701077
f(z) = -67/221*z^3 + 288/221*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.011801067503592552388439554458219109846
f(z) = -67/222*z^3 + 289/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017660478578438537526518424785435342621
f(z) = -67/223*z^3 + 290/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016156014863072855320102034730593602992
f(z) = -67/224*z^3 + 291/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015278985832855067880393382355818940727
f(z) = -67/225*z^3 + 292/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015412361037307698433324124953513658870
f(z) = -67/226*z^3 + 293/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017675838375328679501017337376303903743
f(z) = -67/227*z^3 + 294/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012597632676200478629686011862507768178
f(z) = -67/228*z^3 + 295/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017683326045569399806655651498845610700
f(z) = -67/229*z^3 + 296/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015432604018967038591303522890321649673
f(z) = -67/230*z^3 + 297/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014119809505039823908340166270776979641
f(z) = -67/231*z^3 + 298/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016193149374215812854852242427849779498
f(z) = -67/232*z^3 + 299/232*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017663449082967907300065697967191416245
f(z) = -66/221*z^3 + 287/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017671244347458497577565909049422255534
f(z) = -66/223*z^3 + 289/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017686440936898094940532564341211684246
f(z) = -66/227*z^3 + 293/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017693848705555743515315951455823753405
f(z) = -66/229*z^3 + 295/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017708298529384387181145253849932978299
f(z) = -66/233*z^3 + 299/233*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011815365378823282259110803921198912872
f(z) = -65/222*z^3 + 287/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017682060634862665976339783398058463133
f(z) = -65/223*z^3 + 288/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016175678266468911976476228038146943867
f(z) = -65/224*z^3 + 289/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015430853265777260714385725816251209228
f(z) = -65/226*z^3 + 291/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017697092539159391447627820399141371038
f(z) = -65/227*z^3 + 292/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012612719983903945103845380529589658976
f(z) = -65/228*z^3 + 293/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017704419690834713474915287558773954664
f(z) = -65/229*z^3 + 294/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014136519038482238189801750122183871690
f(z) = -65/231*z^3 + 296/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016212236900665801851765015458039925463
f(z) = -65/232*z^3 + 297/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017718711617883719193776785633950580530
f(z) = -65/233*z^3 + 298/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017685301601812406120038346936496830325
f(z) = -64/221*z^3 + 285/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017692927862510275658267234848268859726
f(z) = -64/223*z^3 + 287/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015306831923445549737469013684893202891
f(z) = -64/225*z^3 + 289/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017707793585831279966998964917471938579
f(z) = -64/227*z^3 + 291/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017715039396437184261855577583814647105
f(z) = -64/229*z^3 + 293/229*z + 1
*
-21/8 | 0.16925281079142875893127718752381915318 | 0.029708624440222831183437484280490363524
f(z) = -64/231*z^3 + 298/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017729172024017996368903998770632974204
f(z) = -64/233*z^3 + 297/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017736064596632191790546145649724740950
f(z) = -64/235*z^3 + 299/235*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017696305867128953291359954978427582265
f(z) = -63/221*z^3 + 284/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017703846457316607653269366329233455698
f(z) = -63/223*z^3 + 286/223*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015449749166976254109592933688411828884
f(z) = -63/226*z^3 + 289/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017718544485402745479778467720903952418
f(z) = -63/227*z^3 + 290/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017725708222028905639926307449158028493
f(z) = -63/229*z^3 + 292/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015469559056721621223474850031961288399
f(z) = -63/230*z^3 + 293/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016231498907463906522034616761992059282
f(z) = -63/232*z^3 + 295/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017739680130541757877192866661646602682
f(z) = -63/233*z^3 + 296/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017746494012533902412434408137677492548
f(z) = -63/235*z^3 + 298/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016248682522935235121771205303567307636
f(z) = -63/236*z^3 + 299/236*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017707362723713601095984348823494545205
f(z) = -62/221*z^3 + 283/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017714816851331982020954775035194942948
f(z) = -62/223*z^3 + 285/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015325614184268897130625895442348715467
f(z) = -62/225*z^3 + 287/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017729345651206520571885246631058418079
f(z) = -62/227*z^3 + 289/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017736426571981389943391661376086379974
f(z) = -62/229*z^3 + 291/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014161689561641433546622843417876238725
f(z) = -62/231*z^3 + 293/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017750236324653609282516086682417357099
f(z) = -62/233*z^3 + 295/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017756970820263153928946273097797143865
f(z) = -62/235*z^3 + 297/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014194632387788370261826143067599017861
f(z) = -62/237*z^3 + 299/237*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016197033417623522911520248276703387820
f(z) = -61/220*z^3 + 281/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017718472618764796429976109357248138643
f(z) = -61/221*z^3 + 282/221*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.011844923008396175532652600594167468911
f(z) = -61/222*z^3 + 283/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017725839481822271223313856913320254409
f(z) = -61/223*z^3 + 284/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016215563109327944833337287495144479039
f(z) = -61/224*z^3 + 285/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015335071871133193480801180445305592074
f(z) = -61/225*z^3 + 286/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015468591565013527511152319741670513521
f(z) = -61/226*z^3 + 287/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017740197501493955076729667156720444035
f(z) = -61/227*z^3 + 288/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012643316594578318422602848270014582602
f(z) = -61/228*z^3 + 289/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017747194855444136937043881302984942354
f(z) = -61/229*z^3 + 290/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015488120339741648262742198727608412827
f(z) = -61/230*z^3 + 291/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014170400472487818437541076272203783223
f(z) = -61/231*z^3 + 292/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016250938243790011247741563901829538457
f(z) = -61/232*z^3 + 293/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017760840998063483884798611542596043737
f(z) = -61/233*z^3 + 294/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013122140830424296387635693039258117970
f(z) = -61/234*z^3 + 295/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017767495403174632851633130624798556271
f(z) = -61/235*z^3 + 296/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016267835508575437046449794862925647973
f(z) = -61/236*z^3 + 297/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014203160748493650086710117670038405349
f(z) = -61/237*z^3 + 298/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015525508808226064837496436077523641822
f(z) = -61/238*z^3 + 299/238*z + 1
*
[ 5/9 ] 
f(z) = -69/250*z^3 - 193/270*z + 1
*
[ 5/8 ] 
f(z) = -64/245*z^3 - 122/245*z + 1
*
[ 5/8 ] 
f(z) = -64/255*z^3 - 128/255*z + 1
*
[ 5/9 ] 
f(z) = -73/250*z^3 - 115/162*z + 1
*
[ 9/14 ] 
f(z) = -77/243*z^3 - 107/252*z + 1
*
[ 2/3 ] 
f(z) = -77/248*z^3 - 101/279*z + 1
*
[ 2/3 ] 
f(z) = -73/248*z^3 - 103/279*z + 1
*
[ 2/3 ] 
f(z) = -71/248*z^3 - 104/279*z + 1
*
[ 2/3 ] 
f(z) = -67/248*z^3 - 106/279*z + 1
*
[ 2/3 ] 
f(z) = -65/248*z^3 - 107/279*z + 1
*
[ 2/3 ] 
f(z) = -61/248*z^3 - 109/279*z + 1
*
[ 9/16 ] 
f(z) = -80/243*z^3 - 97/144*z + 1
*
[ 2/3 ] 
f(z) = -63/242*z^3 - 93/242*z + 1
*
[ 2/3 ] 
f(z) = -63/250*z^3 - 97/250*z + 1
*
[ 2/3 ] 
f(z) = -63/254*z^3 - 99/254*z + 1
*
[ 2/3 ] 
f(z) = -79/248*z^3 - 100/279*z + 1
*
[ 4/7 ] 
f(z) = -77/256*z^3 - 73/112*z + 1
*
[ 4/7 ] 
f(z) = -63/256*z^3 - 75/112*z + 1
*
[ 3/5 ] 
f(z) = -80/243*z^3 - 74/135*z + 1
*
[ 5/8 ] 
f(z) = -79/250*z^3 - 61/128*z + 1
*
[ 3/5 ] 
f(z) = -70/243*z^3 - 76/135*z + 1
*
[ 5/8 ] 
f(z) = -69/250*z^3 - 63/128*z + 1
*
[ 3/5 ] 
f(z) = -65/243*z^3 - 77/135*z + 1
*
9/40 | 0.18917491880467400469610308491592176104 | 0.022285253372122226558335295147526128579
f(z) = -80/243*z^3 - 77/180*z + 1
*
[ 2/3 ] 
f(z) = -75/256*z^3 - 71/192*z + 1
*
[ 2/3 ] 
f(z) = -69/256*z^3 - 73/192*z + 1
*
[ 7/12 ] 
f(z) = -72/245*z^3 - 43/70*z + 1
*
[ 8/13 ] 
f(z) = -65/256*z^3 - 55/104*z + 1
*
[ 9/14 ] 
f(z) = -70/243*z^3 - 55/126*z + 1
*
[ 2/3 ] 
f(z) = -63/244*z^3 - 47/122*z + 1
*
[ 3/4 ] 
f(z) = -62/243*z^3 - 41/216*z + 1
*
[ 3/4 ] 
f(z) = -64/249*z^3 - 47/249*z + 1
*
[ 3/4 ] 
f(z) = -64/255*z^3 - 49/255*z + 1
*
[ 9/16 ] 
f(z) = -64/243*z^3 - 25/36*z + 1
*
[ 2/3 ] 
f(z) = -63/256*z^3 - 25/64*z + 1
*
[ 2/3 ] 
f(z) = -75/248*z^3 - 34/93*z + 1
*
[ 5/7 ] 
f(z) = -71/250*z^3 - 25/98*z + 1
*
[ 2/3 ] 
f(z) = -69/248*z^3 - 35/93*z + 1
*
[ 5/7 ] 
f(z) = -61/250*z^3 - 27/98*z + 1
*
[ 9/13 ] 
f(z) = -65/243*z^3 - 37/117*z + 1
*
[ 3/4 ] 
f(z) = -74/243*z^3 - 35/216*z + 1
*
[ 3/4 ] 
f(z) = -70/243*z^3 - 37/216*z + 1
*
[ 3/4 ] 
f(z) = -80/249*z^3 - 38/249*z + 1
*
[ 4/5 ] 
f(z) = -75/256*z^3 - 1/16*z + 1
*
[ 5/9 ] 
f(z) = -63/250*z^3 - 13/18*z + 1
*
[ 3/4 ] 
f(z) = -80/243*z^3 - 4/27*z + 1
*
[ 3/4 ] 
f(z) = -64/243*z^3 - 5/27*z + 1
*
[ 2/3 ] 
f(z) = -63/248*z^3 - 12/31*z + 1
*
-4/5 | 0.10268950481048686148769706704839035532 | 0.015456465200597938878432288902114128591
f(z) = -75/256*z^3 - 11/48*z + 1
*
[ 5/6 ] 
f(z) = -63/250*z^3 - 1/40*z + 1
*
[ 5/7 ] 
f(z) = -77/250*z^3 - 17/70*z + 1
*
[ 11/15 ] 
f(z) = -75/242*z^3 - 13/66*z + 1
*
[ 5/6 ] 
f(z) = -67/250*z^3 - 1/72*z + 1
*
[ 5/7 ] 
f(z) = -63/250*z^3 - 19/70*z + 1
*
[ 9/11 ] 
f(z) = -77/243*z^3 - 1/99*z + 1
*
[ 8/11 ] 
f(z) = -77/256*z^3 - 19/88*z + 1
*
[ 4/5 ] 
f(z) = -65/256*z^3 - 7/80*z + 1
*
[ 3/4 ] 
f(z) = -76/243*z^3 - 17/108*z + 1
*
[ 3/4 ] 
f(z) = -68/243*z^3 - 19/108*z + 1
*
[ 16/21 ] 
f(z) = -63/256*z^3 - 19/112*z + 1
*
[ 4/5 ] 
f(z) = -75/248*z^3 - 7/124*z + 1
*
[ 5/6 ] 
f(z) = -69/250*z^3 - 1/120*z + 1
*
[ 4/5 ] 
f(z) = -75/244*z^3 - 13/244*z + 1
*
35/24 | 0.22063312846746885844045013538240244018 | 0.029104586077653830789439590352482554766
f(z) = -72/245*z^3 - 17/280*z + 1
*
[ 10/7 ] 
f(z) = -77/250*z^3 + 13/14*z + 1
*
[ 5 ] 
f(z) = -77/250*z^3 + 17/2*z + 1
*
[ 8/5 ] 
f(z) = -75/256*z^3 + 9/8*z + 1
*
[ -8/5 ] 
f(z) = -75/256*z^3 + 19/8*z + 1
*
[ -5 ] 
f(z) = -73/250*z^3 + 17/2*z + 1
*
[ 5/2 ] 
f(z) = -71/250*z^3 + 19/8*z + 1
*
[ 5/3 ] 
f(z) = -69/250*z^3 + 7/6*z + 1
*
[ 5 ] 
f(z) = -67/250*z^3 + 15/2*z + 1
*
[ 9/8 ] 
f(z) = -64/243*z^3 + 4/9*z + 1
*
[ 9/4 ] 
f(z) = -64/243*z^3 + 17/9*z + 1
*
[ 10/3 ] 
f(z) = -63/250*z^3 + 7/2*z + 1
*
[ 5/3 ] 
f(z) = -63/250*z^3 + 11/10*z + 1
*
[ -5 ] 
f(z) = -63/250*z^3 + 15/2*z + 1
*
[ -5/6 ] 
f(z) = -63/250*z^3 + 19/8*z + 1
*
[ 4/3 ] 
f(z) = -63/256*z^3 + 11/16*z + 1
*
[ 8/3 ] 
f(z) = -63/256*z^3 + 19/8*z + 1
*
[ 5/2 ] 
f(z) = -61/250*z^3 + 17/8*z + 1
*
[ 9/8 ] 
f(z) = -80/243*z^3 + 19/36*z + 1
*
[ 7/6 ] 
f(z) = -72/245*z^3 + 19/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -69/248*z^3 + 19/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -67/248*z^3 + 18/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -65/248*z^3 + 17/31*z + 1
*
[ 7/8 ] 
f(z) = -64/245*z^3 + 2/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -63/248*z^3 + 16/31*z + 1
*
[ 20/21 ] 
f(z) = -63/250*z^3 + 5/28*z + 1
*
[ 5/4 ] 
f(z) = -63/250*z^3 + 19/32*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -61/248*z^3 + 15/31*z + 1
*
[ 9/10 ] 
f(z) = -80/243*z^3 + 7/45*z + 1
*
[ 16/15 ] 
f(z) = -75/256*z^3 + 19/48*z + 1
*
[ 5/6 ] 
f(z) = -77/250*z^3 + 1/72*z + 1
*
[ 8/9 ] 
f(z) = -63/256*z^3 + 5/72*z + 1
*
[ 9/10 ] 
f(z) = -70/243*z^3 + 11/90*z + 1
*
[ 10/11 ] 
f(z) = -77/250*z^3 + 17/110*z + 1
*
3/4 | 0.18794049347838629380244804047596904305 | 0.027319490199435443095654246864585741279
f(z) = -64/243*z^3 + 7/108*z + 1
*
[ 9/10 ] 
f(z) = -65/243*z^3 + 19/180*z + 1
*
[ 8/9 ] 
f(z) = -69/256*z^3 + 19/216*z + 1
*
[ 5/6 ] 
f(z) = -72/245*z^3 + 1/245*z + 1
*
[ 7/8 ] 
f(z) = -64/259*z^3 + 12/259*z + 1
*
[ 11/13 ] 
f(z) = -65/242*z^3 + 3/286*z + 1
*
[ 9/4 ] 
f(z) = -80/243*z^3 + 20/9*z + 1
*
[ -9/4 ] 
f(z) = -80/243*z^3 + 28/9*z + 1
*
[ 5/3 ] 
f(z) = -79/250*z^3 + 23/18*z + 1
*
[ -5/2 ] 
f(z) = -79/250*z^3 + 27/8*z + 1
*
4/5 | 0.12836116074020846528961996689491258401 | 0.020681477557939390912794342981604046092
f(z) = -75/256*z^3 + 31/16*z + 1
*
[ -5/2 ] 
f(z) = -69/250*z^3 + 25/8*z + 1
*
[ -9/8 ] 
f(z) = -64/243*z^3 + 20/9*z + 1
*
[ -9/4 ] 
f(z) = -64/243*z^3 + 25/9*z + 1
*
[ -5/3 ] 
f(z) = -63/250*z^3 + 23/10*z + 1
*
[ -10/7 ] 
f(z) = -63/250*z^3 + 31/14*z + 1
*
[ -8/3 ] 
f(z) = -63/256*z^3 + 25/8*z + 1
*
[ -4/3 ] 
f(z) = -63/256*z^3 + 35/16*z + 1
*
[ 3/2 ] 
f(z) = -80/243*z^3 + 29/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -79/248*z^3 + 24/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -77/248*z^3 + 23/31*z + 1
*
[ 3/2 ] 
f(z) = -76/243*z^3 + 28/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -75/248*z^3 + 22/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -73/248*z^3 + 21/31*z + 1
*
[ 5/4 ] 
f(z) = -73/250*z^3 + 21/32*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -71/248*z^3 + 20/31*z + 1
*
[ 3/2 ] 
f(z) = -68/243*z^3 + 26/27*z + 1
*
[ 3/2 ] 
f(z) = -64/243*z^3 + 25/27*z + 1
*
[ 8/7 ] 
f(z) = -77/256*z^3 + 29/56*z + 1
*
[ 4/3 ] 
f(z) = -75/256*z^3 + 37/48*z + 1
*
[ 4/3 ] 
f(z) = -69/256*z^3 + 35/48*z + 1
*
[ 8/7 ] 
f(z) = -63/256*z^3 + 25/56*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -71/256*z^3 + 39/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -69/256*z^3 + 37/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -67/240*z^3 + 37/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -67/256*z^3 + 35/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -65/256*z^3 + 33/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -63/256*z^3 + 31/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -61/240*z^3 + 31/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -61/256*z^3 + 29/64*z + 1
*
[ 10/9 ] 
f(z) = -63/250*z^3 + 37/90*z + 1
*
-9/10 | 0.19113788169801946800216969741104509955 | 0.022516495048950671767730494572648798627
f(z) = -80/243*z^3 + 23/180*z + 1
*
[ 8/9 ] 
f(z) = -75/256*z^3 + 23/216*z + 1
*
[ 9/10 ] 
f(z) = -76/243*z^3 + 32/225*z + 1
*
[ 9/10 ] 
f(z) = -68/243*z^3 + 26/225*z + 1
*
[ 9/10 ] 
f(z) = -64/243*z^3 + 23/225*z + 1
*
[ 10/11 ] 
f(z) = -79/250*z^3 + 39/242*z + 1
*
[ 10/11 ] 
f(z) = -69/250*z^3 + 31/242*z + 1
*
[ 7/8 ] 
f(z) = -72/245*z^3 + 23/280*z + 1
*
[ 16/5 ] 
f(z) = -75/256*z^3 + 59/16*z + 1
*
[ -5/3 ] 
f(z) = -71/250*z^3 + 43/18*z + 1
*
[ -10 ] 
f(z) = -71/250*z^3 + 59/2*z + 1
*
[ 10 ] 
f(z) = -69/250*z^3 + 57/2*z + 1
*
-10/3 | 0.22703495410359849250503563268642955455 | 0.028477381232944073228381406701403509122
f(z) = -69/250*z^3 + 58/15*z + 1
*
[ 9/2 ] 
f(z) = -68/243*z^3 + 58/9*z + 1
*
[ 9/2 ] 
f(z) = -64/243*z^3 + 55/9*z + 1
*
[ -9/2 ] 
f(z) = -64/243*z^3 + 59/9*z + 1
*
[ -10/3 ] 
f(z) = -63/250*z^3 + 41/10*z + 1
*
-80/21 | 0.23400143915303156981287193416752253501 | 0.026963470828765802849655411841432892784
f(z) = -63/250*z^3 + 47/14*z + 1
*
4/3 | 0.11257905283661612958188524532454974199 | 0.017230286381924949100961925407097627588
f(z) = -63/256*z^3 + 43/16*z + 1
*
[ -5/3 ] 
f(z) = -61/250*z^3 + 41/18*z + 1
*
[ -10 ] 
f(z) = -61/250*z^3 + 51/2*z + 1
*
[ 2 ] 
f(z) = -79/248*z^3 + 55/31*z + 1
*
[ 2 ] 
f(z) = -77/248*z^3 + 54/31*z + 1
*
[ 11/5 ] 
f(z) = -75/242*z^3 + 45/22*z + 1
*
[ 2 ] 
f(z) = -75/248*z^3 + 53/31*z + 1
*
[ 2 ] 
f(z) = -73/248*z^3 + 52/31*z + 1
*
[ 2 ] 
f(z) = -71/248*z^3 + 51/31*z + 1
*
[ 2 ] 
f(z) = -69/248*z^3 + 50/31*z + 1
*
[ 2 ] 
f(z) = -67/248*z^3 + 49/31*z + 1
*
[ 2 ] 
f(z) = -65/248*z^3 + 48/31*z + 1
*
45/16 | 0.18310375458259122055581533785434286985 | 0.025071818579875789078131572652563778498
f(z) = -64/243*z^3 + 55/36*z + 1
*
-45/16 | 0.10742827512819900689394025544721473865 | 0.014569757428944303529865681254236438003
f(z) = -64/243*z^3 + 59/36*z + 1
*
[ 7/4 ] 
f(z) = -64/245*z^3 + 43/35*z + 1
*
[ 2 ] 
f(z) = -63/248*z^3 + 47/31*z + 1
*
10/21 | 0.22363246216074440623172935416857447804 | 0.028510552979438733279280417162738718381
f(z) = -63/250*z^3 + 51/35*z + 1
*
[ 2 ] 
f(z) = -61/248*z^3 + 46/31*z + 1
*
[ 3/2 ] 
f(z) = -74/243*z^3 + 55/54*z + 1
*
[ 3/2 ] 
f(z) = -70/243*z^3 + 53/54*z + 1
*
[ 9/5 ] 
f(z) = -65/243*z^3 + 59/45*z + 1
*
[ 8/5 ] 
f(z) = -65/256*z^3 + 41/40*z + 1
*
20/21 | 0.19788909976297075062274625276193995184 | 0.022351093044051911987987666810145515450
f(z) = -63/250*z^3 + 45/56*z + 1
*
[ 3/2 ] 
f(z) = -62/243*z^3 + 49/54*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -79/240*z^3 + 49/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -79/256*z^3 + 47/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -77/240*z^3 + 47/60*z + 1
*
[ 9/7 ] 
f(z) = -77/243*z^3 + 47/63*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -77/256*z^3 + 45/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -75/256*z^3 + 43/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -73/240*z^3 + 43/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -73/256*z^3 + 41/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -71/240*z^3 + 41/60*z + 1
*
[ 9/7 ] 
f(z) = -70/243*z^3 + 44/63*z + 1
*
[ 10/7 ] 
f(z) = -63/250*z^3 + 57/70*z + 1
*
[ 11/10 ] 
f(z) = -75/242*z^3 + 41/88*z + 1
*
[ 6/5 ] 
f(z) = -75/248*z^3 + 56/93*z + 1
*
33/16 | 0.20150360815330122826411773475896318755 | 0.029291057750298399990135584846856926451
f(z) = -64/243*z^3 + 49/108*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -61/252*z^3 + 59/126*z + 1
*
[ 22/21 ] 
f(z) = -63/242*z^3 + 51/154*z + 1
*
3/10 | 0.22053292436311246376810268366790682431 | 0.028289241095685184031837122701784968910
f(z) = -80/243*z^3 + 53/270*z + 1
*
[ 9/2 ] 
f(z) = -80/243*z^3 + 67/9*z + 1
*
[ -9/2 ] 
f(z) = -80/243*z^3 + 71/9*z + 1
*
[ 10 ] 
f(z) = -79/250*z^3 + 65/2*z + 1
*
[ 9/2 ] 
f(z) = -76/243*z^3 + 64/9*z + 1
*
[ -9/2 ] 
f(z) = -76/243*z^3 + 68/9*z + 1
*
[ -16/5 ] 
f(z) = -75/256*z^3 + 69/16*z + 1
*
-4/5 | 0.17691343247917843801356561188882976239 | 0.025146649340048857301499880498771465505
f(z) = -75/256*z^3 + 71/16*z + 1
*
[ 10/3 ] 
f(z) = -73/250*z^3 + 71/18*z + 1
*
[ 5 ] 
f(z) = -71/250*z^3 + 79/10*z + 1
*
[ 5 ] 
f(z) = -69/250*z^3 + 77/10*z + 1
*
[ -9/2 ] 
f(z) = -68/243*z^3 + 62/9*z + 1
*
[ -10/3 ] 
f(z) = -67/250*z^3 + 77/18*z + 1
*
[ -5 ] 
f(z) = -67/250*z^3 + 79/10*z + 1
*
[ 4 ] 
f(z) = -67/256*z^3 + 79/16*z + 1
*
[ 4 ] 
f(z) = -65/256*z^3 + 77/16*z + 1
*
[ 5 ] 
f(z) = -63/250*z^3 + 71/10*z + 1
*
[ -5/21 ] 
f(z) = -63/250*z^3 + 73/14*z + 1
*
-4/3 | 0.10795133675542385206127537043553532845 | 0.015471833722874245032639000505765224157
f(z) = -63/256*z^3 + 67/16*z + 1
*
[ 4 ] 
f(z) = -63/256*z^3 + 75/16*z + 1
*
[ 5 ] 
f(z) = -61/250*z^3 + 69/10*z + 1
*
[ -5 ] 
f(z) = -61/250*z^3 + 73/10*z + 1
*
[ 4 ] 
f(z) = -61/256*z^3 + 73/16*z + 1
*
[ -3/2 ] 
f(z) = -80/243*z^3 + 65/27*z + 1
*
[ -3/4 ] 
f(z) = -80/243*z^3 + 68/27*z + 1
*
[ -5/4 ] 
f(z) = -77/250*z^3 + 73/32*z + 1
*
-20/7 | 0.16149470515258372619865484470942280350 | 0.019655912061053338305529300871592262872
f(z) = -77/250*z^3 + 74/35*z + 1
*
[ -3/2 ] 
f(z) = -76/243*z^3 + 64/27*z + 1
*
[ 9/4 ] 
f(z) = -76/243*z^3 + 77/36*z + 1
*
[ -11/5 ] 
f(z) = -75/242*z^3 + 65/22*z + 1
*
[ 8/3 ] 
f(z) = -75/256*z^3 + 65/24*z + 1
*
[ -8/15 ] 
f(z) = -75/256*z^3 + 71/24*z + 1
*
8/15 | 0.18335267225365492360308745159832849558 | 0.023478033424938969242804428393056523386
f(z) = -75/256*z^3 + 77/24*z + 1
*
[ 7/3 ] 
f(z) = -72/245*z^3 + 76/35*z + 1
*
[ -7/6 ] 
f(z) = -72/245*z^3 + 79/35*z + 1
*
[ -5/3 ] 
f(z) = -69/250*z^3 + 71/30*z + 1
*
[ 8/3 ] 
f(z) = -69/256*z^3 + 61/24*z + 1
*
[ -8/3 ] 
f(z) = -69/256*z^3 + 79/24*z + 1
*
[ -3/2 ] 
f(z) = -68/243*z^3 + 62/27*z + 1
*
[ 9/4 ] 
f(z) = -68/243*z^3 + 71/36*z + 1
*
[ -5/4 ] 
f(z) = -67/250*z^3 + 71/32*z + 1
*
[ -2 ] 
f(z) = -65/248*z^3 + 79/31*z + 1
*
[ -2 ] 
f(z) = -63/248*z^3 + 78/31*z + 1
*
[ 3 ] 
f(z) = -61/243*z^3 + 79/27*z + 1
*
[ -2 ] 
f(z) = -61/248*z^3 + 77/31*z + 1
*
[ 9/5 ] 
f(z) = -80/243*z^3 + 68/45*z + 1
*
12/5 | 0.16372263992393780646110092324140039395 | 0.023006404171672522653546586114157755750
f(z) = -75/256*z^3 + 77/48*z + 1
*
[ 9/5 ] 
f(z) = -70/243*z^3 + 62/45*z + 1
*
[ 15/7 ] 
f(z) = -63/250*z^3 + 71/42*z + 1
*
[ 22/15 ] 
f(z) = -75/242*z^3 + 65/66*z + 1
*
20/7 | 0.13791052517777852388734847339918012645 | 0.018468417324104708916867503185717121075
f(z) = -63/250*z^3 + 67/70*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -71/252*z^3 + 79/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -69/244*z^3 + 77/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -67/244*z^3 + 73/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -67/252*z^3 + 71/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -65/244*z^3 + 69/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -65/252*z^3 + 67/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -63/244*z^3 + 65/122*z + 1
*
[ 9/8 ] 
f(z) = -76/243*z^3 + 73/144*z + 1
*
[ 9/8 ] 
f(z) = -68/243*z^3 + 67/144*z + 1
*
[ 10/9 ] 
f(z) = -71/250*z^3 + 73/162*z + 1
*
[ 10/9 ] 
f(z) = -61/250*z^3 + 65/162*z + 1
*
[ 5 ] 
f(z) = -79/250*z^3 + 87/10*z + 1
*
[ -5 ] 
f(z) = -79/250*z^3 + 91/10*z + 1
*
[ 4 ] 
f(z) = -79/256*z^3 + 91/16*z + 1
*
[ -4 ] 
f(z) = -79/256*z^3 + 99/16*z + 1
*
[ -10/3 ] 
f(z) = -77/250*z^3 + 85/18*z + 1
*
[ -5 ] 
f(z) = -77/250*z^3 + 89/10*z + 1
*
[ 4 ] 
f(z) = -77/256*z^3 + 89/16*z + 1
*
[ -4 ] 
f(z) = -77/256*z^3 + 97/16*z + 1
*
[ 4 ] 
f(z) = -75/256*z^3 + 87/16*z + 1
*
[ -4 ] 
f(z) = -75/256*z^3 + 95/16*z + 1
*
[ 5 ] 
f(z) = -73/250*z^3 + 81/10*z + 1
*
[ 4 ] 
f(z) = -73/256*z^3 + 85/16*z + 1
*
[ -4 ] 
f(z) = -73/256*z^3 + 93/16*z + 1
*
[ -5 ] 
f(z) = -71/250*z^3 + 83/10*z + 1
*
[ 4 ] 
f(z) = -71/256*z^3 + 83/16*z + 1
*
[ -4 ] 
f(z) = -71/256*z^3 + 91/16*z + 1
*
[ -5 ] 
f(z) = -69/250*z^3 + 81/10*z + 1
*
[ 4 ] 
f(z) = -69/256*z^3 + 81/16*z + 1
*
[ -4 ] 
f(z) = -69/256*z^3 + 89/16*z + 1
*
[ -4 ] 
f(z) = -67/256*z^3 + 87/16*z + 1
*
[ -4 ] 
f(z) = -65/256*z^3 + 85/16*z + 1
*
[ -4 ] 
f(z) = -63/256*z^3 + 83/16*z + 1
*
[ -4 ] 
f(z) = -61/256*z^3 + 81/16*z + 1
*
[ -9/8 ] 
f(z) = -80/243*z^3 + 83/36*z + 1
*
[ 3 ] 
f(z) = -80/243*z^3 + 98/27*z + 1
*
[ 3 ] 
f(z) = -79/243*z^3 + 97/27*z + 1
*
[ -2 ] 
f(z) = -79/248*z^3 + 86/31*z + 1
*
[ 3 ] 
f(z) = -77/243*z^3 + 95/27*z + 1
*
[ -2 ] 
f(z) = -77/248*z^3 + 85/31*z + 1
*
[ 3 ] 
f(z) = -76/243*z^3 + 94/27*z + 1
*
[ -2 ] 
f(z) = -75/248*z^3 + 84/31*z + 1
*
[ -8/3 ] 
f(z) = -75/256*z^3 + 83/24*z + 1
*
-8/5 | 0.19064216370686340990212951541225968328 | 0.023966965233094660814549904373503717303
f(z) = -75/256*z^3 + 89/24*z + 1
*
[ 3 ] 
f(z) = -74/243*z^3 + 92/27*z + 1
*
[ 3 ] 
f(z) = -73/243*z^3 + 91/27*z + 1
*
[ -2 ] 
f(z) = -73/248*z^3 + 83/31*z + 1
*
[ 3 ] 
f(z) = -71/243*z^3 + 89/27*z + 1
*
[ -2 ] 
f(z) = -71/248*z^3 + 82/31*z + 1
*
[ 3 ] 
f(z) = -70/243*z^3 + 88/27*z + 1
*
[ -2 ] 
f(z) = -69/248*z^3 + 81/31*z + 1
*
[ 3 ] 
f(z) = -68/243*z^3 + 86/27*z + 1
*
[ 3 ] 
f(z) = -67/243*z^3 + 85/27*z + 1
*
[ -2 ] 
f(z) = -67/248*z^3 + 80/31*z + 1
*
[ 3 ] 
f(z) = -65/243*z^3 + 83/27*z + 1
*
[ 3 ] 
f(z) = -64/243*z^3 + 82/27*z + 1
*
9/16 | 0.20021794629741564499204806072035989869 | 0.025952860243005171002681138495018581115
f(z) = -64/243*z^3 + 83/36*z + 1
*
[ -7/8 ] 
f(z) = -64/245*z^3 + 82/35*z + 1
*
[ -7/4 ] 
f(z) = -64/245*z^3 + 83/35*z + 1
*
[ 11/3 ] 
f(z) = -63/242*z^3 + 93/22*z + 1
*
[ -2/3 ] 
f(z) = -63/248*z^3 + 81/31*z + 1
*
[ -20/9 ] 
f(z) = -63/250*z^3 + 97/36*z + 1
*
[ 3 ] 
f(z) = -62/243*z^3 + 80/27*z + 1
*
[ -3 ] 
f(z) = -62/243*z^3 + 98/27*z + 1
*
[ -3 ] 
f(z) = -61/243*z^3 + 97/27*z + 1
*
[ 5/2 ] 
f(z) = -73/250*z^3 + 97/40*z + 1
*
[ 5/2 ] 
f(z) = -69/250*z^3 + 93/40*z + 1
*
[ 5/2 ] 
f(z) = -67/250*z^3 + 91/40*z + 1
*
[ -8/5 ] 
f(z) = -65/256*z^3 + 91/40*z + 1
*
[ 5/2 ] 
f(z) = -63/250*z^3 + 87/40*z + 1
*
[ 7/4 ] 
f(z) = -72/245*z^3 + 93/70*z + 1
*
[ 2 ] 
f(z) = -67/240*z^3 + 97/60*z + 1
*
[ 2 ] 
f(z) = -67/256*z^3 + 99/64*z + 1
*
[ 2 ] 
f(z) = -65/256*z^3 + 97/64*z + 1
*
[ 2 ] 
f(z) = -63/256*z^3 + 95/64*z + 1
*
[ 2 ] 
f(z) = -61/240*z^3 + 91/60*z + 1
*
[ 2 ] 
f(z) = -61/256*z^3 + 93/64*z + 1
*
[ 10/7 ] 
f(z) = -67/250*z^3 + 83/98*z + 1
*
[ 5/3 ] 
f(z) = -61/250*z^3 + 97/90*z + 1
*
[ 3/2 ] 
f(z) = -61/243*z^3 + 97/108*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -79/244*z^3 + 97/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -79/252*z^3 + 95/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -77/244*z^3 + 93/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -75/244*z^3 + 89/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -73/244*z^3 + 85/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -73/252*z^3 + 83/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -71/244*z^3 + 81/122*z + 1
*
[ 30/23 ] 
f(z) = -69/250*z^3 + 97/138*z + 1
*
[ 4/3 ] 
f(z) = -63/248*z^3 + 87/124*z + 1
*
[ 4/3 ] 
f(z) = -61/256*z^3 + 97/144*z + 1
*
[ 5/4 ] 
f(z) = -67/250*z^3 + 99/160*z + 1
*
[ 5/4 ] 
f(z) = -61/250*z^3 + 93/160*z + 1
*
[ 9/2 ] 
f(z) = -70/243*z^3 + 119/18*z + 1
*
[ 9/2 ] 
f(z) = -62/243*z^3 + 107/18*z + 1
*
[ -9/2 ] 
f(z) = -62/243*z^3 + 115/18*z + 1
*
[ -3 ] 
f(z) = -80/243*z^3 + 116/27*z + 1
*
[ -3 ] 
f(z) = -79/243*z^3 + 115/27*z + 1
*
[ -3 ] 
f(z) = -77/243*z^3 + 113/27*z + 1
*
[ -9/4 ] 
f(z) = -76/243*z^3 + 109/36*z + 1
*
[ -3 ] 
f(z) = -76/243*z^3 + 112/27*z + 1
*
[ -2/5 ] 
f(z) = -75/248*z^3 + 110/31*z + 1
*
-56/15 | 0.12567902737132251253762663781082484633 | 0.015552686602109698763458888624449728988
f(z) = -75/256*z^3 + 101/24*z + 1
*
[ -3 ] 
f(z) = -74/243*z^3 + 110/27*z + 1
*
[ -3 ] 
f(z) = -73/243*z^3 + 109/27*z + 1
*
[ -7/3 ] 
f(z) = -72/245*z^3 + 106/35*z + 1
*
[ -3 ] 
f(z) = -71/243*z^3 + 107/27*z + 1
*
[ -3 ] 
f(z) = -70/243*z^3 + 106/27*z + 1
*
-5/3 | 0.090916543333898242436858972009158345041 | 0.011605384961675805268272678257423912878
f(z) = -69/250*z^3 + 101/30*z + 1
*
[ 10/3 ] 
f(z) = -69/250*z^3 + 113/30*z + 1
*
[ -9/4 ] 
f(z) = -68/243*z^3 + 103/36*z + 1
*
[ -3 ] 
f(z) = -68/243*z^3 + 104/27*z + 1
*
[ -3 ] 
f(z) = -67/243*z^3 + 103/27*z + 1
*
[ -3 ] 
f(z) = -65/243*z^3 + 101/27*z + 1
*
[ -9/16 ] 
f(z) = -64/243*z^3 + 103/36*z + 1
*
[ -27/8 ] 
f(z) = -64/243*z^3 + 116/27*z + 1
*
[ -11/3 ] 
f(z) = -63/242*z^3 + 105/22*z + 1
*
[ -9/10 ] 
f(z) = -80/243*z^3 + 107/45*z + 1
*
[ -9/5 ] 
f(z) = -80/243*z^3 + 118/45*z + 1
*
[ 5/2 ] 
f(z) = -79/250*z^3 + 103/40*z + 1
*
[ 5/2 ] 
f(z) = -77/250*z^3 + 101/40*z + 1
*
-5/14 | 0.27261352659988050929305693400338379023 | 0.028808231612898730522302795649986136609
f(z) = -77/250*z^3 + 103/56*z + 1
*
[ -20/11 ] 
f(z) = -77/250*z^3 + 113/44*z + 1
*
[ -9/5 ] 
f(z) = -70/243*z^3 + 112/45*z + 1
*
[ -4/3 ] 
f(z) = -69/256*z^3 + 107/48*z + 1
*
[ -9/5 ] 
f(z) = -65/243*z^3 + 109/45*z + 1
*
[ -5/2 ] 
f(z) = -63/250*z^3 + 119/40*z + 1
*
[ -5/2 ] 
f(z) = -61/250*z^3 + 117/40*z + 1
*
[ 2 ] 
f(z) = -79/240*z^3 + 109/60*z + 1
*
[ 2 ] 
f(z) = -79/256*z^3 + 111/64*z + 1
*
[ 2 ] 
f(z) = -77/240*z^3 + 107/60*z + 1
*
[ 2 ] 
f(z) = -77/256*z^3 + 109/64*z + 1
*
[ 2 ] 
f(z) = -75/256*z^3 + 107/64*z + 1
*
[ 2 ] 
f(z) = -73/240*z^3 + 103/60*z + 1
*
[ 2 ] 
f(z) = -73/256*z^3 + 105/64*z + 1
*
[ 2 ] 
f(z) = -71/240*z^3 + 101/60*z + 1
*
[ 2 ] 
f(z) = -71/256*z^3 + 103/64*z + 1
*
[ 2 ] 
f(z) = -69/256*z^3 + 101/64*z + 1
*
[ 5/3 ] 
f(z) = -77/250*z^3 + 113/90*z + 1
*
[ 5/3 ] 
f(z) = -73/250*z^3 + 109/90*z + 1
*
[ 5/3 ] 
f(z) = -71/250*z^3 + 107/90*z + 1
*
[ 5/3 ] 
f(z) = -67/250*z^3 + 103/90*z + 1
*
[ 11/6 ] 
f(z) = -63/242*z^3 + 117/88*z + 1
*
[ 3/2 ] 
f(z) = -79/243*z^3 + 115/108*z + 1
*
[ 3/2 ] 
f(z) = -77/243*z^3 + 113/108*z + 1
*
[ 3/2 ] 
f(z) = -73/243*z^3 + 109/108*z + 1
*
[ 3/2 ] 
f(z) = -71/243*z^3 + 107/108*z + 1
*
[ 3/2 ] 
f(z) = -67/243*z^3 + 103/108*z + 1
*
[ 3/2 ] 
f(z) = -65/243*z^3 + 101/108*z + 1
*
[ 27/20 ] 
f(z) = -80/243*z^3 + 116/135*z + 1
*
[ 4/3 ] 
f(z) = -79/256*z^3 + 115/144*z + 1
*
[ 4/3 ] 
f(z) = -77/256*z^3 + 113/144*z + 1
*
[ 4/3 ] 
f(z) = -73/256*z^3 + 109/144*z + 1
*
[ 4/3 ] 
f(z) = -71/256*z^3 + 107/144*z + 1
*
[ 4/3 ] 
f(z) = -67/256*z^3 + 103/144*z + 1
*
[ 4/3 ] 
f(z) = -65/256*z^3 + 101/144*z + 1
*
[ 5/4 ] 
f(z) = -79/250*z^3 + 111/160*z + 1
*
[ 5/4 ] 
f(z) = -77/250*z^3 + 109/160*z + 1
*
[ 5/4 ] 
f(z) = -71/250*z^3 + 103/160*z + 1
*
[ 5/4 ] 
f(z) = -69/250*z^3 + 101/160*z + 1
*
[ 6/5 ] 
f(z) = -75/256*z^3 + 113/192*z + 1
*
[ 11/9 ] 
f(z) = -63/242*z^3 + 113/198*z + 1
*
[ 7/6 ] 
f(z) = -66/245*z^3 + 107/210*z + 1
*
[ 6/5 ] 
f(z) = -65/252*z^3 + 113/210*z + 1
*
[ 16/13 ] 
f(z) = -65/256*z^3 + 119/208*z + 1
*
-15/8 | 0.15850564183383351172136711173013473002 | 0.028604602640191118136070652686209034755
f(z) = -64/255*z^3 + 106/255*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -61/250*z^3 + 119/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -61/254*z^3 + 117/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = -61/258*z^3 + 115/258*z + 1
*
[ 10/9 ] 
f(z) = -69/250*z^3 + 119/270*z + 1
*
-40/7 | 0.25926505572491215557134964500207133592 | 0.026718685031463298224766308693890025860
f(z) = -77/250*z^3 + 131/14*z + 1
*
[ 9/2 ] 
f(z) = -74/243*z^3 + 125/18*z + 1
*
[ -9/2 ] 
f(z) = -74/243*z^3 + 133/18*z + 1
*
[ -9/2 ] 
f(z) = -70/243*z^3 + 127/18*z + 1
*
[ 8 ] 
f(z) = -65/256*z^3 + 137/8*z + 1
*
[ -8 ] 
f(z) = -65/256*z^3 + 139/8*z + 1
*
[ 16/3 ] 
f(z) = -63/256*z^3 + 125/16*z + 1
*
[ -16/3 ] 
f(z) = -63/256*z^3 + 131/16*z + 1
*
[ 8 ] 
f(z) = -63/256*z^3 + 133/8*z + 1
*
[ -8 ] 
f(z) = -63/256*z^3 + 135/8*z + 1
*
[ 8 ] 
f(z) = -61/256*z^3 + 129/8*z + 1
*
[ -8 ] 
f(z) = -61/256*z^3 + 131/8*z + 1
*
[ -10/3 ] 
f(z) = -69/250*z^3 + 131/30*z + 1
*
-9/4 | 0.18324436254887212187262859674874377952 | 0.022511526209137016841931048784035232009
f(z) = -64/243*z^3 + 127/36*z + 1
*
[ 7/2 ] 
f(z) = -64/245*z^3 + 137/35*z + 1
*
[ -15/7 ] 
f(z) = -77/250*z^3 + 121/42*z + 1
*
[ -5/2 ] 
f(z) = -77/250*z^3 + 133/40*z + 1
*
[ -8/7 ] 
f(z) = -77/256*z^3 + 127/56*z + 1
*
12/5 | 0.13981114697556227799351944047210691807 | 0.018394019357536292328736892526338904997
f(z) = -75/256*z^3 + 125/48*z + 1
*
[ -3/2 ] 
f(z) = -74/243*z^3 + 127/54*z + 1
*
[ -5/2 ] 
f(z) = -73/250*z^3 + 129/40*z + 1
*
[ -5/2 ] 
f(z) = -71/250*z^3 + 127/40*z + 1
*
[ -3/2 ] 
f(z) = -70/243*z^3 + 125/54*z + 1
*
[ -10/9 ] 
f(z) = -69/250*z^3 + 121/54*z + 1
*
4/3 | 0.17509003474143326737260927765452615950 | 0.022894211959003418852310074878398410634
f(z) = -69/256*z^3 + 131/48*z + 1
*
[ -5/2 ] 
f(z) = -67/250*z^3 + 123/40*z + 1
*
10/9 | 0.23206461223645647523600423256007616676 | 0.026409331228485972066228963860558596931
f(z) = -63/250*z^3 + 131/45*z + 1
*
[ -8/7 ] 
f(z) = -63/256*z^3 + 123/56*z + 1
*
[ -3/2 ] 
f(z) = -62/243*z^3 + 121/54*z + 1
*
35/12 | 0.16148461575811164036448728193551008046 | 0.023894992242607890025413695866071679710
f(z) = -72/245*z^3 + 123/70*z + 1
*
5/21 | 0.10810763361264903296277533621503567286 | 0.013407762633326610180779290108738892269
f(z) = -63/250*z^3 + 127/70*z + 1
*
[ 9/4 ] 
f(z) = -62/243*z^3 + 133/72*z + 1
*
[ 27/16 ] 
f(z) = -64/243*z^3 + 125/108*z + 1
*
[ 7/6 ] 
f(z) = -78/245*z^3 + 121/210*z + 1
*
[ 7/6 ] 
f(z) = -72/259*z^3 + 135/259*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -67/258*z^3 + 139/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -65/242*z^3 + 139/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -65/246*z^3 + 137/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -65/254*z^3 + 133/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -65/258*z^3 + 131/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -63/242*z^3 + 131/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -63/250*z^3 + 127/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -63/254*z^3 + 125/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -61/242*z^3 + 123/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -61/246*z^3 + 121/246*z + 1
*
[ 9/8 ] 
f(z) = -70/243*z^3 + 137/288*z + 1
*
[ 9/8 ] 
f(z) = -62/243*z^3 + 125/288*z + 1
*
[ 8 ] 
f(z) = -75/256*z^3 + 157/8*z + 1
*
[ -8 ] 
f(z) = -75/256*z^3 + 159/8*z + 1
*
[ 8 ] 
f(z) = -73/256*z^3 + 153/8*z + 1
*
[ -8 ] 
f(z) = -73/256*z^3 + 155/8*z + 1
*
[ 8 ] 
f(z) = -71/256*z^3 + 149/8*z + 1
*
[ -8 ] 
f(z) = -71/256*z^3 + 151/8*z + 1
*
[ 8 ] 
f(z) = -69/256*z^3 + 145/8*z + 1
*
[ -8 ] 
f(z) = -69/256*z^3 + 147/8*z + 1
*
[ 8 ] 
f(z) = -67/256*z^3 + 141/8*z + 1
*
[ -8 ] 
f(z) = -67/256*z^3 + 143/8*z + 1
*
[ 7/2 ] 
f(z) = -76/245*z^3 + 158/35*z + 1
*
[ 22/5 ] 
f(z) = -75/242*z^3 + 149/22*z + 1
*
[ -22/5 ] 
f(z) = -75/242*z^3 + 159/22*z + 1
*
[ 7/2 ] 
f(z) = -72/245*z^3 + 151/35*z + 1
*
[ 7/2 ] 
f(z) = -68/245*z^3 + 144/35*z + 1
*
63/16 | 0.20732091330186309417786473661746028221 | 0.025103391309574467887631343962322735316
f(z) = -64/243*z^3 + 143/36*z + 1
*
[ -7/2 ] 
f(z) = -64/245*z^3 + 157/35*z + 1
*
-10/3 | 0.25284550320317663800867371921487289414 | 0.028213447519822069797593529827086182552
f(z) = -63/250*z^3 + 156/35*z + 1
*
9/10 | 0.21535194797061760573660937310880526548 | 0.026098002774271848071654949649920196599
f(z) = -80/243*z^3 + 142/45*z + 1
*
[ -9/20 ] 
f(z) = -80/243*z^3 + 148/45*z + 1
*
[ -12/5 ] 
f(z) = -75/256*z^3 + 149/48*z + 1
*
44/15 | 0.10816277181712060068374462779552652279 | 0.013815948138380622268323715037716505690
f(z) = -75/256*z^3 + 157/48*z + 1
*
[ -9/7 ] 
f(z) = -77/243*z^3 + 145/63*z + 1
*
[ -22/15 ] 
f(z) = -75/242*z^3 + 155/66*z + 1
*
[ 9/4 ] 
f(z) = -74/243*z^3 + 151/72*z + 1
*
[ -9/7 ] 
f(z) = -70/243*z^3 + 142/63*z + 1
*
[ 9/4 ] 
f(z) = -70/243*z^3 + 145/72*z + 1
*
[ -2 ] 
f(z) = -67/240*z^3 + 157/60*z + 1
*
40/21 | 0.12544924262745769026994371261248823362 | 0.015359309229877134914944104636179121617
f(z) = -63/250*z^3 + 141/70*z + 1
*
[ -2 ] 
f(z) = -63/256*z^3 + 159/64*z + 1
*
[ -2 ] 
f(z) = -61/240*z^3 + 151/60*z + 1
*
[ -2 ] 
f(z) = -61/256*z^3 + 157/64*z + 1
*
-16/5 | 0.23105360284870998450984459189063591967 | 0.029610766873039570008797359025189281317
f(z) = -65/256*z^3 + 153/80*z + 1
*
[ 11/7 ] 
f(z) = -63/242*z^3 + 155/154*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -71/250*z^3 + 159/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -71/254*z^3 + 157/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -71/258*z^3 + 155/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -69/242*z^3 + 155/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -69/250*z^3 + 151/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -69/254*z^3 + 149/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -67/242*z^3 + 147/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -67/246*z^3 + 145/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -67/250*z^3 + 143/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -67/254*z^3 + 141/254*z + 1
*
[ 5/4 ] 
f(z) = -64/245*z^3 + 149/245*z + 1
*
[ 5/4 ] 
f(z) = -64/255*z^3 + 151/255*z + 1
*
-17/8 | 0.14188116475268972683425180123146955735 | 0.025604478761284635477029223214659549641
f(z) = -64/255*z^3 + 154/255*z + 1
*
[ 6/5 ] 
f(z) = -70/243*z^3 + 157/270*z + 1
*
[ 6/5 ] 
f(z) = -65/243*z^3 + 149/270*z + 1
*
[ 9/8 ] 
f(z) = -74/243*z^3 + 143/288*z + 1
*
[ 8 ] 
f(z) = -79/256*z^3 + 165/8*z + 1
*
[ -8 ] 
f(z) = -79/256*z^3 + 167/8*z + 1
*
[ 8 ] 
f(z) = -77/256*z^3 + 161/8*z + 1
*
[ -8 ] 
f(z) = -77/256*z^3 + 163/8*z + 1
*
[ -20/3 ] 
f(z) = -69/250*z^3 + 161/12*z + 1
*
[ -7/2 ] 
f(z) = -76/245*z^3 + 178/35*z + 1
*
22/5 | 0.24338403622470587874972501724414098009 | 0.029736127292223167508446443150996649056
f(z) = -75/242*z^3 + 163/33*z + 1
*
8/15 | 0.17735180025949706121036505410469788025 | 0.020576776244780015606478781689683284246
f(z) = -75/256*z^3 + 173/24*z + 1
*
[ -7/2 ] 
f(z) = -72/245*z^3 + 171/35*z + 1
*
[ -7/2 ] 
f(z) = -68/245*z^3 + 164/35*z + 1
*
-30/7 | 0.19629499434505633974890524218182060837 | 0.021612424227691595834367403787003424485
f(z) = -63/250*z^3 + 176/35*z + 1
*
-9/4 | 0.21721826144803290860625533669128505835 | 0.025816809221646409108736294369865618926
f(z) = -80/243*z^3 + 167/45*z + 1
*
-16/5 | 0.23118315642629988203300273934293112831 | 0.029125896820525223218923877190753246946
f(z) = -75/256*z^3 + 175/48*z + 1
*
4 | 0.23129056363331658413576764490567886976 | 0.029056696452656847903350845775651605495
f(z) = -69/256*z^3 + 179/48*z + 1
*
[ -2 ] 
f(z) = -79/240*z^3 + 169/60*z + 1
*
[ -2 ] 
f(z) = -79/256*z^3 + 175/64*z + 1
*
[ -2 ] 
f(z) = -77/240*z^3 + 167/60*z + 1
*
[ -10/7 ] 
f(z) = -77/250*z^3 + 163/70*z + 1
*
[ -5/7 ] 
f(z) = -77/250*z^3 + 179/70*z + 1
*
[ -2 ] 
f(z) = -77/256*z^3 + 173/64*z + 1
*
[ -11/15 ] 
f(z) = -75/242*z^3 + 167/66*z + 1
*
[ -2 ] 
f(z) = -75/256*z^3 + 171/64*z + 1
*
[ -2 ] 
f(z) = -73/240*z^3 + 163/60*z + 1
*
[ -5/6 ] 
f(z) = -73/250*z^3 + 173/72*z + 1
*
[ -2 ] 
f(z) = -73/256*z^3 + 169/64*z + 1
*
[ -7/4 ] 
f(z) = -72/245*z^3 + 173/70*z + 1
*
[ -2 ] 
f(z) = -71/240*z^3 + 161/60*z + 1
*
[ -2 ] 
f(z) = -71/256*z^3 + 167/64*z + 1
*
[ -2 ] 
f(z) = -69/256*z^3 + 165/64*z + 1
*
[ -2 ] 
f(z) = -67/256*z^3 + 163/64*z + 1
*
[ 8/3 ] 
f(z) = -67/256*z^3 + 179/72*z + 1
*
[ -2 ] 
f(z) = -65/256*z^3 + 161/64*z + 1
*
[ 8/3 ] 
f(z) = -65/256*z^3 + 175/72*z + 1
*
[ -2/3 ] 
f(z) = -63/256*z^3 + 167/64*z + 1
*
[ -8/9 ] 
f(z) = -63/256*z^3 + 167/72*z + 1
*
[ 8/3 ] 
f(z) = -61/256*z^3 + 167/72*z + 1
*
-20/11 | 0.22299976655006849796470933330901772677 | 0.022367128828732010666037363351417240009
f(z) = -77/250*z^3 + 171/88*z + 1
*
[ 32/15 ] 
f(z) = -75/256*z^3 + 179/96*z + 1
*
[ 7/4 ] 
f(z) = -68/245*z^3 + 179/140*z + 1
*
[ 16/9 ] 
f(z) = -63/256*z^3 + 175/144*z + 1
*
[ 16/11 ] 
f(z) = -77/256*z^3 + 167/176*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -77/258*z^3 + 179/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -75/242*z^3 + 179/242*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -75/254*z^3 + 173/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -73/242*z^3 + 171/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -73/246*z^3 + 169/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -73/250*z^3 + 167/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -73/254*z^3 + 165/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -73/258*z^3 + 163/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -71/242*z^3 + 163/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -71/246*z^3 + 161/246*z + 1
*
[ 4/3 ] 
f(z) = -63/244*z^3 + 173/244*z + 1
*
21/10 | 0.20033735744028683578946443438207095990 | 0.025698619929282056424099706341038803991
f(z) = -80/243*z^3 + 167/270*z + 1
*
[ 6/5 ] 
f(z) = -80/243*z^3 + 173/270*z + 1
*
[ 9 ] 
f(z) = -62/243*z^3 + 194/9*z + 1
*
[ -9 ] 
f(z) = -62/243*z^3 + 196/9*z + 1
*
[ 9 ] 
f(z) = -61/243*z^3 + 191/9*z + 1
*
[ -9 ] 
f(z) = -61/243*z^3 + 193/9*z + 1
*
[ 24/5 ] 
f(z) = -75/256*z^3 + 181/24*z + 1
*
[ -24/5 ] 
f(z) = -75/256*z^3 + 191/24*z + 1
*
5 | 0.23884815805137366858229601688412693442 | 0.028195484570076321905656173661828469381
f(z) = -69/250*z^3 + 191/30*z + 1
*
[ 30/11 ] 
f(z) = -77/250*z^3 + 193/66*z + 1
*
[ 8/3 ] 
f(z) = -77/256*z^3 + 199/72*z + 1
*
[ 8/3 ] 
f(z) = -73/256*z^3 + 191/72*z + 1
*
[ -7/12 ] 
f(z) = -72/245*z^3 + 197/70*z + 1
*
[ 8/3 ] 
f(z) = -71/256*z^3 + 187/72*z + 1
*
5/21 | 0.25422565783259303004866205950279168072 | 0.029901585397982103572490237976200346142
f(z) = -63/250*z^3 + 197/70*z + 1
*
[ -9/4 ] 
f(z) = -62/243*z^3 + 197/72*z + 1
*
-4 | 0.089415474470661013118509266295212135452 | 0.013386353280022116145308993941073484490
f(z) = -61/240*z^3 + 199/60*z + 1
*
5/3 | 0.24413823050850972235344597233898736238 | 0.028715119515078821730614048281850910740
f(z) = -71/250*z^3 + 197/90*z + 1
*
[ -4/5 ] 
f(z) = -65/256*z^3 + 193/80*z + 1
*
[ -10/9 ] 
f(z) = -63/250*z^3 + 199/90*z + 1
*
12/7 | 0.23646703556727103288145733320096879658 | 0.029624757881623534385125739960138124678
f(z) = -77/256*z^3 + 183/112*z + 1
*
-51/20 | 0.13152776584767868206624047255257066968 | 0.017559208273248912788684710571592462310
f(z) = -80/243*z^3 + 199/135*z + 1
*
[ 2 ] 
f(z) = -69/244*z^3 + 199/122*z + 1
*
5/2 | 0.19023500992002644906395087639831398925 | 0.022348563517519940344865560361327690436
f(z) = -69/250*z^3 + 199/120*z + 1
*
[ 2 ] 
f(z) = -67/244*z^3 + 195/122*z + 1
*
[ 2 ] 
f(z) = -67/252*z^3 + 197/126*z + 1
*
[ 2 ] 
f(z) = -65/244*z^3 + 191/122*z + 1
*
[ 2 ] 
f(z) = -65/252*z^3 + 193/126*z + 1
*
[ 15/8 ] 
f(z) = -64/243*z^3 + 188/135*z + 1
*
[ 2 ] 
f(z) = -63/244*z^3 + 187/122*z + 1
*
-5/2 | 0.16185652329939080865170331336858821168 | 0.019037286381393449916624554367137999481
f(z) = -63/250*z^3 + 197/120*z + 1
*
[ 2 ] 
f(z) = -61/252*z^3 + 185/126*z + 1
*
[ 7/4 ] 
f(z) = -76/245*z^3 + 193/140*z + 1
*
-4/9 | 0.24009113663659172611352383667472161903 | 0.029997528200355268770434867819473172571
f(z) = -63/256*z^3 + 187/144*z + 1
*
[ 8/5 ] 
f(z) = -61/256*z^3 + 197/200*z + 1
*
[ 18/13 ] 
f(z) = -65/243*z^3 + 185/234*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -79/242*z^3 + 195/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -79/246*z^3 + 193/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -79/250*z^3 + 191/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -79/254*z^3 + 189/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -79/258*z^3 + 187/258*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -77/246*z^3 + 185/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -77/250*z^3 + 183/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -77/254*z^3 + 181/254*z + 1
*
[ 11/8 ] 
f(z) = -64/253*z^3 + 190/253*z + 1
*
[ 9 ] 
f(z) = -70/243*z^3 + 218/9*z + 1
*
[ 9 ] 
f(z) = -68/243*z^3 + 212/9*z + 1
*
[ -9 ] 
f(z) = -68/243*z^3 + 214/9*z + 1
*
[ 9 ] 
f(z) = -67/243*z^3 + 209/9*z + 1
*
[ -9 ] 
f(z) = -67/243*z^3 + 211/9*z + 1
*
[ 9 ] 
f(z) = -65/243*z^3 + 203/9*z + 1
*
[ -9 ] 
f(z) = -65/243*z^3 + 205/9*z + 1
*
[ 9 ] 
f(z) = -64/243*z^3 + 200/9*z + 1
*
[ -9 ] 
f(z) = -64/243*z^3 + 202/9*z + 1
*
[ 35/8 ] 
f(z) = -64/245*z^3 + 202/35*z + 1
*
[ -35/8 ] 
f(z) = -64/245*z^3 + 218/35*z + 1
*
[ 9/2 ] 
f(z) = -61/243*z^3 + 211/36*z + 1
*
[ -5/14 ] 
f(z) = -77/250*z^3 + 215/56*z + 1
*
-4/3 | 0.11158606051391976025699047327209211893 | 0.013800258927701167351920588686427487768
f(z) = -69/256*z^3 + 203/48*z + 1
*
-10/9 | 0.18226685157384820637673077367280675891 | 0.019664962246836517099085546631650328804
f(z) = -63/250*z^3 + 212/45*z + 1
*
[ -8/21 ] 
f(z) = -63/256*z^3 + 205/56*z + 1
*
[ 8/3 ] 
f(z) = -79/256*z^3 + 203/72*z + 1
*
[ -9/4 ] 
f(z) = -74/243*z^3 + 215/72*z + 1
*
[ -9/4 ] 
f(z) = -70/243*z^3 + 209/72*z + 1
*
7/2 | 0.21633583124909910795943277611900818778 | 0.029644108016822180014670639782841170350
f(z) = -66/245*z^3 + 211/70*z + 1
*
-10/3 | 0.21752406066868812944545852040047808175 | 0.025436666537891139124083442698645366954
f(z) = -63/250*z^3 + 207/70*z + 1
*
[ -11/10 ] 
f(z) = -75/242*z^3 + 201/88*z + 1
*
[ -6/5 ] 
f(z) = -75/248*z^3 + 211/93*z + 1
*
[ -5/3 ] 
f(z) = -73/250*z^3 + 217/90*z + 1
*
[ -9/10 ] 
f(z) = -70/243*z^3 + 211/90*z + 1
*
[ -20/23 ] 
f(z) = -69/250*z^3 + 217/92*z + 1
*
[ -5/3 ] 
f(z) = -67/250*z^3 + 211/90*z + 1
*
[ -11/6 ] 
f(z) = -63/242*z^3 + 213/88*z + 1
*
[ 7/3 ] 
f(z) = -66/245*z^3 + 214/105*z + 1
*
[ 11/5 ] 
f(z) = -65/242*z^3 + 203/110*z + 1
*
-27/16 | 0.14241453254221516462915596657741443829 | 0.018937512051349758387500167260514549509
f(z) = -64/243*z^3 + 205/108*z + 1
*
-44/21 | 0.11470095628439567116820450512617503613 | 0.014168310524689057964118621132731276289
f(z) = -63/256*z^3 + 205/112*z + 1
*
[ 16/7 ] 
f(z) = -63/256*z^3 + 207/112*z + 1
*
[ 2 ] 
f(z) = -79/244*z^3 + 219/122*z + 1
*
[ 2 ] 
f(z) = -77/244*z^3 + 215/122*z + 1
*
[ 2 ] 
f(z) = -75/244*z^3 + 211/122*z + 1
*
[ 2 ] 
f(z) = -73/244*z^3 + 207/122*z + 1
*
[ 2 ] 
f(z) = -73/252*z^3 + 209/126*z + 1
*
[ 2 ] 
f(z) = -71/244*z^3 + 203/122*z + 1
*
[ 2 ] 
f(z) = -71/252*z^3 + 205/126*z + 1
*
[ 8/5 ] 
f(z) = -71/256*z^3 + 217/200*z + 1
*
[ 8/5 ] 
f(z) = -69/256*z^3 + 213/200*z + 1
*
[ 8/5 ] 
f(z) = -67/256*z^3 + 209/200*z + 1
*
[ 8/5 ] 
f(z) = -63/256*z^3 + 201/200*z + 1
*
[ 32/21 ] 
f(z) = -63/256*z^3 + 205/224*z + 1
*
[ 9 ] 
f(z) = -77/243*z^3 + 239/9*z + 1
*
[ 9 ] 
f(z) = -76/243*z^3 + 236/9*z + 1
*
[ -9 ] 
f(z) = -76/243*z^3 + 238/9*z + 1
*
[ 9 ] 
f(z) = -74/243*z^3 + 230/9*z + 1
*
[ -9 ] 
f(z) = -74/243*z^3 + 232/9*z + 1
*
[ 9 ] 
f(z) = -73/243*z^3 + 227/9*z + 1
*
[ -9 ] 
f(z) = -73/243*z^3 + 229/9*z + 1
*
[ 9 ] 
f(z) = -71/243*z^3 + 221/9*z + 1
*
[ -9 ] 
f(z) = -71/243*z^3 + 223/9*z + 1
*
[ -9 ] 
f(z) = -70/243*z^3 + 220/9*z + 1
*
[ 9/2 ] 
f(z) = -67/243*z^3 + 229/36*z + 1
*
[ 9/2 ] 
f(z) = -65/243*z^3 + 223/36*z + 1
*
[ -9/2 ] 
f(z) = -65/243*z^3 + 239/36*z + 1
*
[ -9/2 ] 
f(z) = -61/243*z^3 + 227/36*z + 1
*
-7/2 | 0.21731675780423359302794225424948017623 | 0.029554513352817406013290424871036201786
f(z) = -78/245*z^3 + 223/70*z + 1
*
[ -2/5 ] 
f(z) = -75/256*z^3 + 227/64*z + 1
*
[ 35/12 ] 
f(z) = -72/245*z^3 + 221/70*z + 1
*
-4 | 0.16290788790116541366240582395134950788 | 0.023737962196124060173198996797181059306
f(z) = -71/240*z^3 + 239/60*z + 1
*
-4 | 0.15319258577039695554377240153532424459 | 0.022549988883541805891417235260139437932
f(z) = -67/240*z^3 + 223/60*z + 1
*
[ -8/3 ] 
f(z) = -67/256*z^3 + 233/72*z + 1
*
[ -8/3 ] 
f(z) = -65/256*z^3 + 229/72*z + 1
*
[ -10/21 ] 
f(z) = -63/250*z^3 + 221/70*z + 1
*
4 | 0.19453237612276927178789702821270270213 | 0.028523740372588430796149526515520429648
f(z) = -61/240*z^3 + 229/60*z + 1
*
[ -8/3 ] 
f(z) = -61/256*z^3 + 221/72*z + 1
*
[ -5/3 ] 
f(z) = -79/250*z^3 + 223/90*z + 1
*
[ -5/3 ] 
f(z) = -77/250*z^3 + 221/90*z + 1
*
[ -8/11 ] 
f(z) = -77/256*z^3 + 223/88*z + 1
*
[ -10/7 ] 
f(z) = -73/250*z^3 + 225/98*z + 1
*
[ 3 ] 
f(z) = -61/252*z^3 + 239/84*z + 1
*
[ 16/7 ] 
f(z) = -77/256*z^3 + 239/112*z + 1
*
[ 7/3 ] 
f(z) = -69/245*z^3 + 221/105*z + 1
*
[ 2 ] 
f(z) = -79/252*z^3 + 221/126*z + 1
*
5/6 | 0.17926735685262153247726431402185684091 | 0.020616487647501142449294953975162114314
f(z) = -69/250*z^3 + 239/120*z + 1
*
-40/63 | 0.30737767246573124805498046721136017787 | 0.029978519992945942513363489930666123264
f(z) = -63/250*z^3 + 227/126*z + 1
*
[ 8/5 ] 
f(z) = -79/256*z^3 + 233/200*z + 1
*
[ 8/5 ] 
f(z) = -77/256*z^3 + 229/200*z + 1
*
[ 8/5 ] 
f(z) = -73/256*z^3 + 221/200*z + 1
*
[ 7/5 ] 
f(z) = -75/259*z^3 + 221/259*z + 1
*
[ 3/2 ] 
f(z) = -68/249*z^3 + 236/249*z + 1
*
[ 3/2 ] 
f(z) = -64/249*z^3 + 227/249*z + 1
*
[ 9 ] 
f(z) = -80/243*z^3 + 248/9*z + 1
*
[ -9 ] 
f(z) = -80/243*z^3 + 250/9*z + 1
*
[ 9 ] 
f(z) = -79/243*z^3 + 245/9*z + 1
*
[ -9 ] 
f(z) = -79/243*z^3 + 247/9*z + 1
*
[ -9 ] 
f(z) = -77/243*z^3 + 241/9*z + 1
*
[ 10 ] 
f(z) = -61/250*z^3 + 253/10*z + 1
*
[ 9/2 ] 
f(z) = -77/243*z^3 + 259/36*z + 1
*
[ 9/2 ] 
f(z) = -73/243*z^3 + 247/36*z + 1
*
[ 9/2 ] 
f(z) = -71/243*z^3 + 241/36*z + 1
*
[ -9/2 ] 
f(z) = -71/243*z^3 + 257/36*z + 1
*
[ -9/2 ] 
f(z) = -67/243*z^3 + 245/36*z + 1
*
[ 20/3 ] 
f(z) = -63/250*z^3 + 241/20*z + 1
*
[ -20/3 ] 
f(z) = -63/250*z^3 + 247/20*z + 1
*
-9/10 | 0.25370243645509720116228808536245250675 | 0.028879788979615415534200115439299601972
f(z) = -80/243*z^3 + 242/45*z + 1
*
[ -8/3 ] 
f(z) = -79/256*z^3 + 257/72*z + 1
*
[ -8/3 ] 
f(z) = -77/256*z^3 + 253/72*z + 1
*
-4 | 0.13225041612680926801978436801194306845 | 0.019178727027274949357402344471164760725
f(z) = -73/240*z^3 + 247/60*z + 1
*
[ -8/3 ] 
f(z) = -73/256*z^3 + 245/72*z + 1
*
[ -8/3 ] 
f(z) = -71/256*z^3 + 241/72*z + 1
*
4 | 0.17651487918924974971914146472806019294 | 0.025509095938413741386636932771097059133
f(z) = -67/240*z^3 + 253/60*z + 1
*
-4 | 0.17379822596051617585155105009820746023 | 0.025031709852804390417949978634983500211
f(z) = -61/240*z^3 + 259/60*z + 1
*
[ -5/7 ] 
f(z) = -79/250*z^3 + 251/98*z + 1
*
[ -9/11 ] 
f(z) = -77/243*z^3 + 241/99*z + 1
*
[ -2/3 ] 
f(z) = -75/248*z^3 + 245/93*z + 1
*
[ -2/3 ] 
f(z) = -69/248*z^3 + 244/93*z + 1
*
[ -5/7 ] 
f(z) = -69/250*z^3 + 249/98*z + 1
*
[ 3 ] 
f(z) = -67/252*z^3 + 257/84*z + 1
*
[ 3 ] 
f(z) = -65/252*z^3 + 251/84*z + 1
*
4 | 0.13223300212211703650036586588723246796 | 0.015890210094588329370451353457587779988
f(z) = -65/256*z^3 + 257/80*z + 1
*
[ -5/9 ] 
f(z) = -63/250*z^3 + 259/90*z + 1
*
[ -3/2 ] 
f(z) = -79/243*z^3 + 259/108*z + 1
*
[ 7/3 ] 
f(z) = -78/245*z^3 + 242/105*z + 1
*
[ -3/2 ] 
f(z) = -77/243*z^3 + 257/108*z + 1
*
[ -10/11 ] 
f(z) = -77/250*z^3 + 259/110*z + 1
*
[ -3/2 ] 
f(z) = -73/243*z^3 + 253/108*z + 1
*
[ -3/2 ] 
f(z) = -71/243*z^3 + 251/108*z + 1
*
[ -3/2 ] 
f(z) = -67/243*z^3 + 247/108*z + 1
*
[ -3/2 ] 
f(z) = -65/243*z^3 + 245/108*z + 1
*
[ -27/16 ] 
f(z) = -64/243*z^3 + 253/108*z + 1
*
[ 21/8 ] 
f(z) = -64/245*z^3 + 254/105*z + 1
*
52/21 | 0.18512247278751132910776761035330738143 | 0.022287859188346251403802930053107564974
f(z) = -63/256*z^3 + 253/112*z + 1
*
[ -3/2 ] 
f(z) = -61/243*z^3 + 241/108*z + 1
*
-27/20 | 0.10176475745808719440281819929133145572 | 0.013247132582831505230281847104393718204
f(z) = -80/243*z^3 + 241/135*z + 1
*
[ 35/16 ] 
f(z) = -64/245*z^3 + 251/140*z + 1
*
[ 18/11 ] 
f(z) = -77/243*z^3 + 245/198*z + 1
*
[ 3/2 ] 
f(z) = -76/249*z^3 + 254/249*z + 1
*
[ 3/2 ] 
f(z) = -76/255*z^3 + 256/255*z + 1
*
-95/42 | 0.20750293811550161834976471382773694433 | 0.023436952729023305950401509216791700250
f(z) = -63/250*z^3 + 249/280*z + 1
*
[ 10 ] 
f(z) = -67/250*z^3 + 277/10*z + 1
*
[ -10 ] 
f(z) = -67/250*z^3 + 279/10*z + 1
*
[ 10 ] 
f(z) = -63/250*z^3 + 261/10*z + 1
*
[ -10 ] 
f(z) = -63/250*z^3 + 263/10*z + 1
*
[ 9/2 ] 
f(z) = -79/243*z^3 + 265/36*z + 1
*
[ -9/2 ] 
f(z) = -77/243*z^3 + 275/36*z + 1
*
[ -9/2 ] 
f(z) = -73/243*z^3 + 263/36*z + 1
*
-5 | 0.26838145199048624888303479867358497531 | 0.025694521033661480760722435829328792596
f(z) = -63/250*z^3 + 275/42*z + 1
*
-4 | 0.17515997379645527365316486210013597676 | 0.025064341394069780684315999743500821387
f(z) = -79/240*z^3 + 271/60*z + 1
*
-4 | 0.12117081059802258798600138453420039004 | 0.017413481246010783666785543308587933168
f(z) = -77/240*z^3 + 263/60*z + 1
*
4 | 0.19349829608834796767166498713043600534 | 0.027601952630771290062837283494443868631
f(z) = -73/240*z^3 + 277/60*z + 1
*
[ -35/12 ] 
f(z) = -72/245*z^3 + 269/70*z + 1
*
-5/3 | 0.16144674514043826363376618564423586944 | 0.018380901973742297272990130051904338307
f(z) = -63/250*z^3 + 261/70*z + 1
*
-65/21 | 0.21523174010640630550910280194921482907 | 0.024441142129587707996907736141908576306
f(z) = -63/250*z^3 + 267/70*z + 1
*
10/21 | 0.21956035839123684543938950633033374913 | 0.024829018079428629988988141268695036314
f(z) = -63/250*z^3 + 277/70*z + 1
*
[ 7/2 ] 
f(z) = -62/245*z^3 + 267/70*z + 1
*
[ -32/15 ] 
f(z) = -75/256*z^3 + 269/96*z + 1
*
[ 3 ] 
f(z) = -73/252*z^3 + 275/84*z + 1
*
[ 3 ] 
f(z) = -71/252*z^3 + 269/84*z + 1
*
[ 16/5 ] 
f(z) = -65/256*z^3 + 263/80*z + 1
*
[ -3/4 ] 
f(z) = -76/243*z^3 + 271/108*z + 1
*
[ -3/4 ] 
f(z) = -68/243*z^3 + 269/108*z + 1
*
[ -16/21 ] 
f(z) = -63/256*z^3 + 275/112*z + 1
*
9/7 | 0.19511449129425665129496890959388419541 | 0.021874179011547665261521811737793992561
f(z) = -70/243*z^3 + 277/126*z + 1
*
[ -4/3 ] 
f(z) = -63/248*z^3 + 273/124*z + 1
*
5/9 | 0.27889867693825519722904901695649679432 | 0.026757939639417661317716904848090607717
f(z) = -63/250*z^3 + 269/126*z + 1
*
[ 9/4 ] 
f(z) = -65/243*z^3 + 275/144*z + 1
*
[ 9/4 ] 
f(z) = -61/243*z^3 + 263/144*z + 1
*
30/11 | 0.33124647499179093103766581262786313526 | 0.029859200673861159659965580311354403906
f(z) = -77/250*z^3 + 263/231*z + 1
*
[ 3/2 ] 
f(z) = -80/249*z^3 + 263/249*z + 1
*
[ 13/8 ] 
f(z) = -64/247*z^3 + 264/247*z + 1
*
[ 35/24 ] 
f(z) = -72/245*z^3 + 263/280*z + 1
*
[ 10 ] 
f(z) = -71/250*z^3 + 293/10*z + 1
*
[ -10 ] 
f(z) = -69/250*z^3 + 287/10*z + 1
*
[ -9/2 ] 
f(z) = -79/243*z^3 + 281/36*z + 1
*
-20/23 | 0.28434764996174058906844328155018354970 | 0.027166968410068223129121320067318283281
f(z) = -69/250*z^3 + 281/46*z + 1
*
4 | 0.18874800779440028507807333940782085844 | 0.026710378551552486356801950414715457202
f(z) = -77/240*z^3 + 293/60*z + 1
*
-4 | 0.18655220062996235032228708322890727587 | 0.026324128584112230630048797787338618547
f(z) = -71/240*z^3 + 299/60*z + 1
*
[ 7/2 ] 
f(z) = -66/245*z^3 + 281/70*z + 1
*
[ 4 ] 
f(z) = -61/240*z^3 + 289/60*z + 1
*
[ 3 ] 
f(z) = -79/252*z^3 + 293/84*z + 1
*
-4 | 0.24526021707351346033757901265028493743 | 0.028968925357184479568169474478685086626
f(z) = -65/256*z^3 + 297/80*z + 1
*
0 | 0.20177990469935992620146876968763563805 | 0.029857514506072516387646873672207891842
f(z) = -61/240*z^3 + 287/80*z + 1
*
[ -3 ] 
f(z) = -61/252*z^3 + 295/84*z + 1
*
[ -8/13 ] 
f(z) = -65/256*z^3 + 283/104*z + 1
*
3/16 | 0.23483353516115010652259277176049474822 | 0.029863167532996130433233216924741712180
f(z) = -64/243*z^3 + 289/108*z + 1
*
[ -5/6 ] 
f(z) = -69/250*z^3 + 287/120*z + 1
*
[ 9/4 ] 
f(z) = -73/243*z^3 + 299/144*z + 1
*
[ 9/4 ] 
f(z) = -71/243*z^3 + 293/144*z + 1
*
[ 9/4 ] 
f(z) = -67/243*z^3 + 281/144*z + 1
*
21/16 | 0.22614834499123669716366103174641453441 | 0.029790239557970423200527413046342465817
f(z) = -64/245*z^3 + 283/140*z + 1
*
16/11 | 0.21023275743990339793868932338230457978 | 0.024811985851667315421988233169649892901
f(z) = -77/256*z^3 + 299/176*z + 1
*
[ 9/5 ] 
f(z) = -64/243*z^3 + 292/225*z + 1
*
[ 9/5 ] 
f(z) = -62/243*z^3 + 286/225*z + 1
*
[ 9/5 ] 
f(z) = -61/243*z^3 + 283/225*z + 1
*
[ 8/5 ] 
f(z) = -75/248*z^3 + 285/248*z + 1
*
[ 5/3 ] 
f(z) = -72/245*z^3 + 298/245*z + 1
*
[ 3/5 ] 
f(z) = -77/270*z^3 - 141/250*z + 1
*
[ 3/5 ] 
f(z) = -71/270*z^3 - 143/250*z + 1
*
[ 5/8 ] 
f(z) = -64/265*z^3 - 134/265*z + 1
*
[ 2/3 ] 
f(z) = -63/262*z^3 - 103/262*z + 1
*
[ 2/3 ] 
f(z) = -63/274*z^3 - 109/274*z + 1
*
[ 2/3 ] 
f(z) = -63/278*z^3 - 111/278*z + 1
*
[ 2/3 ] 
f(z) = -79/264*z^3 - 109/297*z + 1
*
[ 2/3 ] 
f(z) = -73/264*z^3 - 112/297*z + 1
*
[ 2/3 ] 
f(z) = -71/264*z^3 - 113/297*z + 1
*
[ 2/3 ] 
f(z) = -67/264*z^3 - 115/297*z + 1
*
[ 2/3 ] 
f(z) = -65/264*z^3 - 116/297*z + 1
*
[ 2/3 ] 
f(z) = -61/264*z^3 - 118/297*z + 1
*
6/5 | 0.16013179216715666146372125187566333015 | 0.022285757443535786955065748456843664233
f(z) = -65/264*z^3 - 79/165*z + 1
*
[ 2/3 ] 
f(z) = -75/272*z^3 - 77/204*z + 1
*
[ 2/3 ] 
f(z) = -69/272*z^3 - 79/204*z + 1
*
[ 2/3 ] 
f(z) = -63/260*z^3 - 51/130*z + 1
*
[ 2/3 ] 
f(z) = -63/268*z^3 - 53/134*z + 1
*
[ 3/4 ] 
f(z) = -80/267*z^3 - 44/267*z + 1
*
[ 3/4 ] 
f(z) = -80/273*z^3 - 46/273*z + 1
*
[ 3/4 ] 
f(z) = -64/267*z^3 - 53/267*z + 1
*
[ 3/4 ] 
f(z) = -64/273*z^3 - 55/273*z + 1
*
[ 5/8 ] 
f(z) = -64/275*z^3 - 28/55*z + 1
*
[ 2/3 ] 
f(z) = -63/272*z^3 - 27/68*z + 1
*
[ 3/4 ] 
f(z) = -79/270*z^3 - 27/160*z + 1
*
[ 3/4 ] 
f(z) = -73/270*z^3 - 29/160*z + 1
*
[ 3/4 ] 
f(z) = -67/270*z^3 - 31/160*z + 1
*
[ 3/4 ] 
f(z) = -61/270*z^3 - 33/160*z + 1
*
[ 5/6 ] 
f(z) = -72/275*z^3 - 1/55*z + 1
*
[ 4/5 ] 
f(z) = -75/272*z^3 - 5/68*z + 1
*
[ 3/4 ] 
f(z) = -80/261*z^3 - 14/87*z + 1
*
[ 3/4 ] 
f(z) = -80/279*z^3 - 16/93*z + 1
*
[ 3/4 ] 
f(z) = -64/261*z^3 - 17/87*z + 1
*
[ 3/4 ] 
f(z) = -64/279*z^3 - 19/93*z + 1
*
[ 5/6 ] 
f(z) = -63/275*z^3 - 9/220*z + 1
*
[ 4/5 ] 
f(z) = -75/268*z^3 - 19/268*z + 1
*
[ 5/6 ] 
f(z) = -72/265*z^3 - 3/265*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -71/264*z^3 + 19/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -67/264*z^3 + 17/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -65/264*z^3 + 16/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -61/264*z^3 + 14/33*z + 1
*
[ 6/7 ] 
f(z) = -77/270*z^3 + 3/70*z + 1
*
[ 7/8 ] 
f(z) = -64/273*z^3 + 10/273*z + 1
*
[ 3 ] 
f(z) = -79/270*z^3 + 33/10*z + 1
*
[ -3 ] 
f(z) = -77/270*z^3 + 39/10*z + 1
*
[ 3 ] 
f(z) = -73/270*z^3 + 31/10*z + 1
*
[ -3 ] 
f(z) = -71/270*z^3 + 37/10*z + 1
*
[ 3 ] 
f(z) = -67/270*z^3 + 29/10*z + 1
*
[ 3 ] 
f(z) = -61/270*z^3 + 27/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -79/264*z^3 + 23/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -73/264*z^3 + 20/33*z + 1
*
[ 3/2 ] 
f(z) = -77/270*z^3 + 39/40*z + 1
*
[ 3/2 ] 
f(z) = -71/270*z^3 + 37/40*z + 1
*
[ 5/4 ] 
f(z) = -64/275*z^3 + 31/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -73/272*z^3 + 39/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -71/272*z^3 + 37/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -69/272*z^3 + 35/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -67/272*z^3 + 33/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -65/272*z^3 + 31/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -63/272*z^3 + 29/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -61/272*z^3 + 27/68*z + 1
*
-15/11 | 0.23744297019409553216954444862893602139 | 0.029694040807926138748577141751657508108
f(z) = -77/270*z^3 + 29/110*z + 1
*
[ 2 ] 
f(z) = -79/264*z^3 + 56/33*z + 1
*
[ 2 ] 
f(z) = -73/264*z^3 + 53/33*z + 1
*
[ 2 ] 
f(z) = -71/264*z^3 + 52/33*z + 1
*
[ 2 ] 
f(z) = -67/264*z^3 + 50/33*z + 1
*
[ 2 ] 
f(z) = -65/264*z^3 + 49/33*z + 1
*
[ 2 ] 
f(z) = -61/264*z^3 + 47/33*z + 1
*
[ 5/3 ] 
f(z) = -63/275*z^3 + 57/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -79/272*z^3 + 45/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -77/272*z^3 + 43/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -75/272*z^3 + 41/68*z + 1
*
[ 4/3 ] 
f(z) = -63/272*z^3 + 45/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -63/268*z^3 + 59/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -61/260*z^3 + 57/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -61/268*z^3 + 55/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -61/276*z^3 + 53/138*z + 1
*
28/15 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -75/272*z^3 + 43/204*z + 1
*
-6/5 | 0.17774671762753628932375015863791017121 | 0.026511893241790524813252492466677087060
f(z) = -75/272*z^3 + 47/204*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.024328099035529652248987065843316302228
f(z) = -69/272*z^3 + 41/204*z + 1
*
[ 5/3 ] 
f(z) = -72/275*z^3 + 62/55*z + 1
*
[ 3/2 ] 
f(z) = -64/261*z^3 + 77/87*z + 1
*
[ 3/2 ] 
f(z) = -64/279*z^3 + 79/93*z + 1
*
[ 5/4 ] 
f(z) = -72/275*z^3 + 67/110*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -73/268*z^3 + 79/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -73/276*z^3 + 77/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -71/260*z^3 + 77/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -71/268*z^3 + 75/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -71/276*z^3 + 73/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -69/260*z^3 + 73/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -69/268*z^3 + 71/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -67/260*z^3 + 69/130*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -67/276*z^3 + 65/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -65/268*z^3 + 63/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -65/276*z^3 + 61/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -63/260*z^3 + 61/130*z + 1
*
[ -6 ] 
f(z) = -61/270*z^3 + 93/10*z + 1
*
[ -2 ] 
f(z) = -79/264*z^3 + 89/33*z + 1
*
[ 3 ] 
f(z) = -77/270*z^3 + 97/30*z + 1
*
[ -2 ] 
f(z) = -73/264*z^3 + 86/33*z + 1
*
[ -2 ] 
f(z) = -71/264*z^3 + 85/33*z + 1
*
[ 3 ] 
f(z) = -71/270*z^3 + 91/30*z + 1
*
[ -2 ] 
f(z) = -67/264*z^3 + 83/33*z + 1
*
[ -2 ] 
f(z) = -65/264*z^3 + 82/33*z + 1
*
[ -2 ] 
f(z) = -61/264*z^3 + 80/33*z + 1
*
[ -3/2 ] 
f(z) = -79/270*z^3 + 93/40*z + 1
*
[ -3/2 ] 
f(z) = -73/270*z^3 + 91/40*z + 1
*
[ -3/2 ] 
f(z) = -67/270*z^3 + 89/40*z + 1
*
[ -3/2 ] 
f(z) = -61/270*z^3 + 87/40*z + 1
*
[ 2 ] 
f(z) = -65/272*z^3 + 99/68*z + 1
*
[ 2 ] 
f(z) = -63/272*z^3 + 97/68*z + 1
*
[ 2 ] 
f(z) = -61/272*z^3 + 95/68*z + 1
*
[ 3/2 ] 
f(z) = -80/261*z^3 + 89/87*z + 1
*
[ 3/2 ] 
f(z) = -80/279*z^3 + 91/93*z + 1
*
[ 3/2 ] 
f(z) = -76/261*z^3 + 86/87*z + 1
*
[ 3/2 ] 
f(z) = -76/279*z^3 + 88/93*z + 1
*
[ 3/2 ] 
f(z) = -68/261*z^3 + 80/87*z + 1
*
[ 3/2 ] 
f(z) = -68/279*z^3 + 82/93*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -79/260*z^3 + 93/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -79/268*z^3 + 91/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -79/276*z^3 + 89/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -77/260*z^3 + 89/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -77/268*z^3 + 87/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -77/276*z^3 + 85/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -75/268*z^3 + 83/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -73/260*z^3 + 81/130*z + 1
*
[ 6/5 ] 
f(z) = -65/264*z^3 + 86/165*z + 1
*
[ 12/11 ] 
f(z) = -77/270*z^3 + 93/220*z + 1
*
-7/8 | 0.14650215048991225840232422943669913959 | 0.026116924344938555673823316118054531799
f(z) = -64/273*z^3 + 88/273*z + 1
*
[ -6 ] 
f(z) = -79/270*z^3 + 117/10*z + 1
*
[ 6 ] 
f(z) = -77/270*z^3 + 111/10*z + 1
*
[ -6 ] 
f(z) = -73/270*z^3 + 109/10*z + 1
*
[ 6 ] 
f(z) = -71/270*z^3 + 103/10*z + 1
*
[ -6 ] 
f(z) = -67/270*z^3 + 101/10*z + 1
*
[ -3 ] 
f(z) = -79/270*z^3 + 119/30*z + 1
*
[ -3 ] 
f(z) = -73/270*z^3 + 113/30*z + 1
*
[ -3 ] 
f(z) = -67/270*z^3 + 107/30*z + 1
*
[ -3 ] 
f(z) = -61/270*z^3 + 101/30*z + 1
*
30/11 | 0.24934424908197976847439065406879533285 | 0.028946540264698267049335673418196220187
f(z) = -77/270*z^3 + 102/55*z + 1
*
[ 5/2 ] 
f(z) = -68/275*z^3 + 118/55*z + 1
*
[ 5/2 ] 
f(z) = -64/275*z^3 + 113/55*z + 1
*
[ -5/4 ] 
f(z) = -64/275*z^3 + 119/55*z + 1
*
[ 2 ] 
f(z) = -79/272*z^3 + 113/68*z + 1
*
[ 2 ] 
f(z) = -77/272*z^3 + 111/68*z + 1
*
[ 2 ] 
f(z) = -75/272*z^3 + 109/68*z + 1
*
[ 2 ] 
f(z) = -73/272*z^3 + 107/68*z + 1
*
[ 2 ] 
f(z) = -71/272*z^3 + 105/68*z + 1
*
[ 2 ] 
f(z) = -69/272*z^3 + 103/68*z + 1
*
[ 2 ] 
f(z) = -67/272*z^3 + 101/68*z + 1
*
-6/11 | 0.23081976890835849359094050075557722452 | 0.028865759351132455769324437460594235103
f(z) = -77/270*z^3 + 101/110*z + 1
*
[ 3/2 ] 
f(z) = -79/270*z^3 + 119/120*z + 1
*
[ 3/2 ] 
f(z) = -73/270*z^3 + 113/120*z + 1
*
[ 3/2 ] 
f(z) = -67/270*z^3 + 107/120*z + 1
*
[ 3/2 ] 
f(z) = -61/270*z^3 + 101/120*z + 1
*
[ 6/5 ] 
f(z) = -75/272*z^3 + 115/204*z + 1
*
[ 9/8 ] 
f(z) = -64/261*z^3 + 110/261*z + 1
*
[ 9/8 ] 
f(z) = -64/279*z^3 + 112/279*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -63/274*z^3 + 115/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -63/278*z^3 + 113/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -61/262*z^3 + 113/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -61/266*z^3 + 111/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -61/270*z^3 + 109/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -61/274*z^3 + 107/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -61/278*z^3 + 105/278*z + 1
*
[ 5/2 ] 
f(z) = -76/275*z^3 + 128/55*z + 1
*
[ 5/2 ] 
f(z) = -72/275*z^3 + 123/55*z + 1
*
[ -5/3 ] 
f(z) = -72/275*z^3 + 128/55*z + 1
*
[ -5/6 ] 
f(z) = -72/275*z^3 + 131/55*z + 1
*
[ -5/3 ] 
f(z) = -63/275*z^3 + 123/55*z + 1
*
[ 15/7 ] 
f(z) = -77/270*z^3 + 129/70*z + 1
*
-2/3 | 0.15803462078827167095068720636236910252 | 0.023571726391173764305100951892477028302
f(z) = -75/272*z^3 + 127/204*z + 1
*
-2/3 | 0.15740204561516388763124561721341895446 | 0.023477374350918464497285940249946923401
f(z) = -69/272*z^3 + 125/204*z + 1
*
[ 5/4 ] 
f(z) = -76/275*z^3 + 139/220*z + 1
*
[ 5/4 ] 
f(z) = -68/275*z^3 + 129/220*z + 1
*
[ 6/5 ] 
f(z) = -73/270*z^3 + 139/250*z + 1
*
[ 6/5 ] 
f(z) = -67/270*z^3 + 131/250*z + 1
*
[ 6/5 ] 
f(z) = -61/270*z^3 + 123/250*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -69/274*z^3 + 139/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -69/278*z^3 + 137/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -67/262*z^3 + 137/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -67/266*z^3 + 135/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -67/270*z^3 + 133/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -67/274*z^3 + 131/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -67/278*z^3 + 129/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -65/262*z^3 + 129/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -65/266*z^3 + 127/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -65/274*z^3 + 123/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -65/278*z^3 + 121/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -63/262*z^3 + 121/262*z + 1
*
[ -5/8 ] 
f(z) = -64/275*z^3 + 148/55*z + 1
*
[ -5/2 ] 
f(z) = -64/275*z^3 + 157/55*z + 1
*
24/7 | 0.13791221093355313297377651760103732293 | 0.016563495014878293559657069172699425710
f(z) = -77/270*z^3 + 153/70*z + 1
*
[ -4/3 ] 
f(z) = -63/272*z^3 + 147/68*z + 1
*
[ 8/5 ] 
f(z) = -75/272*z^3 + 147/136*z + 1
*
[ 3/2 ] 
f(z) = -62/261*z^3 + 151/174*z + 1
*
[ 4/3 ] 
f(z) = -75/272*z^3 + 151/204*z + 1
*
[ 4/3 ] 
f(z) = -69/272*z^3 + 143/204*z + 1
*
[ 6/5 ] 
f(z) = -79/270*z^3 + 147/250*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -73/266*z^3 + 159/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -73/270*z^3 + 157/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -73/274*z^3 + 155/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -73/278*z^3 + 153/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -71/262*z^3 + 153/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -71/266*z^3 + 151/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -71/270*z^3 + 149/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -71/274*z^3 + 147/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -71/278*z^3 + 145/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -69/262*z^3 + 145/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -69/266*z^3 + 143/266*z + 1
*
[ 5/4 ] 
f(z) = -64/265*z^3 + 153/265*z + 1
*
-12/7 | 0.26170066486212399317041262011567873316 | 0.029303729784853628544753236467837253274
f(z) = -77/270*z^3 + 153/280*z + 1
*
[ -5/2 ] 
f(z) = -76/275*z^3 + 172/55*z + 1
*
[ -5/2 ] 
f(z) = -72/275*z^3 + 167/55*z + 1
*
[ -5/2 ] 
f(z) = -68/275*z^3 + 162/55*z + 1
*
-3/7 | 0.22908087712723145664207814223566279928 | 0.027226703969067764770605081156354258216
f(z) = -77/270*z^3 + 167/70*z + 1
*
[ -2 ] 
f(z) = -77/272*z^3 + 179/68*z + 1
*
[ -4/5 ] 
f(z) = -75/272*z^3 + 165/68*z + 1
*
[ -2 ] 
f(z) = -75/272*z^3 + 177/68*z + 1
*
[ -2 ] 
f(z) = -73/272*z^3 + 175/68*z + 1
*
[ -2 ] 
f(z) = -71/272*z^3 + 173/68*z + 1
*
[ -2 ] 
f(z) = -69/272*z^3 + 171/68*z + 1
*
[ -2 ] 
f(z) = -67/272*z^3 + 169/68*z + 1
*
[ -2 ] 
f(z) = -65/272*z^3 + 167/68*z + 1
*
[ -2 ] 
f(z) = -63/272*z^3 + 165/68*z + 1
*
[ -2/3 ] 
f(z) = -63/272*z^3 + 177/68*z + 1
*
[ -2 ] 
f(z) = -61/272*z^3 + 163/68*z + 1
*
[ 3/2 ] 
f(z) = -74/261*z^3 + 169/174*z + 1
*
[ 3/2 ] 
f(z) = -70/261*z^3 + 163/174*z + 1
*
[ 3/2 ] 
f(z) = -74/279*z^3 + 173/186*z + 1
*
[ 3/2 ] 
f(z) = -70/279*z^3 + 167/186*z + 1
*
-34/15 | 0.15740177495287733862493312041790826388 | 0.023477333980160898088588081341261286371
f(z) = -75/272*z^3 + 175/204*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -79/274*z^3 + 179/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -79/278*z^3 + 177/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -77/262*z^3 + 177/262*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -77/270*z^3 + 173/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -77/274*z^3 + 171/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -77/278*z^3 + 169/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -75/262*z^3 + 169/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -75/266*z^3 + 167/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -75/274*z^3 + 163/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -75/278*z^3 + 161/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -73/262*z^3 + 161/262*z + 1
*
[ 4/3 ] 
f(z) = -63/260*z^3 + 177/260*z + 1
*
[ 4/3 ] 
f(z) = -63/268*z^3 + 179/268*z + 1
*
[ -2 ] 
f(z) = -79/272*z^3 + 181/68*z + 1
*
[ -3/2 ] 
f(z) = -68/261*z^3 + 196/87*z + 1
*
[ -3/2 ] 
f(z) = -64/261*z^3 + 193/87*z + 1
*
[ 2 ] 
f(z) = -67/260*z^3 + 199/130*z + 1
*
[ 2 ] 
f(z) = -65/268*z^3 + 197/134*z + 1
*
[ 2 ] 
f(z) = -65/276*z^3 + 199/138*z + 1
*
[ 2 ] 
f(z) = -63/260*z^3 + 191/130*z + 1
*
[ 2 ] 
f(z) = -63/268*z^3 + 193/134*z + 1
*
[ 2 ] 
f(z) = -61/260*z^3 + 187/130*z + 1
*
[ 2 ] 
f(z) = -61/268*z^3 + 189/134*z + 1
*
[ 2 ] 
f(z) = -61/276*z^3 + 191/138*z + 1
*
[ 5/3 ] 
f(z) = -78/275*z^3 + 196/165*z + 1
*
[ 5/3 ] 
f(z) = -69/275*z^3 + 181/165*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -79/262*z^3 + 185/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -79/266*z^3 + 183/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -79/270*z^3 + 181/270*z + 1
*
[ 11/8 ] 
f(z) = -64/275*z^3 + 196/275*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.023263018881673110860522013699859788889
f(z) = -67/272*z^3 + 217/68*z + 1
*
-4 | 0.16310631610413435451121917531949901599 | 0.024382075747887490228078451385566691486
f(z) = -63/272*z^3 + 201/68*z + 1
*
[ -3/2 ] 
f(z) = -80/261*z^3 + 205/87*z + 1
*
[ -3/4 ] 
f(z) = -80/261*z^3 + 218/87*z + 1
*
[ -3/2 ] 
f(z) = -80/279*z^3 + 215/93*z + 1
*
[ -3/2 ] 
f(z) = -76/261*z^3 + 202/87*z + 1
*
[ -3/2 ] 
f(z) = -76/279*z^3 + 212/93*z + 1
*
[ -3/2 ] 
f(z) = -68/279*z^3 + 206/93*z + 1
*
[ -3/4 ] 
f(z) = -64/261*z^3 + 215/87*z + 1
*
[ -3/2 ] 
f(z) = -64/279*z^3 + 203/93*z + 1
*
-6/11 | 0.23081911676900477422669365375645459550 | 0.026691403522311291707412692909175425716
f(z) = -77/270*z^3 + 211/110*z + 1
*
[ 2 ] 
f(z) = -77/260*z^3 + 219/130*z + 1
*
[ 2 ] 
f(z) = -75/268*z^3 + 217/134*z + 1
*
[ 2 ] 
f(z) = -73/260*z^3 + 211/130*z + 1
*
[ 2 ] 
f(z) = -73/268*z^3 + 213/134*z + 1
*
[ 2 ] 
f(z) = -73/276*z^3 + 215/138*z + 1
*
[ 2 ] 
f(z) = -71/260*z^3 + 207/130*z + 1
*
[ 2 ] 
f(z) = -71/268*z^3 + 209/134*z + 1
*
[ 2 ] 
f(z) = -71/276*z^3 + 211/138*z + 1
*
[ 2 ] 
f(z) = -69/260*z^3 + 203/130*z + 1
*
[ 2 ] 
f(z) = -69/268*z^3 + 205/134*z + 1
*
[ 2 ] 
f(z) = -67/276*z^3 + 203/138*z + 1
*
[ 15/8 ] 
f(z) = -64/275*z^3 + 212/165*z + 1
*
[ -3/7 ] 
f(z) = -77/270*z^3 + 237/70*z + 1
*
-4 | 0.17822578739256138822997091266448901987 | 0.026066566046011166182221315350043232182
f(z) = -71/272*z^3 + 233/68*z + 1
*
[ -3/4 ] 
f(z) = -80/279*z^3 + 232/93*z + 1
*
[ -3/4 ] 
f(z) = -64/279*z^3 + 229/93*z + 1
*
[ 5/2 ] 
f(z) = -62/275*z^3 + 221/110*z + 1
*
[ 2 ] 
f(z) = -79/260*z^3 + 223/130*z + 1
*
[ 2 ] 
f(z) = -79/268*z^3 + 225/134*z + 1
*
[ 2 ] 
f(z) = -79/276*z^3 + 227/138*z + 1
*
[ 2 ] 
f(z) = -77/268*z^3 + 221/134*z + 1
*
[ 2 ] 
f(z) = -77/276*z^3 + 223/138*z + 1
*
[ 7/5 ] 
f(z) = -75/266*z^3 + 223/266*z + 1
*
[ 3/2 ] 
f(z) = -64/267*z^3 + 233/267*z + 1
*
[ 3/2 ] 
f(z) = -64/273*z^3 + 235/273*z + 1
*
[ -2/5 ] 
f(z) = -75/272*z^3 + 241/68*z + 1
*
-4 | 0.17234396187341998789887098447074233120 | 0.024963828402622847916371574085246224511
f(z) = -75/272*z^3 + 249/68*z + 1
*
[ 3 ] 
f(z) = -67/261*z^3 + 259/87*z + 1
*
[ 3 ] 
f(z) = -65/261*z^3 + 253/87*z + 1
*
[ 3 ] 
f(z) = -65/279*z^3 + 257/93*z + 1
*
[ 3 ] 
f(z) = -64/261*z^3 + 250/87*z + 1
*
[ 3 ] 
f(z) = -64/279*z^3 + 254/93*z + 1
*
[ 3 ] 
f(z) = -62/261*z^3 + 244/87*z + 1
*
[ 3 ] 
f(z) = -61/261*z^3 + 241/87*z + 1
*
[ 3 ] 
f(z) = -61/279*z^3 + 245/93*z + 1
*
[ -15/11 ] 
f(z) = -77/270*z^3 + 249/110*z + 1
*
[ 5/2 ] 
f(z) = -74/275*z^3 + 251/110*z + 1
*
[ -5/4 ] 
f(z) = -72/275*z^3 + 243/110*z + 1
*
-2/5 | 0.18166041628715510611670799120295642209 | 0.023850041126285818207274599653200981227
f(z) = -65/264*z^3 + 254/165*z + 1
*
[ 3/2 ] 
f(z) = -68/267*z^3 + 242/267*z + 1
*
[ 3/2 ] 
f(z) = -68/273*z^3 + 244/273*z + 1
*
[ 6 ] 
f(z) = -61/270*z^3 + 269/30*z + 1
*
-4 | 0.17692352821143880284583509851554060263 | 0.025398064011738370735361258963910438072
f(z) = -79/272*z^3 + 265/68*z + 1
*
[ 3 ] 
f(z) = -73/261*z^3 + 277/87*z + 1
*
[ 3 ] 
f(z) = -71/261*z^3 + 271/87*z + 1
*
[ 3 ] 
f(z) = -71/279*z^3 + 275/93*z + 1
*
[ 3 ] 
f(z) = -70/261*z^3 + 268/87*z + 1
*
[ 3 ] 
f(z) = -70/279*z^3 + 272/93*z + 1
*
[ 3 ] 
f(z) = -68/261*z^3 + 262/87*z + 1
*
[ 3 ] 
f(z) = -68/279*z^3 + 266/93*z + 1
*
[ 3 ] 
f(z) = -67/279*z^3 + 263/93*z + 1
*
[ 5/2 ] 
f(z) = -78/275*z^3 + 261/110*z + 1
*
[ -3/2 ] 
f(z) = -77/270*z^3 + 277/120*z + 1
*
[ -3/2 ] 
f(z) = -71/270*z^3 + 271/120*z + 1
*
[ 3/2 ] 
f(z) = -80/267*z^3 + 269/267*z + 1
*
[ 3/2 ] 
f(z) = -80/273*z^3 + 271/273*z + 1
*
[ 3/2 ] 
f(z) = -76/267*z^3 + 260/267*z + 1
*
[ 3/2 ] 
f(z) = -76/273*z^3 + 262/273*z + 1
*
[ 13/8 ] 
f(z) = -64/273*z^3 + 274/273*z + 1
*
[ 5/3 ] 
f(z) = -63/260*z^3 + 279/260*z + 1
*
[ 6 ] 
f(z) = -67/270*z^3 + 293/30*z + 1
*
[ 4 ] 
f(z) = -61/272*z^3 + 295/68*z + 1
*
[ 3 ] 
f(z) = -80/261*z^3 + 298/87*z + 1
*
[ 3 ] 
f(z) = -79/261*z^3 + 295/87*z + 1
*
[ 3 ] 
f(z) = -79/279*z^3 + 299/93*z + 1
*
[ 3 ] 
f(z) = -77/261*z^3 + 289/87*z + 1
*
[ 3 ] 
f(z) = -77/279*z^3 + 293/93*z + 1
*
[ 3 ] 
f(z) = -76/261*z^3 + 286/87*z + 1
*
[ 3 ] 
f(z) = -76/279*z^3 + 290/93*z + 1
*
[ 3 ] 
f(z) = -74/261*z^3 + 280/87*z + 1
*
[ 3 ] 
f(z) = -74/279*z^3 + 284/93*z + 1
*
[ 3 ] 
f(z) = -73/279*z^3 + 281/93*z + 1
*
[ -3 ] 
f(z) = -61/261*z^3 + 299/87*z + 1
*
-15/7 | 0.22244927319990177815966468003689570085 | 0.028288293273800232763163682100130353890
f(z) = -77/270*z^3 + 289/210*z + 1
*
[ 5/3 ] 
f(z) = -63/265*z^3 + 281/265*z + 1
*
[ 6/11 ] 
f(z) = -77/288*z^3 - 199/264*z + 1
*
[ 4/7 ] 
f(z) = -77/288*z^3 - 167/252*z + 1
*
[ 3/5 ] 
f(z) = -67/297*z^3 - 161/275*z + 1
*
[ 3/5 ] 
f(z) = -64/297*z^3 - 162/275*z + 1
*
[ 3/5 ] 
f(z) = -61/297*z^3 - 163/275*z + 1
*
[ 3/5 ] 
f(z) = -79/297*z^3 - 157/275*z + 1
*
[ 3/5 ] 
f(z) = -76/297*z^3 - 158/275*z + 1
*
[ 3/5 ] 
f(z) = -73/297*z^3 - 159/275*z + 1
*
[ 5/8 ] 
f(z) = -64/285*z^3 - 146/285*z + 1
*
[ 5/8 ] 
f(z) = -64/295*z^3 - 152/295*z + 1
*
[ 17/30 ] 
f(z) = -75/289*z^3 - 139/204*z + 1
*
[ 2/3 ] 
f(z) = -63/298*z^3 - 121/298*z + 1
*
[ 2/3 ] 
f(z) = -63/286*z^3 - 115/286*z + 1
*
[ 2/3 ] 
f(z) = -63/290*z^3 - 117/290*z + 1
*
[ 3/5 ] 
f(z) = -80/297*z^3 - 94/165*z + 1
*
[ 3/5 ] 
f(z) = -65/297*z^3 - 97/165*z + 1
*
[ 3/4 ] 
f(z) = -64/291*z^3 - 61/291*z + 1
*
6/5 | 0.23056073410193166795358434807936627956 | 0.028833365087758712479650195441771555811
f(z) = -80/297*z^3 - 49/110*z + 1
*
[ 2/3 ] 
f(z) = -75/296*z^3 - 43/111*z + 1
*
[ 2/3 ] 
f(z) = -69/280*z^3 - 41/105*z + 1
*
[ 2/3 ] 
f(z) = -69/296*z^3 - 44/111*z + 1
*
6/5 | 0.23351079051006854594344269775832450848 | 0.029202291972801017178494551015223632945
f(z) = -65/297*z^3 - 57/110*z + 1
*
[ 17/24 ] 
f(z) = -64/289*z^3 - 46/153*z + 1
*
[ 2/3 ] 
f(z) = -63/284*z^3 - 57/142*z + 1
*
[ 2/3 ] 
f(z) = -63/292*z^3 - 59/146*z + 1
*
7/5 | 0.21731713928130076338587660445309211467 | 0.029797972365270805088620884836592325714
f(z) = -65/294*z^3 - 59/210*z + 1
*
[ 3/4 ] 
f(z) = -70/297*z^3 - 53/264*z + 1
*
[ 3/4 ] 
f(z) = -80/291*z^3 - 52/291*z + 1
*
[ 3/4 ] 
f(z) = -64/285*z^3 - 59/285*z + 1
*
[ 3/5 ] 
f(z) = -70/297*z^3 - 32/55*z + 1
*
[ 3/4 ] 
f(z) = -76/297*z^3 - 25/132*z + 1
*
[ 17/24 ] 
f(z) = -72/289*z^3 - 39/136*z + 1
*
[ 3/4 ] 
f(z) = -71/297*z^3 - 35/176*z + 1
*
[ 3/4 ] 
f(z) = -65/297*z^3 - 37/176*z + 1
*
[ 4/5 ] 
f(z) = -75/284*z^3 - 23/284*z + 1
*
[ 4/5 ] 
f(z) = -75/292*z^3 - 25/292*z + 1
*
[ 3/4 ] 
f(z) = -80/297*z^3 - 2/11*z + 1
*
[ 3/4 ] 
f(z) = -64/297*z^3 - 7/33*z + 1
*
[ 2/3 ] 
f(z) = -63/296*z^3 - 15/37*z + 1
*
[ 3/4 ] 
f(z) = -68/297*z^3 - 9/44*z + 1
*
[ 3/4 ] 
f(z) = -74/297*z^3 - 17/88*z + 1
*
[ 3/4 ] 
f(z) = -62/297*z^3 - 19/88*z + 1
*
[ 17/21 ] 
f(z) = -63/289*z^3 - 11/119*z + 1
*
[ 4/5 ] 
f(z) = -75/296*z^3 - 13/148*z + 1
*
[ 4/5 ] 
f(z) = -65/288*z^3 - 19/180*z + 1
*
[ 33/40 ] 
f(z) = -64/297*z^3 - 18/275*z + 1
*
[ 5/6 ] 
f(z) = -72/295*z^3 - 9/295*z + 1
*
[ 3/2 ] 
f(z) = -76/297*z^3 + 10/11*z + 1
*
[ 3/2 ] 
f(z) = -64/297*z^3 + 9/11*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -75/296*z^3 + 19/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -73/280*z^3 + 19/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -73/296*z^3 + 18/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -71/280*z^3 + 18/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -71/296*z^3 + 17/37*z + 1
*
[ 3/2 ] 
f(z) = -70/297*z^3 + 19/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -69/280*z^3 + 17/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -69/296*z^3 + 16/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -67/280*z^3 + 16/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -67/296*z^3 + 15/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -65/296*z^3 + 14/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -63/296*z^3 + 13/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -61/280*z^3 + 13/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -61/296*z^3 + 12/37*z + 1
*
33/16 | 0.13321874193948224756522731219904256437 | 0.018816136061205251166327603479750652556
f(z) = -64/297*z^3 + 15/44*z + 1
*
[ 17/20 ] 
f(z) = -80/289*z^3 + 2/85*z + 1
*
[ 6/7 ] 
f(z) = -70/297*z^3 + 1/154*z + 1
*
[ 12/13 ] 
f(z) = -65/288*z^3 + 17/156*z + 1
*
[ 6/7 ] 
f(z) = -77/288*z^3 + 5/168*z + 1
*
[ 17/20 ] 
f(z) = -75/289*z^3 + 3/272*z + 1
*
[ 7/8 ] 
f(z) = -64/287*z^3 + 8/287*z + 1
*
[ -3/2 ] 
f(z) = -80/297*z^3 + 25/11*z + 1
*
[ 3 ] 
f(z) = -80/297*z^3 + 34/11*z + 1
*
[ 3 ] 
f(z) = -74/297*z^3 + 32/11*z + 1
*
[ -3 ] 
f(z) = -73/297*z^3 + 39/11*z + 1
*
[ 3 ] 
f(z) = -71/297*z^3 + 31/11*z + 1
*
[ -3 ] 
f(z) = -70/297*z^3 + 38/11*z + 1
*
[ -3/2 ] 
f(z) = -68/297*z^3 + 24/11*z + 1
*
[ 3 ] 
f(z) = -68/297*z^3 + 30/11*z + 1
*
[ -3 ] 
f(z) = -67/297*z^3 + 37/11*z + 1
*
[ 3 ] 
f(z) = -65/297*z^3 + 29/11*z + 1
*
[ 17/8 ] 
f(z) = -64/289*z^3 + 26/17*z + 1
*
[ -3/4 ] 
f(z) = -64/297*z^3 + 27/11*z + 1
*
[ -3 ] 
f(z) = -64/297*z^3 + 36/11*z + 1
*
[ 3 ] 
f(z) = -62/297*z^3 + 28/11*z + 1
*
[ -3 ] 
f(z) = -61/297*z^3 + 35/11*z + 1
*
[ 3/2 ] 
f(z) = -80/297*z^3 + 31/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -79/280*z^3 + 22/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -79/296*z^3 + 21/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -77/296*z^3 + 20/37*z + 1
*
[ 17/12 ] 
f(z) = -72/289*z^3 + 27/34*z + 1
*
[ 3/2 ] 
f(z) = -68/297*z^3 + 28/33*z + 1
*
[ 17/15 ] 
f(z) = -75/289*z^3 + 23/51*z + 1
*
[ 3/2 ] 
f(z) = -73/297*z^3 + 39/44*z + 1
*
[ 3/2 ] 
f(z) = -67/297*z^3 + 37/44*z + 1
*
[ 3/2 ] 
f(z) = -61/297*z^3 + 35/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -73/288*z^3 + 37/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -71/288*z^3 + 35/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -67/288*z^3 + 31/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -65/288*z^3 + 29/72*z + 1
*
[ 17/16 ] 
f(z) = -64/289*z^3 + 21/68*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -61/288*z^3 + 25/72*z + 1
*
[ 9/8 ] 
f(z) = -64/297*z^3 + 38/99*z + 1
*
[ 17/18 ] 
f(z) = -72/289*z^3 + 25/153*z + 1
*
-7/5 | 0.21658188016668370068583412391073043293 | 0.029697155509080217860273216502790782668
f(z) = -65/294*z^3 + 31/210*z + 1
*
21/10 | 0.22263195929693226837638060848938632212 | 0.025620906966411260952024326971265567401
f(z) = -80/297*z^3 + 23/220*z + 1
*
[ 15/16 ] 
f(z) = -64/297*z^3 + 27/220*z + 1
*
[ -3 ] 
f(z) = -79/297*z^3 + 41/11*z + 1
*
[ -3 ] 
f(z) = -76/297*z^3 + 40/11*z + 1
*
[ 17/6 ] 
f(z) = -72/289*z^3 + 45/17*z + 1
*
[ -17/6 ] 
f(z) = -72/289*z^3 + 57/17*z + 1
*
[ -17/8 ] 
f(z) = -64/289*z^3 + 42/17*z + 1
*
[ -33/8 ] 
f(z) = -64/297*z^3 + 54/11*z + 1
*
[ 2 ] 
f(z) = -79/280*z^3 + 57/35*z + 1
*
[ 2 ] 
f(z) = -79/296*z^3 + 58/37*z + 1
*
[ 2 ] 
f(z) = -77/296*z^3 + 57/37*z + 1
*
[ 2 ] 
f(z) = -75/296*z^3 + 56/37*z + 1
*
[ -3/2 ] 
f(z) = -74/297*z^3 + 49/22*z + 1
*
[ 2 ] 
f(z) = -73/280*z^3 + 54/35*z + 1
*
[ 2 ] 
f(z) = -73/296*z^3 + 55/37*z + 1
*
[ 2 ] 
f(z) = -71/280*z^3 + 53/35*z + 1
*
[ 2 ] 
f(z) = -71/296*z^3 + 54/37*z + 1
*
[ 2 ] 
f(z) = -69/280*z^3 + 52/35*z + 1
*
[ 2 ] 
f(z) = -69/296*z^3 + 53/37*z + 1
*
[ 2 ] 
f(z) = -67/280*z^3 + 51/35*z + 1
*
[ 2 ] 
f(z) = -67/296*z^3 + 52/37*z + 1
*
[ 2 ] 
f(z) = -65/296*z^3 + 51/37*z + 1
*
[ 2 ] 
f(z) = -63/296*z^3 + 50/37*z + 1
*
[ -3/2 ] 
f(z) = -62/297*z^3 + 47/22*z + 1
*
[ 2 ] 
f(z) = -61/280*z^3 + 48/35*z + 1
*
[ 2 ] 
f(z) = -61/296*z^3 + 49/37*z + 1
*
[ 3/2 ] 
f(z) = -79/297*z^3 + 41/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -79/288*z^3 + 43/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -77/288*z^3 + 41/72*z + 1
*
[ 3/2 ] 
f(z) = -74/297*z^3 + 59/66*z + 1
*
[ 3/2 ] 
f(z) = -62/297*z^3 + 53/66*z + 1
*
[ 6/5 ] 
f(z) = -75/296*z^3 + 59/111*z + 1
*
[ 6/5 ] 
f(z) = -65/297*z^3 + 53/110*z + 1
*
[ 12/11 ] 
f(z) = -77/288*z^3 + 53/132*z + 1
*
[ 6/5 ] 
f(z) = -65/288*z^3 + 59/120*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -65/284*z^3 + 59/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -65/292*z^3 + 57/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -63/284*z^3 + 55/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -63/292*z^3 + 53/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -61/284*z^3 + 51/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -61/292*z^3 + 49/146*z + 1
*
[ 17/5 ] 
f(z) = -75/289*z^3 + 63/17*z + 1
*
[ -17/5 ] 
f(z) = -75/289*z^3 + 73/17*z + 1
*
[ -3/2 ] 
f(z) = -76/297*z^3 + 74/33*z + 1
*
[ -17/12 ] 
f(z) = -72/289*z^3 + 75/34*z + 1
*
15/4 | 0.11244452027574294258639772967431762447 | 0.015115600171223137326869458809736846665
f(z) = -64/297*z^3 + 63/22*z + 1
*
[ -3/2 ] 
f(z) = -64/297*z^3 + 71/33*z + 1
*
[ 33/20 ] 
f(z) = -80/297*z^3 + 62/55*z + 1
*
[ 33/16 ] 
f(z) = -64/297*z^3 + 63/44*z + 1
*
-21/16 | 0.13892235272711180726815116652555596122 | 0.018247264250565838768146613224156080511
f(z) = -64/297*z^3 + 75/44*z + 1
*
[ 17/10 ] 
f(z) = -75/289*z^3 + 79/68*z + 1
*
[ 6/5 ] 
f(z) = -80/297*z^3 + 61/110*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -75/284*z^3 + 79/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -75/292*z^3 + 77/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -73/284*z^3 + 75/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -71/292*z^3 + 69/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -69/284*z^3 + 67/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -69/292*z^3 + 65/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -67/284*z^3 + 63/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -67/292*z^3 + 61/146*z + 1
*
-6/7 | 0.17949683670365210436738662408781410317 | 0.023590470314348172769044292983522755321
f(z) = -77/288*z^3 + 61/168*z + 1
*
-4/5 | 0.19702587001847562201693840719790834682 | 0.027092282268222547430275498812651875297
f(z) = -65/288*z^3 + 71/180*z + 1
*
[ 17/4 ] 
f(z) = -80/289*z^3 + 98/17*z + 1
*
[ 17/4 ] 
f(z) = -64/289*z^3 + 81/17*z + 1
*
[ -17/4 ] 
f(z) = -64/289*z^3 + 89/17*z + 1
*
[ -3/4 ] 
f(z) = -80/297*z^3 + 82/33*z + 1
*
[ -2 ] 
f(z) = -79/280*z^3 + 92/35*z + 1
*
[ -2 ] 
f(z) = -79/296*z^3 + 95/37*z + 1
*
[ -2 ] 
f(z) = -77/296*z^3 + 94/37*z + 1
*
[ 3 ] 
f(z) = -76/297*z^3 + 98/33*z + 1
*
[ -2 ] 
f(z) = -75/296*z^3 + 93/37*z + 1
*
[ -2 ] 
f(z) = -73/280*z^3 + 89/35*z + 1
*
[ -2 ] 
f(z) = -73/296*z^3 + 92/37*z + 1
*
[ 3 ] 
f(z) = -73/297*z^3 + 95/33*z + 1
*
[ -2 ] 
f(z) = -71/280*z^3 + 88/35*z + 1
*
[ -2 ] 
f(z) = -71/296*z^3 + 91/37*z + 1
*
[ 3 ] 
f(z) = -70/297*z^3 + 92/33*z + 1
*
[ -2 ] 
f(z) = -69/280*z^3 + 87/35*z + 1
*
[ -2 ] 
f(z) = -69/296*z^3 + 90/37*z + 1
*
[ -2 ] 
f(z) = -67/280*z^3 + 86/35*z + 1
*
[ -2 ] 
f(z) = -67/296*z^3 + 89/37*z + 1
*
[ 3 ] 
f(z) = -67/297*z^3 + 89/33*z + 1
*
[ -2 ] 
f(z) = -65/296*z^3 + 88/37*z + 1
*
15/8 | 0.13933839983054718466319175011727792524 | 0.021178458663531764404202723365167924016
f(z) = -64/297*z^3 + 80/33*z + 1
*
[ 3 ] 
f(z) = -64/297*z^3 + 86/33*z + 1
*
-3/8 | 0.19790387078294649513415780848687236621 | 0.029600356984648941695400683776870468571
f(z) = -64/297*z^3 + 89/33*z + 1
*
[ -2 ] 
f(z) = -63/296*z^3 + 87/37*z + 1
*
[ -2/3 ] 
f(z) = -63/296*z^3 + 96/37*z + 1
*
[ -2 ] 
f(z) = -61/280*z^3 + 83/35*z + 1
*
-4 | 0.19690327147796895957805376908640988608 | 0.029683976950371479657842883714900108077
f(z) = -61/288*z^3 + 95/36*z + 1
*
[ -2 ] 
f(z) = -61/296*z^3 + 86/37*z + 1
*
[ 3 ] 
f(z) = -61/297*z^3 + 83/33*z + 1
*
[ -3/2 ] 
f(z) = -71/297*z^3 + 97/44*z + 1
*
[ -3/2 ] 
f(z) = -65/297*z^3 + 95/44*z + 1
*
15/4 | 0.19843920842230448707530580897057249554 | 0.025348511416353706301107155915762663048
f(z) = -64/297*z^3 + 93/44*z + 1
*
[ 2 ] 
f(z) = -61/288*z^3 + 97/72*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -79/284*z^3 + 87/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -79/292*z^3 + 85/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -77/284*z^3 + 83/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -77/292*z^3 + 81/146*z + 1
*
[ 4/3 ] 
f(z) = -63/296*z^3 + 93/148*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -61/290*z^3 + 99/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -61/294*z^3 + 97/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -61/298*z^3 + 95/298*z + 1
*
[ -17/4 ] 
f(z) = -80/289*z^3 + 106/17*z + 1
*
[ 3 ] 
f(z) = -79/297*z^3 + 101/33*z + 1
*
[ -3 ] 
f(z) = -74/297*z^3 + 118/33*z + 1
*
-4 | 0.19715060900379363463145425789404060682 | 0.028745168705656353652945235189257848385
f(z) = -73/288*z^3 + 119/36*z + 1
*
-4 | 0.19694577538488211594325580274386029328 | 0.028859172270916796065444797815749564336
f(z) = -71/288*z^3 + 115/36*z + 1
*
[ -3 ] 
f(z) = -71/297*z^3 + 115/33*z + 1
*
[ -3 ] 
f(z) = -68/297*z^3 + 112/33*z + 1
*
-4 | 0.19690321814281382500622351927432762836 | 0.029161038757948053780527881300108208026
f(z) = -67/288*z^3 + 107/36*z + 1
*
-4 | 0.19690321814281382500622351927432762836 | 0.029326514312627788517102589335245319479
f(z) = -65/288*z^3 + 103/36*z + 1
*
[ -3 ] 
f(z) = -65/297*z^3 + 109/33*z + 1
*
[ -3 ] 
f(z) = -62/297*z^3 + 106/33*z + 1
*
[ -3/4 ] 
f(z) = -76/297*z^3 + 109/44*z + 1
*
[ -17/15 ] 
f(z) = -75/289*z^3 + 113/51*z + 1
*
33/16 | 0.22750882040484369366588537381802045510 | 0.028687589837411342698556171122959567803
f(z) = -64/297*z^3 + 103/44*z + 1
*
-21/16 | 0.22750923501373642530381962343284507213 | 0.028174656579818406634780581087582549284
f(z) = -64/297*z^3 + 119/44*z + 1
*
[ 2 ] 
f(z) = -79/288*z^3 + 115/72*z + 1
*
[ 2 ] 
f(z) = -77/288*z^3 + 113/72*z + 1
*
[ 2 ] 
f(z) = -73/288*z^3 + 109/72*z + 1
*
[ 2 ] 
f(z) = -71/288*z^3 + 107/72*z + 1
*
-3/7 | 0.22407136213253719196095675403225993610 | 0.028152229330324711966105582442082061253
f(z) = -70/297*z^3 + 106/77*z + 1
*
[ 2 ] 
f(z) = -67/288*z^3 + 103/72*z + 1
*
[ 2 ] 
f(z) = -65/288*z^3 + 101/72*z + 1
*
[ 12/5 ] 
f(z) = -65/288*z^3 + 113/60*z + 1
*
[ 17/10 ] 
f(z) = -80/289*z^3 + 103/85*z + 1
*
[ 12/7 ] 
f(z) = -77/288*z^3 + 101/84*z + 1
*
[ 3/2 ] 
f(z) = -71/297*z^3 + 115/132*z + 1
*
[ 3/2 ] 
f(z) = -65/297*z^3 + 109/132*z + 1
*
-33/14 | 0.23393989605295416459294822480901684207 | 0.028074619782439959531086345866134777842
f(z) = -70/297*z^3 + 113/154*z + 1
*
-33/13 | 0.24540293295816013839440757592326715518 | 0.029714541367065268442923257933575284966
f(z) = -65/297*z^3 + 115/143*z + 1
*
[ 17/12 ] 
f(z) = -64/289*z^3 + 113/153*z + 1
*
-33/16 | 0.25317963392465274787877064728118914403 | 0.029904327757013222704983653467884488254
f(z) = -80/297*z^3 + 111/176*z + 1
*
[ 17/16 ] 
f(z) = -80/289*z^3 + 101/272*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -67/298*z^3 + 119/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -65/282*z^3 + 119/282*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -65/294*z^3 + 113/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -65/298*z^3 + 111/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -63/286*z^3 + 109/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -63/290*z^3 + 107/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -63/298*z^3 + 103/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = -61/282*z^3 + 103/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -61/286*z^3 + 101/286*z + 1
*
-3/4 | 0.21992434808767474046733869832349733455 | 0.027043917363707925564724791686408374875
f(z) = -64/297*z^3 + 126/11*z + 1
*
[ 17/3 ] 
f(z) = -63/289*z^3 + 133/17*z + 1
*
[ -17/3 ] 
f(z) = -63/289*z^3 + 139/17*z + 1
*
[ -3 ] 
f(z) = -80/297*z^3 + 124/33*z + 1
*
-4 | 0.20438573160256915992846982393250081868 | 0.029388403276360022481840920935777138246
f(z) = -79/288*z^3 + 131/36*z + 1
*
-4 | 0.19702335496880186331617758141697060684 | 0.028456661318903814453908967342696341117
f(z) = -77/288*z^3 + 127/36*z + 1
*
[ -2/5 ] 
f(z) = -75/296*z^3 + 131/37*z + 1
*
[ -3/8 ] 
f(z) = -64/297*z^3 + 122/33*z + 1
*
-3/2 | 0.19843952519203596340149279069401688724 | 0.024240778957624492408754638161196373466
f(z) = -80/297*z^3 + 133/44*z + 1
*
[ -15/8 ] 
f(z) = -64/297*z^3 + 126/55*z + 1
*
[ 17/8 ] 
f(z) = -80/289*z^3 + 121/68*z + 1
*
-6/5 | 0.21784039478769991547013095013935267517 | 0.026710368183589617378785556263808876096
f(z) = -70/297*z^3 + 129/110*z + 1
*
-33/16 | 0.21136516528048211948631869024581235378 | 0.029697774665422845463343804354875317987
f(z) = -64/297*z^3 + 137/132*z + 1
*
[ 17/12 ] 
f(z) = -80/289*z^3 + 130/153*z + 1
*
[ 17/14 ] 
f(z) = -70/289*z^3 + 127/238*z + 1
*
[ 17/13 ] 
f(z) = -65/289*z^3 + 137/221*z + 1
*
[ 7/6 ] 
f(z) = -72/287*z^3 + 139/287*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -71/290*z^3 + 139/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -71/294*z^3 + 137/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -71/298*z^3 + 135/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -69/286*z^3 + 133/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -69/290*z^3 + 131/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -69/298*z^3 + 127/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -67/282*z^3 + 127/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -67/286*z^3 + 125/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -67/290*z^3 + 123/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -67/294*z^3 + 121/294*z + 1
*
[ 17/3 ] 
f(z) = -72/289*z^3 + 150/17*z + 1
*
[ -17/3 ] 
f(z) = -72/289*z^3 + 156/17*z + 1
*
[ 4 ] 
f(z) = -65/288*z^3 + 157/36*z + 1
*
[ 33/8 ] 
f(z) = -64/297*z^3 + 146/33*z + 1
*
[ 4 ] 
f(z) = -61/288*z^3 + 149/36*z + 1
*
[ -3/5 ] 
f(z) = -80/297*z^3 + 152/55*z + 1
*
[ -3/5 ] 
f(z) = -65/297*z^3 + 151/55*z + 1
*
[ -17/10 ] 
f(z) = -75/289*z^3 + 159/68*z + 1
*
[ -3/2 ] 
f(z) = -70/297*z^3 + 145/66*z + 1
*
[ -17/16 ] 
f(z) = -64/289*z^3 + 149/68*z + 1
*
[ 7/5 ] 
f(z) = -65/294*z^3 + 151/210*z + 1
*
[ 17/13 ] 
f(z) = -78/289*z^3 + 154/221*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -77/298*z^3 + 159/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -75/286*z^3 + 157/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -75/298*z^3 + 151/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -73/282*z^3 + 151/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -73/286*z^3 + 149/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -73/290*z^3 + 147/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -73/294*z^3 + 145/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -73/298*z^3 + 143/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -71/282*z^3 + 143/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -71/286*z^3 + 141/286*z + 1
*
[ 5/4 ] 
f(z) = -64/285*z^3 + 157/285*z + 1
*
[ 5/4 ] 
f(z) = -64/295*z^3 + 159/295*z + 1
*
[ 33/4 ] 
f(z) = -64/297*z^3 + 171/11*z + 1
*
[ 4 ] 
f(z) = -73/288*z^3 + 173/36*z + 1
*
[ 17/4 ] 
f(z) = -72/289*z^3 + 179/34*z + 1
*
[ 4 ] 
f(z) = -71/288*z^3 + 169/36*z + 1
*
[ 4 ] 
f(z) = -67/288*z^3 + 161/36*z + 1
*
[ -4 ] 
f(z) = -67/288*z^3 + 179/36*z + 1
*
[ -4 ] 
f(z) = -65/288*z^3 + 175/36*z + 1
*
[ -4 ] 
f(z) = -61/288*z^3 + 167/36*z + 1
*
[ -3/8 ] 
f(z) = -80/297*z^3 + 163/44*z + 1
*
-15/4 | 0.23744231805474181280529760162981339237 | 0.028200467257399559168164229750920437381
f(z) = -80/297*z^3 + 168/55*z + 1
*
[ -2 ] 
f(z) = -71/288*z^3 + 179/72*z + 1
*
[ -2 ] 
f(z) = -67/288*z^3 + 175/72*z + 1
*
[ -12/5 ] 
f(z) = -65/288*z^3 + 163/60*z + 1
*
[ -2 ] 
f(z) = -65/288*z^3 + 173/72*z + 1
*
[ 21/8 ] 
f(z) = -64/297*z^3 + 162/77*z + 1
*
[ 17/6 ] 
f(z) = -63/289*z^3 + 163/68*z + 1
*
[ -2 ] 
f(z) = -61/288*z^3 + 169/72*z + 1
*
[ 9/4 ] 
f(z) = -64/297*z^3 + 163/99*z + 1
*
[ 17/11 ] 
f(z) = -66/289*z^3 + 168/187*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -79/282*z^3 + 175/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -79/286*z^3 + 173/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -79/290*z^3 + 171/290*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -79/294*z^3 + 169/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -79/298*z^3 + 167/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -77/282*z^3 + 167/282*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -77/290*z^3 + 163/290*z + 1
*
[ 4 ] 
f(z) = -79/288*z^3 + 185/36*z + 1
*
[ 4 ] 
f(z) = -77/288*z^3 + 181/36*z + 1
*
[ -4 ] 
f(z) = -77/288*z^3 + 199/36*z + 1
*
[ -4 ] 
f(z) = -73/288*z^3 + 191/36*z + 1
*
[ -17/4 ] 
f(z) = -72/289*z^3 + 195/34*z + 1
*
[ -4 ] 
f(z) = -71/288*z^3 + 187/36*z + 1
*
[ 6 ] 
f(z) = -67/297*z^3 + 197/22*z + 1
*
[ -6 ] 
f(z) = -65/297*z^3 + 199/22*z + 1
*
[ 6 ] 
f(z) = -64/297*z^3 + 189/22*z + 1
*
[ -6 ] 
f(z) = -62/297*z^3 + 191/22*z + 1
*
[ 6 ] 
f(z) = -61/297*z^3 + 181/22*z + 1
*
[ -17/8 ] 
f(z) = -80/289*z^3 + 185/68*z + 1
*
[ -2 ] 
f(z) = -79/288*z^3 + 187/72*z + 1
*
[ -2 ] 
f(z) = -77/288*z^3 + 185/72*z + 1
*
[ -2 ] 
f(z) = -73/288*z^3 + 181/72*z + 1
*
[ 9/4 ] 
f(z) = -80/297*z^3 + 190/99*z + 1
*
[ -12/7 ] 
f(z) = -77/288*z^3 + 199/84*z + 1
*
[ 34/15 ] 
f(z) = -75/289*z^3 + 193/102*z + 1
*
[ 2 ] 
f(z) = -63/284*z^3 + 197/142*z + 1
*
[ 17/9 ] 
f(z) = -63/289*z^3 + 191/153*z + 1
*
[ 2 ] 
f(z) = -63/292*z^3 + 199/146*z + 1
*
[ 2 ] 
f(z) = -61/284*z^3 + 193/142*z + 1
*
[ 2 ] 
f(z) = -61/292*z^3 + 195/146*z + 1
*
[ 17/10 ] 
f(z) = -70/289*z^3 + 189/170*z + 1
*
[ 17/11 ] 
f(z) = -77/289*z^3 + 185/187*z + 1
*
-24/11 | 0.17645710145510879711485876511462919285 | 0.021890616438691983872076344573212218796
f(z) = -77/288*z^3 + 193/264*z + 1
*
[ 17/12 ] 
f(z) = -63/289*z^3 + 199/272*z + 1
*
[ 4/3 ] 
f(z) = -63/284*z^3 + 183/284*z + 1
*
[ 4/3 ] 
f(z) = -63/292*z^3 + 185/292*z + 1
*
[ -33/4 ] 
f(z) = -80/297*z^3 + 214/11*z + 1
*
[ -4 ] 
f(z) = -79/288*z^3 + 203/36*z + 1
*
[ 6 ] 
f(z) = -73/297*z^3 + 213/22*z + 1
*
[ -6 ] 
f(z) = -71/297*z^3 + 215/22*z + 1
*
[ 6 ] 
f(z) = -70/297*z^3 + 205/22*z + 1
*
[ -6 ] 
f(z) = -68/297*z^3 + 207/22*z + 1
*
[ 6 ] 
f(z) = -65/288*z^3 + 215/24*z + 1
*
[ 6 ] 
f(z) = -61/288*z^3 + 203/24*z + 1
*
[ -6 ] 
f(z) = -61/288*z^3 + 211/24*z + 1
*
-57/20 | 0.16505925885584443458250327762381710421 | 0.019076651265456037686621614287762765798
f(z) = -80/297*z^3 + 212/55*z + 1
*
[ 15/4 ] 
f(z) = -64/297*z^3 + 207/55*z + 1
*
[ -17/6 ] 
f(z) = -63/289*z^3 + 211/68*z + 1
*
[ -17/20 ] 
f(z) = -80/289*z^3 + 202/85*z + 1
*
[ -17/10 ] 
f(z) = -80/289*z^3 + 203/85*z + 1
*
[ -3/4 ] 
f(z) = -70/297*z^3 + 217/88*z + 1
*
[ -9/8 ] 
f(z) = -64/297*z^3 + 214/99*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.022021164822152888826789118321211023309
f(z) = -69/280*z^3 + 214/105*z + 1
*
[ 2 ] 
f(z) = -73/284*z^3 + 217/142*z + 1
*
[ 17/9 ] 
f(z) = -72/289*z^3 + 208/153*z + 1
*
[ 2 ] 
f(z) = -71/292*z^3 + 215/146*z + 1
*
[ 2 ] 
f(z) = -69/284*z^3 + 209/142*z + 1
*
[ 2 ] 
f(z) = -69/292*z^3 + 211/146*z + 1
*
[ 2 ] 
f(z) = -67/284*z^3 + 205/142*z + 1
*
[ 2 ] 
f(z) = -67/292*z^3 + 207/146*z + 1
*
[ 2 ] 
f(z) = -65/284*z^3 + 201/142*z + 1
*
[ 2 ] 
f(z) = -65/292*z^3 + 203/146*z + 1
*
[ 15/8 ] 
f(z) = -64/297*z^3 + 202/165*z + 1
*
-4/7 | 0.20891500918636514170440470904866824397 | 0.027456769784581098956719918507669622067
f(z) = -77/288*z^3 + 211/252*z + 1
*
[ 11/8 ] 
f(z) = -64/297*z^3 + 202/297*z + 1
*
[ -6 ] 
f(z) = -80/297*z^3 + 239/22*z + 1
*
[ 6 ] 
f(z) = -79/297*z^3 + 229/22*z + 1
*
[ 6 ] 
f(z) = -76/297*z^3 + 221/22*z + 1
*
[ -6 ] 
f(z) = -74/297*z^3 + 223/22*z + 1
*
[ 6 ] 
f(z) = -73/288*z^3 + 239/24*z + 1
*
[ 6 ] 
f(z) = -71/288*z^3 + 233/24*z + 1
*
[ 6 ] 
f(z) = -67/288*z^3 + 221/24*z + 1
*
[ -6 ] 
f(z) = -67/288*z^3 + 229/24*z + 1
*
[ -6 ] 
f(z) = -65/288*z^3 + 223/24*z + 1
*
-15/4 | 0.23293432756520302920805372229999200583 | 0.026764804824216121665736431655043562295
f(z) = -80/297*z^3 + 223/55*z + 1
*
[ -33/10 ] 
f(z) = -80/297*z^3 + 233/55*z + 1
*
[ 33/8 ] 
f(z) = -80/297*z^3 + 235/44*z + 1
*
[ -6/5 ] 
f(z) = -70/297*z^3 + 239/110*z + 1
*
[ 17/7 ] 
f(z) = -63/289*z^3 + 223/119*z + 1
*
[ 17/8 ] 
f(z) = -72/289*z^3 + 225/136*z + 1
*
[ 2 ] 
f(z) = -79/284*z^3 + 229/142*z + 1
*
[ 2 ] 
f(z) = -79/292*z^3 + 231/146*z + 1
*
[ 2 ] 
f(z) = -77/284*z^3 + 225/142*z + 1
*
[ 2 ] 
f(z) = -77/292*z^3 + 227/146*z + 1
*
[ 2 ] 
f(z) = -75/284*z^3 + 221/142*z + 1
*
[ 2 ] 
f(z) = -75/292*z^3 + 223/146*z + 1
*
-14/5 | 0.21952552518256682894299143407666767598 | 0.029747488850774110949671068054859564274
f(z) = -65/294*z^3 + 229/210*z + 1
*
[ 34/21 ] 
f(z) = -63/289*z^3 + 227/238*z + 1
*
[ 7/5 ] 
f(z) = -75/287*z^3 + 229/287*z + 1
*
[ 3/2 ] 
f(z) = -64/285*z^3 + 239/285*z + 1
*
[ 6 ] 
f(z) = -79/288*z^3 + 257/24*z + 1
*
[ 6 ] 
f(z) = -77/288*z^3 + 251/24*z + 1
*
[ -6 ] 
f(z) = -77/288*z^3 + 259/24*z + 1
*
[ -6 ] 
f(z) = -73/288*z^3 + 247/24*z + 1
*
[ -6 ] 
f(z) = -71/288*z^3 + 241/24*z + 1
*
[ 3 ] 
f(z) = -65/288*z^3 + 259/96*z + 1
*
[ -9/4 ] 
f(z) = -64/297*z^3 + 251/99*z + 1
*
[ 3 ] 
f(z) = -61/288*z^3 + 247/96*z + 1
*
3 | 0.15949288283003066441218871611018825475 | 0.018164165192631522475739463408654142708
f(z) = -80/297*z^3 + 241/110*z + 1
*
[ 17/7 ] 
f(z) = -77/289*z^3 + 257/119*z + 1
*
[ -6/5 ] 
f(z) = -75/296*z^3 + 244/111*z + 1
*
[ 17/7 ] 
f(z) = -70/289*z^3 + 240/119*z + 1
*
[ 17/6 ] 
f(z) = -66/289*z^3 + 253/102*z + 1
*
[ -6/5 ] 
f(z) = -65/288*z^3 + 259/120*z + 1
*
-33/16 | 0.19425240601258498914271765680173222195 | 0.025232557032975341726799506711794138940
f(z) = -64/297*z^3 + 245/132*z + 1
*
[ 33/17 ] 
f(z) = -68/297*z^3 + 252/187*z + 1
*
-4/5 | 0.22077097971965973908011563583881935739 | 0.029030117416711128458460091493933852567
f(z) = -65/288*z^3 + 251/180*z + 1
*
[ 33/19 ] 
f(z) = -76/297*z^3 + 250/209*z + 1
*
-7/5 | 0.21952552518256682894299143407666767598 | 0.029543019627056976853585636402632034735
f(z) = -65/294*z^3 + 241/210*z + 1
*
-6/11 | 0.23065379458531028221332547419983641422 | 0.028614058067141020386164091323636455889
f(z) = -77/288*z^3 + 241/264*z + 1
*
[ 3/2 ] 
f(z) = -68/285*z^3 + 248/285*z + 1
*
[ 3/2 ] 
f(z) = -68/291*z^3 + 250/291*z + 1
*
23/8 | 0.16394789891400986103264618776451179634 | 0.029004548913832290380502146017164255209
f(z) = -64/285*z^3 + 244/285*z + 1
*
[ 3/2 ] 
f(z) = -64/291*z^3 + 241/291*z + 1
*
[ -6 ] 
f(z) = -79/288*z^3 + 265/24*z + 1
*
[ -15/4 ] 
f(z) = -80/297*z^3 + 278/55*z + 1
*
[ -3/16 ] 
f(z) = -64/297*z^3 + 279/44*z + 1
*
[ -3/7 ] 
f(z) = -70/297*z^3 + 260/77*z + 1
*
[ -9/4 ] 
f(z) = -80/297*z^3 + 278/99*z + 1
*
[ 3 ] 
f(z) = -71/288*z^3 + 277/96*z + 1
*
[ 3 ] 
f(z) = -67/288*z^3 + 265/96*z + 1
*
[ -2/3 ] 
f(z) = -69/280*z^3 + 274/105*z + 1
*
[ 3/2 ] 
f(z) = -80/291*z^3 + 277/291*z + 1
*
[ 3/2 ] 
f(z) = -76/291*z^3 + 268/291*z + 1
*
[ 17/2 ] 
f(z) = -64/289*z^3 + 287/17*z + 1
*
[ -17/2 ] 
f(z) = -64/289*z^3 + 291/17*z + 1
*
[ 3 ] 
f(z) = -77/288*z^3 + 295/96*z + 1
*
[ 3 ] 
f(z) = -73/288*z^3 + 283/96*z + 1
*
[ 17/5 ] 
f(z) = -70/289*z^3 + 298/85*z + 1
*
[ 17/5 ] 
f(z) = -65/289*z^3 + 281/85*z + 1
*
[ 17/6 ] 
f(z) = -78/289*z^3 + 287/102*z + 1
*
[ -34/15 ] 
f(z) = -75/289*z^3 + 283/102*z + 1
*
[ -2/3 ] 
f(z) = -75/296*z^3 + 290/111*z + 1
*
[ -2/3 ] 
f(z) = -69/296*z^3 + 289/111*z + 1
*
[ -17/21 ] 
f(z) = -63/289*z^3 + 283/119*z + 1
*
[ -3/2 ] 
f(z) = -79/297*z^3 + 299/132*z + 1
*
[ -12/11 ] 
f(z) = -77/288*z^3 + 295/132*z + 1
*
[ -3/2 ] 
f(z) = -73/297*z^3 + 293/132*z + 1
*
[ -3/2 ] 
f(z) = -67/297*z^3 + 287/132*z + 1
*
[ -3/2 ] 
f(z) = -61/297*z^3 + 281/132*z + 1
*
[ 13/8 ] 
f(z) = -64/299*z^3 + 284/299*z + 1
*
[ 5/3 ] 
f(z) = -63/290*z^3 + 291/290*z + 1
*
[ 5/3 ] 
f(z) = -63/295*z^3 + 293/295*z + 1
*
[ 1/2 ] 
f(z) = -60*z^3 + 14*z + 1
*
[ -1/2 ] 
f(z) = -60*z^3 + 18*z + 1
*
[ 2/3 ] 
f(z) = -57/8*z^3 + 8/3*z + 1
*
[ -2/3 ] 
f(z) = -57/8*z^3 + 17/3*z + 1
*
[ 2/3 ] 
f(z) = -57/16*z^3 + 13/12*z + 1
*
[ 1/2 ] 
f(z) = -56*z^3 + 13*z + 1
*
[ -1/2 ] 
f(z) = -56*z^3 + 17*z + 1
*
[ -1/4 ] 
f(z) = -56*z^3 + 17/2*z + 1
*
[ 1/2 ] 
f(z) = -56/3*z^3 + 11/3*z + 1
*
-1/4 | 0.068036009030391349843129250013276273647 | 0.014418994448485984022414822618332369673
f(z) = -56/3*z^3 + 19/6*z + 1
*
[ 3/4 ] 
f(z) = -56/9*z^3 + 19/6*z + 1
*
0 | 0.11462174238618450039632182910556215816 | 0.028474963479588823908311011142598128468
f(z) = -56/19*z^3 + 18/19*z + 1
*
0 | 0.087860651851948206126251612876708298878 | 0.021924968000096874568621308246763460604
f(z) = -55/18*z^3 + 19/18*z + 1
*
0 | 0.11430287783540084724255137736875687915 | 0.028523427564401530998038509955581310396
f(z) = -55/19*z^3 + 17/19*z + 1
*
[ -1/3 ] 
f(z) = -54*z^3 + 10*z + 1
*
[ -1/6 ] 
f(z) = -54*z^3 + 17/2*z + 1
*
0 | 0.11397842082059523917048455303390291609 | 0.028573295728962677414408196111552380971
f(z) = -54/19*z^3 + 16/19*z + 1
*
0 | 0.11355751941082783799628294410370141944 | 0.028601806084638934799902623153656487166
f(z) = -53/17*z^3 + 19/17*z + 1
*
0 | 0.087204404862279902872668534244453802753 | 0.021964230026668311606530832870067497065
f(z) = -53/18*z^3 + 17/18*z + 1
*
0 | 0.11364817146928170339648412896378529953 | 0.028624638677412386878110262176478380436
f(z) = -53/19*z^3 + 15/19*z + 1
*
[ 1/2 ] 
f(z) = -52*z^3 + 12*z + 1
*
[ -1/2 ] 
f(z) = -52*z^3 + 16*z + 1
*
[ 1/2 ] 
f(z) = -52/3*z^3 + 10/3*z + 1
*
0 | 0.11321963751108234039671574980425283381 | 0.028654177159117477137764174034939271608
f(z) = -52/17*z^3 + 18/17*z + 1
*
0 | 0.11331191898840973170941155670796961427 | 0.028677532204743597649901644829383115105
f(z) = -52/19*z^3 + 14/19*z + 1
*
[ 2/3 ] 
f(z) = -51/8*z^3 + 7/3*z + 1
*
-2/3 | 0.14286031149978637406129129833828869366 | 0.028399179898882908557756995955077375230
f(z) = -51/8*z^3 + 13/3*z + 1
*
[ -2/3 ] 
f(z) = -51/8*z^3 + 16/3*z + 1
*
[ 2/3 ] 
f(z) = -51/16*z^3 + 11/12*z + 1
*
0 | 0.087156105109971567485220625290343063137 | 0.022166828657043446990095315449120116960
f(z) = -51/16*z^3 + 19/16*z + 1
*
0 | 0.11296944085329596226044658114580513422 | 0.028732057676479533264558620861957081173
f(z) = -51/19*z^3 + 13/19*z + 1
*
[ -1/5 ] 
f(z) = -50*z^3 + 8*z + 1
*
-1/5 | 0.095656326127051389784824853181263348256 | 0.020771507298058137393790406726465663454
f(z) = -50*z^3 + 15/2*z + 1
*
[ 3/5 ] 
f(z) = -50/3*z^3 + 16/3*z + 1
*
-2/5 | 0.045779941413417084503919619804681206059 | 0.011702370193093166850957521609285658050
f(z) = -50/3*z^3 + 17/3*z + 1
*
-3/10 | 0.083561103344660427680626010324363372834 | 0.018145063042166691938702449895167153175
f(z) = -50/9*z^3 + 11/6*z + 1
*
[ -3/5 ] 
f(z) = -50/9*z^3 + 14/3*z + 1
*
0 | 0.11252477892575335599362939634895986031 | 0.028763833640451261607472258364757907282
f(z) = -50/17*z^3 + 16/17*z + 1
*
0 | 0.11262050191976767017622757189666524717 | 0.028788302564555617151563506461803129108
f(z) = -50/19*z^3 + 12/19*z + 1
*
-2/7 | 0.069564885112736380604759496602621988670 | 0.017874639573288686778936276054827356731
f(z) = -49*z^3 + 8*z + 1
*
[ -1/7 ] 
f(z) = -49*z^3 + 9*z + 1
*
-1/7 | 0.10443644477894886041354052640253636496 | 0.026834857927445911852721753652455554443
f(z) = -49*z^3 + 11*z + 1
*
[ -2/7 ] 
f(z) = -49*z^3 + 17/2*z + 1
*
[ -2/7 ] 
f(z) = -49/2*z^3 + 13/2*z + 1
*
-3/7 | 0.065719764062106520676134724867911949749 | 0.016886638906223827155774541236495868205
f(z) = -49/2*z^3 + 15/2*z + 1
*
[ -1/7 ] 
f(z) = -49/2*z^3 + 17/2*z + 1
*
-2/7 | 0.078959752785525428597828982042811608289 | 0.020288643035203411335172955505606381904
f(z) = -49/3*z^3 + 16/3*z + 1
*
[ -2/7 ] 
f(z) = -49/4*z^3 + 11/2*z + 1
*
-2/7 | 0.10314114878521663128586971414205486728 | 0.026502032695417326086694460505445765053
f(z) = -49/4*z^3 + 13/2*z + 1
*
6/7 | 0.083938807979783829460643657966779899463 | 0.021568007140651855951051173767984509176
f(z) = -49/4*z^3 + 15/2*z + 1
*
5/7 | 0.060964171256413224287368539072128276527 | 0.015664693276308178700552153583403195074
f(z) = -49/4*z^3 + 17/4*z + 1
*
-4/7 | 0.056755051047376244199461735663940086359 | 0.014583163327178617401421161873784281725
f(z) = -49/6*z^3 + 19/6*z + 1
*
6/7 | 0.063617627111754212635852617207539279534 | 0.016346496559113700149753653255405599092
f(z) = -49/8*z^3 + 3*z + 1
*
[ -2/7 ] 
f(z) = -49/8*z^3 + 5*z + 1
*
-6/7 | 0.072320055162799989279478745917015705788 | 0.018582578234125922542907236154855454844
f(z) = -49/8*z^3 + 6*z + 1
*
-2/7 | 0.096486625977620554785463998417369128095 | 0.023969738147277069388867248565192125724
f(z) = -49/8*z^3 + 7*z + 1
*
[ 6/7 ] 
f(z) = -49/8*z^3 + 13/3*z + 1
*
[ -4/7 ] 
f(z) = -49/8*z^3 + 19/4*z + 1
*
6/7 | 0.085723126906130614939871924175821252843 | 0.022026486409906149118268418810050019851
f(z) = -49/9*z^3 + 7/3*z + 1
*
[ -3/7 ] 
f(z) = -49/9*z^3 + 13/3*z + 1
*
6/7 | 0.10910959743096547809792712027322482303 | 0.028035620628201983960842121415374745679
f(z) = -49/12*z^3 + 11/6*z + 1
*
[ 6/7 ] 
f(z) = -49/12*z^3 + 17/6*z + 1
*
-2/7 | 0.11052514241720410966188555195389095889 | 0.028399343739190906119224480265885492004
f(z) = -49/16*z^3 + 11/4*z + 1
*
0 | 0.086446140888952956279092990497069798656 | 0.022212264253547425426275068056480185129
f(z) = -49/16*z^3 + 17/16*z + 1
*
[ -2/7 ] 
f(z) = -49/16*z^3 + 19/4*z + 1
*
0 | 0.11216731138575607849467394617945388140 | 0.028821297694605856138336549542628286469
f(z) = -49/17*z^3 + 15/17*z + 1
*
-3/7 | 0.045794311900349749664759980655286693162 | 0.011766810487776542067746182415302019560
f(z) = -49/18*z^3 + 5/6*z + 1
*
[ 6/7 ] 
f(z) = -49/18*z^3 + 11/6*z + 1
*
0 | 0.085817654193224491178501296794248668538 | 0.022050775117979275381918129921073546665
f(z) = -49/18*z^3 + 13/18*z + 1
*
[ -1/4 ] 
f(z) = -48*z^3 + 8*z + 1
*
[ 1/2 ] 
f(z) = -48*z^3 + 11*z + 1
*
[ -1/2 ] 
f(z) = -48*z^3 + 15*z + 1
*
3/4 | 0.084128870939138375725946385956133676734 | 0.021731982065020205793583741269602394334
f(z) = -48/5*z^3 + 17/5*z + 1
*
0 | 0.11180280026682730225498891080758003930 | 0.028880649687732650797695564706720328608
f(z) = -48/17*z^3 + 14/17*z + 1
*
[ 2/3 ] 
f(z) = -47/8*z^3 + 19/9*z + 1
*
0 | 0.098441930709084097706975209452911348346 | 0.025568352409492227549473397278619918334
f(z) = -47/14*z^3 + 19/14*z + 1
*
0 | 0.090984080799128271652358554399941465928 | 0.023631322798823952926451950235961218518
f(z) = -47/15*z^3 + 17/15*z + 1
*
0 | 0.085707842444071094442156921401665439854 | 0.022260923816532023478562049307218123913
f(z) = -47/16*z^3 + 15/16*z + 1
*
0 | 0.11143096212301602247411075592712516077 | 0.028941997463557893518628586032719418589
f(z) = -47/17*z^3 + 13/17*z + 1
*
0 | 0.085083239337141303262684580158118491770 | 0.022098695462831409198163869392180250396
f(z) = -47/18*z^3 + 11/18*z + 1
*
[ 1/2 ] 
f(z) = -46/3*z^3 + 17/6*z + 1
*
0 | 0.090603572160450598448319509236011790149 | 0.023664679654651135665495317094235981961
f(z) = -46/15*z^3 + 16/15*z + 1
*
0 | 0.11105149603018467167937398428256257358 | 0.029005457688468833382674822370432255140
f(z) = -46/17*z^3 + 12/17*z + 1
*
[ -1/3 ] 
f(z) = -45*z^3 + 9*z + 1
*
[ -1/3 ] 
f(z) = -45/2*z^3 + 13/2*z + 1
*
[ 2/3 ] 
f(z) = -45/2*z^3 + 19/2*z + 1
*
[ 2/3 ] 
f(z) = -45/4*z^3 + 9/2*z + 1
*
[ -2/3 ] 
f(z) = -45/4*z^3 + 15/2*z + 1
*
[ 2/3 ] 
f(z) = -45/8*z^3 + 2*z + 1
*
[ -2/3 ] 
f(z) = -45/8*z^3 + 5*z + 1
*
0 | 0.11045028591221357111656322019096808251 | 0.029014993109850866177874619604655395824
f(z) = -45/13*z^3 + 19/13*z + 1
*
[ 2/3 ] 
f(z) = -45/14*z^3 + 13/14*z + 1
*
0 | 0.097668667191814547936327412590833075464 | 0.025657296241597589588716629687674017391
f(z) = -45/14*z^3 + 17/14*z + 1
*
[ 2/3 ] 
f(z) = -45/16*z^3 + 3/4*z + 1
*
-2/3 | 0.063788162660915156558173364172654107505 | 0.016756978805537315580509702565196407936
f(z) = -45/16*z^3 + 7/4*z + 1
*
0 | 0.084938851573899924312726648130446178942 | 0.022313207909069140332076335954899649132
f(z) = -45/16*z^3 + 13/16*z + 1
*
0 | 0.11066408211744971765160915252820610411 | 0.029071156798071369862345532556249645233
f(z) = -45/17*z^3 + 11/17*z + 1
*
[ 1/2 ] 
f(z) = -44*z^3 + 10*z + 1
*
[ -1/2 ] 
f(z) = -44*z^3 + 14*z + 1
*
[ 1/2 ] 
f(z) = -44/3*z^3 + 8/3*z + 1
*
0 | 0.11005003770616808339715191413745342720 | 0.029081533525638629274022990150872378614
f(z) = -44/13*z^3 + 18/13*z + 1
*
0 | 0.089816039406145102187705441485505593629 | 0.023734550351576048086764544676751192274
f(z) = -44/15*z^3 + 14/15*z + 1
*
[ 2/3 ] 
f(z) = -43/8*z^3 + 17/9*z + 1
*
0 | 0.063570098096727053191756921214340968334 | 0.016901546352580810697710614152405137306
f(z) = -43/12*z^3 + 19/12*z + 1
*
0 | 0.10964094047497212184556089876634741549 | 0.029150520339903375843942067019553980355
f(z) = -43/13*z^3 + 17/13*z + 1
*
0 | 0.096861673518940408032590108163314122910 | 0.025752863591274028648396061864581317836
f(z) = -43/14*z^3 + 15/14*z + 1
*
0 | 0.089409334152191128682198305404867916762 | 0.023771490854509908435324479232430271800
f(z) = -43/15*z^3 + 13/15*z + 1
*
0 | 0.084136502548062753162682626802612543963 | 0.022369589482092219512066599789293169660
f(z) = -43/16*z^3 + 11/16*z + 1
*
[ 1/2 ] 
f(z) = -42*z^3 + 19/2*z + 1
*
0 | 0.10922259376719770074408685173285975776 | 0.029222110277730031530930907708340327620
f(z) = -42/13*z^3 + 16/13*z + 1
*
[ 2/3 ] 
f(z) = -41/8*z^3 + 16/9*z + 1
*
0 | 0.10867633106073020026907449169040670589 | 0.029264634995269508650109981444735988966
f(z) = -41/11*z^3 + 19/11*z + 1
*
0 | 0.062721136840632241318008197532065969191 | 0.016889705037095324341922755737271935770
f(z) = -41/12*z^3 + 17/12*z + 1
*
0 | 0.10879456929727596881700624614508046023 | 0.029296474484155663942360099905447584450
f(z) = -41/13*z^3 + 15/13*z + 1
*
0 | 0.096017869555008627489514499481262922739 | 0.025855932732772255910643450632041099979
f(z) = -41/14*z^3 + 13/14*z + 1
*
0 | 0.088568074971228897735671397200449430220 | 0.023849833362687534276979526306712487606
f(z) = -41/15*z^3 + 11/15*z + 1
*
14/15 | 0.11293503848774036500596286620161776297 | 0.020851725429937451248399866513062382445
f(z) = -45/16*z^3 + 19/20*z + 1
*
[ -1/6 ] 
f(z) = -60*z^3 + 26/3*z + 1
*
-1/6 | 0.073405357638217462472655038016111812413 | 0.014135560865604696776235219582029016733
f(z) = -60*z^3 + 29/3*z + 1
*
[ -1/3 ] 
f(z) = -60*z^3 + 32/3*z + 1
*
-1/10 | 0.12186111655889216432879788618614841594 | 0.021364965634710222163459955383657621145
f(z) = -60*z^3 + 33/5*z + 1
*
[ -1/4 ] 
f(z) = -60*z^3 + 35/4*z + 1
*
[ -1/2 ] 
f(z) = -60/7*z^3 + 36/7*z + 1
*
0 | 0.11551904150530828787760503255255968371 | 0.028214294070700607010244633159920574288
f(z) = -60/11*z^3 + 38/11*z + 1
*
0 | 0.11560131371610149548996415636553589356 | 0.028234388180891605805016963334455157650
f(z) = -60/13*z^3 + 34/13*z + 1
*
0 | 0.11576424877448905315687512733834156915 | 0.028274183331473443703767267180047004505
f(z) = -60/17*z^3 + 26/17*z + 1
*
0 | 0.11584493104920334021636823163469491894 | 0.028293889116731169746388552844550648268
f(z) = -60/19*z^3 + 22/19*z + 1
*
[ 2/3 ] 
f(z) = -59/8*z^3 + 25/9*z + 1
*
-2 | 0.089317177279375288143869844891683367053 | 0.016398289688795965351147918132148754996
f(z) = -59/8*z^3 + 29*z + 1
*
[ 2 ] 
f(z) = -59/8*z^3 + 30*z + 1
*
[ -2 ] 
f(z) = -59/8*z^3 + 31*z + 1
*
0 | 0.10233806694163547932857872060560949362 | 0.025098007890666897650432342281691307119
f(z) = -59/10*z^3 + 39/10*z + 1
*
0 | 0.11521549109923502775272868570837932561 | 0.028256145451572959894902628824781193480
f(z) = -59/11*z^3 + 37/11*z + 1
*
0 | 0.069242914664750274492064190652587916219 | 0.016981552129764158839261056552141639401
f(z) = -59/12*z^3 + 35/12*z + 1
*
0 | 0.11529910148399005912090578535611883868 | 0.028276650569160536020648302985827277004
f(z) = -59/13*z^3 + 33/13*z + 1
*
0 | 0.10250529036893132831536143699388350998 | 0.025139018777653547113985016102361257957
f(z) = -59/14*z^3 + 31/14*z + 1
*
0 | 0.095037482802743046132308703159161965076 | 0.023307568381692216407305325297393599431
f(z) = -59/15*z^3 + 29/15*z + 1
*
0 | 0.089751358025638682010897207818172039757 | 0.022011167097872003486981711802981994509
f(z) = -59/16*z^3 + 27/16*z + 1
*
0 | 0.11546466141888739260455670502772900352 | 0.028317253491187598968067364095959554953
f(z) = -59/17*z^3 + 25/17*z + 1
*
0 | 0.089107191409369958985671255441120045522 | 0.021853187772082734927942902255705789065
f(z) = -59/18*z^3 + 23/18*z + 1
*
0 | 0.11554663132721475953737171378038874501 | 0.028337356288391798531900866642237402398
f(z) = -59/19*z^3 + 21/19*z + 1
*
[ 1/2 ] 
f(z) = -58*z^3 + 27/2*z + 1
*
[ -1/2 ] 
f(z) = -58*z^3 + 35/2*z + 1
*
[ 1/2 ] 
f(z) = -58/3*z^3 + 23/6*z + 1
*
0 | 0.11490688028435610474549476396295300386 | 0.028299099380511421002705804564628885563
f(z) = -58/11*z^3 + 36/11*z + 1
*
0 | 0.11499187312716034370161109955171566447 | 0.028320031294241888889189440827293337786
f(z) = -58/13*z^3 + 32/13*z + 1
*
0 | 0.094732652358151717481177781766613574477 | 0.023330619863915640981415585173317154722
f(z) = -58/15*z^3 + 28/15*z + 1
*
0 | 0.11516014399687846827313072346130155418 | 0.028361472799339008853889235790555464056
f(z) = -58/17*z^3 + 24/17*z + 1
*
0 | 0.11524344337349220353928894498170479806 | 0.028381987648678693480023557955638146846
f(z) = -58/19*z^3 + 20/19*z + 1
*
[ -1/3 ] 
f(z) = -57*z^3 + 31/3*z + 1
*
[ 2/3 ] 
f(z) = -57/4*z^3 + 35/6*z + 1
*
-2 | 0.088685904790157355930871428456649616176 | 0.016387972151237979522648250405762787467
f(z) = -57/8*z^3 + 28*z + 1
*
[ 2 ] 
f(z) = -57/8*z^3 + 29*z + 1
*
[ -2 ] 
f(z) = -57/8*z^3 + 30*z + 1
*
0 | 0.10171419324421717119952352007715670647 | 0.025157779732705462701865569439712331203
f(z) = -57/10*z^3 + 37/10*z + 1
*
0 | 0.11459303741858068065072103173905791207 | 0.028343206609882162862804304591291976796
f(z) = -57/11*z^3 + 35/11*z + 1
*
0 | 0.11467945924049252837947995966778290759 | 0.028364582005885522245580095168704171626
f(z) = -57/13*z^3 + 31/13*z + 1
*
0 | 0.10188703981743752495712289937483821099 | 0.025200531249263136733700548435666374342
f(z) = -57/14*z^3 + 29/14*z + 1
*
-2/3 | 0.080491852788177989164016799335846599418 | 0.015654826867537837077359824208181641737
f(z) = -57/16*z^3 + 25/12*z + 1
*
0 | 0.089135863464150861725742573167955923099 | 0.022046681468843170216460609850750244803
f(z) = -57/16*z^3 + 25/16*z + 1
*
0 | 0.11485053141137051936042300937330409725 | 0.028406894645410772906029100391477998500
f(z) = -57/17*z^3 + 23/17*z + 1
*
[ -1/2 ] 
f(z) = -56/3*z^3 + 23/3*z + 1
*
[ -1/4 ] 
f(z) = -56/3*z^3 + 37/6*z + 1
*
[ -1/2 ] 
f(z) = -56/5*z^3 + 29/5*z + 1
*
-3/4 | 0.12206914556980178536054554659784811753 | 0.025870334803385733551513412849725357323
f(z) = -56/9*z^3 + 29/6*z + 1
*
[ -3/4 ] 
f(z) = -56/9*z^3 + 35/6*z + 1
*
0 | 0.10062214095781505440623443765154255953 | 0.024997105517366223334636729881352780181
f(z) = -56/9*z^3 + 38/9*z + 1
*
0 | 0.11427378197325431928658041486461731939 | 0.028388521240583706528366717283472174883
f(z) = -56/11*z^3 + 34/11*z + 1
*
0 | 0.11436168168567431203806868298190585955 | 0.028410357770450725338665340143278514247
f(z) = -56/13*z^3 + 30/13*z + 1
*
0 | 0.094105328691622566329274261416401450124 | 0.023378163182168097115660319667160389619
f(z) = -56/15*z^3 + 26/15*z + 1
*
0 | 0.11453565012487805538060424706755239211 | 0.028453575966665519062371301337941457713
f(z) = -56/17*z^3 + 22/17*z + 1
*
-2/5 | 0.16495598165646553090455682817446352183 | 0.029368471455957100561363401364163980519
f(z) = -55/6*z^3 + 37/15*z + 1
*
[ -2/5 ] 
f(z) = -55/8*z^3 + 23/5*z + 1
*
[ 2/3 ] 
f(z) = -55/8*z^3 + 23/9*z + 1
*
-2 | 0.088032267908805486188935985671235613648 | 0.016377248066436895577461715885554349844
f(z) = -55/8*z^3 + 27*z + 1
*
[ 2 ] 
f(z) = -55/8*z^3 + 28*z + 1
*
[ -2 ] 
f(z) = -55/8*z^3 + 29*z + 1
*
0 | 0.085288985192295053416255539543209757612 | 0.021283227835058921333323518611023764478
f(z) = -55/8*z^3 + 39/8*z + 1
*
[ 3/5 ] 
f(z) = -55/9*z^3 + 23/15*z + 1
*
0 | 0.10029573183415400364966498114579983219 | 0.025028049128471884245490773001243028510
f(z) = -55/9*z^3 + 37/9*z + 1
*
0 | 0.067978233133875033276756642505363244476 | 0.016963459236277984288546695119601981207
f(z) = -55/12*z^3 + 31/12*z + 1
*
0 | 0.11403835298014032245981926398966637518 | 0.028457417366837891344885140439737820435
f(z) = -55/13*z^3 + 29/13*z + 1
*
0 | 0.10124742169804083406157105154833948001 | 0.025265536210253336259153023996996888487
f(z) = -55/14*z^3 + 27/14*z + 1
*
0 | 0.088499191410404932825734219448263130869 | 0.022084310767204392767168820510981978091
f(z) = -55/16*z^3 + 23/16*z + 1
*
0 | 0.11421531757380069377930460916679358629 | 0.028501577556540237085726482942114729429
f(z) = -55/17*z^3 + 21/17*z + 1
*
[ 1/2 ] 
f(z) = -54*z^3 + 25/2*z + 1
*
-2/9 | 0.096822449878884383491347266935528127728 | 0.019031079413351661616380578201677980675
f(z) = -54*z^3 + 26/3*z + 1
*
-1/3 | 0.13255177396420045557371925285257337691 | 0.026053909396517784451647580610625713661
f(z) = -54*z^3 + 29/3*z + 1
*
[ -1/9 ] 
f(z) = -54*z^3 + 32/3*z + 1
*
[ -1/2 ] 
f(z) = -54*z^3 + 33/2*z + 1
*
-1/9 | 0.094684907705297243643850956702114891541 | 0.016379364946157690149473084260693207732
f(z) = -54*z^3 + 37/6*z + 1
*
-1/6 | 0.079959522471309866585993664181406484742 | 0.017077591078202493418652497948941865517
f(z) = -54/5*z^3 + 23/10*z + 1
*
[ -1/3 ] 
f(z) = -54/5*z^3 + 26/5*z + 1
*
2/3 | 0.12324171229371343278706357853351007990 | 0.026321712552556732885867711164623711495
f(z) = -54/5*z^3 + 33/10*z + 1
*
[ -1/3 ] 
f(z) = -54/7*z^3 + 34/7*z + 1
*
0 | 0.11361826299399060459406122922651421557 | 0.028483007619910238424196932364585019688
f(z) = -54/11*z^3 + 32/11*z + 1
*
0 | 0.11370927563159077145240909642565021927 | 0.028505823614293208282076661800384359401
f(z) = -54/13*z^3 + 28/13*z + 1
*
0 | 0.11388934153096286864373701711745216593 | 0.028550964406352075643792240235179222969
f(z) = -54/17*z^3 + 20/17*z + 1
*
0 | 0.11309418075688161627775783164887294046 | 0.028485104677277760668662963813965478052
f(z) = -53/7*z^3 + 39/7*z + 1
*
[ 2/3 ] 
f(z) = -53/8*z^3 + 22/9*z + 1
*
-2 | 0.087354617273440699151318160876457151980 | 0.016366087879663231450229388221979172719
f(z) = -53/8*z^3 + 26*z + 1
*
[ 2 ] 
f(z) = -53/8*z^3 + 27*z + 1
*
[ -2 ] 
f(z) = -53/8*z^3 + 28*z + 1
*
0 | 0.081764266956961451217605571177919694315 | 0.020594018963157040713862826549351937949
f(z) = -53/8*z^3 + 37/8*z + 1
*
0 | 0.099625124789677568368796107564341157998 | 0.025092644812745125547459353646891002495
f(z) = -53/9*z^3 + 35/9*z + 1
*
0 | 0.10039959482828889460791156012243487390 | 0.025287711083808914174166306666416682211
f(z) = -53/10*z^3 + 33/10*z + 1
*
0 | 0.11328158806456701510880740185161480627 | 0.028532307077445291462334620949765630148
f(z) = -53/11*z^3 + 31/11*z + 1
*
0 | 0.067313548819522507397021141612370562638 | 0.016954307210952340925028939072029865091
f(z) = -53/12*z^3 + 29/12*z + 1
*
0 | 0.11337424141216525611126843345305637111 | 0.028555643736213877157413439316461472240
f(z) = -53/13*z^3 + 27/13*z + 1
*
0 | 0.10058490511800359691860273349280270230 | 0.025334385306699721662542900746175100291
f(z) = -53/14*z^3 + 25/14*z + 1
*
0 | 0.093122575490726813669873336478003443773 | 0.023454843502278489127261271187914143685
f(z) = -53/15*z^3 + 23/15*z + 1
*
0 | 0.087839831366183930544524722987749734605 | 0.022124275312440643474645889819829470951
f(z) = -53/16*z^3 + 21/16*z + 1
*
[ -1/4 ] 
f(z) = -52*z^3 + 33/4*z + 1
*
[ -1/2 ] 
f(z) = -52/3*z^3 + 22/3*z + 1
*
[ -1/2 ] 
f(z) = -52/5*z^3 + 28/5*z + 1
*
[ -1/2 ] 
f(z) = -52/7*z^3 + 34/7*z + 1
*
0 | 0.11274778987717083933309094149691424736 | 0.028534759662370173618390712028705963884
f(z) = -52/7*z^3 + 38/7*z + 1
*
0 | 0.099280486533451736290157995520445927938 | 0.025126388956107051866124050314698337428
f(z) = -52/9*z^3 + 34/9*z + 1
*
[ 3/4 ] 
f(z) = -52/9*z^3 + 35/12*z + 1
*
0 | 0.11293867621127099179473227050891889997 | 0.028583070105282736940207352225963744576
f(z) = -52/11*z^3 + 30/11*z + 1
*
0 | 0.092783041043553462583799068936826696499 | 0.023481983813659655111029331733760163602
f(z) = -52/15*z^3 + 22/15*z + 1
*
[ -1/3 ] 
f(z) = -51*z^3 + 29/3*z + 1
*
[ 2/3 ] 
f(z) = -51/4*z^3 + 31/6*z + 1
*
0 | 0.11239479484486447044520663083309255210 | 0.028585905211413750352900907152260114223
f(z) = -51/7*z^3 + 37/7*z + 1
*
-2 | 0.086651113296506008542758872333609989759 | 0.016354458840762308019530995065738448624
f(z) = -51/8*z^3 + 25*z + 1
*
[ 2 ] 
f(z) = -51/8*z^3 + 26*z + 1
*
[ -2 ] 
f(z) = -51/8*z^3 + 27*z + 1
*
0 | 0.083919131343346544191489983186646707559 | 0.021343553652250786848393401157980451805
f(z) = -51/8*z^3 + 35/8*z + 1
*
0 | 0.099705546332841944914031036161197681726 | 0.025358588006293882894283486854457523758
f(z) = -51/10*z^3 + 31/10*z + 1
*
0 | 0.11258929189251306384729791313907634637 | 0.028635372574877126573110521863776995611
f(z) = -51/11*z^3 + 29/11*z + 1
*
0 | 0.11268541093966278617404344892762243861 | 0.028659818991409367939104768059754356811
f(z) = -51/13*z^3 + 25/13*z + 1
*
0 | 0.099897788430751832833130769680073007105 | 0.025407481857615739489401269687282165049
f(z) = -51/14*z^3 + 23/14*z + 1
*
-2/3 | 0.078107277578700203822575696743831735827 | 0.015526933996450144104678014399133599116
f(z) = -51/16*z^3 + 23/12*z + 1
*
3/5 | 0.090909513740926967100892991316398977640 | 0.019740750085096215036677048704553759625
f(z) = -50/3*z^3 + 23/6*z + 1
*
-3/10 | 0.065031185190446882592121349005312475150 | 0.014121342439919775955501725455995684693
f(z) = -50/3*z^3 + 31/6*z + 1
*
[ -3/10 ] 
f(z) = -50/3*z^3 + 35/6*z + 1
*
3/5 | 0.065441828990275378534424669961196932894 | 0.014210512608066425603992685465546665220
f(z) = -50/7*z^3 + 29/14*z + 1
*
0 | 0.11203493888700031993130556832836863947 | 0.028638619642968793790845037063130949604
f(z) = -50/7*z^3 + 36/7*z + 1
*
-1/5 | 0.10811368968239445434778634751103603906 | 0.027636261221465413655167834900181780635
f(z) = -50/7*z^3 + 37/7*z + 1
*
-3/10 | 0.12827827055724223398814214775018983668 | 0.027855272525551339564957900885586905842
f(z) = -50/9*z^3 + 23/6*z + 1
*
[ -3/10 ] 
f(z) = -50/9*z^3 + 29/6*z + 1
*
-1/5 | 0.12136279536948043108500150652335197531 | 0.026353596168659436892025080661839710958
f(z) = -50/9*z^3 + 31/18*z + 1
*
-1/10 | 0.085009328045654831642134676652475094855 | 0.018459541040265620168897677544609656405
f(z) = -50/9*z^3 + 37/18*z + 1
*
0 | 0.11223318596098966198405729574461215785 | 0.028689295999859912116536896826141768786
f(z) = -50/11*z^3 + 28/11*z + 1
*
0 | 0.11233113703567378546425123491487160691 | 0.028714334470888382808648601231618890810
f(z) = -50/13*z^3 + 24/13*z + 1
*
-3/14 | 0.15193372887906482332686971277748739312 | 0.028785605976436830793901746726940948754
f(z) = -49*z^3 + 21/4*z + 1
*
[ 3/7 ] 
f(z) = -49*z^3 + 23/3*z + 1
*
-3/14 | 0.086329129453883226698622757852432241929 | 0.016356054202594554588232952968385643355
f(z) = -49*z^3 + 29/4*z + 1
*
[ -3/7 ] 
f(z) = -49*z^3 + 37/3*z + 1
*
-5/14 | 0.098458693411417775795343410260040885788 | 0.018654140686244928157808605974677311402
f(z) = -49*z^3 + 37/4*z + 1
*
4/7 | 0.13121618992248041109378999858530830953 | 0.028618783128321561183823030777420704748
f(z) = -49/2*z^3 + 23/4*z + 1
*
[ 4/7 ] 
f(z) = -49/2*z^3 + 29/4*z + 1
*
-4/7 | 0.042886700384317129468835352743050436428 | 0.011019702118604361412866659191386695603
f(z) = -49/3*z^3 + 22/3*z + 1
*
[ -1/7 ] 
f(z) = -49/3*z^3 + 25/3*z + 1
*
[ -2/7 ] 
f(z) = -49/3*z^3 + 35/6*z + 1
*
-3/7 | 0.10576241199025886478277263827702488414 | 0.027175564103410337947070500295017878404
f(z) = -49/4*z^3 + 25/4*z + 1
*
[ -4/7 ] 
f(z) = -49/4*z^3 + 27/4*z + 1
*
-1/7 | 0.099195514891723977464651012007558879320 | 0.025488205336685435959432649239877348905
f(z) = -49/4*z^3 + 29/4*z + 1
*
[ -1/7 ] 
f(z) = -49/4*z^3 + 33/4*z + 1
*
[ 5/7 ] 
f(z) = -49/5*z^3 + 23/5*z + 1
*
-3/7 | 0.11305805876660252999830628327820271926 | 0.029050174495849450361184422897292764620
f(z) = -49/5*z^3 + 24/5*z + 1
*
-4/7 | 0.092252068019123698113216778714073554532 | 0.023704092417604579419081877001509519021
f(z) = -49/5*z^3 + 31/5*z + 1
*
[ -5/7 ] 
f(z) = -49/5*z^3 + 37/5*z + 1
*
0 | 0.11156562191624658696539105248856503468 | 0.028666694084104724964081386819056241191
f(z) = -49/5*z^3 + 39/5*z + 1
*
[ 4/7 ] 
f(z) = -49/6*z^3 + 23/12*z + 1
*
[ -3/7 ] 
f(z) = -49/6*z^3 + 29/6*z + 1
*
[ 6/7 ] 
f(z) = -49/6*z^3 + 35/6*z + 1
*
[ -6/7 ] 
f(z) = -49/8*z^3 + 20/3*z + 1
*
[ 2/3 ] 
f(z) = -49/8*z^3 + 20/9*z + 1
*
-2 | 0.085919695612544458761278200467765562311 | 0.016342324535305448042423027306255365094
f(z) = -49/8*z^3 + 24*z + 1
*
[ 2 ] 
f(z) = -49/8*z^3 + 25*z + 1
*
[ -2 ] 
f(z) = -49/8*z^3 + 26*z + 1
*
0 | 0.076538486849521590070230502575312636415 | 0.019666500759729053593747255089679475212
f(z) = -49/8*z^3 + 33/8*z + 1
*
[ 6/7 ] 
f(z) = -49/9*z^3 + 23/6*z + 1
*
-3/14 | 0.12327642813887658782669973969121963234 | 0.023356148188877871299201583577607787014
f(z) = -49/9*z^3 + 23/12*z + 1
*
0 | 0.098206319766729358045646261111512214764 | 0.025234032469177949328747302297203030302
f(z) = -49/9*z^3 + 31/9*z + 1
*
[ -6/7 ] 
f(z) = -49/9*z^3 + 37/6*z + 1
*
0 | 0.098984459625253687111646543759084861590 | 0.025433974860891691841574797258783189115
f(z) = -49/10*z^3 + 29/10*z + 1
*
0 | 0.11187009459476923463034132506630565412 | 0.028744928086499558278263899968873795057
f(z) = -49/11*z^3 + 27/11*z + 1
*
-2/7 | 0.094103742207717621771245011034949173891 | 0.024179878565668214665912264835943062163
f(z) = -49/12*z^3 + 23/6*z + 1
*
[ -6/7 ] 
f(z) = -49/12*z^3 + 31/6*z + 1
*
0 | 0.11196994896468011031417504772346667787 | 0.028770585584087345740348074641963654052
f(z) = -49/13*z^3 + 23/13*z + 1
*
-2/7 | 0.091795277317255126867595800177648920031 | 0.020300656643518159867269185483340177340
f(z) = -49/16*z^3 + 23/4*z + 1
*
[ 6/7 ] 
f(z) = -49/16*z^3 + 25/12*z + 1
*
-6/7 | 0.095950813760374898571960754882194801637 | 0.019226953193312242481227268707607326284
f(z) = -49/16*z^3 + 29/12*z + 1
*
[ 8/7 ] 
f(z) = -49/16*z^3 + 33/8*z + 1
*
[ -3/7 ] 
f(z) = -49/18*z^3 + 23/6*z + 1
*
[ -6/7 ] 
f(z) = -49/18*z^3 + 25/6*z + 1
*
-4/7 | 0.082849057813484438923232924141134903773 | 0.021287996738622647475040880436895073303
f(z) = -49/18*z^3 + 25/18*z + 1
*
-1/8 | 0.14438804425313994230734662064316682116 | 0.027463275578205676830677998618759726506
f(z) = -48*z^3 + 23/4*z + 1
*
-1/4 | 0.10280885395728386269749838968032512953 | 0.026557353562266373323344072080027667686
f(z) = -48/5*z^3 + 23/5*z + 1
*
[ -1/2 ] 
f(z) = -48/5*z^3 + 27/5*z + 1
*
[ -1/4 ] 
f(z) = -48/5*z^3 + 28/5*z + 1
*
0 | 0.11118913398933350845673013638454210794 | 0.028722128785365487458654030585085722133
f(z) = -48/5*z^3 + 38/5*z + 1
*
[ -1/2 ] 
f(z) = -48/7*z^3 + 33/7*z + 1
*
0 | 0.11129353948948677936633135886921626215 | 0.028749098581007482622521571679715848413
f(z) = -48/7*z^3 + 34/7*z + 1
*
[ -1/4 ] 
f(z) = -48/7*z^3 + 38/7*z + 1
*
0 | 0.11149973812125784553601554381665421269 | 0.028802363351085311148426982002535378586
f(z) = -48/11*z^3 + 26/11*z + 1
*
0 | 0.11160157129981579576020867662933867496 | 0.028828668670357292807534878254675508353
f(z) = -48/13*z^3 + 22/13*z + 1
*
[ 1/2 ] 
f(z) = -47/2*z^3 + 39/8*z + 1
*
[ 1/2 ] 
f(z) = -47/3*z^3 + 35/12*z + 1
*
0 | 0.085080384269201744968271058280960610732 | 0.022097953915172745357725054317796945391
f(z) = -47/4*z^3 + 39/4*z + 1
*
0 | 0.11080483196595684410391568119306732081 | 0.028779372488665741296867215554050902859
f(z) = -47/5*z^3 + 37/5*z + 1
*
0 | 0.077679186953415430594884165457343143881 | 0.020175638699906961071183656744127878835
f(z) = -47/6*z^3 + 35/6*z + 1
*
0 | 0.11091140105368099290681928593630946640 | 0.028807051710022557776512271987026919639
f(z) = -47/7*z^3 + 33/7*z + 1
*
-2 | 0.085158046107063873872627710265090886003 | 0.016329644326454423724836227234250372168
f(z) = -47/8*z^3 + 23*z + 1
*
[ 2 ] 
f(z) = -47/8*z^3 + 24*z + 1
*
[ -2 ] 
f(z) = -47/8*z^3 + 25*z + 1
*
0 | 0.082439766249597552771613297313437174029 | 0.021412105399019403326798413755693736715
f(z) = -47/8*z^3 + 31/8*z + 1
*
0 | 0.097453941747885289244752878756575102636 | 0.025311741738057192388726583526361696503
f(z) = -47/9*z^3 + 29/9*z + 1
*
0 | 0.098234141498899552430348485381343025823 | 0.025514383255142857966653216732978166338
f(z) = -47/10*z^3 + 27/10*z + 1
*
0 | 0.11112181972089326120570061752904441706 | 0.028861703814040286862825218065007345358
f(z) = -47/11*z^3 + 25/11*z + 1
*
0 | 0.065159421477084028981959833495832814277 | 0.016923876229613433291028740537045478932
f(z) = -47/12*z^3 + 23/12*z + 1
*
0 | 0.11122571181172781709887723308170519785 | 0.028888687738186055145055493942084337498
f(z) = -47/13*z^3 + 21/13*z + 1
*
[ 1/2 ] 
f(z) = -46*z^3 + 21/2*z + 1
*
[ -1/2 ] 
f(z) = -46*z^3 + 29/2*z + 1
*
-1/2 | 0.12975497753917432543248778772534216861 | 0.028695498546253037097375648564793586661
f(z) = -46/3*z^3 + 35/6*z + 1
*
0 | 0.11041238455520966275123111236327571236 | 0.028838528637458445998799407336372841839
f(z) = -46/5*z^3 + 36/5*z + 1
*
0 | 0.11052120882786882290487301139627091462 | 0.028866952368330434472954404260038055457
f(z) = -46/7*z^3 + 32/7*z + 1
*
0 | 0.097065966294307567283358929315721386224 | 0.025352587574098241155340303360924507946
f(z) = -46/9*z^3 + 28/9*z + 1
*
0 | 0.11073602399549278645743028290974538396 | 0.028923059782260856724735439024191352321
f(z) = -46/11*z^3 + 24/11*z + 1
*
0 | 0.11084206007262823090765733187382730232 | 0.028950755266416850196472317764583664713
f(z) = -46/13*z^3 + 20/13*z + 1
*
[ -1/6 ] 
f(z) = -45*z^3 + 33/4*z + 1
*
[ 2/3 ] 
f(z) = -45*z^3 + 39/2*z + 1
*
[ -1/5 ] 
f(z) = -45*z^3 + 39/5*z + 1
*
[ -2/3 ] 
f(z) = -45/2*z^3 + 25/2*z + 1
*
-1/6 | 0.084765559870269903898160947049568383987 | 0.016323178163080411755088196762308663358
f(z) = -45/2*z^3 + 29/8*z + 1
*
[ 1/2 ] 
f(z) = -45/2*z^3 + 37/8*z + 1
*
[ -1/3 ] 
f(z) = -45/4*z^3 + 21/4*z + 1
*
-2/15 | 0.10639820864500732894439832693511539546 | 0.019644799900995545901196572638882685657
f(z) = -45/4*z^3 + 27/10*z + 1
*
0 | 0.084284656615458396193147201642434006671 | 0.022141352652607725000091625814324081817
f(z) = -45/4*z^3 + 37/4*z + 1
*
0 | 0.11012261593767511086398003263202785089 | 0.028928915088639631694783300142773011882
f(z) = -45/7*z^3 + 31/7*z + 1
*
[ -1/3 ] 
f(z) = -45/7*z^3 + 33/7*z + 1
*
[ 2/3 ] 
f(z) = -45/7*z^3 + 33/14*z + 1
*
-2 | 0.084363543829273357321783512851801113770 | 0.016316372685851599591390542510921687954
f(z) = -45/8*z^3 + 22*z + 1
*
[ 2 ] 
f(z) = -45/8*z^3 + 23*z + 1
*
[ -2 ] 
f(z) = -45/8*z^3 + 24*z + 1
*
-2/5 | 0.16986930014913517154168747003707831915 | 0.026074718596129555780937162301065179847
f(z) = -45/8*z^3 + 26/15*z + 1
*
0 | 0.11034201538392774818886626719971163081 | 0.028986550733208130094470328602039217074
f(z) = -45/11*z^3 + 23/11*z + 1
*
[ 4/3 ] 
f(z) = -45/16*z^3 + 21/4*z + 1
*
[ -4/3 ] 
f(z) = -45/16*z^3 + 27/4*z + 1
*
[ -1/4 ] 
f(z) = -44*z^3 + 31/4*z + 1
*
[ -1/2 ] 
f(z) = -44/3*z^3 + 20/3*z + 1
*
0 | 0.089143282951238379432533914373948325850 | 0.023556769500194630673574006160487406853
f(z) = -44/3*z^3 + 38/3*z + 1
*
[ -1/2 ] 
f(z) = -44/5*z^3 + 26/5*z + 1
*
0 | 0.10960161886133477664501201810511067175 | 0.028963035541073040603633062576507296925
f(z) = -44/5*z^3 + 34/5*z + 1
*
0 | 0.10971525259986139339192790660656484870 | 0.028993064093952130078436092228263918673
f(z) = -44/7*z^3 + 30/7*z + 1
*
[ -1/2 ] 
f(z) = -44/7*z^3 + 32/7*z + 1
*
0 | 0.096264735066219533987858278672929837605 | 0.025438665706227887452680543087353768475
f(z) = -44/9*z^3 + 26/9*z + 1
*
-1/2 | 0.086786383733860553456303153603246016593 | 0.022933941511805099766752307848490301344
f(z) = -44/9*z^3 + 29/9*z + 1
*
[ 3/4 ] 
f(z) = -44/9*z^3 + 29/12*z + 1
*
[ 3/2 ] 
f(z) = -44/9*z^3 + 34/3*z + 1
*
[ -3/2 ] 
f(z) = -44/9*z^3 + 38/3*z + 1
*
[ -1/2 ] 
f(z) = -44/9*z^3 + 38/9*z + 1
*
[ 1/2 ] 
f(z) = -43*z^3 + 39/4*z + 1
*
[ 1/2 ] 
f(z) = -43/2*z^3 + 35/8*z + 1
*
0 | 0.096170718752290195298854701510954629636 | 0.025569157660880372579010014525485249402
f(z) = -43/2*z^3 + 39/2*z + 1
*
0 | 0.088720536807595682164846979434218548675 | 0.023588358523496345012087870051029703333
f(z) = -43/3*z^3 + 37/3*z + 1
*
0 | 0.083453193026991108007961383350778586731 | 0.022187916212908656434921990756155433067
f(z) = -43/4*z^3 + 35/4*z + 1
*
0 | 0.10918252251330442135751917712676849107 | 0.029028639571114989117365006134243794001
f(z) = -43/5*z^3 + 33/5*z + 1
*
0 | 0.076061715306081020414514451673295290284 | 0.020222724919292229233132810760788896992
f(z) = -43/6*z^3 + 31/6*z + 1
*
0 | 0.10929872405905295055159209453724344434 | 0.029059534376542565181859475561515854689
f(z) = -43/7*z^3 + 29/7*z + 1
*
-2 | 0.083533209541078937158777034201685319776 | 0.016302458385120670521320666713572484684
f(z) = -43/8*z^3 + 21*z + 1
*
[ 2 ] 
f(z) = -43/8*z^3 + 22*z + 1
*
[ -2 ] 
f(z) = -43/8*z^3 + 23*z + 1
*
0 | 0.080831841565209539034116790718741604214 | 0.021490970721802237660922683245603174493
f(z) = -43/8*z^3 + 27/8*z + 1
*
0 | 0.095850727820601338567267099758028841705 | 0.025484080844479751297889099537213781418
f(z) = -43/9*z^3 + 25/9*z + 1
*
0 | 0.096635597544742730825816751193026435268 | 0.025692756187455131080880683442797850885
f(z) = -43/10*z^3 + 23/10*z + 1
*
0 | 0.10952790570549425884239507721885812689 | 0.029120467493471135564655034239425353734
f(z) = -43/11*z^3 + 21/11*z + 1
*
[ -1/3 ] 
f(z) = -42*z^3 + 26/3*z + 1
*
[ -1/2 ] 
f(z) = -42*z^3 + 27/2*z + 1
*
0 | 0.10875372015658200404531680128502769759 | 0.029096664837522547297129551113685157890
f(z) = -42/5*z^3 + 32/5*z + 1
*
0 | 0.10910701588343706772428248494189541917 | 0.029191187832579912706569010723207828900
f(z) = -42/11*z^3 + 20/11*z + 1
*
[ 1/2 ] 
f(z) = -41*z^3 + 37/4*z + 1
*
0 | 0.10806765482490769281089412547023234988 | 0.029100729131888031114108591233154667392
f(z) = -41*z^3 + 39*z + 1
*
[ 1/2 ] 
f(z) = -41/2*z^3 + 33/8*z + 1
*
0 | 0.095294494750180649835075747169757337855 | 0.025661140551057588736408819911755018054
f(z) = -41/2*z^3 + 37/2*z + 1
*
0 | 0.087847158191900402050462796607595414043 | 0.023655703084244253834893668999527683834
f(z) = -41/3*z^3 + 35/3*z + 1
*
0 | 0.082582631876323742827320531376462088323 | 0.022238058234214783343892032476451258322
f(z) = -41/4*z^3 + 33/4*z + 1
*
0 | 0.10831475147757575051315192437906415680 | 0.029167267938252801389627760796845204025
f(z) = -41/5*z^3 + 31/5*z + 1
*
0 | 0.075196707590586636767396491800949580881 | 0.020249158018177799583185097991346995371
f(z) = -41/6*z^3 + 29/6*z + 1
*
0 | 0.10843645340909486046948437128178590381 | 0.029200040139608548080331056706918171499
f(z) = -41/7*z^3 + 27/7*z + 1
*
-2 | 0.082663636889303820450422151564445911708 | 0.016287843510142969190411293197002636145
f(z) = -41/8*z^3 + 20*z + 1
*
[ 2 ] 
f(z) = -41/8*z^3 + 21*z + 1
*
[ -2 ] 
f(z) = -41/8*z^3 + 22*z + 1
*
0 | 0.070029765664424938989477079954978397561 | 0.018857790937277922121429570594039461352
f(z) = -41/8*z^3 + 25/8*z + 1
*
0 | 0.094993854623810817826276763403189231675 | 0.025580183423803924912588039991438127854
f(z) = -41/9*z^3 + 23/9*z + 1
*
0 | 0.095781385743217120895717292901636536367 | 0.025792251778816411607669736535512268545
f(z) = -41/10*z^3 + 21/10*z + 1
*
-2 | 0.082867330565595434409488541666494848624 | 0.016409840289828400909805538224675224071
f(z) = -41/16*z^3 + 39/4*z + 1
*
[ 2/3 ] 
f(z) = -55/16*z^3 + 37/36*z + 1
*
[ 4/5 ] 
f(z) = -55/16*z^3 + 39/20*z + 1
*
[ 2/3 ] 
f(z) = -54/11*z^3 + 37/22*z + 1
*
[ 2/3 ] 
f(z) = -54/13*z^3 + 35/26*z + 1
*
[ 2/3 ] 
f(z) = -54/17*z^3 + 31/34*z + 1
*
[ 2/3 ] 
f(z) = -54/19*z^3 + 29/38*z + 1
*
[ 2/3 ] 
f(z) = -53/16*z^3 + 35/36*z + 1
*
[ 7/12 ] 
f(z) = -48/7*z^3 + 34/21*z + 1
*
[ 2/3 ] 
f(z) = -47/16*z^3 + 29/36*z + 1
*
[ 2/3 ] 
f(z) = -45/11*z^3 + 29/22*z + 1
*
[ 2/3 ] 
f(z) = -45/13*z^3 + 27/26*z + 1
*
-2/5 | 0.15441109442841880896013289898513940411 | 0.028509644017228996665687320059031658211
f(z) = -45/16*z^3 + 39/20*z + 1
*
[ 2/3 ] 
f(z) = -45/17*z^3 + 23/34*z + 1
*
[ 2/3 ] 
f(z) = -45/19*z^3 + 21/38*z + 1
*
[ 2/3 ] 
f(z) = -43/16*z^3 + 25/36*z + 1
*
[ 2/3 ] 
f(z) = -41/16*z^3 + 23/36*z + 1
*
[ -1/5 ] 
f(z) = -60*z^3 + 42/5*z + 1
*
-3/10 | 0.16611383785100392927069387759137857370 | 0.029123452478965117157394235519110690699
f(z) = -60*z^3 + 47/5*z + 1
*
0 | 0.11509921885605245050308889304881578930 | 0.028111756865324811920778595937309752691
f(z) = -60*z^3 + 58*z + 1
*
[ -1/10 ] 
f(z) = -60*z^3 + 58/5*z + 1
*
0 | 0.11535283701607881999301960083045645768 | 0.028173700396498632994325113106936618717
f(z) = -60/7*z^3 + 46/7*z + 1
*
[ -1/2 ] 
f(z) = -60/11*z^3 + 48/11*z + 1
*
[ -1/2 ] 
f(z) = -60/13*z^3 + 54/13*z + 1
*
[ 1/2 ] 
f(z) = -59*z^3 + 55/4*z + 1
*
0 | 0.11478869988357092410796724715118508248 | 0.028151476586716308468688646022786788249
f(z) = -59*z^3 + 57*z + 1
*
[ 1/2 ] 
f(z) = -59/2*z^3 + 51/8*z + 1
*
0 | 0.10199665140947435925460019704106698295 | 0.025014277075963675452090928585899731831
f(z) = -59/2*z^3 + 55/2*z + 1
*
[ 1/2 ] 
f(z) = -59/3*z^3 + 47/12*z + 1
*
0 | 0.094530589538648745879016264133845702837 | 0.023183254804915158954094390711564042583
f(z) = -59/3*z^3 + 53/3*z + 1
*
[ 1/2 ] 
f(z) = -59/4*z^3 + 43/16*z + 1
*
0 | 0.089247498040318758009462390229445232033 | 0.021887597420768733158686153623353098509
f(z) = -59/4*z^3 + 51/4*z + 1
*
0 | 0.11496120970517648758880851540138507604 | 0.028193783941088589308853131421217632933
f(z) = -59/5*z^3 + 49/5*z + 1
*
0 | 0.081823878699666589746154634313785420658 | 0.020066984013098498973192628516412939416
f(z) = -59/6*z^3 + 47/6*z + 1
*
0 | 0.11504655632394428794649816355787492310 | 0.028214714863230177308094633849104132633
f(z) = -59/7*z^3 + 45/7*z + 1
*
0 | 0.086564432371177910873550518913964812539 | 0.021229586131834782954173107107728021629
f(z) = -59/8*z^3 + 43/8*z + 1
*
[ -2/3 ] 
f(z) = -59/8*z^3 + 52/9*z + 1
*
0 | 0.10156819835405664279770242716237666380 | 0.024909200651452091464800382167610660697
f(z) = -59/9*z^3 + 41/9*z + 1
*
-2 | 0.089497372479093204238641126070324768383 | 0.016484007207389412436021007097591974518
f(z) = -59/16*z^3 + 57/4*z + 1
*
0 | 0.11447288518052627078601253701900717303 | 0.028192215697449598975485634908996211661
f(z) = -58*z^3 + 56*z + 1
*
-1 | 0.097206951526113780430820804189453023176 | 0.023839622042318489398052553254876729540
f(z) = -58*z^3 + 59*z + 1
*
[ -1/2 ] 
f(z) = -58/3*z^3 + 47/6*z + 1
*
0 | 0.094217290047251017041939894816384188697 | 0.023203697183419419109221008146741872973
f(z) = -58/3*z^3 + 52/3*z + 1
*
0 | 0.11464833717877899093072767884886156440 | 0.028235425760439526109264498079991507290
f(z) = -58/5*z^3 + 48/5*z + 1
*
[ -1/2 ] 
f(z) = -58/5*z^3 + 59/10*z + 1
*
0 | 0.11473512398234124052174364453526641771 | 0.028256799488216725123039910934030064418
f(z) = -58/7*z^3 + 44/7*z + 1
*
0 | 0.10125818639322490193629190570646532122 | 0.024937718896736454902345080732322365411
f(z) = -58/9*z^3 + 40/9*z + 1
*
[ 1/2 ] 
f(z) = -57*z^3 + 53/4*z + 1
*
0 | 0.11415159097616300522802973723181862645 | 0.028234020153126170941152947164020533001
f(z) = -57*z^3 + 55*z + 1
*
-1 | 0.096882997407466329493600628733422503964 | 0.023860203715660240927291496609894392634
f(z) = -57*z^3 + 58*z + 1
*
[ -1 ] 
f(z) = -57*z^3 + 59*z + 1
*
[ -1/3 ] 
f(z) = -57/2*z^3 + 43/6*z + 1
*
[ 1/2 ] 
f(z) = -57/2*z^3 + 49/8*z + 1
*
0 | 0.10136105537137998661831021313008524412 | 0.025070435336247605146351894300672996342
f(z) = -57/2*z^3 + 53/2*z + 1
*
-1 | 0.083937083958119488735961091963648770075 | 0.020585239280529897300565294482850551275
f(z) = -57/2*z^3 + 59/2*z + 1
*
0 | 0.088614895069478854645378965019819232835 | 0.021917826215679131891312574056865332124
f(z) = -57/4*z^3 + 49/4*z + 1
*
[ -2/3 ] 
f(z) = -57/4*z^3 + 53/6*z + 1
*
-1/3 | 0.14624423581984340019634015585593109405 | 0.028442980411444536013117089736793772685
f(z) = -57/4*z^3 + 55/12*z + 1
*
0 | 0.11433008725826657335025027074258668948 | 0.028278169057079884681617774422523348734
f(z) = -57/5*z^3 + 47/5*z + 1
*
0 | 0.11441836369569820347197854992644049427 | 0.028300003169878288743899627527223382016
f(z) = -57/7*z^3 + 43/7*z + 1
*
0 | 0.077063377018761818930725452156806908257 | 0.019060697456858320610118868837918812474
f(z) = -57/8*z^3 + 41/8*z + 1
*
[ -2/3 ] 
f(z) = -57/16*z^3 + 49/12*z + 1
*
-2 | 0.088869153190147073808695580710718658093 | 0.016476694474435502745931060708587903940
f(z) = -57/16*z^3 + 55/4*z + 1
*
[ 2 ] 
f(z) = -57/16*z^3 + 59/4*z + 1
*
-1/8 | 0.18108085894756921445119260652363713795 | 0.029662078968714839483479021886958257347
f(z) = -56*z^3 + 47/8*z + 1
*
0 | 0.11382462376480605601407428504917743051 | 0.028276938888790183217083338563431389208
f(z) = -56*z^3 + 54*z + 1
*
-1 | 0.096553275009968275628299547504570663914 | 0.023881288812269256449745403764876466784
f(z) = -56*z^3 + 57*z + 1
*
[ -1 ] 
f(z) = -56*z^3 + 58*z + 1
*
0 | 0.093571115757825720101728492812033977384 | 0.023245451067838707173973181136077072625
f(z) = -56/3*z^3 + 50/3*z + 1
*
3/4 | 0.13337747379604712278394225836665798340 | 0.028266929257405708981697702271896975465
f(z) = -56/3*z^3 + 55/6*z + 1
*
-1 | 0.075984836539166986784478873476041946480 | 0.018634981918494407605865383151071029236
f(z) = -56/3*z^3 + 59/3*z + 1
*
0 | 0.11400627184762978906286653752046484674 | 0.028322064904298795507575312405712273323
f(z) = -56/5*z^3 + 46/5*z + 1
*
-1/4 | 0.13751727205133554842198096193151556018 | 0.029144284189177085680962545320324048734
f(z) = -56/5*z^3 + 47/10*z + 1
*
[ -1/4 ] 
f(z) = -56/5*z^3 + 57/10*z + 1
*
[ -1/2 ] 
f(z) = -56/9*z^3 + 41/9*z + 1
*
[ 3/2 ] 
f(z) = -56/9*z^3 + 43/3*z + 1
*
[ -3/2 ] 
f(z) = -56/9*z^3 + 47/3*z + 1
*
[ -1/2 ] 
f(z) = -56/11*z^3 + 47/11*z + 1
*
[ -1/2 ] 
f(z) = -56/13*z^3 + 53/13*z + 1
*
-1/2 | 0.10092573505412911743179564790680719497 | 0.025072526032053877295130598526196027731
f(z) = -56/15*z^3 + 44/15*z + 1
*
[ -1/2 ] 
f(z) = -56/15*z^3 + 59/15*z + 1
*
[ -1/5 ] 
f(z) = -55*z^3 + 41/5*z + 1
*
[ 1/2 ] 
f(z) = -55*z^3 + 51/4*z + 1
*
0 | 0.11349177960589408395112674619345178951 | 0.028321024072599111687664949415132046512
f(z) = -55*z^3 + 53*z + 1
*
-1 | 0.096217575180982872611343843579982756763 | 0.023902899069027848020339583860146240472
f(z) = -55*z^3 + 56*z + 1
*
[ -1 ] 
f(z) = -55*z^3 + 57*z + 1
*
[ 1/2 ] 
f(z) = -55/2*z^3 + 47/8*z + 1
*
0 | 0.10070286626389322722444881286920955113 | 0.025129646477861140269041910733023166229
f(z) = -55/2*z^3 + 51/2*z + 1
*
-1 | 0.083268259262538731615396917036266315810 | 0.020595400292100930508282986838522454733
f(z) = -55/2*z^3 + 57/2*z + 1
*
[ -1 ] 
f(z) = -55/2*z^3 + 59/2*z + 1
*
[ 1/2 ] 
f(z) = -55/3*z^3 + 43/12*z + 1
*
0 | 0.093240950048442768451617055130773969565 | 0.023267581141505141027746205070162815401
f(z) = -55/3*z^3 + 49/3*z + 1
*
-1 | 0.075644966869241533397968089353629810144 | 0.018629732438742413813054740351802536430
f(z) = -55/3*z^3 + 58/3*z + 1
*
0 | 0.087959914233343532478162003830707293042 | 0.021949738184358348201096338334236435575
f(z) = -55/4*z^3 + 47/4*z + 1
*
[ -2/5 ] 
f(z) = -55/4*z^3 + 57/10*z + 1
*
-1 | 0.087314990889945912722341134736043410969 | 0.021413657652720455098820040765601457319
f(z) = -55/4*z^3 + 59/4*z + 1
*
0 | 0.080543440269173484873148699398956228140 | 0.020099012621657275284630162778869669494
f(z) = -55/6*z^3 + 43/6*z + 1
*
0 | 0.11376810740897978267968129317703743051 | 0.028389979607443082634398816027011796183
f(z) = -55/7*z^3 + 41/7*z + 1
*
[ -2/3 ] 
f(z) = -55/8*z^3 + 50/9*z + 1
*
-2 | 0.088218561996153816157435729392085038502 | 0.016469175977484932936648964851299352581
f(z) = -55/16*z^3 + 53/4*z + 1
*
[ 2 ] 
f(z) = -55/16*z^3 + 57/4*z + 1
*
-1/9 | 0.088939004678233161810778337630977303119 | 0.017481537216763234215026215764442762379
f(z) = -54*z^3 + 41/3*z + 1
*
5/9 | 0.10074250466225154409205386359719863980 | 0.019801591561931567739727522051840892547
f(z) = -54*z^3 + 44/3*z + 1
*
[ 2/3 ] 
f(z) = -54*z^3 + 47/2*z + 1
*
5/12 | 0.097394671293120427543269054190014486898 | 0.016049413456069324091615363413287552302
f(z) = -54*z^3 + 51/8*z + 1
*
0 | 0.11315284335994737104592427446305434049 | 0.028366331386410608092910860604758331382
f(z) = -54*z^3 + 52*z + 1
*
[ -2/3 ] 
f(z) = -54*z^3 + 53/2*z + 1
*
-1 | 0.095875677181698869689751336279880281545 | 0.023925057575699683073912001444307867077
f(z) = -54*z^3 + 55*z + 1
*
[ -1 ] 
f(z) = -54*z^3 + 56*z + 1
*
[ 2/3 ] 
f(z) = -54/5*z^3 + 43/10*z + 1
*
0 | 0.11334114121430353571884315780368447784 | 0.028413535850544363217740582790286382805
f(z) = -54/5*z^3 + 44/5*z + 1
*
-1 | 0.095404173564191613858436432724597387464 | 0.023397497846839525628558824258327448207
f(z) = -54/5*z^3 + 59/5*z + 1
*
0 | 0.11343421010438627215892867382595441858 | 0.028436867327681479620538405092604517542
f(z) = -54/7*z^3 + 40/7*z + 1
*
[ 2/3 ] 
f(z) = -54/7*z^3 + 41/14*z + 1
*
[ -1/3 ] 
f(z) = -54/11*z^3 + 50/11*z + 1
*
[ -1/3 ] 
f(z) = -54/13*z^3 + 58/13*z + 1
*
[ 1/2 ] 
f(z) = -53*z^3 + 49/4*z + 1
*
0 | 0.11280758785330242827276684398730432327 | 0.028412920336725637277606695072354340672
f(z) = -53*z^3 + 51*z + 1
*
-1 | 0.095527347815217212404554056914770892072 | 0.023947788885617440394362577957335336554
f(z) = -53*z^3 + 54*z + 1
*
[ -1 ] 
f(z) = -53*z^3 + 55*z + 1
*
[ 1/2 ] 
f(z) = -53/2*z^3 + 45/8*z + 1
*
0 | 0.10002041847795018462688441862841283773 | 0.025192207690457801537143663519039440620
f(z) = -53/2*z^3 + 49/2*z + 1
*
-1 | 0.082573666494342744688719284532124734784 | 0.020605640379152184856359651609711510367
f(z) = -53/2*z^3 + 55/2*z + 1
*
[ -1 ] 
f(z) = -53/2*z^3 + 57/2*z + 1
*
[ 1/2 ] 
f(z) = -53/3*z^3 + 41/12*z + 1
*
0 | 0.092560232696111691231429888080380490411 | 0.023313205857777934439110838491851339222
f(z) = -53/3*z^3 + 47/3*z + 1
*
-1 | 0.074944884172103634561742940845410161366 | 0.018618220202870389258616568449684511121
f(z) = -53/3*z^3 + 56/3*z + 1
*
[ -1 ] 
f(z) = -53/3*z^3 + 59/3*z + 1
*
0 | 0.087280913999950729162596285051236811586 | 0.021983500432808895727843703866741891358
f(z) = -53/4*z^3 + 45/4*z + 1
*
-1 | 0.086611391010663518441282579822008004428 | 0.021422283635065651615001711922302475363
f(z) = -53/4*z^3 + 57/4*z + 1
*
0 | 0.11299939658945776752734569492353060260 | 0.028461231327537326166569899292790785757
f(z) = -53/5*z^3 + 43/5*z + 1
*
-1 | 0.095046661205465577083057574526360756166 | 0.023407953506204983937706246001547760647
f(z) = -53/5*z^3 + 58/5*z + 1
*
0 | 0.079866801562838937723175478695982975966 | 0.020116103123355503752066089864749815341
f(z) = -53/6*z^3 + 41/6*z + 1
*
-1 | 0.061743134471233820296649090668433524483 | 0.015142260572864880586090753113118445888
f(z) = -53/6*z^3 + 59/6*z + 1
*
[ -2/3 ] 
f(z) = -53/8*z^3 + 49/9*z + 1
*
-2 | 0.087543922873891723853696979826201301788 | 0.016461441820648048107662434302623123478
f(z) = -53/16*z^3 + 51/4*z + 1
*
[ 2 ] 
f(z) = -53/16*z^3 + 55/4*z + 1
*
[ -2 ] 
f(z) = -53/16*z^3 + 59/4*z + 1
*
0 | 0.11245577296349203641948385319011215260 | 0.028460854599945008254635644500454498620
f(z) = -52*z^3 + 50*z + 1
*
-1 | 0.095172340471040979964422963602618502847 | 0.023971119137658733079570222141806830149
f(z) = -52*z^3 + 53*z + 1
*
[ -1 ] 
f(z) = -52*z^3 + 54*z + 1
*
0 | 0.092210254421550518002876010818943683258 | 0.023337020186306243963507704328439888952
f(z) = -52/3*z^3 + 46/3*z + 1
*
-1 | 0.074586239628192060769218725026958898054 | 0.018612437793556018042157966038483273299
f(z) = -52/3*z^3 + 55/3*z + 1
*
[ -1 ] 
f(z) = -52/3*z^3 + 58/3*z + 1
*
0 | 0.11265122600401009171457855125622232172 | 0.028510320807154374399101000150961101856
f(z) = -52/5*z^3 + 42/5*z + 1
*
-1 | 0.094682105907141092059700651681866215320 | 0.023418477687979611256198222664953620471
f(z) = -52/5*z^3 + 57/5*z + 1
*
-1 | 0.094428726347333136076230694340304122824 | 0.023158273258401624331427336049651068283
f(z) = -52/7*z^3 + 59/7*z + 1
*
[ 3/2 ] 
f(z) = -52/9*z^3 + 40/3*z + 1
*
[ -1/2 ] 
f(z) = -52/9*z^3 + 40/9*z + 1
*
[ -3/2 ] 
f(z) = -52/9*z^3 + 44/3*z + 1
*
-3/4 | 0.13297004397805388226062986114804945215 | 0.024912242684270408312419321759030642227
f(z) = -52/9*z^3 + 55/12*z + 1
*
[ -1/2 ] 
f(z) = -52/11*z^3 + 46/11*z + 1
*
-1/2 | 0.10390967676511220027606463891809702324 | 0.026297966960746672652387107221280514363
f(z) = -52/15*z^3 + 43/15*z + 1
*
[ -1/2 ] 
f(z) = -52/15*z^3 + 58/15*z + 1
*
[ 1/2 ] 
f(z) = -51*z^3 + 47/4*z + 1
*
0 | 0.11209714461604824913611320127998879355 | 0.028510202406503253290321363050366487540
f(z) = -51*z^3 + 49*z + 1
*
-1 | 0.094810394076161902496693560096476414539 | 0.023995076190896334078445180171995037022
f(z) = -51*z^3 + 52*z + 1
*
[ -1 ] 
f(z) = -51*z^3 + 53*z + 1
*
[ -1/3 ] 
f(z) = -51/2*z^3 + 41/6*z + 1
*
[ 1/2 ] 
f(z) = -51/2*z^3 + 43/8*z + 1
*
0 | 0.099311855140734129419267821715571504589 | 0.025258458644291878117341533993072448946
f(z) = -51/2*z^3 + 47/2*z + 1
*
-1 | 0.081851347258126887118902865741687270056 | 0.020615951935105072442530609294190037347
f(z) = -51/2*z^3 + 53/2*z + 1
*
[ -1 ] 
f(z) = -51/2*z^3 + 55/2*z + 1
*
0 | 0.086576065304649530689917286597084659433 | 0.022019304361842153295913174936439374184
f(z) = -51/4*z^3 + 43/4*z + 1
*
[ -2/3 ] 
f(z) = -51/4*z^3 + 49/6*z + 1
*
-1/3 | 0.13797061295975229076545027703274054966 | 0.027427157459397042726769815231072121942
f(z) = -51/4*z^3 + 53/12*z + 1
*
-1 | 0.085879986669654009819726748064805287761 | 0.021430707829868654528391854110184419027
f(z) = -51/4*z^3 + 55/4*z + 1
*
[ -1 ] 
f(z) = -51/4*z^3 + 59/4*z + 1
*
0 | 0.11229638313711807133545314173451672055 | 0.028560875691557293609737388671851287188
f(z) = -51/5*z^3 + 41/5*z + 1
*
-1 | 0.094310224387749810046728388661991216385 | 0.023429064497598208926446923312598556100
f(z) = -51/5*z^3 + 56/5*z + 1
*
-1 | 0.094051529737674428352250156799137095042 | 0.023162873975423136432799820094959637508
f(z) = -51/7*z^3 + 58/7*z + 1
*
-1 | 0.085362511281318605493306103489383048647 | 0.020934819717940609007824352296244388799
f(z) = -51/8*z^3 + 59/8*z + 1
*
[ -2/3 ] 
f(z) = -51/16*z^3 + 47/12*z + 1
*
-2 | 0.086843361239060612905548656609224632272 | 0.016453481374677313915266298145097981654
f(z) = -51/16*z^3 + 49/4*z + 1
*
[ 2 ] 
f(z) = -51/16*z^3 + 53/4*z + 1
*
4/3 | 0.15480179907009774337950798632893079620 | 0.028899338334576972060512133541706202499
f(z) = -51/16*z^3 + 53/12*z + 1
*
[ -2 ] 
f(z) = -51/16*z^3 + 57/4*z + 1
*
-2/3 | 0.12274824084577504594167692369384375105 | 0.022465596531150852374063317292469905675
f(z) = -51/16*z^3 + 59/12*z + 1
*
0 | 0.11173143368223068235587575959572829527 | 0.028561036969158208451656648921112409536
f(z) = -50*z^3 + 48*z + 1
*
-1 | 0.094441231941567809305442390048711534520 | 0.024019689773508686708611772712737459424
f(z) = -50*z^3 + 51*z + 1
*
[ -1 ] 
f(z) = -50*z^3 + 52*z + 1
*
[ 3/5 ] 
f(z) = -50*z^3 + 52/3*z + 1
*
[ -3/10 ] 
f(z) = -50*z^3 + 53/6*z + 1
*
0 | 0.091489806918119128128552862785048672689 | 0.023386827426927707993403495759749054122
f(z) = -50/3*z^3 + 44/3*z + 1
*
-1 | 0.073845216381683658226982443693615153905 | 0.018599442557264302567719277291469698292
f(z) = -50/3*z^3 + 53/3*z + 1
*
[ -1 ] 
f(z) = -50/3*z^3 + 56/3*z + 1
*
[ -1/5 ] 
f(z) = -50/7*z^3 + 44/7*z + 1
*
-2/5 | 0.081427407735244351680647840131607214431 | 0.017681736927551392989540782194767134987
f(z) = -50/7*z^3 + 51/14*z + 1
*
-1 | 0.093666478156401356370481428555903127098 | 0.023167274405246146488688323120076062132
f(z) = -50/7*z^3 + 57/7*z + 1
*
-3/10 | 0.069311579903324578211604741989594600735 | 0.014005848220295854908648252650067053311
f(z) = -50/9*z^3 + 47/6*z + 1
*
-1/5 | 0.10428151082661184659767060852935210756 | 0.026656671160142857571094299088873009155
f(z) = -50/9*z^3 + 47/9*z + 1
*
[ 6/5 ] 
f(z) = -50/9*z^3 + 49/6*z + 1
*
[ -1/5 ] 
f(z) = -50/9*z^3 + 56/9*z + 1
*
[ -6/5 ] 
f(z) = -50/9*z^3 + 59/6*z + 1
*
-1 | 0.079832659293712988165946603258421639201 | 0.019578645295589068194614038578164020062
f(z) = -50/9*z^3 + 59/9*z + 1
*
[ 1/2 ] 
f(z) = -49*z^3 + 45/4*z + 1
*
0 | 0.11135835476570162705555513322287392721 | 0.028613436961558346730741118314700292265
f(z) = -49*z^3 + 47*z + 1
*
-1 | 0.094064560491403498389600700135897800624 | 0.024044991647769906196164414626089338135
f(z) = -49*z^3 + 50*z + 1
*
[ -1 ] 
f(z) = -49*z^3 + 51*z + 1
*
[ 1/2 ] 
f(z) = -49/2*z^3 + 41/8*z + 1
*
[ -4/7 ] 
f(z) = -49/2*z^3 + 43/4*z + 1
*
0 | 0.098575097661613787148961720857481259161 | 0.025328789643619806468759015292253683595
f(z) = -49/2*z^3 + 45/2*z + 1
*
[ -3/7 ] 
f(z) = -49/2*z^3 + 47/6*z + 1
*
-1 | 0.081100409027883469486308907794096250708 | 0.020626654537497824629366853937076980276
f(z) = -49/2*z^3 + 51/2*z + 1
*
[ -1 ] 
f(z) = -49/2*z^3 + 53/2*z + 1
*
-2/7 | 0.10013174988931840424596747407577281565 | 0.021839140703862085222222386959989390625
f(z) = -49/3*z^3 + 41/6*z + 1
*
0 | 0.091117758392136478622394491581552029182 | 0.023412632499083188257967177143945968716
f(z) = -49/3*z^3 + 43/3*z + 1
*
-1 | 0.073462243482584446122681004921198236413 | 0.018592182288608308710007255508950995560
f(z) = -49/3*z^3 + 52/3*z + 1
*
[ -1 ] 
f(z) = -49/3*z^3 + 55/3*z + 1
*
[ 4/7 ] 
f(z) = -49/3*z^3 + 55/12*z + 1
*
0 | 0.085843321847943960451516027984825576167 | 0.022057370400585702565739915035979722202
f(z) = -49/4*z^3 + 41/4*z + 1
*
-1 | 0.085118488503121336083573616500024253422 | 0.021438848920045260031209210516136963748
f(z) = -49/4*z^3 + 53/4*z + 1
*
[ 6/7 ] 
f(z) = -49/4*z^3 + 53/6*z + 1
*
[ -1/7 ] 
f(z) = -49/5*z^3 + 41/5*z + 1
*
[ -2/7 ] 
f(z) = -49/5*z^3 + 53/10*z + 1
*
-1 | 0.093543260813986543367251402095087107395 | 0.023450397324741289494640491999386300162
f(z) = -49/5*z^3 + 54/5*z + 1
*
[ -1 ] 
f(z) = -49/5*z^3 + 59/5*z + 1
*
-1 | 0.060228337830403207394640783269709661873 | 0.015029530874136505957954382924169430178
f(z) = -49/6*z^3 + 55/6*z + 1
*
-4/7 | 0.12665621626810452461111915434141348076 | 0.027624234382754871251198686070427837507
f(z) = -49/6*z^3 + 59/12*z + 1
*
[ -2/3 ] 
f(z) = -49/8*z^3 + 47/9*z + 1
*
-4/7 | 0.12528099857714997710865846611983143694 | 0.027324293827592351996223266510201146254
f(z) = -49/9*z^3 + 41/18*z + 1
*
-4/7 | 0.081379001032136183285174538491604283455 | 0.020910266867060507669686450127579908424
f(z) = -49/9*z^3 + 43/9*z + 1
*
8/7 | 0.076029165948275967064210227532533060542 | 0.018972509255894431051196910924811999103
f(z) = -49/9*z^3 + 55/9*z + 1
*
-1 | 0.079433336549466471198831234895973660945 | 0.019562726614595932747738946549958311445
f(z) = -49/9*z^3 + 58/9*z + 1
*
-5/7 | 0.090236785182780769777912784260897988976 | 0.022950352739894147426950053608162341135
f(z) = -49/10*z^3 + 51/10*z + 1
*
-1 | 0.080019331033903354982578617269319685178 | 0.019624425804721943499776812803319565761
f(z) = -49/10*z^3 + 59/10*z + 1
*
10/7 | 0.13142164362108174251461491160570122895 | 0.029823012596654519431526003964342536326
f(z) = -49/12*z^3 + 41/6*z + 1
*
-2/7 | 0.077643731126412419506775964213673309589 | 0.016649457526837502289011650642484946611
f(z) = -49/12*z^3 + 53/6*z + 1
*
-3/7 | 0.078856217895085673215367725595711784174 | 0.020262039830916199315459547023379589667
f(z) = -49/15*z^3 + 44/15*z + 1
*
[ -3/7 ] 
f(z) = -49/15*z^3 + 59/15*z + 1
*
-2 | 0.086114770792600102999556363958112020319 | 0.016445283152925614973140300521716216463
f(z) = -49/16*z^3 + 47/4*z + 1
*
[ -8/7 ] 
f(z) = -49/16*z^3 + 47/8*z + 1
*
[ 2 ] 
f(z) = -49/16*z^3 + 51/4*z + 1
*
[ -6/7 ] 
f(z) = -49/16*z^3 + 53/12*z + 1
*
[ -2 ] 
f(z) = -49/16*z^3 + 55/4*z + 1
*
[ -1/12 ] 
f(z) = -48*z^3 + 40/3*z + 1
*
0 | 0.11097760486444509871393488959446967191 | 0.028667487054209604904590929177974048889
f(z) = -48*z^3 + 46*z + 1
*
-1/6 | 0.16016861948934823279670992167999680557 | 0.028283548870096158510601683626195988290
f(z) = -48*z^3 + 47/6*z + 1
*
-1 | 0.093680067860161119464076074067446772530 | 0.024071015793211278580608490932371053928
f(z) = -48*z^3 + 49*z + 1
*
[ -1 ] 
f(z) = -48*z^3 + 50*z + 1
*
-1/8 | 0.12584173517403788180980552121810224315 | 0.023935681587771241032922835571656344292
f(z) = -48*z^3 + 51/4*z + 1
*
-1/12 | 0.14230327141953049849464411335003830761 | 0.028633524609801960802684499750728694086
f(z) = -48*z^3 + 58/3*z + 1
*
-1/12 | 0.10855904908977652751761381117962857965 | 0.021843687588634011161359506750779130027
f(z) = -48/5*z^3 + 46/15*z + 1
*
-1 | 0.093147518896916270653082634105685712367 | 0.023461126014177504818407147552196237510
f(z) = -48/5*z^3 + 53/5*z + 1
*
[ -1 ] 
f(z) = -48/5*z^3 + 58/5*z + 1
*
-1 | 0.092871449508948105147140869927755213271 | 0.023175375047722792338627083755002195562
f(z) = -48/7*z^3 + 55/7*z + 1
*
[ -1/2 ] 
f(z) = -48/11*z^3 + 45/11*z + 1
*
[ -1/4 ] 
f(z) = -48/11*z^3 + 58/11*z + 1
*
-1 | 0.092297616082306075302096336174222434048 | 0.022635626858621233703127517360401852621
f(z) = -48/11*z^3 + 59/11*z + 1
*
[ -1/2 ] 
f(z) = -48/13*z^3 + 51/13*z + 1
*
[ 1/2 ] 
f(z) = -47*z^3 + 43/4*z + 1
*
0 | 0.11058886189221283131956710176639958354 | 0.028723278516152041093534068532097084958
f(z) = -47*z^3 + 45*z + 1
*
-1 | 0.093287422341104718761537971890847247772 | 0.024097798610366281649831242931627889757
f(z) = -47*z^3 + 48*z + 1
*
[ -1 ] 
f(z) = -47*z^3 + 49*z + 1
*
[ -1/2 ] 
f(z) = -47*z^3 + 59/4*z + 1
*
0 | 0.097807808964460486431325569190825218966 | 0.025403651777147129001809130048656809966
f(z) = -47/2*z^3 + 43/2*z + 1
*
-1 | 0.080318376244073602101634691276801205875 | 0.020637740206829693363232450655709348969
f(z) = -47/2*z^3 + 49/2*z + 1
*
[ -1 ] 
f(z) = -47/2*z^3 + 51/2*z + 1
*
0 | 0.090352654677410723850646346157696997728 | 0.023467322301430788741551059451418537456
f(z) = -47/3*z^3 + 41/3*z + 1
*
-1 | 0.072674914683218516794845840464550184562 | 0.018577322930457743870676091816657674041
f(z) = -47/3*z^3 + 50/3*z + 1
*
[ -1 ] 
f(z) = -47/3*z^3 + 53/3*z + 1
*
-1 | 0.084324312051560392091695103110436736006 | 0.021446605197782601777557737230356229318
f(z) = -47/4*z^3 + 51/4*z + 1
*
[ -1 ] 
f(z) = -47/4*z^3 + 55/4*z + 1
*
-1 | 0.092743127609879465717565640906341929881 | 0.023471882327515862756415481121728881891
f(z) = -47/5*z^3 + 52/5*z + 1
*
[ -1 ] 
f(z) = -47/5*z^3 + 57/5*z + 1
*
-1 | 0.059423784362742394599137036132994194591 | 0.014967107118725032640921038062316684018
f(z) = -47/6*z^3 + 53/6*z + 1
*
[ -1 ] 
f(z) = -47/6*z^3 + 59/6*z + 1
*
-1 | 0.092460735469742501559282908805369265333 | 0.023179018614872438403794520063125010986
f(z) = -47/7*z^3 + 54/7*z + 1
*
[ -2/3 ] 
f(z) = -47/8*z^3 + 46/9*z + 1
*
-1 | 0.083759415331476092643433941846038166097 | 0.020901535125689104279284988431894843413
f(z) = -47/8*z^3 + 55/8*z + 1
*
-1 | 0.078607811903640675791539885136229348446 | 0.019528184850175052821304901724216363193
f(z) = -47/9*z^3 + 56/9*z + 1
*
-1 | 0.079187029218059123926984554329984058724 | 0.019585957231868477406010371843579345203
f(z) = -47/10*z^3 + 57/10*z + 1
*
-1 | 0.091873206086084154857487758547716646594 | 0.022626399594196164472597578450077823750
f(z) = -47/11*z^3 + 58/11*z + 1
*
-1 | 0.062819166034951068454218013342996816628 | 0.015406153076249609304664438560412458702
f(z) = -47/12*z^3 + 59/12*z + 1
*
-2 | 0.085355773030831023423131053203095276725 | 0.016436834636166634559597641512934151091
f(z) = -47/16*z^3 + 45/4*z + 1
*
[ 2 ] 
f(z) = -47/16*z^3 + 49/4*z + 1
*
[ -2 ] 
f(z) = -47/16*z^3 + 53/4*z + 1
*
0 | 0.11019178304142051387824281249812055147 | 0.028780909892074915743331721743061380680
f(z) = -46*z^3 + 44*z + 1
*
-1 | 0.092886270666585646782375087827731350232 | 0.024125379147887690074587954363622113049
f(z) = -46*z^3 + 47*z + 1
*
[ -1 ] 
f(z) = -46*z^3 + 48*z + 1
*
0 | 0.089958945846197277744604499899728301390 | 0.023496310186869574846046695476730388995
f(z) = -46/3*z^3 + 40/3*z + 1
*
[ -1/2 ] 
f(z) = -46/3*z^3 + 41/6*z + 1
*
-1 | 0.072267775897254315840406653174710729100 | 0.018569145120173807742767253908219106521
f(z) = -46/3*z^3 + 49/3*z + 1
*
[ -1 ] 
f(z) = -46/3*z^3 + 52/3*z + 1
*
-1 | 0.092329700056464082113759499134611921202 | 0.023482653779966758911021278483173531599
f(z) = -46/5*z^3 + 51/5*z + 1
*
[ -1/2 ] 
f(z) = -46/5*z^3 + 53/10*z + 1
*
[ -1 ] 
f(z) = -46/5*z^3 + 56/5*z + 1
*
-1 | 0.092040688377434343818184445872763843956 | 0.023182347893177411154157662486758017562
f(z) = -46/7*z^3 + 53/7*z + 1
*
-1 | 0.078180781537048010260331393851103331945 | 0.019509428820432018911315194267585326506
f(z) = -46/9*z^3 + 55/9*z + 1
*
-1/2 | 0.090796761127197713219179612228187586810 | 0.020079833362410874163598238035135569406
f(z) = -46/9*z^3 + 59/18*z + 1
*
-1 | 0.091438791253466339069942175763055741953 | 0.022616282900226680887980967629693236600
f(z) = -46/11*z^3 + 57/11*z + 1
*
-1 | 0.091124785139742920722368239663762566553 | 0.022347994688788908627188770047042011661
f(z) = -46/13*z^3 + 59/13*z + 1
*
[ 1/2 ] 
f(z) = -45*z^3 + 41/4*z + 1
*
0 | 0.10978600296664407185021400617032300578 | 0.028840487766297390362372757329640315640
f(z) = -45*z^3 + 43*z + 1
*
[ -2/3 ] 
f(z) = -45*z^3 + 45/2*z + 1
*
-1 | 0.092476236097906005803614261655107602091 | 0.024153799356269746424182846715400285362
f(z) = -45*z^3 + 46*z + 1
*
[ -1 ] 
f(z) = -45*z^3 + 47*z + 1
*
-7/15 | 0.12649389042893296535509457957459862702 | 0.023355159807866261284363112811042469356
f(z) = -45*z^3 + 54/5*z + 1
*
[ -1/2 ] 
f(z) = -45*z^3 + 57/4*z + 1
*
[ 2/5 ] 
f(z) = -45*z^3 + 57/10*z + 1
*
0 | 0.097007348767416142212848137677953184310 | 0.025483569669784203715192297394358832498
f(z) = -45/2*z^3 + 41/2*z + 1
*
-1 | 0.079500488914568536204924938959869300680 | 0.020648686008624207910706459556517065080
f(z) = -45/2*z^3 + 47/2*z + 1
*
[ -1 ] 
f(z) = -45/2*z^3 + 49/2*z + 1
*
-1 | 0.083494524726009333387227345062096689445 | 0.021453848926823179543548471146819609988
f(z) = -45/4*z^3 + 49/4*z + 1
*
[ -1 ] 
f(z) = -45/4*z^3 + 53/4*z + 1
*
[ -2/5 ] 
f(z) = -45/4*z^3 + 53/10*z + 1
*
-1 | 0.091610873329538207720731029811710090126 | 0.023185325900987012973190897378430474737
f(z) = -45/7*z^3 + 52/7*z + 1
*
[ -1 ] 
f(z) = -45/7*z^3 + 59/7*z + 1
*
[ 4/3 ] 
f(z) = -45/8*z^3 + 41/4*z + 1
*
[ -2/15 ] 
f(z) = -45/8*z^3 + 43/5*z + 1
*
-2/9 | 0.14022371389270469901294092187761739703 | 0.023355488257090566852846794392613752733
f(z) = -45/8*z^3 + 43/9*z + 1
*
[ -4/3 ] 
f(z) = -45/8*z^3 + 47/4*z + 1
*
[ -2/9 ] 
f(z) = -45/8*z^3 + 52/9*z + 1
*
22/15 | 0.16701533915824481748760441766652224084 | 0.027607057466937796883686204236132025393
f(z) = -45/8*z^3 + 53/5*z + 1
*
[ -1/3 ] 
f(z) = -45/11*z^3 + 49/11*z + 1
*
-1 | 0.090993885866195582867284971784612697507 | 0.022605201447523057632079034368223686221
f(z) = -45/11*z^3 + 56/11*z + 1
*
[ -1/3 ] 
f(z) = -45/13*z^3 + 57/13*z + 1
*
-1 | 0.090671638525181046623536056629493832618 | 0.022330479282599078012417902770107361630
f(z) = -45/13*z^3 + 58/13*z + 1
*
-1/3 | 0.10844170704326776300609215542843881413 | 0.028165597338424880496679497383309366200
f(z) = -45/14*z^3 + 47/14*z + 1
*
[ -2/3 ] 
f(z) = -45/14*z^3 + 55/14*z + 1
*
-2 | 0.084563667347093890930552399601035400125 | 0.016428122017032813440633871756562775509
f(z) = -45/16*z^3 + 43/4*z + 1
*
[ 2 ] 
f(z) = -45/16*z^3 + 47/4*z + 1
*
[ -2 ] 
f(z) = -45/16*z^3 + 51/4*z + 1
*
-1/3 | 0.098574600384695343544284897173519936354 | 0.024828048549332759311644943984349344700
f(z) = -45/16*z^3 + 53/16*z + 1
*
0 | 0.10937113176459505250873375140359483879 | 0.028902127627084314033822340763727547608
f(z) = -44*z^3 + 42*z + 1
*
-1 | 0.092056916298844127101006055140780634265 | 0.024183104371934615191005474461713890293
f(z) = -44*z^3 + 45*z + 1
*
[ -1 ] 
f(z) = -44*z^3 + 46*z + 1
*
-1 | 0.071425609921856084576477221525867314075 | 0.018551395247842475398967774155059430887
f(z) = -44/3*z^3 + 47/3*z + 1
*
[ -1 ] 
f(z) = -44/3*z^3 + 50/3*z + 1
*
-1/4 | 0.13572127267875515065944526076006111395 | 0.026249239492666429848163501409564532039
f(z) = -44/3*z^3 + 59/12*z + 1
*
-1 | 0.091474053169733427633246373745102500746 | 0.023504182146884223798907168827511768380
f(z) = -44/5*z^3 + 49/5*z + 1
*
[ -1 ] 
f(z) = -44/5*z^3 + 54/5*z + 1
*
-1 | 0.091170824233033006455088656959056564628 | 0.023187911354517921986627079058269523053
f(z) = -44/7*z^3 + 51/7*z + 1
*
[ -1 ] 
f(z) = -44/7*z^3 + 58/7*z + 1
*
-3/4 | 0.14301670012264297792064029195497718912 | 0.027660215225477685948572194172964129904
f(z) = -44/9*z^3 + 49/12*z + 1
*
-1 | 0.077295887538434189956511732983702540623 | 0.019468565340143836913069338095956840982
f(z) = -44/9*z^3 + 53/9*z + 1
*
[ -1/2 ] 
f(z) = -44/13*z^3 + 50/13*z + 1
*
-1 | 0.090207032639690588572179141399094285131 | 0.022311622253557345465735327115151079407
f(z) = -44/13*z^3 + 57/13*z + 1
*
-1/2 | 0.10037967191326282118022177809990980286 | 0.026526068094882115820316245043801305386
f(z) = -44/15*z^3 + 41/15*z + 1
*
[ -1/2 ] 
f(z) = -44/15*z^3 + 56/15*z + 1
*
-1 | 0.069521791119581358591066683128413307445 | 0.017049945482042969270665533613373658463
f(z) = -44/15*z^3 + 59/15*z + 1
*
0 | 0.10894675272258358457694956208442243788 | 0.028965954847232021509947867134787473755
f(z) = -43*z^3 + 41*z + 1
*
-1 | 0.091627880962755783373479554656883663471 | 0.024213342836067542026169587605736613570
f(z) = -43*z^3 + 44*z + 1
*
[ -1 ] 
f(z) = -43*z^3 + 45*z + 1
*
[ -1/2 ] 
f(z) = -43*z^3 + 55/4*z + 1
*
-1 | 0.078645511221379235221427491645165941537 | 0.020659964321166918278326595858551646040
f(z) = -43/2*z^3 + 45/2*z + 1
*
[ -1 ] 
f(z) = -43/2*z^3 + 47/2*z + 1
*
-1 | 0.070989710108551107375498525618844540356 | 0.018541749606962257884788394838599465277
f(z) = -43/3*z^3 + 46/3*z + 1
*
[ -1 ] 
f(z) = -43/3*z^3 + 49/3*z + 1
*
-1 | 0.082625780289492377221547976035352347995 | 0.021460418881809571050194297639232735343
f(z) = -43/4*z^3 + 47/4*z + 1
*
[ -1 ] 
f(z) = -43/4*z^3 + 51/4*z + 1
*
-1 | 0.091030916864961002380694820724071243700 | 0.023514903154980328729679077093770875824
f(z) = -43/5*z^3 + 48/5*z + 1
*
[ -1 ] 
f(z) = -43/5*z^3 + 53/5*z + 1
*
-1 | 0.057696873331558637124009057722296723380 | 0.014825163782502729397330529083015858162
f(z) = -43/6*z^3 + 49/6*z + 1
*
[ -1 ] 
f(z) = -43/6*z^3 + 55/6*z + 1
*
-1 | 0.090720040741718153447041002946037406604 | 0.023190058089085654923713594125908757338
f(z) = -43/7*z^3 + 50/7*z + 1
*
[ -1 ] 
f(z) = -43/7*z^3 + 57/7*z + 1
*
[ -2/3 ] 
f(z) = -43/8*z^3 + 44/9*z + 1
*
-1 | 0.082003877300086855102704466237356813309 | 0.020856437940068853897232701803243459265
f(z) = -43/8*z^3 + 51/8*z + 1
*
[ -1 ] 
f(z) = -43/8*z^3 + 59/8*z + 1
*
-1 | 0.076837001965398245930850984675644263368 | 0.019446282598073755489220206116082908826
f(z) = -43/9*z^3 + 52/9*z + 1
*
-1 | 0.077401148297440680888854573419737082933 | 0.019495077435802898097435341653481768926
f(z) = -43/10*z^3 + 53/10*z + 1
*
-1 | 0.090070474474194707404827600129090108738 | 0.022579803133525368556909292593417017036
f(z) = -43/11*z^3 + 54/11*z + 1
*
-1 | 0.061000768095552670740775041247119058407 | 0.015222285064877611904286266783829556607
f(z) = -43/12*z^3 + 55/12*z + 1
*
-1 | 0.089730367597882964556528819271650204731 | 0.022291311291981924727105018605160991032
f(z) = -43/13*z^3 + 56/13*z + 1
*
-1 | 0.076720073851737141480312165107693363939 | 0.018975785556344986305425804116762463091
f(z) = -43/14*z^3 + 57/14*z + 1
*
-1 | 0.069035322511242773237270998529156234805 | 0.017001918837903501575048125766299186324
f(z) = -43/15*z^3 + 58/15*z + 1
*
-2 | 0.083735368923253323691539225577132771829 | 0.016419129816107378373691830592329894383
f(z) = -43/16*z^3 + 41/4*z + 1
*
[ 2 ] 
f(z) = -43/16*z^3 + 45/4*z + 1
*
[ -2 ] 
f(z) = -43/16*z^3 + 49/4*z + 1
*
-1 | 0.080641358912464316631678910338685413245 | 0.019776975692274942788998606539780774035
f(z) = -43/16*z^3 + 59/16*z + 1
*
0 | 0.10851241980288027724974021524176693301 | 0.029032105799848010700235751700829714705
f(z) = -42*z^3 + 40*z + 1
*
-1 | 0.091188669158167100167922093688272221085 | 0.024244567253330518242752915187799196762
f(z) = -42*z^3 + 43*z + 1
*
[ -1 ] 
f(z) = -42*z^3 + 44*z + 1
*
-1/6 | 0.087056849182250439209365000563928952214 | 0.015744274463863551181298722131422981669
f(z) = -42*z^3 + 55/6*z + 1
*
-1 | 0.090576904417458453416769234335043781145 | 0.023525566754175438879008701886147540445
f(z) = -42/5*z^3 + 47/5*z + 1
*
[ -1/2 ] 
f(z) = -42/5*z^3 + 51/10*z + 1
*
[ -1 ] 
f(z) = -42/5*z^3 + 52/5*z + 1
*
-1 | 0.089590799150673732654097324914835119382 | 0.022565292704263416174208296695765492610
f(z) = -42/11*z^3 + 53/11*z + 1
*
-1 | 0.089240994684470919718148265001295832441 | 0.022269422221575001549618119424830987054
f(z) = -42/13*z^3 + 55/13*z + 1
*
-1 | 0.088504390803859924947124361835704116323 | 0.021705353297524817918162010211823342457
f(z) = -42/17*z^3 + 59/17*z + 1
*
-1 | 0.090738786351805445722229187535068870018 | 0.024276834396476120080191646844718339337
f(z) = -41*z^3 + 42*z + 1
*
[ -1 ] 
f(z) = -41*z^3 + 43*z + 1
*
[ -1/2 ] 
f(z) = -41*z^3 + 53/4*z + 1
*
-1 | 0.077749134778450572273978173052475673833 | 0.020671363497529216498533409109502793062
f(z) = -41/2*z^3 + 43/2*z + 1
*
[ -1 ] 
f(z) = -41/2*z^3 + 45/2*z + 1
*
-1 | 0.070085854205599246139696227951258146839 | 0.018520703502120820752266774722534043526
f(z) = -41/3*z^3 + 44/3*z + 1
*
[ -1 ] 
f(z) = -41/3*z^3 + 47/3*z + 1
*
-1 | 0.081714237149027428167123954283732871209 | 0.021466110370598621052140940943095505152
f(z) = -41/4*z^3 + 45/4*z + 1
*
[ -1 ] 
f(z) = -41/4*z^3 + 49/4*z + 1
*
-1 | 0.090111467855158714016753948223674117940 | 0.023536147296999894332557658542501892878
f(z) = -41/5*z^3 + 46/5*z + 1
*
[ -1 ] 
f(z) = -41/5*z^3 + 51/5*z + 1
*
-1 | 0.056769288200410532388186108641912160152 | 0.014744704378397395480570972044107121813
f(z) = -41/6*z^3 + 47/6*z + 1
*
[ -1 ] 
f(z) = -41/6*z^3 + 53/6*z + 1
*
-1 | 0.089784076783811993881076544696932912433 | 0.023192822209652048261254029816415179993
f(z) = -41/7*z^3 + 48/7*z + 1
*
[ -1 ] 
f(z) = -41/7*z^3 + 55/7*z + 1
*
[ -2/3 ] 
f(z) = -41/8*z^3 + 43/9*z + 1
*
-1 | 0.081059278448805996187741726836652732175 | 0.020828114414264728852342011772036472789
f(z) = -41/8*z^3 + 49/8*z + 1
*
[ -1 ] 
f(z) = -41/8*z^3 + 57/8*z + 1
*
-1 | 0.075883497802408486550575411132140618390 | 0.019397508066060956081996758553966141639
f(z) = -41/9*z^3 + 50/9*z + 1
*
[ -1 ] 
f(z) = -41/9*z^3 + 59/9*z + 1
*
-1 | 0.076438452970275491042513899497469763324 | 0.019440956977868825511030722917126855545
f(z) = -41/10*z^3 + 51/10*z + 1
*
-1 | 0.089098285511530174657700380375845244616 | 0.022549427941518671062503846844105930858
f(z) = -41/11*z^3 + 52/11*z + 1
*
-1 | 0.060018765108353162478364694206397518207 | 0.015116965305116786728171568922995262975
f(z) = -41/12*z^3 + 53/12*z + 1
*
-1 | 0.088738210852962303601327304884733316223 | 0.022245817435492836433412606832516899539
f(z) = -41/13*z^3 + 54/13*z + 1
*
-1 | 0.075717402702375398455994439002598124520 | 0.018894711071543437837531942654875725076
f(z) = -41/14*z^3 + 55/14*z + 1
*
-1 | 0.068020720050852543212010993591465714517 | 0.016898081280055788544968819258758144520
f(z) = -41/15*z^3 + 56/15*z + 1
*
[ 2 ] 
f(z) = -41/16*z^3 + 43/4*z + 1
*
[ -2 ] 
f(z) = -41/16*z^3 + 47/4*z + 1
*
-1 | 0.079616484529636382332778396036561557995 | 0.019692177826940791138334357816397985769
f(z) = -41/16*z^3 + 57/16*z + 1
*
-1 | 0.087978702100393978580058201118648336349 | 0.021667266815931635257836242611067250285
f(z) = -41/17*z^3 + 58/17*z + 1
*
-1 | 0.061380588259074516477589954931880671031 | 0.015053347542108740069715346242792685739
f(z) = -41/18*z^3 + 59/18*z + 1
*
[ 2/3 ] 
f(z) = -59/16*z^3 + 41/36*z + 1
*
[ 3/4 ] 
f(z) = -56/15*z^3 + 53/30*z + 1
*
-4/5 | 0.056580362076756594519077296918232960099 | 0.010073467672603270794266881911847673381
f(z) = -55/16*z^3 + 49/20*z + 1
*
-2/9 | 0.12799422551617206792160793056509262338 | 0.025158093740612329374000423766677586710
f(z) = -54/7*z^3 + 50/21*z + 1
*
0 | 0.12681582612934149586869633691168444083 | 0.027305157744751082583035513864851720900
f(z) = -52/15*z^3 + 59/30*z + 1
*
[ 2/3 ] 
f(z) = -51/10*z^3 + 53/30*z + 1
*
0 | 0.14057636874805479752198607462532615049 | 0.027945155261779469950267229374495445061
f(z) = -51/14*z^3 + 52/21*z + 1
*
[ 3/5 ] 
f(z) = -50/7*z^3 + 40/21*z + 1
*
-3/20 | 0.085077972677095584677785596979923303977 | 0.014199862489074034958639679240615845353
f(z) = -50/9*z^3 + 43/24*z + 1
*
-4/7 | 0.10691664768623342717208761142934130343 | 0.023318954427400715172093336100688700487
f(z) = -49/15*z^3 + 47/30*z + 1
*
-2/21 | 0.16056321969255246666176361886245502791 | 0.026369196315172418063295505310829032214
f(z) = -49/16*z^3 + 55/36*z + 1
*
-3/8 | 0.13752531778905830910725429303589111575 | 0.026157953180663608328904365924282159001
f(z) = -48/5*z^3 + 47/20*z + 1
*
3/4 | 0.10155870749969217111817470127161276460 | 0.020435115240316300674898408030149153722
f(z) = -48/7*z^3 + 53/21*z + 1
*
0 | 0.096698652538063911003469435911022400485 | 0.021385045074613001255171031015768050221
f(z) = -46/15*z^3 + 47/30*z + 1
*
-4/5 | 0.10923829828346238289300743903371463707 | 0.020169178961121370413547321589174412282
f(z) = -45/16*z^3 + 41/20*z + 1
*
-4/15 | 0.14530337413221694064137319816696450256 | 0.026593676254559573644406761905906529154
f(z) = -45/16*z^3 + 59/20*z + 1
*
0 | 0.11900759107183045992471077517613458856 | 0.026579995207642141479140186726313327644
f(z) = -44/15*z^3 + 43/30*z + 1
*
-2/3 | 0.13732528732477011230677239016181383245 | 0.023232957517363804252181296720394156331
f(z) = -41/16*z^3 + 59/36*z + 1
*
[ 2/3 ] 
f(z) = -57/14*z^3 + 55/42*z + 1
*
0 | 0.14046589693833477450703547312125785410 | 0.027319153693105339583647249067433622873
f(z) = -57/16*z^3 + 43/48*z + 1
*
[ 2/3 ] 
f(z) = -51/14*z^3 + 47/42*z + 1
*
[ 2/3 ] 
f(z) = -43/12*z^3 + 59/54*z + 1
*
[ 2/3 ] 
f(z) = -41/12*z^3 + 55/54*z + 1
*
[ 2/3 ] 
f(z) = -42/19*z^3 + 55/114*z + 1
*
-1 | 0.097838338320821121264292199674690844591 | 0.023799888187641150383481743598113080411
f(z) = -60*z^3 + 61*z + 1
*
-1/3 | 0.15448122191375834382212142138844876033 | 0.026245071627743368983752569322705247869
f(z) = -60*z^3 + 61/6*z + 1
*
[ -1 ] 
f(z) = -60*z^3 + 62*z + 1
*
-1 | 0.097197703520866244257467514966992602917 | 0.023116482539678481112176014803994334466
f(z) = -60/7*z^3 + 67/7*z + 1
*
[ -1 ] 
f(z) = -60/7*z^3 + 74/7*z + 1
*
-1 | 0.096749236198411888793865222774675239349 | 0.022696810220138930812041720947902402811
f(z) = -60/11*z^3 + 71/11*z + 1
*
-1 | 0.096517930679894769900196251029157324972 | 0.022495942917959534098905051457572065794
f(z) = -60/13*z^3 + 73/13*z + 1
*
[ -1/2 ] 
f(z) = -60/17*z^3 + 66/17*z + 1
*
-1 | 0.096039901668561610723242213297772147055 | 0.022109623323684088744692541997812875888
f(z) = -60/17*z^3 + 77/17*z + 1
*
[ -1/2 ] 
f(z) = -60/19*z^3 + 72/19*z + 1
*
-1 | 0.095792605174458160473629401638602608139 | 0.021923274612460009285162770833337423105
f(z) = -60/19*z^3 + 79/19*z + 1
*
-1 | 0.097525335729315438104173690173461119672 | 0.023819523307629502254191049213205663429
f(z) = -59*z^3 + 60*z + 1
*
[ -1 ] 
f(z) = -59*z^3 + 61*z + 1
*
[ -1/2 ] 
f(z) = -59*z^3 + 71/4*z + 1
*
-1 | 0.084583198145716186008059959482298115384 | 0.020575478825285169119261505582226275496
f(z) = -59/2*z^3 + 61/2*z + 1
*
[ -1 ] 
f(z) = -59/2*z^3 + 63/2*z + 1
*
-1 | 0.076967509008476398204043848663749879074 | 0.018649140499852049148390414359526400952
f(z) = -59/3*z^3 + 62/3*z + 1
*
[ -1 ] 
f(z) = -59/3*z^3 + 65/3*z + 1
*
-1 | 0.088646711377659177614713349245483799999 | 0.021396048458908339456023582160208859691
f(z) = -59/4*z^3 + 63/4*z + 1
*
[ -1 ] 
f(z) = -59/4*z^3 + 67/4*z + 1
*
-1 | 0.097094941381595886895079103984463973417 | 0.023346398404438830539321209373522483192
f(z) = -59/5*z^3 + 64/5*z + 1
*
[ -1 ] 
f(z) = -59/5*z^3 + 69/5*z + 1
*
-1 | 0.063803996897126481482322925925850361356 | 0.015284637665810443704167829432434610227
f(z) = -59/6*z^3 + 65/6*z + 1
*
[ -1 ] 
f(z) = -59/6*z^3 + 71/6*z + 1
*
-1 | 0.096873416897275861537415504356322117582 | 0.023122052498870287269489255406881438464
f(z) = -59/7*z^3 + 66/7*z + 1
*
[ -1 ] 
f(z) = -59/7*z^3 + 73/7*z + 1
*
-1 | 0.088203608704761378197676998847068266058 | 0.020977421345377046795304889894256873154
f(z) = -59/8*z^3 + 67/8*z + 1
*
[ -1 ] 
f(z) = -59/8*z^3 + 75/8*z + 1
*
-1 | 0.083084277982103382251014295399567606586 | 0.019690514578319925292176001749355346886
f(z) = -59/9*z^3 + 68/9*z + 1
*
[ -1 ] 
f(z) = -59/9*z^3 + 77/9*z + 1
*
-1 | 0.083697214741776664758669941175820289072 | 0.019767385315154653563148024180336866753
f(z) = -59/10*z^3 + 69/10*z + 1
*
[ -1 ] 
f(z) = -59/10*z^3 + 79/10*z + 1
*
-1 | 0.096416637248736011323696885212919351288 | 0.022694302748524966685409450445958233072
f(z) = -59/11*z^3 + 70/11*z + 1
*
-1 | 0.067398397119532833219781893052519025457 | 0.015811273439166490755432234842093300728
f(z) = -59/12*z^3 + 71/12*z + 1
*
-1 | 0.096180901061834591175822926261404228924 | 0.022489691358923105165089609421512525733
f(z) = -59/13*z^3 + 72/13*z + 1
*
-1 | 0.083225022830214168712080838933703968234 | 0.019397694809099052587355408947595798073
f(z) = -59/14*z^3 + 73/14*z + 1
*
-1 | 0.075596275970835079120565423226083675265 | 0.017563924878877071597890236240438986754
f(z) = -59/15*z^3 + 74/15*z + 1
*
[ 2 ] 
f(z) = -59/16*z^3 + 61/4*z + 1
*
[ -2 ] 
f(z) = -59/16*z^3 + 65/4*z + 1
*
-1 | 0.087259989156999968638837866124258687721 | 0.020210823252395296893669160084324410106
f(z) = -59/16*z^3 + 75/16*z + 1
*
-1 | 0.095693385135273025622232840035540540357 | 0.022096346649906215386483578862476163356
f(z) = -59/17*z^3 + 76/17*z + 1
*
-1 | 0.069168770534028371689133089544725690592 | 0.015923542566165672773782721135477907168
f(z) = -59/18*z^3 + 77/18*z + 1
*
-1 | 0.095440996557439378376515681418703176012 | 0.021906673214597040308496990192050851759
f(z) = -59/19*z^3 + 78/19*z + 1
*
[ -1 ] 
f(z) = -58*z^3 + 60*z + 1
*
[ -1/4 ] 
f(z) = -58*z^3 + 69/8*z + 1
*
-1 | 0.076646413064921291195839941101832001079 | 0.018644798064203007606709539173334884492
f(z) = -58/3*z^3 + 61/3*z + 1
*
[ -1 ] 
f(z) = -58/3*z^3 + 64/3*z + 1
*
-1 | 0.096768919183484564576670295160172017955 | 0.023356450024922445864655060128356847854
f(z) = -58/5*z^3 + 63/5*z + 1
*
[ -1 ] 
f(z) = -58/5*z^3 + 68/5*z + 1
*
-1 | 0.096543343733874995905445406254004724488 | 0.023127548426116356397062014017988106136
f(z) = -58/7*z^3 + 65/7*z + 1
*
[ -1/2 ] 
f(z) = -58/7*z^3 + 71/14*z + 1
*
[ -1 ] 
f(z) = -58/7*z^3 + 72/7*z + 1
*
-1/2 | 0.13644618103860369843526700274572574018 | 0.028703816600321369003602397001972035056
f(z) = -58/9*z^3 + 65/18*z + 1
*
-1 | 0.082749983352545073223435616288165182582 | 0.019680388281160751685466579451631041427
f(z) = -58/9*z^3 + 67/9*z + 1
*
[ -1 ] 
f(z) = -58/9*z^3 + 76/9*z + 1
*
-1 | 0.096077937205927011725164853182349702820 | 0.022691431380294429513408189393416451460
f(z) = -58/11*z^3 + 69/11*z + 1
*
-1 | 0.095837596772620158079739001246079295320 | 0.022482944893140814603740411346670965984
f(z) = -58/13*z^3 + 71/13*z + 1
*
-1 | 0.075247118465387057945595309982688221475 | 0.017538242581602471866047414540195698814
f(z) = -58/15*z^3 + 73/15*z + 1
*
-1 | 0.095340207911936714911685626825821628320 | 0.022082332459242541395982539088237708128
f(z) = -58/17*z^3 + 75/17*z + 1
*
-1 | 0.095082511757956165224362573776227680982 | 0.021889219825454444956018560361918836456
f(z) = -58/19*z^3 + 77/19*z + 1
*
[ -1/2 ] 
f(z) = -57*z^3 + 69/4*z + 1
*
[ -1 ] 
f(z) = -57/2*z^3 + 61/2*z + 1
*
[ 2/3 ] 
f(z) = -57/2*z^3 + 73/6*z + 1
*
-1 | 0.087992823875972972506694263173749081905 | 0.021404895110706141434084458373055686239
f(z) = -57/4*z^3 + 61/4*z + 1
*
[ -1 ] 
f(z) = -57/4*z^3 + 65/4*z + 1
*
[ -1/3 ] 
f(z) = -57/4*z^3 + 67/12*z + 1
*
-1 | 0.096437050975313571527697336563643322516 | 0.023366588528049574452572209352280481015
f(z) = -57/5*z^3 + 62/5*z + 1
*
[ -1 ] 
f(z) = -57/5*z^3 + 67/5*z + 1
*
[ -1/3 ] 
f(z) = -57/5*z^3 + 79/15*z + 1
*
-1 | 0.096207273515892217561187616848949923700 | 0.023132959399804301521270342989274725198
f(z) = -57/7*z^3 + 64/7*z + 1
*
[ -1 ] 
f(z) = -57/7*z^3 + 71/7*z + 1
*
-1 | 0.087533208936500779635715099725696583154 | 0.020969115531700339130161312878010687408
f(z) = -57/8*z^3 + 65/8*z + 1
*
[ -1 ] 
f(z) = -57/8*z^3 + 73/8*z + 1
*
-1 | 0.083018025375474478012916640551630581937 | 0.019744136585066074893182494008609226240
f(z) = -57/10*z^3 + 67/10*z + 1
*
0 | 0.14454836981023960263191045987552680325 | 0.028113152138752707217633843459304052104
f(z) = -57/10*z^3 + 68/15*z + 1
*
[ -1 ] 
f(z) = -57/10*z^3 + 77/10*z + 1
*
-1 | 0.095732907322372620872780117055807068609 | 0.022688169808277926151953086240264899570
f(z) = -57/11*z^3 + 68/11*z + 1
*
[ -1 ] 
f(z) = -57/11*z^3 + 79/11*z + 1
*
-1 | 0.095487778631286291349062075687020119718 | 0.022475670370581743723111050134901353594
f(z) = -57/13*z^3 + 70/13*z + 1
*
-1 | 0.082527691998054276075492846351850860359 | 0.019360518354321259321375829843978949334
f(z) = -57/14*z^3 + 71/14*z + 1
*
4/3 | 0.073970972943147057958799403719655388269 | 0.013456195974283045734613365099128528846
f(z) = -57/16*z^3 + 61/12*z + 1
*
[ -2 ] 
f(z) = -57/16*z^3 + 63/4*z + 1
*
-4/3 | 0.079122985954846358291180789956428313449 | 0.013938068958218848749775096805921461841
f(z) = -57/16*z^3 + 73/12*z + 1
*
-1 | 0.086551933223203971241721124071403153793 | 0.020173115352895014088352426615150130305
f(z) = -57/16*z^3 + 73/16*z + 1
*
[ 4/3 ] 
f(z) = -57/16*z^3 + 79/12*z + 1
*
-1 | 0.094980106663820127756152803542095334202 | 0.022067534901780957936968416948125774451
f(z) = -57/17*z^3 + 74/17*z + 1
*
-3/14 | 0.11744087872126981710969572303883372271 | 0.019667681952696104389954619083502594099
f(z) = -56*z^3 + 60/7*z + 1
*
[ -1/7 ] 
f(z) = -56*z^3 + 64/7*z + 1
*
[ -1/6 ] 
f(z) = -56*z^3 + 77/9*z + 1
*
[ -1/8 ] 
f(z) = -56*z^3 + 79/8*z + 1
*
[ 3/4 ] 
f(z) = -56/3*z^3 + 61/6*z + 1
*
[ -1 ] 
f(z) = -56/3*z^3 + 62/3*z + 1
*
[ -3/4 ] 
f(z) = -56/3*z^3 + 77/6*z + 1
*
-1 | 0.096099123142145850063076535668773794960 | 0.023376811431666536213145327529622982403
f(z) = -56/5*z^3 + 61/5*z + 1
*
[ -1 ] 
f(z) = -56/5*z^3 + 66/5*z + 1
*
-1 | 0.082062688537272378512442970140495329419 | 0.019658618913746354152433157541138462266
f(z) = -56/9*z^3 + 65/9*z + 1
*
[ -1 ] 
f(z) = -56/9*z^3 + 74/9*z + 1
*
-1/4 | 0.082129168500487450319680381360831527054 | 0.017405783224855432772935681640992729678
f(z) = -56/9*z^3 + 79/18*z + 1
*
-1 | 0.095381305695397287227356235031445128182 | 0.022684489528562235607441260298908591020
f(z) = -56/11*z^3 + 67/11*z + 1
*
[ -1 ] 
f(z) = -56/11*z^3 + 78/11*z + 1
*
-1 | 0.095131193446330054858437750882754962474 | 0.022467831960069876273133092931405768257
f(z) = -56/13*z^3 + 69/13*z + 1
*
-1 | 0.074531504501614117031100071652691447500 | 0.017484659099792806461687352895039673069
f(z) = -56/15*z^3 + 71/15*z + 1
*
[ -1/2 ] 
f(z) = -56/17*z^3 + 65/17*z + 1
*
-1 | 0.094612801979677592645982778484951885708 | 0.022051904528516736451387605958974388971
f(z) = -56/17*z^3 + 73/17*z + 1
*
[ -1/2 ] 
f(z) = -56/19*z^3 + 71/19*z + 1
*
-1 | 0.094343786732380381387751035970729200756 | 0.021851545215976642005696355845200758057
f(z) = -56/19*z^3 + 75/19*z + 1
*
[ -1/2 ] 
f(z) = -55*z^3 + 67/4*z + 1
*
[ 2/5 ] 
f(z) = -55*z^3 + 73/10*z + 1
*
[ -1/5 ] 
f(z) = -55/2*z^3 + 71/10*z + 1
*
[ -1/2 ] 
f(z) = -55/2*z^3 + 79/8*z + 1
*
[ -2/5 ] 
f(z) = -55/2*z^3 + 79/10*z + 1
*
[ -1 ] 
f(z) = -55/3*z^3 + 61/3*z + 1
*
3/5 | 0.15040354899637169758780748134605278163 | 0.026777582062914274051581886010578185439
f(z) = -55/3*z^3 + 74/15*z + 1
*
[ -1 ] 
f(z) = -55/4*z^3 + 63/4*z + 1
*
-1 | 0.062456516147377248581555351033046128902 | 0.015193002317996719341214160482461284145
f(z) = -55/6*z^3 + 61/6*z + 1
*
[ -1 ] 
f(z) = -55/6*z^3 + 67/6*z + 1
*
-1 | 0.095516240392150012765432624104747061717 | 0.023143477163781871227823828569770735105
f(z) = -55/7*z^3 + 62/7*z + 1
*
[ -1 ] 
f(z) = -55/7*z^3 + 69/7*z + 1
*
-1 | 0.086837584036691423594434804430824499441 | 0.020959391806291248416394239033398168571
f(z) = -55/8*z^3 + 63/8*z + 1
*
-2/11 | 0.16632425454971358899436194345584923723 | 0.025966951161777394675722161429892912956
f(z) = -55/8*z^3 + 63/11*z + 1
*
[ -1 ] 
f(z) = -55/8*z^3 + 71/8*z + 1
*
[ -2/11 ] 
f(z) = -55/8*z^3 + 74/11*z + 1
*
-1 | 0.081709211754471653830342213293613498677 | 0.019646912432187075349263407245151356252
f(z) = -55/9*z^3 + 64/9*z + 1
*
[ -1 ] 
f(z) = -55/9*z^3 + 73/9*z + 1
*
[ -3/5 ] 
f(z) = -55/9*z^3 + 73/15*z + 1
*
-1 | 0.065993932451462032694262765140494626196 | 0.015695304847520817360063715754832028084
f(z) = -55/12*z^3 + 67/12*z + 1
*
[ -1 ] 
f(z) = -55/12*z^3 + 79/12*z + 1
*
-1 | 0.094767572893862485868277975622600179612 | 0.022459390885247177591310938044499021232
f(z) = -55/13*z^3 + 68/13*z + 1
*
-1 | 0.081801560853179850582617472787553348398 | 0.019319674827348413229921876759550926965
f(z) = -55/14*z^3 + 69/14*z + 1
*
[ -2 ] 
f(z) = -55/16*z^3 + 61/4*z + 1
*
-1 | 0.085815508263272176269694821470220071363 | 0.020131820999618644739004504101848420782
f(z) = -55/16*z^3 + 71/16*z + 1
*
-1 | 0.094237997023418877500699948292291113768 | 0.022035387940244556765546295659098261276
f(z) = -55/17*z^3 + 72/17*z + 1
*
-1 | 0.067702846342164429423986025817773971891 | 0.015779859306639425771595163628617031213
f(z) = -55/18*z^3 + 73/18*z + 1
*
-1 | 0.093962938246349433195459046225872591970 | 0.021831207523954647804499835474085777332
f(z) = -55/19*z^3 + 74/19*z + 1
*
[ -1/4 ] 
f(z) = -54*z^3 + 67/8*z + 1
*
-4/9 | 0.068178614597635679742275115392642702707 | 0.011794090917782377159428221319812231730
f(z) = -54*z^3 + 79/6*z + 1
*
[ -1 ] 
f(z) = -54/5*z^3 + 64/5*z + 1
*
7/9 | 0.10018943959450896679157003083545223168 | 0.019692883041974408997960096896535056456
f(z) = -54/5*z^3 + 68/15*z + 1
*
-5/6 | 0.12015074116691727585645362712109472615 | 0.025661549268603958776631039247160611188
f(z) = -54/5*z^3 + 77/10*z + 1
*
-5/9 | 0.13066265351850256052193854418273276348 | 0.025682590541557644131642927407174602609
f(z) = -54/5*z^3 + 77/15*z + 1
*
-1 | 0.095160794245356932883736555957246741052 | 0.023148556095260680983053229395006425464
f(z) = -54/7*z^3 + 61/7*z + 1
*
[ -1 ] 
f(z) = -54/7*z^3 + 68/7*z + 1
*
[ -1/2 ] 
f(z) = -54/7*z^3 + 69/14*z + 1
*
-1 | 0.094657347528802468214661119890047026382 | 0.022675746500915564223050278179899529815
f(z) = -54/11*z^3 + 65/11*z + 1
*
[ -1 ] 
f(z) = -54/11*z^3 + 76/11*z + 1
*
-1 | 0.094396632280564847576372733801877761799 | 0.022450305129376578631073903704675800397
f(z) = -54/13*z^3 + 67/13*z + 1
*
-1 | 0.093855376040030169018191318743073933677 | 0.022017927394813957095815300162691534027
f(z) = -54/17*z^3 + 71/17*z + 1
*
[ -1/3 ] 
f(z) = -54/17*z^3 + 74/17*z + 1
*
-1 | 0.093573993907659009796281724541338434405 | 0.021809784054878012612151693337093324063
f(z) = -54/19*z^3 + 73/19*z + 1
*
[ -1/2 ] 
f(z) = -53*z^3 + 65/4*z + 1
*
[ -1/2 ] 
f(z) = -53/2*z^3 + 77/8*z + 1
*
[ -1 ] 
f(z) = -53/4*z^3 + 61/4*z + 1
*
[ -1 ] 
f(z) = -53/5*z^3 + 63/5*z + 1
*
[ -1 ] 
f(z) = -53/6*z^3 + 65/6*z + 1
*
-1 | 0.094798382520829207584220101260105570308 | 0.023153494064842410958816711015149912665
f(z) = -53/7*z^3 + 60/7*z + 1
*
[ -1 ] 
f(z) = -53/7*z^3 + 67/7*z + 1
*
-1 | 0.086114757677046750780984879865877692492 | 0.020948041833038402243714441628424662879
f(z) = -53/8*z^3 + 61/8*z + 1
*
[ -1 ] 
f(z) = -53/8*z^3 + 69/8*z + 1
*
-1 | 0.080981301431155806660034910657832756841 | 0.019621677870387793220925893628155530951
f(z) = -53/9*z^3 + 62/9*z + 1
*
[ -1 ] 
f(z) = -53/9*z^3 + 71/9*z + 1
*
-1 | 0.081579138969386653414722843704691593783 | 0.019690197002219641953599631240886969106
f(z) = -53/10*z^3 + 63/10*z + 1
*
[ -1 ] 
f(z) = -53/10*z^3 + 73/10*z + 1
*
-1 | 0.094284431588454684375413490373722572772 | 0.022670613647616383996506822093608970028
f(z) = -53/11*z^3 + 64/11*z + 1
*
[ -1 ] 
f(z) = -53/11*z^3 + 75/11*z + 1
*
-1 | 0.065250026736644171768172621105356633639 | 0.015631042957419586174307329329219648217
f(z) = -53/12*z^3 + 65/12*z + 1
*
[ -1 ] 
f(z) = -53/12*z^3 + 77/12*z + 1
*
-1 | 0.094018069176877558852533377277454407834 | 0.022440529104649682287274426686351129462
f(z) = -53/13*z^3 + 66/13*z + 1
*
[ -1 ] 
f(z) = -53/13*z^3 + 79/13*z + 1
*
-1 | 0.081046316025018951686720631809823333553 | 0.019275205909524536490962108426607261684
f(z) = -53/14*z^3 + 67/14*z + 1
*
-1 | 0.073401297736750620312445146141638339021 | 0.017395701789265276550096505990417889002
f(z) = -53/15*z^3 + 68/15*z + 1
*
-1 | 0.085048325294283397021948501282293271766 | 0.020086487007811590513797451226414094472
f(z) = -53/16*z^3 + 69/16*z + 1
*
-1 | 0.093464602696244107475064283129511273846 | 0.021999460366856693386899916843042632667
f(z) = -53/17*z^3 + 70/17*z + 1
*
-1 | 0.066922416687016914256986533426403904825 | 0.015699611187661390085207115126070013280
f(z) = -53/18*z^3 + 71/18*z + 1
*
-1 | 0.093176597364266290072908046918307051804 | 0.021787204044281037720924204752964442254
f(z) = -53/19*z^3 + 72/19*z + 1
*
[ -1/6 ] 
f(z) = -52*z^3 + 76/9*z + 1
*
-1/4 | 0.14814758158738527551462020388649177167 | 0.027755789162571263728132577051369536824
f(z) = -52/3*z^3 + 61/12*z + 1
*
[ -1/4 ] 
f(z) = -52/3*z^3 + 73/12*z + 1
*
[ -1 ] 
f(z) = -52/5*z^3 + 62/5*z + 1
*
[ -1 ] 
f(z) = -52/7*z^3 + 66/7*z + 1
*
-1 | 0.080606301223427991948210612825796689574 | 0.019608069691926138092837048527690707559
f(z) = -52/9*z^3 + 61/9*z + 1
*
[ -3/4 ] 
f(z) = -52/9*z^3 + 67/12*z + 1
*
[ -1 ] 
f(z) = -52/9*z^3 + 70/9*z + 1
*
0 | 0.10727698089632904770446974869628599778 | 0.023098180843512068973679962774643962322
f(z) = -52/9*z^3 + 77/18*z + 1
*
-1 | 0.093903822467750372523650417725742443530 | 0.022664921290053244329377897375265748902
f(z) = -52/11*z^3 + 63/11*z + 1
*
[ -1 ] 
f(z) = -52/11*z^3 + 74/11*z + 1
*
-1 | 0.073008575662876495907059255530044184092 | 0.017363594029722799094234513838115350020
f(z) = -52/15*z^3 + 67/15*z + 1
*
[ -1/2 ] 
f(z) = -52/17*z^3 + 64/17*z + 1
*
-1 | 0.093065318233313216988477489050841252440 | 0.021979919053114471235314116129269214984
f(z) = -52/17*z^3 + 69/17*z + 1
*
[ -1/2 ] 
f(z) = -52/19*z^3 + 70/19*z + 1
*
-1 | 0.092770367872435089898682584098612482893 | 0.021763390765535529385390655194405818534
f(z) = -52/19*z^3 + 71/19*z + 1
*
[ -1/2 ] 
f(z) = -51*z^3 + 63/4*z + 1
*
[ 2/3 ] 
f(z) = -51/2*z^3 + 65/6*z + 1
*
[ -1/2 ] 
f(z) = -51/2*z^3 + 75/8*z + 1
*
[ -1/3 ] 
f(z) = -51/4*z^3 + 65/12*z + 1
*
[ -1 ] 
f(z) = -51/5*z^3 + 61/5*z + 1
*
[ -1/3 ] 
f(z) = -51/5*z^3 + 77/15*z + 1
*
[ -1 ] 
f(z) = -51/7*z^3 + 65/7*z + 1
*
[ -1 ] 
f(z) = -51/8*z^3 + 67/8*z + 1
*
-1 | 0.080816358679316226186435185597295048003 | 0.019659167697564040676524486706400528330
f(z) = -51/10*z^3 + 61/10*z + 1
*
[ -1 ] 
f(z) = -51/10*z^3 + 71/10*z + 1
*
-1 | 0.093515194730621979047710127867282402883 | 0.022658626060125315341929842772775847796
f(z) = -51/11*z^3 + 62/11*z + 1
*
[ -1 ] 
f(z) = -51/11*z^3 + 73/11*z + 1
*
-1 | 0.093236767852804292922668592871323241233 | 0.022418703768292713055316045861177819180
f(z) = -51/13*z^3 + 64/13*z + 1
*
[ -1 ] 
f(z) = -51/13*z^3 + 77/13*z + 1
*
-1 | 0.080259392461741759328044517870594056540 | 0.019226628310350396840609745974854207689
f(z) = -51/14*z^3 + 65/14*z + 1
*
[ -1 ] 
f(z) = -51/14*z^3 + 79/14*z + 1
*
-4/3 | 0.11917529783526150135500790200612893038 | 0.021431778645722779106131347826088357646
f(z) = -51/16*z^3 + 65/12*z + 1
*
-1 | 0.084247677238014637744734233848128774255 | 0.020036584089282987231390577493605180974
f(z) = -51/16*z^3 + 67/16*z + 1
*
[ 4/3 ] 
f(z) = -51/16*z^3 + 71/12*z + 1
*
-1 | 0.092354897986725344540386051621804561281 | 0.021738260895915666405556052577514217165
f(z) = -51/19*z^3 + 70/19*z + 1
*
[ -3/5 ] 
f(z) = -50*z^3 + 62/3*z + 1
*
[ -1/4 ] 
f(z) = -50*z^3 + 65/8*z + 1
*
-7/20 | 0.13283172485740849457453713114234932745 | 0.022170159534954603929615465411728966768
f(z) = -50*z^3 + 73/8*z + 1
*
-4/15 | 0.096952229633709461125935789579482162474 | 0.015869749641058035767864271832408558012
f(z) = -50*z^3 + 77/9*z + 1
*
-1/10 | 0.11499309442588050408699790611737945892 | 0.024970433183069744598958272570997260721
f(z) = -50/3*z^3 + 61/6*z + 1
*
[ -1/10 ] 
f(z) = -50/3*z^3 + 67/6*z + 1
*
[ -1 ] 
f(z) = -50/7*z^3 + 64/7*z + 1
*
[ -2/5 ] 
f(z) = -50/7*z^3 + 65/14*z + 1
*
[ -1/2 ] 
f(z) = -50/7*z^3 + 67/14*z + 1
*
0 | 0.12293882628259586603818876550400067040 | 0.026695826933096925251420037723247445126
f(z) = -50/7*z^3 + 79/14*z + 1
*
[ -1 ] 
f(z) = -50/9*z^3 + 68/9*z + 1
*
0 | 0.083620122914171754464684112972311127930 | 0.018157878978848229250368550658527425846
f(z) = -50/9*z^3 + 73/18*z + 1
*
[ 3/2 ] 
f(z) = -50/9*z^3 + 77/6*z + 1
*
-1 | 0.093118201752471417383793372642213979249 | 0.022651680598620679628064795714487266225
f(z) = -50/11*z^3 + 61/11*z + 1
*
[ -1/5 ] 
f(z) = -50/11*z^3 + 68/11*z + 1
*
[ -1 ] 
f(z) = -50/11*z^3 + 72/11*z + 1
*
-1 | 0.092833321619743761564952505242455795174 | 0.022406541845815628446355674699534660715
f(z) = -50/13*z^3 + 63/13*z + 1
*
[ -1 ] 
f(z) = -50/13*z^3 + 76/13*z + 1
*
-1 | 0.092239656173440503968085500869435813876 | 0.021937312551232596848283258080242395350
f(z) = -50/17*z^3 + 67/17*z + 1
*
-1 | 0.091929750966053241324541755108700800519 | 0.021711723799634897086998593451654445723
f(z) = -50/19*z^3 + 69/19*z + 1
*
-5/21 | 0.10761798369627394501900935353862352802 | 0.017674033596012276708087612749390499519
f(z) = -49*z^3 + 70/9*z + 1
*
[ -4/7 ] 
f(z) = -49*z^3 + 75/4*z + 1
*
-3/14 | 0.083427534457554453017383659266664571225 | 0.015806313398602284030320895947314089091
f(z) = -49/2*z^3 + 65/8*z + 1
*
[ -1/2 ] 
f(z) = -49/2*z^3 + 73/8*z + 1
*
6/7 | 0.13270322825902801289359649384506844072 | 0.028943112219741588878593471724801819797
f(z) = -49/3*z^3 + 65/6*z + 1
*
[ 6/7 ] 
f(z) = -49/3*z^3 + 71/6*z + 1
*
[ -3/14 ] 
f(z) = -49/3*z^3 + 77/12*z + 1
*
-2/7 | 0.15672791948753007927972401346755690411 | 0.029693920955930699667181400478531084223
f(z) = -49/3*z^3 + 79/12*z + 1
*
[ -6/7 ] 
f(z) = -49/4*z^3 + 67/6*z + 1
*
[ -3/7 ] 
f(z) = -49/4*z^3 + 67/12*z + 1
*
[ -3/7 ] 
f(z) = -49/5*z^3 + 77/15*z + 1
*
[ -1 ] 
f(z) = -49/6*z^3 + 61/6*z + 1
*
[ -4/7 ] 
f(z) = -49/6*z^3 + 65/12*z + 1
*
[ 10/7 ] 
f(z) = -49/8*z^3 + 64/5*z + 1
*
[ -10/7 ] 
f(z) = -49/8*z^3 + 71/5*z + 1
*
[ -8/7 ] 
f(z) = -49/8*z^3 + 79/8*z + 1
*
[ -3/14 ] 
f(z) = -49/9*z^3 + 71/12*z + 1
*
-2/7 | 0.052993336159556341735396769438847832597 | 0.011558061514303685588448215278843159099
f(z) = -49/9*z^3 + 71/18*z + 1
*
-9/7 | 0.11942446155885200074881313429255578278 | 0.027331705421641339878039903705617135494
f(z) = -49/9*z^3 + 79/9*z + 1
*
[ -1 ] 
f(z) = -49/10*z^3 + 69/10*z + 1
*
-2/7 | 0.075664154512966462776583054171356078465 | 0.017316639783272831651806678772044118997
f(z) = -49/10*z^3 + 79/10*z + 1
*
-1 | 0.092712473831266038107551492059286133831 | 0.022644033110136855855187862848036013453
f(z) = -49/11*z^3 + 60/11*z + 1
*
[ -1 ] 
f(z) = -49/11*z^3 + 71/11*z + 1
*
-1 | 0.092420832921076599750203899959105627666 | 0.022393463429727123764244680532058318728
f(z) = -49/13*z^3 + 62/13*z + 1
*
[ -1 ] 
f(z) = -49/13*z^3 + 75/13*z + 1
*
-1 | 0.071777370741623496609255849087628433514 | 0.017258809469498132695240069849010079471
f(z) = -49/15*z^3 + 64/15*z + 1
*
-1 | 0.083410479201891525693412639187022105621 | 0.019981490410202609631390487485195254332
f(z) = -49/16*z^3 + 65/16*z + 1
*
-3/7 | 0.093938885225066453634467067676230295481 | 0.021894831197826828474554600588976924187
f(z) = -49/16*z^3 + 73/16*z + 1
*
-1 | 0.091812429116132565138517836518551680605 | 0.021914079982572815455769770208192155316
f(z) = -49/17*z^3 + 66/17*z + 1
*
-1 | 0.091494457852332236118206247801549381567 | 0.021683680714718257561173442689485547940
f(z) = -49/19*z^3 + 68/19*z + 1
*
[ 5/4 ] 
f(z) = -48/5*z^3 + 76/5*z + 1
*
[ -1 ] 
f(z) = -48/7*z^3 + 62/7*z + 1
*
0 | 0.12455245515067871548580870489388209659 | 0.027288114299322162895167074810425384723
f(z) = -48/7*z^3 + 75/14*z + 1
*
[ -1 ] 
f(z) = -48/11*z^3 + 70/11*z + 1
*
-1 | 0.091998884267511164715954102614552611327 | 0.022379398470308444185520750158441745508
f(z) = -48/13*z^3 + 61/13*z + 1
*
[ -1/4 ] 
f(z) = -48/13*z^3 + 68/13*z + 1
*
[ -1 ] 
f(z) = -48/13*z^3 + 74/13*z + 1
*
[ -1/2 ] 
f(z) = -48/17*z^3 + 63/17*z + 1
*
-1 | 0.091374986518919704949380660300551188708 | 0.021889436846908588293216847291113736214
f(z) = -48/17*z^3 + 65/17*z + 1
*
-1 | 0.091048514170135269941477740587334345450 | 0.021654023828101685444370166979401630111
f(z) = -48/19*z^3 + 67/19*z + 1
*
[ -1/2 ] 
f(z) = -48/19*z^3 + 69/19*z + 1
*
[ -1/2 ] 
f(z) = -47/2*z^3 + 71/8*z + 1
*
[ -1 ] 
f(z) = -47/7*z^3 + 61/7*z + 1
*
[ -1 ] 
f(z) = -47/8*z^3 + 63/8*z + 1
*
[ -1 ] 
f(z) = -47/9*z^3 + 65/9*z + 1
*
[ -1 ] 
f(z) = -47/10*z^3 + 67/10*z + 1
*
[ -1 ] 
f(z) = -47/11*z^3 + 69/11*z + 1
*
[ -1 ] 
f(z) = -47/12*z^3 + 71/12*z + 1
*
-1 | 0.091567028356066411499346650361748136050 | 0.022364270267075605191162576801544808972
f(z) = -47/13*z^3 + 60/13*z + 1
*
[ -1 ] 
f(z) = -47/13*z^3 + 73/13*z + 1
*
-1 | 0.078574523017328848163729134913846961655 | 0.019113824849289077411275081944082902212
f(z) = -47/14*z^3 + 61/14*z + 1
*
[ -1 ] 
f(z) = -47/14*z^3 + 75/14*z + 1
*
-1 | 0.070908151511512639375072516935326202655 | 0.017180965022232471584486101001416167967
f(z) = -47/15*z^3 + 62/15*z + 1
*
[ -1 ] 
f(z) = -47/15*z^3 + 77/15*z + 1
*
-1 | 0.082533193890485333867220629401341183056 | 0.019920470692095427271170553420893997413
f(z) = -47/16*z^3 + 63/16*z + 1
*
[ -1 ] 
f(z) = -47/16*z^3 + 79/16*z + 1
*
-1 | 0.090926821086903102108232922078024595525 | 0.021863278977645521844330135274982652745
f(z) = -47/17*z^3 + 64/17*z + 1
*
-1 | 0.064361936597068930877325714439361877693 | 0.015418295533149713909498372742087448620
f(z) = -47/18*z^3 + 65/18*z + 1
*
-1 | 0.090591376185972018878865687231583398585 | 0.021622635220332107490290083309890753478
f(z) = -47/19*z^3 + 66/19*z + 1
*
[ -1/4 ] 
f(z) = -46*z^3 + 63/8*z + 1
*
[ -1 ] 
f(z) = -46/7*z^3 + 60/7*z + 1
*
[ -1/2 ] 
f(z) = -46/7*z^3 + 65/14*z + 1
*
0 | 0.10895304109177141774234967958499159199 | 0.024095120600016011223446112536658885811
f(z) = -46/7*z^3 + 71/14*z + 1
*
[ -1 ] 
f(z) = -46/9*z^3 + 64/9*z + 1
*
0 | 0.087603392781279555500657186156271733368 | 0.019373615393236787196851509188250654832
f(z) = -46/9*z^3 + 65/18*z + 1
*
[ 3/2 ] 
f(z) = -46/9*z^3 + 71/6*z + 1
*
[ -1/2 ] 
f(z) = -46/9*z^3 + 77/18*z + 1
*
[ -3/2 ] 
f(z) = -46/9*z^3 + 79/6*z + 1
*
[ -1 ] 
f(z) = -46/11*z^3 + 68/11*z + 1
*
[ -1 ] 
f(z) = -46/13*z^3 + 72/13*z + 1
*
-1 | 0.070457587054246597543661442214891403247 | 0.017139321074356408519936464088531560910
f(z) = -46/15*z^3 + 61/15*z + 1
*
[ -1 ] 
f(z) = -46/15*z^3 + 76/15*z + 1
*
-1 | 0.090467386223764360048527830834207949544 | 0.021835492253605042694174021267361143896
f(z) = -46/17*z^3 + 63/17*z + 1
*
-1 | 0.090122456653695361374784892065424671889 | 0.021589385657538307901462471216178438166
f(z) = -46/19*z^3 + 65/19*z + 1
*
[ -1/6 ] 
f(z) = -45/2*z^3 + 61/8*z + 1
*
-1/15 | 0.10166290094791370162713257363926145769 | 0.018770497848698602094220535054586645784
f(z) = -45/2*z^3 + 61/10*z + 1
*
[ -1/2 ] 
f(z) = -45/2*z^3 + 69/8*z + 1
*
[ -2/5 ] 
f(z) = -45/2*z^3 + 71/10*z + 1
*
-2/3 | 0.077287515889957086208873992920014471847 | 0.014269956269366813681304025155583381254
f(z) = -45/4*z^3 + 67/10*z + 1
*
4/3 | 0.12593649185407366873755454672398045591 | 0.028992203753070341002687128285080509322
f(z) = -45/4*z^3 + 77/4*z + 1
*
-2/15 | 0.15557661890409904849879948134578903895 | 0.028724840263444420700511377680337725767
f(z) = -45/4*z^3 + 77/10*z + 1
*
[ -2/3 ] 
f(z) = -45/7*z^3 + 75/14*z + 1
*
[ -1 ] 
f(z) = -45/8*z^3 + 61/8*z + 1
*
-2/5 | 0.17186062048256130888655367138232044031 | 0.026380383700319965661544083786693670976
f(z) = -45/8*z^3 + 76/15*z + 1
*
[ -1 ] 
f(z) = -45/11*z^3 + 67/11*z + 1
*
[ -1 ] 
f(z) = -45/13*z^3 + 71/13*z + 1
*
[ -1/3 ] 
f(z) = -45/14*z^3 + 61/14*z + 1
*
[ -1 ] 
f(z) = -45/14*z^3 + 73/14*z + 1
*
-1 | 0.081611737417484554221041234172000199145 | 0.019852649367021266203515726279462283039
f(z) = -45/16*z^3 + 61/16*z + 1
*
[ -1/3 ] 
f(z) = -45/16*z^3 + 69/16*z + 1
*
[ -1 ] 
f(z) = -45/16*z^3 + 77/16*z + 1
*
-1 | 0.089996091804269170741547240787088964002 | 0.021805951395809929866701504680902100524
f(z) = -45/17*z^3 + 62/17*z + 1
*
[ -1/3 ] 
f(z) = -45/17*z^3 + 73/17*z + 1
*
[ -1 ] 
f(z) = -45/17*z^3 + 79/17*z + 1
*
-1 | 0.089641119957646559550086266884164514573 | 0.021554133203771562828847220265130293241
f(z) = -45/19*z^3 + 64/19*z + 1
*
[ -1/6 ] 
f(z) = -44*z^3 + 74/9*z + 1
*
[ -1/4 ] 
f(z) = -44/3*z^3 + 71/12*z + 1
*
0 | 0.12356157411198454769321707537421308555 | 0.027597113916564828084684483904233970708
f(z) = -44/3*z^3 + 79/6*z + 1
*
0 | 0.13377865867867479231952107063476526344 | 0.029879069684031688711348051901785500328
f(z) = -44/7*z^3 + 67/14*z + 1
*
[ -3/4 ] 
f(z) = -44/9*z^3 + 61/12*z + 1
*
0 | 0.11176428807795368811904027665935389472 | 0.024962224802151458301100547721249254850
f(z) = -44/9*z^3 + 61/18*z + 1
*
[ -1 ] 
f(z) = -44/9*z^3 + 62/9*z + 1
*
[ -1 ] 
f(z) = -44/13*z^3 + 70/13*z + 1
*
[ -1 ] 
f(z) = -44/15*z^3 + 74/15*z + 1
*
-1 | 0.089512299354370945424538348718563926028 | 0.021774518584595807101534001194405408360
f(z) = -44/17*z^3 + 61/17*z + 1
*
[ -1/2 ] 
f(z) = -44/17*z^3 + 62/17*z + 1
*
[ -1 ] 
f(z) = -44/17*z^3 + 78/17*z + 1
*
-1 | 0.089146676546646053956898724192808289061 | 0.021516721621140338969963546908136446538
f(z) = -44/19*z^3 + 63/19*z + 1
*
[ -1/2 ] 
f(z) = -44/19*z^3 + 68/19*z + 1
*
[ -1/3 ] 
f(z) = -43*z^3 + 79/9*z + 1
*
[ -1/2 ] 
f(z) = -43/2*z^3 + 67/8*z + 1
*
[ -1/2 ] 
f(z) = -43/3*z^3 + 79/12*z + 1
*
[ 2/3 ] 
f(z) = -43/4*z^3 + 77/18*z + 1
*
[ -1 ] 
f(z) = -43/9*z^3 + 61/9*z + 1
*
[ -1 ] 
f(z) = -43/10*z^3 + 63/10*z + 1
*
[ -1 ] 
f(z) = -43/11*z^3 + 65/11*z + 1
*
[ -1 ] 
f(z) = -43/12*z^3 + 67/12*z + 1
*
[ -1 ] 
f(z) = -43/13*z^3 + 69/13*z + 1
*
[ -1 ] 
f(z) = -43/14*z^3 + 71/14*z + 1
*
[ -1 ] 
f(z) = -43/15*z^3 + 73/15*z + 1
*
[ -1 ] 
f(z) = -43/16*z^3 + 75/16*z + 1
*
-1 | 0.089015316535048959043447270163176597404 | 0.021741041864522065291780156458837868963
f(z) = -43/17*z^3 + 60/17*z + 1
*
[ -1 ] 
f(z) = -43/17*z^3 + 77/17*z + 1
*
-1 | 0.062429406272778751613914507246602293738 | 0.015186407643605280986834393310346259425
f(z) = -43/18*z^3 + 61/18*z + 1
*
[ -1 ] 
f(z) = -43/18*z^3 + 79/18*z + 1
*
-1 | 0.088638376528819175529883482337840203988 | 0.021476978518074289738535462779344014956
f(z) = -43/19*z^3 + 62/19*z + 1
*
[ -1/4 ] 
f(z) = -42*z^3 + 61/8*z + 1
*
[ -1/7 ] 
f(z) = -42*z^3 + 62/7*z + 1
*
[ -1/3 ] 
f(z) = -42/5*z^3 + 74/15*z + 1
*
[ -1 ] 
f(z) = -42/11*z^3 + 64/11*z + 1
*
[ -1 ] 
f(z) = -42/13*z^3 + 68/13*z + 1
*
[ -1 ] 
f(z) = -42/17*z^3 + 76/17*z + 1
*
-1 | 0.088115402268163946743797499498101118218 | 0.021434713197137656041925613402936022139
f(z) = -42/19*z^3 + 61/19*z + 1
*
[ -1/3 ] 
f(z) = -41*z^3 + 77/9*z + 1
*
[ -1/2 ] 
f(z) = -41/2*z^3 + 65/8*z + 1
*
[ -1/2 ] 
f(z) = -41/3*z^3 + 77/12*z + 1
*
[ 2/3 ] 
f(z) = -41/4*z^3 + 73/18*z + 1
*
[ -1 ] 
f(z) = -41/10*z^3 + 61/10*z + 1
*
[ -1 ] 
f(z) = -41/11*z^3 + 63/11*z + 1
*
[ -1 ] 
f(z) = -41/12*z^3 + 65/12*z + 1
*
-2 | 0.062436755961322247464964057799890376712 | 0.012332954849045234129013006078042236543
f(z) = -41/12*z^3 + 79/6*z + 1
*
[ -1 ] 
f(z) = -41/13*z^3 + 67/13*z + 1
*
[ -1 ] 
f(z) = -41/14*z^3 + 69/14*z + 1
*
[ -1 ] 
f(z) = -41/15*z^3 + 71/15*z + 1
*
[ -1 ] 
f(z) = -41/16*z^3 + 73/16*z + 1
*
[ -1 ] 
f(z) = -41/17*z^3 + 75/17*z + 1
*
[ -1 ] 
f(z) = -41/18*z^3 + 77/18*z + 1
*
-1 | 0.087576859786915106048314868594475992368 | 0.021389714142520776904006214424741059194
f(z) = -41/19*z^3 + 60/19*z + 1
*
[ -1 ] 
f(z) = -41/19*z^3 + 79/19*z + 1
*
-2/3 | 0.16468078270188330608027831227517864796 | 0.026244944771513213498402302461694321692
f(z) = -59/16*z^3 + 77/36*z + 1
*
[ 3/4 ] 
f(z) = -58/9*z^3 + 79/24*z + 1
*
0 | 0.10213392551583428735611051242648384197 | 0.021485639571311748970378012813776936901
f(z) = -58/15*z^3 + 71/30*z + 1
*
[ 2/3 ] 
f(z) = -57/10*z^3 + 61/30*z + 1
*
0 | 0.13945965070718798976784448599917037725 | 0.029555936010833517129490832881610013053
f(z) = -56/11*z^3 + 79/22*z + 1
*
0 | 0.10209536377652808083201128235935853500 | 0.021637255101961228154081622531550635889
f(z) = -56/15*z^3 + 67/30*z + 1
*
-3/4 | 0.067733720963812827690386259453163703438 | 0.014354929991796699571129386796856997259
f(z) = -56/15*z^3 + 73/30*z + 1
*
[ 3/5 ] 
f(z) = -55/6*z^3 + 79/30*z + 1
*
0 | 0.15871357427350489581399025911026181388 | 0.028257084277377938266969365389746680053
f(z) = -55/14*z^3 + 78/35*z + 1
*
-2/3 | 0.17627331258166188978653953776965351770 | 0.028410294387957255817498207328335349232
f(z) = -55/16*z^3 + 73/36*z + 1
*
-5/18 | 0.12091818104155238348767354734657816873 | 0.020917409795334762410916332044241246235
f(z) = -54/5*z^3 + 73/30*z + 1
*
7/9 | 0.093987157694954413911285677296334526688 | 0.018473784377128929710397342517366867378
f(z) = -54/7*z^3 + 71/21*z + 1
*
-1/2 | 0.13887334213923394795484164760710193176 | 0.029660284046444894009311014291197134843
f(z) = -54/11*z^3 + 71/22*z + 1
*
-1/2 | 0.15915152740164554987911910795641977651 | 0.029711371989689554640216788517976694994
f(z) = -53/6*z^3 + 77/24*z + 1
*
-2/3 | 0.15653812318251594748058479619363437419 | 0.025381062768746468855163768298985350613
f(z) = -53/16*z^3 + 71/36*z + 1
*
-1/3 | 0.14119670514435358417557005869940219247 | 0.028068471840970467356619807059767267221
f(z) = -51/10*z^3 + 77/30*z + 1
*
[ 3/4 ] 
f(z) = -50/9*z^3 + 67/24*z + 1
*
-1/2 | 0.13462194650075013489009222579806416933 | 0.029232784254175282580763826971279909123
f(z) = -50/11*z^3 + 69/22*z + 1
*
-2/5 | 0.13680483150106587082030702731576658706 | 0.029706791709308533699780383496199662159
f(z) = -50/11*z^3 + 71/22*z + 1
*
-1/14 | 0.15601172010295417927171280344542680569 | 0.029558228681166757181022198193623331230
f(z) = -49/5*z^3 + 61/20*z + 1
*
[ 6/7 ] 
f(z) = -49/15*z^3 + 67/30*z + 1
*
-6/7 | 0.10495647219092586697774166969604809685 | 0.022891432202995337220655046417062356825
f(z) = -49/15*z^3 + 77/30*z + 1
*
[ 3/4 ] 
f(z) = -48/7*z^3 + 74/21*z + 1
*
[ 3/4 ] 
f(z) = -48/11*z^3 + 70/33*z + 1
*
[ 3/4 ] 
f(z) = -48/13*z^3 + 68/39*z + 1
*
0 | 0.14293779414986380981271961050395439769 | 0.028761199975471621993760239014428968705
f(z) = -48/13*z^3 + 79/39*z + 1
*
-2/3 | 0.16491252537457400091178983081885752902 | 0.027270113446297282281164116304423354455
f(z) = -47/16*z^3 + 65/36*z + 1
*
[ 3/4 ] 
f(z) = -46/9*z^3 + 61/24*z + 1
*
0 | 0.12987925466037860435694495864169855028 | 0.028722982609049573968167834232640843832
f(z) = -46/15*z^3 + 77/30*z + 1
*
-7/15 | 0.14508594916821747303887507541143270902 | 0.026787898745223720326739221049120687393
f(z) = -45/4*z^3 + 69/20*z + 1
*
[ 4/5 ] 
f(z) = -45/8*z^3 + 67/20*z + 1
*
-4/5 | 0.15563310419910080067740326993884707934 | 0.028311504727654539736609432681564815905
f(z) = -45/16*z^3 + 61/20*z + 1
*
-4/9 | 0.16833642027439857816549976872331673613 | 0.028037905842143889843519797515051705152
f(z) = -45/16*z^3 + 65/36*z + 1
*
-2/3 | 0.14126397533903444844330831807827156319 | 0.023708275696474993305697589334874864814
f(z) = -43/16*z^3 + 61/36*z + 1
*
-1/3 | 0.13269139262507844953451747982258789343 | 0.023997304337399068049151617344391025967
f(z) = -42/5*z^3 + 73/30*z + 1
*
0 | 0.14058013262113171550185964035370141948 | 0.029067811869913426853409974352314541755
f(z) = -42/11*z^3 + 71/33*z + 1
*
0 | 0.11645855661395926017710162806561055900 | 0.022649976089290045090738382544670252373
f(z) = -57/14*z^3 + 73/42*z + 1
*
[ 2/3 ] 
f(z) = -53/12*z^3 + 79/54*z + 1
*
5/7 | 0.14537547357376620035044873150159225235 | 0.026425858959885346279388211983204218072
f(z) = -49/8*z^3 + 69/40*z + 1
*
[ 2/3 ] 
f(z) = -49/12*z^3 + 71/54*z + 1
*
[ 3/4 ] 
f(z) = -48/17*z^3 + 64/51*z + 1
*
[ 3/4 ] 
f(z) = -48/19*z^3 + 62/57*z + 1
*
[ 2/3 ] 
f(z) = -47/12*z^3 + 67/54*z + 1
*
0 | 0.12397887751786897441446170531266174458 | 0.025274603996259115112936263858523002718
f(z) = -45/16*z^3 + 71/48*z + 1
*
-1/5 | 0.14380235125828158907194061499069958092 | 0.025602316483579466023402483210039830433
f(z) = -55/12*z^3 + 71/60*z + 1
*
0 | 0.094083275807510228471272587109976704665 | 0.017626717487095663431208877622864051023
f(z) = -52/15*z^3 + 73/60*z + 1
*
-4/7 | 0.15518733287614793700629775298196589591 | 0.029402038965703768819101285083166738925
f(z) = -49/15*z^3 + 79/60*z + 1
*
-2/15 | 0.14841722367237652101727226660902811494 | 0.027402967569059256662175965975677040915
f(z) = -45/13*z^3 + 69/65*z + 1
*
0 | 0.11488598691361569016871433682194435345 | 0.022219580802080787327106284834751425900
f(z) = -44/15*z^3 + 71/60*z + 1
*
[ 3/4 ] 
f(z) = -44/15*z^3 + 79/60*z + 1
*
[ 2/3 ] 
f(z) = -42/11*z^3 + 79/66*z + 1
*
[ 2/3 ] 
f(z) = -42/13*z^3 + 73/78*z + 1
*
[ 2/3 ] 
f(z) = -51/19*z^3 + 79/114*z + 1
*
[ 2/3 ] 
f(z) = -48/17*z^3 + 77/102*z + 1
*
[ 2/3 ] 
f(z) = -48/19*z^3 + 71/114*z + 1
*
[ 2/3 ] 
f(z) = -42/17*z^3 + 61/102*z + 1
*
[ 2/5 ] 
f(z) = -60*z^3 + 81/10*z + 1
*
-1/5 | 0.13123066768269721731922173286166260143 | 0.020514633543873643514445779018914646333
f(z) = -60*z^3 + 89/10*z + 1
*
-2/15 | 0.19520670935994751477426576364193077424 | 0.028696762853638114572756549647091446333
f(z) = -60*z^3 + 91/15*z + 1
*
[ -1 ] 
f(z) = -60/11*z^3 + 82/11*z + 1
*
[ -1 ] 
f(z) = -60/13*z^3 + 86/13*z + 1
*
[ -1 ] 
f(z) = -60/17*z^3 + 94/17*z + 1
*
[ -1 ] 
f(z) = -60/19*z^3 + 98/19*z + 1
*
[ -1/3 ] 
f(z) = -59*z^3 + 95/9*z + 1
*
[ -1/2 ] 
f(z) = -59/2*z^3 + 83/8*z + 1
*
[ -1/2 ] 
f(z) = -59/3*z^3 + 95/12*z + 1
*
[ -1 ] 
f(z) = -59/11*z^3 + 81/11*z + 1
*
[ -1 ] 
f(z) = -59/12*z^3 + 83/12*z + 1
*
[ -1 ] 
f(z) = -59/13*z^3 + 85/13*z + 1
*
[ -1 ] 
f(z) = -59/14*z^3 + 87/14*z + 1
*
[ -1 ] 
f(z) = -59/15*z^3 + 89/15*z + 1
*
[ -1 ] 
f(z) = -59/16*z^3 + 91/16*z + 1
*
[ -1 ] 
f(z) = -59/17*z^3 + 93/17*z + 1
*
[ -1 ] 
f(z) = -59/18*z^3 + 95/18*z + 1
*
[ -1 ] 
f(z) = -59/19*z^3 + 97/19*z + 1
*
[ -1/3 ] 
f(z) = -58*z^3 + 94/9*z + 1
*
[ -1/2 ] 
f(z) = -58/9*z^3 + 83/18*z + 1
*
[ 3/2 ] 
f(z) = -58/9*z^3 + 89/6*z + 1
*
0 | 0.081380306118201187100219510068538690908 | 0.017119756404424188250424016776409423932
f(z) = -58/9*z^3 + 89/18*z + 1
*
[ -3/2 ] 
f(z) = -58/9*z^3 + 97/6*z + 1
*
[ -1 ] 
f(z) = -58/11*z^3 + 80/11*z + 1
*
[ -1 ] 
f(z) = -58/13*z^3 + 84/13*z + 1
*
[ -1 ] 
f(z) = -58/15*z^3 + 88/15*z + 1
*
[ -1 ] 
f(z) = -58/17*z^3 + 92/17*z + 1
*
[ -1 ] 
f(z) = -58/19*z^3 + 96/19*z + 1
*
[ -1/2 ] 
f(z) = -57/2*z^3 + 81/8*z + 1
*
[ -2/3 ] 
f(z) = -57/2*z^3 + 91/6*z + 1
*
[ -1 ] 
f(z) = -57/13*z^3 + 83/13*z + 1
*
[ -1 ] 
f(z) = -57/14*z^3 + 85/14*z + 1
*
[ -1 ] 
f(z) = -57/16*z^3 + 89/16*z + 1
*
[ -4/3 ] 
f(z) = -57/16*z^3 + 97/12*z + 1
*
[ -1 ] 
f(z) = -57/17*z^3 + 91/17*z + 1
*
-3/8 | 0.15466437503429597448807499238397482677 | 0.025334908021628858270948993642441102517
f(z) = -56*z^3 + 87/8*z + 1
*
[ -1/3 ] 
f(z) = -56*z^3 + 92/9*z + 1
*
-1/8 | 0.16487788503503519186486602225142097101 | 0.027007939295891831412553427361433135921
f(z) = -56*z^3 + 95/8*z + 1
*
0 | 0.081379859359936234907613188106364169133 | 0.017246980783445597013704466136214243823
f(z) = -56/9*z^3 + 85/18*z + 1
*
[ -1/4 ] 
f(z) = -56/9*z^3 + 97/18*z + 1
*
[ -1 ] 
f(z) = -56/13*z^3 + 82/13*z + 1
*
[ -1 ] 
f(z) = -56/15*z^3 + 86/15*z + 1
*
[ -1 ] 
f(z) = -56/17*z^3 + 90/17*z + 1
*
[ -1 ] 
f(z) = -56/19*z^3 + 94/19*z + 1
*
[ -1/3 ] 
f(z) = -55*z^3 + 91/9*z + 1
*
[ 3/5 ] 
f(z) = -55/3*z^3 + 89/15*z + 1
*
[ -1/2 ] 
f(z) = -55/3*z^3 + 91/12*z + 1
*
[ -1 ] 
f(z) = -55/13*z^3 + 81/13*z + 1
*
[ -1 ] 
f(z) = -55/14*z^3 + 83/14*z + 1
*
[ -1 ] 
f(z) = -55/16*z^3 + 87/16*z + 1
*
[ -1 ] 
f(z) = -55/17*z^3 + 89/17*z + 1
*
[ -1 ] 
f(z) = -55/18*z^3 + 91/18*z + 1
*
[ -1 ] 
f(z) = -55/19*z^3 + 93/19*z + 1
*
-1/9 | 0.13727811932013029610838723094044406800 | 0.023747484894478053316733314981899388977
f(z) = -54*z^3 + 85/6*z + 1
*
4/9 | 0.071398942273904781941692046586328873637 | 0.011028753128954531750999678446215219273
f(z) = -54*z^3 + 95/12*z + 1
*
-5/9 | 0.11515235490095970385081036618249894098 | 0.022633940924815910424511464622821842309
f(z) = -54/5*z^3 + 83/15*z + 1
*
-5/6 | 0.12571236281813705469508669206200552238 | 0.026849389032470582617374656689186890973
f(z) = -54/5*z^3 + 87/10*z + 1
*
[ -5/9 ] 
f(z) = -54/5*z^3 + 92/15*z + 1
*
[ -5/6 ] 
f(z) = -54/5*z^3 + 97/10*z + 1
*
-2/9 | 0.058879843366812242716260311621166605105 | 0.011573214439019131022330388459400683799
f(z) = -54/5*z^3 + 98/15*z + 1
*
[ -2/3 ] 
f(z) = -54/7*z^3 + 83/14*z + 1
*
-1/6 | 0.047149767566412903884436663808487845245 | 0.010070150809372433004263872606340258697
f(z) = -54/7*z^3 + 87/14*z + 1
*
[ -1 ] 
f(z) = -54/13*z^3 + 80/13*z + 1
*
[ -1 ] 
f(z) = -54/17*z^3 + 88/17*z + 1
*
[ -1/3 ] 
f(z) = -54/19*z^3 + 82/19*z + 1
*
[ -1 ] 
f(z) = -54/19*z^3 + 92/19*z + 1
*
[ -1/3 ] 
f(z) = -53*z^3 + 89/9*z + 1
*
[ -1/2 ] 
f(z) = -53/3*z^3 + 89/12*z + 1
*
[ 2/3 ] 
f(z) = -53/4*z^3 + 97/18*z + 1
*
[ -1 ] 
f(z) = -53/14*z^3 + 81/14*z + 1
*
[ -1 ] 
f(z) = -53/15*z^3 + 83/15*z + 1
*
[ -1 ] 
f(z) = -53/16*z^3 + 85/16*z + 1
*
[ -1 ] 
f(z) = -53/17*z^3 + 87/17*z + 1
*
[ -1 ] 
f(z) = -53/18*z^3 + 89/18*z + 1
*
[ -1 ] 
f(z) = -53/19*z^3 + 91/19*z + 1
*
[ -1/3 ] 
f(z) = -52*z^3 + 88/9*z + 1
*
0 | 0.13570541783411199820129300506041543074 | 0.029219206733696857392034587449772400831
f(z) = -52/3*z^3 + 95/6*z + 1
*
3/4 | 0.081601077217867980780848236045405127634 | 0.015288148955451438407142193552849446480
f(z) = -52/3*z^3 + 97/12*z + 1
*
[ -1 ] 
f(z) = -52/15*z^3 + 82/15*z + 1
*
[ -1 ] 
f(z) = -52/17*z^3 + 86/17*z + 1
*
[ -1 ] 
f(z) = -52/19*z^3 + 90/19*z + 1
*
[ -2/3 ] 
f(z) = -51/2*z^3 + 83/6*z + 1
*
[ -1/2 ] 
f(z) = -51/4*z^3 + 99/16*z + 1
*
[ -1 ] 
f(z) = -51/16*z^3 + 83/16*z + 1
*
[ -4/3 ] 
f(z) = -51/16*z^3 + 89/12*z + 1
*
[ -1 ] 
f(z) = -51/19*z^3 + 89/19*z + 1
*
[ -1/3 ] 
f(z) = -50*z^3 + 86/9*z + 1
*
0 | 0.10724828174260647358579398433993085679 | 0.023288668477209630264817553078477442192
f(z) = -50/3*z^3 + 91/6*z + 1
*
0 | 0.12392254786471222801149668436119474794 | 0.026909439360518061562296218984516083670
f(z) = -50/3*z^3 + 97/6*z + 1
*
[ -7/10 ] 
f(z) = -50/7*z^3 + 83/14*z + 1
*
-7/10 | 0.11283139345281258671150248390805263055 | 0.024501025781005601344408029226801540867
f(z) = -50/7*z^3 + 85/14*z + 1
*
[ -3/2 ] 
f(z) = -50/9*z^3 + 85/6*z + 1
*
[ -1/5 ] 
f(z) = -50/13*z^3 + 80/13*z + 1
*
[ -1 ] 
f(z) = -50/17*z^3 + 84/17*z + 1
*
[ -1 ] 
f(z) = -50/19*z^3 + 88/19*z + 1
*
[ -1/3 ] 
f(z) = -49*z^3 + 85/9*z + 1
*
[ -3/14 ] 
f(z) = -49*z^3 + 95/12*z + 1
*
-4/7 | 0.14898330801386064460899939994739020723 | 0.028226614545653037818671111805744020159
f(z) = -49/2*z^3 + 81/8*z + 1
*
[ -6/7 ] 
f(z) = -49/3*z^3 + 85/6*z + 1
*
-4/7 | 0.14261521869499581477319931101993404052 | 0.027020106212658010156454089054140047466
f(z) = -49/3*z^3 + 91/12*z + 1
*
[ 2/3 ] 
f(z) = -49/4*z^3 + 89/18*z + 1
*
-2 | 0.085788931544837265186711229856913839865 | 0.016285353355089442564348135999007586417
f(z) = -49/4*z^3 + 97/2*z + 1
*
[ -1/2 ] 
f(z) = -49/4*z^3 + 97/16*z + 1
*
[ 2 ] 
f(z) = -49/4*z^3 + 99/2*z + 1
*
[ 9/7 ] 
f(z) = -49/9*z^3 + 83/9*z + 1
*
[ -2/7 ] 
f(z) = -49/9*z^3 + 89/18*z + 1
*
[ -9/7 ] 
f(z) = -49/9*z^3 + 97/9*z + 1
*
[ -1/7 ] 
f(z) = -49/10*z^3 + 81/10*z + 1
*
[ -1/7 ] 
f(z) = -49/11*z^3 + 89/11*z + 1
*
-1/7 | 0.075929224470629663616981220289056976745 | 0.017090971153701036584571807241666731164
f(z) = -49/12*z^3 + 85/12*z + 1
*
-2 | 0.065684268528222494489537672815029031035 | 0.012518385207479464965211316586006879773
f(z) = -49/12*z^3 + 95/6*z + 1
*
[ -1/7 ] 
f(z) = -49/12*z^3 + 97/12*z + 1
*
-3/7 | 0.12444247133937768150034420110051607351 | 0.027390358165842248462804557666806377095
f(z) = -49/15*z^3 + 94/15*z + 1
*
[ -1 ] 
f(z) = -49/16*z^3 + 81/16*z + 1
*
[ -1 ] 
f(z) = -49/17*z^3 + 83/17*z + 1
*
[ -1 ] 
f(z) = -49/19*z^3 + 87/19*z + 1
*
[ 3/4 ] 
f(z) = -48*z^3 + 80/3*z + 1
*
-5/24 | 0.16062744739492802877632247138429802432 | 0.025271354100591479731579516613171106681
f(z) = -48*z^3 + 85/12*z + 1
*
[ -3/4 ] 
f(z) = -48*z^3 + 88/3*z + 1
*
[ -5/4 ] 
f(z) = -48/5*z^3 + 84/5*z + 1
*
-1/6 | 0.072907272740678006694680189695091830896 | 0.014670022462795149088749816721972761859
f(z) = -48/5*z^3 + 94/15*z + 1
*
[ 5/6 ] 
f(z) = -48/5*z^3 + 97/15*z + 1
*
[ -1 ] 
f(z) = -48/17*z^3 + 82/17*z + 1
*
[ -1/4 ] 
f(z) = -48/17*z^3 + 88/17*z + 1
*
[ -1 ] 
f(z) = -48/19*z^3 + 86/19*z + 1
*
[ -1/4 ] 
f(z) = -48/19*z^3 + 98/19*z + 1
*
[ -1/3 ] 
f(z) = -47*z^3 + 83/9*z + 1
*
[ -1/2 ] 
f(z) = -47/3*z^3 + 83/12*z + 1
*
[ 2/3 ] 
f(z) = -47/4*z^3 + 85/18*z + 1
*
-2 | 0.085023259994558214004437323318764366403 | 0.016270069198387715333397758458530789386
f(z) = -47/4*z^3 + 93/2*z + 1
*
[ 2 ] 
f(z) = -47/4*z^3 + 95/2*z + 1
*
[ -1/2 ] 
f(z) = -47/4*z^3 + 95/16*z + 1
*
[ -2 ] 
f(z) = -47/4*z^3 + 97/2*z + 1
*
-2 | 0.064923776215028670491801678261309634654 | 0.012475728821843190018797956429575886868
f(z) = -47/12*z^3 + 91/6*z + 1
*
[ 2 ] 
f(z) = -47/12*z^3 + 97/6*z + 1
*
[ -1 ] 
f(z) = -47/17*z^3 + 81/17*z + 1
*
[ -1 ] 
f(z) = -47/18*z^3 + 83/18*z + 1
*
[ -1 ] 
f(z) = -47/19*z^3 + 85/19*z + 1
*
[ -1/3 ] 
f(z) = -46*z^3 + 82/9*z + 1
*
0 | 0.10119713295674096599221255757139297796 | 0.022379890442109772536407329650410048642
f(z) = -46/3*z^3 + 83/6*z + 1
*
0 | 0.11959378870062088967457292696083364189 | 0.026448337126515735154503951468549299719
f(z) = -46/3*z^3 + 89/6*z + 1
*
[ -1 ] 
f(z) = -46/17*z^3 + 80/17*z + 1
*
[ -1 ] 
f(z) = -46/19*z^3 + 84/19*z + 1
*
[ -1/15 ] 
f(z) = -45*z^3 + 81/5*z + 1
*
[ -2/15 ] 
f(z) = -45*z^3 + 93/10*z + 1
*
[ -1/9 ] 
f(z) = -45*z^3 + 95/9*z + 1
*
2/3 | 0.11139178872529030814255748714457870149 | 0.020566787993803155244058301946700666320
f(z) = -45/2*z^3 + 81/10*z + 1
*
[ -2/15 ] 
f(z) = -45/2*z^3 + 89/10*z + 1
*
[ 4/3 ] 
f(z) = -45/4*z^3 + 81/4*z + 1
*
[ -4/3 ] 
f(z) = -45/4*z^3 + 87/4*z + 1
*
[ -2/15 ] 
f(z) = -45/4*z^3 + 87/10*z + 1
*
-2 | 0.084224512772860964347175548144370465897 | 0.016253961971860716463802268268187582726
f(z) = -45/4*z^3 + 89/2*z + 1
*
[ 2 ] 
f(z) = -45/4*z^3 + 91/2*z + 1
*
[ -2 ] 
f(z) = -45/4*z^3 + 93/2*z + 1
*
[ -1/2 ] 
f(z) = -45/4*z^3 + 93/16*z + 1
*
[ -1/3 ] 
f(z) = -45/19*z^3 + 81/19*z + 1
*
[ -1 ] 
f(z) = -45/19*z^3 + 83/19*z + 1
*
[ -1/3 ] 
f(z) = -44*z^3 + 80/9*z + 1
*
3/4 | 0.12040145769279956779217966664014263521 | 0.023286303140739371699270729010021866544
f(z) = -44/3*z^3 + 83/12*z + 1
*
[ 3/4 ] 
f(z) = -44/3*z^3 + 95/12*z + 1
*
3/2 | 0.079463129897196710179549119645142499195 | 0.017703178282169176109157510500639112901
f(z) = -44/15*z^3 + 89/15*z + 1
*
[ -1 ] 
f(z) = -44/19*z^3 + 82/19*z + 1
*
-2 | 0.083389698162688795961563633079298645905 | 0.016236949168624994900676317204093925002
f(z) = -43/4*z^3 + 85/2*z + 1
*
[ 2 ] 
f(z) = -43/4*z^3 + 87/2*z + 1
*
[ -2 ] 
f(z) = -43/4*z^3 + 89/2*z + 1
*
[ -1/2 ] 
f(z) = -43/4*z^3 + 91/16*z + 1
*
-2 | 0.063304283201257389739040999189144799842 | 0.012383496561835319047982151693685660564
f(z) = -43/12*z^3 + 83/6*z + 1
*
[ 2 ] 
f(z) = -43/12*z^3 + 89/6*z + 1
*
[ -2 ] 
f(z) = -43/12*z^3 + 95/6*z + 1
*
[ -1 ] 
f(z) = -43/19*z^3 + 81/19*z + 1
*
[ -1 ] 
f(z) = -42/19*z^3 + 80/19*z + 1
*
-2 | 0.082515398542788574570773368151843797044 | 0.016218935840360760887303329497265795049
f(z) = -41/4*z^3 + 81/2*z + 1
*
[ 2 ] 
f(z) = -41/4*z^3 + 83/2*z + 1
*
[ -2 ] 
f(z) = -41/4*z^3 + 85/2*z + 1
*
[ -1/2 ] 
f(z) = -41/4*z^3 + 89/16*z + 1
*
0 | 0.14084380674181361496944302600891983201 | 0.029268165211620126758509608725653019445
f(z) = -41/5*z^3 + 98/15*z + 1
*
[ 2 ] 
f(z) = -41/12*z^3 + 85/6*z + 1
*
[ -2 ] 
f(z) = -41/12*z^3 + 91/6*z + 1
*
7/10 | 0.13706840162219430929311506691956913175 | 0.024031141129808985247846786993291225880
f(z) = -60/7*z^3 + 97/35*z + 1
*
0 | 0.13843909603137233392908171677619243571 | 0.029123060774229595316597573592725782128
f(z) = -58/11*z^3 + 83/22*z + 1
*
[ -1/2 ] 
f(z) = -58/11*z^3 + 95/22*z + 1
*
-1/2 | 0.097294977036535853083932846463800596772 | 0.020467682977503606016934291714691198870
f(z) = -58/15*z^3 + 89/30*z + 1
*
-1/3 | 0.069953533815297471032492908532318574548 | 0.013605233607093421117323027643408733726
f(z) = -57/8*z^3 + 91/24*z + 1
*
0 | 0.14762610138227429841096157885715644940 | 0.028711738868166826484783718450061663728
f(z) = -57/10*z^3 + 91/30*z + 1
*
0 | 0.15156142095153052842928889868478464683 | 0.029248890749785826514029409152655509558
f(z) = -57/14*z^3 + 89/21*z + 1
*
-3/8 | 0.17620715118622817479514801556798158556 | 0.028863737800423860760073432106319194821
f(z) = -56/9*z^3 + 85/24*z + 1
*
[ -3/7 ] 
f(z) = -56/9*z^3 + 94/21*z + 1
*
0 | 0.13917816570141642572889160508308867407 | 0.029496280384446919231932405244374344833
f(z) = -56/15*z^3 + 97/30*z + 1
*
[ 4/5 ] 
f(z) = -55/8*z^3 + 83/20*z + 1
*
-2/5 | 0.082929573291087118899333732925418827511 | 0.014764634671606849224555145025445392648
f(z) = -55/12*z^3 + 97/30*z + 1
*
[ -2/5 ] 
f(z) = -55/16*z^3 + 81/20*z + 1
*
[ -4/5 ] 
f(z) = -55/16*z^3 + 89/20*z + 1
*
-3/5 | 0.14508681732836017406562759576286575351 | 0.025831000552725919751133463607225849231
f(z) = -55/18*z^3 + 83/30*z + 1
*
[ 7/9 ] 
f(z) = -54/7*z^3 + 92/21*z + 1
*
-4/9 | 0.12255499872640197946443034807320149316 | 0.024088978498095424168218447897950631326
f(z) = -54/7*z^3 + 95/21*z + 1
*
-2/3 | 0.13836750448129186575042008782591660146 | 0.029552248275253412614701876523739705197
f(z) = -54/11*z^3 + 81/22*z + 1
*
[ -1/2 ] 
f(z) = -54/11*z^3 + 93/22*z + 1
*
-1/4 | 0.10666758692378880128731724488323020453 | 0.019984417034783532160063326163534476455
f(z) = -52/5*z^3 + 93/20*z + 1
*
-1/6 | 0.13072644269195231989350304034115809162 | 0.020372743779294676189519125521868322394
f(z) = -51/2*z^3 + 89/24*z + 1
*
2/3 | 0.16576925114882808945392540220611048707 | 0.028962485609287488261121949606123128784
f(z) = -51/5*z^3 + 91/30*z + 1
*
-1/3 | 0.050866280287759942323932565983725797424 | 0.010111700230201837443959459925082391377
f(z) = -51/8*z^3 + 89/24*z + 1
*
0 | 0.14953927733158278693364291935127669250 | 0.029726890514969323063366912604973152328
f(z) = -51/11*z^3 + 98/33*z + 1
*
4/5 | 0.10849450590343926526150760492585209960 | 0.020477162540024603943176303046465689355
f(z) = -50/9*z^3 + 83/36*z + 1
*
13/21 | 0.089863615965572972613785502234446014336 | 0.014758244979920321244270365300224610532
f(z) = -49/4*z^3 + 97/36*z + 1
*
-5/14 | 0.15441497735096392889131074306651016503 | 0.029255707259204500036262335501820527466
f(z) = -49/5*z^3 + 81/20*z + 1
*
5/7 | 0.15317316927936356202677534835742437369 | 0.027843297554323771052877034097809544723
f(z) = -49/6*z^3 + 83/30*z + 1
*
-5/14 | 0.10687093516146710539113863092703458523 | 0.020247937390781795627137308726361778045
f(z) = -49/6*z^3 + 97/24*z + 1
*
-3/7 | 0.090898457408248677567210558031952975910 | 0.018214544696800028147818009825841985615
f(z) = -49/8*z^3 + 83/24*z + 1
*
[ -4/7 ] 
f(z) = -49/10*z^3 + 87/20*z + 1
*
-2/7 | 0.11859592481058260962050007779379918492 | 0.025866252129877687057432115432148614288
f(z) = -49/15*z^3 + 83/30*z + 1
*
11/12 | 0.13901163801358711018221968320188578952 | 0.027971199245140029969971915175202615085
f(z) = -48/11*z^3 + 85/33*z + 1
*
0 | 0.14839015815790441652917085155241031737 | 0.029985321867488082754159332483410182536
f(z) = -47/10*z^3 + 91/30*z + 1
*
[ -1/2 ] 
f(z) = -46/11*z^3 + 89/22*z + 1
*
-1/2 | 0.10266605797736071423282958314711196367 | 0.022704745307743136990239888707613688573
f(z) = -46/15*z^3 + 83/30*z + 1
*
2/3 | 0.11328142000515289704794800617754922503 | 0.020915679472826233454564070576097080386
f(z) = -45/7*z^3 + 86/35*z + 1
*
-4/15 | 0.11600789748689376266458015843809699660 | 0.021419081788010633547765495353973514064
f(z) = -45/8*z^3 + 83/20*z + 1
*
0 | 0.13734329001800836786073846936629837726 | 0.027999102236170945223410952631721641745
f(z) = -45/8*z^3 + 95/24*z + 1
*
[ -2/3 ] 
f(z) = -45/11*z^3 + 95/22*z + 1
*
[ -4/5 ] 
f(z) = -45/16*z^3 + 81/20*z + 1
*
-1/4 | 0.11885963431180422376992527385752781940 | 0.022988106031440715554561465007533467757
f(z) = -44/5*z^3 + 91/20*z + 1
*
0 | 0.12975206715743167132486671567846583156 | 0.025094762363049198729528909294595611536
f(z) = -44/9*z^3 + 95/36*z + 1
*
[ 2/3 ] 
f(z) = -42/5*z^3 + 97/30*z + 1
*
[ -1/2 ] 
f(z) = -42/11*z^3 + 87/22*z + 1
*
[ -1/2 ] 
f(z) = -42/13*z^3 + 99/26*z + 1
*
-1/2 | 0.15199085595171172443710540341135011932 | 0.029802909174732433380138602323855661715
f(z) = -41/6*z^3 + 89/24*z + 1
*
[ 2/3 ] 
f(z) = -59/12*z^3 + 91/54*z + 1
*
0 | 0.12849432254161206498618357251309399273 | 0.024990807183232622577304005843323550327
f(z) = -57/16*z^3 + 91/48*z + 1
*
[ 2/3 ] 
f(z) = -55/12*z^3 + 83/54*z + 1
*
0 | 0.15963300942798677335176211904014917204 | 0.028420778887411779104806404366287253841
f(z) = -55/18*z^3 + 97/45*z + 1
*
0 | 0.10908368001800943250734043917623827750 | 0.021684728391959729758077367178884293878
f(z) = -51/14*z^3 + 83/42*z + 1
*
0 | 0.087709605298725238682675644740060492263 | 0.017435779283893248260589621289022229711
f(z) = -51/16*z^3 + 89/48*z + 1
*
[ 8/15 ] 
f(z) = -45/4*z^3 + 93/40*z + 1
*
[ 3/4 ] 
f(z) = -52/15*z^3 + 97/60*z + 1
*
[ 2/3 ] 
f(z) = -51/13*z^3 + 97/78*z + 1
*
[ 5/7 ] 
f(z) = -49/13*z^3 + 99/65*z + 1
*
-5/14 | 0.12404877908280900698834568275663735442 | 0.023502479027405925977868351005574125333
f(z) = -49/18*z^3 + 97/72*z + 1
*
[ 2/3 ] 
f(z) = -48/11*z^3 + 95/66*z + 1
*
5/6 | 0.12942196430091890609257636728413086331 | 0.022854117515899030578325210998689586136
f(z) = -48/13*z^3 + 83/78*z + 1
*
[ 2/3 ] 
f(z) = -48/13*z^3 + 89/78*z + 1
*
0 | 0.14430156749893469960272014413645623848 | 0.026643074681592344447021586101356103771
f(z) = -45/14*z^3 + 99/70*z + 1
*
[ 5/7 ] 
f(z) = -49/16*z^3 + 93/80*z + 1
*
[ 5/7 ] 
f(z) = -49/17*z^3 + 91/85*z + 1
*
[ 5/7 ] 
f(z) = -49/18*z^3 + 89/90*z + 1
*
[ 5/7 ] 
f(z) = -49/19*z^3 + 87/95*z + 1
*
0 | 0.13390863213917950277047817614982230902 | 0.024724178319271375829095782482362416537
f(z) = -45/16*z^3 + 97/80*z + 1
*
[ 3/4 ] 
f(z) = -43/18*z^3 + 97/96*z + 1
*
[ 3/4 ] 
f(z) = -41/18*z^3 + 91/96*z + 1
*
-1/6 | 0.16358097690344535972268272119650420841 | 0.028297566992301398773824984873227936608
f(z) = -54/19*z^3 + 85/114*z + 1
*
0 | 0.17064991898255497561453812897710232469 | 0.029232236830222418234658182466610661616
f(z) = -49/16*z^3 + 87/112*z + 1
*
[ 2/3 ] 
f(z) = -43/18*z^3 + 91/162*z + 1
*
[ 2/3 ] 
f(z) = -41/18*z^3 + 83/162*z + 1
*
[ -1/2 ] 
f(z) = -59/4*z^3 + 107/16*z + 1
*
[ 2/3 ] 
f(z) = -59/4*z^3 + 109/18*z + 1
*
-2 | 0.089203622832177716727497265933411662318 | 0.016351672238148111325881594694806849105
f(z) = -59/4*z^3 + 117/2*z + 1
*
[ 2 ] 
f(z) = -59/4*z^3 + 119/2*z + 1
*
-2 | 0.069070150275178797530267659811136798359 | 0.012701203191693706996041248158185967936
f(z) = -59/12*z^3 + 115/6*z + 1
*
0 | 0.11761086280383940244987893726374722469 | 0.024741481296364401629975657040038831465
f(z) = -58/3*z^3 + 107/6*z + 1
*
0 | 0.13167444668961110894936253276561351318 | 0.027699999662563425272467405208161116957
f(z) = -58/3*z^3 + 113/6*z + 1
*
[ -1/6 ] 
f(z) = -57*z^3 + 103/12*z + 1
*
-1/6 | 0.19024758853174312871757072784248365611 | 0.029143507193598813278097685242381463082
f(z) = -57*z^3 + 115/12*z + 1
*
[ -1/2 ] 
f(z) = -57/4*z^3 + 105/16*z + 1
*
-2 | 0.088569254856058346080397064402638821988 | 0.016339578080014036953318320666314764224
f(z) = -57/4*z^3 + 113/2*z + 1
*
[ 2 ] 
f(z) = -57/4*z^3 + 115/2*z + 1
*
[ -2 ] 
f(z) = -57/4*z^3 + 117/2*z + 1
*
[ -1/14 ] 
f(z) = -56*z^3 + 107/7*z + 1
*
0 | 0.11520154159786861225768265953977402878 | 0.024414871072386003553138051940314023382
f(z) = -56/3*z^3 + 103/6*z + 1
*
0 | 0.12983791500713901275245314213850239219 | 0.027516784161379310821018172679203845012
f(z) = -56/3*z^3 + 109/6*z + 1
*
3/2 | 0.092842390757259715677585669709304831755 | 0.019531004361916041178624101304612256201
f(z) = -56/15*z^3 + 116/15*z + 1
*
[ -1/5 ] 
f(z) = -55/3*z^3 + 101/15*z + 1
*
[ 2/3 ] 
f(z) = -55/4*z^3 + 101/18*z + 1
*
[ -1/2 ] 
f(z) = -55/4*z^3 + 103/16*z + 1
*
-2 | 0.087912360800185976507396824903180191680 | 0.016326946124944289670646854319808440327
f(z) = -55/4*z^3 + 109/2*z + 1
*
[ 2 ] 
f(z) = -55/4*z^3 + 111/2*z + 1
*
[ -2 ] 
f(z) = -55/4*z^3 + 113/2*z + 1
*
0 | 0.15852501875459321178485376543044964164 | 0.028223514186015301565607289506973653189
f(z) = -55/6*z^3 + 118/15*z + 1
*
-2 | 0.067789346378291383392164557604860910183 | 0.012633181025878165363968430831777875124
f(z) = -55/12*z^3 + 107/6*z + 1
*
[ 2 ] 
f(z) = -55/12*z^3 + 113/6*z + 1
*
[ -2 ] 
f(z) = -55/12*z^3 + 119/6*z + 1
*
-2/9 | 0.19254316207234791896238198329769101026 | 0.029741491029627161983797688155784563387
f(z) = -54*z^3 + 101/12*z + 1
*
[ -1/12 ] 
f(z) = -54*z^3 + 107/8*z + 1
*
[ 4/9 ] 
f(z) = -54*z^3 + 113/12*z + 1
*
[ -1/18 ] 
f(z) = -54*z^3 + 115/6*z + 1
*
-2/3 | 0.12079789098334559515308611990143421079 | 0.023743607594573038952608003521850819456
f(z) = -54/5*z^3 + 107/15*z + 1
*
[ -1/6 ] 
f(z) = -54/7*z^3 + 101/14*z + 1
*
[ -1/2 ] 
f(z) = -53/4*z^3 + 101/16*z + 1
*
-2 | 0.087231280088872819975794993208432268019 | 0.016313732160379469325606372817357505508
f(z) = -53/4*z^3 + 105/2*z + 1
*
[ 2 ] 
f(z) = -53/4*z^3 + 107/2*z + 1
*
[ -2 ] 
f(z) = -53/4*z^3 + 109/2*z + 1
*
-2 | 0.067114850700869447784696103270834556959 | 0.012596923910136035090504777565343753474
f(z) = -53/12*z^3 + 103/6*z + 1
*
[ 2 ] 
f(z) = -53/12*z^3 + 109/6*z + 1
*
[ -2 ] 
f(z) = -53/12*z^3 + 115/6*z + 1
*
[ 3/4 ] 
f(z) = -52/3*z^3 + 113/12*z + 1
*
[ 3/2 ] 
f(z) = -52/3*z^3 + 118/3*z + 1
*
[ -1/6 ] 
f(z) = -51*z^3 + 101/12*z + 1
*
-2 | 0.086524161267781403572959973756227683340 | 0.016299886554353969593138980175302225682
f(z) = -51/4*z^3 + 101/2*z + 1
*
[ 2 ] 
f(z) = -51/4*z^3 + 103/2*z + 1
*
[ -2 ] 
f(z) = -51/4*z^3 + 105/2*z + 1
*
-2/15 | 0.10681098088745391808644239398916583829 | 0.017483491942410878225643105087146016098
f(z) = -50*z^3 + 107/9*z + 1
*
11/10 | 0.10349732107680338545485519341679078251 | 0.021812181560646363175180463027994482945
f(z) = -50/3*z^3 + 115/6*z + 1
*
[ 7/5 ] 
f(z) = -50/7*z^3 + 100/7*z + 1
*
[ -7/5 ] 
f(z) = -50/7*z^3 + 110/7*z + 1
*
-9/10 | 0.12972152211010352028741663533068780267 | 0.028107938164719738309316451372318975246
f(z) = -50/9*z^3 + 101/18*z + 1
*
[ -9/10 ] 
f(z) = -50/9*z^3 + 119/18*z + 1
*
[ -1/5 ] 
f(z) = -50/17*z^3 + 104/17*z + 1
*
[ -1/5 ] 
f(z) = -50/19*z^3 + 116/19*z + 1
*
[ 6/7 ] 
f(z) = -49/2*z^3 + 107/6*z + 1
*
-5/21 | 0.11407831068211670151900083428894883928 | 0.018735009022863382626703515638105161051
f(z) = -49/2*z^3 + 115/18*z + 1
*
-3/14 | 0.092901429520387628942285609970883592346 | 0.017601252628705017481999441281388925834
f(z) = -49/3*z^3 + 101/12*z + 1
*
[ 5/7 ] 
f(z) = -49/3*z^3 + 119/15*z + 1
*
[ -2 ] 
f(z) = -49/4*z^3 + 101/2*z + 1
*
-1/7 | 0.10261531313008640308420265242051208556 | 0.022140520705889901225587567396791814530
f(z) = -49/6*z^3 + 103/6*z + 1
*
[ -2/21 ] 
f(z) = -49/8*z^3 + 104/9*z + 1
*
[ 10/7 ] 
f(z) = -49/10*z^3 + 103/10*z + 1
*
[ -10/7 ] 
f(z) = -49/10*z^3 + 117/10*z + 1
*
[ 2 ] 
f(z) = -49/12*z^3 + 101/6*z + 1
*
[ -2 ] 
f(z) = -49/12*z^3 + 107/6*z + 1
*
[ -1/7 ] 
f(z) = -49/13*z^3 + 105/13*z + 1
*
10/7 | 0.079349207551081380838853280339795559311 | 0.017015169695529112312634764429542599009
f(z) = -49/15*z^3 + 106/15*z + 1
*
-12/7 | 0.15426388726305100679872802285473609236 | 0.025620875109165074062121940585191193316
f(z) = -49/16*z^3 + 103/12*z + 1
*
[ 12/7 ] 
f(z) = -49/16*z^3 + 113/12*z + 1
*
-1/7 | 0.10477695985463892405091546578778763555 | 0.022163817286134644315183163310089557264
f(z) = -49/16*z^3 + 113/16*z + 1
*
[ 12/7 ] 
f(z) = -49/18*z^3 + 101/12*z + 1
*
[ -9/7 ] 
f(z) = -49/18*z^3 + 113/18*z + 1
*
[ -12/7 ] 
f(z) = -49/18*z^3 + 115/12*z + 1
*
-1/6 | 0.18461539479483919406186791889172927498 | 0.029045353642519451427895724662257917362
f(z) = -48*z^3 + 103/12*z + 1
*
[ 5/12 ] 
f(z) = -48*z^3 + 104/15*z + 1
*
[ -3/4 ] 
f(z) = -48/5*z^3 + 116/15*z + 1
*
-5/6 | 0.097418124286033506805740138557267082907 | 0.019601968608024919031327927595502521722
f(z) = -48/5*z^3 + 118/15*z + 1
*
0 | 0.14079332337715421725599712477186767401 | 0.028329700713136646960347065614863690387
f(z) = -48/5*z^3 + 119/15*z + 1
*
[ -1/3 ] 
f(z) = -47/2*z^3 + 119/18*z + 1
*
[ -2 ] 
f(z) = -47/12*z^3 + 103/6*z + 1
*
[ -2/5 ] 
f(z) = -45*z^3 + 107/10*z + 1
*
1/2 | 0.15665781129083092490481475549774495363 | 0.024899640743966869375430951611065544721
f(z) = -45*z^3 + 107/12*z + 1
*
[ -2/9 ] 
f(z) = -45/2*z^3 + 119/18*z + 1
*
[ -2/9 ] 
f(z) = -45/4*z^3 + 109/18*z + 1
*
[ -1/6 ] 
f(z) = -45/4*z^3 + 117/16*z + 1
*
0 | 0.10577742255283162387982052948816293798 | 0.021564015744395333513237488774702822866
f(z) = -45/4*z^3 + 119/12*z + 1
*
-2/15 | 0.18338612632311816816849166464057456765 | 0.026941490173121123890332697255621364109
f(z) = -45/8*z^3 + 113/5*z + 1
*
-6/5 | 0.14849119445069253937700794518737173669 | 0.021650475529129334785012529552156312378
f(z) = -45/8*z^3 + 119/15*z + 1
*
[ 3/2 ] 
f(z) = -44/3*z^3 + 100/3*z + 1
*
[ -3/2 ] 
f(z) = -44/3*z^3 + 104/3*z + 1
*
[ 3/2 ] 
f(z) = -44/15*z^3 + 104/15*z + 1
*
[ -1/3 ] 
f(z) = -43/2*z^3 + 115/18*z + 1
*
[ 2/3 ] 
f(z) = -42*z^3 + 109/6*z + 1
*
[ -1/3 ] 
f(z) = -41/2*z^3 + 113/18*z + 1
*
[ -1/3 ] 
f(z) = -60/7*z^3 + 104/21*z + 1
*
-1/3 | 0.14380223114162804838576607394376724775 | 0.027691782402731988107058779628846550052
f(z) = -60/11*z^3 + 119/33*z + 1
*
[ -1/2 ] 
f(z) = -59/5*z^3 + 119/20*z + 1
*
[ -2/5 ] 
f(z) = -59/8*z^3 + 117/25*z + 1
*
[ -1/2 ] 
f(z) = -58/13*z^3 + 107/26*z + 1
*
0 | 0.14083845366883997340692980910530768737 | 0.029627807195567444358665695961896934270
f(z) = -58/15*z^3 + 101/30*z + 1
*
[ -1/2 ] 
f(z) = -58/15*z^3 + 119/30*z + 1
*
1/2 | 0.16688700069904118319806256139418783725 | 0.025564962704266419655117082027856808050
f(z) = -57/2*z^3 + 115/24*z + 1
*
2/3 | 0.14187961226218151574759684404617901897 | 0.024316060735434820165263435607826562759
f(z) = -57/5*z^3 + 107/30*z + 1
*
[ -1/2 ] 
f(z) = -57/5*z^3 + 117/20*z + 1
*
[ -1/3 ] 
f(z) = -57/7*z^3 + 103/21*z + 1
*
[ -1/3 ] 
f(z) = -57/8*z^3 + 115/24*z + 1
*
[ -2/5 ] 
f(z) = -57/8*z^3 + 116/25*z + 1
*
-1/3 | 0.11722746691422629556362290593725940555 | 0.022799521132799279536349681313141768101
f(z) = -57/10*z^3 + 109/30*z + 1
*
-1/3 | 0.13334825275608806342623041936353726493 | 0.025934846045584328736644257803948133071
f(z) = -57/11*z^3 + 118/33*z + 1
*
-3/14 | 0.13408044081891949490603936932224841607 | 0.022454289297021433192748435840383311658
f(z) = -56/9*z^3 + 104/21*z + 1
*
[ -3/8 ] 
f(z) = -56/9*z^3 + 109/24*z + 1
*
[ -1/4 ] 
f(z) = -56/11*z^3 + 117/22*z + 1
*
-3/4 | 0.10575040346878079521005522082552951066 | 0.022411874274700271178309638415318568720
f(z) = -56/15*z^3 + 103/30*z + 1
*
-1/5 | 0.12836657210246267310897073116411688248 | 0.022854157641530241568505365045444523787
f(z) = -55/4*z^3 + 111/20*z + 1
*
-4/5 | 0.14610160988088988429155047796771983253 | 0.026011672425388007611557835594157958778
f(z) = -55/8*z^3 + 113/20*z + 1
*
[ -3/5 ] 
f(z) = -55/18*z^3 + 113/30*z + 1
*
13/18 | 0.15392503303509993322689214550203553721 | 0.026627203337182209786734964206454769238
f(z) = -54/5*z^3 + 109/30*z + 1
*
-4/9 | 0.10707973208787560464110118652794313138 | 0.021047214643648525062247903227846762020
f(z) = -54/7*z^3 + 116/21*z + 1
*
[ -2/3 ] 
f(z) = -54/11*z^3 + 103/22*z + 1
*
0 | 0.14938941141199354038770199605521889829 | 0.029363456054374632458680601642775602680
f(z) = -54/11*z^3 + 107/33*z + 1
*
[ -1/2 ] 
f(z) = -54/13*z^3 + 105/26*z + 1
*
[ -2/3 ] 
f(z) = -54/13*z^3 + 113/26*z + 1
*
[ -1/2 ] 
f(z) = -53/5*z^3 + 113/20*z + 1
*
[ -2/5 ] 
f(z) = -53/8*z^3 + 114/25*z + 1
*
[ -1/4 ] 
f(z) = -52/5*z^3 + 113/20*z + 1
*
0 | 0.10910726736097262521791849520560300577 | 0.022829974475076074833089795060224896105
f(z) = -52/15*z^3 + 119/30*z + 1
*
[ -1/2 ] 
f(z) = -51/5*z^3 + 111/20*z + 1
*
[ -1/3 ] 
f(z) = -51/7*z^3 + 101/21*z + 1
*
0 | 0.13971636985517895871601643466167389725 | 0.027774196210835096232460365413244389594
f(z) = -51/7*z^3 + 104/21*z + 1
*
[ -2/5 ] 
f(z) = -51/8*z^3 + 113/25*z + 1
*
0 | 0.10619743587878937089178658983242207728 | 0.021110972352362059231833271115618435432
f(z) = -51/10*z^3 + 103/30*z + 1
*
-1/3 | 0.091466334003637173455058252426278435084 | 0.018182578819761899754624412223489766381
f(z) = -51/10*z^3 + 107/30*z + 1
*
-1/3 | 0.13919951041650350992063619368021929674 | 0.027671449800532038352765032212923504311
f(z) = -51/11*z^3 + 116/33*z + 1
*
[ -3/5 ] 
f(z) = -50/7*z^3 + 110/21*z + 1
*
21/20 | 0.064453449550581268227883889408844456881 | 0.010757545011543510205417085284569842728
f(z) = -50/9*z^3 + 107/24*z + 1
*
[ 4/5 ] 
f(z) = -50/9*z^3 + 119/36*z + 1
*
[ -1/2 ] 
f(z) = -50/13*z^3 + 103/26*z + 1
*
[ -2/5 ] 
f(z) = -50/13*z^3 + 107/26*z + 1
*
[ 5/7 ] 
f(z) = -49/4*z^3 + 117/20*z + 1
*
[ -5/14 ] 
f(z) = -49/5*z^3 + 101/20*z + 1
*
[ -4/7 ] 
f(z) = -49/5*z^3 + 119/20*z + 1
*
[ 5/7 ] 
f(z) = -49/6*z^3 + 113/30*z + 1
*
[ -3/7 ] 
f(z) = -49/8*z^3 + 107/24*z + 1
*
[ -2/5 ] 
f(z) = -49/8*z^3 + 112/25*z + 1
*
[ 6/7 ] 
f(z) = -49/10*z^3 + 103/30*z + 1
*
[ -2/7 ] 
f(z) = -49/11*z^3 + 107/22*z + 1
*
8/7 | 0.12642416547922217472190244320971703772 | 0.027055167214097281006019433323027395545
f(z) = -49/12*z^3 + 107/24*z + 1
*
-6/7 | 0.12575358960192177299599327453666108572 | 0.026911661876954406381140600056095764991
f(z) = -49/15*z^3 + 107/30*z + 1
*
-2/7 | 0.051083324886421771109205274525497137177 | 0.010805824875255526089686854828554944590
f(z) = -49/15*z^3 + 113/30*z + 1
*
26/21 | 0.11066033874309093539700733895089504227 | 0.018048646373267405819133728395320539177
f(z) = -49/16*z^3 + 115/36*z + 1
*
-10/7 | 0.12821961988485142564388554928592076254 | 0.020796582310613765007992776400430612432
f(z) = -49/16*z^3 + 119/20*z + 1
*
-5/8 | 0.13182781615848219502194955538219875794 | 0.025074261949875396526086774967134137896
f(z) = -48/5*z^3 + 107/20*z + 1
*
[ 2/3 ] 
f(z) = -48/5*z^3 + 113/30*z + 1
*
[ -1/3 ] 
f(z) = -48/7*z^3 + 100/21*z + 1
*
7/8 | 0.083227816241016456185327694392437974860 | 0.015830316595964217139127576008436794551
f(z) = -48/7*z^3 + 115/28*z + 1
*
-1/3 | 0.14387747873071300759342294076138039314 | 0.028950278422529053089801649190359654640
f(z) = -48/11*z^3 + 115/33*z + 1
*
[ 11/12 ] 
f(z) = -48/11*z^3 + 118/33*z + 1
*
[ -1/2 ] 
f(z) = -47/5*z^3 + 107/20*z + 1
*
[ -1/2 ] 
f(z) = -47/6*z^3 + 119/24*z + 1
*
0 | 0.13100593743829524188105660065667251927 | 0.026472478022829309353913138562431407218
f(z) = -47/8*z^3 + 109/24*z + 1
*
[ -2/5 ] 
f(z) = -47/8*z^3 + 111/25*z + 1
*
-1/2 | 0.15060028604420837746411765321609864016 | 0.028760041095312535844820259089076743043
f(z) = -47/9*z^3 + 119/36*z + 1
*
[ -1/2 ] 
f(z) = -46/13*z^3 + 101/26*z + 1
*
0 | 0.081168218008132901966771749612989531649 | 0.017370252770553220520594694660015203200
f(z) = -46/15*z^3 + 107/30*z + 1
*
[ -1/2 ] 
f(z) = -46/15*z^3 + 113/30*z + 1
*
-1/6 | 0.17355886209679012725211016486851025635 | 0.025514376647551752886217082523305737589
f(z) = -45*z^3 + 101/20*z + 1
*
-4/15 | 0.17202844486497456300038303110212903769 | 0.025289394522129256272180331406829855746
f(z) = -45*z^3 + 109/20*z + 1
*
[ -4/15 ] 
f(z) = -45/4*z^3 + 111/20*z + 1
*
4/5 | 0.15977936060575936752990617898958155325 | 0.029500812160115640266571238411489846363
f(z) = -45/4*z^3 + 119/20*z + 1
*
[ -4/15 ] 
f(z) = -45/8*z^3 + 103/20*z + 1
*
0 | 0.074997713767653100605079119973578659133 | 0.015289197273374410397224355908170934481
f(z) = -45/8*z^3 + 103/24*z + 1
*
[ -4/5 ] 
f(z) = -45/8*z^3 + 117/20*z + 1
*
0 | 0.13358134367487360806670965021193824504 | 0.027232183661156406026495637547636357920
f(z) = -45/8*z^3 + 119/24*z + 1
*
[ -2/3 ] 
f(z) = -45/13*z^3 + 105/26*z + 1
*
-4/9 | 0.16436727484544804098952751987536095075 | 0.027376809891372885012792278453849402664
f(z) = -45/16*z^3 + 101/36*z + 1
*
-6/5 | 0.14204144092903650953061363391046949035 | 0.023301431902161270540338839671002648272
f(z) = -45/16*z^3 + 111/20*z + 1
*
-4/3 | 0.16810047039603623935595251538466579048 | 0.027265057190027490342232600037351734509
f(z) = -45/16*z^3 + 119/20*z + 1
*
[ -1/4 ] 
f(z) = -44/5*z^3 + 111/20*z + 1
*
0 | 0.14560731842294590315234035769072580132 | 0.028161255031961761463124600578647252427
f(z) = -44/9*z^3 + 113/36*z + 1
*
0 | 0.096880840064636927905632665755314279380 | 0.020903237343688410910522854127523694002
f(z) = -44/15*z^3 + 103/30*z + 1
*
[ -1/2 ] 
f(z) = -43/5*z^3 + 103/20*z + 1
*
[ -1/2 ] 
f(z) = -43/6*z^3 + 115/24*z + 1
*
[ -2/5 ] 
f(z) = -43/8*z^3 + 109/25*z + 1
*
-1/2 | 0.13590481349727490457237901558670243833 | 0.026402129057048843808712129914480947226
f(z) = -43/9*z^3 + 115/36*z + 1
*
[ -1/2 ] 
f(z) = -41/5*z^3 + 101/20*z + 1
*
[ -1/2 ] 
f(z) = -41/6*z^3 + 113/24*z + 1
*
[ -2/5 ] 
f(z) = -41/8*z^3 + 108/25*z + 1
*
-1/2 | 0.13380588539933073412399971274152118335 | 0.026237135284426955954541962093739594395
f(z) = -41/9*z^3 + 113/36*z + 1
*
0 | 0.12093402960131360277421624772545357139 | 0.023520408963431375030653106556215643029
f(z) = -57/14*z^3 + 115/42*z + 1
*
0 | 0.15071772092210581400147039268927837533 | 0.029313026662643683220265499980036419619
f(z) = -57/16*z^3 + 107/48*z + 1
*
-3/8 | 0.12560147379917018668727046766173473924 | 0.020574238801775716369281063670913769409
f(z) = -56/5*z^3 + 103/40*z + 1
*
[ 7/12 ] 
f(z) = -54/7*z^3 + 107/56*z + 1
*
-1/2 | 0.15768901842221976668127607997691260626 | 0.027278328123610989468231554744766979233
f(z) = -54/7*z^3 + 109/42*z + 1
*
7/12 | 0.081485481112720810132263609023521756455 | 0.013427779566182092678046892920423857809
f(z) = -54/7*z^3 + 115/56*z + 1
*
[ 2/3 ] 
f(z) = -51/7*z^3 + 115/42*z + 1
*
-2/5 | 0.079591841261511536022344303697377586137 | 0.013284204660766906347026914778406491211
f(z) = -50/7*z^3 + 113/56*z + 1
*
[ 4/5 ] 
f(z) = -50/11*z^3 + 117/44*z + 1
*
[ 4/5 ] 
f(z) = -50/13*z^3 + 115/52*z + 1
*
[ 5/7 ] 
f(z) = -49/8*z^3 + 109/40*z + 1
*
[ 5/7 ] 
f(z) = -49/9*z^3 + 107/45*z + 1
*
[ 5/7 ] 
f(z) = -49/11*z^3 + 103/55*z + 1
*
[ 11/14 ] 
f(z) = -49/11*z^3 + 109/44*z + 1
*
[ 2/3 ] 
f(z) = -48/7*z^3 + 107/42*z + 1
*
[ 11/15 ] 
f(z) = -45/11*z^3 + 101/55*z + 1
*
0 | 0.14534789584856107761850845245441564549 | 0.026836263188437695648788255725949642943
f(z) = -45/11*z^3 + 104/55*z + 1
*
[ 3/4 ] 
f(z) = -43/9*z^3 + 113/48*z + 1
*
[ 3/4 ] 
f(z) = -41/9*z^3 + 107/48*z + 1
*
[ 2/3 ] 
f(z) = -57/11*z^3 + 119/66*z + 1
*
[ 2/3 ] 
f(z) = -57/13*z^3 + 113/78*z + 1
*
-5/14 | 0.15017973289613724868524931010471966453 | 0.025150418274306859651469644699964058052
f(z) = -56/9*z^3 + 113/63*z + 1
*
[ 3/5 ] 
f(z) = -56/9*z^3 + 118/75*z + 1
*
4/5 | 0.13221730815119908894206719682147948448 | 0.023539735882440960501158945152483374425
f(z) = -55/12*z^3 + 101/60*z + 1
*
0 | 0.13903485908476481681075067443262179955 | 0.024753520602348454680139069955194924074
f(z) = -55/12*z^3 + 119/60*z + 1
*
5/6 | 0.058721783228019109214933389878777960977 | 0.010158171361105698797571008744933286279
f(z) = -54/11*z^3 + 115/66*z + 1
*
[ 3/5 ] 
f(z) = -53/9*z^3 + 109/75*z + 1
*
[ 3/5 ] 
f(z) = -52/9*z^3 + 106/75*z + 1
*
[ 2/3 ] 
f(z) = -51/11*z^3 + 103/66*z + 1
*
[ 4/5 ] 
f(z) = -50/17*z^3 + 111/68*z + 1
*
[ 4/5 ] 
f(z) = -50/19*z^3 + 109/76*z + 1
*
[ 5/7 ] 
f(z) = -49/12*z^3 + 101/60*z + 1
*
-4/7 | 0.088031371506504073159222463842150905525 | 0.016678563689887316802409816318324264516
f(z) = -49/15*z^3 + 109/60*z + 1
*
0 | 0.14024341180838052389253045762200425141 | 0.024765034525724576175305299221225700174
f(z) = -48/13*z^3 + 119/78*z + 1
*
0 | 0.15461517791496115421717625787206203689 | 0.029648529742550695428966945804287710745
f(z) = -46/15*z^3 + 109/60*z + 1
*
-2/15 | 0.14684830309603059403009006192665969805 | 0.027113290410248213051071398244315445750
f(z) = -45/14*z^3 + 109/70*z + 1
*
0 | 0.068879170020611324098399608337578342944 | 0.013321609753885928226486173678015173757
f(z) = -44/15*z^3 + 101/60*z + 1
*
-3/4 | 0.078415922142981786239376265343784419315 | 0.015166069988464043905712013666555828460
f(z) = -44/15*z^3 + 119/60*z + 1
*
0 | 0.15003804902891847645566960156118405389 | 0.026712509094638058511243032400940797076
f(z) = -55/18*z^3 + 113/90*z + 1
*
[ 3/4 ] 
f(z) = -49/18*z^3 + 115/96*z + 1
*
[ 3/4 ] 
f(z) = -47/18*z^3 + 109/96*z + 1
*
[ 2/3 ] 
f(z) = -41/10*z^3 + 119/90*z + 1
*
[ 2/3 ] 
f(z) = -60/17*z^3 + 109/102*z + 1
*
[ 2/3 ] 
f(z) = -60/19*z^3 + 103/114*z + 1
*
[ 2/3 ] 
f(z) = -57/17*z^3 + 101/102*z + 1
*
[ 13/20 ] 
f(z) = -50/13*z^3 + 113/104*z + 1
*
0 | 0.15351701280998658576111808240786393291 | 0.026297379469535963115172082967133143091
f(z) = -49/15*z^3 + 118/105*z + 1
*
[ 2/3 ] 
f(z) = -43/14*z^3 + 109/126*z + 1
*
[ 2/3 ] 
f(z) = -41/14*z^3 + 101/126*z + 1
*
0 | 0.17957395221489294276675285433157436195 | 0.029909615255543979417469701825358919514
f(z) = -45/17*z^3 + 116/153*z + 1
*
[ 2/3 ] 
f(z) = -49/18*z^3 + 115/162*z + 1
*
[ 2/3 ] 
f(z) = -47/18*z^3 + 107/162*z + 1
*
-1/5 | 0.17994069627034415182175156785338329623 | 0.026452551275105305889529184359746103388
f(z) = -60*z^3 + 121/15*z + 1
*
-1/3 | 0.18443710465824727611302799307342130125 | 0.028033145218952328621260448516945098971
f(z) = -60*z^3 + 125/12*z + 1
*
[ -2/5 ] 
f(z) = -60*z^3 + 131/10*z + 1
*
-1/5 | 0.11677426099425949120517159505702356780 | 0.017166639846287345694796526813547008966
f(z) = -60*z^3 + 136/15*z + 1
*
[ -1/4 ] 
f(z) = -59*z^3 + 139/16*z + 1
*
[ -1/3 ] 
f(z) = -59/2*z^3 + 131/18*z + 1
*
[ -2 ] 
f(z) = -59/4*z^3 + 121/2*z + 1
*
[ 2 ] 
f(z) = -59/12*z^3 + 121/6*z + 1
*
[ -2 ] 
f(z) = -59/12*z^3 + 127/6*z + 1
*
[ -1/4 ] 
f(z) = -57*z^3 + 137/16*z + 1
*
[ -2/7 ] 
f(z) = -56*z^3 + 127/14*z + 1
*
[ 3/2 ] 
f(z) = -56/3*z^3 + 127/3*z + 1
*
[ -3/2 ] 
f(z) = -56/3*z^3 + 131/3*z + 1
*
[ 3/2 ] 
f(z) = -56/15*z^3 + 131/15*z + 1
*
[ -2/5 ] 
f(z) = -55*z^3 + 123/10*z + 1
*
[ -1/4 ] 
f(z) = -55*z^3 + 135/16*z + 1
*
[ -1/11 ] 
f(z) = -55*z^3 + 137/11*z + 1
*
[ -1/3 ] 
f(z) = -55/2*z^3 + 127/18*z + 1
*
[ -3/5 ] 
f(z) = -55/3*z^3 + 139/15*z + 1
*
-2/9 | 0.074681181257554617157048073233246850118 | 0.014679069709280194911694523560389954148
f(z) = -54/5*z^3 + 128/15*z + 1
*
[ -1/4 ] 
f(z) = -53*z^3 + 133/16*z + 1
*
[ -1/3 ] 
f(z) = -53/2*z^3 + 125/18*z + 1
*
[ -3/2 ] 
f(z) = -52/3*z^3 + 122/3*z + 1
*
-3/4 | 0.11459253113001047514371806784886853194 | 0.021469173506378605806426069445763323512
f(z) = -52/3*z^3 + 133/12*z + 1
*
[ 3/2 ] 
f(z) = -52/15*z^3 + 122/15*z + 1
*
-3/2 | 0.098434360162472733172604939426264030550 | 0.020320098791732362336604980497127822454
f(z) = -52/15*z^3 + 127/15*z + 1
*
1/2 | 0.10087546409323670350962696143918298955 | 0.015720690789633692184169817927941561579
f(z) = -51*z^3 + 125/12*z + 1
*
[ -1/4 ] 
f(z) = -51*z^3 + 131/16*z + 1
*
[ 2/3 ] 
f(z) = -51*z^3 + 133/6*z + 1
*
0 | 0.076394544204840578129288788801285070439 | 0.015186459985912004394016375026020453809
f(z) = -51/4*z^3 + 137/12*z + 1
*
0 | 0.061180686491952187228428106748420172631 | 0.012162099492725128111656835376839128681
f(z) = -51/5*z^3 + 128/15*z + 1
*
[ 4/3 ] 
f(z) = -51/8*z^3 + 139/12*z + 1
*
[ 4/5 ] 
f(z) = -50*z^3 + 127/4*z + 1
*
[ -4/5 ] 
f(z) = -50*z^3 + 137/4*z + 1
*
[ 4/5 ] 
f(z) = -50/3*z^3 + 125/12*z + 1
*
6/5 | 0.12641721334792601225922388647855965853 | 0.025619187589409400901868106196692140744
f(z) = -50/3*z^3 + 139/6*z + 1
*
[ 5/7 ] 
f(z) = -49*z^3 + 123/5*z + 1
*
[ -1/4 ] 
f(z) = -49*z^3 + 129/16*z + 1
*
[ -5/7 ] 
f(z) = -49*z^3 + 137/5*z + 1
*
[ -6/7 ] 
f(z) = -49/2*z^3 + 121/6*z + 1
*
[ -1/14 ] 
f(z) = -49/2*z^3 + 121/8*z + 1
*
[ 5/7 ] 
f(z) = -49/2*z^3 + 121/10*z + 1
*
[ -1/3 ] 
f(z) = -49/2*z^3 + 121/18*z + 1
*
[ 8/7 ] 
f(z) = -49/4*z^3 + 129/8*z + 1
*
[ 11/7 ] 
f(z) = -49/11*z^3 + 125/11*z + 1
*
[ -11/7 ] 
f(z) = -49/11*z^3 + 139/11*z + 1
*
-12/7 | 0.12847842919438811862956000069331592418 | 0.026036905034955690738428330866363044717
f(z) = -49/12*z^3 + 139/12*z + 1
*
[ -1/7 ] 
f(z) = -49/15*z^3 + 121/15*z + 1
*
[ -12/7 ] 
f(z) = -49/16*z^3 + 127/12*z + 1
*
[ -1/7 ] 
f(z) = -49/16*z^3 + 129/16*z + 1
*
[ -1/7 ] 
f(z) = -49/17*z^3 + 137/17*z + 1
*
-1/8 | 0.074153015096296856665978033489635164142 | 0.011666418987021736176661580966206655424
f(z) = -48*z^3 + 121/12*z + 1
*
[ 2/3 ] 
f(z) = -48*z^3 + 125/6*z + 1
*
[ -3/8 ] 
f(z) = -48*z^3 + 125/12*z + 1
*
-3/16 | 0.12473000460280331405783295300404594099 | 0.018773924162664485095113913487132925807
f(z) = -48*z^3 + 139/16*z + 1
*
0 | 0.13741136894627430636431415255845735046 | 0.027649201421308432373453843692815464430
f(z) = -48/5*z^3 + 124/15*z + 1
*
[ -5/6 ] 
f(z) = -48/5*z^3 + 133/15*z + 1
*
0 | 0.098837710159776512854696151722299297736 | 0.019887610298803145639682994727713773500
f(z) = -48/5*z^3 + 139/15*z + 1
*
[ -1/4 ] 
f(z) = -47*z^3 + 127/16*z + 1
*
[ -2/3 ] 
f(z) = -47/4*z^3 + 139/18*z + 1
*
[ -1/4 ] 
f(z) = -45*z^3 + 125/16*z + 1
*
[ -2/9 ] 
f(z) = -45*z^3 + 139/18*z + 1
*
0 | 0.13714751089227964569722177151834858280 | 0.027959190277193787270335657390015904688
f(z) = -45/4*z^3 + 127/12*z + 1
*
[ 6/5 ] 
f(z) = -45/8*z^3 + 124/15*z + 1
*
[ -1/11 ] 
f(z) = -44*z^3 + 136/11*z + 1
*
[ -3/4 ] 
f(z) = -44/3*z^3 + 127/12*z + 1
*
[ 3 ] 
f(z) = -44/9*z^3 + 134/3*z + 1
*
[ -3 ] 
f(z) = -44/9*z^3 + 136/3*z + 1
*
[ -3/2 ] 
f(z) = -44/15*z^3 + 124/15*z + 1
*
[ -1/4 ] 
f(z) = -43*z^3 + 123/16*z + 1
*
[ -2/3 ] 
f(z) = -43/4*z^3 + 131/18*z + 1
*
[ 3 ] 
f(z) = -43/9*z^3 + 131/3*z + 1
*
[ -3 ] 
f(z) = -43/9*z^3 + 133/3*z + 1
*
[ 3/2 ] 
f(z) = -43/9*z^3 + 133/12*z + 1
*
[ 3 ] 
f(z) = -43/18*z^3 + 133/6*z + 1
*
[ -3 ] 
f(z) = -43/18*z^3 + 137/6*z + 1
*
[ -2/3 ] 
f(z) = -42*z^3 + 127/6*z + 1
*
[ -1/4 ] 
f(z) = -41*z^3 + 121/16*z + 1
*
[ -2/3 ] 
f(z) = -41/4*z^3 + 127/18*z + 1
*
[ 3 ] 
f(z) = -41/9*z^3 + 125/3*z + 1
*
[ -3 ] 
f(z) = -41/9*z^3 + 127/3*z + 1
*
[ 3/2 ] 
f(z) = -41/9*z^3 + 127/12*z + 1
*
[ 3 ] 
f(z) = -41/18*z^3 + 127/6*z + 1
*
[ -3 ] 
f(z) = -41/18*z^3 + 131/6*z + 1
*
-1/4 | 0.17571832351303811163241863949664365632 | 0.024783698059007521293268651767838339853
f(z) = -60*z^3 + 127/20*z + 1
*
2/5 | 0.16084717527042076258921066996413444944 | 0.022686238667935981761173140816704601323
f(z) = -60*z^3 + 137/20*z + 1
*
[ 7/10 ] 
f(z) = -60/7*z^3 + 132/35*z + 1
*
0 | 0.15120550273812395511030388349944116850 | 0.029117419435557860681983907088692536114
f(z) = -60/13*z^3 + 128/39*z + 1
*
-1/3 | 0.14822924521612240754040474131790794653 | 0.028544285938118663169007030563427887078
f(z) = -60/13*z^3 + 137/39*z + 1
*
[ -1/2 ] 
f(z) = -59/6*z^3 + 131/24*z + 1
*
0 | 0.12860350464047912623839788011744274558 | 0.024845398855286072765860368829442407361
f(z) = -59/10*z^3 + 127/30*z + 1
*
0 | 0.11753940830704220241317434406860076592 | 0.024109671981412946937076628066398673169
f(z) = -58/15*z^3 + 131/30*z + 1
*
[ -1/2 ] 
f(z) = -58/17*z^3 + 131/34*z + 1
*
[ 2/3 ] 
f(z) = -57/5*z^3 + 137/30*z + 1
*
0 | 0.11856248725391069152169755596850182682 | 0.023059168681693449453126753772690608349
f(z) = -57/7*z^3 + 136/21*z + 1
*
0 | 0.15358718445699216950478548056816419891 | 0.029871107428402334643262148806158110735
f(z) = -57/8*z^3 + 131/24*z + 1
*
0 | 0.15178287737450646089167265739098420197 | 0.029520188496687364268008447276342668018
f(z) = -57/10*z^3 + 131/30*z + 1
*
[ -1/3 ] 
f(z) = -57/10*z^3 + 139/30*z + 1
*
0 | 0.13929136941721114701138796900189618215 | 0.027090720325535381994805233293547270212
f(z) = -57/11*z^3 + 127/33*z + 1
*
-1/3 | 0.15223707949211370029090549957908601801 | 0.029608526077047481406130997729565012153
f(z) = -57/13*z^3 + 136/39*z + 1
*
-3/8 | 0.14738000346842732526834806521025978941 | 0.024141686353253525500490776621604137861
f(z) = -56/3*z^3 + 127/24*z + 1
*
-1/14 | 0.14885972230523848244191523111707890305 | 0.024929357696774877447253296695661866734
f(z) = -56/3*z^3 + 128/21*z + 1
*
[ -3/14 ] 
f(z) = -56/3*z^3 + 137/21*z + 1
*
[ -3/14 ] 
f(z) = -56/9*z^3 + 125/21*z + 1
*
[ -1/4 ] 
f(z) = -56/13*z^3 + 137/26*z + 1
*
-1/10 | 0.10661140493792928735905629253529210292 | 0.015223533974563708514822391620714955035
f(z) = -55*z^3 + 131/20*z + 1
*
[ -1/5 ] 
f(z) = -55/4*z^3 + 131/20*z + 1
*
[ -1/2 ] 
f(z) = -55/6*z^3 + 127/24*z + 1
*
4/5 | 0.070496457658727465039911772771284669032 | 0.012551064736822634591059332399720015839
f(z) = -55/6*z^3 + 131/30*z + 1
*
[ -1/2 ] 
f(z) = -55/7*z^3 + 139/28*z + 1
*
[ -4/5 ] 
f(z) = -55/8*z^3 + 133/20*z + 1
*
0 | 0.12591542497602609475855536709988070151 | 0.024660550258449123348567448503521673981
f(z) = -55/8*z^3 + 133/24*z + 1
*
-3/11 | 0.19017997365543147191851769223848117001 | 0.029691364625251552081826479189191795955
f(z) = -55/9*z^3 + 136/33*z + 1
*
[ -2/5 ] 
f(z) = -55/12*z^3 + 127/30*z + 1
*
[ 6/5 ] 
f(z) = -55/18*z^3 + 137/30*z + 1
*
-7/9 | 0.11070032045400140294909622572213881049 | 0.021758864728985026540247280885623885622
f(z) = -54/7*z^3 + 125/21*z + 1
*
0 | 0.12876833140419412367329880500543162883 | 0.025310249264953215831320165005086084553
f(z) = -54/7*z^3 + 127/21*z + 1
*
-2/3 | 0.060633577532741521941174799838877965390 | 0.011917922244114515937628062695266079112
f(z) = -54/7*z^3 + 128/21*z + 1
*
0 | 0.11558351546681334066507075478467255182 | 0.022718688325640103931976784312746772804
f(z) = -54/7*z^3 + 134/21*z + 1
*
-7/9 | 0.14631238930778195797408137648826252581 | 0.028758647437208460504008511816459545772
f(z) = -54/7*z^3 + 137/21*z + 1
*
[ -1/2 ] 
f(z) = -54/17*z^3 + 129/34*z + 1
*
[ -2/3 ] 
f(z) = -54/17*z^3 + 133/34*z + 1
*
[ -1/2 ] 
f(z) = -53/6*z^3 + 125/24*z + 1
*
[ -1/2 ] 
f(z) = -53/7*z^3 + 137/28*z + 1
*
[ 2/3 ] 
f(z) = -51/5*z^3 + 121/30*z + 1
*
0 | 0.11059475697119846335010808310884520884 | 0.021985115152874326566031302532331362788
f(z) = -51/7*z^3 + 125/21*z + 1
*
[ -1/2 ] 
f(z) = -51/7*z^3 + 135/28*z + 1
*
0 | 0.082429317784182348161054416170148067719 | 0.016386111720739761181619067566623300007
f(z) = -51/8*z^3 + 121/24*z + 1
*
0 | 0.078835814513187418537616172419290716025 | 0.015671759744401239823126334648663520643
f(z) = -51/8*z^3 + 137/24*z + 1
*
[ -1/3 ] 
f(z) = -51/10*z^3 + 137/30*z + 1
*
[ 4/5 ] 
f(z) = -50/7*z^3 + 121/28*z + 1
*
[ -3/4 ] 
f(z) = -50/9*z^3 + 131/24*z + 1
*
[ 11/10 ] 
f(z) = -50/11*z^3 + 123/22*z + 1
*
[ -1/2 ] 
f(z) = -50/17*z^3 + 127/34*z + 1
*
[ -2/5 ] 
f(z) = -50/17*z^3 + 135/34*z + 1
*
[ -1/2 ] 
f(z) = -50/19*z^3 + 139/38*z + 1
*
-9/14 | 0.10449244689910902156283116094383583746 | 0.019797305220789331401444519500114799365
f(z) = -49/5*z^3 + 121/20*z + 1
*
-4/7 | 0.15060640316602817752308604805665860584 | 0.028534128735275466328934896698632238039
f(z) = -49/9*z^3 + 127/36*z + 1
*
[ -3/7 ] 
f(z) = -49/10*z^3 + 127/30*z + 1
*
[ -3/7 ] 
f(z) = -49/11*z^3 + 137/33*z + 1
*
-8/7 | 0.14022216405397231749783754611532316165 | 0.029041643042094013819290450590490304573
f(z) = -49/12*z^3 + 125/24*z + 1
*
[ 8/7 ] 
f(z) = -49/12*z^3 + 131/24*z + 1
*
[ -2/7 ] 
f(z) = -49/13*z^3 + 125/26*z + 1
*
[ -6/7 ] 
f(z) = -49/15*z^3 + 137/30*z + 1
*
-6/7 | 0.13221636440462411017022043470445022860 | 0.021220890474846190373530649576836010968
f(z) = -49/16*z^3 + 127/36*z + 1
*
[ 10/7 ] 
f(z) = -49/16*z^3 + 131/20*z + 1
*
[ -2/3 ] 
f(z) = -49/16*z^3 + 139/36*z + 1
*
[ -4/7 ] 
f(z) = -49/18*z^3 + 131/36*z + 1
*
[ -3/14 ] 
f(z) = -49/18*z^3 + 139/24*z + 1
*
[ -5/8 ] 
f(z) = -48/5*z^3 + 127/20*z + 1
*
-1/2 | 0.14073945013519249231325584656607714397 | 0.024852627990053336676520398347453833501
f(z) = -48/5*z^3 + 137/30*z + 1
*
-1/4 | 0.10999648307311094931430841953679613475 | 0.022132920583253156393023599675563784752
f(z) = -48/7*z^3 + 121/21*z + 1
*
-3/8 | 0.11381195042800023130025797958805931113 | 0.021647560744138840214761488424424319620
f(z) = -48/7*z^3 + 139/28*z + 1
*
-11/12 | 0.13377776389687464396615769055510321939 | 0.026918066300053542730833091179435744694
f(z) = -48/11*z^3 + 124/33*z + 1
*
[ -1/2 ] 
f(z) = -47/7*z^3 + 131/28*z + 1
*
[ -2/3 ] 
f(z) = -47/16*z^3 + 137/36*z + 1
*
[ -3/4 ] 
f(z) = -46/9*z^3 + 125/24*z + 1
*
[ -1/2 ] 
f(z) = -46/17*z^3 + 125/34*z + 1
*
[ -1/2 ] 
f(z) = -46/19*z^3 + 137/38*z + 1
*
[ -4/15 ] 
f(z) = -45/2*z^3 + 127/20*z + 1
*
-1/3 | 0.098017673504465693658492487787364117136 | 0.018097462422330886472624733759531696611
f(z) = -45/4*z^3 + 121/20*z + 1
*
[ -1/5 ] 
f(z) = -45/4*z^3 + 129/20*z + 1
*
[ 4/5 ] 
f(z) = -45/4*z^3 + 139/20*z + 1
*
[ -1/2 ] 
f(z) = -45/7*z^3 + 129/28*z + 1
*
-4/9 | 0.17911217153817856044282841646926247391 | 0.029832701637490712325064418245173043315
f(z) = -45/8*z^3 + 121/36*z + 1
*
14/15 | 0.20087262778127969047340052228926999525 | 0.027285023076597986479635906697981467521
f(z) = -45/8*z^3 + 134/35*z + 1
*
4/3 | 0.13222427048185717858274103801553999024 | 0.026796021678032676198549121909215851825
f(z) = -45/14*z^3 + 139/28*z + 1
*
-2/15 | 0.10792399083405341242182659732470318258 | 0.017236146955892033493531803869399352513
f(z) = -45/16*z^3 + 131/20*z + 1
*
-2/9 | 0.17592379954982502561902014286067239248 | 0.028096148397089363181545394320245149816
f(z) = -45/16*z^3 + 131/36*z + 1
*
[ -4/9 ] 
f(z) = -45/16*z^3 + 137/36*z + 1
*
[ -2/3 ] 
f(z) = -45/17*z^3 + 125/34*z + 1
*
[ -2/3 ] 
f(z) = -45/19*z^3 + 135/38*z + 1
*
0 | 0.13153333171008485373591026634458079432 | 0.025439268709913935302433254419647747518
f(z) = -44/5*z^3 + 131/20*z + 1
*
-1/4 | 0.12511154689410838690340760219545370407 | 0.024197260259227476500778231446570492891
f(z) = -44/7*z^3 + 123/28*z + 1
*
0 | 0.055277089581558412775680673559343318208 | 0.010690892696816197411129123471795582011
f(z) = -44/7*z^3 + 127/28*z + 1
*
0 | 0.11219918528230822924004157159699216486 | 0.021699938611159038684651282607809460341
f(z) = -44/9*z^3 + 131/36*z + 1
*
-3/11 | 0.17965368826102172259919717797810508869 | 0.029060372183797395822482651667116503607
f(z) = -44/9*z^3 + 133/33*z + 1
*
[ -1/2 ] 
f(z) = -43/7*z^3 + 127/28*z + 1
*
[ -1/2 ] 
f(z) = -43/8*z^3 + 139/32*z + 1
*
[ -2/3 ] 
f(z) = -43/16*z^3 + 133/36*z + 1
*
[ 3/2 ] 
f(z) = -43/18*z^3 + 137/24*z + 1
*
[ 5/7 ] 
f(z) = -42/5*z^3 + 136/35*z + 1
*
5/6 | 0.16566759631175653234094412667009511616 | 0.029961067171641212928508349136408265351
f(z) = -42/5*z^3 + 139/30*z + 1
*
-1/3 | 0.14541764356098470129108890273374257077 | 0.029828052880842284298066103512230582047
f(z) = -42/13*z^3 + 131/39*z + 1
*
[ -1/2 ] 
f(z) = -42/17*z^3 + 123/34*z + 1
*
[ -1/2 ] 
f(z) = -42/19*z^3 + 135/38*z + 1
*
[ -1/2 ] 
f(z) = -41/7*z^3 + 125/28*z + 1
*
[ -1/2 ] 
f(z) = -41/8*z^3 + 137/32*z + 1
*
[ -2/3 ] 
f(z) = -41/16*z^3 + 131/36*z + 1
*
[ 3/2 ] 
f(z) = -41/18*z^3 + 131/24*z + 1
*
[ 2/3 ] 
f(z) = -60/7*z^3 + 139/42*z + 1
*
[ 2/3 ] 
f(z) = -57/7*z^3 + 131/42*z + 1
*
-2/3 | 0.12198369348873418020173331045891129650 | 0.023724557654975587006376887630351011897
f(z) = -57/14*z^3 + 139/42*z + 1
*
0 | 0.11879641373165003998924906264740932596 | 0.023104664944754750254254696673226943909
f(z) = -57/16*z^3 + 139/48*z + 1
*
-1/12 | 0.16196814919293281029973834341354150185 | 0.026690308192408444317467408883369770833
f(z) = -54/5*z^3 + 123/40*z + 1
*
7/9 | 0.16287169220208307997862869005446210456 | 0.028174869159501068651286718901308235749
f(z) = -54/7*z^3 + 121/42*z + 1
*
-2/3 | 0.12414476783621161337064199875696232204 | 0.024678719780692192453411459508658803445
f(z) = -51/14*z^3 + 131/42*z + 1
*
[ 3/4 ] 
f(z) = -49/9*z^3 + 131/48*z + 1
*
-1/14 | 0.10550139534570888453990850275356477419 | 0.019988462198562708340175469842435555057
f(z) = -49/10*z^3 + 121/40*z + 1
*
-11/14 | 0.15699554176582961138849218848733911561 | 0.029744625098522885808304166318972372998
f(z) = -49/11*z^3 + 125/44*z + 1
*
-3/7 | 0.12843025939835232517965550235088050361 | 0.025735295921761463909455217987080356620
f(z) = -49/16*z^3 + 139/48*z + 1
*
5/6 | 0.13566910864436023447046022803010250461 | 0.023957276255105234333658661489677274260
f(z) = -48/7*z^3 + 137/42*z + 1
*
[ 3/4 ] 
f(z) = -47/9*z^3 + 125/48*z + 1
*
-8/15 | 0.15140848863837735556909368738394083704 | 0.027955258838398235784307297615653096714
f(z) = -45/8*z^3 + 139/40*z + 1
*
-1/2 | 0.14200013678727910110184843978052137861 | 0.027586263069714651497937683930834465761
f(z) = -43/12*z^3 + 139/48*z + 1
*
[ 2/3 ] 
f(z) = -41/6*z^3 + 137/54*z + 1
*
-1/2 | 0.14305141989414639232818107705265548734 | 0.028050032666282535883348754388354621678
f(z) = -41/12*z^3 + 137/48*z + 1
*
[ 2/3 ] 
f(z) = -60/11*z^3 + 127/66*z + 1
*
[ 2/3 ] 
f(z) = -60/13*z^3 + 121/78*z + 1
*
[ 3/5 ] 
f(z) = -59/9*z^3 + 127/75*z + 1
*
[ 3/5 ] 
f(z) = -58/9*z^3 + 124/75*z + 1
*
-1/6 | 0.12965440754951469846149403681555215253 | 0.019861403701685347800674392992002520006
f(z) = -57/5*z^3 + 139/60*z + 1
*
[ 9/14 ] 
f(z) = -56/9*z^3 + 127/63*z + 1
*
0 | 0.059549635208386407726935298337410534097 | 0.011156760723610374996436074186223197935
f(z) = -52/15*z^3 + 133/60*z + 1
*
-3/4 | 0.12617428045214123304642463476792165284 | 0.023639040802721877658742641274042740604
f(z) = -52/15*z^3 + 137/60*z + 1
*
-1/6 | 0.15074919616869345541490763546088586191 | 0.023493140983851522721783704192181289511
f(z) = -51/5*z^3 + 137/60*z + 1
*
6/7 | 0.096387668605470210121103606254987225595 | 0.016958971731051015660696476740467445563
f(z) = -49/13*z^3 + 125/78*z + 1
*
-5/24 | 0.13552004794666011816043628875830217868 | 0.021321232298293521886805806589459778608
f(z) = -48/5*z^3 + 121/60*z + 1
*
-5/24 | 0.13058627486660654195826139901417680370 | 0.020545006761623897940963091654052750325
f(z) = -48/5*z^3 + 133/60*z + 1
*
14/15 | 0.14118367589373836534973716963861429222 | 0.026067403742418596182446280871929066742
f(z) = -45/14*z^3 + 121/70*z + 1
*
0 | 0.13609524619678610614973177820645956588 | 0.025127903120369343713872950212744415208
f(z) = -45/14*z^3 + 127/70*z + 1
*
0 | 0.14246351274169272626280074962802419961 | 0.025764597119701900755612068187361010119
f(z) = -42/11*z^3 + 131/66*z + 1
*
[ 8/11 ] 
f(z) = -55/16*z^3 + 127/88*z + 1
*
0 | 0.13558643743243329074074139390149727781 | 0.024139569705584273437815440001663477436
f(z) = -55/16*z^3 + 131/80*z + 1
*
0 | 0.16104181069637848746811153908297821413 | 0.028671599375534748161454133318057567310
f(z) = -55/17*z^3 + 139/85*z + 1
*
[ 3/4 ] 
f(z) = -55/18*z^3 + 133/96*z + 1
*
[ 3/4 ] 
f(z) = -53/18*z^3 + 127/96*z + 1
*
[ 10/17 ] 
f(z) = -51/8*z^3 + 128/85*z + 1
*
-2/21 | 0.17008915655681259380081428283359470870 | 0.027933634919110455885292106500758846806
f(z) = -49/10*z^3 + 139/90*z + 1
*
0 | 0.084070210798853613232071607011941301653 | 0.015522277017729581467845690790776571527
f(z) = -45/16*z^3 + 129/80*z + 1
*
[ 2/3 ] 
f(z) = -43/10*z^3 + 127/90*z + 1
*
0 | 0.062151514411264239423436988896099588491 | 0.010935276173728532184060606485695594943
f(z) = -42/13*z^3 + 125/91*z + 1
*
0 | 0.16942279786041988534391742557136438814 | 0.029809170416508745285634633961341498101
f(z) = -42/17*z^3 + 124/119*z + 1
*
0 | 0.15742984549405239802242105263626059231 | 0.028471265840015560561202410030686037219
f(z) = -42/17*z^3 + 133/102*z + 1
*
[ 4/5 ] 
f(z) = -41/16*z^3 + 139/100*z + 1
*
0 | 0.17435477930434663330985833176324497461 | 0.029866877356249149578215742985422580642
f(z) = -49/18*z^3 + 127/126*z + 1
*
[ 2/3 ] 
f(z) = -47/14*z^3 + 125/126*z + 1
*
[ 2/3 ] 
f(z) = -55/18*z^3 + 139/162*z + 1
*
[ 2/3 ] 
f(z) = -53/18*z^3 + 131/162*z + 1
*
0 | 0.16112320495636668163791162440297154965 | 0.025926527047984533425200773082102946145
f(z) = -50/19*z^3 + 139/190*z + 1
*
[ -3/10 ] 
f(z) = -60*z^3 + 146/15*z + 1
*
[ 2/3 ] 
f(z) = -60*z^3 + 157/6*z + 1
*
[ -1/8 ] 
f(z) = -60*z^3 + 159/16*z + 1
*
[ -1/6 ] 
f(z) = -58*z^3 + 155/18*z + 1
*
[ 2/3 ] 
f(z) = -57*z^3 + 149/6*z + 1
*
0 | 0.14212813400025238894816926409515489015 | 0.027642441485791693768367278042602923123
f(z) = -57/4*z^3 + 151/12*z + 1
*
0 | 0.14657632477775750370855840332040561878 | 0.028507568254321596831304724593255988058
f(z) = -57/4*z^3 + 155/12*z + 1
*
0 | 0.14122594893948121928610409098376907955 | 0.027466975889714296487742060703191395766
f(z) = -57/5*z^3 + 146/15*z + 1
*
[ 4/3 ] 
f(z) = -57/8*z^3 + 155/12*z + 1
*
-1/7 | 0.097742777571105508469575627070548860943 | 0.014666383361621206832778140092747445990
f(z) = -56*z^3 + 149/14*z + 1
*
[ -3/2 ] 
f(z) = -56/15*z^3 + 151/15*z + 1
*
[ -2/3 ] 
f(z) = -55/4*z^3 + 155/18*z + 1
*
-6/5 | 0.20557711997084798076866287633154934236 | 0.029106005681296645245089737944912883194
f(z) = -55/8*z^3 + 146/15*z + 1
*
[ 6/5 ] 
f(z) = -55/8*z^3 + 151/15*z + 1
*
-1/12 | 0.16447538631935326109032288463456243936 | 0.027103469248758468052202332428746116704
f(z) = -54*z^3 + 155/8*z + 1
*
[ 5/3 ] 
f(z) = -54/5*z^3 + 152/5*z + 1
*
[ -1/9 ] 
f(z) = -54/5*z^3 + 152/15*z + 1
*
0 | 0.15159322082251784301229166607756915755 | 0.029796629062866399940012651454722571478
f(z) = -54/5*z^3 + 157/15*z + 1
*
[ -5/3 ] 
f(z) = -54/5*z^3 + 158/5*z + 1
*
-7/6 | 0.13404466447153609389586030191356651314 | 0.026934264802830239815734406288015396758
f(z) = -54/7*z^3 + 145/14*z + 1
*
[ 7/6 ] 
f(z) = -54/7*z^3 + 149/14*z + 1
*
[ -2/3 ] 
f(z) = -53/4*z^3 + 151/18*z + 1
*
[ -1/8 ] 
f(z) = -52*z^3 + 157/16*z + 1
*
[ -3/4 ] 
f(z) = -52/3*z^3 + 145/12*z + 1
*
[ 3 ] 
f(z) = -52/9*z^3 + 158/3*z + 1
*
[ -3/2 ] 
f(z) = -52/15*z^3 + 142/15*z + 1
*
[ -2/3 ] 
f(z) = -51*z^3 + 151/6*z + 1
*
0 | 0.13355506920591870171998458495593824919 | 0.026549392178752975551705340362088253167
f(z) = -51/2*z^3 + 143/6*z + 1
*
0 | 0.13833028780841658598504891378345540460 | 0.027498657168624094770158085368820840470
f(z) = -51/2*z^3 + 149/6*z + 1
*
[ -4/3 ] 
f(z) = -51/8*z^3 + 157/12*z + 1
*
-4/5 | 0.13893388541644586283234041758293141431 | 0.026222265637319525471620873215747339430
f(z) = -50/3*z^3 + 143/12*z + 1
*
[ 6/5 ] 
f(z) = -50/3*z^3 + 145/6*z + 1
*
[ -6/5 ] 
f(z) = -50/3*z^3 + 155/6*z + 1
*
[ -4/5 ] 
f(z) = -50/3*z^3 + 155/12*z + 1
*
[ -1/10 ] 
f(z) = -50/7*z^3 + 155/14*z + 1
*
[ 3 ] 
f(z) = -50/9*z^3 + 152/3*z + 1
*
[ -3 ] 
f(z) = -50/9*z^3 + 154/3*z + 1
*
-2/21 | 0.12953419417361405609024970164152751630 | 0.021273319021829044859438529160272164673
f(z) = -49*z^3 + 148/9*z + 1
*
-4/21 | 0.16945013459338374876931295429049630259 | 0.024984567407422009904854211600515811479
f(z) = -49*z^3 + 149/18*z + 1
*
[ -5/7 ] 
f(z) = -49/2*z^3 + 149/10*z + 1
*
-4/21 | 0.12205138305031864076202257903186626135 | 0.020044421669886588125499307643441285884
f(z) = -49/2*z^3 + 151/18*z + 1
*
[ -8/7 ] 
f(z) = -49/4*z^3 + 143/8*z + 1
*
[ -2/3 ] 
f(z) = -49/4*z^3 + 143/18*z + 1
*
-3/14 | 0.073591945666030467131773082180042545181 | 0.012140966544895509579462247779641890050
f(z) = -49/9*z^3 + 143/12*z + 1
*
[ 3 ] 
f(z) = -49/9*z^3 + 149/3*z + 1
*
[ -3 ] 
f(z) = -49/9*z^3 + 151/3*z + 1
*
[ 3/2 ] 
f(z) = -49/9*z^3 + 151/12*z + 1
*
[ 12/7 ] 
f(z) = -49/12*z^3 + 149/12*z + 1
*
[ -1/7 ] 
f(z) = -49/18*z^3 + 145/18*z + 1
*
[ 3 ] 
f(z) = -49/18*z^3 + 151/6*z + 1
*
[ -3 ] 
f(z) = -49/18*z^3 + 155/6*z + 1
*
[ -1/7 ] 
f(z) = -49/19*z^3 + 153/19*z + 1
*
[ -2/3 ] 
f(z) = -48*z^3 + 143/6*z + 1
*
[ 7/4 ] 
f(z) = -48/7*z^3 + 150/7*z + 1
*
[ -7/4 ] 
f(z) = -48/7*z^3 + 158/7*z + 1
*
[ 3 ] 
f(z) = -47/9*z^3 + 143/3*z + 1
*
[ -3 ] 
f(z) = -47/9*z^3 + 145/3*z + 1
*
[ 3/2 ] 
f(z) = -47/9*z^3 + 145/12*z + 1
*
[ 3 ] 
f(z) = -47/18*z^3 + 145/6*z + 1
*
[ -3 ] 
f(z) = -47/18*z^3 + 149/6*z + 1
*
[ -1/6 ] 
f(z) = -46*z^3 + 149/18*z + 1
*
[ 3 ] 
f(z) = -46/9*z^3 + 140/3*z + 1
*
[ -3 ] 
f(z) = -46/9*z^3 + 142/3*z + 1
*
-4/9 | 0.10072949841907417498791367031078342174 | 0.016777380602466739783535814484018491977
f(z) = -45/2*z^3 + 143/18*z + 1
*
-1/15 | 0.12951989500335940052696010578529978240 | 0.023913865213917229934596037008042520045
f(z) = -45/2*z^3 + 151/10*z + 1
*
[ -6/5 ] 
f(z) = -45/8*z^3 + 149/15*z + 1
*
-1/2 | 0.15801202392819665127863178188240736892 | 0.025559665762034712561467999085932501064
f(z) = -44*z^3 + 155/11*z + 1
*
[ -1/8 ] 
f(z) = -44*z^3 + 155/16*z + 1
*
0 | 0.098972774992197532867984796602483945260 | 0.019141878224007003450373033873366089551
f(z) = -44/3*z^3 + 155/12*z + 1
*
[ -3/2 ] 
f(z) = -43/9*z^3 + 149/12*z + 1
*
4/7 | 0.072335018104295748914106037746575579301 | 0.011343596596704344919113131409986532453
f(z) = -42*z^3 + 157/14*z + 1
*
-1/7 | 0.13248135358716419609383893847671532028 | 0.020775760773451624816794171429788963373
f(z) = -42*z^3 + 159/14*z + 1
*
[ 2/3 ] 
f(z) = -41/2*z^3 + 155/18*z + 1
*
[ -3/2 ] 
f(z) = -41/9*z^3 + 143/12*z + 1
*
-2 | 0.069889765731530572945447676244373912422 | 0.013787943694204784080000506499524169413
f(z) = -41/10*z^3 + 159/10*z + 1
*
-2 | 0.069992115871705602209062309848833438087 | 0.013842704363318443681314257373604649495
f(z) = -41/14*z^3 + 157/14*z + 1
*
-2 | 0.056500712884122940155882157327262081370 | 0.011202845600815848853185126999780002492
f(z) = -41/18*z^3 + 155/18*z + 1
*
[ -1/4 ] 
f(z) = -60/7*z^3 + 155/28*z + 1
*
[ -1/3 ] 
f(z) = -60/11*z^3 + 152/33*z + 1
*
[ -1/2 ] 
f(z) = -59/7*z^3 + 143/28*z + 1
*
0 | 0.14663904702520604570890263789503659833 | 0.028329753697501733601564578675441833222
f(z) = -59/8*z^3 + 145/24*z + 1
*
[ -1/2 ] 
f(z) = -59/8*z^3 + 155/32*z + 1
*
[ -2/3 ] 
f(z) = -59/16*z^3 + 149/36*z + 1
*
[ -1/4 ] 
f(z) = -58/3*z^3 + 149/24*z + 1
*
[ -3/4 ] 
f(z) = -58/9*z^3 + 143/24*z + 1
*
[ -1/2 ] 
f(z) = -58/19*z^3 + 143/38*z + 1
*
[ -1/2 ] 
f(z) = -57/7*z^3 + 141/28*z + 1
*
[ -1/2 ] 
f(z) = -57/8*z^3 + 153/32*z + 1
*
[ -2/9 ] 
f(z) = -57/8*z^3 + 158/27*z + 1
*
[ -1/3 ] 
f(z) = -57/11*z^3 + 151/33*z + 1
*
[ 3/8 ] 
f(z) = -56*z^3 + 149/24*z + 1
*
[ -3/7 ] 
f(z) = -56/3*z^3 + 142/21*z + 1
*
-3/7 | 0.10041847047994540610941440760090432842 | 0.016816959827618141960841107114415877808
f(z) = -56/3*z^3 + 149/21*z + 1
*
[ -3/8 ] 
f(z) = -56/3*z^3 + 151/24*z + 1
*
-1/7 | 0.17651396184520042226194787645513400915 | 0.029560579753674722645408662268503455119
f(z) = -56/3*z^3 + 155/21*z + 1
*
5/4 | 0.14064993985760446005981812919884618042 | 0.028033106470475847619293956056382228935
f(z) = -56/15*z^3 + 151/30*z + 1
*
[ -1/4 ] 
f(z) = -56/15*z^3 + 157/30*z + 1
*
-5/11 | 0.16640505736593827009731018946643626374 | 0.025979566295921965422547310787699692102
f(z) = -55/3*z^3 + 158/33*z + 1
*
4/5 | 0.13640196993825912967258650823753742115 | 0.024284765671673160942456544086883746632
f(z) = -55/4*z^3 + 151/20*z + 1
*
[ -2/11 ] 
f(z) = -55/4*z^3 + 153/22*z + 1
*
[ -1/2 ] 
f(z) = -55/8*z^3 + 151/32*z + 1
*
[ -2/3 ] 
f(z) = -55/16*z^3 + 145/36*z + 1
*
-1/3 | 0.11182684942205014032807638194131843171 | 0.019344717356262562417716622656510812594
f(z) = -54/5*z^3 + 151/30*z + 1
*
[ -7/9 ] 
f(z) = -54/7*z^3 + 146/21*z + 1
*
-7/9 | 0.090522252786593435830330497871578860858 | 0.017792734883409079976224379515676057599
f(z) = -54/7*z^3 + 149/21*z + 1
*
[ -1/6 ] 
f(z) = -54/11*z^3 + 157/22*z + 1
*
[ -1/2 ] 
f(z) = -54/19*z^3 + 141/38*z + 1
*
[ -2/3 ] 
f(z) = -54/19*z^3 + 143/38*z + 1
*
[ -1/2 ] 
f(z) = -53/8*z^3 + 149/32*z + 1
*
[ -2/3 ] 
f(z) = -53/16*z^3 + 143/36*z + 1
*
[ -1/4 ] 
f(z) = -52/7*z^3 + 153/28*z + 1
*
0 | 0.071096734660962776094204011678440430775 | 0.013320136287428840487228305407101556227
f(z) = -52/7*z^3 + 159/28*z + 1
*
0 | 0.10159900353863649136376209044796413879 | 0.019034806313610758517213745524229432649
f(z) = -52/9*z^3 + 145/36*z + 1
*
-1/4 | 0.082061634609040572576386639542058893839 | 0.015374435438900445297835012759104202838
f(z) = -52/9*z^3 + 157/36*z + 1
*
[ -1/2 ] 
f(z) = -51/8*z^3 + 147/32*z + 1
*
[ -2/9 ] 
f(z) = -51/8*z^3 + 157/27*z + 1
*
[ -1/3 ] 
f(z) = -51/11*z^3 + 149/33*z + 1
*
[ -1/3 ] 
f(z) = -50/3*z^3 + 158/27*z + 1
*
0 | 0.15608922677687028414045602824801785316 | 0.029460150455004858077771731730497651754
f(z) = -50/7*z^3 + 151/28*z + 1
*
[ -3/5 ] 
f(z) = -50/11*z^3 + 142/33*z + 1
*
[ -3/5 ] 
f(z) = -50/13*z^3 + 158/39*z + 1
*
[ -2/5 ] 
f(z) = -50/19*z^3 + 149/38*z + 1
*
[ -1/3 ] 
f(z) = -49/3*z^3 + 157/27*z + 1
*
[ -1/2 ] 
f(z) = -49/8*z^3 + 145/32*z + 1
*
[ -1/2 ] 
f(z) = -49/9*z^3 + 157/36*z + 1
*
-6/7 | 0.14671521091572583931263426693542348706 | 0.029399297228144449944759754631999539580
f(z) = -49/10*z^3 + 143/30*z + 1
*
[ -3/7 ] 
f(z) = -49/13*z^3 + 157/39*z + 1
*
[ -2/7 ] 
f(z) = -49/15*z^3 + 143/30*z + 1
*
[ -10/7 ] 
f(z) = -49/16*z^3 + 159/20*z + 1
*
[ 3/2 ] 
f(z) = -49/18*z^3 + 155/24*z + 1
*
5/6 | 0.16646519701580611945148263529684280257 | 0.029395436821379676917446866340599129112
f(z) = -48/5*z^3 + 149/30*z + 1
*
0 | 0.14641926670141391625867556762723773644 | 0.027849623507122739243612101347754119990
f(z) = -48/5*z^3 + 157/20*z + 1
*
-5/8 | 0.085391703396055518947728881520048668765 | 0.016241897967305389742411626077905328002
f(z) = -48/7*z^3 + 159/28*z + 1
*
[ -1/3 ] 
f(z) = -48/11*z^3 + 148/33*z + 1
*
[ -3/4 ] 
f(z) = -48/11*z^3 + 158/33*z + 1
*
[ -1/3 ] 
f(z) = -47/3*z^3 + 155/27*z + 1
*
[ -1/2 ] 
f(z) = -47/8*z^3 + 143/32*z + 1
*
[ -1/2 ] 
f(z) = -47/9*z^3 + 155/36*z + 1
*
[ 3/2 ] 
f(z) = -47/18*z^3 + 149/24*z + 1
*
[ -1/4 ] 
f(z) = -46/3*z^3 + 143/24*z + 1
*
[ -1/3 ] 
f(z) = -46/3*z^3 + 154/27*z + 1
*
0 | 0.11856682381113152314645611753922097026 | 0.022736008519018390838363596757870948938
f(z) = -46/5*z^3 + 159/20*z + 1
*
-7/30 | 0.14421415133730409697801522607758013918 | 0.021200497230011840141047620793755839582
f(z) = -45*z^3 + 149/20*z + 1
*
[ -4/15 ] 
f(z) = -45*z^3 + 159/20*z + 1
*
0 | 0.15135635265056253374443888431975994758 | 0.027945632726630883423172698570948043023
f(z) = -45/7*z^3 + 141/35*z + 1
*
0 | 0.14790730249003588063000860213359613117 | 0.029845129939144116504138331326261482075
f(z) = -45/7*z^3 + 142/21*z + 1
*
-1/3 | 0.12877305758891122065885776452629903014 | 0.023775973122008407903775478079294573382
f(z) = -45/7*z^3 + 144/35*z + 1
*
[ -7/15 ] 
f(z) = -45/7*z^3 + 159/35*z + 1
*
[ -1/2 ] 
f(z) = -45/8*z^3 + 141/32*z + 1
*
[ -4/9 ] 
f(z) = -45/8*z^3 + 157/36*z + 1
*
[ -1/3 ] 
f(z) = -44/3*z^3 + 152/27*z + 1
*
-3/11 | 0.17509272672974110883754752700283965951 | 0.028322601415504440281405213108517182763
f(z) = -44/3*z^3 + 157/33*z + 1
*
[ -1/4 ] 
f(z) = -44/7*z^3 + 151/28*z + 1
*
-1/4 | 0.10209518250942883033492447551093377041 | 0.019745768985534882033123888548853736426
f(z) = -44/9*z^3 + 155/36*z + 1
*
[ -1/3 ] 
f(z) = -43/3*z^3 + 151/27*z + 1
*
[ -1/2 ] 
f(z) = -43/9*z^3 + 151/36*z + 1
*
-2/7 | 0.14370197235014339536781148899416196488 | 0.021188130793623090576176214668186911511
f(z) = -42*z^3 + 149/21*z + 1
*
-4/21 | 0.18713871641503193558042987665104154666 | 0.027592659551610395369919344886663658251
f(z) = -42*z^3 + 158/21*z + 1
*
-2/3 | 0.096260607243190513990779656197778205533 | 0.017408778685778136072723796144358368591
f(z) = -42/5*z^3 + 157/30*z + 1
*
[ -1/3 ] 
f(z) = -42/11*z^3 + 146/33*z + 1
*
[ -1/3 ] 
f(z) = -41/3*z^3 + 149/27*z + 1
*
[ -1/2 ] 
f(z) = -41/9*z^3 + 149/36*z + 1
*
-4/3 | 0.13829108120460091033504652479846514633 | 0.021508104930073147194948880559238978621
f(z) = -41/16*z^3 + 155/36*z + 1
*
-1/2 | 0.13409175890347255524466936430517047061 | 0.024541706935439613230484238812214054026
f(z) = -59/12*z^3 + 155/48*z + 1
*
-1/3 | 0.12484563532333424715858141489527382168 | 0.024281175528383614698825425443334283078
f(z) = -57/14*z^3 + 145/42*z + 1
*
[ 5/8 ] 
f(z) = -56/5*z^3 + 151/40*z + 1
*
[ 3/4 ] 
f(z) = -55/9*z^3 + 149/48*z + 1
*
-1/2 | 0.12856273434705532984408637438442646525 | 0.023836042300325426536468559146262744769
f(z) = -55/12*z^3 + 151/48*z + 1
*
[ 3/4 ] 
f(z) = -53/9*z^3 + 143/48*z + 1
*
-1/2 | 0.13239479730943582534119483454527379441 | 0.024716263403699672875426775247309877074
f(z) = -53/12*z^3 + 149/48*z + 1
*
0 | 0.14761894592771340349690639399469501430 | 0.027656748059392576183275569200197269990
f(z) = -52/11*z^3 + 153/44*z + 1
*
-1/3 | 0.12322382568684127372178802379877710270 | 0.024495645828928680582846603777673318084
f(z) = -51/14*z^3 + 143/42*z + 1
*
-4/7 | 0.10075254400253223733042388822296039511 | 0.019088737268398161660576665699823651468
f(z) = -49/11*z^3 + 141/44*z + 1
*
-1/2 | 0.13100182962554233418855495395985050928 | 0.024819815044457703054815912460578104786
f(z) = -49/12*z^3 + 145/48*z + 1
*
-1/2 | 0.13376415267688788951428321193261124889 | 0.025544855385850060354056590407065033202
f(z) = -47/12*z^3 + 143/48*z + 1
*
0 | 0.15760179355521809852632993061846534423 | 0.029098757750331255145407054529085818046
f(z) = -45/8*z^3 + 153/40*z + 1
*
-2/5 | 0.079211035208614408420893098773457951590 | 0.010404262975963718247826886662339520713
f(z) = -45/8*z^3 + 158/45*z + 1
*
-11/15 | 0.12214243968011811718556471033280923570 | 0.022551731062888831828018368915786142141
f(z) = -45/11*z^3 + 141/55*z + 1
*
0 | 0.14910759396000106476026298654417690579 | 0.027530433870707496872325462650232151938
f(z) = -45/11*z^3 + 159/55*z + 1
*
0 | 0.11811348814279540339549622329519851214 | 0.023604067853897309491298285038164068018
f(z) = -45/14*z^3 + 149/42*z + 1
*
[ -8/15 ] 
f(z) = -45/16*z^3 + 147/40*z + 1
*
[ 2/3 ] 
f(z) = -43/6*z^3 + 145/54*z + 1
*
0 | 0.13989155412507717605140914445054629994 | 0.025683550459544264795303353958681658393
f(z) = -58/15*z^3 + 157/60*z + 1
*
0 | 0.10795352701962068913303219934705934190 | 0.019948371712635504796135635384305148118
f(z) = -56/15*z^3 + 149/60*z + 1
*
-6/11 | 0.18315675821383006795184513730954647334 | 0.028594882979418024676227682488152843684
f(z) = -55/12*z^3 + 145/66*z + 1
*
0 | 0.15559223473761268045206443386583394457 | 0.026915609438916034003311345067110768676
f(z) = -54/13*z^3 + 155/78*z + 1
*
-5/7 | 0.14090948910099428106157054697564809243 | 0.025614047497516321488830976947605679769
f(z) = -49/12*z^3 + 149/60*z + 1
*
6/7 | 0.075437237936190787457847417493246376548 | 0.014292459108341649496544425703404106282
f(z) = -49/15*z^3 + 149/60*z + 1
*
2/3 | 0.099094012115310615060583538826412954968 | 0.015590360863154640070788857865080730472
f(z) = -48/5*z^3 + 151/60*z + 1
*
3/5 | 0.18165769086408487331632991966336139539 | 0.027884221374581456571506188384075320931
f(z) = -45/4*z^3 + 143/60*z + 1
*
7/9 | 0.15281631754746190912545607161138667308 | 0.025452896738297389328929435388509757464
f(z) = -45/7*z^3 + 146/63*z + 1
*
[ 13/15 ] 
f(z) = -45/13*z^3 + 159/65*z + 1
*
[ 8/9 ] 
f(z) = -45/16*z^3 + 151/72*z + 1
*
[ 7/11 ] 
f(z) = -44/7*z^3 + 152/77*z + 1
*
[ 3/4 ] 
f(z) = -59/18*z^3 + 145/96*z + 1
*
0 | 0.10118480826361419740105916668309409835 | 0.018014764444584605895930063181267230506
f(z) = -55/16*z^3 + 147/80*z + 1
*
0 | 0.12038947794562569511864408837648867978 | 0.021433929895352196644552130426942048128
f(z) = -55/18*z^3 + 149/90*z + 1
*
3/5 | 0.17277958963038098065392121168772531005 | 0.028281647991781038659320570385220868316
f(z) = -50/11*z^3 + 140/99*z + 1
*
0 | 0.17198293896302259928653120959315045981 | 0.029460582416325107985104004069606749169
f(z) = -49/12*z^3 + 151/84*z + 1
*
[ 2/3 ] 
f(z) = -47/10*z^3 + 143/90*z + 1
*
[ 3/4 ] 
f(z) = -56/17*z^3 + 155/102*z + 1
*
[ 3/4 ] 
f(z) = -56/19*z^3 + 151/114*z + 1
*
0 | 0.16512324883306881935596008917384577821 | 0.028285521287340645577578895716462637275
f(z) = -49/16*z^3 + 151/112*z + 1
*
[ 4/5 ] 
f(z) = -43/16*z^3 + 147/100*z + 1
*
0 | 0.13606112722196071274204586332132510525 | 0.022287589774459324996450991558896650884
f(z) = -56/17*z^3 + 159/136*z + 1
*
[ 2/3 ] 
f(z) = -55/14*z^3 + 157/126*z + 1
*
[ 2/3 ] 
f(z) = -53/14*z^3 + 149/126*z + 1
*
0 | 0.15569982184458694635206937824591782136 | 0.026671293451066243479711955144129197640
f(z) = -49/18*z^3 + 145/126*z + 1
*
0 | 0.15598160371515931568147728785891564144 | 0.026601537348441601730399885437036305876
f(z) = -44/15*z^3 + 157/120*z + 1
*
[ 7/11 ] 
f(z) = -55/14*z^3 + 157/154*z + 1
*
0 | 0.13791157551548338439723332518503628864 | 0.022970381350285338356536286081772617497
f(z) = -45/16*z^3 + 149/144*z + 1
*
[ 2/3 ] 
f(z) = -59/18*z^3 + 155/162*z + 1
*
[ 15/22 ] 
f(z) = -44/15*z^3 + 148/165*z + 1
*
5/8 | 0.17374272867064390313904635491076782953 | 0.027334768060178181047021174081481428761
f(z) = -48/17*z^3 + 157/204*z + 1
*
0 | 0.17606356090844002682789665292661889413 | 0.028294319478547643315422411126940344056
f(z) = -42/19*z^3 + 143/228*z + 1
*
[ -1/12 ] 
f(z) = -60*z^3 + 161/12*z + 1
*
-2/15 | 0.12938735894321138520202713740477493847 | 0.019020854191058467051504769151626939131
f(z) = -60*z^3 + 166/15*z + 1
*
-1/10 | 0.14433683741190191325841569457048544118 | 0.021218532948147354515209537568652504228
f(z) = -60*z^3 + 169/15*z + 1
*
[ -2/3 ] 
f(z) = -60*z^3 + 175/6*z + 1
*
[ -2/3 ] 
f(z) = -59/4*z^3 + 163/18*z + 1
*
[ 3 ] 
f(z) = -59/9*z^3 + 179/3*z + 1
*
[ 3 ] 
f(z) = -58/9*z^3 + 176/3*z + 1
*
[ -3 ] 
f(z) = -58/9*z^3 + 178/3*z + 1
*
[ -2/3 ] 
f(z) = -57*z^3 + 167/6*z + 1
*
0 | 0.13386644862278111013040630508843117590 | 0.026035629743505925453895872121654416518
f(z) = -57/2*z^3 + 163/6*z + 1
*
0 | 0.15185788802769847775668144268529518199 | 0.029534777287332203509177305918770360923
f(z) = -57/2*z^3 + 169/6*z + 1
*
0 | 0.10832217572062084724758487371121349517 | 0.021067534763846194283159465268441569665
f(z) = -57/4*z^3 + 163/12*z + 1
*
0 | 0.14508862693472669903377037821631360861 | 0.028091895320980310231478322119520636390
f(z) = -57/4*z^3 + 175/12*z + 1
*
0 | 0.11411256506294368862800091142411029431 | 0.022193705171281690193006788290759153902
f(z) = -57/5*z^3 + 166/15*z + 1
*
[ -4/3 ] 
f(z) = -57/8*z^3 + 173/12*z + 1
*
5/4 | 0.11472128219469591217201190841593888332 | 0.022415283487910990912653694879989151093
f(z) = -56/5*z^3 + 167/10*z + 1
*
-5/4 | 0.12801079902595003312290210870175561255 | 0.024840589102822833750573745102938883248
f(z) = -56/5*z^3 + 173/10*z + 1
*
[ 5/4 ] 
f(z) = -56/5*z^3 + 177/10*z + 1
*
[ 3 ] 
f(z) = -56/9*z^3 + 170/3*z + 1
*
[ -3 ] 
f(z) = -56/9*z^3 + 172/3*z + 1
*
[ -6/5 ] 
f(z) = -55/8*z^3 + 176/15*z + 1
*
[ 3 ] 
f(z) = -55/9*z^3 + 167/3*z + 1
*
[ -3 ] 
f(z) = -55/9*z^3 + 169/3*z + 1
*
[ 3/2 ] 
f(z) = -55/9*z^3 + 169/12*z + 1
*
[ 3 ] 
f(z) = -55/18*z^3 + 169/6*z + 1
*
[ -3 ] 
f(z) = -55/18*z^3 + 173/6*z + 1
*
[ -4/9 ] 
f(z) = -54*z^3 + 167/12*z + 1
*
[ -7/6 ] 
f(z) = -54/7*z^3 + 173/14*z + 1
*
[ 3 ] 
f(z) = -53/9*z^3 + 161/3*z + 1
*
[ -3 ] 
f(z) = -53/9*z^3 + 163/3*z + 1
*
[ 3/2 ] 
f(z) = -53/9*z^3 + 163/12*z + 1
*
[ -3/2 ] 
f(z) = -53/9*z^3 + 179/12*z + 1
*
[ 3 ] 
f(z) = -53/18*z^3 + 163/6*z + 1
*
[ -3 ] 
f(z) = -53/18*z^3 + 167/6*z + 1
*
[ -3 ] 
f(z) = -52/9*z^3 + 160/3*z + 1
*
[ -2/17 ] 
f(z) = -51/8*z^3 + 163/17*z + 1
*
[ -1/20 ] 
f(z) = -50*z^3 + 169/8*z + 1
*
[ -2/15 ] 
f(z) = -50*z^3 + 169/18*z + 1
*
-1/10 | 0.15151501525756184148835960967653936094 | 0.029745277896345304028708363212171271542
f(z) = -50/9*z^3 + 163/18*z + 1
*
[ 9/5 ] 
f(z) = -50/9*z^3 + 166/9*z + 1
*
[ -9/5 ] 
f(z) = -50/9*z^3 + 176/9*z + 1
*
[ -5/7 ] 
f(z) = -49/3*z^3 + 161/15*z + 1
*
-1/14 | 0.10224670469405469467807243774535105460 | 0.019371823329992035256862369188684806408
f(z) = -49/3*z^3 + 169/12*z + 1
*
[ -3/2 ] 
f(z) = -49/9*z^3 + 167/12*z + 1
*
[ -12/7 ] 
f(z) = -49/12*z^3 + 163/12*z + 1
*
[ 13/7 ] 
f(z) = -49/13*z^3 + 175/13*z + 1
*
-12/7 | 0.10386263946537498340291918488991322943 | 0.020246528291725244818267237291043488191
f(z) = -49/15*z^3 + 169/15*z + 1
*
-1/2 | 0.16798885622391973554455115950636864327 | 0.026429517118268520033718305273588689127
f(z) = -48*z^3 + 169/12*z + 1
*
[ -5/12 ] 
f(z) = -48*z^3 + 176/15*z + 1
*
[ 2/3 ] 
f(z) = -47/2*z^3 + 179/18*z + 1
*
[ -3/2 ] 
f(z) = -47/9*z^3 + 161/12*z + 1
*
-2 | 0.058992517553285652012480048105797836200 | 0.011372301918793628721859039131989789450
f(z) = -47/18*z^3 + 179/18*z + 1
*
[ 4/3 ] 
f(z) = -45/2*z^3 + 161/4*z + 1
*
[ -1/15 ] 
f(z) = -45/2*z^3 + 161/10*z + 1
*
[ -4/3 ] 
f(z) = -45/2*z^3 + 167/4*z + 1
*
-1/9 | 0.17746327368893208870685196630835082133 | 0.029558063252255207361734208105600872148
f(z) = -45/2*z^3 + 167/18*z + 1
*
-2 | 0.071308375809014852245786976400144823718 | 0.013746495533207678476559109335871412287
f(z) = -45/2*z^3 + 179/2*z + 1
*
-2 | 0.071687555218012244521858106487208768473 | 0.013911022480186016502931632946438668643
f(z) = -45/14*z^3 + 173/14*z + 1
*
[ 8/3 ] 
f(z) = -45/16*z^3 + 165/8*z + 1
*
[ -8/3 ] 
f(z) = -45/16*z^3 + 171/8*z + 1
*
0 | 0.15131550798232864882092788535873742589 | 0.029265250241087367949860672386354479546
f(z) = -44*z^3 + 171/4*z + 1
*
0 | 0.12631015391532121615855377053448428444 | 0.024429077439662242553405139337949890036
f(z) = -44/3*z^3 + 161/12*z + 1
*
0 | 0.10264705949788454200495626625023883097 | 0.019852505025910467703980715917668148430
f(z) = -44/3*z^3 + 167/12*z + 1
*
0 | 0.13116806905956703889691047066632034768 | 0.025285967531444817099286197500654382424
f(z) = -44/3*z^3 + 179/12*z + 1
*
[ 2/3 ] 
f(z) = -43/2*z^3 + 163/18*z + 1
*
-2 | 0.070471019869355495798802723746584056476 | 0.013705879253851766548303578073462973251
f(z) = -43/2*z^3 + 171/2*z + 1
*
[ 2 ] 
f(z) = -43/2*z^3 + 173/2*z + 1
*
[ -2 ] 
f(z) = -43/2*z^3 + 175/2*z + 1
*
-2 | 0.070758643979832722106405743010504116111 | 0.013825464932795602408091107841425284283
f(z) = -43/10*z^3 + 167/10*z + 1
*
[ 2 ] 
f(z) = -43/10*z^3 + 177/10*z + 1
*
-2 | 0.070858929026918776619924002751943989948 | 0.013877729284247051479411233624011530671
f(z) = -43/14*z^3 + 165/14*z + 1
*
[ 2 ] 
f(z) = -43/14*z^3 + 179/14*z + 1
*
-4 | 0.17681878784462267854468830497999627750 | 0.027135289851171505631396404964980013514
f(z) = -43/16*z^3 + 169/4*z + 1
*
[ 4 ] 
f(z) = -43/16*z^3 + 175/4*z + 1
*
[ -4 ] 
f(z) = -43/16*z^3 + 177/4*z + 1
*
-2 | 0.057370618120010771525046152941068843645 | 0.011262942990593502867399086234081112471
f(z) = -43/18*z^3 + 163/18*z + 1
*
-2 | 0.069592615253330516685338323765456127499 | 0.013662353376164430793399330552036030312
f(z) = -41/2*z^3 + 163/2*z + 1
*
[ 2 ] 
f(z) = -41/2*z^3 + 165/2*z + 1
*
[ -2 ] 
f(z) = -41/2*z^3 + 167/2*z + 1
*
[ -2 ] 
f(z) = -41/6*z^3 + 173/6*z + 1
*
[ 2 ] 
f(z) = -41/10*z^3 + 169/10*z + 1
*
[ -2 ] 
f(z) = -41/10*z^3 + 179/10*z + 1
*
[ 2 ] 
f(z) = -41/14*z^3 + 171/14*z + 1
*
[ 4 ] 
f(z) = -41/16*z^3 + 167/4*z + 1
*
[ -4 ] 
f(z) = -41/16*z^3 + 169/4*z + 1
*
[ 2 ] 
f(z) = -41/18*z^3 + 173/18*z + 1
*
-1/4 | 0.13758449811368920176558635712678933919 | 0.019405219618981600543455406283510010145
f(z) = -60*z^3 + 167/20*z + 1
*
-1/5 | 0.17535100243773288524085516162152262206 | 0.023394039250331303797517899245654165758
f(z) = -60*z^3 + 167/30*z + 1
*
[ -1/3 ] 
f(z) = -60/13*z^3 + 176/39*z + 1
*
[ -1/3 ] 
f(z) = -59/3*z^3 + 167/27*z + 1
*
[ -1/2 ] 
f(z) = -59/9*z^3 + 167/36*z + 1
*
[ -1/3 ] 
f(z) = -58/3*z^3 + 166/27*z + 1
*
0 | 0.11465107931630038833677053668627766088 | 0.022125794758416293228998955481533375288
f(z) = -57/7*z^3 + 178/21*z + 1
*
0 | 0.14091213430914483427714939366958523038 | 0.027405942213183768975586734893011463194
f(z) = -57/10*z^3 + 161/30*z + 1
*
[ -1/3 ] 
f(z) = -57/13*z^3 + 175/39*z + 1
*
[ -3/14 ] 
f(z) = -56*z^3 + 173/21*z + 1
*
[ -1/3 ] 
f(z) = -56/3*z^3 + 164/27*z + 1
*
[ -1/7 ] 
f(z) = -56/3*z^3 + 176/21*z + 1
*
[ 3/4 ] 
f(z) = -56/5*z^3 + 179/30*z + 1
*
0 | 0.15251070734189051061590682063875755763 | 0.028181944251437486551296302208381778588
f(z) = -56/9*z^3 + 179/36*z + 1
*
[ -1/4 ] 
f(z) = -56/17*z^3 + 177/34*z + 1
*
[ -2/11 ] 
f(z) = -55/2*z^3 + 163/22*z + 1
*
[ -1/3 ] 
f(z) = -55/3*z^3 + 163/27*z + 1
*
-2/5 | 0.18117030209566469414793775435085356640 | 0.028711988667242284689828344935867455508
f(z) = -55/3*z^3 + 163/30*z + 1
*
[ 4/5 ] 
f(z) = -55/4*z^3 + 171/20*z + 1
*
-1/5 | 0.079375997382238158953998751672284986707 | 0.014131962296845973562992012161005284230
f(z) = -55/6*z^3 + 161/30*z + 1
*
[ -3/5 ] 
f(z) = -55/6*z^3 + 179/30*z + 1
*
[ -6/11 ] 
f(z) = -55/8*z^3 + 161/33*z + 1
*
[ -1/2 ] 
f(z) = -55/9*z^3 + 163/36*z + 1
*
[ -3/11 ] 
f(z) = -55/9*z^3 + 169/33*z + 1
*
[ 3/2 ] 
f(z) = -55/18*z^3 + 173/24*z + 1
*
-1/2 | 0.15044855895712192309369353213388033078 | 0.026025814593938251459953923888268372279
f(z) = -54/5*z^3 + 161/30*z + 1
*
[ -5/18 ] 
f(z) = -54/5*z^3 + 163/30*z + 1
*
0 | 0.12762592776641960378943358449490364656 | 0.023743128836633556344655753870372526170
f(z) = -54/7*z^3 + 167/28*z + 1
*
-4/9 | 0.13924866279665488174251944635321218411 | 0.027304374490463622363150118897034292663
f(z) = -54/11*z^3 + 164/33*z + 1
*
-2/3 | 0.14249825741732352201659663207571115197 | 0.027559945559075666569027269640242446290
f(z) = -54/13*z^3 + 176/39*z + 1
*
[ -1/3 ] 
f(z) = -53/3*z^3 + 161/27*z + 1
*
[ -1/2 ] 
f(z) = -53/9*z^3 + 161/36*z + 1
*
[ 3/2 ] 
f(z) = -53/18*z^3 + 167/24*z + 1
*
[ -1/3 ] 
f(z) = -52/3*z^3 + 160/27*z + 1
*
0 | 0.14151108797929113654205089781076967617 | 0.026512426865385459117837428793553683678
f(z) = -52/5*z^3 + 173/20*z + 1
*
0 | 0.11900971848769620877207508021016389847 | 0.022296743687935589464905440964592734990
f(z) = -52/7*z^3 + 173/28*z + 1
*
0 | 0.13762293303604725242573651604506780924 | 0.025783972119923210264759350520694401355
f(z) = -52/9*z^3 + 163/36*z + 1
*
[ -1/3 ] 
f(z) = -51/13*z^3 + 173/39*z + 1
*
-4/5 | 0.14752342264275114926981108749611549467 | 0.027843447728172936835739734147679703345
f(z) = -50/7*z^3 + 163/28*z + 1
*
-4/5 | 0.084481028302371875303936616575094201458 | 0.015944878809215804325402845537219975306
f(z) = -50/9*z^3 + 173/36*z + 1
*
[ 13/10 ] 
f(z) = -50/13*z^3 + 175/26*z + 1
*
[ -3/14 ] 
f(z) = -49/2*z^3 + 163/24*z + 1
*
-3/14 | 0.18276084092964422664898741941978504418 | 0.028660603225275444279532755436243075945
f(z) = -49/2*z^3 + 179/24*z + 1
*
[ -5/7 ] 
f(z) = -49/4*z^3 + 173/20*z + 1
*
6/7 | 0.16540772790541729402439029245740031413 | 0.029102737126335598789047268610495833841
f(z) = -49/5*z^3 + 161/30*z + 1
*
-5/7 | 0.11257343924564641848581372228230779883 | 0.020463216765551448659882384623679927485
f(z) = -49/6*z^3 + 167/30*z + 1
*
[ -4/7 ] 
f(z) = -49/9*z^3 + 163/36*z + 1
*
[ -9/14 ] 
f(z) = -49/9*z^3 + 173/36*z + 1
*
[ -6/7 ] 
f(z) = -49/10*z^3 + 173/30*z + 1
*
[ -8/7 ] 
f(z) = -49/12*z^3 + 173/24*z + 1
*
10/7 | 0.13554310121365356875632851553250508599 | 0.026483639133133124798074899865896763079
f(z) = -49/15*z^3 + 167/30*z + 1
*
10/7 | 0.12901475903359517403457261458305109906 | 0.025035408276012466386137296587075836372
f(z) = -49/15*z^3 + 173/30*z + 1
*
-6/7 | 0.084920054809521978407232001185278553947 | 0.013104856609855390828135128835644438712
f(z) = -49/16*z^3 + 163/36*z + 1
*
[ -2/7 ] 
f(z) = -49/17*z^3 + 161/34*z + 1
*
[ -2/7 ] 
f(z) = -49/19*z^3 + 179/38*z + 1
*
-1/8 | 0.12653281057150955845201934891757052250 | 0.024067127333049212316307793266500985298
f(z) = -48/5*z^3 + 163/20*z + 1
*
0 | 0.068763191511518785001844777080878998393 | 0.013079077896553101896442652729496023928
f(z) = -48/5*z^3 + 167/20*z + 1
*
-1/3 | 0.11510411464214311487885529272985227263 | 0.020325784551365950411426388654633865515
f(z) = -48/5*z^3 + 167/30*z + 1
*
-2/3 | 0.11221548661937380996923047023336091069 | 0.019815693048361154579630886354378507433
f(z) = -48/5*z^3 + 173/30*z + 1
*
0 | 0.13339548213596856352743803531273077831 | 0.025372439288428474510132441038259095026
f(z) = -48/5*z^3 + 177/20*z + 1
*
-3/8 | 0.10934543992320968857346409959024333914 | 0.020798009733869887973311991466716478144
f(z) = -48/7*z^3 + 167/28*z + 1
*
-7/8 | 0.15173659906524593988601253351409493295 | 0.028861004780442084714269124121959020859
f(z) = -48/7*z^3 + 179/28*z + 1
*
-1/6 | 0.14586072243431104611089376162708400624 | 0.028433450744358084807269840923098690957
f(z) = -48/11*z^3 + 169/33*z + 1
*
-4/3 | 0.19646211894407563920803919467206498323 | 0.029886169383703116663018813433152889670
f(z) = -47/16*z^3 + 179/36*z + 1
*
3/4 | 0.089980638753231785050270321956937522561 | 0.015230090656296563942199239447400333889
f(z) = -46/3*z^3 + 167/24*z + 1
*
3/2 | 0.088276187068606723902906597366383591899 | 0.017248201210099166872059116888638050846
f(z) = -46/15*z^3 + 167/30*z + 1
*
-4/9 | 0.13867102984626346199110842892449712947 | 0.023096875123784326300775740537700566368
f(z) = -45/4*z^3 + 161/36*z + 1
*
-4/5 | 0.073512985690710537294385670290849692384 | 0.013573047069214196820009975759584485527
f(z) = -45/4*z^3 + 169/20*z + 1
*
-1/6 | 0.087558921962410688014892239998535190447 | 0.016861091758811893300577688767443195449
f(z) = -45/7*z^3 + 173/28*z + 1
*
[ 14/15 ] 
f(z) = -45/8*z^3 + 169/35*z + 1
*
-14/15 | 0.11176220230120974597062636302587456491 | 0.015180934817063772718333798905040744380
f(z) = -45/8*z^3 + 174/35*z + 1
*
[ 4/3 ] 
f(z) = -45/14*z^3 + 167/28*z + 1
*
[ -2/15 ] 
f(z) = -45/16*z^3 + 171/20*z + 1
*
-3/11 | 0.12142279898853707202066445246879622548 | 0.017660901835335013103615890705451442414
f(z) = -44*z^3 + 171/22*z + 1
*
[ -2/11 ] 
f(z) = -44*z^3 + 175/22*z + 1
*
0 | 0.12933844405062766583101572991935007085 | 0.025014765382650277009916144639500456138
f(z) = -44/5*z^3 + 161/20*z + 1
*
-1/4 | 0.14993682131528852985695061697157918750 | 0.028998604668184874909597351904272165955
f(z) = -44/5*z^3 + 171/20*z + 1
*
[ -3/11 ] 
f(z) = -44/9*z^3 + 166/33*z + 1
*
0 | 0.14104376224402192814875299145958604730 | 0.027278638204735647672776615811648303359
f(z) = -44/9*z^3 + 167/36*z + 1
*
-4/3 | 0.19201440992846431879104982169793690231 | 0.029631649611893164754258355954023005101
f(z) = -43/16*z^3 + 163/36*z + 1
*
[ -3/2 ] 
f(z) = -43/18*z^3 + 169/24*z + 1
*
-2/7 | 0.12493170992462750636675832500223549619 | 0.018420550301871664785386674373726432184
f(z) = -42*z^3 + 170/21*z + 1
*
-1/3 | 0.085251617982855029274163974008963122536 | 0.012569920945743513332858897188501626797
f(z) = -42*z^3 + 176/21*z + 1
*
-4/21 | 0.13140206772499515278527789961427962149 | 0.019374571914196405382387037605989015617
f(z) = -42*z^3 + 179/21*z + 1
*
-1/3 | 0.097196963596799375071372290157444971611 | 0.017578119197934026280978575551866803574
f(z) = -42/5*z^3 + 163/30*z + 1
*
[ 5/6 ] 
f(z) = -42/5*z^3 + 169/30*z + 1
*
[ -1/3 ] 
f(z) = -42/13*z^3 + 170/39*z + 1
*
[ 4/3 ] 
f(z) = -41/16*z^3 + 173/36*z + 1
*
[ -3/2 ] 
f(z) = -41/18*z^3 + 163/24*z + 1
*
0 | 0.15244368401968644853923098896209252737 | 0.027814947518332248719108848466716796608
f(z) = -60/11*z^3 + 163/44*z + 1
*
0 | 0.15785880000419922425674519746807409133 | 0.028802992171565988678532122274491127645
f(z) = -60/13*z^3 + 175/52*z + 1
*
[ 3/4 ] 
f(z) = -59/9*z^3 + 161/48*z + 1
*
[ -1/2 ] 
f(z) = -59/10*z^3 + 179/40*z + 1
*
[ -1/2 ] 
f(z) = -57/10*z^3 + 177/40*z + 1
*
-1/3 | 0.090079920066759933105651128742889334588 | 0.017519606072403530611598673557618406510
f(z) = -57/16*z^3 + 163/48*z + 1
*
-1/7 | 0.080003884281501466017740838891943129129 | 0.012004647979618595371664341636280339122
f(z) = -56/3*z^3 + 163/42*z + 1
*
0 | 0.15703174099679339579139181323645558037 | 0.027957653653009037060157343969916204357
f(z) = -55/8*z^3 + 179/40*z + 1
*
[ -1/2 ] 
f(z) = -53/10*z^3 + 173/40*z + 1
*
[ -1/2 ] 
f(z) = -51/10*z^3 + 171/40*z + 1
*
0 | 0.064898214589145224975877152857903968592 | 0.012680401143060350975939079531877247368
f(z) = -51/14*z^3 + 167/42*z + 1
*
[ -2/3 ] 
f(z) = -51/14*z^3 + 173/42*z + 1
*
-1/3 | 0.078831227960673120573965714126220628936 | 0.015513669509140541803849824854079362739
f(z) = -51/16*z^3 + 161/48*z + 1
*
-3/10 | 0.10837190764866204484623822684565712652 | 0.019000007123377233485057551780144817696
f(z) = -50/7*z^3 + 167/42*z + 1
*
0 | 0.088598249361592649581039275828933844819 | 0.016046160731659291888690387073624305082
f(z) = -50/9*z^3 + 169/45*z + 1
*
0 | 0.14736955665988849474978168772894088581 | 0.026690319618697187249703993987914344345
f(z) = -50/9*z^3 + 178/45*z + 1
*
16/21 | 0.15117161635949910942630748700545937037 | 0.024826819222350589876024695577119654674
f(z) = -49/5*z^3 + 166/45*z + 1
*
[ 2/3 ] 
f(z) = -49/6*z^3 + 169/54*z + 1
*
[ -5/14 ] 
f(z) = -49/10*z^3 + 177/40*z + 1
*
[ 13/14 ] 
f(z) = -49/13*z^3 + 165/52*z + 1
*
[ 2/3 ] 
f(z) = -47/6*z^3 + 161/54*z + 1
*
[ -1/2 ] 
f(z) = -47/10*z^3 + 167/40*z + 1
*
[ -1/2 ] 
f(z) = -47/11*z^3 + 179/44*z + 1
*
0 | 0.12635421154940958044999799985454416431 | 0.023329370241729981043636699360027392928
f(z) = -45/8*z^3 + 177/40*z + 1
*
[ -8/15 ] 
f(z) = -45/8*z^3 + 179/40*z + 1
*
[ -1/2 ] 
f(z) = -45/11*z^3 + 177/44*z + 1
*
0 | 0.15283728177250909748567674271209575074 | 0.029862732815680796111913785410031097194
f(z) = -45/16*z^3 + 167/48*z + 1
*
[ -1/2 ] 
f(z) = -43/10*z^3 + 163/40*z + 1
*
[ -1/2 ] 
f(z) = -43/11*z^3 + 175/44*z + 1
*
[ -1/2 ] 
f(z) = -41/10*z^3 + 161/40*z + 1
*
[ -1/2 ] 
f(z) = -41/11*z^3 + 173/44*z + 1
*
-1/2 | 0.14493775483928798484406561050670771312 | 0.026526759975659359206572765813002709720
f(z) = -59/15*z^3 + 179/60*z + 1
*
[ 3/4 ] 
f(z) = -56/11*z^3 + 167/66*z + 1
*
[ 3/4 ] 
f(z) = -56/13*z^3 + 163/78*z + 1
*
0 | 0.13267420814229566002884962846749605444 | 0.024516423814675890863078298696219828876
f(z) = -56/15*z^3 + 179/60*z + 1
*
[ 4/5 ] 
f(z) = -55/12*z^3 + 161/60*z + 1
*
0 | 0.10880243605751266656429849000166049372 | 0.019370993434771358000150474947014328966
f(z) = -55/12*z^3 + 167/60*z + 1
*
0 | 0.13763753497772374240429514416669255955 | 0.024504743487749360893454378259819863130
f(z) = -55/14*z^3 + 177/70*z + 1
*
-4/9 | 0.11184925496402877686460810025779188464 | 0.017276976119947536320220736808114471788
f(z) = -54/5*z^3 + 173/60*z + 1
*
-1/9 | 0.17091782101782937988753663992009745969 | 0.029566753922034676529551571865586347434
f(z) = -54/11*z^3 + 169/66*z + 1
*
-1/2 | 0.15483658316880492810256738652985004522 | 0.028905832041001837695277022457959753206
f(z) = -53/15*z^3 + 173/60*z + 1
*
0 | 0.096662189332369753259941991088332124223 | 0.018109882850293191681607118634314255768
f(z) = -52/15*z^3 + 163/60*z + 1
*
2/3 | 0.16259981748010901216218881822071049158 | 0.025339972172946373751176956602914000945
f(z) = -51/5*z^3 + 167/60*z + 1
*
-9/20 | 0.16178931488207737808187663764864798865 | 0.027003300046258540948823343325370487548
f(z) = -50/9*z^3 + 169/72*z + 1
*
0 | 0.087415431580046691117259466169070552269 | 0.015436348511820831630617334648928168414
f(z) = -48/11*z^3 + 167/66*z + 1
*
-1/2 | 0.15470555780798566288137095373261413312 | 0.029544022239936672689024945260561388409
f(z) = -47/15*z^3 + 167/60*z + 1
*
-13/15 | 0.14490787668242569814926757430620656667 | 0.026755020387629149669182873463659524031
f(z) = -45/13*z^3 + 179/65*z + 1
*
-8/9 | 0.11576138730468389359868148519306076774 | 0.019281073413073528189245605449452599009
f(z) = -45/16*z^3 + 169/72*z + 1
*
-3/4 | 0.099766992840131507495438849340603053491 | 0.019232614764800897731255114448093112902
f(z) = -44/15*z^3 + 179/60*z + 1
*
-1/2 | 0.14985456730274961449163370026500789948 | 0.029112137560857920117306602516906836859
f(z) = -43/15*z^3 + 163/60*z + 1
*
9/14 | 0.17850296396360494647565653279514881526 | 0.027992881837668842757745223009422904246
f(z) = -42/5*z^3 + 173/70*z + 1
*
0 | 0.057798736120559044198667131890434159086 | 0.010169424638448088676035763725723623208
f(z) = -42/11*z^3 + 173/77*z + 1
*
-1/2 | 0.14076169939829148222792787229360635956 | 0.027601056104197988501936856673870511181
f(z) = -41/15*z^3 + 161/60*z + 1
*
[ 2/3 ] 
f(z) = -53/10*z^3 + 167/90*z + 1
*
0 | 0.16224438164033409721545158693435946853 | 0.027792372927924301813067169690921223870
f(z) = -49/12*z^3 + 163/84*z + 1
*
0 | 0.16147604780450877810382992083615069696 | 0.027660757766385227259277385442848754499
f(z) = -49/13*z^3 + 174/91*z + 1
*
-5/7 | 0.13794146990421644255086230814346121602 | 0.025074531066331763556238892265506423403
f(z) = -49/18*z^3 + 161/90*z + 1
*
-3/8 | 0.18274865784342110993526517505626291508 | 0.027871715027820927791080482334107317866
f(z) = -44/5*z^3 + 179/80*z + 1
*
[ 4/5 ] 
f(z) = -51/16*z^3 + 179/100*z + 1
*
0 | 0.11325089456901897815361387871281361783 | 0.019399815663636751398165893456429666456
f(z) = -49/15*z^3 + 163/105*z + 1
*
0 | 0.16830655903073794433777813316601126991 | 0.028830820565284274492416006301959158823
f(z) = -49/15*z^3 + 178/105*z + 1
*
[ 4/5 ] 
f(z) = -49/16*z^3 + 171/100*z + 1
*
[ 4/5 ] 
f(z) = -47/16*z^3 + 163/100*z + 1
*
[ 3/5 ] 
f(z) = -45/7*z^3 + 173/105*z + 1
*
0 | 0.19290501578470369227146265988098844168 | 0.029610671251085901458898355142789328251
f(z) = -45/14*z^3 + 166/105*z + 1
*
[ 2/3 ] 
f(z) = -59/14*z^3 + 173/126*z + 1
*
0 | 0.15514151152746989393589383288233187513 | 0.026575655202234782451949383527119467494
f(z) = -49/18*z^3 + 163/126*z + 1
*
[ 3/4 ] 
f(z) = -46/15*z^3 + 167/120*z + 1
*
-3/11 | 0.21087601418189181232099494794983331626 | 0.027862770445193650307211834695678859365
f(z) = -44/9*z^3 + 169/132*z + 1
*
[ 9/14 ] 
f(z) = -49/12*z^3 + 163/144*z + 1
*
[ 17/26 ] 
f(z) = -52/17*z^3 + 172/221*z + 1
*
[ -3 ] 
f(z) = -59/9*z^3 + 181/3*z + 1
*
[ 3/2 ] 
f(z) = -59/9*z^3 + 181/12*z + 1
*
[ -3/2 ] 
f(z) = -59/9*z^3 + 197/12*z + 1
*
[ 3 ] 
f(z) = -59/18*z^3 + 181/6*z + 1
*
[ -3 ] 
f(z) = -59/18*z^3 + 185/6*z + 1
*
[ 3/4 ] 
f(z) = -56*z^3 + 187/6*z + 1
*
[ -5/4 ] 
f(z) = -56/5*z^3 + 193/10*z + 1
*
[ -3/2 ] 
f(z) = -55/9*z^3 + 185/12*z + 1
*
[ -1/13 ] 
f(z) = -52*z^3 + 186/13*z + 1
*
0 | 0.15610768096064587055075708977003473267 | 0.029247132035333687625864881360897907491
f(z) = -52/3*z^3 + 181/12*z + 1
*
0 | 0.14822748635445137459177587715860830532 | 0.027770759503929572210504404920349689849
f(z) = -52/3*z^3 + 187/12*z + 1
*
0 | 0.088718421202361757808388311104591122634 | 0.016621599673407169561367587313327410807
f(z) = -52/3*z^3 + 193/12*z + 1
*
-2 | 0.073871256819405166967458610849334316119 | 0.013955602268427842055939456140871947014
f(z) = -51/10*z^3 + 199/10*z + 1
*
-2 | 0.073966616207287370298662372850537263474 | 0.014000333889254721694372768726898621972
f(z) = -51/14*z^3 + 197/14*z + 1
*
-1/10 | 0.10316047309202379850507205137097959427 | 0.019844288160900303067656147573489668518
f(z) = -50/9*z^3 + 181/18*z + 1
*
[ -1/10 ] 
f(z) = -50/9*z^3 + 199/18*z + 1
*
[ -1/21 ] 
f(z) = -49*z^3 + 199/9*z + 1
*
[ 2/3 ] 
f(z) = -49/2*z^3 + 187/18*z + 1
*
-2 | 0.072878509702012378318828277509605188869 | 0.013821072596839537387548197536441399704
f(z) = -49/2*z^3 + 195/2*z + 1
*
[ 2 ] 
f(z) = -49/2*z^3 + 197/2*z + 1
*
[ -2 ] 
f(z) = -49/2*z^3 + 199/2*z + 1
*
[ -1/14 ] 
f(z) = -49/3*z^3 + 181/12*z + 1
*
-2 | 0.052678183076262095917178414323243284884 | 0.010009744291488287573512828146938133131
f(z) = -49/6*z^3 + 193/6*z + 1
*
[ 2 ] 
f(z) = -49/6*z^3 + 199/6*z + 1
*
[ 12/7 ] 
f(z) = -49/9*z^3 + 197/12*z + 1
*
-2 | 0.073140474391784092348343784624974930886 | 0.013925488722887324246863664377853196917
f(z) = -49/10*z^3 + 191/10*z + 1
*
[ -13/7 ] 
f(z) = -49/13*z^3 + 189/13*z + 1
*
[ 4 ] 
f(z) = -49/16*z^3 + 199/4*z + 1
*
-2 | 0.059751270871653889525262976691601570169 | 0.011422295969755973457421060188095380802
f(z) = -49/18*z^3 + 187/18*z + 1
*
-1/2 | 0.11544514574451690573443677297494819745 | 0.018162868206023672806922765396539415653
f(z) = -48*z^3 + 181/12*z + 1
*
[ -1/12 ] 
f(z) = -48/5*z^3 + 196/15*z + 1
*
-2 | 0.072110736746667100312636005744898319251 | 0.013784981736820935339563751256563461131
f(z) = -47/2*z^3 + 187/2*z + 1
*
[ 2 ] 
f(z) = -47/2*z^3 + 189/2*z + 1
*
[ -2 ] 
f(z) = -47/2*z^3 + 191/2*z + 1
*
-2 | 0.051914108951530380544281201946683986931 | 0.0099445537222075231192240127618638574289
f(z) = -47/6*z^3 + 185/6*z + 1
*
[ 2 ] 
f(z) = -47/6*z^3 + 191/6*z + 1
*
[ -2 ] 
f(z) = -47/6*z^3 + 197/6*z + 1
*
-2 | 0.072380793088185241329319550589266296587 | 0.013894036948098313650727714490755222687
f(z) = -47/10*z^3 + 183/10*z + 1
*
[ 2 ] 
f(z) = -47/10*z^3 + 193/10*z + 1
*
-2 | 0.072479528959105939082945510516585643665 | 0.013942400759909117275826104970121493378
f(z) = -47/14*z^3 + 181/14*z + 1
*
[ 2 ] 
f(z) = -47/14*z^3 + 195/14*z + 1
*
-4 | 0.17619076196770635014065413113744553702 | 0.026668698508630286118515137603800790805
f(z) = -47/16*z^3 + 185/4*z + 1
*
[ 4 ] 
f(z) = -47/16*z^3 + 191/4*z + 1
*
[ -4 ] 
f(z) = -47/16*z^3 + 193/4*z + 1
*
[ 2 ] 
f(z) = -47/18*z^3 + 197/18*z + 1
*
[ 2 ] 
f(z) = -45/2*z^3 + 181/2*z + 1
*
[ -2 ] 
f(z) = -45/2*z^3 + 183/2*z + 1
*
[ -1/9 ] 
f(z) = -45/2*z^3 + 185/18*z + 1
*
0 | 0.15631646645018042350757198321195119552 | 0.026035877208049187234312289586678143674
f(z) = -45/2*z^3 + 193/9*z + 1
*
[ 2 ] 
f(z) = -45/14*z^3 + 187/14*z + 1
*
[ 4 ] 
f(z) = -45/16*z^3 + 183/4*z + 1
*
[ -4 ] 
f(z) = -45/16*z^3 + 185/4*z + 1
*
[ -2 ] 
f(z) = -43/6*z^3 + 181/6*z + 1
*
[ -2 ] 
f(z) = -43/10*z^3 + 187/10*z + 1
*
[ -2 ] 
f(z) = -43/14*z^3 + 193/14*z + 1
*
[ 2 ] 
f(z) = -43/18*z^3 + 181/18*z + 1
*
[ -2 ] 
f(z) = -43/18*z^3 + 199/18*z + 1
*
[ -2 ] 
f(z) = -41/14*z^3 + 185/14*z + 1
*
[ -2 ] 
f(z) = -41/18*z^3 + 191/18*z + 1
*
0 | 0.067942711471624645601927482791399506130 | 0.012396859640261513249155759945946206225
f(z) = -60/7*z^3 + 191/28*z + 1
*
[ 3/2 ] 
f(z) = -59/18*z^3 + 185/24*z + 1
*
0 | 0.16234259184898117443020449789491747073 | 0.029805474501759576401507203800153796515
f(z) = -58/7*z^3 + 183/28*z + 1
*
[ -1/6 ] 
f(z) = -57/2*z^3 + 187/24*z + 1
*
-2/3 | 0.14983871989658179441695440809725879373 | 0.025680133709360808996045655481805874335
f(z) = -57/5*z^3 + 197/30*z + 1
*
0 | 0.15536387178669625755128793300723013836 | 0.029699989651546368054401546526610897856
f(z) = -57/8*z^3 + 187/24*z + 1
*
[ 5/14 ] 
f(z) = -56*z^3 + 187/35*z + 1
*
[ 3/7 ] 
f(z) = -56*z^3 + 188/21*z + 1
*
-1/8 | 0.13729186186155685141720983468090114836 | 0.022489191137968449837642270376832743660
f(z) = -56/3*z^3 + 199/24*z + 1
*
[ -5/14 ] 
f(z) = -56/5*z^3 + 183/35*z + 1
*
[ 5/7 ] 
f(z) = -56/5*z^3 + 186/35*z + 1
*
0 | 0.12092108883596204925038318322698539204 | 0.022344604151358331734975451307373797833
f(z) = -56/5*z^3 + 199/20*z + 1
*
[ 5/4 ] 
f(z) = -56/15*z^3 + 181/30*z + 1
*
[ -1/4 ] 
f(z) = -56/19*z^3 + 197/38*z + 1
*
[ -2/11 ] 
f(z) = -55*z^3 + 183/22*z + 1
*
[ -2/5 ] 
f(z) = -55/3*z^3 + 193/30*z + 1
*
[ -3/11 ] 
f(z) = -55/3*z^3 + 199/33*z + 1
*
[ -1/3 ] 
f(z) = -55/4*z^3 + 199/36*z + 1
*
[ -1/5 ] 
f(z) = -55/6*z^3 + 191/30*z + 1
*
-6/5 | 0.10236160495849637680696993790959236696 | 0.017186769652794298095411155521772315098
f(z) = -55/12*z^3 + 193/30*z + 1
*
[ -6/5 ] 
f(z) = -55/18*z^3 + 187/30*z + 1
*
-1/4 | 0.21401906297732305357310548817725475736 | 0.029861578333046153485834696727359616350
f(z) = -54*z^3 + 185/24*z + 1
*
-5/18 | 0.11694401805428836729767668597298185999 | 0.020229926779282059509585178683148582909
f(z) = -54/5*z^3 + 193/30*z + 1
*
[ -1/6 ] 
f(z) = -54/13*z^3 + 185/26*z + 1
*
[ -1/3 ] 
f(z) = -53/4*z^3 + 197/36*z + 1
*
[ -3/2 ] 
f(z) = -53/18*z^3 + 199/24*z + 1
*
0 | 0.11655876259456475169085294739476465427 | 0.021837551480492151508170111108590753384
f(z) = -52/5*z^3 + 183/20*z + 1
*
0 | 0.11565321189661427262654343147919813043 | 0.021667894480499159877684245100012398934
f(z) = -52/5*z^3 + 193/20*z + 1
*
0 | 0.15681862613557101733689028423593202483 | 0.029380329244292041399033539362156406709
f(z) = -52/9*z^3 + 181/36*z + 1
*
-3/13 | 0.17664183183650219774239926253830670581 | 0.027108133502970120007740080892775257529
f(z) = -52/9*z^3 + 181/39*z + 1
*
[ -1/4 ] 
f(z) = -52/9*z^3 + 193/36*z + 1
*
[ -1/6 ] 
f(z) = -51/2*z^3 + 185/24*z + 1
*
-2/3 | 0.11397358900396989040593780094828732519 | 0.019912971847853225253470330068477265801
f(z) = -51/5*z^3 + 181/30*z + 1
*
[ -4/5 ] 
f(z) = -50/7*z^3 + 191/28*z + 1
*
[ -3/20 ] 
f(z) = -50/9*z^3 + 187/24*z + 1
*
[ -1/5 ] 
f(z) = -49*z^3 + 199/25*z + 1
*
[ -5/7 ] 
f(z) = -49/6*z^3 + 197/30*z + 1
*
-5/14 | 0.14313119055681434073835618818847283389 | 0.027117863062429392003774316678453029587
f(z) = -49/8*z^3 + 185/32*z + 1
*
-4/3 | 0.16431875854541106498660033960898555981 | 0.024831306041408323066321788513457461645
f(z) = -49/16*z^3 + 187/36*z + 1
*
[ -3/2 ] 
f(z) = -49/18*z^3 + 187/24*z + 1
*
[ -1/5 ] 
f(z) = -48*z^3 + 198/25*z + 1
*
[ -1/8 ] 
f(z) = -48/5*z^3 + 183/20*z + 1
*
0 | 0.13104621500227371073266010071382848106 | 0.024925597785496488886662998208033789897
f(z) = -48/7*z^3 + 185/28*z + 1
*
5/4 | 0.061497595042531557635768260090350890323 | 0.011720471298926143823268561868104668054
f(z) = -48/7*z^3 + 190/21*z + 1
*
[ 7/6 ] 
f(z) = -48/7*z^3 + 199/21*z + 1
*
[ -11/12 ] 
f(z) = -48/11*z^3 + 190/33*z + 1
*
-5/12 | 0.14274277595314549633934399850809316991 | 0.027458470226035285002060306799998494173
f(z) = -48/13*z^3 + 181/39*z + 1
*
[ -1/5 ] 
f(z) = -47*z^3 + 197/25*z + 1
*
[ -1/3 ] 
f(z) = -47/4*z^3 + 191/36*z + 1
*
[ 4/3 ] 
f(z) = -47/16*z^3 + 197/36*z + 1
*
[ -3/2 ] 
f(z) = -47/18*z^3 + 181/24*z + 1
*
[ -1/5 ] 
f(z) = -46*z^3 + 196/25*z + 1
*
[ 3/4 ] 
f(z) = -46/3*z^3 + 199/24*z + 1
*
3/2 | 0.13635278534559299737643889893756575687 | 0.026065753042532037051032014597233892549
f(z) = -46/15*z^3 + 187/30*z + 1
*
-1/6 | 0.12717128998314364612533872250448947658 | 0.018695076426437121766424980509908874500
f(z) = -45*z^3 + 181/20*z + 1
*
-2/15 | 0.18597525849928819858119112024450724251 | 0.027339674477874998361649789459285906001
f(z) = -45*z^3 + 191/20*z + 1
*
3/5 | 0.18160260814024229152820058519381170078 | 0.027875766247478191417755991959488977822
f(z) = -45/2*z^3 + 193/30*z + 1
*
[ -4/9 ] 
f(z) = -45/4*z^3 + 197/36*z + 1
*
-1/5 | 0.14332283781362602866523307284527262284 | 0.026462367232943439083360950837719430154
f(z) = -45/7*z^3 + 184/35*z + 1
*
-2/3 | 0.13297998135385714293905434446440764789 | 0.024552717172623431963819823042178895109
f(z) = -45/7*z^3 + 191/35*z + 1
*
-4/3 | 0.14188221368870716041652212262160462808 | 0.027292929636272018294537997052751388594
f(z) = -45/14*z^3 + 181/28*z + 1
*
[ -1/5 ] 
f(z) = -44*z^3 + 194/25*z + 1
*
[ -3/11 ] 
f(z) = -44/3*z^3 + 190/33*z + 1
*
0 | 0.11475584016771752804859274239810479110 | 0.021982378981991282595056345997079677838
f(z) = -44/9*z^3 + 185/36*z + 1
*
[ -1/4 ] 
f(z) = -44/9*z^3 + 191/36*z + 1
*
[ -1/5 ] 
f(z) = -43*z^3 + 193/25*z + 1
*
[ -1/3 ] 
f(z) = -43/4*z^3 + 187/36*z + 1
*
[ 4/3 ] 
f(z) = -43/16*z^3 + 181/36*z + 1
*
[ -1/5 ] 
f(z) = -42*z^3 + 192/25*z + 1
*
-1/4 | 0.13272778580397001851557956184397509165 | 0.019192176608831587008903439991262880617
f(z) = -42*z^3 + 199/24*z + 1
*
-1/3 | 0.11087850272189182874439539352174748187 | 0.020052432351889305906385045282564846819
f(z) = -42/5*z^3 + 193/30*z + 1
*
0 | 0.097535393773912840376556449382368677377 | 0.017639324463750316783982377702805149944
f(z) = -42/5*z^3 + 197/30*z + 1
*
-5/7 | 0.071836847455694277027743996575683493186 | 0.012639366455013554846171939072698309482
f(z) = -42/5*z^3 + 199/35*z + 1
*
[ -1/5 ] 
f(z) = -41*z^3 + 191/25*z + 1
*
[ -1/3 ] 
f(z) = -41/4*z^3 + 185/36*z + 1
*
-1/4 | 0.14046621983316301032655040528214739414 | 0.025629533672601319934378968451880945716
f(z) = -60/11*z^3 + 191/44*z + 1
*
[ -1/2 ] 
f(z) = -59/11*z^3 + 191/44*z + 1
*
[ -1/2 ] 
f(z) = -57/11*z^3 + 189/44*z + 1
*
[ -2/3 ] 
f(z) = -57/14*z^3 + 181/42*z + 1
*
[ -1/3 ] 
f(z) = -57/14*z^3 + 187/42*z + 1
*
0 | 0.15362339963795043107494898893989338680 | 0.029367273916465272567654597548290165358
f(z) = -57/16*z^3 + 187/48*z + 1
*
[ 6/7 ] 
f(z) = -56/9*z^3 + 185/42*z + 1
*
[ 2/3 ] 
f(z) = -55/6*z^3 + 193/54*z + 1
*
-1/5 | 0.16651637387899243040333968761086322221 | 0.029646280929655458698071870303534014158
f(z) = -55/9*z^3 + 191/45*z + 1
*
0 | 0.13544005345642512770533652189963967759 | 0.024113507761192596745738424132412620272
f(z) = -55/9*z^3 + 194/45*z + 1
*
[ -1/2 ] 
f(z) = -55/12*z^3 + 199/48*z + 1
*
[ -4/11 ] 
f(z) = -55/16*z^3 + 185/44*z + 1
*
-5/18 | 0.079656469464982973953330642899335211358 | 0.013779623546239444825370732562884616506
f(z) = -54/7*z^3 + 193/42*z + 1
*
[ -7/18 ] 
f(z) = -54/7*z^3 + 199/42*z + 1
*
[ 2/3 ] 
f(z) = -53/6*z^3 + 185/54*z + 1
*
[ -1/2 ] 
f(z) = -53/11*z^3 + 185/44*z + 1
*
[ -1/2 ] 
f(z) = -53/12*z^3 + 197/48*z + 1
*
-1/4 | 0.15951262980720039771403446716464242267 | 0.029885057010427273072931407366487103539
f(z) = -52/11*z^3 + 189/44*z + 1
*
-6/17 | 0.22085911954389644789019619241304368221 | 0.028086077585142706075569032369587334826
f(z) = -51/8*z^3 + 185/51*z + 1
*
[ -1/2 ] 
f(z) = -51/11*z^3 + 183/44*z + 1
*
[ -1/3 ] 
f(z) = -51/14*z^3 + 185/42*z + 1
*
0 | 0.13777824533016515278137056187624556998 | 0.026392500807758246045128070898173200403
f(z) = -51/16*z^3 + 185/48*z + 1
*
-1/4 | 0.17922531002709406679785345208060101161 | 0.029913439129603841450638671363586912767
f(z) = -50/7*z^3 + 193/56*z + 1
*
0 | 0.14327677052701547076345838376350836459 | 0.025949069034158478775552726962371809354
f(z) = -50/9*z^3 + 187/45*z + 1
*
0 | 0.15685158585535233297633336287964075789 | 0.028407624030793798060952672926590870373
f(z) = -50/9*z^3 + 196/45*z + 1
*
[ -3/5 ] 
f(z) = -50/17*z^3 + 190/51*z + 1
*
-5/7 | 0.060401550434058571310505700903993859196 | 0.010979588327317887023247846028596154743
f(z) = -49/8*z^3 + 181/40*z + 1
*
-5/7 | 0.14164405641193710861826059217369429825 | 0.025747574644003432428637898404402282442
f(z) = -49/9*z^3 + 188/45*z + 1
*
[ -1/2 ] 
f(z) = -49/11*z^3 + 181/44*z + 1
*
[ -4/7 ] 
f(z) = -49/11*z^3 + 185/44*z + 1
*
[ -3/7 ] 
f(z) = -49/16*z^3 + 187/48*z + 1
*
[ -3/7 ] 
f(z) = -49/17*z^3 + 197/51*z + 1
*
-2/3 | 0.15178012574525350174681661339366125281 | 0.026802257631437654657677790062232326286
f(z) = -48/7*z^3 + 191/42*z + 1
*
0 | 0.12485704343472784559204697949182591040 | 0.022048016028487365949465173907550745191
f(z) = -48/7*z^3 + 197/42*z + 1
*
[ -1/2 ] 
f(z) = -47/12*z^3 + 191/48*z + 1
*
-1/4 | 0.17394130550112786806474681613112765976 | 0.029441243009197974726827513005563694110
f(z) = -46/7*z^3 + 191/56*z + 1
*
0 | 0.14298348307530762775444814505052499561 | 0.026399710577210048447271016291366469690
f(z) = -45/8*z^3 + 193/40*z + 1
*
[ -1/2 ] 
f(z) = -43/12*z^3 + 187/48*z + 1
*
[ -1/2 ] 
f(z) = -43/13*z^3 + 199/52*z + 1
*
-1/4 | 0.15187376225575743167123199542504498570 | 0.026108107285458526371564920790835485133
f(z) = -42/5*z^3 + 181/40*z + 1
*
[ -1/2 ] 
f(z) = -41/12*z^3 + 185/48*z + 1
*
[ -1/2 ] 
f(z) = -41/13*z^3 + 197/52*z + 1
*
0 | 0.15909198450635849896485472239155297991 | 0.029208675515354945812000693190540556020
f(z) = -58/15*z^3 + 187/60*z + 1
*
2/3 | 0.13888943315631353650211007516666785031 | 0.021276091989100378817979528473751178798
f(z) = -57/5*z^3 + 199/60*z + 1
*
-3/5 | 0.072461423096210542193715344869858986907 | 0.012900903710730508717931880258811299769
f(z) = -55/12*z^3 + 199/60*z + 1
*
0 | 0.16290414208404313517742215708332432268 | 0.029003165564592787890550781394213731224
f(z) = -55/13*z^3 + 184/65*z + 1
*
0 | 0.12651510870519737248117197425183897987 | 0.022524526370276465230925865481008202959
f(z) = -55/14*z^3 + 191/70*z + 1
*
-6/11 | 0.17978599787482448034959853300303680639 | 0.028068631595709868853909287427089790116
f(z) = -55/18*z^3 + 181/66*z + 1
*
0 | 0.13305415797356476761736996771392984785 | 0.024928001634231022414838306250791882737
f(z) = -52/15*z^3 + 193/60*z + 1
*
2/3 | 0.16817906526462238918417952173583759319 | 0.026209456442956926382907384862646669640
f(z) = -51/5*z^3 + 197/60*z + 1
*
-5/14 | 0.19071621442246733717246694257955900008 | 0.027689983116364671730165501706010142357
f(z) = -49/3*z^3 + 197/60*z + 1
*
-5/14 | 0.14396826855723171075733812197368550108 | 0.027276457192049798065453055079659942665
f(z) = -49/15*z^3 + 193/60*z + 1
*
0 | 0.16446309462375540557343427537848884502 | 0.029041893405515568487428836947193815574
f(z) = -48/13*z^3 + 197/78*z + 1
*
0 | 0.11700877125775841825311836916677933235 | 0.022105050650252043213307151701646669019
f(z) = -46/15*z^3 + 199/60*z + 1
*
0 | 0.14138376845909661558245084167501987545 | 0.026104347770501386167922010170492320014
f(z) = -45/14*z^3 + 183/70*z + 1
*
-7/15 | 0.12585204788433637351880084542767429846 | 0.023236653410840210225760198206122544969
f(z) = -45/14*z^3 + 199/70*z + 1
*
6/5 | 0.18653322953372423351155397410767740366 | 0.028054393589022424945686612761433833544
f(z) = -45/16*z^3 + 193/60*z + 1
*
[ 2/3 ] 
f(z) = -59/10*z^3 + 191/90*z + 1
*
-6/17 | 0.19314129801050355684054728618771689920 | 0.028549916515398824530318539609311380681
f(z) = -51/5*z^3 + 193/85*z + 1
*
-1/21 | 0.15127276519138410168888255008499085743 | 0.024843430831224234354086219460103226916
f(z) = -49/10*z^3 + 181/90*z + 1
*
0 | 0.16474529523258661151743059491499989381 | 0.028220778044413817039433319817243461765
f(z) = -49/12*z^3 + 187/84*z + 1
*
0 | 0.073296985507644455919621648939205295591 | 0.012555733117692708470706936892214554363
f(z) = -49/12*z^3 + 199/84*z + 1
*
16/15 | 0.14424586984947713660064080646168016279 | 0.026632790963544042874365744618920803490
f(z) = -45/16*z^3 + 181/80*z + 1
*
3/4 | 0.12575025308446952102513028345567019273 | 0.020058752871813692747652191205967158539
f(z) = -44/7*z^3 + 185/84*z + 1
*
0 | 0.13537441549759245600449022873566630540 | 0.022670989671814973973887476306278841632
f(z) = -56/15*z^3 + 197/105*z + 1
*
17/18 | 0.16084814628347715484253522503769873118 | 0.027824819738855120706281226324784682749
f(z) = -54/17*z^3 + 181/102*z + 1
*
[ 4/5 ] 
f(z) = -53/16*z^3 + 187/100*z + 1
*
0 | 0.11274332612440348300524447366856579816 | 0.019312869469527719542025808347586741407
f(z) = -49/15*z^3 + 193/105*z + 1
*
0 | 0.15807254310312682876390145078750554400 | 0.027077739291622614893732740979728714287
f(z) = -49/16*z^3 + 183/112*z + 1
*
[ 6/7 ] 
f(z) = -49/17*z^3 + 199/102*z + 1
*
[ 6/7 ] 
f(z) = -49/19*z^3 + 197/114*z + 1
*
0 | 0.17024398649480917208402172839857239340 | 0.029033883850555128172479707131473182829
f(z) = -44/13*z^3 + 183/104*z + 1
*
-4/5 | 0.15969283747669656602810814357980988622 | 0.022878381100226874333345942460339727729
f(z) = -43/16*z^3 + 197/100*z + 1
*
-4/5 | 0.18862871998932005481575533129532477034 | 0.027209540257580330695519229541541552976
f(z) = -41/16*z^3 + 189/100*z + 1
*
17/20 | 0.12733506496135329226849552434718891397 | 0.021252744460086409436488234506965032269
f(z) = -50/17*z^3 + 185/136*z + 1
*
0 | 0.079362622859388945411484541955190118312 | 0.013594773444518554328063536880441856549
f(z) = -49/18*z^3 + 181/126*z + 1
*
0 | 0.15428863061031140223561835152471985638 | 0.026429557172379268603217303753087151903
f(z) = -49/18*z^3 + 199/126*z + 1
*
0 | 0.16231924391264337948618557100797622399 | 0.027682376167884848389037027008306351880
f(z) = -44/15*z^3 + 187/120*z + 1
*
-1/3 | 0.069266906204226230013199167462715639475 | 0.010528083511659029488605998385894215863
f(z) = -60/13*z^3 + 197/156*z + 1
*
0 | 0.13375960744586834685823765875684461383 | 0.022278834686730921976960999230527001429
f(z) = -45/16*z^3 + 197/144*z + 1
*
0 | 0.16998985801381214148339101945246699283 | 0.027497172973008468007478206396670857064
f(z) = -44/15*z^3 + 184/165*z + 1
*
-4/11 | 0.13432027092531009221098641231028920502 | 0.016759309086189446492474411379934798259
f(z) = -55/16*z^3 + 199/220*z + 1
*
[ 2/3 ] 
f(z) = -41/15*z^3 + 193/270*z + 1
*
[ -2/19 ] 
f(z) = -57/8*z^3 + 201/19*z + 1
*
[ -3/4 ] 
f(z) = -56*z^3 + 203/6*z + 1
*
0 | 0.15856407217198545546343590376631183683 | 0.029300525321243397524563317917628623375
f(z) = -56/3*z^3 + 209/12*z + 1
*
[ 2/3 ] 
f(z) = -55/2*z^3 + 211/18*z + 1
*
-2 | 0.075009798654244045498872239915815125570 | 0.013918871823366534974326957928808428511
f(z) = -55/2*z^3 + 219/2*z + 1
*
-2 | 0.054793925665800005585887139638400992094 | 0.010184938868720356066166107356762532119
f(z) = -55/6*z^3 + 217/6*z + 1
*
-2 | 0.075342335302058126159656107577545237271 | 0.014053017998896645148915629057622406170
f(z) = -55/14*z^3 + 213/14*z + 1
*
-4 | 0.20224719228102366179060868409396148828 | 0.029890845664750142605605074321702174028
f(z) = -55/16*z^3 + 217/4*z + 1
*
-2 | 0.061856071246091702315351158243903334271 | 0.011557868258723028537941571797304182015
f(z) = -55/18*z^3 + 211/18*z + 1
*
[ 2/3 ] 
f(z) = -53/2*z^3 + 203/18*z + 1
*
-2 | 0.074325821746172243278437353189923008929 | 0.013887853506665570188824255243010052855
f(z) = -53/2*z^3 + 211/2*z + 1
*
[ 2 ] 
f(z) = -53/2*z^3 + 213/2*z + 1
*
[ -2 ] 
f(z) = -53/2*z^3 + 215/2*z + 1
*
-2 | 0.054116416107983914972965501154464217339 | 0.010129732352123213814115073491344255520
f(z) = -53/6*z^3 + 209/6*z + 1
*
[ 2 ] 
f(z) = -53/6*z^3 + 215/6*z + 1
*
-2 | 0.074572854414859095216594188855115673987 | 0.013984021529325026304306254662191612513
f(z) = -53/10*z^3 + 207/10*z + 1
*
[ 2 ] 
f(z) = -53/10*z^3 + 217/10*z + 1
*
-2 | 0.074668054077781450165801550993590021652 | 0.014027412003812803977788740140187538499
f(z) = -53/14*z^3 + 205/14*z + 1
*
[ 2 ] 
f(z) = -53/14*z^3 + 219/14*z + 1
*
[ 4 ] 
f(z) = -53/16*z^3 + 215/4*z + 1
*
[ -4 ] 
f(z) = -53/16*z^3 + 217/4*z + 1
*
-2 | 0.061180775372868338721418080623607351265 | 0.011514851036116242354118956681057225532
f(z) = -53/18*z^3 + 203/18*z + 1
*
-1/2 | 0.16461517753438265037921678279378632567 | 0.025262476972881101140218563309183239219
f(z) = -52*z^3 + 209/13*z + 1
*
0 | 0.13897423426244991682910324168887256826 | 0.026037141503677430065641386249155593091
f(z) = -52/3*z^3 + 205/12*z + 1
*
-8/17 | 0.19640264039834393787974264480708286244 | 0.029032004260796034696758157978483091266
f(z) = -51*z^3 + 209/17*z + 1
*
-2 | 0.073616957857387037902744678432339390093 | 0.013855468458737133939795423473848946192
f(z) = -51/2*z^3 + 203/2*z + 1
*
[ 2 ] 
f(z) = -51/2*z^3 + 205/2*z + 1
*
[ -2 ] 
f(z) = -51/2*z^3 + 207/2*z + 1
*
[ 2 ] 
f(z) = -51/10*z^3 + 209/10*z + 1
*
[ -2 ] 
f(z) = -51/10*z^3 + 219/10*z + 1
*
[ 2 ] 
f(z) = -51/14*z^3 + 211/14*z + 1
*
-4 | 0.18084288943101098474004162267281083981 | 0.027033441339933408181185188441688630919
f(z) = -51/16*z^3 + 201/4*z + 1
*
[ 4 ] 
f(z) = -51/16*z^3 + 207/4*z + 1
*
[ -4 ] 
f(z) = -51/16*z^3 + 209/4*z + 1
*
-1/28 | 0.17686948600834436285629313169441774888 | 0.026539410391567584964493902010783788690
f(z) = -49*z^3 + 209/16*z + 1
*
[ 6/7 ] 
f(z) = -49*z^3 + 215/6*z + 1
*
[ -2/21 ] 
f(z) = -49*z^3 + 215/18*z + 1
*
[ -2/21 ] 
f(z) = -49/2*z^3 + 211/18*z + 1
*
15/14 | 0.12484168048583394026227195255717527071 | 0.023205216063030795823287404815822324616
f(z) = -49/2*z^3 + 217/8*z + 1
*
15/14 | 0.092025280839986855999038648034781679329 | 0.017225668874264404598495710065080534321
f(z) = -49/4*z^3 + 209/16*z + 1
*
[ -2/21 ] 
f(z) = -49/4*z^3 + 209/18*z + 1
*
[ 10/7 ] 
f(z) = -49/5*z^3 + 203/10*z + 1
*
[ -10/7 ] 
f(z) = -49/5*z^3 + 217/10*z + 1
*
[ -2 ] 
f(z) = -49/6*z^3 + 205/6*z + 1
*
[ -12/7 ] 
f(z) = -49/9*z^3 + 211/12*z + 1
*
[ 2 ] 
f(z) = -49/10*z^3 + 201/10*z + 1
*
-15/7 | 0.12550224279800800077124841361972945504 | 0.023327999504566041974533043470775769428
f(z) = -49/15*z^3 + 217/15*z + 1
*
[ -4 ] 
f(z) = -49/16*z^3 + 201/4*z + 1
*
[ 2 ] 
f(z) = -49/18*z^3 + 205/18*z + 1
*
5/8 | 0.12952749810992893728836538872583364017 | 0.020378430483625220099599632439943019200
f(z) = -48*z^3 + 205/12*z + 1
*
[ -2 ] 
f(z) = -47/10*z^3 + 203/10*z + 1
*
[ -2 ] 
f(z) = -47/14*z^3 + 209/14*z + 1
*
[ -2 ] 
f(z) = -47/18*z^3 + 215/18*z + 1
*
[ 3/2 ] 
f(z) = -46/3*z^3 + 209/6*z + 1
*
[ -3/2 ] 
f(z) = -46/3*z^3 + 217/6*z + 1
*
[ -1/12 ] 
f(z) = -45*z^3 + 213/16*z + 1
*
0 | 0.12700750091823914395488191233406585956 | 0.023449990119560101515162075494603278076
f(z) = -45/2*z^3 + 211/10*z + 1
*
[ -2 ] 
f(z) = -45/14*z^3 + 201/14*z + 1
*
[ -2/3 ] 
f(z) = -43/2*z^3 + 217/18*z + 1
*
[ -1/14 ] 
f(z) = -42*z^3 + 213/14*z + 1
*
[ -2/3 ] 
f(z) = -41/2*z^3 + 209/18*z + 1
*
-3/20 | 0.11381653798953039293979103472524266695 | 0.016052934351179262527427227396185398340
f(z) = -60*z^3 + 207/20*z + 1
*
[ -1/5 ] 
f(z) = -59*z^3 + 209/25*z + 1
*
[ -1/4 ] 
f(z) = -59/2*z^3 + 219/32*z + 1
*
[ -1/3 ] 
f(z) = -59/4*z^3 + 203/36*z + 1
*
[ -3/2 ] 
f(z) = -59/18*z^3 + 217/24*z + 1
*
[ -1/5 ] 
f(z) = -58*z^3 + 208/25*z + 1
*
[ -1/5 ] 
f(z) = -57*z^3 + 207/25*z + 1
*
9/19 | 0.19151289035365326364205141911661113959 | 0.027407965318570571022192585219730237388
f(z) = -57/2*z^3 + 205/38*z + 1
*
[ -1/4 ] 
f(z) = -57/2*z^3 + 217/32*z + 1
*
[ -1/5 ] 
f(z) = -56*z^3 + 206/25*z + 1
*
[ -1/6 ] 
f(z) = -56/3*z^3 + 203/27*z + 1
*
3/2 | 0.11558266158431868272125066599779858864 | 0.021447601252888556366213019851113327418
f(z) = -56/11*z^3 + 219/22*z + 1
*
[ -1/4 ] 
f(z) = -55/2*z^3 + 215/32*z + 1
*
-4/5 | 0.14535010179735396738674063030744503849 | 0.025877875254296573412874762994263162438
f(z) = -55/4*z^3 + 201/20*z + 1
*
0 | 0.16641735715478465605295247927513776080 | 0.029628652167064633194949465378366150906
f(z) = -55/7*z^3 + 219/35*z + 1
*
[ 6/5 ] 
f(z) = -55/12*z^3 + 203/30*z + 1
*
[ -3/2 ] 
f(z) = -55/18*z^3 + 205/24*z + 1
*
[ -1/5 ] 
f(z) = -54*z^3 + 204/25*z + 1
*
-2/9 | 0.20083630487908872421797177831891922433 | 0.028022218987576380923545600399569591409
f(z) = -54*z^3 + 205/24*z + 1
*
[ -1/9 ] 
f(z) = -54/7*z^3 + 212/21*z + 1
*
[ -1/5 ] 
f(z) = -53*z^3 + 203/25*z + 1
*
[ -1/4 ] 
f(z) = -53/2*z^3 + 213/32*z + 1
*
-4/3 | 0.15684344046649373918301501259005686428 | 0.023411214643316021081981289819372775142
f(z) = -53/16*z^3 + 203/36*z + 1
*
[ -1/5 ] 
f(z) = -52*z^3 + 202/25*z + 1
*
[ -1/6 ] 
f(z) = -52/3*z^3 + 202/27*z + 1
*
-3/13 | 0.18936561328835359074340799828610332460 | 0.029060773841180917919944535740306172104
f(z) = -52/3*z^3 + 205/39*z + 1
*
0 | 0.11618640175470323805265341639991433028 | 0.021671343057523716031464219669977689813
f(z) = -52/5*z^3 + 213/20*z + 1
*
0 | 0.11558835655571416078988407104176094841 | 0.021655743683646439145191743921059501648
f(z) = -52/7*z^3 + 201/28*z + 1
*
0 | 0.095361631481343595268087380547697164272 | 0.017725548503000156271255787280007875337
f(z) = -52/9*z^3 + 217/36*z + 1
*
[ -1/5 ] 
f(z) = -51*z^3 + 201/25*z + 1
*
-1/2 | 0.14335113747536209470353310767468768549 | 0.022340208561613264946699059196668046978
f(z) = -51/2*z^3 + 209/24*z + 1
*
[ -1/4 ] 
f(z) = -51/2*z^3 + 211/32*z + 1
*
[ -2/3 ] 
f(z) = -51/5*z^3 + 211/30*z + 1
*
[ -3/20 ] 
f(z) = -50*z^3 + 211/24*z + 1
*
[ 3/4 ] 
f(z) = -50/3*z^3 + 217/24*z + 1
*
0 | 0.079841598775499245080772393032717631497 | 0.014460230718505502865304412531360724641
f(z) = -50/7*z^3 + 201/35*z + 1
*
[ -4/5 ] 
f(z) = -50/9*z^3 + 209/36*z + 1
*
[ -13/10 ] 
f(z) = -50/13*z^3 + 215/26*z + 1
*
[ -5/14 ] 
f(z) = -49*z^3 + 201/20*z + 1
*
[ -1/4 ] 
f(z) = -49/2*z^3 + 209/32*z + 1
*
-11/28 | 0.18537753020400624876635934371935733410 | 0.027816049350803394533673240320523506188
f(z) = -49/2*z^3 + 217/32*z + 1
*
16/21 | 0.14326783916794846078530269615094023222 | 0.023528786878489660769410978242960515327
f(z) = -49/3*z^3 + 202/27*z + 1
*
-5/21 | 0.069407241543230152184594168664401137404 | 0.011398707508808872985829371008087366669
f(z) = -49/4*z^3 + 205/36*z + 1
*
[ 6/7 ] 
f(z) = -49/5*z^3 + 211/30*z + 1
*
[ 10/7 ] 
f(z) = -49/15*z^3 + 209/30*z + 1
*
[ 4/3 ] 
f(z) = -49/16*z^3 + 205/36*z + 1
*
-12/7 | 0.17297537706727252094401041390733514566 | 0.026977585740129526525290092020190661442
f(z) = -49/18*z^3 + 203/24*z + 1
*
[ -2/3 ] 
f(z) = -48/5*z^3 + 203/30*z + 1
*
[ -7/8 ] 
f(z) = -48/7*z^3 + 207/28*z + 1
*
-7/6 | 0.12495571912028766612039536735959619186 | 0.023286671198394989066506168204725459342
f(z) = -48/7*z^3 + 214/21*z + 1
*
[ -1/4 ] 
f(z) = -47/2*z^3 + 207/32*z + 1
*
-3/4 | 0.16704972250211250876581637204061139695 | 0.028274776141494990058954988436480361346
f(z) = -46/3*z^3 + 215/24*z + 1
*
[ 3/2 ] 
f(z) = -46/15*z^3 + 217/30*z + 1
*
-2/5 | 0.15187308999940480312299186097618451545 | 0.023312323536874825033092278484514724213
f(z) = -45/2*z^3 + 203/30*z + 1
*
[ -1/4 ] 
f(z) = -45/2*z^3 + 205/32*z + 1
*
0 | 0.10064940126780879040153844420960762635 | 0.018583370652959689228413235655254592829
f(z) = -45/4*z^3 + 201/20*z + 1
*
0 | 0.094056768053827713884895553419854689190 | 0.017366141886059837645593786917362674861
f(z) = -45/4*z^3 + 209/20*z + 1
*
[ -1/6 ] 
f(z) = -45/7*z^3 + 201/28*z + 1
*
-1/3 | 0.16024353246195384113913350874493532380 | 0.029586514385282210276741956555120178461
f(z) = -45/7*z^3 + 214/35*z + 1
*
[ -1/5 ] 
f(z) = -45/7*z^3 + 219/35*z + 1
*
[ -4/3 ] 
f(z) = -45/14*z^3 + 209/28*z + 1
*
[ -2/9 ] 
f(z) = -45/16*z^3 + 203/36*z + 1
*
[ -1/6 ] 
f(z) = -44/3*z^3 + 200/27*z + 1
*
-9/22 | 0.13337836442472231161751925282339657450 | 0.021574981003546410391755590596758921285
f(z) = -44/3*z^3 + 202/33*z + 1
*
[ -1/4 ] 
f(z) = -43/2*z^3 + 203/32*z + 1
*
-5/6 | 0.10119090488868566562914847050153990664 | 0.018300425466569764424300289766401557410
f(z) = -42/5*z^3 + 211/30*z + 1
*
[ -1/4 ] 
f(z) = -41/2*z^3 + 201/32*z + 1
*
[ 2/3 ] 
f(z) = -59/6*z^3 + 209/54*z + 1
*
[ -1/2 ] 
f(z) = -59/12*z^3 + 203/48*z + 1
*
[ -1/2 ] 
f(z) = -59/13*z^3 + 215/52*z + 1
*
[ -1/2 ] 
f(z) = -57/13*z^3 + 213/52*z + 1
*
[ -1/3 ] 
f(z) = -57/16*z^3 + 211/48*z + 1
*
-3/28 | 0.19914081732558432053657757732434384257 | 0.029881241790155565648177786114461083508
f(z) = -56/3*z^3 + 205/42*z + 1
*
-2/7 | 0.18418081172606514231325505102468507549 | 0.027636480768760063673899016612658737503
f(z) = -56/3*z^3 + 211/42*z + 1
*
-3/4 | 0.17515723488429212632532018426312138910 | 0.026282485716202715461269568115329874166
f(z) = -56/9*z^3 + 215/42*z + 1
*
-2/15 | 0.23053746789640298459586296060707703110 | 0.029503147619328654269863729862395858897
f(z) = -55/2*z^3 + 202/45*z + 1
*
-4/11 | 0.18784687426879296500412822616718247218 | 0.029327115418228611427794840275096730216
f(z) = -55/4*z^3 + 201/44*z + 1
*
[ -4/11 ] 
f(z) = -55/8*z^3 + 205/44*z + 1
*
0 | 0.10066639553685541381453466678310841950 | 0.017922467158876425136605576403002014525
f(z) = -55/8*z^3 + 219/40*z + 1
*
[ -1/2 ] 
f(z) = -55/13*z^3 + 211/52*z + 1
*
-2/11 | 0.16256547807777870888468905617122543252 | 0.024265313803067221378131960306544024269
f(z) = -55/16*z^3 + 203/44*z + 1
*
[ -5/12 ] 
f(z) = -54/5*z^3 + 211/40*z + 1
*
-1/3 | 0.10810826061645935626061277476579529843 | 0.018701445639496021014762489547402239512
f(z) = -54/7*z^3 + 211/42*z + 1
*
[ -1/2 ] 
f(z) = -53/13*z^3 + 209/52*z + 1
*
[ -3/8 ] 
f(z) = -52/9*z^3 + 215/48*z + 1
*
[ -1/2 ] 
f(z) = -51/13*z^3 + 207/52*z + 1
*
4/3 | 0.10985398032706638921281260748452042871 | 0.020562917845633515340958782604509118445
f(z) = -51/14*z^3 + 209/42*z + 1
*
[ -1/2 ] 
f(z) = -51/14*z^3 + 219/56*z + 1
*
[ -1/3 ] 
f(z) = -51/16*z^3 + 209/48*z + 1
*
[ -3/10 ] 
f(z) = -50/7*z^3 + 209/42*z + 1
*
[ -3/5 ] 
f(z) = -50/19*z^3 + 206/57*z + 1
*
[ -10/21 ] 
f(z) = -49/8*z^3 + 202/45*z + 1
*
[ -1/2 ] 
f(z) = -49/13*z^3 + 205/52*z + 1
*
[ -4/7 ] 
f(z) = -49/13*z^3 + 207/52*z + 1
*
[ -3/7 ] 
f(z) = -49/19*z^3 + 217/57*z + 1
*
[ -3/4 ] 
f(z) = -48/17*z^3 + 200/51*z + 1
*
1/12 | 0.15740205617406767638265386495143435831 | 0.029570122316311165723589824818682518530
f(z) = -48/17*z^3 + 205/51*z + 1
*
[ -3/4 ] 
f(z) = -48/19*z^3 + 214/57*z + 1
*
[ -1/2 ] 
f(z) = -47/13*z^3 + 203/52*z + 1
*
[ -1/2 ] 
f(z) = -47/14*z^3 + 215/56*z + 1
*
-13/30 | 0.18003587092123350899531352103993693697 | 0.026466542619947933869485332106223968315
f(z) = -45/2*z^3 + 209/40*z + 1
*
0 | 0.15648466132359832454502126518494256913 | 0.028892496390928632681431038651329259224
f(z) = -45/8*z^3 + 201/40*z + 1
*
-2/5 | 0.22670811351737793803560213883107552321 | 0.029777805903020402184897424149825585739
f(z) = -45/8*z^3 + 203/45*z + 1
*
-1/5 | 0.054297109524062526054774631524374317920 | 0.010025129796700764281455068478467233330
f(z) = -45/8*z^3 + 209/40*z + 1
*
[ -1/2 ] 
f(z) = -45/13*z^3 + 201/52*z + 1
*
[ -1/2 ] 
f(z) = -45/14*z^3 + 213/56*z + 1
*
[ -3/8 ] 
f(z) = -44/9*z^3 + 209/48*z + 1
*
[ -1/2 ] 
f(z) = -43/14*z^3 + 211/56*z + 1
*
-5/21 | 0.19501743980286527006622888338208721245 | 0.026088105653975993746952382232596282040
f(z) = -42*z^3 + 205/42*z + 1
*
[ -1/3 ] 
f(z) = -42/17*z^3 + 218/51*z + 1
*
[ -2/3 ] 
f(z) = -41/12*z^3 + 217/54*z + 1
*
[ -1/2 ] 
f(z) = -41/14*z^3 + 209/56*z + 1
*
[ 6/11 ] 
f(z) = -55/4*z^3 + 215/66*z + 1
*
[ 7/11 ] 
f(z) = -55/7*z^3 + 201/77*z + 1
*
0 | 0.10642043693451267943536935238739807477 | 0.018946906520496079146637930969351508056
f(z) = -55/12*z^3 + 203/60*z + 1
*
-6/11 | 0.12288441312236493246345174108362939881 | 0.019185016417063642305879660446740160152
f(z) = -55/12*z^3 + 211/66*z + 1
*
-2/5 | 0.078092549457615351315649115266671134689 | 0.013903459496517150721661234269333309443
f(z) = -55/14*z^3 + 219/70*z + 1
*
0 | 0.095101229792221224510969988741330194205 | 0.016451383724674093202977314696830899878
f(z) = -54/11*z^3 + 203/66*z + 1
*
-5/9 | 0.14835639456942031087275263199235149975 | 0.025663894992768253401989923016437833096
f(z) = -54/13*z^3 + 217/78*z + 1
*
-1/20 | 0.15154482378462397954290062607605847278 | 0.025293452476118397415548644532886519832
f(z) = -50/9*z^3 + 217/72*z + 1
*
[ 9/14 ] 
f(z) = -49/6*z^3 + 203/72*z + 1
*
[ 6/7 ] 
f(z) = -49/11*z^3 + 205/66*z + 1
*
-5/7 | 0.093768014600578489359766464163588046324 | 0.017044830657256807829279648569365594815
f(z) = -49/12*z^3 + 209/60*z + 1
*
[ 6/7 ] 
f(z) = -49/13*z^3 + 203/78*z + 1
*
1/14 | 0.10161911949848972669782561421427754085 | 0.018888672556478265433610656315059436990
f(z) = -49/18*z^3 + 217/72*z + 1
*
[ 3/5 ] 
f(z) = -45/4*z^3 + 203/60*z + 1
*
-14/15 | 0.12672191929793853929190727325735608844 | 0.023397261846615905466549076418953963793
f(z) = -45/14*z^3 + 201/70*z + 1
*
-2/5 | 0.078238128392735824292590167141040556911 | 0.014445472310833073610388871248663462621
f(z) = -45/14*z^3 + 211/70*z + 1
*
-6/11 | 0.14870906350526019715217724558523304361 | 0.021629679059193325680210468973128306124
f(z) = -44/9*z^3 + 217/66*z + 1
*
-2/3 | 0.14892921003051570324728630152013803713 | 0.026933921689470988951963369128355860615
f(z) = -42/11*z^3 + 211/66*z + 1
*
0 | 0.10905574474921758168564902013299585208 | 0.019416092066583174145454093169917449336
f(z) = -55/16*z^3 + 211/80*z + 1
*
-1/2 | 0.081809393716840340466458242545015075218 | 0.012749385530669159641156929446722986701
f(z) = -51/7*z^3 + 209/84*z + 1
*
0 | 0.087746672393643237801646059177923571576 | 0.015030956497184941391896341998644486081
f(z) = -49/12*z^3 + 211/84*z + 1
*
2/3 | 0.19579578866732056895726343873729543421 | 0.029334629973954746692742209164128437283
f(z) = -44/5*z^3 + 217/90*z + 1
*
[ 4/5 ] 
f(z) = -59/16*z^3 + 211/100*z + 1
*
[ 4/5 ] 
f(z) = -57/16*z^3 + 203/100*z + 1
*
0 | 0.11809009221849905629061001731076724373 | 0.019776404952063357178556577679072662717
f(z) = -56/15*z^3 + 212/105*z + 1
*
0 | 0.17689058434168789580760271547929398109 | 0.029623652267758394045782008806889422242
f(z) = -56/17*z^3 + 205/119*z + 1
*
0 | 0.16582851929160186836927921549394401716 | 0.028686365142922764379811882589415071849
f(z) = -54/17*z^3 + 205/102*z + 1
*
-4/9 | 0.20614857680257012542939655374692485600 | 0.028522164232050353860911458647351280161
f(z) = -51/16*z^3 + 203/108*z + 1
*
13/15 | 0.15522521740237093214493597334193987945 | 0.025408238133988551945416753501657266000
f(z) = -50/13*z^3 + 203/117*z + 1
*
0 | 0.086702657162635720964599858479703121672 | 0.014852117264977096309459900066151354356
f(z) = -49/15*z^3 + 208/105*z + 1
*
0 | 0.11115531130043896800220290339233077212 | 0.019040843407629734305818060266247406743
f(z) = -49/16*z^3 + 215/112*z + 1
*
0 | 0.11496136065843557647221762490506782124 | 0.019319150771111750135500433897481522936
f(z) = -48/13*z^3 + 215/104*z + 1
*
-4/5 | 0.15731788565866478082068214774526060306 | 0.022254542977913719474890059990547552792
f(z) = -47/16*z^3 + 213/100*z + 1
*
[ 3/5 ] 
f(z) = -55/8*z^3 + 217/120*z + 1
*
0 | 0.16974271103980035352619554104646567428 | 0.026500648985748173097922411056709091768
f(z) = -55/14*z^3 + 213/154*z + 1
*
[ 16/21 ] 
f(z) = -49/16*z^3 + 211/144*z + 1
*
0 | 0.12665314826052264884747819328835635769 | 0.020379909119720395199318488715015397219
f(z) = -50/17*z^3 + 211/170*z + 1
*
2/5 | 0.22353144405060144907645618470678648713 | 0.029360554639569389260714798951330122479
f(z) = -45/16*z^3 + 211/180*z + 1
*
[ 17/24 ] 
f(z) = -48/17*z^3 + 205/204*z + 1
*
0 | 0.16799372858563150332671623709660859490 | 0.026997455932781944691672424724372043370
f(z) = -42/17*z^3 + 215/204*z + 1
*
0 | 0.16706929301037240459560319478345085114 | 0.026284843166435763693446761737744212014
f(z) = -48/19*z^3 + 215/228*z + 1
*
[ 2/3 ] 
f(z) = -41/13*z^3 + 211/234*z + 1
*
[ 2/3 ] 
f(z) = -44/15*z^3 + 217/270*z + 1
*
[ 2/3 ] 
f(z) = -43/15*z^3 + 209/270*z + 1
*
[ 2/3 ] 
f(z) = -59/2*z^3 + 227/18*z + 1
*
-2 | 0.076305143837569249756334320331392448580 | 0.013976362058966814072592960578987679880
f(z) = -59/2*z^3 + 235/2*z + 1
*
[ 2 ] 
f(z) = -59/2*z^3 + 237/2*z + 1
*
[ -2 ] 
f(z) = -59/2*z^3 + 239/2*z + 1
*
-2 | 0.056082752634255388441996778100007511842 | 0.010288452945616233170714037947759314192
f(z) = -59/6*z^3 + 233/6*z + 1
*
[ 2 ] 
f(z) = -59/6*z^3 + 239/6*z + 1
*
-2 | 0.076532524807374887771726283794039904135 | 0.014062229119131193524550901903881631511
f(z) = -59/10*z^3 + 231/10*z + 1
*
-2 | 0.076621884117955122439123555289381368923 | 0.014101178541676617717385570732862685114
f(z) = -59/14*z^3 + 229/14*z + 1
*
-4 | 0.19482006670624514507797975907817224784 | 0.028493576660156154293537914911955718217
f(z) = -59/16*z^3 + 233/4*z + 1
*
[ 4 ] 
f(z) = -59/16*z^3 + 239/4*z + 1
*
-2 | 0.063134653982952962299284393401412355501 | 0.011637831460106976890333625059901423999
f(z) = -59/18*z^3 + 227/18*z + 1
*
-2 | 0.075668145508837518431155776141261391827 | 0.013948173764735873375561177538289783750
f(z) = -57/2*z^3 + 227/2*z + 1
*
[ 2 ] 
f(z) = -57/2*z^3 + 229/2*z + 1
*
[ -2 ] 
f(z) = -57/2*z^3 + 231/2*z + 1
*
-2 | 0.075901742820400652381191150346142867023 | 0.014037235366004402279955306195160293286
f(z) = -57/10*z^3 + 223/10*z + 1
*
[ 2 ] 
f(z) = -57/10*z^3 + 233/10*z + 1
*
-2 | 0.075993927049357162363485779503243044101 | 0.014077739270065097137432487589479055139
f(z) = -57/14*z^3 + 221/14*z + 1
*
[ 2 ] 
f(z) = -57/14*z^3 + 235/14*z + 1
*
[ 4 ] 
f(z) = -57/16*z^3 + 231/4*z + 1
*
[ -4 ] 
f(z) = -57/16*z^3 + 233/4*z + 1
*
-1/2 | 0.15468650557930529149172289951675590181 | 0.023210836115693876238246812385841288668
f(z) = -56*z^3 + 239/14*z + 1
*
[ 2 ] 
f(z) = -55/2*z^3 + 221/2*z + 1
*
[ -2 ] 
f(z) = -55/2*z^3 + 223/2*z + 1
*
[ 2 ] 
f(z) = -55/6*z^3 + 223/6*z + 1
*
[ -2 ] 
f(z) = -55/6*z^3 + 229/6*z + 1
*
[ 2 ] 
f(z) = -55/14*z^3 + 227/14*z + 1
*
[ 4 ] 
f(z) = -55/16*z^3 + 223/4*z + 1
*
[ -4 ] 
f(z) = -55/16*z^3 + 225/4*z + 1
*
[ 2 ] 
f(z) = -55/18*z^3 + 229/18*z + 1
*
[ 5/9 ] 
f(z) = -54*z^3 + 238/15*z + 1
*
[ -2 ] 
f(z) = -53/6*z^3 + 221/6*z + 1
*
[ -2 ] 
f(z) = -53/10*z^3 + 227/10*z + 1
*
[ -2 ] 
f(z) = -53/14*z^3 + 233/14*z + 1
*
[ 2 ] 
f(z) = -53/18*z^3 + 221/18*z + 1
*
[ -2 ] 
f(z) = -53/18*z^3 + 239/18*z + 1
*
[ -2 ] 
f(z) = -51/14*z^3 + 225/14*z + 1
*
-3/2 | 0.15801895942458589826627044308443440444 | 0.029223957755260186481226942760090450224
f(z) = -50/3*z^3 + 223/6*z + 1
*
0 | 0.14142434704433862226327783795184467517 | 0.025613573861733341969247120171286044439
f(z) = -50/3*z^3 + 223/15*z + 1
*
[ 3/2 ] 
f(z) = -50/3*z^3 + 227/6*z + 1
*
0 | 0.16272163692604030719798812780798605504 | 0.029470757711899466746986383016258590211
f(z) = -50/3*z^3 + 229/15*z + 1
*
0 | 0.13334896093590932097909083712717598247 | 0.024151028671509327401529046378599680760
f(z) = -50/3*z^3 + 232/15*z + 1
*
[ -3/2 ] 
f(z) = -50/3*z^3 + 235/6*z + 1
*
0 | 0.16266892229860688525744824798303401611 | 0.029461210487312059623953723067074233004
f(z) = -50/3*z^3 + 238/15*z + 1
*
[ -6/7 ] 
f(z) = -49*z^3 + 229/6*z + 1
*
[ 12/7 ] 
f(z) = -49/8*z^3 + 221/12*z + 1
*
[ -12/7 ] 
f(z) = -49/8*z^3 + 235/12*z + 1
*
[ 15/7 ] 
f(z) = -49/15*z^3 + 233/15*z + 1
*
[ -2 ] 
f(z) = -49/18*z^3 + 223/18*z + 1
*
[ -2/3 ] 
f(z) = -47/2*z^3 + 233/18*z + 1
*
[ 3/5 ] 
f(z) = -45*z^3 + 233/15*z + 1
*
0 | 0.14063156982714575257159971524141691762 | 0.025965465811879513348634061076810901014
f(z) = -45/2*z^3 + 221/10*z + 1
*
-1/20 | 0.14413985490286753897904376819014489687 | 0.020329801529871537589749875526854964243
f(z) = -60*z^3 + 223/20*z + 1
*
[ -1/5 ] 
f(z) = -60/7*z^3 + 222/35*z + 1
*
[ -7/10 ] 
f(z) = -60/7*z^3 + 232/35*z + 1
*
0 | 0.14985988275451790510338951099341020087 | 0.027343505903347514483346288038592682421
f(z) = -60/7*z^3 + 233/28*z + 1
*
0 | 0.14476366054892860679486216976785428872 | 0.025380291270251207124602237504588858927
f(z) = -60/7*z^3 + 237/35*z + 1
*
[ -1/6 ] 
f(z) = -60/11*z^3 + 236/33*z + 1
*
-1/6 | 0.15590056972938821111322617770087187600 | 0.023881981424623891697277371905510868699
f(z) = -57/2*z^3 + 235/24*z + 1
*
[ -2/3 ] 
f(z) = -57/5*z^3 + 227/30*z + 1
*
[ -1/8 ] 
f(z) = -56/3*z^3 + 223/24*z + 1
*
[ -5/4 ] 
f(z) = -56/15*z^3 + 229/30*z + 1
*
3/5 | 0.15440654005463768710896505660326173522 | 0.022992959771864078155001042972800400202
f(z) = -55/2*z^3 + 227/30*z + 1
*
[ -4/5 ] 
f(z) = -55/4*z^3 + 221/20*z + 1
*
0 | 0.16514744486368480970892547818155477593 | 0.029402559227007414537641714600043270931
f(z) = -55/4*z^3 + 239/20*z + 1
*
0 | 0.14231773615027846118483056619632197218 | 0.025337998233433951694055153927147623049
f(z) = -55/6*z^3 + 227/30*z + 1
*
0 | 0.14089465579929773528660676434876664890 | 0.025084635522681517840962917880346138055
f(z) = -55/6*z^3 + 233/30*z + 1
*
0 | 0.10960301515902311235541608347436434636 | 0.019513527123182309621684909375742721822
f(z) = -55/6*z^3 + 239/30*z + 1
*
[ -1/5 ] 
f(z) = -55/7*z^3 + 221/35*z + 1
*
0 | 0.15481652741096079223604174972369103799 | 0.027563260941019600490233052361041693910
f(z) = -55/7*z^3 + 226/35*z + 1
*
[ 4/3 ] 
f(z) = -55/16*z^3 + 229/36*z + 1
*
[ 4/3 ] 
f(z) = -53/16*z^3 + 221/36*z + 1
*
[ -2/13 ] 
f(z) = -52*z^3 + 227/26*z + 1
*
[ -3/13 ] 
f(z) = -52/9*z^3 + 220/39*z + 1
*
-1/6 | 0.15014759434766046208720037442024700638 | 0.023399385814624258378016030544130340913
f(z) = -51/2*z^3 + 233/24*z + 1
*
-1/10 | 0.11149350831420320271985501433987052250 | 0.020653973301481923946768665896484155835
f(z) = -50/11*z^3 + 221/22*z + 1
*
[ 9/14 ] 
f(z) = -49/3*z^3 + 223/36*z + 1
*
8/7 | 0.16202523289141746886222588174930169598 | 0.029677203969359647978599780804986464928
f(z) = -49/6*z^3 + 235/24*z + 1
*
[ -4/21 ] 
f(z) = -49/8*z^3 + 233/36*z + 1
*
[ -4/21 ] 
f(z) = -49/16*z^3 + 229/36*z + 1
*
2/21 | 0.10566395307915582919284655030979248837 | 0.015434678230470748493041829617451775197
f(z) = -49/16*z^3 + 235/36*z + 1
*
-1/8 | 0.11534514065302957434626674378333361307 | 0.021261972973269885093002581092286955567
f(z) = -48/7*z^3 + 227/28*z + 1
*
[ -7/6 ] 
f(z) = -48/7*z^3 + 235/21*z + 1
*
[ -1/6 ] 
f(z) = -48/11*z^3 + 235/33*z + 1
*
-3/4 | 0.16898336998275424500578117982153280528 | 0.028602064620833945319449113244434158899
f(z) = -46/3*z^3 + 239/24*z + 1
*
0 | 0.14867778352938979857878780054922677739 | 0.026453234757022773542927909583555397772
f(z) = -46/5*z^3 + 221/30*z + 1
*
-3/2 | 0.11261908220193156803067345614491399555 | 0.020759469089858326722157161555871162606
f(z) = -46/15*z^3 + 227/30*z + 1
*
-2/15 | 0.18712654436801368587283406409575838304 | 0.027508921619327703055866193442593750359
f(z) = -45*z^3 + 221/20*z + 1
*
[ -1/10 ] 
f(z) = -45*z^3 + 229/20*z + 1
*
[ 3/5 ] 
f(z) = -45/2*z^3 + 223/30*z + 1
*
0 | 0.16284653415683308674704725355158911387 | 0.029969610894763093779277602113498340185
f(z) = -45/4*z^3 + 229/20*z + 1
*
[ -1/6 ] 
f(z) = -45/8*z^3 + 229/32*z + 1
*
-4/9 | 0.19699579115549249113653895523017069075 | 0.028922144061427155545923286743604091689
f(z) = -45/16*z^3 + 227/36*z + 1
*
-1/3 | 0.20137228583132413904826404178332530790 | 0.027331738742542099042571212489150891448
f(z) = -44*z^3 + 239/36*z + 1
*
-1/2 | 0.13171378978733091994308679990285776414 | 0.021305723194488678729615338388930675261
f(z) = -44/3*z^3 + 229/33*z + 1
*
0 | 0.15665912100001278661667588564209086495 | 0.028095507706771469020628839509681998702
f(z) = -44/5*z^3 + 229/30*z + 1
*
[ -4/3 ] 
f(z) = -43/16*z^3 + 235/36*z + 1
*
-10/21 | 0.094041768176276724389560948461031184416 | 0.013865984242216592914667366245842403094
f(z) = -42*z^3 + 221/21*z + 1
*
[ -3/7 ] 
f(z) = -42*z^3 + 232/21*z + 1
*
-5/6 | 0.13310896380801660172745663419280107977 | 0.024072822293471832230009428064982904154
f(z) = -42/5*z^3 + 223/30*z + 1
*
0 | 0.13730359269783612004960615272716502661 | 0.024831423013986245119373252491279998098
f(z) = -42/5*z^3 + 227/30*z + 1
*
[ -4/3 ] 
f(z) = -41/16*z^3 + 227/36*z + 1
*
0 | 0.14323437718279885359929856232586707871 | 0.025112173863438295368886319723835755568
f(z) = -60/11*z^3 + 223/55*z + 1
*
[ -1/4 ] 
f(z) = -60/11*z^3 + 235/44*z + 1
*
-1/4 | 0.16430377431082060899294650951462354565 | 0.029978945266956436279464127605276301436
f(z) = -60/13*z^3 + 223/52*z + 1
*
[ -1/3 ] 
f(z) = -60/17*z^3 + 224/51*z + 1
*
[ -1/3 ] 
f(z) = -59/5*z^3 + 239/45*z + 1
*
[ -1/2 ] 
f(z) = -59/14*z^3 + 227/56*z + 1
*
[ -1/4 ] 
f(z) = -58/5*z^3 + 229/40*z + 1
*
[ -1/3 ] 
f(z) = -58/5*z^3 + 238/45*z + 1
*
-6/19 | 0.23517522193626955049656199869308577556 | 0.029083878283619800615123552135636677726
f(z) = -57/8*z^3 + 221/57*z + 1
*
[ -1/2 ] 
f(z) = -57/14*z^3 + 225/56*z + 1
*
[ -1/3 ] 
f(z) = -57/17*z^3 + 223/51*z + 1
*
-9/28 | 0.17738656963585603530673789379642174736 | 0.026616999210911161916683888931411074969
f(z) = -56/3*z^3 + 235/42*z + 1
*
[ -1/3 ] 
f(z) = -56/5*z^3 + 236/45*z + 1
*
0 | 0.12767877867113857500156025090414647911 | 0.022731704114518995786639755603367552888
f(z) = -55/8*z^3 + 227/40*z + 1
*
0 | 0.12272652739122536115551581536734612998 | 0.021850014048500358360497045735715575294
f(z) = -55/9*z^3 + 221/45*z + 1
*
-1/5 | 0.10061204905082458007365184618700200908 | 0.017912791406547224571689008926499675494
f(z) = -55/9*z^3 + 236/45*z + 1
*
[ -1/2 ] 
f(z) = -55/14*z^3 + 223/56*z + 1
*
0 | 0.12900420306465886655496832381844279072 | 0.022316195609134734120008425771106850014
f(z) = -54/7*z^3 + 233/42*z + 1
*
-5/18 | 0.11558897756362492544771888725799897905 | 0.019995520861261025297824469668601677697
f(z) = -54/7*z^3 + 235/42*z + 1
*
[ -1/3 ] 
f(z) = -53/5*z^3 + 233/45*z + 1
*
[ -1/2 ] 
f(z) = -53/14*z^3 + 221/56*z + 1
*
[ -1/3 ] 
f(z) = -52/5*z^3 + 232/45*z + 1
*
[ -1/4 ] 
f(z) = -52/11*z^3 + 233/44*z + 1
*
[ -6/17 ] 
f(z) = -51/8*z^3 + 236/51*z + 1
*
-3/5 | 0.16060593368043051063571275642969716262 | 0.028157794304754079964531011843196686347
f(z) = -50/7*z^3 + 227/42*z + 1
*
-7/20 | 0.17211045053911627210026709204269999624 | 0.028725939907662844764274725309044945240
f(z) = -50/7*z^3 + 233/56*z + 1
*
[ -4/5 ] 
f(z) = -50/11*z^3 + 227/44*z + 1
*
[ -1/3 ] 
f(z) = -49/5*z^3 + 229/45*z + 1
*
[ -5/7 ] 
f(z) = -49/8*z^3 + 221/40*z + 1
*
[ -5/7 ] 
f(z) = -49/9*z^3 + 233/45*z + 1
*
8/7 | 0.13921697757651695716738070666179795145 | 0.025789696471611456378666079803058963165
f(z) = -49/10*z^3 + 221/40*z + 1
*
[ -11/14 ] 
f(z) = -49/11*z^3 + 221/44*z + 1
*
[ -2/3 ] 
f(z) = -49/12*z^3 + 233/54*z + 1
*
-9/14 | 0.14299700415878853756632619915478171347 | 0.026151322492422944686436102026561814389
f(z) = -49/13*z^3 + 237/52*z + 1
*
[ -2/3 ] 
f(z) = -48/7*z^3 + 233/42*z + 1
*
0 | 0.058917540287439395332427504301106938178 | 0.010404017561857505933102993762663272298
f(z) = -48/7*z^3 + 239/42*z + 1
*
[ -1/3 ] 
f(z) = -48/17*z^3 + 220/51*z + 1
*
[ -1/3 ] 
f(z) = -47/5*z^3 + 227/45*z + 1
*
[ -2/3 ] 
f(z) = -47/12*z^3 + 229/54*z + 1
*
[ -1/4 ] 
f(z) = -46/5*z^3 + 223/40*z + 1
*
[ -1/3 ] 
f(z) = -46/5*z^3 + 226/45*z + 1
*
0 | 0.14255012049066578949671688814589437014 | 0.025362981021546178918472441021270195430
f(z) = -46/7*z^3 + 227/42*z + 1
*
[ 8/15 ] 
f(z) = -45/2*z^3 + 221/40*z + 1
*
-1/6 | 0.13083844945198884316706061941998209693 | 0.024157316101218502009054308074513516455
f(z) = -45/11*z^3 + 225/44*z + 1
*
0 | 0.13900135270103066320341282907274919031 | 0.025440269331346874455810090327272059922
f(z) = -45/11*z^3 + 236/55*z + 1
*
-7/6 | 0.062744079982444441610348847262859357047 | 0.011474650673724888436779825832238866992
f(z) = -45/14*z^3 + 237/56*z + 1
*
5/6 | 0.16346270455843197410130019592746530892 | 0.027328437520823186877641035074541554544
f(z) = -44/5*z^3 + 221/45*z + 1
*
[ -1/3 ] 
f(z) = -44/5*z^3 + 224/45*z + 1
*
[ -1/3 ] 
f(z) = -43/5*z^3 + 223/45*z + 1
*
[ -2/3 ] 
f(z) = -43/12*z^3 + 221/54*z + 1
*
[ -1/4 ] 
f(z) = -42/5*z^3 + 221/40*z + 1
*
[ -1/3 ] 
f(z) = -41/5*z^3 + 221/45*z + 1
*
[ -3/4 ] 
f(z) = -41/9*z^3 + 235/48*z + 1
*
0 | 0.12496753824890016155682535805075616613 | 0.021230942841170272195162320696875233224
f(z) = -60/11*z^3 + 239/66*z + 1
*
0 | 0.16947764327469586457953081566984391011 | 0.029713202427992528255590621280947172508
f(z) = -60/13*z^3 + 222/65*z + 1
*
[ -1/2 ] 
f(z) = -59/15*z^3 + 239/60*z + 1
*
0 | 0.14883585263935247145527891372962536449 | 0.025508257139164773415048561241519431039
f(z) = -57/11*z^3 + 221/66*z + 1
*
[ 11/14 ] 
f(z) = -56/11*z^3 + 221/77*z + 1
*
0 | 0.093108470518781548972088180674070807764 | 0.017001568555302963342541557541952218861
f(z) = -56/15*z^3 + 239/60*z + 1
*
0 | 0.13288556642461626039693827512061357693 | 0.023658711404461929515430111106696736445
f(z) = -55/12*z^3 + 227/60*z + 1
*
0 | 0.13770602880652237744549174283595463123 | 0.024516938007983074901271934949758894457
f(z) = -55/12*z^3 + 239/60*z + 1
*
0 | 0.16565227179314823965895763239756352564 | 0.025862039563234360520569710973227425672
f(z) = -55/14*z^3 + 222/77*z + 1
*
0 | 0.15075138083765914101143101945155743269 | 0.026839509429231898516983666829133847853
f(z) = -55/14*z^3 + 233/70*z + 1
*
[ -1/2 ] 
f(z) = -53/15*z^3 + 233/60*z + 1
*
0 | 0.093639881402633149250667470094610116296 | 0.017317719014749779783755999796946524367
f(z) = -52/15*z^3 + 223/60*z + 1
*
0 | 0.15800337173671392930972825540384533970 | 0.029172903011990803309599912099930175130
f(z) = -52/17*z^3 + 225/68*z + 1
*
-2/3 | 0.16398493660598058329336145702057357481 | 0.028650737900279220710834525113615981807
f(z) = -51/11*z^3 + 235/66*z + 1
*
-4/17 | 0.16080140789695141590000397517312352488 | 0.023518148414769791938874537207260080441
f(z) = -51/16*z^3 + 233/68*z + 1
*
0 | 0.17168333611767994542771902748320754528 | 0.029409260614461491118561644854088490914
f(z) = -49/9*z^3 + 235/63*z + 1
*
0 | 0.092707952467501461386333125537582477282 | 0.015880821032514213188207564488995130110
f(z) = -49/10*z^3 + 223/70*z + 1
*
0 | 0.16418022868365025534993465189164352755 | 0.028123982456804820690738918019370367952
f(z) = -49/10*z^3 + 233/70*z + 1
*
0 | 0.12891786329072880612968492563229284616 | 0.022083558748985222246422286893727613242
f(z) = -49/11*z^3 + 222/77*z + 1
*
-7/24 | 0.15870916791876522469872893115432592726 | 0.024969553127643078882040039517019887129
f(z) = -48/5*z^3 + 229/60*z + 1
*
-2/3 | 0.14401280629093672738501674924495681856 | 0.025430657126443434592817097144812084869
f(z) = -48/11*z^3 + 227/66*z + 1
*
[ -1/2 ] 
f(z) = -47/15*z^3 + 227/60*z + 1
*
[ -1/2 ] 
f(z) = -47/16*z^3 + 239/64*z + 1
*
[ 7/9 ] 
f(z) = -45/7*z^3 + 227/63*z + 1
*
8/9 | 0.15498609274186287658516268816660927047 | 0.025814291809548562937913243036995597172
f(z) = -45/8*z^3 + 239/72*z + 1
*
0 | 0.13906551133780022089075726230635522008 | 0.025393305372908540712104511533774251593
f(z) = -45/14*z^3 + 239/70*z + 1
*
[ -1/2 ] 
f(z) = -45/16*z^3 + 237/64*z + 1
*
[ 6/11 ] 
f(z) = -44/3*z^3 + 233/66*z + 1
*
5/4 | 0.13083101139415510809976202584237550016 | 0.024116537658884266612168158724295261324
f(z) = -44/15*z^3 + 227/60*z + 1
*
[ -3/4 ] 
f(z) = -44/15*z^3 + 239/60*z + 1
*
[ -1/2 ] 
f(z) = -43/15*z^3 + 223/60*z + 1
*
[ -1/2 ] 
f(z) = -43/16*z^3 + 235/64*z + 1
*
-2/3 | 0.15652050809770760748631646839733720517 | 0.028306811719716127039215798437801762276
f(z) = -42/13*z^3 + 229/78*z + 1
*
[ -1/2 ] 
f(z) = -41/15*z^3 + 221/60*z + 1
*
[ -1/2 ] 
f(z) = -41/16*z^3 + 233/64*z + 1
*
0 | 0.18296296477099271968098521968578582790 | 0.029970378652548515545265248485208167999
f(z) = -56/11*z^3 + 239/88*z + 1
*
0 | 0.12245006452690497929875639894445999658 | 0.021800793088715254164726079879594629607
f(z) = -55/18*z^3 + 239/90*z + 1
*
-4/9 | 0.18850668142823223025452713119989182226 | 0.029117989516635901418458411271188318824
f(z) = -54/7*z^3 + 233/84*z + 1
*
3/4 | 0.16649886415992230775485644722813721537 | 0.025869324771867334891050672409759175453
f(z) = -52/7*z^3 + 239/84*z + 1
*
0 | 0.083452634936918133941331746491701731209 | 0.014295390253490057742170636764796933000
f(z) = -49/12*z^3 + 223/84*z + 1
*
0 | 0.13746060199367963402254998226713941901 | 0.023546925168566670418950994913504338516
f(z) = -49/12*z^3 + 235/84*z + 1
*
-5/7 | 0.14431012392787964020139990781293897749 | 0.026232203326007897233142660838647032527
f(z) = -49/16*z^3 + 237/80*z + 1
*
[ 5/8 ] 
f(z) = -44/5*z^3 + 227/80*z + 1
*
[ 3/5 ] 
f(z) = -55/7*z^3 + 227/105*z + 1
*
-4/5 | 0.21400475978851924493538502604652422564 | 0.029767668188465798423442335413095193563
f(z) = -53/16*z^3 + 237/100*z + 1
*
-4/5 | 0.15924322138555634026971010243131043025 | 0.022269594434889160966764038189787049734
f(z) = -51/16*z^3 + 229/100*z + 1
*
0 | 0.16974352431930369971954577585568921422 | 0.029076971925229878545748093388169692325
f(z) = -49/15*z^3 + 223/105*z + 1
*
-4/5 | 0.20691739678429114553787977283348516234 | 0.029099457100356144397195331445770460172
f(z) = -49/16*z^3 + 221/100*z + 1
*
0 | 0.14075424578661798670726032462603479789 | 0.023443852992799855868251678652208673891
f(z) = -45/13*z^3 + 236/117*z + 1
*
-8/21 | 0.090673943489849973092275700188914003822 | 0.013369415484119575240257016553635880601
f(z) = -42/5*z^3 + 233/105*z + 1
*
[ 3/4 ] 
f(z) = -58/15*z^3 + 221/120*z + 1
*
0 | 0.056232959323670740178031187388093514961 | 0.0092112799210114501862275125954187934059
f(z) = -56/15*z^3 + 223/120*z + 1
*
0 | 0.16814965619940308122636319527989214650 | 0.028803943196972238915622729228684169729
f(z) = -49/18*z^3 + 235/126*z + 1
*
-1/8 | 0.16592310990791486099243728962379288795 | 0.026104515336316527631610601281862155884
f(z) = -48/11*z^3 + 229/132*z + 1
*
-4/15 | 0.094270718501630386056863443579920480951 | 0.013858460407193503885288635119585631406
f(z) = -45/7*z^3 + 239/140*z + 1
*
0 | 0.16336799772262713604846199151610298834 | 0.026426035906613509204456543783223275330
f(z) = -44/15*z^3 + 229/165*z + 1
*
[ 17/22 ] 
f(z) = -44/17*z^3 + 234/187*z + 1
*
[ 2/3 ] 
f(z) = -41/11*z^3 + 229/198*z + 1
*
[ 12/17 ] 
f(z) = -51/16*z^3 + 239/204*z + 1
*
[ 3/4 ] 
f(z) = -44/17*z^3 + 229/204*z + 1
*
[ 2/3 ] 
f(z) = -44/13*z^3 + 235/234*z + 1
*
[ 3/4 ] 
f(z) = -44/19*z^3 + 221/228*z + 1
*
[ 2/3 ] 
f(z) = -43/13*z^3 + 227/234*z + 1
*
0 | 0.19085884081304907802119596169071716686 | 0.029296586030639968711503095624033973257
f(z) = -45/16*z^3 + 227/240*z + 1
*
[ 19/28 ] 
f(z) = -56/19*z^3 + 235/266*z + 1
*
0 | 0.18401239963419217774554936607433894209 | 0.027200493635849387022154529926624911974
f(z) = -51/16*z^3 + 227/272*z + 1
*
[ 7/10 ] 
f(z) = -50/19*z^3 + 229/266*z + 1
*
[ 2/3 ] 
f(z) = -46/15*z^3 + 233/270*z + 1
*
0 | 0.16304937664319585587352260570676514413 | 0.025569446202636417070200854494361061128
f(z) = -42/19*z^3 + 227/266*z + 1
*
[ -1/15 ] 
f(z) = -60*z^3 + 244/15*z + 1
*
[ -2 ] 
f(z) = -59/6*z^3 + 245/6*z + 1
*
[ 2 ] 
f(z) = -59/10*z^3 + 241/10*z + 1
*
[ -2 ] 
f(z) = -59/10*z^3 + 251/10*z + 1
*
[ 2 ] 
f(z) = -59/14*z^3 + 243/14*z + 1
*
[ -2 ] 
f(z) = -59/14*z^3 + 257/14*z + 1
*
[ -4 ] 
f(z) = -59/16*z^3 + 241/4*z + 1
*
[ 2 ] 
f(z) = -59/18*z^3 + 245/18*z + 1
*
[ -2 ] 
f(z) = -57/10*z^3 + 243/10*z + 1
*
[ -2 ] 
f(z) = -57/14*z^3 + 249/14*z + 1
*
[ -1/12 ] 
f(z) = -56*z^3 + 241/18*z + 1
*
0 | 0.15084665890229750018531255401690241568 | 0.026856472567480124699394106536163261849
f(z) = -55/2*z^3 + 259/10*z + 1
*
0 | 0.11315466509356153945317960399005133632 | 0.020145856600880612629464674888319689010
f(z) = -55/3*z^3 + 254/15*z + 1
*
[ -2 ] 
f(z) = -55/14*z^3 + 241/14*z + 1
*
[ -2 ] 
f(z) = -55/18*z^3 + 247/18*z + 1
*
[ -2/3 ] 
f(z) = -53/2*z^3 + 257/18*z + 1
*
[ 9/10 ] 
f(z) = -50/3*z^3 + 241/18*z + 1
*
[ 11/5 ] 
f(z) = -50/11*z^3 + 248/11*z + 1
*
[ -11/5 ] 
f(z) = -50/11*z^3 + 258/11*z + 1
*
[ -2/3 ] 
f(z) = -49/2*z^3 + 241/18*z + 1
*
[ 8/7 ] 
f(z) = -49/2*z^3 + 257/8*z + 1
*
[ 9/7 ] 
f(z) = -49/3*z^3 + 245/9*z + 1
*
[ -9/7 ] 
f(z) = -49/3*z^3 + 259/9*z + 1
*
[ 10/7 ] 
f(z) = -49/4*z^3 + 253/10*z + 1
*
[ 9/7 ] 
f(z) = -49/6*z^3 + 247/18*z + 1
*
[ -15/7 ] 
f(z) = -49/15*z^3 + 247/15*z + 1
*
[ 7/3 ] 
f(z) = -45/7*z^3 + 249/7*z + 1
*
[ -7/3 ] 
f(z) = -45/7*z^3 + 255/7*z + 1
*
[ 7/3 ] 
f(z) = -45/14*z^3 + 253/14*z + 1
*
[ -1/22 ] 
f(z) = -44*z^3 + 254/11*z + 1
*
0 | 0.14682005856870920824487221802986422542 | 0.026552480598822019184551362816789901895
f(z) = -42*z^3 + 241/6*z + 1
*
0 | 0.14444855586819246468986479939093005524 | 0.026123593156197438416347860485363995972
f(z) = -42*z^3 + 247/6*z + 1
*
[ 7/6 ] 
f(z) = -60/7*z^3 + 248/21*z + 1
*
0 | 0.16856147769037510280135661587747584017 | 0.029552578212677237113947060060574386988
f(z) = -60/7*z^3 + 251/35*z + 1
*
[ 4/3 ] 
f(z) = -59/16*z^3 + 245/36*z + 1
*
[ 3/4 ] 
f(z) = -58/3*z^3 + 253/24*z + 1
*
3/2 | 0.14588974426604195417759680812103938555 | 0.026598932656052638402361417169641318569
f(z) = -58/15*z^3 + 241/30*z + 1
*
-2/7 | 0.18657622410368329408312701620170973702 | 0.025358450415995211655028846105896855856
f(z) = -56*z^3 + 247/28*z + 1
*
[ -3/4 ] 
f(z) = -56/5*z^3 + 259/30*z + 1
*
0 | 0.083656935535077835117492306378819802040 | 0.014894132960097347126809974503098797748
f(z) = -55/4*z^3 + 251/20*z + 1
*
0 | 0.10434369943981181961316408359744268399 | 0.018577167847050116811299970742394827611
f(z) = -55/6*z^3 + 251/30*z + 1
*
0 | 0.11858591692532835104339820777312106403 | 0.021112827078638406295221391287778032189
f(z) = -55/7*z^3 + 254/35*z + 1
*
[ -6/5 ] 
f(z) = -55/12*z^3 + 253/30*z + 1
*
-5/18 | 0.19491891284931817016769304401308668266 | 0.026375389392313846872398172818904664090
f(z) = -54*z^3 + 251/30*z + 1
*
-5/18 | 0.19624729300447313558764148419715431927 | 0.026555138721617358096376058865936895137
f(z) = -54*z^3 + 257/30*z + 1
*
[ 11/9 ] 
f(z) = -54/11*z^3 + 248/33*z + 1
*
[ -1/6 ] 
f(z) = -54/17*z^3 + 241/34*z + 1
*
[ -3/13 ] 
f(z) = -52/3*z^3 + 244/39*z + 1
*
-9/26 | 0.16539300083217847392741072536168283042 | 0.025381844721613949617494393742375457510
f(z) = -52/3*z^3 + 250/39*z + 1
*
0 | 0.15270572573978866630488013516545189866 | 0.026589873058739194675553391642635833846
f(z) = -52/5*z^3 + 257/30*z + 1
*
0 | 0.15813544888788102524858755274487843826 | 0.027628740740473868914726171873072606527
f(z) = -51/5*z^3 + 251/30*z + 1
*
[ -1/10 ] 
f(z) = -50/11*z^3 + 243/22*z + 1
*
-12/35 | 0.19178130228722960277631185341447227652 | 0.026970819589304596450385247858624222218
f(z) = -49*z^3 + 244/25*z + 1
*
-3/14 | 0.21282606430493080906743428199101604002 | 0.028470422220286723378446325015005415420
f(z) = -49*z^3 + 253/36*z + 1
*
[ -4/21 ] 
f(z) = -49/2*z^3 + 257/36*z + 1
*
-3/14 | 0.15010341675045032886861364127968725714 | 0.027367178506446719168373002917476779143
f(z) = -49/6*z^3 + 241/24*z + 1
*
-8/7 | 0.16117890738058783003506652828121290080 | 0.029128422589614807391869487989962041670
f(z) = -49/6*z^3 + 253/24*z + 1
*
[ 8/7 ] 
f(z) = -49/6*z^3 + 259/24*z + 1
*
-10/7 | 0.16853486846254871461575085733347991058 | 0.027280089517036432966498623217773465447
f(z) = -49/12*z^3 + 241/30*z + 1
*
[ 9/7 ] 
f(z) = -49/12*z^3 + 251/36*z + 1
*
[ 10/7 ] 
f(z) = -49/12*z^3 + 259/30*z + 1
*
[ -10/7 ] 
f(z) = -49/15*z^3 + 251/30*z + 1
*
[ -4/3 ] 
f(z) = -49/16*z^3 + 259/36*z + 1
*
0 | 0.11751753826950463246245205353015946831 | 0.020751961572347665006084365249152612144
f(z) = -48/5*z^3 + 253/30*z + 1
*
[ -1/8 ] 
f(z) = -48/7*z^3 + 255/28*z + 1
*
[ -13/12 ] 
f(z) = -48/13*z^3 + 244/39*z + 1
*
[ -4/3 ] 
f(z) = -47/16*z^3 + 251/36*z + 1
*
0 | 0.13364814478916520671130219551243225716 | 0.023779112554832335098567392386334633615
f(z) = -46/5*z^3 + 241/30*z + 1
*
[ -3/2 ] 
f(z) = -46/15*z^3 + 257/30*z + 1
*
-1/5 | 0.15500097386553564576399405049271782866 | 0.023792449678203080333895949533924760743
f(z) = -45/2*z^3 + 247/30*z + 1
*
[ 7/6 ] 
f(z) = -45/7*z^3 + 249/28*z + 1
*
[ -14/15 ] 
f(z) = -45/8*z^3 + 244/35*z + 1
*
-5/12 | 0.19677126687914646067890836099064266028 | 0.028452737929838609561958914310890934991
f(z) = -42*z^3 + 247/24*z + 1
*
[ -5/6 ] 
f(z) = -42/5*z^3 + 241/30*z + 1
*
0 | 0.16115257787298559043420097760257733472 | 0.028354062838893660723539540195487313688
f(z) = -42/5*z^3 + 244/35*z + 1
*
0 | 0.12075606904810646079098154577412471201 | 0.021246480913674254834570186360162093980
f(z) = -42/5*z^3 + 249/35*z + 1
*
-1/7 | 0.13109462323296100106735236953174701454 | 0.023065502482486604912203844665263547739
f(z) = -42/5*z^3 + 251/35*z + 1
*
[ -1/3 ] 
f(z) = -60/19*z^3 + 248/57*z + 1
*
[ -2/7 ] 
f(z) = -59/8*z^3 + 250/49*z + 1
*
[ -2/3 ] 
f(z) = -59/12*z^3 + 253/54*z + 1
*
[ -2/3 ] 
f(z) = -57/7*z^3 + 257/42*z + 1
*
[ -2/7 ] 
f(z) = -57/8*z^3 + 249/49*z + 1
*
4/3 | 0.14381178210627449347020533168514952079 | 0.026220074115806737949068425048058984522
f(z) = -57/14*z^3 + 241/42*z + 1
*
-5/14 | 0.12873614281182605606155972639363428666 | 0.019316963052345373695388368996898819289
f(z) = -56/3*z^3 + 247/42*z + 1
*
-6/7 | 0.18294216796874379129795960102958743486 | 0.027450621264408059722861886417684828668
f(z) = -56/9*z^3 + 241/42*z + 1
*
[ 4/11 ] 
f(z) = -55*z^3 + 243/44*z + 1
*
8/11 | 0.17707959713428202330560688130181336502 | 0.027646101664377101768575700606804906093
f(z) = -55/4*z^3 + 243/44*z + 1
*
[ -4/11 ] 
f(z) = -55/4*z^3 + 245/44*z + 1
*
[ -2/7 ] 
f(z) = -55/8*z^3 + 248/49*z + 1
*
[ -1/5 ] 
f(z) = -55/8*z^3 + 251/40*z + 1
*
10/11 | 0.22996272540925110063234452727762011547 | 0.028692738384805735354622846473294738829
f(z) = -55/8*z^3 + 252/55*z + 1
*
0 | 0.096993580490723184974122271698512167600 | 0.017268565658838785829570560169686853004
f(z) = -55/8*z^3 + 259/40*z + 1
*
[ -2/3 ] 
f(z) = -55/12*z^3 + 245/54*z + 1
*
-7/18 | 0.16704680495675031189163987123268579974 | 0.028897114099665132654768772420608369914
f(z) = -54/7*z^3 + 241/42*z + 1
*
-7/12 | 0.16892208755089771661952008777425961200 | 0.027836229528485503767285129861642099948
f(z) = -54/7*z^3 + 243/56*z + 1
*
-1/3 | 0.060366093485520870383954230601830186285 | 0.010442617514616868047796772267229670898
f(z) = -54/7*z^3 + 253/42*z + 1
*
[ -2/7 ] 
f(z) = -53/8*z^3 + 247/49*z + 1
*
[ -2/3 ] 
f(z) = -53/12*z^3 + 241/54*z + 1
*
0 | 0.13331152097273537861200899327146803944 | 0.024305643871466497742159233877495176782
f(z) = -52/11*z^3 + 241/44*z + 1
*
[ -2/3 ] 
f(z) = -51/7*z^3 + 241/42*z + 1
*
[ -2/7 ] 
f(z) = -51/8*z^3 + 246/49*z + 1
*
-10/17 | 0.19591298948561833229334364888897543741 | 0.024913743358180411741157749471651154870
f(z) = -51/8*z^3 + 257/51*z + 1
*
[ -1/3 ] 
f(z) = -51/19*z^3 + 245/57*z + 1
*
19/30 | 0.20181849328542766727347410494695176146 | 0.029668741716306912805875023793105588276
f(z) = -50/3*z^3 + 253/54*z + 1
*
0 | 0.14444776082585524763509228022932386196 | 0.025324907018751959652553520353325134810
f(z) = -50/7*z^3 + 251/42*z + 1
*
0 | 0.12304044996335228065502749373722376915 | 0.022284038915372793099229419383108691237
f(z) = -50/9*z^3 + 241/45*z + 1
*
[ -4/5 ] 
f(z) = -50/13*z^3 + 245/52*z + 1
*
0 | 0.10589421135541520741696482517043608120 | 0.018139619894033301950415226815808505871
f(z) = -49/8*z^3 + 247/56*z + 1
*
0 | 0.13625147839598978606580315353016762505 | 0.023339802964375683024475413542481181444
f(z) = -49/8*z^3 + 255/56*z + 1
*
[ -3/4 ] 
f(z) = -49/9*z^3 + 259/48*z + 1
*
-5/14 | 0.097528992679446012837868767650538486217 | 0.017728488456059732338201679945184528716
f(z) = -49/11*z^3 + 245/44*z + 1
*
[ -5/7 ] 
f(z) = -49/11*z^3 + 257/55*z + 1
*
-9/14 | 0.13267547523142857466250194829949031476 | 0.024189678640844548473759223431627740568
f(z) = -49/12*z^3 + 241/48*z + 1
*
[ 9/7 ] 
f(z) = -49/15*z^3 + 253/45*z + 1
*
0 | 0.13894125759535360215862318398511076264 | 0.024535092215938995257250669273726674752
f(z) = -48/7*z^3 + 253/42*z + 1
*
[ -1/3 ] 
f(z) = -48/19*z^3 + 244/57*z + 1
*
[ -2/7 ] 
f(z) = -47/8*z^3 + 244/49*z + 1
*
[ -3/4 ] 
f(z) = -47/9*z^3 + 253/48*z + 1
*
[ -8/15 ] 
f(z) = -45/4*z^3 + 243/40*z + 1
*
0 | 0.12903927355034641567833420432351278858 | 0.023526718512115043460157372143310807301
f(z) = -45/8*z^3 + 241/40*z + 1
*
[ -2/7 ] 
f(z) = -45/8*z^3 + 243/49*z + 1
*
-2/5 | 0.12984009381696637703999253801591643185 | 0.017054321753752387246163713183986726832
f(z) = -45/8*z^3 + 248/45*z + 1
*
[ -11/15 ] 
f(z) = -45/11*z^3 + 251/55*z + 1
*
-1/3 | 0.13845349564619647828331707748955822969 | 0.024968271445313668166918072577709312448
f(z) = -45/11*z^3 + 256/55*z + 1
*
[ 7/6 ] 
f(z) = -45/14*z^3 + 253/56*z + 1
*
[ -1/3 ] 
f(z) = -43/6*z^3 + 259/54*z + 1
*
[ -2/7 ] 
f(z) = -43/8*z^3 + 242/49*z + 1
*
[ -3/4 ] 
f(z) = -43/9*z^3 + 241/48*z + 1
*
[ -1/3 ] 
f(z) = -42/19*z^3 + 242/57*z + 1
*
[ 2/5 ] 
f(z) = -41*z^3 + 253/50*z + 1
*
[ -2/5 ] 
f(z) = -41/4*z^3 + 257/50*z + 1
*
[ -1/3 ] 
f(z) = -41/6*z^3 + 257/54*z + 1
*
[ -2/7 ] 
f(z) = -41/8*z^3 + 241/49*z + 1
*
-2/3 | 0.14278636904523650629651724101137035740 | 0.024258213630325239065976868506200821578
f(z) = -60/11*z^3 + 259/66*z + 1
*
[ -1/2 ] 
f(z) = -59/16*z^3 + 251/64*z + 1
*
0 | 0.14615716831297524824527298290819123032 | 0.026528746819548172834132337353282938931
f(z) = -58/15*z^3 + 247/60*z + 1
*
-2/3 | 0.16102007765671842205551104565120128659 | 0.027596452552251951808738675189841127743
f(z) = -57/11*z^3 + 251/66*z + 1
*
[ -1/2 ] 
f(z) = -57/16*z^3 + 249/64*z + 1
*
-2/5 | 0.20328754559984464805566041421143471290 | 0.029028365762994263877494369224428790251
f(z) = -55/3*z^3 + 251/60*z + 1
*
[ 3/5 ] 
f(z) = -55/4*z^3 + 257/60*z + 1
*
[ -3/5 ] 
f(z) = -55/12*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -55/16*z^3 + 247/64*z + 1
*
[ -1/2 ] 
f(z) = -55/17*z^3 + 259/68*z + 1
*
[ -6/11 ] 
f(z) = -55/18*z^3 + 247/66*z + 1
*
-3/11 | 0.17312812671768300059499448273616723333 | 0.026043357779251907954306406279890176555
f(z) = -55/18*z^3 + 257/66*z + 1
*
0 | 0.15185230884109243516364622105881444579 | 0.026268646658729852768274559172239473342
f(z) = -54/11*z^3 + 247/66*z + 1
*
[ -1/2 ] 
f(z) = -53/16*z^3 + 245/64*z + 1
*
[ -1/2 ] 
f(z) = -53/17*z^3 + 257/68*z + 1
*
-1/4 | 0.066127140244660292096274602902591502223 | 0.011950566714917287780307423753501689512
f(z) = -52/15*z^3 + 253/60*z + 1
*
[ -3/4 ] 
f(z) = -52/15*z^3 + 257/60*z + 1
*
[ -1/2 ] 
f(z) = -51/16*z^3 + 243/64*z + 1
*
-9/20 | 0.17967414204803782225522099939931894030 | 0.029988351034266684200004572609259371794
f(z) = -50/9*z^3 + 241/72*z + 1
*
0 | 0.15938026903575694096926981726731625838 | 0.027301752021306798537571144812455817738
f(z) = -49/9*z^3 + 244/63*z + 1
*
0 | 0.15408643516388032185224761971951673863 | 0.026394921204127387292306867853844764062
f(z) = -49/9*z^3 + 253/63*z + 1
*
0 | 0.087586779842360827953010794195212779842 | 0.015003566991497841133020514724521736028
f(z) = -49/10*z^3 + 243/70*z + 1
*
0 | 0.091780454668286623104746033733631900632 | 0.015721941171991514105286628113152168851
f(z) = -49/10*z^3 + 253/70*z + 1
*
[ -5/14 ] 
f(z) = -49/15*z^3 + 253/60*z + 1
*
-4/7 | 0.14075848657090389641609242841590621914 | 0.025330725552061326892812398220654557802
f(z) = -49/15*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -49/16*z^3 + 241/64*z + 1
*
[ -4/7 ] 
f(z) = -49/17*z^3 + 251/68*z + 1
*
[ -1/2 ] 
f(z) = -49/17*z^3 + 253/68*z + 1
*
-2/3 | 0.16136474548235513316055493706705512718 | 0.028494768071996396029659009537555148231
f(z) = -48/13*z^3 + 245/78*z + 1
*
[ -1/2 ] 
f(z) = -47/17*z^3 + 251/68*z + 1
*
-2/5 | 0.12816117537899906914878159378618677688 | 0.020978225819587358525587081117078452198
f(z) = -45/7*z^3 + 247/70*z + 1
*
[ 6/5 ] 
f(z) = -45/16*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -45/17*z^3 + 249/68*z + 1
*
-1/3 | 0.089347122136235011967710178854973804901 | 0.014995091276517108624370416590443672409
f(z) = -43/8*z^3 + 259/72*z + 1
*
[ -1/2 ] 
f(z) = -43/17*z^3 + 247/68*z + 1
*
[ -1/2 ] 
f(z) = -43/18*z^3 + 259/72*z + 1
*
0 | 0.057157445681272910921889270584336432677 | 0.010336952473152560118283972585352074354
f(z) = -42/11*z^3 + 241/66*z + 1
*
-1/3 | 0.090445625523990227403955260071503956473 | 0.015301765729866664295960066465506537022
f(z) = -41/8*z^3 + 257/72*z + 1
*
[ -1/2 ] 
f(z) = -41/17*z^3 + 245/68*z + 1
*
[ -1/2 ] 
f(z) = -41/18*z^3 + 257/72*z + 1
*
-7/19 | 0.19515898469356348719834766865985398385 | 0.027929768456896970270782753248474513416
f(z) = -57/5*z^3 + 242/95*z + 1
*
-1/6 | 0.13558958367761473130040645553285596180 | 0.019605986949123764139705583270804712164
f(z) = -56/5*z^3 + 253/90*z + 1
*
0 | 0.12725178746589908334445355382272095688 | 0.022655683354937591324595385848545942623
f(z) = -55/18*z^3 + 257/90*z + 1
*
0 | 0.087526978788937312774533617787687429312 | 0.014993323104089071348027381430879801812
f(z) = -49/12*z^3 + 247/84*z + 1
*
-5/7 | 0.14553538875757967285448401169037266220 | 0.026339087557308504213600056065065960076
f(z) = -49/18*z^3 + 251/90*z + 1
*
-7/24 | 0.17113090258729084374671138697118517667 | 0.026923852099848599943692980990614569899
f(z) = -48/7*z^3 + 253/84*z + 1
*
0 | 0.17375426997235330329945479170832344223 | 0.028940296183167701982941912772183556043
f(z) = -45/11*z^3 + 251/99*z + 1
*
-16/15 | 0.16065274147987505754284457329213526019 | 0.029075035702886372252563328204642044348
f(z) = -45/16*z^3 + 251/80*z + 1
*
[ 3/5 ] 
f(z) = -60/7*z^3 + 254/105*z + 1
*
-1/6 | 0.18972948708148062571487891691636559659 | 0.027891572553892825122739039873246892895
f(z) = -60/7*z^3 + 256/105*z + 1
*
0 | 0.12281839899357504752109614614945373932 | 0.020568248770327724593082731431574474496
f(z) = -56/15*z^3 + 257/105*z + 1
*
5/6 | 0.15162989407399718127373111306932133399 | 0.024100489196029384127873570937440320248
f(z) = -54/11*z^3 + 243/110*z + 1
*
-2/15 | 0.13634344419117010442578936904984242280 | 0.022317550949453621233701872329299808970
f(z) = -50/13*z^3 + 242/117*z + 1
*
0 | 0.10056450753112503267394675494888066769 | 0.017226644573825154680388135906309356708
f(z) = -49/16*z^3 + 247/112*z + 1
*
-5/8 | 0.12958297889367447206465915346277389746 | 0.021226432077276588377447845653028621067
f(z) = -56/15*z^3 + 247/120*z + 1
*
0 | 0.13079237667862687074910971832300099332 | 0.021424538342126114656066331591125468791
f(z) = -56/15*z^3 + 253/120*z + 1
*
-6/11 | 0.19112642087367186487014007709912141782 | 0.025470479361885599900518364985289697800
f(z) = -55/16*z^3 + 245/132*z + 1
*
5/6 | 0.10246031901016806909048564694536276613 | 0.015967678640638573372835054277197783075
f(z) = -51/10*z^3 + 257/120*z + 1
*
0 | 0.12597199209191802510293661000668918696 | 0.021578932640350672026838428406396952039
f(z) = -49/18*z^3 + 253/126*z + 1
*
-3/4 | 0.12558775941329795869296081179114512062 | 0.021256939133664376501777511744876931055
f(z) = -46/15*z^3 + 247/120*z + 1
*
0 | 0.12786147899530569678558738164555495278 | 0.021296449711024651314356766868000490373
f(z) = -45/14*z^3 + 251/126*z + 1
*
[ 5/6 ] 
f(z) = -44/15*z^3 + 248/135*z + 1
*
[ 17/21 ] 
f(z) = -49/17*z^3 + 253/153*z + 1
*
[ 4/5 ] 
f(z) = -45/14*z^3 + 253/140*z + 1
*
[ 3/4 ] 
f(z) = -44/13*z^3 + 245/156*z + 1
*
11/15 | 0.20365827146273177728438262416722415712 | 0.029939202082297935606876372827677445816
f(z) = -60/11*z^3 + 259/165*z + 1
*
0 | 0.16948922162325016943405758092867432509 | 0.027416191168630781914172762874684354856
f(z) = -44/15*z^3 + 244/165*z + 1
*
0 | 0.15115095267540740021971331200198213385 | 0.024449834474318990145156208864923981060
f(z) = -44/15*z^3 + 259/165*z + 1
*
[ 2/3 ] 
f(z) = -41/9*z^3 + 247/162*z + 1
*
-4/13 | 0.16131348475452740516563365139069240006 | 0.024755786526277539554905571951528879357
f(z) = -52/15*z^3 + 259/195*z + 1
*
44/45 | 0.22279135945628884944193016485799087968 | 0.029263345523145036433283770905323000462
f(z) = -45/16*z^3 + 259/180*z + 1
*
[ 2/3 ] 
f(z) = -43/11*z^3 + 245/198*z + 1
*
-7/24 | 0.16342411481015878334546232738787681680 | 0.025711350961016679736554439555055460390
f(z) = -48/17*z^3 + 253/204*z + 1
*
0 | 0.17319264106302148696553537880108209854 | 0.026990784941274164236645866274682830899
f(z) = -51/19*z^3 + 251/228*z + 1
*
[ 7/10 ] 
f(z) = -50/17*z^3 + 241/238*z + 1
*
[ 5/8 ] 
f(z) = -48/11*z^3 + 243/220*z + 1
*
-5/24 | 0.16846906366573302125928631330425003671 | 0.026505067670186124076871324405461752989
f(z) = -48/19*z^3 + 253/228*z + 1
*
[ 2/3 ] 
f(z) = -47/13*z^3 + 259/234*z + 1
*
[ 2/3 ] 
f(z) = -46/13*z^3 + 251/234*z + 1
*
1/8 | 0.17063633700626160196798926642603097252 | 0.026024417440617332431049114707449051639
f(z) = -44/15*z^3 + 251/240*z + 1
*
[ 2/3 ] 
f(z) = -49/15*z^3 + 257/270*z + 1
*
[ 2/3 ] 
f(z) = -47/15*z^3 + 241/270*z + 1
*
-9/28 | 0.15738394046471613201947584041355261363 | 0.023615588416636685439512679644991574657
f(z) = -49/18*z^3 + 241/288*z + 1
*
23/30 | 0.13025697639500291460528308453942085011 | 0.019148694088925045711575582412742707721
f(z) = -45/14*z^3 + 249/280*z + 1
*
-1/2 | 0.12337948479256651786336119953331469607 | 0.018137654324000349341576960564493374498
f(z) = -60*z^3 + 271/15*z + 1
*
[ -2 ] 
f(z) = -59/18*z^3 + 263/18*z + 1
*
[ 3/2 ] 
f(z) = -58/3*z^3 + 263/6*z + 1
*
[ -3/2 ] 
f(z) = -58/3*z^3 + 271/6*z + 1
*
-9/19 | 0.20430818843221388310744286196059100508 | 0.029239137545830898457649741371641528823
f(z) = -57*z^3 + 262/19*z + 1
*
[ -2/3 ] 
f(z) = -55/2*z^3 + 265/18*z + 1
*
0 | 0.14665558505546823554362196303083851622 | 0.026110301186458312654692456825430883852
f(z) = -55/2*z^3 + 269/10*z + 1
*
0 | 0.15954671595839626505496197320062782844 | 0.028405415350587862955782265626874971391
f(z) = -55/3*z^3 + 269/15*z + 1
*
[ 4/3 ] 
f(z) = -51/4*z^3 + 275/12*z + 1
*
-9/10 | 0.13925482737361506764620526355489471103 | 0.024414470220835119881158547717868800955
f(z) = -50/3*z^3 + 263/18*z + 1
*
[ -8/7 ] 
f(z) = -49/2*z^3 + 271/8*z + 1
*
[ -10/7 ] 
f(z) = -49/4*z^3 + 267/10*z + 1
*
[ -9/7 ] 
f(z) = -49/6*z^3 + 275/18*z + 1
*
[ 16/7 ] 
f(z) = -49/16*z^3 + 265/16*z + 1
*
[ -16/7 ] 
f(z) = -49/16*z^3 + 279/16*z + 1
*
[ -1/16 ] 
f(z) = -48*z^3 + 275/16*z + 1
*
[ -7/3 ] 
f(z) = -45/14*z^3 + 265/14*z + 1
*
[ 5/2 ] 
f(z) = -44/5*z^3 + 278/5*z + 1
*
-5/2 | 0.093529944117515391184482819659133762679 | 0.016751142822537895433449991449186361303
f(z) = -44/15*z^3 + 266/15*z + 1
*
5/2 | 0.13225335228639251567691670290448316122 | 0.023638994634930504477394929377288255749
f(z) = -44/15*z^3 + 269/15*z + 1
*
-1/15 | 0.14035105042042112573048838844564967450 | 0.018724603433769856455130144456889152213
f(z) = -60*z^3 + 263/30*z + 1
*
[ -1/6 ] 
f(z) = -60/13*z^3 + 278/39*z + 1
*
-3/4 | 0.17166989242327659163072422773985828935 | 0.027959791582894007089292290231696982333
f(z) = -58/3*z^3 + 269/24*z + 1
*
[ 3/2 ] 
f(z) = -58/15*z^3 + 271/30*z + 1
*
[ -3/8 ] 
f(z) = -56*z^3 + 277/24*z + 1
*
6/7 | 0.15348515390139411593811475534411794286 | 0.025703973133219705069888584130701925498
f(z) = -56/3*z^3 + 260/21*z + 1
*
-3/2 | 0.094685111758491938315628937098984075002 | 0.016835849400241524700716426505971310675
f(z) = -56/15*z^3 + 277/30*z + 1
*
[ -1/11 ] 
f(z) = -55/2*z^3 + 269/22*z + 1
*
[ 3/5 ] 
f(z) = -55/2*z^3 + 277/30*z + 1
*
0 | 0.11665516884382569659737903181124109339 | 0.020769080102318726202077235502190461436
f(z) = -55/4*z^3 + 271/20*z + 1
*
[ 6/5 ] 
f(z) = -55/9*z^3 + 269/30*z + 1
*
[ -5/18 ] 
f(z) = -54*z^3 + 263/30*z + 1
*
-2/9 | 0.10623210577878414544474751841379673934 | 0.018376893126043422638639781811832910301
f(z) = -54/5*z^3 + 271/30*z + 1
*
-10/9 | 0.089079185151119062674254395949622092386 | 0.015954015230746316047052135650288857131
f(z) = -54/11*z^3 + 266/33*z + 1
*
[ -1/6 ] 
f(z) = -54/19*z^3 + 269/38*z + 1
*
[ -4/3 ] 
f(z) = -53/16*z^3 + 275/36*z + 1
*
-6/13 | 0.17119763761969175931485267779821725121 | 0.026272646562470117166717056872432449440
f(z) = -52/3*z^3 + 274/39*z + 1
*
0 | 0.10334318415801417325515285727871195551 | 0.018055673553759622334439925659837845542
f(z) = -51/5*z^3 + 271/30*z + 1
*
-7/40 | 0.20030285099819940585197176865486936197 | 0.027149552254251131546473395851245722125
f(z) = -50*z^3 + 273/32*z + 1
*
2/21 | 0.15454122087411742757343009663535277208 | 0.022113921551200929076911829379666454605
f(z) = -49/16*z^3 + 271/36*z + 1
*
-9/8 | 0.10977058641436620542213652444334590905 | 0.019699847811182020608492878332330546084
f(z) = -48/5*z^3 + 263/20*z + 1
*
0 | 0.11072047347533243380443363646530119792 | 0.019551694535695304818746377767061817461
f(z) = -48/5*z^3 + 263/30*z + 1
*
[ -1/12 ] 
f(z) = -48/7*z^3 + 274/21*z + 1
*
[ -1/6 ] 
f(z) = -48/13*z^3 + 277/39*z + 1
*
-11/23 | 0.10313500943056457670049141579976479620 | 0.014809448748622473462581426689481372208
f(z) = -46*z^3 + 265/23*z + 1
*
[ -3/4 ] 
f(z) = -46/3*z^3 + 263/24*z + 1
*
-1/2 | 0.18096980637421344894726685253576453335 | 0.026603837717553167292155510105239327808
f(z) = -45*z^3 + 269/20*z + 1
*
[ 4/9 ] 
f(z) = -45*z^3 + 275/36*z + 1
*
[ -4/9 ] 
f(z) = -45/2*z^3 + 277/36*z + 1
*
[ -3/11 ] 
f(z) = -44*z^3 + 262/33*z + 1
*
[ 5/4 ] 
f(z) = -44/5*z^3 + 279/20*z + 1
*
[ -3/22 ] 
f(z) = -44/9*z^3 + 278/33*z + 1
*
0 | 0.12053282522810295739224494429015211226 | 0.021207202179295193481687066120936830142
f(z) = -42/5*z^3 + 269/35*z + 1
*
[ -2/3 ] 
f(z) = -60/7*z^3 + 265/42*z + 1
*
-1/3 | 0.16918038807290058595820513246237842722 | 0.028742337405005008372519232611073403337
f(z) = -60/7*z^3 + 271/42*z + 1
*
[ -1/4 ] 
f(z) = -60/13*z^3 + 275/52*z + 1
*
[ -1/3 ] 
f(z) = -59/6*z^3 + 275/54*z + 1
*
[ -6/19 ] 
f(z) = -57/8*z^3 + 278/57*z + 1
*
-5/8 | 0.11441300006350503281904384674926766073 | 0.018741502899066178759268434593119993396
f(z) = -56/5*z^3 + 263/40*z + 1
*
[ -5/8 ] 
f(z) = -56/5*z^3 + 279/40*z + 1
*
[ -1/3 ] 
f(z) = -55/6*z^3 + 271/54*z + 1
*
0 | 0.10571456178063087586534304541806429812 | 0.018821233755555550947546198605872417511
f(z) = -55/9*z^3 + 266/45*z + 1
*
[ -3/4 ] 
f(z) = -55/9*z^3 + 277/48*z + 1
*
[ 7/18 ] 
f(z) = -54*z^3 + 277/42*z + 1
*
0 | 0.065212539798760003720709169632904092637 | 0.011280995190429537634638082742601661911
f(z) = -54/7*z^3 + 275/42*z + 1
*
-7/9 | 0.16484121531976176994038695862901468353 | 0.029463756775866619534604825758765208846
f(z) = -54/19*z^3 + 269/57*z + 1
*
[ -1/3 ] 
f(z) = -53/6*z^3 + 269/54*z + 1
*
[ -3/4 ] 
f(z) = -53/9*z^3 + 271/48*z + 1
*
[ 3/8 ] 
f(z) = -52*z^3 + 271/48*z + 1
*
[ -2/5 ] 
f(z) = -51/4*z^3 + 277/50*z + 1
*
0 | 0.13835833929981005203078990044096983223 | 0.024173369808481475991544512282204212451
f(z) = -51/7*z^3 + 271/42*z + 1
*
[ -7/20 ] 
f(z) = -50/7*z^3 + 265/56*z + 1
*
0 | 0.12435231684914285320524987684913422140 | 0.022347355701220902861921394180600696767
f(z) = -50/11*z^3 + 261/55*z + 1
*
[ -5/14 ] 
f(z) = -49/2*z^3 + 277/40*z + 1
*
-11/28 | 0.10065020431919149498438623154722488266 | 0.015102645112544339244833699781153519496
f(z) = -49/3*z^3 + 265/48*z + 1
*
[ -2/5 ] 
f(z) = -49/4*z^3 + 273/50*z + 1
*
0 | 0.095190195593241247787392581883870728684 | 0.016306027908406341478536299308686880731
f(z) = -49/6*z^3 + 265/42*z + 1
*
[ -1/3 ] 
f(z) = -49/6*z^3 + 265/54*z + 1
*
0 | 0.080743500460961281820562311247725493980 | 0.013831317014673067902691038216136275120
f(z) = -49/6*z^3 + 271/42*z + 1
*
0 | 0.11147517209515859200404547476618969723 | 0.019095635385028229599129958825777800913
f(z) = -49/6*z^3 + 277/42*z + 1
*
0 | 0.10202220774094029201001494463938037960 | 0.017476347814323854534366798055185448845
f(z) = -49/8*z^3 + 263/56*z + 1
*
0 | 0.16435868444527102823360394469199959186 | 0.028154551830165902877143351340748303765
f(z) = -49/8*z^3 + 271/56*z + 1
*
0 | 0.093088099526472215551181294779551577449 | 0.015945940013668148664980361291802624029
f(z) = -49/8*z^3 + 279/56*z + 1
*
[ 8/7 ] 
f(z) = -49/10*z^3 + 261/40*z + 1
*
-5/14 | 0.10754381414406646458205454456601154822 | 0.019274018186903520869735095176089712612
f(z) = -49/12*z^3 + 265/48*z + 1
*
-6/7 | 0.15524187684899113643071023227989001954 | 0.027898518737517583208691389319138711733
f(z) = -49/13*z^3 + 261/52*z + 1
*
[ -13/14 ] 
f(z) = -49/13*z^3 + 277/52*z + 1
*
-1/3 | 0.072692818493958562357703215735913698849 | 0.012836539959786808718197378052156445433
f(z) = -48/7*z^3 + 263/42*z + 1
*
0 | 0.17210876115329759094008044696428767372 | 0.028922718787478420250117063723092674555
f(z) = -48/7*z^3 + 279/56*z + 1
*
[ -2/5 ] 
f(z) = -47/4*z^3 + 269/50*z + 1
*
[ -1/3 ] 
f(z) = -47/6*z^3 + 263/54*z + 1
*
10/9 | 0.20613658158877821531821167989430918326 | 0.026822387435428504292182001091808250293
f(z) = -45/8*z^3 + 272/45*z + 1
*
[ 2/5 ] 
f(z) = -44*z^3 + 277/50*z + 1
*
[ -3/8 ] 
f(z) = -44/3*z^3 + 275/48*z + 1
*
[ 5/6 ] 
f(z) = -44/5*z^3 + 266/45*z + 1
*
[ -5/11 ] 
f(z) = -44/5*z^3 + 276/55*z + 1
*
0 | 0.17538066826953070156476550662975646330 | 0.029909907874047291637300165723382226676
f(z) = -44/5*z^3 + 277/40*z + 1
*
[ -1/4 ] 
f(z) = -44/13*z^3 + 271/52*z + 1
*
[ 2/5 ] 
f(z) = -43*z^3 + 269/50*z + 1
*
[ -2/5 ] 
f(z) = -43/4*z^3 + 261/50*z + 1
*
[ 2/5 ] 
f(z) = -42*z^3 + 261/50*z + 1
*
-2/5 | 0.16225492007887131773384822211652809747 | 0.025364499662203784736508076700923839102
f(z) = -60/7*z^3 + 271/70*z + 1
*
-2/3 | 0.15557411014282871061851425816858889508 | 0.026430744225990177853417947693277690527
f(z) = -60/13*z^3 + 277/78*z + 1
*
-1/3 | 0.15258925204710658662009894411899072563 | 0.024317934533699685932385260928716991786
f(z) = -59/8*z^3 + 275/72*z + 1
*
[ -1/2 ] 
f(z) = -59/17*z^3 + 263/68*z + 1
*
[ -1/2 ] 
f(z) = -59/18*z^3 + 275/72*z + 1
*
[ -1/2 ] 
f(z) = -57/17*z^3 + 261/68*z + 1
*
-9/14 | 0.14755010053685889949328679590484020865 | 0.024710036922788262439449175379314818330
f(z) = -56/9*z^3 + 260/63*z + 1
*
0 | 0.15596180525123882743042241536072171091 | 0.026118734940069498082559037254289018608
f(z) = -56/11*z^3 + 271/77*z + 1
*
4/5 | 0.16159705976162332207192612625852922322 | 0.025610008344995911211228117962100844739
f(z) = -55/6*z^3 + 277/60*z + 1
*
-2/5 | 0.11911435758692474434341886754698156619 | 0.018877321755172296948047236873613076714
f(z) = -55/7*z^3 + 263/70*z + 1
*
-1/3 | 0.15048304264751057340079866754261630818 | 0.024253629091078122476774761209738927346
f(z) = -55/8*z^3 + 271/72*z + 1
*
0 | 0.16006869999935170215753587663842063417 | 0.028498348466764217356919654064271689647
f(z) = -55/12*z^3 + 263/60*z + 1
*
[ -6/11 ] 
f(z) = -55/12*z^3 + 277/66*z + 1
*
[ -1/2 ] 
f(z) = -55/18*z^3 + 271/72*z + 1
*
-4/9 | 0.14498403724806011443201057259293204867 | 0.022395193871554184542195330720228887452
f(z) = -54/5*z^3 + 263/60*z + 1
*
-13/18 | 0.15977591623428449094709209536445862293 | 0.027639336669719904073260320532758559724
f(z) = -54/13*z^3 + 277/78*z + 1
*
-1/3 | 0.14147597338870573641251512282715955472 | 0.022938888545773174940733328235594122758
f(z) = -53/8*z^3 + 269/72*z + 1
*
[ -1/2 ] 
f(z) = -53/18*z^3 + 269/72*z + 1
*
5/4 | 0.14177297379928254896107153606227753575 | 0.025208487285700854425646156009271292359
f(z) = -52/15*z^3 + 277/60*z + 1
*
[ -1/2 ] 
f(z) = -51/19*z^3 + 279/76*z + 1
*
-9/14 | 0.12460783982042435394766442373383723168 | 0.019541034270173252017597802035697615227
f(z) = -49/5*z^3 + 263/60*z + 1
*
-1/3 | 0.13524331387222573017320733246156312591 | 0.022210924149627139628543622661576393834
f(z) = -49/8*z^3 + 265/72*z + 1
*
0 | 0.10478571152775366927148524398284051142 | 0.017949734486049162360532080247035568510
f(z) = -49/9*z^3 + 262/63*z + 1
*
0 | 0.17389837468583817197733659393801811239 | 0.029788695497282017339630304939113072875
f(z) = -49/9*z^3 + 271/63*z + 1
*
[ -5/7 ] 
f(z) = -49/12*z^3 + 269/60*z + 1
*
-15/14 | 0.13971916070145011458871205560657119107 | 0.024973434949810326009898010806055547114
f(z) = -49/15*z^3 + 269/60*z + 1
*
0 | 0.16242094545595718191574979640045763798 | 0.028681278286451696881530615720647423573
f(z) = -48/11*z^3 + 277/66*z + 1
*
-1/3 | 0.12671914703869515708489571478633167439 | 0.020954415122285369977166915441334964416
f(z) = -47/8*z^3 + 263/72*z + 1
*
[ -1/2 ] 
f(z) = -47/18*z^3 + 263/72*z + 1
*
[ -1/2 ] 
f(z) = -47/19*z^3 + 275/76*z + 1
*
-10/23 | 0.081339708659949598155905188205587610616 | 0.011679799645903935042685836817202241150
f(z) = -46/3*z^3 + 269/69*z + 1
*
[ 7/15 ] 
f(z) = -45/2*z^3 + 263/70*z + 1
*
0 | 0.14858694889423087623371611172665746894 | 0.024748458329320236822916693469832686953
f(z) = -45/8*z^3 + 269/72*z + 1
*
0 | 0.14995588158390457433417728629633094917 | 0.024976466064038243362070927001773782395
f(z) = -45/8*z^3 + 277/72*z + 1
*
-14/15 | 0.15578218568399667657022110618913525558 | 0.027995617641907351396479908516768006304
f(z) = -45/13*z^3 + 261/65*z + 1
*
[ -7/15 ] 
f(z) = -45/14*z^3 + 269/70*z + 1
*
[ -1/2 ] 
f(z) = -45/19*z^3 + 273/76*z + 1
*
[ 3/4 ] 
f(z) = -44/5*z^3 + 277/60*z + 1
*
-5/4 | 0.14830444150390538658618485950655393021 | 0.026615280311255784256760184113316892871
f(z) = -44/15*z^3 + 263/60*z + 1
*
[ -1/2 ] 
f(z) = -43/19*z^3 + 271/76*z + 1
*
[ -2/3 ] 
f(z) = -42/11*z^3 + 277/66*z + 1
*
[ -1/2 ] 
f(z) = -41/19*z^3 + 269/76*z + 1
*
-1/4 | 0.19350224964214875578742469752688656885 | 0.029410983622105791024041357467363637313
f(z) = -60/7*z^3 + 269/84*z + 1
*
-2/5 | 0.086325236367834598121427114812486113819 | 0.015369192524811543977318744453852329092
f(z) = -55/18*z^3 + 269/90*z + 1
*
11/12 | 0.12312328677852665517530996537258408229 | 0.020289164790459627340006561382975640343
f(z) = -54/11*z^3 + 267/88*z + 1
*
[ 5/8 ] 
f(z) = -52/5*z^3 + 277/80*z + 1
*
0 | 0.10425925191318711270541827194474074131 | 0.017859552244965705268766402354840482543
f(z) = -49/12*z^3 + 271/84*z + 1
*
0 | 0.15680781536455555040341402545494785492 | 0.026351408940932824432354554248988416033
f(z) = -48/11*z^3 + 263/88*z + 1
*
[ 16/15 ] 
f(z) = -45/16*z^3 + 261/80*z + 1
*
[ 3/4 ] 
f(z) = -44/7*z^3 + 269/84*z + 1
*
-4/5 | 0.18883010408010725706449220536709521660 | 0.025879853172274878869451105097669444883
f(z) = -59/16*z^3 + 261/100*z + 1
*
0 | 0.062767390425113353150268724207063412368 | 0.010281657057905514666985220130967955551
f(z) = -56/13*z^3 + 279/104*z + 1
*
-3/14 | 0.16036048806808828198466330329740695531 | 0.026855377032623223488842065028808645270
f(z) = -56/15*z^3 + 263/105*z + 1
*
[ 9/13 ] 
f(z) = -52/9*z^3 + 272/117*z + 1
*
0 | 0.11712026403287967196447548148073824515 | 0.020062636514801465234592471533008000583
f(z) = -49/15*z^3 + 268/105*z + 1
*
[ 7/12 ] 
f(z) = -48/5*z^3 + 268/105*z + 1
*
-9/23 | 0.10010016780076112507938670928621759563 | 0.014373667224725694366906689265089196230
f(z) = -46/5*z^3 + 277/115*z + 1
*
0 | 0.17775648614885503976107225731039079770 | 0.029606900356725305148652004732274216147
f(z) = -45/13*z^3 + 275/117*z + 1
*
-2/3 | 0.16119944829577454334228682771519147271 | 0.028890188830474851441902779002814137442
f(z) = -42/17*z^3 + 265/102*z + 1
*
-3/8 | 0.18295202811430070466963332055095578247 | 0.029968587165715850354861445857084472229
f(z) = -56/15*z^3 + 263/120*z + 1
*
[ 17/20 ] 
f(z) = -50/17*z^3 + 265/136*z + 1
*
[ 2/3 ] 
f(z) = -41/7*z^3 + 265/126*z + 1
*
[ 7/10 ] 
f(z) = -50/11*z^3 + 277/154*z + 1
*
0 | 0.17666476960311347011295744373937192890 | 0.029425065399881637871164604017198099256
f(z) = -45/16*z^3 + 277/144*z + 1
*
[ 4/7 ] 
f(z) = -42/5*z^3 + 279/140*z + 1
*
[ 3/5 ] 
f(z) = -41/6*z^3 + 269/150*z + 1
*
[ 2/3 ] 
f(z) = -44/9*z^3 + 271/162*z + 1
*
[ 2/3 ] 
f(z) = -43/9*z^3 + 263/162*z + 1
*
[ 11/17 ] 
f(z) = -51/11*z^3 + 261/187*z + 1
*
[ 7/10 ] 
f(z) = -50/13*z^3 + 265/182*z + 1
*
[ 2/3 ] 
f(z) = -47/11*z^3 + 277/198*z + 1
*
[ 2/3 ] 
f(z) = -46/11*z^3 + 269/198*z + 1
*
[ 3/4 ] 
f(z) = -52/19*z^3 + 275/228*z + 1
*
[ 2/3 ] 
f(z) = -49/13*z^3 + 275/234*z + 1
*
[ 19/26 ] 
f(z) = -52/19*z^3 + 270/247*z + 1
*
-5/14 | 0.20038221623707323332627574622628199869 | 0.029093384646012781445075878932286463070
f(z) = -49/12*z^3 + 269/240*z + 1
*
-1/12 | 0.18246589701517225673112360889118819786 | 0.026384209601568720478227185295144693982
f(z) = -42/11*z^3 + 271/264*z + 1
*
[ -2/3 ] 
f(z) = -59/2*z^3 + 281/18*z + 1
*
4/3 | 0.15606300594164406649431086737481651720 | 0.027442180801375477142267989422871220355
f(z) = -57/4*z^3 + 295/12*z + 1
*
[ 3/5 ] 
f(z) = -55*z^3 + 287/15*z + 1
*
[ -5/9 ] 
f(z) = -54*z^3 + 292/15*z + 1
*
[ 7/3 ] 
f(z) = -54/7*z^3 + 298/7*z + 1
*
-4/3 | 0.13796264867107054855492902031758631647 | 0.024468600640082270197681312765903236515
f(z) = -51/4*z^3 + 281/12*z + 1
*
[ -4/3 ] 
f(z) = -51/4*z^3 + 293/12*z + 1
*
-1/20 | 0.14810098353395736968433749798356919643 | 0.024718661417339802797253417979984730420
f(z) = -50*z^3 + 297/8*z + 1
*
[ -9/10 ] 
f(z) = -50/3*z^3 + 281/18*z + 1
*
[ 12/7 ] 
f(z) = -49/6*z^3 + 293/12*z + 1
*
-1/7 | 0.13864879423104217027870988809594185118 | 0.024468470495155751898934970656347326445
f(z) = -49/12*z^3 + 289/12*z + 1
*
[ 17/7 ] 
f(z) = -49/17*z^3 + 299/17*z + 1
*
0 | 0.14976495099430550196138193280840239445 | 0.026446405818941936308626790068387018603
f(z) = -48*z^3 + 281/6*z + 1
*
-5/2 | 0.16465342025583130261619883266515760248 | 0.028918364306905254457669162350564056476
f(z) = -48/5*z^3 + 297/5*z + 1
*
[ -3/5 ] 
f(z) = -45*z^3 + 283/15*z + 1
*
[ 3/4 ] 
f(z) = -44*z^3 + 293/12*z + 1
*
[ 3/2 ] 
f(z) = -44*z^3 + 298/3*z + 1
*
[ -5/2 ] 
f(z) = -44/5*z^3 + 282/5*z + 1
*
[ 5/2 ] 
f(z) = -44/15*z^3 + 284/15*z + 1
*
[ -5/2 ] 
f(z) = -44/15*z^3 + 296/15*z + 1
*
0 | 0.16213137768970628763752958692302262852 | 0.028526278213145198174150310915241641106
f(z) = -42*z^3 + 286/7*z + 1
*
[ -2/15 ] 
f(z) = -60*z^3 + 287/30*z + 1
*
[ -1/9 ] 
f(z) = -60*z^3 + 290/27*z + 1
*
[ -7/6 ] 
f(z) = -60/7*z^3 + 284/21*z + 1
*
[ -4/3 ] 
f(z) = -59/16*z^3 + 299/36*z + 1
*
-3/2 | 0.093996978791407692372248086828184989890 | 0.016670994342133999341438756267400832816
f(z) = -58/15*z^3 + 281/30*z + 1
*
[ -1/9 ] 
f(z) = -57*z^3 + 289/27*z + 1
*
0 | 0.099707760304230290345046443320464651017 | 0.017088430935880837041991650704258043422
f(z) = -57/5*z^3 + 287/30*z + 1
*
[ -3/7 ] 
f(z) = -56*z^3 + 286/21*z + 1
*
[ -1/10 ] 
f(z) = -56*z^3 + 289/25*z + 1
*
-1/14 | 0.10461274489965347363602609827205204509 | 0.017519369893068436927086399692461263308
f(z) = -56/3*z^3 + 296/21*z + 1
*
0 | 0.15174395988580468106714030018174636728 | 0.026085793396934936311665055209797822730
f(z) = -56/5*z^3 + 281/30*z + 1
*
[ -5/7 ] 
f(z) = -56/5*z^3 + 284/35*z + 1
*
[ -1/7 ] 
f(z) = -56/5*z^3 + 288/35*z + 1
*
[ -3/11 ] 
f(z) = -55*z^3 + 289/33*z + 1
*
0 | 0.11729356617073718316774406722016820668 | 0.020802800293617772179097022932315599101
f(z) = -55/6*z^3 + 281/30*z + 1
*
0 | 0.15874112258480014175027524052100665532 | 0.028014325662735977603649412105632882251
f(z) = -55/7*z^3 + 289/35*z + 1
*
[ -4/3 ] 
f(z) = -55/16*z^3 + 283/36*z + 1
*
0 | 0.10802290698191122401749228084399115114 | 0.018686680474026396582090673592016252474
f(z) = -54/5*z^3 + 299/30*z + 1
*
[ -1/10 ] 
f(z) = -52*z^3 + 288/25*z + 1
*
-1/2 | 0.13937658512646696983678213728564043968 | 0.021389265710816700097364027675655102235
f(z) = -52/3*z^3 + 295/39*z + 1
*
[ -1/9 ] 
f(z) = -51*z^3 + 287/27*z + 1
*
[ -4/15 ] 
f(z) = -50*z^3 + 299/36*z + 1
*
[ -3/4 ] 
f(z) = -50/3*z^3 + 281/24*z + 1
*
[ -1/10 ] 
f(z) = -50/13*z^3 + 287/26*z + 1
*
[ -4/21 ] 
f(z) = -49*z^3 + 289/36*z + 1
*
0 | 0.12691396120919101861576279231966896606 | 0.021740291429660701580690587337154896818
f(z) = -49/4*z^3 + 291/28*z + 1
*
0 | 0.14261012266357939226934874525455163773 | 0.024429035213986755054208959551047207353
f(z) = -49/4*z^3 + 295/28*z + 1
*
0 | 0.17254667849770773440525682800839464682 | 0.029557150687126103156172525846091287801
f(z) = -49/4*z^3 + 299/28*z + 1
*
-1/14 | 0.16429257353943534603881249246935607676 | 0.029138389330667792370064129983425143691
f(z) = -49/5*z^3 + 281/20*z + 1
*
[ -6/7 ] 
f(z) = -49/5*z^3 + 281/30*z + 1
*
0 | 0.11344707706866007649461416117514749786 | 0.019433421617425922947400734646631384986
f(z) = -49/5*z^3 + 283/35*z + 1
*
0 | 0.14295535045831682151823553178637599376 | 0.024488172544471931531778181341865696983
f(z) = -49/5*z^3 + 293/35*z + 1
*
0 | 0.12148280892430385724057452264179367873 | 0.020809938044206969510969337102593429957
f(z) = -49/5*z^3 + 298/35*z + 1
*
10/7 | 0.22210183415942047477980074763695674425 | 0.028635410057421852679574279115669793079
f(z) = -49/8*z^3 + 292/25*z + 1
*
-2/7 | 0.11771316787874184713706079279294528782 | 0.020723519509226969072454566983319701878
f(z) = -49/15*z^3 + 293/30*z + 1
*
[ -1/9 ] 
f(z) = -48*z^3 + 286/27*z + 1
*
[ -1/10 ] 
f(z) = -48*z^3 + 287/25*z + 1
*
0 | 0.15565880026350320128095819609246539282 | 0.027487177565428892303896378792080606884
f(z) = -48/5*z^3 + 283/30*z + 1
*
[ -1/6 ] 
f(z) = -47*z^3 + 299/36*z + 1
*
-2/9 | 0.18115996526529832753128594368252640845 | 0.024513601868198643440347557302013292159
f(z) = -45*z^3 + 287/36*z + 1
*
[ 4/5 ] 
f(z) = -45/2*z^3 + 283/20*z + 1
*
-3/5 | 0.17231886487086275231476527198757894417 | 0.026450723623206122863316042324103133205
f(z) = -45/2*z^3 + 293/30*z + 1
*
[ -7/6 ] 
f(z) = -45/7*z^3 + 297/28*z + 1
*
4/3 | 0.15844871626082467557040221587779290993 | 0.027795857325990096488618309890328064211
f(z) = -45/7*z^3 + 299/28*z + 1
*
[ -1/10 ] 
f(z) = -44*z^3 + 286/25*z + 1
*
[ -3/22 ] 
f(z) = -44/3*z^3 + 284/33*z + 1
*
-5/4 | 0.14034291443197461932185171594963358980 | 0.024737337856995475712799855520129136748
f(z) = -44/5*z^3 + 291/20*z + 1
*
[ -1/6 ] 
f(z) = -43*z^3 + 295/36*z + 1
*
[ -1/9 ] 
f(z) = -42*z^3 + 284/27*z + 1
*
[ -1/7 ] 
f(z) = -42/5*z^3 + 286/35*z + 1
*
[ -1/6 ] 
f(z) = -41*z^3 + 293/36*z + 1
*
0 | 0.16009065073999439113881224443015558266 | 0.027198066817135911188685847006924876645
f(z) = -60/7*z^3 + 283/42*z + 1
*
[ -1/4 ] 
f(z) = -59/3*z^3 + 299/48*z + 1
*
[ -2/5 ] 
f(z) = -59/4*z^3 + 293/50*z + 1
*
[ -3/4 ] 
f(z) = -59/9*z^3 + 289/48*z + 1
*
0 | 0.16069436364413107766677298992584771373 | 0.027458783970564828801953623672045453974
f(z) = -58/7*z^3 + 299/42*z + 1
*
[ -2/5 ] 
f(z) = -57/4*z^3 + 289/50*z + 1
*
0 | 0.087779751494622431435469738231071228261 | 0.015044147179795763495611637320222653582
f(z) = -57/7*z^3 + 293/42*z + 1
*
-10/19 | 0.17641600218628271647119100772447661444 | 0.021817185894945472736631909121283471395
f(z) = -57/8*z^3 + 293/57*z + 1
*
-3/14 | 0.19260587697228615201570275171962480051 | 0.028900668669066643047231927525708531055
f(z) = -56/3*z^3 + 281/42*z + 1
*
-1/4 | 0.12707426207940726566533127991147990138 | 0.019067596495259204575830528882184603519
f(z) = -56/3*z^3 + 295/42*z + 1
*
-1/6 | 0.18590416818713411259060060627724399539 | 0.029875755664261778920871914648808825622
f(z) = -56/5*z^3 + 284/45*z + 1
*
[ -6/7 ] 
f(z) = -56/9*z^3 + 283/42*z + 1
*
-15/14 | 0.15127729753256118349810659770245677838 | 0.022316285265847487499643552409496098906
f(z) = -56/9*z^3 + 293/42*z + 1
*
-3/10 | 0.11448695505436179645827871667913558893 | 0.016348120080859684387699364656979378826
f(z) = -55/2*z^3 + 299/40*z + 1
*
[ -1/4 ] 
f(z) = -55/3*z^3 + 295/48*z + 1
*
[ -1/5 ] 
f(z) = -55/9*z^3 + 281/45*z + 1
*
[ -2/11 ] 
f(z) = -55/16*z^3 + 291/44*z + 1
*
-2/3 | 0.080053383624135172076952523923268599601 | 0.013191787962139039184934990090581313583
f(z) = -54/7*z^3 + 283/56*z + 1
*
-7/9 | 0.074444857940535826183292516925960949986 | 0.012878076624081486801491329947890814895
f(z) = -54/7*z^3 + 295/42*z + 1
*
[ -7/12 ] 
f(z) = -54/7*z^3 + 299/56*z + 1
*
13/9 | 0.16483006126334108430142628784644110775 | 0.029124583306287046266820672671266344382
f(z) = -54/17*z^3 + 287/51*z + 1
*
[ -1/4 ] 
f(z) = -53/3*z^3 + 293/48*z + 1
*
[ -2/5 ] 
f(z) = -53/4*z^3 + 281/50*z + 1
*
[ -3/8 ] 
f(z) = -52/3*z^3 + 293/48*z + 1
*
5/12 | 0.17619470290489319618104823183081196908 | 0.022580302612279258337334793248273895795
f(z) = -51*z^3 + 281/48*z + 1
*
[ -1/4 ] 
f(z) = -49/3*z^3 + 289/48*z + 1
*
[ -3/14 ] 
f(z) = -49/4*z^3 + 299/48*z + 1
*
0 | 0.11121311588819250197398172947027292230 | 0.019050745301572370272191674583237769394
f(z) = -49/6*z^3 + 283/42*z + 1
*
0 | 0.077232824955989332803109502424422588823 | 0.013229940240472010550159111506177589160
f(z) = -49/6*z^3 + 289/42*z + 1
*
0 | 0.081029465376824342049193904074198877616 | 0.013880302646752378528146617500754814677
f(z) = -49/6*z^3 + 295/42*z + 1
*
0 | 0.12242783656941790803363919738486906646 | 0.020971820757646202754365002003027053698
f(z) = -49/8*z^3 + 295/56*z + 1
*
[ -3/14 ] 
f(z) = -49/12*z^3 + 281/48*z + 1
*
0 | 0.15591851227798299375264669406168407150 | 0.027416772978304819429421525879334813652
f(z) = -48/7*z^3 + 295/42*z + 1
*
[ -1/4 ] 
f(z) = -47/3*z^3 + 287/48*z + 1
*
[ 2/5 ] 
f(z) = -46*z^3 + 293/50*z + 1
*
-3/10 | 0.10201214980806690228652951979210544652 | 0.014996505401020545616951175951988428528
f(z) = -45/2*z^3 + 281/40*z + 1
*
-1/6 | 0.19121491343664082823401366827092585510 | 0.028109940703175928318125314565963223448
f(z) = -45/2*z^3 + 289/40*z + 1
*
-1/6 | 0.13534644530976289521399014313329176041 | 0.022627833574056513669247361772211918331
f(z) = -44/5*z^3 + 281/45*z + 1
*
[ -1/4 ] 
f(z) = -43/3*z^3 + 283/48*z + 1
*
-5/21 | 0.18970177098895627676905551503748933247 | 0.025377011662695088846778012165667955970
f(z) = -42*z^3 + 289/42*z + 1
*
10/21 | 0.15506432673801628987669668222054426532 | 0.020743450140629874315741910776423357920
f(z) = -42*z^3 + 295/42*z + 1
*
[ -1/4 ] 
f(z) = -41/3*z^3 + 281/48*z + 1
*
[ -2/3 ] 
f(z) = -41/6*z^3 + 299/54*z + 1
*
[ -1/2 ] 
f(z) = -59/19*z^3 + 287/76*z + 1
*
-4/19 | 0.17127961106166115883431556354386097953 | 0.024191944912004757546384282020394624279
f(z) = -57/16*z^3 + 297/76*z + 1
*
5/7 | 0.19093706355156147044159589838294468487 | 0.028650261856455232071468424638297613512
f(z) = -56/5*z^3 + 281/70*z + 1
*
0 | 0.095433211675819133472436882867767653146 | 0.015982084563749088400719687510267082308
f(z) = -56/9*z^3 + 284/63*z + 1
*
0 | 0.15203451024556559768781635015602983659 | 0.024904121148329624040631718033343240798
f(z) = -56/9*z^3 + 295/72*z + 1
*
0 | 0.17547790517687315112984960673692760551 | 0.029387072596205368164474863095479959773
f(z) = -56/11*z^3 + 282/77*z + 1
*
-3/11 | 0.13467245311516401290067184509037701683 | 0.021025394175646054526714690666187181164
f(z) = -55/6*z^3 + 287/66*z + 1
*
[ -3/10 ] 
f(z) = -55/9*z^3 + 293/60*z + 1
*
0 | 0.16264808891496553870083104712129022132 | 0.028739040554284126652068844816049053376
f(z) = -55/12*z^3 + 287/60*z + 1
*
[ -2/5 ] 
f(z) = -55/14*z^3 + 289/70*z + 1
*
-6/5 | 0.13273935860203613023272762871946670389 | 0.018839563979024831451938007798135052167
f(z) = -55/16*z^3 + 287/60*z + 1
*
[ -1/2 ] 
f(z) = -55/19*z^3 + 283/76*z + 1
*
-1/3 | 0.15412627622981166681952949620638549229 | 0.026662016020734413794268860684694285785
f(z) = -54/11*z^3 + 289/66*z + 1
*
[ -11/18 ] 
f(z) = -54/11*z^3 + 295/66*z + 1
*
[ -1/2 ] 
f(z) = -53/19*z^3 + 281/76*z + 1
*
[ -7/15 ] 
f(z) = -50/7*z^3 + 296/63*z + 1
*
19/20 | 0.16194281447624258085501323228182607319 | 0.027028919757926416116468501969937196448
f(z) = -50/9*z^3 + 289/72*z + 1
*
-3/10 | 0.10241759141873440414577657000274805340 | 0.017956082980690403424142307560636048442
f(z) = -50/13*z^3 + 287/78*z + 1
*
[ -4/5 ] 
f(z) = -50/17*z^3 + 281/68*z + 1
*
[ -4/5 ] 
f(z) = -50/19*z^3 + 299/76*z + 1
*
-1/21 | 0.14212503000646083086610126506220575181 | 0.023341104050580831373635628887759792599
f(z) = -49/8*z^3 + 289/72*z + 1
*
0 | 0.15755299434834660658059862119479052655 | 0.026988740877002006804885602325987395553
f(z) = -49/9*z^3 + 298/63*z + 1
*
0 | 0.15539265400787080784689654213169975448 | 0.026618675770360334872059456205646009286
f(z) = -49/10*z^3 + 293/70*z + 1
*
[ -5/7 ] 
f(z) = -49/13*z^3 + 281/65*z + 1
*
[ -8/21 ] 
f(z) = -49/16*z^3 + 293/72*z + 1
*
[ -2/3 ] 
f(z) = -48/11*z^3 + 293/66*z + 1
*
0 | 0.14177449471013517620234917079674606581 | 0.024870782928530270513877607831443062903
f(z) = -48/11*z^3 + 299/66*z + 1
*
[ -1/3 ] 
f(z) = -47/7*z^3 + 299/63*z + 1
*
[ -1/3 ] 
f(z) = -46/7*z^3 + 298/63*z + 1
*
-3/5 | 0.18486773485384872007950326637427072626 | 0.028376958988975610076303306137419992083
f(z) = -45/4*z^3 + 283/60*z + 1
*
0 | 0.13944037673841521747775367060751532036 | 0.023225016590063192835792506497819545767
f(z) = -45/7*z^3 + 293/63*z + 1
*
0 | 0.093042176106932546331232039434469575126 | 0.015496989711329210511944119788713250156
f(z) = -45/8*z^3 + 293/72*z + 1
*
0 | 0.13589795771755525125198069213228584245 | 0.024072134621315374062229419568399871028
f(z) = -45/13*z^3 + 283/78*z + 1
*
[ -2/5 ] 
f(z) = -45/14*z^3 + 281/70*z + 1
*
[ -1/3 ] 
f(z) = -44/7*z^3 + 296/63*z + 1
*
[ -6/11 ] 
f(z) = -44/9*z^3 + 283/66*z + 1
*
[ 5/4 ] 
f(z) = -44/15*z^3 + 287/60*z + 1
*
[ -1/3 ] 
f(z) = -43/7*z^3 + 295/63*z + 1
*
-3/7 | 0.13832911366111914460832510081417618700 | 0.021692808048916666796023322003403145799
f(z) = -42/5*z^3 + 283/70*z + 1
*
-2/7 | 0.089408624558779199878037805178977506159 | 0.014021084059157139928375426400356266531
f(z) = -42/5*z^3 + 293/70*z + 1
*
[ -1/3 ] 
f(z) = -41/7*z^3 + 293/63*z + 1
*
3/4 | 0.096248152695691546376522543197987714499 | 0.014629043578697110019941732955032576128
f(z) = -60/7*z^3 + 293/84*z + 1
*
[ 8/11 ] 
f(z) = -55/8*z^3 + 287/88*z + 1
*
9/11 | 0.18819988461106805381241330801098048341 | 0.029382228259962224584677980019653770058
f(z) = -55/9*z^3 + 284/99*z + 1
*
0 | 0.13177336418560217514822977817767698272 | 0.023226838658763660083482684614123762734
f(z) = -55/16*z^3 + 291/80*z + 1
*
2/3 | 0.20137354776420550980403837537698446066 | 0.029433625502128153269955791195518215111
f(z) = -52/5*z^3 + 281/90*z + 1
*
-10/21 | 0.17653314251963813167862082530700235326 | 0.028991926670056476700990248885896356677
f(z) = -49/10*z^3 + 289/90*z + 1
*
0 | 0.16863431728078509165454220596732760682 | 0.028886965372416687581756286310804496946
f(z) = -49/12*z^3 + 283/84*z + 1
*
0 | 0.12423527145261032731255041080080084835 | 0.021281433354450818832729928697773854246
f(z) = -49/12*z^3 + 295/84*z + 1
*
0 | 0.10179316926343389935522471269909366725 | 0.016954544301995208862098491436956439739
f(z) = -45/11*z^3 + 284/99*z + 1
*
[ 17/15 ] 
f(z) = -45/17*z^3 + 299/85*z + 1
*
[ 2/3 ] 
f(z) = -43/5*z^3 + 299/90*z + 1
*
[ 2/3 ] 
f(z) = -41/5*z^3 + 283/90*z + 1
*
-2/3 | 0.12472318556229534691437112951358708032 | 0.021100909585181828903565072250219071044
f(z) = -41/10*z^3 + 299/90*z + 1
*
[ 17/18 ] 
f(z) = -54/17*z^3 + 283/102*z + 1
*
-17/18 | 0.17025187649248042592565948190199745695 | 0.029451553425155742224662122262433239947
f(z) = -54/17*z^3 + 295/102*z + 1
*
0 | 0.14356771561804486553930973342081384974 | 0.024593070357975008010291143667762841185
f(z) = -49/15*z^3 + 283/105*z + 1
*
-2/3 | 0.16330590135273178820939148783353590259 | 0.028837549180426461455845221658408394784
f(z) = -48/17*z^3 + 281/102*z + 1
*
-2/3 | 0.16387426683967546390617748922589458740 | 0.029027687233775385438889403283371437444
f(z) = -42/19*z^3 + 283/114*z + 1
*
0 | 0.086736715505237020625991621559243797589 | 0.014207969410771507051089342369324304886
f(z) = -56/15*z^3 + 283/120*z + 1
*
-1/4 | 0.21223487133536943451899095970165126314 | 0.029612634254251595251837230567841828231
f(z) = -54/5*z^3 + 281/120*z + 1
*
-13/36 | 0.12484704652473985094068519602930496502 | 0.017419615839748818556786060847028032267
f(z) = -54/5*z^3 + 289/120*z + 1
*
[ 5/6 ] 
f(z) = -52/15*z^3 + 298/135*z + 1
*
[ 7/10 ] 
f(z) = -50/9*z^3 + 289/126*z + 1
*
[ 5/9 ] 
f(z) = -48/5*z^3 + 292/135*z + 1
*
-7/9 | 0.16542390726758945074563166084171504629 | 0.027552801280006821118919187871678265081
f(z) = -45/14*z^3 + 281/126*z + 1
*
0 | 0.12880791447600360947536689233111627425 | 0.021454086833462070766619476175617679951
f(z) = -45/14*z^3 + 293/126*z + 1
*
[ 2/3 ] 
f(z) = -44/7*z^3 + 289/126*z + 1
*
[ 2/3 ] 
f(z) = -43/7*z^3 + 281/126*z + 1
*
[ 5/8 ] 
f(z) = -48/7*z^3 + 291/140*z + 1
*
-1/6 | 0.17251826469220665058846304937336827958 | 0.027142124378887358874184079715116022327
f(z) = -48/13*z^3 + 289/156*z + 1
*
[ 3/5 ] 
f(z) = -43/6*z^3 + 287/150*z + 1
*
-3/8 | 0.22323672632361622374186878027750833971 | 0.027728847498893511808964025283322405073
f(z) = -56/9*z^3 + 283/168*z + 1
*
[ 11/16 ] 
f(z) = -48/11*z^3 + 283/176*z + 1
*
[ 2/3 ] 
f(z) = -47/9*z^3 + 295/162*z + 1
*
-8/23 | 0.098354765934414131456806704125946396776 | 0.014123040016485429254259761806145225638
f(z) = -46/7*z^3 + 289/161*z + 1
*
[ 2/3 ] 
f(z) = -46/9*z^3 + 287/162*z + 1
*
[ 15/22 ] 
f(z) = -44/9*z^3 + 298/165*z + 1
*
-13/30 | 0.18653288219260418239171591284025114286 | 0.027421649093097634266985768604183227837
f(z) = -60/13*z^3 + 289/195*z + 1
*
0 | 0.16233735780729097726977763702210714151 | 0.025344507049354853097472517840216912327
f(z) = -55/18*z^3 + 281/198*z + 1
*
[ 2/3 ] 
f(z) = -49/11*z^3 + 293/198*z + 1
*
[ 3/4 ] 
f(z) = -52/17*z^3 + 283/204*z + 1
*
0 | 0.17016923971306048902324533691102027905 | 0.026772554650911892009733366252971379557
f(z) = -48/17*z^3 + 287/204*z + 1
*
0 | 0.17430536922504825714628153013603530045 | 0.026755649480791324817456438162022052282
f(z) = -45/14*z^3 + 283/210*z + 1
*
0 | 0.17260631758143518158935687716656865928 | 0.026661914091118424401324644981935863024
f(z) = -54/19*z^3 + 287/228*z + 1
*
14/17 | 0.19561787363172886937852778042428727836 | 0.028916000972521037021451509799800146004
f(z) = -51/14*z^3 + 299/238*z + 1
*
[ 2/3 ] 
f(z) = -50/13*z^3 + 283/234*z + 1
*
-5/21 | 0.083849965691567410521652642554725574376 | 0.012363254387245480846971889514902502043
f(z) = -42/11*z^3 + 281/231*z + 1
*
-1/3 | 0.14446304441150937253563557293389384820 | 0.021300347029182494657055304191782517657
f(z) = -42/11*z^3 + 296/231*z + 1
*
0 | 0.16132285138889432035792445712065459111 | 0.025298692057381618134891926356594666179
f(z) = -42/17*z^3 + 299/238*z + 1
*
25/28 | 0.17289863963545040369704936651119509798 | 0.025943581660052367116155916078598661186
f(z) = -49/15*z^3 + 289/240*z + 1
*
[ 3/4 ] 
f(z) = -41/15*z^3 + 289/240*z + 1
*
[ 2/3 ] 
f(z) = -53/15*z^3 + 289/270*z + 1
*
[ 2/3 ] 
f(z) = -52/15*z^3 + 281/270*z + 1
*
[ 3/4 ] 
f(z) = -58/27*z^3 + 7/8*z + 1
*
[ -3/2 ] 
f(z) = -58/27*z^3 + 13/2*z + 1
*
[ 3/2 ] 
f(z) = -56/27*z^3 + 5*z + 1
*
[ 3/4 ] 
f(z) = -56/27*z^3 + 5/6*z + 1
*
[ -3/2 ] 
f(z) = -56/27*z^3 + 19/3*z + 1
*
[ 3/4 ] 
f(z) = -55/27*z^3 + 13/16*z + 1
*
[ -3/5 ] 
f(z) = -55/27*z^3 + 17/5*z + 1
*
[ 3 ] 
f(z) = -55/27*z^3 + 19*z + 1
*
[ 5/6 ] 
f(z) = -54/25*z^3 + 13/10*z + 1
*
[ -3 ] 
f(z) = -53/27*z^3 + 19*z + 1
*
[ 3/2 ] 
f(z) = -53/27*z^3 + 19/4*z + 1
*
[ 3/4 ] 
f(z) = -52/27*z^3 + 3/4*z + 1
*
[ -3/2 ] 
f(z) = -52/27*z^3 + 6*z + 1
*
[ 3/2 ] 
f(z) = -52/27*z^3 + 14/3*z + 1
*
[ 3 ] 
f(z) = -52/27*z^3 + 18*z + 1
*
-6/5 | 0.11714211675058762448136916045871299919 | 0.026656837439121393374873371747933121366
f(z) = -50/27*z^3 + 3*z + 1
*
-3/10 | 0.051204385731766112857580837879743299784 | 0.011118891086275812096420813301570023450
f(z) = -50/27*z^3 + 3/2*z + 1
*
3/20 | 0.052811897190820779333992788586444097579 | 0.0088145221882874256978871965080510968732
f(z) = -50/27*z^3 + 3/8*z + 1
*
6/5 | 0.074231188032383277019201824415854604766 | 0.018975140976774277736707932375002242321
f(z) = -50/27*z^3 + 4/3*z + 1
*
3/10 | 0.11475515011333085804072991532339951080 | 0.024918764232099457623164613425361263456
f(z) = -50/27*z^3 + 5/6*z + 1
*
[ -3/5 ] 
f(z) = -50/27*z^3 + 10/3*z + 1
*
-3/5 | 0.10474355635568057158724932703127901057 | 0.022744774270097176976107644714295311516
f(z) = -50/27*z^3 + 11/6*z + 1
*
[ 6/5 ] 
f(z) = -50/27*z^3 + 17/6*z + 1
*
[ -3 ] 
f(z) = -50/27*z^3 + 18*z + 1
*
[ 6/7 ] 
f(z) = -49/24*z^3 + 4/3*z + 1
*
-6/7 | 0.039739615749639660324226443943138309186 | 0.010211061330075329501410240228564711744
f(z) = -49/24*z^3 + 5/3*z + 1
*
-2/7 | 0.10846993254273777920615217495418271206 | 0.026081505627494697151770705911844678804
f(z) = -49/24*z^3 + 8/3*z + 1
*
[ 5/7 ] 
f(z) = -49/25*z^3 + 3/5*z + 1
*
[ -5/7 ] 
f(z) = -49/25*z^3 + 17/5*z + 1
*
-6/7 | 0.067907405902156789070918900797050512131 | 0.017023734642570373343343778685756726779
f(z) = -49/27*z^3 + 2*z + 1
*
-3/7 | 0.064650945227860983893122457526967753030 | 0.016612006792617651816578801527423783821
f(z) = -49/27*z^3 + 2/3*z + 1
*
12/7 | 0.14050696029263973826803547444389247720 | 0.028644054948817658476504468090422628507
f(z) = -49/27*z^3 + 5*z + 1
*
-6/7 | 0.15404843298970419435093755403048533423 | 0.029186261181404975290668742796659932136
f(z) = -49/27*z^3 + 5/4*z + 1
*
6/7 | 0.068999495312775922395593712619080752438 | 0.013072754149458962583910719841433937684
f(z) = -49/27*z^3 + 5/12*z + 1
*
[ -6/7 ] 
f(z) = -49/27*z^3 + 7/2*z + 1
*
[ 6/7 ] 
f(z) = -49/27*z^3 + 7/6*z + 1
*
[ -3/7 ] 
f(z) = -49/27*z^3 + 11/3*z + 1
*
-6/7 | 0.081669469982831987133421727427165250904 | 0.014343749932712107599009348263859547511
f(z) = -49/27*z^3 + 11/4*z + 1
*
[ 3/4 ] 
f(z) = -49/27*z^3 + 11/16*z + 1
*
[ 3 ] 
f(z) = -49/27*z^3 + 17*z + 1
*
12/7 | 0.069221074764542323240875585180152756765 | 0.011293931749966611939191872566007662343
f(z) = -49/27*z^3 + 17/4*z + 1
*
[ -4/7 ] 
f(z) = -49/32*z^3 + 13/4*z + 1
*
-8/7 | 0.10419277465236537471631387675625309513 | 0.025447974167522777782804247612636357733
f(z) = -49/32*z^3 + 15/8*z + 1
*
[ 8/7 ] 
f(z) = -49/32*z^3 + 17/8*z + 1
*
[ 6/7 ] 
f(z) = -49/36*z^3 + 5/6*z + 1
*
[ -6/7 ] 
f(z) = -49/36*z^3 + 19/6*z + 1
*
[ 5/4 ] 
f(z) = -48/25*z^3 + 16/5*z + 1
*
[ 5/6 ] 
f(z) = -48/25*z^3 + 17/15*z + 1
*
[ -3 ] 
f(z) = -47/27*z^3 + 17*z + 1
*
[ 3/2 ] 
f(z) = -47/27*z^3 + 17/4*z + 1
*
[ 3/4 ] 
f(z) = -46/27*z^3 + 5/8*z + 1
*
[ -3/2 ] 
f(z) = -46/27*z^3 + 11/2*z + 1
*
[ 3 ] 
f(z) = -46/27*z^3 + 16*z + 1
*
[ 2/3 ] 
f(z) = -45/28*z^3 + 3/14*z + 1
*
[ 2/3 ] 
f(z) = -45/32*z^3 + 1/8*z + 1
*
-2/3 | 0.089877098153413800248604673684459048948 | 0.023610472006630842438357268329701709769
f(z) = -45/32*z^3 + 9/8*z + 1
*
[ 4/3 ] 
f(z) = -45/32*z^3 + 11/4*z + 1
*
[ -4/3 ] 
f(z) = -45/32*z^3 + 17/4*z + 1
*
[ 3/2 ] 
f(z) = -44/27*z^3 + 4*z + 1
*
[ 3/4 ] 
f(z) = -44/27*z^3 + 7/12*z + 1
*
[ -3/4 ] 
f(z) = -44/27*z^3 + 13/4*z + 1
*
[ -3 ] 
f(z) = -44/27*z^3 + 16*z + 1
*
[ -3/2 ] 
f(z) = -44/27*z^3 + 16/3*z + 1
*
[ 3/4 ] 
f(z) = -43/27*z^3 + 9/16*z + 1
*
[ 3 ] 
f(z) = -43/27*z^3 + 15*z + 1
*
-2 | 0.062610314851353318720361187061844260770 | 0.012462540578255345310489697155487601220
f(z) = -41/24*z^3 + 19/3*z + 1
*
[ -3 ] 
f(z) = -41/27*z^3 + 15*z + 1
*
[ 3/2 ] 
f(z) = -41/27*z^3 + 15/4*z + 1
*
0 | 0.11600477164272854865895395359811589970 | 0.028332928477267660366709535936808663154
f(z) = -60/23*z^3 + 14/23*z + 1
*
0 | 0.089916604557907737284788617275068276355 | 0.022051693159138720353263909731598943927
f(z) = -59/20*z^3 + 19/20*z + 1
*
0 | 0.095283402275992767526401007195816114957 | 0.023367879164029058518174435765366560533
f(z) = -59/21*z^3 + 17/21*z + 1
*
0 | 0.10283319437515056776660640899935131741 | 0.025219435943830481729978215985555489518
f(z) = -59/22*z^3 + 15/22*z + 1
*
[ 2/3 ] 
f(z) = -59/24*z^3 + 16/27*z + 1
*
0 | 0.094981527087499942448866615173656539584 | 0.023391912370349497704104734129997240907
f(z) = -58/21*z^3 + 16/21*z + 1
*
0 | 0.089306515932397488501866371412944653678 | 0.022088890299981249720241217393673855582
f(z) = -57/20*z^3 + 17/20*z + 1
*
[ 2/3 ] 
f(z) = -57/32*z^3 + 7/24*z + 1
*
0 | 0.094046200881988628529534058497441286280 | 0.023468525459415443853672156880581046279
f(z) = -55/21*z^3 + 13/21*z + 1
*
[ 2/3 ] 
f(z) = -55/24*z^3 + 14/27*z + 1
*
3/10 | 0.12984737022228149683026500626373210352 | 0.018541504572025279745911173893500515250
f(z) = -55/27*z^3 + 17/20*z + 1
*
[ 4/5 ] 
f(z) = -55/32*z^3 + 17/20*z + 1
*
0 | 0.088022443027589375083351553155412197278 | 0.022170269830068458505634411195834038341
f(z) = -53/20*z^3 + 13/20*z + 1
*
[ 2/3 ] 
f(z) = -53/24*z^3 + 13/27*z + 1
*
[ 2/3 ] 
f(z) = -51/20*z^3 + 19/30*z + 1
*
[ 2/3 ] 
f(z) = -51/32*z^3 + 5/24*z + 1
*
[ 3/4 ] 
f(z) = -50/27*z^3 + 17/24*z + 1
*
[ 5/7 ] 
f(z) = -49/20*z^3 + 17/20*z + 1
*
[ 2/3 ] 
f(z) = -49/24*z^3 + 11/27*z + 1
*
15/14 | 0.17883153581725347262635330868637297462 | 0.025964453114008331540580267286914332808
f(z) = -49/27*z^3 + 19/20*z + 1
*
[ 5/7 ] 
f(z) = -49/30*z^3 + 13/30*z + 1
*
6/7 | 0.13205200216050271590351874934159674206 | 0.026461033159800818277997481002963212157
f(z) = -49/32*z^3 + 7/24*z + 1
*
[ 2/3 ] 
f(z) = -47/24*z^3 + 10/27*z + 1
*
[ 2/3 ] 
f(z) = -45/22*z^3 + 9/22*z + 1
*
[ 2/3 ] 
f(z) = -45/26*z^3 + 7/26*z + 1
*
[ 4/5 ] 
f(z) = -45/32*z^3 + 13/20*z + 1
*
[ 2/3 ] 
f(z) = -45/34*z^3 + 3/34*z + 1
*
[ 2/3 ] 
f(z) = -45/38*z^3 + 1/38*z + 1
*
[ 2/3 ] 
f(z) = -43/24*z^3 + 8/27*z + 1
*
[ 5/7 ] 
f(z) = -42/25*z^3 + 16/35*z + 1
*
[ 2/3 ] 
f(z) = -41/24*z^3 + 7/27*z + 1
*
[ 2/3 ] 
f(z) = -57/28*z^3 + 17/42*z + 1
*
[ 2/3 ] 
f(z) = -54/29*z^3 + 19/58*z + 1
*
[ 2/3 ] 
f(z) = -51/28*z^3 + 13/42*z + 1
*
[ 2/3 ] 
f(z) = -45/23*z^3 + 17/46*z + 1
*
[ 2/3 ] 
f(z) = -45/29*z^3 + 11/58*z + 1
*
[ 15/22 ] 
f(z) = -44/27*z^3 + 16/55*z + 1
*
[ 2/3 ] 
f(z) = -55/32*z^3 + 19/72*z + 1
*
[ 2/3 ] 
f(z) = -54/31*z^3 + 17/62*z + 1
*
[ 2/3 ] 
f(z) = -54/35*z^3 + 13/70*z + 1
*
[ 2/3 ] 
f(z) = -54/37*z^3 + 11/74*z + 1
*
[ 2/3 ] 
f(z) = -53/32*z^3 + 17/72*z + 1
*
[ 2/3 ] 
f(z) = -49/32*z^3 + 13/72*z + 1
*
[ 2/3 ] 
f(z) = -47/32*z^3 + 11/72*z + 1
*
[ 2/3 ] 
f(z) = -45/31*z^3 + 9/62*z + 1
*
[ 2/3 ] 
f(z) = -45/37*z^3 + 3/74*z + 1
*
[ 2/3 ] 
f(z) = -43/32*z^3 + 7/72*z + 1
*
[ 2/3 ] 
f(z) = -41/32*z^3 + 5/72*z + 1
*
[ 2/3 ] 
f(z) = -51/38*z^3 + 11/114*z + 1
*
[ 2/3 ] 
f(z) = -41/28*z^3 + 19/126*z + 1
*
[ 2/3 ] 
f(z) = -49/36*z^3 + 17/162*z + 1
*
[ 2/3 ] 
f(z) = -47/36*z^3 + 13/162*z + 1
*
[ 2/3 ] 
f(z) = -43/36*z^3 + 5/162*z + 1
*
[ 2/3 ] 
f(z) = -41/36*z^3 + 1/162*z + 1
*
[ 2/3 ] 
f(z) = -42/31*z^3 + 19/186*z + 1
*
[ 2/3 ] 
f(z) = -48/37*z^3 + 17/222*z + 1
*
[ 2/3 ] 
f(z) = -42/37*z^3 + 1/222*z + 1
*
-2 | 0.069275638233774685496048248157372188876 | 0.012801213821075368316360719689457068971
f(z) = -59/24*z^3 + 28/3*z + 1
*
[ 2 ] 
f(z) = -59/24*z^3 + 31/3*z + 1
*
[ -2 ] 
f(z) = -59/24*z^3 + 34/3*z + 1
*
[ -3 ] 
f(z) = -59/27*z^3 + 21*z + 1
*
[ 3/2 ] 
f(z) = -59/27*z^3 + 21/4*z + 1
*
[ 3 ] 
f(z) = -58/27*z^3 + 20*z + 1
*
[ 3/2 ] 
f(z) = -58/27*z^3 + 31/6*z + 1
*
-4/3 | 0.15411111832047735445541492837977813106 | 0.027349933036328204677306753788824279028
f(z) = -57/32*z^3 + 35/12*z + 1
*
[ 5/4 ] 
f(z) = -56/25*z^3 + 37/10*z + 1
*
[ -3 ] 
f(z) = -56/27*z^3 + 20*z + 1
*
-15/14 | 0.12127084991942889407091324624039657532 | 0.018019913841612295070716038801002444721
f(z) = -56/27*z^3 + 31/14*z + 1
*
-2 | 0.067993645870867290765857807183342996168 | 0.012738765486179375614598859497954444463
f(z) = -55/24*z^3 + 26/3*z + 1
*
-2/5 | 0.11932137297803784964212031617145945611 | 0.021243766374529427403522223884501194844
f(z) = -55/24*z^3 + 28/15*z + 1
*
[ 2 ] 
f(z) = -55/24*z^3 + 29/3*z + 1
*
[ -2 ] 
f(z) = -55/24*z^3 + 32/3*z + 1
*
6/5 | 0.11720655100051457326148302076338482580 | 0.020597389662519512162342195532559179891
f(z) = -55/24*z^3 + 37/15*z + 1
*
[ -3/2 ] 
f(z) = -55/27*z^3 + 25/4*z + 1
*
[ 6/5 ] 
f(z) = -55/27*z^3 + 31/10*z + 1
*
[ 5/3 ] 
f(z) = -54/25*z^3 + 32/5*z + 1
*
[ -5/6 ] 
f(z) = -54/25*z^3 + 37/10*z + 1
*
[ -5/3 ] 
f(z) = -54/25*z^3 + 38/5*z + 1
*
-2 | 0.067317186537270405229595543952937322665 | 0.012705389632242612193456283259342827670
f(z) = -53/24*z^3 + 25/3*z + 1
*
[ 2 ] 
f(z) = -53/24*z^3 + 28/3*z + 1
*
[ -2 ] 
f(z) = -53/24*z^3 + 31/3*z + 1
*
-3/4 | 0.20051679253660189749633194672086801016 | 0.029737556300824630467966909866047347984
f(z) = -53/27*z^3 + 23/16*z + 1
*
-4/3 | 0.14833211509827699368975773430548617698 | 0.026903787448319432464981428121024784608
f(z) = -51/32*z^3 + 31/12*z + 1
*
[ 4/3 ] 
f(z) = -51/32*z^3 + 37/12*z + 1
*
-3/10 | 0.16869691345914960739339584579232607559 | 0.026606838095116456821289204791042789688
f(z) = -50/27*z^3 + 21/2*z + 1
*
[ 9/10 ] 
f(z) = -50/27*z^3 + 25/18*z + 1
*
-3/5 | 0.081112014424903981349116299574064475148 | 0.014576640660381748415511834027307748392
f(z) = -50/27*z^3 + 29/6*z + 1
*
3/2 | 0.18498462847604657156381417144597091266 | 0.027234282720984934781978043853091556527
f(z) = -50/27*z^3 + 33/10*z + 1
*
[ -3/2 ] 
f(z) = -50/27*z^3 + 35/6*z + 1
*
-6/5 | 0.20123574324386983659234958756441666355 | 0.029372399865651360631309718082613888548
f(z) = -50/27*z^3 + 35/8*z + 1
*
-2/7 | 0.11287310771531276112698002116114063758 | 0.028296204346199568094543499832508659578
f(z) = -49/20*z^3 + 27/10*z + 1
*
-2/7 | 0.12854126967347661479206910807665451487 | 0.029865084958039938209969864246562205484
f(z) = -49/20*z^3 + 37/10*z + 1
*
-2 | 0.065883341462308970103129306245265842277 | 0.012633586399636887735608212943585434461
f(z) = -49/24*z^3 + 23/3*z + 1
*
[ 2 ] 
f(z) = -49/24*z^3 + 26/3*z + 1
*
[ -2 ] 
f(z) = -49/24*z^3 + 29/3*z + 1
*
-4/7 | 0.11676149681550613589855775445324550106 | 0.028755851642846572674958196914615857591
f(z) = -49/24*z^3 + 29/12*z + 1
*
-2/7 | 0.13277862676272068944617519444009178474 | 0.023225115164311872858522360226861500852
f(z) = -49/24*z^3 + 38/3*z + 1
*
-3/7 | 0.11702426787842506008978027844639281613 | 0.022535189726901736216944925624243475844
f(z) = -49/27*z^3 + 20/3*z + 1
*
15/7 | 0.087141293819740478151907252062741778265 | 0.016340875489213915345782729585278548540
f(z) = -49/27*z^3 + 23/3*z + 1
*
[ 9/7 ] 
f(z) = -49/27*z^3 + 29/9*z + 1
*
3/14 | 0.11686946754762645061946221594422351084 | 0.021002612802683005036161750897700545821
f(z) = -49/27*z^3 + 29/12*z + 1
*
33/14 | 0.17602366559987169659873448051368598842 | 0.025692441156199174938438857010908188513
f(z) = -49/27*z^3 + 35/4*z + 1
*
-33/28 | 0.081550059294068920439829430662722015661 | 0.011903059128766072970701900213566899808
f(z) = -49/27*z^3 + 35/16*z + 1
*
-12/7 | 0.16179638486952159226414459434781477627 | 0.027856820859445954306758789983778976234
f(z) = -49/27*z^3 + 37/6*z + 1
*
-4/7 | 0.11918797398958632824962897409867483434 | 0.023260892244497600488368673037466305922
f(z) = -49/32*z^3 + 21/4*z + 1
*
[ -8/7 ] 
f(z) = -49/32*z^3 + 31/8*z + 1
*
5/4 | 0.060246663907804426964620475010406576188 | 0.012122520560871847673009783868232876165
f(z) = -48/25*z^3 + 23/15*z + 1
*
[ -5/4 ] 
f(z) = -48/25*z^3 + 24/5*z + 1
*
-2 | 0.065119070268765728748648800924461151127 | 0.012594385812093637568664674410562028586
f(z) = -47/24*z^3 + 22/3*z + 1
*
[ 2 ] 
f(z) = -47/24*z^3 + 25/3*z + 1
*
[ -2 ] 
f(z) = -47/24*z^3 + 28/3*z + 1
*
[ 3/2 ] 
f(z) = -46/27*z^3 + 25/6*z + 1
*
[ -2/3 ] 
f(z) = -45/32*z^3 + 25/8*z + 1
*
-2 | 0.063487260714137943989471119048976428175 | 0.012509376629342676997558087058857942358
f(z) = -43/24*z^3 + 20/3*z + 1
*
[ 2 ] 
f(z) = -43/24*z^3 + 23/3*z + 1
*
[ -2 ] 
f(z) = -43/24*z^3 + 26/3*z + 1
*
[ -3/2 ] 
f(z) = -43/27*z^3 + 21/4*z + 1
*
-2 | 0.083817677799625990378268887033697653778 | 0.016598033226947052273188937305832078807
f(z) = -43/32*z^3 + 39/8*z + 1
*
[ 2 ] 
f(z) = -41/24*z^3 + 22/3*z + 1
*
[ -2 ] 
f(z) = -41/24*z^3 + 25/3*z + 1
*
-2 | 0.082919417050675187701098420458652221838 | 0.016593134833597276612827137143108444321
f(z) = -41/32*z^3 + 37/8*z + 1
*
[ 2/3 ] 
f(z) = -57/20*z^3 + 23/30*z + 1
*
-2/3 | 0.11333281596669826359956026959384991582 | 0.022042052094864568995260191038908306775
f(z) = -57/32*z^3 + 31/24*z + 1
*
[ 5/7 ] 
f(z) = -56/25*z^3 + 26/35*z + 1
*
-4/5 | 0.14670995862222992393142324089974310873 | 0.026119981760192976208357910904613639675
f(z) = -55/32*z^3 + 27/20*z + 1
*
-5/9 | 0.067356570591927008352541814647571561381 | 0.011651887063993856480215983656315496763
f(z) = -54/25*z^3 + 29/30*z + 1
*
-2/3 | 0.10090805733476817731149851976268845446 | 0.020059497584821923715068277676169714204
f(z) = -51/32*z^3 + 29/24*z + 1
*
-3/5 | 0.072838060176676592795498348818108848351 | 0.018619026543455853211578908448840757995
f(z) = -50/21*z^3 + 32/21*z + 1
*
-5/7 | 0.089766894655700300886867871693569550067 | 0.023065529181622208493036874260828584738
f(z) = -49/30*z^3 + 37/30*z + 1
*
[ 6/7 ] 
f(z) = -49/32*z^3 + 23/24*z + 1
*
-6/7 | 0.070721244120225675931568582632399676519 | 0.014171365485947858706198206619976948168
f(z) = -49/32*z^3 + 31/24*z + 1
*
4/15 | 0.15617243807495144996517318153394719693 | 0.028834849149285956367709609136158434084
f(z) = -45/32*z^3 + 27/20*z + 1
*
[ 5/6 ] 
f(z) = -42/25*z^3 + 29/30*z + 1
*
6/11 | 0.18456167325780779471949155312362520027 | 0.023687496981228738283258282489416692650
f(z) = -55/27*z^3 + 23/44*z + 1
*
[ 2/3 ] 
f(z) = -54/23*z^3 + 25/46*z + 1
*
[ 2/3 ] 
f(z) = -54/25*z^3 + 23/50*z + 1
*
[ 3/4 ] 
f(z) = -53/27*z^3 + 37/48*z + 1
*
[ 7/10 ] 
f(z) = -50/21*z^3 + 31/42*z + 1
*
0 | 0.10957920148623732531863128696164339311 | 0.023794821268418740928539150425247302964
f(z) = -50/21*z^3 + 37/42*z + 1
*
[ 3/4 ] 
f(z) = -47/27*z^3 + 31/48*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.023908195464169308962702779562873429210
f(z) = -46/21*z^3 + 29/42*z + 1
*
-2/3 | 0.089442563628367392202261411250862063589 | 0.016514199698359202854412008271488880528
f(z) = -45/32*z^3 + 29/40*z + 1
*
[ 3/4 ] 
f(z) = -41/27*z^3 + 25/48*z + 1
*
[ 2/3 ] 
f(z) = -59/32*z^3 + 23/72*z + 1
*
[ 2/3 ] 
f(z) = -57/26*z^3 + 37/78*z + 1
*
[ 3/4 ] 
f(z) = -56/39*z^3 + 37/78*z + 1
*
[ 2/3 ] 
f(z) = -51/22*z^3 + 35/66*z + 1
*
[ 2/3 ] 
f(z) = -51/26*z^3 + 29/78*z + 1
*
3/10 | 0.13321705618370763847879926799718536790 | 0.028927716197989849490561403730999331507
f(z) = -50/33*z^3 + 31/66*z + 1
*
5/8 | 0.18417372533067321890389065113757442738 | 0.028975866231710299167948956609463123323
f(z) = -48/25*z^3 + 29/60*z + 1
*
[ 2/3 ] 
f(z) = -41/20*z^3 + 37/90*z + 1
*
[ 2/3 ] 
f(z) = -57/34*z^3 + 25/102*z + 1
*
9/14 | 0.13321874193948224756522731219904256437 | 0.025239834778220574990088330929595928678
f(z) = -49/33*z^3 + 37/132*z + 1
*
[ 2/3 ] 
f(z) = -47/28*z^3 + 31/126*z + 1
*
[ 2/3 ] 
f(z) = -43/28*z^3 + 23/126*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.022115481676503625761349736129173050981
f(z) = -52/35*z^3 + 33/140*z + 1
*
[ 2/3 ] 
f(z) = -42/25*z^3 + 37/150*z + 1
*
[ 2/3 ] 
f(z) = -59/36*z^3 + 37/162*z + 1
*
[ 2/3 ] 
f(z) = -55/36*z^3 + 29/162*z + 1
*
[ 2/3 ] 
f(z) = -53/36*z^3 + 25/162*z + 1
*
0 | 0.17909325430560899787748565776294873800 | 0.029829550806644275473101306324907117450
f(z) = -45/38*z^3 + 22/171*z + 1
*
[ 2/3 ] 
f(z) = -42/29*z^3 + 25/174*z + 1
*
[ 2/3 ] 
f(z) = -48/31*z^3 + 35/186*z + 1
*
[ 2/3 ] 
f(z) = -51/35*z^3 + 31/210*z + 1
*
[ 2/3 ] 
f(z) = -48/35*z^3 + 23/210*z + 1
*
[ 2/3 ] 
f(z) = -51/37*z^3 + 25/222*z + 1
*
[ 2/3 ] 
f(z) = -43/30*z^3 + 37/270*z + 1
*
[ 2/3 ] 
f(z) = -41/30*z^3 + 29/270*z + 1
*
[ -3/4 ] 
f(z) = -59/27*z^3 + 57/16*z + 1
*
-2 | 0.089685013687564563015475195980647984344 | 0.016627958255704427181271383679769740283
f(z) = -59/32*z^3 + 55/8*z + 1
*
[ 4/3 ] 
f(z) = -57/32*z^3 + 41/12*z + 1
*
-2 | 0.089051093136968689752396814647619591685 | 0.016624597938062959855960420769552116509
f(z) = -57/32*z^3 + 53/8*z + 1
*
[ -4/3 ] 
f(z) = -57/32*z^3 + 59/12*z + 1
*
[ -5/4 ] 
f(z) = -56/25*z^3 + 53/10*z + 1
*
-3/4 | 0.19517031772225183966193112274034901993 | 0.027311886641236462800531083531254234065
f(z) = -56/27*z^3 + 47/14*z + 1
*
[ 3 ] 
f(z) = -56/27*z^3 + 58/3*z + 1
*
-2/5 | 0.16528398609356843675425435222936506758 | 0.028298943128090910377636739171989740536
f(z) = -55/24*z^3 + 43/15*z + 1
*
-6/5 | 0.14224050040773211953659152394987874192 | 0.023988255673042207306185371961563710439
f(z) = -55/24*z^3 + 47/15*z + 1
*
[ 6/5 ] 
f(z) = -55/24*z^3 + 52/15*z + 1
*
[ -2/5 ] 
f(z) = -55/24*z^3 + 58/15*z + 1
*
[ -3/11 ] 
f(z) = -55/27*z^3 + 53/11*z + 1
*
[ -3 ] 
f(z) = -55/27*z^3 + 59/3*z + 1
*
[ 3/2 ] 
f(z) = -55/27*z^3 + 59/12*z + 1
*
-2 | 0.088393446935036148361438795603881854840 | 0.016621183244709137016475806582049933573
f(z) = -55/32*z^3 + 51/8*z + 1
*
[ 2 ] 
f(z) = -55/32*z^3 + 59/8*z + 1
*
[ -5/9 ] 
f(z) = -54/25*z^3 + 52/15*z + 1
*
[ 3 ] 
f(z) = -53/27*z^3 + 55/3*z + 1
*
[ -3/4 ] 
f(z) = -53/27*z^3 + 55/16*z + 1
*
-2 | 0.087710121218593719099905718467502677772 | 0.016617699099280414694460919326517303723
f(z) = -53/32*z^3 + 49/8*z + 1
*
[ 2 ] 
f(z) = -53/32*z^3 + 57/8*z + 1
*
[ -3/4 ] 
f(z) = -52/27*z^3 + 41/12*z + 1
*
[ -3 ] 
f(z) = -52/27*z^3 + 56/3*z + 1
*
-2 | 0.086998894799087754961142478369165502164 | 0.016614123753616592867179309104862062992
f(z) = -51/32*z^3 + 47/8*z + 1
*
[ 2 ] 
f(z) = -51/32*z^3 + 55/8*z + 1
*
[ -4/3 ] 
f(z) = -51/32*z^3 + 55/12*z + 1
*
[ 12/5 ] 
f(z) = -50/27*z^3 + 45/4*z + 1
*
[ 3 ] 
f(z) = -50/27*z^3 + 52/3*z + 1
*
[ 9/5 ] 
f(z) = -50/27*z^3 + 58/9*z + 1
*
[ -2/7 ] 
f(z) = -49/20*z^3 + 47/10*z + 1
*
[ 10/7 ] 
f(z) = -49/20*z^3 + 53/10*z + 1
*
[ -4/7 ] 
f(z) = -49/24*z^3 + 41/12*z + 1
*
-4/7 | 0.11860134265044911367291860568472696018 | 0.025432162886010880069121677637691450995
f(z) = -49/24*z^3 + 53/12*z + 1
*
-10/7 | 0.14614845401577447714463416892566187220 | 0.023803127367074457372938251818161814638
f(z) = -49/24*z^3 + 58/15*z + 1
*
[ 10/7 ] 
f(z) = -49/25*z^3 + 43/10*z + 1
*
[ -10/7 ] 
f(z) = -49/25*z^3 + 57/10*z + 1
*
[ -9/7 ] 
f(z) = -49/27*z^3 + 43/9*z + 1
*
[ -15/7 ] 
f(z) = -49/27*z^3 + 49/5*z + 1
*
[ -3 ] 
f(z) = -49/27*z^3 + 53/3*z + 1
*
[ 3/2 ] 
f(z) = -49/27*z^3 + 53/12*z + 1
*
-4/7 | 0.12545968449376782108284585871726247106 | 0.026902824709809086307727470406017091319
f(z) = -49/30*z^3 + 53/15*z + 1
*
-2 | 0.086257224837347481877178283133700988879 | 0.016610425873760285223788987307833961056
f(z) = -49/32*z^3 + 45/8*z + 1
*
-12/7 | 0.17857636599820933491468362129593567853 | 0.029905968083368415067140493774523248298
f(z) = -49/32*z^3 + 49/12*z + 1
*
[ 2 ] 
f(z) = -49/32*z^3 + 53/8*z + 1
*
[ 12/7 ] 
f(z) = -49/32*z^3 + 59/12*z + 1
*
[ -3/7 ] 
f(z) = -49/36*z^3 + 43/12*z + 1
*
-2/7 | 0.11029190106743503916360807090523308376 | 0.024275752807817806993748850081936151225
f(z) = -49/36*z^3 + 47/18*z + 1
*
[ 12/7 ] 
f(z) = -49/36*z^3 + 53/12*z + 1
*
[ -5/6 ] 
f(z) = -48/25*z^3 + 53/15*z + 1
*
[ -5/12 ] 
f(z) = -48/25*z^3 + 56/15*z + 1
*
[ 3 ] 
f(z) = -47/27*z^3 + 49/3*z + 1
*
[ -3/4 ] 
f(z) = -47/27*z^3 + 53/16*z + 1
*
-2 | 0.085482177091994770466718569615045762528 | 0.016606560235672628533531062474055489760
f(z) = -47/32*z^3 + 43/8*z + 1
*
[ 2 ] 
f(z) = -47/32*z^3 + 51/8*z + 1
*
[ -2 ] 
f(z) = -47/32*z^3 + 59/8*z + 1
*
[ -3 ] 
f(z) = -46/27*z^3 + 50/3*z + 1
*
[ -2/3 ] 
f(z) = -45/28*z^3 + 45/14*z + 1
*
[ 2 ] 
f(z) = -45/32*z^3 + 49/8*z + 1
*
[ -2 ] 
f(z) = -45/32*z^3 + 57/8*z + 1
*
[ 5/2 ] 
f(z) = -44/25*z^3 + 58/5*z + 1
*
[ 3 ] 
f(z) = -44/27*z^3 + 46/3*z + 1
*
[ -3 ] 
f(z) = -43/27*z^3 + 47/3*z + 1
*
[ 3/2 ] 
f(z) = -43/27*z^3 + 47/12*z + 1
*
[ 2 ] 
f(z) = -43/32*z^3 + 47/8*z + 1
*
[ -2 ] 
f(z) = -43/32*z^3 + 55/8*z + 1
*
[ 3 ] 
f(z) = -41/27*z^3 + 43/3*z + 1
*
[ -3/4 ] 
f(z) = -41/27*z^3 + 51/16*z + 1
*
[ 2 ] 
f(z) = -41/32*z^3 + 45/8*z + 1
*
[ -2 ] 
f(z) = -41/32*z^3 + 53/8*z + 1
*
-1/2 | 0.11138064428863800215890110801847753559 | 0.027794206056808490093986127312255507924
f(z) = -52/21*z^3 + 55/21*z + 1
*
-3/5 | 0.11142047548418153459751249740848431315 | 0.028063547444423650697418374379126742547
f(z) = -50/21*z^3 + 53/21*z + 1
*
6/5 | 0.065869800092490483820974022888632405835 | 0.010993939724517798497120382708485912361
f(z) = -50/27*z^3 + 41/24*z + 1
*
[ 6/7 ] 
f(z) = -49/20*z^3 + 49/30*z + 1
*
-5/7 | 0.10762002513795830247903923023194143662 | 0.027106325550171783628082386426198971345
f(z) = -49/20*z^3 + 53/20*z + 1
*
9/7 | 0.070519712931500773217568474083337365556 | 0.017294681876410335994525100761590975644
f(z) = -49/22*z^3 + 59/22*z + 1
*
8/7 | 0.095722620665406247418281382728707147669 | 0.024595848043620356317890310372406850870
f(z) = -49/24*z^3 + 43/24*z + 1
*
[ 15/14 ] 
f(z) = -49/27*z^3 + 43/20*z + 1
*
4/3 | 0.088520135993071629980621534480918730877 | 0.021709214743171439205869344472376038665
f(z) = -45/28*z^3 + 59/28*z + 1
*
-4/9 | 0.17030925826556541963903712936697177969 | 0.027980213808891812600172169707050445622
f(z) = -45/32*z^3 + 55/36*z + 1
*
-4/15 | 0.14929084645292806798856297717673660892 | 0.024383997025023746230833376307111098605
f(z) = -45/32*z^3 + 57/20*z + 1
*
-1/2 | 0.11555154661615831828015653063617373146 | 0.029104043010474061500624494397229045566
f(z) = -44/21*z^3 + 53/21*z + 1
*
[ 5/4 ] 
f(z) = -44/25*z^3 + 59/20*z + 1
*
[ 3/4 ] 
f(z) = -59/27*z^3 + 43/48*z + 1
*
0 | 0.10865796985853527015124309762457001387 | 0.022858085255608854399116422490849701805
f(z) = -58/21*z^3 + 53/42*z + 1
*
-3/14 | 0.12845984428211078304960273012645445640 | 0.019275504232985462091960183981607779879
f(z) = -56/27*z^3 + 53/42*z + 1
*
0 | 0.13554654046050888104756834744720988799 | 0.029184998292363357781447306174830683493
f(z) = -52/21*z^3 + 41/42*z + 1
*
[ 5/6 ] 
f(z) = -52/25*z^3 + 56/45*z + 1
*
4/5 | 0.12504728398794242081912071229763848427 | 0.027153672706476125856221182517926746257
f(z) = -50/21*z^3 + 43/42*z + 1
*
15/28 | 0.16753948309744077218971449435737841590 | 0.025139435857829703941830432231024038241
f(z) = -49/27*z^3 + 41/48*z + 1
*
-8/15 | 0.13984808420499252569219740576027088754 | 0.025820807189629021371002498381720224550
f(z) = -45/32*z^3 + 51/40*z + 1
*
[ 5/6 ] 
f(z) = -44/25*z^3 + 46/45*z + 1
*
[ 2/3 ] 
f(z) = -57/22*z^3 + 43/66*z + 1
*
0 | 0.13720539709177118830084419265486697617 | 0.026685020438229097563742272999563996914
f(z) = -57/25*z^3 + 46/75*z + 1
*
[ 3/4 ] 
f(z) = -56/33*z^3 + 41/66*z + 1
*
0 | 0.14188998036968802153255382860656938797 | 0.025261841350208258856080832425161600707
f(z) = -55/26*z^3 + 53/65*z + 1
*
0 | 0.095442794389452356397734563288057160424 | 0.018973058783525072605450464166466277420
f(z) = -51/20*z^3 + 53/60*z + 1
*
[ 6/7 ] 
f(z) = -49/39*z^3 + 59/78*z + 1
*
[ 3/4 ] 
f(z) = -48/23*z^3 + 58/69*z + 1
*
-5/8 | 0.17952000814441978351455394773532747166 | 0.028243701606017988531316892508219813796
f(z) = -48/25*z^3 + 41/60*z + 1
*
-5/24 | 0.076727461712544991981451288283728641737 | 0.012071454073536660775525420650541164229
f(z) = -48/25*z^3 + 53/60*z + 1
*
[ 3/4 ] 
f(z) = -48/25*z^3 + 56/75*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.029461370767376268122253171836221945446
f(z) = -46/33*z^3 + 59/66*z + 1
*
2/3 | 0.059480453932183605444490462816308738088 | 0.010982154966694177593763547127192071441
f(z) = -45/28*z^3 + 43/70*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.022468518688594467398566524485297155861
f(z) = -57/32*z^3 + 43/96*z + 1
*
[ 8/11 ] 
f(z) = -55/32*z^3 + 47/88*z + 1
*
0 | 0.10811185503559399735958219545531229885 | 0.021491539449445867662123951384760771813
f(z) = -51/28*z^3 + 41/84*z + 1
*
0 | 0.14546006540936029553382645536164942909 | 0.027454011405158716636337597790735124829
f(z) = -50/21*z^3 + 53/84*z + 1
*
[ 2/3 ] 
f(z) = -49/20*z^3 + 53/90*z + 1
*
[ 3/4 ] 
f(z) = -48/29*z^3 + 52/87*z + 1
*
[ 3/4 ] 
f(z) = -48/31*z^3 + 50/93*z + 1
*
[ 2/3 ] 
f(z) = -47/20*z^3 + 49/90*z + 1
*
[ 2/3 ] 
f(z) = -43/20*z^3 + 41/90*z + 1
*
1/3 | 0.13791155879419941360952967060191469391 | 0.027107409807484280935157947621772769215
f(z) = -54/35*z^3 + 53/105*z + 1
*
[ 9/13 ] 
f(z) = -52/27*z^3 + 56/117*z + 1
*
6/35 | 0.19570456953457323782784481694545670589 | 0.023032221808511506796737431293163769819
f(z) = -49/27*z^3 + 47/100*z + 1
*
[ 3/4 ] 
f(z) = -48/35*z^3 + 46/105*z + 1
*
[ 3/4 ] 
f(z) = -48/37*z^3 + 44/111*z + 1
*
0 | 0.13641990658734543950678200242252001845 | 0.026384359127358410708366593100975387448
f(z) = -44/25*z^3 + 51/100*z + 1
*
[ 4/5 ] 
f(z) = -41/32*z^3 + 57/100*z + 1
*
[ 2/3 ] 
f(z) = -59/28*z^3 + 55/126*z + 1
*
0 | 0.16415447465319686297098781636251175252 | 0.029225772565556947772361873550959462282
f(z) = -55/27*z^3 + 59/135*z + 1
*
[ 2/3 ] 
f(z) = -55/28*z^3 + 47/126*z + 1
*
[ 2/3 ] 
f(z) = -53/28*z^3 + 43/126*z + 1
*
[ 2/3 ] 
f(z) = -48/23*z^3 + 59/138*z + 1
*
-2/5 | 0.16185603922614083101372572354538953248 | 0.024844693374261926981736239143418895327
f(z) = -45/32*z^3 + 47/120*z + 1
*
[ 2/3 ] 
f(z) = -42/23*z^3 + 43/138*z + 1
*
[ 2/3 ] 
f(z) = -48/25*z^3 + 53/150*z + 1
*
5/8 | 0.11141902431353780830142637590399019701 | 0.021192415100607919319005540053032490854
f(z) = -48/35*z^3 + 47/140*z + 1
*
[ 3/4 ] 
f(z) = -44/39*z^3 + 47/156*z + 1
*
0 | 0.14820313520839881793434804783667758927 | 0.028663300254022981838737925201272048670
f(z) = -44/39*z^3 + 59/156*z + 1
*
[ 2/3 ] 
f(z) = -51/29*z^3 + 49/174*z + 1
*
[ 5/7 ] 
f(z) = -49/33*z^3 + 59/165*z + 1
*
[ 5/7 ] 
f(z) = -49/34*z^3 + 57/170*z + 1
*
[ 2/3 ] 
f(z) = -48/29*z^3 + 41/174*z + 1
*
[ 15/22 ] 
f(z) = -44/25*z^3 + 58/165*z + 1
*
[ 2/3 ] 
f(z) = -57/31*z^3 + 59/186*z + 1
*
0 | 0.14261983840130272679146419023276508539 | 0.025391783984316655605873227734608882285
f(z) = -55/39*z^3 + 41/195*z + 1
*
[ 2/3 ] 
f(z) = -51/31*z^3 + 43/186*z + 1
*
[ 5/7 ] 
f(z) = -49/36*z^3 + 53/180*z + 1
*
[ 5/7 ] 
f(z) = -49/37*z^3 + 51/185*z + 1
*
[ 5/7 ] 
f(z) = -49/38*z^3 + 49/190*z + 1
*
[ 5/7 ] 
f(z) = -49/39*z^3 + 47/195*z + 1
*
[ 3/4 ] 
f(z) = -41/36*z^3 + 59/192*z + 1
*
[ 2/3 ] 
f(z) = -57/35*z^3 + 47/210*z + 1
*
0 | 0.073347870429252381891652335133377720482 | 0.012952213014117940877716951682357494326
f(z) = -48/35*z^3 + 43/210*z + 1
*
[ 2/3 ] 
f(z) = -60/37*z^3 + 49/222*z + 1
*
[ 2/3 ] 
f(z) = -57/37*z^3 + 41/222*z + 1
*
[ 2/3 ] 
f(z) = -43/26*z^3 + 55/234*z + 1
*
[ 2/3 ] 
f(z) = -41/26*z^3 + 47/234*z + 1
*
0 | 0.15345073858950494568759899834225381874 | 0.026286026732186842377113317726762676524
f(z) = -49/36*z^3 + 55/252*z + 1
*
13/14 | 0.15450927844928808472925925294776394375 | 0.025875482032908134464004102879571848866
f(z) = -56/39*z^3 + 44/273*z + 1
*
[ 2/3 ] 
f(z) = -47/30*z^3 + 53/270*z + 1
*
[ 3 ] 
f(z) = -59/27*z^3 + 61/3*z + 1
*
[ -3/2 ] 
f(z) = -59/27*z^3 + 79/12*z + 1
*
[ 2 ] 
f(z) = -59/32*z^3 + 63/8*z + 1
*
[ -2 ] 
f(z) = -59/32*z^3 + 71/8*z + 1
*
[ -3 ] 
f(z) = -58/27*z^3 + 62/3*z + 1
*
[ 2 ] 
f(z) = -57/32*z^3 + 61/8*z + 1
*
[ -2 ] 
f(z) = -57/32*z^3 + 69/8*z + 1
*
[ 5/2 ] 
f(z) = -56/25*z^3 + 73/5*z + 1
*
[ -5/2 ] 
f(z) = -56/25*z^3 + 77/5*z + 1
*
-3/4 | 0.15896116916941959861301573809123610283 | 0.021461776348542117525312935898955284054
f(z) = -56/27*z^3 + 61/14*z + 1
*
[ -6/5 ] 
f(z) = -55/24*z^3 + 77/15*z + 1
*
[ -2 ] 
f(z) = -55/32*z^3 + 67/8*z + 1
*
[ -3/2 ] 
f(z) = -53/27*z^3 + 73/12*z + 1
*
[ -2 ] 
f(z) = -53/32*z^3 + 65/8*z + 1
*
[ 5/2 ] 
f(z) = -52/25*z^3 + 68/5*z + 1
*
[ -5/2 ] 
f(z) = -52/25*z^3 + 72/5*z + 1
*
[ -3/8 ] 
f(z) = -52/27*z^3 + 63/16*z + 1
*
[ -2 ] 
f(z) = -51/32*z^3 + 63/8*z + 1
*
[ -9/10 ] 
f(z) = -50/27*z^3 + 65/18*z + 1
*
[ -9/5 ] 
f(z) = -50/27*z^3 + 68/9*z + 1
*
3/20 | 0.11662277757201986097712945316465014431 | 0.015318245035568737465000328261740199003
f(z) = -50/27*z^3 + 75/8*z + 1
*
[ -10/7 ] 
f(z) = -49/20*z^3 + 67/10*z + 1
*
-4/7 | 0.13144780848064990661467868993789500101 | 0.027005008350448736845885242400205280928
f(z) = -49/24*z^3 + 65/12*z + 1
*
[ 10/7 ] 
f(z) = -49/24*z^3 + 67/15*z + 1
*
[ 12/7 ] 
f(z) = -49/24*z^3 + 77/12*z + 1
*
-10/7 | 0.14396813140114674046945463939215873210 | 0.029305565880306350858796384720169443719
f(z) = -49/30*z^3 + 68/15*z + 1
*
[ -2 ] 
f(z) = -49/32*z^3 + 61/8*z + 1
*
[ -12/7 ] 
f(z) = -49/32*z^3 + 73/12*z + 1
*
-2/7 | 0.13148319907371711250734629730831417525 | 0.027012279093661225762091915244821885013
f(z) = -49/36*z^3 + 65/18*z + 1
*
[ 5/2 ] 
f(z) = -48/25*z^3 + 63/5*z + 1
*
[ -5/2 ] 
f(z) = -48/25*z^3 + 67/5*z + 1
*
[ -3/2 ] 
f(z) = -47/27*z^3 + 67/12*z + 1
*
-8/3 | 0.15047718681064228435130796813330092955 | 0.026381999572960991618912982566869095462
f(z) = -45/32*z^3 + 75/8*z + 1
*
[ -5/2 ] 
f(z) = -44/25*z^3 + 62/5*z + 1
*
-2 | 0.083838467348848336356286633999066628013 | 0.016560374037802631408347398234007696161
f(z) = -43/28*z^3 + 79/14*z + 1
*
-2 | 0.070203152212462514961074676348011583659 | 0.013937624145762709564007018977319295645
f(z) = -43/36*z^3 + 77/18*z + 1
*
[ 5/3 ] 
f(z) = -42/25*z^3 + 76/15*z + 1
*
-2 | 0.082925207185996764396150673996853271880 | 0.016463368574534590211575503725288880090
f(z) = -41/20*z^3 + 77/10*z + 1
*
[ -3/2 ] 
f(z) = -41/27*z^3 + 61/12*z + 1
*
-2 | 0.082952648858141165173113850317468194524 | 0.016555315641487520494307209361985264218
f(z) = -41/28*z^3 + 75/14*z + 1
*
-2 | 0.069288076699455647064451767616337309721 | 0.013903199421407042131467457419473149310
f(z) = -41/36*z^3 + 73/18*z + 1
*
-1 | 0.086755125944733656678425685952528783125 | 0.019854940229061457357320779973620213347
f(z) = -59/20*z^3 + 79/20*z + 1
*
-1 | 0.074474696244728309246073946121706827407 | 0.017044418141454500557875843442709288422
f(z) = -58/21*z^3 + 79/21*z + 1
*
-1 | 0.086025368635523327072645500683172104734 | 0.019804148731600573494926602961204779806
f(z) = -57/20*z^3 + 77/20*z + 1
*
-1 | 0.081473124864644456682862756284806529836 | 0.018646091592246408878063031106179598476
f(z) = -57/22*z^3 + 79/22*z + 1
*
[ -2/3 ] 
f(z) = -57/32*z^3 + 79/24*z + 1
*
-1 | 0.093784013888291621762550461118850679178 | 0.021463584657576470919617142504802426186
f(z) = -56/23*z^3 + 79/23*z + 1
*
-1 | 0.073336807286164303581843392700304377819 | 0.016934039000728583747339893620093210114
f(z) = -55/21*z^3 + 76/21*z + 1
*
-1 | 0.093390025354704960327172355989818511414 | 0.021435911618097870285156149126122058767
f(z) = -55/23*z^3 + 78/23*z + 1
*
-1 | 0.064340663375252891499206477719732179631 | 0.014725124443109143182401134889533089885
f(z) = -55/24*z^3 + 79/24*z + 1
*
[ -4/5 ] 
f(z) = -55/32*z^3 + 67/20*z + 1
*
[ 6/5 ] 
f(z) = -55/36*z^3 + 71/30*z + 1
*
-1 | 0.092987302957925168847222670654691069477 | 0.021406875752331371464607406772037012224
f(z) = -54/23*z^3 + 77/23*z + 1
*
-1 | 0.092680876199681342195889633011307286877 | 0.021211118504905157966089261255799759326
f(z) = -54/25*z^3 + 79/25*z + 1
*
-1 | 0.084472185043667316829498043626475044252 | 0.019688377480864230890912866819540847571
f(z) = -53/20*z^3 + 73/20*z + 1
*
-1 | 0.072536762993232965909650441871146967581 | 0.016853082242590534226768687149060702440
f(z) = -53/21*z^3 + 74/21*z + 1
*
-1 | 0.079893648561077738922685910296607390208 | 0.018504659760519761434124497246499961999
f(z) = -53/22*z^3 + 75/22*z + 1
*
-1 | 0.092575442338941180232895483801972290855 | 0.021376389416029123508589256127824638597
f(z) = -53/23*z^3 + 76/23*z + 1
*
-1 | 0.063517436645895207094295822229231622967 | 0.014622532659114747932280423239104135587
f(z) = -53/24*z^3 + 77/24*z + 1
*
-1 | 0.092261086515145287208766528973089419354 | 0.021176785088309216099649004377974867456
f(z) = -53/25*z^3 + 78/25*z + 1
*
-1 | 0.079264108954313375283992395854155371946 | 0.018140532083375315423108109298614860619
f(z) = -53/26*z^3 + 79/26*z + 1
*
-1 | 0.072123165972564945026379596979554376799 | 0.016810126505533483115390740999883760017
f(z) = -52/21*z^3 + 73/21*z + 1
*
[ -1/2 ] 
f(z) = -52/21*z^3 + 76/21*z + 1
*
-1 | 0.092154009775397167289583454937758557896 | 0.021344357494922410575546332039762915331
f(z) = -52/23*z^3 + 75/23*z + 1
*
[ 5/4 ] 
f(z) = -52/25*z^3 + 69/20*z + 1
*
-1 | 0.091831298194829073212508659273760162534 | 0.021140748554902076865353655769149162456
f(z) = -52/25*z^3 + 77/25*z + 1
*
-1 | 0.077934790851739650740173907920592685772 | 0.017836301858537368898591011347717747267
f(z) = -52/27*z^3 + 79/27*z + 1
*
-1 | 0.083643043864909413488801447785481014687 | 0.019622173439626255829612620231435953692
f(z) = -51/20*z^3 + 71/20*z + 1
*
-2/3 | 0.091298712691254280352977580732919102304 | 0.018033975085039744218646286582054759852
f(z) = -51/20*z^3 + 79/30*z + 1
*
-1 | 0.079048266200284194044222392857896094169 | 0.018424196122717806337365127739242498708
f(z) = -51/22*z^3 + 73/22*z + 1
*
-1 | 0.091722539207637426696443721673850712929 | 0.021310676586295399483824916254868122122
f(z) = -51/23*z^3 + 74/23*z + 1
*
-1 | 0.091391009442885305297473624859042703094 | 0.021102894651288525352902386585890263819
f(z) = -51/25*z^3 + 76/25*z + 1
*
-1 | 0.078385651203028528996715100905902297105 | 0.018045387302265046209767328094443232035
f(z) = -51/26*z^3 + 77/26*z + 1
*
-1 | 0.082314843449229379661348472149795833356 | 0.018838728880298647022587781346086538069
f(z) = -51/28*z^3 + 79/28*z + 1
*
[ -2/3 ] 
f(z) = -51/32*z^3 + 77/24*z + 1
*
-1 | 0.071266644978842146879204745585895214454 | 0.016718741973255479585825172999554574942
f(z) = -50/21*z^3 + 71/21*z + 1
*
-1 | 0.091280528871087752027131922575850760319 | 0.021275234068325200611547803096032274415
f(z) = -50/23*z^3 + 73/23*z + 1
*
-1 | 0.077023711327809398923681347286746600767 | 0.017731851187510179210917735832868595736
f(z) = -50/27*z^3 + 77/27*z + 1
*
-1 | 0.090220950207019174050594292433384566806 | 0.020648135245756458813148012127290621979
f(z) = -50/29*z^3 + 79/29*z + 1
*
-1 | 0.082774360422689915367629607321094483327 | 0.019549428039378821457824102490862208695
f(z) = -49/20*z^3 + 69/20*z + 1
*
[ -4/7 ] 
f(z) = -49/20*z^3 + 71/20*z + 1
*
[ -5/7 ] 
f(z) = -49/20*z^3 + 73/20*z + 1
*
-1 | 0.078162267883846876233784589960191320147 | 0.018336415151610808966249753283516692872
f(z) = -49/22*z^3 + 71/22*z + 1
*
-1 | 0.090827437469661206287053810106305351008 | 0.021237907038335303136080118145839187708
f(z) = -49/23*z^3 + 72/23*z + 1
*
-8/7 | 0.11990993279441127050168646311363083601 | 0.029168964253425208203406143260591102943
f(z) = -49/24*z^3 + 61/24*z + 1
*
-3/7 | 0.083139866529921597438806329761520216226 | 0.019916663489633571536526739522036099249
f(z) = -49/24*z^3 + 65/24*z + 1
*
[ 8/7 ] 
f(z) = -49/24*z^3 + 67/24*z + 1
*
10/7 | 0.087773272559312920933122919513182029300 | 0.015344141366254214308213537900656824149
f(z) = -49/25*z^3 + 61/20*z + 1
*
-1 | 0.090476719822177386744480542855287594177 | 0.021021224787012181103983651153828761997
f(z) = -49/25*z^3 + 74/25*z + 1
*
-1 | 0.077461237188099187495262718040575104577 | 0.017941273988743717228502376495015525355
f(z) = -49/26*z^3 + 75/26*z + 1
*
-1 | 0.076550130712487213394465799573573124317 | 0.017676020363661092884116293985671308786
f(z) = -49/27*z^3 + 76/27*z + 1
*
-1 | 0.089735893903276850678272862897149994240 | 0.020597174948563617648328178315769097543
f(z) = -49/29*z^3 + 78/29*z + 1
*
-5/7 | 0.10055474234485279329828895059877436713 | 0.023914885449918517519692483113410934245
f(z) = -49/30*z^3 + 67/30*z + 1
*
[ -6/7 ] 
f(z) = -49/32*z^3 + 79/24*z + 1
*
10/7 | 0.051045336723228341705110791092368819815 | 0.012417149834757447561839341562607469858
f(z) = -49/39*z^3 + 61/39*z + 1
*
-1 | 0.090362679811689601089487868435027315677 | 0.021198561097299536576524100564543405382
f(z) = -48/23*z^3 + 71/23*z + 1
*
[ -5/8 ] 
f(z) = -48/25*z^3 + 67/20*z + 1
*
-1 | 0.090001497735406364395703403711275937925 | 0.020977123538852618033330200050058797068
f(z) = -48/25*z^3 + 73/25*z + 1
*
-1 | 0.089237146904548845276391546530743450908 | 0.020543541489127663138579842131099720329
f(z) = -48/29*z^3 + 77/29*z + 1
*
-1 | 0.088831338300556580391487679474052825576 | 0.020330106068299172341003632320278189998
f(z) = -48/31*z^3 + 79/31*z + 1
*
-1 | 0.081862095917389899800800376847218079953 | 0.019469222444433361947226834392195406630
f(z) = -47/20*z^3 + 67/20*z + 1
*
-1 | 0.069899949624668871657957311162897414521 | 0.016565901642725286930672109449737197124
f(z) = -47/21*z^3 + 68/21*z + 1
*
-1 | 0.077230656395545690855371555429997903179 | 0.018240130783600053158293190811477302687
f(z) = -47/22*z^3 + 69/22*z + 1
*
-1 | 0.089885621813525578426663867240456295058 | 0.021157048953211770568225159543306756272
f(z) = -47/23*z^3 + 70/23*z + 1
*
-1 | 0.060800194475739817416930807917764599003 | 0.014263373330755637256640122197860332259
f(z) = -47/24*z^3 + 71/24*z + 1
*
-1 | 0.089513321813016210736821407659318701560 | 0.020930631319334976343679390030877648652
f(z) = -47/25*z^3 + 72/25*z + 1
*
-1 | 0.076485757988317888472605268771758301514 | 0.017826938824958473460631352592251426997
f(z) = -47/26*z^3 + 73/26*z + 1
*
-1 | 0.075563411720920841494293205366863827960 | 0.017556289248559554310864787768567302473
f(z) = -47/27*z^3 + 74/27*z + 1
*
-1 | 0.080369902140574869272869980169976344583 | 0.018614967783836366916483999710577812789
f(z) = -47/28*z^3 + 75/28*z + 1
*
-1 | 0.088723873957654737148519080746654160319 | 0.020487032330600309618462170310897076311
f(z) = -47/29*z^3 + 76/29*z + 1
*
-1 | 0.055336425226057581185932927608965779197 | 0.012739158376583822451990775820889919310
f(z) = -47/30*z^3 + 77/30*z + 1
*
-1 | 0.088303803983915228565937860458129872086 | 0.020268465829747021521698120821050037219
f(z) = -47/31*z^3 + 78/31*z + 1
*
-1 | 0.079529312842237854157281881991962012720 | 0.018201227140709560266482506095085935135
f(z) = -47/32*z^3 + 79/32*z + 1
*
-1 | 0.069421889120299279609219971389255199741 | 0.016510574114298699822476112328856631963
f(z) = -46/21*z^3 + 67/21*z + 1
*
-1 | 0.089011439460427028362743364175203361227 | 0.020881567940356103261110058177404614423
f(z) = -46/25*z^3 + 71/25*z + 1
*
-1 | 0.075048688531215509375777590237499341922 | 0.017491993470780336579477456491017941879
f(z) = -46/27*z^3 + 73/27*z + 1
*
[ -3/4 ] 
f(z) = -46/27*z^3 + 79/24*z + 1
*
-1 | 0.088195157352324110614350793751482889864 | 0.020427423314915950115106110335903912558
f(z) = -46/29*z^3 + 75/29*z + 1
*
-1 | 0.087759764321997545024654336822803298142 | 0.020203428975082123967639881260613227264
f(z) = -46/31*z^3 + 77/31*z + 1
*
-1 | 0.066959969615096155947031454131542073933 | 0.015324583763435940404548199247754826573
f(z) = -46/33*z^3 + 79/33*z + 1
*
-1 | 0.076248995084813182543981694168299588734 | 0.018134261404311063105017696770252825990
f(z) = -45/22*z^3 + 67/22*z + 1
*
[ -2/3 ] 
f(z) = -45/22*z^3 + 75/22*z + 1
*
-1 | 0.088891788649591635091133962855246119018 | 0.021066862501648547049142587766818248135
f(z) = -45/23*z^3 + 68/23*z + 1
*
-1 | 0.075454457714427702855069886082150919494 | 0.017701178575671018235411376657238666787
f(z) = -45/26*z^3 + 71/26*z + 1
*
-1 | 0.079310847616597533721747034885520647820 | 0.018485397357670643165072167502209225222
f(z) = -45/28*z^3 + 73/28*z + 1
*
-1 | 0.087649985271864583478675583116614413027 | 0.020364465539858594225826886561669374819
f(z) = -45/29*z^3 + 74/29*z + 1
*
-1 | 0.087198082673338358838418885242723490641 | 0.020134715259927124512320455358114661159
f(z) = -45/31*z^3 + 76/31*z + 1
*
[ -4/5 ] 
f(z) = -45/32*z^3 + 63/20*z + 1
*
28/15 | 0.093985455054327519028935221185449524117 | 0.014754617898722518205769502366939415483
f(z) = -45/32*z^3 + 73/20*z + 1
*
-1 | 0.078406476767242810505236624658084383228 | 0.018050181615589834677696334869994821046
f(z) = -45/32*z^3 + 77/32*z + 1
*
-1 | 0.073641161294927762004048757131816680330 | 0.016853653775350456668091408590859218329
f(z) = -45/34*z^3 + 79/34*z + 1
*
-1 | 0.068423832331767547945056822746360241255 | 0.016391347497923496765121747228946183674
f(z) = -44/21*z^3 + 65/21*z + 1
*
[ -1/2 ] 
f(z) = -44/21*z^3 + 74/21*z + 1
*
-1 | 0.088373444544506941044081466178500180746 | 0.021017813320515092184739444946839598591
f(z) = -44/23*z^3 + 67/23*z + 1
*
-1 | 0.087963186172557963843498047872511490197 | 0.020774911088573305590481036278594711999
f(z) = -44/25*z^3 + 69/25*z + 1
*
-1 | 0.073971960289161183168694325580954391604 | 0.017353393269706286324127991689660861763
f(z) = -44/27*z^3 + 71/27*z + 1
*
[ -6/11 ] 
f(z) = -44/27*z^3 + 73/22*z + 1
*
-1 | 0.087087237948643348027275099014991014575 | 0.020297881647223645774458583867096506021
f(z) = -44/29*z^3 + 73/29*z + 1
*
-1 | 0.086617493890902724637495347127730321009 | 0.020062010968678087636839428109767674335
f(z) = -44/31*z^3 + 75/31*z + 1
*
-1 | 0.085601553406362670829473179083270889065 | 0.019590931462434417616582482614569647220
f(z) = -44/35*z^3 + 79/35*z + 1
*
-1 | 0.079887179507077523263993544775039734418 | 0.019281820356504636704948536702411734700
f(z) = -43/20*z^3 + 63/20*z + 1
*
-1 | 0.067903303303128716180802162559211593213 | 0.016327293155900494531825792536903920353
f(z) = -43/21*z^3 + 64/21*z + 1
*
-1 | 0.075209310168662495571610133782552620886 | 0.018016850212017531884780285370504520241
f(z) = -43/22*z^3 + 65/22*z + 1
*
-1 | 0.087839645554767412738743576662540837450 | 0.020965843479570751441418915416330540801
f(z) = -43/23*z^3 + 66/23*z + 1
*
-1 | 0.058727524277162596493218603792987953112 | 0.013967138526684753927448652535740630589
f(z) = -43/24*z^3 + 67/24*z + 1
*
-1 | 0.087414921845806505081180127506038200980 | 0.020716853233512019014743962314856953570
f(z) = -43/25*z^3 + 68/25*z + 1
*
-1 | 0.074360063969660878337588795370414546024 | 0.017562161908049092467102459732943643964
f(z) = -43/26*z^3 + 69/26*z + 1
*
-1 | 0.073407848979657249119091056183822968705 | 0.017278552710405600408058787403220944887
f(z) = -43/27*z^3 + 70/27*z + 1
*
-1 | 0.078183755986382610996640924787128924514 | 0.018341456135957644188955858958210425153
f(z) = -43/28*z^3 + 71/28*z + 1
*
-1 | 0.086505671097094670540018158163064016697 | 0.020227361381439165361572719563847664121
f(z) = -43/29*z^3 + 72/29*z + 1
*
-1 | 0.053085226634017400667075419260706995481 | 0.012372853621431397409194113902074438975
f(z) = -43/30*z^3 + 73/30*z + 1
*
-1 | 0.086016583306536043510092431610279397688 | 0.019984963387833158511153061980769272460
f(z) = -43/31*z^3 + 74/31*z + 1
*
-1 | 0.077204854248239187143607765503367680822 | 0.017881891557775075686364457591092784943
f(z) = -43/32*z^3 + 75/32*z + 1
*
-1 | 0.065157149686179405764025598676071101328 | 0.015045292463532624463418578361905571922
f(z) = -43/33*z^3 + 76/33*z + 1
*
-1 | 0.072395753400104880923244906645225033056 | 0.016666435617921987489742657516100767085
f(z) = -43/34*z^3 + 77/34*z + 1
*
-1 | 0.084954798608970013079040249378708671774 | 0.019499765072324605292393632435917620591
f(z) = -43/35*z^3 + 78/35*z + 1
*
-1 | 0.062548705642577698964890393262932017431 | 0.014315013648065911258268643914220910343
f(z) = -43/36*z^3 + 79/36*z + 1
*
-1 | 0.087289406344165811920843538651902935107 | 0.020910711129671520427142941617678218098
f(z) = -42/23*z^3 + 65/23*z + 1
*
-1 | 0.086849140655387495033322617541938357370 | 0.020655288868171121388977483547059358045
f(z) = -42/25*z^3 + 67/25*z + 1
*
-1 | 0.085903895940314280199891717512244035750 | 0.020152556236509915344063915451112744039
f(z) = -42/29*z^3 + 71/29*z + 1
*
-1 | 0.085393761089358458871604899145334314557 | 0.019903174068113747354527367655906212462
f(z) = -42/31*z^3 + 73/31*z + 1
*
-1 | 0.083670737907332125089510689596174265682 | 0.019149041419521926166195594988675635863
f(z) = -42/37*z^3 + 79/37*z + 1
*
-1 | 0.078812434359673139267994571892881632165 | 0.019171698515620149482058467492156921200
f(z) = -41/20*z^3 + 61/20*z + 1
*
-1 | 0.066814762297373380857456410276441096759 | 0.016189141439028617259393604935022177774
f(z) = -41/21*z^3 + 62/21*z + 1
*
-1 | 0.074106364437409746823095220296854008588 | 0.017886544689304071620412682962952603396
f(z) = -41/22*z^3 + 63/22*z + 1
*
-1 | 0.086721640727128282866396958575791352090 | 0.020852146835797055394616508224337326394
f(z) = -41/23*z^3 + 64/23*z + 1
*
-1 | 0.057594789484127842750519064342560445924 | 0.013797184056084896201651947598435573565
f(z) = -41/24*z^3 + 65/24*z + 1
*
-1 | 0.086264630037754510774029553230313124019 | 0.020589913811377828107117693618014856108
f(z) = -41/25*z^3 + 66/25*z + 1
*
-1 | 0.073191775550514574234069497019001376959 | 0.017407164369869236277305256683252870737
f(z) = -41/26*z^3 + 67/26*z + 1
*
-1 | 0.072221979141002306165183954629914291949 | 0.017116209801538453869515052887675023973
f(z) = -41/27*z^3 + 68/27*z + 1
*
-1 | 0.076978687744739105777026276979771625439 | 0.018180621498575454589637015106156411762
f(z) = -41/28*z^3 + 69/28*z + 1
*
-1 | 0.085280354933204941760217552385883480853 | 0.020073072952782220668112279399185435305
f(z) = -41/29*z^3 + 70/29*z + 1
*
-1 | 0.051838518022066978250184639704637215652 | 0.012161015961172197766694876034679867339
f(z) = -41/30*z^3 + 71/30*z + 1
*
-1 | 0.084747230666410803181704073536029011894 | 0.019816190534394309606146538248025705736
f(z) = -41/31*z^3 + 72/31*z + 1
*
-1 | 0.075911484790370976513101840717437027435 | 0.017693089943312082441216002280676976307
f(z) = -41/32*z^3 + 73/32*z + 1
*
-1 | 0.063838252636035348461454709081674495016 | 0.014832083449860381940876301626746652784
f(z) = -41/33*z^3 + 74/33*z + 1
*
-1 | 0.071049659917500561293932074883432787880 | 0.016456249108073665490647984174099514931
f(z) = -41/34*z^3 + 75/34*z + 1
*
-1 | 0.083579657469888908645495060783682116624 | 0.019299192746963947211177953556259509084
f(z) = -41/35*z^3 + 76/35*z + 1
*
-1 | 0.061142453386867709415592237099436202446 | 0.014075780899222613359666961254830020663
f(z) = -41/36*z^3 + 77/36*z + 1
*
-1 | 0.082934703009899095572201561934130021256 | 0.019036090385897174239996647283331308578
f(z) = -41/37*z^3 + 78/37*z + 1
*
-1 | 0.069758552521665072780931608081961064492 | 0.015965072676695041761739241042472134681
f(z) = -41/38*z^3 + 79/38*z + 1
*
[ 5/6 ] 
f(z) = -56/25*z^3 + 61/45*z + 1
*
-2/5 | 0.10323443831548310126321745069292219354 | 0.018274899824837380861863849710802534659
f(z) = -55/32*z^3 + 71/40*z + 1
*
0 | 0.13643679278119502051209313499962291963 | 0.029626873116725210215778298596621576494
f(z) = -50/21*z^3 + 79/42*z + 1
*
21/20 | 0.21732313420064997194091375257727329417 | 0.027379724722545590633173838460395370642
f(z) = -50/27*z^3 + 69/56*z + 1
*
0 | 0.13230471913685085775751200567358083184 | 0.029259377541086651478572179960213356272
f(z) = -46/21*z^3 + 71/42*z + 1
*
2/15 | 0.099557531241322182379235436601888034817 | 0.018110693935696700112177006468899818111
f(z) = -45/32*z^3 + 61/40*z + 1
*
0 | 0.14945516711453146281700229461007586193 | 0.029067473099346528180014109276838948096
f(z) = -57/20*z^3 + 71/60*z + 1
*
0 | 0.14678323750083194422268932539463739390 | 0.028547810623508269513542292029404792413
f(z) = -57/22*z^3 + 61/66*z + 1
*
0 | 0.14270223220071587341275746491773534963 | 0.027754097605285825721079525142514638647
f(z) = -57/26*z^3 + 67/78*z + 1
*
[ 4/5 ] 
f(z) = -55/24*z^3 + 73/60*z + 1
*
-3/5 | 0.15220350674881257145463323384428607132 | 0.027098043360186767042666998770907555234
f(z) = -55/36*z^3 + 73/60*z + 1
*
[ 5/6 ] 
f(z) = -54/35*z^3 + 61/70*z + 1
*
0 | 0.13322661350816168377902952688583919081 | 0.026484098519852976496595032901935581805
f(z) = -51/22*z^3 + 65/66*z + 1
*
[ 5/6 ] 
f(z) = -51/25*z^3 + 73/60*z + 1
*
11/10 | 0.13367289344311775401724933277506285394 | 0.029026700001193706656358841256715536227
f(z) = -50/33*z^3 + 61/66*z + 1
*
-4/7 | 0.080160303391697787680955722739822931365 | 0.017483287234774576998324854320250877337
f(z) = -49/30*z^3 + 77/60*z + 1
*
[ 6/7 ] 
f(z) = -49/33*z^3 + 61/66*z + 1
*
-5/6 | 0.18471194349974524099475558761739205630 | 0.029060543552769567677093893918825043113
f(z) = -48/25*z^3 + 77/60*z + 1
*
[ 8/9 ] 
f(z) = -45/32*z^3 + 71/72*z + 1
*
-2/3 | 0.17123158584659381157785259083330117989 | 0.028737727615640094176408039957183492500
f(z) = -43/32*z^3 + 79/72*z + 1
*
-2/3 | 0.17123110034429733206484455181291368139 | 0.028969208493568890160741043737050886977
f(z) = -41/32*z^3 + 77/72*z + 1
*
[ 2/3 ] 
f(z) = -59/20*z^3 + 73/90*z + 1
*
[ 2/3 ] 
f(z) = -53/20*z^3 + 61/90*z + 1
*
0 | 0.081383840437786044857792793054784635609 | 0.015247449146506170474841029313010583471
f(z) = -52/21*z^3 + 61/84*z + 1
*
[ 7/9 ] 
f(z) = -54/35*z^3 + 68/105*z + 1
*
0 | 0.14311109947436751516431591582384395720 | 0.026812192688351899347089601534721486570
f(z) = -52/27*z^3 + 73/108*z + 1
*
[ 4/5 ] 
f(z) = -51/32*z^3 + 77/100*z + 1
*
[ 5/7 ] 
f(z) = -49/23*z^3 + 79/115*z + 1
*
[ 4/5 ] 
f(z) = -49/32*z^3 + 73/100*z + 1
*
7/12 | 0.12544859048810397090569686561336560460 | 0.025242113320193861465933156666689193421
f(z) = -48/35*z^3 + 64/105*z + 1
*
[ 4/5 ] 
f(z) = -47/32*z^3 + 69/100*z + 1
*
0 | 0.14382147322558360198885549107014493525 | 0.026554432625925190772800402324565160195
f(z) = -45/22*z^3 + 71/110*z + 1
*
[ 4/5 ] 
f(z) = -43/32*z^3 + 61/100*z + 1
*
5/12 | 0.13575844413361262524983562395132882454 | 0.018942057578758259854322666416375990805
f(z) = -54/25*z^3 + 77/120*z + 1
*
[ 3/4 ] 
f(z) = -52/33*z^3 + 73/132*z + 1
*
[ 2/3 ] 
f(z) = -51/23*z^3 + 67/138*z + 1
*
[ 5/7 ] 
f(z) = -49/24*z^3 + 77/120*z + 1
*
[ 5/7 ] 
f(z) = -49/26*z^3 + 73/130*z + 1
*
[ 5/7 ] 
f(z) = -49/27*z^3 + 71/135*z + 1
*
15/14 | 0.15359550804112321314028504754019547041 | 0.029100449300113443822716593177463978429
f(z) = -49/30*z^3 + 73/120*z + 1
*
[ 2/3 ] 
f(z) = -57/25*z^3 + 77/150*z + 1
*
0 | 0.090784183961789012503094617507928382568 | 0.016163055674372122909237910439373489109
f(z) = -55/28*z^3 + 79/140*z + 1
*
[ 2/3 ] 
f(z) = -51/25*z^3 + 61/150*z + 1
*
[ 5/7 ] 
f(z) = -49/29*z^3 + 67/145*z + 1
*
[ 5/7 ] 
f(z) = -49/31*z^3 + 63/155*z + 1
*
-3/14 | 0.14249952442076925823142419351016419243 | 0.026998186591411391896616921041696857647
f(z) = -49/39*z^3 + 61/156*z + 1
*
0 | 0.13791182945648596261584216739742538449 | 0.026672905203619790676556464896786502159
f(z) = -44/35*z^3 + 71/140*z + 1
*
[ 2/3 ] 
f(z) = -60/29*z^3 + 73/174*z + 1
*
[ 2/3 ] 
f(z) = -57/29*z^3 + 65/174*z + 1
*
0 | 0.14410312873283133997703611501915576830 | 0.024684786328698939432901298031782622531
f(z) = -49/24*z^3 + 79/168*z + 1
*
[ 5/7 ] 
f(z) = -49/32*z^3 + 61/160*z + 1
*
[ 2/3 ] 
f(z) = -60/31*z^3 + 67/186*z + 1
*
[ 3/4 ] 
f(z) = -47/36*z^3 + 77/192*z + 1
*
[ 2/3 ] 
f(z) = -43/22*z^3 + 73/198*z + 1
*
[ 3/4 ] 
f(z) = -43/36*z^3 + 65/192*z + 1
*
[ 2/3 ] 
f(z) = -41/22*z^3 + 65/198*z + 1
*
[ 12/17 ] 
f(z) = -51/32*z^3 + 77/204*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.024959204723502797420520055265776816419
f(z) = -51/35*z^3 + 61/210*z + 1
*
[ 24/35 ] 
f(z) = -49/27*z^3 + 79/200*z + 1
*
0 | 0.075382346904176419478389112582723092125 | 0.012912954372665923285530693747356357077
f(z) = -49/30*z^3 + 73/210*z + 1
*
24/35 | 0.20877723881316928338724872128567045363 | 0.029361012649448995945423928101679950927
f(z) = -49/32*z^3 + 69/200*z + 1
*
[ 2/3 ] 
f(z) = -49/26*z^3 + 79/234*z + 1
*
[ 2/3 ] 
f(z) = -47/26*z^3 + 71/234*z + 1
*
0 | 0.17040606538771138016087192391857685992 | 0.028382623371001445232684497971111234446
f(z) = -45/26*z^3 + 67/234*z + 1
*
[ 2/3 ] 
f(z) = -53/30*z^3 + 77/270*z + 1
*
[ 2/3 ] 
f(z) = -49/30*z^3 + 61/270*z + 1
*
5/21 | 0.15073629936965861363059813539446693153 | 0.024755327387630197877627370467950970877
f(z) = -49/30*z^3 + 79/270*z + 1
*
-2 | 0.087694779780271984155606469227121401021 | 0.016582895544280898175583266864516783826
f(z) = -53/28*z^3 + 99/14*z + 1
*
-2 | 0.074144219249016405126205738862712606140 | 0.014074832125358497585555951224300504377
f(z) = -53/36*z^3 + 97/18*z + 1
*
-3/2 | 0.18848589405349670438980242050218412032 | 0.024509607776188978479838320149566875814
f(z) = -52/27*z^3 + 81/13*z + 1
*
-2 | 0.086910476318256234409726235934715862413 | 0.016498256728634031286477993154797015910
f(z) = -51/20*z^3 + 97/10*z + 1
*
[ 5/3 ] 
f(z) = -51/25*z^3 + 91/15*z + 1
*
-2 | 0.086988420443626460218878521111117546554 | 0.016578620423178005453197604260121105749
f(z) = -51/28*z^3 + 95/14*z + 1
*
-51/20 | 0.10066799275751931615137530342737179417 | 0.012757387523318797611407281403949394067
f(z) = -50/27*z^3 + 99/8*z + 1
*
-2 | 0.086181023747749273233962096309153367190 | 0.016491619117562882658037326517303590799
f(z) = -49/20*z^3 + 93/10*z + 1
*
[ -10/7 ] 
f(z) = -49/24*z^3 + 88/15*z + 1
*
[ -12/7 ] 
f(z) = -49/24*z^3 + 91/12*z + 1
*
-3/14 | 0.16006243462910047124172180845660353893 | 0.020747780470755010359348324583602497862
f(z) = -49/27*z^3 + 83/4*z + 1
*
[ -12/7 ] 
f(z) = -49/27*z^3 + 83/12*z + 1
*
51/14 | 0.13258435800254361136847147422482390125 | 0.016890343023539520783101344233361364979
f(z) = -49/27*z^3 + 95/4*z + 1
*
-18/7 | 0.093491228671957881426865528638590824853 | 0.016039132084112338283525286451805217581
f(z) = -49/32*z^3 + 85/8*z + 1
*
-15/7 | 0.16150439223693312837099737576124687465 | 0.029271548895400015518364372867935620473
f(z) = -49/36*z^3 + 83/12*z + 1
*
[ -2/7 ] 
f(z) = -49/36*z^3 + 83/18*z + 1
*
-2 | 0.072676933342082168028210022185807416022 | 0.014025466837183026966654831825119660835
f(z) = -49/36*z^3 + 89/18*z + 1
*
[ 5/3 ] 
f(z) = -48/25*z^3 + 86/15*z + 1
*
-2 | 0.085420781836680056575841775972984958046 | 0.016484822456905805101243646604515286532
f(z) = -47/20*z^3 + 89/10*z + 1
*
[ 2 ] 
f(z) = -47/20*z^3 + 99/10*z + 1
*
-2 | 0.085484443831508674643876979881715144580 | 0.016569786302644160607644117823543471121
f(z) = -47/28*z^3 + 87/14*z + 1
*
[ 4 ] 
f(z) = -47/32*z^3 + 97/4*z + 1
*
[ -4 ] 
f(z) = -47/32*z^3 + 99/4*z + 1
*
-2 | 0.071892556232678503608469480480542915681 | 0.013998321217989599868572447006967175578
f(z) = -47/36*z^3 + 85/18*z + 1
*
-2 | 0.084680967669544517822672996398578597430 | 0.016565174091851394129060824859069294470
f(z) = -45/28*z^3 + 83/14*z + 1
*
[ 2 ] 
f(z) = -45/28*z^3 + 97/14*z + 1
*
[ 8/3 ] 
f(z) = -45/32*z^3 + 85/8*z + 1
*
[ -8/3 ] 
f(z) = -45/32*z^3 + 91/8*z + 1
*
[ 4 ] 
f(z) = -45/32*z^3 + 93/4*z + 1
*
[ -4 ] 
f(z) = -45/32*z^3 + 95/4*z + 1
*
[ -3/22 ] 
f(z) = -44/27*z^3 + 92/11*z + 1
*
-2 | 0.083796331990661026941428436338707759056 | 0.016470711603111785766505189705557423650
f(z) = -43/20*z^3 + 81/10*z + 1
*
[ 2 ] 
f(z) = -43/20*z^3 + 91/10*z + 1
*
[ 2 ] 
f(z) = -43/28*z^3 + 93/14*z + 1
*
[ 4 ] 
f(z) = -43/32*z^3 + 89/4*z + 1
*
[ -4 ] 
f(z) = -43/32*z^3 + 91/4*z + 1
*
[ 2 ] 
f(z) = -43/36*z^3 + 95/18*z + 1
*
[ -5/3 ] 
f(z) = -42/25*z^3 + 94/15*z + 1
*
[ 2 ] 
f(z) = -41/20*z^3 + 87/10*z + 1
*
[ -2 ] 
f(z) = -41/20*z^3 + 97/10*z + 1
*
[ 2 ] 
f(z) = -41/28*z^3 + 89/14*z + 1
*
[ 4 ] 
f(z) = -41/32*z^3 + 85/4*z + 1
*
[ -4 ] 
f(z) = -41/32*z^3 + 87/4*z + 1
*
[ 2 ] 
f(z) = -41/36*z^3 + 91/18*z + 1
*
-1 | 0.095279828504382289603501504094402641183 | 0.021562178173222780661638851914359098256
f(z) = -60/23*z^3 + 83/23*z + 1
*
[ -1/2 ] 
f(z) = -60/23*z^3 + 84/23*z + 1
*
-1 | 0.094459428880095560241436936946940676829 | 0.021044125899138593667644422276213249359
f(z) = -60/29*z^3 + 89/29*z + 1
*
-1 | 0.094170496234744767382395929755684713353 | 0.020876397524395609155259678313395650694
f(z) = -60/31*z^3 + 91/31*z + 1
*
-1 | 0.093249464977908912772798293394480472123 | 0.020383684437353348396731581665300750233
f(z) = -60/37*z^3 + 97/37*z + 1
*
[ -1 ] 
f(z) = -59/20*z^3 + 99/20*z + 1
*
-1 | 0.074838765808007230433636619180376340001 | 0.017078573921898780842480936708012164429
f(z) = -59/21*z^3 + 80/21*z + 1
*
-1 | 0.082214606734108600998437408173324458773 | 0.018708740012771147643747221730039589247
f(z) = -59/22*z^3 + 81/22*z + 1
*
-1 | 0.094917232769557937289562228730927237142 | 0.021539205799980053755226854547558089787
f(z) = -59/23*z^3 + 82/23*z + 1
*
-1 | 0.065881042264247635461512528405824013168 | 0.014909123933551074632642271732213010228
f(z) = -59/24*z^3 + 83/24*z + 1
*
[ -2/3 ] 
f(z) = -59/24*z^3 + 97/27*z + 1
*
-1 | 0.094645072320789357623124006295414858560 | 0.021360637692241510957866829293488899654
f(z) = -59/25*z^3 + 84/25*z + 1
*
-1 | 0.081670825828453903849927841365824704447 | 0.018383352892969063478338745134130571623
f(z) = -59/26*z^3 + 85/26*z + 1
*
-1 | 0.080802359278315569966053128431456864822 | 0.018140112098191660912124070157193519278
f(z) = -59/27*z^3 + 86/27*z + 1
*
-1 | 0.085665360785456879800381863492585128546 | 0.019182069695438505501538722060558885612
f(z) = -59/28*z^3 + 87/28*z + 1
*
-1 | 0.094077944740729071375690527773028054514 | 0.021012032071501195228739581022631675048
f(z) = -59/29*z^3 + 88/29*z + 1
*
-1 | 0.060750959785828704693927275745064054026 | 0.013534391022513153334692503693269423168
f(z) = -59/30*z^3 + 89/30*z + 1
*
-1 | 0.093781941830042828093965886797403144092 | 0.020841313011170019211047061181387585055
f(z) = -59/31*z^3 + 90/31*z + 1
*
-1 | 0.085073205160596559707160788360273565497 | 0.018859644162645962896778399996703430979
f(z) = -59/32*z^3 + 91/32*z + 1
*
-1 | 0.073132193483378052726738457412029080969 | 0.016173289006604722029209033878572564079
f(z) = -59/33*z^3 + 92/33*z + 1
*
-1 | 0.080484660937949161829239863471905953080 | 0.017756843740446453802282739545210290608
f(z) = -59/34*z^3 + 93/34*z + 1
*
-1 | 0.093162050918969240997173513783801566979 | 0.020505394297224516884324562013269847227
f(z) = -59/35*z^3 + 94/35*z + 1
*
-1 | 0.070880276586286925883252058394460139289 | 0.015564820541596765700676027225794561646
f(z) = -59/36*z^3 + 95/36*z + 1
*
-1 | 0.092836758383721782115656266262113039888 | 0.020339543454914788864599097308723734168
f(z) = -59/37*z^3 + 96/37*z + 1
*
-1 | 0.079833869489259054048140892794254941399 | 0.017451128577171166526936535614032384573
f(z) = -59/38*z^3 + 97/38*z + 1
*
-1 | 0.072156523092377343060926860641949962183 | 0.015737630294664465252252531852832488670
f(z) = -59/39*z^3 + 98/39*z + 1
*
-1 | 0.094547275501500621091650924897703306095 | 0.021515159733040113732417941006994994245
f(z) = -58/23*z^3 + 81/23*z + 1
*
-1 | 0.094268895407593570208655620822730822188 | 0.021333400268220950530954448945750585397
f(z) = -58/25*z^3 + 83/25*z + 1
*
[ -3/4 ] 
f(z) = -58/27*z^3 + 85/24*z + 1
*
-1 | 0.080419598010160417381055781982536805030 | 0.018101713001369299835833639576810380562
f(z) = -58/27*z^3 + 85/27*z + 1
*
[ -3/5 ] 
f(z) = -58/27*z^3 + 86/25*z + 1
*
-1 | 0.093384763880373922324269357395159013509 | 0.020804706861551067115725143635185678662
f(z) = -58/31*z^3 + 89/31*z + 1
*
-1 | 0.072728126063114493070414430882571762147 | 0.016122897633598206054367287373204161681
f(z) = -58/33*z^3 + 91/33*z + 1
*
-1 | 0.092748478487061462524482318407875381598 | 0.020462535599530293079689537083430055562
f(z) = -58/35*z^3 + 93/35*z + 1
*
-1 | 0.092414101913936599257983209113963752633 | 0.020293500266638965596644170339128091302
f(z) = -58/37*z^3 + 95/37*z + 1
*
-1 | 0.071724095147963225213193905392104802674 | 0.015678388314583268052995926173638737295
f(z) = -58/39*z^3 + 97/39*z + 1
*
-2/3 | 0.11188573689715722234395037972077216300 | 0.021760610290351529448882654242016823530
f(z) = -57/20*z^3 + 83/30*z + 1
*
[ -1 ] 
f(z) = -57/20*z^3 + 97/20*z + 1
*
-1 | 0.094169646189259696971210339671023830409 | 0.021489975766947380323417568256451998128
f(z) = -57/23*z^3 + 80/23*z + 1
*
-1 | 0.093884752310289055630855825360510458891 | 0.021304908945259876482854787652604027401
f(z) = -57/25*z^3 + 82/25*z + 1
*
-1 | 0.080903207778768929046212416570715981766 | 0.018308695642025057573259244734605012599
f(z) = -57/26*z^3 + 83/26*z + 1
*
0 | 0.13873860443766284335699140948202073817 | 0.026604086969860123050441313538910907881
f(z) = -57/26*z^3 + 92/39*z + 1
*
-1 | 0.084884497443650572052111649671590580474 | 0.019106720861702098998919874459764452696
f(z) = -57/28*z^3 + 85/28*z + 1
*
-1 | 0.093289809032870553201238111031507560636 | 0.020943541854344265164153672371178329498
f(z) = -57/29*z^3 + 86/29*z + 1
*
-1 | 0.092978556499614480076929208991980810462 | 0.020766486943522540989993082000267210657
f(z) = -57/31*z^3 + 88/31*z + 1
*
-1 | 0.084261817058788166818015469040108041927 | 0.018772252888869343967813295112317838403
f(z) = -57/32*z^3 + 89/32*z + 1
*
-1 | 0.079656440458946824971523214579430936200 | 0.017658816539035845758949276819342540253
f(z) = -57/34*z^3 + 91/34*z + 1
*
-1 | 0.092324969234228223394391325449447852977 | 0.020417798767248053097254179880250504872
f(z) = -57/35*z^3 + 92/35*z + 1
*
-1 | 0.091980975866683684203438262174922030591 | 0.020245434266258741313280337932752719474
f(z) = -57/37*z^3 + 94/37*z + 1
*
[ -1/2 ] 
f(z) = -56/23*z^3 + 83/23*z + 1
*
-1 | 0.093492290530341567986266275318925487784 | 0.021275087556977425519627502245662580692
f(z) = -56/25*z^3 + 81/25*z + 1
*
[ -1/2 ] 
f(z) = -56/25*z^3 + 89/25*z + 1
*
-1 | 0.079628835215586908711001978123389774655 | 0.018020300409815613614899203175661665959
f(z) = -56/27*z^3 + 83/27*z + 1
*
[ -3/8 ] 
f(z) = -56/27*z^3 + 95/24*z + 1
*
[ -1/2 ] 
f(z) = -56/27*z^3 + 95/27*z + 1
*
-1 | 0.092882375531131691954490930007001391932 | 0.020906969772934313044751744638456610116
f(z) = -56/29*z^3 + 85/29*z + 1
*
-1 | 0.092562883425820135035623886892727679763 | 0.020726553472780800858853350316682632795
f(z) = -56/31*z^3 + 87/31*z + 1
*
-1 | 0.071888039713613714580960740712294987960 | 0.016015563256219760555966581535988791280
f(z) = -56/33*z^3 + 89/33*z + 1
*
-1 | 0.091536816637795279029188488107720768726 | 0.020195213977336126967091999075805180433
f(z) = -56/37*z^3 + 93/37*z + 1
*
-1 | 0.070824383930734848060137726007745576649 | 0.015552546899405170714980817741123676293
f(z) = -56/39*z^3 + 95/39*z + 1
*
[ -1 ] 
f(z) = -55/21*z^3 + 97/21*z + 1
*
[ -2/3 ] 
f(z) = -55/24*z^3 + 95/27*z + 1
*
-1 | 0.080102917769725334390757709609727358101 | 0.018228204480316984701026227892767159609
f(z) = -55/26*z^3 + 81/26*z + 1
*
-1 | 0.079220052913099631805947855241359915472 | 0.017977104614114103090678724840480167500
f(z) = -55/27*z^3 + 82/27*z + 1
*
-1 | 0.084068204228132008726889500696366388216 | 0.019024946063861673071246951443959001091
f(z) = -55/28*z^3 + 83/28*z + 1
*
-1 | 0.092465462120407234075330363673089829389 | 0.020868717060146967702259156500921153240
f(z) = -55/29*z^3 + 84/29*z + 1
*
-1 | 0.092137274816655086221910865792728849282 | 0.020684798173270082156547770464124235210
f(z) = -55/31*z^3 + 86/31*z + 1
*
-1 | 0.083411622646237944024768493121296138372 | 0.018677415752871969805227547314614261359
f(z) = -55/32*z^3 + 87/32*z + 1
*
-1 | 0.078788093516139224925429745957398785653 | 0.017552790430390982686817149040373158345
f(z) = -55/34*z^3 + 89/34*z + 1
*
-1 | 0.069144769473499698978777894331804145793 | 0.015328513196566214736422522779857461372
f(z) = -55/36*z^3 + 91/36*z + 1
*
-1 | 0.091081011430880996889934699033407546048 | 0.020142695722921499355778882514899623446
f(z) = -55/37*z^3 + 92/37*z + 1
*
-1 | 0.078057090638507437552355617592861257788 | 0.017221263594195123971946425299846242808
f(z) = -55/38*z^3 + 93/38*z + 1
*
-1 | 0.070357869301740847408076093984535474264 | 0.015486089429263791698357364875194588898
f(z) = -55/39*z^3 + 94/39*z + 1
*
[ -1/3 ] 
f(z) = -54/23*z^3 + 98/23*z + 1
*
[ 10/9 ] 
f(z) = -54/25*z^3 + 83/30*z + 1
*
-1 | 0.092038601037941679274723958241700712373 | 0.020828676389808870721699606302758047362
f(z) = -54/29*z^3 + 83/29*z + 1
*
-1 | 0.091701223599749539027474601251769177016 | 0.020641103319956129012759735589223489226
f(z) = -54/31*z^3 + 85/31*z + 1
*
-1 | 0.090989453649221412185215458524945957861 | 0.020271068127234201368654638388246657068
f(z) = -54/35*z^3 + 89/35*z + 1
*
-1 | 0.090612892121606607602423971827462477746 | 0.020087722082830984897698437517016405247
f(z) = -54/37*z^3 + 91/37*z + 1
*
[ -1 ] 
f(z) = -53/20*z^3 + 93/20*z + 1
*
[ -1 ] 
f(z) = -53/21*z^3 + 95/21*z + 1
*
[ -1 ] 
f(z) = -53/22*z^3 + 97/22*z + 1
*
[ -1 ] 
f(z) = -53/23*z^3 + 99/23*z + 1
*
[ -2/3 ] 
f(z) = -53/24*z^3 + 94/27*z + 1
*
-1 | 0.078373515297581477729316320797739844714 | 0.017885221116054256298212589368726425539
f(z) = -53/27*z^3 + 80/27*z + 1
*
-1 | 0.083212999547541621804351862196062997579 | 0.018935934088363413946295474720328870787
f(z) = -53/28*z^3 + 81/28*z + 1
*
-1 | 0.091601287809410207870012310053601004724 | 0.020786731050832757867960598621019709092
f(z) = -53/29*z^3 + 82/29*z + 1
*
-1 | 0.058248533176534003156569974724496588054 | 0.013181858850885082800274027471652569141
f(z) = -53/30*z^3 + 83/30*z + 1
*
-1 | 0.091254181300168842081633973263595657055 | 0.020595340643285272411005227954184660187
f(z) = -53/31*z^3 + 84/31*z + 1
*
-1 | 0.082518539789204494323349772921408461783 | 0.018574165520791730435433622024716522389
f(z) = -53/32*z^3 + 85/32*z + 1
*
-1 | 0.070550683904602433661906937570776193618 | 0.015838613204664502822877697719440897284
f(z) = -53/33*z^3 + 86/33*z + 1
*
-1 | 0.077873860533325452216802688998226184113 | 0.017437407681550337049331086997744614091
f(z) = -53/34*z^3 + 87/34*z + 1
*
-1 | 0.090520594162287204013579077774929317245 | 0.020217508289654230309467121555833178406
f(z) = -53/35*z^3 + 88/35*z + 1
*
-1 | 0.068207652101863681600733572554240812665 | 0.015195628802057312828955022551391304887
f(z) = -53/36*z^3 + 89/36*z + 1
*
-1 | 0.090131728104810543944390965614684125062 | 0.020030120095767360532113448665973928437
f(z) = -53/37*z^3 + 90/37*z + 1
*
-1 | 0.077095766361839057180110090313800594878 | 0.017091147762518121032253842960284667558
f(z) = -53/38*z^3 + 91/38*z + 1
*
-1 | 0.069382635166052671372060823903103515577 | 0.015344068831128853879057892352174740419
f(z) = -53/39*z^3 + 92/39*z + 1
*
[ -1 ] 
f(z) = -52/21*z^3 + 94/21*z + 1
*
[ -1/2 ] 
f(z) = -52/23*z^3 + 82/23*z + 1
*
[ -1 ] 
f(z) = -52/23*z^3 + 98/23*z + 1
*
[ -1/2 ] 
f(z) = -52/25*z^3 + 88/25*z + 1
*
[ -3/5 ] 
f(z) = -52/27*z^3 + 84/25*z + 1
*
[ -6/13 ] 
f(z) = -52/27*z^3 + 93/26*z + 1
*
[ -1/2 ] 
f(z) = -52/27*z^3 + 94/27*z + 1
*
-1 | 0.091152977184072023242072243263932749522 | 0.020742753864190868150589964332706453022
f(z) = -52/29*z^3 + 81/29*z + 1
*
-1 | 0.090795553250578762830846064793758928382 | 0.020547370070416022702189899024140641037
f(z) = -52/31*z^3 + 83/31*z + 1
*
-1 | 0.070080911983944859613125451906197969113 | 0.015774569719278079771828083185255884639
f(z) = -52/33*z^3 + 85/33*z + 1
*
-1 | 0.090038739487740488345902944850888961605 | 0.020161350635862588625499943153187689616
f(z) = -52/35*z^3 + 87/35*z + 1
*
-1 | 0.089636717910398061587977982957140772330 | 0.019969699152918272243965098335615548300
f(z) = -52/37*z^3 + 89/37*z + 1
*
[ -1 ] 
f(z) = -51/20*z^3 + 91/20*z + 1
*
[ -1 ] 
f(z) = -51/22*z^3 + 95/22*z + 1
*
[ -1 ] 
f(z) = -51/23*z^3 + 97/23*z + 1
*
-1 | 0.090693078476684382582224149709888233912 | 0.020696605940058127086871417025027336760
f(z) = -51/29*z^3 + 80/29*z + 1
*
-1 | 0.090324693068868427905705691947646102283 | 0.020497038272847342509406878898397383541
f(z) = -51/31*z^3 + 82/31*z + 1
*
-1 | 0.081577775239144373242101885698799835837 | 0.018461352757374554010707526885072763297
f(z) = -51/32*z^3 + 83/32*z + 1
*
-1 | 0.089543100172265372267547163456756365090 | 0.020102406529364893231408518313910421122
f(z) = -51/35*z^3 + 86/35*z + 1
*
-1 | 0.089126979318425764384934946435339174467 | 0.019906248515907712880218461166806631911
f(z) = -51/37*z^3 + 88/37*z + 1
*
-1 | 0.076075783498998276244579194986249177798 | 0.016948528959038424391642670046213598991
f(z) = -51/38*z^3 + 89/38*z + 1
*
[ -1 ] 
f(z) = -50/21*z^3 + 92/21*z + 1
*
[ -1 ] 
f(z) = -50/23*z^3 + 96/23*z + 1
*
33/20 | 0.18719585878800033235972086047626427245 | 0.027998766392244914646914445148796469771
f(z) = -50/27*z^3 + 89/24*z + 1
*
-1 | 0.089840896261684355853127168571285124705 | 0.020444176983174373695175149505353504395
f(z) = -50/31*z^3 + 81/31*z + 1
*
-1 | 0.069101711872189996733850262235360515311 | 0.015637973397426240226024935627773016148
f(z) = -50/33*z^3 + 83/33*z + 1
*
-1 | 0.088601537630827833292100346494906206244 | 0.019839534373922647081820626179262058914
f(z) = -50/37*z^3 + 87/37*z + 1
*
-1 | 0.067804852504952229930549229818961024469 | 0.015105891170462199053522956038132709087
f(z) = -50/39*z^3 + 89/39*z + 1
*
1/7 | 0.12030866910729407658216260219789475031 | 0.027377417481181860948736671382954385520
f(z) = -49/20*z^3 + 81/20*z + 1
*
[ -1 ] 
f(z) = -49/23*z^3 + 95/23*z + 1
*
-8/7 | 0.10675903086345044301168222699562358607 | 0.024030477455885163113319264951082105221
f(z) = -49/24*z^3 + 85/24*z + 1
*
[ -3/7 ] 
f(z) = -49/24*z^3 + 89/24*z + 1
*
[ -2/3 ] 
f(z) = -49/24*z^3 + 92/27*z + 1
*
[ -5/14 ] 
f(z) = -49/25*z^3 + 81/20*z + 1
*
-10/7 | 0.18005646330556844442895840598646332154 | 0.029526774351067163201544989858736461469
f(z) = -49/25*z^3 + 89/20*z + 1
*
[ -1 ] 
f(z) = -49/25*z^3 + 99/25*z + 1
*
[ -3/5 ] 
f(z) = -49/27*z^3 + 83/25*z + 1
*
[ -5/7 ] 
f(z) = -49/30*z^3 + 97/30*z + 1
*
-1 | 0.089343392778837145010486723487931481852 | 0.020388601034937854207743132724149996464
f(z) = -49/31*z^3 + 80/31*z + 1
*
-1 | 0.080583642134069455462766471865078747736 | 0.018337598023722302393483197203120039279
f(z) = -49/32*z^3 + 81/32*z + 1
*
-1 | 0.068590649532216974124961207145288900073 | 0.015565014625063512822417219000558176930
f(z) = -49/33*z^3 + 82/33*z + 1
*
-1 | 0.075886937308108153534778179672281942129 | 0.017173495050763613804756453275249106896
f(z) = -49/34*z^3 + 83/34*z + 1
*
-1 | 0.066165281880874930610088388116332391183 | 0.014893197341162749797523977602756524231
f(z) = -49/36*z^3 + 85/36*z + 1
*
[ 9/7 ] 
f(z) = -49/36*z^3 + 89/36*z + 1
*
-1 | 0.088059311660281429734174689118521201772 | 0.019769296330878139107836126232056216961
f(z) = -49/37*z^3 + 86/37*z + 1
*
-1 | 0.074991181603510502307410636069856365994 | 0.016791922182694306708748436583898923980
f(z) = -49/38*z^3 + 87/38*z + 1
*
-1 | 0.067245597892775937601700390431797093427 | 0.015019106374871377662871053285125504026
f(z) = -49/39*z^3 + 88/39*z + 1
*
[ -1/2 ] 
f(z) = -48/23*z^3 + 81/23*z + 1
*
[ -1 ] 
f(z) = -48/23*z^3 + 94/23*z + 1
*
[ -1/2 ] 
f(z) = -48/25*z^3 + 87/25*z + 1
*
[ -1 ] 
f(z) = -48/25*z^3 + 98/25*z + 1
*
[ -1/2 ] 
f(z) = -48/29*z^3 + 99/29*z + 1
*
[ 5/4 ] 
f(z) = -48/35*z^3 + 82/35*z + 1
*
-1 | 0.087964335524073300887161466372213450908 | 0.019906655010110370528412440583098002614
f(z) = -48/35*z^3 + 83/35*z + 1
*
-1 | 0.087499096866262263311878761481332014790 | 0.019695243181294931131504463419055606710
f(z) = -48/37*z^3 + 85/37*z + 1
*
[ -1 ] 
f(z) = -47/20*z^3 + 87/20*z + 1
*
[ -1 ] 
f(z) = -47/21*z^3 + 89/21*z + 1
*
[ -1 ] 
f(z) = -47/22*z^3 + 91/22*z + 1
*
[ -1 ] 
f(z) = -47/23*z^3 + 93/23*z + 1
*
[ -2/3 ] 
f(z) = -47/24*z^3 + 91/27*z + 1
*
[ -1 ] 
f(z) = -47/24*z^3 + 95/24*z + 1
*
[ -1 ] 
f(z) = -47/25*z^3 + 97/25*z + 1
*
[ -1 ] 
f(z) = -47/26*z^3 + 99/26*z + 1
*
-1 | 0.067520877386144795045667928367725270524 | 0.015408595842815962591499643146537939835
f(z) = -47/33*z^3 + 80/33*z + 1
*
-1 | 0.074801616916287124139361433137604703733 | 0.017021841483079537314078636185099433660
f(z) = -47/34*z^3 + 81/34*z + 1
*
-1 | 0.087403915265597439911537284383429901669 | 0.019834237300199891984483828718542657330
f(z) = -47/35*z^3 + 82/35*z + 1
*
-1 | 0.065044384203691925314756279322121237690 | 0.014719785114884587430929719351831176305
f(z) = -47/36*z^3 + 83/36*z + 1
*
-1 | 0.086919544890389825319020585155624936283 | 0.019617047789716920231210542973598971440
f(z) = -47/37*z^3 + 84/37*z + 1
*
-1 | 0.073832149269850465329799241748423197101 | 0.016618938783904834636405898395910508184
f(z) = -47/38*z^3 + 85/38*z + 1
*
-1 | 0.066063816960833700671502581166188246166 | 0.014831312550864432698008653228074302334
f(z) = -47/39*z^3 + 86/39*z + 1
*
[ -1 ] 
f(z) = -46/21*z^3 + 88/21*z + 1
*
[ -1 ] 
f(z) = -46/25*z^3 + 96/25*z + 1
*
[ -3/5 ] 
f(z) = -46/27*z^3 + 82/25*z + 1
*
-1 | 0.086824329076445931733274584365757612887 | 0.019757727537734543968082287988385791363
f(z) = -46/35*z^3 + 81/35*z + 1
*
-1 | 0.086319138496613686253508933687971190065 | 0.019534340827843458557586912654148776424
f(z) = -46/37*z^3 + 83/37*z + 1
*
-1 | 0.065440026618211271796989509598259749772 | 0.014729949041714503507886996203091358522
f(z) = -46/39*z^3 + 85/39*z + 1
*
[ -1 ] 
f(z) = -45/22*z^3 + 89/22*z + 1
*
[ -1/3 ] 
f(z) = -45/22*z^3 + 93/22*z + 1
*
[ -1 ] 
f(z) = -45/23*z^3 + 91/23*z + 1
*
[ -1/3 ] 
f(z) = -45/23*z^3 + 97/23*z + 1
*
[ -2/3 ] 
f(z) = -45/26*z^3 + 85/26*z + 1
*
[ -1 ] 
f(z) = -45/26*z^3 + 97/26*z + 1
*
[ 4/3 ] 
f(z) = -45/28*z^3 + 87/28*z + 1
*
-4/3 | 0.17237471261467837971736430004841242617 | 0.026069818941925190965141935148912675819
f(z) = -45/32*z^3 + 93/20*z + 1
*
[ -4/15 ] 
f(z) = -45/32*z^3 + 97/20*z + 1
*
-1 | 0.085696160574164197944660364228404095629 | 0.019446703038176406458896180942214625714
f(z) = -45/37*z^3 + 82/37*z + 1
*
-1 | 0.072584979606758442457427849066885193172 | 0.016426249790202791531480758404286679707
f(z) = -45/38*z^3 + 83/38*z + 1
*
[ -1 ] 
f(z) = -44/21*z^3 + 86/21*z + 1
*
[ -1/2 ] 
f(z) = -44/23*z^3 + 80/23*z + 1
*
[ -1 ] 
f(z) = -44/23*z^3 + 90/23*z + 1
*
[ -1/2 ] 
f(z) = -44/25*z^3 + 86/25*z + 1
*
[ -5/4 ] 
f(z) = -44/25*z^3 + 91/20*z + 1
*
[ -1 ] 
f(z) = -44/25*z^3 + 94/25*z + 1
*
3/22 | 0.18561360830937528527720130555453721120 | 0.027762110187284678663610195676860398838
f(z) = -44/27*z^3 + 89/33*z + 1
*
[ -1/2 ] 
f(z) = -44/27*z^3 + 92/27*z + 1
*
[ -1 ] 
f(z) = -44/27*z^3 + 98/27*z + 1
*
[ -1/2 ] 
f(z) = -44/29*z^3 + 98/29*z + 1
*
-1 | 0.085048655361136728165962646972368517688 | 0.019353655570393380845732239922449832248
f(z) = -44/37*z^3 + 81/37*z + 1
*
-1 | 0.064116476843901158339359334256529459740 | 0.014509796241750406450704717513455773946
f(z) = -44/39*z^3 + 83/39*z + 1
*
[ -1 ] 
f(z) = -43/20*z^3 + 83/20*z + 1
*
[ -1 ] 
f(z) = -43/21*z^3 + 85/21*z + 1
*
[ -1 ] 
f(z) = -43/22*z^3 + 87/22*z + 1
*
[ -1 ] 
f(z) = -43/23*z^3 + 89/23*z + 1
*
[ -2/3 ] 
f(z) = -43/24*z^3 + 89/27*z + 1
*
[ -1 ] 
f(z) = -43/24*z^3 + 91/24*z + 1
*
[ -1 ] 
f(z) = -43/25*z^3 + 93/25*z + 1
*
[ -1 ] 
f(z) = -43/26*z^3 + 95/26*z + 1
*
[ -3/5 ] 
f(z) = -43/27*z^3 + 81/25*z + 1
*
[ -1 ] 
f(z) = -43/27*z^3 + 97/27*z + 1
*
[ -1 ] 
f(z) = -43/28*z^3 + 99/28*z + 1
*
[ 4/3 ] 
f(z) = -43/32*z^3 + 95/36*z + 1
*
-1 | 0.084374379310493669437722867232390043082 | 0.019254647756556359708298783476334502801
f(z) = -43/37*z^3 + 80/37*z + 1
*
-1 | 0.071233610429119874812450760392382280868 | 0.016209906616709873352405933397640093561
f(z) = -43/38*z^3 + 81/38*z + 1
*
-1 | 0.063410649971896472849101050880298954003 | 0.014389537071430771110175061841029784627
f(z) = -43/39*z^3 + 82/39*z + 1
*
[ -1 ] 
f(z) = -42/23*z^3 + 88/23*z + 1
*
[ -1 ] 
f(z) = -42/25*z^3 + 92/25*z + 1
*
[ -1 ] 
f(z) = -41/20*z^3 + 81/20*z + 1
*
[ -1 ] 
f(z) = -41/21*z^3 + 83/21*z + 1
*
[ -1 ] 
f(z) = -41/22*z^3 + 85/22*z + 1
*
[ -1 ] 
f(z) = -41/23*z^3 + 87/23*z + 1
*
[ -2/3 ] 
f(z) = -41/24*z^3 + 88/27*z + 1
*
[ -1 ] 
f(z) = -41/24*z^3 + 89/24*z + 1
*
[ -1 ] 
f(z) = -41/25*z^3 + 91/25*z + 1
*
[ -1 ] 
f(z) = -41/26*z^3 + 93/26*z + 1
*
[ -1 ] 
f(z) = -41/27*z^3 + 95/27*z + 1
*
[ -1 ] 
f(z) = -41/28*z^3 + 97/28*z + 1
*
[ -1 ] 
f(z) = -41/29*z^3 + 99/29*z + 1
*
[ 4/3 ] 
f(z) = -41/32*z^3 + 91/36*z + 1
*
-1 | 0.061894904672274711791403994573923888210 | 0.014124721238003393173962704639939924489
f(z) = -41/39*z^3 + 80/39*z + 1
*
-5/8 | 0.18015970775601433839716646375895895976 | 0.029036671854825011898543200609173320485
f(z) = -56/25*z^3 + 99/40*z + 1
*
[ 12/13 ] 
f(z) = -52/27*z^3 + 81/52*z + 1
*
-1/10 | 0.063626506982164762346507753380865267970 | 0.013816320442566440219231281813629789434
f(z) = -50/21*z^3 + 85/42*z + 1
*
8/7 | 0.10794697428014030218725928505486095501 | 0.023543672835699136075471282995651144271
f(z) = -49/20*z^3 + 93/40*z + 1
*
[ 12/11 ] 
f(z) = -44/27*z^3 + 89/44*z + 1
*
0 | 0.096322605081040528157742625614665558370 | 0.018733743276380145108699301357305758341
f(z) = -57/20*z^3 + 91/60*z + 1
*
[ 5/6 ] 
f(z) = -57/25*z^3 + 83/60*z + 1
*
-3/4 | 0.13385937865327869590061869919249027451 | 0.028369060225405560141431386565562762754
f(z) = -56/33*z^3 + 85/66*z + 1
*
7/6 | 0.093872319887152926867749093784790097039 | 0.020049057861372589644178540684111649205
f(z) = -54/35*z^3 + 87/70*z + 1
*
-5/6 | 0.12577906544729126332689071755362611047 | 0.026863635243419945009487976815044435039
f(z) = -54/35*z^3 + 89/70*z + 1
*
-5/6 | 0.18124879727570638811956425385616164003 | 0.028246276967120487342385555484882432511
f(z) = -51/25*z^3 + 97/60*z + 1
*
6/5 | 0.075926399548643304714279036912041031761 | 0.016487208177378668717147291217361641346
f(z) = -50/33*z^3 + 89/66*z + 1
*
[ 6/7 ] 
f(z) = -49/22*z^3 + 97/66*z + 1
*
[ 6/7 ] 
f(z) = -49/26*z^3 + 95/78*z + 1
*
-2/3 | 0.17123176335343781884597424140978771290 | 0.028315069468808933864950212227355088892
f(z) = -47/32*z^3 + 83/72*z + 1
*
[ 14/15 ] 
f(z) = -45/28*z^3 + 93/70*z + 1
*
0 | 0.15425381406897500680296650934882000077 | 0.028320406060221778646701694828196733006
f(z) = -58/21*z^3 + 85/84*z + 1
*
[ 3/4 ] 
f(z) = -52/21*z^3 + 89/84*z + 1
*
0 | 0.11732233121932287656222441421900212659 | 0.023322488628752984652517296580668330805
f(z) = -51/32*z^3 + 89/96*z + 1
*
[ 5/6 ] 
f(z) = -46/25*z^3 + 97/90*z + 1
*
[ 9/11 ] 
f(z) = -44/27*z^3 + 86/99*z + 1
*
[ 6/7 ] 
f(z) = -41/27*z^3 + 93/98*z + 1
*
[ 4/5 ] 
f(z) = -59/32*z^3 + 93/100*z + 1
*
[ 4/5 ] 
f(z) = -57/32*z^3 + 89/100*z + 1
*
[ 4/5 ] 
f(z) = -53/32*z^3 + 81/100*z + 1
*
[ 4/5 ] 
f(z) = -50/29*z^3 + 99/116*z + 1
*
[ 5/7 ] 
f(z) = -49/22*z^3 + 81/110*z + 1
*
[ 6/7 ] 
f(z) = -49/34*z^3 + 91/102*z + 1
*
[ 6/7 ] 
f(z) = -49/38*z^3 + 89/114*z + 1
*
[ 11/15 ] 
f(z) = -45/22*z^3 + 81/110*z + 1
*
0 | 0.14243190931793265644736748965208597939 | 0.027547113472281753961189358817366008422
f(z) = -44/27*z^3 + 95/108*z + 1
*
[ 2/3 ] 
f(z) = -60/23*z^3 + 91/138*z + 1
*
[ 2/3 ] 
f(z) = -57/23*z^3 + 83/138*z + 1
*
0 | 0.10633526305606704298308410223240999183 | 0.018931742313701000556425170508496233955
f(z) = -55/24*z^3 + 83/120*z + 1
*
[ 4/5 ] 
f(z) = -50/31*z^3 + 97/124*z + 1
*
[ 4/5 ] 
f(z) = -50/33*z^3 + 95/132*z + 1
*
15/14 | 0.11432950233300913745208166090138296754 | 0.021661049392526258942702129471089078127
f(z) = -49/30*z^3 + 89/120*z + 1
*
[ 11/14 ] 
f(z) = -49/33*z^3 + 85/132*z + 1
*
[ 4/5 ] 
f(z) = -50/37*z^3 + 91/148*z + 1
*
[ 4/5 ] 
f(z) = -50/39*z^3 + 89/156*z + 1
*
[ 16/21 ] 
f(z) = -49/32*z^3 + 83/144*z + 1
*
-2/5 | 0.15598726487221772345314782653880790767 | 0.019462727163173067592898325099576095426
f(z) = -55/24*z^3 + 98/165*z + 1
*
0 | 0.16071299411867868755630074415097572388 | 0.029673193291111535318821684576093304287
f(z) = -45/34*z^3 + 89/170*z + 1
*
[ 3/4 ] 
f(z) = -53/36*z^3 + 95/192*z + 1
*
[ 2/3 ] 
f(z) = -49/22*z^3 + 97/198*z + 1
*
[ 3/4 ] 
f(z) = -49/36*z^3 + 83/192*z + 1
*
[ 2/3 ] 
f(z) = -47/22*z^3 + 89/198*z + 1
*
-5/42 | 0.18283036506275048052170032250546772071 | 0.024457801750107672146973587850765626369
f(z) = -42/25*z^3 + 89/210*z + 1
*
0 | 0.13455208111005828846986486150905737474 | 0.022533274326282073333485630448925605581
f(z) = -56/33*z^3 + 95/231*z + 1
*
[ 2/3 ] 
f(z) = -53/26*z^3 + 95/234*z + 1
*
0 | 0.16192315855611562548391352476099250807 | 0.027737347591087377997526170037092800649
f(z) = -49/32*z^3 + 87/224*z + 1
*
0 | 0.13425788030959236499967719311430306067 | 0.021992207630672121863263400575395902755
f(z) = -56/33*z^3 + 85/264*z + 1
*
-2 | 0.089565403306377941723004170737660285305 | 0.016523351167071556167436948337539892725
f(z) = -59/20*z^3 + 113/10*z + 1
*
-2 | 0.089659156144911232667143214655113587512 | 0.016595319284795080154131398082498242065
f(z) = -59/28*z^3 + 111/14*z + 1
*
-2 | 0.076133511864331125633328109767188719797 | 0.014139396726439765666437428609115042050
f(z) = -59/36*z^3 + 109/18*z + 1
*
-2 | 0.088937238746125824894798956698945029408 | 0.016517284853829478160453025372438907256
f(z) = -57/20*z^3 + 109/10*z + 1
*
[ 2 ] 
f(z) = -57/20*z^3 + 119/10*z + 1
*
[ 5/3 ] 
f(z) = -57/25*z^3 + 101/15*z + 1
*
[ -5/3 ] 
f(z) = -57/25*z^3 + 119/15*z + 1
*
-2 | 0.089028178506549005857409731926887209177 | 0.016591236758665694992683872515597364655
f(z) = -57/28*z^3 + 107/14*z + 1
*
[ 4 ] 
f(z) = -57/32*z^3 + 117/4*z + 1
*
[ -4 ] 
f(z) = -57/32*z^3 + 119/4*z + 1
*
-2/5 | 0.16338695302623913789811603914669521659 | 0.024334644510204615240919399016055091047
f(z) = -55/24*z^3 + 103/15*z + 1
*
-2/5 | 0.19929105533177325414231335781765179841 | 0.029093048872107474043144972995225344398
f(z) = -55/24*z^3 + 118/15*z + 1
*
-2 | 0.088374002633417240239727290633439189888 | 0.016587097716554958359824596954636789870
f(z) = -55/28*z^3 + 103/14*z + 1
*
[ 2 ] 
f(z) = -55/28*z^3 + 117/14*z + 1
*
[ 4 ] 
f(z) = -55/32*z^3 + 113/4*z + 1
*
[ -4 ] 
f(z) = -55/32*z^3 + 115/4*z + 1
*
-2 | 0.074833124114642814694454058743147848007 | 0.014097466137828588144726531568219244163
f(z) = -55/36*z^3 + 101/18*z + 1
*
[ 2 ] 
f(z) = -55/36*z^3 + 119/18*z + 1
*
-2 | 0.087611593185249863066560686970600483988 | 0.016504742823754406762376126425266169442
f(z) = -53/20*z^3 + 101/10*z + 1
*
[ 2 ] 
f(z) = -53/20*z^3 + 111/10*z + 1
*
[ 2 ] 
f(z) = -53/28*z^3 + 113/14*z + 1
*
[ 4 ] 
f(z) = -53/32*z^3 + 109/4*z + 1
*
[ -4 ] 
f(z) = -53/32*z^3 + 111/4*z + 1
*
[ 2 ] 
f(z) = -53/36*z^3 + 115/18*z + 1
*
[ 2 ] 
f(z) = -51/20*z^3 + 107/10*z + 1
*
[ -2 ] 
f(z) = -51/20*z^3 + 117/10*z + 1
*
[ -5/3 ] 
f(z) = -51/25*z^3 + 109/15*z + 1
*
[ 2 ] 
f(z) = -51/28*z^3 + 109/14*z + 1
*
[ 4 ] 
f(z) = -51/32*z^3 + 105/4*z + 1
*
[ -4 ] 
f(z) = -51/32*z^3 + 107/4*z + 1
*
[ 2 ] 
f(z) = -49/20*z^3 + 103/10*z + 1
*
[ -2 ] 
f(z) = -49/20*z^3 + 113/10*z + 1
*
3/28 | 0.18479202116852568102545133438911693511 | 0.023189832289954611074786288647657663678
f(z) = -49/27*z^3 + 107/16*z + 1
*
[ 4 ] 
f(z) = -49/32*z^3 + 101/4*z + 1
*
[ -4 ] 
f(z) = -49/32*z^3 + 103/4*z + 1
*
-2/7 | 0.10198236566072218016052165041139252312 | 0.016586629507130200417537102229117120020
f(z) = -49/32*z^3 + 117/8*z + 1
*
-16/7 | 0.16317693544436944508150833731575218724 | 0.029818871392721188869202667752582751852
f(z) = -49/32*z^3 + 119/16*z + 1
*
[ 2 ] 
f(z) = -49/36*z^3 + 107/18*z + 1
*
[ -5/3 ] 
f(z) = -48/25*z^3 + 104/15*z + 1
*
[ -2 ] 
f(z) = -47/20*z^3 + 109/10*z + 1
*
[ 2 ] 
f(z) = -47/28*z^3 + 101/14*z + 1
*
[ -2 ] 
f(z) = -47/28*z^3 + 115/14*z + 1
*
[ 2 ] 
f(z) = -47/36*z^3 + 103/18*z + 1
*
[ -2 ] 
f(z) = -45/28*z^3 + 111/14*z + 1
*
[ 6 ] 
f(z) = -44/27*z^3 + 119/2*z + 1
*
[ -2 ] 
f(z) = -43/20*z^3 + 101/10*z + 1
*
[ -6 ] 
f(z) = -43/27*z^3 + 117/2*z + 1
*
[ -2 ] 
f(z) = -43/28*z^3 + 107/14*z + 1
*
[ -2 ] 
f(z) = -43/36*z^3 + 113/18*z + 1
*
[ 5/2 ] 
f(z) = -42/25*z^3 + 111/10*z + 1
*
[ -5/2 ] 
f(z) = -42/25*z^3 + 119/10*z + 1
*
[ 6 ] 
f(z) = -41/27*z^3 + 111/2*z + 1
*
[ -2 ] 
f(z) = -41/28*z^3 + 103/14*z + 1
*
[ -2 ] 
f(z) = -41/36*z^3 + 109/18*z + 1
*
[ -1 ] 
f(z) = -60/23*z^3 + 106/23*z + 1
*
[ -1/2 ] 
f(z) = -60/29*z^3 + 102/29*z + 1
*
[ -1 ] 
f(z) = -60/29*z^3 + 118/29*z + 1
*
[ -1/2 ] 
f(z) = -60/31*z^3 + 108/31*z + 1
*
[ -1 ] 
f(z) = -59/21*z^3 + 101/21*z + 1
*
[ -1 ] 
f(z) = -59/22*z^3 + 103/22*z + 1
*
[ -1 ] 
f(z) = -59/23*z^3 + 105/23*z + 1
*
[ -1 ] 
f(z) = -59/24*z^3 + 107/24*z + 1
*
[ -1 ] 
f(z) = -59/25*z^3 + 109/25*z + 1
*
[ -1 ] 
f(z) = -59/26*z^3 + 111/26*z + 1
*
[ -1 ] 
f(z) = -59/27*z^3 + 113/27*z + 1
*
[ -1 ] 
f(z) = -59/28*z^3 + 115/28*z + 1
*
[ -1 ] 
f(z) = -59/29*z^3 + 117/29*z + 1
*
[ -1 ] 
f(z) = -59/30*z^3 + 119/30*z + 1
*
[ -1 ] 
f(z) = -58/21*z^3 + 100/21*z + 1
*
[ -1 ] 
f(z) = -58/23*z^3 + 104/23*z + 1
*
[ -1 ] 
f(z) = -58/25*z^3 + 108/25*z + 1
*
[ -1 ] 
f(z) = -58/27*z^3 + 112/27*z + 1
*
[ -2/3 ] 
f(z) = -57/20*z^3 + 113/30*z + 1
*
[ -1 ] 
f(z) = -57/22*z^3 + 101/22*z + 1
*
[ -1 ] 
f(z) = -57/23*z^3 + 103/23*z + 1
*
[ -1 ] 
f(z) = -57/25*z^3 + 107/25*z + 1
*
[ -1 ] 
f(z) = -57/26*z^3 + 109/26*z + 1
*
[ -1 ] 
f(z) = -57/28*z^3 + 113/28*z + 1
*
[ -1 ] 
f(z) = -57/29*z^3 + 115/29*z + 1
*
[ -1 ] 
f(z) = -57/31*z^3 + 119/31*z + 1
*
[ -1 ] 
f(z) = -56/23*z^3 + 102/23*z + 1
*
[ -1 ] 
f(z) = -56/25*z^3 + 106/25*z + 1
*
[ -1 ] 
f(z) = -56/27*z^3 + 110/27*z + 1
*
[ -3/10 ] 
f(z) = -56/27*z^3 + 113/25*z + 1
*
[ -1/2 ] 
f(z) = -56/29*z^3 + 101/29*z + 1
*
[ -1 ] 
f(z) = -56/29*z^3 + 114/29*z + 1
*
[ -1/2 ] 
f(z) = -56/31*z^3 + 107/31*z + 1
*
[ -1 ] 
f(z) = -56/31*z^3 + 118/31*z + 1
*
[ -1/2 ] 
f(z) = -56/33*z^3 + 113/33*z + 1
*
[ -1 ] 
f(z) = -55/23*z^3 + 101/23*z + 1
*
[ -1 ] 
f(z) = -55/24*z^3 + 103/24*z + 1
*
[ -6/11 ] 
f(z) = -55/24*z^3 + 116/33*z + 1
*
[ -1 ] 
f(z) = -55/26*z^3 + 107/26*z + 1
*
[ -1 ] 
f(z) = -55/27*z^3 + 109/27*z + 1
*
[ -1 ] 
f(z) = -55/28*z^3 + 111/28*z + 1
*
[ -1 ] 
f(z) = -55/29*z^3 + 113/29*z + 1
*
[ -1 ] 
f(z) = -55/31*z^3 + 117/31*z + 1
*
[ -1 ] 
f(z) = -55/32*z^3 + 119/32*z + 1
*
[ 4/3 ] 
f(z) = -55/32*z^3 + 119/36*z + 1
*
[ -1 ] 
f(z) = -54/23*z^3 + 100/23*z + 1
*
-5/6 | 0.17966922230558589408866452223943094834 | 0.028864573181699946454893152010584709515
f(z) = -54/25*z^3 + 101/30*z + 1
*
[ -1 ] 
f(z) = -54/25*z^3 + 104/25*z + 1
*
[ -1/3 ] 
f(z) = -54/25*z^3 + 106/25*z + 1
*
-5/9 | 0.17882771246433758280750471679344048153 | 0.027991859373708937731767123912950338013
f(z) = -54/25*z^3 + 119/30*z + 1
*
[ -1 ] 
f(z) = -54/29*z^3 + 112/29*z + 1
*
[ -1 ] 
f(z) = -54/31*z^3 + 116/31*z + 1
*
[ -1 ] 
f(z) = -53/24*z^3 + 101/24*z + 1
*
[ -1 ] 
f(z) = -53/25*z^3 + 103/25*z + 1
*
[ -1 ] 
f(z) = -53/26*z^3 + 105/26*z + 1
*
[ -1 ] 
f(z) = -53/27*z^3 + 107/27*z + 1
*
[ -1 ] 
f(z) = -53/28*z^3 + 109/28*z + 1
*
[ -1 ] 
f(z) = -53/29*z^3 + 111/29*z + 1
*
[ -1 ] 
f(z) = -53/30*z^3 + 113/30*z + 1
*
[ -1 ] 
f(z) = -53/31*z^3 + 115/31*z + 1
*
[ 4/3 ] 
f(z) = -53/32*z^3 + 115/36*z + 1
*
[ -1 ] 
f(z) = -53/32*z^3 + 117/32*z + 1
*
[ -1 ] 
f(z) = -53/33*z^3 + 119/33*z + 1
*
[ -5/4 ] 
f(z) = -52/25*z^3 + 101/20*z + 1
*
[ -1 ] 
f(z) = -52/25*z^3 + 102/25*z + 1
*
[ -1 ] 
f(z) = -52/27*z^3 + 106/27*z + 1
*
[ -1/2 ] 
f(z) = -52/29*z^3 + 100/29*z + 1
*
[ -1 ] 
f(z) = -52/29*z^3 + 110/29*z + 1
*
[ -1/2 ] 
f(z) = -52/31*z^3 + 106/31*z + 1
*
[ -1 ] 
f(z) = -52/31*z^3 + 114/31*z + 1
*
[ -1/2 ] 
f(z) = -52/33*z^3 + 112/33*z + 1
*
[ -1 ] 
f(z) = -52/33*z^3 + 118/33*z + 1
*
[ -1/2 ] 
f(z) = -52/35*z^3 + 118/35*z + 1
*
[ -2/3 ] 
f(z) = -51/20*z^3 + 109/30*z + 1
*
[ -1 ] 
f(z) = -51/25*z^3 + 101/25*z + 1
*
[ -1 ] 
f(z) = -51/26*z^3 + 103/26*z + 1
*
[ -1 ] 
f(z) = -51/28*z^3 + 107/28*z + 1
*
[ -1 ] 
f(z) = -51/29*z^3 + 109/29*z + 1
*
[ -1 ] 
f(z) = -51/31*z^3 + 113/31*z + 1
*
[ -1 ] 
f(z) = -51/32*z^3 + 115/32*z + 1
*
[ 7/5 ] 
f(z) = -50/21*z^3 + 104/21*z + 1
*
7/5 | 0.11665455216988425387467937671406020227 | 0.024964439379752600031163096039913704517
f(z) = -50/21*z^3 + 107/21*z + 1
*
-7/5 | 0.10147024151071994451109246230916539237 | 0.021464336204673535640696463287709130920
f(z) = -50/21*z^3 + 113/21*z + 1
*
[ -1 ] 
f(z) = -50/27*z^3 + 104/27*z + 1
*
[ -1 ] 
f(z) = -50/29*z^3 + 108/29*z + 1
*
[ -1 ] 
f(z) = -50/31*z^3 + 112/31*z + 1
*
[ -3/5 ] 
f(z) = -50/33*z^3 + 106/33*z + 1
*
[ -1 ] 
f(z) = -50/33*z^3 + 116/33*z + 1
*
11/7 | 0.072788610684783552178282927059893357629 | 0.015771768130250794772865091751005690844
f(z) = -49/20*z^3 + 101/20*z + 1
*
-3/7 | 0.11949837037879354848661125322389999539 | 0.025472076123677408988050637326105705121
f(z) = -49/20*z^3 + 109/20*z + 1
*
[ -6/7 ] 
f(z) = -49/20*z^3 + 119/30*z + 1
*
[ -8/7 ] 
f(z) = -49/24*z^3 + 109/24*z + 1
*
[ -1 ] 
f(z) = -49/26*z^3 + 101/26*z + 1
*
[ -1 ] 
f(z) = -49/27*z^3 + 103/27*z + 1
*
[ -9/14 ] 
f(z) = -49/27*z^3 + 119/36*z + 1
*
[ -1 ] 
f(z) = -49/29*z^3 + 107/29*z + 1
*
[ -6/7 ] 
f(z) = -49/30*z^3 + 101/30*z + 1
*
[ -1 ] 
f(z) = -49/31*z^3 + 111/31*z + 1
*
[ 4/3 ] 
f(z) = -49/32*z^3 + 107/36*z + 1
*
[ -1 ] 
f(z) = -49/32*z^3 + 113/32*z + 1
*
[ -1 ] 
f(z) = -49/33*z^3 + 115/33*z + 1
*
[ -3/7 ] 
f(z) = -49/33*z^3 + 119/33*z + 1
*
[ -1 ] 
f(z) = -49/34*z^3 + 117/34*z + 1
*
-9/7 | 0.11993643878011003014870288069225700566 | 0.025565454063730818289956289103615130133
f(z) = -49/36*z^3 + 109/36*z + 1
*
[ -4/7 ] 
f(z) = -49/36*z^3 + 115/36*z + 1
*
[ -1/4 ] 
f(z) = -48/23*z^3 + 118/23*z + 1
*
[ -1 ] 
f(z) = -48/29*z^3 + 106/29*z + 1
*
[ -1/2 ] 
f(z) = -48/31*z^3 + 105/31*z + 1
*
[ -1 ] 
f(z) = -48/31*z^3 + 110/31*z + 1
*
-1/4 | 0.10142500840100133750933448606468437337 | 0.021662145608698991817399359882086286544
f(z) = -48/35*z^3 + 108/35*z + 1
*
[ -1 ] 
f(z) = -48/35*z^3 + 118/35*z + 1
*
[ -1 ] 
f(z) = -47/27*z^3 + 101/27*z + 1
*
[ -1 ] 
f(z) = -47/28*z^3 + 103/28*z + 1
*
[ -1 ] 
f(z) = -47/29*z^3 + 105/29*z + 1
*
[ -1 ] 
f(z) = -47/30*z^3 + 107/30*z + 1
*
[ -1 ] 
f(z) = -47/31*z^3 + 109/31*z + 1
*
[ 4/3 ] 
f(z) = -47/32*z^3 + 103/36*z + 1
*
[ -1 ] 
f(z) = -47/32*z^3 + 111/32*z + 1
*
[ -1 ] 
f(z) = -47/33*z^3 + 113/33*z + 1
*
[ -1 ] 
f(z) = -47/34*z^3 + 115/34*z + 1
*
[ -1 ] 
f(z) = -47/35*z^3 + 117/35*z + 1
*
[ -1 ] 
f(z) = -47/36*z^3 + 119/36*z + 1
*
[ -1 ] 
f(z) = -46/27*z^3 + 100/27*z + 1
*
[ -1 ] 
f(z) = -46/29*z^3 + 104/29*z + 1
*
[ -1 ] 
f(z) = -46/31*z^3 + 108/31*z + 1
*
[ -1 ] 
f(z) = -46/33*z^3 + 112/33*z + 1
*
[ -1 ] 
f(z) = -46/35*z^3 + 116/35*z + 1
*
[ -1/3 ] 
f(z) = -45/26*z^3 + 109/26*z + 1
*
[ -1/3 ] 
f(z) = -45/28*z^3 + 117/28*z + 1
*
[ -1 ] 
f(z) = -45/29*z^3 + 103/29*z + 1
*
[ -1 ] 
f(z) = -45/31*z^3 + 107/31*z + 1
*
[ -1 ] 
f(z) = -45/32*z^3 + 109/32*z + 1
*
[ -2/3 ] 
f(z) = -45/34*z^3 + 105/34*z + 1
*
[ -1 ] 
f(z) = -45/34*z^3 + 113/34*z + 1
*
[ -1 ] 
f(z) = -45/37*z^3 + 119/37*z + 1
*
[ -2/3 ] 
f(z) = -45/38*z^3 + 115/38*z + 1
*
[ 3/2 ] 
f(z) = -44/21*z^3 + 106/21*z + 1
*
[ -3/10 ] 
f(z) = -44/27*z^3 + 112/25*z + 1
*
[ -1 ] 
f(z) = -44/29*z^3 + 102/29*z + 1
*
[ -1/2 ] 
f(z) = -44/31*z^3 + 104/31*z + 1
*
[ -1 ] 
f(z) = -44/31*z^3 + 106/31*z + 1
*
[ -1 ] 
f(z) = -44/35*z^3 + 114/35*z + 1
*
[ -1/2 ] 
f(z) = -44/35*z^3 + 116/35*z + 1
*
[ -1 ] 
f(z) = -44/37*z^3 + 118/37*z + 1
*
[ 3/2 ] 
f(z) = -44/39*z^3 + 112/39*z + 1
*
[ -1 ] 
f(z) = -43/29*z^3 + 101/29*z + 1
*
[ -1 ] 
f(z) = -43/30*z^3 + 103/30*z + 1
*
[ -1 ] 
f(z) = -43/31*z^3 + 105/31*z + 1
*
[ -1 ] 
f(z) = -43/32*z^3 + 107/32*z + 1
*
[ -1 ] 
f(z) = -43/33*z^3 + 109/33*z + 1
*
[ -1 ] 
f(z) = -43/34*z^3 + 111/34*z + 1
*
[ -1 ] 
f(z) = -43/35*z^3 + 113/35*z + 1
*
[ -1 ] 
f(z) = -43/36*z^3 + 115/36*z + 1
*
[ -1 ] 
f(z) = -43/37*z^3 + 117/37*z + 1
*
[ -1 ] 
f(z) = -43/38*z^3 + 119/38*z + 1
*
[ -5/6 ] 
f(z) = -42/25*z^3 + 101/30*z + 1
*
5/3 | 0.17882791032337065040433883002476331430 | 0.028465507360337317555225331620878604412
f(z) = -42/25*z^3 + 107/30*z + 1
*
[ -5/7 ] 
f(z) = -42/25*z^3 + 114/35*z + 1
*
[ -1 ] 
f(z) = -42/29*z^3 + 100/29*z + 1
*
[ -1 ] 
f(z) = -42/31*z^3 + 104/31*z + 1
*
[ -1 ] 
f(z) = -42/37*z^3 + 116/37*z + 1
*
[ -1 ] 
f(z) = -41/30*z^3 + 101/30*z + 1
*
[ -1 ] 
f(z) = -41/31*z^3 + 103/31*z + 1
*
[ -1 ] 
f(z) = -41/32*z^3 + 105/32*z + 1
*
[ -1 ] 
f(z) = -41/33*z^3 + 107/33*z + 1
*
[ -1 ] 
f(z) = -41/34*z^3 + 109/34*z + 1
*
[ -1 ] 
f(z) = -41/35*z^3 + 111/35*z + 1
*
[ -1 ] 
f(z) = -41/36*z^3 + 113/36*z + 1
*
[ -1 ] 
f(z) = -41/37*z^3 + 115/37*z + 1
*
[ -1 ] 
f(z) = -41/38*z^3 + 117/38*z + 1
*
[ -1 ] 
f(z) = -41/39*z^3 + 119/39*z + 1
*
-1/2 | 0.11103465625145280770701844582523274818 | 0.023358062388127377316326399687656741793
f(z) = -58/21*z^3 + 113/42*z + 1
*
[ 21/20 ] 
f(z) = -50/27*z^3 + 117/56*z + 1
*
-4/7 | 0.10975684735692598987491881763494135013 | 0.023395589095553037483536719821718542107
f(z) = -49/22*z^3 + 109/44*z + 1
*
-10/7 | 0.18246143607173256180530535970890079069 | 0.029844769601147239119831890194958284151
f(z) = -49/32*z^3 + 113/40*z + 1
*
3/14 | 0.091120156369963801594653874486099897382 | 0.015593302603192106346107365632481051754
f(z) = -49/36*z^3 + 115/48*z + 1
*
-1/2 | 0.10941717513654983216109433505380431597 | 0.023415618036253115116437666837282186476
f(z) = -46/21*z^3 + 107/42*z + 1
*
-8/15 | 0.069807137400230344686945293094186456632 | 0.011631779975182418729630274293377792134
f(z) = -45/32*z^3 + 101/40*z + 1
*
0 | 0.13291552880249237509965064766080719057 | 0.028332055549744512221548891178955770361
f(z) = -42/25*z^3 + 109/50*z + 1
*
[ 5/4 ] 
f(z) = -42/25*z^3 + 113/40*z + 1
*
-5/6 | 0.18157283994727195456127802847277976035 | 0.027814646209208387843157944029424127126
f(z) = -57/25*z^3 + 107/60*z + 1
*
15/14 | 0.18303033552126915028479594814705440276 | 0.027463850877454937692935864602298061415
f(z) = -56/25*z^3 + 103/70*z + 1
*
-4/5 | 0.094298835838816727306516402971400874463 | 0.016788798083295968871810100911921354964
f(z) = -55/24*z^3 + 103/60*z + 1
*
0 | 0.11569528705850313917249214838957197243 | 0.022999048764024593719124446814500217490
f(z) = -51/20*z^3 + 113/60*z + 1
*
-11/10 | 0.13413487670383608016963733130740301236 | 0.028269082270330703070897405453010036122
f(z) = -50/33*z^3 + 115/66*z + 1
*
-2/21 | 0.17248189470343195595593268627988290486 | 0.028326592796012910229973920741504085638
f(z) = -49/32*z^3 + 109/72*z + 1
*
-3/4 | 0.12446681155447203042157899654701369633 | 0.025044564866267895895755363563511651020
f(z) = -48/25*z^3 + 106/75*z + 1
*
-14/15 | 0.14830635785572412528238205161254408587 | 0.027382497893754258259533257054000825498
f(z) = -45/28*z^3 + 103/70*z + 1
*
0 | 0.12844075029052124689857366751261003564 | 0.026557746790133481348295437380162237361
f(z) = -42/25*z^3 + 101/75*z + 1
*
0 | 0.12332844338974620899007938011217677819 | 0.023986097502193191146685180261384151144
f(z) = -57/28*z^3 + 115/84*z + 1
*
3/4 | 0.23347302724128212156403083109756826159 | 0.027829659503612553209281406887929836933
f(z) = -55/27*z^3 + 113/80*z + 1
*
[ 9/11 ] 
f(z) = -55/27*z^3 + 113/99*z + 1
*
[ 4/5 ] 
f(z) = -50/21*z^3 + 107/84*z + 1
*
[ 4/5 ] 
f(z) = -50/23*z^3 + 105/92*z + 1
*
[ 6/7 ] 
f(z) = -50/27*z^3 + 117/98*z + 1
*
[ 6/7 ] 
f(z) = -47/27*z^3 + 109/98*z + 1
*
[ 6/7 ] 
f(z) = -44/27*z^3 + 101/98*z + 1
*
-2/9 | 0.11141941292920906573218853702560505239 | 0.021900207010845683845651206125605030397
f(z) = -54/35*z^3 + 113/105*z + 1
*
0 | 0.095827130863996010491278819434118249959 | 0.017355394213511442615461702986109978765
f(z) = -50/21*z^3 + 103/105*z + 1
*
[ 4/5 ] 
f(z) = -50/27*z^3 + 101/108*z + 1
*
0 | 0.13791233145119843840152281065749173053 | 0.027750002492641810556676749933317503947
f(z) = -48/35*z^3 + 109/105*z + 1
*
-3/4 | 0.13838649186766093061967346090212120344 | 0.027845410587047076281846271310178903529
f(z) = -48/35*z^3 + 116/105*z + 1
*
12/11 | 0.16665986263833081810540562475590566480 | 0.026019347120924869809078710372130948612
f(z) = -55/36*z^3 + 119/132*z + 1
*
0 | 0.13342873081137988285271204591652910837 | 0.024998178714417038786612890774057974814
f(z) = -52/33*z^3 + 109/132*z + 1
*
0 | 0.12524558705259310299869849835043444001 | 0.021454499858484635015048884241392107177
f(z) = -49/20*z^3 + 103/140*z + 1
*
0 | 0.12008028839195058941336072291749154335 | 0.020569687051968341299791308588221910776
f(z) = -49/22*z^3 + 101/154*z + 1
*
0 | 0.12855198607402819355463100251848349913 | 0.022700491469956744980337695530388156725
f(z) = -48/25*z^3 + 113/150*z + 1
*
5/8 | 0.13791186969973909628989182043047643128 | 0.026231477146607052733909915735600612601
f(z) = -48/35*z^3 + 103/140*z + 1
*
0 | 0.093625143442962519147647437661398267058 | 0.016037935339822857277519791442344667831
f(z) = -49/24*z^3 + 103/168*z + 1
*
[ 3/4 ] 
f(z) = -59/36*z^3 + 113/192*z + 1
*
[ 3/4 ] 
f(z) = -55/36*z^3 + 101/192*z + 1
*
[ 2/3 ] 
f(z) = -53/22*z^3 + 113/198*z + 1
*
5/42 | 0.22241049906318530249464373013093682709 | 0.029752562663006807780620577611122658720
f(z) = -49/25*z^3 + 113/180*z + 1
*
0 | 0.17401095676639141205487424042993063597 | 0.029807980745474299946591477285110275688
f(z) = -49/27*z^3 + 100/189*z + 1
*
0 | 0.16141565798711059890311963880577117482 | 0.027582035745511501131472291187849350905
f(z) = -58/35*z^3 + 103/210*z + 1
*
0 | 0.16148564937453253008666847913824464792 | 0.027662402510025011669867567640005305567
f(z) = -49/30*z^3 + 103/210*z + 1
*
0 | 0.15587702034725524202238559090096472066 | 0.027734146384123741485878134463183791034
f(z) = -46/35*z^3 + 101/210*z + 1
*
[ 2/3 ] 
f(z) = -59/26*z^3 + 119/234*z + 1
*
[ 3/4 ] 
f(z) = -56/37*z^3 + 115/222*z + 1
*
[ 2/3 ] 
f(z) = -55/26*z^3 + 103/234*z + 1
*
0 | 0.16964929251569268163590715206726737717 | 0.028256576217955408504216352240606808951
f(z) = -45/26*z^3 + 119/234*z + 1
*
15/17 | 0.23454548454638503422071704477716980729 | 0.029826536888395865608716723466942830893
f(z) = -51/25*z^3 + 116/255*z + 1
*
[ 5/7 ] 
f(z) = -43/25*z^3 + 117/245*z + 1
*
[ 5/7 ] 
f(z) = -41/25*z^3 + 107/245*z + 1
*
[ 2/3 ] 
f(z) = -59/30*z^3 + 101/270*z + 1
*
[ 3/4 ] 
f(z) = -46/33*z^3 + 119/264*z + 1
*
[ 2 ] 
f(z) = -59/20*z^3 + 123/10*z + 1
*
[ -2 ] 
f(z) = -59/20*z^3 + 133/10*z + 1
*
[ 2 ] 
f(z) = -59/28*z^3 + 125/14*z + 1
*
[ -2 ] 
f(z) = -59/28*z^3 + 139/14*z + 1
*
[ 4 ] 
f(z) = -59/32*z^3 + 121/4*z + 1
*
[ -4 ] 
f(z) = -59/32*z^3 + 123/4*z + 1
*
[ 2 ] 
f(z) = -59/36*z^3 + 127/18*z + 1
*
[ -2 ] 
f(z) = -57/20*z^3 + 129/10*z + 1
*
[ 2 ] 
f(z) = -57/28*z^3 + 121/14*z + 1
*
[ -2 ] 
f(z) = -57/28*z^3 + 135/14*z + 1
*
[ -2 ] 
f(z) = -55/28*z^3 + 131/14*z + 1
*
[ -2 ] 
f(z) = -55/36*z^3 + 137/18*z + 1
*
[ -2 ] 
f(z) = -53/20*z^3 + 121/10*z + 1
*
[ -2 ] 
f(z) = -53/28*z^3 + 127/14*z + 1
*
[ -2 ] 
f(z) = -53/36*z^3 + 133/18*z + 1
*
[ -3/26 ] 
f(z) = -52/27*z^3 + 126/13*z + 1
*
[ -2 ] 
f(z) = -51/28*z^3 + 123/14*z + 1
*
[ 6 ] 
f(z) = -50/27*z^3 + 135/2*z + 1
*
[ -21/10 ] 
f(z) = -50/27*z^3 + 135/14*z + 1
*
[ 18/7 ] 
f(z) = -49/24*z^3 + 127/9*z + 1
*
[ -18/7 ] 
f(z) = -49/24*z^3 + 134/9*z + 1
*
-33/14 | 0.19232914061093499476643152345009017576 | 0.027375715852292060934319788857270773378
f(z) = -49/27*z^3 + 125/12*z + 1
*
[ -6 ] 
f(z) = -49/27*z^3 + 133/2*z + 1
*
[ 15/7 ] 
f(z) = -49/27*z^3 + 133/15*z + 1
*
[ 16/7 ] 
f(z) = -49/32*z^3 + 137/16*z + 1
*
[ -2 ] 
f(z) = -49/36*z^3 + 125/18*z + 1
*
[ 6 ] 
f(z) = -47/27*z^3 + 127/2*z + 1
*
[ -2 ] 
f(z) = -47/36*z^3 + 121/18*z + 1
*
[ 5/2 ] 
f(z) = -46/25*z^3 + 121/10*z + 1
*
[ -5/2 ] 
f(z) = -46/25*z^3 + 129/10*z + 1
*
[ -6 ] 
f(z) = -46/27*z^3 + 125/2*z + 1
*
[ 3 ] 
f(z) = -43/36*z^3 + 137/12*z + 1
*
[ 3 ] 
f(z) = -41/36*z^3 + 131/12*z + 1
*
[ -3 ] 
f(z) = -41/36*z^3 + 139/12*z + 1
*
[ -1 ] 
f(z) = -60/31*z^3 + 122/31*z + 1
*
[ -1/2 ] 
f(z) = -60/37*z^3 + 126/37*z + 1
*
[ -1 ] 
f(z) = -60/37*z^3 + 134/37*z + 1
*
[ -1 ] 
f(z) = -59/31*z^3 + 121/31*z + 1
*
[ -1 ] 
f(z) = -59/32*z^3 + 123/32*z + 1
*
[ 4/3 ] 
f(z) = -59/32*z^3 + 127/36*z + 1
*
[ -1 ] 
f(z) = -59/33*z^3 + 125/33*z + 1
*
[ -1 ] 
f(z) = -59/34*z^3 + 127/34*z + 1
*
[ -1 ] 
f(z) = -59/35*z^3 + 129/35*z + 1
*
[ -1 ] 
f(z) = -59/36*z^3 + 131/36*z + 1
*
[ -1 ] 
f(z) = -59/37*z^3 + 133/37*z + 1
*
[ -1 ] 
f(z) = -59/38*z^3 + 135/38*z + 1
*
[ -1 ] 
f(z) = -59/39*z^3 + 137/39*z + 1
*
[ -3/8 ] 
f(z) = -58/27*z^3 + 127/32*z + 1
*
[ -1 ] 
f(z) = -58/31*z^3 + 120/31*z + 1
*
[ -1 ] 
f(z) = -58/33*z^3 + 124/33*z + 1
*
[ -1 ] 
f(z) = -58/35*z^3 + 128/35*z + 1
*
[ -1 ] 
f(z) = -58/37*z^3 + 132/37*z + 1
*
[ -1 ] 
f(z) = -58/39*z^3 + 136/39*z + 1
*
[ -1 ] 
f(z) = -57/32*z^3 + 121/32*z + 1
*
[ -1 ] 
f(z) = -57/34*z^3 + 125/34*z + 1
*
[ -1 ] 
f(z) = -57/35*z^3 + 127/35*z + 1
*
[ -1 ] 
f(z) = -57/37*z^3 + 131/37*z + 1
*
[ -5/7 ] 
f(z) = -56/25*z^3 + 124/35*z + 1
*
[ -3/14 ] 
f(z) = -56/27*z^3 + 121/21*z + 1
*
[ -1 ] 
f(z) = -56/33*z^3 + 122/33*z + 1
*
[ 3/2 ] 
f(z) = -56/33*z^3 + 137/33*z + 1
*
[ -1/2 ] 
f(z) = -56/37*z^3 + 125/37*z + 1
*
[ -1 ] 
f(z) = -56/37*z^3 + 130/37*z + 1
*
[ -1/2 ] 
f(z) = -56/39*z^3 + 131/39*z + 1
*
[ -1 ] 
f(z) = -56/39*z^3 + 134/39*z + 1
*
[ 3/2 ] 
f(z) = -56/39*z^3 + 139/39*z + 1
*
[ -1 ] 
f(z) = -55/34*z^3 + 123/34*z + 1
*
[ -6/5 ] 
f(z) = -55/36*z^3 + 121/30*z + 1
*
[ -1 ] 
f(z) = -55/36*z^3 + 127/36*z + 1
*
[ -1 ] 
f(z) = -55/37*z^3 + 129/37*z + 1
*
[ -1 ] 
f(z) = -55/38*z^3 + 131/38*z + 1
*
[ -1 ] 
f(z) = -55/39*z^3 + 133/39*z + 1
*
[ -10/9 ] 
f(z) = -54/25*z^3 + 137/30*z + 1
*
[ -1/3 ] 
f(z) = -54/29*z^3 + 122/29*z + 1
*
[ -1/3 ] 
f(z) = -54/31*z^3 + 130/31*z + 1
*
[ -1 ] 
f(z) = -54/35*z^3 + 124/35*z + 1
*
-5/3 | 0.14557947390350908814308390269857314134 | 0.029633564190759808217512309604777945645
f(z) = -54/35*z^3 + 136/35*z + 1
*
[ -1 ] 
f(z) = -54/37*z^3 + 128/37*z + 1
*
[ -1 ] 
f(z) = -53/34*z^3 + 121/34*z + 1
*
[ -1 ] 
f(z) = -53/35*z^3 + 123/35*z + 1
*
[ -1 ] 
f(z) = -53/36*z^3 + 125/36*z + 1
*
[ -1 ] 
f(z) = -53/37*z^3 + 127/37*z + 1
*
[ -1 ] 
f(z) = -53/38*z^3 + 129/38*z + 1
*
[ -1 ] 
f(z) = -53/39*z^3 + 131/39*z + 1
*
[ 3/2 ] 
f(z) = -52/21*z^3 + 124/21*z + 1
*
-15/13 | 0.13774143768631788481094712871478189474 | 0.016988292695036793591702150014302182177
f(z) = -52/27*z^3 + 123/26*z + 1
*
[ 3/2 ] 
f(z) = -52/33*z^3 + 128/33*z + 1
*
[ -1 ] 
f(z) = -52/35*z^3 + 122/35*z + 1
*
[ -1/2 ] 
f(z) = -52/37*z^3 + 124/37*z + 1
*
[ -1 ] 
f(z) = -52/37*z^3 + 126/37*z + 1
*
-2/3 | 0.15582898300910863938260896254006218225 | 0.025074627481123321947305575791714200842
f(z) = -51/32*z^3 + 125/24*z + 1
*
[ -1 ] 
f(z) = -51/35*z^3 + 121/35*z + 1
*
[ -1 ] 
f(z) = -51/37*z^3 + 125/37*z + 1
*
[ -1 ] 
f(z) = -51/38*z^3 + 127/38*z + 1
*
[ -1/5 ] 
f(z) = -50/21*z^3 + 128/21*z + 1
*
-3/20 | 0.18611119290398718123026249528052060354 | 0.026149475776867934564665560647964785804
f(z) = -50/27*z^3 + 137/24*z + 1
*
-4/5 | 0.13322395881097581828427597281652184969 | 0.027326885452812465182478176681894013721
f(z) = -50/33*z^3 + 131/33*z + 1
*
-1/5 | 0.13362915417616096735422324365573525902 | 0.027283283985217374078233397047211888590
f(z) = -50/33*z^3 + 134/33*z + 1
*
[ -1 ] 
f(z) = -50/37*z^3 + 124/37*z + 1
*
[ -3/5 ] 
f(z) = -50/39*z^3 + 122/39*z + 1
*
[ -1 ] 
f(z) = -50/39*z^3 + 128/39*z + 1
*
-6/7 | 0.15107912785290406399623349647067875523 | 0.026846002031900334137299743370535815250
f(z) = -49/20*z^3 + 139/30*z + 1
*
[ 11/7 ] 
f(z) = -49/22*z^3 + 129/22*z + 1
*
-9/7 | 0.10747133455448471394557253605064817509 | 0.022409513829405999689814539735683072151
f(z) = -49/24*z^3 + 121/24*z + 1
*
[ -2/7 ] 
f(z) = -49/26*z^3 + 121/26*z + 1
*
-3/2 | 0.23636260814091749108564620261318659054 | 0.028769212527557677592399857977613120203
f(z) = -49/27*z^3 + 137/28*z + 1
*
-5/7 | 0.092244878903275177909298183539658166479 | 0.019042385699994103408845408372084747137
f(z) = -49/30*z^3 + 127/30*z + 1
*
4/21 | 0.072447114854198303613912025126793092461 | 0.010350441795806048817545166910553175952
f(z) = -49/32*z^3 + 137/36*z + 1
*
[ -1 ] 
f(z) = -49/36*z^3 + 121/36*z + 1
*
[ -1 ] 
f(z) = -49/37*z^3 + 123/37*z + 1
*
[ -1 ] 
f(z) = -49/38*z^3 + 125/38*z + 1
*
[ -1/4 ] 
f(z) = -48/25*z^3 + 128/25*z + 1
*
[ -5/4 ] 
f(z) = -48/35*z^3 + 138/35*z + 1
*
[ -1 ] 
f(z) = -48/37*z^3 + 122/37*z + 1
*
[ -1/2 ] 
f(z) = -48/37*z^3 + 123/37*z + 1
*
[ -1 ] 
f(z) = -47/37*z^3 + 121/37*z + 1
*
[ -1 ] 
f(z) = -47/38*z^3 + 123/38*z + 1
*
[ -1 ] 
f(z) = -47/39*z^3 + 125/39*z + 1
*
[ -3/8 ] 
f(z) = -46/27*z^3 + 125/32*z + 1
*
[ -1 ] 
f(z) = -46/37*z^3 + 120/37*z + 1
*
[ -1 ] 
f(z) = -46/39*z^3 + 124/39*z + 1
*
[ -4/3 ] 
f(z) = -45/28*z^3 + 129/28*z + 1
*
[ -1/3 ] 
f(z) = -45/29*z^3 + 121/29*z + 1
*
[ -1/3 ] 
f(z) = -45/31*z^3 + 129/31*z + 1
*
[ -4/9 ] 
f(z) = -45/32*z^3 + 127/36*z + 1
*
[ -1/3 ] 
f(z) = -45/32*z^3 + 133/32*z + 1
*
[ -1 ] 
f(z) = -45/38*z^3 + 121/38*z + 1
*
[ -3/2 ] 
f(z) = -44/21*z^3 + 134/21*z + 1
*
[ -1/2 ] 
f(z) = -44/37*z^3 + 122/37*z + 1
*
[ -1 ] 
f(z) = -44/39*z^3 + 122/39*z + 1
*
[ -1/2 ] 
f(z) = -44/39*z^3 + 128/39*z + 1
*
[ -1 ] 
f(z) = -43/39*z^3 + 121/39*z + 1
*
-5/6 | 0.18635828840037171818188738952682477419 | 0.028738438112335175970640863952432756205
f(z) = -42/25*z^3 + 131/30*z + 1
*
-1/2 | 0.14589437132012528892375209800174727775 | 0.029653442466460077666339932711704364078
f(z) = -58/27*z^3 + 137/54*z + 1
*
[ -5/8 ] 
f(z) = -56/25*z^3 + 139/40*z + 1
*
-2/3 | 0.11922282074729260790021907222210882189 | 0.024775198110228237645186355887581317257
f(z) = -54/25*z^3 + 123/50*z + 1
*
[ -2/3 ] 
f(z) = -51/28*z^3 + 139/42*z + 1
*
-2/5 | 0.053080644739894858221105301567071708152 | 0.011068174107109597289738200468819837865
f(z) = -50/21*z^3 + 121/42*z + 1
*
1/10 | 0.11248532865116818240557877311769322223 | 0.023220682158541921395449390709961448629
f(z) = -50/21*z^3 + 127/42*z + 1
*
[ 8/7 ] 
f(z) = -49/20*z^3 + 133/40*z + 1
*
[ 6/5 ] 
f(z) = -49/27*z^3 + 139/50*z + 1
*
[ 10/7 ] 
f(z) = -49/32*z^3 + 137/40*z + 1
*
[ 5/4 ] 
f(z) = -46/25*z^3 + 123/40*z + 1
*
[ 6/5 ] 
f(z) = -46/27*z^3 + 131/50*z + 1
*
-8/5 | 0.11970202130133650696335864664213669982 | 0.019164261162306231082915024674802803641
f(z) = -45/32*z^3 + 129/40*z + 1
*
[ -8/15 ] 
f(z) = -45/32*z^3 + 131/40*z + 1
*
[ 6/5 ] 
f(z) = -43/27*z^3 + 123/50*z + 1
*
[ 3/2 ] 
f(z) = -41/36*z^3 + 139/48*z + 1
*
-1/3 | 0.10772139013172832518730110546847194914 | 0.020950688225310488506304908555044832463
f(z) = -57/20*z^3 + 139/60*z + 1
*
-3/5 | 0.17126803955384098208540886441204401451 | 0.028597285511113284947183731671497628639
f(z) = -55/36*z^3 + 133/60*z + 1
*
0 | 0.14266985749171122277632456056743955425 | 0.028042684224709535557580444978604578251
f(z) = -54/25*z^3 + 137/75*z + 1
*
-1/3 | 0.089208447272877408643395003891135350451 | 0.017733733855159935803632143703563688063
f(z) = -51/20*z^3 + 137/60*z + 1
*
0 | 0.13968257975630432345936057660646606631 | 0.027767479082147166397425052813828173237
f(z) = -51/25*z^3 + 128/75*z + 1
*
[ 11/10 ] 
f(z) = -50/33*z^3 + 127/66*z + 1
*
0 | 0.13569128161228146015526742893952035451 | 0.027746747329187519403899443699659872157
f(z) = -50/33*z^3 + 133/66*z + 1
*
0 | 0.14250005732661479474396231959034482544 | 0.028878469976272669623572551249393566790
f(z) = -50/39*z^3 + 139/78*z + 1
*
[ 15/14 ] 
f(z) = -49/25*z^3 + 139/60*z + 1
*
[ 8/7 ] 
f(z) = -49/36*z^3 + 137/72*z + 1
*
-5/6 | 0.084569956758726692433864068567154563647 | 0.012952141508084752668132352000064060250
f(z) = -48/25*z^3 + 137/60*z + 1
*
0 | 0.12667625831267844231321543520792739255 | 0.025983821764469687382618573524383939927
f(z) = -48/35*z^3 + 131/70*z + 1
*
0 | 0.13322563565805490057349939816849940594 | 0.027592580537753409139811180908904878589
f(z) = -46/33*z^3 + 125/66*z + 1
*
0 | 0.11805224014719756318744800342428389858 | 0.024369876315718692823379095139297573474
f(z) = -46/35*z^3 + 127/70*z + 1
*
0 | 0.14249830981829216060247168367152370413 | 0.029229239427938669705662823142341667900
f(z) = -46/39*z^3 + 131/78*z + 1
*
0 | 0.16398415297180505864790838436618373936 | 0.029409191141876536354433018793017503073
f(z) = -45/26*z^3 + 132/65*z + 1
*
0 | 0.13414712842905242120918143034840381156 | 0.027876556366608839928909740772626396412
f(z) = -44/35*z^3 + 123/70*z + 1
*
[ 5/6 ] 
f(z) = -58/25*z^3 + 127/90*z + 1
*
[ 6/7 ] 
f(z) = -53/27*z^3 + 125/98*z + 1
*
-2/21 | 0.14305036316734624992797954429401554467 | 0.023493070932056230792468473230528261372
f(z) = -49/20*z^3 + 137/90*z + 1
*
-16/15 | 0.14230167826871047987861148744681661642 | 0.025847976155465229095420824332497099560
f(z) = -45/32*z^3 + 123/80*z + 1
*
[ 16/15 ] 
f(z) = -45/32*z^3 + 133/80*z + 1
*
0 | 0.12522269032060799638843600802991480462 | 0.024354508797495882444476935335244626298
f(z) = -57/35*z^3 + 136/105*z + 1
*
0 | 0.10142626219643142871620770596244119395 | 0.018057752476074360004277619977533521646
f(z) = -55/21*z^3 + 128/105*z + 1
*
0 | 0.13184838314812218486209261342432127236 | 0.025915653377421461587715805025375409539
f(z) = -54/35*z^3 + 127/105*z + 1
*
0 | 0.14789207177491554324359625146181341461 | 0.027707918813235221092543126148487327892
f(z) = -52/25*z^3 + 133/100*z + 1
*
-5/6 | 0.065850105889535564542006225463031572563 | 0.013250016030814188355521160853343423959
f(z) = -48/35*z^3 + 121/105*z + 1
*
-7/12 | 0.14753959540035641501814351869706962529 | 0.029687150503811430584743980845649884546
f(z) = -48/35*z^3 + 124/105*z + 1
*
[ 10/13 ] 
f(z) = -52/25*z^3 + 121/130*z + 1
*
-2/5 | 0.12775668066141001212408653428560947182 | 0.019610485791707151773060007626979327171
f(z) = -45/32*z^3 + 127/120*z + 1
*
-3/11 | 0.20011033226361205131038703071849770348 | 0.026440315050545172086922344704637721744
f(z) = -44/27*z^3 + 137/132*z + 1
*
[ 3/4 ] 
f(z) = -56/25*z^3 + 139/150*z + 1
*
[ 7/8 ] 
f(z) = -48/35*z^3 + 127/140*z + 1
*
0 | 0.11921989043397444584637239098528895572 | 0.021560976467397032731867975817216821365
f(z) = -42/25*z^3 + 127/150*z + 1
*
[ 3/4 ] 
f(z) = -56/29*z^3 + 131/174*z + 1
*
10/11 | 0.18994340966197754439233602601572048672 | 0.023699478042148205543803132476690562937
f(z) = -55/24*z^3 + 131/165*z + 1
*
-7/20 | 0.075282080049233041077222836262234494964 | 0.012564887842918293333120876442489591790
f(z) = -50/21*z^3 + 121/168*z + 1
*
0 | 0.16272165864049834876244669526306422947 | 0.027874130214336173846152744524980324082
f(z) = -49/24*z^3 + 127/168*z + 1
*
17/15 | 0.15850495373914964202263658787082026051 | 0.029265512447781831594126943467478429839
f(z) = -45/34*z^3 + 139/170*z + 1
*
[ 2/3 ] 
f(z) = -59/22*z^3 + 137/198*z + 1
*
[ 3/4 ] 
f(z) = -56/31*z^3 + 127/186*z + 1
*
4/5 | 0.22003522314561252641167615452424224253 | 0.028901330724343866865465423111188209525
f(z) = -45/32*z^3 + 137/180*z + 1
*
24/25 | 0.25408061056935050584955975725318426775 | 0.027586451782219492078125651686109705711
f(z) = -50/27*z^3 + 133/200*z + 1
*
16/21 | 0.14574677160005538007704300672822133046 | 0.023935900388541596829592658351719027092
f(z) = -49/24*z^3 + 121/216*z + 1
*
5/7 | 0.19083991151422596740691582655688532759 | 0.025529264355081583701342005414713040651
f(z) = -42/25*z^3 + 131/210*z + 1
*
0 | 0.15345073858950494568759899834225381874 | 0.026286026732186842377113317726762676524
f(z) = -49/36*z^3 + 127/252*z + 1
*
[ 5/7 ] 
f(z) = -47/25*z^3 + 137/245*z + 1
*
[ 5/7 ] 
f(z) = -46/25*z^3 + 132/245*z + 1
*
[ 5/7 ] 
f(z) = -44/25*z^3 + 122/245*z + 1
*
[ 3/4 ] 
f(z) = -50/33*z^3 + 137/264*z + 1
*
[ 11/15 ] 
f(z) = -50/33*z^3 + 134/297*z + 1
*
[ 6 ] 
f(z) = -59/27*z^3 + 159/2*z + 1
*
[ -2 ] 
f(z) = -59/36*z^3 + 145/18*z + 1
*
[ 5/2 ] 
f(z) = -58/25*z^3 + 151/10*z + 1
*
[ -5/2 ] 
f(z) = -58/25*z^3 + 159/10*z + 1
*
[ -6 ] 
f(z) = -58/27*z^3 + 157/2*z + 1
*
[ -3/28 ] 
f(z) = -56/27*z^3 + 145/14*z + 1
*
[ 6 ] 
f(z) = -56/27*z^3 + 151/2*z + 1
*
[ -6 ] 
f(z) = -55/27*z^3 + 149/2*z + 1
*
[ 5/2 ] 
f(z) = -54/25*z^3 + 141/10*z + 1
*
[ -5/2 ] 
f(z) = -54/25*z^3 + 149/10*z + 1
*
[ 6 ] 
f(z) = -53/27*z^3 + 143/2*z + 1
*
[ -6 ] 
f(z) = -52/27*z^3 + 141/2*z + 1
*
[ -12/5 ] 
f(z) = -50/27*z^3 + 145/12*z + 1
*
[ 15/7 ] 
f(z) = -49/25*z^3 + 143/15*z + 1
*
[ -15/7 ] 
f(z) = -49/25*z^3 + 157/15*z + 1
*
[ -16/7 ] 
f(z) = -49/32*z^3 + 151/16*z + 1
*
[ 3 ] 
f(z) = -49/36*z^3 + 155/12*z + 1
*
[ 3 ] 
f(z) = -47/36*z^3 + 149/12*z + 1
*
[ -3 ] 
f(z) = -47/36*z^3 + 157/12*z + 1
*
[ -3 ] 
f(z) = -43/36*z^3 + 145/12*z + 1
*
2 | 0.11998338257789519919635901130603771101 | 0.018736939538639287830646857588142423823
f(z) = -57/32*z^3 + 151/24*z + 1
*
[ -5/14 ] 
f(z) = -56/25*z^3 + 143/35*z + 1
*
[ -15/14 ] 
f(z) = -56/27*z^3 + 151/35*z + 1
*
-12/7 | 0.23858077586471663334709550852280138751 | 0.028522194999080355529854614096272300845
f(z) = -56/27*z^3 + 159/28*z + 1
*
-2/11 | 0.15236027561676515561671119902324612625 | 0.021469107703518340715493243004379590102
f(z) = -55/24*z^3 + 151/33*z + 1
*
[ -6/5 ] 
f(z) = -55/27*z^3 + 143/30*z + 1
*
[ -5/18 ] 
f(z) = -54/25*z^3 + 143/30*z + 1
*
-5/9 | 0.19604894790218685155287621256417341654 | 0.029644270078447616176560544988248236779
f(z) = -54/25*z^3 + 149/30*z + 1
*
[ -1/3 ] 
f(z) = -54/35*z^3 + 146/35*z + 1
*
[ -1/3 ] 
f(z) = -54/37*z^3 + 154/37*z + 1
*
[ -3/2 ] 
f(z) = -52/21*z^3 + 152/21*z + 1
*
-15/26 | 0.20353212368489494600672523641463628139 | 0.028109649310388787639456512227536245284
f(z) = -52/27*z^3 + 155/39*z + 1
*
[ -1/5 ] 
f(z) = -50/23*z^3 + 140/23*z + 1
*
[ -11/7 ] 
f(z) = -49/22*z^3 + 157/22*z + 1
*
6/35 | 0.18027796894833926862671736945796487005 | 0.021828904411665094016914286650463038362
f(z) = -49/27*z^3 + 143/25*z + 1
*
-4/21 | 0.19739783907561371565148233943880942340 | 0.027713257672359361835197155069837234692
f(z) = -49/32*z^3 + 155/36*z + 1
*
-11/7 | 0.13402398605551476426731338139143632731 | 0.026506619973607532111548153268656794458
f(z) = -49/33*z^3 + 157/33*z + 1
*
[ -2/7 ] 
f(z) = -49/34*z^3 + 157/34*z + 1
*
[ -9/7 ] 
f(z) = -49/36*z^3 + 145/36*z + 1
*
-5/7 | 0.14249892790837931781013211567156218569 | 0.028753813692875759844619523730252030606
f(z) = -49/39*z^3 + 142/39*z + 1
*
[ -1/4 ] 
f(z) = -48/29*z^3 + 148/29*z + 1
*
[ -1/4 ] 
f(z) = -48/31*z^3 + 158/31*z + 1
*
[ -4/3 ] 
f(z) = -47/32*z^3 + 157/36*z + 1
*
[ -1/3 ] 
f(z) = -45/34*z^3 + 141/34*z + 1
*
[ -1/3 ] 
f(z) = -45/37*z^3 + 153/37*z + 1
*
[ -1/3 ] 
f(z) = -45/38*z^3 + 157/38*z + 1
*
-15/22 | 0.20717445496336628037944697417181226903 | 0.028851040947868519664203796382487182534
f(z) = -44/27*z^3 + 146/33*z + 1
*
[ -3/11 ] 
f(z) = -44/27*z^3 + 158/33*z + 1
*
-2 | 0.071002717278272995104668556790624392687 | 0.014007508219858067895756047207473171404
f(z) = -43/26*z^3 + 159/26*z + 1
*
-2 | 0.050652037822645526338077554516395247919 | 0.010017716656312019409366710196115763166
f(z) = -43/30*z^3 + 157/30*z + 1
*
[ -4/3 ] 
f(z) = -43/32*z^3 + 149/36*z + 1
*
-2 | 0.070960576394452001551141329722001431222 | 0.014069917714530863917941579668329318862
f(z) = -43/34*z^3 + 155/34*z + 1
*
-2 | 0.070892001457571533205417389730661838872 | 0.014092610338375566873799878357610825639
f(z) = -43/38*z^3 + 153/38*z + 1
*
-2 | 0.070107851605220373680542842000963377008 | 0.013936729306822332787069599522878727103
f(z) = -41/22*z^3 + 153/22*z + 1
*
-2 | 0.070121091339474901492050315509702994277 | 0.013975917951586542906960627879504029939
f(z) = -41/26*z^3 + 151/26*z + 1
*
[ -4/3 ] 
f(z) = -41/32*z^3 + 145/36*z + 1
*
-2 | 0.070054519649114417072352125197339383327 | 0.014037764949417693609302859850378687269
f(z) = -41/34*z^3 + 147/34*z + 1
*
-2 | 0.069967166699182782216804216948784554061 | 0.014058852717556130139732165690900881498
f(z) = -41/38*z^3 + 145/38*z + 1
*
[ -1/2 ] 
f(z) = -58/21*z^3 + 155/42*z + 1
*
[ 5/4 ] 
f(z) = -58/25*z^3 + 153/40*z + 1
*
[ -2/3 ] 
f(z) = -57/28*z^3 + 143/42*z + 1
*
[ -2/5 ] 
f(z) = -55/32*z^3 + 151/40*z + 1
*
[ 5/4 ] 
f(z) = -54/25*z^3 + 143/40*z + 1
*
[ -5/12 ] 
f(z) = -54/25*z^3 + 151/40*z + 1
*
[ 6/5 ] 
f(z) = -52/27*z^3 + 147/50*z + 1
*
7/5 | 0.10817175820831646071994243948100330230 | 0.021735492354409959717211064576206013614
f(z) = -50/21*z^3 + 145/42*z + 1
*
-3/10 | 0.11223780334498163183761069396028536861 | 0.022429857652874058545386798090028977057
f(z) = -50/21*z^3 + 149/42*z + 1
*
-3/4 | 0.18595861216424217938375972518937040156 | 0.022231245491943531080195437462143952470
f(z) = -50/27*z^3 + 159/40*z + 1
*
[ -4/7 ] 
f(z) = -49/22*z^3 + 153/44*z + 1
*
[ 3/2 ] 
f(z) = -47/36*z^3 + 157/48*z + 1
*
[ -1/2 ] 
f(z) = -46/21*z^3 + 149/42*z + 1
*
[ -2/3 ] 
f(z) = -45/23*z^3 + 155/46*z + 1
*
[ -2/5 ] 
f(z) = -45/32*z^3 + 149/40*z + 1
*
[ 8/5 ] 
f(z) = -45/32*z^3 + 159/40*z + 1
*
[ -5/6 ] 
f(z) = -44/25*z^3 + 154/45*z + 1
*
[ -3/4 ] 
f(z) = -43/27*z^3 + 155/48*z + 1
*
[ 3/2 ] 
f(z) = -43/36*z^3 + 145/48*z + 1
*
[ -1/2 ] 
f(z) = -42/23*z^3 + 159/46*z + 1
*
0 | 0.11955921657696051775187413312696088371 | 0.023829489377825743247041093836540947772
f(z) = -58/35*z^3 + 151/70*z + 1
*
0 | 0.14496562467321617741531126836824861111 | 0.028743487077244000475273278193961235644
f(z) = -58/39*z^3 + 155/78*z + 1
*
0 | 0.098343445821943406880189985547317498171 | 0.019126775748982737366206753694454083919
f(z) = -57/20*z^3 + 151/60*z + 1
*
-3/4 | 0.14512068637417646865387828849979448340 | 0.028924176265659951466299143056050629550
f(z) = -56/33*z^3 + 151/66*z + 1
*
0 | 0.14377743377027078570682675199379070240 | 0.028656450994677576244783905670810006917
f(z) = -56/39*z^3 + 151/78*z + 1
*
0 | 0.10911381300465354550777522604945887396 | 0.021986143257307490364359887924498333552
f(z) = -54/35*z^3 + 143/70*z + 1
*
-2/3 | 0.14955237654428047862472476912650486833 | 0.029729494505497063400201365343832240089
f(z) = -54/35*z^3 + 153/70*z + 1
*
[ 7/6 ] 
f(z) = -54/35*z^3 + 157/70*z + 1
*
[ 6/5 ] 
f(z) = -50/33*z^3 + 155/66*z + 1
*
[ 6/7 ] 
f(z) = -59/27*z^3 + 141/98*z + 1
*
-4/5 | 0.13773649558098053320864986902076463803 | 0.025996271278615140448901751461888190779
f(z) = -50/21*z^3 + 149/84*z + 1
*
-11/14 | 0.14089516372552584718726815901587450706 | 0.026694221861801424183909283842625768670
f(z) = -49/22*z^3 + 145/88*z + 1
*
0 | 0.072182478468745668399117109147933988496 | 0.013960487748925533791863828930528793846
f(z) = -44/21*z^3 + 155/84*z + 1
*
[ 10/11 ] 
f(z) = -44/25*z^3 + 149/110*z + 1
*
[ 3/4 ] 
f(z) = -56/23*z^3 + 143/138*z + 1
*
8/7 | 0.092733093466127132757394904871251080592 | 0.017569359412068257744460313687871029320
f(z) = -49/30*z^3 + 151/120*z + 1
*
[ 13/15 ] 
f(z) = -45/26*z^3 + 149/130*z + 1
*
[ 4/5 ] 
f(z) = -55/28*z^3 + 141/140*z + 1
*
0 | 0.14063437301084094760606152021173964794 | 0.024328076937965495841894609662074780655
f(z) = -54/25*z^3 + 149/150*z + 1
*
0 | 0.10207572523485199175157537020444537903 | 0.017485515331460189775051329713310443780
f(z) = -49/20*z^3 + 143/140*z + 1
*
0 | 0.15276948045127914933630948935769611892 | 0.029057463609779072577607108240246100217
f(z) = -48/35*z^3 + 157/140*z + 1
*
0 | 0.12207501972913242849244060833878996343 | 0.022539283001372422727531041392228760691
f(z) = -45/28*z^3 + 141/140*z + 1
*
0 | 0.14209239119189247494675316291610796465 | 0.027481448802133659580239359004321632504
f(z) = -44/35*z^3 + 141/140*z + 1
*
0 | 0.13252359739593302500833252405777500502 | 0.022193566611472426842793758676334979335
f(z) = -56/25*z^3 + 142/175*z + 1
*
0 | 0.083228000816757067174905144229096338518 | 0.014256910552826571206894316214047344132
f(z) = -49/24*z^3 + 151/168*z + 1
*
[ 3/4 ] 
f(z) = -46/21*z^3 + 151/168*z + 1
*
0 | 0.14374155320382508868035645370059827669 | 0.023545687418304682359450348725432666038
f(z) = -56/27*z^3 + 151/216*z + 1
*
0 | 0.066314847071631909654954032557551258903 | 0.011471681262188391609046177675547427663
f(z) = -54/35*z^3 + 149/210*z + 1
*
0 | 0.11748421494274471941231385003649720723 | 0.018904525125658757992657560556977344211
f(z) = -50/21*z^3 + 143/210*z + 1
*
-5/14 | 0.16771558310294891685531308582841734139 | 0.022435849102679264648586244057292440164
f(z) = -42/25*z^3 + 143/210*z + 1
*
0 | 0.16192315855611562548391352476099250807 | 0.027737347591087377997526170037092800649
f(z) = -49/32*z^3 + 151/224*z + 1
*
[ 5/7 ] 
f(z) = -51/25*z^3 + 157/245*z + 1
*
[ 5/7 ] 
f(z) = -48/25*z^3 + 142/245*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.026727889962375776147528409771839682343
f(z) = -56/33*z^3 + 151/264*z + 1
*
0 | 0.18923225115646817228567491054579828479 | 0.029543403860827130937090149519371540746
f(z) = -55/24*z^3 + 149/264*z + 1
*
9/14 | 0.18501046136650473534603369287045031265 | 0.029013389294875279324460780921388503540
f(z) = -49/22*z^3 + 155/264*z + 1
*
0 | 0.11697864164463759421816577468093710338 | 0.019483817789566328134167697959826976597
f(z) = -45/32*z^3 + 149/288*z + 1
*
[ 3 ] 
f(z) = -55/36*z^3 + 173/12*z + 1
*
[ 3 ] 
f(z) = -53/36*z^3 + 167/12*z + 1
*
[ -3 ] 
f(z) = -53/36*z^3 + 175/12*z + 1
*
[ -3 ] 
f(z) = -49/36*z^3 + 163/12*z + 1
*
[ 18/7 ] 
f(z) = -49/36*z^3 + 173/18*z + 1
*
[ -4/3 ] 
f(z) = -55/32*z^3 + 173/36*z + 1
*
5/3 | 0.18250956894235753734062764356314672985 | 0.027129159597142355655236732686947790432
f(z) = -54/25*z^3 + 167/30*z + 1
*
[ 5/3 ] 
f(z) = -54/35*z^3 + 164/35*z + 1
*
[ -4/3 ] 
f(z) = -53/32*z^3 + 169/36*z + 1
*
[ -3/2 ] 
f(z) = -52/33*z^3 + 172/33*z + 1
*
-2 | 0.17126272582840752488232980457438620220 | 0.026188619125235064194394130984156267313
f(z) = -51/32*z^3 + 173/24*z + 1
*
[ -1/5 ] 
f(z) = -50/27*z^3 + 164/27*z + 1
*
[ -1/5 ] 
f(z) = -50/29*z^3 + 176/29*z + 1
*
[ -1/7 ] 
f(z) = -49/20*z^3 + 161/20*z + 1
*
[ -1/7 ] 
f(z) = -49/22*z^3 + 177/22*z + 1
*
-12/7 | 0.12948838608173518120944843718333727675 | 0.025241899163632308258844936144765783679
f(z) = -49/30*z^3 + 169/30*z + 1
*
[ -4/3 ] 
f(z) = -49/32*z^3 + 161/36*z + 1
*
[ -11/7 ] 
f(z) = -49/33*z^3 + 175/33*z + 1
*
-2 | 0.073415388874688522408153597695583058916 | 0.014152675667968673409866974396812597827
f(z) = -49/34*z^3 + 179/34*z + 1
*
-5/7 | 0.13875353240438077305646648858402161789 | 0.027048006230754885822775425199394488183
f(z) = -49/36*z^3 + 169/36*z + 1
*
[ -2/7 ] 
f(z) = -49/38*z^3 + 175/38*z + 1
*
-2 | 0.073387414368760282581853212795793164145 | 0.014177992940762274119085199431808603785
f(z) = -49/38*z^3 + 177/38*z + 1
*
[ 7/4 ] 
f(z) = -48/35*z^3 + 162/35*z + 1
*
[ -1/4 ] 
f(z) = -48/35*z^3 + 178/35*z + 1
*
-2 | 0.072608961098046005724110376298328830351 | 0.014027600600715497174285503774540897483
f(z) = -47/22*z^3 + 177/22*z + 1
*
-2 | 0.072641500796133755170420739700429157641 | 0.014064764960812200350705188683046159340
f(z) = -47/26*z^3 + 175/26*z + 1
*
-2 | 0.052306549410818974072700994242518699644 | 0.010150124139427157742033380809119036131
f(z) = -47/30*z^3 + 173/30*z + 1
*
-2 | 0.072636651338593308156978956066275579831 | 0.014127072014801467176900864861324739324
f(z) = -47/34*z^3 + 171/34*z + 1
*
-2 | 0.072596690522149088077510479844044210829 | 0.014151681067496032963271168383172410058
f(z) = -47/38*z^3 + 169/38*z + 1
*
-2 | 0.071814177488638961134970498469363562102 | 0.013999141402096058045956418775396224037
f(z) = -45/22*z^3 + 169/22*z + 1
*
-2 | 0.071840615632503323067410035717940582194 | 0.014036870356937701130658039160720039153
f(z) = -45/26*z^3 + 167/26*z + 1
*
-2 | 0.071818930283383410337928415799864411414 | 0.014099421340294333292682401747366281581
f(z) = -45/34*z^3 + 163/34*z + 1
*
-2 | 0.071767383470496790591217674531560585115 | 0.014123533243101039447576270223409768784
f(z) = -45/38*z^3 + 161/38*z + 1
*
[ -3/2 ] 
f(z) = -44/39*z^3 + 164/39*z + 1
*
-2 | 0.070980877216627966502941895059929636728 | 0.013968751966631767763152664611986293826
f(z) = -43/22*z^3 + 161/22*z + 1
*
[ 2 ] 
f(z) = -41/22*z^3 + 175/22*z + 1
*
[ 2 ] 
f(z) = -41/26*z^3 + 177/26*z + 1
*
[ 2 ] 
f(z) = -41/30*z^3 + 179/30*z + 1
*
[ -1/2 ] 
f(z) = -58/23*z^3 + 167/46*z + 1
*
[ -1/2 ] 
f(z) = -58/25*z^3 + 179/50*z + 1
*
[ 6/5 ] 
f(z) = -58/27*z^3 + 163/50*z + 1
*
[ -5/6 ] 
f(z) = -56/25*z^3 + 169/45*z + 1
*
-15/28 | 0.18878480803353455234834461125982701074 | 0.025564626735570088154271798180258711094
f(z) = -56/27*z^3 + 179/42*z + 1
*
[ -3/4 ] 
f(z) = -55/27*z^3 + 167/48*z + 1
*
-8/5 | 0.13053770011578374238324984406293984123 | 0.020183021139948745839400707768413080284
f(z) = -55/32*z^3 + 161/40*z + 1
*
[ -4/11 ] 
f(z) = -55/32*z^3 + 175/44*z + 1
*
[ -2/3 ] 
f(z) = -54/23*z^3 + 163/46*z + 1
*
[ -1/2 ] 
f(z) = -54/23*z^3 + 165/46*z + 1
*
[ -2/3 ] 
f(z) = -54/25*z^3 + 173/50*z + 1
*
[ -1/2 ] 
f(z) = -54/25*z^3 + 177/50*z + 1
*
[ 3/2 ] 
f(z) = -53/36*z^3 + 175/48*z + 1
*
[ -5/6 ] 
f(z) = -52/25*z^3 + 164/45*z + 1
*
[ -2/5 ] 
f(z) = -50/21*z^3 + 163/42*z + 1
*
[ -1/2 ] 
f(z) = -50/23*z^3 + 163/46*z + 1
*
[ -2/5 ] 
f(z) = -50/23*z^3 + 177/46*z + 1
*
[ -4/7 ] 
f(z) = -49/26*z^3 + 175/52*z + 1
*
[ -3/4 ] 
f(z) = -49/27*z^3 + 161/48*z + 1
*
[ 3/2 ] 
f(z) = -49/36*z^3 + 163/48*z + 1
*
[ -3/7 ] 
f(z) = -47/27*z^3 + 179/49*z + 1
*
[ -1/2 ] 
f(z) = -46/25*z^3 + 173/50*z + 1
*
[ 4/3 ] 
f(z) = -45/22*z^3 + 171/44*z + 1
*
[ 4/3 ] 
f(z) = -45/26*z^3 + 173/52*z + 1
*
[ -3/7 ] 
f(z) = -44/27*z^3 + 178/49*z + 1
*
[ -1/2 ] 
f(z) = -42/25*z^3 + 171/50*z + 1
*
[ -5/4 ] 
f(z) = -42/25*z^3 + 177/40*z + 1
*
[ -3/7 ] 
f(z) = -41/27*z^3 + 177/49*z + 1
*
-1/2 | 0.15077997016016105704007651159386709189 | 0.029672893422765831175194355921300764538
f(z) = -58/33*z^3 + 161/66*z + 1
*
-2/3 | 0.13736403908554507513482472236562068157 | 0.026596269386395161386556298204803218213
f(z) = -57/22*z^3 + 175/66*z + 1
*
-4/5 | 0.12722172810394464491556949728567770882 | 0.021984445155980688166821483341103015785
f(z) = -55/24*z^3 + 163/60*z + 1
*
0 | 0.11873597143942954959615739377689740690 | 0.023040802031502571213596415680626786329
f(z) = -51/20*z^3 + 173/60*z + 1
*
-2/3 | 0.13428280083098495834017088485959699079 | 0.026237390226068993918957392560939315546
f(z) = -51/22*z^3 + 167/66*z + 1
*
0 | 0.14280189418633469992078796624031903319 | 0.027528681985740565715082119912957271398
f(z) = -51/26*z^3 + 179/78*z + 1
*
-11/10 | 0.13501374610627343869323864790499439734 | 0.026318988660246495160777713652351398096
f(z) = -50/33*z^3 + 169/66*z + 1
*
-3/7 | 0.072757100681323279685940752004272024674 | 0.014215941509113867107096779544468790362
f(z) = -49/20*z^3 + 167/60*z + 1
*
-6/7 | 0.14806411909415170836738246895124135467 | 0.029067801375634969512921805449692006686
f(z) = -49/39*z^3 + 163/78*z + 1
*
[ 4/3 ] 
f(z) = -45/34*z^3 + 177/68*z + 1
*
[ 4/3 ] 
f(z) = -45/38*z^3 + 179/76*z + 1
*
-6/5 | 0.18559179378450318836171563654895533471 | 0.025680564115910960777735702739784493807
f(z) = -41/24*z^3 + 172/75*z + 1
*
1/14 | 0.11637018791411404636622870879382927403 | 0.022047680929136798437931028065913858802
f(z) = -49/20*z^3 + 161/80*z + 1
*
0 | 0.13646678091832173427170013368961474511 | 0.026602236906029859498126309860505180836
f(z) = -47/28*z^3 + 169/84*z + 1
*
0 | 0.14093629150420173807293465090187982413 | 0.027025508664908293701203880588105803844
f(z) = -46/21*z^3 + 163/84*z + 1
*
0 | 0.072348636710124009509366180892661616015 | 0.014203412781935249015887038426189927354
f(z) = -45/28*z^3 + 163/84*z + 1
*
0 | 0.17091516083605839102307345599458645502 | 0.029263079446123877377178143853327845616
f(z) = -45/34*z^3 + 172/85*z + 1
*
[ 13/14 ] 
f(z) = -49/26*z^3 + 161/104*z + 1
*
3/70 | 0.19931105516583166222979873785569484898 | 0.023456664514197432603897256296579588161
f(z) = -49/27*z^3 + 167/100*z + 1
*
-5/12 | 0.15067092739644089246980748055018989099 | 0.029270731241214162905899598383511142263
f(z) = -48/35*z^3 + 172/105*z + 1
*
-11/15 | 0.15654571059556139792571247013966110427 | 0.028903768204120689750529421916267064904
f(z) = -45/22*z^3 + 161/110*z + 1
*
-10/11 | 0.19186106178001793797193142141770486161 | 0.027906121472623349733970755235628733698
f(z) = -44/25*z^3 + 171/110*z + 1
*
-1/2 | 0.15847121542753317135910622720968458236 | 0.029584367225978540856363853873433418285
f(z) = -53/30*z^3 + 173/120*z + 1
*
-4/5 | 0.15461086915953855295454942441864226214 | 0.029181126471529343521539140423350111797
f(z) = -50/33*z^3 + 161/132*z + 1
*
-5/7 | 0.10646812536821126795141911207754819328 | 0.019353413581666609560082548440817148755
f(z) = -49/24*z^3 + 173/120*z + 1
*
-1/2 | 0.15523447137661820754687416787989464225 | 0.029645028528631735777062002172002669426
f(z) = -47/30*z^3 + 167/120*z + 1
*
-1/2 | 0.14536734453033125827134373495785090576 | 0.028240408063598476101795384793869144332
f(z) = -43/30*z^3 + 163/120*z + 1
*
-1/2 | 0.14670651302134990399354753575486796902 | 0.028405148589323228874993022202481680487
f(z) = -43/33*z^3 + 175/132*z + 1
*
-1/2 | 0.11666256604742354004226108333520843871 | 0.022875612077000285844951659226664756991
f(z) = -41/30*z^3 + 161/120*z + 1
*
-1/2 | 0.13770539488099098302689767321026061171 | 0.026721832513421210718749304884280116033
f(z) = -41/33*z^3 + 173/132*z + 1
*
0 | 0.14279857443049099143201054747588185182 | 0.026753640404656714497552635588309996582
f(z) = -52/35*z^3 + 173/140*z + 1
*
0 | 0.15372988970749190231038293669325683138 | 0.026333845164454895612251468142098038636
f(z) = -49/20*z^3 + 163/140*z + 1
*
[ 6/7 ] 
f(z) = -43/24*z^3 + 169/147*z + 1
*
[ 6/7 ] 
f(z) = -41/24*z^3 + 160/147*z + 1
*
0 | 0.11965729998042416960187742054951015822 | 0.022092888073441578438785339297294812607
f(z) = -45/32*z^3 + 161/160*z + 1
*
0 | 0.16731443428471345506854371899853811380 | 0.027867685120424410517473550097461696101
f(z) = -45/22*z^3 + 163/198*z + 1
*
[ 5/6 ] 
f(z) = -43/25*z^3 + 179/180*z + 1
*
[ 5/6 ] 
f(z) = -41/25*z^3 + 169/180*z + 1
*
0 | 0.13739285375032959864982356628143410280 | 0.023477118952252023148926394128825186865
f(z) = -58/35*z^3 + 173/210*z + 1
*
0 | 0.14285827317383801822323986108602303960 | 0.024483788697104607885932681844173021611
f(z) = -57/35*z^3 + 167/210*z + 1
*
0 | 0.16148461575811164036448728193551008046 | 0.027662225452103231208940326249720157919
f(z) = -49/30*z^3 + 163/210*z + 1
*
[ 11/14 ] 
f(z) = -56/33*z^3 + 179/231*z + 1
*
[ 6/7 ] 
f(z) = -49/37*z^3 + 179/222*z + 1
*
[ 5/7 ] 
f(z) = -54/25*z^3 + 172/245*z + 1
*
[ 5/7 ] 
f(z) = -53/25*z^3 + 167/245*z + 1
*
[ 5/7 ] 
f(z) = -52/25*z^3 + 162/245*z + 1
*
0 | 0.15054121120817075499518446213485987663 | 0.025787626299404495006971863384187490733
f(z) = -49/36*z^3 + 163/252*z + 1
*
[ 7/9 ] 
f(z) = -45/28*z^3 + 173/252*z + 1
*
[ 3/4 ] 
f(z) = -58/33*z^3 + 173/264*z + 1
*
0 | 0.17636632830484644704082536916938899455 | 0.027534744382726783177655211714053425448
f(z) = -55/24*z^3 + 173/264*z + 1
*
5/7 | 0.20369216051892714839667606365445658903 | 0.025301163248387731168216073315998134752
f(z) = -56/25*z^3 + 173/280*z + 1
*
[ 3 ] 
f(z) = -59/36*z^3 + 185/12*z + 1
*
[ -3 ] 
f(z) = -59/36*z^3 + 193/12*z + 1
*
[ 9/4 ] 
f(z) = -56/27*z^3 + 199/18*z + 1
*
[ -3 ] 
f(z) = -55/36*z^3 + 181/12*z + 1
*
[ -24/7 ] 
f(z) = -49/27*z^3 + 181/8*z + 1
*
[ -18/7 ] 
f(z) = -49/36*z^3 + 187/18*z + 1
*
[ 6 ] 
f(z) = -43/24*z^3 + 196/3*z + 1
*
[ -6 ] 
f(z) = -43/24*z^3 + 197/3*z + 1
*
[ 6 ] 
f(z) = -41/24*z^3 + 187/3*z + 1
*
[ -6 ] 
f(z) = -41/24*z^3 + 188/3*z + 1
*
[ -4/3 ] 
f(z) = -59/32*z^3 + 181/36*z + 1
*
[ -3/2 ] 
f(z) = -56/33*z^3 + 181/33*z + 1
*
[ -3/2 ] 
f(z) = -56/39*z^3 + 191/39*z + 1
*
-2 | 0.074844435958867064786076392831692757826 | 0.014139453221978878133751618221834939879
f(z) = -53/26*z^3 + 199/26*z + 1
*
-2 | 0.054525629452763308354272900439691208147 | 0.010320561585798996945370144830351384491
f(z) = -53/30*z^3 + 197/30*z + 1
*
-2 | 0.074874982184306198436629653233397370094 | 0.014199694377501627346283376765393498201
f(z) = -53/34*z^3 + 195/34*z + 1
*
-2 | 0.074863469174687571462349399257404546334 | 0.014225323263854513255725328105420873067
f(z) = -53/38*z^3 + 193/38*z + 1
*
-2 | 0.074100931736567928338298481901941335954 | 0.014080428274647801142543721340033969303
f(z) = -51/22*z^3 + 193/22*z + 1
*
-2 | 0.074140577776277188889277516288698564998 | 0.014115902150176284799248357218853923595
f(z) = -51/26*z^3 + 191/26*z + 1
*
-2 | 0.074140999851506437679559719108025322922 | 0.014202288567253755350783225511273248389
f(z) = -51/38*z^3 + 185/38*z + 1
*
[ -3/20 ] 
f(z) = -50/27*z^3 + 185/24*z + 1
*
[ -1/5 ] 
f(z) = -50/31*z^3 + 188/31*z + 1
*
-2 | 0.073371128347727897812388340158629019103 | 0.014054813657578036278210508686979733134
f(z) = -49/22*z^3 + 185/22*z + 1
*
[ -1/7 ] 
f(z) = -49/23*z^3 + 185/23*z + 1
*
[ 13/7 ] 
f(z) = -49/26*z^3 + 181/26*z + 1
*
-1/7 | 0.13876178808554510895762779832250005179 | 0.026367082823551139405592927499120218424
f(z) = -49/32*z^3 + 193/32*z + 1
*
[ 13/7 ] 
f(z) = -49/39*z^3 + 187/39*z + 1
*
[ -1/4 ] 
f(z) = -48/37*z^3 + 188/37*z + 1
*
[ 2 ] 
f(z) = -47/22*z^3 + 199/22*z + 1
*
[ 2 ] 
f(z) = -45/22*z^3 + 191/22*z + 1
*
[ 2 ] 
f(z) = -45/26*z^3 + 193/26*z + 1
*
[ 2 ] 
f(z) = -45/34*z^3 + 197/34*z + 1
*
[ 2 ] 
f(z) = -45/38*z^3 + 199/38*z + 1
*
[ 2 ] 
f(z) = -43/22*z^3 + 183/22*z + 1
*
[ 2 ] 
f(z) = -43/26*z^3 + 185/26*z + 1
*
[ 2 ] 
f(z) = -43/30*z^3 + 187/30*z + 1
*
[ 2 ] 
f(z) = -43/34*z^3 + 189/34*z + 1
*
[ 2 ] 
f(z) = -43/38*z^3 + 191/38*z + 1
*
[ -2 ] 
f(z) = -41/22*z^3 + 197/22*z + 1
*
[ 2 ] 
f(z) = -41/34*z^3 + 181/34*z + 1
*
[ 2 ] 
f(z) = -41/38*z^3 + 183/38*z + 1
*
[ -3/7 ] 
f(z) = -59/27*z^3 + 183/49*z + 1
*
[ 3/2 ] 
f(z) = -59/36*z^3 + 193/48*z + 1
*
[ -1/2 ] 
f(z) = -58/27*z^3 + 191/54*z + 1
*
[ -12/11 ] 
f(z) = -55/27*z^3 + 191/44*z + 1
*
[ 8/5 ] 
f(z) = -55/32*z^3 + 191/40*z + 1
*
[ 3/2 ] 
f(z) = -55/36*z^3 + 181/48*z + 1
*
[ -2/3 ] 
f(z) = -54/29*z^3 + 193/58*z + 1
*
[ -3/7 ] 
f(z) = -53/27*z^3 + 181/49*z + 1
*
[ -3/10 ] 
f(z) = -50/21*z^3 + 191/42*z + 1
*
[ -3/7 ] 
f(z) = -50/27*z^3 + 180/49*z + 1
*
-3/4 | 0.18897728096680351198914932330744692093 | 0.022218707102372868413834384202559572384
f(z) = -50/27*z^3 + 183/40*z + 1
*
[ -1/2 ] 
f(z) = -50/27*z^3 + 187/54*z + 1
*
[ -1/2 ] 
f(z) = -50/29*z^3 + 199/58*z + 1
*
[ -10/7 ] 
f(z) = -49/32*z^3 + 193/40*z + 1
*
[ -5/4 ] 
f(z) = -46/25*z^3 + 187/40*z + 1
*
[ -1/2 ] 
f(z) = -46/27*z^3 + 185/54*z + 1
*
[ -1/2 ] 
f(z) = -46/29*z^3 + 197/58*z + 1
*
[ -2/3 ] 
f(z) = -45/29*z^3 + 185/58*z + 1
*
-2/3 | 0.10276614002651789703547498314895570149 | 0.015504752338428112184881268623894921515
f(z) = -45/32*z^3 + 189/40*z + 1
*
[ -5/11 ] 
f(z) = -44/25*z^3 + 196/55*z + 1
*
[ -3/8 ] 
f(z) = -44/27*z^3 + 187/48*z + 1
*
-3/4 | 0.17642116518241251392798988087784860237 | 0.020638615917858767837810242564273760739
f(z) = -44/27*z^3 + 191/44*z + 1
*
[ -1/2 ] 
f(z) = -42/29*z^3 + 195/58*z + 1
*
-1/3 | 0.12660130048982091076051180314544872968 | 0.023917251071292742962623237384720032107
f(z) = -57/20*z^3 + 199/60*z + 1
*
0 | 0.14844992765492780630856941886588966294 | 0.028207992932568730009584590171990115738
f(z) = -57/22*z^3 + 193/66*z + 1
*
-2/3 | 0.14251227836889227970741518286797899418 | 0.027079739306969862399306430678936642444
f(z) = -57/26*z^3 + 193/78*z + 1
*
[ 9/8 ] 
f(z) = -56/27*z^3 + 197/72*z + 1
*
3/2 | 0.21410064100612582242076852383154366845 | 0.028582845018567688558371242000702846865
f(z) = -55/27*z^3 + 199/60*z + 1
*
-2/5 | 0.14959447967944189029651829988745253054 | 0.025031073635034486393630810372121205372
f(z) = -55/28*z^3 + 197/70*z + 1
*
[ -3/5 ] 
f(z) = -55/36*z^3 + 193/60*z + 1
*
0 | 0.15056236199678510341824257196666440692 | 0.028609391127414183010173963308189358851
f(z) = -51/20*z^3 + 193/60*z + 1
*
-1/3 | 0.13546390073342976150005884708684279174 | 0.025640484010974974651155106277296374356
f(z) = -51/20*z^3 + 197/60*z + 1
*
-2/3 | 0.14263149259358913716181575933526349849 | 0.027322178290681772155514577259897605921
f(z) = -51/26*z^3 + 185/78*z + 1
*
-7/10 | 0.054556749990124210684209998658417036607 | 0.010494716003875398763234515679796776692
f(z) = -50/33*z^3 + 181/66*z + 1
*
-6/5 | 0.080481398518962930912436798757159441496 | 0.015204376317615876620327874236369044289
f(z) = -50/33*z^3 + 199/66*z + 1
*
[ 13/10 ] 
f(z) = -50/39*z^3 + 187/78*z + 1
*
9/7 | 0.14739095791929484355965300947996020383 | 0.028175855007942762766240666828901377548
f(z) = -49/24*z^3 + 187/72*z + 1
*
-6/7 | 0.10703931047438287161263900571391287445 | 0.020221641114339960105533316551606089509
f(z) = -49/26*z^3 + 199/78*z + 1
*
[ -4/7 ] 
f(z) = -49/30*z^3 + 197/60*z + 1
*
-6/5 | 0.19255107417369896373930302733293167644 | 0.026116600870891708943053937082090229705
f(z) = -47/24*z^3 + 199/75*z + 1
*
0 | 0.13484498836667764657976469605038204207 | 0.025523336840710549509335697481897102197
f(z) = -46/35*z^3 + 197/70*z + 1
*
-2/5 | 0.11142046725257934181265735174338615572 | 0.018707775303574342865138563868505346006
f(z) = -45/28*z^3 + 193/70*z + 1
*
[ -2/3 ] 
f(z) = -45/31*z^3 + 195/62*z + 1
*
[ 6/5 ] 
f(z) = -41/24*z^3 + 197/75*z + 1
*
0 | 0.053248692626482040190312708593538561686 | 0.010059630871391115283965923684549446934
f(z) = -57/28*z^3 + 199/84*z + 1
*
0 | 0.15120324562601928939823708571600847175 | 0.028904627431906831852757475834555964680
f(z) = -53/28*z^3 + 187/84*z + 1
*
0 | 0.090994703170025206699882779055582834619 | 0.017048066320328183530739894520177235901
f(z) = -52/21*z^3 + 187/84*z + 1
*
0 | 0.097704773104013743215980530379888808782 | 0.018794811753546925964358383357410426188
f(z) = -51/28*z^3 + 181/84*z + 1
*
0 | 0.14371047405562438763317077813060822706 | 0.027528865631198270707186753735743796028
f(z) = -51/32*z^3 + 185/96*z + 1
*
-3/14 | 0.13574793891356912369745016195179201999 | 0.025719020460491373036529115207312357930
f(z) = -49/22*z^3 + 185/88*z + 1
*
0 | 0.13684168090399502747071660858371612311 | 0.024363051034934371838531890250296435828
f(z) = -55/21*z^3 + 191/105*z + 1
*
0 | 0.10370920446895850339168065589728849903 | 0.019629983963107886578670906498561013159
f(z) = -54/35*z^3 + 197/105*z + 1
*
0 | 0.15857842593987106321251429402352344394 | 0.029710031773439809482984841004780404783
f(z) = -52/27*z^3 + 181/108*z + 1
*
0 | 0.091781082779545546829718526484457777181 | 0.017527375158750726499408666447809177444
f(z) = -51/35*z^3 + 188/105*z + 1
*
0 | 0.086696173531467325556313326811559290442 | 0.015701672948729959118660488301747275022
f(z) = -50/21*z^3 + 187/105*z + 1
*
-7/6 | 0.12914759617400765225512359760522975683 | 0.024843256694629758843149465882046186159
f(z) = -48/35*z^3 + 181/105*z + 1
*
5/21 | 0.18219263504732346401712059600695205332 | 0.026394238056497560107666235575987988324
f(z) = -42/25*z^3 + 199/105*z + 1
*
[ 6/7 ] 
f(z) = -49/23*z^3 + 193/138*z + 1
*
-13/15 | 0.14581334738309602696486724577157697019 | 0.026922201686613524293114501616869289407
f(z) = -45/26*z^3 + 189/130*z + 1
*
0 | 0.15466902357916375178777755482176199837 | 0.028557266685124880290702063219954002613
f(z) = -45/26*z^3 + 199/130*z + 1
*
0 | 0.12573633047650632653171628524778206828 | 0.021750892447140937597641633118070840967
f(z) = -54/25*z^3 + 199/150*z + 1
*
0 | 0.16151610986876566571772761375185428126 | 0.027667620375856402253572766782506416314
f(z) = -49/20*z^3 + 183/140*z + 1
*
[ 6/7 ] 
f(z) = -49/25*z^3 + 191/150*z + 1
*
[ 6/7 ] 
f(z) = -47/24*z^3 + 187/147*z + 1
*
-1/2 | 0.14249849080434836850924299630742962497 | 0.026920514786670192388258106906800442698
f(z) = -43/39*z^3 + 199/156*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.026972180468007138535855528578265589161
f(z) = -41/39*z^3 + 197/156*z + 1
*
0 | 0.072911854857526911372214371528223001474 | 0.012489760450128978279767790646729368318
f(z) = -49/24*z^3 + 199/168*z + 1
*
[ 6/7 ] 
f(z) = -49/29*z^3 + 187/174*z + 1
*
0 | 0.16357269311633838868952812093060399190 | 0.028779871104532907592568915393919596340
f(z) = -42/25*z^3 + 194/175*z + 1
*
0 | 0.16468446230733436246118236230511873612 | 0.029320130630879865651021939288373446312
f(z) = -55/38*z^3 + 199/190*z + 1
*
[ 6/7 ] 
f(z) = -49/31*z^3 + 185/186*z + 1
*
-5/7 | 0.086736345200170654859268613424462718875 | 0.015766637718243394693228765100172335324
f(z) = -49/36*z^3 + 197/180*z + 1
*
[ 5/6 ] 
f(z) = -47/25*z^3 + 199/180*z + 1
*
0 | 0.16156679226522700952143217712036788436 | 0.026910364978449052891662493890931878450
f(z) = -45/22*z^3 + 185/198*z + 1
*
0 | 0.082655484076989262183195330862122235505 | 0.014158838751644701569718380910038732146
f(z) = -49/30*z^3 + 193/210*z + 1
*
0 | 0.18945769628259579295870389634203433534 | 0.029578600907677967111374273406006141091
f(z) = -55/21*z^3 + 185/231*z + 1
*
0 | 0.081062442687668777062904807355681682744 | 0.013112476439719729835987679827429094404
f(z) = -44/21*z^3 + 190/231*z + 1
*
21/22 | 0.15273723843883032657773563344246889460 | 0.024706428453107518122874000440023795159
f(z) = -44/21*z^3 + 199/231*z + 1
*
[ 5/7 ] 
f(z) = -59/25*z^3 + 197/245*z + 1
*
[ 5/7 ] 
f(z) = -58/25*z^3 + 192/245*z + 1
*
[ 5/7 ] 
f(z) = -57/25*z^3 + 187/245*z + 1
*
0 | 0.15345086001705833604510826321135025259 | 0.026286047532659644150154924149003404667
f(z) = -49/36*z^3 + 199/252*z + 1
*
0 | 0.15823131667882300939491248027041735166 | 0.024050049402275366403003225663801111292
f(z) = -60/23*z^3 + 191/276*z + 1
*
[ 14/19 ] 
f(z) = -57/28*z^3 + 199/266*z + 1
*
[ 6/7 ] 
f(z) = -41/36*z^3 + 197/294*z + 1
*
[ -9/4 ] 
f(z) = -56/27*z^3 + 215/18*z + 1
*
75/28 | 0.21035057844803645017722356703803751807 | 0.024433677730977729471773614809037771861
f(z) = -49/27*z^3 + 203/16*z + 1
*
[ 6 ] 
f(z) = -47/24*z^3 + 214/3*z + 1
*
[ -6 ] 
f(z) = -47/24*z^3 + 215/3*z + 1
*
[ 5 ] 
f(z) = -43/25*z^3 + 219/5*z + 1
*
[ 5 ] 
f(z) = -42/25*z^3 + 214/5*z + 1
*
[ -5 ] 
f(z) = -42/25*z^3 + 216/5*z + 1
*
[ 5 ] 
f(z) = -41/25*z^3 + 209/5*z + 1
*
[ -5 ] 
f(z) = -41/25*z^3 + 211/5*z + 1
*
-2 | 0.076857215727314245140660916928415853271 | 0.014261679855193030004920878758861712164
f(z) = -59/34*z^3 + 219/34*z + 1
*
-2 | 0.076860906666010104369775531610835744248 | 0.014286686457954196625531545080443469813
f(z) = -59/38*z^3 + 217/38*z + 1
*
-2 | 0.076130189372078945541744594382167623477 | 0.014150862808186923521341921833159487656
f(z) = -57/22*z^3 + 217/22*z + 1
*
-2 | 0.076175003335929175336359831272729162353 | 0.014183604059141119379010545196652240437
f(z) = -57/26*z^3 + 215/26*z + 1
*
-2 | 0.076220756440455452080015392888506613209 | 0.014241923933613236018174669772596312287
f(z) = -57/34*z^3 + 211/34*z + 1
*
[ -3/16 ] 
f(z) = -56/27*z^3 + 205/32*z + 1
*
33/14 | 0.21806390111748706793716218785266017562 | 0.028832224989222272921652948951475035366
f(z) = -56/27*z^3 + 214/21*z + 1
*
[ -12/7 ] 
f(z) = -56/27*z^3 + 215/28*z + 1
*
[ -2/11 ] 
f(z) = -55/24*z^3 + 217/33*z + 1
*
-2 | 0.075522768334342769330299703260543971965 | 0.014162150914411543481887468765867974647
f(z) = -55/26*z^3 + 207/26*z + 1
*
-2 | 0.075561554342403698831690305235747257814 | 0.014221461513154226218604923593663756166
f(z) = -55/34*z^3 + 203/34*z + 1
*
-2 | 0.075555123930197027475308065077056172352 | 0.014246799918175737496152377230174924162
f(z) = -55/38*z^3 + 201/38*z + 1
*
-5/3 | 0.11534014257900946306739297860868124864 | 0.016661284963831828334635402780369883782
f(z) = -54/25*z^3 + 203/30*z + 1
*
[ -5/3 ] 
f(z) = -54/35*z^3 + 206/35*z + 1
*
-2 | 0.074803484045641508168942409660798444076 | 0.014105069450554820069440823896657184198
f(z) = -53/22*z^3 + 201/22*z + 1
*
[ -3/13 ] 
f(z) = -52/27*z^3 + 212/39*z + 1
*
[ 2 ] 
f(z) = -51/22*z^3 + 215/22*z + 1
*
[ 2 ] 
f(z) = -51/26*z^3 + 217/26*z + 1
*
[ 2 ] 
f(z) = -49/22*z^3 + 207/22*z + 1
*
1/7 | 0.12856812002377238017221404517627724320 | 0.023897876032739345244693777846799015144
f(z) = -49/24*z^3 + 217/24*z + 1
*
[ -1/7 ] 
f(z) = -49/25*z^3 + 201/25*z + 1
*
-66/35 | 0.20232888680510908193068986514670085817 | 0.023501902644326456321106072822281242004
f(z) = -49/27*z^3 + 203/25*z + 1
*
[ -1/7 ] 
f(z) = -49/27*z^3 + 217/27*z + 1
*
-15/7 | 0.24854996541420916112253289883992490280 | 0.028633693671292367052968497603854962954
f(z) = -49/27*z^3 + 218/25*z + 1
*
-15/7 | 0.15897552514429740727479463202353609097 | 0.029757689737557916939156517854081694164
f(z) = -49/30*z^3 + 209/30*z + 1
*
[ 2 ] 
f(z) = -49/34*z^3 + 213/34*z + 1
*
-1/7 | 0.12723935053477208686498181534202466591 | 0.023650888143997222185868997560448062186
f(z) = -49/36*z^3 + 217/36*z + 1
*
[ 2 ] 
f(z) = -49/38*z^3 + 215/38*z + 1
*
[ -7/4 ] 
f(z) = -48/35*z^3 + 202/35*z + 1
*
[ 2 ] 
f(z) = -47/26*z^3 + 201/26*z + 1
*
[ 2 ] 
f(z) = -47/30*z^3 + 203/30*z + 1
*
[ 2 ] 
f(z) = -47/34*z^3 + 205/34*z + 1
*
[ 2 ] 
f(z) = -47/38*z^3 + 207/38*z + 1
*
[ -3/23 ] 
f(z) = -46/27*z^3 + 200/23*z + 1
*
[ -2 ] 
f(z) = -45/22*z^3 + 213/22*z + 1
*
[ -2 ] 
f(z) = -45/26*z^3 + 219/26*z + 1
*
[ -2 ] 
f(z) = -43/22*z^3 + 205/22*z + 1
*
[ -2 ] 
f(z) = -43/26*z^3 + 211/26*z + 1
*
[ -2 ] 
f(z) = -43/30*z^3 + 217/30*z + 1
*
[ 5/2 ] 
f(z) = -41/25*z^3 + 217/20*z + 1
*
[ -2 ] 
f(z) = -41/26*z^3 + 203/26*z + 1
*
[ -2 ] 
f(z) = -41/30*z^3 + 209/30*z + 1
*
[ -2 ] 
f(z) = -41/34*z^3 + 215/34*z + 1
*
[ -5/4 ] 
f(z) = -58/25*z^3 + 217/40*z + 1
*
-15/22 | 0.19168637560019331170228318559540396683 | 0.022265701199349356656075200990965516819
f(z) = -55/27*z^3 + 203/44*z + 1
*
[ -5/4 ] 
f(z) = -54/25*z^3 + 207/40*z + 1
*
[ -1/2 ] 
f(z) = -54/29*z^3 + 201/58*z + 1
*
-3/10 | 0.13056988034987526273486098654549501277 | 0.024529332250286244022664870479545247597
f(z) = -50/21*z^3 + 205/42*z + 1
*
-3/5 | 0.054800109264372864798343700642141247708 | 0.010239454764616460256653904239618669907
f(z) = -50/21*z^3 + 211/42*z + 1
*
[ -2/5 ] 
f(z) = -50/27*z^3 + 205/54*z + 1
*
[ -2/5 ] 
f(z) = -50/29*z^3 + 219/58*z + 1
*
[ -8/7 ] 
f(z) = -49/20*z^3 + 203/40*z + 1
*
[ -2/7 ] 
f(z) = -49/23*z^3 + 215/46*z + 1
*
[ -6/5 ] 
f(z) = -47/27*z^3 + 217/50*z + 1
*
[ -8/5 ] 
f(z) = -45/32*z^3 + 209/40*z + 1
*
[ -6/5 ] 
f(z) = -44/27*z^3 + 209/50*z + 1
*
[ -3/2 ] 
f(z) = -43/36*z^3 + 209/48*z + 1
*
[ -6/5 ] 
f(z) = -41/27*z^3 + 201/50*z + 1
*
[ -3/2 ] 
f(z) = -41/36*z^3 + 203/48*z + 1
*
[ -1/2 ] 
f(z) = -58/31*z^3 + 215/62*z + 1
*
0 | 0.11719731352134281938922139670357535376 | 0.021898434263096283857970037206635258716
f(z) = -57/20*z^3 + 211/60*z + 1
*
[ -9/14 ] 
f(z) = -56/27*z^3 + 215/63*z + 1
*
[ -3/4 ] 
f(z) = -56/33*z^3 + 217/66*z + 1
*
[ -6/11 ] 
f(z) = -55/36*z^3 + 217/66*z + 1
*
[ -2/3 ] 
f(z) = -54/31*z^3 + 203/62*z + 1
*
[ -1/2 ] 
f(z) = -54/31*z^3 + 213/62*z + 1
*
0 | 0.13500574539677853710244283351986093603 | 0.025270928217777826098594514013908080323
f(z) = -52/35*z^3 + 209/70*z + 1
*
[ -5/6 ] 
f(z) = -51/25*z^3 + 217/60*z + 1
*
[ -1/2 ] 
f(z) = -50/31*z^3 + 211/62*z + 1
*
13/10 | 0.14366762231019265864934051131608326233 | 0.026844437712492129928697264769679397755
f(z) = -50/39*z^3 + 211/78*z + 1
*
[ -6/7 ] 
f(z) = -49/33*z^3 + 215/66*z + 1
*
[ -4/7 ] 
f(z) = -49/34*z^3 + 219/68*z + 1
*
-2/7 | 0.15143041561012252986164598656561226983 | 0.028500761349634768051338520218791473806
f(z) = -49/39*z^3 + 203/78*z + 1
*
0 | 0.15178210727093479700012921720567421712 | 0.028620286765009822072214427444915882238
f(z) = -48/35*z^3 + 201/70*z + 1
*
[ -1/2 ] 
f(z) = -46/31*z^3 + 209/62*z + 1
*
[ 6/5 ] 
f(z) = -43/24*z^3 + 206/75*z + 1
*
[ -1/2 ] 
f(z) = -42/31*z^3 + 207/62*z + 1
*
0 | 0.12949621456286932319604491998773785886 | 0.024327629493535123863312212952178066312
f(z) = -59/28*z^3 + 205/84*z + 1
*
4/3 | 0.053940291635667669344472480188796696256 | 0.010096764652235946309470337257909143747
f(z) = -51/28*z^3 + 209/84*z + 1
*
-15/14 | 0.11905805403240810370964483640754838691 | 0.022285774048791643769638662713048357156
f(z) = -49/20*z^3 + 209/80*z + 1
*
-1/2 | 0.15957871113278755881965114363169937834 | 0.029713175659395657129049072911659942579
f(z) = -47/21*z^3 + 215/84*z + 1
*
-3/4 | 0.10321092013027348685977022463680178962 | 0.019285062786826400093345332142893365613
f(z) = -44/21*z^3 + 211/84*z + 1
*
-2/3 | 0.16915283958014701239687376873215925228 | 0.027853054366775442183843319907149865545
f(z) = -41/20*z^3 + 217/90*z + 1
*
0 | 0.15698406481680065141459443085824073737 | 0.029464660934952854671202072400721970163
f(z) = -57/35*z^3 + 206/105*z + 1
*
0 | 0.15577801811510064196554296154099281512 | 0.027734443046791952681902395768407269250
f(z) = -55/21*z^3 + 212/105*z + 1
*
-2/3 | 0.14582638183781633539510191988420976789 | 0.027223753032288346251432214405068523868
f(z) = -54/35*z^3 + 212/105*z + 1
*
0 | 0.13471563199476764415529367468567796249 | 0.025105522577371984630922118524906381802
f(z) = -48/35*z^3 + 214/105*z + 1
*
0 | 0.11910678623701612409697785527886742417 | 0.022417121923531467209885225956670212691
f(z) = -44/27*z^3 + 203/108*z + 1
*
-8/17 | 0.18252297587498795805441156926195950347 | 0.026980328790633220773841883796151522493
f(z) = -51/32*z^3 + 201/136*z + 1
*
-15/14 | 0.099793551114929473180012430228046105456 | 0.018549341103925761948454520953771879439
f(z) = -49/30*z^3 + 217/120*z + 1
*
-4/5 | 0.16269707952214645874752934669031021646 | 0.028966300512003641360815988208030481588
f(z) = -55/28*z^3 + 211/140*z + 1
*
0 | 0.15714407933227508458969948837532455083 | 0.027977654171728476879030724355603571735
f(z) = -55/28*z^3 + 219/140*z + 1
*
[ 6/7 ] 
f(z) = -53/24*z^3 + 214/147*z + 1
*
-3/4 | 0.20832009278302811739845231584545647649 | 0.026361331724915597657163965706373533366
f(z) = -52/27*z^3 + 209/156*z + 1
*
5/4 | 0.13982911179822088773462768607896856795 | 0.026081233306507966789039760836637857194
f(z) = -52/35*z^3 + 213/140*z + 1
*
-1/2 | 0.14965377641966504333574047419494877381 | 0.028114502322215873170881695627899828531
f(z) = -49/39*z^3 + 205/156*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.026819875793045840651328632226128829081
f(z) = -47/39*z^3 + 203/156*z + 1
*
0 | 0.12071821890307173812583455311310252445 | 0.022556318925566226405445391066287606812
f(z) = -44/35*z^3 + 211/140*z + 1
*
0 | 0.14249941973762933435370651081837188046 | 0.026533052309859012277190218539962159655
f(z) = -44/39*z^3 + 215/156*z + 1
*
-6/7 | 0.18327042536870996009665827377732144164 | 0.023947463283664401319478873516693808351
f(z) = -43/24*z^3 + 218/147*z + 1
*
[ 3/4 ] 
f(z) = -58/21*z^3 + 205/168*z + 1
*
0 | 0.15803875505101556378340030231944172192 | 0.026952369669617808095587373205654781911
f(z) = -44/21*z^3 + 205/168*z + 1
*
20/21 | 0.13302314649052204217199006790560589029 | 0.021846307460619611088239855034367489746
f(z) = -49/20*z^3 + 211/180*z + 1
*
[ 5/6 ] 
f(z) = -49/25*z^3 + 209/180*z + 1
*
15/14 | 0.18151986260920840688792354347170466591 | 0.024282491652188429170311244249620301430
f(z) = -42/25*z^3 + 209/210*z + 1
*
[ 9/10 ] 
f(z) = -50/39*z^3 + 217/234*z + 1
*
0 | 0.090485247161823602442248841298072564972 | 0.015071110790468494209777676988921216029
f(z) = -45/28*z^3 + 209/252*z + 1
*
0 | 0.16170592854126684383228843903001828232 | 0.026020293794925198620479279406490885173
f(z) = -50/27*z^3 + 203/270*z + 1
*
[ 3/4 ] 
f(z) = -44/23*z^3 + 205/276*z + 1
*
[ 6/7 ] 
f(z) = -43/36*z^3 + 209/294*z + 1
*
[ 21/5 ] 
f(z) = -50/27*z^3 + 234/7*z + 1
*
[ 6 ] 
f(z) = -49/24*z^3 + 223/3*z + 1
*
[ -6 ] 
f(z) = -49/24*z^3 + 224/3*z + 1
*
[ 18/7 ] 
f(z) = -49/27*z^3 + 227/18*z + 1
*
[ 5 ] 
f(z) = -47/25*z^3 + 239/5*z + 1
*
[ 5 ] 
f(z) = -46/25*z^3 + 234/5*z + 1
*
[ -5 ] 
f(z) = -46/25*z^3 + 236/5*z + 1
*
[ 5 ] 
f(z) = -44/25*z^3 + 224/5*z + 1
*
[ -5 ] 
f(z) = -44/25*z^3 + 226/5*z + 1
*
[ -5 ] 
f(z) = -43/25*z^3 + 221/5*z + 1
*
-2 | 0.076758035998511047673128865455359524542 | 0.014172195915583391637695991092340319446
f(z) = -59/22*z^3 + 225/22*z + 1
*
-2 | 0.076805556130245381279171290847206446218 | 0.014204386207154889500244686846556604741
f(z) = -59/26*z^3 + 223/26*z + 1
*
-2 | 0.056493116016034077865649255239274487074 | 0.010465248852197511006275248773361447704
f(z) = -59/30*z^3 + 221/30*z + 1
*
[ 2 ] 
f(z) = -57/22*z^3 + 239/22*z + 1
*
[ 2 ] 
f(z) = -55/26*z^3 + 233/26*z + 1
*
[ 2 ] 
f(z) = -55/34*z^3 + 237/34*z + 1
*
[ 2 ] 
f(z) = -55/38*z^3 + 239/38*z + 1
*
[ 2 ] 
f(z) = -53/22*z^3 + 223/22*z + 1
*
[ 2 ] 
f(z) = -53/26*z^3 + 225/26*z + 1
*
[ 2 ] 
f(z) = -53/30*z^3 + 227/30*z + 1
*
[ 2 ] 
f(z) = -53/34*z^3 + 229/34*z + 1
*
[ 2 ] 
f(z) = -53/38*z^3 + 231/38*z + 1
*
[ -2 ] 
f(z) = -51/22*z^3 + 237/22*z + 1
*
[ 2 ] 
f(z) = -51/38*z^3 + 223/38*z + 1
*
[ -3/25 ] 
f(z) = -50/27*z^3 + 234/25*z + 1
*
-11/5 | 0.13994160527616582375324827349967987136 | 0.025859341859247375214589322326979895217
f(z) = -50/33*z^3 + 224/33*z + 1
*
[ -1/5 ] 
f(z) = -50/37*z^3 + 224/37*z + 1
*
[ -1/5 ] 
f(z) = -50/39*z^3 + 236/39*z + 1
*
[ -2 ] 
f(z) = -49/22*z^3 + 229/22*z + 1
*
[ -2 ] 
f(z) = -49/26*z^3 + 235/26*z + 1
*
[ -1/7 ] 
f(z) = -49/29*z^3 + 233/29*z + 1
*
-3/7 | 0.10250880666598161676783722233637300740 | 0.018865302015622038146981942772112244954
f(z) = -49/30*z^3 + 229/30*z + 1
*
-15/7 | 0.15265382871614535738642318085793506994 | 0.027874526556888233466877648251649776096
f(z) = -49/30*z^3 + 239/30*z + 1
*
[ -4/21 ] 
f(z) = -49/32*z^3 + 227/36*z + 1
*
16/7 | 0.077496100913686574341397457358045016313 | 0.014150756264296552776529090094665757594
f(z) = -49/34*z^3 + 239/34*z + 1
*
[ -13/7 ] 
f(z) = -49/39*z^3 + 229/39*z + 1
*
-1/7 | 0.10012700780044958371394715369861009165 | 0.018339672039397559959152024967850008933
f(z) = -49/39*z^3 + 235/39*z + 1
*
[ -2 ] 
f(z) = -47/22*z^3 + 221/22*z + 1
*
[ -2 ] 
f(z) = -47/26*z^3 + 227/26*z + 1
*
[ -2 ] 
f(z) = -47/30*z^3 + 233/30*z + 1
*
[ -2 ] 
f(z) = -47/34*z^3 + 239/34*z + 1
*
-7/3 | 0.058457386251346922166376725890142632784 | 0.010758258558886430525558779980740776401
f(z) = -45/28*z^3 + 229/28*z + 1
*
[ -2 ] 
f(z) = -45/34*z^3 + 231/34*z + 1
*
[ -2 ] 
f(z) = -45/38*z^3 + 237/38*z + 1
*
[ 5/2 ] 
f(z) = -43/25*z^3 + 227/20*z + 1
*
[ -2 ] 
f(z) = -43/34*z^3 + 223/34*z + 1
*
[ -2 ] 
f(z) = -43/38*z^3 + 229/38*z + 1
*
[ -5/2 ] 
f(z) = -41/25*z^3 + 233/20*z + 1
*
[ -2 ] 
f(z) = -41/38*z^3 + 221/38*z + 1
*
[ -1/4 ] 
f(z) = -56/23*z^3 + 237/46*z + 1
*
-15/28 | 0.13425951371846049800027306060832608008 | 0.017676453983096725738828438302578194251
f(z) = -56/27*z^3 + 221/42*z + 1
*
[ 15/11 ] 
f(z) = -55/27*z^3 + 223/55*z + 1
*
[ -6/5 ] 
f(z) = -53/27*z^3 + 233/50*z + 1
*
[ -3/2 ] 
f(z) = -53/36*z^3 + 239/48*z + 1
*
[ -6/5 ] 
f(z) = -50/21*z^3 + 221/42*z + 1
*
[ 3/2 ] 
f(z) = -50/21*z^3 + 239/42*z + 1
*
3/2 | 0.20805076685933170847049326007501596435 | 0.023739526684287172832206619028992951173
f(z) = -50/27*z^3 + 237/50*z + 1
*
[ -2/7 ] 
f(z) = -49/25*z^3 + 233/50*z + 1
*
[ -5/21 ] 
f(z) = -49/25*z^3 + 239/45*z + 1
*
[ -3/2 ] 
f(z) = -49/36*z^3 + 227/48*z + 1
*
[ -3/2 ] 
f(z) = -47/36*z^3 + 221/48*z + 1
*
[ 3/2 ] 
f(z) = -46/21*z^3 + 221/42*z + 1
*
8/5 | 0.16387953076080110787217230005812491695 | 0.026672294836046590069013850765698800407
f(z) = -45/22*z^3 + 233/55*z + 1
*
[ -4/3 ] 
f(z) = -45/22*z^3 + 237/44*z + 1
*
-26/15 | 0.19521273870722666983162688735350217440 | 0.028623500042958357643216552796452241494
f(z) = -45/32*z^3 + 229/40*z + 1
*
[ 5/3 ] 
f(z) = -44/25*z^3 + 238/45*z + 1
*
[ 5/3 ] 
f(z) = -43/25*z^3 + 233/45*z + 1
*
[ 5/3 ] 
f(z) = -41/25*z^3 + 223/45*z + 1
*
[ -2/3 ] 
f(z) = -59/32*z^3 + 239/72*z + 1
*
[ -1/2 ] 
f(z) = -58/33*z^3 + 227/66*z + 1
*
[ -1/2 ] 
f(z) = -58/35*z^3 + 239/70*z + 1
*
[ -5/6 ] 
f(z) = -57/25*z^3 + 227/60*z + 1
*
[ 9/7 ] 
f(z) = -56/27*z^3 + 230/63*z + 1
*
[ -4/5 ] 
f(z) = -55/24*z^3 + 223/60*z + 1
*
[ -6/11 ] 
f(z) = -55/27*z^3 + 227/66*z + 1
*
[ -2/3 ] 
f(z) = -55/32*z^3 + 235/72*z + 1
*
[ -2/3 ] 
f(z) = -54/35*z^3 + 223/70*z + 1
*
[ -5/6 ] 
f(z) = -54/35*z^3 + 229/70*z + 1
*
[ -2/3 ] 
f(z) = -54/37*z^3 + 233/74*z + 1
*
-6/5 | 0.19848972609106405304722009350197950222 | 0.026465379592489470377263217049183324018
f(z) = -53/24*z^3 + 226/75*z + 1
*
[ -2/3 ] 
f(z) = -53/32*z^3 + 233/72*z + 1
*
0 | 0.14227489854528672940690327245513754159 | 0.026100512729316762829530320957743164804
f(z) = -51/20*z^3 + 233/60*z + 1
*
[ -2/3 ] 
f(z) = -51/22*z^3 + 233/66*z + 1
*
-4/17 | 0.19073857204678454091431747857353103382 | 0.025416926947786194416240203008844102261
f(z) = -51/32*z^3 + 227/68*z + 1
*
[ -3/5 ] 
f(z) = -50/23*z^3 + 238/69*z + 1
*
[ -2/5 ] 
f(z) = -50/31*z^3 + 233/62*z + 1
*
[ -1/2 ] 
f(z) = -50/33*z^3 + 223/66*z + 1
*
-11/10 | 0.13321779549249676848196100407896764305 | 0.024516858868627798153060820833121052253
f(z) = -50/33*z^3 + 229/66*z + 1
*
[ -3/7 ] 
f(z) = -49/20*z^3 + 227/60*z + 1
*
[ 6/5 ] 
f(z) = -49/24*z^3 + 233/75*z + 1
*
-57/56 | 0.12836194727449002918886418945727107070 | 0.014719078563605864625916312750042374234
f(z) = -49/27*z^3 + 227/64*z + 1
*
-4/7 | 0.12545998808555653001616291972841326222 | 0.023126478157637075528365718976821746267
f(z) = -49/30*z^3 + 227/60*z + 1
*
[ -2/3 ] 
f(z) = -49/32*z^3 + 229/72*z + 1
*
10/7 | 0.15944785529367014450673390492312193843 | 0.029250913684046779205514816924741380434
f(z) = -49/33*z^3 + 233/66*z + 1
*
-5/8 | 0.18453187163759641164571890450233156065 | 0.026333103412058161359794962143563056653
f(z) = -48/25*z^3 + 221/60*z + 1
*
[ 6/5 ] 
f(z) = -47/24*z^3 + 224/75*z + 1
*
[ -2/3 ] 
f(z) = -47/32*z^3 + 227/72*z + 1
*
[ -1/2 ] 
f(z) = -46/33*z^3 + 221/66*z + 1
*
[ 3/2 ] 
f(z) = -46/33*z^3 + 229/66*z + 1
*
[ -1/2 ] 
f(z) = -46/35*z^3 + 233/70*z + 1
*
[ 3/2 ] 
f(z) = -46/39*z^3 + 233/78*z + 1
*
[ -8/9 ] 
f(z) = -45/32*z^3 + 233/72*z + 1
*
[ -2/3 ] 
f(z) = -45/37*z^3 + 225/74*z + 1
*
[ -2/3 ] 
f(z) = -43/32*z^3 + 223/72*z + 1
*
[ -2/3 ] 
f(z) = -41/32*z^3 + 221/72*z + 1
*
0 | 0.14166469659417254537239756827789693108 | 0.025947884913087547845713038034469710884
f(z) = -57/32*z^3 + 235/96*z + 1
*
-4/5 | 0.15562916201056909166700919314936705232 | 0.028550369500469589055934356845946344472
f(z) = -50/21*z^3 + 233/84*z + 1
*
-2/3 | 0.16220563861111422552377522945508437634 | 0.026399859683633574288155070702042237468
f(z) = -49/20*z^3 + 233/90*z + 1
*
4/3 | 0.077648377397985490051189170128855250343 | 0.014384223242503193672645057566130632783
f(z) = -45/22*z^3 + 221/88*z + 1
*
0 | 0.086546469028857257705024804884368323991 | 0.015803349772743930532545955830473587601
f(z) = -44/21*z^3 + 239/84*z + 1
*
[ 5/4 ] 
f(z) = -43/25*z^3 + 231/80*z + 1
*
[ 5/4 ] 
f(z) = -41/25*z^3 + 221/80*z + 1
*
-5/9 | 0.14146510513459433078097351530283602797 | 0.025831470216705919737941973199962090923
f(z) = -54/35*z^3 + 239/105*z + 1
*
0 | 0.12283027384461860690426079703027617340 | 0.022533371373352054021951433257843669032
f(z) = -52/25*z^3 + 233/100*z + 1
*
0 | 0.15474262183164568272058107121351596820 | 0.028343291158413705048875806597744501498
f(z) = -52/27*z^3 + 235/108*z + 1
*
-1/3 | 0.14295387435270685081058416594804808815 | 0.026351187364316930760695555269977703000
f(z) = -51/35*z^3 + 227/105*z + 1
*
-3/4 | 0.15809964963550620528403683920953253689 | 0.029287677748404054197629358970186844561
f(z) = -48/35*z^3 + 221/105*z + 1
*
-1/3 | 0.13878596929158952363268334903261398720 | 0.025603740093961523516607318365165832809
f(z) = -48/35*z^3 + 226/105*z + 1
*
-7/12 | 0.15354447669246877839282564078590489379 | 0.028257698239261071313025555660346312076
f(z) = -48/35*z^3 + 229/105*z + 1
*
0 | 0.11768874611871552676381593319098018340 | 0.020953096373752543224940636991275984650
f(z) = -55/24*z^3 + 227/120*z + 1
*
5/36 | 0.21032973977249847628510328656067948726 | 0.029346815711697478402052764537037572767
f(z) = -54/25*z^3 + 221/120*z + 1
*
[ 9/10 ] 
f(z) = -50/21*z^3 + 229/126*z + 1
*
[ 15/14 ] 
f(z) = -49/30*z^3 + 233/120*z + 1
*
6/7 | 0.11706170063212065261955457405894587192 | 0.021685470984267937674484032109191470718
f(z) = -49/33*z^3 + 221/132*z + 1
*
3/14 | 0.13800421847223772894308998527915233428 | 0.025397732600594601776378717826976354620
f(z) = -49/33*z^3 + 229/132*z + 1
*
-6/5 | 0.15028684153022462760633088575702153773 | 0.022122262567775396082029808375276370779
f(z) = -45/32*z^3 + 223/120*z + 1
*
[ 6/7 ] 
f(z) = -55/24*z^3 + 223/147*z + 1
*
0 | 0.17132898503177923746741019662281383370 | 0.029348560469241059466221037906009258017
f(z) = -49/20*z^3 + 223/140*z + 1
*
-16/15 | 0.14524059244846308503431617839140772710 | 0.026816451258796524527285842805195592460
f(z) = -45/28*z^3 + 221/140*z + 1
*
0 | 0.16668040702061477764422725753655071931 | 0.027638717629477781026592693033385717209
f(z) = -52/21*z^3 + 227/168*z + 1
*
-4/5 | 0.13603544777711466344173018441508933894 | 0.024219510713838626075489237938450607844
f(z) = -55/36*z^3 + 221/180*z + 1
*
0 | 0.11691909205422841574259772386652241623 | 0.020816068524281010418699439608483623411
f(z) = -55/36*z^3 + 239/180*z + 1
*
[ 5/6 ] 
f(z) = -53/25*z^3 + 229/180*z + 1
*
[ 9/10 ] 
f(z) = -50/33*z^3 + 221/198*z + 1
*
0 | 0.096174783561219988626841661208038166615 | 0.015475599110688494853171748154115038662
f(z) = -50/21*z^3 + 227/210*z + 1
*
0 | 0.078869155404996946262403569929156027362 | 0.013510242742243398023385355897952501737
f(z) = -49/30*z^3 + 223/210*z + 1
*
0 | 0.17508091781774675810759686611848345772 | 0.027334062940133108305176959519434938576
f(z) = -55/21*z^3 + 227/231*z + 1
*
[ 4/5 ] 
f(z) = -45/22*z^3 + 233/220*z + 1
*
-1/2 | 0.15544579664896160353273666159616061157 | 0.024225071236430067366031035284656448435
f(z) = -51/20*z^3 + 233/240*z + 1
*
0 | 0.15915434937713450539052285266876721558 | 0.027263052108615195338148500912415548298
f(z) = -49/36*z^3 + 235/252*z + 1
*
0 | 0.18361678871583214604831847041333042663 | 0.028178537157056682771519823757476905081
f(z) = -52/21*z^3 + 235/273*z + 1
*
[ 4/5 ] 
f(z) = -45/26*z^3 + 223/260*z + 1
*
2/3 | 0.10475287552303125326099472258746025538 | 0.017261952709111382219350215685032478185
f(z) = -54/35*z^3 + 227/280*z + 1
*
[ 6/7 ] 
f(z) = -47/36*z^3 + 233/294*z + 1
*
[ 6 ] 
f(z) = -55/24*z^3 + 250/3*z + 1
*
[ -6 ] 
f(z) = -55/24*z^3 + 251/3*z + 1
*
[ 10/3 ] 
f(z) = -54/25*z^3 + 247/10*z + 1
*
[ -10/3 ] 
f(z) = -54/25*z^3 + 253/10*z + 1
*
[ 6 ] 
f(z) = -53/24*z^3 + 241/3*z + 1
*
[ -6 ] 
f(z) = -53/24*z^3 + 242/3*z + 1
*
[ 5 ] 
f(z) = -51/25*z^3 + 259/5*z + 1
*
[ 5 ] 
f(z) = -49/25*z^3 + 249/5*z + 1
*
[ -5 ] 
f(z) = -49/25*z^3 + 251/5*z + 1
*
[ -18/7 ] 
f(z) = -49/27*z^3 + 241/18*z + 1
*
[ 5 ] 
f(z) = -48/25*z^3 + 244/5*z + 1
*
[ -5 ] 
f(z) = -48/25*z^3 + 246/5*z + 1
*
[ -5 ] 
f(z) = -47/25*z^3 + 241/5*z + 1
*
[ 6 ] 
f(z) = -41/36*z^3 + 251/6*z + 1
*
[ -6 ] 
f(z) = -41/36*z^3 + 253/6*z + 1
*
[ 2 ] 
f(z) = -59/22*z^3 + 247/22*z + 1
*
[ 2 ] 
f(z) = -59/26*z^3 + 249/26*z + 1
*
[ 2 ] 
f(z) = -59/30*z^3 + 251/30*z + 1
*
[ 2 ] 
f(z) = -59/34*z^3 + 253/34*z + 1
*
[ 2 ] 
f(z) = -59/38*z^3 + 255/38*z + 1
*
[ 2 ] 
f(z) = -57/26*z^3 + 241/26*z + 1
*
[ 2 ] 
f(z) = -57/34*z^3 + 245/34*z + 1
*
[ -2 ] 
f(z) = -55/26*z^3 + 259/26*z + 1
*
[ -2 ] 
f(z) = -53/22*z^3 + 245/22*z + 1
*
[ -2 ] 
f(z) = -53/26*z^3 + 251/26*z + 1
*
[ -2 ] 
f(z) = -53/30*z^3 + 257/30*z + 1
*
[ -2 ] 
f(z) = -51/26*z^3 + 243/26*z + 1
*
-8/3 | 0.13421200633628477304369732340055163314 | 0.019351815073324543080164699080340177324
f(z) = -51/32*z^3 + 257/24*z + 1
*
[ 5/2 ] 
f(z) = -49/25*z^3 + 257/20*z + 1
*
[ -1/7 ] 
f(z) = -49/31*z^3 + 249/31*z + 1
*
[ -1/7 ] 
f(z) = -49/32*z^3 + 257/32*z + 1
*
-1/7 | 0.15769383809567872040635182802781072393 | 0.028498597182961470629514328713014409062
f(z) = -49/36*z^3 + 253/36*z + 1
*
[ -2 ] 
f(z) = -49/38*z^3 + 253/38*z + 1
*
[ 5/2 ] 
f(z) = -47/25*z^3 + 247/20*z + 1
*
[ -2 ] 
f(z) = -47/38*z^3 + 245/38*z + 1
*
[ -5/2 ] 
f(z) = -43/25*z^3 + 243/20*z + 1
*
[ -6/5 ] 
f(z) = -59/27*z^3 + 249/50*z + 1
*
[ -3/2 ] 
f(z) = -59/36*z^3 + 257/48*z + 1
*
[ -1/4 ] 
f(z) = -56/25*z^3 + 257/50*z + 1
*
[ -6/5 ] 
f(z) = -56/27*z^3 + 241/50*z + 1
*
[ -8/5 ] 
f(z) = -55/32*z^3 + 241/40*z + 1
*
[ -3/2 ] 
f(z) = -55/36*z^3 + 245/48*z + 1
*
[ -2/7 ] 
f(z) = -49/27*z^3 + 251/54*z + 1
*
[ 5/3 ] 
f(z) = -47/25*z^3 + 253/45*z + 1
*
[ 5/3 ] 
f(z) = -46/25*z^3 + 248/45*z + 1
*
[ -4/3 ] 
f(z) = -45/26*z^3 + 251/52*z + 1
*
-6/5 | 0.20372083379238256233955327365490407665 | 0.026760193806834253677904522587375974424
f(z) = -59/24*z^3 + 253/75*z + 1
*
[ -3/5 ] 
f(z) = -59/27*z^3 + 259/75*z + 1
*
[ -1/2 ] 
f(z) = -58/37*z^3 + 251/74*z + 1
*
[ -2/3 ] 
f(z) = -57/22*z^3 + 241/66*z + 1
*
-15/14 | 0.20612988997763916154326910675916719724 | 0.028795066972634483361430068223784209601
f(z) = -56/25*z^3 + 257/70*z + 1
*
[ -3/5 ] 
f(z) = -56/27*z^3 + 256/75*z + 1
*
-1/4 | 0.14314540565405997396339239211001932502 | 0.026098578924590894391726328810012221631
f(z) = -56/39*z^3 + 241/78*z + 1
*
[ -3/4 ] 
f(z) = -56/39*z^3 + 245/78*z + 1
*
[ -3/8 ] 
f(z) = -55/27*z^3 + 253/64*z + 1
*
[ -1/2 ] 
f(z) = -54/37*z^3 + 249/74*z + 1
*
[ 6/5 ] 
f(z) = -53/24*z^3 + 251/75*z + 1
*
[ -3/5 ] 
f(z) = -53/27*z^3 + 253/75*z + 1
*
[ -5/13 ] 
f(z) = -52/25*z^3 + 254/65*z + 1
*
[ -1/3 ] 
f(z) = -51/20*z^3 + 257/60*z + 1
*
[ -9/20 ] 
f(z) = -50/27*z^3 + 259/72*z + 1
*
[ -1/2 ] 
f(z) = -50/37*z^3 + 247/74*z + 1
*
[ 3/2 ] 
f(z) = -50/39*z^3 + 251/78*z + 1
*
[ -3/7 ] 
f(z) = -49/22*z^3 + 247/66*z + 1
*
[ -6/7 ] 
f(z) = -49/22*z^3 + 251/66*z + 1
*
[ -3/7 ] 
f(z) = -49/23*z^3 + 257/69*z + 1
*
[ 9/7 ] 
f(z) = -49/24*z^3 + 259/72*z + 1
*
[ -15/14 ] 
f(z) = -49/25*z^3 + 251/60*z + 1
*
[ -15/14 ] 
f(z) = -49/27*z^3 + 241/60*z + 1
*
[ -3/8 ] 
f(z) = -49/27*z^3 + 251/64*z + 1
*
[ -4/7 ] 
f(z) = -49/38*z^3 + 241/76*z + 1
*
[ -6/7 ] 
f(z) = -49/39*z^3 + 241/78*z + 1
*
[ -3/4 ] 
f(z) = -48/23*z^3 + 242/69*z + 1
*
[ -3/4 ] 
f(z) = -48/25*z^3 + 256/75*z + 1
*
[ -3/5 ] 
f(z) = -47/27*z^3 + 247/75*z + 1
*
[ -1/2 ] 
f(z) = -46/37*z^3 + 245/74*z + 1
*
[ -1/2 ] 
f(z) = -46/39*z^3 + 257/78*z + 1
*
[ -14/15 ] 
f(z) = -45/28*z^3 + 243/70*z + 1
*
-2/3 | 0.13709043979606361772429003620175556481 | 0.022017125583193839653095533299338786986
f(z) = -45/28*z^3 + 253/70*z + 1
*
-2/9 | 0.091307089669156388002192078698402125830 | 0.013165423589106065317066248112755872950
f(z) = -45/32*z^3 + 257/72*z + 1
*
[ -3/5 ] 
f(z) = -44/27*z^3 + 244/75*z + 1
*
[ -3/8 ] 
f(z) = -43/27*z^3 + 249/64*z + 1
*
[ -1/2 ] 
f(z) = -42/37*z^3 + 243/74*z + 1
*
[ -3/5 ] 
f(z) = -41/27*z^3 + 241/75*z + 1
*
-2/3 | 0.17744634077596741900198963763520926633 | 0.028279373811350723781115325389012707320
f(z) = -59/20*z^3 + 253/90*z + 1
*
4/3 | 0.11431832009376032697471655031569698688 | 0.020842762545268095053567691582432248997
f(z) = -57/28*z^3 + 241/84*z + 1
*
[ 5/4 ] 
f(z) = -47/25*z^3 + 251/80*z + 1
*
[ 15/14 ] 
f(z) = -56/27*z^3 + 257/105*z + 1
*
14/9 | 0.15511571283632656634432972816966311756 | 0.028259696242707683498403304222149466321
f(z) = -54/35*z^3 + 242/105*z + 1
*
0 | 0.13411537840673281774441692567469619579 | 0.024343061373092130915595131149138548437
f(z) = -45/22*z^3 + 247/110*z + 1
*
0 | 0.088155324109233027712578519687825261134 | 0.015695018112070871737684768802679941344
f(z) = -55/24*z^3 + 251/120*z + 1
*
-12/11 | 0.18026339901286573916522583287647775444 | 0.023606211982496208326743497942668110988
f(z) = -55/32*z^3 + 259/132*z + 1
*
[ 12/11 ] 
f(z) = -55/36*z^3 + 251/132*z + 1
*
0 | 0.13330536231532099451741654402325089887 | 0.024304521011771040506919843974185011979
f(z) = -52/33*z^3 + 241/132*z + 1
*
19/14 | 0.055625483121105717639003332467529762714 | 0.010141757989516731196479386587340839904
f(z) = -49/30*z^3 + 241/120*z + 1
*
-12/11 | 0.21995749797180794831231970058495459577 | 0.028571538578753200138131053358377782037
f(z) = -44/27*z^3 + 245/132*z + 1
*
[ 6/7 ] 
f(z) = -59/24*z^3 + 241/147*z + 1
*
-8/19 | 0.19886280414194781053668770727074597115 | 0.028459832802957988572558859772160296644
f(z) = -57/32*z^3 + 257/152*z + 1
*
0 | 0.16002977401814886002133094025465534132 | 0.029133075547909474948962179912912447498
f(z) = -52/35*z^3 + 243/140*z + 1
*
0 | 0.17505631038536172769145356829519067452 | 0.029987049242800655005906743183526415039
f(z) = -49/20*z^3 + 243/140*z + 1
*
0 | 0.098191837279909054712324941126117339217 | 0.016820207470795184337674962580833771143
f(z) = -49/24*z^3 + 247/168*z + 1
*
[ 5/6 ] 
f(z) = -59/25*z^3 + 259/180*z + 1
*
15/14 | 0.18983308151821863444476125370413569043 | 0.025394577491496547466950619774712058677
f(z) = -49/25*z^3 + 257/180*z + 1
*
[ 20/21 ] 
f(z) = -49/32*z^3 + 241/180*z + 1
*
0 | 0.13450056899569738355281034007508428595 | 0.022402248325519789008061905105342557492
f(z) = -45/22*z^3 + 251/198*z + 1
*
0 | 0.16605440389801168880854241433874492918 | 0.027200659805528335476846946362485218596
f(z) = -56/27*z^3 + 259/216*z + 1
*
[ 8/9 ] 
f(z) = -51/32*z^3 + 245/216*z + 1
*
-12/17 | 0.18866468791279441568192679867722425450 | 0.023991995771957770021003258935620932973
f(z) = -51/32*z^3 + 247/204*z + 1
*
0 | 0.17015050017164685762614749622624953889 | 0.029146686663864433634649138216785867726
f(z) = -49/30*z^3 + 253/210*z + 1
*
-5/6 | 0.095645218318708187024160297385985586134 | 0.012794766269715939957541787292232593675
f(z) = -42/25*z^3 + 257/210*z + 1
*
-2/11 | 0.18745742385375331248604751421123137054 | 0.029266313462827417009252272124903563981
f(z) = -55/21*z^3 + 251/231*z + 1
*
21/22 | 0.25752069956360411620870638387302815524 | 0.027393019385603876468292071834742289794
f(z) = -55/27*z^3 + 247/220*z + 1
*
[ 14/17 ] 
f(z) = -51/28*z^3 + 243/238*z + 1
*
0 | 0.11867802936283643885483043576123122394 | 0.020329480855090081983587920961255989028
f(z) = -49/33*z^3 + 244/231*z + 1
*
-1/9 | 0.095297875934618766183272739299597994511 | 0.015872696283167396687626299766816989295
f(z) = -45/28*z^3 + 257/252*z + 1
*
[ 3/4 ] 
f(z) = -52/23*z^3 + 259/276*z + 1
*
0 | 0.16136054633766154233008336477467328201 | 0.025964717932676863193411789689840226045
f(z) = -50/27*z^3 + 257/270*z + 1
*
[ 6 ] 
f(z) = -59/24*z^3 + 268/3*z + 1
*
[ -6 ] 
f(z) = -59/24*z^3 + 269/3*z + 1
*
-3 | 0.21541340311589120823111966158544212889 | 0.024270383017941107507754088402600225901
f(z) = -56/27*z^3 + 265/14*z + 1
*
[ 5 ] 
f(z) = -54/25*z^3 + 274/5*z + 1
*
[ -5 ] 
f(z) = -54/25*z^3 + 276/5*z + 1
*
[ 5 ] 
f(z) = -53/25*z^3 + 269/5*z + 1
*
[ -5 ] 
f(z) = -53/25*z^3 + 271/5*z + 1
*
[ 5 ] 
f(z) = -52/25*z^3 + 264/5*z + 1
*
[ -5 ] 
f(z) = -52/25*z^3 + 266/5*z + 1
*
[ -5 ] 
f(z) = -51/25*z^3 + 261/5*z + 1
*
[ 6 ] 
f(z) = -43/36*z^3 + 263/6*z + 1
*
[ -6 ] 
f(z) = -43/36*z^3 + 265/6*z + 1
*
[ -2 ] 
f(z) = -59/22*z^3 + 269/22*z + 1
*
[ -2 ] 
f(z) = -59/26*z^3 + 275/26*z + 1
*
[ -2 ] 
f(z) = -57/22*z^3 + 261/22*z + 1
*
[ -2 ] 
f(z) = -57/26*z^3 + 267/26*z + 1
*
[ -2 ] 
f(z) = -57/34*z^3 + 279/34*z + 1
*
[ -12/5 ] 
f(z) = -55/27*z^3 + 263/20*z + 1
*
[ -2 ] 
f(z) = -55/34*z^3 + 271/34*z + 1
*
[ -2 ] 
f(z) = -55/38*z^3 + 277/38*z + 1
*
[ 5/2 ] 
f(z) = -53/25*z^3 + 277/20*z + 1
*
[ -2 ] 
f(z) = -53/34*z^3 + 263/34*z + 1
*
[ -2 ] 
f(z) = -53/38*z^3 + 269/38*z + 1
*
[ 5/2 ] 
f(z) = -51/25*z^3 + 267/20*z + 1
*
[ -2 ] 
f(z) = -51/38*z^3 + 261/38*z + 1
*
[ 11/5 ] 
f(z) = -50/33*z^3 + 260/33*z + 1
*
-16/7 | 0.16242037458914514105306734532514167838 | 0.029109003420329082941842616351378260859
f(z) = -49/24*z^3 + 265/24*z + 1
*
[ -5/2 ] 
f(z) = -49/25*z^3 + 273/20*z + 1
*
[ -15/7 ] 
f(z) = -49/30*z^3 + 269/30*z + 1
*
[ 20/7 ] 
f(z) = -49/32*z^3 + 263/20*z + 1
*
[ -20/7 ] 
f(z) = -49/32*z^3 + 277/20*z + 1
*
[ -1/7 ] 
f(z) = -49/33*z^3 + 265/33*z + 1
*
-17/7 | 0.16038076934008000622754563109803448330 | 0.028666495634578004585278717242419553348
f(z) = -49/34*z^3 + 269/34*z + 1
*
[ -5/2 ] 
f(z) = -47/25*z^3 + 263/20*z + 1
*
[ 7/3 ] 
f(z) = -45/28*z^3 + 261/28*z + 1
*
[ 3/2 ] 
f(z) = -58/21*z^3 + 275/42*z + 1
*
-15/8 | 0.25314198183951452431969552333302071126 | 0.028425963823437855294247576685457523353
f(z) = -56/27*z^3 + 273/40*z + 1
*
-3/2 | 0.21610772863531042024288596979674074376 | 0.027656494528995658796018930129518107390
f(z) = -56/27*z^3 + 275/42*z + 1
*
[ -1/4 ] 
f(z) = -56/27*z^3 + 277/54*z + 1
*
-3/5 | 0.15056078475777458152970506756221301442 | 0.016985300557061919937872914872283246617
f(z) = -55/27*z^3 + 262/55*z + 1
*
[ 5/3 ] 
f(z) = -52/25*z^3 + 278/45*z + 1
*
-8/5 | 0.11428634119386866820673838160064503044 | 0.020321121167943558647143296331689602494
f(z) = -50/21*z^3 + 277/42*z + 1
*
[ 5/3 ] 
f(z) = -49/25*z^3 + 263/45*z + 1
*
-10/21 | 0.11042437007715983625747906977946259605 | 0.015304323959103413295974369455838328670
f(z) = -49/25*z^3 + 272/45*z + 1
*
[ -2/7 ] 
f(z) = -49/29*z^3 + 269/58*z + 1
*
[ -3/14 ] 
f(z) = -49/36*z^3 + 275/48*z + 1
*
[ -3/2 ] 
f(z) = -46/21*z^3 + 277/42*z + 1
*
-3/2 | 0.21863223168831232172816256878533634901 | 0.024633044770607090425404121054553803356
f(z) = -46/27*z^3 + 265/46*z + 1
*
-2/15 | 0.14458263873172333622772609456043768982 | 0.020800818831792702726593684353979666201
f(z) = -45/32*z^3 + 261/40*z + 1
*
[ -15/11 ] 
f(z) = -44/27*z^3 + 262/55*z + 1
*
[ -5/3 ] 
f(z) = -41/25*z^3 + 277/45*z + 1
*
[ 6/5 ] 
f(z) = -59/24*z^3 + 278/75*z + 1
*
[ -1/2 ] 
f(z) = -58/39*z^3 + 263/78*z + 1
*
0 | 0.16275152121587485993698940473287702841 | 0.029051779589051626592076604804646272506
f(z) = -57/20*z^3 + 271/60*z + 1
*
[ -2/3 ] 
f(z) = -57/26*z^3 + 271/78*z + 1
*
[ -3/10 ] 
f(z) = -55/27*z^3 + 271/60*z + 1
*
[ -2/5 ] 
f(z) = -55/28*z^3 + 267/70*z + 1
*
[ -7/6 ] 
f(z) = -54/35*z^3 + 277/70*z + 1
*
[ -2/3 ] 
f(z) = -51/26*z^3 + 263/78*z + 1
*
[ -6/5 ] 
f(z) = -50/33*z^3 + 265/66*z + 1
*
[ -2/5 ] 
f(z) = -50/37*z^3 + 275/74*z + 1
*
-3/10 | 0.11987004014943750482224702339959970709 | 0.021425598572694976143652963656578611687
f(z) = -50/39*z^3 + 269/78*z + 1
*
10/7 | 0.13965822392338148364000259831212869273 | 0.018252170096461580695768605915718203903
f(z) = -49/24*z^3 + 263/75*z + 1
*
[ -3/7 ] 
f(z) = -49/25*z^3 + 277/75*z + 1
*
[ -6/7 ] 
f(z) = -49/26*z^3 + 277/78*z + 1
*
-12/7 | 0.068697760563054020068508723694327239261 | 0.012328761941314260358652939225834271397
f(z) = -49/30*z^3 + 263/60*z + 1
*
[ -8/7 ] 
f(z) = -49/36*z^3 + 263/72*z + 1
*
3/2 | 0.16447170166708214058907064610970835263 | 0.029301255654561609202343539783604802246
f(z) = -48/25*z^3 + 274/75*z + 1
*
[ -2/5 ] 
f(z) = -45/28*z^3 + 263/70*z + 1
*
[ -4/3 ] 
f(z) = -45/34*z^3 + 279/68*z + 1
*
[ -21/22 ] 
f(z) = -44/27*z^3 + 272/77*z + 1
*
[ 10/7 ] 
f(z) = -42/25*z^3 + 261/70*z + 1
*
-1/3 | 0.16154851486915563917579262135969847647 | 0.028837038276847485831712864830290222063
f(z) = -57/28*z^3 + 271/84*z + 1
*
-1/4 | 0.099195583475646024927563119749482942491 | 0.017777847058771007310291607775103642426
f(z) = -52/21*z^3 + 265/84*z + 1
*
[ -5/8 ] 
f(z) = -52/25*z^3 + 273/80*z + 1
*
[ 5/4 ] 
f(z) = -51/25*z^3 + 271/80*z + 1
*
-1/3 | 0.16309386616905113651917970910902152034 | 0.029151435186395280681657962455493633813
f(z) = -51/28*z^3 + 269/84*z + 1
*
[ 8/7 ] 
f(z) = -49/22*z^3 + 267/88*z + 1
*
[ 5/4 ] 
f(z) = -49/25*z^3 + 261/80*z + 1
*
[ -15/28 ] 
f(z) = -49/27*z^3 + 271/80*z + 1
*
[ 9/7 ] 
f(z) = -49/30*z^3 + 263/90*z + 1
*
[ 9/7 ] 
f(z) = -49/33*z^3 + 265/99*z + 1
*
[ 10/7 ] 
f(z) = -49/36*z^3 + 277/90*z + 1
*
-1/4 | 0.10665692056211283189292445227474253368 | 0.019141057470090810728048417275896570531
f(z) = -44/21*z^3 + 263/84*z + 1
*
[ -5/8 ] 
f(z) = -44/25*z^3 + 263/80*z + 1
*
[ 15/14 ] 
f(z) = -56/25*z^3 + 277/105*z + 1
*
-4/5 | 0.15451980655361940199875128502025978849 | 0.027730713411960084914210735854319259265
f(z) = -50/27*z^3 + 263/108*z + 1
*
[ 8/7 ] 
f(z) = -49/26*z^3 + 269/104*z + 1
*
[ 9/7 ] 
f(z) = -49/39*z^3 + 269/117*z + 1
*
-5/12 | 0.13039436094815183949258169291543883095 | 0.023185269392333279466423146983299785182
f(z) = -48/35*z^3 + 277/105*z + 1
*
-11/15 | 0.14166001672440284194727575563074877259 | 0.025286863998032438185161428111842836299
f(z) = -45/22*z^3 + 271/110*z + 1
*
[ 7/6 ] 
f(z) = -45/28*z^3 + 261/112*z + 1
*
-4/11 | 0.18796887676926162798460629577570419295 | 0.029346162748275941260750255344294962761
f(z) = -55/24*z^3 + 271/132*z + 1
*
-6/5 | 0.16865841053362592019704007306910307848 | 0.024058617323455862794573339645384199482
f(z) = -55/32*z^3 + 277/120*z + 1
*
5/4 | 0.20489532213728491361505248339957346449 | 0.028441293181388272138578512678666637232
f(z) = -54/25*z^3 + 269/120*z + 1
*
24/17 | 0.16326235725056264700076122507385945154 | 0.023265010949051237765992077594184069621
f(z) = -51/32*z^3 + 279/136*z + 1
*
[ 8/7 ] 
f(z) = -49/30*z^3 + 271/120*z + 1
*
[ 6/5 ] 
f(z) = -45/32*z^3 + 263/120*z + 1
*
-6/7 | 0.18567962500386539032064368343434454935 | 0.023506268791384673944977134398196161742
f(z) = -55/24*z^3 + 272/147*z + 1
*
4/3 | 0.13993402795339420075743597803786601992 | 0.024849718564151351715160315606326918918
f(z) = -54/35*z^3 + 279/140*z + 1
*
0 | 0.10013518992518918952923025028724228729 | 0.017153102705144961469463827409342567185
f(z) = -49/20*z^3 + 263/140*z + 1
*
0 | 0.14221426689636713989066650830527382731 | 0.024361225339790794252954689742221088914
f(z) = -49/22*z^3 + 277/154*z + 1
*
[ 8/7 ] 
f(z) = -49/38*z^3 + 275/152*z + 1
*
0 | 0.13404353725257913298854114488624825834 | 0.023670222973083729257470927778304822942
f(z) = -48/25*z^3 + 263/150*z + 1
*
[ 6/5 ] 
f(z) = -41/36*z^3 + 271/150*z + 1
*
-10/17 | 0.17565269256036634368341387037037544204 | 0.025964771698027797541283843317056085005
f(z) = -51/20*z^3 + 269/170*z + 1
*
0 | 0.15754361335656638632727831181726858373 | 0.026987133918293460323289499132004704878
f(z) = -49/24*z^3 + 271/168*z + 1
*
-3/4 | 0.13016712570247138841091004916973703454 | 0.022032041030015326312180361259186745968
f(z) = -46/21*z^3 + 263/168*z + 1
*
-17/15 | 0.16736212964860238527346866004615816085 | 0.029914345583366466323020053333556880356
f(z) = -45/34*z^3 + 269/170*z + 1
*
[ 9/10 ] 
f(z) = -55/27*z^3 + 277/180*z + 1
*
-9/10 | 0.14919568205726792681587784436158323604 | 0.026157323271038800764325407765161513473
f(z) = -50/33*z^3 + 265/198*z + 1
*
[ 8/9 ] 
f(z) = -57/32*z^3 + 277/216*z + 1
*
0 | 0.11770671854984848770637307778335721847 | 0.018654238194497103603369226383122255142
f(z) = -55/21*z^3 + 277/210*z + 1
*
0 | 0.16972319652036450935102593013898712931 | 0.027310361945985785321037635672886540887
f(z) = -50/21*z^3 + 269/210*z + 1
*
24/35 | 0.21253749943339274093235289200723407450 | 0.029889830159744767307581206094809609791
f(z) = -49/32*z^3 + 269/200*z + 1
*
0 | 0.13933651289369796633395278204249074591 | 0.023207717156620100712914601225018926003
f(z) = -45/26*z^3 + 275/234*z + 1
*
[ 9/10 ] 
f(z) = -44/27*z^3 + 272/225*z + 1
*
0 | 0.15345073858950494568759899834225381874 | 0.026286026732186842377113317726762676524
f(z) = -49/36*z^3 + 271/252*z + 1
*
0 | 0.15451072796940953478869565971235930941 | 0.025875724782290147985709877500002769393
f(z) = -56/39*z^3 + 275/273*z + 1
*
0 | 0.14044406555087652499922266514649314117 | 0.021926472485893692148984389589676094045
f(z) = -55/24*z^3 + 269/264*z + 1
*
[ 21/26 ] 
f(z) = -52/27*z^3 + 278/273*z + 1
*
-1/24 | 0.17591805356597674568283619866797452554 | 0.027677009729365810817987145553810751301
f(z) = -48/23*z^3 + 277/276*z + 1
*
0 | 0.18170078891037091403430352158544655397 | 0.028367573475471499969778454522403497439
f(z) = -55/26*z^3 + 267/286*z + 1
*
[ 6/7 ] 
f(z) = -53/36*z^3 + 269/294*z + 1
*
[ 5 ] 
f(z) = -59/25*z^3 + 299/5*z + 1
*
[ 5 ] 
f(z) = -58/25*z^3 + 294/5*z + 1
*
[ -5 ] 
f(z) = -58/25*z^3 + 296/5*z + 1
*
[ 5 ] 
f(z) = -57/25*z^3 + 289/5*z + 1
*
[ -5 ] 
f(z) = -57/25*z^3 + 291/5*z + 1
*
[ 5 ] 
f(z) = -56/25*z^3 + 284/5*z + 1
*
[ -5 ] 
f(z) = -56/25*z^3 + 286/5*z + 1
*
[ 15/4 ] 
f(z) = -56/27*z^3 + 299/10*z + 1
*
[ 6 ] 
f(z) = -49/36*z^3 + 299/6*z + 1
*
[ 6 ] 
f(z) = -47/36*z^3 + 287/6*z + 1
*
[ -6 ] 
f(z) = -47/36*z^3 + 289/6*z + 1
*
[ -2 ] 
f(z) = -59/30*z^3 + 281/30*z + 1
*
[ -2 ] 
f(z) = -59/34*z^3 + 287/34*z + 1
*
[ -2 ] 
f(z) = -59/38*z^3 + 293/38*z + 1
*
[ 5/2 ] 
f(z) = -57/25*z^3 + 297/20*z + 1
*
-8/3 | 0.16774773000860694081042506830352013351 | 0.023784824160437482284366023196991444649
f(z) = -57/32*z^3 + 289/24*z + 1
*
2 | 0.20073907988167756657603411618733437354 | 0.025986016685992191302846092998297250707
f(z) = -55/24*z^3 + 283/33*z + 1
*
[ -5/2 ] 
f(z) = -53/25*z^3 + 293/20*z + 1
*
[ -5/2 ] 
f(z) = -51/25*z^3 + 283/20*z + 1
*
[ 8/3 ] 
f(z) = -51/32*z^3 + 287/24*z + 1
*
[ -11/5 ] 
f(z) = -50/33*z^3 + 290/33*z + 1
*
[ -1/7 ] 
f(z) = -49/36*z^3 + 289/36*z + 1
*
[ -1/7 ] 
f(z) = -49/37*z^3 + 297/37*z + 1
*
-5/2 | 0.12171203618061419958810803175731315244 | 0.021479504258998579056145350115637666698
f(z) = -44/35*z^3 + 289/35*z + 1
*
[ 5/2 ] 
f(z) = -44/35*z^3 + 296/35*z + 1
*
[ 5/3 ] 
f(z) = -56/25*z^3 + 298/45*z + 1
*
[ -1/4 ] 
f(z) = -56/29*z^3 + 297/58*z + 1
*
[ 5/3 ] 
f(z) = -53/25*z^3 + 283/45*z + 1
*
[ -3/14 ] 
f(z) = -52/27*z^3 + 282/49*z + 1
*
[ -3/2 ] 
f(z) = -50/21*z^3 + 295/42*z + 1
*
[ -5/3 ] 
f(z) = -44/25*z^3 + 292/45*z + 1
*
[ -5/3 ] 
f(z) = -43/25*z^3 + 287/45*z + 1
*
-2 | 0.091504803720852730312717854562327700224 | 0.016052225154546116901617502239000673461
f(z) = -41/29*z^3 + 299/58*z + 1
*
[ -1/3 ] 
f(z) = -60/23*z^3 + 296/69*z + 1
*
[ -2/5 ] 
f(z) = -59/24*z^3 + 292/75*z + 1
*
[ 3/2 ] 
f(z) = -58/33*z^3 + 283/66*z + 1
*
[ 3/2 ] 
f(z) = -58/39*z^3 + 287/78*z + 1
*
[ -1/3 ] 
f(z) = -57/22*z^3 + 283/66*z + 1
*
[ -1/3 ] 
f(z) = -57/23*z^3 + 295/69*z + 1
*
-4/19 | 0.20721629213403835991116238023576460085 | 0.026728050862249761932830112391417514366
f(z) = -57/32*z^3 + 291/76*z + 1
*
[ -2/5 ] 
f(z) = -53/24*z^3 + 289/75*z + 1
*
[ -15/13 ] 
f(z) = -52/27*z^3 + 288/65*z + 1
*
[ 4/3 ] 
f(z) = -51/20*z^3 + 287/60*z + 1
*
[ -1/3 ] 
f(z) = -51/22*z^3 + 281/66*z + 1
*
[ -1/3 ] 
f(z) = -51/23*z^3 + 293/69*z + 1
*
[ -6/5 ] 
f(z) = -50/39*z^3 + 287/78*z + 1
*
[ -2/5 ] 
f(z) = -50/39*z^3 + 289/78*z + 1
*
[ -2/5 ] 
f(z) = -49/24*z^3 + 287/75*z + 1
*
[ -3/7 ] 
f(z) = -49/26*z^3 + 287/78*z + 1
*
[ -2/7 ] 
f(z) = -49/31*z^3 + 287/62*z + 1
*
15/7 | 0.20229281846300941512885660256148586085 | 0.029753074922045705912641857759435216696
f(z) = -49/36*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -48/23*z^3 + 292/69*z + 1
*
-5/8 | 0.18536198679898224521271172326375087156 | 0.025574957438112785428603289183001260442
f(z) = -48/25*z^3 + 281/60*z + 1
*
[ -2/5 ] 
f(z) = -47/24*z^3 + 286/75*z + 1
*
[ -4/3 ] 
f(z) = -45/38*z^3 + 293/76*z + 1
*
-3/16 | 0.25342562784992211395651345291404284998 | 0.028365815401150602875828351548104030545
f(z) = -44/27*z^3 + 281/64*z + 1
*
[ -2/5 ] 
f(z) = -43/24*z^3 + 284/75*z + 1
*
[ -1/3 ] 
f(z) = -42/23*z^3 + 290/69*z + 1
*
[ -5/14 ] 
f(z) = -42/25*z^3 + 281/70*z + 1
*
-2 | 0.083295484155774741617249658651137254127 | 0.014612105721841164209324147316801923747
f(z) = -42/37*z^3 + 299/74*z + 1
*
[ -2/5 ] 
f(z) = -41/24*z^3 + 283/75*z + 1
*
-2 | 0.091488235035343116296089869593334414875 | 0.016068236581038324379034392004505462867
f(z) = -41/31*z^3 + 297/62*z + 1
*
-2 | 0.071118492822150036010035594072863682421 | 0.012505503957014231492849622919365288478
f(z) = -41/33*z^3 + 295/66*z + 1
*
-2 | 0.091429123914602590765628432330932011461 | 0.016096187599908880199910791886319952599
f(z) = -41/35*z^3 + 293/70*z + 1
*
-2 | 0.091385535543546522969499403119096279402 | 0.016107937312923108689870645752689593371
f(z) = -41/37*z^3 + 291/74*z + 1
*
-2 | 0.070988054641727854380965237935268325819 | 0.012527834303522065245476603939192094119
f(z) = -41/39*z^3 + 289/78*z + 1
*
[ -1/2 ] 
f(z) = -59/20*z^3 + 299/80*z + 1
*
[ -1/2 ] 
f(z) = -57/20*z^3 + 297/80*z + 1
*
0 | 0.15406570753586809177587213989496708637 | 0.027290258916470323581270203558038776633
f(z) = -57/28*z^3 + 283/84*z + 1
*
[ -8/11 ] 
f(z) = -55/32*z^3 + 289/88*z + 1
*
[ -1/2 ] 
f(z) = -53/20*z^3 + 293/80*z + 1
*
[ 5/4 ] 
f(z) = -53/25*z^3 + 281/80*z + 1
*
[ -1/2 ] 
f(z) = -51/20*z^3 + 291/80*z + 1
*
[ 4/3 ] 
f(z) = -51/28*z^3 + 293/84*z + 1
*
-33/40 | 0.11004072244387903737696307860372626254 | 0.014043725291993585803201504315411806391
f(z) = -50/27*z^3 + 281/96*z + 1
*
[ -3/5 ] 
f(z) = -50/29*z^3 + 286/87*z + 1
*
8/7 | 0.077715080497014575846241345557401112831 | 0.013783290526170066476160092934860420374
f(z) = -49/20*z^3 + 281/80*z + 1
*
[ -1/2 ] 
f(z) = -49/20*z^3 + 289/80*z + 1
*
[ -3/4 ] 
f(z) = -48/29*z^3 + 284/87*z + 1
*
[ -3/4 ] 
f(z) = -48/31*z^3 + 298/93*z + 1
*
[ -1/2 ] 
f(z) = -47/20*z^3 + 287/80*z + 1
*
[ -1/2 ] 
f(z) = -47/21*z^3 + 299/84*z + 1
*
[ -16/15 ] 
f(z) = -45/32*z^3 + 283/80*z + 1
*
[ -3/4 ] 
f(z) = -44/21*z^3 + 295/84*z + 1
*
[ -1/2 ] 
f(z) = -43/20*z^3 + 283/80*z + 1
*
[ -1/2 ] 
f(z) = -43/21*z^3 + 295/84*z + 1
*
[ -1/2 ] 
f(z) = -41/20*z^3 + 281/80*z + 1
*
[ -1/2 ] 
f(z) = -41/21*z^3 + 293/84*z + 1
*
0 | 0.12267777716008745714414470371657899341 | 0.021558880092691782073147322858541003848
f(z) = -55/21*z^3 + 296/105*z + 1
*
0 | 0.13199661504861111353258756788972271265 | 0.023238134495960790120713363234475528542
f(z) = -51/35*z^3 + 293/105*z + 1
*
0 | 0.12481382336928998983588947881793837399 | 0.021986830452188654654431867664534280250
f(z) = -50/21*z^3 + 292/105*z + 1
*
0 | 0.16766510191433629299553657517133672167 | 0.029680627817646563060051738627697290631
f(z) = -48/35*z^3 + 284/105*z + 1
*
-3/5 | 0.060113312082597872731934325454722039119 | 0.010545374462296767315682079793566838438
f(z) = -55/24*z^3 + 299/120*z + 1
*
[ 12/11 ] 
f(z) = -55/32*z^3 + 281/132*z + 1
*
-5/12 | 0.21137710002615609164468742650459606553 | 0.028997036179660875751328495422651004495
f(z) = -54/25*z^3 + 293/120*z + 1
*
-5/7 | 0.068210264511977763291353408390915777000 | 0.012008484461140573556324000150154046709
f(z) = -49/24*z^3 + 293/120*z + 1
*
-5/14 | 0.089925842368011548355378035270827326473 | 0.015869938378743435866097066969158137886
f(z) = -49/30*z^3 + 289/120*z + 1
*
-4/7 | 0.081726559383597316460272474252460759287 | 0.014370830584396473569466700763718852872
f(z) = -49/33*z^3 + 295/132*z + 1
*
0 | 0.16130464309417016548775418663734132681 | 0.028572519770137029373364901422744057365
f(z) = -46/33*z^3 + 283/132*z + 1
*
0 | 0.15373555278472070201749274903376670425 | 0.026594425503351389778714291610037831232
f(z) = -54/25*z^3 + 299/150*z + 1
*
-5/4 | 0.14264809107994439071248240916617685575 | 0.025053530373829807911074685785597876057
f(z) = -52/35*z^3 + 297/140*z + 1
*
-9/14 | 0.092227911526683599774847315931281942444 | 0.016276203082300185421119966333684356827
f(z) = -49/36*z^3 + 289/144*z + 1
*
-13/14 | 0.14445224759397357547962165099064249603 | 0.025492652697160842798153119398252590249
f(z) = -49/39*z^3 + 289/156*z + 1
*
-7/15 | 0.12548387102934834708583796209356744081 | 0.022145150363032195288493160676108970627
f(z) = -45/28*z^3 + 289/140*z + 1
*
[ 6/5 ] 
f(z) = -43/36*z^3 + 283/150*z + 1
*
[ 15/16 ] 
f(z) = -56/27*z^3 + 281/160*z + 1
*
[ 10/11 ] 
f(z) = -55/24*z^3 + 296/165*z + 1
*
21/20 | 0.14416529233723713035530568818046639938 | 0.024061778418904978244544702666114799315
f(z) = -50/21*z^3 + 281/168*z + 1
*
0 | 0.079209017578628112884795458471749433351 | 0.014030601830954234532533026243025405401
f(z) = -50/33*z^3 + 283/165*z + 1
*
0 | 0.12119918900355594816018795272628645494 | 0.020761354108495172664757600130695168298
f(z) = -49/24*z^3 + 295/168*z + 1
*
4/3 | 0.22163389082806993358822537667391022761 | 0.028184603226479025180125616626579333307
f(z) = -51/32*z^3 + 293/204*z + 1
*
-8/9 | 0.19410707557681301763707799873792754923 | 0.026856134415650486445118261013192820215
f(z) = -51/32*z^3 + 299/216*z + 1
*
0 | 0.10734614939179613268460491108448032407 | 0.018388336077406551373973853775936433639
f(z) = -49/30*z^3 + 283/210*z + 1
*
-5/42 | 0.18157767272771393688462618011641817655 | 0.024290225096340735085912094245714768748
f(z) = -42/25*z^3 + 299/210*z + 1
*
[ 24/29 ] 
f(z) = -58/27*z^3 + 293/232*z + 1
*
-12/19 | 0.22099191528844500399971643607767514620 | 0.027329843310001831131279874855182617613
f(z) = -57/32*z^3 + 295/228*z + 1
*
0 | 0.16351493549146329912264466831823936023 | 0.027383648528332028280794524134237431997
f(z) = -56/33*z^3 + 293/231*z + 1
*
0 | 0.16968134310458904003110800893815618557 | 0.026491068072965215184304294108231943210
f(z) = -55/21*z^3 + 290/231*z + 1
*
-4/11 | 0.16535477863351302264442683456958539917 | 0.026747413069959699184917907250160767446
f(z) = -44/21*z^3 + 295/231*z + 1
*
0 | 0.12505548549549955969802726285638269618 | 0.020829086906154566862420766864539947396
f(z) = -45/28*z^3 + 293/252*z + 1
*
0 | 0.11574371413350601671478284453272229175 | 0.018959481464324574725464198430610947150
f(z) = -56/33*z^3 + 283/264*z + 1
*
[ 4/5 ] 
f(z) = -55/26*z^3 + 287/260*z + 1
*
[ 6/7 ] 
f(z) = -55/36*z^3 + 281/294*z + 1
*
[ 6/7 ] 
f(z) = -43/27*z^3 + 295/294*z + 1
*
[ 2/3 ] 
f(z) = -47/52*z^3 - 23/234*z + 1
*
[ 2/3 ] 
f(z) = -43/52*z^3 - 31/234*z + 1
*
[ 2/3 ] 
f(z) = -41/52*z^3 - 35/234*z + 1
*
[ 2/3 ] 
f(z) = -42/47*z^3 - 29/282*z + 1
*
[ 2/3 ] 
f(z) = -45/56*z^3 - 1/7*z + 1
*
[ 2/3 ] 
f(z) = -57/56*z^3 - 1/21*z + 1
*
[ 2/3 ] 
f(z) = -51/56*z^3 - 2/21*z + 1
*
[ 2/3 ] 
f(z) = -45/44*z^3 - 1/22*z + 1
*
[ 2/3 ] 
f(z) = -45/52*z^3 - 3/26*z + 1
*
[ 2/3 ] 
f(z) = -45/46*z^3 - 3/46*z + 1
*
[ 2/3 ] 
f(z) = -45/58*z^3 - 9/58*z + 1
*
[ 2/3 ] 
f(z) = -43/40*z^3 - 1/45*z + 1
*
[ 2/3 ] 
f(z) = -41/40*z^3 - 2/45*z + 1
*
[ 2/3 ] 
f(z) = -59/56*z^3 - 2/63*z + 1
*
[ 2/3 ] 
f(z) = -57/52*z^3 - 1/78*z + 1
*
[ 2/3 ] 
f(z) = -55/56*z^3 - 4/63*z + 1
*
[ 2/3 ] 
f(z) = -53/56*z^3 - 5/63*z + 1
*
[ 2/3 ] 
f(z) = -51/52*z^3 - 5/78*z + 1
*
[ 2/3 ] 
f(z) = -47/56*z^3 - 8/63*z + 1
*
[ 2/3 ] 
f(z) = -43/56*z^3 - 10/63*z + 1
*
[ 2/3 ] 
f(z) = -41/56*z^3 - 11/63*z + 1
*
[ 2/3 ] 
f(z) = -54/49*z^3 - 1/98*z + 1
*
[ 2/3 ] 
f(z) = -45/41*z^3 - 1/82*z + 1
*
[ 2/3 ] 
f(z) = -45/43*z^3 - 3/86*z + 1
*
[ 2/3 ] 
f(z) = -45/47*z^3 - 7/94*z + 1
*
[ 2/3 ] 
f(z) = -45/49*z^3 - 9/98*z + 1
*
[ 2/3 ] 
f(z) = -54/53*z^3 - 5/106*z + 1
*
[ 2/3 ] 
f(z) = -54/55*z^3 - 7/110*z + 1
*
[ 2/3 ] 
f(z) = -54/59*z^3 - 11/118*z + 1
*
[ 2/3 ] 
f(z) = -53/48*z^3 - 1/108*z + 1
*
[ 2/3 ] 
f(z) = -49/48*z^3 - 5/108*z + 1
*
[ 2/3 ] 
f(z) = -47/48*z^3 - 7/108*z + 1
*
[ 2/3 ] 
f(z) = -45/53*z^3 - 13/106*z + 1
*
[ 2/3 ] 
f(z) = -45/59*z^3 - 19/118*z + 1
*
[ 2/3 ] 
f(z) = -43/48*z^3 - 11/108*z + 1
*
[ 2/3 ] 
f(z) = -41/48*z^3 - 13/108*z + 1
*
[ 2/3 ] 
f(z) = -51/46*z^3 - 1/138*z + 1
*
[ 2/3 ] 
f(z) = -51/50*z^3 - 7/150*z + 1
*
[ 2/3 ] 
f(z) = -57/58*z^3 - 11/174*z + 1
*
[ 2/3 ] 
f(z) = -51/58*z^3 - 19/174*z + 1
*
[ 15/22 ] 
f(z) = -44/45*z^3 - 2/165*z + 1
*
[ 2/3 ] 
f(z) = -49/44*z^3 - 1/198*z + 1
*
[ 2/3 ] 
f(z) = -47/44*z^3 - 5/198*z + 1
*
[ 2/3 ] 
f(z) = -43/44*z^3 - 13/198*z + 1
*
[ 2/3 ] 
f(z) = -41/44*z^3 - 17/198*z + 1
*
[ 2/3 ] 
f(z) = -55/52*z^3 - 7/234*z + 1
*
[ 2/3 ] 
f(z) = -53/52*z^3 - 11/234*z + 1
*
[ 2/3 ] 
f(z) = -49/52*z^3 - 19/234*z + 1
*
[ 2/3 ] 
f(z) = -48/43*z^3 - 1/258*z + 1
*
[ 2/3 ] 
f(z) = -42/41*z^3 - 11/246*z + 1
*
[ 2/3 ] 
f(z) = -42/43*z^3 - 17/258*z + 1
*
[ 2/3 ] 
f(z) = -51/47*z^3 - 5/282*z + 1
*
[ 2/3 ] 
f(z) = -51/49*z^3 - 11/294*z + 1
*
[ 2/3 ] 
f(z) = -48/47*z^3 - 13/282*z + 1
*
[ 2/3 ] 
f(z) = -48/49*z^3 - 19/294*z + 1
*
[ 2/3 ] 
f(z) = -57/40*z^3 + 2/15*z + 1
*
-2/3 | 0.12793838584120960749615050170259213326 | 0.024882683286308374282711340962015127041
f(z) = -57/40*z^3 + 17/15*z + 1
*
[ 3 ] 
f(z) = -53/54*z^3 + 19/2*z + 1
*
[ 2/3 ] 
f(z) = -51/40*z^3 + 1/15*z + 1
*
-2/3 | 0.12792139405522476022322174748246467820 | 0.025429474740405077454608799066657761493
f(z) = -51/40*z^3 + 16/15*z + 1
*
[ 7/10 ] 
f(z) = -50/49*z^3 + 1/14*z + 1
*
[ 7/5 ] 
f(z) = -50/49*z^3 + 16/7*z + 1
*
6/7 | 0.068313442832201788774798299874500881621 | 0.016970801082905060990893361044342522560
f(z) = -49/40*z^3 + 7/5*z + 1
*
2/7 | 0.045939890302110392166382084254812360461 | 0.011046208652972940954599916928643669694
f(z) = -49/40*z^3 + 8/5*z + 1
*
[ 6/7 ] 
f(z) = -49/40*z^3 + 11/15*z + 1
*
-2/7 | 0.048778870684998542345458607628051692698 | 0.010502748744515990141448784601211059215
f(z) = -49/40*z^3 + 13/5*z + 1
*
[ 10/7 ] 
f(z) = -49/40*z^3 + 14/5*z + 1
*
-6/7 | 0.11237826765038539527581783821210926059 | 0.028875502731958616320072261200304590325
f(z) = -49/48*z^3 + 11/12*z + 1
*
-4/7 | 0.051345269213453875604939132125562461387 | 0.012994710746895617160671832399627746535
f(z) = -49/48*z^3 + 13/12*z + 1
*
[ 5/7 ] 
f(z) = -49/50*z^3 + 1/10*z + 1
*
3/7 | 0.061320624646945656059729761369481767911 | 0.013344728026005587229861707029712254074
f(z) = -49/54*z^3 + 11/6*z + 1
*
[ -12/7 ] 
f(z) = -49/54*z^3 + 17/4*z + 1
*
[ -6/7 ] 
f(z) = -49/54*z^3 + 17/6*z + 1
*
[ 3 ] 
f(z) = -47/54*z^3 + 17/2*z + 1
*
-2 | 0.083891740787959863414100019426480644142 | 0.016698593933485551453965993978146558070
f(z) = -45/56*z^3 + 19/7*z + 1
*
-2 | 0.083680794449151365904167330744896555794 | 0.016656605208249513507109673720625022160
f(z) = -43/40*z^3 + 19/5*z + 1
*
[ -3 ] 
f(z) = -43/54*z^3 + 17/2*z + 1
*
[ 3/2 ] 
f(z) = -43/54*z^3 + 17/8*z + 1
*
-2 | 0.082848888734413785909514388316525799941 | 0.016670422758432803666038939241745846474
f(z) = -43/56*z^3 + 18/7*z + 1
*
-2 | 0.082743290329340991845841959465730536612 | 0.016649174796244404519041443014748573976
f(z) = -41/40*z^3 + 18/5*z + 1
*
[ 3 ] 
f(z) = -41/54*z^3 + 15/2*z + 1
*
-2 | 0.081698143495041501195281022131549170646 | 0.016630141012399012128336394312524362211
f(z) = -41/56*z^3 + 17/7*z + 1
*
[ 7/10 ] 
f(z) = -60/49*z^3 + 6/35*z + 1
*
[ 3/4 ] 
f(z) = -59/54*z^3 + 9/32*z + 1
*
[ 3/4 ] 
f(z) = -56/45*z^3 + 11/30*z + 1
*
[ 7/9 ] 
f(z) = -54/49*z^3 + 8/21*z + 1
*
[ 3/4 ] 
f(z) = -53/54*z^3 + 7/32*z + 1
*
-2/3 | 0.14661560919251984844927009107425319611 | 0.028613708016268065830104018697543908846
f(z) = -51/56*z^3 + 19/21*z + 1
*
[ 6/7 ] 
f(z) = -49/45*z^3 + 19/30*z + 1
*
15/28 | 0.16686979930677809384114448570192522273 | 0.024679139752317266312549588273019462294
f(z) = -49/54*z^3 + 19/32*z + 1
*
[ 7/8 ] 
f(z) = -48/49*z^3 + 17/28*z + 1
*
[ 3/4 ] 
f(z) = -47/54*z^3 + 5/32*z + 1
*
[ 3/4 ] 
f(z) = -41/54*z^3 + 3/32*z + 1
*
[ 2/3 ] 
f(z) = -59/40*z^3 + 7/45*z + 1
*
[ 2/3 ] 
f(z) = -53/40*z^3 + 4/45*z + 1
*
[ 2/3 ] 
f(z) = -49/40*z^3 + 2/45*z + 1
*
[ 5/7 ] 
f(z) = -49/45*z^3 + 7/45*z + 1
*
[ 5/7 ] 
f(z) = -49/55*z^3 + 3/55*z + 1
*
[ 2/3 ] 
f(z) = -47/40*z^3 + 1/45*z + 1
*
[ 2/3 ] 
f(z) = -57/44*z^3 + 5/66*z + 1
*
[ 3/4 ] 
f(z) = -52/45*z^3 + 19/60*z + 1
*
[ 2/3 ] 
f(z) = -51/44*z^3 + 1/66*z + 1
*
[ 7/9 ] 
f(z) = -45/49*z^3 + 17/63*z + 1
*
[ 3/4 ] 
f(z) = -44/45*z^3 + 13/60*z + 1
*
[ 2/3 ] 
f(z) = -54/41*z^3 + 7/82*z + 1
*
[ 2/3 ] 
f(z) = -54/43*z^3 + 5/86*z + 1
*
[ 2/3 ] 
f(z) = -54/47*z^3 + 1/94*z + 1
*
[ 3/4 ] 
f(z) = -49/54*z^3 + 17/96*z + 1
*
[ 3/4 ] 
f(z) = -43/54*z^3 + 11/96*z + 1
*
[ 2/3 ] 
f(z) = -59/48*z^3 + 5/108*z + 1
*
[ 2/3 ] 
f(z) = -55/48*z^3 + 1/108*z + 1
*
[ 2/3 ] 
f(z) = -57/46*z^3 + 7/138*z + 1
*
[ 2/3 ] 
f(z) = -57/50*z^3 + 1/150*z + 1
*
[ 7/10 ] 
f(z) = -55/49*z^3 + 17/140*z + 1
*
[ 7/10 ] 
f(z) = -45/49*z^3 + 3/140*z + 1
*
[ 7/10 ] 
f(z) = -52/49*z^3 + 16/175*z + 1
*
[ 7/10 ] 
f(z) = -48/49*z^3 + 9/175*z + 1
*
[ 7/10 ] 
f(z) = -44/49*z^3 + 2/175*z + 1
*
[ 2/3 ] 
f(z) = -59/44*z^3 + 19/198*z + 1
*
[ 2/3 ] 
f(z) = -53/44*z^3 + 7/198*z + 1
*
[ 2/3 ] 
f(z) = -59/52*z^3 + 1/234*z + 1
*
[ 2/3 ] 
f(z) = -51/41*z^3 + 13/246*z + 1
*
[ 2/3 ] 
f(z) = -51/43*z^3 + 7/258*z + 1
*
[ 2/3 ] 
f(z) = -48/41*z^3 + 5/246*z + 1
*
[ 5/7 ] 
f(z) = -49/53*z^3 + 19/265*z + 1
*
[ 5/7 ] 
f(z) = -49/54*z^3 + 17/270*z + 1
*
[ 2/3 ] 
f(z) = -60/47*z^3 + 19/282*z + 1
*
[ 2/3 ] 
f(z) = -60/49*z^3 + 13/294*z + 1
*
[ 2/3 ] 
f(z) = -57/47*z^3 + 11/282*z + 1
*
[ 2/3 ] 
f(z) = -57/49*z^3 + 5/294*z + 1
*
[ 5/7 ] 
f(z) = -49/57*z^3 + 11/285*z + 1
*
[ 5/7 ] 
f(z) = -49/58*z^3 + 9/290*z + 1
*
[ 5/7 ] 
f(z) = -49/59*z^3 + 7/295*z + 1
*
-2 | 0.089693564955858148960771184896897580423 | 0.016686310578376328413912532725874790149
f(z) = -59/40*z^3 + 27/5*z + 1
*
[ 2 ] 
f(z) = -59/40*z^3 + 32/5*z + 1
*
[ -2 ] 
f(z) = -59/40*z^3 + 37/5*z + 1
*
[ 3 ] 
f(z) = -59/54*z^3 + 21/2*z + 1
*
[ -3/2 ] 
f(z) = -59/54*z^3 + 33/8*z + 1
*
-2 | 0.089516920369061066960645178927241067800 | 0.016771200323515129480140392989991861475
f(z) = -59/56*z^3 + 26/7*z + 1
*
[ 2 ] 
f(z) = -59/56*z^3 + 33/7*z + 1
*
-2 | 0.089050264965235066497169385902996637180 | 0.016683771363410714839142623912235540162
f(z) = -57/40*z^3 + 26/5*z + 1
*
[ 2 ] 
f(z) = -57/40*z^3 + 31/5*z + 1
*
-2/3 | 0.13783305476089460237704632373084562484 | 0.024856383071764946352401111932508249577
f(z) = -57/40*z^3 + 32/15*z + 1
*
[ -2 ] 
f(z) = -57/40*z^3 + 36/5*z + 1
*
-2 | 0.088835530751846400680695060017505501524 | 0.016766743969080996350449872173425777218
f(z) = -57/56*z^3 + 25/7*z + 1
*
[ 2 ] 
f(z) = -57/56*z^3 + 32/7*z + 1
*
[ -2 ] 
f(z) = -57/56*z^3 + 39/7*z + 1
*
[ -3 ] 
f(z) = -55/54*z^3 + 21/2*z + 1
*
[ 3/2 ] 
f(z) = -55/54*z^3 + 21/8*z + 1
*
[ -6/5 ] 
f(z) = -55/54*z^3 + 33/10*z + 1
*
-2 | 0.088122110838267265669586343337890223234 | 0.016761234124354377584969999098023488014
f(z) = -55/56*z^3 + 24/7*z + 1
*
[ 2 ] 
f(z) = -55/56*z^3 + 31/7*z + 1
*
[ -2 ] 
f(z) = -55/56*z^3 + 38/7*z + 1
*
[ 7/6 ] 
f(z) = -54/49*z^3 + 23/14*z + 1
*
-2 | 0.087685517517357805181065989224673812787 | 0.016678192050131672315576233899353340853
f(z) = -53/40*z^3 + 24/5*z + 1
*
[ 2 ] 
f(z) = -53/40*z^3 + 29/5*z + 1
*
[ -2 ] 
f(z) = -53/40*z^3 + 34/5*z + 1
*
[ -3/2 ] 
f(z) = -53/54*z^3 + 31/8*z + 1
*
-2 | 0.087372685466021301419613371536090886564 | 0.016754316740822347865272529973028238158
f(z) = -53/56*z^3 + 23/7*z + 1
*
[ 2 ] 
f(z) = -53/56*z^3 + 30/7*z + 1
*
[ -2 ] 
f(z) = -53/56*z^3 + 37/7*z + 1
*
-2 | 0.086959158146812607094562367187923030899 | 0.016675020017251913331009070482923598739
f(z) = -51/40*z^3 + 23/5*z + 1
*
[ 2 ] 
f(z) = -51/40*z^3 + 28/5*z + 1
*
-2/3 | 0.15788901560799681940225462741281858519 | 0.028637173504386157211635516388679829061
f(z) = -51/40*z^3 + 31/15*z + 1
*
[ -2 ] 
f(z) = -51/40*z^3 + 33/5*z + 1
*
-2 | 0.086582315841041962008207173483377247556 | 0.016745495378020813605394323713211926134
f(z) = -51/56*z^3 + 22/7*z + 1
*
[ 2 ] 
f(z) = -51/56*z^3 + 29/7*z + 1
*
[ -2 ] 
f(z) = -51/56*z^3 + 36/7*z + 1
*
[ -7/5 ] 
f(z) = -50/49*z^3 + 26/7*z + 1
*
[ -10/7 ] 
f(z) = -49/40*z^3 + 21/5*z + 1
*
[ -2/7 ] 
f(z) = -49/40*z^3 + 23/5*z + 1
*
[ 2 ] 
f(z) = -49/40*z^3 + 27/5*z + 1
*
[ -2 ] 
f(z) = -49/40*z^3 + 32/5*z + 1
*
18/7 | 0.13513742507964557949237228563704417419 | 0.023637706888564790963374340853312832908
f(z) = -49/40*z^3 + 38/5*z + 1
*
12/7 | 0.074756457099855659230896469413603625654 | 0.016532497224503670209493796849554675027
f(z) = -49/48*z^3 + 23/12*z + 1
*
12/7 | 0.056531274252468899021988106361712611478 | 0.012275610231403310128692736015905116727
f(z) = -49/48*z^3 + 25/12*z + 1
*
[ -6/7 ] 
f(z) = -49/48*z^3 + 35/12*z + 1
*
[ -4/7 ] 
f(z) = -49/48*z^3 + 37/12*z + 1
*
[ 10/7 ] 
f(z) = -49/50*z^3 + 23/10*z + 1
*
[ -5/7 ] 
f(z) = -49/50*z^3 + 29/10*z + 1
*
[ -10/7 ] 
f(z) = -49/50*z^3 + 37/10*z + 1
*
-15/7 | 0.11022007565140049120102079723484622934 | 0.020668645755443957051044345089351147437
f(z) = -49/54*z^3 + 23/6*z + 1
*
3/14 | 0.19308564947744136248752158238874859682 | 0.029292355375514472585629866186693870364
f(z) = -49/54*z^3 + 27/8*z + 1
*
[ 9/7 ] 
f(z) = -49/54*z^3 + 31/18*z + 1
*
-12/7 | 0.19309098741124799653663752097948393504 | 0.028183590058469392876542615551370505588
f(z) = -49/54*z^3 + 35/8*z + 1
*
[ 12/7 ] 
f(z) = -49/54*z^3 + 37/12*z + 1
*
[ 7/4 ] 
f(z) = -48/49*z^3 + 24/7*z + 1
*
[ -7/4 ] 
f(z) = -48/49*z^3 + 32/7*z + 1
*
-2 | 0.085402973379374630492284410397697235836 | 0.016667364119394284125790592346518525687
f(z) = -47/40*z^3 + 21/5*z + 1
*
[ 2 ] 
f(z) = -47/40*z^3 + 26/5*z + 1
*
[ -2 ] 
f(z) = -47/40*z^3 + 31/5*z + 1
*
[ -3/2 ] 
f(z) = -47/54*z^3 + 29/8*z + 1
*
-2 | 0.084851613941935063331181537346471488835 | 0.016718957228073915933207448919418096721
f(z) = -47/56*z^3 + 20/7*z + 1
*
[ 2 ] 
f(z) = -47/56*z^3 + 27/7*z + 1
*
[ -2 ] 
f(z) = -47/56*z^3 + 34/7*z + 1
*
[ 7/3 ] 
f(z) = -45/49*z^3 + 39/7*z + 1
*
[ -2/3 ] 
f(z) = -45/56*z^3 + 20/7*z + 1
*
[ 2 ] 
f(z) = -45/56*z^3 + 26/7*z + 1
*
[ -2 ] 
f(z) = -45/56*z^3 + 33/7*z + 1
*
[ 3/2 ] 
f(z) = -44/45*z^3 + 38/15*z + 1
*
[ 2 ] 
f(z) = -43/40*z^3 + 24/5*z + 1
*
[ -2 ] 
f(z) = -43/40*z^3 + 29/5*z + 1
*
-2 | 0.063040160780366905804443095590703275928 | 0.012615065625955958692643937075235940011
f(z) = -43/48*z^3 + 37/12*z + 1
*
[ 2 ] 
f(z) = -43/56*z^3 + 25/7*z + 1
*
[ -2 ] 
f(z) = -43/56*z^3 + 32/7*z + 1
*
[ 2 ] 
f(z) = -41/40*z^3 + 23/5*z + 1
*
[ -2 ] 
f(z) = -41/40*z^3 + 28/5*z + 1
*
-2 | 0.062032839891610300730475684604847729227 | 0.012553081462914811895548290145455289224
f(z) = -41/48*z^3 + 35/12*z + 1
*
[ -3/2 ] 
f(z) = -41/54*z^3 + 27/8*z + 1
*
[ 2 ] 
f(z) = -41/56*z^3 + 24/7*z + 1
*
[ -2 ] 
f(z) = -41/56*z^3 + 31/7*z + 1
*
[ 7/6 ] 
f(z) = -60/49*z^3 + 38/21*z + 1
*
-2/3 | 0.14661467972319138107690697129040395807 | 0.028515027891657332244059149825206968119
f(z) = -57/56*z^3 + 20/21*z + 1
*
-3/4 | 0.12210956817214206185617905818726350236 | 0.025878901638610848617416696320583318140
f(z) = -56/45*z^3 + 31/30*z + 1
*
-6/11 | 0.18803664114123696123066003170836071827 | 0.028863382019085295934238457536136496749
f(z) = -55/54*z^3 + 25/22*z + 1
*
-4/7 | 0.065285023853171634289266049190693597929 | 0.016774932769857268558915424776224464038
f(z) = -49/40*z^3 + 23/20*z + 1
*
-8/7 | 0.10268847119406597176551586984565578786 | 0.025289967357588167351063040392734119113
f(z) = -49/48*z^3 + 29/24*z + 1
*
[ 8/7 ] 
f(z) = -49/48*z^3 + 35/24*z + 1
*
[ 7/6 ] 
f(z) = -48/49*z^3 + 31/21*z + 1
*
[ 7/6 ] 
f(z) = -45/49*z^3 + 39/28*z + 1
*
[ 14/15 ] 
f(z) = -45/56*z^3 + 22/35*z + 1
*
8/7 | 0.093984700282107905957165184083649453331 | 0.024149290841546546600691082163444641346
f(z) = -49/40*z^3 + 29/40*z + 1
*
-6/7 | 0.097526735961983777867533846897023768728 | 0.016016754344387510425082848550215230474
f(z) = -49/40*z^3 + 38/45*z + 1
*
[ 3/4 ] 
f(z) = -55/54*z^3 + 23/96*z + 1
*
[ 3/4 ] 
f(z) = -56/51*z^3 + 29/102*z + 1
*
[ 3/4 ] 
f(z) = -56/57*z^3 + 25/114*z + 1
*
[ 14/19 ] 
f(z) = -57/56*z^3 + 26/133*z + 1
*
[ 3/4 ] 
f(z) = -48/43*z^3 + 38/129*z + 1
*
[ 3/4 ] 
f(z) = -46/45*z^3 + 29/120*z + 1
*
[ 3/4 ] 
f(z) = -48/47*z^3 + 34/141*z + 1
*
[ 3/4 ] 
f(z) = -48/49*z^3 + 32/147*z + 1
*
[ 3/4 ] 
f(z) = -48/53*z^3 + 28/159*z + 1
*
[ 4/5 ] 
f(z) = -45/56*z^3 + 37/140*z + 1
*
[ 3/4 ] 
f(z) = -48/55*z^3 + 26/165*z + 1
*
[ 3/4 ] 
f(z) = -48/59*z^3 + 22/177*z + 1
*
0 | 0.14990475245738329225252653632563993471 | 0.029255621831057704562753808099397310307
f(z) = -45/56*z^3 + 23/168*z + 1
*
[ 5/7 ] 
f(z) = -49/43*z^3 + 39/215*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -44/51*z^3 + 23/204*z + 1
*
[ 3/4 ] 
f(z) = -44/51*z^3 + 31/204*z + 1
*
[ 5/7 ] 
f(z) = -49/44*z^3 + 37/220*z + 1
*
[ 5/7 ] 
f(z) = -49/46*z^3 + 33/230*z + 1
*
[ 5/7 ] 
f(z) = -49/47*z^3 + 31/235*z + 1
*
[ 3/4 ] 
f(z) = -44/57*z^3 + 23/228*z + 1
*
[ 2/3 ] 
f(z) = -60/41*z^3 + 37/246*z + 1
*
[ 2/3 ] 
f(z) = -60/43*z^3 + 31/258*z + 1
*
[ 2/3 ] 
f(z) = -57/41*z^3 + 29/246*z + 1
*
[ 2/3 ] 
f(z) = -57/43*z^3 + 23/258*z + 1
*
[ 5/7 ] 
f(z) = -49/48*z^3 + 29/240*z + 1
*
[ 5/7 ] 
f(z) = -49/51*z^3 + 23/255*z + 1
*
[ 5/7 ] 
f(z) = -49/52*z^3 + 21/260*z + 1
*
0 | 0.16160721795661088084289451777056433596 | 0.027683227140963113481599211961920333987
f(z) = -49/40*z^3 + 23/280*z + 1
*
-2 | 0.069296866516029499684771447056270462332 | 0.012936759152688639479752265567296526981
f(z) = -59/48*z^3 + 53/12*z + 1
*
[ -2 ] 
f(z) = -59/56*z^3 + 40/7*z + 1
*
[ -2/3 ] 
f(z) = -57/40*z^3 + 47/15*z + 1
*
[ 3/2 ] 
f(z) = -56/45*z^3 + 47/15*z + 1
*
-2 | 0.067951233388233915380461471706529839551 | 0.012874148777613018178643333579756105984
f(z) = -55/48*z^3 + 49/12*z + 1
*
[ 3 ] 
f(z) = -55/54*z^3 + 59/6*z + 1
*
[ 7/3 ] 
f(z) = -54/49*z^3 + 46/7*z + 1
*
[ -7/6 ] 
f(z) = -54/49*z^3 + 47/14*z + 1
*
[ -7/3 ] 
f(z) = -54/49*z^3 + 52/7*z + 1
*
-2 | 0.067235364943289977368007429686069161855 | 0.012839894993690281774824575369676969894
f(z) = -53/48*z^3 + 47/12*z + 1
*
[ 2 ] 
f(z) = -53/48*z^3 + 59/12*z + 1
*
[ 3/2 ] 
f(z) = -52/45*z^3 + 44/15*z + 1
*
[ -2/3 ] 
f(z) = -51/40*z^3 + 46/15*z + 1
*
[ -7/10 ] 
f(z) = -50/49*z^3 + 41/14*z + 1
*
-18/7 | 0.11198566565439637435930973840326784601 | 0.019173521031378866736291726054383493435
f(z) = -49/40*z^3 + 43/5*z + 1
*
[ -6/7 ] 
f(z) = -49/40*z^3 + 46/15*z + 1
*
12/7 | 0.087966053527592202472296741834011105781 | 0.018100709699955257884991523974808139622
f(z) = -49/45*z^3 + 43/15*z + 1
*
[ -3/7 ] 
f(z) = -49/45*z^3 + 53/15*z + 1
*
12/7 | 0.13206152603934682608567482303528070342 | 0.025598005522339199652439617970217994831
f(z) = -49/45*z^3 + 58/15*z + 1
*
[ 12/7 ] 
f(z) = -49/48*z^3 + 41/12*z + 1
*
-6/7 | 0.062618552272472911059293704015090573743 | 0.011958225206535420309520671432433969399
f(z) = -49/48*z^3 + 47/12*z + 1
*
-4/7 | 0.15559332970497317142124631982193225312 | 0.029478959770771012971992762097818357741
f(z) = -49/48*z^3 + 49/12*z + 1
*
24/7 | 0.19915906520756211952797216380423527837 | 0.028413104031954565693612325000463334981
f(z) = -49/54*z^3 + 41/4*z + 1
*
-33/14 | 0.12717442201043680172924953319761544385 | 0.018020937447296642231517324674012314320
f(z) = -49/54*z^3 + 43/8*z + 1
*
[ 15/7 ] 
f(z) = -49/54*z^3 + 47/10*z + 1
*
[ 3 ] 
f(z) = -49/54*z^3 + 53/6*z + 1
*
[ -9/7 ] 
f(z) = -49/54*z^3 + 59/18*z + 1
*
-2 | 0.064862814220261066543295517146197128659 | 0.012718531972990137404648130291486045909
f(z) = -47/48*z^3 + 41/12*z + 1
*
[ 2 ] 
f(z) = -47/48*z^3 + 53/12*z + 1
*
[ -3 ] 
f(z) = -47/54*z^3 + 55/6*z + 1
*
[ -7/3 ] 
f(z) = -45/49*z^3 + 45/7*z + 1
*
[ -3/2 ] 
f(z) = -44/45*z^3 + 58/15*z + 1
*
[ 2 ] 
f(z) = -43/48*z^3 + 49/12*z + 1
*
[ 3 ] 
f(z) = -43/54*z^3 + 47/6*z + 1
*
[ 6 ] 
f(z) = -43/54*z^3 + 59/2*z + 1
*
[ 2 ] 
f(z) = -41/48*z^3 + 47/12*z + 1
*
[ -2 ] 
f(z) = -41/48*z^3 + 59/12*z + 1
*
[ -3 ] 
f(z) = -41/54*z^3 + 49/6*z + 1
*
[ -6 ] 
f(z) = -41/54*z^3 + 57/2*z + 1
*
12/11 | 0.20570037006704773095056733126943520541 | 0.028961687958451436313161858081573893176
f(z) = -55/54*z^3 + 45/22*z + 1
*
[ 6/5 ] 
f(z) = -55/54*z^3 + 49/30*z + 1
*
-2/5 | 0.17642096051805527547051700625772477917 | 0.028733595724383279602704264483720055323
f(z) = -55/56*z^3 + 58/35*z + 1
*
15/14 | 0.090984820135386446842455752978456588385 | 0.015392987716320868296829127305998240829
f(z) = -49/54*z^3 + 41/24*z + 1
*
[ 3/2 ] 
f(z) = -47/54*z^3 + 55/24*z + 1
*
[ 4/3 ] 
f(z) = -45/56*z^3 + 47/28*z + 1
*
-2/5 | 0.14698318274297029433886724226406141296 | 0.024007081317361068034216097995477110974
f(z) = -45/56*z^3 + 57/35*z + 1
*
2/3 | 0.12679479739923034962324310538807529846 | 0.020651006760909850837059983785807140482
f(z) = -45/56*z^3 + 58/35*z + 1
*
[ 3/2 ] 
f(z) = -41/54*z^3 + 49/24*z + 1
*
3/2 | 0.17926753598245799449139191297923447579 | 0.024427070247313528946918587040652739778
f(z) = -55/54*z^3 + 57/40*z + 1
*
[ 12/11 ] 
f(z) = -55/54*z^3 + 57/44*z + 1
*
-5/7 | 0.059755485274838806241488460213233094725 | 0.015354122415119854469175580657918716785
f(z) = -49/40*z^3 + 41/40*z + 1
*
-5/7 | 0.11653944670727988973449268485633204676 | 0.029944714241779517925777666733054789242
f(z) = -49/45*z^3 + 43/45*z + 1
*
-3/4 | 0.15187374213875852248723870797530714447 | 0.028453893887208986276489038412325669445
f(z) = -52/45*z^3 + 59/60*z + 1
*
[ 6/7 ] 
f(z) = -49/44*z^3 + 43/66*z + 1
*
[ 6/7 ] 
f(z) = -49/52*z^3 + 41/78*z + 1
*
[ 14/15 ] 
f(z) = -45/49*z^3 + 51/70*z + 1
*
-3/4 | 0.12243729197992723991566560631593471394 | 0.023577567751008415264908881782420180091
f(z) = -44/45*z^3 + 53/60*z + 1
*
[ 6/7 ] 
f(z) = -55/54*z^3 + 57/98*z + 1
*
[ 6/7 ] 
f(z) = -43/54*z^3 + 41/98*z + 1
*
7/6 | 0.16148535103362631742973707899270139492 | 0.023739485380102946416119632156877820250
f(z) = -60/49*z^3 + 43/105*z + 1
*
[ 5/6 ] 
f(z) = -54/55*z^3 + 53/110*z + 1
*
[ 14/17 ] 
f(z) = -51/56*z^3 + 48/119*z + 1
*
[ 6/7 ] 
f(z) = -49/51*z^3 + 55/102*z + 1
*
[ 6/7 ] 
f(z) = -49/57*z^3 + 53/114*z + 1
*
[ 3/4 ] 
f(z) = -58/45*z^3 + 47/120*z + 1
*
[ 3/4 ] 
f(z) = -48/41*z^3 + 40/123*z + 1
*
[ 4/5 ] 
f(z) = -55/56*z^3 + 53/140*z + 1
*
0 | 0.13805692349023109204857283667404847866 | 0.026943382905339884011892685205246621486
f(z) = -51/56*z^3 + 41/168*z + 1
*
[ 7/9 ] 
f(z) = -48/49*z^3 + 58/189*z + 1
*
0 | 0.13382679052747876574921009193301922709 | 0.025770826596515491652713886535838338205
f(z) = -44/45*z^3 + 41/180*z + 1
*
[ 3/4 ] 
f(z) = -52/51*z^3 + 49/204*z + 1
*
[ 5/7 ] 
f(z) = -49/41*z^3 + 43/205*z + 1
*
[ 3/4 ] 
f(z) = -52/57*z^3 + 41/228*z + 1
*
[ 11/15 ] 
f(z) = -45/44*z^3 + 41/220*z + 1
*
[ 3/4 ] 
f(z) = -43/45*z^3 + 49/240*z + 1
*
[ 3/4 ] 
f(z) = -41/45*z^3 + 43/240*z + 1
*
0 | 0.15930395667654226800516427961702508226 | 0.028271500427796421424145358930851023001
f(z) = -55/56*z^3 + 51/280*z + 1
*
[ 2 ] 
f(z) = -59/48*z^3 + 65/12*z + 1
*
[ -2 ] 
f(z) = -59/48*z^3 + 77/12*z + 1
*
[ -3 ] 
f(z) = -59/54*z^3 + 67/6*z + 1
*
2 | 0.15143342653018139145656289016481781181 | 0.024041061547807813860799778590278973836
f(z) = -57/40*z^3 + 68/15*z + 1
*
[ -3/2 ] 
f(z) = -56/45*z^3 + 67/15*z + 1
*
[ 2 ] 
f(z) = -55/48*z^3 + 61/12*z + 1
*
[ -2 ] 
f(z) = -55/48*z^3 + 73/12*z + 1
*
[ 6 ] 
f(z) = -55/54*z^3 + 75/2*z + 1
*
[ -2 ] 
f(z) = -53/48*z^3 + 71/12*z + 1
*
[ -3 ] 
f(z) = -53/54*z^3 + 61/6*z + 1
*
[ -6 ] 
f(z) = -53/54*z^3 + 73/2*z + 1
*
[ -3/2 ] 
f(z) = -52/45*z^3 + 64/15*z + 1
*
-6/7 | 0.053120508341258615885013911555206263859 | 0.010016491463754036170675575095463604341
f(z) = -49/45*z^3 + 67/15*z + 1
*
-4/7 | 0.11086922130936579450029700210803838283 | 0.020168424316949546295593574728711854780
f(z) = -49/48*z^3 + 61/12*z + 1
*
-24/7 | 0.18741408261165084682444347946207062545 | 0.029413920230102026555766243711974665923
f(z) = -49/54*z^3 + 65/6*z + 1
*
[ 6 ] 
f(z) = -49/54*z^3 + 67/2*z + 1
*
[ -2 ] 
f(z) = -47/48*z^3 + 65/12*z + 1
*
[ -6 ] 
f(z) = -47/54*z^3 + 65/2*z + 1
*
[ -2 ] 
f(z) = -43/48*z^3 + 61/12*z + 1
*
[ -7/6 ] 
f(z) = -60/49*z^3 + 74/21*z + 1
*
[ 3/2 ] 
f(z) = -59/54*z^3 + 67/24*z + 1
*
3/2 | 0.14186621782501449082380859072537657704 | 0.026750530147612282669820609841437807385
f(z) = -58/45*z^3 + 67/30*z + 1
*
[ -2/3 ] 
f(z) = -57/56*z^3 + 62/21*z + 1
*
[ -6/11 ] 
f(z) = -55/54*z^3 + 69/22*z + 1
*
[ -7/9 ] 
f(z) = -54/49*z^3 + 62/21*z + 1
*
[ 3/2 ] 
f(z) = -53/54*z^3 + 61/24*z + 1
*
[ -2/3 ] 
f(z) = -51/56*z^3 + 61/21*z + 1
*
[ -4/7 ] 
f(z) = -49/40*z^3 + 63/20*z + 1
*
10/7 | 0.12142182141033411852898770938359608719 | 0.025275039447100521505631991106201982377
f(z) = -49/44*z^3 + 61/22*z + 1
*
[ -8/7 ] 
f(z) = -49/48*z^3 + 77/24*z + 1
*
12/7 | 0.15131914289644654671329428873642356090 | 0.023748958116804787930040082987890008065
f(z) = -49/54*z^3 + 65/24*z + 1
*
[ -7/12 ] 
f(z) = -48/49*z^3 + 64/21*z + 1
*
[ -7/6 ] 
f(z) = -48/49*z^3 + 67/21*z + 1
*
[ 3/2 ] 
f(z) = -46/45*z^3 + 79/30*z + 1
*
[ -2/3 ] 
f(z) = -45/44*z^3 + 65/22*z + 1
*
-2 | 0.084464290281163238368510984682117240311 | 0.016683991061924096123618149555350230690
f(z) = -45/44*z^3 + 79/22*z + 1
*
[ 7/5 ] 
f(z) = -45/49*z^3 + 73/35*z + 1
*
[ -2/3 ] 
f(z) = -45/52*z^3 + 75/26*z + 1
*
-2 | 0.084137755755060943190640723165218112647 | 0.016704099163995198680355750575157462058
f(z) = -45/52*z^3 + 77/26*z + 1
*
-2 | 0.083556171384178897112352984840729646615 | 0.016675763946066548212572422615102755058
f(z) = -43/44*z^3 + 75/22*z + 1
*
-2 | 0.083155230555343566498329304403698067996 | 0.016685753284202573388296273793716394039
f(z) = -43/52*z^3 + 73/26*z + 1
*
-2 | 0.082588658495862354230283688832950540071 | 0.016664959760689721813814952572386539113
f(z) = -41/44*z^3 + 71/22*z + 1
*
-2 | 0.082089473717700821408675961524543138350 | 0.016660289679215440214819760143209956470
f(z) = -41/52*z^3 + 69/26*z + 1
*
[ 6/5 ] 
f(z) = -53/54*z^3 + 79/50*z + 1
*
-2/21 | 0.13036968218621195344557005119645498562 | 0.020697052330003241955971572804762417680
f(z) = -49/40*z^3 + 68/45*z + 1
*
[ 8/7 ] 
f(z) = -49/40*z^3 + 69/40*z + 1
*
-15/14 | 0.20877919470143698776249754590725145699 | 0.027621714920923898589777532969176010380
f(z) = -49/54*z^3 + 71/40*z + 1
*
[ 6/5 ] 
f(z) = -47/54*z^3 + 71/50*z + 1
*
[ 6/5 ] 
f(z) = -41/54*z^3 + 63/50*z + 1
*
[ 15/14 ] 
f(z) = -49/45*z^3 + 79/60*z + 1
*
4/3 | 0.15156131786083510007199517453921762903 | 0.029578919459634073437612747671116937409
f(z) = -51/56*z^3 + 73/84*z + 1
*
-4/7 | 0.086181081721154565475964919829818655692 | 0.018796443403812993925121175060151876087
f(z) = -49/45*z^3 + 77/90*z + 1
*
[ 7/8 ] 
f(z) = -52/49*z^3 + 75/112*z + 1
*
[ 7/8 ] 
f(z) = -44/49*z^3 + 61/112*z + 1
*
[ 5/6 ] 
f(z) = -57/50*z^3 + 71/120*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.026482533731895657395525934406972101313
f(z) = -51/44*z^3 + 65/132*z + 1
*
[ 5/6 ] 
f(z) = -51/50*z^3 + 61/120*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.027714673053733779743054494193447809248
f(z) = -57/52*z^3 + 67/156*z + 1
*
[ 11/14 ] 
f(z) = -49/44*z^3 + 73/176*z + 1
*
[ 6/7 ] 
f(z) = -49/58*z^3 + 79/174*z + 1
*
[ 5/6 ] 
f(z) = -48/55*z^3 + 67/165*z + 1
*
0 | 0.13652903830364332812603559213747670477 | 0.026739227632085310009469789603026468200
f(z) = -42/55*z^3 + 71/165*z + 1
*
[ 7/9 ] 
f(z) = -57/49*z^3 + 79/189*z + 1
*
0 | 0.091314794256802603366417781506248320354 | 0.017108036119512325101804954099718948010
f(z) = -52/45*z^3 + 73/180*z + 1
*
[ 7/9 ] 
f(z) = -51/49*z^3 + 65/189*z + 1
*
[ 4/5 ] 
f(z) = -50/49*z^3 + 79/196*z + 1
*
[ 4/5 ] 
f(z) = -50/51*z^3 + 77/204*z + 1
*
[ 4/5 ] 
f(z) = -50/53*z^3 + 75/212*z + 1
*
[ 4/5 ] 
f(z) = -50/57*z^3 + 71/228*z + 1
*
[ 4/5 ] 
f(z) = -50/59*z^3 + 69/236*z + 1
*
[ 11/14 ] 
f(z) = -49/55*z^3 + 61/220*z + 1
*
[ 3/4 ] 
f(z) = -53/45*z^3 + 79/240*z + 1
*
[ 3/4 ] 
f(z) = -49/45*z^3 + 67/240*z + 1
*
[ 3/4 ] 
f(z) = -47/45*z^3 + 61/240*z + 1
*
[ 14/19 ] 
f(z) = -57/49*z^3 + 73/266*z + 1
*
[ 8/11 ] 
f(z) = -55/48*z^3 + 61/264*z + 1
*
[ 4/5 ] 
f(z) = -45/52*z^3 + 79/260*z + 1
*
0 | 0.14414214466196951974242112429121001640 | 0.024934879789803800314100729276250457004
f(z) = -54/49*z^3 + 79/294*z + 1
*
[ -6 ] 
f(z) = -59/54*z^3 + 81/2*z + 1
*
[ 7/2 ] 
f(z) = -52/49*z^3 + 96/7*z + 1
*
[ 15/7 ] 
f(z) = -49/45*z^3 + 83/15*z + 1
*
[ -15/7 ] 
f(z) = -49/45*z^3 + 97/15*z + 1
*
[ 7/2 ] 
f(z) = -48/49*z^3 + 89/7*z + 1
*
[ -7/2 ] 
f(z) = -48/49*z^3 + 93/7*z + 1
*
[ 7/2 ] 
f(z) = -44/49*z^3 + 82/7*z + 1
*
[ -7/2 ] 
f(z) = -44/49*z^3 + 86/7*z + 1
*
[ 7/5 ] 
f(z) = -60/49*z^3 + 94/35*z + 1
*
[ 3/2 ] 
f(z) = -58/45*z^3 + 97/30*z + 1
*
-5/3 | 0.17884836625930433022181575006112820081 | 0.029668232092975677502544396040002911444
f(z) = -57/50*z^3 + 83/30*z + 1
*
[ -3/4 ] 
f(z) = -56/45*z^3 + 91/30*z + 1
*
[ 7/5 ] 
f(z) = -55/49*z^3 + 87/35*z + 1
*
-2 | 0.088221265348491629718054045913967150011 | 0.016747084428745923671810882460812564032
f(z) = -55/52*z^3 + 97/26*z + 1
*
[ -3/5 ] 
f(z) = -55/54*z^3 + 91/30*z + 1
*
[ -3/4 ] 
f(z) = -55/54*z^3 + 93/32*z + 1
*
[ -3/2 ] 
f(z) = -55/54*z^3 + 95/24*z + 1
*
-2/5 | 0.18638704896939359585852937160045980575 | 0.028189033913655766493631498936479614927
f(z) = -55/56*z^3 + 93/35*z + 1
*
-2 | 0.087643354172479948123535466821392225341 | 0.016703440458277218548350821206298086816
f(z) = -53/44*z^3 + 95/22*z + 1
*
-2 | 0.087489937600147075146811173790319816084 | 0.016742093152016554599206892227518094779
f(z) = -53/52*z^3 + 93/26*z + 1
*
-2 | 0.086906107458776587130296124791697558991 | 0.016699845462265086563570598882895665743
f(z) = -51/44*z^3 + 91/22*z + 1
*
[ 5/3 ] 
f(z) = -51/50*z^3 + 97/30*z + 1
*
-2 | 0.086721610907392769962022659845277225025 | 0.016735861323752991078680041954791375534
f(z) = -51/52*z^3 + 89/26*z + 1
*
-2 | 0.086133474964042238808868053399525507307 | 0.016695590562317899665862640986785086016
f(z) = -49/44*z^3 + 87/22*z + 1
*
[ -6/7 ] 
f(z) = -49/45*z^3 + 89/30*z + 1
*
-2 | 0.085911314181092653056422021991757550423 | 0.016727937288449289158843214260926255815
f(z) = -49/52*z^3 + 85/26*z + 1
*
12/35 | 0.23474366313618045475752824901031671563 | 0.027802256432333704173256415180135275806
f(z) = -49/54*z^3 + 86/25*z + 1
*
[ -3/2 ] 
f(z) = -49/54*z^3 + 89/24*z + 1
*
[ -3/4 ] 
f(z) = -49/54*z^3 + 91/32*z + 1
*
[ -7/8 ] 
f(z) = -48/49*z^3 + 81/28*z + 1
*
-2 | 0.085321250360165160065569505674822353066 | 0.016690425308624446555050794819533014519
f(z) = -47/44*z^3 + 83/22*z + 1
*
-2 | 0.085052759333290692559720097990870898396 | 0.016717670532209346785168588764047094476
f(z) = -47/52*z^3 + 81/26*z + 1
*
-3/2 | 0.15678703390952113353123296828215296840 | 0.028061581557462427638718837206032072324
f(z) = -46/45*z^3 + 89/30*z + 1
*
[ -7/6 ] 
f(z) = -45/49*z^3 + 87/28*z + 1
*
[ -4/3 ] 
f(z) = -45/56*z^3 + 89/28*z + 1
*
[ -14/15 ] 
f(z) = -45/56*z^3 + 97/35*z + 1
*
[ 7/4 ] 
f(z) = -44/49*z^3 + 89/28*z + 1
*
[ 2 ] 
f(z) = -43/44*z^3 + 97/22*z + 1
*
[ 2 ] 
f(z) = -43/52*z^3 + 99/26*z + 1
*
[ -3/2 ] 
f(z) = -43/54*z^3 + 83/24*z + 1
*
[ -3/4 ] 
f(z) = -43/54*z^3 + 89/32*z + 1
*
[ 2 ] 
f(z) = -41/44*z^3 + 93/22*z + 1
*
[ 2 ] 
f(z) = -41/52*z^3 + 95/26*z + 1
*
-1 | 0.083769965893019005317685403187030287973 | 0.018230202611704546439995691531351866566
f(z) = -59/40*z^3 + 99/40*z + 1
*
[ 6/5 ] 
f(z) = -59/54*z^3 + 87/50*z + 1
*
-1 | 0.091708358435674383379023985510693578608 | 0.019957772904005598065899495905803086647
f(z) = -58/41*z^3 + 99/41*z + 1
*
-1 | 0.082883376054066732706301200557857907327 | 0.018117729501062827339932733071388811248
f(z) = -57/40*z^3 + 97/40*z + 1
*
-1 | 0.091253643682588270043750479485843828079 | 0.019902789737790593358561882538594514959
f(z) = -57/41*z^3 + 98/41*z + 1
*
-1 | 0.090786500095644515532420230962644685710 | 0.019845297445511044850657473529361535154
f(z) = -56/41*z^3 + 97/41*z + 1
*
-1 | 0.090387748288766679442342052844776055449 | 0.019670378844660437875734522632039334207
f(z) = -56/43*z^3 + 99/43*z + 1
*
-1 | 0.090306172909730132790393667985841573281 | 0.019785119171788867818028744323247845437
f(z) = -55/41*z^3 + 96/41*z + 1
*
-1 | 0.056922394639770182089325532889503104473 | 0.012442839538333490410806384039915403874
f(z) = -55/42*z^3 + 97/42*z + 1
*
-1 | 0.089893452237885424145537560662450982829 | 0.019606126467869813379625019861301027394
f(z) = -55/43*z^3 + 98/43*z + 1
*
-3/10 | 0.22333803332263177705989771728331950506 | 0.028376427884684456159729894909417376696
f(z) = -55/54*z^3 + 97/40*z + 1
*
-1 | 0.089811831875225912059453858437580321831 | 0.019722059689597790199295655357063629329
f(z) = -54/41*z^3 + 95/41*z + 1
*
-1 | 0.089384099364578629072779355880334015425 | 0.019538742400251184083159639474102391662
f(z) = -54/43*z^3 + 97/43*z + 1
*
-1 | 0.080959440905526720671370684472212802740 | 0.017861591571860797918709775570440208777
f(z) = -53/40*z^3 + 93/40*z + 1
*
-1 | 0.089302560351649885521627079501977711345 | 0.019655902738283451139317198186520795180
f(z) = -53/41*z^3 + 94/41*z + 1
*
-1 | 0.055903565657186369984234127951872000224 | 0.012276037975532111918197798373732827622
f(z) = -53/42*z^3 + 95/42*z + 1
*
-1 | 0.088858649434021140471424814646720055874 | 0.019467982219263016102169650107999756683
f(z) = -53/43*z^3 + 96/43*z + 1
*
-1 | 0.080071052056021401637314039756651041913 | 0.017502975036516220471927259754378300392
f(z) = -53/44*z^3 + 97/44*z + 1
*
-1 | 0.074829152529407148196308528653115871881 | 0.016320541612893650121018981997948574260
f(z) = -53/45*z^3 + 98/45*z + 1
*
-1 | 0.075313766915102156567027873559910679250 | 0.016389946154047806808137821787628771732
f(z) = -53/46*z^3 + 99/46*z + 1
*
-1 | 0.088777342284644952525023893288215738591 | 0.019586407848023650483044533393241182288
f(z) = -52/41*z^3 + 93/41*z + 1
*
-1 | 0.088315942092705761532950201717002440647 | 0.019393572596483950329915108989854855885
f(z) = -52/43*z^3 + 95/43*z + 1
*
-1 | 0.074266982729815739821099324134972923908 | 0.016234245852644485758124862074783458017
f(z) = -52/45*z^3 + 97/45*z + 1
*
-1 | 0.087316721652071995998185127625952890549 | 0.019002055332575169015652101265395826215
f(z) = -52/47*z^3 + 99/47*z + 1
*
-1 | 0.079908786280516888460384212710543397778 | 0.017714758388079359272863703873327126647
f(z) = -51/40*z^3 + 91/40*z + 1
*
-1 | 0.088235046537099801483135201101064726905 | 0.019513306523208297027177236202840285565
f(z) = -51/41*z^3 + 92/41*z + 1
*
-1 | 0.087754676559229201729079186343459648809 | 0.019315206422811862516358994733186264528
f(z) = -51/43*z^3 + 94/43*z + 1
*
-1 | 0.078947314359037399064191078647987514352 | 0.017336286473763230046923758903421720346
f(z) = -51/44*z^3 + 95/44*z + 1
*
-1 | 0.074147581754661971469878636280141616366 | 0.016208145629982368993580451395056911194
f(z) = -51/46*z^3 + 97/46*z + 1
*
-1 | 0.086710297979022607467827280425267225727 | 0.018911867615725068420431027929360071708
f(z) = -51/47*z^3 + 98/47*z + 1
*
-1 | 0.087674407878491981384965921051017398654 | 0.019436297617300770387036866950857661754
f(z) = -50/41*z^3 + 91/41*z + 1
*
-1 | 0.087173386617824101695643959127321033950 | 0.019232536814581645464389817191112350636
f(z) = -50/43*z^3 + 93/43*z + 1
*
-1 | 0.086079383201665243868122565127029128077 | 0.018816354433351792453174175918217900093
f(z) = -50/47*z^3 + 97/47*z + 1
*
-1 | 0.085477069046700577374521749267707225520 | 0.018601706121810288606130007211492548443
f(z) = -50/49*z^3 + 99/49*z + 1
*
-1 | 0.078787578314385941708185296065838036578 | 0.017552675651266356478345882296312587970
f(z) = -49/40*z^3 + 89/40*z + 1
*
-8/7 | 0.12557740684959650999914731744182150136 | 0.027328429060651895451841641476972534742
f(z) = -49/40*z^3 + 99/40*z + 1
*
-1 | 0.087094003704358285647355566215407041326 | 0.019355041676232939762333001589433467749
f(z) = -49/41*z^3 + 90/41*z + 1
*
-1 | 0.086570409476449050524943534855651673240 | 0.019145169660485469769158491251441366775
f(z) = -49/43*z^3 + 92/43*z + 1
*
-1 | 0.072451438999738568995933148220419771815 | 0.015946893713011300168047056654093825413
f(z) = -49/45*z^3 + 94/45*z + 1
*
-1 | 0.072887651615551303017544451771669339313 | 0.016005626271977160231431244914020826421
f(z) = -49/46*z^3 + 95/46*z + 1
*
-1 | 0.085421583969644178226149902079304402600 | 0.018714957839834231600808159849095493410
f(z) = -49/47*z^3 + 96/47*z + 1
*
-1 | 0.071612319697720845041102437347790043413 | 0.015584429140759699197619545825642333553
f(z) = -49/50*z^3 + 99/50*z + 1
*
-1 | 0.086492225228199142774650847556049888018 | 0.019269153948721531538727495563744685932
f(z) = -48/41*z^3 + 89/41*z + 1
*
-1 | 0.085943846476176582352210045129551102118 | 0.019052654234079623145580814989374876897
f(z) = -48/43*z^3 + 91/43*z + 1
*
-1 | 0.084734090306204492055206780940171440395 | 0.018607022614619516547800325626173364317
f(z) = -48/47*z^3 + 95/47*z + 1
*
-1 | 0.084059375373883056108451591009111422195 | 0.018374794772583226581273450306794701259
f(z) = -48/49*z^3 + 97/49*z + 1
*
[ 5/4 ] 
f(z) = -48/55*z^3 + 86/55*z + 1
*
-1 | 0.077584513453623419124224778113327215407 | 0.017372617481659434931446117396432616506
f(z) = -47/40*z^3 + 87/40*z + 1
*
-1 | 0.085867241409942002189981311738094310867 | 0.019178195647974511506969825761072046531
f(z) = -47/41*z^3 + 88/41*z + 1
*
-1 | 0.052403262119370252270170352461610689809 | 0.011674650785422706477142571565795103831
f(z) = -47/42*z^3 + 89/42*z + 1
*
-1 | 0.085291512765472049114469222987143355250 | 0.018954471191936446818637306116831511605
f(z) = -47/43*z^3 + 90/43*z + 1
*
-1 | 0.076431720979068326804452105427289729705 | 0.016943937373497717637754111778277872854
f(z) = -47/44*z^3 + 91/44*z + 1
*
-1 | 0.071112818284010747689107428916829042569 | 0.015726701298011507048799821434948761332
f(z) = -47/45*z^3 + 92/45*z + 1
*
-1 | 0.071515051940749686360178226154558815468 | 0.015777933181340455226810393897863536426
f(z) = -47/46*z^3 + 93/46*z + 1
*
-1 | 0.054761010422062877981066262619401345724 | 0.012025140715390781946271404844746401652
f(z) = -47/48*z^3 + 95/48*z + 1
*
-1 | 0.083294988470970992899399102688339077281 | 0.018249043450864423558492485034462792142
f(z) = -47/49*z^3 + 96/49*z + 1
*
-1 | 0.070075204578059430931802672007790804679 | 0.015317952305040381257380081822573810484
f(z) = -47/50*z^3 + 97/50*z + 1
*
-1 | 0.062162920995142611913004880598496606801 | 0.013557985151329138344608128565713656133
f(z) = -47/51*z^3 + 98/51*z + 1
*
-1 | 0.073522422217428505713713745449568306028 | 0.016000109815476314965760441726924619314
f(z) = -47/52*z^3 + 99/52*z + 1
*
-1 | 0.085216953173719613923283700354199339606 | 0.019081662880111468535716675826791294521
f(z) = -46/41*z^3 + 87/41*z + 1
*
-1 | 0.084610871683692877278331479221757857870 | 0.018850016957096938077024801136635200465
f(z) = -46/43*z^3 + 89/43*z + 1
*
-1 | 0.070396925638364908334988218235238148670 | 0.015606100242462061460253937684661628331
f(z) = -46/45*z^3 + 91/45*z + 1
*
-1 | 0.083255950148301395202259813881289262151 | 0.018368256510213211294151265545153777125
f(z) = -46/47*z^3 + 93/47*z + 1
*
-1 | 0.082486625353051880813745887722836959608 | 0.018113494790602583185751164317243725114
f(z) = -46/49*z^3 + 95/49*z + 1
*
-1 | 0.061289976043823105172054411405853489867 | 0.013397562454070951446769004007193622390
f(z) = -46/51*z^3 + 97/51*z + 1
*
-1 | 0.080664190410517752938802487334708312835 | 0.017554316980035921957620977300741797694
f(z) = -46/53*z^3 + 99/53*z + 1
*
-1 | 0.084538934378237760201858436499443175475 | 0.018978972396099947914151108691187758535
f(z) = -45/41*z^3 + 86/41*z + 1
*
-1 | 0.083898947368994886877320353602839764968 | 0.018738582966931103705111556021453482656
f(z) = -45/43*z^3 + 88/43*z + 1
*
-1 | 0.075003156721704169556277337663578545041 | 0.016709564006446794457685817386078130977
f(z) = -45/44*z^3 + 89/44*z + 1
*
[ 4/3 ] 
f(z) = -45/44*z^3 + 91/44*z + 1
*
-1/3 | 0.13464758024268252933529225169496668904 | 0.029706480893817157465163366306174183164
f(z) = -45/44*z^3 + 93/44*z + 1
*
-1 | 0.070004711394372714671201839801394957338 | 0.015519151348703441675727995019282450089
f(z) = -45/46*z^3 + 91/46*z + 1
*
-1 | 0.082456274461365878863448853077077328657 | 0.018235322827759802398556052221493059875
f(z) = -45/47*z^3 + 92/47*z + 1
*
-1 | 0.081627171612434148298420966389799003965 | 0.017966514506384305173152062609435101309
f(z) = -45/49*z^3 + 94/49*z + 1
*
[ 4/3 ] 
f(z) = -45/52*z^3 + 93/52*z + 1
*
-1 | 0.071617908803879571403329138747261954810 | 0.015655176718357271567529934252110824106
f(z) = -45/52*z^3 + 97/52*z + 1
*
-1 | 0.079606074636515483214106411367981046551 | 0.017362407695767900091567989451591648185
f(z) = -45/53*z^3 + 98/53*z + 1
*
-1 | 0.083830354277046467039102333249412689852 | 0.018869442915326250556332115268784149788
f(z) = -44/41*z^3 + 85/41*z + 1
*
-1 | 0.083152205316027493813200491585277922303 | 0.018619327381298261017764958367375270924
f(z) = -44/43*z^3 + 87/43*z + 1
*
-1 | 0.068852948942970144618284607352509978792 | 0.015339391136083263614446482218006829537
f(z) = -44/45*z^3 + 89/45*z + 1
*
-1 | 0.081608208105671601287485441025841533700 | 0.018091498524343757189620011555200196242
f(z) = -44/47*z^3 + 91/47*z + 1
*
-1 | 0.080706978690590623171652330533022998904 | 0.017805892360995718014561051309589451916
f(z) = -44/49*z^3 + 93/49*z + 1
*
-1 | 0.059328647776599759354713692891103899712 | 0.013028162418274696355337013190318367461
f(z) = -44/51*z^3 + 95/51*z + 1
*
-1 | 0.078407409818917629939889328796936242303 | 0.017139314415130247705990762294602711727
f(z) = -44/53*z^3 + 97/53*z + 1
*
-1 | 0.074869985520274608863467383328860200000 | 0.016943355093680926558737399620136787954
f(z) = -43/40*z^3 + 83/40*z + 1
*
-1 | 0.083087873361746018588008143050259865292 | 0.018752270096889700808807963694703423067
f(z) = -43/41*z^3 + 84/41*z + 1
*
-1 | 0.049555625360193782685421697753341150080 | 0.011154516188457836460059704044716420890
f(z) = -43/42*z^3 + 85/42*z + 1
*
-1 | 0.073424009785737439786723729963896637361 | 0.016441003225981602418157787580982565313
f(z) = -43/44*z^3 + 87/44*z + 1
*
-1 | 0.068014561539462520238841240575701551057 | 0.015190852142176623039397021624470314604
f(z) = -43/45*z^3 + 88/45*z + 1
*
-1 | 0.068316712071249053390542073646942716125 | 0.015219925706596247436969767287387706009
f(z) = -43/46*z^3 + 89/46*z + 1
*
-1 | 0.080703432476299954947378369419639963122 | 0.017934854669170196030061080466035219664
f(z) = -43/47*z^3 + 90/47*z + 1
*
-1 | 0.051324274249811848659321826974514672816 | 0.011377936771398785739686409855528663235
f(z) = -43/48*z^3 + 91/48*z + 1
*
-1 | 0.079712084147519656083778645341912421568 | 0.017628441221712421488956729957872240526
f(z) = -43/49*z^3 + 92/49*z + 1
*
-1 | 0.066318227435270439609846455134294773899 | 0.014631389236010774168377057450142658936
f(z) = -43/50*z^3 + 93/50*z + 1
*
-1 | 0.058192306136044979484509357776819431456 | 0.012808393231083693175065917055990751883
f(z) = -43/51*z^3 + 94/51*z + 1
*
-1 | 0.069269476518882030960076666345899560374 | 0.015211099941381165524781144695787570375
f(z) = -43/52*z^3 + 95/52*z + 1
*
-1 | 0.076957104500794477276061300782214165146 | 0.016860480680385177348877125812720010756
f(z) = -43/53*z^3 + 96/53*z + 1
*
-1 | 0.049281033536324800191369584862623623009 | 0.010772491151440368260643835647768391082
f(z) = -43/54*z^3 + 97/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016185474410849853505285021271876125954
f(z) = -43/55*z^3 + 98/55*z + 1
*
-1 | 0.065986723858760830024683298555004659070 | 0.014360174709442691720206434498736511554
f(z) = -43/56*z^3 + 99/56*z + 1
*
-1 | 0.082307499573007321449666123455552939150 | 0.018626492077533652604788439979987471047
f(z) = -42/41*z^3 + 83/41*z + 1
*
-1 | 0.081536246516700797049900728291114849363 | 0.018353060325764627061539091767168431376
f(z) = -42/43*z^3 + 85/43*z + 1
*
-1 | 0.079730426675206016994351384882999065976 | 0.017762727944024555540763142343121965914
f(z) = -42/47*z^3 + 89/47*z + 1
*
-1 | 0.074709304501247490582780763033313079384 | 0.016405648698814424893700927684294778612
f(z) = -42/53*z^3 + 95/53*z + 1
*
-1 | 0.074210746846885580382215997815609886263 | 0.016221953079790766152454818121532123430
f(z) = -42/55*z^3 + 97/55*z + 1
*
-1 | 0.073312864363807003267297368448998724161 | 0.016683061240077478470901829802370532539
f(z) = -41/40*z^3 + 81/40*z + 1
*
-1 | 0.047901095240057716164478670091552473243 | 0.010840195311761431699240507219914580168
f(z) = -41/42*z^3 + 83/42*z + 1
*
-1 | 0.080655199810489876654331157170895801685 | 0.018203235085581807587864776398059984245
f(z) = -41/43*z^3 + 84/43*z + 1
*
-1 | 0.071649256101590794470460707609102043733 | 0.016127589577713901008356681683329297660
f(z) = -41/44*z^3 + 85/44*z + 1
*
-1 | 0.066167444946566297637742717293165113953 | 0.014854577011141195824845555958077882097
f(z) = -41/45*z^3 + 86/45*z + 1
*
-1 | 0.066386233133439056666971028247683331255 | 0.014865113963302680534857103149688784995
f(z) = -41/46*z^3 + 87/46*z + 1
*
-1 | 0.078671990535414201641589446076961621854 | 0.017571157541915398187642997936158005532
f(z) = -41/47*z^3 + 88/47*z + 1
*
-1 | 0.049167005020113638976890610892675022059 | 0.010953661863023154315913536754186931280
f(z) = -41/48*z^3 + 89/48*z + 1
*
-1 | 0.077390506904730305541045642566706063089 | 0.017198617847107787309759045776854912934
f(z) = -41/49*z^3 + 90/49*z + 1
*
-1 | 0.063753822040918268233360154877538875411 | 0.014133408932114370144402835489715490274
f(z) = -41/50*z^3 + 91/50*z + 1
*
-1 | 0.055193680406147254878628422123964909593 | 0.012206161227061868654130728042526895478
f(z) = -41/51*z^3 + 92/51*z + 1
*
-1 | 0.064614718934480491558706692109837367303 | 0.014255554463191513929194870176527053327
f(z) = -41/52*z^3 + 93/52*z + 1
*
-1 | 0.073524411276699003873138581973547702433 | 0.016183059827776219048465736875861173026
f(z) = -41/53*z^3 + 94/53*z + 1
*
-1 | 0.047471764944498529404241311528899888650 | 0.010424472614105678053605385010632427331
f(z) = -41/54*z^3 + 95/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016258591739193403465371047612937452023
f(z) = -41/55*z^3 + 96/55*z + 1
*
-1 | 0.065986632130536035000267833582751611876 | 0.014424218806523066653635306897335628582
f(z) = -41/56*z^3 + 97/56*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.011892482992736884327052799599286447003
f(z) = -41/57*z^3 + 98/57*z + 1
*
-1 | 0.062358010671222310945251507212358984839 | 0.013570486234302650494660057725140277809
f(z) = -41/58*z^3 + 99/58*z + 1
*
-15/14 | 0.12009107723137595056707563554761386690 | 0.021765673307029765431550789272963077763
f(z) = -49/45*z^3 + 83/60*z + 1
*
[ 7/6 ] 
f(z) = -44/49*z^3 + 86/63*z + 1
*
4/3 | 0.12753642155293542144253768683634497623 | 0.024612456370499398510661055119637975445
f(z) = -57/56*z^3 + 89/84*z + 1
*
-10/17 | 0.18038856097352351068055703874760167000 | 0.026664822123370793871380159895153574735
f(z) = -51/40*z^3 + 97/85*z + 1
*
[ 7/8 ] 
f(z) = -60/49*z^3 + 89/112*z + 1
*
6/55 | 0.13382010295879239908153201131386725660 | 0.016696902500138544201868559443085657861
f(z) = -55/54*z^3 + 93/110*z + 1
*
-14/17 | 0.19908135921631451911928222336695458135 | 0.029026678059686940184173330497316477911
f(z) = -51/56*z^3 + 99/119*z + 1
*
-2/3 | 0.14262402076976531469014213458074206288 | 0.023502639802663108465969081234445336843
f(z) = -43/48*z^3 + 97/108*z + 1
*
-2/3 | 0.14242067861729262211618258169234371458 | 0.023469131580552482023298687479368517993
f(z) = -41/48*z^3 + 95/108*z + 1
*
0 | 0.11936471451730051082258227093163626000 | 0.023215193527460583088666906284211900186
f(z) = -57/40*z^3 + 91/120*z + 1
*
[ 6/7 ] 
f(z) = -49/46*z^3 + 85/138*z + 1
*
[ 6/7 ] 
f(z) = -49/50*z^3 + 83/150*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -51/55*z^3 + 98/165*z + 1
*
[ 4/5 ] 
f(z) = -50/41*z^3 + 87/164*z + 1
*
[ 4/5 ] 
f(z) = -50/43*z^3 + 85/172*z + 1
*
[ 7/9 ] 
f(z) = -60/49*z^3 + 86/189*z + 1
*
0 | 0.15549378447438639699137150616153792973 | 0.028733177111811517748631046148944593764
f(z) = -56/45*z^3 + 89/180*z + 1
*
[ 9/11 ] 
f(z) = -55/54*z^3 + 91/198*z + 1
*
[ 4/5 ] 
f(z) = -50/47*z^3 + 81/188*z + 1
*
3/7 | 0.17859986920252332727235755624816255996 | 0.026799055798819011832603149746621866690
f(z) = -56/45*z^3 + 83/210*z + 1
*
[ 4/5 ] 
f(z) = -45/44*z^3 + 89/220*z + 1
*
[ 3/4 ] 
f(z) = -59/45*z^3 + 97/240*z + 1
*
0 | 0.16643060436942038935747139587732016610 | 0.029631010677747263064101674541135823965
f(z) = -55/48*z^3 + 83/240*z + 1
*
[ 3/4 ] 
f(z) = -56/47*z^3 + 95/282*z + 1
*
[ 7/2 ] 
f(z) = -60/49*z^3 + 110/7*z + 1
*
[ -7/2 ] 
f(z) = -60/49*z^3 + 114/7*z + 1
*
[ -7/2 ] 
f(z) = -52/49*z^3 + 100/7*z + 1
*
-20/7 | 0.13863482892027138522502267258501995657 | 0.023025127270972736368946517977439443569
f(z) = -49/48*z^3 + 103/12*z + 1
*
22/7 | 0.13720114547380484625944146071122813368 | 0.022377438789636171793201830992158067264
f(z) = -49/48*z^3 + 115/12*z + 1
*
3/14 | 0.10922329398878245245770321141403753932 | 0.013583687588250762805275850174320606075
f(z) = -49/54*z^3 + 115/8*z + 1
*
[ 18/7 ] 
f(z) = -49/54*z^3 + 119/18*z + 1
*
-14/3 | 0.17000006197823294912293686067288116053 | 0.024847941624710767334021598643817675272
f(z) = -45/56*z^3 + 117/7*z + 1
*
[ -7/10 ] 
f(z) = -60/49*z^3 + 106/35*z + 1
*
[ 7/4 ] 
f(z) = -60/49*z^3 + 117/28*z + 1
*
-2 | 0.089675168073475045649479828266143129608 | 0.016711809337655018913924621603453204386
f(z) = -59/44*z^3 + 107/22*z + 1
*
-2 | 0.089588315073208528570531603374159314682 | 0.016754537768045908825288357856200311598
f(z) = -59/52*z^3 + 105/26*z + 1
*
-2 | 0.089025144890781030874102959338152204307 | 0.016709311941648654755681242020646219322
f(z) = -57/44*z^3 + 103/22*z + 1
*
[ 5/3 ] 
f(z) = -57/50*z^3 + 107/30*z + 1
*
-2 | 0.088919617794770818266610908216672965625 | 0.016751155530137193630566487114738470346
f(z) = -57/52*z^3 + 101/26*z + 1
*
[ 2 ] 
f(z) = -53/44*z^3 + 117/22*z + 1
*
[ 2 ] 
f(z) = -53/52*z^3 + 119/26*z + 1
*
[ 7/4 ] 
f(z) = -52/49*z^3 + 103/28*z + 1
*
[ 2 ] 
f(z) = -51/44*z^3 + 113/22*z + 1
*
[ 2 ] 
f(z) = -51/52*z^3 + 115/26*z + 1
*
[ -2/7 ] 
f(z) = -49/44*z^3 + 101/22*z + 1
*
[ 2 ] 
f(z) = -49/44*z^3 + 109/22*z + 1
*
15/7 | 0.18167688129694532467650714633150541850 | 0.029187111561598029419107493874310955742
f(z) = -49/50*z^3 + 101/30*z + 1
*
[ 2 ] 
f(z) = -49/52*z^3 + 111/26*z + 1
*
[ -2/7 ] 
f(z) = -49/52*z^3 + 119/26*z + 1
*
[ 2 ] 
f(z) = -47/44*z^3 + 105/22*z + 1
*
[ 2 ] 
f(z) = -47/52*z^3 + 107/26*z + 1
*
[ -3/2 ] 
f(z) = -46/45*z^3 + 119/30*z + 1
*
[ 2 ] 
f(z) = -45/44*z^3 + 101/22*z + 1
*
[ -7/15 ] 
f(z) = -45/49*z^3 + 117/35*z + 1
*
[ 2 ] 
f(z) = -45/52*z^3 + 103/26*z + 1
*
[ -2 ] 
f(z) = -43/44*z^3 + 119/22*z + 1
*
[ -2 ] 
f(z) = -41/44*z^3 + 115/22*z + 1
*
-1 | 0.092583196869615621628230622842519385465 | 0.020060840563483835556574826571496319025
f(z) = -60/41*z^3 + 101/41*z + 1
*
-1 | 0.092231822000158536475973557249928516504 | 0.019900154299073495083309863695463366876
f(z) = -60/43*z^3 + 103/43*z + 1
*
-1 | 0.091487174445880344900844721751421954504 | 0.019578541754229574162114098022566651760
f(z) = -60/47*z^3 + 107/47*z + 1
*
-1 | 0.091091273492229023768482428058165019049 | 0.019416866064715294381292447295104865384
f(z) = -60/49*z^3 + 109/49*z + 1
*
-1 | 0.090244174590398144094516630231106393209 | 0.019089649093985081764001348485118924964
f(z) = -60/53*z^3 + 113/53*z + 1
*
-1 | 0.088801260891711126890878343457430792627 | 0.018581076848025862639240674503359270248
f(z) = -60/59*z^3 + 119/59*z + 1
*
-1 | 0.092151332832716973578598432150719456451 | 0.020010407674639468830923604140590720038
f(z) = -59/41*z^3 + 100/41*z + 1
*
-1 | 0.058792312627854717608765688043945975345 | 0.012739063349117936700682187969673900559
f(z) = -59/42*z^3 + 101/42*z + 1
*
-1 | 0.091789226444566614254455274206394898605 | 0.019846435892751883829937397604755976078
f(z) = -59/43*z^3 + 102/43*z + 1
*
-1 | 0.083045456941561563462705953110585673195 | 0.017918082621975076042809432942428975038
f(z) = -59/44*z^3 + 103/44*z + 1
*
-1 | 0.077849541237118637693171443201215525000 | 0.016762056193743510552389598694097312663
f(z) = -59/45*z^3 + 104/45*z + 1
*
-1 | 0.078382471884567128424406576461491182005 | 0.016842101347493023623142548439108820269
f(z) = -59/46*z^3 + 105/46*z + 1
*
-1 | 0.091020266736842105981400458437099488807 | 0.019517841854472131591278534773311089797
f(z) = -59/47*z^3 + 106/47*z + 1
*
-1 | 0.061916651364894922297219892951371879882 | 0.013250357237196953251566501089507341787
f(z) = -59/48*z^3 + 107/48*z + 1
*
-1 | 0.090610500699466014963297762380072009863 | 0.019352405198416294864421570911501371626
f(z) = -59/49*z^3 + 108/49*z + 1
*
-1 | 0.077563140689119521522168193497936944291 | 0.016533231522422202598857595607038253702
f(z) = -59/50*z^3 + 109/50*z + 1
*
-1 | 0.069837910440221786088195714563222948465 | 0.014857611351483301801384227396152552746
f(z) = -59/51*z^3 + 110/51*z + 1
*
-1 | 0.081401856516349186689219194874848319412 | 0.017284496125253884645347284013090835135
f(z) = -59/52*z^3 + 111/52*z + 1
*
-1 | 0.089731287579350134277235692891800914567 | 0.019016914070962028786821629379100172928
f(z) = -59/53*z^3 + 112/53*z + 1
*
-1 | 0.063098221368512728440228693730691610808 | 0.013347375715347932394675899105600494454
f(z) = -59/54*z^3 + 113/54*z + 1
*
-1 | 0.089257188934822171767933160422495563139 | 0.018845745149272429906160531431566253265
f(z) = -59/55*z^3 + 114/55*z + 1
*
-1 | 0.080452896239296920638603388486946753108 | 0.016955542052621288596642468630186371765
f(z) = -59/56*z^3 + 115/56*z + 1
*
-1 | 0.068411516630153649370641370491372417162 | 0.014391546994973782242238173602944631466
f(z) = -59/57*z^3 + 116/57*z + 1
*
-1 | 0.075659041554139676282973423351750345175 | 0.015887500664620899883039495597596643329
f(z) = -59/58*z^3 + 117/58*z + 1
*
-1 | 0.091334827362946244979955695932004940246 | 0.019790345025585336240203819471671919571
f(z) = -58/43*z^3 + 101/43*z + 1
*
-1 | 0.077382716352093694890314915542691593802 | 0.016696276427082349304350784338061570388
f(z) = -58/45*z^3 + 103/45*z + 1
*
-1 | 0.090539867104504285151790854673556485803 | 0.019454370104687240661654338102044829344
f(z) = -58/47*z^3 + 105/47*z + 1
*
-1 | 0.090115197226758986723294140368436465669 | 0.019284934334029825604914465984859302786
f(z) = -58/49*z^3 + 107/49*z + 1
*
-1 | 0.069325117305855263996083330937868583182 | 0.014777228004868123162930371647074480486
f(z) = -58/51*z^3 + 109/51*z + 1
*
-1 | 0.089201237777578145139800888763110866755 | 0.018940580899708802010426835378125765392
f(z) = -58/53*z^3 + 111/53*z + 1
*
-1 | 0.088706648540167835779309096852247455592 | 0.018764411117074377606111491134628110299
f(z) = -58/55*z^3 + 113/55*z + 1
*
-1 | 0.067838827059888650076773683389510396835 | 0.014297112208281353762701690840108928317
f(z) = -58/57*z^3 + 115/57*z + 1
*
-1 | 0.087624192522073286386588517977046978700 | 0.018400040343296402918774147523356680125
f(z) = -58/59*z^3 + 117/59*z + 1
*
-1 | 0.090867924294022347119911494371731240541 | 0.019731719051448172669141955369378185763
f(z) = -57/43*z^3 + 100/43*z + 1
*
-1 | 0.082111575389531097034803823609037511854 | 0.017791859408631643880237408381359258124
f(z) = -57/44*z^3 + 101/44*z + 1
*
-1 | 0.077422348679652752958881493223357323576 | 0.016704827591057569513156693332598290049
f(z) = -57/46*z^3 + 103/46*z + 1
*
-1 | 0.090045089379123101927266922192776375537 | 0.019387922191426673819197692702793341426
f(z) = -57/47*z^3 + 104/47*z + 1
*
-1 | 0.089604352706175097904049257011880693910 | 0.019214221714465435015017245850021414559
f(z) = -57/49*z^3 + 106/49*z + 1
*
-1 | 0.076539650977504608307474563496947433838 | 0.016379724935145936535903224111487410584
f(z) = -57/50*z^3 + 107/50*z + 1
*
-1 | 0.080342869164914771544741565251370612459 | 0.017125753873264031995841378789068696934
f(z) = -57/52*z^3 + 109/52*z + 1
*
-1 | 0.088652664567355697393109118053638881056 | 0.018860341426489600234641228577234897699
f(z) = -57/53*z^3 + 110/53*z + 1
*
-1 | 0.088135629700042698763668213829312270255 | 0.018678743410582179519890860476430083581
f(z) = -57/55*z^3 + 112/55*z + 1
*
-1 | 0.079307762426493466685366062631705459555 | 0.016776233613111001779616614785318367133
f(z) = -57/56*z^3 + 113/56*z + 1
*
-1 | 0.074461000182160991943330417050351406722 | 0.015692742945060014574377931265196557159
f(z) = -57/58*z^3 + 115/58*z + 1
*
-1 | 0.086997933913656256336282216819795339457 | 0.018301521674380622151910863754329814259
f(z) = -57/59*z^3 + 116/59*z + 1
*
-1 | 0.076408073930507270612246576331705554713 | 0.016556030043350519921537673820088995835
f(z) = -56/45*z^3 + 101/45*z + 1
*
-1 | 0.089534950089118215630781671828981694260 | 0.019318270888438417924038164689281316356
f(z) = -56/47*z^3 + 103/47*z + 1
*
-1 | 0.068250606926812419568219031745722074222 | 0.014605843557432964227151159552830976498
f(z) = -56/51*z^3 + 107/51*z + 1
*
-1 | 0.088084020249265498437867479464028796658 | 0.018775844908651592480173367873055779019
f(z) = -56/53*z^3 + 109/53*z + 1
*
-1 | 0.087542270452623624940604102350661800247 | 0.018588323401818196985718349086977618088
f(z) = -56/55*z^3 + 111/55*z + 1
*
-1 | 0.066620402511274633706352574333958165542 | 0.014092434356151657918492596618550821893
f(z) = -56/57*z^3 + 113/57*z + 1
*
-1 | 0.086342755276552289142998770894569680563 | 0.018196836738808308409889405378211539474
f(z) = -56/59*z^3 + 115/59*z + 1
*
-1 | 0.076401696885326989887138165888105112046 | 0.016554648271161254236889359484010169369
f(z) = -55/46*z^3 + 101/46*z + 1
*
-1 | 0.089008352820870726396630345639882193398 | 0.019245162385649656635083824071786626158
f(z) = -55/47*z^3 + 102/47*z + 1
*
-1 | 0.059872003173753405229406286147513201268 | 0.012918123869983429093144283241929276386
f(z) = -55/48*z^3 + 103/48*z + 1
*
-1 | 0.088531385857217590145369045937393548134 | 0.019062001407673231300804234275217970941
f(z) = -55/49*z^3 + 104/49*z + 1
*
-1 | 0.067684023702715315034397648215101694874 | 0.014513757408812595869884977582729445315
f(z) = -55/51*z^3 + 106/51*z + 1
*
-1 | 0.079207285316838237194332940145885548659 | 0.016950607035440290035542546405230386062
f(z) = -55/52*z^3 + 107/52*z + 1
*
-1 | 0.087493530441430818042960367392574605293 | 0.018686689073251291694887211065474176784
f(z) = -55/53*z^3 + 108/53*z + 1
*
-1 | 0.060815153788732755031687611431050775007 | 0.012963258175566334196742445167040389151
f(z) = -55/54*z^3 + 109/54*z + 1
*
-1 | 0.078067549728572388104914537456455295223 | 0.016576504744957039467856989487300768696
f(z) = -55/56*z^3 + 111/56*z + 1
*
-1 | 0.065969632971037051467428643920058266553 | 0.013981063632835044475567292166630933489
f(z) = -55/57*z^3 + 112/57*z + 1
*
-1 | 0.073155393860755948021982470981492239025 | 0.015474802716880169922192691475982108204
f(z) = -55/58*z^3 + 113/58*z + 1
*
-1 | 0.085655037179165642687338931705642629904 | 0.018085187542806930604694116002597583877
f(z) = -55/59*z^3 + 114/59*z + 1
*
-1 | 0.088464069136889016961236461976280821428 | 0.019168311816358967100964266178370618828
f(z) = -54/47*z^3 + 101/47*z + 1
*
-1 | 0.087966562894609034233838835482411156057 | 0.018979871987770814766966408932269774891
f(z) = -54/49*z^3 + 103/49*z + 1
*
-1 | 0.086879142167237777520215043474234974683 | 0.018592408420036262191580974556926080010
f(z) = -54/53*z^3 + 107/53*z + 1
*
-1 | 0.086279475590514225797799647899583770056 | 0.018391191136632915385746078238657326674
f(z) = -54/55*z^3 + 109/55*z + 1
*
-1 | 0.084930220544785894888762579183644877735 | 0.017965570797599472506805455693116086304
f(z) = -54/59*z^3 + 113/59*z + 1
*
-1 | 0.087900715048010138076695230368294672044 | 0.019087397750350467258856470380739303906
f(z) = -53/47*z^3 + 100/47*z + 1
*
-1 | 0.058743499031028200428484562189498707490 | 0.012728486464581901482614163134861844682
f(z) = -53/48*z^3 + 101/48*z + 1
*
-1 | 0.087380739911664503347368265305328249423 | 0.018893244012306737952541872423959367802
f(z) = -53/49*z^3 + 102/49*z + 1
*
-1 | 0.074272820822766394695387707340101195649 | 0.016025278071574358386980738088080787761
f(z) = -53/50*z^3 + 103/50*z + 1
*
-1 | 0.066484701490448919838703761241597480798 | 0.014315052917432125617490296281862980934
f(z) = -53/51*z^3 + 104/51*z + 1
*
-1 | 0.077981080067874330874272375221503260878 | 0.016755853982562376636762074281380225155
f(z) = -53/52*z^3 + 105/52*z + 1
*
-1 | 0.059528938504225651924810992610662239863 | 0.012739379209698921752498616605800517413
f(z) = -53/54*z^3 + 107/54*z + 1
*
-1 | 0.085604431213394980978389060772021894373 | 0.018283219128391132791041541325259791246
f(z) = -53/55*z^3 + 108/55*z + 1
*
-1 | 0.076710754179985522282639912403272017948 | 0.016351538215822015287717550870603015307
f(z) = -53/56*z^3 + 109/56*z + 1
*
-1 | 0.064572360586946282203419507619865658486 | 0.013737396087614663743421857492225147896
f(z) = -53/57*z^3 + 110/57*z + 1
*
-1 | 0.071713196525295279905763261373166146648 | 0.015227250587608937971312225740293031452
f(z) = -53/58*z^3 + 111/58*z + 1
*
-1 | 0.084162356124442317856562812267553016113 | 0.017836680355365249979835228785473789533
f(z) = -53/59*z^3 + 112/59*z + 1
*
-1 | 0.086772049557837986574238660849311287978 | 0.018801686595440770074412801619285906209
f(z) = -52/49*z^3 + 101/49*z + 1
*
-1 | 0.065847737407892463557159071835112716360 | 0.014207462307962228146446326803618829289
f(z) = -52/51*z^3 + 103/51*z + 1
*
-1 | 0.085568620606864019516597154901671200997 | 0.018386194588866182360843151467241265213
f(z) = -52/53*z^3 + 105/53*z + 1
*
-1 | 0.084895545138438904756863133761999219540 | 0.018167912445741220112091408477087467700
f(z) = -52/55*z^3 + 107/55*z + 1
*
-1 | 0.063815512576965884025098265037697608158 | 0.013602809720997127680095682063874833925
f(z) = -52/57*z^3 + 109/57*z + 1
*
-1 | 0.083343301847588171306451295666517700109 | 0.017696733704853223698206405867933103289
f(z) = -52/59*z^3 + 111/59*z + 1
*
-1 | 0.086138333069222026144345084819650624434 | 0.018704701366153761846861625984406800489
f(z) = -51/49*z^3 + 100/49*z + 1
*
-1 | 0.073001608512147753438575148029966744917 | 0.015817920300402568835653883599886837327
f(z) = -51/50*z^3 + 101/50*z + 1
*
-1 | 0.076645315107142419787268643530535956995 | 0.016537173004460664123314128078247756733
f(z) = -51/52*z^3 + 103/52*z + 1
*
-1 | 0.084866213390692466569160693848633746133 | 0.018272840343043051520164786376504722094
f(z) = -51/53*z^3 + 104/53*z + 1
*
-1 | 0.084148161472474863486359953020993703495 | 0.018044228684945852606832385535770631746
f(z) = -51/55*z^3 + 106/55*z + 1
*
-1 | 0.075205277393116495427753745850534066002 | 0.016094164810506410547372173408681450055
f(z) = -51/56*z^3 + 107/56*z + 1
*
-1 | 0.070087853061506721616255693345232197864 | 0.014939811504280031119044896382090547437
f(z) = -51/58*z^3 + 109/58*z + 1
*
-1 | 0.082461159698326640302817137755435526433 | 0.017543134590761166973134997690266654571
f(z) = -51/59*z^3 + 110/59*z + 1
*
-1 | 0.064485736613378194578406248742554331259 | 0.013972709136860061351118730698917890646
f(z) = -50/51*z^3 + 101/51*z + 1
*
-1 | 0.084127016647720990656873667661587577546 | 0.018151442481614368380852175217296385870
f(z) = -50/53*z^3 + 103/53*z + 1
*
-1 | 0.062149749316292663634699934558069015942 | 0.013300240928565799087722279347241402963
f(z) = -50/57*z^3 + 107/57*z + 1
*
-1 | 0.081496857784490380575133800830171606729 | 0.017371736189763502314201828769240071852
f(z) = -50/59*z^3 + 109/59*z + 1
*
11/7 | 0.096616648608585175621786307751225490846 | 0.020437639625450042946004080772519206798
f(z) = -49/44*z^3 + 113/44*z + 1
*
-1 | 0.063753651034640571059988541447718989599 | 0.013843929422764970823256362723707049995
f(z) = -49/51*z^3 + 100/51*z + 1
*
-1 | 0.075173026607921062266365059373804081116 | 0.016288421143847389409997682480600871936
f(z) = -49/52*z^3 + 101/52*z + 1
*
-1 | 0.083345703871638910699777526356410636146 | 0.018020798659020380880102039843941909891
f(z) = -49/53*z^3 + 102/53*z + 1
*
-1 | 0.056541457668521885895893844806650321777 | 0.012199517558009249510503480962231987068
f(z) = -49/54*z^3 + 103/54*z + 1
*
[ -15/14 ] 
f(z) = -49/54*z^3 + 119/40*z + 1
*
-1 | 0.082511755635685730179215342315374512096 | 0.017765893833557380423719217987375432186
f(z) = -49/55*z^3 + 104/55*z + 1
*
-1 | 0.061217596775106003529951387788923171749 | 0.013127135476562285505844665899470868662
f(z) = -49/57*z^3 + 106/57*z + 1
*
-1 | 0.068185996469996101737139248684195396442 | 0.014592016717395550794192273352776491931
f(z) = -49/58*z^3 + 107/58*z + 1
*
-1 | 0.080415357176326146258794666372752632742 | 0.017174947321097944010045102096512324184
f(z) = -49/59*z^3 + 108/59*z + 1
*
-1 | 0.082515297435860438390718237062972467664 | 0.017879337524285633784490420854267656163
f(z) = -48/53*z^3 + 101/53*z + 1
*
-1 | 0.081602984452210084124080521870131100791 | 0.017606851373499753215369381964656098759
f(z) = -48/55*z^3 + 103/55*z + 1
*
-1 | 0.079136304060596920675579436172168595181 | 0.016935416824380592558403748011307209395
f(z) = -48/59*z^3 + 107/59*z + 1
*
-1 | 0.081626190168048099914129808109981452758 | 0.017724901984384378894365602905236328231
f(z) = -47/53*z^3 + 100/53*z + 1
*
-1 | 0.054740667707185267041199321999503695344 | 0.011861156714635825743319194846724298825
f(z) = -47/54*z^3 + 101/54*z + 1
*
-1 | 0.080611736521664929566351377927588519742 | 0.017429667108555645309660606686881042566
f(z) = -47/55*z^3 + 102/55*z + 1
*
-1 | 0.071469532766891136793551593250426607045 | 0.015420434063867652736140725196519885143
f(z) = -47/56*z^3 + 103/56*z + 1
*
-1 | 0.059013708421051822848922503149224161049 | 0.012706447347479284286995546686278234796
f(z) = -47/57*z^3 + 104/57*z + 1
*
-1 | 0.065703768495857766645396172285175105404 | 0.014117818707594679067254634208230598964
f(z) = -47/58*z^3 + 105/58*z + 1
*
-1 | 0.077364265819922551263751174089696411147 | 0.016589530657235471112591209555698016741
f(z) = -47/59*z^3 + 106/59*z + 1
*
-1 | 0.079505557776164315252155873030072476999 | 0.017227189947919396628881320697887648531
f(z) = -46/55*z^3 + 101/55*z + 1
*
-1 | 0.057564925887677379779349524606076059614 | 0.012420343462124613150134371673566554122
f(z) = -46/57*z^3 + 103/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016224880958077980321153623992801142842
f(z) = -46/59*z^3 + 105/59*z + 1
*
-1 | 0.068676154715231795746568788497193641923 | 0.014880685014534792452310584708589858167
f(z) = -45/56*z^3 + 101/56*z + 1
*
-1/3 | 0.11560488861952134191060916519390045105 | 0.024275654396993574841667222452205443283
f(z) = -45/56*z^3 + 117/56*z + 1
*
-1 | 0.062358426174457475315450422011298757542 | 0.013454600329991898503276464143276559836
f(z) = -45/58*z^3 + 103/58*z + 1
*
-1 | 0.075510519927281858117965078387172389404 | 0.016258433359095978212268346955192358933
f(z) = -45/59*z^3 + 104/59*z + 1
*
[ 3/2 ] 
f(z) = -44/51*z^3 + 116/51*z + 1
*
-1 | 0.054528592477508109503564110970177297201 | 0.011815204452088561037723408707737272411
f(z) = -44/57*z^3 + 101/57*z + 1
*
[ 3/2 ] 
f(z) = -44/57*z^3 + 118/57*z + 1
*
-1 | 0.075510651458303814290384885508020701666 | 0.016292355313562188961439895693702171813
f(z) = -44/59*z^3 + 103/59*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.011840311119933601495706791442193789981
f(z) = -43/57*z^3 + 100/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.013511669326236421093153087326201670435
f(z) = -43/58*z^3 + 101/58*z + 1
*
-1 | 0.075510949624023221530111665927870136470 | 0.016326787782867338536462423513542183005
f(z) = -43/59*z^3 + 102/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016361425966965263609231442113959545471
f(z) = -42/59*z^3 + 101/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016396777885575409169080151708658742953
f(z) = -41/59*z^3 + 100/59*z + 1
*
[ 6/5 ] 
f(z) = -55/48*z^3 + 109/60*z + 1
*
-14/11 | 0.19102065701870072846432866219515029371 | 0.028329236024844257002649392069696981136
f(z) = -55/56*z^3 + 106/77*z + 1
*
[ 7/6 ] 
f(z) = -52/49*z^3 + 100/63*z + 1
*
-10/7 | 0.083612205220576217190683110792266217220 | 0.013799390195852879707170804294362145080
f(z) = -49/48*z^3 + 107/60*z + 1
*
-14/9 | 0.17374052543956645861903854772717474999 | 0.025991116988956310419539823152297785089
f(z) = -45/56*z^3 + 100/63*z + 1
*
5/4 | 0.098455293807393310452266425812339854086 | 0.020865808489717857185088096037785596908
f(z) = -56/45*z^3 + 103/90*z + 1
*
-2/3 | 0.14241270408660681184753178997143851727 | 0.022696112395099189514234130405690878102
f(z) = -59/48*z^3 + 113/108*z + 1
*
-2/3 | 0.14304658353842203389546707311863392337 | 0.023055081282570036096450872707440817624
f(z) = -55/48*z^3 + 109/108*z + 1
*
-2/3 | 0.15952744928561780714178443494571448191 | 0.025865751558394324443137904394750080233
f(z) = -53/48*z^3 + 107/108*z + 1
*
-2/3 | 0.14304701164578451164386683684081939513 | 0.023492520513783694686070809335199210777
f(z) = -49/48*z^3 + 103/108*z + 1
*
-2/3 | 0.14241400836531425057602548396968377531 | 0.023468032407153817746788493673398633855
f(z) = -47/48*z^3 + 101/108*z + 1
*
-6/5 | 0.16128127764560769725380284475640707163 | 0.023952421114373509283772789112989383349
f(z) = -45/56*z^3 + 104/105*z + 1
*
0 | 0.090957312792184788113441574629909847980 | 0.018081390569473048712910033698098406235
f(z) = -51/40*z^3 + 113/120*z + 1
*
[ 14/15 ] 
f(z) = -50/49*z^3 + 103/126*z + 1
*
-3/7 | 0.12448596397709542517168952299012364620 | 0.024944924475465082846392363645567030551
f(z) = -49/40*z^3 + 107/120*z + 1
*
-3/4 | 0.12428118799586722183534798536676572733 | 0.021035789323970662649765055938231501131
f(z) = -46/45*z^3 + 109/120*z + 1
*
11/9 | 0.054341484394593783429162324292756522455 | 0.010642785880179158902755963827014627193
f(z) = -54/55*z^3 + 107/165*z + 1
*
[ 11/12 ] 
f(z) = -48/55*z^3 + 106/165*z + 1
*
-2/21 | 0.14854805076016398745232709794958437619 | 0.024395952698453836529423883938694339029
f(z) = -49/44*z^3 + 101/198*z + 1
*
[ 14/17 ] 
f(z) = -51/49*z^3 + 117/238*z + 1
*
[ 3/4 ] 
f(z) = -56/41*z^3 + 107/246*z + 1
*
[ 3/4 ] 
f(z) = -56/43*z^3 + 103/258*z + 1
*
[ 4/5 ] 
f(z) = -55/52*z^3 + 111/260*z + 1
*
0 | 0.16981464393755318304173444195623590180 | 0.028850092188349592901006904685143365630
f(z) = -60/49*z^3 + 115/294*z + 1
*
0 | 0.17146756498484766825522114450471509748 | 0.029372299138630240942250020304828111395
f(z) = -49/40*z^3 + 103/280*z + 1
*
[ 6/7 ] 
f(z) = -41/54*z^3 + 115/294*z + 1
*
[ 14/5 ] 
f(z) = -50/49*z^3 + 121/14*z + 1
*
[ -14/5 ] 
f(z) = -50/49*z^3 + 131/14*z + 1
*
-22/7 | 0.15584690561424433592066298218169002614 | 0.025013621647941071021207689970486351719
f(z) = -49/48*z^3 + 127/12*z + 1
*
[ -18/7 ] 
f(z) = -49/54*z^3 + 133/18*z + 1
*
[ 14/3 ] 
f(z) = -45/56*z^3 + 128/7*z + 1
*
[ -14/3 ] 
f(z) = -45/56*z^3 + 131/7*z + 1
*
[ 3 ] 
f(z) = -43/45*z^3 + 139/15*z + 1
*
[ 3 ] 
f(z) = -41/45*z^3 + 133/15*z + 1
*
[ 2 ] 
f(z) = -59/44*z^3 + 129/22*z + 1
*
[ 2 ] 
f(z) = -59/52*z^3 + 131/26*z + 1
*
[ -3/2 ] 
f(z) = -58/45*z^3 + 137/30*z + 1
*
[ 2 ] 
f(z) = -57/44*z^3 + 125/22*z + 1
*
[ 2 ] 
f(z) = -57/52*z^3 + 127/26*z + 1
*
[ -7/5 ] 
f(z) = -55/49*z^3 + 137/35*z + 1
*
[ 2 ] 
f(z) = -55/52*z^3 + 123/26*z + 1
*
[ 12/5 ] 
f(z) = -55/54*z^3 + 129/20*z + 1
*
[ -2/5 ] 
f(z) = -55/56*z^3 + 128/35*z + 1
*
[ -2 ] 
f(z) = -53/44*z^3 + 139/22*z + 1
*
[ -7/4 ] 
f(z) = -52/49*z^3 + 135/28*z + 1
*
[ -2 ] 
f(z) = -51/44*z^3 + 135/22*z + 1
*
[ 7/3 ] 
f(z) = -51/49*z^3 + 131/21*z + 1
*
[ -5/3 ] 
f(z) = -51/50*z^3 + 133/30*z + 1
*
[ -2 ] 
f(z) = -49/44*z^3 + 131/22*z + 1
*
-12/7 | 0.14839251402499204916605478559477975847 | 0.025175156533647321691281969392766546438
f(z) = -49/45*z^3 + 121/30*z + 1
*
[ -2 ] 
f(z) = -49/52*z^3 + 137/26*z + 1
*
-57/28 | 0.23873425981950690081959578923118619530 | 0.029217141220005161402430578641155042276
f(z) = -49/54*z^3 + 131/32*z + 1
*
[ -3/14 ] 
f(z) = -49/54*z^3 + 137/24*z + 1
*
[ 7/3 ] 
f(z) = -48/49*z^3 + 124/21*z + 1
*
[ -2 ] 
f(z) = -47/44*z^3 + 127/22*z + 1
*
[ -2 ] 
f(z) = -47/52*z^3 + 133/26*z + 1
*
[ -2 ] 
f(z) = -45/44*z^3 + 123/22*z + 1
*
[ -7/5 ] 
f(z) = -45/49*z^3 + 123/35*z + 1
*
[ -2 ] 
f(z) = -45/52*z^3 + 129/26*z + 1
*
-2/3 | 0.15536053791469172628571422329992458971 | 0.022413787759936752979535265721514139760
f(z) = -45/56*z^3 + 128/35*z + 1
*
-14/15 | 0.14220835592100796777287056832658226102 | 0.020317155676936745220801661099424357834
f(z) = -45/56*z^3 + 137/35*z + 1
*
[ -7/4 ] 
f(z) = -44/49*z^3 + 121/28*z + 1
*
[ -2 ] 
f(z) = -43/52*z^3 + 125/26*z + 1
*
[ -2 ] 
f(z) = -41/52*z^3 + 121/26*z + 1
*
[ -1/2 ] 
f(z) = -60/41*z^3 + 138/41*z + 1
*
[ -1 ] 
f(z) = -59/40*z^3 + 139/40*z + 1
*
[ -1 ] 
f(z) = -57/40*z^3 + 137/40*z + 1
*
[ -1 ] 
f(z) = -57/41*z^3 + 139/41*z + 1
*
[ -1/2 ] 
f(z) = -56/41*z^3 + 137/41*z + 1
*
[ -1 ] 
f(z) = -56/41*z^3 + 138/41*z + 1
*
[ -1 ] 
f(z) = -55/41*z^3 + 137/41*z + 1
*
[ -1 ] 
f(z) = -55/42*z^3 + 139/42*z + 1
*
[ -1 ] 
f(z) = -54/41*z^3 + 136/41*z + 1
*
[ 14/9 ] 
f(z) = -54/49*z^3 + 127/42*z + 1
*
[ -1 ] 
f(z) = -53/40*z^3 + 133/40*z + 1
*
[ -2/3 ] 
f(z) = -53/40*z^3 + 139/45*z + 1
*
[ -1 ] 
f(z) = -53/41*z^3 + 135/41*z + 1
*
[ -1 ] 
f(z) = -53/42*z^3 + 137/42*z + 1
*
[ -1 ] 
f(z) = -53/43*z^3 + 139/43*z + 1
*
[ -1 ] 
f(z) = -52/41*z^3 + 134/41*z + 1
*
[ -1/2 ] 
f(z) = -52/41*z^3 + 136/41*z + 1
*
[ -1 ] 
f(z) = -52/43*z^3 + 138/43*z + 1
*
[ 3/2 ] 
f(z) = -52/51*z^3 + 134/51*z + 1
*
[ 3/2 ] 
f(z) = -52/57*z^3 + 136/57*z + 1
*
[ -1 ] 
f(z) = -51/40*z^3 + 131/40*z + 1
*
[ -1 ] 
f(z) = -51/41*z^3 + 133/41*z + 1
*
[ -1 ] 
f(z) = -51/43*z^3 + 137/43*z + 1
*
[ -1 ] 
f(z) = -51/44*z^3 + 139/44*z + 1
*
[ -1 ] 
f(z) = -50/41*z^3 + 132/41*z + 1
*
[ -1 ] 
f(z) = -50/43*z^3 + 136/43*z + 1
*
[ -5/7 ] 
f(z) = -49/40*z^3 + 121/40*z + 1
*
[ -1 ] 
f(z) = -49/40*z^3 + 129/40*z + 1
*
[ -2/3 ] 
f(z) = -49/40*z^3 + 137/45*z + 1
*
[ -8/7 ] 
f(z) = -49/40*z^3 + 139/40*z + 1
*
[ -1 ] 
f(z) = -49/41*z^3 + 131/41*z + 1
*
[ -1 ] 
f(z) = -49/43*z^3 + 135/43*z + 1
*
[ -5/7 ] 
f(z) = -49/45*z^3 + 133/45*z + 1
*
[ -1 ] 
f(z) = -49/45*z^3 + 139/45*z + 1
*
-2/7 | 0.12344207025963681054778382884288113744 | 0.025400583394710420149900024716019932179
f(z) = -49/50*z^3 + 129/50*z + 1
*
48/35 | 0.19671732500262673333958848113032893750 | 0.024166676431352039723643699144328163972
f(z) = -49/54*z^3 + 127/50*z + 1
*
[ -1 ] 
f(z) = -48/41*z^3 + 130/41*z + 1
*
[ -1/2 ] 
f(z) = -48/41*z^3 + 135/41*z + 1
*
[ -1 ] 
f(z) = -48/43*z^3 + 134/43*z + 1
*
[ -1 ] 
f(z) = -47/40*z^3 + 127/40*z + 1
*
[ -2/3 ] 
f(z) = -47/40*z^3 + 136/45*z + 1
*
[ -1 ] 
f(z) = -47/41*z^3 + 129/41*z + 1
*
[ -1 ] 
f(z) = -47/42*z^3 + 131/42*z + 1
*
[ -1 ] 
f(z) = -47/43*z^3 + 133/43*z + 1
*
[ -1 ] 
f(z) = -47/44*z^3 + 135/44*z + 1
*
[ -1 ] 
f(z) = -47/45*z^3 + 137/45*z + 1
*
[ -1 ] 
f(z) = -47/46*z^3 + 139/46*z + 1
*
[ -1 ] 
f(z) = -46/41*z^3 + 128/41*z + 1
*
[ -1 ] 
f(z) = -46/43*z^3 + 132/43*z + 1
*
[ -1 ] 
f(z) = -46/45*z^3 + 136/45*z + 1
*
[ -1 ] 
f(z) = -45/41*z^3 + 127/41*z + 1
*
[ -1 ] 
f(z) = -45/43*z^3 + 131/43*z + 1
*
[ -1 ] 
f(z) = -45/44*z^3 + 133/44*z + 1
*
[ -2/3 ] 
f(z) = -45/46*z^3 + 135/46*z + 1
*
[ -1 ] 
f(z) = -45/46*z^3 + 137/46*z + 1
*
[ -1 ] 
f(z) = -45/47*z^3 + 139/47*z + 1
*
[ -1 ] 
f(z) = -44/41*z^3 + 126/41*z + 1
*
[ -1/2 ] 
f(z) = -44/41*z^3 + 134/41*z + 1
*
[ -1 ] 
f(z) = -44/43*z^3 + 130/43*z + 1
*
[ -1 ] 
f(z) = -44/45*z^3 + 134/45*z + 1
*
[ -1 ] 
f(z) = -44/47*z^3 + 138/47*z + 1
*
[ -1 ] 
f(z) = -43/40*z^3 + 123/40*z + 1
*
[ -2/3 ] 
f(z) = -43/40*z^3 + 134/45*z + 1
*
[ -1 ] 
f(z) = -43/41*z^3 + 125/41*z + 1
*
[ -1 ] 
f(z) = -43/42*z^3 + 127/42*z + 1
*
[ -1 ] 
f(z) = -43/44*z^3 + 131/44*z + 1
*
[ -1 ] 
f(z) = -43/45*z^3 + 133/45*z + 1
*
[ -1 ] 
f(z) = -43/46*z^3 + 135/46*z + 1
*
[ -1 ] 
f(z) = -43/47*z^3 + 137/47*z + 1
*
[ -1 ] 
f(z) = -43/48*z^3 + 139/48*z + 1
*
[ -1 ] 
f(z) = -42/41*z^3 + 124/41*z + 1
*
[ -1 ] 
f(z) = -42/43*z^3 + 128/43*z + 1
*
[ -1 ] 
f(z) = -42/47*z^3 + 136/47*z + 1
*
[ -1 ] 
f(z) = -41/40*z^3 + 121/40*z + 1
*
[ -2/3 ] 
f(z) = -41/40*z^3 + 133/45*z + 1
*
[ -1 ] 
f(z) = -41/42*z^3 + 125/42*z + 1
*
[ -1 ] 
f(z) = -41/43*z^3 + 127/43*z + 1
*
[ -1 ] 
f(z) = -41/44*z^3 + 129/44*z + 1
*
[ -1 ] 
f(z) = -41/45*z^3 + 131/45*z + 1
*
[ -1 ] 
f(z) = -41/46*z^3 + 133/46*z + 1
*
[ -1 ] 
f(z) = -41/47*z^3 + 135/47*z + 1
*
[ -1 ] 
f(z) = -41/48*z^3 + 137/48*z + 1
*
[ -1 ] 
f(z) = -41/49*z^3 + 139/49*z + 1
*
-2 | 0.069407724450526046784169836805617523381 | 0.014065881265379409603862343929270969907
f(z) = -41/50*z^3 + 139/50*z + 1
*
-2 | 0.055510932998796518214321281343261027620 | 0.011282753700808908880336107332076025012
f(z) = -41/54*z^3 + 137/54*z + 1
*
-2 | 0.068611600987622841524215495923772543146 | 0.013987310413111049725131140474383538520
f(z) = -41/58*z^3 + 135/58*z + 1
*
[ 14/11 ] 
f(z) = -55/56*z^3 + 139/77*z + 1
*
-10/19 | 0.20504922333581941425799699653915458899 | 0.029345189200632646633109411334082188654
f(z) = -57/40*z^3 + 123/95*z + 1
*
[ 7/6 ] 
f(z) = -51/49*z^3 + 131/84*z + 1
*
[ 8/7 ] 
f(z) = -49/44*z^3 + 139/88*z + 1
*
0 | 0.084983435124952174546880805086390042398 | 0.017273122885257501505516114188228460393
f(z) = -46/45*z^3 + 137/90*z + 1
*
0 | 0.13685521163382277331511489858949339989 | 0.027984752835752353468370098476192585149
f(z) = -44/45*z^3 + 133/90*z + 1
*
[ 6/5 ] 
f(z) = -45/56*z^3 + 139/105*z + 1
*
0 | 0.13652931692653147767646968200185753641 | 0.027668464516522441913179282714255477977
f(z) = -42/55*z^3 + 139/110*z + 1
*
-3/4 | 0.13030383724800298817115533170174023350 | 0.021222522368235121947924623520141639566
f(z) = -58/45*z^3 + 127/120*z + 1
*
-14/19 | 0.20114094385207807969586633382577634130 | 0.028785863985771880833433143806308185396
f(z) = -57/56*z^3 + 121/133*z + 1
*
[ 15/14 ] 
f(z) = -49/54*z^3 + 133/120*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.023186585787491329362249919647785766561
f(z) = -57/50*z^3 + 121/150*z + 1
*
9/7 | 0.12739547786037850140390167458387003073 | 0.025527942847658170049290446277429441201
f(z) = -49/48*z^3 + 131/144*z + 1
*
-11/12 | 0.13381875192682812178606890271149484691 | 0.026208417737880791691532164928340138796
f(z) = -48/55*z^3 + 136/165*z + 1
*
9/14 | 0.14979952940442629633502436073516774802 | 0.028381257148791304342194392416672435993
f(z) = -49/45*z^3 + 121/180*z + 1
*
0 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = -44/49*z^3 + 127/196*z + 1
*
[ 7/8 ] 
f(z) = -46/49*z^3 + 129/224*z + 1
*
10/17 | 0.19262334654098472726612785088545691135 | 0.024495408053932160817818728190358184676
f(z) = -51/50*z^3 + 124/255*z + 1
*
[ 21/26 ] 
f(z) = -52/49*z^3 + 124/273*z + 1
*
[ 6/7 ] 
f(z) = -47/54*z^3 + 139/294*z + 1
*
[ 3 ] 
f(z) = -49/45*z^3 + 157/15*z + 1
*
[ 3 ] 
f(z) = -47/45*z^3 + 151/15*z + 1
*
[ 3 ] 
f(z) = -46/45*z^3 + 148/15*z + 1
*
[ -3 ] 
f(z) = -46/45*z^3 + 158/15*z + 1
*
[ 3 ] 
f(z) = -44/45*z^3 + 142/15*z + 1
*
[ -3 ] 
f(z) = -44/45*z^3 + 152/15*z + 1
*
[ -3 ] 
f(z) = -43/45*z^3 + 149/15*z + 1
*
[ -3 ] 
f(z) = -41/45*z^3 + 143/15*z + 1
*
-4 | 0.10354659964222525320235180630163257985 | 0.016104372826200454729735793154144217007
f(z) = -41/48*z^3 + 155/12*z + 1
*
[ -7/5 ] 
f(z) = -60/49*z^3 + 144/35*z + 1
*
[ -7/4 ] 
f(z) = -60/49*z^3 + 149/28*z + 1
*
[ 7/3 ] 
f(z) = -60/49*z^3 + 152/21*z + 1
*
[ -2 ] 
f(z) = -59/44*z^3 + 151/22*z + 1
*
[ -2 ] 
f(z) = -59/52*z^3 + 157/26*z + 1
*
[ -2 ] 
f(z) = -57/44*z^3 + 147/22*z + 1
*
[ 7/3 ] 
f(z) = -57/49*z^3 + 145/21*z + 1
*
[ -5/3 ] 
f(z) = -57/50*z^3 + 143/30*z + 1
*
[ -2 ] 
f(z) = -57/52*z^3 + 153/26*z + 1
*
[ -2 ] 
f(z) = -55/52*z^3 + 149/26*z + 1
*
3/11 | 0.13329928532911170261336436753648656157 | 0.016168078229650102185918951174201401425
f(z) = -55/54*z^3 + 141/22*z + 1
*
[ -2 ] 
f(z) = -53/52*z^3 + 145/26*z + 1
*
[ -7/3 ] 
f(z) = -51/49*z^3 + 149/21*z + 1
*
[ -2 ] 
f(z) = -51/52*z^3 + 141/26*z + 1
*
[ 15/7 ] 
f(z) = -49/50*z^3 + 151/30*z + 1
*
[ -7/3 ] 
f(z) = -48/49*z^3 + 142/21*z + 1
*
[ -1 ] 
f(z) = -60/41*z^3 + 142/41*z + 1
*
[ -1/2 ] 
f(z) = -60/43*z^3 + 144/43*z + 1
*
[ -1 ] 
f(z) = -60/43*z^3 + 146/43*z + 1
*
[ -1 ] 
f(z) = -60/47*z^3 + 154/47*z + 1
*
[ -1/2 ] 
f(z) = -60/47*z^3 + 156/47*z + 1
*
[ -1 ] 
f(z) = -60/49*z^3 + 158/49*z + 1
*
[ -2/3 ] 
f(z) = -59/40*z^3 + 142/45*z + 1
*
[ -1 ] 
f(z) = -59/41*z^3 + 141/41*z + 1
*
[ -1 ] 
f(z) = -59/42*z^3 + 143/42*z + 1
*
[ -1 ] 
f(z) = -59/43*z^3 + 145/43*z + 1
*
[ -1 ] 
f(z) = -59/44*z^3 + 147/44*z + 1
*
[ -1 ] 
f(z) = -59/45*z^3 + 149/45*z + 1
*
[ -1 ] 
f(z) = -59/46*z^3 + 151/46*z + 1
*
[ -1 ] 
f(z) = -59/47*z^3 + 153/47*z + 1
*
[ -1 ] 
f(z) = -59/48*z^3 + 155/48*z + 1
*
[ -1 ] 
f(z) = -59/49*z^3 + 157/49*z + 1
*
[ -1 ] 
f(z) = -59/50*z^3 + 159/50*z + 1
*
[ -3/5 ] 
f(z) = -59/54*z^3 + 153/50*z + 1
*
[ -1 ] 
f(z) = -58/41*z^3 + 140/41*z + 1
*
[ -1 ] 
f(z) = -58/43*z^3 + 144/43*z + 1
*
[ -1 ] 
f(z) = -58/45*z^3 + 148/45*z + 1
*
[ -1 ] 
f(z) = -58/47*z^3 + 152/47*z + 1
*
[ -1 ] 
f(z) = -58/49*z^3 + 156/49*z + 1
*
[ -1 ] 
f(z) = -57/43*z^3 + 143/43*z + 1
*
[ -1 ] 
f(z) = -57/44*z^3 + 145/44*z + 1
*
[ -1 ] 
f(z) = -57/46*z^3 + 149/46*z + 1
*
[ -1 ] 
f(z) = -57/47*z^3 + 151/47*z + 1
*
[ -1 ] 
f(z) = -57/49*z^3 + 155/49*z + 1
*
[ -1 ] 
f(z) = -57/50*z^3 + 157/50*z + 1
*
[ -1 ] 
f(z) = -56/43*z^3 + 142/43*z + 1
*
[ -1/2 ] 
f(z) = -56/43*z^3 + 143/43*z + 1
*
[ -1 ] 
f(z) = -56/45*z^3 + 146/45*z + 1
*
[ -1/2 ] 
f(z) = -56/45*z^3 + 149/45*z + 1
*
[ -1 ] 
f(z) = -56/47*z^3 + 150/47*z + 1
*
[ -1/2 ] 
f(z) = -56/47*z^3 + 155/47*z + 1
*
[ 3/2 ] 
f(z) = -56/51*z^3 + 143/51*z + 1
*
[ -1 ] 
f(z) = -56/51*z^3 + 158/51*z + 1
*
[ 3/2 ] 
f(z) = -56/57*z^3 + 145/57*z + 1
*
[ -1 ] 
f(z) = -55/43*z^3 + 141/43*z + 1
*
[ -1 ] 
f(z) = -55/46*z^3 + 147/46*z + 1
*
[ -1 ] 
f(z) = -55/47*z^3 + 149/47*z + 1
*
[ -1 ] 
f(z) = -55/48*z^3 + 151/48*z + 1
*
[ -1 ] 
f(z) = -55/49*z^3 + 153/49*z + 1
*
[ -1 ] 
f(z) = -55/51*z^3 + 157/51*z + 1
*
[ -1 ] 
f(z) = -55/52*z^3 + 159/52*z + 1
*
[ -1 ] 
f(z) = -54/43*z^3 + 140/43*z + 1
*
[ -1 ] 
f(z) = -54/47*z^3 + 148/47*z + 1
*
[ -1 ] 
f(z) = -54/49*z^3 + 152/49*z + 1
*
[ -7/18 ] 
f(z) = -54/49*z^3 + 157/42*z + 1
*
[ -1 ] 
f(z) = -53/44*z^3 + 141/44*z + 1
*
[ -1 ] 
f(z) = -53/45*z^3 + 143/45*z + 1
*
[ -1 ] 
f(z) = -53/46*z^3 + 145/46*z + 1
*
[ -1 ] 
f(z) = -53/47*z^3 + 147/47*z + 1
*
[ -1 ] 
f(z) = -53/48*z^3 + 149/48*z + 1
*
[ -1 ] 
f(z) = -53/49*z^3 + 151/49*z + 1
*
[ -1 ] 
f(z) = -53/50*z^3 + 153/50*z + 1
*
[ -1 ] 
f(z) = -53/51*z^3 + 155/51*z + 1
*
[ -1 ] 
f(z) = -53/52*z^3 + 157/52*z + 1
*
[ -3/5 ] 
f(z) = -53/54*z^3 + 151/50*z + 1
*
[ -1/2 ] 
f(z) = -52/43*z^3 + 142/43*z + 1
*
[ -1 ] 
f(z) = -52/45*z^3 + 142/45*z + 1
*
[ -1/2 ] 
f(z) = -52/45*z^3 + 148/45*z + 1
*
[ -1 ] 
f(z) = -52/47*z^3 + 146/47*z + 1
*
[ -1/2 ] 
f(z) = -52/47*z^3 + 154/47*z + 1
*
[ -1 ] 
f(z) = -52/49*z^3 + 150/49*z + 1
*
[ -1 ] 
f(z) = -52/51*z^3 + 154/51*z + 1
*
[ -1 ] 
f(z) = -52/53*z^3 + 158/53*z + 1
*
[ -1 ] 
f(z) = -51/46*z^3 + 143/46*z + 1
*
[ -1 ] 
f(z) = -51/47*z^3 + 145/47*z + 1
*
[ -1 ] 
f(z) = -51/49*z^3 + 149/49*z + 1
*
[ -1 ] 
f(z) = -51/50*z^3 + 151/50*z + 1
*
[ -1 ] 
f(z) = -51/52*z^3 + 155/52*z + 1
*
[ -1 ] 
f(z) = -51/53*z^3 + 157/53*z + 1
*
[ -1 ] 
f(z) = -50/47*z^3 + 144/47*z + 1
*
[ -1 ] 
f(z) = -50/49*z^3 + 148/49*z + 1
*
[ -1 ] 
f(z) = -50/51*z^3 + 152/51*z + 1
*
[ -3/5 ] 
f(z) = -50/51*z^3 + 154/51*z + 1
*
[ -1 ] 
f(z) = -50/53*z^3 + 156/53*z + 1
*
-10/21 | 0.20730791658468452820743313785264453004 | 0.029437587670139108739679193228506188202
f(z) = -49/40*z^3 + 143/45*z + 1
*
[ -10/21 ] 
f(z) = -49/40*z^3 + 152/45*z + 1
*
38/21 | 0.16486578111962171207815775155982180352 | 0.023083861220129615077817080391429989805
f(z) = -49/40*z^3 + 158/45*z + 1
*
[ -1 ] 
f(z) = -49/46*z^3 + 141/46*z + 1
*
[ -1 ] 
f(z) = -49/47*z^3 + 143/47*z + 1
*
[ -1 ] 
f(z) = -49/48*z^3 + 145/48*z + 1
*
-15/14 | 0.19185226797608632049332059436930583131 | 0.029009696343197614320401041295811717056
f(z) = -49/50*z^3 + 149/40*z + 1
*
[ -1 ] 
f(z) = -49/50*z^3 + 149/50*z + 1
*
[ -5/14 ] 
f(z) = -49/50*z^3 + 157/40*z + 1
*
[ -1 ] 
f(z) = -49/51*z^3 + 151/51*z + 1
*
-13/7 | 0.14829094168965004532715101463087623231 | 0.029796840531300872021946512053829254628
f(z) = -49/52*z^3 + 145/52*z + 1
*
[ -1 ] 
f(z) = -49/52*z^3 + 153/52*z + 1
*
[ -4/7 ] 
f(z) = -49/52*z^3 + 159/52*z + 1
*
[ -1 ] 
f(z) = -49/53*z^3 + 155/53*z + 1
*
-15/14 | 0.18881106969741067859946849935174972900 | 0.022862132385516768218805385015608652303
f(z) = -49/54*z^3 + 143/40*z + 1
*
[ -1 ] 
f(z) = -49/54*z^3 + 157/54*z + 1
*
[ 11/7 ] 
f(z) = -49/55*z^3 + 141/55*z + 1
*
[ -5/7 ] 
f(z) = -49/55*z^3 + 157/55*z + 1
*
[ -1 ] 
f(z) = -49/55*z^3 + 159/55*z + 1
*
[ -1/2 ] 
f(z) = -48/43*z^3 + 141/43*z + 1
*
[ -1 ] 
f(z) = -48/47*z^3 + 142/47*z + 1
*
[ -1/2 ] 
f(z) = -48/47*z^3 + 153/47*z + 1
*
[ -1 ] 
f(z) = -48/49*z^3 + 146/49*z + 1
*
[ -1/2 ] 
f(z) = -48/49*z^3 + 159/49*z + 1
*
[ -1 ] 
f(z) = -48/53*z^3 + 154/53*z + 1
*
[ -1 ] 
f(z) = -48/55*z^3 + 158/55*z + 1
*
[ -1 ] 
f(z) = -47/48*z^3 + 143/48*z + 1
*
[ -1 ] 
f(z) = -47/49*z^3 + 145/49*z + 1
*
[ -1 ] 
f(z) = -47/50*z^3 + 147/50*z + 1
*
[ -1 ] 
f(z) = -47/51*z^3 + 149/51*z + 1
*
[ -1 ] 
f(z) = -47/52*z^3 + 151/52*z + 1
*
[ -1 ] 
f(z) = -47/53*z^3 + 153/53*z + 1
*
[ -3/5 ] 
f(z) = -47/54*z^3 + 149/50*z + 1
*
[ -1 ] 
f(z) = -47/54*z^3 + 155/54*z + 1
*
[ -1 ] 
f(z) = -47/55*z^3 + 157/55*z + 1
*
[ -1 ] 
f(z) = -47/56*z^3 + 159/56*z + 1
*
-2 | 0.071894011403777366659717798289627851947 | 0.014183343881757926976774984582485184713
f(z) = -47/58*z^3 + 159/58*z + 1
*
[ -1 ] 
f(z) = -46/47*z^3 + 140/47*z + 1
*
[ -1 ] 
f(z) = -46/49*z^3 + 144/49*z + 1
*
[ -1 ] 
f(z) = -46/51*z^3 + 148/51*z + 1
*
[ -1 ] 
f(z) = -46/53*z^3 + 152/53*z + 1
*
[ -1 ] 
f(z) = -46/55*z^3 + 156/55*z + 1
*
[ -4/3 ] 
f(z) = -45/44*z^3 + 157/44*z + 1
*
-2 | 0.071564284850399404510198852887692302770 | 0.014153640389615033266882062200568653113
f(z) = -45/46*z^3 + 157/46*z + 1
*
[ -1 ] 
f(z) = -45/49*z^3 + 143/49*z + 1
*
[ -1 ] 
f(z) = -45/52*z^3 + 149/52*z + 1
*
[ -1 ] 
f(z) = -45/53*z^3 + 151/53*z + 1
*
[ -1 ] 
f(z) = -45/56*z^3 + 157/56*z + 1
*
-2 | 0.070904721333859466051032856600004607373 | 0.014132104175969440692953302527684796527
f(z) = -45/58*z^3 + 151/58*z + 1
*
[ -1/2 ] 
f(z) = -44/43*z^3 + 140/43*z + 1
*
[ -1/2 ] 
f(z) = -44/45*z^3 + 146/45*z + 1
*
[ -1/2 ] 
f(z) = -44/47*z^3 + 152/47*z + 1
*
[ -1 ] 
f(z) = -44/49*z^3 + 142/49*z + 1
*
[ -1/2 ] 
f(z) = -44/49*z^3 + 158/49*z + 1
*
[ -1 ] 
f(z) = -44/51*z^3 + 146/51*z + 1
*
[ -1 ] 
f(z) = -44/53*z^3 + 150/53*z + 1
*
[ -1 ] 
f(z) = -44/57*z^3 + 158/57*z + 1
*
-2 | 0.050444733193878020965052408241483049471 | 0.010054199652914198956256493860328287482
f(z) = -43/42*z^3 + 151/42*z + 1
*
-2 | 0.070640886368240239223709439300164950876 | 0.014117035245623635685080014663202416342
f(z) = -43/46*z^3 + 149/46*z + 1
*
[ -1 ] 
f(z) = -43/49*z^3 + 141/49*z + 1
*
[ -1 ] 
f(z) = -43/50*z^3 + 143/50*z + 1
*
-2 | 0.070442850135644764342111160637348593368 | 0.014115579944366059375761779679283839013
f(z) = -43/50*z^3 + 147/50*z + 1
*
[ -1 ] 
f(z) = -43/51*z^3 + 145/51*z + 1
*
[ -1 ] 
f(z) = -43/52*z^3 + 147/52*z + 1
*
[ -1 ] 
f(z) = -43/53*z^3 + 149/53*z + 1
*
-2 | 0.056614038417675807408399693639485243685 | 0.011375741871643705381874854764709696229
f(z) = -43/54*z^3 + 145/54*z + 1
*
[ -6/5 ] 
f(z) = -43/54*z^3 + 149/50*z + 1
*
[ -1 ] 
f(z) = -43/54*z^3 + 151/54*z + 1
*
[ -1 ] 
f(z) = -43/55*z^3 + 153/55*z + 1
*
[ -1 ] 
f(z) = -43/56*z^3 + 155/56*z + 1
*
[ -1 ] 
f(z) = -43/57*z^3 + 157/57*z + 1
*
-2 | 0.069822436397047887491160611057252382004 | 0.014069035321259138992421815747160970900
f(z) = -43/58*z^3 + 143/58*z + 1
*
[ -1 ] 
f(z) = -43/58*z^3 + 159/58*z + 1
*
[ -1 ] 
f(z) = -42/53*z^3 + 148/53*z + 1
*
[ -1 ] 
f(z) = -42/55*z^3 + 152/55*z + 1
*
-2 | 0.049492683698739134568371433107955063427 | 0.0099726441962272697099870855092276006395
f(z) = -41/42*z^3 + 143/42*z + 1
*
-2 | 0.069655237886855746268123570924857260604 | 0.014075291472978075225710000709491561549
f(z) = -41/46*z^3 + 141/46*z + 1
*
[ -1 ] 
f(z) = -41/50*z^3 + 141/50*z + 1
*
[ -1 ] 
f(z) = -41/51*z^3 + 143/51*z + 1
*
[ -1 ] 
f(z) = -41/52*z^3 + 145/52*z + 1
*
[ -1 ] 
f(z) = -41/53*z^3 + 147/53*z + 1
*
[ -3/5 ] 
f(z) = -41/54*z^3 + 147/50*z + 1
*
[ -1 ] 
f(z) = -41/54*z^3 + 149/54*z + 1
*
[ -1 ] 
f(z) = -41/55*z^3 + 151/55*z + 1
*
[ -1 ] 
f(z) = -41/56*z^3 + 153/56*z + 1
*
[ -1 ] 
f(z) = -41/57*z^3 + 155/57*z + 1
*
[ -1 ] 
f(z) = -41/58*z^3 + 157/58*z + 1
*
[ -1 ] 
f(z) = -41/59*z^3 + 159/59*z + 1
*
[ 4/3 ] 
f(z) = -51/40*z^3 + 151/60*z + 1
*
-15/14 | 0.16738701761971696505834557531530568420 | 0.027614980995248870962413369672476367044
f(z) = -49/45*z^3 + 143/60*z + 1
*
[ 10/7 ] 
f(z) = -49/48*z^3 + 143/60*z + 1
*
[ 14/9 ] 
f(z) = -45/56*z^3 + 145/63*z + 1
*
[ 3/2 ] 
f(z) = -43/45*z^3 + 149/60*z + 1
*
[ 3/2 ] 
f(z) = -41/45*z^3 + 143/60*z + 1
*
[ 7/6 ] 
f(z) = -57/49*z^3 + 145/84*z + 1
*
0 | 0.084691764509852977240635786087862566356 | 0.016749930238808641459463494988522287575
f(z) = -56/45*z^3 + 157/90*z + 1
*
0 | 0.11698667345519719811040451875830336158 | 0.023378882646322364925186739643645872814
f(z) = -52/45*z^3 + 149/90*z + 1
*
[ 4/3 ] 
f(z) = -51/56*z^3 + 157/84*z + 1
*
[ 15/14 ] 
f(z) = -56/45*z^3 + 157/105*z + 1
*
[ 8/7 ] 
f(z) = -49/52*z^3 + 141/104*z + 1
*
-4/3 | 0.14811761915294381027894933829619717215 | 0.023277850850686859859524747260402046119
f(z) = -43/48*z^3 + 145/108*z + 1
*
-6/11 | 0.095750737228238515309789939124916707679 | 0.014891899647453902104544830963000627791
f(z) = -55/48*z^3 + 155/132*z + 1
*
[ 15/14 ] 
f(z) = -49/50*z^3 + 143/120*z + 1
*
-15/22 | 0.16978510073188756914918002948298094525 | 0.027364577336386412291508491397850965028
f(z) = -44/45*z^3 + 152/165*z + 1
*
[ 20/21 ] 
f(z) = -49/50*z^3 + 151/180*z + 1
*
[ 6/7 ] 
f(z) = -56/45*z^3 + 157/210*z + 1
*
0 | 0.065840987325087753893481229363921631059 | 0.011722213025992941438331737524807904188
f(z) = -55/42*z^3 + 149/210*z + 1
*
-15/14 | 0.15740322617781993036181810083220576005 | 0.029597531902254167286180451624949318773
f(z) = -49/51*z^3 + 157/204*z + 1
*
[ 13/14 ] 
f(z) = -49/52*z^3 + 153/208*z + 1
*
[ 7/8 ] 
f(z) = -54/49*z^3 + 157/224*z + 1
*
[ 7/8 ] 
f(z) = -50/49*z^3 + 143/224*z + 1
*
0 | 0.14426414439827759738888916521566810584 | 0.025292714972790614004024143913833570923
f(z) = -60/49*z^3 + 153/245*z + 1
*
0 | 0.17185796048472118335181944657103070338 | 0.029439173672048110817081214242124834844
f(z) = -49/40*z^3 + 143/280*z + 1
*
[ 3 ] 
f(z) = -56/45*z^3 + 178/15*z + 1
*
[ 3 ] 
f(z) = -53/45*z^3 + 169/15*z + 1
*
[ -3 ] 
f(z) = -53/45*z^3 + 179/15*z + 1
*
[ 3 ] 
f(z) = -52/45*z^3 + 166/15*z + 1
*
[ -3 ] 
f(z) = -52/45*z^3 + 176/15*z + 1
*
[ -3 ] 
f(z) = -49/45*z^3 + 167/15*z + 1
*
[ -30/7 ] 
f(z) = -49/54*z^3 + 179/10*z + 1
*
[ -3 ] 
f(z) = -47/45*z^3 + 161/15*z + 1
*
-4 | 0.16328287753060658966003193738961776481 | 0.024838883758182710603133145486064683172
f(z) = -47/48*z^3 + 179/12*z + 1
*
[ 7/2 ] 
f(z) = -46/49*z^3 + 171/14*z + 1
*
[ -7/2 ] 
f(z) = -46/49*z^3 + 179/14*z + 1
*
-4 | 0.15783385599286159555861956235334038637 | 0.024356909043528905120121979439899779750
f(z) = -43/48*z^3 + 163/12*z + 1
*
[ -6 ] 
f(z) = -43/54*z^3 + 179/6*z + 1
*
[ 4 ] 
f(z) = -41/48*z^3 + 173/12*z + 1
*
[ -4 ] 
f(z) = -41/48*z^3 + 179/12*z + 1
*
[ 6 ] 
f(z) = -41/54*z^3 + 169/6*z + 1
*
[ -7/3 ] 
f(z) = -60/49*z^3 + 170/21*z + 1
*
[ -7/3 ] 
f(z) = -57/49*z^3 + 163/21*z + 1
*
[ 20/7 ] 
f(z) = -49/50*z^3 + 173/20*z + 1
*
[ -15/7 ] 
f(z) = -49/50*z^3 + 179/30*z + 1
*
[ -15/7 ] 
f(z) = -49/54*z^3 + 169/30*z + 1
*
[ -1/2 ] 
f(z) = -60/49*z^3 + 162/49*z + 1
*
[ -1 ] 
f(z) = -60/53*z^3 + 166/53*z + 1
*
[ -1/2 ] 
f(z) = -60/53*z^3 + 174/53*z + 1
*
[ -1 ] 
f(z) = -60/59*z^3 + 178/59*z + 1
*
[ -1 ] 
f(z) = -59/51*z^3 + 161/51*z + 1
*
[ -1 ] 
f(z) = -59/52*z^3 + 163/52*z + 1
*
[ -1 ] 
f(z) = -59/53*z^3 + 165/53*z + 1
*
[ -1 ] 
f(z) = -59/54*z^3 + 167/54*z + 1
*
[ -1 ] 
f(z) = -59/55*z^3 + 169/55*z + 1
*
[ -1 ] 
f(z) = -59/56*z^3 + 171/56*z + 1
*
[ -1 ] 
f(z) = -59/57*z^3 + 173/57*z + 1
*
[ -1 ] 
f(z) = -59/58*z^3 + 175/58*z + 1
*
[ -1 ] 
f(z) = -58/51*z^3 + 160/51*z + 1
*
[ -1 ] 
f(z) = -58/53*z^3 + 164/53*z + 1
*
[ -1 ] 
f(z) = -58/55*z^3 + 168/55*z + 1
*
[ -1 ] 
f(z) = -58/57*z^3 + 172/57*z + 1
*
[ -1 ] 
f(z) = -58/59*z^3 + 176/59*z + 1
*
[ -1 ] 
f(z) = -57/52*z^3 + 161/52*z + 1
*
[ -1 ] 
f(z) = -57/53*z^3 + 163/53*z + 1
*
[ -1 ] 
f(z) = -57/55*z^3 + 167/55*z + 1
*
[ -1 ] 
f(z) = -57/56*z^3 + 169/56*z + 1
*
[ -1 ] 
f(z) = -57/58*z^3 + 173/58*z + 1
*
[ -1 ] 
f(z) = -57/59*z^3 + 175/59*z + 1
*
[ -1/2 ] 
f(z) = -56/51*z^3 + 167/51*z + 1
*
[ -1 ] 
f(z) = -56/53*z^3 + 162/53*z + 1
*
[ -1/2 ] 
f(z) = -56/53*z^3 + 173/53*z + 1
*
[ -1 ] 
f(z) = -56/55*z^3 + 166/55*z + 1
*
[ -1/2 ] 
f(z) = -56/55*z^3 + 179/55*z + 1
*
[ -1 ] 
f(z) = -56/57*z^3 + 170/57*z + 1
*
[ -1 ] 
f(z) = -56/59*z^3 + 174/59*z + 1
*
[ -1 ] 
f(z) = -55/53*z^3 + 161/53*z + 1
*
[ -1 ] 
f(z) = -55/54*z^3 + 163/54*z + 1
*
[ -3/10 ] 
f(z) = -55/54*z^3 + 177/40*z + 1
*
[ -1 ] 
f(z) = -55/56*z^3 + 167/56*z + 1
*
[ -1 ] 
f(z) = -55/57*z^3 + 169/57*z + 1
*
[ -1 ] 
f(z) = -55/58*z^3 + 171/58*z + 1
*
[ -1 ] 
f(z) = -55/59*z^3 + 173/59*z + 1
*
[ -1/3 ] 
f(z) = -54/41*z^3 + 170/41*z + 1
*
[ -1/3 ] 
f(z) = -54/43*z^3 + 178/43*z + 1
*
[ -7/12 ] 
f(z) = -54/49*z^3 + 173/56*z + 1
*
[ -1 ] 
f(z) = -54/53*z^3 + 160/53*z + 1
*
[ -1 ] 
f(z) = -54/55*z^3 + 164/55*z + 1
*
[ 5/3 ] 
f(z) = -54/55*z^3 + 172/55*z + 1
*
[ -1 ] 
f(z) = -54/59*z^3 + 172/59*z + 1
*
[ -1 ] 
f(z) = -53/54*z^3 + 161/54*z + 1
*
[ -1 ] 
f(z) = -53/55*z^3 + 163/55*z + 1
*
[ -1 ] 
f(z) = -53/56*z^3 + 165/56*z + 1
*
[ -1 ] 
f(z) = -53/57*z^3 + 167/57*z + 1
*
[ -1 ] 
f(z) = -53/58*z^3 + 169/58*z + 1
*
[ -1 ] 
f(z) = -53/59*z^3 + 171/59*z + 1
*
[ -1/2 ] 
f(z) = -52/49*z^3 + 160/49*z + 1
*
[ -1/2 ] 
f(z) = -52/51*z^3 + 166/51*z + 1
*
[ -1/2 ] 
f(z) = -52/53*z^3 + 172/53*z + 1
*
[ -1 ] 
f(z) = -52/55*z^3 + 162/55*z + 1
*
[ -1/2 ] 
f(z) = -52/55*z^3 + 178/55*z + 1
*
[ -1 ] 
f(z) = -52/57*z^3 + 166/57*z + 1
*
[ -1 ] 
f(z) = -52/59*z^3 + 170/59*z + 1
*
-2 | 0.073943195707681035569326250488380682504 | 0.014254423803300775994444334968978721906
f(z) = -51/50*z^3 + 179/50*z + 1
*
[ -1 ] 
f(z) = -51/55*z^3 + 161/55*z + 1
*
[ -1 ] 
f(z) = -51/56*z^3 + 163/56*z + 1
*
[ -1 ] 
f(z) = -51/58*z^3 + 167/58*z + 1
*
-2 | 0.073662992828056126739388530631991000397 | 0.014262545088987846408775631663166432458
f(z) = -51/58*z^3 + 175/58*z + 1
*
[ -1 ] 
f(z) = -51/59*z^3 + 169/59*z + 1
*
[ -1 ] 
f(z) = -50/57*z^3 + 164/57*z + 1
*
[ -3/5 ] 
f(z) = -50/57*z^3 + 170/57*z + 1
*
[ -1 ] 
f(z) = -50/59*z^3 + 168/59*z + 1
*
-9/7 | 0.069321909420110853478620094217142926766 | 0.013642273757586071098232679980448563796
f(z) = -49/40*z^3 + 161/40*z + 1
*
-3/7 | 0.094583515504339193438155421085395242719 | 0.018437696484960237935436283946425921252
f(z) = -49/40*z^3 + 169/40*z + 1
*
-9/7 | 0.13321863445920664029852697173790607092 | 0.025969057453642990633800498159111237080
f(z) = -49/44*z^3 + 169/44*z + 1
*
1/7 | 0.15118076201256208977080183894693023974 | 0.029207184842658673683045939800219034496
f(z) = -49/44*z^3 + 177/44*z + 1
*
[ -9/7 ] 
f(z) = -49/45*z^3 + 161/45*z + 1
*
-2 | 0.073254561234136847571444342018967318732 | 0.014215101142801908657922377602198785956
f(z) = -49/46*z^3 + 173/46*z + 1
*
[ -3/7 ] 
f(z) = -49/48*z^3 + 169/48*z + 1
*
-2 | 0.073143466355263995706854766886114178780 | 0.014225642255950310687103348162382367399
f(z) = -49/50*z^3 + 171/50*z + 1
*
[ -3/7 ] 
f(z) = -49/51*z^3 + 179/51*z + 1
*
-2 | 0.059434857518894621864687569502707598277 | 0.011585970956111925960824880040011060917
f(z) = -49/54*z^3 + 169/54*z + 1
*
[ -1 ] 
f(z) = -49/57*z^3 + 163/57*z + 1
*
[ -1 ] 
f(z) = -49/58*z^3 + 165/58*z + 1
*
-2 | 0.072808025825787513335616742897397156391 | 0.014225891725220163338448173313502951905
f(z) = -49/58*z^3 + 167/58*z + 1
*
[ -1 ] 
f(z) = -49/59*z^3 + 167/59*z + 1
*
[ -1/2 ] 
f(z) = -48/53*z^3 + 171/53*z + 1
*
[ -5/4 ] 
f(z) = -48/55*z^3 + 174/55*z + 1
*
[ -1/2 ] 
f(z) = -48/55*z^3 + 177/55*z + 1
*
[ -1 ] 
f(z) = -48/59*z^3 + 166/59*z + 1
*
-2 | 0.052186914382497426818591878622827818789 | 0.010196752144538911428620045161342561624
f(z) = -47/42*z^3 + 167/42*z + 1
*
-2 | 0.072432240541983692564685554989799649672 | 0.014185862522862115930717501263144793727
f(z) = -47/46*z^3 + 165/46*z + 1
*
-2 | 0.072299516461496583948507281567197457174 | 0.014193769543321065352313081574274755561
f(z) = -47/50*z^3 + 163/50*z + 1
*
-2 | 0.058559626188186532757880810474723141714 | 0.011524299579800432955223450279955136334
f(z) = -47/54*z^3 + 161/54*z + 1
*
[ -1 ] 
f(z) = -47/57*z^3 + 161/57*z + 1
*
[ -1 ] 
f(z) = -47/58*z^3 + 163/58*z + 1
*
[ -1 ] 
f(z) = -47/59*z^3 + 165/59*z + 1
*
[ -1 ] 
f(z) = -46/57*z^3 + 160/57*z + 1
*
[ -1 ] 
f(z) = -46/59*z^3 + 164/59*z + 1
*
[ -1/3 ] 
f(z) = -45/41*z^3 + 169/41*z + 1
*
[ -1/3 ] 
f(z) = -45/43*z^3 + 177/43*z + 1
*
[ -4/3 ] 
f(z) = -45/52*z^3 + 171/52*z + 1
*
-1/3 | 0.14526457140318890818116936887356140366 | 0.028188696241891172256155559826397303097
f(z) = -45/56*z^3 + 173/56*z + 1
*
[ -1 ] 
f(z) = -45/58*z^3 + 161/58*z + 1
*
[ -2/3 ] 
f(z) = -45/58*z^3 + 165/58*z + 1
*
[ -1 ] 
f(z) = -45/59*z^3 + 163/59*z + 1
*
[ -1/2 ] 
f(z) = -44/51*z^3 + 164/51*z + 1
*
[ -1/2 ] 
f(z) = -44/53*z^3 + 170/53*z + 1
*
[ -1 ] 
f(z) = -44/59*z^3 + 162/59*z + 1
*
[ -1 ] 
f(z) = -43/59*z^3 + 161/59*z + 1
*
[ -1 ] 
f(z) = -42/59*z^3 + 160/59*z + 1
*
[ 4/3 ] 
f(z) = -57/40*z^3 + 167/60*z + 1
*
-2/5 | 0.18434107381366650921423269989702155656 | 0.028501802823567735097189716658786548469
f(z) = -55/48*z^3 + 161/60*z + 1
*
[ -4/5 ] 
f(z) = -55/48*z^3 + 179/60*z + 1
*
[ 3/2 ] 
f(z) = -53/45*z^3 + 179/60*z + 1
*
[ -3/4 ] 
f(z) = -52/45*z^3 + 179/60*z + 1
*
-10/7 | 0.17882877261002837007298148378166734100 | 0.027203753159276414344592627663050917004
f(z) = -49/48*z^3 + 179/60*z + 1
*
[ 3/2 ] 
f(z) = -47/45*z^3 + 161/60*z + 1
*
[ -7/9 ] 
f(z) = -45/49*z^3 + 179/63*z + 1
*
[ -3/4 ] 
f(z) = -44/45*z^3 + 173/60*z + 1
*
[ -2/3 ] 
f(z) = -43/56*z^3 + 179/63*z + 1
*
[ -2/3 ] 
f(z) = -41/56*z^3 + 178/63*z + 1
*
0 | 0.091316452831955102336281002810870452925 | 0.017970711691675085448016088116735389014
f(z) = -58/45*z^3 + 161/90*z + 1
*
[ 4/3 ] 
f(z) = -57/56*z^3 + 173/84*z + 1
*
0 | 0.14373298234393983613852908642521693136 | 0.027954567770612060151962373663001436714
f(z) = -58/55*z^3 + 171/110*z + 1
*
-48/55 | 0.13432223157056798399674144961512943438 | 0.015854868277661239241173068866506922482
f(z) = -55/54*z^3 + 177/110*z + 1
*
[ 6/5 ] 
f(z) = -55/56*z^3 + 166/105*z + 1
*
0 | 0.14315185811231319634670518980722356320 | 0.028103431159549285834471046361494409309
f(z) = -54/55*z^3 + 163/110*z + 1
*
[ 6/5 ] 
f(z) = -50/51*z^3 + 161/102*z + 1
*
[ 6/5 ] 
f(z) = -50/57*z^3 + 163/114*z + 1
*
-10/7 | 0.15170857857246497462958466529523891651 | 0.029642196558425897100999321258434612993
f(z) = -49/55*z^3 + 167/110*z + 1
*
-4/3 | 0.14811761915294381027894933829619717215 | 0.022901131519179236800946869124172911516
f(z) = -47/48*z^3 + 161/108*z + 1
*
-12/11 | 0.15678448145183023215508485313968003942 | 0.024060748296156914546460515431328361545
f(z) = -55/48*z^3 + 169/132*z + 1
*
4/3 | 0.15033146805244554617838121097604923222 | 0.029171931239628659943030263164737182525
f(z) = -51/44*z^3 + 173/132*z + 1
*
[ 7/6 ] 
f(z) = -46/49*z^3 + 179/126*z + 1
*
-10/9 | 0.14315223958938036670463954001083550164 | 0.027970381527636666738313197706448299880
f(z) = -54/55*z^3 + 167/165*z + 1
*
3/4 | 0.080036969937620992133101473107806307804 | 0.012009612509259332594184559765583655186
f(z) = -56/45*z^3 + 167/210*z + 1
*
-3/4 | 0.15740331076082387005495662060757238915 | 0.029597547806935527917176998186126907906
f(z) = -44/51*z^3 + 167/204*z + 1
*
[ 7/8 ] 
f(z) = -58/49*z^3 + 171/224*z + 1
*
[ 21/22 ] 
f(z) = -44/49*z^3 + 178/231*z + 1
*
0 | 0.072591268783344161839349377865804497526 | 0.012924021207398222785180653001744358821
f(z) = -55/48*z^3 + 179/240*z + 1
*
[ 6/7 ] 
f(z) = -49/41*z^3 + 175/246*z + 1
*
[ 6/7 ] 
f(z) = -49/43*z^3 + 173/258*z + 1
*
[ 6/7 ] 
f(z) = -53/54*z^3 + 163/294*z + 1
*
[ 6/7 ] 
f(z) = -49/47*z^3 + 169/282*z + 1
*
[ 3 ] 
f(z) = -59/45*z^3 + 187/15*z + 1
*
[ -3 ] 
f(z) = -59/45*z^3 + 197/15*z + 1
*
[ 3 ] 
f(z) = -58/45*z^3 + 184/15*z + 1
*
[ -3 ] 
f(z) = -58/45*z^3 + 194/15*z + 1
*
[ -3 ] 
f(z) = -56/45*z^3 + 188/15*z + 1
*
[ 7/2 ] 
f(z) = -54/49*z^3 + 199/14*z + 1
*
[ 7/2 ] 
f(z) = -50/49*z^3 + 185/14*z + 1
*
[ -7/2 ] 
f(z) = -50/49*z^3 + 193/14*z + 1
*
-4 | 0.12017635919211277601581481672282579507 | 0.018160652992134626192995312202881402892
f(z) = -49/48*z^3 + 187/12*z + 1
*
[ 4 ] 
f(z) = -47/48*z^3 + 197/12*z + 1
*
[ 6 ] 
f(z) = -47/54*z^3 + 193/6*z + 1
*
[ 4 ] 
f(z) = -43/48*z^3 + 181/12*z + 1
*
[ -4 ] 
f(z) = -43/48*z^3 + 187/12*z + 1
*
-3/5 | 0.11156606426472981532777969186491111731 | 0.015085216854967350197592860220823863015
f(z) = -55/54*z^3 + 181/30*z + 1
*
[ -20/7 ] 
f(z) = -49/50*z^3 + 187/20*z + 1
*
-34/15 | 0.20585076306501553605486511141979826853 | 0.027958804954531466130322244203307364434
f(z) = -45/56*z^3 + 197/35*z + 1
*
[ -1/2 ] 
f(z) = -60/59*z^3 + 192/59*z + 1
*
-2 | 0.075948483962147316433485605096983674873 | 0.014348027645677916756047708797881451087
f(z) = -57/58*z^3 + 199/58*z + 1
*
[ -1/2 ] 
f(z) = -56/57*z^3 + 185/57*z + 1
*
[ -1/2 ] 
f(z) = -56/59*z^3 + 191/59*z + 1
*
-2 | 0.055188529588798363605203923391433743932 | 0.010426100785093334136055095156472304463
f(z) = -55/42*z^3 + 199/42*z + 1
*
-2 | 0.075488842311680789510021984254217183331 | 0.014288459462779980580544692039168092030
f(z) = -55/46*z^3 + 197/46*z + 1
*
-2 | 0.061775780663626940114953371338581735910 | 0.011738441452218922457220172847923857386
f(z) = -55/54*z^3 + 193/54*z + 1
*
-2 | 0.075226838170015878443189932299017841984 | 0.014322719332986715912046618938106579823
f(z) = -55/58*z^3 + 191/58*z + 1
*
[ -1/3 ] 
f(z) = -54/47*z^3 + 194/47*z + 1
*
[ -14/9 ] 
f(z) = -54/49*z^3 + 181/42*z + 1
*
-2 | 0.054487383127058828470655128457743632623 | 0.010374056848621302873812563553695134226
f(z) = -53/42*z^3 + 191/42*z + 1
*
-2 | 0.074778684848978560046121111410334014073 | 0.014265985106518480604588490859694962659
f(z) = -53/46*z^3 + 189/46*z + 1
*
-2 | 0.074701691907829419004663341094226633767 | 0.014280279263776174544338243382709837598
f(z) = -53/50*z^3 + 187/50*z + 1
*
-2 | 0.061036577050158839555779615445127319062 | 0.011692033856570124340247637590882494046
f(z) = -53/54*z^3 + 185/54*z + 1
*
-2 | 0.074465990996268936309234993262450502613 | 0.014294306350282320055821973528358088646
f(z) = -53/58*z^3 + 183/58*z + 1
*
[ -1/2 ] 
f(z) = -52/57*z^3 + 184/57*z + 1
*
[ -1/2 ] 
f(z) = -52/59*z^3 + 190/59*z + 1
*
-2 | 0.074034312585040083042267973373022764890 | 0.014241484055827737166409976316696332000
f(z) = -51/46*z^3 + 181/46*z + 1
*
[ 7/4 ] 
f(z) = -50/49*z^3 + 199/56*z + 1
*
-10/21 | 0.11941450813158068335790181951955629105 | 0.016322636638209055584433387045185441154
f(z) = -49/40*z^3 + 188/45*z + 1
*
[ -11/7 ] 
f(z) = -49/44*z^3 + 193/44*z + 1
*
-4/7 | 0.14098327610018985103368828492159149320 | 0.026710915772478394873868852424388679342
f(z) = -49/45*z^3 + 196/45*z + 1
*
[ 13/7 ] 
f(z) = -49/52*z^3 + 193/52*z + 1
*
-2/7 | 0.14335248845257558322245872808484932387 | 0.027239393410389190419906423168193688601
f(z) = -49/54*z^3 + 193/54*z + 1
*
[ -3/7 ] 
f(z) = -49/57*z^3 + 199/57*z + 1
*
[ -1/2 ] 
f(z) = -48/59*z^3 + 189/59*z + 1
*
[ 7/4 ] 
f(z) = -46/49*z^3 + 185/56*z + 1
*
[ -1/3 ] 
f(z) = -45/44*z^3 + 181/44*z + 1
*
[ -1/3 ] 
f(z) = -45/46*z^3 + 189/46*z + 1
*
[ -1/3 ] 
f(z) = -45/47*z^3 + 193/47*z + 1
*
7/3 | 0.12588795810767144025817107323040126371 | 0.024216221986957242327386652695138457362
f(z) = -45/56*z^3 + 181/56*z + 1
*
[ -3/2 ] 
f(z) = -44/51*z^3 + 184/51*z + 1
*
[ -1/2 ] 
f(z) = -44/57*z^3 + 182/57*z + 1
*
[ -3/2 ] 
f(z) = -44/57*z^3 + 194/57*z + 1
*
[ -1/2 ] 
f(z) = -44/59*z^3 + 188/59*z + 1
*
[ 2 ] 
f(z) = -43/42*z^3 + 193/42*z + 1
*
[ 2 ] 
f(z) = -43/46*z^3 + 195/46*z + 1
*
-5/2 | 0.19996838927833673286314845118843807833 | 0.029142640859667376201709091751415304822
f(z) = -43/50*z^3 + 191/40*z + 1
*
[ 2 ] 
f(z) = -43/50*z^3 + 197/50*z + 1
*
[ 2 ] 
f(z) = -43/54*z^3 + 199/54*z + 1
*
[ 2 ] 
f(z) = -41/42*z^3 + 185/42*z + 1
*
[ 2 ] 
f(z) = -41/46*z^3 + 187/46*z + 1
*
[ 2 ] 
f(z) = -41/50*z^3 + 189/50*z + 1
*
[ 2 ] 
f(z) = -41/54*z^3 + 191/54*z + 1
*
[ 2 ] 
f(z) = -41/58*z^3 + 193/58*z + 1
*
[ 3/2 ] 
f(z) = -59/45*z^3 + 197/60*z + 1
*
[ -2/3 ] 
f(z) = -59/56*z^3 + 187/63*z + 1
*
[ -2/3 ] 
f(z) = -55/56*z^3 + 185/63*z + 1
*
[ -2/3 ] 
f(z) = -53/56*z^3 + 184/63*z + 1
*
[ -2/3 ] 
f(z) = -51/44*z^3 + 199/66*z + 1
*
-12/7 | 0.13467417763321756024225014704050602645 | 0.022651749388136404701692516040101497211
f(z) = -49/40*z^3 + 191/60*z + 1
*
[ -6/7 ] 
f(z) = -49/44*z^3 + 197/66*z + 1
*
[ -15/14 ] 
f(z) = -49/45*z^3 + 191/60*z + 1
*
-10/7 | 0.17882901281074017223103947918113852025 | 0.026937890594801375379048975980247664403
f(z) = -49/48*z^3 + 191/60*z + 1
*
[ -2/3 ] 
f(z) = -47/56*z^3 + 181/63*z + 1
*
[ -7/6 ] 
f(z) = -44/49*z^3 + 194/63*z + 1
*
[ 5/4 ] 
f(z) = -56/45*z^3 + 193/90*z + 1
*
-4/3 | 0.13865816694134920954420532412592733968 | 0.023161994252848113339163212134105528227
f(z) = -51/56*z^3 + 199/84*z + 1
*
[ 4/3 ] 
f(z) = -45/46*z^3 + 183/92*z + 1
*
[ 5/4 ] 
f(z) = -56/55*z^3 + 197/110*z + 1
*
-4/3 | 0.15604104119163009600943680669968808648 | 0.023468401831532100473876338031732606815
f(z) = -55/48*z^3 + 193/108*z + 1
*
8/7 | 0.13154302253947009426534144796037725723 | 0.025198095100633577602581205424624015255
f(z) = -49/57*z^3 + 185/114*z + 1
*
[ 4/3 ] 
f(z) = -45/58*z^3 + 189/116*z + 1
*
[ 4/3 ] 
f(z) = -43/48*z^3 + 199/108*z + 1
*
[ 4/3 ] 
f(z) = -41/48*z^3 + 191/108*z + 1
*
0 | 0.13325569181899857884177409741435891208 | 0.025222516234638879659070333388194161428
f(z) = -51/44*z^3 + 197/132*z + 1
*
[ 7/6 ] 
f(z) = -50/49*z^3 + 193/126*z + 1
*
-3/7 | 0.14358352565910253899938853827435016340 | 0.027448010770886626937251008400593413330
f(z) = -49/40*z^3 + 187/120*z + 1
*
2/3 | 0.14866124470167794828576005040824309281 | 0.024960595039725889700595446380259630384
f(z) = -45/52*z^3 + 193/130*z + 1
*
4/3 | 0.14249952442076925823142419351016419243 | 0.027240788685143532600930622947027194967
f(z) = -57/52*z^3 + 187/156*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.027389513911141203338081461787493157530
f(z) = -48/49*z^3 + 193/147*z + 1
*
[ 6/5 ] 
f(z) = -43/54*z^3 + 197/150*z + 1
*
[ 21/20 ] 
f(z) = -50/49*z^3 + 197/168*z + 1
*
0 | 0.11688142956458735243663769127685791654 | 0.022253492923740769668691437017691412107
f(z) = -45/56*z^3 + 191/168*z + 1
*
0 | 0.16125623772162679567242692226636335202 | 0.029422890282889819024662490450491021061
f(z) = -60/49*z^3 + 191/196*z + 1
*
5/4 | 0.11661052988496506059244224157877443862 | 0.021847250201068437445431905663443473060
f(z) = -52/45*z^3 + 181/180*z + 1
*
[ 20/21 ] 
f(z) = -49/40*z^3 + 191/180*z + 1
*
-4/7 | 0.10842823517710615993217673248227902696 | 0.020484033844158912013709499367011528012
f(z) = -49/45*z^3 + 199/180*z + 1
*
15/28 | 0.16803856599429101343411844466555105748 | 0.025214323652880434482572028657670971100
f(z) = -56/45*z^3 + 187/210*z + 1
*
[ 6/7 ] 
f(z) = -59/54*z^3 + 187/294*z + 1
*
0 | 0.13182595614539381555774703278114121773 | 0.022581713448141777132737641969024155477
f(z) = -49/40*z^3 + 183/280*z + 1
*
[ 7/2 ] 
f(z) = -58/49*z^3 + 213/14*z + 1
*
-4 | 0.17277766188275116519234171330381632557 | 0.025641696595813168854687673817246471358
f(z) = -55/48*z^3 + 211/12*z + 1
*
[ -7/2 ] 
f(z) = -54/49*z^3 + 207/14*z + 1
*
-4 | 0.13632450041355720973255685480316489210 | 0.020348457868765077599178152806096106620
f(z) = -53/48*z^3 + 203/12*z + 1
*
[ 6 ] 
f(z) = -53/54*z^3 + 217/6*z + 1
*
[ 4 ] 
f(z) = -49/48*z^3 + 205/12*z + 1
*
[ -6 ] 
f(z) = -49/54*z^3 + 203/6*z + 1
*
[ -4 ] 
f(z) = -47/48*z^3 + 203/12*z + 1
*
[ 5 ] 
f(z) = -41/50*z^3 + 213/10*z + 1
*
[ -5 ] 
f(z) = -41/50*z^3 + 217/10*z + 1
*
-3 | 0.22151532445303200163269340921080991223 | 0.025672352732065538809271535860875681930
f(z) = -55/54*z^3 + 207/22*z + 1
*
[ 20/7 ] 
f(z) = -49/40*z^3 + 213/20*z + 1
*
-2 | 0.056506255931304763754166402551310423243 | 0.010521330172572483282777587175072118308
f(z) = -59/42*z^3 + 215/42*z + 1
*
-2 | 0.076823881066328143030276135276427002884 | 0.014329359171598613257946198602486905659
f(z) = -59/46*z^3 + 213/46*z + 1
*
-2 | 0.076781287875074865418833540218147546922 | 0.014346659788084652012938184333770528338
f(z) = -59/50*z^3 + 211/50*z + 1
*
-2 | 0.063155969181486322768350648624574440244 | 0.011821792909767623388856853823053411948
f(z) = -59/54*z^3 + 209/54*z + 1
*
-2 | 0.076637944557312162574471397501194774358 | 0.014371270552292643986336324974618721774
f(z) = -59/58*z^3 + 207/58*z + 1
*
-2 | 0.076170551033780023525480201713848900483 | 0.014309676542464255121167843639977387144
f(z) = -57/46*z^3 + 205/46*z + 1
*
-2 | 0.076117361838374553568384467627858481638 | 0.014326070199164756550949030132408286889
f(z) = -57/50*z^3 + 203/50*z + 1
*
[ -3/2 ] 
f(z) = -56/51*z^3 + 211/51*z + 1
*
[ -1/3 ] 
f(z) = -54/49*z^3 + 202/49*z + 1
*
[ 7/4 ] 
f(z) = -54/49*z^3 + 213/56*z + 1
*
[ -1/3 ] 
f(z) = -54/53*z^3 + 218/53*z + 1
*
[ -3/2 ] 
f(z) = -52/51*z^3 + 202/51*z + 1
*
[ -3/2 ] 
f(z) = -52/57*z^3 + 212/57*z + 1
*
[ 21/10 ] 
f(z) = -50/49*z^3 + 211/42*z + 1
*
-38/21 | 0.14551089007386457594647005481114088390 | 0.019683190584428233064072613061964838775
f(z) = -49/40*z^3 + 203/45*z + 1
*
[ -2/7 ] 
f(z) = -49/46*z^3 + 211/46*z + 1
*
[ 2 ] 
f(z) = -49/46*z^3 + 219/46*z + 1
*
-5/7 | 0.12858400333566093402174077496446458570 | 0.023900828377523042872723677076316326440
f(z) = -49/48*z^3 + 217/48*z + 1
*
-6/7 | 0.14332952627943665890982010569982147059 | 0.027026454025230270776587858467385551923
f(z) = -49/55*z^3 + 201/55*z + 1
*
[ -11/7 ] 
f(z) = -49/55*z^3 + 211/55*z + 1
*
[ -1/4 ] 
f(z) = -48/41*z^3 + 208/41*z + 1
*
[ -1/4 ] 
f(z) = -48/43*z^3 + 218/43*z + 1
*
[ 2 ] 
f(z) = -47/42*z^3 + 209/42*z + 1
*
[ 2 ] 
f(z) = -47/46*z^3 + 211/46*z + 1
*
[ 2 ] 
f(z) = -47/50*z^3 + 213/50*z + 1
*
[ 2 ] 
f(z) = -47/54*z^3 + 215/54*z + 1
*
[ 2 ] 
f(z) = -47/58*z^3 + 217/58*z + 1
*
[ 2 ] 
f(z) = -45/46*z^3 + 203/46*z + 1
*
[ -1/3 ] 
f(z) = -45/49*z^3 + 201/49*z + 1
*
[ -1/3 ] 
f(z) = -45/52*z^3 + 213/52*z + 1
*
[ -1/3 ] 
f(z) = -45/53*z^3 + 217/53*z + 1
*
-7/3 | 0.11972081692733092540802309671717264873 | 0.022330589944912849963875126905506551228
f(z) = -45/56*z^3 + 213/56*z + 1
*
[ 2 ] 
f(z) = -45/58*z^3 + 209/58*z + 1
*
[ 2 ] 
f(z) = -43/58*z^3 + 201/58*z + 1
*
[ -2/3 ] 
f(z) = -57/44*z^3 + 203/66*z + 1
*
[ -7/6 ] 
f(z) = -52/49*z^3 + 208/63*z + 1
*
[ -7/15 ] 
f(z) = -50/49*z^3 + 212/63*z + 1
*
[ 12/7 ] 
f(z) = -49/45*z^3 + 217/60*z + 1
*
-10/7 | 0.19594179273052630733368898018013590792 | 0.029247224834949060685671685577351954299
f(z) = -49/48*z^3 + 203/60*z + 1
*
[ -9/14 ] 
f(z) = -49/54*z^3 + 211/72*z + 1
*
[ -14/15 ] 
f(z) = -45/49*z^3 + 201/70*z + 1
*
-4/3 | 0.17895868562583827147770060491999879592 | 0.029512701962042369613999630424343343968
f(z) = -57/56*z^3 + 215/84*z + 1
*
-7/24 | 0.21625060070030683522102959532448410271 | 0.029632429028740811557753881086508367321
f(z) = -48/49*z^3 + 211/84*z + 1
*
-4/3 | 0.16060868897023228711417718116633390886 | 0.023869453674097513405160650909873248084
f(z) = -59/48*z^3 + 209/108*z + 1
*
-12/55 | 0.19387227622677239591531080004195780844 | 0.022468682347606403022338925200720207436
f(z) = -55/54*z^3 + 207/110*z + 1
*
-5/6 | 0.14161672487785745978972020358884528429 | 0.026556195885802873740475100072867122174
f(z) = -54/55*z^3 + 207/110*z + 1
*
-2/3 | 0.14384926585245802956749978608337213986 | 0.026831081277851490995442590386938471932
f(z) = -54/55*z^3 + 213/110*z + 1
*
-8/5 | 0.15742351074284546310661397349977697838 | 0.029574152849573712677983386488713527637
f(z) = -50/51*z^3 + 205/102*z + 1
*
[ 4/3 ] 
f(z) = -47/48*z^3 + 215/108*z + 1
*
-22/15 | 0.17556730837550978382651243150031223679 | 0.029135614555339487315215939122633690966
f(z) = -45/44*z^3 + 207/110*z + 1
*
0 | 0.15365518345447463970554443065959907364 | 0.028710623417567050412802176685113149421
f(z) = -57/40*z^3 + 211/120*z + 1
*
-3/7 | 0.085096116318236881818353583846581937835 | 0.016015964119197122021416366038088214795
f(z) = -49/44*z^3 + 203/132*z + 1
*
-2/5 | 0.17810436943762921681279589693174162834 | 0.029417153141912920214552423654943820261
f(z) = -45/52*z^3 + 213/130*z + 1
*
0 | 0.15520119152036651363517272165505297013 | 0.029051194515447326600692492004863550918
f(z) = -43/40*z^3 + 209/120*z + 1
*
0 | 0.13033755397315079017589154836303480361 | 0.024530867895442777195560391335382747512
f(z) = -41/40*z^3 + 203/120*z + 1
*
0 | 0.10021670124336607217017218517929128171 | 0.018758972485951854585794477882731150053
f(z) = -51/56*z^3 + 209/168*z + 1
*
3/2 | 0.13652933991409210232754184160759566643 | 0.025443524073138467727735502287995430900
f(z) = -48/55*z^3 + 214/165*z + 1
*
-1/2 | 0.12950070716789965469931531984396501964 | 0.024112723011617076534519811881362760670
f(z) = -47/42*z^3 + 215/168*z + 1
*
-1/2 | 0.10847691602194161953377415367433076155 | 0.020269019341789831879985361243007357459
f(z) = -43/42*z^3 + 211/168*z + 1
*
-1/2 | 0.13805795710665198177075403387678304612 | 0.025842253703215375811553285430999293974
f(z) = -41/42*z^3 + 209/168*z + 1
*
-15/26 | 0.17287869489231657270457898992002148793 | 0.026530628063786474025545428883076944309
f(z) = -52/45*z^3 + 218/195*z + 1
*
[ 14/15 ] 
f(z) = -60/49*z^3 + 209/210*z + 1
*
11/8 | 0.15093343057124565581025674826397396869 | 0.027983658358708866421639014480143889907
f(z) = -48/55*z^3 + 203/220*z + 1
*
-5/8 | 0.13381998965094209924449779728794326208 | 0.024810758344157963903998429341810119754
f(z) = -48/55*z^3 + 207/220*z + 1
*
-3/4 | 0.14884446051275146411916908388030206781 | 0.022623313157740988556847626200343066543
f(z) = -43/45*z^3 + 209/240*z + 1
*
-3/4 | 0.16497754694742369540137374890621793059 | 0.025075429046737911459526862337778768281
f(z) = -41/45*z^3 + 203/240*z + 1
*
-4 | 0.17697041537591309909450233081518874048 | 0.025982097475741199741495768201566895922
f(z) = -59/48*z^3 + 227/12*z + 1
*
[ -7/2 ] 
f(z) = -58/49*z^3 + 221/14*z + 1
*
[ 4 ] 
f(z) = -55/48*z^3 + 229/12*z + 1
*
[ -4 ] 
f(z) = -55/48*z^3 + 235/12*z + 1
*
[ -6 ] 
f(z) = -55/54*z^3 + 227/6*z + 1
*
[ 4 ] 
f(z) = -53/48*z^3 + 221/12*z + 1
*
[ -4 ] 
f(z) = -53/48*z^3 + 227/12*z + 1
*
[ 10/3 ] 
f(z) = -51/40*z^3 + 223/15*z + 1
*
[ -10/3 ] 
f(z) = -51/40*z^3 + 232/15*z + 1
*
[ 5 ] 
f(z) = -43/50*z^3 + 223/10*z + 1
*
[ -5 ] 
f(z) = -43/50*z^3 + 227/10*z + 1
*
[ -20/7 ] 
f(z) = -49/40*z^3 + 227/20*z + 1
*
-18/7 | 0.10247183747654372976102065869424433447 | 0.015103911268133959913326949955956184596
f(z) = -49/48*z^3 + 221/36*z + 1
*
-2/15 | 0.14323515574122861932801416598294495602 | 0.019075671275036200757065193363183551499
f(z) = -45/56*z^3 + 228/35*z + 1
*
-38/15 | 0.096506047655938926966979162095956816399 | 0.012815391278759021619161896348616516436
f(z) = -45/56*z^3 + 233/35*z + 1
*
[ 7/4 ] 
f(z) = -58/49*z^3 + 227/56*z + 1
*
[ -3/2 ] 
f(z) = -56/57*z^3 + 221/57*z + 1
*
[ -1/3 ] 
f(z) = -54/55*z^3 + 226/55*z + 1
*
[ -5/3 ] 
f(z) = -54/55*z^3 + 238/55*z + 1
*
[ 2 ] 
f(z) = -53/42*z^3 + 233/42*z + 1
*
[ 2 ] 
f(z) = -53/46*z^3 + 235/46*z + 1
*
[ 2 ] 
f(z) = -53/50*z^3 + 237/50*z + 1
*
[ 2 ] 
f(z) = -53/54*z^3 + 239/54*z + 1
*
[ 2 ] 
f(z) = -51/46*z^3 + 227/46*z + 1
*
[ 2 ] 
f(z) = -51/50*z^3 + 229/50*z + 1
*
-5/2 | 0.19334858305545726111143180215460845012 | 0.027418114237343421967566618003961698702
f(z) = -51/50*z^3 + 231/40*z + 1
*
[ 2 ] 
f(z) = -51/58*z^3 + 233/58*z + 1
*
[ -7/20 ] 
f(z) = -50/49*z^3 + 223/56*z + 1
*
-16/7 | 0.12915326494243173030358786721068222889 | 0.023768839270384384657765089364109074038
f(z) = -49/48*z^3 + 229/48*z + 1
*
[ 2 ] 
f(z) = -49/50*z^3 + 221/50*z + 1
*
[ -2/7 ] 
f(z) = -49/50*z^3 + 229/50*z + 1
*
[ 2 ] 
f(z) = -49/54*z^3 + 223/54*z + 1
*
17/7 | 0.15876694962655962693248398229316522853 | 0.029080403487635055324454844563947636566
f(z) = -49/54*z^3 + 235/54*z + 1
*
[ 2 ] 
f(z) = -49/58*z^3 + 225/58*z + 1
*
[ -1/4 ] 
f(z) = -48/47*z^3 + 238/47*z + 1
*
7/3 | 0.15935087176971772570842783350106066131 | 0.029519464414237547056142260599767783776
f(z) = -45/56*z^3 + 221/56*z + 1
*
[ -1/3 ] 
f(z) = -45/58*z^3 + 237/58*z + 1
*
[ -2 ] 
f(z) = -43/42*z^3 + 235/42*z + 1
*
[ 5/2 ] 
f(z) = -43/50*z^3 + 239/40*z + 1
*
[ -2 ] 
f(z) = -41/42*z^3 + 227/42*z + 1
*
[ -2 ] 
f(z) = -41/46*z^3 + 233/46*z + 1
*
[ 5/2 ] 
f(z) = -41/50*z^3 + 229/40*z + 1
*
[ -2 ] 
f(z) = -41/50*z^3 + 239/50*z + 1
*
[ -2/3 ] 
f(z) = -57/52*z^3 + 233/78*z + 1
*
[ -2/5 ] 
f(z) = -55/48*z^3 + 221/60*z + 1
*
[ -7/11 ] 
f(z) = -55/49*z^3 + 233/77*z + 1
*
[ -2/3 ] 
f(z) = -51/52*z^3 + 229/78*z + 1
*
-3/14 | 0.16441260388866027899145485758645890233 | 0.025271758541186459324958285785532795827
f(z) = -49/45*z^3 + 223/60*z + 1
*
-15/14 | 0.083084516406227511187237943972268396462 | 0.012736065435890283333362382168965669178
f(z) = -49/45*z^3 + 227/60*z + 1
*
[ -10/7 ] 
f(z) = -49/48*z^3 + 227/60*z + 1
*
[ -6/7 ] 
f(z) = -49/52*z^3 + 223/78*z + 1
*
-2/9 | 0.10468746225570671931851967848561185033 | 0.013983286951920832133339984239220292923
f(z) = -45/56*z^3 + 223/63*z + 1
*
[ -14/9 ] 
f(z) = -45/56*z^3 + 226/63*z + 1
*
[ -7/11 ] 
f(z) = -44/49*z^3 + 226/77*z + 1
*
[ -3/2 ] 
f(z) = -43/45*z^3 + 229/60*z + 1
*
[ -3/2 ] 
f(z) = -41/45*z^3 + 223/60*z + 1
*
7/4 | 0.21987066240743462919643882223878121607 | 0.029622688275342731704443504368860596327
f(z) = -60/49*z^3 + 239/84*z + 1
*
[ 10/7 ] 
f(z) = -49/45*z^3 + 227/90*z + 1
*
-2/7 | 0.093537066482415558996231186164288040610 | 0.017159494888763798459551403761127646476
f(z) = -49/45*z^3 + 233/90*z + 1
*
-7/6 | 0.11762380793930991648235318422118253262 | 0.015996531687092205160985017667444294656
f(z) = -60/49*z^3 + 223/105*z + 1
*
5/3 | 0.15751418230684382652203058570920805451 | 0.029130604494243704125858779775821125889
f(z) = -54/55*z^3 + 223/110*z + 1
*
[ 4/3 ] 
f(z) = -53/48*z^3 + 239/108*z + 1
*
[ 4/3 ] 
f(z) = -49/48*z^3 + 223/108*z + 1
*
12/35 | 0.22550898181804616430605139480318328684 | 0.028355327985956605254293437237791863459
f(z) = -49/48*z^3 + 237/100*z + 1
*
[ 10/7 ] 
f(z) = -49/55*z^3 + 233/110*z + 1
*
[ 7/6 ] 
f(z) = -58/49*z^3 + 221/126*z + 1
*
-3/8 | 0.13237375857873051949043808684296535608 | 0.020375302943182816708618415961410424560
f(z) = -56/45*z^3 + 221/120*z + 1
*
[ 10/9 ] 
f(z) = -51/40*z^3 + 226/135*z + 1
*
0 | 0.12337499390725391356270910322123169683 | 0.022854997288719303895963981662257936240
f(z) = -47/40*z^3 + 221/120*z + 1
*
0 | 0.14414239879217903094525118756815103479 | 0.026724574055852376229683053462859530051
f(z) = -57/49*z^3 + 220/147*z + 1
*
0 | 0.14820450034506813424307650751567784733 | 0.027408875953842302352037411027293130839
f(z) = -57/52*z^3 + 223/156*z + 1
*
[ 6/5 ] 
f(z) = -49/54*z^3 + 221/150*z + 1
*
-1/2 | 0.13168825462179750545734857957227846246 | 0.024101813401479743453093600383173061437
f(z) = -59/42*z^3 + 227/168*z + 1
*
0 | 0.13722610157695975412914223270134913329 | 0.025295366986748496856478286123451064347
f(z) = -57/56*z^3 + 227/168*z + 1
*
-1/2 | 0.14373278481249667117633113987616271563 | 0.026581878824553038244762360520417939764
f(z) = -55/42*z^3 + 223/168*z + 1
*
-1/2 | 0.14610163748687175325608810763034250329 | 0.027065067424846915219616393039976171339
f(z) = -53/42*z^3 + 221/168*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.026199782694864359706997692904574914820
f(z) = -42/55*z^3 + 236/165*z + 1
*
[ 5/4 ] 
f(z) = -41/50*z^3 + 237/160*z + 1
*
[ 14/13 ] 
f(z) = -52/49*z^3 + 237/182*z + 1
*
-22/21 | 0.15145627386279073941624794015873306027 | 0.024650341458041553322901932074705676880
f(z) = -49/44*z^3 + 233/198*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028126497866162775194156992501624619079
f(z) = -47/48*z^3 + 239/192*z + 1
*
0 | 0.088405266875468412674003245298854378241 | 0.016376917807722301432109411669440665053
f(z) = -44/45*z^3 + 221/180*z + 1
*
-5/4 | 0.091315567548642354077471641573316278048 | 0.016674185207794542426142339317588388467
f(z) = -44/45*z^3 + 239/180*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028213449539065618120617549807355901811
f(z) = -43/48*z^3 + 235/192*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028257687359875694066552164072072361308
f(z) = -41/48*z^3 + 233/192*z + 1
*
-14/15 | 0.21918799447546196785938058048710969249 | 0.029242447859864394614186059696064418887
f(z) = -60/49*z^3 + 239/210*z + 1
*
39/28 | 0.074497680158411915888120578203877224627 | 0.011178437567521163885200526991907117644
f(z) = -56/45*z^3 + 227/210*z + 1
*
0 | 0.15803598435796464473674327917625414815 | 0.029131325422116003755957058385267832784
f(z) = -44/51*z^3 + 227/204*z + 1
*
-4/7 | 0.13323133630924600195534776921003918786 | 0.024519350865226147557073968909218204978
f(z) = -49/55*z^3 + 229/220*z + 1
*
11/8 | 0.13321962799772057300091369871781600176 | 0.024637580167301912813329269262404276216
f(z) = -48/55*z^3 + 223/220*z + 1
*
-3/4 | 0.16816649571463041767996083491931661056 | 0.024939859504850995531151764141403692812
f(z) = -53/45*z^3 + 239/240*z + 1
*
-3/4 | 0.16816693847319827273235020886994214087 | 0.025233586047867786204849608619011526191
f(z) = -49/45*z^3 + 227/240*z + 1
*
-5/7 | 0.13662619858360371575375363044720558019 | 0.024835445520757546553842265910615201417
f(z) = -49/48*z^3 + 221/240*z + 1
*
-3/4 | 0.18610192825807307434725030392561381572 | 0.028100458655597021211761282999307551063
f(z) = -47/45*z^3 + 221/240*z + 1
*
0 | 0.11165816199046756633042862893249427907 | 0.019879421833098162022145599960453365613
f(z) = -55/54*z^3 + 221/270*z + 1
*
-5/7 | 0.16133325699341733198211032014038854087 | 0.028817630785065332657632884055513139422
f(z) = -49/54*z^3 + 233/270*z + 1
*
[ 4 ] 
f(z) = -59/48*z^3 + 245/12*z + 1
*
[ -4 ] 
f(z) = -59/48*z^3 + 251/12*z + 1
*
[ 6 ] 
f(z) = -59/54*z^3 + 241/6*z + 1
*
[ 10/3 ] 
f(z) = -57/40*z^3 + 248/15*z + 1
*
[ -10/3 ] 
f(z) = -57/40*z^3 + 257/15*z + 1
*
[ 5 ] 
f(z) = -49/50*z^3 + 253/10*z + 1
*
[ -5 ] 
f(z) = -49/50*z^3 + 257/10*z + 1
*
[ 5 ] 
f(z) = -47/50*z^3 + 243/10*z + 1
*
[ -5 ] 
f(z) = -47/50*z^3 + 247/10*z + 1
*
-14/5 | 0.20244617050385328067431684168357441094 | 0.026676862408331588153373012263949727877
f(z) = -55/56*z^3 + 247/35*z + 1
*
[ 22/7 ] 
f(z) = -49/44*z^3 + 257/22*z + 1
*
[ 14/5 ] 
f(z) = -45/56*z^3 + 243/35*z + 1
*
[ 2 ] 
f(z) = -59/42*z^3 + 257/42*z + 1
*
[ 2 ] 
f(z) = -59/46*z^3 + 259/46*z + 1
*
[ 2 ] 
f(z) = -57/46*z^3 + 251/46*z + 1
*
[ 2 ] 
f(z) = -57/50*z^3 + 253/50*z + 1
*
[ 2 ] 
f(z) = -57/58*z^3 + 257/58*z + 1
*
[ 2 ] 
f(z) = -55/42*z^3 + 241/42*z + 1
*
[ 2 ] 
f(z) = -55/46*z^3 + 243/46*z + 1
*
[ 2 ] 
f(z) = -55/54*z^3 + 247/54*z + 1
*
[ 2 ] 
f(z) = -55/58*z^3 + 249/58*z + 1
*
[ -1/3 ] 
f(z) = -54/59*z^3 + 242/59*z + 1
*
[ 2 ] 
f(z) = -53/58*z^3 + 241/58*z + 1
*
[ -1/5 ] 
f(z) = -50/41*z^3 + 248/41*z + 1
*
[ -21/10 ] 
f(z) = -50/49*z^3 + 251/42*z + 1
*
[ -13/7 ] 
f(z) = -49/52*z^3 + 249/52*z + 1
*
[ -2/7 ] 
f(z) = -49/54*z^3 + 247/54*z + 1
*
[ -1/4 ] 
f(z) = -48/49*z^3 + 248/49*z + 1
*
[ -2 ] 
f(z) = -47/42*z^3 + 251/42*z + 1
*
[ -2 ] 
f(z) = -47/46*z^3 + 257/46*z + 1
*
[ 5/2 ] 
f(z) = -47/50*z^3 + 259/40*z + 1
*
[ -7/4 ] 
f(z) = -46/49*z^3 + 249/56*z + 1
*
[ -2 ] 
f(z) = -45/46*z^3 + 249/46*z + 1
*
[ -1/3 ] 
f(z) = -45/59*z^3 + 241/59*z + 1
*
[ -2 ] 
f(z) = -43/46*z^3 + 241/46*z + 1
*
[ -2 ] 
f(z) = -43/50*z^3 + 247/50*z + 1
*
[ -2 ] 
f(z) = -43/54*z^3 + 253/54*z + 1
*
[ -2 ] 
f(z) = -43/58*z^3 + 259/58*z + 1
*
[ -2 ] 
f(z) = -41/54*z^3 + 245/54*z + 1
*
[ -2 ] 
f(z) = -41/58*z^3 + 251/58*z + 1
*
[ -4/3 ] 
f(z) = -57/40*z^3 + 257/60*z + 1
*
[ -3/2 ] 
f(z) = -53/45*z^3 + 259/60*z + 1
*
[ -4/3 ] 
f(z) = -51/40*z^3 + 241/60*z + 1
*
[ 12/7 ] 
f(z) = -49/40*z^3 + 241/60*z + 1
*
[ -3/2 ] 
f(z) = -49/45*z^3 + 247/60*z + 1
*
[ -3/2 ] 
f(z) = -47/45*z^3 + 241/60*z + 1
*
-5/4 | 0.068586495546464297854475727141672324705 | 0.012449021807100038853810784055770821110
f(z) = -56/45*z^3 + 247/90*z + 1
*
[ -2/3 ] 
f(z) = -54/41*z^3 + 253/82*z + 1
*
[ -2/3 ] 
f(z) = -45/41*z^3 + 245/82*z + 1
*
[ -2/3 ] 
f(z) = -45/43*z^3 + 255/86*z + 1
*
[ 5/3 ] 
f(z) = -43/50*z^3 + 251/90*z + 1
*
[ 5/3 ] 
f(z) = -41/50*z^3 + 241/90*z + 1
*
-3/2 | 0.17438210990659122667586792837610236475 | 0.026438434319861918995730245917371876757
f(z) = -56/45*z^3 + 244/105*z + 1
*
[ 4/3 ] 
f(z) = -55/48*z^3 + 247/108*z + 1
*
[ 3/2 ] 
f(z) = -46/51*z^3 + 241/102*z + 1
*
[ 3/2 ] 
f(z) = -46/57*z^3 + 245/114*z + 1
*
0 | 0.10201592366874737992657918312171980797 | 0.018462906985644723141694765659548556138
f(z) = -57/40*z^3 + 251/120*z + 1
*
[ 10/9 ] 
f(z) = -57/40*z^3 + 251/135*z + 1
*
-1/3 | 0.067769784088419314807372443617746927454 | 0.012195767681840446804876722351845496018
f(z) = -57/40*z^3 + 259/120*z + 1
*
0 | 0.15238759905735371993807503105895735283 | 0.027423486450424105707061528222077154408
f(z) = -57/44*z^3 + 259/132*z + 1
*
0 | 0.14249941249000367024269048673958484623 | 0.025679844772338242242038155146176986883
f(z) = -51/52*z^3 + 257/156*z + 1
*
[ 14/11 ] 
f(z) = -44/49*z^3 + 257/154*z + 1
*
-3/7 | 0.14490438405378970409777931480577760669 | 0.026301356012685516437389701879390962730
f(z) = -49/55*z^3 + 247/165*z + 1
*
-5/12 | 0.14315223958938036670463954001083550164 | 0.025815628268468474299343060666886726982
f(z) = -48/55*z^3 + 256/165*z + 1
*
0 | 0.14958781273147568122855889475204223166 | 0.027151437435799079543874612451230229160
f(z) = -45/56*z^3 + 247/168*z + 1
*
[ 5/4 ] 
f(z) = -43/50*z^3 + 247/160*z + 1
*
5/3 | 0.13652903830364332812603559213747670477 | 0.024709112503109324782064461081945372211
f(z) = -42/55*z^3 + 251/165*z + 1
*
-1/2 | 0.15449711421921024168277377708959231205 | 0.027960986351914603509541111343508627762
f(z) = -59/48*z^3 + 251/192*z + 1
*
-1/2 | 0.15403438920990045962458595737682859133 | 0.027958528206450092843022401009157061593
f(z) = -55/48*z^3 + 247/192*z + 1
*
-1/2 | 0.15403381133677686990412989407318674729 | 0.027999742139266837793659671872117311632
f(z) = -53/48*z^3 + 245/192*z + 1
*
0 | 0.074046102657059343508357133434481565409 | 0.013381689976442860744046605030721270115
f(z) = -52/45*z^3 + 253/180*z + 1
*
[ 22/21 ] 
f(z) = -49/44*z^3 + 251/198*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028083763587850665915360765867099427091
f(z) = -49/48*z^3 + 241/192*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.028326066144908496349277539030984039643
f(z) = -55/51*z^3 + 259/204*z + 1
*
-1/2 | 0.15740204561516388763124561721341895446 | 0.028365450970048471646380315874767063265
f(z) = -53/51*z^3 + 257/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.028486909754825922277134379398896481939
f(z) = -47/51*z^3 + 251/204*z + 1
*
-1/2 | 0.15740334018928207965089930559492427359 | 0.028570020948209441666846304506373931292
f(z) = -43/51*z^3 + 247/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.028612196193568405870567239898988970317
f(z) = -41/51*z^3 + 245/204*z + 1
*
-1/2 | 0.16380668204753326063421140877385156638 | 0.029519631654253364520505548605696770298
f(z) = -41/54*z^3 + 257/216*z + 1
*
-3/4 | 0.15767523176118278913195376314068834756 | 0.023017858056460455992992994022855626766
f(z) = -59/45*z^3 + 257/240*z + 1
*
-3/5 | 0.16785477521848335750536829208783007707 | 0.029884567538851078565215214373358284762
f(z) = -55/48*z^3 + 259/240*z + 1
*
-10/17 | 0.15824514016872414619302924654904697383 | 0.020123621308592663339115468651372322565
f(z) = -51/40*z^3 + 257/255*z + 1
*
-8/11 | 0.14709497282527150119254787404774460161 | 0.022964828466164170079229166378064986124
f(z) = -55/48*z^3 + 259/264*z + 1
*
7/5 | 0.13817464161603486640732150804384487899 | 0.024521703798544574984188692993292712126
f(z) = -45/56*z^3 + 241/280*z + 1
*
[ 5 ] 
f(z) = -53/50*z^3 + 273/10*z + 1
*
[ -5 ] 
f(z) = -53/50*z^3 + 277/10*z + 1
*
[ 5 ] 
f(z) = -51/50*z^3 + 263/10*z + 1
*
[ -5 ] 
f(z) = -51/50*z^3 + 267/10*z + 1
*
[ -22/7 ] 
f(z) = -49/44*z^3 + 271/22*z + 1
*
[ 18/7 ] 
f(z) = -49/48*z^3 + 265/36*z + 1
*
[ -14/5 ] 
f(z) = -45/56*z^3 + 268/35*z + 1
*
[ 2 ] 
f(z) = -59/50*z^3 + 261/50*z + 1
*
-5/2 | 0.18469620905999543724423478617070113769 | 0.025611142765720876427290613023001567334
f(z) = -59/50*z^3 + 271/40*z + 1
*
[ 2 ] 
f(z) = -59/54*z^3 + 263/54*z + 1
*
[ 2 ] 
f(z) = -59/58*z^3 + 265/58*z + 1
*
-5/2 | 0.21262411749613183092641068751313051424 | 0.029638326293390014579255530582917819180
f(z) = -57/50*z^3 + 261/40*z + 1
*
12/5 | 0.20087323859610325271807771533851775166 | 0.021026131255360995587851791821302565618
f(z) = -55/54*z^3 + 261/55*z + 1
*
[ -7/4 ] 
f(z) = -54/49*z^3 + 277/56*z + 1
*
[ -2 ] 
f(z) = -53/42*z^3 + 275/42*z + 1
*
[ -2 ] 
f(z) = -51/46*z^3 + 273/46*z + 1
*
[ 5/2 ] 
f(z) = -51/50*z^3 + 279/40*z + 1
*
[ -2 ] 
f(z) = -51/50*z^3 + 279/50*z + 1
*
[ -1/5 ] 
f(z) = -50/43*z^3 + 260/43*z + 1
*
[ -7/4 ] 
f(z) = -50/49*z^3 + 263/56*z + 1
*
[ -2 ] 
f(z) = -49/46*z^3 + 265/46*z + 1
*
-16/7 | 0.16546367356152703286944244156321790938 | 0.029420903007412396385814300552225351228
f(z) = -49/48*z^3 + 277/48*z + 1
*
[ 5/2 ] 
f(z) = -49/50*z^3 + 269/40*z + 1
*
[ -2 ] 
f(z) = -49/50*z^3 + 271/50*z + 1
*
[ -2 ] 
f(z) = -49/54*z^3 + 277/54*z + 1
*
[ -2/7 ] 
f(z) = -49/58*z^3 + 265/58*z + 1
*
[ -1/4 ] 
f(z) = -48/53*z^3 + 268/53*z + 1
*
-5/2 | 0.14535609035666607155717893903011861337 | 0.026015683074732648965513995793577521011
f(z) = -48/55*z^3 + 267/55*z + 1
*
[ -1/4 ] 
f(z) = -48/55*z^3 + 278/55*z + 1
*
[ -2 ] 
f(z) = -47/50*z^3 + 263/50*z + 1
*
[ -2 ] 
f(z) = -47/54*z^3 + 269/54*z + 1
*
[ -2 ] 
f(z) = -47/58*z^3 + 275/58*z + 1
*
-7/3 | 0.088053794031683123057051354811964471212 | 0.015738755416896890931454729359080872946
f(z) = -45/56*z^3 + 269/56*z + 1
*
[ 7/3 ] 
f(z) = -45/56*z^3 + 277/56*z + 1
*
[ -2 ] 
f(z) = -45/58*z^3 + 267/58*z + 1
*
[ -5/2 ] 
f(z) = -43/50*z^3 + 271/40*z + 1
*
[ -5/2 ] 
f(z) = -41/50*z^3 + 261/40*z + 1
*
[ -3/2 ] 
f(z) = -59/45*z^3 + 277/60*z + 1
*
[ -14/11 ] 
f(z) = -55/56*z^3 + 260/77*z + 1
*
3/14 | 0.17272966987770939791756927288203657476 | 0.025893527305541521370940304305213585653
f(z) = -49/45*z^3 + 263/60*z + 1
*
[ -7/12 ] 
f(z) = -60/49*z^3 + 263/84*z + 1
*
[ -1/2 ] 
f(z) = -58/41*z^3 + 275/82*z + 1
*
[ -1/2 ] 
f(z) = -54/41*z^3 + 273/82*z + 1
*
[ -2/3 ] 
f(z) = -54/43*z^3 + 263/86*z + 1
*
[ -3/4 ] 
f(z) = -53/54*z^3 + 277/96*z + 1
*
[ -10/17 ] 
f(z) = -51/40*z^3 + 267/85*z + 1
*
[ -7/6 ] 
f(z) = -51/49*z^3 + 275/84*z + 1
*
[ -1/2 ] 
f(z) = -50/41*z^3 + 271/82*z + 1
*
-7/8 | 0.21622038550613926747195927888619294311 | 0.028645940068245504714196096226570388278
f(z) = -48/49*z^3 + 271/84*z + 1
*
[ 5/3 ] 
f(z) = -47/50*z^3 + 271/90*z + 1
*
[ -3/4 ] 
f(z) = -47/54*z^3 + 271/96*z + 1
*
[ -6/7 ] 
f(z) = -47/54*z^3 + 275/98*z + 1
*
[ -1/2 ] 
f(z) = -46/41*z^3 + 269/82*z + 1
*
[ -2/3 ] 
f(z) = -45/47*z^3 + 275/94*z + 1
*
[ -1/2 ] 
f(z) = -42/41*z^3 + 267/82*z + 1
*
[ -1/2 ] 
f(z) = -42/43*z^3 + 279/86*z + 1
*
-2 | 0.090869992868915254393390607858138535824 | 0.016136845210166142814047139438425266346
f(z) = -41/49*z^3 + 279/98*z + 1
*
[ -3/4 ] 
f(z) = -41/54*z^3 + 265/96*z + 1
*
[ -6/7 ] 
f(z) = -41/54*z^3 + 267/98*z + 1
*
[ 4/3 ] 
f(z) = -59/48*z^3 + 263/108*z + 1
*
-3/7 | 0.19161722282685630912677947055627156574 | 0.028628112477994719406919339432413815372
f(z) = -56/45*z^3 + 269/105*z + 1
*
3/5 | 0.22993438587736357376592208608129236892 | 0.025884517856510873740062558084733579767
f(z) = -55/54*z^3 + 267/110*z + 1
*
[ 3/2 ] 
f(z) = -50/57*z^3 + 263/114*z + 1
*
[ 22/15 ] 
f(z) = -45/44*z^3 + 277/110*z + 1
*
-2 | 0.081948909411022981373223759497386715307 | 0.014571240100313661276785184375251465225
f(z) = -42/59*z^3 + 277/118*z + 1
*
-2 | 0.070383292393705913427346618034943609471 | 0.012514771214042770613292455537406033036
f(z) = -41/51*z^3 + 277/102*z + 1
*
-2 | 0.090560357065318661323577020847169947257 | 0.016123205929282219260028044787485353194
f(z) = -41/53*z^3 + 275/106*z + 1
*
-2 | 0.090365508807428789901126031182566238689 | 0.016109450605491312613960849505856045734
f(z) = -41/55*z^3 + 273/110*z + 1
*
-2 | 0.069791114829521293497827764692364924426 | 0.012457985462465073611755974367889324144
f(z) = -41/57*z^3 + 271/114*z + 1
*
-2 | 0.089861665923642092392600393405066557608 | 0.016061894855072454301279287330508333037
f(z) = -41/59*z^3 + 269/118*z + 1
*
8/5 | 0.18581524564004505092176359188735993665 | 0.029414342486569169841765722173059234145
f(z) = -55/48*z^3 + 277/120*z + 1
*
0 | 0.11922300195439780361997770076263043001 | 0.021281769588685056086896289809224552617
f(z) = -57/50*z^3 + 271/150*z + 1
*
[ 9/7 ] 
f(z) = -49/48*z^3 + 275/144*z + 1
*
[ 9/7 ] 
f(z) = -49/51*z^3 + 277/153*z + 1
*
-3/4 | 0.15207549098852076767179330279906208126 | 0.027040365863230843594578236622190236156
f(z) = -48/49*z^3 + 277/147*z + 1
*
-7/6 | 0.21979667946385560762343240362517471544 | 0.029177226324543027476745073979509473313
f(z) = -45/49*z^3 + 267/140*z + 1
*
0 | 0.16302184344659148244045138363091189225 | 0.029256521356944195482193085290705669563
f(z) = -51/55*z^3 + 263/165*z + 1
*
[ 5/4 ] 
f(z) = -49/50*z^3 + 277/160*z + 1
*
[ 5/4 ] 
f(z) = -47/50*z^3 + 267/160*z + 1
*
0 | 0.12874228027984392069505064390474209259 | 0.022891514853608896046462185686467709872
f(z) = -58/45*z^3 + 277/180*z + 1
*
0 | 0.10373202623675339680722965154189009584 | 0.018541086250661197160888369366412290117
f(z) = -56/45*z^3 + 269/180*z + 1
*
[ 8/7 ] 
f(z) = -49/46*z^3 + 279/184*z + 1
*
-1/2 | 0.15740317036310048414418338017722456103 | 0.028248172870695502764742407448425850847
f(z) = -59/51*z^3 + 263/204*z + 1
*
-1/2 | 0.14278246710016569137549403847396917083 | 0.025520971040748690777899114587335070263
f(z) = -53/54*z^3 + 269/216*z + 1
*
-1/2 | 0.16380613558537055596534759618928347307 | 0.029357359709870482094417707692158356954
f(z) = -49/54*z^3 + 265/216*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.029317055245917534681074014127734537143
f(z) = -52/57*z^3 + 265/228*z + 1
*
-1/2 | 0.16358228118215279845117641519474946645 | 0.029123900251180138594113549169223790983
f(z) = -47/57*z^3 + 275/228*z + 1
*
0 | 0.10568450554042318345551466373222033553 | 0.018890072850897354377089985194177379168
f(z) = -45/44*z^3 + 269/220*z + 1
*
[ 7/6 ] 
f(z) = -45/56*z^3 + 277/224*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.029199888969874569729220397137523078506
f(z) = -43/57*z^3 + 271/228*z + 1
*
-1/2 | 0.16358228118215279845117641519474946645 | 0.029238734598279584379887169926689954448
f(z) = -41/57*z^3 + 269/228*z + 1
*
-3/5 | 0.16071337559574585791423509435458766231 | 0.028613125370644451942068352291682747515
f(z) = -55/51*z^3 + 269/255*z + 1
*
0 | 0.093832172424602454875026907088050805879 | 0.016073399289985277451095980633172202326
f(z) = -49/40*z^3 + 263/280*z + 1
*
[ 5 ] 
f(z) = -57/50*z^3 + 293/10*z + 1
*
[ -5 ] 
f(z) = -57/50*z^3 + 297/10*z + 1
*
[ 14/3 ] 
f(z) = -45/49*z^3 + 291/14*z + 1
*
[ -14/3 ] 
f(z) = -45/49*z^3 + 297/14*z + 1
*
[ 7 ] 
f(z) = -41/49*z^3 + 293/7*z + 1
*
[ -7 ] 
f(z) = -41/49*z^3 + 295/7*z + 1
*
[ 14/5 ] 
f(z) = -55/56*z^3 + 292/35*z + 1
*
[ -18/7 ] 
f(z) = -49/48*z^3 + 293/36*z + 1
*
51/14 | 0.11736852055136974258562936578677986919 | 0.014978920748105517626371726382584463206
f(z) = -49/54*z^3 + 281/24*z + 1
*
[ -24/7 ] 
f(z) = -49/54*z^3 + 287/24*z + 1
*
-10/3 | 0.17554236321301515527170895937353945246 | 0.022672855622633529350128953843121697641
f(z) = -45/56*z^3 + 288/35*z + 1
*
[ -2/15 ] 
f(z) = -45/56*z^3 + 298/35*z + 1
*
[ -2 ] 
f(z) = -59/42*z^3 + 299/42*z + 1
*
[ -7/4 ] 
f(z) = -58/49*z^3 + 291/56*z + 1
*
[ -2 ] 
f(z) = -57/46*z^3 + 297/46*z + 1
*
[ -2 ] 
f(z) = -55/42*z^3 + 283/42*z + 1
*
[ -2 ] 
f(z) = -55/46*z^3 + 289/46*z + 1
*
-7/12 | 0.22558219797102871754781468005490177155 | 0.029688120904682560434178704411696086841
f(z) = -54/49*z^3 + 285/56*z + 1
*
[ -2 ] 
f(z) = -53/46*z^3 + 281/46*z + 1
*
[ -2 ] 
f(z) = -53/50*z^3 + 287/50*z + 1
*
[ 5/2 ] 
f(z) = -53/50*z^3 + 289/40*z + 1
*
[ -2 ] 
f(z) = -53/54*z^3 + 293/54*z + 1
*
[ -2 ] 
f(z) = -53/58*z^3 + 299/58*z + 1
*
-5/2 | 0.091140752054513841364851195916499730986 | 0.015997763117350484827333363279892029906
f(z) = -52/45*z^3 + 298/45*z + 1
*
[ -2 ] 
f(z) = -51/58*z^3 + 291/58*z + 1
*
[ -1/5 ] 
f(z) = -50/47*z^3 + 284/47*z + 1
*
[ -1/5 ] 
f(z) = -50/49*z^3 + 296/49*z + 1
*
-15/7 | 0.10512564547229412546870358156187763681 | 0.018552370172341007159933945423899392387
f(z) = -49/40*z^3 + 289/40*z + 1
*
[ 16/7 ] 
f(z) = -49/48*z^3 + 283/48*z + 1
*
-1/7 | 0.13887378769575850677328307008520302172 | 0.024508176905756342416456494522943241386
f(z) = -49/48*z^3 + 289/48*z + 1
*
-3/7 | 0.12998985203981580180905662918036415361 | 0.023011231165063467289552930058210337541
f(z) = -49/55*z^3 + 284/55*z + 1
*
[ -2 ] 
f(z) = -49/58*z^3 + 283/58*z + 1
*
[ -1/4 ] 
f(z) = -48/59*z^3 + 298/59*z + 1
*
[ -5/2 ] 
f(z) = -47/50*z^3 + 291/40*z + 1
*
[ -12/7 ] 
f(z) = -49/45*z^3 + 287/60*z + 1
*
-2/9 | 0.19642252911368078851693055892873405398 | 0.025392569512632058819195050241043834619
f(z) = -45/56*z^3 + 286/63*z + 1
*
[ -3/4 ] 
f(z) = -59/54*z^3 + 283/96*z + 1
*
[ -6/7 ] 
f(z) = -59/54*z^3 + 291/98*z + 1
*
[ -1/2 ] 
f(z) = -58/43*z^3 + 287/86*z + 1
*
[ -1/2 ] 
f(z) = -58/45*z^3 + 299/90*z + 1
*
[ -7/6 ] 
f(z) = -57/49*z^3 + 289/84*z + 1
*
[ -4/3 ] 
f(z) = -57/56*z^3 + 299/84*z + 1
*
[ -1/2 ] 
f(z) = -54/43*z^3 + 285/86*z + 1
*
[ -2/3 ] 
f(z) = -54/47*z^3 + 283/94*z + 1
*
[ -2/3 ] 
f(z) = -54/49*z^3 + 293/98*z + 1
*
[ -6/7 ] 
f(z) = -53/54*z^3 + 283/98*z + 1
*
[ -7/13 ] 
f(z) = -52/49*z^3 + 288/91*z + 1
*
[ -4/3 ] 
f(z) = -51/56*z^3 + 283/84*z + 1
*
[ -1/2 ] 
f(z) = -50/43*z^3 + 283/86*z + 1
*
[ -8/7 ] 
f(z) = -49/44*z^3 + 293/88*z + 1
*
[ -4/7 ] 
f(z) = -49/46*z^3 + 285/92*z + 1
*
[ 5/3 ] 
f(z) = -49/50*z^3 + 281/90*z + 1
*
[ -10/21 ] 
f(z) = -49/50*z^3 + 299/90*z + 1
*
-35/24 | 0.21621415143456936591919197018702498709 | 0.028481620625208240712569405223105426087
f(z) = -48/49*z^3 + 283/84*z + 1
*
[ -1/2 ] 
f(z) = -46/43*z^3 + 281/86*z + 1
*
[ -1/2 ] 
f(z) = -46/45*z^3 + 293/90*z + 1
*
[ -2/3 ] 
f(z) = -45/49*z^3 + 285/98*z + 1
*
-2 | 0.078512341528163584093400170188386145473 | 0.013773023189748649912008179276820248430
f(z) = -43/45*z^3 + 299/90*z + 1
*
-2 | 0.091989962727691450790325046192496535436 | 0.016156355881370187157208966143255217949
f(z) = -43/47*z^3 + 297/94*z + 1
*
-2 | 0.091890838522521615569069484149860813431 | 0.016158121455561089574063688247221753124
f(z) = -43/49*z^3 + 295/98*z + 1
*
-2 | 0.083189419755012886389968525779980737266 | 0.014628060531733027157646451392056527238
f(z) = -42/41*z^3 + 295/82*z + 1
*
-2 | 0.083120200996422778984111902836591991843 | 0.014633393510695869485350490564100076006
f(z) = -42/43*z^3 + 293/86*z + 1
*
-2 | 0.082943813455285312657824095412812833992 | 0.014637763447869663374087547066174719358
f(z) = -42/47*z^3 + 289/94*z + 1
*
-2 | 0.091189578631380710635993187328287653976 | 0.016132640987566944471149432391057832671
f(z) = -41/43*z^3 + 285/86*z + 1
*
-2 | 0.077535801954727779553609187003697974484 | 0.013734218629723728209192476190945444610
f(z) = -41/45*z^3 + 283/90*z + 1
*
-2 | 0.090993087662277780018016927622078598775 | 0.016138234112369158011672825608448386687
f(z) = -41/47*z^3 + 281/94*z + 1
*
[ 3/2 ] 
f(z) = -58/51*z^3 + 295/102*z + 1
*
[ 3/2 ] 
f(z) = -58/57*z^3 + 299/114*z + 1
*
[ 10/7 ] 
f(z) = -49/44*z^3 + 283/110*z + 1
*
[ -6/7 ] 
f(z) = -49/51*z^3 + 293/102*z + 1
*
-2 | 0.086446825848322393708652618715667464707 | 0.015164929664745873895232431906886443983
f(z) = -44/53*z^3 + 299/106*z + 1
*
-2 | 0.065809275402963506275737263768281056707 | 0.011571929062361693020205201784356385748
f(z) = -44/57*z^3 + 295/114*z + 1
*
-2 | 0.085970721835500290526701925157079506866 | 0.015135230520816374176655437658655242402
f(z) = -44/59*z^3 + 293/118*z + 1
*
-2 | 0.071432677995915124092606215418006104676 | 0.012575793538829849523828570669492000864
f(z) = -43/51*z^3 + 293/102*z + 1
*
-2 | 0.091644153684420249293117044428116610275 | 0.016153522259998169985944227851562959303
f(z) = -43/53*z^3 + 291/106*z + 1
*
-2 | 0.091491456209704863160592607006949893757 | 0.016146234875259980966975444911270765801
f(z) = -43/55*z^3 + 289/110*z + 1
*
-2 | 0.070970772534807907142388145522908269124 | 0.012540152937874749070315753027744715348
f(z) = -43/57*z^3 + 287/114*z + 1
*
-2 | 0.091107862311880015032015988011781931067 | 0.016118184291252346341320197136984655395
f(z) = -43/59*z^3 + 285/118*z + 1
*
-2 | 0.082557946740513345983301353257601175340 | 0.014623810698667308840017598309962407678
f(z) = -42/53*z^3 + 283/106*z + 1
*
-2 | 0.082386102222939124633781544953460666680 | 0.014611727543679732724026412516965745832
f(z) = -42/55*z^3 + 281/110*z + 1
*
-1/3 | 0.13481886702623309653547508632752029336 | 0.023880991083720036018362181396152825093
f(z) = -57/44*z^3 + 283/132*z + 1
*
-1/3 | 0.13401350248623110136932906815345765821 | 0.023768193089220256637524577128805732342
f(z) = -51/44*z^3 + 281/132*z + 1
*
[ 10/7 ] 
f(z) = -49/52*z^3 + 289/130*z + 1
*
-26/15 | 0.17098665696083380625852642991212060443 | 0.026975486180573314167756637285063695605
f(z) = -45/52*z^3 + 283/130*z + 1
*
-2/3 | 0.13002925290953059210717903795083275959 | 0.022891778447562295042380718378349201104
f(z) = -51/50*z^3 + 293/150*z + 1
*
0 | 0.11058161763170957793592976897269782478 | 0.019587752685774664975327819190176596471
f(z) = -57/56*z^3 + 283/168*z + 1
*
[ 5/4 ] 
f(z) = -53/50*z^3 + 297/160*z + 1
*
[ 5/4 ] 
f(z) = -51/50*z^3 + 287/160*z + 1
*
[ 9/7 ] 
f(z) = -49/57*z^3 + 281/171*z + 1
*
-5/6 | 0.10791025581341784612620255575089555940 | 0.018941282264197136570107488323451411058
f(z) = -48/55*z^3 + 298/165*z + 1
*
[ 8/7 ] 
f(z) = -49/50*z^3 + 281/200*z + 1
*
[ 8/7 ] 
f(z) = -49/54*z^3 + 283/216*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.028903924657668683463985484222065109460
f(z) = -59/57*z^3 + 287/228*z + 1
*
-1/2 | 0.16358228118215279845117641519474946645 | 0.028975966676870570955992274802238903536
f(z) = -55/57*z^3 + 283/228*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.029012230900519323029774972449736413930
f(z) = -53/57*z^3 + 281/228*z + 1
*
[ 8/7 ] 
f(z) = -49/58*z^3 + 285/232*z + 1
*
-3/2 | 0.16358245970770663701602571060573747316 | 0.028798853655965566128443449742075312983
f(z) = -41/57*z^3 + 293/228*z + 1
*
-10/19 | 0.23189355938703677273846893781873971478 | 0.028678038444864747010168209667449920627
f(z) = -57/40*z^3 + 293/285*z + 1
*
[ 5/8 ] 
f(z) = -44/75*z^3 - 89/240*z + 1
*
[ 9/14 ] 
f(z) = -49/72*z^3 - 79/288*z + 1
*
[ 2/3 ] 
f(z) = -51/74*z^3 - 43/222*z + 1
*
[ 2/3 ] 
f(z) = -47/60*z^3 - 41/270*z + 1
*
[ 2/3 ] 
f(z) = -43/60*z^3 - 49/270*z + 1
*
[ 2/3 ] 
f(z) = -41/60*z^3 - 53/270*z + 1
*
[ 2/3 ] 
f(z) = -51/76*z^3 - 23/114*z + 1
*
[ 2/3 ] 
f(z) = -45/61*z^3 - 21/122*z + 1
*
[ 2/3 ] 
f(z) = -45/67*z^3 - 27/134*z + 1
*
[ 2/3 ] 
f(z) = -54/71*z^3 - 23/142*z + 1
*
[ 2/3 ] 
f(z) = -54/73*z^3 - 25/146*z + 1
*
[ 2/3 ] 
f(z) = -54/77*z^3 - 29/154*z + 1
*
[ 2/3 ] 
f(z) = -54/79*z^3 - 31/158*z + 1
*
[ 2/3 ] 
f(z) = -49/64*z^3 - 23/144*z + 1
*
[ 2/3 ] 
f(z) = -47/64*z^3 - 25/144*z + 1
*
[ 2/3 ] 
f(z) = -45/71*z^3 - 31/142*z + 1
*
[ 2/3 ] 
f(z) = -45/73*z^3 - 33/146*z + 1
*
[ 2/3 ] 
f(z) = -45/77*z^3 - 37/154*z + 1
*
[ 2/3 ] 
f(z) = -45/79*z^3 - 39/158*z + 1
*
[ 2/3 ] 
f(z) = -43/64*z^3 - 29/144*z + 1
*
[ 2/3 ] 
f(z) = -41/64*z^3 - 31/144*z + 1
*
[ 15/22 ] 
f(z) = -44/75*z^3 - 32/165*z + 1
*
[ 2/3 ] 
f(z) = -51/62*z^3 - 25/186*z + 1
*
[ 2/3 ] 
f(z) = -57/70*z^3 - 29/210*z + 1
*
[ 2/3 ] 
f(z) = -51/70*z^3 - 37/210*z + 1
*
[ 2/3 ] 
f(z) = -57/74*z^3 - 35/222*z + 1
*
[ 2/3 ] 
f(z) = -53/60*z^3 - 29/270*z + 1
*
[ 2/3 ] 
f(z) = -49/60*z^3 - 37/270*z + 1
*
[ 5/7 ] 
f(z) = -49/75*z^3 - 1/15*z + 1
*
[ 2/3 ] 
f(z) = -45/64*z^3 - 3/16*z + 1
*
[ 2/3 ] 
f(z) = -45/68*z^3 - 7/34*z + 1
*
[ 2/3 ] 
f(z) = -45/76*z^3 - 9/38*z + 1
*
[ 2/3 ] 
f(z) = -57/64*z^3 - 5/48*z + 1
*
[ 2/3 ] 
f(z) = -51/64*z^3 - 7/48*z + 1
*
[ 12/17 ] 
f(z) = -51/64*z^3 - 1/51*z + 1
*
[ 5/7 ] 
f(z) = -49/65*z^3 - 1/65*z + 1
*
[ 2/3 ] 
f(z) = -45/62*z^3 - 11/62*z + 1
*
[ 2/3 ] 
f(z) = -45/74*z^3 - 17/74*z + 1
*
[ 2/3 ] 
f(z) = -59/72*z^3 - 11/81*z + 1
*
[ 2/3 ] 
f(z) = -55/72*z^3 - 13/81*z + 1
*
[ 2/3 ] 
f(z) = -53/72*z^3 - 14/81*z + 1
*
[ 2/3 ] 
f(z) = -49/72*z^3 - 16/81*z + 1
*
[ 2/3 ] 
f(z) = -47/72*z^3 - 17/81*z + 1
*
[ 2/3 ] 
f(z) = -43/72*z^3 - 19/81*z + 1
*
[ 2/3 ] 
f(z) = -41/72*z^3 - 20/81*z + 1
*
[ 2/3 ] 
f(z) = -57/68*z^3 - 13/102*z + 1
*
[ 5/7 ] 
f(z) = -56/75*z^3 - 2/105*z + 1
*
[ 2/3 ] 
f(z) = -54/61*z^3 - 13/122*z + 1
*
[ 2/3 ] 
f(z) = -54/65*z^3 - 17/130*z + 1
*
[ 2/3 ] 
f(z) = -54/67*z^3 - 19/134*z + 1
*
[ 7/10 ] 
f(z) = -50/63*z^3 - 5/126*z + 1
*
[ 2/3 ] 
f(z) = -59/64*z^3 - 13/144*z + 1
*
[ 2/3 ] 
f(z) = -55/64*z^3 - 17/144*z + 1
*
[ 2/3 ] 
f(z) = -53/64*z^3 - 19/144*z + 1
*
[ 7/10 ] 
f(z) = -50/77*z^3 - 17/154*z + 1
*
[ 2/3 ] 
f(z) = -57/62*z^3 - 17/186*z + 1
*
[ 2/3 ] 
f(z) = -59/60*z^3 - 17/270*z + 1
*
-1/2 | 0.14250000502503555118838762455339975730 | 0.025626355630615607899810353115031547594
f(z) = -48/65*z^3 - 17/260*z + 1
*
[ -4 ] 
f(z) = -59/64*z^3 + 16*z + 1
*
[ 4/3 ] 
f(z) = -59/64*z^3 + 17/9*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.027777964176938352652996928838166413089
f(z) = -57/64*z^3 + 4/3*z + 1
*
[ -4/3 ] 
f(z) = -57/64*z^3 + 10/3*z + 1
*
[ 4/3 ] 
f(z) = -57/64*z^3 + 11/6*z + 1
*
[ 4 ] 
f(z) = -57/64*z^3 + 15*z + 1
*
[ 4/5 ] 
f(z) = -55/64*z^3 + 3/10*z + 1
*
[ -4/5 ] 
f(z) = -55/64*z^3 + 14/5*z + 1
*
[ -4 ] 
f(z) = -55/64*z^3 + 15*z + 1
*
[ 4/3 ] 
f(z) = -55/64*z^3 + 16/9*z + 1
*
-6/5 | 0.16388780941487766885639767367574761940 | 0.027843172417477768239317957415656903046
f(z) = -55/72*z^3 + 14/15*z + 1
*
[ 6/5 ] 
f(z) = -55/72*z^3 + 19/15*z + 1
*
[ 4 ] 
f(z) = -53/64*z^3 + 14*z + 1
*
[ 4/3 ] 
f(z) = -51/64*z^3 + 5/3*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.028463189446452915542143918598066464788
f(z) = -51/64*z^3 + 7/6*z + 1
*
[ -4 ] 
f(z) = -51/64*z^3 + 14*z + 1
*
[ -4/3 ] 
f(z) = -51/64*z^3 + 19/6*z + 1
*
[ -4/7 ] 
f(z) = -49/64*z^3 + 3*z + 1
*
-12/7 | 0.096835188726990933137042404176771656879 | 0.019080171882256898679352314654302012183
f(z) = -49/64*z^3 + 5/2*z + 1
*
-4/7 | 0.13381932078149470613280348107180500954 | 0.021920369075064863430195917602300478346
f(z) = -49/64*z^3 + 7*z + 1
*
[ 12/7 ] 
f(z) = -49/64*z^3 + 8/3*z + 1
*
[ 8/7 ] 
f(z) = -49/64*z^3 + 9/8*z + 1
*
[ 4 ] 
f(z) = -49/64*z^3 + 13*z + 1
*
20/21 | 0.15839504144503908559415506808220670791 | 0.023557255901173775328501477680930822458
f(z) = -49/64*z^3 + 13/9*z + 1
*
12/7 | 0.13307261149405188226721623247383456574 | 0.019198319668061232218961265193460083298
f(z) = -49/64*z^3 + 16/9*z + 1
*
6/7 | 0.077016507604467084178960287529140484501 | 0.018252486542444339255897935011688182162
f(z) = -49/64*z^3 + 17/16*z + 1
*
[ 6/7 ] 
f(z) = -49/72*z^3 + 1/3*z + 1
*
[ -6/7 ] 
f(z) = -49/72*z^3 + 8/3*z + 1
*
[ -4 ] 
f(z) = -47/64*z^3 + 13*z + 1
*
[ 4/3 ] 
f(z) = -47/64*z^3 + 14/9*z + 1
*
-2 | 0.069565075262602873185037042955739304816 | 0.013846880906889996026911444432263859852
f(z) = -47/72*z^3 + 19/9*z + 1
*
[ 4/5 ] 
f(z) = -45/64*z^3 + 1/5*z + 1
*
[ -4/3 ] 
f(z) = -45/64*z^3 + 3*z + 1
*
[ 4/3 ] 
f(z) = -45/64*z^3 + 3/2*z + 1
*
4/3 | 0.15415535866676075465898869269206440026 | 0.026724476460164056344113678738374812673
f(z) = -45/64*z^3 + 3/10*z + 1
*
28/15 | 0.16642957075299949963529019867458559865 | 0.027968336071644075685282186396327155386
f(z) = -45/64*z^3 + 6/5*z + 1
*
-4/5 | 0.15734440952999020518422226945164932707 | 0.027277332458565478313853274777773695189
f(z) = -45/64*z^3 + 7/10*z + 1
*
[ 4 ] 
f(z) = -45/64*z^3 + 12*z + 1
*
4/15 | 0.10682075918136615242785466781435642681 | 0.017712872513054748475011603537563642415
f(z) = -45/64*z^3 + 13/10*z + 1
*
-4/15 | 0.15404411684500363539675456607703028016 | 0.022660409989912002072378255163408722315
f(z) = -45/64*z^3 + 14/5*z + 1
*
-4/3 | 0.14856869031645982740647523295167301175 | 0.020915381424170597832406715143786075484
f(z) = -45/64*z^3 + 19/5*z + 1
*
[ -4 ] 
f(z) = -43/64*z^3 + 12*z + 1
*
[ 4/3 ] 
f(z) = -43/64*z^3 + 13/9*z + 1
*
-2 | 0.065634853443159810851184315056769096189 | 0.013360363178315524742886408364739295689
f(z) = -43/72*z^3 + 17/9*z + 1
*
[ 4 ] 
f(z) = -41/64*z^3 + 11*z + 1
*
-2 | 0.065635140534922652783137125628463199340 | 0.013527355965397585160906639671880392532
f(z) = -41/72*z^3 + 16/9*z + 1
*
[ 4/5 ] 
f(z) = -57/64*z^3 + 8/25*z + 1
*
[ 4/5 ] 
f(z) = -53/64*z^3 + 7/25*z + 1
*
[ 6/7 ] 
f(z) = -49/60*z^3 + 13/30*z + 1
*
2/7 | 0.078120220276505651920570893696468307042 | 0.019080030781314580533208797492668448182
f(z) = -49/60*z^3 + 17/30*z + 1
*
[ 4/5 ] 
f(z) = -49/64*z^3 + 6/25*z + 1
*
[ 4/5 ] 
f(z) = -41/64*z^3 + 4/25*z + 1
*
[ 4/5 ] 
f(z) = -59/64*z^3 + 17/50*z + 1
*
[ 4/5 ] 
f(z) = -51/64*z^3 + 13/50*z + 1
*
[ 6/7 ] 
f(z) = -49/64*z^3 + 19/48*z + 1
*
[ 4/5 ] 
f(z) = -47/64*z^3 + 11/50*z + 1
*
[ 4/5 ] 
f(z) = -43/64*z^3 + 9/50*z + 1
*
8/7 | 0.091362289415579354024998875266292513053 | 0.021362969863216568975994001283765091965
f(z) = -49/72*z^3 + 1/72*z + 1
*
[ 8/11 ] 
f(z) = -55/64*z^3 + 7/88*z + 1
*
[ 3/4 ] 
f(z) = -52/63*z^3 + 11/84*z + 1
*
[ 3/4 ] 
f(z) = -44/63*z^3 + 5/84*z + 1
*
[ 3/4 ] 
f(z) = -56/69*z^3 + 17/138*z + 1
*
[ 3/4 ] 
f(z) = -56/75*z^3 + 13/150*z + 1
*
[ 16/21 ] 
f(z) = -49/64*z^3 + 19/144*z + 1
*
[ 3/4 ] 
f(z) = -50/63*z^3 + 19/168*z + 1
*
[ 3/4 ] 
f(z) = -46/63*z^3 + 13/168*z + 1
*
[ 3/4 ] 
f(z) = -48/65*z^3 + 16/195*z + 1
*
[ 3/4 ] 
f(z) = -48/67*z^3 + 14/201*z + 1
*
[ 3/4 ] 
f(z) = -48/71*z^3 + 10/213*z + 1
*
[ 3/4 ] 
f(z) = -48/73*z^3 + 8/219*z + 1
*
[ 3/4 ] 
f(z) = -48/77*z^3 + 4/231*z + 1
*
[ 3/4 ] 
f(z) = -48/79*z^3 + 2/237*z + 1
*
15/14 | 0.15816499477839913831061260273718432075 | 0.028858860616556194710306398331867698923
f(z) = -49/60*z^3 + 1/240*z + 1
*
[ 3/4 ] 
f(z) = -44/69*z^3 + 7/276*z + 1
*
[ 4 ] 
f(z) = -59/64*z^3 + 31/2*z + 1
*
-2 | 0.075418342850346446124640972760768263658 | 0.014234395116931822448931306341187442311
f(z) = -59/72*z^3 + 25/9*z + 1
*
[ 2 ] 
f(z) = -59/72*z^3 + 34/9*z + 1
*
[ -4 ] 
f(z) = -57/64*z^3 + 31/2*z + 1
*
[ 4 ] 
f(z) = -55/64*z^3 + 29/2*z + 1
*
-2 | 0.073817788709193732801104613011506846757 | 0.014155071536880966757880719102379624926
f(z) = -55/72*z^3 + 23/9*z + 1
*
[ 2 ] 
f(z) = -55/72*z^3 + 32/9*z + 1
*
[ -4 ] 
f(z) = -53/64*z^3 + 29/2*z + 1
*
[ -4/3 ] 
f(z) = -53/64*z^3 + 29/9*z + 1
*
[ 4/3 ] 
f(z) = -53/64*z^3 + 31/18*z + 1
*
-2 | 0.072923278956561912896782750503116009012 | 0.014103762631611014052327125966845463097
f(z) = -53/72*z^3 + 22/9*z + 1
*
[ 2 ] 
f(z) = -53/72*z^3 + 31/9*z + 1
*
[ 4 ] 
f(z) = -51/64*z^3 + 27/2*z + 1
*
[ -12/7 ] 
f(z) = -49/64*z^3 + 23/6*z + 1
*
[ -8/7 ] 
f(z) = -49/64*z^3 + 23/8*z + 1
*
[ -4 ] 
f(z) = -49/64*z^3 + 27/2*z + 1
*
[ -4/3 ] 
f(z) = -49/64*z^3 + 28/9*z + 1
*
[ 4/3 ] 
f(z) = -49/64*z^3 + 29/18*z + 1
*
4/21 | 0.16311934039547275841258108846766669973 | 0.021225005831459350390906554116258252870
f(z) = -49/64*z^3 + 34/9*z + 1
*
[ -20/7 ] 
f(z) = -49/64*z^3 + 38/5*z + 1
*
-2 | 0.070842911369165700107718700213697082196 | 0.013958716282094818549337778848872884725
f(z) = -49/72*z^3 + 20/9*z + 1
*
-2/7 | 0.12228309673870045644705518627169132713 | 0.023448629556036269740916041318720482520
f(z) = -49/72*z^3 + 23/9*z + 1
*
-10/7 | 0.11853864833397331734108317628025101434 | 0.022208487614313487656145575978883925223
f(z) = -49/72*z^3 + 26/9*z + 1
*
[ 2 ] 
f(z) = -49/72*z^3 + 29/9*z + 1
*
[ 12/7 ] 
f(z) = -49/72*z^3 + 29/12*z + 1
*
[ -2 ] 
f(z) = -49/72*z^3 + 38/9*z + 1
*
[ 4 ] 
f(z) = -47/64*z^3 + 25/2*z + 1
*
-2 | 0.084246698040480033166198858555951416713 | 0.016682990152498621349377554957746947830
f(z) = -47/64*z^3 + 39/16*z + 1
*
[ 2 ] 
f(z) = -47/72*z^3 + 28/9*z + 1
*
[ -2 ] 
f(z) = -47/72*z^3 + 37/9*z + 1
*
[ -4/15 ] 
f(z) = -45/64*z^3 + 24/5*z + 1
*
[ -4 ] 
f(z) = -45/64*z^3 + 25/2*z + 1
*
-4/9 | 0.18115931009757680368547734154105656914 | 0.027100947291785065743735520740890150452
f(z) = -45/64*z^3 + 25/18*z + 1
*
[ -4/5 ] 
f(z) = -45/64*z^3 + 27/10*z + 1
*
-8/3 | 0.16071559291281973345495999536197538742 | 0.028522021979742833073571376342899378361
f(z) = -45/64*z^3 + 35/8*z + 1
*
-2 | 0.083128389291237031687285722974003638239 | 0.016634952597004880891569392460278933193
f(z) = -45/64*z^3 + 37/16*z + 1
*
[ 4 ] 
f(z) = -43/64*z^3 + 23/2*z + 1
*
-2 | 0.081848884052374315042590541779453589909 | 0.016563093209232278837086016304981569333
f(z) = -43/64*z^3 + 35/16*z + 1
*
[ 2 ] 
f(z) = -43/72*z^3 + 26/9*z + 1
*
[ -2 ] 
f(z) = -43/72*z^3 + 35/9*z + 1
*
[ -4 ] 
f(z) = -41/64*z^3 + 23/2*z + 1
*
[ 4/3 ] 
f(z) = -41/64*z^3 + 25/18*z + 1
*
[ -4/3 ] 
f(z) = -41/64*z^3 + 26/9*z + 1
*
-2 | 0.080300953460252588197365359878635998222 | 0.016445670894165205931069987453778790721
f(z) = -41/64*z^3 + 33/16*z + 1
*
[ 2 ] 
f(z) = -41/72*z^3 + 25/9*z + 1
*
[ -2 ] 
f(z) = -41/72*z^3 + 34/9*z + 1
*
-12/11 | 0.20952387348743864093489982328391753073 | 0.027369455486774413131918435020845573476
f(z) = -55/64*z^3 + 31/33*z + 1
*
-6/7 | 0.11508665055103482942273632606799339998 | 0.028108687190844166853967970950687025364
f(z) = -49/60*z^3 + 23/30*z + 1
*
2/7 | 0.11716917705683476044749612420596847417 | 0.027578982764804868701598330185980146310
f(z) = -49/66*z^3 + 35/33*z + 1
*
-3/7 | 0.12919986160877514869345247491248308997 | 0.027761272526613188584427211595907872051
f(z) = -49/72*z^3 + 35/24*z + 1
*
[ 20/21 ] 
f(z) = -49/64*z^3 + 29/45*z + 1
*
-6/7 | 0.14337798514152256573847852557004378559 | 0.027271157651294824718666014101628150620
f(z) = -49/64*z^3 + 35/48*z + 1
*
[ 6/7 ] 
f(z) = -49/66*z^3 + 25/66*z + 1
*
9/7 | 0.11132949214775884853496029440294780514 | 0.026031840936269474355879160869846096880
f(z) = -49/72*z^3 + 25/72*z + 1
*
[ 6/7 ] 
f(z) = -49/78*z^3 + 23/78*z + 1
*
[ 8/9 ] 
f(z) = -45/64*z^3 + 31/72*z + 1
*
[ 6/7 ] 
f(z) = -49/68*z^3 + 37/102*z + 1
*
[ 6/7 ] 
f(z) = -49/76*z^3 + 35/114*z + 1
*
[ 5/6 ] 
f(z) = -52/75*z^3 + 38/135*z + 1
*
8/7 | 0.10600110545335538077699904098506975375 | 0.022141261259232454275348699598615406697
f(z) = -49/60*z^3 + 23/120*z + 1
*
[ 5/6 ] 
f(z) = -44/75*z^3 + 28/135*z + 1
*
[ 6/7 ] 
f(z) = -41/72*z^3 + 37/147*z + 1
*
[ 3/4 ] 
f(z) = -58/63*z^3 + 31/168*z + 1
*
6/5 | 0.21654621275417364257396875300786673178 | 0.026140298278769277501545406383595865226
f(z) = -55/72*z^3 + 29/165*z + 1
*
[ 3/4 ] 
f(z) = -48/61*z^3 + 20/183*z + 1
*
[ 7/9 ] 
f(z) = -54/77*z^3 + 32/231*z + 1
*
[ 3/4 ] 
f(z) = -52/69*z^3 + 25/276*z + 1
*
-2 | 0.089306856146941696903583743199229339096 | 0.016792937400870116829174236757055329269
f(z) = -59/64*z^3 + 51/16*z + 1
*
[ -2 ] 
f(z) = -59/72*z^3 + 43/9*z + 1
*
-2 | 0.088590253726125973762554858576336314419 | 0.016784450404311853120791935310897261548
f(z) = -57/64*z^3 + 49/16*z + 1
*
-2 | 0.087834193451863434748929880230261289204 | 0.016773640207480669750003345761578357233
f(z) = -55/64*z^3 + 47/16*z + 1
*
[ -4/3 ] 
f(z) = -55/64*z^3 + 59/18*z + 1
*
[ -2 ] 
f(z) = -55/72*z^3 + 41/9*z + 1
*
[ -6/5 ] 
f(z) = -55/72*z^3 + 44/15*z + 1
*
-2 | 0.087032270201125709726630535776767544050 | 0.016759675210127361823236078657588308678
f(z) = -53/64*z^3 + 45/16*z + 1
*
[ -2 ] 
f(z) = -53/72*z^3 + 40/9*z + 1
*
-2 | 0.086175930513240083576364055371215977678 | 0.016741335207140840751011796311029833657
f(z) = -51/64*z^3 + 43/16*z + 1
*
-4/17 | 0.21227926522545876358914372750340545001 | 0.025937582570013323733314234983340004098
f(z) = -51/64*z^3 + 56/17*z + 1
*
[ 2 ] 
f(z) = -51/64*z^3 + 59/16*z + 1
*
-16/7 | 0.13270765247269936705485313557756738067 | 0.024604526607041634652428406241504297888
f(z) = -49/64*z^3 + 55/16*z + 1
*
[ -2/7 ] 
f(z) = -49/72*z^3 + 41/9*z + 1
*
[ -12/7 ] 
f(z) = -49/72*z^3 + 43/12*z + 1
*
[ 18/7 ] 
f(z) = -49/72*z^3 + 46/9*z + 1
*
2/7 | 0.17362020059489384377581259490755471524 | 0.028977923382472240477665911473430357875
f(z) = -49/72*z^3 + 50/9*z + 1
*
[ -18/7 ] 
f(z) = -49/72*z^3 + 53/9*z + 1
*
[ -5/7 ] 
f(z) = -49/75*z^3 + 41/15*z + 1
*
[ 15/7 ] 
f(z) = -49/75*z^3 + 53/15*z + 1
*
[ 2 ] 
f(z) = -47/64*z^3 + 55/16*z + 1
*
[ -4/3 ] 
f(z) = -47/64*z^3 + 55/18*z + 1
*
[ 8/3 ] 
f(z) = -45/64*z^3 + 45/8*z + 1
*
[ -2/3 ] 
f(z) = -45/64*z^3 + 45/16*z + 1
*
[ -8/3 ] 
f(z) = -45/64*z^3 + 51/8*z + 1
*
-12/5 | 0.19740097328479884222474185875766242958 | 0.024340060039203378531322864780355156072
f(z) = -45/64*z^3 + 52/15*z + 1
*
4/15 | 0.19025316101346310699955718457286880691 | 0.025585321318338241287508700814723928938
f(z) = -45/64*z^3 + 53/10*z + 1
*
[ 2 ] 
f(z) = -45/64*z^3 + 53/16*z + 1
*
[ 2 ] 
f(z) = -43/64*z^3 + 51/16*z + 1
*
[ -4/3 ] 
f(z) = -43/64*z^3 + 53/18*z + 1
*
[ 2 ] 
f(z) = -41/64*z^3 + 49/16*z + 1
*
[ 5/4 ] 
f(z) = -56/75*z^3 + 41/30*z + 1
*
-4/11 | 0.19880304276538165370804253492678867505 | 0.027691115022485307249329032113550164922
f(z) = -55/64*z^3 + 41/22*z + 1
*
[ 3/2 ] 
f(z) = -52/63*z^3 + 46/21*z + 1
*
-10/7 | 0.11508606779859430337825283868718291307 | 0.026116042647836298113480542262977439468
f(z) = -49/60*z^3 + 41/30*z + 1
*
2/7 | 0.097971623573376408180460815980216307528 | 0.021564003277028402881468633132803643175
f(z) = -49/60*z^3 + 47/30*z + 1
*
[ 10/7 ] 
f(z) = -49/60*z^3 + 59/30*z + 1
*
[ 10/7 ] 
f(z) = -49/75*z^3 + 49/30*z + 1
*
[ 3/2 ] 
f(z) = -44/63*z^3 + 40/21*z + 1
*
-2/3 | 0.12836176562605489418294018125755649682 | 0.024415003065717697717038437796813477637
f(z) = -57/64*z^3 + 43/48*z + 1
*
-2/3 | 0.12836175525264490969829022877216563697 | 0.024415001092647014730646453808091083780
f(z) = -51/64*z^3 + 41/48*z + 1
*
3/5 | 0.076724717155398753479552652172004280350 | 0.015503826989984696533940819728086225272
f(z) = -50/63*z^3 + 47/42*z + 1
*
[ 6/5 ] 
f(z) = -50/63*z^3 + 55/42*z + 1
*
-8/5 | 0.15440066241808434868041846853922583718 | 0.025218594324544555755211459343692273937
f(z) = -45/64*z^3 + 57/40*z + 1
*
[ 15/14 ] 
f(z) = -49/75*z^3 + 49/60*z + 1
*
-8/9 | 0.18115902207640203577097729101073132369 | 0.028501566012896648398879735287345653530
f(z) = -45/64*z^3 + 49/72*z + 1
*
-4/9 | 0.23872301474175685706549921112600037427 | 0.029969449367917272723716029414829395845
f(z) = -45/64*z^3 + 53/90*z + 1
*
-16/15 | 0.15816499477839913831061260273718432075 | 0.027419589668073634907660931459970835991
f(z) = -45/64*z^3 + 59/80*z + 1
*
[ 5/6 ] 
f(z) = -56/75*z^3 + 43/135*z + 1
*
[ 5/6 ] 
f(z) = -54/65*z^3 + 49/130*z + 1
*
[ 6/7 ] 
f(z) = -49/69*z^3 + 49/138*z + 1
*
[ 6/7 ] 
f(z) = -55/72*z^3 + 58/147*z + 1
*
[ 6/7 ] 
f(z) = -53/72*z^3 + 55/147*z + 1
*
[ 6/7 ] 
f(z) = -49/75*z^3 + 47/150*z + 1
*
[ 6/7 ] 
f(z) = -47/72*z^3 + 46/147*z + 1
*
[ 6/7 ] 
f(z) = -43/72*z^3 + 40/147*z + 1
*
3/20 | 0.15212333053873656942030002734082385605 | 0.024447001368114339480796653860726084177
f(z) = -50/63*z^3 + 59/168*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -57/64*z^3 + 43/192*z + 1
*
[ 4/5 ] 
f(z) = -55/72*z^3 + 43/180*z + 1
*
7/6 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = -60/77*z^3 + 47/231*z + 1
*
[ 4/5 ] 
f(z) = -50/69*z^3 + 59/276*z + 1
*
[ 11/14 ] 
f(z) = -49/66*z^3 + 49/264*z + 1
*
[ 4/5 ] 
f(z) = -50/71*z^3 + 57/284*z + 1
*
[ 4/5 ] 
f(z) = -50/73*z^3 + 55/292*z + 1
*
[ -4/3 ] 
f(z) = -59/64*z^3 + 61/18*z + 1
*
[ 2 ] 
f(z) = -59/64*z^3 + 67/16*z + 1
*
[ 2 ] 
f(z) = -57/64*z^3 + 65/16*z + 1
*
-4/19 | 0.22936208327822302743958200088662691024 | 0.027189940782234682057129316445220042146
f(z) = -57/64*z^3 + 72/19*z + 1
*
[ 5/2 ] 
f(z) = -56/75*z^3 + 79/15*z + 1
*
[ 2 ] 
f(z) = -55/64*z^3 + 63/16*z + 1
*
[ -2 ] 
f(z) = -55/64*z^3 + 79/16*z + 1
*
[ 2 ] 
f(z) = -53/64*z^3 + 61/16*z + 1
*
[ -2 ] 
f(z) = -53/64*z^3 + 77/16*z + 1
*
[ 5/2 ] 
f(z) = -52/75*z^3 + 74/15*z + 1
*
[ -2 ] 
f(z) = -51/64*z^3 + 75/16*z + 1
*
[ 20/7 ] 
f(z) = -49/64*z^3 + 69/10*z + 1
*
68/21 | 0.18011268623203110498979867304484127595 | 0.021423168942890216383962219284077603301
f(z) = -49/64*z^3 + 70/9*z + 1
*
[ 6 ] 
f(z) = -49/72*z^3 + 76/3*z + 1
*
[ -6 ] 
f(z) = -49/72*z^3 + 77/3*z + 1
*
[ -15/7 ] 
f(z) = -49/75*z^3 + 67/15*z + 1
*
20/7 | 0.065432022603717284530198215554964654194 | 0.011142832100710063964645448209183953242
f(z) = -49/75*z^3 + 71/15*z + 1
*
[ -2 ] 
f(z) = -47/64*z^3 + 71/16*z + 1
*
[ 6 ] 
f(z) = -47/72*z^3 + 73/3*z + 1
*
[ -6 ] 
f(z) = -47/72*z^3 + 74/3*z + 1
*
[ -4/9 ] 
f(z) = -45/64*z^3 + 61/18*z + 1
*
-44/15 | 0.14797316193630726083781500726106272810 | 0.019447454050356906870442214423755784600
f(z) = -45/64*z^3 + 63/10*z + 1
*
[ -2 ] 
f(z) = -45/64*z^3 + 69/16*z + 1
*
[ 5/2 ] 
f(z) = -44/75*z^3 + 64/15*z + 1
*
[ -5/2 ] 
f(z) = -44/75*z^3 + 76/15*z + 1
*
[ -2 ] 
f(z) = -43/64*z^3 + 67/16*z + 1
*
[ 6 ] 
f(z) = -43/72*z^3 + 67/3*z + 1
*
[ -6 ] 
f(z) = -43/72*z^3 + 68/3*z + 1
*
[ -2 ] 
f(z) = -41/64*z^3 + 65/16*z + 1
*
[ 6 ] 
f(z) = -41/72*z^3 + 64/3*z + 1
*
[ -6 ] 
f(z) = -41/72*z^3 + 65/3*z + 1
*
[ -4/5 ] 
f(z) = -59/64*z^3 + 71/25*z + 1
*
[ -3/2 ] 
f(z) = -52/63*z^3 + 74/21*z + 1
*
[ -4/5 ] 
f(z) = -51/64*z^3 + 69/25*z + 1
*
[ -3/5 ] 
f(z) = -50/63*z^3 + 62/21*z + 1
*
-2 | 0.083709840836594414997315682581091856487 | 0.016534966808621786872246052726118564782
f(z) = -49/76*z^3 + 79/38*z + 1
*
-2 | 0.064246317637355523725308663361317233174 | 0.012690392420928467419331742184514243558
f(z) = -47/60*z^3 + 79/30*z + 1
*
[ -4/5 ] 
f(z) = -47/64*z^3 + 68/25*z + 1
*
-2 | 0.083784749389849864558789143188223835795 | 0.016634015843171031408029238000263384880
f(z) = -47/68*z^3 + 77/34*z + 1
*
-2 | 0.082034470503304930726596395222873142729 | 0.016372069745319808716850343598416325201
f(z) = -47/76*z^3 + 75/38*z + 1
*
-2 | 0.082508566541286163997005580549136627081 | 0.016555995046214734016020070567616996092
f(z) = -45/68*z^3 + 73/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016182720790841339565610124022764811607
f(z) = -45/76*z^3 + 71/38*z + 1
*
[ -3/2 ] 
f(z) = -44/63*z^3 + 68/21*z + 1
*
-2 | 0.062089336154167533918422387900777286136 | 0.012528551830503194189574056932148291015
f(z) = -43/60*z^3 + 71/30*z + 1
*
[ -4/5 ] 
f(z) = -43/64*z^3 + 67/25*z + 1
*
-2 | 0.080937310770171030613951228539564856151 | 0.016426454966990138813294808410905315075
f(z) = -43/68*z^3 + 69/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016374313745758237250932615442651450164
f(z) = -43/76*z^3 + 67/38*z + 1
*
-2 | 0.060802684179635608964943546561817787661 | 0.012414183938855044678758239302821079085
f(z) = -41/60*z^3 + 67/30*z + 1
*
-2 | 0.078139763131607218968819090557494852329 | 0.016053253228499212576288830888891802557
f(z) = -41/68*z^3 + 65/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016582731756307151574897271314439895307
f(z) = -41/76*z^3 + 63/38*z + 1
*
-8/5 | 0.18390406092321285936228066835383044702 | 0.028870788010516250684967708862648012851
f(z) = -55/64*z^3 + 73/40*z + 1
*
-2/5 | 0.14969205990922546998036202034544648690 | 0.023499903736770866787799244482140071241
f(z) = -55/72*z^3 + 73/45*z + 1
*
[ 10/7 ] 
f(z) = -49/72*z^3 + 76/45*z + 1
*
[ 12/11 ] 
f(z) = -55/64*z^3 + 73/66*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -52/75*z^3 + 67/75*z + 1
*
[ 5/4 ] 
f(z) = -52/75*z^3 + 77/60*z + 1
*
[ 5/4 ] 
f(z) = -44/75*z^3 + 67/60*z + 1
*
[ 6/5 ] 
f(z) = -43/72*z^3 + 77/75*z + 1
*
[ 6/5 ] 
f(z) = -41/72*z^3 + 74/75*z + 1
*
[ 16/15 ] 
f(z) = -45/64*z^3 + 69/80*z + 1
*
-4/11 | 0.18869315125477746041354476807563597013 | 0.023106558171929016922416129957653044185
f(z) = -55/64*z^3 + 73/110*z + 1
*
[ 6/7 ] 
f(z) = -59/72*z^3 + 64/147*z + 1
*
[ 6/7 ] 
f(z) = -49/62*z^3 + 77/186*z + 1
*
[ 5/6 ] 
f(z) = -48/65*z^3 + 61/195*z + 1
*
0 | 0.14286617576904721053507516328266108977 | 0.027093910056757320400587382962726323136
f(z) = -48/65*z^3 + 79/195*z + 1
*
[ 6/7 ] 
f(z) = -49/74*z^3 + 71/222*z + 1
*
[ 4/5 ] 
f(z) = -50/61*z^3 + 67/244*z + 1
*
[ 4/5 ] 
f(z) = -50/63*z^3 + 65/252*z + 1
*
[ 4/5 ] 
f(z) = -50/67*z^3 + 61/268*z + 1
*
[ 5/6 ] 
f(z) = -46/75*z^3 + 61/270*z + 1
*
[ -2 ] 
f(z) = -59/64*z^3 + 83/16*z + 1
*
[ 6 ] 
f(z) = -59/72*z^3 + 91/3*z + 1
*
[ -6 ] 
f(z) = -59/72*z^3 + 92/3*z + 1
*
[ -2 ] 
f(z) = -57/64*z^3 + 81/16*z + 1
*
[ -5/2 ] 
f(z) = -56/75*z^3 + 91/15*z + 1
*
[ 12/5 ] 
f(z) = -55/64*z^3 + 83/15*z + 1
*
[ 6 ] 
f(z) = -55/72*z^3 + 85/3*z + 1
*
[ -6 ] 
f(z) = -55/72*z^3 + 86/3*z + 1
*
[ 6 ] 
f(z) = -53/72*z^3 + 82/3*z + 1
*
[ -6 ] 
f(z) = -53/72*z^3 + 83/3*z + 1
*
[ -5/2 ] 
f(z) = -52/75*z^3 + 86/15*z + 1
*
[ -4/17 ] 
f(z) = -51/64*z^3 + 90/17*z + 1
*
[ -16/7 ] 
f(z) = -49/64*z^3 + 87/16*z + 1
*
[ -12/5 ] 
f(z) = -45/64*z^3 + 82/15*z + 1
*
76/15 | 0.22446200776945477297126217334089586537 | 0.025956808653283943572604805090884083688
f(z) = -45/64*z^3 + 89/5*z + 1
*
-2 | 0.088759722681978010070737253464279705897 | 0.016784273972322600430741744857157271961
f(z) = -59/76*z^3 + 99/38*z + 1
*
-2 | 0.088419882233622338210629970596980567673 | 0.016784787965768648736042068844858305261
f(z) = -57/68*z^3 + 97/34*z + 1
*
[ -5/4 ] 
f(z) = -56/75*z^3 + 89/30*z + 1
*
[ -4/11 ] 
f(z) = -55/64*z^3 + 85/22*z + 1
*
[ -12/11 ] 
f(z) = -55/64*z^3 + 97/33*z + 1
*
-2 | 0.087633123577882869282333194446215266861 | 0.016769493251308786852147170918908404887
f(z) = -55/68*z^3 + 93/34*z + 1
*
-2 | 0.087060971670859686039952949054041318335 | 0.016729604111973911117915327869334257814
f(z) = -55/76*z^3 + 91/38*z + 1
*
-2 | 0.066877747249115197760998279366606745426 | 0.012851203172969382679043771726760142454
f(z) = -53/60*z^3 + 91/30*z + 1
*
-2 | 0.086792129572538044275449754170282126307 | 0.016749470279908888277330452450114711239
f(z) = -53/68*z^3 + 89/34*z + 1
*
-2 | 0.086089247798223898133099771027593184047 | 0.016687017836643671226610139782006540564
f(z) = -53/76*z^3 + 87/38*z + 1
*
[ -4/9 ] 
f(z) = -51/64*z^3 + 92/27*z + 1
*
-2 | 0.084994704992492197543645173606189845425 | 0.016626546954216650945713570265981574442
f(z) = -51/76*z^3 + 83/38*z + 1
*
-2 | 0.084892006009206730327589502458819572927 | 0.016686073425542152921069478822585571898
f(z) = -49/68*z^3 + 81/34*z + 1
*
[ -3/7 ] 
f(z) = -49/72*z^3 + 83/24*z + 1
*
[ -10/7 ] 
f(z) = -49/75*z^3 + 91/30*z + 1
*
-5/2 | 0.17882732716838732989378257378145071480 | 0.028917047490633441681678580019099589327
f(z) = -46/75*z^3 + 97/30*z + 1
*
[ -2/3 ] 
f(z) = -45/68*z^3 + 95/34*z + 1
*
[ 2 ] 
f(z) = -41/60*z^3 + 97/30*z + 1
*
[ 2 ] 
f(z) = -41/68*z^3 + 99/34*z + 1
*
[ 3/2 ] 
f(z) = -50/63*z^3 + 89/42*z + 1
*
[ 3/2 ] 
f(z) = -46/63*z^3 + 83/42*z + 1
*
[ 8/5 ] 
f(z) = -45/64*z^3 + 87/40*z + 1
*
[ 6/5 ] 
f(z) = -53/72*z^3 + 92/75*z + 1
*
[ 6/5 ] 
f(z) = -49/72*z^3 + 86/75*z + 1
*
[ 9/7 ] 
f(z) = -49/72*z^3 + 97/72*z + 1
*
15/14 | 0.17882919574467771023777765963139337519 | 0.029325519413179662157251313014324847574
f(z) = -49/75*z^3 + 89/60*z + 1
*
[ 5/4 ] 
f(z) = -48/65*z^3 + 88/65*z + 1
*
[ 6/5 ] 
f(z) = -47/72*z^3 + 83/75*z + 1
*
[ 4/3 ] 
f(z) = -45/68*z^3 + 97/68*z + 1
*
[ 4/3 ] 
f(z) = -45/76*z^3 + 99/76*z + 1
*
[ 15/14 ] 
f(z) = -56/75*z^3 + 97/105*z + 1
*
-12/17 | 0.20650077487136494939712648111729535944 | 0.025523199773692243396960820387438134133
f(z) = -51/64*z^3 + 83/102*z + 1
*
-5/4 | 0.17909055115315638414227962722535226804 | 0.027996329615274638994737140557590112808
f(z) = -46/75*z^3 + 91/120*z + 1
*
10/21 | 0.12981470054389584068885525841164407687 | 0.020423615752550551576395227399137841554
f(z) = -49/64*z^3 + 97/144*z + 1
*
5/28 | 0.16771661671936980657749428303115190884 | 0.024109181502505654043415787372318854745
f(z) = -56/75*z^3 + 89/210*z + 1
*
0 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270
f(z) = -51/70*z^3 + 83/210*z + 1
*
[ 5/6 ] 
f(z) = -58/75*z^3 + 91/270*z + 1
*
[ 21/26 ] 
f(z) = -52/63*z^3 + 82/273*z + 1
*
[ -4/19 ] 
f(z) = -57/64*z^3 + 110/19*z + 1
*
[ -4/21 ] 
f(z) = -49/64*z^3 + 113/18*z + 1
*
-2 | 0.069080454611803018107405111648649205361 | 0.012965852137568942569142236786042702391
f(z) = -59/60*z^3 + 103/30*z + 1
*
-2 | 0.089161174526448688538272477280626262027 | 0.016796661285582822420593892180377186529
f(z) = -59/68*z^3 + 101/34*z + 1
*
[ -6/11 ] 
f(z) = -55/72*z^3 + 101/33*z + 1
*
[ -10/7 ] 
f(z) = -49/60*z^3 + 101/30*z + 1
*
[ 2 ] 
f(z) = -49/68*z^3 + 115/34*z + 1
*
[ -4/7 ] 
f(z) = -49/72*z^3 + 107/36*z + 1
*
3/7 | 0.088999313143094533480499677775232921818 | 0.015230364790879438085503375664859193229
f(z) = -49/72*z^3 + 115/24*z + 1
*
[ 2 ] 
f(z) = -49/76*z^3 + 117/38*z + 1
*
[ 2 ] 
f(z) = -47/60*z^3 + 109/30*z + 1
*
[ 2 ] 
f(z) = -47/68*z^3 + 111/34*z + 1
*
[ 2 ] 
f(z) = -47/76*z^3 + 113/38*z + 1
*
[ 28/15 ] 
f(z) = -45/64*z^3 + 102/35*z + 1
*
[ 2 ] 
f(z) = -45/68*z^3 + 107/34*z + 1
*
[ -2/3 ] 
f(z) = -45/76*z^3 + 105/38*z + 1
*
[ 2 ] 
f(z) = -45/76*z^3 + 109/38*z + 1
*
[ 2 ] 
f(z) = -43/60*z^3 + 101/30*z + 1
*
[ 2 ] 
f(z) = -43/68*z^3 + 103/34*z + 1
*
-3 | 0.15598914716164842555179731599803519609 | 0.026774655730616861936538816332916739483
f(z) = -43/72*z^3 + 113/24*z + 1
*
[ 2 ] 
f(z) = -43/76*z^3 + 105/38*z + 1
*
-3 | 0.15757572000112857630171279749058335391 | 0.027302664384743962116154145170442615201
f(z) = -41/72*z^3 + 107/24*z + 1
*
3 | 0.17044814617177922851759710274237732561 | 0.029168623357255214918792042796550593509
f(z) = -41/72*z^3 + 115/24*z + 1
*
[ 2 ] 
f(z) = -41/76*z^3 + 101/38*z + 1
*
[ 3/2 ] 
f(z) = -58/63*z^3 + 101/42*z + 1
*
[ 8/5 ] 
f(z) = -55/64*z^3 + 103/40*z + 1
*
-3/10 | 0.16467330788353963898275327272400471444 | 0.028820617534785003960138095004206093718
f(z) = -50/63*z^3 + 101/42*z + 1
*
4/5 | 0.26334827128526466784415505156772752140 | 0.029756090243204609858112317877316233493
f(z) = -45/64*z^3 + 109/45*z + 1
*
-1 | 0.059043601046686936251835513362852098465 | 0.012354483229360034520222791157646015590
f(z) = -59/60*z^3 + 119/60*z + 1
*
[ 6/5 ] 
f(z) = -59/72*z^3 + 101/75*z + 1
*
-1 | 0.087025918158737362142736629070306140364 | 0.018209598116511038828107269070290423831
f(z) = -58/61*z^3 + 119/61*z + 1
*
-1 | 0.086364575019856438718108323704065007418 | 0.018103182628537221144038434845074126686
f(z) = -57/61*z^3 + 118/61*z + 1
*
-1 | 0.073192327327128614193339105261062251406 | 0.015315010677716450560393554701084349322
f(z) = -57/62*z^3 + 119/62*z + 1
*
-1 | 0.085669154663007936503995114176333113596 | 0.017989505598905892112568507289355103055
f(z) = -56/61*z^3 + 117/61*z + 1
*
-1 | 0.084934500118691255028560753435865138341 | 0.017867442649473186531974509029053581210
f(z) = -55/61*z^3 + 116/61*z + 1
*
-1 | 0.071709493572050461642501448378688556891 | 0.015058142468938585465257667584937527897
f(z) = -55/62*z^3 + 117/62*z + 1
*
-1 | 0.070569721487318749071053415885452233169 | 0.014792367771580128806765679314133939173
f(z) = -55/63*z^3 + 118/63*z + 1
*
-1 | 0.075133635149571754520837218322160091494 | 0.015721216507141297448528735950519594668
f(z) = -55/64*z^3 + 119/64*z + 1
*
-1 | 0.084153688330133375501880970245505074067 | 0.017735488317545636810950470520871570469
f(z) = -54/61*z^3 + 115/61*z + 1
*
-1 | 0.082226695697643129636866932401333426493 | 0.017205392540318736388437497877586000963
f(z) = -54/65*z^3 + 119/65*z + 1
*
-1 | 0.054851032680470029751583548653013228956 | 0.011602820581665438885996539633937337224
f(z) = -53/60*z^3 + 113/60*z + 1
*
-1 | 0.083316874857282502879002890408862515182 | 0.017591508414417421527036468181589768258
f(z) = -53/61*z^3 + 114/61*z + 1
*
-1 | 0.070011000892370858929515022209018703696 | 0.014754900386008459339382171845944640457
f(z) = -53/62*z^3 + 115/62*z + 1
*
-1 | 0.068769974009605424300684776222553333865 | 0.014466954711045399787154224648447594638
f(z) = -53/63*z^3 + 116/63*z + 1
*
-1 | 0.073199369338951355657077664337690031131 | 0.015370998695380505057187830269973869442
f(z) = -53/64*z^3 + 117/64*z + 1
*
-1 | 0.081081962223386194865785187798848776659 | 0.016995875562088259001756605830404394160
f(z) = -53/65*z^3 + 118/65*z + 1
*
-1 | 0.082408899013897319626851472984896990749 | 0.017432227304834087321936954223079516075
f(z) = -52/61*z^3 + 113/61*z + 1
*
-1 | 0.067708137882150348273811221963424762751 | 0.014269569311101203234790860549629590397
f(z) = -52/63*z^3 + 115/63*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016292669199509348285453541786034538044
f(z) = -52/67*z^3 + 119/67*z + 1
*
-5/4 | 0.18357611333268288595183059615921379122 | 0.028969727292700978928551874738298389411
f(z) = -52/75*z^3 + 113/60*z + 1
*
-1 | 0.081403584104227302392492644817436933595 | 0.017252008811413431562173351904563682376
f(z) = -51/61*z^3 + 112/61*z + 1
*
-1 | 0.067932600318805183734887144765809113605 | 0.014370007903711369282507988325739702365
f(z) = -51/62*z^3 + 113/62*z + 1
*
-1 | 0.070349980708248917413743138444513337247 | 0.014826340778980948187763887051987084269
f(z) = -51/64*z^3 + 115/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016262122911996012640067347854400044666
f(z) = -51/65*z^3 + 116/65*z + 1
*
-1 | 0.077865710591522400167995275597334529308 | 0.016321705734267366859988398038413415597
f(z) = -51/67*z^3 + 118/67*z + 1
*
-1 | 0.080247037153907997285965025404299138247 | 0.017039287088879217547040523160444628290
f(z) = -50/61*z^3 + 111/61*z + 1
*
-1 | 0.064562165449591875326929379684504131785 | 0.013657048654657976174341549009555043600
f(z) = -50/63*z^3 + 113/63*z + 1
*
[ 7/5 ] 
f(z) = -50/63*z^3 + 116/63*z + 1
*
-1 | 0.077865732568930754057531263337890745772 | 0.016350879584627691555546077284517107252
f(z) = -50/67*z^3 + 117/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012149872545144855675305472523211987003
f(z) = -50/69*z^3 + 119/69*z + 1
*
-12/7 | 0.11681666478977796281659813630374825726 | 0.024443114926440725316635656439529921916
f(z) = -49/60*z^3 + 119/60*z + 1
*
-1 | 0.078786219520827696396921544431803842929 | 0.016761312331861162981634627335308104844
f(z) = -49/61*z^3 + 110/61*z + 1
*
-1 | 0.064312248024393862894034042992438114350 | 0.013655767194458787726790368024145128659
f(z) = -49/62*z^3 + 111/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.014481354909166524528023238360295033504
f(z) = -49/64*z^3 + 113/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016321838876332368055155961529676751381
f(z) = -49/65*z^3 + 114/65*z + 1
*
-1 | 0.077864701869707407721322249970787103983 | 0.016380188181847654524423457403727101334
f(z) = -49/67*z^3 + 116/67*z + 1
*
-1 | 0.069582668169761883831561781484644467100 | 0.014611534379564188945175412245518220300
f(z) = -49/68*z^3 + 117/68*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.012171147806462921267763019568748743182
f(z) = -49/69*z^3 + 118/69*z + 1
*
-1 | 0.076129487028326178209307961942089466303 | 0.016227636265625316418823071194429591839
f(z) = -48/61*z^3 + 109/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016352258567626139213929559976550273176
f(z) = -48/65*z^3 + 113/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016410072058023077816577612219450419212
f(z) = -48/67*z^3 + 115/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016517362724626222548078723451826660048
f(z) = -48/71*z^3 + 119/71*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010041066399696532959626144305857543097
f(z) = -47/60*z^3 + 107/60*z + 1
*
-1 | 0.076128374386161042053830495156734140565 | 0.016259342315127578875681734516081073095
f(z) = -47/61*z^3 + 108/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013555241954983145943552926075713046570
f(z) = -47/62*z^3 + 109/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013437265463364170824207908631612745244
f(z) = -47/63*z^3 + 110/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.014536265374615825569902395674455166307
f(z) = -47/64*z^3 + 111/64*z + 1
*
-1 | 0.077303788605252011271298578017657439946 | 0.016383131736139274897457476251568108266
f(z) = -47/65*z^3 + 112/65*z + 1
*
-1 | 0.077864958772476386193566997016783603482 | 0.016440391934774504660107936861583210704
f(z) = -47/67*z^3 + 114/67*z + 1
*
-1 | 0.069582359925917299928542424666263050835 | 0.014664563800603724076872714903541559848
f(z) = -47/68*z^3 + 115/68*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.012214916593152408257588262119944965053
f(z) = -47/69*z^3 + 116/69*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.013825709005444066820189119340588814862
f(z) = -47/70*z^3 + 117/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016546580303523472187776909560209900668
f(z) = -47/71*z^3 + 118/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.011942991958748933742153016680550731997
f(z) = -47/72*z^3 + 119/72*z + 1
*
-1 | 0.076128299056852746957395404571472244811 | 0.016291694336289381142325623011298799562
f(z) = -46/61*z^3 + 107/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013463423320137988517339350782309856102
f(z) = -46/63*z^3 + 109/63*z + 1
*
-1 | 0.077303749043595990720747591513118815153 | 0.016414322817603954333229845144129388507
f(z) = -46/65*z^3 + 111/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016470973214564559640911207653485366723
f(z) = -46/67*z^3 + 113/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016576151422083298251886022414691758500
f(z) = -46/71*z^3 + 117/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016625005135016903062679849377195247028
f(z) = -46/73*z^3 + 119/73*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016324281768170516117132486052775059127
f(z) = -45/61*z^3 + 106/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013608963197971859470777059353854316919
f(z) = -45/62*z^3 + 107/62*z + 1
*
-1 | 0.068459297900476199597648910552380072928 | 0.014592671364193745988941660219480058333
f(z) = -45/64*z^3 + 109/64*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016502002069038979979935820860320506921
f(z) = -45/67*z^3 + 112/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.014718838742699697339772293011109284725
f(z) = -45/68*z^3 + 113/68*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016606083626896212797451663554129035523
f(z) = -45/71*z^3 + 116/71*z + 1
*
-1 | 0.079453763317874618137580061157664057161 | 0.016654583057200883148295538966302916314
f(z) = -45/73*z^3 + 118/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013991864895421692848391958949412810225
f(z) = -45/74*z^3 + 119/74*z + 1
*
-1 | 0.076128128767777392093963977742210099658 | 0.016357708927451578017895454846356198712
f(z) = -44/61*z^3 + 105/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013516780673554698105076461898525164778
f(z) = -44/63*z^3 + 107/63*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016477880110715378075861999403096873620
f(z) = -44/65*z^3 + 109/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016533427923484249023516376218509144147
f(z) = -44/67*z^3 + 111/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012282838545416539056157979888473650445
f(z) = -44/69*z^3 + 113/69*z + 1
*
-1 | 0.078939094002129865947849217975517557609 | 0.016636506459231413033265817153391056130
f(z) = -44/71*z^3 + 115/71*z + 1
*
-1 | 0.079453760655433119730369035908524117149 | 0.016684346633132253861703208170935797624
f(z) = -44/73*z^3 + 117/73*z + 1
*
-5/4 | 0.17946134778313615339242307293061748906 | 0.028740639165820495979543671600493200985
f(z) = -44/75*z^3 + 103/60*z + 1
*
-1 | 0.059610324635934177199413331841167885103 | 0.012473066394257132825877184895136896207
f(z) = -44/75*z^3 + 119/75*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010123609108624716815811480997539880883
f(z) = -43/60*z^3 + 103/60*z + 1
*
-1 | 0.076127373989217328623713234945527480277 | 0.016391250358209793290114665266202709986
f(z) = -43/61*z^3 + 104/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.013664277946806120857359391180892418944
f(z) = -43/62*z^3 + 105/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013543996438214441495318135174064636445
f(z) = -43/63*z^3 + 106/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.014650436217813505780639979153295402859
f(z) = -43/64*z^3 + 107/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016510316394636884112637316444245463839
f(z) = -43/65*z^3 + 108/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016565259734627816323122514359094704958
f(z) = -43/67*z^3 + 110/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.014774649700396981093654177407231036150
f(z) = -43/68*z^3 + 111/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012305977579448937381307460770148830267
f(z) = -43/69*z^3 + 112/69*z + 1
*
-1 | 0.065840030929736414683151655875973091014 | 0.013927359771314491149032610719148159739
f(z) = -43/70*z^3 + 113/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016667062645625604194869597654422768908
f(z) = -43/71*z^3 + 114/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012029051607907331673621536713049256746
f(z) = -43/72*z^3 + 115/72*z + 1
*
-1 | 0.079453001437397830840766782422255233842 | 0.016714314495609833838116846662973831315
f(z) = -43/73*z^3 + 116/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014041664825707829866902636541495159625
f(z) = -43/74*z^3 + 117/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.012494812854729370427102289452608241827
f(z) = -43/75*z^3 + 118/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.014990487913654882696968220563390424933
f(z) = -43/76*z^3 + 119/76*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016425403507803849425973837593899697494
f(z) = -42/61*z^3 + 103/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016543184160934947264092346504598898715
f(z) = -42/65*z^3 + 107/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016597506748928522059293131113083710658
f(z) = -42/67*z^3 + 109/67*z + 1
*
-1 | 0.078938831568209966950543870770554565312 | 0.016698192446946642076529555878767969007
f(z) = -42/71*z^3 + 113/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016744802763125328372293639497594575908
f(z) = -42/73*z^3 + 115/73*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010166621744769143964386946000954517470
f(z) = -41/60*z^3 + 101/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016460052167728954069246444002244468895
f(z) = -41/61*z^3 + 102/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.013720976553206979382245562397564274654
f(z) = -41/62*z^3 + 103/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013599544881581944363515512309169478891
f(z) = -41/63*z^3 + 104/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.014709833270007734090811508362638924031
f(z) = -41/64*z^3 + 105/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016576493527841201518227299302566487900
f(z) = -41/65*z^3 + 106/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016630178514815886892646573775676354462
f(z) = -41/67*z^3 + 108/67*z + 1
*
-1 | 0.069582421416915734279299720217071458558 | 0.014832074526064118865982929006713839930
f(z) = -41/68*z^3 + 109/68*z + 1
*
-1 | 0.058065523795945276511530104942303767891 | 0.012353104210053747616988705108660175725
f(z) = -41/69*z^3 + 110/69*z + 1
*
-1 | 0.065840502488118652585367643337651069111 | 0.013980269724095169280209480112898850107
f(z) = -41/70*z^3 + 111/70*z + 1
*
-1 | 0.078938876761818483059921771133807805510 | 0.016729658926494983579755117718257394770
f(z) = -41/71*z^3 + 112/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012073693895426146041214646616309059707
f(z) = -41/72*z^3 + 113/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016775680639140559322875537183122737944
f(z) = -41/73*z^3 + 114/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.014092825896030773311215652519983071107
f(z) = -41/74*z^3 + 115/74*z + 1
*
-1 | 0.059609478323133188250778254608294386837 | 0.012539885839266994509914789785580004666
f(z) = -41/75*z^3 + 116/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015043842149036290989262128064356290299
f(z) = -41/76*z^3 + 117/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016861487915782795428668706792869558971
f(z) = -41/77*z^3 + 118/77*z + 1
*
-12/19 | 0.20856038816986133737062217663580812957 | 0.025428195257316882446512271204426260057
f(z) = -57/64*z^3 + 107/114*z + 1
*
-3/5 | 0.16388422890360240045692620375140250205 | 0.028488858671249873025097345992207647621
f(z) = -55/63*z^3 + 103/105*z + 1
*
-5/8 | 0.18881016535070804815443173964319447194 | 0.029515748261628855811426835054460585008
f(z) = -56/75*z^3 + 107/120*z + 1
*
-3/5 | 0.16195379870390057282903293308936020948 | 0.027514600122349539755486728230367634786
f(z) = -55/72*z^3 + 113/120*z + 1
*
-16/21 | 0.18406737065331975085920512191076522944 | 0.028959133557716884789023293231854907234
f(z) = -49/64*z^3 + 109/144*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = -46/75*z^3 + 107/150*z + 1
*
-21/20 | 0.14990475245738329225252653632563993471 | 0.024090464463498639940079422876465087258
f(z) = -50/63*z^3 + 115/168*z + 1
*
[ 8/9 ] 
f(z) = -51/64*z^3 + 109/216*z + 1
*
[ 11/12 ] 
f(z) = -48/77*z^3 + 100/231*z + 1
*
0 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = -44/63*z^3 + 113/252*z + 1
*
[ 2 ] 
f(z) = -59/60*z^3 + 133/30*z + 1
*
[ 2 ] 
f(z) = -59/68*z^3 + 135/34*z + 1
*
[ 2 ] 
f(z) = -59/76*z^3 + 137/38*z + 1
*
-5/2 | 0.17889627398610680528443010465175050267 | 0.027720277211149036358611275018971515735
f(z) = -58/75*z^3 + 127/30*z + 1
*
-8/3 | 0.16099217976891763978950381008770113888 | 0.023000780495285132490692104538455331492
f(z) = -57/64*z^3 + 137/24*z + 1
*
[ 2 ] 
f(z) = -57/68*z^3 + 131/34*z + 1
*
-12/5 | 0.20466632109049812350493826654998914170 | 0.024537580573418269596214880017178889641
f(z) = -55/64*z^3 + 131/30*z + 1
*
[ 2 ] 
f(z) = -55/68*z^3 + 127/34*z + 1
*
[ 2 ] 
f(z) = -55/76*z^3 + 129/38*z + 1
*
[ 2 ] 
f(z) = -53/60*z^3 + 121/30*z + 1
*
[ 2 ] 
f(z) = -53/68*z^3 + 123/34*z + 1
*
[ 2 ] 
f(z) = -53/76*z^3 + 125/38*z + 1
*
-8/3 | 0.15406242325545404284706195778529382979 | 0.022408323282724465160523751773435485606
f(z) = -51/64*z^3 + 121/24*z + 1
*
[ 2 ] 
f(z) = -51/76*z^3 + 121/38*z + 1
*
[ -2/7 ] 
f(z) = -49/60*z^3 + 137/30*z + 1
*
[ -2 ] 
f(z) = -47/60*z^3 + 139/30*z + 1
*
-3 | 0.14968732559521164954158261381182002585 | 0.025255473906594517437002168644971767023
f(z) = -47/72*z^3 + 125/24*z + 1
*
[ 5/2 ] 
f(z) = -46/75*z^3 + 133/30*z + 1
*
[ 12/5 ] 
f(z) = -45/64*z^3 + 139/30*z + 1
*
[ -2 ] 
f(z) = -43/60*z^3 + 131/30*z + 1
*
[ -2 ] 
f(z) = -43/68*z^3 + 137/34*z + 1
*
3 | 0.17333621227187973182771010171175536595 | 0.029406916552132494963377613860817531081
f(z) = -43/72*z^3 + 121/24*z + 1
*
-3 | 0.17911531173910821154335474449408185083 | 0.029760328594345852493722996885296049919
f(z) = -43/72*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -41/60*z^3 + 127/30*z + 1
*
[ 3 ] 
f(z) = -41/63*z^3 + 137/21*z + 1
*
[ -2 ] 
f(z) = -41/68*z^3 + 133/34*z + 1
*
[ 3 ] 
f(z) = -41/72*z^3 + 139/24*z + 1
*
[ -2 ] 
f(z) = -41/76*z^3 + 139/38*z + 1
*
[ -2/3 ] 
f(z) = -57/64*z^3 + 139/48*z + 1
*
[ -4/5 ] 
f(z) = -53/64*z^3 + 139/50*z + 1
*
[ -2/3 ] 
f(z) = -51/64*z^3 + 137/48*z + 1
*
[ -6/5 ] 
f(z) = -50/63*z^3 + 125/42*z + 1
*
[ -6/7 ] 
f(z) = -49/64*z^3 + 131/48*z + 1
*
[ -4/5 ] 
f(z) = -49/64*z^3 + 137/50*z + 1
*
[ -10/7 ] 
f(z) = -49/72*z^3 + 139/45*z + 1
*
[ -3/2 ] 
f(z) = -46/63*z^3 + 139/42*z + 1
*
[ -8/15 ] 
f(z) = -45/64*z^3 + 123/40*z + 1
*
[ -8/5 ] 
f(z) = -45/64*z^3 + 137/40*z + 1
*
[ -4/5 ] 
f(z) = -41/64*z^3 + 133/50*z + 1
*
-1 | 0.088261612446458270834792590199750237916 | 0.018403975654753258699034697319222832744
f(z) = -60/61*z^3 + 121/61*z + 1
*
-1 | 0.086386381617057332358617535184690298644 | 0.017832998617774539606259760542459768718
f(z) = -60/67*z^3 + 127/67*z + 1
*
-1 | 0.084781321031262027220039286404246300391 | 0.017390336310652739956362519176553276982
f(z) = -60/71*z^3 + 131/71*z + 1
*
-1 | 0.083743646912838025857403737436401947136 | 0.017124267555778617827157268903539972517
f(z) = -60/73*z^3 + 133/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016349827846517289088591193860871225217
f(z) = -60/77*z^3 + 137/77*z + 1
*
-1 | 0.080916511796622275175612059219610536471 | 0.016398204325964399625395900827780423919
f(z) = -60/79*z^3 + 139/79*z + 1
*
-1 | 0.087657192012696350370415186302391044429 | 0.018309627822304738562578915825929633478
f(z) = -59/61*z^3 + 120/61*z + 1
*
-1 | 0.074522841398636000314733873199445694821 | 0.015539219382101498686711895890791402749
f(z) = -59/62*z^3 + 121/62*z + 1
*
-1 | 0.073484659874199444794633282064222107621 | 0.015296490000759287511692214942869345254
f(z) = -59/63*z^3 + 122/63*z + 1
*
-1 | 0.078167137523024426895843293663253204041 | 0.016243587475146726945019506652257976562
f(z) = -59/64*z^3 + 123/64*z + 1
*
-1 | 0.086386890384898739232812574191796811872 | 0.017921544459416976850680080122562003568
f(z) = -59/65*z^3 + 124/65*z + 1
*
-1 | 0.052853225025767330685495687093357958500 | 0.010946518370883193889737786154269261699
f(z) = -59/66*z^3 + 125/66*z + 1
*
-1 | 0.085659986185942099698032765938692178230 | 0.017711950592213796484188042311492651568
f(z) = -59/67*z^3 + 126/67*z + 1
*
-1 | 0.076707134638273536804683228632077212557 | 0.015834882771703875054641223772700903173
f(z) = -59/68*z^3 + 127/68*z + 1
*
-1 | 0.064497743148425481489284908329954168322 | 0.013292939169823365638636100390406960549
f(z) = -59/69*z^3 + 128/69*z + 1
*
-1 | 0.071546839825927230109443034187077776824 | 0.014722140254161679469703203931142762382
f(z) = -59/70*z^3 + 129/70*z + 1
*
-1 | 0.083876521516340004935365093804468987176 | 0.017231829044063465551273635344193655762
f(z) = -59/71*z^3 + 130/71*z + 1
*
-1 | 0.061179165708162671829906399112121024435 | 0.012549064510068120606012947950481097776
f(z) = -59/72*z^3 + 131/72*z + 1
*
-1 | 0.082604452206553474041092517641099254525 | 0.016917428459354486807495547467900146827
f(z) = -59/73*z^3 + 132/73*z + 1
*
-1 | 0.068817292670733847470106536784030956165 | 0.014072061291819759600551197405917895331
f(z) = -59/74*z^3 + 133/74*z + 1
*
-1 | 0.059609675286049916518608796334615010777 | 0.012170605352720469720702700883602504173
f(z) = -59/75*z^3 + 134/75*z + 1
*
-1 | 0.071642960825811019734599062230674441499 | 0.014605290032012887673648842293817144755
f(z) = -59/76*z^3 + 135/76*z + 1
*
-1 | 0.080441596714407650180080182371048502500 | 0.016374363472583982877957760417368838011
f(z) = -59/77*z^3 + 136/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016422069197565556811268160027257029418
f(z) = -59/79*z^3 + 138/79*z + 1
*
-1 | 0.072816317198284131429271534156540696924 | 0.015183381447953453910197770897815600844
f(z) = -58/63*z^3 + 121/63*z + 1
*
-1 | 0.085672415986146379647123670528800988123 | 0.017803228151577361173507067420125654917
f(z) = -58/65*z^3 + 123/65*z + 1
*
-1 | 0.084884255261767138534967240495649608441 | 0.017580517729403823177520784215628537329
f(z) = -58/67*z^3 + 125/67*z + 1
*
-1 | 0.063629808233483768213516869113958366556 | 0.013135291246565211267504217770616852054
f(z) = -58/69*z^3 + 127/69*z + 1
*
-1 | 0.082840161596748178737894661474438764744 | 0.017045958712809427777302897081317256902
f(z) = -58/71*z^3 + 129/71*z + 1
*
-1 | 0.080996578077499750544167592165322655095 | 0.016614010204681476589533650979719157684
f(z) = -58/73*z^3 + 131/73*z + 1
*
-1 | 0.059611094095947234820723366880166113434 | 0.012189537501921306380943806721972618998
f(z) = -58/75*z^3 + 133/75*z + 1
*
-1 | 0.080441570001579163176430238717481690162 | 0.016398993661918231775064528810707989981
f(z) = -58/77*z^3 + 135/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016446344445530930905011810318064444125
f(z) = -58/79*z^3 + 137/79*z + 1
*
-1 | 0.076747193920650805300146469650562077294 | 0.016003032907914692514869846550988873861
f(z) = -57/64*z^3 + 121/64*z + 1
*
-1 | 0.084912802590437784229175774729002886864 | 0.017675360245045007011735229076092758328
f(z) = -57/65*z^3 + 122/65*z + 1
*
-1 | 0.084046412527355646234278271235475521017 | 0.017435996504242844074466756410207570065
f(z) = -57/67*z^3 + 124/67*z + 1
*
-1 | 0.074998052985713080476416387446127132573 | 0.015532970114658778677200080980890440951
f(z) = -57/68*z^3 + 125/68*z + 1
*
-1 | 0.069527871830870005377918460985276152821 | 0.014352846120503429995656193987408986265
f(z) = -57/70*z^3 + 127/70*z + 1
*
-1 | 0.081547894654655641060126488789275105007 | 0.016806963316172471508670813458204967302
f(z) = -57/71*z^3 + 128/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016323038577862064348607679721826258742
f(z) = -57/73*z^3 + 130/73*z + 1
*
-1 | 0.066873582111633317212383117074446457553 | 0.013717102648005802745531372378449722624
f(z) = -57/74*z^3 + 131/74*z + 1
*
-1 | 0.080441101229816384377023389913603358562 | 0.016423791817491173523425402525524653264
f(z) = -57/77*z^3 + 134/77*z + 1
*
-1 | 0.080916230818206429071479149010727580051 | 0.016470978055704178086508999373100241088
f(z) = -57/79*z^3 + 136/79*z + 1
*
-1 | 0.084097945576965840080379796508117281733 | 0.017535783678914091826068167104722573542
f(z) = -56/65*z^3 + 121/65*z + 1
*
-1 | 0.083125012422841145893277582514391875421 | 0.017273862820745581591101776939219843161
f(z) = -56/67*z^3 + 123/67*z + 1
*
-1 | 0.061522938741802943065125449816181319983 | 0.012742117039017712606567977110844340272
f(z) = -56/69*z^3 + 125/69*z + 1
*
-1 | 0.079036875172532928592978407866890336785 | 0.016315818064391462030337177554777049458
f(z) = -56/71*z^3 + 127/71*z + 1
*
-1 | 0.079463431838048406214713597087157777788 | 0.016351131530659523353390266888357913512
f(z) = -56/73*z^3 + 129/73*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.012226953622564966403927686553889168067
f(z) = -56/75*z^3 + 131/75*z + 1
*
-1 | 0.080916242114520460198271731501465337235 | 0.016495761352696281643673404197210818825
f(z) = -56/79*z^3 + 135/79*z + 1
*
-1 | 0.082078155912442796827010137683952509777 | 0.017085303155036488687013461150732195447
f(z) = -55/67*z^3 + 122/67*z + 1
*
-1 | 0.072789472121250460262735660184380670834 | 0.015126077212729154569979338179637836322
f(z) = -55/68*z^3 + 123/68*z + 1
*
-1 | 0.059987701118099999567646480226748360762 | 0.012444854164980796930111677837992833749
f(z) = -55/69*z^3 + 124/69*z + 1
*
-1 | 0.078980362314295125814781752917041213335 | 0.016330802015650062690620726864261252247
f(z) = -55/71*z^3 + 126/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.011782582387796679996201840108055346586
f(z) = -55/72*z^3 + 127/72*z + 1
*
-1 | 0.079453886695288740747144008067816525308 | 0.016375389759235236498340545607377432788
f(z) = -55/73*z^3 + 128/73*z + 1
*
-1 | 0.066869823622353610671368605889848917459 | 0.013759754093046487748433603115417513743
f(z) = -55/74*z^3 + 129/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.014695075545026620896252341536680183734
f(z) = -55/76*z^3 + 131/76*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016520691626627413841717081445795116839
f(z) = -55/79*z^3 + 134/79*z + 1
*
-1 | 0.080799651678530366956311633529067368691 | 0.016848035982871819025854120077738180744
f(z) = -54/67*z^3 + 121/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016349085941049628623710811067773655489
f(z) = -54/71*z^3 + 125/71*z + 1
*
-1 | 0.079453734213866120407615174785164308019 | 0.016401871520604678245207747458567652453
f(z) = -54/73*z^3 + 127/73*z + 1
*
-1 | 0.080441403690948744651491437289062038331 | 0.016500132888596459676526525568727362100
f(z) = -54/77*z^3 + 131/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016545996788788444976206320843494069268
f(z) = -54/79*z^3 + 133/79*z + 1
*
-1 | 0.078758773869642419056761622249309767416 | 0.016450947197639473588729008125843701789
f(z) = -53/67*z^3 + 120/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.014508902821395372916155315847786626663
f(z) = -53/68*z^3 + 121/68*z + 1
*
-1 | 0.058066729365373258136880650382596240100 | 0.012087109699286801392407691562970446036
f(z) = -53/69*z^3 + 122/69*z + 1
*
-1 | 0.065841330654498321971424163993743266353 | 0.013682212856411405404229941671049343738
f(z) = -53/70*z^3 + 123/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016376328886007213657487410466409875279
f(z) = -53/71*z^3 + 124/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.011821318280777145134216072877432033820
f(z) = -53/72*z^3 + 125/72*z + 1
*
-1 | 0.079453449579850032039456579811592248949 | 0.016428622464221290420076415143286258436
f(z) = -53/73*z^3 + 126/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013803936355199213662066735373576724292
f(z) = -53/74*z^3 + 127/74*z + 1
*
-1 | 0.059609805740829662113003714710924863174 | 0.012285538732949916434105359209930544272
f(z) = -53/75*z^3 + 128/75*z + 1
*
-1 | 0.071642209351834053745622585332423316205 | 0.014741764370891212007515040606067345261
f(z) = -53/76*z^3 + 129/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016525993182833998808385239252869812294
f(z) = -53/77*z^3 + 130/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016571571457224150457566552972988289065
f(z) = -53/79*z^3 + 132/79*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012107647481003034491493372390228514135
f(z) = -52/69*z^3 + 121/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016403884475742772653336380514798332520
f(z) = -52/71*z^3 + 123/71*z + 1
*
-1 | 0.079453279133836688768267722686846492782 | 0.016455699330389663195107019602789533146
f(z) = -52/73*z^3 + 125/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012305438275637042628742442394346921111
f(z) = -52/75*z^3 + 127/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016552252320119001387063977887797739578
f(z) = -52/77*z^3 + 129/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016597420700600616970868691616561293744
f(z) = -52/79*z^3 + 131/79*z + 1
*
-1 | 0.065840786611256845422160255462833328526 | 0.013728870346872970948871060564552296196
f(z) = -51/70*z^3 + 121/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016431759042364666638972825555706001673
f(z) = -51/71*z^3 + 122/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016483052189480603663601255480482345492
f(z) = -51/73*z^3 + 124/73*z + 1
*
-1 | 0.066870045657038646716455021209182673727 | 0.013849565147438120508408796340728917924
f(z) = -51/74*z^3 + 125/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.014789146596261396277863550668629489940
f(z) = -51/76*z^3 + 127/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016578800372208733766246911015760909437
f(z) = -51/77*z^3 + 128/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016623549724242447249202705404624755787
f(z) = -51/79*z^3 + 130/79*z + 1
*
-1 | 0.078939149189614840691735962739987091788 | 0.016460091081770216891109474564410302159
f(z) = -50/71*z^3 + 121/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016510787356921654949962697131794771494
f(z) = -50/73*z^3 + 123/73*z + 1
*
[ 7/5 ] 
f(z) = -50/77*z^3 + 120/77*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016605642950971565109931236164805690653
f(z) = -50/77*z^3 + 127/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016649963874940898131059568246330354391
f(z) = -50/79*z^3 + 129/79*z + 1
*
-12/7 | 0.11634930595522430703402495759434003944 | 0.023578867277834851506340621122685140492
f(z) = -49/60*z^3 + 139/60*z + 1
*
10/7 | 0.13857671927275714437930890758491661786 | 0.028336774254632185433847001724172636189
f(z) = -49/66*z^3 + 133/66*z + 1
*
-1 | 0.078939473599497034806784311084343641217 | 0.016488691331637626415458852113577918172
f(z) = -49/71*z^3 + 120/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.011901485877131234274050462930471776046
f(z) = -49/72*z^3 + 121/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016538843579997415070363521658558337952
f(z) = -49/73*z^3 + 122/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013895737423172202802978182129718134223
f(z) = -49/74*z^3 + 123/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012366465397664393382216452393145414125
f(z) = -49/75*z^3 + 124/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.014837766735800460212610927605962576164
f(z) = -49/76*z^3 + 125/76*z + 1
*
-1 | 0.080916144898561228151613962977397645891 | 0.016676760139001011267156601256930829826
f(z) = -49/79*z^3 + 128/79*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016567227417137490867439182173768605478
f(z) = -48/73*z^3 + 121/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016660234923007071787422951392168712214
f(z) = -48/77*z^3 + 125/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016703669682329719997764618928201025319
f(z) = -48/79*z^3 + 127/79*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016595945618840568684414923876492076211
f(z) = -47/73*z^3 + 120/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013943238262469154885207490610636410973
f(z) = -47/74*z^3 + 121/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012408323076229170793386026647876564960
f(z) = -47/75*z^3 + 122/75*z + 1
*
-1 | 0.071642190254201354270616664489661148162 | 0.014887665343539592475375278619069355321
f(z) = -47/76*z^3 + 123/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016687996344325943294152052849150667882
f(z) = -47/77*z^3 + 124/77*z + 1
*
-1 | 0.080916370210368262797528486272969076336 | 0.016731111164976200345889120781871366062
f(z) = -47/79*z^3 + 126/79*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012429618145601680582246105732778201958
f(z) = -46/75*z^3 + 121/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016716076360547751814173941769662004375
f(z) = -46/77*z^3 + 123/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016758583922680451615853593914917083987
f(z) = -46/79*z^3 + 125/79*z + 1
*
-1 | 0.071641847636471747755268073498069043798 | 0.014938485522944651380595927753155986315
f(z) = -45/76*z^3 + 121/76*z + 1
*
-1 | 0.080441558679343447209271540447184260029 | 0.016744630785398644659177265971458158090
f(z) = -45/77*z^3 + 122/77*z + 1
*
-1 | 0.080915848173383761954427095575815751219 | 0.016786539763725874085023995989618356670
f(z) = -45/79*z^3 + 124/79*z + 1
*
[ 3/2 ] 
f(z) = -44/69*z^3 + 122/69*z + 1
*
[ 3/2 ] 
f(z) = -44/75*z^3 + 124/75*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016814755004403691472698471883093722397
f(z) = -44/79*z^3 + 123/79*z + 1
*
-2 | 0.067325762147431351245042072885726826580 | 0.013684151049040736843180940286976271761
f(z) = -43/70*z^3 + 137/70*z + 1
*
-2 | 0.066870512243003243707307879476504159771 | 0.013632368269549040133554570981043176117
f(z) = -43/74*z^3 + 135/74*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016802293448697174486670135483772214690
f(z) = -43/77*z^3 + 120/77*z + 1
*
-1 | 0.080915856142283392638002120971253804759 | 0.016843360049597003476415197175456378028
f(z) = -43/79*z^3 + 122/79*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016872234139980180012548499100444193140
f(z) = -42/79*z^3 + 121/79*z + 1
*
-2 | 0.067940068652179601953449268928552124715 | 0.013892682683962936737947584650493145510
f(z) = -41/62*z^3 + 133/62*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.013547936746844936882707230661314829192
f(z) = -41/70*z^3 + 129/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.013803936355199213662066735373576724292
f(z) = -41/74*z^3 + 127/74*z + 1
*
-1 | 0.080916384012826035154063965512699241296 | 0.016901623722865147038266236048180791931
f(z) = -41/79*z^3 + 120/79*z + 1
*
-2/5 | 0.11262350041854688656757156980403682550 | 0.017986688491587302919320617870566642162
f(z) = -55/64*z^3 + 131/80*z + 1
*
-2/5 | 0.13249287697988264536923363527577037378 | 0.021212073689180319538769840963317596250
f(z) = -45/64*z^3 + 129/80*z + 1
*
-5/4 | 0.18881003608098978887728730214901516155 | 0.029477486606158562107747882099271945376
f(z) = -58/75*z^3 + 121/120*z + 1
*
[ 12/11 ] 
f(z) = -55/72*z^3 + 131/132*z + 1
*
5/6 | 0.14360105340659710287718329362141083308 | 0.029501805250326805400373066768859405818
f(z) = -54/65*z^3 + 127/130*z + 1
*
[ 5/4 ] 
f(z) = -46/75*z^3 + 139/120*z + 1
*
[ 11/10 ] 
f(z) = -50/77*z^3 + 135/154*z + 1
*
-21/20 | 0.14121096695070697489248037372723623473 | 0.022693328432995493088978539534342350370
f(z) = -50/63*z^3 + 139/168*z + 1
*
-4/5 | 0.17536358708793554688412710954315761460 | 0.029792811365709302982002507312503351137
f(z) = -55/72*z^3 + 133/180*z + 1
*
13/9 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = -54/65*z^3 + 128/195*z + 1
*
[ 8/9 ] 
f(z) = -57/64*z^3 + 125/216*z + 1
*
[ 21/22 ] 
f(z) = -44/63*z^3 + 136/231*z + 1
*
-68/21 | 0.23890983419220680874398839337355129014 | 0.028207650334923507370877519161720143620
f(z) = -49/64*z^3 + 149/18*z + 1
*
-3 | 0.17605457763368497655201951436605121382 | 0.028849305566533973998966580679205326151
f(z) = -55/72*z^3 + 149/24*z + 1
*
[ -2 ] 
f(z) = -53/60*z^3 + 151/30*z + 1
*
[ -2 ] 
f(z) = -53/68*z^3 + 157/34*z + 1
*
[ 8/3 ] 
f(z) = -51/64*z^3 + 151/24*z + 1
*
[ -2 ] 
f(z) = -51/76*z^3 + 159/38*z + 1
*
[ -2 ] 
f(z) = -49/60*z^3 + 143/30*z + 1
*
[ -2 ] 
f(z) = -49/68*z^3 + 149/34*z + 1
*
[ -2/7 ] 
f(z) = -49/68*z^3 + 155/34*z + 1
*
[ -2 ] 
f(z) = -49/76*z^3 + 155/38*z + 1
*
[ 3 ] 
f(z) = -47/63*z^3 + 155/21*z + 1
*
[ -2 ] 
f(z) = -47/68*z^3 + 145/34*z + 1
*
[ 3 ] 
f(z) = -47/72*z^3 + 157/24*z + 1
*
[ -2 ] 
f(z) = -47/76*z^3 + 151/38*z + 1
*
[ 3 ] 
f(z) = -46/63*z^3 + 152/21*z + 1
*
[ -5/2 ] 
f(z) = -46/75*z^3 + 157/30*z + 1
*
[ -2 ] 
f(z) = -45/68*z^3 + 141/34*z + 1
*
[ -2 ] 
f(z) = -45/76*z^3 + 147/38*z + 1
*
[ 3 ] 
f(z) = -44/63*z^3 + 146/21*z + 1
*
[ 3 ] 
f(z) = -43/63*z^3 + 143/21*z + 1
*
[ -3 ] 
f(z) = -43/63*z^3 + 157/21*z + 1
*
[ 3 ] 
f(z) = -43/72*z^3 + 145/24*z + 1
*
[ -2 ] 
f(z) = -43/76*z^3 + 143/38*z + 1
*
[ -3 ] 
f(z) = -41/63*z^3 + 151/21*z + 1
*
[ -3 ] 
f(z) = -41/72*z^3 + 155/24*z + 1
*
[ -3/2 ] 
f(z) = -58/63*z^3 + 157/42*z + 1
*
[ -4/5 ] 
f(z) = -57/64*z^3 + 141/50*z + 1
*
[ -4/7 ] 
f(z) = -57/64*z^3 + 149/49*z + 1
*
[ -8/5 ] 
f(z) = -55/64*z^3 + 153/40*z + 1
*
[ -4/7 ] 
f(z) = -53/64*z^3 + 148/49*z + 1
*
[ -3/2 ] 
f(z) = -50/63*z^3 + 145/42*z + 1
*
[ -4/7 ] 
f(z) = -45/64*z^3 + 146/49*z + 1
*
[ -4/7 ] 
f(z) = -41/64*z^3 + 145/49*z + 1
*
[ 3/2 ] 
f(z) = -56/69*z^3 + 149/69*z + 1
*
[ 3/2 ] 
f(z) = -56/75*z^3 + 151/75*z + 1
*
[ 3/2 ] 
f(z) = -52/69*z^3 + 140/69*z + 1
*
[ 3/2 ] 
f(z) = -52/75*z^3 + 142/75*z + 1
*
-3/7 | 0.094985396074467201349170097030485736776 | 0.018982097382142153874294091712466966191
f(z) = -49/60*z^3 + 149/60*z + 1
*
[ 11/7 ] 
f(z) = -49/66*z^3 + 145/66*z + 1
*
-2 | 0.071257159563649673750143216998549962329 | 0.014057704924160593546192288977196977166
f(z) = -49/74*z^3 + 159/74*z + 1
*
-2 | 0.071594263943513185574994234977177354727 | 0.014159569510600818866793692405699231430
f(z) = -47/62*z^3 + 157/62*z + 1
*
-2 | 0.050854872963133353615981014204423249660 | 0.010083400027598272803850620905358024670
f(z) = -47/66*z^3 + 155/66*z + 1
*
-2 | 0.070652467813417585597591583704796901505 | 0.014044993481176056059198136004276165803
f(z) = -47/70*z^3 + 153/70*z + 1
*
-2 | 0.069836512421978026242940308705117219764 | 0.013919198189732970078807137259668130059
f(z) = -47/74*z^3 + 151/74*z + 1
*
-2 | 0.070529389504559310941680377593348499380 | 0.014094753459036826623941833524885834368
f(z) = -45/62*z^3 + 149/62*z + 1
*
-2 | 0.067675137091981390332694973120250014031 | 0.013636360219569719037799566518354199696
f(z) = -45/74*z^3 + 143/74*z + 1
*
-3/2 | 0.12330067180446819744091447016799884104 | 0.024640686423427046590092725809456226019
f(z) = -44/75*z^3 + 149/75*z + 1
*
-2 | 0.069332660050724174492952972700198377897 | 0.014010107903098526792661804405644671586
f(z) = -43/62*z^3 + 141/62*z + 1
*
18/11 | 0.18705622745793872686439554914170529664 | 0.026588356196812895667697092087327600931
f(z) = -55/72*z^3 + 142/99*z + 1
*
-3/4 | 0.13169192787226880741327113951027997684 | 0.021532742103731556649907278434826754358
f(z) = -52/63*z^3 + 151/84*z + 1
*
[ 10/7 ] 
f(z) = -49/64*z^3 + 149/80*z + 1
*
-3/4 | 0.16380931317180378956166126391301612187 | 0.026962960189191008713402109590087570351
f(z) = -44/63*z^3 + 145/84*z + 1
*
[ 3/2 ] 
f(z) = -43/63*z^3 + 157/84*z + 1
*
[ 3/2 ] 
f(z) = -41/63*z^3 + 151/84*z + 1
*
[ 3/2 ] 
f(z) = -41/72*z^3 + 155/96*z + 1
*
20/17 | 0.23441867975979077959487669312156945532 | 0.027548976828215289935637853278278698601
f(z) = -51/64*z^3 + 155/102*z + 1
*
[ 8/7 ] 
f(z) = -49/60*z^3 + 143/120*z + 1
*
[ 8/7 ] 
f(z) = -49/68*z^3 + 145/136*z + 1
*
0 | 0.14286629728243551333060396718883227057 | 0.028255409800551404646602673584869596606
f(z) = -46/65*z^3 + 157/130*z + 1
*
0 | 0.14360216018178391941867276472500094240 | 0.028697781990818412490788230045732482034
f(z) = -42/65*z^3 + 149/130*z + 1
*
[ 8/7 ] 
f(z) = -49/76*z^3 + 147/152*z + 1
*
[ 21/20 ] 
f(z) = -50/63*z^3 + 155/168*z + 1
*
0 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -52/63*z^3 + 145/252*z + 1
*
[ 20/21 ] 
f(z) = -45/64*z^3 + 144/245*z + 1
*
[ 13/14 ] 
f(z) = -49/65*z^3 + 149/260*z + 1
*
[ -20/3 ] 
f(z) = -45/64*z^3 + 162/5*z + 1
*
[ -2 ] 
f(z) = -59/60*z^3 + 163/30*z + 1
*
[ -2 ] 
f(z) = -59/68*z^3 + 169/34*z + 1
*
[ -2 ] 
f(z) = -59/76*z^3 + 175/38*z + 1
*
[ 5/2 ] 
f(z) = -58/75*z^3 + 163/30*z + 1
*
[ 8/3 ] 
f(z) = -57/64*z^3 + 167/24*z + 1
*
[ -2 ] 
f(z) = -57/68*z^3 + 165/34*z + 1
*
[ 3 ] 
f(z) = -55/63*z^3 + 179/21*z + 1
*
[ -2 ] 
f(z) = -55/68*z^3 + 161/34*z + 1
*
[ -2 ] 
f(z) = -55/76*z^3 + 167/38*z + 1
*
[ 3 ] 
f(z) = -53/63*z^3 + 173/21*z + 1
*
[ 3 ] 
f(z) = -53/72*z^3 + 175/24*z + 1
*
[ -2 ] 
f(z) = -53/76*z^3 + 163/38*z + 1
*
[ 3 ] 
f(z) = -52/63*z^3 + 170/21*z + 1
*
[ -8/3 ] 
f(z) = -51/64*z^3 + 169/24*z + 1
*
[ 3 ] 
f(z) = -50/63*z^3 + 164/21*z + 1
*
[ -3 ] 
f(z) = -50/63*z^3 + 178/21*z + 1
*
2/7 | 0.096452160547253030397709678187367460494 | 0.016597800787112953850185106891009646700
f(z) = -49/60*z^3 + 167/30*z + 1
*
[ 3 ] 
f(z) = -49/72*z^3 + 163/24*z + 1
*
[ -3 ] 
f(z) = -49/72*z^3 + 179/24*z + 1
*
[ -2/7 ] 
f(z) = -49/76*z^3 + 173/38*z + 1
*
[ -3 ] 
f(z) = -47/63*z^3 + 169/21*z + 1
*
[ -3 ] 
f(z) = -47/72*z^3 + 173/24*z + 1
*
[ -3 ] 
f(z) = -46/63*z^3 + 166/21*z + 1
*
[ -3 ] 
f(z) = -44/63*z^3 + 160/21*z + 1
*
[ -3 ] 
f(z) = -43/72*z^3 + 161/24*z + 1
*
12/5 | 0.21270495917756428483850738475685714203 | 0.022758275168323473148266242710371192219
f(z) = -55/64*z^3 + 179/45*z + 1
*
[ -2/5 ] 
f(z) = -55/72*z^3 + 163/45*z + 1
*
20/51 | 0.20874665489289627961077826100624182260 | 0.022430494952862518769525404031578034356
f(z) = -51/64*z^3 + 172/51*z + 1
*
[ 21/10 ] 
f(z) = -50/63*z^3 + 169/42*z + 1
*
-6/7 | 0.16485552134440797293622152502386825344 | 0.025440491923930994395471660623722313085
f(z) = -49/64*z^3 + 163/48*z + 1
*
[ -1 ] 
f(z) = -59/60*z^3 + 179/60*z + 1
*
[ -1 ] 
f(z) = -57/61*z^3 + 179/61*z + 1
*
[ -1 ] 
f(z) = -56/61*z^3 + 178/61*z + 1
*
-3/2 | 0.13923548296305693048157967115542403844 | 0.026928907061055421504526936497322423953
f(z) = -56/75*z^3 + 176/75*z + 1
*
[ -1 ] 
f(z) = -55/61*z^3 + 177/61*z + 1
*
[ -1 ] 
f(z) = -55/62*z^3 + 179/62*z + 1
*
[ -1 ] 
f(z) = -54/61*z^3 + 176/61*z + 1
*
[ 5/3 ] 
f(z) = -54/65*z^3 + 176/65*z + 1
*
[ -1 ] 
f(z) = -53/60*z^3 + 173/60*z + 1
*
[ -1 ] 
f(z) = -53/61*z^3 + 175/61*z + 1
*
[ -1 ] 
f(z) = -53/62*z^3 + 177/62*z + 1
*
[ -1 ] 
f(z) = -53/63*z^3 + 179/63*z + 1
*
-2 | 0.053739560255371829064644016776694833084 | 0.010359661352904113139022589214191768540
f(z) = -53/66*z^3 + 179/66*z + 1
*
-2 | 0.073813344715582564888516543147628170829 | 0.014260280040020990766097585869323790346
f(z) = -53/70*z^3 + 177/70*z + 1
*
-2 | 0.073465430525992280559905803202778022369 | 0.014224293300228095586287731459376204408
f(z) = -53/74*z^3 + 175/74*z + 1
*
-2 | 0.052663942685299575334907895845102953397 | 0.010219476565527437734179973246070256355
f(z) = -53/78*z^3 + 173/78*z + 1
*
[ -1 ] 
f(z) = -52/61*z^3 + 174/61*z + 1
*
[ -1 ] 
f(z) = -52/63*z^3 + 178/63*z + 1
*
[ -5/4 ] 
f(z) = -52/75*z^3 + 173/60*z + 1
*
[ -1 ] 
f(z) = -51/61*z^3 + 173/61*z + 1
*
-2 | 0.073460600311240743700256980797141439335 | 0.014255083176289764481026571608527273628
f(z) = -51/62*z^3 + 173/62*z + 1
*
[ -1 ] 
f(z) = -51/62*z^3 + 175/62*z + 1
*
[ -1 ] 
f(z) = -51/64*z^3 + 179/64*z + 1
*
-2 | 0.072871969859442080835693904543150466472 | 0.014205342816507216075921672631930396484
f(z) = -51/70*z^3 + 169/70*z + 1
*
-2 | 0.072435150622262578889006233493555638944 | 0.014153035989712960766092910535658738170
f(z) = -51/74*z^3 + 167/74*z + 1
*
[ -1 ] 
f(z) = -50/61*z^3 + 172/61*z + 1
*
[ -1 ] 
f(z) = -50/63*z^3 + 176/63*z + 1
*
15/7 | 0.064485511962402525851460591530480259984 | 0.012690490134335077277117098610117250161
f(z) = -49/60*z^3 + 161/60*z + 1
*
-12/7 | 0.15482726625971703940004114510367464690 | 0.029846877031083507083748349091875796702
f(z) = -49/60*z^3 + 179/60*z + 1
*
[ -1 ] 
f(z) = -49/61*z^3 + 171/61*z + 1
*
-2 | 0.072565098760593423561096667664075925949 | 0.014211882820040933378951524766127891810
f(z) = -49/62*z^3 + 165/62*z + 1
*
[ -1 ] 
f(z) = -49/62*z^3 + 173/62*z + 1
*
[ -1 ] 
f(z) = -49/64*z^3 + 177/64*z + 1
*
[ -1 ] 
f(z) = -49/65*z^3 + 179/65*z + 1
*
-2/7 | 0.13399368617075163981997491929395690807 | 0.026120142641600083073270533927657563407
f(z) = -49/66*z^3 + 169/66*z + 1
*
[ -6/7 ] 
f(z) = -49/66*z^3 + 179/66*z + 1
*
[ -15/14 ] 
f(z) = -49/75*z^3 + 161/60*z + 1
*
[ -1 ] 
f(z) = -48/61*z^3 + 170/61*z + 1
*
[ -1 ] 
f(z) = -48/65*z^3 + 178/65*z + 1
*
[ -1 ] 
f(z) = -47/60*z^3 + 167/60*z + 1
*
[ -1 ] 
f(z) = -47/61*z^3 + 169/61*z + 1
*
[ -1 ] 
f(z) = -47/62*z^3 + 171/62*z + 1
*
[ -1 ] 
f(z) = -47/63*z^3 + 173/63*z + 1
*
[ -1 ] 
f(z) = -47/64*z^3 + 175/64*z + 1
*
[ -1 ] 
f(z) = -47/65*z^3 + 177/65*z + 1
*
[ -1 ] 
f(z) = -47/66*z^3 + 179/66*z + 1
*
[ -1 ] 
f(z) = -46/61*z^3 + 168/61*z + 1
*
[ -1 ] 
f(z) = -46/63*z^3 + 172/63*z + 1
*
[ -1 ] 
f(z) = -46/65*z^3 + 176/65*z + 1
*
[ -1 ] 
f(z) = -45/61*z^3 + 167/61*z + 1
*
[ -1 ] 
f(z) = -45/62*z^3 + 169/62*z + 1
*
[ -2/3 ] 
f(z) = -45/62*z^3 + 175/62*z + 1
*
[ -1 ] 
f(z) = -45/64*z^3 + 173/64*z + 1
*
[ -1 ] 
f(z) = -45/67*z^3 + 179/67*z + 1
*
[ -1 ] 
f(z) = -44/61*z^3 + 166/61*z + 1
*
[ -1 ] 
f(z) = -44/63*z^3 + 170/63*z + 1
*
[ -1 ] 
f(z) = -44/65*z^3 + 174/65*z + 1
*
[ -1 ] 
f(z) = -44/67*z^3 + 178/67*z + 1
*
[ -5/4 ] 
f(z) = -44/75*z^3 + 163/60*z + 1
*
[ -1 ] 
f(z) = -43/60*z^3 + 163/60*z + 1
*
[ -1 ] 
f(z) = -43/61*z^3 + 165/61*z + 1
*
[ -1 ] 
f(z) = -43/62*z^3 + 167/62*z + 1
*
[ -1 ] 
f(z) = -43/63*z^3 + 169/63*z + 1
*
[ -1 ] 
f(z) = -43/64*z^3 + 171/64*z + 1
*
[ -1 ] 
f(z) = -43/65*z^3 + 173/65*z + 1
*
[ -1 ] 
f(z) = -43/66*z^3 + 175/66*z + 1
*
[ -1 ] 
f(z) = -43/67*z^3 + 177/67*z + 1
*
[ -1 ] 
f(z) = -43/68*z^3 + 179/68*z + 1
*
-5/2 | 0.17882877261002837007298148378166734100 | 0.026310638619213450334754845257869829014
f(z) = -43/75*z^3 + 179/60*z + 1
*
[ -1 ] 
f(z) = -42/61*z^3 + 164/61*z + 1
*
[ -1 ] 
f(z) = -42/65*z^3 + 172/65*z + 1
*
[ -1 ] 
f(z) = -42/67*z^3 + 176/67*z + 1
*
[ -1 ] 
f(z) = -41/60*z^3 + 161/60*z + 1
*
[ -1 ] 
f(z) = -41/61*z^3 + 163/61*z + 1
*
[ -1 ] 
f(z) = -41/62*z^3 + 165/62*z + 1
*
[ -1 ] 
f(z) = -41/63*z^3 + 167/63*z + 1
*
[ -1 ] 
f(z) = -41/64*z^3 + 169/64*z + 1
*
[ -1 ] 
f(z) = -41/65*z^3 + 171/65*z + 1
*
[ -1 ] 
f(z) = -41/66*z^3 + 173/66*z + 1
*
[ -1 ] 
f(z) = -41/67*z^3 + 175/67*z + 1
*
[ -1 ] 
f(z) = -41/68*z^3 + 177/68*z + 1
*
[ -1 ] 
f(z) = -41/69*z^3 + 179/69*z + 1
*
-5/2 | 0.17979319908880302708846022824168134794 | 0.026678174578631903803114446320828116420
f(z) = -41/75*z^3 + 169/60*z + 1
*
-18/11 | 0.20498237881536589532122614559135405355 | 0.028551829742655074050406515556475774425
f(z) = -55/72*z^3 + 164/99*z + 1
*
[ 3/2 ] 
f(z) = -49/72*z^3 + 179/96*z + 1
*
[ 3/2 ] 
f(z) = -47/63*z^3 + 169/84*z + 1
*
[ 3/2 ] 
f(z) = -47/72*z^3 + 173/96*z + 1
*
[ 3/2 ] 
f(z) = -43/72*z^3 + 161/96*z + 1
*
20/19 | 0.21492521250047834560544065611933210234 | 0.024837881603568234575509755049937829650
f(z) = -57/64*z^3 + 179/114*z + 1
*
[ 5/4 ] 
f(z) = -58/75*z^3 + 169/120*z + 1
*
0 | 0.15243264059360020701290207111834519126 | 0.029449040014111687920651528875996452672
f(z) = -56/65*z^3 + 177/130*z + 1
*
0 | 0.14581019868758098773498423272801242821 | 0.028294575615178461349324995970352535629
f(z) = -54/65*z^3 + 173/130*z + 1
*
-8/17 | 0.20650033214864504057586522724842397573 | 0.028460855131325788591992928099821989646
f(z) = -51/64*z^3 + 177/136*z + 1
*
[ 6/5 ] 
f(z) = -50/69*z^3 + 167/138*z + 1
*
3/2 | 0.11921865087607085574501927876600914787 | 0.023461752364680267103170893340694310879
f(z) = -58/75*z^3 + 161/150*z + 1
*
[ 7/6 ] 
f(z) = -54/77*z^3 + 169/154*z + 1
*
0 | 0.14489077455820407707843122638460685809 | 0.027931366584506555912980442485275718335
f(z) = -52/75*z^3 + 179/150*z + 1
*
0 | 0.11921969012489034253957426877173933084 | 0.023294223184805670893933079272392825540
f(z) = -46/75*z^3 + 167/150*z + 1
*
0 | 0.14489112040461952051611014878257304635 | 0.028444881412062817999185382220907429198
f(z) = -44/75*z^3 + 163/150*z + 1
*
5/14 | 0.16771661671936980657749428303115190884 | 0.024109181502505654043415787372318854745
f(z) = -56/75*z^3 + 167/210*z + 1
*
-5/4 | 0.071621778142903843409522401825934978787 | 0.010295595526284172901896547768013387281
f(z) = -56/75*z^3 + 173/210*z + 1
*
-7/9 | 0.15251272961586092836563549803185951347 | 0.028022973929584453300227451301593746112
f(z) = -54/77*z^3 + 164/231*z + 1
*
-5/4 | 0.19023626484757403848514168923020482527 | 0.026831340372455986015469505858058053166
f(z) = -43/75*z^3 + 167/240*z + 1
*
[ 16/17 ] 
f(z) = -51/64*z^3 + 175/272*z + 1
*
-9/14 | 0.14320113013089459895502268636842290364 | 0.025681929207368684548187729418915823858
f(z) = -49/66*z^3 + 169/264*z + 1
*
[ -36/7 ] 
f(z) = -49/64*z^3 + 193/9*z + 1
*
[ 30/7 ] 
f(z) = -49/72*z^3 + 199/15*z + 1
*
[ 3 ] 
f(z) = -59/63*z^3 + 191/21*z + 1
*
[ 3 ] 
f(z) = -59/72*z^3 + 193/24*z + 1
*
[ 3 ] 
f(z) = -58/63*z^3 + 188/21*z + 1
*
[ -5/2 ] 
f(z) = -58/75*z^3 + 187/30*z + 1
*
[ -8/3 ] 
f(z) = -57/64*z^3 + 185/24*z + 1
*
[ -3 ] 
f(z) = -55/63*z^3 + 193/21*z + 1
*
[ -12/5 ] 
f(z) = -55/64*z^3 + 191/30*z + 1
*
[ 3 ] 
f(z) = -55/72*z^3 + 181/24*z + 1
*
[ -3 ] 
f(z) = -55/72*z^3 + 197/24*z + 1
*
[ -3 ] 
f(z) = -53/63*z^3 + 187/21*z + 1
*
[ -3 ] 
f(z) = -53/72*z^3 + 191/24*z + 1
*
[ -3 ] 
f(z) = -52/63*z^3 + 184/21*z + 1
*
2/7 | 0.16134725173633013728410377653286712893 | 0.026997620150668872526939026518621330024
f(z) = -49/60*z^3 + 197/30*z + 1
*
[ -4/9 ] 
f(z) = -57/64*z^3 + 185/54*z + 1
*
[ 20/11 ] 
f(z) = -55/64*z^3 + 181/55*z + 1
*
-44/51 | 0.23936229261743763307316372052025621590 | 0.025364241800882263515017421987002696507
f(z) = -51/64*z^3 + 196/51*z + 1
*
[ -3/10 ] 
f(z) = -50/63*z^3 + 185/42*z + 1
*
3/10 | 0.18975163478496892171339039332971022493 | 0.029686185133313705953364571485513091173
f(z) = -50/63*z^3 + 199/42*z + 1
*
[ 20/9 ] 
f(z) = -45/64*z^3 + 181/45*z + 1
*
4/9 | 0.20865740192303143191475490847752433752 | 0.022259594031312590392812862444130156653
f(z) = -45/64*z^3 + 184/45*z + 1
*
8/3 | 0.21600353599753944973211624407625345542 | 0.029419730389437878069025901522625347206
f(z) = -45/64*z^3 + 193/40*z + 1
*
[ -1 ] 
f(z) = -60/61*z^3 + 182/61*z + 1
*
[ -1/2 ] 
f(z) = -60/61*z^3 + 198/61*z + 1
*
[ -1 ] 
f(z) = -60/67*z^3 + 194/67*z + 1
*
[ -1 ] 
f(z) = -59/61*z^3 + 181/61*z + 1
*
[ -1 ] 
f(z) = -59/62*z^3 + 183/62*z + 1
*
[ -1 ] 
f(z) = -59/63*z^3 + 185/63*z + 1
*
[ -1 ] 
f(z) = -59/64*z^3 + 187/64*z + 1
*
[ -1 ] 
f(z) = -59/65*z^3 + 189/65*z + 1
*
[ -1 ] 
f(z) = -59/66*z^3 + 191/66*z + 1
*
[ -1 ] 
f(z) = -59/67*z^3 + 193/67*z + 1
*
[ -1 ] 
f(z) = -59/68*z^3 + 195/68*z + 1
*
[ -1 ] 
f(z) = -59/69*z^3 + 197/69*z + 1
*
[ -1 ] 
f(z) = -59/70*z^3 + 199/70*z + 1
*
-2 | 0.076041062027935178366229480933263023562 | 0.014365517298900878550092592977017880128
f(z) = -59/74*z^3 + 199/74*z + 1
*
-2 | 0.055449907120142255740513264004074288915 | 0.010495508022626965303920493932515750743
f(z) = -59/78*z^3 + 197/78*z + 1
*
[ -1 ] 
f(z) = -58/61*z^3 + 180/61*z + 1
*
[ -1 ] 
f(z) = -58/63*z^3 + 184/63*z + 1
*
[ -1 ] 
f(z) = -58/65*z^3 + 188/65*z + 1
*
[ -1 ] 
f(z) = -58/67*z^3 + 192/67*z + 1
*
[ -1 ] 
f(z) = -58/69*z^3 + 196/69*z + 1
*
[ -1 ] 
f(z) = -57/62*z^3 + 181/62*z + 1
*
-2 | 0.075827057709165187599321656277288834129 | 0.014352476565820068797831539943874999823
f(z) = -57/62*z^3 + 197/62*z + 1
*
[ -1 ] 
f(z) = -57/64*z^3 + 185/64*z + 1
*
[ -1 ] 
f(z) = -57/65*z^3 + 187/65*z + 1
*
[ -1 ] 
f(z) = -57/67*z^3 + 191/67*z + 1
*
[ -1 ] 
f(z) = -57/68*z^3 + 193/68*z + 1
*
-2 | 0.075484435719539233417848144449777123354 | 0.014343317392819357190595915338964719876
f(z) = -57/70*z^3 + 193/70*z + 1
*
[ -1 ] 
f(z) = -57/70*z^3 + 197/70*z + 1
*
[ -1 ] 
f(z) = -57/71*z^3 + 199/71*z + 1
*
-2 | 0.075247705606568879136086484640155634785 | 0.014326692362349880938618521705830603893
f(z) = -57/74*z^3 + 191/74*z + 1
*
[ -1/2 ] 
f(z) = -56/61*z^3 + 197/61*z + 1
*
[ -1 ] 
f(z) = -56/65*z^3 + 186/65*z + 1
*
[ -1 ] 
f(z) = -56/67*z^3 + 190/67*z + 1
*
[ -1 ] 
f(z) = -56/69*z^3 + 194/69*z + 1
*
[ -1 ] 
f(z) = -56/71*z^3 + 198/71*z + 1
*
-2 | 0.075082974627702334852411373778508119337 | 0.014324036320712821590683367333854849723
f(z) = -55/62*z^3 + 189/62*z + 1
*
[ -1 ] 
f(z) = -55/63*z^3 + 181/63*z + 1
*
[ -1 ] 
f(z) = -55/64*z^3 + 183/64*z + 1
*
[ -1 ] 
f(z) = -55/67*z^3 + 189/67*z + 1
*
[ -1 ] 
f(z) = -55/68*z^3 + 191/68*z + 1
*
[ -1 ] 
f(z) = -55/69*z^3 + 193/69*z + 1
*
[ -1 ] 
f(z) = -55/71*z^3 + 197/71*z + 1
*
[ -1 ] 
f(z) = -55/72*z^3 + 199/72*z + 1
*
-2 | 0.074395370768016611699119015990006823051 | 0.014280750266979592382545937519480922799
f(z) = -55/74*z^3 + 183/74*z + 1
*
-2 | 0.053687956020241700692319685039333292459 | 0.010327591936157895413221633440113972440
f(z) = -55/78*z^3 + 181/78*z + 1
*
[ -1 ] 
f(z) = -54/65*z^3 + 184/65*z + 1
*
[ -1 ] 
f(z) = -54/67*z^3 + 188/67*z + 1
*
[ -1 ] 
f(z) = -54/71*z^3 + 196/71*z + 1
*
-2 | 0.074297459920896470845570556335535194778 | 0.014292103943513296130010672955419155322
f(z) = -53/62*z^3 + 181/62*z + 1
*
[ -1 ] 
f(z) = -53/64*z^3 + 181/64*z + 1
*
[ -1 ] 
f(z) = -53/65*z^3 + 183/65*z + 1
*
[ -1 ] 
f(z) = -53/66*z^3 + 185/66*z + 1
*
[ -1 ] 
f(z) = -53/67*z^3 + 187/67*z + 1
*
[ -1 ] 
f(z) = -53/68*z^3 + 189/68*z + 1
*
[ -1 ] 
f(z) = -53/69*z^3 + 191/69*z + 1
*
[ -1 ] 
f(z) = -53/70*z^3 + 193/70*z + 1
*
[ -1 ] 
f(z) = -53/71*z^3 + 195/71*z + 1
*
[ -1 ] 
f(z) = -53/72*z^3 + 197/72*z + 1
*
[ -1 ] 
f(z) = -53/73*z^3 + 199/73*z + 1
*
[ -1/2 ] 
f(z) = -52/61*z^3 + 196/61*z + 1
*
[ -1 ] 
f(z) = -52/67*z^3 + 186/67*z + 1
*
[ -1 ] 
f(z) = -52/69*z^3 + 190/69*z + 1
*
[ -1 ] 
f(z) = -52/71*z^3 + 194/71*z + 1
*
[ -1 ] 
f(z) = -52/73*z^3 + 198/73*z + 1
*
[ -1 ] 
f(z) = -51/65*z^3 + 181/65*z + 1
*
[ -1 ] 
f(z) = -51/67*z^3 + 185/67*z + 1
*
[ -1 ] 
f(z) = -51/70*z^3 + 191/70*z + 1
*
[ -1 ] 
f(z) = -51/71*z^3 + 193/71*z + 1
*
[ -1 ] 
f(z) = -51/73*z^3 + 197/73*z + 1
*
[ -1 ] 
f(z) = -51/74*z^3 + 199/74*z + 1
*
[ 9/5 ] 
f(z) = -50/63*z^3 + 190/63*z + 1
*
-9/5 | 0.12757808361056034329839211461860856091 | 0.024147863713185867401927307279833094526
f(z) = -50/63*z^3 + 197/63*z + 1
*
[ -1 ] 
f(z) = -50/67*z^3 + 184/67*z + 1
*
[ -1 ] 
f(z) = -50/69*z^3 + 188/69*z + 1
*
[ -1 ] 
f(z) = -50/71*z^3 + 192/71*z + 1
*
[ -1 ] 
f(z) = -50/73*z^3 + 196/73*z + 1
*
-15/7 | 0.095579627872538755131616756484766855985 | 0.018161743222894894091895944258178853184
f(z) = -49/60*z^3 + 193/60*z + 1
*
[ -5/7 ] 
f(z) = -49/65*z^3 + 181/65*z + 1
*
[ -1 ] 
f(z) = -49/66*z^3 + 181/66*z + 1
*
1/7 | 0.10273112790568756742395228086192557245 | 0.019407748336321165799964170576994896573
f(z) = -49/66*z^3 + 199/66*z + 1
*
[ -1 ] 
f(z) = -49/67*z^3 + 183/67*z + 1
*
[ -1 ] 
f(z) = -49/68*z^3 + 185/68*z + 1
*
[ -1 ] 
f(z) = -49/69*z^3 + 187/69*z + 1
*
[ -1 ] 
f(z) = -49/71*z^3 + 191/71*z + 1
*
[ -8/7 ] 
f(z) = -49/72*z^3 + 199/72*z + 1
*
[ -1 ] 
f(z) = -49/73*z^3 + 195/73*z + 1
*
[ -1 ] 
f(z) = -49/74*z^3 + 197/74*z + 1
*
16/7 | 0.11968150726881067435665358622784889395 | 0.023022328674807075530423259825983367270
f(z) = -49/75*z^3 + 181/75*z + 1
*
-3/7 | 0.13928646926094105660789773371822708296 | 0.026709143838965142617499819381517251659
f(z) = -49/75*z^3 + 184/75*z + 1
*
-10/7 | 0.19594144964610253645309140831378828921 | 0.028427627584129389067978026527552651118
f(z) = -49/75*z^3 + 197/60*z + 1
*
[ -1 ] 
f(z) = -49/75*z^3 + 199/75*z + 1
*
[ -1/2 ] 
f(z) = -48/61*z^3 + 195/61*z + 1
*
[ -5/4 ] 
f(z) = -48/65*z^3 + 192/65*z + 1
*
[ -1 ] 
f(z) = -48/67*z^3 + 182/67*z + 1
*
[ -1 ] 
f(z) = -48/71*z^3 + 190/71*z + 1
*
[ -1 ] 
f(z) = -48/73*z^3 + 194/73*z + 1
*
[ 7/4 ] 
f(z) = -48/77*z^3 + 180/77*z + 1
*
[ -1 ] 
f(z) = -47/67*z^3 + 181/67*z + 1
*
[ -1 ] 
f(z) = -47/68*z^3 + 183/68*z + 1
*
[ -1 ] 
f(z) = -47/69*z^3 + 185/69*z + 1
*
[ -1 ] 
f(z) = -47/70*z^3 + 187/70*z + 1
*
[ -1 ] 
f(z) = -47/71*z^3 + 189/71*z + 1
*
[ -1 ] 
f(z) = -47/72*z^3 + 191/72*z + 1
*
[ -1 ] 
f(z) = -47/73*z^3 + 193/73*z + 1
*
[ -1 ] 
f(z) = -47/74*z^3 + 195/74*z + 1
*
[ -1 ] 
f(z) = -47/75*z^3 + 197/75*z + 1
*
-5/2 | 0.17882789784490522345578117738969609718 | 0.025906788743877909652248840155551322823
f(z) = -47/75*z^3 + 199/60*z + 1
*
[ -1 ] 
f(z) = -47/76*z^3 + 199/76*z + 1
*
[ -1 ] 
f(z) = -46/67*z^3 + 180/67*z + 1
*
[ -1 ] 
f(z) = -46/71*z^3 + 188/71*z + 1
*
[ -1 ] 
f(z) = -46/73*z^3 + 192/73*z + 1
*
[ -1 ] 
f(z) = -46/75*z^3 + 196/75*z + 1
*
[ -8/9 ] 
f(z) = -45/64*z^3 + 193/72*z + 1
*
[ -1 ] 
f(z) = -45/68*z^3 + 181/68*z + 1
*
[ -4/3 ] 
f(z) = -45/68*z^3 + 199/68*z + 1
*
[ -1 ] 
f(z) = -45/71*z^3 + 187/71*z + 1
*
[ -1 ] 
f(z) = -45/73*z^3 + 191/73*z + 1
*
[ -1 ] 
f(z) = -45/74*z^3 + 193/74*z + 1
*
[ -1 ] 
f(z) = -45/76*z^3 + 197/76*z + 1
*
[ -1 ] 
f(z) = -45/77*z^3 + 199/77*z + 1
*
[ -1/2 ] 
f(z) = -44/61*z^3 + 194/61*z + 1
*
[ -1 ] 
f(z) = -44/69*z^3 + 182/69*z + 1
*
[ -1 ] 
f(z) = -44/71*z^3 + 186/71*z + 1
*
[ -1 ] 
f(z) = -44/73*z^3 + 190/73*z + 1
*
[ -1 ] 
f(z) = -44/75*z^3 + 194/75*z + 1
*
[ -1 ] 
f(z) = -43/69*z^3 + 181/69*z + 1
*
[ -1 ] 
f(z) = -43/70*z^3 + 183/70*z + 1
*
[ -1 ] 
f(z) = -43/71*z^3 + 185/71*z + 1
*
[ -1 ] 
f(z) = -43/72*z^3 + 187/72*z + 1
*
[ -1 ] 
f(z) = -43/73*z^3 + 189/73*z + 1
*
[ -1 ] 
f(z) = -43/74*z^3 + 191/74*z + 1
*
[ -1 ] 
f(z) = -43/75*z^3 + 193/75*z + 1
*
[ -1 ] 
f(z) = -43/76*z^3 + 195/76*z + 1
*
[ -1 ] 
f(z) = -43/77*z^3 + 197/77*z + 1
*
[ -1 ] 
f(z) = -43/78*z^3 + 199/78*z + 1
*
[ -1 ] 
f(z) = -42/71*z^3 + 184/71*z + 1
*
[ -1 ] 
f(z) = -42/73*z^3 + 188/73*z + 1
*
[ 2 ] 
f(z) = -41/62*z^3 + 195/62*z + 1
*
[ 2 ] 
f(z) = -41/66*z^3 + 197/66*z + 1
*
[ -1 ] 
f(z) = -41/70*z^3 + 181/70*z + 1
*
[ 2 ] 
f(z) = -41/70*z^3 + 199/70*z + 1
*
[ -1 ] 
f(z) = -41/71*z^3 + 183/71*z + 1
*
[ -1 ] 
f(z) = -41/72*z^3 + 185/72*z + 1
*
[ -6/5 ] 
f(z) = -41/72*z^3 + 199/75*z + 1
*
[ -1 ] 
f(z) = -41/73*z^3 + 187/73*z + 1
*
[ -1 ] 
f(z) = -41/74*z^3 + 189/74*z + 1
*
[ -1 ] 
f(z) = -41/75*z^3 + 191/75*z + 1
*
[ -1 ] 
f(z) = -41/76*z^3 + 193/76*z + 1
*
[ -1 ] 
f(z) = -41/77*z^3 + 195/77*z + 1
*
[ -1 ] 
f(z) = -41/78*z^3 + 197/78*z + 1
*
[ -1 ] 
f(z) = -41/79*z^3 + 199/79*z + 1
*
[ 3/2 ] 
f(z) = -55/63*z^3 + 193/84*z + 1
*
[ 3/2 ] 
f(z) = -55/72*z^3 + 197/96*z + 1
*
[ 3/2 ] 
f(z) = -53/63*z^3 + 187/84*z + 1
*
[ 3/2 ] 
f(z) = -53/72*z^3 + 191/96*z + 1
*
-52/45 | 0.22640213465181150255768254247345473177 | 0.025877665658554672929616831032147627408
f(z) = -45/64*z^3 + 197/90*z + 1
*
4/19 | 0.18925291250488830391162275500027528980 | 0.021788039826643806956216486518738651841
f(z) = -57/64*z^3 + 185/114*z + 1
*
-5/7 | 0.18283278628697351185741250737695893818 | 0.026727803912180295668666508150499985115
f(z) = -56/75*z^3 + 187/105*z + 1
*
-5/14 | 0.18477664800063298526611979584541357375 | 0.026768583885641583834450134297732056229
f(z) = -56/75*z^3 + 199/105*z + 1
*
-1/5 | 0.13523234874179171920697009653505382954 | 0.025696429751250899816565063084780405286
f(z) = -50/63*z^3 + 193/126*z + 1
*
[ 4/3 ] 
f(z) = -45/62*z^3 + 191/124*z + 1
*
0 | 0.11921894772372108260520194624676267250 | 0.022698541756623614319801042063674394646
f(z) = -58/75*z^3 + 191/150*z + 1
*
0 | 0.11921923609961201709917386774591393169 | 0.022790434080357014894727297396761014394
f(z) = -56/75*z^3 + 187/150*z + 1
*
[ 4/3 ] 
f(z) = -45/74*z^3 + 197/148*z + 1
*
[ 20/19 ] 
f(z) = -57/64*z^3 + 197/190*z + 1
*
[ 13/12 ] 
f(z) = -48/65*z^3 + 184/195*z + 1
*
-5/8 | 0.19308985197067262824834771084880694649 | 0.027233816564067840577296125756186930448
f(z) = -44/75*z^3 + 199/240*z + 1
*
-13/14 | 0.14360251095321219221066137758268845923 | 0.025824623756959552939170160094803241825
f(z) = -49/65*z^3 + 189/260*z + 1
*
-11/14 | 0.16316737466694257051815803069540525309 | 0.029262708760177318862560373993903812951
f(z) = -49/66*z^3 + 193/264*z + 1
*
[ -30/7 ] 
f(z) = -49/72*z^3 + 206/15*z + 1
*
-4/9 | 0.11268755098793666272825816510350198612 | 0.012821801028463265217409333050323731484
f(z) = -45/64*z^3 + 205/18*z + 1
*
[ 5 ] 
f(z) = -41/75*z^3 + 217/15*z + 1
*
[ -3 ] 
f(z) = -59/63*z^3 + 205/21*z + 1
*
[ -3 ] 
f(z) = -59/72*z^3 + 209/24*z + 1
*
[ -3 ] 
f(z) = -58/63*z^3 + 202/21*z + 1
*
[ 24/7 ] 
f(z) = -49/72*z^3 + 209/24*z + 1
*
[ -21/10 ] 
f(z) = -50/63*z^3 + 209/42*z + 1
*
-6/7 | 0.18209455663615178740394719074074794052 | 0.027024404209045851470807830546546392811
f(z) = -49/64*z^3 + 211/48*z + 1
*
[ -1/2 ] 
f(z) = -60/67*z^3 + 216/67*z + 1
*
[ -1 ] 
f(z) = -60/71*z^3 + 202/71*z + 1
*
[ -1 ] 
f(z) = -60/73*z^3 + 206/73*z + 1
*
[ -1 ] 
f(z) = -60/77*z^3 + 214/77*z + 1
*
[ -1 ] 
f(z) = -60/79*z^3 + 218/79*z + 1
*
-2 | 0.076532689615745030790419989610213997374 | 0.014377709212585911300575123989954968684
f(z) = -59/62*z^3 + 205/62*z + 1
*
-2 | 0.056057797501077032178174355123315086565 | 0.010550653921982298608128965705664921491
f(z) = -59/66*z^3 + 203/66*z + 1
*
-2 | 0.076239941224999230956245456096984592333 | 0.014375930207056833640763578016573144485
f(z) = -59/70*z^3 + 201/70*z + 1
*
[ -1 ] 
f(z) = -59/71*z^3 + 201/71*z + 1
*
[ -1 ] 
f(z) = -59/72*z^3 + 203/72*z + 1
*
[ -1 ] 
f(z) = -59/73*z^3 + 205/73*z + 1
*
[ -1 ] 
f(z) = -59/74*z^3 + 207/74*z + 1
*
[ -1 ] 
f(z) = -59/75*z^3 + 209/75*z + 1
*
[ -1 ] 
f(z) = -59/76*z^3 + 211/76*z + 1
*
[ -1 ] 
f(z) = -59/77*z^3 + 213/77*z + 1
*
[ -1 ] 
f(z) = -59/78*z^3 + 215/78*z + 1
*
[ -1 ] 
f(z) = -59/79*z^3 + 217/79*z + 1
*
[ -1 ] 
f(z) = -58/71*z^3 + 200/71*z + 1
*
[ -1 ] 
f(z) = -58/73*z^3 + 204/73*z + 1
*
[ -1 ] 
f(z) = -58/75*z^3 + 208/75*z + 1
*
[ -1 ] 
f(z) = -58/77*z^3 + 212/77*z + 1
*
[ -1 ] 
f(z) = -58/79*z^3 + 216/79*z + 1
*
-4/15 | 0.28266578365064800985646920123749613232 | 0.029720689187744722045763553602616327974
f(z) = -57/64*z^3 + 211/75*z + 1
*
[ -1 ] 
f(z) = -57/73*z^3 + 203/73*z + 1
*
[ -1 ] 
f(z) = -57/74*z^3 + 205/74*z + 1
*
[ -1 ] 
f(z) = -57/77*z^3 + 211/77*z + 1
*
[ -1 ] 
f(z) = -57/79*z^3 + 215/79*z + 1
*
[ -1/2 ] 
f(z) = -56/65*z^3 + 209/65*z + 1
*
[ -1/2 ] 
f(z) = -56/67*z^3 + 215/67*z + 1
*
[ -1 ] 
f(z) = -56/73*z^3 + 202/73*z + 1
*
[ -1 ] 
f(z) = -56/75*z^3 + 206/75*z + 1
*
[ -1 ] 
f(z) = -56/79*z^3 + 214/79*z + 1
*
[ -1 ] 
f(z) = -55/73*z^3 + 201/73*z + 1
*
[ -1 ] 
f(z) = -55/74*z^3 + 203/74*z + 1
*
[ -1 ] 
f(z) = -55/76*z^3 + 207/76*z + 1
*
[ -1 ] 
f(z) = -55/78*z^3 + 211/78*z + 1
*
[ -1 ] 
f(z) = -55/79*z^3 + 213/79*z + 1
*
[ -1 ] 
f(z) = -54/73*z^3 + 200/73*z + 1
*
[ -1 ] 
f(z) = -54/77*z^3 + 208/77*z + 1
*
[ -1 ] 
f(z) = -54/79*z^3 + 212/79*z + 1
*
[ -6/5 ] 
f(z) = -53/72*z^3 + 217/75*z + 1
*
[ -1 ] 
f(z) = -53/74*z^3 + 201/74*z + 1
*
[ -1 ] 
f(z) = -53/75*z^3 + 203/75*z + 1
*
[ -1 ] 
f(z) = -53/76*z^3 + 205/76*z + 1
*
[ -1 ] 
f(z) = -53/77*z^3 + 207/77*z + 1
*
[ -1 ] 
f(z) = -53/78*z^3 + 209/78*z + 1
*
[ -1 ] 
f(z) = -53/79*z^3 + 211/79*z + 1
*
[ -1/2 ] 
f(z) = -52/63*z^3 + 202/63*z + 1
*
[ -1/2 ] 
f(z) = -52/67*z^3 + 214/67*z + 1
*
[ -1 ] 
f(z) = -52/75*z^3 + 202/75*z + 1
*
[ -1 ] 
f(z) = -52/77*z^3 + 206/77*z + 1
*
[ -1 ] 
f(z) = -52/79*z^3 + 210/79*z + 1
*
[ -1 ] 
f(z) = -51/76*z^3 + 203/76*z + 1
*
[ -1 ] 
f(z) = -51/77*z^3 + 205/77*z + 1
*
[ -1 ] 
f(z) = -51/79*z^3 + 209/79*z + 1
*
[ -7/5 ] 
f(z) = -50/63*z^3 + 206/63*z + 1
*
[ -3/5 ] 
f(z) = -50/69*z^3 + 202/69*z + 1
*
-11/5 | 0.15266418576215891931936025274773892105 | 0.028813711070996638527695612739474989397
f(z) = -50/77*z^3 + 200/77*z + 1
*
[ -1 ] 
f(z) = -50/77*z^3 + 204/77*z + 1
*
[ -1 ] 
f(z) = -50/79*z^3 + 208/79*z + 1
*
[ -4/7 ] 
f(z) = -49/68*z^3 + 203/68*z + 1
*
[ -9/7 ] 
f(z) = -49/72*z^3 + 209/72*z + 1
*
[ -6/5 ] 
f(z) = -49/72*z^3 + 211/75*z + 1
*
-5/2 | 0.17882837770337491464768952073893101356 | 0.025724142488325838853329173114978247347
f(z) = -49/75*z^3 + 209/60*z + 1
*
[ -1 ] 
f(z) = -49/76*z^3 + 201/76*z + 1
*
4/7 | 0.14249822014206181950293049951191893439 | 0.026625933757610331731692688897662733726
f(z) = -49/78*z^3 + 211/78*z + 1
*
[ -1 ] 
f(z) = -49/79*z^3 + 207/79*z + 1
*
[ -1/2 ] 
f(z) = -48/65*z^3 + 207/65*z + 1
*
[ -1/2 ] 
f(z) = -48/67*z^3 + 213/67*z + 1
*
[ -1 ] 
f(z) = -48/77*z^3 + 202/77*z + 1
*
[ -1 ] 
f(z) = -48/79*z^3 + 206/79*z + 1
*
[ 2 ] 
f(z) = -47/62*z^3 + 219/62*z + 1
*
[ -6/5 ] 
f(z) = -47/72*z^3 + 208/75*z + 1
*
[ -1 ] 
f(z) = -47/77*z^3 + 201/77*z + 1
*
[ -1 ] 
f(z) = -47/78*z^3 + 203/78*z + 1
*
[ -1 ] 
f(z) = -47/79*z^3 + 205/79*z + 1
*
[ -1 ] 
f(z) = -46/77*z^3 + 200/77*z + 1
*
[ -1 ] 
f(z) = -46/79*z^3 + 204/79*z + 1
*
[ 2 ] 
f(z) = -45/62*z^3 + 211/62*z + 1
*
[ -2/3 ] 
f(z) = -45/74*z^3 + 205/74*z + 1
*
[ 2 ] 
f(z) = -45/74*z^3 + 217/74*z + 1
*
[ -4/3 ] 
f(z) = -45/76*z^3 + 213/76*z + 1
*
[ -1 ] 
f(z) = -45/79*z^3 + 203/79*z + 1
*
[ -1/2 ] 
f(z) = -44/63*z^3 + 200/63*z + 1
*
[ -1/2 ] 
f(z) = -44/65*z^3 + 206/65*z + 1
*
[ -1/2 ] 
f(z) = -44/67*z^3 + 212/67*z + 1
*
[ -3/2 ] 
f(z) = -44/69*z^3 + 214/69*z + 1
*
[ -1/2 ] 
f(z) = -44/69*z^3 + 218/69*z + 1
*
[ -1 ] 
f(z) = -44/79*z^3 + 202/79*z + 1
*
[ 2 ] 
f(z) = -43/62*z^3 + 203/62*z + 1
*
[ 2 ] 
f(z) = -43/66*z^3 + 205/66*z + 1
*
[ 2 ] 
f(z) = -43/70*z^3 + 207/70*z + 1
*
[ -6/5 ] 
f(z) = -43/72*z^3 + 202/75*z + 1
*
[ 2 ] 
f(z) = -43/74*z^3 + 209/74*z + 1
*
[ 2 ] 
f(z) = -43/78*z^3 + 211/78*z + 1
*
[ -1 ] 
f(z) = -43/79*z^3 + 201/79*z + 1
*
[ -1 ] 
f(z) = -42/79*z^3 + 200/79*z + 1
*
[ 2 ] 
f(z) = -41/74*z^3 + 201/74*z + 1
*
[ 2 ] 
f(z) = -41/78*z^3 + 203/78*z + 1
*
[ 3/2 ] 
f(z) = -59/63*z^3 + 205/84*z + 1
*
[ 3/2 ] 
f(z) = -59/72*z^3 + 209/96*z + 1
*
[ -16/15 ] 
f(z) = -45/64*z^3 + 219/80*z + 1
*
[ 5/4 ] 
f(z) = -56/65*z^3 + 201/130*z + 1
*
-2/21 | 0.10414258274537934774747629095023012990 | 0.015391609806108945791756081787254724043
f(z) = -49/64*z^3 + 217/144*z + 1
*
[ 20/17 ] 
f(z) = -51/64*z^3 + 213/170*z + 1
*
-5/9 | 0.10524727169894212495341774930520992153 | 0.019754076176821660722135921055758487106
f(z) = -54/65*z^3 + 206/195*z + 1
*
[ 15/13 ] 
f(z) = -52/75*z^3 + 206/195*z + 1
*
-9/7 | 0.10503626498343796648031837505738074024 | 0.019768905138961087635314186290016973107
f(z) = -49/60*z^3 + 203/180*z + 1
*
-11/9 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = -54/77*z^3 + 200/231*z + 1
*
-5/8 | 0.20449974291104359039240294224922065367 | 0.028843092627593323708836960771535926598
f(z) = -52/75*z^3 + 209/240*z + 1
*
-15/14 | 0.14798517136127224176955644846775368646 | 0.027001445165636572686239558843572252298
f(z) = -49/60*z^3 + 209/240*z + 1
*
-6/5 | 0.17172810945331407277228229702017846525 | 0.025007976973053017983878800520270728690
f(z) = -45/64*z^3 + 203/240*z + 1
*
3/2 | 0.13167322325187187371837800844648370072 | 0.024025159309633921337845923376652801487
f(z) = -41/60*z^3 + 209/240*z + 1
*
-16/17 | 0.18082766412852640772805716404446595455 | 0.025861723448135568586079120524996957062
f(z) = -51/64*z^3 + 209/272*z + 1
*
[ 5 ] 
f(z) = -44/75*z^3 + 232/15*z + 1
*
[ -5 ] 
f(z) = -44/75*z^3 + 238/15*z + 1
*
[ 5 ] 
f(z) = -43/75*z^3 + 227/15*z + 1
*
[ -5 ] 
f(z) = -43/75*z^3 + 233/15*z + 1
*
[ -5 ] 
f(z) = -41/75*z^3 + 223/15*z + 1
*
2/7 | 0.11751879676982836070524392064176900310 | 0.019208389956186199919931114685307572660
f(z) = -49/60*z^3 + 227/30*z + 1
*
[ 24/7 ] 
f(z) = -49/64*z^3 + 233/24*z + 1
*
[ -24/7 ] 
f(z) = -49/72*z^3 + 223/24*z + 1
*
20/57 | 0.24542967689357933916567065746478920076 | 0.025692688174582850516891519177329777222
f(z) = -57/64*z^3 + 220/57*z + 1
*
-4/3 | 0.28352678651084974089223934728124730963 | 0.029597495804562523372767141261122513346
f(z) = -57/64*z^3 + 226/57*z + 1
*
4/15 | 0.27810639467585180490569599778483999978 | 0.028863143714750991092253208768939719198
f(z) = -55/64*z^3 + 239/45*z + 1
*
-8/3 | 0.14999002436438235281724215403110217016 | 0.020034429199265689462180333562072516866
f(z) = -45/64*z^3 + 223/40*z + 1
*
[ -1/2 ] 
f(z) = -60/71*z^3 + 228/71*z + 1
*
[ -1/2 ] 
f(z) = -60/73*z^3 + 234/73*z + 1
*
0 | 0.16189310825803249287470618265703282774 | 0.029561615214426820709028590141709160134
f(z) = -59/60*z^3 + 239/60*z + 1
*
[ -6/5 ] 
f(z) = -59/72*z^3 + 226/75*z + 1
*
[ -1/2 ] 
f(z) = -56/69*z^3 + 221/69*z + 1
*
[ -1/2 ] 
f(z) = -56/71*z^3 + 227/71*z + 1
*
[ -1/2 ] 
f(z) = -56/73*z^3 + 233/73*z + 1
*
[ -1/2 ] 
f(z) = -56/75*z^3 + 239/75*z + 1
*
0 | 0.13494268553502192185146354967168593340 | 0.024755408842649338961632366637309286465
f(z) = -53/60*z^3 + 233/60*z + 1
*
-5/2 | 0.17888197097063802442074837562609614213 | 0.025397970953998450171900381910760814354
f(z) = -53/75*z^3 + 229/60*z + 1
*
[ -1/2 ] 
f(z) = -52/69*z^3 + 220/69*z + 1
*
[ -3/2 ] 
f(z) = -52/69*z^3 + 232/69*z + 1
*
[ -1/2 ] 
f(z) = -52/71*z^3 + 226/71*z + 1
*
[ -1/2 ] 
f(z) = -52/73*z^3 + 232/73*z + 1
*
[ -1/2 ] 
f(z) = -52/75*z^3 + 238/75*z + 1
*
[ 2 ] 
f(z) = -51/62*z^3 + 235/62*z + 1
*
[ 2 ] 
f(z) = -51/70*z^3 + 239/70*z + 1
*
[ -7/5 ] 
f(z) = -50/77*z^3 + 230/77*z + 1
*
0 | 0.13794574893320646528588647508184766416 | 0.025386972105487745319817660218730389562
f(z) = -49/60*z^3 + 229/60*z + 1
*
[ -12/7 ] 
f(z) = -49/60*z^3 + 239/60*z + 1
*
[ 2 ] 
f(z) = -49/62*z^3 + 227/62*z + 1
*
[ -3/7 ] 
f(z) = -49/69*z^3 + 239/69*z + 1
*
[ 2 ] 
f(z) = -49/74*z^3 + 233/74*z + 1
*
[ -5/14 ] 
f(z) = -49/75*z^3 + 233/60*z + 1
*
[ -4/7 ] 
f(z) = -49/76*z^3 + 225/76*z + 1
*
[ 2 ] 
f(z) = -49/78*z^3 + 235/78*z + 1
*
[ -1/2 ] 
f(z) = -48/71*z^3 + 225/71*z + 1
*
[ -1/2 ] 
f(z) = -48/73*z^3 + 231/73*z + 1
*
0 | 0.15308307430227506624115144501068257988 | 0.028218338198320525235550323743041634414
f(z) = -47/60*z^3 + 227/60*z + 1
*
[ 2 ] 
f(z) = -47/66*z^3 + 221/66*z + 1
*
[ 2 ] 
f(z) = -47/70*z^3 + 223/70*z + 1
*
[ 2 ] 
f(z) = -47/74*z^3 + 225/74*z + 1
*
[ 2 ] 
f(z) = -47/78*z^3 + 227/78*z + 1
*
[ -1/2 ] 
f(z) = -44/71*z^3 + 224/71*z + 1
*
[ -1/2 ] 
f(z) = -44/73*z^3 + 230/73*z + 1
*
[ -3/2 ] 
f(z) = -44/75*z^3 + 224/75*z + 1
*
[ -1/2 ] 
f(z) = -44/75*z^3 + 236/75*z + 1
*
0 | 0.14678080924306927890892685298509220120 | 0.027145579139505218565175032382520229948
f(z) = -43/60*z^3 + 223/60*z + 1
*
0 | 0.14798533855809467184205578110393204998 | 0.027414019684232001058457570757906395974
f(z) = -41/60*z^3 + 221/60*z + 1
*
[ -2/3 ] 
f(z) = -59/72*z^3 + 232/81*z + 1
*
[ -2/3 ] 
f(z) = -55/72*z^3 + 230/81*z + 1
*
[ -2/3 ] 
f(z) = -53/72*z^3 + 229/81*z + 1
*
[ -3/4 ] 
f(z) = -52/63*z^3 + 235/84*z + 1
*
-10/7 | 0.18262971142579137390991829146385995209 | 0.026778485807125724092400739603710701414
f(z) = -49/64*z^3 + 229/80*z + 1
*
[ -2/3 ] 
f(z) = -49/72*z^3 + 227/81*z + 1
*
[ -2/3 ] 
f(z) = -47/72*z^3 + 226/81*z + 1
*
28/45 | 0.25599678526449262268216064998113196939 | 0.028793817210494580068181949565139568112
f(z) = -45/64*z^3 + 227/90*z + 1
*
[ -3/4 ] 
f(z) = -44/63*z^3 + 229/84*z + 1
*
[ -2/3 ] 
f(z) = -43/72*z^3 + 224/81*z + 1
*
[ -2/3 ] 
f(z) = -41/72*z^3 + 223/81*z + 1
*
-5/8 | 0.19250967271135829627087839338839768973 | 0.027366940042169485419015605650354951705
f(z) = -56/75*z^3 + 227/120*z + 1
*
-3/5 | 0.16136719867844758449544622979303487856 | 0.024637527255905560456119972191710044012
f(z) = -55/72*z^3 + 233/120*z + 1
*
19/10 | 0.13770062517338743808108785927982028272 | 0.025221809387662517018427654816893426846
f(z) = -50/63*z^3 + 235/126*z + 1
*
-8/7 | 0.12240834028961344053990891003466686946 | 0.022455967121189942419407031889253956846
f(z) = -49/60*z^3 + 233/120*z + 1
*
[ 10/7 ] 
f(z) = -49/65*z^3 + 239/130*z + 1
*
-8/19 | 0.20855935455344044764844097943307356211 | 0.027695360014914988969792127734492693045
f(z) = -57/64*z^3 + 233/152*z + 1
*
-5/3 | 0.14522819508790523581273361077240335449 | 0.026858439351685090760053301885040202750
f(z) = -54/77*z^3 + 223/154*z + 1
*
16/9 | 0.15839504144503908559415506808220670791 | 0.023346752729459927707983297334467133772
f(z) = -45/64*z^3 + 221/144*z + 1
*
3/20 | 0.16808733385086390763202771054412060842 | 0.025766188159560370092518266923941792960
f(z) = -50/63*z^3 + 227/168*z + 1
*
[ 15/11 ] 
f(z) = -44/75*z^3 + 224/165*z + 1
*
0 | 0.14522944310094323138705522414184333406 | 0.026518836786510122076582757549627376694
f(z) = -54/77*z^3 + 239/231*z + 1
*
[ 7/6 ] 
f(z) = -48/77*z^3 + 229/231*z + 1
*
0 | 0.13523397434076239178989844264815116755 | 0.024457131504986139398604507351636472717
f(z) = -44/63*z^3 + 239/252*z + 1
*
[ 5 ] 
f(z) = -49/75*z^3 + 257/15*z + 1
*
[ 5 ] 
f(z) = -47/75*z^3 + 247/15*z + 1
*
[ -5 ] 
f(z) = -47/75*z^3 + 253/15*z + 1
*
[ 5 ] 
f(z) = -46/75*z^3 + 242/15*z + 1
*
[ -5 ] 
f(z) = -46/75*z^3 + 248/15*z + 1
*
[ -4/35 ] 
f(z) = -49/64*z^3 + 244/25*z + 1
*
[ -24/7 ] 
f(z) = -49/64*z^3 + 247/24*z + 1
*
-44/57 | 0.20328217110026287903440041736128043932 | 0.021052308506076382582055208869309847512
f(z) = -57/64*z^3 + 244/57*z + 1
*
-4/5 | 0.24340123314574796200003074570808486651 | 0.025102699779750080489114392857332355856
f(z) = -55/64*z^3 + 254/55*z + 1
*
[ -1/2 ] 
f(z) = -60/77*z^3 + 246/77*z + 1
*
[ -1/2 ] 
f(z) = -60/79*z^3 + 252/79*z + 1
*
-5/2 | 0.18350851747148683883469066205533225075 | 0.025607271364732175251363155232446374218
f(z) = -59/75*z^3 + 259/60*z + 1
*
[ 2 ] 
f(z) = -57/62*z^3 + 259/62*z + 1
*
[ -3/2 ] 
f(z) = -56/69*z^3 + 241/69*z + 1
*
[ -3/2 ] 
f(z) = -56/75*z^3 + 251/75*z + 1
*
[ -1/2 ] 
f(z) = -56/79*z^3 + 251/79*z + 1
*
[ 2 ] 
f(z) = -55/62*z^3 + 251/62*z + 1
*
[ 2 ] 
f(z) = -55/74*z^3 + 257/74*z + 1
*
[ 2 ] 
f(z) = -55/78*z^3 + 259/78*z + 1
*
[ -1/3 ] 
f(z) = -54/61*z^3 + 250/61*z + 1
*
[ -5/3 ] 
f(z) = -54/65*z^3 + 254/65*z + 1
*
[ 2 ] 
f(z) = -53/62*z^3 + 243/62*z + 1
*
[ 2 ] 
f(z) = -53/66*z^3 + 245/66*z + 1
*
[ 2 ] 
f(z) = -53/70*z^3 + 247/70*z + 1
*
[ 2 ] 
f(z) = -53/74*z^3 + 249/74*z + 1
*
[ 2 ] 
f(z) = -53/78*z^3 + 251/78*z + 1
*
[ -3/2 ] 
f(z) = -52/75*z^3 + 242/75*z + 1
*
[ -1/2 ] 
f(z) = -52/77*z^3 + 244/77*z + 1
*
[ -1/2 ] 
f(z) = -52/79*z^3 + 250/79*z + 1
*
[ 2 ] 
f(z) = -51/74*z^3 + 241/74*z + 1
*
-15/7 | 0.15357032127867009520241531122976257605 | 0.027753390863144485332361209394600390903
f(z) = -49/60*z^3 + 253/60*z + 1
*
[ 15/7 ] 
f(z) = -49/60*z^3 + 257/60*z + 1
*
-4/7 | 0.13324506193893404936782719769533132299 | 0.024185091664910070575497379867085693605
f(z) = -49/66*z^3 + 247/66*z + 1
*
-17/7 | 0.15740514999208243541085039449247657956 | 0.028528589721706431134641250535013837110
f(z) = -49/68*z^3 + 249/68*z + 1
*
[ -3/7 ] 
f(z) = -49/75*z^3 + 259/75*z + 1
*
[ -1/2 ] 
f(z) = -48/77*z^3 + 243/77*z + 1
*
[ -1/2 ] 
f(z) = -48/79*z^3 + 249/79*z + 1
*
[ -1/3 ] 
f(z) = -45/61*z^3 + 249/61*z + 1
*
[ -1/3 ] 
f(z) = -45/62*z^3 + 253/62*z + 1
*
[ -1/2 ] 
f(z) = -44/79*z^3 + 248/79*z + 1
*
[ 5/2 ] 
f(z) = -43/75*z^3 + 251/60*z + 1
*
[ -2 ] 
f(z) = -41/62*z^3 + 257/62*z + 1
*
[ 5/2 ] 
f(z) = -41/75*z^3 + 241/60*z + 1
*
[ -8/11 ] 
f(z) = -55/64*z^3 + 249/88*z + 1
*
[ 18/11 ] 
f(z) = -55/72*z^3 + 241/99*z + 1
*
[ -20/17 ] 
f(z) = -51/64*z^3 + 251/85*z + 1
*
[ -20/21 ] 
f(z) = -49/64*z^3 + 247/90*z + 1
*
2/3 | 0.18696538450492297177955386517246657940 | 0.027210435211590387565864764815212010139
f(z) = -45/64*z^3 + 241/80*z + 1
*
15/8 | 0.19249447940887561637567129226354554197 | 0.026979316630559124684607777465397071361
f(z) = -56/75*z^3 + 251/120*z + 1
*
-1/10 | 0.11627123136715663182878905864723609048 | 0.021012659890293538030118632293239413532
f(z) = -50/63*z^3 + 253/126*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.011989414316688716491415685320540112516
f(z) = -41/69*z^3 + 259/138*z + 1
*
[ 5/3 ] 
f(z) = -41/75*z^3 + 259/135*z + 1
*
[ 3/2 ] 
f(z) = -46/75*z^3 + 257/150*z + 1
*
-16/9 | 0.12981470054389584068885525841164407687 | 0.018717774566531497329386726107357795074
f(z) = -45/64*z^3 + 257/144*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014581833035569090878165214403836438236
f(z) = -42/79*z^3 + 257/158*z + 1
*
-2 | 0.087496883471316445223319236476863399559 | 0.015767829118343869588137708224955753717
f(z) = -41/71*z^3 + 257/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.015882717812666019813960584040625567648
f(z) = -41/73*z^3 + 255/146*z + 1
*
-2 | 0.068168081361568420444539767498747593451 | 0.012319407751874090021304694086500856568
f(z) = -41/75*z^3 + 253/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.016106953534008092384309589167552724368
f(z) = -41/77*z^3 + 251/154*z + 1
*
-2 | 0.089473785710344503103934849881791588014 | 0.016216501960111807931691126673891754304
f(z) = -41/79*z^3 + 249/158*z + 1
*
-13/12 | 0.13691285375162589791655300628391169666 | 0.024906069478039921514566471475842837636
f(z) = -48/65*z^3 + 244/195*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.022872245887266739930871850129349872181
f(z) = -57/70*z^3 + 241/210*z + 1
*
-10/7 | 0.19083925937487224804266897955776269857 | 0.026659060727697125930907239844320442653
f(z) = -56/75*z^3 + 257/210*z + 1
*
0 | 0.14522955082316231062273349072362581603 | 0.026171843492736070794280279904752990183
f(z) = -60/77*z^3 + 257/231*z + 1
*
-5/4 | 0.18358156421993509670400241338738762869 | 0.025788178808848215395138658318963075117
f(z) = -59/75*z^3 + 247/240*z + 1
*
-6/5 | 0.17236153366019578738120589409273156677 | 0.024852534554838435982219251553530539989
f(z) = -55/64*z^3 + 257/240*z + 1
*
[ 5/4 ] 
f(z) = -41/75*z^3 + 253/240*z + 1
*
23/14 | 0.065634406047604608335407839758109209452 | 0.011590122565366901226525013585754556652
f(z) = -49/72*z^3 + 241/288*z + 1
*
[ 5 ] 
f(z) = -53/75*z^3 + 277/15*z + 1
*
[ 5 ] 
f(z) = -52/75*z^3 + 272/15*z + 1
*
[ -5 ] 
f(z) = -52/75*z^3 + 278/15*z + 1
*
[ -5 ] 
f(z) = -49/75*z^3 + 263/15*z + 1
*
-3/7 | 0.16527020084859930231323417692819313467 | 0.024610687333937209887123560135211516024
f(z) = -49/72*z^3 + 275/24*z + 1
*
-3/5 | 0.16878156029212145267372958173195959644 | 0.025188529062392333294453959108246121570
f(z) = -50/63*z^3 + 271/42*z + 1
*
[ 2 ] 
f(z) = -59/62*z^3 + 267/62*z + 1
*
[ 2 ] 
f(z) = -59/66*z^3 + 269/66*z + 1
*
[ 2 ] 
f(z) = -59/70*z^3 + 271/70*z + 1
*
[ 2 ] 
f(z) = -59/74*z^3 + 273/74*z + 1
*
[ 2 ] 
f(z) = -59/78*z^3 + 275/78*z + 1
*
[ 2 ] 
f(z) = -57/70*z^3 + 263/70*z + 1
*
[ 2 ] 
f(z) = -57/74*z^3 + 265/74*z + 1
*
[ -1/3 ] 
f(z) = -54/65*z^3 + 266/65*z + 1
*
[ -1/3 ] 
f(z) = -54/67*z^3 + 274/67*z + 1
*
[ -9/5 ] 
f(z) = -50/63*z^3 + 260/63*z + 1
*
-4/5 | 0.14522848633397034801919461308246087833 | 0.026063257672941734773481097190610085505
f(z) = -50/77*z^3 + 263/77*z + 1
*
[ -8/21 ] 
f(z) = -49/64*z^3 + 269/72*z + 1
*
[ -13/7 ] 
f(z) = -49/65*z^3 + 269/65*z + 1
*
-9/7 | 0.11040000017666394520656545433806621081 | 0.019785904267712576387628287169634560948
f(z) = -49/72*z^3 + 265/72*z + 1
*
[ -3/7 ] 
f(z) = -49/78*z^3 + 269/78*z + 1
*
[ -7/4 ] 
f(z) = -48/77*z^3 + 268/77*z + 1
*
[ 5/2 ] 
f(z) = -47/75*z^3 + 271/60*z + 1
*
[ -2 ] 
f(z) = -45/62*z^3 + 273/62*z + 1
*
[ -1/3 ] 
f(z) = -45/64*z^3 + 261/64*z + 1
*
[ -28/15 ] 
f(z) = -45/64*z^3 + 279/70*z + 1
*
[ -1/3 ] 
f(z) = -45/67*z^3 + 273/67*z + 1
*
[ -1/3 ] 
f(z) = -45/68*z^3 + 277/68*z + 1
*
[ -2 ] 
f(z) = -43/62*z^3 + 265/62*z + 1
*
[ -2 ] 
f(z) = -43/66*z^3 + 271/66*z + 1
*
[ -2 ] 
f(z) = -43/70*z^3 + 277/70*z + 1
*
[ -2 ] 
f(z) = -41/66*z^3 + 263/66*z + 1
*
[ -2 ] 
f(z) = -41/70*z^3 + 269/70*z + 1
*
[ -2 ] 
f(z) = -41/74*z^3 + 275/74*z + 1
*
[ -4/9 ] 
f(z) = -59/64*z^3 + 278/81*z + 1
*
[ -20/19 ] 
f(z) = -57/64*z^3 + 279/95*z + 1
*
[ -4/9 ] 
f(z) = -55/64*z^3 + 277/81*z + 1
*
[ -10/7 ] 
f(z) = -49/64*z^3 + 261/80*z + 1
*
[ -4/9 ] 
f(z) = -47/64*z^3 + 275/81*z + 1
*
[ -3/2 ] 
f(z) = -43/63*z^3 + 269/84*z + 1
*
[ -4/9 ] 
f(z) = -43/64*z^3 + 274/81*z + 1
*
[ -3/2 ] 
f(z) = -41/63*z^3 + 263/84*z + 1
*
-20/11 | 0.22831363941204594370986513033055337316 | 0.025261830034956556456683093556075276167
f(z) = -55/64*z^3 + 263/110*z + 1
*
[ -6/7 ] 
f(z) = -49/68*z^3 + 275/102*z + 1
*
[ 3/2 ] 
f(z) = -50/69*z^3 + 271/138*z + 1
*
-4/7 | 0.11898853561463137579579005745158919570 | 0.021354136107419682216140651858569629446
f(z) = -49/66*z^3 + 263/132*z + 1
*
[ 5/3 ] 
f(z) = -44/75*z^3 + 274/135*z + 1
*
-2 | 0.090219666108255081442785640660580442751 | 0.016021359097077739217613528158724620894
f(z) = -43/65*z^3 + 279/130*z + 1
*
-2 | 0.089771790009765202970224536228526920648 | 0.015962217384814602870968401721412005111
f(z) = -43/67*z^3 + 277/134*z + 1
*
-2 | 0.068816395724409297226831606266576178808 | 0.012251949479123040612230589262934759556
f(z) = -43/69*z^3 + 275/138*z + 1
*
[ 5/3 ] 
f(z) = -43/75*z^3 + 269/135*z + 1
*
-2 | 0.081666645543115924120223784465570141673 | 0.014539785247264834489334265026394521566
f(z) = -42/61*z^3 + 275/122*z + 1
*
-2 | 0.080891250913929792433758371587112357081 | 0.014439402929555756312888556358690122812
f(z) = -42/65*z^3 + 271/130*z + 1
*
-2 | 0.080311897129387556014273028899300526213 | 0.014354966982247284845301111729329076174
f(z) = -42/67*z^3 + 269/134*z + 1
*
-2 | 0.089528558168708461478824433158082198833 | 0.016023728966153160154532732312096475732
f(z) = -41/61*z^3 + 267/122*z + 1
*
-2 | 0.075548698099453237100403105153029149446 | 0.013539848784004508233795313402449666688
f(z) = -41/63*z^3 + 265/126*z + 1
*
-2 | 0.088560380065154964022515785363323464540 | 0.015893383340399676135114618403391567494
f(z) = -41/65*z^3 + 263/130*z + 1
*
-2 | 0.087681692683533969941384632446679489376 | 0.015757277584632137787341311799292753168
f(z) = -41/67*z^3 + 261/134*z + 1
*
-2 | 0.082306422968677776008678309459809674864 | 0.014616112154470683342869023661493786690
f(z) = -44/73*z^3 + 279/146*z + 1
*
-2 | 0.062462904224402699956929747450298604477 | 0.011106456222030478350617961444251979335
f(z) = -44/75*z^3 + 277/150*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.014933341598523527561271552376039850416
f(z) = -44/79*z^3 + 273/158*z + 1
*
-2 | 0.087849359596096298616140039157707025485 | 0.015660896926427929977508841513027721180
f(z) = -43/71*z^3 + 273/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.015710185382955574014090406890455454990
f(z) = -43/73*z^3 + 271/146*z + 1
*
-2 | 0.068167966136224806017381465682476220328 | 0.012184357960763320175628973711285627695
f(z) = -43/75*z^3 + 269/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.015928808468393136861917149677197485032
f(z) = -43/77*z^3 + 267/154*z + 1
*
-2 | 0.089473926918393464276403506260780952075 | 0.016035530340858191664368124505910147817
f(z) = -43/79*z^3 + 265/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014147489366459959786455737920805308879
f(z) = -42/71*z^3 + 265/142*z + 1
*
-2 | 0.079454516177364067059701888757894290444 | 0.014259210301534120430361042926152535042
f(z) = -42/73*z^3 + 263/146*z + 1
*
-16/11 | 0.14709393920885061147036667684501003416 | 0.021115909916178122302899627313520470098
f(z) = -55/64*z^3 + 265/176*z + 1
*
-2/5 | 0.18417772218914712713186023550900243185 | 0.029155124382863045518330633056952040900
f(z) = -55/68*z^3 + 277/170*z + 1
*
[ 7/6 ] 
f(z) = -60/77*z^3 + 278/231*z + 1
*
3/2 | 0.13167322325187187371837800844648370072 | 0.023630578496483170180254976714743943323
f(z) = -47/60*z^3 + 263/240*z + 1
*
[ 5/4 ] 
f(z) = -43/75*z^3 + 263/240*z + 1
*
[ 5 ] 
f(z) = -56/75*z^3 + 292/15*z + 1
*
[ -5 ] 
f(z) = -56/75*z^3 + 298/15*z + 1
*
[ -5 ] 
f(z) = -53/75*z^3 + 283/15*z + 1
*
[ 12 ] 
f(z) = -43/64*z^3 + 293/3*z + 1
*
[ -12 ] 
f(z) = -41/64*z^3 + 280/3*z + 1
*
-28/57 | 0.24382691159513007343654220497383206105 | 0.024869308975480689367352285994281784648
f(z) = -57/64*z^3 + 283/57*z + 1
*
148/45 | 0.16824826532149512430509822384236099658 | 0.017142171157094494649833239110305713028
f(z) = -45/64*z^3 + 286/45*z + 1
*
[ 12/5 ] 
f(z) = -55/72*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -54/71*z^3 + 290/71*z + 1
*
[ -1/3 ] 
f(z) = -54/73*z^3 + 298/73*z + 1
*
[ -2 ] 
f(z) = -51/62*z^3 + 297/62*z + 1
*
[ 11/5 ] 
f(z) = -50/77*z^3 + 284/77*z + 1
*
[ -2/7 ] 
f(z) = -49/62*z^3 + 283/62*z + 1
*
[ -2 ] 
f(z) = -49/62*z^3 + 289/62*z + 1
*
-6/7 | 0.13327758401727898109621606870722122535 | 0.023520569726399416645149752004238137537
f(z) = -49/66*z^3 + 289/66*z + 1
*
[ -2 ] 
f(z) = -49/66*z^3 + 295/66*z + 1
*
-8/7 | 0.15904858084684152635155728792661362306 | 0.028068585300946139173630034978587210965
f(z) = -49/75*z^3 + 289/75*z + 1
*
[ -13/7 ] 
f(z) = -49/78*z^3 + 289/78*z + 1
*
[ -2 ] 
f(z) = -47/62*z^3 + 281/62*z + 1
*
[ -2 ] 
f(z) = -47/66*z^3 + 287/66*z + 1
*
[ -2 ] 
f(z) = -47/70*z^3 + 293/70*z + 1
*
[ -2 ] 
f(z) = -47/74*z^3 + 299/74*z + 1
*
[ -1/3 ] 
f(z) = -45/71*z^3 + 289/71*z + 1
*
[ -1/3 ] 
f(z) = -45/73*z^3 + 297/73*z + 1
*
[ -2 ] 
f(z) = -45/74*z^3 + 291/74*z + 1
*
[ 7/3 ] 
f(z) = -45/77*z^3 + 289/77*z + 1
*
0 | 0.14952461573223552035169510385001560975 | 0.026485877636127697922860835715517939493
f(z) = -43/60*z^3 + 283/60*z + 1
*
[ -2 ] 
f(z) = -43/74*z^3 + 283/74*z + 1
*
[ -5/2 ] 
f(z) = -43/75*z^3 + 299/60*z + 1
*
[ -2 ] 
f(z) = -43/78*z^3 + 289/78*z + 1
*
0 | 0.14849450302898234115622798261369279382 | 0.026336495615755427973543120417884272459
f(z) = -41/60*z^3 + 281/60*z + 1
*
[ -5/2 ] 
f(z) = -41/75*z^3 + 289/60*z + 1
*
[ -2 ] 
f(z) = -41/78*z^3 + 281/78*z + 1
*
[ -4/7 ] 
f(z) = -59/64*z^3 + 299/98*z + 1
*
[ -2/5 ] 
f(z) = -55/64*z^3 + 291/80*z + 1
*
[ -4/7 ] 
f(z) = -55/64*z^3 + 297/98*z + 1
*
-6/5 | 0.17064697498038381681157769966546947307 | 0.024079763716021905628495150633524482574
f(z) = -55/64*z^3 + 299/80*z + 1
*
[ -3/2 ] 
f(z) = -53/63*z^3 + 299/84*z + 1
*
[ -4/7 ] 
f(z) = -51/64*z^3 + 295/98*z + 1
*
[ -3/2 ] 
f(z) = -47/63*z^3 + 281/84*z + 1
*
[ -4/7 ] 
f(z) = -47/64*z^3 + 293/98*z + 1
*
-6/5 | 0.16684599832776734264402906357556636506 | 0.023751506673777948881153350658527329157
f(z) = -45/64*z^3 + 281/80*z + 1
*
[ -2/5 ] 
f(z) = -45/64*z^3 + 289/80*z + 1
*
[ -4/7 ] 
f(z) = -43/64*z^3 + 291/98*z + 1
*
[ -3/2 ] 
f(z) = -43/72*z^3 + 289/96*z + 1
*
[ -3/2 ] 
f(z) = -41/72*z^3 + 283/96*z + 1
*
[ -2/3 ] 
f(z) = -57/68*z^3 + 293/102*z + 1
*
[ -5/7 ] 
f(z) = -56/75*z^3 + 292/105*z + 1
*
[ -15/14 ] 
f(z) = -56/75*z^3 + 293/105*z + 1
*
[ -12/17 ] 
f(z) = -51/64*z^3 + 287/102*z + 1
*
[ 5/3 ] 
f(z) = -49/75*z^3 + 299/135*z + 1
*
[ 5/3 ] 
f(z) = -47/75*z^3 + 289/135*z + 1
*
0 | 0.13635134124009505487279198766457042426 | 0.024182824465032626988735132002912894433
f(z) = -46/63*z^3 + 281/126*z + 1
*
[ 5/3 ] 
f(z) = -46/75*z^3 + 284/135*z + 1
*
-2 | 0.092026975863706102535542448689406737119 | 0.016143827173955771104884931713877066070
f(z) = -45/61*z^3 + 299/122*z + 1
*
-2 | 0.091244222803357798726687538754954447666 | 0.016063635576586337456456657722798627434
f(z) = -45/67*z^3 + 293/134*z + 1
*
-2 | 0.085758353394411003964431294775030183042 | 0.015116070309380928684642842653224069772
f(z) = -44/61*z^3 + 291/122*z + 1
*
-2 | 0.071945148537075092599713874364517994678 | 0.012696740379260258532718860401142451688
f(z) = -44/63*z^3 + 289/126*z + 1
*
-2 | 0.085209303745691207142760091109801857628 | 0.015056024649819370976069545669007543005
f(z) = -44/65*z^3 + 287/130*z + 1
*
-2 | 0.084843671011597374049590690457695679237 | 0.015009966106218170374248726458576052033
f(z) = -44/67*z^3 + 285/134*z + 1
*
-2 | 0.064034850583550023585921484092224969880 | 0.011342742522347021348463487867206693476
f(z) = -44/69*z^3 + 283/138*z + 1
*
-2 | 0.090864601127473978007165870618716536090 | 0.016095200747598306442821265185656081828
f(z) = -43/61*z^3 + 283/122*z + 1
*
-2 | 0.077010953477610582752759970962448745881 | 0.013658408878828219493717014470257628625
f(z) = -43/63*z^3 + 281/126*z + 1
*
-2 | 0.090091485234469605029693553043931942746 | 0.015804293836888591536543261947589846419
f(z) = -47/77*z^3 + 299/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.015714310295940925052856747009897081511
f(z) = -47/79*z^3 + 297/158*z + 1
*
-2 | 0.082618053998613294622064862776029229157 | 0.014510351380173382000528526226453457594
f(z) = -46/71*z^3 + 297/142*z + 1
*
-2 | 0.082113134455391098630459428700334436939 | 0.014438806098192718467941989966218959902
f(z) = -46/73*z^3 + 295/146*z + 1
*
-2 | 0.061007233497023393758632530374944876262 | 0.010740383734145091072800282946462589363
f(z) = -46/75*z^3 + 293/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014178786816345720849209791773293189039
f(z) = -46/77*z^3 + 291/154*z + 1
*
-2 | 0.080916589787510308566040821263305377513 | 0.014280002943877278481279034578957316025
f(z) = -46/79*z^3 + 289/158*z + 1
*
-2 | 0.090382815500278026894462387801037934907 | 0.015950584111480993409719457591756680788
f(z) = -45/71*z^3 + 289/142*z + 1
*
-2 | 0.089684003839537937247986484942010140588 | 0.015846680035463361657709797010289007329
f(z) = -45/73*z^3 + 287/146*z + 1
*
-2 | 0.088998700877217989482058155223354422747 | 0.015764686567926377917857278250546160048
f(z) = -45/77*z^3 + 283/154*z + 1
*
-2 | 0.089473870259803795954869866276797855727 | 0.015868790721243586646445369689587399304
f(z) = -45/79*z^3 + 281/158*z + 1
*
-2 | 0.083727958048842533588418749717747434140 | 0.014849714670172782670015940245699605480
f(z) = -44/71*z^3 + 281/142*z + 1
*
-21/20 | 0.13420373839993907708315447720942789568 | 0.019899549320732103938524718581812005978
f(z) = -50/63*z^3 + 283/168*z + 1
*
-3/4 | 0.19826011761407695920665585697482278355 | 0.029247146886424870566651507258114062792
f(z) = -46/63*z^3 + 293/168*z + 1
*
4/5 | 0.17295839419714341936436104282279574563 | 0.027286554725424595506772357333633803217
f(z) = -55/78*z^3 + 283/195*z + 1
*
0 | 0.12836162260900335442907603450980430228 | 0.022765794302927588145871764900088061914
f(z) = -51/64*z^3 + 281/192*z + 1
*
[ 9/7 ] 
f(z) = -49/60*z^3 + 283/180*z + 1
*
[ 9/7 ] 
f(z) = -49/66*z^3 + 287/198*z + 1
*
5/28 | 0.18016224501167585276363980652622654748 | 0.024646397532031646799764654455963592603
f(z) = -56/75*z^3 + 299/210*z + 1
*
[ 6/5 ] 
f(z) = -55/63*z^3 + 299/210*z + 1
*
0 | 0.10823045702339825638077364009450345547 | 0.019054078893938248380241950292272026965
f(z) = -51/70*z^3 + 293/210*z + 1
*
[ 9/7 ] 
f(z) = -49/69*z^3 + 289/207*z + 1
*
[ 11/9 ] 
f(z) = -54/77*z^3 + 284/231*z + 1
*
7/9 | 0.16925218393620618991086470825851371681 | 0.029743671782912195014001199549556869274
f(z) = -54/77*z^3 + 296/231*z + 1
*
[ 9/7 ] 
f(z) = -49/75*z^3 + 293/225*z + 1
*
12/7 | 0.095217296065793732113669951511817571862 | 0.016703488919750404432520649971070339360
f(z) = -49/76*z^3 + 299/228*z + 1
*
[ 9/7 ] 
f(z) = -49/78*z^3 + 295/234*z + 1
*
-1/2 | 0.16642957075299949963529019867458559865 | 0.029195898285860123617964719588584328315
f(z) = -59/60*z^3 + 299/240*z + 1
*
-1/2 | 0.16643060436942038935747139587732016610 | 0.029300272337713445821336835688496602722
f(z) = -53/60*z^3 + 293/240*z + 1
*
-1/2 | 0.16643060436942038935747139587732016610 | 0.029371350505350102036541067289917270634
f(z) = -49/60*z^3 + 289/240*z + 1
*
[ 8/7 ] 
f(z) = -49/62*z^3 + 287/248*z + 1
*
[ 5/4 ] 
f(z) = -49/75*z^3 + 293/240*z + 1
*
-1/2 | 0.16643060436942038935747139587732016610 | 0.029407390645379369685580341664949338504
f(z) = -47/60*z^3 + 287/240*z + 1
*
[ 5/4 ] 
f(z) = -47/75*z^3 + 283/240*z + 1
*
[ 6/5 ] 
f(z) = -45/64*z^3 + 283/240*z + 1
*
-1/2 | 0.16643060436942038935747139587732016610 | 0.029480501258261578109878053664653372146
f(z) = -43/60*z^3 + 283/240*z + 1
*
-1/2 | 0.16643077939282268260795602095300804373 | 0.029517614473246486683801691025689963555
f(z) = -41/60*z^3 + 281/240*z + 1
*
[ 8/7 ] 
f(z) = -49/66*z^3 + 289/264*z + 1
*
-3/2 | 0.14320103902686455609171432776912495238 | 0.025397664287724890048431616294197982325
f(z) = -41/66*z^3 + 281/264*z + 1
*
[ 8/7 ] 
f(z) = -49/74*z^3 + 293/296*z + 1
*
[ 3/5 ] 
f(z) = -50/97*z^3 - 140/291*z + 1
*
[ 3/5 ] 
f(z) = -41/81*z^3 - 109/225*z + 1
*
[ 22/35 ] 
f(z) = -49/88*z^3 - 102/275*z + 1
*
[ 2/3 ] 
f(z) = -47/96*z^3 - 61/216*z + 1
*
[ 2/3 ] 
f(z) = -43/96*z^3 - 65/216*z + 1
*
[ 2/3 ] 
f(z) = -41/96*z^3 - 67/216*z + 1
*
[ 2/3 ] 
f(z) = -51/86*z^3 - 61/258*z + 1
*
[ 2/3 ] 
f(z) = -57/94*z^3 - 65/282*z + 1
*
[ 2/3 ] 
f(z) = -57/98*z^3 - 71/294*z + 1
*
[ 2/3 ] 
f(z) = -51/94*z^3 - 73/282*z + 1
*
[ 2/3 ] 
f(z) = -51/98*z^3 - 79/294*z + 1
*
[ 7/11 ] 
f(z) = -55/98*z^3 - 53/154*z + 1
*
[ 2/3 ] 
f(z) = -54/89*z^3 - 41/178*z + 1
*
[ 2/3 ] 
f(z) = -45/83*z^3 - 43/166*z + 1
*
[ 2/3 ] 
f(z) = -45/89*z^3 - 49/178*z + 1
*
[ 2/3 ] 
f(z) = -54/91*z^3 - 43/182*z + 1
*
[ 2/3 ] 
f(z) = -54/95*z^3 - 47/190*z + 1
*
[ 2/3 ] 
f(z) = -54/97*z^3 - 49/194*z + 1
*
[ 2/3 ] 
f(z) = -49/80*z^3 - 41/180*z + 1
*
[ 2/3 ] 
f(z) = -47/80*z^3 - 43/180*z + 1
*
[ 2/3 ] 
f(z) = -45/91*z^3 - 51/182*z + 1
*
[ 2/3 ] 
f(z) = -45/97*z^3 - 57/194*z + 1
*
[ 2/3 ] 
f(z) = -43/80*z^3 - 47/180*z + 1
*
[ 2/3 ] 
f(z) = -41/80*z^3 - 49/180*z + 1
*
[ 2/3 ] 
f(z) = -59/96*z^3 - 49/216*z + 1
*
[ 2/3 ] 
f(z) = -55/96*z^3 - 53/216*z + 1
*
[ 2/3 ] 
f(z) = -53/96*z^3 - 55/216*z + 1
*
[ 2/3 ] 
f(z) = -49/96*z^3 - 59/216*z + 1
*
[ 2/3 ] 
f(z) = -57/82*z^3 - 47/246*z + 1
*
[ 2/3 ] 
f(z) = -57/86*z^3 - 53/258*z + 1
*
[ 2/3 ] 
f(z) = -51/82*z^3 - 55/246*z + 1
*
[ 7/10 ] 
f(z) = -55/98*z^3 - 43/280*z + 1
*
[ 7/10 ] 
f(z) = -45/98*z^3 - 57/280*z + 1
*
[ 2/3 ] 
f(z) = -53/88*z^3 - 23/99*z + 1
*
[ 2/3 ] 
f(z) = -49/88*z^3 - 25/99*z + 1
*
[ 2/3 ] 
f(z) = -47/88*z^3 - 26/99*z + 1
*
[ 2/3 ] 
f(z) = -45/82*z^3 - 21/82*z + 1
*
[ 2/3 ] 
f(z) = -45/86*z^3 - 23/86*z + 1
*
[ 2/3 ] 
f(z) = -45/94*z^3 - 27/94*z + 1
*
[ 2/3 ] 
f(z) = -45/98*z^3 - 29/98*z + 1
*
[ 2/3 ] 
f(z) = -43/88*z^3 - 28/99*z + 1
*
[ 2/3 ] 
f(z) = -41/88*z^3 - 29/99*z + 1
*
[ 2/3 ] 
f(z) = -57/92*z^3 - 31/138*z + 1
*
[ 2/3 ] 
f(z) = -51/92*z^3 - 35/138*z + 1
*
-3/14 | 0.10044455390883071875366897698407995755 | 0.017064692260303842820229968129753635807
f(z) = -49/90*z^3 - 37/120*z + 1
*
[ 2/3 ] 
f(z) = -54/83*z^3 - 35/166*z + 1
*
[ 2/3 ] 
f(z) = -54/85*z^3 - 37/170*z + 1
*
[ 2/3 ] 
f(z) = -59/80*z^3 - 31/180*z + 1
*
[ 2/3 ] 
f(z) = -53/80*z^3 - 37/180*z + 1
*
[ 7/10 ] 
f(z) = -50/91*z^3 - 29/182*z + 1
*
7/6 | 0.083535468922288483076974533962151203277 | 0.014891860048925353162434865437214544993
f(z) = -48/91*z^3 - 38/273*z + 1
*
[ 2/3 ] 
f(z) = -45/88*z^3 - 3/11*z + 1
*
[ 2/3 ] 
f(z) = -57/88*z^3 - 7/33*z + 1
*
[ 2/3 ] 
f(z) = -51/88*z^3 - 8/33*z + 1
*
[ 3/5 ] 
f(z) = -50/99*z^3 - 16/33*z + 1
*
[ 9/14 ] 
f(z) = -49/81*z^3 - 11/36*z + 1
*
[ 3/4 ] 
f(z) = -44/81*z^3 - 1/36*z + 1
*
[ 2/3 ] 
f(z) = -45/92*z^3 - 13/46*z + 1
*
[ 2/3 ] 
f(z) = -57/80*z^3 - 11/60*z + 1
*
[ 9/14 ] 
f(z) = -56/81*z^3 - 17/63*z + 1
*
[ 3/4 ] 
f(z) = -56/99*z^3 - 1/66*z + 1
*
[ 2/3 ] 
f(z) = -51/80*z^3 - 13/60*z + 1
*
6/5 | 0.13687050688518300942089103121252134497 | 0.025881920502642829601869646221797444716
f(z) = -50/99*z^3 - 7/66*z + 1
*
[ 3/4 ] 
f(z) = -46/81*z^3 - 1/72*z + 1
*
[ 2/3 ] 
f(z) = -59/88*z^3 - 20/99*z + 1
*
[ 5/7 ] 
f(z) = -49/80*z^3 - 7/80*z + 1
*
[ 5/7 ] 
f(z) = -49/85*z^3 - 9/85*z + 1
*
[ 5/7 ] 
f(z) = -49/90*z^3 - 11/90*z + 1
*
[ 5/7 ] 
f(z) = -49/95*z^3 - 13/95*z + 1
*
[ 9/13 ] 
f(z) = -52/81*z^3 - 16/117*z + 1
*
-3/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = -56/81*z^3 - 5/126*z + 1
*
[ 3/4 ] 
f(z) = -52/99*z^3 - 5/132*z + 1
*
[ 7/9 ] 
f(z) = -45/98*z^3 - 1/126*z + 1
*
[ 3/4 ] 
f(z) = -47/81*z^3 - 1/144*z + 1
*
[ 3/4 ] 
f(z) = -43/81*z^3 - 5/144*z + 1
*
[ 3/4 ] 
f(z) = -41/81*z^3 - 7/144*z + 1
*
6/5 | 0.20329751856884046600644362028882573806 | 0.028293189793120507473317058088085201322
f(z) = -45/88*z^3 - 16/165*z + 1
*
6/5 | 0.19287918902685892089310469972059436405 | 0.026099384825677820081327952724858175498
f(z) = -55/81*z^3 - 19/180*z + 1
*
7/6 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = -54/91*z^3 - 9/182*z + 1
*
15/14 | 0.20595396834343734927413967514492106254 | 0.027868594342867744568850085756258851878
f(z) = -49/81*z^3 - 7/180*z + 1
*
[ 3/4 ] 
f(z) = -48/83*z^3 - 2/249*z + 1
*
[ 3/4 ] 
f(z) = -48/85*z^3 - 4/255*z + 1
*
[ 3/4 ] 
f(z) = -58/99*z^3 - 1/264*z + 1
*
0 | 0.13324678393169218022784173316131561217 | 0.023896700179079038973849374233556985970
f(z) = -57/88*z^3 - 5/264*z + 1
*
[ 14/19 ] 
f(z) = -57/98*z^3 - 11/266*z + 1
*
[ 3/4 ] 
f(z) = -50/99*z^3 - 13/264*z + 1
*
[ 3/4 ] 
f(z) = -48/89*z^3 - 8/267*z + 1
*
[ 3/4 ] 
f(z) = -48/91*z^3 - 10/273*z + 1
*
[ 3/4 ] 
f(z) = -46/99*z^3 - 19/264*z + 1
*
[ 3/4 ] 
f(z) = -48/95*z^3 - 14/285*z + 1
*
[ 3/4 ] 
f(z) = -48/97*z^3 - 16/291*z + 1
*
[ 3/4 ] 
f(z) = -56/81*z^3 + 1/18*z + 1
*
[ 3/2 ] 
f(z) = -56/81*z^3 + 17/9*z + 1
*
[ 3/2 ] 
f(z) = -52/81*z^3 + 16/9*z + 1
*
9/5 | 0.12206803207423441015502724854694730052 | 0.023993262049682398426254482834293238330
f(z) = -50/81*z^3 + 17/18*z + 1
*
[ 6/5 ] 
f(z) = -50/81*z^3 + 19/18*z + 1
*
[ 6/7 ] 
f(z) = -49/81*z^3 + 5/18*z + 1
*
[ 9/7 ] 
f(z) = -49/81*z^3 + 11/9*z + 1
*
12/7 | 0.10414258274537934774747629095023012990 | 0.020469898923422050389705287070447766307
f(z) = -49/81*z^3 + 17/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016503904575061931281943825259587438406
f(z) = -49/88*z^3 + 19/11*z + 1
*
-4/7 | 0.11552462249663109860628371423537219671 | 0.025310212466389390758651461526969603859
f(z) = -49/96*z^3 + 11/12*z + 1
*
4/7 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = -49/96*z^3 + 17/12*z + 1
*
-2 | 0.082914452230227112370636139006383740653 | 0.016683615104273827514474660069801481470
f(z) = -47/88*z^3 + 18/11*z + 1
*
-2 | 0.082914258542887340772111591149029005816 | 0.016877688433524978684057822986860477576
f(z) = -45/88*z^3 + 17/11*z + 1
*
[ 3/2 ] 
f(z) = -44/81*z^3 + 14/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.017088443435548405439680854620967706240
f(z) = -43/88*z^3 + 16/11*z + 1
*
-2 | 0.082914130899511226284342950406839520548 | 0.017318908387574414192085612294826931973
f(z) = -41/88*z^3 + 15/11*z + 1
*
[ 3/4 ] 
f(z) = -52/81*z^3 + 1/36*z + 1
*
[ 6/7 ] 
f(z) = -49/88*z^3 + 8/33*z + 1
*
[ 6/7 ] 
f(z) = -49/90*z^3 + 7/30*z + 1
*
[ 6/7 ] 
f(z) = -49/96*z^3 + 5/24*z + 1
*
[ 8/7 ] 
f(z) = -49/96*z^3 + 19/24*z + 1
*
[ 3/4 ] 
f(z) = -58/81*z^3 + 5/72*z + 1
*
[ 4/5 ] 
f(z) = -55/96*z^3 + 7/60*z + 1
*
[ 6/7 ] 
f(z) = -49/80*z^3 + 17/60*z + 1
*
[ 6/7 ] 
f(z) = -49/99*z^3 + 13/66*z + 1
*
[ 9/11 ] 
f(z) = -44/81*z^3 + 14/99*z + 1
*
[ 3/4 ] 
f(z) = -59/81*z^3 + 11/144*z + 1
*
[ 3/4 ] 
f(z) = -55/81*z^3 + 7/144*z + 1
*
[ 3/4 ] 
f(z) = -53/81*z^3 + 5/144*z + 1
*
[ 3/4 ] 
f(z) = -49/81*z^3 + 1/144*z + 1
*
[ 3/4 ] 
f(z) = -56/87*z^3 + 5/174*z + 1
*
[ 3/4 ] 
f(z) = -56/93*z^3 + 1/186*z + 1
*
[ 4/5 ] 
f(z) = -45/88*z^3 + 17/220*z + 1
*
7/6 | 0.12393914011703306470371396378119713686 | 0.022094618645452419098609011765500134404
f(z) = -60/91*z^3 + 11/273*z + 1
*
9/7 | 0.14023153675963674787459115831457700421 | 0.024762937557401129400407331638449309037
f(z) = -49/96*z^3 + 19/288*z + 1
*
-2 | 0.087682860058217298062620878483168515034 | 0.016677686589079885948743709820694032577
f(z) = -59/88*z^3 + 24/11*z + 1
*
[ 2 ] 
f(z) = -59/88*z^3 + 35/11*z + 1
*
[ 3/2 ] 
f(z) = -58/81*z^3 + 35/18*z + 1
*
-2 | 0.086584116265210797207157629109077536792 | 0.016603103142522517974254935820915949236
f(z) = -57/88*z^3 + 23/11*z + 1
*
[ 2 ] 
f(z) = -57/88*z^3 + 34/11*z + 1
*
[ -3/2 ] 
f(z) = -56/81*z^3 + 29/9*z + 1
*
3/4 | 0.12562529640000261050448459132361026338 | 0.021629169156355458881815837850357104313
f(z) = -56/81*z^3 + 37/18*z + 1
*
-2 | 0.082914327569131137994977343368992343034 | 0.016181676511080276765628225575619588779
f(z) = -53/88*z^3 + 21/11*z + 1
*
[ 2 ] 
f(z) = -53/88*z^3 + 32/11*z + 1
*
[ -3/2 ] 
f(z) = -52/81*z^3 + 28/9*z + 1
*
-2 | 0.082914420856097127247090004692465736182 | 0.016337257377711513245118837305870521530
f(z) = -51/88*z^3 + 20/11*z + 1
*
[ 2 ] 
f(z) = -51/88*z^3 + 31/11*z + 1
*
[ 9/5 ] 
f(z) = -50/81*z^3 + 22/9*z + 1
*
[ -9/5 ] 
f(z) = -50/81*z^3 + 32/9*z + 1
*
-9/5 | 0.10115492218867730127028803201344554431 | 0.017416053818097340209876653576289253112
f(z) = -50/81*z^3 + 37/18*z + 1
*
-15/7 | 0.081387203221378737799637930249225260423 | 0.015390146289698562916573714060184035199
f(z) = -49/81*z^3 + 22/9*z + 1
*
[ -9/7 ] 
f(z) = -49/81*z^3 + 25/9*z + 1
*
[ 2 ] 
f(z) = -49/88*z^3 + 30/11*z + 1
*
[ 12/7 ] 
f(z) = -49/96*z^3 + 23/12*z + 1
*
-12/7 | 0.11552556370974510795838655077909732880 | 0.021210048479793435133305946912374248114
f(z) = -49/96*z^3 + 29/12*z + 1
*
[ -4/7 ] 
f(z) = -49/96*z^3 + 35/12*z + 1
*
[ -12/7 ] 
f(z) = -49/96*z^3 + 37/12*z + 1
*
[ 2 ] 
f(z) = -47/88*z^3 + 29/11*z + 1
*
[ 3/2 ] 
f(z) = -46/81*z^3 + 29/18*z + 1
*
[ 2 ] 
f(z) = -45/88*z^3 + 28/11*z + 1
*
[ -2/3 ] 
f(z) = -45/88*z^3 + 30/11*z + 1
*
[ -2 ] 
f(z) = -45/88*z^3 + 39/11*z + 1
*
[ -3/2 ] 
f(z) = -44/81*z^3 + 26/9*z + 1
*
[ 2 ] 
f(z) = -43/88*z^3 + 27/11*z + 1
*
[ -2 ] 
f(z) = -43/88*z^3 + 38/11*z + 1
*
[ 2 ] 
f(z) = -41/88*z^3 + 26/11*z + 1
*
[ -2 ] 
f(z) = -41/88*z^3 + 37/11*z + 1
*
-15/14 | 0.081380167804657366870644341518146637225 | 0.014011393133871165770335521739965667904
f(z) = -49/81*z^3 + 37/36*z + 1
*
12/7 | 0.13200348614219368738718001735610812484 | 0.029335348784319859124414144378253851254
f(z) = -49/90*z^3 + 23/30*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016238782132367776134906025922405192083
f(z) = -47/80*z^3 + 37/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.012987853556353205330105751744687399113
f(z) = -47/96*z^3 + 35/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016619277756789700753811707876865952378
f(z) = -43/80*z^3 + 33/20*z + 1
*
-2 | 0.064181724139670983504501666800299814587 | 0.013314932595978956767039295739542982997
f(z) = -43/96*z^3 + 31/24*z + 1
*
-2 | 0.081149304727322648456319994686593638066 | 0.016834971904205946491637248359106012328
f(z) = -41/80*z^3 + 31/20*z + 1
*
-2 | 0.064181606230395626209201496558713030661 | 0.013501712106036176684884440447506659369
f(z) = -41/96*z^3 + 29/24*z + 1
*
[ 8/7 ] 
f(z) = -49/80*z^3 + 37/40*z + 1
*
-4/5 | 0.12546036563835066582629247258913552411 | 0.020321462960800926593188940689221456867
f(z) = -55/96*z^3 + 37/60*z + 1
*
[ 14/15 ] 
f(z) = -45/98*z^3 + 23/70*z + 1
*
[ 9/11 ] 
f(z) = -55/81*z^3 + 23/99*z + 1
*
9/7 | 0.11741406118014355686456173502098671386 | 0.016693531376197260021315011246341911092
f(z) = -56/81*z^3 + 25/126*z + 1
*
[ 6/7 ] 
f(z) = -49/92*z^3 + 31/138*z + 1
*
[ 5/6 ] 
f(z) = -54/95*z^3 + 37/190*z + 1
*
[ 14/17 ] 
f(z) = -51/98*z^3 + 33/238*z + 1
*
[ 7/9 ] 
f(z) = -54/91*z^3 + 20/273*z + 1
*
[ -2 ] 
f(z) = -59/88*z^3 + 46/11*z + 1
*
[ -3/2 ] 
f(z) = -58/81*z^3 + 59/18*z + 1
*
[ -2 ] 
f(z) = -57/88*z^3 + 45/11*z + 1
*
3/2 | 0.081379234398058321864896871346487971098 | 0.013657843908517711730629496146448226035
f(z) = -56/81*z^3 + 43/18*z + 1
*
[ 3 ] 
f(z) = -53/81*z^3 + 59/9*z + 1
*
[ -2 ] 
f(z) = -53/88*z^3 + 43/11*z + 1
*
[ 3 ] 
f(z) = -52/81*z^3 + 58/9*z + 1
*
[ -2 ] 
f(z) = -51/88*z^3 + 42/11*z + 1
*
[ -9/10 ] 
f(z) = -50/81*z^3 + 47/18*z + 1
*
[ -6/5 ] 
f(z) = -50/81*z^3 + 49/18*z + 1
*
[ -3/2 ] 
f(z) = -50/81*z^3 + 55/18*z + 1
*
[ 3 ] 
f(z) = -50/81*z^3 + 56/9*z + 1
*
6/7 | 0.13237867128375989574438213638074629992 | 0.022396079455250540954308038220142465079
f(z) = -49/81*z^3 + 41/18*z + 1
*
[ -6/7 ] 
f(z) = -49/81*z^3 + 47/18*z + 1
*
[ 3 ] 
f(z) = -49/81*z^3 + 55/9*z + 1
*
24/7 | 0.18567710178918060854393455197726170806 | 0.029671934339996927423276053057797842076
f(z) = -49/81*z^3 + 58/9*z + 1
*
[ -2 ] 
f(z) = -49/88*z^3 + 41/11*z + 1
*
[ -2/7 ] 
f(z) = -49/88*z^3 + 50/11*z + 1
*
22/7 | 0.17611421481445587155295946273518020517 | 0.029021401392088957128146174734964669917
f(z) = -49/88*z^3 + 54/11*z + 1
*
4/7 | 0.064181603261293354903764925476340798101 | 0.011079139045764411931632671832319731873
f(z) = -49/96*z^3 + 41/12*z + 1
*
-20/7 | 0.16961212672626745586450389859242944723 | 0.028604364084035285950502071627176561007
f(z) = -49/96*z^3 + 47/12*z + 1
*
[ 3 ] 
f(z) = -47/81*z^3 + 53/9*z + 1
*
[ -3 ] 
f(z) = -47/81*z^3 + 59/9*z + 1
*
[ -2 ] 
f(z) = -47/88*z^3 + 40/11*z + 1
*
[ 3 ] 
f(z) = -46/81*z^3 + 52/9*z + 1
*
[ -3/2 ] 
f(z) = -46/81*z^3 + 53/18*z + 1
*
[ -3 ] 
f(z) = -46/81*z^3 + 58/9*z + 1
*
[ 7/3 ] 
f(z) = -45/98*z^3 + 43/14*z + 1
*
[ -7/3 ] 
f(z) = -45/98*z^3 + 55/14*z + 1
*
[ 3 ] 
f(z) = -44/81*z^3 + 50/9*z + 1
*
[ -3 ] 
f(z) = -44/81*z^3 + 56/9*z + 1
*
[ 3 ] 
f(z) = -43/81*z^3 + 49/9*z + 1
*
[ -3 ] 
f(z) = -43/81*z^3 + 55/9*z + 1
*
[ 3 ] 
f(z) = -41/81*z^3 + 47/9*z + 1
*
[ -3 ] 
f(z) = -41/81*z^3 + 53/9*z + 1
*
-2 | 0.088484096069119041564342140020302004142 | 0.016764337605734944477016217375625388112
f(z) = -59/80*z^3 + 49/20*z + 1
*
-2 | 0.065693617582476590643783300103521758441 | 0.012545468478175121812941199323624478689
f(z) = -59/96*z^3 + 47/24*z + 1
*
-2 | 0.087610229769360552741390999611198416251 | 0.016730870005100379353872027526475992958
f(z) = -57/80*z^3 + 47/20*z + 1
*
[ 3/2 ] 
f(z) = -56/99*z^3 + 53/33*z + 1
*
-2 | 0.064182097129462803929343691041456504392 | 0.012468609226987381388752722830219698931
f(z) = -55/96*z^3 + 43/24*z + 1
*
-2 | 0.085552869638345613235011356027134469443 | 0.016620293625124384654436915063440729276
f(z) = -53/80*z^3 + 43/20*z + 1
*
-2 | 0.064180841216154409357533537327030448472 | 0.012584808273799526755383902984685887075
f(z) = -53/96*z^3 + 41/24*z + 1
*
[ 3/2 ] 
f(z) = -52/99*z^3 + 50/33*z + 1
*
-2 | 0.084254785511080565506832287243589357854 | 0.016520978873367657473732176142602477925
f(z) = -51/80*z^3 + 41/20*z + 1
*
4/7 | 0.15516378523264438152145724762423787695 | 0.029397577591704934842412458478967615582
f(z) = -49/80*z^3 + 49/20*z + 1
*
-6/7 | 0.13272292364652259265277610062079276094 | 0.021797002052277154489894806244636898359
f(z) = -49/81*z^3 + 49/36*z + 1
*
3/7 | 0.13010321352154854356040922613844882028 | 0.025666930825909476564358408651856824560
f(z) = -49/90*z^3 + 53/30*z + 1
*
6/7 | 0.071017617403206952332494333841801296300 | 0.013257999360339885689808866794394042745
f(z) = -49/96*z^3 + 53/24*z + 1
*
-3/7 | 0.13686985474582929005664418421339871595 | 0.027657404638269919570630253018313649376
f(z) = -49/99*z^3 + 47/33*z + 1
*
[ 2 ] 
f(z) = -47/80*z^3 + 57/20*z + 1
*
[ 3/2 ] 
f(z) = -47/81*z^3 + 59/36*z + 1
*
[ 2 ] 
f(z) = -47/96*z^3 + 59/24*z + 1
*
[ 2 ] 
f(z) = -43/80*z^3 + 53/20*z + 1
*
[ 3/2 ] 
f(z) = -43/81*z^3 + 55/36*z + 1
*
[ 2 ] 
f(z) = -43/96*z^3 + 55/24*z + 1
*
[ 2 ] 
f(z) = -41/80*z^3 + 51/20*z + 1
*
[ 3/2 ] 
f(z) = -41/81*z^3 + 53/36*z + 1
*
[ 2 ] 
f(z) = -41/96*z^3 + 53/24*z + 1
*
[ 4/3 ] 
f(z) = -45/88*z^3 + 51/44*z + 1
*
[ 7/6 ] 
f(z) = -45/98*z^3 + 43/56*z + 1
*
-2 | 0.083737209143013224532786959792414651993 | 0.017552451217081262789587601186611582662
f(z) = -41/92*z^3 + 59/46*z + 1
*
-2/3 | 0.089415712702314792709469932239810290556 | 0.016314833717925493311539579795702257458
f(z) = -57/80*z^3 + 49/60*z + 1
*
-2/3 | 0.10652910245037631436502363043589257701 | 0.019437350998743930454177505591668537234
f(z) = -51/80*z^3 + 47/60*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.025682672207249102906127531939251746416
f(z) = -51/80*z^3 + 53/60*z + 1
*
[ 6/5 ] 
f(z) = -50/99*z^3 + 59/66*z + 1
*
12/7 | 0.082271319564635489904635073168505818057 | 0.018518518518518518518518518518518518519
f(z) = -49/85*z^3 + 59/85*z + 1
*
[ 6/7 ] 
f(z) = -56/81*z^3 + 43/126*z + 1
*
[ 5/6 ] 
f(z) = -54/85*z^3 + 41/170*z + 1
*
[ 6/7 ] 
f(z) = -49/87*z^3 + 43/174*z + 1
*
[ 9/10 ] 
f(z) = -50/99*z^3 + 59/198*z + 1
*
[ 6/7 ] 
f(z) = -49/93*z^3 + 41/186*z + 1
*
[ 5/6 ] 
f(z) = -48/85*z^3 + 49/255*z + 1
*
[ 5/6 ] 
f(z) = -48/95*z^3 + 43/285*z + 1
*
[ 3 ] 
f(z) = -59/81*z^3 + 65/9*z + 1
*
[ -3 ] 
f(z) = -59/81*z^3 + 71/9*z + 1
*
[ 3 ] 
f(z) = -58/81*z^3 + 64/9*z + 1
*
[ -3 ] 
f(z) = -58/81*z^3 + 70/9*z + 1
*
[ 3 ] 
f(z) = -56/81*z^3 + 62/9*z + 1
*
-3/4 | 0.084950256461344404346982977075275115881 | 0.013269502533518088208011722527980420595
f(z) = -56/81*z^3 + 67/18*z + 1
*
[ -3 ] 
f(z) = -56/81*z^3 + 68/9*z + 1
*
[ 9/4 ] 
f(z) = -56/81*z^3 + 73/18*z + 1
*
9/4 | 0.16061580728657315051149180206718400873 | 0.024459238526595079272764453893068859079
f(z) = -56/81*z^3 + 79/18*z + 1
*
[ 3 ] 
f(z) = -55/81*z^3 + 61/9*z + 1
*
[ -3 ] 
f(z) = -55/81*z^3 + 67/9*z + 1
*
[ -3 ] 
f(z) = -53/81*z^3 + 65/9*z + 1
*
[ -3 ] 
f(z) = -52/81*z^3 + 64/9*z + 1
*
21/10 | 0.094806104866896166634218132385451381231 | 0.015029268446896498581585549457152781188
f(z) = -50/81*z^3 + 61/18*z + 1
*
-6/5 | 0.099452593829267345228365284727983091252 | 0.015534814146004561120234200704652709756
f(z) = -50/81*z^3 + 67/18*z + 1
*
-21/10 | 0.089123254881298781098223747955431802034 | 0.013737298954044333917530819379144463082
f(z) = -50/81*z^3 + 73/18*z + 1
*
[ -3/10 ] 
f(z) = -50/81*z^3 + 79/18*z + 1
*
[ -3 ] 
f(z) = -49/81*z^3 + 61/9*z + 1
*
-6/7 | 0.10705183551606233130915298561549702958 | 0.016801374296296932536568723435776883310
f(z) = -49/81*z^3 + 65/18*z + 1
*
[ 22/7 ] 
f(z) = -49/88*z^3 + 68/11*z + 1
*
[ -22/7 ] 
f(z) = -49/88*z^3 + 75/11*z + 1
*
-3/2 | 0.14607085578359714210828441145377537619 | 0.022611922020706152468647896678223554303
f(z) = -46/81*z^3 + 71/18*z + 1
*
-4 | 0.17595038929429991762538307268698638135 | 0.027392748604127638691138158609881902659
f(z) = -43/96*z^3 + 77/12*z + 1
*
-4 | 0.17234762515114069250898766025768436122 | 0.027056562671185916909436992260183371894
f(z) = -41/96*z^3 + 73/12*z + 1
*
[ 2 ] 
f(z) = -59/80*z^3 + 69/20*z + 1
*
[ 3/2 ] 
f(z) = -59/81*z^3 + 71/36*z + 1
*
[ 2 ] 
f(z) = -59/96*z^3 + 71/24*z + 1
*
[ 2 ] 
f(z) = -57/80*z^3 + 67/20*z + 1
*
[ 3/2 ] 
f(z) = -55/81*z^3 + 67/36*z + 1
*
[ 2 ] 
f(z) = -55/96*z^3 + 67/24*z + 1
*
[ 2 ] 
f(z) = -53/80*z^3 + 63/20*z + 1
*
[ 3/2 ] 
f(z) = -53/81*z^3 + 65/36*z + 1
*
[ 2 ] 
f(z) = -53/96*z^3 + 65/24*z + 1
*
[ 2 ] 
f(z) = -51/80*z^3 + 61/20*z + 1
*
-4/7 | 0.15734525977246520742352475926832705383 | 0.027995380317483514656712177438772765923
f(z) = -49/80*z^3 + 69/20*z + 1
*
18/7 | 0.073051530189661303134486927594573090372 | 0.012931822152093980799854341766384007186
f(z) = -49/80*z^3 + 71/20*z + 1
*
6/7 | 0.14732679351605945703308801574492730975 | 0.022708688200026111077515646481449677257
f(z) = -49/81*z^3 + 73/36*z + 1
*
[ 12/7 ] 
f(z) = -49/81*z^3 + 79/36*z + 1
*
[ -6/7 ] 
f(z) = -49/90*z^3 + 77/30*z + 1
*
[ -2 ] 
f(z) = -47/80*z^3 + 77/20*z + 1
*
3/4 | 0.081380130371722893344602442890688874308 | 0.012597729725952199341950061422174720227
f(z) = -44/81*z^3 + 71/36*z + 1
*
[ -2 ] 
f(z) = -43/80*z^3 + 73/20*z + 1
*
[ -2 ] 
f(z) = -43/96*z^3 + 79/24*z + 1
*
[ -2 ] 
f(z) = -41/80*z^3 + 71/20*z + 1
*
[ -2 ] 
f(z) = -41/96*z^3 + 77/24*z + 1
*
6/5 | 0.081384124071776681569163063864755718015 | 0.012518150735623507281996486166266309780
f(z) = -55/81*z^3 + 74/45*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016540297012625405256542092647270609383
f(z) = -51/92*z^3 + 79/46*z + 1
*
[ 10/7 ] 
f(z) = -49/88*z^3 + 79/55*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016711818080148530023674599685083824396
f(z) = -49/92*z^3 + 75/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.012382302462797152771312316068776811408
f(z) = -47/84*z^3 + 73/42*z + 1
*
-2 | 0.083737289347083864387254800597953578839 | 0.016896733557045213497149227385740595385
f(z) = -47/92*z^3 + 71/46*z + 1
*
[ 22/15 ] 
f(z) = -45/88*z^3 + 78/55*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.017096685257396006858916782500844443787
f(z) = -45/92*z^3 + 67/46*z + 1
*
-2 | 0.061709227064202039831826971375860453134 | 0.012677717578028912476756241825938990947
f(z) = -43/84*z^3 + 65/42*z + 1
*
-2 | 0.083737201687394822002819651556571063451 | 0.017314375650235425820193569997582186884
f(z) = -43/92*z^3 + 63/46*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.012844966821455036672531337479950115782
f(z) = -41/84*z^3 + 61/42*z + 1
*
-4/3 | 0.095119166040207908964752041817836980087 | 0.017303302744593476268344291501875949147
f(z) = -57/80*z^3 + 61/60*z + 1
*
[ 9/8 ] 
f(z) = -56/81*z^3 + 71/72*z + 1
*
[ 22/21 ] 
f(z) = -49/88*z^3 + 65/99*z + 1
*
[ 8/7 ] 
f(z) = -49/88*z^3 + 75/88*z + 1
*
8/5 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666
f(z) = -55/96*z^3 + 71/120*z + 1
*
-6/5 | 0.18069083411774160397605777581853705056 | 0.029267427001324512844537988823953787097
f(z) = -55/96*z^3 + 79/120*z + 1
*
-12/11 | 0.15992999810810885794105616057571700764 | 0.022971043590898735387151347753914325088
f(z) = -55/96*z^3 + 79/132*z + 1
*
12/7 | 0.12416555104701709500564977813365477862 | 0.017324528372732896336820227967691910875
f(z) = -49/81*z^3 + 73/144*z + 1
*
[ 9/10 ] 
f(z) = -55/81*z^3 + 79/180*z + 1
*
[ 9/10 ] 
f(z) = -44/81*z^3 + 74/225*z + 1
*
0 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -54/85*z^3 + 77/255*z + 1
*
[ 6/7 ] 
f(z) = -49/82*z^3 + 67/246*z + 1
*
[ 6/7 ] 
f(z) = -49/86*z^3 + 65/258*z + 1
*
[ 6/7 ] 
f(z) = -49/94*z^3 + 61/282*z + 1
*
[ -9/4 ] 
f(z) = -56/81*z^3 + 89/18*z + 1
*
-4 | 0.19083190809855149243538581330901352634 | 0.028678619481553006484390637948481594291
f(z) = -53/96*z^3 + 97/12*z + 1
*
-12/5 | 0.10928760007170605632690874373022719796 | 0.016459283698491093227677997109394070674
f(z) = -50/81*z^3 + 85/18*z + 1
*
-3/10 | 0.12271564738442397618703904368949166683 | 0.018121207204726473606019164024760476396
f(z) = -50/81*z^3 + 97/18*z + 1
*
[ 18/7 ] 
f(z) = -49/81*z^3 + 83/18*z + 1
*
[ -18/7 ] 
f(z) = -49/81*z^3 + 97/18*z + 1
*
-4 | 0.18539705422468323339178332626369458153 | 0.028226987670556942409609834597157628654
f(z) = -49/96*z^3 + 89/12*z + 1
*
-4 | 0.18244287992156798899679792381747966672 | 0.027973057968870731563108993349844408056
f(z) = -47/96*z^3 + 85/12*z + 1
*
[ 4 ] 
f(z) = -43/96*z^3 + 95/12*z + 1
*
[ 4 ] 
f(z) = -41/96*z^3 + 91/12*z + 1
*
[ -4 ] 
f(z) = -41/96*z^3 + 97/12*z + 1
*
[ -2 ] 
f(z) = -59/80*z^3 + 89/20*z + 1
*
[ -2 ] 
f(z) = -59/96*z^3 + 95/24*z + 1
*
[ -2 ] 
f(z) = -57/80*z^3 + 87/20*z + 1
*
[ -2/3 ] 
f(z) = -57/88*z^3 + 92/33*z + 1
*
[ -3/2 ] 
f(z) = -56/99*z^3 + 97/33*z + 1
*
[ -2 ] 
f(z) = -55/96*z^3 + 91/24*z + 1
*
[ -2 ] 
f(z) = -53/80*z^3 + 83/20*z + 1
*
[ -2 ] 
f(z) = -53/96*z^3 + 89/24*z + 1
*
[ -3/4 ] 
f(z) = -52/81*z^3 + 97/36*z + 1
*
[ -3/2 ] 
f(z) = -52/99*z^3 + 94/33*z + 1
*
[ -2 ] 
f(z) = -51/80*z^3 + 81/20*z + 1
*
[ -2/3 ] 
f(z) = -51/88*z^3 + 91/33*z + 1
*
[ -3/5 ] 
f(z) = -50/99*z^3 + 94/33*z + 1
*
20/7 | 0.077489579208834443888050532187392731751 | 0.013404777256963881224163632560723557617
f(z) = -49/80*z^3 + 81/20*z + 1
*
20/7 | 0.15033212263349232189466243573323375381 | 0.025896404379647244059337584464247930355
f(z) = -49/80*z^3 + 83/20*z + 1
*
-20/7 | 0.097766809226164413349177269642564211850 | 0.016705985407041494192673484594243433495
f(z) = -49/80*z^3 + 87/20*z + 1
*
20/7 | 0.089743819021695548907401134235415237952 | 0.015275723771585672295912337734817366366
f(z) = -49/80*z^3 + 89/20*z + 1
*
20/7 | 0.13592363948438297452263768145884429547 | 0.022724331518227316131527680293454779834
f(z) = -49/80*z^3 + 99/20*z + 1
*
[ -6/7 ] 
f(z) = -49/88*z^3 + 85/33*z + 1
*
-15/7 | 0.077944879962594651138191722546127397738 | 0.014126967900811190102392234019359851266
f(z) = -49/90*z^3 + 83/30*z + 1
*
[ 15/7 ] 
f(z) = -49/90*z^3 + 91/30*z + 1
*
[ -2 ] 
f(z) = -47/96*z^3 + 83/24*z + 1
*
[ -3/4 ] 
f(z) = -44/81*z^3 + 95/36*z + 1
*
-2 | 0.067792233379466097607610419155709523415 | 0.012869031650525715280279495623166235962
f(z) = -59/84*z^3 + 97/42*z + 1
*
-2 | 0.087059467712428851092434257566886567763 | 0.016592160911619701668990663082656590141
f(z) = -59/92*z^3 + 95/46*z + 1
*
-2 | 0.085662030814653212662903803029802304202 | 0.016460784154520649441471467843940607263
f(z) = -57/92*z^3 + 91/46*z + 1
*
-2 | 0.065738589797389769100164077525825510603 | 0.012686479309558238285887903217011941874
f(z) = -55/84*z^3 + 89/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016231038561198823264706636046493784046
f(z) = -55/92*z^3 + 87/46*z + 1
*
-2 | 0.064419589673962865899680179556623428561 | 0.012543247260101228182749197587518084948
f(z) = -53/84*z^3 + 85/42*z + 1
*
-2 | 0.083737801220492536205208507532440444230 | 0.016380673172033038909030558450629205026
f(z) = -53/92*z^3 + 83/46*z + 1
*
-4/7 | 0.13032635276491909813782228924281417678 | 0.025376064571523925708591984930484590523
f(z) = -49/88*z^3 + 85/44*z + 1
*
[ 4/3 ] 
f(z) = -57/80*z^3 + 91/60*z + 1
*
-4/5 | 0.19585422880626143230984735499224321488 | 0.029433384373472203550547178696712174227
f(z) = -55/96*z^3 + 97/60*z + 1
*
[ 7/5 ] 
f(z) = -55/98*z^3 + 97/70*z + 1
*
[ 3/2 ] 
f(z) = -50/99*z^3 + 97/66*z + 1
*
-12/7 | 0.10196838155038334713567293958184852274 | 0.017565204271110245559042933275031232182
f(z) = -49/80*z^3 + 83/60*z + 1
*
[ 3/2 ] 
f(z) = -46/99*z^3 + 91/66*z + 1
*
[ 7/5 ] 
f(z) = -45/98*z^3 + 83/70*z + 1
*
-11/7 | 0.13358616705791279864251466950059339244 | 0.029760968823118228345882597991134811218
f(z) = -49/88*z^3 + 89/88*z + 1
*
[ 5/4 ] 
f(z) = -48/85*z^3 + 92/85*z + 1
*
[ 5/4 ] 
f(z) = -48/95*z^3 + 94/95*z + 1
*
[ 15/14 ] 
f(z) = -49/90*z^3 + 83/120*z + 1
*
-10/7 | 0.14946225748286196222444311417791255367 | 0.024209173263777198677819596789313594219
f(z) = -49/96*z^3 + 89/120*z + 1
*
-6/5 | 0.19522249734564915085619648828321599914 | 0.027169378200831621372706850782975391714
f(z) = -45/88*z^3 + 94/165*z + 1
*
[ 9/10 ] 
f(z) = -52/81*z^3 + 92/225*z + 1
*
0 | 0.13167218963545098399619681124374913326 | 0.024024970715487263078851706842464394019
f(z) = -57/80*z^3 + 91/240*z + 1
*
-4 | 0.19803877852742180792697139415653113007 | 0.029248993895469294720982116670267761228
f(z) = -59/96*z^3 + 109/12*z + 1
*
-4 | 0.19334642934316588014750991020838772889 | 0.028881116890546578542384235915119242202
f(z) = -55/96*z^3 + 101/12*z + 1
*
[ 4 ] 
f(z) = -55/96*z^3 + 119/12*z + 1
*
[ 4 ] 
f(z) = -53/96*z^3 + 115/12*z + 1
*
-30/7 | 0.14724222903556289798488906478857937943 | 0.021551994992718834521056840615086874676
f(z) = -49/81*z^3 + 103/9*z + 1
*
-3/7 | 0.12400007835359387832531446634997477111 | 0.017930167288302230854113720957823697612
f(z) = -49/81*z^3 + 112/9*z + 1
*
[ -4 ] 
f(z) = -49/96*z^3 + 113/12*z + 1
*
[ 4 ] 
f(z) = -47/96*z^3 + 103/12*z + 1
*
[ -4 ] 
f(z) = -47/96*z^3 + 109/12*z + 1
*
[ 9/2 ] 
f(z) = -44/81*z^3 + 106/9*z + 1
*
[ -9/2 ] 
f(z) = -44/81*z^3 + 110/9*z + 1
*
[ -4 ] 
f(z) = -43/96*z^3 + 101/12*z + 1
*
[ -3/2 ] 
f(z) = -59/81*z^3 + 119/36*z + 1
*
[ -3/2 ] 
f(z) = -55/81*z^3 + 115/36*z + 1
*
[ -3/2 ] 
f(z) = -53/81*z^3 + 113/36*z + 1
*
-18/7 | 0.12187782443456859151748181579196580114 | 0.019993656836137607678409677460405872444
f(z) = -49/80*z^3 + 111/20*z + 1
*
[ 20/7 ] 
f(z) = -49/80*z^3 + 113/20*z + 1
*
[ -9/14 ] 
f(z) = -49/81*z^3 + 101/36*z + 1
*
-12/7 | 0.13272303810186253399602276596538300835 | 0.019426806231647708157783858027175913597
f(z) = -49/81*z^3 + 103/36*z + 1
*
3/7 | 0.16743108095681423511303888831572706865 | 0.028738599016623847042057522992742672767
f(z) = -49/90*z^3 + 113/30*z + 1
*
[ -15/7 ] 
f(z) = -49/90*z^3 + 119/30*z + 1
*
[ -3/7 ] 
f(z) = -49/99*z^3 + 113/33*z + 1
*
[ -3/2 ] 
f(z) = -47/81*z^3 + 107/36*z + 1
*
[ 9/4 ] 
f(z) = -44/81*z^3 + 119/36*z + 1
*
[ -3/2 ] 
f(z) = -43/81*z^3 + 103/36*z + 1
*
[ -3/2 ] 
f(z) = -41/81*z^3 + 101/36*z + 1
*
[ 9/5 ] 
f(z) = -55/81*z^3 + 119/45*z + 1
*
[ -8/7 ] 
f(z) = -49/80*z^3 + 107/40*z + 1
*
-16/7 | 0.14122109300312828956728666117076052275 | 0.026603988542677794556026818300444704512
f(z) = -49/96*z^3 + 101/48*z + 1
*
[ 2 ] 
f(z) = -47/84*z^3 + 115/42*z + 1
*
[ 2 ] 
f(z) = -47/92*z^3 + 117/46*z + 1
*
[ -4/3 ] 
f(z) = -45/88*z^3 + 117/44*z + 1
*
[ 2 ] 
f(z) = -45/92*z^3 + 113/46*z + 1
*
[ 2 ] 
f(z) = -43/84*z^3 + 107/42*z + 1
*
[ 2 ] 
f(z) = -43/92*z^3 + 109/46*z + 1
*
[ 2 ] 
f(z) = -41/84*z^3 + 103/42*z + 1
*
[ 2 ] 
f(z) = -41/92*z^3 + 105/46*z + 1
*
[ 3/2 ] 
f(z) = -58/99*z^3 + 109/66*z + 1
*
-9/8 | 0.14555898254578083912346558435149973443 | 0.021305616490050740886851560860481758106
f(z) = -56/81*z^3 + 103/72*z + 1
*
9/7 | 0.18948480744145145705364887366703040755 | 0.027581271364796692045370834413197772804
f(z) = -56/81*z^3 + 107/63*z + 1
*
-2/3 | 0.16396854233612540523836092378125644455 | 0.027061430679555798613912676369039679194
f(z) = -51/80*z^3 + 107/60*z + 1
*
4/3 | 0.16396959618423791525923897523359043331 | 0.026820104703044523060018035003723491589
f(z) = -51/80*z^3 + 113/60*z + 1
*
-6/5 | 0.12700197296476603678889956043576443899 | 0.022151476221468810664750940169814789439
f(z) = -50/99*z^3 + 103/66*z + 1
*
[ 6/5 ] 
f(z) = -55/81*z^3 + 103/90*z + 1
*
-3/2 | 0.18786945727108040437941462704457692975 | 0.027130682054967534067031603447715662225
f(z) = -50/81*z^3 + 113/90*z + 1
*
[ 9/7 ] 
f(z) = -49/90*z^3 + 101/90*z + 1
*
[ 4/3 ] 
f(z) = -45/92*z^3 + 103/92*z + 1
*
-2 | 0.056930942617482283344281036631801596201 | 0.011912423418131099145960007688157794130
f(z) = -41/90*z^3 + 119/90*z + 1
*
-2 | 0.071300016802993934548125893037839222072 | 0.014972157207866025105847552135170841483
f(z) = -41/94*z^3 + 117/94*z + 1
*
-2 | 0.072070972415848474601386623463813694864 | 0.015189041795779940432393920233757255005
f(z) = -41/98*z^3 + 115/98*z + 1
*
[ 4/3 ] 
f(z) = -43/96*z^3 + 113/108*z + 1
*
[ 4/3 ] 
f(z) = -41/96*z^3 + 109/108*z + 1
*
[ 12/11 ] 
f(z) = -55/96*z^3 + 101/132*z + 1
*
[ 6/5 ] 
f(z) = -55/96*z^3 + 119/120*z + 1
*
[ 9/8 ] 
f(z) = -44/81*z^3 + 115/144*z + 1
*
-4/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = -41/80*z^3 + 119/180*z + 1
*
[ 9/10 ] 
f(z) = -56/81*z^3 + 101/225*z + 1
*
17/12 | 0.15776973057986272965707778418865041926 | 0.028471796963656608140524784187202184693
f(z) = -48/85*z^3 + 109/255*z + 1
*
[ 4 ] 
f(z) = -59/96*z^3 + 127/12*z + 1
*
[ -4 ] 
f(z) = -59/96*z^3 + 133/12*z + 1
*
[ 9/2 ] 
f(z) = -56/81*z^3 + 133/9*z + 1
*
[ -9/2 ] 
f(z) = -56/81*z^3 + 137/9*z + 1
*
[ -4 ] 
f(z) = -55/96*z^3 + 125/12*z + 1
*
[ -4 ] 
f(z) = -53/96*z^3 + 121/12*z + 1
*
[ 9/2 ] 
f(z) = -52/81*z^3 + 124/9*z + 1
*
[ -9/2 ] 
f(z) = -52/81*z^3 + 128/9*z + 1
*
3/10 | 0.19144744066756992688728158829102644899 | 0.027376952187581486068200034450574343442
f(z) = -50/81*z^3 + 121/18*z + 1
*
24/5 | 0.19885208598358766817452705761390989641 | 0.028304177854849411357427947352420186706
f(z) = -50/81*z^3 + 125/9*z + 1
*
-3/5 | 0.13982737706598569223227909460294912690 | 0.019728525285928960208953266098550767122
f(z) = -50/81*z^3 + 133/18*z + 1
*
[ 9/4 ] 
f(z) = -52/81*z^3 + 137/36*z + 1
*
[ -20/7 ] 
f(z) = -49/80*z^3 + 127/20*z + 1
*
2/7 | 0.14671264693529806188989182124557613208 | 0.023430941751894490205812452236446167538
f(z) = -49/80*z^3 + 131/20*z + 1
*
[ -12/7 ] 
f(z) = -49/81*z^3 + 121/36*z + 1
*
-24/7 | 0.13144397980301096396844570155816375746 | 0.021096921788298967185651894208964191827
f(z) = -49/96*z^3 + 127/24*z + 1
*
-12/7 | 0.085095864106464061694794060607762702965 | 0.014357503996775695295957614065963410988
f(z) = -49/99*z^3 + 125/33*z + 1
*
[ 2 ] 
f(z) = -59/84*z^3 + 139/42*z + 1
*
[ 2 ] 
f(z) = -57/92*z^3 + 137/46*z + 1
*
[ -3/5 ] 
f(z) = -55/81*z^3 + 131/45*z + 1
*
[ 2 ] 
f(z) = -55/84*z^3 + 131/42*z + 1
*
[ 2 ] 
f(z) = -55/92*z^3 + 133/46*z + 1
*
[ 2 ] 
f(z) = -53/84*z^3 + 127/42*z + 1
*
[ 2 ] 
f(z) = -53/92*z^3 + 129/46*z + 1
*
[ 2 ] 
f(z) = -51/92*z^3 + 125/46*z + 1
*
[ -4/7 ] 
f(z) = -49/88*z^3 + 129/44*z + 1
*
[ 2 ] 
f(z) = -49/92*z^3 + 121/46*z + 1
*
[ -2/3 ] 
f(z) = -45/92*z^3 + 125/46*z + 1
*
[ -7/6 ] 
f(z) = -45/98*z^3 + 139/56*z + 1
*
4/3 | 0.089876835115705968714193311003273790110 | 0.014538272520013069788457973639501209531
f(z) = -57/80*z^3 + 121/60*z + 1
*
6/5 | 0.17123110034429733206484455181291368139 | 0.024486018882293051097109022421386982742
f(z) = -50/81*z^3 + 121/72*z + 1
*
[ 12/7 ] 
f(z) = -49/90*z^3 + 121/60*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.014711045142210005367887392574366505323
f(z) = -59/80*z^3 + 139/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013743222538729448468103885734919472200
f(z) = -58/81*z^3 + 139/81*z + 1
*
-1 | 0.072591489199547537588263109962469243948 | 0.014754424924387086053027883196014822210
f(z) = -57/80*z^3 + 137/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013936612903229092962995481441982378262
f(z) = -57/82*z^3 + 139/82*z + 1
*
-1 | 0.067816127002081670797242316670112773342 | 0.013783819088824403680302826828495972746
f(z) = -56/81*z^3 + 137/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016583405391290697110678868110952061931
f(z) = -56/83*z^3 + 139/83*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013804261636916108713103684475419721955
f(z) = -55/81*z^3 + 136/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013977666605595946941329805182125282687
f(z) = -55/82*z^3 + 137/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016607706210128313126532076572290873864
f(z) = -55/83*z^3 + 138/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.010771391776785398410635498973066373123
f(z) = -55/84*z^3 + 139/84*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016632255868367891899156561597563400437
f(z) = -54/83*z^3 + 137/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016672764043245883547487224765795933174
f(z) = -54/85*z^3 + 139/85*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.014843780450035079302424575368265588184
f(z) = -53/80*z^3 + 133/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013846017049241658399870406073746836480
f(z) = -53/81*z^3 + 134/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014019572030786287981732640273817986485
f(z) = -53/82*z^3 + 135/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016657058867183678194380482225733904851
f(z) = -53/83*z^3 + 136/83*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.010802911460620913941919809993185063716
f(z) = -53/84*z^3 + 137/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016697195805539412243012883564204492482
f(z) = -53/85*z^3 + 138/85*z + 1
*
-1 | 0.069652646209748043415501995792873826548 | 0.014115516092220333918578864192283860894
f(z) = -53/86*z^3 + 139/86*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013867225344549994033985246449860906461
f(z) = -52/81*z^3 + 133/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016682119824470512446708071639553496935
f(z) = -52/83*z^3 + 135/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016721877748090595759898517564894046746
f(z) = -52/85*z^3 + 137/85*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.012637077635826502262554432431077779100
f(z) = -52/87*z^3 + 139/87*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.014889913981097957016949122230139255131
f(z) = -51/80*z^3 + 131/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014062360638068217236049645792722860102
f(z) = -51/82*z^3 + 133/82*z + 1
*
-1 | 0.081830705669161674783740866206600856110 | 0.016707509639245820893915744863010656357
f(z) = -51/83*z^3 + 134/83*z + 1
*
-1 | 0.069652538789132992599988654625786158234 | 0.014157074964149208788688909963724130568
f(z) = -51/86*z^3 + 137/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015068733388946756895266827231986795531
f(z) = -51/88*z^3 + 139/88*z + 1
*
-1 | 0.067816430784038565329023894266633372309 | 0.013910499675838545917936973030617425060
f(z) = -50/81*z^3 + 131/81*z + 1
*
-1 | 0.081831214193800447644071901846910423256 | 0.016733204940637071923600928382288689765
f(z) = -50/83*z^3 + 133/83*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012674513324634386393612842577534392213
f(z) = -50/87*z^3 + 137/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016845340934457586113078249643050348463
f(z) = -50/89*z^3 + 139/89*z + 1
*
[ 7/5 ] 
f(z) = -50/91*z^3 + 124/91*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.014937051627382497373324564692669924507
f(z) = -49/80*z^3 + 129/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013932222578974740821576446773859836343
f(z) = -49/81*z^3 + 130/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014106065565764865823932767826829488838
f(z) = -49/82*z^3 + 131/82*z + 1
*
-1 | 0.081830481218082953571436602117688965542 | 0.016758918857543615918142144488823299006
f(z) = -49/83*z^3 + 132/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016797470502293695831862255828167392332
f(z) = -49/85*z^3 + 134/85*z + 1
*
-1 | 0.069652142495216037845275514918101463005 | 0.014199437471143963365088283731790468333
f(z) = -49/86*z^3 + 135/86*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.012693203906097679397175639949878099954
f(z) = -49/87*z^3 + 136/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015113122029134356566487686592524074948
f(z) = -49/88*z^3 + 137/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016870025585688576172113441233221104814
f(z) = -49/89*z^3 + 138/89*z + 1
*
9/7 | 0.090419091766467506785857849669772906435 | 0.018853845034889162947048377270951003507
f(z) = -49/90*z^3 + 121/90*z + 1
*
[ 10/7 ] 
f(z) = -49/90*z^3 + 127/90*z + 1
*
-1 | 0.056931524658248715444203807617900459924 | 0.011537506415020889412660283512388635582
f(z) = -49/90*z^3 + 139/90*z + 1
*
-1 | 0.081831171422780476800934623721452989184 | 0.016785201910360522963760608122755286611
f(z) = -48/83*z^3 + 131/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016823199613674879134116471758200909925
f(z) = -48/85*z^3 + 133/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016894963006749711649956847832094062671
f(z) = -48/89*z^3 + 137/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016928741835073170775096752080311146862
f(z) = -48/91*z^3 + 139/91*z + 1
*
-1 | 0.072591531845528329218704578767998172317 | 0.014985286602255767534325024944457489822
f(z) = -47/80*z^3 + 127/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013976741628934357861144082398128893375
f(z) = -47/81*z^3 + 128/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014150855939366946920566813514658460054
f(z) = -47/82*z^3 + 129/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016811464296509276255796419197555491509
f(z) = -47/83*z^3 + 130/83*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.010902147093969423248778746749585743713
f(z) = -47/84*z^3 + 131/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016849202746495439037397691015832058779
f(z) = -47/85*z^3 + 132/85*z + 1
*
-1 | 0.069652553611723481651015628429896176031 | 0.014242859105859133666805502410317979436
f(z) = -47/86*z^3 + 133/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012731809603486945618710337363983195479
f(z) = -47/87*z^3 + 134/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015158431580610626226459687235907850153
f(z) = -47/88*z^3 + 135/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016920157769911462295922055644625277660
f(z) = -47/89*z^3 + 136/89*z + 1
*
-1 | 0.056931308566362268644616937405921917322 | 0.011571449041091488253562489306712681123
f(z) = -47/90*z^3 + 137/90*z + 1
*
-1 | 0.083535102399474405979487401464644254010 | 0.016953684087976730043406963280955120435
f(z) = -47/91*z^3 + 138/91*z + 1
*
-1 | 0.075180113740244515335365111054540721638 | 0.015235689712630879607655693711767501358
f(z) = -47/92*z^3 + 139/92*z + 1
*
-2 | 0.072071733852879552832404445675231789639 | 0.014605758350242905337997746009079542193
f(z) = -47/98*z^3 + 139/98*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013999371239014669804184562256746822599
f(z) = -46/81*z^3 + 127/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016838177035891409566786011680358586961
f(z) = -46/83*z^3 + 129/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016875485054339196441933272951389189647
f(z) = -46/85*z^3 + 131/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012751311239005662798127326183537799177
f(z) = -46/87*z^3 + 133/87*z + 1
*
-1 | 0.083123564701054005326001901749567260220 | 0.016945750942726187291461296137612712513
f(z) = -46/89*z^3 + 135/89*z + 1
*
-1 | 0.083535095510727688646516480936016448366 | 0.016978743773618831234966642610350382682
f(z) = -46/91*z^3 + 137/91*z + 1
*
-1 | 0.063594020564826702914985041478695777892 | 0.012887700173639236596848777219377418836
f(z) = -46/93*z^3 + 139/93*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014196500671642337810224156789484858970
f(z) = -45/82*z^3 + 127/82*z + 1
*
-2 | 0.068770713692224115982385573766708814399 | 0.013936787309887019877239278630469514662
f(z) = -45/82*z^3 + 139/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016865183680811970254919649702173310503
f(z) = -45/83*z^3 + 128/83*z + 1
*
-1 | 0.069653137555273620641976590287799458975 | 0.014287244789824832140617441914384826036
f(z) = -45/86*z^3 + 131/86*z + 1
*
-2 | 0.069653113964643105491616443189085967480 | 0.014157191870193924008559281501397166586
f(z) = -45/86*z^3 + 137/86*z + 1
*
-1 | 0.074356932672907860673961106219800443887 | 0.015204831132362485209140139846702256003
f(z) = -45/88*z^3 + 133/88*z + 1
*
-1 | 0.083123556056956632769300463964317775668 | 0.016971473027310884922120748301272673110
f(z) = -45/89*z^3 + 134/89*z + 1
*
-1 | 0.083535065527077277023333958050379985204 | 0.017004057372241283837267880306755359943
f(z) = -45/91*z^3 + 136/91*z + 1
*
-1 | 0.075179872865388731946770376751571404947 | 0.015280521205015556359681394930067668955
f(z) = -45/92*z^3 + 137/92*z + 1
*
-2 | 0.071299995233908936234522676214604716953 | 0.014579735181368389423439881108964004743
f(z) = -45/94*z^3 + 133/94*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014449165326943271225288592955945722990
f(z) = -45/94*z^3 + 139/94*z + 1
*
-2 | 0.072070889910556338009117790357629587896 | 0.014783173917406312898937818213538915879
f(z) = -45/98*z^3 + 131/98*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014045394948271302369023999161955807675
f(z) = -44/81*z^3 + 125/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016892489940079117754008865600910008331
f(z) = -44/83*z^3 + 127/83*z + 1
*
-1 | 0.082271993279148843419076271999407924230 | 0.016929047138796940100506404817106790553
f(z) = -44/85*z^3 + 129/85*z + 1
*
[ 3/2 ] 
f(z) = -44/87*z^3 + 128/87*z + 1
*
-1 | 0.062357990623293182664020731473362207120 | 0.012790864961820188549923815493375670552
f(z) = -44/87*z^3 + 131/87*z + 1
*
-1 | 0.083123524756119120004117379623831844700 | 0.016997462262238277714653269945383427206
f(z) = -44/89*z^3 + 133/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017029511919097909876762502691381471857
f(z) = -44/91*z^3 + 135/91*z + 1
*
[ 3/2 ] 
f(z) = -44/93*z^3 + 130/93*z + 1
*
-1 | 0.063593971689502183335218859424463693312 | 0.012925654112937059226006941943275242184
f(z) = -44/93*z^3 + 137/93*z + 1
*
-1 | 0.084331551656026000618529503694828339385 | 0.017090282125073785776699842048286612505
f(z) = -44/95*z^3 + 139/95*z + 1
*
-1 | 0.072591805433098963118951366625357029029 | 0.015085000921059069620765901652076210141
f(z) = -43/80*z^3 + 123/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014068799187680342518921977656988529201
f(z) = -43/81*z^3 + 124/81*z + 1
*
-1 | 0.068770383496754589755208516472799591664 | 0.014243147243198473690465632657144244544
f(z) = -43/82*z^3 + 125/82*z + 1
*
-2 | 0.068771264569668837577315223156021570623 | 0.014106355088928432788454167649852569642
f(z) = -43/82*z^3 + 131/82*z + 1
*
-1 | 0.081831058218084779507255955872743828444 | 0.016920241580720117338416160235599724656
f(z) = -43/83*z^3 + 126/83*z + 1
*
-1 | 0.053150778610225384727124174411681472118 | 0.010972073881870236131847597918287362900
f(z) = -43/84*z^3 + 127/84*z + 1
*
-1 | 0.082271980120654332788058226568174163473 | 0.016956196817740483892306548235143665662
f(z) = -43/85*z^3 + 128/85*z + 1
*
-1 | 0.062358991492043138810181112925300230862 | 0.012811207013893158602042346751332943057
f(z) = -43/87*z^3 + 130/87*z + 1
*
-1 | 0.074356638136523070256756813077376429238 | 0.015252026370842159571979683157613129193
f(z) = -43/88*z^3 + 131/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017023605924147545427993505485577127554
f(z) = -43/89*z^3 + 132/89*z + 1
*
-2 | 0.056931513332895477339901254021496327540 | 0.011752542236042339351203741068751141985
f(z) = -43/90*z^3 + 127/90*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.011641558870808436558704018575297029319
f(z) = -43/90*z^3 + 133/90*z + 1
*
-1 | 0.083534951258276895796825954419778718962 | 0.017055468261561785949667230807211755624
f(z) = -43/91*z^3 + 134/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015326247009007652824090896337733288746
f(z) = -43/92*z^3 + 135/92*z + 1
*
-1 | 0.063593952006842859297451085727171292933 | 0.012944925602547128813384428056471851413
f(z) = -43/93*z^3 + 136/93*z + 1
*
-2 | 0.071299250169476490356871103285055430302 | 0.014766904979400355479948158341590214376
f(z) = -43/94*z^3 + 125/94*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014491861427013566944808181124085977121
f(z) = -43/94*z^3 + 137/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017115224613296437160522985210783202204
f(z) = -43/95*z^3 + 138/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011272519880942169524136069373250377206
f(z) = -43/96*z^3 + 139/96*z + 1
*
-2 | 0.072071746810983756131585395215425224715 | 0.014976929703559972087700786620249172347
f(z) = -43/98*z^3 + 123/98*z + 1
*
-1 | 0.081831042299540877409783928003297249401 | 0.016948161770710019016337894494960202617
f(z) = -42/83*z^3 + 125/83*z + 1
*
-1 | 0.082271945777318301830047949420049493710 | 0.016983643345918814335210699011619211284
f(z) = -42/85*z^3 + 127/85*z + 1
*
-1 | 0.083123302186852262423733270371711343175 | 0.017050243646809325175298892848932163256
f(z) = -42/89*z^3 + 131/89*z + 1
*
-1 | 0.084331581779275235399832052296624386469 | 0.017140631854193754033127475874640855764
f(z) = -42/95*z^3 + 137/95*z + 1
*
-1 | 0.084717298627067349972297079585716871998 | 0.017168456004654219801474929353596999309
f(z) = -42/97*z^3 + 139/97*z + 1
*
-1 | 0.072591928845304759597482402107174284846 | 0.015136592842228086238141364062339389143
f(z) = -41/80*z^3 + 121/80*z + 1
*
-1 | 0.067816234165321369409656677843126742031 | 0.014116556429258287784708052209959382262
f(z) = -41/81*z^3 + 122/81*z + 1
*
-1 | 0.081831006188837151617224255704168403135 | 0.016976395481280522773827395068119537444
f(z) = -41/83*z^3 + 124/83*z + 1
*
-1 | 0.053151445599490346291457308982452672789 | 0.011008283324436033820091923138330536905
f(z) = -41/84*z^3 + 125/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017011274600511187905099323291268887057
f(z) = -41/85*z^3 + 126/85*z + 1
*
-2 | 0.069652530260335639785756844914203758105 | 0.014523680631608727357813919763945221926
f(z) = -41/86*z^3 + 121/86*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014378440128588254714922503337710339379
f(z) = -41/86*z^3 + 127/86*z + 1
*
-1 | 0.062358626757412083822620956603430218034 | 0.012852068797080604841073473039018333077
f(z) = -41/87*z^3 + 128/87*z + 1
*
-1 | 0.074356272757868711934573775410363785853 | 0.015300235188324163040272251731776628147
f(z) = -41/88*z^3 + 129/88*z + 1
*
-1 | 0.083123428621565192807507167757212712833 | 0.017077111516649904966758125497672470383
f(z) = -41/89*z^3 + 130/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.011677606332919619135018400115756395979
f(z) = -41/90*z^3 + 131/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017107889410680875378324483850148498207
f(z) = -41/91*z^3 + 132/91*z + 1
*
-1 | 0.075179712300173645756310459875752111169 | 0.015373076712727616962457268589734548467
f(z) = -41/92*z^3 + 133/92*z + 1
*
-1 | 0.063592787123202179203266260038678453875 | 0.012983843841491005549309573471020589776
f(z) = -41/93*z^3 + 134/93*z + 1
*
-1 | 0.071299691850368062553851869000204429979 | 0.014535310471040722276963730062913453437
f(z) = -41/94*z^3 + 135/94*z + 1
*
-1 | 0.084331570233807092408534655756070288400 | 0.017166190623050836049543319428244930346
f(z) = -41/95*z^3 + 136/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011305725845643206669546641900728944891
f(z) = -41/96*z^3 + 137/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017193527142205986080458576876514330303
f(z) = -41/97*z^3 + 138/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014605558209035344826498899459064772863
f(z) = -41/98*z^3 + 139/98*z + 1
*
[ 4/3 ] 
f(z) = -55/96*z^3 + 137/108*z + 1
*
[ 4/3 ] 
f(z) = -53/96*z^3 + 133/108*z + 1
*
[ 4/3 ] 
f(z) = -49/96*z^3 + 125/108*z + 1
*
[ 4/3 ] 
f(z) = -47/96*z^3 + 121/108*z + 1
*
-8/5 | 0.074116130041317679943534537666307630175 | 0.011836816812662489303268284608383683416
f(z) = -55/96*z^3 + 131/120*z + 1
*
10/7 | 0.18120380025919398969669546301267976968 | 0.028733886805453646136409342090549408774
f(z) = -49/96*z^3 + 137/120*z + 1
*
[ 9/8 ] 
f(z) = -52/81*z^3 + 133/144*z + 1
*
[ 11/10 ] 
f(z) = -50/99*z^3 + 139/198*z + 1
*
-2/3 | 0.17142585948222087458097768034865266576 | 0.026055527286948909989205906717816856568
f(z) = -49/80*z^3 + 139/180*z + 1
*
[ 15/14 ] 
f(z) = -49/81*z^3 + 137/180*z + 1
*
-2/3 | 0.17079194478542643186062978490079173324 | 0.025959176702913258261065980201774032739
f(z) = -47/80*z^3 + 137/180*z + 1
*
-2/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = -43/80*z^3 + 133/180*z + 1
*
-2/3 | 0.17079320968564706630966515598655388280 | 0.025959368958867602341378158737014845733
f(z) = -41/80*z^3 + 131/180*z + 1
*
[ 14/3 ] 
f(z) = -45/98*z^3 + 151/14*z + 1
*
[ -14/3 ] 
f(z) = -45/98*z^3 + 157/14*z + 1
*
[ 12/5 ] 
f(z) = -50/81*z^3 + 149/36*z + 1
*
33/14 | 0.12899348641609847330288027746156246306 | 0.017980796746596029126351914484593818570
f(z) = -49/81*z^3 + 145/36*z + 1
*
24/7 | 0.086692078236722227596166301108750878853 | 0.014085146548058006485381002259066506449
f(z) = -49/90*z^3 + 157/30*z + 1
*
[ -9/4 ] 
f(z) = -44/81*z^3 + 151/36*z + 1
*
-4 | 0.16295293028686756211977559455066276652 | 0.025293273472317112281358205452804912165
f(z) = -43/80*z^3 + 157/20*z + 1
*
[ 3 ] 
f(z) = -43/90*z^3 + 149/30*z + 1
*
[ 3 ] 
f(z) = -43/99*z^3 + 151/33*z + 1
*
[ 3 ] 
f(z) = -41/90*z^3 + 143/30*z + 1
*
[ 3 ] 
f(z) = -41/99*z^3 + 145/33*z + 1
*
[ 2 ] 
f(z) = -59/92*z^3 + 141/46*z + 1
*
[ 7/3 ] 
f(z) = -57/98*z^3 + 157/42*z + 1
*
[ 7/3 ] 
f(z) = -51/98*z^3 + 143/42*z + 1
*
[ 15/7 ] 
f(z) = -49/81*z^3 + 149/45*z + 1
*
[ -10/7 ] 
f(z) = -49/88*z^3 + 156/55*z + 1
*
[ 16/7 ] 
f(z) = -49/96*z^3 + 155/48*z + 1
*
[ -2 ] 
f(z) = -47/84*z^3 + 157/42*z + 1
*
[ -22/15 ] 
f(z) = -45/88*z^3 + 153/55*z + 1
*
[ -2 ] 
f(z) = -45/92*z^3 + 159/46*z + 1
*
[ -2 ] 
f(z) = -43/84*z^3 + 149/42*z + 1
*
[ -2 ] 
f(z) = -43/92*z^3 + 155/46*z + 1
*
[ -2 ] 
f(z) = -41/84*z^3 + 145/42*z + 1
*
[ -2 ] 
f(z) = -41/92*z^3 + 151/46*z + 1
*
[ -4/5 ] 
f(z) = -55/96*z^3 + 157/60*z + 1
*
-2 | 0.18795900371934795133084133053432502034 | 0.029603857148904628316534914559305071612
f(z) = -51/80*z^3 + 143/60*z + 1
*
3/4 | 0.17195929689832259947644410580529257072 | 0.023969932530100375053627837970765407510
f(z) = -50/81*z^3 + 145/72*z + 1
*
[ -6/7 ] 
f(z) = -49/80*z^3 + 157/60*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016488604363497354982839552633539819132
f(z) = -60/83*z^3 + 143/83*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016611468359885788736515094187714824861
f(z) = -60/89*z^3 + 149/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016649347459737670301089280108242921685
f(z) = -60/91*z^3 + 151/91*z + 1
*
-1 | 0.084717651522489645161156219786082925123 | 0.016755050047780207993065427561522655628
f(z) = -60/97*z^3 + 157/97*z + 1
*
-1 | 0.067816602349828621002763279671352836123 | 0.013723494447827701776335472800647660698
f(z) = -59/81*z^3 + 140/81*z + 1
*
-1 | 0.068770222682981792354596090012399018059 | 0.013896455719480581552695317894694183196
f(z) = -59/82*z^3 + 141/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016511952631670483210615428595720240051
f(z) = -59/83*z^3 + 142/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.010709815822564301395427226247835359752
f(z) = -59/84*z^3 + 143/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016554207292184288597985637345235391777
f(z) = -59/85*z^3 + 144/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013995495358859220838760414080721135126
f(z) = -59/86*z^3 + 145/86*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.012512490434800642603855459417550419378
f(z) = -59/87*z^3 + 146/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014899764864081643299196689265836492980
f(z) = -59/88*z^3 + 147/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016633853272990668797883677648454699065
f(z) = -59/89*z^3 + 148/89*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.011377277811186167511265433629906361496
f(z) = -59/90*z^3 + 149/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016671425957560996005997777819190741089
f(z) = -59/91*z^3 + 150/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.014984105998984534956141184271130977656
f(z) = -59/92*z^3 + 151/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012658220869536593925996044281885675475
f(z) = -59/93*z^3 + 152/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014173653052638248928107804602661413560
f(z) = -59/94*z^3 + 153/94*z + 1
*
-1 | 0.084331251079960435220229686214281630936 | 0.016742514320970623084107629611472773425
f(z) = -59/95*z^3 + 154/95*z + 1
*
-1 | 0.055624328733732749622612357009221726460 | 0.011029077946875638113942766387495210438
f(z) = -59/96*z^3 + 155/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016776096160101582395927701324332722640
f(z) = -59/97*z^3 + 156/97*z + 1
*
-1 | 0.072071525407629014090755246779326658320 | 0.014253959989720920020843367154515054689
f(z) = -59/98*z^3 + 157/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014129452760483811435596913767380928740
f(z) = -59/99*z^3 + 158/99*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016535532828126302674548457999780809281
f(z) = -58/83*z^3 + 141/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016577452185990938305020151735428000648
f(z) = -58/85*z^3 + 143/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016656450977015439106972442278388442639
f(z) = -58/89*z^3 + 147/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016693711362693043795530102578858286733
f(z) = -58/91*z^3 + 149/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012674873900476944811438794936784513181
f(z) = -58/93*z^3 + 151/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016764157488065205307118661754135879652
f(z) = -58/95*z^3 + 153/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016797487423394874002306085346948198746
f(z) = -58/97*z^3 + 155/97*z + 1
*
-1 | 0.071532389837781928621463564849205740762 | 0.014147332347275845853353622295736986003
f(z) = -58/99*z^3 + 157/99*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.016559349023609552048581237002560465164
f(z) = -57/83*z^3 + 140/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016600926264859771689073617205034189086
f(z) = -57/85*z^3 + 142/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014034663420578918842223295647735470155
f(z) = -57/86*z^3 + 143/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.014940777618713557624078784108009282055
f(z) = -57/88*z^3 + 145/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016679265047466080123337324308205340927
f(z) = -57/89*z^3 + 146/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016716207102994619517893256023691912235
f(z) = -57/91*z^3 + 148/91*z + 1
*
-1 | 0.075180064395852771045147861771757835020 | 0.015024154896811596874693319579783888769
f(z) = -57/92*z^3 + 149/92*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014210824215440542594495754555439039711
f(z) = -57/94*z^3 + 151/94*z + 1
*
-1 | 0.084717104412365175408702691478134539448 | 0.016819118840183260758566196930601109016
f(z) = -57/97*z^3 + 154/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014290039921388183308581785475426282744
f(z) = -57/98*z^3 + 155/98*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016624633521742470489862960359991989552
f(z) = -56/85*z^3 + 141/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012565044535373626512172436975924545649
f(z) = -56/87*z^3 + 143/87*z + 1
*
[ 3/2 ] 
f(z) = -56/87*z^3 + 155/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016702299145975852349410078461766333884
f(z) = -56/89*z^3 + 145/89*z + 1
*
-1 | 0.063593160226015663849581234991648061517 | 0.012708601639161713638852572637666138963
f(z) = -56/93*z^3 + 149/93*z + 1
*
[ 3/2 ] 
f(z) = -56/93*z^3 + 157/93*z + 1
*
-1 | 0.084331095404836693412657302682296107875 | 0.016808130729732599822126120361579820868
f(z) = -56/95*z^3 + 151/95*z + 1
*
-1 | 0.084717091404392620389723567919807642427 | 0.016840897895613580483353840459975832540
f(z) = -56/97*z^3 + 153/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014183158410471120830838971051036551684
f(z) = -56/99*z^3 + 155/99*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.014074739465356507615608591022815432418
f(z) = -55/86*z^3 + 141/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012582836946602115496682561501955076831
f(z) = -55/87*z^3 + 142/87*z + 1
*
-1 | 0.083123732099370486758061260447584174315 | 0.016725725311746053702381089167325893182
f(z) = -55/89*z^3 + 144/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016761843710134714639289005513230771647
f(z) = -55/91*z^3 + 146/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015064716654138811064410761309211676990
f(z) = -55/92*z^3 + 147/92*z + 1
*
-1 | 0.063593669712032152823184814151850976045 | 0.012725829167975421536429155904482696429
f(z) = -55/93*z^3 + 148/93*z + 1
*
-1 | 0.071299831710720790920864315616250142769 | 0.014248720380153880965755630997201000221
f(z) = -55/94*z^3 + 149/94*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011086270590020816029862546436520461477
f(z) = -55/96*z^3 + 151/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016862835336301797179681891190229292651
f(z) = -55/97*z^3 + 152/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.014327062479823249597966995474471453966
f(z) = -55/98*z^3 + 153/98*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016749042520685796542892517507105550142
f(z) = -54/89*z^3 + 143/89*z + 1
*
-1 | 0.083535194789479757101051906592458730531 | 0.016785144456783831497224891430404897268
f(z) = -54/91*z^3 + 145/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016852909362348648622226879514689337459
f(z) = -54/95*z^3 + 149/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016885019916701503582210504199708710230
f(z) = -54/97*z^3 + 151/97*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012618955089921075303149368881863072085
f(z) = -53/87*z^3 + 140/87*z + 1
*
-1 | 0.074357095347458176347552269538934403774 | 0.015025399694988242158458896428922268191
f(z) = -53/88*z^3 + 141/88*z + 1
*
-1 | 0.083123236753837420770644643003850330725 | 0.016772828387209916659095805639628500660
f(z) = -53/89*z^3 + 142/89*z + 1
*
-1 | 0.056930691992598800111500011976001578274 | 0.011471383094581646037189191669399703274
f(z) = -53/90*z^3 + 143/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016808364876200546534292156154097265867
f(z) = -53/91*z^3 + 144/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015106183451324646366190458077711338399
f(z) = -53/92*z^3 + 145/92*z + 1
*
-1 | 0.063593782040654764540097495533257283932 | 0.012760594257910223337867786543278954162
f(z) = -53/93*z^3 + 146/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014287144134596964867914522816599930288
f(z) = -53/94*z^3 + 147/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016875619631150147149821963262947706102
f(z) = -53/95*z^3 + 148/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011115811101069796449638271667611129378
f(z) = -53/96*z^3 + 149/96*z + 1
*
-1 | 0.084717587724773085215866067398026204886 | 0.016907554182718299414730111846158417966
f(z) = -53/97*z^3 + 150/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.014364635967049043869492526515902483469
f(z) = -53/98*z^3 + 151/98*z + 1
*
-1 | 0.071532141424652175025040233778986836799 | 0.014238424088278781939083053090094226126
f(z) = -53/99*z^3 + 152/99*z + 1
*
[ 3/2 ] 
f(z) = -52/87*z^3 + 146/87*z + 1
*
-1 | 0.083123559620746322057516382426043395713 | 0.016796846374050749830333687304163758275
f(z) = -52/89*z^3 + 141/89*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.012777930050098257613838873112248673108
f(z) = -52/93*z^3 + 145/93*z + 1
*
[ 3/2 ] 
f(z) = -52/93*z^3 + 148/93*z + 1
*
-1 | 0.084331428303798017236144778938498723654 | 0.016898620878522463164872235401711674475
f(z) = -52/95*z^3 + 147/95*z + 1
*
-1 | 0.084717554122198363191381168667779038819 | 0.016930148515290992819564220255668960363
f(z) = -52/97*z^3 + 149/97*z + 1
*
-1 | 0.071532088129140856725262862009767108152 | 0.014257145396648025849190270159818516026
f(z) = -52/99*z^3 + 151/99*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016820904595498738799858377863639692576
f(z) = -51/89*z^3 + 140/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016855801127632622723999975349538041684
f(z) = -51/91*z^3 + 142/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015148459906040915333471095610672599635
f(z) = -51/92*z^3 + 143/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014326470603311619646169272007437194192
f(z) = -51/94*z^3 + 145/94*z + 1
*
-2 | 0.071299858465613347707948495428218703705 | 0.014101343409807137763905362289197355169
f(z) = -51/94*z^3 + 157/94*z + 1
*
-1 | 0.084331750818960744769704126880968253400 | 0.016921831360367797980507082310447339494
f(z) = -51/95*z^3 + 146/95*z + 1
*
-1 | 0.084717137603488982272010435736786501562 | 0.016952879518099076690467572677966659107
f(z) = -51/97*z^3 + 148/97*z + 1
*
-1 | 0.072071436285815585565905174186672907992 | 0.014402919591719762384807362930816821083
f(z) = -51/98*z^3 + 149/98*z + 1
*
-2 | 0.072072007623414340746636296395634579937 | 0.014290290021682566395382979998803223688
f(z) = -51/98*z^3 + 155/98*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016879872363232430152653977080381721738
f(z) = -50/91*z^3 + 141/91*z + 1
*
-1 | 0.063593875259855975594963153479631010701 | 0.012813996809834750868820004428754247394
f(z) = -50/93*z^3 + 143/93*z + 1
*
-1 | 0.084717533152930507731795649649061327181 | 0.016975989892614629570054857852835732765
f(z) = -50/97*z^3 + 147/97*z + 1
*
-1 | 0.071532357118212553385472097849574712999 | 0.014295188785943025117170958868667288047
f(z) = -50/99*z^3 + 149/99*z + 1
*
-2 | 0.068770622245244398250805236654052073156 | 0.013635698092262470475615292848776308763
f(z) = -49/82*z^3 + 155/82*z + 1
*
-2 | 0.069653346477665762164252720970286201657 | 0.013846378300675972557022156303327289022
f(z) = -49/86*z^3 + 153/86*z + 1
*
[ 11/7 ] 
f(z) = -49/88*z^3 + 153/88*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015191574165393117262271958734496990444
f(z) = -49/92*z^3 + 141/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012832043676240679020428118568550752940
f(z) = -49/93*z^3 + 142/93*z + 1
*
-1 | 0.071299717599869521581692117670635191939 | 0.014366703556491453317187512770654778271
f(z) = -49/94*z^3 + 143/94*z + 1
*
-2 | 0.071300147683618567415927245594138189896 | 0.014248783524895742218459367123578200193
f(z) = -49/94*z^3 + 149/94*z + 1
*
-1 | 0.084331717782159987793338612131264549274 | 0.016968789911958009406019996545364997521
f(z) = -49/95*z^3 + 144/95*z + 1
*
-1 | 0.055624616600330477765306609538201489646 | 0.011176932397688585468305765221201949915
f(z) = -49/96*z^3 + 145/96*z + 1
*
-1 | 0.084717529836202109925785091141077856232 | 0.016999240964801850102409047110505095774
f(z) = -49/97*z^3 + 146/97*z + 1
*
-1 | 0.071532331395986365349927316163678951873 | 0.014314447231217003896751661256691159608
f(z) = -49/99*z^3 + 148/99*z + 1
*
[ 11/7 ] 
f(z) = -49/99*z^3 + 157/99*z + 1
*
-1 | 0.084331713524167044801346591282597747258 | 0.016992616091580231511486642572716680874
f(z) = -48/95*z^3 + 143/95*z + 1
*
-1 | 0.084717503176144110139055040895085177858 | 0.017022711593756946741188272688379516241
f(z) = -48/97*z^3 + 145/97*z + 1
*
-2 | 0.068771259088716638889270433168201478481 | 0.013780620796464390755803249014504428961
f(z) = -47/82*z^3 + 147/82*z + 1
*
-2 | 0.069652716785428543207828399685950266831 | 0.013995668723790512803116467598331203149
f(z) = -47/86*z^3 + 145/86*z + 1
*
-2 | 0.056931729401069109080552480314925283191 | 0.011471592129630614442899978985475858110
f(z) = -47/90*z^3 + 143/90*z + 1
*
-1 | 0.063593015728335413078921960761289147654 | 0.012868801562286409595249983326676066598
f(z) = -47/93*z^3 + 140/93*z + 1
*
-1 | 0.084331685848207286075542544336002702581 | 0.017016672468192593983902622950155351338
f(z) = -47/95*z^3 + 142/95*z + 1
*
-1 | 0.055624416401241127828993550601836078752 | 0.011208172035465886088033704551169661604
f(z) = -47/96*z^3 + 143/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017046288233707387501014862063784851540
f(z) = -47/97*z^3 + 144/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014481535479182429821863627080982977853
f(z) = -47/98*z^3 + 145/98*z + 1
*
-1 | 0.071532187750598597309757902868541123124 | 0.014353498014672352616632016499925644952
f(z) = -47/99*z^3 + 146/99*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017040845669664093631675500806563784389
f(z) = -46/95*z^3 + 141/95*z + 1
*
-1 | 0.084717440578625263041132584238378277656 | 0.017070339067654543447476474642123351097
f(z) = -46/97*z^3 + 143/97*z + 1
*
-1 | 0.071531957679958430472055400140167393342 | 0.014373273994997138699635802999039490340
f(z) = -46/99*z^3 + 145/99*z + 1
*
-1 | 0.084717262751411059851780967316255291325 | 0.017094475203986688109100578693183503620
f(z) = -45/97*z^3 + 142/97*z + 1
*
-1 | 0.072071083999922020431338953968604232710 | 0.014522131835537154957133280273822631563
f(z) = -45/98*z^3 + 143/98*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017118807913271192666928932191719166139
f(z) = -44/97*z^3 + 141/97*z + 1
*
-1 | 0.084717397030493666742470963660394520023 | 0.017143570858726939940842542796732465348
f(z) = -43/97*z^3 + 140/97*z + 1
*
-1 | 0.072070892437739579819628895574884534230 | 0.014563424784028500227785705504305060885
f(z) = -43/98*z^3 + 141/98*z + 1
*
-1 | 0.071531924981024877444024818178418611752 | 0.014433902585706460544839077446451922772
f(z) = -43/99*z^3 + 142/99*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014475288021111830542382745587055176975
f(z) = -41/99*z^3 + 140/99*z + 1
*
[ 4/3 ] 
f(z) = -59/96*z^3 + 145/108*z + 1
*
-3/14 | 0.18948596123008720386950697920588852453 | 0.026264584558076268310689247856322487312
f(z) = -56/81*z^3 + 151/126*z + 1
*
9/14 | 0.15810405734424207961381766486909177638 | 0.021835617523338758787782492121708856702
f(z) = -56/81*z^3 + 155/126*z + 1
*
[ 7/6 ] 
f(z) = -57/98*z^3 + 157/168*z + 1
*
[ 7/6 ] 
f(z) = -51/98*z^3 + 143/168*z + 1
*
[ 6/5 ] 
f(z) = -45/88*z^3 + 149/165*z + 1
*
-2/3 | 0.18790679567590211054137837257821289275 | 0.028560513897521872118413853121123517119
f(z) = -59/80*z^3 + 149/180*z + 1
*
-2/3 | 0.17269367723521985229769440227007547043 | 0.026248226685732260665289121758504079813
f(z) = -53/80*z^3 + 143/180*z + 1
*
[ 8/7 ] 
f(z) = -49/92*z^3 + 151/184*z + 1
*
13/9 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -54/91*z^3 + 149/273*z + 1
*
[ -18/5 ] 
f(z) = -50/81*z^3 + 167/18*z + 1
*
21/5 | 0.10990729096594853990726175619918447891 | 0.014928977648251537425748480696099659219
f(z) = -50/81*z^3 + 175/18*z + 1
*
[ 3 ] 
f(z) = -53/90*z^3 + 179/30*z + 1
*
[ 3 ] 
f(z) = -52/99*z^3 + 178/33*z + 1
*
-12/5 | 0.21419187572453254610410114515386376473 | 0.029427503094592517890225652083629215853
f(z) = -50/81*z^3 + 161/36*z + 1
*
[ -12/5 ] 
f(z) = -50/81*z^3 + 179/36*z + 1
*
[ 3 ] 
f(z) = -50/99*z^3 + 172/33*z + 1
*
-26/7 | 0.19008770149846456417587690344822874585 | 0.028916481585740426930736129296178949686
f(z) = -49/80*z^3 + 179/20*z + 1
*
-33/14 | 0.19578835927264077030418314473577704138 | 0.026721040640803809117969722289483562233
f(z) = -49/81*z^3 + 169/36*z + 1
*
[ 3 ] 
f(z) = -49/90*z^3 + 167/30*z + 1
*
[ 24/7 ] 
f(z) = -49/96*z^3 + 161/24*z + 1
*
[ -24/7 ] 
f(z) = -49/96*z^3 + 175/24*z + 1
*
[ 3 ] 
f(z) = -49/99*z^3 + 169/33*z + 1
*
-4 | 0.16892726276108108233791136577803020381 | 0.025831492071140726499892186507889407550
f(z) = -47/80*z^3 + 173/20*z + 1
*
[ 3 ] 
f(z) = -47/90*z^3 + 161/30*z + 1
*
[ 3 ] 
f(z) = -47/99*z^3 + 163/33*z + 1
*
[ 3 ] 
f(z) = -46/99*z^3 + 160/33*z + 1
*
[ -3 ] 
f(z) = -43/90*z^3 + 169/30*z + 1
*
[ -3 ] 
f(z) = -43/99*z^3 + 173/33*z + 1
*
[ 4 ] 
f(z) = -41/80*z^3 + 179/20*z + 1
*
[ -3 ] 
f(z) = -41/90*z^3 + 163/30*z + 1
*
[ -3 ] 
f(z) = -41/99*z^3 + 167/33*z + 1
*
[ -9/5 ] 
f(z) = -55/81*z^3 + 169/45*z + 1
*
[ -2 ] 
f(z) = -55/84*z^3 + 173/42*z + 1
*
[ -2 ] 
f(z) = -55/92*z^3 + 179/46*z + 1
*
[ -2 ] 
f(z) = -53/84*z^3 + 169/42*z + 1
*
[ -2 ] 
f(z) = -53/92*z^3 + 175/46*z + 1
*
[ -2 ] 
f(z) = -51/92*z^3 + 171/46*z + 1
*
[ -7/3 ] 
f(z) = -51/98*z^3 + 179/42*z + 1
*
[ -2 ] 
f(z) = -49/92*z^3 + 167/46*z + 1
*
[ -2 ] 
f(z) = -47/92*z^3 + 163/46*z + 1
*
-22/15 | 0.15598739392810191987173700931025370239 | 0.021566867046132824922354828415851688460
f(z) = -45/88*z^3 + 173/55*z + 1
*
[ -2/3 ] 
f(z) = -57/80*z^3 + 169/60*z + 1
*
[ -9/14 ] 
f(z) = -56/81*z^3 + 179/63*z + 1
*
[ -3/4 ] 
f(z) = -56/99*z^3 + 175/66*z + 1
*
-12/5 | 0.14735451364731561341511007019712315718 | 0.020542391579265792525752281633483157682
f(z) = -55/96*z^3 + 163/60*z + 1
*
[ -2/3 ] 
f(z) = -51/80*z^3 + 167/60*z + 1
*
[ -4/3 ] 
f(z) = -51/80*z^3 + 173/60*z + 1
*
[ -6/5 ] 
f(z) = -50/99*z^3 + 169/66*z + 1
*
[ -6/7 ] 
f(z) = -49/99*z^3 + 167/66*z + 1
*
[ -3/2 ] 
f(z) = -46/99*z^3 + 179/66*z + 1
*
[ -14/15 ] 
f(z) = -45/98*z^3 + 173/70*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.013893461747179011454102010215275454215
f(z) = -57/98*z^3 + 179/98*z + 1
*
-2 | 0.073552116744832846447619047215436145264 | 0.014179033427977650344068583608155859981
f(z) = -55/82*z^3 + 179/82*z + 1
*
-2 | 0.072874861780228754655607184038191217544 | 0.014078970962069114817492516610131806565
f(z) = -55/86*z^3 + 177/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.013835628811966330290535004306100608975
f(z) = -55/94*z^3 + 173/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.014017136206726896945794874351531301281
f(z) = -55/98*z^3 + 171/98*z + 1
*
-2 | 0.072366981936783908806992334442469088378 | 0.014074624125349745162649403297440107287
f(z) = -53/82*z^3 + 171/82*z + 1
*
-2 | 0.071312733812918950860193535969455129928 | 0.013901392166957888308419926149910387142
f(z) = -53/86*z^3 + 169/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.011123623283312151787436224644554729581
f(z) = -53/90*z^3 + 167/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.013964050764957189202025494572857641056
f(z) = -53/94*z^3 + 165/94*z + 1
*
-2 | 0.072071388128088213795693580082241872280 | 0.014148983614601545782541741749018403320
f(z) = -53/98*z^3 + 163/98*z + 1
*
-2 | 0.070874594220026013089276443728606534390 | 0.013914030218600177447623670955395137888
f(z) = -51/82*z^3 + 163/82*z + 1
*
-2 | 0.069653563858619451878762940503528816762 | 0.013707542020980734528726666841529518900
f(z) = -51/86*z^3 + 161/86*z + 1
*
1/7 | 0.064039974812975485326823937871084472225 | 0.012602810210159548135189226249407520767
f(z) = -49/80*z^3 + 161/80*z + 1
*
3/7 | 0.097292757599913273321195322059214605651 | 0.018965824279704564952928554705586674595
f(z) = -49/80*z^3 + 169/80*z + 1
*
-11/7 | 0.13925464185810900793994174414020307809 | 0.026903132454181332505228739485593452210
f(z) = -49/88*z^3 + 177/88*z + 1
*
18/11 | 0.16034263339418378803789180956405102788 | 0.021937060434416125036332197574851130694
f(z) = -44/81*z^3 + 166/99*z + 1
*
-3/4 | 0.13523300088114543857121694353417645856 | 0.018548000095480979549389208751900251025
f(z) = -56/81*z^3 + 163/126*z + 1
*
-3/28 | 0.13523234874179171920697009653505382954 | 0.018456404150406113499812235282816336007
f(z) = -56/81*z^3 + 169/126*z + 1
*
[ 4/3 ] 
f(z) = -51/88*z^3 + 169/132*z + 1
*
-15/14 | 0.16034616210536920228355323439404583380 | 0.025894182128050285004685109865439545038
f(z) = -49/90*z^3 + 163/120*z + 1
*
[ 10/7 ] 
f(z) = -49/96*z^3 + 161/120*z + 1
*
[ 3/2 ] 
f(z) = -43/90*z^3 + 169/120*z + 1
*
[ 3/2 ] 
f(z) = -43/99*z^3 + 173/132*z + 1
*
[ 3/2 ] 
f(z) = -41/90*z^3 + 163/120*z + 1
*
[ 3/2 ] 
f(z) = -41/99*z^3 + 167/132*z + 1
*
[ 14/11 ] 
f(z) = -55/98*z^3 + 173/154*z + 1
*
[ 6/5 ] 
f(z) = -50/87*z^3 + 173/174*z + 1
*
[ 7/6 ] 
f(z) = -54/91*z^3 + 173/182*z + 1
*
-4/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = -53/80*z^3 + 167/180*z + 1
*
[ 6/5 ] 
f(z) = -50/93*z^3 + 175/186*z + 1
*
-4/7 | 0.12319860276311768390028132944028524786 | 0.023724172239559082722834447841903713223
f(z) = -49/90*z^3 + 167/180*z + 1
*
-6/5 | 0.14371407273550479081509679444325225026 | 0.023792717295047917090869601257833517121
f(z) = -55/84*z^3 + 163/210*z + 1
*
-3/4 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -48/85*z^3 + 166/255*z + 1
*
-8/11 | 0.13425891392601325472185839031703762813 | 0.019283857942500667618704560930732188847
f(z) = -55/96*z^3 + 179/264*z + 1
*
[ 3 ] 
f(z) = -59/90*z^3 + 197/30*z + 1
*
[ 3 ] 
f(z) = -59/99*z^3 + 199/33*z + 1
*
[ 3 ] 
f(z) = -58/99*z^3 + 196/33*z + 1
*
[ 3 ] 
f(z) = -56/99*z^3 + 190/33*z + 1
*
[ -3 ] 
f(z) = -53/90*z^3 + 199/30*z + 1
*
[ 3 ] 
f(z) = -53/99*z^3 + 181/33*z + 1
*
-4 | 0.19145412576428323664321197122130148946 | 0.028885475346057547099424221061549313032
f(z) = -51/80*z^3 + 189/20*z + 1
*
[ -3 ] 
f(z) = -50/99*z^3 + 194/33*z + 1
*
45/14 | 0.12795114270191128667552554365568891961 | 0.017249714295009338765307545429584083595
f(z) = -49/81*z^3 + 185/36*z + 1
*
[ -3 ] 
f(z) = -49/90*z^3 + 187/30*z + 1
*
[ -3 ] 
f(z) = -49/99*z^3 + 191/33*z + 1
*
[ -3 ] 
f(z) = -47/90*z^3 + 181/30*z + 1
*
[ -3 ] 
f(z) = -47/99*z^3 + 185/33*z + 1
*
[ -3 ] 
f(z) = -46/99*z^3 + 182/33*z + 1
*
[ 4 ] 
f(z) = -43/80*z^3 + 187/20*z + 1
*
[ -4 ] 
f(z) = -43/80*z^3 + 197/20*z + 1
*
[ -4 ] 
f(z) = -41/80*z^3 + 189/20*z + 1
*
[ -2 ] 
f(z) = -59/84*z^3 + 181/42*z + 1
*
[ -2 ] 
f(z) = -59/92*z^3 + 187/46*z + 1
*
[ -2 ] 
f(z) = -57/92*z^3 + 183/46*z + 1
*
[ -7/3 ] 
f(z) = -57/98*z^3 + 193/42*z + 1
*
[ -15/7 ] 
f(z) = -49/81*z^3 + 191/45*z + 1
*
[ -16/7 ] 
f(z) = -49/96*z^3 + 197/48*z + 1
*
[ -2/5 ] 
f(z) = -45/88*z^3 + 197/55*z + 1
*
[ -3/4 ] 
f(z) = -58/81*z^3 + 197/72*z + 1
*
[ -3/2 ] 
f(z) = -58/99*z^3 + 197/66*z + 1
*
[ -9/7 ] 
f(z) = -56/81*z^3 + 184/63*z + 1
*
[ -9/8 ] 
f(z) = -56/81*z^3 + 199/72*z + 1
*
[ -7/5 ] 
f(z) = -55/98*z^3 + 197/70*z + 1
*
[ -3/2 ] 
f(z) = -50/99*z^3 + 185/66*z + 1
*
-6/7 | 0.17672422011609815559047762933458032210 | 0.026497379223308839165530787360092313847
f(z) = -49/80*z^3 + 197/60*z + 1
*
[ -12/7 ] 
f(z) = -49/90*z^3 + 191/60*z + 1
*
20/7 | 0.21733461141267478103437504377280843595 | 0.029601023161616091973692267520706725455
f(z) = -49/96*z^3 + 193/60*z + 1
*
-18/7 | 0.19183339190338079922802796959201678606 | 0.028719296856901259230423813677114368813
f(z) = -49/96*z^3 + 199/72*z + 1
*
[ -3/4 ] 
f(z) = -46/81*z^3 + 191/72*z + 1
*
[ -7/5 ] 
f(z) = -45/98*z^3 + 183/70*z + 1
*
-2 | 0.075485224210445692420114619781017427172 | 0.014315423957859436244596908934993943945
f(z) = -59/82*z^3 + 195/82*z + 1
*
-2 | 0.075089294251053250909691067656562781753 | 0.014268233841574208254716092993865672059
f(z) = -59/86*z^3 + 193/86*z + 1
*
-2 | 0.061000693970837905592718322839680046636 | 0.011614150482931853035363151642089114710
f(z) = -59/90*z^3 + 191/90*z + 1
*
-2 | 0.073798250597151004107215916756720668384 | 0.014078941693509277941891386222729990239
f(z) = -59/94*z^3 + 189/94*z + 1
*
-2 | 0.072071886315261523166100192197567995327 | 0.013777554930334753539921422275291437429
f(z) = -59/98*z^3 + 187/98*z + 1
*
-2 | 0.074572335645760576563656117381653787249 | 0.014255550994580605236948752805606208812
f(z) = -57/82*z^3 + 187/82*z + 1
*
-2 | 0.074070403384883911515002371385612772896 | 0.014188765261757339892531875286542481205
f(z) = -57/86*z^3 + 185/86*z + 1
*
-2 | 0.071821038570118059761484406391869590019 | 0.013815731381235347414963120834470271551
f(z) = -57/94*z^3 + 181/94*z + 1
*
9/11 | 0.21464891986904609573029753653189395417 | 0.028875241942753049228871686728781348813
f(z) = -55/81*z^3 + 188/99*z + 1
*
[ 5/3 ] 
f(z) = -54/85*z^3 + 184/85*z + 1
*
[ 5/3 ] 
f(z) = -54/95*z^3 + 188/95*z + 1
*
1/7 | 0.098456070729202154288028459681636880110 | 0.018939333837655045825493906046416834830
f(z) = -49/90*z^3 + 181/90*z + 1
*
10/7 | 0.072493429143238152525787770083101431154 | 0.013695305965496010040658682805284154339
f(z) = -49/90*z^3 + 199/90*z + 1
*
[ 7/4 ] 
f(z) = -48/91*z^3 + 186/91*z + 1
*
-1/3 | 0.15461051144506848719666389396308045772 | 0.029741386888398601994897456467048768089
f(z) = -45/88*z^3 + 181/88*z + 1
*
[ 4/3 ] 
f(z) = -57/88*z^3 + 185/132*z + 1
*
9/7 | 0.11741489516118079836153388753910036585 | 0.015739441915948821076253250967374751937
f(z) = -56/81*z^3 + 193/126*z + 1
*
[ 3/2 ] 
f(z) = -53/90*z^3 + 199/120*z + 1
*
[ 3/2 ] 
f(z) = -49/90*z^3 + 187/120*z + 1
*
[ 3/2 ] 
f(z) = -49/99*z^3 + 191/132*z + 1
*
[ 3/2 ] 
f(z) = -47/90*z^3 + 181/120*z + 1
*
[ 3/2 ] 
f(z) = -47/99*z^3 + 185/132*z + 1
*
[ 14/9 ] 
f(z) = -45/98*z^3 + 185/126*z + 1
*
9/7 | 0.23167904919143816808593332706156886122 | 0.029984396770035183158964219092056618359
f(z) = -56/81*z^3 + 197/252*z + 1
*
[ 13/12 ] 
f(z) = -48/91*z^3 + 190/273*z + 1
*
[ -3 ] 
f(z) = -59/90*z^3 + 217/30*z + 1
*
[ -3 ] 
f(z) = -58/99*z^3 + 218/33*z + 1
*
[ -3 ] 
f(z) = -56/99*z^3 + 212/33*z + 1
*
[ -3 ] 
f(z) = -53/99*z^3 + 203/33*z + 1
*
[ -3 ] 
f(z) = -52/99*z^3 + 200/33*z + 1
*
[ 4 ] 
f(z) = -51/80*z^3 + 219/20*z + 1
*
[ -3/14 ] 
f(z) = -49/81*z^3 + 205/36*z + 1
*
-9/14 | 0.21009004914628465583864832260177048608 | 0.027865032146152968817399333544971328085
f(z) = -49/81*z^3 + 209/36*z + 1
*
[ 4 ] 
f(z) = -47/80*z^3 + 203/20*z + 1
*
[ -4 ] 
f(z) = -47/80*z^3 + 213/20*z + 1
*
[ -2/7 ] 
f(z) = -49/92*z^3 + 209/46*z + 1
*
-4/3 | 0.18461439537062656847294257597205041696 | 0.027398370030759697871170493699363652011
f(z) = -57/80*z^3 + 211/60*z + 1
*
-9/14 | 0.18948482070445486093977441314378430319 | 0.025279669185102598826441038817499602501
f(z) = -56/81*z^3 + 200/63*z + 1
*
-3/2 | 0.11741450337224578455986102907139315128 | 0.015543744167360285792159173228200444804
f(z) = -56/81*z^3 + 212/63*z + 1
*
[ -3/7 ] 
f(z) = -56/81*z^3 + 218/63*z + 1
*
-4/3 | 0.10652961354596353797935997869549133307 | 0.015901128164341980786764692024225357635
f(z) = -51/80*z^3 + 203/60*z + 1
*
9/4 | 0.20527709234293504587093121817693790469 | 0.027091697113442692841819986895755842581
f(z) = -50/81*z^3 + 217/72*z + 1
*
[ -12/7 ] 
f(z) = -49/80*z^3 + 203/60*z + 1
*
-20/7 | 0.17556682974143013016523759788815546290 | 0.023625319582842268512694285615143426064
f(z) = -49/96*z^3 + 211/60*z + 1
*
-9/4 | 0.19505412540056698868642615268605992506 | 0.025774004572934617545891896366363495919
f(z) = -46/81*z^3 + 215/72*z + 1
*
[ -1 ] 
f(z) = -59/80*z^3 + 219/80*z + 1
*
[ -1 ] 
f(z) = -57/80*z^3 + 217/80*z + 1
*
[ -1 ] 
f(z) = -56/81*z^3 + 218/81*z + 1
*
[ -1 ] 
f(z) = -55/81*z^3 + 217/81*z + 1
*
[ -1 ] 
f(z) = -55/82*z^3 + 219/82*z + 1
*
[ -1 ] 
f(z) = -53/80*z^3 + 213/80*z + 1
*
[ -1 ] 
f(z) = -53/81*z^3 + 215/81*z + 1
*
[ -1 ] 
f(z) = -53/82*z^3 + 217/82*z + 1
*
[ -1 ] 
f(z) = -53/83*z^3 + 219/83*z + 1
*
[ -1 ] 
f(z) = -52/81*z^3 + 214/81*z + 1
*
[ -1 ] 
f(z) = -52/83*z^3 + 218/83*z + 1
*
[ -1 ] 
f(z) = -51/80*z^3 + 211/80*z + 1
*
[ -1 ] 
f(z) = -51/82*z^3 + 215/82*z + 1
*
[ -1 ] 
f(z) = -51/83*z^3 + 217/83*z + 1
*
[ -1 ] 
f(z) = -50/81*z^3 + 212/81*z + 1
*
[ -1 ] 
f(z) = -50/83*z^3 + 216/83*z + 1
*
[ -1 ] 
f(z) = -49/80*z^3 + 209/80*z + 1
*
[ -5/7 ] 
f(z) = -49/80*z^3 + 217/80*z + 1
*
[ -1 ] 
f(z) = -49/81*z^3 + 211/81*z + 1
*
[ -1 ] 
f(z) = -49/82*z^3 + 213/82*z + 1
*
[ -1 ] 
f(z) = -49/83*z^3 + 215/83*z + 1
*
-46/21 | 0.18776547935819365009302244904869620123 | 0.025203150865547774107230918929020689546
f(z) = -49/88*z^3 + 215/99*z + 1
*
[ -1 ] 
f(z) = -48/83*z^3 + 214/83*z + 1
*
[ -1 ] 
f(z) = -48/85*z^3 + 218/85*z + 1
*
[ -1 ] 
f(z) = -47/80*z^3 + 207/80*z + 1
*
[ -1 ] 
f(z) = -47/81*z^3 + 209/81*z + 1
*
[ -1 ] 
f(z) = -47/82*z^3 + 211/82*z + 1
*
[ -1 ] 
f(z) = -47/83*z^3 + 213/83*z + 1
*
[ -1 ] 
f(z) = -47/84*z^3 + 215/84*z + 1
*
[ -1 ] 
f(z) = -47/85*z^3 + 217/85*z + 1
*
[ -1 ] 
f(z) = -47/86*z^3 + 219/86*z + 1
*
[ -1 ] 
f(z) = -46/81*z^3 + 208/81*z + 1
*
[ -1 ] 
f(z) = -46/83*z^3 + 212/83*z + 1
*
[ -1 ] 
f(z) = -46/85*z^3 + 216/85*z + 1
*
[ -1 ] 
f(z) = -45/82*z^3 + 209/82*z + 1
*
[ -1 ] 
f(z) = -45/83*z^3 + 211/83*z + 1
*
[ -1 ] 
f(z) = -45/86*z^3 + 217/86*z + 1
*
[ -1 ] 
f(z) = -44/81*z^3 + 206/81*z + 1
*
[ -1 ] 
f(z) = -44/83*z^3 + 210/83*z + 1
*
[ -1 ] 
f(z) = -44/85*z^3 + 214/85*z + 1
*
[ -1 ] 
f(z) = -44/87*z^3 + 218/87*z + 1
*
[ -1 ] 
f(z) = -43/80*z^3 + 203/80*z + 1
*
[ -1 ] 
f(z) = -43/81*z^3 + 205/81*z + 1
*
[ -1 ] 
f(z) = -43/82*z^3 + 207/82*z + 1
*
[ 2 ] 
f(z) = -43/82*z^3 + 213/82*z + 1
*
[ -1 ] 
f(z) = -43/83*z^3 + 209/83*z + 1
*
[ -1 ] 
f(z) = -43/85*z^3 + 213/85*z + 1
*
[ -1 ] 
f(z) = -43/87*z^3 + 217/87*z + 1
*
[ -1 ] 
f(z) = -43/88*z^3 + 219/88*z + 1
*
[ 2 ] 
f(z) = -43/90*z^3 + 217/90*z + 1
*
[ 2 ] 
f(z) = -43/94*z^3 + 219/94*z + 1
*
[ -1 ] 
f(z) = -42/83*z^3 + 208/83*z + 1
*
[ -1 ] 
f(z) = -42/85*z^3 + 212/85*z + 1
*
[ -1 ] 
f(z) = -41/80*z^3 + 201/80*z + 1
*
[ -1 ] 
f(z) = -41/81*z^3 + 203/81*z + 1
*
[ -1 ] 
f(z) = -41/83*z^3 + 207/83*z + 1
*
[ -1 ] 
f(z) = -41/85*z^3 + 211/85*z + 1
*
[ 2 ] 
f(z) = -41/86*z^3 + 207/86*z + 1
*
[ -1 ] 
f(z) = -41/86*z^3 + 213/86*z + 1
*
[ -1 ] 
f(z) = -41/87*z^3 + 215/87*z + 1
*
[ -1 ] 
f(z) = -41/88*z^3 + 217/88*z + 1
*
[ -1 ] 
f(z) = -41/89*z^3 + 219/89*z + 1
*
[ 2 ] 
f(z) = -41/90*z^3 + 209/90*z + 1
*
[ 2 ] 
f(z) = -41/94*z^3 + 211/94*z + 1
*
[ 2 ] 
f(z) = -41/98*z^3 + 213/98*z + 1
*
[ 3/2 ] 
f(z) = -59/90*z^3 + 217/120*z + 1
*
-9/14 | 0.18948545958080517641789572066615303657 | 0.025100461452013475957236815150136817086
f(z) = -56/81*z^3 + 211/126*z + 1
*
[ 3/2 ] 
f(z) = -53/99*z^3 + 203/132*z + 1
*
10/7 | 0.20022089983008467546230359600126703876 | 0.029756568736863980309295468517766310018
f(z) = -49/96*z^3 + 209/120*z + 1
*
[ 5/4 ] 
f(z) = -56/85*z^3 + 209/170*z + 1
*
[ 4/3 ] 
f(z) = -45/82*z^3 + 201/164*z + 1
*
[ 4/3 ] 
f(z) = -45/86*z^3 + 203/172*z + 1
*
[ 5/4 ] 
f(z) = -56/95*z^3 + 213/190*z + 1
*
[ 13/10 ] 
f(z) = -50/91*z^3 + 211/182*z + 1
*
22/21 | 0.19287918902685892089310469972059436405 | 0.028624936758488221619874716887435349166
f(z) = -49/80*z^3 + 211/180*z + 1
*
[ 4/3 ] 
f(z) = -45/94*z^3 + 207/188*z + 1
*
[ 4/3 ] 
f(z) = -45/98*z^3 + 209/196*z + 1
*
[ 4/3 ] 
f(z) = -43/80*z^3 + 217/180*z + 1
*
[ 4/3 ] 
f(z) = -41/80*z^3 + 209/180*z + 1
*
[ 22/19 ] 
f(z) = -57/88*z^3 + 210/209*z + 1
*
[ 9/2 ] 
f(z) = -50/81*z^3 + 239/18*z + 1
*
[ 9/2 ] 
f(z) = -46/81*z^3 + 221/18*z + 1
*
[ -9/2 ] 
f(z) = -46/81*z^3 + 229/18*z + 1
*
-4 | 0.18374187489996203242153118159655587055 | 0.027082767744502070424319559125224433400
f(z) = -59/80*z^3 + 221/20*z + 1
*
[ -3 ] 
f(z) = -59/99*z^3 + 221/33*z + 1
*
[ 4 ] 
f(z) = -53/80*z^3 + 227/20*z + 1
*
[ -4 ] 
f(z) = -53/80*z^3 + 237/20*z + 1
*
[ -4 ] 
f(z) = -51/80*z^3 + 229/20*z + 1
*
[ -4 ] 
f(z) = -49/80*z^3 + 221/20*z + 1
*
-45/14 | 0.15443004112043034641682376035376229648 | 0.020237337463107994461247440487580719438
f(z) = -49/81*z^3 + 229/36*z + 1
*
-30/7 | 0.072551576802805102496917847091611092002 | 0.010638035588683182919446503256094097290
f(z) = -49/96*z^3 + 229/24*z + 1
*
[ 12/5 ] 
f(z) = -55/96*z^3 + 233/60*z + 1
*
-12/7 | 0.094107168351052711203345003993454684331 | 0.013763724964349296147470679615520726919
f(z) = -49/80*z^3 + 233/60*z + 1
*
[ -7/15 ] 
f(z) = -45/98*z^3 + 227/70*z + 1
*
[ -1 ] 
f(z) = -60/83*z^3 + 226/83*z + 1
*
[ -1 ] 
f(z) = -60/89*z^3 + 238/89*z + 1
*
[ -1 ] 
f(z) = -59/81*z^3 + 221/81*z + 1
*
[ -1 ] 
f(z) = -59/82*z^3 + 223/82*z + 1
*
[ -1 ] 
f(z) = -59/83*z^3 + 225/83*z + 1
*
[ -1 ] 
f(z) = -59/84*z^3 + 227/84*z + 1
*
[ -1 ] 
f(z) = -59/85*z^3 + 229/85*z + 1
*
[ -1 ] 
f(z) = -59/86*z^3 + 231/86*z + 1
*
[ -1 ] 
f(z) = -59/87*z^3 + 233/87*z + 1
*
[ -1 ] 
f(z) = -59/88*z^3 + 235/88*z + 1
*
[ -1 ] 
f(z) = -59/89*z^3 + 237/89*z + 1
*
[ -1 ] 
f(z) = -59/90*z^3 + 239/90*z + 1
*
[ -1 ] 
f(z) = -58/81*z^3 + 220/81*z + 1
*
[ -1 ] 
f(z) = -58/83*z^3 + 224/83*z + 1
*
[ -1 ] 
f(z) = -58/85*z^3 + 228/85*z + 1
*
[ -1 ] 
f(z) = -58/89*z^3 + 236/89*z + 1
*
[ -1 ] 
f(z) = -57/82*z^3 + 221/82*z + 1
*
[ -1 ] 
f(z) = -57/83*z^3 + 223/83*z + 1
*
[ -1 ] 
f(z) = -57/85*z^3 + 227/85*z + 1
*
[ -1 ] 
f(z) = -57/86*z^3 + 229/86*z + 1
*
[ -1 ] 
f(z) = -57/88*z^3 + 233/88*z + 1
*
[ -1 ] 
f(z) = -57/89*z^3 + 235/89*z + 1
*
[ -1 ] 
f(z) = -57/91*z^3 + 239/91*z + 1
*
[ -1 ] 
f(z) = -56/83*z^3 + 222/83*z + 1
*
[ -1 ] 
f(z) = -56/85*z^3 + 226/85*z + 1
*
[ -1 ] 
f(z) = -56/87*z^3 + 230/87*z + 1
*
[ -1 ] 
f(z) = -56/89*z^3 + 234/89*z + 1
*
[ -1 ] 
f(z) = -55/83*z^3 + 221/83*z + 1
*
[ -1 ] 
f(z) = -55/84*z^3 + 223/84*z + 1
*
[ -1 ] 
f(z) = -55/86*z^3 + 227/86*z + 1
*
[ -1 ] 
f(z) = -55/87*z^3 + 229/87*z + 1
*
[ -1 ] 
f(z) = -55/89*z^3 + 233/89*z + 1
*
[ -1 ] 
f(z) = -55/91*z^3 + 237/91*z + 1
*
[ -1 ] 
f(z) = -55/92*z^3 + 239/92*z + 1
*
[ -1 ] 
f(z) = -54/83*z^3 + 220/83*z + 1
*
[ -1 ] 
f(z) = -54/85*z^3 + 224/85*z + 1
*
[ -1 ] 
f(z) = -54/89*z^3 + 232/89*z + 1
*
[ -1 ] 
f(z) = -54/91*z^3 + 236/91*z + 1
*
[ -1 ] 
f(z) = -53/84*z^3 + 221/84*z + 1
*
[ -1 ] 
f(z) = -53/85*z^3 + 223/85*z + 1
*
[ -1 ] 
f(z) = -53/86*z^3 + 225/86*z + 1
*
[ -1 ] 
f(z) = -53/87*z^3 + 227/87*z + 1
*
[ -1 ] 
f(z) = -53/88*z^3 + 229/88*z + 1
*
[ -1 ] 
f(z) = -53/89*z^3 + 231/89*z + 1
*
[ -1 ] 
f(z) = -53/90*z^3 + 233/90*z + 1
*
[ -1 ] 
f(z) = -53/91*z^3 + 235/91*z + 1
*
[ -1 ] 
f(z) = -53/92*z^3 + 237/92*z + 1
*
[ -1 ] 
f(z) = -53/93*z^3 + 239/93*z + 1
*
[ -1 ] 
f(z) = -52/85*z^3 + 222/85*z + 1
*
[ -1 ] 
f(z) = -52/87*z^3 + 226/87*z + 1
*
[ -1 ] 
f(z) = -52/89*z^3 + 230/89*z + 1
*
[ -1 ] 
f(z) = -52/93*z^3 + 238/93*z + 1
*
[ -1 ] 
f(z) = -51/86*z^3 + 223/86*z + 1
*
[ -1 ] 
f(z) = -51/88*z^3 + 227/88*z + 1
*
[ -1 ] 
f(z) = -51/89*z^3 + 229/89*z + 1
*
[ -1 ] 
f(z) = -51/91*z^3 + 233/91*z + 1
*
[ -1 ] 
f(z) = -51/92*z^3 + 235/92*z + 1
*
[ -1 ] 
f(z) = -51/94*z^3 + 239/94*z + 1
*
[ -1 ] 
f(z) = -50/87*z^3 + 224/87*z + 1
*
[ -1 ] 
f(z) = -50/89*z^3 + 228/89*z + 1
*
[ -1 ] 
f(z) = -50/91*z^3 + 232/91*z + 1
*
[ -1 ] 
f(z) = -50/93*z^3 + 236/93*z + 1
*
[ 2 ] 
f(z) = -49/82*z^3 + 237/82*z + 1
*
[ -1 ] 
f(z) = -49/86*z^3 + 221/86*z + 1
*
[ 2 ] 
f(z) = -49/86*z^3 + 239/86*z + 1
*
[ -1 ] 
f(z) = -49/87*z^3 + 223/87*z + 1
*
[ -1 ] 
f(z) = -49/88*z^3 + 225/88*z + 1
*
[ -8/7 ] 
f(z) = -49/88*z^3 + 229/88*z + 1
*
[ -1 ] 
f(z) = -49/89*z^3 + 227/89*z + 1
*
[ -1 ] 
f(z) = -49/92*z^3 + 233/92*z + 1
*
[ -1 ] 
f(z) = -49/93*z^3 + 235/93*z + 1
*
[ -1 ] 
f(z) = -49/94*z^3 + 237/94*z + 1
*
[ -1 ] 
f(z) = -49/95*z^3 + 239/95*z + 1
*
[ -5/4 ] 
f(z) = -48/85*z^3 + 228/85*z + 1
*
[ -1 ] 
f(z) = -48/89*z^3 + 226/89*z + 1
*
[ -1 ] 
f(z) = -48/91*z^3 + 230/91*z + 1
*
[ -1 ] 
f(z) = -48/95*z^3 + 238/95*z + 1
*
[ 2 ] 
f(z) = -47/82*z^3 + 229/82*z + 1
*
[ 2 ] 
f(z) = -47/86*z^3 + 231/86*z + 1
*
[ -1 ] 
f(z) = -47/87*z^3 + 221/87*z + 1
*
[ -1 ] 
f(z) = -47/88*z^3 + 223/88*z + 1
*
[ -1 ] 
f(z) = -47/89*z^3 + 225/89*z + 1
*
[ -1 ] 
f(z) = -47/90*z^3 + 227/90*z + 1
*
[ 2 ] 
f(z) = -47/90*z^3 + 233/90*z + 1
*
[ -1 ] 
f(z) = -47/91*z^3 + 229/91*z + 1
*
[ -1 ] 
f(z) = -47/92*z^3 + 231/92*z + 1
*
[ -1 ] 
f(z) = -47/93*z^3 + 233/93*z + 1
*
[ -1 ] 
f(z) = -47/95*z^3 + 237/95*z + 1
*
[ 2 ] 
f(z) = -47/98*z^3 + 237/98*z + 1
*
[ -1 ] 
f(z) = -46/87*z^3 + 220/87*z + 1
*
[ -1 ] 
f(z) = -46/89*z^3 + 224/89*z + 1
*
[ -1 ] 
f(z) = -46/91*z^3 + 228/91*z + 1
*
[ -1 ] 
f(z) = -46/93*z^3 + 232/93*z + 1
*
[ -1 ] 
f(z) = -46/95*z^3 + 236/95*z + 1
*
[ 2 ] 
f(z) = -45/82*z^3 + 221/82*z + 1
*
[ -2/3 ] 
f(z) = -45/82*z^3 + 225/82*z + 1
*
[ 2 ] 
f(z) = -45/86*z^3 + 223/86*z + 1
*
[ -2/3 ] 
f(z) = -45/86*z^3 + 235/86*z + 1
*
[ -1 ] 
f(z) = -45/88*z^3 + 221/88*z + 1
*
[ -1 ] 
f(z) = -45/89*z^3 + 223/89*z + 1
*
[ -1 ] 
f(z) = -45/91*z^3 + 227/91*z + 1
*
[ -1 ] 
f(z) = -45/92*z^3 + 229/92*z + 1
*
[ 2 ] 
f(z) = -45/94*z^3 + 227/94*z + 1
*
[ -1 ] 
f(z) = -45/94*z^3 + 233/94*z + 1
*
[ -1 ] 
f(z) = -45/97*z^3 + 239/97*z + 1
*
[ 2 ] 
f(z) = -45/98*z^3 + 229/98*z + 1
*
9/22 | 0.16034263339418378803789180956405102788 | 0.021012155136260084359176174128874520216
f(z) = -44/81*z^3 + 229/99*z + 1
*
[ -1 ] 
f(z) = -44/89*z^3 + 222/89*z + 1
*
[ -1 ] 
f(z) = -44/91*z^3 + 226/91*z + 1
*
[ -1 ] 
f(z) = -44/93*z^3 + 230/93*z + 1
*
[ -1 ] 
f(z) = -44/95*z^3 + 234/95*z + 1
*
[ -1 ] 
f(z) = -44/97*z^3 + 238/97*z + 1
*
[ -1 ] 
f(z) = -43/89*z^3 + 221/89*z + 1
*
[ -1 ] 
f(z) = -43/90*z^3 + 223/90*z + 1
*
[ -1 ] 
f(z) = -43/91*z^3 + 225/91*z + 1
*
[ -1 ] 
f(z) = -43/92*z^3 + 227/92*z + 1
*
[ -1 ] 
f(z) = -43/93*z^3 + 229/93*z + 1
*
[ -1 ] 
f(z) = -43/94*z^3 + 231/94*z + 1
*
[ -1 ] 
f(z) = -43/95*z^3 + 233/95*z + 1
*
[ -1 ] 
f(z) = -43/97*z^3 + 237/97*z + 1
*
[ 2 ] 
f(z) = -43/98*z^3 + 221/98*z + 1
*
[ -1 ] 
f(z) = -43/98*z^3 + 239/98*z + 1
*
[ -1 ] 
f(z) = -42/89*z^3 + 220/89*z + 1
*
[ -1 ] 
f(z) = -42/95*z^3 + 232/95*z + 1
*
[ -1 ] 
f(z) = -42/97*z^3 + 236/97*z + 1
*
[ -1 ] 
f(z) = -41/90*z^3 + 221/90*z + 1
*
[ -1 ] 
f(z) = -41/91*z^3 + 223/91*z + 1
*
[ -1 ] 
f(z) = -41/92*z^3 + 225/92*z + 1
*
[ -1 ] 
f(z) = -41/93*z^3 + 227/93*z + 1
*
[ -1 ] 
f(z) = -41/94*z^3 + 229/94*z + 1
*
[ -1 ] 
f(z) = -41/95*z^3 + 231/95*z + 1
*
[ -1 ] 
f(z) = -41/97*z^3 + 235/97*z + 1
*
[ -1 ] 
f(z) = -41/98*z^3 + 237/98*z + 1
*
[ -1 ] 
f(z) = -41/99*z^3 + 239/99*z + 1
*
[ 3/2 ] 
f(z) = -59/99*z^3 + 221/132*z + 1
*
-12/7 | 0.18951676328682803282629092142761424155 | 0.024751399214889838992939831778024162762
f(z) = -56/81*z^3 + 235/126*z + 1
*
[ 8/5 ] 
f(z) = -55/96*z^3 + 221/120*z + 1
*
-2 | 0.091680388180162806871785839643337863320 | 0.016740801305584836874617356212629733147
f(z) = -41/89*z^3 + 239/178*z + 1
*
[ 22/17 ] 
f(z) = -51/88*z^3 + 224/187*z + 1
*
[ 4/3 ] 
f(z) = -47/80*z^3 + 233/180*z + 1
*
-2 | 0.084717838550421244219991411460079134596 | 0.015469442596863782802347816757661676536
f(z) = -42/97*z^3 + 239/194*z + 1
*
-2 | 0.092092209548693509451616976182932197328 | 0.016841842842199575445598121074543879089
f(z) = -41/91*z^3 + 237/182*z + 1
*
-2 | 0.072150086696121493082742232151640188670 | 0.013215304808250025785146732656511120075
f(z) = -41/93*z^3 + 235/186*z + 1
*
-2 | 0.092888733675858924462869053253165359760 | 0.017040557403350805440874494854080220171
f(z) = -41/95*z^3 + 233/190*z + 1
*
-2 | 0.093274493101280968346494351967274519556 | 0.017138429658009150946916143416549504472
f(z) = -41/97*z^3 + 231/194*z + 1
*
-2 | 0.080089274420077200224005777170284591199 | 0.014739302888092211104794103962305487706
f(z) = -41/99*z^3 + 229/198*z + 1
*
[ 6/5 ] 
f(z) = -55/84*z^3 + 233/210*z + 1
*
24/13 | 0.16828093489761351271769756766593159904 | 0.021929603088218272701685789817873797855
f(z) = -52/81*z^3 + 239/234*z + 1
*
[ 9/8 ] 
f(z) = -46/81*z^3 + 239/288*z + 1
*
[ -9/2 ] 
f(z) = -50/81*z^3 + 247/18*z + 1
*
[ 4 ] 
f(z) = -59/80*z^3 + 251/20*z + 1
*
[ 4 ] 
f(z) = -57/80*z^3 + 243/20*z + 1
*
[ -4 ] 
f(z) = -57/80*z^3 + 253/20*z + 1
*
3/7 | 0.14753035808211581602477963666966818102 | 0.022205753644798054639173034507013955957
f(z) = -49/99*z^3 + 256/33*z + 1
*
-2 | 0.17724058120541475076981914557510021772 | 0.025795113702598645348213753908667067788
f(z) = -57/80*z^3 + 241/60*z + 1
*
[ -9/20 ] 
f(z) = -50/81*z^3 + 241/72*z + 1
*
[ 9/4 ] 
f(z) = -46/81*z^3 + 247/72*z + 1
*
[ -1 ] 
f(z) = -60/91*z^3 + 242/91*z + 1
*
[ -1 ] 
f(z) = -60/97*z^3 + 254/97*z + 1
*
[ -1 ] 
f(z) = -59/91*z^3 + 241/91*z + 1
*
[ -1 ] 
f(z) = -59/92*z^3 + 243/92*z + 1
*
[ -1 ] 
f(z) = -59/93*z^3 + 245/93*z + 1
*
[ -1 ] 
f(z) = -59/94*z^3 + 247/94*z + 1
*
[ -1 ] 
f(z) = -59/95*z^3 + 249/95*z + 1
*
[ -1 ] 
f(z) = -59/96*z^3 + 251/96*z + 1
*
[ -1 ] 
f(z) = -59/97*z^3 + 253/97*z + 1
*
[ -1 ] 
f(z) = -59/98*z^3 + 255/98*z + 1
*
[ -1 ] 
f(z) = -59/99*z^3 + 257/99*z + 1
*
[ -1 ] 
f(z) = -58/91*z^3 + 240/91*z + 1
*
[ -1 ] 
f(z) = -58/93*z^3 + 244/93*z + 1
*
[ -1 ] 
f(z) = -58/95*z^3 + 248/95*z + 1
*
[ -1 ] 
f(z) = -58/97*z^3 + 252/97*z + 1
*
[ -1 ] 
f(z) = -58/99*z^3 + 256/99*z + 1
*
[ -1 ] 
f(z) = -57/92*z^3 + 241/92*z + 1
*
[ -1 ] 
f(z) = -57/94*z^3 + 245/94*z + 1
*
[ -1 ] 
f(z) = -57/97*z^3 + 251/97*z + 1
*
[ -1 ] 
f(z) = -57/98*z^3 + 253/98*z + 1
*
[ -1/2 ] 
f(z) = -56/81*z^3 + 257/81*z + 1
*
[ -1 ] 
f(z) = -56/93*z^3 + 242/93*z + 1
*
[ -1 ] 
f(z) = -56/95*z^3 + 246/95*z + 1
*
[ -1 ] 
f(z) = -56/97*z^3 + 250/97*z + 1
*
[ -1 ] 
f(z) = -56/99*z^3 + 254/99*z + 1
*
[ -6/5 ] 
f(z) = -55/81*z^3 + 253/90*z + 1
*
[ -1 ] 
f(z) = -55/93*z^3 + 241/93*z + 1
*
[ -1 ] 
f(z) = -55/94*z^3 + 243/94*z + 1
*
[ -1 ] 
f(z) = -55/96*z^3 + 247/96*z + 1
*
[ -1 ] 
f(z) = -55/97*z^3 + 249/97*z + 1
*
[ -1 ] 
f(z) = -55/98*z^3 + 251/98*z + 1
*
[ -1 ] 
f(z) = -54/95*z^3 + 244/95*z + 1
*
[ -1 ] 
f(z) = -54/97*z^3 + 248/97*z + 1
*
[ 2 ] 
f(z) = -53/82*z^3 + 253/82*z + 1
*
[ 2 ] 
f(z) = -53/86*z^3 + 255/86*z + 1
*
[ 2 ] 
f(z) = -53/90*z^3 + 257/90*z + 1
*
[ -1 ] 
f(z) = -53/94*z^3 + 241/94*z + 1
*
[ 2 ] 
f(z) = -53/94*z^3 + 259/94*z + 1
*
[ -1 ] 
f(z) = -53/95*z^3 + 243/95*z + 1
*
[ -1 ] 
f(z) = -53/96*z^3 + 245/96*z + 1
*
[ -1 ] 
f(z) = -53/97*z^3 + 247/97*z + 1
*
[ -1 ] 
f(z) = -53/98*z^3 + 249/98*z + 1
*
[ -1 ] 
f(z) = -53/99*z^3 + 251/99*z + 1
*
[ -1/2 ] 
f(z) = -52/81*z^3 + 256/81*z + 1
*
[ -1 ] 
f(z) = -52/95*z^3 + 242/95*z + 1
*
[ -1 ] 
f(z) = -52/97*z^3 + 246/97*z + 1
*
[ -1 ] 
f(z) = -52/99*z^3 + 250/99*z + 1
*
[ 2 ] 
f(z) = -51/82*z^3 + 245/82*z + 1
*
[ 2 ] 
f(z) = -51/86*z^3 + 247/86*z + 1
*
[ 2 ] 
f(z) = -51/94*z^3 + 251/94*z + 1
*
[ -1 ] 
f(z) = -51/95*z^3 + 241/95*z + 1
*
[ -1 ] 
f(z) = -51/97*z^3 + 245/97*z + 1
*
[ -1 ] 
f(z) = -51/98*z^3 + 247/98*z + 1
*
[ 2 ] 
f(z) = -51/98*z^3 + 253/98*z + 1
*
[ -3/5 ] 
f(z) = -50/87*z^3 + 250/87*z + 1
*
[ -1 ] 
f(z) = -50/97*z^3 + 244/97*z + 1
*
[ -1 ] 
f(z) = -50/99*z^3 + 248/99*z + 1
*
[ -22/21 ] 
f(z) = -49/88*z^3 + 254/99*z + 1
*
[ -10/7 ] 
f(z) = -49/90*z^3 + 253/90*z + 1
*
[ 2 ] 
f(z) = -49/94*z^3 + 243/94*z + 1
*
[ -5/7 ] 
f(z) = -49/95*z^3 + 253/95*z + 1
*
[ -1 ] 
f(z) = -49/97*z^3 + 243/97*z + 1
*
[ -9/7 ] 
f(z) = -49/99*z^3 + 257/99*z + 1
*
[ -5/4 ] 
f(z) = -48/95*z^3 + 246/95*z + 1
*
[ -1 ] 
f(z) = -48/97*z^3 + 242/97*z + 1
*
[ -1 ] 
f(z) = -47/97*z^3 + 241/97*z + 1
*
[ -1 ] 
f(z) = -47/98*z^3 + 243/98*z + 1
*
[ -1 ] 
f(z) = -47/99*z^3 + 245/99*z + 1
*
[ -1 ] 
f(z) = -46/97*z^3 + 240/97*z + 1
*
[ -1 ] 
f(z) = -46/99*z^3 + 244/99*z + 1
*
-22/9 | 0.19989210795075705519582651843772007907 | 0.026382790469439310292887978538452113854
f(z) = -45/88*z^3 + 244/99*z + 1
*
[ -4/3 ] 
f(z) = -45/92*z^3 + 241/92*z + 1
*
[ -2/3 ] 
f(z) = -45/94*z^3 + 255/94*z + 1
*
[ -1 ] 
f(z) = -45/98*z^3 + 241/98*z + 1
*
[ -1/2 ] 
f(z) = -44/81*z^3 + 254/81*z + 1
*
[ -9/11 ] 
f(z) = -44/81*z^3 + 256/99*z + 1
*
[ -3/2 ] 
f(z) = -44/87*z^3 + 244/87*z + 1
*
[ -3/2 ] 
f(z) = -44/93*z^3 + 254/93*z + 1
*
[ -1 ] 
f(z) = -43/99*z^3 + 241/99*z + 1
*
15/7 | 0.13523330881779162187131324021346836353 | 0.017493216924570841836267638834740660789
f(z) = -56/81*z^3 + 253/126*z + 1
*
-4/11 | 0.15993103172452974766323735777845157509 | 0.021143044636879332450300969358560110044
f(z) = -55/96*z^3 + 241/132*z + 1
*
8/5 | 0.19585329425693975937111004113321001982 | 0.028336292654942439365822740836794675958
f(z) = -55/96*z^3 + 251/120*z + 1
*
[ 12/7 ] 
f(z) = -49/99*z^3 + 247/132*z + 1
*
-51/28 | 0.10414258274537934774747629095023012990 | 0.013556663776403522438994676289476063676
f(z) = -49/81*z^3 + 241/144*z + 1
*
[ 10/7 ] 
f(z) = -49/85*z^3 + 251/170*z + 1
*
-6/5 | 0.20329751856884046600644362028882573806 | 0.026622621925091890186899604159704777726
f(z) = -45/88*z^3 + 259/165*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.016345420652868163086764468626977450708
f(z) = -43/85*z^3 + 259/170*z + 1
*
-2 | 0.070915976213729551658254759285274503370 | 0.012779780837167710175917162041034461867
f(z) = -43/87*z^3 + 257/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016545011365754252829553349554216300581
f(z) = -43/89*z^3 + 255/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014788590958926845148413732904441035397
f(z) = -42/83*z^3 + 253/166*z + 1
*
-2 | 0.082272245480762066332877060419228174874 | 0.014889683504152607891053303492229501453
f(z) = -42/85*z^3 + 251/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015087618224786434178205950150826315429
f(z) = -42/89*z^3 + 247/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.013862327595666319416451502653327510498
f(z) = -41/81*z^3 + 247/162*z + 1
*
-2 | 0.090388062917489541827561541823305897399 | 0.016430434540272095456013321199405904608
f(z) = -41/83*z^3 + 245/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.016535167702202955625110244673632068927
f(z) = -41/85*z^3 + 243/170*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.012929321476138661938674432788433258332
f(z) = -41/87*z^3 + 241/174*z + 1
*
-3/2 | 0.084901581842963200075298567350376067479 | 0.010993801264123387894791476984006585137
f(z) = -55/81*z^3 + 251/180*z + 1
*
[ 4/3 ] 
f(z) = -53/80*z^3 + 257/180*z + 1
*
[ 4/3 ] 
f(z) = -49/80*z^3 + 241/180*z + 1
*
[ 10/7 ] 
f(z) = -49/95*z^3 + 257/190*z + 1
*
-2 | 0.066445846788203208306948569967750139533 | 0.011957513540176185090668299257885096356
f(z) = -44/93*z^3 + 259/186*z + 1
*
-2 | 0.087183763790633549218383774817524450492 | 0.015711401764331691095099919500896296340
f(z) = -44/95*z^3 + 257/190*z + 1
*
-2 | 0.087569695852698250557155279560938172167 | 0.015803199963158332417601057825364649240
f(z) = -44/97*z^3 + 255/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016642928912374625064651847607213122058
f(z) = -43/91*z^3 + 253/182*z + 1
*
-2 | 0.072149913821352067384612768911375309066 | 0.013057737459019785888550329957431082993
f(z) = -43/93*z^3 + 251/186*z + 1
*
-2 | 0.092888812254424423072445914094437253594 | 0.016835451792246865866999497358700640305
f(z) = -43/95*z^3 + 249/190*z + 1
*
-2 | 0.093274613188582719120075386253063699398 | 0.016930121365463860991481453485545437349
f(z) = -43/97*z^3 + 247/194*z + 1
*
-2 | 0.080089394598605789544035398601305056447 | 0.014558377653514185508680205727737649326
f(z) = -43/99*z^3 + 245/198*z + 1
*
-2 | 0.084331418077716502050454718137236680820 | 0.015375485929621460986796834101973278456
f(z) = -42/95*z^3 + 241/190*z + 1
*
0 | 0.14414257212601027505977532278649592243 | 0.025361229722567012037821426537854991766
f(z) = -51/98*z^3 + 251/294*z + 1
*
[ 9/8 ] 
f(z) = -50/81*z^3 + 257/288*z + 1
*
-19/12 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = -48/95*z^3 + 256/285*z + 1
*
[ 9/2 ] 
f(z) = -58/81*z^3 + 275/18*z + 1
*
[ -4 ] 
f(z) = -59/80*z^3 + 261/20*z + 1
*
[ 27/7 ] 
f(z) = -49/81*z^3 + 263/27*z + 1
*
[ -27/7 ] 
f(z) = -49/81*z^3 + 277/27*z + 1
*
51/14 | 0.093628972588287545639207671252458289336 | 0.011971112975204909672251488108005939298
f(z) = -49/81*z^3 + 277/36*z + 1
*
[ 27/10 ] 
f(z) = -50/81*z^3 + 277/54*z + 1
*
-15/14 | 0.20835488446879443300908352426527406115 | 0.026857102789473105815963052712279957702
f(z) = -56/81*z^3 + 260/63*z + 1
*
[ -3/8 ] 
f(z) = -56/81*z^3 + 271/72*z + 1
*
-14/5 | 0.21767881990868569518347025438645333493 | 0.028954105027736412517288713253503340767
f(z) = -55/98*z^3 + 263/70*z + 1
*
[ 9/4 ] 
f(z) = -50/81*z^3 + 265/72*z + 1
*
3/5 | 0.14591724151304026296883165511907599569 | 0.021849321135084268783198870677560684656
f(z) = -50/99*z^3 + 265/66*z + 1
*
-9/4 | 0.17555952685339346396676803833202926612 | 0.022596340798530816949137945804063335268
f(z) = -46/81*z^3 + 263/72*z + 1
*
[ -1/2 ] 
f(z) = -60/83*z^3 + 264/83*z + 1
*
[ 2 ] 
f(z) = -59/82*z^3 + 277/82*z + 1
*
[ 2 ] 
f(z) = -59/86*z^3 + 279/86*z + 1
*
[ -2/3 ] 
f(z) = -59/88*z^3 + 277/99*z + 1
*
[ 2 ] 
f(z) = -57/82*z^3 + 269/82*z + 1
*
[ 2 ] 
f(z) = -57/86*z^3 + 271/86*z + 1
*
[ 2 ] 
f(z) = -57/94*z^3 + 275/94*z + 1
*
[ 2 ] 
f(z) = -57/98*z^3 + 277/98*z + 1
*
[ -1/2 ] 
f(z) = -56/83*z^3 + 263/83*z + 1
*
[ -1/2 ] 
f(z) = -56/85*z^3 + 269/85*z + 1
*
[ -3/2 ] 
f(z) = -56/87*z^3 + 271/87*z + 1
*
[ -1/2 ] 
f(z) = -56/87*z^3 + 275/87*z + 1
*
[ -9/11 ] 
f(z) = -55/81*z^3 + 265/99*z + 1
*
[ 2 ] 
f(z) = -55/82*z^3 + 261/82*z + 1
*
[ 2 ] 
f(z) = -55/86*z^3 + 263/86*z + 1
*
[ 2 ] 
f(z) = -55/94*z^3 + 267/94*z + 1
*
[ 2 ] 
f(z) = -55/98*z^3 + 269/98*z + 1
*
[ -2/3 ] 
f(z) = -53/88*z^3 + 274/99*z + 1
*
[ 2 ] 
f(z) = -53/98*z^3 + 261/98*z + 1
*
[ -1/2 ] 
f(z) = -52/83*z^3 + 262/83*z + 1
*
[ -1/2 ] 
f(z) = -52/85*z^3 + 268/85*z + 1
*
[ -3/2 ] 
f(z) = -52/87*z^3 + 262/87*z + 1
*
[ -1/2 ] 
f(z) = -52/87*z^3 + 274/87*z + 1
*
[ -3/2 ] 
f(z) = -52/93*z^3 + 272/93*z + 1
*
[ -3/5 ] 
f(z) = -50/93*z^3 + 266/93*z + 1
*
[ -11/7 ] 
f(z) = -49/88*z^3 + 265/88*z + 1
*
[ -2/3 ] 
f(z) = -49/88*z^3 + 272/99*z + 1
*
1/7 | 0.12754941283438071995454664759361572211 | 0.022768066317870714409668759898387711716
f(z) = -49/90*z^3 + 271/90*z + 1
*
[ -4/7 ] 
f(z) = -49/92*z^3 + 269/92*z + 1
*
[ -1/2 ] 
f(z) = -48/83*z^3 + 261/83*z + 1
*
[ -1/2 ] 
f(z) = -48/85*z^3 + 267/85*z + 1
*
[ -1/2 ] 
f(z) = -48/89*z^3 + 279/89*z + 1
*
[ -2/3 ] 
f(z) = -47/88*z^3 + 271/99*z + 1
*
-1/3 | 0.15953172761130496601472658517856626992 | 0.028514737720511047966057701965136005540
f(z) = -45/88*z^3 + 269/88*z + 1
*
[ -2/3 ] 
f(z) = -45/98*z^3 + 265/98*z + 1
*
[ -1/2 ] 
f(z) = -44/83*z^3 + 260/83*z + 1
*
[ -1/2 ] 
f(z) = -44/85*z^3 + 266/85*z + 1
*
[ -1/2 ] 
f(z) = -44/87*z^3 + 272/87*z + 1
*
[ -1/2 ] 
f(z) = -44/89*z^3 + 278/89*z + 1
*
[ -2/3 ] 
f(z) = -43/88*z^3 + 269/99*z + 1
*
[ -2/3 ] 
f(z) = -41/88*z^3 + 268/99*z + 1
*
[ -4/3 ] 
f(z) = -43/96*z^3 + 275/108*z + 1
*
[ -4/3 ] 
f(z) = -41/96*z^3 + 271/108*z + 1
*
12/7 | 0.21677645717995991473947073029409442861 | 0.027716372267344482036302495740599514267
f(z) = -56/81*z^3 + 277/126*z + 1
*
[ 12/7 ] 
f(z) = -49/88*z^3 + 271/132*z + 1
*
[ 3/2 ] 
f(z) = -46/87*z^3 + 265/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014761218561069374417197346303746357104
f(z) = -46/89*z^3 + 279/178*z + 1
*
-2 | 0.090388566013045218214915523454920473530 | 0.016071885607326616894632118821125594958
f(z) = -45/83*z^3 + 277/166*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016365284505138237948667910791826281736
f(z) = -45/89*z^3 + 271/178*z + 1
*
-2 | 0.070668875284457549874664249442024164221 | 0.012614669117882154112761058583575810004
f(z) = -44/81*z^3 + 271/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.015136230166900598660770855518275498490
f(z) = -44/83*z^3 + 269/166*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.015235365794902132155280176999421691774
f(z) = -44/85*z^3 + 267/170*z + 1
*
-2 | 0.065210821334524093144987601594038183886 | 0.011687092989847052761686317882458887367
f(z) = -44/87*z^3 + 265/174*z + 1
*
-2 | 0.085975560192671283013717750040233207407 | 0.015429501714450894520420690539050364621
f(z) = -44/89*z^3 + 263/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.013706179967934471669747267192406079860
f(z) = -43/81*z^3 + 263/162*z + 1
*
-2 | 0.090388014621553580733873448684265865578 | 0.016243630718400538727146089745073775834
f(z) = -43/83*z^3 + 261/166*z + 1
*
-2/21 | 0.16252732943233926625649386605090734686 | 0.023256685773956398299912718836698107393
f(z) = -49/80*z^3 + 271/180*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016563795890770358526062203865708530391
f(z) = -47/97*z^3 + 279/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.014240544215235628052952658842078530802
f(z) = -47/99*z^3 + 277/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014853276568452900930312457013720140591
f(z) = -46/91*z^3 + 277/182*z + 1
*
[ 3/2 ] 
f(z) = -46/93*z^3 + 269/186*z + 1
*
-2 | 0.063593533911676868200913327362242597109 | 0.011322080392077244452380344325819383309
f(z) = -46/93*z^3 + 275/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015033805100847509368287818718886921041
f(z) = -46/95*z^3 + 273/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015122407221333336731376948618354769940
f(z) = -46/97*z^3 + 271/194*z + 1
*
-2 | 0.071532754637370342232922583127421661040 | 0.012785781032096983747593837033277253089
f(z) = -46/99*z^3 + 269/198*z + 1
*
-2 | 0.092091983094776601582017586800729913720 | 0.016460542259702867067334778564381489931
f(z) = -45/91*z^3 + 269/182*z + 1
*
-2 | 0.093274572962244310405976020633676666626 | 0.016739410365113294599064047330246787768
f(z) = -45/97*z^3 + 263/194*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.015524589095828328045293801234558527069
f(z) = -44/91*z^3 + 261/182*z + 1
*
5/3 | 0.16071337559574585791423509435458766231 | 0.028842234918070680313833333131466392260
f(z) = -54/85*z^3 + 263/255*z + 1
*
0 | 0.14650241044045858353175806277561367389 | 0.026116970686297567098917479443439915802
f(z) = -57/91*z^3 + 262/273*z + 1
*
-6/11 | 0.16962001911681658009015891573502491139 | 0.024349616734144821224120881148114744645
f(z) = -55/96*z^3 + 265/264*z + 1
*
[ -9/2 ] 
f(z) = -58/81*z^3 + 283/18*z + 1
*
[ 7 ] 
f(z) = -41/98*z^3 + 299/14*z + 1
*
[ -12/5 ] 
f(z) = -55/96*z^3 + 283/60*z + 1
*
[ -3/10 ] 
f(z) = -50/99*z^3 + 289/66*z + 1
*
18/7 | 0.20455806337854475750896936488090451573 | 0.028947713792905500370708237585033973424
f(z) = -49/80*z^3 + 293/60*z + 1
*
[ 18/7 ] 
f(z) = -49/96*z^3 + 287/72*z + 1
*
[ 20/7 ] 
f(z) = -49/96*z^3 + 289/60*z + 1
*
-18/7 | 0.19089380099416607462647464281152741398 | 0.026988056248295244147621138655128954228
f(z) = -49/96*z^3 + 295/72*z + 1
*
[ 14/5 ] 
f(z) = -45/98*z^3 + 297/70*z + 1
*
[ -1/2 ] 
f(z) = -60/89*z^3 + 282/89*z + 1
*
[ -1/2 ] 
f(z) = -60/91*z^3 + 288/91*z + 1
*
[ 2 ] 
f(z) = -59/90*z^3 + 281/90*z + 1
*
[ 2 ] 
f(z) = -59/94*z^3 + 283/94*z + 1
*
[ 2 ] 
f(z) = -59/98*z^3 + 285/98*z + 1
*
-5/2 | 0.15850551853042878530540077886518943478 | 0.027805821861007907939625042009932723714
f(z) = -56/85*z^3 + 299/85*z + 1
*
[ -1/2 ] 
f(z) = -56/89*z^3 + 281/89*z + 1
*
[ -3/2 ] 
f(z) = -56/93*z^3 + 281/93*z + 1
*
[ -1/2 ] 
f(z) = -56/93*z^3 + 293/93*z + 1
*
[ -1/2 ] 
f(z) = -56/95*z^3 + 299/95*z + 1
*
[ -5/3 ] 
f(z) = -54/85*z^3 + 286/85*z + 1
*
[ -1/2 ] 
f(z) = -52/89*z^3 + 280/89*z + 1
*
[ -1/2 ] 
f(z) = -52/93*z^3 + 292/93*z + 1
*
[ -1/2 ] 
f(z) = -52/95*z^3 + 298/95*z + 1
*
-3/2 | 0.18184111233756819086692448275380884330 | 0.023083908051835657868570503649692211180
f(z) = -50/81*z^3 + 293/90*z + 1
*
[ 11/5 ] 
f(z) = -50/99*z^3 + 296/99*z + 1
*
[ -3/7 ] 
f(z) = -49/87*z^3 + 299/87*z + 1
*
18/7 | 0.13994712209534732913723288363433507762 | 0.024697596880401133138393532811425844439
f(z) = -49/90*z^3 + 289/90*z + 1
*
15/7 | 0.11432439921884076621962195965486993939 | 0.020175748405724783152207381136434797089
f(z) = -49/96*z^3 + 289/96*z + 1
*
[ -11/7 ] 
f(z) = -49/99*z^3 + 283/99*z + 1
*
[ -1/2 ] 
f(z) = -48/91*z^3 + 285/91*z + 1
*
[ -7/4 ] 
f(z) = -48/91*z^3 + 290/91*z + 1
*
[ -1/2 ] 
f(z) = -48/95*z^3 + 297/95*z + 1
*
8/3 | 0.13272219586216365145238470928372555423 | 0.023451296567834439523314648639903632491
f(z) = -45/88*z^3 + 287/88*z + 1
*
[ 7/3 ] 
f(z) = -45/91*z^3 + 297/91*z + 1
*
-15/22 | 0.21459532634560483792090373102418687487 | 0.027289527358428877295323695099428040083
f(z) = -44/81*z^3 + 289/99*z + 1
*
[ -1/2 ] 
f(z) = -44/91*z^3 + 284/91*z + 1
*
[ -1/2 ] 
f(z) = -44/93*z^3 + 290/93*z + 1
*
[ -1/2 ] 
f(z) = -44/95*z^3 + 296/95*z + 1
*
[ -2 ] 
f(z) = -43/82*z^3 + 295/82*z + 1
*
[ -2 ] 
f(z) = -41/86*z^3 + 293/86*z + 1
*
[ -2 ] 
f(z) = -41/90*z^3 + 299/90*z + 1
*
[ -4/3 ] 
f(z) = -55/96*z^3 + 299/108*z + 1
*
[ -4/3 ] 
f(z) = -53/96*z^3 + 295/108*z + 1
*
9/26 | 0.22388556638050180680147222199296911986 | 0.028396738827514015298694670628189132694
f(z) = -52/81*z^3 + 295/117*z + 1
*
[ 27/14 ] 
f(z) = -49/81*z^3 + 295/108*z + 1
*
[ -4/3 ] 
f(z) = -49/96*z^3 + 287/108*z + 1
*
[ -4/3 ] 
f(z) = -47/96*z^3 + 283/108*z + 1
*
-10/7 | 0.17965222649760865166487512177213739284 | 0.025574548382242394537941478812458808471
f(z) = -49/96*z^3 + 281/120*z + 1
*
-33/14 | 0.16647639068229279308412992473392208107 | 0.024633628691226752837382208585070639227
f(z) = -49/99*z^3 + 287/132*z + 1
*
45/28 | 0.15839504144503908559415506808220670791 | 0.020142683862520197784132238192288375168
f(z) = -49/81*z^3 + 289/144*z + 1
*
3/4 | 0.23406308566996286635278175032672422147 | 0.029791500667384983610457302077256300632
f(z) = -47/81*z^3 + 287/144*z + 1
*
[ 28/15 ] 
f(z) = -45/98*z^3 + 289/140*z + 1
*
[ 3/2 ] 
f(z) = -50/87*z^3 + 283/174*z + 1
*
-2 | 0.083222138742358322976537997889298927204 | 0.014599239106730931308010160765198440217
f(z) = -48/85*z^3 + 299/170*z + 1
*
-2 | 0.084073714913503200448158768066531057654 | 0.014783555342784829056588335626045719617
f(z) = -48/89*z^3 + 295/178*z + 1
*
-2 | 0.076373695189587443164275977296060520371 | 0.013429580823564906152562749302758194655
f(z) = -47/81*z^3 + 295/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.015912853437214416984972047087590949817
f(z) = -47/83*z^3 + 293/166*z + 1
*
-2 | 0.090828989145274146141541184779026874161 | 0.016009838478771912839758155381563499313
f(z) = -47/85*z^3 + 291/170*z + 1
*
-2 | 0.070916192846436261953646363166520842725 | 0.012515152273162023541669426668764331879
f(z) = -47/87*z^3 + 289/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016199409210967977542068052635165854041
f(z) = -47/89*z^3 + 287/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.011982761483918901776358437148323538788
f(z) = -46/81*z^3 + 287/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014476990783258322430642766769384696311
f(z) = -46/83*z^3 + 285/166*z + 1
*
-2 | 0.082272031949689828791611638236329067136 | 0.014573165498029096142446019034965573260
f(z) = -46/85*z^3 + 283/170*z + 1
*
-2 | 0.062358591487639612404705603377924970641 | 0.011059714250825621415019753713523546522
f(z) = -46/87*z^3 + 281/174*z + 1
*
[ 4/3 ] 
f(z) = -59/80*z^3 + 281/180*z + 1
*
[ 3/2 ] 
f(z) = -50/93*z^3 + 287/186*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.012656862103663253432513529869925758193
f(z) = -49/93*z^3 + 299/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.016314154562107061948331909477438078686
f(z) = -49/95*z^3 + 297/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016401379771728493967473878563593204009
f(z) = -49/97*z^3 + 295/194*z + 1
*
-2 | 0.080089130351384742427723139133995435275 | 0.014099770528847338647913570520058364551
f(z) = -49/99*z^3 + 293/198*z + 1
*
-2 | 0.084485254483590426426696261480209744969 | 0.014873712525825915834339877946566634307
f(z) = -48/91*z^3 + 293/182*z + 1
*
-2 | 0.085281872725880996675787864815497575383 | 0.015050379616627425071727900566898469731
f(z) = -48/95*z^3 + 289/190*z + 1
*
-2 | 0.085667776411114130991938263770125792983 | 0.015137034298395744708889756720382925603
f(z) = -48/97*z^3 + 287/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016292257263727511906216503324743550142
f(z) = -47/91*z^3 + 285/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.012780345500134000756805788981881404557
f(z) = -47/93*z^3 + 283/186*z + 1
*
-2 | 0.092888541494285123786251040966520880676 | 0.016474405556552416426059061197900780864
f(z) = -47/95*z^3 + 281/190*z + 1
*
[ 27/20 ] 
f(z) = -50/81*z^3 + 299/216*z + 1
*
5/3 | 0.10082408110654490739616959014259563497 | 0.017881826706452779808364373161188730624
f(z) = -51/80*z^3 + 281/240*z + 1
*
0 | 0.15567590541005313804526881533409473439 | 0.027575479538217247372087349312684942945
f(z) = -41/80*z^3 + 283/240*z + 1
*
[ 7/6 ] 
f(z) = -60/91*z^3 + 284/273*z + 1
*
[ 9/8 ] 
f(z) = -58/81*z^3 + 293/288*z + 1
*
[ 27/22 ] 
f(z) = -44/81*z^3 + 298/297*z + 1
*
[ 3/5 ] 
f(z) = -55/117*z^3 - 97/195*z + 1
*
[ 2/3 ] 
f(z) = -43/112*z^3 - 83/252*z + 1
*
[ 2/3 ] 
f(z) = -41/112*z^3 - 85/252*z + 1
*
[ 2/3 ] 
f(z) = -54/109*z^3 - 61/218*z + 1
*
[ 2/3 ] 
f(z) = -45/101*z^3 - 61/202*z + 1
*
[ 2/3 ] 
f(z) = -45/103*z^3 - 63/206*z + 1
*
[ 2/3 ] 
f(z) = -45/107*z^3 - 67/214*z + 1
*
[ 2/3 ] 
f(z) = -45/109*z^3 - 69/218*z + 1
*
[ 2/3 ] 
f(z) = -54/113*z^3 - 65/226*z + 1
*
[ 2/3 ] 
f(z) = -54/115*z^3 - 67/230*z + 1
*
[ 2/3 ] 
f(z) = -54/119*z^3 - 71/238*z + 1
*
[ 2/3 ] 
f(z) = -45/113*z^3 - 73/226*z + 1
*
[ 2/3 ] 
f(z) = -45/119*z^3 - 79/238*z + 1
*
[ 2/3 ] 
f(z) = -59/112*z^3 - 67/252*z + 1
*
[ 2/3 ] 
f(z) = -55/112*z^3 - 71/252*z + 1
*
[ 2/3 ] 
f(z) = -53/112*z^3 - 73/252*z + 1
*
[ 2/3 ] 
f(z) = -47/112*z^3 - 79/252*z + 1
*
[ 3/5 ] 
f(z) = -53/108*z^3 - 49/100*z + 1
*
[ 3/5 ] 
f(z) = -50/111*z^3 - 56/111*z + 1
*
[ 3/5 ] 
f(z) = -47/108*z^3 - 51/100*z + 1
*
[ 3/5 ] 
f(z) = -41/108*z^3 - 53/100*z + 1
*
[ 2/3 ] 
f(z) = -51/100*z^3 - 41/150*z + 1
*
[ 9/14 ] 
f(z) = -49/108*z^3 - 53/144*z + 1
*
[ 2/3 ] 
f(z) = -57/116*z^3 - 49/174*z + 1
*
[ 2/3 ] 
f(z) = -51/116*z^3 - 53/174*z + 1
*
[ 2/3 ] 
f(z) = -54/101*z^3 - 53/202*z + 1
*
[ 2/3 ] 
f(z) = -54/103*z^3 - 55/206*z + 1
*
[ 2/3 ] 
f(z) = -54/107*z^3 - 59/214*z + 1
*
[ 24/35 ] 
f(z) = -49/108*z^3 - 49/200*z + 1
*
[ 7/10 ] 
f(z) = -50/119*z^3 - 53/238*z + 1
*
[ 3/5 ] 
f(z) = -55/108*z^3 - 29/60*z + 1
*
[ 2/3 ] 
f(z) = -57/112*z^3 - 23/84*z + 1
*
[ 2/3 ] 
f(z) = -51/112*z^3 - 25/84*z + 1
*
[ 2/3 ] 
f(z) = -59/104*z^3 - 29/117*z + 1
*
[ 2/3 ] 
f(z) = -55/104*z^3 - 31/117*z + 1
*
[ 2/3 ] 
f(z) = -53/104*z^3 - 32/117*z + 1
*
[ 2/3 ] 
f(z) = -49/104*z^3 - 34/117*z + 1
*
[ 5/7 ] 
f(z) = -49/115*z^3 - 21/115*z + 1
*
[ 2/3 ] 
f(z) = -47/104*z^3 - 35/117*z + 1
*
[ 2/3 ] 
f(z) = -45/106*z^3 - 33/106*z + 1
*
[ 2/3 ] 
f(z) = -45/118*z^3 - 39/118*z + 1
*
[ 2/3 ] 
f(z) = -43/104*z^3 - 37/117*z + 1
*
[ 2/3 ] 
f(z) = -41/104*z^3 - 38/117*z + 1
*
[ 2/3 ] 
f(z) = -57/100*z^3 - 37/150*z + 1
*
[ 3/4 ] 
f(z) = -41/108*z^3 - 23/192*z + 1
*
[ 2/3 ] 
f(z) = -45/104*z^3 - 4/13*z + 1
*
[ 2/3 ] 
f(z) = -57/104*z^3 - 10/39*z + 1
*
[ 2/3 ] 
f(z) = -51/104*z^3 - 11/39*z + 1
*
[ 3/5 ] 
f(z) = -50/117*z^3 - 20/39*z + 1
*
[ 5/7 ] 
f(z) = -49/100*z^3 - 3/20*z + 1
*
[ 2/3 ] 
f(z) = -45/112*z^3 - 9/28*z + 1
*
[ 2/3 ] 
f(z) = -45/116*z^3 - 19/58*z + 1
*
[ 3/4 ] 
f(z) = -56/117*z^3 - 5/78*z + 1
*
[ 3/4 ] 
f(z) = -55/108*z^3 - 3/64*z + 1
*
[ 3/4 ] 
f(z) = -49/108*z^3 - 5/64*z + 1
*
[ 3/4 ] 
f(z) = -43/108*z^3 - 7/64*z + 1
*
[ 5/7 ] 
f(z) = -49/110*z^3 - 19/110*z + 1
*
[ 3/4 ] 
f(z) = -44/117*z^3 - 19/156*z + 1
*
[ 3/4 ] 
f(z) = -59/108*z^3 - 5/192*z + 1
*
[ 3/4 ] 
f(z) = -53/108*z^3 - 11/192*z + 1
*
[ 3/4 ] 
f(z) = -47/108*z^3 - 17/192*z + 1
*
[ 3/4 ] 
f(z) = -56/111*z^3 - 11/222*z + 1
*
[ 6/5 ] 
f(z) = -55/108*z^3 + 9/10*z + 1
*
-2 | 0.086007565519252298254988764450096445603 | 0.017119747406883844493092206870786177562
f(z) = -51/104*z^3 + 19/13*z + 1
*
[ 10/7 ] 
f(z) = -49/100*z^3 + 13/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017305929556815763293719928047605100335
f(z) = -49/104*z^3 + 18/13*z + 1
*
[ 6/7 ] 
f(z) = -49/108*z^3 + 1/6*z + 1
*
[ -6/7 ] 
f(z) = -49/108*z^3 + 5/2*z + 1
*
-6/7 | 0.083109649468865842154842092271085261376 | 0.013012559861105918498297526199204671196
f(z) = -49/108*z^3 + 11/2*z + 1
*
15/7 | 0.061035320315824643806007318271718908295 | 0.012133202172372687350639507946117845940
f(z) = -49/108*z^3 + 17/12*z + 1
*
-2 | 0.086007633244938731336819152654900977197 | 0.017507363176408513684401255287389125989
f(z) = -47/104*z^3 + 17/13*z + 1
*
-2 | 0.086007553461017458568509499499811741881 | 0.017726095836743184087655874002859188765
f(z) = -45/104*z^3 + 16/13*z + 1
*
-2 | 0.086007439973612593988449112370148391867 | 0.017965031501784491864705714946024480966
f(z) = -43/104*z^3 + 15/13*z + 1
*
[ 3 ] 
f(z) = -43/108*z^3 + 17/4*z + 1
*
-2 | 0.086007344279531500604618454081583835604 | 0.018227692032047666067692260119168121712
f(z) = -41/104*z^3 + 14/13*z + 1
*
[ -3 ] 
f(z) = -41/108*z^3 + 19/4*z + 1
*
[ 3/2 ] 
f(z) = -41/108*z^3 + 19/16*z + 1
*
[ 6/7 ] 
f(z) = -49/104*z^3 + 7/39*z + 1
*
-2/3 | 0.10831741254256692429960913568479734257 | 0.022955905150579564897649223467968247317
f(z) = -45/112*z^3 + 19/28*z + 1
*
[ 6/7 ] 
f(z) = -49/117*z^3 + 11/78*z + 1
*
[ 6/7 ] 
f(z) = -53/108*z^3 + 19/98*z + 1
*
4/3 | 0.16604449783465027434645499454282429741 | 0.028544150742290538974847105124424228107
f(z) = -51/112*z^3 + 5/84*z + 1
*
[ 6/7 ] 
f(z) = -47/108*z^3 + 15/98*z + 1
*
[ 6/7 ] 
f(z) = -41/108*z^3 + 11/98*z + 1
*
[ 6/7 ] 
f(z) = -49/102*z^3 + 19/102*z + 1
*
[ 6/7 ] 
f(z) = -49/114*z^3 + 17/114*z + 1
*
[ 4/5 ] 
f(z) = -55/112*z^3 + 9/140*z + 1
*
[ 4/5 ] 
f(z) = -45/112*z^3 + 1/140*z + 1
*
[ 4/5 ] 
f(z) = -45/104*z^3 + 7/260*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016492482912660490087019258896441586757
f(z) = -59/104*z^3 + 23/13*z + 1
*
[ 2 ] 
f(z) = -59/104*z^3 + 36/13*z + 1
*
[ -3 ] 
f(z) = -59/108*z^3 + 25/4*z + 1
*
[ 3/2 ] 
f(z) = -59/108*z^3 + 25/16*z + 1
*
-2 | 0.086008105571366621167053025547556792734 | 0.016634439958407024842660708045451732915
f(z) = -57/104*z^3 + 22/13*z + 1
*
[ 2 ] 
f(z) = -57/104*z^3 + 35/13*z + 1
*
-2 | 0.086007938843775723310116531072301264400 | 0.016785430028294671750150792405303763431
f(z) = -55/104*z^3 + 21/13*z + 1
*
[ 2 ] 
f(z) = -55/104*z^3 + 34/13*z + 1
*
[ 3 ] 
f(z) = -55/108*z^3 + 21/4*z + 1
*
[ -6 ] 
f(z) = -55/108*z^3 + 39/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016946658775474037162207122627469168623
f(z) = -53/104*z^3 + 20/13*z + 1
*
[ 2 ] 
f(z) = -53/104*z^3 + 33/13*z + 1
*
[ -3 ] 
f(z) = -53/108*z^3 + 23/4*z + 1
*
[ 3/2 ] 
f(z) = -53/108*z^3 + 23/16*z + 1
*
[ 6 ] 
f(z) = -53/108*z^3 + 37/2*z + 1
*
[ 2 ] 
f(z) = -51/104*z^3 + 32/13*z + 1
*
[ -10/7 ] 
f(z) = -49/100*z^3 + 27/10*z + 1
*
[ 2 ] 
f(z) = -49/104*z^3 + 31/13*z + 1
*
[ -6 ] 
f(z) = -49/108*z^3 + 35/2*z + 1
*
[ -12/7 ] 
f(z) = -49/108*z^3 + 35/12*z + 1
*
[ 2 ] 
f(z) = -47/104*z^3 + 30/13*z + 1
*
[ -3 ] 
f(z) = -47/108*z^3 + 21/4*z + 1
*
[ 3/2 ] 
f(z) = -47/108*z^3 + 21/16*z + 1
*
[ 6 ] 
f(z) = -47/108*z^3 + 33/2*z + 1
*
[ 2 ] 
f(z) = -45/104*z^3 + 29/13*z + 1
*
[ -2/3 ] 
f(z) = -45/104*z^3 + 35/13*z + 1
*
[ 2 ] 
f(z) = -43/104*z^3 + 28/13*z + 1
*
[ -6 ] 
f(z) = -43/108*z^3 + 31/2*z + 1
*
[ 2 ] 
f(z) = -41/104*z^3 + 27/13*z + 1
*
[ 6 ] 
f(z) = -41/108*z^3 + 29/2*z + 1
*
-3/5 | 0.19874176510629417153186434295521780096 | 0.028774984993050820859516483304634719552
f(z) = -55/108*z^3 + 37/20*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.017303386196011410369557369879944441745
f(z) = -53/112*z^3 + 39/28*z + 1
*
-2 | 0.087379923985799972049900247655377078372 | 0.017485733884980967146767205668224821522
f(z) = -51/112*z^3 + 37/28*z + 1
*
[ 9/7 ] 
f(z) = -49/108*z^3 + 35/36*z + 1
*
-2 | 0.087379841817306766653825387882876515485 | 0.017895430370237616994964466886358322529
f(z) = -47/112*z^3 + 33/28*z + 1
*
[ 4/3 ] 
f(z) = -45/112*z^3 + 27/28*z + 1
*
-2 | 0.087379753201783307464404074198115136646 | 0.018127520563379265845189040816773952749
f(z) = -45/112*z^3 + 31/28*z + 1
*
-2 | 0.087379654816110236230022852599164460366 | 0.018381823275298629987471952901153003736
f(z) = -43/112*z^3 + 29/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -41/112*z^3 + 27/28*z + 1
*
[ 6/5 ] 
f(z) = -43/108*z^3 + 37/50*z + 1
*
[ 6/7 ] 
f(z) = -59/108*z^3 + 23/98*z + 1
*
3/2 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -44/105*z^3 + 29/105*z + 1
*
[ 6/7 ] 
f(z) = -49/100*z^3 + 29/150*z + 1
*
[ 6/7 ] 
f(z) = -49/116*z^3 + 25/174*z + 1
*
[ 5/6 ] 
f(z) = -54/115*z^3 + 29/230*z + 1
*
[ 6/7 ] 
f(z) = -49/111*z^3 + 35/222*z + 1
*
[ 5/6 ] 
f(z) = -51/100*z^3 + 37/240*z + 1
*
[ 4/5 ] 
f(z) = -55/104*z^3 + 23/260*z + 1
*
[ 6/7 ] 
f(z) = -43/108*z^3 + 37/294*z + 1
*
[ -2 ] 
f(z) = -59/104*z^3 + 49/13*z + 1
*
[ 6 ] 
f(z) = -59/108*z^3 + 41/2*z + 1
*
[ -2 ] 
f(z) = -57/104*z^3 + 48/13*z + 1
*
[ -2 ] 
f(z) = -55/104*z^3 + 47/13*z + 1
*
[ -3/2 ] 
f(z) = -55/108*z^3 + 45/16*z + 1
*
[ -2 ] 
f(z) = -53/104*z^3 + 46/13*z + 1
*
[ -2 ] 
f(z) = -51/104*z^3 + 45/13*z + 1
*
[ -2 ] 
f(z) = -49/104*z^3 + 44/13*z + 1
*
22/7 | 0.17512260732701895907612939254468575983 | 0.028857996984633112787657312269712187583
f(z) = -49/104*z^3 + 54/13*z + 1
*
[ -2/7 ] 
f(z) = -49/104*z^3 + 59/13*z + 1
*
[ -3/7 ] 
f(z) = -49/108*z^3 + 41/12*z + 1
*
[ -3/2 ] 
f(z) = -49/108*z^3 + 43/16*z + 1
*
[ -24/7 ] 
f(z) = -49/108*z^3 + 53/8*z + 1
*
[ -2 ] 
f(z) = -47/104*z^3 + 43/13*z + 1
*
[ 3 ] 
f(z) = -47/108*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -45/104*z^3 + 42/13*z + 1
*
[ -2 ] 
f(z) = -43/104*z^3 + 41/13*z + 1
*
[ -3/2 ] 
f(z) = -43/108*z^3 + 41/16*z + 1
*
[ -3 ] 
f(z) = -43/108*z^3 + 59/12*z + 1
*
[ -2 ] 
f(z) = -41/104*z^3 + 40/13*z + 1
*
[ 3 ] 
f(z) = -41/108*z^3 + 49/12*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016826561675109577730829214540812533959
f(z) = -59/112*z^3 + 45/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016975172896499953415579164317936639916
f(z) = -57/112*z^3 + 43/28*z + 1
*
[ 3/2 ] 
f(z) = -56/117*z^3 + 55/39*z + 1
*
[ -3/5 ] 
f(z) = -55/108*z^3 + 57/20*z + 1
*
-2 | 0.087380142536989588825929903474487802466 | 0.017133810026916599011325981202285085071
f(z) = -55/112*z^3 + 41/28*z + 1
*
[ -5/7 ] 
f(z) = -49/100*z^3 + 53/20*z + 1
*
-15/7 | 0.18003499617333356090554118975944826376 | 0.025193868946501779710227404476231522214
f(z) = -49/108*z^3 + 47/20*z + 1
*
[ 2 ] 
f(z) = -45/112*z^3 + 59/28*z + 1
*
[ 3/2 ] 
f(z) = -44/117*z^3 + 46/39*z + 1
*
[ 2 ] 
f(z) = -43/112*z^3 + 57/28*z + 1
*
[ 2 ] 
f(z) = -41/112*z^3 + 55/28*z + 1
*
[ 6/5 ] 
f(z) = -49/108*z^3 + 41/50*z + 1
*
[ 4/3 ] 
f(z) = -45/104*z^3 + 53/52*z + 1
*
[ 3/2 ] 
f(z) = -43/108*z^3 + 59/48*z + 1
*
-2 | 0.073143145216770981183134504259311758719 | 0.015331792179610551816039726430497745248
f(z) = -43/108*z^3 + 59/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -43/116*z^3 + 57/58*z + 1
*
-2 | 0.085281113693122503777111792500422701948 | 0.018006237412208012456897239522449910842
f(z) = -41/100*z^3 + 57/50*z + 1
*
-2 | 0.073143037819912675709989302786183456619 | 0.015560758077452809121177930126169899700
f(z) = -41/108*z^3 + 55/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -41/116*z^3 + 53/58*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.027410573840573373059404504196057851612
f(z) = -57/112*z^3 + 55/84*z + 1
*
-4/3 | 0.11381206807471973843722945349655876287 | 0.019565049548655977448930752553521844340
f(z) = -51/112*z^3 + 47/84*z + 1
*
-2/3 | 0.10810742367066928901212440196731079857 | 0.018584383330118985663193552602405363204
f(z) = -51/112*z^3 + 59/84*z + 1
*
[ 15/14 ] 
f(z) = -49/108*z^3 + 47/80*z + 1
*
13/7 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = -49/114*z^3 + 55/114*z + 1
*
-14/15 | 0.18925476077481150977010640832200802038 | 0.029907814702168917558778703291234400172
f(z) = -45/112*z^3 + 59/140*z + 1
*
0 | 0.16103386498906503103749015188794347378 | 0.027768803601577492096084723103234068400
f(z) = -51/110*z^3 + 49/165*z + 1
*
15/11 | 0.21833021662482600971771242739782772928 | 0.025125854283303537325580499045629686939
f(z) = -55/108*z^3 + 47/220*z + 1
*
[ 9/10 ] 
f(z) = -50/117*z^3 + 55/234*z + 1
*
[ 5/6 ] 
f(z) = -57/100*z^3 + 47/240*z + 1
*
[ 3 ] 
f(z) = -59/108*z^3 + 67/12*z + 1
*
[ -3 ] 
f(z) = -55/108*z^3 + 71/12*z + 1
*
[ 3 ] 
f(z) = -53/108*z^3 + 61/12*z + 1
*
[ -3 ] 
f(z) = -49/108*z^3 + 65/12*z + 1
*
[ 18/7 ] 
f(z) = -49/108*z^3 + 65/18*z + 1
*
[ -18/7 ] 
f(z) = -49/108*z^3 + 79/18*z + 1
*
[ 2 ] 
f(z) = -59/112*z^3 + 73/28*z + 1
*
[ 2 ] 
f(z) = -57/112*z^3 + 71/28*z + 1
*
[ -6/5 ] 
f(z) = -55/108*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -55/112*z^3 + 69/28*z + 1
*
[ 2 ] 
f(z) = -53/112*z^3 + 67/28*z + 1
*
[ 2 ] 
f(z) = -51/112*z^3 + 65/28*z + 1
*
[ -15/7 ] 
f(z) = -49/108*z^3 + 71/20*z + 1
*
[ 2 ] 
f(z) = -47/112*z^3 + 61/28*z + 1
*
[ -4/3 ] 
f(z) = -45/112*z^3 + 69/28*z + 1
*
[ -2/3 ] 
f(z) = -45/112*z^3 + 75/28*z + 1
*
[ 3/2 ] 
f(z) = -55/108*z^3 + 71/48*z + 1
*
-2 | 0.073143471392317266388960726775683067282 | 0.014447821900655598974799507709979285757
f(z) = -53/108*z^3 + 79/54*z + 1
*
-2 | 0.088029695429626908430418771121501592437 | 0.017476776610414092601438266015476769644
f(z) = -53/116*z^3 + 77/58*z + 1
*
-2 | 0.085281045215240296259586973690032689791 | 0.016931079552818295126420375274128588091
f(z) = -51/100*z^3 + 77/50*z + 1
*
-2 | 0.088029800659422679649117923529326048976 | 0.017663874246408084197611140438889798351
f(z) = -51/116*z^3 + 73/58*z + 1
*
-2 | 0.085281070814180912443880257957804430244 | 0.017112319909581329032529779100647906036
f(z) = -49/100*z^3 + 73/50*z + 1
*
[ 3/2 ] 
f(z) = -49/108*z^3 + 65/48*z + 1
*
-2 | 0.073143385335190439429511344178211730566 | 0.014759067353450706140619064376524265359
f(z) = -49/108*z^3 + 71/54*z + 1
*
-2 | 0.088029696927258369565770846349394910547 | 0.017865874694545947707562969181623306192
f(z) = -49/116*z^3 + 69/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.017308004584186320543715472474937271159
f(z) = -47/100*z^3 + 69/50*z + 1
*
-2 | 0.073143348676990662756148011907424923595 | 0.014933797687242392541900191404720096550
f(z) = -47/108*z^3 + 67/54*z + 1
*
-2 | 0.088029609081477549236634467097413011165 | 0.018085051061783100047045594792731760747
f(z) = -47/116*z^3 + 65/58*z + 1
*
-2 | 0.088029518083230475328502448530076249119 | 0.018324132484752326370389465876935910547
f(z) = -45/116*z^3 + 61/58*z + 1
*
-2 | 0.085281226633847576365921941674601548413 | 0.017752051008882043636342425302767692115
f(z) = -43/100*z^3 + 61/50*z + 1
*
[ 6/5 ] 
f(z) = -50/117*z^3 + 61/78*z + 1
*
-2/3 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014
f(z) = -57/112*z^3 + 61/84*z + 1
*
10/21 | 0.17390210217522354752765185211874164710 | 0.025418280634613668961145570118609314878
f(z) = -49/104*z^3 + 71/117*z + 1
*
[ 8/7 ] 
f(z) = -49/104*z^3 + 77/104*z + 1
*
-4/5 | 0.18925476077481150977010640832200802038 | 0.029907814702168917558778703291234400172
f(z) = -55/112*z^3 + 79/140*z + 1
*
-4/5 | 0.12523449257715748969018500715707269612 | 0.019790730668986550378947058187916211589
f(z) = -45/112*z^3 + 71/140*z + 1
*
[ 20/21 ] 
f(z) = -49/100*z^3 + 71/180*z + 1
*
[ 6/7 ] 
f(z) = -55/108*z^3 + 61/294*z + 1
*
[ 26/7 ] 
f(z) = -49/104*z^3 + 94/13*z + 1
*
[ 30/7 ] 
f(z) = -49/108*z^3 + 91/10*z + 1
*
[ 6 ] 
f(z) = -43/108*z^3 + 91/6*z + 1
*
[ -6 ] 
f(z) = -41/108*z^3 + 89/6*z + 1
*
[ -2 ] 
f(z) = -57/112*z^3 + 99/28*z + 1
*
[ -12/5 ] 
f(z) = -55/108*z^3 + 87/20*z + 1
*
[ -2 ] 
f(z) = -55/112*z^3 + 97/28*z + 1
*
[ -2 ] 
f(z) = -53/112*z^3 + 95/28*z + 1
*
[ -2 ] 
f(z) = -51/112*z^3 + 93/28*z + 1
*
[ 20/7 ] 
f(z) = -49/100*z^3 + 93/20*z + 1
*
[ -6/7 ] 
f(z) = -49/104*z^3 + 98/39*z + 1
*
3 | 0.21621514214937428886009299484699677735 | 0.027940230536875634264208219414055767588
f(z) = -49/108*z^3 + 85/28*z + 1
*
[ -9/7 ] 
f(z) = -49/108*z^3 + 91/36*z + 1
*
[ -2 ] 
f(z) = -47/112*z^3 + 89/28*z + 1
*
[ -2 ] 
f(z) = -45/112*z^3 + 87/28*z + 1
*
[ -3/2 ] 
f(z) = -44/117*z^3 + 98/39*z + 1
*
[ -2 ] 
f(z) = -43/112*z^3 + 85/28*z + 1
*
[ -2 ] 
f(z) = -41/112*z^3 + 83/28*z + 1
*
-2 | 0.085281379018051241390967064878979511813 | 0.016319462909872320957317891389954547331
f(z) = -59/100*z^3 + 93/50*z + 1
*
-2 | 0.073143880852307548999472107353056704512 | 0.014055301088283971919681948924075862511
f(z) = -59/108*z^3 + 91/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016988252621723109386091646479283508717
f(z) = -59/116*z^3 + 89/58*z + 1
*
-2 | 0.085281824138300520052705440785693370941 | 0.016458005879750299677008757233026542662
f(z) = -57/100*z^3 + 89/50*z + 1
*
-2 | 0.088030030693717472066724055239485265159 | 0.017140476164067955514729349201969675277
f(z) = -57/116*z^3 + 85/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.014308136519284129069591425266347207115
f(z) = -55/108*z^3 + 83/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017302757959359665224928430397328488111
f(z) = -55/116*z^3 + 81/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016762518830270856721930136531736103338
f(z) = -53/100*z^3 + 81/50*z + 1
*
[ 10/7 ] 
f(z) = -49/104*z^3 + 82/65*z + 1
*
[ 3/2 ] 
f(z) = -46/117*z^3 + 95/78*z + 1
*
[ 4/3 ] 
f(z) = -57/112*z^3 + 97/84*z + 1
*
[ 4/3 ] 
f(z) = -51/112*z^3 + 89/84*z + 1
*
[ 5/4 ] 
f(z) = -48/115*z^3 + 98/115*z + 1
*
[ 12/11 ] 
f(z) = -55/108*z^3 + 91/132*z + 1
*
[ 6 ] 
f(z) = -55/108*z^3 + 115/6*z + 1
*
[ -6 ] 
f(z) = -53/108*z^3 + 113/6*z + 1
*
[ -26/7 ] 
f(z) = -49/104*z^3 + 101/13*z + 1
*
[ 6 ] 
f(z) = -49/108*z^3 + 103/6*z + 1
*
[ -6 ] 
f(z) = -47/108*z^3 + 101/6*z + 1
*
[ -2 ] 
f(z) = -59/112*z^3 + 101/28*z + 1
*
[ -2/3 ] 
f(z) = -57/104*z^3 + 107/39*z + 1
*
[ -3/2 ] 
f(z) = -56/117*z^3 + 107/39*z + 1
*
-3/5 | 0.20910787931331555633583864760870215153 | 0.025950310130200023661655582378597458453
f(z) = -55/108*z^3 + 117/20*z + 1
*
[ -2/3 ] 
f(z) = -51/104*z^3 + 106/39*z + 1
*
[ -3/5 ] 
f(z) = -50/117*z^3 + 110/39*z + 1
*
[ -20/7 ] 
f(z) = -49/100*z^3 + 107/20*z + 1
*
3 | 0.21758397924418745107874719773622135547 | 0.027241635958440869001405674920550421413
f(z) = -49/108*z^3 + 109/28*z + 1
*
-4/3 | 0.17906373972322435781537389442034587635 | 0.029374818433386507642515767008434014121
f(z) = -45/112*z^3 + 111/28*z + 1
*
[ -12/11 ] 
f(z) = -55/108*z^3 + 111/44*z + 1
*
[ 2 ] 
f(z) = -47/100*z^3 + 119/50*z + 1
*
[ 2 ] 
f(z) = -45/116*z^3 + 119/58*z + 1
*
[ 2 ] 
f(z) = -43/100*z^3 + 111/50*z + 1
*
[ 2 ] 
f(z) = -43/108*z^3 + 113/54*z + 1
*
[ 2 ] 
f(z) = -43/116*z^3 + 115/58*z + 1
*
[ 2 ] 
f(z) = -41/100*z^3 + 107/50*z + 1
*
[ 2 ] 
f(z) = -41/108*z^3 + 109/54*z + 1
*
[ -6/5 ] 
f(z) = -41/108*z^3 + 119/50*z + 1
*
[ 2 ] 
f(z) = -41/116*z^3 + 111/58*z + 1
*
[ 3/2 ] 
f(z) = -58/117*z^3 + 113/78*z + 1
*
[ 5/3 ] 
f(z) = -57/100*z^3 + 119/60*z + 1
*
-2/5 | 0.18431723846105424585825712553712480556 | 0.027451974542496379887468740874546268046
f(z) = -55/104*z^3 + 103/65*z + 1
*
[ 5/3 ] 
f(z) = -51/100*z^3 + 109/60*z + 1
*
[ 3/2 ] 
f(z) = -50/117*z^3 + 101/78*z + 1
*
[ 26/15 ] 
f(z) = -45/104*z^3 + 112/65*z + 1
*
[ 26/21 ] 
f(z) = -49/104*z^3 + 107/117*z + 1
*
[ 9/7 ] 
f(z) = -49/117*z^3 + 107/117*z + 1
*
[ 4/3 ] 
f(z) = -45/116*z^3 + 109/116*z + 1
*
-2 | 0.073524739926251177001399785880957694402 | 0.015384565816771068282562895886628539959
f(z) = -43/106*z^3 + 119/106*z + 1
*
-2 | 0.074209960939449258822577635030584925256 | 0.015583210935910695139934904821974736215
f(z) = -43/110*z^3 + 117/110*z + 1
*
-2 | 0.054528335766847492661141517931457489945 | 0.011491910588330559865127992923465527430
f(z) = -43/114*z^3 + 115/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -43/118*z^3 + 113/118*z + 1
*
-2 | 0.052468744879068231373079772125834607118 | 0.011098887354107499128946185220790997732
f(z) = -41/102*z^3 + 113/102*z + 1
*
-2 | 0.073523987730619174709695119812714414784 | 0.015611745670540842470314517616293403843
f(z) = -41/106*z^3 + 111/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -41/110*z^3 + 109/110*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -41/114*z^3 + 107/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -41/118*z^3 + 105/118*z + 1
*
[ 6/5 ] 
f(z) = -47/108*z^3 + 119/150*z + 1
*
[ 6/5 ] 
f(z) = -41/108*z^3 + 107/150*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -43/112*z^3 + 109/252*z + 1
*
[ -6 ] 
f(z) = -59/108*z^3 + 125/6*z + 1
*
[ -3/7 ] 
f(z) = -49/117*z^3 + 133/39*z + 1
*
[ -6/5 ] 
f(z) = -59/108*z^3 + 131/50*z + 1
*
[ -3/2 ] 
f(z) = -59/108*z^3 + 139/48*z + 1
*
[ 2 ] 
f(z) = -57/100*z^3 + 139/50*z + 1
*
[ 2 ] 
f(z) = -55/108*z^3 + 137/54*z + 1
*
[ 2 ] 
f(z) = -55/116*z^3 + 139/58*z + 1
*
[ 2 ] 
f(z) = -53/100*z^3 + 131/50*z + 1
*
[ -6/5 ] 
f(z) = -53/108*z^3 + 127/50*z + 1
*
[ -3/2 ] 
f(z) = -53/108*z^3 + 133/48*z + 1
*
[ 2 ] 
f(z) = -53/108*z^3 + 133/54*z + 1
*
[ 2 ] 
f(z) = -53/116*z^3 + 135/58*z + 1
*
[ 2 ] 
f(z) = -51/100*z^3 + 127/50*z + 1
*
[ 2 ] 
f(z) = -51/116*z^3 + 131/58*z + 1
*
[ 2 ] 
f(z) = -49/100*z^3 + 123/50*z + 1
*
-2/7 | 0.15369526070518076085554231954502093182 | 0.027756182540869941686142562228608410928
f(z) = -49/100*z^3 + 127/50*z + 1
*
[ 2 ] 
f(z) = -49/108*z^3 + 125/54*z + 1
*
[ 2 ] 
f(z) = -49/116*z^3 + 127/58*z + 1
*
[ 2 ] 
f(z) = -47/108*z^3 + 121/54*z + 1
*
[ -6/5 ] 
f(z) = -47/108*z^3 + 123/50*z + 1
*
[ -3/2 ] 
f(z) = -47/108*z^3 + 127/48*z + 1
*
[ 2 ] 
f(z) = -47/116*z^3 + 123/58*z + 1
*
[ -4/3 ] 
f(z) = -45/104*z^3 + 131/52*z + 1
*
[ -3/2 ] 
f(z) = -41/108*z^3 + 121/48*z + 1
*
-5/3 | 0.18956846811434904815432867089642084608 | 0.029233482104375979222796589965575473017
f(z) = -57/100*z^3 + 131/60*z + 1
*
-5/3 | 0.18073007748611088172047935356333714826 | 0.028216023623562164951533960772204045947
f(z) = -51/100*z^3 + 121/60*z + 1
*
6/5 | 0.24599969065424731045242392411695137470 | 0.027567753578714830090592445176852710705
f(z) = -55/108*z^3 + 139/110*z + 1
*
[ 7/5 ] 
f(z) = -50/119*z^3 + 132/119*z + 1
*
[ 10/7 ] 
f(z) = -49/110*z^3 + 133/110*z + 1
*
-2 | 0.054527977490993799152706467364069148428 | 0.011050413525317451746161653944171782285
f(z) = -49/114*z^3 + 139/114*z + 1
*
-2 | 0.075510814818505097090389454871357984607 | 0.015347786090409529999141899084412582697
f(z) = -49/118*z^3 + 137/118*z + 1
*
-2 | 0.052468068168093604162437496639283598919 | 0.010664282841556391976738481845271934652
f(z) = -47/102*z^3 + 137/102*z + 1
*
-2 | 0.073524947592600683437806864071360567184 | 0.014988955953249778119022736318695817666
f(z) = -47/106*z^3 + 135/106*z + 1
*
-2 | 0.074210153152447877149012541244040781081 | 0.015174817013408700815637841741389161000
f(z) = -47/110*z^3 + 133/110*z + 1
*
-2 | 0.054528528848816104541634180755702319174 | 0.011184886525374851446996280605578042509
f(z) = -47/114*z^3 + 131/114*z + 1
*
-2 | 0.075510079529718471269224914809491803825 | 0.015537653153432079555047845807956896764
f(z) = -47/118*z^3 + 129/118*z + 1
*
-2 | 0.073524838270672369162057870541612101696 | 0.015177951833487855697670289456842323029
f(z) = -45/106*z^3 + 127/106*z + 1
*
-2 | 0.075510634699839919374060962371347869713 | 0.015745190283418459300460582513891637764
f(z) = -45/118*z^3 + 121/118*z + 1
*
[ 3/2 ] 
f(z) = -44/105*z^3 + 134/105*z + 1
*
[ 3/2 ] 
f(z) = -44/111*z^3 + 136/111*z + 1
*
-2 | 0.052468191383132183850590586611496324655 | 0.010940467663106324688899506042466657964
f(z) = -43/102*z^3 + 121/102*z + 1
*
[ 6/5 ] 
f(z) = -53/108*z^3 + 131/150*z + 1
*
-28/15 | 0.13791182945648596261584216739742538449 | 0.021794122503103046448043257773091199447
f(z) = -45/112*z^3 + 131/140*z + 1
*
-4/3 | 0.18948480744145145705364887366703040755 | 0.027399130235456749656256966831026054881
f(z) = -47/112*z^3 + 125/252*z + 1
*
[ 24/7 ] 
f(z) = -49/108*z^3 + 145/24*z + 1
*
-4 | 0.16585063845519973460072943273118625431 | 0.025692569613131065931151657095922534459
f(z) = -45/112*z^3 + 159/28*z + 1
*
[ 3 ] 
f(z) = -44/117*z^3 + 158/39*z + 1
*
[ 3 ] 
f(z) = -43/117*z^3 + 155/39*z + 1
*
-4 | 0.15810031727345535774008858263268957141 | 0.024901064142414831866008342356541178755
f(z) = -41/112*z^3 + 143/28*z + 1
*
[ 3 ] 
f(z) = -41/117*z^3 + 149/39*z + 1
*
[ 2 ] 
f(z) = -59/100*z^3 + 143/50*z + 1
*
[ 2 ] 
f(z) = -59/108*z^3 + 145/54*z + 1
*
[ 2 ] 
f(z) = -59/116*z^3 + 147/58*z + 1
*
[ 2 ] 
f(z) = -57/116*z^3 + 143/58*z + 1
*
24/11 | 0.18456167325780779471949155312362520027 | 0.022273192334557747735904857068805786276
f(z) = -55/108*z^3 + 147/44*z + 1
*
[ -4/7 ] 
f(z) = -49/104*z^3 + 151/52*z + 1
*
[ -2/3 ] 
f(z) = -45/116*z^3 + 155/58*z + 1
*
[ -2 ] 
f(z) = -41/100*z^3 + 157/50*z + 1
*
3/5 | 0.073058625807018971445512781991115393681 | 0.010126631243542599738922779873950360779
f(z) = -55/108*z^3 + 151/60*z + 1
*
[ 15/7 ] 
f(z) = -49/108*z^3 + 157/60*z + 1
*
15/14 | 0.22161433132884841958011940221911199457 | 0.026834105592895705654577297287843604279
f(z) = -49/108*z^3 + 143/80*z + 1
*
-1 | 0.076723621351673678130330654565180333912 | 0.015136135600682284091076695814674323028
f(z) = -59/100*z^3 + 159/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016860684547734201819351545524470769519
f(z) = -58/101*z^3 + 159/101*z + 1
*
-1 | 0.076724028346530582324799516537814729075 | 0.015174109665589194523748563262111732368
f(z) = -57/100*z^3 + 157/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016881696876556069985951705325249712980
f(z) = -57/101*z^3 + 158/101*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016902895556604017740124375536847999062
f(z) = -56/101*z^3 + 157/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016932321301170267394806823093922875024
f(z) = -56/103*z^3 + 159/103*z + 1
*
-1 | 0.085465492879179945284847548104046424088 | 0.016924342546893673207147877139415439643
f(z) = -55/101*z^3 + 156/101*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.010376654102401681808257021141924885009
f(z) = -55/102*z^3 + 157/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016953422906024473879816499050941479756
f(z) = -55/103*z^3 + 158/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015279410141458001304793966094600432376
f(z) = -55/104*z^3 + 159/104*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016945863728522184624107712541780077293
f(z) = -54/101*z^3 + 155/101*z + 1
*
-1 | 0.085828859261754826049038578520336519318 | 0.016974819375072363533437094860748865224
f(z) = -54/103*z^3 + 157/103*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015251864344527505015088700389591997715
f(z) = -53/100*z^3 + 153/100*z + 1
*
-1 | 0.085465674766267853796025874965539250250 | 0.016967734563417181034945542913805458142
f(z) = -53/101*z^3 + 154/101*z + 1
*
-1 | 0.052468252881111853366042637775686680128 | 0.010403297692493915303698712277288410810
f(z) = -53/102*z^3 + 155/102*z + 1
*
-1 | 0.085828975741920544966091982097110514013 | 0.016996321403759846478592448075062112606
f(z) = -53/103*z^3 + 156/103*z + 1
*
-1 | 0.077450527722832082498674998446079779412 | 0.015317793221387260403908363107202648316
f(z) = -53/104*z^3 + 157/104*z + 1
*
-1 | 0.065840438350748671372705528501047080699 | 0.013005274552126705862910364818023002673
f(z) = -53/105*z^3 + 158/105*z + 1
*
-2 | 0.074210650154164028958207376719660527208 | 0.014677025803545146795292344225881013698
f(z) = -53/110*z^3 + 157/110*z + 1
*
-2 | 0.054527077173144996782971614684640334681 | 0.010811517155320155679524174349095124836
f(z) = -53/114*z^3 + 155/114*z + 1
*
-2 | 0.075511005578512646915007571045875275225 | 0.015010821474884843974779663108907371963
f(z) = -53/118*z^3 + 153/118*z + 1
*
-1 | 0.085465856421394017223959194761765181254 | 0.016989744781054150069467552357466429165
f(z) = -52/101*z^3 + 153/101*z + 1
*
-1 | 0.085828974135551421182889890771722548499 | 0.017017993158581813368528697642460640501
f(z) = -52/103*z^3 + 155/103*z + 1
*
[ 3/2 ] 
f(z) = -52/105*z^3 + 152/105*z + 1
*
-1 | 0.065841448670277192104523838720617627673 | 0.013021805348274912908334556779765341203
f(z) = -52/105*z^3 + 157/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017071513655150042392713988534355656481
f(z) = -52/107*z^3 + 159/107*z + 1
*
[ 3/2 ] 
f(z) = -52/111*z^3 + 154/111*z + 1
*
-1 | 0.076724218062384042483861488024131841768 | 0.015291994976921638807578402831993843255
f(z) = -51/100*z^3 + 151/100*z + 1
*
-1 | 0.085465854401485803563105078240602393438 | 0.017011920177410791050816260731361442927
f(z) = -51/101*z^3 + 152/101*z + 1
*
-1 | 0.085828950087982409313760002108935748243 | 0.017039856608310055279425021139170539057
f(z) = -51/103*z^3 + 154/103*z + 1
*
-1 | 0.077450383386239695335889942843528752259 | 0.015356703349558188955041088141145220868
f(z) = -51/104*z^3 + 155/104*z + 1
*
-2 | 0.073524818714543327915186865130310681503 | 0.014654318895080494953211413744667429400
f(z) = -51/106*z^3 + 151/106*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014541337445782691253288567169124624272
f(z) = -51/106*z^3 + 157/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017092788726004578380438920127854246541
f(z) = -51/107*z^3 + 158/107*z + 1
*
-2 | 0.074210174634876036984220091524214893378 | 0.014830329923145441504582391309156916575
f(z) = -51/110*z^3 + 149/110*z + 1
*
-2 | 0.075510264176315185724728263250013446807 | 0.015172655015212577032060508883441488519
f(z) = -51/118*z^3 + 145/118*z + 1
*
-1 | 0.085465829547616057206161485939357431416 | 0.017034295938707612285908329998562003503
f(z) = -50/101*z^3 + 151/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017061797787395745172757754267518864761
f(z) = -50/103*z^3 + 153/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017114252478255273882097042908695695830
f(z) = -50/107*z^3 + 157/107*z + 1
*
-1 | 0.086877064685372498597784262748341265639 | 0.017139220079819117878259872709304934227
f(z) = -50/109*z^3 + 159/109*z + 1
*
-1 | 0.076724049207247003657223351511265488054 | 0.015332708329840992250736079263480269130
f(z) = -49/100*z^3 + 149/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017056758223257309855453921969187126418
f(z) = -49/101*z^3 + 150/101*z + 1
*
-2 | 0.052468910418849714740165058425274550155 | 0.010542840572646344694327010136695576489
f(z) = -49/102*z^3 + 145/102*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010457448877028846775303688074027715740
f(z) = -49/102*z^3 + 151/102*z + 1
*
-1 | 0.085828498994260824665864768021968829374 | 0.017084104336900701323001024485592922631
f(z) = -49/103*z^3 + 152/103*z + 1
*
-1 | 0.077450102963777498398649180044171748495 | 0.015396294353303370483042692571891361423
f(z) = -49/104*z^3 + 153/104*z + 1
*
-2 | 0.073524102823562171612840319744441568562 | 0.014814911265862390763697667600583371621
f(z) = -49/106*z^3 + 143/106*z + 1
*
-1 | 0.073524491745117337818757168700279776003 | 0.014578285597710914451087361485486780588
f(z) = -49/106*z^3 + 155/106*z + 1
*
-1 | 0.086533961489116124064148294666547465698 | 0.017135926522437192252086609517233495611
f(z) = -49/107*z^3 + 156/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012773438841303359902743542560185485398
f(z) = -49/108*z^3 + 157/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017160529741587621640884272473337205428
f(z) = -49/109*z^3 + 158/109*z + 1
*
-2 | 0.074210908448321103055827525839902211373 | 0.014995859587491553294022113352315523957
f(z) = -49/110*z^3 + 141/110*z + 1
*
-1 | 0.074210818944737133268333259550999524795 | 0.014640406680448220112283811197763899843
f(z) = -49/110*z^3 + 159/110*z + 1
*
-1 | 0.085465556070288566480189349937176138013 | 0.017079630924245193973576176300761079131
f(z) = -48/101*z^3 + 149/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017106543264154614432496695146748869829
f(z) = -48/103*z^3 + 151/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017157757932115176333567765578586931179
f(z) = -48/107*z^3 + 155/107*z + 1
*
-1 | 0.086877183946640642986669628677752720441 | 0.017182151994023945796531462326892470400
f(z) = -48/109*z^3 + 157/109*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015374129484067125271623645048067847416
f(z) = -47/100*z^3 + 147/100*z + 1
*
-1 | 0.085465311412945141753848740162321516587 | 0.017102597754681530853913017863004674813
f(z) = -47/101*z^3 + 148/101*z + 1
*
-1 | 0.052468107487671895341179461694826235156 | 0.010485345821023638919368041551241487436
f(z) = -47/102*z^3 + 149/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017129228043791510516903588127528844935
f(z) = -47/103*z^3 + 150/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015436624783251018158840784562334795968
f(z) = -47/104*z^3 + 151/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013105568944103905534028180112164621529
f(z) = -47/105*z^3 + 152/105*z + 1
*
-1 | 0.073525099127533742794688125029387968292 | 0.014616043429312779511327289899226293113
f(z) = -47/106*z^3 + 153/106*z + 1
*
-1 | 0.086534080484200655025679230282418998662 | 0.017179848077731538066332811959312855916
f(z) = -47/107*z^3 + 154/107*z + 1
*
-1 | 0.064585750711014449676219458184052736572 | 0.012805930337767434295040124953160129985
f(z) = -47/108*z^3 + 155/108*z + 1
*
-1 | 0.086877315594175743369242480925799906531 | 0.017203919373038615860161130269153827441
f(z) = -47/109*z^3 + 156/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014676872260067910294681093216865478507
f(z) = -47/110*z^3 + 157/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013208413826884919598886611653086766686
f(z) = -47/111*z^3 + 158/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015550153047606719082777551231145635055
f(z) = -47/112*z^3 + 159/112*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017125808889342469996512165433491247644
f(z) = -46/101*z^3 + 147/101*z + 1
*
-1 | 0.085828393985750148724139969592225734058 | 0.017152141277729697774108485042918089891
f(z) = -46/103*z^3 + 149/103*z + 1
*
-1 | 0.065840876590433040642797357028820273913 | 0.013122823269158179101068381500687575547
f(z) = -46/105*z^3 + 151/105*z + 1
*
-1 | 0.086534172958295340629771810693597621074 | 0.017202115265213829593425517881838049971
f(z) = -46/107*z^3 + 153/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017225756429380939995439557459455116230
f(z) = -46/109*z^3 + 155/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013225204316578265922134602108694970955
f(z) = -46/111*z^3 + 157/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017270837122291261060183265562436614153
f(z) = -46/113*z^3 + 159/113*z + 1
*
-1 | 0.085465472652422570467665672807462194159 | 0.017149321593750864608440139172718972170
f(z) = -45/101*z^3 + 146/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017175238892182487064516609105372700468
f(z) = -45/103*z^3 + 148/103*z + 1
*
-1 | 0.077450328245991650121850655962113249148 | 0.015477849583231684127849252351567268569
f(z) = -45/104*z^3 + 149/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014654140633246767443262716495184065210
f(z) = -45/106*z^3 + 151/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017224507419271471924276719887091013901
f(z) = -45/107*z^3 + 152/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017247891630396326803877051866971953551
f(z) = -45/109*z^3 + 154/109*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015589083118705625323543900171931168977
f(z) = -45/112*z^3 + 157/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017292360596478510425389638557068399616
f(z) = -45/113*z^3 + 158/113*z + 1
*
-1 | 0.085465246187319258778644632217764743937 | 0.017172959336528787856302910304667150714
f(z) = -44/101*z^3 + 145/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017198572088566422815701708860775207587
f(z) = -44/103*z^3 + 147/103*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013157571023142838840108984888707911317
f(z) = -44/105*z^3 + 149/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017247167811908145214265966494373521668
f(z) = -44/107*z^3 + 151/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017270228554937688763638911802216727758
f(z) = -44/109*z^3 + 153/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013258823577303425849433719441296134265
f(z) = -44/111*z^3 + 155/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017314074955066926784610991531071937301
f(z) = -44/113*z^3 + 157/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017334932755233521743871796291812779378
f(z) = -44/115*z^3 + 159/115*z + 1
*
-1 | 0.076723885270385526363856117595717752288 | 0.015459658922743154355354801832180691106
f(z) = -43/100*z^3 + 143/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017196862257101504877029155304760177386
f(z) = -43/101*z^3 + 144/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010542647067496209753924608084218498042
f(z) = -43/102*z^3 + 145/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017222128693501076710240036769349958198
f(z) = -43/103*z^3 + 146/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015519669873644327535185107083978450889
f(z) = -43/104*z^3 + 147/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013175508448693011714582333329736743462
f(z) = -43/105*z^3 + 148/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014693188101895007089537455688540650942
f(z) = -43/106*z^3 + 149/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017270039072053000582404861102697731072
f(z) = -43/107*z^3 + 150/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012872641882022989651031031330760157144
f(z) = -43/108*z^3 + 151/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017292770453712654807698157544543618974
f(z) = -43/109*z^3 + 152/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014752169683879106311275450239978787605
f(z) = -43/110*z^3 + 153/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013275656038952956200219050620304638024
f(z) = -43/111*z^3 + 154/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015628711500792470197912729798746650131
f(z) = -43/112*z^3 + 155/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017335983192266371848336697959803182693
f(z) = -43/113*z^3 + 156/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010784222816281011089487005849009674533
f(z) = -43/114*z^3 + 157/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017356536107465557228655327877987100043
f(z) = -43/115*z^3 + 158/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015678354179417342960166923472218847420
f(z) = -43/116*z^3 + 159/116*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017221009546664722749682974978238499822
f(z) = -42/101*z^3 + 143/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017245912487795678730186487108554114406
f(z) = -42/103*z^3 + 145/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017293124668830788248433073902806717988
f(z) = -42/107*z^3 + 149/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017315520652526384705912064567233317504
f(z) = -42/109*z^3 + 151/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017358088369619599560641018038270362958
f(z) = -42/113*z^3 + 155/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017378331052510079029752561283981095786
f(z) = -42/115*z^3 + 157/115*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015503592510078595794629721341855278482
f(z) = -41/100*z^3 + 141/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017245394918539959194157560328467391536
f(z) = -41/101*z^3 + 142/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010572151921768287711264614426761349314
f(z) = -41/102*z^3 + 143/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017269927343984440088452728260357891116
f(z) = -41/103*z^3 + 144/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015562388964737535801250625922618295820
f(z) = -41/104*z^3 + 145/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013211271256779357840100561828504348999
f(z) = -41/105*z^3 + 146/105*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014733106837107328767280159017398541515
f(z) = -41/106*z^3 + 147/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017316428153184912889078376836323651139
f(z) = -41/107*z^3 + 148/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012906942363565245984429362420124345231
f(z) = -41/108*z^3 + 149/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017338482554544530146375597237594720417
f(z) = -41/109*z^3 + 150/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014790858037472216299569604009010735418
f(z) = -41/110*z^3 + 151/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013310404889825865697750827752071018990
f(z) = -41/111*z^3 + 152/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015669060499282194266390034852892798647
f(z) = -41/112*z^3 + 153/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017380393617977171164685154467649603336
f(z) = -41/113*z^3 + 154/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010811636955972168138795168202015780916
f(z) = -41/114*z^3 + 155/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017400320595689078217068185895877475177
f(z) = -41/115*z^3 + 156/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015717605204217545148658948789092833712
f(z) = -41/116*z^3 + 157/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014740521617512124523967022702900047838
f(z) = -41/117*z^3 + 158/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014896701466925850432040403112572956799
f(z) = -41/118*z^3 + 159/118*z + 1
*
[ 6/5 ] 
f(z) = -59/108*z^3 + 143/150*z + 1
*
[ 6/5 ] 
f(z) = -45/104*z^3 + 154/195*z + 1
*
[ 8/7 ] 
f(z) = -49/100*z^3 + 153/200*z + 1
*
[ 8/7 ] 
f(z) = -49/108*z^3 + 155/216*z + 1
*
12/7 | 0.11870797587505361207579579052085931519 | 0.021864140540618679680342447379027563980
f(z) = -49/114*z^3 + 155/228*z + 1
*
[ 8/7 ] 
f(z) = -49/116*z^3 + 157/232*z + 1
*
-4/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -55/112*z^3 + 157/252*z + 1
*
[ 15/14 ] 
f(z) = -49/100*z^3 + 151/240*z + 1
*
-14/9 | 0.13523234874179171920697009653505382954 | 0.019554331480469401997151717860915405720
f(z) = -45/112*z^3 + 155/252*z + 1
*
[ 3 ] 
f(z) = -50/117*z^3 + 176/39*z + 1
*
[ 3 ] 
f(z) = -49/117*z^3 + 173/39*z + 1
*
[ 3 ] 
f(z) = -47/117*z^3 + 167/39*z + 1
*
[ 3 ] 
f(z) = -46/117*z^3 + 164/39*z + 1
*
[ -3 ] 
f(z) = -41/117*z^3 + 175/39*z + 1
*
[ -2 ] 
f(z) = -51/100*z^3 + 177/50*z + 1
*
[ -2 ] 
f(z) = -49/100*z^3 + 173/50*z + 1
*
[ -2 ] 
f(z) = -49/108*z^3 + 179/54*z + 1
*
[ -2 ] 
f(z) = -47/100*z^3 + 169/50*z + 1
*
[ -2 ] 
f(z) = -47/108*z^3 + 175/54*z + 1
*
[ -2 ] 
f(z) = -45/116*z^3 + 177/58*z + 1
*
[ -2 ] 
f(z) = -43/100*z^3 + 161/50*z + 1
*
[ -2 ] 
f(z) = -43/108*z^3 + 167/54*z + 1
*
[ -2 ] 
f(z) = -43/116*z^3 + 173/58*z + 1
*
[ -2 ] 
f(z) = -41/108*z^3 + 163/54*z + 1
*
[ -2 ] 
f(z) = -41/116*z^3 + 169/58*z + 1
*
[ -3/4 ] 
f(z) = -59/108*z^3 + 169/64*z + 1
*
[ -3/4 ] 
f(z) = -53/108*z^3 + 167/64*z + 1
*
[ 15/7 ] 
f(z) = -49/100*z^3 + 167/60*z + 1
*
[ -10/7 ] 
f(z) = -49/104*z^3 + 173/65*z + 1
*
[ -3/4 ] 
f(z) = -47/108*z^3 + 165/64*z + 1
*
[ -3/4 ] 
f(z) = -41/108*z^3 + 163/64*z + 1
*
-1 | 0.085466013816450304731240808376485020988 | 0.016819368756674736184347940103512987929
f(z) = -60/101*z^3 + 161/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016849729808747075880795444322790364556
f(z) = -60/103*z^3 + 163/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016907770989271316142868122734306580138
f(z) = -60/107*z^3 + 167/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016935385562515109403738544692047923166
f(z) = -60/109*z^3 + 169/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016988019649133610686032668388299995382
f(z) = -60/113*z^3 + 173/113*z + 1
*
-1 | 0.088502945671102519515840226178784949709 | 0.017061184377582311618651081442057717171
f(z) = -60/119*z^3 + 179/119*z + 1
*
-1 | 0.085465806875420746088016889859975214899 | 0.016839976321379075026518712195023760286
f(z) = -59/101*z^3 + 160/101*z + 1
*
-1 | 0.052467704975256741363105528316032146659 | 0.010325433916813893962182312866997308640
f(z) = -59/102*z^3 + 161/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016870110940695290390017650420395712729
f(z) = -59/103*z^3 + 162/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015204881122991889088166736117063339976
f(z) = -59/104*z^3 + 163/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.012910098695381015459801791666125220571
f(z) = -59/105*z^3 + 164/105*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014399796637120263847552503277639691581
f(z) = -59/106*z^3 + 165/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016927635762735253298765518017638779172
f(z) = -59/107*z^3 + 166/107*z + 1
*
-1 | 0.064586374324924248610754162182507859080 | 0.012619470966969785706015495723512943323
f(z) = -59/108*z^3 + 167/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016955000656345514905622346094786306687
f(z) = -59/109*z^3 + 168/109*z + 1
*
-1 | 0.074210589240182601756886161948146922447 | 0.014466287418950618213039823146830529690
f(z) = -59/110*z^3 + 169/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013020348183481245250520538791497330768
f(z) = -59/111*z^3 + 170/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015330103819899881981691455917039338164
f(z) = -59/112*z^3 + 171/112*z + 1
*
-1 | 0.087544894645987051336775823892063370401 | 0.017007282871371152364822472197601691998
f(z) = -59/113*z^3 + 172/113*z + 1
*
-1 | 0.054527320808119890908087685925570123087 | 0.010581066452039946178166500299149662511
f(z) = -59/114*z^3 + 173/114*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010511717377319368321632848541453296758
f(z) = -59/114*z^3 + 179/114*z + 1
*
-1 | 0.087869773493798111705168597999620415220 | 0.017032144142199128301621083711549167430
f(z) = -59/115*z^3 + 174/115*z + 1
*
-1 | 0.079472737051755895054768233296547391497 | 0.015387421173501819247893192649123758638
f(z) = -59/116*z^3 + 175/116*z + 1
*
-1 | 0.074625950376558360971195597102971304414 | 0.014433068635000718861508893246641925408
f(z) = -59/117*z^3 + 176/117*z + 1
*
-1 | 0.088502926464286822884824457349996062618 | 0.017079626272559786431400522451816104366
f(z) = -59/119*z^3 + 178/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016890668097245108192715025789432398778
f(z) = -58/103*z^3 + 161/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012925803177875401561504891395454278788
f(z) = -58/105*z^3 + 163/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016947667723279537925289032266989854694
f(z) = -58/107*z^3 + 165/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016974778754734200868125049734446875986
f(z) = -58/109*z^3 + 167/109*z + 1
*
-1 | 0.066869514953096505233604119535750578136 | 0.013035250532056413475845970522701540156
f(z) = -58/111*z^3 + 169/111*z + 1
*
-1 | 0.087544878904210290213162871355729063762 | 0.017026566974319491770035988017095669663
f(z) = -58/113*z^3 + 171/113*z + 1
*
-1 | 0.087869772431644853417525151198756565979 | 0.017051193556651110056501117630446490329
f(z) = -58/115*z^3 + 173/115*z + 1
*
-1 | 0.074625930684911385555873692343840441012 | 0.014448988024226021891147450908765059652
f(z) = -58/117*z^3 + 175/117*z + 1
*
-1 | 0.088502461593320098778131658600372318083 | 0.017098126245531240297717425433502935344
f(z) = -58/119*z^3 + 177/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016911403967923168624494053937108362442
f(z) = -57/103*z^3 + 160/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015241823069067973552725314115694051736
f(z) = -57/104*z^3 + 161/104*z + 1
*
-1 | 0.073525020512561505998947713944414209400 | 0.014434359286192795361360080689235498995
f(z) = -57/106*z^3 + 163/106*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.014235618803229060579769425076458870637
f(z) = -57/106*z^3 + 175/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016967869360799873191792536181793498454
f(z) = -57/107*z^3 + 164/107*z + 1
*
-1 | 0.086877460962860463587727367692309729423 | 0.016994849080183496157083374708398460961
f(z) = -57/109*z^3 + 166/109*z + 1
*
-1 | 0.074210551158720818083135958801856066274 | 0.014499929831622449462801203726010978023
f(z) = -57/110*z^3 + 167/110*z + 1
*
-2 | 0.074210879302037803126032969967556710896 | 0.014400675362766877443035619153301840020
f(z) = -57/110*z^3 + 173/110*z + 1
*
-1 | 0.078822897760974304636017058997274399720 | 0.015365390652192693591731116202550448435
f(z) = -57/112*z^3 + 169/112*z + 1
*
-1 | 0.087544877902464687009320348715108878458 | 0.017046011243530413576956432276029562176
f(z) = -57/113*z^3 + 170/113*z + 1
*
-1 | 0.087869752226978135763265025011873276091 | 0.017070392716841484352934316372688228172
f(z) = -57/115*z^3 + 172/115*z + 1
*
-1 | 0.079472640476962650961715580829299335089 | 0.015421723964119628943891853212442597684
f(z) = -57/116*z^3 + 173/116*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014719706762359885279731604010660085949
f(z) = -57/118*z^3 + 169/118*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014620151356931904235704058179988613173
f(z) = -57/118*z^3 + 175/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017116828326787950708512434934569477478
f(z) = -57/119*z^3 + 176/119*z + 1
*
-1 | 0.086534492018780215059783677608149083276 | 0.016988365861575748525192658842644170322
f(z) = -56/107*z^3 + 163/107*z + 1
*
-1 | 0.086877472887536916512554423275040089492 | 0.017014962915608396045615673548336132647
f(z) = -56/109*z^3 + 165/109*z + 1
*
[ 3/2 ] 
f(z) = -56/111*z^3 + 163/111*z + 1
*
-1 | 0.066869509367642139286174967969606347248 | 0.013065570576777593809845774397401678403
f(z) = -56/111*z^3 + 167/111*z + 1
*
-1 | 0.087544857153972221840313248067019691754 | 0.017065611236982291970875001811452394919
f(z) = -56/113*z^3 + 169/113*z + 1
*
-1 | 0.087869196028870425679328780264520262820 | 0.017089643276589400451315433003132525750
f(z) = -56/115*z^3 + 171/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014481092357498590497851565410001540727
f(z) = -56/117*z^3 + 173/117*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.010227670504719817939188943048811068945
f(z) = -55/102*z^3 + 169/102*z + 1
*
-1 | 0.073524606539736557757060790309329656050 | 0.014469347695764686121640518568106212514
f(z) = -55/106*z^3 + 161/106*z + 1
*
-2 | 0.073525264388600824557884795143470524915 | 0.014366032293790844315383660010204738741
f(z) = -55/106*z^3 + 167/106*z + 1
*
-1 | 0.086534527763975922875424466366993636721 | 0.017008921711164673275294047156789098902
f(z) = -55/107*z^3 + 162/107*z + 1
*
-1 | 0.064586308122872393223580351480719256711 | 0.012679520113224836581544934577120832692
f(z) = -55/108*z^3 + 163/108*z + 1
*
-1 | 0.086877471865527981071048263547806413868 | 0.017035244568668692186361427789396256910
f(z) = -55/109*z^3 + 164/109*z + 1
*
-1 | 0.066869488041570922802512108137437180660 | 0.013080917015075430059058648543024325970
f(z) = -55/111*z^3 + 166/111*z + 1
*
-1 | 0.078822788490331510886447710587859011560 | 0.015401110548258126617678121557300303108
f(z) = -55/112*z^3 + 167/112*z + 1
*
-1 | 0.087544246498516244105568673498180697488 | 0.017085257985890782808928642993475824999
f(z) = -55/113*z^3 + 168/113*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010704948489519519401863401000821796413
f(z) = -55/114*z^3 + 163/114*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.010629313156431956087738465881411157623
f(z) = -55/114*z^3 + 169/114*z + 1
*
-1 | 0.079472654551335179025914720340531292850 | 0.015456603427664212803415591181766134049
f(z) = -55/116*z^3 + 171/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014497400990168747340407525113870175718
f(z) = -55/117*z^3 + 172/117*z + 1
*
-2 | 0.075510440601074533248334180214648154433 | 0.014860151874826323822540363564998352080
f(z) = -55/118*z^3 + 161/118*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.014652888046330985622463037540938250788
f(z) = -55/118*z^3 + 173/118*z + 1
*
-1 | 0.088502857396308881152631478832027937291 | 0.017154857287492832957389054614959701520
f(z) = -55/119*z^3 + 174/119*z + 1
*
-1 | 0.086534526636770418751878792150234464741 | 0.017029647794431138223197923162932927777
f(z) = -54/107*z^3 + 161/107*z + 1
*
-1 | 0.086877449924796868054771410806637828740 | 0.017055695018384877949578208041759362800
f(z) = -54/109*z^3 + 163/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017105182630868462574180004225225061497
f(z) = -54/113*z^3 + 167/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017128820347386916238717869967892509024
f(z) = -54/115*z^3 + 169/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017173933453322832460382567626118432991
f(z) = -54/119*z^3 + 173/119*z + 1
*
-2 | 0.052469330838812635135140045934931950017 | 0.010325753880241149911986574286232405194
f(z) = -53/102*z^3 + 161/102*z + 1
*
-1 | 0.086534504040527644155270474933057174943 | 0.017050549831570796472334188287170545391
f(z) = -53/107*z^3 + 160/107*z + 1
*
-1 | 0.064586183232094824640565966087281103380 | 0.012710301836467270530271512860333299860
f(z) = -53/108*z^3 + 161/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017076200018511255284698725265765202416
f(z) = -53/109*z^3 + 162/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.014568937033504580382999588869839441276
f(z) = -53/110*z^3 + 163/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013112085345165106652254549262690555381
f(z) = -53/111*z^3 + 164/111*z + 1
*
-1 | 0.078822825085231224054531127906076371990 | 0.015437459230252251384198409501237844356
f(z) = -53/112*z^3 + 165/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017125279341324091872436556483393511331
f(z) = -53/113*z^3 + 166/113*z + 1
*
-1 | 0.054527888227605772226785157191647128619 | 0.010654152823576254770202887173938311809
f(z) = -53/114*z^3 + 167/114*z + 1
*
-1 | 0.087869661169316396821937923264284403625 | 0.017148766369655426442817772546060525526
f(z) = -53/115*z^3 + 168/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015491938496321255446113532447620629666
f(z) = -53/116*z^3 + 169/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014530416728718901590970161594022986193
f(z) = -53/117*z^3 + 170/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014685899191016363496234572247104498502
f(z) = -53/118*z^3 + 171/118*z + 1
*
-1 | 0.088502592468595704254722991154494179966 | 0.017193334129303052854764321213676822177
f(z) = -53/119*z^3 + 172/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017097008305919119226877086661081099012
f(z) = -52/109*z^3 + 161/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013127626522313840578884390534410745669
f(z) = -52/111*z^3 + 163/111*z + 1
*
-1 | 0.087544701967233044299312093638067277716 | 0.017145639806520513843826943121776913162
f(z) = -52/113*z^3 + 165/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017168663485881761818749603892552705504
f(z) = -52/115*z^3 + 167/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017212772857831967544746767107542642410
f(z) = -52/119*z^3 + 171/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017117997490667299013439142400544548595
f(z) = -51/109*z^3 + 160/109*z + 1
*
-1 | 0.074210962188160196632997180604052889940 | 0.014604419734737466728278595209752219024
f(z) = -51/110*z^3 + 161/110*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015474303415133579418353310920227626230
f(z) = -51/112*z^3 + 163/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017165982698569051757314758678670146804
f(z) = -51/113*z^3 + 164/113*z + 1
*
-1 | 0.087869631947916864136421162171972122563 | 0.017188936199741223883725559208574005561
f(z) = -51/115*z^3 + 166/115*z + 1
*
-1 | 0.079472347199443020881669425975323013189 | 0.015528027213834317202303717068131822674
f(z) = -51/116*z^3 + 167/116*z + 1
*
-1 | 0.075510453988796171187049736198339956570 | 0.014719677363050725429048707490484039026
f(z) = -51/118*z^3 + 169/118*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013159724959376984545099415390325627156
f(z) = -50/111*z^3 + 161/111*z + 1
*
-1 | 0.087544757197226455775320251650269174583 | 0.017186700121918203501633720501543293601
f(z) = -50/113*z^3 + 163/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014580965561934684948945837865556304237
f(z) = -50/117*z^3 + 167/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017252248402491104926895716898715738456
f(z) = -50/119*z^3 + 169/119*z + 1
*
[ 11/7 ] 
f(z) = -49/110*z^3 + 161/110*z + 1
*
-5/7 | 0.13432163973893396949143429974829580116 | 0.025893898153419407224604476635539183171
f(z) = -49/110*z^3 + 179/110*z + 1
*
-1 | 0.066869338093725244968342780449030889419 | 0.013175772993824920758571309348111565632
f(z) = -49/111*z^3 + 160/111*z + 1
*
-1 | 0.087544558929657146746152097056063707373 | 0.017207449876358637919247651776996359996
f(z) = -49/113*z^3 + 162/113*z + 1
*
-1 | 0.054527965837864291124258010478338365466 | 0.010704876306896243190141127077411800900
f(z) = -49/114*z^3 + 163/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017229689195153434532552260891642621455
f(z) = -49/115*z^3 + 164/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015564614974870592209311719374559471219
f(z) = -49/116*z^3 + 165/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014598096594638942363149598620296283778
f(z) = -49/117*z^3 + 166/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014753818670457587744435207658400166125
f(z) = -49/118*z^3 + 167/118*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017228351175573294652623975477262343780
f(z) = -48/113*z^3 + 161/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017250377428066924009586348004802042076
f(z) = -48/115*z^3 + 163/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017292378645467983086004685446932279685
f(z) = -48/119*z^3 + 167/119*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017249501603721910360226782034113524860
f(z) = -47/113*z^3 + 160/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.010730957349874836425226561343092988571
f(z) = -47/114*z^3 + 161/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017271243176212951783842754955077647663
f(z) = -47/115*z^3 + 162/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015601879214916878140220692417434904476
f(z) = -47/116*z^3 + 163/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014632793344919342725560685203157171929
f(z) = -47/117*z^3 + 164/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014788632791105087194108290847952541260
f(z) = -47/118*z^3 + 165/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017312695290675847374781915787463588637
f(z) = -47/119*z^3 + 166/119*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014650363402827282501961865466419721113
f(z) = -46/117*z^3 + 163/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017333182926033733995906972382844188875
f(z) = -46/119*z^3 + 165/119*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015639785711914838904163866689484144152
f(z) = -45/116*z^3 + 161/116*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.014824167229935003521809824212656479157
f(z) = -45/118*z^3 + 163/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017353844098075974071393782265256641004
f(z) = -45/119*z^3 + 164/119*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014685958086563671453534232155106764900
f(z) = -44/117*z^3 + 161/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017374681407709299892511952689047731629
f(z) = -44/119*z^3 + 163/119*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014703987339516434687363822699324596625
f(z) = -43/117*z^3 + 160/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014860055850948128847735662609886707312
f(z) = -43/118*z^3 + 161/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017395697511726877859748578069118435711
f(z) = -43/119*z^3 + 162/119*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017438277018970477912704010790336960221
f(z) = -41/119*z^3 + 160/119*z + 1
*
[ 4/3 ] 
f(z) = -51/104*z^3 + 175/156*z + 1
*
[ 3/2 ] 
f(z) = -41/117*z^3 + 175/156*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -59/112*z^3 + 173/252*z + 1
*
-2/3 | 0.18969610059205653106962730138276220958 | 0.027429682809193180788156788027180988371
f(z) = -53/112*z^3 + 179/252*z + 1
*
-2/3 | 0.18969610059205653106962730138276220958 | 0.027429682809193180788156788027180988371
f(z) = -47/112*z^3 + 173/252*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -43/112*z^3 + 169/252*z + 1
*
-2/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -41/112*z^3 + 167/252*z + 1
*
-3/7 | 0.16073152451317576974563988828443607709 | 0.021668996599060122037832753924058026871
f(z) = -49/108*z^3 + 185/12*z + 1
*
[ 3 ] 
f(z) = -56/117*z^3 + 194/39*z + 1
*
[ 3 ] 
f(z) = -55/117*z^3 + 191/39*z + 1
*
-4 | 0.17257630001427870188871166198510888893 | 0.025996013823328879000321993838166246117
f(z) = -53/112*z^3 + 191/28*z + 1
*
[ 3 ] 
f(z) = -53/117*z^3 + 185/39*z + 1
*
[ 10/3 ] 
f(z) = -51/100*z^3 + 191/30*z + 1
*
[ -3 ] 
f(z) = -49/117*z^3 + 199/39*z + 1
*
[ -3 ] 
f(z) = -47/117*z^3 + 193/39*z + 1
*
[ -3 ] 
f(z) = -46/117*z^3 + 190/39*z + 1
*
[ -3 ] 
f(z) = -44/117*z^3 + 184/39*z + 1
*
[ 4 ] 
f(z) = -43/112*z^3 + 193/28*z + 1
*
[ -3 ] 
f(z) = -43/117*z^3 + 181/39*z + 1
*
[ 4 ] 
f(z) = -41/112*z^3 + 185/28*z + 1
*
[ -4 ] 
f(z) = -41/112*z^3 + 199/28*z + 1
*
[ -2 ] 
f(z) = -59/100*z^3 + 193/50*z + 1
*
[ -2 ] 
f(z) = -59/108*z^3 + 199/54*z + 1
*
[ -2 ] 
f(z) = -57/100*z^3 + 189/50*z + 1
*
[ -2 ] 
f(z) = -55/108*z^3 + 191/54*z + 1
*
[ -2 ] 
f(z) = -55/116*z^3 + 197/58*z + 1
*
[ -2 ] 
f(z) = -53/100*z^3 + 181/50*z + 1
*
[ -2 ] 
f(z) = -53/108*z^3 + 187/54*z + 1
*
[ -2 ] 
f(z) = -53/116*z^3 + 193/58*z + 1
*
[ -2 ] 
f(z) = -51/116*z^3 + 189/58*z + 1
*
[ -2 ] 
f(z) = -49/116*z^3 + 185/58*z + 1
*
[ -2 ] 
f(z) = -47/116*z^3 + 181/58*z + 1
*
[ 8/3 ] 
f(z) = -45/112*z^3 + 195/56*z + 1
*
[ -5/3 ] 
f(z) = -57/100*z^3 + 191/60*z + 1
*
[ -6/11 ] 
f(z) = -55/108*z^3 + 197/66*z + 1
*
[ -5/3 ] 
f(z) = -51/100*z^3 + 181/60*z + 1
*
[ -6/5 ] 
f(z) = -50/117*z^3 + 191/78*z + 1
*
[ -6/7 ] 
f(z) = -49/117*z^3 + 193/78*z + 1
*
[ -3/2 ] 
f(z) = -46/117*z^3 + 199/78*z + 1
*
[ -26/15 ] 
f(z) = -45/104*z^3 + 187/65*z + 1
*
-26/15 | 0.19094016515202122706072367531134348269 | 0.025933636368330090700786126190036482120
f(z) = -45/104*z^3 + 197/65*z + 1
*
-2 | 0.052468925712530653946841092829980014554 | 0.010050833213412885366854159480401392167
f(z) = -59/102*z^3 + 185/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014113594759108890019770688928318300680
f(z) = -59/106*z^3 + 183/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.014275255589120020568935839321092437301
f(z) = -59/110*z^3 + 181/110*z + 1
*
[ 5/3 ] 
f(z) = -54/115*z^3 + 196/115*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.026363734515060453244096844087747066462
f(z) = -52/105*z^3 + 187/105*z + 1
*
9/7 | 0.12492341711976873368279558367567108666 | 0.024030679707698146091803708135219593526
f(z) = -49/100*z^3 + 181/100*z + 1
*
13/7 | 0.15248135354953035945908977686114629728 | 0.029208996217655828109778304926750936813
f(z) = -49/104*z^3 + 185/104*z + 1
*
[ 7/4 ] 
f(z) = -48/119*z^3 + 198/119*z + 1
*
-7/3 | 0.15089337257085192609578634204409163420 | 0.029026345819439591027502156690430507933
f(z) = -45/112*z^3 + 181/112*z + 1
*
[ 4/3 ] 
f(z) = -57/104*z^3 + 191/156*z + 1
*
[ 3/2 ] 
f(z) = -49/117*z^3 + 199/156*z + 1
*
[ 3/2 ] 
f(z) = -47/117*z^3 + 193/156*z + 1
*
4/3 | 0.12735022884354963704950271505495182289 | 0.019183389081508287007939828432766647877
f(z) = -45/112*z^3 + 191/140*z + 1
*
[ 3/2 ] 
f(z) = -43/117*z^3 + 181/156*z + 1
*
[ 6/5 ] 
f(z) = -55/104*z^3 + 181/195*z + 1
*
0 | 0.13791223167018027030741080618290991222 | 0.025791931596272829616539845975886891350
f(z) = -46/105*z^3 + 197/210*z + 1
*
0 | 0.14371407273550479081509679444325225026 | 0.026876974496942911373701771201220017290
f(z) = -44/105*z^3 + 193/210*z + 1
*
[ 7/6 ] 
f(z) = -54/119*z^3 + 181/238*z + 1
*
[ 6/5 ] 
f(z) = -50/111*z^3 + 181/222*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -59/112*z^3 + 185/252*z + 1
*
-2/3 | 0.19138644579689712319745472310861662584 | 0.027674103399084629843355357596420456286
f(z) = -55/112*z^3 + 181/252*z + 1
*
[ 10/9 ] 
f(z) = -51/100*z^3 + 197/270*z + 1
*
[ 3 ] 
f(z) = -59/117*z^3 + 203/39*z + 1
*
[ 3 ] 
f(z) = -58/117*z^3 + 200/39*z + 1
*
[ 10/3 ] 
f(z) = -57/100*z^3 + 211/30*z + 1
*
-4 | 0.17777363324647406336961118953632724329 | 0.026458295163546088320790343280464492835
f(z) = -57/112*z^3 + 207/28*z + 1
*
24/5 | 0.21121302502434846389857219966372159628 | 0.024397583107587920945825164221610763222
f(z) = -55/108*z^3 + 213/20*z + 1
*
[ -3 ] 
f(z) = -55/117*z^3 + 217/39*z + 1
*
[ -3 ] 
f(z) = -53/117*z^3 + 211/39*z + 1
*
[ -10/3 ] 
f(z) = -51/100*z^3 + 209/30*z + 1
*
[ -3 ] 
f(z) = -50/117*z^3 + 202/39*z + 1
*
[ 4 ] 
f(z) = -47/112*z^3 + 209/28*z + 1
*
[ 4 ] 
f(z) = -45/112*z^3 + 201/28*z + 1
*
[ -4 ] 
f(z) = -43/112*z^3 + 207/28*z + 1
*
[ -2 ] 
f(z) = -59/116*z^3 + 205/58*z + 1
*
[ -2 ] 
f(z) = -57/116*z^3 + 201/58*z + 1
*
[ -3/11 ] 
f(z) = -55/108*z^3 + 207/44*z + 1
*
[ -3/2 ] 
f(z) = -58/117*z^3 + 217/78*z + 1
*
[ -3/4 ] 
f(z) = -56/117*z^3 + 203/78*z + 1
*
[ 12/5 ] 
f(z) = -55/108*z^3 + 211/60*z + 1
*
[ -3/2 ] 
f(z) = -50/117*z^3 + 205/78*z + 1
*
[ -4/3 ] 
f(z) = -51/112*z^3 + 215/84*z + 1
*
[ 9/5 ] 
f(z) = -50/117*z^3 + 214/117*z + 1
*
16/7 | 0.15740284111748907684537612681395934241 | 0.029570269778635015718523419737798148790
f(z) = -49/102*z^3 + 205/102*z + 1
*
-4/7 | 0.15952775354057465070479894255532194898 | 0.029969463548966724911965009050370703310
f(z) = -49/108*z^3 + 205/108*z + 1
*
[ 2 ] 
f(z) = -41/106*z^3 + 217/106*z + 1
*
[ 2 ] 
f(z) = -41/110*z^3 + 219/110*z + 1
*
[ 3/2 ] 
f(z) = -55/117*z^3 + 217/156*z + 1
*
[ 3/2 ] 
f(z) = -53/117*z^3 + 211/156*z + 1
*
-2/5 | 0.16276253257824468543982581007557161926 | 0.024022691968774493531581313597287748701
f(z) = -45/112*z^3 + 219/140*z + 1
*
0 | 0.16005393230108013228781421764797610037 | 0.026415361948373746416797089793467718051
f(z) = -51/110*z^3 + 214/165*z + 1
*
-9/5 | 0.18420741548152561168450544511028903183 | 0.028433609835413938745140440041079529046
f(z) = -55/108*z^3 + 217/180*z + 1
*
0 | 0.14371421860034542388221036692471975332 | 0.026877001776147564565918125294080932601
f(z) = -52/105*z^3 + 209/210*z + 1
*
[ 4/3 ] 
f(z) = -45/106*z^3 + 213/212*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017708835587651026856169430444833514598
f(z) = -41/109*z^3 + 219/218*z + 1
*
[ 4/3 ] 
f(z) = -45/118*z^3 + 219/236*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -41/111*z^3 + 217/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -41/113*z^3 + 215/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -41/115*z^3 + 213/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -41/117*z^3 + 211/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -41/119*z^3 + 209/238*z + 1
*
[ 10/9 ] 
f(z) = -57/100*z^3 + 217/270*z + 1
*
[ 12 ] 
f(z) = -43/108*z^3 + 233/4*z + 1
*
[ -12 ] 
f(z) = -41/108*z^3 + 223/4*z + 1
*
[ -3 ] 
f(z) = -59/117*z^3 + 229/39*z + 1
*
[ -3 ] 
f(z) = -58/117*z^3 + 226/39*z + 1
*
[ -10/3 ] 
f(z) = -57/100*z^3 + 229/30*z + 1
*
[ -3 ] 
f(z) = -56/117*z^3 + 220/39*z + 1
*
[ 4 ] 
f(z) = -53/112*z^3 + 233/28*z + 1
*
[ 4 ] 
f(z) = -51/112*z^3 + 225/28*z + 1
*
[ -4 ] 
f(z) = -51/112*z^3 + 239/28*z + 1
*
[ -4 ] 
f(z) = -47/112*z^3 + 223/28*z + 1
*
[ 5 ] 
f(z) = -43/100*z^3 + 231/20*z + 1
*
[ -5 ] 
f(z) = -43/100*z^3 + 239/20*z + 1
*
[ 5 ] 
f(z) = -41/100*z^3 + 221/20*z + 1
*
[ -5 ] 
f(z) = -41/100*z^3 + 229/20*z + 1
*
[ -2/7 ] 
f(z) = -49/100*z^3 + 227/50*z + 1
*
[ -8/3 ] 
f(z) = -45/112*z^3 + 237/56*z + 1
*
[ -2/5 ] 
f(z) = -55/104*z^3 + 233/65*z + 1
*
[ -15/7 ] 
f(z) = -49/100*z^3 + 223/60*z + 1
*
[ -2/5 ] 
f(z) = -45/104*z^3 + 232/65*z + 1
*
[ -4/3 ] 
f(z) = -57/112*z^3 + 223/84*z + 1
*
[ -2/3 ] 
f(z) = -57/112*z^3 + 229/84*z + 1
*
[ -2/3 ] 
f(z) = -51/112*z^3 + 227/84*z + 1
*
-13/7 | 0.14286735439918893981790647735524054195 | 0.026378269195497216439386491937009426752
f(z) = -49/104*z^3 + 225/104*z + 1
*
-16/7 | 0.15308178566534573959484109283950125268 | 0.028172546472788589096700678796741321465
f(z) = -49/108*z^3 + 229/108*z + 1
*
[ 13/7 ] 
f(z) = -49/117*z^3 + 223/117*z + 1
*
2/7 | 0.14551142765376767466443242487396451705 | 0.026590685353679818303239986843194401002
f(z) = -49/117*z^3 + 238/117*z + 1
*
[ 2 ] 
f(z) = -47/102*z^3 + 239/102*z + 1
*
[ 2 ] 
f(z) = -45/106*z^3 + 233/106*z + 1
*
[ 2 ] 
f(z) = -45/118*z^3 + 239/118*z + 1
*
5/2 | 0.093418181321721349432728223417858530411 | 0.017137685253460924576030279455072071346
f(z) = -44/105*z^3 + 233/105*z + 1
*
[ 2 ] 
f(z) = -43/106*z^3 + 225/106*z + 1
*
[ 2 ] 
f(z) = -43/110*z^3 + 227/110*z + 1
*
[ 2 ] 
f(z) = -43/114*z^3 + 229/114*z + 1
*
[ 2 ] 
f(z) = -43/118*z^3 + 231/118*z + 1
*
[ 2 ] 
f(z) = -41/114*z^3 + 221/114*z + 1
*
[ 2 ] 
f(z) = -41/118*z^3 + 223/118*z + 1
*
[ 3/2 ] 
f(z) = -59/117*z^3 + 229/156*z + 1
*
-2/5 | 0.18925495201594359540849286967893743818 | 0.027895371769419902731341466838598589419
f(z) = -55/112*z^3 + 221/140*z + 1
*
0 | 0.11141967357745679816554819324169542227 | 0.020640295548359431898504825805472193402
f(z) = -58/105*z^3 + 221/210*z + 1
*
-2 | 0.074398367169392793601465723798909434025 | 0.013585111352225288911629880336317990340
f(z) = -43/105*z^3 + 239/210*z + 1
*
-2 | 0.095091384793473238168161084330355520489 | 0.017390332647975032924937795346175643638
f(z) = -43/107*z^3 + 237/214*z + 1
*
-2 | 0.095434292064214289672023088972013403629 | 0.017480135042664407574798424432755604308
f(z) = -43/109*z^3 + 235/218*z + 1
*
-2 | 0.085466059882399969153399411486828020338 | 0.015654312888951529236099748050846945828
f(z) = -42/101*z^3 + 235/202*z + 1
*
-2 | 0.085828488205728865293427905226176950574 | 0.015745346310955791377984783597376319236
f(z) = -42/103*z^3 + 233/206*z + 1
*
-2 | 0.086534615553107544905347207415031443774 | 0.015925477140071682473589906970124162924
f(z) = -42/107*z^3 + 229/214*z + 1
*
-2 | 0.086877519370453059198414840734602030111 | 0.016014436831767710362071164787796471274
f(z) = -42/109*z^3 + 227/218*z + 1
*
-2 | 0.094022732172397113258113046047204648856 | 0.017331538884121974036097057260818327480
f(z) = -41/101*z^3 + 227/202*z + 1
*
-2 | 0.094385812788530224672069728169215359855 | 0.017426894957507439594293765244905208122
f(z) = -41/103*z^3 + 225/206*z + 1
*
-2 | 0.074397236218421655812921953747749882590 | 0.013758992568185399566875548132487960655
f(z) = -41/105*z^3 + 223/210*z + 1
*
-2 | 0.095091281331023702604428242684618925273 | 0.017615490045212557779658814975039806223
f(z) = -41/107*z^3 + 221/214*z + 1
*
[ 5/4 ] 
f(z) = -56/115*z^3 + 221/230*z + 1
*
[ 13/10 ] 
f(z) = -50/117*z^3 + 223/234*z + 1
*
-2 | 0.090396754873724732492593629984414012260 | 0.016506410389939037346675079522806821720
f(z) = -44/113*z^3 + 239/226*z + 1
*
-2 | 0.090721608881598896760776780778779215814 | 0.016591187101092440229951465894520624169
f(z) = -44/115*z^3 + 237/230*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.014191141224455639366141008336412964932
f(z) = -44/117*z^3 + 235/234*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = -44/119*z^3 + 233/238*z + 1
*
-2 | 0.075427323366465284982535892502148969152 | 0.013837239272661126264076520616700394724
f(z) = -43/111*z^3 + 233/222*z + 1
*
-2 | 0.096101616029269557572209527869725082320 | 0.017657890507646423259444929001201986206
f(z) = -43/113*z^3 + 231/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -43/115*z^3 + 229/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -43/117*z^3 + 227/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -43/119*z^3 + 225/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -42/113*z^3 + 223/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -42/115*z^3 + 221/230*z + 1
*
[ 4/3 ] 
f(z) = -43/112*z^3 + 235/252*z + 1
*
[ 4/3 ] 
f(z) = -41/112*z^3 + 227/252*z + 1
*
[ -12 ] 
f(z) = -47/108*z^3 + 255/4*z + 1
*
[ 4 ] 
f(z) = -59/112*z^3 + 257/28*z + 1
*
[ 4 ] 
f(z) = -57/112*z^3 + 249/28*z + 1
*
[ 4 ] 
f(z) = -55/112*z^3 + 241/28*z + 1
*
[ -4 ] 
f(z) = -55/112*z^3 + 255/28*z + 1
*
[ -4 ] 
f(z) = -53/112*z^3 + 247/28*z + 1
*
[ 5 ] 
f(z) = -47/100*z^3 + 251/20*z + 1
*
[ -5 ] 
f(z) = -47/100*z^3 + 259/20*z + 1
*
-2/3 | 0.18009415470778620959347794743021141576 | 0.026178927188359221047953005578920392840
f(z) = -45/112*z^3 + 243/28*z + 1
*
[ -2/7 ] 
f(z) = -49/108*z^3 + 245/54*z + 1
*
-51/14 | 0.18611990257102265434285094035200250539 | 0.024026940172679535348499144276070603171
f(z) = -49/108*z^3 + 257/48*z + 1
*
[ -6/7 ] 
f(z) = -55/108*z^3 + 249/98*z + 1
*
[ -6/7 ] 
f(z) = -43/108*z^3 + 241/98*z + 1
*
[ 5/2 ] 
f(z) = -41/100*z^3 + 253/80*z + 1
*
[ -1 ] 
f(z) = -59/100*z^3 + 259/100*z + 1
*
[ -1 ] 
f(z) = -57/100*z^3 + 257/100*z + 1
*
[ -1 ] 
f(z) = -57/101*z^3 + 259/101*z + 1
*
[ -1 ] 
f(z) = -56/101*z^3 + 258/101*z + 1
*
[ -1 ] 
f(z) = -55/101*z^3 + 257/101*z + 1
*
[ -1 ] 
f(z) = -55/102*z^3 + 259/102*z + 1
*
6/5 | 0.24379401967954859599605846409589839291 | 0.025645151926066412476921194668031268280
f(z) = -55/108*z^3 + 249/110*z + 1
*
[ -1 ] 
f(z) = -54/101*z^3 + 256/101*z + 1
*
[ -1 ] 
f(z) = -53/100*z^3 + 253/100*z + 1
*
[ -1 ] 
f(z) = -53/101*z^3 + 255/101*z + 1
*
[ -1 ] 
f(z) = -53/102*z^3 + 257/102*z + 1
*
[ -1 ] 
f(z) = -53/103*z^3 + 259/103*z + 1
*
[ -1 ] 
f(z) = -52/101*z^3 + 254/101*z + 1
*
[ -1 ] 
f(z) = -52/103*z^3 + 258/103*z + 1
*
[ -1 ] 
f(z) = -51/100*z^3 + 251/100*z + 1
*
[ -1 ] 
f(z) = -51/101*z^3 + 253/101*z + 1
*
[ -1 ] 
f(z) = -51/103*z^3 + 257/103*z + 1
*
[ -1 ] 
f(z) = -51/104*z^3 + 259/104*z + 1
*
[ 2 ] 
f(z) = -51/106*z^3 + 257/106*z + 1
*
[ 2 ] 
f(z) = -51/110*z^3 + 259/110*z + 1
*
[ -1 ] 
f(z) = -50/101*z^3 + 252/101*z + 1
*
[ -1 ] 
f(z) = -50/103*z^3 + 256/103*z + 1
*
[ -1 ] 
f(z) = -49/100*z^3 + 249/100*z + 1
*
[ -1 ] 
f(z) = -49/101*z^3 + 251/101*z + 1
*
[ -1 ] 
f(z) = -49/102*z^3 + 253/102*z + 1
*
[ -6/7 ] 
f(z) = -49/102*z^3 + 257/102*z + 1
*
[ -1 ] 
f(z) = -49/103*z^3 + 255/103*z + 1
*
[ -1 ] 
f(z) = -49/104*z^3 + 257/104*z + 1
*
[ -8/7 ] 
f(z) = -49/104*z^3 + 259/104*z + 1
*
[ 2 ] 
f(z) = -49/106*z^3 + 249/106*z + 1
*
[ 2 ] 
f(z) = -49/110*z^3 + 251/110*z + 1
*
[ 2 ] 
f(z) = -49/118*z^3 + 255/118*z + 1
*
[ -1 ] 
f(z) = -48/101*z^3 + 250/101*z + 1
*
[ -1 ] 
f(z) = -48/103*z^3 + 254/103*z + 1
*
[ -1 ] 
f(z) = -47/100*z^3 + 247/100*z + 1
*
[ -1 ] 
f(z) = -47/101*z^3 + 249/101*z + 1
*
[ -1 ] 
f(z) = -47/102*z^3 + 251/102*z + 1
*
[ -1 ] 
f(z) = -47/103*z^3 + 253/103*z + 1
*
[ -1 ] 
f(z) = -47/104*z^3 + 255/104*z + 1
*
[ -1 ] 
f(z) = -47/105*z^3 + 257/105*z + 1
*
[ 2 ] 
f(z) = -47/106*z^3 + 241/106*z + 1
*
[ -1 ] 
f(z) = -47/106*z^3 + 259/106*z + 1
*
[ 2 ] 
f(z) = -47/110*z^3 + 243/110*z + 1
*
[ 2 ] 
f(z) = -47/118*z^3 + 247/118*z + 1
*
[ -1 ] 
f(z) = -46/101*z^3 + 248/101*z + 1
*
[ -1 ] 
f(z) = -46/103*z^3 + 252/103*z + 1
*
[ -1 ] 
f(z) = -46/105*z^3 + 256/105*z + 1
*
[ -1 ] 
f(z) = -45/101*z^3 + 247/101*z + 1
*
[ -1 ] 
f(z) = -45/103*z^3 + 251/103*z + 1
*
[ -1 ] 
f(z) = -45/104*z^3 + 253/104*z + 1
*
[ -1 ] 
f(z) = -45/106*z^3 + 257/106*z + 1
*
[ -1 ] 
f(z) = -45/107*z^3 + 259/107*z + 1
*
[ -1 ] 
f(z) = -44/101*z^3 + 246/101*z + 1
*
[ -1 ] 
f(z) = -44/103*z^3 + 250/103*z + 1
*
[ -1 ] 
f(z) = -44/105*z^3 + 254/105*z + 1
*
[ -1 ] 
f(z) = -44/107*z^3 + 258/107*z + 1
*
[ -1 ] 
f(z) = -43/100*z^3 + 243/100*z + 1
*
[ -1 ] 
f(z) = -43/101*z^3 + 245/101*z + 1
*
[ -1 ] 
f(z) = -43/102*z^3 + 247/102*z + 1
*
[ -1 ] 
f(z) = -43/103*z^3 + 249/103*z + 1
*
[ -1 ] 
f(z) = -43/104*z^3 + 251/104*z + 1
*
[ -1 ] 
f(z) = -43/105*z^3 + 253/105*z + 1
*
[ -1 ] 
f(z) = -43/106*z^3 + 255/106*z + 1
*
[ -1 ] 
f(z) = -43/107*z^3 + 257/107*z + 1
*
[ -1 ] 
f(z) = -42/101*z^3 + 244/101*z + 1
*
[ -1 ] 
f(z) = -42/103*z^3 + 248/103*z + 1
*
[ -1 ] 
f(z) = -42/107*z^3 + 256/107*z + 1
*
[ -1 ] 
f(z) = -41/100*z^3 + 241/100*z + 1
*
[ -1 ] 
f(z) = -41/101*z^3 + 243/101*z + 1
*
[ -1 ] 
f(z) = -41/103*z^3 + 247/103*z + 1
*
[ -1 ] 
f(z) = -41/105*z^3 + 251/105*z + 1
*
[ -1 ] 
f(z) = -41/106*z^3 + 253/106*z + 1
*
[ -1 ] 
f(z) = -41/107*z^3 + 255/107*z + 1
*
[ -1 ] 
f(z) = -41/109*z^3 + 259/109*z + 1
*
[ 12/7 ] 
f(z) = -49/117*z^3 + 257/156*z + 1
*
-2 | 0.086877711384846515532610787091755697514 | 0.015634406971065297041898121791706091790
f(z) = -46/109*z^3 + 259/218*z + 1
*
-2 | 0.094022950380208607120670130361814321934 | 0.016920255465210848043912639928681231185
f(z) = -45/101*z^3 + 259/202*z + 1
*
-2 | 0.094386026069755144368353220201611423073 | 0.017009322745939134953413084153409046776
f(z) = -45/103*z^3 + 257/206*z + 1
*
-2 | 0.095091478121510113935603311307939175322 | 0.017185032486006641118836343517690044177
f(z) = -45/107*z^3 + 253/214*z + 1
*
-2 | 0.095434383308582183578724227720632399796 | 0.017271775610051221878108606915540153147
f(z) = -45/109*z^3 + 251/218*z + 1
*
-2 | 0.088317984389451328848070491638125685712 | 0.015983845191038539693565416118403086736
f(z) = -44/101*z^3 + 251/202*z + 1
*
-2 | 0.088681050906399147022028459603352329373 | 0.016072824285137310429019774212764977214
f(z) = -44/103*z^3 + 249/206*z + 1
*
-2 | 0.068693499892808908830947853943957297042 | 0.012468443989710259976676127488210969963
f(z) = -44/105*z^3 + 247/210*z + 1
*
-2 | 0.089386515008559985733961925076356649792 | 0.016248376569059290993980993996334230965
f(z) = -44/107*z^3 + 245/214*z + 1
*
-2 | 0.089729423940849624700133723297366113921 | 0.016335048290718118080605916715117162015
f(z) = -44/109*z^3 + 243/218*z + 1
*
-2 | 0.094022836824733317579764546459847192121 | 0.017116654855321316525129981523599232713
f(z) = -43/101*z^3 + 243/202*z + 1
*
-2 | 0.094385908623583469149049370526073975590 | 0.017208642319509545793021489857787146510
f(z) = -43/103*z^3 + 241/206*z + 1
*
-2 | 0.083182808218826248507911149643653894908 | 0.014969476704194633252566211087083942554
f(z) = -47/117*z^3 + 259/234*z + 1
*
-2 | 0.097059768818772674338112021214393766486 | 0.017491158407968630591079682889386545298
f(z) = -47/119*z^3 + 257/238*z + 1
*
-2 | 0.066870741801319763967331186933549201661 | 0.012050788415632698611221338515640070290
f(z) = -46/111*z^3 + 257/222*z + 1
*
-2 | 0.087545041310656344673535626429046733332 | 0.015798750699584964332301282795564492664
f(z) = -46/113*z^3 + 255/226*z + 1
*
-2 | 0.074625391136081009833605110307769132621 | 0.013505750923616937078502664878189060118
f(z) = -46/117*z^3 + 251/234*z + 1
*
-2 | 0.088503001042867862467639918339636063376 | 0.016040553984534405508458363724842614522
f(z) = -46/119*z^3 + 249/238*z + 1
*
-2 | 0.096101717943035100790987020731856679408 | 0.017443264491653929487199131649266571926
f(z) = -45/113*z^3 + 247/226*z + 1
*
-2 | 0.097059668291381407434459415019811290414 | 0.017696127945726940526911158913633489917
f(z) = -45/119*z^3 + 241/238*z + 1
*
-2 | 0.069722458318294650627467143127448232244 | 0.012711948895056288385653173566150569434
f(z) = -44/111*z^3 + 241/222*z + 1
*
3/2 | 0.20159443171435383913787516107374699933 | 0.025998589524589917364574205508649620984
f(z) = -55/108*z^3 + 259/240*z + 1
*
[ 4/3 ] 
f(z) = -47/112*z^3 + 251/252*z + 1
*
[ 12 ] 
f(z) = -49/108*z^3 + 265/4*z + 1
*
[ -4 ] 
f(z) = -59/112*z^3 + 271/28*z + 1
*
[ -4 ] 
f(z) = -57/112*z^3 + 263/28*z + 1
*
[ 5 ] 
f(z) = -51/100*z^3 + 271/20*z + 1
*
[ -5 ] 
f(z) = -51/100*z^3 + 279/20*z + 1
*
[ 5 ] 
f(z) = -49/100*z^3 + 261/20*z + 1
*
[ -5 ] 
f(z) = -49/100*z^3 + 269/20*z + 1
*
[ 14/3 ] 
f(z) = -45/112*z^3 + 267/28*z + 1
*
[ -14/3 ] 
f(z) = -45/112*z^3 + 279/28*z + 1
*
[ -2/7 ] 
f(z) = -49/116*z^3 + 263/58*z + 1
*
-3/10 | 0.19469263806228756988546253544466915409 | 0.029185947865372074425138305188919406620
f(z) = -50/117*z^3 + 263/78*z + 1
*
-10/3 | 0.19316839867474757842981425229933484462 | 0.025195800747593761019345014825163491985
f(z) = -45/104*z^3 + 267/65*z + 1
*
[ 24/11 ] 
f(z) = -55/108*z^3 + 261/88*z + 1
*
-3/2 | 0.24186864894208841513876147259240647829 | 0.027160052295120253468419000994560022139
f(z) = -55/108*z^3 + 273/80*z + 1
*
[ 5/2 ] 
f(z) = -43/100*z^3 + 263/80*z + 1
*
[ -1 ] 
f(z) = -60/101*z^3 + 262/101*z + 1
*
[ -1 ] 
f(z) = -60/103*z^3 + 266/103*z + 1
*
[ -1 ] 
f(z) = -60/107*z^3 + 274/107*z + 1
*
[ -1 ] 
f(z) = -60/109*z^3 + 278/109*z + 1
*
[ -1 ] 
f(z) = -59/101*z^3 + 261/101*z + 1
*
[ -1 ] 
f(z) = -59/102*z^3 + 263/102*z + 1
*
[ -1 ] 
f(z) = -59/103*z^3 + 265/103*z + 1
*
[ -1 ] 
f(z) = -59/104*z^3 + 267/104*z + 1
*
[ -1 ] 
f(z) = -59/105*z^3 + 269/105*z + 1
*
[ -1 ] 
f(z) = -59/106*z^3 + 271/106*z + 1
*
[ -1 ] 
f(z) = -59/107*z^3 + 273/107*z + 1
*
[ -1 ] 
f(z) = -59/108*z^3 + 275/108*z + 1
*
[ -1 ] 
f(z) = -59/109*z^3 + 277/109*z + 1
*
[ -1 ] 
f(z) = -59/110*z^3 + 279/110*z + 1
*
[ -1 ] 
f(z) = -58/101*z^3 + 260/101*z + 1
*
[ -1 ] 
f(z) = -58/103*z^3 + 264/103*z + 1
*
[ -1 ] 
f(z) = -58/105*z^3 + 268/105*z + 1
*
[ -1 ] 
f(z) = -58/107*z^3 + 272/107*z + 1
*
[ -1 ] 
f(z) = -58/109*z^3 + 276/109*z + 1
*
[ -1 ] 
f(z) = -57/103*z^3 + 263/103*z + 1
*
[ -1 ] 
f(z) = -57/104*z^3 + 265/104*z + 1
*
[ -1 ] 
f(z) = -57/106*z^3 + 269/106*z + 1
*
[ -1 ] 
f(z) = -57/107*z^3 + 271/107*z + 1
*
[ -1 ] 
f(z) = -57/109*z^3 + 275/109*z + 1
*
[ -1 ] 
f(z) = -57/110*z^3 + 277/110*z + 1
*
[ -1 ] 
f(z) = -56/103*z^3 + 262/103*z + 1
*
[ -1 ] 
f(z) = -56/107*z^3 + 270/107*z + 1
*
[ -1 ] 
f(z) = -56/109*z^3 + 274/109*z + 1
*
[ -1 ] 
f(z) = -56/111*z^3 + 278/111*z + 1
*
[ 2 ] 
f(z) = -55/102*z^3 + 271/102*z + 1
*
[ -1 ] 
f(z) = -55/103*z^3 + 261/103*z + 1
*
[ -1 ] 
f(z) = -55/104*z^3 + 263/104*z + 1
*
[ -1 ] 
f(z) = -55/106*z^3 + 267/106*z + 1
*
[ 2 ] 
f(z) = -55/106*z^3 + 273/106*z + 1
*
[ -1 ] 
f(z) = -55/107*z^3 + 269/107*z + 1
*
[ -1 ] 
f(z) = -55/108*z^3 + 271/108*z + 1
*
[ -1 ] 
f(z) = -55/109*z^3 + 273/109*z + 1
*
[ -1 ] 
f(z) = -55/111*z^3 + 277/111*z + 1
*
[ -1 ] 
f(z) = -55/112*z^3 + 279/112*z + 1
*
[ 2 ] 
f(z) = -55/114*z^3 + 277/114*z + 1
*
[ 2 ] 
f(z) = -55/118*z^3 + 279/118*z + 1
*
[ -1 ] 
f(z) = -54/103*z^3 + 260/103*z + 1
*
[ -1 ] 
f(z) = -54/107*z^3 + 268/107*z + 1
*
[ -1 ] 
f(z) = -54/109*z^3 + 272/109*z + 1
*
[ 2 ] 
f(z) = -53/102*z^3 + 263/102*z + 1
*
[ -1 ] 
f(z) = -53/104*z^3 + 261/104*z + 1
*
[ -1 ] 
f(z) = -53/105*z^3 + 263/105*z + 1
*
[ -1 ] 
f(z) = -53/107*z^3 + 267/107*z + 1
*
[ -1 ] 
f(z) = -53/108*z^3 + 269/108*z + 1
*
[ -1 ] 
f(z) = -53/109*z^3 + 271/109*z + 1
*
[ 2 ] 
f(z) = -53/110*z^3 + 267/110*z + 1
*
[ -1 ] 
f(z) = -53/110*z^3 + 273/110*z + 1
*
[ -1 ] 
f(z) = -53/111*z^3 + 275/111*z + 1
*
[ -1 ] 
f(z) = -53/112*z^3 + 277/112*z + 1
*
[ -1 ] 
f(z) = -53/113*z^3 + 279/113*z + 1
*
[ 2 ] 
f(z) = -53/114*z^3 + 269/114*z + 1
*
[ 2 ] 
f(z) = -53/118*z^3 + 271/118*z + 1
*
[ -1 ] 
f(z) = -52/105*z^3 + 262/105*z + 1
*
[ -1 ] 
f(z) = -52/107*z^3 + 266/107*z + 1
*
[ -1 ] 
f(z) = -52/109*z^3 + 270/109*z + 1
*
[ -1 ] 
f(z) = -52/111*z^3 + 274/111*z + 1
*
[ -1 ] 
f(z) = -52/113*z^3 + 278/113*z + 1
*
[ -1 ] 
f(z) = -51/106*z^3 + 263/106*z + 1
*
[ -1 ] 
f(z) = -51/107*z^3 + 265/107*z + 1
*
[ -1 ] 
f(z) = -51/109*z^3 + 269/109*z + 1
*
[ -1 ] 
f(z) = -51/110*z^3 + 271/110*z + 1
*
[ -1 ] 
f(z) = -51/112*z^3 + 275/112*z + 1
*
[ -1 ] 
f(z) = -51/113*z^3 + 277/113*z + 1
*
[ 2 ] 
f(z) = -51/118*z^3 + 263/118*z + 1
*
[ -1 ] 
f(z) = -50/107*z^3 + 264/107*z + 1
*
[ -1 ] 
f(z) = -50/109*z^3 + 268/109*z + 1
*
[ -1 ] 
f(z) = -50/111*z^3 + 272/111*z + 1
*
[ -1 ] 
f(z) = -50/113*z^3 + 276/113*z + 1
*
[ -1 ] 
f(z) = -49/106*z^3 + 261/106*z + 1
*
[ -1 ] 
f(z) = -49/107*z^3 + 263/107*z + 1
*
[ -1 ] 
f(z) = -49/108*z^3 + 265/108*z + 1
*
[ -1 ] 
f(z) = -49/109*z^3 + 267/109*z + 1
*
[ -1 ] 
f(z) = -49/110*z^3 + 269/110*z + 1
*
13/7 | 0.16304248869961319893822930432920988264 | 0.028953357646030238359410878838113840318
f(z) = -49/110*z^3 + 279/110*z + 1
*
[ -1 ] 
f(z) = -49/111*z^3 + 271/111*z + 1
*
[ -1 ] 
f(z) = -49/113*z^3 + 275/113*z + 1
*
[ -1 ] 
f(z) = -49/115*z^3 + 279/115*z + 1
*
[ -1 ] 
f(z) = -48/107*z^3 + 262/107*z + 1
*
[ -1 ] 
f(z) = -48/109*z^3 + 266/109*z + 1
*
[ -1 ] 
f(z) = -48/113*z^3 + 274/113*z + 1
*
[ -1 ] 
f(z) = -48/115*z^3 + 278/115*z + 1
*
[ -1 ] 
f(z) = -47/107*z^3 + 261/107*z + 1
*
[ -1 ] 
f(z) = -47/109*z^3 + 265/109*z + 1
*
[ -1 ] 
f(z) = -47/110*z^3 + 267/110*z + 1
*
[ -1 ] 
f(z) = -47/111*z^3 + 269/111*z + 1
*
[ -1 ] 
f(z) = -47/112*z^3 + 271/112*z + 1
*
[ -1 ] 
f(z) = -47/113*z^3 + 273/113*z + 1
*
[ -1 ] 
f(z) = -47/114*z^3 + 275/114*z + 1
*
[ -1 ] 
f(z) = -47/115*z^3 + 277/115*z + 1
*
[ -1 ] 
f(z) = -47/116*z^3 + 279/116*z + 1
*
[ -1 ] 
f(z) = -46/107*z^3 + 260/107*z + 1
*
[ -1 ] 
f(z) = -46/109*z^3 + 264/109*z + 1
*
[ -1 ] 
f(z) = -46/111*z^3 + 268/111*z + 1
*
[ -1 ] 
f(z) = -46/113*z^3 + 272/113*z + 1
*
[ -1 ] 
f(z) = -45/109*z^3 + 263/109*z + 1
*
[ -1 ] 
f(z) = -45/112*z^3 + 269/112*z + 1
*
[ -1 ] 
f(z) = -45/113*z^3 + 271/113*z + 1
*
[ -1 ] 
f(z) = -45/116*z^3 + 277/116*z + 1
*
[ -3/2 ] 
f(z) = -44/105*z^3 + 274/105*z + 1
*
[ -1 ] 
f(z) = -44/109*z^3 + 262/109*z + 1
*
[ -1 ] 
f(z) = -44/111*z^3 + 266/111*z + 1
*
[ -1 ] 
f(z) = -44/113*z^3 + 270/113*z + 1
*
[ -1 ] 
f(z) = -44/115*z^3 + 274/115*z + 1
*
[ -1 ] 
f(z) = -44/117*z^3 + 278/117*z + 1
*
[ -1 ] 
f(z) = -43/109*z^3 + 261/109*z + 1
*
[ -1 ] 
f(z) = -43/110*z^3 + 263/110*z + 1
*
[ -1 ] 
f(z) = -43/111*z^3 + 265/111*z + 1
*
[ -1 ] 
f(z) = -43/112*z^3 + 267/112*z + 1
*
[ -1 ] 
f(z) = -43/113*z^3 + 269/113*z + 1
*
[ -1 ] 
f(z) = -43/115*z^3 + 273/115*z + 1
*
[ -1 ] 
f(z) = -43/116*z^3 + 275/116*z + 1
*
[ -1 ] 
f(z) = -43/117*z^3 + 277/117*z + 1
*
[ -1 ] 
f(z) = -43/118*z^3 + 279/118*z + 1
*
[ -1 ] 
f(z) = -42/109*z^3 + 260/109*z + 1
*
[ -1 ] 
f(z) = -42/113*z^3 + 268/113*z + 1
*
[ -1 ] 
f(z) = -42/115*z^3 + 272/115*z + 1
*
[ 12/5 ] 
f(z) = -41/108*z^3 + 277/100*z + 1
*
[ -1 ] 
f(z) = -41/110*z^3 + 261/110*z + 1
*
[ -1 ] 
f(z) = -41/111*z^3 + 263/111*z + 1
*
[ -1 ] 
f(z) = -41/112*z^3 + 265/112*z + 1
*
[ -1 ] 
f(z) = -41/113*z^3 + 267/113*z + 1
*
[ -1 ] 
f(z) = -41/115*z^3 + 271/115*z + 1
*
[ -1 ] 
f(z) = -41/116*z^3 + 273/116*z + 1
*
[ -1 ] 
f(z) = -41/117*z^3 + 275/117*z + 1
*
[ -1 ] 
f(z) = -41/118*z^3 + 277/118*z + 1
*
[ -1 ] 
f(z) = -41/119*z^3 + 279/119*z + 1
*
[ 28/15 ] 
f(z) = -45/112*z^3 + 261/140*z + 1
*
[ 5/3 ] 
f(z) = -41/100*z^3 + 277/180*z + 1
*
-2 | 0.087485085448766906050248126986968141744 | 0.015555621111157462198473312680809302876
f(z) = -48/107*z^3 + 277/214*z + 1
*
-2 | 0.087827987902339807954094179861079945069 | 0.015636739752279922066226364139999797301
f(z) = -48/109*z^3 + 275/218*z + 1
*
-2 | 0.094023029633894501051272284023751068376 | 0.016739694033989632166454148024702049921
f(z) = -47/101*z^3 + 275/202*z + 1
*
-2 | 0.094385962247888118156108591182923432215 | 0.016826176455492090242160300435700194228
f(z) = -47/103*z^3 + 273/206*z + 1
*
-2 | 0.074398579696535110942047195147640330334 | 0.013280435862810260700585114595242517358
f(z) = -47/105*z^3 + 271/210*z + 1
*
-2 | 0.095091590636450309235050725266973903411 | 0.016996692802268868359837891491327606254
f(z) = -47/107*z^3 + 269/214*z + 1
*
-2 | 0.095434490272038812769886545954652145838 | 0.017080766600311606172830776062598335670
f(z) = -47/109*z^3 + 267/218*z + 1
*
-2 | 0.085465506591241644005871147243169865646 | 0.015296528187043723263759620347458438902
f(z) = -46/101*z^3 + 267/202*z + 1
*
-2 | 0.085829355808700622382835510445597762368 | 0.015382349770587719704940163664873442968
f(z) = -46/103*z^3 + 265/206*z + 1
*
-2 | 0.065841809714462862343859764381390773976 | 0.011816222117020320899071666896691142733
f(z) = -46/105*z^3 + 263/210*z + 1
*
[ 3/2 ] 
f(z) = -46/105*z^3 + 277/210*z + 1
*
-2 | 0.086534816094670926115148208005888813938 | 0.015551172385097996688703872707204667752
f(z) = -46/107*z^3 + 261/214*z + 1
*
[ 15/11 ] 
f(z) = -55/108*z^3 + 267/220*z + 1
*
-2 | 0.096101911819139301470423493124562746680 | 0.017065938121768879442423881505970018771
f(z) = -49/113*z^3 + 279/226*z + 1
*
[ 10/7 ] 
f(z) = -49/115*z^3 + 269/230*z + 1
*
-2 | 0.096426757761413887633709787602882487004 | 0.017145529446757356851600042417574840791
f(z) = -49/115*z^3 + 277/230*z + 1
*
-2 | 0.083182892626265531967338670261795922563 | 0.014809735198363877285005877287017089372
f(z) = -49/117*z^3 + 275/234*z + 1
*
-2 | 0.088495301414325202487828131558769200240 | 0.015796755521231301273469018255591118872
f(z) = -48/113*z^3 + 271/226*z + 1
*
-2 | 0.088820153650308856410074849174984658819 | 0.015875734711560751348757653290206239150
f(z) = -48/115*z^3 + 269/230*z + 1
*
-2 | 0.089453258348404031651818856913320889583 | 0.016031826116705048293047516008822360938
f(z) = -48/119*z^3 + 265/238*z + 1
*
-2 | 0.075427511454429337214677989818486059181 | 0.013518129695660928795619383858159094675
f(z) = -47/111*z^3 + 265/222*z + 1
*
-2 | 0.096101804897262657933541595825224341187 | 0.017246796183719852515425253766111289955
f(z) = -47/113*z^3 + 263/226*z + 1
*
-2 | 0.096426664152254454291195044299941644690 | 0.017328836466366570908145027935524718208
f(z) = -47/115*z^3 + 261/230*z + 1
*
[ 4/3 ] 
f(z) = -53/112*z^3 + 275/252*z + 1
*
-8/15 | 0.16852826997122638710606488035041275252 | 0.026632419970527724190470715120702145299
f(z) = -45/112*z^3 + 277/280*z + 1
*
[ 12 ] 
f(z) = -55/108*z^3 + 297/4*z + 1
*
[ -12 ] 
f(z) = -53/108*z^3 + 287/4*z + 1
*
[ 5 ] 
f(z) = -53/100*z^3 + 281/20*z + 1
*
[ -5 ] 
f(z) = -53/100*z^3 + 289/20*z + 1
*
[ 30/7 ] 
f(z) = -49/100*z^3 + 293/30*z + 1
*
[ -30/7 ] 
f(z) = -49/108*z^3 + 287/30*z + 1
*
10/3 | 0.21079384931709187785585897287597664378 | 0.027165506586195416489554174270518663635
f(z) = -45/104*z^3 + 293/65*z + 1
*
[ -10/21 ] 
f(z) = -49/100*z^3 + 289/90*z + 1
*
[ 5/2 ] 
f(z) = -49/100*z^3 + 293/80*z + 1
*
[ 5/2 ] 
f(z) = -47/100*z^3 + 283/80*z + 1
*
[ -1 ] 
f(z) = -60/113*z^3 + 286/113*z + 1
*
[ -1 ] 
f(z) = -60/119*z^3 + 298/119*z + 1
*
[ 2 ] 
f(z) = -59/102*z^3 + 287/102*z + 1
*
[ 2 ] 
f(z) = -59/106*z^3 + 289/106*z + 1
*
[ 2 ] 
f(z) = -59/110*z^3 + 291/110*z + 1
*
[ -1 ] 
f(z) = -59/111*z^3 + 281/111*z + 1
*
[ -1 ] 
f(z) = -59/112*z^3 + 283/112*z + 1
*
[ -1 ] 
f(z) = -59/113*z^3 + 285/113*z + 1
*
[ -1 ] 
f(z) = -59/114*z^3 + 287/114*z + 1
*
[ 2 ] 
f(z) = -59/114*z^3 + 293/114*z + 1
*
[ -1 ] 
f(z) = -59/115*z^3 + 289/115*z + 1
*
[ -1 ] 
f(z) = -59/116*z^3 + 291/116*z + 1
*
[ -1 ] 
f(z) = -59/117*z^3 + 293/117*z + 1
*
[ -1 ] 
f(z) = -59/119*z^3 + 297/119*z + 1
*
[ -1 ] 
f(z) = -58/111*z^3 + 280/111*z + 1
*
[ -1 ] 
f(z) = -58/113*z^3 + 284/113*z + 1
*
[ -1 ] 
f(z) = -58/115*z^3 + 288/115*z + 1
*
[ -1 ] 
f(z) = -58/117*z^3 + 292/117*z + 1
*
[ -1 ] 
f(z) = -58/119*z^3 + 296/119*z + 1
*
[ 2 ] 
f(z) = -57/106*z^3 + 281/106*z + 1
*
[ 2 ] 
f(z) = -57/110*z^3 + 283/110*z + 1
*
[ -1 ] 
f(z) = -57/112*z^3 + 281/112*z + 1
*
[ -1 ] 
f(z) = -57/113*z^3 + 283/113*z + 1
*
[ -1 ] 
f(z) = -57/115*z^3 + 287/115*z + 1
*
[ -1 ] 
f(z) = -57/116*z^3 + 289/116*z + 1
*
[ 2 ] 
f(z) = -57/118*z^3 + 287/118*z + 1
*
[ -1 ] 
f(z) = -57/118*z^3 + 293/118*z + 1
*
[ -1 ] 
f(z) = -57/119*z^3 + 295/119*z + 1
*
[ -1 ] 
f(z) = -56/113*z^3 + 282/113*z + 1
*
[ -1 ] 
f(z) = -56/115*z^3 + 286/115*z + 1
*
[ -1 ] 
f(z) = -56/117*z^3 + 290/117*z + 1
*
[ -1 ] 
f(z) = -55/113*z^3 + 281/113*z + 1
*
[ -1 ] 
f(z) = -55/114*z^3 + 283/114*z + 1
*
[ -1 ] 
f(z) = -55/116*z^3 + 287/116*z + 1
*
[ -1 ] 
f(z) = -55/117*z^3 + 289/117*z + 1
*
[ -1 ] 
f(z) = -55/118*z^3 + 291/118*z + 1
*
[ -1 ] 
f(z) = -55/119*z^3 + 293/119*z + 1
*
[ -1 ] 
f(z) = -54/113*z^3 + 280/113*z + 1
*
[ -1 ] 
f(z) = -54/115*z^3 + 284/115*z + 1
*
[ -1 ] 
f(z) = -54/119*z^3 + 292/119*z + 1
*
[ -1 ] 
f(z) = -53/114*z^3 + 281/114*z + 1
*
[ -1 ] 
f(z) = -53/115*z^3 + 283/115*z + 1
*
[ -1 ] 
f(z) = -53/116*z^3 + 285/116*z + 1
*
[ -1 ] 
f(z) = -53/117*z^3 + 287/117*z + 1
*
[ -1 ] 
f(z) = -53/118*z^3 + 289/118*z + 1
*
[ -1 ] 
f(z) = -53/119*z^3 + 291/119*z + 1
*
5/2 | 0.11987514636210607797383103922203941934 | 0.021233951631384480165558716536152767723
f(z) = -52/105*z^3 + 283/105*z + 1
*
[ -3/2 ] 
f(z) = -52/105*z^3 + 292/105*z + 1
*
[ -1 ] 
f(z) = -52/115*z^3 + 282/115*z + 1
*
[ -1 ] 
f(z) = -52/119*z^3 + 290/119*z + 1
*
[ -1 ] 
f(z) = -51/115*z^3 + 281/115*z + 1
*
[ -1 ] 
f(z) = -51/116*z^3 + 283/116*z + 1
*
[ -1 ] 
f(z) = -51/118*z^3 + 287/118*z + 1
*
[ -1 ] 
f(z) = -50/117*z^3 + 284/117*z + 1
*
13/5 | 0.16062088506980466574869989341505630378 | 0.028277465514837499121068501876398447686
f(z) = -50/117*z^3 + 293/117*z + 1
*
[ -1 ] 
f(z) = -50/119*z^3 + 288/119*z + 1
*
[ -4/7 ] 
f(z) = -49/100*z^3 + 291/100*z + 1
*
[ -26/21 ] 
f(z) = -49/104*z^3 + 296/117*z + 1
*
[ -10/7 ] 
f(z) = -49/110*z^3 + 287/110*z + 1
*
[ -5/7 ] 
f(z) = -49/110*z^3 + 289/110*z + 1
*
-19/7 | 0.16364402764326494875660352201662085578 | 0.028879580845292311860553585480644452668
f(z) = -49/114*z^3 + 289/114*z + 1
*
[ -1 ] 
f(z) = -49/116*z^3 + 281/116*z + 1
*
[ -1 ] 
f(z) = -49/117*z^3 + 283/117*z + 1
*
[ -9/7 ] 
f(z) = -49/117*z^3 + 289/117*z + 1
*
[ -1 ] 
f(z) = -49/118*z^3 + 285/118*z + 1
*
[ -5/4 ] 
f(z) = -48/115*z^3 + 282/115*z + 1
*
[ -1 ] 
f(z) = -48/119*z^3 + 286/119*z + 1
*
[ -1 ] 
f(z) = -47/117*z^3 + 281/117*z + 1
*
[ -1 ] 
f(z) = -47/118*z^3 + 283/118*z + 1
*
[ -1 ] 
f(z) = -47/119*z^3 + 285/119*z + 1
*
[ -1 ] 
f(z) = -46/117*z^3 + 280/117*z + 1
*
[ -1 ] 
f(z) = -46/119*z^3 + 284/119*z + 1
*
[ -2/3 ] 
f(z) = -45/106*z^3 + 285/106*z + 1
*
[ -4/3 ] 
f(z) = -45/116*z^3 + 283/116*z + 1
*
[ -1 ] 
f(z) = -45/118*z^3 + 281/118*z + 1
*
[ -1 ] 
f(z) = -45/119*z^3 + 283/119*z + 1
*
[ -3/2 ] 
f(z) = -44/111*z^3 + 284/111*z + 1
*
[ -1 ] 
f(z) = -44/119*z^3 + 282/119*z + 1
*
[ -3/5 ] 
f(z) = -43/108*z^3 + 281/100*z + 1
*
[ -1 ] 
f(z) = -43/119*z^3 + 281/119*z + 1
*
-3 | 0.16358162904279907908692956819562683743 | 0.028798707416587868472075637277178358972
f(z) = -41/114*z^3 + 293/114*z + 1
*
-2 | 0.19752064102811930982327769825765455632 | 0.028006302765883404745142251788965949765
f(z) = -55/112*z^3 + 289/140*z + 1
*
[ 12/7 ] 
f(z) = -49/104*z^3 + 281/156*z + 1
*
6/5 | 0.11141902431353780830142637590399019701 | 0.015782586278756318624087745842538584970
f(z) = -45/112*z^3 + 291/140*z + 1
*
[ 5/3 ] 
f(z) = -43/100*z^3 + 287/180*z + 1
*
-2 | 0.095434442013892996371202654235987397987 | 0.016741581735739828122824188768044064036
f(z) = -51/109*z^3 + 299/218*z + 1
*
-2 | 0.085465881597128299402500039182912941722 | 0.014992847573490189752914677839402632001
f(z) = -50/101*z^3 + 299/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015074289524664445987242706038221199396
f(z) = -50/103*z^3 + 297/206*z + 1
*
-2 | 0.086534261824716661766853378051954185666 | 0.015234442292712490857233527504058164917
f(z) = -50/107*z^3 + 293/214*z + 1
*
-2 | 0.086877626184840280169505781338860796439 | 0.015313357285236140949546537853693129225
f(z) = -50/109*z^3 + 291/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.016572749855430195527307328264413904369
f(z) = -49/101*z^3 + 291/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.016657003150567863071160482759577095745
f(z) = -49/103*z^3 + 289/206*z + 1
*
-2 | 0.095091436177132312587421935502428023442 | 0.016822931127240622739439249355841634528
f(z) = -49/107*z^3 + 285/214*z + 1
*
-2 | 0.095434586857253500525352407301111851597 | 0.016904700121631444578578145978741531543
f(z) = -49/109*z^3 + 283/218*z + 1
*
-2 | 0.086416013934042452532721411145107723163 | 0.015307205169198898628789481963140623428
f(z) = -48/101*z^3 + 283/202*z + 1
*
-2 | 0.086779621423714346661831707811612280401 | 0.015390947627983932890478835866024199722
f(z) = -48/103*z^3 + 281/206*z + 1
*
-2 | 0.091355083744894041399401950063697134988 | 0.016044850990145902370297093028743525083
f(z) = -52/119*z^3 + 297/238*z + 1
*
-2 | 0.096101990241457549452802104053349165910 | 0.016898612042396736220734234784600999571
f(z) = -51/113*z^3 + 295/226*z + 1
*
-2 | 0.096426857649249582222071772322918522674 | 0.016976043561805754782293514262578630773
f(z) = -51/115*z^3 + 293/230*z + 1
*
-2 | 0.066870937797987682408415093153733005389 | 0.011801253502189639902487820670748706995
f(z) = -50/111*z^3 + 289/222*z + 1
*
[ 3/2 ] 
f(z) = -50/111*z^3 + 299/222*z + 1
*
-2 | 0.087545237399164117591384064061859417073 | 0.015468771534502244602231542957111226773
f(z) = -50/113*z^3 + 287/226*z + 1
*
-2 | 0.074626223523284876770800010070534783585 | 0.013218833668321019298996834918245743607
f(z) = -50/117*z^3 + 283/234*z + 1
*
23/10 | 0.12887872546303750369496161652685272738 | 0.022662086150833054100566642972637161349
f(z) = -50/117*z^3 + 295/234*z + 1
*
-2 | 0.088503175057785151620231660175179154153 | 0.015696631419648366812854747978661579205
f(z) = -50/119*z^3 + 281/238*z + 1
*
-2 | 0.075427617718140722492941799029767057421 | 0.013377593667241511241509763429820285511
f(z) = -49/111*z^3 + 281/222*z + 1
*
[ 3/2 ] 
f(z) = -46/111*z^3 + 281/222*z + 1
*
[ 4/3 ] 
f(z) = -59/112*z^3 + 299/252*z + 1
*
[ 4/3 ] 
f(z) = -55/112*z^3 + 283/252*z + 1
*
[ 4/7 ] 
f(z) = -49/130*z^3 - 163/260*z + 1
*
[ 4/7 ] 
f(z) = -49/134*z^3 - 169/268*z + 1
*
[ 4/7 ] 
f(z) = -49/138*z^3 - 175/276*z + 1
*
[ 30/49 ] 
f(z) = -49/125*z^3 - 143/294*z + 1
*
[ 11/18 ] 
f(z) = -48/121*z^3 - 145/297*z + 1
*
[ 11/18 ] 
f(z) = -60/121*z^3 - 134/297*z + 1
*
[ 15/26 ] 
f(z) = -52/135*z^3 - 118/195*z + 1
*
[ 3/5 ] 
f(z) = -55/126*z^3 - 107/210*z + 1
*
[ 2/3 ] 
f(z) = -43/128*z^3 - 101/288*z + 1
*
[ 2/3 ] 
f(z) = -41/128*z^3 - 103/288*z + 1
*
[ 2/3 ] 
f(z) = -45/121*z^3 - 81/242*z + 1
*
[ 2/3 ] 
f(z) = -45/127*z^3 - 87/254*z + 1
*
[ 2/3 ] 
f(z) = -54/131*z^3 - 83/262*z + 1
*
[ 2/3 ] 
f(z) = -54/133*z^3 - 85/266*z + 1
*
[ 2/3 ] 
f(z) = -54/137*z^3 - 89/274*z + 1
*
[ 2/3 ] 
f(z) = -54/139*z^3 - 91/278*z + 1
*
[ 2/3 ] 
f(z) = -45/131*z^3 - 91/262*z + 1
*
[ 2/3 ] 
f(z) = -45/133*z^3 - 93/266*z + 1
*
[ 2/3 ] 
f(z) = -45/137*z^3 - 97/274*z + 1
*
[ 2/3 ] 
f(z) = -45/139*z^3 - 99/278*z + 1
*
[ 2/3 ] 
f(z) = -59/128*z^3 - 85/288*z + 1
*
[ 2/3 ] 
f(z) = -55/128*z^3 - 89/288*z + 1
*
[ 2/3 ] 
f(z) = -53/128*z^3 - 91/288*z + 1
*
[ 2/3 ] 
f(z) = -47/128*z^3 - 97/288*z + 1
*
[ 3/5 ] 
f(z) = -58/135*z^3 - 64/125*z + 1
*
[ 3/5 ] 
f(z) = -52/135*z^3 - 66/125*z + 1
*
[ 3/5 ] 
f(z) = -50/123*z^3 - 64/123*z + 1
*
[ 3/5 ] 
f(z) = -50/129*z^3 - 68/129*z + 1
*
[ 3/5 ] 
f(z) = -49/135*z^3 - 67/125*z + 1
*
[ 3/5 ] 
f(z) = -46/135*z^3 - 68/125*z + 1
*
[ 3/5 ] 
f(z) = -43/135*z^3 - 69/125*z + 1
*
[ 5/8 ] 
f(z) = -58/125*z^3 - 67/160*z + 1
*
[ 5/8 ] 
f(z) = -54/125*z^3 - 69/160*z + 1
*
[ 5/8 ] 
f(z) = -46/125*z^3 - 73/160*z + 1
*
10/21 | 0.20750397173192250807194591103047151178 | 0.020849897645401644183468891390309541952
f(z) = -42/125*z^3 - 67/168*z + 1
*
[ 11/17 ] 
f(z) = -51/121*z^3 - 69/187*z + 1
*
[ 9/14 ] 
f(z) = -49/135*z^3 - 73/180*z + 1
*
-15/28 | 0.22349369261458946702860858161075430290 | 0.026090839000855011611221916962166446268
f(z) = -56/125*z^3 - 71/210*z + 1
*
[ 2/3 ] 
f(z) = -54/121*z^3 - 73/242*z + 1
*
[ 2/3 ] 
f(z) = -54/125*z^3 - 77/250*z + 1
*
[ 2/3 ] 
f(z) = -54/127*z^3 - 79/254*z + 1
*
[ 7/10 ] 
f(z) = -50/133*z^3 - 65/266*z + 1
*
[ 4/7 ] 
f(z) = -49/136*z^3 - 43/68*z + 1
*
5/24 | 0.23061089886571162171091881453085503352 | 0.024552240953050836093627451133796525721
f(z) = -54/125*z^3 - 43/96*z + 1
*
[ 2/3 ] 
f(z) = -53/120*z^3 - 41/135*z + 1
*
[ 2/3 ] 
f(z) = -49/120*z^3 - 43/135*z + 1
*
8/7 | 0.089866040280992369407128040328680005320 | 0.018771006846430729299183973264794336747
f(z) = -49/120*z^3 - 41/120*z + 1
*
[ 2/3 ] 
f(z) = -47/120*z^3 - 44/135*z + 1
*
[ 2/3 ] 
f(z) = -45/122*z^3 - 41/122*z + 1
*
[ 2/3 ] 
f(z) = -45/134*z^3 - 47/134*z + 1
*
[ 2/3 ] 
f(z) = -43/120*z^3 - 46/135*z + 1
*
[ 2/3 ] 
f(z) = -41/120*z^3 - 47/135*z + 1
*
[ 2/3 ] 
f(z) = -59/136*z^3 - 47/153*z + 1
*
[ 2/3 ] 
f(z) = -55/136*z^3 - 49/153*z + 1
*
[ 2/3 ] 
f(z) = -53/136*z^3 - 50/153*z + 1
*
[ 2/3 ] 
f(z) = -49/136*z^3 - 52/153*z + 1
*
[ 2/3 ] 
f(z) = -47/136*z^3 - 53/153*z + 1
*
[ 2/3 ] 
f(z) = -43/136*z^3 - 55/153*z + 1
*
[ 2/3 ] 
f(z) = -41/136*z^3 - 56/153*z + 1
*
-45/56 | 0.24572878050270924795296513001679090602 | 0.024690707745246813910089447160569994198
f(z) = -56/125*z^3 - 41/168*z + 1
*
[ 11/16 ] 
f(z) = -48/121*z^3 - 47/176*z + 1
*
[ 15/22 ] 
f(z) = -44/135*z^3 - 52/165*z + 1
*
[ 2/3 ] 
f(z) = -57/124*z^3 - 55/186*z + 1
*
[ 2/3 ] 
f(z) = -51/124*z^3 - 59/186*z + 1
*
[ 5/7 ] 
f(z) = -57/125*z^3 - 41/245*z + 1
*
[ 5/7 ] 
f(z) = -54/125*z^3 - 44/245*z + 1
*
[ 5/7 ] 
f(z) = -52/125*z^3 - 46/245*z + 1
*
[ 5/7 ] 
f(z) = -51/125*z^3 - 47/245*z + 1
*
[ 5/7 ] 
f(z) = -47/125*z^3 - 51/245*z + 1
*
[ 5/7 ] 
f(z) = -46/125*z^3 - 52/245*z + 1
*
[ 5/7 ] 
f(z) = -44/125*z^3 - 54/245*z + 1
*
[ 5/7 ] 
f(z) = -41/125*z^3 - 57/245*z + 1
*
[ 30/41 ] 
f(z) = -41/125*z^3 - 47/246*z + 1
*
[ 5/8 ] 
f(z) = -57/125*z^3 - 27/64*z + 1
*
[ 11/18 ] 
f(z) = -54/121*z^3 - 31/66*z + 1
*
[ 5/8 ] 
f(z) = -47/125*z^3 - 29/64*z + 1
*
[ 15/23 ] 
f(z) = -46/125*z^3 - 26/69*z + 1
*
[ 2/3 ] 
f(z) = -45/124*z^3 - 21/62*z + 1
*
[ 2/3 ] 
f(z) = -57/128*z^3 - 29/96*z + 1
*
[ 2/3 ] 
f(z) = -51/128*z^3 - 31/96*z + 1
*
[ 5/8 ] 
f(z) = -44/125*z^3 - 37/80*z + 1
*
[ 2/3 ] 
f(z) = -59/120*z^3 - 38/135*z + 1
*
5/36 | 0.091791298918177993213091805295061098074 | 0.011464787013908907236778957592667046860
f(z) = -54/125*z^3 - 23/120*z + 1
*
[ 5/7 ] 
f(z) = -49/120*z^3 - 23/120*z + 1
*
[ 5/7 ] 
f(z) = -49/130*z^3 - 27/130*z + 1
*
[ 5/7 ] 
f(z) = -49/135*z^3 - 29/135*z + 1
*
-4/5 | 0.15187439427811224185148555497442977349 | 0.020088991774728915503553081043476570936
f(z) = -45/128*z^3 - 23/120*z + 1
*
[ 5/7 ] 
f(z) = -59/125*z^3 - 39/245*z + 1
*
[ 3/4 ] 
f(z) = -56/129*z^3 - 23/258*z + 1
*
[ 3/4 ] 
f(z) = -49/135*z^3 - 31/240*z + 1
*
5/3 | 0.24098386211525399434031662896276371800 | 0.027700839539910335469127099354654951112
f(z) = -48/125*z^3 - 23/240*z + 1
*
[ 3/4 ] 
f(z) = -43/135*z^3 - 37/240*z + 1
*
[ 11/15 ] 
f(z) = -54/121*z^3 - 34/275*z + 1
*
-22/21 | 0.13700160994627534147633926186436175210 | 0.019434906671904100910185364675275927294
f(z) = -49/128*z^3 - 23/288*z + 1
*
[ 3/4 ] 
f(z) = -56/135*z^3 - 1/10*z + 1
*
[ 5/8 ] 
f(z) = -52/125*z^3 - 7/16*z + 1
*
[ 5/7 ] 
f(z) = -49/125*z^3 - 1/5*z + 1
*
[ 4/7 ] 
f(z) = -49/128*z^3 - 5/8*z + 1
*
[ 2/3 ] 
f(z) = -45/136*z^3 - 6/17*z + 1
*
[ 5/7 ] 
f(z) = -56/125*z^3 - 6/35*z + 1
*
-5/18 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = -54/125*z^3 - 11/30*z + 1
*
[ 10/17 ] 
f(z) = -51/125*z^3 - 19/34*z + 1
*
[ 5/8 ] 
f(z) = -48/125*z^3 - 9/20*z + 1
*
[ 2/3 ] 
f(z) = -45/128*z^3 - 11/32*z + 1
*
[ 15/22 ] 
f(z) = -44/125*z^3 - 10/33*z + 1
*
[ 3/4 ] 
f(z) = -44/135*z^3 - 3/20*z + 1
*
[ 5/8 ] 
f(z) = -42/125*z^3 - 15/32*z + 1
*
[ 5/7 ] 
f(z) = -42/125*z^3 - 8/35*z + 1
*
5/3 | 0.19751933674941187109478400425940929829 | 0.025088714201368033165306343988329095597
f(z) = -42/125*z^3 - 2/21*z + 1
*
[ 5/7 ] 
f(z) = -58/125*z^3 - 8/49*z + 1
*
[ 2/3 ] 
f(z) = -57/136*z^3 - 16/51*z + 1
*
[ 5/8 ] 
f(z) = -56/125*z^3 - 17/40*z + 1
*
[ 5/7 ] 
f(z) = -53/125*z^3 - 9/49*z + 1
*
5/13 | 0.23191170816179838932039629259777338272 | 0.026414965597882146550395249943915308666
f(z) = -52/125*z^3 - 15/52*z + 1
*
[ 11/14 ] 
f(z) = -49/121*z^3 - 1/44*z + 1
*
[ 5/7 ] 
f(z) = -48/125*z^3 - 10/49*z + 1
*
[ 11/15 ] 
f(z) = -45/121*z^3 - 9/55*z + 1
*
[ 5/7 ] 
f(z) = -43/125*z^3 - 11/49*z + 1
*
[ 3/4 ] 
f(z) = -52/135*z^3 - 7/60*z + 1
*
-3/14 | 0.070970122244430201673913240081757103601 | 0.011280194283840046478837893434410578070
f(z) = -49/135*z^3 - 19/60*z + 1
*
-15/14 | 0.10142500840100133750933448606468437337 | 0.013582425125535960752446511310526508194
f(z) = -42/125*z^3 - 1/70*z + 1
*
[ 3/4 ] 
f(z) = -59/135*z^3 - 7/80*z + 1
*
[ 8/11 ] 
f(z) = -55/128*z^3 - 13/88*z + 1
*
[ 3/4 ] 
f(z) = -53/135*z^3 - 9/80*z + 1
*
[ 11/15 ] 
f(z) = -50/121*z^3 - 14/99*z + 1
*
[ 3/4 ] 
f(z) = -47/135*z^3 - 11/80*z + 1
*
[ 3/4 ] 
f(z) = -41/135*z^3 - 13/80*z + 1
*
[ 3/4 ] 
f(z) = -58/135*z^3 - 11/120*z + 1
*
[ 10/13 ] 
f(z) = -52/125*z^3 - 7/130*z + 1
*
[ 3/4 ] 
f(z) = -46/135*z^3 - 17/120*z + 1
*
[ 16/21 ] 
f(z) = -49/128*z^3 - 13/144*z + 1
*
[ 11/14 ] 
f(z) = -42/121*z^3 - 9/154*z + 1
*
[ 11/15 ] 
f(z) = -60/121*z^3 - 16/165*z + 1
*
[ 4/5 ] 
f(z) = -49/128*z^3 - 1/200*z + 1
*
[ 4/5 ] 
f(z) = -47/128*z^3 - 3/200*z + 1
*
[ 4/5 ] 
f(z) = -43/128*z^3 - 7/200*z + 1
*
[ 4/5 ] 
f(z) = -41/128*z^3 - 9/200*z + 1
*
[ 3/4 ] 
f(z) = -56/123*z^3 - 19/246*z + 1
*
[ -5 ] 
f(z) = -59/125*z^3 + 13*z + 1
*
[ 5/4 ] 
f(z) = -59/125*z^3 + 15/16*z + 1
*
[ 5/2 ] 
f(z) = -58/125*z^3 + 7/2*z + 1
*
[ 3/2 ] 
f(z) = -58/135*z^3 + 13/10*z + 1
*
[ 5/3 ] 
f(z) = -57/125*z^3 + 5/3*z + 1
*
[ -5/2 ] 
f(z) = -57/125*z^3 + 17/4*z + 1
*
[ 5/6 ] 
f(z) = -56/125*z^3 + 1/9*z + 1
*
[ -5/4 ] 
f(z) = -56/125*z^3 + 5/2*z + 1
*
[ 5/4 ] 
f(z) = -56/125*z^3 + 9/10*z + 1
*
[ 5 ] 
f(z) = -56/125*z^3 + 12*z + 1
*
[ 5/2 ] 
f(z) = -56/125*z^3 + 17/5*z + 1
*
[ 10/7 ] 
f(z) = -56/125*z^3 + 17/14*z + 1
*
5/4 | 0.089413869496803740175400143289466386770 | 0.014507431851164158901777918270105177423
f(z) = -56/125*z^3 + 19/10*z + 1
*
[ -3/2 ] 
f(z) = -56/135*z^3 + 13/5*z + 1
*
[ 3/2 ] 
f(z) = -56/135*z^3 + 19/15*z + 1
*
-2 | 0.090975247876274642525869046861305292782 | 0.018108561200605502209758433151836449447
f(z) = -55/136*z^3 + 19/17*z + 1
*
[ 5/6 ] 
f(z) = -54/125*z^3 + 1/10*z + 1
*
[ -5/6 ] 
f(z) = -54/125*z^3 + 5/2*z + 1
*
-5/6 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -54/125*z^3 + 5/6*z + 1
*
-20/9 | 0.093291864364905653105307611247607507247 | 0.013771594492585793496122143064683576168
f(z) = -54/125*z^3 + 7/3*z + 1
*
[ 5/4 ] 
f(z) = -54/125*z^3 + 7/8*z + 1
*
[ 5/3 ] 
f(z) = -54/125*z^3 + 8/5*z + 1
*
[ 10/3 ] 
f(z) = -54/125*z^3 + 11/2*z + 1
*
5/9 | 0.089414235258484655624916901597331636394 | 0.012373602138203166152285939832660573896
f(z) = -54/125*z^3 + 11/6*z + 1
*
[ -5 ] 
f(z) = -54/125*z^3 + 12*z + 1
*
5/9 | 0.095751771210985176644362102145419047804 | 0.012951219236171895529798352968456841821
f(z) = -54/125*z^3 + 13/3*z + 1
*
[ -5/3 ] 
f(z) = -54/125*z^3 + 14/5*z + 1
*
35/18 | 0.22507548146606941314593875222802832102 | 0.029377365514207613645238108909630502475
f(z) = -54/125*z^3 + 17/6*z + 1
*
-5/3 | 0.089414453624969024963187762101453540538 | 0.014774146766390067677131905162335942060
f(z) = -54/125*z^3 + 17/15*z + 1
*
-2 | 0.068313978467081488998738435221204544989 | 0.013597850940844817069099525170463084989
f(z) = -53/120*z^3 + 19/15*z + 1
*
[ 5/2 ] 
f(z) = -53/125*z^3 + 13/4*z + 1
*
-2 | 0.090975170810339308461506770512643650361 | 0.018305550998887795388044790183668334561
f(z) = -53/136*z^3 + 18/17*z + 1
*
[ -5/2 ] 
f(z) = -52/125*z^3 + 4*z + 1
*
[ 5/3 ] 
f(z) = -52/125*z^3 + 14/9*z + 1
*
[ 5/2 ] 
f(z) = -52/125*z^3 + 16/5*z + 1
*
[ 3/2 ] 
f(z) = -52/135*z^3 + 6/5*z + 1
*
[ 5/6 ] 
f(z) = -51/125*z^3 + 1/12*z + 1
*
[ 5 ] 
f(z) = -51/125*z^3 + 11*z + 1
*
[ 6/7 ] 
f(z) = -49/120*z^3 + 2/15*z + 1
*
-10/7 | 0.12792139405522476022322174748246467820 | 0.026719919516955389079053542802276820071
f(z) = -49/120*z^3 + 8/15*z + 1
*
[ 11/7 ] 
f(z) = -49/121*z^3 + 15/11*z + 1
*
[ -10/7 ] 
f(z) = -49/125*z^3 + 5/2*z + 1
*
-10/7 | 0.095118132423787019242570844615102412633 | 0.014775054646241549486975527919267418996
f(z) = -49/125*z^3 + 5/4*z + 1
*
[ 15/7 ] 
f(z) = -49/125*z^3 + 7/3*z + 1
*
-15/7 | 0.089413760962749355453598712932787090114 | 0.016875878656737444478983046696831043719
f(z) = -49/125*z^3 + 8/5*z + 1
*
[ -5 ] 
f(z) = -49/125*z^3 + 11*z + 1
*
15/7 | 0.17079190540693962758117146198830862476 | 0.023635063027959697275082105630526084216
f(z) = -49/125*z^3 + 11/9*z + 1
*
[ 10/7 ] 
f(z) = -49/125*z^3 + 11/10*z + 1
*
[ 5/4 ] 
f(z) = -49/125*z^3 + 13/16*z + 1
*
20/21 | 0.17079199807041371324517283127705513798 | 0.022871770605731339371632036868145998276
f(z) = -49/125*z^3 + 14/9*z + 1
*
-45/14 | 0.12940652619369596237726242979342809026 | 0.016890435133820608471182999888281747196
f(z) = -49/125*z^3 + 17/4*z + 1
*
[ 8/7 ] 
f(z) = -49/128*z^3 + 5/8*z + 1
*
-12/7 | 0.064180552299601918531472189730191391502 | 0.012412871282687017654261533922235557506
f(z) = -49/128*z^3 + 11/8*z + 1
*
-8/7 | 0.089852412294807725294826386114948814380 | 0.016394514134497552637443909284402286634
f(z) = -49/128*z^3 + 15/8*z + 1
*
[ 6/7 ] 
f(z) = -49/135*z^3 + 1/10*z + 1
*
[ 15/7 ] 
f(z) = -49/135*z^3 + 11/5*z + 1
*
[ -3/7 ] 
f(z) = -49/135*z^3 + 17/5*z + 1
*
-12/7 | 0.16643125402423105616294207891064615162 | 0.026670496329585979692856917459589195284
f(z) = -49/135*z^3 + 19/10*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -49/136*z^3 + 16/17*z + 1
*
[ 5/6 ] 
f(z) = -48/125*z^3 + 1/15*z + 1
*
[ 5/2 ] 
f(z) = -48/125*z^3 + 3*z + 1
*
[ 5/4 ] 
f(z) = -48/125*z^3 + 4/5*z + 1
*
5/2 | 0.095118893712934561563900623385814207591 | 0.014041297617058591401780271598867612926
f(z) = -48/125*z^3 + 7/4*z + 1
*
[ -5/3 ] 
f(z) = -48/125*z^3 + 8/3*z + 1
*
5/12 | 0.16124467863908526431123799151645008887 | 0.022313868643115664590835351816953643253
f(z) = -48/125*z^3 + 11/3*z + 1
*
[ -5/8 ] 
f(z) = -48/125*z^3 + 11/4*z + 1
*
[ -5/4 ] 
f(z) = -48/125*z^3 + 12/5*z + 1
*
5/2 | 0.16643060436942038935747139587732016610 | 0.022511116165647106966397777306553894442
f(z) = -48/125*z^3 + 13/6*z + 1
*
[ -5/2 ] 
f(z) = -48/125*z^3 + 19/5*z + 1
*
-2 | 0.068312673854405816934952791731153892398 | 0.014079193685659488793526318513319425176
f(z) = -47/120*z^3 + 16/15*z + 1
*
[ 5/3 ] 
f(z) = -47/125*z^3 + 13/9*z + 1
*
[ -5/2 ] 
f(z) = -47/125*z^3 + 15/4*z + 1
*
[ 3 ] 
f(z) = -47/135*z^3 + 19/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -47/136*z^3 + 15/17*z + 1
*
[ 5/6 ] 
f(z) = -46/125*z^3 + 1/18*z + 1
*
[ 5 ] 
f(z) = -46/125*z^3 + 10*z + 1
*
[ -5/4 ] 
f(z) = -46/125*z^3 + 19/8*z + 1
*
[ 3/2 ] 
f(z) = -46/135*z^3 + 11/10*z + 1
*
[ 4/3 ] 
f(z) = -45/128*z^3 + 7/8*z + 1
*
[ -4/3 ] 
f(z) = -45/128*z^3 + 19/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -45/136*z^3 + 14/17*z + 1
*
[ 5/4 ] 
f(z) = -44/125*z^3 + 3/4*z + 1
*
[ -5 ] 
f(z) = -44/125*z^3 + 10*z + 1
*
[ 5/2 ] 
f(z) = -44/125*z^3 + 14/5*z + 1
*
15/22 | 0.22262962140180393992570571728840649663 | 0.029540720594358110189580296393219727161
f(z) = -44/125*z^3 + 15/11*z + 1
*
[ -5/2 ] 
f(z) = -44/125*z^3 + 18/5*z + 1
*
[ -3/2 ] 
f(z) = -44/135*z^3 + 12/5*z + 1
*
[ 3/2 ] 
f(z) = -44/135*z^3 + 16/15*z + 1
*
[ 3 ] 
f(z) = -44/135*z^3 + 18/5*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -43/120*z^3 + 14/15*z + 1
*
[ 5/2 ] 
f(z) = -43/125*z^3 + 11/4*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -43/136*z^3 + 13/17*z + 1
*
[ 5/3 ] 
f(z) = -42/125*z^3 + 4/3*z + 1
*
[ -5/2 ] 
f(z) = -42/125*z^3 + 7/2*z + 1
*
-5/2 | 0.089414903113224629897581340492200954225 | 0.012373694559379891148297428298525625864
f(z) = -42/125*z^3 + 11/6*z + 1
*
[ -5/7 ] 
f(z) = -42/125*z^3 + 18/7*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -41/120*z^3 + 13/15*z + 1
*
[ 5 ] 
f(z) = -41/125*z^3 + 9*z + 1
*
[ 3 ] 
f(z) = -41/135*z^3 + 17/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -41/136*z^3 + 12/17*z + 1
*
[ 15/14 ] 
f(z) = -56/135*z^3 + 19/35*z + 1
*
-5/9 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = -54/125*z^3 + 13/30*z + 1
*
[ 10/9 ] 
f(z) = -54/125*z^3 + 19/30*z + 1
*
[ 5/4 ] 
f(z) = -52/125*z^3 + 17/20*z + 1
*
[ 11/10 ] 
f(z) = -50/121*z^3 + 13/22*z + 1
*
[ 20/21 ] 
f(z) = -49/125*z^3 + 11/36*z + 1
*
12/7 | 0.12206998849229556824776778954431518757 | 0.020513749131043266693464395062217789652
f(z) = -49/128*z^3 + 5/24*z + 1
*
[ 11/12 ] 
f(z) = -48/121*z^3 + 8/33*z + 1
*
[ 5/6 ] 
f(z) = -42/125*z^3 + 1/30*z + 1
*
[ 5/6 ] 
f(z) = -41/125*z^3 + 1/36*z + 1
*
[ 15/19 ] 
f(z) = -57/125*z^3 + 1/57*z + 1
*
[ 4/5 ] 
f(z) = -55/128*z^3 + 1/40*z + 1
*
[ 5/6 ] 
f(z) = -52/125*z^3 + 4/45*z + 1
*
10/17 | 0.24681395869390646971390521950551745417 | 0.028174661186144606504844393592436748157
f(z) = -51/125*z^3 + 14/51*z + 1
*
[ 6/7 ] 
f(z) = -49/136*z^3 + 5/51*z + 1
*
[ 15/16 ] 
f(z) = -48/125*z^3 + 13/48*z + 1
*
[ 5/6 ] 
f(z) = -44/125*z^3 + 2/45*z + 1
*
[ 15/14 ] 
f(z) = -42/125*z^3 + 19/42*z + 1
*
[ 5/6 ] 
f(z) = -57/125*z^3 + 7/60*z + 1
*
[ 11/14 ] 
f(z) = -56/121*z^3 + 1/77*z + 1
*
3/7 | 0.12545027624387857999212490981522280107 | 0.016628413814121268885495196735965248287
f(z) = -56/135*z^3 + 17/70*z + 1
*
[ 6/7 ] 
f(z) = -49/132*z^3 + 7/66*z + 1
*
-6/7 | 0.17768897944633987863008032012965429698 | 0.028242394783380537982647999372381085879
f(z) = -49/135*z^3 + 11/60*z + 1
*
[ 8/9 ] 
f(z) = -45/128*z^3 + 11/72*z + 1
*
[ 5/6 ] 
f(z) = -58/125*z^3 + 11/90*z + 1
*
[ 6/7 ] 
f(z) = -49/128*z^3 + 11/96*z + 1
*
10/9 | 0.11936505507214015229827662219806126333 | 0.014908765312553851701640191947512686541
f(z) = -54/125*z^3 + 1/120*z + 1
*
-5/12 | 0.21305436643030803967662762977137402123 | 0.026610615192232102252007233687325552230
f(z) = -54/125*z^3 + 17/120*z + 1
*
9/7 | 0.089418815949346946083062422486936728336 | 0.018677591681314321591679181160085479509
f(z) = -49/120*z^3 + 1/120*z + 1
*
[ 6/7 ] 
f(z) = -49/138*z^3 + 13/138*z + 1
*
[ 11/13 ] 
f(z) = -52/121*z^3 + 18/143*z + 1
*
[ 5/6 ] 
f(z) = -53/125*z^3 + 17/180*z + 1
*
[ 5/6 ] 
f(z) = -49/125*z^3 + 13/180*z + 1
*
[ 5/6 ] 
f(z) = -47/125*z^3 + 11/180*z + 1
*
[ 5/6 ] 
f(z) = -43/125*z^3 + 7/180*z + 1
*
[ 4/5 ] 
f(z) = -59/128*z^3 + 9/200*z + 1
*
[ 4/5 ] 
f(z) = -57/128*z^3 + 7/200*z + 1
*
[ 4/5 ] 
f(z) = -53/128*z^3 + 3/200*z + 1
*
[ 4/5 ] 
f(z) = -51/128*z^3 + 1/200*z + 1
*
-2 | 0.068314223389367281024530590893851228604 | 0.013212345972818973300936179554514574962
f(z) = -59/120*z^3 + 22/15*z + 1
*
[ 2 ] 
f(z) = -59/120*z^3 + 37/15*z + 1
*
[ 3 ] 
f(z) = -59/135*z^3 + 23/5*z + 1
*
-2 | 0.090975412010977177059095872198740518348 | 0.017754889061802547770591403029773116682
f(z) = -59/136*z^3 + 21/17*z + 1
*
[ 2 ] 
f(z) = -59/136*z^3 + 38/17*z + 1
*
[ -5/3 ] 
f(z) = -58/125*z^3 + 26/9*z + 1
*
[ -3 ] 
f(z) = -58/135*z^3 + 26/5*z + 1
*
-2 | 0.090975320684752240268286906669575153414 | 0.017925557625568881587000117598293966411
f(z) = -57/136*z^3 + 20/17*z + 1
*
[ 2 ] 
f(z) = -57/136*z^3 + 37/17*z + 1
*
[ -5/2 ] 
f(z) = -56/125*z^3 + 21/5*z + 1
*
[ -5/14 ] 
f(z) = -56/125*z^3 + 27/7*z + 1
*
5/2 | 0.16522292997748392102121376472952835476 | 0.025086338260816191669491744909076945685
f(z) = -56/125*z^3 + 29/10*z + 1
*
[ 3 ] 
f(z) = -56/135*z^3 + 22/5*z + 1
*
3/4 | 0.089414297034962520954075174220402158178 | 0.013419258044907760682846427621872295946
f(z) = -56/135*z^3 + 29/10*z + 1
*
-3/2 | 0.19303750217931089246469364162958177510 | 0.028683885367195169262789761042105036676
f(z) = -56/135*z^3 + 31/10*z + 1
*
[ 2 ] 
f(z) = -55/136*z^3 + 36/17*z + 1
*
10/3 | 0.089563891242782626920902697634881236190 | 0.011246365026474621540152882173070526281
f(z) = -54/125*z^3 + 23/6*z + 1
*
[ 5/2 ] 
f(z) = -54/125*z^3 + 33/10*z + 1
*
-5/6 | 0.10985208810055958533068391269943877897 | 0.013103115409115368383233101952999255662
f(z) = -54/125*z^3 + 35/6*z + 1
*
10/3 | 0.23658236326000596486903690704410009620 | 0.027859848688028253352198234969908420945
f(z) = -54/125*z^3 + 39/8*z + 1
*
[ 2 ] 
f(z) = -53/120*z^3 + 34/15*z + 1
*
[ -5/3 ] 
f(z) = -53/125*z^3 + 25/9*z + 1
*
[ 3 ] 
f(z) = -53/135*z^3 + 21/5*z + 1
*
[ 2 ] 
f(z) = -53/136*z^3 + 35/17*z + 1
*
[ -3 ] 
f(z) = -52/135*z^3 + 24/5*z + 1
*
[ -3/2 ] 
f(z) = -52/135*z^3 + 38/15*z + 1
*
[ 5/3 ] 
f(z) = -51/125*z^3 + 23/15*z + 1
*
[ -10/3 ] 
f(z) = -51/125*z^3 + 35/6*z + 1
*
[ -5/4 ] 
f(z) = -51/125*z^3 + 39/16*z + 1
*
[ 11/5 ] 
f(z) = -50/121*z^3 + 28/11*z + 1
*
[ -11/5 ] 
f(z) = -50/121*z^3 + 38/11*z + 1
*
[ -6/7 ] 
f(z) = -49/120*z^3 + 37/15*z + 1
*
[ -11/7 ] 
f(z) = -49/121*z^3 + 29/11*z + 1
*
-20/7 | 0.16643434367994905306372474130950651257 | 0.024784041968271073405839505083613177072
f(z) = -49/125*z^3 + 33/10*z + 1
*
4/7 | 0.098647653673630310483392127572760467147 | 0.016255889149359061122208694251470133988
f(z) = -49/128*z^3 + 27/8*z + 1
*
3/7 | 0.062138535371475273706335506785671554435 | 0.011390445045763524269631389101786853400
f(z) = -49/135*z^3 + 26/15*z + 1
*
-3/7 | 0.19531433838575280222384687548110708266 | 0.028885933060851872114405855613534844246
f(z) = -49/135*z^3 + 32/5*z + 1
*
[ 2 ] 
f(z) = -49/136*z^3 + 33/17*z + 1
*
[ -15/4 ] 
f(z) = -48/125*z^3 + 20/3*z + 1
*
[ 5/3 ] 
f(z) = -48/125*z^3 + 22/15*z + 1
*
-5/2 | 0.18840472521695584068476626312738687856 | 0.029649630727724300830603268548767541061
f(z) = -48/125*z^3 + 23/10*z + 1
*
5/12 | 0.16567873349008742039073636240305352655 | 0.020488539147669399726534415042975176208
f(z) = -48/125*z^3 + 26/3*z + 1
*
[ 2 ] 
f(z) = -47/120*z^3 + 31/15*z + 1
*
[ 2 ] 
f(z) = -47/136*z^3 + 32/17*z + 1
*
[ 5/2 ] 
f(z) = -46/125*z^3 + 29/10*z + 1
*
[ -5/2 ] 
f(z) = -46/125*z^3 + 37/10*z + 1
*
[ -3 ] 
f(z) = -46/135*z^3 + 22/5*z + 1
*
[ 8/3 ] 
f(z) = -45/128*z^3 + 25/8*z + 1
*
[ -8/3 ] 
f(z) = -45/128*z^3 + 31/8*z + 1
*
[ 2 ] 
f(z) = -45/136*z^3 + 31/17*z + 1
*
[ -5/6 ] 
f(z) = -44/125*z^3 + 22/9*z + 1
*
[ -5/11 ] 
f(z) = -44/125*z^3 + 36/11*z + 1
*
[ 2 ] 
f(z) = -43/120*z^3 + 29/15*z + 1
*
[ -5/3 ] 
f(z) = -43/125*z^3 + 23/9*z + 1
*
[ -3 ] 
f(z) = -43/135*z^3 + 21/5*z + 1
*
[ 2 ] 
f(z) = -43/136*z^3 + 30/17*z + 1
*
[ 5/2 ] 
f(z) = -42/125*z^3 + 27/10*z + 1
*
[ -5/3 ] 
f(z) = -42/125*z^3 + 38/15*z + 1
*
[ 2 ] 
f(z) = -41/120*z^3 + 28/15*z + 1
*
[ -5/4 ] 
f(z) = -41/125*z^3 + 37/16*z + 1
*
[ 2 ] 
f(z) = -41/136*z^3 + 29/17*z + 1
*
[ 4/3 ] 
f(z) = -57/128*z^3 + 25/24*z + 1
*
-2 | 0.089852707506596599480069862137252668125 | 0.017793122690548937903550751776164961620
f(z) = -55/128*z^3 + 39/32*z + 1
*
[ 11/9 ] 
f(z) = -54/121*z^3 + 28/33*z + 1
*
5/3 | 0.18310421447139251727593234806551371212 | 0.027658941035692744648675160913134955988
f(z) = -54/125*z^3 + 23/30*z + 1
*
-2 | 0.089852616359865474578047750970337555333 | 0.017980548241186605046648729935970124911
f(z) = -53/128*z^3 + 37/32*z + 1
*
[ 4/3 ] 
f(z) = -51/128*z^3 + 23/24*z + 1
*
-2 | 0.089852539840936018509938317147472771521 | 0.018182727958995411951991797257309015479
f(z) = -51/128*z^3 + 35/32*z + 1
*
-2 | 0.089852451436282268118092754828530418300 | 0.018401821917176671431644243770118346570
f(z) = -49/128*z^3 + 33/32*z + 1
*
[ 12/7 ] 
f(z) = -49/128*z^3 + 37/24*z + 1
*
[ 3/2 ] 
f(z) = -49/135*z^3 + 23/20*z + 1
*
-15/8 | 0.089414753648789483386679822446482785637 | 0.013440041265584348947078436993223419837
f(z) = -48/125*z^3 + 31/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -47/128*z^3 + 31/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -45/128*z^3 + 29/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -43/128*z^3 + 27/32*z + 1
*
[ 3/2 ] 
f(z) = -43/135*z^3 + 21/20*z + 1
*
10/21 | 0.19752057630251164518220292796377168409 | 0.023906243272201665112085117620920998506
f(z) = -42/125*z^3 + 31/21*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -41/128*z^3 + 25/32*z + 1
*
[ 11/10 ] 
f(z) = -60/121*z^3 + 38/55*z + 1
*
[ 5/4 ] 
f(z) = -58/125*z^3 + 37/40*z + 1
*
-3/4 | 0.19330096647821351562041982927512389862 | 0.027674848572080668155119556228161854148
f(z) = -58/135*z^3 + 23/40*z + 1
*
15/8 | 0.17926666326867863582816087960802713959 | 0.025665561069721910849394881453460076081
f(z) = -56/135*z^3 + 29/40*z + 1
*
-4/5 | 0.19364475036982987015677624727283106839 | 0.029969156402950185150370075102813118633
f(z) = -55/128*z^3 + 21/40*z + 1
*
[ 9/7 ] 
f(z) = -49/135*z^3 + 37/45*z + 1
*
-5/48 | 0.19210272216793688229885036333873411307 | 0.022082004310350692732850795061851290714
f(z) = -48/125*z^3 + 29/48*z + 1
*
[ 10/9 ] 
f(z) = -48/125*z^3 + 31/54*z + 1
*
[ 5/4 ] 
f(z) = -46/125*z^3 + 31/40*z + 1
*
-8/5 | 0.19364475036982987015677624727283106839 | 0.029969156402950185150370075102813118633
f(z) = -45/128*z^3 + 21/40*z + 1
*
[ 5/4 ] 
f(z) = -42/125*z^3 + 29/40*z + 1
*
5/28 | 0.19751998888876559045903085125853192731 | 0.026451074564090123307606484712207479893
f(z) = -56/125*z^3 + 29/70*z + 1
*
[ 15/14 ] 
f(z) = -49/125*z^3 + 31/60*z + 1
*
[ 15/14 ] 
f(z) = -49/135*z^3 + 29/60*z + 1
*
[ 11/12 ] 
f(z) = -54/121*z^3 + 25/88*z + 1
*
[ 16/15 ] 
f(z) = -45/128*z^3 + 37/80*z + 1
*
[ 10/11 ] 
f(z) = -44/125*z^3 + 21/110*z + 1
*
[ 11/12 ] 
f(z) = -45/121*z^3 + 39/176*z + 1
*
[ 5/6 ] 
f(z) = -59/125*z^3 + 23/180*z + 1
*
[ 6/7 ] 
f(z) = -49/124*z^3 + 23/186*z + 1
*
5/3 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = -44/125*z^3 + 23/180*z + 1
*
[ 6/7 ] 
f(z) = -56/135*z^3 + 29/210*z + 1
*
-5/4 | 0.22263092568051137865419941128665175467 | 0.025849734517893160206738564653595855550
f(z) = -44/125*z^3 + 37/220*z + 1
*
[ 6/7 ] 
f(z) = -49/123*z^3 + 31/246*z + 1
*
[ 6/7 ] 
f(z) = -49/129*z^3 + 29/258*z + 1
*
[ -2 ] 
f(z) = -59/120*z^3 + 52/15*z + 1
*
[ -2 ] 
f(z) = -59/136*z^3 + 55/17*z + 1
*
[ -5/2 ] 
f(z) = -58/125*z^3 + 43/10*z + 1
*
[ -5/3 ] 
f(z) = -57/125*z^3 + 43/15*z + 1
*
-5/3 | 0.11878561234138225740580574038246523460 | 0.016318231832830055001037805602720795438
f(z) = -57/125*z^3 + 58/15*z + 1
*
[ -2 ] 
f(z) = -57/136*z^3 + 54/17*z + 1
*
5/6 | 0.17752865505050968736687335384920655599 | 0.020456236205427757360080791790458982088
f(z) = -56/125*z^3 + 47/18*z + 1
*
-15/4 | 0.18925616398576457484622663731233658192 | 0.025938246233353354805942784962170833523
f(z) = -56/125*z^3 + 59/10*z + 1
*
-3/2 | 0.19737838359913446256211707706285513270 | 0.028159062410824672439930745761527826272
f(z) = -56/135*z^3 + 41/10*z + 1
*
-15/4 | 0.19637724652762141472752582216055895762 | 0.026633294103038303343843398211395062304
f(z) = -56/135*z^3 + 59/10*z + 1
*
[ -2 ] 
f(z) = -55/136*z^3 + 53/17*z + 1
*
[ -5/2 ] 
f(z) = -54/125*z^3 + 41/10*z + 1
*
[ -20/9 ] 
f(z) = -54/125*z^3 + 43/12*z + 1
*
[ -5/9 ] 
f(z) = -54/125*z^3 + 44/15*z + 1
*
[ 5 ] 
f(z) = -54/125*z^3 + 58/5*z + 1
*
-5/9 | 0.090827411599180359310899996874213008233 | 0.012448227403440770218095954672867379551
f(z) = -54/125*z^3 + 59/15*z + 1
*
[ -2 ] 
f(z) = -53/120*z^3 + 49/15*z + 1
*
[ 5 ] 
f(z) = -53/125*z^3 + 57/5*z + 1
*
[ -5 ] 
f(z) = -53/125*z^3 + 59/5*z + 1
*
[ 4 ] 
f(z) = -53/128*z^3 + 59/8*z + 1
*
[ -2 ] 
f(z) = -53/136*z^3 + 52/17*z + 1
*
[ 5 ] 
f(z) = -52/125*z^3 + 56/5*z + 1
*
-5/2 | 0.24670273745146423457937648940754331778 | 0.027808881418881327349368241628232975962
f(z) = -52/125*z^3 + 57/13*z + 1
*
[ -5 ] 
f(z) = -52/125*z^3 + 58/5*z + 1
*
[ -5/3 ] 
f(z) = -51/125*z^3 + 41/15*z + 1
*
10/3 | 0.10330540923298779586234591523409589832 | 0.014260376142311675886894553116100328063
f(z) = -51/125*z^3 + 56/15*z + 1
*
[ -5 ] 
f(z) = -51/125*z^3 + 57/5*z + 1
*
[ 4 ] 
f(z) = -51/128*z^3 + 57/8*z + 1
*
[ -5/21 ] 
f(z) = -49/125*z^3 + 47/9*z + 1
*
[ -15/7 ] 
f(z) = -49/125*z^3 + 49/15*z + 1
*
5/14 | 0.24949486977896903483354415390610971028 | 0.028356182749790685447118484101204279436
f(z) = -49/125*z^3 + 53/4*z + 1
*
[ 5 ] 
f(z) = -49/125*z^3 + 53/5*z + 1
*
[ 16/7 ] 
f(z) = -49/128*z^3 + 41/16*z + 1
*
[ -16/7 ] 
f(z) = -49/128*z^3 + 55/16*z + 1
*
[ -4 ] 
f(z) = -49/128*z^3 + 59/8*z + 1
*
[ -15/7 ] 
f(z) = -49/135*z^3 + 47/15*z + 1
*
[ 3 ] 
f(z) = -49/135*z^3 + 59/15*z + 1
*
[ -2 ] 
f(z) = -49/136*z^3 + 50/17*z + 1
*
[ 11/4 ] 
f(z) = -48/121*z^3 + 40/11*z + 1
*
[ -11/4 ] 
f(z) = -48/121*z^3 + 48/11*z + 1
*
[ 5 ] 
f(z) = -48/125*z^3 + 52/5*z + 1
*
[ -5/12 ] 
f(z) = -48/125*z^3 + 52/15*z + 1
*
-5/8 | 0.22905725016425538380659434923983306488 | 0.026033357926663287281389671902105055311
f(z) = -48/125*z^3 + 53/12*z + 1
*
[ -5 ] 
f(z) = -48/125*z^3 + 54/5*z + 1
*
[ -2 ] 
f(z) = -47/120*z^3 + 46/15*z + 1
*
[ 5 ] 
f(z) = -47/125*z^3 + 51/5*z + 1
*
[ -5 ] 
f(z) = -47/125*z^3 + 53/5*z + 1
*
[ 4 ] 
f(z) = -47/128*z^3 + 53/8*z + 1
*
[ -4 ] 
f(z) = -47/128*z^3 + 57/8*z + 1
*
[ -2 ] 
f(z) = -47/136*z^3 + 49/17*z + 1
*
[ -5 ] 
f(z) = -46/125*z^3 + 52/5*z + 1
*
[ 3 ] 
f(z) = -46/135*z^3 + 56/15*z + 1
*
[ 4 ] 
f(z) = -45/128*z^3 + 51/8*z + 1
*
[ -4 ] 
f(z) = -45/128*z^3 + 55/8*z + 1
*
[ -2/3 ] 
f(z) = -45/136*z^3 + 45/17*z + 1
*
[ -2 ] 
f(z) = -45/136*z^3 + 48/17*z + 1
*
[ 5 ] 
f(z) = -44/125*z^3 + 48/5*z + 1
*
[ -2 ] 
f(z) = -43/120*z^3 + 44/15*z + 1
*
[ 5 ] 
f(z) = -43/125*z^3 + 47/5*z + 1
*
[ -5 ] 
f(z) = -43/125*z^3 + 49/5*z + 1
*
[ 4 ] 
f(z) = -43/128*z^3 + 49/8*z + 1
*
[ -4 ] 
f(z) = -43/128*z^3 + 53/8*z + 1
*
[ 3 ] 
f(z) = -43/135*z^3 + 53/15*z + 1
*
[ -2 ] 
f(z) = -43/136*z^3 + 47/17*z + 1
*
[ 5 ] 
f(z) = -42/125*z^3 + 46/5*z + 1
*
-30/7 | 0.24446925733647951991359392355047329071 | 0.028239635479017652643710982913654660838
f(z) = -42/125*z^3 + 46/7*z + 1
*
[ -5 ] 
f(z) = -42/125*z^3 + 48/5*z + 1
*
-5/7 | 0.13580654514771570590683976221792172444 | 0.015435007606520890165334963213538271563
f(z) = -42/125*z^3 + 53/7*z + 1
*
-5/3 | 0.12508315878186375224759553982063864228 | 0.017398837157936212291247505544701199293
f(z) = -42/125*z^3 + 53/15*z + 1
*
[ -2 ] 
f(z) = -41/120*z^3 + 43/15*z + 1
*
[ -5 ] 
f(z) = -41/125*z^3 + 47/5*z + 1
*
[ 4 ] 
f(z) = -41/128*z^3 + 47/8*z + 1
*
[ -4 ] 
f(z) = -41/128*z^3 + 51/8*z + 1
*
[ -2 ] 
f(z) = -41/136*z^3 + 46/17*z + 1
*
-2 | 0.089852535091597045946676617076927378447 | 0.017455586498699866891134641723463815373
f(z) = -59/128*z^3 + 43/32*z + 1
*
[ -3/2 ] 
f(z) = -59/135*z^3 + 53/20*z + 1
*
-2 | 0.089852793990421880494360303473991756084 | 0.017618656343663608608821663786607148808
f(z) = -57/128*z^3 + 41/32*z + 1
*
4/3 | 0.19254128066878440225867195459308821275 | 0.028890975941128652028023151097516294341
f(z) = -57/128*z^3 + 49/24*z + 1
*
[ 15/8 ] 
f(z) = -56/125*z^3 + 49/24*z + 1
*
[ 11/6 ] 
f(z) = -54/121*z^3 + 43/22*z + 1
*
5/2 | 0.089414903113224629897581340492200954225 | 0.012574704581211488454739692120134520853
f(z) = -54/125*z^3 + 49/30*z + 1
*
[ -3/2 ] 
f(z) = -53/135*z^3 + 51/20*z + 1
*
[ -5/4 ] 
f(z) = -52/125*z^3 + 49/20*z + 1
*
[ -3/4 ] 
f(z) = -52/135*z^3 + 51/20*z + 1
*
-8/3 | 0.19262867167868130739138491363805346416 | 0.028567711944385984010221969864027288148
f(z) = -51/128*z^3 + 53/24*z + 1
*
[ -4/3 ] 
f(z) = -51/128*z^3 + 59/24*z + 1
*
[ -11/10 ] 
f(z) = -50/121*z^3 + 53/22*z + 1
*
[ -12/7 ] 
f(z) = -49/135*z^3 + 53/20*z + 1
*
[ 11/6 ] 
f(z) = -48/121*z^3 + 59/33*z + 1
*
-5/2 | 0.095652685089697897222357132309189476257 | 0.013376685582102586198619848687466746187
f(z) = -48/125*z^3 + 51/20*z + 1
*
-5/6 | 0.086951641993233735399725436702720556703 | 0.011917039069779140440761583688955182654
f(z) = -48/125*z^3 + 59/30*z + 1
*
[ 5/2 ] 
f(z) = -47/125*z^3 + 59/20*z + 1
*
[ -3/2 ] 
f(z) = -47/135*z^3 + 49/20*z + 1
*
[ -5/4 ] 
f(z) = -44/125*z^3 + 47/20*z + 1
*
[ 2 ] 
f(z) = -43/128*z^3 + 59/32*z + 1
*
[ 5/2 ] 
f(z) = -41/125*z^3 + 53/20*z + 1
*
[ 2 ] 
f(z) = -41/128*z^3 + 57/32*z + 1
*
[ -3/2 ] 
f(z) = -41/135*z^3 + 47/20*z + 1
*
[ 8/5 ] 
f(z) = -55/128*z^3 + 59/40*z + 1
*
[ 11/8 ] 
f(z) = -48/121*z^3 + 45/44*z + 1
*
-5/3 | 0.26085461901065091823854673777883079377 | 0.029647267915151943636824196447898512207
f(z) = -48/125*z^3 + 53/48*z + 1
*
[ 15/11 ] 
f(z) = -44/135*z^3 + 48/55*z + 1
*
-55/42 | 0.19752037036583276081696520146214386574 | 0.023058691823984753695137238737759325150
f(z) = -42/125*z^3 + 41/42*z + 1
*
[ 5/3 ] 
f(z) = -41/125*z^3 + 59/45*z + 1
*
-10/9 | 0.20247671903390014465042937497337736500 | 0.027686396459666821653920344213488385565
f(z) = -54/125*z^3 + 41/60*z + 1
*
[ 15/13 ] 
f(z) = -52/135*z^3 + 42/65*z + 1
*
-12/7 | 0.093985733898528795679346381286384020786 | 0.019631518746790152705065594756497174311
f(z) = -49/120*z^3 + 47/60*z + 1
*
-4/7 | 0.074116130041317679943534537666307630175 | 0.015481202688873623417847805391898559279
f(z) = -49/120*z^3 + 53/60*z + 1
*
-5/24 | 0.095119166040207908964752041817836980087 | 0.013006467876739703983406218546740263970
f(z) = -48/125*z^3 + 49/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -45/124*z^3 + 59/62*z + 1
*
[ 4/3 ] 
f(z) = -45/136*z^3 + 57/68*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -43/124*z^3 + 55/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -43/132*z^3 + 53/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -41/124*z^3 + 51/62*z + 1
*
[ 4/3 ] 
f(z) = -41/128*z^3 + 59/72*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -41/132*z^3 + 49/66*z + 1
*
-3/4 | 0.20914212153685349920606450405257705312 | 0.027239624866784789092222617336189343600
f(z) = -49/135*z^3 + 43/80*z + 1
*
[ 5/4 ] 
f(z) = -43/125*z^3 + 59/80*z + 1
*
-3/4 | 0.22699277798983527656460647656833732853 | 0.029564575870590075646519390535988673705
f(z) = -43/135*z^3 + 41/80*z + 1
*
[ 5/4 ] 
f(z) = -41/125*z^3 + 57/80*z + 1
*
[ 11/12 ] 
f(z) = -60/121*z^3 + 43/132*z + 1
*
15/28 | 0.27889867693825519722904901695649679432 | 0.028857769864803222982663476872161305078
f(z) = -56/125*z^3 + 47/126*z + 1
*
-35/24 | 0.19667317147617387772268105392930524119 | 0.023712562621430674266813314378026040264
f(z) = -54/125*z^3 + 51/160*z + 1
*
[ 11/12 ] 
f(z) = -56/121*z^3 + 59/198*z + 1
*
10/21 | 0.23541290906127574709743659871241868113 | 0.027985923892625564031670371189910932368
f(z) = -49/125*z^3 + 43/180*z + 1
*
[ 8/9 ] 
f(z) = -57/128*z^3 + 49/216*z + 1
*
[ 8/9 ] 
f(z) = -51/128*z^3 + 41/216*z + 1
*
[ 10/11 ] 
f(z) = -52/125*z^3 + 59/242*z + 1
*
[ 15/17 ] 
f(z) = -51/125*z^3 + 47/255*z + 1
*
12/7 | 0.16785477521848335750536829208783007707 | 0.021862172361315904949442438592831550202
f(z) = -49/135*z^3 + 41/240*z + 1
*
[ 10/11 ] 
f(z) = -47/125*z^3 + 51/242*z + 1
*
[ 10/11 ] 
f(z) = -42/125*z^3 + 43/242*z + 1
*
[ 11/12 ] 
f(z) = -42/121*z^3 + 53/264*z + 1
*
15/8 | 0.14684305560328860474569386903394512786 | 0.016442637715299848508321749808779836893
f(z) = -56/135*z^3 + 59/280*z + 1
*
[ 5 ] 
f(z) = -59/125*z^3 + 63/5*z + 1
*
[ 4 ] 
f(z) = -59/128*z^3 + 65/8*z + 1
*
[ -4 ] 
f(z) = -59/128*z^3 + 69/8*z + 1
*
[ -3 ] 
f(z) = -59/135*z^3 + 79/15*z + 1
*
[ 5 ] 
f(z) = -58/125*z^3 + 62/5*z + 1
*
[ -5 ] 
f(z) = -58/125*z^3 + 64/5*z + 1
*
[ 3 ] 
f(z) = -58/135*z^3 + 68/15*z + 1
*
[ 5 ] 
f(z) = -57/125*z^3 + 61/5*z + 1
*
[ -5 ] 
f(z) = -57/125*z^3 + 63/5*z + 1
*
[ 4 ] 
f(z) = -57/128*z^3 + 63/8*z + 1
*
[ -4 ] 
f(z) = -57/128*z^3 + 67/8*z + 1
*
[ -5 ] 
f(z) = -56/125*z^3 + 62/5*z + 1
*
[ -15/2 ] 
f(z) = -56/125*z^3 + 79/3*z + 1
*
[ -15/4 ] 
f(z) = -56/135*z^3 + 71/10*z + 1
*
[ -3 ] 
f(z) = -56/135*z^3 + 76/15*z + 1
*
[ 4 ] 
f(z) = -55/128*z^3 + 61/8*z + 1
*
[ -4 ] 
f(z) = -55/128*z^3 + 65/8*z + 1
*
[ 11/3 ] 
f(z) = -54/121*z^3 + 74/11*z + 1
*
[ -10/3 ] 
f(z) = -54/125*z^3 + 61/10*z + 1
*
-10/9 | 0.16360475001494753428551492131191607316 | 0.021747445818950888734457857732625695336
f(z) = -54/125*z^3 + 74/15*z + 1
*
[ -4 ] 
f(z) = -53/128*z^3 + 63/8*z + 1
*
[ -3 ] 
f(z) = -53/135*z^3 + 73/15*z + 1
*
[ 15/4 ] 
f(z) = -52/125*z^3 + 79/12*z + 1
*
[ 3 ] 
f(z) = -52/135*z^3 + 62/15*z + 1
*
[ -4 ] 
f(z) = -51/128*z^3 + 61/8*z + 1
*
26/7 | 0.10441804585671898792654148396525707306 | 0.016256271391949894988312258917046949340
f(z) = -49/120*z^3 + 77/15*z + 1
*
-30/7 | 0.20025318877736257511592373361264357643 | 0.026766249795647713791218993026607635047
f(z) = -49/125*z^3 + 71/10*z + 1
*
-30/7 | 0.20532112478765595036841318289731426180 | 0.027720959042062061231876199950440155238
f(z) = -49/135*z^3 + 61/10*z + 1
*
[ -30/7 ] 
f(z) = -49/135*z^3 + 79/10*z + 1
*
[ -2/7 ] 
f(z) = -49/136*z^3 + 77/17*z + 1
*
-5/4 | 0.13352346797793767028033528198935223796 | 0.018216647722304158050952802433624788628
f(z) = -48/125*z^3 + 61/15*z + 1
*
[ -10 ] 
f(z) = -48/125*z^3 + 79/2*z + 1
*
-35/6 | 0.25303886646862665168153211750804922765 | 0.027510918172752159611338701001685508818
f(z) = -48/125*z^3 + 79/6*z + 1
*
[ 10 ] 
f(z) = -47/125*z^3 + 77/2*z + 1
*
[ -3 ] 
f(z) = -47/135*z^3 + 67/15*z + 1
*
[ 11/3 ] 
f(z) = -45/121*z^3 + 63/11*z + 1
*
[ -11/3 ] 
f(z) = -45/121*z^3 + 69/11*z + 1
*
[ 15/2 ] 
f(z) = -44/125*z^3 + 62/3*z + 1
*
[ -3 ] 
f(z) = -44/135*z^3 + 64/15*z + 1
*
[ -10 ] 
f(z) = -43/125*z^3 + 71/2*z + 1
*
-10/3 | 0.18036825407303855903457404033968844859 | 0.024248313271897688522155082422725624662
f(z) = -42/125*z^3 + 68/15*z + 1
*
[ 10 ] 
f(z) = -42/125*z^3 + 69/2*z + 1
*
[ -3 ] 
f(z) = -41/135*z^3 + 61/15*z + 1
*
[ 11/6 ] 
f(z) = -60/121*z^3 + 70/33*z + 1
*
[ 5/2 ] 
f(z) = -59/125*z^3 + 71/20*z + 1
*
[ 2 ] 
f(z) = -59/128*z^3 + 75/32*z + 1
*
[ -3/2 ] 
f(z) = -58/135*z^3 + 79/30*z + 1
*
[ 5/2 ] 
f(z) = -57/125*z^3 + 69/20*z + 1
*
-8/3 | 0.14995635329696244531783331223979885063 | 0.021231110113940917077665504408048971304
f(z) = -57/128*z^3 + 73/24*z + 1
*
[ 2 ] 
f(z) = -57/128*z^3 + 73/32*z + 1
*
[ -15/7 ] 
f(z) = -56/125*z^3 + 74/21*z + 1
*
[ -3/4 ] 
f(z) = -56/135*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -55/128*z^3 + 71/32*z + 1
*
[ -11/6 ] 
f(z) = -54/121*z^3 + 67/22*z + 1
*
[ 2 ] 
f(z) = -53/128*z^3 + 69/32*z + 1
*
[ 5/2 ] 
f(z) = -51/125*z^3 + 63/20*z + 1
*
[ -5/2 ] 
f(z) = -51/125*z^3 + 79/20*z + 1
*
[ -5/9 ] 
f(z) = -51/125*z^3 + 79/27*z + 1
*
[ 2 ] 
f(z) = -51/128*z^3 + 67/32*z + 1
*
8/3 | 0.14060753672088056197841284786581049502 | 0.019986093599219315015273566892486859956
f(z) = -51/128*z^3 + 71/24*z + 1
*
[ 5/2 ] 
f(z) = -49/125*z^3 + 61/20*z + 1
*
20/7 | 0.15934061676455938049658611089582400395 | 0.021464154060272928249930065601789779815
f(z) = -49/125*z^3 + 67/20*z + 1
*
12/7 | 0.20315975681639229015990849101692657938 | 0.029514180438403011024653906959154094530
f(z) = -49/128*z^3 + 61/24*z + 1
*
[ -12/7 ] 
f(z) = -49/128*z^3 + 65/24*z + 1
*
[ 2 ] 
f(z) = -49/128*z^3 + 65/32*z + 1
*
10/7 | 0.16401448099213722786548840553391963656 | 0.028892301252628103807946719961520550557
f(z) = -49/128*z^3 + 73/32*z + 1
*
[ -6/7 ] 
f(z) = -49/135*z^3 + 73/30*z + 1
*
-5/2 | 0.10174529088915963161932252470169741867 | 0.013599483174761527015865362318351953636
f(z) = -48/125*z^3 + 71/20*z + 1
*
5/6 | 0.16642957075299949963529019867458559865 | 0.022006688543846795644041580522187431463
f(z) = -48/125*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -47/128*z^3 + 63/32*z + 1
*
[ -3/2 ] 
f(z) = -46/135*z^3 + 73/30*z + 1
*
[ 2 ] 
f(z) = -45/128*z^3 + 61/32*z + 1
*
[ -5/2 ] 
f(z) = -43/125*z^3 + 71/20*z + 1
*
[ -5/6 ] 
f(z) = -42/125*z^3 + 73/30*z + 1
*
[ -5/2 ] 
f(z) = -41/125*z^3 + 69/20*z + 1
*
[ 5/3 ] 
f(z) = -59/125*z^3 + 77/45*z + 1
*
[ 5/3 ] 
f(z) = -58/125*z^3 + 76/45*z + 1
*
[ 5/3 ] 
f(z) = -56/125*z^3 + 74/45*z + 1
*
-3/8 | 0.22003759773008953687553057365648385529 | 0.029221680283700475072842855968410461120
f(z) = -56/135*z^3 + 69/40*z + 1
*
[ 15/8 ] 
f(z) = -56/135*z^3 + 77/40*z + 1
*
[ 5/3 ] 
f(z) = -53/125*z^3 + 71/45*z + 1
*
[ 5/3 ] 
f(z) = -46/125*z^3 + 64/45*z + 1
*
[ 11/6 ] 
f(z) = -45/121*z^3 + 75/44*z + 1
*
8/3 | 0.093164430497358779411711017125914534198 | 0.013534529944457196005804650582477737689
f(z) = -45/128*z^3 + 61/40*z + 1
*
[ 5/3 ] 
f(z) = -44/125*z^3 + 62/45*z + 1
*
[ 20/11 ] 
f(z) = -44/125*z^3 + 71/44*z + 1
*
[ 5/3 ] 
f(z) = -43/125*z^3 + 61/45*z + 1
*
[ 4/3 ] 
f(z) = -59/128*z^3 + 77/72*z + 1
*
[ 3/2 ] 
f(z) = -59/135*z^3 + 79/60*z + 1
*
-2 | 0.089264845370523132371546507561965743936 | 0.017632231057033798393444369825165313318
f(z) = -55/124*z^3 + 79/62*z + 1
*
[ 4/3 ] 
f(z) = -55/128*z^3 + 73/72*z + 1
*
-2 | 0.089264753746142631407948756964117584789 | 0.017815057074961766260942352662500928792
f(z) = -53/124*z^3 + 75/62*z + 1
*
[ 4/3 ] 
f(z) = -53/128*z^3 + 71/72*z + 1
*
-2 | 0.070078762556012428387380870013625161691 | 0.014061856778733881298835379825559372615
f(z) = -53/132*z^3 + 73/66*z + 1
*
[ 3/2 ] 
f(z) = -53/135*z^3 + 73/60*z + 1
*
-2 | 0.089264663971461564129646944172059266961 | 0.018012061949285979411804294312790490901
f(z) = -51/124*z^3 + 71/62*z + 1
*
12/7 | 0.14532917426642992889198154450107048157 | 0.028852599128447318391404069342138683766
f(z) = -49/120*z^3 + 77/60*z + 1
*
-2 | 0.089264583832259421821801533865300643514 | 0.018225296759023044544592815911181475479
f(z) = -49/124*z^3 + 67/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = -49/132*z^3 + 65/66*z + 1
*
-2 | 0.089264488134392355057394119767391215374 | 0.018457254943324778778522800070832765398
f(z) = -47/124*z^3 + 63/62*z + 1
*
[ 4/3 ] 
f(z) = -47/128*z^3 + 65/72*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -47/132*z^3 + 61/66*z + 1
*
[ 3/2 ] 
f(z) = -47/135*z^3 + 67/60*z + 1
*
[ 4/3 ] 
f(z) = -43/128*z^3 + 61/72*z + 1
*
[ 10/7 ] 
f(z) = -42/125*z^3 + 69/70*z + 1
*
[ 3/2 ] 
f(z) = -41/135*z^3 + 61/60*z + 1
*
[ 5/4 ] 
f(z) = -57/125*z^3 + 73/80*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -57/128*z^3 + 67/96*z + 1
*
[ 5/4 ] 
f(z) = -53/125*z^3 + 69/80*z + 1
*
[ 5/4 ] 
f(z) = -51/125*z^3 + 67/80*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -51/128*z^3 + 65/96*z + 1
*
[ 5/4 ] 
f(z) = -47/125*z^3 + 63/80*z + 1
*
[ 11/9 ] 
f(z) = -45/121*z^3 + 73/99*z + 1
*
[ 15/14 ] 
f(z) = -56/125*z^3 + 61/105*z + 1
*
-5/7 | 0.089784013987429790061296741995608978764 | 0.018753873387415108464962067487889278208
f(z) = -49/120*z^3 + 73/120*z + 1
*
[ 8/7 ] 
f(z) = -49/120*z^3 + 79/120*z + 1
*
-12/7 | 0.14360105340659710287718329362141083308 | 0.029501805250326805400373066768859405818
f(z) = -49/130*z^3 + 79/130*z + 1
*
-11/7 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -49/132*z^3 + 73/132*z + 1
*
-15/16 | 0.23154502673773191251251524582258006653 | 0.027660343004541966845698414842316509637
f(z) = -56/135*z^3 + 69/160*z + 1
*
[ 20/21 ] 
f(z) = -54/125*z^3 + 67/196*z + 1
*
[ 10/11 ] 
f(z) = -57/125*z^3 + 67/242*z + 1
*
45/28 | 0.23715336723020092390755951229870500523 | 0.027260528212678992692744233368703901859
f(z) = -49/125*z^3 + 67/240*z + 1
*
-6/5 | 0.21057589959010229587292406000251522752 | 0.027632075666303953177571307722652959323
f(z) = -45/136*z^3 + 79/255*z + 1
*
[ 16/17 ] 
f(z) = -51/128*z^3 + 79/272*z + 1
*
[ -10 ] 
f(z) = -58/125*z^3 + 95/2*z + 1
*
[ 10 ] 
f(z) = -57/125*z^3 + 93/2*z + 1
*
[ -11/3 ] 
f(z) = -54/121*z^3 + 80/11*z + 1
*
55/9 | 0.24783094835270760344941045114198831481 | 0.026415040810323961398056870907628402394
f(z) = -54/125*z^3 + 95/6*z + 1
*
[ -10 ] 
f(z) = -53/125*z^3 + 87/2*z + 1
*
[ 10 ] 
f(z) = -52/125*z^3 + 85/2*z + 1
*
2/7 | 0.18222339605814209043361205531260422365 | 0.028041779637534485477696824911518196578
f(z) = -49/120*z^3 + 83/15*z + 1
*
-26/7 | 0.14981538248839266103110692039988815511 | 0.022695070432909087002267938618115512846
f(z) = -49/120*z^3 + 92/15*z + 1
*
30/7 | 0.18766463633700283718972818549313404213 | 0.028159231488336173803143295751039578211
f(z) = -49/120*z^3 + 98/15*z + 1
*
[ 10/3 ] 
f(z) = -49/125*z^3 + 91/18*z + 1
*
-4/7 | 0.094424506005314390105884125651223762217 | 0.013044767177607499995789882456815264165
f(z) = -49/128*z^3 + 87/8*z + 1
*
-4/7 | 0.17941245563716132981213988291651299155 | 0.024488268299278687605896888033042933413
f(z) = -49/128*z^3 + 95/8*z + 1
*
-3/7 | 0.13359342548204978702164184415381683753 | 0.017088747274373320357762504940659579812
f(z) = -49/135*z^3 + 92/5*z + 1
*
[ 15/4 ] 
f(z) = -48/125*z^3 + 92/15*z + 1
*
[ -10/3 ] 
f(z) = -46/125*z^3 + 97/18*z + 1
*
[ 10/3 ] 
f(z) = -44/125*z^3 + 83/18*z + 1
*
[ 15/2 ] 
f(z) = -44/135*z^3 + 96/5*z + 1
*
[ -10/3 ] 
f(z) = -41/125*z^3 + 89/18*z + 1
*
[ -5/2 ] 
f(z) = -59/125*z^3 + 87/20*z + 1
*
[ -5/6 ] 
f(z) = -59/125*z^3 + 91/36*z + 1
*
[ -5/8 ] 
f(z) = -58/125*z^3 + 89/32*z + 1
*
-4/3 | 0.099313149180020136021542420058449640457 | 0.013764358423668054703393380524623442795
f(z) = -57/128*z^3 + 85/24*z + 1
*
[ 8/3 ] 
f(z) = -57/128*z^3 + 91/24*z + 1
*
-8/3 | 0.21763378184427455547252739349585853962 | 0.029620920706727309869437760616810144128
f(z) = -57/128*z^3 + 97/24*z + 1
*
[ 11/4 ] 
f(z) = -56/121*z^3 + 91/22*z + 1
*
[ -5/7 ] 
f(z) = -56/125*z^3 + 92/35*z + 1
*
[ -11/9 ] 
f(z) = -54/121*z^3 + 82/33*z + 1
*
[ -5/2 ] 
f(z) = -53/125*z^3 + 81/20*z + 1
*
-3 | 0.17754222745003546217935750396269553221 | 0.023086557115389477125419640238345979770
f(z) = -52/135*z^3 + 81/20*z + 1
*
[ -2 ] 
f(z) = -51/128*z^3 + 99/32*z + 1
*
-15/14 | 0.10756252116494339222840725835398307145 | 0.014128192537951181168137496367608797633
f(z) = -49/125*z^3 + 81/20*z + 1
*
[ -5/6 ] 
f(z) = -49/125*z^3 + 89/36*z + 1
*
[ -20/7 ] 
f(z) = -49/125*z^3 + 91/20*z + 1
*
24/7 | 0.089235771870684635850430662316178268618 | 0.012289354859601384150522536592142757707
f(z) = -49/128*z^3 + 89/24*z + 1
*
[ -2 ] 
f(z) = -49/128*z^3 + 97/32*z + 1
*
-12/7 | 0.21975998444152400152369431023039878879 | 0.028485958769868178530740093062345492577
f(z) = -49/135*z^3 + 83/20*z + 1
*
-15/14 | 0.19303897026460946081072590979727028614 | 0.024870563339320080973069273118750970741
f(z) = -49/135*z^3 + 87/20*z + 1
*
[ -11/12 ] 
f(z) = -48/121*z^3 + 80/33*z + 1
*
[ -11/6 ] 
f(z) = -48/121*z^3 + 95/33*z + 1
*
-5/2 | 0.16826943084566887279220644888749158106 | 0.021831873449847222266837378126297883300
f(z) = -48/125*z^3 + 89/30*z + 1
*
[ -2 ] 
f(z) = -47/128*z^3 + 95/32*z + 1
*
[ -2/3 ] 
f(z) = -45/128*z^3 + 85/32*z + 1
*
[ -2 ] 
f(z) = -45/128*z^3 + 93/32*z + 1
*
15/4 | 0.091386210656513142277744259053964766810 | 0.011891838642196199183664889909763073105
f(z) = -44/125*z^3 + 87/20*z + 1
*
[ -2 ] 
f(z) = -43/128*z^3 + 91/32*z + 1
*
[ -5/12 ] 
f(z) = -42/125*z^3 + 83/24*z + 1
*
[ 20/7 ] 
f(z) = -42/125*z^3 + 95/28*z + 1
*
[ -2 ] 
f(z) = -41/128*z^3 + 89/32*z + 1
*
[ 35/18 ] 
f(z) = -54/125*z^3 + 89/42*z + 1
*
[ -5/4 ] 
f(z) = -54/125*z^3 + 99/40*z + 1
*
-40/21 | 0.084690288692358126059320139634644265446 | 0.011106056365601769786277258236592482014
f(z) = -49/125*z^3 + 82/45*z + 1
*
20/7 | 0.17882839113296119971504713357805540256 | 0.024705183280962204516329421118581342789
f(z) = -49/128*z^3 + 87/40*z + 1
*
-35/23 | 0.26360799260397872299799752283447728224 | 0.027973666939767575639838536815851995423
f(z) = -46/125*z^3 + 99/46*z + 1
*
5/44 | 0.22263092568051137865419941128665175467 | 0.023676522439241039964629291335934684126
f(z) = -44/125*z^3 + 97/44*z + 1
*
[ -5/4 ] 
f(z) = -42/125*z^3 + 93/40*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017302484323190121937607844479438217834
f(z) = -59/124*z^3 + 87/62*z + 1
*
-2 | 0.070077976935648529439384748595144880868 | 0.013645001414015327252003572017538074689
f(z) = -59/132*z^3 + 85/66*z + 1
*
-2 | 0.089264602723549370867763314536981489662 | 0.017461818458734447521004256902729550098
f(z) = -57/124*z^3 + 83/62*z + 1
*
-3/14 | 0.12544985845986961172425177922699006657 | 0.016261192886662830852883164595589700870
f(z) = -56/135*z^3 + 83/70*z + 1
*
5/2 | 0.15403525462820703004959963021718838158 | 0.019985080884610167747431181905184869258
f(z) = -51/125*z^3 + 89/60*z + 1
*
[ 12/7 ] 
f(z) = -49/120*z^3 + 97/60*z + 1
*
[ 12/7 ] 
f(z) = -49/135*z^3 + 89/60*z + 1
*
-4/9 | 0.21966711283870356598368164452659289125 | 0.029982685296950489316719276111609120879
f(z) = -45/128*z^3 + 95/72*z + 1
*
[ 11/7 ] 
f(z) = -42/121*z^3 + 94/77*z + 1
*
15/7 | 0.19751998888876559045903085125853192731 | 0.025702738078309640020581133271230874246
f(z) = -42/125*z^3 + 87/70*z + 1
*
[ 35/26 ] 
f(z) = -52/125*z^3 + 92/91*z + 1
*
-39/28 | 0.21777483996645337524022933080014806004 | 0.028228638294474076288188594708904658983
f(z) = -49/135*z^3 + 83/80*z + 1
*
[ 10/7 ] 
f(z) = -49/136*z^3 + 88/85*z + 1
*
[ 35/24 ] 
f(z) = -48/125*z^3 + 95/84*z + 1
*
35/16 | 0.15816499477839913831061260273718432075 | 0.020241244218290746821416740781906650566
f(z) = -48/125*z^3 + 99/80*z + 1
*
[ 10/7 ] 
f(z) = -41/125*z^3 + 95/98*z + 1
*
40/21 | 0.19751933674941187109478400425940929829 | 0.025088714201368033165306343988329095597
f(z) = -42/125*z^3 + 86/105*z + 1
*
13/7 | 0.14360105340659710287718329362141083308 | 0.029501805250326805400373066768859405818
f(z) = -49/130*z^3 + 99/130*z + 1
*
[ 8/7 ] 
f(z) = -49/136*z^3 + 81/136*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -41/130*z^3 + 99/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -41/134*z^3 + 97/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -41/138*z^3 + 95/138*z + 1
*
12/7 | 0.23830381574378247185346817439316069770 | 0.028929215770312300372487956000047898822
f(z) = -56/135*z^3 + 89/140*z + 1
*
[ 15/14 ] 
f(z) = -52/125*z^3 + 80/147*z + 1
*
[ 10/9 ] 
f(z) = -43/125*z^3 + 85/162*z + 1
*
[ 22/21 ] 
f(z) = -49/121*z^3 + 97/198*z + 1
*
35/48 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547
f(z) = -48/125*z^3 + 97/240*z + 1
*
[ 10/3 ] 
f(z) = -59/125*z^3 + 107/18*z + 1
*
[ -10/3 ] 
f(z) = -56/125*z^3 + 113/18*z + 1
*
-115/18 | 0.19429817530059971758887759067271936308 | 0.020574948696799172540712468599070126696
f(z) = -54/125*z^3 + 101/6*z + 1
*
-35/9 | 0.15257136376938965970758859669407360786 | 0.019403050808836318227236577299332565304
f(z) = -54/125*z^3 + 104/15*z + 1
*
-5/9 | 0.22425518943448539676197209000563481959 | 0.028038910797398212745261487648814028986
f(z) = -54/125*z^3 + 119/15*z + 1
*
[ -15/2 ] 
f(z) = -52/135*z^3 + 114/5*z + 1
*
-30/7 | 0.19233214762422404053821141316388545491 | 0.028729608590216339175724879753249479419
f(z) = -49/120*z^3 + 101/15*z + 1
*
30/7 | 0.18907341866069030931038532472741835201 | 0.028001458491466267039951412237011034526
f(z) = -49/120*z^3 + 107/15*z + 1
*
[ 40/7 ] 
f(z) = -49/125*z^3 + 109/8*z + 1
*
44/7 | 0.12493911367497617351717777676956596129 | 0.016544474963041732345769702125399900329
f(z) = -49/128*z^3 + 119/8*z + 1
*
3/7 | 0.19865395515514964698950207682021952171 | 0.028579952390194469431659367566304109409
f(z) = -49/135*z^3 + 116/15*z + 1
*
-5/6 | 0.21401916410804444989864188379758335935 | 0.026963469950775452493562022391962895486
f(z) = -48/125*z^3 + 112/15*z + 1
*
-5/8 | 0.16815712844613539529336412861715839043 | 0.017597570148085288012791804735650371884
f(z) = -48/125*z^3 + 113/12*z + 1
*
5 | 0.20579710606809860502681133899931496342 | 0.025898600310644563076915983588234002816
f(z) = -42/125*z^3 + 113/15*z + 1
*
[ -11/6 ] 
f(z) = -60/121*z^3 + 106/33*z + 1
*
[ -2 ] 
f(z) = -59/128*z^3 + 107/32*z + 1
*
[ -10/19 ] 
f(z) = -57/125*z^3 + 115/38*z + 1
*
[ -2 ] 
f(z) = -57/128*z^3 + 105/32*z + 1
*
[ -8/3 ] 
f(z) = -57/128*z^3 + 109/24*z + 1
*
[ -11/4 ] 
f(z) = -56/121*z^3 + 107/22*z + 1
*
[ -15/7 ] 
f(z) = -56/135*z^3 + 118/35*z + 1
*
[ -2 ] 
f(z) = -55/128*z^3 + 103/32*z + 1
*
-35/18 | 0.089650370995427434009919128796359456844 | 0.011415187436718635895577743508969877533
f(z) = -54/125*z^3 + 103/30*z + 1
*
-5/3 | 0.12009134714153622180382640265021839454 | 0.015181788984524652067656855743008290459
f(z) = -54/125*z^3 + 109/30*z + 1
*
[ -2 ] 
f(z) = -53/128*z^3 + 101/32*z + 1
*
[ -15/26 ] 
f(z) = -52/125*z^3 + 112/39*z + 1
*
-3/4 | 0.20009668028505005087556933135412863848 | 0.024995316092622458863195522252743215093
f(z) = -52/135*z^3 + 111/20*z + 1
*
[ -8/3 ] 
f(z) = -51/128*z^3 + 101/24*z + 1
*
[ 22/7 ] 
f(z) = -49/121*z^3 + 103/22*z + 1
*
[ -22/7 ] 
f(z) = -49/121*z^3 + 117/22*z + 1
*
20/21 | 0.20429382328515105636984855540890727518 | 0.021633424640565655543559246093051946948
f(z) = -49/125*z^3 + 101/36*z + 1
*
115/42 | 0.26158240941665154406337631657398264201 | 0.027374485053062778520502357533629652063
f(z) = -49/125*z^3 + 113/36*z + 1
*
-15/14 | 0.15558838437640938954305064087283376740 | 0.019525023413556693113576136689937114311
f(z) = -49/135*z^3 + 107/20*z + 1
*
-5/2 | 0.16798822773904529911153788774310317165 | 0.021003781203307054711896339527984116104
f(z) = -48/125*z^3 + 119/30*z + 1
*
4 | 0.21854502285814783713035755057534332442 | 0.029139427525516440183643692089375211005
f(z) = -45/128*z^3 + 113/24*z + 1
*
[ -15/4 ] 
f(z) = -44/135*z^3 + 117/20*z + 1
*
-15/7 | 0.19756374772866068555517940148472932351 | 0.024754105497135708183352411937367112148
f(z) = -42/125*z^3 + 117/35*z + 1
*
[ -5/4 ] 
f(z) = -58/125*z^3 + 101/40*z + 1
*
[ -3/4 ] 
f(z) = -58/135*z^3 + 103/40*z + 1
*
[ -5/8 ] 
f(z) = -56/125*z^3 + 111/40*z + 1
*
-15/7 | 0.25414981183508629865975418454124551443 | 0.026596666957970958887459103640891507004
f(z) = -56/125*z^3 + 113/42*z + 1
*
[ -5/6 ] 
f(z) = -56/125*z^3 + 113/45*z + 1
*
-3/8 | 0.19994233689972468587220839881267450908 | 0.025032892464888329012656062177008821658
f(z) = -56/135*z^3 + 109/40*z + 1
*
[ -4/5 ] 
f(z) = -55/128*z^3 + 101/40*z + 1
*
[ -8/5 ] 
f(z) = -55/128*z^3 + 109/40*z + 1
*
[ -5/6 ] 
f(z) = -52/125*z^3 + 112/45*z + 1
*
[ -11/14 ] 
f(z) = -49/121*z^3 + 111/44*z + 1
*
55/21 | 0.11800274133370483998663574087637568755 | 0.014866721787840513748573491603730261262
f(z) = -49/125*z^3 + 112/45*z + 1
*
[ -9/7 ] 
f(z) = -49/135*z^3 + 107/45*z + 1
*
[ -11/8 ] 
f(z) = -48/121*z^3 + 109/44*z + 1
*
[ -5/3 ] 
f(z) = -47/125*z^3 + 119/45*z + 1
*
[ -5/3 ] 
f(z) = -46/125*z^3 + 118/45*z + 1
*
[ -3/4 ] 
f(z) = -46/135*z^3 + 101/40*z + 1
*
[ -8/5 ] 
f(z) = -45/128*z^3 + 101/40*z + 1
*
[ -8/15 ] 
f(z) = -45/128*z^3 + 119/40*z + 1
*
[ -5/3 ] 
f(z) = -44/125*z^3 + 116/45*z + 1
*
[ -5/3 ] 
f(z) = -41/125*z^3 + 113/45*z + 1
*
[ 11/7 ] 
f(z) = -56/121*z^3 + 116/77*z + 1
*
-15/14 | 0.10810847476721397185771267022402091988 | 0.013604944363323553966387768752667530007
f(z) = -56/125*z^3 + 113/70*z + 1
*
5/2 | 0.19303901639635354977781096901546455082 | 0.024403736676012313625382240913877741946
f(z) = -51/125*z^3 + 109/60*z + 1
*
-12/7 | 0.14532996949556178156210431620921191472 | 0.027083604005816631414281809758775932620
f(z) = -49/120*z^3 + 107/60*z + 1
*
-5/2 | 0.18383814619333652097417276740133283517 | 0.023408122838921148004621354183915185940
f(z) = -48/125*z^3 + 103/60*z + 1
*
[ 15/8 ] 
f(z) = -48/125*z^3 + 109/60*z + 1
*
[ 2 ] 
f(z) = -43/124*z^3 + 117/62*z + 1
*
[ 2 ] 
f(z) = -43/132*z^3 + 119/66*z + 1
*
[ 11/6 ] 
f(z) = -42/121*z^3 + 107/66*z + 1
*
[ 2 ] 
f(z) = -41/124*z^3 + 113/62*z + 1
*
[ 2 ] 
f(z) = -41/132*z^3 + 115/66*z + 1
*
[ 11/8 ] 
f(z) = -56/121*z^3 + 101/88*z + 1
*
[ 10/7 ] 
f(z) = -51/125*z^3 + 111/98*z + 1
*
[ 10/7 ] 
f(z) = -46/125*z^3 + 103/98*z + 1
*
-5/3 | 0.090747906929515418361071005771738632049 | 0.011382664629448692269881580283843813030
f(z) = -42/125*z^3 + 116/105*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -47/138*z^3 + 119/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -45/122*z^3 + 119/122*z + 1
*
[ 4/3 ] 
f(z) = -45/124*z^3 + 111/124*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -45/134*z^3 + 113/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -43/122*z^3 + 111/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -43/126*z^3 + 109/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -43/130*z^3 + 107/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -43/134*z^3 + 105/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -43/138*z^3 + 103/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -41/122*z^3 + 103/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -41/126*z^3 + 101/126*z + 1
*
[ 10/9 ] 
f(z) = -58/125*z^3 + 109/162*z + 1
*
[ 10/9 ] 
f(z) = -53/125*z^3 + 101/162*z + 1
*
-5/12 | 0.21530203639933258592270444893104898643 | 0.021633443371252974444958767371808139850
f(z) = -42/125*z^3 + 101/168*z + 1
*
[ 11/10 ] 
f(z) = -45/121*z^3 + 119/220*z + 1
*
[ 15/14 ] 
f(z) = -44/135*z^3 + 108/245*z + 1
*
[ 15/2 ] 
f(z) = -56/135*z^3 + 121/5*z + 1
*
[ 30/7 ] 
f(z) = -49/120*z^3 + 124/15*z + 1
*
[ -30/7 ] 
f(z) = -49/120*z^3 + 131/15*z + 1
*
-130/21 | 0.22151694910801498883200688570601442204 | 0.022723661600610690491106006012862871438
f(z) = -49/125*z^3 + 137/9*z + 1
*
[ 6 ] 
f(z) = -49/135*z^3 + 139/10*z + 1
*
-55/12 | 0.19452476793287502300329275669839556644 | 0.024125418599873681262343480172973597887
f(z) = -48/125*z^3 + 127/15*z + 1
*
[ -6 ] 
f(z) = -47/135*z^3 + 137/10*z + 1
*
[ -15/2 ] 
f(z) = -46/125*z^3 + 131/6*z + 1
*
[ 6 ] 
f(z) = -46/135*z^3 + 131/10*z + 1
*
[ -6 ] 
f(z) = -44/135*z^3 + 129/10*z + 1
*
[ 6 ] 
f(z) = -43/135*z^3 + 123/10*z + 1
*
[ -6 ] 
f(z) = -41/135*z^3 + 121/10*z + 1
*
-6/7 | 0.16214969014736769726310437250244884978 | 0.019701526965957240360688508783283035368
f(z) = -56/135*z^3 + 139/35*z + 1
*
[ -5/18 ] 
f(z) = -54/125*z^3 + 139/30*z + 1
*
[ -5/12 ] 
f(z) = -52/125*z^3 + 125/36*z + 1
*
-15/4 | 0.22612873607828147776180892572661654659 | 0.027990773955122406343974286476144058880
f(z) = -52/125*z^3 + 129/20*z + 1
*
[ 15/4 ] 
f(z) = -52/135*z^3 + 123/20*z + 1
*
[ 24/7 ] 
f(z) = -49/128*z^3 + 125/24*z + 1
*
[ -24/7 ] 
f(z) = -49/128*z^3 + 139/24*z + 1
*
[ -5/18 ] 
f(z) = -48/125*z^3 + 125/27*z + 1
*
4 | 0.20797098334493994823573427487893715191 | 0.027478932540915065069016991096105699001
f(z) = -45/128*z^3 + 121/24*z + 1
*
[ 15/4 ] 
f(z) = -42/125*z^3 + 131/24*z + 1
*
[ 10/3 ] 
f(z) = -42/125*z^3 + 133/30*z + 1
*
[ -11/10 ] 
f(z) = -60/121*z^3 + 138/55*z + 1
*
[ -5/3 ] 
f(z) = -59/125*z^3 + 131/45*z + 1
*
[ -5/7 ] 
f(z) = -57/125*z^3 + 129/49*z + 1
*
[ -10/9 ] 
f(z) = -57/125*z^3 + 133/54*z + 1
*
[ -2/3 ] 
f(z) = -57/136*z^3 + 137/51*z + 1
*
[ -5/3 ] 
f(z) = -56/125*z^3 + 128/45*z + 1
*
-8/5 | 0.15359432294141333067176726070649259167 | 0.020123984627339107262121482125449870000
f(z) = -55/128*z^3 + 129/40*z + 1
*
[ -5/12 ] 
f(z) = -54/125*z^3 + 139/40*z + 1
*
[ -5/3 ] 
f(z) = -52/125*z^3 + 124/45*z + 1
*
[ -5/7 ] 
f(z) = -52/125*z^3 + 128/49*z + 1
*
[ -20/13 ] 
f(z) = -52/125*z^3 + 137/52*z + 1
*
[ -15/17 ] 
f(z) = -51/125*z^3 + 125/51*z + 1
*
[ -5/3 ] 
f(z) = -49/125*z^3 + 121/45*z + 1
*
[ -6/7 ] 
f(z) = -49/136*z^3 + 124/51*z + 1
*
[ -5/7 ] 
f(z) = -47/125*z^3 + 127/49*z + 1
*
[ -11/6 ] 
f(z) = -45/121*z^3 + 123/44*z + 1
*
[ 11/5 ] 
f(z) = -45/121*z^3 + 129/55*z + 1
*
8/15 | 0.18953460208441410094863853421483547379 | 0.024832893206283806378198137245572572237
f(z) = -45/128*z^3 + 129/40*z + 1
*
-44/15 | 0.18562763359440966043838668301097900671 | 0.024272074622833843549873774927053893878
f(z) = -45/128*z^3 + 131/40*z + 1
*
-8/15 | 0.15432012417714838116592898793688616753 | 0.020023208721368611095618823963107076089
f(z) = -45/128*z^3 + 139/40*z + 1
*
[ -15/8 ] 
f(z) = -44/125*z^3 + 133/48*z + 1
*
20/7 | 0.27612245334602405538446162721940816744 | 0.028594087746698553618099919630061550576
f(z) = -42/125*z^3 + 125/42*z + 1
*
[ -10/9 ] 
f(z) = -42/125*z^3 + 125/54*z + 1
*
5/6 | 0.089414521636157459539646990288589015789 | 0.011089398981440432968113365100732477541
f(z) = -57/125*z^3 + 127/60*z + 1
*
[ 2 ] 
f(z) = -53/124*z^3 + 137/62*z + 1
*
[ 2 ] 
f(z) = -53/132*z^3 + 139/66*z + 1
*
[ 2 ] 
f(z) = -51/124*z^3 + 133/62*z + 1
*
12/7 | 0.15359580518231576623296616553936701382 | 0.027363673565104401927407472989993774586
f(z) = -49/120*z^3 + 137/60*z + 1
*
[ 2 ] 
f(z) = -49/124*z^3 + 129/62*z + 1
*
15/14 | 0.13918429149393258812842452176719339749 | 0.017195828224894616186505361991093974556
f(z) = -49/125*z^3 + 131/60*z + 1
*
40/21 | 0.14555898254578083912346558435149973443 | 0.019110314679283615417175004007211953790
f(z) = -49/128*z^3 + 127/72*z + 1
*
[ 2 ] 
f(z) = -49/132*z^3 + 131/66*z + 1
*
5/8 | 0.093915811141556885569257381226885837007 | 0.011581354776176362711052581300965239104
f(z) = -48/125*z^3 + 133/60*z + 1
*
[ 2 ] 
f(z) = -47/124*z^3 + 125/62*z + 1
*
[ 2 ] 
f(z) = -47/132*z^3 + 127/66*z + 1
*
[ 2 ] 
f(z) = -45/124*z^3 + 121/62*z + 1
*
-15/16 | 0.23105071365672166924268667466882923675 | 0.028338133468400271409577576478695198786
f(z) = -48/125*z^3 + 139/80*z + 1
*
-2/5 | 0.20584371996283674618272629621733281218 | 0.029565717001902039745455065156018145614
f(z) = -45/136*z^3 + 132/85*z + 1
*
[ 15/8 ] 
f(z) = -44/135*z^3 + 129/80*z + 1
*
-3/8 | 0.21870904251876215390951228737963823394 | 0.026620483567221534326933186415856008052
f(z) = -44/135*z^3 + 137/80*z + 1
*
[ 22/15 ] 
f(z) = -45/121*z^3 + 123/110*z + 1
*
-35/36 | 0.17926674951045602803968637554912025950 | 0.022367337731122114935758777620915183330
f(z) = -54/125*z^3 + 121/120*z + 1
*
-2 | 0.077304215021168310753773773916237675214 | 0.015666151259233103322854113063939659774
f(z) = -51/130*z^3 + 139/130*z + 1
*
-2 | 0.077864703130927770514912611394286193514 | 0.015826220529060624961574369893343305767
f(z) = -51/134*z^3 + 137/134*z + 1
*
[ 7/5 ] 
f(z) = -50/133*z^3 + 136/133*z + 1
*
-2 | 0.076127437526349692586949175034806935536 | 0.015519505219355824732595207929746631990
f(z) = -49/122*z^3 + 135/122*z + 1
*
-2 | 0.077303468350267968861871378893988255844 | 0.015856479897209365415827993331884318058
f(z) = -49/130*z^3 + 131/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -49/134*z^3 + 129/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -49/138*z^3 + 127/138*z + 1
*
-2 | 0.076128000062441643830592875214184357601 | 0.015715330292516850680813396298277053887
f(z) = -47/122*z^3 + 127/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -47/126*z^3 + 125/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -47/130*z^3 + 123/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -47/134*z^3 + 121/134*z + 1
*
-40/21 | 0.27937575986954263909430675140449436452 | 0.028071539784364321503128867414495173039
f(z) = -42/125*z^3 + 125/168*z + 1
*
[ 15/13 ] 
f(z) = -52/125*z^3 + 134/195*z + 1
*
-15/28 | 0.23017631782623716248204943176110560240 | 0.026870974209416923895107952763125219721
f(z) = -56/125*z^3 + 139/210*z + 1
*
-20/21 | 0.13791117731713224325159532039830275547 | 0.016099865198454269513607523619470299768
f(z) = -42/125*z^3 + 127/210*z + 1
*
-3/4 | 0.22920051175174762275747445919279026082 | 0.029852121196411162447561869986760600652
f(z) = -59/135*z^3 + 139/240*z + 1
*
-3/4 | 0.22726634043797916368895208457901107537 | 0.029600205892941960707048001647638704266
f(z) = -53/135*z^3 + 133/240*z + 1
*
-3/4 | 0.22699277798983527656460647656833732853 | 0.029564575870590075646519390535988673705
f(z) = -47/135*z^3 + 127/240*z + 1
*
-3/4 | 0.22146382649667378648338496073767351901 | 0.028844459982534355485506396630273015108
f(z) = -41/135*z^3 + 121/240*z + 1
*
[ 10/9 ] 
f(z) = -42/125*z^3 + 139/270*z + 1
*
-5/8 | 0.13943435281933115226935243599694869165 | 0.015748771393345828965048513134872533891
f(z) = -56/125*z^3 + 137/280*z + 1
*
[ 15/2 ] 
f(z) = -54/125*z^3 + 151/6*z + 1
*
[ -6 ] 
f(z) = -53/135*z^3 + 153/10*z + 1
*
[ 11/2 ] 
f(z) = -52/121*z^3 + 152/11*z + 1
*
[ -11/2 ] 
f(z) = -52/121*z^3 + 156/11*z + 1
*
[ 6 ] 
f(z) = -52/135*z^3 + 147/10*z + 1
*
[ 34/7 ] 
f(z) = -49/136*z^3 + 158/17*z + 1
*
[ 11/2 ] 
f(z) = -48/121*z^3 + 141/11*z + 1
*
[ -11/2 ] 
f(z) = -48/121*z^3 + 145/11*z + 1
*
4 | 0.15138336006462399657472558448896705334 | 0.019336640662305867791163273300732983487
f(z) = -57/128*z^3 + 157/24*z + 1
*
5/14 | 0.22819254917157266986900631015335971496 | 0.027751123098778824502640096293125860565
f(z) = -56/125*z^3 + 149/35*z + 1
*
[ 10/3 ] 
f(z) = -51/125*z^3 + 157/30*z + 1
*
[ 25/7 ] 
f(z) = -49/125*z^3 + 143/25*z + 1
*
[ -25/7 ] 
f(z) = -49/125*z^3 + 157/25*z + 1
*
[ -2/7 ] 
f(z) = -49/128*z^3 + 145/32*z + 1
*
26/7 | 0.16998887053644052663077511149572875642 | 0.026491501133640133321055963220752577124
f(z) = -49/128*z^3 + 153/32*z + 1
*
-30/7 | 0.21039684658198258532893050485110082921 | 0.025475839778680689092777586063633333229
f(z) = -49/135*z^3 + 143/20*z + 1
*
[ -3/8 ] 
f(z) = -56/135*z^3 + 149/40*z + 1
*
[ 18/7 ] 
f(z) = -49/120*z^3 + 149/45*z + 1
*
[ -15/28 ] 
f(z) = -49/125*z^3 + 143/48*z + 1
*
10/21 | 0.17481234532327297150048655774309842874 | 0.021125048444599020651715876816740633787
f(z) = -49/125*z^3 + 157/45*z + 1
*
-20/7 | 0.17884497630329939499831843235989315207 | 0.023038063298310184601913066866646361885
f(z) = -49/128*z^3 + 147/40*z + 1
*
[ 20/7 ] 
f(z) = -49/128*z^3 + 151/40*z + 1
*
20/7 | 0.18857835804425203636513773381734770512 | 0.024048782529155705638955580443733113826
f(z) = -49/128*z^3 + 159/40*z + 1
*
[ -10/23 ] 
f(z) = -46/125*z^3 + 155/46*z + 1
*
[ -11/15 ] 
f(z) = -45/121*z^3 + 141/55*z + 1
*
-8/3 | 0.18219966336820696222214449017874335727 | 0.023389311640749526115284869540285780433
f(z) = -45/128*z^3 + 151/40*z + 1
*
[ -15/22 ] 
f(z) = -44/135*z^3 + 144/55*z + 1
*
[ 3 ] 
f(z) = -43/126*z^3 + 157/42*z + 1
*
[ 3 ] 
f(z) = -41/126*z^3 + 151/42*z + 1
*
[ 2 ] 
f(z) = -59/124*z^3 + 149/62*z + 1
*
[ 2 ] 
f(z) = -59/132*z^3 + 151/66*z + 1
*
[ 2 ] 
f(z) = -57/124*z^3 + 145/62*z + 1
*
[ -5/6 ] 
f(z) = -57/125*z^3 + 151/60*z + 1
*
15/14 | 0.12544962410452486062787806281610017205 | 0.015190030534689008708765978157267121310
f(z) = -56/135*z^3 + 143/70*z + 1
*
[ 2 ] 
f(z) = -55/124*z^3 + 141/62*z + 1
*
[ -5/6 ] 
f(z) = -51/125*z^3 + 149/60*z + 1
*
4/7 | 0.13676055582313552504825886736541836772 | 0.024179765529630723009214982055815604499
f(z) = -49/120*z^3 + 143/60*z + 1
*
[ -15/14 ] 
f(z) = -49/125*z^3 + 143/60*z + 1
*
15/14 | 0.15278254082636582880322245555453099218 | 0.018550225020291017650468887662564623083
f(z) = -49/125*z^3 + 151/60*z + 1
*
[ -3/2 ] 
f(z) = -49/135*z^3 + 149/60*z + 1
*
[ -4/3 ] 
f(z) = -45/136*z^3 + 159/68*z + 1
*
[ -3/4 ] 
f(z) = -44/135*z^3 + 151/60*z + 1
*
[ -3/2 ] 
f(z) = -43/135*z^3 + 143/60*z + 1
*
5/7 | 0.11573018586188469227240166385051516842 | 0.013963954820666456858800787058975171064
f(z) = -42/125*z^3 + 159/70*z + 1
*
-24/11 | 0.22306955095298110806402552856934417202 | 0.028734888398906623256254609902631066307
f(z) = -55/128*z^3 + 147/88*z + 1
*
-4/11 | 0.20734270616046857696195919162705601767 | 0.026441738602314275291625317500990943763
f(z) = -55/128*z^3 + 159/88*z + 1
*
-2 | 0.076128346897525141922819763109965323741 | 0.015018699083754660966856158311705917732
f(z) = -55/122*z^3 + 159/122*z + 1
*
-2 | 0.063161939307130434373871438135346119443 | 0.012491864861538197546220833301134165775
f(z) = -55/126*z^3 + 157/126*z + 1
*
-2 | 0.077864864611805096903181469730866105986 | 0.015478744759114718143116495417256904674
f(z) = -55/134*z^3 + 153/134*z + 1
*
-2 | 0.058065487969704140622092996962736581112 | 0.011573101333443929274557086034873572459
f(z) = -55/138*z^3 + 151/138*z + 1
*
-10/9 | 0.22234632289111126038624121859345375562 | 0.026869251332719544672754377365260328536
f(z) = -54/125*z^3 + 157/120*z + 1
*
-2 | 0.076128271042683488207683504123437828506 | 0.015173216069010679213581083844975163956
f(z) = -53/122*z^3 + 151/122*z + 1
*
-2 | 0.063162493256590774026254849518945519085 | 0.012622536173408575737824214089208164245
f(z) = -53/126*z^3 + 149/126*z + 1
*
-2 | 0.077303641211333415527483589868441694527 | 0.015490368794107281629201884702605196220
f(z) = -53/130*z^3 + 147/130*z + 1
*
-2 | 0.077865442592773309671387664838029075880 | 0.015645892792910649482286926953148733447
f(z) = -53/134*z^3 + 145/134*z + 1
*
-2 | 0.058064754588804259803363866414513353311 | 0.011699893692977322212882260801120690011
f(z) = -53/138*z^3 + 143/138*z + 1
*
[ 3/2 ] 
f(z) = -52/123*z^3 + 158/123*z + 1
*
-2 | 0.076128170290050766483684816169629160273 | 0.015339623937826940705175906034734877612
f(z) = -51/122*z^3 + 143/122*z + 1
*
17/7 | 0.14572437721296798885309339952583985558 | 0.028931059852169174513403934554721065417
f(z) = -49/135*z^3 + 154/135*z + 1
*
4/5 | 0.21148320584974558905892108583465894532 | 0.027013370266608435519017201219903844769
f(z) = -45/128*z^3 + 157/120*z + 1
*
[ 3/2 ] 
f(z) = -44/123*z^3 + 140/123*z + 1
*
[ 3/2 ] 
f(z) = -44/129*z^3 + 142/129*z + 1
*
[ 15/11 ] 
f(z) = -44/125*z^3 + 152/165*z + 1
*
-5/3 | 0.24681499231032735943608641670825202163 | 0.028174779177009503735406465560504956170
f(z) = -51/125*z^3 + 157/255*z + 1
*
[ 8/7 ] 
f(z) = -49/124*z^3 + 159/248*z + 1
*
[ 6/5 ] 
f(z) = -44/135*z^3 + 159/250*z + 1
*
[ 6/5 ] 
f(z) = -41/135*z^3 + 151/250*z + 1
*
[ 12/11 ] 
f(z) = -55/128*z^3 + 157/264*z + 1
*
[ 11/10 ] 
f(z) = -48/121*z^3 + 157/275*z + 1
*
[ 25/22 ] 
f(z) = -44/125*z^3 + 158/275*z + 1
*
[ 30/29 ] 
f(z) = -58/135*z^3 + 143/290*z + 1
*
[ 11/2 ] 
f(z) = -60/121*z^3 + 174/11*z + 1
*
[ -11/2 ] 
f(z) = -60/121*z^3 + 178/11*z + 1
*
[ -6 ] 
f(z) = -59/135*z^3 + 169/10*z + 1
*
[ 6 ] 
f(z) = -58/135*z^3 + 163/10*z + 1
*
[ 11/2 ] 
f(z) = -56/121*z^3 + 163/11*z + 1
*
[ -11/2 ] 
f(z) = -56/121*z^3 + 167/11*z + 1
*
[ -6 ] 
f(z) = -56/135*z^3 + 161/10*z + 1
*
[ -34/7 ] 
f(z) = -49/136*z^3 + 165/17*z + 1
*
[ 16/3 ] 
f(z) = -45/128*z^3 + 173/16*z + 1
*
[ -16/3 ] 
f(z) = -45/128*z^3 + 179/16*z + 1
*
[ 8 ] 
f(z) = -43/128*z^3 + 179/8*z + 1
*
45/7 | 0.20669333708178677717381251037444477867 | 0.020636934663569563647458526886231813547
f(z) = -42/125*z^3 + 179/14*z + 1
*
-6 | 0.16374960459978516942029352508089196045 | 0.022658233611140310041080083866670733523
f(z) = -41/120*z^3 + 172/15*z + 1
*
[ 8 ] 
f(z) = -41/128*z^3 + 171/8*z + 1
*
[ -8 ] 
f(z) = -41/128*z^3 + 173/8*z + 1
*
[ 10/3 ] 
f(z) = -57/125*z^3 + 173/30*z + 1
*
-3/4 | 0.15082812355834172676462195212329792797 | 0.020618403378034349890876014684741624333
f(z) = -56/135*z^3 + 167/30*z + 1
*
-6/7 | 0.12629318937407017498091477833302143748 | 0.017321852456913473467170039030822646415
f(z) = -49/135*z^3 + 163/30*z + 1
*
[ -10/3 ] 
f(z) = -48/125*z^3 + 167/30*z + 1
*
5 | 0.19928658363913710687708583304077902453 | 0.023904246115096767939577350106304051742
f(z) = -44/125*z^3 + 167/20*z + 1
*
[ 11/3 ] 
f(z) = -42/121*z^3 + 178/33*z + 1
*
5/7 | 0.21408880533370708682579052918792968741 | 0.025679759267943737073200248719618499740
f(z) = -42/125*z^3 + 167/35*z + 1
*
[ 11/5 ] 
f(z) = -60/121*z^3 + 162/55*z + 1
*
[ -5/12 ] 
f(z) = -57/125*z^3 + 167/48*z + 1
*
15/28 | 0.24341328858114587140046867627030592596 | 0.024303173985265100281866130459354650002
f(z) = -56/125*z^3 + 179/42*z + 1
*
[ 11/4 ] 
f(z) = -52/121*z^3 + 171/44*z + 1
*
[ -20/7 ] 
f(z) = -49/128*z^3 + 179/40*z + 1
*
-5/3 | 0.24912237019042367431316053821691813678 | 0.024958146701788800522808350718061471171
f(z) = -48/125*z^3 + 173/48*z + 1
*
[ 3 ] 
f(z) = -47/126*z^3 + 169/42*z + 1
*
[ -11/5 ] 
f(z) = -45/121*z^3 + 179/55*z + 1
*
-5/4 | 0.13585667294762677929992386659336607089 | 0.016227180626294157563738592816339705330
f(z) = -42/125*z^3 + 173/40*z + 1
*
[ -3 ] 
f(z) = -41/126*z^3 + 179/42*z + 1
*
[ 20/9 ] 
f(z) = -54/125*z^3 + 161/60*z + 1
*
[ -5/8 ] 
f(z) = -53/125*z^3 + 177/64*z + 1
*
[ -4/3 ] 
f(z) = -53/128*z^3 + 179/72*z + 1
*
3/4 | 0.092740078729467311050677419056498794601 | 0.012616811739675160716457703526009770710
f(z) = -52/135*z^3 + 173/60*z + 1
*
-20/7 | 0.15359460366844316859407516308098541061 | 0.026598533662229645221527826814637723080
f(z) = -49/120*z^3 + 161/60*z + 1
*
[ -12/7 ] 
f(z) = -49/120*z^3 + 167/60*z + 1
*
[ -4/3 ] 
f(z) = -49/128*z^3 + 175/72*z + 1
*
[ -6/7 ] 
f(z) = -49/132*z^3 + 161/66*z + 1
*
-2/7 | 0.17336905542061367624991123296162934730 | 0.029833909662516562849113511887745022263
f(z) = -49/132*z^3 + 167/66*z + 1
*
-6/7 | 0.18991092935980556791888782033200102621 | 0.026091580002875555018155038612209191938
f(z) = -49/135*z^3 + 161/60*z + 1
*
[ 25/12 ] 
f(z) = -48/125*z^3 + 164/75*z + 1
*
[ -15/8 ] 
f(z) = -48/125*z^3 + 173/60*z + 1
*
[ -4/3 ] 
f(z) = -47/128*z^3 + 173/72*z + 1
*
[ -2/3 ] 
f(z) = -45/124*z^3 + 165/62*z + 1
*
[ -8/9 ] 
f(z) = -45/128*z^3 + 173/72*z + 1
*
[ -2 ] 
f(z) = -43/124*z^3 + 179/62*z + 1
*
[ -5/8 ] 
f(z) = -43/125*z^3 + 175/64*z + 1
*
[ -4/3 ] 
f(z) = -43/128*z^3 + 169/72*z + 1
*
[ -11/6 ] 
f(z) = -42/121*z^3 + 179/66*z + 1
*
[ -10/7 ] 
f(z) = -42/125*z^3 + 167/70*z + 1
*
[ -2 ] 
f(z) = -41/124*z^3 + 175/62*z + 1
*
0 | 0.14918030677047057963016763493776352087 | 0.025392692034146797953477569841022517628
f(z) = -41/126*z^3 + 178/63*z + 1
*
[ -4/3 ] 
f(z) = -41/128*z^3 + 167/72*z + 1
*
[ 15/8 ] 
f(z) = -46/125*z^3 + 169/96*z + 1
*
[ 25/14 ] 
f(z) = -49/125*z^3 + 169/100*z + 1
*
-1 | 0.059756819030212809338427003235080248420 | 0.011519640386672109908578664494105017416
f(z) = -59/120*z^3 + 179/120*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014739806509834738943188826988811909842
f(z) = -59/122*z^3 + 175/122*z + 1
*
-2 | 0.063161737825173904825938675901060048619 | 0.012256581384335465308707198994576520108
f(z) = -59/126*z^3 + 173/126*z + 1
*
-2 | 0.077304482880291077724129492278681845040 | 0.015034916623924980302122962012050845825
f(z) = -59/130*z^3 + 171/130*z + 1
*
-2 | 0.077865033899514154024794599471235942143 | 0.015178668863968359328228501550134663050
f(z) = -59/134*z^3 + 169/134*z + 1
*
-2 | 0.058065640914688588076495051573701176375 | 0.011345390995552914989581387528158306027
f(z) = -59/138*z^3 + 167/138*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017120557319945684145158506996590511247
f(z) = -58/121*z^3 + 179/121*z + 1
*
-1 | 0.088811153674962073971610459046699104034 | 0.017139109114265491609336542250507701180
f(z) = -57/121*z^3 + 178/121*z + 1
*
-2 | 0.076127700885812049490814689388529248038 | 0.014874519914642877912950160838450734388
f(z) = -57/122*z^3 + 167/122*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014675464025689289491052621130433451839
f(z) = -57/122*z^3 + 179/122*z + 1
*
-2 | 0.077303814826106384137341931357363265154 | 0.015176208447336657928006101673454300469
f(z) = -57/130*z^3 + 163/130*z + 1
*
-2 | 0.077865597394661173438417609914285794414 | 0.015323637286421557370701033174154119764
f(z) = -57/134*z^3 + 161/134*z + 1
*
-1 | 0.088811468584863422478860086256809741757 | 0.017157824478292693017424671457123363720
f(z) = -56/121*z^3 + 177/121*z + 1
*
[ 3/2 ] 
f(z) = -56/123*z^3 + 167/123*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013257330238692653836789204109658988896
f(z) = -56/123*z^3 + 179/123*z + 1
*
-65/42 | 0.11787437710492062771428210482607395350 | 0.011809160268978817023811196123657995461
f(z) = -56/125*z^3 + 173/126*z + 1
*
[ 3/2 ] 
f(z) = -56/129*z^3 + 169/129*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014707320636787899659807392158813373852
f(z) = -55/122*z^3 + 177/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013271663325200305821702663017264068773
f(z) = -55/123*z^3 + 178/123*z + 1
*
-1 | 0.080707615346442212348565628263793143374 | 0.015558437017653322335306019963255554805
f(z) = -55/124*z^3 + 179/124*z + 1
*
12/5 | 0.23287468093044817508399635105513601407 | 0.029512989682020329363713477632404692541
f(z) = -55/128*z^3 + 167/120*z + 1
*
-1 | 0.088811079128666112288003599811870369862 | 0.017195500370598963060829324627811133738
f(z) = -54/121*z^3 + 175/121*z + 1
*
-1 | 0.089413728376166836436592963198268425992 | 0.017236760812255595025241674928823882692
f(z) = -54/125*z^3 + 179/125*z + 1
*
-1 | 0.059756748133563745914677597848855060043 | 0.011595840646270943496889216980907800737
f(z) = -53/120*z^3 + 173/120*z + 1
*
-1 | 0.088810992135921836030993200786043792595 | 0.017214584257207592300891040805011362229
f(z) = -53/121*z^3 + 174/121*z + 1
*
-1 | 0.076127508363030612854699416366379732970 | 0.014739721790484786972335876291870718523
f(z) = -53/122*z^3 + 175/122*z + 1
*
-1 | 0.068771365500482226624729608181913367109 | 0.013300759767650103506648502217603079597
f(z) = -53/123*z^3 + 176/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015592110933292763375631598811730757091
f(z) = -53/124*z^3 + 177/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017255297618984877254647173028384224555
f(z) = -53/125*z^3 + 178/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012175998632946636467456454509985667343
f(z) = -53/126*z^3 + 179/126*z + 1
*
-1 | 0.088811200842454972107363673010969840979 | 0.017233878427776060803285748656900972480
f(z) = -52/121*z^3 + 173/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013315341052031004713515001227645213178
f(z) = -52/123*z^3 + 175/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017274078606105062168162246516402132830
f(z) = -52/125*z^3 + 177/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017293328783593769668779702238848413430
f(z) = -52/127*z^3 + 179/127*z + 1
*
[ 3/2 ] 
f(z) = -52/129*z^3 + 160/129*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017253235808141658363563714041898467620
f(z) = -51/121*z^3 + 172/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014772683541064032763336404671439994695
f(z) = -51/122*z^3 + 173/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015626417289139736958143030919563977591
f(z) = -51/124*z^3 + 175/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017293007278091431703969363117888886538
f(z) = -51/125*z^3 + 176/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017312025366766835475938451807719957625
f(z) = -51/127*z^3 + 178/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015671677939159218970385117224869759055
f(z) = -51/128*z^3 + 179/128*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017272801896430995401312951074002155040
f(z) = -50/121*z^3 + 171/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013345040823415671932387572042631623311
f(z) = -50/123*z^3 + 173/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017330868097423641737681426625700832472
f(z) = -50/127*z^3 + 177/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013427158997100328274701372348149851653
f(z) = -50/129*z^3 + 179/129*z + 1
*
-15/7 | 0.068179092327864420932103885738728726514 | 0.013417371937112681780195149931159309147
f(z) = -49/120*z^3 + 161/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017292527562779062091480502472114972769
f(z) = -49/121*z^3 + 170/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014806092441435998270207986396373328315
f(z) = -49/122*z^3 + 171/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013359869232863880961728094105710178187
f(z) = -49/123*z^3 + 172/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015661271899264655356441307143522385570
f(z) = -49/124*z^3 + 173/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017331315942874903161227213750313596715
f(z) = -49/125*z^3 + 174/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017349858998468819785612407686481364172
f(z) = -49/127*z^3 + 176/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015705697071262744717796746404253902621
f(z) = -49/128*z^3 + 177/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013441875164164266894809241435002572239
f(z) = -49/129*z^3 + 178/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014902201388990618289307258055121986365
f(z) = -49/130*z^3 + 179/130*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017312415110889974636394964603954736558
f(z) = -48/121*z^3 + 169/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017350700172471786495755859384623012315
f(z) = -48/125*z^3 + 173/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017369000132953074551261602062729493160
f(z) = -48/127*z^3 + 175/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017404032645784654261354299018237424132
f(z) = -48/131*z^3 + 179/131*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.011675716245598479577562311116487522540
f(z) = -47/120*z^3 + 167/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017332466892148659159703473168104980254
f(z) = -47/121*z^3 + 168/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014839921412001762879967231604347969469
f(z) = -47/122*z^3 + 169/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013390495664202148470804478165464537013
f(z) = -47/123*z^3 + 170/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015696690370873173240550986355031715339
f(z) = -47/124*z^3 + 171/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017370240562705976526007705744036806056
f(z) = -47/125*z^3 + 172/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012256555120599442624305448042393056404
f(z) = -47/126*z^3 + 173/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017388293605112100682681569812001079206
f(z) = -47/127*z^3 + 174/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015740253343653100582506112650393615755
f(z) = -47/128*z^3 + 175/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013471250984934567534479734264959289904
f(z) = -47/129*z^3 + 176/129*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014934676177140789831245388736834451948
f(z) = -47/130*z^3 + 177/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017422848915803030908774521862988354024
f(z) = -47/131*z^3 + 178/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011859778534487730600722459703496188644
f(z) = -47/132*z^3 + 179/132*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017352685306907803503099771044342589485
f(z) = -46/121*z^3 + 167/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013405895618071471009168569061650824115
f(z) = -46/123*z^3 + 169/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017389939340618497021687439735839324920
f(z) = -46/125*z^3 + 171/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017407741561438699169926263402332127055
f(z) = -46/127*z^3 + 173/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013485912939275789798488870860522470189
f(z) = -46/129*z^3 + 175/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017441812268873487802998769314799254650
f(z) = -46/131*z^3 + 177/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017458123278786555519015018579004740304
f(z) = -46/133*z^3 + 179/133*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017373072805817709802837862680622453254
f(z) = -45/121*z^3 + 166/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014874440370813845437896878623115191554
f(z) = -45/122*z^3 + 167/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015732688952092707311632894748592625445
f(z) = -45/124*z^3 + 169/124*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017427346191789359088292407409843207251
f(z) = -45/127*z^3 + 172/127*z + 1
*
-12/5 | 0.23590840394960530512572971567371333266 | 0.029764315700228690021932961902959143294
f(z) = -45/128*z^3 + 173/120*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015775361864269771929270912331980284081
f(z) = -45/128*z^3 + 173/128*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017460924740850352562252734487395380397
f(z) = -45/131*z^3 + 176/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017476998028582391972657198173540252685
f(z) = -45/133*z^3 + 178/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015010388864695149161587750016152648834
f(z) = -45/134*z^3 + 179/134*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013437078907108637520898441146888091845
f(z) = -44/123*z^3 + 167/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017429821196536204211899158133997733836
f(z) = -44/125*z^3 + 169/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017447109730526625069430509748804801762
f(z) = -44/127*z^3 + 171/127*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013515993170014522802759467826743076621
f(z) = -44/129*z^3 + 173/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017480188407991022929471417551565391064
f(z) = -44/131*z^3 + 175/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017496020318555134441520838191632194545
f(z) = -44/133*z^3 + 177/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014896772679026600405856079281367861239
f(z) = -44/135*z^3 + 179/135*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011731083686558033197737353477819291341
f(z) = -43/120*z^3 + 163/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017414365118472226830876080091989389066
f(z) = -43/121*z^3 + 164/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014909666840250177472418442412095557225
f(z) = -43/122*z^3 + 165/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013452663804039657643056731539845249965
f(z) = -43/123*z^3 + 166/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015769284566507577634090903728674934786
f(z) = -43/124*z^3 + 167/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017450008961199441905862412102020830142
f(z) = -43/125*z^3 + 168/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.012312573430757239016089593806476163336
f(z) = -43/126*z^3 + 169/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017467034457698629942017265068926009639
f(z) = -43/127*z^3 + 170/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015811038354014514129398236265608434953
f(z) = -43/128*z^3 + 171/128*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015000921000263679930561774061139385881
f(z) = -43/130*z^3 + 173/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017499605388001533547541445620033383647
f(z) = -43/131*z^3 + 174/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.011911473877989333182630050241291992837
f(z) = -43/132*z^3 + 175/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017515192190886417066507092155392465793
f(z) = -43/133*z^3 + 176/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015042972510409141664450307021390544354
f(z) = -43/134*z^3 + 177/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014912878239320342505598296500505841798
f(z) = -43/135*z^3 + 178/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015888102593851713026826443036675231631
f(z) = -43/136*z^3 + 179/136*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017435275097609450140858894595294165026
f(z) = -42/121*z^3 + 163/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017470364489406920209950338671016662731
f(z) = -42/125*z^3 + 167/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017487122700257233806572215142349271745
f(z) = -42/127*z^3 + 169/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017519177841115535777670551342465307203
f(z) = -42/131*z^3 + 173/131*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017563906232522659847331211637114476253
f(z) = -42/137*z^3 + 179/137*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.011759789067817970629397165740819844749
f(z) = -41/120*z^3 + 161/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017456364494671076983896723925292762159
f(z) = -41/121*z^3 + 162/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014945234999731630474481362928584969715
f(z) = -41/122*z^3 + 163/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015806494850006752488563903395196603753
f(z) = -41/124*z^3 + 165/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017490890248428301264127979391615176903
f(z) = -41/125*z^3 + 166/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.012341213556491551811723581243941132433
f(z) = -41/126*z^3 + 167/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017507376833316275794331247562722000340
f(z) = -41/127*z^3 + 168/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015847299179379861372185345881364825906
f(z) = -41/128*z^3 + 169/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013562030295396419291876434009196886457
f(z) = -41/129*z^3 + 170/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015034719232701379665675458461749126058
f(z) = -41/130*z^3 + 171/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017538907971207963265202369547572079352
f(z) = -41/131*z^3 + 172/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011938242907873363150186823480997618405
f(z) = -41/132*z^3 + 173/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017553993055043157238925381817753172987
f(z) = -41/133*z^3 + 174/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015076070631000139361300573718932682002
f(z) = -41/134*z^3 + 175/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014945468784387707587640288937157193229
f(z) = -41/135*z^3 + 176/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015922591527526393247509448482370742917
f(z) = -41/136*z^3 + 177/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017582895348951870898712627438718371931
f(z) = -41/137*z^3 + 178/137*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.011193568786876520248041639622966277884
f(z) = -41/138*z^3 + 179/138*z + 1
*
[ 25/18 ] 
f(z) = -54/125*z^3 + 167/150*z + 1
*
[ 10/7 ] 
f(z) = -49/128*z^3 + 173/160*z + 1
*
[ 3/2 ] 
f(z) = -41/126*z^3 + 179/168*z + 1
*
[ 35/29 ] 
f(z) = -58/125*z^3 + 172/203*z + 1
*
-3/4 | 0.19894519335424944832910894467177640573 | 0.026370153183191983344689151691499265483
f(z) = -56/135*z^3 + 179/210*z + 1
*
[ 6/5 ] 
f(z) = -55/126*z^3 + 167/210*z + 1
*
-3/5 | 0.13518434213809561931388927663263701130 | 0.020972730110224015026086699741044490921
f(z) = -55/126*z^3 + 173/210*z + 1
*
[ 25/21 ] 
f(z) = -49/125*z^3 + 161/225*z + 1
*
[ 6/5 ] 
f(z) = -47/135*z^3 + 167/250*z + 1
*
[ 6/5 ] 
f(z) = -45/136*z^3 + 164/255*z + 1
*
[ 10/9 ] 
f(z) = -57/125*z^3 + 179/270*z + 1
*
[ 11/10 ] 
f(z) = -56/121*z^3 + 179/275*z + 1
*
[ 11/10 ] 
f(z) = -52/121*z^3 + 168/275*z + 1
*
[ 10/9 ] 
f(z) = -51/125*z^3 + 163/270*z + 1
*
[ 8/7 ] 
f(z) = -49/132*z^3 + 161/264*z + 1
*
-6 | 0.17243668105355589435565593548442508772 | 0.023388391853448889561923285280406248208
f(z) = -47/120*z^3 + 199/15*z + 1
*
[ 8 ] 
f(z) = -47/128*z^3 + 195/8*z + 1
*
[ -8 ] 
f(z) = -47/128*z^3 + 197/8*z + 1
*
[ 8 ] 
f(z) = -45/128*z^3 + 187/8*z + 1
*
[ -8 ] 
f(z) = -45/128*z^3 + 189/8*z + 1
*
-6 | 0.20134460630365613566646961783028450373 | 0.027665059863532790039387323356676909388
f(z) = -43/120*z^3 + 181/15*z + 1
*
6 | 0.19018731437891550963622956572577212463 | 0.025940358451497615271368917439265520264
f(z) = -43/120*z^3 + 191/15*z + 1
*
[ -8 ] 
f(z) = -43/128*z^3 + 181/8*z + 1
*
[ -20/3 ] 
f(z) = -42/125*z^3 + 193/12*z + 1
*
-6 | 0.19134208805618511178549028885747128895 | 0.026173418403102001767730782178708347718
f(z) = -41/120*z^3 + 187/15*z + 1
*
[ 6 ] 
f(z) = -41/120*z^3 + 197/15*z + 1
*
[ -15/4 ] 
f(z) = -58/125*z^3 + 187/24*z + 1
*
[ -10/3 ] 
f(z) = -57/125*z^3 + 191/30*z + 1
*
[ 15/4 ] 
f(z) = -56/135*z^3 + 197/30*z + 1
*
[ -3/14 ] 
f(z) = -56/135*z^3 + 199/35*z + 1
*
[ -5/36 ] 
f(z) = -54/125*z^3 + 197/24*z + 1
*
15/4 | 0.20569240276951427321277330707312397129 | 0.020342387130352674401456039019184330210
f(z) = -52/125*z^3 + 197/36*z + 1
*
[ 22/5 ] 
f(z) = -50/121*z^3 + 193/22*z + 1
*
[ -45/14 ] 
f(z) = -49/125*z^3 + 193/36*z + 1
*
-5 | 0.28007244868803297556400370628860425163 | 0.027726340178227353571176341923425311119
f(z) = -44/125*z^3 + 195/22*z + 1
*
[ -11/3 ] 
f(z) = -42/121*z^3 + 196/33*z + 1
*
[ 11/4 ] 
f(z) = -60/121*z^3 + 193/44*z + 1
*
-5/8 | 0.15443737248531132848921581647004230613 | 0.018230982346600858540565070661033916760
f(z) = -56/125*z^3 + 191/40*z + 1
*
[ 3 ] 
f(z) = -55/126*z^3 + 193/42*z + 1
*
[ 3 ] 
f(z) = -53/126*z^3 + 187/42*z + 1
*
[ -18/7 ] 
f(z) = -49/120*z^3 + 184/45*z + 1
*
[ 24/7 ] 
f(z) = -49/135*z^3 + 199/40*z + 1
*
[ -3 ] 
f(z) = -47/126*z^3 + 197/42*z + 1
*
[ -3 ] 
f(z) = -43/126*z^3 + 185/42*z + 1
*
[ -4/3 ] 
f(z) = -59/128*z^3 + 185/72*z + 1
*
[ -11/14 ] 
f(z) = -56/121*z^3 + 197/77*z + 1
*
[ -10/7 ] 
f(z) = -56/125*z^3 + 183/70*z + 1
*
15/7 | 0.11275030275281619856566743356991777766 | 0.013293571325121173785068012129934704451
f(z) = -56/125*z^3 + 193/70*z + 1
*
-15/7 | 0.22047275429621235105611015681495628734 | 0.025856006085580391134106897018138603047
f(z) = -56/135*z^3 + 187/70*z + 1
*
[ -4/3 ] 
f(z) = -55/128*z^3 + 181/72*z + 1
*
[ -11/18 ] 
f(z) = -54/121*z^3 + 185/66*z + 1
*
[ -2 ] 
f(z) = -53/124*z^3 + 199/62*z + 1
*
[ -15/26 ] 
f(z) = -52/135*z^3 + 186/65*z + 1
*
[ -2 ] 
f(z) = -51/124*z^3 + 195/62*z + 1
*
[ -2 ] 
f(z) = -49/124*z^3 + 191/62*z + 1
*
[ -4/7 ] 
f(z) = -49/136*z^3 + 195/68*z + 1
*
[ -2 ] 
f(z) = -47/124*z^3 + 187/62*z + 1
*
0 | 0.16245832721924010163309749893365372529 | 0.027574361481834224769797405058117872089
f(z) = -47/126*z^3 + 181/63*z + 1
*
[ -2 ] 
f(z) = -47/132*z^3 + 193/66*z + 1
*
[ -2 ] 
f(z) = -45/124*z^3 + 183/62*z + 1
*
8/9 | 0.14555905805339877412546922401729401014 | 0.018138511955398972526046874344321478069
f(z) = -45/128*z^3 + 191/72*z + 1
*
[ -35/22 ] 
f(z) = -44/125*z^3 + 194/77*z + 1
*
[ -2 ] 
f(z) = -43/132*z^3 + 185/66*z + 1
*
[ -11/7 ] 
f(z) = -42/121*z^3 + 192/77*z + 1
*
-10/3 | 0.24413260166431749706682898349900515357 | 0.028714457460089011879796330664010140795
f(z) = -42/125*z^3 + 197/60*z + 1
*
[ -2 ] 
f(z) = -41/132*z^3 + 181/66*z + 1
*
[ 11/6 ] 
f(z) = -56/121*z^3 + 199/99*z + 1
*
[ -5/4 ] 
f(z) = -53/125*z^3 + 197/80*z + 1
*
[ 11/6 ] 
f(z) = -52/121*z^3 + 188/99*z + 1
*
[ -5/4 ] 
f(z) = -47/125*z^3 + 191/80*z + 1
*
[ -16/15 ] 
f(z) = -45/128*z^3 + 187/80*z + 1
*
[ 34/15 ] 
f(z) = -45/136*z^3 + 192/85*z + 1
*
[ -5/4 ] 
f(z) = -43/125*z^3 + 187/80*z + 1
*
70/57 | 0.27866631205941187347521498494826191313 | 0.027792118400495819970564641977255253664
f(z) = -57/125*z^3 + 181/114*z + 1
*
15/11 | 0.16807488213093412644116172764232442890 | 0.019816491654725068070739346398283216946
f(z) = -44/125*z^3 + 193/110*z + 1
*
5/21 | 0.10810763361264903296277533621503567286 | 0.012761861511937163453164378877925017086
f(z) = -42/125*z^3 + 191/105*z + 1
*
-1 | 0.088811575955478033710505442344765741974 | 0.017084087077732264555371113204596930017
f(z) = -60/121*z^3 + 181/121*z + 1
*
-1 | 0.089707671055616884942672188263675996376 | 0.017148883272386955667106615508318046405
f(z) = -60/127*z^3 + 187/127*z + 1
*
-1 | 0.090281541337081881563321824204552520399 | 0.017189040626671722998593190856259527877
f(z) = -60/131*z^3 + 191/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017208313171070500062355967052900805611
f(z) = -60/133*z^3 + 193/133*z + 1
*
-1 | 0.091110808161768938427385361526209987646 | 0.017245370960459401928899503571757670060
f(z) = -60/137*z^3 + 197/137*z + 1
*
-1 | 0.091379664096017281069686456746655765402 | 0.017263253699124240165737959147898476936
f(z) = -60/139*z^3 + 199/139*z + 1
*
-1 | 0.088811149466097830967684262038859349209 | 0.017102231352234950144311710336705886833
f(z) = -59/121*z^3 + 180/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.014644222255486011336254746957340813100
f(z) = -59/122*z^3 + 181/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013214789530900150587739502856149576352
f(z) = -59/123*z^3 + 182/123*z + 1
*
-1 | 0.080707251166001405879905286439529868902 | 0.015492363123372749707530835752033481553
f(z) = -59/124*z^3 + 183/124*z + 1
*
-1 | 0.089413641801193269376555734499923258654 | 0.017145684234121581384815228295728197372
f(z) = -59/125*z^3 + 184/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.012099224025383340387659884013253139014
f(z) = -59/126*z^3 + 185/126*z + 1
*
-1 | 0.089707444160507223849090857464953515740 | 0.017166435681193247256200019496554528773
f(z) = -59/127*z^3 + 186/127*z + 1
*
-1 | 0.081295591861046525353887816147840195787 | 0.015540795998598238427846939536364168542
f(z) = -59/128*z^3 + 187/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013301567763982885558200296581601327314
f(z) = -59/129*z^3 + 188/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014747653356588162568700467492681540688
f(z) = -59/130*z^3 + 189/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017206216451368145480692733005378565223
f(z) = -59/131*z^3 + 190/131*z + 1
*
-1 | 0.061520217138407507263989395865983331183 | 0.011713064443655108307186647174196806820
f(z) = -59/132*z^3 + 191/132*z + 1
*
-1 | 0.090562531721593312013822690390910522887 | 0.017225413493167552970655931430428902151
f(z) = -59/133*z^3 + 192/133*z + 1
*
-1 | 0.077865040395610706997677523741655155785 | 0.014795672479404238253267855789610808895
f(z) = -59/134*z^3 + 193/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014669208018645509374022988691031385104
f(z) = -59/135*z^3 + 194/135*z + 1
*
-1 | 0.082418027848110099960235271361364844424 | 0.015630198131584714566394515784151728637
f(z) = -59/136*z^3 + 195/136*z + 1
*
-1 | 0.091111208486233126939264334964308691485 | 0.017262074503609968158730916907581611510
f(z) = -59/137*z^3 + 196/137*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.010990558536650562119298598701591410706
f(z) = -59/138*z^3 + 197/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017279601498834738877300374059005541223
f(z) = -59/139*z^3 + 198/139*z + 1
*
-1 | 0.068770180894250378043175888887414942516 | 0.013228858356682556099103839373565185276
f(z) = -58/123*z^3 + 181/123*z + 1
*
-1 | 0.089413596483476877584873606668124535551 | 0.017163611507961842347466280575406338883
f(z) = -58/125*z^3 + 183/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017184109910056896924985599140763988380
f(z) = -58/127*z^3 + 185/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013315129299040956557831645995423476933
f(z) = -58/129*z^3 + 187/129*z + 1
*
-1 | 0.090281971654932500015262346239025779755 | 0.017223641544613011250693636999300904270
f(z) = -58/131*z^3 + 189/131*z + 1
*
-1 | 0.090562035743558088230269057326720468006 | 0.017242445006759475815313857366322575744
f(z) = -58/133*z^3 + 191/133*z + 1
*
-1 | 0.077275536841478088178973658363504556143 | 0.014683656849950039135204775740435447755
f(z) = -58/135*z^3 + 193/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017278734214520331616038098753359339570
f(z) = -58/137*z^3 + 195/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017296161874805380675283390072174124584
f(z) = -58/139*z^3 + 197/139*z + 1
*
-1 | 0.080707517788795112978430834123728361073 | 0.015525163773950056666565290810920181809
f(z) = -57/124*z^3 + 181/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017181610773001405443501312830269731838
f(z) = -57/125*z^3 + 182/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017201969964224803376409260560029897521
f(z) = -57/127*z^3 + 184/127*z + 1
*
-1 | 0.081295355839633947055461339635479004516 | 0.015572761429229627912513369969029701667
f(z) = -57/128*z^3 + 185/128*z + 1
*
-1 | 0.077303573607230780606959298303300613072 | 0.014777665552223354042373936032484752596
f(z) = -57/130*z^3 + 187/130*z + 1
*
-1 | 0.090281545329012323257233753690025976153 | 0.017241009443026681093824801991313305477
f(z) = -57/131*z^3 + 188/131*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014825071722357438928174552965900020715
f(z) = -57/134*z^3 + 191/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015660758075944877253686719957340513198
f(z) = -57/136*z^3 + 193/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017295598160506720476225016875509287328
f(z) = -57/137*z^3 + 194/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017312838543592676728387504865416880794
f(z) = -57/139*z^3 + 196/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017199820798142890312249656137191639405
f(z) = -56/125*z^3 + 181/125*z + 1
*
-1 | 0.089707609039991371546919223670976398208 | 0.017220049426767736490736486572929878716
f(z) = -56/127*z^3 + 183/127*z + 1
*
-1 | 0.069653152530190668587274878616237185221 | 0.013342606301965175211806707129956203444
f(z) = -56/129*z^3 + 185/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017258565731219276325970034425701589980
f(z) = -56/131*z^3 + 187/131*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014712735010210304545622483119486283353
f(z) = -56/135*z^3 + 191/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017312582465483356933639884708727347010
f(z) = -56/137*z^3 + 193/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017329632952732005515432945343777180781
f(z) = -56/139*z^3 + 195/139*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012149973752145063631785633264453635337
f(z) = -55/126*z^3 + 181/126*z + 1
*
-1 | 0.089707586805478298536424027406641465781 | 0.017238176697245755617082810900460065958
f(z) = -55/127*z^3 + 182/127*z + 1
*
-1 | 0.081295286292648642713258774022333319355 | 0.015605240883173781831011573466958439446
f(z) = -55/128*z^3 + 183/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013356422945214097733475763125729681769
f(z) = -55/129*z^3 + 184/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017276274099789485868127330989949508460
f(z) = -55/131*z^3 + 186/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017294571683565968655680965331551694029
f(z) = -55/133*z^3 + 188/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014854718839570660025539199617299007851
f(z) = -55/134*z^3 + 189/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015691817839677852848298186851558701310
f(z) = -55/136*z^3 + 191/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017329688651835216750987157274108944839
f(z) = -55/137*z^3 + 192/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011033471330163074739138874863301549884
f(z) = -55/138*z^3 + 193/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017346546575596417980533257142671171668
f(z) = -55/139*z^3 + 194/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017256366162799969447297010817269957217
f(z) = -54/127*z^3 + 181/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017294114603725863381583505654746043097
f(z) = -54/131*z^3 + 185/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017312204262248616612330902119165820579
f(z) = -54/133*z^3 + 187/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017346918269559886354993711746865876490
f(z) = -54/137*z^3 + 191/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017363580911997925050076053841695815320
f(z) = -54/139*z^3 + 193/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017274776364138959690235835150275695863
f(z) = -53/127*z^3 + 180/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015638181421738162456990615647278629127
f(z) = -53/128*z^3 + 181/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013384473118321774070598068631102566983
f(z) = -53/129*z^3 + 182/129*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014839106551462832498330142863060438163
f(z) = -53/130*z^3 + 183/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017312088989668760510523527607046929053
f(z) = -53/131*z^3 + 184/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011784876144777636193156347334550008207
f(z) = -53/132*z^3 + 185/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017329967667308637934120899465317202547
f(z) = -53/133*z^3 + 186/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014885053241934614382946200737583810076
f(z) = -53/134*z^3 + 187/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014757216387872801215009741135500123287
f(z) = -53/135*z^3 + 188/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015723329958561588699021173966874793207
f(z) = -53/136*z^3 + 189/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017364272896920548328146043823016230135
f(z) = -53/137*z^3 + 190/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011055353860434442126729227280889300476
f(z) = -53/138*z^3 + 191/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017380737488806059826250424047369581394
f(z) = -53/139*z^3 + 192/139*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013398658726132955508843254378794265385
f(z) = -52/129*z^3 + 181/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017330199037363799414476333133116319300
f(z) = -52/131*z^3 + 183/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017347863618403190326073784093986303415
f(z) = -52/133*z^3 + 185/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014772262020910553138028570211142877109
f(z) = -52/135*z^3 + 187/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017381754141118031003839335354306411203
f(z) = -52/137*z^3 + 189/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017398017860584305774349994897744124379
f(z) = -52/139*z^3 + 191/139*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.014870474992184540329607616820929685892
f(z) = -51/130*z^3 + 181/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017348446560480016532923565910205171733
f(z) = -51/131*z^3 + 182/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017365893867601073204792382227487597849
f(z) = -51/133*z^3 + 184/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014915588275192233873114131263599068472
f(z) = -51/134*z^3 + 185/134*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017399363638982585350995243694655687118
f(z) = -51/137*z^3 + 188/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017415423610245005743004016739292462901
f(z) = -51/139*z^3 + 190/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017366833407452971293617906934920609107
f(z) = -50/131*z^3 + 181/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017384060200179245589730907263381827435
f(z) = -50/133*z^3 + 183/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017417103057686079145814514511724362322
f(z) = -50/137*z^3 + 187/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017432956349723391245800223970525125414
f(z) = -50/139*z^3 + 189/139*z + 1
*
-5/7 | 0.090523985684084590944303492102593915247 | 0.017201085839127031829041612607122326999
f(z) = -49/120*z^3 + 193/120*z + 1
*
18/7 | 0.17003594254545342147830892374469159013 | 0.023094409183155446657688950357719646084
f(z) = -49/120*z^3 + 197/135*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017385361462353727594433057783822387681
f(z) = -49/131*z^3 + 180/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011834429539961899162698535757472097054
f(z) = -49/132*z^3 + 181/132*z + 1
*
-3/7 | 0.10544078833060928351085812527107315459 | 0.020198007925834687369521525830049750449
f(z) = -49/132*z^3 + 185/132*z + 1
*
[ 12/7 ] 
f(z) = -49/132*z^3 + 199/132*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014946709877403138390874167660075225878
f(z) = -49/134*z^3 + 183/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014818074611037811463360764277992923891
f(z) = -49/135*z^3 + 184/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015787758658357638816127941091454165948
f(z) = -49/136*z^3 + 185/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017434974095475326476561499660560580771
f(z) = -49/137*z^3 + 186/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.011099885694460190710556217387824656450
f(z) = -49/138*z^3 + 187/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017450617720671397143933076103907780348
f(z) = -49/139*z^3 + 188/139*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017420808427574254525703922875595532812
f(z) = -48/133*z^3 + 181/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017452978482427299976276590045568402412
f(z) = -48/137*z^3 + 185/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017468409395171953760100387894515648689
f(z) = -48/139*z^3 + 187/139*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017439394066498108980363466167610176967
f(z) = -47/133*z^3 + 180/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.014978431228855271138482365005365440450
f(z) = -47/134*z^3 + 181/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014849194437032166543601051206932609451
f(z) = -47/135*z^3 + 182/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015820700057362622921089869983685106845
f(z) = -47/136*z^3 + 183/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017471117981227003895925571325646328529
f(z) = -47/137*z^3 + 184/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.011122749032441763418773045974335068203
f(z) = -47/138*z^3 + 185/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017486333076474476584725262507463654577
f(z) = -47/139*z^3 + 186/139*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014864932437828579468234256749466459441
f(z) = -46/135*z^3 + 181/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017489394387968818288503112443271937928
f(z) = -46/137*z^3 + 183/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017504390499752303171033825481182891634
f(z) = -46/139*z^3 + 185/139*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015854143492127661182763605096566727788
f(z) = -45/136*z^3 + 181/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017507809532982158248978597644327706974
f(z) = -45/137*z^3 + 182/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017522583432882857623618498149162037057
f(z) = -45/139*z^3 + 184/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017526365281682327426129378874510988643
f(z) = -44/137*z^3 + 181/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017540913677251355337854030697311050302
f(z) = -44/139*z^3 + 183/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017545063535447481975415709271843899186
f(z) = -43/137*z^3 + 180/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.011169842573523062243547915837487676149
f(z) = -43/138*z^3 + 181/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017559383068578894421100612652174674504
f(z) = -43/139*z^3 + 182/139*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017577993477775815601685065105962888710
f(z) = -42/139*z^3 + 181/139*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017596746811821249493614725086698997786
f(z) = -41/139*z^3 + 180/139*z + 1
*
-145/84 | 0.29915288022559828876875059713783767561 | 0.029585359589231639226667839738596644941
f(z) = -49/125*z^3 + 197/144*z + 1
*
[ 11/8 ] 
f(z) = -52/121*z^3 + 191/176*z + 1
*
[ 3/2 ] 
f(z) = -47/126*z^3 + 197/168*z + 1
*
[ 3/2 ] 
f(z) = -43/126*z^3 + 185/168*z + 1
*
[ 30/23 ] 
f(z) = -46/135*z^3 + 187/230*z + 1
*
[ 6/5 ] 
f(z) = -59/135*z^3 + 199/250*z + 1
*
[ 6/5 ] 
f(z) = -56/135*z^3 + 191/250*z + 1
*
[ 6/5 ] 
f(z) = -55/136*z^3 + 191/255*z + 1
*
[ 6/5 ] 
f(z) = -53/135*z^3 + 183/250*z + 1
*
[ 6/5 ] 
f(z) = -50/123*z^3 + 185/246*z + 1
*
[ 6/5 ] 
f(z) = -50/129*z^3 + 187/258*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -41/129*z^3 + 199/258*z + 1
*
[ 7/6 ] 
f(z) = -54/133*z^3 + 185/266*z + 1
*
105/52 | 0.23191274177821927904257748980050795018 | 0.026185542530764876227349363680859630005
f(z) = -52/135*z^3 + 183/260*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -42/137*z^3 + 199/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -42/139*z^3 + 197/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -41/131*z^3 + 197/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -41/133*z^3 + 195/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -41/135*z^3 + 193/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -41/137*z^3 + 191/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -41/139*z^3 + 189/278*z + 1
*
[ 8 ] 
f(z) = -53/128*z^3 + 219/8*z + 1
*
[ 8 ] 
f(z) = -51/128*z^3 + 211/8*z + 1
*
[ -8 ] 
f(z) = -51/128*z^3 + 213/8*z + 1
*
-6 | 0.21621155169907524002247029653055642402 | 0.029150889275170123165857341121066493664
f(z) = -49/120*z^3 + 208/15*z + 1
*
-165/28 | 0.29663687900339587482307509508066354115 | 0.029221497342555802021864957346795026923
f(z) = -49/125*z^3 + 205/16*z + 1
*
[ 8 ] 
f(z) = -49/128*z^3 + 203/8*z + 1
*
[ -8 ] 
f(z) = -49/128*z^3 + 205/8*z + 1
*
[ 35/4 ] 
f(z) = -48/125*z^3 + 212/7*z + 1
*
[ 20/3 ] 
f(z) = -48/125*z^3 + 215/12*z + 1
*
[ -15/2 ] 
f(z) = -46/135*z^3 + 203/10*z + 1
*
[ 6 ] 
f(z) = -43/120*z^3 + 206/15*z + 1
*
[ -6 ] 
f(z) = -43/120*z^3 + 211/15*z + 1
*
[ -6 ] 
f(z) = -41/120*z^3 + 202/15*z + 1
*
[ 15/4 ] 
f(z) = -56/125*z^3 + 211/30*z + 1
*
[ 11/3 ] 
f(z) = -51/121*z^3 + 211/33*z + 1
*
[ -22/5 ] 
f(z) = -50/121*z^3 + 203/22*z + 1
*
75/14 | 0.25410365107863053048849296932505551655 | 0.029515900391278557195819372374267882671
f(z) = -49/135*z^3 + 203/20*z + 1
*
[ 11/3 ] 
f(z) = -48/121*z^3 + 200/33*z + 1
*
[ -11/3 ] 
f(z) = -48/121*z^3 + 218/33*z + 1
*
[ -11/5 ] 
f(z) = -60/121*z^3 + 212/55*z + 1
*
[ 3 ] 
f(z) = -59/126*z^3 + 205/42*z + 1
*
[ -10/27 ] 
f(z) = -54/125*z^3 + 203/54*z + 1
*
[ -3 ] 
f(z) = -53/126*z^3 + 215/42*z + 1
*
[ -11/4 ] 
f(z) = -52/121*z^3 + 203/44*z + 1
*
-3/2 | 0.18221180625613913065926229462131309192 | 0.021117300907758313588490239815742368080
f(z) = -44/135*z^3 + 207/55*z + 1
*
-155/42 | 0.29864575192938562669130460216037369271 | 0.029363493087612579408373914912758314264
f(z) = -42/125*z^3 + 209/42*z + 1
*
-15/4 | 0.23618184482182347658854334480077993858 | 0.027526482591155358993854639427183775663
f(z) = -42/125*z^3 + 213/40*z + 1
*
[ -2 ] 
f(z) = -59/124*z^3 + 211/62*z + 1
*
[ -2 ] 
f(z) = -59/132*z^3 + 217/66*z + 1
*
[ -2 ] 
f(z) = -57/124*z^3 + 207/62*z + 1
*
[ -11/7 ] 
f(z) = -56/121*z^3 + 214/77*z + 1
*
[ -15/28 ] 
f(z) = -56/135*z^3 + 209/70*z + 1
*
3 | 0.22491891032746092423243658629725204335 | 0.025980773707254801597020451629510389802
f(z) = -56/135*z^3 + 213/70*z + 1
*
[ -2 ] 
f(z) = -55/124*z^3 + 203/62*z + 1
*
[ 22/9 ] 
f(z) = -54/121*z^3 + 215/66*z + 1
*
[ -2 ] 
f(z) = -53/132*z^3 + 205/66*z + 1
*
[ 30/13 ] 
f(z) = -52/125*z^3 + 217/78*z + 1
*
4/7 | 0.15656850431350613526486552981218466998 | 0.026067149258983604277191729401325822801
f(z) = -49/120*z^3 + 203/60*z + 1
*
8/21 | 0.13085111124184971432226134875831458513 | 0.016105848627687328147027748175698359223
f(z) = -49/128*z^3 + 211/72*z + 1
*
[ 8/3 ] 
f(z) = -43/128*z^3 + 217/72*z + 1
*
[ 8/3 ] 
f(z) = -41/128*z^3 + 209/72*z + 1
*
[ -5/4 ] 
f(z) = -59/125*z^3 + 203/80*z + 1
*
[ -5/4 ] 
f(z) = -57/125*z^3 + 201/80*z + 1
*
[ -11/12 ] 
f(z) = -54/121*z^3 + 217/88*z + 1
*
[ -10/7 ] 
f(z) = -49/136*z^3 + 207/85*z + 1
*
[ -5/8 ] 
f(z) = -44/125*z^3 + 219/80*z + 1
*
[ -3/4 ] 
f(z) = -43/135*z^3 + 201/80*z + 1
*
[ 15/7 ] 
f(z) = -42/125*z^3 + 218/105*z + 1
*
-11/7 | 0.13385131711259003088466890134799271243 | 0.025145794886196219775742136579226004201
f(z) = -49/132*z^3 + 205/132*z + 1
*
-5/7 | 0.15234750601521236971543771178147671257 | 0.028391387808801447986958727334147329232
f(z) = -49/135*z^3 + 214/135*z + 1
*
[ 7/4 ] 
f(z) = -48/133*z^3 + 204/133*z + 1
*
[ 34/21 ] 
f(z) = -49/136*z^3 + 203/153*z + 1
*
[ 11/8 ] 
f(z) = -60/121*z^3 + 213/176*z + 1
*
[ 16/11 ] 
f(z) = -55/128*z^3 + 215/176*z + 1
*
[ 3/2 ] 
f(z) = -53/126*z^3 + 215/168*z + 1
*
9/4 | 0.18641364875422013452184284675710034921 | 0.028774156256510628274197576588005089437
f(z) = -44/135*z^3 + 217/180*z + 1
*
[ 4/3 ] 
f(z) = -57/136*z^3 + 203/204*z + 1
*
-35/18 | 0.21621448738432060059457913197570356997 | 0.025227067884171017158072608385564635335
f(z) = -54/125*z^3 + 211/210*z + 1
*
-3/11 | 0.22263195929693226837638060848938632212 | 0.025620906966411260952024326971265567401
f(z) = -44/135*z^3 + 207/220*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -43/125*z^3 + 219/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -43/127*z^3 + 217/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -42/121*z^3 + 215/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -42/125*z^3 + 211/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -42/127*z^3 + 209/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -41/121*z^3 + 207/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -41/125*z^3 + 203/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -41/127*z^3 + 201/254*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = -44/133*z^3 + 219/266*z + 1
*
-2 | 0.080127764681187443435270469582973419114 | 0.014312562587819526807875605640820138527
f(z) = -44/135*z^3 + 217/270*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -44/137*z^3 + 215/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -44/139*z^3 + 213/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -43/131*z^3 + 213/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -43/133*z^3 + 211/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -43/135*z^3 + 209/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -43/137*z^3 + 207/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -43/139*z^3 + 205/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -42/131*z^3 + 205/262*z + 1
*
[ 11/9 ] 
f(z) = -42/121*z^3 + 208/297*z + 1
*
[ 8 ] 
f(z) = -57/128*z^3 + 235/8*z + 1
*
[ -8 ] 
f(z) = -57/128*z^3 + 237/8*z + 1
*
[ 8 ] 
f(z) = -55/128*z^3 + 227/8*z + 1
*
[ -8 ] 
f(z) = -55/128*z^3 + 229/8*z + 1
*
-6 | 0.15048330940891668932374032407895134951 | 0.020064504013743599992733193918442476418
f(z) = -53/120*z^3 + 226/15*z + 1
*
[ -8 ] 
f(z) = -53/128*z^3 + 221/8*z + 1
*
[ 6 ] 
f(z) = -49/120*z^3 + 233/15*z + 1
*
[ -6 ] 
f(z) = -49/120*z^3 + 238/15*z + 1
*
[ 6 ] 
f(z) = -47/120*z^3 + 224/15*z + 1
*
[ -6 ] 
f(z) = -47/120*z^3 + 229/15*z + 1
*
[ 15 ] 
f(z) = -43/125*z^3 + 235/3*z + 1
*
[ -15 ] 
f(z) = -42/125*z^3 + 230/3*z + 1
*
[ -15/2 ] 
f(z) = -41/125*z^3 + 235/12*z + 1
*
[ 11/3 ] 
f(z) = -57/121*z^3 + 233/33*z + 1
*
[ -15/4 ] 
f(z) = -56/125*z^3 + 227/30*z + 1
*
[ -11/3 ] 
f(z) = -51/121*z^3 + 229/33*z + 1
*
[ 30/7 ] 
f(z) = -49/125*z^3 + 239/30*z + 1
*
[ 30/7 ] 
f(z) = -49/135*z^3 + 223/30*z + 1
*
-5/6 | 0.18370114477271745875152429820099136790 | 0.021296096818537138839733315697251740025
f(z) = -42/125*z^3 + 223/30*z + 1
*
[ -11/4 ] 
f(z) = -60/121*z^3 + 225/44*z + 1
*
[ -3 ] 
f(z) = -59/126*z^3 + 233/42*z + 1
*
15/4 | 0.11377032929415444375159600142668642695 | 0.013072528597110587490637974494638285740
f(z) = -58/135*z^3 + 223/40*z + 1
*
[ -3 ] 
f(z) = -55/126*z^3 + 221/42*z + 1
*
-65/21 | 0.21247165810851144400309935737060162466 | 0.024518940932360282517323088889241290289
f(z) = -49/125*z^3 + 232/45*z + 1
*
-155/48 | 0.30381182776507992427503171856183871254 | 0.029708358453924544980292291667095441821
f(z) = -48/125*z^3 + 221/48*z + 1
*
[ 15/4 ] 
f(z) = -46/135*z^3 + 221/40*z + 1
*
3/4 | 0.20589534456383428768761699602757590316 | 0.023657950157317119988518739324584620829
f(z) = -56/135*z^3 + 223/70*z + 1
*
-39/14 | 0.22859470608639985525682369376585402846 | 0.026083682396104888197772037826170510274
f(z) = -56/135*z^3 + 237/70*z + 1
*
-10/9 | 0.19689549129034824680808163498849873200 | 0.022849554482951534129556963276349036631
f(z) = -54/125*z^3 + 221/60*z + 1
*
[ -5/13 ] 
f(z) = -52/125*z^3 + 238/65*z + 1
*
10/3 | 0.25814694670557539211913308856165424592 | 0.029687966796827365849899888947378633058
f(z) = -51/125*z^3 + 239/60*z + 1
*
-20/7 | 0.12849590462705423072017932321808888188 | 0.020913415101485611524474662715244155680
f(z) = -49/120*z^3 + 233/60*z + 1
*
[ 20/7 ] 
f(z) = -49/120*z^3 + 239/60*z + 1
*
5/6 | 0.25663172611699700363535464102899849003 | 0.029659500095335718707715223745872461305
f(z) = -48/125*z^3 + 229/60*z + 1
*
[ -25/12 ] 
f(z) = -48/125*z^3 + 236/75*z + 1
*
[ 8/3 ] 
f(z) = -47/128*z^3 + 233/72*z + 1
*
[ -4/9 ] 
f(z) = -45/128*z^3 + 239/72*z + 1
*
-10/3 | 0.22343782028187704507663648122506330745 | 0.025849412558402631677209962483242525389
f(z) = -42/125*z^3 + 227/60*z + 1
*
5/14 | 0.21102533636019037478437903709853151576 | 0.024413418341481591379731343501793841702
f(z) = -42/125*z^3 + 227/70*z + 1
*
5/7 | 0.20720309782303545637712701746870121018 | 0.023946923447939005320594806676890072221
f(z) = -42/125*z^3 + 229/70*z + 1
*
[ -5/6 ] 
f(z) = -58/125*z^3 + 227/90*z + 1
*
[ -11/8 ] 
f(z) = -56/121*z^3 + 229/88*z + 1
*
[ -5/9 ] 
f(z) = -56/125*z^3 + 238/81*z + 1
*
-9/4 | 0.19203505354521020634671840818526778936 | 0.029397615761008219064593411710195426452
f(z) = -56/135*z^3 + 229/90*z + 1
*
[ 9/4 ] 
f(z) = -56/135*z^3 + 239/90*z + 1
*
[ -8/11 ] 
f(z) = -55/128*z^3 + 229/88*z + 1
*
[ -5/8 ] 
f(z) = -52/125*z^3 + 221/80*z + 1
*
5/6 | 0.24009265085727890879266846492069175135 | 0.027692621074063062853570053674628186599
f(z) = -52/125*z^3 + 233/90*z + 1
*
[ -15/8 ] 
f(z) = -52/135*z^3 + 231/80*z + 1
*
[ -6/7 ] 
f(z) = -49/128*z^3 + 235/96*z + 1
*
[ -5/6 ] 
f(z) = -46/125*z^3 + 221/90*z + 1
*
[ -5/9 ] 
f(z) = -46/125*z^3 + 236/81*z + 1
*
[ -11/9 ] 
f(z) = -45/121*z^3 + 235/99*z + 1
*
-16/5 | 0.19266405509535477552648198254029268009 | 0.025584565023344548588970478367358159928
f(z) = -45/128*z^3 + 233/80*z + 1
*
[ -10/7 ] 
f(z) = -44/125*z^3 + 237/98*z + 1
*
[ -5/9 ] 
f(z) = -41/125*z^3 + 235/81*z + 1
*
20/57 | 0.22095621851534098963545737333917547897 | 0.021587272858349927879222680508817569392
f(z) = -57/125*z^3 + 223/114*z + 1
*
-5/3 | 0.10142652857153831633614253177197778358 | 0.011770462469323241410151012934444360422
f(z) = -42/125*z^3 + 221/105*z + 1
*
-12/5 | 0.23654182815648701973465331274626643418 | 0.028855225411784064442571566796392148756
f(z) = -55/128*z^3 + 227/120*z + 1
*
[ 13/7 ] 
f(z) = -49/130*z^3 + 229/130*z + 1
*
-13/7 | 0.14580943930786316843429812324498639439 | 0.026624743856176526852065181308943328447
f(z) = -49/130*z^3 + 239/130*z + 1
*
-17/7 | 0.15752399567430940874540600604935058094 | 0.029084393562976636483400770792246098430
f(z) = -49/136*z^3 + 225/136*z + 1
*
55/36 | 0.23182592144405683265868508626178227502 | 0.026792638007806704685404552046726819977
f(z) = -48/125*z^3 + 229/135*z + 1
*
[ 2 ] 
f(z) = -43/122*z^3 + 233/122*z + 1
*
[ 2 ] 
f(z) = -43/126*z^3 + 235/126*z + 1
*
[ 2 ] 
f(z) = -43/130*z^3 + 237/130*z + 1
*
[ 2 ] 
f(z) = -43/134*z^3 + 239/134*z + 1
*
[ 2 ] 
f(z) = -41/122*z^3 + 225/122*z + 1
*
[ 2 ] 
f(z) = -41/126*z^3 + 227/126*z + 1
*
[ 2 ] 
f(z) = -41/130*z^3 + 229/130*z + 1
*
[ 2 ] 
f(z) = -41/134*z^3 + 231/134*z + 1
*
[ 2 ] 
f(z) = -41/138*z^3 + 233/138*z + 1
*
[ 12/7 ] 
f(z) = -56/135*z^3 + 229/140*z + 1
*
[ 16/9 ] 
f(z) = -45/128*z^3 + 223/144*z + 1
*
[ 3/2 ] 
f(z) = -59/126*z^3 + 233/168*z + 1
*
[ 3/2 ] 
f(z) = -55/126*z^3 + 221/168*z + 1
*
[ 22/15 ] 
f(z) = -50/121*z^3 + 239/198*z + 1
*
15/28 | 0.12955531042464414443681608770490585245 | 0.017057103959048163213191335155133532617
f(z) = -56/135*z^3 + 221/210*z + 1
*
-5/34 | 0.24681648035823772962721792273435779109 | 0.024010898330490632729204656761111402321
f(z) = -51/125*z^3 + 233/204*z + 1
*
[ 8/5 ] 
f(z) = -41/128*z^3 + 239/200*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -46/129*z^3 + 239/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -45/121*z^3 + 239/242*z + 1
*
[ 4/3 ] 
f(z) = -45/122*z^3 + 221/244*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -45/127*z^3 + 233/254*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.013009627150121417336387210354385903296
f(z) = -44/123*z^3 + 229/246*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = -44/125*z^3 + 227/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -44/127*z^3 + 225/254*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.013056877223520646413563004903121189673
f(z) = -44/129*z^3 + 223/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -43/121*z^3 + 223/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -43/123*z^3 + 221/246*z + 1
*
[ 5/4 ] 
f(z) = -56/135*z^3 + 229/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -47/137*z^3 + 239/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -47/139*z^3 + 237/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -46/131*z^3 + 237/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -46/133*z^3 + 235/266*z + 1
*
0 | 0.14245358804516074418443675261263209009 | 0.025445311033798425940949701133995293239
f(z) = -46/135*z^3 + 227/270*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -46/135*z^3 + 233/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -46/137*z^3 + 231/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -46/139*z^3 + 229/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -45/131*z^3 + 229/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -45/133*z^3 + 227/266*z + 1
*
[ 4/3 ] 
f(z) = -45/134*z^3 + 227/268*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -45/137*z^3 + 223/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -45/139*z^3 + 221/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -44/131*z^3 + 221/262*z + 1
*
[ 11/9 ] 
f(z) = -48/121*z^3 + 230/297*z + 1
*
-6 | 0.15779423823807106553293281927179040047 | 0.020727405824167836419845052947627189440
f(z) = -59/120*z^3 + 253/15*z + 1
*
[ 8 ] 
f(z) = -59/128*z^3 + 243/8*z + 1
*
[ -8 ] 
f(z) = -59/128*z^3 + 245/8*z + 1
*
[ -15/2 ] 
f(z) = -58/135*z^3 + 253/10*z + 1
*
[ -20/3 ] 
f(z) = -57/125*z^3 + 257/12*z + 1
*
-6 | 0.20385449907346476731424151044226470449 | 0.026949771578806560017104534076493084900
f(z) = -53/120*z^3 + 241/15*z + 1
*
[ 6 ] 
f(z) = -53/120*z^3 + 251/15*z + 1
*
[ -6 ] 
f(z) = -53/120*z^3 + 256/15*z + 1
*
[ -15 ] 
f(z) = -47/125*z^3 + 257/3*z + 1
*
[ 11/3 ] 
f(z) = -60/121*z^3 + 244/33*z + 1
*
[ -11/3 ] 
f(z) = -57/121*z^3 + 251/33*z + 1
*
[ -30/7 ] 
f(z) = -49/125*z^3 + 253/30*z + 1
*
36/7 | 0.24551278964766316371076955501879698336 | 0.029732508554603225948089850715741795231
f(z) = -49/128*z^3 + 241/24*z + 1
*
[ 11/2 ] 
f(z) = -42/121*z^3 + 249/22*z + 1
*
[ -11/2 ] 
f(z) = -42/121*z^3 + 257/22*z + 1
*
[ -5/21 ] 
f(z) = -54/125*z^3 + 256/49*z + 1
*
-10/3 | 0.29722318410965539091407171759140982348 | 0.028774007830170060529464236588129376516
f(z) = -51/125*z^3 + 245/51*z + 1
*
-4/5 | 0.21565633678527556802024282205681569393 | 0.025890928786406932642071352155917382136
f(z) = -45/128*z^3 + 259/40*z + 1
*
[ -3/11 ] 
f(z) = -44/135*z^3 + 258/55*z + 1
*
-15/14 | 0.20178950652820269484096631979025781382 | 0.023055688932869068881420093117914248906
f(z) = -56/125*z^3 + 253/70*z + 1
*
-15/7 | 0.21705447012819310368477927375496041612 | 0.024696436628173058725505968592900904338
f(z) = -56/135*z^3 + 243/70*z + 1
*
-3/2 | 0.14571724725473538497942711156630320704 | 0.016474695462086553520134756115217983095
f(z) = -56/135*z^3 + 257/70*z + 1
*
[ 8/3 ] 
f(z) = -53/128*z^3 + 257/72*z + 1
*
15/26 | 0.24078295768224678331375955286373538738 | 0.027638279554755549049780616096184069151
f(z) = -52/125*z^3 + 243/65*z + 1
*
-30/13 | 0.23235557278401225950975525367425801515 | 0.026608734371769693042672358694120514260
f(z) = -52/125*z^3 + 248/65*z + 1
*
-20/7 | 0.17654651587336713207023941958735073605 | 0.028282633985616319336214008025372929254
f(z) = -49/120*z^3 + 257/60*z + 1
*
[ 8/3 ] 
f(z) = -49/128*z^3 + 241/72*z + 1
*
-5/2 | 0.10308507869474807802486420371487585957 | 0.011778102582724072771010601254219333592
f(z) = -48/125*z^3 + 253/60*z + 1
*
-10/3 | 0.21495410982850186034082335635292095363 | 0.024494230047747481955923863964010243036
f(z) = -48/125*z^3 + 259/60*z + 1
*
[ -2/3 ] 
f(z) = -57/128*z^3 + 259/96*z + 1
*
[ -10/7 ] 
f(z) = -54/125*z^3 + 253/98*z + 1
*
[ -2/3 ] 
f(z) = -51/128*z^3 + 257/96*z + 1
*
[ -11/15 ] 
f(z) = -50/121*z^3 + 256/99*z + 1
*
[ -11/20 ] 
f(z) = -50/121*z^3 + 259/88*z + 1
*
-10/3 | 0.22571332382004786191853813983740920279 | 0.029649065231908888494739321258832381899
f(z) = -45/136*z^3 + 253/85*z + 1
*
-34/15 | 0.22571384705637738837256227942142253180 | 0.029588166155646048970020748988472273633
f(z) = -45/136*z^3 + 257/85*z + 1
*
-30/11 | 0.13041348622830055333271842136345362722 | 0.012567079820914362885124696672456081028
f(z) = -44/125*z^3 + 257/99*z + 1
*
[ -15/14 ] 
f(z) = -56/125*z^3 + 257/105*z + 1
*
[ 15/7 ] 
f(z) = -56/135*z^3 + 256/105*z + 1
*
5/12 | 0.11936409802786662942553603737630233847 | 0.013714221724757680989085391419320562501
f(z) = -54/125*z^3 + 241/120*z + 1
*
-5/12 | 0.26097610258450816269494740247926202669 | 0.029764773492188313851042663620975865625
f(z) = -54/125*z^3 + 257/120*z + 1
*
15/13 | 0.21951422491224111619560198416054582341 | 0.025220872958651102476209386943491850573
f(z) = -52/125*z^3 + 241/130*z + 1
*
[ 11/6 ] 
f(z) = -51/121*z^3 + 247/132*z + 1
*
[ 2 ] 
f(z) = -49/122*z^3 + 257/122*z + 1
*
-8/7 | 0.15243198845424648764865522411922256224 | 0.027431474712144622457805387143049996300
f(z) = -49/130*z^3 + 259/130*z + 1
*
-4/7 | 0.095750737228238515309789939124916707679 | 0.017379558560368751043191175263474473559
f(z) = -49/132*z^3 + 247/132*z + 1
*
95/36 | 0.23182592144405683265868508626178227502 | 0.026487533585612369002629572521411421321
f(z) = -48/125*z^3 + 253/135*z + 1
*
[ 2 ] 
f(z) = -47/122*z^3 + 249/122*z + 1
*
[ 2 ] 
f(z) = -47/126*z^3 + 251/126*z + 1
*
[ 2 ] 
f(z) = -47/130*z^3 + 253/130*z + 1
*
[ 2 ] 
f(z) = -47/134*z^3 + 255/134*z + 1
*
[ 2 ] 
f(z) = -47/138*z^3 + 257/138*z + 1
*
[ 2 ] 
f(z) = -45/122*z^3 + 241/122*z + 1
*
8/5 | 0.21148427204019552065966034137732293168 | 0.025461693574027132798389813558608042291
f(z) = -45/128*z^3 + 253/120*z + 1
*
-4/5 | 0.15190178413096845514985312893758019227 | 0.018253773451765055792708916912956646512
f(z) = -45/128*z^3 + 257/120*z + 1
*
[ 2 ] 
f(z) = -45/134*z^3 + 247/134*z + 1
*
[ 2 ] 
f(z) = -43/138*z^3 + 241/138*z + 1
*
-2/5 | 0.15113144982044626904549024284781490362 | 0.021865881846540191660973163825759477951
f(z) = -55/128*z^3 + 251/160*z + 1
*
-2/5 | 0.17100146551667516125125150884885707636 | 0.024769369320235390491012377219336043890
f(z) = -45/128*z^3 + 249/160*z + 1
*
15/14 | 0.17079320968564706630966515598655388280 | 0.019514171881916996982247930818839753265
f(z) = -49/125*z^3 + 253/180*z + 1
*
[ 8/5 ] 
f(z) = -43/128*z^3 + 247/200*z + 1
*
-2 | 0.090364083064274803639353235472754826310 | 0.016261810165966740994955614270663184517
f(z) = -48/125*z^3 + 259/250*z + 1
*
-2 | 0.090657994883103025992747255846969295973 | 0.016337493574809196703227764128219701653
f(z) = -48/127*z^3 + 257/254*z + 1
*
-2 | 0.097368381628778081056776011022540104067 | 0.017571512496252205244695583196806174762
f(z) = -47/121*z^3 + 255/242*z + 1
*
-2 | 0.077328294035461742793697239303966496998 | 0.013974851073287533570166069390054598898
f(z) = -47/123*z^3 + 253/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017730779908216839737396303529028776204
f(z) = -47/125*z^3 + 251/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -47/127*z^3 + 249/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -47/129*z^3 + 247/258*z + 1
*
-2 | 0.088811610348071504339485087419488376834 | 0.016120049072893757460900669241812729748
f(z) = -46/121*z^3 + 247/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -46/123*z^3 + 245/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -46/125*z^3 + 243/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -46/127*z^3 + 241/254*z + 1
*
0 | 0.14242698421214517532408029118429233723 | 0.025440559010244215567157517563427239978
f(z) = -58/135*z^3 + 251/270*z + 1
*
0 | 0.15234750601521236971543771178147671257 | 0.027212580103995801138577083863586963456
f(z) = -56/135*z^3 + 247/270*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -49/135*z^3 + 257/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -49/137*z^3 + 255/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -49/139*z^3 + 253/278*z + 1
*
-2 | 0.091232251088855269074670036038747292352 | 0.016384088848531753747976749449162729520
f(z) = -48/131*z^3 + 253/262*z + 1
*
-2 | 0.091512840070718273166613668708404836311 | 0.016389881001047188004411200648005185992
f(z) = -48/133*z^3 + 251/266*z + 1
*
-2 | 0.092061577063428850022184223387086912675 | 0.016401118114275239103141614621136298658
f(z) = -48/137*z^3 + 247/274*z + 1
*
-2 | 0.092329966087550458205028571366636512525 | 0.016406571128773052502333552271090358150
f(z) = -48/139*z^3 + 245/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -47/131*z^3 + 245/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -47/133*z^3 + 243/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -47/135*z^3 + 241/270*z + 1
*
[ 11/9 ] 
f(z) = -51/121*z^3 + 241/297*z + 1
*
-5/4 | 0.11809123497873878021775604578336331890 | 0.013338118086636971452043241869258706740
f(z) = -42/125*z^3 + 251/280*z + 1
*
-6 | 0.20890503560793579680791271307714155927 | 0.027235119264011083228518161850298998254
f(z) = -59/120*z^3 + 268/15*z + 1
*
[ 6 ] 
f(z) = -59/120*z^3 + 278/15*z + 1
*
[ 15/2 ] 
f(z) = -49/125*z^3 + 275/12*z + 1
*
[ 15 ] 
f(z) = -48/125*z^3 + 262/3*z + 1
*
-5/12 | 0.22856296735404126519821767706337682900 | 0.025847079547069314050227030849451706839
f(z) = -48/125*z^3 + 277/15*z + 1
*
[ -11/3 ] 
f(z) = -60/121*z^3 + 262/33*z + 1
*
-5/7 | 0.25481114859611814709257064714970280309 | 0.028935674152716875385066302011033989263
f(z) = -56/125*z^3 + 267/35*z + 1
*
[ 11/2 ] 
f(z) = -46/121*z^3 + 271/22*z + 1
*
[ -11/2 ] 
f(z) = -46/121*z^3 + 279/22*z + 1
*
[ 15/4 ] 
f(z) = -58/135*z^3 + 271/40*z + 1
*
33/8 | 0.14935916090577283299600232429779284117 | 0.016799769460740308632198453371710620861
f(z) = -56/135*z^3 + 269/40*z + 1
*
-4/5 | 0.15985169691670017073597440243688552154 | 0.019173516195186120847287239565847292295
f(z) = -55/128*z^3 + 261/40*z + 1
*
30/7 | 0.23548976922203660448850197615852362373 | 0.026696509711130228312822791296869552542
f(z) = -49/125*z^3 + 271/45*z + 1
*
-15/4 | 0.31330555952848898873485574197376532600 | 0.029859886557745509864638926084032007757
f(z) = -44/135*z^3 + 267/44*z + 1
*
10/3 | 0.094315712937587568665823988190000042489 | 0.010692185714345920605131486665073656968
f(z) = -57/125*z^3 + 271/60*z + 1
*
5/2 | 0.10738607229203771373307288809342266501 | 0.012215414352843805674747221801050474067
f(z) = -56/125*z^3 + 263/70*z + 1
*
[ 8/3 ] 
f(z) = -55/128*z^3 + 265/72*z + 1
*
[ -22/9 ] 
f(z) = -54/121*z^3 + 269/66*z + 1
*
[ -8/21 ] 
f(z) = -49/128*z^3 + 265/72*z + 1
*
[ -30/11 ] 
f(z) = -44/125*z^3 + 263/66*z + 1
*
[ -5/16 ] 
f(z) = -44/125*z^3 + 271/64*z + 1
*
[ -8/3 ] 
f(z) = -43/128*z^3 + 271/72*z + 1
*
[ -8/3 ] 
f(z) = -41/128*z^3 + 263/72*z + 1
*
[ -10/7 ] 
f(z) = -59/125*z^3 + 261/98*z + 1
*
[ -15/29 ] 
f(z) = -58/125*z^3 + 266/87*z + 1
*
-20/11 | 0.22306933850520928083681577191924549358 | 0.026543864100225933531422933014440875705
f(z) = -55/128*z^3 + 279/88*z + 1
*
-20/9 | 0.30205344942326648891943302868877882515 | 0.028979441768147899930021039064792442233
f(z) = -54/125*z^3 + 269/96*z + 1
*
-15/8 | 0.25291151226858629615313220216378741727 | 0.028330921253597779855988586916357443423
f(z) = -52/135*z^3 + 279/80*z + 1
*
-75/28 | 0.20729913770579966917899066544235578328 | 0.023336388818534385819648283147485129958
f(z) = -49/135*z^3 + 267/80*z + 1
*
[ 18/7 ] 
f(z) = -49/135*z^3 + 271/90*z + 1
*
[ -34/15 ] 
f(z) = -45/136*z^3 + 267/85*z + 1
*
5/8 | 0.27488389231205046973031771951563609540 | 0.026317056936844846229791774925096421140
f(z) = -42/125*z^3 + 275/96*z + 1
*
[ 15/7 ] 
f(z) = -56/125*z^3 + 272/105*z + 1
*
[ 35/17 ] 
f(z) = -51/125*z^3 + 267/119*z + 1
*
[ 20/9 ] 
f(z) = -51/125*z^3 + 277/108*z + 1
*
[ -22/15 ] 
f(z) = -45/121*z^3 + 273/110*z + 1
*
[ -10/11 ] 
f(z) = -44/125*z^3 + 263/110*z + 1
*
35/11 | 0.21313612183304010913017678208344205543 | 0.024162368348764487203832854877819750004
f(z) = -44/125*z^3 + 271/110*z + 1
*
[ 11/6 ] 
f(z) = -57/121*z^3 + 269/132*z + 1
*
-5/2 | 0.15234849930281401772945638072568357524 | 0.027230805838934315092521785329072304314
f(z) = -56/135*z^3 + 269/135*z + 1
*
[ 2 ] 
f(z) = -53/122*z^3 + 273/122*z + 1
*
[ 2 ] 
f(z) = -53/126*z^3 + 275/126*z + 1
*
[ 2 ] 
f(z) = -53/130*z^3 + 277/130*z + 1
*
[ 2 ] 
f(z) = -53/134*z^3 + 279/134*z + 1
*
[ 2 ] 
f(z) = -51/122*z^3 + 265/122*z + 1
*
24/17 | 0.24725315363126417419757830933012251080 | 0.029656941007828673793774422712646218470
f(z) = -51/128*z^3 + 261/136*z + 1
*
[ 2 ] 
f(z) = -51/130*z^3 + 269/130*z + 1
*
[ 2 ] 
f(z) = -51/134*z^3 + 271/134*z + 1
*
[ 2 ] 
f(z) = -49/130*z^3 + 261/130*z + 1
*
[ 2 ] 
f(z) = -49/134*z^3 + 263/134*z + 1
*
[ 2 ] 
f(z) = -49/138*z^3 + 265/138*z + 1
*
8/3 | 0.16453188516937769694202385862112201502 | 0.029408467033573231164752670136600475723
f(z) = -45/136*z^3 + 269/136*z + 1
*
-15/13 | 0.18948358856733152646900261607002461570 | 0.024317908875856769890142916119712313168
f(z) = -52/135*z^3 + 269/195*z + 1
*
[ 40/27 ] 
f(z) = -54/125*z^3 + 275/216*z + 1
*
[ 8/5 ] 
f(z) = -51/128*z^3 + 279/200*z + 1
*
[ 8/5 ] 
f(z) = -49/128*z^3 + 271/200*z + 1
*
[ 8/5 ] 
f(z) = -47/128*z^3 + 263/200*z + 1
*
-2 | 0.088811788099226889398704116657883515123 | 0.015771345767163014121223511683704173595
f(z) = -50/121*z^3 + 279/242*z + 1
*
-2 | 0.068771054238878900265523033181242386341 | 0.012228101026218268347442064678935911882
f(z) = -50/123*z^3 + 277/246*z + 1
*
-2 | 0.089707922947923048045603802552814131475 | 0.015992222837260050932599233504055087860
f(z) = -50/127*z^3 + 273/254*z + 1
*
-2 | 0.069653607896081141543017601159987588843 | 0.012433439939987462321713172147547050309
f(z) = -50/129*z^3 + 271/258*z + 1
*
-2 | 0.097368468689645331863334762637713907364 | 0.017380650393694355463123293578389642602
f(z) = -49/121*z^3 + 271/242*z + 1
*
-2 | 0.077327352906052861904599202219935360418 | 0.013821508860669063901908025380232380524
f(z) = -49/123*z^3 + 269/246*z + 1
*
-2 | 0.097970683177250394162294138116520956334 | 0.017534691789661913060290091957908693888
f(z) = -49/125*z^3 + 267/250*z + 1
*
-2 | 0.098264598512304048615378838478859570527 | 0.017610995796724923584007017701922876310
f(z) = -49/127*z^3 + 265/254*z + 1
*
-2 | 0.078210280288122383297217293719600826496 | 0.014035914986642152316319282032351860670
f(z) = -49/129*z^3 + 263/258*z + 1
*
-2 | 0.089761873705062712703872084796524819189 | 0.016109007968320840943677617526324333862
f(z) = -48/121*z^3 + 263/242*z + 1
*
-2 | 0.093963233631763076726332506646510398892 | 0.016686148074752660101029155470393321913
f(z) = -52/137*z^3 + 279/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -52/139*z^3 + 277/278*z + 1
*
-2 | 0.098838882599334847057934611832485672089 | 0.017574426553721769363086948633739693653
f(z) = -51/131*z^3 + 277/262*z + 1
*
-2 | 0.099119436670047113438858925771071817366 | 0.017647049336090132807599654822738747395
f(z) = -51/133*z^3 + 275/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -51/137*z^3 + 271/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -51/139*z^3 + 269/278*z + 1
*
-2 | 0.090281463877997413385613747442680302654 | 0.016136929638079472781163770734309747416
f(z) = -50/131*z^3 + 269/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016208813777455757074222620725794039314
f(z) = -50/133*z^3 + 267/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -50/137*z^3 + 263/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -50/139*z^3 + 261/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -49/131*z^3 + 261/262*z + 1
*
[ 11/9 ] 
f(z) = -60/121*z^3 + 274/297*z + 1
*
[ 11/9 ] 
f(z) = -57/121*z^3 + 263/297*z + 1
*
[ -6 ] 
f(z) = -59/120*z^3 + 283/15*z + 1
*
-5/14 | 0.29522682025241161687003702219759757134 | 0.028040044189505609881578964065011305123
f(z) = -56/125*z^3 + 299/14*z + 1
*
[ 15 ] 
f(z) = -53/125*z^3 + 289/3*z + 1
*
[ -15 ] 
f(z) = -52/125*z^3 + 284/3*z + 1
*
[ -15/2 ] 
f(z) = -51/125*z^3 + 289/12*z + 1
*
[ -15/2 ] 
f(z) = -44/135*z^3 + 292/15*z + 1
*
[ 11/2 ] 
f(z) = -50/121*z^3 + 293/22*z + 1
*
[ 32/7 ] 
f(z) = -49/128*z^3 + 281/32*z + 1
*
[ -32/7 ] 
f(z) = -49/128*z^3 + 295/32*z + 1
*
-87/14 | 0.23790064346799929749315199414511819726 | 0.026565289443727944790689327202543299228
f(z) = -49/135*z^3 + 287/20*z + 1
*
[ 55/12 ] 
f(z) = -48/125*z^3 + 292/33*z + 1
*
[ -35/6 ] 
f(z) = -48/125*z^3 + 299/21*z + 1
*
-5 | 0.16353858349254262906868402866249085921 | 0.018335320912991017166771234458468875640
f(z) = -48/125*z^3 + 299/30*z + 1
*
[ -35/12 ] 
f(z) = -54/125*z^3 + 281/56*z + 1
*
[ 55/14 ] 
f(z) = -49/125*z^3 + 299/44*z + 1
*
[ 15/4 ] 
f(z) = -47/125*z^3 + 289/48*z + 1
*
8/15 | 0.18527869264349423855430297255771421682 | 0.021955012952839410543908581139611117966
f(z) = -45/128*z^3 + 289/40*z + 1
*
-4/5 | 0.14893318780550166491474790579277234755 | 0.017577318557171831709077955633761996155
f(z) = -45/128*z^3 + 299/40*z + 1
*
[ -5/22 ] 
f(z) = -44/125*z^3 + 298/55*z + 1
*
[ -15/4 ] 
f(z) = -43/125*z^3 + 293/48*z + 1
*
[ 8/3 ] 
f(z) = -59/128*z^3 + 281/72*z + 1
*
3/4 | 0.24566482683055415611884720497152708602 | 0.027369047182291277336431296133973406960
f(z) = -56/135*z^3 + 293/70*z + 1
*
[ 25/9 ] 
f(z) = -54/125*z^3 + 298/75*z + 1
*
-3 | 0.21745457267521560798180561815646079433 | 0.024329917505961322694761833870591691405
f(z) = -52/135*z^3 + 282/65*z + 1
*
-3/13 | 0.26419683906127729968735393266849830833 | 0.029547976112269037975634737422177997155
f(z) = -52/135*z^3 + 283/65*z + 1
*
-15/4 | 0.23386263811517954575311136974006002824 | 0.029687805830118674320165190606764632577
f(z) = -52/135*z^3 + 293/60*z + 1
*
[ -20/7 ] 
f(z) = -49/120*z^3 + 281/60*z + 1
*
-20/7 | 0.14932049210268469571974976421481667537 | 0.023428997293825556807635297586451377439
f(z) = -49/120*z^3 + 293/60*z + 1
*
[ -2/7 ] 
f(z) = -49/124*z^3 + 281/62*z + 1
*
[ -8/3 ] 
f(z) = -49/128*z^3 + 295/72*z + 1
*
[ 22/7 ] 
f(z) = -49/132*z^3 + 287/66*z + 1
*
[ -2/7 ] 
f(z) = -49/132*z^3 + 299/66*z + 1
*
[ -8/3 ] 
f(z) = -47/128*z^3 + 287/72*z + 1
*
-28/9 | 0.24432404827996229963493446184885888533 | 0.028835491209677072856762666502490126560
f(z) = -45/128*z^3 + 299/72*z + 1
*
-16/5 | 0.22234528927469037066406002139071918816 | 0.028604183878326495229444444298467553373
f(z) = -55/128*z^3 + 297/80*z + 1
*
[ -15/8 ] 
f(z) = -54/125*z^3 + 293/96*z + 1
*
[ -11/6 ] 
f(z) = -52/121*z^3 + 296/99*z + 1
*
[ -11/21 ] 
f(z) = -49/121*z^3 + 299/99*z + 1
*
[ -10/21 ] 
f(z) = -49/125*z^3 + 287/90*z + 1
*
-20/7 | 0.22829501338518655474846988265296937321 | 0.025693555515039352060633954860440809718
f(z) = -49/125*z^3 + 289/80*z + 1
*
[ -3/8 ] 
f(z) = -44/135*z^3 + 297/80*z + 1
*
[ 11/4 ] 
f(z) = -42/121*z^3 + 287/88*z + 1
*
-40/21 | 0.31344743103294509519466956746627880981 | 0.029926923285522932221554622455784583815
f(z) = -42/125*z^3 + 283/84*z + 1
*
-15/14 | 0.16803834813296011894007590435275494105 | 0.018889989261732778978131771990821969085
f(z) = -56/125*z^3 + 292/105*z + 1
*
[ -25/14 ] 
f(z) = -49/125*z^3 + 281/100*z + 1
*
[ 2 ] 
f(z) = -59/122*z^3 + 297/122*z + 1
*
[ 2 ] 
f(z) = -59/126*z^3 + 299/126*z + 1
*
[ -1 ] 
f(z) = -57/121*z^3 + 299/121*z + 1
*
[ 2 ] 
f(z) = -57/122*z^3 + 289/122*z + 1
*
[ 2 ] 
f(z) = -57/130*z^3 + 293/130*z + 1
*
[ 2 ] 
f(z) = -57/134*z^3 + 295/134*z + 1
*
[ -1 ] 
f(z) = -56/121*z^3 + 298/121*z + 1
*
5/2 | 0.14572430472947533113683376390811791570 | 0.025608980574810709550185753405406349334
f(z) = -56/135*z^3 + 296/135*z + 1
*
[ 2 ] 
f(z) = -55/122*z^3 + 281/122*z + 1
*
[ -1 ] 
f(z) = -55/122*z^3 + 299/122*z + 1
*
[ 2 ] 
f(z) = -55/126*z^3 + 283/126*z + 1
*
[ 2 ] 
f(z) = -55/134*z^3 + 287/134*z + 1
*
[ 2 ] 
f(z) = -55/138*z^3 + 289/138*z + 1
*
[ -1 ] 
f(z) = -54/121*z^3 + 296/121*z + 1
*
[ -1 ] 
f(z) = -53/121*z^3 + 295/121*z + 1
*
[ -1 ] 
f(z) = -53/122*z^3 + 297/122*z + 1
*
[ -1 ] 
f(z) = -53/123*z^3 + 299/123*z + 1
*
[ 2 ] 
f(z) = -53/138*z^3 + 281/138*z + 1
*
[ -1 ] 
f(z) = -52/121*z^3 + 294/121*z + 1
*
[ -1 ] 
f(z) = -52/123*z^3 + 298/123*z + 1
*
[ -1 ] 
f(z) = -51/121*z^3 + 293/121*z + 1
*
[ -1 ] 
f(z) = -51/122*z^3 + 295/122*z + 1
*
[ -1 ] 
f(z) = -51/124*z^3 + 299/124*z + 1
*
[ -1 ] 
f(z) = -50/121*z^3 + 292/121*z + 1
*
[ -1 ] 
f(z) = -50/123*z^3 + 296/123*z + 1
*
[ -1 ] 
f(z) = -49/121*z^3 + 291/121*z + 1
*
[ -1 ] 
f(z) = -49/122*z^3 + 293/122*z + 1
*
[ -1 ] 
f(z) = -49/123*z^3 + 295/123*z + 1
*
[ -1 ] 
f(z) = -49/124*z^3 + 297/124*z + 1
*
[ -1 ] 
f(z) = -49/125*z^3 + 299/125*z + 1
*
5/7 | 0.15851003037713308748663866872276565709 | 0.027839390142168718167273859311500439173
f(z) = -49/136*z^3 + 297/136*z + 1
*
[ -1 ] 
f(z) = -48/121*z^3 + 290/121*z + 1
*
[ -1 ] 
f(z) = -48/125*z^3 + 298/125*z + 1
*
[ -1 ] 
f(z) = -47/121*z^3 + 289/121*z + 1
*
[ -1 ] 
f(z) = -47/122*z^3 + 291/122*z + 1
*
[ -1 ] 
f(z) = -47/123*z^3 + 293/123*z + 1
*
[ -1 ] 
f(z) = -47/124*z^3 + 295/124*z + 1
*
[ -1 ] 
f(z) = -47/125*z^3 + 297/125*z + 1
*
[ -1 ] 
f(z) = -47/126*z^3 + 299/126*z + 1
*
[ -1 ] 
f(z) = -46/121*z^3 + 288/121*z + 1
*
[ -1 ] 
f(z) = -46/123*z^3 + 292/123*z + 1
*
[ -1 ] 
f(z) = -46/125*z^3 + 296/125*z + 1
*
[ -1 ] 
f(z) = -45/121*z^3 + 287/121*z + 1
*
[ -1 ] 
f(z) = -45/122*z^3 + 289/122*z + 1
*
[ -1 ] 
f(z) = -45/124*z^3 + 293/124*z + 1
*
[ -4/3 ] 
f(z) = -45/124*z^3 + 297/124*z + 1
*
[ -1 ] 
f(z) = -45/127*z^3 + 299/127*z + 1
*
[ -1 ] 
f(z) = -44/123*z^3 + 290/123*z + 1
*
[ -1 ] 
f(z) = -44/125*z^3 + 294/125*z + 1
*
[ -1 ] 
f(z) = -44/127*z^3 + 298/127*z + 1
*
[ -1 ] 
f(z) = -43/121*z^3 + 285/121*z + 1
*
[ -1 ] 
f(z) = -43/122*z^3 + 287/122*z + 1
*
[ -1 ] 
f(z) = -43/123*z^3 + 289/123*z + 1
*
[ -1 ] 
f(z) = -43/124*z^3 + 291/124*z + 1
*
[ -1 ] 
f(z) = -43/125*z^3 + 293/125*z + 1
*
[ -1 ] 
f(z) = -43/126*z^3 + 295/126*z + 1
*
[ -1 ] 
f(z) = -43/127*z^3 + 297/127*z + 1
*
[ -1 ] 
f(z) = -43/128*z^3 + 299/128*z + 1
*
[ -1 ] 
f(z) = -42/121*z^3 + 284/121*z + 1
*
[ -1 ] 
f(z) = -42/125*z^3 + 292/125*z + 1
*
[ -1 ] 
f(z) = -42/127*z^3 + 296/127*z + 1
*
-3 | 0.15057048773242018573132100339799429253 | 0.026572387859230800438212330978160500346
f(z) = -41/120*z^3 + 289/120*z + 1
*
[ -1 ] 
f(z) = -41/121*z^3 + 283/121*z + 1
*
[ -1 ] 
f(z) = -41/122*z^3 + 285/122*z + 1
*
[ -1 ] 
f(z) = -41/124*z^3 + 289/124*z + 1
*
[ -1 ] 
f(z) = -41/125*z^3 + 291/125*z + 1
*
[ -1 ] 
f(z) = -41/126*z^3 + 293/126*z + 1
*
[ -1 ] 
f(z) = -41/127*z^3 + 295/127*z + 1
*
[ -1 ] 
f(z) = -41/128*z^3 + 297/128*z + 1
*
[ -1 ] 
f(z) = -41/129*z^3 + 299/129*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.023627053659397233768139708054573708996
f(z) = -41/132*z^3 + 281/132*z + 1
*
3/2 | 0.24601898246486870262165407256922549248 | 0.027536792947830976378456244564166001636
f(z) = -49/135*z^3 + 281/140*z + 1
*
-85/84 | 0.19862982472906885390755780821377381689 | 0.018901849246693801622647030827163336496
f(z) = -42/125*z^3 + 293/168*z + 1
*
[ 40/23 ] 
f(z) = -46/125*z^3 + 283/184*z + 1
*
[ 8/5 ] 
f(z) = -53/128*z^3 + 287/200*z + 1
*
-5/4 | 0.23436094950109193058915916012978279205 | 0.026438675219474954662895963599786734003
f(z) = -57/125*z^3 + 283/240*z + 1
*
-2 | 0.097970848489408529144541656072908524212 | 0.017186530702054540778178167015021299679
f(z) = -53/125*z^3 + 299/250*z + 1
*
-2 | 0.098264761493048710192186841116000061434 | 0.017258409615615006893071125649362480779
f(z) = -53/127*z^3 + 297/254*z + 1
*
-2 | 0.078210448634297274168803371316947937642 | 0.013752556277056580742188407829958894347
f(z) = -53/129*z^3 + 295/258*z + 1
*
-2 | 0.091663689198786643045065939410539669253 | 0.016118179428472516512320408070645596641
f(z) = -52/121*z^3 + 295/242*z + 1
*
-2 | 0.071623595266877474175586565687267812952 | 0.012609404713014816343872531446133551338
f(z) = -52/123*z^3 + 293/246*z + 1
*
-2 | 0.092265888684194750290682034811031239597 | 0.016263111467327875858836493460055654378
f(z) = -52/125*z^3 + 291/250*z + 1
*
-2 | 0.092559807478092874698919727865135373219 | 0.016334775436568097818001673534958377324
f(z) = -52/127*z^3 + 289/254*z + 1
*
-2 | 0.072505496124248813820845118496158986396 | 0.012811330323178170261878704046727017506
f(z) = -52/129*z^3 + 287/258*z + 1
*
-2 | 0.097368552147485923758012976409191635902 | 0.017204498297803560406051483954693230817
f(z) = -51/121*z^3 + 287/242*z + 1
*
-2 | 0.097970764684291242654271712994315898833 | 0.017353943179447912795641731407070141287
f(z) = -51/125*z^3 + 283/250*z + 1
*
-2 | 0.098264684290983853108637399845852086740 | 0.017427900523078528800218008063310861974
f(z) = -51/127*z^3 + 281/254*z + 1
*
[ 3/2 ] 
f(z) = -46/123*z^3 + 289/246*z + 1
*
[ 3/2 ] 
f(z) = -46/129*z^3 + 293/258*z + 1
*
-2 | 0.090562838208508726532414348967556623284 | 0.015886980906407070355276247087813072398
f(z) = -54/133*z^3 + 299/266*z + 1
*
-2 | 0.091111515053126573653753645018360753895 | 0.016021084907912565848045698662024801535
f(z) = -54/137*z^3 + 295/274*z + 1
*
-2 | 0.091379872393326782126668589148288960139 | 0.016087516820926279628710049630530627231
f(z) = -54/139*z^3 + 293/278*z + 1
*
-2 | 0.098838962730564507056649593337784667342 | 0.017400697044604111261546147264819595556
f(z) = -53/131*z^3 + 293/262*z + 1
*
-2 | 0.099119521340567930621606396136464707504 | 0.017471156969693572372087347022681793854
f(z) = -53/133*z^3 + 291/266*z + 1
*
-2 | 0.085832776237137881157840267956484122290 | 0.015147602000605783455347889301109467234
f(z) = -53/135*z^3 + 289/270*z + 1
*
-2 | 0.099668194298620039510373707699396969859 | 0.017610832669653062823156071333155511569
f(z) = -53/137*z^3 + 287/274*z + 1
*
-2 | 0.099936549013302207452668946051433659141 | 0.017680095587295302080228452193737666591
f(z) = -53/139*z^3 + 285/278*z + 1
*
-2 | 0.093134009262575382306069163486200476543 | 0.016476636450306115447867295562331441655
f(z) = -52/131*z^3 + 285/262*z + 1
*
-2 | 0.093414565948492123381426137537093177819 | 0.016546885949363761018841681958142337709
f(z) = -52/133*z^3 + 283/266*z + 1
*
-2 | 0.080127818455458514835655807026974058146 | 0.014211205778037157578846325762476903837
f(z) = -52/135*z^3 + 281/270*z + 1
*
[ 10/7 ] 
f(z) = -49/135*z^3 + 281/270*z + 1
*
15/8 | 0.19552415980768101521708681700923513136 | 0.021867571254434451650271959101107583414
f(z) = -56/135*z^3 + 283/280*z + 1
*
[ 4/7 ] 
f(z) = -49/142*z^3 - 181/284*z + 1
*
[ 4/7 ] 
f(z) = -49/146*z^3 - 187/292*z + 1
*
[ 3/5 ] 
f(z) = -55/144*z^3 - 127/240*z + 1
*
[ 3/5 ] 
f(z) = -55/153*z^3 - 137/255*z + 1
*
-1/5 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -50/143*z^3 - 139/286*z + 1
*
[ 4/7 ] 
f(z) = -49/156*z^3 - 101/156*z + 1
*
[ 7/11 ] 
f(z) = -44/147*z^3 - 104/231*z + 1
*
[ 2/3 ] 
f(z) = -54/149*z^3 - 101/298*z + 1
*
[ 2/3 ] 
f(z) = -45/143*z^3 - 103/286*z + 1
*
[ 2/3 ] 
f(z) = -45/149*z^3 - 109/298*z + 1
*
[ 3/5 ] 
f(z) = -50/159*z^3 - 88/159*z + 1
*
[ 4/7 ] 
f(z) = -49/148*z^3 - 95/148*z + 1
*
[ 7/11 ] 
f(z) = -55/147*z^3 - 97/231*z + 1
*
[ 2/3 ] 
f(z) = -54/143*z^3 - 95/286*z + 1
*
[ 2/3 ] 
f(z) = -54/145*z^3 - 97/290*z + 1
*
[ 3/5 ] 
f(z) = -50/141*z^3 - 76/141*z + 1
*
[ 3/5 ] 
f(z) = -50/147*z^3 - 80/147*z + 1
*
[ 2/3 ] 
f(z) = -49/152*z^3 - 61/171*z + 1
*
[ 2/3 ] 
f(z) = -47/152*z^3 - 62/171*z + 1
*
[ 2/3 ] 
f(z) = -43/152*z^3 - 64/171*z + 1
*
[ 2/3 ] 
f(z) = -41/152*z^3 - 65/171*z + 1
*
[ 2/3 ] 
f(z) = -57/140*z^3 - 67/210*z + 1
*
[ 2/3 ] 
f(z) = -51/140*z^3 - 71/210*z + 1
*
[ 2/3 ] 
f(z) = -57/148*z^3 - 73/222*z + 1
*
[ 2/3 ] 
f(z) = -51/148*z^3 - 77/222*z + 1
*
[ 4/7 ] 
f(z) = -49/152*z^3 - 49/76*z + 1
*
[ 2/3 ] 
f(z) = -45/142*z^3 - 51/142*z + 1
*
[ 2/3 ] 
f(z) = -45/146*z^3 - 53/146*z + 1
*
[ 2/3 ] 
f(z) = -45/154*z^3 - 57/154*z + 1
*
[ 2/3 ] 
f(z) = -45/158*z^3 - 59/158*z + 1
*
[ 2/3 ] 
f(z) = -59/152*z^3 - 56/171*z + 1
*
[ 2/3 ] 
f(z) = -55/152*z^3 - 58/171*z + 1
*
[ 2/3 ] 
f(z) = -53/152*z^3 - 59/171*z + 1
*
[ 4/7 ] 
f(z) = -49/144*z^3 - 23/36*z + 1
*
[ 3/5 ] 
f(z) = -50/153*z^3 - 28/51*z + 1
*
[ 2/3 ] 
f(z) = -45/148*z^3 - 27/74*z + 1
*
[ 5/7 ] 
f(z) = -49/145*z^3 - 33/145*z + 1
*
[ 5/7 ] 
f(z) = -49/155*z^3 - 37/155*z + 1
*
[ 3/4 ] 
f(z) = -52/153*z^3 - 29/204*z + 1
*
[ 3/4 ] 
f(z) = -44/153*z^3 - 35/204*z + 1
*
[ 3/4 ] 
f(z) = -56/141*z^3 - 31/282*z + 1
*
[ 2/3 ] 
f(z) = -45/152*z^3 - 7/19*z + 1
*
[ 5/7 ] 
f(z) = -49/150*z^3 - 7/30*z + 1
*
[ 2/3 ] 
f(z) = -51/152*z^3 - 20/57*z + 1
*
[ 7/10 ] 
f(z) = -50/147*z^3 - 11/42*z + 1
*
[ 3/4 ] 
f(z) = -56/153*z^3 - 13/102*z + 1
*
[ 4/5 ] 
f(z) = -55/144*z^3 - 1/180*z + 1
*
[ 21/26 ] 
f(z) = -52/147*z^3 - 2/273*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -55/152*z^3 + 18/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -53/152*z^3 + 17/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -51/152*z^3 + 16/19*z + 1
*
[ 6/7 ] 
f(z) = -49/144*z^3 + 1/12*z + 1
*
-12/7 | 0.057804116939366440048523918985883403004 | 0.011446686174097492002193028635967427123
f(z) = -49/144*z^3 + 13/12*z + 1
*
[ 12/7 ] 
f(z) = -49/144*z^3 + 17/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -49/152*z^3 + 15/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -47/152*z^3 + 14/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -45/152*z^3 + 13/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -43/152*z^3 + 12/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -41/152*z^3 + 11/19*z + 1
*
15/7 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -49/150*z^3 + 11/30*z + 1
*
[ 6/7 ] 
f(z) = -49/152*z^3 + 4/57*z + 1
*
[ 6/7 ] 
f(z) = -49/156*z^3 + 5/78*z + 1
*
[ 6/7 ] 
f(z) = -49/153*z^3 + 7/102*z + 1
*
[ 6/7 ] 
f(z) = -49/150*z^3 + 11/150*z + 1
*
[ 6/7 ] 
f(z) = -49/148*z^3 + 17/222*z + 1
*
[ 5/6 ] 
f(z) = -54/145*z^3 + 17/290*z + 1
*
-2 | 0.093034895881428912249422187984757544648 | 0.018331371351690847284992252920844404605
f(z) = -59/152*z^3 + 20/19*z + 1
*
[ 2 ] 
f(z) = -59/152*z^3 + 39/19*z + 1
*
[ 2 ] 
f(z) = -55/152*z^3 + 37/19*z + 1
*
[ 2 ] 
f(z) = -53/152*z^3 + 36/19*z + 1
*
[ 2 ] 
f(z) = -51/152*z^3 + 35/19*z + 1
*
[ -6/7 ] 
f(z) = -49/144*z^3 + 29/12*z + 1
*
[ -12/7 ] 
f(z) = -49/144*z^3 + 31/12*z + 1
*
-12/7 | 0.17341249750538542296374059207178463322 | 0.028447750706951792503960322400697495544
f(z) = -49/144*z^3 + 37/12*z + 1
*
[ 2 ] 
f(z) = -49/152*z^3 + 34/19*z + 1
*
[ 2 ] 
f(z) = -47/152*z^3 + 33/19*z + 1
*
[ 2 ] 
f(z) = -45/152*z^3 + 32/19*z + 1
*
[ 2 ] 
f(z) = -43/152*z^3 + 31/19*z + 1
*
[ 2 ] 
f(z) = -41/152*z^3 + 30/19*z + 1
*
-2 | 0.078470498603262283273111268694127512895 | 0.015702854772698084944051455531521255061
f(z) = -55/144*z^3 + 37/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -53/144*z^3 + 35/36*z + 1
*
[ 7/5 ] 
f(z) = -50/147*z^3 + 20/21*z + 1
*
[ 10/7 ] 
f(z) = -49/150*z^3 + 29/30*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -47/144*z^3 + 29/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -43/144*z^3 + 25/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -41/144*z^3 + 23/36*z + 1
*
-6/5 | 0.12538093699581036817282291648187195699 | 0.019057022289547723274381408026345267508
f(z) = -55/144*z^3 + 23/60*z + 1
*
[ 6/7 ] 
f(z) = -49/141*z^3 + 25/282*z + 1
*
[ -2 ] 
f(z) = -59/152*z^3 + 58/19*z + 1
*
[ -2 ] 
f(z) = -55/152*z^3 + 56/19*z + 1
*
[ -2 ] 
f(z) = -53/152*z^3 + 55/19*z + 1
*
[ -2 ] 
f(z) = -51/152*z^3 + 54/19*z + 1
*
-6/7 | 0.12270718361403025120617898301823704317 | 0.019796338622175621111397962433322943249
f(z) = -49/144*z^3 + 41/12*z + 1
*
[ -2 ] 
f(z) = -49/152*z^3 + 53/19*z + 1
*
[ -2 ] 
f(z) = -47/152*z^3 + 52/19*z + 1
*
[ -2/3 ] 
f(z) = -45/152*z^3 + 50/19*z + 1
*
[ -2 ] 
f(z) = -45/152*z^3 + 51/19*z + 1
*
[ -2 ] 
f(z) = -43/152*z^3 + 50/19*z + 1
*
[ -2 ] 
f(z) = -41/152*z^3 + 49/19*z + 1
*
-2 | 0.078470647936091907684114477971122280131 | 0.015386804546088973017491908493372078032
f(z) = -59/144*z^3 + 41/36*z + 1
*
[ -7/5 ] 
f(z) = -50/147*z^3 + 50/21*z + 1
*
-18/7 | 0.13918310017010553218100186169277520735 | 0.025473533069243728894386885145509446277
f(z) = -49/144*z^3 + 59/36*z + 1
*
[ 2 ] 
f(z) = -41/144*z^3 + 59/36*z + 1
*
[ 3/2 ] 
f(z) = -56/153*z^3 + 59/51*z + 1
*
[ 3/2 ] 
f(z) = -52/153*z^3 + 56/51*z + 1
*
[ 3/2 ] 
f(z) = -44/153*z^3 + 50/51*z + 1
*
[ 6/5 ] 
f(z) = -55/144*z^3 + 43/60*z + 1
*
[ 8/7 ] 
f(z) = -49/144*z^3 + 41/72*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -49/156*z^3 + 59/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -47/140*z^3 + 59/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -47/148*z^3 + 57/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -47/156*z^3 + 55/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -45/148*z^3 + 53/74*z + 1
*
[ 4/3 ] 
f(z) = -45/152*z^3 + 59/76*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -43/140*z^3 + 51/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -43/148*z^3 + 49/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -43/156*z^3 + 47/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -41/140*z^3 + 47/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -41/148*z^3 + 45/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -41/156*z^3 + 43/78*z + 1
*
-12/11 | 0.18358824528803004515413070052057751145 | 0.024917956985487221382998620192637650398
f(z) = -55/144*z^3 + 49/132*z + 1
*
[ 15/14 ] 
f(z) = -49/150*z^3 + 53/120*z + 1
*
[ 21/22 ] 
f(z) = -44/147*z^3 + 52/231*z + 1
*
-6/7 | 0.19495801056998078172913431640967760177 | 0.029276078353250195237421195998071691876
f(z) = -49/144*z^3 + 65/12*z + 1
*
-6/7 | 0.14487077694150137605979353072953120576 | 0.021214948795852968315183792777522889877
f(z) = -49/144*z^3 + 77/12*z + 1
*
[ 2 ] 
f(z) = -59/144*z^3 + 77/36*z + 1
*
[ 2 ] 
f(z) = -55/144*z^3 + 73/36*z + 1
*
[ 2 ] 
f(z) = -53/144*z^3 + 71/36*z + 1
*
[ 15/7 ] 
f(z) = -49/150*z^3 + 61/30*z + 1
*
[ -10/7 ] 
f(z) = -49/150*z^3 + 71/30*z + 1
*
[ -5/7 ] 
f(z) = -49/150*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -47/144*z^3 + 65/36*z + 1
*
[ 2 ] 
f(z) = -43/144*z^3 + 61/36*z + 1
*
-2 | 0.073171189120289763819621016803342489411 | 0.014453296904639064896100507900378464719
f(z) = -59/156*z^3 + 79/78*z + 1
*
-2 | 0.091512067325225149943816356575873392341 | 0.018076118419155746603588585081136575790
f(z) = -57/140*z^3 + 79/70*z + 1
*
-2 | 0.092541021503488026119061951488918135924 | 0.018372422535630732632510402768084728038
f(z) = -57/148*z^3 + 77/74*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -55/148*z^3 + 73/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -55/156*z^3 + 71/78*z + 1
*
-2 | 0.091511908329135122815001245811672054329 | 0.018465516908781938680313339052715943152
f(z) = -53/140*z^3 + 71/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -53/148*z^3 + 69/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -53/156*z^3 + 67/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -51/140*z^3 + 67/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -51/148*z^3 + 65/74*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -49/148*z^3 + 61/74*z + 1
*
[ 6/5 ] 
f(z) = -50/153*z^3 + 65/102*z + 1
*
[ 12/11 ] 
f(z) = -55/144*z^3 + 71/132*z + 1
*
[ 21/20 ] 
f(z) = -50/147*z^3 + 71/168*z + 1
*
-10/7 | 0.14098880389983039270594739055643929688 | 0.021429308496757538822288490834591371972
f(z) = -49/144*z^3 + 71/180*z + 1
*
[ -2/7 ] 
f(z) = -49/152*z^3 + 86/19*z + 1
*
-20/7 | 0.065162505554434158308234338692322919319 | 0.010809471615445603466153004591884838635
f(z) = -49/150*z^3 + 83/30*z + 1
*
[ -15/7 ] 
f(z) = -49/150*z^3 + 89/30*z + 1
*
[ 7/2 ] 
f(z) = -44/147*z^3 + 92/21*z + 1
*
[ -2 ] 
f(z) = -43/144*z^3 + 97/36*z + 1
*
[ -2 ] 
f(z) = -41/144*z^3 + 95/36*z + 1
*
[ 21/10 ] 
f(z) = -50/147*z^3 + 85/42*z + 1
*
-2 | 0.091512139891965313380633475478604149472 | 0.017901478579506861359962349436226887471
f(z) = -59/140*z^3 + 83/70*z + 1
*
-2 | 0.092541096663272795965764876716579107804 | 0.018189551718640003661964380803954232744
f(z) = -59/148*z^3 + 81/74*z + 1
*
-12/5 | 0.17451613455222356913421917478200166059 | 0.024720338089254439658315928644894122815
f(z) = -55/144*z^3 + 97/60*z + 1
*
[ 10/7 ] 
f(z) = -49/152*z^3 + 91/95*z + 1
*
[ 8/7 ] 
f(z) = -49/152*z^3 + 83/152*z + 1
*
13/7 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = -49/156*z^3 + 85/156*z + 1
*
-13/7 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -49/156*z^3 + 97/156*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -43/146*z^3 + 99/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -43/150*z^3 + 97/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -43/154*z^3 + 95/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -43/158*z^3 + 93/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -41/142*z^3 + 93/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -41/146*z^3 + 91/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -41/150*z^3 + 89/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -41/154*z^3 + 87/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -41/158*z^3 + 85/158*z + 1
*
-4/5 | 0.11688800890164327880515347945283810781 | 0.017766156836855528620101890244196132240
f(z) = -55/144*z^3 + 89/180*z + 1
*
-6 | 0.20550476467621056005689858490468260020 | 0.028493673625467119565001459312017838330
f(z) = -41/144*z^3 + 113/12*z + 1
*
[ -2 ] 
f(z) = -59/144*z^3 + 113/36*z + 1
*
[ -2 ] 
f(z) = -55/144*z^3 + 109/36*z + 1
*
[ -2 ] 
f(z) = -53/144*z^3 + 107/36*z + 1
*
[ 7/2 ] 
f(z) = -52/147*z^3 + 106/21*z + 1
*
[ -7/2 ] 
f(z) = -52/147*z^3 + 118/21*z + 1
*
[ 24/7 ] 
f(z) = -49/144*z^3 + 113/24*z + 1
*
-10/7 | 0.17924148564587194954446998480125073742 | 0.028795855590793865094313655687035600137
f(z) = -49/150*z^3 + 101/30*z + 1
*
5/7 | 0.17891177595546155293319004929100659012 | 0.028233658861105105763885466454677872001
f(z) = -49/150*z^3 + 113/30*z + 1
*
[ -2 ] 
f(z) = -47/144*z^3 + 101/36*z + 1
*
[ -7/2 ] 
f(z) = -44/147*z^3 + 104/21*z + 1
*
[ -7/10 ] 
f(z) = -50/147*z^3 + 109/42*z + 1
*
[ -3/2 ] 
f(z) = -44/153*z^3 + 118/51*z + 1
*
-6/7 | 0.15388339015773789832173378246984708748 | 0.028578982497576768568273448902007973460
f(z) = -49/156*z^3 + 109/78*z + 1
*
[ 2 ] 
f(z) = -41/140*z^3 + 117/70*z + 1
*
[ 2 ] 
f(z) = -41/148*z^3 + 119/74*z + 1
*
[ 7/4 ] 
f(z) = -44/147*z^3 + 113/84*z + 1
*
[ 7/5 ] 
f(z) = -55/147*z^3 + 107/105*z + 1
*
[ 3/2 ] 
f(z) = -50/153*z^3 + 109/102*z + 1
*
[ 3/2 ] 
f(z) = -46/153*z^3 + 103/102*z + 1
*
-3/5 | 0.14414252613903669010035547449482195484 | 0.028883773827727215568748377788133854589
f(z) = -50/147*z^3 + 116/147*z + 1
*
[ 9/7 ] 
f(z) = -49/144*z^3 + 113/144*z + 1
*
[ 9/7 ] 
f(z) = -49/153*z^3 + 115/153*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -49/158*z^3 + 117/158*z + 1
*
[ 5/4 ] 
f(z) = -48/145*z^3 + 104/145*z + 1
*
[ 5/4 ] 
f(z) = -48/155*z^3 + 106/155*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -47/142*z^3 + 117/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -47/146*z^3 + 115/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -47/150*z^3 + 113/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -47/154*z^3 + 111/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -47/158*z^3 + 109/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -45/142*z^3 + 109/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -45/146*z^3 + 107/146*z + 1
*
[ 4/3 ] 
f(z) = -45/148*z^3 + 117/148*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -45/154*z^3 + 103/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -45/158*z^3 + 101/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -43/142*z^3 + 101/142*z + 1
*
[ 7/6 ] 
f(z) = -52/147*z^3 + 118/189*z + 1
*
[ 7/6 ] 
f(z) = -44/147*z^3 + 104/189*z + 1
*
-6 | 0.21731183333185059259371338702530135283 | 0.029347080710238752797274327677382353504
f(z) = -49/144*z^3 + 137/12*z + 1
*
-6 | 0.21456505232091923938474000133416314652 | 0.029152448539905360028764597986143226261
f(z) = -47/144*z^3 + 131/12*z + 1
*
[ 6 ] 
f(z) = -43/144*z^3 + 139/12*z + 1
*
[ 6 ] 
f(z) = -41/144*z^3 + 133/12*z + 1
*
[ -6 ] 
f(z) = -41/144*z^3 + 137/12*z + 1
*
[ -24/7 ] 
f(z) = -49/144*z^3 + 127/24*z + 1
*
[ -18/7 ] 
f(z) = -49/144*z^3 + 131/36*z + 1
*
-4 | 0.14903024800742050586651336509959219776 | 0.023632055567866776769866469966572096831
f(z) = -41/144*z^3 + 137/36*z + 1
*
[ -3/2 ] 
f(z) = -56/153*z^3 + 127/51*z + 1
*
[ -3/2 ] 
f(z) = -52/153*z^3 + 124/51*z + 1
*
[ -21/10 ] 
f(z) = -50/147*z^3 + 125/42*z + 1
*
[ 14/5 ] 
f(z) = -50/147*z^3 + 139/42*z + 1
*
[ -6/7 ] 
f(z) = -49/152*z^3 + 137/57*z + 1
*
[ 2 ] 
f(z) = -51/140*z^3 + 137/70*z + 1
*
[ 2 ] 
f(z) = -51/148*z^3 + 139/74*z + 1
*
[ 2 ] 
f(z) = -49/148*z^3 + 135/74*z + 1
*
[ 2 ] 
f(z) = -49/156*z^3 + 137/78*z + 1
*
[ 2 ] 
f(z) = -47/140*z^3 + 129/70*z + 1
*
[ 2 ] 
f(z) = -47/148*z^3 + 131/74*z + 1
*
[ 2 ] 
f(z) = -47/156*z^3 + 133/78*z + 1
*
[ 2 ] 
f(z) = -45/148*z^3 + 127/74*z + 1
*
[ 2 ] 
f(z) = -43/140*z^3 + 121/70*z + 1
*
[ 2 ] 
f(z) = -43/148*z^3 + 123/74*z + 1
*
[ 2 ] 
f(z) = -43/156*z^3 + 125/78*z + 1
*
[ 2 ] 
f(z) = -41/156*z^3 + 121/78*z + 1
*
[ 7/4 ] 
f(z) = -52/147*z^3 + 127/84*z + 1
*
[ 3/2 ] 
f(z) = -58/153*z^3 + 121/102*z + 1
*
-6/11 | 0.21781773568605203574263599046912944074 | 0.029563837052780782496654190732658038096
f(z) = -55/144*z^3 + 125/132*z + 1
*
-5/2 | 0.17961981764608995890440689371741634058 | 0.027634723495181714615100487515438191419
f(z) = -41/150*z^3 + 133/120*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -53/146*z^3 + 139/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -53/150*z^3 + 137/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -53/154*z^3 + 135/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -53/158*z^3 + 133/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -51/142*z^3 + 133/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -51/146*z^3 + 131/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -51/154*z^3 + 127/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -51/158*z^3 + 125/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -49/142*z^3 + 125/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -49/146*z^3 + 123/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -49/150*z^3 + 121/150*z + 1
*
-13/7 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -49/156*z^3 + 121/156*z + 1
*
-6 | 0.22467945990081868424142071350079661143 | 0.029844521583709284943773119063253606442
f(z) = -55/144*z^3 + 155/12*z + 1
*
-6 | 0.22289752879751350635024401608308664409 | 0.029763907786019933526560146287412638827
f(z) = -53/144*z^3 + 149/12*z + 1
*
[ 6 ] 
f(z) = -49/144*z^3 + 157/12*z + 1
*
[ 6 ] 
f(z) = -47/144*z^3 + 151/12*z + 1
*
[ -6 ] 
f(z) = -47/144*z^3 + 155/12*z + 1
*
[ -6 ] 
f(z) = -43/144*z^3 + 143/12*z + 1
*
[ 21/5 ] 
f(z) = -50/147*z^3 + 142/21*z + 1
*
[ -21/5 ] 
f(z) = -50/147*z^3 + 152/21*z + 1
*
5/7 | 0.10101614578210039121783356108861574850 | 0.015370024816476229384543286893202566289
f(z) = -49/150*z^3 + 143/30*z + 1
*
-4 | 0.10477591284408764521779997248913525664 | 0.016466360220189672404765047020704750056
f(z) = -43/144*z^3 + 145/36*z + 1
*
[ -2/3 ] 
f(z) = -51/152*z^3 + 151/57*z + 1
*
[ -3/5 ] 
f(z) = -50/153*z^3 + 142/51*z + 1
*
[ 3 ] 
f(z) = -41/144*z^3 + 155/48*z + 1
*
[ 3 ] 
f(z) = -41/153*z^3 + 157/51*z + 1
*
[ 2 ] 
f(z) = -59/140*z^3 + 153/70*z + 1
*
[ 2 ] 
f(z) = -59/148*z^3 + 155/74*z + 1
*
[ 2 ] 
f(z) = -59/156*z^3 + 157/78*z + 1
*
[ 2 ] 
f(z) = -57/140*z^3 + 149/70*z + 1
*
[ 2 ] 
f(z) = -57/148*z^3 + 151/74*z + 1
*
[ -6/5 ] 
f(z) = -55/144*z^3 + 143/60*z + 1
*
[ 2 ] 
f(z) = -55/148*z^3 + 147/74*z + 1
*
[ 2 ] 
f(z) = -55/156*z^3 + 149/78*z + 1
*
[ 2 ] 
f(z) = -53/140*z^3 + 141/70*z + 1
*
[ 2 ] 
f(z) = -53/148*z^3 + 143/74*z + 1
*
[ 2 ] 
f(z) = -53/156*z^3 + 145/78*z + 1
*
-2/5 | 0.21202292191340476728047589699592875671 | 0.029989631789898870312387008875456457270
f(z) = -45/152*z^3 + 147/95*z + 1
*
-2 | 0.080441534332457474839088304373925292262 | 0.015869610299051078092007611110438025030
f(z) = -59/154*z^3 + 159/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -59/158*z^3 + 157/158*z + 1
*
-2 | 0.078939310974713925963043657889468090867 | 0.015612237619305388537338831459615762347
f(z) = -57/142*z^3 + 157/142*z + 1
*
-2 | 0.079453036948016022015774569464244548074 | 0.015753785395062938817075378717515347954
f(z) = -57/146*z^3 + 155/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -57/154*z^3 + 151/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -57/158*z^3 + 149/158*z + 1
*
-2 | 0.078938582784859446614048739455847732229 | 0.015775265751966252844766976961532127822
f(z) = -55/142*z^3 + 149/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015921185863468231399316181928686099820
f(z) = -55/146*z^3 + 147/146*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -55/158*z^3 + 141/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -53/142*z^3 + 141/142*z + 1
*
[ 3/2 ] 
f(z) = -44/141*z^3 + 146/141*z + 1
*
[ 3/2 ] 
f(z) = -44/147*z^3 + 148/147*z + 1
*
[ 3/2 ] 
f(z) = -44/159*z^3 + 152/159*z + 1
*
[ 6 ] 
f(z) = -55/144*z^3 + 175/12*z + 1
*
[ -6 ] 
f(z) = -55/144*z^3 + 179/12*z + 1
*
[ 6 ] 
f(z) = -53/144*z^3 + 169/12*z + 1
*
[ -6 ] 
f(z) = -53/144*z^3 + 173/12*z + 1
*
[ -6 ] 
f(z) = -49/144*z^3 + 161/12*z + 1
*
[ -2/7 ] 
f(z) = -49/144*z^3 + 163/36*z + 1
*
-4 | 0.17037402018089941679239090219650980963 | 0.026146251069092180914941435317514930810
f(z) = -49/144*z^3 + 169/36*z + 1
*
-4 | 0.13203521840131245332310101583767584130 | 0.020414559179821345357951493555752412120
f(z) = -47/144*z^3 + 161/36*z + 1
*
[ -14/5 ] 
f(z) = -50/147*z^3 + 169/42*z + 1
*
[ -3/7 ] 
f(z) = -49/144*z^3 + 163/48*z + 1
*
[ 3 ] 
f(z) = -49/144*z^3 + 179/48*z + 1
*
[ -3/7 ] 
f(z) = -49/153*z^3 + 173/51*z + 1
*
[ 3 ] 
f(z) = -47/144*z^3 + 173/48*z + 1
*
[ 3 ] 
f(z) = -47/153*z^3 + 175/51*z + 1
*
[ 3 ] 
f(z) = -46/153*z^3 + 172/51*z + 1
*
[ 3 ] 
f(z) = -44/153*z^3 + 166/51*z + 1
*
[ 3 ] 
f(z) = -43/144*z^3 + 161/48*z + 1
*
[ 3 ] 
f(z) = -43/153*z^3 + 163/51*z + 1
*
[ 12/5 ] 
f(z) = -55/144*z^3 + 167/60*z + 1
*
[ -8/7 ] 
f(z) = -49/144*z^3 + 167/72*z + 1
*
[ -4/3 ] 
f(z) = -45/152*z^3 + 173/76*z + 1
*
-2 | 0.078938727460365199402249328715080731254 | 0.015460158723563807283805188064124949563
f(z) = -59/142*z^3 + 165/142*z + 1
*
-2 | 0.079453760678628395241360968968937510017 | 0.015598283690088353269490585335654389970
f(z) = -59/146*z^3 + 163/146*z + 1
*
-2 | 0.059608912114922936761831414697852873355 | 0.011730794842009232258619111681727190147
f(z) = -59/150*z^3 + 161/150*z + 1
*
[ 3/2 ] 
f(z) = -56/141*z^3 + 173/141*z + 1
*
[ 3/2 ] 
f(z) = -56/159*z^3 + 179/159*z + 1
*
[ 3/2 ] 
f(z) = -52/141*z^3 + 164/141*z + 1
*
[ 3/2 ] 
f(z) = -52/147*z^3 + 166/147*z + 1
*
[ 3/2 ] 
f(z) = -52/159*z^3 + 170/159*z + 1
*
[ 11/7 ] 
f(z) = -49/143*z^3 + 173/143*z + 1
*
[ 10/7 ] 
f(z) = -49/144*z^3 + 179/180*z + 1
*
[ 8/7 ] 
f(z) = -49/148*z^3 + 165/296*z + 1
*
[ 6/5 ] 
f(z) = -45/152*z^3 + 169/285*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -41/149*z^3 + 179/298*z + 1
*
[ 6 ] 
f(z) = -59/144*z^3 + 187/12*z + 1
*
[ -6 ] 
f(z) = -59/144*z^3 + 191/12*z + 1
*
[ 38/7 ] 
f(z) = -49/152*z^3 + 196/19*z + 1
*
-4 | 0.12928341696616097847500063958623310569 | 0.019444084430257734396488793235042565937
f(z) = -55/144*z^3 + 193/36*z + 1
*
-4 | 0.17748099713273440560483796114975579451 | 0.026863991906746543714748055223349715142
f(z) = -53/144*z^3 + 185/36*z + 1
*
[ 4 ] 
f(z) = -43/144*z^3 + 199/36*z + 1
*
[ 4 ] 
f(z) = -41/144*z^3 + 191/36*z + 1
*
[ 3 ] 
f(z) = -55/144*z^3 + 197/48*z + 1
*
[ 3 ] 
f(z) = -55/153*z^3 + 199/51*z + 1
*
[ 3 ] 
f(z) = -53/144*z^3 + 191/48*z + 1
*
[ 3 ] 
f(z) = -53/153*z^3 + 193/51*z + 1
*
[ 3 ] 
f(z) = -52/153*z^3 + 190/51*z + 1
*
[ 3 ] 
f(z) = -50/153*z^3 + 184/51*z + 1
*
[ 3 ] 
f(z) = -49/153*z^3 + 181/51*z + 1
*
[ 7/2 ] 
f(z) = -46/147*z^3 + 191/42*z + 1
*
[ -3 ] 
f(z) = -43/144*z^3 + 193/48*z + 1
*
[ -3 ] 
f(z) = -43/153*z^3 + 197/51*z + 1
*
[ -3 ] 
f(z) = -41/144*z^3 + 187/48*z + 1
*
[ -3 ] 
f(z) = -41/153*z^3 + 191/51*z + 1
*
-12/7 | 0.15526483978715605725711676412598228127 | 0.025979873361451536285990190748624364567
f(z) = -49/150*z^3 + 197/75*z + 1
*
[ 20/7 ] 
f(z) = -49/150*z^3 + 199/60*z + 1
*
[ -6/7 ] 
f(z) = -49/156*z^3 + 187/78*z + 1
*
[ -2 ] 
f(z) = -47/140*z^3 + 199/70*z + 1
*
[ -2/3 ] 
f(z) = -45/148*z^3 + 195/74*z + 1
*
[ -2 ] 
f(z) = -43/140*z^3 + 191/70*z + 1
*
[ -2 ] 
f(z) = -43/148*z^3 + 197/74*z + 1
*
[ -2 ] 
f(z) = -41/140*z^3 + 187/70*z + 1
*
[ -2 ] 
f(z) = -41/148*z^3 + 193/74*z + 1
*
[ -2 ] 
f(z) = -41/156*z^3 + 199/78*z + 1
*
-5/2 | 0.20022089983008467546230359600126703876 | 0.029135210647641017989869876320924968790
f(z) = -53/150*z^3 + 193/120*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015671593997007202832822792700577339952
f(z) = -59/140*z^3 + 199/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013469662530725004240786208989399752708
f(z) = -58/141*z^3 + 199/141*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015701556929226570692674996334972447239
f(z) = -57/140*z^3 + 197/140*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.014913021447799997294933482059953614381
f(z) = -57/142*z^3 + 199/142*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013495611174311062838687420235175170491
f(z) = -56/141*z^3 + 197/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017362410296252258443424837241389640209
f(z) = -56/143*z^3 + 199/143*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013508623415943927966409893795000593224
f(z) = -55/141*z^3 + 196/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014941410608892432972497760639103607951
f(z) = -55/142*z^3 + 197/142*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013207834172103666052058059179305237683
f(z) = -55/144*z^3 + 199/144*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017395605944567982351624181635173233020
f(z) = -54/143*z^3 + 197/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017411001070687109165173047550246564353
f(z) = -54/145*z^3 + 199/145*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015762760325578588841024472953608707948
f(z) = -53/140*z^3 + 193/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013534728443404972129638678323243013625
f(z) = -53/141*z^3 + 194/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014970324834050814533539242257633152837
f(z) = -53/142*z^3 + 195/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017412378495657161077825684403763273378
f(z) = -53/143*z^3 + 196/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013233086577196534594014420183416749691
f(z) = -53/144*z^3 + 197/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017427587418679821140834551326742742902
f(z) = -53/145*z^3 + 198/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015010084483089350026958792355463928513
f(z) = -53/146*z^3 + 199/146*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013548019568321579882027236448380914990
f(z) = -52/141*z^3 + 193/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017444289620980842206430512120676964338
f(z) = -52/145*z^3 + 197/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013615648874232366679835970697246421812
f(z) = -52/147*z^3 + 199/147*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015794022388954946413488156996956939899
f(z) = -51/140*z^3 + 191/140*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.014999774933984101912164379990908158386
f(z) = -51/142*z^3 + 193/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017446280331575921353406414746356852758
f(z) = -51/143*z^3 + 194/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017461109112053166430132592474293530351
f(z) = -51/145*z^3 + 196/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015038782657892735009385772809130853311
f(z) = -51/146*z^3 + 197/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015866003983160842162797958248525209782
f(z) = -51/148*z^3 + 199/148*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013574889167149503146851148296275634035
f(z) = -50/141*z^3 + 191/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017463412606684855683020911430130932254
f(z) = -50/143*z^3 + 193/143*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013641680990966583094215018560629422601
f(z) = -50/147*z^3 + 197/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017506203666845581609500617797640169147
f(z) = -50/149*z^3 + 199/149*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013588667080073094465013994085327879626
f(z) = -49/141*z^3 + 190/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015029523779042437109990732635459504160
f(z) = -49/142*z^3 + 191/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017480667825020130698580023044087516301
f(z) = -49/143*z^3 + 192/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017495105826300105102705940590001802531
f(z) = -49/145*z^3 + 194/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015067885314881458752300217000409381346
f(z) = -49/146*z^3 + 195/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015896338612939437383619013818261209923
f(z) = -49/148*z^3 + 197/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017522880708267309136419326750759810423
f(z) = -49/149*z^3 + 198/149*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.011261294349147866957085291963886214770
f(z) = -49/150*z^3 + 199/150*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017498047550083173475011594120005800390
f(z) = -48/143*z^3 + 191/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017512286048122725476675628609545750834
f(z) = -48/145*z^3 + 193/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017539674237483661812305009202775220691
f(z) = -48/149*z^3 + 197/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017552850751511876267929198807359933823
f(z) = -48/151*z^3 + 199/151*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015857924235830787622710713270906156547
f(z) = -47/140*z^3 + 187/140*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015059581474404226253080467207009772316
f(z) = -47/142*z^3 + 189/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017515553373887261888594965594941830468
f(z) = -47/143*z^3 + 190/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013311015373652909184489973356614926093
f(z) = -47/144*z^3 + 191/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017529589557242957603289619508805418911
f(z) = -47/145*z^3 + 192/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015097526531339731739587295629440870017
f(z) = -47/146*z^3 + 193/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013681223769723275468824681500032452699
f(z) = -47/147*z^3 + 194/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015927100789676274743106627666594596643
f(z) = -47/148*z^3 + 195/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017556585696801214931595716275662079151
f(z) = -47/149*z^3 + 196/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011282897319254690756235433327871142880
f(z) = -47/150*z^3 + 197/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017569572230629976306094810635935454439
f(z) = -47/151*z^3 + 198/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015959302299392448254203962279241614641
f(z) = -47/152*z^3 + 199/152*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013629812508876708396655801102253247418
f(z) = -46/141*z^3 + 187/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017533186917635429221640413736190494335
f(z) = -46/143*z^3 + 189/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017547017921537873636429099388561919335
f(z) = -46/145*z^3 + 191/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013694658753283958532285317521417614926
f(z) = -46/147*z^3 + 193/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017573616554135172429488755103936315097
f(z) = -46/149*z^3 + 195/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017586410507936440871468013997924848939
f(z) = -46/151*z^3 + 197/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015036568979907816724906178989177559780
f(z) = -46/153*z^3 + 199/153*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015090207836091689242211373482101184295
f(z) = -45/142*z^3 + 187/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017550949832418267924113582583165242984
f(z) = -45/143*z^3 + 188/143*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015127469245781890085552055959299323327
f(z) = -45/146*z^3 + 191/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015958301252508171317806758180850351932
f(z) = -45/148*z^3 + 193/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017590768303602178848428611546338230952
f(z) = -45/149*z^3 + 194/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017603367029581019838931811734127393171
f(z) = -45/151*z^3 + 196/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015989815308672577436100961926188574088
f(z) = -45/152*z^3 + 197/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015196714304021854655788160332090428466
f(z) = -45/154*z^3 + 199/154*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013657886943027993635877350624928994892
f(z) = -44/141*z^3 + 185/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017582255630798070908366885659083223973
f(z) = -44/145*z^3 + 189/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013722015973668180865920296939953629491
f(z) = -44/147*z^3 + 191/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017608042466130072371597591966969740824
f(z) = -44/149*z^3 + 193/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017620443267390328555547004215853515836
f(z) = -44/151*z^3 + 195/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015065317791116355345558542991368029269
f(z) = -44/153*z^3 + 197/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017644319478482261252904805036779001880
f(z) = -44/155*z^3 + 199/155*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015923744047238816291152686956021281268
f(z) = -43/140*z^3 + 183/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013672280271849195264077632886067960363
f(z) = -43/141*z^3 + 184/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015121290365359619677895875217251167625
f(z) = -43/142*z^3 + 185/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017586870533219838108774000504453080928
f(z) = -43/143*z^3 + 186/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013364871094837904831161209088638026349
f(z) = -43/144*z^3 + 187/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017600068257214881577113681753784254794
f(z) = -43/145*z^3 + 188/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015157848046641900787155701290882096038
f(z) = -43/146*z^3 + 189/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013735744087801164809917267129746233765
f(z) = -43/147*z^3 + 190/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015989951129485959128848100422081956029
f(z) = -43/148*z^3 + 191/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017625440590085155742824239281900666011
f(z) = -43/149*z^3 + 192/149*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.011326680733991175514885412913472402067
f(z) = -43/150*z^3 + 193/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017637640719462239415647335435775816560
f(z) = -43/151*z^3 + 194/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016020758379054482079383807100290685656
f(z) = -43/152*z^3 + 195/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015079843517505617242440154418889572617
f(z) = -43/153*z^3 + 196/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015225892737626372169650122651279644127
f(z) = -43/154*z^3 + 197/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017661128094010830840970924386045391111
f(z) = -43/155*z^3 + 198/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012206899683697815753130775518353766061
f(z) = -43/156*z^3 + 199/156*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017605031777430491922108085709008395806
f(z) = -42/143*z^3 + 185/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017618012303129601113525374087267772782
f(z) = -42/145*z^3 + 187/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017642964251917584715283520354792961306
f(z) = -42/149*z^3 + 191/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017654960910777259644157113873349301377
f(z) = -42/151*z^3 + 193/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017678054116368592215050211884220277753
f(z) = -42/155*z^3 + 197/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017689172394374194159352861039963779105
f(z) = -42/157*z^3 + 199/157*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015957405307064746847048739299957657216
f(z) = -41/140*z^3 + 181/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013700993785188442886916696851613424231
f(z) = -41/141*z^3 + 182/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015152841168116022525163981071219982261
f(z) = -41/142*z^3 + 183/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017623329310606103571030089633962008678
f(z) = -41/143*z^3 + 184/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013392399807595184350959942389962514700
f(z) = -41/144*z^3 + 185/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017636089486378609382981663782707737372
f(z) = -41/145*z^3 + 186/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015188549585428673818381332782129295785
f(z) = -41/146*z^3 + 187/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013763502085828289810060631478175702039
f(z) = -41/147*z^3 + 188/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016022061956038087412995914644958061591
f(z) = -41/148*z^3 + 189/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017660615056825497524450898624470387999
f(z) = -41/149*z^3 + 190/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011349341576495894983891930376643063141
f(z) = -41/150*z^3 + 191/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017672405393827473644541168332454976339
f(z) = -41/151*z^3 + 192/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016052142312825308976731746830478472188
f(z) = -41/152*z^3 + 193/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015109203916530860331248584958027115808
f(z) = -41/153*z^3 + 194/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015255233809909320027396199724186778483
f(z) = -41/154*z^3 + 195/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017695098999241249295450615428177907474
f(z) = -41/155*z^3 + 196/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012230238375850069607637330741063634628
f(z) = -41/156*z^3 + 197/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017706023738409209246206600250761073332
f(z) = -41/157*z^3 + 198/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015286547023140083089470207455515483750
f(z) = -41/158*z^3 + 199/158*z + 1
*
[ 3/2 ] 
f(z) = -43/144*z^3 + 193/192*z + 1
*
[ 3/2 ] 
f(z) = -41/144*z^3 + 187/192*z + 1
*
[ 3/2 ] 
f(z) = -43/153*z^3 + 197/204*z + 1
*
[ 3/2 ] 
f(z) = -41/153*z^3 + 191/204*z + 1
*
[ 4/3 ] 
f(z) = -51/152*z^3 + 193/228*z + 1
*
[ 6/5 ] 
f(z) = -55/152*z^3 + 196/285*z + 1
*
[ 6/5 ] 
f(z) = -50/141*z^3 + 191/282*z + 1
*
[ 6/5 ] 
f(z) = -50/147*z^3 + 193/294*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -43/145*z^3 + 199/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -43/147*z^3 + 197/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -43/149*z^3 + 195/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -42/143*z^3 + 193/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -42/145*z^3 + 191/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -42/149*z^3 + 187/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -41/141*z^3 + 187/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -41/143*z^3 + 185/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -41/145*z^3 + 183/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -41/147*z^3 + 181/294*z + 1
*
[ -38/7 ] 
f(z) = -49/152*z^3 + 203/19*z + 1
*
-4 | 0.13497374312553723691183838428512344581 | 0.020059621490040790042451282497031774680
f(z) = -59/144*z^3 + 209/36*z + 1
*
[ 30/7 ] 
f(z) = -49/150*z^3 + 203/30*z + 1
*
[ -30/7 ] 
f(z) = -49/150*z^3 + 217/30*z + 1
*
[ 4 ] 
f(z) = -47/144*z^3 + 215/36*z + 1
*
[ -4 ] 
f(z) = -43/144*z^3 + 217/36*z + 1
*
[ -4 ] 
f(z) = -41/144*z^3 + 209/36*z + 1
*
[ 3 ] 
f(z) = -59/144*z^3 + 209/48*z + 1
*
[ 3 ] 
f(z) = -59/153*z^3 + 211/51*z + 1
*
[ 3 ] 
f(z) = -58/153*z^3 + 208/51*z + 1
*
[ 3 ] 
f(z) = -56/153*z^3 + 202/51*z + 1
*
[ 7/2 ] 
f(z) = -50/147*z^3 + 205/42*z + 1
*
[ -3 ] 
f(z) = -50/153*z^3 + 218/51*z + 1
*
[ -3 ] 
f(z) = -49/144*z^3 + 211/48*z + 1
*
[ -3 ] 
f(z) = -49/153*z^3 + 215/51*z + 1
*
[ -3 ] 
f(z) = -47/144*z^3 + 205/48*z + 1
*
[ -3 ] 
f(z) = -47/153*z^3 + 209/51*z + 1
*
[ -7/2 ] 
f(z) = -46/147*z^3 + 215/42*z + 1
*
[ -3 ] 
f(z) = -46/153*z^3 + 206/51*z + 1
*
[ -3 ] 
f(z) = -44/153*z^3 + 200/51*z + 1
*
[ -2 ] 
f(z) = -57/140*z^3 + 219/70*z + 1
*
[ -12/5 ] 
f(z) = -55/144*z^3 + 217/60*z + 1
*
[ -2 ] 
f(z) = -53/140*z^3 + 211/70*z + 1
*
[ -2 ] 
f(z) = -53/148*z^3 + 217/74*z + 1
*
[ -2 ] 
f(z) = -51/140*z^3 + 207/70*z + 1
*
[ -2 ] 
f(z) = -51/148*z^3 + 213/74*z + 1
*
[ -2 ] 
f(z) = -49/148*z^3 + 209/74*z + 1
*
-16/7 | 0.15526491311338338121307397304052316830 | 0.025850113869041732766725960323120079817
f(z) = -49/150*z^3 + 203/75*z + 1
*
[ -4/7 ] 
f(z) = -49/152*z^3 + 217/76*z + 1
*
[ -2 ] 
f(z) = -49/156*z^3 + 215/78*z + 1
*
[ -2 ] 
f(z) = -47/148*z^3 + 205/74*z + 1
*
[ -2 ] 
f(z) = -47/156*z^3 + 211/78*z + 1
*
[ -2 ] 
f(z) = -45/148*z^3 + 201/74*z + 1
*
[ -2 ] 
f(z) = -43/156*z^3 + 203/78*z + 1
*
[ -7/4 ] 
f(z) = -44/147*z^3 + 209/84*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017297377619561598347510655109441031025
f(z) = -60/143*z^3 + 203/143*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017345539975946396392081476999380686378
f(z) = -60/149*z^3 + 209/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017360809508285567831158125795454419293
f(z) = -60/151*z^3 + 211/151*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017404455034612222522757659154685712476
f(z) = -60/157*z^3 + 217/157*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013457114465789680794985287828206411541
f(z) = -59/141*z^3 + 200/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014884778003532907879286396818941618582
f(z) = -59/142*z^3 + 201/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017313469370618298837515372390722450271
f(z) = -59/143*z^3 + 202/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013158362883564673538281655447153053301
f(z) = -59/144*z^3 + 203/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017329758651070231975213807522707081594
f(z) = -59/145*z^3 + 204/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014926320432470707220687396106747675464
f(z) = -59/146*z^3 + 205/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013527300108797853291128851017290610362
f(z) = -59/147*z^3 + 206/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015748738812034349772006296849229206056
f(z) = -59/148*z^3 + 207/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017361126224978384376252198386642079099
f(z) = -59/149*z^3 + 208/149*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.011157821424166849330285478095991815854
f(z) = -59/150*z^3 + 209/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017376233606093170045490649340522826287
f(z) = -59/151*z^3 + 210/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015784695661531311935314117848910852257
f(z) = -59/152*z^3 + 211/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014858930491793904577335816384218002206
f(z) = -59/153*z^3 + 212/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015004124154861835755549236110411027147
f(z) = -59/154*z^3 + 213/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017405363192636290600286770201085071321
f(z) = -59/155*z^3 + 214/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012031129383927566498723992371403775784
f(z) = -59/156*z^3 + 215/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017419410582839876372150597081692017201
f(z) = -59/157*z^3 + 216/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015040501294641791270355026630255113265
f(z) = -59/158*z^3 + 217/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013654748210866588678504201113598035402
f(z) = -59/159*z^3 + 218/159*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017329671173599155167565791937761916856
f(z) = -58/143*z^3 + 201/143*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013539472318061180641670340066326641562
f(z) = -58/147*z^3 + 205/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017376815827856844561628739056109515562
f(z) = -58/149*z^3 + 207/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017391758955642887274109239414443548598
f(z) = -58/151*z^3 + 209/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014872057730901103617844075296186636548
f(z) = -58/153*z^3 + 211/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017420569246681206315347507478672213684
f(z) = -58/155*z^3 + 213/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017434461434588138501891986091950197177
f(z) = -58/157*z^3 + 215/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013666417682979377703324808614541938888
f(z) = -58/159*z^3 + 217/159*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017345984362932940874286499414538453828
f(z) = -57/143*z^3 + 200/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017361923178040071550633777359732326959
f(z) = -57/145*z^3 + 202/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014953862682392764233972414719009381359
f(z) = -57/146*z^3 + 203/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015777463458138591222338357727298609126
f(z) = -57/148*z^3 + 205/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017392610000051045036731127479944808383
f(z) = -57/149*z^3 + 206/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017407386735842457984303298299466012064
f(z) = -57/151*z^3 + 208/151*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015030450946051468455112407291705309765
f(z) = -57/154*z^3 + 211/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017435873639531595595923750745835967166
f(z) = -57/155*z^3 + 212/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017449608667351250444108447516551336588
f(z) = -57/157*z^3 + 214/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015066432086314830234630894473016344016
f(z) = -57/158*z^3 + 215/158*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017378170323697471506347332278990887206
f(z) = -56/145*z^3 + 201/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017408509977530109242344907454688590650
f(z) = -56/149*z^3 + 205/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017423118145285481230543896658365234543
f(z) = -56/151*z^3 + 207/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014898570432835760902248784558911489924
f(z) = -56/153*z^3 + 209/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017451277499347444762964828861695448872
f(z) = -56/155*z^3 + 211/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017464853376095428239095233533523012310
f(z) = -56/157*z^3 + 213/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013690171923035520816759724600293243487
f(z) = -56/159*z^3 + 215/159*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.014981903950586079920555971168372029917
f(z) = -55/146*z^3 + 201/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013577269268656765870108475998137683351
f(z) = -55/147*z^3 + 202/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015806576248773506314225046039038925215
f(z) = -55/148*z^3 + 203/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017424517017213766083534350670093379921
f(z) = -55/149*z^3 + 204/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017438954402679968288440965310289838572
f(z) = -55/151*z^3 + 206/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015841347563141030608952010480400845842
f(z) = -55/152*z^3 + 207/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014911957898968773076235685565654792009
f(z) = -55/153*z^3 + 208/153*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012073153989277655324252964313861169271
f(z) = -55/156*z^3 + 211/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017480196673628207381774505014242572098
f(z) = -55/157*z^3 + 212/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015092574415015947530565560047846821093
f(z) = -55/158*z^3 + 213/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013702066079988017331248035838649704320
f(z) = -55/159*z^3 + 214/159*z + 1
*
[ 5/3 ] 
f(z) = -54/145*z^3 + 208/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017440632397435333821164158548369323879
f(z) = -54/149*z^3 + 203/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017454896747288409764115727890338823552
f(z) = -54/151*z^3 + 205/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017482388225723784356891090054274803144
f(z) = -54/155*z^3 + 209/155*z + 1
*
[ 5/3 ] 
f(z) = -54/155*z^3 + 212/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017495639690977424383680009200814729849
f(z) = -54/157*z^3 + 211/157*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013602767613123380111315890977613414772
f(z) = -53/147*z^3 + 200/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.015836086532671179975408429720608800917
f(z) = -53/148*z^3 + 201/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017456857418417333282732770910463002922
f(z) = -53/149*z^3 + 202/149*z + 1
*
-1 | 0.059610497327407956293863575062086368308 | 0.011219308561073034078013748973968254949
f(z) = -53/150*z^3 + 203/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017470946439379726776362448415159780391
f(z) = -53/151*z^3 + 204/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015870241121412363333774288101091799756
f(z) = -53/152*z^3 + 205/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014939000195781790045683156048972517083
f(z) = -53/153*z^3 + 206/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015084395833327350484826170429452645376
f(z) = -53/154*z^3 + 207/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017498097443017560667793767151466281941
f(z) = -53/155*z^3 + 208/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012094870508501296714777215803356482420
f(z) = -53/156*z^3 + 209/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017511183577780134432749881423810798368
f(z) = -53/157*z^3 + 210/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015119178975518963854040573811176388688
f(z) = -53/158*z^3 + 211/158*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017473193402760140790684499590609850578
f(z) = -52/149*z^3 + 201/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017487104760693488516485545501570864973
f(z) = -52/151*z^3 + 203/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014952657132070936361353258681845731400
f(z) = -52/153*z^3 + 205/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017513910829571628357353028352278043486
f(z) = -52/155*z^3 + 207/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017526829502681775445310816719055426596
f(z) = -52/157*z^3 + 209/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013738018178236916104058663779447816800
f(z) = -52/159*z^3 + 211/159*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017489641695944106701307270781470162724
f(z) = -51/149*z^3 + 200/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017503373014916792779571778758983934292
f(z) = -51/151*z^3 + 202/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015899525106656199715581575888474215507
f(z) = -51/152*z^3 + 203/152*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015112031275547732810637368131085259799
f(z) = -51/154*z^3 + 205/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017529829610444743199498434440559343162
f(z) = -51/155*z^3 + 206/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017542578653745900061863838373689088907
f(z) = -51/157*z^3 + 208/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015146132225225746945001307823395333074
f(z) = -51/158*z^3 + 209/158*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017519752528174220958912956574615061961
f(z) = -50/151*z^3 + 201/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014980247978830090190297763278116099165
f(z) = -50/153*z^3 + 203/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017558432238874808861234415374353920582
f(z) = -50/157*z^3 + 207/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013762509206158069142343566140202620714
f(z) = -50/159*z^3 + 209/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017536244649531294531522044266675145786
f(z) = -49/151*z^3 + 200/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.015929208922578830118460842279815953092
f(z) = -49/152*z^3 + 201/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.014994184104093977682613875573912160543
f(z) = -49/153*z^3 + 202/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017561988359145392180807857581472892961
f(z) = -49/155*z^3 + 204/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012138778857052640893848468285055398191
f(z) = -49/156*z^3 + 205/156*z + 1
*
[ 12/7 ] 
f(z) = -49/156*z^3 + 209/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017574391486241430277987390706505301456
f(z) = -49/157*z^3 + 206/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015173564601447499152641638865138401809
f(z) = -49/158*z^3 + 207/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013775069487761771362162905977058347239
f(z) = -49/159*z^3 + 208/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017578230882227941872504344552273307838
f(z) = -48/155*z^3 + 203/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017590457644732805428509285439673867014
f(z) = -48/157*z^3 + 205/157*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015022343438914317772189297967400571324
f(z) = -47/153*z^3 + 200/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015168181856289421069844624522125803869
f(z) = -47/154*z^3 + 201/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017594583911085572019169754676709087184
f(z) = -47/155*z^3 + 202/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012161177497262871523164138896095316894
f(z) = -47/156*z^3 + 203/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017606631984405549305789537712335345343
f(z) = -47/157*z^3 + 204/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015201117654998021965205875651555443488
f(z) = -47/158*z^3 + 205/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013800050078522006012858360226409711522
f(z) = -47/159*z^3 + 206/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017611048778753361287806907177248420828
f(z) = -46/155*z^3 + 201/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017622915796953673616901596293117406403
f(z) = -46/157*z^3 + 203/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013812665809309841429593075794194140418
f(z) = -46/159*z^3 + 205/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017639310396189170937030885261418120644
f(z) = -45/157*z^3 + 202/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015229166964500836057447021067076421362
f(z) = -45/158*z^3 + 203/158*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017655817118535774867555189927230564588
f(z) = -44/157*z^3 + 201/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013837958591302157730829919962200843506
f(z) = -44/159*z^3 + 203/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017672437323536326542570277251047994016
f(z) = -43/157*z^3 + 200/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015257722215443824358019425881417657233
f(z) = -43/158*z^3 + 201/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013850832044705426142796536736129210458
f(z) = -43/159*z^3 + 202/159*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013877039228656703399770980835698378960
f(z) = -41/159*z^3 + 200/159*z + 1
*
[ 3/2 ] 
f(z) = -49/144*z^3 + 211/192*z + 1
*
[ 3/2 ] 
f(z) = -47/144*z^3 + 205/192*z + 1
*
[ 3/2 ] 
f(z) = -49/153*z^3 + 215/204*z + 1
*
[ 3/2 ] 
f(z) = -47/153*z^3 + 209/204*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -46/149*z^3 + 219/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -45/143*z^3 + 217/286*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -45/149*z^3 + 211/298*z + 1
*
-2 | 0.074152520810886770175314983768302296912 | 0.013143165932819412360369897786205773185
f(z) = -44/141*z^3 + 211/282*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -44/145*z^3 + 207/290*z + 1
*
-2 | 0.074924237410897289126977110011157588585 | 0.013182578670129288632457381903636870321
f(z) = -44/147*z^3 + 205/294*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -44/149*z^3 + 203/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -43/141*z^3 + 203/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -43/143*z^3 + 201/286*z + 1
*
[ 4 ] 
f(z) = -53/144*z^3 + 239/36*z + 1
*
[ 4 ] 
f(z) = -49/144*z^3 + 223/36*z + 1
*
-5/7 | 0.14653180771886440138124665686355920659 | 0.020830782888117536476189553405148114599
f(z) = -49/150*z^3 + 227/30*z + 1
*
[ -4 ] 
f(z) = -47/144*z^3 + 233/36*z + 1
*
[ 5 ] 
f(z) = -43/150*z^3 + 239/30*z + 1
*
[ 5 ] 
f(z) = -41/150*z^3 + 229/30*z + 1
*
[ 7/2 ] 
f(z) = -58/147*z^3 + 233/42*z + 1
*
[ -3 ] 
f(z) = -56/153*z^3 + 236/51*z + 1
*
[ -3 ] 
f(z) = -55/144*z^3 + 229/48*z + 1
*
[ -3 ] 
f(z) = -55/153*z^3 + 233/51*z + 1
*
[ -3 ] 
f(z) = -53/144*z^3 + 223/48*z + 1
*
[ -3 ] 
f(z) = -53/153*z^3 + 227/51*z + 1
*
[ -3 ] 
f(z) = -52/153*z^3 + 224/51*z + 1
*
[ -7/2 ] 
f(z) = -50/147*z^3 + 229/42*z + 1
*
21/5 | 0.12063538905870180495701208494411884122 | 0.016289981730484527782181471031011451901
f(z) = -50/147*z^3 + 235/42*z + 1
*
[ -2 ] 
f(z) = -59/140*z^3 + 223/70*z + 1
*
[ -2 ] 
f(z) = -59/148*z^3 + 229/74*z + 1
*
[ -2 ] 
f(z) = -59/156*z^3 + 235/78*z + 1
*
[ -2 ] 
f(z) = -57/148*z^3 + 225/74*z + 1
*
[ -2 ] 
f(z) = -55/148*z^3 + 221/74*z + 1
*
[ -2 ] 
f(z) = -55/156*z^3 + 227/78*z + 1
*
[ -2 ] 
f(z) = -53/156*z^3 + 223/78*z + 1
*
-18/7 | 0.12451644918718401180656786702337119733 | 0.020352152827360571676280957893059351458
f(z) = -49/156*z^3 + 227/78*z + 1
*
[ -7/4 ] 
f(z) = -52/147*z^3 + 223/84*z + 1
*
[ -10/7 ] 
f(z) = -49/152*z^3 + 224/95*z + 1
*
[ 38/15 ] 
f(z) = -45/152*z^3 + 238/95*z + 1
*
-7/2 | 0.21621372245344802956957087047151236495 | 0.029333580826162728751197534126394090909
f(z) = -41/147*z^3 + 227/84*z + 1
*
[ -6/5 ] 
f(z) = -50/153*z^3 + 235/102*z + 1
*
[ -3/2 ] 
f(z) = -46/153*z^3 + 239/102*z + 1
*
-5/2 | 0.20877894267171194178024032440985644263 | 0.029754960312376903659129950976310875277
f(z) = -59/150*z^3 + 223/120*z + 1
*
-5/14 | 0.20877864493395843556286872079749886530 | 0.029793171220158934943831070825748226873
f(z) = -49/150*z^3 + 221/120*z + 1
*
[ 9/5 ] 
f(z) = -50/153*z^3 + 230/153*z + 1
*
[ 13/7 ] 
f(z) = -49/143*z^3 + 235/143*z + 1
*
[ 2 ] 
f(z) = -41/142*z^3 + 235/142*z + 1
*
[ 2 ] 
f(z) = -41/146*z^3 + 237/146*z + 1
*
[ 2 ] 
f(z) = -41/150*z^3 + 239/150*z + 1
*
[ 7/4 ] 
f(z) = -46/147*z^3 + 233/168*z + 1
*
[ 3/2 ] 
f(z) = -55/144*z^3 + 229/192*z + 1
*
[ 3/2 ] 
f(z) = -53/144*z^3 + 223/192*z + 1
*
[ 3/2 ] 
f(z) = -55/153*z^3 + 233/204*z + 1
*
[ 3/2 ] 
f(z) = -53/153*z^3 + 227/204*z + 1
*
[ 5/4 ] 
f(z) = -56/145*z^3 + 233/290*z + 1
*
[ 13/10 ] 
f(z) = -50/143*z^3 + 235/286*z + 1
*
-2 | 0.093112555148474210882718320379831984054 | 0.016422312287208879407504302629208806793
f(z) = -48/145*z^3 + 239/290*z + 1
*
-2 | 0.093616491510046150497688633519017562626 | 0.016432324962157235053529997938817331807
f(z) = -48/149*z^3 + 235/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -47/143*z^3 + 233/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -47/145*z^3 + 231/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -47/147*z^3 + 229/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -47/149*z^3 + 227/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -46/141*z^3 + 227/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -46/143*z^3 + 225/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -46/145*z^3 + 223/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -46/147*z^3 + 221/294*z + 1
*
[ 4/3 ] 
f(z) = -45/142*z^3 + 231/284*z + 1
*
[ 4/3 ] 
f(z) = -45/146*z^3 + 233/292*z + 1
*
[ 4 ] 
f(z) = -55/144*z^3 + 247/36*z + 1
*
[ -4 ] 
f(z) = -53/144*z^3 + 257/36*z + 1
*
[ -4 ] 
f(z) = -49/144*z^3 + 241/36*z + 1
*
[ 5 ] 
f(z) = -47/150*z^3 + 259/30*z + 1
*
[ -5 ] 
f(z) = -43/150*z^3 + 251/30*z + 1
*
[ -5 ] 
f(z) = -41/150*z^3 + 241/30*z + 1
*
[ -3 ] 
f(z) = -59/144*z^3 + 241/48*z + 1
*
[ -3 ] 
f(z) = -59/153*z^3 + 245/51*z + 1
*
[ -7/2 ] 
f(z) = -58/147*z^3 + 257/42*z + 1
*
[ -3 ] 
f(z) = -58/153*z^3 + 242/51*z + 1
*
-12/5 | 0.20303126648516534126198066310432926690 | 0.025397019603374534818562196511052280214
f(z) = -55/144*z^3 + 247/60*z + 1
*
[ -20/7 ] 
f(z) = -49/150*z^3 + 241/60*z + 1
*
-7/2 | 0.21621354306263113929575510993637633911 | 0.029097304019760973491279689241413296101
f(z) = -43/147*z^3 + 241/84*z + 1
*
[ -3/2 ] 
f(z) = -58/153*z^3 + 257/102*z + 1
*
[ -3/4 ] 
f(z) = -56/153*z^3 + 259/102*z + 1
*
[ -7/5 ] 
f(z) = -55/147*z^3 + 257/105*z + 1
*
-3/10 | 0.18213427497132372172560922527656465915 | 0.027665646904993716940464670988823092470
f(z) = -50/153*z^3 + 241/102*z + 1
*
[ -3/2 ] 
f(z) = -50/153*z^3 + 245/102*z + 1
*
[ -6/7 ] 
f(z) = -49/153*z^3 + 245/102*z + 1
*
[ 13/7 ] 
f(z) = -49/156*z^3 + 241/156*z + 1
*
-13/7 | 0.15961334804905128086257315805642800607 | 0.028845493051629840552938872775734974597
f(z) = -49/156*z^3 + 253/156*z + 1
*
[ 2 ] 
f(z) = -47/142*z^3 + 259/142*z + 1
*
[ 2 ] 
f(z) = -45/142*z^3 + 251/142*z + 1
*
[ 2 ] 
f(z) = -45/146*z^3 + 253/146*z + 1
*
[ 2 ] 
f(z) = -45/154*z^3 + 257/154*z + 1
*
[ 2 ] 
f(z) = -45/158*z^3 + 259/158*z + 1
*
[ 2 ] 
f(z) = -43/142*z^3 + 243/142*z + 1
*
[ 2 ] 
f(z) = -43/146*z^3 + 245/146*z + 1
*
[ 2 ] 
f(z) = -43/150*z^3 + 247/150*z + 1
*
[ 2 ] 
f(z) = -43/154*z^3 + 249/154*z + 1
*
[ 2 ] 
f(z) = -43/158*z^3 + 251/158*z + 1
*
[ 2 ] 
f(z) = -41/154*z^3 + 241/154*z + 1
*
[ 2 ] 
f(z) = -41/158*z^3 + 243/158*z + 1
*
[ 7/4 ] 
f(z) = -50/147*z^3 + 247/168*z + 1
*
[ 38/21 ] 
f(z) = -49/152*z^3 + 257/171*z + 1
*
[ 3/2 ] 
f(z) = -59/144*z^3 + 241/192*z + 1
*
[ 3/2 ] 
f(z) = -59/153*z^3 + 245/204*z + 1
*
-15/7 | 0.18452930117903625657817155356955579979 | 0.027925133734497488890428562160451071205
f(z) = -49/144*z^3 + 247/240*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -51/149*z^3 + 259/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -50/141*z^3 + 259/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -50/143*z^3 + 257/286*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -50/147*z^3 + 253/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -50/149*z^3 + 251/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -49/141*z^3 + 251/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -49/143*z^3 + 249/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -49/145*z^3 + 247/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -49/149*z^3 + 243/298*z + 1
*
-2 | 0.092855349367721116037003499156542144418 | 0.016417164747319791646962978651025291131
f(z) = -48/143*z^3 + 241/286*z + 1
*
[ 4 ] 
f(z) = -59/144*z^3 + 263/36*z + 1
*
[ -4 ] 
f(z) = -55/144*z^3 + 265/36*z + 1
*
[ 5 ] 
f(z) = -49/150*z^3 + 269/30*z + 1
*
[ -5 ] 
f(z) = -47/150*z^3 + 271/30*z + 1
*
-7/2 | 0.21621385486772338898787043157050032851 | 0.028673214011077299788867541334945350996
f(z) = -47/147*z^3 + 269/84*z + 1
*
[ -15/14 ] 
f(z) = -49/150*z^3 + 277/120*z + 1
*
[ 5/2 ] 
f(z) = -41/150*z^3 + 277/120*z + 1
*
0 | 0.15914050401990556964410152600549035314 | 0.028444810325717138378422117373575644121
f(z) = -59/140*z^3 + 269/140*z + 1
*
[ 2 ] 
f(z) = -51/142*z^3 + 275/142*z + 1
*
[ 2 ] 
f(z) = -51/146*z^3 + 277/146*z + 1
*
[ 2 ] 
f(z) = -49/142*z^3 + 267/142*z + 1
*
[ 2 ] 
f(z) = -49/146*z^3 + 269/146*z + 1
*
[ 2 ] 
f(z) = -49/150*z^3 + 271/150*z + 1
*
-19/7 | 0.16370319762487742984315560682794652548 | 0.029338911153452263091110849110532814865
f(z) = -49/152*z^3 + 265/152*z + 1
*
[ 2 ] 
f(z) = -49/158*z^3 + 275/158*z + 1
*
[ 2 ] 
f(z) = -47/146*z^3 + 261/146*z + 1
*
[ 2 ] 
f(z) = -47/150*z^3 + 263/150*z + 1
*
[ 2 ] 
f(z) = -47/154*z^3 + 265/154*z + 1
*
[ 2 ] 
f(z) = -47/158*z^3 + 267/158*z + 1
*
[ 7/4 ] 
f(z) = -58/147*z^3 + 275/168*z + 1
*
-4/5 | 0.19109385175140745175061061659136273954 | 0.027373398454138967146945775882820070539
f(z) = -55/144*z^3 + 269/180*z + 1
*
[ 12/7 ] 
f(z) = -49/153*z^3 + 277/204*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -53/145*z^3 + 279/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -53/147*z^3 + 277/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -53/149*z^3 + 275/298*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.013142982729443693189475235259183881482
f(z) = -52/141*z^3 + 275/282*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -52/145*z^3 + 271/290*z + 1
*
-2 | 0.074924237410897289126977110011157588585 | 0.013182578670129288632457381903636870321
f(z) = -52/147*z^3 + 269/294*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -52/149*z^3 + 267/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -51/143*z^3 + 265/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -51/145*z^3 + 263/290*z + 1
*
[ -4 ] 
f(z) = -59/144*z^3 + 281/36*z + 1
*
[ 5 ] 
f(z) = -53/150*z^3 + 289/30*z + 1
*
-36/7 | 0.15810238108328981445806161617459867476 | 0.022352092794231887757964029343288129029
f(z) = -49/144*z^3 + 295/36*z + 1
*
[ -5 ] 
f(z) = -49/150*z^3 + 281/30*z + 1
*
-26/7 | 0.17114073883606151364784041824200894957 | 0.027030038511152776177036017223146242557
f(z) = -49/156*z^3 + 281/78*z + 1
*
-38/15 | 0.20622111221898641444703178883551282531 | 0.026576207039942233443186367986598741960
f(z) = -45/152*z^3 + 293/95*z + 1
*
[ 5/2 ] 
f(z) = -43/150*z^3 + 287/120*z + 1
*
[ 2 ] 
f(z) = -57/142*z^3 + 299/142*z + 1
*
[ 2 ] 
f(z) = -55/142*z^3 + 291/142*z + 1
*
[ 2 ] 
f(z) = -55/146*z^3 + 293/146*z + 1
*
[ 2 ] 
f(z) = -55/158*z^3 + 299/158*z + 1
*
[ 2 ] 
f(z) = -53/142*z^3 + 283/142*z + 1
*
[ 2 ] 
f(z) = -53/146*z^3 + 285/146*z + 1
*
[ 2 ] 
f(z) = -53/150*z^3 + 287/150*z + 1
*
[ 2 ] 
f(z) = -53/154*z^3 + 289/154*z + 1
*
[ 2 ] 
f(z) = -53/158*z^3 + 291/158*z + 1
*
[ 2 ] 
f(z) = -51/154*z^3 + 281/154*z + 1
*
[ 2 ] 
f(z) = -51/158*z^3 + 283/158*z + 1
*
-3 | 0.14250000901204962098985705586706082867 | 0.025241581684443446097806417556991797926
f(z) = -43/156*z^3 + 283/156*z + 1
*
-2/5 | 0.14265772988804663047814681513515581889 | 0.020308164759490355356895528687940073559
f(z) = -55/144*z^3 + 281/180*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016255870466796807196044138102772979816
f(z) = -56/149*z^3 + 299/298*z + 1
*
-2 | 0.079857518286614625139662642653181633112 | 0.014009000748535520797678610521183369825
f(z) = -55/141*z^3 + 299/282*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -55/147*z^3 + 293/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -55/149*z^3 + 291/298*z + 1
*
-2 | 0.091905187518841484081140918504207472302 | 0.016219249374857158450587290135652035642
f(z) = -54/143*z^3 + 289/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -54/145*z^3 + 287/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -54/149*z^3 + 283/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014145458690004019598423371632833454639
f(z) = -53/141*z^3 + 283/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -53/143*z^3 + 281/286*z + 1
*
[ 10/7 ] 
f(z) = -49/145*z^3 + 287/290*z + 1
*
[ 13/23 ] 
f(z) = -46/169*z^3 - 204/299*z + 1
*
[ 13/21 ] 
f(z) = -42/169*z^3 - 142/273*z + 1
*
[ 3/5 ] 
f(z) = -55/171*z^3 - 157/285*z + 1
*
[ 4/7 ] 
f(z) = -49/164*z^3 - 107/164*z + 1
*
[ 4/7 ] 
f(z) = -49/172*z^3 - 113/172*z + 1
*
[ 13/20 ] 
f(z) = -60/169*z^3 - 101/260*z + 1
*
[ 13/22 ] 
f(z) = -44/169*z^3 - 86/143*z + 1
*
[ 3/5 ] 
f(z) = -50/177*z^3 - 100/177*z + 1
*
[ 2/3 ] 
f(z) = -57/164*z^3 - 85/246*z + 1
*
[ 2/3 ] 
f(z) = -57/172*z^3 - 91/258*z + 1
*
[ 2/3 ] 
f(z) = -51/164*z^3 - 89/246*z + 1
*
[ 2/3 ] 
f(z) = -51/172*z^3 - 95/258*z + 1
*
[ 5/9 ] 
f(z) = -54/175*z^3 - 74/105*z + 1
*
[ 5/8 ] 
f(z) = -48/175*z^3 - 69/140*z + 1
*
[ 2/3 ] 
f(z) = -45/166*z^3 - 63/166*z + 1
*
[ 2/3 ] 
f(z) = -45/178*z^3 - 69/178*z + 1
*
[ 2/3 ] 
f(z) = -59/168*z^3 - 65/189*z + 1
*
[ 2/3 ] 
f(z) = -55/168*z^3 - 67/189*z + 1
*
[ 2/3 ] 
f(z) = -53/168*z^3 - 68/189*z + 1
*
[ 2/3 ] 
f(z) = -47/168*z^3 - 71/189*z + 1
*
[ 2/3 ] 
f(z) = -43/168*z^3 - 73/189*z + 1
*
[ 2/3 ] 
f(z) = -41/168*z^3 - 74/189*z + 1
*
[ 13/19 ] 
f(z) = -57/169*z^3 - 75/247*z + 1
*
-15/28 | 0.19399499504018707304230267706517894428 | 0.024680715991001850919851996518807723291
f(z) = -49/162*z^3 - 71/288*z + 1
*
[ 3/5 ] 
f(z) = -55/162*z^3 - 49/90*z + 1
*
[ 13/20 ] 
f(z) = -50/169*z^3 - 43/104*z + 1
*
[ 13/21 ] 
f(z) = -49/169*z^3 - 59/117*z + 1
*
[ 2/3 ] 
f(z) = -57/160*z^3 - 41/120*z + 1
*
[ 2/3 ] 
f(z) = -57/176*z^3 - 47/132*z + 1
*
[ 2/3 ] 
f(z) = -51/160*z^3 - 43/120*z + 1
*
[ 2/3 ] 
f(z) = -51/176*z^3 - 49/132*z + 1
*
[ 5/7 ] 
f(z) = -49/165*z^3 - 41/165*z + 1
*
[ 5/7 ] 
f(z) = -49/170*z^3 - 43/170*z + 1
*
[ 3/4 ] 
f(z) = -44/171*z^3 - 43/228*z + 1
*
[ 3/4 ] 
f(z) = -55/162*z^3 - 41/288*z + 1
*
[ 3/4 ] 
f(z) = -53/162*z^3 - 43/288*z + 1
*
[ 3/4 ] 
f(z) = -49/162*z^3 - 47/288*z + 1
*
[ 3/4 ] 
f(z) = -47/162*z^3 - 49/288*z + 1
*
[ 3/4 ] 
f(z) = -43/162*z^3 - 53/288*z + 1
*
[ 3/4 ] 
f(z) = -41/162*z^3 - 55/288*z + 1
*
[ 3/5 ] 
f(z) = -50/171*z^3 - 32/57*z + 1
*
[ 4/7 ] 
f(z) = -49/176*z^3 - 29/44*z + 1
*
[ 9/14 ] 
f(z) = -49/162*z^3 - 31/72*z + 1
*
[ 2/3 ] 
f(z) = -45/164*z^3 - 31/82*z + 1
*
[ 2/3 ] 
f(z) = -45/172*z^3 - 33/86*z + 1
*
[ 5/7 ] 
f(z) = -49/160*z^3 - 39/160*z + 1
*
[ 3/4 ] 
f(z) = -52/171*z^3 - 37/228*z + 1
*
[ 13/17 ] 
f(z) = -51/169*z^3 - 29/221*z + 1
*
22/15 | 0.20174977544875211664242658570451732652 | 0.029756946791142344400230861541558713846
f(z) = -45/176*z^3 - 29/220*z + 1
*
[ 3/4 ] 
f(z) = -59/162*z^3 - 37/288*z + 1
*
[ 4/7 ] 
f(z) = -49/160*z^3 - 13/20*z + 1
*
-2/7 | 0.065284161377247405449881409965761333559 | 0.012863433599315965175279274859632595023
f(z) = -49/160*z^3 - 19/40*z + 1
*
-6/7 | 0.090205566672219048371072400224338015374 | 0.017773887152683269243213057715404608548
f(z) = -49/160*z^3 - 11/40*z + 1
*
[ 2/3 ] 
f(z) = -45/176*z^3 - 17/44*z + 1
*
[ 13/18 ] 
f(z) = -54/169*z^3 - 17/78*z + 1
*
[ 3/4 ] 
f(z) = -56/171*z^3 - 17/114*z + 1
*
[ 5/6 ] 
f(z) = -48/175*z^3 - 1/105*z + 1
*
10/7 | 0.14188078327562255647631745102785761891 | 0.027625847278599892734207354280034939200
f(z) = -49/170*z^3 - 19/170*z + 1
*
[ 13/16 ] 
f(z) = -48/169*z^3 - 9/208*z + 1
*
[ 4/5 ] 
f(z) = -45/176*z^3 - 19/220*z + 1
*
[ 6/7 ] 
f(z) = -49/162*z^3 + 1/18*z + 1
*
-12/7 | 0.14265075944315408715954474214235105035 | 0.028038930379612809092751876957416845202
f(z) = -49/162*z^3 + 2/9*z + 1
*
[ 13/7 ] 
f(z) = -49/169*z^3 + 19/13*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -59/168*z^3 + 19/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -55/168*z^3 + 17/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -53/168*z^3 + 16/21*z + 1
*
[ 13/10 ] 
f(z) = -50/169*z^3 + 19/26*z + 1
*
-4/7 | 0.14532893587914089183992311900647734726 | 0.028635262785072750555873038601335796891
f(z) = -49/160*z^3 + 17/20*z + 1
*
[ 13/12 ] 
f(z) = -48/169*z^3 + 16/39*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -47/168*z^3 + 13/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -43/168*z^3 + 11/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -41/168*z^3 + 10/21*z + 1
*
[ 13/14 ] 
f(z) = -49/169*z^3 + 9/52*z + 1
*
-10/7 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = -49/176*z^3 + 3/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -41/176*z^3 + 19/44*z + 1
*
[ 5/6 ] 
f(z) = -54/175*z^3 + 1/70*z + 1
*
-9/14 | 0.091362289415579354024998875266292513053 | 0.014112423842289706807357455148475992875
f(z) = -49/162*z^3 + 1/72*z + 1
*
[ 13/15 ] 
f(z) = -45/169*z^3 + 3/65*z + 1
*
[ 13/14 ] 
f(z) = -56/169*z^3 + 19/91*z + 1
*
[ 13/15 ] 
f(z) = -50/169*z^3 + 8/117*z + 1
*
[ 6/7 ] 
f(z) = -49/171*z^3 + 5/114*z + 1
*
[ 6/7 ] 
f(z) = -49/160*z^3 + 7/120*z + 1
*
[ 6/7 ] 
f(z) = -49/176*z^3 + 5/132*z + 1
*
11/7 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = -49/165*z^3 + 16/165*z + 1
*
[ 6/7 ] 
f(z) = -49/174*z^3 + 7/174*z + 1
*
[ 9/11 ] 
f(z) = -55/162*z^3 + 1/198*z + 1
*
18/11 | 0.17194178915166017463923735035005762325 | 0.022858947952440514119039575175842970827
f(z) = -55/168*z^3 + 10/231*z + 1
*
[ 6/7 ] 
f(z) = -49/164*z^3 + 13/246*z + 1
*
[ 6/7 ] 
f(z) = -49/172*z^3 + 11/258*z + 1
*
[ 13/5 ] 
f(z) = -50/169*z^3 + 34/13*z + 1
*
-18/7 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066
f(z) = -49/162*z^3 + 37/18*z + 1
*
[ -13/7 ] 
f(z) = -49/169*z^3 + 33/13*z + 1
*
[ 2 ] 
f(z) = -55/168*z^3 + 38/21*z + 1
*
[ 13/9 ] 
f(z) = -54/169*z^3 + 38/39*z + 1
*
[ 2 ] 
f(z) = -53/168*z^3 + 37/21*z + 1
*
-20/7 | 0.11662845927653620569684049896258585612 | 0.020495798237826810173027474597784570060
f(z) = -49/160*z^3 + 37/20*z + 1
*
[ 5/4 ] 
f(z) = -48/175*z^3 + 22/35*z + 1
*
[ 2 ] 
f(z) = -47/168*z^3 + 34/21*z + 1
*
[ 2 ] 
f(z) = -43/168*z^3 + 32/21*z + 1
*
[ 2 ] 
f(z) = -41/168*z^3 + 31/21*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -59/160*z^3 + 39/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -59/176*z^3 + 37/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -57/160*z^3 + 37/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -57/176*z^3 + 35/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -53/160*z^3 + 33/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -53/176*z^3 + 31/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -51/160*z^3 + 31/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -51/176*z^3 + 29/44*z + 1
*
[ 10/7 ] 
f(z) = -49/160*z^3 + 37/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -49/176*z^3 + 27/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -47/160*z^3 + 27/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -47/176*z^3 + 25/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -45/176*z^3 + 23/44*z + 1
*
-2/3 | 0.15033114924336491440880506597233870352 | 0.029074869855052255377930359582514927391
f(z) = -45/176*z^3 + 27/44*z + 1
*
[ 4/3 ] 
f(z) = -45/176*z^3 + 31/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -43/160*z^3 + 23/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -43/176*z^3 + 21/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -41/160*z^3 + 21/40*z + 1
*
-12/7 | 0.16614867604667457948912035823538339016 | 0.026911958602139750661215771491322437097
f(z) = -49/160*z^3 + 29/60*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -41/172*z^3 + 39/86*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.022159869052925366516746834807083444918
f(z) = -51/176*z^3 + 35/132*z + 1
*
[ 13/15 ] 
f(z) = -60/169*z^3 + 22/195*z + 1
*
[ 13/14 ] 
f(z) = -42/169*z^3 + 25/182*z + 1
*
[ -13/5 ] 
f(z) = -50/169*z^3 + 44/13*z + 1
*
[ -9/7 ] 
f(z) = -49/162*z^3 + 41/18*z + 1
*
[ 18/7 ] 
f(z) = -49/162*z^3 + 47/18*z + 1
*
3/7 | 0.12120232352279187410913551625468746642 | 0.019904981159117736513219481684752696373
f(z) = -49/162*z^3 + 49/18*z + 1
*
-15/7 | 0.081379737210878121375218217590034495234 | 0.013116122103307950466364137036633542150
f(z) = -49/162*z^3 + 55/18*z + 1
*
[ 13/4 ] 
f(z) = -48/169*z^3 + 48/13*z + 1
*
[ -13/4 ] 
f(z) = -48/169*z^3 + 56/13*z + 1
*
[ 3 ] 
f(z) = -47/162*z^3 + 59/18*z + 1
*
[ 3 ] 
f(z) = -43/162*z^3 + 55/18*z + 1
*
[ 3 ] 
f(z) = -41/162*z^3 + 53/18*z + 1
*
[ 2 ] 
f(z) = -59/168*z^3 + 40/21*z + 1
*
[ -2 ] 
f(z) = -55/168*z^3 + 59/21*z + 1
*
[ 13/6 ] 
f(z) = -54/169*z^3 + 53/26*z + 1
*
[ 5/3 ] 
f(z) = -54/175*z^3 + 44/35*z + 1
*
[ -2 ] 
f(z) = -53/168*z^3 + 58/21*z + 1
*
[ -13/10 ] 
f(z) = -50/169*z^3 + 59/26*z + 1
*
20/7 | 0.074124624035520615328014159456459953423 | 0.012500802710446176509603393239901032990
f(z) = -49/160*z^3 + 47/20*z + 1
*
[ -4/7 ] 
f(z) = -49/160*z^3 + 57/20*z + 1
*
[ 12/7 ] 
f(z) = -49/162*z^3 + 47/36*z + 1
*
[ -2 ] 
f(z) = -47/168*z^3 + 55/21*z + 1
*
[ -2 ] 
f(z) = -43/168*z^3 + 53/21*z + 1
*
[ -2 ] 
f(z) = -41/168*z^3 + 52/21*z + 1
*
[ 3/2 ] 
f(z) = -52/171*z^3 + 58/57*z + 1
*
[ 13/8 ] 
f(z) = -48/169*z^3 + 59/52*z + 1
*
[ 3/2 ] 
f(z) = -44/171*z^3 + 52/57*z + 1
*
[ 13/10 ] 
f(z) = -60/169*z^3 + 54/65*z + 1
*
[ 4/3 ] 
f(z) = -57/160*z^3 + 53/60*z + 1
*
[ 4/3 ] 
f(z) = -51/160*z^3 + 49/60*z + 1
*
[ 6/5 ] 
f(z) = -55/162*z^3 + 59/90*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -51/172*z^3 + 59/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -49/164*z^3 + 57/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -49/172*z^3 + 55/86*z + 1
*
[ 8/7 ] 
f(z) = -49/176*z^3 + 43/88*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -47/164*z^3 + 53/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -47/172*z^3 + 51/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -45/164*z^3 + 49/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -45/172*z^3 + 47/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -43/164*z^3 + 45/82*z + 1
*
[ 13/12 ] 
f(z) = -54/169*z^3 + 47/104*z + 1
*
-5/6 | 0.18283139867917137024388151970820228816 | 0.029190447583564758524335337506520339324
f(z) = -48/175*z^3 + 41/105*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -57/176*z^3 + 43/132*z + 1
*
-6/7 | 0.13036667782045116671613541378399094380 | 0.021116163667875897834007411230300876810
f(z) = -49/160*z^3 + 47/120*z + 1
*
[ 20/21 ] 
f(z) = -49/160*z^3 + 41/180*z + 1
*
[ 3 ] 
f(z) = -59/162*z^3 + 71/18*z + 1
*
[ 3 ] 
f(z) = -55/162*z^3 + 67/18*z + 1
*
[ -3 ] 
f(z) = -55/162*z^3 + 79/18*z + 1
*
[ 3 ] 
f(z) = -53/162*z^3 + 65/18*z + 1
*
[ -3 ] 
f(z) = -53/162*z^3 + 77/18*z + 1
*
[ -3 ] 
f(z) = -49/162*z^3 + 73/18*z + 1
*
[ -3 ] 
f(z) = -47/162*z^3 + 71/18*z + 1
*
[ 13/3 ] 
f(z) = -45/169*z^3 + 75/13*z + 1
*
[ -3 ] 
f(z) = -43/162*z^3 + 67/18*z + 1
*
[ -3 ] 
f(z) = -41/162*z^3 + 65/18*z + 1
*
[ -2 ] 
f(z) = -59/168*z^3 + 61/21*z + 1
*
[ -13/6 ] 
f(z) = -54/169*z^3 + 77/26*z + 1
*
[ 20/7 ] 
f(z) = -49/160*z^3 + 63/20*z + 1
*
4/7 | 0.077385893181444435204413456761046587504 | 0.012314487755662119287951704668095266088
f(z) = -49/160*z^3 + 67/20*z + 1
*
[ -20/7 ] 
f(z) = -49/160*z^3 + 77/20*z + 1
*
[ 13/6 ] 
f(z) = -48/169*z^3 + 73/39*z + 1
*
[ -5/4 ] 
f(z) = -48/175*z^3 + 78/35*z + 1
*
[ 5/2 ] 
f(z) = -44/175*z^3 + 76/35*z + 1
*
[ 2 ] 
f(z) = -59/160*z^3 + 79/40*z + 1
*
[ 2 ] 
f(z) = -57/160*z^3 + 77/40*z + 1
*
[ 2 ] 
f(z) = -57/176*z^3 + 79/44*z + 1
*
[ 3/2 ] 
f(z) = -56/171*z^3 + 61/57*z + 1
*
[ 2 ] 
f(z) = -53/160*z^3 + 73/40*z + 1
*
[ 2 ] 
f(z) = -53/176*z^3 + 75/44*z + 1
*
[ 2 ] 
f(z) = -51/160*z^3 + 71/40*z + 1
*
[ 2 ] 
f(z) = -51/176*z^3 + 73/44*z + 1
*
2/7 | 0.15359382894730124994372847032408054768 | 0.027940536409381765370141497470322224942
f(z) = -49/160*z^3 + 61/40*z + 1
*
[ 2 ] 
f(z) = -49/160*z^3 + 69/40*z + 1
*
[ 2 ] 
f(z) = -49/176*z^3 + 71/44*z + 1
*
[ 2 ] 
f(z) = -47/160*z^3 + 67/40*z + 1
*
[ 2 ] 
f(z) = -47/176*z^3 + 69/44*z + 1
*
[ 2 ] 
f(z) = -45/176*z^3 + 67/44*z + 1
*
[ 2 ] 
f(z) = -43/160*z^3 + 63/40*z + 1
*
[ 2 ] 
f(z) = -43/176*z^3 + 65/44*z + 1
*
[ 2 ] 
f(z) = -41/160*z^3 + 61/40*z + 1
*
[ 2 ] 
f(z) = -41/176*z^3 + 63/44*z + 1
*
[ 3/2 ] 
f(z) = -55/162*z^3 + 79/72*z + 1
*
[ 3/2 ] 
f(z) = -53/162*z^3 + 77/72*z + 1
*
[ 12/7 ] 
f(z) = -49/160*z^3 + 79/60*z + 1
*
[ 3/2 ] 
f(z) = -49/162*z^3 + 73/72*z + 1
*
[ 3/2 ] 
f(z) = -47/162*z^3 + 71/72*z + 1
*
[ 3/2 ] 
f(z) = -43/162*z^3 + 67/72*z + 1
*
[ 3/2 ] 
f(z) = -41/162*z^3 + 65/72*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -59/164*z^3 + 77/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -59/172*z^3 + 75/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -57/164*z^3 + 73/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -57/172*z^3 + 71/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -55/164*z^3 + 69/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -55/172*z^3 + 67/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -53/164*z^3 + 65/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -53/172*z^3 + 63/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -51/164*z^3 + 61/82*z + 1
*
[ 6/5 ] 
f(z) = -55/168*z^3 + 67/105*z + 1
*
[ 6/5 ] 
f(z) = -50/171*z^3 + 67/114*z + 1
*
-2/3 | 0.17926562965225774610597968240529257213 | 0.029036579278144873581208667688031881709
f(z) = -57/160*z^3 + 79/120*z + 1
*
-2/3 | 0.17926562965225774610597968240529257213 | 0.029036579278144873581208667688031881709
f(z) = -51/160*z^3 + 77/120*z + 1
*
[ 13/12 ] 
f(z) = -60/169*z^3 + 77/156*z + 1
*
[ 13/11 ] 
f(z) = -44/169*z^3 + 74/143*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -41/170*z^3 + 79/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -41/174*z^3 + 77/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -41/178*z^3 + 75/178*z + 1
*
-14/11 | 0.19102079772094211912273116336327527473 | 0.025395423035206462736645424073818227090
f(z) = -55/168*z^3 + 73/231*z + 1
*
[ -3 ] 
f(z) = -59/162*z^3 + 83/18*z + 1
*
[ 13/3 ] 
f(z) = -54/169*z^3 + 88/13*z + 1
*
[ -13/3 ] 
f(z) = -54/169*z^3 + 94/13*z + 1
*
30/7 | 0.19382579470759091062531977944802778484 | 0.029191177600062111913882763502182251838
f(z) = -49/162*z^3 + 85/18*z + 1
*
[ -13/3 ] 
f(z) = -45/169*z^3 + 81/13*z + 1
*
[ 13/6 ] 
f(z) = -60/169*z^3 + 86/39*z + 1
*
[ -13/9 ] 
f(z) = -54/169*z^3 + 92/39*z + 1
*
[ -5/3 ] 
f(z) = -54/175*z^3 + 86/35*z + 1
*
[ 5/2 ] 
f(z) = -52/175*z^3 + 86/35*z + 1
*
[ -12/7 ] 
f(z) = -49/162*z^3 + 89/36*z + 1
*
[ -13/12 ] 
f(z) = -48/169*z^3 + 88/39*z + 1
*
[ 5/2 ] 
f(z) = -48/175*z^3 + 81/35*z + 1
*
[ 4 ] 
f(z) = -41/160*z^3 + 97/20*z + 1
*
[ 2 ] 
f(z) = -59/176*z^3 + 81/44*z + 1
*
[ -8/7 ] 
f(z) = -49/160*z^3 + 91/40*z + 1
*
[ -10/7 ] 
f(z) = -49/160*z^3 + 93/40*z + 1
*
[ 13/6 ] 
f(z) = -45/169*z^3 + 93/52*z + 1
*
[ -4/3 ] 
f(z) = -45/176*z^3 + 97/44*z + 1
*
[ 3/2 ] 
f(z) = -59/162*z^3 + 83/72*z + 1
*
-2/3 | 0.13342873081137988285271204591652910837 | 0.021283567004413181297250267319370112745
f(z) = -57/176*z^3 + 85/132*z + 1
*
-2/3 | 0.13342873081137988285271204591652910837 | 0.021283567004413181297250267319370112745
f(z) = -51/176*z^3 + 83/132*z + 1
*
[ 13/11 ] 
f(z) = -55/169*z^3 + 87/143*z + 1
*
[ 5/4 ] 
f(z) = -52/175*z^3 + 93/140*z + 1
*
[ 5/4 ] 
f(z) = -44/175*z^3 + 83/140*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -47/178*z^3 + 99/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -45/166*z^3 + 97/166*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -45/178*z^3 + 91/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -43/162*z^3 + 91/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -43/166*z^3 + 89/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -43/170*z^3 + 87/170*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.012086966812398515243249168238499503883
f(z) = -43/174*z^3 + 85/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -43/178*z^3 + 83/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -41/162*z^3 + 83/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -41/166*z^3 + 81/166*z + 1
*
5/3 | 0.16771493096359519749106623882929471237 | 0.024108939175938770383770114109677812875
f(z) = -54/175*z^3 + 89/210*z + 1
*
[ 13/12 ] 
f(z) = -45/169*z^3 + 81/208*z + 1
*
-6/7 | 0.070518402073470365278759662051251475955 | 0.010157996291782808036994460831060160862
f(z) = -49/162*z^3 + 115/18*z + 1
*
[ 13/4 ] 
f(z) = -56/169*z^3 + 109/26*z + 1
*
[ -5/2 ] 
f(z) = -52/175*z^3 + 114/35*z + 1
*
[ 4 ] 
f(z) = -51/160*z^3 + 117/20*z + 1
*
[ 4 ] 
f(z) = -49/160*z^3 + 113/20*z + 1
*
-12/7 | 0.12456660654326750787731848309835885768 | 0.018131825049474282016858045972309547746
f(z) = -49/162*z^3 + 107/36*z + 1
*
[ -13/6 ] 
f(z) = -48/169*z^3 + 109/39*z + 1
*
[ -5/2 ] 
f(z) = -48/175*z^3 + 109/35*z + 1
*
[ 4 ] 
f(z) = -47/160*z^3 + 109/20*z + 1
*
[ -4 ] 
f(z) = -47/160*z^3 + 119/20*z + 1
*
[ -5/2 ] 
f(z) = -44/175*z^3 + 104/35*z + 1
*
[ 4 ] 
f(z) = -43/160*z^3 + 101/20*z + 1
*
[ -4 ] 
f(z) = -43/160*z^3 + 111/20*z + 1
*
[ -4 ] 
f(z) = -41/160*z^3 + 107/20*z + 1
*
[ -2 ] 
f(z) = -59/160*z^3 + 119/40*z + 1
*
[ -2 ] 
f(z) = -57/160*z^3 + 117/40*z + 1
*
[ -2 ] 
f(z) = -53/160*z^3 + 113/40*z + 1
*
[ -2 ] 
f(z) = -53/176*z^3 + 119/44*z + 1
*
[ -2 ] 
f(z) = -51/160*z^3 + 111/40*z + 1
*
[ -2 ] 
f(z) = -51/176*z^3 + 117/44*z + 1
*
[ -2 ] 
f(z) = -49/176*z^3 + 115/44*z + 1
*
[ -2 ] 
f(z) = -47/160*z^3 + 107/40*z + 1
*
[ -2 ] 
f(z) = -47/176*z^3 + 113/44*z + 1
*
[ -2 ] 
f(z) = -45/176*z^3 + 111/44*z + 1
*
[ -2/3 ] 
f(z) = -45/176*z^3 + 115/44*z + 1
*
[ -2 ] 
f(z) = -43/160*z^3 + 103/40*z + 1
*
[ -2 ] 
f(z) = -43/176*z^3 + 109/44*z + 1
*
[ -2 ] 
f(z) = -41/160*z^3 + 101/40*z + 1
*
[ -2 ] 
f(z) = -41/176*z^3 + 107/44*z + 1
*
[ 3/2 ] 
f(z) = -50/171*z^3 + 113/114*z + 1
*
[ 3/2 ] 
f(z) = -46/171*z^3 + 107/114*z + 1
*
[ 13/9 ] 
f(z) = -45/169*z^3 + 101/117*z + 1
*
[ 4/3 ] 
f(z) = -57/176*z^3 + 109/132*z + 1
*
[ 4/3 ] 
f(z) = -51/176*z^3 + 101/132*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -51/178*z^3 + 115/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -49/162*z^3 + 115/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -49/166*z^3 + 113/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -49/170*z^3 + 111/170*z + 1
*
[ 9/7 ] 
f(z) = -49/171*z^3 + 119/171*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -49/174*z^3 + 109/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -49/178*z^3 + 107/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -47/162*z^3 + 107/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -47/166*z^3 + 105/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -47/170*z^3 + 103/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -47/174*z^3 + 101/174*z + 1
*
[ 10/9 ] 
f(z) = -54/175*z^3 + 101/210*z + 1
*
[ 13/12 ] 
f(z) = -56/169*z^3 + 109/234*z + 1
*
[ -13/6 ] 
f(z) = -60/169*z^3 + 122/39*z + 1
*
[ 4 ] 
f(z) = -59/160*z^3 + 133/20*z + 1
*
[ 4 ] 
f(z) = -57/160*z^3 + 129/20*z + 1
*
[ -4 ] 
f(z) = -57/160*z^3 + 139/20*z + 1
*
[ -13/4 ] 
f(z) = -56/169*z^3 + 125/26*z + 1
*
[ 4 ] 
f(z) = -53/160*z^3 + 121/20*z + 1
*
[ -4 ] 
f(z) = -53/160*z^3 + 131/20*z + 1
*
[ -4 ] 
f(z) = -51/160*z^3 + 127/20*z + 1
*
[ -4 ] 
f(z) = -49/160*z^3 + 123/20*z + 1
*
-12/7 | 0.11809557232926444373603184182287433971 | 0.016809469543878036948859364638536606879
f(z) = -49/162*z^3 + 125/36*z + 1
*
[ 26/7 ] 
f(z) = -49/169*z^3 + 123/26*z + 1
*
[ -26/7 ] 
f(z) = -49/169*z^3 + 137/26*z + 1
*
[ -2 ] 
f(z) = -59/176*z^3 + 125/44*z + 1
*
[ -2 ] 
f(z) = -57/176*z^3 + 123/44*z + 1
*
[ -3/2 ] 
f(z) = -56/171*z^3 + 137/57*z + 1
*
[ -3/2 ] 
f(z) = -52/171*z^3 + 134/57*z + 1
*
[ -13/14 ] 
f(z) = -49/169*z^3 + 121/52*z + 1
*
[ -4/7 ] 
f(z) = -49/176*z^3 + 125/44*z + 1
*
[ -13/8 ] 
f(z) = -48/169*z^3 + 123/52*z + 1
*
[ -3/2 ] 
f(z) = -44/171*z^3 + 128/57*z + 1
*
-4 | 0.18457347588924550730599240247885279683 | 0.029201114057152657708706255621252502415
f(z) = -43/176*z^3 + 139/44*z + 1
*
-4 | 0.13892181953560450739277059936456877653 | 0.022186697122583233021038708212500455194
f(z) = -41/176*z^3 + 131/44*z + 1
*
[ -4/3 ] 
f(z) = -51/160*z^3 + 139/60*z + 1
*
[ 13/6 ] 
f(z) = -42/169*z^3 + 133/78*z + 1
*
[ 9/5 ] 
f(z) = -55/162*z^3 + 139/90*z + 1
*
-15/7 | 0.20595304695266017408312330934495673015 | 0.029120582715379525019050314580042113662
f(z) = -49/162*z^3 + 131/90*z + 1
*
[ 2 ] 
f(z) = -49/164*z^3 + 139/82*z + 1
*
[ 2 ] 
f(z) = -47/164*z^3 + 135/82*z + 1
*
[ 2 ] 
f(z) = -47/172*z^3 + 137/86*z + 1
*
[ 2 ] 
f(z) = -45/164*z^3 + 131/82*z + 1
*
[ 2 ] 
f(z) = -45/172*z^3 + 133/86*z + 1
*
[ 2 ] 
f(z) = -43/164*z^3 + 127/82*z + 1
*
[ 13/7 ] 
f(z) = -42/169*z^3 + 120/91*z + 1
*
[ 2 ] 
f(z) = -41/172*z^3 + 125/86*z + 1
*
[ 3/2 ] 
f(z) = -58/171*z^3 + 125/114*z + 1
*
[ 5/3 ] 
f(z) = -57/175*z^3 + 137/105*z + 1
*
[ 13/8 ] 
f(z) = -56/169*z^3 + 131/104*z + 1
*
[ 5/3 ] 
f(z) = -51/175*z^3 + 127/105*z + 1
*
[ 5/3 ] 
f(z) = -48/175*z^3 + 122/105*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -57/178*z^3 + 139/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -55/162*z^3 + 139/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -55/166*z^3 + 137/166*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -55/174*z^3 + 133/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -55/178*z^3 + 131/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -53/162*z^3 + 131/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -53/166*z^3 + 129/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -53/170*z^3 + 127/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -53/174*z^3 + 125/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -53/178*z^3 + 123/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -51/166*z^3 + 121/166*z + 1
*
[ 4/3 ] 
f(z) = -45/164*z^3 + 121/164*z + 1
*
[ 4/3 ] 
f(z) = -45/172*z^3 + 123/172*z + 1
*
[ 4/3 ] 
f(z) = -47/160*z^3 + 139/180*z + 1
*
[ 4/3 ] 
f(z) = -43/160*z^3 + 131/180*z + 1
*
[ 4/3 ] 
f(z) = -41/160*z^3 + 127/180*z + 1
*
[ 13/2 ] 
f(z) = -44/169*z^3 + 154/13*z + 1
*
[ -13/2 ] 
f(z) = -44/169*z^3 + 158/13*z + 1
*
[ -4 ] 
f(z) = -59/160*z^3 + 143/20*z + 1
*
4/7 | 0.11920307473898545391450274855523101925 | 0.016860706792381750025372484699769271419
f(z) = -49/160*z^3 + 147/20*z + 1
*
[ -3/5 ] 
f(z) = -50/171*z^3 + 158/57*z + 1
*
[ 22/7 ] 
f(z) = -49/176*z^3 + 151/44*z + 1
*
-4 | 0.18479957108857910335814317060717402112 | 0.028741467138615692135341317181750708055
f(z) = -47/176*z^3 + 155/44*z + 1
*
[ -13/6 ] 
f(z) = -45/169*z^3 + 141/52*z + 1
*
-4 | 0.15182327838814357285214216530887383480 | 0.023808966516619485195661686424618910809
f(z) = -45/176*z^3 + 147/44*z + 1
*
[ -13/10 ] 
f(z) = -60/169*z^3 + 154/65*z + 1
*
[ -4/3 ] 
f(z) = -57/160*z^3 + 143/60*z + 1
*
[ -12/7 ] 
f(z) = -49/160*z^3 + 149/60*z + 1
*
-5/2 | 0.19083822575845135832048778235502813112 | 0.029036826173974244013425773780492963402
f(z) = -46/175*z^3 + 143/70*z + 1
*
[ 5/2 ] 
f(z) = -46/175*z^3 + 157/70*z + 1
*
[ -13/15 ] 
f(z) = -45/169*z^3 + 153/65*z + 1
*
[ 13/5 ] 
f(z) = -45/169*z^3 + 157/65*z + 1
*
[ 2 ] 
f(z) = -59/164*z^3 + 159/82*z + 1
*
[ 2 ] 
f(z) = -57/164*z^3 + 155/82*z + 1
*
[ 2 ] 
f(z) = -57/172*z^3 + 157/86*z + 1
*
[ 13/7 ] 
f(z) = -56/169*z^3 + 146/91*z + 1
*
[ 2 ] 
f(z) = -55/164*z^3 + 151/82*z + 1
*
[ 2 ] 
f(z) = -55/172*z^3 + 153/86*z + 1
*
[ 2 ] 
f(z) = -53/164*z^3 + 147/82*z + 1
*
[ 2 ] 
f(z) = -53/172*z^3 + 149/86*z + 1
*
[ 2 ] 
f(z) = -51/164*z^3 + 143/82*z + 1
*
[ 2 ] 
f(z) = -51/172*z^3 + 145/86*z + 1
*
[ 2 ] 
f(z) = -49/172*z^3 + 141/86*z + 1
*
[ 26/15 ] 
f(z) = -45/169*z^3 + 159/130*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -59/162*z^3 + 155/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -59/166*z^3 + 153/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -59/170*z^3 + 151/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -59/174*z^3 + 149/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -59/178*z^3 + 147/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -57/166*z^3 + 145/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -57/170*z^3 + 143/170*z + 1
*
[ 7/5 ] 
f(z) = -50/161*z^3 + 144/161*z + 1
*
15/7 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = -49/165*z^3 + 148/165*z + 1
*
[ 10/7 ] 
f(z) = -49/170*z^3 + 151/170*z + 1
*
[ 3/2 ] 
f(z) = -44/177*z^3 + 158/177*z + 1
*
24/11 | 0.21459509209384352588457058669602760589 | 0.028668136086562004770343687796100327370
f(z) = -55/162*z^3 + 155/198*z + 1
*
[ 4/3 ] 
f(z) = -53/160*z^3 + 151/180*z + 1
*
[ 4/3 ] 
f(z) = -49/160*z^3 + 143/180*z + 1
*
[ 26/21 ] 
f(z) = -49/169*z^3 + 149/234*z + 1
*
-28/15 | 0.19880613043286898838526927553858008347 | 0.029322775858784127475692673443197890609
f(z) = -45/176*z^3 + 141/220*z + 1
*
3/7 | 0.19985858739409705660024574407783035430 | 0.027147283476780499299635562916000543522
f(z) = -49/162*z^3 + 175/18*z + 1
*
[ 13/2 ] 
f(z) = -48/169*z^3 + 167/13*z + 1
*
[ -13/2 ] 
f(z) = -48/169*z^3 + 171/13*z + 1
*
[ 6 ] 
f(z) = -41/162*z^3 + 179/18*z + 1
*
-4 | 0.15769589173740713680764385678065293807 | 0.023988981473419956912852401640713634976
f(z) = -53/176*z^3 + 179/44*z + 1
*
[ -22/7 ] 
f(z) = -49/176*z^3 + 179/44*z + 1
*
[ 3 ] 
f(z) = -47/171*z^3 + 179/57*z + 1
*
[ 3 ] 
f(z) = -46/171*z^3 + 176/57*z + 1
*
[ 13/4 ] 
f(z) = -44/169*z^3 + 179/52*z + 1
*
[ 3 ] 
f(z) = -44/171*z^3 + 170/57*z + 1
*
[ 3 ] 
f(z) = -43/171*z^3 + 167/57*z + 1
*
[ 3 ] 
f(z) = -41/171*z^3 + 161/57*z + 1
*
[ -3/2 ] 
f(z) = -59/162*z^3 + 179/72*z + 1
*
[ -3/2 ] 
f(z) = -55/162*z^3 + 175/72*z + 1
*
[ -5/6 ] 
f(z) = -54/175*z^3 + 169/70*z + 1
*
[ 5/2 ] 
f(z) = -54/175*z^3 + 177/70*z + 1
*
[ -3/2 ] 
f(z) = -53/162*z^3 + 173/72*z + 1
*
[ -3/2 ] 
f(z) = -47/162*z^3 + 167/72*z + 1
*
[ -3/2 ] 
f(z) = -43/162*z^3 + 163/72*z + 1
*
[ -3/2 ] 
f(z) = -41/162*z^3 + 161/72*z + 1
*
[ 2 ] 
f(z) = -59/172*z^3 + 161/86*z + 1
*
[ 16/7 ] 
f(z) = -49/160*z^3 + 173/80*z + 1
*
[ 15/7 ] 
f(z) = -49/162*z^3 + 173/90*z + 1
*
-2/5 | 0.14992693034902599870718233030060042687 | 0.020901006934056051202709206470724774071
f(z) = -55/168*z^3 + 163/105*z + 1
*
35/12 | 0.16771596458001608721324743603202927982 | 0.024997519276873235124179483098908832103
f(z) = -48/175*z^3 + 164/105*z + 1
*
[ 12/7 ] 
f(z) = -49/176*z^3 + 163/132*z + 1
*
[ 3/2 ] 
f(z) = -52/165*z^3 + 172/165*z + 1
*
[ 3/2 ] 
f(z) = -52/177*z^3 + 176/177*z + 1
*
[ 4/3 ] 
f(z) = -59/160*z^3 + 163/180*z + 1
*
-12/7 | 0.14375462632411026025597873345457751650 | 0.019767155010509229895364321527465525704
f(z) = -49/160*z^3 + 167/180*z + 1
*
[ 14/11 ] 
f(z) = -55/168*z^3 + 172/231*z + 1
*
[ 13/10 ] 
f(z) = -45/169*z^3 + 177/260*z + 1
*
[ 5/4 ] 
f(z) = -46/175*z^3 + 171/280*z + 1
*
[ 13/2 ] 
f(z) = -56/169*z^3 + 193/13*z + 1
*
[ -13/2 ] 
f(z) = -56/169*z^3 + 197/13*z + 1
*
[ 6 ] 
f(z) = -43/162*z^3 + 187/18*z + 1
*
[ -6 ] 
f(z) = -43/162*z^3 + 193/18*z + 1
*
[ -6 ] 
f(z) = -41/162*z^3 + 185/18*z + 1
*
-6 | 0.20652485032462332558154508295156709173 | 0.028050359991457689739503674264150724220
f(z) = -43/168*z^3 + 197/21*z + 1
*
6 | 0.20187466868977804054838814827216958543 | 0.027737891254016396202365338183522729678
f(z) = -41/168*z^3 + 181/21*z + 1
*
-4 | 0.17166293818078525611398215241914047088 | 0.025777948871333259082704469540217558089
f(z) = -57/176*z^3 + 195/44*z + 1
*
[ 3 ] 
f(z) = -53/171*z^3 + 197/57*z + 1
*
[ 3 ] 
f(z) = -52/171*z^3 + 194/57*z + 1
*
[ 3 ] 
f(z) = -50/171*z^3 + 188/57*z + 1
*
[ -2/7 ] 
f(z) = -49/160*z^3 + 181/40*z + 1
*
-26/7 | 0.13094377186916637962566133265974231810 | 0.019756028129179186443355274465056128959
f(z) = -49/160*z^3 + 189/40*z + 1
*
[ 3 ] 
f(z) = -49/171*z^3 + 185/57*z + 1
*
[ -3/7 ] 
f(z) = -49/171*z^3 + 193/57*z + 1
*
[ -2/7 ] 
f(z) = -49/176*z^3 + 199/44*z + 1
*
-10/3 | 0.10241686178022882201387634119823266649 | 0.015427553808724060943404769330099606428
f(z) = -45/176*z^3 + 191/44*z + 1
*
[ -3 ] 
f(z) = -41/171*z^3 + 199/57*z + 1
*
[ 4 ] 
f(z) = -41/176*z^3 + 197/44*z + 1
*
[ 13/5 ] 
f(z) = -60/169*z^3 + 196/65*z + 1
*
[ 5/2 ] 
f(z) = -58/175*z^3 + 187/70*z + 1
*
[ 13/5 ] 
f(z) = -55/169*z^3 + 183/65*z + 1
*
[ -13/18 ] 
f(z) = -54/169*z^3 + 199/78*z + 1
*
[ -9/14 ] 
f(z) = -49/162*z^3 + 193/72*z + 1
*
[ -8/7 ] 
f(z) = -49/176*z^3 + 197/88*z + 1
*
-5/9 | 0.19083998504676497386555744887512117089 | 0.027646979224568537306028222050044169376
f(z) = -54/175*z^3 + 199/105*z + 1
*
-2/3 | 0.19364475036982987015677624727283106839 | 0.028990474575212225978882223527232098028
f(z) = -57/160*z^3 + 199/120*z + 1
*
[ 3/2 ] 
f(z) = -56/165*z^3 + 181/165*z + 1
*
[ 3/2 ] 
f(z) = -56/177*z^3 + 185/177*z + 1
*
[ 11/7 ] 
f(z) = -49/176*z^3 + 185/176*z + 1
*
72/35 | 0.23664242585723605647784720651448040958 | 0.028488920602650945790612202044789784536
f(z) = -49/162*z^3 + 188/225*z + 1
*
[ 10/7 ] 
f(z) = -49/176*z^3 + 191/220*z + 1
*
[ 22/15 ] 
f(z) = -45/176*z^3 + 191/220*z + 1
*
[ 3/2 ] 
f(z) = -41/171*z^3 + 199/228*z + 1
*
[ 5/4 ] 
f(z) = -54/175*z^3 + 191/280*z + 1
*
[ 13/2 ] 
f(z) = -60/169*z^3 + 206/13*z + 1
*
[ -13/2 ] 
f(z) = -60/169*z^3 + 210/13*z + 1
*
[ -6 ] 
f(z) = -49/162*z^3 + 217/18*z + 1
*
[ 6 ] 
f(z) = -47/162*z^3 + 203/18*z + 1
*
[ -6 ] 
f(z) = -47/162*z^3 + 209/18*z + 1
*
6 | 0.18677206695983256000920941911598319059 | 0.025181688031259923203960478780315247086
f(z) = -47/168*z^3 + 208/21*z + 1
*
[ 6 ] 
f(z) = -43/168*z^3 + 211/21*z + 1
*
[ -6 ] 
f(z) = -43/168*z^3 + 218/21*z + 1
*
[ 13/3 ] 
f(z) = -42/169*z^3 + 212/39*z + 1
*
[ 6 ] 
f(z) = -41/168*z^3 + 202/21*z + 1
*
[ -6 ] 
f(z) = -41/168*z^3 + 209/21*z + 1
*
[ 3 ] 
f(z) = -59/171*z^3 + 215/57*z + 1
*
[ 3 ] 
f(z) = -58/171*z^3 + 212/57*z + 1
*
[ 3 ] 
f(z) = -56/171*z^3 + 206/57*z + 1
*
[ 3 ] 
f(z) = -55/171*z^3 + 203/57*z + 1
*
[ -3 ] 
f(z) = -47/171*z^3 + 217/57*z + 1
*
[ -3 ] 
f(z) = -46/171*z^3 + 214/57*z + 1
*
[ 4 ] 
f(z) = -45/176*z^3 + 213/44*z + 1
*
[ -13/4 ] 
f(z) = -44/169*z^3 + 211/52*z + 1
*
[ -3 ] 
f(z) = -44/171*z^3 + 208/57*z + 1
*
[ -3 ] 
f(z) = -43/171*z^3 + 205/57*z + 1
*
[ 4 ] 
f(z) = -43/176*z^3 + 205/44*z + 1
*
[ -4 ] 
f(z) = -41/176*z^3 + 219/44*z + 1
*
3/2 | 0.20849222208211518150539629275495233745 | 0.027549683834321589680368538440425537935
f(z) = -47/162*z^3 + 215/72*z + 1
*
[ -5/2 ] 
f(z) = -46/175*z^3 + 213/70*z + 1
*
[ -13/5 ] 
f(z) = -45/169*z^3 + 207/65*z + 1
*
[ -13/6 ] 
f(z) = -42/169*z^3 + 205/78*z + 1
*
[ -13/14 ] 
f(z) = -56/169*z^3 + 215/91*z + 1
*
[ -2 ] 
f(z) = -47/164*z^3 + 217/82*z + 1
*
[ -2 ] 
f(z) = -45/164*z^3 + 213/82*z + 1
*
[ -2/3 ] 
f(z) = -45/164*z^3 + 215/82*z + 1
*
[ -2 ] 
f(z) = -45/172*z^3 + 219/86*z + 1
*
[ 8/3 ] 
f(z) = -45/176*z^3 + 215/88*z + 1
*
[ -2 ] 
f(z) = -43/164*z^3 + 209/82*z + 1
*
[ -13/7 ] 
f(z) = -42/169*z^3 + 218/91*z + 1
*
[ -2 ] 
f(z) = -41/172*z^3 + 211/86*z + 1
*
-14/5 | 0.14665621366471141175478531900511460126 | 0.019851378677560680641457895722517118294
f(z) = -55/168*z^3 + 202/105*z + 1
*
[ 13/6 ] 
f(z) = -44/169*z^3 + 206/117*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015851955951885470491015425628551488870
f(z) = -59/160*z^3 + 219/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017461278222075129302909126651365591052
f(z) = -58/161*z^3 + 219/161*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015878988402331411055684601590935764704
f(z) = -57/160*z^3 + 217/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017476119809886715234501771358453933590
f(z) = -57/161*z^3 + 218/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017503702335310976765899389714754892258
f(z) = -56/163*z^3 + 219/163*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017506085024084699531775631226698234609
f(z) = -55/161*z^3 + 216/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012605486881510699316132946897940607075
f(z) = -55/162*z^3 + 217/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017518579982407221622503136427213617695
f(z) = -55/163*z^3 + 218/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015936807411738087509381783327143589881
f(z) = -55/164*z^3 + 219/164*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017521210764943550994332503357126699708
f(z) = -54/161*z^3 + 215/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017533551520322338619927586480558833982
f(z) = -54/163*z^3 + 217/163*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015934092946657825469429586710944940282
f(z) = -53/160*z^3 + 213/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017536433366384030317866560496229248613
f(z) = -53/161*z^3 + 214/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012627219551709539545370080606066016760
f(z) = -53/162*z^3 + 215/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017548618000418540991453089839563014092
f(z) = -53/163*z^3 + 216/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015963984559967108827655860865189627875
f(z) = -53/164*z^3 + 217/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013782141674425028339240093663394432668
f(z) = -53/165*z^3 + 218/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015184625083474813967094228838373645857
f(z) = -53/166*z^3 + 219/166*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017551753928820619688414164671610195203
f(z) = -52/161*z^3 + 213/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017563780490943414082682934496903082087
f(z) = -52/163*z^3 + 215/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013794112143828303144685769097956616462
f(z) = -52/165*z^3 + 217/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017587010888817780576255214098277430289
f(z) = -52/167*z^3 + 219/167*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015962180900919510375993542406731097243
f(z) = -51/160*z^3 + 211/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017567173570597894496326968649416122071
f(z) = -51/161*z^3 + 212/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017579040077383447369046482526657360171
f(z) = -51/163*z^3 + 214/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015991507496190224697934504386102015578
f(z) = -51/164*z^3 + 215/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015210398312155737419319713019014399969
f(z) = -51/166*z^3 + 217/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017601959345805294692651470655812727832
f(z) = -51/167*z^3 + 218/167*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017582693428371390611609000111962719750
f(z) = -50/161*z^3 + 211/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017594397862826702141436649531346816384
f(z) = -50/163*z^3 + 213/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017617002140483328899907787013940397482
f(z) = -50/167*z^3 + 217/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017627919818699832994010948893904507003
f(z) = -50/169*z^3 + 219/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.015990636986291868352727710709273407897
f(z) = -49/160*z^3 + 209/160*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012671407141827210298031118156277617482
f(z) = -49/162*z^3 + 211/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017609854968334896046324388973168646435
f(z) = -49/163*z^3 + 212/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016019384064804693055002749817268137769
f(z) = -49/164*z^3 + 213/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013829706579539959742850346917353982781
f(z) = -49/165*z^3 + 214/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015236622017215153623624084422560077078
f(z) = -49/166*z^3 + 215/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017632140329218035799005163895119247252
f(z) = -49/167*z^3 + 216/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017642903047109427477297356462640024676
f(z) = -49/169*z^3 + 218/169*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017614038432439406893573426107104052002
f(z) = -48/161*z^3 + 209/161*z + 1
*
[ 7/4 ] 
f(z) = -48/161*z^3 + 216/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017625412533325195720408607283231775140
f(z) = -48/163*z^3 + 211/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017647374985341305725283054202003708448
f(z) = -48/167*z^3 + 215/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017657980832647284548945719559569697674
f(z) = -48/169*z^3 + 217/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016019469804124609960208584577098766469
f(z) = -47/160*z^3 + 207/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017629865947169286541092380171422079643
f(z) = -47/161*z^3 + 208/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012694118771955694726976861918668798302
f(z) = -47/162*z^3 + 209/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017641071715962019223474827441300464187
f(z) = -47/163*z^3 + 210/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016047622366691025128462546668599202941
f(z) = -47/164*z^3 + 211/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013853949137624080572243283037482541688
f(z) = -47/165*z^3 + 212/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015263304299773872237689067291750154765
f(z) = -47/166*z^3 + 213/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017662707199505981395161867880124744747
f(z) = -47/167*z^3 + 214/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012286661379848914295687573947355123029
f(z) = -47/168*z^3 + 215/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017673154234136757134638263105792526290
f(z) = -47/169*z^3 + 216/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015292479818382929376317092911880474281
f(z) = -47/170*z^3 + 217/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015164444606227640058906253608474568173
f(z) = -47/171*z^3 + 218/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016100472130158610596971005741330863461
f(z) = -47/172*z^3 + 219/172*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017656833693559160865435545209968090569
f(z) = -46/163*z^3 + 209/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013866188518043081978586978490820358286
f(z) = -46/165*z^3 + 211/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017678138080050251702046458803870225377
f(z) = -46/167*z^3 + 213/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017688424327406399688448648714630723519
f(z) = -46/169*z^3 + 215/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015177404278621853813873916438683224279
f(z) = -46/171*z^3 + 217/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017708304993610170948423921858003979381
f(z) = -46/173*z^3 + 219/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017661837072017353734040405164422010303
f(z) = -45/161*z^3 + 206/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017672699662992562364251999219516411675
f(z) = -45/163*z^3 + 208/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016076230770199571723857979325085354164
f(z) = -45/164*z^3 + 209/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015290209815794735541598338142926435260
f(z) = -45/166*z^3 + 211/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017693668753371507186054548482831673787
f(z) = -45/167*z^3 + 212/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017703792205646009099988591101171436873
f(z) = -45/169*z^3 + 214/169*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016127928376967257060756038569079738107
f(z) = -45/172*z^3 + 217/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017723356547122716554127781425502558224
f(z) = -45/173*z^3 + 218/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017677983171520714818795131239361039780
f(z) = -44/161*z^3 + 205/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017688670841124066081343887752659615182
f(z) = -44/163*z^3 + 207/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017709300364309949803780283456623618964
f(z) = -44/167*z^3 + 211/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017719258979771866102241553577326487000
f(z) = -44/169*z^3 + 213/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015203571099845202320566702029098413880
f(z) = -44/171*z^3 + 215/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017738503088954009648416243759422036286
f(z) = -44/173*z^3 + 217/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017747803239119996763247665834355086494
f(z) = -44/175*z^3 + 219/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016078301503757782130295355473964846072
f(z) = -43/160*z^3 + 203/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017694237990486771874310340798990696171
f(z) = -43/161*z^3 + 204/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012740080075061482621283816242996472823
f(z) = -43/162*z^3 + 205/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017704748465236498382000711704903205759
f(z) = -43/163*z^3 + 206/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016105217922720865232155572614464397473
f(z) = -43/164*z^3 + 207/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013903583695120907424294846803697989851
f(z) = -43/165*z^3 + 208/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015317345895339145943644646982462355065
f(z) = -43/166*z^3 + 209/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017725034076542260137719400168482524998
f(z) = -43/167*z^3 + 210/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012329775789943251178490198031244415509
f(z) = -43/168*z^3 + 211/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017734825778801460361904579471718689745
f(z) = -43/169*z^3 + 212/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015345549013388396718766855619414314224
f(z) = -43/170*z^3 + 213/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015216780112991028662991271772947665026
f(z) = -43/171*z^3 + 214/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017753745682755749399719483628545294166
f(z) = -43/173*z^3 + 216/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011590995088469140524087152281614562499
f(z) = -43/174*z^3 + 217/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017762888365013194121291169446247073680
f(z) = -43/175*z^3 + 218/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016179471230619720780047883597417299927
f(z) = -43/176*z^3 + 219/176*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017720933793480443983164076160959077982
f(z) = -42/163*z^3 + 205/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017740871072985636129123799935400120109
f(z) = -42/167*z^3 + 209/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017750493750237992559122687470990150710
f(z) = -42/169*z^3 + 211/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017769085409262382018640903343369146468
f(z) = -42/173*z^3 + 215/173*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016108319088495976264445660174449571414
f(z) = -41/160*z^3 + 201/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017727079001519584168356643034427665150
f(z) = -41/161*z^3 + 202/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012763588244475495423886593673935571232
f(z) = -41/162*z^3 + 203/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017737228105333085503894680885433019793
f(z) = -41/163*z^3 + 204/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013928797341752385897411747329007965449
f(z) = -41/165*z^3 + 206/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015344964697783351773030922411879198474
f(z) = -41/166*z^3 + 207/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017756812556212528812756096863174106967
f(z) = -41/167*z^3 + 208/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012351562840654289886989764410599648859
f(z) = -41/168*z^3 + 209/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017766264060464957301371664191958228552
f(z) = -41/169*z^3 + 210/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015372599506959096311150177970889811235
f(z) = -41/170*z^3 + 211/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015243454118952097350118725732034518024
f(z) = -41/171*z^3 + 212/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016183896812841380103706703692099139519
f(z) = -41/172*z^3 + 213/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017784523366648765249218640328407722128
f(z) = -41/173*z^3 + 214/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011611100136355532423419869179844755206
f(z) = -41/174*z^3 + 215/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017793345283392260426743876340128139984
f(z) = -41/175*z^3 + 216/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016207062195142381257047614419819922816
f(z) = -41/176*z^3 + 217/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014023782248994772657981024335858395662
f(z) = -41/177*z^3 + 218/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015424343913605826476710004041513750691
f(z) = -41/178*z^3 + 219/178*z + 1
*
[ 3/2 ] 
f(z) = -47/171*z^3 + 217/228*z + 1
*
[ 3/2 ] 
f(z) = -43/171*z^3 + 205/228*z + 1
*
[ 13/10 ] 
f(z) = -55/169*z^3 + 203/260*z + 1
*
[ 5/4 ] 
f(z) = -58/175*z^3 + 201/280*z + 1
*
[ 6 ] 
f(z) = -55/162*z^3 + 235/18*z + 1
*
[ 6 ] 
f(z) = -53/162*z^3 + 227/18*z + 1
*
[ -6 ] 
f(z) = -53/162*z^3 + 233/18*z + 1
*
6 | 0.21823311182617675575891237141342994571 | 0.028947118800640048611208490657370650235
f(z) = -53/168*z^3 + 235/21*z + 1
*
[ 26/5 ] 
f(z) = -50/169*z^3 + 229/26*z + 1
*
[ -26/5 ] 
f(z) = -50/169*z^3 + 239/26*z + 1
*
44/7 | 0.14902666115362361538117993906968317121 | 0.019745164349276650585786595803696734032
f(z) = -49/160*z^3 + 237/20*z + 1
*
[ 13/3 ] 
f(z) = -48/169*z^3 + 238/39*z + 1
*
[ 6 ] 
f(z) = -47/168*z^3 + 229/21*z + 1
*
[ -6 ] 
f(z) = -47/168*z^3 + 236/21*z + 1
*
[ -13/3 ] 
f(z) = -42/169*z^3 + 230/39*z + 1
*
[ 5 ] 
f(z) = -41/175*z^3 + 233/35*z + 1
*
[ 13/4 ] 
f(z) = -60/169*z^3 + 231/52*z + 1
*
[ -3 ] 
f(z) = -53/171*z^3 + 235/57*z + 1
*
[ -3 ] 
f(z) = -52/171*z^3 + 232/57*z + 1
*
[ 4 ] 
f(z) = -51/176*z^3 + 237/44*z + 1
*
[ -3 ] 
f(z) = -50/171*z^3 + 226/57*z + 1
*
2/7 | 0.19302378141667924928726998302096626300 | 0.028450881129408455486990550505009406600
f(z) = -49/160*z^3 + 221/40*z + 1
*
-6/7 | 0.15915361918151701329207102163131374644 | 0.023336251802252323690671665140954941126
f(z) = -49/160*z^3 + 229/40*z + 1
*
[ -3 ] 
f(z) = -49/171*z^3 + 223/57*z + 1
*
[ 4 ] 
f(z) = -49/176*z^3 + 229/44*z + 1
*
[ 4 ] 
f(z) = -47/176*z^3 + 221/44*z + 1
*
[ -4 ] 
f(z) = -45/176*z^3 + 235/44*z + 1
*
[ -4 ] 
f(z) = -43/176*z^3 + 227/44*z + 1
*
[ -13/5 ] 
f(z) = -55/169*z^3 + 233/65*z + 1
*
[ -5/2 ] 
f(z) = -54/175*z^3 + 233/70*z + 1
*
-45/14 | 0.21809893634334166390377988543683739396 | 0.028516139607403432717620062965220413238
f(z) = -49/162*z^3 + 233/72*z + 1
*
[ -2 ] 
f(z) = -57/164*z^3 + 237/82*z + 1
*
[ -9/5 ] 
f(z) = -55/162*z^3 + 239/90*z + 1
*
[ -2 ] 
f(z) = -55/164*z^3 + 233/82*z + 1
*
[ -2 ] 
f(z) = -55/172*z^3 + 239/86*z + 1
*
[ -2 ] 
f(z) = -53/164*z^3 + 229/82*z + 1
*
[ -2 ] 
f(z) = -53/172*z^3 + 235/86*z + 1
*
[ -2 ] 
f(z) = -51/164*z^3 + 225/82*z + 1
*
[ -2 ] 
f(z) = -51/172*z^3 + 231/86*z + 1
*
[ -2 ] 
f(z) = -49/164*z^3 + 221/82*z + 1
*
[ -2 ] 
f(z) = -49/172*z^3 + 227/86*z + 1
*
[ -2 ] 
f(z) = -47/172*z^3 + 223/86*z + 1
*
[ -2/3 ] 
f(z) = -45/172*z^3 + 225/86*z + 1
*
[ -13/12 ] 
f(z) = -54/169*z^3 + 239/104*z + 1
*
-8/3 | 0.089893986426512350007558846119368187506 | 0.013180904798431170323341014003161359366
f(z) = -57/160*z^3 + 229/120*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017431871923124573168321411344208255129
f(z) = -60/161*z^3 + 221/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017445110199795912527786409810734634632
f(z) = -60/163*z^3 + 223/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017470697958043957333903831819583022695
f(z) = -60/167*z^3 + 227/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017483066724482459277821046848226953823
f(z) = -60/169*z^3 + 229/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017506999196017086713403712313449373560
f(z) = -60/173*z^3 + 233/173*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017541009667503672561969468621703912353
f(z) = -60/179*z^3 + 239/179*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017446529265203757389652882907621781714
f(z) = -59/161*z^3 + 220/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012562713857347719062070872575246088436
f(z) = -59/162*z^3 + 221/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017459622471415859067451355193270103916
f(z) = -59/163*z^3 + 222/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015883460321981979150033979013308913126
f(z) = -59/164*z^3 + 223/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013713185730538252219968695145027100513
f(z) = -59/165*z^3 + 224/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015108726860483779593300407410055923668
f(z) = -59/166*z^3 + 225/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017484927817203818673138911927782351104
f(z) = -59/167*z^3 + 226/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012163462707727961058292631287014131326
f(z) = -59/168*z^3 + 227/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017497159113210039406888466736394994212
f(z) = -59/169*z^3 + 228/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015140877562529180285575811052755379552
f(z) = -59/170*z^3 + 229/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015015021384147412038582766914718454205
f(z) = -59/171*z^3 + 230/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015942657070513143299279586821447868801
f(z) = -59/172*z^3 + 231/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017520823809215133925396936411584327524
f(z) = -59/173*z^3 + 232/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011439721868145136858672036871220850425
f(z) = -59/174*z^3 + 233/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017532274027468679603416275948905344616
f(z) = -59/175*z^3 + 234/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015970503765610554864595989021493607865
f(z) = -59/176*z^3 + 235/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015201532827055671958250694661317278299
f(z) = -59/178*z^3 + 237/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017554449667547495749839573249631584740
f(z) = -59/179*z^3 + 238/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017474224590493705765092766947602682620
f(z) = -58/163*z^3 + 221/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013724533000545450573532101066499539087
f(z) = -58/165*z^3 + 223/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017499244134087172071780134627488794267
f(z) = -58/167*z^3 + 225/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017511336333847236323085638665874255923
f(z) = -58/169*z^3 + 227/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015027061940003846272732138446741712530
f(z) = -58/171*z^3 + 229/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017534730132811403508188852684022396233
f(z) = -58/173*z^3 + 231/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017546048430409318153836977424555694579
f(z) = -58/175*z^3 + 233/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013830711593269662548957180275110263778
f(z) = -58/177*z^3 + 235/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017567966999027955524867138044747149722
f(z) = -58/179*z^3 + 237/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017488917544212095055143491775430774362
f(z) = -57/163*z^3 + 220/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.015909968453151737543943831125508875856
f(z) = -57/164*z^3 + 221/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015133675252888435868009355398983644861
f(z) = -57/166*z^3 + 223/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017513647841106377911423430814088435106
f(z) = -57/167*z^3 + 224/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017525599292907602777672824708718635185
f(z) = -57/169*z^3 + 226/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015165480131406804547847393541708506642
f(z) = -57/170*z^3 + 227/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015968170461532908895802194955510064049
f(z) = -57/172*z^3 + 229/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017548719024277982674911561923975348879
f(z) = -57/173*z^3 + 230/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017559903879306568190823095234490470995
f(z) = -57/175*z^3 + 232/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.015995545024136970452960212317591573819
f(z) = -57/176*z^3 + 233/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015225129365669558141367312123815997966
f(z) = -57/178*z^3 + 235/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017581562452161146736360751344641004110
f(z) = -57/179*z^3 + 236/179*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013747438067429310751778111164111112554
f(z) = -56/165*z^3 + 221/165*z + 1
*
-3/2 | 0.16302184344659148244045138363091189225 | 0.029836541325566548354784225442756053588
f(z) = -56/165*z^3 + 236/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017528139885097400282224367271103523299
f(z) = -56/167*z^3 + 223/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017539948910799709330983107823252070395
f(z) = -56/169*z^3 + 225/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015051360261210235926708234219717363434
f(z) = -56/171*z^3 + 227/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017562791353994660399273782253419766844
f(z) = -56/173*z^3 + 229/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013852587341765575286615917494054232077
f(z) = -56/177*z^3 + 233/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017595236828746853197773185666189988049
f(z) = -56/179*z^3 + 235/179*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015158932057171120960634885741648863961
f(z) = -55/166*z^3 + 221/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017542721227610669580583707921975435581
f(z) = -55/167*z^3 + 222/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012203454970158031124908566622997936666
f(z) = -55/168*z^3 + 223/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017554386122104789296638776532906800658
f(z) = -55/169*z^3 + 224/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015063619573184818032787972790409548746
f(z) = -55/171*z^3 + 226/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.015993990527790825088139674470766653207
f(z) = -55/172*z^3 + 227/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017576948005502218078519741851079649983
f(z) = -55/173*z^3 + 228/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011476178531136945390530063010584902730
f(z) = -55/174*z^3 + 229/174*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013863526204539707512478615510192097970
f(z) = -55/177*z^3 + 232/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015249001900070433860337197970427828613
f(z) = -55/178*z^3 + 233/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017608990942389899691269897346814194243
f(z) = -55/179*z^3 + 234/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017557392845209183843033720194474386319
f(z) = -54/167*z^3 + 221/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017568911875861230264140454481208155199
f(z) = -54/169*z^3 + 223/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017591189875761853973017244234334878955
f(z) = -54/173*z^3 + 227/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017601965032389528815310024880987767053
f(z) = -54/175*z^3 + 229/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017622825618726723581986808598783776889
f(z) = -54/179*z^3 + 233/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017572155729774063369591669453003483065
f(z) = -53/167*z^3 + 220/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012224012964038866683097983135271839713
f(z) = -53/168*z^3 + 221/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017583527135856113268466402626465156793
f(z) = -53/169*z^3 + 222/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015215222123860781042798436071747430097
f(z) = -53/170*z^3 + 223/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015088362455667595862802772695947801624
f(z) = -53/171*z^3 + 224/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016020123843719946890287167726193298791
f(z) = -53/172*z^3 + 225/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017605517875420918312456230152780645055
f(z) = -53/173*z^3 + 226/173*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.011494664858357322845016905372096032419
f(z) = -53/174*z^3 + 227/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017616153260205324032037308774951248653
f(z) = -53/175*z^3 + 228/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016046520406321661081080814523994404332
f(z) = -53/176*z^3 + 229/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013885598571068596102140827176061092245
f(z) = -53/177*z^3 + 230/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015273156188485748024861026802993535827
f(z) = -53/178*z^3 + 231/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017636741695657312606930310770811359380
f(z) = -53/179*z^3 + 232/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015100847645186298197710888139434951492
f(z) = -52/171*z^3 + 223/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017619932929085141883357123877742260230
f(z) = -52/173*z^3 + 225/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017630426896853004246252061264879175808
f(z) = -52/175*z^3 + 227/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013896733442003344909025077546313538543
f(z) = -52/177*z^3 + 229/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017650740023582660182912361507724846953
f(z) = -52/179*z^3 + 231/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017613030105253235843776709468772699109
f(z) = -51/169*z^3 + 220/169*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016046577186858318909319673692359990707
f(z) = -51/172*z^3 + 223/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017634435975597547063536852975913817041
f(z) = -51/173*z^3 + 224/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017644786855011111979917458648331548057
f(z) = -51/175*z^3 + 226/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016072467162156859970670467713053716964
f(z) = -51/176*z^3 + 227/176*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015297718179318399111490975189247625466
f(z) = -51/178*z^3 + 229/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017664821465647894535019759123798316069
f(z) = -51/179*z^3 + 230/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015126049663011037894047206600081080931
f(z) = -50/171*z^3 + 221/171*z + 1
*
[ 9/5 ] 
f(z) = -50/171*z^3 + 238/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017649027968324236656067614117995220443
f(z) = -50/173*z^3 + 223/173*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013919013524842966349962050628214689792
f(z) = -50/177*z^3 + 227/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017678986897991243089310535942011051373
f(z) = -50/179*z^3 + 229/179*z + 1
*
-3/7 | 0.13381868537223466051600410328969800404 | 0.024627444187373373526556568943491178065
f(z) = -49/165*z^3 + 229/165*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015138768187171565459307224556793441202
f(z) = -49/171*z^3 + 220/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016073357546066709266761515682065165531
f(z) = -49/172*z^3 + 221/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017663709875447262508260021126086929531
f(z) = -49/173*z^3 + 222/173*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.011532458179602026042187516691389542653
f(z) = -49/174*z^3 + 223/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016098728704664294311169491879507591790
f(z) = -49/176*z^3 + 225/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013930350541977506534093063910836638082
f(z) = -49/177*z^3 + 226/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015322333932649052614051076628072419602
f(z) = -49/178*z^3 + 227/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017693237209998998908477687572661795266
f(z) = -49/179*z^3 + 228/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017678482680264782790966159048650984553
f(z) = -48/173*z^3 + 221/173*z + 1
*
[ 7/4 ] 
f(z) = -48/175*z^3 + 222/175*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017688393996860236865938733745447933169
f(z) = -48/175*z^3 + 223/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017707573304566661485248905359279255040
f(z) = -48/179*z^3 + 227/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017693347381498723971200053969856424288
f(z) = -47/173*z^3 + 220/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011551775529815515580069677019609078735
f(z) = -47/174*z^3 + 221/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017703108651870330790931646390249281615
f(z) = -47/175*z^3 + 222/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016125311844636897419530489400576617372
f(z) = -47/176*z^3 + 223/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.013953231963320463134896267696670494050
f(z) = -47/177*z^3 + 224/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015347490205554862010280934589014358242
f(z) = -47/178*z^3 + 225/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017721996098366429953808924839497245579
f(z) = -47/179*z^3 + 226/179*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017717914407321565689609708119330346094
f(z) = -46/175*z^3 + 221/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013964969021309842179723930088436348909
f(z) = -46/177*z^3 + 223/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017736506522121232743447040109614903511
f(z) = -46/179*z^3 + 225/179*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016152223605227209078765386318304376230
f(z) = -45/176*z^3 + 221/176*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015372832857626774655191757342459393156
f(z) = -45/178*z^3 + 223/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017751105520885483890275651997468957883
f(z) = -45/179*z^3 + 224/179*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.013988275355263166849986249043321763130
f(z) = -44/177*z^3 + 221/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017765794054332762652008589346254945764
f(z) = -44/179*z^3 + 223/179*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014000037198046553001089237159607999946
f(z) = -43/177*z^3 + 220/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015398367987761734376098032813966235020
f(z) = -43/178*z^3 + 221/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017780573097050619747668455590567244112
f(z) = -43/179*z^3 + 222/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017795443638842720479438863933602708309
f(z) = -42/179*z^3 + 221/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017810406685038542198934814129456141847
f(z) = -41/179*z^3 + 220/179*z + 1
*
[ 13/8 ] 
f(z) = -44/169*z^3 + 223/208*z + 1
*
[ 3/2 ] 
f(z) = -53/171*z^3 + 235/228*z + 1
*
[ 3/2 ] 
f(z) = -49/171*z^3 + 223/228*z + 1
*
[ 6 ] 
f(z) = -59/162*z^3 + 251/18*z + 1
*
[ -6 ] 
f(z) = -59/162*z^3 + 257/18*z + 1
*
[ -6 ] 
f(z) = -55/162*z^3 + 241/18*z + 1
*
-6 | 0.22155910464260026257153528395975540462 | 0.029133751323128777025165796221244425786
f(z) = -55/168*z^3 + 251/21*z + 1
*
[ 6 ] 
f(z) = -53/168*z^3 + 256/21*z + 1
*
[ 13/3 ] 
f(z) = -51/169*z^3 + 251/39*z + 1
*
-4/7 | 0.22360107790642042008760003137977909545 | 0.029311209444869524280319659633085010669
f(z) = -49/160*z^3 + 257/20*z + 1
*
[ -13/3 ] 
f(z) = -48/169*z^3 + 256/39*z + 1
*
[ 5 ] 
f(z) = -46/175*z^3 + 258/35*z + 1
*
[ 5 ] 
f(z) = -44/175*z^3 + 248/35*z + 1
*
[ 5 ] 
f(z) = -43/175*z^3 + 243/35*z + 1
*
[ -5 ] 
f(z) = -43/175*z^3 + 257/35*z + 1
*
[ -5 ] 
f(z) = -41/175*z^3 + 247/35*z + 1
*
[ -3 ] 
f(z) = -59/171*z^3 + 253/57*z + 1
*
[ -3 ] 
f(z) = -58/171*z^3 + 250/57*z + 1
*
[ -3 ] 
f(z) = -56/171*z^3 + 244/57*z + 1
*
[ -3 ] 
f(z) = -55/171*z^3 + 241/57*z + 1
*
[ 4 ] 
f(z) = -53/176*z^3 + 245/44*z + 1
*
[ -4 ] 
f(z) = -51/176*z^3 + 259/44*z + 1
*
[ -4 ] 
f(z) = -49/176*z^3 + 251/44*z + 1
*
[ -4 ] 
f(z) = -47/176*z^3 + 243/44*z + 1
*
[ -13/5 ] 
f(z) = -60/169*z^3 + 246/65*z + 1
*
[ -5/2 ] 
f(z) = -58/175*z^3 + 243/70*z + 1
*
[ 26/9 ] 
f(z) = -54/169*z^3 + 259/78*z + 1
*
[ -2 ] 
f(z) = -59/164*z^3 + 241/82*z + 1
*
[ -2 ] 
f(z) = -59/172*z^3 + 247/86*z + 1
*
[ -2 ] 
f(z) = -57/172*z^3 + 243/86*z + 1
*
[ -13/7 ] 
f(z) = -56/169*z^3 + 244/91*z + 1
*
[ -3/5 ] 
f(z) = -55/162*z^3 + 251/90*z + 1
*
[ -16/7 ] 
f(z) = -49/160*z^3 + 243/80*z + 1
*
[ -15/7 ] 
f(z) = -49/162*z^3 + 257/90*z + 1
*
[ 13/6 ] 
f(z) = -56/169*z^3 + 245/117*z + 1
*
[ -13/8 ] 
f(z) = -56/169*z^3 + 259/104*z + 1
*
[ -6/5 ] 
f(z) = -55/168*z^3 + 242/105*z + 1
*
[ -5/3 ] 
f(z) = -51/175*z^3 + 253/105*z + 1
*
[ -6/5 ] 
f(z) = -50/171*z^3 + 257/114*z + 1
*
[ -5/3 ] 
f(z) = -48/175*z^3 + 248/105*z + 1
*
[ -5/6 ] 
f(z) = -48/175*z^3 + 251/105*z + 1
*
-5/12 | 0.18283139867917137024388151970820228816 | 0.025540412262570365029390655679513641097
f(z) = -48/175*z^3 + 257/105*z + 1
*
[ -3/2 ] 
f(z) = -46/171*z^3 + 259/114*z + 1
*
8/3 | 0.20247744264990117274492495637268986508 | 0.029162303401771237565010237195177002166
f(z) = -57/160*z^3 + 259/120*z + 1
*
-5/7 | 0.11662839697428039133263934488858922749 | 0.021138086570527807826257992133572880842
f(z) = -49/160*z^3 + 249/160*z + 1
*
-19/7 | 0.13590533581183109677018534036255474733 | 0.024560956008734605866969294309846351308
f(z) = -49/171*z^3 + 253/171*z + 1
*
[ 2 ] 
f(z) = -43/162*z^3 + 253/162*z + 1
*
[ 2 ] 
f(z) = -43/166*z^3 + 255/166*z + 1
*
[ 2 ] 
f(z) = -43/170*z^3 + 257/170*z + 1
*
[ 2 ] 
f(z) = -43/174*z^3 + 259/174*z + 1
*
[ 2 ] 
f(z) = -41/162*z^3 + 245/162*z + 1
*
[ 2 ] 
f(z) = -41/166*z^3 + 247/166*z + 1
*
-3 | 0.13805729871534702691184266871099344135 | 0.024879330649501067022073418666275487590
f(z) = -41/168*z^3 + 257/168*z + 1
*
[ 2 ] 
f(z) = -41/170*z^3 + 249/170*z + 1
*
[ 2 ] 
f(z) = -41/174*z^3 + 251/174*z + 1
*
[ 2 ] 
f(z) = -41/178*z^3 + 253/178*z + 1
*
[ 18/11 ] 
f(z) = -55/162*z^3 + 257/198*z + 1
*
[ 3/2 ] 
f(z) = -59/171*z^3 + 253/228*z + 1
*
[ 3/2 ] 
f(z) = -55/171*z^3 + 241/228*z + 1
*
6 | 0.20063933409491469125834745700521504553 | 0.026234956483193148601652555786865780508
f(z) = -59/168*z^3 + 262/21*z + 1
*
[ 13/3 ] 
f(z) = -57/169*z^3 + 277/39*z + 1
*
[ 6 ] 
f(z) = -55/168*z^3 + 265/21*z + 1
*
[ -6 ] 
f(z) = -55/168*z^3 + 272/21*z + 1
*
[ -6 ] 
f(z) = -53/168*z^3 + 263/21*z + 1
*
[ -13/3 ] 
f(z) = -51/169*z^3 + 269/39*z + 1
*
36/7 | 0.23135305666215598367706632537072474992 | 0.029691344736497185565016929174761050401
f(z) = -49/162*z^3 + 269/36*z + 1
*
36/7 | 0.23330028219455853008120858960719353191 | 0.029856720159302520940697917224565907398
f(z) = -49/162*z^3 + 275/36*z + 1
*
[ 5 ] 
f(z) = -48/175*z^3 + 268/35*z + 1
*
[ 5 ] 
f(z) = -47/175*z^3 + 263/35*z + 1
*
[ -5 ] 
f(z) = -47/175*z^3 + 277/35*z + 1
*
[ -5 ] 
f(z) = -46/175*z^3 + 272/35*z + 1
*
[ -5 ] 
f(z) = -44/175*z^3 + 262/35*z + 1
*
[ -13/4 ] 
f(z) = -60/169*z^3 + 263/52*z + 1
*
[ 4 ] 
f(z) = -59/176*z^3 + 269/44*z + 1
*
[ 4 ] 
f(z) = -57/176*z^3 + 261/44*z + 1
*
[ -4 ] 
f(z) = -53/176*z^3 + 267/44*z + 1
*
34/7 | 0.20434932356206490372817024614209468407 | 0.029272189588679280241444403820989778551
f(z) = -49/160*z^3 + 269/40*z + 1
*
-4 | 0.17228833969731169592217617578506775313 | 0.027465601432567108833396386166871499421
f(z) = -41/168*z^3 + 265/84*z + 1
*
[ -3/2 ] 
f(z) = -58/171*z^3 + 277/114*z + 1
*
[ -5/3 ] 
f(z) = -57/175*z^3 + 263/105*z + 1
*
-2/5 | 0.15487150386684668762005089683606400663 | 0.020190723819249542817480549218836448519
f(z) = -55/168*z^3 + 268/105*z + 1
*
[ -13/20 ] 
f(z) = -50/169*z^3 + 277/104*z + 1
*
[ -13/15 ] 
f(z) = -50/169*z^3 + 278/117*z + 1
*
[ -3/2 ] 
f(z) = -50/171*z^3 + 265/114*z + 1
*
[ -6/7 ] 
f(z) = -49/171*z^3 + 271/114*z + 1
*
[ -13/9 ] 
f(z) = -45/169*z^3 + 263/117*z + 1
*
-18/7 | 0.16647480436772648858837174954454680485 | 0.023898108863283306983883925139772830556
f(z) = -49/176*z^3 + 265/132*z + 1
*
[ 2 ] 
f(z) = -49/162*z^3 + 277/162*z + 1
*
[ 2 ] 
f(z) = -49/166*z^3 + 279/166*z + 1
*
[ 2 ] 
f(z) = -47/162*z^3 + 269/162*z + 1
*
[ 2 ] 
f(z) = -47/166*z^3 + 271/166*z + 1
*
[ 2 ] 
f(z) = -47/170*z^3 + 273/170*z + 1
*
[ 2 ] 
f(z) = -47/174*z^3 + 275/174*z + 1
*
[ 2 ] 
f(z) = -47/178*z^3 + 277/178*z + 1
*
[ 2 ] 
f(z) = -45/166*z^3 + 263/166*z + 1
*
[ 2 ] 
f(z) = -45/178*z^3 + 269/178*z + 1
*
[ 2 ] 
f(z) = -43/178*z^3 + 261/178*z + 1
*
[ 13/8 ] 
f(z) = -60/169*z^3 + 275/208*z + 1
*
57/28 | 0.16832287724167058010092370960376499732 | 0.021414620140737907729202733516578037917
f(z) = -49/162*z^3 + 265/288*z + 1
*
[ 13/3 ] 
f(z) = -60/169*z^3 + 290/39*z + 1
*
[ 6 ] 
f(z) = -59/168*z^3 + 283/21*z + 1
*
[ -6 ] 
f(z) = -59/168*z^3 + 290/21*z + 1
*
[ -13/3 ] 
f(z) = -57/169*z^3 + 295/39*z + 1
*
[ 5 ] 
f(z) = -54/175*z^3 + 298/35*z + 1
*
[ 5 ] 
f(z) = -53/175*z^3 + 293/35*z + 1
*
[ 5 ] 
f(z) = -52/175*z^3 + 288/35*z + 1
*
[ 5 ] 
f(z) = -51/175*z^3 + 283/35*z + 1
*
[ -5 ] 
f(z) = -51/175*z^3 + 297/35*z + 1
*
[ -5 ] 
f(z) = -48/175*z^3 + 282/35*z + 1
*
[ 13/2 ] 
f(z) = -42/169*z^3 + 295/26*z + 1
*
[ -4 ] 
f(z) = -59/176*z^3 + 291/44*z + 1
*
[ -4 ] 
f(z) = -57/176*z^3 + 283/44*z + 1
*
[ 27/7 ] 
f(z) = -49/162*z^3 + 283/54*z + 1
*
[ 10/3 ] 
f(z) = -54/175*z^3 + 289/70*z + 1
*
-15/7 | 0.20595740930567315501726960364569078742 | 0.026145363047387204106456214558934580973
f(z) = -49/162*z^3 + 293/90*z + 1
*
[ -8/3 ] 
f(z) = -45/176*z^3 + 281/88*z + 1
*
-4 | 0.17406344962386289639688663077057309542 | 0.027491652652172170564856115686056448665
f(z) = -43/168*z^3 + 281/84*z + 1
*
[ -3/4 ] 
f(z) = -56/171*z^3 + 287/114*z + 1
*
2 | 0.089681530206167161622349939272001576828 | 0.012691141214579116508427341749248069138
f(z) = -51/160*z^3 + 293/120*z + 1
*
[ -4/3 ] 
f(z) = -51/176*z^3 + 299/132*z + 1
*
[ -6/7 ] 
f(z) = -49/160*z^3 + 287/120*z + 1
*
[ 5/2 ] 
f(z) = -43/175*z^3 + 299/140*z + 1
*
[ 5/2 ] 
f(z) = -41/175*z^3 + 289/140*z + 1
*
[ 2 ] 
f(z) = -53/162*z^3 + 293/162*z + 1
*
[ 2 ] 
f(z) = -53/166*z^3 + 295/166*z + 1
*
[ 2 ] 
f(z) = -53/170*z^3 + 297/170*z + 1
*
[ 2 ] 
f(z) = -53/174*z^3 + 299/174*z + 1
*
[ 2 ] 
f(z) = -51/166*z^3 + 287/166*z + 1
*
[ 2 ] 
f(z) = -51/178*z^3 + 293/178*z + 1
*
[ 2 ] 
f(z) = -49/170*z^3 + 281/170*z + 1
*
[ 2 ] 
f(z) = -49/174*z^3 + 283/174*z + 1
*
[ 2 ] 
f(z) = -49/178*z^3 + 285/178*z + 1
*
-35/18 | 0.21486349360132860080327820610556655882 | 0.029475305020624749480205630830401150121
f(z) = -54/175*z^3 + 293/210*z + 1
*
[ 12/7 ] 
f(z) = -49/171*z^3 + 287/228*z + 1
*
[ 4/7 ] 
f(z) = -59/192*z^3 - 191/294*z + 1
*
[ 4/7 ] 
f(z) = -55/192*z^3 - 193/294*z + 1
*
[ 4/7 ] 
f(z) = -47/192*z^3 - 197/294*z + 1
*
[ 4/7 ] 
f(z) = -43/192*z^3 - 199/294*z + 1
*
[ 4/7 ] 
f(z) = -49/188*z^3 - 125/188*z + 1
*
4/5 | 0.25824878043656474808322523392801342243 | 0.027874102455375898669857073344239101729
f(z) = -55/192*z^3 - 101/165*z + 1
*
[ 3/5 ] 
f(z) = -47/189*z^3 - 101/175*z + 1
*
[ 3/5 ] 
f(z) = -44/189*z^3 - 102/175*z + 1
*
[ 3/5 ] 
f(z) = -41/189*z^3 - 103/175*z + 1
*
[ 3/5 ] 
f(z) = -50/183*z^3 - 104/183*z + 1
*
[ 4/7 ] 
f(z) = -49/180*z^3 - 119/180*z + 1
*
[ 2/3 ] 
f(z) = -57/188*z^3 - 103/282*z + 1
*
[ 2/3 ] 
f(z) = -57/196*z^3 - 109/294*z + 1
*
[ 2/3 ] 
f(z) = -51/188*z^3 - 107/282*z + 1
*
[ 2/3 ] 
f(z) = -51/196*z^3 - 113/294*z + 1
*
[ 4/7 ] 
f(z) = -53/192*z^3 - 97/147*z + 1
*
[ 4/7 ] 
f(z) = -41/192*z^3 - 100/147*z + 1
*
[ 3/5 ] 
f(z) = -59/189*z^3 - 97/175*z + 1
*
[ 3/5 ] 
f(z) = -53/189*z^3 - 99/175*z + 1
*
[ 2/3 ] 
f(z) = -43/184*z^3 - 82/207*z + 1
*
[ 2/3 ] 
f(z) = -41/184*z^3 - 83/207*z + 1
*
[ 4/7 ] 
f(z) = -49/184*z^3 - 61/92*z + 1
*
[ 2/3 ] 
f(z) = -45/182*z^3 - 71/182*z + 1
*
[ 2/3 ] 
f(z) = -45/194*z^3 - 77/194*z + 1
*
4/3 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = -45/196*z^3 - 67/196*z + 1
*
[ 2/3 ] 
f(z) = -59/184*z^3 - 74/207*z + 1
*
[ 2/3 ] 
f(z) = -55/184*z^3 - 76/207*z + 1
*
[ 2/3 ] 
f(z) = -53/184*z^3 - 77/207*z + 1
*
[ 2/3 ] 
f(z) = -49/184*z^3 - 79/207*z + 1
*
[ 2/3 ] 
f(z) = -47/184*z^3 - 80/207*z + 1
*
[ 3/5 ] 
f(z) = -55/189*z^3 - 59/105*z + 1
*
-3/20 | 0.19520187796765504610404640747631648390 | 0.026662593983863873076588783606331286517
f(z) = -50/189*z^3 - 55/168*z + 1
*
9/7 | 0.13365419190629088502874532983060801140 | 0.025737589535984497110692065457166773850
f(z) = -49/180*z^3 - 59/180*z + 1
*
[ 5/7 ] 
f(z) = -49/180*z^3 - 47/180*z + 1
*
[ 5/7 ] 
f(z) = -49/185*z^3 - 49/185*z + 1
*
[ 5/7 ] 
f(z) = -49/190*z^3 - 51/190*z + 1
*
[ 5/7 ] 
f(z) = -49/195*z^3 - 53/195*z + 1
*
[ 14/19 ] 
f(z) = -57/196*z^3 - 53/266*z + 1
*
[ 8/11 ] 
f(z) = -55/192*z^3 - 59/264*z + 1
*
[ 2/3 ] 
f(z) = -57/184*z^3 - 25/69*z + 1
*
[ 2/3 ] 
f(z) = -51/184*z^3 - 26/69*z + 1
*
[ 2/3 ] 
f(z) = -45/188*z^3 - 37/94*z + 1
*
[ 2/3 ] 
f(z) = -45/196*z^3 - 39/98*z + 1
*
[ 3/4 ] 
f(z) = -43/189*z^3 - 23/112*z + 1
*
[ 3/4 ] 
f(z) = -50/189*z^3 - 31/168*z + 1
*
3/2 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -44/195*z^3 - 31/195*z + 1
*
[ 7/9 ] 
f(z) = -45/196*z^3 - 37/252*z + 1
*
[ 4/5 ] 
f(z) = -55/192*z^3 - 1/15*z + 1
*
[ 3/5 ] 
f(z) = -50/189*z^3 - 4/7*z + 1
*
[ 4/7 ] 
f(z) = -49/192*z^3 - 2/3*z + 1
*
12/7 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -49/192*z^3 - 1/6*z + 1
*
[ 3/4 ] 
f(z) = -52/189*z^3 - 5/28*z + 1
*
[ 2/3 ] 
f(z) = -45/184*z^3 - 9/23*z + 1
*
[ 3/4 ] 
f(z) = -58/189*z^3 - 9/56*z + 1
*
[ 3/4 ] 
f(z) = -46/189*z^3 - 11/56*z + 1
*
[ 4/5 ] 
f(z) = -59/192*z^3 - 4/75*z + 1
*
[ 4/5 ] 
f(z) = -47/192*z^3 - 7/75*z + 1
*
[ 4/5 ] 
f(z) = -43/192*z^3 - 8/75*z + 1
*
[ 3/4 ] 
f(z) = -44/189*z^3 - 17/84*z + 1
*
[ 3/4 ] 
f(z) = -55/189*z^3 - 19/112*z + 1
*
[ 4/5 ] 
f(z) = -53/192*z^3 - 11/150*z + 1
*
[ 4/5 ] 
f(z) = -49/192*z^3 - 13/150*z + 1
*
[ 4/5 ] 
f(z) = -41/192*z^3 - 17/150*z + 1
*
[ 14/17 ] 
f(z) = -51/196*z^3 - 9/238*z + 1
*
[ 21/26 ] 
f(z) = -52/189*z^3 - 16/273*z + 1
*
[ 4 ] 
f(z) = -59/192*z^3 + 17/3*z + 1
*
[ 4 ] 
f(z) = -55/192*z^3 + 16/3*z + 1
*
-4 | 0.16360360490361716052802242916992855454 | 0.024951827866800277998212123597737009108
f(z) = -53/192*z^3 + 11/3*z + 1
*
[ -4 ] 
f(z) = -53/192*z^3 + 17/3*z + 1
*
[ -3/2 ] 
f(z) = -52/189*z^3 + 16/7*z + 1
*
-12/7 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -49/192*z^3 + 1/3*z + 1
*
4/7 | 0.15403391471585490078288801890615355298 | 0.027777995611159673549244884860814223886
f(z) = -49/192*z^3 + 4/3*z + 1
*
-4/7 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -49/192*z^3 + 5/6*z + 1
*
[ 12/7 ] 
f(z) = -49/192*z^3 + 7/6*z + 1
*
[ -4 ] 
f(z) = -49/192*z^3 + 16/3*z + 1
*
[ -4/7 ] 
f(z) = -49/192*z^3 + 17/6*z + 1
*
[ 4 ] 
f(z) = -47/192*z^3 + 14/3*z + 1
*
-4 | 0.15427858053866982087382130047072176721 | 0.024067764667810213634833248131000594957
f(z) = -47/192*z^3 + 19/6*z + 1
*
[ 3/2 ] 
f(z) = -44/189*z^3 + 6/7*z + 1
*
[ 3 ] 
f(z) = -43/189*z^3 + 19/7*z + 1
*
[ 4 ] 
f(z) = -43/192*z^3 + 13/3*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.024453878634504674693403434922044566143
f(z) = -43/192*z^3 + 17/6*z + 1
*
-4 | 0.15403374723447764386593759834867131110 | 0.024691524807191664287361468842270253442
f(z) = -41/192*z^3 + 8/3*z + 1
*
[ -4 ] 
f(z) = -41/192*z^3 + 14/3*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -59/184*z^3 + 18/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -57/184*z^3 + 17/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -55/184*z^3 + 16/23*z + 1
*
-4/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = -55/192*z^3 + 13/30*z + 1
*
[ 12/11 ] 
f(z) = -55/192*z^3 + 14/33*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -53/184*z^3 + 15/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -51/184*z^3 + 14/23*z + 1
*
[ 6/7 ] 
f(z) = -49/180*z^3 + 1/30*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -49/184*z^3 + 13/23*z + 1
*
-8/7 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -49/192*z^3 + 5/24*z + 1
*
[ 8/7 ] 
f(z) = -49/192*z^3 + 11/24*z + 1
*
[ 4/3 ] 
f(z) = -49/192*z^3 + 19/27*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -47/184*z^3 + 12/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -45/184*z^3 + 11/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -43/184*z^3 + 10/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -41/184*z^3 + 9/23*z + 1
*
[ 4/3 ] 
f(z) = -41/192*z^3 + 17/27*z + 1
*
[ 6/7 ] 
f(z) = -49/192*z^3 + 1/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -43/192*z^3 + 19/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -41/192*z^3 + 17/48*z + 1
*
[ 6/7 ] 
f(z) = -49/184*z^3 + 2/69*z + 1
*
[ 6/7 ] 
f(z) = -49/198*z^3 + 1/66*z + 1
*
[ 14/15 ] 
f(z) = -45/196*z^3 + 9/70*z + 1
*
[ 9/10 ] 
f(z) = -50/189*z^3 + 13/126*z + 1
*
[ 6/7 ] 
f(z) = -49/186*z^3 + 5/186*z + 1
*
[ 6/7 ] 
f(z) = -49/188*z^3 + 7/282*z + 1
*
[ -3 ] 
f(z) = -59/189*z^3 + 29/7*z + 1
*
-4 | 0.18098077477124346071336899435828344758 | 0.027074238885432251454322274277620623744
f(z) = -59/192*z^3 + 25/6*z + 1
*
[ -4 ] 
f(z) = -59/192*z^3 + 37/6*z + 1
*
[ 3 ] 
f(z) = -58/189*z^3 + 24/7*z + 1
*
[ -3/2 ] 
f(z) = -58/189*z^3 + 33/14*z + 1
*
[ 3 ] 
f(z) = -55/189*z^3 + 23/7*z + 1
*
-4 | 0.17137710240955983296466796961716697766 | 0.025961388911944183413491372518078739075
f(z) = -55/192*z^3 + 23/6*z + 1
*
[ -4 ] 
f(z) = -55/192*z^3 + 35/6*z + 1
*
[ -3 ] 
f(z) = -53/189*z^3 + 27/7*z + 1
*
[ 4 ] 
f(z) = -53/192*z^3 + 31/6*z + 1
*
[ 3 ] 
f(z) = -52/189*z^3 + 22/7*z + 1
*
12/5 | 0.16188649664795149713766824517038241330 | 0.025730702954544060256277569698864234356
f(z) = -50/189*z^3 + 20/7*z + 1
*
-21/10 | 0.18311999313564921196248964967095365806 | 0.027780500155284185153342403678634564403
f(z) = -50/189*z^3 + 27/14*z + 1
*
-3/10 | 0.19936278389462624135866191149167973069 | 0.029351100496071394230675169322560211560
f(z) = -50/189*z^3 + 33/14*z + 1
*
[ -21/10 ] 
f(z) = -50/189*z^3 + 37/14*z + 1
*
4/7 | 0.12181964372418929385697187828525183616 | 0.016802882058197877612918312607700844330
f(z) = -49/192*z^3 + 22/3*z + 1
*
-20/7 | 0.19332094490517796944294795653069256500 | 0.029285593961751417297227928744835662452
f(z) = -49/192*z^3 + 23/6*z + 1
*
[ 4 ] 
f(z) = -49/192*z^3 + 29/6*z + 1
*
[ -3 ] 
f(z) = -47/189*z^3 + 25/7*z + 1
*
[ -4 ] 
f(z) = -47/192*z^3 + 31/6*z + 1
*
[ 3 ] 
f(z) = -46/189*z^3 + 20/7*z + 1
*
[ -3/2 ] 
f(z) = -46/189*z^3 + 31/14*z + 1
*
[ -3 ] 
f(z) = -44/189*z^3 + 24/7*z + 1
*
[ -4 ] 
f(z) = -43/192*z^3 + 29/6*z + 1
*
[ -3 ] 
f(z) = -41/189*z^3 + 23/7*z + 1
*
[ 4 ] 
f(z) = -41/192*z^3 + 25/6*z + 1
*
[ 3/2 ] 
f(z) = -59/189*z^3 + 29/28*z + 1
*
[ 2 ] 
f(z) = -55/184*z^3 + 39/23*z + 1
*
[ 2 ] 
f(z) = -53/184*z^3 + 38/23*z + 1
*
[ 3/2 ] 
f(z) = -53/189*z^3 + 27/28*z + 1
*
[ 4/3 ] 
f(z) = -53/192*z^3 + 20/27*z + 1
*
[ 3/2 ] 
f(z) = -52/189*z^3 + 20/21*z + 1
*
[ 2 ] 
f(z) = -51/184*z^3 + 37/23*z + 1
*
[ 2 ] 
f(z) = -49/184*z^3 + 36/23*z + 1
*
[ 2 ] 
f(z) = -47/184*z^3 + 35/23*z + 1
*
[ 3/2 ] 
f(z) = -47/189*z^3 + 25/28*z + 1
*
[ 2 ] 
f(z) = -45/184*z^3 + 34/23*z + 1
*
[ 2 ] 
f(z) = -43/184*z^3 + 33/23*z + 1
*
[ 2 ] 
f(z) = -41/184*z^3 + 32/23*z + 1
*
[ 3/2 ] 
f(z) = -41/189*z^3 + 23/28*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -59/192*z^3 + 35/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -55/192*z^3 + 31/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -53/192*z^3 + 29/48*z + 1
*
[ 6/5 ] 
f(z) = -50/189*z^3 + 23/42*z + 1
*
-16/7 | 0.10268950481048686148769706704839035532 | 0.019532020010296308015128361192560688932
f(z) = -49/192*z^3 + 37/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -47/192*z^3 + 23/48*z + 1
*
[ 4/3 ] 
f(z) = -47/192*z^3 + 37/54*z + 1
*
[ 3/2 ] 
f(z) = -46/189*z^3 + 37/42*z + 1
*
[ 4/3 ] 
f(z) = -43/192*z^3 + 35/54*z + 1
*
-10/7 | 0.11036240649087461900069910709605821241 | 0.021252324958555274497162918546320619152
f(z) = -49/180*z^3 + 23/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -43/188*z^3 + 39/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -43/196*z^3 + 37/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -41/180*z^3 + 37/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -41/188*z^3 + 35/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -41/196*z^3 + 33/98*z + 1
*
[ 21/22 ] 
f(z) = -44/189*z^3 + 38/231*z + 1
*
[ -12/5 ] 
f(z) = -55/192*z^3 + 46/15*z + 1
*
4/5 | 0.17403830826648680955782541170703205454 | 0.021130332975393863454880946114443427789
f(z) = -55/192*z^3 + 59/15*z + 1
*
21/5 | 0.10001158643524993497513660497111627051 | 0.013694270533699658448592783848864310124
f(z) = -50/189*z^3 + 55/14*z + 1
*
-36/7 | 0.16133507154282842304017865540338004411 | 0.022472231617328693308556215014156115648
f(z) = -49/192*z^3 + 41/6*z + 1
*
[ 20/7 ] 
f(z) = -49/192*z^3 + 41/15*z + 1
*
44/7 | 0.16057510048153366045722930402289911518 | 0.021287190998012217170601131652153988420
f(z) = -49/192*z^3 + 59/6*z + 1
*
[ 2 ] 
f(z) = -59/184*z^3 + 41/23*z + 1
*
[ 2 ] 
f(z) = -57/184*z^3 + 40/23*z + 1
*
-4/11 | 0.19843990033432430995271852781649995597 | 0.024092978215162743471196273468667956178
f(z) = -55/192*z^3 + 59/33*z + 1
*
6/5 | 0.097070305149388170606919669411565096223 | 0.016291269949747267395981946291243924731
f(z) = -50/189*z^3 + 43/21*z + 1
*
[ -3/5 ] 
f(z) = -50/189*z^3 + 58/21*z + 1
*
[ 12/5 ] 
f(z) = -50/189*z^3 + 59/28*z + 1
*
[ -2 ] 
f(z) = -49/184*z^3 + 59/23*z + 1
*
-20/7 | 0.21364151836273230485570933562871285363 | 0.029561838906008947009600202488930253524
f(z) = -49/192*z^3 + 43/30*z + 1
*
[ -8/7 ] 
f(z) = -49/192*z^3 + 53/24*z + 1
*
8/7 | 0.15403374040751984737045500197121824925 | 0.025017746652723157094030976449288833407
f(z) = -49/192*z^3 + 59/24*z + 1
*
[ -2 ] 
f(z) = -47/184*z^3 + 58/23*z + 1
*
[ -4/3 ] 
f(z) = -47/192*z^3 + 59/27*z + 1
*
[ -2 ] 
f(z) = -45/184*z^3 + 57/23*z + 1
*
[ 7/3 ] 
f(z) = -45/196*z^3 + 51/28*z + 1
*
-3/4 | 0.19701547751034859807452791203634778468 | 0.028107288275192150975030904993375132070
f(z) = -44/189*z^3 + 41/28*z + 1
*
[ -3/2 ] 
f(z) = -44/189*z^3 + 46/21*z + 1
*
[ 3 ] 
f(z) = -44/189*z^3 + 58/21*z + 1
*
[ -2 ] 
f(z) = -43/184*z^3 + 56/23*z + 1
*
[ -4/3 ] 
f(z) = -43/192*z^3 + 58/27*z + 1
*
[ -2 ] 
f(z) = -41/184*z^3 + 55/23*z + 1
*
[ 3 ] 
f(z) = -41/189*z^3 + 55/21*z + 1
*
[ 4/3 ] 
f(z) = -59/192*z^3 + 43/54*z + 1
*
[ 3/2 ] 
f(z) = -58/189*z^3 + 43/42*z + 1
*
[ 4/3 ] 
f(z) = -55/192*z^3 + 41/54*z + 1
*
[ 6/5 ] 
f(z) = -55/189*z^3 + 41/70*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -53/188*z^3 + 59/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -53/196*z^3 + 57/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -51/188*z^3 + 55/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -51/196*z^3 + 53/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -49/180*z^3 + 53/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -49/188*z^3 + 51/94*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -47/180*z^3 + 49/90*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -47/196*z^3 + 45/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -45/188*z^3 + 43/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -45/196*z^3 + 41/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -43/180*z^3 + 41/90*z + 1
*
[ 7/6 ] 
f(z) = -45/196*z^3 + 51/112*z + 1
*
-8/5 | 0.16396854233612540523836092378125644455 | 0.023877986801931567271779764107184417336
f(z) = -55/192*z^3 + 43/120*z + 1
*
-9/7 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = -49/180*z^3 + 41/180*z + 1
*
15/7 | 0.088015511800660902705807921886653236616 | 0.016877583136520831600956448863858839352
f(z) = -49/184*z^3 + 41/184*z + 1
*
-6/5 | 0.12837525059518799854137768872353549322 | 0.018694698969286397255304422791859959273
f(z) = -55/192*z^3 + 59/240*z + 1
*
-10/7 | 0.18797043418063670163651156537003347412 | 0.027373272229972852323088383177829253496
f(z) = -49/192*z^3 + 53/240*z + 1
*
[ 20/21 ] 
f(z) = -49/192*z^3 + 49/270*z + 1
*
[ 36/7 ] 
f(z) = -49/192*z^3 + 68/9*z + 1
*
[ -2 ] 
f(z) = -59/184*z^3 + 64/23*z + 1
*
[ 3 ] 
f(z) = -59/189*z^3 + 73/21*z + 1
*
[ -4/3 ] 
f(z) = -59/192*z^3 + 62/27*z + 1
*
[ -2 ] 
f(z) = -57/184*z^3 + 63/23*z + 1
*
[ -2 ] 
f(z) = -55/184*z^3 + 62/23*z + 1
*
[ -3/2 ] 
f(z) = -55/189*z^3 + 65/28*z + 1
*
6/5 | 0.19752037036583276081696520146214386574 | 0.026036469229339378866370865892826254954
f(z) = -55/189*z^3 + 73/35*z + 1
*
[ -4/3 ] 
f(z) = -55/192*z^3 + 61/27*z + 1
*
[ 12/5 ] 
f(z) = -55/192*z^3 + 67/30*z + 1
*
[ -4/5 ] 
f(z) = -55/192*z^3 + 73/30*z + 1
*
[ -2 ] 
f(z) = -53/184*z^3 + 61/23*z + 1
*
[ 3 ] 
f(z) = -53/189*z^3 + 67/21*z + 1
*
[ -2 ] 
f(z) = -51/184*z^3 + 60/23*z + 1
*
[ 3 ] 
f(z) = -50/189*z^3 + 64/21*z + 1
*
[ -6/7 ] 
f(z) = -49/180*z^3 + 71/30*z + 1
*
-24/7 | 0.10503011088530834670908194326309901521 | 0.016560722185997978563867821800032613540
f(z) = -49/192*z^3 + 71/24*z + 1
*
[ 3 ] 
f(z) = -47/189*z^3 + 61/21*z + 1
*
[ -3 ] 
f(z) = -46/189*z^3 + 74/21*z + 1
*
[ -2/3 ] 
f(z) = -45/184*z^3 + 60/23*z + 1
*
[ -7/3 ] 
f(z) = -45/196*z^3 + 75/28*z + 1
*
[ -3/4 ] 
f(z) = -44/189*z^3 + 69/28*z + 1
*
[ -3/2 ] 
f(z) = -43/189*z^3 + 61/28*z + 1
*
[ -3 ] 
f(z) = -43/189*z^3 + 71/21*z + 1
*
[ 2 ] 
f(z) = -55/192*z^3 + 79/48*z + 1
*
[ 2 ] 
f(z) = -53/192*z^3 + 77/48*z + 1
*
[ 21/10 ] 
f(z) = -50/189*z^3 + 71/42*z + 1
*
[ 2 ] 
f(z) = -49/192*z^3 + 73/48*z + 1
*
[ 2 ] 
f(z) = -47/192*z^3 + 71/48*z + 1
*
[ 2 ] 
f(z) = -43/192*z^3 + 67/48*z + 1
*
[ 2 ] 
f(z) = -41/192*z^3 + 65/48*z + 1
*
[ 12/7 ] 
f(z) = -49/180*z^3 + 73/60*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -59/180*z^3 + 73/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -59/188*z^3 + 71/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -59/196*z^3 + 69/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -57/188*z^3 + 67/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -57/196*z^3 + 65/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -55/188*z^3 + 63/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -55/196*z^3 + 61/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -53/180*z^3 + 61/90*z + 1
*
[ 10/7 ] 
f(z) = -49/180*z^3 + 77/90*z + 1
*
[ 4/3 ] 
f(z) = -45/184*z^3 + 63/92*z + 1
*
[ 3/2 ] 
f(z) = -43/189*z^3 + 71/84*z + 1
*
33/20 | 0.22024671028268220391097118765103475829 | 0.030083463712997168035165035099625998891
f(z) = -50/189*z^3 + 65/168*z + 1
*
-13/7 | 0.13691331314908455379358426092947311418 | 0.025964977168778075014091921897781230893
f(z) = -49/195*z^3 + 79/195*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -43/186*z^3 + 79/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -43/190*z^3 + 77/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -43/194*z^3 + 75/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -43/198*z^3 + 73/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -41/182*z^3 + 73/182*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.012169046761967835643449263023563673087
f(z) = -41/186*z^3 + 71/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -41/190*z^3 + 69/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -41/194*z^3 + 67/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -41/198*z^3 + 65/198*z + 1
*
[ 36/35 ] 
f(z) = -49/192*z^3 + 67/225*z + 1
*
-4/7 | 0.19013080230856005194342498985518879715 | 0.023902678400547333696761657613591030593
f(z) = -49/192*z^3 + 89/6*z + 1
*
[ 14/3 ] 
f(z) = -45/196*z^3 + 81/14*z + 1
*
[ -14/3 ] 
f(z) = -45/196*z^3 + 87/14*z + 1
*
[ 12 ] 
f(z) = -41/192*z^3 + 95/3*z + 1
*
[ -3 ] 
f(z) = -58/189*z^3 + 86/21*z + 1
*
[ -3 ] 
f(z) = -55/189*z^3 + 83/21*z + 1
*
[ -3/5 ] 
f(z) = -55/189*z^3 + 97/35*z + 1
*
[ -3 ] 
f(z) = -52/189*z^3 + 80/21*z + 1
*
-6/5 | 0.19654650795769938367686382251994941185 | 0.025476957218907990091937937863223677875
f(z) = -50/189*z^3 + 83/28*z + 1
*
[ 24/7 ] 
f(z) = -49/192*z^3 + 89/24*z + 1
*
[ 2 ] 
f(z) = -59/192*z^3 + 83/48*z + 1
*
[ -3/2 ] 
f(z) = -50/189*z^3 + 95/42*z + 1
*
[ 16/7 ] 
f(z) = -49/192*z^3 + 91/48*z + 1
*
10/7 | 0.12836239552673360979062063238318851202 | 0.021533682359500439543234058236428018854
f(z) = -49/192*z^3 + 97/48*z + 1
*
[ 9/5 ] 
f(z) = -50/189*z^3 + 82/63*z + 1
*
-12/7 | 0.13200413828154740675142686435523075386 | 0.023924832845628584545972026873700218515
f(z) = -49/180*z^3 + 83/60*z + 1
*
-3/7 | 0.16647415222837276922412490254542417583 | 0.029677331183173131185262725921484362938
f(z) = -49/198*z^3 + 91/66*z + 1
*
-21/22 | 0.20991566182649781183233899826121298182 | 0.026671035609418577313298742032420243510
f(z) = -44/189*z^3 + 97/77*z + 1
*
[ 3/2 ] 
f(z) = -55/189*z^3 + 83/84*z + 1
*
[ 10/7 ] 
f(z) = -49/184*z^3 + 97/115*z + 1
*
-20/11 | 0.22824258059170027095684237719795251401 | 0.024635380911915653952002012545173426227
f(z) = -55/192*z^3 + 82/165*z + 1
*
-5/7 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095
f(z) = -49/180*z^3 + 97/180*z + 1
*
[ 8/7 ] 
f(z) = -49/184*z^3 + 87/184*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -49/194*z^3 + 99/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -49/198*z^3 + 97/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -47/182*z^3 + 97/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -47/186*z^3 + 95/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -47/190*z^3 + 93/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -47/194*z^3 + 91/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -47/198*z^3 + 89/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -45/182*z^3 + 89/182*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -45/194*z^3 + 83/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -43/182*z^3 + 81/182*z + 1
*
[ 15/14 ] 
f(z) = -49/180*z^3 + 91/240*z + 1
*
[ 12 ] 
f(z) = -49/192*z^3 + 113/3*z + 1
*
[ -12 ] 
f(z) = -47/192*z^3 + 109/3*z + 1
*
[ -12 ] 
f(z) = -43/192*z^3 + 100/3*z + 1
*
[ -2/7 ] 
f(z) = -49/184*z^3 + 104/23*z + 1
*
-8/7 | 0.15768954202708753065310160568507812073 | 0.023554870452858709836157637156425628298
f(z) = -49/192*z^3 + 101/24*z + 1
*
[ -24/7 ] 
f(z) = -49/192*z^3 + 103/24*z + 1
*
[ -20/7 ] 
f(z) = -49/192*z^3 + 103/30*z + 1
*
-3 | 0.20144685492778506749448492117310596328 | 0.024999576186685338967667600914053825507
f(z) = -44/189*z^3 + 117/28*z + 1
*
-33/10 | 0.15534396562222450093404721585498198455 | 0.022611755151051398613330641097190197409
f(z) = -50/189*z^3 + 107/42*z + 1
*
[ -6/7 ] 
f(z) = -49/192*z^3 + 113/48*z + 1
*
[ -4/3 ] 
f(z) = -49/192*z^3 + 119/54*z + 1
*
[ -2 ] 
f(z) = -47/192*z^3 + 119/48*z + 1
*
[ -2 ] 
f(z) = -43/192*z^3 + 115/48*z + 1
*
[ -2 ] 
f(z) = -41/192*z^3 + 113/48*z + 1
*
[ -4/3 ] 
f(z) = -41/192*z^3 + 115/54*z + 1
*
[ 15/7 ] 
f(z) = -49/180*z^3 + 107/60*z + 1
*
[ 21/11 ] 
f(z) = -44/189*z^3 + 102/77*z + 1
*
[ 21/13 ] 
f(z) = -52/189*z^3 + 100/91*z + 1
*
-18/7 | 0.14221156450579638267587165231774599372 | 0.026502459963980525662093928714106597298
f(z) = -49/180*z^3 + 107/90*z + 1
*
[ 14/9 ] 
f(z) = -45/196*z^3 + 115/126*z + 1
*
[ 14/11 ] 
f(z) = -55/196*z^3 + 103/154*z + 1
*
[ 7/5 ] 
f(z) = -55/196*z^3 + 117/140*z + 1
*
[ 7/5 ] 
f(z) = -45/196*z^3 + 103/140*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -53/186*z^3 + 119/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -53/190*z^3 + 117/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -53/194*z^3 + 115/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -53/198*z^3 + 113/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -51/182*z^3 + 113/182*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -51/190*z^3 + 109/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -51/194*z^3 + 107/194*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.012169046761967835643449263023563673087
f(z) = -49/186*z^3 + 103/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -49/190*z^3 + 101/190*z + 1
*
[ 5/4 ] 
f(z) = -48/185*z^3 + 112/185*z + 1
*
0 | 0.16549547804094319866063591828750259883 | 0.026258207687603918236388349748992755456
f(z) = -45/182*z^3 + 113/273*z + 1
*
[ -12 ] 
f(z) = -59/192*z^3 + 136/3*z + 1
*
[ -12 ] 
f(z) = -55/192*z^3 + 127/3*z + 1
*
[ 12 ] 
f(z) = -53/192*z^3 + 122/3*z + 1
*
-6/7 | 0.21026240876774627754163697502908303406 | 0.028814552075484758235033260256988882305
f(z) = -49/192*z^3 + 123/16*z + 1
*
[ 6 ] 
f(z) = -47/189*z^3 + 137/14*z + 1
*
-6 | 0.23880868368718840079336063932281488425 | 0.029394910969522192327942497330658411353
f(z) = -46/189*z^3 + 125/14*z + 1
*
[ -6 ] 
f(z) = -46/189*z^3 + 139/14*z + 1
*
[ 6 ] 
f(z) = -44/189*z^3 + 129/14*z + 1
*
[ -6 ] 
f(z) = -43/189*z^3 + 131/14*z + 1
*
[ 6 ] 
f(z) = -41/189*z^3 + 121/14*z + 1
*
[ -4/11 ] 
f(z) = -55/192*z^3 + 125/33*z + 1
*
24/5 | 0.18228175553594604976941257832462936926 | 0.026066260737542168706429730533787391899
f(z) = -50/189*z^3 + 121/21*z + 1
*
[ -21/5 ] 
f(z) = -50/189*z^3 + 124/21*z + 1
*
[ -2 ] 
f(z) = -59/192*z^3 + 131/48*z + 1
*
[ -2 ] 
f(z) = -55/192*z^3 + 127/48*z + 1
*
[ -4/3 ] 
f(z) = -53/192*z^3 + 121/54*z + 1
*
[ -2 ] 
f(z) = -53/192*z^3 + 125/48*z + 1
*
[ -3/4 ] 
f(z) = -50/189*z^3 + 139/56*z + 1
*
[ -16/7 ] 
f(z) = -49/192*z^3 + 133/48*z + 1
*
20/7 | 0.25584327255487694517002580422128402140 | 0.028570920968863182169734580952902760275
f(z) = -49/192*z^3 + 121/75*z + 1
*
52/35 | 0.19623397653881617323900796410470018457 | 0.021631831031004031811002532333021084939
f(z) = -49/192*z^3 + 136/75*z + 1
*
12/7 | 0.085094812039529443089859889848336679798 | 0.014357326490437669700157473365896491555
f(z) = -49/198*z^3 + 125/66*z + 1
*
[ 12/5 ] 
f(z) = -41/192*z^3 + 136/75*z + 1
*
18/7 | 0.087542746225526625275028913797023592886 | 0.015596071311092619908288677399446578290
f(z) = -49/180*z^3 + 137/90*z + 1
*
[ 2 ] 
f(z) = -47/180*z^3 + 139/90*z + 1
*
[ 2 ] 
f(z) = -45/188*z^3 + 137/94*z + 1
*
[ 2 ] 
f(z) = -45/196*z^3 + 139/98*z + 1
*
[ 2 ] 
f(z) = -43/180*z^3 + 131/90*z + 1
*
[ 2 ] 
f(z) = -43/188*z^3 + 133/94*z + 1
*
[ 2 ] 
f(z) = -43/196*z^3 + 135/98*z + 1
*
[ 2 ] 
f(z) = -41/180*z^3 + 127/90*z + 1
*
[ 2 ] 
f(z) = -41/188*z^3 + 129/94*z + 1
*
[ 2 ] 
f(z) = -41/196*z^3 + 131/98*z + 1
*
[ 8/5 ] 
f(z) = -55/192*z^3 + 133/120*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -59/194*z^3 + 139/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -59/198*z^3 + 137/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -57/182*z^3 + 137/182*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -57/194*z^3 + 131/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -55/182*z^3 + 129/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -55/186*z^3 + 127/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -55/194*z^3 + 123/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -53/182*z^3 + 121/182*z + 1
*
[ 9/7 ] 
f(z) = -49/180*z^3 + 121/180*z + 1
*
-15/7 | 0.14286617576904721053507516328266108977 | 0.027093910056757320400587382962726323136
f(z) = -49/195*z^3 + 121/195*z + 1
*
[ 9/7 ] 
f(z) = -49/198*z^3 + 125/198*z + 1
*
[ 4/3 ] 
f(z) = -45/188*z^3 + 127/188*z + 1
*
[ 4/3 ] 
f(z) = -45/196*z^3 + 129/196*z + 1
*
[ 6/5 ] 
f(z) = -55/192*z^3 + 139/240*z + 1
*
-8/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -55/192*z^3 + 139/264*z + 1
*
[ 6 ] 
f(z) = -53/189*z^3 + 153/14*z + 1
*
[ -6 ] 
f(z) = -52/189*z^3 + 155/14*z + 1
*
[ 6 ] 
f(z) = -50/189*z^3 + 145/14*z + 1
*
[ -36/7 ] 
f(z) = -49/192*z^3 + 143/18*z + 1
*
-21/5 | 0.23745378949191948167414385535017486931 | 0.028518610729896429526230441713031424122
f(z) = -55/189*z^3 + 153/35*z + 1
*
-30/7 | 0.12678208336680520123276023563083399076 | 0.018619672712755073084319240932737009024
f(z) = -49/180*z^3 + 151/30*z + 1
*
3/10 | 0.21069159139649031215777151104610220300 | 0.029098437335484863282602230034929835348
f(z) = -50/189*z^3 + 155/42*z + 1
*
[ -12/11 ] 
f(z) = -55/192*z^3 + 149/66*z + 1
*
[ -9/5 ] 
f(z) = -50/189*z^3 + 152/63*z + 1
*
[ 12/5 ] 
f(z) = -49/192*z^3 + 154/75*z + 1
*
[ -6/7 ] 
f(z) = -49/198*z^3 + 155/66*z + 1
*
[ -14/15 ] 
f(z) = -45/196*z^3 + 159/70*z + 1
*
[ 2 ] 
f(z) = -55/188*z^3 + 157/94*z + 1
*
[ 2 ] 
f(z) = -55/196*z^3 + 159/98*z + 1
*
[ 2 ] 
f(z) = -53/180*z^3 + 151/90*z + 1
*
[ 2 ] 
f(z) = -53/188*z^3 + 153/94*z + 1
*
[ 2 ] 
f(z) = -53/196*z^3 + 155/98*z + 1
*
[ 2 ] 
f(z) = -51/188*z^3 + 149/94*z + 1
*
[ 2 ] 
f(z) = -51/196*z^3 + 151/98*z + 1
*
[ 2 ] 
f(z) = -49/180*z^3 + 143/90*z + 1
*
[ 2 ] 
f(z) = -49/188*z^3 + 145/94*z + 1
*
[ 2 ] 
f(z) = -47/196*z^3 + 143/98*z + 1
*
21/8 | 0.21079562420244871177132777501745589585 | 0.025316918980565450815456211531941822230
f(z) = -44/189*z^3 + 153/112*z + 1
*
[ 12/7 ] 
f(z) = -49/198*z^3 + 151/132*z + 1
*
-12/5 | 0.20568252053532371184656326755199516779 | 0.024702826388417933241385144570999679483
f(z) = -55/189*z^3 + 153/140*z + 1
*
[ 12/7 ] 
f(z) = -43/192*z^3 + 158/147*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -59/182*z^3 + 145/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -59/186*z^3 + 143/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -59/190*z^3 + 141/190*z + 1
*
[ 7/5 ] 
f(z) = -50/189*z^3 + 152/189*z + 1
*
-4/7 | 0.13603452428939111194207807455747215938 | 0.026195966613138946195518533724562817406
f(z) = -49/180*z^3 + 151/180*z + 1
*
[ 10/7 ] 
f(z) = -49/190*z^3 + 157/190*z + 1
*
[ 6 ] 
f(z) = -59/189*z^3 + 169/14*z + 1
*
[ -6 ] 
f(z) = -58/189*z^3 + 171/14*z + 1
*
[ -6 ] 
f(z) = -55/189*z^3 + 163/14*z + 1
*
-24/5 | 0.17355001994965662098581326010720106243 | 0.020540582470839013586111793340705298185
f(z) = -50/189*z^3 + 173/28*z + 1
*
[ 30/7 ] 
f(z) = -49/180*z^3 + 173/30*z + 1
*
[ -4/21 ] 
f(z) = -49/192*z^3 + 169/27*z + 1
*
-3/5 | 0.20236437405260068915659257272717400668 | 0.027403527546099241088096969291180561526
f(z) = -50/189*z^3 + 179/42*z + 1
*
2/7 | 0.18107031744133836206906817342055434406 | 0.027787745901368452150373970426379801407
f(z) = -49/192*z^3 + 169/48*z + 1
*
[ 12/5 ] 
f(z) = -53/192*z^3 + 163/75*z + 1
*
[ -15/7 ] 
f(z) = -49/180*z^3 + 163/60*z + 1
*
[ -6/7 ] 
f(z) = -49/184*z^3 + 163/69*z + 1
*
[ 14/5 ] 
f(z) = -45/196*z^3 + 171/70*z + 1
*
[ -21/22 ] 
f(z) = -44/189*z^3 + 174/77*z + 1
*
[ 3 ] 
f(z) = -43/180*z^3 + 169/60*z + 1
*
[ 3 ] 
f(z) = -43/198*z^3 + 173/66*z + 1
*
[ 3 ] 
f(z) = -41/180*z^3 + 163/60*z + 1
*
[ -4/5 ] 
f(z) = -41/192*z^3 + 179/75*z + 1
*
[ 3 ] 
f(z) = -41/198*z^3 + 167/66*z + 1
*
[ 2 ] 
f(z) = -59/180*z^3 + 163/90*z + 1
*
[ 2 ] 
f(z) = -59/188*z^3 + 165/94*z + 1
*
[ 2 ] 
f(z) = -59/196*z^3 + 167/98*z + 1
*
[ 2 ] 
f(z) = -57/188*z^3 + 161/94*z + 1
*
[ 2 ] 
f(z) = -57/196*z^3 + 163/98*z + 1
*
[ 7/3 ] 
f(z) = -51/196*z^3 + 167/84*z + 1
*
-2/5 | 0.21270684246701127027209971547504221290 | 0.029293520001491478456746123510760249579
f(z) = -55/184*z^3 + 178/115*z + 1
*
21/10 | 0.21914036382483220975455405346066475602 | 0.025936445971826224570477699357960320638
f(z) = -55/189*z^3 + 173/140*z + 1
*
[ 12/7 ] 
f(z) = -47/192*z^3 + 167/147*z + 1
*
[ 28/15 ] 
f(z) = -45/196*z^3 + 177/140*z + 1
*
12/11 | 0.17818473882168387265204167963256830125 | 0.021118190210263812211830837420331109284
f(z) = -44/189*z^3 + 171/154*z + 1
*
[ 3/2 ] 
f(z) = -52/183*z^3 + 178/183*z + 1
*
[ 3/2 ] 
f(z) = -44/183*z^3 + 160/183*z + 1
*
[ 3/2 ] 
f(z) = -44/195*z^3 + 164/195*z + 1
*
[ 21/2 ] 
f(z) = -44/189*z^3 + 186/7*z + 1
*
[ 12 ] 
f(z) = -43/192*z^3 + 199/6*z + 1
*
[ -12 ] 
f(z) = -41/192*z^3 + 191/6*z + 1
*
[ -30/7 ] 
f(z) = -49/180*z^3 + 187/30*z + 1
*
-6/7 | 0.15072976816206164205311360452846297798 | 0.021398220360438483425896723196362265476
f(z) = -49/180*z^3 + 191/30*z + 1
*
-116/21 | 0.26589633016815536416228542273181728939 | 0.028269078757821416819926105519166981982
f(z) = -49/192*z^3 + 190/27*z + 1
*
30/7 | 0.18494802109229692394635919559450982241 | 0.027994220350680458640463952546919134775
f(z) = -49/192*z^3 + 185/48*z + 1
*
[ -2/3 ] 
f(z) = -57/184*z^3 + 182/69*z + 1
*
[ -21/11 ] 
f(z) = -55/189*z^3 + 199/77*z + 1
*
[ 14/5 ] 
f(z) = -55/196*z^3 + 199/70*z + 1
*
[ 3 ] 
f(z) = -53/180*z^3 + 199/60*z + 1
*
[ -4/5 ] 
f(z) = -53/192*z^3 + 182/75*z + 1
*
[ -2/3 ] 
f(z) = -51/184*z^3 + 181/69*z + 1
*
[ 3 ] 
f(z) = -49/180*z^3 + 187/60*z + 1
*
[ -4/5 ] 
f(z) = -49/192*z^3 + 181/75*z + 1
*
[ 3 ] 
f(z) = -49/198*z^3 + 191/66*z + 1
*
[ 3 ] 
f(z) = -47/180*z^3 + 181/60*z + 1
*
[ 3 ] 
f(z) = -47/198*z^3 + 185/66*z + 1
*
[ -3/2 ] 
f(z) = -59/189*z^3 + 199/84*z + 1
*
[ 7/3 ] 
f(z) = -57/196*z^3 + 181/84*z + 1
*
[ -3/2 ] 
f(z) = -53/189*z^3 + 193/84*z + 1
*
[ -3/2 ] 
f(z) = -47/189*z^3 + 187/84*z + 1
*
[ -3/2 ] 
f(z) = -41/189*z^3 + 181/84*z + 1
*
[ 12/7 ] 
f(z) = -59/192*z^3 + 194/147*z + 1
*
[ 12/7 ] 
f(z) = -55/192*z^3 + 185/147*z + 1
*
28/11 | 0.24003724432189973920562473022737065998 | 0.025394887052192783970884293309023581205
f(z) = -55/192*z^3 + 199/165*z + 1
*
[ 3/2 ] 
f(z) = -56/183*z^3 + 187/183*z + 1
*
[ 3/2 ] 
f(z) = -56/195*z^3 + 191/195*z + 1
*
[ 11/7 ] 
f(z) = -49/187*z^3 + 189/187*z + 1
*
[ 11/7 ] 
f(z) = -49/198*z^3 + 193/198*z + 1
*
[ 10/7 ] 
f(z) = -49/192*z^3 + 197/240*z + 1
*
[ 12 ] 
f(z) = -47/192*z^3 + 217/6*z + 1
*
[ -21/4 ] 
f(z) = -44/189*z^3 + 213/28*z + 1
*
[ 3 ] 
f(z) = -59/180*z^3 + 217/60*z + 1
*
[ 3 ] 
f(z) = -53/198*z^3 + 203/66*z + 1
*
[ -3/7 ] 
f(z) = -49/180*z^3 + 203/60*z + 1
*
[ -12/5 ] 
f(z) = -47/192*z^3 + 212/75*z + 1
*
3/2 | 0.24392267440084034265854521271421323870 | 0.028175931478816565832867317790908015923
f(z) = -44/189*z^3 + 213/77*z + 1
*
[ -3 ] 
f(z) = -43/180*z^3 + 209/60*z + 1
*
[ -12/5 ] 
f(z) = -43/192*z^3 + 203/75*z + 1
*
[ -3 ] 
f(z) = -43/198*z^3 + 217/66*z + 1
*
[ -3 ] 
f(z) = -41/180*z^3 + 203/60*z + 1
*
[ -3 ] 
f(z) = -41/198*z^3 + 211/66*z + 1
*
[ -3/4 ] 
f(z) = -52/189*z^3 + 209/84*z + 1
*
[ -10/7 ] 
f(z) = -49/180*z^3 + 203/90*z + 1
*
[ 18/7 ] 
f(z) = -49/180*z^3 + 217/90*z + 1
*
[ -4/3 ] 
f(z) = -45/184*z^3 + 201/92*z + 1
*
3 | 0.22629802815449167548842569232911136219 | 0.029976890812227154734584240241127959143
f(z) = -44/189*z^3 + 211/84*z + 1
*
[ -2 ] 
f(z) = -41/180*z^3 + 217/90*z + 1
*
-21/23 | 0.25317854685729459287158785577643186488 | 0.029309276628085324166494834607488960347
f(z) = -46/189*z^3 + 209/161*z + 1
*
[ 3/2 ] 
f(z) = -43/180*z^3 + 209/240*z + 1
*
[ 3/2 ] 
f(z) = -41/180*z^3 + 203/240*z + 1
*
-24/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -55/192*z^3 + 217/264*z + 1
*
[ 4/3 ] 
f(z) = -51/184*z^3 + 205/276*z + 1
*
[ 3/2 ] 
f(z) = -43/198*z^3 + 217/264*z + 1
*
[ 3/2 ] 
f(z) = -41/198*z^3 + 211/264*z + 1
*
[ -21/2 ] 
f(z) = -52/189*z^3 + 220/7*z + 1
*
[ -12 ] 
f(z) = -49/192*z^3 + 227/6*z + 1
*
[ -21/5 ] 
f(z) = -55/189*z^3 + 223/35*z + 1
*
[ 21/4 ] 
f(z) = -52/189*z^3 + 235/28*z + 1
*
-3/4 | 0.19049146424009586828943203200358079083 | 0.021735931410982243375519727675009988357
f(z) = -44/189*z^3 + 237/28*z + 1
*
-21/5 | 0.22494635101375626714314928573178494377 | 0.029616179235523752240279306554133885692
f(z) = -50/189*z^3 + 221/42*z + 1
*
[ -12/5 ] 
f(z) = -59/192*z^3 + 239/75*z + 1
*
[ 3 ] 
f(z) = -59/198*z^3 + 221/66*z + 1
*
-12/11 | 0.16925309474239717507233902999175754926 | 0.019359640552219407424242953487801640294
f(z) = -55/189*z^3 + 232/77*z + 1
*
[ -3 ] 
f(z) = -53/180*z^3 + 239/60*z + 1
*
-3 | 0.22583564206545632880194730572642064073 | 0.025744175564680037816060731078657291972
f(z) = -50/189*z^3 + 239/70*z + 1
*
[ -3 ] 
f(z) = -49/180*z^3 + 227/60*z + 1
*
[ -3/7 ] 
f(z) = -49/198*z^3 + 223/66*z + 1
*
[ -3 ] 
f(z) = -49/198*z^3 + 235/66*z + 1
*
[ -3 ] 
f(z) = -47/180*z^3 + 221/60*z + 1
*
[ -3 ] 
f(z) = -47/198*z^3 + 229/66*z + 1
*
[ -14/5 ] 
f(z) = -45/196*z^3 + 221/70*z + 1
*
-36/11 | 0.27055788952455584601241344755739118099 | 0.028128998580373863817715350405134949061
f(z) = -55/192*z^3 + 235/99*z + 1
*
[ -21/26 ] 
f(z) = -52/189*z^3 + 220/91*z + 1
*
[ -7/3 ] 
f(z) = -51/196*z^3 + 239/84*z + 1
*
[ -2 ] 
f(z) = -49/180*z^3 + 233/90*z + 1
*
[ -2 ] 
f(z) = -49/188*z^3 + 239/94*z + 1
*
[ -2 ] 
f(z) = -47/180*z^3 + 229/90*z + 1
*
[ -2 ] 
f(z) = -45/188*z^3 + 231/94*z + 1
*
[ -2 ] 
f(z) = -45/196*z^3 + 237/98*z + 1
*
[ -2 ] 
f(z) = -43/180*z^3 + 221/90*z + 1
*
[ -2 ] 
f(z) = -43/188*z^3 + 227/94*z + 1
*
[ -2 ] 
f(z) = -43/196*z^3 + 233/98*z + 1
*
[ -2 ] 
f(z) = -41/188*z^3 + 223/94*z + 1
*
[ -2 ] 
f(z) = -41/196*z^3 + 229/98*z + 1
*
-10/3 | 0.22263795569782270736084749960666340634 | 0.029581804825689118903943985408721911280
f(z) = -45/184*z^3 + 232/115*z + 1
*
-20/7 | 0.14489011647786355900516817365468387696 | 0.016296843435594229166903416773875923717
f(z) = -49/192*z^3 + 227/150*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013520656100877772908417112519363832966
f(z) = -59/180*z^3 + 239/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017578581986180939236997329590665375691
f(z) = -58/181*z^3 + 239/181*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017592050774303341761706881359008790915
f(z) = -57/181*z^3 + 238/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015253353649437797878512809663085670347
f(z) = -57/182*z^3 + 239/182*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017605597059504007903941057970671049915
f(z) = -56/181*z^3 + 237/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013901001380819598921809024360138757251
f(z) = -56/183*z^3 + 239/183*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017619221633691651780791380545443607377
f(z) = -55/181*z^3 + 236/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015276914534425733403099252625494963368
f(z) = -55/182*z^3 + 237/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013911652390237461583055472813700254995
f(z) = -55/183*z^3 + 238/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016071596380773582042962227750792397845
f(z) = -55/184*z^3 + 239/184*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017632925300383488389196756948456967746
f(z) = -54/181*z^3 + 235/181*z + 1
*
[ 5/3 ] 
f(z) = -54/185*z^3 + 224/185*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017652496926757230405831299057958670842
f(z) = -54/185*z^3 + 239/185*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013583720049933248876708188904590556492
f(z) = -53/180*z^3 + 233/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017646708874927059739892966091691203487
f(z) = -53/181*z^3 + 234/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015300628084092976818118484676934498330
f(z) = -53/182*z^3 + 235/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013932949713233425848005493392378148433
f(z) = -53/183*z^3 + 236/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016096295492168726534987691347874712591
f(z) = -53/184*z^3 + 237/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017666022348837621388712635291985095291
f(z) = -53/185*z^3 + 238/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011612126813590453329075998989472401657
f(z) = -53/186*z^3 + 239/186*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017660573184727291781299445375913110073
f(z) = -52/181*z^3 + 233/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013943975637011697519041353016452379383
f(z) = -52/183*z^3 + 235/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017679625593858278919422198116000736637
f(z) = -52/185*z^3 + 237/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017688857211409220392883455851362286130
f(z) = -52/187*z^3 + 239/187*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017674519069478928992234070693842655107
f(z) = -51/181*z^3 + 232/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015324499362360032025723939982981037628
f(z) = -51/182*z^3 + 233/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016121280923732935890241823984103919144
f(z) = -51/184*z^3 + 235/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017693307457057758258769884132109167044
f(z) = -51/185*z^3 + 236/185*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016144319052233160955016796470542521738
f(z) = -51/188*z^3 + 239/188*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017688547381404498312023969866493796201
f(z) = -50/181*z^3 + 231/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013965839361784383260439945110234879873
f(z) = -50/183*z^3 + 233/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017716041757633891810460149908715050544
f(z) = -50/187*z^3 + 237/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015248211496523908673278985960930087875
f(z) = -50/189*z^3 + 239/189*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013627009310786212662192796427865382276
f(z) = -49/180*z^3 + 229/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017702658985497959044304594421044950018
f(z) = -49/181*z^3 + 230/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013976677887389633372314189280484201316
f(z) = -49/183*z^3 + 232/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016146558596204198411338873074340257658
f(z) = -49/184*z^3 + 233/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017720910277456725517195855096165459379
f(z) = -49/185*z^3 + 234/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.011648144576110259646150981282779351284
f(z) = -49/186*z^3 + 235/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017729751802480566260909307168597525451
f(z) = -49/187*z^3 + 236/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016169129925106180874994137594058624955
f(z) = -49/188*z^3 + 237/188*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015398934894356902267670557886292861438
f(z) = -49/190*z^3 + 239/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017716854759774200524007558679109082118
f(z) = -48/181*z^3 + 229/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017734832884316175478069907260090290784
f(z) = -48/185*z^3 + 233/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017743541436000221151662182014606032740
f(z) = -48/187*z^3 + 235/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017760425467873296748889562970293383403
f(z) = -48/191*z^3 + 239/191*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013649043787694468564638003740802003982
f(z) = -47/180*z^3 + 227/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017731135595524554683512542226587640513
f(z) = -47/181*z^3 + 228/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015373336223536476879067816971230279736
f(z) = -47/182*z^3 + 229/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013999120474850605432809308830002318718
f(z) = -47/183*z^3 + 230/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016172134606739398422783569385920467863
f(z) = -47/184*z^3 + 231/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017748837409135794931271544685586992800
f(z) = -47/185*z^3 + 232/185*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.011666099254356938660545716444916144895
f(z) = -47/186*z^3 + 233/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017757411478655295355171976885985600343
f(z) = -47/187*z^3 + 234/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015283463597112834286124411123472314647
f(z) = -47/189*z^3 + 236/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015422480984390128613265635264974481605
f(z) = -47/190*z^3 + 237/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017774033585284505375576912558519075493
f(z) = -47/191*z^3 + 238/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012500770572702798175796697644302559189
f(z) = -47/192*z^3 + 239/192*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017745502397578496201825009644654422671
f(z) = -46/181*z^3 + 227/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014010346379077178862024581521321063815
f(z) = -46/183*z^3 + 229/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017762924707721561260880320837956937896
f(z) = -46/185*z^3 + 231/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017771362763041250929976657437568700258
f(z) = -46/187*z^3 + 233/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015295350585958650277006130388663086382
f(z) = -46/189*z^3 + 235/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017787720001450617039268160592348788077
f(z) = -46/191*z^3 + 237/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017795649472749317718131509951522580926
f(z) = -46/193*z^3 + 239/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017759956084571708678466174795649542307
f(z) = -45/181*z^3 + 226/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015398314671294145279418411787794418597
f(z) = -45/182*z^3 + 227/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016198015235797722947305814512435987099
f(z) = -45/184*z^3 + 229/184*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017785396134120465838823541826011615625
f(z) = -45/187*z^3 + 232/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016219620465614963084409512406307429549
f(z) = -45/188*z^3 + 233/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017801485516472328456719307161613729153
f(z) = -45/191*z^3 + 236/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017809284578950570420022139294054442639
f(z) = -45/193*z^3 + 238/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015469265734893061654578505328695964287
f(z) = -45/194*z^3 + 239/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017774497589220701250452103766295815891
f(z) = -44/181*z^3 + 225/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014033000700852837183582465674884968933
f(z) = -44/183*z^3 + 227/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017791351113791661148854396899345418267
f(z) = -44/185*z^3 + 229/185*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015319333225072383330866753717500334650
f(z) = -44/189*z^3 + 233/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017815330942178922577202100583984072809
f(z) = -44/191*z^3 + 235/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017822998139195558032897637745869223782
f(z) = -44/193*z^3 + 237/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014115770304028855568940130479688599070
f(z) = -44/195*z^3 + 239/195*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013693920493793151244583269841008854000
f(z) = -43/180*z^3 + 223/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017789127858604166275644483600921830290
f(z) = -43/181*z^3 + 224/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015423354277529279309992614629003677220
f(z) = -43/182*z^3 + 225/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014044239875069054445197780393861813313
f(z) = -43/183*z^3 + 226/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016224206954357000129759859803568989770
f(z) = -43/184*z^3 + 227/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017805691998021847015820003785518604669
f(z) = -43/185*z^3 + 228/185*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.011703397364894792151224095819549901558
f(z) = -43/186*z^3 + 229/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017813712579485227129374183830748430675
f(z) = -43/187*z^3 + 230/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016245312205525598577844658764945209730
f(z) = -43/188*z^3 + 231/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015331430321434665709744580229809376410
f(z) = -43/189*z^3 + 232/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015470759637064711327544442945416319613
f(z) = -43/190*z^3 + 233/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017829257102352389420119576234831636776
f(z) = -43/191*z^3 + 234/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012539416084811818866506469417084573766
f(z) = -43/192*z^3 + 235/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017836790955171805860106052932763956256
f(z) = -43/193*z^3 + 236/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015493039173979940014087210299882386614
f(z) = -43/194*z^3 + 237/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014126585870356044365694933038658536895
f(z) = -43/195*z^3 + 238/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016285234187099408693583670694444060847
f(z) = -43/196*z^3 + 239/196*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017803847854451275148669487317893197664
f(z) = -42/181*z^3 + 223/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017820119210029271883020084762199610893
f(z) = -42/185*z^3 + 227/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017827997407713990661826917328504629160
f(z) = -42/187*z^3 + 229/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017843264832956831813013026632469944362
f(z) = -42/191*z^3 + 233/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017850663840318686579502979887450559969
f(z) = -42/193*z^3 + 235/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017865015472116866358669345053113141912
f(z) = -42/197*z^3 + 239/197*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013716774471032313408654227783526129363
f(z) = -41/180*z^3 + 221/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017818658553437116006783357170584090614
f(z) = -41/181*z^3 + 222/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015448822200688194201889500471731208148
f(z) = -41/182*z^3 + 223/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014067499364876674284140240428390106435
f(z) = -41/183*z^3 + 224/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016250716431482233277092711472885548127
f(z) = -41/184*z^3 + 225/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017834633672312325796826811378998104209
f(z) = -41/185*z^3 + 226/185*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.011722201206221863767512441802718900045
f(z) = -41/186*z^3 + 227/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017842367831030626129487658811332264961
f(z) = -41/187*z^3 + 228/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016271309942333494721032816094086274277
f(z) = -41/188*z^3 + 229/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015355839764203707428447224976009205039
f(z) = -41/189*z^3 + 230/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015495265187836262881008302451533112559
f(z) = -41/190*z^3 + 231/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017857354982373304428255153976127692352
f(z) = -41/191*z^3 + 232/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012559077503421932594433586684762080939
f(z) = -41/192*z^3 + 233/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017864617620051985576807996843084435863
f(z) = -41/193*z^3 + 234/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015517088202540047210746618503812526002
f(z) = -41/194*z^3 + 235/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014148404331617024394952446058951158219
f(z) = -41/195*z^3 + 236/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016310261620824932783706621183156380046
f(z) = -41/196*z^3 + 237/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017878703726857012282041611064070417132
f(z) = -41/197*z^3 + 238/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013061658620805716067236965615058184618
f(z) = -41/198*z^3 + 239/198*z + 1
*
-21/8 | 0.25073676105168866663704315876115845148 | 0.028610190289482789453285803960895640751
f(z) = -46/189*z^3 + 237/224*z + 1
*
[ 3/2 ] 
f(z) = -53/180*z^3 + 239/240*z + 1
*
[ 3/2 ] 
f(z) = -49/180*z^3 + 227/240*z + 1
*
[ 3/2 ] 
f(z) = -47/180*z^3 + 221/240*z + 1
*
[ 4/3 ] 
f(z) = -57/184*z^3 + 221/276*z + 1
*
[ 3/2 ] 
f(z) = -49/198*z^3 + 235/264*z + 1
*
[ 3/2 ] 
f(z) = -47/198*z^3 + 229/264*z + 1
*
[ 12 ] 
f(z) = -55/192*z^3 + 253/6*z + 1
*
[ -12 ] 
f(z) = -53/192*z^3 + 245/6*z + 1
*
-6/7 | 0.12149397588058591848574127512393305396 | 0.017681903888525208935189649528912482498
f(z) = -49/192*z^3 + 241/48*z + 1
*
[ -3 ] 
f(z) = -59/180*z^3 + 257/60*z + 1
*
[ -14/5 ] 
f(z) = -55/196*z^3 + 249/70*z + 1
*
[ -3 ] 
f(z) = -53/198*z^3 + 247/66*z + 1
*
-24/7 | 0.16744947189662383325326069679030945193 | 0.025340414051356248007301563543165200287
f(z) = -49/180*z^3 + 247/60*z + 1
*
[ -2 ] 
f(z) = -59/180*z^3 + 253/90*z + 1
*
[ -2 ] 
f(z) = -59/188*z^3 + 259/94*z + 1
*
[ -2 ] 
f(z) = -57/188*z^3 + 255/94*z + 1
*
[ -7/3 ] 
f(z) = -57/196*z^3 + 253/84*z + 1
*
[ -2 ] 
f(z) = -55/188*z^3 + 251/94*z + 1
*
[ -2 ] 
f(z) = -55/196*z^3 + 257/98*z + 1
*
[ -2 ] 
f(z) = -53/180*z^3 + 241/90*z + 1
*
[ -2 ] 
f(z) = -53/188*z^3 + 247/94*z + 1
*
[ -2 ] 
f(z) = -53/196*z^3 + 253/98*z + 1
*
[ -2 ] 
f(z) = -51/188*z^3 + 243/94*z + 1
*
[ -2 ] 
f(z) = -51/196*z^3 + 249/98*z + 1
*
[ -12/5 ] 
f(z) = -50/189*z^3 + 247/84*z + 1
*
[ -2 ] 
f(z) = -47/196*z^3 + 241/98*z + 1
*
[ -2/3 ] 
f(z) = -45/188*z^3 + 245/94*z + 1
*
[ -2/3 ] 
f(z) = -45/196*z^3 + 255/98*z + 1
*
[ -10/7 ] 
f(z) = -49/184*z^3 + 258/115*z + 1
*
[ -7/6 ] 
f(z) = -45/196*z^3 + 243/112*z + 1
*
[ 21/8 ] 
f(z) = -44/189*z^3 + 249/112*z + 1
*
[ 21/10 ] 
f(z) = -55/189*z^3 + 253/140*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017551873790283098070274046510079739913
f(z) = -60/181*z^3 + 241/181*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017583146417464960673008513650155391773
f(z) = -60/187*z^3 + 247/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017602959216749284221909869895723838868
f(z) = -60/191*z^3 + 251/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017612572893883254578602891978754272496
f(z) = -60/193*z^3 + 253/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017631242497117055306601714899659757286
f(z) = -60/197*z^3 + 257/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017640308883489830777393676086409893472
f(z) = -60/199*z^3 + 259/199*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017565189914619849488404749888243215141
f(z) = -59/181*z^3 + 240/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015230178312673518679535747082883240610
f(z) = -59/182*z^3 + 241/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.013869409928742738152113152996455377790
f(z) = -59/183*z^3 + 242/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016023034278519772076429117401539443986
f(z) = -59/184*z^3 + 243/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017586010116110777584876526278615152379
f(z) = -59/185*z^3 + 244/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.011559908471936901570899350082455916740
f(z) = -59/186*z^3 + 245/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017596103188578906154003194835899620811
f(z) = -59/187*z^3 + 246/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016047838608962906084599762826849282146
f(z) = -59/188*z^3 + 247/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015145978725297088333893727759391593561
f(z) = -59/189*z^3 + 248/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015284535685215760625036209426696959627
f(z) = -59/190*z^3 + 249/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017615686172286129818468249156245518005
f(z) = -59/191*z^3 + 250/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012389937108616839282252800772610374267
f(z) = -59/192*z^3 + 251/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017625187732414247301299254328667958425
f(z) = -59/193*z^3 + 252/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015310122330059705943982173333580705672
f(z) = -59/194*z^3 + 253/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013960598701417066682036319770701708331
f(z) = -59/195*z^3 + 254/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016094793314467604771523317336227200856
f(z) = -59/196*z^3 + 255/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017643638470963833950888429326472922282
f(z) = -59/197*z^3 + 256/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.012890740056588213634254775397585125532
f(z) = -59/198*z^3 + 257/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017652598028445328465300006067702538118
f(z) = -59/199*z^3 + 258/199*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.013879692302945120718340954497847155986
f(z) = -58/183*z^3 + 241/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017599157959022963006391903980403303964
f(z) = -58/185*z^3 + 243/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017609131963287956019475602224241774650
f(z) = -58/187*z^3 + 245/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015157086302608732308754377262871668950
f(z) = -58/189*z^3 + 247/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017628482665239624869735436768718432530
f(z) = -58/191*z^3 + 249/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017637870920998980999244027880803552683
f(z) = -58/193*z^3 + 251/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.013970364478862543069388966535874513786
f(z) = -58/195*z^3 + 253/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017656100506756052502880966515628177529
f(z) = -58/197*z^3 + 255/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017664952132779212108228659548881746695
f(z) = -58/199*z^3 + 257/199*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016047177838659879285658790064768180405
f(z) = -57/184*z^3 + 241/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017612379816095832635347864317834556171
f(z) = -57/185*z^3 + 242/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017622233452467535545807447637402145402
f(z) = -57/187*z^3 + 244/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016071555174566831819407504587097818546
f(z) = -57/188*z^3 + 245/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017641349370708589679842947075623285149
f(z) = -57/191*z^3 + 248/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017650623117729777589133800506142747361
f(z) = -57/193*z^3 + 250/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015332113205111553229378196394336567439
f(z) = -57/194*z^3 + 251/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016117696330974947856966500813707896141
f(z) = -57/196*z^3 + 253/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017668629230219634111275132696457207819
f(z) = -57/197*z^3 + 254/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017677371806814001941105820370905655180
f(z) = -57/199*z^3 + 256/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017625676427448668124000099848798004374
f(z) = -56/185*z^3 + 241/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017635408377061866572464276516192987289
f(z) = -56/187*z^3 + 243/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017654286973195088869974089303874756115
f(z) = -56/191*z^3 + 247/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017663444989789815173668814634529771181
f(z) = -56/193*z^3 + 249/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.013990618041459255756778671144244854992
f(z) = -56/195*z^3 + 251/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017681225275584121097038215392140819993
f(z) = -56/197*z^3 + 253/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017689857669099800462601531346962008719
f(z) = -56/199*z^3 + 255/199*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.011594295360383038711776792950752922652
f(z) = -55/186*z^3 + 241/186*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016095537210401282993708553795497245479
f(z) = -55/188*z^3 + 243/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015190780247297644883660721277541809203
f(z) = -55/189*z^3 + 244/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017667296166775163541440635969075286993
f(z) = -55/191*z^3 + 246/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012426064424851533247153072836133057528
f(z) = -55/192*z^3 + 247/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017676337213616828160204273063862116853
f(z) = -55/193*z^3 + 248/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015354462231280868721957709951536623556
f(z) = -55/194*z^3 + 249/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016140847174482068630252117262938556933
f(z) = -55/196*z^3 + 251/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017693889285733317613283624139213689058
f(z) = -55/197*z^3 + 252/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017702410346558872650250845268170283553
f(z) = -55/199*z^3 + 254/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017661981467735319084198554598293313526
f(z) = -54/187*z^3 + 241/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017680377655273388466189379929206469702
f(z) = -54/191*z^3 + 245/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017689300475070444596851348817334398142
f(z) = -54/193*z^3 + 247/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017706621912359225046313569531315577031
f(z) = -54/197*z^3 + 251/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017715030474633360946726149252138788883
f(z) = -54/199*z^3 + 253/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017675381127741304655752325561969782304
f(z) = -53/187*z^3 + 240/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016119790018194848825295746167661340223
f(z) = -53/188*z^3 + 241/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015213558371216336706425966344638623499
f(z) = -53/189*z^3 + 242/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015352286592460379674250396399621613062
f(z) = -53/190*z^3 + 243/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017693532152441356337306296190769183959
f(z) = -53/191*z^3 + 244/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012444428491148037730355292645405728713
f(z) = -53/192*z^3 + 245/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017702335469603256946278894151107762890
f(z) = -53/193*z^3 + 246/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015376937862305413665377237167852100589
f(z) = -53/194*z^3 + 247/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014021130069237312686738278281642009913
f(z) = -53/195*z^3 + 248/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016164250630479192246225441497579252003
f(z) = -53/196*z^3 + 249/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017719423816119355847498037233606591522
f(z) = -53/197*z^3 + 250/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.012945970274648312902547662545596382051
f(z) = -53/198*z^3 + 251/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017727718697436215937370253679334551033
f(z) = -53/199*z^3 + 252/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015225043972541540368649454400861060998
f(z) = -52/189*z^3 + 241/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017706760382140194272435173005553024353
f(z) = -52/191*z^3 + 243/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017715442902435725473068753830104610589
f(z) = -52/193*z^3 + 245/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017732295666797514074840549202592717222
f(z) = -52/197*z^3 + 249/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017740475667905426064375851312957611050
f(z) = -52/199*z^3 + 251/199*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015375419467806600969490098707605275946
f(z) = -51/190*z^3 + 241/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017720063078527221034945455812198806545
f(z) = -51/191*z^3 + 242/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017728623488735016479552171588158932195
f(z) = -51/193*z^3 + 244/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015399544382392536288047560683165670651
f(z) = -51/194*z^3 + 245/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016187911617590729247083763373672627938
f(z) = -51/196*z^3 + 247/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017745238143468133601424631087954701203
f(z) = -51/197*z^3 + 248/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017753302047961632231111930857807013272
f(z) = -51/199*z^3 + 250/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017733440986246856825595785210150115406
f(z) = -50/191*z^3 + 241/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017741877953797880791671803646124416843
f(z) = -50/193*z^3 + 243/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017758251934664267718888818450813929444
f(z) = -50/197*z^3 + 247/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017766198508669215744230290329998337629
f(z) = -50/199*z^3 + 249/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017746894860625901005965386146298094864
f(z) = -49/191*z^3 + 240/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012481777400808035433093317626585040170
f(z) = -49/192*z^3 + 241/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017755207033237681174820881411752913743
f(z) = -49/193*z^3 + 242/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015422523641163784165513819000461531590
f(z) = -49/194*z^3 + 243/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014062604309935962481729333547164637604
f(z) = -49/195*z^3 + 244/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017771337738549326731239936953664413592
f(z) = -49/197*z^3 + 246/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017779165730400950724649517502707852998
f(z) = -49/199*z^3 + 248/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017768611473175680754242001359744698128
f(z) = -48/193*z^3 + 241/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017784496263092663101436998396224241022
f(z) = -48/197*z^3 + 245/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017792204403006314894765577925025060448
f(z) = -48/199*z^3 + 247/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017782092030436708030052106271077282702
f(z) = -47/193*z^3 + 240/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015445762349923325159585938282982332457
f(z) = -47/194*z^3 + 241/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014083690767535678872757618056939028081
f(z) = -47/195*z^3 + 242/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016236026554635016430624294197365172501
f(z) = -47/196*z^3 + 243/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017797728226249106784176663069983847138
f(z) = -47/197*z^3 + 244/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013002907110750795609031084911971740438
f(z) = -47/198*z^3 + 245/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017805315225983555521881855686925211957
f(z) = -47/199*z^3 + 246/199*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014094323365997943395309813931289287823
f(z) = -46/195*z^3 + 241/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017811034356142556557271460381279607519
f(z) = -46/197*z^3 + 243/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017818498908655610270647018473624812737
f(z) = -46/199*z^3 + 245/199*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016260491052229190035507673474342273288
f(z) = -45/196*z^3 + 241/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017824415391253736455197952835244648240
f(z) = -45/197*z^3 + 242/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017831756170349985794159209958909790158
f(z) = -45/199*z^3 + 244/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017837872080612229816254960612255621309
f(z) = -44/197*z^3 + 241/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017845087740582700078433251653682407478
f(z) = -44/199*z^3 + 243/199*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.027719724039906523571587209292486105897
f(z) = -43/192*z^3 + 259/192*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017851405183992906983959122199031449462
f(z) = -43/197*z^3 + 240/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013041813257996050918374877265839046198
f(z) = -43/198*z^3 + 241/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017858494359246397852406034420621533862
f(z) = -43/199*z^3 + 242/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017871976776802751790033794661743781837
f(z) = -42/199*z^3 + 241/199*z + 1
*
[ 2 ] 
f(z) = -41/182*z^3 + 255/182*z + 1
*
[ 2 ] 
f(z) = -41/186*z^3 + 257/186*z + 1
*
[ 2 ] 
f(z) = -41/190*z^3 + 259/190*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017885535754479265766969674047586748541
f(z) = -41/199*z^3 + 240/199*z + 1
*
[ 3/2 ] 
f(z) = -59/180*z^3 + 257/240*z + 1
*
[ 3/2 ] 
f(z) = -53/198*z^3 + 247/264*z + 1
*
[ 12 ] 
f(z) = -59/192*z^3 + 271/6*z + 1
*
[ -42/5 ] 
f(z) = -50/189*z^3 + 277/14*z + 1
*
[ 6 ] 
f(z) = -41/180*z^3 + 271/30*z + 1
*
[ 14/3 ] 
f(z) = -51/196*z^3 + 271/42*z + 1
*
-6/5 | 0.24458505030531189699380273740096704464 | 0.027487780217408904204686643096808403882
f(z) = -50/189*z^3 + 271/56*z + 1
*
-30/7 | 0.18048279153339231655372689316042887013 | 0.025909010173616705276652723642652634217
f(z) = -49/192*z^3 + 265/48*z + 1
*
[ -3 ] 
f(z) = -59/198*z^3 + 265/66*z + 1
*
[ -2 ] 
f(z) = -59/196*z^3 + 265/98*z + 1
*
[ -2 ] 
f(z) = -57/196*z^3 + 261/98*z + 1
*
[ -4/7 ] 
f(z) = -49/184*z^3 + 261/92*z + 1
*
[ -3/4 ] 
f(z) = -53/189*z^3 + 279/112*z + 1
*
[ -3/4 ] 
f(z) = -47/189*z^3 + 277/112*z + 1
*
[ -3/4 ] 
f(z) = -41/189*z^3 + 275/112*z + 1
*
[ -14/9 ] 
f(z) = -45/196*z^3 + 277/126*z + 1
*
-3/7 | 0.12836058899258246470689483730706973483 | 0.023004803636687662821124222803128363681
f(z) = -49/192*z^3 + 265/192*z + 1
*
-13/7 | 0.14262087201772361651364538743549965285 | 0.025408447716597215766121605236003052358
f(z) = -49/195*z^3 + 274/195*z + 1
*
[ 2 ] 
f(z) = -47/182*z^3 + 279/182*z + 1
*
[ 2 ] 
f(z) = -45/182*z^3 + 271/182*z + 1
*
[ 2 ] 
f(z) = -45/194*z^3 + 277/194*z + 1
*
[ 2 ] 
f(z) = -43/182*z^3 + 263/182*z + 1
*
[ 2 ] 
f(z) = -43/186*z^3 + 265/186*z + 1
*
[ 2 ] 
f(z) = -43/190*z^3 + 267/190*z + 1
*
[ 2 ] 
f(z) = -43/194*z^3 + 269/194*z + 1
*
[ 2 ] 
f(z) = -43/198*z^3 + 271/198*z + 1
*
[ 2 ] 
f(z) = -41/194*z^3 + 261/194*z + 1
*
[ 2 ] 
f(z) = -41/198*z^3 + 263/198*z + 1
*
[ 3/2 ] 
f(z) = -59/198*z^3 + 265/264*z + 1
*
[ -60/7 ] 
f(z) = -49/192*z^3 + 298/15*z + 1
*
[ 46/7 ] 
f(z) = -49/184*z^3 + 284/23*z + 1
*
[ -46/7 ] 
f(z) = -49/184*z^3 + 291/23*z + 1
*
[ 6 ] 
f(z) = -43/180*z^3 + 283/30*z + 1
*
[ -6 ] 
f(z) = -43/180*z^3 + 293/30*z + 1
*
[ -6 ] 
f(z) = -41/180*z^3 + 281/30*z + 1
*
[ 14/3 ] 
f(z) = -57/196*z^3 + 299/42*z + 1
*
[ -14/3 ] 
f(z) = -51/196*z^3 + 289/42*z + 1
*
-3/11 | 0.25581360036013624534561995036819601558 | 0.028599105937631893123311301662304799783
f(z) = -55/189*z^3 + 284/77*z + 1
*
[ -12/35 ] 
f(z) = -49/192*z^3 + 296/75*z + 1
*
14/15 | 0.24376087842505757778586381254012314376 | 0.029349388657513600800330815468325545520
f(z) = -45/196*z^3 + 289/70*z + 1
*
[ -3/4 ] 
f(z) = -59/189*z^3 + 281/112*z + 1
*
[ -8/5 ] 
f(z) = -55/192*z^3 + 283/120*z + 1
*
[ -9/10 ] 
f(z) = -50/189*z^3 + 293/126*z + 1
*
[ 12/5 ] 
f(z) = -47/192*z^3 + 299/150*z + 1
*
[ 12/5 ] 
f(z) = -43/192*z^3 + 281/150*z + 1
*
[ 2 ] 
f(z) = -51/182*z^3 + 295/182*z + 1
*
[ 2 ] 
f(z) = -51/190*z^3 + 299/190*z + 1
*
8/7 | 0.081502644203858842509226747619790843508 | 0.014383428691461380210494562092830049394
f(z) = -49/180*z^3 + 289/180*z + 1
*
[ 2 ] 
f(z) = -49/186*z^3 + 289/186*z + 1
*
[ 2 ] 
f(z) = -49/194*z^3 + 293/194*z + 1
*
[ 2 ] 
f(z) = -47/186*z^3 + 281/186*z + 1
*
[ 2 ] 
f(z) = -47/190*z^3 + 283/190*z + 1
*
[ 2 ] 
f(z) = -47/194*z^3 + 285/194*z + 1
*
[ 2 ] 
f(z) = -47/198*z^3 + 287/198*z + 1
*
[ 4/7 ] 
f(z) = -49/212*z^3 - 143/212*z + 1
*
[ 3/5 ] 
f(z) = -50/213*z^3 - 124/213*z + 1
*
[ 3/5 ] 
f(z) = -50/219*z^3 - 128/219*z + 1
*
[ 4/7 ] 
f(z) = -49/204*z^3 - 137/204*z + 1
*
[ 9/14 ] 
f(z) = -49/216*z^3 - 133/288*z + 1
*
[ 3/5 ] 
f(z) = -50/201*z^3 - 116/201*z + 1
*
8/7 | 0.12634876697618794245414299712640666227 | 0.023846960881187601785774217987687877926
f(z) = -49/200*z^3 - 111/200*z + 1
*
[ 3/5 ] 
f(z) = -49/216*z^3 - 117/200*z + 1
*
[ 3/5 ] 
f(z) = -43/216*z^3 - 119/200*z + 1
*
[ 2/3 ] 
f(z) = -41/216*z^3 - 101/243*z + 1
*
[ 6/11 ] 
f(z) = -59/216*z^3 - 91/121*z + 1
*
[ 6/11 ] 
f(z) = -53/216*z^3 - 92/121*z + 1
*
[ 6/11 ] 
f(z) = -47/216*z^3 - 93/121*z + 1
*
[ 6/11 ] 
f(z) = -41/216*z^3 - 94/121*z + 1
*
[ 2/3 ] 
f(z) = -45/202*z^3 - 81/202*z + 1
*
[ 2/3 ] 
f(z) = -45/206*z^3 - 83/206*z + 1
*
[ 2/3 ] 
f(z) = -45/214*z^3 - 87/214*z + 1
*
[ 2/3 ] 
f(z) = -45/218*z^3 - 89/218*z + 1
*
[ 2/3 ] 
f(z) = -59/200*z^3 - 83/225*z + 1
*
[ 2/3 ] 
f(z) = -53/200*z^3 - 86/225*z + 1
*
[ 2/3 ] 
f(z) = -49/200*z^3 - 88/225*z + 1
*
[ 2/3 ] 
f(z) = -47/200*z^3 - 89/225*z + 1
*
[ 2/3 ] 
f(z) = -43/200*z^3 - 91/225*z + 1
*
[ 2/3 ] 
f(z) = -41/200*z^3 - 92/225*z + 1
*
[ 2/3 ] 
f(z) = -59/216*z^3 - 92/243*z + 1
*
[ 2/3 ] 
f(z) = -55/216*z^3 - 94/243*z + 1
*
[ 2/3 ] 
f(z) = -53/216*z^3 - 95/243*z + 1
*
[ 2/3 ] 
f(z) = -49/216*z^3 - 97/243*z + 1
*
[ 2/3 ] 
f(z) = -47/216*z^3 - 98/243*z + 1
*
[ 2/3 ] 
f(z) = -43/216*z^3 - 100/243*z + 1
*
[ 4/7 ] 
f(z) = -49/200*z^3 - 67/100*z + 1
*
[ 4/7 ] 
f(z) = -49/216*z^3 - 73/108*z + 1
*
[ 2/3 ] 
f(z) = -51/208*z^3 - 61/156*z + 1
*
[ 5/7 ] 
f(z) = -49/215*z^3 - 61/215*z + 1
*
[ 10/17 ] 
f(z) = -51/200*z^3 - 52/85*z + 1
*
[ 2/3 ] 
f(z) = -45/212*z^3 - 43/106*z + 1
*
[ 2/3 ] 
f(z) = -57/208*z^3 - 59/156*z + 1
*
[ 5/7 ] 
f(z) = -49/205*z^3 - 57/205*z + 1
*
[ 3/4 ] 
f(z) = -52/207*z^3 - 53/276*z + 1
*
[ 3/4 ] 
f(z) = -44/207*z^3 - 59/276*z + 1
*
[ 6/11 ] 
f(z) = -55/216*z^3 - 25/33*z + 1
*
[ 3/5 ] 
f(z) = -55/216*z^3 - 23/40*z + 1
*
[ 4/7 ] 
f(z) = -49/208*z^3 - 35/52*z + 1
*
[ 2/3 ] 
f(z) = -45/208*z^3 - 21/52*z + 1
*
[ 2/3 ] 
f(z) = -57/200*z^3 - 28/75*z + 1
*
[ 2/3 ] 
f(z) = -51/200*z^3 - 29/75*z + 1
*
[ 3/5 ] 
f(z) = -50/207*z^3 - 40/69*z + 1
*
[ 3/4 ] 
f(z) = -59/216*z^3 - 23/128*z + 1
*
[ 3/4 ] 
f(z) = -56/207*z^3 - 25/138*z + 1
*
[ 3/4 ] 
f(z) = -53/216*z^3 - 25/128*z + 1
*
[ 3/4 ] 
f(z) = -47/216*z^3 - 27/128*z + 1
*
[ 3/4 ] 
f(z) = -41/216*z^3 - 29/128*z + 1
*
[ 4/5 ] 
f(z) = -55/208*z^3 - 21/260*z + 1
*
[ 4/5 ] 
f(z) = -45/208*z^3 - 29/260*z + 1
*
[ 5/7 ] 
f(z) = -49/200*z^3 - 11/40*z + 1
*
[ 6/7 ] 
f(z) = -43/216*z^3 - 1/49*z + 1
*
[ 6/7 ] 
f(z) = -47/216*z^3 - 1/147*z + 1
*
[ 6/7 ] 
f(z) = -41/216*z^3 - 4/147*z + 1
*
[ -6 ] 
f(z) = -59/216*z^3 + 11*z + 1
*
[ 6/5 ] 
f(z) = -55/216*z^3 + 8/15*z + 1
*
[ 6 ] 
f(z) = -55/216*z^3 + 10*z + 1
*
[ -6/5 ] 
f(z) = -55/216*z^3 + 11/5*z + 1
*
[ -6 ] 
f(z) = -53/216*z^3 + 10*z + 1
*
[ 10/7 ] 
f(z) = -49/200*z^3 + 4/5*z + 1
*
[ -10/7 ] 
f(z) = -49/200*z^3 + 11/5*z + 1
*
30/7 | 0.17513501709964361486283404224469580251 | 0.026619293207704733180149859757295663062
f(z) = -49/200*z^3 + 18/5*z + 1
*
[ 6/7 ] 
f(z) = -49/216*z^3 + 1
*
6/7 | 0.13976311836387073218126347955590682108 | 0.021588736189602415052859404684003889416
f(z) = -49/216*z^3 + 3*z + 1
*
15/7 | 0.089853445911228615017007583317683381835 | 0.016716054331768136017288376620702442466
f(z) = -49/216*z^3 + 3/8*z + 1
*
[ -6/7 ] 
f(z) = -49/216*z^3 + 7/3*z + 1
*
[ 6 ] 
f(z) = -49/216*z^3 + 9*z + 1
*
[ -12/7 ] 
f(z) = -49/216*z^3 + 9/4*z + 1
*
30/7 | 0.19057339456203788623206855789175300025 | 0.028965818209548752923559879946684611962
f(z) = -49/216*z^3 + 10/3*z + 1
*
[ 12/7 ] 
f(z) = -49/216*z^3 + 13/12*z + 1
*
[ 18/7 ] 
f(z) = -49/216*z^3 + 19/9*z + 1
*
[ -6 ] 
f(z) = -47/216*z^3 + 9*z + 1
*
[ 6 ] 
f(z) = -43/216*z^3 + 8*z + 1
*
[ -6 ] 
f(z) = -41/216*z^3 + 8*z + 1
*
[ 3 ] 
f(z) = -41/216*z^3 + 19/8*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -59/200*z^3 + 17/25*z + 1
*
[ 6/5 ] 
f(z) = -59/216*z^3 + 14/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -59/216*z^3 + 16/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -57/200*z^3 + 16/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -55/216*z^3 + 14/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -53/200*z^3 + 14/25*z + 1
*
[ 6/5 ] 
f(z) = -53/216*z^3 + 13/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -53/216*z^3 + 13/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -51/200*z^3 + 13/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -49/200*z^3 + 12/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -49/216*z^3 + 11/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -47/200*z^3 + 11/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -47/216*z^3 + 10/27*z + 1
*
[ 6/5 ] 
f(z) = -47/216*z^3 + 12/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -43/200*z^3 + 9/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -43/216*z^3 + 8/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -41/200*z^3 + 8/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -41/216*z^3 + 7/27*z + 1
*
[ 6/5 ] 
f(z) = -41/216*z^3 + 11/25*z + 1
*
[ 6/7 ] 
f(z) = -55/216*z^3 + 1/49*z + 1
*
[ 12/11 ] 
f(z) = -55/216*z^3 + 17/44*z + 1
*
-4/3 | 0.15961193172465192507500194728346033158 | 0.029903661452394473834034362788298843441
f(z) = -45/208*z^3 + 7/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -45/208*z^3 + 19/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -43/208*z^3 + 17/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -41/208*z^3 + 15/52*z + 1
*
[ 6/7 ] 
f(z) = -49/200*z^3 + 1/75*z + 1
*
[ 6/7 ] 
f(z) = -49/204*z^3 + 1/102*z + 1
*
5/3 | 0.18215533545335084709614802630619796497 | 0.028475432007419188333462007880891193885
f(z) = -51/200*z^3 + 13/120*z + 1
*
[ 6/7 ] 
f(z) = -49/207*z^3 + 1/138*z + 1
*
[ 6/7 ] 
f(z) = -59/216*z^3 + 5/147*z + 1
*
[ 6/7 ] 
f(z) = -53/216*z^3 + 2/147*z + 1
*
[ 6/7 ] 
f(z) = -49/208*z^3 + 1/156*z + 1
*
[ 3 ] 
f(z) = -59/216*z^3 + 25/8*z + 1
*
[ 6 ] 
f(z) = -59/216*z^3 + 32/3*z + 1
*
-10/3 | 0.21733564502909567075655624097554300341 | 0.029772832602011582706738759459082727834
f(z) = -57/200*z^3 + 37/15*z + 1
*
-3 | 0.18347181112491049476050312132295160433 | 0.028937131530864511539054283761066281677
f(z) = -55/216*z^3 + 21/8*z + 1
*
-6/5 | 0.15383241806340216698667308052619485401 | 0.017818340918914961745428944280782554765
f(z) = -55/216*z^3 + 26/5*z + 1
*
[ -3 ] 
f(z) = -55/216*z^3 + 29/8*z + 1
*
[ -6 ] 
f(z) = -55/216*z^3 + 31/3*z + 1
*
[ -6/11 ] 
f(z) = -55/216*z^3 + 32/11*z + 1
*
[ 3 ] 
f(z) = -53/216*z^3 + 23/8*z + 1
*
[ 6 ] 
f(z) = -53/216*z^3 + 29/3*z + 1
*
-30/7 | 0.21733806770364115357504121121780173618 | 0.025812732592384754149204421027129689494
f(z) = -49/216*z^3 + 21/5*z + 1
*
-6/7 | 0.11519949887372471832551319645702084499 | 0.015369068672575170754599420867324956187
f(z) = -49/216*z^3 + 25/3*z + 1
*
[ -18/7 ] 
f(z) = -49/216*z^3 + 26/9*z + 1
*
[ -30/7 ] 
f(z) = -49/216*z^3 + 27/5*z + 1
*
[ -6 ] 
f(z) = -49/216*z^3 + 28/3*z + 1
*
[ 3 ] 
f(z) = -47/216*z^3 + 21/8*z + 1
*
[ 6 ] 
f(z) = -47/216*z^3 + 26/3*z + 1
*
[ -6 ] 
f(z) = -43/216*z^3 + 25/3*z + 1
*
[ -3 ] 
f(z) = -43/216*z^3 + 25/8*z + 1
*
[ 6 ] 
f(z) = -41/216*z^3 + 23/3*z + 1
*
[ 3/2 ] 
f(z) = -55/216*z^3 + 29/32*z + 1
*
[ 2 ] 
f(z) = -53/200*z^3 + 39/25*z + 1
*
[ 2 ] 
f(z) = -51/200*z^3 + 38/25*z + 1
*
[ 2 ] 
f(z) = -49/200*z^3 + 37/25*z + 1
*
[ 3/2 ] 
f(z) = -49/216*z^3 + 27/32*z + 1
*
[ 2 ] 
f(z) = -49/216*z^3 + 38/27*z + 1
*
[ 2 ] 
f(z) = -47/200*z^3 + 36/25*z + 1
*
[ 2 ] 
f(z) = -47/216*z^3 + 37/27*z + 1
*
[ 2 ] 
f(z) = -43/200*z^3 + 34/25*z + 1
*
[ 3/2 ] 
f(z) = -43/216*z^3 + 25/32*z + 1
*
[ 2 ] 
f(z) = -43/216*z^3 + 35/27*z + 1
*
[ 2 ] 
f(z) = -41/200*z^3 + 33/25*z + 1
*
[ 2 ] 
f(z) = -41/216*z^3 + 34/27*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -59/208*z^3 + 33/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -57/208*z^3 + 31/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -55/208*z^3 + 29/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -53/208*z^3 + 27/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -51/208*z^3 + 25/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -49/208*z^3 + 23/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -47/208*z^3 + 21/52*z + 1
*
-2/3 | 0.14439882488108659592455515175077058523 | 0.027053450996487686976087563591936986539
f(z) = -45/208*z^3 + 31/52*z + 1
*
[ 4/3 ] 
f(z) = -45/208*z^3 + 33/52*z + 1
*
[ 6/5 ] 
f(z) = -49/216*z^3 + 37/75*z + 1
*
[ 6/5 ] 
f(z) = -43/216*z^3 + 34/75*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -45/212*z^3 + 37/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -43/204*z^3 + 35/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -43/212*z^3 + 33/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -41/204*z^3 + 31/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -41/212*z^3 + 29/106*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = -57/208*z^3 + 37/156*z + 1
*
[ 20/21 ] 
f(z) = -49/200*z^3 + 31/180*z + 1
*
12/7 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -49/204*z^3 + 25/204*z + 1
*
[ 10/3 ] 
f(z) = -57/200*z^3 + 58/15*z + 1
*
[ 10/3 ] 
f(z) = -51/200*z^3 + 53/15*z + 1
*
-39/7 | 0.13915436821878182448587110890290269869 | 0.019253025199123376994412728510764680179
f(z) = -49/216*z^3 + 51/8*z + 1
*
[ 2 ] 
f(z) = -59/200*z^3 + 42/25*z + 1
*
[ 2 ] 
f(z) = -59/216*z^3 + 43/27*z + 1
*
[ 2 ] 
f(z) = -57/200*z^3 + 41/25*z + 1
*
[ 12/5 ] 
f(z) = -55/216*z^3 + 41/20*z + 1
*
[ 2 ] 
f(z) = -55/216*z^3 + 41/27*z + 1
*
[ 2 ] 
f(z) = -53/216*z^3 + 40/27*z + 1
*
[ 20/7 ] 
f(z) = -49/200*z^3 + 53/20*z + 1
*
[ -6/5 ] 
f(z) = -49/216*z^3 + 54/25*z + 1
*
-3 | 0.18421133715202825381642761832801291145 | 0.029689680425469140874639922123290270056
f(z) = -47/216*z^3 + 55/24*z + 1
*
[ -2 ] 
f(z) = -43/200*z^3 + 59/25*z + 1
*
[ -6/5 ] 
f(z) = -43/216*z^3 + 53/25*z + 1
*
[ 3 ] 
f(z) = -43/216*z^3 + 59/24*z + 1
*
[ -2 ] 
f(z) = -41/200*z^3 + 58/25*z + 1
*
-4/7 | 0.15961193172465192507500194728346033158 | 0.029903661452394473834034362788298843441
f(z) = -49/208*z^3 + 43/52*z + 1
*
[ 9/7 ] 
f(z) = -49/216*z^3 + 43/72*z + 1
*
[ 3/2 ] 
f(z) = -44/207*z^3 + 56/69*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -55/204*z^3 + 59/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -55/212*z^3 + 57/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -53/204*z^3 + 55/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -51/212*z^3 + 49/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -49/204*z^3 + 47/102*z + 1
*
[ 8/7 ] 
f(z) = -49/208*z^3 + 45/104*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -49/212*z^3 + 45/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -47/204*z^3 + 43/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -47/212*z^3 + 41/106*z + 1
*
[ 10/9 ] 
f(z) = -51/200*z^3 + 56/135*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.012313279783058701732093431801942912754
f(z) = -41/210*z^3 + 59/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -41/214*z^3 + 57/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -41/218*z^3 + 55/218*z + 1
*
-10/7 | 0.20210730237598171571667852716765879681 | 0.029092845952654043743778860359606593469
f(z) = -49/208*z^3 + 47/260*z + 1
*
-26/15 | 0.17230289659016504211296076173754421089 | 0.024802575506987057729800735594477020992
f(z) = -45/208*z^3 + 59/260*z + 1
*
[ -10/3 ] 
f(z) = -57/200*z^3 + 67/15*z + 1
*
[ -10/3 ] 
f(z) = -51/200*z^3 + 62/15*z + 1
*
[ 30/7 ] 
f(z) = -49/200*z^3 + 79/15*z + 1
*
[ 30/7 ] 
f(z) = -49/216*z^3 + 74/15*z + 1
*
[ -2 ] 
f(z) = -59/200*z^3 + 67/25*z + 1
*
-3 | 0.19023364546002626290678901532402944333 | 0.029715105587007325407265195985025175867
f(z) = -59/216*z^3 + 67/24*z + 1
*
[ -2 ] 
f(z) = -59/216*z^3 + 70/27*z + 1
*
[ -3/2 ] 
f(z) = -59/216*z^3 + 73/32*z + 1
*
[ -2 ] 
f(z) = -57/200*z^3 + 66/25*z + 1
*
[ -2 ] 
f(z) = -55/216*z^3 + 68/27*z + 1
*
[ 3 ] 
f(z) = -55/216*z^3 + 71/24*z + 1
*
[ -2 ] 
f(z) = -53/200*z^3 + 64/25*z + 1
*
-3 | 0.18347185045001407423819498592895252171 | 0.029085127974970089819597361449151548415
f(z) = -53/216*z^3 + 61/24*z + 1
*
[ -2 ] 
f(z) = -53/216*z^3 + 67/27*z + 1
*
[ -3/2 ] 
f(z) = -53/216*z^3 + 71/32*z + 1
*
[ -2 ] 
f(z) = -51/200*z^3 + 63/25*z + 1
*
[ -2 ] 
f(z) = -49/200*z^3 + 62/25*z + 1
*
-2/7 | 0.16825509141926054836493882796041112964 | 0.027039458283957634192846769980615140936
f(z) = -49/200*z^3 + 63/25*z + 1
*
[ -20/7 ] 
f(z) = -49/200*z^3 + 67/20*z + 1
*
[ 3 ] 
f(z) = -49/216*z^3 + 65/24*z + 1
*
[ -2 ] 
f(z) = -49/216*z^3 + 65/27*z + 1
*
[ -2 ] 
f(z) = -47/200*z^3 + 61/25*z + 1
*
[ -2 ] 
f(z) = -47/216*z^3 + 64/27*z + 1
*
[ -3/2 ] 
f(z) = -47/216*z^3 + 69/32*z + 1
*
[ -3 ] 
f(z) = -47/216*z^3 + 79/24*z + 1
*
[ -2 ] 
f(z) = -43/216*z^3 + 62/27*z + 1
*
[ -2 ] 
f(z) = -41/216*z^3 + 61/27*z + 1
*
[ -3/2 ] 
f(z) = -41/216*z^3 + 67/32*z + 1
*
[ -3 ] 
f(z) = -41/216*z^3 + 73/24*z + 1
*
[ 2 ] 
f(z) = -53/208*z^3 + 79/52*z + 1
*
[ 2 ] 
f(z) = -51/208*z^3 + 77/52*z + 1
*
[ 2 ] 
f(z) = -49/208*z^3 + 75/52*z + 1
*
[ 15/7 ] 
f(z) = -49/216*z^3 + 63/40*z + 1
*
[ 2 ] 
f(z) = -47/208*z^3 + 73/52*z + 1
*
[ 2 ] 
f(z) = -45/208*z^3 + 71/52*z + 1
*
[ 2 ] 
f(z) = -43/208*z^3 + 69/52*z + 1
*
[ 2 ] 
f(z) = -41/208*z^3 + 67/52*z + 1
*
[ 3/2 ] 
f(z) = -56/207*z^3 + 65/69*z + 1
*
[ 3/2 ] 
f(z) = -52/207*z^3 + 62/69*z + 1
*
[ 3/2 ] 
f(z) = -47/216*z^3 + 79/96*z + 1
*
[ 3/2 ] 
f(z) = -41/216*z^3 + 73/96*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -59/204*z^3 + 67/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -59/212*z^3 + 65/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -57/212*z^3 + 61/106*z + 1
*
[ 10/9 ] 
f(z) = -57/200*z^3 + 61/135*z + 1
*
[ 6/5 ] 
f(z) = -50/207*z^3 + 71/138*z + 1
*
6/11 | 0.26256300256506253720785226189377189550 | 0.027983999973235958888270152525464333919
f(z) = -55/216*z^3 + 73/165*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -47/218*z^3 + 79/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -45/202*z^3 + 79/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -45/206*z^3 + 77/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -45/214*z^3 + 73/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -45/218*z^3 + 71/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -43/202*z^3 + 71/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -43/206*z^3 + 69/206*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.012313279783058701732093431801942912754
f(z) = -43/210*z^3 + 67/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -43/214*z^3 + 65/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -43/218*z^3 + 63/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -41/202*z^3 + 63/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -41/206*z^3 + 61/206*z + 1
*
[ 42/41 ] 
f(z) = -41/216*z^3 + 64/287*z + 1
*
6 | 0.22819430957048873931264322882357592988 | 0.022910509657508422642347382308542087819
f(z) = -55/216*z^3 + 98/11*z + 1
*
[ -30/7 ] 
f(z) = -49/200*z^3 + 86/15*z + 1
*
[ -3 ] 
f(z) = -59/216*z^3 + 91/24*z + 1
*
[ -3 ] 
f(z) = -53/216*z^3 + 85/24*z + 1
*
138/35 | 0.16029672853013824985013524567896811480 | 0.016346642078636549766461072778450064036
f(z) = -49/216*z^3 + 84/25*z + 1
*
[ -24/7 ] 
f(z) = -49/216*z^3 + 95/24*z + 1
*
[ 2 ] 
f(z) = -59/208*z^3 + 85/52*z + 1
*
[ 2 ] 
f(z) = -57/208*z^3 + 83/52*z + 1
*
[ 2 ] 
f(z) = -55/208*z^3 + 81/52*z + 1
*
-102/55 | 0.23546671391748307611857639822184803757 | 0.023739978463431705087510944463826782513
f(z) = -55/216*z^3 + 94/55*z + 1
*
-3 | 0.093987015062130773804760606996571990507 | 0.011941610281642279564263974462669850307
f(z) = -55/216*z^3 + 97/40*z + 1
*
22/7 | 0.098843977561325470255747273362235546955 | 0.016639920526880046946729045938301042081
f(z) = -49/208*z^3 + 95/52*z + 1
*
15/7 | 0.20877827242959017310942991848840502108 | 0.026898367936880222341937707439783852945
f(z) = -49/216*z^3 + 87/40*z + 1
*
[ 3/2 ] 
f(z) = -59/216*z^3 + 91/96*z + 1
*
[ 3/2 ] 
f(z) = -53/216*z^3 + 85/96*z + 1
*
-3/5 | 0.20302045140604692035542750419878679212 | 0.029066384674962629464772012415432326149
f(z) = -55/216*z^3 + 91/120*z + 1
*
-2/3 | 0.14313106597745615182868458545637977303 | 0.022238614355698749959939825874076460654
f(z) = -57/208*z^3 + 97/156*z + 1
*
-2/3 | 0.15961296534107281479718314448619489903 | 0.024799446284768841693412426890998337528
f(z) = -51/208*z^3 + 95/156*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -51/214*z^3 + 97/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -51/218*z^3 + 95/218*z + 1
*
[ 8/7 ] 
f(z) = -49/200*z^3 + 89/200*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -49/202*z^3 + 95/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -49/206*z^3 + 93/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -49/214*z^3 + 89/214*z + 1
*
[ 8/7 ] 
f(z) = -49/216*z^3 + 91/216*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -49/218*z^3 + 87/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -47/202*z^3 + 87/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -47/206*z^3 + 85/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -47/210*z^3 + 83/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -47/214*z^3 + 81/214*z + 1
*
[ 10 ] 
f(z) = -43/200*z^3 + 112/5*z + 1
*
[ -10 ] 
f(z) = -43/200*z^3 + 113/5*z + 1
*
[ -12 ] 
f(z) = -43/216*z^3 + 119/4*z + 1
*
[ 10 ] 
f(z) = -41/200*z^3 + 107/5*z + 1
*
[ -10 ] 
f(z) = -41/200*z^3 + 108/5*z + 1
*
[ 12 ] 
f(z) = -41/216*z^3 + 113/4*z + 1
*
[ -2/7 ] 
f(z) = -49/200*z^3 + 113/25*z + 1
*
[ -6/7 ] 
f(z) = -59/216*z^3 + 116/49*z + 1
*
114/55 | 0.20153002014436622185251983482303281270 | 0.020075275562670865730314613067521151284
f(z) = -55/216*z^3 + 106/55*z + 1
*
42/55 | 0.18973543751034642126695512320856616101 | 0.018847966741395778580459372594759165396
f(z) = -55/216*z^3 + 109/55*z + 1
*
-18/5 | 0.23154511243990485312467591296943676047 | 0.029192574933216656351921550489539422311
f(z) = -55/216*z^3 + 116/45*z + 1
*
[ -6/7 ] 
f(z) = -53/216*z^3 + 115/49*z + 1
*
[ -5/7 ] 
f(z) = -49/200*z^3 + 101/40*z + 1
*
[ -6/7 ] 
f(z) = -47/216*z^3 + 114/49*z + 1
*
[ -4/3 ] 
f(z) = -45/208*z^3 + 111/52*z + 1
*
[ -2 ] 
f(z) = -41/208*z^3 + 119/52*z + 1
*
[ -6/7 ] 
f(z) = -41/216*z^3 + 113/49*z + 1
*
[ 18/11 ] 
f(z) = -55/216*z^3 + 106/99*z + 1
*
[ 10/7 ] 
f(z) = -49/216*z^3 + 103/135*z + 1
*
[ 4/3 ] 
f(z) = -57/208*z^3 + 115/156*z + 1
*
[ 4/3 ] 
f(z) = -51/208*z^3 + 107/156*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -57/218*z^3 + 119/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -55/202*z^3 + 119/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -55/206*z^3 + 117/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -55/214*z^3 + 113/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -55/218*z^3 + 111/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -53/202*z^3 + 111/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -53/206*z^3 + 109/206*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.012313157821914293652283319212537224060
f(z) = -53/210*z^3 + 107/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -53/214*z^3 + 105/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -53/218*z^3 + 103/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -51/202*z^3 + 103/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -51/206*z^3 + 101/206*z + 1
*
[ 5/4 ] 
f(z) = -48/205*z^3 + 116/205*z + 1
*
[ 5/4 ] 
f(z) = -48/215*z^3 + 118/215*z + 1
*
-4/5 | 0.15243198845424648764865522411922256224 | 0.021942207462183944474982118704727333025
f(z) = -55/208*z^3 + 109/260*z + 1
*
[ 10 ] 
f(z) = -53/200*z^3 + 137/5*z + 1
*
[ -10 ] 
f(z) = -53/200*z^3 + 138/5*z + 1
*
[ 10 ] 
f(z) = -51/200*z^3 + 132/5*z + 1
*
[ -10 ] 
f(z) = -51/200*z^3 + 133/5*z + 1
*
[ 10 ] 
f(z) = -49/200*z^3 + 127/5*z + 1
*
[ -10 ] 
f(z) = -49/200*z^3 + 128/5*z + 1
*
[ -12 ] 
f(z) = -49/216*z^3 + 135/4*z + 1
*
[ 10 ] 
f(z) = -47/200*z^3 + 122/5*z + 1
*
[ -10 ] 
f(z) = -47/200*z^3 + 123/5*z + 1
*
[ 12 ] 
f(z) = -47/216*z^3 + 129/4*z + 1
*
[ -2/7 ] 
f(z) = -49/216*z^3 + 122/27*z + 1
*
-33/7 | 0.20964701114793383016443521915389838467 | 0.029456366133410612627001436630487296850
f(z) = -49/216*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -59/208*z^3 + 137/52*z + 1
*
[ -2 ] 
f(z) = -57/208*z^3 + 135/52*z + 1
*
[ -2 ] 
f(z) = -55/208*z^3 + 133/52*z + 1
*
[ 30/11 ] 
f(z) = -55/216*z^3 + 139/55*z + 1
*
[ -2 ] 
f(z) = -53/208*z^3 + 131/52*z + 1
*
[ -2 ] 
f(z) = -51/208*z^3 + 129/52*z + 1
*
[ -2 ] 
f(z) = -47/208*z^3 + 125/52*z + 1
*
[ -2 ] 
f(z) = -45/208*z^3 + 123/52*z + 1
*
[ -2/3 ] 
f(z) = -45/208*z^3 + 135/52*z + 1
*
[ 10/3 ] 
f(z) = -43/200*z^3 + 139/45*z + 1
*
[ -2 ] 
f(z) = -43/208*z^3 + 121/52*z + 1
*
-4 | 0.15961202756353562282422482384088430482 | 0.025429519429384906765517497074809759448
f(z) = -43/208*z^3 + 133/52*z + 1
*
[ 10/3 ] 
f(z) = -41/200*z^3 + 134/45*z + 1
*
[ 2 ] 
f(z) = -43/204*z^3 + 137/102*z + 1
*
[ 2 ] 
f(z) = -43/212*z^3 + 139/106*z + 1
*
[ 2 ] 
f(z) = -41/204*z^3 + 133/102*z + 1
*
[ 2 ] 
f(z) = -41/212*z^3 + 135/106*z + 1
*
[ 3/2 ] 
f(z) = -58/207*z^3 + 133/138*z + 1
*
[ 5/3 ] 
f(z) = -51/200*z^3 + 133/120*z + 1
*
[ 3/2 ] 
f(z) = -50/207*z^3 + 121/138*z + 1
*
138/55 | 0.25076841993104273662228755027930524382 | 0.026726931776687774767153857537405948669
f(z) = -55/216*z^3 + 127/165*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -59/202*z^3 + 135/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -59/206*z^3 + 133/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -59/210*z^3 + 131/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -59/214*z^3 + 129/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -59/218*z^3 + 127/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -57/202*z^3 + 127/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -57/206*z^3 + 125/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -57/214*z^3 + 121/214*z + 1
*
[ 9/7 ] 
f(z) = -49/207*z^3 + 127/207*z + 1
*
[ 4/3 ] 
f(z) = -45/212*z^3 + 133/212*z + 1
*
[ 10 ] 
f(z) = -59/200*z^3 + 152/5*z + 1
*
[ -10 ] 
f(z) = -59/200*z^3 + 153/5*z + 1
*
[ 10 ] 
f(z) = -57/200*z^3 + 147/5*z + 1
*
[ -10 ] 
f(z) = -57/200*z^3 + 148/5*z + 1
*
[ -12 ] 
f(z) = -55/216*z^3 + 151/4*z + 1
*
[ 12 ] 
f(z) = -53/216*z^3 + 145/4*z + 1
*
[ -10/21 ] 
f(z) = -49/200*z^3 + 142/45*z + 1
*
[ 10/3 ] 
f(z) = -49/200*z^3 + 154/45*z + 1
*
-3 | 0.21630136821889683769396315943160572780 | 0.026235530324930523115788956800419376630
f(z) = -49/216*z^3 + 141/56*z + 1
*
[ 10/3 ] 
f(z) = -47/200*z^3 + 149/45*z + 1
*
-4 | 0.14820210159197792821216685063394302181 | 0.023191943670571983523602109025070839337
f(z) = -47/208*z^3 + 149/52*z + 1
*
[ -3/2 ] 
f(z) = -56/207*z^3 + 157/69*z + 1
*
[ -3/2 ] 
f(z) = -52/207*z^3 + 154/69*z + 1
*
[ -9/7 ] 
f(z) = -49/216*z^3 + 155/72*z + 1
*
[ -3/2 ] 
f(z) = -44/207*z^3 + 148/69*z + 1
*
[ -6/5 ] 
f(z) = -41/216*z^3 + 158/75*z + 1
*
[ 2 ] 
f(z) = -53/204*z^3 + 157/102*z + 1
*
[ 2 ] 
f(z) = -51/212*z^3 + 155/106*z + 1
*
[ 2 ] 
f(z) = -49/204*z^3 + 149/102*z + 1
*
[ 2 ] 
f(z) = -49/212*z^3 + 151/106*z + 1
*
[ 2 ] 
f(z) = -47/204*z^3 + 145/102*z + 1
*
[ 2 ] 
f(z) = -47/212*z^3 + 147/106*z + 1
*
[ 2 ] 
f(z) = -45/212*z^3 + 143/106*z + 1
*
[ 5/3 ] 
f(z) = -57/200*z^3 + 143/120*z + 1
*
[ 7/5 ] 
f(z) = -50/203*z^3 + 156/203*z + 1
*
[ 12 ] 
f(z) = -59/216*z^3 + 161/4*z + 1
*
[ -6/35 ] 
f(z) = -49/216*z^3 + 171/25*z + 1
*
[ 10/3 ] 
f(z) = -59/200*z^3 + 179/45*z + 1
*
-6/5 | 0.26159119241794602664262353643509640758 | 0.025016651848871751618966026416559771210
f(z) = -55/216*z^3 + 161/55*z + 1
*
[ 10/3 ] 
f(z) = -53/200*z^3 + 164/45*z + 1
*
-4 | 0.19384217304304980888572460189603013990 | 0.029641352580821188626513532930028619727
f(z) = -53/208*z^3 + 173/52*z + 1
*
-4 | 0.14283673405793212996456071977150346777 | 0.022001148707945374204350287512253074443
f(z) = -51/208*z^3 + 165/52*z + 1
*
[ -10/3 ] 
f(z) = -47/200*z^3 + 176/45*z + 1
*
[ -10/3 ] 
f(z) = -43/200*z^3 + 166/45*z + 1
*
[ -10/3 ] 
f(z) = -41/200*z^3 + 161/45*z + 1
*
[ -6/5 ] 
f(z) = -59/216*z^3 + 167/75*z + 1
*
[ -12/5 ] 
f(z) = -55/216*z^3 + 173/60*z + 1
*
[ -6/5 ] 
f(z) = -53/216*z^3 + 164/75*z + 1
*
[ -6/7 ] 
f(z) = -49/200*z^3 + 176/75*z + 1
*
[ -6/5 ] 
f(z) = -47/216*z^3 + 161/75*z + 1
*
[ 3 ] 
f(z) = -44/207*z^3 + 178/69*z + 1
*
[ 3 ] 
f(z) = -43/207*z^3 + 175/69*z + 1
*
[ 3 ] 
f(z) = -41/207*z^3 + 169/69*z + 1
*
[ 2 ] 
f(z) = -59/204*z^3 + 169/102*z + 1
*
[ 2 ] 
f(z) = -59/212*z^3 + 171/106*z + 1
*
[ 2 ] 
f(z) = -57/212*z^3 + 167/106*z + 1
*
[ 2 ] 
f(z) = -55/204*z^3 + 161/102*z + 1
*
[ 2 ] 
f(z) = -55/212*z^3 + 163/106*z + 1
*
0 | 0.15734113205500095997647551288412948048 | 0.026756270633778860356678700080720509838
f(z) = -43/210*z^3 + 179/105*z + 1
*
[ 12/5 ] 
f(z) = -43/216*z^3 + 173/100*z + 1
*
0 | 0.13747249196803782757344896223237555108 | 0.023399848996704756642380410329557429495
f(z) = -41/210*z^3 + 178/105*z + 1
*
[ 12/7 ] 
f(z) = -49/208*z^3 + 173/156*z + 1
*
[ 7/5 ] 
f(z) = -50/217*z^3 + 160/217*z + 1
*
-17/7 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = -49/204*z^3 + 169/204*z + 1
*
[ 3/2 ] 
f(z) = -44/201*z^3 + 166/201*z + 1
*
[ 3/2 ] 
f(z) = -44/213*z^3 + 170/213*z + 1
*
[ 3/2 ] 
f(z) = -44/219*z^3 + 172/219*z + 1
*
[ 10/7 ] 
f(z) = -41/200*z^3 + 176/245*z + 1
*
[ -48/7 ] 
f(z) = -49/216*z^3 + 189/16*z + 1
*
-4 | 0.17524863541374986217700796890067080513 | 0.026276135483155112430259666053811583599
f(z) = -59/208*z^3 + 197/52*z + 1
*
-4 | 0.14565947950472770000047113373654000893 | 0.022120591348293912041831530261613780187
f(z) = -55/208*z^3 + 181/52*z + 1
*
[ 18/5 ] 
f(z) = -55/216*z^3 + 181/45*z + 1
*
-138/55 | 0.30472074151268713682025484977893914582 | 0.028701140797865466053960148160593395846
f(z) = -55/216*z^3 + 189/55*z + 1
*
[ -10/3 ] 
f(z) = -53/200*z^3 + 191/45*z + 1
*
[ -10/3 ] 
f(z) = -49/200*z^3 + 181/45*z + 1
*
30/7 | 0.18793856136992826334100157014646812033 | 0.021069373621877735530113771782718944417
f(z) = -49/200*z^3 + 187/45*z + 1
*
-22/7 | 0.19471877270842736912112754108560066327 | 0.029151266010254256784173093890374801710
f(z) = -49/208*z^3 + 199/52*z + 1
*
5 | 0.19620128446170029547291854221708613260 | 0.028465325005397553865749523468417224000
f(z) = -41/200*z^3 + 197/40*z + 1
*
[ -2/3 ] 
f(z) = -57/200*z^3 + 197/75*z + 1
*
[ -2/3 ] 
f(z) = -51/200*z^3 + 196/75*z + 1
*
[ -3/5 ] 
f(z) = -50/207*z^3 + 190/69*z + 1
*
[ 3 ] 
f(z) = -50/207*z^3 + 196/69*z + 1
*
[ 3 ] 
f(z) = -49/207*z^3 + 193/69*z + 1
*
[ 3 ] 
f(z) = -47/207*z^3 + 187/69*z + 1
*
0 | 0.15734176053911309826028550598355253033 | 0.026631609980051738342667312266334619781
f(z) = -53/210*z^3 + 184/105*z + 1
*
[ 12/5 ] 
f(z) = -49/216*z^3 + 189/100*z + 1
*
0 | 0.15266522152915200113924180456130156283 | 0.025912158989967646272762098577501928532
f(z) = -47/210*z^3 + 181/105*z + 1
*
[ 15/7 ] 
f(z) = -49/200*z^3 + 199/120*z + 1
*
[ 12/7 ] 
f(z) = -41/216*z^3 + 191/196*z + 1
*
[ 3/2 ] 
f(z) = -56/201*z^3 + 193/201*z + 1
*
[ 3/2 ] 
f(z) = -56/213*z^3 + 197/213*z + 1
*
[ 3/2 ] 
f(z) = -56/219*z^3 + 199/219*z + 1
*
[ 3/2 ] 
f(z) = -52/201*z^3 + 184/201*z + 1
*
[ 3/2 ] 
f(z) = -52/213*z^3 + 188/213*z + 1
*
[ 3/2 ] 
f(z) = -52/219*z^3 + 190/219*z + 1
*
[ 11/7 ] 
f(z) = -49/209*z^3 + 197/209*z + 1
*
[ 10/7 ] 
f(z) = -47/200*z^3 + 191/245*z + 1
*
[ 10/7 ] 
f(z) = -43/200*z^3 + 181/245*z + 1
*
-3/7 | 0.16586415854533933996592541538021984581 | 0.019097973998845885606005429626363404412
f(z) = -49/216*z^3 + 219/8*z + 1
*
[ -10/3 ] 
f(z) = -59/200*z^3 + 206/45*z + 1
*
[ -18/5 ] 
f(z) = -55/216*z^3 + 206/45*z + 1
*
[ 26/7 ] 
f(z) = -49/208*z^3 + 207/52*z + 1
*
[ 4 ] 
f(z) = -45/208*z^3 + 219/52*z + 1
*
[ 4 ] 
f(z) = -43/208*z^3 + 211/52*z + 1
*
-5 | 0.20048140499616215306037575698274425404 | 0.028760460202693031889633263647878510860
f(z) = -41/200*z^3 + 213/40*z + 1
*
[ 4 ] 
f(z) = -41/208*z^3 + 203/52*z + 1
*
[ 3 ] 
f(z) = -56/207*z^3 + 214/69*z + 1
*
[ 3 ] 
f(z) = -55/207*z^3 + 211/69*z + 1
*
[ 3 ] 
f(z) = -53/207*z^3 + 205/69*z + 1
*
[ 3 ] 
f(z) = -52/207*z^3 + 202/69*z + 1
*
[ -3 ] 
f(z) = -41/207*z^3 + 215/69*z + 1
*
[ -3/2 ] 
f(z) = -55/216*z^3 + 215/96*z + 1
*
[ -3/2 ] 
f(z) = -49/216*z^3 + 209/96*z + 1
*
[ -3/2 ] 
f(z) = -43/216*z^3 + 203/96*z + 1
*
-2/5 | 0.21072528657019822486331800659367402364 | 0.028411199346258684478691944452667855860
f(z) = -55/216*z^3 + 208/135*z + 1
*
3 | 0.080952419331812510200400255651839491606 | 0.010723477597598341955258836352658953007
f(z) = -55/216*z^3 + 211/120*z + 1
*
[ 12/7 ] 
f(z) = -47/216*z^3 + 207/196*z + 1
*
[ 10/7 ] 
f(z) = -57/200*z^3 + 216/245*z + 1
*
[ 10/7 ] 
f(z) = -53/200*z^3 + 206/245*z + 1
*
[ 10/7 ] 
f(z) = -51/200*z^3 + 201/245*z + 1
*
[ 10/7 ] 
f(z) = -49/208*z^3 + 203/260*z + 1
*
[ 3/2 ] 
f(z) = -41/207*z^3 + 215/276*z + 1
*
[ -66/7 ] 
f(z) = -49/216*z^3 + 234/11*z + 1
*
-6/11 | 0.26987448471117808362601702084497945000 | 0.024998068652916902670456843024433914042
f(z) = -55/216*z^3 + 226/55*z + 1
*
5/7 | 0.18521275952355644513502379260424457251 | 0.026296827238454976681618883966361605818
f(z) = -49/200*z^3 + 229/40*z + 1
*
[ 4 ] 
f(z) = -47/208*z^3 + 227/52*z + 1
*
-5 | 0.20565489519996033823177004206376716259 | 0.029309724277811310313504597797733383487
f(z) = -43/200*z^3 + 223/40*z + 1
*
[ -4 ] 
f(z) = -43/208*z^3 + 237/52*z + 1
*
[ 5 ] 
f(z) = -41/200*z^3 + 237/40*z + 1
*
[ -4 ] 
f(z) = -41/208*z^3 + 229/52*z + 1
*
[ 3 ] 
f(z) = -59/207*z^3 + 223/69*z + 1
*
[ 3 ] 
f(z) = -58/207*z^3 + 220/69*z + 1
*
[ -3/7 ] 
f(z) = -49/207*z^3 + 233/69*z + 1
*
[ -3 ] 
f(z) = -49/207*z^3 + 239/69*z + 1
*
[ -3 ] 
f(z) = -47/207*z^3 + 233/69*z + 1
*
[ -3 ] 
f(z) = -44/207*z^3 + 224/69*z + 1
*
[ -3 ] 
f(z) = -43/207*z^3 + 221/69*z + 1
*
[ -18/11 ] 
f(z) = -55/216*z^3 + 227/99*z + 1
*
[ -24/11 ] 
f(z) = -55/216*z^3 + 235/88*z + 1
*
[ -10/17 ] 
f(z) = -51/200*z^3 + 237/85*z + 1
*
[ -6/7 ] 
f(z) = -49/204*z^3 + 239/102*z + 1
*
[ -8/7 ] 
f(z) = -49/208*z^3 + 227/104*z + 1
*
[ 8/3 ] 
f(z) = -45/208*z^3 + 225/104*z + 1
*
[ -2 ] 
f(z) = -43/204*z^3 + 239/102*z + 1
*
[ -2 ] 
f(z) = -41/204*z^3 + 235/102*z + 1
*
[ 12/7 ] 
f(z) = -59/216*z^3 + 239/196*z + 1
*
[ 12/7 ] 
f(z) = -53/216*z^3 + 223/196*z + 1
*
[ 5/3 ] 
f(z) = -54/205*z^3 + 232/205*z + 1
*
[ 5/3 ] 
f(z) = -54/215*z^3 + 236/215*z + 1
*
[ 7/4 ] 
f(z) = -48/203*z^3 + 234/203*z + 1
*
-3 | 0.15740204561516388763124561721341895446 | 0.028875607272996234039493504116973424016
f(z) = -41/204*z^3 + 233/204*z + 1
*
[ 10/7 ] 
f(z) = -59/200*z^3 + 221/245*z + 1
*
[ 3/2 ] 
f(z) = -49/207*z^3 + 239/276*z + 1
*
[ 3/2 ] 
f(z) = -47/207*z^3 + 233/276*z + 1
*
[ 3/2 ] 
f(z) = -43/207*z^3 + 221/276*z + 1
*
[ 36/7 ] 
f(z) = -49/216*z^3 + 245/36*z + 1
*
[ -36/7 ] 
f(z) = -49/216*z^3 + 259/36*z + 1
*
[ 4 ] 
f(z) = -55/208*z^3 + 259/52*z + 1
*
[ 4 ] 
f(z) = -53/208*z^3 + 251/52*z + 1
*
[ 4 ] 
f(z) = -51/208*z^3 + 243/52*z + 1
*
[ -4 ] 
f(z) = -47/208*z^3 + 253/52*z + 1
*
[ -4 ] 
f(z) = -45/208*z^3 + 245/52*z + 1
*
[ 5 ] 
f(z) = -43/200*z^3 + 247/40*z + 1
*
[ -5 ] 
f(z) = -41/200*z^3 + 253/40*z + 1
*
[ -3 ] 
f(z) = -55/207*z^3 + 257/69*z + 1
*
[ -3 ] 
f(z) = -53/207*z^3 + 251/69*z + 1
*
[ -3 ] 
f(z) = -52/207*z^3 + 248/69*z + 1
*
[ -3 ] 
f(z) = -50/207*z^3 + 242/69*z + 1
*
51/14 | 0.19229607027314877185507288049039504872 | 0.024824245618392376928459221958522160976
f(z) = -49/216*z^3 + 257/96*z + 1
*
[ -2 ] 
f(z) = -53/204*z^3 + 259/102*z + 1
*
[ -2 ] 
f(z) = -49/204*z^3 + 251/102*z + 1
*
[ -2 ] 
f(z) = -49/212*z^3 + 257/106*z + 1
*
[ -2 ] 
f(z) = -47/204*z^3 + 247/102*z + 1
*
[ -2 ] 
f(z) = -47/212*z^3 + 253/106*z + 1
*
[ -2 ] 
f(z) = -45/212*z^3 + 249/106*z + 1
*
[ -2 ] 
f(z) = -43/212*z^3 + 245/106*z + 1
*
[ -2 ] 
f(z) = -41/212*z^3 + 241/106*z + 1
*
[ -12/5 ] 
f(z) = -41/216*z^3 + 251/100*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016117039194930762793990367249656341490
f(z) = -59/200*z^3 + 259/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014012618509825847921143679085769383942
f(z) = -58/201*z^3 + 259/201*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016139554459108429172514263338365603363
f(z) = -57/200*z^3 + 257/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015380329559726180935490083559615863934
f(z) = -57/202*z^3 + 259/202*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014032193929588357352182938580418383791
f(z) = -56/201*z^3 + 257/201*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014042059525220233284777662654758582246
f(z) = -55/201*z^3 + 256/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015401815651494557616031935087289220424
f(z) = -55/202*z^3 + 257/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017718966221681498608115299167064512725
f(z) = -55/203*z^3 + 258/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012522016485240873477945159820355970206
f(z) = -55/204*z^3 + 259/204*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017731366773545789377597193568720042178
f(z) = -54/203*z^3 + 257/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017739303390068338559615635747393769673
f(z) = -54/205*z^3 + 259/205*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016185308453769818844291834067361650376
f(z) = -53/200*z^3 + 253/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014061948944833308379303110636334717819
f(z) = -53/201*z^3 + 254/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015423412739679781395150492728122308426
f(z) = -53/202*z^3 + 255/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017743833141632352380004033893194017526
f(z) = -53/203*z^3 + 256/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012539509556132639269301410204954939281
f(z) = -53/204*z^3 + 257/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017751661499680247670665455577644173621
f(z) = -53/205*z^3 + 258/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015445558805106306747071646923509695134
f(z) = -53/206*z^3 + 259/206*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014071973771576476075555051853647127715
f(z) = -52/201*z^3 + 253/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017756365946816843138140523588629266564
f(z) = -52/203*z^3 + 255/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017764084933211869843704512445179261757
f(z) = -52/205*z^3 + 257/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015330857119621973593623096378402768279
f(z) = -52/207*z^3 + 259/207*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016208556412748149988055221266814598994
f(z) = -51/200*z^3 + 251/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015445478231702680545931174394693375482
f(z) = -51/202*z^3 + 253/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017768965818378556340354822025425424787
f(z) = -51/203*z^3 + 254/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017776574304410754724621043372713654807
f(z) = -51/205*z^3 + 256/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015467253543311163334957974835057964175
f(z) = -51/206*z^3 + 257/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016247744967140026207758832773686487495
f(z) = -51/208*z^3 + 259/208*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014092186217321343201994590402050231979
f(z) = -50/201*z^3 + 251/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017781633394148696188505334577064534369
f(z) = -50/203*z^3 + 253/203*z + 1
*
[ 9/5 ] 
f(z) = -50/207*z^3 + 254/207*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015352274099126925962859676004416641833
f(z) = -50/207*z^3 + 257/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017803702882048156187968844745100875142
f(z) = -50/209*z^3 + 259/209*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016232058043900594089340744029931887133
f(z) = -49/200*z^3 + 249/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014102374880783912850621908711020580523
f(z) = -49/201*z^3 + 250/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015467545502206157909378759117762939263
f(z) = -49/202*z^3 + 251/202*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012574870993552828771430383891318624228
f(z) = -49/204*z^3 + 253/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017801753356314673267191892036126446842
f(z) = -49/205*z^3 + 254/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015489060579186899881299147870786049685
f(z) = -49/206*z^3 + 255/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015363067801740480974303549774906846118
f(z) = -49/207*z^3 + 256/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016270442825338544943743721265821152964
f(z) = -49/208*z^3 + 257/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017816105855652936824172735983776572865
f(z) = -49/209*z^3 + 258/209*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017807174253310920412848412218371201797
f(z) = -48/203*z^3 + 251/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017814444306468295383536261904534334058
f(z) = -48/205*z^3 + 253/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017828574390324693362847671022567538230
f(z) = -48/209*z^3 + 257/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017835441883898866559794567099098468939
f(z) = -48/211*z^3 + 259/211*z + 1
*
[ 7/4 ] 
f(z) = -48/217*z^3 + 240/217*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016255818286484698758967504250111307498
f(z) = -47/200*z^3 + 247/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014122919754327519073930640076570066156
f(z) = -47/201*z^3 + 248/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015489972702998733709822943732887246389
f(z) = -47/202*z^3 + 249/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017820048856505087299402191548380192122
f(z) = -47/203*z^3 + 250/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012593120122598356820061167453295306340
f(z) = -47/204*z^3 + 251/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017827203733486678731196280128138197067
f(z) = -47/205*z^3 + 252/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015510983777970511137981108231059566779
f(z) = -47/206*z^3 + 253/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015384828320666079761035007682143128260
f(z) = -47/207*z^3 + 254/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016293382265066014602328674640138288268
f(z) = -47/208*z^3 + 255/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017841109102039080439798339050075526346
f(z) = -47/209*z^3 + 256/209*z + 1
*
-1 | 0.065841464672245232784689378954993629236 | 0.011865302198949481793186154157510411256
f(z) = -47/210*z^3 + 257/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017847866968522057494119831173785152549
f(z) = -47/211*z^3 + 258/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016311224410339006763086042004818907030
f(z) = -47/212*z^3 + 259/212*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014133089442834019163925284801478261580
f(z) = -46/201*z^3 + 247/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017832993803831746619963942407139238376
f(z) = -46/203*z^3 + 249/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017840032293971992148474059141410748162
f(z) = -46/205*z^3 + 251/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017853710615075543232638015278361634413
f(z) = -46/209*z^3 + 255/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017860357731089193120418476658113639960
f(z) = -46/211*z^3 + 257/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014205865105313934591581226655635657211
f(z) = -46/213*z^3 + 259/213*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015512646692214950644846483652227694465
f(z) = -45/202*z^3 + 247/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017846009778221659238974282145172082303
f(z) = -45/203*z^3 + 248/203*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015533263162735639233148472407377093997
f(z) = -45/206*z^3 + 251/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016316567875200058247384447766546275098
f(z) = -45/208*z^3 + 253/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017866379562163236855377435317414574113
f(z) = -45/209*z^3 + 254/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017872914788674039662404889075323816698
f(z) = -45/211*z^3 + 256/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016334010948376060963677535279967938266
f(z) = -45/212*z^3 + 257/212*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015572646568038229526056194757000958428
f(z) = -45/214*z^3 + 259/214*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014154164151764197304784614984505358220
f(z) = -44/201*z^3 + 245/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017859097472117919034795270484752966093
f(z) = -44/203*z^3 + 247/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017865899487079384619049944018011340988
f(z) = -44/205*z^3 + 249/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015417910167850892584521341314649882403
f(z) = -44/207*z^3 + 251/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017885538766668957211916821432262369274
f(z) = -44/211*z^3 + 255/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014225710487697755845674587104379468479
f(z) = -44/213*z^3 + 257/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017898027197502225902014351654157156898
f(z) = -44/215*z^3 + 259/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016304135060873784028245595366013788096
f(z) = -43/200*z^3 + 243/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014164507059944792197501515638471850441
f(z) = -43/201*z^3 + 244/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015535572315529791137736739054344170259
f(z) = -43/202*z^3 + 245/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017872257587648665756742885869488914154
f(z) = -43/203*z^3 + 246/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012629839891961365976812630970505139776
f(z) = -43/204*z^3 + 247/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017878939478722661718278043179588933253
f(z) = -43/205*z^3 + 248/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015555785650991122628837937713288953685
f(z) = -43/206*z^3 + 249/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015429057330936438504299912416433858244
f(z) = -43/207*z^3 + 250/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016340004370198796153233858202956252697
f(z) = -43/208*z^3 + 251/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017891922332555231415329795589266594233
f(z) = -43/209*z^3 + 252/209*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.011898752327113930421888604115499284004
f(z) = -43/210*z^3 + 253/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017898230298931079256801571633720977066
f(z) = -43/211*z^3 + 254/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016357040011793719099512285304250643039
f(z) = -43/212*z^3 + 255/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014235525739594171438441543499134318635
f(z) = -43/213*z^3 + 256/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015594283801658143334278848287622518537
f(z) = -43/214*z^3 + 257/214*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013932715678950184420809600042629371532
f(z) = -43/216*z^3 + 259/216*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017892051322210096711779058242695383147
f(z) = -42/205*z^3 + 247/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017904797464924452578553318879955584361
f(z) = -42/209*z^3 + 251/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017910990027931661656063846057799824527
f(z) = -42/211*z^3 + 253/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017923030475445333962364252162418790571
f(z) = -42/215*z^3 + 257/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016328702184586571944837206338884464487
f(z) = -41/200*z^3 + 241/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014185934626700825604431660872937821017
f(z) = -41/201*z^3 + 242/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015558873276265078278416158629093244131
f(z) = -41/202*z^3 + 243/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017898797941614874505249089531445547236
f(z) = -41/203*z^3 + 244/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012648505111226313310194621604523176653
f(z) = -41/204*z^3 + 245/204*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015578674344951053382565312226702938085
f(z) = -41/206*z^3 + 247/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015451534965692345601437771423491533810
f(z) = -41/207*z^3 + 248/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016363696594599218682833517267450487861
f(z) = -41/208*z^3 + 249/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017917742649789477811473914008058872212
f(z) = -41/209*z^3 + 250/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011915912280530091796022898275057289973
f(z) = -41/210*z^3 + 251/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017923818604908682877504361441150111913
f(z) = -41/211*z^3 + 252/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016380316207398208912186440012920351384
f(z) = -41/212*z^3 + 253/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014255875851329109519981148585467523378
f(z) = -41/213*z^3 + 254/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015616269935483837171625276078904634694
f(z) = -41/214*z^3 + 255/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017935631596271898811931622847123744463
f(z) = -41/215*z^3 + 256/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013952179475645705542650920848671890865
f(z) = -41/216*z^3 + 257/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017941374729215512672732760674642980824
f(z) = -41/217*z^3 + 258/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015634245232936367214242752793845945297
f(z) = -41/218*z^3 + 259/218*z + 1
*
[ 3/2 ] 
f(z) = -55/207*z^3 + 257/276*z + 1
*
[ 3/2 ] 
f(z) = -53/207*z^3 + 251/276*z + 1
*
[ 4 ] 
f(z) = -59/208*z^3 + 275/52*z + 1
*
[ 4 ] 
f(z) = -57/208*z^3 + 267/52*z + 1
*
-6/5 | 0.23020408911844436723629800346550497360 | 0.020970735077294925850990745579337996024
f(z) = -55/216*z^3 + 271/55*z + 1
*
222/55 | 0.32479486650304674573969680460244156824 | 0.029557958752900176866764202813528068124
f(z) = -55/216*z^3 + 274/55*z + 1
*
[ -4 ] 
f(z) = -53/208*z^3 + 277/52*z + 1
*
[ -4 ] 
f(z) = -51/208*z^3 + 269/52*z + 1
*
[ 5 ] 
f(z) = -49/200*z^3 + 277/40*z + 1
*
[ -4 ] 
f(z) = -49/208*z^3 + 261/52*z + 1
*
[ 5 ] 
f(z) = -47/200*z^3 + 267/40*z + 1
*
[ -5 ] 
f(z) = -43/200*z^3 + 263/40*z + 1
*
[ -3 ] 
f(z) = -59/207*z^3 + 269/69*z + 1
*
[ -3 ] 
f(z) = -58/207*z^3 + 266/69*z + 1
*
[ -3 ] 
f(z) = -56/207*z^3 + 260/69*z + 1
*
[ -2 ] 
f(z) = -59/204*z^3 + 271/102*z + 1
*
[ -2 ] 
f(z) = -59/212*z^3 + 277/106*z + 1
*
[ -2 ] 
f(z) = -57/212*z^3 + 273/106*z + 1
*
[ -2 ] 
f(z) = -55/204*z^3 + 263/102*z + 1
*
[ -2 ] 
f(z) = -55/212*z^3 + 269/106*z + 1
*
[ -2 ] 
f(z) = -51/212*z^3 + 261/106*z + 1
*
[ -12/5 ] 
f(z) = -47/216*z^3 + 267/100*z + 1
*
[ -2/3 ] 
f(z) = -45/212*z^3 + 275/106*z + 1
*
[ -5/3 ] 
f(z) = -51/200*z^3 + 277/120*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017657929545270276976241225822631303450
f(z) = -60/203*z^3 + 263/203*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017683149150075882587433504093657972457
f(z) = -60/209*z^3 + 269/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017691249886359511777192002879428899273
f(z) = -60/211*z^3 + 271/211*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017714690372080276014639736277786752089
f(z) = -60/217*z^3 + 277/217*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014002721843050307759807355864045425780
f(z) = -59/201*z^3 + 260/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015358950727155341579296993676160990470
f(z) = -59/202*z^3 + 261/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017670010045019670589495048055862232399
f(z) = -59/203*z^3 + 262/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012487389719669184544792560304664961289
f(z) = -59/204*z^3 + 263/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017678471781119993235201226294469413419
f(z) = -59/205*z^3 + 264/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015382163164445847686678261541012298523
f(z) = -59/206*z^3 + 265/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015257632913311608898143902833206120033
f(z) = -59/207*z^3 + 266/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016159281731089439295635511545659151762
f(z) = -59/208*z^3 + 267/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017694928663219057831136494657329731088
f(z) = -59/209*z^3 + 268/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011768401989948091097976022039942838765
f(z) = -59/210*z^3 + 269/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017702932126072218095752141335072891126
f(z) = -59/211*z^3 + 270/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016179355065842265606344623372584952359
f(z) = -59/212*z^3 + 271/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014081573931429232346348961983305524469
f(z) = -59/213*z^3 + 272/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015426384241583811086236494815900665888
f(z) = -59/214*z^3 + 273/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017718508805625659093750801304915815454
f(z) = -59/215*z^3 + 274/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013784023616813501405210029110920114047
f(z) = -59/216*z^3 + 275/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017726089499588656895667839331899299822
f(z) = -59/217*z^3 + 276/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015447580786803622058552061651751010148
f(z) = -59/218*z^3 + 277/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014118390525717755648292754480247072387
f(z) = -59/219*z^3 + 278/219*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017690512197561723618044437963374224905
f(z) = -58/205*z^3 + 263/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015267932267162049549722074851352240421
f(z) = -58/207*z^3 + 265/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017706768004388861430645685821850640535
f(z) = -58/209*z^3 + 267/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017714673238481478340629493006697851940
f(z) = -58/211*z^3 + 269/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014091016699558480764967104668249641907
f(z) = -58/213*z^3 + 271/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017730057911248051279059292935921717786
f(z) = -58/215*z^3 + 273/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017737544763157086034888844780621237152
f(z) = -58/217*z^3 + 275/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014127436930352343419902481800338094287
f(z) = -58/219*z^3 + 277/219*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017694360124267632444889333511971041128
f(z) = -57/203*z^3 + 260/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017702614988413923609361825723294070966
f(z) = -57/205*z^3 + 262/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015403076458620587158613626150308747354
f(z) = -57/206*z^3 + 263/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016181056787419454297889879426751757597
f(z) = -57/208*z^3 + 265/208*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017726473751188167345680036776735694962
f(z) = -57/211*z^3 + 268/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016200776657490561065015579563438064122
f(z) = -57/212*z^3 + 269/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015446631903330764828659369057108976494
f(z) = -57/214*z^3 + 271/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017741664547542092711938452725395560419
f(z) = -57/215*z^3 + 272/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017749056654503493182683563487723633308
f(z) = -57/217*z^3 + 274/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015467394188444868815500772923044688086
f(z) = -57/218*z^3 + 275/218*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017714780728131318682813740459590616100
f(z) = -56/205*z^3 + 261/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015288690255198555987136077610235609997
f(z) = -56/207*z^3 + 263/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017730628339095216005731022279965974872
f(z) = -56/209*z^3 + 265/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017738334198578052750952776823729578508
f(z) = -56/211*z^3 + 267/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014109673315005688639466327175595599712
f(z) = -56/213*z^3 + 269/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017753329224195977330196719121009069263
f(z) = -56/215*z^3 + 271/215*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014145847293525689672700495327916156464
f(z) = -56/219*z^3 + 275/219*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015424206996149815164898626970825367046
f(z) = -55/206*z^3 + 261/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015299149863066113357746181970781705735
f(z) = -55/207*z^3 + 262/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016203056242049843333690775126201105602
f(z) = -55/208*z^3 + 263/208*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017750255121935531986452074260854069365
f(z) = -55/211*z^3 + 266/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016222415551127825663348428287384637802
f(z) = -55/212*z^3 + 267/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014118887508890802882670905103598332091
f(z) = -55/213*z^3 + 268/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015467199927364665562435656409315785669
f(z) = -55/214*z^3 + 269/214*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013820075570677378003534456258439537405
f(z) = -55/216*z^3 + 271/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017772252318408423527806928248939530498
f(z) = -55/217*z^3 + 272/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015487521072562673208514077028361710707
f(z) = -55/218*z^3 + 273/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014155028127695263358160017605898875818
f(z) = -55/219*z^3 + 274/219*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017754734561503228611043281427369740173
f(z) = -54/209*z^3 + 263/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017762237069559721556391041928898668116
f(z) = -54/211*z^3 + 265/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017776834769842934076175800752387695217
f(z) = -54/215*z^3 + 269/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017783937105715159391145940702540200969
f(z) = -54/217*z^3 + 271/217*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015320232788918614757096992438274920460
f(z) = -53/207*z^3 + 260/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016225284222864624531192182041328672498
f(z) = -53/208*z^3 + 261/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017766881289457426419925592038736736413
f(z) = -53/209*z^3 + 262/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011816043159014926494169160738483505730
f(z) = -53/210*z^3 + 263/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017774280596882956539473794931762089019
f(z) = -53/211*z^3 + 264/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014138014156787557112115523996962525444
f(z) = -53/213*z^3 + 266/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015487742285238945732718784735682951971
f(z) = -53/214*z^3 + 267/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017788676691043633834155709060938389392
f(z) = -53/215*z^3 + 268/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013838373457967622902697891199973690166
f(z) = -53/216*z^3 + 269/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017795680550505052016109736093860627263
f(z) = -53/217*z^3 + 270/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015507848978510377754448792064948910762
f(z) = -53/218*z^3 + 271/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014173342489482007982898469652851061854
f(z) = -53/219*z^3 + 272/219*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017779091194801854941087086503616597798
f(z) = -52/209*z^3 + 261/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017786386266591759876132317005844207783
f(z) = -52/211*z^3 + 263/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014147372489949078885867305648170023972
f(z) = -52/213*z^3 + 265/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017800578757240847037279598900740990680
f(z) = -52/215*z^3 + 267/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017807483176434744499921740907953014908
f(z) = -52/217*z^3 + 269/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014182661088466987434924476874803457396
f(z) = -52/219*z^3 + 271/219*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017791364861695652470309644501914453648
f(z) = -51/209*z^3 + 260/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017798554648750342722947365136679601264
f(z) = -51/211*z^3 + 262/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016266361087765189428378325829151125016
f(z) = -51/212*z^3 + 263/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015508612424537092406719023487787696931
f(z) = -51/214*z^3 + 265/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017812541511618360768036110048591387575
f(z) = -51/215*z^3 + 266/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017819345513869295006167621477917554626
f(z) = -51/217*z^3 + 268/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015528381490888601610372716807384407127
f(z) = -51/218*z^3 + 269/218*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017810786320926698919674605939675078252
f(z) = -50/211*z^3 + 261/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014166792483135070906421033442788232120
f(z) = -50/213*z^3 + 263/213*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017831268099994201617004887189483105301
f(z) = -50/217*z^3 + 267/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014201623790633238336411717622438896526
f(z) = -50/219*z^3 + 269/219*z + 1
*
[ 13/7 ] 
f(z) = -49/208*z^3 + 265/208*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017823081868321358437429599136244449945
f(z) = -49/211*z^3 + 260/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016288675912621923132242502572929321330
f(z) = -49/212*z^3 + 261/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014176298931969350644070309759633543982
f(z) = -49/213*z^3 + 262/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015529814672115866439325733407482980429
f(z) = -49/214*z^3 + 263/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017836651292965023550615773068154335331
f(z) = -49/215*z^3 + 264/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013875529438701300755227986617942272528
f(z) = -49/216*z^3 + 265/216*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015549239005607753506453155253890902390
f(z) = -49/218*z^3 + 267/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014211084108627303131313401147714683264
f(z) = -49/219*z^3 + 268/219*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017848799441976556589167162138890068034
f(z) = -48/215*z^3 + 263/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017855296201847636915935388082464043361
f(z) = -48/217*z^3 + 265/217*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014196020397504807067305227314408745963
f(z) = -47/213*z^3 + 260/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015551001878072887530324786344955524970
f(z) = -47/214*z^3 + 261/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017861010523498485624691248151770730023
f(z) = -47/215*z^3 + 262/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013894394342543469302262996967653913892
f(z) = -47/216*z^3 + 263/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017867402827090238529119700738647686238
f(z) = -47/217*z^3 + 264/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015570075136840066910710187827129111106
f(z) = -47/218*z^3 + 265/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014230149325130760012578669707123610341
f(z) = -47/219*z^3 + 266/219*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017873285117125514810992970496327803911
f(z) = -46/215*z^3 + 261/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017879571920292065498950104452654160051
f(z) = -46/217*z^3 + 263/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014239755097145124223191363646759886919
f(z) = -46/219*z^3 + 265/219*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017891804054503984358291066831168664434
f(z) = -45/217*z^3 + 262/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015591243912530352860404682437401091714
f(z) = -45/218*z^3 + 263/218*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017904099810319957811828620769032640205
f(z) = -44/217*z^3 + 261/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014259115195210601366557713971043171454
f(z) = -44/219*z^3 + 263/219*z + 1
*
[ 2 ] 
f(z) = -43/202*z^3 + 273/202*z + 1
*
[ 2 ] 
f(z) = -43/206*z^3 + 275/206*z + 1
*
[ 2 ] 
f(z) = -43/210*z^3 + 277/210*z + 1
*
[ 2 ] 
f(z) = -43/214*z^3 + 279/214*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017916459776006472743665868653611201824
f(z) = -43/217*z^3 + 260/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015612749781436576441811723966408433155
f(z) = -43/218*z^3 + 261/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014268684805725146756965198087761251164
f(z) = -43/219*z^3 + 262/219*z + 1
*
[ 2 ] 
f(z) = -41/202*z^3 + 265/202*z + 1
*
[ 2 ] 
f(z) = -41/206*z^3 + 267/206*z + 1
*
[ 2 ] 
f(z) = -41/210*z^3 + 269/210*z + 1
*
[ 2 ] 
f(z) = -41/214*z^3 + 271/214*z + 1
*
[ 2 ] 
f(z) = -41/218*z^3 + 273/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014288347703759634532690004354224453455
f(z) = -41/219*z^3 + 260/219*z + 1
*
[ 3/2 ] 
f(z) = -59/207*z^3 + 269/276*z + 1
*
[ 26/15 ] 
f(z) = -45/208*z^3 + 279/260*z + 1
*
[ -4 ] 
f(z) = -57/208*z^3 + 293/52*z + 1
*
[ -4 ] 
f(z) = -55/208*z^3 + 285/52*z + 1
*
[ -24/5 ] 
f(z) = -55/216*z^3 + 283/40*z + 1
*
3/5 | 0.25889592288162900475139865157168869329 | 0.028799592365683887394286630800038855123
f(z) = -55/216*z^3 + 297/40*z + 1
*
[ 5 ] 
f(z) = -53/200*z^3 + 297/40*z + 1
*
[ 5 ] 
f(z) = -51/200*z^3 + 287/40*z + 1
*
[ -5 ] 
f(z) = -49/200*z^3 + 293/40*z + 1
*
[ -5 ] 
f(z) = -47/200*z^3 + 283/40*z + 1
*
[ -10/19 ] 
f(z) = -57/200*z^3 + 283/95*z + 1
*
0 | 0.12765897301253733194510143127428409542 | 0.020040966626746045254225295232466999658
f(z) = -59/210*z^3 + 292/105*z + 1
*
[ -12/5 ] 
f(z) = -59/216*z^3 + 299/100*z + 1
*
0 | 0.18187851126773937403749943102352504604 | 0.028599166394415711328837557316078994832
f(z) = -53/210*z^3 + 289/105*z + 1
*
[ -12/5 ] 
f(z) = -53/216*z^3 + 283/100*z + 1
*
[ -4/7 ] 
f(z) = -49/200*z^3 + 283/100*z + 1
*
0 | 0.15216412330141861989676886981588859897 | 0.023966103672956487034284965499277517786
f(z) = -47/210*z^3 + 286/105*z + 1
*
0 | 0.18514509781955249963315815818381081437 | 0.029192928611083866159916024979726414975
f(z) = -43/210*z^3 + 284/105*z + 1
*
0 | 0.16231434819038225779254826516361903470 | 0.025607310736073181505238572410757279627
f(z) = -41/210*z^3 + 283/105*z + 1
*
[ -5/3 ] 
f(z) = -57/200*z^3 + 287/120*z + 1
*
[ -12/11 ] 
f(z) = -55/216*z^3 + 293/132*z + 1
*
[ -10/9 ] 
f(z) = -51/200*z^3 + 299/135*z + 1
*
[ -10/7 ] 
f(z) = -49/216*z^3 + 292/135*z + 1
*
[ 2 ] 
f(z) = -49/202*z^3 + 297/202*z + 1
*
[ 2 ] 
f(z) = -49/206*z^3 + 299/206*z + 1
*
[ 2 ] 
f(z) = -47/202*z^3 + 289/202*z + 1
*
-3 | 0.15740314042941462680839845315048426668 | 0.027812286429861645381546059673306761121
f(z) = -47/204*z^3 + 287/204*z + 1
*
[ 2 ] 
f(z) = -47/206*z^3 + 291/206*z + 1
*
[ 2 ] 
f(z) = -47/210*z^3 + 293/210*z + 1
*
[ 2 ] 
f(z) = -47/214*z^3 + 295/214*z + 1
*
[ 2 ] 
f(z) = -47/218*z^3 + 297/218*z + 1
*
[ 2 ] 
f(z) = -45/202*z^3 + 281/202*z + 1
*
[ 2 ] 
f(z) = -45/206*z^3 + 283/206*z + 1
*
[ 2 ] 
f(z) = -45/214*z^3 + 287/214*z + 1
*
[ 2 ] 
f(z) = -45/218*z^3 + 289/218*z + 1
*
[ 2 ] 
f(z) = -43/218*z^3 + 281/218*z + 1
*
[ 8/15 ] 
f(z) = -45/224*z^3 - 229/280*z + 1
*
[ 15/28 ] 
f(z) = -49/225*z^3 - 193/240*z + 1
*
[ 4/7 ] 
f(z) = -49/236*z^3 - 161/236*z + 1
*
[ 4/7 ] 
f(z) = -49/220*z^3 - 149/220*z + 1
*
[ 4/7 ] 
f(z) = -49/228*z^3 - 155/228*z + 1
*
[ 15/26 ] 
f(z) = -52/225*z^3 - 128/195*z + 1
*
[ 3/5 ] 
f(z) = -50/231*z^3 - 136/231*z + 1
*
[ 3/5 ] 
f(z) = -50/237*z^3 - 140/237*z + 1
*
-4/7 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -49/234*z^3 - 101/234*z + 1
*
[ 2/3 ] 
f(z) = -59/232*z^3 - 101/261*z + 1
*
[ 2/3 ] 
f(z) = -55/232*z^3 - 103/261*z + 1
*
[ 2/3 ] 
f(z) = -53/232*z^3 - 104/261*z + 1
*
[ 2/3 ] 
f(z) = -49/232*z^3 - 106/261*z + 1
*
[ 2/3 ] 
f(z) = -47/232*z^3 - 107/261*z + 1
*
[ 2/3 ] 
f(z) = -43/232*z^3 - 109/261*z + 1
*
[ 2/3 ] 
f(z) = -41/232*z^3 - 110/261*z + 1
*
[ 2/3 ] 
f(z) = -45/226*z^3 - 93/226*z + 1
*
[ 2/3 ] 
f(z) = -45/238*z^3 - 99/238*z + 1
*
[ 4/7 ] 
f(z) = -49/232*z^3 - 79/116*z + 1
*
[ 2/3 ] 
f(z) = -57/224*z^3 - 65/168*z + 1
*
[ 2/3 ] 
f(z) = -51/224*z^3 - 67/168*z + 1
*
[ 15/22 ] 
f(z) = -44/225*z^3 - 62/165*z + 1
*
[ 5/7 ] 
f(z) = -49/220*z^3 - 63/220*z + 1
*
[ 5/7 ] 
f(z) = -49/230*z^3 - 67/230*z + 1
*
[ 5/7 ] 
f(z) = -49/235*z^3 - 69/235*z + 1
*
[ 2/3 ] 
f(z) = -45/236*z^3 - 49/118*z + 1
*
-2/3 | 0.20750293811550161834976471382773694433 | 0.029554259594516977496714120483931328108
f(z) = -45/224*z^3 - 59/280*z + 1
*
[ 2/3 ] 
f(z) = -45/224*z^3 - 23/56*z + 1
*
[ 2/3 ] 
f(z) = -57/232*z^3 - 34/87*z + 1
*
[ 2/3 ] 
f(z) = -51/232*z^3 - 35/87*z + 1
*
[ 3/4 ] 
f(z) = -56/225*z^3 - 29/150*z + 1
*
[ 2/3 ] 
f(z) = -45/232*z^3 - 12/29*z + 1
*
[ 5/7 ] 
f(z) = -49/225*z^3 - 13/45*z + 1
*
[ 6/7 ] 
f(z) = -49/234*z^3 - 1/78*z + 1
*
[ 6/7 ] 
f(z) = -49/232*z^3 - 1/87*z + 1
*
[ 6/7 ] 
f(z) = -49/228*z^3 - 1/114*z + 1
*
[ 4/5 ] 
f(z) = -55/224*z^3 - 13/140*z + 1
*
[ 6/7 ] 
f(z) = -49/225*z^3 - 1/150*z + 1
*
[ 4/5 ] 
f(z) = -45/224*z^3 - 17/140*z + 1
*
[ 6/7 ] 
f(z) = -49/222*z^3 - 1/222*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -59/232*z^3 + 15/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -57/232*z^3 + 14/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -55/232*z^3 + 13/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -53/232*z^3 + 12/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -51/232*z^3 + 11/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -49/232*z^3 + 10/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -47/232*z^3 + 9/29*z + 1
*
[ 4/3 ] 
f(z) = -45/224*z^3 + 17/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -45/232*z^3 + 8/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -43/232*z^3 + 7/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -41/232*z^3 + 6/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -47/224*z^3 + 19/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -43/224*z^3 + 15/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -41/224*z^3 + 13/56*z + 1
*
[ 15/14 ] 
f(z) = -49/225*z^3 + 19/60*z + 1
*
[ 15/7 ] 
f(z) = -49/225*z^3 + 23/15*z + 1
*
[ -15/7 ] 
f(z) = -49/225*z^3 + 37/15*z + 1
*
[ 2 ] 
f(z) = -49/232*z^3 + 39/29*z + 1
*
[ 2 ] 
f(z) = -47/232*z^3 + 38/29*z + 1
*
[ 2 ] 
f(z) = -45/232*z^3 + 37/29*z + 1
*
[ 2 ] 
f(z) = -43/232*z^3 + 36/29*z + 1
*
[ 2 ] 
f(z) = -41/232*z^3 + 35/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -59/224*z^3 + 31/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -57/224*z^3 + 29/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -55/224*z^3 + 27/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -53/224*z^3 + 25/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -51/224*z^3 + 23/56*z + 1
*
[ 15/14 ] 
f(z) = -56/225*z^3 + 37/105*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -49/236*z^3 + 39/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -47/220*z^3 + 39/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -47/228*z^3 + 37/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -47/236*z^3 + 35/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -45/236*z^3 + 31/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -43/220*z^3 + 31/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -43/228*z^3 + 29/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -43/236*z^3 + 27/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -41/220*z^3 + 27/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -41/228*z^3 + 25/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -41/236*z^3 + 23/118*z + 1
*
16/7 | 0.066865437064252100394963075806141070226 | 0.012345679012345679012345679012345679012
f(z) = -49/225*z^3 + 31/225*z + 1
*
[ 14/15 ] 
f(z) = -45/224*z^3 + 29/280*z + 1
*
-8/5 | 0.20789333361537513344636301589405255022 | 0.029609862903330710114152093433758180838
f(z) = -45/224*z^3 + 39/280*z + 1
*
[ 2 ] 
f(z) = -59/232*z^3 + 44/29*z + 1
*
[ 2 ] 
f(z) = -57/232*z^3 + 43/29*z + 1
*
[ 2 ] 
f(z) = -55/232*z^3 + 42/29*z + 1
*
[ 2 ] 
f(z) = -53/232*z^3 + 41/29*z + 1
*
[ 2 ] 
f(z) = -51/232*z^3 + 40/29*z + 1
*
[ -4/3 ] 
f(z) = -45/224*z^3 + 59/28*z + 1
*
[ 3/2 ] 
f(z) = -44/225*z^3 + 58/75*z + 1
*
[ 4/3 ] 
f(z) = -57/224*z^3 + 59/84*z + 1
*
[ 5/4 ] 
f(z) = -56/225*z^3 + 53/90*z + 1
*
[ 4/3 ] 
f(z) = -51/224*z^3 + 55/84*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -57/220*z^3 + 59/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -57/236*z^3 + 55/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -55/228*z^3 + 53/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -55/236*z^3 + 51/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -53/220*z^3 + 51/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -53/228*z^3 + 49/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -53/236*z^3 + 47/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -51/220*z^3 + 47/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -51/236*z^3 + 43/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -49/220*z^3 + 43/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -49/228*z^3 + 41/114*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -43/226*z^3 + 59/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -43/230*z^3 + 57/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -43/234*z^3 + 55/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -43/238*z^3 + 53/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -41/222*z^3 + 53/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -41/226*z^3 + 51/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -41/230*z^3 + 49/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -41/234*z^3 + 47/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -41/238*z^3 + 45/238*z + 1
*
[ -2 ] 
f(z) = -59/232*z^3 + 73/29*z + 1
*
[ -2 ] 
f(z) = -57/232*z^3 + 72/29*z + 1
*
[ -2 ] 
f(z) = -55/232*z^3 + 71/29*z + 1
*
[ -2 ] 
f(z) = -53/232*z^3 + 70/29*z + 1
*
[ -2 ] 
f(z) = -51/232*z^3 + 69/29*z + 1
*
[ -2 ] 
f(z) = -49/232*z^3 + 68/29*z + 1
*
[ -2 ] 
f(z) = -47/232*z^3 + 67/29*z + 1
*
[ -2 ] 
f(z) = -45/232*z^3 + 66/29*z + 1
*
[ -2/3 ] 
f(z) = -45/232*z^3 + 75/29*z + 1
*
[ -2 ] 
f(z) = -43/232*z^3 + 65/29*z + 1
*
[ -2 ] 
f(z) = -41/232*z^3 + 64/29*z + 1
*
[ 2 ] 
f(z) = -51/224*z^3 + 79/56*z + 1
*
[ 2 ] 
f(z) = -47/224*z^3 + 75/56*z + 1
*
[ 2 ] 
f(z) = -45/224*z^3 + 73/56*z + 1
*
[ 2 ] 
f(z) = -43/224*z^3 + 71/56*z + 1
*
[ 2 ] 
f(z) = -41/224*z^3 + 69/56*z + 1
*
[ 3/2 ] 
f(z) = -56/225*z^3 + 67/75*z + 1
*
[ 3/2 ] 
f(z) = -52/225*z^3 + 64/75*z + 1
*
[ 10/7 ] 
f(z) = -49/225*z^3 + 67/90*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -59/220*z^3 + 63/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -59/228*z^3 + 61/114*z + 1
*
[ 4/3 ] 
f(z) = -45/232*z^3 + 69/116*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -49/234*z^3 + 79/234*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -47/222*z^3 + 77/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -47/226*z^3 + 75/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -47/230*z^3 + 73/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -47/234*z^3 + 71/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -47/238*z^3 + 69/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -45/226*z^3 + 67/226*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -45/238*z^3 + 61/238*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -43/222*z^3 + 61/222*z + 1
*
-8/5 | 0.13901981421845516247123521890677208712 | 0.019800334951916562656374906775220812523
f(z) = -55/224*z^3 + 71/280*z + 1
*
-14/15 | 0.17339028076920925573351211793482687410 | 0.024695656917238477265371388305254496433
f(z) = -45/224*z^3 + 69/280*z + 1
*
[ 2 ] 
f(z) = -59/224*z^3 + 87/56*z + 1
*
[ 2 ] 
f(z) = -57/224*z^3 + 85/56*z + 1
*
[ 5/2 ] 
f(z) = -56/225*z^3 + 97/45*z + 1
*
[ 2 ] 
f(z) = -55/224*z^3 + 83/56*z + 1
*
[ 2 ] 
f(z) = -53/224*z^3 + 81/56*z + 1
*
[ 5/2 ] 
f(z) = -52/225*z^3 + 92/45*z + 1
*
[ 5/2 ] 
f(z) = -44/225*z^3 + 82/45*z + 1
*
[ 10/7 ] 
f(z) = -49/220*z^3 + 83/110*z + 1
*
[ 15/13 ] 
f(z) = -52/225*z^3 + 86/195*z + 1
*
[ 5/4 ] 
f(z) = -44/225*z^3 + 91/180*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -53/226*z^3 + 99/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -53/230*z^3 + 97/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -53/234*z^3 + 95/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -53/238*z^3 + 93/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -51/226*z^3 + 91/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -51/230*z^3 + 89/230*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -49/222*z^3 + 85/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -49/226*z^3 + 83/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -49/230*z^3 + 81/230*z + 1
*
[ 8/7 ] 
f(z) = -49/232*z^3 + 93/232*z + 1
*
[ 4 ] 
f(z) = -47/224*z^3 + 115/28*z + 1
*
[ 4 ] 
f(z) = -45/224*z^3 + 111/28*z + 1
*
[ 4 ] 
f(z) = -43/224*z^3 + 107/28*z + 1
*
[ 4 ] 
f(z) = -41/224*z^3 + 103/28*z + 1
*
[ -4 ] 
f(z) = -41/224*z^3 + 117/28*z + 1
*
[ -5/7 ] 
f(z) = -49/225*z^3 + 113/45*z + 1
*
[ 8/3 ] 
f(z) = -45/224*z^3 + 115/56*z + 1
*
[ -5/2 ] 
f(z) = -44/225*z^3 + 118/45*z + 1
*
-6/7 | 0.16956774638880177277952386298246471851 | 0.029575728741644560094650744106216018741
f(z) = -49/234*z^3 + 103/78*z + 1
*
-4/3 | 0.19654584745314502568191718308811937490 | 0.029359029871561789752540917650530741792
f(z) = -57/224*z^3 + 101/84*z + 1
*
[ 10/7 ] 
f(z) = -49/232*z^3 + 106/145*z + 1
*
[ 3/2 ] 
f(z) = -46/225*z^3 + 119/150*z + 1
*
[ 15/11 ] 
f(z) = -44/225*z^3 + 104/165*z + 1
*
[ 5/4 ] 
f(z) = -52/225*z^3 + 101/180*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -59/234*z^3 + 119/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -59/238*z^3 + 117/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -57/226*z^3 + 115/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -57/230*z^3 + 113/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -57/238*z^3 + 109/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -55/222*z^3 + 109/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -55/226*z^3 + 107/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -55/234*z^3 + 103/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -55/238*z^3 + 101/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -53/222*z^3 + 101/222*z + 1
*
-7/3 | 0.10186420333835904199300757588928943000 | 0.018823145926818579747125692216424601634
f(z) = -45/224*z^3 + 117/224*z + 1
*
[ 4 ] 
f(z) = -59/224*z^3 + 139/28*z + 1
*
[ 4 ] 
f(z) = -57/224*z^3 + 135/28*z + 1
*
[ 15/4 ] 
f(z) = -56/225*z^3 + 127/30*z + 1
*
[ 4 ] 
f(z) = -55/224*z^3 + 131/28*z + 1
*
[ 4 ] 
f(z) = -53/224*z^3 + 127/28*z + 1
*
[ 4 ] 
f(z) = -51/224*z^3 + 123/28*z + 1
*
[ -4 ] 
f(z) = -51/224*z^3 + 137/28*z + 1
*
[ -2/7 ] 
f(z) = -49/232*z^3 + 131/29*z + 1
*
[ -4 ] 
f(z) = -47/224*z^3 + 129/28*z + 1
*
[ -4 ] 
f(z) = -45/224*z^3 + 125/28*z + 1
*
[ -4 ] 
f(z) = -43/224*z^3 + 121/28*z + 1
*
[ -5/2 ] 
f(z) = -56/225*z^3 + 133/45*z + 1
*
[ -2 ] 
f(z) = -55/224*z^3 + 139/56*z + 1
*
[ -2 ] 
f(z) = -53/224*z^3 + 137/56*z + 1
*
[ -5/2 ] 
f(z) = -52/225*z^3 + 128/45*z + 1
*
[ -2 ] 
f(z) = -51/224*z^3 + 135/56*z + 1
*
[ -2 ] 
f(z) = -47/224*z^3 + 131/56*z + 1
*
[ -2 ] 
f(z) = -45/224*z^3 + 129/56*z + 1
*
[ -2 ] 
f(z) = -43/224*z^3 + 127/56*z + 1
*
[ -2 ] 
f(z) = -41/224*z^3 + 125/56*z + 1
*
[ -15/14 ] 
f(z) = -49/225*z^3 + 131/60*z + 1
*
[ 2 ] 
f(z) = -41/220*z^3 + 137/110*z + 1
*
[ 2 ] 
f(z) = -41/228*z^3 + 139/114*z + 1
*
[ 3/2 ] 
f(z) = -58/225*z^3 + 137/150*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -59/222*z^3 + 125/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -59/226*z^3 + 123/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -59/230*z^3 + 121/230*z + 1
*
[ 9/7 ] 
f(z) = -49/225*z^3 + 131/225*z + 1
*
[ 5/4 ] 
f(z) = -48/235*z^3 + 122/235*z + 1
*
[ 4/3 ] 
f(z) = -45/236*z^3 + 139/236*z + 1
*
[ -4 ] 
f(z) = -59/224*z^3 + 153/28*z + 1
*
[ -4 ] 
f(z) = -57/224*z^3 + 149/28*z + 1
*
[ -15/4 ] 
f(z) = -56/225*z^3 + 143/30*z + 1
*
[ -4 ] 
f(z) = -55/224*z^3 + 145/28*z + 1
*
[ -4 ] 
f(z) = -53/224*z^3 + 141/28*z + 1
*
[ 30/7 ] 
f(z) = -49/225*z^3 + 143/30*z + 1
*
[ -30/7 ] 
f(z) = -49/225*z^3 + 157/30*z + 1
*
[ -2 ] 
f(z) = -59/224*z^3 + 143/56*z + 1
*
[ -2 ] 
f(z) = -57/224*z^3 + 141/56*z + 1
*
[ -2/3 ] 
f(z) = -45/224*z^3 + 145/56*z + 1
*
[ -8/3 ] 
f(z) = -45/224*z^3 + 157/56*z + 1
*
[ -3/2 ] 
f(z) = -44/225*z^3 + 158/75*z + 1
*
[ 2 ] 
f(z) = -51/220*z^3 + 157/110*z + 1
*
[ 2 ] 
f(z) = -49/220*z^3 + 153/110*z + 1
*
[ 2 ] 
f(z) = -49/228*z^3 + 155/114*z + 1
*
[ 2 ] 
f(z) = -49/236*z^3 + 157/118*z + 1
*
[ 2 ] 
f(z) = -47/220*z^3 + 149/110*z + 1
*
[ 2 ] 
f(z) = -47/228*z^3 + 151/114*z + 1
*
[ 2 ] 
f(z) = -47/236*z^3 + 153/118*z + 1
*
[ 2 ] 
f(z) = -45/236*z^3 + 149/118*z + 1
*
[ 2 ] 
f(z) = -43/220*z^3 + 141/110*z + 1
*
[ 2 ] 
f(z) = -43/228*z^3 + 143/114*z + 1
*
[ 2 ] 
f(z) = -43/236*z^3 + 145/118*z + 1
*
[ 2 ] 
f(z) = -41/236*z^3 + 141/118*z + 1
*
[ 4/3 ] 
f(z) = -47/224*z^3 + 157/252*z + 1
*
[ 4/3 ] 
f(z) = -43/224*z^3 + 149/252*z + 1
*
[ 4/3 ] 
f(z) = -41/224*z^3 + 145/252*z + 1
*
[ 15/2 ] 
f(z) = -44/225*z^3 + 178/15*z + 1
*
[ -3/2 ] 
f(z) = -56/225*z^3 + 167/75*z + 1
*
[ -3/2 ] 
f(z) = -52/225*z^3 + 164/75*z + 1
*
[ 3 ] 
f(z) = -43/225*z^3 + 179/75*z + 1
*
[ 3 ] 
f(z) = -41/225*z^3 + 173/75*z + 1
*
[ 3 ] 
f(z) = -41/234*z^3 + 175/78*z + 1
*
[ 5/2 ] 
f(z) = -46/225*z^3 + 169/90*z + 1
*
[ 2 ] 
f(z) = -59/220*z^3 + 173/110*z + 1
*
[ 2 ] 
f(z) = -59/228*z^3 + 175/114*z + 1
*
[ 2 ] 
f(z) = -57/220*z^3 + 169/110*z + 1
*
[ 2 ] 
f(z) = -57/236*z^3 + 173/118*z + 1
*
[ 15/7 ] 
f(z) = -56/225*z^3 + 176/105*z + 1
*
[ 2 ] 
f(z) = -55/228*z^3 + 167/114*z + 1
*
[ 2 ] 
f(z) = -55/236*z^3 + 169/118*z + 1
*
[ 2 ] 
f(z) = -53/220*z^3 + 161/110*z + 1
*
[ 2 ] 
f(z) = -53/228*z^3 + 163/114*z + 1
*
[ 2 ] 
f(z) = -53/236*z^3 + 165/118*z + 1
*
[ 2 ] 
f(z) = -51/236*z^3 + 161/118*z + 1
*
[ 15/8 ] 
f(z) = -56/225*z^3 + 161/120*z + 1
*
[ 12/7 ] 
f(z) = -49/234*z^3 + 161/156*z + 1
*
[ 28/15 ] 
f(z) = -45/224*z^3 + 163/140*z + 1
*
[ 7/5 ] 
f(z) = -50/231*z^3 + 164/231*z + 1
*
[ 10/7 ] 
f(z) = -49/230*z^3 + 169/230*z + 1
*
[ 3/2 ] 
f(z) = -44/237*z^3 + 178/237*z + 1
*
[ 4/3 ] 
f(z) = -55/224*z^3 + 173/252*z + 1
*
[ 4/3 ] 
f(z) = -53/224*z^3 + 169/252*z + 1
*
[ -15/2 ] 
f(z) = -44/225*z^3 + 182/15*z + 1
*
[ 3 ] 
f(z) = -49/225*z^3 + 197/75*z + 1
*
15/14 | 0.23755776279027691324866379491955900639 | 0.029689691561428043515222291625873505522
f(z) = -49/225*z^3 + 199/60*z + 1
*
[ -6/7 ] 
f(z) = -49/234*z^3 + 181/78*z + 1
*
[ 3 ] 
f(z) = -49/234*z^3 + 199/78*z + 1
*
[ 3 ] 
f(z) = -47/225*z^3 + 191/75*z + 1
*
[ 3 ] 
f(z) = -47/234*z^3 + 193/78*z + 1
*
[ 3 ] 
f(z) = -46/225*z^3 + 188/75*z + 1
*
[ 3 ] 
f(z) = -44/225*z^3 + 182/75*z + 1
*
[ 3 ] 
f(z) = -43/234*z^3 + 181/78*z + 1
*
[ 5/2 ] 
f(z) = -58/225*z^3 + 199/90*z + 1
*
[ -4/3 ] 
f(z) = -57/224*z^3 + 185/84*z + 1
*
[ -5/4 ] 
f(z) = -56/225*z^3 + 197/90*z + 1
*
[ -4/3 ] 
f(z) = -51/224*z^3 + 181/84*z + 1
*
[ -10/7 ] 
f(z) = -49/225*z^3 + 193/90*z + 1
*
4/3 | 0.18222121581685864050498404843263860326 | 0.024749422133509594872101512595652237502
f(z) = -45/224*z^3 + 197/140*z + 1
*
-8/3 | 0.10847588240552072981159295647159619409 | 0.016239878978877390806861891579315119152
f(z) = -57/224*z^3 + 199/168*z + 1
*
[ 3/2 ] 
f(z) = -52/231*z^3 + 194/231*z + 1
*
[ 3/2 ] 
f(z) = -52/237*z^3 + 196/237*z + 1
*
[ 4/3 ] 
f(z) = -59/224*z^3 + 181/252*z + 1
*
[ 15/2 ] 
f(z) = -52/225*z^3 + 208/15*z + 1
*
[ -15/2 ] 
f(z) = -52/225*z^3 + 212/15*z + 1
*
-10/7 | 0.099217853681288632927813840038576476038 | 0.014272310906476256276122662529399798958
f(z) = -49/225*z^3 + 209/45*z + 1
*
-14/3 | 0.14554475315591098154652071208124296184 | 0.021756871719727705739568692356421725614
f(z) = -45/224*z^3 + 201/56*z + 1
*
[ 3 ] 
f(z) = -56/225*z^3 + 218/75*z + 1
*
[ 3 ] 
f(z) = -55/234*z^3 + 217/78*z + 1
*
[ 3 ] 
f(z) = -53/225*z^3 + 209/75*z + 1
*
[ 3 ] 
f(z) = -53/234*z^3 + 211/78*z + 1
*
[ 3 ] 
f(z) = -52/225*z^3 + 206/75*z + 1
*
30/7 | 0.18233004099499525296839266210974162784 | 0.022621850451173328079854786580624236244
f(z) = -49/225*z^3 + 211/60*z + 1
*
[ 15/4 ] 
f(z) = -44/225*z^3 + 209/60*z + 1
*
[ -6/7 ] 
f(z) = -49/232*z^3 + 202/87*z + 1
*
[ 3/2 ] 
f(z) = -56/237*z^3 + 205/237*z + 1
*
[ 15/2 ] 
f(z) = -56/225*z^3 + 223/15*z + 1
*
[ -15/2 ] 
f(z) = -56/225*z^3 + 227/15*z + 1
*
[ 3 ] 
f(z) = -59/225*z^3 + 227/75*z + 1
*
[ 3 ] 
f(z) = -59/234*z^3 + 229/78*z + 1
*
[ 3 ] 
f(z) = -58/225*z^3 + 224/75*z + 1
*
[ 15/4 ] 
f(z) = -52/225*z^3 + 239/60*z + 1
*
[ -3 ] 
f(z) = -46/225*z^3 + 238/75*z + 1
*
[ -3 ] 
f(z) = -44/225*z^3 + 232/75*z + 1
*
[ -3 ] 
f(z) = -43/225*z^3 + 229/75*z + 1
*
[ -3 ] 
f(z) = -43/234*z^3 + 233/78*z + 1
*
[ -3 ] 
f(z) = -41/225*z^3 + 223/75*z + 1
*
[ -3 ] 
f(z) = -41/234*z^3 + 227/78*z + 1
*
[ -2/3 ] 
f(z) = -57/232*z^3 + 227/87*z + 1
*
[ -2/3 ] 
f(z) = -51/232*z^3 + 226/87*z + 1
*
[ -15/14 ] 
f(z) = -56/225*z^3 + 233/105*z + 1
*
[ -10/7 ] 
f(z) = -49/220*z^3 + 237/110*z + 1
*
[ 12/7 ] 
f(z) = -49/228*z^3 + 239/228*z + 1
*
[ 5 ] 
f(z) = -44/225*z^3 + 256/45*z + 1
*
[ 5 ] 
f(z) = -43/225*z^3 + 251/45*z + 1
*
[ 5 ] 
f(z) = -41/225*z^3 + 241/45*z + 1
*
[ -5 ] 
f(z) = -41/225*z^3 + 259/45*z + 1
*
[ -3 ] 
f(z) = -53/225*z^3 + 259/75*z + 1
*
[ -3 ] 
f(z) = -52/225*z^3 + 256/75*z + 1
*
[ -3 ] 
f(z) = -49/225*z^3 + 247/75*z + 1
*
[ -3/7 ] 
f(z) = -49/225*z^3 + 253/75*z + 1
*
[ -3 ] 
f(z) = -49/234*z^3 + 251/78*z + 1
*
[ -3 ] 
f(z) = -47/225*z^3 + 241/75*z + 1
*
[ -3 ] 
f(z) = -47/234*z^3 + 245/78*z + 1
*
[ -15/4 ] 
f(z) = -44/225*z^3 + 241/60*z + 1
*
[ -5/2 ] 
f(z) = -46/225*z^3 + 241/90*z + 1
*
[ -2 ] 
f(z) = -47/220*z^3 + 259/110*z + 1
*
[ -4/3 ] 
f(z) = -45/232*z^3 + 243/116*z + 1
*
[ -2 ] 
f(z) = -43/220*z^3 + 251/110*z + 1
*
[ -2 ] 
f(z) = -43/228*z^3 + 257/114*z + 1
*
[ -2 ] 
f(z) = -41/220*z^3 + 247/110*z + 1
*
[ -2 ] 
f(z) = -41/228*z^3 + 253/114*z + 1
*
[ -2 ] 
f(z) = -41/236*z^3 + 259/118*z + 1
*
[ 5/3 ] 
f(z) = -54/235*z^3 + 244/235*z + 1
*
[ 8/5 ] 
f(z) = -45/224*z^3 + 249/280*z + 1
*
[ 5 ] 
f(z) = -47/225*z^3 + 271/45*z + 1
*
[ 5 ] 
f(z) = -46/225*z^3 + 266/45*z + 1
*
[ -5 ] 
f(z) = -44/225*z^3 + 274/45*z + 1
*
[ -5 ] 
f(z) = -43/225*z^3 + 269/45*z + 1
*
[ -3 ] 
f(z) = -59/225*z^3 + 277/75*z + 1
*
[ -3 ] 
f(z) = -58/225*z^3 + 274/75*z + 1
*
[ -3 ] 
f(z) = -56/225*z^3 + 268/75*z + 1
*
[ -3 ] 
f(z) = -55/234*z^3 + 269/78*z + 1
*
[ -3 ] 
f(z) = -53/234*z^3 + 263/78*z + 1
*
[ -15/4 ] 
f(z) = -52/225*z^3 + 271/60*z + 1
*
[ -3/7 ] 
f(z) = -49/234*z^3 + 263/78*z + 1
*
[ -5/2 ] 
f(z) = -58/225*z^3 + 271/90*z + 1
*
[ -2 ] 
f(z) = -57/220*z^3 + 279/110*z + 1
*
[ -15/7 ] 
f(z) = -56/225*z^3 + 274/105*z + 1
*
[ -2 ] 
f(z) = -53/220*z^3 + 271/110*z + 1
*
[ -2 ] 
f(z) = -53/228*z^3 + 277/114*z + 1
*
[ -2 ] 
f(z) = -51/220*z^3 + 267/110*z + 1
*
[ -2 ] 
f(z) = -51/236*z^3 + 279/118*z + 1
*
[ -2 ] 
f(z) = -49/220*z^3 + 263/110*z + 1
*
-2/7 | 0.17667612398238547124040842852592393404 | 0.027967629900963723938492492797054362397
f(z) = -49/220*z^3 + 277/110*z + 1
*
[ -6/7 ] 
f(z) = -49/228*z^3 + 265/114*z + 1
*
[ -2 ] 
f(z) = -49/228*z^3 + 269/114*z + 1
*
[ -2 ] 
f(z) = -49/236*z^3 + 275/118*z + 1
*
[ -2 ] 
f(z) = -47/228*z^3 + 265/114*z + 1
*
[ -2 ] 
f(z) = -47/236*z^3 + 271/118*z + 1
*
[ -2 ] 
f(z) = -45/236*z^3 + 267/118*z + 1
*
[ -2 ] 
f(z) = -43/236*z^3 + 263/118*z + 1
*
2 | 0.15921269424556499883345756337756110803 | 0.022734714559294500849738343561097789490
f(z) = -45/224*z^3 + 275/168*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016217578478299420055088578404156564582
f(z) = -59/220*z^3 + 279/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017752125089086837555800906024794519894
f(z) = -58/221*z^3 + 279/221*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016238324098234100576049123214059489747
f(z) = -57/220*z^3 + 277/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017763451720450669467832280871970654604
f(z) = -57/221*z^3 + 278/221*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017774833709897514831549117235592940700
f(z) = -56/221*z^3 + 277/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017781751861267721699513095751611110996
f(z) = -56/223*z^3 + 279/223*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017786271538707592684983355714098728548
f(z) = -55/221*z^3 + 276/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011889872348474313884173975797020014225
f(z) = -55/222*z^3 + 277/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017793097395806543032869517403631724559
f(z) = -55/223*z^3 + 278/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016276833225013892164507134083590454087
f(z) = -55/224*z^3 + 279/224*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017797765694165866390336692006929447437
f(z) = -54/221*z^3 + 275/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017804498380816264089524564923835284078
f(z) = -54/223*z^3 + 277/223*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016280431087647724668341019122685579515
f(z) = -53/220*z^3 + 273/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017809316669659702585601626497507135527
f(z) = -53/221*z^3 + 274/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011905211921833928354944793758093140152
f(z) = -53/222*z^3 + 275/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017815955298380319259646887971743857626
f(z) = -53/223*z^3 + 276/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016297654643962359428060293212609382819
f(z) = -53/224*z^3 + 277/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015412381034405088334126302547457925954
f(z) = -53/225*z^3 + 278/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015546364511988119412052505195553424343
f(z) = -53/226*z^3 + 279/226*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017827468636596908660150856686428135457
f(z) = -52/223*z^3 + 275/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015422256567665462334495711242592958210
f(z) = -52/225*z^3 + 277/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017840216502792079160064701785873925208
f(z) = -52/227*z^3 + 279/227*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016301799715356912176315253772001462903
f(z) = -51/220*z^3 + 271/220*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017839038889676820070720694340225843175
f(z) = -51/223*z^3 + 274/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016318680863729369919376450297578068405
f(z) = -51/224*z^3 + 275/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015566135555006789016739842416894575984
f(z) = -51/226*z^3 + 277/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017851599340326403385096294162765613109
f(z) = -51/227*z^3 + 278/227*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017844315543870381370385094946428107717
f(z) = -50/221*z^3 + 271/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017850666558043213641669930451919400438
f(z) = -50/223*z^3 + 273/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017863037810647291661789951680161897989
f(z) = -50/227*z^3 + 277/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017869063612939564483646551073441022998
f(z) = -50/229*z^3 + 279/229*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016323383424671254719256442811919635227
f(z) = -49/220*z^3 + 269/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017856098858957315696566099488946778386
f(z) = -49/221*z^3 + 270/221*z + 1
*
[ 13/7 ] 
f(z) = -49/221*z^3 + 271/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011936349865505331571096328655865020751
f(z) = -49/222*z^3 + 271/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017862352148433416253791639414404480471
f(z) = -49/223*z^3 + 272/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015452175556576667749747126494593513298
f(z) = -49/225*z^3 + 274/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015586218014369977157662189213153043646
f(z) = -49/226*z^3 + 275/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017874532397423221035073477547854462371
f(z) = -49/227*z^3 + 276/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017880464856190438852055303408750008817
f(z) = -49/229*z^3 + 278/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015603944034189360075576121935311426376
f(z) = -49/230*z^3 + 279/230*z + 1
*
[ 13/7 ] 
f(z) = -49/234*z^3 + 277/234*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017867941556110580835924677249232384775
f(z) = -48/221*z^3 + 269/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017874096174002773710163162744307474131
f(z) = -48/223*z^3 + 271/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017886083590357210231476291724636612317
f(z) = -48/227*z^3 + 275/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017891921822184471777219371104200240502
f(z) = -48/229*z^3 + 277/229*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016345186080506488093558199457962266384
f(z) = -47/220*z^3 + 267/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017879844167495883125376447113010050279
f(z) = -47/221*z^3 + 268/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.011952153685345460076135104199959021134
f(z) = -47/222*z^3 + 269/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017885899154430610280739691293144514654
f(z) = -47/223*z^3 + 270/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016361362184218466783715377909573032395
f(z) = -47/224*z^3 + 271/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015472369501403554596448721458918354171
f(z) = -47/225*z^3 + 272/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015606499517510591188518105843007798667
f(z) = -47/226*z^3 + 273/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017897691885284963224004730197682952460
f(z) = -47/227*z^3 + 274/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012755091017958070350230534730499004991
f(z) = -47/228*z^3 + 275/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017903434995372218135352847303916853714
f(z) = -47/229*z^3 + 276/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015624020645542256837912129875732325338
f(z) = -47/230*z^3 + 277/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014294117023294960488375723006530674981
f(z) = -47/231*z^3 + 278/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016392232766168083387865249424903622425
f(z) = -47/232*z^3 + 279/232*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017891807232122524970105473137820099764
f(z) = -46/221*z^3 + 267/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017897761616028346503961139547285604854
f(z) = -46/223*z^3 + 269/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015482542176398038241254192361652051883
f(z) = -46/225*z^3 + 271/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017909357784274982022252343302592095922
f(z) = -46/227*z^3 + 273/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017915004866248532162299144588247006220
f(z) = -46/229*z^3 + 275/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014303276025254236690455018225115734683
f(z) = -46/231*z^3 + 277/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017926009615440738344573658555743364730
f(z) = -46/233*z^3 + 279/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017903831295958125885904408007433087598
f(z) = -45/221*z^3 + 266/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017909684091849827577020507830181584577
f(z) = -45/223*z^3 + 268/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016383024754703747484471333334813921707
f(z) = -45/224*z^3 + 269/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015626983586773740071358963145914651108
f(z) = -45/226*z^3 + 271/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017921081795730695722037972912966967562
f(z) = -45/227*z^3 + 272/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017926631931450869713690389126103834167
f(z) = -45/229*z^3 + 274/229*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016413201804875235636910683538403200159
f(z) = -45/232*z^3 + 277/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017937447192729072327640892685679084218
f(z) = -45/233*z^3 + 278/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017915916912045716194237658409087550711
f(z) = -44/221*z^3 + 265/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017921667121803916139473615667025119919
f(z) = -44/223*z^3 + 267/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015503041182373901272500992854386067151
f(z) = -44/225*z^3 + 269/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017932864434494654152946262301520754898
f(z) = -44/227*z^3 + 271/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017938316693859562934521627511743673884
f(z) = -44/229*z^3 + 273/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017948940670340517573078882846538967457
f(z) = -44/233*z^3 + 277/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017954117046972977307874677204246934386
f(z) = -44/235*z^3 + 279/235*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016389464195037679973749060633384735270
f(z) = -43/220*z^3 + 263/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017928064640623261786653752076945036544
f(z) = -43/221*z^3 + 264/221*z + 1
*
-1 | 0.066870535989926913611763149220958069879 | 0.011984547294475407132852343997814417378
f(z) = -43/222*z^3 + 265/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017933711252769404775146407393934382016
f(z) = -43/223*z^3 + 266/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016404907071682655807161181383072904473
f(z) = -43/224*z^3 + 267/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015513368430977478016181793388351115665
f(z) = -43/225*z^3 + 268/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015647673834297710575031431446977498838
f(z) = -43/226*z^3 + 269/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017944706221954835807424580886239063455
f(z) = -43/227*z^3 + 270/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012788451810546096637061005406417572788
f(z) = -43/228*z^3 + 271/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017950059662700114448485706766448076441
f(z) = -43/229*z^3 + 272/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015664418450883938867775835605041051319
f(z) = -43/230*z^3 + 273/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014330840062939624894348526717183609772
f(z) = -43/231*z^3 + 274/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016434377096398390396594447567659126107
f(z) = -43/232*z^3 + 275/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017960490534269499587776456528134933363
f(z) = -43/233*z^3 + 276/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013269036137057449418785644094577272149
f(z) = -43/234*z^3 + 277/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017965572558030589738063443342696610483
f(z) = -43/235*z^3 + 278/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016448448655925543406494605765798946488
f(z) = -43/236*z^3 + 279/236*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017940275049245680044883560598441921914
f(z) = -42/221*z^3 + 263/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017945817038712305126518905611531463625
f(z) = -42/223*z^3 + 265/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017956607686153121123028851550491001210
f(z) = -42/227*z^3 + 269/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017961861353647559483605224342582847502
f(z) = -42/229*z^3 + 271/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017972097276574005505928845282011434339
f(z) = -42/233*z^3 + 275/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017977084057061300136334755336369057147
f(z) = -42/235*z^3 + 277/235*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016411947897510205172199654612214745628
f(z) = -41/220*z^3 + 261/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017952548712909408727053682780026630146
f(z) = -41/221*z^3 + 262/221*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.012000655758500527522017246667647382764
f(z) = -41/222*z^3 + 263/222*z + 1
*
[ 2 ] 
f(z) = -41/222*z^3 + 275/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017957985040805572135704324367833783643
f(z) = -41/223*z^3 + 264/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016427013114607032006946695388443043770
f(z) = -41/224*z^3 + 265/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015534180757860753905373297573965220725
f(z) = -41/225*z^3 + 266/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015668573965009309686224239006978777100
f(z) = -41/226*z^3 + 267/226*z + 1
*
[ 2 ] 
f(z) = -41/226*z^3 + 277/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017968569361895983621527760076552981680
f(z) = -41/227*z^3 + 268/227*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.012805199071136179825886715595240340198
f(z) = -41/228*z^3 + 269/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017973722288932945698152550846099166092
f(z) = -41/229*z^3 + 270/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015685094950157423073556310091858532675
f(z) = -41/230*z^3 + 271/230*z + 1
*
[ 2 ] 
f(z) = -41/230*z^3 + 279/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014349752954265651222213595442042653814
f(z) = -41/231*z^3 + 272/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016455762263113454621600549986319698833
f(z) = -41/232*z^3 + 273/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017983761395474199623629033677972142908
f(z) = -41/233*z^3 + 274/233*z + 1
*
-1 | 0.074625943664397231547836003001505707000 | 0.013286271127445410407075685959428970088
f(z) = -41/234*z^3 + 275/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017988652030821558315768734303586600310
f(z) = -41/235*z^3 + 276/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016469489606323134440249256571789574558
f(z) = -41/236*z^3 + 277/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014378497228816917285102803939156932776
f(z) = -41/237*z^3 + 278/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015716384028598456426373846719911487837
f(z) = -41/238*z^3 + 279/238*z + 1
*
[ 15/8 ] 
f(z) = -44/225*z^3 + 277/240*z + 1
*
[ 5 ] 
f(z) = -52/225*z^3 + 296/45*z + 1
*
[ 5 ] 
f(z) = -49/225*z^3 + 281/45*z + 1
*
[ -5 ] 
f(z) = -49/225*z^3 + 299/45*z + 1
*
[ -5 ] 
f(z) = -47/225*z^3 + 289/45*z + 1
*
[ -5 ] 
f(z) = -46/225*z^3 + 284/45*z + 1
*
[ 14/3 ] 
f(z) = -45/224*z^3 + 289/56*z + 1
*
[ -3 ] 
f(z) = -59/234*z^3 + 281/78*z + 1
*
0 | 0.20324454514952152485250318331371392463 | 0.029937456340029420154739069478527208436
f(z) = -41/231*z^3 + 296/77*z + 1
*
[ -2 ] 
f(z) = -59/220*z^3 + 283/110*z + 1
*
[ -2 ] 
f(z) = -59/228*z^3 + 289/114*z + 1
*
[ -2 ] 
f(z) = -57/236*z^3 + 291/118*z + 1
*
[ -2 ] 
f(z) = -55/228*z^3 + 281/114*z + 1
*
[ -2 ] 
f(z) = -55/236*z^3 + 287/118*z + 1
*
[ -2 ] 
f(z) = -53/236*z^3 + 283/118*z + 1
*
[ -15/8 ] 
f(z) = -56/225*z^3 + 289/120*z + 1
*
2 | 0.19795956530319046530063829128674892237 | 0.028013937677735120656983554820550077636
f(z) = -51/224*z^3 + 293/168*z + 1
*
-45/14 | 0.20595429087125636004473707381263719950 | 0.028416140300336933222418820230740790076
f(z) = -49/225*z^3 + 281/180*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017729636004938459224767984640930033684
f(z) = -60/221*z^3 + 281/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017736914791350970861440673594698277094
f(z) = -60/223*z^3 + 283/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017751100459511313366221451557712959675
f(z) = -60/227*z^3 + 287/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017758013486418226189171803129807364452
f(z) = -60/229*z^3 + 289/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017771494547061159897417439042640689207
f(z) = -60/233*z^3 + 293/233*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017790894760512827484295271681489068908
f(z) = -60/239*z^3 + 299/239*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017740853340434799387568457023811604076
f(z) = -59/221*z^3 + 280/221*z + 1
*
-1 | 0.066870535989926913611763149220958069879 | 0.011859937856273352778298596800259535061
f(z) = -59/222*z^3 + 281/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017748043227862863632851532159088807823
f(z) = -59/223*z^3 + 282/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016235790839818825642708109471383033769
f(z) = -59/224*z^3 + 283/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015354122229046716868039909852274506532
f(z) = -59/225*z^3 + 284/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015487844065229373118777226466770095805
f(z) = -59/226*z^3 + 285/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017762054953577531692861398349424884051
f(z) = -59/227*z^3 + 286/227*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.012658647952255595010972186219722970289
f(z) = -59/228*z^3 + 287/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017768882883831307776296100042544517484
f(z) = -59/229*z^3 + 288/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015506970852115408557966351750746516068
f(z) = -59/230*z^3 + 289/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014187395156643391883513738696709081061
f(z) = -59/231*z^3 + 290/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016270557825841174143381393405621286403
f(z) = -59/232*z^3 + 291/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017782197372586061367195078273038448306
f(z) = -59/233*z^3 + 292/233*z + 1
*
-1 | 0.074625943664397231547836003001505707000 | 0.013137971114809303812723408097954670410
f(z) = -59/234*z^3 + 293/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017788689450285558531183533229172531052
f(z) = -59/235*z^3 + 294/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014219968920688199189894614477767755083
f(z) = -59/237*z^3 + 296/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015543809359476361892122171526753506105
f(z) = -59/238*z^3 + 297/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017801356418436433915371723301175695351
f(z) = -59/239*z^3 + 298/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017759225244769313324226763034251623690
f(z) = -58/223*z^3 + 281/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015363715662204145990478594897950347061
f(z) = -58/225*z^3 + 283/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017773061417163468839317761466141767333
f(z) = -58/227*z^3 + 285/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017779803471614022944673133452809059701
f(z) = -58/229*z^3 + 287/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014196043745557499733867914381879697423
f(z) = -58/231*z^3 + 289/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017792949880298371464852729904560306912
f(z) = -58/233*z^3 + 291/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017799359703720276103945086881516295699
f(z) = -58/235*z^3 + 293/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014228248919947749478208383789812096129
f(z) = -58/237*z^3 + 295/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017811865614697065152372604812275136699
f(z) = -58/239*z^3 + 297/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017770461301035226641835791412270198045
f(z) = -57/223*z^3 + 280/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016256213098114747652228225525591837121
f(z) = -57/224*z^3 + 281/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015507048503385936076770431306678389644
f(z) = -57/226*z^3 + 283/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017784120288972684211127290570659904659
f(z) = -57/227*z^3 + 284/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017790775678777887183742664985834682853
f(z) = -57/229*z^3 + 286/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015525998693577387308578842777795347128
f(z) = -57/230*z^3 + 287/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016290360638893769365590693511767619182
f(z) = -57/232*z^3 + 289/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017803752480651487514766453489863088217
f(z) = -57/233*z^3 + 290/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017810079310946297690591868380798037002
f(z) = -57/235*z^3 + 292/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016306669574951540868345636194514621761
f(z) = -57/236*z^3 + 293/236*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015562277197282160348138654761164272644
f(z) = -57/238*z^3 + 295/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017822422733834529703407062870620110331
f(z) = -57/239*z^3 + 296/239*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015383040977043083443927444498576428947
f(z) = -56/225*z^3 + 281/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017795232013023778413882734861371349158
f(z) = -56/227*z^3 + 283/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017801799939494669021694909679465073393
f(z) = -56/229*z^3 + 285/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017814605588965847895695294809166348828
f(z) = -56/233*z^3 + 289/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017820848678259869147765166558811371111
f(z) = -56/235*z^3 + 291/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014245289103215064013211363156315168264
f(z) = -56/237*z^3 + 293/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017833028164853430781681257728866021728
f(z) = -56/239*z^3 + 295/239*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015526669771332737519298354392029139166
f(z) = -55/226*z^3 + 281/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017806397038734332289368813959092629819
f(z) = -55/227*z^3 + 282/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012690302092413870993964770261154607948
f(z) = -55/228*z^3 + 283/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017812876693177298733993266910602888884
f(z) = -55/229*z^3 + 284/229*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016310349739444186947628759443577770594
f(z) = -55/232*z^3 + 287/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017825509625504161729547921058342224614
f(z) = -55/233*z^3 + 288/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013169726819478584833336970746853092055
f(z) = -55/234*z^3 + 289/234*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016326356440836297925465144274708224765
f(z) = -55/236*z^3 + 291/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014254050361616915041171985146331881035
f(z) = -55/237*z^3 + 292/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015580915053352182761357112270671760889
f(z) = -55/238*z^3 + 293/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017843682301290741373200659359543451836
f(z) = -55/239*z^3 + 294/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017817615821006481346516649712723433732
f(z) = -54/227*z^3 + 281/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017824006384562342062875392184821203895
f(z) = -54/229*z^3 + 283/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017836465015548073083973761238910277263
f(z) = -54/233*z^3 + 287/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017842538342412236589147924133318137136
f(z) = -54/235*z^3 + 289/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017854385541284640996574176660064427248
f(z) = -54/239*z^3 + 293/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017828888820314163513726846898269134019
f(z) = -53/227*z^3 + 280/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012706264642667286775071544688204085079
f(z) = -53/228*z^3 + 281/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017835189463794074980464269986925468829
f(z) = -53/229*z^3 + 282/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015564713869551121974017549750505110389
f(z) = -53/230*z^3 + 283/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014239902282086320171350388510139077265
f(z) = -53/231*z^3 + 284/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016330528257431664993605649586200477004
f(z) = -53/232*z^3 + 285/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017847472189476292247383638894616254337
f(z) = -53/233*z^3 + 286/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013185886743709333181914053826061680539
f(z) = -53/234*z^3 + 287/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017853459476144348740209330659841849571
f(z) = -53/235*z^3 + 288/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016346227166098982665409092166464438649
f(z) = -53/236*z^3 + 289/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014271146443949668677295437534287959951
f(z) = -53/237*z^3 + 290/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015599725723649219691294384031420718556
f(z) = -53/238*z^3 + 291/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017865138287644642193130082985091032005
f(z) = -53/239*z^3 + 292/239*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017846426386510196491083506847916502635
f(z) = -52/229*z^3 + 281/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014248799537733606961016069810210068533
f(z) = -52/231*z^3 + 283/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017858531582844227492729867446638465006
f(z) = -52/233*z^3 + 285/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017864432043902775151807124254133249407
f(z) = -52/235*z^3 + 287/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014280028497992783775607269148572276216
f(z) = -52/237*z^3 + 289/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017875940947923035508737784347081045276
f(z) = -52/239*z^3 + 291/239*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017857717613929217460653158920660619649
f(z) = -51/229*z^3 + 280/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015584176349550454589405337793429792249
f(z) = -51/230*z^3 + 281/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016350899398547018567783168859746115519
f(z) = -51/232*z^3 + 283/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017869643636465151629843167656121143796
f(z) = -51/233*z^3 + 284/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017875456476741046688256823276740108795
f(z) = -51/235*z^3 + 286/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016366284817718002218022357486864930934
f(z) = -51/236*z^3 + 287/236*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017886793934487682473162827508395277134
f(z) = -51/239*z^3 + 290/239*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014266905769403269182650589823767168361
f(z) = -50/231*z^3 + 281/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017880808796492938556201158945687256707
f(z) = -50/233*z^3 + 283/233*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014297368184370365845518745170143685504
f(z) = -50/237*z^3 + 287/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017897697664596186849166267983330317270
f(z) = -50/239*z^3 + 289/239*z + 1
*
-3 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = -49/228*z^3 + 289/228*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016371466446631230600384064177721454237
f(z) = -49/232*z^3 + 281/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017892027514506405953590630859587483312
f(z) = -49/233*z^3 + 282/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013218668579842062272312788981806946723
f(z) = -49/234*z^3 + 283/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017897662687876616850494595842303168927
f(z) = -49/235*z^3 + 284/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016386532536366478330158097743875761743
f(z) = -49/236*z^3 + 285/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014306374070987786851942021390010824910
f(z) = -49/237*z^3 + 286/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017908652560471475212620396664996757278
f(z) = -49/239*z^3 + 288/239*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017903300247595301244157175898155539606
f(z) = -48/233*z^3 + 281/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017908845354531799379556084354216760574
f(z) = -48/235*z^3 + 283/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017919659049378818737404356733300400545
f(z) = -48/239*z^3 + 287/239*z + 1
*
[ 2 ] 
f(z) = -47/222*z^3 + 299/222*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017914627458447968914780113023788026835
f(z) = -47/233*z^3 + 280/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013235295738120281110159012836112559852
f(z) = -47/234*z^3 + 281/234*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016406973538728893861480068597741435342
f(z) = -47/236*z^3 + 283/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014323963530403765263402864575139375717
f(z) = -47/237*z^3 + 284/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015657223585391532769544735101281516459
f(z) = -47/238*z^3 + 285/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017930717563704328895546662354028698328
f(z) = -47/239*z^3 + 286/239*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.017931372071537476981960266319427959175
f(z) = -46/235*z^3 + 281/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014333096396994204512718053410951534732
f(z) = -46/237*z^3 + 283/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017941828541034960644807272055853936103
f(z) = -46/239*z^3 + 285/239*z + 1
*
[ 2 ] 
f(z) = -45/226*z^3 + 293/226*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016427611119907909471582862550007126008
f(z) = -45/236*z^3 + 281/236*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015676754828110977776091064555803067270
f(z) = -45/238*z^3 + 283/238*z + 1
*
[ 2 ] 
f(z) = -45/238*z^3 + 299/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017952992424240057563479986671829918594
f(z) = -45/239*z^3 + 284/239*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014350942024222269268793274124981364576
f(z) = -44/237*z^3 + 281/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017964209661554474306518177814544529843
f(z) = -44/239*z^3 + 283/239*z + 1
*
[ 2 ] 
f(z) = -43/222*z^3 + 283/222*z + 1
*
[ 2 ] 
f(z) = -43/226*z^3 + 285/226*z + 1
*
[ 2 ] 
f(z) = -43/230*z^3 + 287/230*z + 1
*
[ 2 ] 
f(z) = -43/234*z^3 + 289/234*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014360205133927507139332865330638678309
f(z) = -43/237*z^3 + 280/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015696473900591040436380136596632092785
f(z) = -43/238*z^3 + 281/238*z + 1
*
[ 2 ] 
f(z) = -43/238*z^3 + 291/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017975480706663312699047465555627779373
f(z) = -43/239*z^3 + 282/239*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017986806018788308753866167127037431203
f(z) = -42/239*z^3 + 281/239*z + 1
*
3 | 0.16548261525889102586648857063809042671 | 0.029133377918162803068525254296412704324
f(z) = -41/228*z^3 + 293/228*z + 1
*
[ 2 ] 
f(z) = -41/234*z^3 + 281/234*z + 1
*
[ 2 ] 
f(z) = -41/238*z^3 + 283/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.017998186062775908899621704671423125524
f(z) = -41/239*z^3 + 280/239*z + 1
*
[ 8/5 ] 
f(z) = -55/224*z^3 + 281/280*z + 1
*
[ 9/16 ] 
f(z) = -56/243*z^3 - 203/288*z + 1
*
[ 5/9 ] 
f(z) = -57/250*z^3 - 197/270*z + 1
*
[ 5/9 ] 
f(z) = -51/250*z^3 - 199/270*z + 1
*
[ 4/7 ] 
f(z) = -49/244*z^3 - 167/244*z + 1
*
[ 7/12 ] 
f(z) = -54/245*z^3 - 179/280*z + 1
*
[ 3/5 ] 
f(z) = -50/249*z^3 - 148/249*z + 1
*
[ 5/9 ] 
f(z) = -43/250*z^3 - 121/162*z + 1
*
[ 5/9 ] 
f(z) = -53/250*z^3 - 119/162*z + 1
*
[ 10/17 ] 
f(z) = -51/250*z^3 - 107/170*z + 1
*
[ 2/3 ] 
f(z) = -45/242*z^3 - 101/242*z + 1
*
[ 2/3 ] 
f(z) = -45/254*z^3 - 107/254*z + 1
*
[ 2/3 ] 
f(z) = -59/248*z^3 - 110/279*z + 1
*
[ 2/3 ] 
f(z) = -55/248*z^3 - 112/279*z + 1
*
[ 2/3 ] 
f(z) = -53/248*z^3 - 113/279*z + 1
*
[ 2/3 ] 
f(z) = -49/248*z^3 - 115/279*z + 1
*
[ 2/3 ] 
f(z) = -47/248*z^3 - 116/279*z + 1
*
[ 2/3 ] 
f(z) = -43/248*z^3 - 118/279*z + 1
*
[ 2/3 ] 
f(z) = -41/248*z^3 - 119/279*z + 1
*
[ 4/7 ] 
f(z) = -49/248*z^3 - 85/124*z + 1
*
[ 7/12 ] 
f(z) = -48/245*z^3 - 68/105*z + 1
*
[ 5/8 ] 
f(z) = -59/250*z^3 - 65/128*z + 1
*
[ 3/5 ] 
f(z) = -55/243*z^3 - 79/135*z + 1
*
[ 5/8 ] 
f(z) = -49/250*z^3 - 67/128*z + 1
*
[ 2/3 ] 
f(z) = -57/256*z^3 - 77/192*z + 1
*
[ 2/3 ] 
f(z) = -51/256*z^3 - 79/192*z + 1
*
[ 5/7 ] 
f(z) = -49/240*z^3 - 71/240*z + 1
*
[ 5/7 ] 
f(z) = -49/255*z^3 - 77/255*z + 1
*
-5/42 | 0.11986731382930980548615292137910792877 | 0.013165027899114841725308568926526763610
f(z) = -49/250*z^3 - 43/72*z + 1
*
[ 2/3 ] 
f(z) = -45/244*z^3 - 51/122*z + 1
*
[ 3/4 ] 
f(z) = -58/243*z^3 - 43/216*z + 1
*
[ 3/4 ] 
f(z) = -50/243*z^3 - 47/216*z + 1
*
[ 3/4 ] 
f(z) = -46/243*z^3 - 49/216*z + 1
*
[ 8/15 ] 
f(z) = -45/256*z^3 - 33/40*z + 1
*
[ 9/14 ] 
f(z) = -56/243*z^3 - 29/63*z + 1
*
10/7 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -49/240*z^3 - 29/60*z + 1
*
[ 2/3 ] 
f(z) = -45/256*z^3 - 27/64*z + 1
*
[ 2/3 ] 
f(z) = -57/248*z^3 - 37/93*z + 1
*
[ 8/11 ] 
f(z) = -55/256*z^3 - 23/88*z + 1
*
[ 2/3 ] 
f(z) = -51/248*z^3 - 38/93*z + 1
*
[ 5/7 ] 
f(z) = -51/250*z^3 - 29/98*z + 1
*
[ 5/7 ] 
f(z) = -41/250*z^3 - 31/98*z + 1
*
[ 9/13 ] 
f(z) = -52/243*z^3 - 40/117*z + 1
*
[ 3/4 ] 
f(z) = -52/243*z^3 - 23/108*z + 1
*
[ 11/15 ] 
f(z) = -45/242*z^3 - 29/110*z + 1
*
[ 3/4 ] 
f(z) = -44/243*z^3 - 25/108*z + 1
*
[ 16/21 ] 
f(z) = -49/256*z^3 - 29/144*z + 1
*
9/5 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -50/243*z^3 - 7/18*z + 1
*
[ 5/7 ] 
f(z) = -49/250*z^3 - 3/10*z + 1
*
[ 4/7 ] 
f(z) = -49/256*z^3 - 11/16*z + 1
*
[ 5/6 ] 
f(z) = -57/250*z^3 - 1/24*z + 1
*
[ 3/5 ] 
f(z) = -50/243*z^3 - 16/27*z + 1
*
[ 9/14 ] 
f(z) = -49/243*z^3 - 17/36*z + 1
*
[ 2/3 ] 
f(z) = -45/248*z^3 - 13/31*z + 1
*
[ 3/4 ] 
f(z) = -56/243*z^3 - 11/54*z + 1
*
[ 6/7 ] 
f(z) = -49/243*z^3 - 1/54*z + 1
*
4/7 | 0.15440066241808434868041846853922583718 | 0.028172018733161444444785159647121822988
f(z) = -49/240*z^3 - 11/60*z + 1
*
[ 6/7 ] 
f(z) = -49/240*z^3 - 1/60*z + 1
*
[ 5/6 ] 
f(z) = -47/250*z^3 - 5/72*z + 1
*
[ 9/11 ] 
f(z) = -55/243*z^3 - 7/99*z + 1
*
[ 4/5 ] 
f(z) = -55/256*z^3 - 9/80*z + 1
*
[ 11/14 ] 
f(z) = -49/242*z^3 - 13/88*z + 1
*
[ 6/7 ] 
f(z) = -49/248*z^3 - 2/93*z + 1
*
[ 4/5 ] 
f(z) = -45/256*z^3 - 11/80*z + 1
*
[ 9/11 ] 
f(z) = -44/243*z^3 - 10/99*z + 1
*
20/19 | 0.25299484640024909989808286448597059518 | 0.026451411372405277226933887822398352748
f(z) = -57/250*z^3 - 13/114*z + 1
*
[ 7/9 ] 
f(z) = -54/245*z^3 - 16/105*z + 1
*
[ 5/6 ] 
f(z) = -51/250*z^3 - 7/120*z + 1
*
[ 6/7 ] 
f(z) = -49/256*z^3 - 5/192*z + 1
*
35/18 | 0.075382999043530138842635959581845721144 | 0.010336324736001289664376119088666596208
f(z) = -54/245*z^3 - 17/210*z + 1
*
[ 6/7 ] 
f(z) = -49/246*z^3 - 5/246*z + 1
*
[ 6/7 ] 
f(z) = -49/258*z^3 - 7/258*z + 1
*
[ 5/3 ] 
f(z) = -59/250*z^3 + 19/18*z + 1
*
[ 5 ] 
f(z) = -57/250*z^3 + 13/2*z + 1
*
[ -5 ] 
f(z) = -53/250*z^3 + 13/2*z + 1
*
[ -5/3 ] 
f(z) = -51/250*z^3 + 13/6*z + 1
*
[ 5/2 ] 
f(z) = -51/250*z^3 + 15/8*z + 1
*
[ 9/10 ] 
f(z) = -50/243*z^3 + 1/18*z + 1
*
[ 9/5 ] 
f(z) = -50/243*z^3 + 10/9*z + 1
*
-9/5 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -50/243*z^3 + 13/18*z + 1
*
18/5 | 0.18310204811135161523254087282042095077 | 0.029874457189271885832429252451186739081
f(z) = -50/243*z^3 + 17/9*z + 1
*
[ 9/7 ] 
f(z) = -49/243*z^3 + 5/9*z + 1
*
[ -9/7 ] 
f(z) = -49/243*z^3 + 19/9*z + 1
*
[ -5/7 ] 
f(z) = -49/250*z^3 + 5/2*z + 1
*
[ 20/7 ] 
f(z) = -49/250*z^3 + 9/4*z + 1
*
20/7 | 0.11080694664380455459994772264527136642 | 0.014987556268933785043930086787318374412
f(z) = -49/250*z^3 + 13/8*z + 1
*
-20/7 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = -49/250*z^3 + 17/10*z + 1
*
[ 5/3 ] 
f(z) = -49/250*z^3 + 17/18*z + 1
*
[ 8/7 ] 
f(z) = -49/256*z^3 + 3/8*z + 1
*
12/7 | 0.12836058899258246470689483730706973483 | 0.023148148148148148148148148148148148148
f(z) = -49/256*z^3 + 5/16*z + 1
*
24/7 | 0.15403270679109895764827380476848368179 | 0.025541493237275311440944629770169048036
f(z) = -49/256*z^3 + 13/8*z + 1
*
[ -8/7 ] 
f(z) = -49/256*z^3 + 17/8*z + 1
*
[ 5 ] 
f(z) = -47/250*z^3 + 11/2*z + 1
*
[ 4/3 ] 
f(z) = -45/256*z^3 + 9/16*z + 1
*
[ 8/3 ] 
f(z) = -45/256*z^3 + 15/8*z + 1
*
[ -5 ] 
f(z) = -43/250*z^3 + 11/2*z + 1
*
[ 5/2 ] 
f(z) = -41/250*z^3 + 13/8*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -59/248*z^3 + 14/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -57/248*z^3 + 13/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -55/248*z^3 + 12/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -53/248*z^3 + 11/31*z + 1
*
[ 5/4 ] 
f(z) = -53/250*z^3 + 17/32*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -51/248*z^3 + 10/31*z + 1
*
[ 11/7 ] 
f(z) = -49/242*z^3 + 19/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -49/248*z^3 + 9/31*z + 1
*
[ 15/14 ] 
f(z) = -49/250*z^3 + 7/24*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -47/248*z^3 + 8/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -45/248*z^3 + 7/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -43/248*z^3 + 6/31*z + 1
*
[ 5/4 ] 
f(z) = -43/250*z^3 + 15/32*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -41/248*z^3 + 5/31*z + 1
*
[ 10/9 ] 
f(z) = -51/250*z^3 + 19/54*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -51/256*z^3 + 19/64*z + 1
*
-10/7 | 0.095119166040207908964752041817836980087 | 0.017355488542603353476261350106759627340
f(z) = -49/240*z^3 + 7/60*z + 1
*
-12/7 | 0.090839726101641317409725083701833494212 | 0.016574659884043035664179319951601190414
f(z) = -49/240*z^3 + 11/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -49/256*z^3 + 17/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -47/240*z^3 + 17/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -47/256*z^3 + 15/64*z + 1
*
[ 8/9 ] 
f(z) = -45/256*z^3 + 1/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -45/256*z^3 + 13/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -43/240*z^3 + 13/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -43/256*z^3 + 11/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -41/240*z^3 + 11/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -41/256*z^3 + 9/64*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -41/252*z^3 + 19/126*z + 1
*
[ 7/8 ] 
f(z) = -48/245*z^3 + 1/140*z + 1
*
[ 9/10 ] 
f(z) = -55/243*z^3 + 13/180*z + 1
*
[ 8/9 ] 
f(z) = -57/256*z^3 + 11/216*z + 1
*
[ 8/9 ] 
f(z) = -51/256*z^3 + 7/216*z + 1
*
[ 9/10 ] 
f(z) = -56/243*z^3 + 17/225*z + 1
*
[ 9/10 ] 
f(z) = -52/243*z^3 + 14/225*z + 1
*
[ 9/10 ] 
f(z) = -44/243*z^3 + 8/225*z + 1
*
[ 10/11 ] 
f(z) = -49/250*z^3 + 15/242*z + 1
*
[ -5/2 ] 
f(z) = -59/250*z^3 + 23/8*z + 1
*
[ -10/3 ] 
f(z) = -57/250*z^3 + 23/6*z + 1
*
10/3 | 0.12546090160097287601465041146123502555 | 0.017497741961023452279541535894786422309
f(z) = -57/250*z^3 + 26/15*z + 1
*
5 | 0.19489853345688418597719927300393974121 | 0.023780846544323536883513187972509112840
f(z) = -57/250*z^3 + 29/6*z + 1
*
[ 9/4 ] 
f(z) = -56/243*z^3 + 31/18*z + 1
*
10/3 | 0.20500273283848860625424157122665248508 | 0.027250344655241181186287876132586967029
f(z) = -51/250*z^3 + 37/15*z + 1
*
[ -9/5 ] 
f(z) = -50/243*z^3 + 20/9*z + 1
*
-18/5 | 0.18428817428846576889175424958181913972 | 0.028854181373017727184474769267307436088
f(z) = -50/243*z^3 + 22/9*z + 1
*
[ 18/7 ] 
f(z) = -49/243*z^3 + 35/18*z + 1
*
[ -5/2 ] 
f(z) = -49/250*z^3 + 21/8*z + 1
*
[ -10/7 ] 
f(z) = -49/250*z^3 + 21/10*z + 1
*
-5/7 | 0.17525791842920285413880653245515621492 | 0.021778773455652508024377568486101962924
f(z) = -49/250*z^3 + 25/2*z + 1
*
[ -30/7 ] 
f(z) = -49/250*z^3 + 29/6*z + 1
*
15/14 | 0.10172930503595369579975995777537929554 | 0.012412658777937271201761362448904518788
f(z) = -49/250*z^3 + 29/8*z + 1
*
-30/7 | 0.22413567284027311422803193248135213406 | 0.025027856761401561945683657587907740689
f(z) = -49/250*z^3 + 31/9*z + 1
*
30/7 | 0.15694422901414194719025754236037960804 | 0.022979351214097543498958152562210216317
f(z) = -49/250*z^3 + 37/10*z + 1
*
[ 16/7 ] 
f(z) = -49/256*z^3 + 25/16*z + 1
*
16/7 | 0.077016353395549478824136902384241840897 | 0.012543615884051791808036994973552756218
f(z) = -49/256*z^3 + 29/16*z + 1
*
4/7 | 0.077016353395549478824136902384241840897 | 0.012064897524297621159088996657888365616
f(z) = -49/256*z^3 + 37/16*z + 1
*
[ -16/7 ] 
f(z) = -49/256*z^3 + 39/16*z + 1
*
[ -8/3 ] 
f(z) = -45/256*z^3 + 21/8*z + 1
*
[ -4/3 ] 
f(z) = -45/256*z^3 + 33/16*z + 1
*
[ -10 ] 
f(z) = -41/250*z^3 + 35/2*z + 1
*
[ -5/3 ] 
f(z) = -41/250*z^3 + 37/18*z + 1
*
[ 5/3 ] 
f(z) = -57/250*z^3 + 31/30*z + 1
*
[ 3/2 ] 
f(z) = -56/243*z^3 + 23/27*z + 1
*
[ 3/2 ] 
f(z) = -52/243*z^3 + 22/27*z + 1
*
[ 5/3 ] 
f(z) = -51/250*z^3 + 29/30*z + 1
*
45/14 | 0.10235723951367723051045799026965148986 | 0.014878898900288135765644812241144620392
f(z) = -49/243*z^3 + 35/36*z + 1
*
-20/7 | 0.14532913897404472851673547507349589361 | 0.022065798857052632599489221591462694985
f(z) = -49/250*z^3 + 29/20*z + 1
*
[ 7/4 ] 
f(z) = -48/245*z^3 + 36/35*z + 1
*
[ 2 ] 
f(z) = -47/248*z^3 + 39/31*z + 1
*
[ 2 ] 
f(z) = -45/248*z^3 + 38/31*z + 1
*
[ 3/2 ] 
f(z) = -44/243*z^3 + 20/27*z + 1
*
[ 2 ] 
f(z) = -43/248*z^3 + 37/31*z + 1
*
[ 2 ] 
f(z) = -41/248*z^3 + 36/31*z + 1
*
[ 4/3 ] 
f(z) = -57/256*z^3 + 31/48*z + 1
*
[ 8/5 ] 
f(z) = -55/256*z^3 + 37/40*z + 1
*
[ 4/3 ] 
f(z) = -51/256*z^3 + 29/48*z + 1
*
[ 6/5 ] 
f(z) = -50/243*z^3 + 25/54*z + 1
*
[ 8/5 ] 
f(z) = -45/256*z^3 + 33/40*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -59/240*z^3 + 29/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -59/256*z^3 + 27/64*z + 1
*
[ 20/19 ] 
f(z) = -57/250*z^3 + 23/76*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -57/256*z^3 + 25/64*z + 1
*
[ 9/8 ] 
f(z) = -56/243*z^3 + 29/72*z + 1
*
[ 9/7 ] 
f(z) = -56/243*z^3 + 38/63*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -55/256*z^3 + 23/64*z + 1
*
[ 7/6 ] 
f(z) = -54/245*z^3 + 31/70*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -53/240*z^3 + 23/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -53/256*z^3 + 21/64*z + 1
*
27/14 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = -49/243*z^3 + 37/108*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -49/244*z^3 + 37/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -47/244*z^3 + 33/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -47/252*z^3 + 31/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -45/244*z^3 + 29/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -43/244*z^3 + 25/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -43/252*z^3 + 23/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -41/244*z^3 + 21/122*z + 1
*
[ 20/21 ] 
f(z) = -49/250*z^3 + 23/180*z + 1
*
[ 10/11 ] 
f(z) = -59/250*z^3 + 23/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -41/250*z^3 + 39/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -41/254*z^3 + 37/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = -41/258*z^3 + 35/258*z + 1
*
[ 16/17 ] 
f(z) = -51/256*z^3 + 31/272*z + 1
*
[ 10 ] 
f(z) = -59/250*z^3 + 49/2*z + 1
*
[ -9/4 ] 
f(z) = -56/243*z^3 + 47/18*z + 1
*
[ 9/2 ] 
f(z) = -56/243*z^3 + 49/9*z + 1
*
[ -9/2 ] 
f(z) = -56/243*z^3 + 53/9*z + 1
*
[ 10/3 ] 
f(z) = -53/250*z^3 + 55/18*z + 1
*
[ 9/2 ] 
f(z) = -52/243*z^3 + 46/9*z + 1
*
[ -9/2 ] 
f(z) = -52/243*z^3 + 50/9*z + 1
*
[ -10 ] 
f(z) = -51/250*z^3 + 43/2*z + 1
*
[ 5 ] 
f(z) = -51/250*z^3 + 59/10*z + 1
*
[ -9/10 ] 
f(z) = -50/243*z^3 + 41/18*z + 1
*
9/10 | 0.20753401655868045088011472207830479790 | 0.028416977162339843603800319542606067494
f(z) = -50/243*z^3 + 55/18*z + 1
*
[ -18/7 ] 
f(z) = -49/243*z^3 + 49/18*z + 1
*
[ 10 ] 
f(z) = -49/250*z^3 + 41/2*z + 1
*
30/7 | 0.21850152843226518495523275271121565111 | 0.028475847109255384941554730898440165708
f(z) = -49/250*z^3 + 43/15*z + 1
*
5/7 | 0.13485976167664059167408713507496358797 | 0.019077566099101057211391986592064136562
f(z) = -49/250*z^3 + 47/10*z + 1
*
[ -4/7 ] 
f(z) = -49/256*z^3 + 45/16*z + 1
*
-8/7 | 0.20634723781447520588313577037384302438 | 0.028045621695549370812042035592498312725
f(z) = -49/256*z^3 + 49/8*z + 1
*
-40/7 | 0.17748013054316828255661839019205777298 | 0.023867599063156934600469618211922745713
f(z) = -49/256*z^3 + 53/8*z + 1
*
-20/7 | 0.10270104189931217305475903457093155139 | 0.015231033655581042436177007036207522399
f(z) = -49/256*z^3 + 53/16*z + 1
*
[ -5 ] 
f(z) = -47/250*z^3 + 59/10*z + 1
*
[ 4 ] 
f(z) = -47/256*z^3 + 59/16*z + 1
*
4/3 | 0.10268849448070739182403608134914544330 | 0.015831937847693181915575229640311625835
f(z) = -45/256*z^3 + 41/16*z + 1
*
[ 9/2 ] 
f(z) = -44/243*z^3 + 40/9*z + 1
*
[ -9/2 ] 
f(z) = -44/243*z^3 + 44/9*z + 1
*
[ 10/3 ] 
f(z) = -43/250*z^3 + 47/18*z + 1
*
[ 5 ] 
f(z) = -43/250*z^3 + 51/10*z + 1
*
[ 4 ] 
f(z) = -43/256*z^3 + 55/16*z + 1
*
[ 5 ] 
f(z) = -41/250*z^3 + 49/10*z + 1
*
[ -5 ] 
f(z) = -41/250*z^3 + 53/10*z + 1
*
[ 4 ] 
f(z) = -41/256*z^3 + 53/16*z + 1
*
[ 2 ] 
f(z) = -59/248*z^3 + 45/31*z + 1
*
[ 2 ] 
f(z) = -57/248*z^3 + 44/31*z + 1
*
[ 8/3 ] 
f(z) = -57/256*z^3 + 53/24*z + 1
*
[ -3/2 ] 
f(z) = -56/243*z^3 + 59/27*z + 1
*
[ 2 ] 
f(z) = -55/248*z^3 + 43/31*z + 1
*
[ 2 ] 
f(z) = -53/248*z^3 + 42/31*z + 1
*
[ -3/2 ] 
f(z) = -52/243*z^3 + 58/27*z + 1
*
[ 9/4 ] 
f(z) = -52/243*z^3 + 59/36*z + 1
*
[ 2 ] 
f(z) = -51/248*z^3 + 41/31*z + 1
*
5/3 | 0.089414952275023959444698892982854988735 | 0.012254644711215642502049894481327415694
f(z) = -51/250*z^3 + 59/30*z + 1
*
[ 8/3 ] 
f(z) = -51/256*z^3 + 49/24*z + 1
*
[ -11/7 ] 
f(z) = -49/242*z^3 + 47/22*z + 1
*
[ 22/7 ] 
f(z) = -49/242*z^3 + 59/22*z + 1
*
18/7 | 0.18880696317768861366395842114517960566 | 0.026754424508097519387933171061531789553
f(z) = -49/243*z^3 + 43/36*z + 1
*
[ 2 ] 
f(z) = -49/248*z^3 + 40/31*z + 1
*
[ 15/7 ] 
f(z) = -49/250*z^3 + 43/30*z + 1
*
15/14 | 0.24143280439293446026214685073442844847 | 0.027819770689951634518287328622762591870
f(z) = -49/250*z^3 + 47/24*z + 1
*
[ -20/7 ] 
f(z) = -49/250*z^3 + 59/20*z + 1
*
[ 9/4 ] 
f(z) = -44/243*z^3 + 53/36*z + 1
*
[ -3/2 ] 
f(z) = -44/243*z^3 + 56/27*z + 1
*
[ 3 ] 
f(z) = -41/243*z^3 + 59/27*z + 1
*
[ 3/2 ] 
f(z) = -58/243*z^3 + 47/54*z + 1
*
[ 9/5 ] 
f(z) = -55/243*z^3 + 53/45*z + 1
*
[ 3/2 ] 
f(z) = -50/243*z^3 + 43/54*z + 1
*
[ 12/7 ] 
f(z) = -49/256*z^3 + 47/48*z + 1
*
[ 3/2 ] 
f(z) = -46/243*z^3 + 41/54*z + 1
*
[ 10/7 ] 
f(z) = -49/240*z^3 + 43/60*z + 1
*
-4/7 | 0.061279037525638543750663856732866089237 | 0.011181002504042308011763457471041831701
f(z) = -49/240*z^3 + 49/60*z + 1
*
[ 7/6 ] 
f(z) = -48/245*z^3 + 43/105*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -59/244*z^3 + 57/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -59/252*z^3 + 55/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -57/244*z^3 + 53/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -55/244*z^3 + 49/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -55/252*z^3 + 47/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -53/244*z^3 + 45/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -53/252*z^3 + 43/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -51/244*z^3 + 41/122*z + 1
*
[ 8/7 ] 
f(z) = -49/240*z^3 + 47/120*z + 1
*
[ 9/8 ] 
f(z) = -52/243*z^3 + 55/144*z + 1
*
[ 9/8 ] 
f(z) = -44/243*z^3 + 49/144*z + 1
*
[ 10/9 ] 
f(z) = -41/250*z^3 + 49/162*z + 1
*
[ 22/21 ] 
f(z) = -49/242*z^3 + 53/198*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -47/258*z^3 + 59/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -45/242*z^3 + 59/242*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -45/254*z^3 + 53/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -43/242*z^3 + 51/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -43/246*z^3 + 49/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -43/250*z^3 + 47/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -43/254*z^3 + 45/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -41/242*z^3 + 43/242*z + 1
*
[ 5 ] 
f(z) = -59/250*z^3 + 67/10*z + 1
*
[ -5 ] 
f(z) = -59/250*z^3 + 71/10*z + 1
*
[ 4 ] 
f(z) = -59/256*z^3 + 71/16*z + 1
*
[ -4 ] 
f(z) = -59/256*z^3 + 79/16*z + 1
*
[ -5 ] 
f(z) = -57/250*z^3 + 69/10*z + 1
*
[ 4 ] 
f(z) = -57/256*z^3 + 69/16*z + 1
*
[ -4 ] 
f(z) = -57/256*z^3 + 77/16*z + 1
*
[ 4 ] 
f(z) = -55/256*z^3 + 67/16*z + 1
*
[ -4 ] 
f(z) = -55/256*z^3 + 75/16*z + 1
*
[ 5 ] 
f(z) = -53/250*z^3 + 61/10*z + 1
*
[ 4 ] 
f(z) = -53/256*z^3 + 65/16*z + 1
*
[ -4 ] 
f(z) = -53/256*z^3 + 73/16*z + 1
*
[ -5 ] 
f(z) = -51/250*z^3 + 63/10*z + 1
*
[ 4 ] 
f(z) = -51/256*z^3 + 63/16*z + 1
*
[ -4 ] 
f(z) = -51/256*z^3 + 71/16*z + 1
*
[ 18/5 ] 
f(z) = -50/243*z^3 + 61/18*z + 1
*
-9/5 | 0.21675713516152333113454486300641495554 | 0.028898911148017403225234068928402524737
f(z) = -50/243*z^3 + 67/18*z + 1
*
[ -18/5 ] 
f(z) = -50/243*z^3 + 71/18*z + 1
*
[ -5 ] 
f(z) = -49/250*z^3 + 61/10*z + 1
*
-40/7 | 0.16804069856206063550603085198449520199 | 0.022219725131863710199448746263026300718
f(z) = -49/250*z^3 + 77/10*z + 1
*
[ 4 ] 
f(z) = -49/256*z^3 + 61/16*z + 1
*
-4/7 | 0.11026924778236070521068210572319618877 | 0.015495101247853600367840358561685641984
f(z) = -49/256*z^3 + 77/16*z + 1
*
[ -10/3 ] 
f(z) = -47/250*z^3 + 61/18*z + 1
*
[ -4 ] 
f(z) = -47/256*z^3 + 67/16*z + 1
*
[ -4 ] 
f(z) = -43/256*z^3 + 63/16*z + 1
*
[ -4 ] 
f(z) = -41/256*z^3 + 61/16*z + 1
*
[ 3 ] 
f(z) = -59/243*z^3 + 77/27*z + 1
*
[ -2 ] 
f(z) = -59/248*z^3 + 76/31*z + 1
*
[ 3 ] 
f(z) = -58/243*z^3 + 76/27*z + 1
*
[ -2 ] 
f(z) = -57/248*z^3 + 75/31*z + 1
*
[ -5/3 ] 
f(z) = -57/250*z^3 + 67/30*z + 1
*
[ -5/4 ] 
f(z) = -57/250*z^3 + 69/32*z + 1
*
[ -8/3 ] 
f(z) = -57/256*z^3 + 71/24*z + 1
*
[ 3 ] 
f(z) = -56/243*z^3 + 74/27*z + 1
*
[ 3 ] 
f(z) = -55/243*z^3 + 73/27*z + 1
*
[ -2 ] 
f(z) = -55/248*z^3 + 74/31*z + 1
*
[ 7/3 ] 
f(z) = -54/245*z^3 + 62/35*z + 1
*
[ 3 ] 
f(z) = -53/243*z^3 + 71/27*z + 1
*
[ -2 ] 
f(z) = -53/248*z^3 + 73/31*z + 1
*
[ 3 ] 
f(z) = -52/243*z^3 + 70/27*z + 1
*
[ -2 ] 
f(z) = -51/248*z^3 + 72/31*z + 1
*
[ -8/3 ] 
f(z) = -51/256*z^3 + 67/24*z + 1
*
[ 3 ] 
f(z) = -50/243*z^3 + 68/27*z + 1
*
[ -3/5 ] 
f(z) = -50/243*z^3 + 74/27*z + 1
*
-6/7 | 0.19304257358040767387171677320997169545 | 0.028491829222135533180833603861467324129
f(z) = -49/240*z^3 + 73/20*z + 1
*
[ -22/7 ] 
f(z) = -49/242*z^3 + 73/22*z + 1
*
-18/7 | 0.18310371217089508619724173850753384324 | 0.024224820609065012754658521017073247222
f(z) = -49/243*z^3 + 71/36*z + 1
*
-45/14 | 0.18310383941224745391350630166129052155 | 0.023887415293396034182163594131240641868
f(z) = -49/243*z^3 + 79/36*z + 1
*
[ -2 ] 
f(z) = -49/248*z^3 + 71/31*z + 1
*
55/28 | 0.20493774745077423904735864986670651910 | 0.022614019431945647761355794679689519277
f(z) = -49/250*z^3 + 69/32*z + 1
*
[ -15/7 ] 
f(z) = -49/250*z^3 + 71/30*z + 1
*
[ 24/7 ] 
f(z) = -49/256*z^3 + 71/24*z + 1
*
[ -7/4 ] 
f(z) = -48/245*z^3 + 76/35*z + 1
*
[ 3 ] 
f(z) = -47/243*z^3 + 65/27*z + 1
*
[ -2 ] 
f(z) = -47/248*z^3 + 70/31*z + 1
*
[ -5/4 ] 
f(z) = -47/250*z^3 + 67/32*z + 1
*
[ 3 ] 
f(z) = -46/243*z^3 + 64/27*z + 1
*
[ 11/3 ] 
f(z) = -45/242*z^3 + 71/22*z + 1
*
[ -2 ] 
f(z) = -45/248*z^3 + 69/31*z + 1
*
[ 3 ] 
f(z) = -44/243*z^3 + 62/27*z + 1
*
[ 3 ] 
f(z) = -43/243*z^3 + 61/27*z + 1
*
[ -3 ] 
f(z) = -43/243*z^3 + 79/27*z + 1
*
[ -2 ] 
f(z) = -43/248*z^3 + 68/31*z + 1
*
[ -3 ] 
f(z) = -41/243*z^3 + 77/27*z + 1
*
[ -2 ] 
f(z) = -41/248*z^3 + 67/31*z + 1
*
[ 5/2 ] 
f(z) = -53/250*z^3 + 77/40*z + 1
*
20/21 | 0.23206397680060410797069803843269480810 | 0.028866704000049848239962904477085294385
f(z) = -49/250*z^3 + 62/45*z + 1
*
[ 5/2 ] 
f(z) = -49/250*z^3 + 73/40*z + 1
*
-12/7 | 0.19908461210374266412498120632581798831 | 0.028298082623893883776838075988016454582
f(z) = -49/256*z^3 + 71/48*z + 1
*
[ 5/2 ] 
f(z) = -47/250*z^3 + 71/40*z + 1
*
[ 5/2 ] 
f(z) = -43/250*z^3 + 67/40*z + 1
*
[ 2 ] 
f(z) = -47/240*z^3 + 77/60*z + 1
*
[ 2 ] 
f(z) = -47/256*z^3 + 79/64*z + 1
*
[ 2 ] 
f(z) = -45/256*z^3 + 77/64*z + 1
*
[ 2 ] 
f(z) = -43/240*z^3 + 73/60*z + 1
*
[ 2 ] 
f(z) = -43/256*z^3 + 75/64*z + 1
*
[ 2 ] 
f(z) = -41/240*z^3 + 71/60*z + 1
*
[ 2 ] 
f(z) = -41/256*z^3 + 73/64*z + 1
*
[ 10/7 ] 
f(z) = -57/250*z^3 + 75/98*z + 1
*
15/7 | 0.17079190540693962758117146198830862476 | 0.022127071444118757981743995180737637630
f(z) = -49/250*z^3 + 79/90*z + 1
*
[ 10/7 ] 
f(z) = -47/250*z^3 + 67/98*z + 1
*
[ 5/3 ] 
f(z) = -43/250*z^3 + 79/90*z + 1
*
[ 5/3 ] 
f(z) = -41/250*z^3 + 77/90*z + 1
*
[ 22/15 ] 
f(z) = -45/242*z^3 + 79/110*z + 1
*
[ 3/2 ] 
f(z) = -43/243*z^3 + 79/108*z + 1
*
[ 3/2 ] 
f(z) = -41/243*z^3 + 77/108*z + 1
*
[ 4/3 ] 
f(z) = -45/248*z^3 + 71/124*z + 1
*
[ 4/3 ] 
f(z) = -43/256*z^3 + 79/144*z + 1
*
[ 4/3 ] 
f(z) = -41/256*z^3 + 77/144*z + 1
*
[ 5/4 ] 
f(z) = -47/250*z^3 + 79/160*z + 1
*
[ 5/4 ] 
f(z) = -41/250*z^3 + 73/160*z + 1
*
-35/18 | 0.21731675780423359302794225424948017623 | 0.029797920058107444113049501506480300893
f(z) = -54/245*z^3 + 73/210*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -51/250*z^3 + 79/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -51/254*z^3 + 77/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -49/242*z^3 + 75/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -49/246*z^3 + 73/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -49/250*z^3 + 71/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -49/254*z^3 + 69/254*z + 1
*
17/7 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = -49/255*z^3 + 64/255*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -49/258*z^3 + 67/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -47/242*z^3 + 67/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -47/246*z^3 + 65/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -47/250*z^3 + 63/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -47/254*z^3 + 61/254*z + 1
*
[ 9/2 ] 
f(z) = -50/243*z^3 + 89/18*z + 1
*
[ -9/2 ] 
f(z) = -50/243*z^3 + 97/18*z + 1
*
36/7 | 0.20576229195133437092875341137773294326 | 0.028517733652366903906918473022041145946
f(z) = -49/256*z^3 + 85/16*z + 1
*
[ 9/2 ] 
f(z) = -46/243*z^3 + 83/18*z + 1
*
[ -9/2 ] 
f(z) = -46/243*z^3 + 91/18*z + 1
*
16/3 | 0.19583452632830359362827407359300569324 | 0.026969901614098162630866054073714231077
f(z) = -45/256*z^3 + 89/16*z + 1
*
[ 16/3 ] 
f(z) = -45/256*z^3 + 93/16*z + 1
*
[ 8 ] 
f(z) = -45/256*z^3 + 97/8*z + 1
*
[ -8 ] 
f(z) = -45/256*z^3 + 99/8*z + 1
*
[ -16/3 ] 
f(z) = -45/256*z^3 + 99/16*z + 1
*
[ 8 ] 
f(z) = -43/256*z^3 + 93/8*z + 1
*
[ -8 ] 
f(z) = -43/256*z^3 + 95/8*z + 1
*
[ 8 ] 
f(z) = -41/256*z^3 + 89/8*z + 1
*
[ -8 ] 
f(z) = -41/256*z^3 + 91/8*z + 1
*
[ -3 ] 
f(z) = -59/243*z^3 + 95/27*z + 1
*
[ -3 ] 
f(z) = -58/243*z^3 + 94/27*z + 1
*
[ 10/3 ] 
f(z) = -57/250*z^3 + 97/30*z + 1
*
[ -3 ] 
f(z) = -56/243*z^3 + 92/27*z + 1
*
[ -3 ] 
f(z) = -55/243*z^3 + 91/27*z + 1
*
[ -7/3 ] 
f(z) = -54/245*z^3 + 92/35*z + 1
*
[ -3 ] 
f(z) = -53/243*z^3 + 89/27*z + 1
*
[ -3 ] 
f(z) = -52/243*z^3 + 88/27*z + 1
*
[ -9/4 ] 
f(z) = -52/243*z^3 + 91/36*z + 1
*
[ 10/3 ] 
f(z) = -51/250*z^3 + 89/30*z + 1
*
6/5 | 0.14241270408660681184753178997143851727 | 0.021645731329826621069640236859382710908
f(z) = -50/243*z^3 + 80/27*z + 1
*
[ -3 ] 
f(z) = -50/243*z^3 + 86/27*z + 1
*
[ -3 ] 
f(z) = -49/243*z^3 + 85/27*z + 1
*
9/14 | 0.18500377707702688792896678974557244828 | 0.023698087929770447004951232929262015744
f(z) = -49/243*z^3 + 91/36*z + 1
*
[ -9/14 ] 
f(z) = -49/243*z^3 + 95/36*z + 1
*
[ -24/7 ] 
f(z) = -49/256*z^3 + 85/24*z + 1
*
[ -3 ] 
f(z) = -47/243*z^3 + 83/27*z + 1
*
[ -3 ] 
f(z) = -46/243*z^3 + 82/27*z + 1
*
[ -11/3 ] 
f(z) = -45/242*z^3 + 83/22*z + 1
*
[ -2/3 ] 
f(z) = -45/248*z^3 + 80/31*z + 1
*
[ -3 ] 
f(z) = -44/243*z^3 + 80/27*z + 1
*
[ -9/4 ] 
f(z) = -44/243*z^3 + 85/36*z + 1
*
[ 5/2 ] 
f(z) = -59/250*z^3 + 83/40*z + 1
*
[ 5/2 ] 
f(z) = -57/250*z^3 + 81/40*z + 1
*
[ -8/5 ] 
f(z) = -55/256*z^3 + 87/40*z + 1
*
-45/14 | 0.11936402145571926257609542499532669588 | 0.015486711982024787803542195881303413516
f(z) = -49/250*z^3 + 89/40*z + 1
*
-20/7 | 0.22234528927469037066406002139071918816 | 0.028684254306758653296555577609138504684
f(z) = -49/250*z^3 + 93/40*z + 1
*
[ -8/5 ] 
f(z) = -45/256*z^3 + 83/40*z + 1
*
[ -5/2 ] 
f(z) = -43/250*z^3 + 99/40*z + 1
*
[ -5/2 ] 
f(z) = -41/250*z^3 + 97/40*z + 1
*
[ 2 ] 
f(z) = -59/240*z^3 + 89/60*z + 1
*
[ 2 ] 
f(z) = -59/256*z^3 + 91/64*z + 1
*
[ 2 ] 
f(z) = -57/256*z^3 + 89/64*z + 1
*
[ 2 ] 
f(z) = -55/256*z^3 + 87/64*z + 1
*
[ 2 ] 
f(z) = -53/240*z^3 + 83/60*z + 1
*
[ 2 ] 
f(z) = -53/256*z^3 + 85/64*z + 1
*
[ 2 ] 
f(z) = -51/256*z^3 + 83/64*z + 1
*
[ 2 ] 
f(z) = -49/256*z^3 + 81/64*z + 1
*
[ 5/3 ] 
f(z) = -53/250*z^3 + 89/90*z + 1
*
20/7 | 0.20449855251341653456368556004210146247 | 0.028533203818021510241573564932659508270
f(z) = -49/256*z^3 + 81/80*z + 1
*
[ 5/3 ] 
f(z) = -47/250*z^3 + 83/90*z + 1
*
[ 11/6 ] 
f(z) = -45/242*z^3 + 95/88*z + 1
*
[ 3/2 ] 
f(z) = -59/243*z^3 + 95/108*z + 1
*
[ 3/2 ] 
f(z) = -55/243*z^3 + 91/108*z + 1
*
[ 3/2 ] 
f(z) = -53/243*z^3 + 89/108*z + 1
*
[ 3/2 ] 
f(z) = -49/243*z^3 + 85/108*z + 1
*
[ 3/2 ] 
f(z) = -47/243*z^3 + 83/108*z + 1
*
[ 4/3 ] 
f(z) = -59/256*z^3 + 95/144*z + 1
*
[ 4/3 ] 
f(z) = -55/256*z^3 + 91/144*z + 1
*
[ 4/3 ] 
f(z) = -53/256*z^3 + 89/144*z + 1
*
[ 4/3 ] 
f(z) = -49/256*z^3 + 85/144*z + 1
*
[ 4/3 ] 
f(z) = -47/256*z^3 + 83/144*z + 1
*
[ 5/4 ] 
f(z) = -59/250*z^3 + 91/160*z + 1
*
[ 5/4 ] 
f(z) = -57/250*z^3 + 89/160*z + 1
*
[ 5/4 ] 
f(z) = -51/250*z^3 + 83/160*z + 1
*
[ 5/4 ] 
f(z) = -49/250*z^3 + 81/160*z + 1
*
[ 11/9 ] 
f(z) = -45/242*z^3 + 91/198*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -55/246*z^3 + 97/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -55/254*z^3 + 93/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -55/258*z^3 + 91/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -53/242*z^3 + 91/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -53/246*z^3 + 89/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -53/250*z^3 + 87/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -53/254*z^3 + 85/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -53/258*z^3 + 83/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -51/242*z^3 + 83/242*z + 1
*
-15/7 | 0.11508636877238740347471346095449227217 | 0.020998713905825031840137774392182357703
f(z) = -49/240*z^3 + 97/240*z + 1
*
[ 8/7 ] 
f(z) = -49/248*z^3 + 95/248*z + 1
*
[ 9/2 ] 
f(z) = -58/243*z^3 + 101/18*z + 1
*
[ -9/2 ] 
f(z) = -58/243*z^3 + 109/18*z + 1
*
[ 8 ] 
f(z) = -55/256*z^3 + 117/8*z + 1
*
[ -8 ] 
f(z) = -55/256*z^3 + 119/8*z + 1
*
[ 8 ] 
f(z) = -53/256*z^3 + 113/8*z + 1
*
[ -8 ] 
f(z) = -53/256*z^3 + 115/8*z + 1
*
[ 20/3 ] 
f(z) = -51/250*z^3 + 119/12*z + 1
*
[ 8 ] 
f(z) = -51/256*z^3 + 109/8*z + 1
*
[ -8 ] 
f(z) = -51/256*z^3 + 111/8*z + 1
*
[ 8 ] 
f(z) = -49/256*z^3 + 105/8*z + 1
*
[ -8 ] 
f(z) = -49/256*z^3 + 107/8*z + 1
*
[ 8 ] 
f(z) = -47/256*z^3 + 101/8*z + 1
*
[ -8 ] 
f(z) = -47/256*z^3 + 103/8*z + 1
*
[ 7/2 ] 
f(z) = -52/245*z^3 + 116/35*z + 1
*
[ -10/3 ] 
f(z) = -51/250*z^3 + 107/30*z + 1
*
[ 27/7 ] 
f(z) = -49/243*z^3 + 101/27*z + 1
*
[ -27/7 ] 
f(z) = -49/243*z^3 + 115/27*z + 1
*
[ 7/2 ] 
f(z) = -48/245*z^3 + 109/35*z + 1
*
[ 7/2 ] 
f(z) = -44/245*z^3 + 102/35*z + 1
*
[ -3/2 ] 
f(z) = -58/243*z^3 + 119/54*z + 1
*
[ -5/2 ] 
f(z) = -57/250*z^3 + 113/40*z + 1
*
[ -4/3 ] 
f(z) = -57/256*z^3 + 103/48*z + 1
*
[ -9/5 ] 
f(z) = -55/243*z^3 + 103/45*z + 1
*
[ -5/2 ] 
f(z) = -53/250*z^3 + 109/40*z + 1
*
[ -5/2 ] 
f(z) = -51/250*z^3 + 107/40*z + 1
*
[ -4/3 ] 
f(z) = -51/256*z^3 + 101/48*z + 1
*
24/7 | 0.11092414008283681497831113809172720215 | 0.015900029494330777615393458652797015358
f(z) = -49/243*z^3 + 119/54*z + 1
*
[ -12/7 ] 
f(z) = -49/256*z^3 + 103/48*z + 1
*
[ -5/2 ] 
f(z) = -47/250*z^3 + 103/40*z + 1
*
[ -3/2 ] 
f(z) = -46/243*z^3 + 113/54*z + 1
*
[ -8/15 ] 
f(z) = -45/256*z^3 + 117/40*z + 1
*
[ 9/4 ] 
f(z) = -50/243*z^3 + 115/72*z + 1
*
10/7 | 0.14075745295448300669391123121317165168 | 0.023377662697436567714249855762705828386
f(z) = -49/240*z^3 + 103/60*z + 1
*
-6/7 | 0.18322600426572085097174945474224692727 | 0.029718343281464703761999438342740424601
f(z) = -49/240*z^3 + 119/60*z + 1
*
15/14 | 0.19218533690570337169898726820615358057 | 0.020351212465039070937755869496869496682
f(z) = -49/250*z^3 + 101/72*z + 1
*
[ 9/4 ] 
f(z) = -46/243*z^3 + 109/72*z + 1
*
-4 | 0.10652899617288190582758713846735428985 | 0.017278471417759533723844118744510845020
f(z) = -41/240*z^3 + 119/60*z + 1
*
44/15 | 0.086951155324155036692042824194280036203 | 0.011769704587747272565363192737323526291
f(z) = -45/256*z^3 + 101/80*z + 1
*
[ 30/17 ] 
f(z) = -51/250*z^3 + 109/102*z + 1
*
[ 12/7 ] 
f(z) = -49/243*z^3 + 109/108*z + 1
*
[ 10/7 ] 
f(z) = -49/248*z^3 + 109/155*z + 1
*
[ 6/5 ] 
f(z) = -55/252*z^3 + 101/210*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -59/242*z^3 + 115/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -59/246*z^3 + 113/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -59/250*z^3 + 111/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -59/254*z^3 + 109/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -59/258*z^3 + 107/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -57/242*z^3 + 107/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -57/250*z^3 + 103/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -57/254*z^3 + 101/254*z + 1
*
-12/5 | 0.24465305882011730327098536407691324001 | 0.029643318871870477082584732104362692787
f(z) = -45/256*z^3 + 103/240*z + 1
*
[ 10/9 ] 
f(z) = -57/250*z^3 + 103/270*z + 1
*
[ 9/8 ] 
f(z) = -58/243*z^3 + 119/288*z + 1
*
[ 9/8 ] 
f(z) = -50/243*z^3 + 107/288*z + 1
*
[ 9/8 ] 
f(z) = -46/243*z^3 + 101/288*z + 1
*
[ 8 ] 
f(z) = -59/256*z^3 + 125/8*z + 1
*
[ -8 ] 
f(z) = -59/256*z^3 + 127/8*z + 1
*
[ 8 ] 
f(z) = -57/256*z^3 + 121/8*z + 1
*
[ -8 ] 
f(z) = -57/256*z^3 + 123/8*z + 1
*
-44/7 | 0.20330437585211623000368912746193297073 | 0.026747399658693204187254335212054180732
f(z) = -49/256*z^3 + 125/16*z + 1
*
[ 9 ] 
f(z) = -43/243*z^3 + 137/9*z + 1
*
[ -9 ] 
f(z) = -43/243*z^3 + 139/9*z + 1
*
[ 9 ] 
f(z) = -41/243*z^3 + 131/9*z + 1
*
[ -9 ] 
f(z) = -41/243*z^3 + 133/9*z + 1
*
-5/3 | 0.23093304539970718533873856988988542074 | 0.028640858683528084059941146115728355020
f(z) = -57/250*z^3 + 127/30*z + 1
*
[ -7/2 ] 
f(z) = -52/245*z^3 + 136/35*z + 1
*
[ 30/7 ] 
f(z) = -49/250*z^3 + 131/30*z + 1
*
[ -7/2 ] 
f(z) = -48/245*z^3 + 129/35*z + 1
*
[ -7/2 ] 
f(z) = -44/245*z^3 + 122/35*z + 1
*
4/3 | 0.12836189369063073717675084992907410922 | 0.016852523549930563742447899211235935485
f(z) = -57/256*z^3 + 127/48*z + 1
*
[ -3/4 ] 
f(z) = -56/243*z^3 + 133/54*z + 1
*
4/3 | 0.077017633537116317355143648414325553993 | 0.010132695945917487481431048902738379781
f(z) = -51/256*z^3 + 125/48*z + 1
*
21/5 | 0.14241404349022427408958054170583528773 | 0.020093483243573923439261056529707329088
f(z) = -50/243*z^3 + 133/54*z + 1
*
33/10 | 0.17591441051865159189768119781616039293 | 0.024666551770306749000701862267720223696
f(z) = -50/243*z^3 + 139/54*z + 1
*
[ -6/7 ] 
f(z) = -49/243*z^3 + 125/54*z + 1
*
-20/7 | 0.20583971577276907085383665518492034723 | 0.025383401861892549137138831146490360783
f(z) = -49/250*z^3 + 133/40*z + 1
*
8/15 | 0.24232324757101527200687334381914306882 | 0.029160709176757756013276980996709681032
f(z) = -45/256*z^3 + 127/40*z + 1
*
-8/3 | 0.16104936342301876451621970110992610155 | 0.019205199354361116761510873783748599137
f(z) = -45/256*z^3 + 137/40*z + 1
*
[ 9/4 ] 
f(z) = -58/243*z^3 + 127/72*z + 1
*
[ -9/7 ] 
f(z) = -56/243*z^3 + 136/63*z + 1
*
-20/7 | 0.16396750871970451551617972657852187710 | 0.026523011442557059657508394433594441014
f(z) = -49/240*z^3 + 121/60*z + 1
*
[ -10/7 ] 
f(z) = -49/240*z^3 + 127/60*z + 1
*
[ -12/7 ] 
f(z) = -49/240*z^3 + 131/60*z + 1
*
[ -2 ] 
f(z) = -47/240*z^3 + 137/60*z + 1
*
[ 8/3 ] 
f(z) = -47/256*z^3 + 139/72*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.022591911677324810852255904165795120285
f(z) = -43/240*z^3 + 127/60*z + 1
*
[ -2 ] 
f(z) = -43/240*z^3 + 133/60*z + 1
*
[ 8/3 ] 
f(z) = -43/256*z^3 + 131/72*z + 1
*
[ -2 ] 
f(z) = -43/256*z^3 + 139/64*z + 1
*
[ -2 ] 
f(z) = -41/240*z^3 + 131/60*z + 1
*
[ 8/3 ] 
f(z) = -41/256*z^3 + 127/72*z + 1
*
[ -2 ] 
f(z) = -41/256*z^3 + 137/64*z + 1
*
-8/7 | 0.16396854233612540523836092378125644455 | 0.029211615916893033562397558689013537328
f(z) = -49/240*z^3 + 137/120*z + 1
*
[ 7/4 ] 
f(z) = -44/245*z^3 + 137/140*z + 1
*
[ 16/11 ] 
f(z) = -55/256*z^3 + 135/176*z + 1
*
65/28 | 0.11552604431401140091534998182233289367 | 0.013928786217463521149034163970313868155
f(z) = -49/250*z^3 + 137/160*z + 1
*
-18/7 | 0.19113788169801946800216969741104509955 | 0.029051616291699976779898192574069518720
f(z) = -49/240*z^3 + 133/180*z + 1
*
7/3 | 0.16148396361875792100024043493638745144 | 0.022142269593920557111709953247198036650
f(z) = -54/245*z^3 + 127/210*z + 1
*
[ 27/20 ] 
f(z) = -50/243*z^3 + 137/216*z + 1
*
-5/7 | 0.080327954038417998113438876320921239332 | 0.014656676924345804428883758679948801656
f(z) = -49/240*z^3 + 121/240*z + 1
*
[ 5/4 ] 
f(z) = -48/245*z^3 + 124/245*z + 1
*
[ 6/5 ] 
f(z) = -55/243*z^3 + 133/270*z + 1
*
[ 27/22 ] 
f(z) = -44/243*z^3 + 136/297*z + 1
*
-9/10 | 0.21061716766508601829390842665872121934 | 0.025376225294281724382615634538656469478
f(z) = -50/243*z^3 + 149/18*z + 1
*
[ 9 ] 
f(z) = -50/243*z^3 + 158/9*z + 1
*
[ 9 ] 
f(z) = -49/243*z^3 + 155/9*z + 1
*
[ -9 ] 
f(z) = -49/243*z^3 + 157/9*z + 1
*
-44/7 | 0.10210509604989350827678431889326497915 | 0.013223738646256308338036068323277558256
f(z) = -49/256*z^3 + 141/16*z + 1
*
[ 9 ] 
f(z) = -47/243*z^3 + 149/9*z + 1
*
[ -9 ] 
f(z) = -47/243*z^3 + 151/9*z + 1
*
[ 9 ] 
f(z) = -46/243*z^3 + 146/9*z + 1
*
[ -9 ] 
f(z) = -46/243*z^3 + 148/9*z + 1
*
[ 9 ] 
f(z) = -44/243*z^3 + 140/9*z + 1
*
[ -9 ] 
f(z) = -44/243*z^3 + 142/9*z + 1
*
-5 | 0.22015947394139628765024962867595278389 | 0.026774198740890336641965753539091389638
f(z) = -51/250*z^3 + 149/30*z + 1
*
-6/5 | 0.20369435042837642524444647174526308438 | 0.028208196343748679324751466634154299176
f(z) = -50/243*z^3 + 152/27*z + 1
*
[ -2/7 ] 
f(z) = -49/248*z^3 + 140/31*z + 1
*
[ 32/7 ] 
f(z) = -49/256*z^3 + 153/32*z + 1
*
[ 9/2 ] 
f(z) = -43/243*z^3 + 157/36*z + 1
*
[ 9/2 ] 
f(z) = -41/243*z^3 + 151/36*z + 1
*
[ -5/9 ] 
f(z) = -57/250*z^3 + 155/54*z + 1
*
[ -27/10 ] 
f(z) = -50/243*z^3 + 155/54*z + 1
*
3/5 | 0.091161698452123336082704094664197706016 | 0.012568011399032440057067883887103043370
f(z) = -50/243*z^3 + 157/54*z + 1
*
[ -2 ] 
f(z) = -59/240*z^3 + 149/60*z + 1
*
[ -2 ] 
f(z) = -59/256*z^3 + 155/64*z + 1
*
[ -2 ] 
f(z) = -57/256*z^3 + 153/64*z + 1
*
[ -9/8 ] 
f(z) = -56/243*z^3 + 157/72*z + 1
*
[ -2 ] 
f(z) = -55/256*z^3 + 151/64*z + 1
*
[ 8/3 ] 
f(z) = -55/256*z^3 + 155/72*z + 1
*
[ -7/6 ] 
f(z) = -54/245*z^3 + 151/70*z + 1
*
[ -2 ] 
f(z) = -53/240*z^3 + 143/60*z + 1
*
[ -2 ] 
f(z) = -53/256*z^3 + 149/64*z + 1
*
[ 8/3 ] 
f(z) = -53/256*z^3 + 151/72*z + 1
*
[ -20/17 ] 
f(z) = -51/250*z^3 + 145/68*z + 1
*
[ -2 ] 
f(z) = -51/256*z^3 + 147/64*z + 1
*
[ 8/3 ] 
f(z) = -49/256*z^3 + 143/72*z + 1
*
[ -2 ] 
f(z) = -49/256*z^3 + 145/64*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.022169696830075883298563223211354589210
f(z) = -47/240*z^3 + 143/60*z + 1
*
[ -2 ] 
f(z) = -47/256*z^3 + 143/64*z + 1
*
[ -2 ] 
f(z) = -45/256*z^3 + 141/64*z + 1
*
4 | 0.16397496885004120283169645576394008849 | 0.025451912539636101520951122012251680067
f(z) = -43/240*z^3 + 157/60*z + 1
*
4 | 0.18383825920024448721508482873693065266 | 0.028768597112113190196886773696670716935
f(z) = -41/240*z^3 + 149/60*z + 1
*
[ 11/5 ] 
f(z) = -45/242*z^3 + 159/110*z + 1
*
[ 2 ] 
f(z) = -49/244*z^3 + 159/122*z + 1
*
[ 2 ] 
f(z) = -47/244*z^3 + 155/122*z + 1
*
[ 2 ] 
f(z) = -47/252*z^3 + 157/126*z + 1
*
[ 2 ] 
f(z) = -45/244*z^3 + 151/122*z + 1
*
[ 2 ] 
f(z) = -43/244*z^3 + 147/122*z + 1
*
[ 2 ] 
f(z) = -43/252*z^3 + 149/126*z + 1
*
[ 2 ] 
f(z) = -41/244*z^3 + 143/122*z + 1
*
[ 2 ] 
f(z) = -41/252*z^3 + 145/126*z + 1
*
[ 7/4 ] 
f(z) = -52/245*z^3 + 151/140*z + 1
*
[ 16/9 ] 
f(z) = -45/256*z^3 + 143/144*z + 1
*
[ 8/5 ] 
f(z) = -41/256*z^3 + 157/200*z + 1
*
[ 4/3 ] 
f(z) = -45/244*z^3 + 141/244*z + 1
*
[ 9 ] 
f(z) = -56/243*z^3 + 176/9*z + 1
*
[ -9 ] 
f(z) = -56/243*z^3 + 178/9*z + 1
*
[ 9 ] 
f(z) = -55/243*z^3 + 173/9*z + 1
*
[ -9 ] 
f(z) = -55/243*z^3 + 175/9*z + 1
*
[ 9 ] 
f(z) = -53/243*z^3 + 167/9*z + 1
*
[ -9 ] 
f(z) = -53/243*z^3 + 169/9*z + 1
*
[ 9 ] 
f(z) = -52/243*z^3 + 164/9*z + 1
*
[ -9 ] 
f(z) = -52/243*z^3 + 166/9*z + 1
*
[ -9 ] 
f(z) = -50/243*z^3 + 160/9*z + 1
*
[ 45/7 ] 
f(z) = -49/250*z^3 + 161/18*z + 1
*
[ 10 ] 
f(z) = -41/250*z^3 + 173/10*z + 1
*
-24/5 | 0.11700775628937219741860203595685180866 | 0.016034849532043066803616187658144704792
f(z) = -50/243*z^3 + 164/27*z + 1
*
[ 9/2 ] 
f(z) = -49/243*z^3 + 175/36*z + 1
*
[ -32/7 ] 
f(z) = -49/256*z^3 + 167/32*z + 1
*
[ 9/2 ] 
f(z) = -47/243*z^3 + 169/36*z + 1
*
[ -9/2 ] 
f(z) = -43/243*z^3 + 173/36*z + 1
*
[ -9/2 ] 
f(z) = -41/243*z^3 + 167/36*z + 1
*
4 | 0.10973805423193197463009611476130320902 | 0.013825484928281926484477670259472612545
f(z) = -57/256*z^3 + 175/48*z + 1
*
[ 25/7 ] 
f(z) = -49/250*z^3 + 161/50*z + 1
*
-4 | 0.19988219030970232275240117448845532899 | 0.025409811637290886578002206662007563457
f(z) = -45/256*z^3 + 163/48*z + 1
*
[ 8/3 ] 
f(z) = -59/256*z^3 + 163/72*z + 1
*
[ -9/14 ] 
f(z) = -56/243*z^3 + 167/63*z + 1
*
-4 | 0.095119166040207908964752041817836980087 | 0.014624070075371176863860917196876950261
f(z) = -53/240*z^3 + 167/60*z + 1
*
[ -5/6 ] 
f(z) = -53/250*z^3 + 169/72*z + 1
*
18/5 | 0.12311679156062575258033851334030103957 | 0.014674952483379236761184213626023834670
f(z) = -50/243*z^3 + 163/72*z + 1
*
[ -9/4 ] 
f(z) = -50/243*z^3 + 179/72*z + 1
*
10/7 | 0.14076541548141238942216032898503522529 | 0.021722908559684330858996582957201395593
f(z) = -49/240*z^3 + 163/60*z + 1
*
-30/7 | 0.14218345918698713864839308066382547143 | 0.021629202452167056062475642718873181397
f(z) = -49/240*z^3 + 179/60*z + 1
*
[ -40/21 ] 
f(z) = -49/250*z^3 + 161/72*z + 1
*
4 | 0.16590463729373063013409412761157763555 | 0.025369287661279894170380820751750365686
f(z) = -47/240*z^3 + 173/60*z + 1
*
[ -9/4 ] 
f(z) = -46/243*z^3 + 173/72*z + 1
*
[ -8/9 ] 
f(z) = -45/256*z^3 + 163/72*z + 1
*
[ -2/3 ] 
f(z) = -45/256*z^3 + 165/64*z + 1
*
[ -5/6 ] 
f(z) = -43/250*z^3 + 167/72*z + 1
*
-4 | 0.15710528062265498226141204053907125817 | 0.023899136652900612298092155098773754169
f(z) = -41/240*z^3 + 179/60*z + 1
*
[ 20/7 ] 
f(z) = -49/256*z^3 + 177/80*z + 1
*
[ -16/15 ] 
f(z) = -45/256*z^3 + 171/80*z + 1
*
63/22 | 0.22750782689355869156780671024299450564 | 0.027001538881489252200730935944969933162
f(z) = -44/243*z^3 + 169/99*z + 1
*
[ 3 ] 
f(z) = -41/252*z^3 + 179/84*z + 1
*
[ 7/3 ] 
f(z) = -51/245*z^3 + 179/105*z + 1
*
[ 7/3 ] 
f(z) = -48/245*z^3 + 172/105*z + 1
*
[ 2 ] 
f(z) = -59/244*z^3 + 179/122*z + 1
*
[ 2 ] 
f(z) = -57/244*z^3 + 175/122*z + 1
*
[ 2 ] 
f(z) = -55/244*z^3 + 171/122*z + 1
*
[ 2 ] 
f(z) = -55/252*z^3 + 173/126*z + 1
*
[ 2 ] 
f(z) = -53/244*z^3 + 167/122*z + 1
*
[ 2 ] 
f(z) = -53/252*z^3 + 169/126*z + 1
*
[ 2 ] 
f(z) = -51/244*z^3 + 163/122*z + 1
*
24/7 | 0.15440190414489936895001215708819972737 | 0.026409564879668973606379183041200432884
f(z) = -49/240*z^3 + 173/120*z + 1
*
[ 18/11 ] 
f(z) = -44/243*z^3 + 173/198*z + 1
*
[ 8/5 ] 
f(z) = -51/256*z^3 + 177/200*z + 1
*
[ 8/5 ] 
f(z) = -49/256*z^3 + 173/200*z + 1
*
[ 8/5 ] 
f(z) = -47/256*z^3 + 169/200*z + 1
*
[ 8/5 ] 
f(z) = -43/256*z^3 + 161/200*z + 1
*
[ 18/13 ] 
f(z) = -52/243*z^3 + 161/234*z + 1
*
[ 7/5 ] 
f(z) = -50/259*z^3 + 172/259*z + 1
*
-3/7 | 0.13167322325187187371837800844648370072 | 0.024025159309633921337845923376652801487
f(z) = -49/240*z^3 + 169/240*z + 1
*
[ 9 ] 
f(z) = -59/243*z^3 + 185/9*z + 1
*
[ -9 ] 
f(z) = -59/243*z^3 + 187/9*z + 1
*
[ 9 ] 
f(z) = -58/243*z^3 + 182/9*z + 1
*
[ -9 ] 
f(z) = -58/243*z^3 + 184/9*z + 1
*
[ 10 ] 
f(z) = -47/250*z^3 + 197/10*z + 1
*
[ -10 ] 
f(z) = -47/250*z^3 + 199/10*z + 1
*
[ 10 ] 
f(z) = -43/250*z^3 + 181/10*z + 1
*
[ -10 ] 
f(z) = -43/250*z^3 + 183/10*z + 1
*
[ -5/19 ] 
f(z) = -57/250*z^3 + 183/38*z + 1
*
-5 | 0.22474266943517576686656694498051398286 | 0.026596814584117164424670060733099976014
f(z) = -57/250*z^3 + 187/30*z + 1
*
[ 9/2 ] 
f(z) = -55/243*z^3 + 193/36*z + 1
*
[ 9/2 ] 
f(z) = -53/243*z^3 + 187/36*z + 1
*
[ 27/5 ] 
f(z) = -50/243*z^3 + 184/27*z + 1
*
[ -27/5 ] 
f(z) = -50/243*z^3 + 194/27*z + 1
*
[ -9/2 ] 
f(z) = -49/243*z^3 + 191/36*z + 1
*
[ -9/2 ] 
f(z) = -47/243*z^3 + 185/36*z + 1
*
-4/3 | 0.15661660458518558090416645057189801820 | 0.019441489529211527868432945564828799026
f(z) = -51/256*z^3 + 197/48*z + 1
*
-12/7 | 0.21981759672297140124542934502897563132 | 0.029634676646230509962286405548622546229
f(z) = -49/243*z^3 + 185/54*z + 1
*
[ -25/7 ] 
f(z) = -49/250*z^3 + 189/50*z + 1
*
-15/14 | 0.18952783822488146794734983982302309980 | 0.022345854281757648110486903623317762264
f(z) = -49/250*z^3 + 193/40*z + 1
*
-12/7 | 0.22495622060628837451199404200399825641 | 0.027889807780931376085532953394758210569
f(z) = -49/256*z^3 + 199/48*z + 1
*
4 | 0.21217294315532860563532233102995128330 | 0.026509366129946180543744759192756019794
f(z) = -45/256*z^3 + 187/48*z + 1
*
-4 | 0.14106190049752977060434529161981162655 | 0.021248845380132850583431690296984204247
f(z) = -59/240*z^3 + 191/60*z + 1
*
[ -9/4 ] 
f(z) = -58/243*z^3 + 191/72*z + 1
*
4 | 0.15734430743396747693757577870516308023 | 0.023591626433364844027486225727628092382
f(z) = -53/240*z^3 + 197/60*z + 1
*
-10/7 | 0.089414521636157459539646990288589015789 | 0.013512026082402250174094479463791538115
f(z) = -49/240*z^3 + 187/60*z + 1
*
-24/7 | 0.13030438658671181786338748339642847280 | 0.014946575719489587601431975086795884832
f(z) = -49/256*z^3 + 191/72*z + 1
*
[ -8/3 ] 
f(z) = -49/256*z^3 + 197/72*z + 1
*
[ -8/3 ] 
f(z) = -47/256*z^3 + 193/72*z + 1
*
-4 | 0.18667017630162369274714922708903681409 | 0.028208978193249101481375271910230028332
f(z) = -43/240*z^3 + 187/60*z + 1
*
[ -8/3 ] 
f(z) = -43/256*z^3 + 185/72*z + 1
*
[ -8/3 ] 
f(z) = -41/256*z^3 + 181/72*z + 1
*
[ -4/5 ] 
f(z) = -55/256*z^3 + 191/80*z + 1
*
[ -5/3 ] 
f(z) = -53/250*z^3 + 197/90*z + 1
*
[ -5/3 ] 
f(z) = -47/250*z^3 + 191/90*z + 1
*
[ 3 ] 
f(z) = -47/252*z^3 + 197/84*z + 1
*
[ -11/6 ] 
f(z) = -45/242*z^3 + 191/88*z + 1
*
[ 16/5 ] 
f(z) = -45/256*z^3 + 199/80*z + 1
*
[ -5/3 ] 
f(z) = -43/250*z^3 + 187/90*z + 1
*
[ 3 ] 
f(z) = -43/252*z^3 + 185/84*z + 1
*
[ 7/3 ] 
f(z) = -57/245*z^3 + 193/105*z + 1
*
[ 20/9 ] 
f(z) = -57/250*z^3 + 181/108*z + 1
*
[ 12/5 ] 
f(z) = -50/243*z^3 + 191/108*z + 1
*
[ 2 ] 
f(z) = -59/252*z^3 + 181/126*z + 1
*
[ 15/7 ] 
f(z) = -49/243*z^3 + 197/135*z + 1
*
-12/7 | 0.15839504144503908559415506808220670791 | 0.019871200278503899811550035526885806604
f(z) = -49/256*z^3 + 181/144*z + 1
*
[ 18/11 ] 
f(z) = -55/243*z^3 + 197/198*z + 1
*
[ 8/5 ] 
f(z) = -59/256*z^3 + 193/200*z + 1
*
[ 8/5 ] 
f(z) = -57/256*z^3 + 189/200*z + 1
*
[ 14/9 ] 
f(z) = -54/245*z^3 + 187/210*z + 1
*
35/18 | 0.21658084655026281096365292670799586547 | 0.029697013782230472731851344904542974191
f(z) = -54/245*z^3 + 193/210*z + 1
*
[ 8/5 ] 
f(z) = -53/256*z^3 + 181/200*z + 1
*
[ 3/2 ] 
f(z) = -44/249*z^3 + 182/249*z + 1
*
[ 3/2 ] 
f(z) = -44/255*z^3 + 184/255*z + 1
*
[ 10 ] 
f(z) = -51/250*z^3 + 213/10*z + 1
*
[ -10 ] 
f(z) = -49/250*z^3 + 207/10*z + 1
*
[ 9/2 ] 
f(z) = -59/243*z^3 + 205/36*z + 1
*
[ -9/2 ] 
f(z) = -55/243*z^3 + 209/36*z + 1
*
[ -9/2 ] 
f(z) = -53/243*z^3 + 203/36*z + 1
*
88/15 | 0.25457697029549851826748074248681091622 | 0.028779959887329515575989249026698894491
f(z) = -45/256*z^3 + 217/40*z + 1
*
[ -8/3 ] 
f(z) = -59/256*z^3 + 217/72*z + 1
*
[ -8/3 ] 
f(z) = -55/256*z^3 + 209/72*z + 1
*
[ -8/3 ] 
f(z) = -53/256*z^3 + 205/72*z + 1
*
-18/5 | 0.14201614603835279095956976971170324174 | 0.016496159746733383500941727449421143719
f(z) = -50/243*z^3 + 203/72*z + 1
*
-4 | 0.18385217732942328529178464535254252569 | 0.027442670049179579655769721231972726952
f(z) = -47/240*z^3 + 203/60*z + 1
*
[ 7/2 ] 
f(z) = -46/245*z^3 + 211/70*z + 1
*
[ 4 ] 
f(z) = -43/240*z^3 + 217/60*z + 1
*
[ 4 ] 
f(z) = -41/240*z^3 + 209/60*z + 1
*
[ -5/3 ] 
f(z) = -59/250*z^3 + 203/90*z + 1
*
[ -8/11 ] 
f(z) = -55/256*z^3 + 219/88*z + 1
*
[ -10/7 ] 
f(z) = -53/250*z^3 + 209/98*z + 1
*
[ 3 ] 
f(z) = -53/252*z^3 + 215/84*z + 1
*
[ -11/14 ] 
f(z) = -49/242*z^3 + 211/88*z + 1
*
[ -6/7 ] 
f(z) = -49/248*z^3 + 215/93*z + 1
*
20/7 | 0.20449884735477367870805537938722027125 | 0.025200343614452881178433068748260205753
f(z) = -49/256*z^3 + 209/80*z + 1
*
[ -10/7 ] 
f(z) = -43/250*z^3 + 201/98*z + 1
*
-24/7 | 0.13249391059630353509141483247850494124 | 0.022058961082649508949040046673451986438
f(z) = -49/240*z^3 + 203/120*z + 1
*
12/7 | 0.23406308566996286635278175032672422147 | 0.028912387372921056484702579878691841163
f(z) = -49/256*z^3 + 205/144*z + 1
*
[ 9/4 ] 
f(z) = -43/243*z^3 + 209/144*z + 1
*
[ 9/4 ] 
f(z) = -41/243*z^3 + 203/144*z + 1
*
[ 32/15 ] 
f(z) = -45/256*z^3 + 213/160*z + 1
*
[ 25/14 ] 
f(z) = -49/250*z^3 + 213/200*z + 1
*
[ 3/2 ] 
f(z) = -56/249*z^3 + 209/249*z + 1
*
[ 3/2 ] 
f(z) = -56/255*z^3 + 211/255*z + 1
*
[ 3/2 ] 
f(z) = -52/249*z^3 + 200/249*z + 1
*
[ 3/2 ] 
f(z) = -52/255*z^3 + 202/255*z + 1
*
[ 11/7 ] 
f(z) = -49/253*z^3 + 213/253*z + 1
*
[ 10 ] 
f(z) = -57/250*z^3 + 237/10*z + 1
*
[ -10 ] 
f(z) = -57/250*z^3 + 239/10*z + 1
*
[ 10 ] 
f(z) = -53/250*z^3 + 221/10*z + 1
*
[ -10 ] 
f(z) = -53/250*z^3 + 223/10*z + 1
*
[ 15 ] 
f(z) = -41/250*z^3 + 227/6*z + 1
*
[ -9/2 ] 
f(z) = -59/243*z^3 + 221/36*z + 1
*
[ 36/7 ] 
f(z) = -49/243*z^3 + 221/36*z + 1
*
[ -36/7 ] 
f(z) = -49/243*z^3 + 235/36*z + 1
*
[ 22/3 ] 
f(z) = -45/242*z^3 + 239/22*z + 1
*
[ -3/10 ] 
f(z) = -50/243*z^3 + 235/54*z + 1
*
-5/14 | 0.19736498723488635336506814427934447042 | 0.022764352783259303036050730812877957952
f(z) = -49/250*z^3 + 233/40*z + 1
*
36/7 | 0.24696151104304816006405468477038159728 | 0.029938167783990453869093740750916744185
f(z) = -49/256*z^3 + 239/48*z + 1
*
4 | 0.15475897892690381244535852250909826145 | 0.022810812641024663251772225606252555014
f(z) = -59/240*z^3 + 221/60*z + 1
*
[ 7/2 ] 
f(z) = -54/245*z^3 + 239/70*z + 1
*
-4 | 0.18548615440233483308521299517156818119 | 0.027232344648368775188350109978697020191
f(z) = -53/240*z^3 + 227/60*z + 1
*
[ 11/3 ] 
f(z) = -51/242*z^3 + 235/66*z + 1
*
[ -9/20 ] 
f(z) = -50/243*z^3 + 235/72*z + 1
*
6/7 | 0.12937246250446898632633649201686100710 | 0.018851380763181526656315305580050448075
f(z) = -49/240*z^3 + 239/60*z + 1
*
[ 4 ] 
f(z) = -47/240*z^3 + 233/60*z + 1
*
[ -4 ] 
f(z) = -41/240*z^3 + 239/60*z + 1
*
[ 3 ] 
f(z) = -59/252*z^3 + 233/84*z + 1
*
[ -9/11 ] 
f(z) = -55/243*z^3 + 235/99*z + 1
*
[ 3 ] 
f(z) = -55/252*z^3 + 221/84*z + 1
*
-80/21 | 0.13901651487532737631623148985826377300 | 0.016066448208037557197154106237208610716
f(z) = -49/250*z^3 + 229/90*z + 1
*
[ -20/7 ] 
f(z) = -49/256*z^3 + 233/80*z + 1
*
[ -9/11 ] 
f(z) = -44/243*z^3 + 232/99*z + 1
*
[ 10/3 ] 
f(z) = -41/250*z^3 + 227/90*z + 1
*
[ -3 ] 
f(z) = -41/252*z^3 + 235/84*z + 1
*
[ -3/2 ] 
f(z) = -59/243*z^3 + 239/108*z + 1
*
[ -3/2 ] 
f(z) = -55/243*z^3 + 235/108*z + 1
*
[ -3/2 ] 
f(z) = -53/243*z^3 + 233/108*z + 1
*
[ -3/2 ] 
f(z) = -49/243*z^3 + 229/108*z + 1
*
[ -12/7 ] 
f(z) = -49/243*z^3 + 235/108*z + 1
*
[ -7/6 ] 
f(z) = -48/245*z^3 + 223/105*z + 1
*
[ -3/2 ] 
f(z) = -47/243*z^3 + 227/108*z + 1
*
[ -22/15 ] 
f(z) = -45/242*z^3 + 229/110*z + 1
*
[ -3/2 ] 
f(z) = -43/243*z^3 + 223/108*z + 1
*
[ -3/2 ] 
f(z) = -41/243*z^3 + 221/108*z + 1
*
[ 9/4 ] 
f(z) = -53/243*z^3 + 239/144*z + 1
*
[ 9/4 ] 
f(z) = -49/243*z^3 + 227/144*z + 1
*
[ 9/4 ] 
f(z) = -47/243*z^3 + 221/144*z + 1
*
[ 9/5 ] 
f(z) = -46/243*z^3 + 238/225*z + 1
*
[ 9/5 ] 
f(z) = -44/243*z^3 + 232/225*z + 1
*
[ 9/5 ] 
f(z) = -43/243*z^3 + 229/225*z + 1
*
[ 9/5 ] 
f(z) = -41/243*z^3 + 223/225*z + 1
*
5/2 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = -52/245*z^3 + 227/245*z + 1
*
[ 32/21 ] 
f(z) = -49/256*z^3 + 227/288*z + 1
*
[ -10 ] 
f(z) = -59/250*z^3 + 247/10*z + 1
*
[ -22/3 ] 
f(z) = -45/242*z^3 + 245/22*z + 1
*
[ 15/2 ] 
f(z) = -43/250*z^3 + 253/24*z + 1
*
-4/3 | 0.12181074681814733095954833457573624256 | 0.014722383409763266348046106518726255670
f(z) = -51/256*z^3 + 245/48*z + 1
*
-10/21 | 0.27992433055896868922648605939352119621 | 0.029623637088545499623826445881194716617
f(z) = -49/250*z^3 + 254/45*z + 1
*
-4 | 0.17079594276574277244333590260596591980 | 0.024710964586266580183234393909503731011
f(z) = -59/240*z^3 + 251/60*z + 1
*
[ 7/2 ] 
f(z) = -58/245*z^3 + 253/70*z + 1
*
[ 11/3 ] 
f(z) = -57/242*z^3 + 257/66*z + 1
*
[ 4 ] 
f(z) = -53/240*z^3 + 257/60*z + 1
*
[ 4 ] 
f(z) = -49/240*z^3 + 241/60*z + 1
*
-10/7 | 0.090463333014006877747236756766777744974 | 0.013118836376208585029760199595797889113
f(z) = -49/240*z^3 + 247/60*z + 1
*
15/14 | 0.30736308342363705734074842358350816356 | 0.029755645730092438748895586990564480506
f(z) = -49/250*z^3 + 245/72*z + 1
*
[ -7/2 ] 
f(z) = -46/245*z^3 + 251/70*z + 1
*
[ -4 ] 
f(z) = -43/240*z^3 + 247/60*z + 1
*
[ -5/7 ] 
f(z) = -59/250*z^3 + 247/98*z + 1
*
[ -2/3 ] 
f(z) = -57/248*z^3 + 242/93*z + 1
*
[ -2/3 ] 
f(z) = -51/248*z^3 + 241/93*z + 1
*
[ 10/3 ] 
f(z) = -49/250*z^3 + 259/90*z + 1
*
[ 10/3 ] 
f(z) = -47/250*z^3 + 251/90*z + 1
*
[ -3 ] 
f(z) = -47/252*z^3 + 253/84*z + 1
*
[ -16/5 ] 
f(z) = -45/256*z^3 + 249/80*z + 1
*
[ -3 ] 
f(z) = -43/252*z^3 + 241/84*z + 1
*
[ -30/19 ] 
f(z) = -57/250*z^3 + 251/114*z + 1
*
[ -7/9 ] 
f(z) = -54/245*z^3 + 254/105*z + 1
*
[ -27/14 ] 
f(z) = -49/243*z^3 + 245/108*z + 1
*
[ 35/12 ] 
f(z) = -48/245*z^3 + 244/105*z + 1
*
7/12 | 0.21621781506240613832687649787877604551 | 0.029001899183194060418517483120440337941
f(z) = -48/245*z^3 + 247/105*z + 1
*
[ -11/5 ] 
f(z) = -45/242*z^3 + 259/110*z + 1
*
[ -8/7 ] 
f(z) = -49/240*z^3 + 257/120*z + 1
*
[ -15/14 ] 
f(z) = -49/250*z^3 + 259/120*z + 1
*
[ -4/3 ] 
f(z) = -45/248*z^3 + 257/124*z + 1
*
[ 9/4 ] 
f(z) = -59/243*z^3 + 257/144*z + 1
*
[ 9/4 ] 
f(z) = -55/243*z^3 + 245/144*z + 1
*
68/21 | 0.15839515648347195043500133589280423039 | 0.019070018300111275352356630476018521206
f(z) = -49/256*z^3 + 253/144*z + 1
*
[ 27/14 ] 
f(z) = -56/243*z^3 + 253/189*z + 1
*
-14/9 | 0.21731610566487987366369540725035754722 | 0.029149215967972406577131047247017550400
f(z) = -54/245*z^3 + 247/210*z + 1
*
[ 9/5 ] 
f(z) = -53/243*z^3 + 259/225*z + 1
*
[ 9/5 ] 
f(z) = -52/243*z^3 + 256/225*z + 1
*
[ 9/5 ] 
f(z) = -49/243*z^3 + 247/225*z + 1
*
[ 9/5 ] 
f(z) = -47/243*z^3 + 241/225*z + 1
*
[ 5/3 ] 
f(z) = -54/245*z^3 + 248/245*z + 1
*
[ 7/4 ] 
f(z) = -48/259*z^3 + 258/259*z + 1
*
-16/5 | 0.20239598611265240826846612486786853985 | 0.024438124456761326573881561701111383337
f(z) = -45/256*z^3 + 247/240*z + 1
*
[ -15 ] 
f(z) = -49/250*z^3 + 271/6*z + 1
*
[ 20 ] 
f(z) = -43/250*z^3 + 279/4*z + 1
*
-16/3 | 0.24757167382691564019392851198509837167 | 0.029587999810407873121235486598942706846
f(z) = -51/256*z^3 + 269/48*z + 1
*
-51/10 | 0.21143050098819116127836074086177407748 | 0.027108756493085731280125524448926001340
f(z) = -50/243*z^3 + 271/54*z + 1
*
9/2 | 0.21660812997759164922601127216042866925 | 0.024436337766780575303907958574246980403
f(z) = -56/243*z^3 + 262/63*z + 1
*
[ -7/2 ] 
f(z) = -54/245*z^3 + 279/70*z + 1
*
[ -11/3 ] 
f(z) = -51/242*z^3 + 271/66*z + 1
*
-55/42 | 0.30404819688185506475507490139687620148 | 0.029170820704321955527515778151683666788
f(z) = -49/250*z^3 + 269/72*z + 1
*
[ -8/21 ] 
f(z) = -49/256*z^3 + 263/72*z + 1
*
-40/21 | 0.16970690773917609078629112830972246413 | 0.018685029114809743836496412233366497314
f(z) = -49/256*z^3 + 275/72*z + 1
*
[ -4 ] 
f(z) = -47/240*z^3 + 263/60*z + 1
*
[ -3 ] 
f(z) = -55/252*z^3 + 277/84*z + 1
*
[ -3 ] 
f(z) = -53/252*z^3 + 271/84*z + 1
*
-16/5 | 0.23327610673320771902908297249859654579 | 0.027879495643028779698665252024068211491
f(z) = -45/256*z^3 + 269/80*z + 1
*
40/41 | 0.25165736418265389382382025137971564272 | 0.024161668340298881954066811677757755129
f(z) = -41/250*z^3 + 267/82*z + 1
*
[ -3/4 ] 
f(z) = -52/243*z^3 + 265/108*z + 1
*
[ -7/3 ] 
f(z) = -51/245*z^3 + 269/105*z + 1
*
-45/17 | 0.28573007929073417315092016889324420596 | 0.027355457979062520695923873296476917192
f(z) = -51/250*z^3 + 275/102*z + 1
*
-6/7 | 0.14241416553464732376821302969731196242 | 0.018208637964890626928980385146047826568
f(z) = -49/243*z^3 + 277/108*z + 1
*
[ -7/3 ] 
f(z) = -48/245*z^3 + 262/105*z + 1
*
[ -11/15 ] 
f(z) = -45/242*z^3 + 271/110*z + 1
*
[ -3/4 ] 
f(z) = -44/243*z^3 + 263/108*z + 1
*
[ 18/7 ] 
f(z) = -56/243*z^3 + 269/126*z + 1
*
[ -2 ] 
f(z) = -47/244*z^3 + 277/122*z + 1
*
[ -2 ] 
f(z) = -45/244*z^3 + 273/122*z + 1
*
[ -2 ] 
f(z) = -43/244*z^3 + 269/122*z + 1
*
[ -2 ] 
f(z) = -43/252*z^3 + 275/126*z + 1
*
[ -2 ] 
f(z) = -41/244*z^3 + 265/122*z + 1
*
[ -2 ] 
f(z) = -41/252*z^3 + 271/126*z + 1
*
-7/2 | 0.21952514370549965858505708387305573754 | 0.029083770687672611110674073522875301223
f(z) = -53/245*z^3 + 271/140*z + 1
*
[ 35/18 ] 
f(z) = -54/245*z^3 + 277/210*z + 1
*
[ 9/5 ] 
f(z) = -59/243*z^3 + 277/225*z + 1
*
[ 9/5 ] 
f(z) = -58/243*z^3 + 274/225*z + 1
*
[ 9/5 ] 
f(z) = -56/243*z^3 + 268/225*z + 1
*
-3 | 0.16643060436942038935747139587732016610 | 0.029868270584109163342197833523789774880
f(z) = -47/240*z^3 + 263/240*z + 1
*
-3/2 | 0.15850564183383351172136711173013473002 | 0.028331334912421155379078475972914038264
f(z) = -44/255*z^3 + 269/255*z + 1
*
[ 15 ] 
f(z) = -51/250*z^3 + 281/6*z + 1
*
[ -55/7 ] 
f(z) = -49/250*z^3 + 291/22*z + 1
*
[ -15/2 ] 
f(z) = -47/250*z^3 + 281/24*z + 1
*
[ 20/3 ] 
f(z) = -41/250*z^3 + 293/36*z + 1
*
-16/3 | 0.15577258132264893390264793726605244723 | 0.018428602821971192612048943059937962581
f(z) = -51/256*z^3 + 293/48*z + 1
*
-3/5 | 0.22860049445903689699842598411529691818 | 0.029148294071521807584930952378800625440
f(z) = -50/243*z^3 + 283/54*z + 1
*
[ 40/7 ] 
f(z) = -49/250*z^3 + 289/40*z + 1
*
[ 40/7 ] 
f(z) = -49/256*z^3 + 283/40*z + 1
*
[ -40/7 ] 
f(z) = -49/256*z^3 + 297/40*z + 1
*
[ 6 ] 
f(z) = -43/252*z^3 + 293/42*z + 1
*
[ 6 ] 
f(z) = -41/252*z^3 + 281/42*z + 1
*
[ -6 ] 
f(z) = -41/252*z^3 + 295/42*z + 1
*
[ 4 ] 
f(z) = -59/240*z^3 + 281/60*z + 1
*
[ -7/2 ] 
f(z) = -58/245*z^3 + 293/70*z + 1
*
[ -11/3 ] 
f(z) = -57/242*z^3 + 293/66*z + 1
*
[ -4 ] 
f(z) = -53/240*z^3 + 287/60*z + 1
*
[ -2/7 ] 
f(z) = -49/256*z^3 + 289/64*z + 1
*
[ 10/3 ] 
f(z) = -59/250*z^3 + 299/90*z + 1
*
[ -3 ] 
f(z) = -59/252*z^3 + 289/84*z + 1
*
[ -16/5 ] 
f(z) = -55/256*z^3 + 281/80*z + 1
*
[ -10/21 ] 
f(z) = -49/250*z^3 + 283/90*z + 1
*
[ -10/3 ] 
f(z) = -43/250*z^3 + 289/90*z + 1
*
[ -10/3 ] 
f(z) = -41/250*z^3 + 281/90*z + 1
*
[ -7/3 ] 
f(z) = -57/245*z^3 + 283/105*z + 1
*
35/9 | 0.10187526364373144875681807748607111667 | 0.013432450749441306224913002541277858247
f(z) = -54/245*z^3 + 281/105*z + 1
*
[ -9/13 ] 
f(z) = -52/243*z^3 + 298/117*z + 1
*
[ -12/5 ] 
f(z) = -50/243*z^3 + 281/108*z + 1
*
57/14 | 0.14811797574631475793080242975913815579 | 0.018835776250291798494074263638338669107
f(z) = -49/243*z^3 + 289/108*z + 1
*
[ -7/12 ] 
f(z) = -48/245*z^3 + 292/105*z + 1
*
-7/4 | 0.22614704071252925843516733774816927638 | 0.029588765293834419636665262910725761555
f(z) = -48/245*z^3 + 298/105*z + 1
*
[ -2 ] 
f(z) = -57/244*z^3 + 297/122*z + 1
*
[ -2 ] 
f(z) = -55/244*z^3 + 293/122*z + 1
*
[ -2 ] 
f(z) = -55/252*z^3 + 299/126*z + 1
*
[ -2 ] 
f(z) = -53/244*z^3 + 289/122*z + 1
*
[ -2 ] 
f(z) = -53/252*z^3 + 295/126*z + 1
*
[ -2 ] 
f(z) = -51/244*z^3 + 285/122*z + 1
*
[ -5/6 ] 
f(z) = -51/250*z^3 + 281/120*z + 1
*
[ -2 ] 
f(z) = -49/244*z^3 + 281/122*z + 1
*
45/14 | 0.21185107302297859457929641456395774825 | 0.023751932581799166087805250864413034230
f(z) = -49/250*z^3 + 299/120*z + 1
*
[ -2 ] 
f(z) = -47/252*z^3 + 283/126*z + 1
*
[ -4/3 ] 
f(z) = -47/256*z^3 + 299/144*z + 1
*
[ -7/4 ] 
f(z) = -44/245*z^3 + 297/140*z + 1
*
[ -4/3 ] 
f(z) = -43/256*z^3 + 295/144*z + 1
*
[ -4/3 ] 
f(z) = -41/256*z^3 + 293/144*z + 1
*
7/9 | 0.21658189991068826271563356500023756694 | 0.028530063673513922639785620055372502925
f(z) = -54/245*z^3 + 283/210*z + 1
*
3/20 | 0.16380621946735077224068612748047905504 | 0.020830809243421477888446856976866459075
f(z) = -50/243*z^3 + 289/216*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012734500651602161733056194398249937795
f(z) = -59/240*z^3 + 299/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017817966667942147519334677031712822490
f(z) = -58/241*z^3 + 299/241*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017828444245078288088404271428553662096
f(z) = -57/241*z^3 + 298/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015579653563125011259085029192069213521
f(z) = -57/242*z^3 + 299/242*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017838969432889212558897908767370156188
f(z) = -56/241*z^3 + 297/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015465506192969539748961712203364409635
f(z) = -56/243*z^3 + 299/243*z + 1
*
-3/2 | 0.16733554326506200677065784502521189173 | 0.029406849357803752587014315676044098755
f(z) = -56/255*z^3 + 296/255*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017849542616499872920405253773638433143
f(z) = -55/241*z^3 + 296/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015474600442448513134496988391442934003
f(z) = -55/243*z^3 + 298/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016356979554230874016447724150174317053
f(z) = -55/244*z^3 + 299/244*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017860164185506809820956780530006419755
f(z) = -54/241*z^3 + 295/241*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017871442938698911599286512971530439141
f(z) = -54/245*z^3 + 299/245*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012779946560871656128167032100317150672
f(z) = -53/240*z^3 + 293/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017870834534045830461818353296903857380
f(z) = -53/241*z^3 + 294/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015616550180855481459335123989007399822
f(z) = -53/242*z^3 + 295/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015492913249962580441250280600995564696
f(z) = -53/243*z^3 + 296/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016376260194004409772507739499555185555
f(z) = -53/244*z^3 + 297/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017881951961721232616848660208236427705
f(z) = -53/245*z^3 + 298/245*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012064129013495702827727200431922981781
f(z) = -53/246*z^3 + 299/246*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017881554060860950104269256540457937052
f(z) = -52/241*z^3 + 293/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015502132480434673796899054694224049651
f(z) = -52/243*z^3 + 295/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017892508738310137880088325749112657245
f(z) = -52/245*z^3 + 297/245*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017892323169374625269238598047567258659
f(z) = -51/241*z^3 + 292/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015635253035899851078397236602092646336
f(z) = -51/242*z^3 + 293/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016395717079387788880244054146106691566
f(z) = -51/244*z^3 + 295/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017903113654746437765334408808696908429
f(z) = -51/245*z^3 + 296/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017908379102295138072532169857556082987
f(z) = -51/247*z^3 + 298/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016409803646427915195135580983069385770
f(z) = -51/248*z^3 + 299/248*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017903142267759307434959541114837278794
f(z) = -50/241*z^3 + 291/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015520698305364152622087228289059778167
f(z) = -50/243*z^3 + 293/243*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017918951480392173964912196298276350990
f(z) = -50/247*z^3 + 297/247*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014355090191198807892269455773940003997
f(z) = -50/249*z^3 + 299/249*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012810948838719836430635959509597685422
f(z) = -49/240*z^3 + 289/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017914011769010346783366956109122017177
f(z) = -49/241*z^3 + 290/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015654129307855764290234668013809258331
f(z) = -49/242*z^3 + 291/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015530045596080026410656955333218445508
f(z) = -49/243*z^3 + 292/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016415353088386767858559382847137342595
f(z) = -49/244*z^3 + 293/244*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012092699966929197594317452321708676650
f(z) = -49/246*z^3 + 295/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017929572069480879837343848817446957497
f(z) = -49/247*z^3 + 296/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016429146552116110712000261086911242211
f(z) = -49/248*z^3 + 297/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014363712906610416433594513630116719990
f(z) = -49/249*z^3 + 298/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.015685423133417561198200160213217067652
f(z) = -49/250*z^3 + 299/250*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017924932091020276313513989188451294912
f(z) = -48/241*z^3 + 289/241*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017935221173631497980052992146862366938
f(z) = -48/245*z^3 + 293/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017940241260904574880100632472868109327
f(z) = -48/247*z^3 + 295/247*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.017950042178147822983613998971914010504
f(z) = -48/251*z^3 + 299/251*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.012826485889681498434325288997635241633
f(z) = -47/240*z^3 + 287/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017935903656654507430544616559206351358
f(z) = -47/241*z^3 + 288/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.015673296957188271688252414173156956507
f(z) = -47/242*z^3 + 289/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015548870705489765096551775927352455963
f(z) = -47/243*z^3 + 290/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016435171166702306623227258432740843540
f(z) = -47/244*z^3 + 291/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017946022602991508681345584431718207189
f(z) = -47/245*z^3 + 292/245*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012107000582684260695810721908985832326
f(z) = -47/246*z^3 + 293/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017950959450566196899878462347522965686
f(z) = -47/247*z^3 + 294/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016448666272591014589267232956004886197
f(z) = -47/248*z^3 + 295/248*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014380529434512374616991475879204592407
f(z) = -47/249*z^3 + 296/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015703797645853460139678232105993476538
f(z) = -47/250*z^3 + 297/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.017960597420225859804902079360352171618
f(z) = -47/251*z^3 + 298/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014082473871721102099897970841975907963
f(z) = -47/252*z^3 + 299/252*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017946926893828468932487131249117120210
f(z) = -46/241*z^3 + 287/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015558349245371515372440097807245192620
f(z) = -46/243*z^3 + 289/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017956874172254902517295034918407176170
f(z) = -46/245*z^3 + 291/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017961727038997552929792396333493259836
f(z) = -46/247*z^3 + 293/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014389268480134777558031867301495825541
f(z) = -46/249*z^3 + 295/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.017971200625892359204200945916158564179
f(z) = -46/251*z^3 + 297/251*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017958002235586222155110177534838709961
f(z) = -45/241*z^3 + 286/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.015692528889235606967364653114059820601
f(z) = -45/242*z^3 + 287/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016455174329813574010932448074370842341
f(z) = -45/244*z^3 + 289/244*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017972544431429867323611111111619770330
f(z) = -45/247*z^3 + 292/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016468365695152766879298259872769932457
f(z) = -45/248*z^3 + 293/248*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.017981852183127008252543534839642929263
f(z) = -45/251*z^3 + 296/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.017986395336480861882741379926055626762
f(z) = -45/253*z^3 + 298/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015736989455672519368326031684799313964
f(z) = -45/254*z^3 + 299/254*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017969130120180585898119853369113376021
f(z) = -44/241*z^3 + 285/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015577440130733606635037089715445162410
f(z) = -44/243*z^3 + 287/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017978729392343139127223390407937216693
f(z) = -44/245*z^3 + 289/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017983412037865656268538169761001742910
f(z) = -44/247*z^3 + 291/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014406501505320352503793457632043994063
f(z) = -44/249*z^3 + 293/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.017992552484414228288243238852551371220
f(z) = -44/251*z^3 + 295/251*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014432441704830279674115847382392056769
f(z) = -44/255*z^3 + 299/255*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012858557296866899164372670471635033105
f(z) = -43/240*z^3 + 283/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017980310991154805644915136188213929392
f(z) = -43/241*z^3 + 284/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015711827691698171218052021555359782781
f(z) = -43/242*z^3 + 285/242*z + 1
*
[ 2 ] 
f(z) = -43/242*z^3 + 293/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015587053223503162755177416085429816558
f(z) = -43/243*z^3 + 286/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016475365665140305614375994097856680941
f(z) = -43/244*z^3 + 287/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.017989733886449255724168158036390566397
f(z) = -43/245*z^3 + 288/245*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012136552802811654774605616302785484926
f(z) = -43/246*z^3 + 289/246*z + 1
*
[ 2 ] 
f(z) = -43/246*z^3 + 295/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.017994330273151958399758052473246095683
f(z) = -43/247*z^3 + 290/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016488247775015329490417217472151275493
f(z) = -43/248*z^3 + 291/248*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014414995695808694905099119652056470360
f(z) = -43/249*z^3 + 292/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.015741400068523001619317382040471838812
f(z) = -43/250*z^3 + 293/250*z + 1
*
[ 2 ] 
f(z) = -43/250*z^3 + 297/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018003301926811354473446601108436968639
f(z) = -43/251*z^3 + 294/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014115824783732011164589382853618416251
f(z) = -43/252*z^3 + 295/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018007680628911764516993067058103877562
f(z) = -43/253*z^3 + 296/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015755539287798235413628122599274894441
f(z) = -43/254*z^3 + 297/254*z + 1
*
[ 2 ] 
f(z) = -43/254*z^3 + 299/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014441109905591915788280797300066195945
f(z) = -43/255*z^3 + 298/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016512942788164511755537024897831961343
f(z) = -43/256*z^3 + 299/256*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.017991545297425802503832422160856264755
f(z) = -42/241*z^3 + 283/241*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018005299557054951970956183581152871431
f(z) = -42/247*z^3 + 289/247*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018014100912018088329181391253271246995
f(z) = -42/251*z^3 + 293/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018018396299703130340849022602177701517
f(z) = -42/253*z^3 + 295/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018026784567867793642932486639779349170
f(z) = -42/257*z^3 + 299/257*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.012874548168840518164703879453671577441
f(z) = -41/240*z^3 + 281/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018002833493369038242203936784618938687
f(z) = -41/241*z^3 + 282/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015731427049051602059977366281091849133
f(z) = -41/242*z^3 + 283/242*z + 1
*
[ 2 ] 
f(z) = -41/242*z^3 + 285/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015606416611247294092865259832377949456
f(z) = -41/243*z^3 + 284/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016495748334288124930943690209159321632
f(z) = -41/244*z^3 + 285/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018011898788862898287746180093012014901
f(z) = -41/245*z^3 + 286/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018016320314335989828826941992700662362
f(z) = -41/247*z^3 + 288/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016508315537396218678816676723766897457
f(z) = -41/248*z^3 + 289/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014432651470794383462534107660639547682
f(z) = -41/249*z^3 + 290/249*z + 1
*
[ 2 ] 
f(z) = -41/250*z^3 + 289/250*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015760289542257675327330358156890169269
f(z) = -41/250*z^3 + 291/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018024949846447251537924208564250443587
f(z) = -41/251*z^3 + 292/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014132730324437506310985270625120114423
f(z) = -41/252*z^3 + 293/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018029161182188815982379131483727838710
f(z) = -41/253*z^3 + 294/253*z + 1
*
[ 2 ] 
f(z) = -41/254*z^3 + 291/254*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015774258685172505920130464823607364998
f(z) = -41/254*z^3 + 295/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014458199669361528888496754587582118136
f(z) = -41/255*z^3 + 296/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016532407268170984181889439619404009022
f(z) = -41/256*z^3 + 297/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018037384937110051140062465689025735745
f(z) = -41/257*z^3 + 298/257*z + 1
*
[ 2 ] 
f(z) = -41/258*z^3 + 293/258*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012218853974080444667008821166272623047
f(z) = -41/258*z^3 + 299/258*z + 1
*
[ 7/4 ] 
f(z) = -46/245*z^3 + 281/280*z + 1
*
[ 4/7 ] 
f(z) = -49/268*z^3 - 185/268*z + 1
*
[ 4/7 ] 
f(z) = -49/276*z^3 - 191/276*z + 1
*
[ 3/5 ] 
f(z) = -50/273*z^3 - 164/273*z + 1
*
[ 4/7 ] 
f(z) = -49/260*z^3 - 179/260*z + 1
*
8/7 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -49/264*z^3 - 167/264*z + 1
*
[ 3/5 ] 
f(z) = -59/270*z^3 - 147/250*z + 1
*
[ 3/5 ] 
f(z) = -53/270*z^3 - 149/250*z + 1
*
[ 3/5 ] 
f(z) = -47/270*z^3 - 151/250*z + 1
*
[ 3/5 ] 
f(z) = -41/270*z^3 - 153/250*z + 1
*
[ 3/5 ] 
f(z) = -50/267*z^3 - 160/267*z + 1
*
[ 5/9 ] 
f(z) = -54/275*z^3 - 122/165*z + 1
*
[ 2/3 ] 
f(z) = -53/264*z^3 - 122/297*z + 1
*
[ 2/3 ] 
f(z) = -49/264*z^3 - 124/297*z + 1
*
[ 2/3 ] 
f(z) = -47/264*z^3 - 125/297*z + 1
*
[ 2/3 ] 
f(z) = -43/264*z^3 - 127/297*z + 1
*
[ 2/3 ] 
f(z) = -41/264*z^3 - 128/297*z + 1
*
[ 5/8 ] 
f(z) = -48/275*z^3 - 117/220*z + 1
*
[ 2/3 ] 
f(z) = -45/262*z^3 - 111/262*z + 1
*
[ 2/3 ] 
f(z) = -45/266*z^3 - 113/266*z + 1
*
[ 2/3 ] 
f(z) = -45/274*z^3 - 117/274*z + 1
*
[ 2/3 ] 
f(z) = -45/278*z^3 - 119/278*z + 1
*
[ 2/3 ] 
f(z) = -59/264*z^3 - 119/297*z + 1
*
[ 4/7 ] 
f(z) = -49/264*z^3 - 91/132*z + 1
*
[ 2/3 ] 
f(z) = -57/272*z^3 - 83/204*z + 1
*
7/5 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -50/273*z^3 - 97/273*z + 1
*
[ 5/7 ] 
f(z) = -49/265*z^3 - 81/265*z + 1
*
[ 5/7 ] 
f(z) = -49/270*z^3 - 83/270*z + 1
*
[ 5/7 ] 
f(z) = -49/260*z^3 - 79/260*z + 1
*
[ 4/7 ] 
f(z) = -49/272*z^3 - 47/68*z + 1
*
[ 3/5 ] 
f(z) = -50/261*z^3 - 52/87*z + 1
*
[ 3/5 ] 
f(z) = -50/279*z^3 - 56/93*z + 1
*
[ 2/3 ] 
f(z) = -45/268*z^3 - 57/134*z + 1
*
[ 3/4 ] 
f(z) = -56/279*z^3 - 41/186*z + 1
*
11/7 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -49/264*z^3 - 47/264*z + 1
*
[ 2/3 ] 
f(z) = -45/272*z^3 - 29/68*z + 1
*
-15/14 | 0.091352775762371837874600416749198743766 | 0.013078952898809360747060086932511321243
f(z) = -49/270*z^3 - 31/120*z + 1
*
[ 3/4 ] 
f(z) = -56/261*z^3 - 37/174*z + 1
*
[ 3/4 ] 
f(z) = -49/270*z^3 - 37/160*z + 1
*
[ 3/4 ] 
f(z) = -43/270*z^3 - 39/160*z + 1
*
-12/7 | 0.13918080274856513921801186893753337653 | 0.024860720354395413284319979418492426583
f(z) = -49/270*z^3 - 2/15*z + 1
*
-10/7 | 0.15992999810810885794105616057571700764 | 0.028682112255627631992168334183931698636
f(z) = -49/264*z^3 - 4/33*z + 1
*
[ 6/7 ] 
f(z) = -49/264*z^3 - 1/33*z + 1
*
[ 6/7 ] 
f(z) = -49/270*z^3 - 1/30*z + 1
*
-3/14 | 0.17926666326867863582816087960802713959 | 0.025665561069721910849394881453460076081
f(z) = -49/270*z^3 - 13/40*z + 1
*
[ 5/7 ] 
f(z) = -49/275*z^3 - 17/55*z + 1
*
[ 5/6 ] 
f(z) = -54/275*z^3 - 7/110*z + 1
*
[ 6/7 ] 
f(z) = -49/276*z^3 - 5/138*z + 1
*
[ 6/7 ] 
f(z) = -49/261*z^3 - 5/174*z + 1
*
[ 5/6 ] 
f(z) = -48/275*z^3 - 13/165*z + 1
*
[ 6/7 ] 
f(z) = -49/279*z^3 - 7/186*z + 1
*
[ 6/7 ] 
f(z) = -49/272*z^3 - 7/204*z + 1
*
-3/2 | 0.24754150582771389227516434116874879964 | 0.027718268889889071867076539975078972884
f(z) = -49/270*z^3 - 19/280*z + 1
*
12/7 | 0.14532996949556178156210431620921191472 | 0.025959095359357847819001057322992388830
f(z) = -49/270*z^3 + 1/5*z + 1
*
3/7 | 0.089415181087247965704754530734587849701 | 0.014588749973116093559399095050797491308
f(z) = -49/270*z^3 + 17/10*z + 1
*
-6/7 | 0.18884200696072318459772199207921173730 | 0.027236475584990155364145545334960238127
f(z) = -49/270*z^3 + 19/5*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -59/264*z^3 + 13/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -53/264*z^3 + 10/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -49/264*z^3 + 8/33*z + 1
*
[ 12/7 ] 
f(z) = -49/270*z^3 + 19/20*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -47/264*z^3 + 7/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -43/264*z^3 + 5/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -41/264*z^3 + 4/33*z + 1
*
[ 15/14 ] 
f(z) = -49/270*z^3 + 11/40*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -53/272*z^3 + 19/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -49/272*z^3 + 15/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -47/272*z^3 + 13/68*z + 1
*
-4/3 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -45/272*z^3 + 3/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -45/272*z^3 + 11/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -43/272*z^3 + 9/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -41/272*z^3 + 7/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -43/268*z^3 + 19/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -43/276*z^3 + 17/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -41/260*z^3 + 17/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -41/268*z^3 + 15/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -41/276*z^3 + 13/138*z + 1
*
17/7 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -49/270*z^3 + 19/270*z + 1
*
[ -3 ] 
f(z) = -59/270*z^3 + 33/10*z + 1
*
[ -3 ] 
f(z) = -53/270*z^3 + 31/10*z + 1
*
30/7 | 0.18729730113888524926423402377024323233 | 0.027574764963535143947167527782234239999
f(z) = -49/270*z^3 + 33/10*z + 1
*
[ -3 ] 
f(z) = -47/270*z^3 + 29/10*z + 1
*
[ 3 ] 
f(z) = -43/270*z^3 + 21/10*z + 1
*
[ -3 ] 
f(z) = -41/270*z^3 + 27/10*z + 1
*
10/7 | 0.15992999810810885794105616057571700764 | 0.028682112255627631992168334183931698636
f(z) = -49/264*z^3 + 29/33*z + 1
*
18/7 | 0.13032738638133998786000348644554874423 | 0.023129059922315151530906057805437086371
f(z) = -49/264*z^3 + 35/33*z + 1
*
24/7 | 0.090839073962287598045478236702710865194 | 0.016225835535008476654120879827859452915
f(z) = -49/270*z^3 + 29/30*z + 1
*
[ 2 ] 
f(z) = -43/264*z^3 + 38/33*z + 1
*
[ 2 ] 
f(z) = -41/264*z^3 + 37/33*z + 1
*
[ 3/2 ] 
f(z) = -59/270*z^3 + 33/40*z + 1
*
[ 3/2 ] 
f(z) = -53/270*z^3 + 31/40*z + 1
*
[ 5/4 ] 
f(z) = -48/275*z^3 + 26/55*z + 1
*
[ 3/2 ] 
f(z) = -47/270*z^3 + 29/40*z + 1
*
[ 3/2 ] 
f(z) = -41/270*z^3 + 27/40*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -59/272*z^3 + 25/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -57/272*z^3 + 23/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -55/272*z^3 + 21/68*z + 1
*
[ 4/3 ] 
f(z) = -45/272*z^3 + 37/68*z + 1
*
-2/3 | 0.15803462078827167095068720636236910252 | 0.028191259505652180789693758482853102023
f(z) = -45/272*z^3 + 39/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -53/268*z^3 + 39/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -53/276*z^3 + 37/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -51/260*z^3 + 37/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -51/268*z^3 + 35/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -49/260*z^3 + 33/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -49/268*z^3 + 31/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -49/276*z^3 + 29/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -47/260*z^3 + 29/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -47/268*z^3 + 27/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -47/276*z^3 + 25/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -45/268*z^3 + 23/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -43/260*z^3 + 21/130*z + 1
*
-4/3 | 0.15740074133645644890275192321517369642 | 0.023477179810629278312115187648622119061
f(z) = -57/272*z^3 + 25/204*z + 1
*
13/7 | 0.15433362680969215379246107356080878053 | 0.027754443978391682588715898217392768564
f(z) = -49/260*z^3 + 29/260*z + 1
*
-11/7 | 0.13358720067433368836469586670332795989 | 0.023957751084735516843343930956352286993
f(z) = -49/264*z^3 + 25/264*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -43/266*z^3 + 39/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -43/270*z^3 + 37/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -43/274*z^3 + 35/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -43/278*z^3 + 33/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -41/262*z^3 + 33/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -41/266*z^3 + 31/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -41/270*z^3 + 29/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -41/274*z^3 + 27/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -41/278*z^3 + 25/278*z + 1
*
[ 30/7 ] 
f(z) = -49/270*z^3 + 41/10*z + 1
*
30/7 | 0.18820276558278124179865871658544396901 | 0.026668808179817770933298776617437574335
f(z) = -49/270*z^3 + 43/10*z + 1
*
-33/7 | 0.19125372525369109948924716210521533742 | 0.026763803660332161255550106412906077315
f(z) = -49/270*z^3 + 47/10*z + 1
*
-6/7 | 0.15893891602337329826496172596963481122 | 0.020167854583367384404583237521998539680
f(z) = -49/270*z^3 + 49/5*z + 1
*
-6 | 0.19434265048758262877823127390702614829 | 0.026357355848106063642806258806811582417
f(z) = -43/270*z^3 + 59/10*z + 1
*
6 | 0.21575755287710878222767241404192376796 | 0.029693604314329170677001877763620809752
f(z) = -41/270*z^3 + 53/10*z + 1
*
[ 2 ] 
f(z) = -59/264*z^3 + 46/33*z + 1
*
[ 2 ] 
f(z) = -53/264*z^3 + 43/33*z + 1
*
[ 2 ] 
f(z) = -49/264*z^3 + 41/33*z + 1
*
12/7 | 0.11662945933718803830747097830274775809 | 0.016226352575561257924500720881284066476
f(z) = -49/270*z^3 + 49/20*z + 1
*
15/7 | 0.15044788553392094525291376756294003703 | 0.023976667963599261763432634376323451374
f(z) = -49/270*z^3 + 59/30*z + 1
*
[ 2 ] 
f(z) = -47/264*z^3 + 40/33*z + 1
*
[ 5/3 ] 
f(z) = -54/275*z^3 + 52/55*z + 1
*
-4/7 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -49/272*z^3 + 55/68*z + 1
*
[ 9/7 ] 
f(z) = -49/270*z^3 + 47/90*z + 1
*
[ 5/4 ] 
f(z) = -56/275*z^3 + 57/110*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -59/260*z^3 + 53/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -59/268*z^3 + 51/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -59/276*z^3 + 49/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -57/260*z^3 + 49/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -57/268*z^3 + 47/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -55/268*z^3 + 43/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -55/276*z^3 + 41/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -53/260*z^3 + 41/130*z + 1
*
[ 8/7 ] 
f(z) = -49/272*z^3 + 49/136*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -49/274*z^3 + 59/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -49/278*z^3 + 57/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -47/262*z^3 + 57/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -47/266*z^3 + 55/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -47/270*z^3 + 53/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -47/274*z^3 + 51/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -47/278*z^3 + 49/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -45/262*z^3 + 49/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -45/266*z^3 + 47/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -45/274*z^3 + 43/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -45/278*z^3 + 41/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -43/262*z^3 + 41/262*z + 1
*
6 | 0.21740453965955667122741807000792772188 | 0.028872001947364925288021012155176409040
f(z) = -53/270*z^3 + 69/10*z + 1
*
[ 6 ] 
f(z) = -53/270*z^3 + 79/10*z + 1
*
-6 | 0.22237616458587394741682983153993352001 | 0.029648062182659923602416178839715365314
f(z) = -49/270*z^3 + 67/10*z + 1
*
[ -6 ] 
f(z) = -49/270*z^3 + 77/10*z + 1
*
6 | 0.20797576841363260024604210014493664086 | 0.028079369640596801321983798607026628573
f(z) = -47/270*z^3 + 61/10*z + 1
*
[ 6 ] 
f(z) = -47/270*z^3 + 71/10*z + 1
*
[ -6 ] 
f(z) = -43/270*z^3 + 69/10*z + 1
*
[ 6 ] 
f(z) = -41/270*z^3 + 63/10*z + 1
*
[ -2 ] 
f(z) = -59/264*z^3 + 79/33*z + 1
*
[ 3 ] 
f(z) = -59/270*z^3 + 79/30*z + 1
*
[ -2 ] 
f(z) = -53/264*z^3 + 76/33*z + 1
*
[ 3 ] 
f(z) = -53/270*z^3 + 73/30*z + 1
*
10/7 | 0.17172602627761590320398425550711760333 | 0.027668400146074088244530993139830413077
f(z) = -49/264*z^3 + 62/33*z + 1
*
18/7 | 0.17172561435854954824880206939291822678 | 0.027262581047825503148811048112821433169
f(z) = -49/264*z^3 + 68/33*z + 1
*
[ -2 ] 
f(z) = -49/264*z^3 + 74/33*z + 1
*
[ -6/7 ] 
f(z) = -49/264*z^3 + 76/33*z + 1
*
-24/7 | 0.19364578398625075987895744447556563584 | 0.026144639778797789990858331467988540320
f(z) = -49/270*z^3 + 61/20*z + 1
*
[ -2 ] 
f(z) = -47/264*z^3 + 73/33*z + 1
*
[ 3 ] 
f(z) = -47/270*z^3 + 67/30*z + 1
*
[ -2 ] 
f(z) = -43/264*z^3 + 71/33*z + 1
*
[ -2 ] 
f(z) = -41/264*z^3 + 70/33*z + 1
*
[ 3 ] 
f(z) = -41/270*z^3 + 61/30*z + 1
*
[ 2 ] 
f(z) = -45/272*z^3 + 79/68*z + 1
*
[ 2 ] 
f(z) = -43/272*z^3 + 77/68*z + 1
*
[ 2 ] 
f(z) = -41/272*z^3 + 75/68*z + 1
*
[ 3/2 ] 
f(z) = -56/261*z^3 + 71/87*z + 1
*
[ 3/2 ] 
f(z) = -56/279*z^3 + 73/93*z + 1
*
[ 3/2 ] 
f(z) = -52/261*z^3 + 68/87*z + 1
*
[ 3/2 ] 
f(z) = -52/279*z^3 + 70/93*z + 1
*
-18/7 | 0.18463700477442138757944196531393125051 | 0.027662792194983362374391377537828979170
f(z) = -49/264*z^3 + 61/99*z + 1
*
[ 3/2 ] 
f(z) = -44/261*z^3 + 62/87*z + 1
*
[ 3/2 ] 
f(z) = -44/279*z^3 + 64/93*z + 1
*
[ 10/7 ] 
f(z) = -49/275*z^3 + 73/110*z + 1
*
[ 6/5 ] 
f(z) = -50/261*z^3 + 77/174*z + 1
*
[ 6/5 ] 
f(z) = -50/279*z^3 + 79/186*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -53/266*z^3 + 79/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -53/270*z^3 + 77/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -53/274*z^3 + 75/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -53/278*z^3 + 73/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -51/262*z^3 + 73/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -51/266*z^3 + 71/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -51/274*z^3 + 67/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -51/278*z^3 + 65/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -49/262*z^3 + 65/262*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -49/270*z^3 + 61/270*z + 1
*
[ 22/21 ] 
f(z) = -49/264*z^3 + 74/297*z + 1
*
[ 6 ] 
f(z) = -59/270*z^3 + 87/10*z + 1
*
[ -3 ] 
f(z) = -43/270*z^3 + 83/30*z + 1
*
[ 5/2 ] 
f(z) = -52/275*z^3 + 98/55*z + 1
*
[ 5/2 ] 
f(z) = -48/275*z^3 + 93/55*z + 1
*
[ -3/2 ] 
f(z) = -43/270*z^3 + 81/40*z + 1
*
[ 2 ] 
f(z) = -59/272*z^3 + 93/68*z + 1
*
[ 2 ] 
f(z) = -57/272*z^3 + 91/68*z + 1
*
[ 2 ] 
f(z) = -55/272*z^3 + 89/68*z + 1
*
[ 2 ] 
f(z) = -53/272*z^3 + 87/68*z + 1
*
[ 2 ] 
f(z) = -49/272*z^3 + 83/68*z + 1
*
[ 2 ] 
f(z) = -47/272*z^3 + 81/68*z + 1
*
[ 10/7 ] 
f(z) = -49/260*z^3 + 89/130*z + 1
*
[ 3/2 ] 
f(z) = -49/270*z^3 + 89/120*z + 1
*
[ 3/2 ] 
f(z) = -43/270*z^3 + 83/120*z + 1
*
[ 6/5 ] 
f(z) = -43/270*z^3 + 99/250*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -59/274*z^3 + 99/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -59/278*z^3 + 97/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -57/262*z^3 + 97/262*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -57/274*z^3 + 91/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -57/278*z^3 + 89/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -55/262*z^3 + 89/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -55/266*z^3 + 87/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -55/274*z^3 + 83/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -55/278*z^3 + 81/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -53/262*z^3 + 81/262*z + 1
*
-6/7 | 0.22980283889986381379575877538395748700 | 0.029306006026357370335996617889121059064
f(z) = -49/264*z^3 + 106/11*z + 1
*
-6/7 | 0.23134939605495636978544822327941597531 | 0.028834964138004342885412379779757332785
f(z) = -49/270*z^3 + 113/10*z + 1
*
-18/7 | 0.14605349656003305530742310193150427982 | 0.021816736521865618161404400335918447886
f(z) = -49/264*z^3 + 101/33*z + 1
*
[ -22/7 ] 
f(z) = -49/264*z^3 + 104/33*z + 1
*
[ -3/7 ] 
f(z) = -49/270*z^3 + 101/30*z + 1
*
[ 5/2 ] 
f(z) = -56/275*z^3 + 103/55*z + 1
*
[ -5/3 ] 
f(z) = -54/275*z^3 + 118/55*z + 1
*
-57/14 | 0.13024937417583269172909997831471664558 | 0.016345192416368023431774878308730419777
f(z) = -49/270*z^3 + 107/40*z + 1
*
[ -5/4 ] 
f(z) = -48/275*z^3 + 114/55*z + 1
*
[ 10/7 ] 
f(z) = -49/264*z^3 + 112/165*z + 1
*
[ 5/4 ] 
f(z) = -52/275*z^3 + 109/220*z + 1
*
[ 6/5 ] 
f(z) = -49/270*z^3 + 107/250*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -59/262*z^3 + 105/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -59/266*z^3 + 103/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -59/270*z^3 + 101/270*z + 1
*
34/7 | 0.17929329442798441510950646720476350050 | 0.025866554673589793080727326068565472936
f(z) = -49/264*z^3 + 128/33*z + 1
*
[ -30/7 ] 
f(z) = -49/270*z^3 + 137/30*z + 1
*
[ -24/7 ] 
f(z) = -49/270*z^3 + 137/40*z + 1
*
[ -5/7 ] 
f(z) = -49/275*z^3 + 137/55*z + 1
*
[ -5/2 ] 
f(z) = -48/275*z^3 + 137/55*z + 1
*
[ -12/7 ] 
f(z) = -49/270*z^3 + 127/60*z + 1
*
-4 | 0.15740074133645644890275192321517369642 | 0.024959383181737392667902517103869391784
f(z) = -47/272*z^3 + 137/68*z + 1
*
[ -4/3 ] 
f(z) = -45/272*z^3 + 139/68*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.026383600171130700887178243048796664568
f(z) = -43/272*z^3 + 121/68*z + 1
*
[ 12/7 ] 
f(z) = -49/264*z^3 + 127/132*z + 1
*
[ 3/2 ] 
f(z) = -50/261*z^3 + 133/174*z + 1
*
[ 3/2 ] 
f(z) = -46/261*z^3 + 127/174*z + 1
*
[ 5/3 ] 
f(z) = -42/275*z^3 + 136/165*z + 1
*
[ 3/2 ] 
f(z) = -50/279*z^3 + 137/186*z + 1
*
[ 3/2 ] 
f(z) = -46/279*z^3 + 131/186*z + 1
*
-2/3 | 0.15740177495287733862493312041790826388 | 0.023477333980160898088588081341261286371
f(z) = -57/272*z^3 + 121/204*z + 1
*
[ 4/3 ] 
f(z) = -57/272*z^3 + 127/204*z + 1
*
[ 9/7 ] 
f(z) = -49/261*z^3 + 139/261*z + 1
*
[ 5/4 ] 
f(z) = -48/265*z^3 + 128/265*z + 1
*
[ -2/7 ] 
f(z) = -49/264*z^3 + 149/33*z + 1
*
-6 | 0.20709659435015735216408064380373301088 | 0.029022655320851256877307100884597975537
f(z) = -41/264*z^3 + 157/33*z + 1
*
[ -5/2 ] 
f(z) = -56/275*z^3 + 147/55*z + 1
*
[ -5/2 ] 
f(z) = -52/275*z^3 + 142/55*z + 1
*
[ -2 ] 
f(z) = -57/272*z^3 + 159/68*z + 1
*
[ -2 ] 
f(z) = -55/272*z^3 + 157/68*z + 1
*
[ -2 ] 
f(z) = -53/272*z^3 + 155/68*z + 1
*
[ -2 ] 
f(z) = -49/272*z^3 + 151/68*z + 1
*
[ -2 ] 
f(z) = -47/272*z^3 + 149/68*z + 1
*
[ -2 ] 
f(z) = -45/272*z^3 + 147/68*z + 1
*
[ -2 ] 
f(z) = -43/272*z^3 + 145/68*z + 1
*
[ -2 ] 
f(z) = -41/272*z^3 + 143/68*z + 1
*
[ 2 ] 
f(z) = -47/260*z^3 + 159/130*z + 1
*
[ 2 ] 
f(z) = -45/268*z^3 + 157/134*z + 1
*
[ 2 ] 
f(z) = -43/260*z^3 + 151/130*z + 1
*
[ 2 ] 
f(z) = -43/268*z^3 + 153/134*z + 1
*
[ 2 ] 
f(z) = -43/276*z^3 + 155/138*z + 1
*
[ 2 ] 
f(z) = -41/260*z^3 + 147/130*z + 1
*
[ 2 ] 
f(z) = -41/268*z^3 + 149/134*z + 1
*
[ 2 ] 
f(z) = -41/276*z^3 + 151/138*z + 1
*
[ 5/3 ] 
f(z) = -51/275*z^3 + 151/165*z + 1
*
[ 5/3 ] 
f(z) = -48/275*z^3 + 146/165*z + 1
*
[ 3/2 ] 
f(z) = -58/279*z^3 + 149/186*z + 1
*
-5/8 | 0.19362956166520236025241722224538418897 | 0.027649257715028667973042874592401161417
f(z) = -48/275*z^3 + 147/220*z + 1
*
[ 9/7 ] 
f(z) = -49/279*z^3 + 143/279*z + 1
*
[ 4/3 ] 
f(z) = -45/268*z^3 + 147/268*z + 1
*
-34/7 | 0.15834474076069724287764669458992034823 | 0.022112574802556836813158564398700184003
f(z) = -49/264*z^3 + 161/33*z + 1
*
6 | 0.19362015292980960645670933915713811134 | 0.026468130220285591476619197389985233294
f(z) = -43/270*z^3 + 167/30*z + 1
*
-6 | 0.19237648254539413268987182328531419468 | 0.026255390399753395818342435648172217177
f(z) = -41/270*z^3 + 169/30*z + 1
*
[ -2 ] 
f(z) = -59/272*z^3 + 161/68*z + 1
*
-4 | 0.17451552695084339224653136872326906213 | 0.026781822594001469637396177188533850295
f(z) = -55/272*z^3 + 169/68*z + 1
*
-2/7 | 0.15930252632884341890373016331566896680 | 0.024403117841614487636122516684194840165
f(z) = -49/272*z^3 + 171/68*z + 1
*
[ -2/3 ] 
f(z) = -45/272*z^3 + 175/68*z + 1
*
[ 18/7 ] 
f(z) = -49/270*z^3 + 163/90*z + 1
*
[ -3/2 ] 
f(z) = -44/261*z^3 + 178/87*z + 1
*
[ 5/2 ] 
f(z) = -42/275*z^3 + 171/110*z + 1
*
[ 2 ] 
f(z) = -57/260*z^3 + 179/130*z + 1
*
[ 2 ] 
f(z) = -55/268*z^3 + 177/134*z + 1
*
[ 2 ] 
f(z) = -55/276*z^3 + 179/138*z + 1
*
[ 2 ] 
f(z) = -53/260*z^3 + 171/130*z + 1
*
[ 2 ] 
f(z) = -53/268*z^3 + 173/134*z + 1
*
[ 2 ] 
f(z) = -53/276*z^3 + 175/138*z + 1
*
[ 2 ] 
f(z) = -51/260*z^3 + 167/130*z + 1
*
[ 2 ] 
f(z) = -51/268*z^3 + 169/134*z + 1
*
[ 2 ] 
f(z) = -49/260*z^3 + 163/130*z + 1
*
[ 2 ] 
f(z) = -49/268*z^3 + 165/134*z + 1
*
-33/14 | 0.18069083411774160397605777581853705056 | 0.024824844836798484194919463734671412957
f(z) = -49/270*z^3 + 161/120*z + 1
*
[ 2 ] 
f(z) = -49/276*z^3 + 167/138*z + 1
*
[ 2 ] 
f(z) = -47/268*z^3 + 161/134*z + 1
*
[ 2 ] 
f(z) = -47/276*z^3 + 163/138*z + 1
*
[ 5/3 ] 
f(z) = -57/275*z^3 + 161/165*z + 1
*
[ 7/5 ] 
f(z) = -50/273*z^3 + 176/273*z + 1
*
-3/7 | 0.19968789836097469666519588486574749424 | 0.026805550953458133241775737666953627791
f(z) = -49/270*z^3 + 191/30*z + 1
*
[ 6 ] 
f(z) = -43/270*z^3 + 197/30*z + 1
*
[ -6 ] 
f(z) = -41/270*z^3 + 199/30*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.024688102412858685644639261198683147426
f(z) = -59/272*z^3 + 185/68*z + 1
*
3 | 0.21952537359557433776183245314066988630 | 0.025681158296278956853665196089421196699
f(z) = -49/270*z^3 + 191/70*z + 1
*
[ -4/7 ] 
f(z) = -49/272*z^3 + 191/68*z + 1
*
[ -3/2 ] 
f(z) = -56/261*z^3 + 187/87*z + 1
*
[ -3/2 ] 
f(z) = -56/279*z^3 + 197/93*z + 1
*
[ -3/2 ] 
f(z) = -52/261*z^3 + 184/87*z + 1
*
[ -3/2 ] 
f(z) = -52/279*z^3 + 194/93*z + 1
*
[ 18/7 ] 
f(z) = -49/264*z^3 + 182/99*z + 1
*
[ -9/7 ] 
f(z) = -49/270*z^3 + 187/90*z + 1
*
[ 3 ] 
f(z) = -47/261*z^3 + 199/87*z + 1
*
[ 3 ] 
f(z) = -46/261*z^3 + 196/87*z + 1
*
[ 3 ] 
f(z) = -44/261*z^3 + 190/87*z + 1
*
[ -3/2 ] 
f(z) = -44/279*z^3 + 188/93*z + 1
*
[ 3 ] 
f(z) = -44/279*z^3 + 194/93*z + 1
*
[ 3 ] 
f(z) = -43/261*z^3 + 187/87*z + 1
*
[ 3 ] 
f(z) = -43/279*z^3 + 191/93*z + 1
*
[ 3 ] 
f(z) = -41/261*z^3 + 181/87*z + 1
*
[ 3 ] 
f(z) = -41/279*z^3 + 185/93*z + 1
*
[ 5/2 ] 
f(z) = -46/275*z^3 + 181/110*z + 1
*
[ 2 ] 
f(z) = -59/260*z^3 + 183/130*z + 1
*
[ 2 ] 
f(z) = -59/268*z^3 + 185/134*z + 1
*
[ 2 ] 
f(z) = -59/276*z^3 + 187/138*z + 1
*
[ 2 ] 
f(z) = -57/268*z^3 + 181/134*z + 1
*
[ 12/7 ] 
f(z) = -49/272*z^3 + 193/204*z + 1
*
[ 10/7 ] 
f(z) = -49/270*z^3 + 181/270*z + 1
*
[ 3/2 ] 
f(z) = -44/267*z^3 + 188/267*z + 1
*
[ 3/2 ] 
f(z) = -44/273*z^3 + 190/273*z + 1
*
-6 | 0.21946048991514268778077620599062446747 | 0.028963568478533238734254879598978158183
f(z) = -53/270*z^3 + 217/30*z + 1
*
[ 6 ] 
f(z) = -41/264*z^3 + 212/33*z + 1
*
-75/14 | 0.22599874922474099812271294121829258067 | 0.026251321231928470152978117535783497249
f(z) = -49/270*z^3 + 203/40*z + 1
*
-3/2 | 0.21101537112497015894417133354994424635 | 0.024539119910946389791945200672612056578
f(z) = -43/270*z^3 + 201/40*z + 1
*
[ 4 ] 
f(z) = -41/272*z^3 + 215/68*z + 1
*
[ 3 ] 
f(z) = -53/261*z^3 + 217/87*z + 1
*
[ 3 ] 
f(z) = -52/261*z^3 + 214/87*z + 1
*
[ 3 ] 
f(z) = -52/279*z^3 + 218/93*z + 1
*
[ 3 ] 
f(z) = -50/261*z^3 + 208/87*z + 1
*
[ 3 ] 
f(z) = -50/279*z^3 + 212/93*z + 1
*
[ 3 ] 
f(z) = -49/261*z^3 + 205/87*z + 1
*
[ 3 ] 
f(z) = -49/279*z^3 + 209/93*z + 1
*
[ 3 ] 
f(z) = -47/279*z^3 + 203/93*z + 1
*
[ 3 ] 
f(z) = -46/279*z^3 + 200/93*z + 1
*
[ 5/2 ] 
f(z) = -58/275*z^3 + 211/110*z + 1
*
[ 5/2 ] 
f(z) = -54/275*z^3 + 201/110*z + 1
*
[ 3/2 ] 
f(z) = -56/267*z^3 + 215/267*z + 1
*
[ 3/2 ] 
f(z) = -52/267*z^3 + 206/267*z + 1
*
[ 11/7 ] 
f(z) = -49/264*z^3 + 217/264*z + 1
*
-3 | 0.15460983554311766323236822721590769468 | 0.027727985439443242847601197900918236377
f(z) = -43/264*z^3 + 211/264*z + 1
*
[ 6 ] 
f(z) = -49/270*z^3 + 221/30*z + 1
*
[ 6 ] 
f(z) = -47/264*z^3 + 239/33*z + 1
*
[ -6 ] 
f(z) = -47/270*z^3 + 223/30*z + 1
*
[ 6 ] 
f(z) = -43/264*z^3 + 221/33*z + 1
*
[ -6 ] 
f(z) = -43/264*z^3 + 232/33*z + 1
*
[ -6 ] 
f(z) = -41/264*z^3 + 223/33*z + 1
*
[ -3/14 ] 
f(z) = -49/270*z^3 + 227/40*z + 1
*
-34/7 | 0.16022188283943410962569383592376548078 | 0.023404132961543421493491894380331187725
f(z) = -49/272*z^3 + 235/68*z + 1
*
[ 4 ] 
f(z) = -47/272*z^3 + 239/68*z + 1
*
[ 4 ] 
f(z) = -45/272*z^3 + 231/68*z + 1
*
[ 4 ] 
f(z) = -43/272*z^3 + 223/68*z + 1
*
[ 3 ] 
f(z) = -59/261*z^3 + 235/87*z + 1
*
[ 3 ] 
f(z) = -59/279*z^3 + 239/93*z + 1
*
[ 3 ] 
f(z) = -58/279*z^3 + 236/93*z + 1
*
[ 3 ] 
f(z) = -56/261*z^3 + 226/87*z + 1
*
[ 3 ] 
f(z) = -56/279*z^3 + 230/93*z + 1
*
[ 3 ] 
f(z) = -55/261*z^3 + 223/87*z + 1
*
[ 3 ] 
f(z) = -55/279*z^3 + 227/93*z + 1
*
[ 3 ] 
f(z) = -53/279*z^3 + 221/93*z + 1
*
[ -3/5 ] 
f(z) = -50/261*z^3 + 238/87*z + 1
*
[ -18/7 ] 
f(z) = -49/270*z^3 + 233/90*z + 1
*
[ -3 ] 
f(z) = -41/261*z^3 + 239/87*z + 1
*
[ -5/4 ] 
f(z) = -56/275*z^3 + 233/110*z + 1
*
[ -10/7 ] 
f(z) = -49/275*z^3 + 227/110*z + 1
*
-4/7 | 0.15993103172452974766323735777845157509 | 0.025922386137309065494217714667069983465
f(z) = -49/264*z^3 + 239/132*z + 1
*
-87/28 | 0.25628315289025516724449380350328356753 | 0.029387617919613443692911838506764061074
f(z) = -49/270*z^3 + 227/160*z + 1
*
[ 15/7 ] 
f(z) = -49/275*z^3 + 223/165*z + 1
*
-20/7 | 0.098965949647908426153722590282803401370 | 0.017797449344323390589507910528262360330
f(z) = -49/260*z^3 + 231/260*z + 1
*
[ 11/7 ] 
f(z) = -49/275*z^3 + 221/275*z + 1
*
-6 | 0.22855634335212746371700649257003046835 | 0.029752109263167919308285445139350031913
f(z) = -59/270*z^3 + 241/30*z + 1
*
[ -6 ] 
f(z) = -53/270*z^3 + 247/30*z + 1
*
[ 6 ] 
f(z) = -49/264*z^3 + 248/33*z + 1
*
[ -6 ] 
f(z) = -49/264*z^3 + 259/33*z + 1
*
[ -6 ] 
f(z) = -47/264*z^3 + 250/33*z + 1
*
[ 5 ] 
f(z) = -43/275*z^3 + 259/55*z + 1
*
[ 5 ] 
f(z) = -42/275*z^3 + 254/55*z + 1
*
[ 5 ] 
f(z) = -41/275*z^3 + 249/55*z + 1
*
[ -4 ] 
f(z) = -43/272*z^3 + 257/68*z + 1
*
[ -4 ] 
f(z) = -41/272*z^3 + 249/68*z + 1
*
[ -3/5 ] 
f(z) = -50/279*z^3 + 254/93*z + 1
*
[ -18/7 ] 
f(z) = -49/264*z^3 + 259/99*z + 1
*
[ -3 ] 
f(z) = -47/261*z^3 + 257/87*z + 1
*
[ -3 ] 
f(z) = -46/261*z^3 + 254/87*z + 1
*
[ -3 ] 
f(z) = -44/261*z^3 + 248/87*z + 1
*
[ -3 ] 
f(z) = -44/279*z^3 + 256/93*z + 1
*
[ -3 ] 
f(z) = -43/261*z^3 + 245/87*z + 1
*
0 | 0.18836889486586745251942658032342181553 | 0.028471438777410708464096642016545434084
f(z) = -43/264*z^3 + 249/88*z + 1
*
[ -3 ] 
f(z) = -43/279*z^3 + 253/93*z + 1
*
[ -3 ] 
f(z) = -41/279*z^3 + 247/93*z + 1
*
[ -5/6 ] 
f(z) = -54/275*z^3 + 257/110*z + 1
*
[ -5/2 ] 
f(z) = -42/275*z^3 + 259/110*z + 1
*
[ -3/2 ] 
f(z) = -59/270*z^3 + 259/120*z + 1
*
[ -3/2 ] 
f(z) = -53/270*z^3 + 253/120*z + 1
*
[ -15/14 ] 
f(z) = -49/270*z^3 + 257/120*z + 1
*
[ -3/2 ] 
f(z) = -47/270*z^3 + 247/120*z + 1
*
[ 8/3 ] 
f(z) = -45/272*z^3 + 245/136*z + 1
*
[ -3/2 ] 
f(z) = -41/270*z^3 + 241/120*z + 1
*
[ 5/3 ] 
f(z) = -54/265*z^3 + 256/265*z + 1
*
[ 12/7 ] 
f(z) = -49/276*z^3 + 259/276*z + 1
*
[ -6 ] 
f(z) = -59/270*z^3 + 271/30*z + 1
*
[ 6 ] 
f(z) = -53/264*z^3 + 266/33*z + 1
*
[ -6 ] 
f(z) = -53/264*z^3 + 277/33*z + 1
*
87/14 | 0.22347880627773900290709484741390830364 | 0.025157790687005514309823503198410514371
f(z) = -49/270*z^3 + 267/40*z + 1
*
[ 5 ] 
f(z) = -47/275*z^3 + 279/55*z + 1
*
[ 5 ] 
f(z) = -46/275*z^3 + 274/55*z + 1
*
[ -5 ] 
f(z) = -42/275*z^3 + 276/55*z + 1
*
[ -5 ] 
f(z) = -41/275*z^3 + 271/55*z + 1
*
[ 4 ] 
f(z) = -57/272*z^3 + 279/68*z + 1
*
[ 4 ] 
f(z) = -55/272*z^3 + 271/68*z + 1
*
[ 4 ] 
f(z) = -53/272*z^3 + 263/68*z + 1
*
[ -4 ] 
f(z) = -47/272*z^3 + 273/68*z + 1
*
[ -4 ] 
f(z) = -45/272*z^3 + 265/68*z + 1
*
[ -3 ] 
f(z) = -53/261*z^3 + 275/87*z + 1
*
[ -3 ] 
f(z) = -52/261*z^3 + 272/87*z + 1
*
[ -3 ] 
f(z) = -50/261*z^3 + 266/87*z + 1
*
[ -3 ] 
f(z) = -50/279*z^3 + 274/93*z + 1
*
[ -3 ] 
f(z) = -49/261*z^3 + 263/87*z + 1
*
[ -3 ] 
f(z) = -49/279*z^3 + 271/93*z + 1
*
[ -3 ] 
f(z) = -47/279*z^3 + 265/93*z + 1
*
[ -3 ] 
f(z) = -46/279*z^3 + 262/93*z + 1
*
[ -5/2 ] 
f(z) = -46/275*z^3 + 269/110*z + 1
*
[ -10/7 ] 
f(z) = -49/260*z^3 + 271/130*z + 1
*
[ -2 ] 
f(z) = -41/260*z^3 + 277/130*z + 1
*
[ 9/5 ] 
f(z) = -50/261*z^3 + 278/261*z + 1
*
[ 6 ] 
f(z) = -59/264*z^3 + 293/33*z + 1
*
[ -60/7 ] 
f(z) = -49/270*z^3 + 289/20*z + 1
*
[ 5 ] 
f(z) = -51/275*z^3 + 299/55*z + 1
*
[ 5 ] 
f(z) = -49/275*z^3 + 289/55*z + 1
*
[ 5 ] 
f(z) = -48/275*z^3 + 284/55*z + 1
*
[ -5 ] 
f(z) = -46/275*z^3 + 296/55*z + 1
*
[ -5 ] 
f(z) = -43/275*z^3 + 281/55*z + 1
*
[ 4 ] 
f(z) = -59/272*z^3 + 287/68*z + 1
*
[ -4 ] 
f(z) = -53/272*z^3 + 297/68*z + 1
*
[ -4 ] 
f(z) = -49/272*z^3 + 281/68*z + 1
*
[ -3 ] 
f(z) = -59/261*z^3 + 293/87*z + 1
*
[ -3 ] 
f(z) = -58/279*z^3 + 298/93*z + 1
*
[ -3 ] 
f(z) = -56/261*z^3 + 284/87*z + 1
*
[ -3 ] 
f(z) = -56/279*z^3 + 292/93*z + 1
*
[ -3 ] 
f(z) = -55/261*z^3 + 281/87*z + 1
*
[ -3 ] 
f(z) = -55/279*z^3 + 289/93*z + 1
*
[ -3 ] 
f(z) = -53/279*z^3 + 283/93*z + 1
*
[ -3 ] 
f(z) = -52/279*z^3 + 280/93*z + 1
*
[ -3/7 ] 
f(z) = -49/261*z^3 + 293/87*z + 1
*
[ -5/2 ] 
f(z) = -58/275*z^3 + 299/110*z + 1
*
[ -5/2 ] 
f(z) = -54/275*z^3 + 289/110*z + 1
*
[ -2 ] 
f(z) = -51/260*z^3 + 297/130*z + 1
*
[ -2 ] 
f(z) = -49/260*z^3 + 293/130*z + 1
*
[ -12/7 ] 
f(z) = -49/264*z^3 + 281/132*z + 1
*
[ -2 ] 
f(z) = -49/268*z^3 + 299/134*z + 1
*
[ -8/7 ] 
f(z) = -49/272*z^3 + 287/136*z + 1
*
[ -2 ] 
f(z) = -47/260*z^3 + 289/130*z + 1
*
[ -2 ] 
f(z) = -47/268*z^3 + 295/134*z + 1
*
[ -2 ] 
f(z) = -45/268*z^3 + 291/134*z + 1
*
[ -2 ] 
f(z) = -43/260*z^3 + 281/130*z + 1
*
[ -2 ] 
f(z) = -43/268*z^3 + 287/134*z + 1
*
[ -2 ] 
f(z) = -43/276*z^3 + 293/138*z + 1
*
[ -2 ] 
f(z) = -41/268*z^3 + 283/134*z + 1
*
[ -2 ] 
f(z) = -41/276*z^3 + 289/138*z + 1
*
[ 9/5 ] 
f(z) = -50/279*z^3 + 286/279*z + 1
*
[ 13/7 ] 
f(z) = -49/260*z^3 + 289/260*z + 1
*
-11/7 | 0.13654427116638383486621265752083862089 | 0.024097068343412854794649206445823793950
f(z) = -49/264*z^3 + 289/264*z + 1
*
[ 2 ] 
f(z) = -41/262*z^3 + 295/262*z + 1
*
3 | 0.13654530478280472458839385472357318835 | 0.024217225199659097258426448810866980599
f(z) = -41/264*z^3 + 281/264*z + 1
*
[ 2 ] 
f(z) = -41/266*z^3 + 297/266*z + 1
*
[ 2 ] 
f(z) = -41/270*z^3 + 299/270*z + 1
*
[ 6/11 ] 
f(z) = -55/288*z^3 - 205/264*z + 1
*
[ 4/7 ] 
f(z) = -49/292*z^3 - 203/292*z + 1
*
[ 4/7 ] 
f(z) = -49/284*z^3 - 197/284*z + 1
*
[ 17/30 ] 
f(z) = -60/289*z^3 - 178/255*z + 1
*
[ 3/5 ] 
f(z) = -58/297*z^3 - 164/275*z + 1
*
[ 3/5 ] 
f(z) = -52/297*z^3 - 166/275*z + 1
*
[ 3/5 ] 
f(z) = -49/297*z^3 - 167/275*z + 1
*
[ 3/5 ] 
f(z) = -46/297*z^3 - 168/275*z + 1
*
[ 3/5 ] 
f(z) = -43/297*z^3 - 169/275*z + 1
*
[ 3/5 ] 
f(z) = -50/291*z^3 - 176/291*z + 1
*
[ 17/28 ] 
f(z) = -49/289*z^3 - 159/272*z + 1
*
9/7 | 0.11988686474726434618208661689008578746 | 0.021170351650482703534803063078623467477
f(z) = -49/288*z^3 - 143/288*z + 1
*
[ 17/28 ] 
f(z) = -56/289*z^3 - 137/238*z + 1
*
[ 2/3 ] 
f(z) = -45/286*z^3 - 123/286*z + 1
*
[ 2/3 ] 
f(z) = -45/298*z^3 - 129/298*z + 1
*
[ 4/7 ] 
f(z) = -49/296*z^3 - 103/148*z + 1
*
[ 17/26 ] 
f(z) = -52/289*z^3 - 100/221*z + 1
*
[ 5/7 ] 
f(z) = -49/285*z^3 - 89/285*z + 1
*
[ 5/7 ] 
f(z) = -49/290*z^3 - 91/290*z + 1
*
[ 5/7 ] 
f(z) = -49/295*z^3 - 93/295*z + 1
*
[ 2/3 ] 
f(z) = -45/284*z^3 - 61/142*z + 1
*
[ 2/3 ] 
f(z) = -45/292*z^3 - 63/146*z + 1
*
[ 17/24 ] 
f(z) = -48/289*z^3 - 67/204*z + 1
*
[ 3/4 ] 
f(z) = -46/297*z^3 - 65/264*z + 1
*
3/2 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -56/285*z^3 - 64/285*z + 1
*
[ 2/3 ] 
f(z) = -57/280*z^3 - 43/105*z + 1
*
[ 2/3 ] 
f(z) = -57/296*z^3 - 46/111*z + 1
*
[ 2/3 ] 
f(z) = -51/280*z^3 - 44/105*z + 1
*
[ 2/3 ] 
f(z) = -51/296*z^3 - 47/111*z + 1
*
[ 3/4 ] 
f(z) = -53/297*z^3 - 41/176*z + 1
*
[ 3/4 ] 
f(z) = -47/297*z^3 - 43/176*z + 1
*
[ 3/4 ] 
f(z) = -41/297*z^3 - 45/176*z + 1
*
[ 3/4 ] 
f(z) = -58/297*z^3 - 59/264*z + 1
*
[ 4/7 ] 
f(z) = -49/288*z^3 - 25/36*z + 1
*
[ 3/4 ] 
f(z) = -50/297*z^3 - 21/88*z + 1
*
[ 3/4 ] 
f(z) = -52/297*z^3 - 31/132*z + 1
*
[ 3/4 ] 
f(z) = -59/297*z^3 - 39/176*z + 1
*
[ 4/5 ] 
f(z) = -55/288*z^3 - 23/180*z + 1
*
[ 17/22 ] 
f(z) = -44/289*z^3 - 38/187*z + 1
*
[ 3/4 ] 
f(z) = -56/297*z^3 - 5/22*z + 1
*
[ 3/5 ] 
f(z) = -50/297*z^3 - 20/33*z + 1
*
[ 6/7 ] 
f(z) = -49/288*z^3 - 1/24*z + 1
*
[ 6/7 ] 
f(z) = -49/297*z^3 - 1/22*z + 1
*
[ 2/3 ] 
f(z) = -45/296*z^3 - 16/37*z + 1
*
-8/7 | 0.11132949214775884853496029440294780514 | 0.019659238756525147963161732225441222757
f(z) = -49/288*z^3 - 11/72*z + 1
*
[ 6/7 ] 
f(z) = -49/296*z^3 - 5/111*z + 1
*
[ 17/20 ] 
f(z) = -50/289*z^3 - 7/136*z + 1
*
[ 17/21 ] 
f(z) = -49/289*z^3 - 19/153*z + 1
*
[ 6/7 ] 
f(z) = -49/282*z^3 - 11/282*z + 1
*
[ 3/2 ] 
f(z) = -52/297*z^3 + 8/11*z + 1
*
[ 12/7 ] 
f(z) = -49/288*z^3 + 11/12*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -59/280*z^3 + 12/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -59/296*z^3 + 11/37*z + 1
*
[ 3/2 ] 
f(z) = -58/297*z^3 + 17/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -57/280*z^3 + 11/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -57/296*z^3 + 10/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -55/296*z^3 + 9/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -53/280*z^3 + 9/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -53/296*z^3 + 8/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -51/280*z^3 + 8/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -51/296*z^3 + 7/37*z + 1
*
[ 6/5 ] 
f(z) = -50/297*z^3 + 9/22*z + 1
*
-6/7 | 0.15201883617250365191996937725193023864 | 0.026844410570361999694370269345092905876
f(z) = -49/288*z^3 + 7/24*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -49/296*z^3 + 6/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -47/280*z^3 + 6/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -47/296*z^3 + 5/37*z + 1
*
[ 3/2 ] 
f(z) = -46/297*z^3 + 15/22*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -45/296*z^3 + 4/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -43/280*z^3 + 4/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -43/296*z^3 + 3/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -41/280*z^3 + 3/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -41/296*z^3 + 2/37*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -55/288*z^3 + 19/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -53/288*z^3 + 17/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -49/288*z^3 + 13/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -47/288*z^3 + 11/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -43/288*z^3 + 7/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -41/288*z^3 + 5/72*z + 1
*
[ 17/18 ] 
f(z) = -54/289*z^3 + 11/102*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -45/284*z^3 + 19/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -45/292*z^3 + 17/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -43/284*z^3 + 15/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -43/292*z^3 + 13/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -41/284*z^3 + 11/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -41/292*z^3 + 9/146*z + 1
*
[ 9/10 ] 
f(z) = -50/297*z^3 + 5/198*z + 1
*
-7/5 | 0.21621846720175985769112334487789867453 | 0.029647325249387886314002521884550127507
f(z) = -55/294*z^3 + 17/210*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -41/290*z^3 + 19/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -41/294*z^3 + 17/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -41/298*z^3 + 15/298*z + 1
*
[ 3 ] 
f(z) = -59/297*z^3 + 27/11*z + 1
*
[ -3 ] 
f(z) = -58/297*z^3 + 34/11*z + 1
*
[ -3/2 ] 
f(z) = -56/297*z^3 + 23/11*z + 1
*
[ 3 ] 
f(z) = -56/297*z^3 + 26/11*z + 1
*
[ 3 ] 
f(z) = -53/297*z^3 + 25/11*z + 1
*
[ -3 ] 
f(z) = -52/297*z^3 + 32/11*z + 1
*
[ 3 ] 
f(z) = -50/297*z^3 + 24/11*z + 1
*
[ -3/5 ] 
f(z) = -50/297*z^3 + 30/11*z + 1
*
[ -12/7 ] 
f(z) = -49/288*z^3 + 25/12*z + 1
*
[ 17/7 ] 
f(z) = -49/289*z^3 + 27/17*z + 1
*
[ 3 ] 
f(z) = -47/297*z^3 + 23/11*z + 1
*
[ -3 ] 
f(z) = -46/297*z^3 + 30/11*z + 1
*
[ -3 ] 
f(z) = -43/297*z^3 + 29/11*z + 1
*
[ 3 ] 
f(z) = -41/297*z^3 + 21/11*z + 1
*
[ 3/2 ] 
f(z) = -56/297*z^3 + 25/33*z + 1
*
[ 17/10 ] 
f(z) = -50/289*z^3 + 31/34*z + 1
*
24/7 | 0.13205163344032415741000795811527494656 | 0.023318480484461036693873830687667668196
f(z) = -49/288*z^3 + 23/24*z + 1
*
-24/7 | 0.12539589919626432590668748506972318253 | 0.021185698254368040807356872442839018203
f(z) = -49/288*z^3 + 31/24*z + 1
*
[ 2 ] 
f(z) = -43/280*z^3 + 39/35*z + 1
*
[ 2 ] 
f(z) = -41/280*z^3 + 38/35*z + 1
*
[ 2 ] 
f(z) = -41/296*z^3 + 39/37*z + 1
*
[ 17/12 ] 
f(z) = -48/289*z^3 + 32/51*z + 1
*
[ 3/2 ] 
f(z) = -43/297*z^3 + 29/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -59/288*z^3 + 23/72*z + 1
*
[ 8/7 ] 
f(z) = -49/288*z^3 + 25/72*z + 1
*
[ 17/14 ] 
f(z) = -49/289*z^3 + 29/68*z + 1
*
-39/20 | 0.14320103902686455609171432776912495238 | 0.018422467439062169610256220380639545587
f(z) = -50/297*z^3 + 27/88*z + 1
*
[ 17/15 ] 
f(z) = -45/289*z^3 + 27/85*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -55/284*z^3 + 39/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -55/292*z^3 + 37/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -53/284*z^3 + 35/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -53/292*z^3 + 33/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -51/284*z^3 + 31/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -51/292*z^3 + 29/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -49/284*z^3 + 27/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -49/292*z^3 + 25/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -47/284*z^3 + 23/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -47/292*z^3 + 21/146*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -47/298*z^3 + 39/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -45/286*z^3 + 37/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -45/298*z^3 + 31/298*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -43/282*z^3 + 31/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -43/286*z^3 + 29/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -43/290*z^3 + 27/290*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -43/294*z^3 + 25/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -43/298*z^3 + 23/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = -41/282*z^3 + 23/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -41/286*z^3 + 21/286*z + 1
*
[ 17/5 ] 
f(z) = -50/289*z^3 + 46/17*z + 1
*
[ -17/5 ] 
f(z) = -50/289*z^3 + 56/17*z + 1
*
[ -17/7 ] 
f(z) = -49/289*z^3 + 41/17*z + 1
*
[ 2 ] 
f(z) = -59/280*z^3 + 47/35*z + 1
*
[ 2 ] 
f(z) = -59/296*z^3 + 48/37*z + 1
*
[ 2 ] 
f(z) = -57/280*z^3 + 46/35*z + 1
*
[ 2 ] 
f(z) = -57/296*z^3 + 47/37*z + 1
*
[ 2 ] 
f(z) = -55/296*z^3 + 46/37*z + 1
*
[ 2 ] 
f(z) = -53/280*z^3 + 44/35*z + 1
*
[ 2 ] 
f(z) = -53/296*z^3 + 45/37*z + 1
*
[ 2 ] 
f(z) = -51/280*z^3 + 43/35*z + 1
*
[ 2 ] 
f(z) = -51/296*z^3 + 44/37*z + 1
*
[ -3/2 ] 
f(z) = -50/297*z^3 + 45/22*z + 1
*
[ 2 ] 
f(z) = -49/296*z^3 + 43/37*z + 1
*
[ 2 ] 
f(z) = -47/280*z^3 + 41/35*z + 1
*
[ 2 ] 
f(z) = -47/296*z^3 + 42/37*z + 1
*
[ 2 ] 
f(z) = -45/296*z^3 + 41/37*z + 1
*
[ 2 ] 
f(z) = -43/296*z^3 + 40/37*z + 1
*
[ 17/9 ] 
f(z) = -54/289*z^3 + 58/51*z + 1
*
[ 3/2 ] 
f(z) = -50/297*z^3 + 47/66*z + 1
*
[ 9/7 ] 
f(z) = -49/297*z^3 + 49/99*z + 1
*
[ 17/14 ] 
f(z) = -56/289*z^3 + 55/119*z + 1
*
[ 12/11 ] 
f(z) = -55/288*z^3 + 41/132*z + 1
*
[ 6/5 ] 
f(z) = -55/288*z^3 + 53/120*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -59/284*z^3 + 47/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -59/292*z^3 + 45/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -57/284*z^3 + 43/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -57/292*z^3 + 41/146*z + 1
*
[ 17/15 ] 
f(z) = -50/289*z^3 + 52/153*z + 1
*
-16/7 | 0.16832287724167058010092370960376499732 | 0.029723477292857568086220983823941493292
f(z) = -49/288*z^3 + 47/144*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -51/290*z^3 + 59/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -51/298*z^3 + 55/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = -49/282*z^3 + 55/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -49/286*z^3 + 53/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -49/290*z^3 + 51/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -49/298*z^3 + 47/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -47/286*z^3 + 45/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -47/290*z^3 + 43/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -47/294*z^3 + 41/294*z + 1
*
[ 17/4 ] 
f(z) = -48/289*z^3 + 64/17*z + 1
*
[ -17/4 ] 
f(z) = -48/289*z^3 + 72/17*z + 1
*
[ 17/6 ] 
f(z) = -54/289*z^3 + 73/34*z + 1
*
[ -2 ] 
f(z) = -53/280*z^3 + 79/35*z + 1
*
[ -3/2 ] 
f(z) = -52/297*z^3 + 68/33*z + 1
*
[ 3 ] 
f(z) = -52/297*z^3 + 74/33*z + 1
*
[ -2 ] 
f(z) = -51/280*z^3 + 78/35*z + 1
*
[ -17/10 ] 
f(z) = -50/289*z^3 + 71/34*z + 1
*
12/5 | 0.19425042008147112419206604527153638914 | 0.029756689999039723144168756412732350532
f(z) = -50/297*z^3 + 76/33*z + 1
*
[ 24/7 ] 
f(z) = -49/288*z^3 + 65/24*z + 1
*
[ -24/7 ] 
f(z) = -49/288*z^3 + 79/24*z + 1
*
[ 3 ] 
f(z) = -49/297*z^3 + 71/33*z + 1
*
[ -2 ] 
f(z) = -47/280*z^3 + 76/35*z + 1
*
[ -2 ] 
f(z) = -47/296*z^3 + 79/37*z + 1
*
[ 3 ] 
f(z) = -46/297*z^3 + 68/33*z + 1
*
[ -2 ] 
f(z) = -45/296*z^3 + 78/37*z + 1
*
[ -2 ] 
f(z) = -43/280*z^3 + 74/35*z + 1
*
[ -2 ] 
f(z) = -43/296*z^3 + 77/37*z + 1
*
[ 3 ] 
f(z) = -43/297*z^3 + 65/33*z + 1
*
[ -2 ] 
f(z) = -41/280*z^3 + 73/35*z + 1
*
[ -2 ] 
f(z) = -41/296*z^3 + 76/37*z + 1
*
-51/14 | 0.18456167325780779471949155312362520027 | 0.024606485931050369115328655804793688131
f(z) = -49/297*z^3 + 67/44*z + 1
*
[ 15/7 ] 
f(z) = -49/297*z^3 + 71/55*z + 1
*
[ 2 ] 
f(z) = -43/288*z^3 + 79/72*z + 1
*
[ 2 ] 
f(z) = -41/288*z^3 + 77/72*z + 1
*
[ 33/20 ] 
f(z) = -50/297*z^3 + 75/88*z + 1
*
[ 4/3 ] 
f(z) = -45/296*z^3 + 77/148*z + 1
*
-4/5 | 0.20683802007141938287412944108436582366 | 0.028441513914135742932719342767331913988
f(z) = -55/288*z^3 + 67/180*z + 1
*
[ 17/16 ] 
f(z) = -48/289*z^3 + 67/272*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -57/298*z^3 + 79/298*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -55/282*z^3 + 79/282*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -55/294*z^3 + 73/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -55/298*z^3 + 71/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -53/282*z^3 + 71/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -53/286*z^3 + 69/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -53/290*z^3 + 67/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -53/294*z^3 + 65/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -53/298*z^3 + 63/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -51/286*z^3 + 61/286*z + 1
*
[ 33/5 ] 
f(z) = -50/297*z^3 + 90/11*z + 1
*
[ 17/3 ] 
f(z) = -45/289*z^3 + 99/17*z + 1
*
[ -2 ] 
f(z) = -59/280*z^3 + 82/35*z + 1
*
-4 | 0.19690329649315780616993266166616677203 | 0.029877739279761241349576896572055267200
f(z) = -59/288*z^3 + 91/36*z + 1
*
[ -2 ] 
f(z) = -59/296*z^3 + 85/37*z + 1
*
[ 3 ] 
f(z) = -58/297*z^3 + 80/33*z + 1
*
[ -2 ] 
f(z) = -57/280*z^3 + 81/35*z + 1
*
[ -2 ] 
f(z) = -57/296*z^3 + 84/37*z + 1
*
[ -2 ] 
f(z) = -55/296*z^3 + 83/37*z + 1
*
[ -17/6 ] 
f(z) = -54/289*z^3 + 97/34*z + 1
*
[ -2 ] 
f(z) = -53/296*z^3 + 82/37*z + 1
*
[ -3 ] 
f(z) = -53/297*z^3 + 97/33*z + 1
*
[ -2 ] 
f(z) = -51/296*z^3 + 81/37*z + 1
*
[ -3 ] 
f(z) = -50/297*z^3 + 94/33*z + 1
*
6/7 | 0.19976335559915482579453678714955015718 | 0.028380380562142915347812823559104527100
f(z) = -49/288*z^3 + 95/24*z + 1
*
[ -2 ] 
f(z) = -49/296*z^3 + 80/37*z + 1
*
[ -3 ] 
f(z) = -47/297*z^3 + 91/33*z + 1
*
[ -2/3 ] 
f(z) = -45/296*z^3 + 95/37*z + 1
*
[ -3 ] 
f(z) = -41/297*z^3 + 85/33*z + 1
*
[ -3/2 ] 
f(z) = -59/297*z^3 + 93/44*z + 1
*
[ -3/2 ] 
f(z) = -53/297*z^3 + 91/44*z + 1
*
[ -3/2 ] 
f(z) = -47/297*z^3 + 89/44*z + 1
*
[ -3/2 ] 
f(z) = -41/297*z^3 + 87/44*z + 1
*
[ 2 ] 
f(z) = -59/288*z^3 + 95/72*z + 1
*
[ 2 ] 
f(z) = -55/288*z^3 + 91/72*z + 1
*
[ 2 ] 
f(z) = -53/288*z^3 + 89/72*z + 1
*
[ 17/8 ] 
f(z) = -48/289*z^3 + 87/68*z + 1
*
[ 2 ] 
f(z) = -47/288*z^3 + 83/72*z + 1
*
[ 17/10 ] 
f(z) = -60/289*z^3 + 86/85*z + 1
*
[ 9/5 ] 
f(z) = -50/297*z^3 + 98/99*z + 1
*
[ 17/12 ] 
f(z) = -54/289*z^3 + 91/136*z + 1
*
[ 3/2 ] 
f(z) = -53/297*z^3 + 97/132*z + 1
*
[ 3/2 ] 
f(z) = -47/297*z^3 + 91/132*z + 1
*
[ 3/2 ] 
f(z) = -41/297*z^3 + 85/132*z + 1
*
3 | 0.20190845327015065339779838541077520043 | 0.024230595772928422246029868042886125515
f(z) = -56/297*z^3 + 89/154*z + 1
*
[ 17/14 ] 
f(z) = -42/289*z^3 + 93/238*z + 1
*
[ 17/15 ] 
f(z) = -60/289*z^3 + 98/255*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -59/282*z^3 + 95/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -59/286*z^3 + 93/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -59/290*z^3 + 91/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -59/294*z^3 + 89/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -59/298*z^3 + 87/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -57/286*z^3 + 85/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -57/290*z^3 + 83/290*z + 1
*
[ 17/3 ] 
f(z) = -54/289*z^3 + 116/17*z + 1
*
[ -17/3 ] 
f(z) = -45/289*z^3 + 105/17*z + 1
*
[ -3 ] 
f(z) = -59/297*z^3 + 103/33*z + 1
*
[ -3 ] 
f(z) = -56/297*z^3 + 100/33*z + 1
*
21/5 | 0.19217013055962546249744105319705646768 | 0.027896945511951616298130859711589565794
f(z) = -50/297*z^3 + 109/33*z + 1
*
[ -4/7 ] 
f(z) = -49/288*z^3 + 101/36*z + 1
*
-15/7 | 0.13438767794039113194709307962476167259 | 0.019407249136006184752925232120298569989
f(z) = -49/297*z^3 + 113/33*z + 1
*
-24/7 | 0.10544450202466637164551366181637560425 | 0.015114570110303977636479670120890588641
f(z) = -49/297*z^3 + 119/33*z + 1
*
[ 4 ] 
f(z) = -43/288*z^3 + 113/36*z + 1
*
[ 4 ] 
f(z) = -41/288*z^3 + 109/36*z + 1
*
[ 17/6 ] 
f(z) = -60/289*z^3 + 118/51*z + 1
*
[ -17/9 ] 
f(z) = -54/289*z^3 + 112/51*z + 1
*
[ -3/4 ] 
f(z) = -52/297*z^3 + 107/44*z + 1
*
[ -12/5 ] 
f(z) = -50/297*z^3 + 105/44*z + 1
*
[ -33/14 ] 
f(z) = -49/297*z^3 + 103/44*z + 1
*
[ 17/6 ] 
f(z) = -48/289*z^3 + 101/51*z + 1
*
[ -17/12 ] 
f(z) = -48/289*z^3 + 104/51*z + 1
*
[ 12/5 ] 
f(z) = -55/288*z^3 + 101/60*z + 1
*
[ 3/2 ] 
f(z) = -59/297*z^3 + 103/132*z + 1
*
[ 12/7 ] 
f(z) = -49/297*z^3 + 119/132*z + 1
*
33/14 | 0.15251262102316737971066271217115435428 | 0.018302709026935613896498403880146629701
f(z) = -56/297*z^3 + 103/154*z + 1
*
[ 10/7 ] 
f(z) = -49/296*z^3 + 118/185*z + 1
*
[ 8/7 ] 
f(z) = -49/296*z^3 + 101/296*z + 1
*
[ -17/3 ] 
f(z) = -54/289*z^3 + 122/17*z + 1
*
[ 4 ] 
f(z) = -55/288*z^3 + 137/36*z + 1
*
[ 4 ] 
f(z) = -53/288*z^3 + 133/36*z + 1
*
[ 4 ] 
f(z) = -49/288*z^3 + 125/36*z + 1
*
-6/7 | 0.19576367305126593936571674953350838848 | 0.026710488376359791415674188787114225033
f(z) = -49/288*z^3 + 127/24*z + 1
*
[ 4 ] 
f(z) = -47/288*z^3 + 121/36*z + 1
*
[ -4 ] 
f(z) = -47/288*z^3 + 139/36*z + 1
*
[ -4 ] 
f(z) = -43/288*z^3 + 131/36*z + 1
*
[ 6 ] 
f(z) = -43/297*z^3 + 133/22*z + 1
*
[ -4 ] 
f(z) = -41/288*z^3 + 127/36*z + 1
*
[ -6 ] 
f(z) = -41/297*z^3 + 135/22*z + 1
*
[ -17/6 ] 
f(z) = -48/289*z^3 + 137/51*z + 1
*
[ -3/2 ] 
f(z) = -58/297*z^3 + 139/66*z + 1
*
[ 33/14 ] 
f(z) = -56/297*z^3 + 125/77*z + 1
*
[ -6/5 ] 
f(z) = -50/297*z^3 + 137/66*z + 1
*
[ 18/7 ] 
f(z) = -49/288*z^3 + 125/72*z + 1
*
-10/7 | 0.091362289415579354024998875266292513053 | 0.014555915047703676801216268393543738274
f(z) = -49/288*z^3 + 133/72*z + 1
*
[ -3/2 ] 
f(z) = -46/297*z^3 + 133/66*z + 1
*
[ 17/6 ] 
f(z) = -45/289*z^3 + 129/68*z + 1
*
-10/3 | 0.075647416709384862603046011827369233438 | 0.010785333382054819342150680881512325054
f(z) = -51/280*z^3 + 139/105*z + 1
*
[ 17/11 ] 
f(z) = -44/289*z^3 + 134/187*z + 1
*
[ 7/5 ] 
f(z) = -55/294*z^3 + 137/210*z + 1
*
[ 17/13 ] 
f(z) = -52/289*z^3 + 120/221*z + 1
*
[ 5/4 ] 
f(z) = -48/295*z^3 + 134/295*z + 1
*
[ 4 ] 
f(z) = -59/288*z^3 + 145/36*z + 1
*
[ 17/4 ] 
f(z) = -56/289*z^3 + 145/34*z + 1
*
[ -4 ] 
f(z) = -55/288*z^3 + 155/36*z + 1
*
[ -4 ] 
f(z) = -53/288*z^3 + 151/36*z + 1
*
[ 6 ] 
f(z) = -52/297*z^3 + 157/22*z + 1
*
[ -6 ] 
f(z) = -50/297*z^3 + 159/22*z + 1
*
6/7 | 0.11097924034626784189305833649861465191 | 0.014901040082202364976007048786035731913
f(z) = -49/288*z^3 + 143/24*z + 1
*
[ -4 ] 
f(z) = -49/288*z^3 + 143/36*z + 1
*
[ 6 ] 
f(z) = -49/297*z^3 + 149/22*z + 1
*
[ -6 ] 
f(z) = -47/297*z^3 + 151/22*z + 1
*
[ 6 ] 
f(z) = -46/297*z^3 + 141/22*z + 1
*
[ 6 ] 
f(z) = -43/288*z^3 + 149/24*z + 1
*
[ -6 ] 
f(z) = -43/288*z^3 + 157/24*z + 1
*
[ 6 ] 
f(z) = -41/288*z^3 + 143/24*z + 1
*
[ -6 ] 
f(z) = -41/288*z^3 + 151/24*z + 1
*
[ -17/6 ] 
f(z) = -60/289*z^3 + 154/51*z + 1
*
[ -12/5 ] 
f(z) = -55/288*z^3 + 151/60*z + 1
*
[ -8/7 ] 
f(z) = -49/288*z^3 + 151/72*z + 1
*
[ -17/14 ] 
f(z) = -49/289*z^3 + 141/68*z + 1
*
[ -6/7 ] 
f(z) = -49/297*z^3 + 151/66*z + 1
*
[ -17/8 ] 
f(z) = -48/289*z^3 + 151/68*z + 1
*
[ -2 ] 
f(z) = -47/288*z^3 + 155/72*z + 1
*
[ -2 ] 
f(z) = -43/288*z^3 + 151/72*z + 1
*
[ -2 ] 
f(z) = -41/288*z^3 + 149/72*z + 1
*
69/20 | 0.13321970359616574647322168638115137258 | 0.016077162872300990784502811527343039096
f(z) = -50/297*z^3 + 147/88*z + 1
*
[ 17/9 ] 
f(z) = -45/289*z^3 + 157/153*z + 1
*
[ 2 ] 
f(z) = -43/284*z^3 + 157/142*z + 1
*
[ 2 ] 
f(z) = -43/292*z^3 + 159/146*z + 1
*
[ 2 ] 
f(z) = -41/284*z^3 + 153/142*z + 1
*
[ 2 ] 
f(z) = -41/292*z^3 + 155/146*z + 1
*
[ 17/11 ] 
f(z) = -55/289*z^3 + 151/187*z + 1
*
[ 17/12 ] 
f(z) = -60/289*z^3 + 145/204*z + 1
*
[ 9/7 ] 
f(z) = -49/288*z^3 + 145/288*z + 1
*
[ 4/3 ] 
f(z) = -45/284*z^3 + 151/284*z + 1
*
[ 4/3 ] 
f(z) = -45/292*z^3 + 153/292*z + 1
*
[ -4 ] 
f(z) = -59/288*z^3 + 163/36*z + 1
*
[ 6 ] 
f(z) = -58/297*z^3 + 173/22*z + 1
*
[ -17/4 ] 
f(z) = -56/289*z^3 + 161/34*z + 1
*
[ -6 ] 
f(z) = -56/297*z^3 + 175/22*z + 1
*
[ 6 ] 
f(z) = -53/288*z^3 + 179/24*z + 1
*
[ -6 ] 
f(z) = -53/297*z^3 + 167/22*z + 1
*
[ 6 ] 
f(z) = -49/288*z^3 + 167/24*z + 1
*
-36/7 | 0.14140248450714348427514845041712552506 | 0.019550352798150169549277622617208439490
f(z) = -49/288*z^3 + 173/36*z + 1
*
[ -6 ] 
f(z) = -49/288*z^3 + 175/24*z + 1
*
[ 34/7 ] 
f(z) = -49/289*z^3 + 163/34*z + 1
*
[ -34/7 ] 
f(z) = -49/289*z^3 + 177/34*z + 1
*
[ -2/7 ] 
f(z) = -49/296*z^3 + 167/37*z + 1
*
[ -33/7 ] 
f(z) = -49/297*z^3 + 161/33*z + 1
*
[ 6 ] 
f(z) = -47/288*z^3 + 161/24*z + 1
*
[ -6 ] 
f(z) = -47/288*z^3 + 169/24*z + 1
*
[ -2 ] 
f(z) = -59/288*z^3 + 167/72*z + 1
*
[ -3/4 ] 
f(z) = -56/297*z^3 + 161/66*z + 1
*
33/14 | 0.24132355705273665912036432616986284687 | 0.028681770085017061409624349405567303170
f(z) = -56/297*z^3 + 167/77*z + 1
*
[ -2 ] 
f(z) = -55/288*z^3 + 163/72*z + 1
*
[ -2 ] 
f(z) = -53/288*z^3 + 161/72*z + 1
*
[ 33/10 ] 
f(z) = -50/297*z^3 + 167/66*z + 1
*
[ -17/6 ] 
f(z) = -45/289*z^3 + 177/68*z + 1
*
[ -17/15 ] 
f(z) = -45/289*z^3 + 177/85*z + 1
*
-10/3 | 0.16395813464450209481678975533000869549 | 0.022837595955063724326805528210060199187
f(z) = -57/280*z^3 + 164/105*z + 1
*
[ 17/7 ] 
f(z) = -42/289*z^3 + 172/119*z + 1
*
[ 2 ] 
f(z) = -53/284*z^3 + 177/142*z + 1
*
[ 2 ] 
f(z) = -53/292*z^3 + 179/146*z + 1
*
[ 2 ] 
f(z) = -51/284*z^3 + 173/142*z + 1
*
[ 2 ] 
f(z) = -51/292*z^3 + 175/146*z + 1
*
[ 2 ] 
f(z) = -49/284*z^3 + 169/142*z + 1
*
[ 2 ] 
f(z) = -49/292*z^3 + 171/146*z + 1
*
[ 2 ] 
f(z) = -47/284*z^3 + 165/142*z + 1
*
[ 2 ] 
f(z) = -47/292*z^3 + 167/146*z + 1
*
[ 2 ] 
f(z) = -45/284*z^3 + 161/142*z + 1
*
[ 2 ] 
f(z) = -45/292*z^3 + 163/146*z + 1
*
[ 17/12 ] 
f(z) = -45/289*z^3 + 165/272*z + 1
*
[ 6 ] 
f(z) = -59/288*z^3 + 197/24*z + 1
*
[ -6 ] 
f(z) = -59/297*z^3 + 183/22*z + 1
*
[ 6 ] 
f(z) = -55/288*z^3 + 185/24*z + 1
*
[ -6 ] 
f(z) = -55/288*z^3 + 193/24*z + 1
*
[ -6 ] 
f(z) = -53/288*z^3 + 187/24*z + 1
*
[ 36/7 ] 
f(z) = -49/288*z^3 + 191/36*z + 1
*
-15/14 | 0.23301215908048580870222450125762321517 | 0.027128689625879700356984211997583664226
f(z) = -49/297*z^3 + 199/44*z + 1
*
33/10 | 0.19812015969428713648453583791344733157 | 0.026709539896567318878757190143293175928
f(z) = -50/297*z^3 + 185/66*z + 1
*
[ -17/10 ] 
f(z) = -60/289*z^3 + 186/85*z + 1
*
[ 3 ] 
f(z) = -43/288*z^3 + 193/96*z + 1
*
[ 3 ] 
f(z) = -41/288*z^3 + 187/96*z + 1
*
10/3 | 0.16149470515258372619865484470942280350 | 0.022189621901029676783880388452067273056
f(z) = -51/280*z^3 + 181/105*z + 1
*
[ 17/6 ] 
f(z) = -42/289*z^3 + 185/102*z + 1
*
[ 17/8 ] 
f(z) = -56/289*z^3 + 191/136*z + 1
*
[ 33/14 ] 
f(z) = -49/297*z^3 + 197/132*z + 1
*
[ 2 ] 
f(z) = -59/284*z^3 + 189/142*z + 1
*
[ 2 ] 
f(z) = -59/292*z^3 + 191/146*z + 1
*
[ 2 ] 
f(z) = -57/284*z^3 + 185/142*z + 1
*
[ 2 ] 
f(z) = -57/292*z^3 + 187/146*z + 1
*
[ 2 ] 
f(z) = -55/284*z^3 + 181/142*z + 1
*
[ 2 ] 
f(z) = -55/292*z^3 + 183/146*z + 1
*
[ 21/10 ] 
f(z) = -50/297*z^3 + 195/154*z + 1
*
[ 7/5 ] 
f(z) = -50/287*z^3 + 180/287*z + 1
*
-19/7 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -49/285*z^3 + 181/285*z + 1
*
[ 10/7 ] 
f(z) = -49/290*z^3 + 187/290*z + 1
*
[ 3/2 ] 
f(z) = -44/285*z^3 + 194/285*z + 1
*
[ 3/2 ] 
f(z) = -44/291*z^3 + 196/291*z + 1
*
[ 17/2 ] 
f(z) = -48/289*z^3 + 219/17*z + 1
*
[ 17/2 ] 
f(z) = -44/289*z^3 + 202/17*z + 1
*
[ -17/2 ] 
f(z) = -44/289*z^3 + 206/17*z + 1
*
[ -6 ] 
f(z) = -59/288*z^3 + 205/24*z + 1
*
-6/5 | 0.17642380596619290151281913348798874178 | 0.023283749103636310254439085947436900779
f(z) = -50/297*z^3 + 217/33*z + 1
*
[ -36/7 ] 
f(z) = -49/288*z^3 + 205/36*z + 1
*
-10/7 | 0.091362944811397300108199896535264273375 | 0.013617349903653342845026748364800689611
f(z) = -49/288*z^3 + 205/72*z + 1
*
[ -3/4 ] 
f(z) = -58/297*z^3 + 215/88*z + 1
*
15/8 | 0.16316824175904405060167574690578024446 | 0.018931562967846403507499985522104405201
f(z) = -56/297*z^3 + 205/88*z + 1
*
[ -9/5 ] 
f(z) = -50/297*z^3 + 208/99*z + 1
*
[ 3 ] 
f(z) = -49/288*z^3 + 211/96*z + 1
*
[ -9/7 ] 
f(z) = -49/297*z^3 + 203/99*z + 1
*
[ 3 ] 
f(z) = -47/288*z^3 + 205/96*z + 1
*
[ -3/4 ] 
f(z) = -46/297*z^3 + 213/88*z + 1
*
[ 17/5 ] 
f(z) = -45/289*z^3 + 213/85*z + 1
*
[ 17/7 ] 
f(z) = -56/289*z^3 + 206/119*z + 1
*
-15/4 | 0.24764592054012647883896158451245219537 | 0.028637217264832594557822840009969846305
f(z) = -56/297*z^3 + 211/110*z + 1
*
[ 12/5 ] 
f(z) = -50/297*z^3 + 205/132*z + 1
*
[ 16/7 ] 
f(z) = -49/288*z^3 + 209/144*z + 1
*
[ 3/2 ] 
f(z) = -52/285*z^3 + 212/285*z + 1
*
[ 3/2 ] 
f(z) = -52/291*z^3 + 214/291*z + 1
*
[ 17/2 ] 
f(z) = -52/289*z^3 + 236/17*z + 1
*
[ -17/2 ] 
f(z) = -48/289*z^3 + 223/17*z + 1
*
[ 17/4 ] 
f(z) = -44/289*z^3 + 239/68*z + 1
*
-3/8 | 0.23019664966586550873505114531795945891 | 0.026266471351538828030130280578653451998
f(z) = -56/297*z^3 + 237/88*z + 1
*
[ 3 ] 
f(z) = -55/288*z^3 + 229/96*z + 1
*
[ 3 ] 
f(z) = -53/288*z^3 + 223/96*z + 1
*
[ 24/7 ] 
f(z) = -49/297*z^3 + 233/88*z + 1
*
[ -17/18 ] 
f(z) = -54/289*z^3 + 227/102*z + 1
*
[ 34/15 ] 
f(z) = -45/289*z^3 + 231/170*z + 1
*
14/5 | 0.21731675780423359302794225424948017623 | 0.029379243993561099913379159941063901562
f(z) = -55/294*z^3 + 233/210*z + 1
*
-6/11 | 0.23065379458531028221332547419983641422 | 0.028614058067141020386164091323636455889
f(z) = -55/288*z^3 + 235/264*z + 1
*
[ 3/2 ] 
f(z) = -56/285*z^3 + 221/285*z + 1
*
[ 3/2 ] 
f(z) = -56/291*z^3 + 223/291*z + 1
*
[ 11/7 ] 
f(z) = -49/286*z^3 + 225/286*z + 1
*
[ 11/7 ] 
f(z) = -49/297*z^3 + 229/297*z + 1
*
[ 17/2 ] 
f(z) = -56/289*z^3 + 253/17*z + 1
*
[ -17/2 ] 
f(z) = -56/289*z^3 + 257/17*z + 1
*
[ -17/2 ] 
f(z) = -52/289*z^3 + 240/17*z + 1
*
[ 12 ] 
f(z) = -41/288*z^3 + 257/12*z + 1
*
[ -12 ] 
f(z) = -41/288*z^3 + 259/12*z + 1
*
-6/7 | 0.14573097947529862771881552566739099881 | 0.018229372286477648235960900217663636328
f(z) = -49/288*z^3 + 247/24*z + 1
*
-2/7 | 0.20517018331493022913466441459211056986 | 0.029650225034407392999634486588974656378
f(z) = -49/288*z^3 + 253/72*z + 1
*
[ 3 ] 
f(z) = -59/288*z^3 + 241/96*z + 1
*
3 | 0.23694738512007922648737426016269341599 | 0.026985225728660634425316840914296587391
f(z) = -56/297*z^3 + 241/88*z + 1
*
[ 17/5 ] 
f(z) = -55/289*z^3 + 247/85*z + 1
*
[ -3 ] 
f(z) = -43/288*z^3 + 257/96*z + 1
*
[ -3 ] 
f(z) = -41/288*z^3 + 251/96*z + 1
*
10/3 | 0.18136649456365272630685824792755103669 | 0.023886420772128363061056353057526131968
f(z) = -57/280*z^3 + 248/105*z + 1
*
[ -17/14 ] 
f(z) = -56/289*z^3 + 251/119*z + 1
*
-10/3 | 0.21695057211074644546772103684378170217 | 0.028634254473082259785184979312853726366
f(z) = -51/280*z^3 + 244/105*z + 1
*
[ -6/7 ] 
f(z) = -49/296*z^3 + 254/111*z + 1
*
[ -17/6 ] 
f(z) = -42/289*z^3 + 257/102*z + 1
*
[ -6/5 ] 
f(z) = -55/288*z^3 + 253/120*z + 1
*
30/7 | 0.20237315075590472333895699643200930605 | 0.025263928355455415704792096659749647246
f(z) = -49/288*z^3 + 251/120*z + 1
*
[ 33/13 ] 
f(z) = -52/297*z^3 + 248/143*z + 1
*
[ 17/2 ] 
f(z) = -60/289*z^3 + 270/17*z + 1
*
[ -17/2 ] 
f(z) = -60/289*z^3 + 274/17*z + 1
*
[ 12 ] 
f(z) = -43/288*z^3 + 269/12*z + 1
*
[ -12 ] 
f(z) = -43/288*z^3 + 271/12*z + 1
*
[ 17/4 ] 
f(z) = -52/289*z^3 + 273/68*z + 1
*
[ -17/4 ] 
f(z) = -44/289*z^3 + 271/68*z + 1
*
[ 17/5 ] 
f(z) = -60/289*z^3 + 264/85*z + 1
*
-57/20 | 0.22307041874805090773712733299041193969 | 0.025111817074732376948312959676362014454
f(z) = -50/297*z^3 + 267/88*z + 1
*
[ -3 ] 
f(z) = -49/288*z^3 + 275/96*z + 1
*
[ -3 ] 
f(z) = -47/288*z^3 + 269/96*z + 1
*
[ -17/5 ] 
f(z) = -45/289*z^3 + 263/85*z + 1
*
[ -2/3 ] 
f(z) = -57/280*z^3 + 272/105*z + 1
*
[ -2/3 ] 
f(z) = -51/280*z^3 + 271/105*z + 1
*
[ -17/7 ] 
f(z) = -42/289*z^3 + 270/119*z + 1
*
[ -3/2 ] 
f(z) = -49/297*z^3 + 269/132*z + 1
*
[ -3/2 ] 
f(z) = -43/297*z^3 + 263/132*z + 1
*
12/7 | 0.24132420919209037848461117316898547589 | 0.027189724055576651678930054963984265927
f(z) = -56/297*z^3 + 265/154*z + 1
*
-7/2 | 0.21954113952237450604110284966364153054 | 0.029172421249285555217415002597584731530
f(z) = -55/294*z^3 + 265/168*z + 1
*
[ 5/3 ] 
f(z) = -54/295*z^3 + 268/295*z + 1
*
[ 7/4 ] 
f(z) = -48/287*z^3 + 270/287*z + 1
*
[ 12 ] 
f(z) = -47/288*z^3 + 293/12*z + 1
*
[ -12 ] 
f(z) = -47/288*z^3 + 295/12*z + 1
*
[ -33/5 ] 
f(z) = -50/297*z^3 + 280/33*z + 1
*
[ 17/3 ] 
f(z) = -42/289*z^3 + 280/51*z + 1
*
[ -17/3 ] 
f(z) = -42/289*z^3 + 298/51*z + 1
*
7 | 0.22612200640694700962022236704863065154 | 0.029814624333618219869266313194375406313
f(z) = -41/294*z^3 + 281/42*z + 1
*
-3/14 | 0.23203725313832935849796372050844364929 | 0.025951223478860997466266568127610837192
f(z) = -56/297*z^3 + 283/77*z + 1
*
[ -3/10 ] 
f(z) = -50/297*z^3 + 287/66*z + 1
*
33/8 | 0.25745832022440549670233380852475813520 | 0.028771674041944203943409237511308246553
f(z) = -56/297*z^3 + 285/88*z + 1
*
[ -3 ] 
f(z) = -55/288*z^3 + 293/96*z + 1
*
[ -17/5 ] 
f(z) = -55/289*z^3 + 297/85*z + 1
*
[ -3 ] 
f(z) = -53/288*z^3 + 287/96*z + 1
*
[ -2/3 ] 
f(z) = -57/296*z^3 + 287/111*z + 1
*
[ 10/3 ] 
f(z) = -51/280*z^3 + 286/105*z + 1
*
[ -2/3 ] 
f(z) = -51/296*z^3 + 286/111*z + 1
*
[ -12/11 ] 
f(z) = -55/288*z^3 + 283/132*z + 1
*
[ -17/12 ] 
f(z) = -54/289*z^3 + 283/136*z + 1
*
[ -33/26 ] 
f(z) = -52/297*z^3 + 296/143*z + 1
*
[ -4/3 ] 
f(z) = -45/296*z^3 + 299/148*z + 1
*
[ 17/6 ] 
f(z) = -44/289*z^3 + 286/153*z + 1
*
[ -2 ] 
f(z) = -43/284*z^3 + 299/142*z + 1
*
[ -2 ] 
f(z) = -41/284*z^3 + 295/142*z + 1
*
[ 9/4 ] 
f(z) = -56/297*z^3 + 299/198*z + 1
*
[ 2/3 ] 
f(z) = -21/19*z^3 - 1/114*z + 1
*
[ 1/2 ] 
f(z) = -40*z^3 + 9*z + 1
*
[ -1/2 ] 
f(z) = -40*z^3 + 13*z + 1
*
-1/4 | 0.081540406792603486555965125131546838247 | 0.018607921309148289066097172433014377027
f(z) = -40/3*z^3 + 17/6*z + 1
*
[ -1/2 ] 
f(z) = -40/3*z^3 + 19/3*z + 1
*
[ 3/4 ] 
f(z) = -40/9*z^3 + 13/6*z + 1
*
0 | 0.10823538416347308102970750587069233228 | 0.029340992436813327440716942034766973746
f(z) = -40/11*z^3 + 18/11*z + 1
*
0 | 0.10835640830272533101995860510135049223 | 0.029373800269315764097220158029605580674
f(z) = -40/13*z^3 + 14/13*z + 1
*
[ 2/3 ] 
f(z) = -39/8*z^3 + 5/3*z + 1
*
-2/3 | 0.13978438227467667583190861813100329130 | 0.029353061057525853016536729391465435645
f(z) = -39/8*z^3 + 8/3*z + 1
*
-2/3 | 0.12110549932794728146879780478226460665 | 0.025430717354319081259495638607490281785
f(z) = -39/8*z^3 + 11/3*z + 1
*
[ -2/3 ] 
f(z) = -39/8*z^3 + 14/3*z + 1
*
-2 | 0.081750906107737043251018527492255243953 | 0.016272462246766577695744230260728048036
f(z) = -39/8*z^3 + 19*z + 1
*
0 | 0.094885834754526146515563871824736064411 | 0.025899887573822558415410911982957206074
f(z) = -39/10*z^3 + 19/10*z + 1
*
0 | 0.10778367387056705735981973338553522326 | 0.029420461365631623835891672703152819597
f(z) = -39/11*z^3 + 17/11*z + 1
*
0 | 0.095133732592564438042652885278495094338 | 0.025967553376116395099375684898056155844
f(z) = -39/14*z^3 + 11/14*z + 1
*
[ 2/3 ] 
f(z) = -39/16*z^3 + 7/12*z + 1
*
-2/3 | 0.069047680174759512811966644169894617148 | 0.014499193250842881262514891605594453964
f(z) = -39/16*z^3 + 19/12*z + 1
*
[ 1/2 ] 
f(z) = -38*z^3 + 17/2*z + 1
*
0 | 0.10732066117945104720791577443630932182 | 0.029503263006565749583474323051663757523
f(z) = -38/11*z^3 + 16/11*z + 1
*
0 | 0.10744767114982564581222447530648818598 | 0.029538179009870576353457322224242155610
f(z) = -38/13*z^3 + 12/13*z + 1
*
[ 2/3 ] 
f(z) = -37/8*z^3 + 14/9*z + 1
*
-2 | 0.080790474605672423034039838246001736218 | 0.016256239366691110597490661714139516253
f(z) = -37/8*z^3 + 18*z + 1
*
[ 2 ] 
f(z) = -37/8*z^3 + 19*z + 1
*
0 | 0.093151061891713232417897737217805795181 | 0.025797058849089155509584514314353920434
f(z) = -37/9*z^3 + 19/9*z + 1
*
0 | 0.093944736538707671330774049739053495481 | 0.026016857433879813938630701069884137909
f(z) = -37/10*z^3 + 17/10*z + 1
*
0 | 0.10684576553000370203034506187654434126 | 0.029589641225535932884639023073261995725
f(z) = -37/11*z^3 + 15/11*z + 1
*
0 | 0.060896596375209578722263440929865226755 | 0.016864575115920000783641704060590471582
f(z) = -37/12*z^3 + 13/12*z + 1
*
0 | 0.10697599649821082270277910704910499039 | 0.029625707115527808763232351802519174285
f(z) = -37/13*z^3 + 11/13*z + 1
*
0 | 0.094205208198327000706101270518706579157 | 0.026088991906587499957256351342667620999
f(z) = -37/14*z^3 + 9/14*z + 1
*
-1/6 | 0.079635334702741048307121182437029813903 | 0.022222663273282544970167940367046445771
f(z) = -36*z^3 + 10*z + 1
*
[ -1/2 ] 
f(z) = -36*z^3 + 12*z + 1
*
-1/3 | 0.10562819396504299241414504384445116769 | 0.024698723497579270982141975308420624342
f(z) = -36*z^3 + 15/2*z + 1
*
0 | 0.10635836041655373834782120504624682868 | 0.029679865585523090880726867945632233888
f(z) = -36/11*z^3 + 14/11*z + 1
*
0 | 0.10649198032096648789418703379546448990 | 0.029717152929808849589253347371956113601
f(z) = -36/13*z^3 + 10/13*z + 1
*
[ 2/3 ] 
f(z) = -35/8*z^3 + 13/9*z + 1
*
-2/5 | 0.15100657715765623869756126469635896718 | 0.029237722128288236697503140878301403995
f(z) = -35/8*z^3 + 16/5*z + 1
*
-2 | 0.079777036535600799659935711388354277593 | 0.016239088311950084417887210729925660211
f(z) = -35/8*z^3 + 17*z + 1
*
[ 2 ] 
f(z) = -35/8*z^3 + 18*z + 1
*
[ -2 ] 
f(z) = -35/8*z^3 + 19*z + 1
*
0 | 0.077124573315041539383310994302730511884 | 0.021692552172439723223593678383149947416
f(z) = -35/8*z^3 + 19/8*z + 1
*
0 | 0.092155959664918774492450435415711195504 | 0.025920376309461136537503670117164691060
f(z) = -35/9*z^3 + 17/9*z + 1
*
0 | 0.10585776840462003478237158203057758504 | 0.029774234919850261296207153167947589746
f(z) = -35/11*z^3 + 13/11*z + 1
*
0 | 0.059911063111331500190008908406071411528 | 0.016850969884010015921886611006044346804
f(z) = -35/12*z^3 + 11/12*z + 1
*
0 | 0.10599495869674424787436902766412681236 | 0.029812821941360256875740186066074668523
f(z) = -35/13*z^3 + 9/13*z + 1
*
[ 1/2 ] 
f(z) = -34*z^3 + 15/2*z + 1
*
0 | 0.091637598011037425921995793028276866544 | 0.025986451859176262044594398152954926458
f(z) = -34/9*z^3 + 16/9*z + 1
*
0 | 0.10534325545270615960331118317715473192 | 0.029873081529056817497069653982813640958
f(z) = -34/11*z^3 + 12/11*z + 1
*
0 | 0.10548421259016635027979740003107486023 | 0.029913053941541650888217617246215094780
f(z) = -34/13*z^3 + 8/13*z + 1
*
[ 2/3 ] 
f(z) = -33/4*z^3 + 19/6*z + 1
*
0 | 0.10451907121394231502339140515500122171 | 0.029892419614875842701791038013945002372
f(z) = -33/7*z^3 + 19/7*z + 1
*
[ 2/3 ] 
f(z) = -33/8*z^3 + 4/3*z + 1
*
-2/3 | 0.12879296944355248491219335555222933494 | 0.028028206802871566148332339359304349881
f(z) = -33/8*z^3 + 7/3*z + 1
*
-2/3 | 0.12874423454725718969464157902224607877 | 0.028017601008488669305182193778679381839
f(z) = -33/8*z^3 + 10/3*z + 1
*
[ -2/3 ] 
f(z) = -33/8*z^3 + 13/3*z + 1
*
-2 | 0.078704340058952431107470245288061781087 | 0.016220908728498465466787085474583218511
f(z) = -33/8*z^3 + 16*z + 1
*
[ 2 ] 
f(z) = -33/8*z^3 + 17*z + 1
*
0 | 0.068462333182335514577795109165223874495 | 0.019580204526605265407554018071489634653
f(z) = -33/8*z^3 + 17/8*z + 1
*
[ -2 ] 
f(z) = -33/8*z^3 + 18*z + 1
*
0 | 0.091905524620932920740608336415564533772 | 0.026284949483245665235580934878496733043
f(z) = -33/10*z^3 + 13/10*z + 1
*
[ 2/3 ] 
f(z) = -33/16*z^3 + 5/12*z + 1
*
[ -1/2 ] 
f(z) = -32*z^3 + 11*z + 1
*
1/2 | 0.081235219012916192701306224212813733791 | 0.019532941269243837372868401191919782725
f(z) = -32*z^3 + 11/2*z + 1
*
-1/4 | 0.091487367400298716856003386786517049843 | 0.021998061875399595863513220336901034575
f(z) = -32*z^3 + 13/2*z + 1
*
[ -1/8 ] 
f(z) = -32*z^3 + 19/2*z + 1
*
-1/8 | 0.060038222922862485925031504870817066813 | 0.014436141079099965711242555972450157436
f(z) = -32/3*z^3 + 19/6*z + 1
*
[ 3/4 ] 
f(z) = -32/9*z^3 + 5/3*z + 1
*
-3/8 | 0.066996365480600448337530197270237962913 | 0.016109220706074466729449412314290578872
f(z) = -32/9*z^3 + 7/6*z + 1
*
[ -3/4 ] 
f(z) = -32/9*z^3 + 13/3*z + 1
*
0 | 0.090555173179024891469211930972821553120 | 0.026128699854444095652492879160223907208
f(z) = -32/9*z^3 + 14/9*z + 1
*
3/4 | 0.092825473361422373300879042266765991052 | 0.026783770017338926879074915228449701122
f(z) = -32/15*z^3 + 8/15*z + 1
*
[ 3/4 ] 
f(z) = -32/15*z^3 + 13/15*z + 1
*
0 | 0.070136426803280341860397045994757341604 | 0.020424195731327955168239708341772047248
f(z) = -31/6*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -31/8*z^3 + 11/9*z + 1
*
-2 | 0.077564945887710444122523826735852485223 | 0.016201583220410296608409520663867143805
f(z) = -31/8*z^3 + 15*z + 1
*
0 | 0.074949324908970546064009168255984330904 | 0.021825743791671353123326328657545772693
f(z) = -31/8*z^3 + 15/8*z + 1
*
[ 2 ] 
f(z) = -31/8*z^3 + 16*z + 1
*
[ -2 ] 
f(z) = -31/8*z^3 + 17*z + 1
*
0 | 0.089989254188821220820510252543831527334 | 0.026205471607839961726066872445362183688
f(z) = -31/9*z^3 + 13/9*z + 1
*
0 | 0.090794945292360912342470604373240300044 | 0.026440094236161748924729946771227186897
f(z) = -31/10*z^3 + 11/10*z + 1
*
[ 1/2 ] 
f(z) = -30*z^3 + 13/2*z + 1
*
0 | 0.068934345242189670822964107400846713224 | 0.020471722332298487354092194391768046344
f(z) = -29/6*z^3 + 17/6*z + 1
*
[ 2/3 ] 
f(z) = -29/8*z^3 + 10/9*z + 1
*
0 | 0.070905195494811334336344571430664656813 | 0.021057014018009861324109926086926072751
f(z) = -29/8*z^3 + 13/8*z + 1
*
-2 | 0.076349902645972110695869811934276521946 | 0.016180972959524354176482320592408868298
f(z) = -29/8*z^3 + 14*z + 1
*
[ 2 ] 
f(z) = -29/8*z^3 + 15*z + 1
*
[ -2 ] 
f(z) = -29/8*z^3 + 16*z + 1
*
0 | 0.088802688698839247213843331493374871136 | 0.026372107822553848981950306946284519724
f(z) = -29/9*z^3 + 11/9*z + 1
*
0 | 0.089613422906796674037655429431623485722 | 0.026612874968920280182528550008027461329
f(z) = -29/10*z^3 + 9/10*z + 1
*
[ 1/2 ] 
f(z) = -28*z^3 + 6*z + 1
*
[ -1/2 ] 
f(z) = -28*z^3 + 10*z + 1
*
-1/2 | 0.092365804097311183158063433721906931270 | 0.027719128227353213420997442701602781077
f(z) = -28/3*z^3 + 13/3*z + 1
*
[ -1/2 ] 
f(z) = -28/3*z^3 + 16/3*z + 1
*
0 | 0.088179595817650657740062486842763153580 | 0.026462840305385177058045053474170882752
f(z) = -28/9*z^3 + 10/9*z + 1
*
[ 3/4 ] 
f(z) = -28/9*z^3 + 17/12*z + 1
*
[ -1/3 ] 
f(z) = -27*z^3 + 7*z + 1
*
-1/6 | 0.094664602795883729601388057875267641715 | 0.020218272022680372016265106033059537088
f(z) = -27*z^3 + 15/4*z + 1
*
-1/3 | 0.054409361553431403867374260040268602153 | 0.016508511727218460361566646591369097980
f(z) = -27/2*z^3 + 13/2*z + 1
*
[ -2/3 ] 
f(z) = -27/2*z^3 + 17/2*z + 1
*
-4/9 | 0.11552628483680986188495434252822936644 | 0.026289139041232385068092487598482005578
f(z) = -27/2*z^3 + 17/3*z + 1
*
-1/9 | 0.12358765724538925916012881548611943737 | 0.028123583387916444069304732654965942596
f(z) = -27/2*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -27/4*z^3 + 5/2*z + 1
*
[ -2/3 ] 
f(z) = -27/4*z^3 + 11/2*z + 1
*
-2/9 | 0.051574467447626696905311858074454054770 | 0.011736275840804681219985113285105359965
f(z) = -27/4*z^3 + 11/6*z + 1
*
-1/3 | 0.076564355272411876021747469567147894356 | 0.023230626510114202028652247775325032701
f(z) = -27/4*z^3 + 15/4*z + 1
*
-1/3 | 0.091521064793403166501744163821043538358 | 0.027768687745870657966131191273809020957
f(z) = -27/5*z^3 + 18/5*z + 1
*
[ 2/3 ] 
f(z) = -27/5*z^3 + 19/10*z + 1
*
[ 2/3 ] 
f(z) = -27/7*z^3 + 17/14*z + 1
*
[ 2/3 ] 
f(z) = -27/8*z^3 + z + 1
*
[ -2/3 ] 
f(z) = -27/8*z^3 + 4*z + 1
*
-2/9 | 0.055316361644497268249993115051577072682 | 0.012587780560774411142111874779939563918
f(z) = -27/8*z^3 + 5/3*z + 1
*
-2/3 | 0.12142436140409100467884823707047576298 | 0.027119773748413414167745343629429810605
f(z) = -27/8*z^3 + 11/3*z + 1
*
0 | 0.072483931632585983633742702291807725360 | 0.021992572624039206968236532941921231960
f(z) = -27/8*z^3 + 11/8*z + 1
*
-2 | 0.075048301677585255750106118035745956361 | 0.016158911535947531658014612261999074682
f(z) = -27/8*z^3 + 13*z + 1
*
[ 2 ] 
f(z) = -27/8*z^3 + 14*z + 1
*
-2/3 | 0.096223616092417530223511122217166864210 | 0.020392844995214943848988658384520828380
f(z) = -27/8*z^3 + 14/3*z + 1
*
[ -2 ] 
f(z) = -27/8*z^3 + 15*z + 1
*
-2/9 | 0.12629836685700829933982150169150010419 | 0.028740431943038956541259412651453624505
f(z) = -27/10*z^3 + 17/15*z + 1
*
[ 2/3 ] 
f(z) = -27/14*z^3 + 5/14*z + 1
*
[ 2/3 ] 
f(z) = -27/16*z^3 + 1/4*z + 1
*
-4/3 | 0.087140110578441329755609308871818010868 | 0.023027416437429933511811151257512196179
f(z) = -27/16*z^3 + 11/4*z + 1
*
4/9 | 0.12498909036037585193938840943387190769 | 0.028442493236605103042528063456115351299
f(z) = -27/16*z^3 + 13/12*z + 1
*
[ -4/3 ] 
f(z) = -27/16*z^3 + 19/4*z + 1
*
[ 1/2 ] 
f(z) = -26*z^3 + 11/2*z + 1
*
[ -1/2 ] 
f(z) = -26*z^3 + 19/2*z + 1
*
0 | 0.086866688379673491367151566298491148851 | 0.026661790823553780641336285167172896335
f(z) = -26/9*z^3 + 8/9*z + 1
*
-1/5 | 0.075229088898271491729021166890448275491 | 0.023371230513793368341873746807298366704
f(z) = -25*z^3 + 8*z + 1
*
[ -2/5 ] 
f(z) = -25*z^3 + 15/2*z + 1
*
[ -2/5 ] 
f(z) = -25/2*z^3 + 11/2*z + 1
*
-2/5 | 0.058566541632798871412515982762057981698 | 0.018194719156398933707179629565545576943
f(z) = -25/3*z^3 + 13/3*z + 1
*
[ -3/5 ] 
f(z) = -25/3*z^3 + 17/3*z + 1
*
[ -2/5 ] 
f(z) = -25/4*z^3 + 9/2*z + 1
*
-1/5 | 0.074199284572451565727008873259358108995 | 0.023051303812097103900978052885458491241
f(z) = -25/4*z^3 + 9/4*z + 1
*
-2/5 | 0.084517587696779750569158340842554417159 | 0.026256864910357449310011946919986905430
f(z) = -25/4*z^3 + 11/2*z + 1
*
[ 4/5 ] 
f(z) = -25/4*z^3 + 15/4*z + 1
*
[ 3/5 ] 
f(z) = -25/4*z^3 + 19/12*z + 1
*
0 | 0.066267153346796641049036887546713984489 | 0.020587048694091825876218770795048777150
f(z) = -25/6*z^3 + 13/6*z + 1
*
4/5 | 0.11048544840331426287490159760969125625 | 0.028242535447774631028156884113640112948
f(z) = -25/6*z^3 + 17/12*z + 1
*
[ -2/5 ] 
f(z) = -25/8*z^3 + 4*z + 1
*
-2/5 | 0.083154462381976786975813036016183339624 | 0.021480275022576272816433342091298246014
f(z) = -25/8*z^3 + 6*z + 1
*
[ 4/5 ] 
f(z) = -25/8*z^3 + 7/4*z + 1
*
[ 2/3 ] 
f(z) = -25/8*z^3 + 8/9*z + 1
*
-2 | 0.073646652461826979242005378727510749346 | 0.016135195951854662058302485643703559458
f(z) = -25/8*z^3 + 12*z + 1
*
[ 2 ] 
f(z) = -25/8*z^3 + 13*z + 1
*
-6/5 | 0.13681709465630047920644281029210792157 | 0.029458565746822561603724535679041410597
f(z) = -25/8*z^3 + 13/3*z + 1
*
[ -2 ] 
f(z) = -25/8*z^3 + 14*z + 1
*
[ 6/5 ] 
f(z) = -25/8*z^3 + 14/3*z + 1
*
[ -4/5 ] 
f(z) = -25/8*z^3 + 17/4*z + 1
*
[ -6/5 ] 
f(z) = -25/8*z^3 + 19/3*z + 1
*
0 | 0.086173556717384840141573651113057116769 | 0.026771320611882653205830245308267743531
f(z) = -25/9*z^3 + 7/9*z + 1
*
6/5 | 0.042927441121173916814650398795470651044 | 0.013336159409918092330699560389572563719
f(z) = -25/9*z^3 + 8/3*z + 1
*
[ -3/5 ] 
f(z) = -25/9*z^3 + 11/3*z + 1
*
-2/5 | 0.077142342719909727343769989784526997121 | 0.023965616232825128508391672521869789474
f(z) = -25/12*z^3 + 5/6*z + 1
*
[ 6/5 ] 
f(z) = -25/12*z^3 + 19/6*z + 1
*
-4/5 | 0.053584130346602546737242738701172677491 | 0.016646846061170001354824737560207874261
f(z) = -25/12*z^3 + 19/12*z + 1
*
-4/5 | 0.051380293995176006317573778618190888558 | 0.015962185803573149780510987709869781541
f(z) = -25/16*z^3 + 5/4*z + 1
*
[ -4/5 ] 
f(z) = -25/16*z^3 + 13/4*z + 1
*
6/5 | 0.12206933635294184888352094254519255855 | 0.028273230439297939118501338689726784855
f(z) = -25/16*z^3 + 13/12*z + 1
*
-2/5 | 0.062556917929331659964193504106958036836 | 0.014444878733908756952592698681252401629
f(z) = -25/16*z^3 + 19/4*z + 1
*
[ 6/5 ] 
f(z) = -25/18*z^3 + 13/6*z + 1
*
[ -3/5 ] 
f(z) = -25/18*z^3 + 19/6*z + 1
*
[ 1/2 ] 
f(z) = -24*z^3 + 5*z + 1
*
[ -1/2 ] 
f(z) = -24*z^3 + 9*z + 1
*
[ -1/4 ] 
f(z) = -24*z^3 + 13/2*z + 1
*
-1/4 | 0.092122230621666148282766084968817934206 | 0.023796808887498518541958240672093173322
f(z) = -24*z^3 + 15/2*z + 1
*
-1/2 | 0.093125673549394942975925542608614409682 | 0.029302736366551470342311609359252542135
f(z) = -24/5*z^3 + 16/5*z + 1
*
[ 1/2 ] 
f(z) = -23*z^3 + 19/4*z + 1
*
0 | 0.084686142274982303236066714823360174648 | 0.027008865729923543805379705177128838267
f(z) = -23/2*z^3 + 19/2*z + 1
*
0 | 0.077287219885617292461059683310983898025 | 0.024649134893305665498187111712229322552
f(z) = -23/3*z^3 + 17/3*z + 1
*
0 | 0.072068390036962824697712166504398207151 | 0.022984698766413319294104606616951333238
f(z) = -23/4*z^3 + 15/4*z + 1
*
0 | 0.064774049994317356469848080219816237608 | 0.020658322271891891440894740601745555570
f(z) = -23/6*z^3 + 11/6*z + 1
*
0 | 0.069638825931322637435224487227620392187 | 0.022209840342724526808898815907140820368
f(z) = -23/8*z^3 + 7/8*z + 1
*
[ 2/3 ] 
f(z) = -23/8*z^3 + 7/9*z + 1
*
-2 | 0.072127982749699461947336570150410571580 | 0.016109572663030787130250587211757822151
f(z) = -23/8*z^3 + 11*z + 1
*
[ 2 ] 
f(z) = -23/8*z^3 + 12*z + 1
*
[ -2 ] 
f(z) = -23/8*z^3 + 13*z + 1
*
[ 1/2 ] 
f(z) = -22*z^3 + 9/2*z + 1
*
[ -1/2 ] 
f(z) = -22*z^3 + 17/2*z + 1
*
0 | 0.076477836066826673903274523198606877517 | 0.024741761790989322400793867523602168264
f(z) = -22/3*z^3 + 16/3*z + 1
*
0 | 0.083141251083087890458972469682272624406 | 0.021970688344442452160317038334136424331
f(z) = -22/9*z^3 + 17/18*z + 1
*
[ 1/2 ] 
f(z) = -21*z^3 + 17/4*z + 1
*
[ -1/3 ] 
f(z) = -21*z^3 + 19/3*z + 1
*
0 | 0.083022375964677393646563042820334106932 | 0.027269424897639558625550251105549088597
f(z) = -21/2*z^3 + 17/2*z + 1
*
2/3 | 0.11182111050329838411139497870236025369 | 0.026989494160304338343126777937071055686
f(z) = -21/2*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -21/4*z^3 + 11/6*z + 1
*
0 | 0.070424753232021058563457046295053248153 | 0.023131625623584494096114141479442821616
f(z) = -21/4*z^3 + 13/4*z + 1
*
[ 2/3 ] 
f(z) = -21/8*z^3 + 2/3*z + 1
*
-2/3 | 0.096351607591865837523014156730978942712 | 0.023255726389516511334600627145552667215
f(z) = -21/8*z^3 + 5/3*z + 1
*
0 | 0.065180914115645937129274517542260045843 | 0.021409240841196007900247745343700173462
f(z) = -21/8*z^3 + 5/8*z + 1
*
-2/3 | 0.11914528814247933648446698700951259919 | 0.028648386058073592227775003569709972002
f(z) = -21/8*z^3 + 8/3*z + 1
*
-2 | 0.070470500645082786467133976953065194712 | 0.016081714357340351772026421279055546757
f(z) = -21/8*z^3 + 10*z + 1
*
[ 2 ] 
f(z) = -21/8*z^3 + 11*z + 1
*
[ -2/3 ] 
f(z) = -21/8*z^3 + 11/3*z + 1
*
[ -2 ] 
f(z) = -21/8*z^3 + 12*z + 1
*
[ 2/3 ] 
f(z) = -21/16*z^3 + 1/12*z + 1
*
-2 | 0.070538524030183268758438012291113508912 | 0.016287893640091804544212015416190497055
f(z) = -21/16*z^3 + 19/4*z + 1
*
[ 2/3 ] 
f(z) = -37/16*z^3 + 19/36*z + 1
*
[ 2/3 ] 
f(z) = -36/13*z^3 + 19/26*z + 1
*
[ 2/3 ] 
f(z) = -36/17*z^3 + 15/34*z + 1
*
[ 2/3 ] 
f(z) = -36/19*z^3 + 13/38*z + 1
*
[ 2/3 ] 
f(z) = -35/16*z^3 + 17/36*z + 1
*
[ 2/3 ] 
f(z) = -31/16*z^3 + 13/36*z + 1
*
[ 2/3 ] 
f(z) = -29/16*z^3 + 11/36*z + 1
*
0 | 0.11794437953574787021009130124756359681 | 0.029300391269466373019268167905518818839
f(z) = -28/15*z^3 + 11/30*z + 1
*
[ 2/3 ] 
f(z) = -27/11*z^3 + 13/22*z + 1
*
[ 2/3 ] 
f(z) = -27/13*z^3 + 11/26*z + 1
*
2/3 | 0.12753735475329642465656774055343794442 | 0.029022375789168285392493147721770869707
f(z) = -27/14*z^3 + 11/21*z + 1
*
[ 2/3 ] 
f(z) = -27/17*z^3 + 7/34*z + 1
*
[ 2/3 ] 
f(z) = -27/19*z^3 + 5/38*z + 1
*
[ 2/3 ] 
f(z) = -25/16*z^3 + 7/36*z + 1
*
[ 2/3 ] 
f(z) = -23/16*z^3 + 5/36*z + 1
*
0 | 0.097361025407921880516641443808733057650 | 0.022155456117725669549060938361372986693
f(z) = -27/16*z^3 + 17/48*z + 1
*
[ 2/3 ] 
f(z) = -23/12*z^3 + 19/54*z + 1
*
[ 2/3 ] 
f(z) = -21/13*z^3 + 17/78*z + 1
*
0 | 0.14098815176047667334170054355731666786 | 0.029200288015925464178082279658732029191
f(z) = -25/18*z^3 + 17/90*z + 1
*
[ 2/3 ] 
f(z) = -24/17*z^3 + 13/102*z + 1
*
[ 2/3 ] 
f(z) = -24/19*z^3 + 7/114*z + 1
*
0 | 0.11190939610285318257124240685223797712 | 0.022424788664481156780898212861656838171
f(z) = -21/16*z^3 + 19/112*z + 1
*
[ 2/3 ] 
f(z) = -21/17*z^3 + 5/102*z + 1
*
[ 2/3 ] 
f(z) = -25/18*z^3 + 19/162*z + 1
*
[ 2/3 ] 
f(z) = -23/18*z^3 + 11/162*z + 1
*
0 | 0.10761194430063188016585451601489100260 | 0.029171987222466752852278912163885332139
f(z) = -40*z^3 + 38*z + 1
*
-1/4 | 0.12251633853438809094517965570479743090 | 0.027958830182579659187112203370966038887
f(z) = -40/3*z^3 + 29/6*z + 1
*
0 | 0.087394519547214441577641230601605007566 | 0.023691346012879264230718746595878075056
f(z) = -40/3*z^3 + 34/3*z + 1
*
0 | 0.10798977482370709894178261428911964544 | 0.029274411421407125421411448478323687421
f(z) = -40/7*z^3 + 26/7*z + 1
*
[ -1/2 ] 
f(z) = -40/7*z^3 + 31/7*z + 1
*
0 | 0.094550069256997312617499386527078658743 | 0.025631108425501019065148170467818188554
f(z) = -40/9*z^3 + 22/9*z + 1
*
-1/2 | 0.084974625476870788578132972157547663729 | 0.023035348954573408536036346591571115816
f(z) = -40/9*z^3 + 28/9*z + 1
*
[ -3/4 ] 
f(z) = -40/9*z^3 + 29/6*z + 1
*
[ 3/2 ] 
f(z) = -40/9*z^3 + 31/3*z + 1
*
[ -3/2 ] 
f(z) = -40/9*z^3 + 35/3*z + 1
*
[ -1/2 ] 
f(z) = -40/9*z^3 + 37/9*z + 1
*
[ -1/3 ] 
f(z) = -39*z^3 + 25/3*z + 1
*
[ 1/2 ] 
f(z) = -39*z^3 + 35/4*z + 1
*
0 | 0.10714473587063968102113305391064672074 | 0.029246057858431907522712509421087002203
f(z) = -39*z^3 + 37*z + 1
*
2/3 | 0.13962204917108044231985847774091155594 | 0.029318973032640821679162062039826353985
f(z) = -39/2*z^3 + 20/3*z + 1
*
[ 1/2 ] 
f(z) = -39/2*z^3 + 31/8*z + 1
*
0 | 0.094374742069574860219952008496757012716 | 0.025760380521855457517139191184984726006
f(z) = -39/2*z^3 + 35/2*z + 1
*
[ -1/3 ] 
f(z) = -39/2*z^3 + 37/6*z + 1
*
[ 2/3 ] 
f(z) = -39/4*z^3 + 23/6*z + 1
*
0 | 0.081669113641448697374966551635729963143 | 0.022292272255805405360247861865665836065
f(z) = -39/4*z^3 + 31/4*z + 1
*
0 | 0.10740430281792196207361473832391557980 | 0.029316908842352568284956755042326530494
f(z) = -39/5*z^3 + 29/5*z + 1
*
0 | 0.10753205196001469677786929287577693451 | 0.029351779046386856809353295429934496241
f(z) = -39/7*z^3 + 25/7*z + 1
*
[ 2 ] 
f(z) = -39/8*z^3 + 20*z + 1
*
[ -2 ] 
f(z) = -39/8*z^3 + 21*z + 1
*
0 | 0.079070859721665709493120925328992847558 | 0.021583056970038915857656871777659366167
f(z) = -39/8*z^3 + 23/8*z + 1
*
-2 | 0.081955443116885926490846443537869489915 | 0.016400232495057402137567546919370776057
f(z) = -39/16*z^3 + 37/4*z + 1
*
[ -1/2 ] 
f(z) = -38*z^3 + 25/2*z + 1
*
0 | 0.10666543427886940186520324598686834764 | 0.029323136166455127816243089855856067395
f(z) = -38*z^3 + 36*z + 1
*
-1 | 0.089319589199190151654662351436315297339 | 0.024380533979427216256247808482102494454
f(z) = -38*z^3 + 39*z + 1
*
-1/2 | 0.11622785606378533172198865123402660899 | 0.026837915644120633477215424091093841378
f(z) = -38/3*z^3 + 31/6*z + 1
*
0 | 0.086454633005377729262962463689854242009 | 0.023767033744124627941151296150742688577
f(z) = -38/3*z^3 + 32/3*z + 1
*
[ -1/2 ] 
f(z) = -38/3*z^3 + 37/6*z + 1
*
0 | 0.10693172067752911831323571599519313812 | 0.029396340315296442449156827323135840355
f(z) = -38/5*z^3 + 28/5*z + 1
*
0 | 0.10706272462813348122198712514859569242 | 0.029432354294031785131962993209689053901
f(z) = -38/7*z^3 + 24/7*z + 1
*
0 | 0.093629243601499111518855710585554168510 | 0.025739388564349984913162542230914744750
f(z) = -38/9*z^3 + 20/9*z + 1
*
[ 1/2 ] 
f(z) = -37*z^3 + 33/4*z + 1
*
0 | 0.10617339681242019617256679772040886871 | 0.029403436849294341811062959649235886357
f(z) = -37*z^3 + 35*z + 1
*
-1 | 0.088821278382570640432883740319876843497 | 0.024417642492144201168776287097297630992
f(z) = -37*z^3 + 38*z + 1
*
[ -1 ] 
f(z) = -37*z^3 + 39*z + 1
*
[ 1/2 ] 
f(z) = -37/2*z^3 + 29/8*z + 1
*
0 | 0.093406908673903417718004080194966638492 | 0.025867912517984340195973724482446334006
f(z) = -37/2*z^3 + 33/2*z + 1
*
-1 | 0.075815300082495425135957910325041432148 | 0.020694424553382407291558523400762838833
f(z) = -37/2*z^3 + 39/2*z + 1
*
0 | 0.085967206396606304677355156309129213064 | 0.023807577041720598822048788984722496634
f(z) = -37/3*z^3 + 31/3*z + 1
*
0 | 0.080708177440518305577373871926788763734 | 0.022351152641245406047901610735431080278
f(z) = -37/4*z^3 + 29/4*z + 1
*
0 | 0.10644675986421880383220262505516753153 | 0.029479141436995264576788818829806493780
f(z) = -37/5*z^3 + 27/5*z + 1
*
0 | 0.073335112135345304995018057511663647075 | 0.020309271467664861130257907525269744812
f(z) = -37/6*z^3 + 25/6*z + 1
*
0 | 0.10658118889236583176004591136302398077 | 0.029516369928863302485083128849645839878
f(z) = -37/7*z^3 + 23/7*z + 1
*
[ -2 ] 
f(z) = -37/8*z^3 + 20*z + 1
*
0 | 0.075270827322166036289561864994615389264 | 0.020845344353742527256213756053963099019
f(z) = -37/8*z^3 + 21/8*z + 1
*
-2 | 0.080994906806989794179897534686929671124 | 0.016390280777179859989488099796143417850
f(z) = -37/16*z^3 + 35/4*z + 1
*
[ 2 ] 
f(z) = -37/16*z^3 + 39/4*z + 1
*
[ 2/3 ] 
f(z) = -36*z^3 + 31/2*z + 1
*
-1/3 | 0.14642016335819566801114791940411104509 | 0.029461904206881875646103218611943528212
f(z) = -36*z^3 + 33/4*z + 1
*
0 | 0.10566792811880160376045022563078505576 | 0.029487196784378260313023103052613172304
f(z) = -36*z^3 + 34*z + 1
*
-1 | 0.088309186229156055275834155580034761835 | 0.024456160002952955300124403095684623856
f(z) = -36*z^3 + 37*z + 1
*
[ -2/3 ] 
f(z) = -36*z^3 + 37/2*z + 1
*
[ -1 ] 
f(z) = -36*z^3 + 38*z + 1
*
0 | 0.10594875429145992969856964009581541645 | 0.029565562819965423827965970658875705722
f(z) = -36/5*z^3 + 26/5*z + 1
*
[ 2/3 ] 
f(z) = -36/5*z^3 + 27/10*z + 1
*
0 | 0.10608679239288096872429874233565128120 | 0.029604083085601444180234376421554158374
f(z) = -36/7*z^3 + 22/7*z + 1
*
[ 2/3 ] 
f(z) = -36/7*z^3 + 25/14*z + 1
*
[ -1/2 ] 
f(z) = -36/7*z^3 + 30/7*z + 1
*
[ -1/3 ] 
f(z) = -36/7*z^3 + 32/7*z + 1
*
[ 1/2 ] 
f(z) = -35*z^3 + 31/4*z + 1
*
0 | 0.10514827429576192973839587491562834237 | 0.029574678056053111061313700243293163948
f(z) = -35*z^3 + 33*z + 1
*
-1 | 0.087782528684784149628746846462003379532 | 0.024496181042258858143017011662052519595
f(z) = -35*z^3 + 36*z + 1
*
[ -1 ] 
f(z) = -35*z^3 + 37*z + 1
*
[ -1/5 ] 
f(z) = -35*z^3 + 37/5*z + 1
*
[ 1/2 ] 
f(z) = -35/2*z^3 + 27/8*z + 1
*
0 | 0.092385688868947598125248706700130752209 | 0.025984991418883808647110974259010085850
f(z) = -35/2*z^3 + 31/2*z + 1
*
-1 | 0.074765918521258208360653622059045881300 | 0.020705515974055521214771102966798057601
f(z) = -35/2*z^3 + 37/2*z + 1
*
[ -1 ] 
f(z) = -35/2*z^3 + 39/2*z + 1
*
0 | 0.084949844327316640318038890794650362214 | 0.023893538089131357178995186869362351272
f(z) = -35/3*z^3 + 29/3*z + 1
*
-1 | 0.067073826798983133245159423555426651701 | 0.018439103255228003807560227419938967619
f(z) = -35/3*z^3 + 38/3*z + 1
*
0 | 0.079694629207679144651721560011724394360 | 0.022415422577302686822930552332116241732
f(z) = -35/4*z^3 + 27/4*z + 1
*
-1 | 0.078674599661770715086599435148902792513 | 0.021474894450018644982101087548286692265
f(z) = -35/4*z^3 + 39/4*z + 1
*
0 | 0.072329064011289802515593828969240291107 | 0.020343736466969021065508303375823979023
f(z) = -35/6*z^3 + 23/6*z + 1
*
[ -2/5 ] 
f(z) = -35/8*z^3 + 21/5*z + 1
*
[ -2/7 ] 
f(z) = -35/8*z^3 + 34/7*z + 1
*
-2 | 0.079980062439780502888649636878851092965 | 0.016379952270809271685700524675701482573
f(z) = -35/16*z^3 + 33/4*z + 1
*
[ 2 ] 
f(z) = -35/16*z^3 + 37/4*z + 1
*
[ -1/2 ] 
f(z) = -34*z^3 + 23/2*z + 1
*
0 | 0.10461361612763119676959462494797746660 | 0.029666171509510706882618750821455027417
f(z) = -34*z^3 + 32*z + 1
*
-1 | 0.087240452817038185667969239108272171331 | 0.024537809325056978187730282261486687863
f(z) = -34*z^3 + 35*z + 1
*
[ -1 ] 
f(z) = -34*z^3 + 36*z + 1
*
0 | 0.084418370961384381153218162787103941270 | 0.023939234338659455018204874665001177379
f(z) = -34/3*z^3 + 28/3*z + 1
*
-1/2 | 0.10792950082118818253559101208691433843 | 0.025578695042739257892820450772853470673
f(z) = -34/3*z^3 + 29/6*z + 1
*
[ -1/2 ] 
f(z) = -34/3*z^3 + 35/6*z + 1
*
-1 | 0.066520686754422348670252509964566276159 | 0.018422098857880207128186995924128363497
f(z) = -34/3*z^3 + 37/3*z + 1
*
0 | 0.10491066192129190962811851753333110044 | 0.029750407307747203365138586202207911424
f(z) = -34/5*z^3 + 24/5*z + 1
*
-1 | 0.086477289894746135470125569113068326933 | 0.023604704450955448687726543636091871813
f(z) = -34/5*z^3 + 39/5*z + 1
*
0 | 0.10505653286413939272797888214561988639 | 0.029791773169753998860006000329318426350
f(z) = -34/7*z^3 + 20/7*z + 1
*
[ -1/3 ] 
f(z) = -33*z^3 + 23/3*z + 1
*
[ 1/2 ] 
f(z) = -33*z^3 + 29/4*z + 1
*
0 | 0.10406306131586560267822662156325686399 | 0.029762000935647974557343873159157425936
f(z) = -33*z^3 + 31*z + 1
*
-1 | 0.086682028502876800341482628601619198403 | 0.024581158930796503918401793191591740101
f(z) = -33*z^3 + 34*z + 1
*
[ -1 ] 
f(z) = -33*z^3 + 35*z + 1
*
[ 1/2 ] 
f(z) = -33/2*z^3 + 25/8*z + 1
*
0 | 0.091304847156389613974319661341011136202 | 0.026113155928109930046979428011914283363
f(z) = -33/2*z^3 + 29/2*z + 1
*
-1 | 0.073654198043323390811176325005459216291 | 0.020716452164311593043487659447115786825
f(z) = -33/2*z^3 + 35/2*z + 1
*
[ -1 ] 
f(z) = -33/2*z^3 + 37/2*z + 1
*
0 | 0.078622371637641354030385397539164213434 | 0.022485972146637120470662218071768255627
f(z) = -33/4*z^3 + 25/4*z + 1
*
-1 | 0.077539268945722684515130395436105025663 | 0.021473561798291273672416354383428998308
f(z) = -33/4*z^3 + 37/4*z + 1
*
[ -2/3 ] 
f(z) = -33/4*z^3 + 37/6*z + 1
*
0 | 0.10436894056380812898454044280398533238 | 0.029849482298855505164313052971736182529
f(z) = -33/5*z^3 + 23/5*z + 1
*
-1 | 0.085894497539691017688241566274277793165 | 0.023613048260045030443873908927585345059
f(z) = -33/5*z^3 + 38/5*z + 1
*
4/3 | 0.051510854841281948631075653534889383164 | 0.010836200170905595011928100512361715260
f(z) = -33/16*z^3 + 29/12*z + 1
*
-2 | 0.078904165876930326030820715559342177107 | 0.016369202670638256578336898279289015425
f(z) = -33/16*z^3 + 31/4*z + 1
*
[ 2 ] 
f(z) = -33/16*z^3 + 35/4*z + 1
*
[ -2 ] 
f(z) = -33/16*z^3 + 39/4*z + 1
*
-1/8 | 0.11856428655476794326192055811322932973 | 0.028508684706516952043649871002821514336
f(z) = -32*z^3 + 27/2*z + 1
*
0 | 0.10349563551879331412748253889811751816 | 0.029862528023322954774909667441939819992
f(z) = -32*z^3 + 30*z + 1
*
-1 | 0.086106238823119981489204897909634826467 | 0.024626355673318183136702490386797305192
f(z) = -32*z^3 + 33*z + 1
*
[ -1 ] 
f(z) = -32*z^3 + 34*z + 1
*
-3/8 | 0.13819278907125084730219210352436150866 | 0.026284909313757663510327592127714358098
f(z) = -32*z^3 + 35/6*z + 1
*
-1/4 | 0.10312236667020504415088211725019702817 | 0.029754825399967628685924729709288996997
f(z) = -32/3*z^3 + 20/3*z + 1
*
[ -3/4 ] 
f(z) = -32/3*z^3 + 25/3*z + 1
*
0 | 0.083310641522023839139021566269629440536 | 0.024038369875420391048876763552069534932
f(z) = -32/3*z^3 + 26/3*z + 1
*
-1 | 0.065362195242217774514931791677959657590 | 0.018384190271046517463866840691763540196
f(z) = -32/3*z^3 + 35/3*z + 1
*
[ -1 ] 
f(z) = -32/3*z^3 + 38/3*z + 1
*
[ -1/2 ] 
f(z) = -32/5*z^3 + 23/5*z + 1
*
-1 | 0.085292730386485743861437211124920627421 | 0.023620789076322999541842546038837635839
f(z) = -32/5*z^3 + 37/5*z + 1
*
[ -1/2 ] 
f(z) = -32/7*z^3 + 29/7*z + 1
*
[ -1/4 ] 
f(z) = -32/7*z^3 + 37/7*z + 1
*
-1 | 0.084862408133475444316636175083094104554 | 0.023163908876251055251134223098184623008
f(z) = -32/7*z^3 + 39/7*z + 1
*
[ 3/2 ] 
f(z) = -32/9*z^3 + 25/3*z + 1
*
[ -3/8 ] 
f(z) = -32/9*z^3 + 25/6*z + 1
*
-1/2 | 0.095275496980995886573935496271462401534 | 0.027490697402542834050951130838142047655
f(z) = -32/9*z^3 + 26/9*z + 1
*
[ -3/2 ] 
f(z) = -32/9*z^3 + 29/3*z + 1
*
[ -1/2 ] 
f(z) = -32/9*z^3 + 35/9*z + 1
*
0 | 0.093562125338595133425953922888619558317 | 0.022496935706837137550432634723377065589
f(z) = -32/9*z^3 + 37/18*z + 1
*
[ 1/2 ] 
f(z) = -31*z^3 + 27/4*z + 1
*
0 | 0.10291027197460308023690414026887244734 | 0.029968158250616515915301129094967006818
f(z) = -31*z^3 + 29*z + 1
*
-1 | 0.085511968914592156172853712201228741510 | 0.024673538697946659717970647307724920529
f(z) = -31*z^3 + 32*z + 1
*
[ -1 ] 
f(z) = -31*z^3 + 33*z + 1
*
[ 1/2 ] 
f(z) = -31/2*z^3 + 23/8*z + 1
*
0 | 0.090156987412639564397841383144502349901 | 0.026254316642439760599447519450217418155
f(z) = -31/2*z^3 + 27/2*z + 1
*
-1 | 0.072471430884809852725864387990429502811 | 0.020726805136498661724334026605387763178
f(z) = -31/2*z^3 + 33/2*z + 1
*
[ -1 ] 
f(z) = -31/2*z^3 + 35/2*z + 1
*
0 | 0.082730326813004991284413565790970998501 | 0.024091623493806423219291216013075051738
f(z) = -31/3*z^3 + 25/3*z + 1
*
-1 | 0.064754568118037986981060334361643193961 | 0.018363002780348562474284907437090475017
f(z) = -31/3*z^3 + 34/3*z + 1
*
[ -1 ] 
f(z) = -31/3*z^3 + 37/3*z + 1
*
0 | 0.077484181768062445222426129520477301168 | 0.022563911032300878804214001755217693577
f(z) = -31/4*z^3 + 23/4*z + 1
*
-1 | 0.076329670336958285070861225397938686077 | 0.021468972662266462737953427767231377532
f(z) = -31/4*z^3 + 35/4*z + 1
*
[ -1 ] 
f(z) = -31/4*z^3 + 39/4*z + 1
*
-1 | 0.084670708468214349279016815208861703972 | 0.023627811076866553545852389301636028705
f(z) = -31/5*z^3 + 36/5*z + 1
*
-1 | 0.051269954281434835338574933052462581772 | 0.014198593133868991305416173607154547931
f(z) = -31/6*z^3 + 37/6*z + 1
*
-1 | 0.084224797712480469701496193707807254848 | 0.023154035124989518655661907694112190309
f(z) = -31/7*z^3 + 38/7*z + 1
*
[ -2/3 ] 
f(z) = -31/8*z^3 + 38/9*z + 1
*
-1 | 0.075437394013322888539515750086256794312 | 0.020591271909677947234356585713946694464
f(z) = -31/8*z^3 + 39/8*z + 1
*
-2 | 0.077759080472067997521635432130714114030 | 0.016357968892133320196607274155310786029
f(z) = -31/16*z^3 + 29/4*z + 1
*
[ 2 ] 
f(z) = -31/16*z^3 + 33/4*z + 1
*
[ -2 ] 
f(z) = -31/16*z^3 + 37/4*z + 1
*
[ -1/2 ] 
f(z) = -30*z^3 + 21/2*z + 1
*
[ -1/3 ] 
f(z) = -30*z^3 + 22/3*z + 1
*
-1 | 0.084897992972828003950794114293944992925 | 0.024722862351362972665406267418295147280
f(z) = -30*z^3 + 31*z + 1
*
[ -1 ] 
f(z) = -30*z^3 + 32*z + 1
*
[ -1/5 ] 
f(z) = -30*z^3 + 36/5*z + 1
*
-1 | 0.083564342842162073826613043440412266884 | 0.023142133070803894255788851349729961938
f(z) = -30/7*z^3 + 37/7*z + 1
*
0 | 0.11880820067565803470862926742004298965 | 0.029017636124688520500042515938015344242
f(z) = -30/7*z^3 + 39/14*z + 1
*
[ 1/2 ] 
f(z) = -29*z^3 + 25/4*z + 1
*
-1 | 0.084262959024448496045346984110095824998 | 0.024774498380705394518647719460599793753
f(z) = -29*z^3 + 30*z + 1
*
[ -1 ] 
f(z) = -29*z^3 + 31*z + 1
*
[ 1/2 ] 
f(z) = -29/2*z^3 + 21/8*z + 1
*
0 | 0.088933245671418729316978741896926306100 | 0.026410879875611036574782360154221816303
f(z) = -29/2*z^3 + 25/2*z + 1
*
-1 | 0.071207909375256540128880715929839277492 | 0.020736218609740760558640250239933167352
f(z) = -29/2*z^3 + 31/2*z + 1
*
[ -1 ] 
f(z) = -29/2*z^3 + 33/2*z + 1
*
0 | 0.081511076638291358486260578443996727704 | 0.024206687132273370076425612634334178521
f(z) = -29/3*z^3 + 23/3*z + 1
*
-1 | 0.063477003356514250859348759046816487103 | 0.018315591590587038919380495315805210521
f(z) = -29/3*z^3 + 32/3*z + 1
*
[ -1 ] 
f(z) = -29/3*z^3 + 35/3*z + 1
*
0 | 0.076271415571970710936826793765369476431 | 0.022650642955916671841015505159849898611
f(z) = -29/4*z^3 + 21/4*z + 1
*
-1 | 0.075035388030356371443723217670159710327 | 0.021460096027616072069414006341169603284
f(z) = -29/4*z^3 + 33/4*z + 1
*
[ -1 ] 
f(z) = -29/4*z^3 + 37/4*z + 1
*
-1 | 0.083360089154124712783966690898977634005 | 0.023639128379591398406627169654081467615
f(z) = -29/5*z^3 + 34/5*z + 1
*
[ -1 ] 
f(z) = -29/5*z^3 + 39/5*z + 1
*
-1 | 0.049942675600384920091747484927521658479 | 0.014047197274818385097604920369836547602
f(z) = -29/6*z^3 + 35/6*z + 1
*
-1 | 0.082879336762570723943110681353488948902 | 0.023127919284355083444724818338193381491
f(z) = -29/7*z^3 + 36/7*z + 1
*
-1 | 0.074073310146838662889194370468139996060 | 0.020513706469886439151126726005310131521
f(z) = -29/8*z^3 + 37/8*z + 1
*
[ -2/3 ] 
f(z) = -29/8*z^3 + 37/9*z + 1
*
-1 | 0.068812972675790245926687682909739434062 | 0.018917207635561892268277059267880045177
f(z) = -29/9*z^3 + 38/9*z + 1
*
-1 | 0.069279139751815050945951497063159698100 | 0.018910324553977327812005456093025373628
f(z) = -29/10*z^3 + 39/10*z + 1
*
-2 | 0.076534847307282604583545671493330043133 | 0.016346155969295751245927102729166317058
f(z) = -29/16*z^3 + 27/4*z + 1
*
[ 2 ] 
f(z) = -29/16*z^3 + 31/4*z + 1
*
[ -2 ] 
f(z) = -29/16*z^3 + 35/4*z + 1
*
[ -1/4 ] 
f(z) = -28*z^3 + 27/4*z + 1
*
-1 | 0.083605370993523915480254816764763326257 | 0.024828638532142198795202658726086118614
f(z) = -28*z^3 + 29*z + 1
*
[ -1 ] 
f(z) = -28*z^3 + 30*z + 1
*
0 | 0.080871565998762055740274710531713695711 | 0.024269688655607128703818566041086698922
f(z) = -28/3*z^3 + 22/3*z + 1
*
-1 | 0.062802970134525106217237317579023027402 | 0.018288644189616624775725456766805476389
f(z) = -28/3*z^3 + 31/3*z + 1
*
[ -1 ] 
f(z) = -28/3*z^3 + 34/3*z + 1
*
[ -1/2 ] 
f(z) = -28/5*z^3 + 22/5*z + 1
*
-1 | 0.082668178203092735347043408729191868371 | 0.023643071479136352365669812904706297792
f(z) = -28/5*z^3 + 33/5*z + 1
*
[ -1 ] 
f(z) = -28/5*z^3 + 38/5*z + 1
*
[ 3/2 ] 
f(z) = -28/9*z^3 + 22/3*z + 1
*
-1/2 | 0.095120770966479944108443152357551844363 | 0.028545898271255443057704870735116358777
f(z) = -28/9*z^3 + 25/9*z + 1
*
[ -3/2 ] 
f(z) = -28/9*z^3 + 26/3*z + 1
*
0 | 0.11511756364601919103895936893553786802 | 0.028598138123179813817029420747268150167
f(z) = -28/9*z^3 + 29/18*z + 1
*
[ -1/2 ] 
f(z) = -28/9*z^3 + 34/9*z + 1
*
-1 | 0.068079980419187015646292393813933532804 | 0.018853926360605911058017443677679502480
f(z) = -28/9*z^3 + 37/9*z + 1
*
-3/4 | 0.12280547557496247403693175378753077581 | 0.026026386553157284711568410085483494391
f(z) = -28/9*z^3 + 37/12*z + 1
*
-1 | 0.081090761483585924149973123024735245356 | 0.022134406164354816336852030402971513754
f(z) = -28/11*z^3 + 39/11*z + 1
*
-1/2 | 0.10483500232654192339944954823473555163 | 0.029032784699825182236861141069606603658
f(z) = -28/15*z^3 + 37/15*z + 1
*
[ 2/3 ] 
f(z) = -27*z^3 + 23/2*z + 1
*
[ 1/2 ] 
f(z) = -27*z^3 + 23/4*z + 1
*
-2/9 | 0.094420030093415128994367896724609241636 | 0.018558868249735529295513457863375164107
f(z) = -27*z^3 + 23/6*z + 1
*
-1 | 0.082923567463490061615419649352044004633 | 0.024885497636857236226550578308018130019
f(z) = -27*z^3 + 28*z + 1
*
[ -1 ] 
f(z) = -27*z^3 + 29*z + 1
*
[ -2/3 ] 
f(z) = -27*z^3 + 29/2*z + 1
*
[ -1/6 ] 
f(z) = -27*z^3 + 31/4*z + 1
*
0 | 0.087622874001725428799900825977231230607 | 0.026585925688717123645190123551368816674
f(z) = -27/2*z^3 + 23/2*z + 1
*
-1 | 0.069851788510269721678247421249113575797 | 0.020744179316894264940123500707528090806
f(z) = -27/2*z^3 + 29/2*z + 1
*
[ -1 ] 
f(z) = -27/2*z^3 + 31/2*z + 1
*
0 | 0.12759610564266327408318274936869399143 | 0.029035745130193515369119103695572513568
f(z) = -27/2*z^3 + 35/3*z + 1
*
-1 | 0.073643644678357152333433787318000293833 | 0.021445520991508312659515792277954125911
f(z) = -27/4*z^3 + 31/4*z + 1
*
[ -1 ] 
f(z) = -27/4*z^3 + 35/4*z + 1
*
[ -2/9 ] 
f(z) = -27/4*z^3 + 35/6*z + 1
*
[ -1/3 ] 
f(z) = -27/5*z^3 + 23/5*z + 1
*
-4/9 | 0.12928972268154573789106171232210941733 | 0.029421144296112117432091731395023486735
f(z) = -27/5*z^3 + 31/15*z + 1
*
-1 | 0.081949334340964526679090687074911542176 | 0.023645579651572230188498663855388581016
f(z) = -27/5*z^3 + 32/5*z + 1
*
7/9 | 0.12654111134873872161509782435813128114 | 0.028795670832644112615512210215167619162
f(z) = -27/5*z^3 + 34/15*z + 1
*
[ -1 ] 
f(z) = -27/5*z^3 + 37/5*z + 1
*
-2/3 | 0.056321935572737932492048796343708452161 | 0.014119368469585183834051974413763991337
f(z) = -27/5*z^3 + 39/10*z + 1
*
[ -1/3 ] 
f(z) = -27/7*z^3 + 31/7*z + 1
*
-1 | 0.081427811985633670248243148716676251346 | 0.023091176133925488292621194737957324674
f(z) = -27/7*z^3 + 34/7*z + 1
*
14/9 | 0.14279886414217446616709674006459140238 | 0.028136743556160418524516183217459053552
f(z) = -27/8*z^3 + 20/3*z + 1
*
[ 4/3 ] 
f(z) = -27/8*z^3 + 25/4*z + 1
*
[ -4/3 ] 
f(z) = -27/8*z^3 + 31/4*z + 1
*
-4/9 | 0.13071619560619086681240488181141457316 | 0.029745752199045393693136595521320408735
f(z) = -27/8*z^3 + 35/12*z + 1
*
0 | 0.11890704493888465418426322471110015145 | 0.027058464156413241764955800747079302492
f(z) = -27/10*z^3 + 23/15*z + 1
*
-1 | 0.080301075733655622979158443236352470234 | 0.022075374220055796427102745409021262603
f(z) = -27/11*z^3 + 38/11*z + 1
*
-2 | 0.075219067103016589004875216224514377540 | 0.016333612888375261445637614787326333680
f(z) = -27/16*z^3 + 25/4*z + 1
*
[ 2 ] 
f(z) = -27/16*z^3 + 29/4*z + 1
*
[ -2 ] 
f(z) = -27/16*z^3 + 33/4*z + 1
*
-1 | 0.082215696375838099649993884933783016211 | 0.024945317295243249919043796756513446410
f(z) = -26*z^3 + 27*z + 1
*
[ -1 ] 
f(z) = -26*z^3 + 28*z + 1
*
0 | 0.079518872131558530120718364136098200035 | 0.024406542655684264338273545094689124955
f(z) = -26/3*z^3 + 20/3*z + 1
*
-1/2 | 0.085929306911551254993025856737980460281 | 0.021747407406800391508732354144527752828
f(z) = -26/3*z^3 + 25/6*z + 1
*
-1 | 0.061376439343194315688550867074276113502 | 0.018227219241215541362319832011694535960
f(z) = -26/3*z^3 + 29/3*z + 1
*
[ -1/2 ] 
f(z) = -26/3*z^3 + 31/6*z + 1
*
[ -1 ] 
f(z) = -26/3*z^3 + 32/3*z + 1
*
-1 | 0.081201368871238012217137424394447620941 | 0.023646380733504346329668522462936769282
f(z) = -26/5*z^3 + 31/5*z + 1
*
-1/2 | 0.10594734463507096287181687166953010977 | 0.026813669867245774821644496246066590810
f(z) = -26/5*z^3 + 33/10*z + 1
*
[ -1 ] 
f(z) = -26/5*z^3 + 36/5*z + 1
*
0 | 0.095283439854379097655864422100636375341 | 0.024114796919838619549588241542887909710
f(z) = -26/5*z^3 + 37/10*z + 1
*
-1 | 0.080656742777196626172748593772647523556 | 0.023067801616126964995680147041639774859
f(z) = -26/7*z^3 + 33/7*z + 1
*
0 | 0.083536346018080682085583114110599939854 | 0.021141785211890660152951950722647841198
f(z) = -26/9*z^3 + 25/18*z + 1
*
-1 | 0.066519709909067301060926019580913277485 | 0.018709760270616297457483860724660807413
f(z) = -26/9*z^3 + 35/9*z + 1
*
-1 | 0.079475543223597800992914202992464598478 | 0.022009789517867764967930709857310185288
f(z) = -26/11*z^3 + 37/11*z + 1
*
[ 3/5 ] 
f(z) = -25*z^3 + 25/3*z + 1
*
-1 | 0.081479684695384903496081572893856107415 | 0.025008370299814508611147962549647477304
f(z) = -25*z^3 + 26*z + 1
*
[ -1 ] 
f(z) = -25*z^3 + 27*z + 1
*
[ -3/5 ] 
f(z) = -25*z^3 + 35/3*z + 1
*
[ -1/2 ] 
f(z) = -25*z^3 + 37/4*z + 1
*
0 | 0.086212665592986653136285718558984284682 | 0.026783470467214029443850254287102282635
f(z) = -25/2*z^3 + 21/2*z + 1
*
[ 3/5 ] 
f(z) = -25/2*z^3 + 23/6*z + 1
*
-1 | 0.068388408159885350770015972646120798506 | 0.020749937251231512486002403522388677547
f(z) = -25/2*z^3 + 27/2*z + 1
*
[ -1 ] 
f(z) = -25/2*z^3 + 29/2*z + 1
*
[ 4/5 ] 
f(z) = -25/2*z^3 + 31/4*z + 1
*
-2/5 | 0.11089923179124672150439110798336051607 | 0.028348307675432370138795504744925134799
f(z) = -25/3*z^3 + 23/6*z + 1
*
-1 | 0.060618650701656801318086908460778612349 | 0.018191755793064914349985991156039588369
f(z) = -25/3*z^3 + 28/3*z + 1
*
[ -2/5 ] 
f(z) = -25/3*z^3 + 29/6*z + 1
*
-2/5 | 0.10039338459078910258826686919066212183 | 0.025662779705407607797080256552948432657
f(z) = -25/3*z^3 + 35/6*z + 1
*
-1/10 | 0.056876041207348374185528266213761464613 | 0.012350475424426681861598068059145221357
f(z) = -25/3*z^3 + 37/12*z + 1
*
-1 | 0.072138527122987884603910738843195128347 | 0.021423281697016105451533696844694468583
f(z) = -25/4*z^3 + 29/4*z + 1
*
[ -1 ] 
f(z) = -25/4*z^3 + 33/4*z + 1
*
[ 4/5 ] 
f(z) = -25/6*z^3 + 29/12*z + 1
*
-4/5 | 0.10064299334146725628834329578795357709 | 0.025726585248046750740585888340446055592
f(z) = -25/6*z^3 + 35/12*z + 1
*
6/5 | 0.074916683914387945694866276101782789092 | 0.022248322599766613289087972356717395426
f(z) = -25/7*z^3 + 29/7*z + 1
*
-1 | 0.079851933051774676645623443690373492414 | 0.023040397563838567136845397079616465841
f(z) = -25/7*z^3 + 32/7*z + 1
*
-1 | 0.070997797551617791958808593134186051713 | 0.020305346493184874638864797700090106111
f(z) = -25/8*z^3 + 33/8*z + 1
*
[ -2/3 ] 
f(z) = -25/8*z^3 + 35/9*z + 1
*
[ 6/5 ] 
f(z) = -25/9*z^3 + 25/6*z + 1
*
-1 | 0.065686682983033974439552818960878250777 | 0.018627330508182756808744485376494510502
f(z) = -25/9*z^3 + 34/9*z + 1
*
[ -6/5 ] 
f(z) = -25/9*z^3 + 35/6*z + 1
*
-1 | 0.078610681517929913655974461129517627525 | 0.021936728357796208317137081734789934692
f(z) = -25/11*z^3 + 36/11*z + 1
*
[ -2/5 ] 
f(z) = -25/12*z^3 + 23/6*z + 1
*
[ -6/5 ] 
f(z) = -25/12*z^3 + 29/6*z + 1
*
-3/5 | 0.066780210177946897952057826535260280509 | 0.019831999785482211416529332325510060143
f(z) = -25/12*z^3 + 29/12*z + 1
*
-4/5 | 0.064339181760771408984907805425044350284 | 0.018735999271266273849144317942682136945
f(z) = -25/12*z^3 + 31/12*z + 1
*
-1 | 0.049374475017267355346536950020213517064 | 0.013673663099450278318544357308212864113
f(z) = -25/12*z^3 + 37/12*z + 1
*
-1 | 0.077928754621164736276404435361062810105 | 0.021423205169393549175822526823232722295
f(z) = -25/13*z^3 + 38/13*z + 1
*
-4/5 | 0.12057018039167008005565768551536106944 | 0.029693848695451777058772998217837884714
f(z) = -25/14*z^3 + 29/7*z + 1
*
-2 | 0.073795979632903894472684379576249363577 | 0.016320086261322684656129101101984794541
f(z) = -25/16*z^3 + 23/4*z + 1
*
-6/5 | 0.069494182139628504143159091966941661797 | 0.015090469913810088884199757351184835451
f(z) = -25/16*z^3 + 25/12*z + 1
*
[ 2 ] 
f(z) = -25/16*z^3 + 27/4*z + 1
*
[ 6/5 ] 
f(z) = -25/16*z^3 + 29/12*z + 1
*
-2/5 | 0.13831817729802970424234092668304163149 | 0.027990324970740078149693641667722927525
f(z) = -25/16*z^3 + 35/4*z + 1
*
[ 8/5 ] 
f(z) = -25/16*z^3 + 35/8*z + 1
*
[ -6/5 ] 
f(z) = -25/18*z^3 + 23/6*z + 1
*
-3/5 | 0.12781775464774047783552094361623469001 | 0.029604656987242802213819712098956279221
f(z) = -25/18*z^3 + 25/6*z + 1
*
-3/5 | 0.12875742841017395474460553693231698068 | 0.028406972335559147443246393165066105822
f(z) = -25/18*z^3 + 31/6*z + 1
*
7/5 | 0.036175490025400005728761232082952236801 | 0.010534544210925140987291835377720339373
f(z) = -25/18*z^3 + 31/18*z + 1
*
[ -1/3 ] 
f(z) = -24*z^3 + 20/3*z + 1
*
[ -1/6 ] 
f(z) = -24*z^3 + 23/3*z + 1
*
-1 | 0.080713201790388072241435546337369685600 | 0.025074965976263757851207111941240789406
f(z) = -24*z^3 + 25*z + 1
*
-1/3 | 0.067996599409703473303050286830003184304 | 0.013681922299878870674904702669989775122
f(z) = -24*z^3 + 25/6*z + 1
*
[ -1 ] 
f(z) = -24*z^3 + 26*z + 1
*
[ -1/2 ] 
f(z) = -24/5*z^3 + 21/5*z + 1
*
-1 | 0.079607873112836592668327094864963393742 | 0.023641484779540847989231243862426898467
f(z) = -24/5*z^3 + 29/5*z + 1
*
0 | 0.089434236586449444622437020992816480560 | 0.023102452271129919385493275699267398824
f(z) = -24/5*z^3 + 33/10*z + 1
*
[ -1 ] 
f(z) = -24/5*z^3 + 34/5*z + 1
*
[ -1/2 ] 
f(z) = -24/7*z^3 + 27/7*z + 1
*
-1 | 0.079010269768522753370655989782720879451 | 0.023008318046534093679527796712505209619
f(z) = -24/7*z^3 + 31/7*z + 1
*
[ -1 ] 
f(z) = -24/7*z^3 + 38/7*z + 1
*
-1 | 0.077702462492313422566813861967154632336 | 0.021855092989056646143855673809424011830
f(z) = -24/11*z^3 + 35/11*z + 1
*
[ -1/2 ] 
f(z) = -24/11*z^3 + 39/11*z + 1
*
-1 | 0.076979826949095331503969691735166116446 | 0.021318631110260849436411529669806249681
f(z) = -24/13*z^3 + 37/13*z + 1
*
-1 | 0.079913614896787308867596075487174962941 | 0.025145456673412626671606816757997936937
f(z) = -23*z^3 + 24*z + 1
*
[ -1 ] 
f(z) = -23*z^3 + 25*z + 1
*
[ -1/2 ] 
f(z) = -23*z^3 + 35/4*z + 1
*
-1 | 0.066799975265486308741863742050332515155 | 0.020752579130082311616772228303659434331
f(z) = -23/2*z^3 + 25/2*z + 1
*
[ -1 ] 
f(z) = -23/2*z^3 + 27/2*z + 1
*
-1 | 0.059006438210039462916518150838348089137 | 0.018110708974225737887827700912185290709
f(z) = -23/3*z^3 + 26/3*z + 1
*
[ -1 ] 
f(z) = -23/3*z^3 + 29/3*z + 1
*
0 | 0.10926691113400688855913787765752111784 | 0.028539343286160414917114599899544696427
f(z) = -23/3*z^3 + 37/6*z + 1
*
-1 | 0.070499865397038433053228783899243272863 | 0.021390580985432132623419371786369847300
f(z) = -23/4*z^3 + 27/4*z + 1
*
[ -1 ] 
f(z) = -23/4*z^3 + 31/4*z + 1
*
[ 2/3 ] 
f(z) = -23/4*z^3 + 37/18*z + 1
*
-1 | 0.078756359304132595379306167878125307980 | 0.023634911681933851686270101520990327897
f(z) = -23/5*z^3 + 28/5*z + 1
*
[ -1 ] 
f(z) = -23/5*z^3 + 33/5*z + 1
*
-1 | 0.045266150201891609062906982821585240707 | 0.013442878941252226442499685356803931135
f(z) = -23/6*z^3 + 29/6*z + 1
*
[ -1 ] 
f(z) = -23/6*z^3 + 35/6*z + 1
*
-1 | 0.078128184119030560291055623188634444089 | 0.022970788034903620171953240438435606818
f(z) = -23/7*z^3 + 30/7*z + 1
*
[ -1 ] 
f(z) = -23/7*z^3 + 37/7*z + 1
*
-1 | 0.069242207820449467142248398366531915698 | 0.020163793193524980464871213450633426940
f(z) = -23/8*z^3 + 31/8*z + 1
*
[ -2/3 ] 
f(z) = -23/8*z^3 + 34/9*z + 1
*
[ -1 ] 
f(z) = -23/8*z^3 + 39/8*z + 1
*
-1 | 0.063897188500500267013949565305071719202 | 0.018436831395283807029964952486574741489
f(z) = -23/9*z^3 + 32/9*z + 1
*
-1 | 0.064274087468994407812278274290157411409 | 0.018382367645170207777193668786328913761
f(z) = -23/10*z^3 + 33/10*z + 1
*
-1 | 0.076746189197442905775204260374736101064 | 0.021763568603297192281207787455685980444
f(z) = -23/11*z^3 + 34/11*z + 1
*
-1 | 0.047467254750408857037908637997295944546 | 0.013350944529049506792689328578748592395
f(z) = -23/12*z^3 + 35/12*z + 1
*
-1 | 0.075977589476966815455210917516168236162 | 0.021201950033421699749090243912717526501
f(z) = -23/13*z^3 + 36/13*z + 1
*
-1 | 0.062733591393955727938781122035956428392 | 0.017373308646614123813147681972442561031
f(z) = -23/14*z^3 + 37/14*z + 1
*
-1 | 0.054799192129544277420042714934876823639 | 0.015064713170578534783908638647202757585
f(z) = -23/15*z^3 + 38/15*z + 1
*
-2 | 0.072245031834132541044463116660418727882 | 0.016305127274274228571771472341250834529
f(z) = -23/16*z^3 + 21/4*z + 1
*
[ 2 ] 
f(z) = -23/16*z^3 + 25/4*z + 1
*
[ -2 ] 
f(z) = -23/16*z^3 + 29/4*z + 1
*
-1 | 0.066140988605756264581394183422014405100 | 0.018053739774143181353085775253691475560
f(z) = -23/16*z^3 + 39/16*z + 1
*
-1 | 0.079077934519764795281326681540261250313 | 0.025220245700989568493329810414983601187
f(z) = -22*z^3 + 23*z + 1
*
[ -1 ] 
f(z) = -22*z^3 + 24*z + 1
*
-1/2 | 0.069873767612767394743264962150860372436 | 0.018464658056900293919136999085591120382
f(z) = -22/3*z^3 + 23/6*z + 1
*
-1 | 0.058142745653893970696802810612084155258 | 0.018063059532989182150379830492985525997
f(z) = -22/3*z^3 + 25/3*z + 1
*
[ -1 ] 
f(z) = -22/3*z^3 + 28/3*z + 1
*
[ -1/2 ] 
f(z) = -22/3*z^3 + 29/6*z + 1
*
-1 | 0.077863618921041800261528037529084442567 | 0.023624840089685290441846051856203173693
f(z) = -22/5*z^3 + 27/5*z + 1
*
0 | 0.098721379586351359100522843817660736666 | 0.026087852125986704659904861412734490492
f(z) = -22/5*z^3 + 29/10*z + 1
*
-1/2 | 0.093683543949188650598297143427733843773 | 0.024756566930337990453324152174376154533
f(z) = -22/5*z^3 + 31/10*z + 1
*
[ -1 ] 
f(z) = -22/5*z^3 + 32/5*z + 1
*
-1 | 0.077201557060352653143380049122851978859 | 0.022926870984383561386433769424648801451
f(z) = -22/7*z^3 + 29/7*z + 1
*
[ -1 ] 
f(z) = -22/7*z^3 + 36/7*z + 1
*
-1 | 0.062931940942823668368198275430116535896 | 0.018326201350030651011444165520594782711
f(z) = -22/9*z^3 + 31/9*z + 1
*
[ 3/2 ] 
f(z) = -22/9*z^3 + 35/6*z + 1
*
0 | 0.11099278583554992047571307996137622968 | 0.029330661666821577327918335589341625429
f(z) = -22/9*z^3 + 35/18*z + 1
*
-1 | 0.074915413835504372308715898679294712216 | 0.021071189807537620933148628818482430961
f(z) = -22/13*z^3 + 35/13*z + 1
*
-1 | 0.053675557231015022958272603683731163780 | 0.014864795747103862209717656543654930077
f(z) = -22/15*z^3 + 37/15*z + 1
*
-1 | 0.073030009179568819705636145788695574275 | 0.019934155948138896856098933327346569117
f(z) = -22/17*z^3 + 39/17*z + 1
*
-1 | 0.078202746914156107333221293687745061978 | 0.025299797105404164742006673926199436055
f(z) = -21*z^3 + 22*z + 1
*
2/3 | 0.086894523109809356856165572628635268044 | 0.020973134799671414067949953652065675418
f(z) = -21*z^3 + 22/3*z + 1
*
[ -1 ] 
f(z) = -21*z^3 + 23*z + 1
*
[ -1/2 ] 
f(z) = -21*z^3 + 33/4*z + 1
*
-3/7 | 0.13339464618857635302113514719262091762 | 0.026730076775705125593931712446371981829
f(z) = -21*z^3 + 34/7*z + 1
*
-1 | 0.065061527589436926254192032878635649395 | 0.020750007210635872109300581352894280394
f(z) = -21/2*z^3 + 23/2*z + 1
*
[ -1 ] 
f(z) = -21/2*z^3 + 25/2*z + 1
*
0 | 0.11668038959866516894654453612193755378 | 0.028162345012682720640612538861596581853
f(z) = -21/2*z^3 + 26/3*z + 1
*
[ -1/3 ] 
f(z) = -21/2*z^3 + 31/6*z + 1
*
-2/3 | 0.078813586789083214841402890295388769688 | 0.019022694648823545902361065051128583231
f(z) = -21/4*z^3 + 23/6*z + 1
*
-1 | 0.068701559558745528616955591608469740158 | 0.021343339506288213144544650639358410590
f(z) = -21/4*z^3 + 25/4*z + 1
*
[ -1 ] 
f(z) = -21/4*z^3 + 29/4*z + 1
*
[ -2/3 ] 
f(z) = -21/4*z^3 + 29/6*z + 1
*
-1 | 0.076925435189661768524547004211352303010 | 0.023610545081139816650063143265720884984
f(z) = -21/5*z^3 + 26/5*z + 1
*
[ -1 ] 
f(z) = -21/5*z^3 + 31/5*z + 1
*
0 | 0.076203586987942219928777763485071647607 | 0.018392736905833571536692449484696240957
f(z) = -21/5*z^3 + 38/15*z + 1
*
-1 | 0.067300060517125306646819728140078178325 | 0.019986381926352945920246134489425541615
f(z) = -21/8*z^3 + 29/8*z + 1
*
-6/7 | 0.14350965977925597739461397315403683539 | 0.026029112986919090899598393879126737111
f(z) = -21/8*z^3 + 31/7*z + 1
*
[ -2/7 ] 
f(z) = -21/8*z^3 + 33/7*z + 1
*
[ -1 ] 
f(z) = -21/8*z^3 + 37/8*z + 1
*
-1 | 0.062243066875256998477323079277064095668 | 0.018125596622480435230154211080320264515
f(z) = -21/10*z^3 + 31/10*z + 1
*
-1 | 0.074666330445024377938831146019557712615 | 0.021544148930882659651781614027499578874
f(z) = -21/11*z^3 + 32/11*z + 1
*
-1 | 0.073785294319667517350179278549280520769 | 0.020923922498735130516700088322708263050
f(z) = -21/13*z^3 + 34/13*z + 1
*
[ 2 ] 
f(z) = -21/16*z^3 + 23/4*z + 1
*
[ -2 ] 
f(z) = -21/16*z^3 + 27/4*z + 1
*
[ 4/3 ] 
f(z) = -21/16*z^3 + 31/12*z + 1
*
-1 | 0.063734519850042850778375016996023538862 | 0.017650503664695871619185477258381705047
f(z) = -21/16*z^3 + 37/16*z + 1
*
-1 | 0.071736398941789774596822290902032611602 | 0.019720879669056605359887485143094405631
f(z) = -21/17*z^3 + 38/17*z + 1
*
-3/10 | 0.14487420152967352703436648731782806187 | 0.024180098269896766190521926960271936068
f(z) = -40/9*z^3 + 37/30*z + 1
*
[ 2/3 ] 
f(z) = -39/10*z^3 + 37/30*z + 1
*
0 | 0.090874164074875669906662455065981586148 | 0.020983551037309405686054589569477992177
f(z) = -38/15*z^3 + 31/30*z + 1
*
[ 2/3 ] 
f(z) = -36/11*z^3 + 21/22*z + 1
*
[ 4/5 ] 
f(z) = -35/16*z^3 + 23/20*z + 1
*
-2/5 | 0.12838191989124811314924873528950133495 | 0.024857161659638083710849454048501482611
f(z) = -35/16*z^3 + 37/20*z + 1
*
0 | 0.089573185658748743419051170155447477801 | 0.021228349825944988718584083361640754914
f(z) = -34/15*z^3 + 23/30*z + 1
*
0 | 0.13337828169750773170126644476149758902 | 0.029026072452408638423888620673413577801
f(z) = -33/8*z^3 + 35/24*z + 1
*
[ 2/3 ] 
f(z) = -33/10*z^3 + 29/30*z + 1
*
3/4 | 0.11181887555888607703290866640666372516 | 0.024498322842220884770642368445212888746
f(z) = -32/7*z^3 + 26/21*z + 1
*
15/16 | 0.13163501355632150346176123656410172859 | 0.023738647658132062983565400752870566647
f(z) = -32/9*z^3 + 35/24*z + 1
*
0 | 0.13093694690005579581167939554220450867 | 0.029319220956006222771211893563743174738
f(z) = -29/10*z^3 + 37/30*z + 1
*
0 | 0.12009693636240736751168549107023154530 | 0.025452360938987393200092392480359176389
f(z) = -28/9*z^3 + 31/36*z + 1
*
-1/9 | 0.085399751638925485870876430745974098382 | 0.019433550971484880865856996187233137074
f(z) = -27/7*z^3 + 22/21*z + 1
*
-2/9 | 0.13062653352734514280691538792058060310 | 0.029725348713718822109142579319997050025
f(z) = -27/7*z^3 + 25/21*z + 1
*
8/9 | 0.076939812976145580759094422233894940681 | 0.017508408965055065431153197465193041998
f(z) = -27/8*z^3 + 37/24*z + 1
*
1/9 | 0.11401893303911211387434901332123519169 | 0.025946126357584642267281229990524796605
f(z) = -27/11*z^3 + 34/33*z + 1
*
[ 8/9 ] 
f(z) = -27/16*z^3 + 29/24*z + 1
*
-8/9 | 0.10529635080018814994461950953360373521 | 0.023961217229747858088160764252515076220
f(z) = -27/16*z^3 + 35/24*z + 1
*
[ 3/4 ] 
f(z) = -26/9*z^3 + 31/24*z + 1
*
0 | 0.10109217626144161937168723381955801544 | 0.025584900214086429207488023778680616435
f(z) = -26/15*z^3 + 37/30*z + 1
*
[ 4/5 ] 
f(z) = -25/14*z^3 + 25/28*z + 1
*
4/15 | 0.098493744214043510363118813697672721033 | 0.018185361588562009147714199772806675078
f(z) = -25/16*z^3 + 31/36*z + 1
*
[ 4/5 ] 
f(z) = -25/18*z^3 + 23/36*z + 1
*
-1/2 | 0.12467700876950829811398014140678663895 | 0.029152850678507746287914104975051308339
f(z) = -24/7*z^3 + 32/21*z + 1
*
[ 3/4 ] 
f(z) = -22/9*z^3 + 25/24*z + 1
*
0 | 0.090249659364480503694354538530503398981 | 0.023849137621317712343124234371078201419
f(z) = -22/15*z^3 + 29/30*z + 1
*
-2/7 | 0.17346238147226005805257189857629868208 | 0.028487617519739576613602408422241899764
f(z) = -21/8*z^3 + 29/21*z + 1
*
-2/3 | 0.15197827591255071108029155547927405869 | 0.024959296412049804361219783775306240943
f(z) = -21/8*z^3 + 32/21*z + 1
*
[ 6/7 ] 
f(z) = -21/8*z^3 + 37/21*z + 1
*
0 | 0.12960859179210701918290053785930884092 | 0.025971414208756558510997430481436070217
f(z) = -21/10*z^3 + 26/35*z + 1
*
-4/7 | 0.057512617736380665297982034902981183989 | 0.011524575622712571775430601965897879379
f(z) = -21/16*z^3 + 33/28*z + 1
*
[ 2/3 ] 
f(z) = -39/14*z^3 + 31/42*z + 1
*
[ 2/3 ] 
f(z) = -33/14*z^3 + 23/42*z + 1
*
0 | 0.12520507470334678446061940565278247006 | 0.027247401327231880297761624734117763601
f(z) = -33/14*z^3 + 29/42*z + 1
*
0 | 0.077914204332203326555014065360688744919 | 0.016955859014193337901855508613424743067
f(z) = -33/16*z^3 + 35/48*z + 1
*
[ 3/4 ] 
f(z) = -32/17*z^3 + 37/51*z + 1
*
[ 3/4 ] 
f(z) = -32/19*z^3 + 35/57*z + 1
*
[ 2/3 ] 
f(z) = -31/12*z^3 + 35/54*z + 1
*
[ 2/3 ] 
f(z) = -29/12*z^3 + 31/54*z + 1
*
[ 2/3 ] 
f(z) = -25/12*z^3 + 23/54*z + 1
*
[ 7/10 ] 
f(z) = -25/14*z^3 + 25/56*z + 1
*
0 | 0.077017387011970368546318099586976408352 | 0.018589158233589168941111519939191940575
f(z) = -21/16*z^3 + 31/48*z + 1
*
0 | 0.051900724549179722473861266092918791241 | 0.010999414424980977239983040176780067324
f(z) = -28/15*z^3 + 37/60*z + 1
*
0 | 0.070697939878896440463583460143518800196 | 0.014642366616051163325724505430043509991
f(z) = -25/12*z^3 + 29/60*z + 1
*
0 | 0.060943455020916826840566774168489240236 | 0.012622099212419334146493670860893315060
f(z) = -25/14*z^3 + 27/70*z + 1
*
[ 2/3 ] 
f(z) = -24/13*z^3 + 25/78*z + 1
*
[ 2/3 ] 
f(z) = -21/11*z^3 + 23/66*z + 1
*
0 | 0.13662516496718282603157243324447101273 | 0.028296662644693569777905181559159220941
f(z) = -25/16*z^3 + 29/80*z + 1
*
[ 3/4 ] 
f(z) = -23/18*z^3 + 37/96*z + 1
*
[ 2/3 ] 
f(z) = -33/17*z^3 + 37/102*z + 1
*
[ 2/3 ] 
f(z) = -33/19*z^3 + 31/114*z + 1
*
[ 2/3 ] 
f(z) = -30/17*z^3 + 29/102*z + 1
*
[ 2/3 ] 
f(z) = -30/19*z^3 + 23/114*z + 1
*
[ 2/3 ] 
f(z) = -25/14*z^3 + 37/126*z + 1
*
[ 2/3 ] 
f(z) = -23/14*z^3 + 29/126*z + 1
*
[ 2/3 ] 
f(z) = -29/18*z^3 + 35/162*z + 1
*
-1 | 0.090277701060854985164988815890434347415 | 0.024310205763954364453103623955094971509
f(z) = -40*z^3 + 41*z + 1
*
[ -1 ] 
f(z) = -40*z^3 + 42*z + 1
*
[ -1/10 ] 
f(z) = -40*z^3 + 57/5*z + 1
*
-1/4 | 0.059433347974950282985308635170804243706 | 0.013562981909938441252444178673975018093
f(z) = -40/3*z^3 + 41/6*z + 1
*
-1 | 0.069615785388509793259433876728412024406 | 0.018508928865028681330857115560895445999
f(z) = -40/3*z^3 + 43/3*z + 1
*
[ 3/4 ] 
f(z) = -40/3*z^3 + 43/6*z + 1
*
[ -1 ] 
f(z) = -40/3*z^3 + 46/3*z + 1
*
-1/4 | 0.049616417813635190198781614216112453500 | 0.011322710232072273610085561005953379646
f(z) = -40/3*z^3 + 47/6*z + 1
*
-2/5 | 0.053310635066050180446198336441397863916 | 0.010061804791581060299028794231385569795
f(z) = -40/3*z^3 + 47/15*z + 1
*
-3/4 | 0.093703965351607464042083842845765841497 | 0.021383705112641581074533781078292619429
f(z) = -40/3*z^3 + 53/6*z + 1
*
[ -3/4 ] 
f(z) = -40/3*z^3 + 59/6*z + 1
*
-1 | 0.089297691014753726920526516219831581840 | 0.023193316270548120616264590767190424982
f(z) = -40/7*z^3 + 47/7*z + 1
*
[ -1 ] 
f(z) = -40/7*z^3 + 54/7*z + 1
*
0 | 0.10887710546694269223522796849101516039 | 0.024846290208604705192335641031422424569
f(z) = -40/7*z^3 + 59/14*z + 1
*
-1 | 0.075387598195674163353470201164411655416 | 0.019370780873996880399703789026230236267
f(z) = -40/9*z^3 + 49/9*z + 1
*
-3/5 | 0.12785124019631628208953471849424989576 | 0.024130536423418140536295094778248609739
f(z) = -40/9*z^3 + 49/15*z + 1
*
0 | 0.089962598105841490152141291481600502657 | 0.020529906731736848567956957478606954837
f(z) = -40/9*z^3 + 53/18*z + 1
*
[ -1 ] 
f(z) = -40/9*z^3 + 58/9*z + 1
*
[ -1/2 ] 
f(z) = -40/11*z^3 + 43/11*z + 1
*
-1 | 0.088592222403076942353720153769259438598 | 0.022532083230174225025566902965317692194
f(z) = -40/11*z^3 + 51/11*z + 1
*
[ -1/2 ] 
f(z) = -40/13*z^3 + 49/13*z + 1
*
-1 | 0.088221252419103539834502362336204788145 | 0.022220344080487061835209356850189923576
f(z) = -40/13*z^3 + 53/13*z + 1
*
-1 | 0.087437354366726221290760370695404276673 | 0.021626575715810174823779948553153482688
f(z) = -40/17*z^3 + 57/17*z + 1
*
-1 | 0.087021768730694116353723531927629135294 | 0.021341746072928577108681969382325687374
f(z) = -40/19*z^3 + 59/19*z + 1
*
-1 | 0.089804841077600410465230059059572572908 | 0.024344748098896988210709741105123067755
f(z) = -39*z^3 + 40*z + 1
*
[ -1 ] 
f(z) = -39*z^3 + 41*z + 1
*
[ -1/2 ] 
f(z) = -39*z^3 + 51/4*z + 1
*
-1 | 0.076807796921833532163083530349679061387 | 0.020682996194011746030915585899608458172
f(z) = -39/2*z^3 + 41/2*z + 1
*
[ -1 ] 
f(z) = -39/2*z^3 + 43/2*z + 1
*
[ 2/3 ] 
f(z) = -39/2*z^3 + 49/6*z + 1
*
[ -2/3 ] 
f(z) = -39/4*z^3 + 41/6*z + 1
*
-1 | 0.080755455402946204483468435443939113696 | 0.021470661735331506097421856988494557027
f(z) = -39/4*z^3 + 43/4*z + 1
*
[ -1 ] 
f(z) = -39/4*z^3 + 47/4*z + 1
*
-1/3 | 0.11611388092576072585696964922051426630 | 0.024382536739639675659940732084424324705
f(z) = -39/4*z^3 + 49/12*z + 1
*
-1 | 0.089143913282479967317854800026885195069 | 0.023556936069870721462350926645026112891
f(z) = -39/5*z^3 + 44/5*z + 1
*
[ -1 ] 
f(z) = -39/5*z^3 + 49/5*z + 1
*
-1 | 0.088798150816561707019656664461792728100 | 0.023193122996055613489142228772971657338
f(z) = -39/7*z^3 + 46/7*z + 1
*
[ -1 ] 
f(z) = -39/7*z^3 + 53/7*z + 1
*
-1 | 0.080063721851793065311892589604984163396 | 0.020794974669602910889809515418153476837
f(z) = -39/8*z^3 + 47/8*z + 1
*
[ -1 ] 
f(z) = -39/8*z^3 + 55/8*z + 1
*
0 | 0.14024085675646127146604622029874585954 | 0.029448915280415337116029194872313868981
f(z) = -39/10*z^3 + 41/15*z + 1
*
-1 | 0.075422003329765934483746683469651968624 | 0.019379621244686265490637427389980663541
f(z) = -39/10*z^3 + 49/10*z + 1
*
[ -1 ] 
f(z) = -39/10*z^3 + 59/10*z + 1
*
-1 | 0.088071837433336428596791577845957814221 | 0.022513118483999693567919129139003328764
f(z) = -39/11*z^3 + 50/11*z + 1
*
-1 | 0.074656603937241907943938162763639215579 | 0.018803807267271814677429475554297268235
f(z) = -39/14*z^3 + 53/14*z + 1
*
[ 2 ] 
f(z) = -39/16*z^3 + 41/4*z + 1
*
[ -2/3 ] 
f(z) = -39/16*z^3 + 43/12*z + 1
*
[ -2 ] 
f(z) = -39/16*z^3 + 45/4*z + 1
*
-4/3 | 0.10575520061413418633319146755873763237 | 0.020036548548483402069679452197938379726
f(z) = -39/16*z^3 + 49/12*z + 1
*
-1 | 0.078530512230495837998429311278147350525 | 0.019596701497118007870023296428840485158
f(z) = -39/16*z^3 + 55/16*z + 1
*
-1 | 0.086879365669283410277023103411305725107 | 0.021583049716934583627427487832997590935
f(z) = -39/17*z^3 + 56/17*z + 1
*
-1 | 0.086449050592829319959219893745556832401 | 0.021290546467045662015789404130720268780
f(z) = -39/19*z^3 + 58/19*z + 1
*
[ -1 ] 
f(z) = -38*z^3 + 40*z + 1
*
[ -1/4 ] 
f(z) = -38*z^3 + 59/8*z + 1
*
-1 | 0.068640480845180859729288249096923723251 | 0.018483680836736092324912612231116209486
f(z) = -38/3*z^3 + 41/3*z + 1
*
[ -1 ] 
f(z) = -38/3*z^3 + 44/3*z + 1
*
-1 | 0.088640467915059816868482992836269634609 | 0.023567070400005712646773100175499362470
f(z) = -38/5*z^3 + 43/5*z + 1
*
[ -1 ] 
f(z) = -38/5*z^3 + 48/5*z + 1
*
[ -1/2 ] 
f(z) = -38/5*z^3 + 49/10*z + 1
*
-1 | 0.088284722757761858544817487101975714205 | 0.023192159272068441064510277063607335436
f(z) = -38/7*z^3 + 45/7*z + 1
*
[ -1 ] 
f(z) = -38/7*z^3 + 52/7*z + 1
*
0 | 0.10827732188463658166582427081241100435 | 0.025002075486244948625380231324743100647
f(z) = -38/7*z^3 + 55/14*z + 1
*
-1 | 0.074353891302235827495050617418986990783 | 0.019311958655613942376569358734113601337
f(z) = -38/9*z^3 + 47/9*z + 1
*
0 | 0.092647624113329525016918824303174154034 | 0.021393056748953291129726077250463035945
f(z) = -38/9*z^3 + 49/18*z + 1
*
-1/2 | 0.086866321809772266255777740759043976379 | 0.020058109097067843534890525133295829449
f(z) = -38/9*z^3 + 55/18*z + 1
*
[ -1 ] 
f(z) = -38/9*z^3 + 56/9*z + 1
*
[ 3/2 ] 
f(z) = -38/9*z^3 + 59/6*z + 1
*
-1 | 0.087536289674535832823034660722549112672 | 0.022492377080471143940531751037599881180
f(z) = -38/11*z^3 + 49/11*z + 1
*
-1 | 0.087141409132324348533561603762131907015 | 0.022163090958828931753801231117819035701
f(z) = -38/13*z^3 + 51/13*z + 1
*
-1 | 0.066386365841401175380440626418604079027 | 0.016720777032741388075563081883848742593
f(z) = -38/15*z^3 + 53/15*z + 1
*
-1 | 0.086303656631231997185044261188286750352 | 0.021536431497453687063486544616858050794
f(z) = -38/17*z^3 + 55/17*z + 1
*
[ -1/2 ] 
f(z) = -37*z^3 + 49/4*z + 1
*
[ -1 ] 
f(z) = -37/2*z^3 + 41/2*z + 1
*
-1 | 0.068133888814008311773095106123788682330 | 0.018470077339616937086180054815187873570
f(z) = -37/3*z^3 + 40/3*z + 1
*
[ -1 ] 
f(z) = -37/3*z^3 + 43/3*z + 1
*
-1 | 0.079744265643277078082947487996873835138 | 0.021473735856174699678298935577962202068
f(z) = -37/4*z^3 + 41/4*z + 1
*
[ -1 ] 
f(z) = -37/4*z^3 + 45/4*z + 1
*
-1 | 0.088122932703929032152468030240726585003 | 0.023576972205585685203249938045291012204
f(z) = -37/5*z^3 + 42/5*z + 1
*
[ -1 ] 
f(z) = -37/5*z^3 + 47/5*z + 1
*
-1 | 0.054762251733879535508035503961813670060 | 0.014559781465863700312403106614100547919
f(z) = -37/6*z^3 + 43/6*z + 1
*
[ -1 ] 
f(z) = -37/6*z^3 + 49/6*z + 1
*
-1 | 0.087756610110347528119930635258317160499 | 0.023190330982298515224586422087466038338
f(z) = -37/7*z^3 + 44/7*z + 1
*
[ -1 ] 
f(z) = -37/7*z^3 + 51/7*z + 1
*
[ -2/3 ] 
f(z) = -37/8*z^3 + 41/9*z + 1
*
-1 | 0.079011371517739112975569362080365178371 | 0.020756074837227393196024879242778180274
f(z) = -37/8*z^3 + 45/8*z + 1
*
[ -1 ] 
f(z) = -37/8*z^3 + 53/8*z + 1
*
-1 | 0.073814447796196360244513523894952463789 | 0.019279540743587267335760265165581131806
f(z) = -37/9*z^3 + 46/9*z + 1
*
[ -1 ] 
f(z) = -37/9*z^3 + 55/9*z + 1
*
-1 | 0.074346860943144946795438165839098512540 | 0.019310132658322888356389619947478199179
f(z) = -37/10*z^3 + 47/10*z + 1
*
[ -1 ] 
f(z) = -37/10*z^3 + 57/10*z + 1
*
-1 | 0.086984661235779258165301142712639507465 | 0.022469683436918517541402303387339304645
f(z) = -37/11*z^3 + 48/11*z + 1
*
[ -1 ] 
f(z) = -37/11*z^3 + 59/11*z + 1
*
-1 | 0.057881610132713427766519988465433638172 | 0.014872631750446797975731187808755350058
f(z) = -37/12*z^3 + 49/12*z + 1
*
-1 | 0.086576622508590537382364601650668252207 | 0.022130908327599488696833466345483586848
f(z) = -37/13*z^3 + 50/13*z + 1
*
-1 | 0.073531069045899314130756850525452324794 | 0.018701508132483055602038187087628206314
f(z) = -37/14*z^3 + 51/14*z + 1
*
-1 | 0.065808339291617911425981424318130101776 | 0.016655094946976435439802760743457599894
f(z) = -37/15*z^3 + 52/15*z + 1
*
[ -2 ] 
f(z) = -37/16*z^3 + 43/4*z + 1
*
-1 | 0.077375537112779462257215532141120576711 | 0.019488626730106977381345999696163416468
f(z) = -37/16*z^3 + 53/16*z + 1
*
-1 | 0.085709036810324503553097939232912434574 | 0.021486432587802899437514756394557272985
f(z) = -37/17*z^3 + 54/17*z + 1
*
-1 | 0.059080931993863222056144144621997338387 | 0.014743204336386083604384027910584113070
f(z) = -37/18*z^3 + 55/18*z + 1
*
-1 | 0.085245842282015342513451051747381497118 | 0.021177240855306958317983530628332462340
f(z) = -37/19*z^3 + 56/19*z + 1
*
[ -1/12 ] 
f(z) = -36*z^3 + 53/4*z + 1
*
-1 | 0.087590494988875172661219802176128462200 | 0.023586588173205780071763245814826645851
f(z) = -36/5*z^3 + 41/5*z + 1
*
[ -1 ] 
f(z) = -36/5*z^3 + 46/5*z + 1
*
-2/3 | 0.066523582080845799962556317016455387963 | 0.015555009493271143864779610990573082710
f(z) = -36/5*z^3 + 47/10*z + 1
*
-1/3 | 0.11985376798424853523656350906902793001 | 0.028025046765124519741303097698490024699
f(z) = -36/5*z^3 + 53/10*z + 1
*
[ -2/3 ] 
f(z) = -36/5*z^3 + 57/10*z + 1
*
-2/3 | 0.11879278457438575561047532799052552597 | 0.027776960199482850457858290120377478123
f(z) = -36/7*z^3 + 53/14*z + 1
*
[ -1/2 ] 
f(z) = -36/11*z^3 + 42/11*z + 1
*
-1 | 0.086415947487423311277721485987906847193 | 0.022444840153411604179423227439898158198
f(z) = -36/11*z^3 + 47/11*z + 1
*
[ -1/3 ] 
f(z) = -36/11*z^3 + 48/11*z + 1
*
[ -1 ] 
f(z) = -36/11*z^3 + 58/11*z + 1
*
[ -1/2 ] 
f(z) = -36/13*z^3 + 48/13*z + 1
*
-1 | 0.085993836623996835235406028877003164633 | 0.022096045047543565865006760244827766307
f(z) = -36/13*z^3 + 49/13*z + 1
*
[ -1/3 ] 
f(z) = -36/13*z^3 + 56/13*z + 1
*
-1 | 0.085094188560267880960347712663130650003 | 0.021432728477674131061439127873245465894
f(z) = -36/17*z^3 + 53/17*z + 1
*
-1 | 0.084612565577916587791902885832820912216 | 0.021114432383542397236095870288035278203
f(z) = -36/19*z^3 + 55/19*z + 1
*
[ -1/2 ] 
f(z) = -35*z^3 + 47/4*z + 1
*
-1/5 | 0.15103589859709428490639146927125792518 | 0.029243399312122395017575405293050612636
f(z) = -35/2*z^3 + 57/10*z + 1
*
[ -1/2 ] 
f(z) = -35/2*z^3 + 59/8*z + 1
*
[ -1 ] 
f(z) = -35/3*z^3 + 41/3*z + 1
*
-2/5 | 0.14758526814595336128252428833566117578 | 0.028575292159461508312793087765692702302
f(z) = -35/3*z^3 + 43/15*z + 1
*
[ 3/5 ] 
f(z) = -35/3*z^3 + 53/15*z + 1
*
[ -1 ] 
f(z) = -35/4*z^3 + 43/4*z + 1
*
[ -2/5 ] 
f(z) = -35/4*z^3 + 49/10*z + 1
*
-1 | 0.053669557099104664735799771677328474304 | 0.014452272942351946299589820827438374961
f(z) = -35/6*z^3 + 41/6*z + 1
*
[ -1 ] 
f(z) = -35/6*z^3 + 47/6*z + 1
*
[ -2/3 ] 
f(z) = -35/8*z^3 + 40/9*z + 1
*
-1 | 0.077895322831371675290566148039862301949 | 0.020710230893154122261220882490704673959
f(z) = -35/8*z^3 + 43/8*z + 1
*
[ -1 ] 
f(z) = -35/8*z^3 + 51/8*z + 1
*
-1 | 0.072685716360286740026638683807173621593 | 0.019207736237315837975277696576902181256
f(z) = -35/9*z^3 + 44/9*z + 1
*
-3/5 | 0.13381052765788871867878924821507945069 | 0.025908242535796186142288838135790820696
f(z) = -35/9*z^3 + 46/15*z + 1
*
[ -1 ] 
f(z) = -35/9*z^3 + 53/9*z + 1
*
-1 | 0.085829045667317732246698503342837255252 | 0.022417624629463569672882941405844908963
f(z) = -35/11*z^3 + 46/11*z + 1
*
[ -1 ] 
f(z) = -35/11*z^3 + 57/11*z + 1
*
-1 | 0.056710686768226263930106069717212875771 | 0.014729483810708447556702478271311882024
f(z) = -35/12*z^3 + 47/12*z + 1
*
[ -1 ] 
f(z) = -35/12*z^3 + 59/12*z + 1
*
-1 | 0.085391849425939661061187362084115424038 | 0.022058231847256413186322451429650981091
f(z) = -35/13*z^3 + 48/13*z + 1
*
[ -2 ] 
f(z) = -35/16*z^3 + 41/4*z + 1
*
-1 | 0.076141976477933075093708546301509705460 | 0.019365552694963993305235440760959913029
f(z) = -35/16*z^3 + 51/16*z + 1
*
-1 | 0.084457647785887136435050697704878631385 | 0.021374952749360917603902364215519264578
f(z) = -35/17*z^3 + 52/17*z + 1
*
-1 | 0.057810822919776225089027516894279333584 | 0.014560849473673665911859938437359580245
f(z) = -35/18*z^3 + 53/18*z + 1
*
-1 | 0.083956045214756368902758343191130484048 | 0.021046974426249710897359367384616505595
f(z) = -35/19*z^3 + 54/19*z + 1
*
[ -1/4 ] 
f(z) = -34*z^3 + 57/8*z + 1
*
[ -1 ] 
f(z) = -34/3*z^3 + 40/3*z + 1
*
0 | 0.077132085781786776363946091901664499029 | 0.018279877931534092885787297282816432304
f(z) = -34/3*z^3 + 59/6*z + 1
*
[ -1 ] 
f(z) = -34/5*z^3 + 44/5*z + 1
*
[ -1/2 ] 
f(z) = -34/5*z^3 + 47/10*z + 1
*
0 | 0.096305223878846236647993953837256622877 | 0.022823805668302912026846142562762173219
f(z) = -34/5*z^3 + 53/10*z + 1
*
-1 | 0.086075081575597804573976377231194950511 | 0.023178513848524030875351553069155108983
f(z) = -34/7*z^3 + 41/7*z + 1
*
-1/2 | 0.11299989033706682095519998683956705436 | 0.026780349328062341347168731145522203056
f(z) = -34/7*z^3 + 45/14*z + 1
*
0 | 0.11201445538059567818558130905477401743 | 0.026546806691023830631446634078913318838
f(z) = -34/7*z^3 + 47/14*z + 1
*
[ -1 ] 
f(z) = -34/7*z^3 + 48/7*z + 1
*
[ -1/2 ] 
f(z) = -34/7*z^3 + 59/14*z + 1
*
0 | 0.094105965062628285199583700102218942952 | 0.022302593486720662139334814062682463060
f(z) = -34/9*z^3 + 41/18*z + 1
*
-1 | 0.072094291448296927665037290777747857985 | 0.019167895679755076122694347032044618571
f(z) = -34/9*z^3 + 43/9*z + 1
*
[ -1 ] 
f(z) = -34/9*z^3 + 52/9*z + 1
*
[ 3/2 ] 
f(z) = -34/9*z^3 + 53/6*z + 1
*
-1/2 | 0.091944388014186457887538949268787404667 | 0.021790311675790396033013994235731944029
f(z) = -34/9*z^3 + 53/18*z + 1
*
-1 | 0.085222741533305992365329727986326229496 | 0.022387785038028949150240205480183467716
f(z) = -34/11*z^3 + 45/11*z + 1
*
[ -1 ] 
f(z) = -34/11*z^3 + 56/11*z + 1
*
-1 | 0.084769332376830461885482026744664719372 | 0.022017164313175895125238260623600439228
f(z) = -34/13*z^3 + 47/13*z + 1
*
-1 | 0.063951501936365766137123813155100472458 | 0.016432285418577134442822575835283300098
f(z) = -34/15*z^3 + 49/15*z + 1
*
-1 | 0.083274440762344487830472865768253670191 | 0.020974387419246689173734240017102517474
f(z) = -34/19*z^3 + 53/19*z + 1
*
[ -1/2 ] 
f(z) = -33*z^3 + 45/4*z + 1
*
[ 2/3 ] 
f(z) = -33/2*z^3 + 41/6*z + 1
*
-2/3 | 0.12203176136162212791054583493191816551 | 0.026556817959393996594878279396577141787
f(z) = -33/2*z^3 + 53/6*z + 1
*
[ -1/2 ] 
f(z) = -33/2*z^3 + 57/8*z + 1
*
[ -2/3 ] 
f(z) = -33/2*z^3 + 59/6*z + 1
*
[ -1 ] 
f(z) = -33/4*z^3 + 41/4*z + 1
*
-1/3 | 0.10028840104716564785472822662259486551 | 0.021824980483202897379910155744310434543
f(z) = -33/4*z^3 + 47/12*z + 1
*
[ -1/3 ] 
f(z) = -33/4*z^3 + 59/12*z + 1
*
[ -1 ] 
f(z) = -33/5*z^3 + 43/5*z + 1
*
-1 | 0.085478708117927824356905854186711458849 | 0.023171998212790526320851901336159249859
f(z) = -33/7*z^3 + 40/7*z + 1
*
[ -1 ] 
f(z) = -33/7*z^3 + 47/7*z + 1
*
-1 | 0.076707323141385054816326304099859071349 | 0.020655940362417869076805183621457133899
f(z) = -33/8*z^3 + 41/8*z + 1
*
[ -1 ] 
f(z) = -33/8*z^3 + 49/8*z + 1
*
-1 | 0.071987356926428693060322216938643418551 | 0.019139464721928064581006430877695929023
f(z) = -33/10*z^3 + 43/10*z + 1
*
[ -1 ] 
f(z) = -33/10*z^3 + 53/10*z + 1
*
-1 | 0.084124811773099054242511489903312837889 | 0.021972497045621040397658062208881623423
f(z) = -33/13*z^3 + 46/13*z + 1
*
[ -1 ] 
f(z) = -33/13*z^3 + 59/13*z + 1
*
-1 | 0.071045673264911470831764371377437661672 | 0.018452714185127928209644117582595759999
f(z) = -33/14*z^3 + 47/14*z + 1
*
[ 4/3 ] 
f(z) = -33/16*z^3 + 47/12*z + 1
*
-1 | 0.074818046307220209303349120475330450266 | 0.019224434988311856332112715717218445059
f(z) = -33/16*z^3 + 49/16*z + 1
*
-2/3 | 0.069819201280529844195744316895520137561 | 0.013034271773174216823723922322196640285
f(z) = -33/16*z^3 + 53/12*z + 1
*
-1 | 0.083112756515840741628465670984622187448 | 0.021245467217477310968877822846165778409
f(z) = -33/17*z^3 + 50/17*z + 1
*
-1 | 0.082565675493211057008632911287137052591 | 0.020896123188992686523885060904107086399
f(z) = -33/19*z^3 + 52/19*z + 1
*
-3/8 | 0.14306180579286638525876865460082491912 | 0.027211018872982551630590032247136632692
f(z) = -32*z^3 + 47/6*z + 1
*
[ -3/8 ] 
f(z) = -32*z^3 + 49/6*z + 1
*
[ 3/4 ] 
f(z) = -32*z^3 + 53/3*z + 1
*
-1/4 | 0.064280788179061795916324732446445947786 | 0.015456262388394392218235714811838061906
f(z) = -32/3*z^3 + 43/6*z + 1
*
[ 3/4 ] 
f(z) = -32/5*z^3 + 49/15*z + 1
*
[ 5/4 ] 
f(z) = -32/5*z^3 + 51/5*z + 1
*
[ -5/4 ] 
f(z) = -32/5*z^3 + 59/5*z + 1
*
-1/4 | 0.046280716366741337429292308775847561558 | 0.011128159998514401964773829577463747604
f(z) = -32/5*z^3 + 59/10*z + 1
*
0 | 0.11348721035027697133944705524823630427 | 0.027287905929444537730399525127985127203
f(z) = -32/7*z^3 + 43/14*z + 1
*
[ -1 ] 
f(z) = -32/7*z^3 + 46/7*z + 1
*
[ 7/8 ] 
f(z) = -32/7*z^3 + 47/14*z + 1
*
-1 | 0.070851152087990169376121639590751827965 | 0.019078975933505607572708264091841287862
f(z) = -32/9*z^3 + 41/9*z + 1
*
[ -1/4 ] 
f(z) = -32/9*z^3 + 47/9*z + 1
*
[ -1 ] 
f(z) = -32/9*z^3 + 50/9*z + 1
*
[ -1/2 ] 
f(z) = -32/11*z^3 + 41/11*z + 1
*
-1 | 0.083946414718958832953251591865455315021 | 0.022319050339463040857160357943786512822
f(z) = -32/11*z^3 + 43/11*z + 1
*
[ -1 ] 
f(z) = -32/11*z^3 + 54/11*z + 1
*
[ -1/4 ] 
f(z) = -32/11*z^3 + 57/11*z + 1
*
-1 | 0.083456646426985862332821968595788134802 | 0.021923836602603908402350278201144000120
f(z) = -32/13*z^3 + 45/13*z + 1
*
[ -1/2 ] 
f(z) = -32/13*z^3 + 47/13*z + 1
*
[ -1 ] 
f(z) = -32/13*z^3 + 58/13*z + 1
*
-1 | 0.062598731490296078879052196280729611978 | 0.016258787445575489053055825982171145903
f(z) = -32/15*z^3 + 47/15*z + 1
*
-1 | 0.082400511999818804022008908739965556405 | 0.021172743263562817053250130458424731270
f(z) = -32/17*z^3 + 49/17*z + 1
*
[ -1/2 ] 
f(z) = -32/17*z^3 + 59/17*z + 1
*
-1 | 0.081827392667349603499590527147083866124 | 0.020811551760155792232189814092041026579
f(z) = -32/19*z^3 + 51/19*z + 1
*
[ -1/2 ] 
f(z) = -31*z^3 + 43/4*z + 1
*
[ -1/2 ] 
f(z) = -31/2*z^3 + 55/8*z + 1
*
[ 2/3 ] 
f(z) = -31/4*z^3 + 53/18*z + 1
*
[ -1 ] 
f(z) = -31/5*z^3 + 41/5*z + 1
*
[ -1 ] 
f(z) = -31/6*z^3 + 43/6*z + 1
*
[ -1 ] 
f(z) = -31/7*z^3 + 45/7*z + 1
*
[ -1 ] 
f(z) = -31/8*z^3 + 47/8*z + 1
*
-1 | 0.070196570655425302265540000917180868020 | 0.019029239509884288311495989865397658303
f(z) = -31/9*z^3 + 40/9*z + 1
*
[ -1 ] 
f(z) = -31/9*z^3 + 49/9*z + 1
*
-1 | 0.070683872115916788183777430941722645242 | 0.019033930363076746196853243408625102266
f(z) = -31/10*z^3 + 41/10*z + 1
*
[ -1 ] 
f(z) = -31/10*z^3 + 51/10*z + 1
*
-1 | 0.083273249454801770113648621709490879560 | 0.022279456977004669580002891589904938487
f(z) = -31/11*z^3 + 42/11*z + 1
*
[ -1 ] 
f(z) = -31/11*z^3 + 53/11*z + 1
*
-1 | 0.054120262917655593744219283137163880190 | 0.014389094239319903528190085012037665495
f(z) = -31/12*z^3 + 43/12*z + 1
*
[ -1 ] 
f(z) = -31/12*z^3 + 55/12*z + 1
*
-2 | 0.057343845774667017532845756739190905272 | 0.012020045399896823273244658186785461719
f(z) = -31/12*z^3 + 59/6*z + 1
*
-1 | 0.082763000813592572657458030140813445319 | 0.021870732923047867778497067314458798378
f(z) = -31/13*z^3 + 44/13*z + 1
*
[ -1 ] 
f(z) = -31/13*z^3 + 57/13*z + 1
*
-1 | 0.069661988177870072040005789360955800000 | 0.018300016974205985983902047182342799319
f(z) = -31/14*z^3 + 45/14*z + 1
*
[ -1 ] 
f(z) = -31/14*z^3 + 59/14*z + 1
*
-1 | 0.061881322093843246147530562050987333233 | 0.016162736512902221289447824887618026572
f(z) = -31/15*z^3 + 46/15*z + 1
*
-1 | 0.073389010690509855677974364415524263112 | 0.019061349922770189528874772728444152218
f(z) = -31/16*z^3 + 47/16*z + 1
*
-1 | 0.081658710764993726105115100400284964424 | 0.021093895805178757546606571426525142159
f(z) = -31/17*z^3 + 48/17*z + 1
*
-1 | 0.054963899837760245326368592920937628190 | 0.014122928508400999562091305812688914535
f(z) = -31/18*z^3 + 49/18*z + 1
*
-1 | 0.081056900911756053574125707188753353384 | 0.020719944846767303418039176379441947193
f(z) = -31/19*z^3 + 50/19*z + 1
*
-1/3 | 0.059248376986285576605706802953488502988 | 0.011409372095231031080166210775526863471
f(z) = -30*z^3 + 41/6*z + 1
*
-1/6 | 0.15176736964271293301184345602842164114 | 0.029225617312166956524768844909392001287
f(z) = -30*z^3 + 53/6*z + 1
*
[ -1/4 ] 
f(z) = -30*z^3 + 55/8*z + 1
*
-1/2 | 0.11347381011516057829313212679221680473 | 0.027714768112622053745803216315365486954
f(z) = -30/7*z^3 + 43/14*z + 1
*
[ -1 ] 
f(z) = -30/7*z^3 + 44/7*z + 1
*
[ -1/2 ] 
f(z) = -30/7*z^3 + 57/14*z + 1
*
-1 | 0.082574347838546293916146216365293403605 | 0.022235827487745171737591426669078349179
f(z) = -30/11*z^3 + 41/11*z + 1
*
[ -1 ] 
f(z) = -30/11*z^3 + 52/11*z + 1
*
-1 | 0.082041812512436366459395581711130776919 | 0.021812668826132884186071108764850081898
f(z) = -30/13*z^3 + 43/13*z + 1
*
[ -1 ] 
f(z) = -30/13*z^3 + 56/13*z + 1
*
-1 | 0.080884690336915934681334265447400477660 | 0.021008205062317785744323768485704355875
f(z) = -30/17*z^3 + 47/17*z + 1
*
-1 | 0.080251105179820552625278510509011076135 | 0.020620454962625147804746037815105948437
f(z) = -30/19*z^3 + 49/19*z + 1
*
[ -1/2 ] 
f(z) = -29*z^3 + 41/4*z + 1
*
[ -1/2 ] 
f(z) = -29/2*z^3 + 53/8*z + 1
*
[ 2/3 ] 
f(z) = -29/4*z^3 + 49/18*z + 1
*
-2 | 0.076168181304475677894490038187993009667 | 0.016082134677083815632393525966243111750
f(z) = -29/4*z^3 + 57/2*z + 1
*
[ 2 ] 
f(z) = -29/4*z^3 + 59/2*z + 1
*
[ -1 ] 
f(z) = -29/6*z^3 + 41/6*z + 1
*
[ -1 ] 
f(z) = -29/7*z^3 + 43/7*z + 1
*
[ -1 ] 
f(z) = -29/8*z^3 + 45/8*z + 1
*
[ -1 ] 
f(z) = -29/9*z^3 + 47/9*z + 1
*
[ -1 ] 
f(z) = -29/10*z^3 + 49/10*z + 1
*
-1 | 0.081847632916766463098024594549278455302 | 0.022187668080475714625511790755406243907
f(z) = -29/11*z^3 + 40/11*z + 1
*
[ -1 ] 
f(z) = -29/11*z^3 + 51/11*z + 1
*
-1 | 0.052671959719828996628431036958428856335 | 0.014183637418022130853593463011893379787
f(z) = -29/12*z^3 + 41/12*z + 1
*
[ -1 ] 
f(z) = -29/12*z^3 + 53/12*z + 1
*
-2 | 0.056127789095463028453286020166992444232 | 0.011940862364606621506077238390154428690
f(z) = -29/12*z^3 + 55/6*z + 1
*
-1 | 0.081290752398910637490131051138391994642 | 0.021749047053614583778662138655070538919
f(z) = -29/13*z^3 + 42/13*z + 1
*
[ -1 ] 
f(z) = -29/13*z^3 + 55/13*z + 1
*
-1 | 0.068164413950794434269073534277652184833 | 0.018123048988108671397337718608193924002
f(z) = -29/14*z^3 + 43/14*z + 1
*
[ -1 ] 
f(z) = -29/14*z^3 + 57/14*z + 1
*
-1 | 0.060356903318514718669956039360632246191 | 0.015949756528459015703935968960912168667
f(z) = -29/15*z^3 + 44/15*z + 1
*
[ -1 ] 
f(z) = -29/15*z^3 + 59/15*z + 1
*
-1 | 0.071836071642562082153883628908523502074 | 0.018871142854300279934448220492980142696
f(z) = -29/16*z^3 + 45/16*z + 1
*
-1 | 0.080075396541006708602887981019469230310 | 0.020914833291630995103369328850025586122
f(z) = -29/17*z^3 + 46/17*z + 1
*
-1 | 0.053348150061577026592960804425608802864 | 0.013856131135825086436692968091390359317
f(z) = -29/18*z^3 + 47/18*z + 1
*
-1 | 0.079406418353430312549372433858166729922 | 0.020512088659226603508119174438559522782
f(z) = -29/19*z^3 + 48/19*z + 1
*
-3/14 | 0.13382359953958570755581238914675609345 | 0.025354432061370850589741076309180385704
f(z) = -28*z^3 + 51/7*z + 1
*
3/4 | 0.060151667899854032395919775629848378259 | 0.012748051772521479932943844107274250723
f(z) = -28/3*z^3 + 43/12*z + 1
*
0 | 0.084140300602832595440263208372775479140 | 0.020902596112655703862951744420561107946
f(z) = -28/3*z^3 + 47/6*z + 1
*
0 | 0.11994291098595094075559991389379288365 | 0.029796877441048086197998630550250493060
f(z) = -28/3*z^3 + 53/6*z + 1
*
-1/4 | 0.089904900804077551346847712895868939263 | 0.019053708235687507495619140348700836996
f(z) = -28/3*z^3 + 55/12*z + 1
*
[ 3/4 ] 
f(z) = -28/3*z^3 + 59/12*z + 1
*
0 | 0.11704058829183006240245684615963927335 | 0.029075866479247919192632287928831220641
f(z) = -28/5*z^3 + 41/10*z + 1
*
[ -1 ] 
f(z) = -28/9*z^3 + 46/9*z + 1
*
[ -3/4 ] 
f(z) = -28/9*z^3 + 49/12*z + 1
*
[ -1/2 ] 
f(z) = -28/11*z^3 + 40/11*z + 1
*
[ -1 ] 
f(z) = -28/11*z^3 + 50/11*z + 1
*
-1 | 0.080507175522423190495986129478883621207 | 0.021679174141858266274046453234538777582
f(z) = -28/13*z^3 + 41/13*z + 1
*
[ -1/2 ] 
f(z) = -28/13*z^3 + 46/13*z + 1
*
[ -1 ] 
f(z) = -28/13*z^3 + 54/13*z + 1
*
[ -1/2 ] 
f(z) = -28/15*z^3 + 52/15*z + 1
*
3/2 | 0.11453626580783662993513011764755293270 | 0.028848323574616927823644258860031146067
f(z) = -28/15*z^3 + 53/15*z + 1
*
[ -1 ] 
f(z) = -28/15*z^3 + 58/15*z + 1
*
-1 | 0.079227299796023398078173269241047091785 | 0.020812798615304528012806166409352007299
f(z) = -28/17*z^3 + 45/17*z + 1
*
[ -1/2 ] 
f(z) = -28/17*z^3 + 58/17*z + 1
*
-1 | 0.078518646419753781661105791577416833839 | 0.020393671760760394783257021652481178569
f(z) = -28/19*z^3 + 47/19*z + 1
*
[ -2/9 ] 
f(z) = -27*z^3 + 41/6*z + 1
*
-2/9 | 0.055366454496550470170640204161953425215 | 0.010882635108671906667172407491924167402
f(z) = -27*z^3 + 47/6*z + 1
*
1/2 | 0.12452019275536033418407757635447826407 | 0.021540515059210882693386784997222931071
f(z) = -27*z^3 + 53/12*z + 1
*
-2/9 | 0.058008120325189780288651266695450518855 | 0.013200316645719318216538794282438003317
f(z) = -27/2*z^3 + 49/6*z + 1
*
[ -1/2 ] 
f(z) = -27/2*z^3 + 51/8*z + 1
*
-1/9 | 0.092038990621973972437160100412973672197 | 0.020944374910815082063927400422044005047
f(z) = -27/2*z^3 + 55/6*z + 1
*
[ -1/6 ] 
f(z) = -27/2*z^3 + 59/8*z + 1
*
-4/9 | 0.11406281997646415241453851113185508430 | 0.025956113260563227273223160406001802221
f(z) = -27/4*z^3 + 43/12*z + 1
*
[ 4/3 ] 
f(z) = -27/4*z^3 + 49/4*z + 1
*
-4/3 | 0.10694307365975894563535223073647650744 | 0.027199342913296761526236364750879567270
f(z) = -27/4*z^3 + 51/4*z + 1
*
-2 | 0.074860495596705012086840572139876041667 | 0.016052637138806393275061835449028318882
f(z) = -27/4*z^3 + 53/2*z + 1
*
[ 2 ] 
f(z) = -27/4*z^3 + 55/2*z + 1
*
[ -4/3 ] 
f(z) = -27/4*z^3 + 55/4*z + 1
*
[ -4/9 ] 
f(z) = -27/4*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -27/4*z^3 + 57/2*z + 1
*
-2/9 | 0.089436514700550092346886282659594556925 | 0.018747102720202832518522761429901679610
f(z) = -27/4*z^3 + 59/6*z + 1
*
[ -2/3 ] 
f(z) = -27/5*z^3 + 49/10*z + 1
*
-5/9 | 0.10860002173245523975865639573292011449 | 0.024712999948351947771696476444819290151
f(z) = -27/5*z^3 + 52/15*z + 1
*
[ -1 ] 
f(z) = -27/7*z^3 + 41/7*z + 1
*
[ -2/3 ] 
f(z) = -27/7*z^3 + 59/14*z + 1
*
-2/9 | 0.10801516060804383054128842749305578654 | 0.018645763312503714980782381744170315091
f(z) = -27/8*z^3 + 41/3*z + 1
*
[ -1 ] 
f(z) = -27/8*z^3 + 43/8*z + 1
*
[ -4/9 ] 
f(z) = -27/8*z^3 + 47/12*z + 1
*
[ -1/3 ] 
f(z) = -27/10*z^3 + 43/10*z + 1
*
[ -1 ] 
f(z) = -27/10*z^3 + 47/10*z + 1
*
[ -1/3 ] 
f(z) = -27/11*z^3 + 47/11*z + 1
*
[ -1 ] 
f(z) = -27/11*z^3 + 49/11*z + 1
*
-1 | 0.079688059877528293264293049428620191111 | 0.021602240156874211018197166939294817082
f(z) = -27/13*z^3 + 40/13*z + 1
*
[ -1 ] 
f(z) = -27/13*z^3 + 53/13*z + 1
*
[ -1/3 ] 
f(z) = -27/13*z^3 + 55/13*z + 1
*
-1 | 0.066530958675242951552884044771180723777 | 0.017915623415997775918712624756927965799
f(z) = -27/14*z^3 + 41/14*z + 1
*
[ -2/3 ] 
f(z) = -27/14*z^3 + 47/14*z + 1
*
[ -1 ] 
f(z) = -27/14*z^3 + 55/14*z + 1
*
[ -1/3 ] 
f(z) = -27/14*z^3 + 59/14*z + 1
*
-1 | 0.070134664405916489712729648827499472277 | 0.018646884571039026265535851813238018990
f(z) = -27/16*z^3 + 43/16*z + 1
*
-1/3 | 0.11548494214964124404416436256807568428 | 0.029371837140606561222669630029057442647
f(z) = -27/16*z^3 + 51/16*z + 1
*
[ -1 ] 
f(z) = -27/16*z^3 + 59/16*z + 1
*
-1 | 0.078336287069983375062791069882301623360 | 0.020700941191700184738350375345738298779
f(z) = -27/17*z^3 + 44/17*z + 1
*
-1 | 0.077582836885092616747544500392943858464 | 0.020263803488160814885564095687156828601
f(z) = -27/19*z^3 + 46/19*z + 1
*
[ -1/4 ] 
f(z) = -26*z^3 + 53/8*z + 1
*
0 | 0.049994595733949255549176208871673361464 | 0.012652875725898851649661988268935911843
f(z) = -26/3*z^3 + 43/6*z + 1
*
0 | 0.090561617401642269511448751908920353521 | 0.022919775101637019622457317023426709818
f(z) = -26/3*z^3 + 49/6*z + 1
*
[ -1/2 ] 
f(z) = -26/5*z^3 + 43/10*z + 1
*
[ -1 ] 
f(z) = -26/7*z^3 + 40/7*z + 1
*
[ -1/2 ] 
f(z) = -26/7*z^3 + 55/14*z + 1
*
[ 3/2 ] 
f(z) = -26/9*z^3 + 41/6*z + 1
*
[ -1 ] 
f(z) = -26/9*z^3 + 44/9*z + 1
*
[ -3/2 ] 
f(z) = -26/9*z^3 + 49/6*z + 1
*
-1/2 | 0.091179296456691020943943823124872510910 | 0.023076100324539369497611408564245192233
f(z) = -26/9*z^3 + 49/18*z + 1
*
[ -1 ] 
f(z) = -26/11*z^3 + 48/11*z + 1
*
-1 | 0.057796194449112997196795134080399618416 | 0.015563504197834382281447085708204137536
f(z) = -26/15*z^3 + 41/15*z + 1
*
[ -1 ] 
f(z) = -26/15*z^3 + 56/15*z + 1
*
-1 | 0.077397520264042478369698733754731310256 | 0.020577878837422729062445885510161307529
f(z) = -26/17*z^3 + 43/17*z + 1
*
-1 | 0.076593074933619250007704738897081498162 | 0.020120794827345094901000862370775267809
f(z) = -26/19*z^3 + 45/19*z + 1
*
-2/15 | 0.10031401485328638297242858581543650217 | 0.018521446687446438958370296530297700221
f(z) = -25*z^3 + 40/9*z + 1
*
[ -1/10 ] 
f(z) = -25*z^3 + 45/4*z + 1
*
8/15 | 0.10304720057564288240597545351044083581 | 0.019026087576534104116537540258277775837
f(z) = -25*z^3 + 46/9*z + 1
*
-3/10 | 0.12988718701970992528287722670276205157 | 0.022772114398969773840779913290930958294
f(z) = -25*z^3 + 47/12*z + 1
*
[ -4/5 ] 
f(z) = -25/2*z^3 + 41/4*z + 1
*
[ -3/5 ] 
f(z) = -25/2*z^3 + 43/6*z + 1
*
-8/15 | 0.15059226966542404922857693101003679657 | 0.027804556504183549682654581915890633784
f(z) = -25/2*z^3 + 59/9*z + 1
*
-4/5 | 0.081301084505613015594140862085324772259 | 0.020782363598783368742111976744635306563
f(z) = -25/3*z^3 + 41/6*z + 1
*
4/5 | 0.097579636007316760409908232209685332766 | 0.021189148732052764614981607537411823497
f(z) = -25/3*z^3 + 43/12*z + 1
*
[ 2/3 ] 
f(z) = -25/4*z^3 + 41/18*z + 1
*
-3/5 | 0.086820600122404753426810513028511519374 | 0.020109053653257865495841336761008137930
f(z) = -25/4*z^3 + 47/12*z + 1
*
-2 | 0.073452973125874929500053288823329529223 | 0.016020391304318016135321001192239493716
f(z) = -25/4*z^3 + 49/2*z + 1
*
-1/5 | 0.10549876683582437021370590061676102489 | 0.027107820699491486104459790816952064090
f(z) = -25/4*z^3 + 49/4*z + 1
*
[ 2 ] 
f(z) = -25/4*z^3 + 51/2*z + 1
*
[ -2 ] 
f(z) = -25/4*z^3 + 53/2*z + 1
*
[ 6/5 ] 
f(z) = -25/4*z^3 + 55/6*z + 1
*
[ -6/5 ] 
f(z) = -25/6*z^3 + 47/6*z + 1
*
-4/5 | 0.081581183499043864024551650574885570111 | 0.020853963124921685348329300870171937113
f(z) = -25/6*z^3 + 47/12*z + 1
*
-4/5 | 0.11552497975176170921930565043792512406 | 0.029097351597103189144461917359016277077
f(z) = -25/6*z^3 + 53/12*z + 1
*
8/5 | 0.053249301685845455812004874947581913859 | 0.013287964644935404956560711947045777785
f(z) = -25/6*z^3 + 55/6*z + 1
*
[ -4/5 ] 
f(z) = -25/6*z^3 + 59/12*z + 1
*
-2/5 | 0.077596633650874308432186580603954118440 | 0.019835423652469510458399927973454059623
f(z) = -25/7*z^3 + 43/14*z + 1
*
[ 7/5 ] 
f(z) = -25/7*z^3 + 51/7*z + 1
*
[ -2/5 ] 
f(z) = -25/7*z^3 + 57/14*z + 1
*
22/15 | 0.12143402165856187352259684970770001070 | 0.020479331488579173301222647998963793941
f(z) = -25/8*z^3 + 47/9*z + 1
*
[ -1/5 ] 
f(z) = -25/8*z^3 + 49/8*z + 1
*
7/5 | 0.081379774756448183334448927520676370204 | 0.022060838736731095396472542815657979741
f(z) = -25/9*z^3 + 40/9*z + 1
*
[ -1 ] 
f(z) = -25/9*z^3 + 43/9*z + 1
*
-2/5 | 0.10756027180211069574153680804826191055 | 0.027091275438706768727462337370056379646
f(z) = -25/9*z^3 + 53/18*z + 1
*
[ -1/5 ] 
f(z) = -25/9*z^3 + 55/9*z + 1
*
[ -3/10 ] 
f(z) = -25/9*z^3 + 55/12*z + 1
*
[ -1 ] 
f(z) = -25/11*z^3 + 47/11*z + 1
*
-2/5 | 0.12341942726007137720218949188389462020 | 0.028007100142967291193841228586499794214
f(z) = -25/12*z^3 + 41/6*z + 1
*
[ -3/5 ] 
f(z) = -25/12*z^3 + 41/12*z + 1
*
[ -4/5 ] 
f(z) = -25/12*z^3 + 43/12*z + 1
*
[ 2 ] 
f(z) = -25/12*z^3 + 53/6*z + 1
*
[ -2 ] 
f(z) = -25/12*z^3 + 59/6*z + 1
*
[ -1 ] 
f(z) = -25/13*z^3 + 51/13*z + 1
*
-3/5 | 0.10810665666313181641425829087074287702 | 0.027495282538311778998317586182007672076
f(z) = -25/14*z^3 + 51/14*z + 1
*
-6/5 | 0.13971654563627373919107749819632369431 | 0.027396118626558275823433138912820681457
f(z) = -25/16*z^3 + 41/12*z + 1
*
-1 | 0.068251717394948192427725563807410004696 | 0.018378993639813673614591214316367123690
f(z) = -25/16*z^3 + 41/16*z + 1
*
[ -8/5 ] 
f(z) = -25/16*z^3 + 45/8*z + 1
*
14/5 | 0.13606701086871995247706231278490066087 | 0.025984630753968056454047119111107136936
f(z) = -25/16*z^3 + 47/4*z + 1
*
[ -6/5 ] 
f(z) = -25/16*z^3 + 49/12*z + 1
*
-14/5 | 0.15318432234536250837552618338636798821 | 0.028804224523454732420848839666560328920
f(z) = -25/16*z^3 + 51/4*z + 1
*
[ -1 ] 
f(z) = -25/16*z^3 + 57/16*z + 1
*
-1 | 0.076405247340738128402569484760043922944 | 0.020441947829468518925813824148268008967
f(z) = -25/17*z^3 + 42/17*z + 1
*
[ -1 ] 
f(z) = -25/17*z^3 + 59/17*z + 1
*
-1 | 0.049584400242850592942974311902000773079 | 0.013183132701703447511836733796811734368
f(z) = -25/18*z^3 + 43/18*z + 1
*
-2/5 | 0.11211557728277127182014579062702338492 | 0.028808004659721917077504935391029374826
f(z) = -25/18*z^3 + 49/18*z + 1
*
-1 | 0.075542203454107921560902572071134422934 | 0.019962584003986423890450092940965506620
f(z) = -25/19*z^3 + 44/19*z + 1
*
-1/2 | 0.10003412522723222807393860210854796637 | 0.020128346719939486377560829872632116616
f(z) = -24*z^3 + 55/6*z + 1
*
-1/4 | 0.050373251428484441925208511844165017953 | 0.013012305815830185348295126079290775038
f(z) = -24/5*z^3 + 43/10*z + 1
*
[ -1 ] 
f(z) = -24/11*z^3 + 46/11*z + 1
*
[ -1/2 ] 
f(z) = -24/13*z^3 + 45/13*z + 1
*
[ -1 ] 
f(z) = -24/13*z^3 + 50/13*z + 1
*
-1 | 0.075352545387891747100642971990031903141 | 0.020291122411087349889953199589852167803
f(z) = -24/17*z^3 + 41/17*z + 1
*
[ -1/2 ] 
f(z) = -24/17*z^3 + 57/17*z + 1
*
[ -1 ] 
f(z) = -24/17*z^3 + 58/17*z + 1
*
-1 | 0.074421428907043009639501448949960414923 | 0.019786617733132701207571671910457231101
f(z) = -24/19*z^3 + 43/19*z + 1
*
[ -1/3 ] 
f(z) = -23*z^3 + 59/9*z + 1
*
[ -1/2 ] 
f(z) = -23/2*z^3 + 47/8*z + 1
*
-1/2 | 0.12575117966950966540119461062904479429 | 0.027810052930775461108944003070841133394
f(z) = -23/3*z^3 + 47/12*z + 1
*
[ -1/2 ] 
f(z) = -23/3*z^3 + 59/12*z + 1
*
-2 | 0.071929019737846470145602457666672947685 | 0.015984902697577254459355838204210686255
f(z) = -23/4*z^3 + 45/2*z + 1
*
[ 2 ] 
f(z) = -23/4*z^3 + 47/2*z + 1
*
[ -2 ] 
f(z) = -23/4*z^3 + 49/2*z + 1
*
0 | 0.12368987138960428568469982267456784526 | 0.029212744472843496515038177744756160098
f(z) = -23/4*z^3 + 53/12*z + 1
*
[ -1 ] 
f(z) = -23/9*z^3 + 41/9*z + 1
*
[ -1 ] 
f(z) = -23/10*z^3 + 43/10*z + 1
*
[ -1 ] 
f(z) = -23/11*z^3 + 45/11*z + 1
*
-2 | 0.051889754451149707891190883177056238849 | 0.011649238597716323155864734334317742247
f(z) = -23/12*z^3 + 43/6*z + 1
*
[ -1 ] 
f(z) = -23/12*z^3 + 47/12*z + 1
*
[ 2 ] 
f(z) = -23/12*z^3 + 49/6*z + 1
*
[ -2 ] 
f(z) = -23/12*z^3 + 55/6*z + 1
*
[ -1 ] 
f(z) = -23/13*z^3 + 49/13*z + 1
*
[ -1 ] 
f(z) = -23/14*z^3 + 51/14*z + 1
*
[ -1 ] 
f(z) = -23/15*z^3 + 53/15*z + 1
*
[ -1 ] 
f(z) = -23/16*z^3 + 55/16*z + 1
*
-1 | 0.074230963014846268020912739323483112522 | 0.020122902886420408050388677405422150562
f(z) = -23/17*z^3 + 40/17*z + 1
*
[ -1 ] 
f(z) = -23/17*z^3 + 57/17*z + 1
*
-1 | 0.047339934330744677208257137086234562685 | 0.012747816248186494933204795357112443600
f(z) = -23/18*z^3 + 41/18*z + 1
*
[ -1 ] 
f(z) = -23/18*z^3 + 59/18*z + 1
*
-1 | 0.073219750039681560049387343367086135695 | 0.019589679537623184796248591332279036281
f(z) = -23/19*z^3 + 42/19*z + 1
*
[ -1/4 ] 
f(z) = -22*z^3 + 51/8*z + 1
*
[ -1/3 ] 
f(z) = -22*z^3 + 58/9*z + 1
*
0 | 0.082276783931304916165268725135212602260 | 0.021742246528515833388208373119091817454
f(z) = -22/3*z^3 + 41/6*z + 1
*
[ -1/2 ] 
f(z) = -22/5*z^3 + 41/10*z + 1
*
0 | 0.099756090172026543990054236488840675242 | 0.025632244690345909606505144494273599737
f(z) = -22/5*z^3 + 49/10*z + 1
*
[ -1/2 ] 
f(z) = -22/7*z^3 + 53/14*z + 1
*
[ -1 ] 
f(z) = -22/9*z^3 + 40/9*z + 1
*
[ -3/2 ] 
f(z) = -22/9*z^3 + 43/6*z + 1
*
-1/2 | 0.083035639431622698661272530349506269156 | 0.021566871720643147417132991182681341820
f(z) = -22/9*z^3 + 47/18*z + 1
*
[ -1 ] 
f(z) = -22/13*z^3 + 48/13*z + 1
*
[ -1 ] 
f(z) = -22/15*z^3 + 52/15*z + 1
*
[ -1 ] 
f(z) = -22/17*z^3 + 56/17*z + 1
*
-1 | 0.071923099923907502854202406117608628331 | 0.019367632735275623428906521859743797778
f(z) = -22/19*z^3 + 41/19*z + 1
*
-1/6 | 0.070234796003283436034929065347806664970 | 0.012701997781635957587127977230661077826
f(z) = -21*z^3 + 43/12*z + 1
*
[ 2/3 ] 
f(z) = -21*z^3 + 53/6*z + 1
*
0 | 0.12026976043221548437029210772528052118 | 0.029028686821624203343112560296254526035
f(z) = -21*z^3 + 58/3*z + 1
*
[ -1/7 ] 
f(z) = -21*z^3 + 59/7*z + 1
*
-3/7 | 0.13609207837011379760123123641501426935 | 0.027270597489016394734252018360826069659
f(z) = -21/2*z^3 + 41/14*z + 1
*
[ -2/3 ] 
f(z) = -21/2*z^3 + 43/6*z + 1
*
[ -1/2 ] 
f(z) = -21/2*z^3 + 45/8*z + 1
*
0 | 0.12234700927558850934680083645699855387 | 0.029530058121510028423045188769175278648
f(z) = -21/2*z^3 + 53/6*z + 1
*
0 | 0.058168017341002106192431171955656044533 | 0.014039615214652601647116908888527548431
f(z) = -21/2*z^3 + 55/6*z + 1
*
-2 | 0.070267500910757065052911451198222857596 | 0.015945536116098164374675018055294955600
f(z) = -21/4*z^3 + 41/2*z + 1
*
[ 2 ] 
f(z) = -21/4*z^3 + 43/2*z + 1
*
[ -2 ] 
f(z) = -21/4*z^3 + 45/2*z + 1
*
0 | 0.067554632290294829536632404204826183141 | 0.016305198056914650164512784711800189090
f(z) = -21/4*z^3 + 47/12*z + 1
*
-2/7 | 0.11510580522912351509569584390328024724 | 0.023065296089576658540088476272923740122
f(z) = -21/4*z^3 + 55/14*z + 1
*
0 | 0.10179951008190013460856265801043508776 | 0.024570649231714103393007476154801654545
f(z) = -21/5*z^3 + 43/15*z + 1
*
-1/3 | 0.10447537629074908889492460889887359942 | 0.025216504697577629058095921234502063132
f(z) = -21/5*z^3 + 52/15*z + 1
*
0 | 0.056491344125422143232780499507509458829 | 0.013634928105421118082752492180620173921
f(z) = -21/5*z^3 + 58/15*z + 1
*
-4/3 | 0.12229678399947584739856832597802043072 | 0.026224591236515660681987410696377231182
f(z) = -21/8*z^3 + 53/12*z + 1
*
[ 4/3 ] 
f(z) = -21/8*z^3 + 59/12*z + 1
*
[ -1 ] 
f(z) = -21/10*z^3 + 41/10*z + 1
*
[ -1 ] 
f(z) = -21/11*z^3 + 43/11*z + 1
*
[ -1 ] 
f(z) = -21/13*z^3 + 47/13*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.029923821673812192328081665455481072156
f(z) = -21/16*z^3 + 43/12*z + 1
*
[ -1 ] 
f(z) = -21/16*z^3 + 53/16*z + 1
*
[ -1 ] 
f(z) = -21/17*z^3 + 55/17*z + 1
*
-1 | 0.070512998704534117716928449677739413858 | 0.019115018417285538978608851046744494730
f(z) = -21/19*z^3 + 40/19*z + 1
*
[ -1 ] 
f(z) = -21/19*z^3 + 59/19*z + 1
*
-3/20 | 0.16568177254585406194130676795075531218 | 0.027652967190772570151233151978135215180
f(z) = -40/9*z^3 + 53/30*z + 1
*
2/3 | 0.13188067020838579744533964391545800584 | 0.024174685122956043999821125287367855479
f(z) = -39/5*z^3 + 59/30*z + 1
*
[ 3/4 ] 
f(z) = -38/9*z^3 + 49/24*z + 1
*
-2/3 | 0.12896380925999273546344059112098286623 | 0.022203967874835481196496278532513759781
f(z) = -37/16*z^3 + 55/36*z + 1
*
[ 4/7 ] 
f(z) = -35/4*z^3 + 59/28*z + 1
*
[ 3/5 ] 
f(z) = -35/6*z^3 + 43/30*z + 1
*
[ 4/5 ] 
f(z) = -35/8*z^3 + 51/20*z + 1
*
-2/5 | 0.15124959404767710115745894810010064201 | 0.029284774782792766090161926467931890032
f(z) = -35/12*z^3 + 59/30*z + 1
*
-4/7 | 0.14531153656958680261083434539312641530 | 0.026414236708805248952739222914681318039
f(z) = -35/16*z^3 + 41/28*z + 1
*
-2/3 | 0.12421786405526770977318144538904972126 | 0.021593445551106737227603444354442285213
f(z) = -35/16*z^3 + 53/36*z + 1
*
6/5 | 0.12227949310686871364525411029572049532 | 0.023623639080097766596203460867098349166
f(z) = -35/18*z^3 + 59/30*z + 1
*
[ 3/4 ] 
f(z) = -34/9*z^3 + 43/24*z + 1
*
0 | 0.11531925646554870569827108884820673072 | 0.027330026278678333396823149632835005396
f(z) = -34/15*z^3 + 53/30*z + 1
*
0 | 0.10312909849932755719483436127534221176 | 0.022443179255989793463261818881107299802
f(z) = -33/8*z^3 + 59/24*z + 1
*
0 | 0.093089236226248686032151509361477874292 | 0.020258282539360126867425033088374906624
f(z) = -33/10*z^3 + 49/30*z + 1
*
0 | 0.10088729241701419156291098708642134531 | 0.021955312528803623621620441194143978723
f(z) = -33/10*z^3 + 59/30*z + 1
*
[ 3/4 ] 
f(z) = -32/7*z^3 + 47/21*z + 1
*
0 | 0.13915488966787507510225702174394033220 | 0.028679724177042031865657471794571653613
f(z) = -32/9*z^3 + 47/36*z + 1
*
[ 3/4 ] 
f(z) = -32/11*z^3 + 43/33*z + 1
*
[ 3/4 ] 
f(z) = -32/13*z^3 + 41/39*z + 1
*
3/4 | 0.096319574319530768966576405738896381012 | 0.023159962035220498749668879570597688116
f(z) = -32/15*z^3 + 41/30*z + 1
*
-2/3 | 0.13029120096177512867076828694800075082 | 0.023137329230340825943906325939344282548
f(z) = -31/16*z^3 + 49/36*z + 1
*
0 | 0.12290199426763585505497347020838300882 | 0.027312709485913750043540732121990020444
f(z) = -30/7*z^3 + 55/21*z + 1
*
-1/2 | 0.12228275052105692515883469113819559467 | 0.025724293766391434763526548670160980524
f(z) = -29/6*z^3 + 53/24*z + 1
*
-2/3 | 0.10726612420290375071891275628442468825 | 0.019276795905312106390637832082958563100
f(z) = -29/16*z^3 + 47/36*z + 1
*
-5/14 | 0.13456834017047233336280758439046282752 | 0.025495531806065521476167759148424403615
f(z) = -28/3*z^3 + 46/21*z + 1
*
-1/6 | 0.051448320210164996527774274870250268026 | 0.010988226880980592037084858175928484504
f(z) = -27/5*z^3 + 43/20*z + 1
*
2/3 | 0.13192132735117615288332159904524994839 | 0.025929991032818533529045815029113848381
f(z) = -27/5*z^3 + 47/30*z + 1
*
0 | 0.11359195612752466814296241965171590208 | 0.025848963574136924235219412672712283508
f(z) = -27/8*z^3 + 41/24*z + 1
*
0 | 0.11360791116037415735579922096134767182 | 0.025852594298327355446917993345205545106
f(z) = -27/10*z^3 + 41/30*z + 1
*
2/9 | 0.12504045028415211047382530886293467778 | 0.028454180690929531764107531862431073144
f(z) = -27/13*z^3 + 43/39*z + 1
*
-7/10 | 0.12802320785873626124300026397051515840 | 0.027799886364301091186286556666060960510
f(z) = -25/7*z^3 + 53/28*z + 1
*
[ 4/5 ] 
f(z) = -25/9*z^3 + 55/36*z + 1
*
-2/3 | 0.089987000147231072430167326990718043653 | 0.016614721564357493396218412201526992231
f(z) = -25/16*z^3 + 43/36*z + 1
*
0 | 0.12026589144317613175765958231377679719 | 0.028121412356325362638236193421637951163
f(z) = -24/7*z^3 + 44/21*z + 1
*
0 | 0.084496535233489578610714537208005952006 | 0.018512289529409580206059447070350679329
f(z) = -24/7*z^3 + 47/28*z + 1
*
-2/3 | 0.098493433248500602064270810672240831655 | 0.018469646922482928863258989399931757503
f(z) = -23/16*z^3 + 41/36*z + 1
*
3/4 | 0.13318043968724046775341635412994864082 | 0.025757828438313879879822846980082816759
f(z) = -22/3*z^3 + 59/24*z + 1
*
[ 2/3 ] 
f(z) = -21/5*z^3 + 41/30*z + 1
*
-2/7 | 0.13892111086097861717662305919867133517 | 0.027837488723728158615768872664122477818
f(z) = -21/5*z^3 + 47/35*z + 1
*
0 | 0.11863385004137127991496253827839488907 | 0.028633838355697293397352409765692742273
f(z) = -21/8*z^3 + 47/24*z + 1
*
0 | 0.10622287312273893510620679158530730438 | 0.025638286017132214316719905537601988753
f(z) = -21/10*z^3 + 43/30*z + 1
*
0 | 0.083148468957487254224703249868456532394 | 0.020068975413190460255832191883178673417
f(z) = -21/10*z^3 + 53/30*z + 1
*
0 | 0.13868498980695065991705366627064331340 | 0.029122201688931054765103102884272952236
f(z) = -39/16*z^3 + 53/48*z + 1
*
[ 2/3 ] 
f(z) = -37/12*z^3 + 47/54*z + 1
*
-1/12 | 0.14721482758977694511438377057801294687 | 0.029621802413047703614618618202951916078
f(z) = -36/11*z^3 + 45/44*z + 1
*
5/6 | 0.089263174056237513213369339960498382849 | 0.017189277057238679042210192951563035695
f(z) = -36/11*z^3 + 59/55*z + 1
*
6/7 | 0.15969352437200141627062523580628660506 | 0.029028545518169521476987787436426021920
f(z) = -35/12*z^3 + 41/42*z + 1
*
[ 2/3 ] 
f(z) = -35/12*z^3 + 43/54*z + 1
*
[ 6/7 ] 
f(z) = -35/18*z^3 + 53/42*z + 1
*
[ 2/3 ] 
f(z) = -30/7*z^3 + 59/42*z + 1
*
1/6 | 0.13687828783840577427844548992705042776 | 0.029234184434099440259525590087649210451
f(z) = -27/14*z^3 + 59/56*z + 1
*
0 | 0.12101353775470849998543676893640703492 | 0.025063312853882973003562271783069143893
f(z) = -25/9*z^3 + 44/45*z + 1
*
0 | 0.14195804974257250369793541573267241856 | 0.029401165182337134945425045415470158044
f(z) = -25/9*z^3 + 53/45*z + 1
*
[ 3/4 ] 
f(z) = -25/9*z^3 + 59/48*z + 1
*
[ 4/5 ] 
f(z) = -25/11*z^3 + 53/44*z + 1
*
-1/10 | 0.11561195577266937524131832012826707400 | 0.025104817217056555327503843612829755692
f(z) = -25/12*z^3 + 49/48*z + 1
*
[ 4/5 ] 
f(z) = -25/13*z^3 + 51/52*z + 1
*
-3/5 | 0.11291867312016279146354847693619635436 | 0.026153788997388778997915472618844077029
f(z) = -25/14*z^3 + 55/42*z + 1
*
[ 5/8 ] 
f(z) = -24/5*z^3 + 51/40*z + 1
*
[ 2/3 ] 
f(z) = -24/7*z^3 + 43/42*z + 1
*
-1/8 | 0.13188953608101958574578403796641528889 | 0.025086001365351778724735931183706253303
f(z) = -24/7*z^3 + 59/56*z + 1
*
[ 3/4 ] 
f(z) = -23/9*z^3 + 53/48*z + 1
*
0 | 0.13111369358101660306441970731241351265 | 0.026273011668042369408734540154529694046
f(z) = -21/8*z^3 + 51/56*z + 1
*
[ 2/3 ] 
f(z) = -33/13*z^3 + 49/78*z + 1
*
0 | 0.068702491342300130507032936125752137533 | 0.014159534793750477324516564511106956041
f(z) = -32/15*z^3 + 53/60*z + 1
*
[ 2/3 ] 
f(z) = -30/11*z^3 + 47/66*z + 1
*
0 | 0.053717595409730169554834605924632171783 | 0.010344317688779091359734341367472000968
f(z) = -30/11*z^3 + 59/66*z + 1
*
[ 2/3 ] 
f(z) = -30/13*z^3 + 41/78*z + 1
*
0 | 0.14376346760397441826328833448680424698 | 0.028691664662435653326569076890791078698
f(z) = -30/13*z^3 + 59/65*z + 1
*
[ 3/4 ] 
f(z) = -28/15*z^3 + 43/60*z + 1
*
0 | 0.13056324648155113516309006704381768510 | 0.025663051444820936386544864963106916383
f(z) = -27/11*z^3 + 41/66*z + 1
*
0 | 0.11184508673286736479173339532474620868 | 0.023164419881993417079636420779738722910
f(z) = -25/12*z^3 + 41/60*z + 1
*
0 | 0.060506431315983690613784115322190743352 | 0.012531586514050791046920133008825005753
f(z) = -25/12*z^3 + 53/60*z + 1
*
[ 4/5 ] 
f(z) = -25/17*z^3 + 47/68*z + 1
*
[ 4/5 ] 
f(z) = -25/19*z^3 + 45/76*z + 1
*
11/12 | 0.13357555277215180286297261435947038483 | 0.026877378428591632333627676417057256363
f(z) = -24/11*z^3 + 49/66*z + 1
*
[ 3/4 ] 
f(z) = -24/11*z^3 + 59/66*z + 1
*
-1/6 | 0.14249956457702517053116791593132064379 | 0.028673021698658682800207568053031242049
f(z) = -24/13*z^3 + 43/78*z + 1
*
1/2 | 0.14627127831528688903442065700159631115 | 0.029431946332423798700454205670563110051
f(z) = -24/13*z^3 + 49/78*z + 1
*
[ 3/4 ] 
f(z) = -24/13*z^3 + 55/78*z + 1
*
0 | 0.11662839697428039133263934488858922749 | 0.026048609208300623910681137807905786737
f(z) = -22/15*z^3 + 43/60*z + 1
*
0 | 0.11866652184225477241873351368057573757 | 0.023778804698542691423340304020808031191
f(z) = -21/10*z^3 + 57/70*z + 1
*
0 | 0.13286133491971770823884059965663397344 | 0.025724460914841631723994103634368087563
f(z) = -35/16*z^3 + 47/80*z + 1
*
[ 3/4 ] 
f(z) = -29/18*z^3 + 55/96*z + 1
*
11/15 | 0.13652504407293557450146694115910160987 | 0.025207258716505363511073661931599843892
f(z) = -25/11*z^3 + 49/99*z + 1
*
[ 3/4 ] 
f(z) = -25/18*z^3 + 43/96*z + 1
*
0 | 0.14098815176047667334170054355731666786 | 0.029200288015925464178082279658732029191
f(z) = -25/18*z^3 + 53/90*z + 1
*
[ 2/3 ] 
f(z) = -23/10*z^3 + 47/90*z + 1
*
[ 2/3 ] 
f(z) = -39/17*z^3 + 53/102*z + 1
*
[ 2/3 ] 
f(z) = -39/19*z^3 + 47/114*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.026128943325059403942812052737295918024
f(z) = -28/15*z^3 + 46/105*z + 1
*
[ 5/7 ] 
f(z) = -28/15*z^3 + 58/105*z + 1
*
[ 3/4 ] 
f(z) = -24/17*z^3 + 47/102*z + 1
*
[ 3/4 ] 
f(z) = -24/19*z^3 + 43/114*z + 1
*
0 | 0.14233560978998384087213599791761746982 | 0.028521697731590789886108312609380190906
f(z) = -21/16*z^3 + 51/112*z + 1
*
[ 4/5 ] 
f(z) = -21/16*z^3 + 59/100*z + 1
*
[ 2/3 ] 
f(z) = -29/14*z^3 + 53/126*z + 1
*
0 | 0.12161067478298831126010643842856484361 | 0.022138961312807023365016752801314746574
f(z) = -27/14*z^3 + 47/126*z + 1
*
[ 3/4 ] 
f(z) = -22/15*z^3 + 59/120*z + 1
*
[ 2/3 ] 
f(z) = -35/18*z^3 + 59/162*z + 1
*
[ 2/3 ] 
f(z) = -31/18*z^3 + 43/162*z + 1
*
[ 2/3 ] 
f(z) = -22/13*z^3 + 59/234*z + 1
*
[ 2/3 ] 
f(z) = -23/15*z^3 + 49/270*z + 1
*
[ 2/3 ] 
f(z) = -22/15*z^3 + 41/270*z + 1
*
-3/8 | 0.064917923193131505130939645570891985315 | 0.011254214742984881683942295025827350389
f(z) = -40*z^3 + 69/8*z + 1
*
-1/4 | 0.11694372246368146560846945416352352837 | 0.019518386789108013964598976946818370246
f(z) = -40*z^3 + 69/10*z + 1
*
[ -1/6 ] 
f(z) = -40*z^3 + 73/9*z + 1
*
[ -1/3 ] 
f(z) = -40*z^3 + 76/9*z + 1
*
[ -1/8 ] 
f(z) = -40*z^3 + 77/8*z + 1
*
-1/4 | 0.12670070344711399645026540539257405109 | 0.021146866922257116001910833690496849703
f(z) = -40*z^3 + 79/10*z + 1
*
-3/10 | 0.12729197701716505491671869876066125040 | 0.024024981557512552344163362529494335644
f(z) = -40/3*z^3 + 68/15*z + 1
*
0 | 0.090569360812633853765519203193522042236 | 0.020668372961492551546923660300967329503
f(z) = -40/3*z^3 + 71/6*z + 1
*
0 | 0.11238436890820749105558609022896146040 | 0.025646664951540473710571586814486425726
f(z) = -40/3*z^3 + 77/6*z + 1
*
-1/4 | 0.10887670965017015963249319186717448238 | 0.024846199881273191366395945917229033411
f(z) = -40/7*z^3 + 61/14*z + 1
*
[ -1/4 ] 
f(z) = -40/7*z^3 + 75/14*z + 1
*
[ -3/5 ] 
f(z) = -40/9*z^3 + 64/15*z + 1
*
[ -3/10 ] 
f(z) = -40/9*z^3 + 71/15*z + 1
*
-1/4 | 0.097797672961795909346415134556857698353 | 0.022317909295198565113987865678038750712
f(z) = -40/9*z^3 + 77/18*z + 1
*
[ -1 ] 
f(z) = -40/11*z^3 + 62/11*z + 1
*
[ -1 ] 
f(z) = -40/13*z^3 + 66/13*z + 1
*
[ -1/2 ] 
f(z) = -40/17*z^3 + 61/17*z + 1
*
[ -1 ] 
f(z) = -40/17*z^3 + 74/17*z + 1
*
[ -1/2 ] 
f(z) = -40/19*z^3 + 67/19*z + 1
*
[ -1 ] 
f(z) = -40/19*z^3 + 78/19*z + 1
*
-2/3 | 0.13344467152714864018804529751111143700 | 0.028021797051983544817920395331638200001
f(z) = -39/2*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -39/2*z^3 + 63/8*z + 1
*
[ -2/3 ] 
f(z) = -39/2*z^3 + 67/6*z + 1
*
[ -1/3 ] 
f(z) = -39/4*z^3 + 61/12*z + 1
*
-2 | 0.081597685351601136410330352693990626876 | 0.016199812027713105288434448799818432879
f(z) = -39/4*z^3 + 77/2*z + 1
*
[ 2 ] 
f(z) = -39/4*z^3 + 79/2*z + 1
*
[ -1/3 ] 
f(z) = -39/5*z^3 + 73/15*z + 1
*
[ -1 ] 
f(z) = -39/11*z^3 + 61/11*z + 1
*
[ -1 ] 
f(z) = -39/14*z^3 + 67/14*z + 1
*
-4/3 | 0.098892096581148653881282249818784678916 | 0.017687770857966250890935231557738478706
f(z) = -39/16*z^3 + 67/12*z + 1
*
[ -1 ] 
f(z) = -39/16*z^3 + 71/16*z + 1
*
[ -4/3 ] 
f(z) = -39/16*z^3 + 73/12*z + 1
*
[ -1 ] 
f(z) = -39/17*z^3 + 73/17*z + 1
*
[ -1 ] 
f(z) = -39/19*z^3 + 77/19*z + 1
*
[ -1/3 ] 
f(z) = -38*z^3 + 74/9*z + 1
*
0 | 0.086476277842334157140780490964897092330 | 0.019968044912369664694854287586457728279
f(z) = -38/3*z^3 + 67/6*z + 1
*
0 | 0.10975411559918766918386067308505701147 | 0.025343078637100098648993326197424599475
f(z) = -38/3*z^3 + 73/6*z + 1
*
0 | 0.12006001087492964338727275483363284365 | 0.027722789985261883388609000132007273777
f(z) = -38/5*z^3 + 61/10*z + 1
*
[ -1/2 ] 
f(z) = -38/7*z^3 + 61/14*z + 1
*
[ -3/2 ] 
f(z) = -38/9*z^3 + 67/6*z + 1
*
[ -1/2 ] 
f(z) = -38/9*z^3 + 73/18*z + 1
*
[ -1 ] 
f(z) = -38/11*z^3 + 60/11*z + 1
*
[ -1 ] 
f(z) = -38/13*z^3 + 64/13*z + 1
*
[ -1 ] 
f(z) = -38/15*z^3 + 68/15*z + 1
*
[ -1 ] 
f(z) = -38/17*z^3 + 72/17*z + 1
*
[ -1/3 ] 
f(z) = -37*z^3 + 73/9*z + 1
*
[ -1/2 ] 
f(z) = -37/2*z^3 + 61/8*z + 1
*
[ -1/2 ] 
f(z) = -37/3*z^3 + 73/12*z + 1
*
[ 2/3 ] 
f(z) = -37/4*z^3 + 65/18*z + 1
*
-2 | 0.080632011666190863729406703436403926197 | 0.016179449500480621922103856152151005379
f(z) = -37/4*z^3 + 73/2*z + 1
*
[ 2 ] 
f(z) = -37/4*z^3 + 75/2*z + 1
*
[ -2 ] 
f(z) = -37/4*z^3 + 77/2*z + 1
*
[ -1 ] 
f(z) = -37/12*z^3 + 61/12*z + 1
*
-2 | 0.060567162044363072028907115739991119023 | 0.012221403479256806931432649724154909430
f(z) = -37/12*z^3 + 71/6*z + 1
*
[ 2 ] 
f(z) = -37/12*z^3 + 77/6*z + 1
*
[ -1 ] 
f(z) = -37/13*z^3 + 63/13*z + 1
*
[ -1 ] 
f(z) = -37/14*z^3 + 65/14*z + 1
*
[ -1 ] 
f(z) = -37/15*z^3 + 67/15*z + 1
*
[ -1 ] 
f(z) = -37/16*z^3 + 69/16*z + 1
*
[ -1 ] 
f(z) = -37/17*z^3 + 71/17*z + 1
*
[ -1 ] 
f(z) = -37/18*z^3 + 73/18*z + 1
*
[ -1 ] 
f(z) = -37/19*z^3 + 75/19*z + 1
*
-1/4 | 0.15212495535297641168429796194007896679 | 0.025068273993122083497183151424040524406
f(z) = -36*z^3 + 79/12*z + 1
*
-1/2 | 0.13959513511860951201705712396458178489 | 0.029814443112981542891299732044431184290
f(z) = -36/5*z^3 + 67/15*z + 1
*
[ -7/6 ] 
f(z) = -36/7*z^3 + 62/7*z + 1
*
[ -2/3 ] 
f(z) = -36/7*z^3 + 67/14*z + 1
*
[ -1/6 ] 
f(z) = -36/11*z^3 + 78/11*z + 1
*
[ -1 ] 
f(z) = -36/13*z^3 + 62/13*z + 1
*
[ -1/2 ] 
f(z) = -36/17*z^3 + 60/17*z + 1
*
[ -1 ] 
f(z) = -36/17*z^3 + 70/17*z + 1
*
[ -1/3 ] 
f(z) = -36/17*z^3 + 72/17*z + 1
*
[ -1/2 ] 
f(z) = -36/19*z^3 + 66/19*z + 1
*
[ -1 ] 
f(z) = -36/19*z^3 + 74/19*z + 1
*
[ -1/7 ] 
f(z) = -35*z^3 + 61/7*z + 1
*
[ -1/3 ] 
f(z) = -35*z^3 + 71/9*z + 1
*
[ -2/5 ] 
f(z) = -35/2*z^3 + 63/10*z + 1
*
[ -1/5 ] 
f(z) = -35/2*z^3 + 67/10*z + 1
*
[ -1/2 ] 
f(z) = -35/3*z^3 + 71/12*z + 1
*
[ 2/3 ] 
f(z) = -35/4*z^3 + 61/18*z + 1
*
-2 | 0.079613074915037365794789781939531875386 | 0.016157697573977723846462723804241089726
f(z) = -35/4*z^3 + 69/2*z + 1
*
[ 2 ] 
f(z) = -35/4*z^3 + 71/2*z + 1
*
[ -2 ] 
f(z) = -35/4*z^3 + 73/2*z + 1
*
[ -2/7 ] 
f(z) = -35/4*z^3 + 73/14*z + 1
*
[ -3/5 ] 
f(z) = -35/9*z^3 + 61/15*z + 1
*
-2 | 0.059555048576036404269748743933886048611 | 0.012159452127575363965015737276474379404
f(z) = -35/12*z^3 + 67/6*z + 1
*
[ 2 ] 
f(z) = -35/12*z^3 + 73/6*z + 1
*
[ -2 ] 
f(z) = -35/12*z^3 + 79/6*z + 1
*
[ -1 ] 
f(z) = -35/13*z^3 + 61/13*z + 1
*
[ -1 ] 
f(z) = -35/16*z^3 + 67/16*z + 1
*
[ -1 ] 
f(z) = -35/17*z^3 + 69/17*z + 1
*
[ -1 ] 
f(z) = -35/18*z^3 + 71/18*z + 1
*
[ -1 ] 
f(z) = -35/19*z^3 + 73/19*z + 1
*
[ -1/3 ] 
f(z) = -34*z^3 + 70/9*z + 1
*
0 | 0.10407842968429959308628097945595945475 | 0.024666012472645963102977330420657914761
f(z) = -34/3*z^3 + 65/6*z + 1
*
0 | 0.12751311039700933140604435030206290761 | 0.029720152852180085290665095466253044363
f(z) = -34/5*z^3 + 73/10*z + 1
*
[ -3/2 ] 
f(z) = -34/9*z^3 + 61/6*z + 1
*
[ -1/2 ] 
f(z) = -34/9*z^3 + 71/18*z + 1
*
[ -1 ] 
f(z) = -34/13*z^3 + 60/13*z + 1
*
[ -1 ] 
f(z) = -34/15*z^3 + 64/15*z + 1
*
[ -1 ] 
f(z) = -34/19*z^3 + 72/19*z + 1
*
1/2 | 0.086460855933408944380967806534291279566 | 0.014454918666345885804245362163231638578
f(z) = -33*z^3 + 71/12*z + 1
*
-2 | 0.078534639146797167154974837479093941749 | 0.016134377670289858622284009531550018896
f(z) = -33/4*z^3 + 65/2*z + 1
*
[ 2 ] 
f(z) = -33/4*z^3 + 67/2*z + 1
*
[ -2 ] 
f(z) = -33/4*z^3 + 69/2*z + 1
*
0 | 0.13078217910955604754052579765046505639 | 0.028461102947233350132688718847469798001
f(z) = -33/4*z^3 + 79/12*z + 1
*
[ -1/3 ] 
f(z) = -33/5*z^3 + 71/15*z + 1
*
[ -2/11 ] 
f(z) = -33/8*z^3 + 73/11*z + 1
*
-2/3 | 0.13400152722482870763371619018874349526 | 0.027359312002440696162138519112740813302
f(z) = -33/10*z^3 + 67/15*z + 1
*
4/3 | 0.11886315165544778634361460998587895010 | 0.023850829465087785215224891246882979575
f(z) = -33/10*z^3 + 73/15*z + 1
*
[ -1 ] 
f(z) = -33/14*z^3 + 61/14*z + 1
*
[ -4/3 ] 
f(z) = -33/16*z^3 + 65/12*z + 1
*
[ -1 ] 
f(z) = -33/16*z^3 + 65/16*z + 1
*
[ -1 ] 
f(z) = -33/17*z^3 + 67/17*z + 1
*
[ -1 ] 
f(z) = -33/19*z^3 + 71/19*z + 1
*
[ -3/4 ] 
f(z) = -32*z^3 + 61/3*z + 1
*
-3/16 | 0.12129142784376150466229338826816304208 | 0.021873317681567032337346026954280200381
f(z) = -32*z^3 + 65/8*z + 1
*
[ -1/3 ] 
f(z) = -32*z^3 + 68/9*z + 1
*
[ -1/6 ] 
f(z) = -32*z^3 + 71/9*z + 1
*
-3/16 | 0.10450360002402650772279991611562456862 | 0.018845853188713349984867805619774590620
f(z) = -32*z^3 + 73/8*z + 1
*
0 | 0.10100221981044170751857468475305820814 | 0.024285900273216878186630791966527765231
f(z) = -32/3*z^3 + 61/6*z + 1
*
[ 3/2 ] 
f(z) = -32/3*z^3 + 73/3*z + 1
*
[ -3/2 ] 
f(z) = -32/3*z^3 + 77/3*z + 1
*
9/8 | 0.062471322959377610708762417821610812170 | 0.014655410390033404859818452211894505523
f(z) = -32/5*z^3 + 71/10*z + 1
*
0 | 0.13450354719081823918121510839234743484 | 0.029468292415168180166391842356784134240
f(z) = -32/5*z^3 + 71/15*z + 1
*
-3/4 | 0.13010278272823289789481661284087831157 | 0.028504131865188291035404258434037240110
f(z) = -32/5*z^3 + 74/15*z + 1
*
-3/4 | 0.11045422841931697945624482588730557931 | 0.025911921984623012187315179536889332457
f(z) = -32/7*z^3 + 71/14*z + 1
*
[ -1/4 ] 
f(z) = -32/13*z^3 + 67/13*z + 1
*
-5/4 | 0.095128108607230375071309962610644278359 | 0.022544835856215145469744161583313175617
f(z) = -32/15*z^3 + 68/15*z + 1
*
[ -1 ] 
f(z) = -32/17*z^3 + 66/17*z + 1
*
[ -1/2 ] 
f(z) = -32/19*z^3 + 65/19*z + 1
*
[ -1 ] 
f(z) = -32/19*z^3 + 70/19*z + 1
*
[ -1/3 ] 
f(z) = -31*z^3 + 67/9*z + 1
*
[ -1/2 ] 
f(z) = -31/3*z^3 + 67/12*z + 1
*
-2 | 0.077389301619139199636962451602094210478 | 0.016109276145653571632400334908033877830
f(z) = -31/4*z^3 + 61/2*z + 1
*
[ 2 ] 
f(z) = -31/4*z^3 + 63/2*z + 1
*
[ -2 ] 
f(z) = -31/4*z^3 + 65/2*z + 1
*
0 | 0.13038590203043424273491952555514582600 | 0.028766252616713524334949296859537197718
f(z) = -31/4*z^3 + 77/12*z + 1
*
[ -1/2 ] 
f(z) = -31/4*z^3 + 79/16*z + 1
*
[ 2 ] 
f(z) = -31/12*z^3 + 65/6*z + 1
*
[ -2 ] 
f(z) = -31/12*z^3 + 71/6*z + 1
*
[ -1 ] 
f(z) = -31/15*z^3 + 61/15*z + 1
*
[ -1 ] 
f(z) = -31/16*z^3 + 63/16*z + 1
*
[ -1 ] 
f(z) = -31/17*z^3 + 65/17*z + 1
*
[ -1 ] 
f(z) = -31/18*z^3 + 67/18*z + 1
*
[ -1 ] 
f(z) = -31/19*z^3 + 69/19*z + 1
*
-3/10 | 0.11879078215540479163283437008846965208 | 0.020826667686439949293299495860552125230
f(z) = -30*z^3 + 67/10*z + 1
*
-2/15 | 0.16054614159676315782722958893463306307 | 0.026279200412453712406131536612606745917
f(z) = -30*z^3 + 68/15*z + 1
*
[ 2/3 ] 
f(z) = -30*z^3 + 77/6*z + 1
*
-1/5 | 0.083322646056863645664500148936636557663 | 0.014608314119111979034955515019223002917
f(z) = -30*z^3 + 77/10*z + 1
*
[ -1 ] 
f(z) = -30/17*z^3 + 64/17*z + 1
*
[ -1 ] 
f(z) = -30/19*z^3 + 68/19*z + 1
*
[ -1/3 ] 
f(z) = -29*z^3 + 65/9*z + 1
*
[ -1/2 ] 
f(z) = -29/3*z^3 + 65/12*z + 1
*
[ -2 ] 
f(z) = -29/4*z^3 + 61/2*z + 1
*
0 | 0.12228068055817109250235446770875487736 | 0.027380921709381210997794304167695822343
f(z) = -29/4*z^3 + 71/12*z + 1
*
[ -1/2 ] 
f(z) = -29/4*z^3 + 77/16*z + 1
*
[ 2 ] 
f(z) = -29/12*z^3 + 61/6*z + 1
*
[ -2 ] 
f(z) = -29/12*z^3 + 67/6*z + 1
*
[ -1 ] 
f(z) = -29/16*z^3 + 61/16*z + 1
*
[ -1 ] 
f(z) = -29/17*z^3 + 63/17*z + 1
*
[ -1 ] 
f(z) = -29/18*z^3 + 65/18*z + 1
*
[ -1 ] 
f(z) = -29/19*z^3 + 67/19*z + 1
*
[ -1/7 ] 
f(z) = -28*z^3 + 60/7*z + 1
*
[ -1/3 ] 
f(z) = -28*z^3 + 64/9*z + 1
*
[ -1/6 ] 
f(z) = -28*z^3 + 70/9*z + 1
*
-1/2 | 0.13967914606908714255634556371010264197 | 0.026463833222116968234673898258445832809
f(z) = -28*z^3 + 71/7*z + 1
*
[ 3/2 ] 
f(z) = -28/3*z^3 + 64/3*z + 1
*
[ -3/2 ] 
f(z) = -28/3*z^3 + 68/3*z + 1
*
-3/4 | 0.064878115048682244660240747059782956923 | 0.013749736265354883142823347017291205778
f(z) = -28/3*z^3 + 79/12*z + 1
*
[ 3/2 ] 
f(z) = -28/15*z^3 + 68/15*z + 1
*
-3/2 | 0.060705272006667884302136889736548981663 | 0.014148897767093077477030304390262686939
f(z) = -28/15*z^3 + 73/15*z + 1
*
[ -1 ] 
f(z) = -28/17*z^3 + 62/17*z + 1
*
[ -1/2 ] 
f(z) = -28/19*z^3 + 64/19*z + 1
*
[ -1 ] 
f(z) = -28/19*z^3 + 66/19*z + 1
*
-2/9 | 0.10643030073340715876775279432388436282 | 0.018411178500248586282466806961682217075
f(z) = -27*z^3 + 73/12*z + 1
*
[ -1/9 ] 
f(z) = -27/2*z^3 + 61/6*z + 1
*
-4/9 | 0.12290613644648052719962185808683509657 | 0.024157996890464108221829208595607804266
f(z) = -27/2*z^3 + 65/12*z + 1
*
0 | 0.10650651674097423819444080935452004647 | 0.024236602357255675104222792013646915410
f(z) = -27/2*z^3 + 71/6*z + 1
*
[ -4/9 ] 
f(z) = -27/2*z^3 + 71/12*z + 1
*
0 | 0.081179361617973529524008345241818887716 | 0.018473159834301148163574979578716838340
f(z) = -27/2*z^3 + 73/6*z + 1
*
0 | 0.12593440975399979825529982300186352622 | 0.028657609935047005986151309716801747068
f(z) = -27/2*z^3 + 77/6*z + 1
*
-4/9 | 0.14140829520457407113867451471184376997 | 0.027794715989022156132543789569341412764
f(z) = -27/2*z^3 + 77/12*z + 1
*
0 | 0.11279236422712182907816415835527962190 | 0.025667008595876983379882386182908457248
f(z) = -27/2*z^3 + 79/6*z + 1
*
-4/9 | 0.11272956829321456592146679727786727287 | 0.025652718765298219077114755285631902770
f(z) = -27/4*z^3 + 67/12*z + 1
*
[ -1/2 ] 
f(z) = -27/4*z^3 + 75/16*z + 1
*
-1/3 | 0.12794087125858676444838967314863821282 | 0.029114199927094946150453527822659839604
f(z) = -27/5*z^3 + 64/15*z + 1
*
[ -5/9 ] 
f(z) = -27/5*z^3 + 67/15*z + 1
*
5/3 | 0.11727836969463510472407917337291518965 | 0.027422849114444704761364095102173031327
f(z) = -27/5*z^3 + 72/5*z + 1
*
-5/3 | 0.12417888815566044497675241839094505323 | 0.028943028097341138892272617953345473213
f(z) = -27/5*z^3 + 73/5*z + 1
*
0 | 0.070658108354780978749952649251069076731 | 0.016078945475942778993925705745747947186
f(z) = -27/5*z^3 + 76/15*z + 1
*
[ 5/3 ] 
f(z) = -27/5*z^3 + 77/5*z + 1
*
-10/9 | 0.14677275488304122791014783658983584959 | 0.023710060838622657618704245497963240536
f(z) = -27/8*z^3 + 61/15*z + 1
*
[ 10/9 ] 
f(z) = -27/8*z^3 + 64/15*z + 1
*
-4/9 | 0.12373274036694556595447082859993767874 | 0.024967122324650929751140687667201739672
f(z) = -27/8*z^3 + 71/12*z + 1
*
[ 5/3 ] 
f(z) = -27/10*z^3 + 79/10*z + 1
*
5/3 | 0.11016888698605931302650367697725278687 | 0.026799383932986244097347453319998900162
f(z) = -27/14*z^3 + 61/14*z + 1
*
[ -1/3 ] 
f(z) = -27/16*z^3 + 67/16*z + 1
*
2 | 0.15979805345961498684367742523373921393 | 0.028287977024237722162427066014905487152
f(z) = -27/16*z^3 + 71/12*z + 1
*
-2/9 | 0.070459612606068377720461730852458106253 | 0.012241620627091768310850896042154658391
f(z) = -27/16*z^3 + 79/12*z + 1
*
[ -1 ] 
f(z) = -27/17*z^3 + 61/17*z + 1
*
[ -1/3 ] 
f(z) = -27/17*z^3 + 71/17*z + 1
*
[ -1 ] 
f(z) = -27/19*z^3 + 65/19*z + 1
*
[ -1/3 ] 
f(z) = -27/19*z^3 + 79/19*z + 1
*
[ -1/3 ] 
f(z) = -26*z^3 + 62/9*z + 1
*
[ -1/2 ] 
f(z) = -26/9*z^3 + 67/18*z + 1
*
[ -1 ] 
f(z) = -26/17*z^3 + 60/17*z + 1
*
[ -1 ] 
f(z) = -26/19*z^3 + 64/19*z + 1
*
[ 4/5 ] 
f(z) = -25*z^3 + 63/4*z + 1
*
[ -3/10 ] 
f(z) = -25*z^3 + 79/12*z + 1
*
-4/5 | 0.12664769138322742229153052030015237232 | 0.027501196756760842089382189362192410126
f(z) = -25/3*z^3 + 67/12*z + 1
*
-6/5 | 0.11492625921831376797303750336686450700 | 0.026961034497876243281704869097121000163
f(z) = -25/3*z^3 + 71/6*z + 1
*
[ 6/5 ] 
f(z) = -25/3*z^3 + 73/6*z + 1
*
-7/10 | 0.057711210710212266998341089853098953796 | 0.012531830177700517222918303720949142881
f(z) = -25/3*z^3 + 73/12*z + 1
*
-6/5 | 0.12742061599929485047548250353907772819 | 0.029333868261741598141173402329902441321
f(z) = -25/3*z^3 + 77/6*z + 1
*
-4/5 | 0.055280532471638158299233503588436835683 | 0.012004015104552991583448101325420862343
f(z) = -25/3*z^3 + 79/12*z + 1
*
[ -6/5 ] 
f(z) = -25/4*z^3 + 65/6*z + 1
*
[ -1/2 ] 
f(z) = -25/4*z^3 + 73/16*z + 1
*
[ -7/5 ] 
f(z) = -25/7*z^3 + 61/7*z + 1
*
[ 8/5 ] 
f(z) = -25/8*z^3 + 67/8*z + 1
*
[ -8/5 ] 
f(z) = -25/8*z^3 + 77/8*z + 1
*
[ -2/15 ] 
f(z) = -25/8*z^3 + 77/9*z + 1
*
[ -2/5 ] 
f(z) = -25/9*z^3 + 71/18*z + 1
*
[ 3 ] 
f(z) = -25/9*z^3 + 77/3*z + 1
*
[ -3 ] 
f(z) = -25/9*z^3 + 79/3*z + 1
*
[ 3/2 ] 
f(z) = -25/9*z^3 + 79/12*z + 1
*
[ -1/5 ] 
f(z) = -25/11*z^3 + 67/11*z + 1
*
[ -1/5 ] 
f(z) = -25/13*z^3 + 79/13*z + 1
*
[ -7/5 ] 
f(z) = -25/14*z^3 + 73/14*z + 1
*
-2/5 | 0.14771803844797874513049085750083934196 | 0.029560088776599271756948721277113349308
f(z) = -25/18*z^3 + 74/9*z + 1
*
[ 3 ] 
f(z) = -25/18*z^3 + 79/6*z + 1
*
[ -1 ] 
f(z) = -25/19*z^3 + 63/19*z + 1
*
0 | 0.12273272283176542259173432643670265849 | 0.028698224134458008101730237024715279550
f(z) = -24*z^3 + 68/3*z + 1
*
[ -1/8 ] 
f(z) = -24*z^3 + 75/8*z + 1
*
[ 5/4 ] 
f(z) = -24/5*z^3 + 77/10*z + 1
*
-2/3 | 0.097872554862434968352631875377309298967 | 0.022531523711913561439114309273279252855
f(z) = -24/5*z^3 + 77/15*z + 1
*
[ -1/4 ] 
f(z) = -24/7*z^3 + 73/14*z + 1
*
[ -1 ] 
f(z) = -24/19*z^3 + 62/19*z + 1
*
[ -1/2 ] 
f(z) = -24/19*z^3 + 63/19*z + 1
*
[ -1/2 ] 
f(z) = -23/4*z^3 + 71/16*z + 1
*
[ 3 ] 
f(z) = -23/9*z^3 + 71/3*z + 1
*
[ -3 ] 
f(z) = -23/9*z^3 + 73/3*z + 1
*
[ 3/2 ] 
f(z) = -23/9*z^3 + 73/12*z + 1
*
[ 3 ] 
f(z) = -23/18*z^3 + 73/6*z + 1
*
[ -3 ] 
f(z) = -23/18*z^3 + 77/6*z + 1
*
[ -1 ] 
f(z) = -23/19*z^3 + 61/19*z + 1
*
-5/11 | 0.084145673379085753750049171090227637654 | 0.015330047010390101829669608554323861939
f(z) = -22*z^3 + 61/11*z + 1
*
0 | 0.12382254496909054880515509210690537397 | 0.027655400989420751908968411738797601086
f(z) = -22/3*z^3 + 67/12*z + 1
*
0 | 0.12196570120042721464222880157131208140 | 0.027240680398676065509275443440817438551
f(z) = -22/3*z^3 + 73/12*z + 1
*
[ -1/2 ] 
f(z) = -22/9*z^3 + 65/18*z + 1
*
[ 3 ] 
f(z) = -22/9*z^3 + 68/3*z + 1
*
[ -3 ] 
f(z) = -22/9*z^3 + 70/3*z + 1
*
[ -1 ] 
f(z) = -22/19*z^3 + 60/19*z + 1
*
[ -2/3 ] 
f(z) = -21*z^3 + 71/6*z + 1
*
0 | 0.10002494940899879699254747389224854438 | 0.024142335698582417617572238742210228351
f(z) = -21/2*z^3 + 61/6*z + 1
*
-2/7 | 0.14004508388592844878492589670165175626 | 0.028062714293937762942188425832265822228
f(z) = -21/2*z^3 + 61/14*z + 1
*
[ -2/7 ] 
f(z) = -21/2*z^3 + 75/14*z + 1
*
0 | 0.081877188790300320860865192941483293652 | 0.019472811975054653166855401680977357894
f(z) = -21/4*z^3 + 67/12*z + 1
*
[ -2/7 ] 
f(z) = -21/4*z^3 + 69/14*z + 1
*
[ -1/2 ] 
f(z) = -21/4*z^3 + 69/16*z + 1
*
[ -1/3 ] 
f(z) = -21/5*z^3 + 67/15*z + 1
*
[ -4/3 ] 
f(z) = -21/8*z^3 + 77/12*z + 1
*
-4/3 | 0.14535718027353589520270413400424790249 | 0.029330559477572298499602355648785313358
f(z) = -21/10*z^3 + 71/15*z + 1
*
-2 | 0.057693968829562049612578944341474768444 | 0.013203949509773328079426286482388254612
f(z) = -21/10*z^3 + 79/10*z + 1
*
-2 | 0.13976735444876729636647712573303986992 | 0.024620999838485144770086412337666957154
f(z) = -21/16*z^3 + 73/12*z + 1
*
-1/8 | 0.10942048735632443612975668671079466854 | 0.018969209140079626353795591421714378885
f(z) = -40/3*z^3 + 77/24*z + 1
*
-3/8 | 0.13500231428328602531740741289178302776 | 0.023404091828753803103762787776298461020
f(z) = -40/9*z^3 + 79/24*z + 1
*
-1/3 | 0.12877124344027678738722210332213849884 | 0.027040432626647760069639975257475417071
f(z) = -39/7*z^3 + 76/21*z + 1
*
-1/3 | 0.13009263060031532270591961819379132542 | 0.027317908245583684774539962430830260205
f(z) = -39/10*z^3 + 73/30*z + 1
*
0 | 0.12895436130815167728235829376246100948 | 0.026752454094860630061984962373506114832
f(z) = -39/14*z^3 + 62/21*z + 1
*
0 | 0.12075998906940140896981615299836067269 | 0.027884420392740512810201632533007807006
f(z) = -38/15*z^3 + 61/30*z + 1
*
-1/2 | 0.093712391438327575291838723279427652597 | 0.021447193009848347119388803518315920967
f(z) = -38/15*z^3 + 79/30*z + 1
*
-1/2 | 0.14634182237947693229535811958331229939 | 0.029284692016744364144027627146109051265
f(z) = -37/6*z^3 + 61/24*z + 1
*
0 | 0.13207502338722303202737043535433446217 | 0.028044203506842288951676603694728809009
f(z) = -37/10*z^3 + 61/30*z + 1
*
-1/12 | 0.14196783669452050249619653597891296787 | 0.028566030177961108029468543532820101849
f(z) = -36/5*z^3 + 61/20*z + 1
*
4/5 | 0.11712675074394804298071865336658413286 | 0.022677948580117211130779968501456455524
f(z) = -35/6*z^3 + 67/30*z + 1
*
-2/5 | 0.14501166490639055868655449513088158258 | 0.028076994020379527565380493312788309066
f(z) = -35/6*z^3 + 73/30*z + 1
*
[ 6/7 ] 
f(z) = -35/8*z^3 + 64/21*z + 1
*
-6/7 | 0.12356190751547646999548667658331046013 | 0.018721868486694343202808880423963255755
f(z) = -35/8*z^3 + 71/21*z + 1
*
[ -4/5 ] 
f(z) = -35/16*z^3 + 73/20*z + 1
*
-2/7 | 0.11269965584549571966855875935790353698 | 0.019758757692155635656508260941558186572
f(z) = -35/16*z^3 + 75/28*z + 1
*
[ -2/5 ] 
f(z) = -35/16*z^3 + 77/20*z + 1
*
-3/5 | 0.15434364932243783031326802620807032371 | 0.028788516751542215862736568861228226284
f(z) = -35/18*z^3 + 71/30*z + 1
*
-6/5 | 0.15984852270432588696596136274161494951 | 0.029233131783210864141485842458332705284
f(z) = -35/18*z^3 + 79/30*z + 1
*
-1/2 | 0.089751923316977965291346206294584515573 | 0.020662049654764935938501530244388013208
f(z) = -34/15*z^3 + 77/30*z + 1
*
[ 2/3 ] 
f(z) = -33/5*z^3 + 73/30*z + 1
*
0 | 0.11482154967810075569370033731912789399 | 0.024987715973227044519557920005830095037
f(z) = -33/7*z^3 + 71/21*z + 1
*
-1/3 | 0.11394226195987407912597318250739706323 | 0.024796363462976213423744507039578596829
f(z) = -33/7*z^3 + 74/21*z + 1
*
0 | 0.10365542615821785841709400338625528655 | 0.022557719828609435846467368684557182876
f(z) = -33/8*z^3 + 67/24*z + 1
*
-6/11 | 0.18918958633204115817443292550739687942 | 0.027054079392966136291992459859468626975
f(z) = -33/8*z^3 + 68/33*z + 1
*
-1/3 | 0.11846174380470031314226576747979429159 | 0.025779902955356125888477432870724787526
f(z) = -33/10*z^3 + 71/30*z + 1
*
0 | 0.076018893614675665844906133137754702211 | 0.015667440118822609859225312669611221353
f(z) = -32/7*z^3 + 79/28*z + 1
*
0 | 0.13757623776785230233101455986348654521 | 0.028354365138834489874772040703977509415
f(z) = -32/9*z^3 + 65/36*z + 1
*
-5/8 | 0.089473674215811693703900617979308191833 | 0.020854100928608948507457418544873618978
f(z) = -32/15*z^3 + 73/30*z + 1
*
-1/2 | 0.10415145083927131515555098062486054553 | 0.021606922629258967454270243845782190781
f(z) = -31/6*z^3 + 79/24*z + 1
*
0 | 0.11631925787751483181895009765904556400 | 0.026778192524994945290499348763189575689
f(z) = -31/15*z^3 + 77/30*z + 1
*
-1/3 | 0.12130908448809460431476022933648460233 | 0.026958714562518614848147393829049114550
f(z) = -30/7*z^3 + 73/21*z + 1
*
-1/2 | 0.094288883537660310827296071278936440541 | 0.019835299162739823200967924849011413803
f(z) = -29/6*z^3 + 77/24*z + 1
*
0 | 0.11832878902118505949270107817773815599 | 0.027579514652051573647231405074757546380
f(z) = -29/15*z^3 + 73/30*z + 1
*
0 | 0.10872036922024616636762830277071820560 | 0.023041304488095702069479356574205274034
f(z) = -28/5*z^3 + 67/20*z + 1
*
-3/7 | 0.14611678940252059483425569304030203704 | 0.027683519369361821713129275411350477348
f(z) = -28/9*z^3 + 61/21*z + 1
*
0 | 0.091144815020276729482794072032116059726 | 0.019316485498122002205459407811395298491
f(z) = -28/9*z^3 + 67/36*z + 1
*
0 | 0.082988662637268645281433855942737957380 | 0.019468659395288737375621101153070565516
f(z) = -28/15*z^3 + 71/30*z + 1
*
[ 5/6 ] 
f(z) = -27/5*z^3 + 71/20*z + 1
*
-7/9 | 0.12410839712842944867996245753324306809 | 0.028242082855019507035920378317625272124
f(z) = -27/7*z^3 + 76/21*z + 1
*
-4/9 | 0.12655534780548520751931086591053499978 | 0.028798910477988819553290224758023970762
f(z) = -27/7*z^3 + 79/21*z + 1
*
[ 8/9 ] 
f(z) = -27/8*z^3 + 61/24*z + 1
*
0 | 0.059904730692311791799815380849006939288 | 0.013631908934164713692717199907668200339
f(z) = -27/8*z^3 + 65/24*z + 1
*
-8/9 | 0.090002347621799859158052399669268569631 | 0.020480916823466720382336614636162870304
f(z) = -27/8*z^3 + 67/24*z + 1
*
-1/3 | 0.12550742112311562572638441251971000904 | 0.028560444484758390651437116362517500852
f(z) = -27/8*z^3 + 73/24*z + 1
*
0 | 0.064756877210870950128255062442645740349 | 0.014736062457798061140021805349190512480
f(z) = -27/10*z^3 + 71/30*z + 1
*
10/9 | 0.10027140367289687637859472926737325624 | 0.022817741233001268816257443923411811622
f(z) = -27/10*z^3 + 73/30*z + 1
*
[ -2/3 ] 
f(z) = -27/11*z^3 + 79/22*z + 1
*
4/3 | 0.090957126302628491819873568659036610022 | 0.021067139945899826664647113009326657873
f(z) = -27/14*z^3 + 75/28*z + 1
*
0 | 0.13013121268476897818916841075771902814 | 0.028019005185120585340929795368154473354
f(z) = -26/5*z^3 + 79/20*z + 1
*
[ -1/2 ] 
f(z) = -26/11*z^3 + 79/22*z + 1
*
-1/2 | 0.10737201414808317607051924914003951323 | 0.025025761371454385247087912106606700446
f(z) = -26/15*z^3 + 73/30*z + 1
*
0 | 0.085430329349471786970460144506604994995 | 0.017693616031920045662907739911708918777
f(z) = -25/6*z^3 + 71/30*z + 1
*
0 | 0.073984238764651367954113878016077193180 | 0.015322997383759117686553128618249295538
f(z) = -25/6*z^3 + 77/30*z + 1
*
0 | 0.10794804089819063255780172807085136390 | 0.022357296309105192009683753995065525509
f(z) = -25/7*z^3 + 76/35*z + 1
*
-3/5 | 0.084452473681975929928380413554812023032 | 0.019560557310441261849259759452524270451
f(z) = -25/8*z^3 + 67/24*z + 1
*
[ 9/10 ] 
f(z) = -25/9*z^3 + 77/36*z + 1
*
-3/2 | 0.15207912880771514690292205266437155587 | 0.028676293640331847447748118186397870280
f(z) = -25/18*z^3 + 67/24*z + 1
*
-4/5 | 0.10480513900574361850397979697545875500 | 0.024127493943091694162670149575573995803
f(z) = -25/18*z^3 + 77/36*z + 1
*
0 | 0.10810851719561035273974763147175795972 | 0.023685422903909535148244622174370450230
f(z) = -24/5*z^3 + 71/20*z + 1
*
[ 3/4 ] 
f(z) = -24/5*z^3 + 71/30*z + 1
*
-1/3 | 0.11197294250978544341938247080907397063 | 0.026182297002775464618215148193939691124
f(z) = -24/7*z^3 + 71/21*z + 1
*
0 | 0.12053921188854999681454848748611013950 | 0.027586829265050662193299609178607635927
f(z) = -24/7*z^3 + 79/21*z + 1
*
-1/2 | 0.098906102337632930806812553971250334840 | 0.021873225749572736169792235852590545528
f(z) = -23/6*z^3 + 71/24*z + 1
*
0 | 0.10870171231249770812828574059941724772 | 0.026442483010691307452291958515893407210
f(z) = -23/15*z^3 + 61/30*z + 1
*
[ 3/2 ] 
f(z) = -23/18*z^3 + 77/24*z + 1
*
-4/11 | 0.060454670361162187181022817306262561204 | 0.011013910774224086574920330089176418155
f(z) = -22/3*z^3 + 65/33*z + 1
*
-1/2 | 0.11021822069755408526944703417361523839 | 0.025856555940591879160395339757088112726
f(z) = -22/15*z^3 + 71/30*z + 1
*
3/2 | 0.11909226691450841247807984559960982391 | 0.027255678734618166275060213706170779662
f(z) = -22/15*z^3 + 79/30*z + 1
*
[ 4/7 ] 
f(z) = -21/2*z^3 + 75/28*z + 1
*
-1/6 | 0.16353394807374478282381504454128204646 | 0.029575195826834434702437298529328577885
f(z) = -21/2*z^3 + 79/24*z + 1
*
[ 5/7 ] 
f(z) = -21/5*z^3 + 61/35*z + 1
*
0 | 0.11347854420726899355961737166201507620 | 0.023464005281445541277651928791583956890
f(z) = -21/5*z^3 + 71/30*z + 1
*
-6/7 | 0.16960012458879410721580629666006428704 | 0.027119406318713769481889172132504516689
f(z) = -21/8*z^3 + 65/21*z + 1
*
-2/21 | 0.15736500207239168700965243963916139005 | 0.024651811468705578790005723720674174115
f(z) = -21/8*z^3 + 74/21*z + 1
*
-1/3 | 0.082797155087623186719476293351440930914 | 0.019691607111964356574132826669786451026
f(z) = -21/10*z^3 + 67/30*z + 1
*
3/4 | 0.14715597166873262128157435372098745053 | 0.026850148993030114971478535251821359121
f(z) = -40/7*z^3 + 79/42*z + 1
*
0 | 0.11388428827880422335009893900531013132 | 0.023914348748717166303241748147777056589
f(z) = -39/14*z^3 + 61/42*z + 1
*
11/12 | 0.13342169993713216376708324511692323467 | 0.026846420960826643044590627029473491233
f(z) = -36/11*z^3 + 73/44*z + 1
*
6/7 | 0.18148218818724739961201147901930055256 | 0.029297757690812512096168308897095704797
f(z) = -35/9*z^3 + 71/42*z + 1
*
-6/7 | 0.12612427344928412859112919899887474689 | 0.022926441301651877443582735778262711684
f(z) = -35/18*z^3 + 67/42*z + 1
*
[ 2/3 ] 
f(z) = -33/7*z^3 + 67/42*z + 1
*
0 | 0.13062723855237911799602181032993435005 | 0.028427384445381349172625369716497908126
f(z) = -33/14*z^3 + 71/42*z + 1
*
[ 3/4 ] 
f(z) = -31/9*z^3 + 77/48*z + 1
*
[ 3/4 ] 
f(z) = -29/9*z^3 + 71/48*z + 1
*
2/3 | 0.13810771756133254696773779202607811088 | 0.027145966083219976364252147917596803515
f(z) = -27/7*z^3 + 65/42*z + 1
*
[ 5/6 ] 
f(z) = -27/10*z^3 + 67/40*z + 1
*
-7/9 | 0.10912225946385013620828555983143972632 | 0.024831840265537008917460273657504197648
f(z) = -27/14*z^3 + 61/42*z + 1
*
0 | 0.12552454385655005418937096046461999801 | 0.028564340930668163565311824761165716410
f(z) = -27/14*z^3 + 67/42*z + 1
*
-4/9 | 0.091842431702225921584160396544519593963 | 0.020899646001040563962830003165939115171
f(z) = -27/14*z^3 + 79/42*z + 1
*
[ 2/3 ] 
f(z) = -25/6*z^3 + 73/54*z + 1
*
0 | 0.067037976205854076038316393425573355464 | 0.013884345519624385333200815208506768732
f(z) = -25/8*z^3 + 61/40*z + 1
*
0 | 0.070999612008407487504312508995776512415 | 0.014704846427000565043043789655169907005
f(z) = -25/8*z^3 + 77/40*z + 1
*
0 | 0.14378627045818049557748541827072685086 | 0.029779810981901407715220557726936552221
f(z) = -25/9*z^3 + 71/45*z + 1
*
-3/8 | 0.075812627129928155731168708160889096348 | 0.014419913241062487467039453027839485389
f(z) = -24/5*z^3 + 67/40*z + 1
*
[ 2/3 ] 
f(z) = -23/6*z^3 + 65/54*z + 1
*
-1/2 | 0.13198246669478207680633929110940169094 | 0.029188110953412823132827717463638537253
f(z) = -23/12*z^3 + 71/48*z + 1
*
-3/11 | 0.076607101840740434851136501974358422756 | 0.013956635265814932284320220866014172160
f(z) = -22/5*z^3 + 73/55*z + 1
*
0 | 0.13814175938300163688397095755084271955 | 0.027681319601227288963149397773484496087
f(z) = -21/8*z^3 + 67/56*z + 1
*
0 | 0.10269045808751587646860686019820735540 | 0.023501930119050650692709004876739919494
f(z) = -21/16*z^3 + 79/48*z + 1
*
[ 2/3 ] 
f(z) = -39/11*z^3 + 71/66*z + 1
*
0 | 0.11570017248442804355813588419985149351 | 0.023030040623843949210299189314115803040
f(z) = -38/15*z^3 + 77/60*z + 1
*
0 | 0.064372751384962821090162691863873284181 | 0.012463779082032514251898830543807197172
f(z) = -35/12*z^3 + 67/60*z + 1
*
0 | 0.092126756428122662895948103097921999632 | 0.017837478047156534365457772055518986371
f(z) = -35/12*z^3 + 79/60*z + 1
*
0 | 0.11899237962486851819624361484008046223 | 0.024221603673069771959680374629936869137
f(z) = -34/15*z^3 + 61/60*z + 1
*
0 | 0.15252171183534938809120085193202046934 | 0.028897006162724236169888871669265216494
f(z) = -28/11*z^3 + 75/77*z + 1
*
38/45 | 0.17582533025153018339185080691632540422 | 0.023094420732600704995177464169505168530
f(z) = -27/8*z^3 + 68/75*z + 1
*
-4/9 | 0.12354170485325732953725999571187318978 | 0.024282921975887138690542295664524934122
f(z) = -27/11*z^3 + 65/66*z + 1
*
0 | 0.067455929197629053759190549935169229493 | 0.013970908451222218585056982192625098196
f(z) = -25/12*z^3 + 77/60*z + 1
*
-1/4 | 0.14255543479455171519882832843316529269 | 0.028684263613426650287546957404246753947
f(z) = -24/13*z^3 + 61/78*z + 1
*
-1/6 | 0.10474651003784896476950481076286291897 | 0.018943458425830217835011474838816752777
f(z) = -21/5*z^3 + 67/60*z + 1
*
-1/7 | 0.14636426500831298066892576229305167896 | 0.029328973483396824775495789322621465135
f(z) = -21/10*z^3 + 73/70*z + 1
*
[ 3/4 ] 
f(z) = -37/18*z^3 + 79/96*z + 1
*
0 | 0.092118229859993036328779192676386668184 | 0.017835827142710023638049893065343977889
f(z) = -35/18*z^3 + 67/90*z + 1
*
[ 3/4 ] 
f(z) = -35/18*z^3 + 73/96*z + 1
*
[ 8/11 ] 
f(z) = -33/16*z^3 + 63/88*z + 1
*
[ 2/3 ] 
f(z) = -31/10*z^3 + 79/90*z + 1
*
[ 3/4 ] 
f(z) = -31/18*z^3 + 61/96*z + 1
*
[ 2/3 ] 
f(z) = -29/10*z^3 + 71/90*z + 1
*
0 | 0.13662568155567610987991298295047088783 | 0.028296769636186126034029867738952942199
f(z) = -25/16*z^3 + 61/80*z + 1
*
0 | 0.14098815176047667334170054355731666786 | 0.029200288015925464178082279658732029191
f(z) = -25/18*z^3 + 71/90*z + 1
*
0 | 0.10950241249913620221494387410643022664 | 0.020827866645729797104631495562839985100
f(z) = -24/11*z^3 + 71/88*z + 1
*
0 | 0.13835310676504850188317927135707232522 | 0.026212599706050843112779411187749966741
f(z) = -28/15*z^3 + 61/105*z + 1
*
-1/2 | 0.12545611285711584439428096979894253305 | 0.023769114723135963221871895465599619565
f(z) = -28/15*z^3 + 64/105*z + 1
*
0 | 0.14930322020695360388993795301102706195 | 0.027180329538814769927085492759191733828
f(z) = -27/13*z^3 + 74/117*z + 1
*
[ 4/5 ] 
f(z) = -23/16*z^3 + 67/100*z + 1
*
0 | 0.13350098069941488417267357190016940081 | 0.024075150351107383873316757743973088221
f(z) = -32/15*z^3 + 61/120*z + 1
*
[ 2/3 ] 
f(z) = -31/14*z^3 + 61/126*z + 1
*
[ 3/4 ] 
f(z) = -26/15*z^3 + 77/120*z + 1
*
6/7 | 0.21026699470380133903607237048407602329 | 0.029570521798042448152315074599565117076
f(z) = -35/16*z^3 + 71/140*z + 1
*
[ 2/3 ] 
f(z) = -37/18*z^3 + 67/162*z + 1
*
0 | 0.16302184344659148244045138363091189225 | 0.029700071594861793339197953990385272437
f(z) = -22/15*z^3 + 62/165*z + 1
*
0 | 0.17230262592787849310664826494203352031 | 0.029589776385162094857834452179099185187
f(z) = -26/15*z^3 + 68/195*z + 1
*
[ 2/3 ] 
f(z) = -23/13*z^3 + 67/234*z + 1
*
[ 2/3 ] 
f(z) = -26/15*z^3 + 73/270*z + 1
*
-1/5 | 0.099205810576679779826901849614739426949 | 0.016557856563561808818102411642478703778
f(z) = -40*z^3 + 81/10*z + 1
*
-7/20 | 0.065168984437477350391309302933843626011 | 0.010876970718108270478936758287962761291
f(z) = -40*z^3 + 89/10*z + 1
*
[ -2/5 ] 
f(z) = -40*z^3 + 99/10*z + 1
*
[ 3/2 ] 
f(z) = -40/3*z^3 + 91/3*z + 1
*
-1/2 | 0.054590850289607879576606655582671258567 | 0.010303431544942530946597453166127363213
f(z) = -40/3*z^3 + 92/15*z + 1
*
[ -3/2 ] 
f(z) = -40/3*z^3 + 95/3*z + 1
*
[ -1/5 ] 
f(z) = -40/3*z^3 + 98/15*z + 1
*
[ -1/4 ] 
f(z) = -40/9*z^3 + 95/18*z + 1
*
[ -1/6 ] 
f(z) = -39*z^3 + 97/12*z + 1
*
[ -2 ] 
f(z) = -39/4*z^3 + 81/2*z + 1
*
[ -1/2 ] 
f(z) = -39/4*z^3 + 87/16*z + 1
*
0 | 0.10343288430588244560269518932190251554 | 0.021719677971038896455808905849370116998
f(z) = -39/4*z^3 + 97/12*z + 1
*
0 | 0.093677681346656416809710355899085820015 | 0.019671201142432609798356032221298573391
f(z) = -39/5*z^3 + 92/15*z + 1
*
0 | 0.098351186246232252610461488421444301565 | 0.020652581697524475424029354625472017047
f(z) = -39/5*z^3 + 97/15*z + 1
*
[ -2/13 ] 
f(z) = -39/8*z^3 + 99/13*z + 1
*
[ -1/2 ] 
f(z) = -37/4*z^3 + 85/16*z + 1
*
0 | 0.13293838887775978353411650726139534216 | 0.028227526567451640261587687456612989628
f(z) = -37/5*z^3 + 86/15*z + 1
*
[ -2 ] 
f(z) = -37/12*z^3 + 83/6*z + 1
*
-1/12 | 0.13092370550468775249287128293704425101 | 0.026343787505228315528439871177841474373
f(z) = -36*z^3 + 85/4*z + 1
*
-1/4 | 0.12409944377692091473835698700480546677 | 0.020450023152187798271020229675862291684
f(z) = -36*z^3 + 91/12*z + 1
*
[ -1/9 ] 
f(z) = -36*z^3 + 94/9*z + 1
*
0 | 0.053301980948772446732527239603085158507 | 0.011384127945835191315493839030761629868
f(z) = -36/5*z^3 + 83/15*z + 1
*
0 | 0.13010378266055723841420740638373226236 | 0.027787299490208309917938438733334841620
f(z) = -36/5*z^3 + 88/15*z + 1
*
[ -1/6 ] 
f(z) = -36/13*z^3 + 92/13*z + 1
*
[ -1/3 ] 
f(z) = -36/19*z^3 + 80/19*z + 1
*
[ -2/5 ] 
f(z) = -35*z^3 + 91/10*z + 1
*
[ -2/7 ] 
f(z) = -35/2*z^3 + 83/14*z + 1
*
4/5 | 0.080751787715695343409242780424093398169 | 0.015635069511767382771092560863276819783
f(z) = -35/2*z^3 + 97/10*z + 1
*
-1/5 | 0.10966101579628487025837063554452347638 | 0.021232441450614281276720112910841148108
f(z) = -35/3*z^3 + 82/15*z + 1
*
[ -1/5 ] 
f(z) = -35/3*z^3 + 97/15*z + 1
*
[ -1/2 ] 
f(z) = -35/4*z^3 + 83/16*z + 1
*
0 | 0.14563728417187312626536710572269407778 | 0.028105628642798846657932830382051279948
f(z) = -35/6*z^3 + 89/15*z + 1
*
-6/5 | 0.16316177422755689017461565101240504779 | 0.024716874172381540345413796319361445992
f(z) = -35/8*z^3 + 92/15*z + 1
*
[ 6/5 ] 
f(z) = -35/8*z^3 + 97/15*z + 1
*
[ 2/3 ] 
f(z) = -33*z^3 + 85/6*z + 1
*
-5/11 | 0.16560035705881362572760810822976635871 | 0.028094509607683995789454597625899902551
f(z) = -33*z^3 + 86/11*z + 1
*
[ -1/6 ] 
f(z) = -33*z^3 + 95/12*z + 1
*
0 | 0.10255677911791035135923177292948401343 | 0.022318629864443359099399723189136235743
f(z) = -33/2*z^3 + 89/6*z + 1
*
0 | 0.11578145225731026341788373143083754736 | 0.025196612065280311076780401512065134004
f(z) = -33/2*z^3 + 95/6*z + 1
*
[ -1/2 ] 
f(z) = -33/4*z^3 + 81/16*z + 1
*
-4/3 | 0.14499886421392050399402827164120968050 | 0.028232974091794846057284102887947288835
f(z) = -33/8*z^3 + 85/12*z + 1
*
[ 4/3 ] 
f(z) = -33/8*z^3 + 91/12*z + 1
*
2 | 0.16020636154078831926475154574639543499 | 0.027269489442568097089493850556224876522
f(z) = -33/16*z^3 + 89/12*z + 1
*
7/12 | 0.13007864124144642631657472313530728555 | 0.022970077523536547401139339142734459796
f(z) = -32*z^3 + 80/9*z + 1
*
-1/2 | 0.11665641749775463851811307385464991122 | 0.021037454376485389314535072996384402958
f(z) = -32*z^3 + 89/8*z + 1
*
[ -3/4 ] 
f(z) = -32/5*z^3 + 89/15*z + 1
*
[ 9/8 ] 
f(z) = -32/9*z^3 + 83/18*z + 1
*
[ 3 ] 
f(z) = -32/9*z^3 + 98/3*z + 1
*
-3/2 | 0.12752042594095442381106867557118535022 | 0.028937724140270726921498546749287262824
f(z) = -32/15*z^3 + 82/15*z + 1
*
[ -3/2 ] 
f(z) = -32/15*z^3 + 97/15*z + 1
*
[ -1/4 ] 
f(z) = -32/17*z^3 + 87/17*z + 1
*
[ -1/4 ] 
f(z) = -32/19*z^3 + 97/19*z + 1
*
[ 3 ] 
f(z) = -31/9*z^3 + 95/3*z + 1
*
[ -3 ] 
f(z) = -31/9*z^3 + 97/3*z + 1
*
[ 3/2 ] 
f(z) = -31/9*z^3 + 97/12*z + 1
*
[ 3 ] 
f(z) = -31/18*z^3 + 97/6*z + 1
*
-4/15 | 0.11383083064431507967941237404118624183 | 0.018632545023295309981775705504331792523
f(z) = -30*z^3 + 92/15*z + 1
*
[ -2/3 ] 
f(z) = -30*z^3 + 95/6*z + 1
*
[ 3 ] 
f(z) = -29/9*z^3 + 89/3*z + 1
*
[ -3 ] 
f(z) = -29/9*z^3 + 91/3*z + 1
*
[ 3/2 ] 
f(z) = -29/9*z^3 + 91/12*z + 1
*
[ 3 ] 
f(z) = -29/18*z^3 + 91/6*z + 1
*
[ -3 ] 
f(z) = -29/18*z^3 + 95/6*z + 1
*
[ -2/7 ] 
f(z) = -28*z^3 + 95/14*z + 1
*
0 | 0.059304529175046121616134747201954632775 | 0.012568516130378707702204187736557241173
f(z) = -28/3*z^3 + 97/12*z + 1
*
[ 3 ] 
f(z) = -28/9*z^3 + 86/3*z + 1
*
[ -3 ] 
f(z) = -28/9*z^3 + 88/3*z + 1
*
[ -3/2 ] 
f(z) = -28/15*z^3 + 88/15*z + 1
*
-2/9 | 0.16423062079752916411977371191883362019 | 0.028409947673490427773867775904002515382
f(z) = -27*z^3 + 91/12*z + 1
*
[ 4/3 ] 
f(z) = -27/2*z^3 + 97/4*z + 1
*
0 | 0.11557270878659747296931928886866465960 | 0.026014355418457857553995117583519428907
f(z) = -27/4*z^3 + 85/12*z + 1
*
-1 | 0.11922826334660382657631232766586821801 | 0.026062469062386399210979512577648070722
f(z) = -27/4*z^3 + 97/12*z + 1
*
[ -5/3 ] 
f(z) = -27/5*z^3 + 83/5*z + 1
*
0 | 0.12872875564498281672487175969636120995 | 0.028537522718011514352292968903805475191
f(z) = -27/5*z^3 + 91/15*z + 1
*
[ -10/9 ] 
f(z) = -27/8*z^3 + 91/15*z + 1
*
[ -5/3 ] 
f(z) = -27/10*z^3 + 91/10*z + 1
*
20/9 | 0.16478471650490005954618566140879549004 | 0.028270072722424828414277432682641002173
f(z) = -27/16*z^3 + 85/12*z + 1
*
-4/9 | 0.14860908105794633865983869739030698359 | 0.025200136268023272057625006102568663648
f(z) = -27/16*z^3 + 91/12*z + 1
*
-6/13 | 0.088503138349656467084462453571904023368 | 0.015198770529751281560612869486318098111
f(z) = -26*z^3 + 85/13*z + 1
*
0 | 0.13083012214362541880570868872946402610 | 0.028169489817881718956067785363589499385
f(z) = -26/3*z^3 + 83/12*z + 1
*
0 | 0.12627070931989728891629350973892182028 | 0.027187786743626912586408850391424611831
f(z) = -26/3*z^3 + 89/12*z + 1
*
[ 3 ] 
f(z) = -26/9*z^3 + 80/3*z + 1
*
[ -3 ] 
f(z) = -26/9*z^3 + 82/3*z + 1
*
-3/10 | 0.15167865285188041507010840738816316993 | 0.026592643307461148869660705546056938543
f(z) = -25*z^3 + 83/12*z + 1
*
11/15 | 0.13454248477145841138424681538360481853 | 0.024841209501341213884524567734233358552
f(z) = -25/2*z^3 + 85/18*z + 1
*
[ -1/10 ] 
f(z) = -25/2*z^3 + 89/8*z + 1
*
[ -1/3 ] 
f(z) = -25/2*z^3 + 97/18*z + 1
*
-2 | 0.060488733761572704435177723068295348991 | 0.013163690117854271928317083530855701875
f(z) = -25/2*z^3 + 99/2*z + 1
*
[ -6/5 ] 
f(z) = -25/3*z^3 + 83/6*z + 1
*
[ -4/5 ] 
f(z) = -25/3*z^3 + 91/12*z + 1
*
0 | 0.072225661325597832056463901704022140924 | 0.014958775517755004868429609422748300189
f(z) = -25/3*z^3 + 98/15*z + 1
*
[ -2/3 ] 
f(z) = -25/4*z^3 + 95/18*z + 1
*
[ 9/5 ] 
f(z) = -25/9*z^3 + 85/9*z + 1
*
[ -9/5 ] 
f(z) = -25/9*z^3 + 95/9*z + 1
*
[ -3/2 ] 
f(z) = -25/9*z^3 + 95/12*z + 1
*
-8/5 | 0.10971054254357015352767416021898600997 | 0.024694835630704268196584395719669812813
f(z) = -25/12*z^3 + 85/12*z + 1
*
-2 | 0.060952869094808357124896386272784220186 | 0.013447662690445308880161783832455980710
f(z) = -25/14*z^3 + 93/14*z + 1
*
[ -1/5 ] 
f(z) = -25/16*z^3 + 97/16*z + 1
*
[ -3 ] 
f(z) = -25/18*z^3 + 83/6*z + 1
*
-7/5 | 0.13000008804269289727615634750349606374 | 0.029261825999232864946211823203603769892
f(z) = -25/18*z^3 + 85/18*z + 1
*
[ 9/5 ] 
f(z) = -25/18*z^3 + 89/18*z + 1
*
[ -3/4 ] 
f(z) = -24*z^3 + 95/6*z + 1
*
-5/4 | 0.11342651767160535491459253611769050137 | 0.025668841159709567534701113594794847476
f(z) = -24/5*z^3 + 83/10*z + 1
*
[ -5/6 ] 
f(z) = -24/5*z^3 + 83/15*z + 1
*
-1/6 | 0.060170325934250194394397443623371448143 | 0.013306753491229766332099827750238006918
f(z) = -24/5*z^3 + 92/15*z + 1
*
[ 2/3 ] 
f(z) = -23/2*z^3 + 83/18*z + 1
*
-2 | 0.058956733053063554477873754007922018500 | 0.013069955508010970944128995379102333335
f(z) = -23/2*z^3 + 91/2*z + 1
*
[ 2 ] 
f(z) = -23/2*z^3 + 93/2*z + 1
*
[ -2 ] 
f(z) = -23/2*z^3 + 95/2*z + 1
*
[ -1/3 ] 
f(z) = -23/2*z^3 + 95/18*z + 1
*
[ -2/3 ] 
f(z) = -23/4*z^3 + 91/18*z + 1
*
[ -3/2 ] 
f(z) = -23/9*z^3 + 89/12*z + 1
*
-2 | 0.059356790476123475693554997384495478795 | 0.013291090837311163872293307454260031523
f(z) = -23/10*z^3 + 87/10*z + 1
*
[ 2 ] 
f(z) = -23/10*z^3 + 97/10*z + 1
*
-2 | 0.059415224313303898526939346640775915091 | 0.013373821369954160958571158411689944619
f(z) = -23/14*z^3 + 85/14*z + 1
*
[ 2 ] 
f(z) = -23/14*z^3 + 99/14*z + 1
*
-4 | 0.15200803667076509563660855143915240124 | 0.025874013436873263038392487619134207076
f(z) = -23/16*z^3 + 89/4*z + 1
*
[ 4 ] 
f(z) = -23/16*z^3 + 95/4*z + 1
*
[ -4 ] 
f(z) = -23/16*z^3 + 97/4*z + 1
*
-2 | 0.045814652824710821682433915857624370508 | 0.010368025663536153425305166475816586975
f(z) = -23/18*z^3 + 83/18*z + 1
*
3/2 | 0.11997707908984180075967940438739699123 | 0.026346140211022201682220589433171799140
f(z) = -22/3*z^3 + 95/6*z + 1
*
[ -2/7 ] 
f(z) = -21*z^3 + 87/14*z + 1
*
-2 | 0.057285598606425011130500203813092290454 | 0.012963943190290765087345589265134882556
f(z) = -21/2*z^3 + 83/2*z + 1
*
-4/7 | 0.13258941607449219893479426216009039620 | 0.026568722003331791049571151785086251354
f(z) = -21/2*z^3 + 83/14*z + 1
*
[ 2 ] 
f(z) = -21/2*z^3 + 85/2*z + 1
*
[ -2 ] 
f(z) = -21/2*z^3 + 87/2*z + 1
*
-1 | 0.12402673034066631162061365930333979060 | 0.027701005191212204311190389708621964243
f(z) = -21/5*z^3 + 88/15*z + 1
*
4/3 | 0.090888121643907212848867289494701287377 | 0.019867511209121515127110200783825466259
f(z) = -21/5*z^3 + 97/15*z + 1
*
[ 2 ] 
f(z) = -21/10*z^3 + 89/10*z + 1
*
[ -2 ] 
f(z) = -21/10*z^3 + 99/10*z + 1
*
[ 4 ] 
f(z) = -21/16*z^3 + 87/4*z + 1
*
[ -4 ] 
f(z) = -21/16*z^3 + 89/4*z + 1
*
-3/20 | 0.11371755892843091441992055310418113701 | 0.018979926866682571760563634439578868464
f(z) = -40/3*z^3 + 89/30*z + 1
*
[ 7/10 ] 
f(z) = -40/7*z^3 + 83/35*z + 1
*
21/20 | 0.093257654461893479379660010551132826472 | 0.015565084918495926899849781985064957051
f(z) = -40/9*z^3 + 97/30*z + 1
*
0 | 0.15059581501053914107854106987032020845 | 0.029673035937903298476108604826272794929
f(z) = -40/9*z^3 + 97/36*z + 1
*
-1/6 | 0.15750741117677513169045224993326467791 | 0.025617341359856107376021732555321486368
f(z) = -39/2*z^3 + 85/24*z + 1
*
[ 2/3 ] 
f(z) = -39/5*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -39/5*z^3 + 99/20*z + 1
*
0 | 0.11690116933582284188674332185288926617 | 0.024547857960754534253439248333523820176
f(z) = -39/7*z^3 + 82/21*z + 1
*
[ -1/3 ] 
f(z) = -39/7*z^3 + 97/21*z + 1
*
-6/13 | 0.21131950751598259331584917873035907287 | 0.028840719486627194702166702939181143260
f(z) = -39/8*z^3 + 86/39*z + 1
*
-2/13 | 0.20837317403368646281085427095650885014 | 0.028438606219963759197894912694807034994
f(z) = -39/8*z^3 + 89/39*z + 1
*
[ -1/2 ] 
f(z) = -38/11*z^3 + 85/22*z + 1
*
[ -1/2 ] 
f(z) = -38/13*z^3 + 97/26*z + 1
*
0 | 0.086151643364091497351636658891098083361 | 0.019098720152917199513089919278598227079
f(z) = -38/15*z^3 + 91/30*z + 1
*
[ -1/2 ] 
f(z) = -37/5*z^3 + 97/20*z + 1
*
-1/2 | 0.13907268783410195940688245579416109024 | 0.027830054081202044601176799961035626625
f(z) = -37/6*z^3 + 85/24*z + 1
*
[ 5/12 ] 
f(z) = -36*z^3 + 97/20*z + 1
*
-1/4 | 0.085330897229527318224878958226575024062 | 0.017169839606813261891544109955674038128
f(z) = -36/5*z^3 + 89/20*z + 1
*
[ -5/12 ] 
f(z) = -36/5*z^3 + 93/20*z + 1
*
0 | 0.10416059689087682562474382334064165552 | 0.020958653899486180270420167116362282354
f(z) = -36/7*z^3 + 95/28*z + 1
*
-7/12 | 0.11358829397137545486926502172313366228 | 0.022855646102654647939348082079520156518
f(z) = -36/7*z^3 + 97/28*z + 1
*
[ -2/3 ] 
f(z) = -36/11*z^3 + 87/22*z + 1
*
[ -2/3 ] 
f(z) = -36/13*z^3 + 97/26*z + 1
*
4/5 | 0.11479313664776304921022711768759773118 | 0.022226116866670191816521608172898005865
f(z) = -35/4*z^3 + 87/20*z + 1
*
-1/2 | 0.13077404527088986102908811942805198950 | 0.026463680308507240441912948463596677056
f(z) = -35/6*z^3 + 83/24*z + 1
*
-4/5 | 0.13788164520284391880074514469800083859 | 0.026696487695520105768631018035550266156
f(z) = -35/8*z^3 + 81/20*z + 1
*
-2/35 | 0.17106074509781160298115620524069107375 | 0.024056821180279953500368513249232099759
f(z) = -35/8*z^3 + 88/35*z + 1
*
-4/7 | 0.12123923171631174624688565660894017937 | 0.022038455036326463411911818042725901023
f(z) = -35/8*z^3 + 89/28*z + 1
*
-6/7 | 0.19532061968398918576950006276338287378 | 0.029588518529270701254935478048495631038
f(z) = -35/8*z^3 + 92/21*z + 1
*
[ -3/7 ] 
f(z) = -35/9*z^3 + 85/21*z + 1
*
-2/5 | 0.11143406439457919717684682167130018862 | 0.021504963168192912425457917133613711724
f(z) = -35/12*z^3 + 89/30*z + 1
*
-4/5 | 0.16191868438687522104022721062711436304 | 0.027892320377367017489115573610127907957
f(z) = -35/16*z^3 + 83/20*z + 1
*
[ -4/7 ] 
f(z) = -35/16*z^3 + 97/28*z + 1
*
[ 6/5 ] 
f(z) = -35/18*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -34/11*z^3 + 83/22*z + 1
*
[ -1/2 ] 
f(z) = -34/13*z^3 + 95/26*z + 1
*
0 | 0.056764535048829580558292726573608597945 | 0.012846024576825489477420894864252784290
f(z) = -34/15*z^3 + 83/30*z + 1
*
-1/6 | 0.13224100705825095952815950175038619203 | 0.022108652299890812164066894926311760115
f(z) = -33/2*z^3 + 83/24*z + 1
*
[ -1/2 ] 
f(z) = -33/5*z^3 + 93/20*z + 1
*
[ -1/3 ] 
f(z) = -33/7*z^3 + 95/21*z + 1
*
-3/4 | 0.094481116641776243495998654440009494951 | 0.020699804808579320910325701269840104069
f(z) = -32/7*z^3 + 82/21*z + 1
*
0 | 0.13302797392910609073904668152689498223 | 0.027416971183861095674459708533700948135
f(z) = -32/9*z^3 + 83/36*z + 1
*
-3/8 | 0.099018558973761349346318462329424172501 | 0.022059830830018939404336059603556154189
f(z) = -32/15*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -31/5*z^3 + 91/20*z + 1
*
[ -1/3 ] 
f(z) = -30/7*z^3 + 94/21*z + 1
*
0 | 0.13240907304389570843077862643337336981 | 0.026425605790927495096552661564027699473
f(z) = -30/7*z^3 + 94/35*z + 1
*
0 | 0.10222098265182369256216589281231933612 | 0.022344795798502072319003243372391768887
f(z) = -30/7*z^3 + 97/21*z + 1
*
[ -1/2 ] 
f(z) = -30/11*z^3 + 81/22*z + 1
*
[ -1/2 ] 
f(z) = -30/13*z^3 + 93/26*z + 1
*
[ -1/2 ] 
f(z) = -29/5*z^3 + 89/20*z + 1
*
[ 3/2 ] 
f(z) = -29/18*z^3 + 95/24*z + 1
*
[ 3/7 ] 
f(z) = -28*z^3 + 80/21*z + 1
*
-3/7 | 0.13102095593842655593118704120311383253 | 0.024823438746123746459532548146038150045
f(z) = -28/3*z^3 + 85/21*z + 1
*
[ 5/7 ] 
f(z) = -28/5*z^3 + 86/35*z + 1
*
0 | 0.11818116067668963028011014445447777811 | 0.025046347132907598384536912848597915821
f(z) = -28/5*z^3 + 97/20*z + 1
*
[ -3/7 ] 
f(z) = -28/9*z^3 + 82/21*z + 1
*
8/9 | 0.12368664221204187362441722348608809911 | 0.024311410352172189191150855695666084269
f(z) = -27/5*z^3 + 83/30*z + 1
*
[ -1/2 ] 
f(z) = -27/5*z^3 + 87/20*z + 1
*
-8/9 | 0.094385150656395152844689723585366951690 | 0.021245230653319205001374399247863659115
f(z) = -27/7*z^3 + 85/21*z + 1
*
0 | 0.061734541326547316282820242159843239304 | 0.013788228110719413113720987791473328458
f(z) = -27/7*z^3 + 88/21*z + 1
*
[ -7/9 ] 
f(z) = -27/7*z^3 + 97/21*z + 1
*
0 | 0.13056717261404363555970586997435293854 | 0.029088382720081033086264467457535003206
f(z) = -27/8*z^3 + 89/24*z + 1
*
-8/9 | 0.11138463805519120077463105536215909873 | 0.024692553136331010720199877618034011747
f(z) = -27/8*z^3 + 91/24*z + 1
*
-10/9 | 0.12764526473649929537167763560259021576 | 0.027902367020846955704004073299982636208
f(z) = -27/10*z^3 + 97/30*z + 1
*
[ -2/3 ] 
f(z) = -27/13*z^3 + 89/26*z + 1
*
[ -8/9 ] 
f(z) = -27/16*z^3 + 83/24*z + 1
*
3/4 | 0.15637532538961355008048802330893358125 | 0.029297275832899372924131288372912608705
f(z) = -26/3*z^3 + 85/24*z + 1
*
-5/13 | 0.065410915996264359151078459146658909113 | 0.011233110157521531258696221577511630539
f(z) = -26/3*z^3 + 89/39*z + 1
*
[ -3/4 ] 
f(z) = -26/9*z^3 + 95/24*z + 1
*
3/2 | 0.048990399735605090288140494776376381816 | 0.010708960624138118713567613715542673026
f(z) = -26/15*z^3 + 97/30*z + 1
*
0 | 0.081889419555242187262431530807410803373 | 0.016960252380160333377263052894653101102
f(z) = -25/4*z^3 + 89/20*z + 1
*
0 | 0.059610652092878246866815153499172825899 | 0.012346060205728097447386933572500712884
f(z) = -25/4*z^3 + 93/20*z + 1
*
0 | 0.11095390509495216248921175766560981960 | 0.022979845787101827116204199491527684359
f(z) = -25/4*z^3 + 97/20*z + 1
*
0 | 0.070612205916631739786549306105819175405 | 0.014624610114106738651205564341575799701
f(z) = -25/6*z^3 + 83/30*z + 1
*
0 | 0.075645620147300840326404038200397921874 | 0.015667088814648140121683605896289608469
f(z) = -25/6*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -25/6*z^3 + 97/24*z + 1
*
[ -3/5 ] 
f(z) = -25/7*z^3 + 83/21*z + 1
*
-7/10 | 0.073860943722918312012913626344923943504 | 0.016038700143515024265403766092590480161
f(z) = -25/7*z^3 + 85/28*z + 1
*
[ -3/5 ] 
f(z) = -25/8*z^3 + 91/24*z + 1
*
-1/2 | 0.13726705736571812319653604035062553113 | 0.029807162780514249973905466625777942925
f(z) = -25/9*z^3 + 97/36*z + 1
*
[ -2/5 ] 
f(z) = -25/11*z^3 + 85/22*z + 1
*
[ -2/5 ] 
f(z) = -25/13*z^3 + 99/26*z + 1
*
[ -4/5 ] 
f(z) = -25/14*z^3 + 95/28*z + 1
*
[ 3/2 ] 
f(z) = -25/18*z^3 + 83/24*z + 1
*
0 | 0.11742362439793038423981814194144374268 | 0.025726263525957786834771445242418407208
f(z) = -24/5*z^3 + 81/20*z + 1
*
0 | 0.12216905343267050272317388662169729027 | 0.024582221920307016274658231549786200228
f(z) = -24/5*z^3 + 89/30*z + 1
*
-5/12 | 0.091589441720576617483392783538721057612 | 0.018429151398582833331354989972476046461
f(z) = -24/5*z^3 + 97/30*z + 1
*
7/6 | 0.12770401649906120392678618220948651402 | 0.029142683772976466395431573766334213168
f(z) = -24/7*z^3 + 80/21*z + 1
*
[ -1/3 ] 
f(z) = -24/7*z^3 + 92/21*z + 1
*
[ -1/2 ] 
f(z) = -23/5*z^3 + 83/20*z + 1
*
[ -1/2 ] 
f(z) = -23/6*z^3 + 95/24*z + 1
*
[ -2/5 ] 
f(z) = -23/8*z^3 + 99/25*z + 1
*
-4/3 | 0.15998796784281677074233217961485413305 | 0.027559732667624445751444501913934068445
f(z) = -23/16*z^3 + 83/36*z + 1
*
[ 3/4 ] 
f(z) = -22/3*z^3 + 91/24*z + 1
*
[ -3/4 ] 
f(z) = -22/9*z^3 + 89/24*z + 1
*
0 | 0.12457930172120593355281659476163101975 | 0.027232168831343759604420576379275181144
f(z) = -22/9*z^3 + 97/36*z + 1
*
[ -1/2 ] 
f(z) = -22/13*z^3 + 89/26*z + 1
*
-3/2 | 0.12015178253551152160174310613213720328 | 0.026767992022192165295117216916824756123
f(z) = -22/15*z^3 + 89/30*z + 1
*
-2/7 | 0.15868526995925123398896621903928787401 | 0.026060781814751542303351156760654536944
f(z) = -21/2*z^3 + 95/21*z + 1
*
0 | 0.12876351832797492425305590337996343584 | 0.025802075489229324179636540191731068752
f(z) = -21/4*z^3 + 87/28*z + 1
*
-4/7 | 0.087902613309058537263091546617890629426 | 0.017614227179812202984328135773813744002
f(z) = -21/4*z^3 + 97/28*z + 1
*
0 | 0.12647989621432594554390303871598125669 | 0.025344475456779426067283185987085519695
f(z) = -21/4*z^3 + 99/28*z + 1
*
[ -1/2 ] 
f(z) = -21/5*z^3 + 81/20*z + 1
*
0 | 0.14214144058471188015231936459970856738 | 0.028482789440196096468066792325194265871
f(z) = -21/5*z^3 + 87/35*z + 1
*
0 | 0.076339643427765127469003686555579852484 | 0.015297199611515329829285515254264247827
f(z) = -21/5*z^3 + 97/35*z + 1
*
[ -2/5 ] 
f(z) = -21/8*z^3 + 98/25*z + 1
*
[ -4/7 ] 
f(z) = -21/16*z^3 + 89/28*z + 1
*
[ 2/3 ] 
f(z) = -39/7*z^3 + 83/42*z + 1
*
0 | 0.10114903514139824048659246044473026264 | 0.021240096755452490647119676076466342110
f(z) = -39/16*z^3 + 85/48*z + 1
*
[ 3/4 ] 
f(z) = -37/9*z^3 + 95/48*z + 1
*
[ 3/4 ] 
f(z) = -35/9*z^3 + 89/48*z + 1
*
0 | 0.14517053805124553814367355985108174338 | 0.028107754858419499408927570202896113558
f(z) = -35/9*z^3 + 94/45*z + 1
*
0 | 0.14397831954095404107918090609367358540 | 0.027876918863218364521806374064784619755
f(z) = -35/11*z^3 + 98/55*z + 1
*
[ 6/7 ] 
f(z) = -35/12*z^3 + 83/42*z + 1
*
-6/7 | 0.065672259299207235798114344807040387156 | 0.011937679851734219806205858650100359258
f(z) = -35/12*z^3 + 97/42*z + 1
*
-4/11 | 0.12055269391488540114436996927505716365 | 0.020452062287649995471061491054691312919
f(z) = -33/16*z^3 + 89/44*z + 1
*
-5/16 | 0.11901686631099182730522853736370624103 | 0.021463130351126580717863712614039229494
f(z) = -32/5*z^3 + 81/40*z + 1
*
[ 2/3 ] 
f(z) = -31/6*z^3 + 97/54*z + 1
*
0 | 0.12474946299115063766583647686024981515 | 0.024022819093858882120749779449217516389
f(z) = -30/7*z^3 + 89/42*z + 1
*
[ 2/3 ] 
f(z) = -29/6*z^3 + 89/54*z + 1
*
[ 6/7 ] 
f(z) = -28/9*z^3 + 89/42*z + 1
*
-5/6 | 0.12052946109277770084718770630934190298 | 0.025742435494873408299801639124748283454
f(z) = -27/10*z^3 + 83/40*z + 1
*
-1/9 | 0.068200540504212250923012961064613669674 | 0.015351315367051905366787410916506275036
f(z) = -27/14*z^3 + 85/42*z + 1
*
0 | 0.10774960824085852439122350450650952297 | 0.022316198595052546908872152721644686913
f(z) = -25/8*z^3 + 93/40*z + 1
*
-9/10 | 0.12115575839755259710960197381728619406 | 0.026308638661430328517482341494658309435
f(z) = -25/12*z^3 + 97/48*z + 1
*
7/8 | 0.12669503918858596357318433692416868644 | 0.024097983968309327553566535320220328826
f(z) = -24/7*z^3 + 83/56*z + 1
*
0 | 0.14536084452854436733140859080722126173 | 0.027648306701690854969041584398708459055
f(z) = -24/7*z^3 + 87/56*z + 1
*
0 | 0.10829374113953163591679124480996792594 | 0.021790303701905806233485699113400102991
f(z) = -24/7*z^3 + 95/42*z + 1
*
-3/4 | 0.16728982017364617455337884307226800340 | 0.028315414987301050852207900136567849558
f(z) = -23/9*z^3 + 85/48*z + 1
*
0 | 0.13137413329935998660591555091715172771 | 0.026905480783822669440977949445108971929
f(z) = -22/7*z^3 + 83/42*z + 1
*
0 | 0.11210506805397535852345860082808329245 | 0.022463998081244059057285786347383346258
f(z) = -21/8*z^3 + 83/56*z + 1
*
0 | 0.13113099035063992957687037932699671709 | 0.026276477654071145997704417612241244026
f(z) = -21/8*z^3 + 99/56*z + 1
*
-8/7 | 0.14103632833768975281684704486331633473 | 0.027217718951178472392190344239270005441
f(z) = -21/16*z^3 + 89/56*z + 1
*
0 | 0.093329775927618882358769453184659415775 | 0.020494575973224536736567547020787690493
f(z) = -21/16*z^3 + 95/48*z + 1
*
0 | 0.14923946058992657796697471563439161850 | 0.027764042952004698173216584515763389235
f(z) = -36/11*z^3 + 95/66*z + 1
*
0 | 0.14815995838171638577325886183263346714 | 0.028686563030832476597675492550894282391
f(z) = -35/12*z^3 + 91/60*z + 1
*
[ 4/5 ] 
f(z) = -35/12*z^3 + 97/60*z + 1
*
0 | 0.15243991055277749599737985653486854907 | 0.029515242513906927139865653207309922844
f(z) = -35/13*z^3 + 97/65*z + 1
*
0 | 0.14128558427374914586477717262728633968 | 0.028759517523604885839238318038165844296
f(z) = -34/15*z^3 + 91/60*z + 1
*
[ 5/8 ] 
f(z) = -32/7*z^3 + 83/70*z + 1
*
0 | 0.051708818931625315923066295773583903961 | 0.010657150948983027184093683936156095469
f(z) = -32/15*z^3 + 83/60*z + 1
*
-3/10 | 0.13756174597459167886641208627407661965 | 0.024117635373688281539332380226559212591
f(z) = -30/7*z^3 + 97/70*z + 1
*
0 | 0.14249914242052651841476314773625640433 | 0.027440848540094915349033261658745422365
f(z) = -30/13*z^3 + 89/78*z + 1
*
-3/4 | 0.071155853356055543111092054867187785496 | 0.015080188699192222763584516936315053677
f(z) = -28/15*z^3 + 83/60*z + 1
*
-3/13 | 0.14920579153796695013348098795283502089 | 0.025623323981304530557101384635663822640
f(z) = -26/5*z^3 + 83/65*z + 1
*
-4/13 | 0.082474732296746889265794718126456604135 | 0.014163503736201558986514065190354178586
f(z) = -26/5*z^3 + 97/65*z + 1
*
0 | 0.13007255046564643568564864678568071564 | 0.026939539877191410957820573166752160250
f(z) = -25/12*z^3 + 89/60*z + 1
*
0 | 0.10655331303395102104408400897524977512 | 0.022068431927019929954479636310381120366
f(z) = -25/14*z^3 + 83/70*z + 1
*
-1/2 | 0.13350125925018956833808963809160539645 | 0.028989430109746392072232790106886886526
f(z) = -25/18*z^3 + 97/72*z + 1
*
13/12 | 0.14671749687017609223580699844463315855 | 0.029521732110679748942218505455831815037
f(z) = -24/13*z^3 + 97/78*z + 1
*
-1/2 | 0.12300486739514975597756015071654934720 | 0.027202702050130754498109735039103788524
f(z) = -23/15*z^3 + 83/60*z + 1
*
-1/2 | 0.095046291452274118566416551751020896244 | 0.020871510959723905271267168763369369117
f(z) = -23/18*z^3 + 95/72*z + 1
*
-2/11 | 0.070857301029191206098473196350112058816 | 0.012909110025339085829727059286286951087
f(z) = -22/7*z^3 + 85/77*z + 1
*
0 | 0.12788314177134389996803038865665050798 | 0.025625662614929924681498940285729439033
f(z) = -21/10*z^3 + 87/70*z + 1
*
0 | 0.12350607679970105376754272623594506515 | 0.024748571321634208899922049045505014843
f(z) = -21/10*z^3 + 97/70*z + 1
*
0 | 0.12958364404655940935231795433672347714 | 0.023555273918642007537073588131442298591
f(z) = -35/12*z^3 + 89/84*z + 1
*
[ 11/16 ] 
f(z) = -32/11*z^3 + 81/88*z + 1
*
3/4 | 0.11965062042896250933970785130226727021 | 0.017953673020908221718797918951994942660
f(z) = -28/9*z^3 + 83/84*z + 1
*
-1/18 | 0.14502434639302786177914727774894318682 | 0.025087490215893155069319858940061134164
f(z) = -27/8*z^3 + 97/96*z + 1
*
[ 11/15 ] 
f(z) = -25/11*z^3 + 85/99*z + 1
*
0 | 0.10806404442943729719299568123437506311 | 0.022381321991270468761349668710180656794
f(z) = -25/16*z^3 + 93/80*z + 1
*
0 | 0.14098870291560289960680283863250773251 | 0.029200402166570226175087136008413315914
f(z) = -25/18*z^3 + 89/90*z + 1
*
0 | 0.15261221968041454901884029664558139724 | 0.027803598308861211401753199127531160517
f(z) = -22/9*z^3 + 80/99*z + 1
*
4/7 | 0.087381177911522633510820131844928931135 | 0.014350555743787344838605489741697025017
f(z) = -21/16*z^3 + 85/84*z + 1
*
-6/7 | 0.083700698652956704273443666121659726299 | 0.013746112956149680007021849562405254530
f(z) = -21/16*z^3 + 95/84*z + 1
*
[ 3/4 ] 
f(z) = -40/19*z^3 + 97/114*z + 1
*
0 | 0.14495868564499232722218041985748592392 | 0.026141397114226574804860656262378528212
f(z) = -32/13*z^3 + 87/104*z + 1
*
[ 4/5 ] 
f(z) = -31/16*z^3 + 99/100*z + 1
*
[ 4/5 ] 
f(z) = -29/16*z^3 + 91/100*z + 1
*
[ 4/5 ] 
f(z) = -27/16*z^3 + 83/100*z + 1
*
0 | 0.11305176226840594903277040209223618265 | 0.022653699915297220797491964195064148874
f(z) = -21/16*z^3 + 83/112*z + 1
*
[ 13/20 ] 
f(z) = -40/13*z^3 + 99/130*z + 1
*
[ 2/3 ] 
f(z) = -37/14*z^3 + 85/126*z + 1
*
0 | 0.063871507648637951440355517908783268135 | 0.011610345343581588225201028839049097565
f(z) = -35/18*z^3 + 83/126*z + 1
*
0 | 0.12069119703045817315662953914216983794 | 0.021765073929349349136384337526141473672
f(z) = -32/15*z^3 + 91/120*z + 1
*
15/16 | 0.11958328906253454672130974579099195717 | 0.021565277262963751061477419554236371025
f(z) = -32/15*z^3 + 97/120*z + 1
*
0 | 0.11446939952016437633170503809112562006 | 0.020838907538334578669750180931316400976
f(z) = -27/14*z^3 + 89/126*z + 1
*
0 | 0.13595285045988399905102799707100801305 | 0.024749923492063777156538539400916156586
f(z) = -27/16*z^3 + 83/144*z + 1
*
[ 2/3 ] 
f(z) = -22/9*z^3 + 95/162*z + 1
*
0 | 0.16302184344659148244045138363091189225 | 0.029700071594861793339197953990385272437
f(z) = -22/15*z^3 + 92/165*z + 1
*
[ 2/3 ] 
f(z) = -23/11*z^3 + 85/198*z + 1
*
-12/35 | 0.16613858665220249365495279546147066712 | 0.023364602252557429950086271163247361089
f(z) = -35/18*z^3 + 83/210*z + 1
*
3/5 | 0.16261603907303949020000342630995006147 | 0.022869215089579168600848902576565796256
f(z) = -35/18*z^3 + 97/210*z + 1
*
1/6 | 0.16358228118215279845117641519474946645 | 0.028297792617033559193744350977993009799
f(z) = -27/19*z^3 + 85/228*z + 1
*
[ 2/3 ] 
f(z) = -25/13*z^3 + 83/234*z + 1
*
[ 2/3 ] 
f(z) = -29/15*z^3 + 97/270*z + 1
*
[ 2/3 ] 
f(z) = -28/15*z^3 + 89/270*z + 1
*
0 | 0.18344389830270067721533709702461199924 | 0.029252788503126011736160604178781543196
f(z) = -23/12*z^3 + 97/276*z + 1
*
0 | 0.14394089873621240053350166815766820553 | 0.023561150008440281886613326585816465095
f(z) = -30/19*z^3 + 89/285*z + 1
*
4/5 | 0.16689185385341299409733568625986388194 | 0.027317906434870056062964429975801497396
f(z) = -30/19*z^3 + 98/285*z + 1
*
-3/20 | 0.12616745614928972784792929738709972543 | 0.021057865761750931990238858310301069461
f(z) = -40*z^3 + 109/10*z + 1
*
[ -3/10 ] 
f(z) = -40*z^3 + 119/15*z + 1
*
-3/5 | 0.15075584930920298900695473475710127824 | 0.028453533240766123104276245193880788039
f(z) = -40/3*z^3 + 107/15*z + 1
*
[ -3/5 ] 
f(z) = -40/3*z^3 + 112/15*z + 1
*
[ 2/3 ] 
f(z) = -39*z^3 + 101/6*z + 1
*
[ -2/3 ] 
f(z) = -39*z^3 + 119/6*z + 1
*
[ -1/4 ] 
f(z) = -39*z^3 + 119/16*z + 1
*
0 | 0.10869810001714213016108786005312846743 | 0.022825310773063649049690709221266486054
f(z) = -39/2*z^3 + 109/6*z + 1
*
0 | 0.13183169792790509503657159866187014044 | 0.027683091741902919586000436400614469911
f(z) = -39/2*z^3 + 115/6*z + 1
*
0 | 0.11091962056160392714015428155548705524 | 0.023291803718276945279879382938097693957
f(z) = -39/4*z^3 + 101/12*z + 1
*
0 | 0.089381327291075053430726704595928669437 | 0.018769017787854271734748967848221564867
f(z) = -39/4*z^3 + 109/12*z + 1
*
0 | 0.11501878287836992812558808995918098788 | 0.024152579148341132456447458810856768707
f(z) = -39/5*z^3 + 112/15*z + 1
*
-4/3 | 0.15349500700059269241871662608005816617 | 0.028916214432015177538001850834897805353
f(z) = -39/8*z^3 + 101/12*z + 1
*
[ 4/3 ] 
f(z) = -39/8*z^3 + 107/12*z + 1
*
[ 3 ] 
f(z) = -38/9*z^3 + 116/3*z + 1
*
[ -3 ] 
f(z) = -38/9*z^3 + 118/3*z + 1
*
[ -1/4 ] 
f(z) = -37*z^3 + 117/16*z + 1
*
[ -1/3 ] 
f(z) = -37/2*z^3 + 109/18*z + 1
*
[ -2/3 ] 
f(z) = -37/4*z^3 + 119/18*z + 1
*
[ 3 ] 
f(z) = -37/9*z^3 + 113/3*z + 1
*
[ -3 ] 
f(z) = -37/9*z^3 + 115/3*z + 1
*
[ 3/2 ] 
f(z) = -37/9*z^3 + 115/12*z + 1
*
[ 3 ] 
f(z) = -37/18*z^3 + 115/6*z + 1
*
[ -3 ] 
f(z) = -37/18*z^3 + 119/6*z + 1
*
-1/2 | 0.13640641640913814502355741800436831441 | 0.023596690639619528882492891409674349324
f(z) = -36*z^3 + 109/9*z + 1
*
[ 5/3 ] 
f(z) = -36/5*z^3 + 102/5*z + 1
*
0 | 0.12307595472297178651633172160865031405 | 0.026286310390015582771074325849776453251
f(z) = -36/5*z^3 + 103/15*z + 1
*
[ -5/3 ] 
f(z) = -36/5*z^3 + 108/5*z + 1
*
[ -2/7 ] 
f(z) = -35*z^3 + 103/14*z + 1
*
[ -1/4 ] 
f(z) = -35*z^3 + 115/16*z + 1
*
-1/7 | 0.14691680466856138234212510495332819538 | 0.026706036882063364081777022337903545289
f(z) = -35/2*z^3 + 103/14*z + 1
*
[ -1/3 ] 
f(z) = -35/2*z^3 + 107/18*z + 1
*
[ -1/7 ] 
f(z) = -35/2*z^3 + 117/14*z + 1
*
[ -3/5 ] 
f(z) = -35/3*z^3 + 103/15*z + 1
*
[ -2/3 ] 
f(z) = -35/4*z^3 + 115/18*z + 1
*
[ 3 ] 
f(z) = -35/9*z^3 + 107/3*z + 1
*
[ -3 ] 
f(z) = -35/9*z^3 + 109/3*z + 1
*
[ 3/2 ] 
f(z) = -35/9*z^3 + 109/12*z + 1
*
[ 3 ] 
f(z) = -35/18*z^3 + 109/6*z + 1
*
[ -3 ] 
f(z) = -35/18*z^3 + 113/6*z + 1
*
[ 3 ] 
f(z) = -34/9*z^3 + 104/3*z + 1
*
[ -3 ] 
f(z) = -34/9*z^3 + 106/3*z + 1
*
[ -2/3 ] 
f(z) = -33*z^3 + 103/6*z + 1
*
[ -1/4 ] 
f(z) = -33*z^3 + 113/16*z + 1
*
-1/6 | 0.098055653457246115250885720894012772387 | 0.016393389588827844599953737217562456832
f(z) = -33*z^3 + 119/12*z + 1
*
[ -4/3 ] 
f(z) = -33/8*z^3 + 109/12*z + 1
*
-4/3 | 0.14703811672386239165311357485003404678 | 0.027597885548692734438705470959045451342
f(z) = -33/10*z^3 + 103/15*z + 1
*
[ -1/12 ] 
f(z) = -32*z^3 + 119/9*z + 1
*
[ 5/8 ] 
f(z) = -32*z^3 + 119/10*z + 1
*
0 | 0.079156866473336468894021099239496509198 | 0.016314174101913196237227185355438986210
f(z) = -32/3*z^3 + 107/12*z + 1
*
-1/8 | 0.11932417699915814757380368552118377998 | 0.025434945349322506302585281308796099170
f(z) = -32/3*z^3 + 109/6*z + 1
*
0 | 0.078225794909436197916426059364747812164 | 0.016122280912205817302373894800011127405
f(z) = -32/3*z^3 + 113/12*z + 1
*
0 | 0.12557633183267168080828470058923219888 | 0.025881193026860329668615417272568822823
f(z) = -32/3*z^3 + 119/12*z + 1
*
[ 7/4 ] 
f(z) = -32/7*z^3 + 101/7*z + 1
*
[ -7/4 ] 
f(z) = -32/7*z^3 + 109/7*z + 1
*
-1/8 | 0.094704438012722283757763177736063966053 | 0.020033143385836736741324163950676233040
f(z) = -32/7*z^3 + 113/14*z + 1
*
[ -3 ] 
f(z) = -32/9*z^3 + 100/3*z + 1
*
[ -9/8 ] 
f(z) = -32/9*z^3 + 115/18*z + 1
*
[ -1/4 ] 
f(z) = -31*z^3 + 111/16*z + 1
*
[ -1/3 ] 
f(z) = -31/2*z^3 + 103/18*z + 1
*
[ 2/3 ] 
f(z) = -31/2*z^3 + 115/18*z + 1
*
[ -2/3 ] 
f(z) = -31/4*z^3 + 107/18*z + 1
*
[ -3/2 ] 
f(z) = -31/9*z^3 + 113/12*z + 1
*
-2 | 0.064797249058891524453172280729636212424 | 0.013558396043184097916357781268113800440
f(z) = -31/10*z^3 + 119/10*z + 1
*
-2 | 0.064893557620517809357499163297241036854 | 0.013626876823278770437072266807860025599
f(z) = -31/14*z^3 + 117/14*z + 1
*
[ -3 ] 
f(z) = -31/18*z^3 + 101/6*z + 1
*
-2 | 0.051377224372190497905441330130846063693 | 0.010827810173527796170762683778918001286
f(z) = -31/18*z^3 + 115/18*z + 1
*
[ -1/10 ] 
f(z) = -30*z^3 + 113/10*z + 1
*
-7/15 | 0.085424676564081318089279515609337643750 | 0.013982847381252736530288848001326048717
f(z) = -30*z^3 + 113/15*z + 1
*
[ -1/4 ] 
f(z) = -29*z^3 + 109/16*z + 1
*
[ -1/3 ] 
f(z) = -29/2*z^3 + 101/18*z + 1
*
[ 2/3 ] 
f(z) = -29/2*z^3 + 107/18*z + 1
*
-2 | 0.063217039751525094800790243302324282977 | 0.013323065123237415151356556585264356162
f(z) = -29/2*z^3 + 115/2*z + 1
*
[ 2 ] 
f(z) = -29/2*z^3 + 117/2*z + 1
*
[ -2 ] 
f(z) = -29/2*z^3 + 119/2*z + 1
*
[ -2/3 ] 
f(z) = -29/4*z^3 + 103/18*z + 1
*
[ -3/2 ] 
f(z) = -29/9*z^3 + 107/12*z + 1
*
-2 | 0.063582572292723730405898215067898845657 | 0.013500831202867353681519345646407150393
f(z) = -29/10*z^3 + 111/10*z + 1
*
-2 | 0.063674994247664073596468343055069218739 | 0.013572857064995193827730497344741424557
f(z) = -29/14*z^3 + 109/14*z + 1
*
[ 4 ] 
f(z) = -29/16*z^3 + 119/4*z + 1
*
-2 | 0.050145331110211332183457762151592355126 | 0.010731257849718725206648858491084291983
f(z) = -29/18*z^3 + 107/18*z + 1
*
[ -1/14 ] 
f(z) = -28*z^3 + 106/7*z + 1
*
0 | 0.12269229402345502021918996601323300388 | 0.026002399782238255397140328834555820234
f(z) = -28*z^3 + 107/4*z + 1
*
0 | 0.082568316978709981945459885446591862729 | 0.017498852756119726110308157780627119303
f(z) = -28/3*z^3 + 103/12*z + 1
*
0 | 0.10232076759393610851915671064258656958 | 0.021564221536975144617998718579533110391
f(z) = -28/3*z^3 + 115/12*z + 1
*
[ -4/9 ] 
f(z) = -27*z^3 + 103/12*z + 1
*
[ -1/4 ] 
f(z) = -27*z^3 + 107/16*z + 1
*
[ 5/9 ] 
f(z) = -27*z^3 + 113/15*z + 1
*
[ -4/3 ] 
f(z) = -27/2*z^3 + 103/4*z + 1
*
-2 | 0.061903489030028256946540143023126968601 | 0.013247540456327601968538668523418437842
f(z) = -27/2*z^3 + 107/2*z + 1
*
[ 2 ] 
f(z) = -27/2*z^3 + 109/2*z + 1
*
[ -2 ] 
f(z) = -27/2*z^3 + 111/2*z + 1
*
-1/9 | 0.095419043182280181420127043648013939000 | 0.020339366335148185831076121153155658523
f(z) = -27/4*z^3 + 109/12*z + 1
*
[ -1/6 ] 
f(z) = -27/4*z^3 + 115/16*z + 1
*
-2 | 0.062280746825426917604162341915055955564 | 0.013437840051402183269684075647923379493
f(z) = -27/10*z^3 + 103/10*z + 1
*
[ 2 ] 
f(z) = -27/10*z^3 + 113/10*z + 1
*
-2 | 0.062365528745758642595799680604731194545 | 0.013513304477787216140204783665949321195
f(z) = -27/14*z^3 + 101/14*z + 1
*
[ 2 ] 
f(z) = -27/14*z^3 + 115/14*z + 1
*
[ 8/3 ] 
f(z) = -27/16*z^3 + 101/8*z + 1
*
-4 | 0.14998652768271374973158658779875089252 | 0.024831159421585729668695758344497666926
f(z) = -27/16*z^3 + 105/4*z + 1
*
[ -8/3 ] 
f(z) = -27/16*z^3 + 107/8*z + 1
*
[ 4 ] 
f(z) = -27/16*z^3 + 111/4*z + 1
*
[ -4 ] 
f(z) = -27/16*z^3 + 113/4*z + 1
*
-3/2 | 0.12306428141636732863572977504369372100 | 0.025935941355354640015198928119661369088
f(z) = -26/3*z^3 + 115/6*z + 1
*
[ 3/2 ] 
f(z) = -26/3*z^3 + 119/6*z + 1
*
[ -1/4 ] 
f(z) = -25*z^3 + 105/16*z + 1
*
[ 2 ] 
f(z) = -25/2*z^3 + 101/2*z + 1
*
[ -2 ] 
f(z) = -25/2*z^3 + 103/2*z + 1
*
0 | 0.10096930948272695451127088394511856437 | 0.020911919766659781508921975191067085171
f(z) = -25/2*z^3 + 107/10*z + 1
*
[ 6/5 ] 
f(z) = -25/2*z^3 + 109/6*z + 1
*
0 | 0.14367727276513666265525264826324128149 | 0.029757236290409894853817327014263156250
f(z) = -25/2*z^3 + 109/10*z + 1
*
0 | 0.14071567099818522043847134670516637816 | 0.029143854077056426501028673209367647446
f(z) = -25/2*z^3 + 111/10*z + 1
*
0 | 0.099846080190932733257392937319527918166 | 0.020679285900488980981528648330389296768
f(z) = -25/2*z^3 + 113/10*z + 1
*
[ -6/5 ] 
f(z) = -25/2*z^3 + 119/6*z + 1
*
0 | 0.099128608863742068384405626486563853073 | 0.020530689233779511117257530121209495721
f(z) = -25/3*z^3 + 101/15*z + 1
*
0 | 0.098760419572732420681154581242151036613 | 0.020454432944101168008961647220414971338
f(z) = -25/3*z^3 + 104/15*z + 1
*
0 | 0.071483553737200146032407668185695697552 | 0.014805076394463915674165447964878045321
f(z) = -25/3*z^3 + 107/15*z + 1
*
11/10 | 0.058283853717645868649328406351714439724 | 0.012423690414949930642407341545099995729
f(z) = -25/3*z^3 + 109/12*z + 1
*
0 | 0.12975658685678654914632907363987225283 | 0.026874100134446685496011480567087035712
f(z) = -25/3*z^3 + 113/15*z + 1
*
[ -2 ] 
f(z) = -25/6*z^3 + 109/6*z + 1
*
[ 2 ] 
f(z) = -25/14*z^3 + 107/14*z + 1
*
[ 4 ] 
f(z) = -25/16*z^3 + 103/4*z + 1
*
[ -4 ] 
f(z) = -25/16*z^3 + 105/4*z + 1
*
[ 12/5 ] 
f(z) = -25/16*z^3 + 115/12*z + 1
*
[ -1/5 ] 
f(z) = -25/17*z^3 + 103/17*z + 1
*
[ 12/5 ] 
f(z) = -25/18*z^3 + 103/12*z + 1
*
[ -12/5 ] 
f(z) = -25/18*z^3 + 113/12*z + 1
*
[ -1/5 ] 
f(z) = -25/19*z^3 + 115/19*z + 1
*
2/3 | 0.12563921624904431914323225136433872510 | 0.022186136860702267188933912036371555447
f(z) = -24*z^3 + 101/12*z + 1
*
11/12 | 0.10059491158512299320836659668928874069 | 0.020241185236013844461642540203405094314
f(z) = -24*z^3 + 109/6*z + 1
*
[ -1/6 ] 
f(z) = -24/5*z^3 + 107/15*z + 1
*
4/3 | 0.085745761697850802523881494675596354475 | 0.018138084918365440692122643312302305193
f(z) = -24/5*z^3 + 113/15*z + 1
*
[ -1/4 ] 
f(z) = -23*z^3 + 103/16*z + 1
*
[ -2 ] 
f(z) = -23/6*z^3 + 101/6*z + 1
*
[ -2 ] 
f(z) = -23/10*z^3 + 107/10*z + 1
*
[ -2 ] 
f(z) = -23/14*z^3 + 113/14*z + 1
*
[ 2 ] 
f(z) = -23/18*z^3 + 101/18*z + 1
*
[ -2 ] 
f(z) = -23/18*z^3 + 119/18*z + 1
*
[ 3/2 ] 
f(z) = -22/3*z^3 + 101/6*z + 1
*
[ -3/2 ] 
f(z) = -22/3*z^3 + 109/6*z + 1
*
[ -1/4 ] 
f(z) = -21*z^3 + 101/16*z + 1
*
-1/7 | 0.10856961703243471136283260107987895649 | 0.021755552278187386988644122263603906334
f(z) = -21/2*z^3 + 101/14*z + 1
*
[ -1/7 ] 
f(z) = -21/2*z^3 + 115/14*z + 1
*
4/3 | 0.083862705568450691630987086192132580523 | 0.018094414103052958681826220322099898900
f(z) = -21/4*z^3 + 103/12*z + 1
*
[ 4/3 ] 
f(z) = -21/4*z^3 + 115/12*z + 1
*
0 | 0.084454533521635970670584744566164333899 | 0.016640717460382176670763304697558347310
f(z) = -40/7*z^3 + 111/28*z + 1
*
[ -3/8 ] 
f(z) = -40/9*z^3 + 103/24*z + 1
*
[ -1/4 ] 
f(z) = -40/11*z^3 + 115/22*z + 1
*
0 | 0.13868051059217920243572950064260921240 | 0.029121261106996672372943560655810303595
f(z) = -39/8*z^3 + 101/24*z + 1
*
[ -2/5 ] 
f(z) = -39/8*z^3 + 107/25*z + 1
*
[ -1/3 ] 
f(z) = -39/8*z^3 + 109/24*z + 1
*
-1/3 | 0.10685869378084979160972975220955949890 | 0.022439057296925034227449365306197932257
f(z) = -39/10*z^3 + 103/30*z + 1
*
0 | 0.12285621116515892850769186088996435045 | 0.025798346059440285047496744269353299233
f(z) = -39/10*z^3 + 107/30*z + 1
*
0 | 0.13861443078855118730834058324964852548 | 0.027591108151035702567658012687257252446
f(z) = -38/7*z^3 + 103/28*z + 1
*
[ -3/4 ] 
f(z) = -38/9*z^3 + 113/24*z + 1
*
[ -1/2 ] 
f(z) = -38/15*z^3 + 109/30*z + 1
*
[ -1/2 ] 
f(z) = -37/6*z^3 + 109/24*z + 1
*
[ -2/5 ] 
f(z) = -37/8*z^3 + 106/25*z + 1
*
-1/2 | 0.13674076540759547557796146187707263335 | 0.027363409420387990442139092460846100110
f(z) = -37/9*z^3 + 109/36*z + 1
*
[ 3/2 ] 
f(z) = -37/18*z^3 + 119/24*z + 1
*
-1/3 | 0.089415047150077496801854560683904317136 | 0.017991631025194837237338521276691758618
f(z) = -36/5*z^3 + 101/20*z + 1
*
0 | 0.064024812576290118016227915888818920843 | 0.012882739997849092597120008004314674290
f(z) = -36/5*z^3 + 119/20*z + 1
*
0 | 0.11999161680467240460137255407307896966 | 0.024144089439921110023081027916867987717
f(z) = -36/7*z^3 + 109/28*z + 1
*
0 | 0.13247051436712350107159725389417644545 | 0.027918315959730872460892115780613947811
f(z) = -36/7*z^3 + 115/21*z + 1
*
[ 5/6 ] 
f(z) = -36/7*z^3 + 118/35*z + 1
*
[ -2/3 ] 
f(z) = -36/17*z^3 + 117/34*z + 1
*
[ 3/7 ] 
f(z) = -35*z^3 + 107/21*z + 1
*
[ -3/7 ] 
f(z) = -35/3*z^3 + 115/21*z + 1
*
-2/5 | 0.051687033188293647136093980606633566960 | 0.010007584718758200127774027264342385717
f(z) = -35/6*z^3 + 103/30*z + 1
*
[ -1/2 ] 
f(z) = -35/6*z^3 + 107/24*z + 1
*
-3/5 | 0.089172195488883045043681491521771784317 | 0.017265419310520224660026741911758679868
f(z) = -35/6*z^3 + 113/30*z + 1
*
[ -4/5 ] 
f(z) = -35/8*z^3 + 101/20*z + 1
*
[ -6/7 ] 
f(z) = -35/8*z^3 + 113/21*z + 1
*
[ -4/7 ] 
f(z) = -35/8*z^3 + 117/28*z + 1
*
-1/2 | 0.13964831995158141681717746290534056535 | 0.028259495125072970114405424857538433953
f(z) = -35/9*z^3 + 107/36*z + 1
*
6/5 | 0.10666142804761114473797282099419533935 | 0.020093453105206038312063409161829441952
f(z) = -35/12*z^3 + 101/30*z + 1
*
[ -2/5 ] 
f(z) = -35/12*z^3 + 119/30*z + 1
*
[ -3/5 ] 
f(z) = -35/18*z^3 + 101/30*z + 1
*
-6/5 | 0.16797102392264383771078398304359843591 | 0.029010739100924394382258884061844125331
f(z) = -35/18*z^3 + 109/30*z + 1
*
[ 3/2 ] 
f(z) = -35/18*z^3 + 113/24*z + 1
*
3/4 | 0.057650923036746516970577435292616929614 | 0.010284152446866367013330147612065381906
f(z) = -34/3*z^3 + 113/24*z + 1
*
0 | 0.14586556495264058774128504501702545159 | 0.029691799718348397461788814966627813692
f(z) = -34/5*z^3 + 111/20*z + 1
*
[ -3/4 ] 
f(z) = -34/9*z^3 + 107/24*z + 1
*
[ -1/2 ] 
f(z) = -34/15*z^3 + 107/30*z + 1
*
[ -1/2 ] 
f(z) = -33/7*z^3 + 117/28*z + 1
*
-6/11 | 0.16291408333619472744022151269257802990 | 0.023296686832827334978830629437621060733
f(z) = -33/8*z^3 + 101/33*z + 1
*
[ -2/5 ] 
f(z) = -33/8*z^3 + 104/25*z + 1
*
-1/3 | 0.094980583443312841820606185559082059734 | 0.020580304045520501969973207074210860258
f(z) = -33/10*z^3 + 101/30*z + 1
*
[ 5/8 ] 
f(z) = -32/3*z^3 + 107/30*z + 1
*
0 | 0.072606783646197708761253723675476013721 | 0.014964206671609617582399151792366969090
f(z) = -32/5*z^3 + 103/20*z + 1
*
-3/8 | 0.10557903906037378312421935505516051278 | 0.020081622824073478719906703189893071771
f(z) = -32/5*z^3 + 107/30*z + 1
*
0 | 0.13132112789167711349445519279385528175 | 0.027065191424752558032700186138159412358
f(z) = -32/5*z^3 + 113/20*z + 1
*
[ -3/4 ] 
f(z) = -32/7*z^3 + 103/21*z + 1
*
-15/16 | 0.13508842926116214273071594239103949821 | 0.023117549832844400879666029746551542843
f(z) = -32/9*z^3 + 115/24*z + 1
*
[ -5/8 ] 
f(z) = -32/15*z^3 + 103/30*z + 1
*
-3/8 | 0.089873258157555806908160945598913411338 | 0.019157235918912833883228107741161600606
f(z) = -32/15*z^3 + 109/30*z + 1
*
[ -3/8 ] 
f(z) = -32/15*z^3 + 119/30*z + 1
*
[ -1/2 ] 
f(z) = -31/6*z^3 + 103/24*z + 1
*
[ -1/2 ] 
f(z) = -31/7*z^3 + 115/28*z + 1
*
[ -2/5 ] 
f(z) = -31/8*z^3 + 103/25*z + 1
*
-4/3 | 0.17559560865174295863099939886675742540 | 0.028639556694397303255988299496928728206
f(z) = -31/16*z^3 + 115/36*z + 1
*
[ 3/2 ] 
f(z) = -31/18*z^3 + 101/24*z + 1
*
-1/4 | 0.12661929580497010105744329708813129174 | 0.019245244135659811152001513219522937422
f(z) = -30*z^3 + 101/24*z + 1
*
0 | 0.11134665948473662355641978438771287712 | 0.022222064259182864027120494485628114269
f(z) = -30/7*z^3 + 101/35*z + 1
*
[ -1/2 ] 
f(z) = -30/17*z^3 + 117/34*z + 1
*
[ -1/2 ] 
f(z) = -29/6*z^3 + 101/24*z + 1
*
[ -1/2 ] 
f(z) = -29/7*z^3 + 113/28*z + 1
*
[ -2/5 ] 
f(z) = -29/8*z^3 + 102/25*z + 1
*
-4/3 | 0.12085678477127593182403296494051318298 | 0.019946249790630188314011306786248369243
f(z) = -29/16*z^3 + 107/36*z + 1
*
[ -2/3 ] 
f(z) = -29/16*z^3 + 119/36*z + 1
*
-1/2 | 0.15525860878037591954192830344293919918 | 0.029415543011907716511765215614100889804
f(z) = -28/3*z^3 + 100/21*z + 1
*
[ -3/7 ] 
f(z) = -28/3*z^3 + 106/21*z + 1
*
[ -1/4 ] 
f(z) = -28/5*z^3 + 107/20*z + 1
*
-5/7 | 0.13608579228076094870767147752050495187 | 0.025783030696911867885027088485680406122
f(z) = -28/5*z^3 + 114/35*z + 1
*
-15/14 | 0.15560699115117636469793726147026096243 | 0.027140716666943952818048437142216926356
f(z) = -28/9*z^3 + 103/21*z + 1
*
0 | 0.13707238579042944047473033176370765933 | 0.029049998639250907729778938261664421477
f(z) = -28/9*z^3 + 103/36*z + 1
*
[ 5/9 ] 
f(z) = -27/2*z^3 + 101/30*z + 1
*
8/9 | 0.15097910096646852977210359041502468218 | 0.029675919828960313651324603081377779643
f(z) = -27/4*z^3 + 101/24*z + 1
*
0 | 0.10139288521520611052027428484276864726 | 0.019929428070589021841656592986522183617
f(z) = -27/5*z^3 + 107/30*z + 1
*
[ -5/6 ] 
f(z) = -27/5*z^3 + 119/20*z + 1
*
-8/9 | 0.13027840282124557922782130017937930346 | 0.027936121860309398917764621262266529174
f(z) = -27/7*z^3 + 106/21*z + 1
*
[ -2/5 ] 
f(z) = -27/8*z^3 + 101/25*z + 1
*
-1 | 0.12599070760069212055616248607507449267 | 0.026651231596016979685765582554618306669
f(z) = -27/8*z^3 + 113/24*z + 1
*
[ -8/9 ] 
f(z) = -27/8*z^3 + 115/24*z + 1
*
[ 4/3 ] 
f(z) = -27/10*z^3 + 101/20*z + 1
*
0 | 0.13378355043199622583024126417739787580 | 0.028988094664873907971050323699614150643
f(z) = -27/10*z^3 + 101/30*z + 1
*
[ 10/9 ] 
f(z) = -27/10*z^3 + 103/30*z + 1
*
1/9 | 0.13749811553836222389934395315757362084 | 0.029857336425203240888491572512743245260
f(z) = -27/11*z^3 + 100/33*z + 1
*
-11/9 | 0.092362362951827609138492498393976930595 | 0.019465476102328933812545600278239636592
f(z) = -27/11*z^3 + 115/33*z + 1
*
[ 4/3 ] 
f(z) = -27/14*z^3 + 103/28*z + 1
*
[ -2/3 ] 
f(z) = -27/17*z^3 + 109/34*z + 1
*
[ -2/3 ] 
f(z) = -27/19*z^3 + 119/38*z + 1
*
0 | 0.12619041080326907876302950482380813577 | 0.026693475475773676680651737675808671555
f(z) = -26/9*z^3 + 113/36*z + 1
*
[ -1/2 ] 
f(z) = -26/15*z^3 + 103/30*z + 1
*
[ -1/2 ] 
f(z) = -26/17*z^3 + 115/34*z + 1
*
0 | 0.068771974422849363142254703026520252056 | 0.014243476742518802090871598072455352957
f(z) = -25/4*z^3 + 101/20*z + 1
*
0 | 0.11674942776806008390366612983135031719 | 0.024180166020713246070877448255627997388
f(z) = -25/4*z^3 + 109/20*z + 1
*
0 | 0.13487609311163447135769824878871708752 | 0.027934409495724504526824973635553874817
f(z) = -25/4*z^3 + 117/20*z + 1
*
0 | 0.098927217793738616586529188388387028138 | 0.020488978798012349475940653449797948155
f(z) = -25/6*z^3 + 101/30*z + 1
*
0 | 0.11168949493599967461382365923821860000 | 0.023132195009018484182769651118468694283
f(z) = -25/6*z^3 + 107/30*z + 1
*
[ -3/10 ] 
f(z) = -25/6*z^3 + 113/24*z + 1
*
0 | 0.11538044826051662402951145187899064562 | 0.023896634423135590989518451310519597520
f(z) = -25/6*z^3 + 113/30*z + 1
*
0 | 0.10876999242406770224810479885708950708 | 0.022527532041619192732966244445087391326
f(z) = -25/6*z^3 + 119/30*z + 1
*
0 | 0.10848794738586449992035756799777031542 | 0.022469117229834242755823128666573602918
f(z) = -25/7*z^3 + 104/35*z + 1
*
6/5 | 0.13309301372172228171897934919982668387 | 0.028049508427348635817641013379311318000
f(z) = -25/7*z^3 + 115/21*z + 1
*
[ -7/10 ] 
f(z) = -25/7*z^3 + 117/28*z + 1
*
-4/5 | 0.060884083946810305431552169586700872840 | 0.012977951214711578207982673243588138119
f(z) = -25/9*z^3 + 109/36*z + 1
*
[ -3/5 ] 
f(z) = -25/11*z^3 + 115/33*z + 1
*
-8/5 | 0.12474182172287621320276528138680139169 | 0.026101401627866480394861869374145761184
f(z) = -25/12*z^3 + 119/24*z + 1
*
[ 4/3 ] 
f(z) = -25/16*z^3 + 109/36*z + 1
*
[ -2/3 ] 
f(z) = -25/16*z^3 + 115/36*z + 1
*
[ -3/10 ] 
f(z) = -25/18*z^3 + 107/24*z + 1
*
[ -4/5 ] 
f(z) = -25/18*z^3 + 113/36*z + 1
*
[ -3/2 ] 
f(z) = -25/18*z^3 + 115/24*z + 1
*
0 | 0.10298937588768469849161616610548130968 | 0.020722986897007022794633901950484373579
f(z) = -24/5*z^3 + 119/30*z + 1
*
[ 7/6 ] 
f(z) = -24/7*z^3 + 101/21*z + 1
*
[ -1/4 ] 
f(z) = -24/11*z^3 + 113/22*z + 1
*
[ -1/2 ] 
f(z) = -23/7*z^3 + 107/28*z + 1
*
[ -1/2 ] 
f(z) = -23/8*z^3 + 119/32*z + 1
*
[ 4/3 ] 
f(z) = -23/16*z^3 + 101/36*z + 1
*
[ -2/3 ] 
f(z) = -23/16*z^3 + 113/36*z + 1
*
[ -3/2 ] 
f(z) = -23/18*z^3 + 109/24*z + 1
*
[ -1/2 ] 
f(z) = -22/15*z^3 + 101/30*z + 1
*
[ 3/2 ] 
f(z) = -22/15*z^3 + 109/30*z + 1
*
[ -1/2 ] 
f(z) = -22/17*z^3 + 113/34*z + 1
*
-2/7 | 0.12753730184025749595177394457559746159 | 0.020945370653209078378398816689650514183
f(z) = -21/2*z^3 + 116/21*z + 1
*
0 | 0.13150177208468478379083615219008665374 | 0.026350776169800458619384208077489360575
f(z) = -21/4*z^3 + 103/28*z + 1
*
0 | 0.11331488330838488270193768033981482796 | 0.022706425011850178165199367900691588649
f(z) = -21/4*z^3 + 107/28*z + 1
*
0 | 0.056102893521875384363168157268329644061 | 0.011242090248951568660741205499542540206
f(z) = -21/4*z^3 + 115/28*z + 1
*
[ -4/7 ] 
f(z) = -21/8*z^3 + 101/28*z + 1
*
[ -1/3 ] 
f(z) = -21/8*z^3 + 103/24*z + 1
*
[ -1/2 ] 
f(z) = -21/8*z^3 + 117/32*z + 1
*
2/7 | 0.17086111405045247466704514549827161934 | 0.028470138713106069247017540343000619946
f(z) = -21/16*z^3 + 101/28*z + 1
*
3/5 | 0.20418314700698239944073241880895612243 | 0.027675497335548866074264183064861148502
f(z) = -40/3*z^3 + 107/40*z + 1
*
9/10 | 0.14323723933674675315978793587339748562 | 0.027034477066455680520592360679674591459
f(z) = -40/9*z^3 + 112/45*z + 1
*
0 | 0.12041153018884685623894621491337305049 | 0.022726371762682358534949114117742180104
f(z) = -40/9*z^3 + 119/45*z + 1
*
-2/3 | 0.10820094558621818915828278686368760650 | 0.022720914243719944059192758702000044791
f(z) = -39/14*z^3 + 115/42*z + 1
*
[ 5/6 ] 
f(z) = -36/11*z^3 + 114/55*z + 1
*
[ 11/12 ] 
f(z) = -36/11*z^3 + 117/44*z + 1
*
[ 2/3 ] 
f(z) = -35/6*z^3 + 113/54*z + 1
*
0 | 0.10473145004744813707905350002095240420 | 0.020277984523700830105704469939366392095
f(z) = -35/8*z^3 + 111/40*z + 1
*
0 | 0.12464665555072035420857372738256243150 | 0.024133944016276532302239337657921619874
f(z) = -35/9*z^3 + 103/45*z + 1
*
[ 6/7 ] 
f(z) = -35/9*z^3 + 113/42*z + 1
*
-2/7 | 0.13874857190721314969778599713634015365 | 0.025221243322347972077756207489908735687
f(z) = -35/12*z^3 + 115/42*z + 1
*
-2/3 | 0.10851641664318023712157837876519430632 | 0.023222852898628868973881561183651528207
f(z) = -33/14*z^3 + 107/42*z + 1
*
-1/7 | 0.16802563224827214685716123701851690891 | 0.028139049459966125325879774343016520595
f(z) = -28/3*z^3 + 113/42*z + 1
*
-6/7 | 0.16368414711641639021541200380660711285 | 0.027411986194556195884105292248486738722
f(z) = -28/9*z^3 + 103/42*z + 1
*
0 | 0.12757067680107575407246689075563969142 | 0.025074842498338414262727594391564724742
f(z) = -27/7*z^3 + 113/42*z + 1
*
-7/9 | 0.12013217747429529870489393310572511597 | 0.025920000452967831529776201009839363252
f(z) = -27/14*z^3 + 103/42*z + 1
*
1/6 | 0.12603809617641302991981243198774865563 | 0.026562676296887198808330264064854001961
f(z) = -27/14*z^3 + 115/56*z + 1
*
0 | 0.11020897656207166163252724831575620827 | 0.023312869768338722475099388732386568541
f(z) = -27/16*z^3 + 113/48*z + 1
*
0 | 0.10211451244508854690304716272151844757 | 0.021149104635885252707679853772223375871
f(z) = -25/8*z^3 + 109/40*z + 1
*
0 | 0.11703547485067125234865158132117173013 | 0.024239409702498305477302603573599677133
f(z) = -25/9*z^3 + 116/45*z + 1
*
[ 6/5 ] 
f(z) = -25/14*z^3 + 115/42*z + 1
*
-3/5 | 0.065411407858258212885377616812471454207 | 0.013998246067960369166638448976741272564
f(z) = -25/16*z^3 + 107/48*z + 1
*
0 | 0.14366177733459092766912867404621795066 | 0.027325136242427450887687223166365455911
f(z) = -24/5*z^3 + 117/40*z + 1
*
0 | 0.063572453144664913790763774394452423810 | 0.012791718584295429072509173737681985602
f(z) = -24/7*z^3 + 109/42*z + 1
*
0 | 0.13005187089821531864367874408370843649 | 0.024736468925897535007353830930628644166
f(z) = -24/7*z^3 + 115/56*z + 1
*
-1/2 | 0.14255040352002019735634678207693848431 | 0.029827729650737763223116664141531148903
f(z) = -23/12*z^3 + 119/48*z + 1
*
0 | 0.14898296493888329647751807136635063922 | 0.027142403935269286927285286451602415415
f(z) = -22/5*z^3 + 117/55*z + 1
*
6/7 | 0.12335103421416821836960440506011960253 | 0.020257862560935071718859950481355947368
f(z) = -21/4*z^3 + 113/42*z + 1
*
-1/3 | 0.086324887012746051527884892662304861601 | 0.018625660147977768598652305561331603015
f(z) = -21/16*z^3 + 103/48*z + 1
*
[ 8/7 ] 
f(z) = -21/16*z^3 + 103/56*z + 1
*
[ 3/4 ] 
f(z) = -40/11*z^3 + 113/66*z + 1
*
[ 3/4 ] 
f(z) = -40/13*z^3 + 109/78*z + 1
*
0 | 0.15929972609884830718310141611924588176 | 0.029200797300527585951709207888024570084
f(z) = -39/11*z^3 + 113/66*z + 1
*
0 | 0.16181671428102769152155728605621214952 | 0.029804091568248462116306510362538362302
f(z) = -38/11*z^3 + 107/66*z + 1
*
0 | 0.14659519239009518488604805559536938761 | 0.029179673318624447768382586775395679729
f(z) = -38/15*z^3 + 107/60*z + 1
*
[ 5/6 ] 
f(z) = -36/13*z^3 + 112/65*z + 1
*
[ 7/11 ] 
f(z) = -33/7*z^3 + 103/77*z + 1
*
-1/2 | 0.12776526769776398781920905733633371639 | 0.026505768586098563455125822388291305482
f(z) = -31/18*z^3 + 103/72*z + 1
*
0 | 0.12693817411931607831050862962560144538 | 0.024049908407602132022118706260719581739
f(z) = -28/9*z^3 + 106/63*z + 1
*
0 | 0.12715844964981992888780876201941478075 | 0.024091642160035612499173175903891474669
f(z) = -28/9*z^3 + 115/63*z + 1
*
[ 11/14 ] 
f(z) = -28/11*z^3 + 100/77*z + 1
*
0 | 0.13920200495169596422086896161863440222 | 0.025341425066427384765905021680865675597
f(z) = -27/8*z^3 + 115/72*z + 1
*
-4/9 | 0.12871818185088522016527753028445217110 | 0.025300392045550487244519200340889878968
f(z) = -27/10*z^3 + 107/60*z + 1
*
-10/9 | 0.12481657956752416499212584859632638285 | 0.020244626158121731990851931040323238863
f(z) = -27/16*z^3 + 119/60*z + 1
*
0 | 0.12629965123364628851606110951937545673 | 0.026427367155439785263709018842893224029
f(z) = -26/15*z^3 + 119/60*z + 1
*
0 | 0.081941896631181078173429902396910954293 | 0.016971120993675123565164771239240897134
f(z) = -25/12*z^3 + 101/60*z + 1
*
0 | 0.075069522204505503230925131066624643819 | 0.015547772222119250867470429354091877861
f(z) = -25/12*z^3 + 113/60*z + 1
*
2/3 | 0.11866885895138814046729974070711603231 | 0.020955268779933169684983669595545859601
f(z) = -24/5*z^3 + 113/60*z + 1
*
[ 11/12 ] 
f(z) = -24/11*z^3 + 115/66*z + 1
*
-7/22 | 0.14665538683165905878319942285223265592 | 0.023722641963769020641649177034053342741
f(z) = -22/3*z^3 + 115/66*z + 1
*
0 | 0.14830746538767885724003194921866097278 | 0.027019338310387909556005138611758024795
f(z) = -22/7*z^3 + 116/77*z + 1
*
-5/7 | 0.064320604612801816215314086785072137388 | 0.012888783385874767672735324459642966740
f(z) = -21/10*z^3 + 103/70*z + 1
*
[ 2/3 ] 
f(z) = -37/10*z^3 + 103/90*z + 1
*
[ 5/6 ] 
f(z) = -36/17*z^3 + 108/85*z + 1
*
[ 5/6 ] 
f(z) = -36/19*z^3 + 106/95*z + 1
*
0 | 0.12654895715082507935617830244112546702 | 0.023003638859971703913220621973622078565
f(z) = -35/12*z^3 + 101/84*z + 1
*
0 | 0.12522320078971129233401649902002041518 | 0.022762647379409566754494174971670746043
f(z) = -35/12*z^3 + 113/84*z + 1
*
-5/16 | 0.16335104152964619252228337577181188738 | 0.029458217192358459172596269752940109424
f(z) = -32/11*z^3 + 113/88*z + 1
*
-3/28 | 0.19549382256972347906649822975174685812 | 0.029334007257472413167360150630763261916
f(z) = -28/9*z^3 + 115/84*z + 1
*
0 | 0.13379548612543765319646266261312425480 | 0.024357179963396024431404834208201992033
f(z) = -27/10*z^3 + 103/90*z + 1
*
0 | 0.11165881412982128569467547593161690809 | 0.020327246523919662126448068862186753073
f(z) = -27/10*z^3 + 113/90*z + 1
*
-3/13 | 0.078345949521342230475120240946792086395 | 0.013454461965020021991551293119045993264
f(z) = -26/7*z^3 + 109/91*z + 1
*
0 | 0.086736287175917472197296408269085828087 | 0.017964095105464126565896271020375499187
f(z) = -25/18*z^3 + 107/90*z + 1
*
[ 3/4 ] 
f(z) = -40/17*z^3 + 101/102*z + 1
*
0 | 0.15382472809086073438200792976048001836 | 0.026096745067483284110400675184293042881
f(z) = -33/10*z^3 + 103/110*z + 1
*
-1/11 | 0.17096631036967502964198373236369189959 | 0.029004856840768998364298971740715054636
f(z) = -33/10*z^3 + 113/110*z + 1
*
[ 4/5 ] 
f(z) = -33/16*z^3 + 107/100*z + 1
*
-1/7 | 0.11804127703409610132726567840517058712 | 0.022364288132252328851397750049784542844
f(z) = -28/15*z^3 + 109/105*z + 1
*
[ 9/13 ] 
f(z) = -26/9*z^3 + 110/117*z + 1
*
-4/5 | 0.11921958902129212641633925595866336985 | 0.018761826625748785587082296835360267323
f(z) = -23/16*z^3 + 117/100*z + 1
*
-4/5 | 0.17056260437546650912892655576881564173 | 0.027231639634694464601593044472888926746
f(z) = -21/16*z^3 + 109/100*z + 1
*
0 | 0.14888944570849902582385105772853477742 | 0.024850258987239843127484288131649508136
f(z) = -40/13*z^3 + 101/130*z + 1
*
[ 3/4 ] 
f(z) = -34/15*z^3 + 113/120*z + 1
*
[ 2/3 ] 
f(z) = -22/7*z^3 + 113/126*z + 1
*
0 | 0.16168235180367574895364674451425918466 | 0.026643212387227819801518922289020850268
f(z) = -36/13*z^3 + 107/156*z + 1
*
[ 13/18 ] 
f(z) = -27/13*z^3 + 109/156*z + 1
*
0 | 0.12739547786037850140390167458387003073 | 0.023192072248677462497033534180316747069
f(z) = -27/16*z^3 + 115/144*z + 1
*
0 | 0.11190491894887448541680345299248453573 | 0.019760851120435168238377293366375622885
f(z) = -24/13*z^3 + 119/156*z + 1
*
0 | 0.10433447577429071109472586979409921668 | 0.017413851814353451230852195694736419156
f(z) = -40/17*z^3 + 111/170*z + 1
*
0 | 0.14178042180332591532441598397794584538 | 0.024053398756382885166362460249645701398
f(z) = -33/16*z^3 + 107/176*z + 1
*
[ 2/3 ] 
f(z) = -25/9*z^3 + 119/162*z + 1
*
[ 2/3 ] 
f(z) = -23/9*z^3 + 103/162*z + 1
*
0 | 0.13381868537223466051600410328969800404 | 0.024379705518345079560339917534287628677
f(z) = -22/15*z^3 + 107/165*z + 1
*
0 | 0.13860485562007396046647479504347361327 | 0.022687712969942663673773239936372077777
f(z) = -30/13*z^3 + 112/195*z + 1
*
13/15 | 0.18100443977122100857797525215312495111 | 0.029627943100861947154859474742132349495
f(z) = -30/13*z^3 + 113/195*z + 1
*
[ 2/3 ] 
f(z) = -26/11*z^3 + 109/198*z + 1
*
0 | 0.14584129974992115787450332440362344093 | 0.025045534994503713091348776726148971760
f(z) = -26/15*z^3 + 113/195*z + 1
*
[ 2/3 ] 
f(z) = -25/11*z^3 + 101/198*z + 1
*
7/8 | 0.080812734249905158070595778964887185358 | 0.013237587445355062552145616749270311983
f(z) = -32/15*z^3 + 103/210*z + 1
*
0 | 0.16360995191068407059959444219546609277 | 0.027399560813167306195306713944613030378
f(z) = -28/15*z^3 + 107/210*z + 1
*
[ 2/3 ] 
f(z) = -29/13*z^3 + 115/234*z + 1
*
[ 2/3 ] 
f(z) = -28/13*z^3 + 107/234*z + 1
*
[ 3/4 ] 
f(z) = -28/19*z^3 + 113/228*z + 1
*
0 | 0.16649267285911299210655430502800461556 | 0.026688683719798980697442598442613841183
f(z) = -32/15*z^3 + 107/240*z + 1
*
[ 2/3 ] 
f(z) = -31/15*z^3 + 113/270*z + 1
*
0 | 0.18403183470784019879425865423325415210 | 0.029346543484741453299742375379527129031
f(z) = -23/12*z^3 + 109/276*z + 1
*
0 | 0.15560621518359638326606167260819489697 | 0.025555110590669966855502665649941924190
f(z) = -21/13*z^3 + 103/273*z + 1
*
-1/2 | 0.11169164331629391440481250837914910926 | 0.018641793244058552639465528547685828458
f(z) = -40*z^3 + 131/10*z + 1
*
[ 3/4 ] 
f(z) = -40*z^3 + 133/6*z + 1
*
0 | 0.13627233687984867394546149516340154426 | 0.026850772375678770815840588493288918216
f(z) = -40/3*z^3 + 139/12*z + 1
*
[ 3 ] 
f(z) = -40/9*z^3 + 122/3*z + 1
*
[ -3 ] 
f(z) = -40/9*z^3 + 124/3*z + 1
*
-1/6 | 0.16329669165355778417326744984512830588 | 0.026558922286706867662333065946186591395
f(z) = -39*z^3 + 121/12*z + 1
*
-6/13 | 0.17740373068987442448724635990208438124 | 0.028482526656465478555716502750854933647
f(z) = -39*z^3 + 121/13*z + 1
*
0 | 0.13909806577701404819437204814437561068 | 0.029004199506737642692558233092421183974
f(z) = -39/4*z^3 + 121/12*z + 1
*
[ -4/3 ] 
f(z) = -39/8*z^3 + 125/12*z + 1
*
[ 2/3 ] 
f(z) = -37/2*z^3 + 139/18*z + 1
*
[ -3/2 ] 
f(z) = -37/9*z^3 + 131/12*z + 1
*
-2 | 0.054624441727504737766696482124270187807 | 0.011069962566981906662106496240807378248
f(z) = -37/18*z^3 + 139/18*z + 1
*
[ 5/6 ] 
f(z) = -36*z^3 + 124/5*z + 1
*
[ -2/9 ] 
f(z) = -36*z^3 + 131/18*z + 1
*
[ -5/6 ] 
f(z) = -36*z^3 + 136/5*z + 1
*
[ 11/6 ] 
f(z) = -36/11*z^3 + 126/11*z + 1
*
[ -11/6 ] 
f(z) = -36/11*z^3 + 138/11*z + 1
*
[ -1/6 ] 
f(z) = -36/17*z^3 + 120/17*z + 1
*
[ -1/6 ] 
f(z) = -36/19*z^3 + 134/19*z + 1
*
4/7 | 0.12212039226585581738410830054779938087 | 0.019714627079658668425987302655913728142
f(z) = -35*z^3 + 125/14*z + 1
*
[ 2/3 ] 
f(z) = -35/2*z^3 + 131/18*z + 1
*
-2 | 0.066678684461880988524982164579326452200 | 0.013512825351896528832095392144454068160
f(z) = -35/2*z^3 + 139/2*z + 1
*
[ -6/5 ] 
f(z) = -35/8*z^3 + 122/15*z + 1
*
[ -3/2 ] 
f(z) = -35/9*z^3 + 125/12*z + 1
*
-4 | 0.15930907161414097808874495254389223047 | 0.025261991328520037253215795086324680851
f(z) = -35/16*z^3 + 137/4*z + 1
*
-2 | 0.053607317105632602123494408650872108180 | 0.010995927662356232856598999678254555918
f(z) = -35/18*z^3 + 131/18*z + 1
*
[ -1/11 ] 
f(z) = -33*z^3 + 135/11*z + 1
*
-2 | 0.065594732350702430326257890236322557509 | 0.013454785109627444617231476217375543367
f(z) = -33/2*z^3 + 131/2*z + 1
*
[ 2 ] 
f(z) = -33/2*z^3 + 133/2*z + 1
*
[ -2 ] 
f(z) = -33/2*z^3 + 135/2*z + 1
*
-2 | 0.065935236229772639410588579161015797075 | 0.013611207629467401287745822748459080863
f(z) = -33/10*z^3 + 127/10*z + 1
*
[ 2 ] 
f(z) = -33/10*z^3 + 137/10*z + 1
*
-2 | 0.066035665040581302864189363886902141972 | 0.013676755205530009740456305878984614395
f(z) = -33/14*z^3 + 125/14*z + 1
*
[ 2 ] 
f(z) = -33/14*z^3 + 139/14*z + 1
*
[ 4 ] 
f(z) = -33/16*z^3 + 135/4*z + 1
*
[ -4 ] 
f(z) = -33/16*z^3 + 137/4*z + 1
*
[ -1/16 ] 
f(z) = -32*z^3 + 137/8*z + 1
*
-7/24 | 0.10910078308482679815727806032148237325 | 0.017164716035172069858148780842026487625
f(z) = -32*z^3 + 139/18*z + 1
*
0 | 0.13579292903074208674256821737485928569 | 0.027986826471491222992757977700145244322
f(z) = -32/3*z^3 + 125/12*z + 1
*
[ -1/8 ] 
f(z) = -32/7*z^3 + 127/14*z + 1
*
-2 | 0.064444703301311212505002210649492360615 | 0.013391985539657032277961865410193868778
f(z) = -31/2*z^3 + 123/2*z + 1
*
[ 2 ] 
f(z) = -31/2*z^3 + 125/2*z + 1
*
[ -2 ] 
f(z) = -31/2*z^3 + 127/2*z + 1
*
[ -2 ] 
f(z) = -31/6*z^3 + 133/6*z + 1
*
[ 2 ] 
f(z) = -31/10*z^3 + 129/10*z + 1
*
[ -2 ] 
f(z) = -31/10*z^3 + 139/10*z + 1
*
[ 2 ] 
f(z) = -31/14*z^3 + 131/14*z + 1
*
-4 | 0.15230470579633455325166239340875252835 | 0.024636462956188211684511769349596833444
f(z) = -31/16*z^3 + 121/4*z + 1
*
[ 4 ] 
f(z) = -31/16*z^3 + 127/4*z + 1
*
[ -4 ] 
f(z) = -31/16*z^3 + 129/4*z + 1
*
[ 2 ] 
f(z) = -31/18*z^3 + 133/18*z + 1
*
-2/5 | 0.10777950263940107889584576327240816760 | 0.017642025663434002266346826490959604948
f(z) = -30*z^3 + 122/15*z + 1
*
3/5 | 0.17829658981176620054552182536260230335 | 0.029184705218819927088451715772408003128
f(z) = -30*z^3 + 127/15*z + 1
*
-1/5 | 0.16721123000912414194198787220306951482 | 0.027370183929174294711291411049995168549
f(z) = -30*z^3 + 128/15*z + 1
*
[ -2 ] 
f(z) = -29/6*z^3 + 125/6*z + 1
*
[ 2 ] 
f(z) = -29/10*z^3 + 121/10*z + 1
*
[ -2 ] 
f(z) = -29/10*z^3 + 131/10*z + 1
*
[ 2 ] 
f(z) = -29/14*z^3 + 123/14*z + 1
*
[ -2 ] 
f(z) = -29/14*z^3 + 137/14*z + 1
*
[ -4 ] 
f(z) = -29/16*z^3 + 121/4*z + 1
*
[ 2 ] 
f(z) = -29/18*z^3 + 125/18*z + 1
*
-3/7 | 0.17417977882137408873576131951223306159 | 0.029169676945113870403765827927172648775
f(z) = -28*z^3 + 121/14*z + 1
*
-5/12 | 0.14767837313238967438852074693078615636 | 0.024335533324899875127121665108185280964
f(z) = -27*z^3 + 123/16*z + 1
*
-1/9 | 0.12331981232259532852738679748006215188 | 0.025714178121440585536453383608965045431
f(z) = -27/2*z^3 + 121/6*z + 1
*
[ -1/9 ] 
f(z) = -27/4*z^3 + 121/12*z + 1
*
-1/9 | 0.11707259522665749028306980858732517584 | 0.023830820187792769656281942952612421552
f(z) = -27/5*z^3 + 136/15*z + 1
*
[ -2 ] 
f(z) = -27/10*z^3 + 123/10*z + 1
*
-7/3 | 0.11560430152458556022524701820429563825 | 0.023427887773082239201477457914234278652
f(z) = -27/14*z^3 + 139/14*z + 1
*
-22/9 | 0.090565860144167713094279436314331469161 | 0.014535932881939121700825265425386263117
f(z) = -27/16*z^3 + 127/12*z + 1
*
[ -1/6 ] 
f(z) = -26*z^3 + 139/18*z + 1
*
-3/2 | 0.13335100918256164402761454540300197712 | 0.027805845129120157133355183943136264116
f(z) = -26/3*z^3 + 121/6*z + 1
*
[ -3/2 ] 
f(z) = -26/3*z^3 + 127/6*z + 1
*
-9/20 | 0.16539916635901515242261519033748811730 | 0.027605799059405537260376658833445303507
f(z) = -25*z^3 + 129/16*z + 1
*
-1/10 | 0.12583826309047332449412282652253354220 | 0.026239315894646780612376577231119091461
f(z) = -25/3*z^3 + 121/12*z + 1
*
0 | 0.14116082298010329241909991341426879576 | 0.029236050236241142085739396714955785715
f(z) = -25/3*z^3 + 122/15*z + 1
*
0 | 0.14020414852386392086500180546336513861 | 0.028895975683919736837808805666023686764
f(z) = -25/3*z^3 + 128/15*z + 1
*
[ 8/5 ] 
f(z) = -25/4*z^3 + 131/8*z + 1
*
[ 11/5 ] 
f(z) = -25/11*z^3 + 127/11*z + 1
*
[ -11/5 ] 
f(z) = -25/11*z^3 + 137/11*z + 1
*
[ -2 ] 
f(z) = -25/14*z^3 + 121/14*z + 1
*
[ -12/5 ] 
f(z) = -25/16*z^3 + 125/12*z + 1
*
[ -2 ] 
f(z) = -25/18*z^3 + 127/18*z + 1
*
0 | 0.10521342212335712062888583587085743243 | 0.021170497920381314648518622322285734591
f(z) = -24*z^3 + 133/6*z + 1
*
0 | 0.11601876937854081938442054592257325668 | 0.023344693730937328177278382868171873217
f(z) = -24*z^3 + 139/6*z + 1
*
7/4 | 0.13281736024829572182361773883184546488 | 0.026916214787668226682300445527256710865
f(z) = -24/7*z^3 + 139/14*z + 1
*
[ -2/3 ] 
f(z) = -23/2*z^3 + 137/18*z + 1
*
[ -1/11 ] 
f(z) = -22*z^3 + 134/11*z + 1
*
[ -1/6 ] 
f(z) = -22*z^3 + 137/18*z + 1
*
-1/6 | 0.097472079910660595822350550848734552811 | 0.017627874120098158725012027899368040040
f(z) = -21*z^3 + 127/12*z + 1
*
0 | 0.14437363482438141354127852083587318441 | 0.028930084178849281580635423378352399652
f(z) = -21*z^3 + 138/7*z + 1
*
0 | 0.13424080178648277386887801793237101745 | 0.026899632336910011846470593291457161256
f(z) = -21/2*z^3 + 121/14*z + 1
*
0 | 0.10542374723033760816816515514682639076 | 0.021125172096230510983433486593129861214
f(z) = -21/2*z^3 + 125/14*z + 1
*
0 | 0.12642668218376289145159385695693795028 | 0.025333812246799586803784469712350465685
f(z) = -21/2*z^3 + 131/14*z + 1
*
0 | 0.099368952207131385521094575500140766977 | 0.019911891500226203591928344302600207157
f(z) = -21/2*z^3 + 139/14*z + 1
*
[ -4/3 ] 
f(z) = -21/4*z^3 + 133/12*z + 1
*
-4/3 | 0.10422560172383726563733874991488299758 | 0.021515602073914285293951638305522642460
f(z) = -21/5*z^3 + 127/15*z + 1
*
[ -3/8 ] 
f(z) = -40/3*z^3 + 133/24*z + 1
*
-2/5 | 0.15330422367538425331540421828270606999 | 0.025587103532037524553803384184520820389
f(z) = -40/3*z^3 + 139/30*z + 1
*
-3/4 | 0.14908251917779200266914713117789003250 | 0.024882483740933190343140583166209053499
f(z) = -40/9*z^3 + 127/30*z + 1
*
[ -1/4 ] 
f(z) = -40/13*z^3 + 135/26*z + 1
*
[ -1/2 ] 
f(z) = -39/7*z^3 + 123/28*z + 1
*
0 | 0.12146511773955446449693713132275627134 | 0.025198759882880054501851051712931942199
f(z) = -39/7*z^3 + 124/21*z + 1
*
-6/13 | 0.13683538215354551958503566656563214424 | 0.018675184884374015741705951977815111522
f(z) = -39/8*z^3 + 125/39*z + 1
*
0 | 0.12266346266426208326784029587897139967 | 0.025082761874072048130220405937424698513
f(z) = -39/8*z^3 + 133/24*z + 1
*
[ -1/2 ] 
f(z) = -39/8*z^3 + 135/32*z + 1
*
[ -2/3 ] 
f(z) = -39/10*z^3 + 127/30*z + 1
*
[ -1/3 ] 
f(z) = -39/10*z^3 + 133/30*z + 1
*
[ -1/4 ] 
f(z) = -38/3*z^3 + 139/24*z + 1
*
0 | 0.12739724110188036147301750996044451362 | 0.025358334174798448832389946427631832159
f(z) = -38/5*z^3 + 127/20*z + 1
*
[ -1/2 ] 
f(z) = -38/17*z^3 + 121/34*z + 1
*
[ -1/2 ] 
f(z) = -37/7*z^3 + 121/28*z + 1
*
[ -1/2 ] 
f(z) = -37/8*z^3 + 133/32*z + 1
*
[ -2/3 ] 
f(z) = -37/16*z^3 + 127/36*z + 1
*
-4/3 | 0.13886036840993263874069618888139079814 | 0.021968906617925080030111864669011073927
f(z) = -37/16*z^3 + 139/36*z + 1
*
-1/3 | 0.085073801632639273591370185289820341794 | 0.017118108167141276883207391234376799497
f(z) = -36/5*z^3 + 121/20*z + 1
*
0 | 0.088880965927549758374763212396560257874 | 0.017884165977650032377048770635559395529
f(z) = -36/5*z^3 + 129/20*z + 1
*
[ -7/12 ] 
f(z) = -36/7*z^3 + 125/28*z + 1
*
0 | 0.091167163049596369019085968415503955339 | 0.018344182679332097061533850992152287982
f(z) = -36/7*z^3 + 137/28*z + 1
*
[ -2/3 ] 
f(z) = -36/19*z^3 + 127/38*z + 1
*
1/2 | 0.17119826670012219153734485338506991218 | 0.026132829692888799631285062552548381768
f(z) = -35*z^3 + 123/20*z + 1
*
[ 4/7 ] 
f(z) = -35/2*z^3 + 139/28*z + 1
*
-3/7 | 0.13180794054187323718475960666948645475 | 0.023959598967600867635305287853505495817
f(z) = -35/3*z^3 + 122/21*z + 1
*
-2/5 | 0.16902846544115488006880910106083009498 | 0.028854625169593534993728251697058044108
f(z) = -35/3*z^3 + 131/30*z + 1
*
[ -1/5 ] 
f(z) = -35/4*z^3 + 127/20*z + 1
*
-4/7 | 0.13510168479811360954530589991261743533 | 0.024558324591845694775771767883776376236
f(z) = -35/4*z^3 + 129/28*z + 1
*
-4/5 | 0.093180121453788812062261530296077846177 | 0.018041429388215870307944540494506344301
f(z) = -35/4*z^3 + 137/20*z + 1
*
0 | 0.11583192970899638567576629974612943316 | 0.022427246800510257669894400011582533036
f(z) = -35/4*z^3 + 139/20*z + 1
*
0 | 0.10352955057612318974736413059355825662 | 0.020045274111808988485005483272849229271
f(z) = -35/6*z^3 + 121/30*z + 1
*
0 | 0.091159879447941984949952037609157759210 | 0.017650272423329653103645094938653131757
f(z) = -35/6*z^3 + 127/30*z + 1
*
0 | 0.10371429841009650556387922921890734491 | 0.020081044777797102820318165211358723130
f(z) = -35/6*z^3 + 139/30*z + 1
*
-2/5 | 0.088102104272874926345135170365084462662 | 0.012390081470106053790502416500200235837
f(z) = -35/8*z^3 + 127/35*z + 1
*
-18/35 | 0.14963453268838826382180301962975065158 | 0.021043584214607536824852372935070871353
f(z) = -35/8*z^3 + 128/35*z + 1
*
[ -1/2 ] 
f(z) = -35/8*z^3 + 131/32*z + 1
*
[ 6/5 ] 
f(z) = -35/12*z^3 + 131/30*z + 1
*
[ -2/3 ] 
f(z) = -35/16*z^3 + 125/36*z + 1
*
[ -2/7 ] 
f(z) = -35/16*z^3 + 131/28*z + 1
*
-4/3 | 0.18171396197995223878663022519460522847 | 0.029020874120933403221168059734753204372
f(z) = -35/16*z^3 + 131/36*z + 1
*
-4/7 | 0.14734055201931314247320725612336663744 | 0.023310544724971994170306720733108541877
f(z) = -35/16*z^3 + 139/28*z + 1
*
[ -6/5 ] 
f(z) = -35/18*z^3 + 139/30*z + 1
*
[ -1/4 ] 
f(z) = -34/3*z^3 + 137/24*z + 1
*
3/2 | 0.12591847876257207981391058004631622830 | 0.025748361816523109316044978947956184417
f(z) = -34/15*z^3 + 133/30*z + 1
*
[ -1/2 ] 
f(z) = -34/19*z^3 + 131/38*z + 1
*
-2/11 | 0.17083588389347182610976992802021860714 | 0.028982729666927906401195210145629708229
f(z) = -33/4*z^3 + 127/22*z + 1
*
-2/3 | 0.089792706722586452947174761806790406906 | 0.016979609047993462645788531731173815661
f(z) = -33/5*z^3 + 133/30*z + 1
*
[ -1/2 ] 
f(z) = -33/8*z^3 + 129/32*z + 1
*
-1 | 0.11822643364277026894752848500562395910 | 0.024250594551348424344994074623541731378
f(z) = -33/8*z^3 + 131/24*z + 1
*
[ -6/11 ] 
f(z) = -33/8*z^3 + 134/33*z + 1
*
[ -1/3 ] 
f(z) = -33/10*z^3 + 131/30*z + 1
*
0 | 0.11786451362181688468879643923658459251 | 0.024101451763767058599145986194459739838
f(z) = -32/5*z^3 + 133/20*z + 1
*
0 | 0.096365439208326476655062879530922998440 | 0.019860848751277069108757799229947847710
f(z) = -32/7*z^3 + 121/28*z + 1
*
0 | 0.083531973207069106312106039789088958050 | 0.016978109156593754701313152467071860301
f(z) = -32/9*z^3 + 137/36*z + 1
*
[ 11/8 ] 
f(z) = -32/11*z^3 + 127/22*z + 1
*
[ -3/4 ] 
f(z) = -32/11*z^3 + 131/33*z + 1
*
-5/8 | 0.089423655931045303100001708572416754122 | 0.018285740667264353903840687020243380009
f(z) = -32/15*z^3 + 133/30*z + 1
*
[ -1/3 ] 
f(z) = -31/3*z^3 + 139/27*z + 1
*
[ -1/2 ] 
f(z) = -31/8*z^3 + 127/32*z + 1
*
[ -1/2 ] 
f(z) = -31/9*z^3 + 139/36*z + 1
*
[ -2/3 ] 
f(z) = -31/16*z^3 + 121/36*z + 1
*
[ 4/3 ] 
f(z) = -31/16*z^3 + 133/36*z + 1
*
[ -3/2 ] 
f(z) = -31/18*z^3 + 133/24*z + 1
*
0 | 0.11924035651763463704610226758401520115 | 0.023797452721839226997218173841953316811
f(z) = -30/7*z^3 + 129/35*z + 1
*
[ -1/2 ] 
f(z) = -30/19*z^3 + 129/38*z + 1
*
[ -1/3 ] 
f(z) = -29/3*z^3 + 137/27*z + 1
*
[ -1/2 ] 
f(z) = -29/8*z^3 + 125/32*z + 1
*
[ -1/2 ] 
f(z) = -29/9*z^3 + 137/36*z + 1
*
[ 4/3 ] 
f(z) = -29/16*z^3 + 125/36*z + 1
*
[ -3/2 ] 
f(z) = -29/18*z^3 + 127/24*z + 1
*
-1/2 | 0.10879355793495842262831284362973599191 | 0.020612200560042239747540999917910792744
f(z) = -28/3*z^3 + 121/21*z + 1
*
[ -3/14 ] 
f(z) = -28/3*z^3 + 128/21*z + 1
*
[ -1/3 ] 
f(z) = -28/3*z^3 + 136/27*z + 1
*
-5/14 | 0.15408943295493025463319082437084443951 | 0.029194029100041293350839511430123215239
f(z) = -28/5*z^3 + 123/35*z + 1
*
0 | 0.15565761675934950377577558583715193719 | 0.029491139698363890349719804976355959619
f(z) = -28/5*z^3 + 136/35*z + 1
*
0 | 0.081113820381545024809723214564032443528 | 0.016913545245636247321933373148957074482
f(z) = -28/9*z^3 + 121/36*z + 1
*
[ -3/14 ] 
f(z) = -28/9*z^3 + 122/21*z + 1
*
[ 8/9 ] 
f(z) = -27/4*z^3 + 125/24*z + 1
*
-8/9 | 0.13942362689892403263250128125415057464 | 0.027404616583551264814929942848916246769
f(z) = -27/4*z^3 + 131/24*z + 1
*
-1/6 | 0.12664937579871438783656475730958253406 | 0.026318479602162483150341221807769103527
f(z) = -27/5*z^3 + 123/20*z + 1
*
0 | 0.11984801648502207312179176115705005309 | 0.023556903611840467265792255446649178221
f(z) = -27/5*z^3 + 127/30*z + 1
*
-2/3 | 0.14620302432862768605876118698597852059 | 0.029628897894667515174274606794566247475
f(z) = -27/7*z^3 + 139/28*z + 1
*
[ -1/2 ] 
f(z) = -27/8*z^3 + 123/32*z + 1
*
-10/9 | 0.13839272921237144862798731776217918498 | 0.028568824189146941459316276497595405421
f(z) = -27/10*z^3 + 127/30*z + 1
*
[ -4/3 ] 
f(z) = -27/10*z^3 + 131/20*z + 1
*
-1 | 0.096094840977471920392082417467996029718 | 0.019710964419871755304200813830100800968
f(z) = -27/10*z^3 + 131/30*z + 1
*
-5/9 | 0.13321779497177509724044306889989740830 | 0.027636932232827717484301794700453311420
f(z) = -27/11*z^3 + 124/33*z + 1
*
[ 11/9 ] 
f(z) = -27/11*z^3 + 127/33*z + 1
*
[ -1/4 ] 
f(z) = -26/3*z^3 + 133/24*z + 1
*
[ -1/3 ] 
f(z) = -26/3*z^3 + 134/27*z + 1
*
0 | 0.14222697805474695002624409670320056438 | 0.028164561098488139255940715850087449384
f(z) = -26/5*z^3 + 121/30*z + 1
*
[ -1/2 ] 
f(z) = -26/19*z^3 + 127/38*z + 1
*
[ -3/10 ] 
f(z) = -25/2*z^3 + 131/24*z + 1
*
[ -1/3 ] 
f(z) = -25/3*z^3 + 133/27*z + 1
*
0 | 0.14464323625135244601958456789503603257 | 0.029957298576908180934495235215614071553
f(z) = -25/4*z^3 + 121/20*z + 1
*
-1/3 | 0.14600496528171645718716110706534423333 | 0.026957580997259693141396828042548214494
f(z) = -25/4*z^3 + 133/36*z + 1
*
0 | 0.066323480581142545604075012556922413465 | 0.013604265875661670426332885388501503720
f(z) = -25/6*z^3 + 131/30*z + 1
*
0 | 0.13694118925616963143619661578180642011 | 0.027833682959476080711119959454767357613
f(z) = -25/6*z^3 + 137/30*z + 1
*
[ -4/5 ] 
f(z) = -25/7*z^3 + 127/28*z + 1
*
-7/10 | 0.12522250453186568825064345802017115814 | 0.025451827236665230765231719719566253707
f(z) = -25/7*z^3 + 137/28*z + 1
*
0 | 0.13746422088488795468443407710978277048 | 0.027857928271124409056036591894173392041
f(z) = -25/7*z^3 + 139/35*z + 1
*
[ -1/2 ] 
f(z) = -25/8*z^3 + 121/32*z + 1
*
[ -1/2 ] 
f(z) = -25/9*z^3 + 133/36*z + 1
*
[ 8/5 ] 
f(z) = -25/12*z^3 + 137/24*z + 1
*
[ -3/5 ] 
f(z) = -25/13*z^3 + 131/39*z + 1
*
[ -2/5 ] 
f(z) = -25/17*z^3 + 127/34*z + 1
*
21/10 | 0.13437314346584753111173783165409140958 | 0.022272703973685852435901112585704457465
f(z) = -25/18*z^3 + 139/24*z + 1
*
[ -5/12 ] 
f(z) = -24/5*z^3 + 127/30*z + 1
*
-1/6 | 0.070437913197643244245394837554793253171 | 0.014517204008686739355119888742132286611
f(z) = -24/7*z^3 + 128/21*z + 1
*
[ -7/6 ] 
f(z) = -24/7*z^3 + 137/21*z + 1
*
[ -1/4 ] 
f(z) = -24/13*z^3 + 133/26*z + 1
*
[ -1/3 ] 
f(z) = -23/3*z^3 + 131/27*z + 1
*
-1/3 | 0.12865105048423710915312422659697938959 | 0.024124851782304568930414114770545022380
f(z) = -23/4*z^3 + 131/36*z + 1
*
[ -1/2 ] 
f(z) = -23/9*z^3 + 131/36*z + 1
*
-3/11 | 0.16124563893238672090321147857199681852 | 0.026082727973729161045797452829490344985
f(z) = -22*z^3 + 135/22*z + 1
*
[ -1/3 ] 
f(z) = -22/3*z^3 + 130/27*z + 1
*
[ -1/2 ] 
f(z) = -22/19*z^3 + 125/38*z + 1
*
-2/7 | 0.14893282328422901414878513477413524906 | 0.024459143647434449859870410948279712790
f(z) = -21/2*z^3 + 137/21*z + 1
*
[ -4/7 ] 
f(z) = -21/4*z^3 + 125/28*z + 1
*
-5/7 | 0.14206763926956959321948587986692101208 | 0.028468000879513439338635047879240367017
f(z) = -21/5*z^3 + 124/35*z + 1
*
[ -2/3 ] 
f(z) = -21/5*z^3 + 131/30*z + 1
*
-10/7 | 0.18268162599876604579381795188794018152 | 0.026099528474926745308713509295369825349
f(z) = -21/8*z^3 + 137/21*z + 1
*
[ -1/3 ] 
f(z) = -21/11*z^3 + 139/33*z + 1
*
[ 3/4 ] 
f(z) = -40/7*z^3 + 121/42*z + 1
*
0 | 0.090052263035857291488520943444680422386 | 0.016996389005388743436269525729961413177
f(z) = -40/9*z^3 + 137/45*z + 1
*
0 | 0.12277798578399486313364563033672862667 | 0.025184208483150461540626935473856092072
f(z) = -39/14*z^3 + 131/42*z + 1
*
-1/3 | 0.13063443248306723717876427659706199092 | 0.026473831709996658238110230320290218240
f(z) = -39/14*z^3 + 139/42*z + 1
*
-4/13 | 0.13940856670638946085849507812709468958 | 0.022319273739734311182900992613388121248
f(z) = -39/16*z^3 + 129/52*z + 1
*
0 | 0.10399310308834075155812894135713059987 | 0.021264965007959481927317394760507540283
f(z) = -39/16*z^3 + 133/48*z + 1
*
[ 2/3 ] 
f(z) = -37/6*z^3 + 121/54*z + 1
*
-1/2 | 0.14181092826200717631300731233898956137 | 0.028378007675705376861488983206984384822
f(z) = -37/12*z^3 + 133/48*z + 1
*
-2/7 | 0.16124670546020447691607062894290544585 | 0.029310877491830737208346277731554989761
f(z) = -35/6*z^3 + 125/42*z + 1
*
6/7 | 0.086678547955407435925003365645228857927 | 0.015756131531740017326586417272665456561
f(z) = -35/6*z^3 + 131/42*z + 1
*
0 | 0.076378053862923134855870577648609081405 | 0.014788232125890261871120237784644114951
f(z) = -35/8*z^3 + 127/40*z + 1
*
-1/2 | 0.13892326751344403743253349209267593389 | 0.028112772158065062950589308132396994750
f(z) = -35/12*z^3 + 131/48*z + 1
*
-6/7 | 0.096885900428145397587840504840910492376 | 0.017216137773107273275299593017139449043
f(z) = -35/12*z^3 + 139/42*z + 1
*
10/11 | 0.20031672672956034945142681435814348126 | 0.026695226283644491704539411449590664727
f(z) = -33/8*z^3 + 127/55*z + 1
*
0 | 0.16933127445389256147741352688226179405 | 0.028727468959120018794762087183236169355
f(z) = -33/10*z^3 + 134/55*z + 1
*
-1/3 | 0.14056286192446794305127780242115166464 | 0.028569798144249630679716304172924257057
f(z) = -33/14*z^3 + 137/42*z + 1
*
0 | 0.098016124103844457070698854406264536026 | 0.020105057827584529473098982936663426295
f(z) = -33/16*z^3 + 131/48*z + 1
*
-7/16 | 0.16265089092411225859938765917716663228 | 0.029331954216548557761320025602202517622
f(z) = -32/7*z^3 + 121/56*z + 1
*
-3/8 | 0.15351976293871326018709006346879366076 | 0.029200170818125074755245625949233757803
f(z) = -32/7*z^3 + 139/42*z + 1
*
-1/2 | 0.13252865518403562272215577546053411122 | 0.027358285883405567455924014972198071225
f(z) = -31/12*z^3 + 127/48*z + 1
*
0 | 0.052773089562990726633017966667769628531 | 0.010162435598505699313773927959142428927
f(z) = -30/7*z^3 + 131/42*z + 1
*
-1/2 | 0.12882737224047979864511061715786810474 | 0.026681648966841755622546129650695780165
f(z) = -29/12*z^3 + 125/48*z + 1
*
0 | 0.13446897270784807616485161494653592087 | 0.027943437486497013302209590786595284627
f(z) = -28/11*z^3 + 123/44*z + 1
*
0 | 0.14195804023608583717156134961400366070 | 0.027902771934362138682865550815202847081
f(z) = -27/7*z^3 + 127/42*z + 1
*
-5/6 | 0.13155504824463094149655222847977551027 | 0.027337906973110930754422532152938735083
f(z) = -27/10*z^3 + 123/40*z + 1
*
-7/9 | 0.11151068534795587016680342642915510776 | 0.023251783890007351300505758411860556127
f(z) = -27/14*z^3 + 121/42*z + 1
*
-3/20 | 0.12969886103518382362978975514801495016 | 0.021647271717194441778183597579697407620
f(z) = -25/3*z^3 + 121/48*z + 1
*
0 | 0.14524881215897351829051136016772018417 | 0.029655688648785384006445741803462575366
f(z) = -25/9*z^3 + 134/45*z + 1
*
[ 11/10 ] 
f(z) = -25/11*z^3 + 125/44*z + 1
*
0 | 0.10529784289495784418708603546610833720 | 0.021433999607969877925879421781986481419
f(z) = -25/11*z^3 + 136/55*z + 1
*
[ -3/5 ] 
f(z) = -25/14*z^3 + 139/42*z + 1
*
0 | 0.10756314342789973728622689615480338039 | 0.020459008675534665664513851740329334081
f(z) = -24/5*z^3 + 127/40*z + 1
*
0 | 0.12152496216439635552740253183862682523 | 0.023114611343447549846974195924323719528
f(z) = -24/5*z^3 + 137/40*z + 1
*
-5/8 | 0.092070473429519052506087373690061016337 | 0.017512230998694740386313576993164481049
f(z) = -24/5*z^3 + 139/40*z + 1
*
-2/3 | 0.12361967045252932909603377908349045766 | 0.024874107537012695277376486622879771384
f(z) = -24/7*z^3 + 127/42*z + 1
*
0 | 0.13490825616000946303642575013766695343 | 0.025660175922889349455415273927102115103
f(z) = -24/7*z^3 + 129/56*z + 1
*
-3/4 | 0.068855665878893615603376343097973571943 | 0.013854779189545819232971090622764280290
f(z) = -24/7*z^3 + 137/42*z + 1
*
7/6 | 0.12029004578854113441820858556934898287 | 0.024204137768878294445090668882038220951
f(z) = -24/7*z^3 + 139/42*z + 1
*
[ 7/8 ] 
f(z) = -24/7*z^3 + 139/56*z + 1
*
0 | 0.13952666118349934052317345459734535180 | 0.028275893859059507219135490142431423173
f(z) = -22/7*z^3 + 139/42*z + 1
*
-4/21 | 0.13921137161080532149679334106334155400 | 0.020526014371343235097226882213749894258
f(z) = -21*z^3 + 137/42*z + 1
*
-5/14 | 0.17824551770513808012116314080725108658 | 0.027952509047588548564073525577880861785
f(z) = -21/2*z^3 + 131/56*z + 1
*
0 | 0.054631970319258165126040637491362294657 | 0.010947341612026952407903710711971023566
f(z) = -21/8*z^3 + 131/56*z + 1
*
-1/5 | 0.15783755214115455461493254703797962074 | 0.026343734641197386326917412208699115211
f(z) = -40/7*z^3 + 121/70*z + 1
*
-1/6 | 0.076155221968388166905724795592444507196 | 0.012386047760700399055304667646308297589
f(z) = -39/5*z^3 + 133/60*z + 1
*
-2/3 | 0.21702236410695345881579678111808975049 | 0.028190277238599914853685066418181100310
f(z) = -35/8*z^3 + 136/63*z + 1
*
0 | 0.11386251724517901573143527391793122624 | 0.020697540978340027170128481430488666596
f(z) = -35/11*z^3 + 124/77*z + 1
*
-1/6 | 0.14614768273189703852868876644287635377 | 0.024433633513778260914856543179721964825
f(z) = -33/5*z^3 + 131/60*z + 1
*
0 | 0.15685091800880909369103849428952990246 | 0.029717224451443801318825860156693753839
f(z) = -28/11*z^3 + 130/77*z + 1
*
5/6 | 0.13020333813606934397088483975621727984 | 0.022523631740513782109760905462364702706
f(z) = -27/5*z^3 + 133/60*z + 1
*
-4/9 | 0.15146821982133307324262279968154953474 | 0.026202203818166164948947259189782702379
f(z) = -27/5*z^3 + 139/60*z + 1
*
0 | 0.15999827668970884258443210661932537662 | 0.029127341527133464356471289836955055277
f(z) = -27/7*z^3 + 131/63*z + 1
*
0 | 0.14152448742176261662989223964382202323 | 0.025764227995908956108995367071920046331
f(z) = -27/8*z^3 + 131/72*z + 1
*
[ 10/9 ] 
f(z) = -27/16*z^3 + 131/60*z + 1
*
0 | 0.11095408078508722281237466298579163322 | 0.022551729865987554296644488630857255097
f(z) = -25/12*z^3 + 137/60*z + 1
*
-11/12 | 0.14035456094296656864779084919101670359 | 0.028241415216732771667103363501572811734
f(z) = -24/11*z^3 + 127/66*z + 1
*
0 | 0.059177593276969837363182049863522004473 | 0.011907407725360341172307530330671562171
f(z) = -24/11*z^3 + 133/66*z + 1
*
0 | 0.15547435541913943761241974467788275361 | 0.028325035403161957799714638703375695257
f(z) = -22/7*z^3 + 137/77*z + 1
*
-1/6 | 0.16424423944726308349606402394952343420 | 0.029703652374929524686480533210357508534
f(z) = -21/5*z^3 + 127/60*z + 1
*
0 | 0.12989832992756354097772457774255629268 | 0.026029472930203699478509605033210918350
f(z) = -21/10*z^3 + 127/70*z + 1
*
0 | 0.14545008289983304332966301378063737413 | 0.029145786536657598146484562981457054289
f(z) = -21/11*z^3 + 136/77*z + 1
*
-9/20 | 0.11348549694806565463756102263433568126 | 0.018941194770624810106637994286237507207
f(z) = -40/9*z^3 + 121/90*z + 1
*
3/4 | 0.11528031366286155067678047993779637920 | 0.018996741739106952385789815820043984958
f(z) = -36/7*z^3 + 131/84*z + 1
*
[ 6/7 ] 
f(z) = -35/16*z^3 + 121/84*z + 1
*
-8/11 | 0.16985787799180734928961204553209428975 | 0.028816808550037283570205522828458932418
f(z) = -33/16*z^3 + 129/88*z + 1
*
11/12 | 0.12598732426332783487697457165948600471 | 0.022247607890829455891721963983675435171
f(z) = -32/11*z^3 + 134/99*z + 1
*
0 | 0.14183048159706575600294605477422918459 | 0.025577266555872519115915895639365877106
f(z) = -32/11*z^3 + 135/88*z + 1
*
[ 5/8 ] 
f(z) = -28/5*z^3 + 127/80*z + 1
*
0 | 0.14686133134400644838885196817365820267 | 0.026735788932791228696574375865438428144
f(z) = -27/11*z^3 + 122/99*z + 1
*
-4/9 | 0.13473928435056177003236325585098648598 | 0.026483878726280145881933809282712571125
f(z) = -27/14*z^3 + 137/84*z + 1
*
0 | 0.15478965151032532635997977322147459416 | 0.029441709513217121686307125234553710009
f(z) = -24/11*z^3 + 137/88*z + 1
*
[ 2/3 ] 
f(z) = -23/5*z^3 + 139/90*z + 1
*
[ 2/3 ] 
f(z) = -22/5*z^3 + 131/90*z + 1
*
0 | 0.13422241791083814701231244810779431490 | 0.024453259374982869662221374650173528397
f(z) = -22/9*z^3 + 125/99*z + 1
*
0 | 0.12798383944376959537336892569517406882 | 0.023316686366085434393953783309564303731
f(z) = -22/9*z^3 + 134/99*z + 1
*
-1/7 | 0.14685283413541075663433948628174007096 | 0.024117548341214011302069007158565213762
f(z) = -21/4*z^3 + 121/84*z + 1
*
[ 8/13 ] 
f(z) = -39/8*z^3 + 127/104*z + 1
*
[ 4/5 ] 
f(z) = -39/16*z^3 + 131/100*z + 1
*
[ 4/5 ] 
f(z) = -37/16*z^3 + 123/100*z + 1
*
[ 13/18 ] 
f(z) = -36/13*z^3 + 124/117*z + 1
*
-3/11 | 0.16304576550166707218034100241489687770 | 0.027661116840176418085450872632590467707
f(z) = -33/10*z^3 + 137/110*z + 1
*
-4/15 | 0.077162035675894981788042859747931722224 | 0.012630366445384757720702220167040551113
f(z) = -30/7*z^3 + 137/105*z + 1
*
15/14 | 0.12914786293726979313523865633482746129 | 0.024468559566323996483927646469279606415
f(z) = -28/15*z^3 + 127/105*z + 1
*
0 | 0.13228657414310605418348730372964051638 | 0.025063224784584686123471464524908643643
f(z) = -28/15*z^3 + 136/105*z + 1
*
-4/5 | 0.13751280367516236450972097163396966931 | 0.021108038097800591073525237084153363907
f(z) = -27/16*z^3 + 133/100*z + 1
*
-2/13 | 0.059085838237128369783159683069427150149 | 0.010146895507549014205193707859380497209
f(z) = -26/9*z^3 + 125/117*z + 1
*
2/3 | 0.11848354755914762552902846151929629182 | 0.019458478297132386049635431508714446645
f(z) = -21/5*z^3 + 121/105*z + 1
*
0 | 0.16755652153994219046821725682841008282 | 0.029047711051816200817747379105703685228
f(z) = -40/17*z^3 + 133/136*z + 1
*
10/13 | 0.18530551918469198083053250125339562136 | 0.029751174731464721350011858222195893526
f(z) = -39/10*z^3 + 131/130*z + 1
*
-1/6 | 0.18134374823053615231888560383719362731 | 0.029494134067657407739962849140120506742
f(z) = -39/10*z^3 + 133/120*z + 1
*
[ 3/4 ] 
f(z) = -38/15*z^3 + 131/120*z + 1
*
-1/16 | 0.12672818708794417675085226019968475630 | 0.022853765881578228574697842233087354595
f(z) = -32/15*z^3 + 121/120*z + 1
*
1/16 | 0.16462299769736386775516958245775199917 | 0.029687597799282761756056588712600215828
f(z) = -32/17*z^3 + 137/136*z + 1
*
0 | 0.13693165370783860372816456958719334542 | 0.024007166177229127593256332272698765749
f(z) = -30/13*z^3 + 131/130*z + 1
*
1/4 | 0.096348993175739044212808050004757799694 | 0.018051204832084423208238121325833843672
f(z) = -26/15*z^3 + 133/120*z + 1
*
[ 2/3 ] 
f(z) = -25/7*z^3 + 137/126*z + 1
*
[ 2/3 ] 
f(z) = -23/7*z^3 + 121/126*z + 1
*
-3/4 | 0.072460151786417491631915311985958728254 | 0.014014191293494725393604320321458155615
f(z) = -22/15*z^3 + 139/120*z + 1
*
-1/6 | 0.065340106781490525198418000540978118932 | 0.011816790801977264415459263879411584569
f(z) = -21/10*z^3 + 127/120*z + 1
*
4/5 | 0.17925242938819611924692049534303619119 | 0.025208844013025172703030102791065778920
f(z) = -35/16*z^3 + 121/140*z + 1
*
[ 3/4 ] 
f(z) = -28/13*z^3 + 137/156*z + 1
*
16/15 | 0.15839511156928963372002693985180526850 | 0.029245231773181467617264508148901753814
f(z) = -25/16*z^3 + 121/144*z + 1
*
0 | 0.14905023331984941804264914732605702316 | 0.027154659199278853745235099278804093810
f(z) = -22/13*z^3 + 125/143*z + 1
*
0 | 0.16818732757228416817076666617815845200 | 0.028533395545107916205632900424613735491
f(z) = -33/16*z^3 + 139/176*z + 1
*
[ 2/3 ] 
f(z) = -26/9*z^3 + 127/162*z + 1
*
0 | 0.13432155655949382274486368941645189757 | 0.024471320911404251487801101999973187923
f(z) = -22/15*z^3 + 137/165*z + 1
*
[ 2/3 ] 
f(z) = -29/11*z^3 + 133/198*z + 1
*
[ 2/3 ] 
f(z) = -28/11*z^3 + 125/198*z + 1
*
0 | 0.15167836976783755060341700956944152941 | 0.025401393179093967523903259240310230540
f(z) = -28/15*z^3 + 137/210*z + 1
*
[ 3/4 ] 
f(z) = -28/17*z^3 + 121/204*z + 1
*
0 | 0.17907493735768461322905025405257738610 | 0.029409364033393358224185355719318271340
f(z) = -21/10*z^3 + 131/210*z + 1
*
[ 2/3 ] 
f(z) = -32/13*z^3 + 139/234*z + 1
*
[ 2/3 ] 
f(z) = -31/13*z^3 + 131/234*z + 1
*
0 | 0.15572568382835571014369086560679364753 | 0.024962741310912380987721101275243346573
f(z) = -32/15*z^3 + 137/240*z + 1
*
[ 3/4 ] 
f(z) = -23/15*z^3 + 127/240*z + 1
*
0 | 0.16757837428854491891884764637185356806 | 0.027053181654722152221642056694704457403
f(z) = -35/19*z^3 + 129/266*z + 1
*
[ 2/3 ] 
f(z) = -34/15*z^3 + 137/270*z + 1
*
[ 2/3 ] 
f(z) = -32/15*z^3 + 121/270*z + 1
*
[ -3/4 ] 
f(z) = -40*z^3 + 149/6*z + 1
*
-1/5 | 0.085979715511971770367963155813728014477 | 0.016227739782977427210373877375874850102
f(z) = -40/3*z^3 + 143/15*z + 1
*
0 | 0.13040134329545741248584826536217026363 | 0.025693965969015678237886095009338073206
f(z) = -40/3*z^3 + 145/12*z + 1
*
-1/10 | 0.10496912566696375981102652600378542493 | 0.019811785215001817780384769875166962705
f(z) = -40/3*z^3 + 152/15*z + 1
*
-1/2 | 0.16421981807091018334701093299870060983 | 0.026709061536504304306831429860918630092
f(z) = -39*z^3 + 145/12*z + 1
*
-2 | 0.068671810158813872235030946795467954134 | 0.013616105834195816572161565407318675504
f(z) = -39/2*z^3 + 155/2*z + 1
*
[ 2 ] 
f(z) = -39/2*z^3 + 157/2*z + 1
*
[ -2 ] 
f(z) = -39/2*z^3 + 159/2*z + 1
*
-2 | 0.068979009402388414821308263650480802999 | 0.013748288245006033634188056513805576397
f(z) = -39/10*z^3 + 151/10*z + 1
*
-2 | 0.069080472439139328456307776748910412396 | 0.013805198580380665628519605454988124599
f(z) = -39/14*z^3 + 149/14*z + 1
*
-4 | 0.18263944050341142915591865426541402665 | 0.028462998370862855443993808567044649399
f(z) = -39/16*z^3 + 153/4*z + 1
*
[ 4 ] 
f(z) = -39/16*z^3 + 159/4*z + 1
*
[ -1/6 ] 
f(z) = -38*z^3 + 145/18*z + 1
*
-2 | 0.067701412210150313804901433163977591457 | 0.013566241209131482153841511015014920226
f(z) = -37/2*z^3 + 147/2*z + 1
*
[ 2 ] 
f(z) = -37/2*z^3 + 149/2*z + 1
*
[ -2 ] 
f(z) = -37/2*z^3 + 151/2*z + 1
*
[ -2 ] 
f(z) = -37/6*z^3 + 157/6*z + 1
*
-2 | 0.068019193431888986031337411519811488706 | 0.013705686657437587017526368768084932069
f(z) = -37/10*z^3 + 143/10*z + 1
*
[ 2 ] 
f(z) = -37/10*z^3 + 153/10*z + 1
*
-2 | 0.068121907142440504110859671263426740275 | 0.013765450062527654289131930778762764128
f(z) = -37/14*z^3 + 141/14*z + 1
*
[ 2 ] 
f(z) = -37/14*z^3 + 155/14*z + 1
*
[ 4 ] 
f(z) = -37/16*z^3 + 151/4*z + 1
*
[ -4 ] 
f(z) = -37/16*z^3 + 153/4*z + 1
*
[ 2 ] 
f(z) = -37/18*z^3 + 157/18*z + 1
*
[ -1/8 ] 
f(z) = -36*z^3 + 153/16*z + 1
*
[ 2 ] 
f(z) = -35/2*z^3 + 141/2*z + 1
*
[ -2 ] 
f(z) = -35/2*z^3 + 143/2*z + 1
*
0 | 0.11648573078909258469436938544941060214 | 0.022553835023797180892663901543854125980
f(z) = -35/2*z^3 + 157/10*z + 1
*
0 | 0.13102680431598671695492921231126195111 | 0.025369261180913962280654108846197555464
f(z) = -35/3*z^3 + 142/15*z + 1
*
0 | 0.092271200503373793799414963486274316259 | 0.017865445145111883249272384817769079247
f(z) = -35/3*z^3 + 148/15*z + 1
*
[ -2 ] 
f(z) = -35/6*z^3 + 149/6*z + 1
*
[ 4 ] 
f(z) = -35/16*z^3 + 143/4*z + 1
*
[ -4 ] 
f(z) = -35/16*z^3 + 145/4*z + 1
*
[ 2 ] 
f(z) = -35/18*z^3 + 149/18*z + 1
*
[ -1/6 ] 
f(z) = -34*z^3 + 143/18*z + 1
*
-8/17 | 0.095423588951438632856323478245680381689 | 0.015004714297211116381728568040475826686
f(z) = -34*z^3 + 145/17*z + 1
*
3/2 | 0.14387114320966110213294400168967927712 | 0.028751536170306227824951359973788918165
f(z) = -34/3*z^3 + 149/6*z + 1
*
[ 3/2 ] 
f(z) = -34/3*z^3 + 155/6*z + 1
*
[ -2 ] 
f(z) = -33/10*z^3 + 147/10*z + 1
*
[ -2 ] 
f(z) = -33/14*z^3 + 153/14*z + 1
*
[ -5/8 ] 
f(z) = -32*z^3 + 151/10*z + 1
*
-1/8 | 0.094688124335811501863790302725938238330 | 0.019026158367427000415599378309721023990
f(z) = -32/9*z^3 + 145/18*z + 1
*
9/4 | 0.15064034746792166397604084253248848045 | 0.029755559448303842170794974902324097695
f(z) = -32/9*z^3 + 158/9*z + 1
*
[ -2 ] 
f(z) = -31/14*z^3 + 145/14*z + 1
*
[ -2 ] 
f(z) = -31/18*z^3 + 151/18*z + 1
*
0 | 0.13027078415879239339636876646392153038 | 0.025998855736373986040493172945463717196
f(z) = -30*z^3 + 141/5*z + 1
*
-2/15 | 0.11271957250806792903861457908547340707 | 0.018450647314748962462263205819674971457
f(z) = -30*z^3 + 143/15*z + 1
*
[ 3/5 ] 
f(z) = -30*z^3 + 152/15*z + 1
*
[ -2 ] 
f(z) = -29/18*z^3 + 143/18*z + 1
*
[ -1/8 ] 
f(z) = -28*z^3 + 151/16*z + 1
*
[ -1/9 ] 
f(z) = -27/5*z^3 + 151/15*z + 1
*
-7/3 | 0.12307420384942069298873186476108046951 | 0.024799124900868641516690849585676449251
f(z) = -27/7*z^3 + 143/7*z + 1
*
[ 7/3 ] 
f(z) = -27/7*z^3 + 151/7*z + 1
*
[ -7/3 ] 
f(z) = -27/7*z^3 + 157/7*z + 1
*
-7/3 | 0.13275189927709238835249506813340525094 | 0.026389730149049606447166307342193335826
f(z) = -27/14*z^3 + 153/14*z + 1
*
[ 7/3 ] 
f(z) = -27/14*z^3 + 155/14*z + 1
*
[ -1/15 ] 
f(z) = -25*z^3 + 145/9*z + 1
*
[ -2/3 ] 
f(z) = -25/2*z^3 + 145/18*z + 1
*
[ -2/15 ] 
f(z) = -25/2*z^3 + 157/18*z + 1
*
-11/10 | 0.12093387665644890104014850240542296098 | 0.024299848638804074227574172285091425906
f(z) = -25/3*z^3 + 145/12*z + 1
*
[ -8/5 ] 
f(z) = -25/4*z^3 + 141/8*z + 1
*
[ -2/15 ] 
f(z) = -25/4*z^3 + 155/18*z + 1
*
34/15 | 0.17769919149060429711251228862567910794 | 0.025309367099784528508924652036795332769
f(z) = -25/8*z^3 + 140/9*z + 1
*
-34/15 | 0.14559308567009778429906432778550437753 | 0.020554159789359529267961875957647624932
f(z) = -25/8*z^3 + 149/9*z + 1
*
[ 12/5 ] 
f(z) = -25/12*z^3 + 151/12*z + 1
*
3/2 | 0.12653963906943383257678230793435428248 | 0.025187629073654430144664196066589097700
f(z) = -24/5*z^3 + 152/15*z + 1
*
[ 5/2 ] 
f(z) = -24/5*z^3 + 153/5*z + 1
*
[ -5/2 ] 
f(z) = -24/5*z^3 + 157/5*z + 1
*
[ 7/4 ] 
f(z) = -24/7*z^3 + 153/14*z + 1
*
0 | 0.14522547762614084798524885108375333464 | 0.028869350918446905308684588802356763650
f(z) = -21/2*z^3 + 153/14*z + 1
*
[ -1/3 ] 
f(z) = -40/3*z^3 + 148/27*z + 1
*
-3/8 | 0.086121719856770902336493647864811145778 | 0.014930119166317267046473568874403623674
f(z) = -40/3*z^3 + 149/24*z + 1
*
-7/10 | 0.10870715174285348016712205611220306197 | 0.020517297138370259116163571590683111756
f(z) = -40/7*z^3 + 148/35*z + 1
*
0 | 0.12622470433405737757511562887036632355 | 0.023823545401602732324522186447960910254
f(z) = -40/7*z^3 + 151/35*z + 1
*
0 | 0.13311373118448704032329331260338709260 | 0.025123774582648941753847905009599283932
f(z) = -40/7*z^3 + 158/35*z + 1
*
-3/10 | 0.12825399356844630360903735576412375472 | 0.020837847373464430854336569514212394956
f(z) = -40/9*z^3 + 157/30*z + 1
*
-2/3 | 0.083881646885986107565385845012257456389 | 0.015376115376571384310541563314743701651
f(z) = -39/5*z^3 + 149/30*z + 1
*
[ -2/9 ] 
f(z) = -39/8*z^3 + 155/27*z + 1
*
-1/3 | 0.13821521134341347252773129119740530358 | 0.027335540372110584833815047587337043537
f(z) = -39/8*z^3 + 157/24*z + 1
*
[ -1/3 ] 
f(z) = -39/11*z^3 + 145/33*z + 1
*
[ -1/3 ] 
f(z) = -38/3*z^3 + 146/27*z + 1
*
3/2 | 0.064602709038300178673540963558287285602 | 0.012876042624585067748282009202502074270
f(z) = -38/15*z^3 + 151/30*z + 1
*
[ -1/3 ] 
f(z) = -37/3*z^3 + 145/27*z + 1
*
[ -1/2 ] 
f(z) = -37/9*z^3 + 145/36*z + 1
*
[ 4/3 ] 
f(z) = -37/16*z^3 + 157/36*z + 1
*
[ -3/2 ] 
f(z) = -37/18*z^3 + 151/24*z + 1
*
0 | 0.087915341104731749210405576477098666817 | 0.017569201532053767116109605619424928622
f(z) = -36/5*z^3 + 149/20*z + 1
*
13/12 | 0.069688206102960057384158161325378368044 | 0.014022298606047334472877479231392838832
f(z) = -36/7*z^3 + 141/28*z + 1
*
[ -1/4 ] 
f(z) = -36/7*z^3 + 149/28*z + 1
*
[ -1/3 ] 
f(z) = -35/3*z^3 + 143/27*z + 1
*
-2/7 | 0.093391414107087680148664457647765048384 | 0.016976373500897750334552497754249181278
f(z) = -35/3*z^3 + 146/21*z + 1
*
0 | 0.10684777234300447826053796272880136706 | 0.020687744445262234589295609145402508936
f(z) = -35/4*z^3 + 151/20*z + 1
*
[ -4/5 ] 
f(z) = -35/4*z^3 + 157/20*z + 1
*
[ -4/7 ] 
f(z) = -35/4*z^3 + 157/28*z + 1
*
[ -3/5 ] 
f(z) = -35/6*z^3 + 143/30*z + 1
*
0 | 0.14348503870458228432628520872354131923 | 0.027781410387385622917286311540139184744
f(z) = -35/6*z^3 + 151/30*z + 1
*
[ -1/2 ] 
f(z) = -35/9*z^3 + 143/36*z + 1
*
[ 4/3 ] 
f(z) = -35/16*z^3 + 149/36*z + 1
*
12/7 | 0.12971934945297987867450159134601167374 | 0.020095330636252189865687849537500194794
f(z) = -35/16*z^3 + 159/28*z + 1
*
[ -3/2 ] 
f(z) = -35/18*z^3 + 145/24*z + 1
*
[ -1/3 ] 
f(z) = -34/3*z^3 + 142/27*z + 1
*
[ 3/4 ] 
f(z) = -34/3*z^3 + 145/24*z + 1
*
[ -2/11 ] 
f(z) = -33/2*z^3 + 155/22*z + 1
*
-1/2 | 0.074420373458041170719737690258475362489 | 0.012441936109024792636838093892266509267
f(z) = -33/2*z^3 + 155/24*z + 1
*
[ -2/11 ] 
f(z) = -33/4*z^3 + 149/22*z + 1
*
[ -2/9 ] 
f(z) = -33/8*z^3 + 154/27*z + 1
*
-1/3 | 0.11359249085481231007744983737963880947 | 0.022522886376114129438306002366209771838
f(z) = -33/8*z^3 + 155/24*z + 1
*
-1 | 0.13559632026351160038845012451255979840 | 0.027097876750276533015958287698462679619
f(z) = -33/10*z^3 + 149/30*z + 1
*
[ -1/3 ] 
f(z) = -32/3*z^3 + 140/27*z + 1
*
0 | 0.14935963993177689767970925488221699910 | 0.028408896130738744199717329906117346547
f(z) = -32/5*z^3 + 157/30*z + 1
*
[ -11/8 ] 
f(z) = -32/11*z^3 + 159/22*z + 1
*
[ -3/4 ] 
f(z) = -32/13*z^3 + 145/39*z + 1
*
-1/4 | 0.11827535635432438006015687913623386613 | 0.017977023910930548950505078024596996019
f(z) = -30*z^3 + 149/24*z + 1
*
[ -1/3 ] 
f(z) = -30/11*z^3 + 142/33*z + 1
*
[ -3/14 ] 
f(z) = -28*z^3 + 146/21*z + 1
*
-2/7 | 0.14724525027644567925442239164744648195 | 0.027897319361741979636931086894521522352
f(z) = -28/3*z^3 + 142/21*z + 1
*
13/14 | 0.15260594106835731490966961488386204416 | 0.028912964367205570113072387804633565064
f(z) = -28/3*z^3 + 148/21*z + 1
*
0 | 0.13723237282508943886026039460997265471 | 0.026000263670872241679433196367816689468
f(z) = -28/3*z^3 + 157/21*z + 1
*
0 | 0.12871831495248566813766184069254336366 | 0.024387176721782542794798665021524410201
f(z) = -28/5*z^3 + 141/35*z + 1
*
-1/2 | 0.15353370953015432684687620444139201546 | 0.029088740855913427951993648079111302689
f(z) = -28/5*z^3 + 144/35*z + 1
*
0 | 0.13961840989702405256595270199904363143 | 0.026452326050336061042176362138873222376
f(z) = -28/5*z^3 + 146/35*z + 1
*
-5/7 | 0.12667979100314892741540562156970334656 | 0.024000954731365621482663713857648107246
f(z) = -28/5*z^3 + 149/35*z + 1
*
0 | 0.11510070971743185071406954760115754510 | 0.021807163570450378841320005568756520987
f(z) = -28/5*z^3 + 151/35*z + 1
*
[ -5/14 ] 
f(z) = -28/5*z^3 + 158/35*z + 1
*
-1/4 | 0.13002368422537955471501648655671412593 | 0.025915174846600014966259869455524402351
f(z) = -28/9*z^3 + 151/36*z + 1
*
13/27 | 0.18977197649648525639662263094175009245 | 0.028789649520267850438492165780061244241
f(z) = -27*z^3 + 142/27*z + 1
*
-8/9 | 0.12831137528858897903359218046724453415 | 0.025220431581808691661736926696594695226
f(z) = -27/4*z^3 + 155/24*z + 1
*
[ -1/6 ] 
f(z) = -27/5*z^3 + 143/20*z + 1
*
-2/9 | 0.13602160341283845301765458979483055712 | 0.026735926840513664571149968127556696021
f(z) = -27/5*z^3 + 143/30*z + 1
*
[ 7/6 ] 
f(z) = -27/7*z^3 + 151/28*z + 1
*
[ -10/9 ] 
f(z) = -27/10*z^3 + 157/30*z + 1
*
-5/9 | 0.13341739956219793504056428922351117827 | 0.026386652211621909363799179521597256600
f(z) = -27/11*z^3 + 157/33*z + 1
*
[ -4/3 ] 
f(z) = -27/14*z^3 + 145/28*z + 1
*
-3/4 | 0.12840204307254722273408848745916009823 | 0.024056417238663043351985110155537717528
f(z) = -26/3*z^3 + 157/24*z + 1
*
-3/2 | 0.12025176113002655973129242487881402680 | 0.023782815503713987944284648302497765297
f(z) = -26/15*z^3 + 157/30*z + 1
*
-3/5 | 0.12492987840145990537565442068987106141 | 0.023066388937437698390821741439513134633
f(z) = -25/4*z^3 + 145/36*z + 1
*
-4/15 | 0.16071547273267205946934260250911722569 | 0.029673650929229241387631269452201042021
f(z) = -25/4*z^3 + 151/36*z + 1
*
[ -4/5 ] 
f(z) = -25/9*z^3 + 145/36*z + 1
*
-26/15 | 0.10046266762445409159813895953194829621 | 0.015688530267495582357773595160585713199
f(z) = -25/16*z^3 + 151/36*z + 1
*
8/5 | 0.14259707306493017138718979656964231916 | 0.028652743032938321321719643960381078197
f(z) = -25/17*z^3 + 145/34*z + 1
*
[ -2/5 ] 
f(z) = -25/19*z^3 + 141/38*z + 1
*
-5/12 | 0.10261973033147126492347944098591487674 | 0.020295637174704589142292841808192691426
f(z) = -24/5*z^3 + 157/30*z + 1
*
[ -1/6 ] 
f(z) = -24/7*z^3 + 149/21*z + 1
*
[ -1/3 ] 
f(z) = -24/11*z^3 + 140/33*z + 1
*
-3/2 | 0.14373177298440552404955312783291908470 | 0.029043998126452242419374738255680069481
f(z) = -24/11*z^3 + 141/22*z + 1
*
[ -4/3 ] 
f(z) = -23/16*z^3 + 155/36*z + 1
*
[ -2/11 ] 
f(z) = -22*z^3 + 159/22*z + 1
*
[ -3/4 ] 
f(z) = -22/3*z^3 + 155/24*z + 1
*
[ -3/2 ] 
f(z) = -22/15*z^3 + 149/30*z + 1
*
-2 | 0.071394966235058877752426654717645509391 | 0.014084891603156981617701103154452288462
f(z) = -22/17*z^3 + 159/34*z + 1
*
-2 | 0.071335959205318934614071920760716541501 | 0.014108483240641192724474130858502438058
f(z) = -22/19*z^3 + 157/38*z + 1
*
-1/21 | 0.13832757412532985068623339368047405969 | 0.022717450265987512378724737253240741134
f(z) = -21*z^3 + 148/21*z + 1
*
-3/7 | 0.17240408282073377253776956329641493082 | 0.028313813799587387388870569290869054149
f(z) = -21*z^3 + 158/21*z + 1
*
0 | 0.11410168985999908668947598197957684342 | 0.022741743249551984294817892909772010846
f(z) = -21/4*z^3 + 151/28*z + 1
*
0 | 0.10940417244308830594242640417855623125 | 0.021776826098694539057995217087335056950
f(z) = -21/5*z^3 + 152/35*z + 1
*
[ -5/7 ] 
f(z) = -21/5*z^3 + 159/35*z + 1
*
[ -2/9 ] 
f(z) = -21/8*z^3 + 152/27*z + 1
*
-2 | 0.079106801885395863626003273893474426318 | 0.015645363166822238297741826920464934556
f(z) = -21/11*z^3 + 157/22*z + 1
*
-2 | 0.079124537426224776951310420692547107641 | 0.015688651182860754379998785507457240039
f(z) = -21/13*z^3 + 155/26*z + 1
*
-2 | 0.079070509596868623701043069303005300175 | 0.015759637127807537341553270036449579662
f(z) = -21/17*z^3 + 151/34*z + 1
*
-2 | 0.078993402380171325758757639073901551468 | 0.015786221024457235615652292659889976202
f(z) = -21/19*z^3 + 149/38*z + 1
*
[ 9/10 ] 
f(z) = -40/9*z^3 + 157/45*z + 1
*
[ -1/2 ] 
f(z) = -39/10*z^3 + 159/40*z + 1
*
[ -2/3 ] 
f(z) = -39/14*z^3 + 157/42*z + 1
*
-1/3 | 0.10814106907609268906306471567955706108 | 0.021387621021451350965749333550071342255
f(z) = -39/16*z^3 + 157/48*z + 1
*
[ -1/2 ] 
f(z) = -37/10*z^3 + 157/40*z + 1
*
0 | 0.14399411041292779759176650677709997678 | 0.028478463262331155471669264040538492893
f(z) = -36/13*z^3 + 157/52*z + 1
*
0 | 0.14904345616885737794201510650331485227 | 0.027092612356055779629117791531237924763
f(z) = -35/8*z^3 + 149/56*z + 1
*
0 | 0.11317642151255295931296370863787630449 | 0.020572824830439359884913317154156534074
f(z) = -35/8*z^3 + 157/56*z + 1
*
0 | 0.13354144047194028527568902069587993413 | 0.025856142180175057291215394241835526584
f(z) = -35/9*z^3 + 148/45*z + 1
*
-2/7 | 0.14780464026382405043993783226664173140 | 0.025707868748247479919833331932893891131
f(z) = -35/12*z^3 + 157/42*z + 1
*
[ -6/7 ] 
f(z) = -35/18*z^3 + 151/42*z + 1
*
[ -3/7 ] 
f(z) = -35/18*z^3 + 155/42*z + 1
*
-7/17 | 0.073055927747027458311132927960878897308 | 0.011487550778662248566721258137966636362
f(z) = -34/3*z^3 + 149/51*z + 1
*
-2/3 | 0.13987001924472686032673404747357896428 | 0.026449121883006920172598515377422469048
f(z) = -33/7*z^3 + 151/42*z + 1
*
-4/11 | 0.17188591856246760080890026315346628289 | 0.029160870642107241068804354745046767902
f(z) = -33/8*z^3 + 145/44*z + 1
*
[ -1/2 ] 
f(z) = -33/10*z^3 + 153/40*z + 1
*
[ -2/3 ] 
f(z) = -33/14*z^3 + 149/42*z + 1
*
-1/3 | 0.11309724953432029160508458711363764639 | 0.022424690941660145835014616011195611476
f(z) = -33/16*z^3 + 155/48*z + 1
*
-5/12 | 0.16738501006548196611983814927856467475 | 0.029557863003392122374245377833384538207
f(z) = -32/5*z^3 + 158/45*z + 1
*
0 | 0.14385489269604450028160578257498707829 | 0.027361867679697188185002948412866315345
f(z) = -32/7*z^3 + 143/42*z + 1
*
[ -1/2 ] 
f(z) = -31/10*z^3 + 151/40*z + 1
*
-2/3 | 0.11841203171829495832747665816446113392 | 0.022802429351593013740434753761743955299
f(z) = -30/7*z^3 + 143/42*z + 1
*
0 | 0.11012454769897743023417122538835313031 | 0.021206520843726857721808085585910457060
f(z) = -30/7*z^3 + 145/42*z + 1
*
[ -1/2 ] 
f(z) = -29/10*z^3 + 149/40*z + 1
*
-6/7 | 0.18015411908697474276445975981759128723 | 0.029653309978574447697865769651726506525
f(z) = -28/9*z^3 + 145/42*z + 1
*
0 | 0.14465604632624550122593965050257112645 | 0.029066462827462408176849149043775429951
f(z) = -28/11*z^3 + 145/44*z + 1
*
[ -1/2 ] 
f(z) = -27/11*z^3 + 159/44*z + 1
*
[ -7/9 ] 
f(z) = -27/14*z^3 + 145/42*z + 1
*
-2/9 | 0.092077410940586636293006038679415149342 | 0.018352058074368706127859991264971934792
f(z) = -27/14*z^3 + 151/42*z + 1
*
[ 7/6 ] 
f(z) = -27/14*z^3 + 155/56*z + 1
*
0 | 0.14468697662961523803352289781894649240 | 0.029237016916284197754058726258876607083
f(z) = -25/8*z^3 + 141/40*z + 1
*
[ -1/2 ] 
f(z) = -25/11*z^3 + 157/44*z + 1
*
[ -3/5 ] 
f(z) = -25/16*z^3 + 155/48*z + 1
*
0 | 0.098666106240364154734948951411191493149 | 0.018766750944815246400310812740681306796
f(z) = -24/7*z^3 + 143/56*z + 1
*
-7/8 | 0.11400676184232716616549008719768920235 | 0.021684614778530086360170521306853524915
f(z) = -24/7*z^3 + 155/56*z + 1
*
[ 2/3 ] 
f(z) = -23/3*z^3 + 157/54*z + 1
*
[ -1/2 ] 
f(z) = -23/10*z^3 + 143/40*z + 1
*
[ -1/2 ] 
f(z) = -23/11*z^3 + 155/44*z + 1
*
[ 2/3 ] 
f(z) = -22/3*z^3 + 149/54*z + 1
*
0 | 0.14802286633943001332568783328623136387 | 0.026967488742685104142109885578835198160
f(z) = -22/5*z^3 + 157/55*z + 1
*
-2/21 | 0.17141174265129308956539228455417425120 | 0.028150842399353149526531146905736706126
f(z) = -21/2*z^3 + 151/42*z + 1
*
8/7 | 0.10156765924947085404483309009939054204 | 0.020352475959410073110579449491477584959
f(z) = -21/8*z^3 + 143/56*z + 1
*
0 | 0.13883886375373600693491990600360810693 | 0.027528685473681643109302954686630444314
f(z) = -21/8*z^3 + 155/56*z + 1
*
[ -1/2 ] 
f(z) = -21/10*z^3 + 141/40*z + 1
*
[ -1/2 ] 
f(z) = -21/11*z^3 + 153/44*z + 1
*
-1/3 | 0.11561882672640889898087714765425622674 | 0.023044125599302067789660704805007564184
f(z) = -21/16*z^3 + 151/48*z + 1
*
0 | 0.17989873250349868528918800063459702915 | 0.028883104228245589945178334423982390651
f(z) = -39/10*z^3 + 151/65*z + 1
*
-1/2 | 0.14368779907763653683499054953823993474 | 0.028417882478270527710799843613289459548
f(z) = -37/15*z^3 + 157/60*z + 1
*
-7/18 | 0.16576022738437149043084937874909612577 | 0.028674551453724512932162295807654204700
f(z) = -36/7*z^3 + 148/63*z + 1
*
[ 3/5 ] 
f(z) = -35/4*z^3 + 149/60*z + 1
*
4/5 | 0.15747347861302592873728479048906690011 | 0.026882088692408716967492721562725126440
f(z) = -35/6*z^3 + 149/60*z + 1
*
0 | 0.14519973285581109706309764028896693443 | 0.026393913410116704955361453632478839531
f(z) = -35/11*z^3 + 146/77*z + 1
*
0 | 0.12827108583919629626539483066182487677 | 0.024835702096238669507194270703548273083
f(z) = -35/12*z^3 + 151/60*z + 1
*
0 | 0.14857722396136174511824799844443358772 | 0.029613102875218879287180018064832114140
f(z) = -34/15*z^3 + 151/60*z + 1
*
0 | 0.072047461014853720213558208918652891757 | 0.014517371866844146917656471037633904875
f(z) = -32/15*z^3 + 143/60*z + 1
*
-1/2 | 0.14967860384786648806236022798184516774 | 0.029832620207782877204320187989617482746
f(z) = -31/15*z^3 + 151/60*z + 1
*
0 | 0.14643032964589870425294051897745602415 | 0.025672495453067726077941255250873371634
f(z) = -30/7*z^3 + 153/70*z + 1
*
0 | 0.12705091635837908755373864484437362547 | 0.023129345569656396907177694871646171536
f(z) = -27/7*z^3 + 145/63*z + 1
*
1/15 | 0.088644879302580597444522360891594224866 | 0.016366919502914131834337081669717675638
f(z) = -25/8*z^3 + 145/72*z + 1
*
0 | 0.069869745075617303696455225208926916594 | 0.013962928617479624454130577514611117684
f(z) = -25/12*z^3 + 149/60*z + 1
*
0 | 0.072240883988396474532741941113347303763 | 0.014360754494392021181873379659892385743
f(z) = -25/14*z^3 + 153/70*z + 1
*
0 | 0.055086567130754915521993020390791760195 | 0.010894756554850715773352463851039810657
f(z) = -24/13*z^3 + 157/78*z + 1
*
[ 3/5 ] 
f(z) = -23/3*z^3 + 157/75*z + 1
*
[ 3/5 ] 
f(z) = -22/3*z^3 + 148/75*z + 1
*
-7/11 | 0.13262906552659229519750585463678805446 | 0.024162975086157187289134871989732458288
f(z) = -22/7*z^3 + 142/77*z + 1
*
0 | 0.16115184039549570726225509565201577535 | 0.029359385811129075080617780858569873511
f(z) = -22/7*z^3 + 151/77*z + 1
*
0 | 0.14484703873884440854589615940907376442 | 0.029104839888097766336348927171526705413
f(z) = -22/13*z^3 + 145/78*z + 1
*
0 | 0.055556649978497528670548297101705922706 | 0.010987727281717945420484465431687857336
f(z) = -21/10*z^3 + 157/70*z + 1
*
-1/5 | 0.11665682164898312917663417960647947269 | 0.019470501866741775397790508272266235076
f(z) = -40/9*z^3 + 151/90*z + 1
*
2/3 | 0.10903892130749406157884923995285287551 | 0.017734322771069964205294869636127769929
f(z) = -39/7*z^3 + 145/84*z + 1
*
-4/7 | 0.14306292777072187596729493926709234014 | 0.026005492252027192627322660546230631858
f(z) = -35/12*z^3 + 143/84*z + 1
*
0 | 0.10814866394740911832076073977069019364 | 0.019658896166718992651526938432247827971
f(z) = -35/12*z^3 + 149/84*z + 1
*
0 | 0.053812888391470577905980682998675905759 | 0.010419190391076503402926668433238954075
f(z) = -35/16*z^3 + 143/80*z + 1
*
-6/7 | 0.13078148810506187239714277954369923205 | 0.019815765797322859056957683260906300241
f(z) = -35/16*z^3 + 149/84*z + 1
*
0 | 0.068116062286703259973339856845687876106 | 0.013188554691445961367777027837810864024
f(z) = -35/18*z^3 + 157/90*z + 1
*
-6/17 | 0.091106069874543476985375507769878412174 | 0.014325813608886148513958910567374597349
f(z) = -34/5*z^3 + 157/85*z + 1
*
-1/2 | 0.10920616556387507485141639066141321375 | 0.018257582856976442757685698407484948190
f(z) = -33/7*z^3 + 155/84*z + 1
*
[ 8/11 ] 
f(z) = -33/8*z^3 + 159/88*z + 1
*
0 | 0.13180640330252926741108798613401302316 | 0.023995071721311853303688115123262947465
f(z) = -27/10*z^3 + 143/90*z + 1
*
0 | 0.16375986655732957559477819237120009619 | 0.029658793024787498843679578590885671383
f(z) = -25/9*z^3 + 151/90*z + 1
*
0 | 0.13671692136075430962782403786584963089 | 0.027039215778659386775140924633123357031
f(z) = -25/16*z^3 + 157/80*z + 1
*
0 | 0.14499385486260174759798172128773003812 | 0.029215876309834895768256939748403762633
f(z) = -25/18*z^3 + 143/90*z + 1
*
0 | 0.085400727091302813194981307485576382956 | 0.015080579741084943923006245097771123947
f(z) = -24/7*z^3 + 155/84*z + 1
*
[ 9/11 ] 
f(z) = -22/9*z^3 + 140/99*z + 1
*
[ 3/5 ] 
f(z) = -40/7*z^3 + 146/105*z + 1
*
9/10 | 0.13865693701050471826296630809504656784 | 0.023142411328701425545916692432610530967
f(z) = -40/11*z^3 + 159/110*z + 1
*
0 | 0.14035618952163164216120727050708047409 | 0.024332243234032675943610562693921809152
f(z) = -40/13*z^3 + 151/104*z + 1
*
0 | 0.17204120953158512347572817138246240802 | 0.029761086798192695787400199165972124744
f(z) = -36/13*z^3 + 155/117*z + 1
*
0 | 0.15539308091426958096998444356852427162 | 0.028246825538276774117102104655127197792
f(z) = -35/16*z^3 + 149/112*z + 1
*
-4/5 | 0.17283216655470992483332167450923724408 | 0.025736753452738211668476862191901758165
f(z) = -33/16*z^3 + 157/100*z + 1
*
[ 13/16 ] 
f(z) = -32/13*z^3 + 145/104*z + 1
*
-4/5 | 0.12700370102399501268473027148139938518 | 0.019090082038911249251796787513179575597
f(z) = -31/16*z^3 + 149/100*z + 1
*
0 | 0.16753937153659444960364833375452580973 | 0.029373380257930153028363585849881102593
f(z) = -30/11*z^3 + 157/110*z + 1
*
-4/5 | 0.17232461700060675918954790662109110114 | 0.026164610646548527755091202133127641456
f(z) = -29/16*z^3 + 141/100*z + 1
*
-5/7 | 0.14150200593465804556546643517960444104 | 0.026809195152135489860351092559163853084
f(z) = -28/15*z^3 + 142/105*z + 1
*
0 | 0.16517639997654201280593088376021196279 | 0.028365979410306659105324433879302403154
f(z) = -26/9*z^3 + 140/117*z + 1
*
[ 13/15 ] 
f(z) = -25/13*z^3 + 151/117*z + 1
*
0 | 0.15299164851101021485138063919495788541 | 0.029099721004985371494197415486940086492
f(z) = -24/13*z^3 + 153/104*z + 1
*
[ 4/5 ] 
f(z) = -23/8*z^3 + 159/100*z + 1
*
-7/22 | 0.17558760890042685423577668674446690976 | 0.028402652430356739093040429511700070561
f(z) = -22/5*z^3 + 159/110*z + 1
*
[ 4/5 ] 
f(z) = -21/8*z^3 + 143/100*z + 1
*
-1/2 | 0.092588681756788071739392223925159331775 | 0.015058820717716556759848281643294457057
f(z) = -39/10*z^3 + 157/120*z + 1
*
0 | 0.14557184267636185697248119095822664595 | 0.026461554267227811926877221520751917054
f(z) = -35/18*z^3 + 155/126*z + 1
*
4/11 | 0.19176797209809701242779891718293088743 | 0.027422788128858937579931273342320251335
f(z) = -33/16*z^3 + 157/132*z + 1
*
0 | 0.14100300046295133563584323514996396606 | 0.023613601990010752878756571891640414706
f(z) = -28/9*z^3 + 149/126*z + 1
*
[ 3/4 ] 
f(z) = -28/11*z^3 + 145/132*z + 1
*
[ 5/6 ] 
f(z) = -28/15*z^3 + 148/135*z + 1
*
0 | 0.14352465191988689395724930923955697712 | 0.026128353633088775818408727955353399091
f(z) = -27/14*z^3 + 145/126*z + 1
*
[ 2/3 ] 
f(z) = -26/7*z^3 + 145/126*z + 1
*
0 | 0.14166294338398238691807152276019781968 | 0.025015704044005901974843031138227281551
f(z) = -24/11*z^3 + 145/132*z + 1
*
0 | 0.15378831294943016972757750706099387310 | 0.024523775577091545158191257530878971202
f(z) = -23/6*z^3 + 151/138*z + 1
*
[ 5/6 ] 
f(z) = -21/10*z^3 + 151/120*z + 1
*
12/13 | 0.19021162174626828595633273429383225549 | 0.025959931907685587379228330071207725836
f(z) = -39/16*z^3 + 155/156*z + 1
*
0 | 0.14524605909261902801830644091174033184 | 0.024641352682630843508430933591981538561
f(z) = -33/14*z^3 + 153/154*z + 1
*
-1/13 | 0.063610983870116226859716970656843568665 | 0.010924005239158385022437580151142769890
f(z) = -26/11*z^3 + 145/143*z + 1
*
0 | 0.14105656679368486057467635319879868977 | 0.024908626378105791442809906714526136759
f(z) = -24/13*z^3 + 145/156*z + 1
*
1/11 | 0.062301597221425958678386409927936195324 | 0.011350392431041311212297867444518590283
f(z) = -22/13*z^3 + 145/143*z + 1
*
0 | 0.17378679510716148709219073627651794092 | 0.029483359043077033860354804954992194914
f(z) = -33/16*z^3 + 155/176*z + 1
*
[ 2/3 ] 
f(z) = -29/9*z^3 + 151/162*z + 1
*
[ 2/3 ] 
f(z) = -28/9*z^3 + 143/162*z + 1
*
0 | 0.13432155868407886641367462411758328123 | 0.024471321298470957226587041902766782757
f(z) = -22/15*z^3 + 152/165*z + 1
*
0 | 0.14736112266123447189701684018160557282 | 0.024201024245271363874862646428077273603
f(z) = -21/8*z^3 + 145/168*z + 1
*
[ 2/3 ] 
f(z) = -32/11*z^3 + 157/198*z + 1
*
[ 2/3 ] 
f(z) = -31/11*z^3 + 149/198*z + 1
*
0 | 0.13691227953266366407140306372673854673 | 0.023512141581928379785417332140630579036
f(z) = -26/15*z^3 + 158/195*z + 1
*
[ 3/4 ] 
f(z) = -23/12*z^3 + 143/192*z + 1
*
0 | 0.15070585197225526669761486527005940328 | 0.027456287444124163839737755624855776670
f(z) = -22/17*z^3 + 157/187*z + 1
*
0 | 0.094093751255491929683624529959385925758 | 0.015505463466137320321617272544327689484
f(z) = -36/17*z^3 + 143/204*z + 1
*
[ 2/3 ] 
f(z) = -34/13*z^3 + 155/234*z + 1
*
14/15 | 0.21922776468512287505385953661331194991 | 0.029778246466600108618664912115355177559
f(z) = -25/16*z^3 + 145/252*z + 1
*
0 | 0.17419646100230331127327227074599072096 | 0.027778150589042498235208473854819648295
f(z) = -23/12*z^3 + 145/276*z + 1
*
0 | 0.17521436828981852870356178654285806813 | 0.027940470660045017712464481727881974174
f(z) = -23/12*z^3 + 157/276*z + 1
*
[ -1/10 ] 
f(z) = -40/3*z^3 + 167/15*z + 1
*
0 | 0.083629655820217187506295746948450853456 | 0.015784191477133737188985522787560583615
f(z) = -40/3*z^3 + 173/15*z + 1
*
[ 2 ] 
f(z) = -39/10*z^3 + 161/10*z + 1
*
[ -2 ] 
f(z) = -39/10*z^3 + 171/10*z + 1
*
[ 2 ] 
f(z) = -39/14*z^3 + 163/14*z + 1
*
[ -2 ] 
f(z) = -39/14*z^3 + 177/14*z + 1
*
[ -4 ] 
f(z) = -39/16*z^3 + 161/4*z + 1
*
-3/2 | 0.14326264036005405591047089108464714538 | 0.027926991997580284085460942679735523687
f(z) = -38/3*z^3 + 169/6*z + 1
*
[ 3/2 ] 
f(z) = -38/3*z^3 + 173/6*z + 1
*
-3/2 | 0.15293314968013251373828711272443334822 | 0.029610742914087173249581624671363922611
f(z) = -38/3*z^3 + 175/6*z + 1
*
[ -2 ] 
f(z) = -37/10*z^3 + 163/10*z + 1
*
[ -2 ] 
f(z) = -37/14*z^3 + 169/14*z + 1
*
[ -2 ] 
f(z) = -37/18*z^3 + 175/18*z + 1
*
[ -1/18 ] 
f(z) = -36*z^3 + 172/9*z + 1
*
[ 13/6 ] 
f(z) = -36/13*z^3 + 176/13*z + 1
*
[ 3/5 ] 
f(z) = -35*z^3 + 179/15*z + 1
*
0 | 0.11539376059795642011826476279740352636 | 0.022342408994403240376996957201411398408
f(z) = -35/2*z^3 + 167/10*z + 1
*
0 | 0.13975961125707758945910849337403152051 | 0.027000689407719746972451606335747961267
f(z) = -35/2*z^3 + 177/10*z + 1
*
0 | 0.098292456840671554499411154648444142024 | 0.019031273965066568600926557625268860532
f(z) = -35/3*z^3 + 172/15*z + 1
*
[ -2 ] 
f(z) = -35/18*z^3 + 167/18*z + 1
*
[ -3/2 ] 
f(z) = -34/3*z^3 + 163/6*z + 1
*
4/3 | 0.10949265418349235305497366486023948007 | 0.021393666775808214510428631571005049074
f(z) = -33/4*z^3 + 167/12*z + 1
*
[ 4/3 ] 
f(z) = -33/4*z^3 + 179/12*z + 1
*
[ -1/8 ] 
f(z) = -32/9*z^3 + 163/18*z + 1
*
[ 9/4 ] 
f(z) = -32/9*z^3 + 167/9*z + 1
*
[ -9/4 ] 
f(z) = -32/9*z^3 + 175/9*z + 1
*
[ -2/3 ] 
f(z) = -31/2*z^3 + 169/18*z + 1
*
0 | 0.11020170164385753227492776653130656967 | 0.021221378264478750896240924285276786077
f(z) = -30*z^3 + 173/6*z + 1
*
0 | 0.14207571370751476452525039560559123426 | 0.027359309500744113312113738372763658779
f(z) = -30*z^3 + 179/6*z + 1
*
[ -2/3 ] 
f(z) = -29/2*z^3 + 161/18*z + 1
*
-5/2 | 0.14303132059252857832663813712312147674 | 0.027786590395930226119920503107299413161
f(z) = -28/5*z^3 + 172/5*z + 1
*
[ 5/2 ] 
f(z) = -28/5*z^3 + 178/5*z + 1
*
-5/2 | 0.15034106599748640483104599568963220520 | 0.029409511959303734228576210893536745156
f(z) = -28/15*z^3 + 166/15*z + 1
*
[ -5/9 ] 
f(z) = -27*z^3 + 167/15*z + 1
*
[ -7/3 ] 
f(z) = -27/14*z^3 + 167/14*z + 1
*
26/9 | 0.19046746878949602099656199995189701425 | 0.029392925769150274758153183871167246487
f(z) = -27/16*z^3 + 163/12*z + 1
*
[ -2/15 ] 
f(z) = -25*z^3 + 161/18*z + 1
*
[ -1/10 ] 
f(z) = -25/4*z^3 + 177/16*z + 1
*
[ 14/5 ] 
f(z) = -25/8*z^3 + 176/7*z + 1
*
[ -12/5 ] 
f(z) = -25/12*z^3 + 161/12*z + 1
*
[ 13/5 ] 
f(z) = -25/13*z^3 + 177/13*z + 1
*
[ 3/2 ] 
f(z) = -24*z^3 + 163/3*z + 1
*
[ -3/2 ] 
f(z) = -24*z^3 + 167/3*z + 1
*
0 | 0.13848289586881580769846732773970931293 | 0.026340088971947846206309275472895308117
f(z) = -24*z^3 + 179/8*z + 1
*
[ 3/2 ] 
f(z) = -24/5*z^3 + 167/15*z + 1
*
-3/2 | 0.13424979165158566425194120099610300266 | 0.026080609169432805308335069051221941092
f(z) = -24/5*z^3 + 172/15*z + 1
*
[ -7/4 ] 
f(z) = -24/7*z^3 + 169/14*z + 1
*
[ 2/3 ] 
f(z) = -23*z^3 + 175/18*z + 1
*
-2 | 0.080545212835415728230947443832235790688 | 0.015527129820327912983947677700281787990
f(z) = -23/5*z^3 + 179/10*z + 1
*
-2 | 0.080644562907749301626014515545202922709 | 0.015580028993413405173923780855118379387
f(z) = -23/7*z^3 + 177/14*z + 1
*
-2 | 0.067157227802516454243126519528878647250 | 0.013002906246567922898435743814308257589
f(z) = -23/9*z^3 + 175/18*z + 1
*
[ 2/3 ] 
f(z) = -22*z^3 + 167/18*z + 1
*
-2 | 0.070894113522653830671642663342361160218 | 0.013726437819609775421310312565482565005
f(z) = -22*z^3 + 175/2*z + 1
*
[ 2 ] 
f(z) = -22*z^3 + 177/2*z + 1
*
[ -2 ] 
f(z) = -22*z^3 + 179/2*z + 1
*
-2 | 0.071177816642786839372725637665354227094 | 0.013843343863440516861875541315392731299
f(z) = -22/5*z^3 + 171/10*z + 1
*
-2 | 0.071278274889913708927256463016544639071 | 0.013894674895346852481308274428687612242
f(z) = -22/7*z^3 + 169/14*z + 1
*
-2 | 0.057789977898064131691636821856019403924 | 0.011291529457862957088174476604092537527
f(z) = -22/9*z^3 + 167/18*z + 1
*
-2 | 0.078594066444757795938401108100968046492 | 0.015356420762776398830918392319455807534
f(z) = -21*z^3 + 167/2*z + 1
*
[ 2 ] 
f(z) = -21*z^3 + 169/2*z + 1
*
[ -2 ] 
f(z) = -21*z^3 + 171/2*z + 1
*
-2 | 0.078886389505380506819279877436887942114 | 0.015486897942676156535438479542424303495
f(z) = -21/5*z^3 + 163/10*z + 1
*
[ 2 ] 
f(z) = -21/5*z^3 + 173/10*z + 1
*
[ 4 ] 
f(z) = -21/8*z^3 + 171/4*z + 1
*
[ -4 ] 
f(z) = -21/8*z^3 + 173/4*z + 1
*
-3/10 | 0.10003678084957034391878698864964737958 | 0.014109407156885931044929982775367121918
f(z) = -40*z^3 + 163/30*z + 1
*
3/4 | 0.099132980984986571863935376943101469297 | 0.016545701006081566019343138916021457818
f(z) = -40/3*z^3 + 179/30*z + 1
*
0 | 0.11873973998532185649839992952207488291 | 0.023146605144445321561221689971597258462
f(z) = -40/9*z^3 + 169/36*z + 1
*
[ -1/4 ] 
f(z) = -40/17*z^3 + 175/34*z + 1
*
[ -6/13 ] 
f(z) = -39/8*z^3 + 164/39*z + 1
*
[ 3/4 ] 
f(z) = -38/3*z^3 + 163/24*z + 1
*
0 | 0.091555021790819787199002230140736910118 | 0.017032610191862508937682785647822377763
f(z) = -36/5*z^3 + 161/30*z + 1
*
-1/3 | 0.11398864050763458516271787000279130333 | 0.022021897819202765371560995106513391881
f(z) = -36/7*z^3 + 177/28*z + 1
*
[ 3/5 ] 
f(z) = -35/2*z^3 + 169/30*z + 1
*
[ -2/5 ] 
f(z) = -35/3*z^3 + 161/30*z + 1
*
[ -1/7 ] 
f(z) = -35/3*z^3 + 173/21*z + 1
*
[ -1/3 ] 
f(z) = -35/4*z^3 + 179/36*z + 1
*
0 | 0.15410993600019662061873023701528220519 | 0.029838590946126754925507231953448440302
f(z) = -35/6*z^3 + 169/30*z + 1
*
-2/5 | 0.12946414762894948677361279730547187463 | 0.018063829137279042405230662760876556793
f(z) = -35/8*z^3 + 162/35*z + 1
*
-18/35 | 0.14936222299990910019520777375975272514 | 0.020822282236684286563905821560629132303
f(z) = -35/8*z^3 + 163/35*z + 1
*
-26/35 | 0.085261693208932737467260240943015541516 | 0.011797765054340215426092592613843322936
f(z) = -35/8*z^3 + 172/35*z + 1
*
[ 6/5 ] 
f(z) = -35/9*z^3 + 173/30*z + 1
*
-3/4 | 0.14157081137887089109819296513085756766 | 0.025254336436536550958409745080928414315
f(z) = -34/3*z^3 + 161/24*z + 1
*
0 | 0.14684943930609994862521562181649147652 | 0.027613036087203715519756868964862104206
f(z) = -34/5*z^3 + 169/30*z + 1
*
[ 3/2 ] 
f(z) = -34/15*z^3 + 163/30*z + 1
*
-3/2 | 0.098939526454176123393116767981097103593 | 0.019199287414633172865627494696753413318
f(z) = -34/15*z^3 + 173/30*z + 1
*
[ -2/11 ] 
f(z) = -33*z^3 + 167/22*z + 1
*
[ -1/6 ] 
f(z) = -33/2*z^3 + 179/24*z + 1
*
[ -1/3 ] 
f(z) = -33/13*z^3 + 167/39*z + 1
*
[ -3/16 ] 
f(z) = -32*z^3 + 179/24*z + 1
*
[ -3/16 ] 
f(z) = -32/3*z^3 + 161/24*z + 1
*
-5/8 | 0.15342541088435843180356738826219925707 | 0.026597932222606091601612113961791572603
f(z) = -32/3*z^3 + 173/30*z + 1
*
[ 13/8 ] 
f(z) = -32/13*z^3 + 179/26*z + 1
*
[ -1/3 ] 
f(z) = -31/4*z^3 + 175/36*z + 1
*
-1/4 | 0.19254088348887369706034225596060460224 | 0.029264862715288897958957936032446370439
f(z) = -30*z^3 + 173/24*z + 1
*
0 | 0.12116863936753045250421523574550086413 | 0.023759179006424627411608076126426312845
f(z) = -30/7*z^3 + 164/35*z + 1
*
[ -1/3 ] 
f(z) = -30/13*z^3 + 166/39*z + 1
*
[ -1/5 ] 
f(z) = -29*z^3 + 179/25*z + 1
*
[ -1/3 ] 
f(z) = -29/4*z^3 + 173/36*z + 1
*
[ -4/3 ] 
f(z) = -29/16*z^3 + 179/36*z + 1
*
[ -3/7 ] 
f(z) = -28*z^3 + 178/21*z + 1
*
[ -1/5 ] 
f(z) = -28*z^3 + 178/25*z + 1
*
0 | 0.13740734395860272749756679182865589864 | 0.026033413980179617966929430264450387856
f(z) = -28/3*z^3 + 160/21*z + 1
*
0 | 0.13299418953325683712050732134149727409 | 0.025197290722109041527701526432301691522
f(z) = -28/5*z^3 + 176/35*z + 1
*
[ 5/4 ] 
f(z) = -28/5*z^3 + 179/20*z + 1
*
-1/2 | 0.11244823090641971051121503029178555767 | 0.021304620715233429410439243376555763460
f(z) = -28/5*z^3 + 179/35*z + 1
*
[ -1/5 ] 
f(z) = -27*z^3 + 177/25*z + 1
*
-5/9 | 0.17719703689856131299348843117447852382 | 0.029513719181922937846672362502486326917
f(z) = -27/2*z^3 + 179/30*z + 1
*
0 | 0.14355229773235363228101361619216758765 | 0.026133386493680614712728479652450156613
f(z) = -27/4*z^3 + 175/36*z + 1
*
[ -8/9 ] 
f(z) = -27/4*z^3 + 179/24*z + 1
*
0 | 0.12333497007523355490364664630038338582 | 0.022452865555464944793634707157590044529
f(z) = -27/4*z^3 + 179/36*z + 1
*
-14/9 | 0.18421433276757746926421832407139599360 | 0.025659065407150027064908996117751976897
f(z) = -27/8*z^3 + 164/21*z + 1
*
[ 14/9 ] 
f(z) = -27/8*z^3 + 179/21*z + 1
*
[ -2/9 ] 
f(z) = -27/10*z^3 + 169/30*z + 1
*
-4/3 | 0.13599753431564039661566015412832261657 | 0.026603650076277342861821012974357954630
f(z) = -27/11*z^3 + 166/33*z + 1
*
-11/9 | 0.14813978326222955948407416607889598767 | 0.029189105369665917703882628346844177633
f(z) = -27/13*z^3 + 160/39*z + 1
*
[ -1/5 ] 
f(z) = -26*z^3 + 176/25*z + 1
*
-3/13 | 0.14249834405833932795310648348038707743 | 0.021868342818484001360722505643452379090
f(z) = -26*z^3 + 179/26*z + 1
*
[ -3/4 ] 
f(z) = -26/3*z^3 + 173/24*z + 1
*
[ -3/2 ] 
f(z) = -26/15*z^3 + 167/30*z + 1
*
-9/20 | 0.11552521792397057322512337581453967862 | 0.019281632565068485955716256751365731340
f(z) = -25/2*z^3 + 177/32*z + 1
*
[ -1/3 ] 
f(z) = -25/4*z^3 + 169/36*z + 1
*
[ -4/15 ] 
f(z) = -25/8*z^3 + 179/36*z + 1
*
[ -8/5 ] 
f(z) = -25/12*z^3 + 167/24*z + 1
*
[ -4/3 ] 
f(z) = -25/16*z^3 + 163/36*z + 1
*
21/10 | 0.16741148150354036782060627026033467261 | 0.027035155288161640575800361630666358232
f(z) = -25/18*z^3 + 163/24*z + 1
*
12/5 | 0.14499802337991518811401040494457929872 | 0.023066825856434517554162323988592208108
f(z) = -25/18*z^3 + 179/24*z + 1
*
[ -1/5 ] 
f(z) = -24*z^3 + 174/25*z + 1
*
-7/16 | 0.19435432218890514113371990197143808220 | 0.029253532997773638079605426008874968768
f(z) = -24*z^3 + 179/32*z + 1
*
-5/12 | 0.057770409860005837385483424685316968559 | 0.011261510815398651844794131204258308289
f(z) = -24/5*z^3 + 169/30*z + 1
*
[ 3/2 ] 
f(z) = -24/7*z^3 + 169/21*z + 1
*
-1/6 | 0.098524504315516777136643761953707592368 | 0.019250610283366631585756133796794964821
f(z) = -24/11*z^3 + 167/33*z + 1
*
[ 3/2 ] 
f(z) = -24/11*z^3 + 173/33*z + 1
*
[ -1/3 ] 
f(z) = -24/13*z^3 + 164/39*z + 1
*
[ 3/2 ] 
f(z) = -24/13*z^3 + 175/39*z + 1
*
-2 | 0.073027713242444852482221531030668696099 | 0.014077941370819005998110303034360541783
f(z) = -24/13*z^3 + 179/26*z + 1
*
[ -1/4 ] 
f(z) = -24/17*z^3 + 173/34*z + 1
*
-2 | 0.073030165587308430327356374671016657561 | 0.014140017796677423938623195289174369615
f(z) = -24/17*z^3 + 175/34*z + 1
*
-2 | 0.072997094210353753934874530239573656240 | 0.014165139478676790305068975082178863450
f(z) = -24/19*z^3 + 173/38*z + 1
*
[ -1/5 ] 
f(z) = -23*z^3 + 173/25*z + 1
*
[ -1/3 ] 
f(z) = -23/4*z^3 + 167/36*z + 1
*
-2 | 0.080773050550131912755385074094526721683 | 0.015674069489173503763292339522038206816
f(z) = -23/11*z^3 + 173/22*z + 1
*
-2 | 0.080802662533421007252164662274232662685 | 0.015715276125220194984206870612405288434
f(z) = -23/13*z^3 + 171/26*z + 1
*
-2 | 0.060464984943464711418454264749781294249 | 0.011786779487004243404332054723235327744
f(z) = -23/15*z^3 + 169/30*z + 1
*
-2 | 0.080789795870449005891981146046078405533 | 0.015785442271236247873190957201218807606
f(z) = -23/17*z^3 + 167/34*z + 1
*
-2 | 0.080744352510925699979185456184847734124 | 0.015813790594446504148617683639472311341
f(z) = -23/19*z^3 + 165/38*z + 1
*
[ -1/5 ] 
f(z) = -22*z^3 + 172/25*z + 1
*
[ -3/11 ] 
f(z) = -22/3*z^3 + 172/33*z + 1
*
[ -3/11 ] 
f(z) = -22/9*z^3 + 160/33*z + 1
*
-2 | 0.071427023324049360140156827436290080181 | 0.014022482553764915559796522943126035029
f(z) = -22/13*z^3 + 163/26*z + 1
*
-2 | 0.051080492421619537716525429465904619880 | 0.010052436049689527602970591957390852583
f(z) = -22/15*z^3 + 161/30*z + 1
*
-4/21 | 0.12304798985882554449168343037565198906 | 0.020208093777564028670586294993703548832
f(z) = -21*z^3 + 163/21*z + 1
*
-2/7 | 0.11753931821913394633415532467372084046 | 0.018432546850366174777678950638829683199
f(z) = -21*z^3 + 167/28*z + 1
*
-1/21 | 0.16024636814006920758285737716661263228 | 0.026317159984522119340860047747534094640
f(z) = -21*z^3 + 169/21*z + 1
*
[ -1/5 ] 
f(z) = -21*z^3 + 171/25*z + 1
*
[ -4/7 ] 
f(z) = -21/2*z^3 + 173/28*z + 1
*
[ -1/6 ] 
f(z) = -21/2*z^3 + 175/24*z + 1
*
-10/7 | 0.17092942771984647079877918176803455184 | 0.023558304383322482046155392700998359911
f(z) = -21/8*z^3 + 177/35*z + 1
*
-5/3 | 0.13468472169284140126918238295223573503 | 0.026441171314508053454226932814501140307
f(z) = -21/10*z^3 + 163/30*z + 1
*
[ 2 ] 
f(z) = -21/11*z^3 + 179/22*z + 1
*
[ -1/3 ] 
f(z) = -21/13*z^3 + 163/39*z + 1
*
-9/10 | 0.090899045630031735905799409009322862984 | 0.017156210045842222497508762381051803578
f(z) = -40/9*z^3 + 167/45*z + 1
*
-2/3 | 0.13579120740716672382281576784165404518 | 0.024891515006310126870226097203225909604
f(z) = -39/7*z^3 + 167/42*z + 1
*
[ -1/2 ] 
f(z) = -39/11*z^3 + 171/44*z + 1
*
-1/4 | 0.12849169790218965131209127127390146511 | 0.022475262428863944392575994767716228144
f(z) = -38/5*z^3 + 179/40*z + 1
*
[ -1/2 ] 
f(z) = -37/11*z^3 + 169/44*z + 1
*
0 | 0.085800917720678278449177270944503414598 | 0.015962134649253255796609810504758246832
f(z) = -36/7*z^3 + 167/42*z + 1
*
[ 13/12 ] 
f(z) = -36/13*z^3 + 173/52*z + 1
*
0 | 0.10937199067377418495971844770091534270 | 0.019881268336783690363153236167492592551
f(z) = -35/6*z^3 + 179/42*z + 1
*
0 | 0.13780705477437991357279514020987744480 | 0.025050097541364896135252366603501554831
f(z) = -35/8*z^3 + 165/56*z + 1
*
-6/7 | 0.15387449290311822354915092798195215457 | 0.024704860088454294444180302046419650185
f(z) = -35/9*z^3 + 169/42*z + 1
*
[ -1/2 ] 
f(z) = -35/11*z^3 + 167/44*z + 1
*
[ -1/2 ] 
f(z) = -35/12*z^3 + 179/48*z + 1
*
[ 8/7 ] 
f(z) = -35/16*z^3 + 167/56*z + 1
*
-1/4 | 0.13707364660782468695513549318206916912 | 0.024452102480028400311267730491822894804
f(z) = -34/5*z^3 + 177/40*z + 1
*
0 | 0.12216522231197918433915302679578138020 | 0.023101182599687028100805018482211359241
f(z) = -33/7*z^3 + 163/42*z + 1
*
[ -1/3 ] 
f(z) = -33/14*z^3 + 179/42*z + 1
*
[ -4/11 ] 
f(z) = -33/16*z^3 + 177/44*z + 1
*
-1/16 | 0.14138969309698909202716202892720730788 | 0.025497776132979833167845456160601278456
f(z) = -32/7*z^3 + 169/56*z + 1
*
-7/16 | 0.13894183167866550637850178791580387975 | 0.025056336441854975498156063033204706225
f(z) = -32/7*z^3 + 177/56*z + 1
*
[ -3/4 ] 
f(z) = -32/17*z^3 + 173/51*z + 1
*
[ -1/2 ] 
f(z) = -31/11*z^3 + 163/44*z + 1
*
[ -1/2 ] 
f(z) = -31/12*z^3 + 175/48*z + 1
*
[ -1/2 ] 
f(z) = -29/11*z^3 + 161/44*z + 1
*
[ -1/2 ] 
f(z) = -29/12*z^3 + 173/48*z + 1
*
-2/7 | 0.13763164904249450755146362855868705681 | 0.023049005844185881108007081225267121032
f(z) = -28/3*z^3 + 179/42*z + 1
*
[ 5/6 ] 
f(z) = -28/5*z^3 + 166/45*z + 1
*
0 | 0.15733830952853740694295154215104378712 | 0.029074020736186901915708695960721644220
f(z) = -28/5*z^3 + 169/40*z + 1
*
8/9 | 0.13547621448520841475275889709436581219 | 0.023435776750015445061156870368370431208
f(z) = -27/4*z^3 + 169/48*z + 1
*
0 | 0.13717602884551166167389572016809780992 | 0.024972600481615854576778612235674565501
f(z) = -27/5*z^3 + 173/45*z + 1
*
0 | 0.13153055743427373419932599502026280371 | 0.023944854575354028298490498244119031422
f(z) = -27/5*z^3 + 178/45*z + 1
*
0 | 0.13341195114635744393539362920718860709 | 0.026006741762416658606677164284425528843
f(z) = -27/7*z^3 + 169/42*z + 1
*
[ -5/6 ] 
f(z) = -27/10*z^3 + 163/40*z + 1
*
-7/9 | 0.10810830014877939144621159644443838990 | 0.021223714529946305175017081988917434150
f(z) = -27/14*z^3 + 163/42*z + 1
*
-1/4 | 0.10724389785678142904008184427440958208 | 0.020092390209754281483400891358657565272
f(z) = -26/5*z^3 + 173/40*z + 1
*
[ 2/3 ] 
f(z) = -25/3*z^3 + 173/54*z + 1
*
[ -4/5 ] 
f(z) = -25/11*z^3 + 163/44*z + 1
*
[ -1/2 ] 
f(z) = -25/12*z^3 + 169/48*z + 1
*
[ -3/5 ] 
f(z) = -25/17*z^3 + 163/51*z + 1
*
[ -3/5 ] 
f(z) = -25/19*z^3 + 179/57*z + 1
*
0 | 0.15163844806897382377111135080218672999 | 0.028842336005801916097598716905529800832
f(z) = -24/5*z^3 + 167/40*z + 1
*
0 | 0.15331270769375576225858670902477265859 | 0.029160787950370378458486538355267451542
f(z) = -24/5*z^3 + 177/40*z + 1
*
[ -5/8 ] 
f(z) = -24/5*z^3 + 179/40*z + 1
*
[ -3/4 ] 
f(z) = -24/7*z^3 + 179/42*z + 1
*
[ 3/2 ] 
f(z) = -24/17*z^3 + 179/51*z + 1
*
-2/3 | 0.15806257138145129190202129669079380280 | 0.029640147457440798422005700800802635637
f(z) = -23/6*z^3 + 173/54*z + 1
*
[ -1/2 ] 
f(z) = -23/12*z^3 + 167/48*z + 1
*
[ -1/2 ] 
f(z) = -23/13*z^3 + 179/52*z + 1
*
-1/4 | 0.078822906399613828550449520569700520451 | 0.015244782978780347799472992875108955200
f(z) = -22/5*z^3 + 171/40*z + 1
*
-5/11 | 0.13823467975093458418244075876553974765 | 0.025184231748922661695153177073467924869
f(z) = -22/5*z^3 + 171/55*z + 1
*
0 | 0.14790874076549942775263965922548437778 | 0.026946696819069950385228118126023324073
f(z) = -22/5*z^3 + 172/55*z + 1
*
-1/4 | 0.11461701111902538126676403182647579912 | 0.022095331908795362979992861002023791733
f(z) = -22/7*z^3 + 179/56*z + 1
*
-3/7 | 0.13705652590383319483866892903097333273 | 0.022508706818123962239537861378872366557
f(z) = -21/2*z^3 + 179/42*z + 1
*
-6/7 | 0.14079182590167790365616421170869350570 | 0.023122152781202135964932033505988972968
f(z) = -21/4*z^3 + 169/42*z + 1
*
-2/3 | 0.13716105833164652424619424654291891765 | 0.022525874112823142506406615263347604032
f(z) = -21/4*z^3 + 179/42*z + 1
*
0 | 0.10905823654020574864804984635675338098 | 0.021410205102506361934816294932550076913
f(z) = -21/8*z^3 + 163/56*z + 1
*
[ -1/2 ] 
f(z) = -21/13*z^3 + 177/52*z + 1
*
[ 10/13 ] 
f(z) = -39/8*z^3 + 168/65*z + 1
*
0 | 0.12657620800131256038987587639204260395 | 0.024731606297417996400400788826230717793
f(z) = -38/15*z^3 + 167/60*z + 1
*
0 | 0.16488454159710166896201181418549993579 | 0.028523068208554138539164777068911200400
f(z) = -36/7*z^3 + 163/63*z + 1
*
[ 7/9 ] 
f(z) = -36/7*z^3 + 178/63*z + 1
*
-3/10 | 0.19485568485879084941246512469009888914 | 0.029744053635925961895031379129611694183
f(z) = -35/3*z^3 + 163/60*z + 1
*
-2/21 | 0.22056181887439728762674879440287523272 | 0.028650037280281853197968823811978089519
f(z) = -35/8*z^3 + 160/63*z + 1
*
0 | 0.14916202576063712216722558288058622740 | 0.027114165533027635241782351330481890183
f(z) = -35/9*z^3 + 164/63*z + 1
*
0 | 0.13160285514875765165417894996018711721 | 0.023922319242624046694846390109243286870
f(z) = -35/9*z^3 + 173/63*z + 1
*
-6/5 | 0.11079289651228387680542603285890029365 | 0.016854013839786366983233478246496657100
f(z) = -35/16*z^3 + 179/60*z + 1
*
2/3 | 0.15990955988008232345595370972571972076 | 0.026734406652393419583968883644918819315
f(z) = -33/5*z^3 + 161/60*z + 1
*
0 | 0.10333605384428683015019844169221753667 | 0.018635301553273439090444951384567682780
f(z) = -32/9*z^3 + 175/72*z + 1
*
0 | 0.13205111765647167987054921912599925567 | 0.025428887904938902005644828271358111002
f(z) = -30/11*z^3 + 169/66*z + 1
*
-2/3 | 0.13473230038166370165404503621382906649 | 0.025945199286330872561767830302991390233
f(z) = -30/11*z^3 + 179/66*z + 1
*
-1 | 0.15260552451917300535536858065283368777 | 0.029387019553804375559605116313438779479
f(z) = -30/13*z^3 + 167/78*z + 1
*
[ 3/4 ] 
f(z) = -28/5*z^3 + 169/60*z + 1
*
-5/4 | 0.066342836387165487917350025411412390717 | 0.013024360004276991211818272416771090945
f(z) = -28/15*z^3 + 163/60*z + 1
*
-2/3 | 0.12721793566136728899049260828939201632 | 0.022007192554698622303590661947633498948
f(z) = -27/5*z^3 + 169/60*z + 1
*
0 | 0.15243560208863587376981722704474657989 | 0.027750572911111247328666014087566532901
f(z) = -27/7*z^3 + 166/63*z + 1
*
0 | 0.11571072249944077531259655090022809667 | 0.021064887712064712891629573092408239015
f(z) = -27/8*z^3 + 163/72*z + 1
*
0 | 0.12150070208740969259571103364355507391 | 0.022118941020532313270398020680044065812
f(z) = -27/8*z^3 + 179/72*z + 1
*
-4/9 | 0.078741981556983887597227202064653693584 | 0.015385321757511334829638474831949046718
f(z) = -27/10*z^3 + 167/60*z + 1
*
0 | 0.15259138951254984903970156316800158454 | 0.029544571698221079769788432398562330108
f(z) = -27/13*z^3 + 175/78*z + 1
*
[ 14/15 ] 
f(z) = -25/8*z^3 + 167/63*z + 1
*
-14/15 | 0.20120708824606982075228242199866585172 | 0.027330453664134009482033776514086550251
f(z) = -25/8*z^3 + 176/63*z + 1
*
6/5 | 0.11307267866513213951435131475024993013 | 0.022252249682057702724987975384407651085
f(z) = -25/11*z^3 + 161/66*z + 1
*
0 | 0.12102616162591331466680335049200375049 | 0.023817463231207218969354723299528303004
f(z) = -25/12*z^3 + 161/60*z + 1
*
0 | 0.13885531623949986137820149934467324500 | 0.026944975593416268810144470030569695537
f(z) = -25/12*z^3 + 173/60*z + 1
*
-2/3 | 0.13336195220620523637454936207825185660 | 0.026181486517553020013105222516720028262
f(z) = -24/11*z^3 + 163/66*z + 1
*
-3/4 | 0.13565933967827210290003902236515270042 | 0.026444837845167165733439203110412939667
f(z) = -24/11*z^3 + 169/66*z + 1
*
[ 13/12 ] 
f(z) = -24/13*z^3 + 175/78*z + 1
*
-10/23 | 0.14888714152443063390229032643449359737 | 0.023742212753581893408815108655667173890
f(z) = -23/3*z^3 + 169/69*z + 1
*
3/2 | 0.092524030783607320074390807836072392564 | 0.018078183400522084260043411825444934025
f(z) = -23/15*z^3 + 167/60*z + 1
*
-6/11 | 0.17047560911420837854125802822831851192 | 0.027370202768513528703301702588471295743
f(z) = -22/9*z^3 + 169/66*z + 1
*
3/22 | 0.13489418945154842344534670022418890144 | 0.021459470305819099536095552552769998935
f(z) = -22/9*z^3 + 179/66*z + 1
*
[ 5/6 ] 
f(z) = -21/5*z^3 + 163/60*z + 1
*
-5/7 | 0.12668812477949723983381823321992377498 | 0.024583923198672363043559039459510051516
f(z) = -21/10*z^3 + 173/70*z + 1
*
0 | 0.14066585745568829047129904451085227407 | 0.027175770548226104015283656539080994357
f(z) = -21/10*z^3 + 177/70*z + 1
*
2/3 | 0.17961910972330158562929933107875965795 | 0.027515359625467371987722877425395854407
f(z) = -38/5*z^3 + 169/90*z + 1
*
[ 5/8 ] 
f(z) = -36/5*z^3 + 177/80*z + 1
*
[ 2/3 ] 
f(z) = -28/5*z^3 + 179/90*z + 1
*
[ 13/14 ] 
f(z) = -28/13*z^3 + 162/91*z + 1
*
-1/6 | 0.16791309313012758526057762305773116957 | 0.029046971669199341060678080041104773606
f(z) = -27/8*z^3 + 169/96*z + 1
*
0 | 0.14148944332471260018445121864556306456 | 0.025757848293549627548386986477249559823
f(z) = -27/10*z^3 + 163/90*z + 1
*
0 | 0.16374005617563766022874248064342001420 | 0.029808524420229466789289503765510896597
f(z) = -27/11*z^3 + 166/99*z + 1
*
[ 2/3 ] 
f(z) = -26/5*z^3 + 163/90*z + 1
*
0 | 0.14262900045430538241222142671334569127 | 0.028068815274208449598535179135155826136
f(z) = -25/18*z^3 + 161/90*z + 1
*
0 | 0.15447686241990760825554598467561296218 | 0.029779327815944179538709720254282753763
f(z) = -25/18*z^3 + 179/90*z + 1
*
0 | 0.14903782631248673136318451993664616532 | 0.026318005720730176383463095151503265128
f(z) = -24/7*z^3 + 169/84*z + 1
*
[ 3/4 ] 
f(z) = -23/6*z^3 + 175/96*z + 1
*
4/3 | 0.10934397372890107037474630666482650732 | 0.016780345894124656853203766281899444469
f(z) = -21/16*z^3 + 169/84*z + 1
*
-4/5 | 0.17149516658415455235007347714197488059 | 0.025109860293763016071672032472632061559
f(z) = -37/16*z^3 + 173/100*z + 1
*
-5/17 | 0.088444404173075320817201990258208216929 | 0.013907284670244571791994347135609810562
f(z) = -34/7*z^3 + 169/119*z + 1
*
10/11 | 0.13381933751158837988025095028882063306 | 0.022702781142422260615625266496496212395
f(z) = -33/10*z^3 + 179/110*z + 1
*
0 | 0.13391537140000100655001011230252154566 | 0.023478344764203658837156426065916319992
f(z) = -30/11*z^3 + 179/110*z + 1
*
0 | 0.12259614424468015026097414976808957902 | 0.023227260520057199183247280079429997745
f(z) = -28/15*z^3 + 166/105*z + 1
*
0 | 0.15870449321096289823729496926844787383 | 0.027254549605056554151728782696832138631
f(z) = -26/9*z^3 + 176/117*z + 1
*
-10/21 | 0.21629625931070984444630285640652329952 | 0.028095959329961259693894178082930891764
f(z) = -21/8*z^3 + 178/105*z + 1
*
-4/9 | 0.17116035098488608823676341350547707270 | 0.026413452770145230523058989241745996815
f(z) = -21/16*z^3 + 163/108*z + 1
*
-2/5 | 0.18890177774779026339297183687101016125 | 0.028937346124404451366006182152061461835
f(z) = -21/16*z^3 + 171/100*z + 1
*
0 | 0.13389559109175844963844969215930251585 | 0.025811766485731260932383325089732869628
f(z) = -21/16*z^3 + 179/112*z + 1
*
0 | 0.15327361064872645575789949997442329863 | 0.025257557898650272684627791632667034084
f(z) = -36/11*z^3 + 179/132*z + 1
*
[ 5/6 ] 
f(z) = -32/15*z^3 + 173/135*z + 1
*
[ 2/3 ] 
f(z) = -29/7*z^3 + 169/126*z + 1
*
0 | 0.10886438086137665539824668787956666334 | 0.019223934414383064837915949623624026828
f(z) = -24/11*z^3 + 167/132*z + 1
*
5/4 | 0.15371608592000849940130714093230902344 | 0.029632668876668348170638081077362364555
f(z) = -22/15*z^3 + 179/120*z + 1
*
0 | 0.14544765264347636880807661843362797445 | 0.024675553526469587270411703927680324217
f(z) = -33/14*z^3 + 167/154*z + 1
*
0 | 0.15732437136040270727202096022829477675 | 0.027017539305750693959930551155485431469
f(z) = -26/11*z^3 + 173/143*z + 1
*
[ 2/3 ] 
f(z) = -32/9*z^3 + 175/162*z + 1
*
[ 2/3 ] 
f(z) = -31/9*z^3 + 167/162*z + 1
*
0 | 0.12841686034037909683759259159466763566 | 0.021020077939331429060594072574208094484
f(z) = -30/11*z^3 + 164/165*z + 1
*
-2/15 | 0.067424810614450446436555268500262951000 | 0.011036516314164744023048572125561343035
f(z) = -30/11*z^3 + 173/165*z + 1
*
[ 5/8 ] 
f(z) = -22/5*z^3 + 179/160*z + 1
*
[ 4/5 ] 
f(z) = -35/18*z^3 + 179/180*z + 1
*
[ 2/3 ] 
f(z) = -34/11*z^3 + 173/198*z + 1
*
0 | 0.16370302531260570147015386829104086999 | 0.028700783390669715256516671431853215715
f(z) = -30/19*z^3 + 167/190*z + 1
*
0 | 0.14580985087448252101796453132993686492 | 0.025040134234145112450807014766875217674
f(z) = -26/15*z^3 + 173/195*z + 1
*
[ 3/4 ] 
f(z) = -25/12*z^3 + 161/192*z + 1
*
[ 3/4 ] 
f(z) = -36/17*z^3 + 175/204*z + 1
*
3/7 | 0.15019366947468582628571642778988168626 | 0.021122217414033773554274641733144540658
f(z) = -35/18*z^3 + 173/210*z + 1
*
0 | 0.14390405889779728455066775837502887957 | 0.024099438738202614100799771910283974478
f(z) = -28/15*z^3 + 167/210*z + 1
*
0 | 0.14270328179301470953126681217313892839 | 0.025199413326929830853100225531320863063
f(z) = -24/17*z^3 + 169/204*z + 1
*
[ 2/3 ] 
f(z) = -37/13*z^3 + 179/234*z + 1
*
[ 3/4 ] 
f(z) = -36/19*z^3 + 167/228*z + 1
*
[ 2/3 ] 
f(z) = -35/13*z^3 + 163/234*z + 1
*
15/17 | 0.14635561120846631307502153706118013784 | 0.023013430495622100839835782487833859245
f(z) = -34/15*z^3 + 161/255*z + 1
*
0 | 0.14200238359443688326676689438167269641 | 0.023243841679466264256794551948386421967
f(z) = -30/17*z^3 + 161/255*z + 1
*
[ 2/3 ] 
f(z) = -38/15*z^3 + 169/270*z + 1
*
[ 2/3 ] 
f(z) = -37/15*z^3 + 161/270*z + 1
*
[ 17/24 ] 
f(z) = -36/17*z^3 + 177/272*z + 1
*
0 | 0.17808899434325722117756490081875002844 | 0.028433286033701590280845961367088046197
f(z) = -35/19*z^3 + 164/285*z + 1
*
0 | 0.13934477607657111743735996934949770765 | 0.026299816797753872643704273648681398685
f(z) = -40/3*z^3 + 182/15*z + 1
*
0 | 0.12202458573850798274171149759794667427 | 0.023030818521543099553190685799384003144
f(z) = -40/3*z^3 + 188/15*z + 1
*
[ -1/13 ] 
f(z) = -39*z^3 + 185/13*z + 1
*
-9/19 | 0.098270261980038964239513078468334348703 | 0.014930095207228147117801804147786126204
f(z) = -38*z^3 + 181/19*z + 1
*
[ -3/2 ] 
f(z) = -38/3*z^3 + 181/6*z + 1
*
[ -2/3 ] 
f(z) = -37/2*z^3 + 193/18*z + 1
*
[ -13/6 ] 
f(z) = -36/13*z^3 + 188/13*z + 1
*
[ -2/3 ] 
f(z) = -35/2*z^3 + 185/18*z + 1
*
[ -4/3 ] 
f(z) = -33/4*z^3 + 197/12*z + 1
*
[ 3/4 ] 
f(z) = -28*z^3 + 185/12*z + 1
*
[ 3/2 ] 
f(z) = -28*z^3 + 190/3*z + 1
*
[ -3/2 ] 
f(z) = -28*z^3 + 194/3*z + 1
*
[ -5/2 ] 
f(z) = -28/5*z^3 + 182/5*z + 1
*
[ 3/2 ] 
f(z) = -28/5*z^3 + 194/15*z + 1
*
[ 5/2 ] 
f(z) = -28/15*z^3 + 184/15*z + 1
*
[ -5/2 ] 
f(z) = -28/15*z^3 + 196/15*z + 1
*
[ 4/3 ] 
f(z) = -27*z^3 + 193/4*z + 1
*
[ -4/3 ] 
f(z) = -27*z^3 + 199/4*z + 1
*
[ 10/3 ] 
f(z) = -27/8*z^3 + 191/5*z + 1
*
[ -10/3 ] 
f(z) = -27/8*z^3 + 194/5*z + 1
*
[ 8/3 ] 
f(z) = -27/8*z^3 + 197/8*z + 1
*
-28/9 | 0.17759537054971251768613766734902943956 | 0.026587728635885551452987600636546289947
f(z) = -27/16*z^3 + 199/12*z + 1
*
[ -1/13 ] 
f(z) = -26*z^3 + 184/13*z + 1
*
[ 2/3 ] 
f(z) = -26*z^3 + 199/18*z + 1
*
-2 | 0.060834472391230137049151711414783634940 | 0.011492720409200403250782317290434093349
f(z) = -26/9*z^3 + 199/18*z + 1
*
[ 2/3 ] 
f(z) = -25*z^3 + 191/18*z + 1
*
-2 | 0.081808455538610767948864934184678062540 | 0.015455081135039065189509801331995555226
f(z) = -25*z^3 + 199/2*z + 1
*
-1/10 | 0.15078980271990678154108506917139503273 | 0.028884966422311715078375150544942592736
f(z) = -25/2*z^3 + 185/8*z + 1
*
-2 | 0.061604062887796355182416175942973504733 | 0.011660361032965856272424323314471893814
f(z) = -25/3*z^3 + 197/6*z + 1
*
-2 | 0.082163259312848043366466181804164223256 | 0.015612406652033114543157979341736857232
f(z) = -25/7*z^3 + 193/14*z + 1
*
[ -14/5 ] 
f(z) = -25/8*z^3 + 181/7*z + 1
*
-2 | 0.068676723551805879196314760789642021218 | 0.013075618490286291463932950534213679482
f(z) = -25/9*z^3 + 191/18*z + 1
*
[ 12/5 ] 
f(z) = -25/9*z^3 + 199/12*z + 1
*
[ -13/5 ] 
f(z) = -25/13*z^3 + 187/13*z + 1
*
0 | 0.14094951279103897608432204311965169242 | 0.026809250948836436483117143546644299464
f(z) = -24*z^3 + 183/8*z + 1
*
-2 | 0.072498283949426611084371524197604119127 | 0.013803219680508790279558437433335057734
f(z) = -24*z^3 + 191/2*z + 1
*
[ 2 ] 
f(z) = -24*z^3 + 193/2*z + 1
*
[ -2 ] 
f(z) = -24*z^3 + 195/2*z + 1
*
-2 | 0.072764239546832338267569513255751790722 | 0.013909907990131688168678548329958379510
f(z) = -24/5*z^3 + 187/10*z + 1
*
[ -3/2 ] 
f(z) = -24/5*z^3 + 187/15*z + 1
*
[ 2 ] 
f(z) = -24/5*z^3 + 197/10*z + 1
*
-2 | 0.072862981665878989389026975984203010463 | 0.013957474185159739135255568983062160082
f(z) = -24/7*z^3 + 185/14*z + 1
*
[ 2 ] 
f(z) = -24/7*z^3 + 199/14*z + 1
*
-2 | 0.080270942553266840650214101173810508373 | 0.015408610407666501307294796512687922181
f(z) = -23*z^3 + 183/2*z + 1
*
[ 2 ] 
f(z) = -23*z^3 + 185/2*z + 1
*
[ -2 ] 
f(z) = -23*z^3 + 187/2*z + 1
*
-2 | 0.060077597676730176542084358657439810874 | 0.011556724436967001056581747606287862714
f(z) = -23/3*z^3 + 181/6*z + 1
*
[ 2 ] 
f(z) = -23/3*z^3 + 187/6*z + 1
*
[ -2 ] 
f(z) = -23/3*z^3 + 193/6*z + 1
*
[ 2 ] 
f(z) = -23/5*z^3 + 189/10*z + 1
*
[ -2 ] 
f(z) = -23/5*z^3 + 199/10*z + 1
*
[ 2 ] 
f(z) = -23/7*z^3 + 191/14*z + 1
*
[ 4 ] 
f(z) = -23/8*z^3 + 187/4*z + 1
*
[ -4 ] 
f(z) = -23/8*z^3 + 189/4*z + 1
*
[ 2 ] 
f(z) = -23/9*z^3 + 193/18*z + 1
*
[ -2 ] 
f(z) = -22/3*z^3 + 185/6*z + 1
*
[ 2 ] 
f(z) = -22/5*z^3 + 181/10*z + 1
*
[ -2 ] 
f(z) = -22/5*z^3 + 191/10*z + 1
*
[ 2 ] 
f(z) = -22/7*z^3 + 183/14*z + 1
*
[ -2 ] 
f(z) = -22/7*z^3 + 197/14*z + 1
*
[ 2 ] 
f(z) = -22/9*z^3 + 185/18*z + 1
*
[ 5/3 ] 
f(z) = -21/5*z^3 + 181/15*z + 1
*
[ -2 ] 
f(z) = -21/5*z^3 + 183/10*z + 1
*
[ -5/3 ] 
f(z) = -21/5*z^3 + 199/15*z + 1
*
-1/8 | 0.10111985551527885430915711754026977426 | 0.017530206032052462703729851914351839907
f(z) = -40/3*z^3 + 197/24*z + 1
*
[ -1/6 ] 
f(z) = -40/3*z^3 + 199/27*z + 1
*
-3/10 | 0.17354044886517031610404517886294040256 | 0.027416761569022082474157310471310446594
f(z) = -40/9*z^3 + 187/30*z + 1
*
[ 6/5 ] 
f(z) = -40/9*z^3 + 197/30*z + 1
*
[ -1/4 ] 
f(z) = -40/19*z^3 + 195/38*z + 1
*
[ -1/5 ] 
f(z) = -39*z^3 + 189/25*z + 1
*
[ -1/6 ] 
f(z) = -39/2*z^3 + 181/24*z + 1
*
[ -1/4 ] 
f(z) = -39/2*z^3 + 199/32*z + 1
*
0 | 0.14751125301257510097516326299466854040 | 0.027039884526193082890616569068265468812
f(z) = -39/5*z^3 + 199/30*z + 1
*
-10/13 | 0.19662547736697616403667474209300099004 | 0.026705819735332409949679208633961437431
f(z) = -39/8*z^3 + 197/39*z + 1
*
[ -1/5 ] 
f(z) = -38*z^3 + 188/25*z + 1
*
0 | 0.15967442551437990359984747400124480256 | 0.029409515699800694799859861317412944806
f(z) = -38/5*z^3 + 193/30*z + 1
*
[ 3/2 ] 
f(z) = -38/15*z^3 + 181/30*z + 1
*
-3/2 | 0.13551503384444376917665883385577128339 | 0.025801214598007531952995549581930042588
f(z) = -38/15*z^3 + 191/30*z + 1
*
[ -1/5 ] 
f(z) = -37*z^3 + 187/25*z + 1
*
[ -1/4 ] 
f(z) = -37/2*z^3 + 197/32*z + 1
*
[ -1/3 ] 
f(z) = -37/4*z^3 + 181/36*z + 1
*
[ -1/5 ] 
f(z) = -36*z^3 + 186/25*z + 1
*
[ -5/12 ] 
f(z) = -36*z^3 + 193/20*z + 1
*
0 | 0.085312071426470559629749558070311800082 | 0.015871191212070747362771571632540077380
f(z) = -36/5*z^3 + 181/30*z + 1
*
0 | 0.15565007380113666834057168948174438355 | 0.028956653403966753734299533858082433516
f(z) = -36/5*z^3 + 191/30*z + 1
*
[ -1/4 ] 
f(z) = -35/2*z^3 + 195/32*z + 1
*
-2/7 | 0.21257794963385608339741671787567801904 | 0.029895518801160988731535869479999301420
f(z) = -35/2*z^3 + 197/35*z + 1
*
0 | 0.14186860699358196443204653046164289270 | 0.025788392684722633850295773304001084325
f(z) = -35/4*z^3 + 181/28*z + 1
*
0 | 0.11625115853521746331664752243621816305 | 0.021131740064916246544854702901283499956
f(z) = -35/4*z^3 + 197/28*z + 1
*
0 | 0.14063002054785297333147497555142682903 | 0.027052053642052342833885013132964235657
f(z) = -35/6*z^3 + 181/30*z + 1
*
[ -1/5 ] 
f(z) = -35/6*z^3 + 187/30*z + 1
*
0 | 0.13635051069113030669340733736716615502 | 0.025908899402551286562562862186487442572
f(z) = -35/6*z^3 + 193/30*z + 1
*
-2/5 | 0.15656300318137401169638547043784087140 | 0.021264504458801555454356696444015125086
f(z) = -35/8*z^3 + 197/35*z + 1
*
-2/7 | 0.21053086243642350868164414713892764204 | 0.028574808621749856625836229242942546362
f(z) = -35/8*z^3 + 198/35*z + 1
*
[ -6/5 ] 
f(z) = -35/12*z^3 + 181/30*z + 1
*
[ -1/5 ] 
f(z) = -34*z^3 + 184/25*z + 1
*
[ -1/5 ] 
f(z) = -33*z^3 + 183/25*z + 1
*
[ -1/4 ] 
f(z) = -33/2*z^3 + 193/32*z + 1
*
0 | 0.14546118000471004796736095516434116855 | 0.027506398440247803641590290450191442051
f(z) = -33/5*z^3 + 193/30*z + 1
*
-10/33 | 0.19843106256332851530088002947832593906 | 0.027007345643360325517758051921851178500
f(z) = -33/8*z^3 + 194/33*z + 1
*
[ -1/5 ] 
f(z) = -32*z^3 + 182/25*z + 1
*
[ -1/6 ] 
f(z) = -32/3*z^3 + 197/27*z + 1
*
[ -1/8 ] 
f(z) = -32/11*z^3 + 199/22*z + 1
*
[ -1/5 ] 
f(z) = -31*z^3 + 181/25*z + 1
*
[ -1/4 ] 
f(z) = -31/2*z^3 + 191/32*z + 1
*
[ -4/3 ] 
f(z) = -31/16*z^3 + 187/36*z + 1
*
-5/12 | 0.12078817408266526244548338189208319423 | 0.018358954566466828920971358516987349505
f(z) = -30*z^3 + 197/24*z + 1
*
6/5 | 0.060850805841937892576601389645417895280 | 0.011705461304672673493576674905328493358
f(z) = -30/7*z^3 + 181/35*z + 1
*
[ -1/4 ] 
f(z) = -29/2*z^3 + 189/32*z + 1
*
-2/7 | 0.19599822409252518269801818934133072832 | 0.029409693116677852918787781413032739440
f(z) = -28*z^3 + 183/28*z + 1
*
-13/28 | 0.086146161128032625374481369700789040684 | 0.012926301621790786760886209499087747792
f(z) = -28*z^3 + 197/28*z + 1
*
[ -1/6 ] 
f(z) = -28/3*z^3 + 196/27*z + 1
*
0 | 0.15433090251709896682849599723094665360 | 0.028518292038740486100379095185528556270
f(z) = -28/3*z^3 + 197/24*z + 1
*
[ -5/7 ] 
f(z) = -28/5*z^3 + 184/35*z + 1
*
-1/4 | 0.10316168605446609431225916545593006635 | 0.019720807501889759270202605351498737599
f(z) = -28/5*z^3 + 187/20*z + 1
*
[ -1/4 ] 
f(z) = -28/9*z^3 + 187/36*z + 1
*
[ -1/4 ] 
f(z) = -27/2*z^3 + 187/32*z + 1
*
-1/6 | 0.13573976008257802382580802417851188723 | 0.023481367009581473665827083846680433466
f(z) = -27/2*z^3 + 193/24*z + 1
*
0 | 0.10354324729580546227084439401031753928 | 0.018849825068193067257048604151047338595
f(z) = -27/4*z^3 + 187/36*z + 1
*
0 | 0.12063255390069119944046618072877275247 | 0.021960896513717086783168036336433905792
f(z) = -27/4*z^3 + 191/36*z + 1
*
0 | 0.15928629667194402779303520267115327175 | 0.028997727098984662963592172592223005037
f(z) = -27/4*z^3 + 199/36*z + 1
*
-7/6 | 0.063222500720426662001371650162410307101 | 0.012085870386388902850110787495371465211
f(z) = -27/5*z^3 + 187/20*z + 1
*
[ 4/3 ] 
f(z) = -27/5*z^3 + 197/20*z + 1
*
-1/9 | 0.098608761406070563058515326324050846771 | 0.018737329743248686957193902108869991359
f(z) = -27/8*z^3 + 193/24*z + 1
*
1/9 | 0.10948101722201532585818633238986615246 | 0.021060128834075119698253593623996216305
f(z) = -27/10*z^3 + 181/30*z + 1
*
5/3 | 0.15254245483010047084313469683198464682 | 0.029160636110404972953589369209457944857
f(z) = -27/10*z^3 + 187/30*z + 1
*
-4/3 | 0.10860205221571621715947531476947584778 | 0.020516870993041435345724252079242840932
f(z) = -27/10*z^3 + 199/30*z + 1
*
[ 13/9 ] 
f(z) = -27/13*z^3 + 181/39*z + 1
*
-2 | 0.083778709657159904865837198703973361273 | 0.015827297393839480169734140331892340645
f(z) = -27/17*z^3 + 199/34*z + 1
*
-2 | 0.083769866719941190499016696623080766433 | 0.015855884236353591959714937236653457123
f(z) = -27/19*z^3 + 197/38*z + 1
*
-1/4 | 0.12926034085564517507653065083522828080 | 0.024217221296691605768223233295960564532
f(z) = -26/3*z^3 + 181/24*z + 1
*
-2 | 0.074455959122644279391840378323849513972 | 0.014092956271521589075640351833623377923
f(z) = -26/11*z^3 + 197/22*z + 1
*
-2 | 0.074522192618431752637551568582955474462 | 0.014188559228560052400379302826554486647
f(z) = -26/17*z^3 + 191/34*z + 1
*
-2 | 0.074506420770633850594042325316928034695 | 0.014214043630220122558239994900913394276
f(z) = -26/19*z^3 + 189/38*z + 1
*
[ -1/4 ] 
f(z) = -25/2*z^3 + 185/32*z + 1
*
0 | 0.13746195797882177014079247705002130204 | 0.024895939684028978692595250397177425676
f(z) = -25/3*z^3 + 199/30*z + 1
*
[ -4/15 ] 
f(z) = -25/4*z^3 + 187/36*z + 1
*
-11/15 | 0.10485980103062472615026580442982152553 | 0.019360756493351837563004924841425338158
f(z) = -25/4*z^3 + 193/36*z + 1
*
-2 | 0.082296794891204026988747718272877282760 | 0.015700260744130480719599799588121089469
f(z) = -25/11*z^3 + 189/22*z + 1
*
-2 | 0.082334271967016419855657760656672890148 | 0.015739354312341385760480953580581251069
f(z) = -25/13*z^3 + 187/26*z + 1
*
26/15 | 0.11132577692606263158683162724150953102 | 0.016823182341562394959717503694976476115
f(z) = -25/16*z^3 + 187/36*z + 1
*
-2 | 0.082349471622601176237078316252904543695 | 0.015807599676157144885353087865306561759
f(z) = -25/17*z^3 + 183/34*z + 1
*
-2 | 0.082325506360419749373292828303538657537 | 0.015836405381263364827642999077400872024
f(z) = -25/19*z^3 + 181/38*z + 1
*
-5/24 | 0.069613591267132488261212946178573836526 | 0.010952236019789338049752706203701923172
f(z) = -24*z^3 + 193/24*z + 1
*
-1/4 | 0.15357170387005065566916878818178597698 | 0.029012442879301553223915428416568783046
f(z) = -24/5*z^3 + 199/30*z + 1
*
[ -3/2 ] 
f(z) = -24/7*z^3 + 197/21*z + 1
*
-2 | 0.072994422914540408761393361535642448235 | 0.014041447455971016116698070199992664716
f(z) = -24/11*z^3 + 181/22*z + 1
*
-1/6 | 0.15166248545791756511838359774729232489 | 0.028706537405125875252629734502949243954
f(z) = -24/13*z^3 + 197/39*z + 1
*
[ -1/4 ] 
f(z) = -24/19*z^3 + 193/38*z + 1
*
[ -1/4 ] 
f(z) = -23/2*z^3 + 183/32*z + 1
*
[ 4/3 ] 
f(z) = -23/8*z^3 + 193/36*z + 1
*
[ 2 ] 
f(z) = -23/11*z^3 + 195/22*z + 1
*
[ 2 ] 
f(z) = -23/13*z^3 + 197/26*z + 1
*
[ 2 ] 
f(z) = -23/15*z^3 + 199/30*z + 1
*
-1/2 | 0.14233638528681463329429873917027720275 | 0.023024010092803940153530194969314094094
f(z) = -22*z^3 + 191/22*z + 1
*
0 | 0.15797656509100221397210884965276842031 | 0.028780899505962556535393019160857802717
f(z) = -22/3*z^3 + 182/33*z + 1
*
0 | 0.13344626817466649400444164933153754331 | 0.024311856835020896489476183800004360930
f(z) = -22/3*z^3 + 185/33*z + 1
*
0 | 0.13350848378884203748669727420088228741 | 0.024323191562663927410722625467596247323
f(z) = -22/3*z^3 + 188/33*z + 1
*
0 | 0.15332099026256029495502201771270837857 | 0.027932725403666497497810418307566958100
f(z) = -22/3*z^3 + 191/33*z + 1
*
0 | 0.15440186571623685921756271644985957114 | 0.028129644280797462009881693646740414749
f(z) = -22/3*z^3 + 194/33*z + 1
*
[ 2 ] 
f(z) = -22/13*z^3 + 189/26*z + 1
*
[ 2 ] 
f(z) = -22/17*z^3 + 193/34*z + 1
*
[ 2 ] 
f(z) = -22/19*z^3 + 195/38*z + 1
*
-3/14 | 0.079672395021524707852569969900518984449 | 0.012494245977990288575883648568119869921
f(z) = -21*z^3 + 195/28*z + 1
*
[ -1/4 ] 
f(z) = -21/2*z^3 + 181/32*z + 1
*
-1/7 | 0.070465959961310198869526505106572575567 | 0.013312280757414690066074130272017041709
f(z) = -21/4*z^3 + 199/28*z + 1
*
2 | 0.12251555108889651066185273199197880745 | 0.016710353797819197532340413422204442065
f(z) = -21/8*z^3 + 191/21*z + 1
*
-2/7 | 0.21074481228313238492359734245540991950 | 0.028623518388136711022675760413692341587
f(z) = -21/8*z^3 + 197/21*z + 1
*
[ 10/7 ] 
f(z) = -21/8*z^3 + 198/35*z + 1
*
-1/3 | 0.15365080149196215128806187373845466239 | 0.029027385835456664226227461669432159211
f(z) = -21/8*z^3 + 199/24*z + 1
*
-5/3 | 0.10409429761255007009899078771913127539 | 0.019779674249494644325474790285228695639
f(z) = -21/10*z^3 + 193/30*z + 1
*
[ 2 ] 
f(z) = -21/13*z^3 + 181/26*z + 1
*
-2 | 0.14536320390433414957970323608496154214 | 0.022002557999515202864266863429933185093
f(z) = -21/16*z^3 + 185/28*z + 1
*
[ 2 ] 
f(z) = -21/17*z^3 + 185/34*z + 1
*
[ 2 ] 
f(z) = -21/19*z^3 + 187/38*z + 1
*
7/8 | 0.15546139692438749929632419449094894127 | 0.026950892129226007042047620234877332099
f(z) = -40/7*z^3 + 181/56*z + 1
*
-3/4 | 0.059059582843716831196633368125901452759 | 0.010776039740947466047341651651715169495
f(z) = -40/7*z^3 + 191/42*z + 1
*
11/10 | 0.15578534479015241852638626058693754299 | 0.029402796022324686068357505165218451203
f(z) = -40/11*z^3 + 192/55*z + 1
*
0 | 0.097518437111749673645514233855911733385 | 0.017875838112850568801243043217737510107
f(z) = -39/7*z^3 + 185/42*z + 1
*
-4/13 | 0.16924248011949974894887551485026448106 | 0.027172221422089376556116508933846162861
f(z) = -39/8*z^3 + 193/52*z + 1
*
[ -1/3 ] 
f(z) = -39/14*z^3 + 181/42*z + 1
*
-8/19 | 0.076137810375697194263669228389817965191 | 0.011567535639723257926365703238465187725
f(z) = -38/3*z^3 + 185/57*z + 1
*
[ -1/2 ] 
f(z) = -37/12*z^3 + 181/48*z + 1
*
[ -1/2 ] 
f(z) = -37/13*z^3 + 193/52*z + 1
*
-1/2 | 0.12190065309009956230300429178472508369 | 0.021087365795953571682197888334902434377
f(z) = -36/5*z^3 + 196/45*z + 1
*
0 | 0.14726455827090518116170252739039154210 | 0.027396638295122517187181405371888375075
f(z) = -36/7*z^3 + 181/42*z + 1
*
-5/6 | 0.074438874564562769324013672250899726213 | 0.014172695992380444347260280691232401827
f(z) = -36/11*z^3 + 191/55*z + 1
*
-2/7 | 0.13915612038201365905551628114672053772 | 0.022464806804838036178806083082880080593
f(z) = -35/3*z^3 + 187/42*z + 1
*
-6/7 | 0.16406323220230604746464259770535506167 | 0.029822856140043048981154961532111731794
f(z) = -35/6*z^3 + 187/42*z + 1
*
0 | 0.11461435457019025215959734967477092814 | 0.020834207409224897512424451552439433072
f(z) = -35/6*z^3 + 191/42*z + 1
*
0 | 0.12902904270625358670112487162119839741 | 0.023454460373980029783264208653264094349
f(z) = -35/6*z^3 + 197/42*z + 1
*
0 | 0.13512417714072247717155060904167046686 | 0.024562413173357057876389775124244345866
f(z) = -35/8*z^3 + 181/56*z + 1
*
0 | 0.14556142091819898206492291134474799633 | 0.026459659835488014903339813549609986148
f(z) = -35/8*z^3 + 197/56*z + 1
*
-1/5 | 0.12673615277314583774254148622553362975 | 0.024227398445676132963132105227440317004
f(z) = -35/9*z^3 + 187/45*z + 1
*
0 | 0.10572340801063884441594738164062275841 | 0.020231253945479934074654356167412306010
f(z) = -35/11*z^3 + 186/55*z + 1
*
[ -6/7 ] 
f(z) = -35/12*z^3 + 181/42*z + 1
*
[ -2/7 ] 
f(z) = -35/12*z^3 + 199/42*z + 1
*
[ -1/2 ] 
f(z) = -35/13*z^3 + 191/52*z + 1
*
-1/4 | 0.14991779675639594911579513902475691527 | 0.026743326821643080843013819426492925602
f(z) = -34/7*z^3 + 185/56*z + 1
*
[ -2/3 ] 
f(z) = -33/7*z^3 + 193/42*z + 1
*
[ 10/11 ] 
f(z) = -33/8*z^3 + 182/55*z + 1
*
[ -4/11 ] 
f(z) = -33/8*z^3 + 189/44*z + 1
*
-10/11 | 0.14399151501607209944167485352355100287 | 0.019189041968863220383046608196929264673
f(z) = -33/8*z^3 + 193/55*z + 1
*
0 | 0.13380416544854553697070975110107768728 | 0.022545332913820669428037878625632719844
f(z) = -33/10*z^3 + 189/55*z + 1
*
[ -1/2 ] 
f(z) = -33/13*z^3 + 189/52*z + 1
*
-1 | 0.15218817701053157948279240987215846371 | 0.028806039824416374118392126235975270775
f(z) = -33/14*z^3 + 197/42*z + 1
*
-12/11 | 0.14082128222799704366624165807629971262 | 0.021315080753357154606112191367465417155
f(z) = -33/16*z^3 + 185/44*z + 1
*
[ 5/12 ] 
f(z) = -32*z^3 + 187/45*z + 1
*
17/24 | 0.16338958224719612647720507129066218719 | 0.025705917987755985138791471392241917050
f(z) = -32/3*z^3 + 181/54*z + 1
*
0 | 0.13684787622337759368408032195220143469 | 0.024678719047956692599082621795798931464
f(z) = -32/5*z^3 + 181/40*z + 1
*
0 | 0.11965731100664611958962403943123674835 | 0.021578626149424591834398973844942825926
f(z) = -32/5*z^3 + 191/40*z + 1
*
[ 5/6 ] 
f(z) = -32/5*z^3 + 191/45*z + 1
*
[ -5/16 ] 
f(z) = -32/5*z^3 + 193/40*z + 1
*
[ -3/8 ] 
f(z) = -32/7*z^3 + 181/42*z + 1
*
0 | 0.14360059905323244738109920600431868242 | 0.025896484015347853204632588105391782750
f(z) = -32/7*z^3 + 193/56*z + 1
*
0 | 0.15810519607964757475484978022149078645 | 0.029868900680186443642602983123927822632
f(z) = -32/7*z^3 + 199/42*z + 1
*
[ -3/4 ] 
f(z) = -32/19*z^3 + 187/57*z + 1
*
-1/3 | 0.14263755556719888990216168627288408723 | 0.025329815516379679568509842766118790080
f(z) = -31/6*z^3 + 193/54*z + 1
*
[ -2/3 ] 
f(z) = -31/12*z^3 + 197/54*z + 1
*
[ -1/2 ] 
f(z) = -31/13*z^3 + 187/52*z + 1
*
[ -1/2 ] 
f(z) = -31/14*z^3 + 199/56*z + 1
*
0 | 0.065039412060163870208419629515141828126 | 0.012433198548125620688083717577914428205
f(z) = -30/7*z^3 + 187/42*z + 1
*
-1/3 | 0.14552904249961787939524826110767963187 | 0.026153025210961090920264361093202334355
f(z) = -29/6*z^3 + 191/54*z + 1
*
-2/3 | 0.14836485671105778818252386138729422893 | 0.026662649402060846270527110131768907717
f(z) = -29/6*z^3 + 197/54*z + 1
*
[ -3/4 ] 
f(z) = -29/9*z^3 + 199/48*z + 1
*
[ -2/3 ] 
f(z) = -29/12*z^3 + 193/54*z + 1
*
[ -1/2 ] 
f(z) = -29/13*z^3 + 185/52*z + 1
*
[ -1/2 ] 
f(z) = -29/14*z^3 + 197/56*z + 1
*
[ 2/3 ] 
f(z) = -28/3*z^3 + 197/54*z + 1
*
[ -6/7 ] 
f(z) = -28/9*z^3 + 187/42*z + 1
*
[ -3/8 ] 
f(z) = -28/9*z^3 + 197/48*z + 1
*
0 | 0.15246218254375218290672578502536271744 | 0.027755411825692939047058526360240528798
f(z) = -27/5*z^3 + 193/45*z + 1
*
-2/3 | 0.13378032040586338744952014059769485524 | 0.025470936012487368344580525780617646599
f(z) = -27/7*z^3 + 191/42*z + 1
*
-2/9 | 0.10274556709637522661970272813088720513 | 0.019447587557051922665891299719837181649
f(z) = -27/7*z^3 + 197/42*z + 1
*
-5/6 | 0.053883991015868071313802479793681361096 | 0.010300682888184412628201860107278202817
f(z) = -27/10*z^3 + 187/40*z + 1
*
-2/3 | 0.14628313200986513940477460696665036864 | 0.027851393118402295122280815280288721074
f(z) = -27/11*z^3 + 191/44*z + 1
*
[ -1/2 ] 
f(z) = -27/13*z^3 + 183/52*z + 1
*
-14/9 | 0.15288387888591903499622940576743369700 | 0.029409246166038889514211893530543020413
f(z) = -27/14*z^3 + 181/42*z + 1
*
-7/9 | 0.14467856372875116382735670782505155182 | 0.027657342702194728944252228812720945761
f(z) = -27/14*z^3 + 187/42*z + 1
*
[ -1/2 ] 
f(z) = -27/14*z^3 + 195/56*z + 1
*
5/3 | 0.12232460377547328295798699225915244527 | 0.023243740251585632240386454888112953016
f(z) = -27/16*z^3 + 193/48*z + 1
*
[ 2/3 ] 
f(z) = -26/3*z^3 + 181/54*z + 1
*
-2/3 | 0.15503209476539136353542669137124175436 | 0.028624302219783698148932385239654423574
f(z) = -25/6*z^3 + 181/54*z + 1
*
-1/3 | 0.15801950704132150592329326360548885609 | 0.029175882148899160721916025126333363950
f(z) = -25/6*z^3 + 187/54*z + 1
*
[ -3/4 ] 
f(z) = -25/9*z^3 + 187/48*z + 1
*
-7/10 | 0.13321770832306135784304611499630799692 | 0.025626196864562421046206872176171061897
f(z) = -25/11*z^3 + 181/44*z + 1
*
[ -2/3 ] 
f(z) = -25/12*z^3 + 185/54*z + 1
*
[ -6/5 ] 
f(z) = -25/14*z^3 + 185/42*z + 1
*
[ -7/10 ] 
f(z) = -25/14*z^3 + 185/56*z + 1
*
[ -1/2 ] 
f(z) = -25/14*z^3 + 193/56*z + 1
*
[ 3/2 ] 
f(z) = -24/19*z^3 + 181/57*z + 1
*
[ 3/4 ] 
f(z) = -23/3*z^3 + 191/48*z + 1
*
[ -3/4 ] 
f(z) = -23/9*z^3 + 181/48*z + 1
*
[ -2/3 ] 
f(z) = -23/12*z^3 + 181/54*z + 1
*
-3/2 | 0.12212458762821944593067856890784948032 | 0.023251757415386261463092516401535360959
f(z) = -23/12*z^3 + 191/48*z + 1
*
[ -1/2 ] 
f(z) = -23/14*z^3 + 191/56*z + 1
*
[ 5/11 ] 
f(z) = -22*z^3 + 184/55*z + 1
*
0 | 0.14867623077036718080738642949144619996 | 0.027086521689228414339999352453037306074
f(z) = -22/5*z^3 + 182/55*z + 1
*
-1/2 | 0.10024011986252107187519678482614624194 | 0.015719682006386362279892553870832732292
f(z) = -21/2*z^3 + 187/56*z + 1
*
-10/21 | 0.13377855907680591672449271479752901201 | 0.021970368393284101990329573653321764850
f(z) = -21/4*z^3 + 197/42*z + 1
*
[ 8/7 ] 
f(z) = -21/8*z^3 + 199/56*z + 1
*
[ -1/3 ] 
f(z) = -21/16*z^3 + 199/48*z + 1
*
2/3 | 0.10569372605884434916601605814121412937 | 0.017190253079620014452337020350141403560
f(z) = -39/5*z^3 + 193/60*z + 1
*
-2/5 | 0.13572037173134514214366077648280560290 | 0.020717250406065416790740409038166035746
f(z) = -35/3*z^3 + 187/60*z + 1
*
0 | 0.13861484612572599542055629120006177690 | 0.026186824812784263713084251227717247331
f(z) = -35/12*z^3 + 199/60*z + 1
*
[ 6/5 ] 
f(z) = -35/16*z^3 + 199/60*z + 1
*
[ 9/16 ] 
f(z) = -32/3*z^3 + 187/72*z + 1
*
0 | 0.14098930529920870666383880370734209749 | 0.025425571446693556283603555810320234589
f(z) = -32/9*z^3 + 193/72*z + 1
*
0 | 0.13744135364901168106532533092785457801 | 0.024096527919798701971981839390199799316
f(z) = -30/7*z^3 + 181/70*z + 1
*
0 | 0.14121282044930006421579502820099503255 | 0.026940029735046893853999583030814277703
f(z) = -30/13*z^3 + 189/65*z + 1
*
0 | 0.11517877897032265475661816743907390221 | 0.021885912876488409468486084391620882740
f(z) = -30/13*z^3 + 193/78*z + 1
*
-2/3 | 0.14373763328481027110822973376495472994 | 0.027206528588505751769967805207969133761
f(z) = -30/13*z^3 + 197/78*z + 1
*
-4/9 | 0.082843320146554992027442318206520945612 | 0.014330910880276304774189655064253525212
f(z) = -27/5*z^3 + 199/60*z + 1
*
0 | 0.15166658221511676793688799085015474644 | 0.027610574500124707488119641648145403411
f(z) = -27/7*z^3 + 194/63*z + 1
*
2/45 | 0.12725730302591279589663874044703821687 | 0.016715075655891815242119932887586123045
f(z) = -27/8*z^3 + 188/75*z + 1
*
[ 3/5 ] 
f(z) = -26/3*z^3 + 184/75*z + 1
*
0 | 0.16861316382319265827622032171321025192 | 0.028956179781098269980363662622085757084
f(z) = -26/5*z^3 + 188/65*z + 1
*
-11/25 | 0.15618764695029909022945309830425797585 | 0.024261210349220959606982736995060998760
f(z) = -25/3*z^3 + 196/75*z + 1
*
0 | 0.13939836774349735598923140988157733155 | 0.026815128854570890363730353043190968018
f(z) = -25/14*z^3 + 181/70*z + 1
*
0 | 0.13543338699488157219825340112827802485 | 0.023915651092735568017215955883965217200
f(z) = -24/5*z^3 + 193/60*z + 1
*
0 | 0.13013639212744514528502718344465458414 | 0.024585093138711981395156622982671676394
f(z) = -24/11*z^3 + 199/66*z + 1
*
-2/3 | 0.14900034284699920023976642052161126461 | 0.028662196390774480078401762454859677001
f(z) = -24/13*z^3 + 181/78*z + 1
*
-2/7 | 0.15804160248094609126751423144191813178 | 0.027806700873479352193359389658425717324
f(z) = -21/5*z^3 + 199/70*z + 1
*
-2/7 | 0.094700258303503962790721257718249191493 | 0.018103286557342845324460048276359589005
f(z) = -21/10*z^3 + 187/70*z + 1
*
0 | 0.11719133471411624110423946168379713986 | 0.020316368454455207028264996623167983152
f(z) = -40/11*z^3 + 199/88*z + 1
*
-7/19 | 0.094486732475005872474924715448946527454 | 0.014355267638935157314545012331051647485
f(z) = -38/5*z^3 + 193/95*z + 1
*
0 | 0.17115304634378228586544779091683936449 | 0.029607445110860179221538401488248134755
f(z) = -36/11*z^3 + 181/99*z + 1
*
0 | 0.14447366039073704755693286893890259221 | 0.026261930427808707670106648062683411257
f(z) = -35/12*z^3 + 197/84*z + 1
*
-10/29 | 0.19133874967235106644467690080190525471 | 0.028411336474870942416480368037249281010
f(z) = -29/3*z^3 + 187/87*z + 1
*
[ 2/3 ] 
f(z) = -29/5*z^3 + 187/90*z + 1
*
0 | 0.14482853739770137788591955703646974160 | 0.026365723174875939857870114923227760630
f(z) = -27/10*z^3 + 193/90*z + 1
*
0 | 0.15441050784674747991172764165094478813 | 0.026517137357018753934452789022229321255
f(z) = -26/7*z^3 + 191/91*z + 1
*
0 | 0.16732230611188814378577210753066862353 | 0.028734498940096167852721043836788729433
f(z) = -26/7*z^3 + 198/91*z + 1
*
[ 3/4 ] 
f(z) = -25/6*z^3 + 193/96*z + 1
*
0 | 0.10952552797000580090904651198558463617 | 0.020730892389070982384539866536736008733
f(z) = -25/18*z^3 + 197/90*z + 1
*
-4/5 | 0.13102525066984408268752640419464851166 | 0.019037623112738203230540795373214814794
f(z) = -39/16*z^3 + 181/100*z + 1
*
-4/9 | 0.18097282299671274871452879527098520787 | 0.026004089675448210308740675979396069780
f(z) = -39/16*z^3 + 187/108*z + 1
*
0 | 0.15235672636033673339718911274392669897 | 0.025847694947937613461295220266116290388
f(z) = -33/10*z^3 + 193/110*z + 1
*
-13/16 | 0.14460511863121523760477117601316370247 | 0.026077635942051808930614510166898883267
f(z) = -32/13*z^3 + 193/104*z + 1
*
[ 4/5 ] 
f(z) = -27/8*z^3 + 191/100*z + 1
*
0 | 0.15299840115931576761814129567667254078 | 0.026274634255930868941716863802978070893
f(z) = -26/9*z^3 + 185/117*z + 1
*
[ 3/4 ] 
f(z) = -36/11*z^3 + 199/132*z + 1
*
-3/4 | 0.11714749692254561102045229437367625429 | 0.020897544283069946330420664259407555856
f(z) = -34/15*z^3 + 193/120*z + 1
*
-6/11 | 0.17240119692247216710987986479231606954 | 0.024653342498445061003389765232320595619
f(z) = -33/16*z^3 + 191/132*z + 1
*
7/8 | 0.17353470344014104789830303724087534940 | 0.028425975595490027535452220104574318809
f(z) = -32/9*z^3 + 199/126*z + 1
*
0 | 0.13906228298983746499214451690199192029 | 0.025078058255517020259029567574734003536
f(z) = -32/15*z^3 + 181/120*z + 1
*
[ 2/3 ] 
f(z) = -31/7*z^3 + 185/126*z + 1
*
0 | 0.15248375554822255890322334379972381981 | 0.026733795726916042595316371924800204543
f(z) = -30/13*z^3 + 183/130*z + 1
*
0 | 0.14500622212007909675676170645592817295 | 0.024284016680328241638101466551442431090
f(z) = -28/9*z^3 + 185/126*z + 1
*
0 | 0.16887125676712040174817886915139859222 | 0.029030089355931885977258419981408987898
f(z) = -28/11*z^3 + 193/132*z + 1
*
-7/27 | 0.15525987115741384118377086585196134132 | 0.023553937508084465321666425086014430370
f(z) = -27/5*z^3 + 184/135*z + 1
*
0 | 0.15596886491213113707992869334065115534 | 0.028393795795096784198525198287238742043
f(z) = -27/14*z^3 + 187/126*z + 1
*
[ 14/15 ] 
f(z) = -25/14*z^3 + 187/126*z + 1
*
-7/23 | 0.17554674538608426211039618897415347621 | 0.027993473005668423555797916494606934993
f(z) = -23/6*z^3 + 187/138*z + 1
*
-5/6 | 0.11333416447796459483326945796405856749 | 0.020496540001559511196086322378202423233
f(z) = -21/10*z^3 + 199/120*z + 1
*
[ 3/4 ] 
f(z) = -36/13*z^3 + 191/156*z + 1
*
-4/17 | 0.071682566317265432303879988004449270255 | 0.011271598977783374824900584639014264354
f(z) = -34/9*z^3 + 185/153*z + 1
*
0 | 0.16981570837504052362634546130485411857 | 0.029192446852969315110142379378935290793
f(z) = -28/13*z^3 + 193/156*z + 1
*
-5/18 | 0.14266586099888265553787144627539470586 | 0.024679500242336623077659593985529538113
f(z) = -27/13*z^3 + 181/156*z + 1
*
-7/25 | 0.14956137839213773019983550578425579512 | 0.023231927313981059121628350264525428296
f(z) = -25/6*z^3 + 199/150*z + 1
*
1/6 | 0.17113368896382945082288426602507506613 | 0.027833548247692165431483944911413806227
f(z) = -39/14*z^3 + 181/168*z + 1
*
[ 2/3 ] 
f(z) = -35/9*z^3 + 199/162*z + 1
*
[ 2/3 ] 
f(z) = -34/9*z^3 + 191/162*z + 1
*
3/4 | 0.15245360285169092581904331726815510624 | 0.023171877458242411735304104683822250483
f(z) = -30/7*z^3 + 181/168*z + 1
*
9/10 | 0.14406342448387547410818914788961556217 | 0.025257524304967290009710075391445643224
f(z) = -25/14*z^3 + 187/168*z + 1
*
0 | 0.17079647678876639619625116991841531158 | 0.028049797674751486619778640471101978677
f(z) = -21/8*z^3 + 185/168*z + 1
*
-5/21 | 0.11261751380380631828313853630188602484 | 0.018495103272751271273159458400375331976
f(z) = -21/8*z^3 + 193/168*z + 1
*
[ 2/3 ] 
f(z) = -37/11*z^3 + 197/198*z + 1
*
-1/10 | 0.092281738644923463447319206775851206569 | 0.014086491681575760111659853013515692659
f(z) = -35/9*z^3 + 187/180*z + 1
*
[ 2/3 ] 
f(z) = -35/11*z^3 + 181/198*z + 1
*
[ 3/4 ] 
f(z) = -29/12*z^3 + 197/192*z + 1
*
0 | 0.15107056264261064149311239227719715329 | 0.025299604454778331473816588436650713307
f(z) = -28/13*z^3 + 197/182*z + 1
*
0 | 0.17272934878955403557562972645654856113 | 0.029663058112514880219717218170466506460
f(z) = -26/15*z^3 + 188/195*z + 1
*
0 | 0.13378320627071008714615065618790041818 | 0.022404511786641845146906635431723196904
f(z) = -28/15*z^3 + 197/210*z + 1
*
0 | 0.15139225952581207521778190764972910017 | 0.027581340339201810496306006579283379026
f(z) = -22/19*z^3 + 185/209*z + 1
*
0 | 0.13855085419743313617577903396486562329 | 0.022754119411423380106475855969853905462
f(z) = -21/10*z^3 + 181/210*z + 1
*
0 | 0.098373709475563731321144626420133008786 | 0.016155852270401366268563836399120317120
f(z) = -21/10*z^3 + 191/210*z + 1
*
[ 8/9 ] 
f(z) = -21/16*z^3 + 197/216*z + 1
*
[ 2/3 ] 
f(z) = -38/13*z^3 + 187/234*z + 1
*
0 | 0.18472183417663583021720038911194687147 | 0.029860265860249318485875202431799737282
f(z) = -27/13*z^3 + 187/234*z + 1
*
0 | 0.15998889613929827855083604169278623273 | 0.027475121956947460847887116522757682214
f(z) = -26/17*z^3 + 185/221*z + 1
*
0 | 0.14339011516854355368474502501860043622 | 0.025320698541251573024650212171310748487
f(z) = -24/19*z^3 + 193/228*z + 1
*
0 | 0.18537885574127266746715661154204979933 | 0.029561345512853838478690534445341035179
f(z) = -23/10*z^3 + 199/230*z + 1
*
0 | 0.15251262102316737971066271217115435428 | 0.025047051572595809630809129278903210265
f(z) = -21/11*z^3 + 199/231*z + 1
*
0 | 0.17156212183747532093006932551671375420 | 0.027501313597701531114528867369542473832
f(z) = -32/15*z^3 + 197/240*z + 1
*
[ 3/4 ] 
f(z) = -31/15*z^3 + 199/240*z + 1
*
[ 3/4 ] 
f(z) = -29/15*z^3 + 181/240*z + 1
*
[ 5/6 ] 
f(z) = -24/17*z^3 + 199/255*z + 1
*
0 | 0.16642430598205951082520965606913028125 | 0.026183368008564967323546178936386354210
f(z) = -24/11*z^3 + 191/264*z + 1
*
0 | 0.17490594929160469507689305028411943350 | 0.027891288780415487129808536737409665282
f(z) = -23/12*z^3 + 193/276*z + 1
*
0 | 0.19375080460648820639298109491632235765 | 0.029393263757222884822578058030480233374
f(z) = -27/11*z^3 + 190/297*z + 1
*
[ 5/6 ] 
f(z) = -24/19*z^3 + 193/285*z + 1
*
[ 3/5 ] 
f(z) = -40*z^3 + 206/15*z + 1
*
7/12 | 0.15066328747780969121685138545083523243 | 0.022899762088850055727756980028165241066
f(z) = -40*z^3 + 209/18*z + 1
*
0 | 0.11306940595048908624564570150923191796 | 0.021280824872308195779309637040925181678
f(z) = -40/3*z^3 + 203/15*z + 1
*
[ 4/3 ] 
f(z) = -39/4*z^3 + 211/12*z + 1
*
-4/3 | 0.12526384912759496534029954996777494705 | 0.023283687567971907736672664004461671229
f(z) = -39/4*z^3 + 217/12*z + 1
*
[ 7/3 ] 
f(z) = -36/7*z^3 + 200/7*z + 1
*
[ -7/3 ] 
f(z) = -36/7*z^3 + 206/7*z + 1
*
[ 3/2 ] 
f(z) = -32*z^3 + 217/3*z + 1
*
[ 5/2 ] 
f(z) = -32/5*z^3 + 203/5*z + 1
*
3/2 | 0.15430643828246486698990785107533294141 | 0.028962091721722791235081264770870479603
f(z) = -32/5*z^3 + 206/15*z + 1
*
[ -5/2 ] 
f(z) = -32/5*z^3 + 207/5*z + 1
*
[ 5/2 ] 
f(z) = -32/15*z^3 + 209/15*z + 1
*
-1/4 | 0.10227527254718170648499020154644281935 | 0.019093367921800922247636608176569918228
f(z) = -32/15*z^3 + 212/15*z + 1
*
[ -3/5 ] 
f(z) = -30*z^3 + 202/15*z + 1
*
[ 2/3 ] 
f(z) = -28*z^3 + 215/18*z + 1
*
[ -3/4 ] 
f(z) = -28*z^3 + 217/12*z + 1
*
[ -3/2 ] 
f(z) = -28/5*z^3 + 214/15*z + 1
*
-2 | 0.078430862066524351675871040468034600892 | 0.014553686794069623797986976590258756135
f(z) = -28/5*z^3 + 219/10*z + 1
*
-2 | 0.065036038615350553020459936609068148264 | 0.012109555377729249806278656926716728507
f(z) = -28/9*z^3 + 215/18*z + 1
*
[ -1/12 ] 
f(z) = -27*z^3 + 211/16*z + 1
*
-2 | 0.083228009200235168924621746969130168912 | 0.015496856940338336427962267910117219950
f(z) = -27*z^3 + 215/2*z + 1
*
[ 2 ] 
f(z) = -27*z^3 + 217/2*z + 1
*
[ -2 ] 
f(z) = -27*z^3 + 219/2*z + 1
*
0 | 0.13004368594635200966797412183095187580 | 0.023674172824702155191664273690528107914
f(z) = -27/2*z^3 + 209/18*z + 1
*
5/3 | 0.12154656955055605704962074714750367936 | 0.022592730225710981184065915912618008796
f(z) = -27/4*z^3 + 217/12*z + 1
*
-2 | 0.083471550471331425707371238928564240103 | 0.015596741989331491011613249758368205102
f(z) = -27/5*z^3 + 211/10*z + 1
*
-2 | 0.083565351679187621837943131156886585436 | 0.015642104693927348781758552139935325231
f(z) = -27/7*z^3 + 209/14*z + 1
*
[ -8/3 ] 
f(z) = -27/8*z^3 + 203/8*z + 1
*
[ 4 ] 
f(z) = -27/8*z^3 + 219/4*z + 1
*
-2 | 0.073975114691935312763644539794791968284 | 0.013871932415667156089153898337783148399
f(z) = -26*z^3 + 207/2*z + 1
*
[ 2 ] 
f(z) = -26*z^3 + 209/2*z + 1
*
[ -2 ] 
f(z) = -26*z^3 + 211/2*z + 1
*
-2 | 0.053767219489261861042963240006692664320 | 0.010100905258487739751288362247539250944
f(z) = -26/3*z^3 + 205/6*z + 1
*
[ 2 ] 
f(z) = -26/3*z^3 + 211/6*z + 1
*
[ -2 ] 
f(z) = -26/3*z^3 + 217/6*z + 1
*
-2 | 0.074225732202737575054964882743591747826 | 0.013970046050449534830384440074629960224
f(z) = -26/5*z^3 + 203/10*z + 1
*
[ 2 ] 
f(z) = -26/5*z^3 + 213/10*z + 1
*
-2 | 0.074320365245490390543759070295549852119 | 0.014013971765521294186221953141362054772
f(z) = -26/7*z^3 + 201/14*z + 1
*
[ 2 ] 
f(z) = -26/7*z^3 + 215/14*z + 1
*
[ 2 ] 
f(z) = -26/9*z^3 + 217/18*z + 1
*
[ 2 ] 
f(z) = -25*z^3 + 201/2*z + 1
*
[ -2 ] 
f(z) = -25*z^3 + 203/2*z + 1
*
[ 6/5 ] 
f(z) = -25*z^3 + 217/6*z + 1
*
[ 2 ] 
f(z) = -25/3*z^3 + 203/6*z + 1
*
[ -2 ] 
f(z) = -25/3*z^3 + 209/6*z + 1
*
[ 2 ] 
f(z) = -25/7*z^3 + 207/14*z + 1
*
[ 4 ] 
f(z) = -25/8*z^3 + 203/4*z + 1
*
[ -4 ] 
f(z) = -25/8*z^3 + 205/4*z + 1
*
[ -12/5 ] 
f(z) = -25/9*z^3 + 209/12*z + 1
*
[ 2 ] 
f(z) = -25/9*z^3 + 209/18*z + 1
*
-3 | 0.11340864173876049954591746353942626930 | 0.021080075378041803220874056872824170119
f(z) = -25/12*z^3 + 217/12*z + 1
*
[ 14/5 ] 
f(z) = -25/14*z^3 + 205/14*z + 1
*
[ -14/5 ] 
f(z) = -25/14*z^3 + 215/14*z + 1
*
[ 5/3 ] 
f(z) = -24/5*z^3 + 206/15*z + 1
*
[ -2 ] 
f(z) = -24/5*z^3 + 207/10*z + 1
*
[ -2 ] 
f(z) = -24/7*z^3 + 213/14*z + 1
*
-3/2 | 0.11659742872648935286389814452478145595 | 0.021944835036777017966650392488476417675
f(z) = -23/3*z^3 + 203/12*z + 1
*
[ 3 ] 
f(z) = -23/3*z^3 + 209/3*z + 1
*
[ -3 ] 
f(z) = -23/3*z^3 + 211/3*z + 1
*
[ 3/2 ] 
f(z) = -23/3*z^3 + 211/12*z + 1
*
-3 | 0.14947020684658849496333557770211464093 | 0.028131829903862445540482933065108880225
f(z) = -23/6*z^3 + 203/6*z + 1
*
-3 | 0.15313507444297082187782625557153720830 | 0.028664450260979195485458311689265662210
f(z) = -23/6*z^3 + 209/6*z + 1
*
[ 3 ] 
f(z) = -23/6*z^3 + 211/6*z + 1
*
[ -3 ] 
f(z) = -23/6*z^3 + 215/6*z + 1
*
[ -2 ] 
f(z) = -23/7*z^3 + 205/14*z + 1
*
[ -2 ] 
f(z) = -23/9*z^3 + 211/18*z + 1
*
3 | 0.11620324669698811490953194743691717203 | 0.021870645925521759065398979921734572593
f(z) = -23/12*z^3 + 203/12*z + 1
*
[ 3 ] 
f(z) = -23/12*z^3 + 215/12*z + 1
*
[ 3 ] 
f(z) = -23/15*z^3 + 217/15*z + 1
*
[ 3 ] 
f(z) = -22/3*z^3 + 200/3*z + 1
*
[ -3 ] 
f(z) = -22/3*z^3 + 202/3*z + 1
*
[ -2 ] 
f(z) = -22/9*z^3 + 203/18*z + 1
*
[ 3 ] 
f(z) = -22/15*z^3 + 208/15*z + 1
*
[ -3 ] 
f(z) = -22/15*z^3 + 218/15*z + 1
*
[ -1/5 ] 
f(z) = -40/7*z^3 + 218/35*z + 1
*
[ -2/13 ] 
f(z) = -39*z^3 + 219/26*z + 1
*
[ -2/13 ] 
f(z) = -39/2*z^3 + 207/26*z + 1
*
[ -2/13 ] 
f(z) = -39/4*z^3 + 201/26*z + 1
*
0 | 0.14114879827403184449208857307577602222 | 0.025873600341632102200390276781881925424
f(z) = -39/5*z^3 + 209/30*z + 1
*
-3/4 | 0.16949588018877553994312678033651345510 | 0.029647552721685170079347692849940322591
f(z) = -38/3*z^3 + 211/24*z + 1
*
[ -4/3 ] 
f(z) = -37/16*z^3 + 211/36*z + 1
*
[ 4/9 ] 
f(z) = -36*z^3 + 211/36*z + 1
*
5/4 | 0.12459748354402192922793806688260324553 | 0.023322667146518826704670034945912468117
f(z) = -36/5*z^3 + 209/20*z + 1
*
[ -5/6 ] 
f(z) = -36/7*z^3 + 202/35*z + 1
*
-1/14 | 0.20247353555057626249118925947140757170 | 0.029397022156106964119384456773773389800
f(z) = -35*z^3 + 201/28*z + 1
*
[ -3/7 ] 
f(z) = -35*z^3 + 205/21*z + 1
*
-3/14 | 0.11993661092051341617254647518407584001 | 0.017413531101589333605508143999376154967
f(z) = -35*z^3 + 213/28*z + 1
*
[ 4/5 ] 
f(z) = -35/2*z^3 + 219/20*z + 1
*
0 | 0.11898487837036000664141794297690172938 | 0.021628666355324246529447850070928709494
f(z) = -35/3*z^3 + 206/21*z + 1
*
0 | 0.10116647769189657278783512019380749526 | 0.018389698105422906151368414575184334891
f(z) = -35/3*z^3 + 209/21*z + 1
*
0 | 0.15647026244879815117296866306264310267 | 0.028442631932614681258564880433383106193
f(z) = -35/4*z^3 + 205/28*z + 1
*
0 | 0.093979408933632837855793800270482320668 | 0.017083257199870123287768708567780337529
f(z) = -35/4*z^3 + 209/28*z + 1
*
0 | 0.11789610507181602578148541125125760543 | 0.021430752849563503109864566142551406522
f(z) = -35/4*z^3 + 213/28*z + 1
*
[ -4/3 ] 
f(z) = -35/16*z^3 + 203/36*z + 1
*
[ -3/4 ] 
f(z) = -34/3*z^3 + 209/24*z + 1
*
[ -3/2 ] 
f(z) = -34/15*z^3 + 203/30*z + 1
*
2/33 | 0.18831249073496408106765938939654369779 | 0.025276574427221836214432940440179544611
f(z) = -33/8*z^3 + 215/33*z + 1
*
-3/16 | 0.13819371259703392486256348282991441902 | 0.020800434412839398577009376618733067442
f(z) = -32*z^3 + 211/24*z + 1
*
[ -5/8 ] 
f(z) = -32/3*z^3 + 203/30*z + 1
*
0 | 0.12132826246709372002376539389886344506 | 0.021879960322618832338155238850893713660
f(z) = -32/3*z^3 + 211/24*z + 1
*
0 | 0.15759489670652993462883941541181269007 | 0.028420171993489896082415386041360752636
f(z) = -32/3*z^3 + 217/24*z + 1
*
[ -13/8 ] 
f(z) = -32/13*z^3 + 211/26*z + 1
*
[ -1/5 ] 
f(z) = -30/7*z^3 + 216/35*z + 1
*
-2 | 0.085050094672512122214529628049195040661 | 0.015781956325047486100408660579777062402
f(z) = -29/13*z^3 + 219/26*z + 1
*
-2 | 0.064737151976065302558290160705409410876 | 0.012033157460422993999770891127646287909
f(z) = -29/15*z^3 + 217/30*z + 1
*
-2 | 0.085098922076985464823506283042537967465 | 0.015845216458695700456971348377183450534
f(z) = -29/17*z^3 + 215/34*z + 1
*
-2 | 0.085101017624956431575352099484143842473 | 0.015873228877407311449830762577285101754
f(z) = -29/19*z^3 + 213/38*z + 1
*
-1/4 | 0.11475769137696518974013090613448367414 | 0.017219485032587532727435498838129461134
f(z) = -28*z^3 + 205/28*z + 1
*
0 | 0.11227785486086148475464221913939586971 | 0.021171299181806495964430877140505463544
f(z) = -28/5*z^3 + 201/35*z + 1
*
[ -5/4 ] 
f(z) = -28/5*z^3 + 211/20*z + 1
*
0 | 0.13927870911164768094520977661601482310 | 0.026024364928594483864608810771893669979
f(z) = -28/5*z^3 + 211/35*z + 1
*
[ 3/2 ] 
f(z) = -28/11*z^3 + 200/33*z + 1
*
-2 | 0.078659353479635902979216358588372440961 | 0.014671715520884585020922485888366391823
f(z) = -28/11*z^3 + 213/22*z + 1
*
[ 3/2 ] 
f(z) = -28/13*z^3 + 202/39*z + 1
*
-2 | 0.078703998560709291834304030645194759637 | 0.014705920186563416131648400219371649139
f(z) = -28/13*z^3 + 211/26*z + 1
*
-2 | 0.058388423556784463206525007082688621773 | 0.010929384198547720758112253100671916849
f(z) = -28/15*z^3 + 209/30*z + 1
*
-2 | 0.078746412852443437718171843220799136157 | 0.014766653916177129358769999087911144972
f(z) = -28/17*z^3 + 207/34*z + 1
*
-2 | 0.078743465516298384042742367124997028475 | 0.014793033607846803401055853150588998950
f(z) = -28/19*z^3 + 205/38*z + 1
*
[ -5/9 ] 
f(z) = -27/2*z^3 + 209/30*z + 1
*
0 | 0.12563063779006049131865602066360351776 | 0.022870786916532198732297871815452705629
f(z) = -27/4*z^3 + 203/36*z + 1
*
0 | 0.15001987748503303454230097620381603569 | 0.027310795452125872987852208628059595386
f(z) = -27/4*z^3 + 211/36*z + 1
*
[ 10/9 ] 
f(z) = -27/5*z^3 + 203/30*z + 1
*
[ -14/9 ] 
f(z) = -27/8*z^3 + 206/21*z + 1
*
[ -2/15 ] 
f(z) = -27/8*z^3 + 214/25*z + 1
*
-1/9 | 0.11340227423146016323231069927275344247 | 0.021078891803917262365593021393848934044
f(z) = -27/8*z^3 + 217/24*z + 1
*
-2 | 0.083701145939166549337186093163458182749 | 0.015724401469695265354728641687747713900
f(z) = -27/11*z^3 + 205/22*z + 1
*
-4/9 | 0.14809841103207238437481755761722253978 | 0.027599529073085000314178983519316154127
f(z) = -27/11*z^3 + 214/33*z + 1
*
-2 | 0.083743869272066305139675528152679824615 | 0.015761457320193924272718960449944636300
f(z) = -27/13*z^3 + 203/26*z + 1
*
[ -2/13 ] 
f(z) = -26*z^3 + 211/26*z + 1
*
[ -3/13 ] 
f(z) = -26/9*z^3 + 214/39*z + 1
*
[ 2 ] 
f(z) = -26/11*z^3 + 219/22*z + 1
*
[ -4/15 ] 
f(z) = -25/2*z^3 + 203/36*z + 1
*
0 | 0.14601850252280923052825899095002151994 | 0.026445628194239481554864491995301329087
f(z) = -25/3*z^3 + 211/30*z + 1
*
0 | 0.16224215595782727341887343250581020685 | 0.029383918200519084604517903465850329859
f(z) = -25/3*z^3 + 217/30*z + 1
*
[ 4/3 ] 
f(z) = -25/8*z^3 + 209/36*z + 1
*
[ 2 ] 
f(z) = -25/11*z^3 + 211/22*z + 1
*
[ 2 ] 
f(z) = -25/13*z^3 + 213/26*z + 1
*
[ 2 ] 
f(z) = -25/17*z^3 + 217/34*z + 1
*
[ 2 ] 
f(z) = -25/19*z^3 + 219/38*z + 1
*
-1/24 | 0.13743337114039742715985806953237283806 | 0.021622253504332664241310459936130359403
f(z) = -24*z^3 + 217/24*z + 1
*
-1/3 | 0.10456532797471679938855343746846742623 | 0.019538135235808454082859685994664398312
f(z) = -24/5*z^3 + 211/30*z + 1
*
[ 2 ] 
f(z) = -24/11*z^3 + 203/22*z + 1
*
[ -3/2 ] 
f(z) = -24/11*z^3 + 217/33*z + 1
*
[ 2 ] 
f(z) = -24/13*z^3 + 205/26*z + 1
*
[ 2 ] 
f(z) = -24/17*z^3 + 209/34*z + 1
*
[ 2 ] 
f(z) = -24/19*z^3 + 211/38*z + 1
*
[ 3/2 ] 
f(z) = -23/6*z^3 + 215/24*z + 1
*
[ -2 ] 
f(z) = -23/11*z^3 + 217/22*z + 1
*
[ 2 ] 
f(z) = -23/17*z^3 + 201/34*z + 1
*
[ 2 ] 
f(z) = -23/19*z^3 + 203/38*z + 1
*
[ -3/11 ] 
f(z) = -22*z^3 + 208/33*z + 1
*
0 | 0.14193242408508704617766418654409505356 | 0.025857903872497945037155614814503618167
f(z) = -22/3*z^3 + 203/33*z + 1
*
0 | 0.15915839346492463732077508376633303778 | 0.028996210451883950844212080463253902827
f(z) = -22/3*z^3 + 206/33*z + 1
*
[ -2 ] 
f(z) = -22/13*z^3 + 215/26*z + 1
*
-2/21 | 0.081743327169154560767016445884063274923 | 0.011079696176842026121786725729610677055
f(z) = -21/8*z^3 + 200/21*z + 1
*
[ -2 ] 
f(z) = -21/11*z^3 + 201/22*z + 1
*
[ -2 ] 
f(z) = -21/13*z^3 + 207/26*z + 1
*
-8/3 | 0.15776584366461211733156835615167325996 | 0.026139728110904928051563249991693211399
f(z) = -21/16*z^3 + 209/24*z + 1
*
[ -2 ] 
f(z) = -21/17*z^3 + 219/34*z + 1
*
-1/6 | 0.16898902049246237626873482999368808278 | 0.022545270476452136667084291482890187703
f(z) = -40*z^3 + 203/45*z + 1
*
0 | 0.16674249976527336727815328980713241556 | 0.028906591690521570479687086159566800089
f(z) = -40/7*z^3 + 215/56*z + 1
*
-9/10 | 0.10181033988306420044753119363615935407 | 0.019006571473414403131661864928244792823
f(z) = -40/9*z^3 + 212/45*z + 1
*
0 | 0.13388959449331039197833742546016252895 | 0.025017403517448664843602114398660978940
f(z) = -40/11*z^3 + 211/55*z + 1
*
[ -2/3 ] 
f(z) = -39/7*z^3 + 209/42*z + 1
*
[ -1/2 ] 
f(z) = -39/14*z^3 + 207/56*z + 1
*
[ -1/3 ] 
f(z) = -39/16*z^3 + 205/48*z + 1
*
[ -1/3 ] 
f(z) = -39/17*z^3 + 217/51*z + 1
*
[ -1/3 ] 
f(z) = -38/5*z^3 + 218/45*z + 1
*
[ -1/4 ] 
f(z) = -38/5*z^3 + 219/40*z + 1
*
[ -1/3 ] 
f(z) = -37/5*z^3 + 217/45*z + 1
*
[ -2/3 ] 
f(z) = -37/12*z^3 + 209/54*z + 1
*
[ -1/2 ] 
f(z) = -37/14*z^3 + 205/56*z + 1
*
[ 2/5 ] 
f(z) = -36*z^3 + 213/50*z + 1
*
[ -11/12 ] 
f(z) = -36/11*z^3 + 213/44*z + 1
*
0 | 0.094776795695580870213945644587757634738 | 0.017228203452423696159062567629145286115
f(z) = -35/8*z^3 + 213/56*z + 1
*
[ -6/7 ] 
f(z) = -35/9*z^3 + 211/42*z + 1
*
[ -3/4 ] 
f(z) = -35/9*z^3 + 217/48*z + 1
*
[ -2/3 ] 
f(z) = -35/12*z^3 + 205/54*z + 1
*
[ -1/3 ] 
f(z) = -34/5*z^3 + 214/45*z + 1
*
[ -1/4 ] 
f(z) = -34/5*z^3 + 217/40*z + 1
*
0 | 0.15810674570219573558333735511674942841 | 0.029542402238436088917509757455841740658
f(z) = -34/7*z^3 + 211/42*z + 1
*
[ -4/11 ] 
f(z) = -33/4*z^3 + 213/44*z + 1
*
0 | 0.11332645664223830876537221964366837128 | 0.021289920005106120376436403033989966164
f(z) = -33/7*z^3 + 205/42*z + 1
*
[ -1/2 ] 
f(z) = -33/14*z^3 + 201/56*z + 1
*
-2/11 | 0.096608609694611289000615830056096127687 | 0.014441613885560642808666087173752567585
f(z) = -33/16*z^3 + 201/44*z + 1
*
[ -1/3 ] 
f(z) = -33/16*z^3 + 203/48*z + 1
*
[ -1/3 ] 
f(z) = -33/17*z^3 + 215/51*z + 1
*
[ -5/12 ] 
f(z) = -32/5*z^3 + 203/45*z + 1
*
[ -1/3 ] 
f(z) = -32/5*z^3 + 212/45*z + 1
*
0 | 0.16034298250903290692660007460066544818 | 0.028915753213390946762158783717131245454
f(z) = -32/7*z^3 + 207/56*z + 1
*
5/4 | 0.13496816854177438449567597125743255939 | 0.025152585133428846162337626403304852335
f(z) = -32/9*z^3 + 214/45*z + 1
*
[ -1/3 ] 
f(z) = -31/5*z^3 + 211/45*z + 1
*
-2/3 | 0.14456976393165074019128175848123348542 | 0.025672940307155510519204322038480379104
f(z) = -31/6*z^3 + 205/54*z + 1
*
[ -3/4 ] 
f(z) = -31/9*z^3 + 205/48*z + 1
*
7/6 | 0.14698018035707818606560129465655455261 | 0.027512351984157789104875693157394089725
f(z) = -30/7*z^3 + 209/42*z + 1
*
[ -1/3 ] 
f(z) = -30/17*z^3 + 214/51*z + 1
*
[ 2/3 ] 
f(z) = -29/3*z^3 + 205/54*z + 1
*
[ -1/3 ] 
f(z) = -29/5*z^3 + 209/45*z + 1
*
[ -1/3 ] 
f(z) = -28/5*z^3 + 208/45*z + 1
*
[ 3/2 ] 
f(z) = -28/17*z^3 + 206/51*z + 1
*
[ 3/2 ] 
f(z) = -28/19*z^3 + 208/57*z + 1
*
-5/36 | 0.18038450033239106033814933690632666952 | 0.025168626625161110795886229430912930393
f(z) = -27*z^3 + 217/48*z + 1
*
0 | 0.15078236216035774701340723357089995816 | 0.027449604144362349284836938623414954344
f(z) = -27/5*z^3 + 203/45*z + 1
*
-1/6 | 0.14593904488910155977488128364199790467 | 0.027467228913158192008659452033068808599
f(z) = -27/10*z^3 + 203/40*z + 1
*
[ 4/3 ] 
f(z) = -27/11*z^3 + 203/44*z + 1
*
[ 4/3 ] 
f(z) = -27/13*z^3 + 205/52*z + 1
*
[ -1/3 ] 
f(z) = -26/5*z^3 + 206/45*z + 1
*
[ -1/4 ] 
f(z) = -26/5*z^3 + 213/40*z + 1
*
[ 3/4 ] 
f(z) = -25/3*z^3 + 209/48*z + 1
*
-1/4 | 0.17944675278704946480893874346044820848 | 0.029950398834232701541721393780412465353
f(z) = -25/3*z^3 + 217/48*z + 1
*
[ -11/10 ] 
f(z) = -25/11*z^3 + 205/44*z + 1
*
-11/10 | 0.13545884346707914891573439913704040457 | 0.025266081250611112027767691645925953652
f(z) = -25/11*z^3 + 213/44*z + 1
*
-11/12 | 0.10835126249127312520105291238138095472 | 0.020355261950647526763209645887460349268
f(z) = -24/7*z^3 + 205/42*z + 1
*
-7/8 | 0.12557236755166358872225282732004950101 | 0.023463321414707142708538981765143323783
f(z) = -24/7*z^3 + 211/56*z + 1
*
[ -1/3 ] 
f(z) = -24/17*z^3 + 212/51*z + 1
*
-1/4 | 0.16796655322317735282355223838434228562 | 0.028429958580648255199561344687697690100
f(z) = -23/3*z^3 + 215/48*z + 1
*
[ -1/3 ] 
f(z) = -23/5*z^3 + 203/45*z + 1
*
[ -1/3 ] 
f(z) = -22/5*z^3 + 202/45*z + 1
*
[ -1/4 ] 
f(z) = -22/5*z^3 + 211/40*z + 1
*
5/4 | 0.095653257644936192736606960563074663534 | 0.017749486820839404378275275453279721247
f(z) = -22/5*z^3 + 219/40*z + 1
*
-6/7 | 0.12191321006537426478864950458240276042 | 0.020021729607704301101984148294477780266
f(z) = -21/4*z^3 + 211/42*z + 1
*
[ -2/5 ] 
f(z) = -21/4*z^3 + 217/50*z + 1
*
[ -8/7 ] 
f(z) = -21/16*z^3 + 201/56*z + 1
*
[ -1/3 ] 
f(z) = -21/17*z^3 + 211/51*z + 1
*
9/10 | 0.10714218248444653440404845931846064597 | 0.017882469576852116823347639412573832645
f(z) = -40/7*z^3 + 219/70*z + 1
*
0 | 0.14434569607624939492064896695361829346 | 0.026923676534451478202593417699761438279
f(z) = -40/13*z^3 + 213/65*z + 1
*
5/6 | 0.14097606321375129499688148812523461913 | 0.022928647661297063949666799899681225375
f(z) = -39/5*z^3 + 217/60*z + 1
*
-10/13 | 0.19572783666856012016664294409672422317 | 0.024971818362885684345223696518478883661
f(z) = -39/8*z^3 + 207/65*z + 1
*
[ -1/2 ] 
f(z) = -37/15*z^3 + 217/60*z + 1
*
-7/18 | 0.13667849684139778047009657488174966765 | 0.023643757324297086857358709600320116108
f(z) = -36/7*z^3 + 211/63*z + 1
*
0 | 0.16214863350038943952817965123129870680 | 0.028049788588166546220332398229339805879
f(z) = -36/7*z^3 + 212/63*z + 1
*
0 | 0.14604323568850821420958602215991095042 | 0.027169427257894931011982595383075665008
f(z) = -36/11*z^3 + 205/66*z + 1
*
-6/35 | 0.19908755139386998499859550039082114961 | 0.027998320832541472871297405323452844366
f(z) = -35/2*z^3 + 211/70*z + 1
*
[ 4/5 ] 
f(z) = -35/6*z^3 + 209/60*z + 1
*
0 | 0.12712151670565451531332215360914686746 | 0.023752781470514852280470506448778785802
f(z) = -33/13*z^3 + 211/78*z + 1
*
-9/16 | 0.16614849681436474439652866992771014038 | 0.029962701550654968918445872469597623264
f(z) = -32/9*z^3 + 209/72*z + 1
*
-3/8 | 0.086198073592934941114673558811752605421 | 0.016223363809524353096856611657532095677
f(z) = -32/11*z^3 + 203/66*z + 1
*
0 | 0.14255682153824676344387085880886507164 | 0.026781242585857647222807405200723469531
f(z) = -32/13*z^3 + 205/78*z + 1
*
[ -1/2 ] 
f(z) = -31/15*z^3 + 211/60*z + 1
*
0 | 0.13870273081084759436856741333176828443 | 0.024317675407004013667367402738387908872
f(z) = -30/7*z^3 + 209/70*z + 1
*
[ 3/5 ] 
f(z) = -29/3*z^3 + 211/75*z + 1
*
[ -1/2 ] 
f(z) = -29/15*z^3 + 209/60*z + 1
*
[ 3/5 ] 
f(z) = -28/3*z^3 + 202/75*z + 1
*
[ 9/14 ] 
f(z) = -28/3*z^3 + 208/63*z + 1
*
-3/4 | 0.16585799957114553572480886226880365174 | 0.028512090453536160365976994457099417126
f(z) = -28/5*z^3 + 209/60*z + 1
*
0 | 0.15412945112242773144618192162717716709 | 0.028723470006378714877209948288728556035
f(z) = -28/9*z^3 + 214/63*z + 1
*
0 | 0.14686555017884044225147462506555887499 | 0.027540464043278506101769544073542208326
f(z) = -28/11*z^3 + 207/77*z + 1
*
[ -3/4 ] 
f(z) = -28/15*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -27/16*z^3 + 219/64*z + 1
*
[ 4/3 ] 
f(z) = -27/17*z^3 + 209/68*z + 1
*
[ 4/3 ] 
f(z) = -27/19*z^3 + 211/76*z + 1
*
-3/13 | 0.17926042167179698564414825162349624438 | 0.027509992349805419398385075867051560914
f(z) = -26/3*z^3 + 205/78*z + 1
*
-5/13 | 0.14552833008046222220295775015244958904 | 0.024991788265544954817297254242214658886
f(z) = -26/5*z^3 + 219/65*z + 1
*
-6/13 | 0.17670158442278711270426596887773971888 | 0.027117303364204680054271566499162896393
f(z) = -26/9*z^3 + 217/78*z + 1
*
19/30 | 0.15645435735159637427953578802774353583 | 0.022999893830792257629865280694782882928
f(z) = -25/2*z^3 + 217/72*z + 1
*
0 | 0.18988762081687562654497504419518299388 | 0.029495953113483449705436143574284410264
f(z) = -25/6*z^3 + 218/75*z + 1
*
[ -1/2 ] 
f(z) = -25/16*z^3 + 217/64*z + 1
*
0 | 0.077471053493871904137827954905143050418 | 0.013680309754168039277451740374355483104
f(z) = -24/5*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -23/15*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -23/16*z^3 + 215/64*z + 1
*
[ -1/2 ] 
f(z) = -21/16*z^3 + 213/64*z + 1
*
[ 3/4 ] 
f(z) = -36/7*z^3 + 215/84*z + 1
*
0 | 0.14716085805634579961266977908962739082 | 0.026750400076526154338878652498926158663
f(z) = -35/12*z^3 + 209/84*z + 1
*
0 | 0.16765823891378172790609124533493579419 | 0.028443634347344711726711250745238627908
f(z) = -33/8*z^3 + 211/88*z + 1
*
[ 2/3 ] 
f(z) = -32/5*z^3 + 211/90*z + 1
*
-1/12 | 0.13022460921184384818713382760250820540 | 0.022995853435430941857561221568073354538
f(z) = -32/11*z^3 + 200/99*z + 1
*
-11/31 | 0.19680473146491216123789296274048332141 | 0.028655425857129666910330897546227545491
f(z) = -31/3*z^3 + 214/93*z + 1
*
[ 2/3 ] 
f(z) = -31/5*z^3 + 203/90*z + 1
*
-11/18 | 0.16004274100587649534003934666161254628 | 0.027685494187496478949598038961524512802
f(z) = -27/7*z^3 + 205/84*z + 1
*
0 | 0.13790026545517799943729246054877366288 | 0.025104446195911360575333028450404166472
f(z) = -27/10*z^3 + 203/90*z + 1
*
0 | 0.16697306672312549489059559768901930311 | 0.028674523560366882778910335198858818061
f(z) = -26/7*z^3 + 205/91*z + 1
*
0 | 0.14411444304707714043325231328224184021 | 0.027123820084435636435627659075745969964
f(z) = -24/11*z^3 + 203/88*z + 1
*
0 | 0.17395970440626549074702215570438657625 | 0.029512693532755761235975704457784267141
f(z) = -33/10*z^3 + 203/110*z + 1
*
-5/11 | 0.17448149747812238119538895609870512985 | 0.029601217016224459116077932762810401161
f(z) = -33/10*z^3 + 207/110*z + 1
*
0 | 0.059083357234689958388074131225914911933 | 0.010023637490677005565692411946344742924
f(z) = -33/10*z^3 + 213/110*z + 1
*
0 | 0.14239833713883782725795532089382577278 | 0.024965597438464897490321279654380383174
f(z) = -30/11*z^3 + 201/110*z + 1
*
[ 4/5 ] 
f(z) = -29/8*z^3 + 207/100*z + 1
*
0 | 0.11703071199466292951761550571672769250 | 0.021867304602607379773033729425380466627
f(z) = -28/15*z^3 + 211/105*z + 1
*
-5/14 | 0.10079392070656939672090820847234594984 | 0.018783893260871934926431702576258606442
f(z) = -28/15*z^3 + 214/105*z + 1
*
0 | 0.13035177285153409659341963406532467716 | 0.022385496386461415895300358447382977516
f(z) = -26/9*z^3 + 203/117*z + 1
*
-6/19 | 0.092222721061892391357625455899710445840 | 0.014011298820017167832132099372469989234
f(z) = -38/7*z^3 + 205/133*z + 1
*
[ 2/3 ] 
f(z) = -34/7*z^3 + 209/126*z + 1
*
-1/6 | 0.12089106364442931323829236834591848895 | 0.019019668970049146748997239687200027916
f(z) = -32/7*z^3 + 205/126*z + 1
*
0 | 0.11329533182546570329735195490087088910 | 0.020431326672558615006842577200117439070
f(z) = -32/15*z^3 + 211/120*z + 1
*
[ 15/16 ] 
f(z) = -32/15*z^3 + 217/120*z + 1
*
0 | 0.16204968643431346533505167958284476474 | 0.027530890648290052007561892241364788839
f(z) = -30/11*z^3 + 217/132*z + 1
*
0 | 0.15669008179809174720425855871561745749 | 0.027471258326262930760331775624780168857
f(z) = -30/13*z^3 + 209/130*z + 1
*
0 | 0.15581268874576138388448537510786411686 | 0.028792106367036121873694299933675384248
f(z) = -28/15*z^3 + 209/120*z + 1
*
0 | 0.12627936895526561180529201542311769631 | 0.022988887027353205923447031413086267897
f(z) = -27/14*z^3 + 215/126*z + 1
*
0 | 0.14591527424995971742730899280483941059 | 0.027313018498663725154737465897083520959
f(z) = -24/17*z^3 + 209/136*z + 1
*
0 | 0.16302728809302924359929013746917718474 | 0.027696977019426602777770923745548227129
f(z) = -30/13*z^3 + 217/156*z + 1
*
0 | 0.14858706025891060659578635418199720981 | 0.024883695313572896837742329912325121561
f(z) = -28/11*z^3 + 205/154*z + 1
*
10/9 | 0.15595301270541827153564178767318050266 | 0.026978019744237483914548382439110343496
f(z) = -27/13*z^3 + 205/156*z + 1
*
0 | 0.13035207601756381125118229652687402821 | 0.023730314572686000308388253521686699316
f(z) = -27/16*z^3 + 211/144*z + 1
*
12/13 | 0.20813319429455247926435407307160882153 | 0.028869936344581170959015646986450903656
f(z) = -26/9*z^3 + 215/156*z + 1
*
[ 11/13 ] 
f(z) = -26/11*z^3 + 216/143*z + 1
*
0 | 0.15284693552517448507331776365603074150 | 0.023742285170542873592950832822155904114
f(z) = -25/6*z^3 + 211/150*z + 1
*
-4/7 | 0.10703451576445757380094356146929649635 | 0.018832236045941192076478750634430640298
f(z) = -21/10*z^3 + 201/140*z + 1
*
[ 2/3 ] 
f(z) = -37/9*z^3 + 215/162*z + 1
*
0 | 0.16788066252630750972820706710795813820 | 0.026911177698650831065429336521493165191
f(z) = -32/11*z^3 + 215/176*z + 1
*
0 | 0.10875182277245251475448054486937015282 | 0.017801181127323627769860443209331203566
f(z) = -30/11*z^3 + 208/165*z + 1
*
[ 7/10 ] 
f(z) = -24/7*z^3 + 219/175*z + 1
*
[ 5/6 ] 
f(z) = -24/11*z^3 + 217/165*z + 1
*
0 | 0.13662613738755721576537066375083655207 | 0.024891180079614753936479358306799177330
f(z) = -22/15*z^3 + 212/165*z + 1
*
0 | 0.17913069055515633742070237036698368050 | 0.029418520345854864386121471417366921948
f(z) = -21/8*z^3 + 209/168*z + 1
*
0 | 0.17879839702978073120753276204867706334 | 0.028706443149364372301100821811846708551
f(z) = -39/14*z^3 + 213/182*z + 1
*
[ 2/3 ] 
f(z) = -38/11*z^3 + 205/198*z + 1
*
-3/17 | 0.081187467592574303527330573155060635669 | 0.012766180449999706083430434848011170243
f(z) = -34/11*z^3 + 205/187*z + 1
*
[ 3/4 ] 
f(z) = -31/12*z^3 + 215/192*z + 1
*
0 | 0.15451391329789095756684395462875436971 | 0.026534895323038511747817421843263984240
f(z) = -26/15*z^3 + 218/195*z + 1
*
[ 5/6 ] 
f(z) = -24/13*z^3 + 211/195*z + 1
*
0 | 0.14231586112408871940794009981994846109 | 0.023020690150901554591126835407900200445
f(z) = -22/9*z^3 + 205/198*z + 1
*
3/11 | 0.067268736450413696202534243404842647571 | 0.012255328773335303984164441639117856317
f(z) = -22/17*z^3 + 205/187*z + 1
*
0 | 0.17713781988828982290313299844753948396 | 0.028439834141122520191862578567774620405
f(z) = -39/16*z^3 + 219/208*z + 1
*
-1/18 | 0.15740427865847684782412825940685043393 | 0.027229071524876753564912061968408333833
f(z) = -27/17*z^3 + 205/204*z + 1
*
0 | 0.17737986057334241309729931594540180201 | 0.028285789792276645520435446690256864098
f(z) = -23/9*z^3 + 205/207*z + 1
*
[ 2/3 ] 
f(z) = -40/13*z^3 + 203/234*z + 1
*
0 | 0.14234972178347389656039980221353398662 | 0.022980369025878062460222836251751911760
f(z) = -35/17*z^3 + 201/238*z + 1
*
0 | 0.15126720845008461532531544467660989822 | 0.025332536490376501512755218997019843496
f(z) = -28/17*z^3 + 205/238*z + 1
*
0 | 0.18428252047622784283030499523375578257 | 0.029386518964063675175942225521085222659
f(z) = -23/10*z^3 + 219/230*z + 1
*
0 | 0.16852734881976839460926132706477502123 | 0.026499786353602039064719274490195602561
f(z) = -34/15*z^3 + 203/255*z + 1
*
0 | 0.18821909822898365776490026393587904197 | 0.029596180831574524071269243332880490272
f(z) = -34/15*z^3 + 218/255*z + 1
*
0 | 0.16067312882355308145767164329626921018 | 0.027592626214433318452236442363653787957
f(z) = -26/19*z^3 + 205/247*z + 1
*
0 | 0.17495243543278742360274837833916464465 | 0.027898701669418210606178528614783568671
f(z) = -23/12*z^3 + 217/276*z + 1
*
3/4 | 0.18558381888522322066905682552533210340 | 0.024520945940685361525516002568472032264
f(z) = -22/9*z^3 + 203/264*z + 1
*
[ -1/12 ] 
f(z) = -40*z^3 + 239/18*z + 1
*
11/10 | 0.10734378064088080787053307260044101756 | 0.019787054312938431446132426662019065797
f(z) = -40/3*z^3 + 227/15*z + 1
*
[ -4/3 ] 
f(z) = -39/4*z^3 + 229/12*z + 1
*
[ 3/4 ] 
f(z) = -36*z^3 + 239/12*z + 1
*
[ 5/2 ] 
f(z) = -36/5*z^3 + 228/5*z + 1
*
[ -5/2 ] 
f(z) = -36/5*z^3 + 232/5*z + 1
*
3/2 | 0.13363790752486747404159268738333725709 | 0.024516045642174950396160628825745538381
f(z) = -36/5*z^3 + 233/15*z + 1
*
[ -3/5 ] 
f(z) = -35*z^3 + 229/15*z + 1
*
0 | 0.088786749664201449965085786754126571081 | 0.016139353265406880206049013644169585282
f(z) = -35/2*z^3 + 229/14*z + 1
*
[ -3/2 ] 
f(z) = -32*z^3 + 221/3*z + 1
*
[ 3/2 ] 
f(z) = -32/5*z^3 + 221/15*z + 1
*
[ -5/2 ] 
f(z) = -32/15*z^3 + 221/15*z + 1
*
[ 2/3 ] 
f(z) = -31*z^3 + 239/18*z + 1
*
-2 | 0.072594686884076398843810059227291517751 | 0.013255760071382700404758466166106695038
f(z) = -31/9*z^3 + 239/18*z + 1
*
-2 | 0.076615298685323306584416805364675622579 | 0.013989922138402915645098644343282612534
f(z) = -30*z^3 + 239/2*z + 1
*
-2 | 0.076928940020757251409464829415856258748 | 0.014112712775019142176410651335975313502
f(z) = -30/7*z^3 + 233/14*z + 1
*
[ 2/3 ] 
f(z) = -29*z^3 + 223/18*z + 1
*
-2 | 0.084546425032332897763068518574664645945 | 0.015534718121484832187351138358512804620
f(z) = -29*z^3 + 231/2*z + 1
*
[ 2 ] 
f(z) = -29*z^3 + 233/2*z + 1
*
[ -2 ] 
f(z) = -29*z^3 + 235/2*z + 1
*
-2 | 0.064326491757071662265496963464561954424 | 0.011838384760021805638552170992607841029
f(z) = -29/3*z^3 + 229/6*z + 1
*
[ 2 ] 
f(z) = -29/3*z^3 + 235/6*z + 1
*
-2 | 0.084776874727246921450928137383652964749 | 0.015627217661740889190859748958394896914
f(z) = -29/5*z^3 + 227/10*z + 1
*
[ 2 ] 
f(z) = -29/5*z^3 + 237/10*z + 1
*
-2 | 0.084867646319876081276256891996292931340 | 0.015669511275184982753045592887756352502
f(z) = -29/7*z^3 + 225/14*z + 1
*
[ 2 ] 
f(z) = -29/7*z^3 + 239/14*z + 1
*
[ 4 ] 
f(z) = -29/8*z^3 + 235/4*z + 1
*
[ -4 ] 
f(z) = -29/8*z^3 + 237/4*z + 1
*
-2 | 0.071380044951539823156938714482948333529 | 0.013200994525140599226447063947088942138
f(z) = -29/9*z^3 + 223/18*z + 1
*
-2 | 0.078194035516665095931036061945818961399 | 0.014461170982099218369796468438532801975
f(z) = -28*z^3 + 223/2*z + 1
*
[ 2 ] 
f(z) = -28*z^3 + 225/2*z + 1
*
[ -2 ] 
f(z) = -28*z^3 + 227/2*z + 1
*
-2 | 0.057977875773856298110515002529669236485 | 0.010740297945735348187160349099030841490
f(z) = -28/3*z^3 + 221/6*z + 1
*
[ 2 ] 
f(z) = -28/3*z^3 + 227/6*z + 1
*
[ -2 ] 
f(z) = -28/3*z^3 + 233/6*z + 1
*
[ 2 ] 
f(z) = -28/5*z^3 + 229/10*z + 1
*
[ -2 ] 
f(z) = -28/5*z^3 + 239/10*z + 1
*
[ 2 ] 
f(z) = -28/9*z^3 + 233/18*z + 1
*
[ -1/18 ] 
f(z) = -27*z^3 + 229/12*z + 1
*
0 | 0.16163395069663235914221610407667312366 | 0.029425112455748600753282887409622811106
f(z) = -27/2*z^3 + 221/18*z + 1
*
0 | 0.13008087888187760491468900650947305403 | 0.023680943718475915120329226145840463952
f(z) = -27/2*z^3 + 223/18*z + 1
*
[ 2 ] 
f(z) = -27/5*z^3 + 221/10*z + 1
*
[ -2 ] 
f(z) = -27/5*z^3 + 231/10*z + 1
*
[ 2 ] 
f(z) = -27/7*z^3 + 223/14*z + 1
*
[ -2 ] 
f(z) = -27/7*z^3 + 237/14*z + 1
*
[ -4 ] 
f(z) = -27/8*z^3 + 221/4*z + 1
*
-2/9 | 0.17900775991354908265547110142023593075 | 0.026148247292557795419020052682702863513
f(z) = -27/16*z^3 + 235/12*z + 1
*
[ 3 ] 
f(z) = -26/3*z^3 + 236/3*z + 1
*
[ -3 ] 
f(z) = -26/3*z^3 + 238/3*z + 1
*
[ -2 ] 
f(z) = -26/5*z^3 + 223/10*z + 1
*
[ -2 ] 
f(z) = -26/7*z^3 + 229/14*z + 1
*
[ -2 ] 
f(z) = -26/9*z^3 + 235/18*z + 1
*
[ -6/5 ] 
f(z) = -25*z^3 + 227/6*z + 1
*
[ 3 ] 
f(z) = -25/3*z^3 + 227/3*z + 1
*
[ -3 ] 
f(z) = -25/3*z^3 + 229/3*z + 1
*
[ 3/2 ] 
f(z) = -25/3*z^3 + 229/12*z + 1
*
3 | 0.15693831809970338216795004576174183991 | 0.029024104417774903210619450495945116920
f(z) = -25/6*z^3 + 223/6*z + 1
*
[ 3 ] 
f(z) = -25/6*z^3 + 229/6*z + 1
*
[ -3 ] 
f(z) = -25/6*z^3 + 233/6*z + 1
*
[ -2 ] 
f(z) = -25/7*z^3 + 221/14*z + 1
*
[ 12/5 ] 
f(z) = -25/8*z^3 + 223/12*z + 1
*
[ -12/5 ] 
f(z) = -25/8*z^3 + 233/12*z + 1
*
[ -2 ] 
f(z) = -25/9*z^3 + 227/18*z + 1
*
-3 | 0.13740349942270445284919356749410874856 | 0.025287178720742018020559896787378131991
f(z) = -25/12*z^3 + 229/12*z + 1
*
[ 3 ] 
f(z) = -25/12*z^3 + 233/12*z + 1
*
[ -5/3 ] 
f(z) = -24/5*z^3 + 224/15*z + 1
*
[ -2/3 ] 
f(z) = -23*z^3 + 229/18*z + 1
*
[ -3/2 ] 
f(z) = -23/3*z^3 + 227/12*z + 1
*
[ -3 ] 
f(z) = -23/12*z^3 + 223/12*z + 1
*
[ -3 ] 
f(z) = -23/15*z^3 + 227/15*z + 1
*
[ -2/3 ] 
f(z) = -22*z^3 + 221/18*z + 1
*
0 | 0.16164012816166528501684949224850731688 | 0.029448344329248659074757568371303716067
f(z) = -22*z^3 + 230/11*z + 1
*
[ 4/3 ] 
f(z) = -21/2*z^3 + 227/12*z + 1
*
[ -3/8 ] 
f(z) = -40*z^3 + 223/24*z + 1
*
[ -1/8 ] 
f(z) = -40/3*z^3 + 221/24*z + 1
*
-3/20 | 0.11349915156229606041335469218344431269 | 0.018943473781728530434409565762983829802
f(z) = -40/3*z^3 + 229/30*z + 1
*
[ -3/20 ] 
f(z) = -40/3*z^3 + 239/30*z + 1
*
[ -3/20 ] 
f(z) = -40/9*z^3 + 233/30*z + 1
*
-14/39 | 0.18397710358483747106082192594253828166 | 0.024348784335630871675324400024428092177
f(z) = -39/8*z^3 + 239/39*z + 1
*
-1/3 | 0.070679028418771915317582295704728011263 | 0.013071348831902596223135181266924438235
f(z) = -39/10*z^3 + 223/30*z + 1
*
[ -3/4 ] 
f(z) = -38/3*z^3 + 227/24*z + 1
*
[ -3/2 ] 
f(z) = -38/15*z^3 + 221/30*z + 1
*
-11/30 | 0.15323675525026417831552860917462319699 | 0.022526883631695878948969596161089900451
f(z) = -36*z^3 + 221/25*z + 1
*
-5/4 | 0.11386440118692252458231538206349620640 | 0.021093176972029445468221926701657211948
f(z) = -36/5*z^3 + 221/20*z + 1
*
[ 5/4 ] 
f(z) = -36/5*z^3 + 229/20*z + 1
*
4/3 | 0.11183866268822698205157088322867102151 | 0.020484826622549704186346099680469931965
f(z) = -36/7*z^3 + 235/28*z + 1
*
[ -1/10 ] 
f(z) = -35*z^3 + 227/20*z + 1
*
-2/7 | 0.15841661089413755828553957975861514406 | 0.022278636037082308578234063045990924158
f(z) = -35/2*z^3 + 232/35*z + 1
*
[ -4/7 ] 
f(z) = -35/2*z^3 + 237/28*z + 1
*
0 | 0.13517547423001251521360162316926994245 | 0.024571737783714687076849784257059816862
f(z) = -35/3*z^3 + 221/21*z + 1
*
0 | 0.13070338046415868617831940133099132119 | 0.023758815794835526923523125955734118606
f(z) = -35/3*z^3 + 230/21*z + 1
*
[ -1/7 ] 
f(z) = -35/4*z^3 + 229/28*z + 1
*
0 | 0.12534527172868278483863566456063312220 | 0.022784837019360934390617985460711629574
f(z) = -35/4*z^3 + 237/28*z + 1
*
6/5 | 0.15825871207739330465534643502250196057 | 0.029172381601198011944009134342990479635
f(z) = -35/6*z^3 + 227/30*z + 1
*
[ -6/5 ] 
f(z) = -35/9*z^3 + 223/30*z + 1
*
16/33 | 0.18355117794025961453656361032598566838 | 0.026247787930319231182785402110143650166
f(z) = -33*z^3 + 223/33*z + 1
*
[ -3/11 ] 
f(z) = -33*z^3 + 235/33*z + 1
*
-2/11 | 0.17986009898640954988188701841699121489 | 0.025719964253555612419850965557594190958
f(z) = -33/2*z^3 + 227/33*z + 1
*
-1/3 | 0.14984805855256423366094470944186587493 | 0.027759085236618156000572539556605478666
f(z) = -33/10*z^3 + 221/30*z + 1
*
0 | 0.15477522636215842738344690270957689956 | 0.027911681440644089935263377512301965747
f(z) = -32/3*z^3 + 223/24*z + 1
*
0 | 0.098191633652048282675222577802731224130 | 0.017707572865824489060202978775843438495
f(z) = -32/3*z^3 + 229/24*z + 1
*
0 | 0.16022093811850718276717054527677034572 | 0.028893744108768474482850275686711902333
f(z) = -32/3*z^3 + 235/24*z + 1
*
[ 3/2 ] 
f(z) = -32/7*z^3 + 223/21*z + 1
*
[ 3/2 ] 
f(z) = -32/11*z^3 + 227/33*z + 1
*
[ 3/2 ] 
f(z) = -32/13*z^3 + 229/39*z + 1
*
[ -1/8 ] 
f(z) = -32/13*z^3 + 235/26*z + 1
*
-2 | 0.078352733844237826865296860994987297330 | 0.014307177086315741425677351889139470001
f(z) = -32/17*z^3 + 239/34*z + 1
*
-2 | 0.078366134678899457712757139976867963551 | 0.014331615354660527596924720057833019417
f(z) = -32/19*z^3 + 237/38*z + 1
*
-2 | 0.086219037443639667572360477774485468254 | 0.015767755880194323566149673647758691567
f(z) = -31/11*z^3 + 237/22*z + 1
*
-2 | 0.086267504551469244064282030124323385350 | 0.015801108770615617219655222674570682424
f(z) = -31/13*z^3 + 235/26*z + 1
*
-2 | 0.065958637028127880662440795011811092637 | 0.012100196612075301498285308596984206994
f(z) = -31/15*z^3 + 233/30*z + 1
*
-2 | 0.086326400005641362018647170251256296356 | 0.015861774049196380183378822238298700043
f(z) = -31/17*z^3 + 231/34*z + 1
*
-2 | 0.086336566220485148343492357548114939482 | 0.015889028949955800402436642622784865236
f(z) = -31/19*z^3 + 229/38*z + 1
*
-2 | 0.077064934314433944605694019260891964680 | 0.014182715689912949940765431096758538238
f(z) = -30/11*z^3 + 229/22*z + 1
*
-2 | 0.077111744555549243342533936545694359078 | 0.014214277423213805836548133098417466415
f(z) = -30/13*z^3 + 227/26*z + 1
*
-2 | 0.077166666537225534446381572673571636520 | 0.014271169809053048022645297538652114150
f(z) = -30/17*z^3 + 223/34*z + 1
*
-2 | 0.077173095147015964339506552685288636048 | 0.014296178054306866266778666779464638416
f(z) = -30/19*z^3 + 221/38*z + 1
*
-2 | 0.085003889967831940220344191491715854041 | 0.015746818810024411013698464327782479061
f(z) = -29/11*z^3 + 221/22*z + 1
*
-1/7 | 0.10048869298852578887365325775220729524 | 0.015078410205867315689451633180540058626
f(z) = -28*z^3 + 233/28*z + 1
*
[ 4/7 ] 
f(z) = -28*z^3 + 235/28*z + 1
*
[ 2 ] 
f(z) = -28/11*z^3 + 235/22*z + 1
*
[ 2 ] 
f(z) = -28/13*z^3 + 237/26*z + 1
*
[ 2 ] 
f(z) = -28/15*z^3 + 239/30*z + 1
*
[ -4/3 ] 
f(z) = -27/5*z^3 + 227/20*z + 1
*
-10/9 | 0.10758694057460744156200271363696507242 | 0.019831876833504164431791463908756013261
f(z) = -27/5*z^3 + 227/30*z + 1
*
-10/9 | 0.15572448897822782759580537055757491033 | 0.028567857355026252378666479549864445698
f(z) = -27/5*z^3 + 233/30*z + 1
*
[ -1/6 ] 
f(z) = -27/8*z^3 + 227/32*z + 1
*
-1/3 | 0.075007761263906756582840316139590482713 | 0.013804121965541041477829706167457728321
f(z) = -27/10*z^3 + 229/30*z + 1
*
[ 2 ] 
f(z) = -27/11*z^3 + 227/22*z + 1
*
[ 2 ] 
f(z) = -27/13*z^3 + 229/26*z + 1
*
[ -13/9 ] 
f(z) = -27/13*z^3 + 235/39*z + 1
*
[ 2 ] 
f(z) = -27/17*z^3 + 233/34*z + 1
*
[ 2 ] 
f(z) = -27/19*z^3 + 235/38*z + 1
*
[ -3/13 ] 
f(z) = -26/3*z^3 + 226/39*z + 1
*
[ 2 ] 
f(z) = -26/15*z^3 + 223/30*z + 1
*
[ 2 ] 
f(z) = -26/17*z^3 + 225/34*z + 1
*
[ 2 ] 
f(z) = -26/19*z^3 + 227/38*z + 1
*
-3/10 | 0.10424792481849807113599897197508675122 | 0.015325180094010364401599129413473826371
f(z) = -25*z^3 + 229/36*z + 1
*
[ -4/15 ] 
f(z) = -25*z^3 + 235/36*z + 1
*
[ 9/10 ] 
f(z) = -25/3*z^3 + 239/36*z + 1
*
[ 3/2 ] 
f(z) = -25/6*z^3 + 233/24*z + 1
*
[ -2 ] 
f(z) = -25/11*z^3 + 233/22*z + 1
*
-9/5 | 0.13235687135387576573129357767306787742 | 0.024397804759005689702717500117938584059
f(z) = -25/12*z^3 + 227/36*z + 1
*
[ -2 ] 
f(z) = -25/13*z^3 + 239/26*z + 1
*
-2/15 | 0.13959956538210062525259740500172890006 | 0.020391763794528484708763474702864132689
f(z) = -25/16*z^3 + 235/36*z + 1
*
[ -5/12 ] 
f(z) = -24*z^3 + 227/30*z + 1
*
-1/6 | 0.090836284402538199038011727849218553324 | 0.016717138702186361734039669290762455310
f(z) = -24/5*z^3 + 229/30*z + 1
*
[ -2 ] 
f(z) = -24/11*z^3 + 225/22*z + 1
*
-11/6 | 0.15882507492101420235113648781312680818 | 0.029276781243922063871161157884706081915
f(z) = -24/11*z^3 + 227/33*z + 1
*
[ -1/6 ] 
f(z) = -24/11*z^3 + 233/33*z + 1
*
[ -3/2 ] 
f(z) = -24/13*z^3 + 227/39*z + 1
*
[ -2 ] 
f(z) = -24/13*z^3 + 231/26*z + 1
*
1/6 | 0.14797542084683337532989930973560577264 | 0.027082718891662475876336949117481609235
f(z) = -24/13*z^3 + 236/39*z + 1
*
2 | 0.19775267510718484676175029145627468850 | 0.026275308809960754752334761319548321571
f(z) = -23/8*z^3 + 232/23*z + 1
*
[ -2 ] 
f(z) = -23/13*z^3 + 223/26*z + 1
*
[ -2 ] 
f(z) = -23/15*z^3 + 229/30*z + 1
*
[ -2 ] 
f(z) = -23/17*z^3 + 235/34*z + 1
*
0 | 0.12716830625450402922963181264912692735 | 0.023168108766930088091347515885587075654
f(z) = -22/3*z^3 + 230/33*z + 1
*
[ -2 ] 
f(z) = -22/15*z^3 + 221/30*z + 1
*
[ -2 ] 
f(z) = -22/17*z^3 + 227/34*z + 1
*
[ -2 ] 
f(z) = -22/19*z^3 + 233/38*z + 1
*
-3/14 | 0.15347631227047045660212819629370502970 | 0.024068195725558974290625522110654121685
f(z) = -21*z^3 + 223/28*z + 1
*
[ -1/7 ] 
f(z) = -21/4*z^3 + 227/28*z + 1
*
2/21 | 0.21958925929771537587348359889076736932 | 0.029366258517556173602477502493984927577
f(z) = -21/8*z^3 + 221/21*z + 1
*
[ -5/3 ] 
f(z) = -21/10*z^3 + 223/30*z + 1
*
[ 8/3 ] 
f(z) = -21/16*z^3 + 239/24*z + 1
*
[ -2 ] 
f(z) = -21/19*z^3 + 225/38*z + 1
*
0 | 0.11509752489144673356416502803222769519 | 0.019953384178060689094343215809695802223
f(z) = -40/7*z^3 + 229/56*z + 1
*
[ -3/4 ] 
f(z) = -40/7*z^3 + 233/42*z + 1
*
[ 7/8 ] 
f(z) = -40/7*z^3 + 237/56*z + 1
*
-1/5 | 0.15219045630916235130068237881129046142 | 0.027919534526418475594656103578562352903
f(z) = -40/9*z^3 + 233/45*z + 1
*
-1/4 | 0.21327536683565053034150531941405451991 | 0.028305518905290186367057404920200884525
f(z) = -39*z^3 + 229/48*z + 1
*
[ 2/5 ] 
f(z) = -39*z^3 + 237/50*z + 1
*
-12/13 | 0.19384938930875396773419677421263206541 | 0.028497227234430647607701321120657369373
f(z) = -39/16*z^3 + 225/52*z + 1
*
[ -4/13 ] 
f(z) = -39/16*z^3 + 233/52*z + 1
*
[ 2/5 ] 
f(z) = -38*z^3 + 229/50*z + 1
*
[ 2/5 ] 
f(z) = -37*z^3 + 221/50*z + 1
*
-2/3 | 0.16109308359800770174298293931699816327 | 0.027735732013446196722374321200744651572
f(z) = -37/6*z^3 + 229/54*z + 1
*
[ -2/7 ] 
f(z) = -37/8*z^3 + 239/49*z + 1
*
[ -3/4 ] 
f(z) = -37/9*z^3 + 223/48*z + 1
*
-1/8 | 0.16281978492523137437474274087582521521 | 0.021841167210999299362493344845728872745
f(z) = -36*z^3 + 235/48*z + 1
*
0 | 0.15435212882845249501457783768416016603 | 0.027256437577107564992760298259825757766
f(z) = -36/5*z^3 + 223/40*z + 1
*
[ -5/9 ] 
f(z) = -36/5*z^3 + 226/45*z + 1
*
0 | 0.15437051476372739580069007467661275299 | 0.026704266387533857027142175398829910488
f(z) = -36/5*z^3 + 229/45*z + 1
*
[ -5/18 ] 
f(z) = -36/5*z^3 + 232/45*z + 1
*
0 | 0.16842297959413587427294314568701638610 | 0.029741153975012851482976509491515789660
f(z) = -36/5*z^3 + 233/40*z + 1
*
0 | 0.086192027854496579292682220746728355902 | 0.015940316212891795107823562094430714899
f(z) = -36/7*z^3 + 223/42*z + 1
*
[ -1/4 ] 
f(z) = -36/11*z^3 + 229/44*z + 1
*
[ -2/7 ] 
f(z) = -35/3*z^3 + 229/42*z + 1
*
-2/3 | 0.14896181942374541417773564027195611026 | 0.025894817636610570790263147464732078497
f(z) = -35/6*z^3 + 221/54*z + 1
*
-6/7 | 0.12100062009912508863366584193788619833 | 0.021995081028407822083373431806670958186
f(z) = -35/6*z^3 + 229/42*z + 1
*
-1/5 | 0.16257866534726773395630680967854357626 | 0.029848816686663626220216636153455579490
f(z) = -35/9*z^3 + 232/45*z + 1
*
[ 8/5 ] 
f(z) = -35/16*z^3 + 239/40*z + 1
*
[ -2/7 ] 
f(z) = -33/8*z^3 + 237/49*z + 1
*
-4/3 | 0.13415386849921407053168569663406516973 | 0.024496441403668053749369473799330513583
f(z) = -33/14*z^3 + 239/42*z + 1
*
[ -1/3 ] 
f(z) = -33/19*z^3 + 239/57*z + 1
*
[ 2/3 ] 
f(z) = -32/3*z^3 + 229/54*z + 1
*
-1/2 | 0.10192650539241798981688990730891273377 | 0.018381107983097952631191401329418198839
f(z) = -32/7*z^3 + 225/56*z + 1
*
[ -7/16 ] 
f(z) = -32/7*z^3 + 233/56*z + 1
*
[ 3/2 ] 
f(z) = -32/17*z^3 + 233/51*z + 1
*
[ 3/2 ] 
f(z) = -32/19*z^3 + 235/57*z + 1
*
[ 2/3 ] 
f(z) = -31/3*z^3 + 221/54*z + 1
*
[ -2/5 ] 
f(z) = -31/4*z^3 + 237/50*z + 1
*
[ -2/7 ] 
f(z) = -31/8*z^3 + 236/49*z + 1
*
[ -1/3 ] 
f(z) = -30/19*z^3 + 238/57*z + 1
*
[ -2/5 ] 
f(z) = -29/4*z^3 + 233/50*z + 1
*
[ -2/7 ] 
f(z) = -29/8*z^3 + 235/49*z + 1
*
[ -2/7 ] 
f(z) = -28/3*z^3 + 221/42*z + 1
*
-4/7 | 0.14210599397458283789737598093927147051 | 0.023798318979689806609659948492632960688
f(z) = -28/3*z^3 + 233/42*z + 1
*
6/7 | 0.086201247781183910456569592913759751609 | 0.014436018733388652937830819377164655673
f(z) = -28/3*z^3 + 239/42*z + 1
*
[ -3/8 ] 
f(z) = -28/3*z^3 + 239/48*z + 1
*
[ -1/4 ] 
f(z) = -28/11*z^3 + 227/44*z + 1
*
[ -2/5 ] 
f(z) = -27/4*z^3 + 229/50*z + 1
*
[ -2/9 ] 
f(z) = -27/7*z^3 + 239/42*z + 1
*
[ -2/7 ] 
f(z) = -27/8*z^3 + 234/49*z + 1
*
-7/6 | 0.12177822377247527679271406868140521908 | 0.022447805671952026593954110447809114750
f(z) = -27/10*z^3 + 227/40*z + 1
*
-1/6 | 0.11829469115687606472168205974494964296 | 0.021877368827314414705068544878906020245
f(z) = -27/11*z^3 + 223/44*z + 1
*
16/9 | 0.16206097692267700223653610867412976052 | 0.029825040150503036779810681997312871350
f(z) = -27/16*z^3 + 229/48*z + 1
*
-16/9 | 0.14729298650535648175956287312694501211 | 0.026978785500064840281473139795061080759
f(z) = -27/16*z^3 + 235/48*z + 1
*
[ -3/10 ] 
f(z) = -25/4*z^3 + 235/48*z + 1
*
[ -2/3 ] 
f(z) = -25/6*z^3 + 235/54*z + 1
*
[ 6/5 ] 
f(z) = -25/7*z^3 + 223/42*z + 1
*
[ -2/7 ] 
f(z) = -25/8*z^3 + 233/49*z + 1
*
-6/5 | 0.15234532997860140135251707796747205823 | 0.028221700308471220444777445617585176885
f(z) = -25/11*z^3 + 221/44*z + 1
*
-4/5 | 0.11453757795208529863436163355239209989 | 0.021147609801595827478421975581311088289
f(z) = -25/14*z^3 + 225/56*z + 1
*
17/10 | 0.13832210968335904878126201748641544447 | 0.025375368539709728672793850031501265645
f(z) = -25/14*z^3 + 233/56*z + 1
*
0 | 0.14820027873645908629341372229619838355 | 0.027318275423533362192776944470659636509
f(z) = -24/5*z^3 + 227/40*z + 1
*
0 | 0.11725841695780975440971290519328297871 | 0.021614653882516020646901624526405470264
f(z) = -24/7*z^3 + 227/56*z + 1
*
-1 | 0.13044095049245805507927469344773852818 | 0.023892097697622727462053884461808807306
f(z) = -24/7*z^3 + 235/42*z + 1
*
[ -1/3 ] 
f(z) = -24/19*z^3 + 236/57*z + 1
*
[ -2/5 ] 
f(z) = -23/4*z^3 + 221/50*z + 1
*
[ -2/3 ] 
f(z) = -23/6*z^3 + 227/54*z + 1
*
[ -1/3 ] 
f(z) = -23/6*z^3 + 239/54*z + 1
*
[ -2/7 ] 
f(z) = -23/8*z^3 + 232/49*z + 1
*
[ 3/2 ] 
f(z) = -23/12*z^3 + 223/48*z + 1
*
[ -5/11 ] 
f(z) = -22/5*z^3 + 226/55*z + 1
*
[ -3/7 ] 
f(z) = -21/2*z^3 + 221/42*z + 1
*
-2/7 | 0.11311910661709843447851504287345222795 | 0.018570571651579543768749216814278392761
f(z) = -21/4*z^3 + 221/42*z + 1
*
[ -1/3 ] 
f(z) = -21/19*z^3 + 235/57*z + 1
*
-2/5 | 0.10385279357111329329001026476021883529 | 0.017333457079578642152520066406934125577
f(z) = -40/7*z^3 + 239/70*z + 1
*
0 | 0.11994227928620296264068992919905541780 | 0.020793274052131323718812839003257351834
f(z) = -40/9*z^3 + 221/72*z + 1
*
0 | 0.13404235359655262908890928315717458807 | 0.023237672399697515450513518292324111401
f(z) = -40/9*z^3 + 239/72*z + 1
*
-2/3 | 0.17416908657705335995887956106304940545 | 0.028327231790834007727213901017268560519
f(z) = -39/5*z^3 + 223/60*z + 1
*
[ -1/2 ] 
f(z) = -39/16*z^3 + 231/64*z + 1
*
[ -1/2 ] 
f(z) = -37/16*z^3 + 229/64*z + 1
*
[ 3/4 ] 
f(z) = -36/5*z^3 + 223/60*z + 1
*
0 | 0.069137561474077458979094708466274845550 | 0.011959977342914723227148820142784249958
f(z) = -36/7*z^3 + 226/63*z + 1
*
0 | 0.11545329439301335682202210198197182406 | 0.021247552656815063916929700797380950284
f(z) = -36/13*z^3 + 229/78*z + 1
*
-4/5 | 0.13468886113131038035115755678288842085 | 0.022992556859107240922548652510836503977
f(z) = -35/6*z^3 + 239/60*z + 1
*
0 | 0.15806325246856279916106052437859625258 | 0.028732200238409022862097710316098843562
f(z) = -35/9*z^3 + 236/63*z + 1
*
[ -3/5 ] 
f(z) = -35/12*z^3 + 223/60*z + 1
*
[ -1/2 ] 
f(z) = -35/16*z^3 + 227/64*z + 1
*
[ -1/2 ] 
f(z) = -35/17*z^3 + 239/68*z + 1
*
[ -1/2 ] 
f(z) = -33/16*z^3 + 225/64*z + 1
*
[ -1/2 ] 
f(z) = -33/17*z^3 + 237/68*z + 1
*
[ 3/5 ] 
f(z) = -32/3*z^3 + 238/75*z + 1
*
[ 3/5 ] 
f(z) = -31/3*z^3 + 229/75*z + 1
*
[ -1/2 ] 
f(z) = -31/16*z^3 + 223/64*z + 1
*
[ -1/2 ] 
f(z) = -31/17*z^3 + 235/68*z + 1
*
3/2 | 0.098114124968212699097826788152403779319 | 0.018175466430574023590508309073828489134
f(z) = -29/15*z^3 + 221/60*z + 1
*
[ -1/2 ] 
f(z) = -29/16*z^3 + 221/64*z + 1
*
[ -1/2 ] 
f(z) = -29/17*z^3 + 233/68*z + 1
*
0 | 0.14534025812243303803742538494954866559 | 0.026683911524445205738696458309443079997
f(z) = -28/9*z^3 + 232/63*z + 1
*
-5/4 | 0.13779962813202693057721884568959134682 | 0.025484603403826467138640628583302707866
f(z) = -28/15*z^3 + 223/60*z + 1
*
-5/9 | 0.12189628802882395881913587521409124263 | 0.020302894885657732818047633041091863384
f(z) = -27/4*z^3 + 233/60*z + 1
*
0 | 0.14501474664911665947224852290942195438 | 0.026399622167875741505377343713020302405
f(z) = -27/8*z^3 + 227/72*z + 1
*
0 | 0.15287123797475977259684392318087186103 | 0.027829879485526510263033578576947808529
f(z) = -27/8*z^3 + 235/72*z + 1
*
[ -4/9 ] 
f(z) = -27/10*z^3 + 227/60*z + 1
*
4/3 | 0.13059322572730113471085471244643265848 | 0.023957494858961393264256084322750910174
f(z) = -27/11*z^3 + 233/66*z + 1
*
[ -10/9 ] 
f(z) = -27/16*z^3 + 239/60*z + 1
*
[ -1/2 ] 
f(z) = -27/17*z^3 + 231/68*z + 1
*
0 | 0.14415322108014534892137581979124866748 | 0.024755638830180971880828437376780102661
f(z) = -26/5*z^3 + 233/65*z + 1
*
[ 9/10 ] 
f(z) = -25/6*z^3 + 235/72*z + 1
*
[ 6/5 ] 
f(z) = -25/11*z^3 + 227/66*z + 1
*
[ 6/5 ] 
f(z) = -25/13*z^3 + 229/78*z + 1
*
[ -8/15 ] 
f(z) = -25/16*z^3 + 239/72*z + 1
*
[ -9/10 ] 
f(z) = -25/18*z^3 + 233/72*z + 1
*
[ -4/5 ] 
f(z) = -25/19*z^3 + 235/76*z + 1
*
[ -2/3 ] 
f(z) = -24/11*z^3 + 229/66*z + 1
*
[ -3/4 ] 
f(z) = -24/11*z^3 + 235/66*z + 1
*
-1/3 | 0.10749127046701211449371054654419921487 | 0.019627861930917204735976699486787563057
f(z) = -23/8*z^3 + 239/72*z + 1
*
[ 3/2 ] 
f(z) = -23/15*z^3 + 227/60*z + 1
*
[ -1/2 ] 
f(z) = -23/17*z^3 + 227/68*z + 1
*
[ -1/2 ] 
f(z) = -23/18*z^3 + 239/72*z + 1
*
[ -6/11 ] 
f(z) = -22/9*z^3 + 235/66*z + 1
*
0 | 0.14429449031578656584964698137998314644 | 0.025387959036836393006756345279077050708
f(z) = -21/5*z^3 + 229/70*z + 1
*
10/7 | 0.10529457333332720441525609826790482362 | 0.019473132680764479967438151893493283151
f(z) = -21/10*z^3 + 223/70*z + 1
*
[ 4/3 ] 
f(z) = -21/10*z^3 + 239/60*z + 1
*
[ -2/3 ] 
f(z) = -21/11*z^3 + 221/66*z + 1
*
[ -1/2 ] 
f(z) = -21/17*z^3 + 225/68*z + 1
*
0 | 0.10682148908785372820274217480783279340 | 0.017828944534006356918222313542349298442
f(z) = -40/9*z^3 + 229/90*z + 1
*
0 | 0.14783272977953281456594586481374159357 | 0.025628381272008201961041533150368588615
f(z) = -40/11*z^3 + 221/88*z + 1
*
0 | 0.14505236446640486926820826567872071790 | 0.026367125285697503119597095205463639660
f(z) = -35/12*z^3 + 221/84*z + 1
*
-4/7 | 0.098577607807483259949836443794593093272 | 0.017919102146220153783182864166014633955
f(z) = -35/12*z^3 + 227/84*z + 1
*
0 | 0.13780365092791808932220691080360650674 | 0.025485347377952162881872250918781919456
f(z) = -35/16*z^3 + 223/80*z + 1
*
[ 2/3 ] 
f(z) = -34/5*z^3 + 227/90*z + 1
*
-2/3 | 0.15657383658358871957974098889562192129 | 0.026176725278276711581950850237859581573
f(z) = -33/7*z^3 + 239/84*z + 1
*
-8/11 | 0.17093779891091475908268481146445216720 | 0.029000019801367054179898026329516582777
f(z) = -33/8*z^3 + 225/88*z + 1
*
0 | 0.15154860949117229655228078122746781430 | 0.025710595925036301171748772960537769485
f(z) = -33/8*z^3 + 235/88*z + 1
*
[ 11/12 ] 
f(z) = -32/11*z^3 + 233/99*z + 1
*
[ 3/4 ] 
f(z) = -29/6*z^3 + 229/96*z + 1
*
7/9 | 0.16411805736833036729321333261784937649 | 0.025884661973626441804648446843973059852
f(z) = -27/4*z^3 + 235/84*z + 1
*
0 | 0.16960211890844229719310687711238272189 | 0.029126014452333950766789223256916421102
f(z) = -26/7*z^3 + 226/91*z + 1
*
-1/3 | 0.20122773673162239899174223286058267578 | 0.028642322868319025223647727942705855703
f(z) = -25/2*z^3 + 233/90*z + 1
*
0 | 0.14378369426528400602693421277374877804 | 0.025390199131644357121882913410017997247
f(z) = -24/7*z^3 + 239/84*z + 1
*
0 | 0.13712106473559601340270776981562487200 | 0.025317304804723715425104894633309703137
f(z) = -24/11*z^3 + 225/88*z + 1
*
-3/4 | 0.15915271243406416481448788314150990703 | 0.026938131048544444337497161154159032106
f(z) = -23/6*z^3 + 239/96*z + 1
*
-2/3 | 0.082810623931440608897097989531021092489 | 0.015264771779388010337318435937821225282
f(z) = -23/10*z^3 + 227/90*z + 1
*
0 | 0.13294518955424132169096054507436653480 | 0.024220568020058147065503434355273531162
f(z) = -22/9*z^3 + 233/99*z + 1
*
0 | 0.15205638565792851101856836045734649613 | 0.027640292427370373852220932697401859918
f(z) = -35/16*z^3 + 229/112*z + 1
*
[ 4/5 ] 
f(z) = -33/8*z^3 + 239/100*z + 1
*
[ 4/5 ] 
f(z) = -31/8*z^3 + 223/100*z + 1
*
-3/5 | 0.15870844592687636137828607841278642478 | 0.025978394847612737350916384836163569204
f(z) = -30/7*z^3 + 232/105*z + 1
*
0 | 0.10459899879306904083207842133151383128 | 0.019296803508714840371815999884869144801
f(z) = -28/15*z^3 + 226/105*z + 1
*
[ 15/14 ] 
f(z) = -28/15*z^3 + 232/105*z + 1
*
-11/27 | 0.19359072340449580139868266790189230437 | 0.029368978392306374612026009951296640299
f(z) = -27/4*z^3 + 229/108*z + 1
*
[ 6/5 ] 
f(z) = -25/17*z^3 + 233/102*z + 1
*
[ 6/5 ] 
f(z) = -25/19*z^3 + 235/114*z + 1
*
[ 5/6 ] 
f(z) = -24/7*z^3 + 229/105*z + 1
*
0 | 0.10470475584991424427976690648606183169 | 0.019269435532665464391900239430604230843
f(z) = -24/17*z^3 + 229/102*z + 1
*
0 | 0.067154363359433554986538599265108090726 | 0.011208338600926591832655271826610223926
f(z) = -40/13*z^3 + 231/130*z + 1
*
[ 2/3 ] 
f(z) = -37/7*z^3 + 233/126*z + 1
*
0 | 0.17945334876402716424867467456746269413 | 0.029571648552742939211666916878897817204
f(z) = -36/11*z^3 + 223/132*z + 1
*
-4/33 | 0.17226837578866160242096039530882773773 | 0.024634349098391486144630690877503560496
f(z) = -33/16*z^3 + 235/132*z + 1
*
-5/6 | 0.14608378118785798201924264296638089923 | 0.025796362468055060757917871936393842513
f(z) = -32/15*z^3 + 227/135*z + 1
*
-15/16 | 0.16286075035612471313515305408719111690 | 0.029369799611779575602910356587202830125
f(z) = -32/15*z^3 + 233/120*z + 1
*
0 | 0.14678467365448697562602861954380116487 | 0.024581851808333662764626022814814378233
f(z) = -28/9*z^3 + 221/126*z + 1
*
-5/9 | 0.15850956854666016086801475500317720771 | 0.026401157579243221338180368301056670775
f(z) = -27/8*z^3 + 221/120*z + 1
*
10/13 | 0.14004938962708870134368919092877715718 | 0.021492516871850482733339835742720614438
f(z) = -26/5*z^3 + 231/130*z + 1
*
5/4 | 0.15586411832794128449973694492505074200 | 0.028684595609784482438361317682432286615
f(z) = -26/15*z^3 + 229/120*z + 1
*
-2/3 | 0.16933255686564469731128540470733843801 | 0.023110373622965418302782344083276000433
f(z) = -39/16*z^3 + 235/156*z + 1
*
[ 3/5 ] 
f(z) = -37/6*z^3 + 233/150*z + 1
*
0 | 0.15701510558363077377244108876870438218 | 0.026250498634285358064368127809524144299
f(z) = -33/13*z^3 + 227/156*z + 1
*
0 | 0.15277579523618913676003866921275652584 | 0.025918791017825525963157151226083746645
f(z) = -33/14*z^3 + 223/154*z + 1
*
-13/18 | 0.16745251916086816372115245713575685506 | 0.028967297840391474703768486620395053357
f(z) = -27/13*z^3 + 229/156*z + 1
*
0 | 0.15434234271044038937304680121809917800 | 0.028097690932905110794197803865120789054
f(z) = -27/17*z^3 + 226/153*z + 1
*
[ 9/10 ] 
f(z) = -25/12*z^3 + 227/144*z + 1
*
0 | 0.16970677516694011898056006253542143961 | 0.027451382135266258690656392990034051151
f(z) = -22/7*z^3 + 239/154*z + 1
*
[ 2/3 ] 
f(z) = -40/9*z^3 + 239/162*z + 1
*
-5/19 | 0.076026285913078400535204060081347222620 | 0.011550591848068649714073298685234580157
f(z) = -38/9*z^3 + 221/171*z + 1
*
[ 2/3 ] 
f(z) = -38/9*z^3 + 223/162*z + 1
*
3/4 | 0.17903854568681814265047955616832085488 | 0.026704576448836842478277734752406177406
f(z) = -34/7*z^3 + 235/168*z + 1
*
0 | 0.15437635847066583925213033058732923271 | 0.026190330523943506538596402584128214895
f(z) = -33/16*z^3 + 235/176*z + 1
*
11/15 | 0.14024167227877521421707388786211802290 | 0.022955637397055275915194239671436004690
f(z) = -30/11*z^3 + 227/165*z + 1
*
-7/29 | 0.19322822809897058836297193983284214447 | 0.028691899651083932247267629539799973198
f(z) = -29/6*z^3 + 223/174*z + 1
*
[ 8/9 ] 
f(z) = -27/14*z^3 + 235/168*z + 1
*
[ 5/8 ] 
f(z) = -26/5*z^3 + 229/160*z + 1
*
0 | 0.14812619076241936614579231396415017705 | 0.023304544018092031205126471681216887971
f(z) = -24/7*z^3 + 233/168*z + 1
*
-8/23 | 0.18184512401417068759148013776251876973 | 0.028997840769462880036195564236426362765
f(z) = -23/7*z^3 + 225/161*z + 1
*
0 | 0.13695807958278983811818117222304403097 | 0.024951654840268496281455183263138223653
f(z) = -22/15*z^3 + 227/165*z + 1
*
0 | 0.16926758740990049195910051053994956261 | 0.027798709136213871337411945872265994636
f(z) = -21/8*z^3 + 233/168*z + 1
*
[ 2/3 ] 
f(z) = -40/11*z^3 + 221/198*z + 1
*
0 | 0.16689229031900829220428582313442951761 | 0.027855007570655738229225153951559381122
f(z) = -40/19*z^3 + 229/190*z + 1
*
0 | 0.17875762568548983593379715813183121041 | 0.028699897227832341985903470472143548852
f(z) = -39/14*z^3 + 227/182*z + 1
*
4/5 | 0.15120654707116014091340685706672776255 | 0.023081162088994335407918924555210669709
f(z) = -35/9*z^3 + 223/180*z + 1
*
0 | 0.16762076247411432948553690948871516238 | 0.027437218774209152299198243449921531345
f(z) = -30/13*z^3 + 229/195*z + 1
*
-4/13 | 0.14280793050371163700575929076274264497 | 0.024524610155398026395109280356324846347
f(z) = -26/15*z^3 + 227/195*z + 1
*
-7/23 | 0.18132793172584927409498764061877133110 | 0.028915366962671284269795407923671559997
f(z) = -23/8*z^3 + 233/184*z + 1
*
-2/5 | 0.20623575275896764623533383886609793681 | 0.029003595315021132275531510669882608745
f(z) = -35/12*z^3 + 233/210*z + 1
*
0 | 0.17328588315295463698994266753986845845 | 0.028458631312064030669809850509619686837
f(z) = -21/10*z^3 + 221/210*z + 1
*
-2/17 | 0.075596143326714801658577024019363701601 | 0.011886982506659086491455193455812523077
f(z) = -34/13*z^3 + 229/221*z + 1
*
1/18 | 0.16358186154271144720223653641830899925 | 0.028297720024392110071838971596609043728
f(z) = -27/19*z^3 + 229/228*z + 1
*
2/13 | 0.068300714906508386525925125162890521349 | 0.011729379457491443308009947262699325506
f(z) = -26/17*z^3 + 229/221*z + 1
*
[ 13/19 ] 
f(z) = -38/13*z^3 + 224/247*z + 1
*
-2/3 | 0.19064461524242383182065959713665932600 | 0.024763920436704633767775783371489482676
f(z) = -35/16*z^3 + 227/252*z + 1
*
0 | 0.17060563418373095447194483068819303132 | 0.027238509676556793946652749265947141390
f(z) = -35/17*z^3 + 236/255*z + 1
*
0 | 0.16796090039964233573174603593707497446 | 0.027492894685345511530124157745852559839
f(z) = -30/17*z^3 + 229/255*z + 1
*
[ 7/10 ] 
f(z) = -25/9*z^3 + 235/252*z + 1
*
0 | 0.15195378644459217322506540031867611427 | 0.025447516876922680937718009421392172245
f(z) = -28/19*z^3 + 221/266*z + 1
*
0 | 0.19364184035518556348358260445074098001 | 0.029376733167916936482429900390134249377
f(z) = -27/10*z^3 + 229/270*z + 1
*
[ 5/6 ] 
f(z) = -22/15*z^3 + 221/270*z + 1
*
0 | 0.19004916277166319862886130317803553850 | 0.028873964890938063966178400536735577238
f(z) = -38/15*z^3 + 227/285*z + 1
*
[ 6/7 ] 
f(z) = -23/18*z^3 + 227/294*z + 1
*
-4/7 | 0.15540540135534772771925619682796520866 | 0.024370715984092700443731729440872907348
f(z) = -21/10*z^3 + 227/280*z + 1
*
[ -3/5 ] 
f(z) = -40*z^3 + 256/15*z + 1
*
[ 7/4 ] 
f(z) = -40/7*z^3 + 251/14*z + 1
*
[ 3/2 ] 
f(z) = -36*z^3 + 244/3*z + 1
*
[ -3/2 ] 
f(z) = -36*z^3 + 248/3*z + 1
*
[ 4/3 ] 
f(z) = -36*z^3 + 257/4*z + 1
*
-3/4 | 0.17668399291233324520336809704973702731 | 0.029115293636393832599805437148055658943
f(z) = -36*z^3 + 259/12*z + 1
*
[ 3/2 ] 
f(z) = -36/5*z^3 + 248/15*z + 1
*
-3/2 | 0.13765578398353560468168262485525114170 | 0.024877298853435936981874022036906952956
f(z) = -36/5*z^3 + 253/15*z + 1
*
0 | 0.16476960349699283413073462249402542625 | 0.029951257910629425939591903221664403975
f(z) = -35*z^3 + 241/7*z + 1
*
0 | 0.11500616264173845461340730432739395182 | 0.020905428947380876226260647522164503185
f(z) = -35/2*z^3 + 243/14*z + 1
*
-2 | 0.087139064118900076178335734253075690726 | 0.015681439690298583299801086538529934559
f(z) = -33/5*z^3 + 259/10*z + 1
*
-2 | 0.087223846165369773069430457720798719418 | 0.015718625016297064120768961212537147991
f(z) = -33/7*z^3 + 257/14*z + 1
*
[ 2/3 ] 
f(z) = -32*z^3 + 247/18*z + 1
*
[ 5/4 ] 
f(z) = -32*z^3 + 251/5*z + 1
*
-2 | 0.077806433575770708062040317188740785488 | 0.014041280105464863279044303395452709365
f(z) = -32*z^3 + 255/2*z + 1
*
[ 2 ] 
f(z) = -32*z^3 + 257/2*z + 1
*
[ -2 ] 
f(z) = -32*z^3 + 259/2*z + 1
*
[ -5/4 ] 
f(z) = -32*z^3 + 259/5*z + 1
*
[ 9/8 ] 
f(z) = -32/3*z^3 + 245/18*z + 1
*
-2 | 0.057576390790013764353945961099142640629 | 0.010405266230997640305941037771511468058
f(z) = -32/3*z^3 + 253/6*z + 1
*
[ 5/4 ] 
f(z) = -32/3*z^3 + 253/15*z + 1
*
[ 2 ] 
f(z) = -32/3*z^3 + 259/6*z + 1
*
[ -3/2 ] 
f(z) = -32/5*z^3 + 241/15*z + 1
*
-2 | 0.078019565155528390237416051278433230790 | 0.014120030704267952451686218846789549842
f(z) = -32/5*z^3 + 251/10*z + 1
*
-2 | 0.078105165248094560412095678864862782355 | 0.014156018495081349004629664891341536007
f(z) = -32/7*z^3 + 249/14*z + 1
*
-2 | 0.064616256701102439893957712974189281572 | 0.011728390295437195379052011807725904613
f(z) = -32/9*z^3 + 247/18*z + 1
*
[ 11/4 ] 
f(z) = -32/11*z^3 + 249/11*z + 1
*
[ -11/4 ] 
f(z) = -32/11*z^3 + 257/11*z + 1
*
-2 | 0.085777163830382948009338917505033379529 | 0.015569271684864183520488435006529970428
f(z) = -31*z^3 + 247/2*z + 1
*
[ 2 ] 
f(z) = -31*z^3 + 249/2*z + 1
*
[ -2 ] 
f(z) = -31*z^3 + 251/2*z + 1
*
-2 | 0.065549271670908233998315272397253526013 | 0.011915323579115846611390114331920140439
f(z) = -31/3*z^3 + 245/6*z + 1
*
[ 2 ] 
f(z) = -31/3*z^3 + 251/6*z + 1
*
[ -2 ] 
f(z) = -31/3*z^3 + 257/6*z + 1
*
-2 | 0.085995786053976545135188456886678961613 | 0.015655347558187715811578097414950948947
f(z) = -31/5*z^3 + 243/10*z + 1
*
[ 2 ] 
f(z) = -31/5*z^3 + 253/10*z + 1
*
-2 | 0.086083530213401236407812252696256255954 | 0.015694934791070858092068175305308648825
f(z) = -31/7*z^3 + 241/14*z + 1
*
[ 2 ] 
f(z) = -31/7*z^3 + 255/14*z + 1
*
[ 4 ] 
f(z) = -31/8*z^3 + 251/4*z + 1
*
[ -4 ] 
f(z) = -31/8*z^3 + 253/4*z + 1
*
[ 2 ] 
f(z) = -31/9*z^3 + 257/18*z + 1
*
[ 2 ] 
f(z) = -30*z^3 + 241/2*z + 1
*
[ -1/15 ] 
f(z) = -30*z^3 + 242/15*z + 1
*
[ -2 ] 
f(z) = -30*z^3 + 243/2*z + 1
*
[ 2 ] 
f(z) = -30/7*z^3 + 247/14*z + 1
*
[ -2 ] 
f(z) = -29/3*z^3 + 241/6*z + 1
*
-3/2 | 0.12885122461973770831318106230785827675 | 0.023220302379791704780502743365868941377
f(z) = -29/3*z^3 + 257/12*z + 1
*
[ -2 ] 
f(z) = -29/5*z^3 + 247/10*z + 1
*
-3 | 0.16283585808156411079739168480679907712 | 0.029344679292613961736834556573208518510
f(z) = -29/6*z^3 + 257/6*z + 1
*
[ -2 ] 
f(z) = -29/7*z^3 + 253/14*z + 1
*
[ 2 ] 
f(z) = -29/9*z^3 + 241/18*z + 1
*
[ -2 ] 
f(z) = -29/9*z^3 + 259/18*z + 1
*
3 | 0.12765021773205955009697675052182234528 | 0.023003868712402039464800577859011057782
f(z) = -29/12*z^3 + 257/12*z + 1
*
[ 3 ] 
f(z) = -28/3*z^3 + 254/3*z + 1
*
[ -3 ] 
f(z) = -28/3*z^3 + 256/3*z + 1
*
[ -2 ] 
f(z) = -28/9*z^3 + 251/18*z + 1
*
[ -2/3 ] 
f(z) = -26*z^3 + 253/18*z + 1
*
[ 3 ] 
f(z) = -26/15*z^3 + 244/15*z + 1
*
[ -3 ] 
f(z) = -26/15*z^3 + 254/15*z + 1
*
[ -2/3 ] 
f(z) = -25*z^3 + 245/18*z + 1
*
[ 8/5 ] 
f(z) = -25/2*z^3 + 259/8*z + 1
*
[ -3/2 ] 
f(z) = -25/3*z^3 + 245/12*z + 1
*
[ 9/5 ] 
f(z) = -25/3*z^3 + 247/9*z + 1
*
[ -9/5 ] 
f(z) = -25/3*z^3 + 257/9*z + 1
*
[ 9/5 ] 
f(z) = -25/6*z^3 + 251/18*z + 1
*
-1/5 | 0.15232496308161110668343209741782537720 | 0.027528328412797189079962208827710850957
f(z) = -25/12*z^3 + 253/12*z + 1
*
[ 5/6 ] 
f(z) = -24*z^3 + 247/15*z + 1
*
-1/6 | 0.14553783409690909168914042691489015604 | 0.026227399276983819527875656352463969231
f(z) = -24/5*z^3 + 257/15*z + 1
*
[ -4/3 ] 
f(z) = -21/2*z^3 + 245/12*z + 1
*
[ -3/20 ] 
f(z) = -40*z^3 + 257/30*z + 1
*
-7/10 | 0.17639095397464424200663407427750041380 | 0.029440373482604738507814187838884234285
f(z) = -40/3*z^3 + 241/30*z + 1
*
[ -6/5 ] 
f(z) = -40/9*z^3 + 247/30*z + 1
*
-1/4 | 0.19024787004026576697602674475254965598 | 0.026544839487053247074660598242076271206
f(z) = -36*z^3 + 241/36*z + 1
*
17/36 | 0.19935857004821084819818703633278189286 | 0.027816034109491917727996492520185324982
f(z) = -36*z^3 + 253/36*z + 1
*
[ 3/2 ] 
f(z) = -36/7*z^3 + 250/21*z + 1
*
[ 3/2 ] 
f(z) = -36/11*z^3 + 254/33*z + 1
*
[ 3/2 ] 
f(z) = -36/13*z^3 + 256/39*z + 1
*
-1/5 | 0.19986956839688943634266101604741417754 | 0.028108298391629154315084621431596960621
f(z) = -35*z^3 + 249/35*z + 1
*
-4/5 | 0.16955587316434412462079231369215649765 | 0.028944658242570065107920786165553556239
f(z) = -35/2*z^3 + 249/20*z + 1
*
0 | 0.16030313059785144327978724719365323962 | 0.029011762902289766550932037597341812314
f(z) = -35/3*z^3 + 251/21*z + 1
*
-6/5 | 0.11811016322635452372217852946966672906 | 0.021437981135060790610375656811364418329
f(z) = -35/6*z^3 + 247/30*z + 1
*
[ 6/5 ] 
f(z) = -35/6*z^3 + 257/30*z + 1
*
-2 | 0.079395155622803196015770547362568905724 | 0.014287855363032493481052599477057252692
f(z) = -34/13*z^3 + 259/26*z + 1
*
-2 | 0.059090255892958244394679699305923370741 | 0.010648665649729330342880432815187622882
f(z) = -34/15*z^3 + 257/30*z + 1
*
-2 | 0.079482173152345949438970469703913030211 | 0.014364102385032718719426147128281967690
f(z) = -34/19*z^3 + 253/38*z + 1
*
-1/11 | 0.15045086750918158530207383038395462299 | 0.025524361286370377433666026071860383040
f(z) = -33/2*z^3 + 245/22*z + 1
*
-14/11 | 0.22617823594472123219263723671030687101 | 0.029788239146769397263358820518531727320
f(z) = -33/8*z^3 + 248/33*z + 1
*
5/3 | 0.074971872693010691605701850065858336859 | 0.013568457376960493113807111355098338887
f(z) = -33/10*z^3 + 251/30*z + 1
*
-2 | 0.087407709828189735146796245915279760962 | 0.015819103119883622677464891863180837906
f(z) = -33/13*z^3 + 251/26*z + 1
*
-2 | 0.087473885997006823833045473500869634917 | 0.015877240929896991489307092566702066532
f(z) = -33/17*z^3 + 247/34*z + 1
*
-2 | 0.087490093924390401862540103720513681334 | 0.015903651596773032342493498755068377639
f(z) = -33/19*z^3 + 245/38*z + 1
*
-15/32 | 0.089588140637967117068798748623711873804 | 0.012924836622085817423882267828175609987
f(z) = -32*z^3 + 257/32*z + 1
*
0 | 0.15698290381028376971262275117046907617 | 0.028250451888603344744889927768255778390
f(z) = -32/3*z^3 + 259/24*z + 1
*
[ -3/2 ] 
f(z) = -32/7*z^3 + 251/21*z + 1
*
[ 5/4 ] 
f(z) = -32/7*z^3 + 257/35*z + 1
*
-2 | 0.078240644974824760539493314560354560347 | 0.014222318237099705234371990023514017678
f(z) = -32/11*z^3 + 245/22*z + 1
*
-2 | 0.078289904039596468771536744911688482216 | 0.014252508341138320496285280081695283229
f(z) = -32/13*z^3 + 243/26*z + 1
*
-3/8 | 0.14822728341085842161062518163061464605 | 0.026674801121257581280164938843771456553
f(z) = -32/15*z^3 + 259/30*z + 1
*
[ 4/3 ] 
f(z) = -31/8*z^3 + 257/36*z + 1
*
[ 2 ] 
f(z) = -31/11*z^3 + 259/22*z + 1
*
[ 2 ] 
f(z) = -30/11*z^3 + 251/22*z + 1
*
[ 2 ] 
f(z) = -30/13*z^3 + 253/26*z + 1
*
[ 2 ] 
f(z) = -30/17*z^3 + 257/34*z + 1
*
[ 2 ] 
f(z) = -30/19*z^3 + 259/38*z + 1
*
[ 4/3 ] 
f(z) = -29/8*z^3 + 241/36*z + 1
*
[ 2 ] 
f(z) = -29/11*z^3 + 243/22*z + 1
*
[ 2 ] 
f(z) = -29/13*z^3 + 245/26*z + 1
*
[ 2 ] 
f(z) = -29/15*z^3 + 247/30*z + 1
*
[ 2 ] 
f(z) = -29/17*z^3 + 249/34*z + 1
*
[ 2 ] 
f(z) = -29/19*z^3 + 251/38*z + 1
*
[ -5/14 ] 
f(z) = -28*z^3 + 258/35*z + 1
*
17/14 | 0.097365680075335597023120201977096940630 | 0.017583493316497965202078329245244146962
f(z) = -28/5*z^3 + 254/35*z + 1
*
[ -3/2 ] 
f(z) = -28/11*z^3 + 244/33*z + 1
*
[ -2 ] 
f(z) = -28/11*z^3 + 257/22*z + 1
*
[ -3/2 ] 
f(z) = -28/13*z^3 + 254/39*z + 1
*
[ 2 ] 
f(z) = -28/17*z^3 + 241/34*z + 1
*
[ 2 ] 
f(z) = -28/19*z^3 + 243/38*z + 1
*
[ 8/9 ] 
f(z) = -27/2*z^3 + 253/24*z + 1
*
-10/9 | 0.16657490281193474342115234522413838693 | 0.026855936955191466493544729674825037000
f(z) = -27/4*z^3 + 247/30*z + 1
*
[ 10/9 ] 
f(z) = -27/4*z^3 + 253/30*z + 1
*
[ -10/9 ] 
f(z) = -27/5*z^3 + 257/30*z + 1
*
[ -4/3 ] 
f(z) = -27/7*z^3 + 241/28*z + 1
*
[ -2 ] 
f(z) = -27/11*z^3 + 249/22*z + 1
*
[ -2 ] 
f(z) = -27/13*z^3 + 255/26*z + 1
*
-1/2 | 0.14942405504458643022781596901205638557 | 0.022931189008801741733081587659268868741
f(z) = -26*z^3 + 251/26*z + 1
*
[ -2 ] 
f(z) = -26/11*z^3 + 241/22*z + 1
*
[ -2 ] 
f(z) = -26/15*z^3 + 253/30*z + 1
*
[ -2 ] 
f(z) = -26/17*z^3 + 259/34*z + 1
*
0 | 0.15067905704476983252416037403771466990 | 0.027230878533262362929106789194678315982
f(z) = -25/3*z^3 + 253/30*z + 1
*
-8/5 | 0.14769035239738883184287717260514287840 | 0.026807032536715819321347212271041620664
f(z) = -25/6*z^3 + 247/24*z + 1
*
1/10 | 0.13662357356328246340228638039446794101 | 0.024690756694718222642609527579692174129
f(z) = -25/9*z^3 + 253/36*z + 1
*
[ 9/5 ] 
f(z) = -25/12*z^3 + 259/36*z + 1
*
[ -2 ] 
f(z) = -25/17*z^3 + 251/34*z + 1
*
[ -2 ] 
f(z) = -25/19*z^3 + 257/38*z + 1
*
[ 11/6 ] 
f(z) = -24/11*z^3 + 257/33*z + 1
*
[ -2 ] 
f(z) = -24/17*z^3 + 243/34*z + 1
*
[ -2 ] 
f(z) = -24/19*z^3 + 249/38*z + 1
*
[ -3/2 ] 
f(z) = -23/6*z^3 + 247/24*z + 1
*
-2/23 | 0.090804938636558743268403453796534425489 | 0.011997937130668665919955477880049298214
f(z) = -23/8*z^3 + 242/23*z + 1
*
[ -4/3 ] 
f(z) = -23/8*z^3 + 247/36*z + 1
*
[ -2 ] 
f(z) = -23/19*z^3 + 241/38*z + 1
*
0 | 0.14925295061697947824619817284186015422 | 0.027130693544050290516376940537808155143
f(z) = -22/3*z^3 + 245/33*z + 1
*
-5/2 | 0.12748088576897509968956610697227593046 | 0.022973353368857664940106961699333627737
f(z) = -22/15*z^3 + 257/30*z + 1
*
[ -2/21 ] 
f(z) = -21/8*z^3 + 242/21*z + 1
*
[ -10/7 ] 
f(z) = -21/8*z^3 + 247/35*z + 1
*
-2 | 0.14840687462702113156663081354912903050 | 0.019484212001821058918003146886715063927
f(z) = -21/8*z^3 + 254/21*z + 1
*
-1/3 | 0.14356377678484864150633618897526041464 | 0.026058024596014753730295550733350840160
f(z) = -21/10*z^3 + 247/30*z + 1
*
[ -8/3 ] 
f(z) = -21/16*z^3 + 257/24*z + 1
*
-7/8 | 0.17190383429931686585052180186418498784 | 0.029801364110053547838479365717967086515
f(z) = -40/7*z^3 + 253/56*z + 1
*
0 | 0.089795919660811734948626907726797003475 | 0.015567080910769428912876684082009002431
f(z) = -40/7*z^3 + 257/56*z + 1
*
[ -9/10 ] 
f(z) = -40/9*z^3 + 257/45*z + 1
*
[ 11/10 ] 
f(z) = -40/11*z^3 + 247/55*z + 1
*
[ -2/5 ] 
f(z) = -39/4*z^3 + 253/50*z + 1
*
[ -2/7 ] 
f(z) = -39/8*z^3 + 240/49*z + 1
*
[ -4/13 ] 
f(z) = -39/8*z^3 + 245/52*z + 1
*
[ -1/3 ] 
f(z) = -39/19*z^3 + 241/57*z + 1
*
[ -2/5 ] 
f(z) = -37/4*z^3 + 249/50*z + 1
*
[ -1/3 ] 
f(z) = -37/6*z^3 + 253/54*z + 1
*
-1/2 | 0.11868628954075703307010338604330947624 | 0.020531319062421586382411535723591233781
f(z) = -36/5*z^3 + 241/45*z + 1
*
0 | 0.16183468847688488468747385410868325741 | 0.027995479826214577069045804872597735721
f(z) = -36/5*z^3 + 254/45*z + 1
*
0 | 0.095357793321353471519384175159038745807 | 0.016495766169325260448781832025564450712
f(z) = -36/5*z^3 + 259/45*z + 1
*
17/12 | 0.14380263411768756957057772951768449322 | 0.026139953554997454207380721264193039428
f(z) = -36/11*z^3 + 245/44*z + 1
*
[ -5/6 ] 
f(z) = -36/11*z^3 + 246/55*z + 1
*
[ 2/3 ] 
f(z) = -35/3*z^3 + 253/54*z + 1
*
0 | 0.10930849261998055410352366701953744881 | 0.019782720769522331874219387503814477843
f(z) = -35/6*z^3 + 251/42*z + 1
*
[ -1/3 ] 
f(z) = -35/6*z^3 + 251/54*z + 1
*
-1/7 | 0.15586168493552994997545300411146339331 | 0.028087862294732439562605511183165203931
f(z) = -35/6*z^3 + 257/42*z + 1
*
[ -1/5 ] 
f(z) = -35/8*z^3 + 247/40*z + 1
*
0 | 0.13805764171066280793967677171416152870 | 0.024949923006849655202471013625169812396
f(z) = -35/8*z^3 + 253/56*z + 1
*
[ 2/3 ] 
f(z) = -34/3*z^3 + 245/54*z + 1
*
[ -2/5 ] 
f(z) = -33/4*z^3 + 241/50*z + 1
*
[ -5/11 ] 
f(z) = -33/5*z^3 + 251/55*z + 1
*
-10/11 | 0.21450130791152148079053739462992325659 | 0.028250358531069565011163716307880189265
f(z) = -33/8*z^3 + 248/55*z + 1
*
0 | 0.16040245757219326340632624815676351777 | 0.028926478760725697283750382263912409344
f(z) = -32/5*z^3 + 251/40*z + 1
*
-7/16 | 0.10847660824162560013464371664023597383 | 0.019562333095331013766574625436960094830
f(z) = -32/7*z^3 + 249/56*z + 1
*
[ 5/4 ] 
f(z) = -32/9*z^3 + 259/45*z + 1
*
[ -1/3 ] 
f(z) = -31/6*z^3 + 247/54*z + 1
*
[ -2/3 ] 
f(z) = -31/6*z^3 + 259/54*z + 1
*
[ 3/4 ] 
f(z) = -29/3*z^3 + 245/48*z + 1
*
[ -1/3 ] 
f(z) = -29/6*z^3 + 245/54*z + 1
*
[ -2/3 ] 
f(z) = -29/6*z^3 + 251/54*z + 1
*
-3/2 | 0.13406813351019561878127633767272562868 | 0.024370449155288854818980534636368222774
f(z) = -29/12*z^3 + 245/48*z + 1
*
17/18 | 0.13109666112963571720762247939883490845 | 0.022678166012986850168335368085083995755
f(z) = -27/4*z^3 + 241/48*z + 1
*
0 | 0.13241862544468231803678495887801635311 | 0.024017472890493008493662600733992366213
f(z) = -27/5*z^3 + 248/45*z + 1
*
0 | 0.16493912206250552054309747440534624793 | 0.029807972563383670732636655432498750301
f(z) = -27/5*z^3 + 253/45*z + 1
*
-1/6 | 0.16461462133195433369241569937747439062 | 0.029967737122533560390809508537586603377
f(z) = -27/10*z^3 + 243/40*z + 1
*
[ -7/6 ] 
f(z) = -27/14*z^3 + 251/56*z + 1
*
-5/3 | 0.15419682943265560224890860010796174070 | 0.027866614079269396376343281675737672952
f(z) = -27/14*z^3 + 253/42*z + 1
*
[ -1/3 ] 
f(z) = -25/6*z^3 + 241/54*z + 1
*
[ -3/2 ] 
f(z) = -24/17*z^3 + 247/51*z + 1
*
[ -3/2 ] 
f(z) = -24/19*z^3 + 257/57*z + 1
*
-1/12 | 0.15505659454994136171799380988473758377 | 0.022420878408697575345148259573849463692
f(z) = -21*z^3 + 247/48*z + 1
*
-10/21 | 0.10419425910320254587627352873492942929 | 0.017111757465173259315115912291457071180
f(z) = -21/2*z^3 + 247/42*z + 1
*
-1/3 | 0.10909143650736111891813815400769960406 | 0.017916017821983192091985847033894308707
f(z) = -21/2*z^3 + 253/42*z + 1
*
[ -2/5 ] 
f(z) = -21/2*z^3 + 259/50*z + 1
*
[ -6/7 ] 
f(z) = -21/4*z^3 + 253/42*z + 1
*
-1 | 0.14443028001994412840121022584168204093 | 0.026293221277370301657167771604570512086
f(z) = -21/8*z^3 + 243/56*z + 1
*
-7/20 | 0.17015541766637098507291555991120698813 | 0.028399636904887177638093193626323154245
f(z) = -40/7*z^3 + 249/70*z + 1
*
0 | 0.12459839913936919553282702822423588133 | 0.021600462115444972480518061077788486566
f(z) = -40/9*z^3 + 257/72*z + 1
*
5/6 | 0.15339555479069448072051043956263771235 | 0.024948580265518063866042758214935286284
f(z) = -39/5*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -39/17*z^3 + 243/68*z + 1
*
0 | 0.14152235795904959205202269811174875554 | 0.025802661370177911626690429455418311956
f(z) = -38/13*z^3 + 241/78*z + 1
*
-1/3 | 0.088355701433407605916036914806875615970 | 0.015212385299745823204190868162124166245
f(z) = -37/8*z^3 + 253/72*z + 1
*
[ -1/2 ] 
f(z) = -37/17*z^3 + 241/68*z + 1
*
[ -1/2 ] 
f(z) = -37/18*z^3 + 253/72*z + 1
*
0 | 0.13251953355161840893666328270784512565 | 0.022924306049834284619017008571982036606
f(z) = -36/7*z^3 + 247/63*z + 1
*
-1/2 | 0.095439206556766491648793454298953314289 | 0.016509849692524414414384212299488054182
f(z) = -36/7*z^3 + 256/63*z + 1
*
-2/35 | 0.15423339596159888036448695648555417023 | 0.021690337105417902566759379437857677643
f(z) = -35/4*z^3 + 247/70*z + 1
*
-1/3 | 0.092666567918129268597486170964871587653 | 0.016108717566241252003183760235007660840
f(z) = -35/8*z^3 + 251/72*z + 1
*
[ -1/2 ] 
f(z) = -35/18*z^3 + 251/72*z + 1
*
[ 3/5 ] 
f(z) = -34/3*z^3 + 256/75*z + 1
*
0 | 0.15408487225224806140034015669641611866 | 0.026140879167018368255561932909346847869
f(z) = -33/7*z^3 + 251/77*z + 1
*
0 | 0.16975420405452947537509654127857490059 | 0.028799220010503608465415525483552669913
f(z) = -33/7*z^3 + 258/77*z + 1
*
-1/3 | 0.10877322382151376552744912255370976060 | 0.019316130885479151461213068689388912775
f(z) = -31/8*z^3 + 247/72*z + 1
*
-3/2 | 0.13843136791511909128687179476724757827 | 0.024911940117287038866003794653316586009
f(z) = -31/15*z^3 + 259/60*z + 1
*
[ -1/2 ] 
f(z) = -31/18*z^3 + 247/72*z + 1
*
[ -1/2 ] 
f(z) = -31/19*z^3 + 259/76*z + 1
*
-7/10 | 0.15267371787041303670954910760003378927 | 0.026767100349424797700017365396313533019
f(z) = -30/7*z^3 + 247/70*z + 1
*
0 | 0.13908478116413061463334320013223371100 | 0.024384657336097662804300072312265789938
f(z) = -30/7*z^3 + 251/70*z + 1
*
[ -2/3 ] 
f(z) = -30/11*z^3 + 245/66*z + 1
*
-1/3 | 0.097230571514339801785265082519214072284 | 0.017473306663839013731986768731808650140
f(z) = -29/8*z^3 + 245/72*z + 1
*
[ -1/2 ] 
f(z) = -29/18*z^3 + 245/72*z + 1
*
[ -1/2 ] 
f(z) = -29/19*z^3 + 257/76*z + 1
*
0 | 0.12718475847054332215303432663905921286 | 0.021863903744164968172164795684301333992
f(z) = -28/5*z^3 + 241/60*z + 1
*
0 | 0.14874231573563720548084678182978664663 | 0.024909695760529020763588203860094013103
f(z) = -28/5*z^3 + 247/70*z + 1
*
[ -9/14 ] 
f(z) = -28/9*z^3 + 242/63*z + 1
*
-1/2 | 0.11714880067797899508040972353885225560 | 0.021126249223026241305689546421520812300
f(z) = -28/9*z^3 + 256/63*z + 1
*
[ -4/9 ] 
f(z) = -27/5*z^3 + 259/60*z + 1
*
0 | 0.13289953303818438370964768815693017935 | 0.023916437860331689790142254664753933886
f(z) = -27/8*z^3 + 259/72*z + 1
*
-10/9 | 0.17885093061260996286947978839283636473 | 0.025876370018055715123238959735004622128
f(z) = -27/16*z^3 + 251/60*z + 1
*
[ -1/2 ] 
f(z) = -27/19*z^3 + 255/76*z + 1
*
0 | 0.15870716914530978973003670380512780194 | 0.027255009147089181309188113662607399941
f(z) = -26/5*z^3 + 248/65*z + 1
*
0 | 0.14044342533753355037254506737424117186 | 0.024118550301394084683551236372534731335
f(z) = -26/5*z^3 + 253/65*z + 1
*
0 | 0.15677584611581227927583148972425555858 | 0.026923340280972970119232475093020071625
f(z) = -26/5*z^3 + 258/65*z + 1
*
-9/10 | 0.11171841731075377667620218037129792321 | 0.019586724740495590496935407270690669369
f(z) = -25/6*z^3 + 251/72*z + 1
*
[ -1/2 ] 
f(z) = -25/18*z^3 + 241/72*z + 1
*
[ -1/2 ] 
f(z) = -25/19*z^3 + 253/76*z + 1
*
[ -11/12 ] 
f(z) = -24/11*z^3 + 259/66*z + 1
*
[ -2/3 ] 
f(z) = -24/13*z^3 + 259/78*z + 1
*
[ -1/2 ] 
f(z) = -23/19*z^3 + 251/76*z + 1
*
-5/6 | 0.092618712145965617174857824064787156565 | 0.016750140146502832818215192468036966222
f(z) = -21/5*z^3 + 247/60*z + 1
*
[ -5/7 ] 
f(z) = -21/10*z^3 + 243/70*z + 1
*
-2/7 | 0.090409055558002992832602093280073469670 | 0.016292632174227998194261152711070471171
f(z) = -21/10*z^3 + 257/70*z + 1
*
[ -2/3 ] 
f(z) = -21/13*z^3 + 251/78*z + 1
*
[ -1/2 ] 
f(z) = -21/19*z^3 + 249/76*z + 1
*
[ 2/3 ] 
f(z) = -38/5*z^3 + 259/90*z + 1
*
[ 2/3 ] 
f(z) = -37/5*z^3 + 251/90*z + 1
*
0 | 0.15646525722681881277739786071064829409 | 0.027066631965139716968442475036063878572
f(z) = -36/11*z^3 + 247/99*z + 1
*
[ 4/7 ] 
f(z) = -35/3*z^3 + 257/84*z + 1
*
0 | 0.11629274061343175711426002226774823004 | 0.019852179522469510759765531307328047209
f(z) = -35/9*z^3 + 251/90*z + 1
*
-3/7 | 0.10282803653814040067723228295436330528 | 0.018691730619195660444400354098285309444
f(z) = -35/12*z^3 + 241/84*z + 1
*
0 | 0.11305044993323273823814319091015693566 | 0.020519600911346412810482641889139315528
f(z) = -35/18*z^3 + 247/90*z + 1
*
0 | 0.15758967320641429402768917244387165281 | 0.026735477305746250260853176798361042263
f(z) = -33/8*z^3 + 251/88*z + 1
*
-1/6 | 0.14527456622310909036655804139689264501 | 0.022855900808829891535777312605802007732
f(z) = -32/5*z^3 + 241/90*z + 1
*
[ 9/8 ] 
f(z) = -32/15*z^3 + 253/90*z + 1
*
[ 3/4 ] 
f(z) = -31/6*z^3 + 247/96*z + 1
*
-2/3 | 0.12349990548261607355545912466169721966 | 0.021931319628449690768287202930153022283
f(z) = -31/10*z^3 + 259/90*z + 1
*
0 | 0.16123889256950069005610549806915256487 | 0.027393143530590363557945236348893403843
f(z) = -30/7*z^3 + 241/84*z + 1
*
-13/29 | 0.16888088401905093952683746919743599215 | 0.025076633082714522181091107900247747587
f(z) = -29/3*z^3 + 256/87*z + 1
*
-2/3 | 0.11864274951389221166525654052542498401 | 0.021321289316822874239586522926586031996
f(z) = -29/10*z^3 + 251/90*z + 1
*
5/7 | 0.16528961951676617710154389956007850504 | 0.024801841995597595692650902115504032260
f(z) = -28/3*z^3 + 253/84*z + 1
*
0 | 0.11485947820159548671364154755215426501 | 0.020757526365274716815142026284773900719
f(z) = -27/10*z^3 + 253/90*z + 1
*
0 | 0.15756622166043233298644376722349582594 | 0.028537052784471671921541227565297958086
f(z) = -25/9*z^3 + 241/90*z + 1
*
[ 5/6 ] 
f(z) = -22/5*z^3 + 257/90*z + 1
*
-20/21 | 0.12625024598034167493692567920448544603 | 0.018308592711433060260485398942345679518
f(z) = -21/16*z^3 + 247/84*z + 1
*
0 | 0.17201563490280926568199523727876006265 | 0.027617457013984549282264673816425955580
f(z) = -39/8*z^3 + 251/104*z + 1
*
0 | 0.16325104737952719238709673033497726071 | 0.028240493101543776047009399926857884350
f(z) = -36/13*z^3 + 259/117*z + 1
*
19/35 | 0.18935834717686256009890966219665285861 | 0.026630071641640646304216260419153738174
f(z) = -35/3*z^3 + 256/105*z + 1
*
0 | 0.13722705967442145978239403616405426492 | 0.023425849366238093053032450793180712530
f(z) = -35/11*z^3 + 251/110*z + 1
*
-2/3 | 0.13932446546923955901657675547528216818 | 0.022805503227976367921106904414157773478
f(z) = -30/7*z^3 + 242/105*z + 1
*
0 | 0.15341748889094115908508699064150921028 | 0.025112337781786456977754518328248880256
f(z) = -30/7*z^3 + 247/105*z + 1
*
0 | 0.16842848057264539716059242479033877984 | 0.027569431143668499757825098538954790101
f(z) = -30/7*z^3 + 254/105*z + 1
*
0 | 0.13799935318129343173792956198945087887 | 0.025160339544871238618125772457526148359
f(z) = -28/15*z^3 + 241/105*z + 1
*
-5/7 | 0.10943130207459800078674521075664753235 | 0.019862695346245180901868849318914620159
f(z) = -28/15*z^3 + 247/105*z + 1
*
0 | 0.16067714916969729327982166656317191255 | 0.029164244622487401424757862740934569850
f(z) = -28/17*z^3 + 247/119*z + 1
*
7/6 | 0.16431945888181483139106264245255926532 | 0.029695986378071205170625550956480280433
f(z) = -24/19*z^3 + 253/114*z + 1
*
[ 2/3 ] 
f(z) = -40/7*z^3 + 257/126*z + 1
*
[ 2/3 ] 
f(z) = -38/7*z^3 + 241/126*z + 1
*
[ 5/6 ] 
f(z) = -33/10*z^3 + 251/120*z + 1
*
5/4 | 0.14452857946542718389899915907164524037 | 0.026119357720951528043824014364903281279
f(z) = -26/15*z^3 + 253/120*z + 1
*
7/5 | 0.15953133688939645526571105706368220962 | 0.028830671908129659219767946996138474206
f(z) = -25/18*z^3 + 253/126*z + 1
*
[ 3/4 ] 
f(z) = -22/5*z^3 + 257/120*z + 1
*
-5/4 | 0.11410153347779713103266022879256016953 | 0.020650168363523505089914044900377543913
f(z) = -22/15*z^3 + 251/120*z + 1
*
0 | 0.15961861806980324462961828263983924414 | 0.028867106448713180430716247155331813727
f(z) = -21/11*z^3 + 241/132*z + 1
*
0 | 0.16356984163164215669889746539426752415 | 0.029799908432587110098239101211302219582
f(z) = -21/19*z^3 + 242/133*z + 1
*
14/13 | 0.21653527059391021622760324556537941842 | 0.029552562712117585024041096116024126394
f(z) = -39/16*z^3 + 259/156*z + 1
*
[ 7/12 ] 
f(z) = -36/5*z^3 + 243/140*z + 1
*
0 | 0.14438029151287100435471138696009505833 | 0.026167924624310298872451204467428811295
f(z) = -24/19*z^3 + 249/152*z + 1
*
-10/33 | 0.19593512870672254061828198130266145612 | 0.022776657762754309691139915250093569245
f(z) = -33/8*z^3 + 244/165*z + 1
*
0 | 0.16936047323225774030741879504371535507 | 0.027721985553517875514880957508738922966
f(z) = -30/11*z^3 + 241/165*z + 1
*
0 | 0.15314942109019701564316010644827510132 | 0.026850501710170528493875764607312260552
f(z) = -30/17*z^3 + 249/170*z + 1
*
[ 3/4 ] 
f(z) = -22/7*z^3 + 241/168*z + 1
*
-5/11 | 0.077735083015297049925582834451062404704 | 0.014099226922877680518694990039242538656
f(z) = -22/15*z^3 + 248/165*z + 1
*
0 | 0.17238353460207559268871832135140562619 | 0.028310439178595343556514505493962573986
f(z) = -21/8*z^3 + 241/168*z + 1
*
0 | 0.15626314543746488476702490545614785670 | 0.025088363069017294456691030959888581593
f(z) = -39/14*z^3 + 241/182*z + 1
*
[ 3/4 ] 
f(z) = -35/12*z^3 + 251/192*z + 1
*
0 | 0.15462160781196044325257728184595141357 | 0.026553389855968953725550177770926581304
f(z) = -26/15*z^3 + 248/195*z + 1
*
-4/7 | 0.17696272830186257210846201891762236954 | 0.024886836006110887512410481282946960831
f(z) = -25/16*z^3 + 247/196*z + 1
*
0 | 0.16106326559956227300465559619668943682 | 0.026053227678023693578494327908444376965
f(z) = -22/9*z^3 + 241/198*z + 1
*
0 | 0.15746924523498080340163737167167522996 | 0.025282004823333938615585428088888322861
f(z) = -39/16*z^3 + 251/208*z + 1
*
-4/19 | 0.086415765945898660216735491096248765429 | 0.013129054374963205450930964503085184602
f(z) = -38/11*z^3 + 241/209*z + 1
*
[ 6/7 ] 
f(z) = -28/15*z^3 + 253/210*z + 1
*
0 | 0.14561818757454432601321776386869561600 | 0.024386501795013265017888903043160859108
f(z) = -28/15*z^3 + 257/210*z + 1
*
0 | 0.18323619955711827246371050906700699180 | 0.029219667927663419660109561352444326880
f(z) = -23/9*z^3 + 241/207*z + 1
*
-7/23 | 0.13944352195403715484555997742890435864 | 0.022236290732993023482114910441984485212
f(z) = -23/9*z^3 + 256/207*z + 1
*
4/11 | 0.069328470433936369901784110331041295750 | 0.012630580613724625398777369800394258326
f(z) = -22/19*z^3 + 241/209*z + 1
*
0 | 0.10921287667767185159355364455559696583 | 0.017935961864570301578496437985665879759
f(z) = -21/10*z^3 + 241/210*z + 1
*
[ 12/19 ] 
f(z) = -38/9*z^3 + 251/228*z + 1
*
0 | 0.14474338885747740235146034449535016608 | 0.022358021728577117313183857580994459043
f(z) = -36/13*z^3 + 245/234*z + 1
*
0 | 0.19172095369267463844273995663325243568 | 0.029970777236285954401596535314937116970
f(z) = -30/11*z^3 + 259/220*z + 1
*
-7/12 | 0.17723582708041987616274022891578787962 | 0.029206228947383829155770088276999440281
f(z) = -27/14*z^3 + 243/224*z + 1
*
[ 7/10 ] 
f(z) = -25/8*z^3 + 247/224*z + 1
*
-5/21 | 0.17039989018516284402371000914701147085 | 0.027984666506938497136566063892224316054
f(z) = -21/11*z^3 + 256/231*z + 1
*
[ 3/4 ] 
f(z) = -37/15*z^3 + 253/240*z + 1
*
6/7 | 0.17309796333127647717854632080024728263 | 0.022484685372521659087909128841308768824
f(z) = -35/16*z^3 + 251/252*z + 1
*
0 | 0.18737466797622906697438438346022684339 | 0.029463399882694552374389681377041113037
f(z) = -34/15*z^3 + 248/255*z + 1
*
0 | 0.14283091664662836181618198036088570102 | 0.022895717236857292072673252277579401159
f(z) = -32/15*z^3 + 257/240*z + 1
*
-2/5 | 0.15742409627408279243453772733647870377 | 0.025768164432918622883446266773577802330
f(z) = -30/17*z^3 + 242/255*z + 1
*
1/15 | 0.063228923484202018040571260154811784213 | 0.010349707165672216090329309790640470304
f(z) = -30/17*z^3 + 257/255*z + 1
*
1/8 | 0.13253460798290484189720869357641057499 | 0.021709925780807435025433544515122065714
f(z) = -28/15*z^3 + 247/240*z + 1
*
0 | 0.15868561915144698327789009028390711902 | 0.025437217312243031144207178333889166224
f(z) = -32/17*z^3 + 257/272*z + 1
*
0 | 0.17797844686515347804754224295407001814 | 0.027000493971797162330277696975487923716
f(z) = -27/10*z^3 + 259/270*z + 1
*
[ 17/20 ] 
f(z) = -25/17*z^3 + 241/272*z + 1
*
0 | 0.17419660528547436835069787230970438378 | 0.027778173597085428769142444390866948764
f(z) = -23/12*z^3 + 241/276*z + 1
*
0 | 0.16862460445246051574292179065820005951 | 0.027601533931640038266776467070111961233
f(z) = -30/19*z^3 + 241/285*z + 1
*
[ 6/7 ] 
f(z) = -25/18*z^3 + 251/294*z + 1
*
[ 3/2 ] 
f(z) = -40*z^3 + 271/3*z + 1
*
[ -3/2 ] 
f(z) = -40*z^3 + 275/3*z + 1
*
[ -7/4 ] 
f(z) = -40/7*z^3 + 267/14*z + 1
*
[ -4/3 ] 
f(z) = -36*z^3 + 263/4*z + 1
*
[ -3/4 ] 
f(z) = -36*z^3 + 271/12*z + 1
*
[ -3/2 ] 
f(z) = -36/5*z^3 + 268/15*z + 1
*
[ 2/3 ] 
f(z) = -35*z^3 + 271/18*z + 1
*
-2 | 0.088017441591468073338440530778083854905 | 0.015630284386675936842395849136331731072
f(z) = -35*z^3 + 279/2*z + 1
*
-2 | 0.067777763217433912553596002449138320590 | 0.012051485107019545150834133067996035242
f(z) = -35/3*z^3 + 277/6*z + 1
*
-2 | 0.074805564981215343836552660706746090928 | 0.013353084319169907135584370181411836082
f(z) = -35/9*z^3 + 271/18*z + 1
*
[ 2/3 ] 
f(z) = -34*z^3 + 263/18*z + 1
*
-2 | 0.078925548260110000569133176505647924037 | 0.014088517359886400832642591127225900827
f(z) = -34*z^3 + 271/2*z + 1
*
[ 2 ] 
f(z) = -34*z^3 + 273/2*z + 1
*
[ -2 ] 
f(z) = -34*z^3 + 275/2*z + 1
*
-2 | 0.058688972143677594746515846690002642488 | 0.010490080392289036102401084623063832783
f(z) = -34/3*z^3 + 269/6*z + 1
*
[ 2 ] 
f(z) = -34/3*z^3 + 275/6*z + 1
*
-2 | 0.079128455163394806666791759524952778831 | 0.014162329261008941664402187958539404345
f(z) = -34/5*z^3 + 267/10*z + 1
*
[ 2 ] 
f(z) = -34/5*z^3 + 277/10*z + 1
*
-2 | 0.079211792448798171248977558221835744839 | 0.014196349092009560963166808942436624587
f(z) = -34/7*z^3 + 265/14*z + 1
*
[ 2 ] 
f(z) = -34/7*z^3 + 279/14*z + 1
*
-2 | 0.065720674151861941559393552619215408761 | 0.011794482667266887327632316278083380562
f(z) = -34/9*z^3 + 263/18*z + 1
*
-2 | 0.086931165451810867433931771248583910785 | 0.015600998276394661406380189754438817323
f(z) = -33*z^3 + 263/2*z + 1
*
[ 2 ] 
f(z) = -33*z^3 + 265/2*z + 1
*
[ -2 ] 
f(z) = -33*z^3 + 267/2*z + 1
*
[ 2 ] 
f(z) = -33/5*z^3 + 269/10*z + 1
*
[ -2 ] 
f(z) = -33/5*z^3 + 279/10*z + 1
*
[ 2 ] 
f(z) = -33/7*z^3 + 271/14*z + 1
*
[ 4 ] 
f(z) = -33/8*z^3 + 267/4*z + 1
*
[ -4 ] 
f(z) = -33/8*z^3 + 269/4*z + 1
*
[ -2 ] 
f(z) = -32/3*z^3 + 265/6*z + 1
*
[ -5/4 ] 
f(z) = -32/3*z^3 + 277/15*z + 1
*
[ -9/8 ] 
f(z) = -32/3*z^3 + 277/18*z + 1
*
[ 2 ] 
f(z) = -32/5*z^3 + 261/10*z + 1
*
[ -2 ] 
f(z) = -32/5*z^3 + 271/10*z + 1
*
[ 2 ] 
f(z) = -32/7*z^3 + 263/14*z + 1
*
[ -2 ] 
f(z) = -32/7*z^3 + 277/14*z + 1
*
[ 2 ] 
f(z) = -32/9*z^3 + 265/18*z + 1
*
[ -2 ] 
f(z) = -31/5*z^3 + 263/10*z + 1
*
[ -2 ] 
f(z) = -31/7*z^3 + 269/14*z + 1
*
[ -2 ] 
f(z) = -31/9*z^3 + 275/18*z + 1
*
-3 | 0.12632927223471962226788733612969497653 | 0.022550266474869615948724247450487954127
f(z) = -31/12*z^3 + 271/12*z + 1
*
[ -2 ] 
f(z) = -30/7*z^3 + 261/14*z + 1
*
[ -2/3 ] 
f(z) = -29*z^3 + 277/18*z + 1
*
[ 3 ] 
f(z) = -29/3*z^3 + 263/3*z + 1
*
[ -3 ] 
f(z) = -29/3*z^3 + 265/3*z + 1
*
[ 3/2 ] 
f(z) = -29/3*z^3 + 265/12*z + 1
*
-3 | 0.16573323420206105252177828198133776255 | 0.029743117875958562612230156562024677281
f(z) = -29/6*z^3 + 263/6*z + 1
*
[ 3 ] 
f(z) = -29/6*z^3 + 265/6*z + 1
*
[ -3 ] 
f(z) = -29/6*z^3 + 269/6*z + 1
*
[ 3 ] 
f(z) = -29/12*z^3 + 269/12*z + 1
*
[ -3 ] 
f(z) = -29/12*z^3 + 277/12*z + 1
*
[ 3 ] 
f(z) = -29/15*z^3 + 271/15*z + 1
*
[ -2/3 ] 
f(z) = -28*z^3 + 269/18*z + 1
*
[ 3 ] 
f(z) = -28/15*z^3 + 262/15*z + 1
*
[ -3 ] 
f(z) = -28/15*z^3 + 272/15*z + 1
*
[ -8/5 ] 
f(z) = -25/2*z^3 + 269/8*z + 1
*
[ -9/5 ] 
f(z) = -25/6*z^3 + 271/18*z + 1
*
[ 16/5 ] 
f(z) = -25/16*z^3 + 267/16*z + 1
*
[ -16/5 ] 
f(z) = -25/16*z^3 + 277/16*z + 1
*
0 | 0.16530167519454522983040536283188144813 | 0.029189975062403573674148376334606232524
f(z) = -24*z^3 + 265/12*z + 1
*
0 | 0.093126759682714005740308202456395949068 | 0.016444889560747630352040446113275500827
f(z) = -24*z^3 + 275/12*z + 1
*
0 | 0.13176042251020787688895403021883486005 | 0.022842075294749867126489793476055583109
f(z) = -40/3*z^3 + 269/24*z + 1
*
0 | 0.093470866964317073595832483225935324392 | 0.016204172242230540369212094589597280759
f(z) = -40/3*z^3 + 275/24*z + 1
*
[ 3/2 ] 
f(z) = -40/7*z^3 + 277/21*z + 1
*
-14/13 | 0.10147538677249667341177486126537043413 | 0.013242360665418271720056226489262416077
f(z) = -39/8*z^3 + 266/39*z + 1
*
-2 | 0.089567744956817689776936690193161151961 | 0.015905589849410315575222161379891889819
f(z) = -37/17*z^3 + 279/34*z + 1
*
-2 | 0.089592000688111338636996298289326582710 | 0.015930249255011296481376367556569706382
f(z) = -37/19*z^3 + 277/38*z + 1
*
-1/4 | 0.11150021087375760989837704923524437651 | 0.015557363137837262916429314547021642717
f(z) = -36*z^3 + 277/36*z + 1
*
[ 4/3 ] 
f(z) = -36/7*z^3 + 263/28*z + 1
*
-4/3 | 0.13039449455439001642218804531094635539 | 0.023185293148702819557809149936423858203
f(z) = -36/7*z^3 + 277/28*z + 1
*
[ -3/2 ] 
f(z) = -36/7*z^3 + 278/21*z + 1
*
-2 | 0.083237614096680835888007870294787462819 | 0.014800383178947408188556872101777693667
f(z) = -36/11*z^3 + 277/22*z + 1
*
-2 | 0.083288498091779925209512478818383238706 | 0.014828537008812992066702142599263013638
f(z) = -36/13*z^3 + 275/26*z + 1
*
-2 | 0.083361972408470999375977717416548021923 | 0.014880436326657681663664319049343284855
f(z) = -36/17*z^3 + 271/34*z + 1
*
-2 | 0.083384606361781727569870512573732201660 | 0.014904183737842074471407629960753879931
f(z) = -36/19*z^3 + 269/38*z + 1
*
-2/7 | 0.13791153828710315239019226468537435070 | 0.019394941915944084638617222126389469930
f(z) = -35*z^3 + 261/35*z + 1
*
[ -4/5 ] 
f(z) = -35/2*z^3 + 269/20*z + 1
*
[ -3/5 ] 
f(z) = -35/2*z^3 + 269/30*z + 1
*
-4/5 | 0.15432723717114443967693197623143299169 | 0.026344997988416394229161495621553900913
f(z) = -35/3*z^3 + 269/30*z + 1
*
-6/5 | 0.11625819824095653933191836634619432239 | 0.020671734771994133894154866898179945811
f(z) = -35/6*z^3 + 277/30*z + 1
*
-2/7 | 0.17252371606834759426798329423000831642 | 0.022492057069462712512856071130717358702
f(z) = -35/8*z^3 + 268/35*z + 1
*
-2 | 0.088429473480354277349902561683859038667 | 0.015805904448040994456435495628968800817
f(z) = -35/11*z^3 + 269/22*z + 1
*
-2 | 0.088480136243304412657486110438923429377 | 0.015836083491698075716364007620051478307
f(z) = -35/13*z^3 + 267/26*z + 1
*
-2 | 0.088551569115414733857567823169129861718 | 0.015891802093777750541627711820745794468
f(z) = -35/17*z^3 + 263/34*z + 1
*
-2 | 0.088572346382631814082834068062049314747 | 0.015917336966915250336915290565075573060
f(z) = -35/19*z^3 + 261/38*z + 1
*
-2 | 0.079344171831971314287870640186869469136 | 0.014258941656060323939119234500175786707
f(z) = -34/11*z^3 + 261/22*z + 1
*
-4/11 | 0.16030782134320976517901597056438282579 | 0.022923991801118056697519541925321090075
f(z) = -33*z^3 + 265/33*z + 1
*
[ -1/11 ] 
f(z) = -33/2*z^3 + 267/22*z + 1
*
-5/3 | 0.15837475279314189011820527634682167110 | 0.028422536756623775010342501656001437807
f(z) = -33/10*z^3 + 263/30*z + 1
*
[ 2 ] 
f(z) = -33/13*z^3 + 277/26*z + 1
*
17/16 | 0.12547893415582310270813725108350950403 | 0.022488353033051127974433620484718667324
f(z) = -32/3*z^3 + 265/24*z + 1
*
[ 2 ] 
f(z) = -32/11*z^3 + 267/22*z + 1
*
[ -3/2 ] 
f(z) = -32/11*z^3 + 271/33*z + 1
*
[ 2 ] 
f(z) = -32/13*z^3 + 269/26*z + 1
*
-17/8 | 0.16671045954124885878917998130131290141 | 0.029758465479150674266075187813381701006
f(z) = -32/17*z^3 + 271/34*z + 1
*
[ 2 ] 
f(z) = -32/19*z^3 + 275/38*z + 1
*
-3/2 | 0.11738153227987856472944994390784661043 | 0.020953060089047904005243983408871534231
f(z) = -31/6*z^3 + 271/24*z + 1
*
[ 2 ] 
f(z) = -31/13*z^3 + 261/26*z + 1
*
[ 2 ] 
f(z) = -31/15*z^3 + 263/30*z + 1
*
[ 2 ] 
f(z) = -31/17*z^3 + 265/34*z + 1
*
[ 2 ] 
f(z) = -31/19*z^3 + 267/38*z + 1
*
7/5 | 0.11993351339736635641062562006410672090 | 0.021436943795642539314013957741258039322
f(z) = -30/7*z^3 + 269/35*z + 1
*
[ -2 ] 
f(z) = -30/11*z^3 + 273/22*z + 1
*
[ -2 ] 
f(z) = -30/13*z^3 + 279/26*z + 1
*
[ 3/2 ] 
f(z) = -29/6*z^3 + 269/24*z + 1
*
[ -2 ] 
f(z) = -29/11*z^3 + 265/22*z + 1
*
[ -2 ] 
f(z) = -29/13*z^3 + 271/26*z + 1
*
[ -2 ] 
f(z) = -29/15*z^3 + 277/30*z + 1
*
-1/7 | 0.16755609280466887985658002633961643291 | 0.025141928157923739038336755448066901386
f(z) = -28*z^3 + 261/28*z + 1
*
-8/7 | 0.13160626589425151220823974563069965685 | 0.023400756798758735857631890944212007374
f(z) = -28/3*z^3 + 277/21*z + 1
*
[ -2 ] 
f(z) = -28/13*z^3 + 263/26*z + 1
*
[ -2 ] 
f(z) = -28/15*z^3 + 269/30*z + 1
*
[ -2 ] 
f(z) = -28/17*z^3 + 275/34*z + 1
*
-5/3 | 0.086506316273032561884186527930073791267 | 0.015503674724562939488501218620101453883
f(z) = -27/8*z^3 + 265/24*z + 1
*
-1/3 | 0.10444569686421168829861014786984313986 | 0.018757046514213447043694681064768676261
f(z) = -27/11*z^3 + 262/33*z + 1
*
-1/9 | 0.13585211442450738582316362483831572357 | 0.024347435926343513198078940570730540218
f(z) = -27/11*z^3 + 265/33*z + 1
*
[ -2 ] 
f(z) = -27/17*z^3 + 267/34*z + 1
*
[ -2 ] 
f(z) = -27/19*z^3 + 273/38*z + 1
*
[ -3/13 ] 
f(z) = -26*z^3 + 262/39*z + 1
*
0 | 0.17030343441289201191012940401435963861 | 0.029246452366964458919816305381609829877
f(z) = -26/3*z^3 + 266/39*z + 1
*
0 | 0.15308893908533815739725842525111764504 | 0.026290182463457898866124240996853487046
f(z) = -26/3*z^3 + 269/39*z + 1
*
0 | 0.16221226206378374236436630033327184951 | 0.027856943767112162753954634688728687423
f(z) = -26/3*z^3 + 272/39*z + 1
*
[ -2 ] 
f(z) = -26/19*z^3 + 265/38*z + 1
*
[ -4/3 ] 
f(z) = -25/8*z^3 + 263/36*z + 1
*
2 | 0.19151587283474403832886545121887466005 | 0.024861023034550727442372237138896440064
f(z) = -25/8*z^3 + 277/25*z + 1
*
34/15 | 0.10474841866076763124188572564298266065 | 0.014988870281822119359575745195624797087
f(z) = -25/16*z^3 + 271/36*z + 1
*
-5/8 | 0.12234130176274555863043913664014580460 | 0.019247833468785385542718103035864287769
f(z) = -24*z^3 + 265/24*z + 1
*
[ -1/9 ] 
f(z) = -24*z^3 + 278/27*z + 1
*
[ -1/6 ] 
f(z) = -24/13*z^3 + 275/39*z + 1
*
[ -1/6 ] 
f(z) = -23*z^3 + 275/36*z + 1
*
3/2 | 0.13301158666450884032916484258875915768 | 0.023650635247520896639423792720374278411
f(z) = -22/5*z^3 + 277/30*z + 1
*
[ -4/7 ] 
f(z) = -21*z^3 + 269/28*z + 1
*
[ -1/9 ] 
f(z) = -21*z^3 + 277/27*z + 1
*
-1/3 | 0.15624064802769121458784928545150338260 | 0.027780967583369177691151472244292649122
f(z) = -21/10*z^3 + 277/30*z + 1
*
0 | 0.16957608297470154692863957083587854797 | 0.029397823577841019736393927656792863922
f(z) = -40/7*z^3 + 271/56*z + 1
*
[ -1/5 ] 
f(z) = -40/9*z^3 + 278/45*z + 1
*
[ -4/13 ] 
f(z) = -39/4*z^3 + 269/52*z + 1
*
[ 2/3 ] 
f(z) = -38/3*z^3 + 277/54*z + 1
*
[ 2/3 ] 
f(z) = -37/3*z^3 + 269/54*z + 1
*
[ -1/4 ] 
f(z) = -37/3*z^3 + 277/48*z + 1
*
0 | 0.081149463165467865732145246797486875533 | 0.014037893731797099119894271005676072883
f(z) = -36/5*z^3 + 274/45*z + 1
*
[ 4/3 ] 
f(z) = -36/11*z^3 + 267/44*z + 1
*
-13/12 | 0.14252869416072206387724161910140237844 | 0.025342861042647396465467804959724349047
f(z) = -36/13*z^3 + 277/52*z + 1
*
[ 3/2 ] 
f(z) = -36/17*z^3 + 260/51*z + 1
*
[ 3/2 ] 
f(z) = -36/19*z^3 + 262/57*z + 1
*
-3/10 | 0.14833125623420892040480535538034289538 | 0.022642258779936964482863520563216088305
f(z) = -35/2*z^3 + 263/40*z + 1
*
[ -3/7 ] 
f(z) = -35/2*z^3 + 275/42*z + 1
*
[ -1/4 ] 
f(z) = -35/3*z^3 + 275/48*z + 1
*
[ 6/7 ] 
f(z) = -35/4*z^3 + 263/42*z + 1
*
-6/7 | 0.16598758890577480590395371061544914442 | 0.025150128161692273262261528536801510341
f(z) = -35/4*z^3 + 277/42*z + 1
*
0 | 0.12725101953098472588910610983849486389 | 0.022744876526595880671837683346502648522
f(z) = -35/6*z^3 + 269/42*z + 1
*
[ -6/7 ] 
f(z) = -35/6*z^3 + 271/42*z + 1
*
[ -2/3 ] 
f(z) = -35/6*z^3 + 275/54*z + 1
*
8/7 | 0.15623650439909460062835623587378695882 | 0.027888823745898480831659043350967907618
f(z) = -35/8*z^3 + 271/56*z + 1
*
[ -1/5 ] 
f(z) = -35/9*z^3 + 277/45*z + 1
*
[ -8/7 ] 
f(z) = -35/16*z^3 + 265/56*z + 1
*
[ -4/11 ] 
f(z) = -33/2*z^3 + 261/44*z + 1
*
0 | 0.16294190309212732105939645908543395090 | 0.027643496325857989282593151383875317674
f(z) = -33/5*z^3 + 263/55*z + 1
*
0 | 0.16302080983017059271827018642817732480 | 0.027656883048866565756626805656912501743
f(z) = -33/5*z^3 + 278/55*z + 1
*
[ 7/16 ] 
f(z) = -32*z^3 + 271/56*z + 1
*
-5/16 | 0.20880193943251821386920995058467690426 | 0.029184229901436740103097091694668478513
f(z) = -32*z^3 + 277/40*z + 1
*
-3/4 | 0.084095950995617694603026574616034446825 | 0.014850174443315005057125109397393244043
f(z) = -32/5*z^3 + 272/45*z + 1
*
-1/6 | 0.13474803660675845065722684526884439093 | 0.023794627753348486701999572534222745588
f(z) = -32/5*z^3 + 278/45*z + 1
*
[ 5/4 ] 
f(z) = -32/11*z^3 + 261/55*z + 1
*
[ 3/4 ] 
f(z) = -31/3*z^3 + 263/48*z + 1
*
[ -1/4 ] 
f(z) = -31/3*z^3 + 271/48*z + 1
*
-1 | 0.16797148127687491024349208121806648141 | 0.029983562763936224953533989245862713002
f(z) = -30/11*z^3 + 271/55*z + 1
*
[ -1/4 ] 
f(z) = -29/3*z^3 + 269/48*z + 1
*
[ 3/2 ] 
f(z) = -29/12*z^3 + 277/48*z + 1
*
-3/8 | 0.12836594396853800649026887213492119057 | 0.021027074805244129921754482880395303847
f(z) = -28/3*z^3 + 271/48*z + 1
*
[ -5/6 ] 
f(z) = -28/5*z^3 + 274/45*z + 1
*
-1/6 | 0.13094063966648337523797609951172647185 | 0.023282402574747903863702416461321171944
f(z) = -28/5*z^3 + 277/45*z + 1
*
[ -1/4 ] 
f(z) = -28/13*z^3 + 267/52*z + 1
*
[ -3/2 ] 
f(z) = -28/17*z^3 + 274/51*z + 1
*
[ -4/3 ] 
f(z) = -27/11*z^3 + 269/44*z + 1
*
[ -14/9 ] 
f(z) = -27/14*z^3 + 265/42*z + 1
*
[ 16/9 ] 
f(z) = -27/16*z^3 + 277/48*z + 1
*
-13/10 | 0.14115532662340773937071394266579642206 | 0.025297878396550931542980091174264180706
f(z) = -25/12*z^3 + 265/48*z + 1
*
[ -13/10 ] 
f(z) = -25/13*z^3 + 261/52*z + 1
*
[ 8/5 ] 
f(z) = -25/14*z^3 + 277/56*z + 1
*
[ -7/8 ] 
f(z) = -24/7*z^3 + 267/56*z + 1
*
[ -2/5 ] 
f(z) = -23/2*z^3 + 267/50*z + 1
*
[ -1/4 ] 
f(z) = -23/3*z^3 + 263/48*z + 1
*
6/7 | 0.13915344534418090119862789827333488228 | 0.022853082575445642913259784632295714194
f(z) = -21/2*z^3 + 275/42*z + 1
*
-5/21 | 0.10610927576591628443594934146908826045 | 0.017426259444036275103060803615878990075
f(z) = -21/2*z^3 + 277/42*z + 1
*
-2/7 | 0.17061802496478991357654780655332184608 | 0.027232214249797578702771156213039496715
f(z) = -21/4*z^3 + 263/42*z + 1
*
[ -2/3 ] 
f(z) = -39/11*z^3 + 269/66*z + 1
*
[ -1/2 ] 
f(z) = -39/19*z^3 + 267/76*z + 1
*
[ -1/2 ] 
f(z) = -37/19*z^3 + 265/76*z + 1
*
-3/4 | 0.12834094563497769549678705072717276410 | 0.021148969163204809497443647023469349264
f(z) = -36/5*z^3 + 263/60*z + 1
*
[ -7/18 ] 
f(z) = -36/7*z^3 + 274/63*z + 1
*
-7/9 | 0.15301952756219119646660450910583140284 | 0.026470561640411716598522360952867983845
f(z) = -36/7*z^3 + 277/63*z + 1
*
[ -5/6 ] 
f(z) = -36/13*z^3 + 268/65*z + 1
*
[ 4/3 ] 
f(z) = -36/19*z^3 + 275/76*z + 1
*
-4/35 | 0.18174099762543630092676206170767482323 | 0.025558819345144648170841922753837449944
f(z) = -35/2*z^3 + 261/70*z + 1
*
[ -1/2 ] 
f(z) = -35/19*z^3 + 263/76*z + 1
*
[ 6/11 ] 
f(z) = -33/2*z^3 + 269/66*z + 1
*
[ 5/6 ] 
f(z) = -33/5*z^3 + 263/60*z + 1
*
0 | 0.15003399332978786679352562842848489051 | 0.025453637552157578079475935759249689950
f(z) = -33/7*z^3 + 265/77*z + 1
*
-7/11 | 0.15766337333390925632384985784841711168 | 0.026747980714414985092461756455030716729
f(z) = -33/7*z^3 + 268/77*z + 1
*
[ -1/2 ] 
f(z) = -33/19*z^3 + 261/76*z + 1
*
7/8 | 0.15214880591658342581956963769586191212 | 0.024922843432060864204903573924773301618
f(z) = -32/5*z^3 + 263/70*z + 1
*
[ -7/12 ] 
f(z) = -32/7*z^3 + 269/63*z + 1
*
[ -3/8 ] 
f(z) = -32/11*z^3 + 269/66*z + 1
*
[ 5/4 ] 
f(z) = -32/13*z^3 + 263/65*z + 1
*
-1 | 0.14578501582237606177422857496001621223 | 0.026163134576055305985359635823926943267
f(z) = -32/15*z^3 + 263/60*z + 1
*
-4/15 | 0.22143481124000958942838942705575681620 | 0.029542201604339247258456856349088910524
f(z) = -30*z^3 + 263/60*z + 1
*
[ -2/3 ] 
f(z) = -30/13*z^3 + 275/78*z + 1
*
0 | 0.15920537893867238261431352881336028514 | 0.026661932303450798973649746402154574674
f(z) = -28/5*z^3 + 267/70*z + 1
*
-3/4 | 0.14298213333628256860160357276381107646 | 0.024579577285778907647971286094428457189
f(z) = -28/5*z^3 + 269/60*z + 1
*
-9/14 | 0.12133348079747794133616075813018465796 | 0.021574164849947796314209490600177074200
f(z) = -28/9*z^3 + 277/63*z + 1
*
[ -1/3 ] 
f(z) = -26/7*z^3 + 278/63*z + 1
*
[ -3/5 ] 
f(z) = -26/9*z^3 + 278/75*z + 1
*
[ 7/15 ] 
f(z) = -25*z^3 + 271/63*z + 1
*
[ -1/3 ] 
f(z) = -25/7*z^3 + 277/63*z + 1
*
[ -8/15 ] 
f(z) = -25/8*z^3 + 271/72*z + 1
*
-6/5 | 0.12160653176916057294625183738484573603 | 0.021707238931798432529378399697302712463
f(z) = -25/11*z^3 + 271/66*z + 1
*
-7/10 | 0.14555947673984167006491996607154212197 | 0.026087190828117542968391953815694050773
f(z) = -25/18*z^3 + 265/72*z + 1
*
0 | 0.12782655339443986381793457656465304790 | 0.022572390155788485963205476206852766889
f(z) = -24/5*z^3 + 263/60*z + 1
*
[ -3/4 ] 
f(z) = -24/13*z^3 + 263/78*z + 1
*
-5/4 | 0.14249815741380901692201980870798314369 | 0.025337431339258413137730954477587183285
f(z) = -24/13*z^3 + 277/78*z + 1
*
[ -1/3 ] 
f(z) = -23/7*z^3 + 275/63*z + 1
*
[ -3/5 ] 
f(z) = -23/9*z^3 + 269/75*z + 1
*
-6/11 | 0.11126608683498371856890623845179761636 | 0.017998149251249651819145045292128263378
f(z) = -22/3*z^3 + 265/66*z + 1
*
[ -1/3 ] 
f(z) = -22/7*z^3 + 274/63*z + 1
*
[ -3/5 ] 
f(z) = -22/9*z^3 + 266/75*z + 1
*
-2/7 | 0.083616322301728430288683200893617398519 | 0.014711911458028416268525947481630591971
f(z) = -21/5*z^3 + 269/70*z + 1
*
-6/5 | 0.22724676993121561886751798828066707132 | 0.029583412640852539588066634827821605683
f(z) = -21/8*z^3 + 271/75*z + 1
*
0 | 0.15328948996031986516472578407436749181 | 0.026574368879973516295045307115297671812
f(z) = -40/11*z^3 + 265/88*z + 1
*
7/6 | 0.12237909897739584415110663254822387826 | 0.021932800116494032858705713967143930728
f(z) = -36/13*z^3 + 265/91*z + 1
*
0 | 0.10828824124112699792700725172853690549 | 0.019355465169471099193397967558167936660
f(z) = -35/12*z^3 + 269/84*z + 1
*
0 | 0.16476674627085811249929186207409185053 | 0.027546453138262368045343229050365715198
f(z) = -33/7*z^3 + 263/84*z + 1
*
0 | 0.064537732671212638792762887982911978467 | 0.010948985755782973583647657851888819263
f(z) = -33/8*z^3 + 267/88*z + 1
*
0 | 0.16671808462611907239318390510513396543 | 0.028016820562280151303588557989709525301
f(z) = -32/7*z^3 + 265/84*z + 1
*
-5/8 | 0.15625907477559875866598973423229399562 | 0.027089178096978654935130436372159854657
f(z) = -32/9*z^3 + 269/90*z + 1
*
[ 5/4 ] 
f(z) = -32/17*z^3 + 267/85*z + 1
*
[ 5/4 ] 
f(z) = -32/19*z^3 + 269/95*z + 1
*
-5/12 | 0.15962161588872478174625735454568544160 | 0.026303629099110540933927006001422710925
f(z) = -27/5*z^3 + 267/80*z + 1
*
0 | 0.11167248625844213555170252553233338481 | 0.020041170005990876377544982269447259298
f(z) = -27/10*z^3 + 263/90*z + 1
*
0 | 0.15027154369375299765189222529017303189 | 0.026931688160580851899747038046581254445
f(z) = -27/11*z^3 + 265/99*z + 1
*
-7/13 | 0.16762652582326131727655808304261869344 | 0.028786743026238294784378304912312102935
f(z) = -26/7*z^3 + 267/91*z + 1
*
[ -6/7 ] 
f(z) = -21/16*z^3 + 263/84*z + 1
*
0 | 0.063451174491285348829487490120911012632 | 0.010590261194470820154922555038336825499
f(z) = -40/11*z^3 + 279/110*z + 1
*
[ 4/5 ] 
f(z) = -37/8*z^3 + 271/100*z + 1
*
-13/35 | 0.20076521772058619617696785158899005136 | 0.028234256428396102047938602650944152632
f(z) = -35/3*z^3 + 274/105*z + 1
*
0 | 0.12277145994688815389415940427521275775 | 0.021829850247055504541756742635109623107
f(z) = -35/16*z^3 + 277/112*z + 1
*
0 | 0.16339369717647681232016282276533231371 | 0.029015725834347605835049799062591572785
f(z) = -35/17*z^3 + 279/119*z + 1
*
-13/34 | 0.19326104415431462776403617392529647857 | 0.027402337736773351930254801898500699538
f(z) = -34/3*z^3 + 271/102*z + 1
*
-7/17 | 0.18571986803051211380917761372767477649 | 0.029203193777711859775734935884726464011
f(z) = -34/7*z^3 + 268/119*z + 1
*
15/14 | 0.19686235129203722409301605834274098332 | 0.028582337375097314450709461876410943041
f(z) = -28/9*z^3 + 277/105*z + 1
*
-5/6 | 0.12789524671985736126646624974445481458 | 0.021728336100839843826251991410586991652
f(z) = -24/7*z^3 + 271/105*z + 1
*
0 | 0.12812695008192244610742435993675048962 | 0.022782103708063116575741109782986423490
f(z) = -24/19*z^3 + 277/114*z + 1
*
10/11 | 0.088224223518049835026952307382345383486 | 0.014270949825065831907857396543525675987
f(z) = -22/5*z^3 + 279/110*z + 1
*
-2/3 | 0.16450858435503949619219909071249647967 | 0.026257091043058598476463098182675269585
f(z) = -21/10*z^3 + 263/105*z + 1
*
[ 10/13 ] 
f(z) = -39/10*z^3 + 261/130*z + 1
*
-1/3 | 0.17842365490529926301806309213170637515 | 0.025514552988763749114983856251381720337
f(z) = -33/4*z^3 + 265/132*z + 1
*
0 | 0.17380211662158012291185580710021281289 | 0.029207285614223231321235200451611794976
f(z) = -32/11*z^3 + 263/132*z + 1
*
0 | 0.15116889483261607042843663273875020183 | 0.026948864412220761629503116208201582252
f(z) = -32/17*z^3 + 273/136*z + 1
*
0 | 0.11606477161414001818187052197995131183 | 0.019437226959421502336644790448242069446
f(z) = -28/9*z^3 + 275/126*z + 1
*
-8/9 | 0.071365857337042040587370219414445277295 | 0.012345446073170118999801578967499981330
f(z) = -27/10*z^3 + 271/120*z + 1
*
-3/4 | 0.16526046996671551653615877153807593500 | 0.029384771612979864985359500813906426031
f(z) = -26/15*z^3 + 277/120*z + 1
*
12/11 | 0.17557992910520265321810230097287278365 | 0.025538036662083581998795287768419528879
f(z) = -22/9*z^3 + 263/132*z + 1
*
-6/13 | 0.14571107449011047817316313338360427054 | 0.019886532364488298066209764068060393759
f(z) = -39/16*z^3 + 263/156*z + 1
*
0 | 0.090114508615958134517115230913166256682 | 0.014849734466634966210202133537385844168
f(z) = -36/13*z^3 + 263/156*z + 1
*
0 | 0.17185100619537666473809178425615714444 | 0.027547621601094271241673498036633774711
f(z) = -32/9*z^3 + 269/144*z + 1
*
-1/7 | 0.16495159245588380940275062194635855270 | 0.024751120759873592279105700178111869890
f(z) = -28/5*z^3 + 261/140*z + 1
*
[ 16/15 ] 
f(z) = -25/16*z^3 + 265/144*z + 1
*
-17/15 | 0.14362681814399243286233400060743709310 | 0.025637945701665554632406766949177531507
f(z) = -25/17*z^3 + 271/153*z + 1
*
0 | 0.16401132162087737002024494891450652823 | 0.026846402834220069666774886273243197328
f(z) = -30/11*z^3 + 263/165*z + 1
*
0 | 0.15928196094665148694197200044901256493 | 0.028604904175570615620254395931517213176
f(z) = -27/19*z^3 + 262/171*z + 1
*
[ 7/10 ] 
f(z) = -25/6*z^3 + 271/168*z + 1
*
0 | 0.18655146478244647113644228931309669054 | 0.029748335020794346859171092490417107105
f(z) = -23/7*z^3 + 270/161*z + 1
*
-14/23 | 0.24245325234258849729591845522638320017 | 0.029506662392762651841220640889523891402
f(z) = -23/8*z^3 + 275/161*z + 1
*
0 | 0.13885369391629466163016804156455053931 | 0.024769639076472329177974917589478639035
f(z) = -22/15*z^3 + 272/165*z + 1
*
0 | 0.11092413654607040936206160509471967143 | 0.018217000993596752801657434102857569883
f(z) = -21/8*z^3 + 265/168*z + 1
*
0 | 0.16138273009711649564286915925429205373 | 0.025910322708600463412657364556541665739
f(z) = -39/14*z^3 + 269/182*z + 1
*
[ 3/4 ] 
f(z) = -37/12*z^3 + 269/192*z + 1
*
2/15 | 0.18505456841518911305380446454608746111 | 0.025136417168476338010388565700313259555
f(z) = -35/16*z^3 + 277/180*z + 1
*
-4/5 | 0.15178868947147067355724672984530744439 | 0.025911645877231777938515541482893537518
f(z) = -35/18*z^3 + 269/180*z + 1
*
0 | 0.17284628492532512064856536301481978088 | 0.027178909860104896261226164406907082139
f(z) = -34/11*z^3 + 270/187*z + 1
*
-4/7 | 0.19722798528394825527096634218276362590 | 0.026694536170087772996496022922252083928
f(z) = -33/16*z^3 + 279/196*z + 1
*
-4/7 | 0.18589410064339522461129726113465516479 | 0.025608365724288993765612715249272743059
f(z) = -29/16*z^3 + 263/196*z + 1
*
0 | 0.15787995493232003641275714039088692426 | 0.027112950467175387446362537330367254405
f(z) = -26/15*z^3 + 263/195*z + 1
*
0 | 0.18215414540681248256894811789766596830 | 0.029047118709615326117451609902793210263
f(z) = -23/8*z^3 + 273/184*z + 1
*
0 | 0.18283177965346026230703801624925201379 | 0.028694745385799267640415799474699215320
f(z) = -39/14*z^3 + 263/210*z + 1
*
0 | 0.18113028383157004691581593583563116832 | 0.029193101388193380362797016390010260637
f(z) = -33/14*z^3 + 271/210*z + 1
*
0 | 0.15741633201077265940196514701153789760 | 0.025233751282985811240580236770478150950
f(z) = -32/13*z^3 + 265/208*z + 1
*
[ 17/18 ] 
f(z) = -27/17*z^3 + 277/204*z + 1
*
0 | 0.17453220151967622727408985114435421078 | 0.027831689280912389802337926344647428568
f(z) = -23/9*z^3 + 277/207*z + 1
*
0 | 0.14532294519486942121153613807822239578 | 0.023866295645292787012783374130965276042
f(z) = -21/10*z^3 + 271/210*z + 1
*
[ 13/17 ] 
f(z) = -34/13*z^3 + 270/221*z + 1
*
0 | 0.17653172769139246162154243224543208086 | 0.029991268714953455006283207597436600496
f(z) = -30/19*z^3 + 265/228*z + 1
*
[ 7/9 ] 
f(z) = -27/11*z^3 + 277/231*z + 1
*
0 | 0.19185372195509315874682283214775690891 | 0.029442608547074946100883937538444954584
f(z) = -26/9*z^3 + 271/234*z + 1
*
[ 18/25 ] 
f(z) = -25/8*z^3 + 277/225*z + 1
*
0 | 0.17672992842616958283650634602944975609 | 0.028182148690999691949915102996420534423
f(z) = -23/10*z^3 + 269/230*z + 1
*
0 | 0.18613614265295220049348987289784807272 | 0.029682105887379856237110820226863074625
f(z) = -23/10*z^3 + 279/230*z + 1
*
8/7 | 0.17182709052966841480516879264076630427 | 0.028219054719490607018639015533947389172
f(z) = -21/11*z^3 + 268/231*z + 1
*
-3/19 | 0.082380403634816433098237115309234185395 | 0.012515966119308043618139629395763640997
f(z) = -38/13*z^3 + 265/247*z + 1
*
[ 9/14 ] 
f(z) = -35/9*z^3 + 265/252*z + 1
*
0 | 0.14965253411905665649006254178795494612 | 0.023893185112123863347151430722467586687
f(z) = -35/16*z^3 + 269/240*z + 1
*
0 | 0.18738959325537262061857484012431373743 | 0.029465746781944685534728421177784196713
f(z) = -34/15*z^3 + 278/255*z + 1
*
3/13 | 0.070359668487412704420250430476721476645 | 0.012082966500743405984071080251825093381
f(z) = -26/19*z^3 + 265/247*z + 1
*
-3/10 | 0.14236728486208807281518759301364493797 | 0.020928994834241814905156401487202681579
f(z) = -25/7*z^3 + 277/252*z + 1
*
[ 11/15 ] 
f(z) = -27/11*z^3 + 263/275*z + 1
*
[ 7/9 ] 
f(z) = -27/13*z^3 + 265/273*z + 1
*
[ 3/4 ] 
f(z) = -26/11*z^3 + 263/264*z + 1
*
[ 5/6 ] 
f(z) = -26/15*z^3 + 271/270*z + 1
*
0 | 0.17419542738588242155109107354325615351 | 0.027777985763922483872853383344580203102
f(z) = -23/12*z^3 + 265/276*z + 1
*
0 | 0.16489304863580021882794580458202053219 | 0.025052023527144589754145238814330385022
f(z) = -38/15*z^3 + 272/285*z + 1
*
0 | 0.15738393048870722993224914902374537596 | 0.024152742046170384121149138908885932723
f(z) = -26/11*z^3 + 269/286*z + 1
*
[ 5/7 ] 
f(z) = -21/8*z^3 + 263/280*z + 1
*
[ 2/3 ] 
f(z) = -38*z^3 + 295/18*z + 1
*
-2 | 0.081164312236452306356521109428400219748 | 0.014238245005234721106968370507247420802
f(z) = -38/5*z^3 + 299/10*z + 1
*
-2 | 0.081242166884055252244010768037504173796 | 0.014268701952167910473296604891685697050
f(z) = -38/7*z^3 + 297/14*z + 1
*
-2 | 0.067747039083115709798474569394947118448 | 0.011912666195676679428535494917684020261
f(z) = -38/9*z^3 + 295/18*z + 1
*
[ 2/3 ] 
f(z) = -37*z^3 + 287/18*z + 1
*
-2 | 0.089043503932273910414919498909603847000 | 0.015657445013017074200814283952011832428
f(z) = -37*z^3 + 295/2*z + 1
*
[ 2 ] 
f(z) = -37*z^3 + 297/2*z + 1
*
[ -2 ] 
f(z) = -37*z^3 + 299/2*z + 1
*
-2 | 0.068799805829476226458581802018614080297 | 0.012112273792570852238363182101124293353
f(z) = -37/3*z^3 + 293/6*z + 1
*
[ 2 ] 
f(z) = -37/3*z^3 + 299/6*z + 1
*
-2 | 0.089232734636998594305561151096937872675 | 0.015728477020398435590787887346573924091
f(z) = -37/5*z^3 + 291/10*z + 1
*
-2 | 0.089311912941217482398384758619557605138 | 0.015761593303339561782464665349052640428
f(z) = -37/7*z^3 + 289/14*z + 1
*
[ 4 ] 
f(z) = -37/8*z^3 + 299/4*z + 1
*
-2 | 0.075818290567864139845742907736153331928 | 0.013396683243696302783348910393524355522
f(z) = -37/9*z^3 + 287/18*z + 1
*
-2 | 0.082832664303606672647349835846402626658 | 0.014636085271713994302611302765677126841
f(z) = -36*z^3 + 287/2*z + 1
*
[ 2 ] 
f(z) = -36*z^3 + 289/2*z + 1
*
[ -2 ] 
f(z) = -36*z^3 + 291/2*z + 1
*
-2 | 0.083026250889218524549027368371789607450 | 0.014706763236738418495905447984071865997
f(z) = -36/5*z^3 + 283/10*z + 1
*
[ 2 ] 
f(z) = -36/5*z^3 + 293/10*z + 1
*
-2 | 0.083106784759652328087960728780569854238 | 0.014739545423004156751004866142605146402
f(z) = -36/7*z^3 + 281/14*z + 1
*
[ 2 ] 
f(z) = -36/7*z^3 + 295/14*z + 1
*
[ 2 ] 
f(z) = -35*z^3 + 281/2*z + 1
*
[ -2 ] 
f(z) = -35*z^3 + 283/2*z + 1
*
[ 2 ] 
f(z) = -35/3*z^3 + 283/6*z + 1
*
[ -2 ] 
f(z) = -35/3*z^3 + 289/6*z + 1
*
[ 4 ] 
f(z) = -35/8*z^3 + 283/4*z + 1
*
[ -4 ] 
f(z) = -35/8*z^3 + 285/4*z + 1
*
[ 2 ] 
f(z) = -35/9*z^3 + 289/18*z + 1
*
[ -2 ] 
f(z) = -34/3*z^3 + 281/6*z + 1
*
[ -2 ] 
f(z) = -34/5*z^3 + 287/10*z + 1
*
[ -2 ] 
f(z) = -34/7*z^3 + 293/14*z + 1
*
[ 2 ] 
f(z) = -34/9*z^3 + 281/18*z + 1
*
[ -2 ] 
f(z) = -34/9*z^3 + 299/18*z + 1
*
[ 5/3 ] 
f(z) = -33/5*z^3 + 281/15*z + 1
*
-5/3 | 0.13104786948450936173763204552615131126 | 0.023198524893108145805279203374000799642
f(z) = -33/5*z^3 + 284/15*z + 1
*
[ -5/3 ] 
f(z) = -33/5*z^3 + 299/15*z + 1
*
[ -2 ] 
f(z) = -33/7*z^3 + 285/14*z + 1
*
[ 3 ] 
f(z) = -32/3*z^3 + 290/3*z + 1
*
[ -3 ] 
f(z) = -32/3*z^3 + 292/3*z + 1
*
[ -2 ] 
f(z) = -32/9*z^3 + 283/18*z + 1
*
[ 3 ] 
f(z) = -32/15*z^3 + 298/15*z + 1
*
[ -2/3 ] 
f(z) = -31*z^3 + 293/18*z + 1
*
[ 3 ] 
f(z) = -31/3*z^3 + 281/3*z + 1
*
[ -3 ] 
f(z) = -31/3*z^3 + 283/3*z + 1
*
[ 3/2 ] 
f(z) = -31/3*z^3 + 283/12*z + 1
*
[ -3/2 ] 
f(z) = -31/3*z^3 + 299/12*z + 1
*
[ 3 ] 
f(z) = -31/6*z^3 + 283/6*z + 1
*
[ -3 ] 
f(z) = -31/6*z^3 + 287/6*z + 1
*
-3 | 0.14893782356930171864489912929497995283 | 0.026381936854543379871778150906187138053
f(z) = -31/12*z^3 + 283/12*z + 1
*
[ 3 ] 
f(z) = -31/12*z^3 + 287/12*z + 1
*
[ -3 ] 
f(z) = -31/12*z^3 + 295/12*z + 1
*
[ 3 ] 
f(z) = -31/15*z^3 + 289/15*z + 1
*
[ -3 ] 
f(z) = -31/15*z^3 + 299/15*z + 1
*
0 | 0.13703710648443710964367639771591339913 | 0.024025654395716958713681545972511599256
f(z) = -30*z^3 + 287/10*z + 1
*
0 | 0.15347270048402470767766188933299603543 | 0.026907179782180484991316050755333492364
f(z) = -30*z^3 + 297/10*z + 1
*
[ -3/2 ] 
f(z) = -29/3*z^3 + 281/12*z + 1
*
[ -3 ] 
f(z) = -29/15*z^3 + 281/15*z + 1
*
-10/3 | 0.15616693138583199990098800292092551659 | 0.027493342568132996433747783576447768399
f(z) = -27/10*z^3 + 293/10*z + 1
*
-2/15 | 0.13810108192135782107453265169476291816 | 0.024462382593486061126954452180540068103
f(z) = -25/2*z^3 + 283/18*z + 1
*
[ -1/15 ] 
f(z) = -25/2*z^3 + 289/18*z + 1
*
-12/5 | 0.14131323605329477178291019747969288729 | 0.025062849774576703168571348667233444111
f(z) = -25/6*z^3 + 281/12*z + 1
*
[ 12/5 ] 
f(z) = -25/6*z^3 + 295/12*z + 1
*
[ -5/6 ] 
f(z) = -24*z^3 + 283/15*z + 1
*
[ 7/2 ] 
f(z) = -24/7*z^3 + 299/7*z + 1
*
[ 6 ] 
f(z) = -23/18*z^3 + 281/6*z + 1
*
[ -6 ] 
f(z) = -23/18*z^3 + 283/6*z + 1
*
[ 3/2 ] 
f(z) = -22*z^3 + 299/6*z + 1
*
[ 5/2 ] 
f(z) = -22/5*z^3 + 281/10*z + 1
*
[ -5/2 ] 
f(z) = -22/5*z^3 + 289/10*z + 1
*
[ 6 ] 
f(z) = -21/8*z^3 + 286/3*z + 1
*
[ -6 ] 
f(z) = -21/8*z^3 + 287/3*z + 1
*
0 | 0.15242410249475143818419721702955179470 | 0.026424344728023674610703357125365267589
f(z) = -40/3*z^3 + 281/24*z + 1
*
0 | 0.17020500057628128481870143319568477778 | 0.029506853155431854422423955403298606799
f(z) = -40/3*z^3 + 299/24*z + 1
*
[ 3/2 ] 
f(z) = -40/11*z^3 + 281/33*z + 1
*
[ 3/2 ] 
f(z) = -40/13*z^3 + 283/39*z + 1
*
[ -1/9 ] 
f(z) = -39*z^3 + 283/27*z + 1
*
[ -3/13 ] 
f(z) = -39*z^3 + 289/39*z + 1
*
-1/3 | 0.21012087898824889994096020677762174570 | 0.028677131611833279441295035795346361634
f(z) = -39*z^3 + 295/39*z + 1
*
-2 | 0.090529270189780300108475135740283777323 | 0.015918702740439800373480031144734829537
f(z) = -39/17*z^3 + 295/34*z + 1
*
-2 | 0.090556182135213012838414449894043513924 | 0.015942505337154432452983524986626981053
f(z) = -39/19*z^3 + 293/38*z + 1
*
-2 | 0.081370540265581989053260584794809780475 | 0.014325364010313562934720490673424957665
f(z) = -38/11*z^3 + 293/22*z + 1
*
-2 | 0.081421599454106398306538766066018705930 | 0.014351658740345351851795148825195821693
f(z) = -38/13*z^3 + 291/26*z + 1
*
-2 | 0.061119465422918690471632459255625486508 | 0.010786244804179838294702500888811877410
f(z) = -38/15*z^3 + 289/30*z + 1
*
-2 | 0.081497584460253897711518807948407203504 | 0.014400183860161704577113934096464762248
f(z) = -38/17*z^3 + 287/34*z + 1
*
[ -1/6 ] 
f(z) = -37*z^3 + 289/36*z + 1
*
-2 | 0.089441538555939069261473364853650101094 | 0.015823389608273094884549295259780364977
f(z) = -37/11*z^3 + 285/22*z + 1
*
-2 | 0.089492550121094306668467828283347087090 | 0.015852164008212368514344506405260408109
f(z) = -37/13*z^3 + 283/26*z + 1
*
-2 | 0.069189921944331295142306617840956855592 | 0.012271296504394445694916088507541583366
f(z) = -37/15*z^3 + 281/30*z + 1
*
[ -1/10 ] 
f(z) = -36*z^3 + 284/25*z + 1
*
[ -4/3 ] 
f(z) = -36/5*z^3 + 291/20*z + 1
*
[ -3/2 ] 
f(z) = -36/11*z^3 + 298/33*z + 1
*
[ 2 ] 
f(z) = -36/11*z^3 + 299/22*z + 1
*
[ -1/6 ] 
f(z) = -35*z^3 + 287/36*z + 1
*
[ 4/7 ] 
f(z) = -35*z^3 + 299/28*z + 1
*
-4/7 | 0.20626176826709043099970413616607458891 | 0.029007253959360990001656976207237230065
f(z) = -35/2*z^3 + 298/35*z + 1
*
8/7 | 0.090374210082073428862205082138787347841 | 0.015853890827712878564598257181716190732
f(z) = -35/3*z^3 + 299/21*z + 1
*
0 | 0.17464527905296665019991945908560231138 | 0.029813463972237237973352633410050278401
f(z) = -35/3*z^3 + 299/30*z + 1
*
10/7 | 0.21236261240518075063354574683195912412 | 0.027428517894938313400131090987306987403
f(z) = -35/8*z^3 + 288/35*z + 1
*
[ 4/3 ] 
f(z) = -35/8*z^3 + 289/36*z + 1
*
[ 2 ] 
f(z) = -35/11*z^3 + 291/22*z + 1
*
[ 2 ] 
f(z) = -35/13*z^3 + 293/26*z + 1
*
[ 2 ] 
f(z) = -35/17*z^3 + 297/34*z + 1
*
[ 2 ] 
f(z) = -35/19*z^3 + 299/38*z + 1
*
[ 2 ] 
f(z) = -34/11*z^3 + 283/22*z + 1
*
[ 2 ] 
f(z) = -34/13*z^3 + 285/26*z + 1
*
[ 2 ] 
f(z) = -34/15*z^3 + 287/30*z + 1
*
[ 2 ] 
f(z) = -34/19*z^3 + 291/38*z + 1
*
[ -1/9 ] 
f(z) = -33*z^3 + 281/27*z + 1
*
[ 5/3 ] 
f(z) = -33/10*z^3 + 287/30*z + 1
*
[ 2 ] 
f(z) = -33/17*z^3 + 281/34*z + 1
*
[ 2 ] 
f(z) = -33/19*z^3 + 283/38*z + 1
*
[ -1/10 ] 
f(z) = -32*z^3 + 283/25*z + 1
*
[ -2 ] 
f(z) = -32/11*z^3 + 289/22*z + 1
*
[ -3/2 ] 
f(z) = -32/13*z^3 + 281/39*z + 1
*
[ -2 ] 
f(z) = -32/13*z^3 + 295/26*z + 1
*
[ -1/6 ] 
f(z) = -31*z^3 + 283/36*z + 1
*
[ 3/2 ] 
f(z) = -31/6*z^3 + 287/24*z + 1
*
[ -2 ] 
f(z) = -31/11*z^3 + 281/22*z + 1
*
[ -2 ] 
f(z) = -31/13*z^3 + 287/26*z + 1
*
[ -2 ] 
f(z) = -31/15*z^3 + 293/30*z + 1
*
[ -2 ] 
f(z) = -31/17*z^3 + 299/34*z + 1
*
[ -1/9 ] 
f(z) = -30*z^3 + 280/27*z + 1
*
-1/2 | 0.19329329480885453692492494540373602483 | 0.028415477421423960382301946533481764771
f(z) = -30*z^3 + 289/30*z + 1
*
[ -2 ] 
f(z) = -30/17*z^3 + 291/34*z + 1
*
[ -2 ] 
f(z) = -30/19*z^3 + 297/38*z + 1
*
[ -1/6 ] 
f(z) = -29*z^3 + 281/36*z + 1
*
[ -4/3 ] 
f(z) = -29/8*z^3 + 295/36*z + 1
*
[ -2 ] 
f(z) = -29/17*z^3 + 283/34*z + 1
*
[ -2 ] 
f(z) = -29/19*z^3 + 289/38*z + 1
*
[ -1/10 ] 
f(z) = -28*z^3 + 282/25*z + 1
*
-1/14 | 0.14136361706520669346105960431746318975 | 0.024857434437027239411749387089239740654
f(z) = -28/3*z^3 + 295/21*z + 1
*
[ -1/7 ] 
f(z) = -28/5*z^3 + 284/35*z + 1
*
[ -2 ] 
f(z) = -28/19*z^3 + 281/38*z + 1
*
-8/9 | 0.11692799098673640369969376610676333616 | 0.020227154286866822700592406964492725481
f(z) = -27/2*z^3 + 283/24*z + 1
*
-1/6 | 0.11999314533426835097210145356512096209 | 0.020757389599877734974781831962738991288
f(z) = -27/2*z^3 + 289/24*z + 1
*
2 | 0.14044260799233747816287776721636153527 | 0.024924197331759552395804760940294614057
f(z) = -27/11*z^3 + 280/33*z + 1
*
0 | 0.090243660673002632779595923775091569132 | 0.015497672917708811170279040329008927699
f(z) = -26/3*z^3 + 284/39*z + 1
*
0 | 0.16667874687116975580098769955879496565 | 0.028623979591241713209346490710962989795
f(z) = -26/3*z^3 + 287/39*z + 1
*
0 | 0.15981747555219303661063671154265388936 | 0.027445683654350839687794238824729316964
f(z) = -26/3*z^3 + 290/39*z + 1
*
0 | 0.14831669139761368600829203865296703695 | 0.025470637542572707079416527158324547650
f(z) = -26/3*z^3 + 293/39*z + 1
*
0 | 0.17114705074514760265136045406499113315 | 0.029391327806278785873624499546544565545
f(z) = -26/3*z^3 + 296/39*z + 1
*
19/30 | 0.18761133027729071133343313964461835571 | 0.027580188566652017409746807300235981561
f(z) = -25*z^3 + 289/36*z + 1
*
[ -8/5 ] 
f(z) = -25/6*z^3 + 295/24*z + 1
*
-2/25 | 0.086267416594705737480049086979527299441 | 0.011142203201490940798137765107765203573
f(z) = -25/8*z^3 + 288/25*z + 1
*
[ -9/5 ] 
f(z) = -25/12*z^3 + 299/36*z + 1
*
[ -1/10 ] 
f(z) = -24*z^3 + 281/25*z + 1
*
-5/8 | 0.17243560847869207217118918216842231449 | 0.027129120160279531061608794083163308136
f(z) = -24*z^3 + 289/24*z + 1
*
3/2 | 0.10152826245237919827024370279057667947 | 0.017810589850640179744697181738427054318
f(z) = -24/5*z^3 + 299/30*z + 1
*
[ -11/6 ] 
f(z) = -24/11*z^3 + 293/33*z + 1
*
[ -2/23 ] 
f(z) = -23/8*z^3 + 288/23*z + 1
*
[ 3/4 ] 
f(z) = -22*z^3 + 289/24*z + 1
*
[ -1/8 ] 
f(z) = -22*z^3 + 299/32*z + 1
*
-5/4 | 0.16833561055262393447140330025528534606 | 0.029530265212764147235107316546291476528
f(z) = -22/3*z^3 + 299/24*z + 1
*
[ 5/2 ] 
f(z) = -22/15*z^3 + 293/30*z + 1
*
[ -1/7 ] 
f(z) = -21/5*z^3 + 283/35*z + 1
*
-9/40 | 0.19437840850197406416248006619217406263 | 0.026346538416320178539812030062675171464
f(z) = -40*z^3 + 281/40*z + 1
*
-1/5 | 0.12463814027877441817682150746613521904 | 0.016893767040798074213929450365971054147
f(z) = -40*z^3 + 289/40*z + 1
*
[ 2/3 ] 
f(z) = -40/3*z^3 + 293/54*z + 1
*
-5/8 | 0.16087032285748102997007847751028796496 | 0.027888587159900910458576399703007939904
f(z) = -40/7*z^3 + 293/56*z + 1
*
[ 3/2 ] 
f(z) = -40/17*z^3 + 287/51*z + 1
*
[ 3/2 ] 
f(z) = -40/19*z^3 + 289/57*z + 1
*
-2/13 | 0.16565682074007979844510027926512469978 | 0.023488355711744940497245096523172029877
f(z) = -39/16*z^3 + 289/52*z + 1
*
[ -1/4 ] 
f(z) = -38/7*z^3 + 299/56*z + 1
*
[ -2/3 ] 
f(z) = -37/6*z^3 + 283/54*z + 1
*
-5/12 | 0.16265442432686720972635020116240912102 | 0.028775716173796656155667019358497528882
f(z) = -36/13*z^3 + 285/52*z + 1
*
-4/15 | 0.19800821312092400279626465268640568907 | 0.026895942588270575705106704150548887428
f(z) = -35/2*z^3 + 281/45*z + 1
*
[ 3/4 ] 
f(z) = -35/3*z^3 + 299/48*z + 1
*
-1/7 | 0.095794087498555270670468889310175071739 | 0.016804672525084902407310789348486896325
f(z) = -35/6*z^3 + 299/42*z + 1
*
7/5 | 0.089974035794296028211270607800619813675 | 0.015792971627974122744683180131441103641
f(z) = -35/9*z^3 + 298/45*z + 1
*
-3/2 | 0.14366409343379792853345595167329292561 | 0.025202265680588949039303856587666810013
f(z) = -35/12*z^3 + 299/48*z + 1
*
[ -8/5 ] 
f(z) = -35/16*z^3 + 289/40*z + 1
*
[ -1/4 ] 
f(z) = -34/7*z^3 + 297/56*z + 1
*
0 | 0.15702041362971309022102864898080382103 | 0.026638901012488512338812108635352339438
f(z) = -33/4*z^3 + 283/44*z + 1
*
0 | 0.14625562863712118850618005960181282313 | 0.024812628649491034169525781339687865566
f(z) = -33/4*z^3 + 287/44*z + 1
*
0 | 0.16408879339705137150920618913980173110 | 0.027838069098905844684597188612120739265
f(z) = -33/4*z^3 + 291/44*z + 1
*
0 | 0.13841717024589704850290533130703348378 | 0.023482814822438314315570089730215520658
f(z) = -33/4*z^3 + 295/44*z + 1
*
0 | 0.17557945037067906109494820715780293639 | 0.029787487436388848246048508554140569084
f(z) = -33/4*z^3 + 299/44*z + 1
*
-1/6 | 0.15626989260263874801581757182791911658 | 0.026125910542795246661495576574118027515
f(z) = -33/4*z^3 + 299/48*z + 1
*
0 | 0.16367637834340665290690656598299162154 | 0.027768101866390397687879910867720262652
f(z) = -33/5*z^3 + 283/55*z + 1
*
0 | 0.13439862830233545562089002722853333278 | 0.022801059255919965734581094545356681543
f(z) = -33/5*z^3 + 288/55*z + 1
*
0 | 0.14524943050707955939469044407104925073 | 0.024641924651421461779568244750308057856
f(z) = -33/5*z^3 + 298/55*z + 1
*
4/3 | 0.11426921962190602338211418908234579121 | 0.020166010417399529807918203662815058595
f(z) = -33/7*z^3 + 289/42*z + 1
*
[ -2/11 ] 
f(z) = -33/16*z^3 + 289/44*z + 1
*
[ -5/16 ] 
f(z) = -32*z^3 + 293/40*z + 1
*
7/8 | 0.15074937532093046521944851619158132339 | 0.024693608707414938376949570632516408955
f(z) = -32/3*z^3 + 295/42*z + 1
*
-15/16 | 0.056783250703380375744413032520920000699 | 0.010070890185787150736269613853497043342
f(z) = -32/5*z^3 + 281/40*z + 1
*
-3/16 | 0.056804425782575916257015022829674026291 | 0.010024734971290748947877719214350417200
f(z) = -32/5*z^3 + 289/40*z + 1
*
[ -5/6 ] 
f(z) = -32/5*z^3 + 299/45*z + 1
*
-5/4 | 0.15796634222072825440781467973194658687 | 0.027929025978881424535850542859883936807
f(z) = -32/9*z^3 + 286/45*z + 1
*
[ -2/5 ] 
f(z) = -31/2*z^3 + 299/50*z + 1
*
-3/4 | 0.17643698678341992758883994170840843642 | 0.028427427436068088817647973891593265622
f(z) = -31/3*z^3 + 295/48*z + 1
*
[ 3/2 ] 
f(z) = -31/12*z^3 + 295/48*z + 1
*
-9/20 | 0.21020682624054895179066988723835484912 | 0.029648032187727252004148609020943705402
f(z) = -30*z^3 + 283/40*z + 1
*
[ -1/4 ] 
f(z) = -30/7*z^3 + 295/56*z + 1
*
[ -1/6 ] 
f(z) = -30/7*z^3 + 299/42*z + 1
*
[ -2/5 ] 
f(z) = -29/2*z^3 + 291/50*z + 1
*
[ 6/7 ] 
f(z) = -28/3*z^3 + 281/42*z + 1
*
[ -3/2 ] 
f(z) = -28/19*z^3 + 284/57*z + 1
*
[ -2/5 ] 
f(z) = -27/2*z^3 + 283/50*z + 1
*
7/9 | 0.18400663483758507987810157944094958116 | 0.029021483802881673210147495594794155738
f(z) = -27/2*z^3 + 289/42*z + 1
*
-7/18 | 0.15076237714504555951480939480845769019 | 0.026080101414840497176996174430449620176
f(z) = -27/4*z^3 + 289/48*z + 1
*
[ -1/6 ] 
f(z) = -27/10*z^3 + 283/40*z + 1
*
[ -4/3 ] 
f(z) = -27/13*z^3 + 283/52*z + 1
*
5/4 | 0.13600146374402497903479320553127024329 | 0.023943192065700187466016412472304990550
f(z) = -26/5*z^3 + 293/40*z + 1
*
[ -1/4 ] 
f(z) = -26/7*z^3 + 293/56*z + 1
*
[ -6/5 ] 
f(z) = -25/7*z^3 + 293/42*z + 1
*
5/8 | 0.18090892466315741604805285081093822175 | 0.026344936985554841150694846939135119594
f(z) = -24*z^3 + 287/40*z + 1
*
3/2 | 0.16173465853475696427096542938278978655 | 0.028542619085509265471834452660367057417
f(z) = -24/7*z^3 + 289/42*z + 1
*
[ -3/2 ] 
f(z) = -23/12*z^3 + 287/48*z + 1
*
[ -4/11 ] 
f(z) = -22*z^3 + 293/44*z + 1
*
[ 5/4 ] 
f(z) = -22/5*z^3 + 283/40*z + 1
*
-5/11 | 0.16409644981380295221057051625578341935 | 0.028906740635507976413386182961219058002
f(z) = -22/5*z^3 + 292/55*z + 1
*
[ -1/4 ] 
f(z) = -22/7*z^3 + 291/56*z + 1
*
-2/3 | 0.13603642556876170077804600597352724716 | 0.022341176383394388373955492095185353086
f(z) = -21/2*z^3 + 289/42*z + 1
*
7/6 | 0.059121922000392130439113818084312876092 | 0.010396022190334133038477052577394995521
f(z) = -21/4*z^3 + 295/48*z + 1
*
[ -8/7 ] 
f(z) = -21/8*z^3 + 297/56*z + 1
*
-2/5 | 0.18293040033046400796819498512672609916 | 0.027365897644182734137167132403738239748
f(z) = -40/3*z^3 + 293/60*z + 1
*
-1/2 | 0.11062699740351571131736889090802474130 | 0.018464099475797485874733441302836050722
f(z) = -40/7*z^3 + 289/70*z + 1
*
[ -1/3 ] 
f(z) = -40/7*z^3 + 292/63*z + 1
*
0 | 0.15004781765878092149977697831677134358 | 0.026012390393702944116516729998262911315
f(z) = -40/9*z^3 + 293/72*z + 1
*
[ -3/4 ] 
f(z) = -40/11*z^3 + 289/66*z + 1
*
[ 3/5 ] 
f(z) = -38/3*z^3 + 292/75*z + 1
*
[ -1/3 ] 
f(z) = -38/7*z^3 + 290/63*z + 1
*
[ 3/5 ] 
f(z) = -37/3*z^3 + 283/75*z + 1
*
[ -1/3 ] 
f(z) = -37/7*z^3 + 289/63*z + 1
*
-3/5 | 0.13559704225461413870651909952180238698 | 0.021649117071873340021263005939712126867
f(z) = -35/4*z^3 + 289/60*z + 1
*
-4/5 | 0.11003719253543431857698998266627128082 | 0.018784303206194092275728066267152253179
f(z) = -35/6*z^3 + 299/60*z + 1
*
[ -3/10 ] 
f(z) = -35/9*z^3 + 281/60*z + 1
*
[ -6/5 ] 
f(z) = -35/16*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -34/7*z^3 + 286/63*z + 1
*
-6/11 | 0.19076673841844075736506230801460620845 | 0.027279611879121853530571463492715619690
f(z) = -33/4*z^3 + 283/66*z + 1
*
-5/6 | 0.17419709956747627039103811995642891532 | 0.029123062442275161399728436883310485629
f(z) = -33/5*z^3 + 287/60*z + 1
*
[ -2/3 ] 
f(z) = -33/13*z^3 + 283/78*z + 1
*
0 | 0.16388861838242798930412505901272423130 | 0.027541331366166254842791835562467940932
f(z) = -32/5*z^3 + 289/60*z + 1
*
0 | 0.17051163061303763319976981767085204242 | 0.028654322471257843132033908353402003246
f(z) = -32/5*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -32/7*z^3 + 284/63*z + 1
*
[ -9/16 ] 
f(z) = -32/9*z^3 + 281/72*z + 1
*
-1/2 | 0.098894835447805647431425600967188745694 | 0.017452768894950431752215298545180031661
f(z) = -32/9*z^3 + 289/72*z + 1
*
[ -3/5 ] 
f(z) = -32/9*z^3 + 296/75*z + 1
*
[ -1/3 ] 
f(z) = -31/7*z^3 + 283/63*z + 1
*
[ -3/5 ] 
f(z) = -31/9*z^3 + 293/75*z + 1
*
[ 3/2 ] 
f(z) = -31/15*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -29/7*z^3 + 281/63*z + 1
*
[ -3/5 ] 
f(z) = -29/9*z^3 + 287/75*z + 1
*
[ 3/2 ] 
f(z) = -29/15*z^3 + 281/60*z + 1
*
0 | 0.14395386436381795199641048995398378675 | 0.024107779599373494386401100582325446975
f(z) = -28/5*z^3 + 297/70*z + 1
*
[ -3/5 ] 
f(z) = -28/9*z^3 + 284/75*z + 1
*
0 | 0.16510238508255350387110938556894371215 | 0.029226967254907481171972948070098131073
f(z) = -28/11*z^3 + 284/77*z + 1
*
[ -11/14 ] 
f(z) = -28/11*z^3 + 296/77*z + 1
*
[ -5/9 ] 
f(z) = -27/4*z^3 + 293/60*z + 1
*
[ -5/13 ] 
f(z) = -26/5*z^3 + 284/65*z + 1
*
[ -6/13 ] 
f(z) = -26/9*z^3 + 295/78*z + 1
*
1/15 | 0.15043955193816626824816597228114762163 | 0.026549280564023292146872100517338202795
f(z) = -25/8*z^3 + 289/72*z + 1
*
3/2 | 0.19529659762273441128555306753710618478 | 0.028898174995153008260702505635492351092
f(z) = -25/9*z^3 + 287/60*z + 1
*
[ 8/5 ] 
f(z) = -25/18*z^3 + 283/72*z + 1
*
19/10 | 0.085448206207327492056114777014868248324 | 0.015079733827067568160194764461821409825
f(z) = -25/18*z^3 + 289/72*z + 1
*
0 | 0.10991157712957313397332611451836380106 | 0.019350041749627908339296830169060426327
f(z) = -24/5*z^3 + 293/60*z + 1
*
-1/2 | 0.057887632539817639927821965155833434556 | 0.010215897200480826998063071513182283492
f(z) = -24/11*z^3 + 289/66*z + 1
*
-5/6 | 0.14249802820020849962204812495465107869 | 0.025056909740491877899665862089074211184
f(z) = -24/13*z^3 + 295/78*z + 1
*
-1/2 | 0.13778308888942769525806496338555947609 | 0.022287479219143513487915748559511846153
f(z) = -22/3*z^3 + 289/66*z + 1
*
[ -7/11 ] 
f(z) = -22/7*z^3 + 296/77*z + 1
*
0 | 0.16200965974188548373432347028794770809 | 0.028420535640092365530664234914684469748
f(z) = -21/5*z^3 + 299/70*z + 1
*
[ 6/5 ] 
f(z) = -21/8*z^3 + 296/75*z + 1
*
11/7 | 0.12567457468966636906127443447430451474 | 0.022125133044401248519637366704577112212
f(z) = -21/10*z^3 + 293/70*z + 1
*
-1 | 0.13974510120556853859193257962195575767 | 0.024543673253121227432293442660042058020
f(z) = -21/10*z^3 + 297/70*z + 1
*
-9/20 | 0.15567065449383084453843020111517533999 | 0.025982070538825346226093546608705905905
f(z) = -40/9*z^3 + 281/90*z + 1
*
-2/5 | 0.096545987447748230173508385092140714227 | 0.016113921177143571763260681045839027122
f(z) = -40/9*z^3 + 289/90*z + 1
*
-2/3 | 0.10069701121898437526184416927751455431 | 0.017337214331896224677832821088652065787
f(z) = -37/10*z^3 + 283/90*z + 1
*
-2/3 | 0.088238638980427124903841384982986151685 | 0.013882495969359716222810378521582651888
f(z) = -36/5*z^3 + 281/80*z + 1
*
0 | 0.096662773907356639096692944312854911851 | 0.015928805997821564339678325926019344217
f(z) = -36/7*z^3 + 299/84*z + 1
*
[ 3/4 ] 
f(z) = -35/6*z^3 + 283/96*z + 1
*
-2/5 | 0.13005600257667076559546463394011815858 | 0.022201687719350365222188444097835672477
f(z) = -35/9*z^3 + 281/90*z + 1
*
9/7 | 0.11015671454090180423208672811638116320 | 0.019393198433095506408276660224683366144
f(z) = -35/12*z^3 + 293/84*z + 1
*
4/3 | 0.13727855484361634364940996112884256610 | 0.024226653303679429634370550521896303902
f(z) = -33/14*z^3 + 289/84*z + 1
*
-11/16 | 0.15638594008635250205800731869744590539 | 0.027598687619912876208372396942137318167
f(z) = -32/11*z^3 + 289/88*z + 1
*
-14/31 | 0.17447860920424631067036411517364742480 | 0.025404667928925158586696637817773214321
f(z) = -31/3*z^3 + 289/93*z + 1
*
-3/4 | 0.17540801520451903673637699978955176473 | 0.028568617815609904410144825576461902528
f(z) = -29/6*z^3 + 293/96*z + 1
*
-3/28 | 0.19577478623225983267824799534669244912 | 0.029376166083810713277899198941407708071
f(z) = -28/3*z^3 + 289/84*z + 1
*
-11/18 | 0.15267800776573010440640957446762107651 | 0.026411482770102369871650537437250706452
f(z) = -27/7*z^3 + 289/84*z + 1
*
-1/20 | 0.14657683461353180749722440644486457177 | 0.024464274712980306400262899648639452162
f(z) = -25/6*z^3 + 289/96*z + 1
*
7/5 | 0.11284397925552620451215556262868673304 | 0.019988493612903229007264224011067511111
f(z) = -25/12*z^3 + 283/84*z + 1
*
[ -3/4 ] 
f(z) = -25/18*z^3 + 299/96*z + 1
*
[ -3/4 ] 
f(z) = -23/18*z^3 + 293/96*z + 1
*
-4/21 | 0.21410310628767809374861672353487436265 | 0.028641256204181453317624640394349992257
f(z) = -21*z^3 + 295/84*z + 1
*
-12/7 | 0.070604675624747245634565344291827978135 | 0.010010983722719679916301244397878207251
f(z) = -21/16*z^3 + 289/84*z + 1
*
0 | 0.15294379323758795368006111220984295102 | 0.026514438664060776414058662617315956443
f(z) = -40/13*z^3 + 281/104*z + 1
*
[ 4/5 ] 
f(z) = -39/8*z^3 + 287/100*z + 1
*
20/37 | 0.19360971377175185304946846930712166799 | 0.026808933137720400349545493095648941454
f(z) = -37/3*z^3 + 289/111*z + 1
*
-2/7 | 0.13600781434690023934464949136049566300 | 0.019127215112930964016064261372983986767
f(z) = -35/3*z^3 + 289/105*z + 1
*
[ 10/11 ] 
f(z) = -33/10*z^3 + 289/110*z + 1
*
0 | 0.17623432564512209269437607569371165237 | 0.029898588644239144003069583668770430660
f(z) = -33/10*z^3 + 293/110*z + 1
*
0 | 0.17434897891922048048679850644134281597 | 0.028538535483665819817261579678127812017
f(z) = -30/7*z^3 + 289/105*z + 1
*
0 | 0.11129307252838935347722020338008910249 | 0.018217148842088749786293926598115706012
f(z) = -30/7*z^3 + 296/105*z + 1
*
-3/7 | 0.15091552768167885577894338190443065898 | 0.026765880568402011691522619437076880889
f(z) = -28/15*z^3 + 281/105*z + 1
*
[ 7/10 ] 
f(z) = -25/4*z^3 + 295/112*z + 1
*
4/3 | 0.16468651409343462114545076457282579240 | 0.029099219295157770879970901996790958239
f(z) = -23/12*z^3 + 287/108*z + 1
*
0 | 0.17812406530286915020453484600897588340 | 0.028812943851570724620793259257005572110
f(z) = -22/5*z^3 + 299/110*z + 1
*
0 | 0.18236604691404086020542165386984575521 | 0.029949860880382801396266492107645225997
f(z) = -21/5*z^3 + 281/105*z + 1
*
0 | 0.12894658275343336557224874906954910859 | 0.021176815968854325484346583056810858098
f(z) = -21/5*z^3 + 286/105*z + 1
*
-10/21 | 0.21555933999761821796326769026427773720 | 0.027904524666055569432086146912797586707
f(z) = -21/8*z^3 + 283/105*z + 1
*
-3/40 | 0.18334170508485165106607319776768944854 | 0.024850595874091807749124156839084428900
f(z) = -40/9*z^3 + 283/120*z + 1
*
-5/13 | 0.16776328743148564361000765538068351793 | 0.026934734053573651899050038015571662452
f(z) = -39/10*z^3 + 283/130*z + 1
*
0 | 0.16573023601881140570131708185100272579 | 0.026608323550083806893692006299370133620
f(z) = -39/10*z^3 + 297/130*z + 1
*
0 | 0.13658919128024865985059409380840261467 | 0.022508176016008549923747795906267904188
f(z) = -36/11*z^3 + 289/132*z + 1
*
0 | 0.15220059810377082590216532171722858791 | 0.024570655049851088938424225618680612855
f(z) = -35/9*z^3 + 283/126*z + 1
*
0 | 0.12019789427265198266580764522967775178 | 0.021317902353037881064612470221122420276
f(z) = -35/18*z^3 + 281/126*z + 1
*
-17/16 | 0.15906246983408087402367661924398074680 | 0.028210795376034128749241917247205782137
f(z) = -32/17*z^3 + 281/136*z + 1
*
[ 17/16 ] 
f(z) = -32/17*z^3 + 297/136*z + 1
*
-3/8 | 0.15599353482292249354454756107149999758 | 0.024542305314860528697190193811041202274
f(z) = -24/5*z^3 + 281/120*z + 1
*
0 | 0.17550093723820412588881951252227841462 | 0.027986168232524939735630620551281510812
f(z) = -23/6*z^3 + 295/138*z + 1
*
[ 5/4 ] 
f(z) = -22/15*z^3 + 299/120*z + 1
*
0 | 0.14556070199479520572829987524031953991 | 0.023986567830176355978899822191193311028
f(z) = -36/13*z^3 + 289/156*z + 1
*
[ 17/18 ] 
f(z) = -36/17*z^3 + 280/153*z + 1
*
0 | 0.16188060304327394240219221374276259757 | 0.025949371469627350503524065397358032586
f(z) = -32/9*z^3 + 287/144*z + 1
*
1/15 | 0.10705177988440080119838370885919004272 | 0.018892290640410858545092672642393300645
f(z) = -25/16*z^3 + 289/144*z + 1
*
[ 6/7 ] 
f(z) = -23/8*z^3 + 286/147*z + 1
*
0 | 0.15557525795594810937655587716369560544 | 0.025165500038170086259850794576724761668
f(z) = -22/7*z^3 + 281/154*z + 1
*
-4/7 | 0.16094529791811634695313008557266900481 | 0.025239484022622909895843059879343518411
f(z) = -21/5*z^3 + 297/140*z + 1
*
-5/14 | 0.13586088875669760725889090881735299042 | 0.019725568312266555811474798126692946709
f(z) = -35/6*z^3 + 293/168*z + 1
*
[ 10/17 ] 
f(z) = -34/5*z^3 + 281/170*z + 1
*
-11/32 | 0.084942080073557479543115508070659808342 | 0.012254551768491461182218342833971399492
f(z) = -32/5*z^3 + 281/160*z + 1
*
0 | 0.16378336451942428382005138410452146219 | 0.026254383085809201746088932071556245856
f(z) = -32/11*z^3 + 281/176*z + 1
*
-5/12 | 0.16966292263900831508687050550326401080 | 0.025787573262029720919058403855542707799
f(z) = -30/7*z^3 + 293/168*z + 1
*
[ 7/9 ] 
f(z) = -27/8*z^3 + 295/168*z + 1
*
-11/18 | 0.15890760728503685214084461522059612293 | 0.027489129529950509672848284410322320577
f(z) = -27/14*z^3 + 289/168*z + 1
*
[ 3/4 ] 
f(z) = -26/7*z^3 + 295/168*z + 1
*
0 | 0.16313170772370047948945268620599701477 | 0.028824493390833066846972791547158255269
f(z) = -22/15*z^3 + 287/165*z + 1
*
0 | 0.11946193777375152130130675261140962067 | 0.019619158705080947337883890830979890329
f(z) = -21/8*z^3 + 281/168*z + 1
*
-1/3 | 0.095009217551031557693049337872328666213 | 0.015603303883363034645920320227193961092
f(z) = -21/8*z^3 + 289/168*z + 1
*
4/5 | 0.12784330568135075846763048136298187013 | 0.019125015915614247058519607335927583895
f(z) = -40/9*z^3 + 287/180*z + 1
*
-1/10 | 0.17361568846197456256198700612069211920 | 0.028977170288986698754190080180791997427
f(z) = -40/19*z^3 + 289/190*z + 1
*
-4/7 | 0.22362016398668419095270437948457771345 | 0.029805140164178239329492139223116706473
f(z) = -37/16*z^3 + 295/196*z + 1
*
7/9 | 0.19415057820184741728459486836519304103 | 0.028583735744705327851834267385795116618
f(z) = -33/7*z^3 + 296/189*z + 1
*
0 | 0.14276454624873980148912359757230993194 | 0.023368597247803870938077691947445013442
f(z) = -30/13*z^3 + 281/195*z + 1
*
0 | 0.14394635520705463397443860468957631091 | 0.025236999455476444629029454442920928251
f(z) = -30/19*z^3 + 281/190*z + 1
*
-10/27 | 0.18956014093828637883952570650036948397 | 0.028757512681156681986689352879678495659
f(z) = -27/7*z^3 + 289/189*z + 1
*
-5/9 | 0.12056183502505274620541259131837836372 | 0.020080630044754533212830803983120980613
f(z) = -27/13*z^3 + 281/195*z + 1
*
15/13 | 0.14018963441807402406812689088382783058 | 0.024074966423812698306211904919399140469
f(z) = -26/15*z^3 + 281/195*z + 1
*
0 | 0.15849756101854225611520047388100571876 | 0.027219012843688906164314220589127035663
f(z) = -26/15*z^3 + 293/195*z + 1
*
-3/4 | 0.14461769133288423186745792017063701983 | 0.024137285666271645853661819734001053036
f(z) = -25/12*z^3 + 289/192*z + 1
*
[ 12/17 ] 
f(z) = -34/9*z^3 + 299/204*z + 1
*
5/6 | 0.13429256970446275336957424313333634139 | 0.019741954764006427775335073624223122956
f(z) = -30/7*z^3 + 289/210*z + 1
*
[ 7/9 ] 
f(z) = -27/10*z^3 + 283/210*z + 1
*
0 | 0.19152914395434388381022321441565237235 | 0.029750937031282681778004735264736682974
f(z) = -25/8*z^3 + 297/200*z + 1
*
0 | 0.18039185694281847352129716415308628785 | 0.029625640906379487734057662174572668512
f(z) = -21/10*z^3 + 281/210*z + 1
*
-8/25 | 0.14101689830250891886591324561042803615 | 0.021904681319647203234335892285358571062
f(z) = -25/9*z^3 + 289/225*z + 1
*
0 | 0.16239959801314754309826294072147318839 | 0.025536238962981025846487688512546114982
f(z) = -34/15*z^3 + 293/255*z + 1
*
0 | 0.14135839417544831576306281968261105833 | 0.022659672696105179408095378958688826626
f(z) = -32/15*z^3 + 287/240*z + 1
*
[ 10/13 ] 
f(z) = -39/16*z^3 + 297/260*z + 1
*
-11/24 | 0.13403353646686571130241674294005511841 | 0.021087360948223964091684333199145238227
f(z) = -24/11*z^3 + 289/264*z + 1
*
-4/21 | 0.18066506851818409002673415416259779377 | 0.029670510271108150012080285234372106434
f(z) = -21/13*z^3 + 289/273*z + 1
*
0 | 0.19532743202141131627565189151866364882 | 0.029675886660965819344306620042081778429
f(z) = -38/15*z^3 + 287/285*z + 1
*
2/15 | 0.064461449690947047868073096474628075625 | 0.010551454793354269476296566588248035779
f(z) = -30/19*z^3 + 293/285*z + 1
*
[ 6/7 ] 
f(z) = -29/18*z^3 + 299/294*z + 1
*
1/14 | 0.12909525198609933760135720918875629740 | 0.020244751428260718181618195533750611603
f(z) = -21/10*z^3 + 283/280*z + 1
*
[ 5/8 ] 
f(z) = -24/35*z^3 - 93/280*z + 1
*
[ 2/3 ] 
f(z) = -24/37*z^3 - 47/222*z + 1
*
[ 2/3 ] 
f(z) = -21/37*z^3 - 55/222*z + 1
*
[ 2/3 ] 
f(z) = -23/30*z^3 - 43/270*z + 1
*
0 | 0.12546228541453207755488065259494081399 | 0.022265655729890368375422938855530653461
f(z) = -24/35*z^3 - 53/280*z + 1
*
[ 2/3 ] 
f(z) = -21/34*z^3 - 23/102*z + 1
*
[ 2/3 ] 
f(z) = -21/38*z^3 - 29/114*z + 1
*
[ 2/3 ] 
f(z) = -29/36*z^3 - 23/162*z + 1
*
[ 2/3 ] 
f(z) = -25/36*z^3 - 31/162*z + 1
*
[ 2/3 ] 
f(z) = -24/29*z^3 - 23/174*z + 1
*
[ 2/3 ] 
f(z) = -23/36*z^3 - 35/162*z + 1
*
[ 2/3 ] 
f(z) = -21/29*z^3 - 31/174*z + 1
*
[ 2/3 ] 
f(z) = -24/31*z^3 - 29/186*z + 1
*
[ 2/3 ] 
f(z) = -21/31*z^3 - 37/186*z + 1
*
0 | 0.074149673961624694872128805360040732018 | 0.013867249449474859860765123215102247708
f(z) = -24/35*z^3 - 31/210*z + 1
*
[ 2/3 ] 
f(z) = -33/37*z^3 - 23/222*z + 1
*
[ 2/3 ] 
f(z) = -30/37*z^3 - 31/222*z + 1
*
[ 2/3 ] 
f(z) = -23/26*z^3 - 25/234*z + 1
*
[ 2/3 ] 
f(z) = -27/28*z^3 - 1/14*z + 1
*
[ 2/3 ] 
f(z) = -27/32*z^3 - 1/8*z + 1
*
[ 2/3 ] 
f(z) = -33/32*z^3 - 1/24*z + 1
*
[ 2/3 ] 
f(z) = -27/26*z^3 - 1/26*z + 1
*
[ 2/3 ] 
f(z) = -27/34*z^3 - 5/34*z + 1
*
[ 2/3 ] 
f(z) = -27/38*z^3 - 7/38*z + 1
*
[ 2/3 ] 
f(z) = -25/24*z^3 - 1/27*z + 1
*
[ 2/3 ] 
f(z) = -23/24*z^3 - 2/27*z + 1
*
[ 2/3 ] 
f(z) = -21/20*z^3 - 1/30*z + 1
*
[ 2/3 ] 
f(z) = -21/32*z^3 - 5/24*z + 1
*
[ 2/3 ] 
f(z) = -27/25*z^3 - 1/50*z + 1
*
[ 2/3 ] 
f(z) = -27/29*z^3 - 5/58*z + 1
*
[ 2/3 ] 
f(z) = -36/35*z^3 - 3/70*z + 1
*
[ 2/3 ] 
f(z) = -36/37*z^3 - 5/74*z + 1
*
[ 2/3 ] 
f(z) = -35/32*z^3 - 1/72*z + 1
*
[ 2/3 ] 
f(z) = -31/32*z^3 - 5/72*z + 1
*
[ 2/3 ] 
f(z) = -29/32*z^3 - 7/72*z + 1
*
[ 2/3 ] 
f(z) = -27/31*z^3 - 7/62*z + 1
*
[ 2/3 ] 
f(z) = -27/35*z^3 - 11/70*z + 1
*
[ 2/3 ] 
f(z) = -27/37*z^3 - 13/74*z + 1
*
[ 2/3 ] 
f(z) = -23/32*z^3 - 13/72*z + 1
*
[ 2/3 ] 
f(z) = -21/22*z^3 - 5/66*z + 1
*
[ 2/3 ] 
f(z) = -21/26*z^3 - 11/78*z + 1
*
[ 2/3 ] 
f(z) = -39/38*z^3 - 5/114*z + 1
*
[ 2/3 ] 
f(z) = -33/34*z^3 - 7/102*z + 1
*
[ 2/3 ] 
f(z) = -33/38*z^3 - 13/114*z + 1
*
[ 2/3 ] 
f(z) = -31/28*z^3 - 1/126*z + 1
*
[ 2/3 ] 
f(z) = -29/28*z^3 - 5/126*z + 1
*
[ 2/3 ] 
f(z) = -25/28*z^3 - 13/126*z + 1
*
[ 2/3 ] 
f(z) = -24/23*z^3 - 5/138*z + 1
*
[ 2/3 ] 
f(z) = -23/28*z^3 - 17/126*z + 1
*
[ 2/3 ] 
f(z) = -21/23*z^3 - 13/138*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -28/39*z^3 - 5/156*z + 1
*
[ 2/3 ] 
f(z) = -24/25*z^3 - 11/150*z + 1
*
[ 2/3 ] 
f(z) = -21/25*z^3 - 19/150*z + 1
*
[ 2/3 ] 
f(z) = -37/36*z^3 - 7/162*z + 1
*
[ 2/3 ] 
f(z) = -35/36*z^3 - 11/162*z + 1
*
[ 2/3 ] 
f(z) = -31/36*z^3 - 19/162*z + 1
*
[ 2/3 ] 
f(z) = -30/29*z^3 - 7/174*z + 1
*
[ 2/3 ] 
f(z) = -33/31*z^3 - 5/186*z + 1
*
[ 2/3 ] 
f(z) = -30/31*z^3 - 13/186*z + 1
*
0 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -25/36*z^3 - 19/180*z + 1
*
[ 2/3 ] 
f(z) = -23/22*z^3 - 7/198*z + 1
*
[ 2/3 ] 
f(z) = -39/35*z^3 - 1/210*z + 1
*
6/7 | 0.18354547633676490590740731998636070717 | 0.025710729214897200323991007360898369538
f(z) = -35/36*z^3 - 11/210*z + 1
*
[ 2/3 ] 
f(z) = -33/35*z^3 - 17/210*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.026716525054219703066959902845560649036
f(z) = -27/35*z^3 - 13/210*z + 1
*
[ 2/3 ] 
f(z) = -39/37*z^3 - 7/222*z + 1
*
[ 2/3 ] 
f(z) = -29/26*z^3 - 1/234*z + 1
*
[ 2/3 ] 
f(z) = -25/26*z^3 - 17/234*z + 1
*
1/2 | 0.13829642453760891229698195631984249759 | 0.025010977145897470420072488120854805581
f(z) = -21/20*z^3 - 17/240*z + 1
*
[ 2/3 ] 
f(z) = -31/30*z^3 - 11/270*z + 1
*
[ 2/3 ] 
f(z) = -29/30*z^3 - 19/270*z + 1
*
[ 3/4 ] 
f(z) = -40/27*z^3 + 1/2*z + 1
*
3/10 | 0.089414250973870910533334493493078325206 | 0.016875971141027768207196007604948276116
f(z) = -40/27*z^3 + 4/5*z + 1
*
[ -3/2 ] 
f(z) = -40/27*z^3 + 5*z + 1
*
-3/2 | 0.13131452202749929948926687792784295126 | 0.025051671065053329022924884790023245236
f(z) = -40/27*z^3 + 7/2*z + 1
*
[ 3/2 ] 
f(z) = -40/27*z^3 + 11/3*z + 1
*
3/2 | 0.065203883802870446733615588343874996224 | 0.013692041638046464671064973080605588214
f(z) = -40/27*z^3 + 13/6*z + 1
*
[ 3 ] 
f(z) = -40/27*z^3 + 14*z + 1
*
[ -3/5 ] 
f(z) = -40/27*z^3 + 16/5*z + 1
*
-3/2 | 0.15291471740244537013359927537188733888 | 0.024504480442284158581580415071419162634
f(z) = -40/27*z^3 + 19/5*z + 1
*
[ -3/4 ] 
f(z) = -40/27*z^3 + 19/6*z + 1
*
[ 3/2 ] 
f(z) = -38/27*z^3 + 7/2*z + 1
*
[ -3 ] 
f(z) = -38/27*z^3 + 14*z + 1
*
-2 | 0.060710951938879826945846276149462389364 | 0.012358073862496376408527067315141569795
f(z) = -37/24*z^3 + 17/3*z + 1
*
[ 3/4 ] 
f(z) = -37/27*z^3 + 7/16*z + 1
*
[ 3 ] 
f(z) = -37/27*z^3 + 13*z + 1
*
[ -3/2 ] 
f(z) = -37/27*z^3 + 19/4*z + 1
*
[ 5/6 ] 
f(z) = -36/25*z^3 + 4/5*z + 1
*
[ -5/6 ] 
f(z) = -36/25*z^3 + 16/5*z + 1
*
-2 | 0.059677407775384756329747831942994889700 | 0.012299471464379436258135642467749276312
f(z) = -35/24*z^3 + 16/3*z + 1
*
[ 2 ] 
f(z) = -35/24*z^3 + 19/3*z + 1
*
[ 6/7 ] 
f(z) = -35/27*z^3 + 11/14*z + 1
*
[ -3 ] 
f(z) = -35/27*z^3 + 13*z + 1
*
[ 3/2 ] 
f(z) = -35/27*z^3 + 13/4*z + 1
*
[ 3/4 ] 
f(z) = -34/27*z^3 + 3/8*z + 1
*
[ -3/2 ] 
f(z) = -34/27*z^3 + 9/2*z + 1
*
[ 3 ] 
f(z) = -34/27*z^3 + 12*z + 1
*
[ 3/2 ] 
f(z) = -34/27*z^3 + 19/6*z + 1
*
-4/3 | 0.12090528800631941741828688807609071365 | 0.024066115327510382802546298480836021034
f(z) = -33/32*z^3 + 19/12*z + 1
*
[ 5/4 ] 
f(z) = -32/25*z^3 + 11/5*z + 1
*
[ -5/4 ] 
f(z) = -32/25*z^3 + 19/5*z + 1
*
[ 3/4 ] 
f(z) = -32/27*z^3 + 1/3*z + 1
*
-3/16 | 0.089853445911228615017007583317683381835 | 0.016203890102864278578922854764092339015
f(z) = -32/27*z^3 + 3/8*z + 1
*
-3/8 | 0.061034843958048502218532713621825447265 | 0.014675777783284714180455708394163796502
f(z) = -32/27*z^3 + 5/6*z + 1
*
[ -3 ] 
f(z) = -32/27*z^3 + 12*z + 1
*
[ -3/2 ] 
f(z) = -32/27*z^3 + 13/3*z + 1
*
21/8 | 0.15034245334079446784900971231861473087 | 0.025040852977477671950249538250570611847
f(z) = -32/27*z^3 + 15/2*z + 1
*
15/8 | 0.053003098940165235433806473118211631606 | 0.010536478089663786107555105280631274624
f(z) = -32/27*z^3 + 17/6*z + 1
*
-2 | 0.057401441169310251791407169869548348242 | 0.012165191247265293717293702841756866246
f(z) = -31/24*z^3 + 14/3*z + 1
*
[ 2 ] 
f(z) = -31/24*z^3 + 17/3*z + 1
*
[ 3/4 ] 
f(z) = -31/27*z^3 + 5/16*z + 1
*
[ 3 ] 
f(z) = -31/27*z^3 + 11*z + 1
*
[ -3/2 ] 
f(z) = -31/27*z^3 + 17/4*z + 1
*
-2 | 0.056134932624294210123905401954571516560 | 0.012086608092069102587292146571591952477
f(z) = -29/24*z^3 + 13/3*z + 1
*
[ 2 ] 
f(z) = -29/24*z^3 + 16/3*z + 1
*
[ -2 ] 
f(z) = -29/24*z^3 + 19/3*z + 1
*
[ -3 ] 
f(z) = -29/27*z^3 + 11*z + 1
*
[ 3/2 ] 
f(z) = -29/27*z^3 + 11/4*z + 1
*
[ 3/4 ] 
f(z) = -28/27*z^3 + 1/4*z + 1
*
[ -3/2 ] 
f(z) = -28/27*z^3 + 4*z + 1
*
[ 3/2 ] 
f(z) = -28/27*z^3 + 8/3*z + 1
*
[ 3 ] 
f(z) = -28/27*z^3 + 10*z + 1
*
[ 2/3 ] 
f(z) = -27/20*z^3 + 1/10*z + 1
*
[ 5/3 ] 
f(z) = -27/25*z^3 + 17/5*z + 1
*
4/3 | 0.064181351810809688074137774749546624465 | 0.014061449547338276763451013512945698020
f(z) = -27/32*z^3 + 5/12*z + 1
*
[ 4/3 ] 
f(z) = -27/32*z^3 + 7/4*z + 1
*
-2/3 | 0.089852473040809020256540409385935800814 | 0.025925943453516890341088747112137900356
f(z) = -27/32*z^3 + 7/8*z + 1
*
4/9 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -27/32*z^3 + 11/12*z + 1
*
[ -4/3 ] 
f(z) = -27/32*z^3 + 13/4*z + 1
*
2/3 | 0.076029927694513897719583023554279119700 | 0.018569499107630209079315776114588180243
f(z) = -27/32*z^3 + 15/8*z + 1
*
-4/9 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = -27/32*z^3 + 17/12*z + 1
*
[ 3/2 ] 
f(z) = -26/27*z^3 + 5/2*z + 1
*
[ -3 ] 
f(z) = -26/27*z^3 + 10*z + 1
*
2/5 | 0.038509210314195629134249648394855487904 | 0.011963558835256534702024428556181531751
f(z) = -25/24*z^3 + 2/3*z + 1
*
-6/5 | 0.099542981272853771425860700389152064050 | 0.028722033087529818098492844244499469075
f(z) = -25/24*z^3 + 4/3*z + 1
*
[ 4/5 ] 
f(z) = -25/24*z^3 + 5/12*z + 1
*
[ -6/5 ] 
f(z) = -25/24*z^3 + 10/3*z + 1
*
-4/5 | 0.064181328112712122075628615856269434869 | 0.019939050651430480084804179829588302715
f(z) = -25/24*z^3 + 11/12*z + 1
*
[ -2 ] 
f(z) = -25/24*z^3 + 17/3*z + 1
*
[ -3/5 ] 
f(z) = -25/27*z^3 + 3*z + 1
*
[ 6/5 ] 
f(z) = -25/27*z^3 + 3/2*z + 1
*
[ 3/4 ] 
f(z) = -25/27*z^3 + 3/16*z + 1
*
-6/5 | 0.061083191047676019517066661115203247701 | 0.016046390036370563094921211120813536632
f(z) = -25/27*z^3 + 5/3*z + 1
*
[ 3 ] 
f(z) = -25/27*z^3 + 9*z + 1
*
[ -6/5 ] 
f(z) = -25/27*z^3 + 19/6*z + 1
*
[ 4/5 ] 
f(z) = -25/32*z^3 + 1/4*z + 1
*
[ -4/5 ] 
f(z) = -25/32*z^3 + 11/4*z + 1
*
12/5 | 0.064573756441953405137108839101579092222 | 0.013488014165102064355463596611191830498
f(z) = -25/32*z^3 + 15/4*z + 1
*
-4/5 | 0.12711752779298348977871003738736190251 | 0.025302657430947511513400683546767454193
f(z) = -25/32*z^3 + 19/4*z + 1
*
[ 8/5 ] 
f(z) = -25/32*z^3 + 19/8*z + 1
*
[ 6/5 ] 
f(z) = -25/36*z^3 + 7/6*z + 1
*
[ -6/5 ] 
f(z) = -25/36*z^3 + 17/6*z + 1
*
[ 5/6 ] 
f(z) = -24/25*z^3 + 7/15*z + 1
*
[ 5/4 ] 
f(z) = -24/25*z^3 + 17/10*z + 1
*
-2 | 0.051591402917634245766772804339421705706 | 0.011773411532783568248194740854251272419
f(z) = -23/24*z^3 + 10/3*z + 1
*
[ 2 ] 
f(z) = -23/24*z^3 + 13/3*z + 1
*
[ -2 ] 
f(z) = -23/24*z^3 + 16/3*z + 1
*
[ -3 ] 
f(z) = -23/27*z^3 + 9*z + 1
*
[ 3/2 ] 
f(z) = -23/27*z^3 + 9/4*z + 1
*
-2 | 0.070867823439951125974368858350316338976 | 0.016363931434131112730370318971690237185
f(z) = -23/32*z^3 + 19/8*z + 1
*
[ 3/4 ] 
f(z) = -22/27*z^3 + 1/8*z + 1
*
[ -3/2 ] 
f(z) = -22/27*z^3 + 7/2*z + 1
*
[ 3 ] 
f(z) = -22/27*z^3 + 8*z + 1
*
[ 3/2 ] 
f(z) = -22/27*z^3 + 13/6*z + 1
*
-4/3 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = -21/32*z^3 + 11/12*z + 1
*
-2 | 0.068283934982369960240405684487055587803 | 0.016182915106092937085776710559768986885
f(z) = -21/32*z^3 + 17/8*z + 1
*
[ 4/3 ] 
f(z) = -21/32*z^3 + 17/12*z + 1
*
[ 2/3 ] 
f(z) = -39/20*z^3 + 11/30*z + 1
*
[ 2/3 ] 
f(z) = -39/32*z^3 + 1/24*z + 1
*
[ 3/4 ] 
f(z) = -38/27*z^3 + 11/24*z + 1
*
[ 2/3 ] 
f(z) = -37/24*z^3 + 5/27*z + 1
*
[ 5/6 ] 
f(z) = -36/35*z^3 + 18/35*z + 1
*
[ 2/3 ] 
f(z) = -35/24*z^3 + 4/27*z + 1
*
[ 4/5 ] 
f(z) = -35/32*z^3 + 9/20*z + 1
*
-4/5 | 0.11883613073619273752550732751304215978 | 0.023008916794652175897874061294181525204
f(z) = -35/32*z^3 + 19/20*z + 1
*
[ 2/3 ] 
f(z) = -33/20*z^3 + 7/30*z + 1
*
-15/16 | 0.12521431053340843743096104292700851767 | 0.022580758106859880889725038962600577607
f(z) = -32/27*z^3 + 17/24*z + 1
*
[ 3/4 ] 
f(z) = -32/33*z^3 + 7/33*z + 1
*
[ 3/4 ] 
f(z) = -32/39*z^3 + 5/39*z + 1
*
[ 2/3 ] 
f(z) = -31/24*z^3 + 2/27*z + 1
*
[ 2/3 ] 
f(z) = -29/24*z^3 + 1/27*z + 1
*
[ 5/7 ] 
f(z) = -28/25*z^3 + 6/35*z + 1
*
39/28 | 0.15945166148118994250811004343313744179 | 0.023925851638800845438905913009730800373
f(z) = -28/27*z^3 + 19/28*z + 1
*
[ 2/3 ] 
f(z) = -27/22*z^3 + 1/22*z + 1
*
[ 5/6 ] 
f(z) = -27/25*z^3 + 11/20*z + 1
*
-8/9 | 0.089853750374685607998764199992126701443 | 0.019685998220435892385354573573963558379
f(z) = -27/32*z^3 + 19/24*z + 1
*
[ 3/4 ] 
f(z) = -26/27*z^3 + 5/24*z + 1
*
[ 4/5 ] 
f(z) = -25/28*z^3 + 9/28*z + 1
*
[ 4/5 ] 
f(z) = -25/36*z^3 + 7/36*z + 1
*
-5/6 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -24/25*z^3 + 11/30*z + 1
*
[ 5/7 ] 
f(z) = -21/25*z^3 + 1/35*z + 1
*
-2/3 | 0.089853573139062341313019019194164271024 | 0.019685959390001439993363344789089929993
f(z) = -21/32*z^3 + 19/24*z + 1
*
0 | 0.11017102890520120265693797739940284155 | 0.025141569892215027783644701844134738619
f(z) = -40/21*z^3 + 17/42*z + 1
*
[ 2/3 ] 
f(z) = -39/28*z^3 + 5/42*z + 1
*
0 | 0.11205439634638207939495163425636611265 | 0.025874231346456783418411666336183478672
f(z) = -38/21*z^3 + 13/42*z + 1
*
[ 2/3 ] 
f(z) = -36/23*z^3 + 9/46*z + 1
*
[ 2/3 ] 
f(z) = -36/25*z^3 + 7/50*z + 1
*
[ 2/3 ] 
f(z) = -36/29*z^3 + 3/58*z + 1
*
[ 3/4 ] 
f(z) = -35/27*z^3 + 19/48*z + 1
*
[ 2/3 ] 
f(z) = -33/28*z^3 + 1/42*z + 1
*
[ 3/4 ] 
f(z) = -29/27*z^3 + 13/48*z + 1
*
[ 2/3 ] 
f(z) = -27/23*z^3 + 1/46*z + 1
*
[ 4/5 ] 
f(z) = -25/26*z^3 + 19/52*z + 1
*
[ 3/4 ] 
f(z) = -23/27*z^3 + 7/48*z + 1
*
[ 3/4 ] 
f(z) = -40/39*z^3 + 19/78*z + 1
*
[ 2/3 ] 
f(z) = -39/22*z^3 + 19/66*z + 1
*
[ 2/3 ] 
f(z) = -37/32*z^3 + 1/72*z + 1
*
[ 2/3 ] 
f(z) = -36/31*z^3 + 1/62*z + 1
*
[ 2/3 ] 
f(z) = -33/26*z^3 + 5/78*z + 1
*
-5/8 | 0.10847472715830096068002221873893032494 | 0.025532505270260274903726893102655085909
f(z) = -32/35*z^3 + 11/70*z + 1
*
6/5 | 0.070078619429722022368410971663502760713 | 0.016726585779673778480836536464483675358
f(z) = -25/33*z^3 + 17/66*z + 1
*
[ 4/5 ] 
f(z) = -25/34*z^3 + 15/68*z + 1
*
[ 4/5 ] 
f(z) = -25/38*z^3 + 13/76*z + 1
*
[ 8/11 ] 
f(z) = -33/32*z^3 + 15/88*z + 1
*
[ 2/3 ] 
f(z) = -31/20*z^3 + 17/90*z + 1
*
[ 2/3 ] 
f(z) = -29/20*z^3 + 13/90*z + 1
*
0 | 0.13586920210569661992870989500085397810 | 0.029767492839323201416501825542610211749
f(z) = -27/32*z^3 + 17/96*z + 1
*
[ 7/10 ] 
f(z) = -25/21*z^3 + 13/84*z + 1
*
[ 2/3 ] 
f(z) = -23/20*z^3 + 1/90*z + 1
*
[ 2/3 ] 
f(z) = -39/34*z^3 + 1/102*z + 1
*
[ 3/4 ] 
f(z) = -32/35*z^3 + 19/105*z + 1
*
[ 3/4 ] 
f(z) = -32/37*z^3 + 17/111*z + 1
*
[ 7/9 ] 
f(z) = -27/35*z^3 + 19/105*z + 1
*
[ 9/13 ] 
f(z) = -26/27*z^3 + 2/117*z + 1
*
[ 7/10 ] 
f(z) = -25/28*z^3 + 1/112*z + 1
*
[ 4/5 ] 
f(z) = -21/32*z^3 + 17/100*z + 1
*
[ 2/3 ] 
f(z) = -37/28*z^3 + 11/126*z + 1
*
[ 2/3 ] 
f(z) = -33/23*z^3 + 19/138*z + 1
*
[ 2/3 ] 
f(z) = -30/23*z^3 + 11/138*z + 1
*
[ 3/4 ] 
f(z) = -28/33*z^3 + 19/132*z + 1
*
11/10 | 0.095750737228238515309789939124916707679 | 0.019609793464142882338231700770495425260
f(z) = -25/33*z^3 + 1/132*z + 1
*
[ 2/3 ] 
f(z) = -33/25*z^3 + 13/150*z + 1
*
[ 3/4 ] 
f(z) = -28/39*z^3 + 11/156*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -24/25*z^3 + 19/150*z + 1
*
[ 5/7 ] 
f(z) = -21/20*z^3 + 19/140*z + 1
*
[ 2/3 ] 
f(z) = -39/29*z^3 + 17/174*z + 1
*
[ 2/3 ] 
f(z) = -33/29*z^3 + 1/174*z + 1
*
[ 2/3 ] 
f(z) = -39/31*z^3 + 11/186*z + 1
*
[ 2/3 ] 
f(z) = -29/22*z^3 + 17/198*z + 1
*
[ 2/3 ] 
f(z) = -25/22*z^3 + 1/198*z + 1
*
[ 3/4 ] 
f(z) = -25/36*z^3 + 11/192*z + 1
*
[ 3/4 ] 
f(z) = -24/31*z^3 + 19/186*z + 1
*
[ 3/4 ] 
f(z) = -23/36*z^3 + 5/192*z + 1
*
0 | 0.15202138371599185641556199912154674527 | 0.028430582860486032463288551324104438834
f(z) = -32/35*z^3 + 17/210*z + 1
*
[ 21/31 ] 
f(z) = -31/27*z^3 + 11/217*z + 1
*
[ 3/4 ] 
f(z) = -24/35*z^3 + 11/210*z + 1
*
[ 2/3 ] 
f(z) = -31/26*z^3 + 7/234*z + 1
*
[ 3/4 ] 
f(z) = -24/37*z^3 + 7/222*z + 1
*
[ 5/7 ] 
f(z) = -23/25*z^3 + 17/245*z + 1
*
[ 5/7 ] 
f(z) = -22/25*z^3 + 12/245*z + 1
*
[ 2/3 ] 
f(z) = -37/30*z^3 + 13/270*z + 1
*
[ 11/16 ] 
f(z) = -32/33*z^3 + 1/264*z + 1
*
[ 11/15 ] 
f(z) = -25/33*z^3 + 13/297*z + 1
*
-3/5 | 0.18641505369595127475867968137665348157 | 0.026990252248745271971794403188445241816
f(z) = -40/27*z^3 + 37/10*z + 1
*
3/2 | 0.080921431792748165349633732793397708606 | 0.013932411598431812921819413630014529480
f(z) = -40/27*z^3 + 37/15*z + 1
*
-4/3 | 0.13318709543618337727739910782673454710 | 0.025539546722479434871039731964654585655
f(z) = -39/32*z^3 + 23/12*z + 1
*
[ 4/3 ] 
f(z) = -39/32*z^3 + 29/12*z + 1
*
-2 | 0.081969764921882907698791528729881584721 | 0.016587554887996313061288841914755114325
f(z) = -39/32*z^3 + 35/8*z + 1
*
[ -3/4 ] 
f(z) = -38/27*z^3 + 25/8*z + 1
*
[ -3/2 ] 
f(z) = -38/27*z^3 + 29/6*z + 1
*
[ 2 ] 
f(z) = -37/24*z^3 + 20/3*z + 1
*
[ -2 ] 
f(z) = -37/24*z^3 + 23/3*z + 1
*
0 | 0.11589502962614220314012171526348685172 | 0.029331278422822966829518590168075155765
f(z) = -37/30*z^3 + 26/15*z + 1
*
-2 | 0.080961603005051411109643304128239788939 | 0.016580972214037072353620701302124256275
f(z) = -37/32*z^3 + 33/8*z + 1
*
[ 5/3 ] 
f(z) = -36/25*z^3 + 22/5*z + 1
*
[ -5/3 ] 
f(z) = -36/25*z^3 + 28/5*z + 1
*
[ -2 ] 
f(z) = -35/24*z^3 + 22/3*z + 1
*
-2/5 | 0.10200321880633506403546194082336631996 | 0.019110536971015490711256439700831823968
f(z) = -35/24*z^3 + 26/15*z + 1
*
-6/5 | 0.067658917786784382079798413099290258590 | 0.012421916675979847851013521892063698215
f(z) = -35/24*z^3 + 29/15*z + 1
*
[ 6/5 ] 
f(z) = -35/24*z^3 + 34/15*z + 1
*
[ -3/7 ] 
f(z) = -35/27*z^3 + 25/7*z + 1
*
[ 3 ] 
f(z) = -35/27*z^3 + 37/3*z + 1
*
[ -6/5 ] 
f(z) = -35/27*z^3 + 37/10*z + 1
*
-2 | 0.079885985559595740319407251195567452908 | 0.016572887801745774625462071616604007543
f(z) = -35/32*z^3 + 31/8*z + 1
*
[ 2 ] 
f(z) = -35/32*z^3 + 39/8*z + 1
*
[ -3 ] 
f(z) = -34/27*z^3 + 38/3*z + 1
*
[ 4/3 ] 
f(z) = -33/32*z^3 + 25/12*z + 1
*
-2 | 0.078731361288348260210895379473251967617 | 0.016562504995834335949353710644142932061
f(z) = -33/32*z^3 + 29/8*z + 1
*
[ 2 ] 
f(z) = -33/32*z^3 + 37/8*z + 1
*
[ -5/8 ] 
f(z) = -32/25*z^3 + 31/10*z + 1
*
15/8 | 0.059609717255562974774182041780983151478 | 0.011674569883337468125461479285941142617
f(z) = -32/25*z^3 + 33/10*z + 1
*
[ -3/8 ] 
f(z) = -32/27*z^3 + 23/6*z + 1
*
[ 9/8 ] 
f(z) = -32/27*z^3 + 29/18*z + 1
*
[ 3 ] 
f(z) = -32/27*z^3 + 34/3*z + 1
*
-3/16 | 0.18869906908650869754572426486457239612 | 0.027542544987986100164738101519877854007
f(z) = -32/27*z^3 + 35/8*z + 1
*
[ -2 ] 
f(z) = -31/24*z^3 + 20/3*z + 1
*
[ -3 ] 
f(z) = -31/27*z^3 + 35/3*z + 1
*
[ 3/2 ] 
f(z) = -31/27*z^3 + 35/12*z + 1
*
-2 | 0.077482281368943265616846001447388088293 | 0.016548506996146952537740565071395001342
f(z) = -31/32*z^3 + 27/8*z + 1
*
[ 2 ] 
f(z) = -31/32*z^3 + 35/8*z + 1
*
[ 3 ] 
f(z) = -29/27*z^3 + 31/3*z + 1
*
-2 | 0.076117090416156818392588549600497728017 | 0.016528616173133900246150186860326699810
f(z) = -29/32*z^3 + 25/8*z + 1
*
[ 2 ] 
f(z) = -29/32*z^3 + 33/8*z + 1
*
[ 5/2 ] 
f(z) = -28/25*z^3 + 38/5*z + 1
*
[ -3 ] 
f(z) = -28/27*z^3 + 32/3*z + 1
*
[ -3/4 ] 
f(z) = -28/27*z^3 + 35/12*z + 1
*
[ -2/3 ] 
f(z) = -27/20*z^3 + 31/10*z + 1
*
[ -5/3 ] 
f(z) = -27/25*z^3 + 23/5*z + 1
*
5/3 | 0.067089495192114173896132215499966266859 | 0.013783055030218606121932398903391597967
f(z) = -27/25*z^3 + 26/15*z + 1
*
-4/3 | 0.064182571351810918570879916235894175950 | 0.012307451967776150174202736337567068260
f(z) = -27/32*z^3 + 23/12*z + 1
*
[ 2 ] 
f(z) = -27/32*z^3 + 31/8*z + 1
*
4/9 | 0.069867628276122923912337129358578050654 | 0.012399332219401119278182367137148920259
f(z) = -27/32*z^3 + 35/12*z + 1
*
[ -3/2 ] 
f(z) = -26/27*z^3 + 23/6*z + 1
*
[ -3/4 ] 
f(z) = -26/27*z^3 + 23/8*z + 1
*
[ 3 ] 
f(z) = -26/27*z^3 + 28/3*z + 1
*
14/5 | 0.068641350342123428615648286908891437741 | 0.013162453677779349030312065770854500577
f(z) = -25/24*z^3 + 23/3*z + 1
*
-14/5 | 0.097679604312543626148865543131043649129 | 0.018300497880103115992679414033679919499
f(z) = -25/24*z^3 + 26/3*z + 1
*
-2/5 | 0.082824326012695420080316376952104537897 | 0.015206227207418508651168697319912752335
f(z) = -25/24*z^3 + 29/3*z + 1
*
[ -4/5 ] 
f(z) = -25/24*z^3 + 35/12*z + 1
*
[ -12/5 ] 
f(z) = -25/27*z^3 + 27/4*z + 1
*
[ -3 ] 
f(z) = -25/27*z^3 + 29/3*z + 1
*
[ 9/5 ] 
f(z) = -25/27*z^3 + 31/9*z + 1
*
6/5 | 0.11305276684186847485037571047401298311 | 0.028898799082981253563508151499389030704
f(z) = -25/28*z^3 + 25/14*z + 1
*
-2/5 | 0.11700931963039502762486956210328972327 | 0.027185769057058384002935703029833059516
f(z) = -25/28*z^3 + 37/14*z + 1
*
-12/5 | 0.14547145625533479055779858845044338750 | 0.028390413523608828423224771495792268870
f(z) = -25/32*z^3 + 21/4*z + 1
*
[ -2 ] 
f(z) = -25/32*z^3 + 37/8*z + 1
*
-2/5 | 0.10705080584800609971139713315937881398 | 0.026364316792516717829689380786912112986
f(z) = -25/36*z^3 + 29/18*z + 1
*
3/5 | 0.10302337312873254641217409888429716346 | 0.022729423432261132126288114722602209048
f(z) = -25/36*z^3 + 31/12*z + 1
*
[ -3/5 ] 
f(z) = -25/36*z^3 + 35/12*z + 1
*
[ 5/2 ] 
f(z) = -24/25*z^3 + 33/5*z + 1
*
[ -5/4 ] 
f(z) = -24/25*z^3 + 33/10*z + 1
*
[ -5/2 ] 
f(z) = -24/25*z^3 + 37/5*z + 1
*
[ 3 ] 
f(z) = -23/27*z^3 + 25/3*z + 1
*
-2 | 0.071544831403848497840867441222838502822 | 0.016421761070089972338708277146124537762
f(z) = -23/28*z^3 + 39/14*z + 1
*
[ 2 ] 
f(z) = -23/32*z^3 + 27/8*z + 1
*
[ -2 ] 
f(z) = -23/32*z^3 + 35/8*z + 1
*
-2 | 0.055984527940700084650062814509120553813 | 0.013007360885200342619617197594940666130
f(z) = -23/36*z^3 + 37/18*z + 1
*
[ -3 ] 
f(z) = -22/27*z^3 + 26/3*z + 1
*
-2 | 0.070383098789559017154374001979984204629 | 0.016352703145844427817849080544382812114
f(z) = -21/20*z^3 + 37/10*z + 1
*
[ 2 ] 
f(z) = -21/32*z^3 + 25/8*z + 1
*
[ -2 ] 
f(z) = -21/32*z^3 + 33/8*z + 1
*
[ -4/3 ] 
f(z) = -21/32*z^3 + 35/12*z + 1
*
6/5 | 0.11617190294197545268002568379687831085 | 0.017262249610861819679908183104028161054
f(z) = -40/27*z^3 + 31/20*z + 1
*
-2/3 | 0.089853445911228615017007583317683381835 | 0.018868157094107606201490294165343150355
f(z) = -39/32*z^3 + 25/24*z + 1
*
-6/7 | 0.13566017257386234746490526136728553288 | 0.024659844599519255190584819554477821986
f(z) = -35/24*z^3 + 26/21*z + 1
*
-3/7 | 0.20504888644455678686625800746817577454 | 0.028836682498908037724417209385888847899
f(z) = -35/27*z^3 + 27/35*z + 1
*
-4/7 | 0.15155990322397816833074892289938460819 | 0.027489228609220686866612309840178754479
f(z) = -35/32*z^3 + 31/28*z + 1
*
-2/3 | 0.13030343038598915647825613378153558889 | 0.028356916606249693606241938403856863107
f(z) = -33/20*z^3 + 37/30*z + 1
*
-2/3 | 0.089854041628972033383079725252604940902 | 0.019554232437776401124689687089165875445
f(z) = -33/32*z^3 + 23/24*z + 1
*
[ 5/4 ] 
f(z) = -28/25*z^3 + 39/20*z + 1
*
15/14 | 0.18283149295305030498429750533944722909 | 0.026545204708159881229728279242883540759
f(z) = -28/27*z^3 + 23/35*z + 1
*
[ 9/10 ] 
f(z) = -25/27*z^3 + 23/36*z + 1
*
-3/2 | 0.19599768267780966715885618365645167747 | 0.028163020458748017786361480590226279682
f(z) = -25/27*z^3 + 39/20*z + 1
*
-6/5 | 0.13054175631955252867983546896393124789 | 0.028600306296433524863549556768968267114
f(z) = -25/32*z^3 + 23/24*z + 1
*
[ 6/5 ] 
f(z) = -25/32*z^3 + 31/24*z + 1
*
8/5 | 0.044405468014784639704850806999354246293 | 0.012699949087529047234972058681441935964
f(z) = -25/33*z^3 + 31/33*z + 1
*
8/5 | 0.098493433248500602064270810672240831655 | 0.027276563918445668844559239932578703982
f(z) = -25/36*z^3 + 37/36*z + 1
*
-2/3 | 0.11508636877238740347471346095449227217 | 0.027777607143521975415118452588944780913
f(z) = -21/20*z^3 + 29/30*z + 1
*
-4/7 | 0.15156007433752307039714978804594146566 | 0.028006279953503297757577638910202023998
f(z) = -21/32*z^3 + 27/28*z + 1
*
[ 3/4 ] 
f(z) = -40/21*z^3 + 31/42*z + 1
*
-3/5 | 0.19290987273227997781466811693408132508 | 0.026147489384227745122197022532056907391
f(z) = -40/27*z^3 + 23/40*z + 1
*
[ 6/7 ] 
f(z) = -35/36*z^3 + 23/42*z + 1
*
-6/7 | 0.15975194091630221979458740578270186310 | 0.028891217951797665865284840908241870081
f(z) = -35/36*z^3 + 37/42*z + 1
*
[ 5/6 ] 
f(z) = -32/25*z^3 + 31/45*z + 1
*
[ 15/16 ] 
f(z) = -32/27*z^3 + 39/40*z + 1
*
[ 5/6 ] 
f(z) = -28/25*z^3 + 26/45*z + 1
*
[ 6/7 ] 
f(z) = -28/27*z^3 + 25/42*z + 1
*
10/9 | 0.11305282115311866106061030020147952709 | 0.025515119736530666910658765446086291517
f(z) = -27/28*z^3 + 29/42*z + 1
*
0 | 0.10810834946453486665818100089155096845 | 0.027360587492018297375124463627733479289
f(z) = -26/21*z^3 + 31/42*z + 1
*
[ 4/5 ] 
f(z) = -25/22*z^3 + 21/44*z + 1
*
0 | 0.10810715300838274000581190517180010799 | 0.028568111925312108778117376126448557097
f(z) = -22/21*z^3 + 23/42*z + 1
*
[ 3/4 ] 
f(z) = -40/33*z^3 + 23/66*z + 1
*
0 | 0.090045789191382029342549772864922142059 | 0.018908546899853242604125244300529914711
f(z) = -39/20*z^3 + 37/60*z + 1
*
-24/35 | 0.20246597750007433945201496520034201295 | 0.025944392990087721344856066295095892399
f(z) = -35/27*z^3 + 31/70*z + 1
*
[ 3/4 ] 
f(z) = -32/23*z^3 + 31/69*z + 1
*
[ 3/4 ] 
f(z) = -32/25*z^3 + 29/75*z + 1
*
[ 5/6 ] 
f(z) = -21/25*z^3 + 23/60*z + 1
*
[ 2/3 ] 
f(z) = -37/20*z^3 + 29/90*z + 1
*
0 | 0.11552453009332421823620535357636276135 | 0.025140700103815688996275868369760745061
f(z) = -33/32*z^3 + 35/96*z + 1
*
[ 3/4 ] 
f(z) = -32/29*z^3 + 25/87*z + 1
*
[ 3/4 ] 
f(z) = -32/31*z^3 + 23/93*z + 1
*
[ 5/6 ] 
f(z) = -22/25*z^3 + 37/90*z + 1
*
[ 9/11 ] 
f(z) = -22/27*z^3 + 32/99*z + 1
*
4/3 | 0.14661532970615747941788035636392102844 | 0.022520662320502600086318219682536106806
f(z) = -21/32*z^3 + 23/84*z + 1
*
18/35 | 0.15266377010493434142718291421161107434 | 0.021469595587355816113268450127792999476
f(z) = -35/24*z^3 + 23/105*z + 1
*
10/11 | 0.15122662193227096012563820130698721535 | 0.025655969940359857747654995847216893067
f(z) = -33/20*z^3 + 29/110*z + 1
*
[ 4/5 ] 
f(z) = -31/32*z^3 + 37/100*z + 1
*
[ 4/5 ] 
f(z) = -29/32*z^3 + 33/100*z + 1
*
[ 4/5 ] 
f(z) = -27/32*z^3 + 29/100*z + 1
*
[ 4/5 ] 
f(z) = -25/27*z^3 + 37/108*z + 1
*
[ 4/5 ] 
f(z) = -25/29*z^3 + 35/116*z + 1
*
[ 5/6 ] 
f(z) = -24/35*z^3 + 29/105*z + 1
*
[ 4/5 ] 
f(z) = -23/32*z^3 + 21/100*z + 1
*
[ 2/3 ] 
f(z) = -39/23*z^3 + 35/138*z + 1
*
0 | 0.096545394806792158572606428899026643808 | 0.018693009796386561962254502552401163603
f(z) = -35/24*z^3 + 31/120*z + 1
*
0 | 0.089559615669902588972377659565212109961 | 0.018548839313814303198952152224995389762
f(z) = -25/24*z^3 + 29/120*z + 1
*
[ 4/5 ] 
f(z) = -25/31*z^3 + 33/124*z + 1
*
[ 4/5 ] 
f(z) = -25/33*z^3 + 31/132*z + 1
*
-9/10 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -25/33*z^3 + 37/132*z + 1
*
[ 3/4 ] 
f(z) = -24/23*z^3 + 35/138*z + 1
*
[ 2/3 ] 
f(z) = -39/25*z^3 + 29/150*z + 1
*
-7/12 | 0.12544989476681140963419055961161086263 | 0.025242375760375980581548240038202717863
f(z) = -36/35*z^3 + 29/140*z + 1
*
0 | 0.14661883875179813773313304389909685796 | 0.029670062342224251127745585737626172918
f(z) = -32/35*z^3 + 23/140*z + 1
*
[ 4/5 ] 
f(z) = -25/37*z^3 + 27/148*z + 1
*
[ 4/5 ] 
f(z) = -25/39*z^3 + 25/156*z + 1
*
[ 3/4 ] 
f(z) = -24/25*z^3 + 31/150*z + 1
*
[ 3/4 ] 
f(z) = -24/29*z^3 + 23/174*z + 1
*
9/10 | 0.15243204002575000227694591065801262498 | 0.028769896078358671129004608513346824512
f(z) = -40/39*z^3 + 32/195*z + 1
*
[ 2/3 ] 
f(z) = -31/22*z^3 + 25/198*z + 1
*
[ 3/4 ] 
f(z) = -31/36*z^3 + 29/192*z + 1
*
[ 3/4 ] 
f(z) = -29/36*z^3 + 23/192*z + 1
*
[ 21/29 ] 
f(z) = -29/27*z^3 + 37/203*z + 1
*
[ 2/3 ] 
f(z) = -37/26*z^3 + 31/234*z + 1
*
[ 2/3 ] 
f(z) = -35/26*z^3 + 23/234*z + 1
*
[ 18/25 ] 
f(z) = -25/24*z^3 + 34/225*z + 1
*
[ 5/7 ] 
f(z) = -27/25*z^3 + 37/245*z + 1
*
[ 5/7 ] 
f(z) = -26/25*z^3 + 32/245*z + 1
*
[ 5/7 ] 
f(z) = -24/25*z^3 + 22/245*z + 1
*
[ 3/4 ] 
f(z) = -26/33*z^3 + 29/264*z + 1
*
6/7 | 0.13901990015226484530346743721508361892 | 0.019550814399593037941715503856382129438
f(z) = -35/32*z^3 + 29/280*z + 1
*
-3/2 | 0.18931232320398732319720102465862365191 | 0.026826035302770884153810609226110886407
f(z) = -40/27*z^3 + 43/10*z + 1
*
[ -3 ] 
f(z) = -40/27*z^3 + 44/3*z + 1
*
-3/2 | 0.13220005565743330093179776965931636658 | 0.018194014951865915007568110841037662085
f(z) = -40/27*z^3 + 53/10*z + 1
*
-3/20 | 0.18473703585915421627358054393391900793 | 0.025172346613017606769476160867986474357
f(z) = -40/27*z^3 + 57/10*z + 1
*
[ 2 ] 
f(z) = -39/32*z^3 + 43/8*z + 1
*
[ -4/3 ] 
f(z) = -39/32*z^3 + 47/12*z + 1
*
[ -2 ] 
f(z) = -39/32*z^3 + 51/8*z + 1
*
[ 3 ] 
f(z) = -38/27*z^3 + 40/3*z + 1
*
[ -3 ] 
f(z) = -37/27*z^3 + 41/3*z + 1
*
[ 3/2 ] 
f(z) = -37/27*z^3 + 41/12*z + 1
*
[ 2 ] 
f(z) = -37/32*z^3 + 41/8*z + 1
*
[ -2 ] 
f(z) = -37/32*z^3 + 49/8*z + 1
*
[ 5/2 ] 
f(z) = -36/25*z^3 + 48/5*z + 1
*
[ -5/2 ] 
f(z) = -36/25*z^3 + 52/5*z + 1
*
-2/5 | 0.14945911411644885164277289302941832013 | 0.025799890043437644483648322541343832062
f(z) = -35/24*z^3 + 41/15*z + 1
*
[ -2/5 ] 
f(z) = -35/24*z^3 + 56/15*z + 1
*
[ -6/5 ] 
f(z) = -35/24*z^3 + 59/15*z + 1
*
[ -3/5 ] 
f(z) = -35/27*z^3 + 47/15*z + 1
*
[ -3/4 ] 
f(z) = -35/27*z^3 + 49/16*z + 1
*
[ -3/2 ] 
f(z) = -35/27*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -35/32*z^3 + 47/8*z + 1
*
-2 | 0.078856090194655051046788901401559670624 | 0.016529302689650594953328289047198799462
f(z) = -33/28*z^3 + 59/14*z + 1
*
[ -4/3 ] 
f(z) = -33/32*z^3 + 43/12*z + 1
*
[ -2 ] 
f(z) = -33/32*z^3 + 45/8*z + 1
*
[ 5/2 ] 
f(z) = -32/25*z^3 + 43/5*z + 1
*
[ -5/2 ] 
f(z) = -32/25*z^3 + 47/5*z + 1
*
[ -3/16 ] 
f(z) = -32/27*z^3 + 51/8*z + 1
*
[ -15/8 ] 
f(z) = -32/27*z^3 + 57/10*z + 1
*
-3/8 | 0.15964146581415810804608264811986784445 | 0.025441835925207073274375807277788536926
f(z) = -32/27*z^3 + 59/6*z + 1
*
[ 9/4 ] 
f(z) = -32/27*z^3 + 59/9*z + 1
*
-2 | 0.077779317654330040475658987285667054292 | 0.016422309686093523640352761882359724170
f(z) = -31/20*z^3 + 57/10*z + 1
*
-2 | 0.077649880526173284651730835175210340128 | 0.016519562785809640334380993901835912191
f(z) = -31/28*z^3 + 55/14*z + 1
*
[ -2 ] 
f(z) = -31/32*z^3 + 43/8*z + 1
*
-2 | 0.063659326615810093683502506050442464941 | 0.013650725426259913726544848205363260126
f(z) = -31/36*z^3 + 53/18*z + 1
*
-2 | 0.076538886924460390067149446369175612560 | 0.016412541341238128635126237171609177486
f(z) = -29/20*z^3 + 53/10*z + 1
*
[ -3/4 ] 
f(z) = -29/27*z^3 + 47/16*z + 1
*
[ -3/2 ] 
f(z) = -29/27*z^3 + 49/12*z + 1
*
-2 | 0.076343952068312237561386646025390091051 | 0.016506897478192766183138423806705955417
f(z) = -29/28*z^3 + 51/14*z + 1
*
[ -2 ] 
f(z) = -29/32*z^3 + 41/8*z + 1
*
-2 | 0.062201862205264587720306106822740822150 | 0.013566478387170642492751431052531400254
f(z) = -29/36*z^3 + 49/18*z + 1
*
[ -5/2 ] 
f(z) = -28/25*z^3 + 42/5*z + 1
*
[ -3/14 ] 
f(z) = -28/27*z^3 + 40/7*z + 1
*
[ -6/7 ] 
f(z) = -28/27*z^3 + 41/14*z + 1
*
-2 | 0.075201138802773751394921919165908824874 | 0.016401673327588922502392125416546498669
f(z) = -27/20*z^3 + 49/10*z + 1
*
[ 2 ] 
f(z) = -27/20*z^3 + 59/10*z + 1
*
-5/3 | 0.15860986073757111397737192507539898563 | 0.029406899044194634832342857570719457528
f(z) = -27/25*z^3 + 44/15*z + 1
*
[ -5/9 ] 
f(z) = -27/25*z^3 + 47/15*z + 1
*
[ -2/3 ] 
f(z) = -27/28*z^3 + 41/14*z + 1
*
-2 | 0.074916122313502010038150540051115624550 | 0.016489381804116846033980278895964735030
f(z) = -27/28*z^3 + 47/14*z + 1
*
[ -4/9 ] 
f(z) = -27/32*z^3 + 41/12*z + 1
*
-8/3 | 0.066635644967234185718407236948610651954 | 0.012945258177039338715133192698108007282
f(z) = -27/32*z^3 + 43/8*z + 1
*
-2/3 | 0.15583621980955125196285888383311109570 | 0.029759944045160795012785073772026970863
f(z) = -27/32*z^3 + 47/8*z + 1
*
[ 8/3 ] 
f(z) = -27/32*z^3 + 53/8*z + 1
*
-20/9 | 0.18064467175785644414969577463263372928 | 0.029859938969977347460002064863116153715
f(z) = -27/32*z^3 + 53/12*z + 1
*
[ 4 ] 
f(z) = -27/32*z^3 + 57/4*z + 1
*
[ -4 ] 
f(z) = -27/32*z^3 + 59/4*z + 1
*
[ -8/3 ] 
f(z) = -27/32*z^3 + 59/8*z + 1
*
-4/5 | 0.11906231576992683993143718960722206142 | 0.026206161271895008260676704079800232581
f(z) = -25/24*z^3 + 47/12*z + 1
*
[ -9/5 ] 
f(z) = -25/27*z^3 + 41/9*z + 1
*
-39/20 | 0.12836189079898707738215462348108046838 | 0.017759806966853518950068475702286953868
f(z) = -25/27*z^3 + 51/16*z + 1
*
-2 | 0.073333819954952228709930811578583952588 | 0.016463426643143054722876633992756639766
f(z) = -25/28*z^3 + 43/14*z + 1
*
[ -2/5 ] 
f(z) = -25/28*z^3 + 51/14*z + 1
*
[ 2 ] 
f(z) = -25/28*z^3 + 57/14*z + 1
*
-12/5 | 0.15621500861438418261416061614258982620 | 0.026344997070923099664175627639252653557
f(z) = -25/32*z^3 + 47/12*z + 1
*
[ 4 ] 
f(z) = -25/32*z^3 + 53/4*z + 1
*
-14/5 | 0.082784359392643363128935787222758171202 | 0.015454686090669249551066923110534453642
f(z) = -25/32*z^3 + 53/8*z + 1
*
[ -4 ] 
f(z) = -25/32*z^3 + 55/4*z + 1
*
-2 | 0.058574113624369671531139044508992064225 | 0.013292000315366861642509240022052312967
f(z) = -25/36*z^3 + 41/18*z + 1
*
[ 12/5 ] 
f(z) = -25/36*z^3 + 55/12*z + 1
*
[ 2 ] 
f(z) = -25/36*z^3 + 59/18*z + 1
*
[ -5/6 ] 
f(z) = -24/25*z^3 + 43/15*z + 1
*
[ 5/3 ] 
f(z) = -24/25*z^3 + 46/15*z + 1
*
-2 | 0.072153472812303384637221264050508349426 | 0.016373512530233726726841895257616285214
f(z) = -23/20*z^3 + 41/10*z + 1
*
[ 2 ] 
f(z) = -23/20*z^3 + 51/10*z + 1
*
[ -3/2 ] 
f(z) = -23/27*z^3 + 43/12*z + 1
*
[ -3/4 ] 
f(z) = -23/27*z^3 + 45/16*z + 1
*
[ 2 ] 
f(z) = -23/28*z^3 + 53/14*z + 1
*
[ 4 ] 
f(z) = -23/32*z^3 + 49/4*z + 1
*
[ -4 ] 
f(z) = -23/32*z^3 + 51/4*z + 1
*
[ 2 ] 
f(z) = -23/36*z^3 + 55/18*z + 1
*
-12/11 | 0.13788960179467053774037364718377201283 | 0.019741618052189668289647512870087447603
f(z) = -22/27*z^3 + 40/11*z + 1
*
[ -3/11 ] 
f(z) = -22/27*z^3 + 52/11*z + 1
*
[ 2 ] 
f(z) = -21/20*z^3 + 47/10*z + 1
*
[ -2 ] 
f(z) = -21/20*z^3 + 57/10*z + 1
*
[ 5/3 ] 
f(z) = -21/25*z^3 + 41/15*z + 1
*
[ -5/3 ] 
f(z) = -21/25*z^3 + 59/15*z + 1
*
[ 4 ] 
f(z) = -21/32*z^3 + 45/4*z + 1
*
[ -4 ] 
f(z) = -21/32*z^3 + 47/4*z + 1
*
-3/4 | 0.080086073200202479095700051085022353113 | 0.013366693997857201527378436141448623208
f(z) = -40/27*z^3 + 41/30*z + 1
*
-1 | 0.077669429378277643053182714134663656979 | 0.019048121678039337320606732189329609120
f(z) = -39/20*z^3 + 59/20*z + 1
*
-1 | 0.065046942850854115050182567694635170632 | 0.015952506566941075068485584810083548897
f(z) = -38/21*z^3 + 59/21*z + 1
*
-1 | 0.076448578145080016684163516454739115875 | 0.018908634365654659657190636100191257029
f(z) = -37/20*z^3 + 57/20*z + 1
*
-1 | 0.064415437700648271052856956714535906584 | 0.015864140324919816574590210570818334461
f(z) = -37/21*z^3 + 58/21*z + 1
*
-1 | 0.071671911105057598454471810787869694586 | 0.017577253940899626871134876387616522123
f(z) = -37/22*z^3 + 59/22*z + 1
*
-1 | 0.083572719654416712476367225139939110435 | 0.020495880369982710412053521734976906305
f(z) = -36/23*z^3 + 59/23*z + 1
*
[ 5/4 ] 
f(z) = -36/25*z^3 + 49/20*z + 1
*
-7/6 | 0.11141848622537880305184313405101407862 | 0.029443156132218677388499549934101295371
f(z) = -36/35*z^3 + 44/35*z + 1
*
[ 7/6 ] 
f(z) = -36/35*z^3 + 54/35*z + 1
*
-1 | 0.070316338246809737627468581765528754611 | 0.017391898739011296811641178009768686069
f(z) = -35/22*z^3 + 57/22*z + 1
*
-1 | 0.082869056621102119227273546679062728379 | 0.020408870757664030754886851230092574500
f(z) = -35/23*z^3 + 58/23*z + 1
*
-2/7 | 0.097595777533714738614794153493106015893 | 0.016034070901655174209794338709249461985
f(z) = -35/24*z^3 + 55/21*z + 1
*
-1 | 0.053675063229236299478124410481669244607 | 0.013163597874363841333639222112982715816
f(z) = -35/24*z^3 + 59/24*z + 1
*
6/7 | 0.10814403831437525659679481557015835476 | 0.015324283916159425485657810235017456306
f(z) = -35/27*z^3 + 43/28*z + 1
*
[ -4/5 ] 
f(z) = -35/32*z^3 + 59/20*z + 1
*
[ 6/5 ] 
f(z) = -35/36*z^3 + 47/30*z + 1
*
-1 | 0.062377097746819231298471617841967335122 | 0.015565737827013415637952007261780625325
f(z) = -34/21*z^3 + 55/21*z + 1
*
-1 | 0.082135733715172764317201461571066425981 | 0.020315283748346948970112516589338956033
f(z) = -34/23*z^3 + 57/23*z + 1
*
-1 | 0.081511412370222498746140582649158072305 | 0.019990352876354162597777549859183918328
f(z) = -34/25*z^3 + 59/25*z + 1
*
-3/8 | 0.21945157408400907626123616213373981001 | 0.029762706307892061375563373473820676912
f(z) = -34/27*z^3 + 59/32*z + 1
*
-1 | 0.073722924234070448153365755133697558292 | 0.018568640754707724727017266672370530348
f(z) = -33/20*z^3 + 53/20*z + 1
*
-1 | 0.081369963529127253732773056656350892336 | 0.020214373744388697716942303584247614364
f(z) = -33/23*z^3 + 56/23*z + 1
*
-1 | 0.080710880679498173536252522627521684078 | 0.019877358325153983773522134589696819020
f(z) = -33/25*z^3 + 58/25*z + 1
*
-1 | 0.067527712358175127429296924027638261771 | 0.016560905518869466622097712534197917339
f(z) = -33/26*z^3 + 59/26*z + 1
*
2/3 | 0.13204985986895240137684908744528364245 | 0.025217477975749056065302999334318712688
f(z) = -33/32*z^3 + 47/24*z + 1
*
-3/4 | 0.10956445811761806280691851194911110646 | 0.028617059361602744931519730847376186540
f(z) = -32/21*z^3 + 46/21*z + 1
*
-1 | 0.060874915480034124627434183603982283409 | 0.015332604454661079459452595268092975079
f(z) = -32/21*z^3 + 53/21*z + 1
*
-1 | 0.080568521747225201966492719563192107384 | 0.020105271516760918153359946926676208226
f(z) = -32/23*z^3 + 55/23*z + 1
*
-1 | 0.079870464195655243271223468676988758519 | 0.019754996636100955936152990324377040929
f(z) = -32/25*z^3 + 57/25*z + 1
*
3/16 | 0.093186662720451246511749860722498346290 | 0.015765499700350089588135201805559524267
f(z) = -32/27*z^3 + 41/24*z + 1
*
-1 | 0.065552561370790278377968948326940854730 | 0.016076507517733534353024095058385094344
f(z) = -32/27*z^3 + 59/27*z + 1
*
3/4 | 0.11804130889135750732112720029730342934 | 0.029731141049965989035681281514742648009
f(z) = -32/35*z^3 + 53/35*z + 1
*
[ 5/4 ] 
f(z) = -32/35*z^3 + 57/35*z + 1
*
-1 | 0.072184095926020558137360937426767361752 | 0.018358926022872703750478586073934874097
f(z) = -31/20*z^3 + 51/20*z + 1
*
-1 | 0.060070693366346539534470829491062471227 | 0.015202983578019600411370505540274119213
f(z) = -31/21*z^3 + 52/21*z + 1
*
-1 | 0.067241683770324553431618928971085528611 | 0.016936206514388279446253745917337895186
f(z) = -31/22*z^3 + 53/22*z + 1
*
-1 | 0.079727646251318370760220311919195866707 | 0.019986955405346397772674487964395550832
f(z) = -31/23*z^3 + 54/23*z + 1
*
-1 | 0.050462986697333224657392258569534224509 | 0.012592660596152999262075821311052616766
f(z) = -31/24*z^3 + 55/24*z + 1
*
-1 | 0.078985570430158171358898679538241756646 | 0.019622029700399432991590553018918665527
f(z) = -31/25*z^3 + 56/25*z + 1
*
-1 | 0.065754900266089437644616553838372082068 | 0.016263682033719949695850498001496715758
f(z) = -31/26*z^3 + 57/26*z + 1
*
-1 | 0.064615425018825150745110060457856623055 | 0.015913392910821759113352429267186545146
f(z) = -31/27*z^3 + 58/27*z + 1
*
-1 | 0.069189042092570930304108722627648584548 | 0.016968340093597608843997854017519558193
f(z) = -31/28*z^3 + 59/28*z + 1
*
-1 | 0.078842904198166206714398912512535344283 | 0.019858213429860227381389564442889955620
f(z) = -30/23*z^3 + 53/23*z + 1
*
-1 | 0.076222774355542195617444172117089589324 | 0.018693335230916058151306403779612553960
f(z) = -30/29*z^3 + 59/29*z + 1
*
-1 | 0.070496308739952208656846585535566134513 | 0.018113968102323804100839205165464727027
f(z) = -29/20*z^3 + 49/20*z + 1
*
-1 | 0.058343742833726161040061837592570744223 | 0.014913956986646301467191817381135638970
f(z) = -29/21*z^3 + 50/21*z + 1
*
-1 | 0.065470885618816728685334492054154981522 | 0.016651523168755719968068150430824387811
f(z) = -29/22*z^3 + 51/22*z + 1
*
-1 | 0.077909013640590343276110697171319440215 | 0.019717592532753504931996553435861995904
f(z) = -29/23*z^3 + 52/23*z + 1
*
-1 | 0.048592919833064728548105737669711019118 | 0.012239130243093346448844855198558598326
f(z) = -29/24*z^3 + 53/24*z + 1
*
-1 | 0.077059167089486432235337073314040466111 | 0.019317993301040588687515180232625072465
f(z) = -29/25*z^3 + 54/25*z + 1
*
-1 | 0.063766456464785826609203344490784215027 | 0.015912441895216817770957422769528999726
f(z) = -29/26*z^3 + 55/26*z + 1
*
-1 | 0.062558228448149643567855553348404504860 | 0.015541059081156868034749648366875171753
f(z) = -29/27*z^3 + 56/27*z + 1
*
-1 | 0.067055079426314077497662725047654815460 | 0.016585265677877154040824647095653502975
f(z) = -29/28*z^3 + 57/28*z + 1
*
-1 | 0.041314743904143133231198935487373788245 | 0.010132278237172801297740976390190877663
f(z) = -29/30*z^3 + 59/30*z + 1
*
-1 | 0.076919598974499387098753249384440608181 | 0.019563329140108002537026980982166859748
f(z) = -28/23*z^3 + 51/23*z + 1
*
-1 | 0.076002725332407669945364222607690994555 | 0.019142855736370758218713432719125460897
f(z) = -28/25*z^3 + 53/25*z + 1
*
[ 15/14 ] 
f(z) = -28/27*z^3 + 44/35*z + 1
*
-15/14 | 0.081966766922211494582676298594144218862 | 0.013290076652945498928960269252779864934
f(z) = -28/27*z^3 + 53/21*z + 1
*
-1 | 0.061418192179365981928495644506316304345 | 0.015326450120419180465315789299837411619
f(z) = -28/27*z^3 + 55/27*z + 1
*
3/4 | 0.18032606574308889886600677238326207434 | 0.024691478423475909413944755549018170480
f(z) = -28/27*z^3 + 55/28*z + 1
*
-1 | 0.073823219143738835125997313498274981913 | 0.018259283460256094583355442277161326895
f(z) = -28/29*z^3 + 57/29*z + 1
*
-1 | 0.072472546921468617061834501906697269491 | 0.017773606721818327578821320020129679384
f(z) = -28/31*z^3 + 59/31*z + 1
*
-1 | 0.068625135191813736046890456758874669852 | 0.017824027099982765713406831679094244469
f(z) = -27/20*z^3 + 47/20*z + 1
*
[ 4/3 ] 
f(z) = -27/20*z^3 + 53/20*z + 1
*
[ 10/9 ] 
f(z) = -27/20*z^3 + 53/30*z + 1
*
-1 | 0.063490480579980547116215726090685530913 | 0.016313826363155425375730901681892675682
f(z) = -27/22*z^3 + 49/22*z + 1
*
-1 | 0.075866847094011108539874478989031129900 | 0.019393251775038568370737539496443617527
f(z) = -27/23*z^3 + 50/23*z + 1
*
[ 10/9 ] 
f(z) = -27/25*z^3 + 43/30*z + 1
*
-1 | 0.074870978097213221699620877797778477731 | 0.018948711704398063752846526120199144398
f(z) = -27/25*z^3 + 52/25*z + 1
*
[ -5/6 ] 
f(z) = -27/25*z^3 + 59/20*z + 1
*
-1 | 0.061492459356033396859420944269461391305 | 0.015488145631341655327283725242056034016
f(z) = -27/26*z^3 + 53/26*z + 1
*
-1/3 | 0.10938999121966750520319338450199294727 | 0.026827464548035383608205215620152716499
f(z) = -27/28*z^3 + 59/28*z + 1
*
-1 | 0.072453677438273313669899767167693735804 | 0.017999340928404969252624656378395687544
f(z) = -27/29*z^3 + 56/29*z + 1
*
-1 | 0.070893516575434010788322191211038861786 | 0.017459552169873644864755272449518216126
f(z) = -27/31*z^3 + 58/31*z + 1
*
-1 | 0.061384998947490828917270722709228802254 | 0.015054429246072710933332696201927160738
f(z) = -27/32*z^3 + 59/32*z + 1
*
-1 | 0.055369829024195343177354712796894900810 | 0.014381222423681266215029408118709111416
f(z) = -26/21*z^3 + 47/21*z + 1
*
-1 | 0.074741008960733949633301699426459144196 | 0.019204640305981929840876489698794364241
f(z) = -26/23*z^3 + 49/23*z + 1
*
-1 | 0.073650494923669135957898680942318698700 | 0.018731882286610300745475808408764201026
f(z) = -26/25*z^3 + 51/25*z + 1
*
-1 | 0.058839832710812627850558826375853153780 | 0.014820026837313855579734759992189169324
f(z) = -26/27*z^3 + 53/27*z + 1
*
-1 | 0.070927542949211795508071194759609008136 | 0.017699437424017736381532439915491345941
f(z) = -26/29*z^3 + 55/29*z + 1
*
-1 | 0.069039058538041283750598561453082800574 | 0.017075978998163547870812836826850619205
f(z) = -26/31*z^3 + 57/31*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.010890266153448321339495060832623408541
f(z) = -26/33*z^3 + 59/33*z + 1
*
-1 | 0.054247633495032057093754395840396449208 | 0.014168899062935932222625460500426416869
f(z) = -25/21*z^3 + 46/21*z + 1
*
[ 7/5 ] 
f(z) = -25/21*z^3 + 55/21*z + 1
*
-4/5 | 0.11174291069504679497979012966467811866 | 0.027519881551055041050640969555262585650
f(z) = -25/21*z^3 + 58/21*z + 1
*
-1 | 0.061240017428736532597943926393312470880 | 0.015905888231800913774354641872330648568
f(z) = -25/22*z^3 + 47/22*z + 1
*
-1 | 0.073529649026335805816239614515764904810 | 0.018994014730609742255623077099663644716
f(z) = -25/23*z^3 + 48/23*z + 1
*
-8/5 | 0.090280432095453786851966446955105619071 | 0.022528806046911343762863858412358689687
f(z) = -25/24*z^3 + 55/24*z + 1
*
-1 | 0.058813630967890565473000234806699308443 | 0.014958351784064020714556955611697071753
f(z) = -25/26*z^3 + 51/26*z + 1
*
-3/2 | 0.18411148347626484741400282324180534504 | 0.025473171099044821206317203758239383629
f(z) = -25/27*z^3 + 51/20*z + 1
*
-1 | 0.057352141464223242576385448600237197316 | 0.014514959225247124639083966632448926628
f(z) = -25/27*z^3 + 52/27*z + 1
*
-7/5 | 0.10810742367066928901212440196731079857 | 0.029111438186417539665876415984475139521
f(z) = -25/28*z^3 + 41/28*z + 1
*
-1 | 0.061545311936298259100813444867512920321 | 0.015501457645021167458406868704690275946
f(z) = -25/28*z^3 + 53/28*z + 1
*
-1 | 0.069180975630365549699621275351536208812 | 0.017343006345174872500449043962913376173
f(z) = -25/29*z^3 + 54/29*z + 1
*
-1 | 0.066574666438768057395041499655215933632 | 0.016538844690762793548609396177218461103
f(z) = -25/31*z^3 + 56/31*z + 1
*
-6/5 | 0.14667019065735858636015726962263076978 | 0.027193236721832912349807959664758115819
f(z) = -25/32*z^3 + 55/24*z + 1
*
-1 | 0.055639785917186389433455208449676466764 | 0.013761830417497263898764443223736711894
f(z) = -25/32*z^3 + 57/32*z + 1
*
[ 4/3 ] 
f(z) = -25/32*z^3 + 59/36*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.010936368646442272348608696316398867417
f(z) = -25/33*z^3 + 58/33*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.012867303979571242605418381004089607961
f(z) = -25/34*z^3 + 59/34*z + 1
*
-1 | 0.072216457429922094048924830592441210412 | 0.018756802310084647974862453199714191046
f(z) = -24/23*z^3 + 47/23*z + 1
*
-1 | 0.070864432625586548123691869426155683429 | 0.018208557229630903466897475980996090788
f(z) = -24/25*z^3 + 49/25*z + 1
*
-1 | 0.067059870586568069987703637375371274662 | 0.016890413109843921978146704670080450727
f(z) = -24/29*z^3 + 53/29*z + 1
*
-1 | 0.063619213066855881637556020640447156613 | 0.015875698407434829615837804667763691120
f(z) = -24/31*z^3 + 55/31*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016146946489694324112792366191441064062
f(z) = -24/35*z^3 + 59/35*z + 1
*
-1 | 0.064111845367320955811862592813496819622 | 0.017045582100195905311713364144977623666
f(z) = -23/20*z^3 + 43/20*z + 1
*
-1 | 0.051739369255832307210543866284903475106 | 0.013672509641716830052747153559943942375
f(z) = -23/21*z^3 + 44/21*z + 1
*
-1 | 0.058620055281525540486932707360668650842 | 0.015399330893940760832375618174379591835
f(z) = -23/22*z^3 + 45/22*z + 1
*
-1 | 0.041143319024891998708706243793458092273 | 0.010686166682705366311864505851182168239
f(z) = -23/24*z^3 + 47/24*z + 1
*
-1 | 0.069236079554389946165425805393396311679 | 0.017884909452984565920519592134642416795
f(z) = -23/25*z^3 + 48/25*z + 1
*
-1 | 0.055494383163482873057143285119047967943 | 0.014259235759272825022122760203673305339
f(z) = -23/26*z^3 + 49/26*z + 1
*
-1 | 0.053717223791914442468619062535937340813 | 0.013731315924619782156890515297273598519
f(z) = -23/27*z^3 + 50/27*z + 1
*
-1 | 0.057403981580723371706696739247742806826 | 0.014599828919917967348556973016910323744
f(z) = -23/28*z^3 + 51/28*z + 1
*
-1 | 0.063662518182988474683565782865678730959 | 0.016112020092206447250959642484279537724
f(z) = -23/29*z^3 + 52/29*z + 1
*
-1 | 0.063593261534508542404139771163100282251 | 0.015942220072121280176130510002243122675
f(z) = -23/31*z^3 + 54/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.013880283801148162423077668025427326534
f(z) = -23/32*z^3 + 55/32*z + 1
*
[ 4/3 ] 
f(z) = -23/32*z^3 + 55/36*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.011031450523190155668090542861254101278
f(z) = -23/33*z^3 + 56/33*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.012977220035667283246347086882229334865
f(z) = -23/34*z^3 + 57/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016214925008296194540654617836771958281
f(z) = -23/35*z^3 + 58/35*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.010849924778732160941623821360979391688
f(z) = -23/36*z^3 + 59/36*z + 1
*
-1 | 0.050318160314058288950309534804271574776 | 0.013378219389100401186458458322972000550
f(z) = -22/21*z^3 + 43/21*z + 1
*
-1 | 0.069186138167376928057889144982172866293 | 0.018175012456003518538414234305285654375
f(z) = -22/23*z^3 + 45/23*z + 1
*
-1 | 0.067374104970355235058205109470333968136 | 0.017499096642536705497478992313208488782
f(z) = -22/25*z^3 + 47/25*z + 1
*
-1 | 0.051202382612392048911761650048326107024 | 0.013156409774945009523103240924887439829
f(z) = -22/27*z^3 + 49/27*z + 1
*
3/22 | 0.19611107556530983132760958784700391293 | 0.026597195167717219589938403429279739501
f(z) = -22/27*z^3 + 59/22*z + 1
*
-1 | 0.062357503095217691701694002431757913993 | 0.015859681715338620465351997166998008244
f(z) = -22/29*z^3 + 51/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016017047870346468784020401304573544363
f(z) = -22/31*z^3 + 53/31*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016284675744845123451616956748546634698
f(z) = -22/35*z^3 + 57/35*z + 1
*
-1 | 0.066869618828002192693087820882331149316 | 0.016399510672292025571132795251727905749
f(z) = -22/37*z^3 + 59/37*z + 1
*
-1 | 0.061275159005749699120094245002305581349 | 0.016500328499112635503060157081515851047
f(z) = -21/20*z^3 + 41/20*z + 1
*
-2/3 | 0.091507338936743378037633172523415330577 | 0.019181175478979090142651628796230822452
f(z) = -21/20*z^3 + 59/30*z + 1
*
-1 | 0.055450077864796557178919430829189579268 | 0.014742655577785338137469777361181310983
f(z) = -21/22*z^3 + 43/22*z + 1
*
0 | 0.13555346579523627179973057175969499335 | 0.028413839200368183505157822021219101788
f(z) = -21/22*z^3 + 59/33*z + 1
*
-1 | 0.067387408158960706595928102933546230617 | 0.017807619246920721490659563659196636853
f(z) = -21/23*z^3 + 44/23*z + 1
*
-1 | 0.065137390193518926362442424067762941308 | 0.017013186519178998580214346606236346844
f(z) = -21/25*z^3 + 46/25*z + 1
*
-1 | 0.050600851167117262248816563256919767085 | 0.013142574363809504369404234636385245997
f(z) = -21/26*z^3 + 47/26*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.015939919090048932540464801085293754623
f(z) = -21/29*z^3 + 50/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016094263013835223665657313209827386940
f(z) = -21/31*z^3 + 52/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014009781423608543740535592965113328624
f(z) = -21/32*z^3 + 53/32*z + 1
*
-1 | 0.052468418604366491645137404398244882237 | 0.013093101117151736510846047466705877310
f(z) = -21/34*z^3 + 55/34*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016468363195954244517990569786967762338
f(z) = -21/37*z^3 + 58/37*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.013372605562014303347620120747837320621
f(z) = -21/38*z^3 + 59/38*z + 1
*
[ 9/10 ] 
f(z) = -40/27*z^3 + 49/45*z + 1
*
-2/3 | 0.13377994293771119697965787758051078830 | 0.028092200068579114708824424219645031661
f(z) = -39/28*z^3 + 47/42*z + 1
*
0 | 0.12223144710432039102663021207227391443 | 0.028224191493683360293607584431818477451
f(z) = -38/21*z^3 + 55/42*z + 1
*
0 | 0.11573507684059985431038386725487781345 | 0.027428573408842607810042960749487749656
f(z) = -34/21*z^3 + 47/42*z + 1
*
-2/3 | 0.13377927080689923294719087263321405496 | 0.029113336576625062588283222399517089833
f(z) = -33/28*z^3 + 43/42*z + 1
*
-7/8 | 0.10812017612000817583864748664317486171 | 0.025997406984729520034977033008302685580
f(z) = -32/21*z^3 + 55/42*z + 1
*
21/20 | 0.17882883706186434289773040980834812537 | 0.024238910390854555588782128025107756166
f(z) = -32/27*z^3 + 57/50*z + 1
*
-1/2 | 0.11157250392099328330679601010371387018 | 0.027842083191922263047285508365722829981
f(z) = -26/21*z^3 + 55/42*z + 1
*
-4/5 | 0.081022132478180461499398074993686468855 | 0.020407097070525468346149622354692631159
f(z) = -25/21*z^3 + 53/42*z + 1
*
-1/2 | 0.10810677153131556964787755496818816955 | 0.027228922680044228505067506684509231831
f(z) = -22/21*z^3 + 53/42*z + 1
*
-8/7 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = -21/32*z^3 + 41/56*z + 1
*
[ 5/6 ] 
f(z) = -39/25*z^3 + 53/60*z + 1
*
-1/3 | 0.10726571386613654501919982204776769863 | 0.025081619860195088521686511189056516709
f(z) = -36/35*z^3 + 43/70*z + 1
*
[ 4/5 ] 
f(z) = -35/24*z^3 + 41/60*z + 1
*
0 | 0.093313678819557286719422548614538175267 | 0.020307126225842434139362713298271387862
f(z) = -33/20*z^3 + 59/60*z + 1
*
[ 5/6 ] 
f(z) = -33/25*z^3 + 43/60*z + 1
*
0 | 0.10975979354625878476006312279264342436 | 0.024976917398066983586468601980819922748
f(z) = -27/20*z^3 + 41/60*z + 1
*
6/5 | 0.085095198275714602302402713527457944945 | 0.019709422710145220294395021519704144718
f(z) = -25/22*z^3 + 53/66*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -24/25*z^3 + 47/75*z + 1
*
0 | 0.081149674999270549208656897555677047303 | 0.019586540230601658321643813576199011705
f(z) = -21/20*z^3 + 43/60*z + 1
*
[ 15/19 ] 
f(z) = -38/27*z^3 + 58/95*z + 1
*
[ 5/6 ] 
f(z) = -27/20*z^3 + 59/80*z + 1
*
[ 5/6 ] 
f(z) = -26/25*z^3 + 47/90*z + 1
*
[ 6/7 ] 
f(z) = -26/27*z^3 + 53/98*z + 1
*
[ 4/5 ] 
f(z) = -25/21*z^3 + 43/84*z + 1
*
[ 4/5 ] 
f(z) = -25/23*z^3 + 41/92*z + 1
*
[ 6/7 ] 
f(z) = -23/27*z^3 + 45/98*z + 1
*
[ 4/5 ] 
f(z) = -39/32*z^3 + 53/100*z + 1
*
[ 4/5 ] 
f(z) = -37/32*z^3 + 49/100*z + 1
*
[ 4/5 ] 
f(z) = -33/32*z^3 + 41/100*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = -27/35*z^3 + 46/105*z + 1
*
[ 10/13 ] 
f(z) = -26/25*z^3 + 41/130*z + 1
*
5/8 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = -24/25*z^3 + 53/120*z + 1
*
4/7 | 0.16560530289729256986278190471821924078 | 0.023289604847846719366221000482260473555
f(z) = -35/32*z^3 + 57/140*z + 1
*
[ 5/6 ] 
f(z) = -27/35*z^3 + 47/140*z + 1
*
0 | 0.14698842029932028318473703510607891261 | 0.029744851555185353569621604767973058597
f(z) = -25/28*z^3 + 41/140*z + 1
*
0 | 0.088483475608643109073735495558076206922 | 0.017730622359886063350586266861642768943
f(z) = -21/20*z^3 + 47/140*z + 1
*
0 | 0.10819519182113485417913625005335502550 | 0.019667353845298149679065295255016314675
f(z) = -35/24*z^3 + 53/168*z + 1
*
0 | 0.11662839697428039133263934488858922749 | 0.022581457888695767956402407854573758415
f(z) = -35/32*z^3 + 47/160*z + 1
*
[ 3/4 ] 
f(z) = -22/21*z^3 + 43/168*z + 1
*
[ 2/3 ] 
f(z) = -37/22*z^3 + 49/198*z + 1
*
[ 3/4 ] 
f(z) = -37/36*z^3 + 47/192*z + 1
*
[ 2/3 ] 
f(z) = -35/22*z^3 + 41/198*z + 1
*
[ 3/4 ] 
f(z) = -35/36*z^3 + 41/192*z + 1
*
0 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = -35/39*z^3 + 58/195*z + 1
*
0 | 0.10282853122152562028745039243292780795 | 0.018719712546851016729940076417029625936
f(z) = -27/20*z^3 + 43/180*z + 1
*
[ 11/15 ] 
f(z) = -25/22*z^3 + 49/198*z + 1
*
0 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -25/36*z^3 + 53/180*z + 1
*
0 | 0.090132011320056968618752083470808922657 | 0.016521852593849936613385000234090782800
f(z) = -39/35*z^3 + 59/210*z + 1
*
0 | 0.13600676435069040692232690028176570103 | 0.025050305072746305266896811785969744031
f(z) = -38/35*z^3 + 53/210*z + 1
*
0 | 0.13220124073973192002464938506353281323 | 0.024594305766701351950983179067989444476
f(z) = -36/35*z^3 + 41/210*z + 1
*
6/5 | 0.11252611709305322424610211081374992848 | 0.015762461619457528082298004444624509300
f(z) = -35/36*z^3 + 59/210*z + 1
*
[ 12/17 ] 
f(z) = -34/27*z^3 + 43/204*z + 1
*
[ 5/7 ] 
f(z) = -31/25*z^3 + 57/245*z + 1
*
[ 5/7 ] 
f(z) = -29/25*z^3 + 47/245*z + 1
*
5/6 | 0.13829563902794305969428212779226461917 | 0.023923503724068575063830740321915479410
f(z) = -27/20*z^3 + 49/240*z + 1
*
0 | 0.15440223910817847397841188535354404610 | 0.027923721719644802794508508880733401373
f(z) = -27/28*z^3 + 47/252*z + 1
*
11/18 | 0.13654427116638383486621265752083862089 | 0.023620537876029358592176980299989991460
f(z) = -27/22*z^3 + 49/264*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.026534047703289792306949054751958302479
f(z) = -26/21*z^3 + 44/273*z + 1
*
[ -3/10 ] 
f(z) = -40/27*z^3 + 67/15*z + 1
*
[ -3/20 ] 
f(z) = -40/27*z^3 + 77/10*z + 1
*
-3/8 | 0.12066644182103859485399461774252169103 | 0.015741938656272444428370560889634294133
f(z) = -40/27*z^3 + 79/8*z + 1
*
-2 | 0.082009257613536400614996294492939708465 | 0.016455804769242470767627237864483173786
f(z) = -39/20*z^3 + 73/10*z + 1
*
[ 5/3 ] 
f(z) = -39/25*z^3 + 71/15*z + 1
*
-2 | 0.082018405186825872668603875816885933615 | 0.016549892527227281771932113576182013846
f(z) = -39/28*z^3 + 71/14*z + 1
*
-2 | 0.081043398251322517713689661894452510991 | 0.016447985719805051440303546472868166162
f(z) = -37/20*z^3 + 69/10*z + 1
*
[ 2 ] 
f(z) = -37/20*z^3 + 79/10*z + 1
*
-2 | 0.081029578411422532479266318444147270244 | 0.016543942170635032193237844630739133992
f(z) = -37/28*z^3 + 67/14*z + 1
*
[ 4 ] 
f(z) = -37/32*z^3 + 77/4*z + 1
*
[ -4 ] 
f(z) = -37/32*z^3 + 79/4*z + 1
*
-2 | 0.067282665010240240497786908441538526064 | 0.013822740382236605019288111394588878640
f(z) = -37/36*z^3 + 65/18*z + 1
*
[ 4 ] 
f(z) = -35/32*z^3 + 73/4*z + 1
*
[ -4 ] 
f(z) = -35/32*z^3 + 75/4*z + 1
*
-2 | 0.066172536769525787368619752418408253522 | 0.013774406097173960206946400628981410334
f(z) = -35/36*z^3 + 61/18*z + 1
*
[ 2 ] 
f(z) = -35/36*z^3 + 79/18*z + 1
*
-2 | 0.078936522430553470379220053838067711114 | 0.016431344012760548519849213341267047087
f(z) = -33/20*z^3 + 61/10*z + 1
*
[ 2 ] 
f(z) = -33/20*z^3 + 71/10*z + 1
*
[ 5/3 ] 
f(z) = -33/25*z^3 + 61/15*z + 1
*
[ -5/3 ] 
f(z) = -33/25*z^3 + 79/15*z + 1
*
[ 2 ] 
f(z) = -33/28*z^3 + 73/14*z + 1
*
[ 4 ] 
f(z) = -33/32*z^3 + 69/4*z + 1
*
[ -4 ] 
f(z) = -33/32*z^3 + 71/4*z + 1
*
[ -9/8 ] 
f(z) = -32/27*z^3 + 61/18*z + 1
*
[ -9/4 ] 
f(z) = -32/27*z^3 + 67/9*z + 1
*
[ 2 ] 
f(z) = -31/20*z^3 + 67/10*z + 1
*
[ -2 ] 
f(z) = -31/20*z^3 + 77/10*z + 1
*
[ 2 ] 
f(z) = -31/28*z^3 + 69/14*z + 1
*
[ 4 ] 
f(z) = -31/32*z^3 + 65/4*z + 1
*
[ -4 ] 
f(z) = -31/32*z^3 + 67/4*z + 1
*
[ 2 ] 
f(z) = -31/36*z^3 + 71/18*z + 1
*
[ 2 ] 
f(z) = -29/20*z^3 + 63/10*z + 1
*
[ -2 ] 
f(z) = -29/20*z^3 + 73/10*z + 1
*
[ 6 ] 
f(z) = -29/27*z^3 + 79/2*z + 1
*
[ 2 ] 
f(z) = -29/28*z^3 + 65/14*z + 1
*
[ -2 ] 
f(z) = -29/28*z^3 + 79/14*z + 1
*
[ 4 ] 
f(z) = -29/32*z^3 + 61/4*z + 1
*
[ -4 ] 
f(z) = -29/32*z^3 + 63/4*z + 1
*
[ 2 ] 
f(z) = -29/36*z^3 + 67/18*z + 1
*
[ -3/8 ] 
f(z) = -28/27*z^3 + 61/16*z + 1
*
[ -6 ] 
f(z) = -28/27*z^3 + 77/2*z + 1
*
[ -2 ] 
f(z) = -27/20*z^3 + 69/10*z + 1
*
[ 2 ] 
f(z) = -27/28*z^3 + 61/14*z + 1
*
[ -2 ] 
f(z) = -27/28*z^3 + 75/14*z + 1
*
10/3 | 0.13805105039291616596895235557661797517 | 0.024438251012072781963847260516557480808
f(z) = -27/32*z^3 + 71/8*z + 1
*
[ 5/2 ] 
f(z) = -26/25*z^3 + 71/10*z + 1
*
[ -5/2 ] 
f(z) = -26/25*z^3 + 79/10*z + 1
*
[ -3/13 ] 
f(z) = -26/27*z^3 + 70/13*z + 1
*
[ 6 ] 
f(z) = -26/27*z^3 + 71/2*z + 1
*
-12/5 | 0.078131316499517544987589206179081448919 | 0.016051517928590059717782051814803729284
f(z) = -25/24*z^3 + 65/12*z + 1
*
[ 12/5 ] 
f(z) = -25/24*z^3 + 79/12*z + 1
*
[ -6 ] 
f(z) = -25/27*z^3 + 69/2*z + 1
*
[ 12/5 ] 
f(z) = -25/27*z^3 + 71/12*z + 1
*
[ -2 ] 
f(z) = -25/28*z^3 + 71/14*z + 1
*
[ 12/5 ] 
f(z) = -25/32*z^3 + 61/12*z + 1
*
[ -12/5 ] 
f(z) = -25/32*z^3 + 71/12*z + 1
*
[ -12/5 ] 
f(z) = -25/36*z^3 + 65/12*z + 1
*
[ -2/5 ] 
f(z) = -25/36*z^3 + 65/18*z + 1
*
-3 | 0.15679939269599011089332776981061146448 | 0.029566354455259138627980231497029427480
f(z) = -25/36*z^3 + 67/12*z + 1
*
[ -2 ] 
f(z) = -25/36*z^3 + 77/18*z + 1
*
[ -5/3 ] 
f(z) = -24/25*z^3 + 64/15*z + 1
*
[ -2 ] 
f(z) = -23/20*z^3 + 61/10*z + 1
*
[ 6 ] 
f(z) = -23/27*z^3 + 63/2*z + 1
*
[ -2 ] 
f(z) = -23/28*z^3 + 67/14*z + 1
*
-3 | 0.14684621174259222702863795153598962973 | 0.028188233433060876894009464756817271863
f(z) = -23/36*z^3 + 61/12*z + 1
*
[ -2 ] 
f(z) = -23/36*z^3 + 73/18*z + 1
*
[ 3 ] 
f(z) = -23/36*z^3 + 77/12*z + 1
*
[ 5/2 ] 
f(z) = -22/25*z^3 + 61/10*z + 1
*
[ -5/2 ] 
f(z) = -22/25*z^3 + 69/10*z + 1
*
[ -6 ] 
f(z) = -22/27*z^3 + 61/2*z + 1
*
-1 | 0.066244687976299879785548092370050174703 | 0.016114502698228995138029950533729228865
f(z) = -40/21*z^3 + 61/21*z + 1
*
[ -1/2 ] 
f(z) = -40/21*z^3 + 73/21*z + 1
*
-1 | 0.086135146959747883581112178177164717648 | 0.020789849388935361878674413714435492313
f(z) = -40/23*z^3 + 63/23*z + 1
*
[ -1/2 ] 
f(z) = -40/23*z^3 + 79/23*z + 1
*
-1 | 0.071597323730934269912929969261551564242 | 0.017027956669352175726708127796957812964
f(z) = -40/27*z^3 + 67/27*z + 1
*
-1 | 0.084633291991214317447810169061107562966 | 0.019988465547411751847562194202091683488
f(z) = -40/29*z^3 + 69/29*z + 1
*
-1 | 0.084074949427045315298886522751066410160 | 0.019723495981922273435665645338946914922
f(z) = -40/31*z^3 + 71/31*z + 1
*
-1 | 0.063137333514966886911044219481463686371 | 0.014715751163951674326149844939346323256
f(z) = -40/33*z^3 + 73/33*z + 1
*
-1 | 0.082162702475649770009586445920856271814 | 0.018914913191619780454594907095661832741
f(z) = -40/37*z^3 + 77/37*z + 1
*
-1 | 0.061077722050719442474893711800673399669 | 0.013978361594642793131765683066203302751
f(z) = -40/39*z^3 + 79/39*z + 1
*
-2/3 | 0.079225799866224411119590306077393383667 | 0.015986393178250170862496213574114713633
f(z) = -39/20*z^3 + 71/30*z + 1
*
[ -1 ] 
f(z) = -39/20*z^3 + 79/20*z + 1
*
-1 | 0.072931449353332125291155050796514678557 | 0.017741106091562967021796073505471621016
f(z) = -39/22*z^3 + 61/22*z + 1
*
-1 | 0.085528590172709578939310555836330657262 | 0.020723480796415870756292076905707942574
f(z) = -39/23*z^3 + 62/23*z + 1
*
-1 | 0.085033866677497657142913770217854857852 | 0.020446322960539857572386690384589533972
f(z) = -39/25*z^3 + 64/25*z + 1
*
-1 | 0.075683210177184208037856702848555720204 | 0.017999701054995700707401887695793088442
f(z) = -39/28*z^3 + 67/28*z + 1
*
-1 | 0.083960715622019541362123364870555478505 | 0.019898225453889846744529079839872360596
f(z) = -39/29*z^3 + 68/29*z + 1
*
-1 | 0.083374579259934256222466231000881688619 | 0.019624496323954129762412729309277435281
f(z) = -39/31*z^3 + 70/31*z + 1
*
-1 | 0.074509646103538128432147556104391996998 | 0.017479531246257823135628124643176703070
f(z) = -39/32*z^3 + 71/32*z + 1
*
[ -2/3 ] 
f(z) = -39/32*z^3 + 73/24*z + 1
*
-1 | 0.069583686292587202571106381136694286761 | 0.016218236589124432683749790097916914013
f(z) = -39/34*z^3 + 73/34*z + 1
*
-1 | 0.082076900242947710394867246305540001368 | 0.019069623359679581427915577016946700494
f(z) = -39/35*z^3 + 74/35*z + 1
*
-1 | 0.081350469078125446866165501722389629831 | 0.018784455815223865380523417643809184944
f(z) = -39/37*z^3 + 76/37*z + 1
*
-1 | 0.068127386960554219480905303732333630891 | 0.015683802644060747966487540540881504278
f(z) = -39/38*z^3 + 77/38*z + 1
*
-1 | 0.084900481237915082755229563375133643261 | 0.020652660247698552206821676953672683791
f(z) = -38/23*z^3 + 61/23*z + 1
*
-1 | 0.084384414334520220798306716902769285530 | 0.020367287068169977281921456287749799843
f(z) = -38/25*z^3 + 63/25*z + 1
*
-1 | 0.070275930202030253278747350484631453807 | 0.016835028869706955946569168825294550384
f(z) = -38/27*z^3 + 65/27*z + 1
*
-1 | 0.083260352770869471520833223056219202466 | 0.019801769191615586167891301562803802118
f(z) = -38/29*z^3 + 67/29*z + 1
*
-1 | 0.082643423481195370589332361688268901445 | 0.019518503701185538512673859333950318446
f(z) = -38/31*z^3 + 69/31*z + 1
*
-1 | 0.061638501425909253439979069006118884021 | 0.014460035283881541872065549065150264874
f(z) = -38/33*z^3 + 71/33*z + 1
*
-1 | 0.081268702984257120751306033868227932526 | 0.018941725029453864679298600083112998884
f(z) = -38/35*z^3 + 73/35*z + 1
*
-1 | 0.080492827244910824609858150517081450686 | 0.018643439223966232493808797722000290625
f(z) = -38/37*z^3 + 75/37*z + 1
*
-1 | 0.059296593977955039472495122834931000849 | 0.013650840270062257378075232188323489129
f(z) = -38/39*z^3 + 77/39*z + 1
*
[ -1 ] 
f(z) = -37/20*z^3 + 77/20*z + 1
*
[ -1 ] 
f(z) = -37/21*z^3 + 79/21*z + 1
*
-1 | 0.084249151143522316971946277447803821070 | 0.020576956790807622501454956612726752353
f(z) = -37/23*z^3 + 60/23*z + 1
*
-1 | 0.055082226480176590052475498161985080909 | 0.013399152661973859622275753947124314841
f(z) = -37/24*z^3 + 61/24*z + 1
*
-1 | 0.083709773627130805987614708732182434636 | 0.020282783601730531904707603603507254042
f(z) = -37/25*z^3 + 62/25*z + 1
*
-1 | 0.070592200271893008044814665011384081232 | 0.017038354997780956813425601645347386433
f(z) = -37/26*z^3 + 63/26*z + 1
*
-1 | 0.069575027631298983419878124618300882350 | 0.016729257888897940961196810258964843853
f(z) = -37/27*z^3 + 64/27*z + 1
*
[ -3/5 ] 
f(z) = -37/27*z^3 + 79/25*z + 1
*
-1 | 0.074281439697468059079755656371208627411 | 0.017794573166021836816792540420394734610
f(z) = -37/28*z^3 + 65/28*z + 1
*
-1 | 0.082529590337908940829403801643458552800 | 0.019698422762633551458101153934389795642
f(z) = -37/29*z^3 + 66/29*z + 1
*
-1 | 0.049028987461688228595602173962849390431 | 0.011660540234398844917451722017965176900
f(z) = -37/30*z^3 + 67/30*z + 1
*
-1 | 0.081878345216838901117706762277849641592 | 0.019404715179545240522501163125437355455
f(z) = -37/31*z^3 + 68/31*z + 1
*
-1 | 0.072977136423424356155650761729114603351 | 0.017235545762532917320684875672158850847
f(z) = -37/32*z^3 + 69/32*z + 1
*
-1 | 0.060832442693755242528757824947709187791 | 0.014318585576292494673114178007152390294
f(z) = -37/33*z^3 + 70/33*z + 1
*
-1 | 0.067969497405864769772860057192445801925 | 0.015945250257225915780463655779368229027
f(z) = -37/34*z^3 + 71/34*z + 1
*
-1 | 0.080416415943658336756853773155162640406 | 0.018803529128937465283573581117605944572
f(z) = -37/35*z^3 + 72/35*z + 1
*
-1 | 0.057889441547223364752271215897224477449 | 0.013492597317672949656003185026309820694
f(z) = -37/36*z^3 + 73/36*z + 1
*
-1 | 0.066298835256663022450773148046989394810 | 0.015355881362776899196375537054161415318
f(z) = -37/38*z^3 + 75/38*z + 1
*
-1 | 0.058315688282602624784325412848524043970 | 0.013465545832648061521803789930839409570
f(z) = -37/39*z^3 + 76/39*z + 1
*
[ -1/2 ] 
f(z) = -36/23*z^3 + 78/23*z + 1
*
-1 | 0.083007775188453159735800698204624822827 | 0.020192245719790738978268216094775230780
f(z) = -36/25*z^3 + 61/25*z + 1
*
[ -5/12 ] 
f(z) = -36/25*z^3 + 73/20*z + 1
*
-1 | 0.081765400059392868884757821036289626238 | 0.019587401640729195380753464980647752509
f(z) = -36/29*z^3 + 65/29*z + 1
*
-1 | 0.081075659977586923556814512038398693291 | 0.019282184767487338592642960542422010149
f(z) = -36/31*z^3 + 67/31*z + 1
*
-1 | 0.079514092150003026265241264065981025924 | 0.018653545291604910068228082518308385755
f(z) = -36/35*z^3 + 71/35*z + 1
*
-1/3 | 0.11912613055859541988009856517111438554 | 0.027677585719297692326610277569271413091
f(z) = -36/35*z^3 + 74/35*z + 1
*
-1 | 0.078614026260569682213103801050853822223 | 0.018322985530782159817147811802476268329
f(z) = -36/37*z^3 + 73/37*z + 1
*
[ -1 ] 
f(z) = -35/22*z^3 + 79/22*z + 1
*
[ -6/7 ] 
f(z) = -35/24*z^3 + 68/21*z + 1
*
-2/7 | 0.17324898926220059805614047164298918846 | 0.027027186067825443869163106955046926353
f(z) = -35/24*z^3 + 76/21*z + 1
*
-1 | 0.069129466344132328193452102393695338705 | 0.016816246041164809524972383303800809149
f(z) = -35/26*z^3 + 61/26*z + 1
*
[ 6/5 ] 
f(z) = -35/27*z^3 + 61/30*z + 1
*
-1 | 0.068080036747219256327001078517715826833 | 0.016495716009130010152455201616358099422
f(z) = -35/27*z^3 + 62/27*z + 1
*
-1 | 0.080964240513878396328310093546944018158 | 0.019467784713118943444588830327556854468
f(z) = -35/29*z^3 + 64/29*z + 1
*
-1 | 0.080230991419480861915907711730239496761 | 0.019149785927390104353507587900671603067
f(z) = -35/31*z^3 + 66/31*z + 1
*
-1 | 0.071283380358030767097063063401889814355 | 0.016953291669714467052821523401090450782
f(z) = -35/32*z^3 + 67/32*z + 1
*
[ 4/3 ] 
f(z) = -35/32*z^3 + 79/36*z + 1
*
-1 | 0.059087947213494742446793929883737863150 | 0.014003516841789634632322391413779126289
f(z) = -35/33*z^3 + 68/33*z + 1
*
-1 | 0.066169197575511688074764598624983956171 | 0.015627664893093090365838366090709516508
f(z) = -35/34*z^3 + 69/34*z + 1
*
-1 | 0.055958274097355797821187531354749587012 | 0.013127486865421358069846390098832126569
f(z) = -35/36*z^3 + 71/36*z + 1
*
-1 | 0.077574163349241373126867142920060104332 | 0.018138933737265671943782087423769023871
f(z) = -35/37*z^3 + 72/37*z + 1
*
-1 | 0.064199388284233705962265541271488859474 | 0.014963289867867856272281241155586601854
f(z) = -35/38*z^3 + 73/38*z + 1
*
-1 | 0.056111823884189115477282833313852247777 | 0.013036936632948680020072080491115704686
f(z) = -35/39*z^3 + 74/39*z + 1
*
[ -1 ] 
f(z) = -34/21*z^3 + 76/21*z + 1
*
-1 | 0.067279595767311015584941135110844695072 | 0.016366251553875105736097496135212332920
f(z) = -34/27*z^3 + 61/27*z + 1
*
[ -3/4 ] 
f(z) = -34/27*z^3 + 73/24*z + 1
*
[ -3/5 ] 
f(z) = -34/27*z^3 + 78/25*z + 1
*
-1 | 0.080121926979755102802518370745856193439 | 0.019338479743220268104029794765499808033
f(z) = -34/29*z^3 + 63/29*z + 1
*
-1 | 0.079339072992493664997209580881547171285 | 0.019006160153050965677688573201225080468
f(z) = -34/31*z^3 + 65/31*z + 1
*
-1 | 0.058136019837030512749662861351609499088 | 0.013826461313467260530502973811202086981
f(z) = -34/33*z^3 + 67/33*z + 1
*
-1 | 0.077527549862732749267770000376739886181 | 0.018310250292135018172496466981986867771
f(z) = -34/35*z^3 + 69/35*z + 1
*
-1 | 0.076449251860271550987322701066499969909 | 0.017934551518171763812934955286112326704
f(z) = -34/37*z^3 + 71/37*z + 1
*
-1 | 0.054844577246616067239858603672304188981 | 0.012782914743493363811986087561870126415
f(z) = -34/39*z^3 + 73/39*z + 1
*
-2/3 | 0.11729516016635151200159568687598923630 | 0.023948345588503548747992824558649650293
f(z) = -33/20*z^3 + 67/30*z + 1
*
[ -1 ] 
f(z) = -33/20*z^3 + 73/20*z + 1
*
[ -1 ] 
f(z) = -33/23*z^3 + 79/23*z + 1
*
-1 | 0.071068357066769847355754002668171717642 | 0.017287895327107429007782786532807700700
f(z) = -33/28*z^3 + 61/28*z + 1
*
-1 | 0.079233454924022868763657706369278570825 | 0.019198176635858973397429600863780161354
f(z) = -33/29*z^3 + 62/29*z + 1
*
-1 | 0.078393467050500085342384441570021192808 | 0.018849644358641471037834212694463301260
f(z) = -33/31*z^3 + 64/31*z + 1
*
-1 | 0.069384140847945434241318775827136468564 | 0.016621395275977854128823480723238126970
f(z) = -33/32*z^3 + 65/32*z + 1
*
[ -2/3 ] 
f(z) = -33/32*z^3 + 71/24*z + 1
*
-1 | 0.064123352508208894529199927422015316125 | 0.015250425729692678796354815847184227586
f(z) = -33/34*z^3 + 67/34*z + 1
*
-1 | 0.076421161151377467737406176050361779595 | 0.018111392724234385572457985296831308748
f(z) = -33/35*z^3 + 68/35*z + 1
*
-1 | 0.075217898695161132864498050163429061702 | 0.017704597606864226264275913504663789482
f(z) = -33/37*z^3 + 70/37*z + 1
*
-1 | 0.061693329930818584166869009671788279322 | 0.014472897733441649739712265138735764649
f(z) = -33/38*z^3 + 71/38*z + 1
*
[ -3/4 ] 
f(z) = -32/21*z^3 + 67/21*z + 1
*
[ 3/2 ] 
f(z) = -32/21*z^3 + 79/21*z + 1
*
[ -1/2 ] 
f(z) = -32/23*z^3 + 77/23*z + 1
*
[ -1 ] 
f(z) = -32/23*z^3 + 78/23*z + 1
*
-1 | 0.078292754475741388637437832014987721126 | 0.019045282599904317309217569387409853226
f(z) = -32/29*z^3 + 61/29*z + 1
*
-1 | 0.077386152020952605683682217425202647805 | 0.018678164513455769704257530646004007436
f(z) = -32/31*z^3 + 63/31*z + 1
*
-1 | 0.056028600298848931043002817062580930356 | 0.013421993858334492550050239852015669911
f(z) = -32/33*z^3 + 65/33*z + 1
*
-1 | 0.075217393648732915781613006952952808796 | 0.017888916136663486441621695272178164447
f(z) = -32/35*z^3 + 67/35*z + 1
*
1/4 | 0.12596112772507767091141589332124121931 | 0.029453112358946062497457388482532859056
f(z) = -32/35*z^3 + 72/35*z + 1
*
-1 | 0.073844869909032583217878776796245235718 | 0.017440484746629342244056968347792806774
f(z) = -32/37*z^3 + 69/37*z + 1
*
-1 | 0.051683376872957424780438014458249948187 | 0.012124620746522104119486899058266823341
f(z) = -32/39*z^3 + 71/39*z + 1
*
[ -1 ] 
f(z) = -31/20*z^3 + 71/20*z + 1
*
[ -1 ] 
f(z) = -31/21*z^3 + 73/21*z + 1
*
[ -1 ] 
f(z) = -31/22*z^3 + 75/22*z + 1
*
[ -1 ] 
f(z) = -31/23*z^3 + 77/23*z + 1
*
[ -1 ] 
f(z) = -31/24*z^3 + 79/24*z + 1
*
[ -3/5 ] 
f(z) = -31/27*z^3 + 77/25*z + 1
*
-1 | 0.077292338080352508016526262891045967040 | 0.018877829382880289492957384406793042234
f(z) = -31/29*z^3 + 60/29*z + 1
*
-1 | 0.043632874272909622791334019287880394262 | 0.010614014371293318453027578505758813211
f(z) = -31/30*z^3 + 61/30*z + 1
*
-1 | 0.067210580650361552063656512172956210953 | 0.016222156673359901610370277771115818135
f(z) = -31/32*z^3 + 63/32*z + 1
*
[ 4/3 ] 
f(z) = -31/32*z^3 + 71/36*z + 1
*
-1 | 0.054846552609647754616747248623806705318 | 0.013187808243299075003756032248216222649
f(z) = -31/33*z^3 + 64/33*z + 1
*
-1 | 0.061733491313907278444145136014559304933 | 0.014788635390661936155960795098170842574
f(z) = -31/34*z^3 + 65/34*z + 1
*
-1 | 0.073889203412328361971168263766310648823 | 0.017636107975949851718936621620095338088
f(z) = -31/35*z^3 + 66/35*z + 1
*
-1 | 0.051011895180673805349721565945313096925 | 0.012132134212479647764064040860481258912
f(z) = -31/36*z^3 + 67/36*z + 1
*
-1 | 0.072259762603996383072840872992512501366 | 0.017125164273394904707581774284553142066
f(z) = -31/37*z^3 + 68/37*z + 1
*
-1 | 0.058338944026896387009534380953236361297 | 0.013778336459782908259076984228130212104
f(z) = -31/38*z^3 + 69/38*z + 1
*
-1 | 0.049098928237877368964748881312603959065 | 0.011556780798980811933080920782305036266
f(z) = -31/39*z^3 + 70/39*z + 1
*
[ -1 ] 
f(z) = -30/23*z^3 + 76/23*z + 1
*
-1 | 0.075142154925736291567720131557393909696 | 0.018278876318879035469019929887674019029
f(z) = -30/31*z^3 + 61/31*z + 1
*
-1 | 0.070256909219415219969967902306783275501 | 0.016709166538216929043047893744715912418
f(z) = -30/37*z^3 + 67/37*z + 1
*
[ -1 ] 
f(z) = -29/20*z^3 + 69/20*z + 1
*
[ -1 ] 
f(z) = -29/21*z^3 + 71/21*z + 1
*
[ -1 ] 
f(z) = -29/22*z^3 + 73/22*z + 1
*
[ -1 ] 
f(z) = -29/23*z^3 + 75/23*z + 1
*
[ -1 ] 
f(z) = -29/24*z^3 + 77/24*z + 1
*
[ -1 ] 
f(z) = -29/25*z^3 + 79/25*z + 1
*
-1 | 0.073873284609576805565154669147240827595 | 0.018042762031118351138374490062289332441
f(z) = -29/31*z^3 + 60/31*z + 1
*
-1 | 0.064641074815232253340269345284877357120 | 0.015724412120397532061032795245653243890
f(z) = -29/32*z^3 + 61/32*z + 1
*
[ 4/3 ] 
f(z) = -29/32*z^3 + 67/36*z + 1
*
-1 | 0.052110612371921180458678871391323465884 | 0.012626342520065975277447322008763601845
f(z) = -29/33*z^3 + 62/33*z + 1
*
-1 | 0.058776444411963034446511756219572587158 | 0.014186467081932051286660717852613928267
f(z) = -29/34*z^3 + 63/34*z + 1
*
-1 | 0.070611371230275782644357545331908945099 | 0.016978445850714749103392538531867156113
f(z) = -29/35*z^3 + 64/35*z + 1
*
-1 | 0.047134722462320807034533865996033874956 | 0.011291411029887318364307730764456380835
f(z) = -29/36*z^3 + 65/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.015960467950590507265070964745741913957
f(z) = -29/37*z^3 + 66/37*z + 1
*
-1 | 0.054529181971467268946792535128851499526 | 0.012968648818701428937652363395114019169
f(z) = -29/38*z^3 + 67/38*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.011257015152963491858376120768089449734
f(z) = -29/39*z^3 + 68/39*z + 1
*
[ -1 ] 
f(z) = -28/23*z^3 + 74/23*z + 1
*
[ -1/2 ] 
f(z) = -28/23*z^3 + 76/23*z + 1
*
[ -5/4 ] 
f(z) = -28/25*z^3 + 71/20*z + 1
*
[ -1 ] 
f(z) = -28/25*z^3 + 78/25*z + 1
*
[ -3/7 ] 
f(z) = -28/27*z^3 + 74/21*z + 1
*
[ -3/5 ] 
f(z) = -28/27*z^3 + 76/25*z + 1
*
-1 | 0.050454708892823430608929248774832047991 | 0.012273475314468150092493187140415773164
f(z) = -28/33*z^3 + 61/33*z + 1
*
[ 3/2 ] 
f(z) = -28/33*z^3 + 74/33*z + 1
*
-1 | 0.066868905114791113596481228971610292482 | 0.016018855173555300633715430860686022751
f(z) = -28/37*z^3 + 65/37*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.011296924672347331665172005105103921745
f(z) = -28/39*z^3 + 67/39*z + 1
*
[ 3/2 ] 
f(z) = -28/39*z^3 + 76/39*z + 1
*
[ -2/3 ] 
f(z) = -27/22*z^3 + 67/22*z + 1
*
[ -1 ] 
f(z) = -27/22*z^3 + 71/22*z + 1
*
[ -1 ] 
f(z) = -27/23*z^3 + 73/23*z + 1
*
[ -1 ] 
f(z) = -27/25*z^3 + 77/25*z + 1
*
[ -2/3 ] 
f(z) = -27/26*z^3 + 77/26*z + 1
*
[ -1 ] 
f(z) = -27/26*z^3 + 79/26*z + 1
*
-4/3 | 0.088495320060226582082585648098036368004 | 0.020900589053237360223235248738954556934
f(z) = -27/28*z^3 + 69/28*z + 1
*
[ -8/9 ] 
f(z) = -27/32*z^3 + 67/24*z + 1
*
-1/3 | 0.11707252834112645318192122406845494282 | 0.027843302457168431348783940418160453726
f(z) = -27/32*z^3 + 67/32*z + 1
*
2 | 0.16437882202619260028998890029095700563 | 0.028686903937454638036958339768460149375
f(z) = -27/32*z^3 + 77/24*z + 1
*
-1 | 0.053946111283910866832313634699820541667 | 0.013122784368077254312560672918209496509
f(z) = -27/34*z^3 + 61/34*z + 1
*
-1 | 0.065841276778391050149232462901449422639 | 0.015953266997307065523980400147430983648
f(z) = -27/35*z^3 + 62/35*z + 1
*
-1 | 0.066868976439235298934975906388911143919 | 0.016078590116367616718083359582750146281
f(z) = -27/37*z^3 + 64/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013062191942652387901827612458495668506
f(z) = -27/38*z^3 + 65/38*z + 1
*
[ -1 ] 
f(z) = -26/21*z^3 + 68/21*z + 1
*
[ -1 ] 
f(z) = -26/23*z^3 + 72/23*z + 1
*
[ -1 ] 
f(z) = -26/25*z^3 + 76/25*z + 1
*
-1 | 0.065840300771414055804932071478172012569 | 0.016016132566172621410726141508487137579
f(z) = -26/35*z^3 + 61/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016139675547647902863875565462917458329
f(z) = -26/37*z^3 + 63/37*z + 1
*
[ -3/5 ] 
f(z) = -25/21*z^3 + 65/21*z + 1
*
[ -1 ] 
f(z) = -25/21*z^3 + 67/21*z + 1
*
-4/5 | 0.10863629460795330470115335358540689719 | 0.024862705375146307361782149633703131597
f(z) = -25/21*z^3 + 79/21*z + 1
*
[ -1 ] 
f(z) = -25/22*z^3 + 69/22*z + 1
*
[ -1 ] 
f(z) = -25/23*z^3 + 71/23*z + 1
*
-8/5 | 0.12934849919479099292372536498713822911 | 0.029602939218455234699986416625359211410
f(z) = -25/24*z^3 + 79/24*z + 1
*
[ -1 ] 
f(z) = -25/26*z^3 + 77/26*z + 1
*
[ -1 ] 
f(z) = -25/27*z^3 + 79/27*z + 1
*
[ -4/5 ] 
f(z) = -25/28*z^3 + 79/28*z + 1
*
[ -6/5 ] 
f(z) = -25/32*z^3 + 71/24*z + 1
*
-9/5 | 0.12206933635294184888352094254519255855 | 0.029242456068527076571503315199030344594
f(z) = -25/36*z^3 + 65/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016202246885019160822208914846042392327
f(z) = -25/37*z^3 + 62/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013160722825403152679830306382326619521
f(z) = -25/38*z^3 + 63/38*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.011421358773390310205220635531927732062
f(z) = -25/39*z^3 + 64/39*z + 1
*
[ -1 ] 
f(z) = -24/23*z^3 + 70/23*z + 1
*
[ -1/2 ] 
f(z) = -24/23*z^3 + 75/23*z + 1
*
[ -1 ] 
f(z) = -24/25*z^3 + 74/25*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016266334712169404024253700177467502750
f(z) = -24/37*z^3 + 61/37*z + 1
*
[ -1 ] 
f(z) = -23/20*z^3 + 63/20*z + 1
*
[ -1 ] 
f(z) = -23/21*z^3 + 65/21*z + 1
*
[ -1 ] 
f(z) = -23/22*z^3 + 67/22*z + 1
*
[ -2/3 ] 
f(z) = -23/24*z^3 + 79/27*z + 1
*
[ -1 ] 
f(z) = -23/25*z^3 + 73/25*z + 1
*
[ -1 ] 
f(z) = -23/26*z^3 + 75/26*z + 1
*
-2 | 0.058931457070513024383267827366979124707 | 0.013487163380892600063228476186411513615
f(z) = -23/26*z^3 + 79/26*z + 1
*
[ -1 ] 
f(z) = -23/27*z^3 + 77/27*z + 1
*
[ -1 ] 
f(z) = -23/28*z^3 + 79/28*z + 1
*
-2 | 0.057501404145242465541563035473759963077 | 0.013318254186957097192725120784243176708
f(z) = -23/34*z^3 + 75/34*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016332003625474292785098423551117887094
f(z) = -23/37*z^3 + 60/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013264004093520561711711908963842626539
f(z) = -23/38*z^3 + 61/38*z + 1
*
-2 | 0.054772677542731268480477675982605201385 | 0.012766156700474652983330101892219126227
f(z) = -23/38*z^3 + 73/38*z + 1
*
-1 | 0.047499111449668083179056299065437282879 | 0.011508981055180524567005587891074521525
f(z) = -23/39*z^3 + 62/39*z + 1
*
[ -1 ] 
f(z) = -22/21*z^3 + 64/21*z + 1
*
[ -1 ] 
f(z) = -22/23*z^3 + 68/23*z + 1
*
[ -1 ] 
f(z) = -22/25*z^3 + 72/25*z + 1
*
[ -3/4 ] 
f(z) = -22/27*z^3 + 67/24*z + 1
*
[ -3/5 ] 
f(z) = -22/27*z^3 + 74/25*z + 1
*
[ -1 ] 
f(z) = -22/27*z^3 + 76/27*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.011554744164155158286884963015001153734
f(z) = -22/39*z^3 + 61/39*z + 1
*
[ -1 ] 
f(z) = -21/20*z^3 + 61/20*z + 1
*
[ -1 ] 
f(z) = -21/22*z^3 + 65/22*z + 1
*
-2 | 0.057408979445709798159694669503289204154 | 0.013380613482817033770681053442429612465
f(z) = -21/22*z^3 + 73/22*z + 1
*
[ -1 ] 
f(z) = -21/23*z^3 + 67/23*z + 1
*
[ -1 ] 
f(z) = -21/25*z^3 + 71/25*z + 1
*
-2 | 0.056961876704180245642152018006007623233 | 0.013362926221829477230317175223479292904
f(z) = -21/26*z^3 + 71/26*z + 1
*
[ -1 ] 
f(z) = -21/26*z^3 + 73/26*z + 1
*
[ -1 ] 
f(z) = -21/29*z^3 + 79/29*z + 1
*
-2 | 0.054240492115573522158185691829823961934 | 0.012899989850727793226224113263308033188
f(z) = -21/34*z^3 + 67/34*z + 1
*
-2 | 0.054527699898757544122890834516777101381 | 0.013062443988365453816515140389201923157
f(z) = -21/38*z^3 + 65/38*z + 1
*
-2/5 | 0.059829236372496261088279808947780307445 | 0.010701015148318155452578655231777489038
f(z) = -35/32*z^3 + 67/40*z + 1
*
11/8 | 0.049150345186499681536559521702564521126 | 0.011248639838726773057655437372534491580
f(z) = -32/21*z^3 + 79/42*z + 1
*
15/16 | 0.20887792178575546914776077498108259925 | 0.028078870740583427395232957938733880744
f(z) = -32/27*z^3 + 63/40*z + 1
*
10/9 | 0.061708524545591332758103733987170361266 | 0.012451710648567252477975219252646389682
f(z) = -27/28*z^3 + 71/42*z + 1
*
0 | 0.10811422586145559621252504848237381561 | 0.025198752568213900257498113009602870007
f(z) = -26/21*z^3 + 73/42*z + 1
*
[ 5/4 ] 
f(z) = -26/25*z^3 + 73/40*z + 1
*
0 | 0.11972190368001368257371094662322182994 | 0.027561525449020533703014756266076159919
f(z) = -26/25*z^3 + 77/50*z + 1
*
-6/5 | 0.12207965406961382335149075402572308699 | 0.029244927740656393030159232458082708015
f(z) = -25/21*z^3 + 65/42*z + 1
*
-2/5 | 0.11666542503219854035091018042855212453 | 0.027369032720602719853897875006611286407
f(z) = -25/21*z^3 + 71/42*z + 1
*
[ 6/5 ] 
f(z) = -25/21*z^3 + 79/42*z + 1
*
[ 6/5 ] 
f(z) = -25/28*z^3 + 61/42*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.027786831904116604937502172888326117156
f(z) = -24/25*z^3 + 73/50*z + 1
*
0 | 0.10865904808205452120251544186860011188 | 0.026029939499305506673356186612869578551
f(z) = -22/21*z^3 + 65/42*z + 1
*
3/2 | 0.10814328181363711903768721362045546350 | 0.025369787301198493350125797553025551113
f(z) = -22/21*z^3 + 71/42*z + 1
*
[ 5/4 ] 
f(z) = -22/25*z^3 + 63/40*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.028156654810921021537410128087689398048
f(z) = -22/25*z^3 + 69/50*z + 1
*
[ 6/5 ] 
f(z) = -22/27*z^3 + 67/50*z + 1
*
0 | 0.14107610664907687402709926899715524926 | 0.029624307843570650474769730247399288071
f(z) = -39/22*z^3 + 73/66*z + 1
*
-5/6 | 0.17912042078571361195986942021524259696 | 0.029132527349070479882448007261924796629
f(z) = -39/25*z^3 + 77/60*z + 1
*
-2/3 | 0.17123110034429733206484455181291368139 | 0.029481215490096192838158803579188775589
f(z) = -37/32*z^3 + 73/72*z + 1
*
-4/5 | 0.094046526520411566204718303009455165802 | 0.018209181754141030877009937042467813756
f(z) = -35/24*z^3 + 71/60*z + 1
*
-2/3 | 0.17123110034429733206484455181291368139 | 0.029766004028982334251423607477373019825
f(z) = -35/32*z^3 + 71/72*z + 1
*
-3/5 | 0.15187376206716905356765258282005721345 | 0.029153309484147919181015427192664503247
f(z) = -35/36*z^3 + 61/60*z + 1
*
1/3 | 0.073250051786808649897714695001149827364 | 0.015940835968546755956918367949740929495
f(z) = -33/20*z^3 + 71/60*z + 1
*
0 | 0.12374010355729968044509596740404946508 | 0.026928591112520245437564106595722551104
f(z) = -33/20*z^3 + 79/60*z + 1
*
0 | 0.11921923688419322858280965538515782863 | 0.025944750250790809415852570270808783407
f(z) = -33/25*z^3 + 74/75*z + 1
*
0 | 0.061280819940720645049854604111361735580 | 0.013945051537475008820646317735006079717
f(z) = -27/20*z^3 + 61/60*z + 1
*
-5/9 | 0.10138903552617436294956345793805989709 | 0.023072069321446473410635614477896181621
f(z) = -27/20*z^3 + 73/60*z + 1
*
-8/15 | 0.17123163012177914781224289868172507485 | 0.029749704515531033890257117282705931921
f(z) = -25/32*z^3 + 79/72*z + 1
*
4/5 | 0.12142182141033411852898770938359608719 | 0.028981343066852707918731315132289577459
f(z) = -25/33*z^3 + 65/66*z + 1
*
3/2 | 0.11804173473213251711009843537897801123 | 0.027512609395635559380086891732356892504
f(z) = -24/35*z^3 + 73/70*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.022701492798725634271893800017015427271
f(z) = -39/28*z^3 + 61/84*z + 1
*
[ 5/6 ] 
f(z) = -38/25*z^3 + 77/90*z + 1
*
[ 5/6 ] 
f(z) = -34/25*z^3 + 67/90*z + 1
*
[ 15/17 ] 
f(z) = -34/27*z^3 + 72/85*z + 1
*
[ 6/7 ] 
f(z) = -32/27*z^3 + 69/98*z + 1
*
[ 6/7 ] 
f(z) = -29/27*z^3 + 61/98*z + 1
*
-7/9 | 0.10810892827425591139585662171850505562 | 0.024399322558874082899287179527332167232
f(z) = -27/28*z^3 + 73/84*z + 1
*
13/10 | 0.11552556370974510795838655077909732880 | 0.025086057418952431432165329270635414528
f(z) = -25/24*z^3 + 73/96*z + 1
*
0 | 0.11921892742197413314336475571870360171 | 0.023988612898626451446057651783706391142
f(z) = -36/25*z^3 + 69/100*z + 1
*
0 | 0.095645218318708187024160297385985586134 | 0.019809238488331445386244660020512769160
f(z) = -25/21*z^3 + 62/105*z + 1
*
-5/6 | 0.10142507637701032222351541606305404434 | 0.021793283299798067847905990893702087153
f(z) = -24/35*z^3 + 71/105*z + 1
*
[ 10/11 ] 
f(z) = -22/25*z^3 + 69/110*z + 1
*
0 | 0.11080768247263465465115029971092328101 | 0.021454457751413421713571364420891271631
f(z) = -35/24*z^3 + 79/120*z + 1
*
0 | 0.15234750601521236971543771178147671257 | 0.029497351252191210841722276437673536265
f(z) = -35/27*z^3 + 67/135*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.027282990334822117424093423978863440513
f(z) = -28/33*z^3 + 79/132*z + 1
*
0 | 0.069593446554143984184597437631291385331 | 0.014413613186832298159784371180609832798
f(z) = -25/24*z^3 + 77/120*z + 1
*
2/15 | 0.11615437378893066444565748072457074552 | 0.021006576257804427423486871239765472741
f(z) = -25/28*z^3 + 65/126*z + 1
*
0 | 0.17791373480395219371106522094574788593 | 0.028564408845287769354581518907202589212
f(z) = -39/22*z^3 + 72/143*z + 1
*
5/4 | 0.16771631967263429825959385741743794385 | 0.025165970329926710404170468621428716048
f(z) = -28/25*z^3 + 73/140*z + 1
*
[ 9/10 ] 
f(z) = -25/36*z^3 + 65/144*z + 1
*
[ 6/7 ] 
f(z) = -23/24*z^3 + 79/147*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.023653706075903466235343120399122683725
f(z) = -21/20*z^3 + 67/140*z + 1
*
[ 3/4 ] 
f(z) = -40/29*z^3 + 77/174*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.027018239201141974578354898860267062871
f(z) = -40/33*z^3 + 68/165*z + 1
*
0 | 0.12588881904188256511155115264070522868 | 0.022702396866886510309112598553980836257
f(z) = -32/21*z^3 + 67/168*z + 1
*
[ 3/4 ] 
f(z) = -26/21*z^3 + 61/168*z + 1
*
0 | 0.14946122386644107250226191697517798621 | 0.029449478837121363009021146974924078258
f(z) = -25/32*z^3 + 61/160*z + 1
*
[ 3/4 ] 
f(z) = -40/31*z^3 + 73/186*z + 1
*
[ 4/5 ] 
f(z) = -35/36*z^3 + 67/180*z + 1
*
[ 21/26 ] 
f(z) = -26/27*z^3 + 71/182*z + 1
*
[ 5/6 ] 
f(z) = -23/25*z^3 + 79/180*z + 1
*
17/20 | 0.13524797680686961737894457111352502779 | 0.022573441892792709246895962158460630300
f(z) = -40/21*z^3 + 79/210*z + 1
*
0 | 0.10885450389478325650179464252840440237 | 0.018871089867252422105281734702135221945
f(z) = -40/27*z^3 + 77/216*z + 1
*
0 | 0.12634876697618794245414299712640666227 | 0.023846960881187601785774217987687877926
f(z) = -24/25*z^3 + 67/200*z + 1
*
[ 18/23 ] 
f(z) = -23/24*z^3 + 64/207*z + 1
*
[ 3/4 ] 
f(z) = -40/37*z^3 + 61/222*z + 1
*
[ 5/7 ] 
f(z) = -34/25*z^3 + 72/245*z + 1
*
[ 5/7 ] 
f(z) = -33/25*z^3 + 67/245*z + 1
*
[ 5/7 ] 
f(z) = -32/25*z^3 + 62/245*z + 1
*
[ 3/4 ] 
f(z) = -34/33*z^3 + 65/264*z + 1
*
[ 2 ] 
f(z) = -39/20*z^3 + 83/10*z + 1
*
[ -2 ] 
f(z) = -39/20*z^3 + 93/10*z + 1
*
[ -5/3 ] 
f(z) = -39/25*z^3 + 89/15*z + 1
*
[ 2 ] 
f(z) = -39/28*z^3 + 85/14*z + 1
*
[ -2 ] 
f(z) = -39/28*z^3 + 99/14*z + 1
*
[ 4 ] 
f(z) = -39/32*z^3 + 81/4*z + 1
*
[ -4 ] 
f(z) = -39/32*z^3 + 83/4*z + 1
*
[ -2 ] 
f(z) = -37/20*z^3 + 89/10*z + 1
*
[ 2 ] 
f(z) = -37/28*z^3 + 81/14*z + 1
*
[ -2 ] 
f(z) = -37/28*z^3 + 95/14*z + 1
*
[ 2 ] 
f(z) = -37/36*z^3 + 83/18*z + 1
*
[ 6 ] 
f(z) = -35/27*z^3 + 95/2*z + 1
*
[ -2 ] 
f(z) = -35/36*z^3 + 97/18*z + 1
*
[ 5/2 ] 
f(z) = -34/25*z^3 + 91/10*z + 1
*
[ -5/2 ] 
f(z) = -34/25*z^3 + 99/10*z + 1
*
[ -6 ] 
f(z) = -34/27*z^3 + 93/2*z + 1
*
[ -2 ] 
f(z) = -33/20*z^3 + 81/10*z + 1
*
[ -2 ] 
f(z) = -33/28*z^3 + 87/14*z + 1
*
[ 6 ] 
f(z) = -32/27*z^3 + 87/2*z + 1
*
[ 15/4 ] 
f(z) = -32/27*z^3 + 87/5*z + 1
*
[ -6 ] 
f(z) = -31/27*z^3 + 85/2*z + 1
*
[ -2 ] 
f(z) = -31/28*z^3 + 83/14*z + 1
*
[ -2 ] 
f(z) = -31/36*z^3 + 89/18*z + 1
*
[ -2 ] 
f(z) = -29/36*z^3 + 85/18*z + 1
*
[ 3 ] 
f(z) = -29/36*z^3 + 95/12*z + 1
*
[ -12/5 ] 
f(z) = -25/24*z^3 + 89/12*z + 1
*
-2/5 | 0.10545623887716378208816044345589237023 | 0.017816882930081543894218793836255628075
f(z) = -25/32*z^3 + 93/8*z + 1
*
[ 3 ] 
f(z) = -25/36*z^3 + 83/12*z + 1
*
[ -3 ] 
f(z) = -25/36*z^3 + 91/12*z + 1
*
[ -3 ] 
f(z) = -23/36*z^3 + 85/12*z + 1
*
[ -1 ] 
f(z) = -40/21*z^3 + 82/21*z + 1
*
[ 3/2 ] 
f(z) = -40/21*z^3 + 97/21*z + 1
*
[ -1 ] 
f(z) = -40/23*z^3 + 86/23*z + 1
*
[ -1/2 ] 
f(z) = -40/27*z^3 + 91/27*z + 1
*
[ -1 ] 
f(z) = -40/27*z^3 + 94/27*z + 1
*
[ -1/2 ] 
f(z) = -40/29*z^3 + 97/29*z + 1
*
[ -1 ] 
f(z) = -40/29*z^3 + 98/29*z + 1
*
[ -1 ] 
f(z) = -39/22*z^3 + 83/22*z + 1
*
[ -1 ] 
f(z) = -39/23*z^3 + 85/23*z + 1
*
[ -1 ] 
f(z) = -39/25*z^3 + 89/25*z + 1
*
[ -1 ] 
f(z) = -39/28*z^3 + 95/28*z + 1
*
[ -1 ] 
f(z) = -39/29*z^3 + 97/29*z + 1
*
2 | 0.090432346760753425997720103515370955917 | 0.015170653540543316155554844098970161692
f(z) = -39/32*z^3 + 97/24*z + 1
*
[ -1 ] 
f(z) = -38/21*z^3 + 80/21*z + 1
*
[ -1 ] 
f(z) = -38/23*z^3 + 84/23*z + 1
*
[ -1 ] 
f(z) = -38/25*z^3 + 88/25*z + 1
*
[ -1 ] 
f(z) = -38/27*z^3 + 92/27*z + 1
*
[ -1 ] 
f(z) = -38/29*z^3 + 96/29*z + 1
*
[ -1 ] 
f(z) = -37/22*z^3 + 81/22*z + 1
*
[ -1 ] 
f(z) = -37/23*z^3 + 83/23*z + 1
*
[ -1 ] 
f(z) = -37/24*z^3 + 85/24*z + 1
*
[ -2/3 ] 
f(z) = -37/24*z^3 + 86/27*z + 1
*
[ -1 ] 
f(z) = -37/25*z^3 + 87/25*z + 1
*
[ -1 ] 
f(z) = -37/26*z^3 + 89/26*z + 1
*
[ -1 ] 
f(z) = -37/27*z^3 + 91/27*z + 1
*
[ -1 ] 
f(z) = -37/28*z^3 + 93/28*z + 1
*
[ -1 ] 
f(z) = -37/29*z^3 + 95/29*z + 1
*
[ -1 ] 
f(z) = -37/30*z^3 + 97/30*z + 1
*
[ -1 ] 
f(z) = -37/31*z^3 + 99/31*z + 1
*
[ 4/3 ] 
f(z) = -37/32*z^3 + 83/36*z + 1
*
[ -1 ] 
f(z) = -36/23*z^3 + 82/23*z + 1
*
[ -1/3 ] 
f(z) = -36/23*z^3 + 96/23*z + 1
*
[ -5/4 ] 
f(z) = -36/25*z^3 + 81/20*z + 1
*
[ -1/2 ] 
f(z) = -36/25*z^3 + 84/25*z + 1
*
[ -1 ] 
f(z) = -36/25*z^3 + 86/25*z + 1
*
[ -1 ] 
f(z) = -36/29*z^3 + 94/29*z + 1
*
[ -1/2 ] 
f(z) = -36/29*z^3 + 96/29*z + 1
*
[ -1 ] 
f(z) = -36/31*z^3 + 98/31*z + 1
*
[ -1 ] 
f(z) = -35/23*z^3 + 81/23*z + 1
*
[ -1 ] 
f(z) = -35/24*z^3 + 83/24*z + 1
*
[ -2/3 ] 
f(z) = -35/24*z^3 + 85/27*z + 1
*
[ -2/7 ] 
f(z) = -35/24*z^3 + 97/21*z + 1
*
[ -1 ] 
f(z) = -35/26*z^3 + 87/26*z + 1
*
-6/35 | 0.18604147275258233889364837649080480048 | 0.024115262547835585201709267808416995870
f(z) = -35/27*z^3 + 83/35*z + 1
*
[ -3/10 ] 
f(z) = -35/27*z^3 + 89/20*z + 1
*
[ -1 ] 
f(z) = -35/27*z^3 + 89/27*z + 1
*
[ -1 ] 
f(z) = -35/29*z^3 + 93/29*z + 1
*
[ -1 ] 
f(z) = -35/31*z^3 + 97/31*z + 1
*
[ -4/7 ] 
f(z) = -35/32*z^3 + 87/28*z + 1
*
[ -1 ] 
f(z) = -35/32*z^3 + 99/32*z + 1
*
[ -6/5 ] 
f(z) = -35/36*z^3 + 97/30*z + 1
*
[ -1 ] 
f(z) = -34/23*z^3 + 80/23*z + 1
*
[ -1 ] 
f(z) = -34/25*z^3 + 84/25*z + 1
*
[ -1 ] 
f(z) = -34/27*z^3 + 88/27*z + 1
*
[ -1 ] 
f(z) = -34/29*z^3 + 92/29*z + 1
*
[ -1 ] 
f(z) = -34/31*z^3 + 96/31*z + 1
*
[ -2/3 ] 
f(z) = -33/20*z^3 + 97/30*z + 1
*
[ -1 ] 
f(z) = -33/25*z^3 + 83/25*z + 1
*
[ -1 ] 
f(z) = -33/26*z^3 + 85/26*z + 1
*
[ -1 ] 
f(z) = -33/28*z^3 + 89/28*z + 1
*
[ -1 ] 
f(z) = -33/29*z^3 + 91/29*z + 1
*
[ -1 ] 
f(z) = -33/31*z^3 + 95/31*z + 1
*
2 | 0.11898621873656667776440004513012894381 | 0.020030772459981576175515359198569777885
f(z) = -33/32*z^3 + 95/24*z + 1
*
[ -1 ] 
f(z) = -33/32*z^3 + 97/32*z + 1
*
-7/4 | 0.12400112635081575592303880333921226309 | 0.027625567352032025900221491588933588427
f(z) = -32/21*z^3 + 89/21*z + 1
*
[ -1 ] 
f(z) = -32/25*z^3 + 82/25*z + 1
*
[ -1/2 ] 
f(z) = -32/25*z^3 + 83/25*z + 1
*
[ -1 ] 
f(z) = -32/27*z^3 + 86/27*z + 1
*
-15/16 | 0.090984820135386446842455752978456588385 | 0.013608542094385286877319792295114921979
f(z) = -32/27*z^3 + 89/24*z + 1
*
[ -1/2 ] 
f(z) = -32/27*z^3 + 89/27*z + 1
*
[ -1 ] 
f(z) = -32/29*z^3 + 90/29*z + 1
*
[ -1/2 ] 
f(z) = -32/29*z^3 + 95/29*z + 1
*
[ -1 ] 
f(z) = -32/31*z^3 + 94/31*z + 1
*
[ 3/2 ] 
f(z) = -32/33*z^3 + 83/33*z + 1
*
[ -3/4 ] 
f(z) = -32/33*z^3 + 95/33*z + 1
*
[ -1 ] 
f(z) = -32/33*z^3 + 98/33*z + 1
*
[ 3/2 ] 
f(z) = -32/39*z^3 + 85/39*z + 1
*
[ -2/3 ] 
f(z) = -31/24*z^3 + 83/27*z + 1
*
[ -1 ] 
f(z) = -31/25*z^3 + 81/25*z + 1
*
[ -1 ] 
f(z) = -31/26*z^3 + 83/26*z + 1
*
[ -1 ] 
f(z) = -31/27*z^3 + 85/27*z + 1
*
[ -1 ] 
f(z) = -31/28*z^3 + 87/28*z + 1
*
[ -1 ] 
f(z) = -31/29*z^3 + 89/29*z + 1
*
[ -1 ] 
f(z) = -31/30*z^3 + 91/30*z + 1
*
[ -1 ] 
f(z) = -31/32*z^3 + 95/32*z + 1
*
[ -1 ] 
f(z) = -31/33*z^3 + 97/33*z + 1
*
[ -1 ] 
f(z) = -31/34*z^3 + 99/34*z + 1
*
[ -1 ] 
f(z) = -30/29*z^3 + 88/29*z + 1
*
[ -1 ] 
f(z) = -30/31*z^3 + 92/31*z + 1
*
[ -2/3 ] 
f(z) = -29/24*z^3 + 82/27*z + 1
*
[ -1 ] 
f(z) = -29/26*z^3 + 81/26*z + 1
*
[ -1 ] 
f(z) = -29/27*z^3 + 83/27*z + 1
*
[ -1 ] 
f(z) = -29/28*z^3 + 85/28*z + 1
*
[ -1 ] 
f(z) = -29/30*z^3 + 89/30*z + 1
*
[ -1 ] 
f(z) = -29/31*z^3 + 91/31*z + 1
*
[ -1 ] 
f(z) = -29/32*z^3 + 93/32*z + 1
*
[ -1 ] 
f(z) = -29/33*z^3 + 95/33*z + 1
*
[ -1 ] 
f(z) = -29/34*z^3 + 97/34*z + 1
*
-2 | 0.063123644682287125217599927887622899614 | 0.013737105177014751690679258198342902608
f(z) = -29/34*z^3 + 99/34*z + 1
*
[ -1 ] 
f(z) = -29/35*z^3 + 99/35*z + 1
*
-2 | 0.062688070019945510427771404051142785005 | 0.013703176072656270654647541880035935455
f(z) = -29/38*z^3 + 97/38*z + 1
*
[ -1/2 ] 
f(z) = -28/25*z^3 + 82/25*z + 1
*
[ -1 ] 
f(z) = -28/27*z^3 + 82/27*z + 1
*
[ -1/2 ] 
f(z) = -28/27*z^3 + 88/27*z + 1
*
[ 12/7 ] 
f(z) = -28/27*z^3 + 97/28*z + 1
*
[ -1 ] 
f(z) = -28/29*z^3 + 86/29*z + 1
*
[ -1/2 ] 
f(z) = -28/29*z^3 + 94/29*z + 1
*
[ -1 ] 
f(z) = -28/31*z^3 + 90/31*z + 1
*
[ -1 ] 
f(z) = -28/33*z^3 + 94/33*z + 1
*
-2/3 | 0.089112419676268891154095500653591733409 | 0.017432048620937279160582320767194173741
f(z) = -27/20*z^3 + 83/30*z + 1
*
-5/3 | 0.065778766503665707214597419259846235262 | 0.014729090871552114664580285075603135638
f(z) = -27/20*z^3 + 87/20*z + 1
*
[ -1/3 ] 
f(z) = -27/22*z^3 + 91/22*z + 1
*
-2 | 0.062327706658856200730362556966147692148 | 0.013624403148468784036880939989410665271
f(z) = -27/22*z^3 + 97/22*z + 1
*
[ -1/3 ] 
f(z) = -27/23*z^3 + 95/23*z + 1
*
[ -10/9 ] 
f(z) = -27/25*z^3 + 97/30*z + 1
*
-2 | 0.062188490322803717936814123343880816601 | 0.013656164143898600117925105731729647755
f(z) = -27/26*z^3 + 95/26*z + 1
*
[ -1 ] 
f(z) = -27/28*z^3 + 83/28*z + 1
*
[ -4/3 ] 
f(z) = -27/28*z^3 + 97/28*z + 1
*
[ -1 ] 
f(z) = -27/29*z^3 + 85/29*z + 1
*
[ -1 ] 
f(z) = -27/31*z^3 + 89/31*z + 1
*
[ -1 ] 
f(z) = -27/32*z^3 + 91/32*z + 1
*
-2 | 0.061548606776201169382353949864478372794 | 0.013644540843553593904764321621760019028
f(z) = -27/34*z^3 + 91/34*z + 1
*
[ -1 ] 
f(z) = -27/34*z^3 + 95/34*z + 1
*
[ -2/3 ] 
f(z) = -27/34*z^3 + 97/34*z + 1
*
-5/3 | 0.082367935848435767879322243953945904359 | 0.018691441688637373775796059008691207461
f(z) = -27/35*z^3 + 82/35*z + 1
*
[ 5/3 ] 
f(z) = -27/35*z^3 + 89/35*z + 1
*
[ -1 ] 
f(z) = -27/35*z^3 + 97/35*z + 1
*
-2 | 0.060915742669476607664689452602618868139 | 0.013571102145908906690897318737382533331
f(z) = -27/38*z^3 + 89/38*z + 1
*
[ -1 ] 
f(z) = -26/27*z^3 + 80/27*z + 1
*
-15/26 | 0.14249845528927771519856701553146613298 | 0.018153331406667407641407223728231807923
f(z) = -26/27*z^3 + 95/26*z + 1
*
[ -1 ] 
f(z) = -26/29*z^3 + 84/29*z + 1
*
[ -1 ] 
f(z) = -26/31*z^3 + 88/31*z + 1
*
[ -1 ] 
f(z) = -26/33*z^3 + 92/33*z + 1
*
[ -1 ] 
f(z) = -26/35*z^3 + 96/35*z + 1
*
[ -2/5 ] 
f(z) = -25/22*z^3 + 81/22*z + 1
*
-2 | 0.060852992832095845923585196512384371585 | 0.013557122435321544866209689390728816729
f(z) = -25/22*z^3 + 89/22*z + 1
*
[ -2/3 ] 
f(z) = -25/24*z^3 + 80/27*z + 1
*
-2 | 0.060649947635783406978726945679736644726 | 0.013580652808874858442031622484432312135
f(z) = -25/26*z^3 + 87/26*z + 1
*
[ -2/5 ] 
f(z) = -25/26*z^3 + 95/26*z + 1
*
21/10 | 0.21621457667905202901793630713911090656 | 0.028115284151684193001988447617495609257
f(z) = -25/27*z^3 + 81/28*z + 1
*
[ -1 ] 
f(z) = -25/28*z^3 + 81/28*z + 1
*
1/5 | 0.11372024127402712558201032896552939787 | 0.025597381992991688472465121252726636034
f(z) = -25/28*z^3 + 85/28*z + 1
*
[ -7/5 ] 
f(z) = -25/28*z^3 + 97/28*z + 1
*
[ -1 ] 
f(z) = -25/29*z^3 + 83/29*z + 1
*
[ -1 ] 
f(z) = -25/31*z^3 + 87/31*z + 1
*
[ -1 ] 
f(z) = -25/32*z^3 + 89/32*z + 1
*
-2 | 0.059728285946949316146538233843397086135 | 0.013516732384862397729971612070015720500
f(z) = -25/34*z^3 + 83/34*z + 1
*
[ -1 ] 
f(z) = -25/34*z^3 + 93/34*z + 1
*
[ -1 ] 
f(z) = -25/37*z^3 + 99/37*z + 1
*
-2 | 0.058711330550467115259199368976486950195 | 0.013360339028622449587466335466514807150
f(z) = -25/38*z^3 + 81/38*z + 1
*
[ -1/2 ] 
f(z) = -24/25*z^3 + 81/25*z + 1
*
-5/4 | 0.17882812047067465070873463678254471198 | 0.029325343083087028789770323131917943699
f(z) = -24/25*z^3 + 89/30*z + 1
*
[ -1 ] 
f(z) = -24/29*z^3 + 82/29*z + 1
*
[ -1/2 ] 
f(z) = -24/29*z^3 + 93/29*z + 1
*
[ -1 ] 
f(z) = -24/31*z^3 + 86/31*z + 1
*
[ -1/2 ] 
f(z) = -24/31*z^3 + 99/31*z + 1
*
[ -1 ] 
f(z) = -24/35*z^3 + 94/35*z + 1
*
[ -1 ] 
f(z) = -24/37*z^3 + 98/37*z + 1
*
-2 | 0.059226610861967926918199441053867486262 | 0.013477596116681583255041811492341680355
f(z) = -23/22*z^3 + 81/22*z + 1
*
[ -1 ] 
f(z) = -23/29*z^3 + 81/29*z + 1
*
[ -1 ] 
f(z) = -23/30*z^3 + 83/30*z + 1
*
[ -1 ] 
f(z) = -23/31*z^3 + 85/31*z + 1
*
[ -1 ] 
f(z) = -23/32*z^3 + 87/32*z + 1
*
[ -1 ] 
f(z) = -23/33*z^3 + 89/33*z + 1
*
[ -1 ] 
f(z) = -23/34*z^3 + 91/34*z + 1
*
[ -1 ] 
f(z) = -23/35*z^3 + 93/35*z + 1
*
[ -1 ] 
f(z) = -23/36*z^3 + 95/36*z + 1
*
[ -1 ] 
f(z) = -23/37*z^3 + 97/37*z + 1
*
[ -1 ] 
f(z) = -23/38*z^3 + 99/38*z + 1
*
[ -1 ] 
f(z) = -22/29*z^3 + 80/29*z + 1
*
[ -1 ] 
f(z) = -22/31*z^3 + 84/31*z + 1
*
[ -1 ] 
f(z) = -22/35*z^3 + 92/35*z + 1
*
[ -1 ] 
f(z) = -22/37*z^3 + 96/37*z + 1
*
[ -2/3 ] 
f(z) = -21/20*z^3 + 89/30*z + 1
*
[ 2 ] 
f(z) = -21/22*z^3 + 95/22*z + 1
*
[ -5/7 ] 
f(z) = -21/25*z^3 + 99/35*z + 1
*
[ 2 ] 
f(z) = -21/26*z^3 + 97/26*z + 1
*
[ -1 ] 
f(z) = -21/31*z^3 + 83/31*z + 1
*
[ -4/7 ] 
f(z) = -21/32*z^3 + 83/28*z + 1
*
[ -1 ] 
f(z) = -21/32*z^3 + 85/32*z + 1
*
-8/3 | 0.094814889521537464927118363970425199271 | 0.015905855492410886371643813758215962614
f(z) = -21/32*z^3 + 97/24*z + 1
*
[ -1 ] 
f(z) = -21/34*z^3 + 89/34*z + 1
*
[ -1 ] 
f(z) = -21/37*z^3 + 95/37*z + 1
*
[ -1 ] 
f(z) = -21/38*z^3 + 97/38*z + 1
*
21/40 | 0.20814012060890739265635158264097665171 | 0.026979756615328638923231665029978982716
f(z) = -40/27*z^3 + 83/40*z + 1
*
0 | 0.13197734213226539892323036356149270142 | 0.028849329007324917449976081850257729917
f(z) = -38/21*z^3 + 97/42*z + 1
*
[ 8/7 ] 
f(z) = -35/32*z^3 + 87/56*z + 1
*
-8/5 | 0.095368303081938012121085799443144330082 | 0.015998694456456424719951679509555672901
f(z) = -35/32*z^3 + 97/40*z + 1
*
0 | 0.11418465939634552152792147385752943942 | 0.025438607628436497982625428215863354370
f(z) = -34/21*z^3 + 89/42*z + 1
*
[ 5/4 ] 
f(z) = -34/25*z^3 + 93/40*z + 1
*
0 | 0.11922052659719523560142501976300816242 | 0.026302903395123368665842983474000667484
f(z) = -34/25*z^3 + 93/50*z + 1
*
[ 6/5 ] 
f(z) = -34/27*z^3 + 99/50*z + 1
*
-4/11 | 0.15992999810810885794105616057571700764 | 0.024611119435771868869794436032824651588
f(z) = -33/32*z^3 + 83/44*z + 1
*
-7/8 | 0.12589813406297744479356373568376415341 | 0.027520456407972910366661881926187350385
f(z) = -32/21*z^3 + 97/42*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.026560020786387466989499493730593684227
f(z) = -32/25*z^3 + 89/50*z + 1
*
-5/16 | 0.18224088411109902121442111822798572670 | 0.029671080144402266955905797676795633629
f(z) = -32/25*z^3 + 93/40*z + 1
*
-21/16 | 0.22619779423539672986991030594643561997 | 0.028894377351716478210481110951914026225
f(z) = -32/27*z^3 + 93/56*z + 1
*
[ 6/5 ] 
f(z) = -31/27*z^3 + 91/50*z + 1
*
[ 6/5 ] 
f(z) = -28/27*z^3 + 83/50*z + 1
*
-14/9 | 0.13391728234326393427880346175367449897 | 0.026196714054811367471626532608240549246
f(z) = -27/28*z^3 + 83/42*z + 1
*
-1/2 | 0.12956021973682786294192382576652873622 | 0.028320962864240551970070172401449864794
f(z) = -26/21*z^3 + 97/42*z + 1
*
[ 3/2 ] 
f(z) = -25/36*z^3 + 91/48*z + 1
*
[ 3/2 ] 
f(z) = -23/36*z^3 + 85/48*z + 1
*
-1/2 | 0.12884080735482012531816135552415271725 | 0.028292553887976698795881757477343954654
f(z) = -22/21*z^3 + 95/42*z + 1
*
[ 15/11 ] 
f(z) = -22/27*z^3 + 98/55*z + 1
*
0 | 0.079307049145288596722514332447536586962 | 0.016653538957446054115251721931042080494
f(z) = -39/20*z^3 + 97/60*z + 1
*
0 | 0.13321798950638695615142880690559234284 | 0.029120525893849852659579230061324057843
f(z) = -32/33*z^3 + 97/66*z + 1
*
7/8 | 0.11804157345992112751578347677822636486 | 0.025688464568875982407402739335647035992
f(z) = -32/35*z^3 + 99/70*z + 1
*
-4/9 | 0.10336324924736115477084616329762878308 | 0.022914313579935710561216893884861322128
f(z) = -27/20*z^3 + 91/60*z + 1
*
[ 15/13 ] 
f(z) = -26/27*z^3 + 92/65*z + 1
*
3/13 | 0.16284321914390235958103324241964325019 | 0.024120985278206572523094473919992574862
f(z) = -26/27*z^3 + 95/78*z + 1
*
0 | 0.11804204988198908188074197621576579605 | 0.026431813361523181969276420552408234770
f(z) = -26/35*z^3 + 87/70*z + 1
*
[ 6/5 ] 
f(z) = -25/33*z^3 + 83/66*z + 1
*
[ 6/5 ] 
f(z) = -25/39*z^3 + 85/78*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.026713245381978407196077604480537780024
f(z) = -24/35*z^3 + 83/70*z + 1
*
[ 5/4 ] 
f(z) = -24/35*z^3 + 89/70*z + 1
*
-6/5 | 0.15772655418712111462688214743921139495 | 0.023933133408265176277186330536933057908
f(z) = -23/24*z^3 + 91/75*z + 1
*
[ 6/7 ] 
f(z) = -38/27*z^3 + 85/98*z + 1
*
-8/11 | 0.13425835184498828375877914242755494538 | 0.022777261008448359541722637345574641140
f(z) = -33/32*z^3 + 81/88*z + 1
*
0 | 0.12753697718403465743293279371864131734 | 0.027460431293070730629313021753550702438
f(z) = -26/21*z^3 + 83/84*z + 1
*
-3/5 | 0.076726516556607432768539478116877016468 | 0.017316562620381250017092168547736077349
f(z) = -25/28*z^3 + 83/84*z + 1
*
0 | 0.10847522524247577015074499479601045728 | 0.022778509715874664784295335672420431922
f(z) = -39/35*z^3 + 82/105*z + 1
*
-6/7 | 0.17109126419095472103760617285548619846 | 0.024061113178224359108795305528213864308
f(z) = -35/24*z^3 + 88/105*z + 1
*
-7/6 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -24/35*z^3 + 83/105*z + 1
*
3/2 | 0.11141875365125125929511387910847950643 | 0.023940632336388523418165304041455814676
f(z) = -24/35*z^3 + 92/105*z + 1
*
[ 3/4 ] 
f(z) = -40/23*z^3 + 89/138*z + 1
*
3/5 | 0.19320830135310315949823647031232931528 | 0.026187939150143837360272213878172663677
f(z) = -40/27*z^3 + 89/120*z + 1
*
[ 10/13 ] 
f(z) = -39/25*z^3 + 81/130*z + 1
*
4/3 | 0.15461086915953855295454942441864226214 | 0.022109328585963756099166056923770782794
f(z) = -33/32*z^3 + 83/132*z + 1
*
[ 14/15 ] 
f(z) = -25/28*z^3 + 89/126*z + 1
*
[ 5/6 ] 
f(z) = -36/29*z^3 + 96/145*z + 1
*
[ 5/6 ] 
f(z) = -36/31*z^3 + 94/155*z + 1
*
[ 6/7 ] 
f(z) = -25/24*z^3 + 88/147*z + 1
*
0 | 0.12290859420291044954949449063463958499 | 0.024401379942311660310448704394096607349
f(z) = -21/22*z^3 + 81/154*z + 1
*
0 | 0.17233685376433202644668692539790578004 | 0.029876432655186683805648101871366577374
f(z) = -40/21*z^3 + 89/168*z + 1
*
[ 3/4 ] 
f(z) = -34/21*z^3 + 97/168*z + 1
*
[ 21/25 ] 
f(z) = -25/27*z^3 + 81/175*z + 1
*
[ 21/23 ] 
f(z) = -23/27*z^3 + 99/161*z + 1
*
[ 5/6 ] 
f(z) = -36/37*z^3 + 88/185*z + 1
*
0 | 0.15450962970854596584317733908264761157 | 0.028086234783959838135756949576308619167
f(z) = -35/26*z^3 + 89/182*z + 1
*
0 | 0.11165946626917500505892232293073953711 | 0.020327365244483858614381273023535678497
f(z) = -27/20*z^3 + 83/180*z + 1
*
0 | 0.11652583487281060772838648978803012821 | 0.021213277163334737328734414549906862366
f(z) = -27/22*z^3 + 89/198*z + 1
*
0 | 0.10384978612047421142502756440049342548 | 0.019998199311567860782829328409386304634
f(z) = -25/36*z^3 + 89/180*z + 1
*
[ 8/9 ] 
f(z) = -21/32*z^3 + 85/216*z + 1
*
0 | 0.15251158740674648998848151496841978683 | 0.028022764057947399394732677904385499554
f(z) = -28/33*z^3 + 97/231*z + 1
*
0 | 0.14522922870432612553491480797513792195 | 0.026458530948940926941807144492084454303
f(z) = -22/21*z^3 + 95/231*z + 1
*
[ 5/7 ] 
f(z) = -39/25*z^3 + 97/245*z + 1
*
[ 5/7 ] 
f(z) = -38/25*z^3 + 92/245*z + 1
*
[ 5/7 ] 
f(z) = -37/25*z^3 + 87/245*z + 1
*
[ 5/7 ] 
f(z) = -36/25*z^3 + 82/245*z + 1
*
[ 3/4 ] 
f(z) = -38/33*z^3 + 83/264*z + 1
*
0 | 0.13425788030959236499967719311430306067 | 0.024078031887671869903044349606230893936
f(z) = -32/33*z^3 + 91/264*z + 1
*
19/16 | 0.14034866775072114715594410170555382323 | 0.025170363852770324700334689009673196964
f(z) = -32/33*z^3 + 97/264*z + 1
*
[ 3/4 ] 
f(z) = -28/23*z^3 + 97/276*z + 1
*
[ 6/7 ] 
f(z) = -23/36*z^3 + 89/294*z + 1
*
3 | 0.22401598815913976265819952074544732365 | 0.028247163226006409944834064082856950667
f(z) = -40/27*z^3 + 103/8*z + 1
*
-3/20 | 0.22087639897323100657824492601895914327 | 0.027718115839682902493923185904848885486
f(z) = -40/27*z^3 + 107/10*z + 1
*
[ -6 ] 
f(z) = -40/27*z^3 + 109/2*z + 1
*
[ 5/2 ] 
f(z) = -38/25*z^3 + 101/10*z + 1
*
[ -5/2 ] 
f(z) = -38/25*z^3 + 109/10*z + 1
*
[ 6 ] 
f(z) = -38/27*z^3 + 103/2*z + 1
*
[ -6 ] 
f(z) = -37/27*z^3 + 101/2*z + 1
*
[ -2 ] 
f(z) = -37/36*z^3 + 101/18*z + 1
*
[ 3 ] 
f(z) = -37/36*z^3 + 119/12*z + 1
*
-2/5 | 0.19871683472267435349299663375770882162 | 0.029081795971939184432148569160120237708
f(z) = -35/24*z^3 + 116/15*z + 1
*
[ 3 ] 
f(z) = -35/36*z^3 + 113/12*z + 1
*
[ -3/17 ] 
f(z) = -34/27*z^3 + 114/17*z + 1
*
[ 3 ] 
f(z) = -31/36*z^3 + 101/12*z + 1
*
[ -3 ] 
f(z) = -31/36*z^3 + 109/12*z + 1
*
[ -3 ] 
f(z) = -29/36*z^3 + 103/12*z + 1
*
-4/9 | 0.17312584486454243745411848721111274643 | 0.025434139112100169626868800740755681877
f(z) = -27/32*z^3 + 113/12*z + 1
*
-6 | 0.20102677105449387182023983912648183239 | 0.029650307746603879880206661825034314854
f(z) = -25/24*z^3 + 110/3*z + 1
*
[ 6 ] 
f(z) = -25/24*z^3 + 115/3*z + 1
*
[ -6 ] 
f(z) = -25/24*z^3 + 116/3*z + 1
*
[ 14/5 ] 
f(z) = -25/28*z^3 + 107/14*z + 1
*
[ -14/5 ] 
f(z) = -25/28*z^3 + 117/14*z + 1
*
[ 6 ] 
f(z) = -23/24*z^3 + 106/3*z + 1
*
[ -6 ] 
f(z) = -23/24*z^3 + 107/3*z + 1
*
[ 5 ] 
f(z) = -23/25*z^3 + 119/5*z + 1
*
[ 5 ] 
f(z) = -22/25*z^3 + 114/5*z + 1
*
[ -5 ] 
f(z) = -22/25*z^3 + 116/5*z + 1
*
[ 5 ] 
f(z) = -21/25*z^3 + 109/5*z + 1
*
[ -5 ] 
f(z) = -21/25*z^3 + 111/5*z + 1
*
3/20 | 0.15073049872264130627990921115522558195 | 0.022126080907361971531778482400217604461
f(z) = -40/27*z^3 + 101/30*z + 1
*
[ -1 ] 
f(z) = -40/31*z^3 + 102/31*z + 1
*
[ -1/2 ] 
f(z) = -40/31*z^3 + 103/31*z + 1
*
[ 3/2 ] 
f(z) = -40/33*z^3 + 101/33*z + 1
*
[ -1 ] 
f(z) = -40/33*z^3 + 106/33*z + 1
*
[ -1/2 ] 
f(z) = -40/33*z^3 + 109/33*z + 1
*
[ -1 ] 
f(z) = -40/37*z^3 + 114/37*z + 1
*
[ 3/2 ] 
f(z) = -40/39*z^3 + 103/39*z + 1
*
[ -1 ] 
f(z) = -40/39*z^3 + 118/39*z + 1
*
[ -2/3 ] 
f(z) = -39/20*z^3 + 101/30*z + 1
*
[ -1 ] 
f(z) = -39/31*z^3 + 101/31*z + 1
*
[ -1 ] 
f(z) = -39/32*z^3 + 103/32*z + 1
*
[ -1 ] 
f(z) = -39/34*z^3 + 107/34*z + 1
*
[ -1 ] 
f(z) = -39/35*z^3 + 109/35*z + 1
*
[ -1 ] 
f(z) = -39/37*z^3 + 113/37*z + 1
*
[ -1 ] 
f(z) = -39/38*z^3 + 115/38*z + 1
*
[ -1 ] 
f(z) = -38/31*z^3 + 100/31*z + 1
*
[ -1 ] 
f(z) = -38/33*z^3 + 104/33*z + 1
*
[ -1 ] 
f(z) = -38/35*z^3 + 108/35*z + 1
*
[ -1 ] 
f(z) = -38/37*z^3 + 112/37*z + 1
*
[ -1 ] 
f(z) = -38/39*z^3 + 116/39*z + 1
*
[ -1 ] 
f(z) = -37/32*z^3 + 101/32*z + 1
*
[ -1 ] 
f(z) = -37/33*z^3 + 103/33*z + 1
*
[ -1 ] 
f(z) = -37/34*z^3 + 105/34*z + 1
*
[ -1 ] 
f(z) = -37/35*z^3 + 107/35*z + 1
*
[ -1 ] 
f(z) = -37/36*z^3 + 109/36*z + 1
*
[ -1 ] 
f(z) = -37/38*z^3 + 113/38*z + 1
*
[ -1 ] 
f(z) = -37/39*z^3 + 115/39*z + 1
*
[ -1/3 ] 
f(z) = -36/25*z^3 + 104/25*z + 1
*
[ -1/2 ] 
f(z) = -36/31*z^3 + 102/31*z + 1
*
[ -5/6 ] 
f(z) = -36/35*z^3 + 102/35*z + 1
*
[ -1 ] 
f(z) = -36/35*z^3 + 106/35*z + 1
*
[ -1 ] 
f(z) = -36/37*z^3 + 110/37*z + 1
*
[ -1 ] 
f(z) = -35/33*z^3 + 101/33*z + 1
*
[ -1 ] 
f(z) = -35/34*z^3 + 103/34*z + 1
*
[ -1 ] 
f(z) = -35/36*z^3 + 107/36*z + 1
*
[ -1 ] 
f(z) = -35/37*z^3 + 109/37*z + 1
*
[ -1 ] 
f(z) = -35/38*z^3 + 111/38*z + 1
*
[ -1 ] 
f(z) = -35/39*z^3 + 113/39*z + 1
*
[ -1 ] 
f(z) = -34/33*z^3 + 100/33*z + 1
*
[ -1 ] 
f(z) = -34/35*z^3 + 104/35*z + 1
*
[ -1 ] 
f(z) = -34/37*z^3 + 108/37*z + 1
*
[ -1 ] 
f(z) = -34/39*z^3 + 112/39*z + 1
*
-2 | 0.066059749211239320653963262254325869593 | 0.013822565854691903099596681841666687975
f(z) = -33/26*z^3 + 119/26*z + 1
*
[ -1 ] 
f(z) = -33/34*z^3 + 101/34*z + 1
*
-2 | 0.065807169676817878684989082232545263929 | 0.013868938036742342636941864580305232669
f(z) = -33/34*z^3 + 115/34*z + 1
*
[ -1 ] 
f(z) = -33/35*z^3 + 103/35*z + 1
*
[ -1 ] 
f(z) = -33/37*z^3 + 107/37*z + 1
*
[ -1 ] 
f(z) = -33/38*z^3 + 109/38*z + 1
*
-2 | 0.065568399792127308872618530283285335322 | 0.013869900737271649815647242176570709656
f(z) = -33/38*z^3 + 113/38*z + 1
*
[ -1/4 ] 
f(z) = -32/23*z^3 + 117/23*z + 1
*
[ -3/10 ] 
f(z) = -32/27*z^3 + 111/25*z + 1
*
-3/2 | 0.12287960312279006225140602222889408231 | 0.017745340258020753684851576416345129513
f(z) = -32/27*z^3 + 113/24*z + 1
*
[ -1/2 ] 
f(z) = -32/31*z^3 + 101/31*z + 1
*
[ -1/2 ] 
f(z) = -32/33*z^3 + 107/33*z + 1
*
-5/4 | 0.13321712926869093762684318089445336149 | 0.028024529652962277927776104033710761793
f(z) = -32/33*z^3 + 116/33*z + 1
*
[ -1 ] 
f(z) = -32/35*z^3 + 102/35*z + 1
*
-1/4 | 0.13366553314229124228813337653389984539 | 0.028604842564853615376622429588481627661
f(z) = -32/35*z^3 + 107/35*z + 1
*
[ -1 ] 
f(z) = -32/37*z^3 + 106/37*z + 1
*
[ -1/2 ] 
f(z) = -32/37*z^3 + 119/37*z + 1
*
[ -3/4 ] 
f(z) = -32/39*z^3 + 109/39*z + 1
*
[ -1 ] 
f(z) = -32/39*z^3 + 110/39*z + 1
*
-2 | 0.064933262799373523597937638464174934061 | 0.013735548105943258884617872516586437062
f(z) = -31/22*z^3 + 113/22*z + 1
*
-2 | 0.064870264596731706172481657372903534329 | 0.013774253869028227619282628983841450926
f(z) = -31/26*z^3 + 111/26*z + 1
*
-2 | 0.064530217482423400000116404913693952422 | 0.013809668568751309164028851636123534275
f(z) = -31/34*z^3 + 107/34*z + 1
*
[ -1 ] 
f(z) = -31/35*z^3 + 101/35*z + 1
*
[ -1 ] 
f(z) = -31/36*z^3 + 103/36*z + 1
*
[ -1 ] 
f(z) = -31/37*z^3 + 105/37*z + 1
*
-2 | 0.064211605701020717779216472030925691927 | 0.013797196553006158908603274825529785994
f(z) = -31/38*z^3 + 105/38*z + 1
*
[ -1 ] 
f(z) = -31/38*z^3 + 107/38*z + 1
*
[ -1 ] 
f(z) = -31/39*z^3 + 109/39*z + 1
*
[ -1 ] 
f(z) = -30/37*z^3 + 104/37*z + 1
*
-2 | 0.063681848162902831064305286210055329156 | 0.013683367147884571243318165289894884153
f(z) = -29/22*z^3 + 105/22*z + 1
*
-2 | 0.063585370549269277532173055560279135268 | 0.013719328726825403087745909998016705192
f(z) = -29/26*z^3 + 103/26*z + 1
*
0 | 0.14070378019192964011123665764592418653 | 0.029441335925873314948339470168502805684
f(z) = -29/30*z^3 + 119/30*z + 1
*
[ -1 ] 
f(z) = -29/36*z^3 + 101/36*z + 1
*
[ -1 ] 
f(z) = -29/37*z^3 + 103/37*z + 1
*
[ -1 ] 
f(z) = -29/38*z^3 + 105/38*z + 1
*
[ -1 ] 
f(z) = -29/39*z^3 + 107/39*z + 1
*
[ -5/7 ] 
f(z) = -28/25*z^3 + 104/35*z + 1
*
[ -1/2 ] 
f(z) = -28/31*z^3 + 100/31*z + 1
*
[ -1/2 ] 
f(z) = -28/33*z^3 + 106/33*z + 1
*
[ -3/2 ] 
f(z) = -28/33*z^3 + 118/33*z + 1
*
[ -1 ] 
f(z) = -28/37*z^3 + 102/37*z + 1
*
[ -1/2 ] 
f(z) = -28/37*z^3 + 118/37*z + 1
*
[ -1 ] 
f(z) = -28/39*z^3 + 106/39*z + 1
*
[ -5/3 ] 
f(z) = -27/20*z^3 + 107/20*z + 1
*
[ 2 ] 
f(z) = -27/22*z^3 + 119/22*z + 1
*
[ -1/3 ] 
f(z) = -27/25*z^3 + 103/25*z + 1
*
[ -1/3 ] 
f(z) = -27/26*z^3 + 107/26*z + 1
*
[ -1/3 ] 
f(z) = -27/29*z^3 + 119/29*z + 1
*
-2 | 0.083937686654890761722620455821847875489 | 0.013986316287369681349211582193736253228
f(z) = -27/32*z^3 + 101/24*z + 1
*
[ -1 ] 
f(z) = -27/37*z^3 + 101/37*z + 1
*
[ -1 ] 
f(z) = -27/38*z^3 + 103/38*z + 1
*
[ -2/3 ] 
f(z) = -27/38*z^3 + 107/38*z + 1
*
[ -1 ] 
f(z) = -26/37*z^3 + 100/37*z + 1
*
-11/5 | 0.13976051242509534849541545762958948761 | 0.029791121002667288614107489282016022904
f(z) = -25/22*z^3 + 109/22*z + 1
*
[ -8/5 ] 
f(z) = -25/24*z^3 + 103/24*z + 1
*
[ 2 ] 
f(z) = -25/26*z^3 + 113/26*z + 1
*
[ -9/10 ] 
f(z) = -25/27*z^3 + 103/36*z + 1
*
-1/5 | 0.12848933396742073297709173902349597953 | 0.027388575137251953962445383720630788178
f(z) = -25/27*z^3 + 109/27*z + 1
*
-1/5 | 0.13813794387109065561641423402029586938 | 0.029220776709772261574280588390082506830
f(z) = -25/28*z^3 + 113/28*z + 1
*
-4/15 | 0.19869313945482706551827501460576771036 | 0.029679781547759769605525794035756273883
f(z) = -25/32*z^3 + 101/36*z + 1
*
-7/5 | 0.14119664789184071117758432103777670831 | 0.029867794500155956839047929118108506601
f(z) = -25/32*z^3 + 113/32*z + 1
*
[ -4/3 ] 
f(z) = -25/32*z^3 + 113/36*z + 1
*
-4/5 | 0.13321729456149725790428370722949412706 | 0.028075700759802049958199923401202374323
f(z) = -25/33*z^3 + 115/33*z + 1
*
[ 2 ] 
f(z) = -25/34*z^3 + 117/34*z + 1
*
[ -1 ] 
f(z) = -25/38*z^3 + 101/38*z + 1
*
[ 2 ] 
f(z) = -25/38*z^3 + 119/38*z + 1
*
[ -1 ] 
f(z) = -25/39*z^3 + 103/39*z + 1
*
[ -3/5 ] 
f(z) = -25/39*z^3 + 113/39*z + 1
*
-5/6 | 0.17882809138467904538633609482652321128 | 0.028729442163096146463376021938445721270
f(z) = -24/25*z^3 + 101/30*z + 1
*
[ -5/12 ] 
f(z) = -24/25*z^3 + 107/30*z + 1
*
-5/3 | 0.17897625749717539870534979578162483881 | 0.028243834545974725801613770436787511889
f(z) = -24/25*z^3 + 113/30*z + 1
*
[ -1/2 ] 
f(z) = -24/35*z^3 + 111/35*z + 1
*
[ -1/2 ] 
f(z) = -24/37*z^3 + 117/37*z + 1
*
[ 2 ] 
f(z) = -23/22*z^3 + 103/22*z + 1
*
[ 2 ] 
f(z) = -23/26*z^3 + 105/26*z + 1
*
[ -4/3 ] 
f(z) = -23/32*z^3 + 109/36*z + 1
*
[ 2 ] 
f(z) = -23/34*z^3 + 109/34*z + 1
*
[ 2 ] 
f(z) = -23/38*z^3 + 111/38*z + 1
*
[ -1 ] 
f(z) = -23/39*z^3 + 101/39*z + 1
*
[ -1 ] 
f(z) = -22/39*z^3 + 100/39*z + 1
*
[ -2 ] 
f(z) = -21/22*z^3 + 117/22*z + 1
*
[ 5/2 ] 
f(z) = -21/25*z^3 + 117/20*z + 1
*
-2/3 | 0.10377002461716318891351449011310173791 | 0.016924839556189833382886675758825425757
f(z) = -21/32*z^3 + 115/24*z + 1
*
[ 2 ] 
f(z) = -21/34*z^3 + 101/34*z + 1
*
[ 2 ] 
f(z) = -21/38*z^3 + 103/38*z + 1
*
-1/2 | 0.12473210030195382813449492570136071539 | 0.026912490594104562476656070760968078831
f(z) = -38/21*z^3 + 103/42*z + 1
*
0 | 0.12160557757768126939503156192130860541 | 0.026349382889119466282339100253205233091
f(z) = -38/25*z^3 + 101/50*z + 1
*
[ 5/4 ] 
f(z) = -38/25*z^3 + 103/40*z + 1
*
[ 6/5 ] 
f(z) = -37/27*z^3 + 107/50*z + 1
*
-2/3 | 0.14008390035349919539361256768247289933 | 0.029978393242308945761235472085134502515
f(z) = -36/25*z^3 + 107/50*z + 1
*
-1/2 | 0.12759207723707211791383065907620369311 | 0.027646532039947754107804498709402848652
f(z) = -34/21*z^3 + 101/42*z + 1
*
[ 3/2 ] 
f(z) = -31/36*z^3 + 109/48*z + 1
*
[ 3/2 ] 
f(z) = -29/36*z^3 + 103/48*z + 1
*
[ 4/3 ] 
f(z) = -27/22*z^3 + 107/44*z + 1
*
[ 4/3 ] 
f(z) = -27/26*z^3 + 109/52*z + 1
*
[ 14/9 ] 
f(z) = -27/28*z^3 + 113/42*z + 1
*
-16/9 | 0.14119664789184071117758432103777670831 | 0.026313320726102001800391791331018651349
f(z) = -27/32*z^3 + 107/48*z + 1
*
-3/2 | 0.12878708028567009603083898572482724105 | 0.027787402588746385276177178333902440851
f(z) = -26/21*z^3 + 103/42*z + 1
*
0 | 0.098216457985917742020385371751671098079 | 0.020699233482987081433718865741269198358
f(z) = -26/21*z^3 + 115/42*z + 1
*
-2/5 | 0.068147084950154100138061483005913043110 | 0.014415378548044784335656677490215632375
f(z) = -25/21*z^3 + 113/42*z + 1
*
[ -5/8 ] 
f(z) = -24/25*z^3 + 119/40*z + 1
*
0 | 0.11791650601765494875158935372946112171 | 0.025234501454028430768263572448525647701
f(z) = -22/21*z^3 + 107/42*z + 1
*
[ 3/2 ] 
f(z) = -22/21*z^3 + 113/42*z + 1
*
0 | 0.13327164007946449968034938723962079577 | 0.028191391354002644666060642099128417341
f(z) = -40/33*z^3 + 113/66*z + 1
*
0 | 0.13324299907623548804140012459411454103 | 0.028401858574794854889420118320315312161
f(z) = -38/33*z^3 + 109/66*z + 1
*
0 | 0.11197278548916141359863351804874637570 | 0.023775786692685320739039912352227080561
f(z) = -38/35*z^3 + 111/70*z + 1
*
0 | 0.13453513090674722907966874696084530692 | 0.028790939208934122178854542511562398545
f(z) = -36/35*z^3 + 107/70*z + 1
*
0 | 0.13362776253148624782282034966098961524 | 0.028954338688200821136968426090400345347
f(z) = -34/33*z^3 + 101/66*z + 1
*
0 | 0.11804226328856535269300448812236256142 | 0.025469075665124249951479542328872054967
f(z) = -34/35*z^3 + 103/70*z + 1
*
0 | 0.097614195449322452577025628134151265898 | 0.020425125148998624322294983522610600171
f(z) = -33/20*z^3 + 119/60*z + 1
*
11/8 | 0.067329934231842085535554998088085167538 | 0.014189862449111014359443293044632512322
f(z) = -32/33*z^3 + 115/66*z + 1
*
-1/4 | 0.12544908272478720418225413733585817029 | 0.026740520181841373501828209548525302636
f(z) = -32/35*z^3 + 109/70*z + 1
*
-6/5 | 0.16440717907197895953823836972649601789 | 0.024000605986574007700975133765217482764
f(z) = -29/24*z^3 + 118/75*z + 1
*
0 | 0.12687263456883341779791048268911093915 | 0.027490643875031291561433324430812122904
f(z) = -27/20*z^3 + 101/60*z + 1
*
0 | 0.13347419428949040349812595599922167228 | 0.028798705302610282983135929821997024722
f(z) = -27/22*z^3 + 103/66*z + 1
*
10/9 | 0.18100614403841863432730752323360690530 | 0.029079354960684448612494230534617125553
f(z) = -27/25*z^3 + 101/60*z + 1
*
[ 4/3 ] 
f(z) = -27/34*z^3 + 113/68*z + 1
*
[ 4/3 ] 
f(z) = -27/38*z^3 + 115/76*z + 1
*
[ 6/5 ] 
f(z) = -25/22*z^3 + 119/66*z + 1
*
2/15 | 0.084706555171519522521678402220740749025 | 0.013937403976717569720413900367120727937
f(z) = -25/32*z^3 + 109/72*z + 1
*
3/2 | 0.13956266447163529193794880148363246372 | 0.029577767904250719071955485309213927226
f(z) = -24/25*z^3 + 112/75*z + 1
*
0 | 0.12335045422982223211421328628050503186 | 0.026293179982894586702970503474798969704
f(z) = -23/20*z^3 + 109/60*z + 1
*
[ 6/5 ] 
f(z) = -23/24*z^3 + 116/75*z + 1
*
12/11 | 0.19446801077984306340956781263191810597 | 0.027875330877428814750573969937007634657
f(z) = -22/27*z^3 + 119/66*z + 1
*
10/7 | 0.14285709407805918830049335407973851240 | 0.026912187218440104732030034475704327898
f(z) = -21/20*z^3 + 101/70*z + 1
*
-4/7 | 0.095631061647259938708944267520908173539 | 0.017383489010560491970566569133525968524
f(z) = -35/24*z^3 + 103/84*z + 1
*
4/3 | 0.063356065530030085381055898499834069938 | 0.013401918344682622619414927929249137073
f(z) = -33/28*z^3 + 113/84*z + 1
*
0 | 0.050521001357746945832430838169196103519 | 0.010412342588509443691116392496909613909
f(z) = -32/21*z^3 + 107/84*z + 1
*
5/12 | 0.14100712364365000777277738475383689425 | 0.022071811585194737674398438107292572910
f(z) = -32/25*z^3 + 119/90*z + 1
*
-1/2 | 0.13751615140584951637719503338334073618 | 0.028528655335632583155337261218545405013
f(z) = -31/21*z^3 + 115/84*z + 1
*
-1/2 | 0.12955835330930770129977807319979071108 | 0.027254842782135981060001965376874261276
f(z) = -29/21*z^3 + 113/84*z + 1
*
-3/28 | 0.083700698652956704273443666121659726299 | 0.012087420041115863742567032131071643101
f(z) = -28/27*z^3 + 113/84*z + 1
*
-1/2 | 0.10810742367066928901212440196731079857 | 0.023135327122059728882641183110434240748
f(z) = -23/21*z^3 + 107/84*z + 1
*
-1/2 | 0.11552556370974510795838655077909732880 | 0.024172960559872503073846816923959384646
f(z) = -23/24*z^3 + 119/96*z + 1
*
-1/2 | 0.13322618613465970957825512598490217416 | 0.028398274755816205705201989070893715076
f(z) = -21/22*z^3 + 109/88*z + 1
*
20/21 | 0.076192485111289908349935353390460452566 | 0.011193535356511429701336469010085271384
f(z) = -21/32*z^3 + 113/84*z + 1
*
-8/13 | 0.13735147447002136855507615355134360336 | 0.022052056164118261288755739947503784514
f(z) = -39/32*z^3 + 113/104*z + 1
*
[ 5/6 ] 
f(z) = -36/23*z^3 + 102/115*z + 1
*
2/5 | 0.11665390434194254714646452577498304604 | 0.016405412680337358448644740246057046636
f(z) = -35/24*z^3 + 107/105*z + 1
*
6/5 | 0.15157456482658370216523177431585036659 | 0.021316417155945876018740073411220443288
f(z) = -35/24*z^3 + 113/105*z + 1
*
[ 10/11 ] 
f(z) = -33/25*z^3 + 109/110*z + 1
*
0 | 0.12544895926459155712936885420672619673 | 0.026846470031046509950250177704646970712
f(z) = -24/35*z^3 + 107/105*z + 1
*
[ 10/13 ] 
f(z) = -39/20*z^3 + 111/130*z + 1
*
0 | 0.089857988573290163054441468055593778815 | 0.017398201789381811268770731434170403447
f(z) = -35/24*z^3 + 103/120*z + 1
*
[ 8/9 ] 
f(z) = -27/20*z^3 + 113/120*z + 1
*
-10/9 | 0.062937712310084152681276964585739621303 | 0.010194346103164549282798721244828554826
f(z) = -27/32*z^3 + 113/120*z + 1
*
0 | 0.12379035244963571028978212408448979558 | 0.025638423512801895219789310711118898499
f(z) = -25/24*z^3 + 101/120*z + 1
*
-14/15 | 0.14308644313169432827216492880943382047 | 0.025877254390487510607382248042185889742
f(z) = -25/28*z^3 + 107/126*z + 1
*
-11/10 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -25/33*z^3 + 109/132*z + 1
*
0 | 0.12544989476681140963419055961161086263 | 0.025242375760375980581548240038202717863
f(z) = -36/35*z^3 + 109/140*z + 1
*
12/35 | 0.19437279776794809146207173193696447252 | 0.022875487283609139747040113061196414760
f(z) = -35/27*z^3 + 103/140*z + 1
*
[ 6/7 ] 
f(z) = -31/24*z^3 + 115/147*z + 1
*
[ 6/7 ] 
f(z) = -29/24*z^3 + 106/147*z + 1
*
-15/28 | 0.21486459511159008636889025968790224723 | 0.025969128611771263964967059603046449403
f(z) = -28/27*z^3 + 107/140*z + 1
*
-3/4 | 0.14249966859999179853089077579948586095 | 0.028218560765974375678270032550980595851
f(z) = -28/39*z^3 + 115/156*z + 1
*
-5/6 | 0.12545009443111420986946599159507602992 | 0.025386315662409581486357872186493514396
f(z) = -27/35*z^3 + 103/140*z + 1
*
[ 12/13 ] 
f(z) = -26/27*z^3 + 115/156*z + 1
*
[ 21/22 ] 
f(z) = -22/27*z^3 + 107/154*z + 1
*
0 | 0.13791182945648596261584216739742538449 | 0.027635245453842785118657441712447170893
f(z) = -21/20*z^3 + 107/140*z + 1
*
[ 3/4 ] 
f(z) = -38/21*z^3 + 115/168*z + 1
*
0 | 0.10921644204905937858969865067939206866 | 0.019852993237022575139990191552505894059
f(z) = -35/24*z^3 + 101/168*z + 1
*
[ 6/7 ] 
f(z) = -35/32*z^3 + 107/168*z + 1
*
0 | 0.10186523695477993171518877309202399745 | 0.018370059024205022488986102694055171429
f(z) = -32/21*z^3 + 109/168*z + 1
*
[ 8/9 ] 
f(z) = -27/28*z^3 + 107/168*z + 1
*
0 | 0.11118439811401371910222962512632471097 | 0.021410614666469598676670678006250718393
f(z) = -35/36*z^3 + 103/180*z + 1
*
[ 5/6 ] 
f(z) = -31/25*z^3 + 119/180*z + 1
*
[ 5/6 ] 
f(z) = -29/25*z^3 + 109/180*z + 1
*
6/5 | 0.14225934135066143564723703219400371830 | 0.026266008896873499030388703109376229418
f(z) = -25/22*z^3 + 115/198*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.025791805757026659376876977560524120833
f(z) = -24/35*z^3 + 109/210*z + 1
*
0 | 0.10700103363688574660255045905983328254 | 0.019479307621182219215382552430964826541
f(z) = -27/26*z^3 + 113/234*z + 1
*
0 | 0.15251262102316737971066271217115435428 | 0.027785452965952227890402458845101107615
f(z) = -22/21*z^3 + 116/231*z + 1
*
0 | 0.093391783371748362196693049470550740663 | 0.016889950462097398787177196556722311129
f(z) = -35/36*z^3 + 101/252*z + 1
*
0 | 0.17770007981625226637289789623476142475 | 0.028530106106225939019982050483420338675
f(z) = -39/20*z^3 + 107/260*z + 1
*
0 | 0.16362309115805133411972186871981258996 | 0.027759061563775592644850495600465214132
f(z) = -33/25*z^3 + 113/275*z + 1
*
[ 6/7 ] 
f(z) = -25/36*z^3 + 101/294*z + 1
*
[ 7/8 ] 
f(z) = -24/35*z^3 + 107/280*z + 1
*
[ -3 ] 
f(z) = -37/36*z^3 + 127/12*z + 1
*
[ -3 ] 
f(z) = -35/36*z^3 + 121/12*z + 1
*
-57/16 | 0.20357665586602909036360865725877503382 | 0.025108056615503241067333421231086451886
f(z) = -32/27*z^3 + 123/8*z + 1
*
[ 21/8 ] 
f(z) = -32/27*z^3 + 123/14*z + 1
*
[ 6 ] 
f(z) = -29/24*z^3 + 133/3*z + 1
*
[ -6 ] 
f(z) = -29/24*z^3 + 134/3*z + 1
*
[ 10/3 ] 
f(z) = -27/25*z^3 + 127/10*z + 1
*
[ -10/3 ] 
f(z) = -27/25*z^3 + 133/10*z + 1
*
[ 5 ] 
f(z) = -27/25*z^3 + 139/5*z + 1
*
[ 5 ] 
f(z) = -26/25*z^3 + 134/5*z + 1
*
[ -5 ] 
f(z) = -26/25*z^3 + 136/5*z + 1
*
[ 18/5 ] 
f(z) = -25/24*z^3 + 128/9*z + 1
*
[ -18/5 ] 
f(z) = -25/24*z^3 + 133/9*z + 1
*
[ -21/5 ] 
f(z) = -25/27*z^3 + 123/7*z + 1
*
[ -3/20 ] 
f(z) = -25/27*z^3 + 123/16*z + 1
*
[ 16/5 ] 
f(z) = -25/32*z^3 + 139/16*z + 1
*
[ 5 ] 
f(z) = -24/25*z^3 + 124/5*z + 1
*
[ -5 ] 
f(z) = -24/25*z^3 + 126/5*z + 1
*
[ -5 ] 
f(z) = -23/25*z^3 + 121/5*z + 1
*
[ -3/2 ] 
f(z) = -40/21*z^3 + 125/21*z + 1
*
-3/4 | 0.18996428566882013226598110886622413601 | 0.026859863331171804471991397603349837235
f(z) = -40/27*z^3 + 131/30*z + 1
*
-15/8 | 0.19046093332809868656050944773703779211 | 0.026872515368516304490157875567849281501
f(z) = -40/27*z^3 + 133/24*z + 1
*
[ -1/2 ] 
f(z) = -40/37*z^3 + 121/37*z + 1
*
[ -1/2 ] 
f(z) = -40/39*z^3 + 127/39*z + 1
*
-2/3 | 0.081045790704443068782063547945938389299 | 0.013109782852770185281960202910526561896
f(z) = -39/32*z^3 + 121/24*z + 1
*
-2 | 0.069095169333150199614871661662116198082 | 0.014002540142979854107677809250317124131
f(z) = -39/34*z^3 + 139/34*z + 1
*
-2 | 0.068982773309184411474345543228558500448 | 0.014020943241273505352061265201453051428
f(z) = -39/38*z^3 + 137/38*z + 1
*
-2 | 0.068218728801171920264503567396216602888 | 0.013865649040029444997785034291464842968
f(z) = -37/22*z^3 + 137/22*z + 1
*
-2 | 0.068211510896769133721454042707112693721 | 0.013905747175795101738173379051865289839
f(z) = -37/26*z^3 + 135/26*z + 1
*
[ -4/3 ] 
f(z) = -37/32*z^3 + 137/36*z + 1
*
-2 | 0.068074097670769050920890888300462091545 | 0.013963352282543149289416966942087117931
f(z) = -37/34*z^3 + 131/34*z + 1
*
-2 | 0.067931785291452786814715897441184745579 | 0.013978273159368074076581870357777327142
f(z) = -37/38*z^3 + 129/38*z + 1
*
-1/6 | 0.13826864280464320943461274669615184304 | 0.028589864169394550329023845335129552445
f(z) = -36/25*z^3 + 126/25*z + 1
*
[ -1/3 ] 
f(z) = -36/29*z^3 + 120/29*z + 1
*
[ -1/3 ] 
f(z) = -36/31*z^3 + 128/31*z + 1
*
[ -1/2 ] 
f(z) = -36/37*z^3 + 120/37*z + 1
*
-2 | 0.067191037113146735924004862393890506991 | 0.013825849955204631296063737341596962766
f(z) = -35/22*z^3 + 129/22*z + 1
*
-2 | 0.067170701942447488497597563027068835936 | 0.013866248504360210819403278898838266999
f(z) = -35/26*z^3 + 127/26*z + 1
*
[ -4/3 ] 
f(z) = -35/32*z^3 + 133/36*z + 1
*
-2 | 0.066983331360863328741476245643956525662 | 0.013919527269582225567188854615379022330
f(z) = -35/34*z^3 + 123/34*z + 1
*
-2 | 0.066798753781068025699645358661634498940 | 0.013928622016739107742102221423805281111
f(z) = -35/38*z^3 + 121/38*z + 1
*
[ -3/8 ] 
f(z) = -34/27*z^3 + 123/32*z + 1
*
[ -7/4 ] 
f(z) = -32/21*z^3 + 131/21*z + 1
*
[ -1/4 ] 
f(z) = -32/25*z^3 + 127/25*z + 1
*
[ -1/4 ] 
f(z) = -32/27*z^3 + 137/27*z + 1
*
[ 15/8 ] 
f(z) = -32/27*z^3 + 139/30*z + 1
*
[ -3/2 ] 
f(z) = -32/33*z^3 + 127/33*z + 1
*
9/4 | 0.12544887204187543138043818191708259106 | 0.025896785116444900188987394840240799861
f(z) = -32/35*z^3 + 127/35*z + 1
*
[ -1/2 ] 
f(z) = -32/39*z^3 + 125/39*z + 1
*
[ -3/2 ] 
f(z) = -32/39*z^3 + 137/39*z + 1
*
[ 2 ] 
f(z) = -31/22*z^3 + 135/22*z + 1
*
[ 2 ] 
f(z) = -31/26*z^3 + 137/26*z + 1
*
[ -4/3 ] 
f(z) = -31/32*z^3 + 125/36*z + 1
*
[ 2 ] 
f(z) = -29/22*z^3 + 127/22*z + 1
*
-5/2 | 0.18549067392572828685321753537062727131 | 0.028537961746360777152913386459060845633
f(z) = -29/25*z^3 + 133/20*z + 1
*
[ 2 ] 
f(z) = -29/26*z^3 + 129/26*z + 1
*
[ -4/3 ] 
f(z) = -29/32*z^3 + 121/36*z + 1
*
[ 2 ] 
f(z) = -29/34*z^3 + 133/34*z + 1
*
[ 2 ] 
f(z) = -29/38*z^3 + 135/38*z + 1
*
[ -5/14 ] 
f(z) = -28/25*z^3 + 138/35*z + 1
*
[ -1/2 ] 
f(z) = -28/39*z^3 + 124/39*z + 1
*
[ -3/2 ] 
f(z) = -28/39*z^3 + 128/39*z + 1
*
2/9 | 0.093091332625301222698604808531485475061 | 0.016584572961974234290201716218140401562
f(z) = -27/20*z^3 + 137/30*z + 1
*
-5/2 | 0.18942100434825635444146500076065941341 | 0.029497375655039629234800734777689303568
f(z) = -27/25*z^3 + 123/20*z + 1
*
20/9 | 0.16065234907723725049248691847560349943 | 0.024549895057972264436500086466689619276
f(z) = -27/25*z^3 + 139/30*z + 1
*
[ 2 ] 
f(z) = -27/26*z^3 + 121/26*z + 1
*
[ -1/3 ] 
f(z) = -27/31*z^3 + 127/31*z + 1
*
8/3 | 0.17095694627765958945411284919147404269 | 0.027438801915396625594208493469288124255
f(z) = -27/32*z^3 + 127/24*z + 1
*
[ -1/3 ] 
f(z) = -27/32*z^3 + 131/32*z + 1
*
[ 2 ] 
f(z) = -27/34*z^3 + 125/34*z + 1
*
[ -1/3 ] 
f(z) = -27/34*z^3 + 139/34*z + 1
*
[ -5/3 ] 
f(z) = -27/35*z^3 + 131/35*z + 1
*
7/3 | 0.081000188017165515715503409561980032630 | 0.016588874441636275582146004065382145789
f(z) = -27/35*z^3 + 132/35*z + 1
*
[ 2 ] 
f(z) = -27/38*z^3 + 127/38*z + 1
*
33/13 | 0.17438223823632321551178046323097821858 | 0.021341513717650894053414817281864793065
f(z) = -26/27*z^3 + 131/26*z + 1
*
[ -1/5 ] 
f(z) = -25/21*z^3 + 127/21*z + 1
*
[ -1/5 ] 
f(z) = -25/23*z^3 + 139/23*z + 1
*
12/5 | 0.066337785001619637648854662366486008627 | 0.013607199996996414571158229980160388238
f(z) = -25/26*z^3 + 131/26*z + 1
*
[ 21/10 ] 
f(z) = -25/27*z^3 + 129/28*z + 1
*
28/15 | 0.19690321814281382500622351927432762836 | 0.028504660369472101889529392997166039986
f(z) = -25/32*z^3 + 125/36*z + 1
*
-1/5 | 0.12734840338471760212459153484624346974 | 0.026204386669416016861346057384054717791
f(z) = -25/32*z^3 + 129/32*z + 1
*
-8/5 | 0.13323814138396247244998883216547354519 | 0.027372819389391665661121366255261601762
f(z) = -25/33*z^3 + 130/33*z + 1
*
2/5 | 0.13379340023009569616100544853924622583 | 0.027234439084773961802988150891575662570
f(z) = -25/33*z^3 + 136/33*z + 1
*
[ 11/5 ] 
f(z) = -25/33*z^3 + 139/33*z + 1
*
[ -2/5 ] 
f(z) = -25/34*z^3 + 123/34*z + 1
*
-7/5 | 0.081379992328197045498511859696210125048 | 0.016969046407357416874210184391522106744
f(z) = -25/36*z^3 + 121/36*z + 1
*
[ -9/5 ] 
f(z) = -25/36*z^3 + 137/36*z + 1
*
[ -2/5 ] 
f(z) = -25/38*z^3 + 137/38*z + 1
*
5/2 | 0.14242155939690225437550729160641790953 | 0.028990751988385105774938916501610770929
f(z) = -24/35*z^3 + 136/35*z + 1
*
[ -2 ] 
f(z) = -23/22*z^3 + 125/22*z + 1
*
[ 5/2 ] 
f(z) = -23/25*z^3 + 127/20*z + 1
*
[ -2 ] 
f(z) = -23/26*z^3 + 131/26*z + 1
*
[ -2 ] 
f(z) = -23/30*z^3 + 137/30*z + 1
*
[ -3/8 ] 
f(z) = -22/27*z^3 + 121/32*z + 1
*
[ -5/2 ] 
f(z) = -21/25*z^3 + 133/20*z + 1
*
[ -2 ] 
f(z) = -21/26*z^3 + 123/26*z + 1
*
[ 8/3 ] 
f(z) = -21/32*z^3 + 127/24*z + 1
*
-2/3 | 0.071178502744917991057375165480236090833 | 0.011261052364419446285650652699120434572
f(z) = -21/32*z^3 + 139/24*z + 1
*
[ -2 ] 
f(z) = -21/34*z^3 + 135/34*z + 1
*
-1/4 | 0.071509014130077633240410241046106148586 | 0.014667922012051686975014101980116882864
f(z) = -40/21*z^3 + 131/42*z + 1
*
[ -2/3 ] 
f(z) = -39/28*z^3 + 131/42*z + 1
*
-4/13 | 0.16362261472235533794695770470239923194 | 0.023742236907018042797091859329422367808
f(z) = -39/32*z^3 + 123/52*z + 1
*
[ 3/2 ] 
f(z) = -37/36*z^3 + 127/48*z + 1
*
[ -6/7 ] 
f(z) = -35/27*z^3 + 131/42*z + 1
*
[ 8/5 ] 
f(z) = -35/32*z^3 + 127/40*z + 1
*
8/7 | 0.16782668208914282850923628457282338994 | 0.026869006309117054674480377533141163400
f(z) = -35/32*z^3 + 129/56*z + 1
*
[ -6/7 ] 
f(z) = -35/36*z^3 + 121/42*z + 1
*
[ 3/2 ] 
f(z) = -35/36*z^3 + 121/48*z + 1
*
3/2 | 0.14288175507262080204596673312635377636 | 0.029592475312603109639823234446459212840
f(z) = -34/21*z^3 + 125/42*z + 1
*
0 | 0.12467860597804181211906712246345098538 | 0.025574063512197565619112303601465621325
f(z) = -34/21*z^3 + 131/42*z + 1
*
[ -2/3 ] 
f(z) = -33/28*z^3 + 127/42*z + 1
*
[ -7/8 ] 
f(z) = -32/21*z^3 + 139/42*z + 1
*
[ -5/6 ] 
f(z) = -32/25*z^3 + 139/45*z + 1
*
[ -5/6 ] 
f(z) = -28/25*z^3 + 134/45*z + 1
*
[ -2/3 ] 
f(z) = -27/23*z^3 + 139/46*z + 1
*
[ 3/2 ] 
f(z) = -26/21*z^3 + 131/42*z + 1
*
[ -1/2 ] 
f(z) = -26/21*z^3 + 139/42*z + 1
*
[ -5/4 ] 
f(z) = -26/25*z^3 + 137/40*z + 1
*
[ -4/5 ] 
f(z) = -25/22*z^3 + 131/44*z + 1
*
[ -3/4 ] 
f(z) = -25/27*z^3 + 137/48*z + 1
*
[ -6/5 ] 
f(z) = -25/28*z^3 + 131/42*z + 1
*
-2 | 0.18215507189771238167206134287472751558 | 0.028884732050108160626974636295115202450
f(z) = -25/32*z^3 + 137/40*z + 1
*
21/10 | 0.17028977054605521191474693551052308592 | 0.028506059216836999336939480984992306259
f(z) = -25/36*z^3 + 131/48*z + 1
*
[ 5/3 ] 
f(z) = -23/25*z^3 + 133/45*z + 1
*
[ -1/2 ] 
f(z) = -22/21*z^3 + 137/42*z + 1
*
[ -5/4 ] 
f(z) = -22/25*z^3 + 127/40*z + 1
*
[ 5/3 ] 
f(z) = -22/25*z^3 + 128/45*z + 1
*
[ -12/11 ] 
f(z) = -22/27*z^3 + 127/44*z + 1
*
-2 | 0.077792814428513175627533323155687857852 | 0.015765168786524988623634216360473114571
f(z) = -21/29*z^3 + 139/58*z + 1
*
-1/3 | 0.095794119597869091758384593965886637220 | 0.019588400968153799691482133184838050351
f(z) = -39/20*z^3 + 133/60*z + 1
*
0 | 0.13467716035894212483467259423554292525 | 0.027293114156445811299903889864075294506
f(z) = -39/22*z^3 + 139/66*z + 1
*
3/2 | 0.14109103746987436776403960432256832098 | 0.029125844017106466865646890158223901531
f(z) = -38/33*z^3 + 127/66*z + 1
*
-2/5 | 0.19813248028006371910528190662867375268 | 0.028489255032432844714806171433149524964
f(z) = -37/24*z^3 + 131/75*z + 1
*
-4/5 | 0.15924707913200660510727223159791893991 | 0.028598639869434147021265932033959167477
f(z) = -35/24*z^3 + 131/60*z + 1
*
-3/5 | 0.14222032282224606860671207956246394840 | 0.024128029050797606430498683061682463121
f(z) = -35/36*z^3 + 121/60*z + 1
*
-12/17 | 0.23926843165567245734283890972770678227 | 0.029071615579914527555600076620684237799
f(z) = -34/27*z^3 + 139/68*z + 1
*
-3/2 | 0.13974997381555395901064721113784025017 | 0.028665501014796124431188298328386584218
f(z) = -34/33*z^3 + 131/66*z + 1
*
0 | 0.10939284608604199786491649564816746715 | 0.022169100003054911108033479645571615600
f(z) = -33/20*z^3 + 139/60*z + 1
*
0 | 0.14291033490151656233503762392745505033 | 0.029598394527975333680452481516934525753
f(z) = -33/26*z^3 + 125/78*z + 1
*
[ 11/8 ] 
f(z) = -32/33*z^3 + 139/66*z + 1
*
1/2 | 0.12545880480560784065756880213693971532 | 0.026160192696655182800990367797570630333
f(z) = -32/35*z^3 + 121/70*z + 1
*
-7/8 | 0.14391589576395709553978781529911129608 | 0.029613467308901236795477039108410500843
f(z) = -32/35*z^3 + 129/70*z + 1
*
-2/5 | 0.17316207168273588447212010712021956842 | 0.024982006208674225942652911518013923487
f(z) = -31/24*z^3 + 128/75*z + 1
*
-2/5 | 0.15773023445014996416115360525686686679 | 0.022781440617585416959324925953592046574
f(z) = -29/24*z^3 + 127/75*z + 1
*
[ 9/7 ] 
f(z) = -28/27*z^3 + 122/63*z + 1
*
-5/9 | 0.10696586121433703679022136998857981632 | 0.021872847604488382548084002585713046667
f(z) = -27/20*z^3 + 133/60*z + 1
*
0 | 0.13993897979546242261025753255736705174 | 0.028704269902982245790749671460092806050
f(z) = -27/25*z^3 + 131/75*z + 1
*
-5/6 | 0.17966997055403841366580534966942157128 | 0.027516992707096233344063503142343125209
f(z) = -27/25*z^3 + 137/60*z + 1
*
5/3 | 0.14264247304942844862257504914277325552 | 0.029743265827235876459336128821777291190
f(z) = -27/26*z^3 + 121/78*z + 1
*
0 | 0.14251051300727171754522223071604474037 | 0.029141173619866256832034720307006204547
f(z) = -27/26*z^3 + 133/78*z + 1
*
[ 3/2 ] 
f(z) = -26/33*z^3 + 139/66*z + 1
*
[ 6/5 ] 
f(z) = -25/26*z^3 + 121/78*z + 1
*
21/40 | 0.17970585820603634031183396943263219622 | 0.022163960021742787741066448983104262385
f(z) = -25/27*z^3 + 123/64*z + 1
*
-6/5 | 0.13928522139438497771350123137058874138 | 0.028753064014340397728220670447474775126
f(z) = -25/33*z^3 + 127/66*z + 1
*
0 | 0.11921973686615605200080972965147240027 | 0.024816655829778058807731447032074449596
f(z) = -24/25*z^3 + 122/75*z + 1
*
-2/5 | 0.15772582514070911522225611230957470566 | 0.022859732584656748219458875692881296625
f(z) = -23/24*z^3 + 124/75*z + 1
*
3/11 | 0.15552224544261094376903613428303972617 | 0.022136701627341834155094875206864231720
f(z) = -22/27*z^3 + 125/66*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013551495717615528662619542650876045801
f(z) = -22/37*z^3 + 139/74*z + 1
*
[ 3/2 ] 
f(z) = -22/39*z^3 + 125/78*z + 1
*
-10/7 | 0.10088433439194961839524919132038295363 | 0.018167669483114678048583116270375111531
f(z) = -21/20*z^3 + 129/70*z + 1
*
5/3 | 0.12865991713496347967902467358633972748 | 0.026073684627478579086593239313898782193
f(z) = -21/20*z^3 + 139/60*z + 1
*
-2/3 | 0.14303013559298986345492957339706637084 | 0.029526137830806610246375147444074232709
f(z) = -21/22*z^3 + 127/66*z + 1
*
-1/3 | 0.13325764707259529529523941901231054085 | 0.027005441487467658428014104816078211342
f(z) = -21/22*z^3 + 139/66*z + 1
*
-2 | 0.077224481415313846294698181079259042247 | 0.015696093659614243334093992064830082933
f(z) = -21/31*z^3 + 137/62*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.015471419479720965184393640411646079391
f(z) = -21/37*z^3 + 131/74*z + 1
*
0 | 0.089799106991354139423252242439153103751 | 0.017693799318125787736345492322204521218
f(z) = -40/21*z^3 + 139/84*z + 1
*
0 | 0.12639164089699520192187184339118006553 | 0.025158170138111572080568107818856302475
f(z) = -38/21*z^3 + 131/84*z + 1
*
-1/2 | 0.14354511735581889668685680520883372696 | 0.029048058333614449022132850526117987859
f(z) = -35/24*z^3 + 131/96*z + 1
*
-3/7 | 0.15810570368948763921586806995810249204 | 0.026604583750754132230158166449574021508
f(z) = -35/36*z^3 + 127/84*z + 1
*
0 | 0.090161578979931238947805498566343341591 | 0.018612323878235075590165675649121147578
f(z) = -33/28*z^3 + 127/84*z + 1
*
0 | 0.14119768150826160089976551824051127577 | 0.028962454675690622998685266550604097743
f(z) = -33/32*z^3 + 131/96*z + 1
*
-1/2 | 0.12765273258456157044244330021545144123 | 0.026351734626724302140828892648023318377
f(z) = -31/24*z^3 + 127/96*z + 1
*
0 | 0.12797431660450141584072870789944426712 | 0.026684717647229430532947164722656944215
f(z) = -31/28*z^3 + 121/84*z + 1
*
-1/2 | 0.11552546830354777855598914329784460196 | 0.023926669762784455818359223979474069497
f(z) = -29/24*z^3 + 125/96*z + 1
*
-3/4 | 0.21284993440413991277101123809131840408 | 0.029906391533798735085578070070894180178
f(z) = -28/27*z^3 + 137/84*z + 1
*
0 | 0.12845315024253128826731156391747930503 | 0.026108465089406869565482492638985186708
f(z) = -27/28*z^3 + 137/84*z + 1
*
-7/10 | 0.11038247005594337363128490111471088040 | 0.023016532729372663385473185970716357944
f(z) = -25/21*z^3 + 121/84*z + 1
*
6/5 | 0.11418443342019275432653039873633942657 | 0.023208308150294988410947655171551256399
f(z) = -25/21*z^3 + 137/84*z + 1
*
[ 11/10 ] 
f(z) = -25/22*z^3 + 129/88*z + 1
*
-1/2 | 0.11552556370974510795838655077909732880 | 0.024088951052254564444432196424115039446
f(z) = -25/24*z^3 + 121/96*z + 1
*
[ 5/4 ] 
f(z) = -23/25*z^3 + 131/80*z + 1
*
[ 5/4 ] 
f(z) = -21/25*z^3 + 121/80*z + 1
*
-12/7 | 0.14788151503473302946269669288919812394 | 0.021358961171563341141852508894713670480
f(z) = -21/32*z^3 + 127/84*z + 1
*
0 | 0.089853028127039429501802970621221684063 | 0.018548628804658266289963497504111809888
f(z) = -21/32*z^3 + 127/96*z + 1
*
-7/10 | 0.14151334603320052282778773620144876886 | 0.026709110882385551390934865012846138081
f(z) = -40/21*z^3 + 128/105*z + 1
*
[ 10/11 ] 
f(z) = -33/20*z^3 + 139/110*z + 1
*
0 | 0.10142604201742222723151568326741894082 | 0.020708321660181447827328634962447354255
f(z) = -33/35*z^3 + 134/105*z + 1
*
-1/2 | 0.14241450745931189478727960738007277469 | 0.028861132795356887059635329064523953516
f(z) = -31/27*z^3 + 139/108*z + 1
*
-1/2 | 0.14241400836531425057602548396968377531 | 0.028946048879517415262939412791157485663
f(z) = -29/27*z^3 + 137/108*z + 1
*
0 | 0.10172466434056944719101640112070134180 | 0.020615098127801828189751782810583571334
f(z) = -28/27*z^3 + 139/108*z + 1
*
-7/6 | 0.089028144439100795522318092158582456512 | 0.018261444314348930774568380505186366401
f(z) = -27/28*z^3 + 131/112*z + 1
*
10/9 | 0.11804232346491457625519699684535128995 | 0.024613736221923876477247570778925506608
f(z) = -27/35*z^3 + 121/105*z + 1
*
-1/2 | 0.14241400836531425057602548396968377531 | 0.029121439928175300130923569958412514610
f(z) = -25/27*z^3 + 133/108*z + 1
*
[ 6/5 ] 
f(z) = -25/34*z^3 + 125/102*z + 1
*
[ 6/5 ] 
f(z) = -25/38*z^3 + 127/114*z + 1
*
7/6 | 0.12545016201868969705633513325812221602 | 0.025855189517582945246323756806634583708
f(z) = -24/35*z^3 + 128/105*z + 1
*
-1/2 | 0.14241440326318166015776405800776203219 | 0.029212028523528465088246703660845213576
f(z) = -23/27*z^3 + 131/108*z + 1
*
5/3 | 0.19083926171395330150859394821187725386 | 0.029756058780212666258407017192962286780
f(z) = -21/25*z^3 + 122/105*z + 1
*
0 | 0.092742118095900826284994730015854207220 | 0.017956623675046066028570006054137134796
f(z) = -35/24*z^3 + 127/120*z + 1
*
[ 15/16 ] 
f(z) = -32/25*z^3 + 127/120*z + 1
*
[ 10/9 ] 
f(z) = -27/32*z^3 + 137/120*z + 1
*
[ 12/11 ] 
f(z) = -22/27*z^3 + 139/132*z + 1
*
4/3 | 0.20667913893123690072466989245851239969 | 0.028207405647122407120152583512788165768
f(z) = -39/32*z^3 + 137/156*z + 1
*
-7/6 | 0.10921129055162546210855839327953726472 | 0.022100200947756821461186582636548040590
f(z) = -27/35*z^3 + 127/140*z + 1
*
-6/7 | 0.18265070283681142951242392568694287528 | 0.025686754106473477537044070915543886838
f(z) = -25/24*z^3 + 137/147*z + 1
*
[ 16/15 ] 
f(z) = -25/32*z^3 + 137/144*z + 1
*
-3/4 | 0.13956329479939242135725675141670863368 | 0.027853413111872629975476275494487614958
f(z) = -24/25*z^3 + 131/150*z + 1
*
-5/7 | 0.12544989476681140963419055961161086263 | 0.025138080233599106673435772056959686342
f(z) = -21/20*z^3 + 131/140*z + 1
*
0 | 0.12658596782439074108808114821335973950 | 0.021945028356899092257881787932030605936
f(z) = -40/21*z^3 + 131/168*z + 1
*
-3/10 | 0.13321640404435391911455242099806273888 | 0.025143152972572339695282411468855565894
f(z) = -40/33*z^3 + 128/165*z + 1
*
5/11 | 0.074412291746212339714732782131121006487 | 0.010640945348764363551618732679494433979
f(z) = -33/25*z^3 + 122/165*z + 1
*
0 | 0.14360208702301799259936449082414540053 | 0.027103338114413052174128762011605876349
f(z) = -40/39*z^3 + 122/195*z + 1
*
0 | 0.12224436177361688816591023318109070164 | 0.023540415467280643022534014266836907959
f(z) = -35/36*z^3 + 139/180*z + 1
*
0 | 0.11338444510633930778790530690556536833 | 0.021787913030148283006699775143427667477
f(z) = -21/26*z^3 + 121/182*z + 1
*
0 | 0.12600391722980641353163431136513781888 | 0.021030570445522739859401501512668838340
f(z) = -40/21*z^3 + 127/210*z + 1
*
4/9 | 0.098963979984127243112405211171355219273 | 0.018507946476783939143000246004384017253
f(z) = -27/35*z^3 + 137/210*z + 1
*
1/3 | 0.12544962410452486062787806281610017205 | 0.023461212138311378920714744557321143919
f(z) = -24/35*z^3 + 121/210*z + 1
*
[ 6/7 ] 
f(z) = -21/20*z^3 + 127/210*z + 1
*
-8/9 | 0.10410042254906298867850799357045719536 | 0.015395888812933032348309423079590563190
f(z) = -21/32*z^3 + 139/216*z + 1
*
0 | 0.14315318951504097474535686585219459173 | 0.024286292189409722200768452670592842230
f(z) = -33/20*z^3 + 123/220*z + 1
*
-5/18 | 0.10682179279778704215003586501709099427 | 0.018478901979643645393568627126290908591
f(z) = -27/20*z^3 + 121/240*z + 1
*
0 | 0.11373645538412076388919759089504195742 | 0.020569294511978094796167550131303770277
f(z) = -27/28*z^3 + 131/252*z + 1
*
[ 5/6 ] 
f(z) = -21/20*z^3 + 127/240*z + 1
*
0 | 0.13849407761937765725458017293543993765 | 0.023495862348310407282244450853206175773
f(z) = -33/26*z^3 + 129/286*z + 1
*
[ 6/7 ] 
f(z) = -31/36*z^3 + 137/294*z + 1
*
[ 6/7 ] 
f(z) = -29/36*z^3 + 125/294*z + 1
*
[ 6/7 ] 
f(z) = -22/27*z^3 + 127/294*z + 1
*
8/7 | 0.14203572300156470146882571854921073271 | 0.024990539205201035298581430207960111564
f(z) = -21/20*z^3 + 139/280*z + 1
*
[ 9/4 ] 
f(z) = -40/27*z^3 + 145/18*z + 1
*
[ -3/19 ] 
f(z) = -38/27*z^3 + 140/19*z + 1
*
[ 6 ] 
f(z) = -31/24*z^3 + 142/3*z + 1
*
[ -6 ] 
f(z) = -31/24*z^3 + 143/3*z + 1
*
[ 5 ] 
f(z) = -31/25*z^3 + 159/5*z + 1
*
[ 5 ] 
f(z) = -29/25*z^3 + 149/5*z + 1
*
[ -5 ] 
f(z) = -29/25*z^3 + 151/5*z + 1
*
[ 5 ] 
f(z) = -28/25*z^3 + 144/5*z + 1
*
[ -5 ] 
f(z) = -28/25*z^3 + 146/5*z + 1
*
-3/8 | 0.21570315004796222866655248330413841753 | 0.025826270947702275989524553783988411137
f(z) = -28/27*z^3 + 157/16*z + 1
*
[ 10/3 ] 
f(z) = -27/20*z^3 + 157/10*z + 1
*
[ -5 ] 
f(z) = -27/25*z^3 + 141/5*z + 1
*
[ -16/5 ] 
f(z) = -25/32*z^3 + 149/16*z + 1
*
-18/5 | 0.12727041269312249793052539845937437997 | 0.022339533833275769789800960980979206235
f(z) = -25/36*z^3 + 149/18*z + 1
*
[ 6 ] 
f(z) = -25/36*z^3 + 155/6*z + 1
*
[ -6 ] 
f(z) = -25/36*z^3 + 157/6*z + 1
*
[ 6 ] 
f(z) = -23/36*z^3 + 143/6*z + 1
*
[ -6 ] 
f(z) = -23/36*z^3 + 145/6*z + 1
*
39/20 | 0.10167657338209531682259537361352740343 | 0.014119450160271689103982001518720586144
f(z) = -40/27*z^3 + 149/30*z + 1
*
-12/5 | 0.20853882310176164644739328114758060212 | 0.024930696766448096134892379844546159558
f(z) = -40/27*z^3 + 159/20*z + 1
*
[ -3/2 ] 
f(z) = -40/33*z^3 + 145/33*z + 1
*
[ -3/2 ] 
f(z) = -40/39*z^3 + 155/39*z + 1
*
-2 | 0.069188025774376760721754696437837048934 | 0.013902296034974380368090995055501612606
f(z) = -39/22*z^3 + 145/22*z + 1
*
[ 2 ] 
f(z) = -37/22*z^3 + 159/22*z + 1
*
[ -1/3 ] 
f(z) = -36/35*z^3 + 144/35*z + 1
*
[ -1/3 ] 
f(z) = -36/37*z^3 + 152/37*z + 1
*
[ 2 ] 
f(z) = -35/22*z^3 + 151/22*z + 1
*
[ 2 ] 
f(z) = -35/26*z^3 + 153/26*z + 1
*
-3/10 | 0.24769795284268351206160906225009566749 | 0.029843906486594904008699199981780216915
f(z) = -35/27*z^3 + 149/20*z + 1
*
[ -12/7 ] 
f(z) = -35/27*z^3 + 151/28*z + 1
*
-12/7 | 0.16647030858713735961902542970104532735 | 0.020009130220005466439901285832365373107
f(z) = -35/27*z^3 + 152/35*z + 1
*
[ 2 ] 
f(z) = -35/34*z^3 + 157/34*z + 1
*
[ 2 ] 
f(z) = -35/38*z^3 + 159/38*z + 1
*
[ 2 ] 
f(z) = -33/26*z^3 + 145/26*z + 1
*
[ 2 ] 
f(z) = -33/34*z^3 + 149/34*z + 1
*
[ 2 ] 
f(z) = -33/38*z^3 + 151/38*z + 1
*
[ 15/8 ] 
f(z) = -32/25*z^3 + 149/30*z + 1
*
-15/32 | 0.24084959731646739776894961889692070220 | 0.029066107334413862300543172648780119520
f(z) = -32/27*z^3 + 147/32*z + 1
*
[ -1/4 ] 
f(z) = -32/29*z^3 + 147/29*z + 1
*
[ -1/4 ] 
f(z) = -32/31*z^3 + 157/31*z + 1
*
9/4 | 0.14125247855498456465162262533635798566 | 0.028584115659343864219077931690542849549
f(z) = -32/33*z^3 + 140/33*z + 1
*
[ -7/4 ] 
f(z) = -32/35*z^3 + 153/35*z + 1
*
[ -2 ] 
f(z) = -31/22*z^3 + 157/22*z + 1
*
-5/2 | 0.18743533340350744891036815556787809599 | 0.028519062013222103129702345914505482999
f(z) = -31/25*z^3 + 143/20*z + 1
*
[ 2 ] 
f(z) = -31/34*z^3 + 141/34*z + 1
*
[ 2 ] 
f(z) = -31/38*z^3 + 143/38*z + 1
*
[ -2 ] 
f(z) = -29/22*z^3 + 149/22*z + 1
*
[ 5/2 ] 
f(z) = -29/25*z^3 + 157/20*z + 1
*
[ -2 ] 
f(z) = -29/26*z^3 + 155/26*z + 1
*
-2/3 | 0.095996542763890329910791063344859864268 | 0.016972539207049408667893200600831327371
f(z) = -27/20*z^3 + 143/30*z + 1
*
[ -2 ] 
f(z) = -27/22*z^3 + 141/22*z + 1
*
[ 5/2 ] 
f(z) = -27/25*z^3 + 147/20*z + 1
*
[ -2 ] 
f(z) = -27/26*z^3 + 147/26*z + 1
*
[ -2 ] 
f(z) = -27/34*z^3 + 159/34*z + 1
*
[ -1/3 ] 
f(z) = -27/35*z^3 + 143/35*z + 1
*
[ -1/3 ] 
f(z) = -27/37*z^3 + 151/37*z + 1
*
[ -1/3 ] 
f(z) = -27/38*z^3 + 155/38*z + 1
*
[ -11/5 ] 
f(z) = -25/22*z^3 + 153/22*z + 1
*
-14/5 | 0.16163026962627842397233866354719460252 | 0.022630837567912304302835475024922139935
f(z) = -25/24*z^3 + 158/21*z + 1
*
-13/5 | 0.14274439262800801231774177337961359944 | 0.028376136403745953331455656738525915402
f(z) = -25/26*z^3 + 153/26*z + 1
*
[ -2 ] 
f(z) = -25/34*z^3 + 151/34*z + 1
*
-1/5 | 0.068220218205603236836035522122375044534 | 0.013707829620079778540383292885082889048
f(z) = -25/36*z^3 + 145/36*z + 1
*
[ -2 ] 
f(z) = -25/38*z^3 + 157/38*z + 1
*
-13/5 | 0.14263641350915807184090213559603863781 | 0.028660647905142468237243721583405895704
f(z) = -25/39*z^3 + 145/39*z + 1
*
5/2 | 0.18056436196984678539761794235220756018 | 0.027473615261804106124078793544907375196
f(z) = -24/25*z^3 + 143/30*z + 1
*
[ -5/2 ] 
f(z) = -23/25*z^3 + 143/20*z + 1
*
[ -2 ] 
f(z) = -23/34*z^3 + 143/34*z + 1
*
[ -2 ] 
f(z) = -23/38*z^3 + 149/38*z + 1
*
2 | 0.16318984052324641256224172528428187712 | 0.028544525065552241782062711698360557845
f(z) = -21/26*z^3 + 152/39*z + 1
*
[ -8/3 ] 
f(z) = -21/32*z^3 + 145/24*z + 1
*
[ -2 ] 
f(z) = -21/38*z^3 + 141/38*z + 1
*
[ -9/10 ] 
f(z) = -40/27*z^3 + 149/45*z + 1
*
[ -1/2 ] 
f(z) = -38/21*z^3 + 145/42*z + 1
*
-3/2 | 0.15020254708768671864296181992833172111 | 0.029706338036178555949058840846880443431
f(z) = -38/21*z^3 + 157/42*z + 1
*
[ -1/2 ] 
f(z) = -38/23*z^3 + 157/46*z + 1
*
[ -3/4 ] 
f(z) = -37/27*z^3 + 149/48*z + 1
*
[ -2/3 ] 
f(z) = -36/23*z^3 + 147/46*z + 1
*
[ -5/9 ] 
f(z) = -36/25*z^3 + 146/45*z + 1
*
[ -2/3 ] 
f(z) = -36/25*z^3 + 157/50*z + 1
*
-2/7 | 0.12909005952899515016415572880160505177 | 0.020287519939943043071220625605172759565
f(z) = -35/32*z^3 + 145/56*z + 1
*
[ -1/2 ] 
f(z) = -34/21*z^3 + 143/42*z + 1
*
[ -1/2 ] 
f(z) = -34/23*z^3 + 155/46*z + 1
*
[ -5/4 ] 
f(z) = -34/25*z^3 + 157/40*z + 1
*
[ -3/4 ] 
f(z) = -31/27*z^3 + 143/48*z + 1
*
[ -1/2 ] 
f(z) = -30/23*z^3 + 153/46*z + 1
*
[ 5/3 ] 
f(z) = -28/25*z^3 + 158/45*z + 1
*
[ -2/3 ] 
f(z) = -27/25*z^3 + 149/50*z + 1
*
-2/9 | 0.066386096279046428704283737123166803030 | 0.011652625402109671466096923134278939537
f(z) = -27/28*z^3 + 149/42*z + 1
*
-14/9 | 0.13642540708034032547460060236814774243 | 0.023781694016179210653391850781415484844
f(z) = -27/28*z^3 + 155/42*z + 1
*
[ 16/9 ] 
f(z) = -27/32*z^3 + 149/48*z + 1
*
3/2 | 0.088778262998965328364687630467985979860 | 0.017838660373216093273087496900577035267
f(z) = -26/21*z^3 + 145/42*z + 1
*
[ -1/2 ] 
f(z) = -26/23*z^3 + 151/46*z + 1
*
[ 5/3 ] 
f(z) = -26/25*z^3 + 148/45*z + 1
*
[ -12/13 ] 
f(z) = -26/27*z^3 + 151/52*z + 1
*
[ -6/5 ] 
f(z) = -25/21*z^3 + 149/42*z + 1
*
[ -2/5 ] 
f(z) = -25/21*z^3 + 155/42*z + 1
*
[ -4/5 ] 
f(z) = -25/26*z^3 + 149/52*z + 1
*
[ 8/5 ] 
f(z) = -25/28*z^3 + 149/56*z + 1
*
[ -3/2 ] 
f(z) = -25/36*z^3 + 155/48*z + 1
*
-2 | 0.080414707467121639365552193288626347941 | 0.015864317860238743656087915447908817510
f(z) = -23/25*z^3 + 159/50*z + 1
*
[ -6/5 ] 
f(z) = -23/27*z^3 + 153/50*z + 1
*
-2 | 0.066657530771452681309895850938830456257 | 0.013183206144951424960820671712299408635
f(z) = -23/27*z^3 + 157/54*z + 1
*
-2 | 0.079966725767577174726138946536240247792 | 0.015855638561839991551055993777375880790
f(z) = -23/29*z^3 + 155/58*z + 1
*
[ -3/2 ] 
f(z) = -23/36*z^3 + 149/48*z + 1
*
0 | 0.14061044783447699349935024791339420070 | 0.028099911397412501892861394133166740617
f(z) = -22/21*z^3 + 149/42*z + 1
*
-2 | 0.050898942831073313245258972848660186132 | 0.010092138110729936213659691524027889891
f(z) = -22/21*z^3 + 155/42*z + 1
*
[ -1/2 ] 
f(z) = -22/23*z^3 + 149/46*z + 1
*
-2 | 0.071110204916110754929405797883819701200 | 0.014135986971175524489062623122993570373
f(z) = -22/23*z^3 + 153/46*z + 1
*
-2 | 0.070931016324372288570248293896033277870 | 0.014137345061741822712805838640850408194
f(z) = -22/25*z^3 + 151/50*z + 1
*
-2 | 0.057129983122663685491948907123962509310 | 0.011416985640869979729970161594327975609
f(z) = -22/27*z^3 + 149/54*z + 1
*
-2 | 0.070377350124561846149962418641599783777 | 0.014102454827466083845833659477942949871
f(z) = -22/29*z^3 + 147/58*z + 1
*
-2 | 0.078713755225883270290646356476663891305 | 0.015816348492776433323784019687101075761
f(z) = -21/23*z^3 + 145/46*z + 1
*
-2 | 0.078492720614081182146037145672916048926 | 0.015816074542307496986792248944146890004
f(z) = -21/25*z^3 + 143/50*z + 1
*
-2/7 | 0.12588778542546167538936995543797066123 | 0.019827536552023675593457978019650404704
f(z) = -21/32*z^3 + 143/56*z + 1
*
[ -8/7 ] 
f(z) = -21/32*z^3 + 153/56*z + 1
*
[ 9/8 ] 
f(z) = -40/27*z^3 + 143/72*z + 1
*
0 | 0.089137509100862919809316076186964757999 | 0.017629188242109707223527075640673991455
f(z) = -39/20*z^3 + 157/60*z + 1
*
-2/3 | 0.14158149978393968156044739640907170400 | 0.028218776785194947581417220556016835834
f(z) = -39/22*z^3 + 151/66*z + 1
*
-3/2 | 0.14250165399626245547623483799611354932 | 0.028633570002270760198846222984280837597
f(z) = -38/39*z^3 + 145/78*z + 1
*
[ 9/7 ] 
f(z) = -35/27*z^3 + 149/63*z + 1
*
0 | 0.14083133980381402212370498481259514265 | 0.028144054950486717524075053873287534549
f(z) = -33/25*z^3 + 149/75*z + 1
*
-3/4 | 0.080032100216681043318189706316502535021 | 0.016172152617928943044278103539319140866
f(z) = -32/35*z^3 + 141/70*z + 1
*
7/4 | 0.14250295009537638895090931645100350051 | 0.028183548739786758020959588052077749745
f(z) = -32/39*z^3 + 157/78*z + 1
*
[ 6/5 ] 
f(z) = -31/24*z^3 + 152/75*z + 1
*
[ 6/5 ] 
f(z) = -29/24*z^3 + 143/75*z + 1
*
-4/9 | 0.10736709039161726722957772200622735908 | 0.021399462235252991942328203639881746326
f(z) = -27/20*z^3 + 151/60*z + 1
*
0 | 0.14059959714949127358272858386000301300 | 0.027737671011400693261902189919628829653
f(z) = -27/35*z^3 + 159/70*z + 1
*
0 | 0.098634462421911070480442328090293153978 | 0.019507450036859208519590450279889640193
f(z) = -26/35*z^3 + 157/70*z + 1
*
[ 8/5 ] 
f(z) = -25/36*z^3 + 155/72*z + 1
*
-1/3 | 0.12012247354311010365561950206646301627 | 0.023727450597858288175595303248889349954
f(z) = -24/25*z^3 + 158/75*z + 1
*
0 | 0.086297335256319388888293920957264719784 | 0.017155034333955583475727486889682141907
f(z) = -24/35*z^3 + 153/70*z + 1
*
-2 | 0.071264201128008497706710487862114062258 | 0.014094291272910008870241009009924493671
f(z) = -24/35*z^3 + 157/70*z + 1
*
-2 | 0.070587602839474641559474123067181617987 | 0.013995965282139999116587020104799514121
f(z) = -24/37*z^3 + 155/74*z + 1
*
-2 | 0.079632545557351228636585307059194408582 | 0.015830141789188162334854504469725788387
f(z) = -23/31*z^3 + 153/62*z + 1
*
-2 | 0.058837768733424704201461502887060929571 | 0.011727025529191165846964941794481027898
f(z) = -23/33*z^3 + 151/66*z + 1
*
-2 | 0.078544551251543454065187332624302623213 | 0.015696521595010007654628514372936256158
f(z) = -23/35*z^3 + 149/70*z + 1
*
-2 | 0.077506164275396674910517188915769007971 | 0.015530951060382114842445083801864869150
f(z) = -23/37*z^3 + 147/74*z + 1
*
-2 | 0.056057053942692868554978320850296183720 | 0.011263824195551185754420430589916981824
f(z) = -23/39*z^3 + 145/78*z + 1
*
-15/11 | 0.16861011126795243342842698578055049265 | 0.023286599737275385285698236316067752549
f(z) = -22/27*z^3 + 155/66*z + 1
*
-2 | 0.069950747669325987591036975818793315817 | 0.014055553559773819533560991762901842831
f(z) = -22/31*z^3 + 145/62*z + 1
*
-2 | 0.068399337931895932138311170037282438707 | 0.013821510731382256499552591445819898620
f(z) = -22/35*z^3 + 141/70*z + 1
*
0 | 0.056336296181136786951717608499268095921 | 0.011258373439019636896581393677314784704
f(z) = -22/35*z^3 + 149/70*z + 1
*
0 | 0.14216351448716475854138402561703943285 | 0.028645570248230714063440440313274232721
f(z) = -21/20*z^3 + 143/60*z + 1
*
-5/3 | 0.089417363469770717690526895308383272769 | 0.017821880855370976640214892832821978961
f(z) = -21/20*z^3 + 151/60*z + 1
*
[ 10/7 ] 
f(z) = -21/25*z^3 + 141/70*z + 1
*
-1/3 | 0.12122773868004074653081852843895578054 | 0.023975839653960369198432909050106977826
f(z) = -21/25*z^3 + 157/75*z + 1
*
-2/3 | 0.14862874097735165719236156369482320979 | 0.029864716231546252977909290529797497421
f(z) = -21/26*z^3 + 145/78*z + 1
*
-10/9 | 0.18268490555944508145681310889805596151 | 0.027567932190887097539441159838678786761
f(z) = -36/25*z^3 + 151/90*z + 1
*
-3/4 | 0.24034447621596857757617535898532089920 | 0.028957922301903552250977525462253508057
f(z) = -35/27*z^3 + 149/80*z + 1
*
-2/5 | 0.11698823253795469633232808789527804509 | 0.020534722278134011351386266928844968755
f(z) = -35/36*z^3 + 149/90*z + 1
*
0 | 0.10812963839882924254632009731723679658 | 0.021439723182581868529052757976581767433
f(z) = -33/28*z^3 + 155/84*z + 1
*
0 | 0.14668495015990723064747713279436881105 | 0.029313853744917868311664349152336893574
f(z) = -32/21*z^3 + 149/84*z + 1
*
[ 5/4 ] 
f(z) = -27/25*z^3 + 151/80*z + 1
*
-7/9 | 0.11536400352476747706766616942709076149 | 0.022816138290337811664563863734492190158
f(z) = -27/28*z^3 + 157/84*z + 1
*
0 | 0.089853445911228615017007583317683381835 | 0.018054702252872757647643674138555334112
f(z) = -27/32*z^3 + 145/96*z + 1
*
-3/5 | 0.10756174485225787268001008779232629574 | 0.020301113997317335787605090428378717018
f(z) = -40/21*z^3 + 142/105*z + 1
*
-7/10 | 0.13041438327639891432591696107330726420 | 0.024614301910224487313055231037514765480
f(z) = -40/21*z^3 + 143/105*z + 1
*
2/3 | 0.11441264308503540825953891591423673780 | 0.022627982793877225185489131616109506881
f(z) = -39/35*z^3 + 157/105*z + 1
*
0 | 0.13410649173004526309555610906410639646 | 0.027022101581088993747243781944864718999
f(z) = -36/35*z^3 + 143/105*z + 1
*
2/3 | 0.11804195493698829787371782698183830330 | 0.023589772495507449661554380434826973142
f(z) = -33/35*z^3 + 149/105*z + 1
*
0 | 0.14023258700713367072965610403435745881 | 0.027805030065122511637299645015565055535
f(z) = -32/27*z^3 + 155/108*z + 1
*
[ 15/14 ] 
f(z) = -28/25*z^3 + 142/105*z + 1
*
0 | 0.13791052517777852388734847339918012645 | 0.027487110478838081063699584492608758003
f(z) = -27/35*z^3 + 151/105*z + 1
*
0 | 0.10401427958641798691228633785958341813 | 0.020842738134963554861198461266644779133
f(z) = -25/22*z^3 + 147/110*z + 1
*
-1/2 | 0.11294781526454423004028445291248029266 | 0.022338276186073123170819140586517959146
f(z) = -37/30*z^3 + 157/120*z + 1
*
-3/5 | 0.10713154835456077511131675243332835437 | 0.020742688834630749266949543625753323781
f(z) = -35/24*z^3 + 143/120*z + 1
*
-12/11 | 0.18027467012048125963356070200020822439 | 0.025402528929312165803168533120600772449
f(z) = -33/32*z^3 + 151/132*z + 1
*
-1/2 | 0.11936402145571926257609542499532669588 | 0.023790584806506243320685170453488077733
f(z) = -31/30*z^3 + 151/120*z + 1
*
-1/2 | 0.11080768247263465465115029971092328101 | 0.022144059048151267403617672015892730379
f(z) = -29/30*z^3 + 149/120*z + 1
*
-8/9 | 0.078894972914620507151947987994255584013 | 0.015507317742223519677631420700208897720
f(z) = -27/20*z^3 + 143/120*z + 1
*
0 | 0.14946122386644107250226191697517798621 | 0.029868670590821110911756353133889681536
f(z) = -25/24*z^3 + 149/120*z + 1
*
-1/2 | 0.13321898990749123294557091309425855174 | 0.026347411703477144770055477013422366546
f(z) = -25/33*z^3 + 157/132*z + 1
*
-1/2 | 0.11936505507214015229827662219806126333 | 0.024051741282476725377459190743229054248
f(z) = -23/30*z^3 + 143/120*z + 1
*
-1/2 | 0.13321874193948224756522731219904256437 | 0.026414339233980401086391357077447465404
f(z) = -23/33*z^3 + 155/132*z + 1
*
[ 12/13 ] 
f(z) = -39/32*z^3 + 149/156*z + 1
*
[ 6/7 ] 
f(z) = -37/24*z^3 + 142/147*z + 1
*
4/3 | 0.10786260600574449573853718457287979080 | 0.021498224040502784892307398390223950910
f(z) = -36/35*z^3 + 151/140*z + 1
*
-3/10 | 0.19752237142598277905119236861409045827 | 0.023246156600460653813483661412348487438
f(z) = -35/27*z^3 + 143/140*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -23/39*z^3 + 155/156*z + 1
*
-4/7 | 0.062613680974922023383795100041126157639 | 0.012446964251094550621823322352716305946
f(z) = -21/20*z^3 + 153/140*z + 1
*
0 | 0.13805795710665198177075403387678304612 | 0.025095705713653763157145021471263325629
f(z) = -35/24*z^3 + 149/168*z + 1
*
-1 | 0.13432130454173098193316760951302377248 | 0.026007138576488118870879382031157027639
f(z) = -35/33*z^3 + 142/165*z + 1
*
0 | 0.10401463666196000033941602575981180664 | 0.020371278383922926398388200071933351735
f(z) = -25/33*z^3 + 158/165*z + 1
*
-3/4 | 0.10889950232315176756573100910579436561 | 0.021061761805598283033937948688966303352
f(z) = -22/21*z^3 + 155/168*z + 1
*
[ 5/6 ] 
f(z) = -37/25*z^3 + 149/180*z + 1
*
-4/5 | 0.13382710383084117520362830721880249887 | 0.025770886928879384825814651922993674705
f(z) = -35/36*z^3 + 157/180*z + 1
*
0 | 0.15442449513015812854571297974577913288 | 0.029257510512791944312618665650087980210
f(z) = -28/27*z^3 + 142/189*z + 1
*
0 | 0.10183467507061763213808714566889359059 | 0.018538783176014854224028832743306658964
f(z) = -27/20*z^3 + 143/180*z + 1
*
[ 14/15 ] 
f(z) = -25/24*z^3 + 158/189*z + 1
*
-3/20 | 0.17528325967503221347337436479911102299 | 0.029255494762067753752843549818970000760
f(z) = -40/21*z^3 + 149/210*z + 1
*
[ 8/9 ] 
f(z) = -33/32*z^3 + 149/216*z + 1
*
1/2 | 0.14954384791952805988680372537738683587 | 0.026968270973619557466971592970347849808
f(z) = -32/27*z^3 + 145/216*z + 1
*
3/2 | 0.12687379495358782877577495902661008302 | 0.023727556295574263543650625313969394948
f(z) = -24/35*z^3 + 149/210*z + 1
*
3/2 | 0.15210706405957517295794176475472737248 | 0.028446606541156583716136091122770390234
f(z) = -22/35*z^3 + 157/210*z + 1
*
0 | 0.15251158740674648998848151496841978683 | 0.027723037452489437573076874489776693092
f(z) = -35/33*z^3 + 146/231*z + 1
*
0 | 0.13425891392601325472185839031703762813 | 0.023275215443785828189614246096128779701
f(z) = -40/33*z^3 + 155/264*z + 1
*
[ 3/4 ] 
f(z) = -36/23*z^3 + 151/276*z + 1
*
[ 4/5 ] 
f(z) = -35/26*z^3 + 159/260*z + 1
*
[ 13/14 ] 
f(z) = -28/39*z^3 + 148/273*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.027739720823758016987977956030284613451
f(z) = -28/39*z^3 + 157/273*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.026722300383701186777787070637528916915
f(z) = -26/21*z^3 + 149/273*z + 1
*
4/3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -21/22*z^3 + 151/264*z + 1
*
[ 6/7 ] 
f(z) = -25/27*z^3 + 151/294*z + 1
*
0 | 0.13582258735406723325727587724800885653 | 0.024104287279453119287145466789157794742
f(z) = -24/35*z^3 + 157/280*z + 1
*
[ -9/4 ] 
f(z) = -40/27*z^3 + 161/18*z + 1
*
[ 6 ] 
f(z) = -37/24*z^3 + 169/3*z + 1
*
[ -6 ] 
f(z) = -37/24*z^3 + 170/3*z + 1
*
[ 10/3 ] 
f(z) = -36/25*z^3 + 167/10*z + 1
*
[ -10/3 ] 
f(z) = -36/25*z^3 + 173/10*z + 1
*
[ 6 ] 
f(z) = -35/24*z^3 + 160/3*z + 1
*
[ -6 ] 
f(z) = -35/24*z^3 + 161/3*z + 1
*
[ 5 ] 
f(z) = -34/25*z^3 + 174/5*z + 1
*
[ -5 ] 
f(z) = -34/25*z^3 + 176/5*z + 1
*
[ 5 ] 
f(z) = -33/25*z^3 + 169/5*z + 1
*
[ -5 ] 
f(z) = -33/25*z^3 + 171/5*z + 1
*
[ 5 ] 
f(z) = -32/25*z^3 + 164/5*z + 1
*
[ -5 ] 
f(z) = -32/25*z^3 + 166/5*z + 1
*
[ -5 ] 
f(z) = -31/25*z^3 + 161/5*z + 1
*
[ 6 ] 
f(z) = -29/36*z^3 + 179/6*z + 1
*
[ -10/3 ] 
f(z) = -27/20*z^3 + 163/10*z + 1
*
69/20 | 0.15574099957801994837099265198220667346 | 0.018458191618287998444491281807849042185
f(z) = -25/27*z^3 + 171/16*z + 1
*
-39/10 | 0.15432191746589541496715710186321523839 | 0.020994704842257514733609331926943555798
f(z) = -25/27*z^3 + 173/12*z + 1
*
[ 24/5 ] 
f(z) = -25/27*z^3 + 177/8*z + 1
*
[ 18/5 ] 
f(z) = -25/36*z^3 + 175/18*z + 1
*
-4 | 0.17480595657022177250203835637585152290 | 0.029840893018117036941275491076320251574
f(z) = -23/24*z^3 + 175/12*z + 1
*
[ 2 ] 
f(z) = -39/22*z^3 + 167/22*z + 1
*
[ 2 ] 
f(z) = -39/34*z^3 + 173/34*z + 1
*
[ 2 ] 
f(z) = -39/38*z^3 + 175/38*z + 1
*
[ 2 ] 
f(z) = -37/26*z^3 + 161/26*z + 1
*
[ 2 ] 
f(z) = -37/30*z^3 + 163/30*z + 1
*
[ 2 ] 
f(z) = -37/34*z^3 + 165/34*z + 1
*
[ 2 ] 
f(z) = -37/38*z^3 + 167/38*z + 1
*
[ -1/6 ] 
f(z) = -36/23*z^3 + 162/23*z + 1
*
[ -1/6 ] 
f(z) = -36/25*z^3 + 176/25*z + 1
*
-1/6 | 0.15479141471399327100892941111575695555 | 0.029937509692040174601409403925168346724
f(z) = -36/35*z^3 + 176/35*z + 1
*
[ -2 ] 
f(z) = -35/22*z^3 + 173/22*z + 1
*
[ -2 ] 
f(z) = -35/26*z^3 + 179/26*z + 1
*
[ 12/5 ] 
f(z) = -35/27*z^3 + 161/20*z + 1
*
-3/2 | 0.19844780753130538981559810613629749871 | 0.023619727279622837401509679649282421296
f(z) = -34/27*z^3 + 165/34*z + 1
*
[ 5/2 ] 
f(z) = -33/25*z^3 + 177/20*z + 1
*
[ -2 ] 
f(z) = -33/26*z^3 + 171/26*z + 1
*
-8/3 | 0.12105103725354704409652856452201206844 | 0.018716245511710610903754903648485070311
f(z) = -33/32*z^3 + 161/24*z + 1
*
-9/4 | 0.11649910881685170507037343786375302108 | 0.022531567437139332181117654460994156016
f(z) = -32/21*z^3 + 176/21*z + 1
*
39/16 | 0.12529195197391406466037327615347801534 | 0.017213674850962603509367565852523931995
f(z) = -32/27*z^3 + 161/24*z + 1
*
[ -1/4 ] 
f(z) = -32/33*z^3 + 167/33*z + 1
*
[ -1/4 ] 
f(z) = -32/35*z^3 + 177/35*z + 1
*
[ 5/2 ] 
f(z) = -31/25*z^3 + 167/20*z + 1
*
[ -2 ] 
f(z) = -31/26*z^3 + 163/26*z + 1
*
[ -2 ] 
f(z) = -31/30*z^3 + 169/30*z + 1
*
[ -2 ] 
f(z) = -31/34*z^3 + 175/34*z + 1
*
[ -5/2 ] 
f(z) = -29/25*z^3 + 173/20*z + 1
*
[ -2 ] 
f(z) = -29/30*z^3 + 161/30*z + 1
*
[ -2 ] 
f(z) = -29/34*z^3 + 167/34*z + 1
*
[ -2 ] 
f(z) = -29/38*z^3 + 173/38*z + 1
*
-9/4 | 0.18333268524875235784430345739646251621 | 0.029434432265279441629947416488304948701
f(z) = -28/27*z^3 + 169/36*z + 1
*
[ -5/2 ] 
f(z) = -27/25*z^3 + 163/20*z + 1
*
[ 7/3 ] 
f(z) = -27/28*z^3 + 163/28*z + 1
*
[ 7/3 ] 
f(z) = -27/35*z^3 + 167/35*z + 1
*
[ -2 ] 
f(z) = -27/38*z^3 + 165/38*z + 1
*
[ -1/5 ] 
f(z) = -25/27*z^3 + 163/27*z + 1
*
[ -1/5 ] 
f(z) = -25/28*z^3 + 169/28*z + 1
*
[ -1/5 ] 
f(z) = -25/29*z^3 + 175/29*z + 1
*
[ -11/5 ] 
f(z) = -25/33*z^3 + 169/33*z + 1
*
5/2 | 0.15964917201714360983520874763610032407 | 0.023607209463797314784508867608643608114
f(z) = -24/25*z^3 + 173/30*z + 1
*
-5/2 | 0.094442950005034663220995906158836669348 | 0.018518710507743180786262841184341377245
f(z) = -24/35*z^3 + 164/35*z + 1
*
[ 5/2 ] 
f(z) = -24/35*z^3 + 171/35*z + 1
*
3 | 0.20666125618372617464931714382075006550 | 0.024361173127001953631062414162567674164
f(z) = -22/27*z^3 + 179/22*z + 1
*
-3 | 0.14806748263953493293177911393373542733 | 0.028764961925941848672955792264195330292
f(z) = -22/39*z^3 + 172/39*z + 1
*
-1/4 | 0.14241687630021161745238619009043626449 | 0.027826699585820972126218840441511125132
f(z) = -40/27*z^3 + 167/54*z + 1
*
15/8 | 0.092951740392961287853692402839419338381 | 0.010957126081513603492825301070188101488
f(z) = -40/27*z^3 + 179/40*z + 1
*
[ -5/4 ] 
f(z) = -38/25*z^3 + 167/40*z + 1
*
[ -1/2 ] 
f(z) = -38/25*z^3 + 169/50*z + 1
*
[ -3/7 ] 
f(z) = -38/27*z^3 + 176/49*z + 1
*
[ -2/3 ] 
f(z) = -36/29*z^3 + 177/58*z + 1
*
8/5 | 0.16447976682544504260026651002652191716 | 0.028246345602914319321990367592849833935
f(z) = -35/22*z^3 + 169/55*z + 1
*
-6/5 | 0.15508925158703065404304375127998026426 | 0.023933361893566881842243570010150457903
f(z) = -35/32*z^3 + 163/40*z + 1
*
[ -8/5 ] 
f(z) = -35/32*z^3 + 177/40*z + 1
*
[ 3/2 ] 
f(z) = -34/21*z^3 + 167/42*z + 1
*
[ -1/2 ] 
f(z) = -34/25*z^3 + 167/50*z + 1
*
[ -1/2 ] 
f(z) = -34/27*z^3 + 179/54*z + 1
*
[ -4/11 ] 
f(z) = -33/32*z^3 + 171/44*z + 1
*
7/4 | 0.14877247425488405891818212127832387078 | 0.029001054898432825954294414711809954608
f(z) = -32/21*z^3 + 169/42*z + 1
*
[ -5/12 ] 
f(z) = -32/25*z^3 + 163/45*z + 1
*
[ -5/16 ] 
f(z) = -32/25*z^3 + 173/40*z + 1
*
[ 5/3 ] 
f(z) = -32/25*z^3 + 178/45*z + 1
*
-21/16 | 0.24051788612371103485109523131522991512 | 0.028627007507841864186423847181097976517
f(z) = -32/27*z^3 + 165/56*z + 1
*
[ -3/7 ] 
f(z) = -32/27*z^3 + 174/49*z + 1
*
[ -6/5 ] 
f(z) = -32/27*z^3 + 177/50*z + 1
*
[ 5/3 ] 
f(z) = -31/25*z^3 + 173/45*z + 1
*
[ -3/2 ] 
f(z) = -31/36*z^3 + 173/48*z + 1
*
[ 5/3 ] 
f(z) = -29/25*z^3 + 163/45*z + 1
*
[ -6/5 ] 
f(z) = -29/27*z^3 + 169/50*z + 1
*
[ -3/7 ] 
f(z) = -29/27*z^3 + 173/49*z + 1
*
[ -3/2 ] 
f(z) = -29/36*z^3 + 167/48*z + 1
*
[ -4/3 ] 
f(z) = -27/22*z^3 + 173/44*z + 1
*
[ -14/9 ] 
f(z) = -27/28*z^3 + 167/42*z + 1
*
-2/3 | 0.12011565857853534450434287701802800678 | 0.020425981600020676669177006843937251994
f(z) = -27/28*z^3 + 179/42*z + 1
*
[ -2/3 ] 
f(z) = -27/29*z^3 + 169/58*z + 1
*
[ -1/2 ] 
f(z) = -26/25*z^3 + 163/50*z + 1
*
[ -6/5 ] 
f(z) = -26/27*z^3 + 161/50*z + 1
*
[ -3/7 ] 
f(z) = -26/27*z^3 + 172/49*z + 1
*
[ -1/2 ] 
f(z) = -26/27*z^3 + 175/54*z + 1
*
-2 | 0.074070654175346429341436256078140129440 | 0.014278994651206841024240717440216596038
f(z) = -26/29*z^3 + 179/58*z + 1
*
-2 | 0.061934910850307048914936531055487693662 | 0.011939522751627847258129058959189952330
f(z) = -25/21*z^3 + 179/42*z + 1
*
[ -2/5 ] 
f(z) = -25/23*z^3 + 169/46*z + 1
*
-2 | 0.082206333481472314557287287540933241570 | 0.015881753374355226562608646920197589691
f(z) = -25/23*z^3 + 177/46*z + 1
*
-6/25 | 0.23447842389529456636133780159363287963 | 0.027989933371850429834248089841707270464
f(z) = -25/27*z^3 + 161/50*z + 1
*
-2 | 0.068409051310914696956115244314506876224 | 0.013274826401043505136744020122206189904
f(z) = -25/27*z^3 + 173/54*z + 1
*
-2 | 0.081799423392449841991171493083560156039 | 0.015909135728843662661197029883539104898
f(z) = -25/29*z^3 + 171/58*z + 1
*
3/10 | 0.11929675382393978756653532082619604792 | 0.018978172126420384806549521690793871396
f(z) = -25/36*z^3 + 179/48*z + 1
*
-2 | 0.072849209975420641011261860785923976283 | 0.014200906104344609347867788658223122899
f(z) = -24/23*z^3 + 169/46*z + 1
*
-2 | 0.072727259638574830390482242761567698536 | 0.014210110895822375429617036726027242190
f(z) = -24/25*z^3 + 167/50*z + 1
*
-2 | 0.072358972070216376601815214674844724072 | 0.014205441809603455075412994279784707854
f(z) = -24/29*z^3 + 163/58*z + 1
*
-2 | 0.060325946367443207433226250346535455109 | 0.011843130108321490940879301272469664258
f(z) = -23/21*z^3 + 163/42*z + 1
*
[ -3/7 ] 
f(z) = -23/27*z^3 + 171/49*z + 1
*
[ -3/2 ] 
f(z) = -22/21*z^3 + 169/42*z + 1
*
[ -1/2 ] 
f(z) = -22/25*z^3 + 161/50*z + 1
*
[ -1/2 ] 
f(z) = -22/27*z^3 + 173/54*z + 1
*
-6/7 | 0.10810699572783554431074786643181589237 | 0.016620880385909066930224802397714898669
f(z) = -21/32*z^3 + 167/56*z + 1
*
[ 6/5 ] 
f(z) = -37/24*z^3 + 179/75*z + 1
*
0 | 0.11652437133287242981892953502961858965 | 0.022511785275371263427203485860134021298
f(z) = -36/35*z^3 + 177/70*z + 1
*
-3/2 | 0.19149065030385315107711039127622421311 | 0.026177024403275476766633729324963322447
f(z) = -35/27*z^3 + 167/60*z + 1
*
[ 3/2 ] 
f(z) = -34/33*z^3 + 175/66*z + 1
*
0 | 0.11782073635524511964193649290458019053 | 0.022863199994551734660702865440605558756
f(z) = -34/35*z^3 + 173/70*z + 1
*
[ 3/2 ] 
f(z) = -34/39*z^3 + 179/78*z + 1
*
0 | 0.13394913151328126029887256838488412866 | 0.025822087758049685106186270026208043071
f(z) = -33/20*z^3 + 179/60*z + 1
*
-1/3 | 0.13049538976625142061226951338108503045 | 0.025680969352780572490039327262864543673
f(z) = -33/25*z^3 + 161/75*z + 1
*
-1/3 | 0.14384784771429450138213639773979156957 | 0.028106295745279236200088292088206755130
f(z) = -33/26*z^3 + 167/78*z + 1
*
0 | 0.14719578557429572356188537605558460753 | 0.028760446176621844796147840671739498558
f(z) = -31/35*z^3 + 167/70*z + 1
*
0 | 0.12046149813331889068624928197242126769 | 0.023706339720453878144254907737802403606
f(z) = -27/20*z^3 + 161/60*z + 1
*
-8/9 | 0.13386804192926752247403489708851641459 | 0.026280841551292627071292855964927109442
f(z) = -27/22*z^3 + 163/66*z + 1
*
-5/18 | 0.18080102855713710475356126835408041398 | 0.027022162690538433276427166871053123888
f(z) = -27/25*z^3 + 161/60*z + 1
*
[ -2/3 ] 
f(z) = -27/31*z^3 + 179/62*z + 1
*
-2 | 0.082498276530711686584369256093030830423 | 0.015903632314724396763542814774696800084
f(z) = -27/37*z^3 + 179/74*z + 1
*
-2 | 0.073885503375587087329533327194136242857 | 0.014274220645245453951213520639955281717
f(z) = -26/31*z^3 + 177/62*z + 1
*
-2 | 0.053307517517332370983325095889818902826 | 0.010321341055849492305565004746624250572
f(z) = -26/33*z^3 + 175/66*z + 1
*
-2 | 0.073353607640361537248904059837061222760 | 0.014234321170314119012461196824026967521
f(z) = -26/35*z^3 + 173/70*z + 1
*
-2 | 0.072965471746205779875130017552412601496 | 0.014191024158694004190568381982259375812
f(z) = -26/37*z^3 + 171/74*z + 1
*
-6/5 | 0.11089562086142254997712853984835283816 | 0.021770918574660098740825211270835261227
f(z) = -25/22*z^3 + 163/66*z + 1
*
-2 | 0.081578145988725061883157905885942896022 | 0.015902486680957478703044732879101323398
f(z) = -25/31*z^3 + 169/62*z + 1
*
-2 | 0.060950416210955245090231521727590897792 | 0.011909044528948736829814741234760214093
f(z) = -25/33*z^3 + 167/66*z + 1
*
-2 | 0.080425614717836690352297606581773335319 | 0.015789077113577076796466571698139257310
f(z) = -25/37*z^3 + 163/74*z + 1
*
-2 | 0.059364534733996018680424464650030343769 | 0.011682702353521029589356204424737422462
f(z) = -25/39*z^3 + 161/78*z + 1
*
-2 | 0.072090371763801067566194837056353783986 | 0.014187096043875164525589546603361104827
f(z) = -24/31*z^3 + 161/62*z + 1
*
[ 7/4 ] 
f(z) = -24/35*z^3 + 177/70*z + 1
*
2 | 0.18156329466599059131470028499074609945 | 0.024985222020988179600645427096204683207
f(z) = -23/24*z^3 + 179/69*z + 1
*
-1/2 | 0.15139343571204857190109676787651508786 | 0.029580621091169208507326835026058952486
f(z) = -22/39*z^3 + 167/78*z + 1
*
0 | 0.10068189120426936765705750319605905556 | 0.019765769273162058379630072799871735566
f(z) = -21/20*z^3 + 163/60*z + 1
*
[ 10/7 ] 
f(z) = -21/20*z^3 + 171/70*z + 1
*
[ -5/6 ] 
f(z) = -21/25*z^3 + 167/60*z + 1
*
-1/3 | 0.14653408399159000972895716189898629030 | 0.028767426398016442514800248096606991857
f(z) = -21/26*z^3 + 163/78*z + 1
*
[ 10/9 ] 
f(z) = -36/25*z^3 + 169/90*z + 1
*
-1/3 | 0.10887507996736344443203136866761298725 | 0.020988429247883427417434786102503296218
f(z) = -33/28*z^3 + 179/84*z + 1
*
0 | 0.15088749283137530928485826739513452850 | 0.029622083314465897485552760717879529374
f(z) = -33/32*z^3 + 163/96*z + 1
*
[ 5/4 ] 
f(z) = -31/25*z^3 + 171/80*z + 1
*
[ 5/4 ] 
f(z) = -29/25*z^3 + 161/80*z + 1
*
-1/10 | 0.099723634178942076577128039350920130720 | 0.019439688719163630569578313026338953134
f(z) = -25/21*z^3 + 169/84*z + 1
*
-3/2 | 0.12014364019457827511949654494873323523 | 0.023160729641373912800454998955860014502
f(z) = -23/21*z^3 + 179/84*z + 1
*
3/2 | 0.13163240620572758696935925062545379592 | 0.025543364622772913832963460515346112568
f(z) = -36/35*z^3 + 173/105*z + 1
*
-10/11 | 0.084617699299295701161376611199319767814 | 0.014355601691727472602334259526420148416
f(z) = -33/20*z^3 + 161/110*z + 1
*
[ 7/6 ] 
f(z) = -27/28*z^3 + 163/112*z + 1
*
0 | 0.095646787727538697421849861676648683582 | 0.018688335944347999530339575820795129017
f(z) = -25/21*z^3 + 167/105*z + 1
*
15/22 | 0.19282686254644279201094623322949445075 | 0.028417120614203997652581957570517217552
f(z) = -22/25*z^3 + 177/110*z + 1
*
10/21 | 0.16771624792813507596734811912607240473 | 0.024930204391164338317887175479615506215
f(z) = -21/25*z^3 + 167/105*z + 1
*
0 | 0.13182421952756016938265743199783439932 | 0.024880393228208293278772362633436597999
f(z) = -40/27*z^3 + 173/135*z + 1
*
-1/2 | 0.13321964555114937666905581731618853775 | 0.025969254551480379716165866291814383566
f(z) = -37/33*z^3 + 169/132*z + 1
*
-6/5 | 0.16036769235743914355724472032977242209 | 0.024610641594865745766560177962445429429
f(z) = -35/32*z^3 + 169/120*z + 1
*
-1/2 | 0.13321770832306135784304611499630799692 | 0.026029282802152305786519920188989392194
f(z) = -35/33*z^3 + 167/132*z + 1
*
[ 12/11 ] 
f(z) = -33/32*z^3 + 173/132*z + 1
*
-1/2 | 0.13321770832306135784304611499630799692 | 0.026153168701119651768266313726408374087
f(z) = -31/33*z^3 + 163/132*z + 1
*
-1/2 | 0.13321874193948224756522731219904256437 | 0.026216914138438100835411118105792473115
f(z) = -29/33*z^3 + 161/132*z + 1
*
-10/9 | 0.18215507339136465887221236034724699494 | 0.028163815462857980828528745649241241687
f(z) = -27/32*z^3 + 161/120*z + 1
*
0 | 0.081002992514071613276246833193286262841 | 0.015718689895320365675581448207856972807
f(z) = -25/24*z^3 + 173/120*z + 1
*
5/8 | 0.089560649286323478694558856767946677416 | 0.013243269480839464720690369189406041805
f(z) = -24/25*z^3 + 173/120*z + 1
*
-3/2 | 0.096544361190371268850425231696292076353 | 0.018863711979515328210616694555856467930
f(z) = -23/30*z^3 + 167/120*z + 1
*
-12/13 | 0.18336826428091026318895966243724876708 | 0.025025955885665095703541429319176264683
f(z) = -39/32*z^3 + 175/156*z + 1
*
0 | 0.15951643938513840384709706940681203658 | 0.028996355611772548753746865399318184528
f(z) = -35/22*z^3 + 179/154*z + 1
*
-24/35 | 0.18728869299489139611121280032312417863 | 0.022041768005434837831546491316718835720
f(z) = -35/27*z^3 + 167/140*z + 1
*
0 | 0.14992589673260510898500113309786585942 | 0.029433303719695447212322578810874590630
f(z) = -32/35*z^3 + 163/140*z + 1
*
-6/7 | 0.18264966922039053979024272848420830783 | 0.024932359901030950747700708166249769608
f(z) = -31/24*z^3 + 164/147*z + 1
*
-9/8 | 0.18405360356899503554607694591963892070 | 0.029439608638991505582624048926454929562
f(z) = -28/27*z^3 + 173/144*z + 1
*
[ 7/6 ] 
f(z) = -27/35*z^3 + 167/140*z + 1
*
[ 6/5 ] 
f(z) = -23/36*z^3 + 163/150*z + 1
*
-1/2 | 0.14249992892777183144004451683872060054 | 0.027470470533987185495496344999094972464
f(z) = -23/39*z^3 + 179/156*z + 1
*
0 | 0.12374583638690440658295417810386239072 | 0.024178582648280048131090135373447416022
f(z) = -21/20*z^3 + 167/140*z + 1
*
1/10 | 0.14315294112048358437970199058119726301 | 0.027018566691438245351152124569104602405
f(z) = -40/33*z^3 + 167/165*z + 1
*
-1/16 | 0.13805855517562792502864683067641154390 | 0.024897049113021717493554375694694405529
f(z) = -32/21*z^3 + 169/168*z + 1
*
-5/8 | 0.19736754712090566965649460546493108487 | 0.029353430332776166035184400791074957188
f(z) = -26/25*z^3 + 161/160*z + 1
*
5/9 | 0.086736823499351999981500664119836788383 | 0.012102185727072072763554064178746482530
f(z) = -36/25*z^3 + 161/180*z + 1
*
[ 9/10 ] 
f(z) = -35/27*z^3 + 169/180*z + 1
*
0 | 0.13152907012638612079473416655081592772 | 0.023944583814157752854373965388174296760
f(z) = -27/20*z^3 + 163/180*z + 1
*
-24/23 | 0.25380118627584848809558740547047227754 | 0.029821168711718586722132505459782364216
f(z) = -23/27*z^3 + 163/184*z + 1
*
3/8 | 0.15814494130279601195072262751028534920 | 0.029575792219307829654183871457783101226
f(z) = -32/35*z^3 + 167/210*z + 1
*
-18/23 | 0.19829638816490962197111081826933778048 | 0.026752846566206334519238606711391471934
f(z) = -23/24*z^3 + 179/207*z + 1
*
[ 4/5 ] 
f(z) = -35/22*z^3 + 169/220*z + 1
*
0 | 0.13652930896592987713234808893298739535 | 0.023162534493277094847461668776700068032
f(z) = -33/20*z^3 + 163/220*z + 1
*
[ 9/10 ] 
f(z) = -28/27*z^3 + 164/225*z + 1
*
7/5 | 0.15915438925717961821508600242448029381 | 0.028783150437111165766257473200573437147
f(z) = -25/36*z^3 + 163/252*z + 1
*
4/3 | 0.11804817916277163590256282441910407167 | 0.021349071901363407964281296502785737904
f(z) = -23/28*z^3 + 179/252*z + 1
*
-9/16 | 0.16316838927883821696596377120161403305 | 0.029262890722364720095694718097068999140
f(z) = -32/33*z^3 + 169/264*z + 1
*
0 | 0.15749739131137887821642042378326947677 | 0.025286523732649800237043676540339461678
f(z) = -39/22*z^3 + 177/286*z + 1
*
[ 6/7 ] 
f(z) = -37/36*z^3 + 173/294*z + 1
*
0 | 0.14023153675963674787459115831457700421 | 0.024762937557401129400407331638449309037
f(z) = -27/32*z^3 + 179/288*z + 1
*
[ 5 ] 
f(z) = -39/25*z^3 + 199/5*z + 1
*
[ 5 ] 
f(z) = -38/25*z^3 + 194/5*z + 1
*
[ -5 ] 
f(z) = -38/25*z^3 + 196/5*z + 1
*
[ 5 ] 
f(z) = -37/25*z^3 + 189/5*z + 1
*
[ -5 ] 
f(z) = -37/25*z^3 + 191/5*z + 1
*
[ 5 ] 
f(z) = -36/25*z^3 + 184/5*z + 1
*
[ -5 ] 
f(z) = -36/25*z^3 + 186/5*z + 1
*
[ 6 ] 
f(z) = -31/36*z^3 + 191/6*z + 1
*
[ -6 ] 
f(z) = -31/36*z^3 + 193/6*z + 1
*
[ -6 ] 
f(z) = -29/36*z^3 + 181/6*z + 1
*
[ 9/2 ] 
f(z) = -28/27*z^3 + 196/9*z + 1
*
[ -18/5 ] 
f(z) = -25/36*z^3 + 185/18*z + 1
*
[ 4 ] 
f(z) = -23/24*z^3 + 193/12*z + 1
*
[ -4 ] 
f(z) = -23/24*z^3 + 199/12*z + 1
*
[ -6 ] 
f(z) = -23/27*z^3 + 191/6*z + 1
*
[ 6 ] 
f(z) = -22/27*z^3 + 181/6*z + 1
*
[ -12/5 ] 
f(z) = -40/27*z^3 + 199/20*z + 1
*
[ -2 ] 
f(z) = -39/22*z^3 + 189/22*z + 1
*
-8/3 | 0.078649382440012465997003034820965667530 | 0.011828781048937674866260152560135099436
f(z) = -39/32*z^3 + 193/24*z + 1
*
[ -2 ] 
f(z) = -37/22*z^3 + 181/22*z + 1
*
[ 5/2 ] 
f(z) = -37/25*z^3 + 197/20*z + 1
*
[ -2 ] 
f(z) = -37/26*z^3 + 187/26*z + 1
*
[ -2 ] 
f(z) = -37/30*z^3 + 193/30*z + 1
*
[ -2 ] 
f(z) = -37/34*z^3 + 199/34*z + 1
*
[ -2 ] 
f(z) = -35/34*z^3 + 191/34*z + 1
*
[ -2 ] 
f(z) = -35/38*z^3 + 197/38*z + 1
*
[ -5/2 ] 
f(z) = -33/25*z^3 + 193/20*z + 1
*
[ 8/3 ] 
f(z) = -33/32*z^3 + 191/24*z + 1
*
[ -2 ] 
f(z) = -33/34*z^3 + 183/34*z + 1
*
[ -2 ] 
f(z) = -33/38*z^3 + 189/38*z + 1
*
[ -15/8 ] 
f(z) = -32/25*z^3 + 181/30*z + 1
*
3/16 | 0.15437980979245537357751099620135505538 | 0.020812691122593320445093536343499635051
f(z) = -32/27*z^3 + 185/24*z + 1
*
[ -1/4 ] 
f(z) = -32/37*z^3 + 187/37*z + 1
*
[ -1/4 ] 
f(z) = -32/39*z^3 + 197/39*z + 1
*
[ -5/2 ] 
f(z) = -31/25*z^3 + 183/20*z + 1
*
[ -2 ] 
f(z) = -31/38*z^3 + 181/38*z + 1
*
[ -7/3 ] 
f(z) = -27/28*z^3 + 187/28*z + 1
*
-2/3 | 0.090082185380736309704712974017640790628 | 0.017220476954061379870898871278925565816
f(z) = -27/35*z^3 + 187/35*z + 1
*
[ -7/3 ] 
f(z) = -27/35*z^3 + 197/35*z + 1
*
[ 14/5 ] 
f(z) = -25/24*z^3 + 185/21*z + 1
*
[ 13/5 ] 
f(z) = -25/26*z^3 + 185/26*z + 1
*
[ -1/5 ] 
f(z) = -25/31*z^3 + 187/31*z + 1
*
4/15 | 0.14483473093284057136397067017909716877 | 0.019754550133342692727359521120348551892
f(z) = -25/32*z^3 + 191/36*z + 1
*
[ -1/5 ] 
f(z) = -25/32*z^3 + 193/32*z + 1
*
[ -1/5 ] 
f(z) = -25/33*z^3 + 199/33*z + 1
*
-1/5 | 0.13473720261508257361250689374962727588 | 0.025918491788053263423322880530489310208
f(z) = -25/36*z^3 + 181/36*z + 1
*
[ 13/5 ] 
f(z) = -25/39*z^3 + 193/39*z + 1
*
-5/2 | 0.11892561423241077442999390738461814636 | 0.017253996424538844451140223352545219438
f(z) = -24/25*z^3 + 197/30*z + 1
*
[ -5/2 ] 
f(z) = -24/35*z^3 + 199/35*z + 1
*
-3 | 0.092362500322901541479873978524101474086 | 0.017585242198110776625801458294236477404
f(z) = -23/24*z^3 + 191/24*z + 1
*
3 | 0.14423692036081891625073962332993078409 | 0.027248935237415919104115607222670819542
f(z) = -23/24*z^3 + 199/24*z + 1
*
3 | 0.15289757017445128794516385898784187405 | 0.028940313117732882831140443919271731630
f(z) = -23/30*z^3 + 197/30*z + 1
*
-2 | 0.16850524113289595594980319736707614607 | 0.028342021906569270068706546118059539317
f(z) = -21/26*z^3 + 191/39*z + 1
*
-10/3 | 0.17246245197537735795999177786391540365 | 0.026061953994551264106941069529812220555
f(z) = -21/32*z^3 + 187/24*z + 1
*
15/8 | 0.25418812041150723666149180922402334732 | 0.029809985407140541657250616558151067682
f(z) = -40/27*z^3 + 187/40*z + 1
*
[ 3/2 ] 
f(z) = -38/21*z^3 + 185/42*z + 1
*
[ -1/2 ] 
f(z) = -38/27*z^3 + 181/54*z + 1
*
[ -6/5 ] 
f(z) = -38/27*z^3 + 193/50*z + 1
*
[ -1/2 ] 
f(z) = -38/29*z^3 + 193/58*z + 1
*
[ -3/2 ] 
f(z) = -37/36*z^3 + 191/48*z + 1
*
[ -3/2 ] 
f(z) = -35/36*z^3 + 185/48*z + 1
*
[ 5/3 ] 
f(z) = -34/25*z^3 + 188/45*z + 1
*
[ -1/2 ] 
f(z) = -34/29*z^3 + 191/58*z + 1
*
[ -5/11 ] 
f(z) = -33/25*z^3 + 191/55*z + 1
*
-7/8 | 0.11940303432085936741322343080148238739 | 0.022968760701934058572258043219078279300
f(z) = -32/21*z^3 + 181/42*z + 1
*
-5/8 | 0.10880162858088018209159235813720494696 | 0.020674146619966762428435389548312149918
f(z) = -32/21*z^3 + 193/42*z + 1
*
[ -1/2 ] 
f(z) = -30/29*z^3 + 189/58*z + 1
*
-2 | 0.078627605299759240915254808268261668007 | 0.014854161606657835995246325677087420849
f(z) = -28/25*z^3 + 199/50*z + 1
*
-2 | 0.064985030943346233185853670119463190036 | 0.012300307593640603887742153475783649565
f(z) = -28/27*z^3 + 197/54*z + 1
*
-2 | 0.078444231618820272476828136938560238067 | 0.014876586039424364516832476728757893694
f(z) = -28/29*z^3 + 195/58*z + 1
*
-2 | 0.083694713979052650593455861241901068913 | 0.015903408898267048369173895613602200379
f(z) = -27/23*z^3 + 193/46*z + 1
*
-2 | 0.083625103601499680550637817045753838366 | 0.015921696527631206534740766016950131624
f(z) = -27/25*z^3 + 191/50*z + 1
*
[ -4/3 ] 
f(z) = -27/26*z^3 + 187/52*z + 1
*
-2/9 | 0.16545009539846714240866518426073807245 | 0.027828156541012762150845744339302443246
f(z) = -27/28*z^3 + 191/42*z + 1
*
-2 | 0.083408513941111752247307112065582188027 | 0.015944710777438312645503145742268767819
f(z) = -27/29*z^3 + 187/58*z + 1
*
-2 | 0.074410505916132819997225320299222025618 | 0.014253914562426668438741093937086833101
f(z) = -26/23*z^3 + 185/46*z + 1
*
-2 | 0.074327458354530504954583679793313289754 | 0.014267713969061981998909492284105496410
f(z) = -26/25*z^3 + 183/50*z + 1
*
-2 | 0.060652409677158325643673706931384813926 | 0.011667297165386581070279975661033062013
f(z) = -26/27*z^3 + 181/54*z + 1
*
[ -1/2 ] 
f(z) = -26/29*z^3 + 187/58*z + 1
*
-8/5 | 0.11131588457440061536196069351841858650 | 0.021193847978283957102001077264359836447
f(z) = -25/21*z^3 + 191/42*z + 1
*
[ -2/5 ] 
f(z) = -25/27*z^3 + 197/54*z + 1
*
[ -5/3 ] 
f(z) = -23/25*z^3 + 187/45*z + 1
*
[ 2 ] 
f(z) = -22/21*z^3 + 197/42*z + 1
*
[ 2 ] 
f(z) = -22/23*z^3 + 199/46*z + 1
*
[ -5/3 ] 
f(z) = -22/25*z^3 + 182/45*z + 1
*
[ -5/11 ] 
f(z) = -22/25*z^3 + 186/55*z + 1
*
[ -1/2 ] 
f(z) = -22/29*z^3 + 185/58*z + 1
*
[ 2 ] 
f(z) = -21/23*z^3 + 191/46*z + 1
*
[ 2 ] 
f(z) = -21/25*z^3 + 193/50*z + 1
*
[ 2 ] 
f(z) = -21/29*z^3 + 197/58*z + 1
*
-6/5 | 0.21512807882723126753476123420796333525 | 0.028837873564020599148196101316956486299
f(z) = -40/27*z^3 + 193/60*z + 1
*
[ -3/4 ] 
f(z) = -40/33*z^3 + 199/66*z + 1
*
-1/3 | 0.14356337465731171619700844064559372465 | 0.027279465350246249787266290218022417325
f(z) = -39/20*z^3 + 193/60*z + 1
*
[ -5/6 ] 
f(z) = -39/25*z^3 + 197/60*z + 1
*
[ 3/2 ] 
f(z) = -38/33*z^3 + 193/66*z + 1
*
0 | 0.12640439514792631601500577680372902377 | 0.024315565515894321312334018359526010529
f(z) = -38/35*z^3 + 181/70*z + 1
*
[ 3/2 ] 
f(z) = -38/39*z^3 + 197/78*z + 1
*
[ -2/3 ] 
f(z) = -36/31*z^3 + 187/62*z + 1
*
[ -4/5 ] 
f(z) = -35/24*z^3 + 191/60*z + 1
*
-51/35 | 0.23170845317888583544209365061245652765 | 0.027278001545636268954947279963900477265
f(z) = -35/27*z^3 + 181/70*z + 1
*
[ -3/5 ] 
f(z) = -35/36*z^3 + 181/60*z + 1
*
[ -5/6 ] 
f(z) = -33/25*z^3 + 187/60*z + 1
*
-3/8 | 0.10735271704582572331742697565751680083 | 0.020564252829301158209333785807808201268
f(z) = -32/33*z^3 + 185/66*z + 1
*
1/8 | 0.12313221711441502626553568340019050766 | 0.023261879145761051247836187972646145558
f(z) = -32/33*z^3 + 199/66*z + 1
*
[ -7/8 ] 
f(z) = -32/35*z^3 + 199/70*z + 1
*
-2 | 0.064256339398106766583042025738268526052 | 0.012139172317825320190214030509575127793
f(z) = -29/33*z^3 + 199/66*z + 1
*
-2 | 0.084424883916993534115793013072721458928 | 0.015979865296082441208368792314392771856
f(z) = -29/35*z^3 + 197/70*z + 1
*
-2 | 0.084208195105925220422690849820757121331 | 0.015969695079751105848997618407626018416
f(z) = -29/37*z^3 + 195/74*z + 1
*
-2 | 0.063594713737849100358077670084679001837 | 0.012084069450244902104987734940975058873
f(z) = -29/39*z^3 + 193/78*z + 1
*
[ 10/7 ] 
f(z) = -28/25*z^3 + 181/70*z + 1
*
[ -9/14 ] 
f(z) = -28/27*z^3 + 188/63*z + 1
*
-2 | 0.078312107540227411008532304560615792883 | 0.014880622785914630482700738948374096684
f(z) = -28/31*z^3 + 193/62*z + 1
*
-2 | 0.057802929683389241025653142049696439045 | 0.011005316169323404183595769461133000657
f(z) = -28/33*z^3 + 191/66*z + 1
*
-2 | 0.077682052002202847241586769794714258695 | 0.014850017021614108523438385675232492989
f(z) = -28/37*z^3 + 187/74*z + 1
*
-2 | 0.057010380777451055738369958031681237895 | 0.010920784461391707388534874028041300027
f(z) = -28/39*z^3 + 185/78*z + 1
*
[ -5/9 ] 
f(z) = -27/20*z^3 + 193/60*z + 1
*
-5/6 | 0.19594255617635521466785775511403693141 | 0.028427788122034924230846617054438990997
f(z) = -27/25*z^3 + 197/60*z + 1
*
[ 13/9 ] 
f(z) = -27/26*z^3 + 193/78*z + 1
*
-11/9 | 0.15322841938116854105029699536314328057 | 0.028947590296605263482358382413133918771
f(z) = -27/26*z^3 + 199/78*z + 1
*
-2 | 0.083253014034235699009390719352715407537 | 0.015947766172239148681209380649274078571
f(z) = -27/31*z^3 + 185/62*z + 1
*
20/9 | 0.21733588864293851597627100027853442476 | 0.029729074273461899995311855909542742839
f(z) = -27/32*z^3 + 187/60*z + 1
*
-2 | 0.082811124677853027904691407593957184558 | 0.015929820519237394072131482965579981627
f(z) = -27/35*z^3 + 181/70*z + 1
*
[ -2/3 ] 
f(z) = -27/35*z^3 + 199/70*z + 1
*
-6/13 | 0.20798172904989760016592983623110135242 | 0.028039025904214820879585997003453263186
f(z) = -26/27*z^3 + 185/78*z + 1
*
[ -1/2 ] 
f(z) = -26/31*z^3 + 199/62*z + 1
*
[ -6/5 ] 
f(z) = -25/33*z^3 + 193/66*z + 1
*
[ -4/5 ] 
f(z) = -25/34*z^3 + 185/68*z + 1
*
[ 3/2 ] 
f(z) = -24/23*z^3 + 185/69*z + 1
*
[ 3/2 ] 
f(z) = -24/25*z^3 + 187/75*z + 1
*
[ -1/2 ] 
f(z) = -22/31*z^3 + 197/62*z + 1
*
-2/7 | 0.091511896714987116639640302214550379728 | 0.015532488627080274501621116187858976948
f(z) = -21/20*z^3 + 181/70*z + 1
*
[ 5/3 ] 
f(z) = -21/20*z^3 + 199/60*z + 1
*
[ -2/3 ] 
f(z) = -21/22*z^3 + 193/66*z + 1
*
[ 2 ] 
f(z) = -21/31*z^3 + 199/62*z + 1
*
-1/3 | 0.13190664394186705691194204745142151387 | 0.025373996204773824640569634177659691522
f(z) = -39/28*z^3 + 181/84*z + 1
*
0 | 0.099384901634630249052748901816608428967 | 0.019118006807908127978107904257520213363
f(z) = -39/32*z^3 + 181/96*z + 1
*
-4/7 | 0.16735071993240142470602422334996364667 | 0.028248395352111019381086412213738100562
f(z) = -35/24*z^3 + 187/84*z + 1
*
12/7 | 0.17895287992626085537545665071503446063 | 0.028177625595636083012104930499631488713
f(z) = -35/36*z^3 + 191/84*z + 1
*
[ 5/4 ] 
f(z) = -33/25*z^3 + 181/80*z + 1
*
[ 4/3 ] 
f(z) = -33/28*z^3 + 197/84*z + 1
*
0 | 0.099581438375026163407628895479630005607 | 0.018959682838153656726877169774806903484
f(z) = -32/21*z^3 + 191/84*z + 1
*
-2/3 | 0.17009692397808501085545025759414563642 | 0.028461669429994529303304946802637559981
f(z) = -31/20*z^3 + 197/90*z + 1
*
-2/3 | 0.17065679417956630361516862521487097949 | 0.028653702845297953642453151558574359996
f(z) = -29/20*z^3 + 193/90*z + 1
*
-3/2 | 0.12316970356164267265149415279047968054 | 0.023404323481043273315818261394847986753
f(z) = -25/24*z^3 + 193/96*z + 1
*
-3/5 | 0.14006218148341506243037357119437065536 | 0.026774856295687672712666326575014257969
f(z) = -25/32*z^3 + 187/96*z + 1
*
[ 3/2 ] 
f(z) = -24/29*z^3 + 191/87*z + 1
*
[ 3/2 ] 
f(z) = -24/31*z^3 + 193/93*z + 1
*
4/3 | 0.21807201982154831537526352745942963841 | 0.029743657619260152844492639503393481829
f(z) = -21/32*z^3 + 191/84*z + 1
*
[ 12/7 ] 
f(z) = -21/32*z^3 + 197/84*z + 1
*
-1/3 | 0.11556828800467418483180629729817121349 | 0.021832917587679133830649174564022877704
f(z) = -21/32*z^3 + 199/96*z + 1
*
0 | 0.11287639798079165417563549433753405964 | 0.021577911346957101637429866602500300873
f(z) = -39/35*z^3 + 187/105*z + 1
*
0 | 0.079240933958771849956407131794305819469 | 0.014998651959556426401935678584177700684
f(z) = -35/22*z^3 + 197/110*z + 1
*
10/7 | 0.21766873031043070331388093776560874042 | 0.029563930125086437976938706994994526565
f(z) = -35/24*z^3 + 197/105*z + 1
*
6/5 | 0.18676997396122920303765045357378373570 | 0.025071484525034194414747049947255943441
f(z) = -35/27*z^3 + 191/105*z + 1
*
-3/4 | 0.14837495105537641180734959585935129424 | 0.028166086970298910462159565101613235889
f(z) = -32/35*z^3 + 194/105*z + 1
*
8/5 | 0.14284448378514934106067739783713924678 | 0.027196696010221721187928607172386568043
f(z) = -25/26*z^3 + 191/104*z + 1
*
[ 13/10 ] 
f(z) = -25/26*z^3 + 193/104*z + 1
*
[ 3/2 ] 
f(z) = -24/35*z^3 + 197/105*z + 1
*
[ 3/2 ] 
f(z) = -24/37*z^3 + 199/111*z + 1
*
5/21 | 0.16771596458001608721324743603202927982 | 0.024386904800435389833185123745201710645
f(z) = -21/25*z^3 + 194/105*z + 1
*
-10/13 | 0.076869964944410170560787014813506573773 | 0.012341627862596553874661276065851996590
f(z) = -39/20*z^3 + 189/130*z + 1
*
3/2 | 0.099813157297445412950821842143732122177 | 0.018856491474140735839416130179940028064
f(z) = -31/30*z^3 + 199/120*z + 1
*
0 | 0.059958667569064668572719112350926116766 | 0.011348922102496156948641851705865709221
f(z) = -25/24*z^3 + 197/120*z + 1
*
-14/15 | 0.16239914191882082340987629095364569864 | 0.027173628922318169126291520791583560243
f(z) = -25/28*z^3 + 197/126*z + 1
*
-5/8 | 0.20023383203683764601525085240957193102 | 0.029050376105551894495708916665917348037
f(z) = -24/25*z^3 + 197/120*z + 1
*
-6/7 | 0.18271952879896169337935815480855386619 | 0.024353712426889844510649865895495850203
f(z) = -37/24*z^3 + 191/147*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.027077315841467387998836862048846568530
f(z) = -37/39*z^3 + 193/156*z + 1
*
-15/14 | 0.24899805246632835077517789639396193019 | 0.028989864346410603367149993062282285693
f(z) = -35/27*z^3 + 199/140*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.027131017905472255302433258387838581067
f(z) = -35/39*z^3 + 191/156*z + 1
*
-1/2 | 0.14250006602925439935316523152188601363 | 0.027240892221224468879694966661289270160
f(z) = -31/39*z^3 + 187/156*z + 1
*
[ 6/5 ] 
f(z) = -29/36*z^3 + 199/150*z + 1
*
-1/2 | 0.14249866172368896134051607978843586109 | 0.027296733498343659290852502860428783349
f(z) = -29/39*z^3 + 185/156*z + 1
*
0 | 0.095645488980994736030472794181496276716 | 0.018398681081425030997800487875293881689
f(z) = -25/28*z^3 + 181/140*z + 1
*
-1/2 | 0.14249962983872453976341651340720059700 | 0.027411697839139884412718396966819239435
f(z) = -25/39*z^3 + 181/156*z + 1
*
0 | 0.10142631267970877623782818006292963140 | 0.019389066469182856549461165155596575718
f(z) = -21/20*z^3 + 187/140*z + 1
*
0 | 0.10814858307940775689253385873598401540 | 0.019658881466808850927641348896543870991
f(z) = -35/24*z^3 + 197/168*z + 1
*
5/16 | 0.12952269542337734277121016646848953207 | 0.023357718796234766139801500858866287511
f(z) = -32/21*z^3 + 193/168*z + 1
*
-3/5 | 0.15243355292736859581250013787011864040 | 0.028908318924435537277968949379470197379
f(z) = -35/39*z^3 + 193/195*z + 1
*
0 | 0.14098890104684168386922912096645864550 | 0.026686251048759014902444938445762031906
f(z) = -25/36*z^3 + 197/180*z + 1
*
-7/10 | 0.13800114767497428945686023806087102803 | 0.023032957399637124975104196915397577465
f(z) = -40/21*z^3 + 181/210*z + 1
*
[ 8/9 ] 
f(z) = -39/32*z^3 + 181/216*z + 1
*
-7/12 | 0.13791132611737837476701451594092727302 | 0.025791762242506013927614908246652163026
f(z) = -24/35*z^3 + 199/210*z + 1
*
-6/7 | 0.15112174190304135356925703027751411902 | 0.024818628371818535649981413775383302479
f(z) = -21/20*z^3 + 197/210*z + 1
*
0 | 0.14634455707311666814073127983583637092 | 0.025315870990179739822471839884792625644
f(z) = -36/25*z^3 + 199/225*z + 1
*
0 | 0.15155990322397816833074892289938460819 | 0.027550043539761591409087852287338170977
f(z) = -35/32*z^3 + 181/224*z + 1
*
[ 9/10 ] 
f(z) = -32/27*z^3 + 191/225*z + 1
*
0 | 0.11373645538412076388919759089504195742 | 0.020569294511978094796167550131303770277
f(z) = -27/28*z^3 + 187/252*z + 1
*
0 | 0.15320369660830721198123308840039210305 | 0.024597162390814481427970522487767328794
f(z) = -39/20*z^3 + 187/260*z + 1
*
0 | 0.15451001118561313620111168928625955000 | 0.026534225207716074007105481127247724870
f(z) = -26/21*z^3 + 191/273*z + 1
*
[ 15/19 ] 
f(z) = -38/25*z^3 + 194/285*z + 1
*
[ 6/7 ] 
f(z) = -31/27*z^3 + 199/294*z + 1
*
-7/8 | 0.090777269090611690528578221987442561750 | 0.016110143498446618940657915314183705663
f(z) = -24/35*z^3 + 187/280*z + 1
*
-3/10 | 0.19584342039976017508697966349080274965 | 0.026093347808636797011083862509077807163
f(z) = -40/27*z^3 + 202/15*z + 1
*
[ -5 ] 
f(z) = -39/25*z^3 + 201/5*z + 1
*
[ 6 ] 
f(z) = -35/36*z^3 + 215/6*z + 1
*
[ -6 ] 
f(z) = -35/36*z^3 + 217/6*z + 1
*
[ -9/2 ] 
f(z) = -28/27*z^3 + 200/9*z + 1
*
[ -6 ] 
f(z) = -26/27*z^3 + 215/6*z + 1
*
[ 4 ] 
f(z) = -25/24*z^3 + 209/12*z + 1
*
[ -4 ] 
f(z) = -25/24*z^3 + 215/12*z + 1
*
[ 6 ] 
f(z) = -25/27*z^3 + 205/6*z + 1
*
[ 5/2 ] 
f(z) = -39/25*z^3 + 207/20*z + 1
*
[ -2 ] 
f(z) = -39/34*z^3 + 207/34*z + 1
*
[ -2 ] 
f(z) = -39/38*z^3 + 213/38*z + 1
*
[ -5/2 ] 
f(z) = -37/25*z^3 + 213/20*z + 1
*
[ -2 ] 
f(z) = -37/38*z^3 + 205/38*z + 1
*
[ -1/6 ] 
f(z) = -36/29*z^3 + 204/29*z + 1
*
[ -1/6 ] 
f(z) = -36/31*z^3 + 218/31*z + 1
*
-5/2 | 0.13155296810138807243115548517184568673 | 0.024736743107275148022956491203866293445
f(z) = -36/35*z^3 + 204/35*z + 1
*
[ 7/3 ] 
f(z) = -36/35*z^3 + 216/35*z + 1
*
[ -8/3 ] 
f(z) = -33/32*z^3 + 209/24*z + 1
*
-3/7 | 0.12751861488338084767897244909358206937 | 0.017012594397850780992181659268450457644
f(z) = -28/27*z^3 + 200/21*z + 1
*
[ 9/4 ] 
f(z) = -28/27*z^3 + 209/36*z + 1
*
[ -15/7 ] 
f(z) = -28/27*z^3 + 218/35*z + 1
*
-26/9 | 0.089501473416376422621222854937884581864 | 0.013339903643859855305638059798026763767
f(z) = -27/32*z^3 + 205/24*z + 1
*
[ -14/5 ] 
f(z) = -25/24*z^3 + 200/21*z + 1
*
-3 | 0.15092316970795282532252792859649220907 | 0.028250416875815304026574854832235191070
f(z) = -25/24*z^3 + 209/24*z + 1
*
3 | 0.084045887878660492683654500820664230203 | 0.015622210305434673209798036751253980670
f(z) = -25/24*z^3 + 217/24*z + 1
*
[ -13/5 ] 
f(z) = -25/26*z^3 + 205/26*z + 1
*
[ -1/5 ] 
f(z) = -25/34*z^3 + 205/34*z + 1
*
[ -1/5 ] 
f(z) = -25/36*z^3 + 217/36*z + 1
*
-3 | 0.080166878620920156483690424234031335642 | 0.014926881722629948390270806581639512121
f(z) = -23/24*z^3 + 215/24*z + 1
*
-3 | 0.20203191630129941034045898375776847559 | 0.023375357635984394418565555482013235271
f(z) = -23/27*z^3 + 210/23*z + 1
*
[ 3 ] 
f(z) = -22/21*z^3 + 212/21*z + 1
*
3/11 | 0.22270113338805577881134551815410031899 | 0.029500423020811359183108876938280812413
f(z) = -22/27*z^3 + 211/33*z + 1
*
-3/5 | 0.096996686781209574087768464349700057525 | 0.011266837501804765153292098356105334291
f(z) = -40/27*z^3 + 203/40*z + 1
*
[ 5/3 ] 
f(z) = -38/25*z^3 + 208/45*z + 1
*
[ 5/3 ] 
f(z) = -37/25*z^3 + 203/45*z + 1
*
[ -5/18 ] 
f(z) = -36/25*z^3 + 212/45*z + 1
*
[ 9/5 ] 
f(z) = -35/27*z^3 + 209/45*z + 1
*
2/7 | 0.19795884439537104677426413603444843506 | 0.029592033308695798949366548275463139167
f(z) = -35/32*z^3 + 201/56*z + 1
*
-1/2 | 0.071631643930601341782913464039091094091 | 0.013456980958392974217039346736476247526
f(z) = -32/21*z^3 + 205/42*z + 1
*
[ -21/16 ] 
f(z) = -32/27*z^3 + 213/56*z + 1
*
-2 | 0.086172733845819701099874144506958067752 | 0.015990274052031202648067967356240665968
f(z) = -31/29*z^3 + 219/58*z + 1
*
-2 | 0.077142102413726893749721273570062911066 | 0.014338954322792126501399550615846105799
f(z) = -30/23*z^3 + 217/46*z + 1
*
-2 | 0.076970281775233148656397522640599330938 | 0.014381973485765859133466541452305881821
f(z) = -30/29*z^3 + 211/58*z + 1
*
-2 | 0.064743864086063046239236402910331041558 | 0.012097455214869734875257036947687530831
f(z) = -29/21*z^3 + 211/42*z + 1
*
-2 | 0.085057495273353555761217807150375976431 | 0.015921410241613203763536122271075621467
f(z) = -29/23*z^3 + 209/46*z + 1
*
-2 | 0.085009784830406143842181542949440106003 | 0.015941171497316537750143442333588748497
f(z) = -29/25*z^3 + 207/50*z + 1
*
[ -5/3 ] 
f(z) = -29/25*z^3 + 217/45*z + 1
*
-2 | 0.071379630315396329229670690158034110232 | 0.013409636764752029000686237024989296406
f(z) = -29/27*z^3 + 205/54*z + 1
*
-2 | 0.078685369933790656246950682233967625874 | 0.014837044314426989139370546075177058869
f(z) = -28/23*z^3 + 201/46*z + 1
*
[ -5/3 ] 
f(z) = -28/25*z^3 + 212/45*z + 1
*
[ -16/9 ] 
f(z) = -27/32*z^3 + 203/48*z + 1
*
[ -5/3 ] 
f(z) = -26/25*z^3 + 202/45*z + 1
*
-24/25 | 0.23351818125299241744624885853363447603 | 0.027155986886659579900907018419261729093
f(z) = -25/27*z^3 + 201/50*z + 1
*
[ -8/5 ] 
f(z) = -25/28*z^3 + 219/56*z + 1
*
[ -2/5 ] 
f(z) = -25/29*z^3 + 211/58*z + 1
*
[ -3/10 ] 
f(z) = -25/36*z^3 + 211/48*z + 1
*
[ 2 ] 
f(z) = -24/23*z^3 + 215/46*z + 1
*
[ 2 ] 
f(z) = -24/25*z^3 + 217/50*z + 1
*
[ 2 ] 
f(z) = -23/21*z^3 + 205/42*z + 1
*
[ 2 ] 
f(z) = -23/25*z^3 + 209/50*z + 1
*
[ 2 ] 
f(z) = -23/27*z^3 + 211/54*z + 1
*
[ 2 ] 
f(z) = -23/29*z^3 + 213/58*z + 1
*
[ 2 ] 
f(z) = -22/25*z^3 + 201/50*z + 1
*
[ 2 ] 
f(z) = -22/27*z^3 + 203/54*z + 1
*
[ 2 ] 
f(z) = -22/29*z^3 + 205/58*z + 1
*
-1/4 | 0.13694997543583721567130611942463709554 | 0.025775393609064545309187992212539211226
f(z) = -40/33*z^3 + 203/66*z + 1
*
-1 | 0.15734466037011031042523981116424977786 | 0.029246777406740535303812954380050799295
f(z) = -39/20*z^3 + 217/60*z + 1
*
[ -2/3 ] 
f(z) = -39/22*z^3 + 217/66*z + 1
*
[ -1/2 ] 
f(z) = -38/31*z^3 + 205/62*z + 1
*
[ -1/2 ] 
f(z) = -38/33*z^3 + 217/66*z + 1
*
[ -2/3 ] 
f(z) = -37/32*z^3 + 217/72*z + 1
*
[ -2/3 ] 
f(z) = -36/35*z^3 + 207/70*z + 1
*
[ -2/3 ] 
f(z) = -36/37*z^3 + 217/74*z + 1
*
[ -2/3 ] 
f(z) = -35/32*z^3 + 215/72*z + 1
*
[ -12/17 ] 
f(z) = -34/27*z^3 + 207/68*z + 1
*
[ -1/2 ] 
f(z) = -34/31*z^3 + 203/62*z + 1
*
[ -1/2 ] 
f(z) = -34/33*z^3 + 215/66*z + 1
*
[ -3/4 ] 
f(z) = -32/23*z^3 + 215/69*z + 1
*
[ -5/8 ] 
f(z) = -32/35*z^3 + 207/70*z + 1
*
-2 | 0.077823279997214697137974239313236964520 | 0.014440943431247406760532517893070638376
f(z) = -32/37*z^3 + 219/74*z + 1
*
-7/8 | 0.14334194966655387052633638567639009516 | 0.026928739609418401341789135107037030105
f(z) = -32/39*z^3 + 205/78*z + 1
*
17/8 | 0.14250200320874892537074506602439358277 | 0.026626640627372712510929955713606327310
f(z) = -32/39*z^3 + 211/78*z + 1
*
[ -2/3 ] 
f(z) = -31/32*z^3 + 211/72*z + 1
*
-2 | 0.065640745371466321756606141044742002939 | 0.012222150334408276722990382834684184651
f(z) = -31/33*z^3 + 215/66*z + 1
*
-2 | 0.085854999311388230659280618783805872168 | 0.016013863198971472944189446227932269752
f(z) = -31/35*z^3 + 213/70*z + 1
*
-2 | 0.085696761461912840990741381576002021277 | 0.016012524869797368821247867649364619029
f(z) = -31/37*z^3 + 211/74*z + 1
*
-2 | 0.065160040770529806944680787117284084724 | 0.012196923235674585122677123571213883913
f(z) = -31/39*z^3 + 209/78*z + 1
*
[ -1/2 ] 
f(z) = -30/31*z^3 + 201/62*z + 1
*
-2 | 0.076873966118480160938211968393343979161 | 0.014389583746132572751285620834930038249
f(z) = -30/31*z^3 + 209/62*z + 1
*
-2 | 0.076417696242970721511763847462394099853 | 0.014382596222394582828998492622627806199
f(z) = -30/37*z^3 + 203/74*z + 1
*
-2 | 0.084741265165188321854422087658327862916 | 0.015978953998366701706853929379166847410
f(z) = -29/31*z^3 + 201/62*z + 1
*
[ -2/3 ] 
f(z) = -29/32*z^3 + 209/72*z + 1
*
[ 3/2 ] 
f(z) = -28/23*z^3 + 212/69*z + 1
*
[ 3/2 ] 
f(z) = -28/25*z^3 + 214/75*z + 1
*
[ -4/9 ] 
f(z) = -27/20*z^3 + 211/60*z + 1
*
17/9 | 0.11926335619541788235599166006692526434 | 0.022225845934000548205505017681284869587
f(z) = -27/25*z^3 + 214/75*z + 1
*
-20/9 | 0.17791871931546295684024094903489768040 | 0.023851808024095480027084904804828060009
f(z) = -27/32*z^3 + 217/60*z + 1
*
[ -4/3 ] 
f(z) = -27/34*z^3 + 215/68*z + 1
*
[ -2/3 ] 
f(z) = -27/37*z^3 + 209/74*z + 1
*
[ -1/2 ] 
f(z) = -26/33*z^3 + 211/66*z + 1
*
9/5 | 0.14631316599254642302482003604205559132 | 0.027412107193946975408941055826110000543
f(z) = -25/21*z^3 + 208/63*z + 1
*
[ -3/5 ] 
f(z) = -25/22*z^3 + 203/66*z + 1
*
[ -3/5 ] 
f(z) = -25/23*z^3 + 211/69*z + 1
*
9/5 | 0.13641956472175601363504191838046131399 | 0.025675564858556201717810212753216195794
f(z) = -25/24*z^3 + 203/72*z + 1
*
-9/5 | 0.10205352252107444195545608127580269227 | 0.019068801895686651651193715295876242992
f(z) = -25/24*z^3 + 211/72*z + 1
*
2 | 0.19541460076488009247537168007446876067 | 0.026181171025471787149476461340093367248
f(z) = -25/24*z^3 + 218/75*z + 1
*
[ -2/3 ] 
f(z) = -25/32*z^3 + 205/72*z + 1
*
[ -4/5 ] 
f(z) = -25/38*z^3 + 203/76*z + 1
*
[ -6/5 ] 
f(z) = -25/39*z^3 + 215/78*z + 1
*
-3/2 | 0.15104362913429538748403569383705855476 | 0.028197740387098291473917672301883588630
f(z) = -24/25*z^3 + 212/75*z + 1
*
[ -5/4 ] 
f(z) = -24/35*z^3 + 201/70*z + 1
*
-1/4 | 0.13781022051832759364086457279474863587 | 0.025704665267033075147891881127842602804
f(z) = -24/35*z^3 + 213/70*z + 1
*
[ 2 ] 
f(z) = -23/31*z^3 + 215/62*z + 1
*
[ -2/3 ] 
f(z) = -23/32*z^3 + 203/72*z + 1
*
[ 2 ] 
f(z) = -23/33*z^3 + 217/66*z + 1
*
[ 2 ] 
f(z) = -23/35*z^3 + 219/70*z + 1
*
[ -6/11 ] 
f(z) = -22/27*z^3 + 203/66*z + 1
*
[ 2 ] 
f(z) = -22/31*z^3 + 207/62*z + 1
*
[ 2 ] 
f(z) = -22/35*z^3 + 211/70*z + 1
*
[ 2 ] 
f(z) = -22/37*z^3 + 213/74*z + 1
*
[ 2 ] 
f(z) = -22/39*z^3 + 215/78*z + 1
*
-5/3 | 0.13212789865317162853048113968345663496 | 0.024688228902538883855495160325086067949
f(z) = -21/20*z^3 + 211/60*z + 1
*
[ -4/3 ] 
f(z) = -21/20*z^3 + 217/60*z + 1
*
[ 2 ] 
f(z) = -21/37*z^3 + 205/74*z + 1
*
[ 5/4 ] 
f(z) = -39/25*z^3 + 211/80*z + 1
*
-1/3 | 0.11555098719258447113562584593966187651 | 0.021707828398865364995486763265222184668
f(z) = -39/32*z^3 + 205/96*z + 1
*
[ 5/4 ] 
f(z) = -37/25*z^3 + 201/80*z + 1
*
-12/7 | 0.18691140467451085078752567603199677691 | 0.029106571031365816260381914070670110084
f(z) = -35/36*z^3 + 205/84*z + 1
*
-3/7 | 0.16088647628748744605399102476403072340 | 0.024941820636084366104612208852861878659
f(z) = -35/36*z^3 + 211/84*z + 1
*
-1/3 | 0.11640261655862697519847158338872304961 | 0.021908169383566729447250176830482091246
f(z) = -33/32*z^3 + 203/96*z + 1
*
35/24 | 0.13078948345358668258395462584012813097 | 0.018813833416949369164840638994012502939
f(z) = -32/25*z^3 + 209/90*z + 1
*
[ 3/2 ] 
f(z) = -28/29*z^3 + 218/87*z + 1
*
[ 4/3 ] 
f(z) = -27/23*z^3 + 215/92*z + 1
*
-1/3 | 0.15818950192106240849984371587176928650 | 0.029403814148416678221795072443478170538
f(z) = -39/34*z^3 + 217/102*z + 1
*
-2/5 | 0.15150743903647705900164086965551069989 | 0.020374781103334730351485296337826747703
f(z) = -35/24*z^3 + 212/105*z + 1
*
-1/3 | 0.15904627962082312502867764887945485620 | 0.029614038180910618996615819064815434248
f(z) = -33/34*z^3 + 215/102*z + 1
*
[ 4/3 ] 
f(z) = -27/25*z^3 + 217/100*z + 1
*
-2/3 | 0.13518393756790073412179527951473601565 | 0.025259252804613841985419195164076450490
f(z) = -27/35*z^3 + 211/105*z + 1
*
0 | 0.095265208096598955041059650205576031169 | 0.017832131724360411631487351090724212971
f(z) = -25/21*z^3 + 209/105*z + 1
*
0 | 0.095534586729736895953801684774959187156 | 0.017834975828068137654859254482374139855
f(z) = -24/35*z^3 + 212/105*z + 1
*
[ 4/3 ] 
f(z) = -23/24*z^3 + 211/108*z + 1
*
-1/3 | 0.15774909955229456624418207941174293774 | 0.029475575700627831311463395696645711843
f(z) = -21/34*z^3 + 211/102*z + 1
*
0 | 0.14560272122987643020667369278600662060 | 0.027429423218644358251744550970913174154
f(z) = -35/27*z^3 + 202/135*z + 1
*
[ 6/5 ] 
f(z) = -35/32*z^3 + 209/120*z + 1
*
-10/9 | 0.18215533545335084709614802630619796497 | 0.027071688144464666291357108960362721715
f(z) = -27/32*z^3 + 209/120*z + 1
*
0 | 0.10711413124352744520194760148699456816 | 0.020159980935436083792690129642542971956
f(z) = -25/26*z^3 + 203/130*z + 1
*
[ 6/5 ] 
f(z) = -31/36*z^3 + 211/150*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.026673644459509546426958056539363351818
f(z) = -29/39*z^3 + 209/156*z + 1
*
[ 9/8 ] 
f(z) = -28/27*z^3 + 205/144*z + 1
*
[ 6/5 ] 
f(z) = -23/27*z^3 + 209/150*z + 1
*
0 | 0.15984774752435667409254526802411495897 | 0.029974906557275550852073050875000745258
f(z) = -21/20*z^3 + 207/140*z + 1
*
-15/16 | 0.22835551417032348132260939849196302150 | 0.026055924941601605964241667269142104176
f(z) = -40/27*z^3 + 219/160*z + 1
*
0 | 0.13381868537223466051600410328969800404 | 0.025071237595689994320822070069119396994
f(z) = -35/33*z^3 + 208/165*z + 1
*
-3/4 | 0.11902640256798779860361045576100822963 | 0.021232715882641542351278552299604654705
f(z) = -34/21*z^3 + 209/168*z + 1
*
0 | 0.15560607024305666261296731004316329397 | 0.028285542013787563081508003262231836796
f(z) = -35/26*z^3 + 219/182*z + 1
*
-3/10 | 0.11440791626987356239545136400514123498 | 0.019095150337674464106680357114951634793
f(z) = -40/21*z^3 + 211/210*z + 1
*
-8/9 | 0.16590365455815324081597012577599095118 | 0.024425094505981782559809176482309793210
f(z) = -33/32*z^3 + 203/216*z + 1
*
3/2 | 0.14989998243701654612932062912939706920 | 0.028008960383196020437247494418349389601
f(z) = -26/35*z^3 + 211/210*z + 1
*
5/3 | 0.12545027624387857999212490981522280107 | 0.023440508532762211624289963010400556868
f(z) = -24/35*z^3 + 211/210*z + 1
*
0 | 0.13424397168683808131715084099273563397 | 0.022774821379099206662991268212740867780
f(z) = -33/20*z^3 + 203/220*z + 1
*
-18/25 | 0.19984034833127009508202668917480617605 | 0.026516812346721325199621305305768707671
f(z) = -25/24*z^3 + 209/225*z + 1
*
0 | 0.14661456102783342463284325877625123173 | 0.027092415066128708656594554935494837354
f(z) = -21/32*z^3 + 211/224*z + 1
*
9/7 | 0.080276807338025083909308825413110385483 | 0.014518100524941263060165971178445448802
f(z) = -35/36*z^3 + 209/252*z + 1
*
[ 9/10 ] 
f(z) = -25/21*z^3 + 215/252*z + 1
*
4/3 | 0.14473502482256276849299659254682758439 | 0.026175401209042769708220231560126870749
f(z) = -25/28*z^3 + 211/252*z + 1
*
0 | 0.15234816658079992933803390425443157901 | 0.025427533682784923558982976973603258830
f(z) = -40/27*z^3 + 211/270*z + 1
*
0 | 0.12953456399118845502242584997373671253 | 0.020797035425722534896512482022660774958
f(z) = -39/20*z^3 + 207/260*z + 1
*
0 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -35/39*z^3 + 206/273*z + 1
*
-3/4 | 0.14320127995504488451073016506482628966 | 0.025681956077081358398653146821523661984
f(z) = -26/33*z^3 + 205/264*z + 1
*
[ 11/12 ] 
f(z) = -32/33*z^3 + 215/297*z + 1
*
[ 9/10 ] 
f(z) = -25/24*z^3 + 211/288*z + 1
*
-5/4 | 0.14028757312208560656710578520116289932 | 0.024896683461469759628184359587048543214
f(z) = -22/35*z^3 + 219/280*z + 1
*
[ -15/4 ] 
f(z) = -40/27*z^3 + 221/10*z + 1
*
[ 6 ] 
f(z) = -37/36*z^3 + 227/6*z + 1
*
[ -6 ] 
f(z) = -37/36*z^3 + 229/6*z + 1
*
[ 9/2 ] 
f(z) = -32/27*z^3 + 223/9*z + 1
*
[ -9/2 ] 
f(z) = -32/27*z^3 + 227/9*z + 1
*
[ -21/4 ] 
f(z) = -32/27*z^3 + 237/7*z + 1
*
[ -6 ] 
f(z) = -29/27*z^3 + 239/6*z + 1
*
[ 6 ] 
f(z) = -28/27*z^3 + 229/6*z + 1
*
[ 18/5 ] 
f(z) = -25/27*z^3 + 229/18*z + 1
*
[ -18/5 ] 
f(z) = -25/27*z^3 + 239/18*z + 1
*
-21/10 | 0.18044495603633198795528512681354280130 | 0.023757176482455595427547577819492474435
f(z) = -40/27*z^3 + 221/30*z + 1
*
[ -5/2 ] 
f(z) = -39/25*z^3 + 223/20*z + 1
*
[ 8/3 ] 
f(z) = -39/32*z^3 + 223/24*z + 1
*
[ 15/7 ] 
f(z) = -35/27*z^3 + 227/35*z + 1
*
3/14 | 0.24244395497852741432371121084198803842 | 0.027690720613117430619642452794778839149
f(z) = -35/27*z^3 + 235/28*z + 1
*
11/4 | 0.11390409092225431277824002675014905612 | 0.020945647250004649640597906084654415310
f(z) = -32/33*z^3 + 230/33*z + 1
*
[ 5/2 ] 
f(z) = -32/35*z^3 + 221/35*z + 1
*
22/9 | 0.14496412009839610188328115238472480891 | 0.023694314654694439807074929165051218511
f(z) = -27/20*z^3 + 227/30*z + 1
*
[ 3 ] 
f(z) = -25/21*z^3 + 239/21*z + 1
*
[ -2/15 ] 
f(z) = -25/24*z^3 + 230/27*z + 1
*
-3 | 0.14487326254947594596442142857822847745 | 0.026577185940544899115888301742378034214
f(z) = -25/24*z^3 + 233/24*z + 1
*
3 | 0.25377423233133546926395752566126316348 | 0.029085263543537453448394925471013858529
f(z) = -25/27*z^3 + 228/25*z + 1
*
4/15 | 0.21281949049306259695677956339360460756 | 0.028359326511055521904517226044799395661
f(z) = -25/32*z^3 + 227/36*z + 1
*
[ -1/5 ] 
f(z) = -25/37*z^3 + 223/37*z + 1
*
[ -1/5 ] 
f(z) = -25/38*z^3 + 229/38*z + 1
*
[ -13/5 ] 
f(z) = -25/39*z^3 + 223/39*z + 1
*
[ -1/5 ] 
f(z) = -25/39*z^3 + 235/39*z + 1
*
-5/2 | 0.20517737225868854405481654420701235141 | 0.029167764744125098489594856991003913552
f(z) = -24/25*z^3 + 227/30*z + 1
*
[ 3 ] 
f(z) = -23/21*z^3 + 221/21*z + 1
*
[ -3 ] 
f(z) = -23/21*z^3 + 235/21*z + 1
*
[ 3 ] 
f(z) = -23/24*z^3 + 223/24*z + 1
*
[ -3 ] 
f(z) = -23/24*z^3 + 239/24*z + 1
*
[ 3 ] 
f(z) = -23/30*z^3 + 227/30*z + 1
*
[ 3 ] 
f(z) = -23/33*z^3 + 229/33*z + 1
*
[ 3 ] 
f(z) = -23/39*z^3 + 233/39*z + 1
*
[ -3 ] 
f(z) = -22/21*z^3 + 226/21*z + 1
*
[ 3 ] 
f(z) = -22/39*z^3 + 224/39*z + 1
*
-7/4 | 0.14074604309084237576049599715423928939 | 0.025944210110194783682619689853891949203
f(z) = -40/21*z^3 + 227/42*z + 1
*
[ -1/4 ] 
f(z) = -40/23*z^3 + 235/46*z + 1
*
[ 9/5 ] 
f(z) = -40/27*z^3 + 236/45*z + 1
*
[ -4/13 ] 
f(z) = -39/32*z^3 + 227/52*z + 1
*
[ -3/10 ] 
f(z) = -38/27*z^3 + 223/50*z + 1
*
-2 | 0.13294003593084841498304561736125002139 | 0.019517731054915988243903057366680187357
f(z) = -35/32*z^3 + 227/40*z + 1
*
[ -3/2 ] 
f(z) = -34/21*z^3 + 223/42*z + 1
*
-2 | 0.087467889307380827491965770523118385566 | 0.015971600737949129652865176334518500829
f(z) = -33/25*z^3 + 239/50*z + 1
*
-2 | 0.087388189794648650199135701960708870200 | 0.016006378060798185963127271734783848664
f(z) = -33/29*z^3 + 235/58*z + 1
*
-2 | 0.078354730675530576442158151917020892244 | 0.014374275900452731669523207842120112036
f(z) = -32/23*z^3 + 233/46*z + 1
*
35/16 | 0.20980115644182260333745744144685848304 | 0.029939085858306033133867266402103585356
f(z) = -32/25*z^3 + 221/40*z + 1
*
-11/8 | 0.13260762033750474955678951928262709261 | 0.024565324846585424071691260544532452572
f(z) = -32/25*z^3 + 221/50*z + 1
*
-2 | 0.078330118117343323137739138706419358832 | 0.014392522272942809085360534046272686455
f(z) = -32/25*z^3 + 231/50*z + 1
*
[ -5/3 ] 
f(z) = -32/25*z^3 + 232/45*z + 1
*
-2 | 0.064727397000330399794345566390166291747 | 0.011912165723235695179477086258257072769
f(z) = -32/27*z^3 + 229/54*z + 1
*
-2 | 0.078235429437150637525310796163793946306 | 0.014421410185355470360754006869184586866
f(z) = -32/29*z^3 + 227/58*z + 1
*
-2 | 0.065989787104330608616991951924661341197 | 0.012164128128680372465934869310040596029
f(z) = -31/21*z^3 + 227/42*z + 1
*
-2 | 0.086316405291695843085685126656970876028 | 0.015937002433810864007799192738080018341
f(z) = -31/23*z^3 + 225/46*z + 1
*
-2 | 0.086284712106101656684514719027483396454 | 0.015957457198146652198801527560763292399
f(z) = -31/25*z^3 + 223/50*z + 1
*
[ -5/3 ] 
f(z) = -31/25*z^3 + 227/45*z + 1
*
-2 | 0.072674171296466862138063986156014755808 | 0.013462760445518568670904500633064023211
f(z) = -31/27*z^3 + 221/54*z + 1
*
-6/29 | 0.25538798844840128886371172458419729289 | 0.029314718481772459045135270597003870308
f(z) = -29/27*z^3 + 225/58*z + 1
*
[ 2 ] 
f(z) = -27/23*z^3 + 239/46*z + 1
*
-2/3 | 0.12312758722501056212837314128305781599 | 0.020213646918093207533989371053066090441
f(z) = -27/28*z^3 + 221/42*z + 1
*
[ -2/9 ] 
f(z) = -27/28*z^3 + 233/42*z + 1
*
[ 2 ] 
f(z) = -26/21*z^3 + 229/42*z + 1
*
[ 2 ] 
f(z) = -26/23*z^3 + 231/46*z + 1
*
[ 2 ] 
f(z) = -26/25*z^3 + 233/50*z + 1
*
[ -3/10 ] 
f(z) = -26/27*z^3 + 221/50*z + 1
*
[ 2 ] 
f(z) = -26/27*z^3 + 235/54*z + 1
*
[ 2 ] 
f(z) = -26/29*z^3 + 237/58*z + 1
*
[ 2 ] 
f(z) = -25/21*z^3 + 221/42*z + 1
*
[ 2 ] 
f(z) = -25/23*z^3 + 223/46*z + 1
*
[ 2 ] 
f(z) = -25/27*z^3 + 227/54*z + 1
*
[ 2 ] 
f(z) = -25/29*z^3 + 229/58*z + 1
*
[ -1/4 ] 
f(z) = -24/23*z^3 + 233/46*z + 1
*
[ 2 ] 
f(z) = -24/29*z^3 + 221/58*z + 1
*
[ -6/23 ] 
f(z) = -23/27*z^3 + 225/46*z + 1
*
[ -2 ] 
f(z) = -22/21*z^3 + 239/42*z + 1
*
[ -2 ] 
f(z) = -21/23*z^3 + 237/46*z + 1
*
-6/7 | 0.20306711462088018114704554377064499183 | 0.029891532637075169555077185070634469803
f(z) = -21/32*z^3 + 223/56*z + 1
*
[ -3/4 ] 
f(z) = -40/39*z^3 + 227/78*z + 1
*
-1/4 | 0.15423883450956684550114246646433827885 | 0.028163947965136713013032912413116993017
f(z) = -40/39*z^3 + 239/78*z + 1
*
[ 4/3 ] 
f(z) = -39/20*z^3 + 223/60*z + 1
*
[ -3/5 ] 
f(z) = -38/27*z^3 + 238/75*z + 1
*
[ -12/19 ] 
f(z) = -38/27*z^3 + 239/76*z + 1
*
[ -1/2 ] 
f(z) = -38/35*z^3 + 229/70*z + 1
*
-2 | 0.058940045198382663044865902023051152244 | 0.010762428096064826063690798951014003517
f(z) = -34/33*z^3 + 239/66*z + 1
*
[ -1/2 ] 
f(z) = -34/35*z^3 + 227/70*z + 1
*
-2 | 0.079197496191693580727956298522485544901 | 0.014483654924697432523469637078619269015
f(z) = -34/35*z^3 + 237/70*z + 1
*
-2 | 0.079093764616820791358438482518424780821 | 0.014487137239981390407790027506654451067
f(z) = -34/37*z^3 + 235/74*z + 1
*
[ -1/2 ] 
f(z) = -34/37*z^3 + 239/74*z + 1
*
-2 | 0.058624169060058387197005230127166212121 | 0.010754679050504665221537145877856076884
f(z) = -34/39*z^3 + 233/78*z + 1
*
5/3 | 0.071001873306975560013513445610127057426 | 0.012964912965034468699294155274547901628
f(z) = -33/20*z^3 + 239/60*z + 1
*
[ -2/3 ] 
f(z) = -33/26*z^3 + 239/78*z + 1
*
-2 | 0.087326017936438484867890653146414686298 | 0.016020070061937595026844567918576676739
f(z) = -33/31*z^3 + 233/62*z + 1
*
-2 | 0.087149184298041782720145750054566733420 | 0.016038579861287866083775593158240393925
f(z) = -33/35*z^3 + 229/70*z + 1
*
-2 | 0.087029904493520548511271080096892734918 | 0.016042526514175187345947125836675665235
f(z) = -33/37*z^3 + 227/74*z + 1
*
[ 3/2 ] 
f(z) = -32/23*z^3 + 239/69*z + 1
*
[ -3/4 ] 
f(z) = -32/25*z^3 + 229/75*z + 1
*
[ -9/16 ] 
f(z) = -32/27*z^3 + 227/72*z + 1
*
[ -3/5 ] 
f(z) = -32/27*z^3 + 232/75*z + 1
*
-2 | 0.078162746697828318407074034646821333150 | 0.014431554235223392408865434885321945107
f(z) = -32/31*z^3 + 225/62*z + 1
*
-2 | 0.057727833785020308181472937442273200912 | 0.010676160518834755999939712767537416243
f(z) = -32/33*z^3 + 223/66*z + 1
*
-2 | 0.077960242870317575862754766007004879305 | 0.014441995764299248727433366483259056081
f(z) = -32/35*z^3 + 221/70*z + 1
*
0 | 0.14124608808498589835417660348710814880 | 0.025791477793213721632428420944001313161
f(z) = -32/35*z^3 + 239/70*z + 1
*
[ -1/2 ] 
f(z) = -30/37*z^3 + 237/74*z + 1
*
[ -3/5 ] 
f(z) = -29/27*z^3 + 229/75*z + 1
*
[ -9/7 ] 
f(z) = -28/27*z^3 + 220/63*z + 1
*
-8/9 | 0.13321715797598883304140680499722582288 | 0.024516741542694024132956629071224527738
f(z) = -27/22*z^3 + 229/66*z + 1
*
-2/9 | 0.14226423464775761776544180710362811641 | 0.026057698753722857609601557904843204394
f(z) = -27/22*z^3 + 235/66*z + 1
*
[ -4/3 ] 
f(z) = -27/38*z^3 + 229/76*z + 1
*
[ -3/5 ] 
f(z) = -26/27*z^3 + 226/75*z + 1
*
[ 2 ] 
f(z) = -26/31*z^3 + 239/62*z + 1
*
[ -3/2 ] 
f(z) = -26/33*z^3 + 227/66*z + 1
*
[ -1/2 ] 
f(z) = -26/35*z^3 + 223/70*z + 1
*
[ -1/2 ] 
f(z) = -26/37*z^3 + 235/74*z + 1
*
[ -6/5 ] 
f(z) = -25/22*z^3 + 229/66*z + 1
*
[ -3/5 ] 
f(z) = -25/26*z^3 + 235/78*z + 1
*
[ -2/5 ] 
f(z) = -25/31*z^3 + 225/62*z + 1
*
[ 2 ] 
f(z) = -25/31*z^3 + 231/62*z + 1
*
[ -8/15 ] 
f(z) = -25/32*z^3 + 223/72*z + 1
*
[ 2 ] 
f(z) = -25/33*z^3 + 233/66*z + 1
*
[ -2/5 ] 
f(z) = -25/33*z^3 + 239/66*z + 1
*
[ 2 ] 
f(z) = -25/37*z^3 + 237/74*z + 1
*
[ 2 ] 
f(z) = -25/39*z^3 + 239/78*z + 1
*
[ 2 ] 
f(z) = -24/31*z^3 + 223/62*z + 1
*
0 | 0.13445490647273644474441174436201171024 | 0.024866032032200279985066914754612737451
f(z) = -24/35*z^3 + 223/70*z + 1
*
[ 2 ] 
f(z) = -24/35*z^3 + 227/70*z + 1
*
[ 2 ] 
f(z) = -24/37*z^3 + 229/74*z + 1
*
[ -3/5 ] 
f(z) = -23/27*z^3 + 223/75*z + 1
*
[ 2 ] 
f(z) = -23/37*z^3 + 221/74*z + 1
*
[ 2 ] 
f(z) = -23/39*z^3 + 223/78*z + 1
*
[ -1/2 ] 
f(z) = -22/35*z^3 + 221/70*z + 1
*
[ -1/2 ] 
f(z) = -22/37*z^3 + 233/74*z + 1
*
[ -3/2 ] 
f(z) = -22/39*z^3 + 229/78*z + 1
*
-1 | 0.089434290461020290191632908103031251790 | 0.016539938851779812278361388404266979990
f(z) = -21/20*z^3 + 223/60*z + 1
*
2 | 0.15112101552301078316551856145408194782 | 0.024665291681898324969076765372775484599
f(z) = -21/20*z^3 + 229/70*z + 1
*
[ -10/7 ] 
f(z) = -21/25*z^3 + 239/70*z + 1
*
[ -2/3 ] 
f(z) = -21/26*z^3 + 223/78*z + 1
*
-12/7 | 0.19323003011923406323352179765776172598 | 0.025630632267059101729986666535830727007
f(z) = -35/32*z^3 + 235/84*z + 1
*
-4/3 | 0.070001219920592014732205578849834448918 | 0.012782194066808510127849144723766904031
f(z) = -33/28*z^3 + 239/84*z + 1
*
-3/2 | 0.13541041101053012276774919902317384477 | 0.024841213681395660142739101569202505505
f(z) = -29/21*z^3 + 233/84*z + 1
*
-3/4 | 0.21913872552071300405557813614168805566 | 0.028851553907041549424771390926306895298
f(z) = -28/27*z^3 + 221/84*z + 1
*
[ 3/2 ] 
f(z) = -28/31*z^3 + 220/93*z + 1
*
[ 3/2 ] 
f(z) = -23/21*z^3 + 235/84*z + 1
*
[ 3/2 ] 
f(z) = -23/24*z^3 + 239/96*z + 1
*
-4/3 | 0.19387656055457806641565469647159923810 | 0.025745578061024593088243368396134775365
f(z) = -21/32*z^3 + 233/84*z + 1
*
-1/3 | 0.11878174328197149402510944093915533582 | 0.021967444035885772666886037083926942946
f(z) = -39/35*z^3 + 223/105*z + 1
*
10/7 | 0.19913065602374347646782200929387382116 | 0.026354308789838032911342375376703290712
f(z) = -35/24*z^3 + 239/105*z + 1
*
-1/3 | 0.10823119954999080863922682995553198302 | 0.020049636428994705269492609006016711623
f(z) = -33/35*z^3 + 221/105*z + 1
*
0 | 0.073537595103635572023406086984302273018 | 0.013427934725813955771733630548041761702
f(z) = -33/35*z^3 + 239/105*z + 1
*
-1/3 | 0.16358106715623046705592811475427675749 | 0.029869835817411139448588155393858972028
f(z) = -33/38*z^3 + 239/114*z + 1
*
[ 3/2 ] 
f(z) = -28/37*z^3 + 226/111*z + 1
*
-7/6 | 0.11342903623988807837608612432515539940 | 0.020908770748923665190390771891498184827
f(z) = -27/28*z^3 + 227/112*z + 1
*
[ 4/3 ] 
f(z) = -27/29*z^3 + 221/116*z + 1
*
0 | 0.085650029566631252661919625418557659209 | 0.015866515016775949493018010883214271532
f(z) = -27/35*z^3 + 221/105*z + 1
*
[ 4/3 ] 
f(z) = -25/24*z^3 + 227/108*z + 1
*
-7/10 | 0.12732179000284721185960604936342505502 | 0.023508018786177904306225402146758226820
f(z) = -25/28*z^3 + 225/112*z + 1
*
13/6 | 0.11090041135693069726242303930583822652 | 0.020344822789570884634041894960573326553
f(z) = -24/35*z^3 + 233/105*z + 1
*
0 | 0.16383233649646598306332930227594440853 | 0.029915717495952923051964746406259077946
f(z) = -35/33*z^3 + 239/132*z + 1
*
0 | 0.13073634116410286779487884975138064004 | 0.023946202660514057494318671148364513981
f(z) = -34/33*z^3 + 235/132*z + 1
*
-9/8 | 0.14816660159940747421893365519280847670 | 0.027267976076525547776459573991575563169
f(z) = -32/21*z^3 + 229/126*z + 1
*
0 | 0.083237618900635777475300368908293959828 | 0.015343481254649389068333323383388534494
f(z) = -32/33*z^3 + 227/132*z + 1
*
-3/2 | 0.15839459892181017526275514661644975421 | 0.028922788843531241998890209053386716885
f(z) = -31/30*z^3 + 239/120*z + 1
*
-3/2 | 0.13325668619463661089789118478092033772 | 0.024407839358758691681403819390609543275
f(z) = -31/33*z^3 + 235/132*z + 1
*
-3/2 | 0.11980228851506165658174415118380291335 | 0.022193159995229103690468909995105648913
f(z) = -29/30*z^3 + 221/120*z + 1
*
[ 4/3 ] 
f(z) = -27/31*z^3 + 223/124*z + 1
*
[ 6/5 ] 
f(z) = -25/23*z^3 + 239/138*z + 1
*
0 | 0.095714515928996325728905275584379790732 | 0.017730943141466472813099127819211155505
f(z) = -25/24*z^3 + 221/120*z + 1
*
0 | 0.16214131454157763994018572599686343978 | 0.029745032239777314663388377124132742510
f(z) = -25/27*z^3 + 233/135*z + 1
*
11/10 | 0.13321976180036818990233215195788224701 | 0.024517220739895804731822628520792057061
f(z) = -25/33*z^3 + 229/132*z + 1
*
2/3 | 0.10814895332540885168615145265269120944 | 0.020001020477328943166778405427492826182
f(z) = -27/35*z^3 + 223/140*z + 1
*
[ 4/3 ] 
f(z) = -27/35*z^3 + 227/140*z + 1
*
[ 4/3 ] 
f(z) = -27/37*z^3 + 229/148*z + 1
*
[ 6/5 ] 
f(z) = -26/27*z^3 + 233/150*z + 1
*
0 | 0.095645522860402056731824911120646164217 | 0.017491673535351188111488102610161861260
f(z) = -25/28*z^3 + 237/140*z + 1
*
0 | 0.15251223954610020935272836196754241585 | 0.027934765221826171511596291599796354045
f(z) = -21/22*z^3 + 235/154*z + 1
*
[ 7/8 ] 
f(z) = -40/21*z^3 + 221/168*z + 1
*
-11/10 | 0.13653407762644542347469371111299378475 | 0.025167803792933927672086676726557057241
f(z) = -40/33*z^3 + 227/165*z + 1
*
0 | 0.076064812977212522849867622220464446012 | 0.013954187559887064891139236234069233341
f(z) = -40/33*z^3 + 233/165*z + 1
*
-3/4 | 0.17036859764681923450271419422978310244 | 0.029800205026978186514388547157154982562
f(z) = -38/21*z^3 + 227/168*z + 1
*
0 | 0.10193029476968690785370022693822630260 | 0.018381791347572193308141593226122784919
f(z) = -32/21*z^3 + 235/168*z + 1
*
[ 21/20 ] 
f(z) = -32/27*z^3 + 237/175*z + 1
*
0 | 0.15525299627392064450941463104348019051 | 0.028760340296943913347757138335035985309
f(z) = -28/25*z^3 + 221/175*z + 1
*
7/5 | 0.073180035301984538772973884153635654361 | 0.013533883959122582289827038810101327990
f(z) = -25/24*z^3 + 223/168*z + 1
*
0 | 0.14162137907293817602538897970538944494 | 0.025980623743407836585085040266750107155
f(z) = -25/36*z^3 + 233/180*z + 1
*
-8/9 | 0.19157577235666973375734909323740489814 | 0.027527633605497673681176700619144141560
f(z) = -39/32*z^3 + 235/216*z + 1
*
-8/15 | 0.12032735105930999897545329615344133214 | 0.017712217697273234395398122857110327508
f(z) = -27/32*z^3 + 223/200*z + 1
*
[ 10/9 ] 
f(z) = -27/35*z^3 + 221/210*z + 1
*
8/9 | 0.14285624732985903675408700617970773311 | 0.026207161909931518592916411183630778784
f(z) = -27/35*z^3 + 233/210*z + 1
*
2/3 | 0.14076401632736791282523844476429402135 | 0.022910117745392546035368182749567212186
f(z) = -21/20*z^3 + 233/210*z + 1
*
0 | 0.13903298810760344766185555819640702098 | 0.023587289843746084144882129940109783568
f(z) = -33/20*z^3 + 223/220*z + 1
*
0 | 0.14522932513566583547397971124320230501 | 0.026458548517247313514637842454593840963
f(z) = -22/21*z^3 + 221/231*z + 1
*
-7/11 | 0.15251262102316737971066271217115435428 | 0.027785452965952227890402458845101107615
f(z) = -22/21*z^3 + 230/231*z + 1
*
[ 15/17 ] 
f(z) = -34/25*z^3 + 236/255*z + 1
*
[ 5/6 ] 
f(z) = -33/20*z^3 + 227/240*z + 1
*
-5/6 | 0.086951593728421365941842454510919813217 | 0.015725238962700004372515456451599103652
f(z) = -21/20*z^3 + 223/240*z + 1
*
2/11 | 0.16316824175904405060167574690578024446 | 0.023333031445041290244881876233031146378
f(z) = -33/32*z^3 + 229/264*z + 1
*
0 | 0.15450913006247363735517588761700067086 | 0.027544327826926714380052510743720831437
f(z) = -28/39*z^3 + 235/273*z + 1
*
[ 8/9 ] 
f(z) = -27/22*z^3 + 223/264*z + 1
*
0 | 0.15451001118561313620111168928625955000 | 0.026534225207716074007105481127247724870
f(z) = -26/21*z^3 + 233/273*z + 1
*
2/7 | 0.13060350817866112489126897968128483039 | 0.018367190204712114204923205709651124772
f(z) = -35/32*z^3 + 221/280*z + 1
*
[ 6/7 ] 
f(z) = -34/27*z^3 + 223/294*z + 1
*
0 | 0.097167943285526683483522089976408418020 | 0.017244289517194257917215443549168772212
f(z) = -32/35*z^3 + 221/280*z + 1
*
[ 4 ] 
f(z) = -31/24*z^3 + 257/12*z + 1
*
[ 6 ] 
f(z) = -31/27*z^3 + 253/6*z + 1
*
[ 4 ] 
f(z) = -29/24*z^3 + 241/12*z + 1
*
[ -4 ] 
f(z) = -29/24*z^3 + 247/12*z + 1
*
[ 21/10 ] 
f(z) = -40/27*z^3 + 247/35*z + 1
*
[ -8/3 ] 
f(z) = -39/32*z^3 + 241/24*z + 1
*
[ -5/2 ] 
f(z) = -32/35*z^3 + 249/35*z + 1
*
-3 | 0.15733534067004779479550609371268272608 | 0.028313875995998928515775559562415672537
f(z) = -31/30*z^3 + 259/30*z + 1
*
-3 | 0.088779525177844463239078561754728912054 | 0.016138040022857541412632698514119231349
f(z) = -29/24*z^3 + 245/24*z + 1
*
3 | 0.15009472130358048658166735507126104167 | 0.027125276760175588576284586756244646935
f(z) = -29/24*z^3 + 253/24*z + 1
*
[ -9/4 ] 
f(z) = -28/27*z^3 + 241/36*z + 1
*
-22/9 | 0.12262321597537323790340055790732874536 | 0.019644157339577616487400663400117407525
f(z) = -27/20*z^3 + 257/30*z + 1
*
[ 3 ] 
f(z) = -26/21*z^3 + 248/21*z + 1
*
[ 3 ] 
f(z) = -26/33*z^3 + 256/33*z + 1
*
[ -3 ] 
f(z) = -25/21*z^3 + 253/21*z + 1
*
[ -3 ] 
f(z) = -25/24*z^3 + 257/24*z + 1
*
[ 3 ] 
f(z) = -25/33*z^3 + 247/33*z + 1
*
[ 3 ] 
f(z) = -25/39*z^3 + 251/39*z + 1
*
[ -3 ] 
f(z) = -23/30*z^3 + 247/30*z + 1
*
[ -3 ] 
f(z) = -23/33*z^3 + 251/33*z + 1
*
[ -3 ] 
f(z) = -23/39*z^3 + 259/39*z + 1
*
-6/11 | 0.16131910831751605934804391833843305889 | 0.020899816221021991551850337676432257695
f(z) = -22/27*z^3 + 250/33*z + 1
*
[ -3 ] 
f(z) = -22/39*z^3 + 250/39*z + 1
*
-69/40 | 0.25014327677042691732319725523636472790 | 0.028461277849177042069341622198101562110
f(z) = -40/27*z^3 + 243/40*z + 1
*
[ -3/2 ] 
f(z) = -38/21*z^3 + 241/42*z + 1
*
[ -5/3 ] 
f(z) = -37/25*z^3 + 257/45*z + 1
*
-2 | 0.083349448347475846487123434360307836491 | 0.014999465058485845861914031147093258936
f(z) = -36/29*z^3 + 259/58*z + 1
*
-2 | 0.088583300357598039919196663469548547757 | 0.015963612500957573454515142963417107536
f(z) = -35/23*z^3 + 257/46*z + 1
*
-2 | 0.074988103275565600794058036171148273936 | 0.013551929324391396969569844382989902398
f(z) = -35/27*z^3 + 253/54*z + 1
*
[ -9/5 ] 
f(z) = -35/27*z^3 + 259/45*z + 1
*
-2 | 0.088517709852892418269953469168438527957 | 0.016019991632903353104711013833843667289
f(z) = -35/29*z^3 + 251/58*z + 1
*
-6/7 | 0.090807639982780252755194567146241604040 | 0.013215897750333594147800240761057662865
f(z) = -35/32*z^3 + 241/56*z + 1
*
[ -2/7 ] 
f(z) = -35/32*z^3 + 257/56*z + 1
*
-2 | 0.059147052523149227204148049870020337876 | 0.010704471321122684594732571151700392787
f(z) = -34/21*z^3 + 251/42*z + 1
*
-2 | 0.079487467167326442197396029042325237490 | 0.014406551113151833637528196274649143001
f(z) = -34/23*z^3 + 249/46*z + 1
*
[ -5/3 ] 
f(z) = -34/25*z^3 + 242/45*z + 1
*
-2 | 0.079472716002488846414044469696089381807 | 0.014424961746503087558568937898075820968
f(z) = -34/25*z^3 + 247/50*z + 1
*
-2 | 0.065882080554195066239668432079427163837 | 0.011975820445568853543725993792364074060
f(z) = -34/27*z^3 + 245/54*z + 1
*
-2 | 0.079406091257923730022986708489759217792 | 0.014455707819214513932873559183834877381
f(z) = -34/29*z^3 + 243/58*z + 1
*
-2 | 0.087487549701498091459523370668563279400 | 0.015950918650659859086035330117754188060
f(z) = -33/23*z^3 + 241/46*z + 1
*
-1/2 | 0.15716562154591603969341499559749639408 | 0.028526873028904930319707980128728049054
f(z) = -32/21*z^3 + 247/42*z + 1
*
[ 2 ] 
f(z) = -29/21*z^3 + 253/42*z + 1
*
[ 2 ] 
f(z) = -29/23*z^3 + 255/46*z + 1
*
[ 2 ] 
f(z) = -29/25*z^3 + 257/50*z + 1
*
[ 2 ] 
f(z) = -29/27*z^3 + 259/54*z + 1
*
[ 2 ] 
f(z) = -28/23*z^3 + 247/46*z + 1
*
[ 2 ] 
f(z) = -28/25*z^3 + 249/50*z + 1
*
[ 2 ] 
f(z) = -28/27*z^3 + 251/54*z + 1
*
[ 2 ] 
f(z) = -28/29*z^3 + 253/58*z + 1
*
[ 2 ] 
f(z) = -27/25*z^3 + 241/50*z + 1
*
[ 2 ] 
f(z) = -27/29*z^3 + 245/58*z + 1
*
[ -1/4 ] 
f(z) = -24/25*z^3 + 253/50*z + 1
*
[ -2 ] 
f(z) = -23/21*z^3 + 247/42*z + 1
*
[ -2 ] 
f(z) = -23/25*z^3 + 259/50*z + 1
*
[ -2 ] 
f(z) = -22/23*z^3 + 245/46*z + 1
*
[ -2 ] 
f(z) = -22/25*z^3 + 251/50*z + 1
*
[ -2 ] 
f(z) = -22/27*z^3 + 257/54*z + 1
*
[ -2 ] 
f(z) = -21/25*z^3 + 243/50*z + 1
*
[ -2 ] 
f(z) = -21/29*z^3 + 255/58*z + 1
*
[ -2/7 ] 
f(z) = -21/32*z^3 + 255/56*z + 1
*
[ -21/20 ] 
f(z) = -40/27*z^3 + 251/70*z + 1
*
-5/4 | 0.13329108094628174030530241598959251180 | 0.024020409687498203347491313239883549939
f(z) = -40/33*z^3 + 257/66*z + 1
*
[ -5/13 ] 
f(z) = -39/25*z^3 + 249/65*z + 1
*
[ -1/2 ] 
f(z) = -38/37*z^3 + 241/74*z + 1
*
[ -1/2 ] 
f(z) = -38/39*z^3 + 253/78*z + 1
*
[ -3/8 ] 
f(z) = -37/27*z^3 + 247/64*z + 1
*
-2 | 0.068935813810751880568087752815029943941 | 0.012422935414130937843473996641979917491
f(z) = -37/39*z^3 + 257/78*z + 1
*
-2 | 0.083309792099177651168000967200407125522 | 0.015013272628564209874484251575068522672
f(z) = -36/31*z^3 + 257/62*z + 1
*
-2 | 0.083191836937135567018695794484934090420 | 0.015034516747214677880565059992758344487
f(z) = -36/35*z^3 + 253/70*z + 1
*
-2 | 0.083111062437458789079953827815777753176 | 0.015041493132419666539201955404623996495
f(z) = -36/37*z^3 + 251/74*z + 1
*
[ -9/7 ] 
f(z) = -35/27*z^3 + 247/63*z + 1
*
-2 | 0.088471522472567774113606516457975624904 | 0.016034848712393295222009165524190637738
f(z) = -35/31*z^3 + 249/62*z + 1
*
-2 | 0.068067974097334837055613258701379880429 | 0.012354905833157490086371469908280727176
f(z) = -35/33*z^3 + 247/66*z + 1
*
-2 | 0.088244963150863519590712693940208699133 | 0.016064805402431154800991622886144058394
f(z) = -35/37*z^3 + 243/74*z + 1
*
-2 | 0.067789690121202207864266136559588714001 | 0.012359562431066930954266591421935349068
f(z) = -35/39*z^3 + 241/78*z + 1
*
-2 | 0.079352458214210891350352812039128023712 | 0.014467711234608845009016573757009141463
f(z) = -34/31*z^3 + 241/62*z + 1
*
[ -1/2 ] 
f(z) = -34/39*z^3 + 251/78*z + 1
*
[ 3/2 ] 
f(z) = -32/25*z^3 + 241/75*z + 1
*
[ -3/8 ] 
f(z) = -32/33*z^3 + 251/66*z + 1
*
-7/8 | 0.13791143913626164111060866080157479765 | 0.024995490079240732050530589548355479375
f(z) = -32/35*z^3 + 249/70*z + 1
*
[ -3/8 ] 
f(z) = -31/27*z^3 + 245/64*z + 1
*
[ 2 ] 
f(z) = -28/31*z^3 + 255/62*z + 1
*
[ 2 ] 
f(z) = -28/33*z^3 + 257/66*z + 1
*
[ -11/9 ] 
f(z) = -27/22*z^3 + 241/66*z + 1
*
[ 2 ] 
f(z) = -27/31*z^3 + 247/62*z + 1
*
[ 2 ] 
f(z) = -27/35*z^3 + 251/70*z + 1
*
[ 2 ] 
f(z) = -27/37*z^3 + 253/74*z + 1
*
[ -5/13 ] 
f(z) = -26/25*z^3 + 244/65*z + 1
*
[ 2 ] 
f(z) = -26/33*z^3 + 241/66*z + 1
*
[ 2 ] 
f(z) = -26/35*z^3 + 243/70*z + 1
*
[ 2 ] 
f(z) = -26/37*z^3 + 245/74*z + 1
*
[ -6/5 ] 
f(z) = -25/26*z^3 + 251/78*z + 1
*
[ -3/8 ] 
f(z) = -25/27*z^3 + 243/64*z + 1
*
34/15 | 0.13062504781462005673821038079800305841 | 0.018877314433592299167253028927833488098
f(z) = -25/32*z^3 + 253/72*z + 1
*
[ -8/5 ] 
f(z) = -25/36*z^3 + 245/72*z + 1
*
[ -7/4 ] 
f(z) = -24/35*z^3 + 257/70*z + 1
*
[ -6/5 ] 
f(z) = -23/24*z^3 + 241/75*z + 1
*
-9/4 | 0.18788949836608670615298855103179790057 | 0.028263884798404467319520402346142461389
f(z) = -22/27*z^3 + 257/72*z + 1
*
5/2 | 0.13696577858380311629244027105587641286 | 0.024860432813061252214041338708594225448
f(z) = -22/35*z^3 + 247/70*z + 1
*
[ -1/2 ] 
f(z) = -22/39*z^3 + 245/78*z + 1
*
[ -1/3 ] 
f(z) = -21/20*z^3 + 247/60*z + 1
*
-2/7 | 0.16218713630231153289292700176306334219 | 0.026080972112796269515515740176014348749
f(z) = -21/20*z^3 + 251/70*z + 1
*
[ -5/8 ] 
f(z) = -36/25*z^3 + 253/80*z + 1
*
-6/7 | 0.19515158869036193479736995885753323242 | 0.025403676417114885903844412564289330302
f(z) = -35/27*z^3 + 241/84*z + 1
*
[ -8/11 ] 
f(z) = -33/32*z^3 + 257/88*z + 1
*
[ 3/2 ] 
f(z) = -32/29*z^3 + 245/87*z + 1
*
[ -3/4 ] 
f(z) = -32/29*z^3 + 257/87*z + 1
*
[ 3/2 ] 
f(z) = -32/31*z^3 + 247/93*z + 1
*
-3/2 | 0.13884965536658315411033121929847478404 | 0.025202372184126364893080868833391782700
f(z) = -31/24*z^3 + 247/96*z + 1
*
[ -5/8 ] 
f(z) = -28/25*z^3 + 243/80*z + 1
*
[ -5/6 ] 
f(z) = -27/20*z^3 + 251/80*z + 1
*
[ -7/9 ] 
f(z) = -27/28*z^3 + 241/84*z + 1
*
-7/9 | 0.12522091636986221271471550627371417003 | 0.022630056428335483321191617235578499607
f(z) = -27/28*z^3 + 253/84*z + 1
*
[ 3/2 ] 
f(z) = -25/24*z^3 + 257/96*z + 1
*
[ -3/5 ] 
f(z) = -25/28*z^3 + 251/84*z + 1
*
[ -3/5 ] 
f(z) = -25/29*z^3 + 259/87*z + 1
*
[ -5/4 ] 
f(z) = -23/25*z^3 + 259/80*z + 1
*
3/2 | 0.26301441929601691152535733449146718513 | 0.029762524703666955454787437349669554014
f(z) = -23/27*z^3 + 255/92*z + 1
*
[ -5/6 ] 
f(z) = -22/25*z^3 + 253/90*z + 1
*
[ -5/4 ] 
f(z) = -21/25*z^3 + 249/80*z + 1
*
-7/10 | 0.14409274188119768165162259912379867919 | 0.026134869699989389148547971710097452181
f(z) = -40/21*z^3 + 248/105*z + 1
*
0 | 0.15618927795636807193401347440943334354 | 0.028328883014042730356933037786298992640
f(z) = -36/35*z^3 + 248/105*z + 1
*
5/3 | 0.090086672070844356846459265135322859948 | 0.016268960428742487169026341058341414259
f(z) = -33/35*z^3 + 254/105*z + 1
*
[ 3/2 ] 
f(z) = -32/35*z^3 + 251/105*z + 1
*
[ 3/2 ] 
f(z) = -32/37*z^3 + 253/111*z + 1
*
[ 4/3 ] 
f(z) = -29/24*z^3 + 259/108*z + 1
*
-17/9 | 0.16255686065397519091936488022099251626 | 0.029637717243712092212022928334007808472
f(z) = -27/34*z^3 + 241/102*z + 1
*
5/9 | 0.16416068532412612953946266214058433410 | 0.029667292652821581718514941746898447085
f(z) = -27/38*z^3 + 253/114*z + 1
*
0 | 0.10506340951286918322298152003486773674 | 0.018907083024040135928048978728700382564
f(z) = -40/33*z^3 + 259/132*z + 1
*
3/2 | 0.11471029515428145368138479053566458595 | 0.020730565847202033710746694251332065026
f(z) = -37/30*z^3 + 253/120*z + 1
*
0 | 0.13980507509848991854563367573317916965 | 0.025375788845564961064403965119159950514
f(z) = -35/24*z^3 + 247/120*z + 1
*
0 | 0.064959430292019634649294432868248265680 | 0.011739536937414820920940865713160186184
f(z) = -35/26*z^3 + 253/130*z + 1
*
[ 9/8 ] 
f(z) = -32/21*z^3 + 257/126*z + 1
*
-10/9 | 0.17982435679861220974669520298852201213 | 0.025928587117063770753090947487912728945
f(z) = -27/32*z^3 + 257/120*z + 1
*
[ 3/2 ] 
f(z) = -23/30*z^3 + 247/120*z + 1
*
[ 3/2 ] 
f(z) = -23/33*z^3 + 251/132*z + 1
*
[ 4/3 ] 
f(z) = -21/22*z^3 + 257/132*z + 1
*
[ 6/5 ] 
f(z) = -37/36*z^3 + 247/150*z + 1
*
0 | 0.095572881270681897365332300026848680842 | 0.017321920651451315794688849604830406947
f(z) = -36/35*z^3 + 249/140*z + 1
*
[ 5/4 ] 
f(z) = -36/35*z^3 + 253/140*z + 1
*
[ 6/5 ] 
f(z) = -29/27*z^3 + 257/150*z + 1
*
3/2 | 0.15993720522064681495168847683012624395 | 0.028945537493941229191971429975155582403
f(z) = -26/25*z^3 + 251/150*z + 1
*
[ 3/2 ] 
f(z) = -23/39*z^3 + 259/156*z + 1
*
0 | 0.15598147794650660960551671561889364499 | 0.028311941075109459525686688573871713737
f(z) = -21/20*z^3 + 247/140*z + 1
*
[ 11/10 ] 
f(z) = -40/33*z^3 + 257/165*z + 1
*
0 | 0.16071367035092867163936255871279732205 | 0.029257577401717960139035168349579949243
f(z) = -35/34*z^3 + 243/170*z + 1
*
[ 6/5 ] 
f(z) = -25/29*z^3 + 245/174*z + 1
*
[ 6/5 ] 
f(z) = -25/31*z^3 + 247/186*z + 1
*
0 | 0.10710895187078135157558655275287033346 | 0.019513603034767575611044811628553798329
f(z) = -25/39*z^3 + 242/195*z + 1
*
0 | 0.15451026834592436633808838980150736552 | 0.027963366994164031764969654574809759476
f(z) = -21/26*z^3 + 251/182*z + 1
*
21/20 | 0.14010934658601517001561594991785214012 | 0.023384824442238334454710486737303453820
f(z) = -40/21*z^3 + 241/210*z + 1
*
0 | 0.11148110129098996905334629987930872149 | 0.018606652916739821894232420836679639651
f(z) = -40/21*z^3 + 253/210*z + 1
*
14/9 | 0.16358367659271590655090863806332864087 | 0.029479443801103471194676402939689712383
f(z) = -27/35*z^3 + 257/210*z + 1
*
-3/11 | 0.14345152859804431925478065696603470446 | 0.024336906151738368054912071463848129320
f(z) = -33/20*z^3 + 247/220*z + 1
*
[ 6/5 ] 
f(z) = -25/37*z^3 + 253/222*z + 1
*
0 | 0.11393611180899689765044297235230329624 | 0.020650128591401503402333563169942195375
f(z) = -21/34*z^3 + 249/238*z + 1
*
11/8 | 0.13432569308503055769843916650565469955 | 0.023286792323620705265633317594501351517
f(z) = -40/33*z^3 + 245/264*z + 1
*
-3/4 | 0.13324575031527129050566053595858104472 | 0.023306822578889504224598321022960309650
f(z) = -38/33*z^3 + 259/264*z + 1
*
-11/16 | 0.13654458122483111864949411383718543841 | 0.024488132638761661419956502815174199891
f(z) = -32/33*z^3 + 241/264*z + 1
*
1/2 | 0.11257062788482309282163636667877621515 | 0.019473382200281508232665574621026764911
f(z) = -27/22*z^3 + 257/264*z + 1
*
[ 6/7 ] 
f(z) = -37/27*z^3 + 247/294*z + 1
*
-5/8 | 0.12802468356605178159564511360096070070 | 0.022720401750944730439237628712298770986
f(z) = -24/35*z^3 + 243/280*z + 1
*
[ 9/2 ] 
f(z) = -40/27*z^3 + 277/9*z + 1
*
[ 6 ] 
f(z) = -34/27*z^3 + 277/6*z + 1
*
[ -6 ] 
f(z) = -32/27*z^3 + 263/6*z + 1
*
[ -15/4 ] 
f(z) = -32/27*z^3 + 269/15*z + 1
*
[ -4 ] 
f(z) = -31/24*z^3 + 263/12*z + 1
*
[ -5/2 ] 
f(z) = -36/35*z^3 + 274/35*z + 1
*
[ -1/6 ] 
f(z) = -36/37*z^3 + 260/37*z + 1
*
-3/7 | 0.15656407962992175239547852635696322061 | 0.017588230753981287466315670807691236378
f(z) = -35/27*z^3 + 272/35*z + 1
*
10/3 | 0.19139700675139314426664693277805453601 | 0.027505701836597055569007945498122601888
f(z) = -33/32*z^3 + 263/24*z + 1
*
[ 11/4 ] 
f(z) = -32/33*z^3 + 263/33*z + 1
*
3 | 0.10260151645932975023525906075800014278 | 0.018314769775486166996132532695022738342
f(z) = -31/24*z^3 + 271/24*z + 1
*
[ 3 ] 
f(z) = -29/21*z^3 + 275/21*z + 1
*
-3 | 0.098454597444825198712734888681482555148 | 0.017597797413426526653002248460252606717
f(z) = -29/24*z^3 + 269/24*z + 1
*
[ 3 ] 
f(z) = -29/24*z^3 + 277/24*z + 1
*
[ 3 ] 
f(z) = -28/33*z^3 + 274/33*z + 1
*
[ 3 ] 
f(z) = -28/39*z^3 + 278/39*z + 1
*
[ -3 ] 
f(z) = -26/21*z^3 + 262/21*z + 1
*
-3 | 0.17209351333272344729880231354647694727 | 0.019406144560658266034589936037175094998
f(z) = -26/27*z^3 + 263/26*z + 1
*
[ -3 ] 
f(z) = -26/33*z^3 + 278/33*z + 1
*
1/5 | 0.10548427221670626597702010431106472678 | 0.018904906779794096402602956850852719578
f(z) = -25/24*z^3 + 265/24*z + 1
*
[ -3 ] 
f(z) = -25/33*z^3 + 269/33*z + 1
*
[ -3 ] 
f(z) = -25/39*z^3 + 277/39*z + 1
*
[ 7/4 ] 
f(z) = -40/21*z^3 + 263/42*z + 1
*
-7/4 | 0.10960893056431029157673257230358167916 | 0.019591525483144917991036048126164117574
f(z) = -40/21*z^3 + 269/42*z + 1
*
[ -1/4 ] 
f(z) = -40/27*z^3 + 275/54*z + 1
*
[ -5/3 ] 
f(z) = -38/25*z^3 + 262/45*z + 1
*
-2 | 0.081548788803746009394929800392380602922 | 0.014481570213182388100265878247523349414
f(z) = -38/25*z^3 + 279/50*z + 1
*
-2 | 0.067976985436418921428744556929218711175 | 0.012086908577655230738847574341878815728
f(z) = -38/27*z^3 + 277/54*z + 1
*
-2 | 0.081521275780604845521222146023821600101 | 0.014513903871651811743253888584636223057
f(z) = -38/29*z^3 + 275/58*z + 1
*
-2 | 0.069263642501716261895692419110943026640 | 0.012331576504958714894342215133535891022
f(z) = -37/21*z^3 + 275/42*z + 1
*
-2 | 0.089613424598415838192261699215237943288 | 0.015975376625538597044349929323816203568
f(z) = -37/23*z^3 + 273/46*z + 1
*
-2 | 0.089610184437178878811829926518982779879 | 0.015995766477353543287388301735669580194
f(z) = -37/25*z^3 + 271/50*z + 1
*
-2 | 0.076034103176708372980819938644041985012 | 0.013590353106315114350084096783129563902
f(z) = -37/27*z^3 + 269/54*z + 1
*
-2 | 0.089574074261118333256557645381786784819 | 0.016031875389409522620091717212694673725
f(z) = -37/29*z^3 + 267/58*z + 1
*
-2 | 0.083401120457800510586562866019491376079 | 0.014947161073889323732229460771251164018
f(z) = -36/23*z^3 + 265/46*z + 1
*
-2 | 0.083394501472300204475243912604385474075 | 0.014966295079195278022614299607758809973
f(z) = -36/25*z^3 + 263/50*z + 1
*
[ 2 ] 
f(z) = -32/21*z^3 + 277/42*z + 1
*
[ 2 ] 
f(z) = -32/23*z^3 + 279/46*z + 1
*
5/2 | 0.086004722044018053379849071707226446957 | 0.011938220400165049763483427410151021927
f(z) = -32/25*z^3 + 269/40*z + 1
*
-7/4 | 0.13571044484137632129292543764481897734 | 0.024130516075398529637913594135055226119
f(z) = -32/27*z^3 + 277/54*z + 1
*
[ 2 ] 
f(z) = -31/21*z^3 + 269/42*z + 1
*
[ 2 ] 
f(z) = -31/23*z^3 + 271/46*z + 1
*
[ 2 ] 
f(z) = -31/25*z^3 + 273/50*z + 1
*
[ 2 ] 
f(z) = -31/27*z^3 + 275/54*z + 1
*
[ 2 ] 
f(z) = -31/29*z^3 + 277/58*z + 1
*
[ 2 ] 
f(z) = -30/23*z^3 + 263/46*z + 1
*
[ 2 ] 
f(z) = -30/29*z^3 + 269/58*z + 1
*
[ -2 ] 
f(z) = -26/21*z^3 + 271/42*z + 1
*
[ -2 ] 
f(z) = -26/23*z^3 + 277/46*z + 1
*
[ -2 ] 
f(z) = -25/21*z^3 + 263/42*z + 1
*
[ -2 ] 
f(z) = -25/23*z^3 + 269/46*z + 1
*
[ -6/25 ] 
f(z) = -25/27*z^3 + 261/50*z + 1
*
[ -2 ] 
f(z) = -24/23*z^3 + 261/46*z + 1
*
[ -2 ] 
f(z) = -24/25*z^3 + 267/50*z + 1
*
[ -2 ] 
f(z) = -24/29*z^3 + 279/58*z + 1
*
[ -2 ] 
f(z) = -23/27*z^3 + 265/54*z + 1
*
[ -2 ] 
f(z) = -23/29*z^3 + 271/58*z + 1
*
[ -2 ] 
f(z) = -22/29*z^3 + 263/58*z + 1
*
[ -9/8 ] 
f(z) = -40/27*z^3 + 271/72*z + 1
*
-1 | 0.13700082688535499463502151384038363416 | 0.024359957403160941860380993960583444489
f(z) = -39/20*z^3 + 277/60*z + 1
*
[ -1/3 ] 
f(z) = -39/22*z^3 + 277/66*z + 1
*
-2 | 0.090464346045083908200532845215360858599 | 0.016085359966528969939259653010191442911
f(z) = -39/35*z^3 + 277/70*z + 1
*
-2 | 0.090408597676631006976070394884052088564 | 0.016096186955916774263420633593415793787
f(z) = -39/37*z^3 + 275/74*z + 1
*
-2 | 0.081492481011092518442163173605251672797 | 0.014527656789547238810518160929912091135
f(z) = -38/31*z^3 + 273/62*z + 1
*
-2 | 0.061108812369833943288469212926435010509 | 0.010908160701996325115525082632908400162
f(z) = -38/33*z^3 + 271/66*z + 1
*
-2 | 0.081402376563565276586810394218892280634 | 0.014549879527361511475113245039487439506
f(z) = -38/35*z^3 + 269/70*z + 1
*
-2 | 0.081339349605426850260947134192982417858 | 0.014558032867059843759751125412848485621
f(z) = -38/37*z^3 + 267/74*z + 1
*
-2 | 0.060918161440560937696261412726971941568 | 0.010917761852348038820622346694206852156
f(z) = -38/39*z^3 + 265/78*z + 1
*
-2 | 0.089540177174586886801665386585727090559 | 0.016047403721516315686271631702622537472
f(z) = -37/31*z^3 + 265/62*z + 1
*
-2 | 0.069151161180789900439015309943656247140 | 0.012410130944238014395721801016992253969
f(z) = -37/33*z^3 + 263/66*z + 1
*
-2 | 0.089437030176980197433672267471502119275 | 0.016072729297440355960778497845858189265
f(z) = -37/35*z^3 + 261/70*z + 1
*
[ 3/2 ] 
f(z) = -36/23*z^3 + 266/69*z + 1
*
[ 3/2 ] 
f(z) = -36/25*z^3 + 268/75*z + 1
*
[ -3/2 ] 
f(z) = -34/33*z^3 + 263/66*z + 1
*
15/8 | 0.10724196202583057697615916312581514669 | 0.019168452981655455003599471201235863745
f(z) = -32/33*z^3 + 269/66*z + 1
*
-11/8 | 0.10972975407774894390564682179242118377 | 0.019719534846767537420740555986240890937
f(z) = -32/35*z^3 + 261/70*z + 1
*
[ -6/5 ] 
f(z) = -31/24*z^3 + 277/75*z + 1
*
[ -2/5 ] 
f(z) = -31/24*z^3 + 278/75*z + 1
*
-6/31 | 0.25911397260185199048536463484432278281 | 0.029244190116563540381540704960742352245
f(z) = -31/27*z^3 + 261/62*z + 1
*
[ 2 ] 
f(z) = -30/31*z^3 + 271/62*z + 1
*
[ 2 ] 
f(z) = -30/37*z^3 + 277/74*z + 1
*
[ -6/5 ] 
f(z) = -29/24*z^3 + 268/75*z + 1
*
[ -2/5 ] 
f(z) = -29/24*z^3 + 277/75*z + 1
*
[ 2 ] 
f(z) = -29/31*z^3 + 263/62*z + 1
*
[ 2 ] 
f(z) = -29/33*z^3 + 265/66*z + 1
*
[ 2 ] 
f(z) = -29/35*z^3 + 267/70*z + 1
*
[ 2 ] 
f(z) = -29/37*z^3 + 269/74*z + 1
*
[ 2 ] 
f(z) = -29/39*z^3 + 271/78*z + 1
*
[ -10/7 ] 
f(z) = -28/25*z^3 + 279/70*z + 1
*
[ 2 ] 
f(z) = -28/37*z^3 + 261/74*z + 1
*
[ 2 ] 
f(z) = -28/39*z^3 + 263/78*z + 1
*
5/18 | 0.20670707257574165125461129207788393546 | 0.028692780257101652472094309365186013158
f(z) = -27/25*z^3 + 269/60*z + 1
*
[ -6/13 ] 
f(z) = -26/27*z^3 + 263/78*z + 1
*
-15/13 | 0.20353120256275813485826292658265801719 | 0.026120748898292837125432494640058417986
f(z) = -26/27*z^3 + 269/78*z + 1
*
[ 9/5 ] 
f(z) = -25/21*z^3 + 271/63*z + 1
*
[ 9/5 ] 
f(z) = -25/24*z^3 + 275/72*z + 1
*
[ -2/5 ] 
f(z) = -25/37*z^3 + 267/74*z + 1
*
[ -3/2 ] 
f(z) = -24/23*z^3 + 277/69*z + 1
*
-6/23 | 0.21953939410553307093678494290303618235 | 0.028607638700645982777599121302320231694
f(z) = -23/24*z^3 + 269/69*z + 1
*
[ -2/5 ] 
f(z) = -23/24*z^3 + 274/75*z + 1
*
[ -2 ] 
f(z) = -23/31*z^3 + 277/62*z + 1
*
[ -2 ] 
f(z) = -22/31*z^3 + 269/62*z + 1
*
[ -10/7 ] 
f(z) = -21/20*z^3 + 269/70*z + 1
*
[ -5/3 ] 
f(z) = -21/20*z^3 + 271/60*z + 1
*
[ -1/3 ] 
f(z) = -21/22*z^3 + 271/66*z + 1
*
7/3 | 0.081282789971718486288430021955530105213 | 0.014452798178934210586127810357501374801
f(z) = -21/22*z^3 + 277/66*z + 1
*
[ -2 ] 
f(z) = -21/31*z^3 + 261/62*z + 1
*
[ -2 ] 
f(z) = -21/37*z^3 + 279/74*z + 1
*
[ -1/2 ] 
f(z) = -39/20*z^3 + 279/80*z + 1
*
-1/3 | 0.16399836550580539545747490589680238128 | 0.029391811184481237586103572655372635010
f(z) = -39/28*z^3 + 265/84*z + 1
*
-4/3 | 0.12730497152571968186791806523056354709 | 0.022724432593475226943017116604498495501
f(z) = -39/28*z^3 + 271/84*z + 1
*
[ -1/2 ] 
f(z) = -37/20*z^3 + 277/80*z + 1
*
[ 4/3 ] 
f(z) = -36/23*z^3 + 279/92*z + 1
*
[ 3/2 ] 
f(z) = -36/29*z^3 + 272/87*z + 1
*
[ 3/2 ] 
f(z) = -36/31*z^3 + 274/93*z + 1
*
[ -4/7 ] 
f(z) = -35/24*z^3 + 271/84*z + 1
*
[ 12/7 ] 
f(z) = -35/36*z^3 + 275/84*z + 1
*
[ -1/2 ] 
f(z) = -33/20*z^3 + 273/80*z + 1
*
-1/3 | 0.16324582430273802812330939171496229960 | 0.029296717815055926334920979157675241067
f(z) = -33/28*z^3 + 263/84*z + 1
*
[ -3/4 ] 
f(z) = -32/31*z^3 + 271/93*z + 1
*
[ -1/2 ] 
f(z) = -31/20*z^3 + 271/80*z + 1
*
[ -1/2 ] 
f(z) = -29/20*z^3 + 269/80*z + 1
*
[ -1/2 ] 
f(z) = -27/20*z^3 + 267/80*z + 1
*
[ -5/4 ] 
f(z) = -27/25*z^3 + 279/80*z + 1
*
-1 | 0.15945047800304748669131167923121035502 | 0.028351703711381747795235221953046908453
f(z) = -27/28*z^3 + 277/84*z + 1
*
[ -5/6 ] 
f(z) = -26/25*z^3 + 263/90*z + 1
*
3/10 | 0.16316727471864505049214509474569760877 | 0.029087814446041791018867640581061418986
f(z) = -25/22*z^3 + 273/88*z + 1
*
[ -4/5 ] 
f(z) = -25/23*z^3 + 271/92*z + 1
*
[ -6/7 ] 
f(z) = -25/27*z^3 + 279/98*z + 1
*
[ -3/5 ] 
f(z) = -25/31*z^3 + 275/93*z + 1
*
[ -1/2 ] 
f(z) = -23/20*z^3 + 263/80*z + 1
*
[ -2/3 ] 
f(z) = -23/20*z^3 + 271/90*z + 1
*
[ -1/2 ] 
f(z) = -23/21*z^3 + 275/84*z + 1
*
[ -6/7 ] 
f(z) = -22/27*z^3 + 271/98*z + 1
*
[ -9/11 ] 
f(z) = -22/27*z^3 + 274/99*z + 1
*
[ -1/2 ] 
f(z) = -21/20*z^3 + 261/80*z + 1
*
-3/10 | 0.12912669576311623772966719747018732056 | 0.023173568967663598615515036095033445131
f(z) = -40/21*z^3 + 263/105*z + 1
*
5/3 | 0.13483023464760624015583502056171006032 | 0.024213702035952725556978863082248537144
f(z) = -39/35*z^3 + 262/105*z + 1
*
[ 3/2 ] 
f(z) = -36/35*z^3 + 278/105*z + 1
*
[ 5/4 ] 
f(z) = -32/21*z^3 + 271/105*z + 1
*
[ 5/4 ] 
f(z) = -32/23*z^3 + 273/115*z + 1
*
[ 4/3 ] 
f(z) = -31/24*z^3 + 275/108*z + 1
*
[ -4/5 ] 
f(z) = -27/32*z^3 + 279/100*z + 1
*
-13/9 | 0.16417370605738472110247684100039816114 | 0.029305645115111021282621462140017781459
f(z) = -27/34*z^3 + 271/102*z + 1
*
0 | 0.15689854635755481204586805955087816685 | 0.027988599044708094371796395320972955992
f(z) = -25/21*z^3 + 272/105*z + 1
*
[ -4/5 ] 
f(z) = -23/32*z^3 + 271/100*z + 1
*
[ -4/5 ] 
f(z) = -21/32*z^3 + 267/100*z + 1
*
-3/5 | 0.11521602241505704929582374310169583828 | 0.020677106510285606681029907830674401443
f(z) = -35/24*z^3 + 263/120*z + 1
*
[ 5/4 ] 
f(z) = -32/27*z^3 + 277/135*z + 1
*
0 | 0.12056248524506840247686214375491819721 | 0.021549366368502197418187220311890147308
f(z) = -25/24*z^3 + 269/120*z + 1
*
[ 3/2 ] 
f(z) = -25/33*z^3 + 269/132*z + 1
*
5/24 | 0.17919760058666017063984778907689382001 | 0.024874220858354500082780737348541986017
f(z) = -24/25*z^3 + 269/120*z + 1
*
-3/2 | 0.14249951949154305988493967117976805344 | 0.025573506882373454983180857666452093651
f(z) = -35/39*z^3 + 263/156*z + 1
*
[ 5/4 ] 
f(z) = -32/29*z^3 + 279/145*z + 1
*
-3/4 | 0.14439985849750748564673634895350515268 | 0.025775936411650828067328894707339392495
f(z) = -28/39*z^3 + 271/156*z + 1
*
8/5 | 0.086133765732103233283575972649512894162 | 0.015436906161828187369711032628679644538
f(z) = -25/36*z^3 + 265/144*z + 1
*
[ 3/2 ] 
f(z) = -25/39*z^3 + 277/156*z + 1
*
0 | 0.16338860909487833268365099306002354990 | 0.029243124672682821875952614747480000562
f(z) = -21/20*z^3 + 267/140*z + 1
*
-5/7 | 0.12036940429366982480770955365915715412 | 0.021486406865388159215869687915978941641
f(z) = -21/20*z^3 + 271/140*z + 1
*
-5/14 | 0.21497363925368118399411132048215722054 | 0.029871196576059606551565670983195053826
f(z) = -21/25*z^3 + 267/140*z + 1
*
[ 4/3 ] 
f(z) = -21/26*z^3 + 263/156*z + 1
*
-7/8 | 0.10927006174928359316995370168655449410 | 0.018943131255865045979274061901283364088
f(z) = -40/21*z^3 + 269/168*z + 1
*
3/2 | 0.16325094658221890893422937508555785915 | 0.029297637078854324756223545822223179143
f(z) = -40/33*z^3 + 263/165*z + 1
*
-7/16 | 0.14806635644105198170763398642051167159 | 0.026536474176844417647522165872224406324
f(z) = -32/21*z^3 + 265/168*z + 1
*
5/3 | 0.14946217447531831678446572355212549831 | 0.026541742748481055851190733709025913083
f(z) = -27/32*z^3 + 279/160*z + 1
*
0 | 0.15767141911216213376841095263119037824 | 0.028144961603546100029449143449778213254
f(z) = -35/26*z^3 + 271/182*z + 1
*
[ 9/8 ] 
f(z) = -32/33*z^3 + 265/198*z + 1
*
0 | 0.15569844593977825952734175425793703832 | 0.027942236528398093714889304478048583159
f(z) = -27/20*z^3 + 263/180*z + 1
*
0 | 0.068652851338942260151117061240342486869 | 0.012271026453526920455984619182584137942
f(z) = -25/36*z^3 + 269/180*z + 1
*
[ 10/9 ] 
f(z) = -27/28*z^3 + 271/210*z + 1
*
-8/5 | 0.18339791763955792676831848037399321108 | 0.026385096387865691504280278013323319074
f(z) = -21/32*z^3 + 261/200*z + 1
*
[ 4/3 ] 
f(z) = -21/34*z^3 + 275/204*z + 1
*
-4/5 | 0.17503975601177738919802099902240224729 | 0.029880804610719740967081403118486155254
f(z) = -35/22*z^3 + 279/220*z + 1
*
[ 9/8 ] 
f(z) = -32/39*z^3 + 269/234*z + 1
*
[ 5/6 ] 
f(z) = -39/20*z^3 + 277/240*z + 1
*
-9/14 | 0.18710728273790949286042829674344641402 | 0.027166004294133247376679288537571761844
f(z) = -35/27*z^3 + 275/252*z + 1
*
-7/5 | 0.15345073858950494568759899834225381874 | 0.027391553713137518070546772169036862063
f(z) = -25/36*z^3 + 271/252*z + 1
*
0 | 0.15257130661181780609484101872528617171 | 0.027343852008972619381432037198891881048
f(z) = -22/23*z^3 + 265/253*z + 1
*
0 | 0.14456921310087232441124964065423195050 | 0.025528910824643751158661686887540501051
f(z) = -24/23*z^3 + 265/276*z + 1
*
[ 6/7 ] 
f(z) = -40/27*z^3 + 271/294*z + 1
*
0 | 0.16185208909310481676103790003640779976 | 0.027795090747722720103293658135073435414
f(z) = -26/23*z^3 + 269/299*z + 1
*
[ -9/2 ] 
f(z) = -40/27*z^3 + 281/9*z + 1
*
[ 4 ] 
f(z) = -35/24*z^3 + 289/12*z + 1
*
[ -4 ] 
f(z) = -35/24*z^3 + 295/12*z + 1
*
[ -6 ] 
f(z) = -35/27*z^3 + 287/6*z + 1
*
[ 15/4 ] 
f(z) = -32/25*z^3 + 281/15*z + 1
*
[ -15/4 ] 
f(z) = -32/25*z^3 + 289/15*z + 1
*
[ 15/2 ] 
f(z) = -28/27*z^3 + 296/5*z + 1
*
3/20 | 0.15611847477760215312795628126051201664 | 0.019924305512441953144476631016772192361
f(z) = -40/27*z^3 + 281/30*z + 1
*
-3 | 0.12112646493029183860983075141118013306 | 0.021248603441265972804252217996248744388
f(z) = -35/24*z^3 + 299/24*z + 1
*
-6/35 | 0.20664295601443051434531107070517151010 | 0.023021695396989087224583379745833026308
f(z) = -35/27*z^3 + 293/35*z + 1
*
3/16 | 0.21930763304371828111807086661149239273 | 0.027988694407873114034440411046960402636
f(z) = -32/27*z^3 + 281/24*z + 1
*
[ -11/4 ] 
f(z) = -32/33*z^3 + 287/33*z + 1
*
[ 3 ] 
f(z) = -31/21*z^3 + 293/21*z + 1
*
-3 | 0.15625737206570790166146338225675381092 | 0.027609835336276410213046950450163585478
f(z) = -31/24*z^3 + 287/24*z + 1
*
[ 3 ] 
f(z) = -31/24*z^3 + 295/24*z + 1
*
[ 3 ] 
f(z) = -31/30*z^3 + 299/30*z + 1
*
[ -3 ] 
f(z) = -29/21*z^3 + 289/21*z + 1
*
[ -3 ] 
f(z) = -29/24*z^3 + 293/24*z + 1
*
[ 3 ] 
f(z) = -29/30*z^3 + 281/30*z + 1
*
[ 3 ] 
f(z) = -29/33*z^3 + 283/33*z + 1
*
[ 3 ] 
f(z) = -29/39*z^3 + 287/39*z + 1
*
3 | 0.11429463133457142030551145500654455616 | 0.012782798796662427934950066206196149789
f(z) = -28/27*z^3 + 283/28*z + 1
*
[ -3 ] 
f(z) = -28/33*z^3 + 296/33*z + 1
*
-5/12 | 0.18755958921915608967736313757003471820 | 0.025802950907614857168916454813118197290
f(z) = -24/25*z^3 + 287/30*z + 1
*
-2 | 0.062138342703720421832661444860091953272 | 0.010900615347510554047890169366533627772
f(z) = -40/21*z^3 + 299/42*z + 1
*
-2 | 0.082495031697927602494271319302505020352 | 0.014488744761230545370897020819117256079
f(z) = -40/23*z^3 + 297/46*z + 1
*
[ -3/14 ] 
f(z) = -40/27*z^3 + 281/49*z + 1
*
[ -9/5 ] 
f(z) = -40/27*z^3 + 286/45*z + 1
*
-2 | 0.068933529125401177655078790127506535422 | 0.012135815910941105693447981806641650299
f(z) = -40/27*z^3 + 293/54*z + 1
*
-2 | 0.082485763170306105248268978076024012755 | 0.014539231996104891762502723440206864198
f(z) = -40/29*z^3 + 291/58*z + 1
*
[ -1/4 ] 
f(z) = -40/29*z^3 + 295/58*z + 1
*
-2 | 0.090585802649591808175972259363746422883 | 0.015986406890189068287596469780492668402
f(z) = -39/23*z^3 + 289/46*z + 1
*
-2 | 0.090588240794277160502414487987919179773 | 0.016006453831062762742960862118141947143
f(z) = -39/25*z^3 + 287/50*z + 1
*
-2 | 0.090567158404997989382797420867271413473 | 0.016042513559521103944132985762216956407
f(z) = -39/29*z^3 + 283/58*z + 1
*
-2 | 0.061196427809320790275952914445118068712 | 0.010839961639683123052426352912161321089
f(z) = -38/21*z^3 + 283/42*z + 1
*
-2 | 0.081549678408530941580760699732866283555 | 0.014463382172829371020090408619697592600
f(z) = -38/23*z^3 + 281/46*z + 1
*
-35/18 | 0.17800692464958307095422176959240269755 | 0.024560157129408978199868543492224849225
f(z) = -36/25*z^3 + 281/45*z + 1
*
-2 | 0.18235978596283683816304804814930966197 | 0.025756935509327638312415302297700469039
f(z) = -35/32*z^3 + 297/56*z + 1
*
[ 2 ] 
f(z) = -34/21*z^3 + 293/42*z + 1
*
[ 2 ] 
f(z) = -34/23*z^3 + 295/46*z + 1
*
[ 2 ] 
f(z) = -34/25*z^3 + 297/50*z + 1
*
[ 2 ] 
f(z) = -34/27*z^3 + 299/54*z + 1
*
[ 2 ] 
f(z) = -33/23*z^3 + 287/46*z + 1
*
[ 2 ] 
f(z) = -33/25*z^3 + 289/50*z + 1
*
[ 2 ] 
f(z) = -33/29*z^3 + 293/58*z + 1
*
-1/8 | 0.092258309903472983347547135588236179895 | 0.016222737768790179268436189683042864686
f(z) = -32/21*z^3 + 295/42*z + 1
*
[ 2 ] 
f(z) = -32/25*z^3 + 281/50*z + 1
*
[ 2 ] 
f(z) = -32/27*z^3 + 283/54*z + 1
*
[ 2 ] 
f(z) = -32/29*z^3 + 285/58*z + 1
*
[ -2 ] 
f(z) = -29/21*z^3 + 295/42*z + 1
*
[ -2 ] 
f(z) = -28/23*z^3 + 293/46*z + 1
*
[ -2 ] 
f(z) = -28/25*z^3 + 299/50*z + 1
*
[ -2 ] 
f(z) = -27/23*z^3 + 285/46*z + 1
*
[ -2 ] 
f(z) = -27/25*z^3 + 291/50*z + 1
*
-2/3 | 0.17209844007673328623102748404314157315 | 0.027046625800847186838192701584082067882
f(z) = -27/34*z^3 + 290/51*z + 1
*
[ -2 ] 
f(z) = -26/25*z^3 + 283/50*z + 1
*
[ -2 ] 
f(z) = -26/27*z^3 + 289/54*z + 1
*
[ -2 ] 
f(z) = -26/29*z^3 + 295/58*z + 1
*
[ -2 ] 
f(z) = -25/27*z^3 + 281/54*z + 1
*
[ -2 ] 
f(z) = -25/29*z^3 + 287/58*z + 1
*
[ -1/4 ] 
f(z) = -24/29*z^3 + 293/58*z + 1
*
[ 3/2 ] 
f(z) = -40/23*z^3 + 293/69*z + 1
*
-21/20 | 0.24308769591305542093248424739319666925 | 0.027208695375687045376959638793593818114
f(z) = -40/27*z^3 + 281/70*z + 1
*
-2 | 0.082464909610385270573562093548150099788 | 0.014553247425469738561848135527620703030
f(z) = -40/31*z^3 + 289/62*z + 1
*
-2 | 0.062091577131838269720859987047083550848 | 0.010971246973607510299060331496360608476
f(z) = -40/33*z^3 + 287/66*z + 1
*
-2 | 0.082347965260735732529831480736456010749 | 0.014586615861201868708614390950738653199
f(z) = -40/37*z^3 + 283/74*z + 1
*
-2 | 0.061942158295267138637521627083064561099 | 0.010985857032400289286748848427148028692
f(z) = -40/39*z^3 + 281/78*z + 1
*
5/3 | 0.16662243517539875973816309278945339101 | 0.029405204434208091368093645806914338609
f(z) = -39/20*z^3 + 289/60*z + 1
*
[ -1/3 ] 
f(z) = -39/23*z^3 + 289/69*z + 1
*
-2 | 0.090542903058424065543221611064577095601 | 0.016058390854848979632534817844680372574
f(z) = -39/31*z^3 + 281/62*z + 1
*
[ -3/2 ] 
f(z) = -38/33*z^3 + 281/66*z + 1
*
[ -2/5 ] 
f(z) = -37/24*z^3 + 281/75*z + 1
*
0 | 0.16412951294447001801077079285936735988 | 0.028792410771438262235349256739994016327
f(z) = -34/33*z^3 + 299/66*z + 1
*
[ -3/2 ] 
f(z) = -34/39*z^3 + 283/78*z + 1
*
[ -4/3 ] 
f(z) = -33/20*z^3 + 281/60*z + 1
*
[ 5/3 ] 
f(z) = -33/20*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -33/23*z^3 + 287/69*z + 1
*
[ 2 ] 
f(z) = -33/31*z^3 + 295/62*z + 1
*
[ 2 ] 
f(z) = -33/35*z^3 + 299/70*z + 1
*
[ 2 ] 
f(z) = -32/31*z^3 + 287/62*z + 1
*
[ 2 ] 
f(z) = -32/33*z^3 + 289/66*z + 1
*
-9/4 | 0.15597338964203615609262838134753341021 | 0.027525881517050584977765971336125275844
f(z) = -32/35*z^3 + 289/70*z + 1
*
[ 2 ] 
f(z) = -32/35*z^3 + 291/70*z + 1
*
[ 2 ] 
f(z) = -32/37*z^3 + 293/74*z + 1
*
-7/8 | 0.14251475506103012389409757329548149452 | 0.025244193709540459910249262426704150731
f(z) = -32/39*z^3 + 283/78*z + 1
*
[ 2 ] 
f(z) = -31/33*z^3 + 281/66*z + 1
*
[ 2 ] 
f(z) = -31/35*z^3 + 283/70*z + 1
*
[ 2 ] 
f(z) = -31/37*z^3 + 285/74*z + 1
*
[ 2 ] 
f(z) = -31/39*z^3 + 287/78*z + 1
*
[ -1/3 ] 
f(z) = -30/23*z^3 + 286/69*z + 1
*
[ -5/18 ] 
f(z) = -27/25*z^3 + 281/60*z + 1
*
-20/9 | 0.20152263372886153618953514925643790846 | 0.027723875097653408412197734599270538606
f(z) = -27/25*z^3 + 287/60*z + 1
*
-10/9 | 0.15612597408251618562489511614678389582 | 0.027453253144216196941050140990131272294
f(z) = -27/26*z^3 + 295/78*z + 1
*
[ 20/9 ] 
f(z) = -27/32*z^3 + 283/60*z + 1
*
-5/2 | 0.10830046167212670617032780281738618565 | 0.019183682644741213959197040311598350765
f(z) = -26/35*z^3 + 283/70*z + 1
*
5/2 | 0.079652408249306620864127911359661175770 | 0.013989489900038789401491688159518817453
f(z) = -26/35*z^3 + 297/70*z + 1
*
-9/5 | 0.14904568316654354899846427996869733351 | 0.026401042445154259178901877092515623293
f(z) = -25/24*z^3 + 283/72*z + 1
*
[ -2 ] 
f(z) = -25/31*z^3 + 293/62*z + 1
*
[ -2 ] 
f(z) = -25/33*z^3 + 299/66*z + 1
*
[ -2/5 ] 
f(z) = -25/39*z^3 + 281/78*z + 1
*
[ -1/3 ] 
f(z) = -24/23*z^3 + 284/69*z + 1
*
[ -3/2 ] 
f(z) = -24/25*z^3 + 287/75*z + 1
*
[ -2 ] 
f(z) = -24/31*z^3 + 285/62*z + 1
*
-1/4 | 0.16063827217370627281881388390922679018 | 0.028454482893243886061839580663501303898
f(z) = -24/35*z^3 + 283/70*z + 1
*
-1 | 0.15644521565664526200624521607354782808 | 0.027542334788962957824809383265719154769
f(z) = -24/35*z^3 + 293/70*z + 1
*
[ -2 ] 
f(z) = -24/35*z^3 + 297/70*z + 1
*
[ -2 ] 
f(z) = -23/33*z^3 + 283/66*z + 1
*
[ -2 ] 
f(z) = -23/35*z^3 + 289/70*z + 1
*
[ -2 ] 
f(z) = -23/37*z^3 + 295/74*z + 1
*
[ -2 ] 
f(z) = -22/35*z^3 + 281/70*z + 1
*
[ -2 ] 
f(z) = -22/37*z^3 + 287/74*z + 1
*
[ -2 ] 
f(z) = -22/39*z^3 + 293/78*z + 1
*
-6/7 | 0.098743755754056728793255749915527219663 | 0.015444178327028902773260338391785119041
f(z) = -21/20*z^3 + 299/70*z + 1
*
[ -1/3 ] 
f(z) = -21/23*z^3 + 283/69*z + 1
*
-5/6 | 0.19450468981069661427928747383244129524 | 0.026758402400967052814496429134265605725
f(z) = -21/25*z^3 + 287/60*z + 1
*
[ 3/2 ] 
f(z) = -40/29*z^3 + 299/87*z + 1
*
[ -5/6 ] 
f(z) = -38/25*z^3 + 293/90*z + 1
*
[ -2/3 ] 
f(z) = -37/20*z^3 + 299/90*z + 1
*
[ -1/2 ] 
f(z) = -37/21*z^3 + 289/84*z + 1
*
[ -1/2 ] 
f(z) = -35/22*z^3 + 299/88*z + 1
*
[ -3/7 ] 
f(z) = -35/36*z^3 + 295/84*z + 1
*
[ -5/6 ] 
f(z) = -34/25*z^3 + 283/90*z + 1
*
-1/3 | 0.15243379707526939971445741593613607619 | 0.026740690459040909956787147828258262506
f(z) = -33/32*z^3 + 299/96*z + 1
*
[ -2/3 ] 
f(z) = -31/20*z^3 + 287/90*z + 1
*
[ -1/2 ] 
f(z) = -31/21*z^3 + 283/84*z + 1
*
[ -1/2 ] 
f(z) = -31/22*z^3 + 295/88*z + 1
*
[ -5/4 ] 
f(z) = -31/25*z^3 + 299/80*z + 1
*
[ -6/7 ] 
f(z) = -31/27*z^3 + 295/98*z + 1
*
[ -2/3 ] 
f(z) = -29/20*z^3 + 283/90*z + 1
*
[ -1/2 ] 
f(z) = -29/21*z^3 + 281/84*z + 1
*
[ 3/2 ] 
f(z) = -29/21*z^3 + 289/84*z + 1
*
[ -1/2 ] 
f(z) = -29/22*z^3 + 293/88*z + 1
*
[ 3/2 ] 
f(z) = -29/24*z^3 + 293/96*z + 1
*
[ -5/4 ] 
f(z) = -29/25*z^3 + 289/80*z + 1
*
11/6 | 0.16643019828650079766952409028772675929 | 0.029480429327212193655949682714598428042
f(z) = -27/20*z^3 + 283/80*z + 1
*
[ -5/12 ] 
f(z) = -27/25*z^3 + 287/80*z + 1
*
-8/9 | 0.16604621427068245822230401673191423981 | 0.029197632109584356001222022877999001876
f(z) = -27/28*z^3 + 295/84*z + 1
*
2 | 0.16840176707477952430089763355956702438 | 0.029611833447993727552606458934961619335
f(z) = -25/21*z^3 + 295/84*z + 1
*
[ -3/5 ] 
f(z) = -25/32*z^3 + 283/96*z + 1
*
[ 9/5 ] 
f(z) = -25/33*z^3 + 287/99*z + 1
*
[ -1/2 ] 
f(z) = -23/22*z^3 + 287/88*z + 1
*
[ -1/2 ] 
f(z) = -21/22*z^3 + 285/88*z + 1
*
[ -1/2 ] 
f(z) = -21/23*z^3 + 297/92*z + 1
*
[ -12/7 ] 
f(z) = -21/32*z^3 + 295/84*z + 1
*
-1/3 | 0.14599957964416482945814443718806067877 | 0.025672623933811321914246007174102722238
f(z) = -21/32*z^3 + 295/96*z + 1
*
-5/3 | 0.13803626887356918708562878996250315502 | 0.024450902005861423118958209493697734408
f(z) = -39/35*z^3 + 283/105*z + 1
*
[ -4/5 ] 
f(z) = -37/32*z^3 + 299/100*z + 1
*
[ 4/3 ] 
f(z) = -36/25*z^3 + 281/100*z + 1
*
[ 4/3 ] 
f(z) = -36/29*z^3 + 285/116*z + 1
*
[ 3/2 ] 
f(z) = -36/37*z^3 + 280/111*z + 1
*
-10/7 | 0.13468894113075333732893202059514775087 | 0.017451735890427790566533991934011264408
f(z) = -35/24*z^3 + 281/105*z + 1
*
-15/17 | 0.22184020161179212579047008166681901425 | 0.028235774536824565864076115325742543185
f(z) = -34/27*z^3 + 287/102*z + 1
*
[ -4/5 ] 
f(z) = -33/32*z^3 + 291/100*z + 1
*
[ -2/3 ] 
f(z) = -33/34*z^3 + 299/102*z + 1
*
[ -3/4 ] 
f(z) = -32/35*z^3 + 299/105*z + 1
*
[ -4/5 ] 
f(z) = -31/32*z^3 + 287/100*z + 1
*
[ -4/5 ] 
f(z) = -29/32*z^3 + 283/100*z + 1
*
[ 8/5 ] 
f(z) = -25/26*z^3 + 295/104*z + 1
*
[ -6/5 ] 
f(z) = -25/34*z^3 + 295/102*z + 1
*
[ -3/5 ] 
f(z) = -25/34*z^3 + 299/102*z + 1
*
[ 9/5 ] 
f(z) = -25/39*z^3 + 295/117*z + 1
*
[ -5/6 ] 
f(z) = -24/35*z^3 + 281/105*z + 1
*
[ -7/6 ] 
f(z) = -24/35*z^3 + 293/105*z + 1
*
[ -2/3 ] 
f(z) = -21/34*z^3 + 283/102*z + 1
*
-3/2 | 0.14707325327268547948081070922678410353 | 0.025955202699653683398206063788645703799
f(z) = -37/33*z^3 + 289/132*z + 1
*
[ 4/3 ] 
f(z) = -36/31*z^3 + 287/124*z + 1
*
-4/3 | 0.11237436453760671877270990653789684874 | 0.014560421325616803539501649848392504342
f(z) = -33/32*z^3 + 281/132*z + 1
*
4/3 | 0.16293448531670460335945404525757164696 | 0.028582773115634821118709061505296628391
f(z) = -27/22*z^3 + 299/132*z + 1
*
5/3 | 0.11729049077487879800327484117135408945 | 0.016090090194767961229243338843906506218
f(z) = -24/25*z^3 + 293/120*z + 1
*
-3/2 | 0.14100798198448241070508388232362508855 | 0.024915350310992396089969704099708371053
f(z) = -23/30*z^3 + 287/120*z + 1
*
-7/12 | 0.12876633145571340581155509291777258396 | 0.022724432617446836498497733001275040780
f(z) = -36/35*z^3 + 289/140*z + 1
*
[ 4/3 ] 
f(z) = -36/35*z^3 + 291/140*z + 1
*
[ 4/3 ] 
f(z) = -36/37*z^3 + 293/148*z + 1
*
[ 6/5 ] 
f(z) = -32/27*z^3 + 281/150*z + 1
*
[ 5/4 ] 
f(z) = -32/31*z^3 + 281/155*z + 1
*
-5/4 | 0.14022911427131868117438811222438448777 | 0.019201129548882779237168104467238703255
f(z) = -28/25*z^3 + 297/140*z + 1
*
-2/3 | 0.12912633462659916255974368346130503758 | 0.022787965279334266468499725537094346454
f(z) = -24/25*z^3 + 289/150*z + 1
*
0 | 0.16302526363301791960425145918959934844 | 0.028877299988611150291613066463199609604
f(z) = -22/39*z^3 + 283/156*z + 1
*
-2/3 | 0.15207360488738884169106624074880700546 | 0.026971273324556322520948872611847020240
f(z) = -21/25*z^3 + 281/150*z + 1
*
0 | 0.12668477555275035592325560415439815364 | 0.021962157731015349810858826525252423662
f(z) = -40/21*z^3 + 299/168*z + 1
*
-8/7 | 0.10501126533807211856274388309916102351 | 0.018421595440091386597642527678880054494
f(z) = -35/24*z^3 + 299/168*z + 1
*
[ 5/4 ] 
f(z) = -32/33*z^3 + 283/165*z + 1
*
-14/9 | 0.16197773637774647972163710265286975275 | 0.023035224195128888734692689279460364550
f(z) = -27/32*z^3 + 283/168*z + 1
*
8/5 | 0.16615213264477393905652169927475719573 | 0.029468194604438966324619460570969643547
f(z) = -25/21*z^3 + 281/168*z + 1
*
-7/5 | 0.083828856743659901140302127807058014179 | 0.014740499385179819867610804971840315570
f(z) = -25/24*z^3 + 295/168*z + 1
*
0 | 0.15525299627392064450941463104348019051 | 0.027267351622650772436335433664882051250
f(z) = -21/25*z^3 + 297/175*z + 1
*
-8/21 | 0.076192999217091881040005425263165519179 | 0.010803347911425670966887533470359772493
f(z) = -21/32*z^3 + 289/168*z + 1
*
-13/10 | 0.059808608894186550323817096999475550437 | 0.010529364688538260305414191266269179069
f(z) = -40/39*z^3 + 293/195*z + 1
*
-14/13 | 0.18172347440814928780635453327636415316 | 0.028701480109525753564515300791859854691
f(z) = -39/28*z^3 + 281/182*z + 1
*
0 | 0.11688842034351862852318619447729604272 | 0.020704901217353609454313825795606593167
f(z) = -35/36*z^3 + 283/180*z + 1
*
0 | 0.13691331314908455379358426092947311418 | 0.024118240444808014961036669733677743556
f(z) = -35/39*z^3 + 292/195*z + 1
*
[ 5/4 ] 
f(z) = -32/37*z^3 + 287/185*z + 1
*
[ 5/4 ] 
f(z) = -32/39*z^3 + 289/195*z + 1
*
0 | 0.13450120870026562625829923516955746595 | 0.023824723027049432896389425620224438102
f(z) = -27/20*z^3 + 283/180*z + 1
*
0 | 0.14800628518128398450814653883653088827 | 0.026151912761407704067603291012515921451
f(z) = -27/22*z^3 + 287/198*z + 1
*
[ 15/13 ] 
f(z) = -26/25*z^3 + 296/195*z + 1
*
9/10 | 0.12351299450807488000391205136429663076 | 0.020614825229616576118351690805814333904
f(z) = -40/21*z^3 + 289/210*z + 1
*
0 | 0.17244707313082918763173805999537045769 | 0.029895540358550891958686306843795328041
f(z) = -40/27*z^3 + 293/216*z + 1
*
-8/5 | 0.20907003543807441970969744783540715805 | 0.029586218448569689221806707203509048620
f(z) = -23/32*z^3 + 293/200*z + 1
*
-10/21 | 0.12709712619951783045071345352609832033 | 0.020073772260155282369528660590719330843
f(z) = -21/20*z^3 + 281/210*z + 1
*
[ 4/3 ] 
f(z) = -21/38*z^3 + 281/228*z + 1
*
-5/16 | 0.16316824175904405060167574690578024446 | 0.028795615074550223738100624061991438348
f(z) = -32/33*z^3 + 289/264*z + 1
*
-18/29 | 0.20258886694457145208168878854350129320 | 0.025862835727610226766323371970783385194
f(z) = -29/24*z^3 + 281/261*z + 1
*
-11/18 | 0.13321966474112251593578665599367588397 | 0.023045420433752448217712779253818428404
f(z) = -27/22*z^3 + 289/264*z + 1
*
0 | 0.18268678215845843785346502899122799280 | 0.029330731221816323310092788964487771386
f(z) = -39/22*z^3 + 287/286*z + 1
*
-24/35 | 0.26558533294348475435214781648162349902 | 0.028898950443888592944883599150693306729
f(z) = -35/27*z^3 + 299/280*z + 1
*
-1/16 | 0.16786156911239531114604502699297202180 | 0.029771374621992450071705803402000246473
f(z) = -32/35*z^3 + 281/280*z + 1
*
-10/7 | 0.16147301490999238920044310674951860183 | 0.022872770653029431984715116986639944446
f(z) = -21/32*z^3 + 291/280*z + 1
*
0 | 0.14414317827839040946460232149394458385 | 0.025361336372320327320977323285615683883
f(z) = -24/49*z^3 - 101/294*z + 1
*
[ 3/5 ] 
f(z) = -25/56*z^3 - 85/168*z + 1
*
[ 3/5 ] 
f(z) = -25/58*z^3 - 89/174*z + 1
*
[ 3/5 ] 
f(z) = -25/59*z^3 - 91/177*z + 1
*
[ 15/23 ] 
f(z) = -23/54*z^3 - 81/230*z + 1
*
[ 2/3 ] 
f(z) = -24/49*z^3 - 83/294*z + 1
*
[ 2/3 ] 
f(z) = -21/47*z^3 - 85/282*z + 1
*
[ 3/5 ] 
f(z) = -25/49*z^3 - 71/147*z + 1
*
[ 3/5 ] 
f(z) = -25/52*z^3 - 77/156*z + 1
*
[ 3/5 ] 
f(z) = -25/53*z^3 - 79/159*z + 1
*
[ 3/5 ] 
f(z) = -23/54*z^3 - 77/150*z + 1
*
[ 14/23 ] 
f(z) = -23/56*z^3 - 79/161*z + 1
*
[ 2/3 ] 
f(z) = -25/52*z^3 - 67/234*z + 1
*
[ 2/3 ] 
f(z) = -23/52*z^3 - 71/234*z + 1
*
0 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = -25/48*z^3 - 67/240*z + 1
*
[ 2/3 ] 
f(z) = -24/43*z^3 - 65/258*z + 1
*
[ 2/3 ] 
f(z) = -21/41*z^3 - 67/246*z + 1
*
[ 2/3 ] 
f(z) = -21/43*z^3 - 73/258*z + 1
*
[ 24/37 ] 
f(z) = -37/54*z^3 - 75/296*z + 1
*
[ 2/3 ] 
f(z) = -30/47*z^3 - 61/282*z + 1
*
[ 2/3 ] 
f(z) = -30/49*z^3 - 67/294*z + 1
*
[ 2/3 ] 
f(z) = -24/47*z^3 - 77/282*z + 1
*
[ 5/8 ] 
f(z) = -32/55*z^3 - 41/110*z + 1
*
[ 2/3 ] 
f(z) = -21/46*z^3 - 41/138*z + 1
*
[ 2/3 ] 
f(z) = -21/50*z^3 - 47/150*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -21/52*z^3 - 41/156*z + 1
*
[ 2/3 ] 
f(z) = -33/58*z^3 - 43/174*z + 1
*
-3/10 | 0.10847691602194161953377415367433076155 | 0.021170507142123768545559589090452676690
f(z) = -25/42*z^3 - 47/168*z + 1
*
[ 2/3 ] 
f(z) = -21/58*z^3 - 59/174*z + 1
*
[ 2/3 ] 
f(z) = -29/44*z^3 - 41/198*z + 1
*
[ 2/3 ] 
f(z) = -25/44*z^3 - 49/198*z + 1
*
[ 2/3 ] 
f(z) = -23/44*z^3 - 53/198*z + 1
*
-7/15 | 0.16148564937453253008666847913824464792 | 0.022142500740456686392982313113581628783
f(z) = -30/49*z^3 - 47/210*z + 1
*
0 | 0.15803462078827167095068720636236910252 | 0.029716257055350108509833724387387984921
f(z) = -28/51*z^3 - 41/204*z + 1
*
[ 2/3 ] 
f(z) = -37/52*z^3 - 43/234*z + 1
*
[ 2/3 ] 
f(z) = -35/52*z^3 - 47/234*z + 1
*
[ 2/3 ] 
f(z) = -31/52*z^3 - 55/234*z + 1
*
[ 2/3 ] 
f(z) = -29/52*z^3 - 59/234*z + 1
*
0 | 0.13432157520401753093948010630853446306 | 0.024903754300731689007252522566570549960
f(z) = -28/55*z^3 - 53/220*z + 1
*
[ 7/10 ] 
f(z) = -25/56*z^3 - 47/224*z + 1
*
[ 2/3 ] 
f(z) = -33/43*z^3 - 41/258*z + 1
*
[ 2/3 ] 
f(z) = -30/41*z^3 - 43/246*z + 1
*
[ 2/3 ] 
f(z) = -30/43*z^3 - 49/258*z + 1
*
[ 2/3 ] 
f(z) = -24/41*z^3 - 59/246*z + 1
*
[ 2/3 ] 
f(z) = -39/49*z^3 - 43/294*z + 1
*
[ 24/35 ] 
f(z) = -35/54*z^3 - 43/280*z + 1
*
0 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -35/57*z^3 - 53/285*z + 1
*
[ 2/3 ] 
f(z) = -33/47*z^3 - 53/282*z + 1
*
[ 2/3 ] 
f(z) = -33/49*z^3 - 59/294*z + 1
*
0 | 0.15079586731572455213539316028343805462 | 0.026761579035872151866615115102381469719
f(z) = -25/56*z^3 - 43/280*z + 1
*
8/7 | 0.075920979157528749727391619838042980277 | 0.013473613835524134629868318856179983412
f(z) = -21/40*z^3 - 53/280*z + 1
*
[ 3/5 ] 
f(z) = -25/51*z^3 - 25/51*z + 1
*
[ 3/5 ] 
f(z) = -25/57*z^3 - 29/57*z + 1
*
[ 7/11 ] 
f(z) = -33/49*z^3 - 23/77*z + 1
*
[ 7/11 ] 
f(z) = -22/49*z^3 - 30/77*z + 1
*
[ 2/3 ] 
f(z) = -21/52*z^3 - 25/78*z + 1
*
[ 2/3 ] 
f(z) = -27/47*z^3 - 23/94*z + 1
*
[ 2/3 ] 
f(z) = -27/49*z^3 - 25/98*z + 1
*
[ 2/3 ] 
f(z) = -36/53*z^3 - 21/106*z + 1
*
[ 2/3 ] 
f(z) = -36/55*z^3 - 23/110*z + 1
*
[ 2/3 ] 
f(z) = -36/59*z^3 - 27/118*z + 1
*
[ 2/3 ] 
f(z) = -31/48*z^3 - 23/108*z + 1
*
[ 2/3 ] 
f(z) = -29/48*z^3 - 25/108*z + 1
*
15/14 | 0.16141500584775687953887279180664854580 | 0.028059620622315022218756034648452942208
f(z) = -28/45*z^3 - 23/105*z + 1
*
[ 2/3 ] 
f(z) = -27/53*z^3 - 29/106*z + 1
*
[ 2/3 ] 
f(z) = -27/55*z^3 - 31/110*z + 1
*
[ 2/3 ] 
f(z) = -27/59*z^3 - 35/118*z + 1
*
[ 2/3 ] 
f(z) = -25/48*z^3 - 29/108*z + 1
*
[ 2/3 ] 
f(z) = -23/48*z^3 - 31/108*z + 1
*
[ 2/3 ] 
f(z) = -33/46*z^3 - 25/138*z + 1
*
[ 2/3 ] 
f(z) = -39/50*z^3 - 23/150*z + 1
*
[ 2/3 ] 
f(z) = -33/50*z^3 - 31/150*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -27/52*z^3 - 23/156*z + 1
*
[ 2/3 ] 
f(z) = -39/58*z^3 - 35/174*z + 1
*
[ 7/10 ] 
f(z) = -25/42*z^3 - 23/168*z + 1
*
[ 7/10 ] 
f(z) = -24/49*z^3 - 33/175*z + 1
*
[ 2/3 ] 
f(z) = -37/44*z^3 - 25/198*z + 1
*
[ 2/3 ] 
f(z) = -35/44*z^3 - 29/198*z + 1
*
[ 2/3 ] 
f(z) = -31/44*z^3 - 37/198*z + 1
*
[ 2/3 ] 
f(z) = -39/43*z^3 - 25/258*z + 1
*
[ 2/3 ] 
f(z) = -33/41*z^3 - 35/246*z + 1
*
0 | 0.14581009144721688779854497024410902341 | 0.026221621938206180598785166160194175461
f(z) = -35/52*z^3 - 33/260*z + 1
*
[ 2/3 ] 
f(z) = -39/47*z^3 - 37/282*z + 1
*
[ 5/7 ] 
f(z) = -21/40*z^3 - 37/280*z + 1
*
[ 2/3 ] 
f(z) = -39/40*z^3 - 1/15*z + 1
*
[ 2/3 ] 
f(z) = -33/40*z^3 - 2/15*z + 1
*
[ 2/3 ] 
f(z) = -27/40*z^3 - 1/5*z + 1
*
[ 2/3 ] 
f(z) = -27/56*z^3 - 2/7*z + 1
*
[ 3/5 ] 
f(z) = -25/54*z^3 - 1/2*z + 1
*
-3/5 | 0.061034668176470924441760471272596279277 | 0.015300805283751458747158544932781980671
f(z) = -25/54*z^3 - 1/6*z + 1
*
[ 2/3 ] 
f(z) = -21/40*z^3 - 4/15*z + 1
*
[ 7/10 ] 
f(z) = -40/49*z^3 - 1/35*z + 1
*
[ 2/3 ] 
f(z) = -39/56*z^3 - 4/21*z + 1
*
[ 2/3 ] 
f(z) = -33/56*z^3 - 5/21*z + 1
*
[ 3/4 ] 
f(z) = -29/54*z^3 - 1/32*z + 1
*
[ 2/3 ] 
f(z) = -27/44*z^3 - 5/22*z + 1
*
[ 2/3 ] 
f(z) = -27/52*z^3 - 7/26*z + 1
*
[ 7/10 ] 
f(z) = -25/49*z^3 - 5/28*z + 1
*
[ 3/4 ] 
f(z) = -23/54*z^3 - 3/32*z + 1
*
[ 2/3 ] 
f(z) = -37/40*z^3 - 4/45*z + 1
*
[ 3/4 ] 
f(z) = -32/57*z^3 - 1/57*z + 1
*
[ 2/3 ] 
f(z) = -31/40*z^3 - 7/45*z + 1
*
[ 2/3 ] 
f(z) = -29/40*z^3 - 8/45*z + 1
*
[ 2/3 ] 
f(z) = -27/46*z^3 - 11/46*z + 1
*
[ 2/3 ] 
f(z) = -27/50*z^3 - 13/50*z + 1
*
[ 2/3 ] 
f(z) = -27/58*z^3 - 17/58*z + 1
*
[ 2/3 ] 
f(z) = -23/40*z^3 - 11/45*z + 1
*
[ 2/3 ] 
f(z) = -39/44*z^3 - 7/66*z + 1
*
[ 2/3 ] 
f(z) = -37/56*z^3 - 13/63*z + 1
*
[ 2/3 ] 
f(z) = -33/52*z^3 - 17/78*z + 1
*
[ 2/3 ] 
f(z) = -31/56*z^3 - 16/63*z + 1
*
[ 7/10 ] 
f(z) = -30/49*z^3 - 9/70*z + 1
*
[ 2/3 ] 
f(z) = -29/56*z^3 - 17/63*z + 1
*
[ 2/3 ] 
f(z) = -25/56*z^3 - 19/63*z + 1
*
[ 2/3 ] 
f(z) = -23/56*z^3 - 20/63*z + 1
*
[ 2/3 ] 
f(z) = -21/44*z^3 - 19/66*z + 1
*
[ 5/7 ] 
f(z) = -21/50*z^3 - 13/70*z + 1
*
[ 2/3 ] 
f(z) = -36/41*z^3 - 9/82*z + 1
*
[ 2/3 ] 
f(z) = -36/43*z^3 - 11/86*z + 1
*
[ 2/3 ] 
f(z) = -36/47*z^3 - 15/94*z + 1
*
[ 2/3 ] 
f(z) = -36/49*z^3 - 17/98*z + 1
*
[ 3/4 ] 
f(z) = -31/54*z^3 - 1/96*z + 1
*
[ 2/3 ] 
f(z) = -27/41*z^3 - 17/82*z + 1
*
[ 2/3 ] 
f(z) = -27/43*z^3 - 19/86*z + 1
*
[ 3/4 ] 
f(z) = -25/54*z^3 - 7/96*z + 1
*
[ 2/3 ] 
f(z) = -37/48*z^3 - 17/108*z + 1
*
[ 2/3 ] 
f(z) = -35/48*z^3 - 19/108*z + 1
*
[ 2/3 ] 
f(z) = -39/46*z^3 - 17/138*z + 1
*
[ 3/4 ] 
f(z) = -26/45*z^3 - 1/120*z + 1
*
[ 3/4 ] 
f(z) = -22/45*z^3 - 7/120*z + 1
*
0 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803
f(z) = -21/40*z^3 - 17/120*z + 1
*
[ 7/10 ] 
f(z) = -36/49*z^3 - 12/175*z + 1
*
0 | 0.12950058450714648412362771138964506380 | 0.025273515783424423898373747364997569897
f(z) = -33/56*z^3 - 13/168*z + 1
*
[ 7/10 ] 
f(z) = -32/49*z^3 - 19/175*z + 1
*
[ 3/4 ] 
f(z) = -32/55*z^3 - 1/165*z + 1
*
[ 3/4 ] 
f(z) = -32/59*z^3 - 5/177*z + 1
*
14/13 | 0.18431799748270507820430092464071925327 | 0.025068952606311761447863133977421980812
f(z) = -39/40*z^3 - 7/195*z + 1
*
0 | 0.12319846539013286547138859082676518589 | 0.023724145785847110346340726135441718279
f(z) = -32/45*z^3 - 7/180*z + 1
*
15/13 | 0.17067096113040422651171100729556855564 | 0.026786151639879340459078279614431776756
f(z) = -26/45*z^3 - 19/195*z + 1
*
[ 3/4 ] 
f(z) = -28/51*z^3 - 5/204*z + 1
*
0 | 0.071622288370959272992044764836426983922 | 0.013394585382753482328302277219879393973
f(z) = -25/42*z^3 - 1/210*z + 1
*
[ 3/4 ] 
f(z) = -28/57*z^3 - 13/228*z + 1
*
[ 2/3 ] 
f(z) = -39/41*z^3 - 19/246*z + 1
*
[ 3/4 ] 
f(z) = -24/41*z^3 - 1/246*z + 1
*
[ 3/4 ] 
f(z) = -24/43*z^3 - 5/258*z + 1
*
[ 3/4 ] 
f(z) = -23/45*z^3 - 11/240*z + 1
*
[ 3/4 ] 
f(z) = -24/47*z^3 - 13/282*z + 1
*
[ 3/4 ] 
f(z) = -24/49*z^3 - 17/294*z + 1
*
0 | 0.14136852413309961133787481061072787710 | 0.025088518665113571125037475358725579969
f(z) = -21/40*z^3 - 13/280*z + 1
*
-2/3 | 0.12792242767164564994540294468519924566 | 0.026720135416319069042336635742570984454
f(z) = -39/40*z^3 + 14/15*z + 1
*
-2 | 0.081744281056699506269443409708524831775 | 0.016639532586350597043565450883532036374
f(z) = -39/40*z^3 + 17/5*z + 1
*
-2 | 0.080397324276026726867440464993988579282 | 0.016569831576252232727161229310673409240
f(z) = -39/56*z^3 + 16/7*z + 1
*
-2 | 0.080672776133812501977557170345450304867 | 0.016626602008999545549444327692354174736
f(z) = -37/40*z^3 + 16/5*z + 1
*
[ -3 ] 
f(z) = -37/54*z^3 + 15/2*z + 1
*
[ 3/2 ] 
f(z) = -37/54*z^3 + 15/8*z + 1
*
-2 | 0.078863223198117211054559775973923870461 | 0.016472764327378081918819385687377890539
f(z) = -37/56*z^3 + 15/7*z + 1
*
[ 7/6 ] 
f(z) = -36/49*z^3 + 8/7*z + 1
*
[ 6/5 ] 
f(z) = -35/54*z^3 + 11/10*z + 1
*
[ 3 ] 
f(z) = -35/54*z^3 + 13/2*z + 1
*
-2/3 | 0.12792251018359351057904641539939702789 | 0.026720152651220410654960542228197792998
f(z) = -33/40*z^3 + 13/15*z + 1
*
-2 | 0.078245479091210642783425744403898480051 | 0.016582705904035634719284851750605540076
f(z) = -33/40*z^3 + 14/5*z + 1
*
[ 2 ] 
f(z) = -33/40*z^3 + 19/5*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.016050231655179984344122242227783646879
f(z) = -33/56*z^3 + 13/7*z + 1
*
[ 3/4 ] 
f(z) = -32/45*z^3 + 1/15*z + 1
*
[ 7/8 ] 
f(z) = -32/49*z^3 + 5/14*z + 1
*
[ 7/4 ] 
f(z) = -32/49*z^3 + 17/7*z + 1
*
-2 | 0.076834153724716115273883165885838243479 | 0.016543429567679317459440053407126723799
f(z) = -31/40*z^3 + 13/5*z + 1
*
[ 2 ] 
f(z) = -31/40*z^3 + 18/5*z + 1
*
[ -3 ] 
f(z) = -31/54*z^3 + 13/2*z + 1
*
[ 3/2 ] 
f(z) = -31/54*z^3 + 13/8*z + 1
*
-2 | 0.074543581780771335072035738373526575508 | 0.016331703597923599403328237335005907781
f(z) = -31/56*z^3 + 12/7*z + 1
*
[ 2 ] 
f(z) = -31/56*z^3 + 19/7*z + 1
*
-2 | 0.075220843567217298598840810373298427515 | 0.016480084430856541086537126132132044072
f(z) = -29/40*z^3 + 12/5*z + 1
*
[ 2 ] 
f(z) = -29/40*z^3 + 17/5*z + 1
*
[ 3 ] 
f(z) = -29/54*z^3 + 11/2*z + 1
*
-2 | 0.074543585668657718220921458861990787348 | 0.016649090465476876540875556332492431899
f(z) = -29/56*z^3 + 11/7*z + 1
*
[ 2 ] 
f(z) = -29/56*z^3 + 18/7*z + 1
*
-2/3 | 0.093692937273623659356897654736647316367 | 0.019570360077358173676493532932274937851
f(z) = -27/40*z^3 + 2/15*z + 1
*
2/9 | 0.10225030987312915700402397722378529869 | 0.021357803912098397517954308634848949501
f(z) = -27/40*z^3 + 8/15*z + 1
*
-2/3 | 0.12545937247636523631450924891261659414 | 0.029335788435415675970965565726890164870
f(z) = -27/40*z^3 + 9/5*z + 1
*
-2 | 0.073282574107856228347371999437331256612 | 0.016367447244729265779934332955339337422
f(z) = -27/40*z^3 + 11/5*z + 1
*
-10/9 | 0.12792242767164564994540294468519924566 | 0.026720135416319069042336635742570984454
f(z) = -27/40*z^3 + 11/15*z + 1
*
[ -2/3 ] 
f(z) = -27/40*z^3 + 14/5*z + 1
*
[ 10/9 ] 
f(z) = -27/40*z^3 + 14/15*z + 1
*
[ 2 ] 
f(z) = -27/40*z^3 + 16/5*z + 1
*
[ 5/3 ] 
f(z) = -27/50*z^3 + 19/10*z + 1
*
-2 | 0.074543593884818909492878530897560692266 | 0.017011214239314311984764703119979315233
f(z) = -27/56*z^3 + 10/7*z + 1
*
[ 2 ] 
f(z) = -27/56*z^3 + 17/7*z + 1
*
[ -2/3 ] 
f(z) = -27/56*z^3 + 19/7*z + 1
*
[ 4/5 ] 
f(z) = -25/48*z^3 + 1/12*z + 1
*
[ 6/5 ] 
f(z) = -25/48*z^3 + 11/12*z + 1
*
[ 7/5 ] 
f(z) = -25/49*z^3 + 9/7*z + 1
*
[ -7/5 ] 
f(z) = -25/49*z^3 + 19/7*z + 1
*
-6/5 | 0.11552567893473011002777165060192772127 | 0.028961178482083119088859515337179464428
f(z) = -25/54*z^3 + z + 1
*
-6/5 | 0.15946295572064986996934675711710236951 | 0.029665990042988565488692956092665519004
f(z) = -25/54*z^3 + 4*z + 1
*
[ 6/5 ] 
f(z) = -25/54*z^3 + 5/6*z + 1
*
12/5 | 0.11552582634855444029930249925491277363 | 0.022039565438134741452803689519009375844
f(z) = -25/54*z^3 + 7/4*z + 1
*
[ -3 ] 
f(z) = -25/54*z^3 + 11/2*z + 1
*
[ 12/5 ] 
f(z) = -25/54*z^3 + 13/4*z + 1
*
[ -3/5 ] 
f(z) = -25/54*z^3 + 17/6*z + 1
*
-2 | 0.074543937919272904307049184865306166855 | 0.017430385221753864496787664654235608016
f(z) = -25/56*z^3 + 9/7*z + 1
*
6/5 | 0.088815999988603337064792103255147981205 | 0.018551676903152572050139745307712255189
f(z) = -25/56*z^3 + 15/7*z + 1
*
[ 2 ] 
f(z) = -25/56*z^3 + 16/7*z + 1
*
-2 | 0.068313451778496717599224955756649069343 | 0.015973529351459820522184132498470464494
f(z) = -23/40*z^3 + 9/5*z + 1
*
[ 2 ] 
f(z) = -23/40*z^3 + 14/5*z + 1
*
[ -2 ] 
f(z) = -23/40*z^3 + 19/5*z + 1
*
-2 | 0.051344566523576502888452401510039474843 | 0.012168378424950303516705974208740824166
f(z) = -23/48*z^3 + 17/12*z + 1
*
[ 3 ] 
f(z) = -23/54*z^3 + 9/2*z + 1
*
-2 | 0.074543737585838638435877154610398069143 | 0.017923980090736272145574088492200777038
f(z) = -23/56*z^3 + 8/7*z + 1
*
[ 2 ] 
f(z) = -23/56*z^3 + 15/7*z + 1
*
-2 | 0.068313136071151994747639797340941354346 | 0.016425837106237324686296573784122915525
f(z) = -21/40*z^3 + 8/5*z + 1
*
-2/3 | 0.12792139405522476022322174748246467820 | 0.026719919516955389079053542802276820071
f(z) = -21/40*z^3 + 11/15*z + 1
*
[ 2 ] 
f(z) = -21/40*z^3 + 13/5*z + 1
*
[ -2 ] 
f(z) = -21/40*z^3 + 18/5*z + 1
*
-2/3 | 0.14661548609314411786480822933435096728 | 0.028613683992021169207556569242835430839
f(z) = -39/56*z^3 + 17/21*z + 1
*
[ 3/4 ] 
f(z) = -35/54*z^3 + 1/32*z + 1
*
-2/3 | 0.14661433811155364910456465326034596988 | 0.028613459950323162880992317186740500913
f(z) = -33/56*z^3 + 16/21*z + 1
*
3/4 | 0.12538028485645664880857606948274932797 | 0.027863464022302596634433778130230447512
f(z) = -32/45*z^3 + 17/30*z + 1
*
[ 7/9 ] 
f(z) = -27/49*z^3 + 1/21*z + 1
*
-10/9 | 0.12094217829122009675432019169977251402 | 0.023603245217446888197038948318431180784
f(z) = -27/56*z^3 + 2/21*z + 1
*
14/9 | 0.12753735475329642465656774055343794442 | 0.024890369109922886359270504106198404639
f(z) = -27/56*z^3 + 11/21*z + 1
*
-14/9 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -27/56*z^3 + 17/21*z + 1
*
[ 4/5 ] 
f(z) = -25/56*z^3 + 1/28*z + 1
*
[ 6/5 ] 
f(z) = -25/56*z^3 + 17/21*z + 1
*
[ 7/6 ] 
f(z) = -24/49*z^3 + 17/21*z + 1
*
3/2 | 0.12537963271710292944432922248362669895 | 0.027863319096316500093542446044195340127
f(z) = -22/45*z^3 + 13/30*z + 1
*
[ 5/6 ] 
f(z) = -36/55*z^3 + 14/55*z + 1
*
[ 6/7 ] 
f(z) = -35/54*z^3 + 13/42*z + 1
*
[ 3/4 ] 
f(z) = -32/51*z^3 + 1/51*z + 1
*
[ 5/6 ] 
f(z) = -27/50*z^3 + 7/40*z + 1
*
6/5 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789
f(z) = -25/42*z^3 + 1/42*z + 1
*
7/5 | 0.10810715300838274000581190517180010799 | 0.028923678133444561266256126757528691947
f(z) = -25/42*z^3 + 19/42*z + 1
*
[ 4/5 ] 
f(z) = -25/44*z^3 + 5/44*z + 1
*
[ 4/5 ] 
f(z) = -25/52*z^3 + 3/52*z + 1
*
3/2 | 0.20022089983008467546230359600126703876 | 0.028665573611541396228260652194578409423
f(z) = -25/54*z^3 + 7/40*z + 1
*
7/5 | 0.11808972075805159753861141753739318658 | 0.029336497735055019184995712170417997816
f(z) = -25/56*z^3 + 9/56*z + 1
*
[ 7/8 ] 
f(z) = -24/49*z^3 + 13/56*z + 1
*
[ 10/13 ] 
f(z) = -39/40*z^3 + 18/65*z + 1
*
[ 7/9 ] 
f(z) = -36/49*z^3 + 10/63*z + 1
*
[ 3/4 ] 
f(z) = -28/45*z^3 + 1/60*z + 1
*
[ 9/10 ] 
f(z) = -25/54*z^3 + 19/72*z + 1
*
[ 3/4 ] 
f(z) = -37/54*z^3 + 5/96*z + 1
*
9/8 | 0.11653944670727988973449268485633204676 | 0.025898750223968125581079891663912314579
f(z) = -32/45*z^3 + 1/90*z + 1
*
[ 4/5 ] 
f(z) = -25/42*z^3 + 11/84*z + 1
*
[ 4/5 ] 
f(z) = -25/46*z^3 + 9/92*z + 1
*
[ 6/7 ] 
f(z) = -25/54*z^3 + 17/98*z + 1
*
[ 3/4 ] 
f(z) = -40/51*z^3 + 11/102*z + 1
*
[ 3/4 ] 
f(z) = -40/57*z^3 + 7/114*z + 1
*
[ 4/5 ] 
f(z) = -25/54*z^3 + 5/108*z + 1
*
[ 4/5 ] 
f(z) = -25/58*z^3 + 3/116*z + 1
*
[ 3/4 ] 
f(z) = -38/45*z^3 + 17/120*z + 1
*
[ 3/4 ] 
f(z) = -34/45*z^3 + 11/120*z + 1
*
[ 3/4 ] 
f(z) = -32/41*z^3 + 13/123*z + 1
*
[ 3/4 ] 
f(z) = -32/43*z^3 + 11/129*z + 1
*
11/9 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -27/44*z^3 + 1/132*z + 1
*
11/9 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = -27/44*z^3 + 13/132*z + 1
*
[ 5/6 ] 
f(z) = -21/50*z^3 + 11/120*z + 1
*
[ 3/4 ] 
f(z) = -32/47*z^3 + 7/141*z + 1
*
[ 3/4 ] 
f(z) = -32/49*z^3 + 5/147*z + 1
*
[ 3/4 ] 
f(z) = -32/53*z^3 + 1/159*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = -21/50*z^3 + 13/150*z + 1
*
11/9 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -27/55*z^3 + 1/165*z + 1
*
[ 7/9 ] 
f(z) = -27/56*z^3 + 1/168*z + 1
*
[ 5/6 ] 
f(z) = -24/55*z^3 + 17/165*z + 1
*
[ 7/9 ] 
f(z) = -30/49*z^3 + 16/189*z + 1
*
[ 4/5 ] 
f(z) = -25/47*z^3 + 17/188*z + 1
*
[ 4/5 ] 
f(z) = -25/49*z^3 + 15/196*z + 1
*
[ 7/9 ] 
f(z) = -24/49*z^3 + 2/189*z + 1
*
[ 4/5 ] 
f(z) = -25/51*z^3 + 13/204*z + 1
*
[ 4/5 ] 
f(z) = -25/53*z^3 + 11/212*z + 1
*
[ 4/5 ] 
f(z) = -25/57*z^3 + 7/228*z + 1
*
[ 4/5 ] 
f(z) = -25/59*z^3 + 5/236*z + 1
*
[ 3/4 ] 
f(z) = -31/45*z^3 + 13/240*z + 1
*
[ 24/31 ] 
f(z) = -31/54*z^3 + 13/248*z + 1
*
[ 3/4 ] 
f(z) = -29/45*z^3 + 7/240*z + 1
*
[ 14/19 ] 
f(z) = -38/49*z^3 + 17/266*z + 1
*
0 | 0.16772862589002330414025002581086992176 | 0.029766617336641187776713053740844260949
f(z) = -25/56*z^3 + 13/280*z + 1
*
[ 2 ] 
f(z) = -39/40*z^3 + 22/5*z + 1
*
[ -2 ] 
f(z) = -39/40*z^3 + 27/5*z + 1
*
-2/3 | 0.15548644072748975652815265549172211132 | 0.028546711566510152269366023571378680003
f(z) = -39/40*z^3 + 29/15*z + 1
*
[ 2 ] 
f(z) = -39/56*z^3 + 23/7*z + 1
*
[ -2 ] 
f(z) = -39/56*z^3 + 30/7*z + 1
*
[ 2 ] 
f(z) = -37/40*z^3 + 21/5*z + 1
*
[ -2 ] 
f(z) = -37/40*z^3 + 26/5*z + 1
*
-2 | 0.059741209408068513245380160488338852933 | 0.012393717793240540107119801982007468345
f(z) = -37/48*z^3 + 31/12*z + 1
*
[ 2 ] 
f(z) = -37/56*z^3 + 22/7*z + 1
*
[ -2 ] 
f(z) = -37/56*z^3 + 29/7*z + 1
*
[ -7/6 ] 
f(z) = -36/49*z^3 + 20/7*z + 1
*
[ 7/3 ] 
f(z) = -36/49*z^3 + 32/7*z + 1
*
[ -7/3 ] 
f(z) = -36/49*z^3 + 38/7*z + 1
*
-2 | 0.058397965120224489589122062586106235082 | 0.012285023060987252331680946648630615234
f(z) = -35/48*z^3 + 29/12*z + 1
*
-12/5 | 0.14635781985554297955905979730658667743 | 0.020671931080645416912361391230928103152
f(z) = -35/54*z^3 + 22/5*z + 1
*
-6/7 | 0.18443734369998881422991896312780364820 | 0.028677942614103552131524936003657364006
f(z) = -35/54*z^3 + 23/14*z + 1
*
[ -3/2 ] 
f(z) = -35/54*z^3 + 25/8*z + 1
*
-6/7 | 0.17114666496522315117041961311406184447 | 0.023265382480998168420240764296915909172
f(z) = -35/54*z^3 + 29/7*z + 1
*
[ -3/5 ] 
f(z) = -35/54*z^3 + 29/10*z + 1
*
[ -6/7 ] 
f(z) = -35/54*z^3 + 37/14*z + 1
*
[ -2 ] 
f(z) = -33/40*z^3 + 24/5*z + 1
*
-2/3 | 0.12555561822039939965655144517576672571 | 0.023201003357815800576420554618086022935
f(z) = -33/40*z^3 + 28/15*z + 1
*
[ 2 ] 
f(z) = -33/56*z^3 + 20/7*z + 1
*
[ -2 ] 
f(z) = -33/56*z^3 + 27/7*z + 1
*
[ 3/2 ] 
f(z) = -32/45*z^3 + 29/15*z + 1
*
[ -7/4 ] 
f(z) = -32/49*z^3 + 25/7*z + 1
*
[ -7/8 ] 
f(z) = -32/49*z^3 + 37/14*z + 1
*
[ -2 ] 
f(z) = -31/40*z^3 + 23/5*z + 1
*
-2 | 0.054915281510037900799888506108501260782 | 0.011924701865986567404067522118316474946
f(z) = -31/48*z^3 + 25/12*z + 1
*
[ 2 ] 
f(z) = -31/48*z^3 + 37/12*z + 1
*
[ 3 ] 
f(z) = -31/54*z^3 + 35/6*z + 1
*
[ -2 ] 
f(z) = -31/56*z^3 + 26/7*z + 1
*
[ -2 ] 
f(z) = -29/40*z^3 + 22/5*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.011355079597056759733925702783949539805
f(z) = -29/48*z^3 + 23/12*z + 1
*
[ 2 ] 
f(z) = -29/48*z^3 + 35/12*z + 1
*
[ -3/2 ] 
f(z) = -29/54*z^3 + 23/8*z + 1
*
[ -3 ] 
f(z) = -29/54*z^3 + 37/6*z + 1
*
[ -2 ] 
f(z) = -29/56*z^3 + 25/7*z + 1
*
[ 3/2 ] 
f(z) = -28/45*z^3 + 26/15*z + 1
*
[ -2 ] 
f(z) = -27/40*z^3 + 21/5*z + 1
*
-2/3 | 0.062154085118512948310942284486359569215 | 0.011087456243274196795444757943078201256
f(z) = -27/40*z^3 + 34/5*z + 1
*
-10/9 | 0.14549556934968635640222292171351681125 | 0.025449512744865430577686632534846787332
f(z) = -27/40*z^3 + 38/15*z + 1
*
[ 7/3 ] 
f(z) = -27/49*z^3 + 25/7*z + 1
*
[ -7/3 ] 
f(z) = -27/49*z^3 + 31/7*z + 1
*
[ -5/3 ] 
f(z) = -27/50*z^3 + 31/10*z + 1
*
[ -2 ] 
f(z) = -27/56*z^3 + 24/7*z + 1
*
6/5 | 0.11237825163415019096027155919630154419 | 0.024852610801960414442249754099578959003
f(z) = -25/48*z^3 + 23/12*z + 1
*
4/5 | 0.051345269213453875604939132125562461387 | 0.011149483545619968690788528588945922548
f(z) = -25/48*z^3 + 25/12*z + 1
*
-12/5 | 0.11425435542281013808308603872042588669 | 0.024035381854450150097138722161190214333
f(z) = -25/48*z^3 + 29/12*z + 1
*
-12/5 | 0.11938554144897427159965114450438958375 | 0.024159081382083464610656542162954394922
f(z) = -25/48*z^3 + 35/12*z + 1
*
-12/5 | 0.10489117353944183770208967002176563383 | 0.020989937547806688948738515283084008006
f(z) = -25/48*z^3 + 37/12*z + 1
*
[ 3 ] 
f(z) = -25/54*z^3 + 29/6*z + 1
*
[ 6 ] 
f(z) = -25/54*z^3 + 35/2*z + 1
*
[ -3/10 ] 
f(z) = -25/54*z^3 + 35/8*z + 1
*
[ 9/5 ] 
f(z) = -25/54*z^3 + 35/18*z + 1
*
-14/5 | 0.14661445187277857561065238881624763960 | 0.028888557753962098159010270169249543244
f(z) = -25/56*z^3 + 20/7*z + 1
*
[ -2 ] 
f(z) = -25/56*z^3 + 23/7*z + 1
*
[ -2/5 ] 
f(z) = -25/56*z^3 + 25/7*z + 1
*
[ 14/5 ] 
f(z) = -25/56*z^3 + 29/7*z + 1
*
[ -14/5 ] 
f(z) = -25/56*z^3 + 34/7*z + 1
*
[ 7/4 ] 
f(z) = -24/49*z^3 + 27/14*z + 1
*
[ 2 ] 
f(z) = -23/48*z^3 + 29/12*z + 1
*
[ -3/2 ] 
f(z) = -23/54*z^3 + 21/8*z + 1
*
[ -3 ] 
f(z) = -23/54*z^3 + 31/6*z + 1
*
[ -6 ] 
f(z) = -23/54*z^3 + 33/2*z + 1
*
[ -2 ] 
f(z) = -23/56*z^3 + 22/7*z + 1
*
-2/3 | 0.14532996949556178156210431620921191472 | 0.027227903075437031228443341008639753863
f(z) = -21/40*z^3 + 26/15*z + 1
*
3/2 | 0.12317252869777001846269736248546716859 | 0.026153888696466449571417856856837131472
f(z) = -38/45*z^3 + 37/30*z + 1
*
3/2 | 0.13200348614219368738718001735610812484 | 0.029123130411498370332219603650648872091
f(z) = -34/45*z^3 + 31/30*z + 1
*
[ 3/2 ] 
f(z) = -29/54*z^3 + 37/24*z + 1
*
[ 4/3 ] 
f(z) = -27/40*z^3 + 29/20*z + 1
*
[ 7/6 ] 
f(z) = -27/49*z^3 + 25/28*z + 1
*
[ 10/9 ] 
f(z) = -27/50*z^3 + 23/30*z + 1
*
-14/9 | 0.14661532970615747941788035636392102844 | 0.026918009755499507732240067063377506455
f(z) = -27/56*z^3 + 29/21*z + 1
*
[ 4/3 ] 
f(z) = -27/56*z^3 + 31/28*z + 1
*
[ 14/9 ] 
f(z) = -27/56*z^3 + 32/21*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.016084982632761572929373646909539007827
f(z) = -25/44*z^3 + 39/22*z + 1
*
-8/5 | 0.10268950481048686148769706704839035532 | 0.026526523557195411914431235933791028776
f(z) = -25/48*z^3 + 23/24*z + 1
*
-2 | 0.073171462267429141879144288453722909213 | 0.017000547315829859434576049235481377977
f(z) = -25/52*z^3 + 37/26*z + 1
*
-2 | 0.070078089146950031293751153673113906862 | 0.016494802313382434176625870253753268399
f(z) = -23/44*z^3 + 35/22*z + 1
*
-2 | 0.073171545513079345000929757553609993119 | 0.017464815126434069240802064280891241498
f(z) = -23/52*z^3 + 33/26*z + 1
*
[ 3/2 ] 
f(z) = -23/54*z^3 + 31/24*z + 1
*
-10/7 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = -21/40*z^3 + 27/35*z + 1
*
-2 | 0.070077730037236390253612527530487433340 | 0.016979754836955895900301217836027123026
f(z) = -21/44*z^3 + 31/22*z + 1
*
-2 | 0.073171334611362935907334981246423708556 | 0.018020529883392248355497108288055941066
f(z) = -21/52*z^3 + 29/26*z + 1
*
[ 7/8 ] 
f(z) = -40/49*z^3 + 27/56*z + 1
*
3/10 | 0.20247671903390014465042937497337736500 | 0.028988538654132742816491676847142284862
f(z) = -35/54*z^3 + 29/40*z + 1
*
[ 10/11 ] 
f(z) = -33/40*z^3 + 32/55*z + 1
*
9/5 | 0.064613807374224638554502412410670753622 | 0.016352776992815376285654170647052190058
f(z) = -25/52*z^3 + 29/52*z + 1
*
[ 6/5 ] 
f(z) = -23/54*z^3 + 39/50*z + 1
*
[ 14/15 ] 
f(z) = -25/56*z^3 + 20/63*z + 1
*
[ 6/7 ] 
f(z) = -37/54*z^3 + 33/98*z + 1
*
[ 6/7 ] 
f(z) = -35/48*z^3 + 31/84*z + 1
*
4/3 | 0.12753735475329642465656774055343794442 | 0.024890369109922886359270504106198404639
f(z) = -33/56*z^3 + 25/84*z + 1
*
[ 6/7 ] 
f(z) = -31/54*z^3 + 25/98*z + 1
*
[ 6/7 ] 
f(z) = -21/40*z^3 + 23/105*z + 1
*
0 | 0.089677333795706363331126330935008510292 | 0.018731590280215129441907853859909014916
f(z) = -39/40*z^3 + 37/120*z + 1
*
[ 10/13 ] 
f(z) = -39/50*z^3 + 21/130*z + 1
*
[ 5/6 ] 
f(z) = -33/50*z^3 + 31/120*z + 1
*
6/7 | 0.18747523836489488389257296051418856940 | 0.025243923730564875832678527937895752405
f(z) = -35/48*z^3 + 33/140*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -27/50*z^3 + 31/150*z + 1
*
[ 4/5 ] 
f(z) = -25/41*z^3 + 23/164*z + 1
*
[ 4/5 ] 
f(z) = -25/43*z^3 + 21/172*z + 1
*
[ 7/9 ] 
f(z) = -39/49*z^3 + 37/189*z + 1
*
[ 7/9 ] 
f(z) = -33/49*z^3 + 23/189*z + 1
*
5/4 | 0.10416020887373030888368397413709850897 | 0.020057976960828105025956162581283196383
f(z) = -28/45*z^3 + 31/180*z + 1
*
-24/35 | 0.19894519335424944832910894467177640573 | 0.026370153183191983344689151691499265483
f(z) = -35/54*z^3 + 29/210*z + 1
*
[ 24/29 ] 
f(z) = -29/54*z^3 + 37/232*z + 1
*
[ 5/6 ] 
f(z) = -27/55*z^3 + 31/220*z + 1
*
[ 3/4 ] 
f(z) = -37/45*z^3 + 31/240*z + 1
*
0 | 0.085281962986570729870995695524377686255 | 0.015560587767122483754751246466603639686
f(z) = -25/48*z^3 + 29/240*z + 1
*
[ 3/4 ] 
f(z) = -40/49*z^3 + 37/294*z + 1
*
[ 7/4 ] 
f(z) = -40/49*z^3 + 41/14*z + 1
*
[ -7/4 ] 
f(z) = -40/49*z^3 + 57/14*z + 1
*
2 | 0.12753978489441049367595900992517302838 | 0.022016137629958961491179862177295424198
f(z) = -39/40*z^3 + 41/15*z + 1
*
[ -2/3 ] 
f(z) = -39/40*z^3 + 44/15*z + 1
*
[ 2 ] 
f(z) = -37/48*z^3 + 43/12*z + 1
*
[ -2 ] 
f(z) = -37/48*z^3 + 55/12*z + 1
*
[ 3 ] 
f(z) = -37/54*z^3 + 41/6*z + 1
*
[ 6 ] 
f(z) = -37/54*z^3 + 51/2*z + 1
*
[ 2 ] 
f(z) = -35/48*z^3 + 41/12*z + 1
*
[ -2 ] 
f(z) = -35/48*z^3 + 53/12*z + 1
*
[ -3 ] 
f(z) = -35/54*z^3 + 43/6*z + 1
*
12/7 | 0.19726934957235995752906237603147085282 | 0.027953566076523214613861404012534382436
f(z) = -35/54*z^3 + 43/14*z + 1
*
[ -6 ] 
f(z) = -35/54*z^3 + 49/2*z + 1
*
-3/5 | 0.19926406575627307634299598600112442842 | 0.027024813522413457697672982532356889604
f(z) = -35/54*z^3 + 59/10*z + 1
*
[ -2/3 ] 
f(z) = -33/40*z^3 + 43/15*z + 1
*
[ -3/4 ] 
f(z) = -32/45*z^3 + 41/15*z + 1
*
[ -3/2 ] 
f(z) = -32/45*z^3 + 49/15*z + 1
*
[ -2 ] 
f(z) = -31/48*z^3 + 49/12*z + 1
*
[ 6 ] 
f(z) = -31/54*z^3 + 43/2*z + 1
*
[ -2 ] 
f(z) = -29/48*z^3 + 47/12*z + 1
*
[ -6 ] 
f(z) = -29/54*z^3 + 41/2*z + 1
*
[ -3/2 ] 
f(z) = -28/45*z^3 + 46/15*z + 1
*
[ 10/3 ] 
f(z) = -27/40*z^3 + 41/5*z + 1
*
[ -10/9 ] 
f(z) = -27/40*z^3 + 41/15*z + 1
*
[ -10/3 ] 
f(z) = -27/40*z^3 + 44/5*z + 1
*
-10/9 | 0.12792248102704539816615588870257026661 | 0.021573582576062467107307017289915023766
f(z) = -27/40*z^3 + 47/15*z + 1
*
-20/9 | 0.17597006310933074210088790451762476733 | 0.029019837783372960522412327657602131811
f(z) = -27/50*z^3 + 43/15*z + 1
*
-12/5 | 0.075633169025572969055922463620870546784 | 0.014443618312289717976033514877316527983
f(z) = -25/48*z^3 + 47/12*z + 1
*
[ -12/5 ] 
f(z) = -25/48*z^3 + 53/12*z + 1
*
-3 | 0.19591226771423694090121926917493196366 | 0.027761264142773604475139084236775622508
f(z) = -25/54*z^3 + 43/10*z + 1
*
[ -12/5 ] 
f(z) = -25/54*z^3 + 49/12*z + 1
*
-3/5 | 0.13774222256158157605466967362402047552 | 0.022333498867019941845785909967409331562
f(z) = -25/54*z^3 + 53/6*z + 1
*
[ -9/5 ] 
f(z) = -25/54*z^3 + 55/18*z + 1
*
-39/10 | 0.11759013324081444750244921770093333781 | 0.015947940291430693453841005682906502444
f(z) = -25/54*z^3 + 59/8*z + 1
*
[ -7/4 ] 
f(z) = -24/49*z^3 + 43/14*z + 1
*
[ 7/2 ] 
f(z) = -24/49*z^3 + 47/7*z + 1
*
[ -7/2 ] 
f(z) = -24/49*z^3 + 51/7*z + 1
*
[ -2 ] 
f(z) = -23/48*z^3 + 41/12*z + 1
*
[ -2/3 ] 
f(z) = -39/56*z^3 + 59/21*z + 1
*
-2 | 0.079196769532029712284171391022019811995 | 0.016600713684967188250186859663698561324
f(z) = -35/44*z^3 + 59/22*z + 1
*
-2 | 0.078056873702283803088518809317282858466 | 0.016480912814948449514974098277924986751
f(z) = -35/52*z^3 + 57/26*z + 1
*
[ 3/2 ] 
f(z) = -35/54*z^3 + 43/24*z + 1
*
-2 | 0.076107100285906940409741832990470759241 | 0.016319951595807849109937237915450103592
f(z) = -33/52*z^3 + 53/26*z + 1
*
[ -2/3 ] 
f(z) = -33/56*z^3 + 58/21*z + 1
*
3/8 | 0.13010291474357424750705474392485394014 | 0.026771180432151483117751092036606631137
f(z) = -32/45*z^3 + 43/30*z + 1
*
15/8 | 0.050624798092704080617161851658143257830 | 0.0099873258742056921997878527966864397812
f(z) = -32/45*z^3 + 53/30*z + 1
*
-2 | 0.076243453744668023491711077969074921002 | 0.016485167983187832625999353115964185315
f(z) = -31/44*z^3 + 51/22*z + 1
*
-2 | 0.073171481839933697195206485201641005260 | 0.015958996913354342008635319048729476423
f(z) = -31/52*z^3 + 49/26*z + 1
*
[ 7/5 ] 
f(z) = -30/49*z^3 + 52/35*z + 1
*
-2 | 0.074319489261382403001729413719668801729 | 0.016358060135435355299440346045876216506
f(z) = -29/44*z^3 + 47/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.016260949981104359124982706385904762827
f(z) = -29/52*z^3 + 45/26*z + 1
*
[ -4/3 ] 
f(z) = -27/40*z^3 + 59/20*z + 1
*
-2 | 0.071502917199428961792136714479233848339 | 0.016052389372415822727727167165689425761
f(z) = -27/44*z^3 + 43/22*z + 1
*
[ -7/9 ] 
f(z) = -27/49*z^3 + 55/21*z + 1
*
20/9 | 0.059609845043514093766099911940518061348 | 0.010481818771565670899874423620272165993
f(z) = -27/50*z^3 + 59/30*z + 1
*
-2 | 0.073171918482653123993190096434104512935 | 0.016604624523806270126984222734981546577
f(z) = -27/52*z^3 + 41/26*z + 1
*
2/9 | 0.099222141477917931379269265322835017940 | 0.016401076545299395238055721123920632198
f(z) = -27/56*z^3 + 53/21*z + 1
*
[ -14/9 ] 
f(z) = -27/56*z^3 + 59/21*z + 1
*
[ 3/2 ] 
f(z) = -26/45*z^3 + 49/30*z + 1
*
-3/2 | 0.12394924606264721675461506763557962752 | 0.023946224987006650026311795508330272926
f(z) = -26/45*z^3 + 59/30*z + 1
*
[ 8/5 ] 
f(z) = -25/48*z^3 + 41/24*z + 1
*
21/10 | 0.082428203757443164247239909208618703497 | 0.013945362820179268871700905037256231651
f(z) = -25/54*z^3 + 41/24*z + 1
*
[ -6/5 ] 
f(z) = -25/56*z^3 + 52/21*z + 1
*
[ -7/6 ] 
f(z) = -24/49*z^3 + 53/21*z + 1
*
[ 2 ] 
f(z) = -23/44*z^3 + 57/22*z + 1
*
[ 2 ] 
f(z) = -23/52*z^3 + 59/26*z + 1
*
[ 3/2 ] 
f(z) = -22/45*z^3 + 43/30*z + 1
*
-3/2 | 0.15187243786005108375874501397706188643 | 0.029961591657922715012936579931334543945
f(z) = -22/45*z^3 + 53/30*z + 1
*
[ 10/7 ] 
f(z) = -21/40*z^3 + 48/35*z + 1
*
[ 2 ] 
f(z) = -21/44*z^3 + 53/22*z + 1
*
[ 5/3 ] 
f(z) = -21/50*z^3 + 47/30*z + 1
*
[ 2 ] 
f(z) = -21/52*z^3 + 55/26*z + 1
*
-10/11 | 0.17232697914670026295328388574446225696 | 0.028311706425533859873203224628719925484
f(z) = -33/40*z^3 + 43/55*z + 1
*
[ 5/4 ] 
f(z) = -32/45*z^3 + 59/45*z + 1
*
[ 7/6 ] 
f(z) = -30/49*z^3 + 41/42*z + 1
*
[ 6/5 ] 
f(z) = -29/54*z^3 + 47/50*z + 1
*
5/3 | 0.096544372806110981692553641914150696101 | 0.024554591638697943702817616296094825033
f(z) = -27/40*z^3 + 51/40*z + 1
*
-5/3 | 0.11936402145571926257609542499532669588 | 0.029273556183799250363309707029641477230
f(z) = -27/40*z^3 + 59/40*z + 1
*
[ 4/3 ] 
f(z) = -27/44*z^3 + 59/44*z + 1
*
9/5 | 0.10268950481048686148769706704839035532 | 0.026385983150439868951700275270708501421
f(z) = -25/48*z^3 + 49/48*z + 1
*
-2 | 0.059609046642200916300500465042080240049 | 0.014618883937238270204707281585696245089
f(z) = -21/50*z^3 + 59/50*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -21/58*z^3 + 55/58*z + 1
*
-10/13 | 0.17542045623043840348347151491885946718 | 0.028050089235852659061430215537152508723
f(z) = -39/40*z^3 + 57/65*z + 1
*
-4/5 | 0.081149814850136301669027457779948230833 | 0.014806634041246537632994141002409811806
f(z) = -35/48*z^3 + 43/60*z + 1
*
-6/5 | 0.070970122244430201673913240081757103601 | 0.012949242458241336940588301334548711735
f(z) = -35/48*z^3 + 53/60*z + 1
*
-14/11 | 0.19101976410452122940054996616054070728 | 0.029738816705786216946828404611325899024
f(z) = -33/56*z^3 + 57/77*z + 1
*
-3/4 | 0.12211023108956269922359027818450037471 | 0.023514586120358340868284727965417304907
f(z) = -28/45*z^3 + 41/60*z + 1
*
4/3 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = -39/56*z^3 + 41/84*z + 1
*
-6/7 | 0.087379727637462617225461918058755014187 | 0.015021154871315082815541400906417128361
f(z) = -35/48*z^3 + 59/84*z + 1
*
-1/4 | 0.082482554930445779866452157010191333156 | 0.018330231937208122980698236321459659461
f(z) = -32/45*z^3 + 49/90*z + 1
*
[ 7/8 ] 
f(z) = -36/49*z^3 + 47/112*z + 1
*
[ 10/11 ] 
f(z) = -33/50*z^3 + 49/110*z + 1
*
-6/7 | 0.18430143919825111201026985822997774180 | 0.027371222178446316146746881794236986394
f(z) = -21/40*z^3 + 58/105*z + 1
*
[ 5/6 ] 
f(z) = -39/50*z^3 + 41/120*z + 1
*
0 | 0.099788247839834172884913505127721577141 | 0.020843534193094294942230132499620594231
f(z) = -33/40*z^3 + 59/120*z + 1
*
-3/16 | 0.10499229039669783274917138942609801938 | 0.017837314773186390542647651161842284371
f(z) = -32/45*z^3 + 43/120*z + 1
*
0 | 0.14000149009299680059104869296955461705 | 0.029243181526959861567283172733962588423
f(z) = -27/40*z^3 + 41/120*z + 1
*
[ 14/15 ] 
f(z) = -25/49*z^3 + 47/126*z + 1
*
-5/6 | 0.17993572375557668020619333808827947617 | 0.028128451218602124461529887121530942787
f(z) = -21/50*z^3 + 59/120*z + 1
*
4/3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -33/52*z^3 + 59/156*z + 1
*
[ 5/6 ] 
f(z) = -27/40*z^3 + 43/160*z + 1
*
[ 8/9 ] 
f(z) = -27/56*z^3 + 43/168*z + 1
*
-2/3 | 0.16339258151194414225078098198623427316 | 0.022222902473374594866336211241205038593
f(z) = -39/40*z^3 + 47/195*z + 1
*
5/4 | 0.13673929783782751241983282265047393935 | 0.025352009693420984932357789300986770671
f(z) = -36/55*z^3 + 49/220*z + 1
*
[ 4/5 ] 
f(z) = -35/44*z^3 + 57/220*z + 1
*
[ 7/8 ] 
f(z) = -26/49*z^3 + 59/224*z + 1
*
[ 7/8 ] 
f(z) = -22/49*z^3 + 45/224*z + 1
*
[ 3/4 ] 
f(z) = -40/41*z^3 + 53/246*z + 1
*
[ 3/4 ] 
f(z) = -40/43*z^3 + 49/258*z + 1
*
[ 4/5 ] 
f(z) = -35/52*z^3 + 47/260*z + 1
*
[ 3/4 ] 
f(z) = -40/47*z^3 + 41/282*z + 1
*
[ 6/7 ] 
f(z) = -23/54*z^3 + 43/294*z + 1
*
[ 7/2 ] 
f(z) = -40/49*z^3 + 75/7*z + 1
*
[ -7/2 ] 
f(z) = -40/49*z^3 + 79/7*z + 1
*
[ 7/2 ] 
f(z) = -36/49*z^3 + 68/7*z + 1
*
[ -7/2 ] 
f(z) = -36/49*z^3 + 72/7*z + 1
*
3/7 | 0.11014270792446081084970224734499285694 | 0.014684657681691126253307627482407758902
f(z) = -35/54*z^3 + 67/14*z + 1
*
[ 7/2 ] 
f(z) = -32/49*z^3 + 61/7*z + 1
*
[ -7/2 ] 
f(z) = -32/49*z^3 + 65/7*z + 1
*
26/9 | 0.18249966119747175536369603576365303409 | 0.028412368734001796580273423039679321221
f(z) = -27/40*z^3 + 77/15*z + 1
*
[ 10/3 ] 
f(z) = -27/50*z^3 + 67/10*z + 1
*
[ -10/3 ] 
f(z) = -27/50*z^3 + 73/10*z + 1
*
[ 14/3 ] 
f(z) = -27/56*z^3 + 79/7*z + 1
*
-2/5 | 0.16726123580286000965596331293294928529 | 0.029916227025013945799705125587931589585
f(z) = -25/48*z^3 + 67/12*z + 1
*
[ 14/5 ] 
f(z) = -25/49*z^3 + 65/14*z + 1
*
[ -14/5 ] 
f(z) = -25/49*z^3 + 75/14*z + 1
*
[ 3 ] 
f(z) = -23/45*z^3 + 79/15*z + 1
*
[ 3 ] 
f(z) = -22/45*z^3 + 76/15*z + 1
*
10/3 | 0.18171931231762417636337791275735569822 | 0.028652764638218914098262895481870936663
f(z) = -21/40*z^3 + 71/15*z + 1
*
10/3 | 0.12312011181684423362944949528181971316 | 0.019287222346418292996874522990934238012
f(z) = -21/40*z^3 + 74/15*z + 1
*
-10/3 | 0.16524636089373482675887484827086263636 | 0.025726297281091998760137320347154370879
f(z) = -21/40*z^3 + 77/15*z + 1
*
[ 7/5 ] 
f(z) = -40/49*z^3 + 66/35*z + 1
*
-2 | 0.081550835914506961350918631964134241659 | 0.016650368171560920618239266418177933042
f(z) = -39/44*z^3 + 67/22*z + 1
*
[ 5/3 ] 
f(z) = -39/50*z^3 + 77/30*z + 1
*
[ 3/2 ] 
f(z) = -38/45*z^3 + 67/30*z + 1
*
-2 | 0.080427594255143436140150208350383518037 | 0.016630046759586125861811249686025110967
f(z) = -37/44*z^3 + 63/22*z + 1
*
-2 | 0.079597521580945608400132084983124762596 | 0.016568936905097438776454137850634795333
f(z) = -37/52*z^3 + 61/26*z + 1
*
[ -3/2 ] 
f(z) = -37/54*z^3 + 77/24*z + 1
*
[ 7/4 ] 
f(z) = -36/49*z^3 + 75/28*z + 1
*
7/3 | 0.083492427508839326729757234755206056070 | 0.013220537535435559215233520319503351423
f(z) = -36/49*z^3 + 79/28*z + 1
*
[ 12/7 ] 
f(z) = -35/54*z^3 + 65/28*z + 1
*
3/5 | 0.15258314515588538472179025732601676835 | 0.023327082305811558532155165075144958494
f(z) = -35/54*z^3 + 77/30*z + 1
*
[ 3/2 ] 
f(z) = -34/45*z^3 + 61/30*z + 1
*
-3/2 | 0.14305379810476828561124353928357666540 | 0.026682708884946377820232094571482356973
f(z) = -34/45*z^3 + 71/30*z + 1
*
[ 5/3 ] 
f(z) = -33/50*z^3 + 67/30*z + 1
*
[ 2 ] 
f(z) = -33/52*z^3 + 79/26*z + 1
*
3/2 | 0.13417866124427588128176069659172341416 | 0.024898288234297578507833976707957018483
f(z) = -32/45*z^3 + 73/30*z + 1
*
[ 2 ] 
f(z) = -31/44*z^3 + 73/22*z + 1
*
[ 2 ] 
f(z) = -31/52*z^3 + 75/26*z + 1
*
[ -3/2 ] 
f(z) = -31/54*z^3 + 71/24*z + 1
*
[ 2 ] 
f(z) = -29/44*z^3 + 69/22*z + 1
*
[ 2 ] 
f(z) = -29/52*z^3 + 71/26*z + 1
*
[ -2/3 ] 
f(z) = -27/44*z^3 + 61/22*z + 1
*
[ 2 ] 
f(z) = -27/44*z^3 + 65/22*z + 1
*
[ -7/6 ] 
f(z) = -27/49*z^3 + 73/28*z + 1
*
[ -10/9 ] 
f(z) = -27/50*z^3 + 77/30*z + 1
*
[ 2 ] 
f(z) = -27/52*z^3 + 67/26*z + 1
*
[ -2/3 ] 
f(z) = -27/52*z^3 + 71/26*z + 1
*
-14/9 | 0.14661532970615747941788035636392102844 | 0.023444090672066533052792857100731050403
f(z) = -27/56*z^3 + 65/21*z + 1
*
[ -4/3 ] 
f(z) = -27/56*z^3 + 73/28*z + 1
*
-2/9 | 0.11137335028270978172465481547801665570 | 0.017447048566392465294834055568783940481
f(z) = -27/56*z^3 + 74/21*z + 1
*
[ 2 ] 
f(z) = -25/44*z^3 + 61/22*z + 1
*
[ -2/5 ] 
f(z) = -25/44*z^3 + 79/22*z + 1
*
[ -8/5 ] 
f(z) = -25/48*z^3 + 71/24*z + 1
*
[ -7/10 ] 
f(z) = -25/49*z^3 + 75/28*z + 1
*
[ 2 ] 
f(z) = -25/52*z^3 + 63/26*z + 1
*
[ -3/2 ] 
f(z) = -25/54*z^3 + 65/24*z + 1
*
[ -4/5 ] 
f(z) = -25/56*z^3 + 71/28*z + 1
*
[ 7/3 ] 
f(z) = -24/49*z^3 + 68/21*z + 1
*
[ -2 ] 
f(z) = -23/44*z^3 + 79/22*z + 1
*
[ -2 ] 
f(z) = -21/44*z^3 + 75/22*z + 1
*
-1 | 0.071575382585838505248037310790023197245 | 0.016380875799999886154050367488710781811
f(z) = -39/40*z^3 + 79/40*z + 1
*
-1 | 0.078689383805525007169815050261112964376 | 0.018008999411927165701735700165776608233
f(z) = -38/41*z^3 + 79/41*z + 1
*
-1 | 0.069597087194397909262320473965815277341 | 0.016022146582407900516298898826930349732
f(z) = -37/40*z^3 + 77/40*z + 1
*
-1 | 0.077613901893840039436820810609069076448 | 0.017814801259696371477046883132781649684
f(z) = -37/41*z^3 + 78/41*z + 1
*
-1 | 0.043848509782959559875342910978293120490 | 0.010035251881585536667758123523283504694
f(z) = -37/42*z^3 + 79/42*z + 1
*
-1 | 0.076436495083703182795683606694695485548 | 0.017596666438867449642523539158956434996
f(z) = -36/41*z^3 + 77/41*z + 1
*
-1 | 0.075002304191630359948712684964215969251 | 0.017165167482038611084337562993559536387
f(z) = -36/43*z^3 + 79/43*z + 1
*
-1 | 0.075120780372692661993512775848305419105 | 0.017345972256912491186446900031285268957
f(z) = -35/41*z^3 + 76/41*z + 1
*
-1 | 0.073311446267955452886866641149956091612 | 0.016827254054446538203601308255077930435
f(z) = -35/43*z^3 + 78/43*z + 1
*
-1 | 0.063207779827469441463271264311657461242 | 0.014465850597526155875205076580958347608
f(z) = -35/44*z^3 + 79/44*z + 1
*
-3/2 | 0.21443028153872091721826260084830410189 | 0.028950810872774301775051413353599127399
f(z) = -35/54*z^3 + 61/40*z + 1
*
-3/2 | 0.11809075437447248726079261474012775403 | 0.015405918855160638620432901671654338596
f(z) = -35/54*z^3 + 79/56*z + 1
*
-1 | 0.073589876841566709081247740187149508561 | 0.017044604387177269292128138834210360352
f(z) = -34/41*z^3 + 75/41*z + 1
*
-1 | 0.070464811574380455518534425928700061727 | 0.016221907919694562839124032461728233250
f(z) = -34/43*z^3 + 77/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013029251534264929821519610006175370870
f(z) = -34/45*z^3 + 79/45*z + 1
*
-1 | 0.064273073718346732181507759124616986477 | 0.014980464120444709314372736263176146049
f(z) = -33/40*z^3 + 73/40*z + 1
*
-1 | 0.071595266128004803673911716145258658152 | 0.016634336279218669179964768445500756759
f(z) = -33/41*z^3 + 74/41*z + 1
*
-1 | 0.069657519559429504945829671399258457582 | 0.016084462857928819820409640150795422132
f(z) = -33/43*z^3 + 76/43*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.013288946750780253169978451681981540191
f(z) = -33/46*z^3 + 79/46*z + 1
*
-1 | 0.068770947968969169785086218198596859861 | 0.016028807383519241374281963954276013702
f(z) = -32/41*z^3 + 73/41*z + 1
*
-1 | 0.069652879353469512696906434390624087123 | 0.016132732163197355860892089141513522403
f(z) = -32/43*z^3 + 75/43*z + 1
*
-1 | 0.056931141225608154263895924382026023954 | 0.013106282555656751763031762871227437261
f(z) = -32/45*z^3 + 77/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016317629153313144447360414778542535663
f(z) = -32/47*z^3 + 79/47*z + 1
*
[ 5/4 ] 
f(z) = -32/55*z^3 + 61/55*z + 1
*
-1 | 0.059797909855635384212605853389120682449 | 0.014028243166395251555896791126622054031
f(z) = -31/40*z^3 + 71/40*z + 1
*
-1 | 0.068770771508754883788955877658520573205 | 0.016080463051106072784581567863269177626
f(z) = -31/41*z^3 + 72/41*z + 1
*
-1 | 0.069652848782984475708427334416726062468 | 0.016183037959384409531457150295988441015
f(z) = -31/43*z^3 + 74/43*z + 1
*
-1 | 0.061520665780892817866504743656184947759 | 0.014249180116561639691548335026032727200
f(z) = -31/44*z^3 + 75/44*z + 1
*
-1 | 0.056930934571240711290527821394869483988 | 0.013145795434146185851658300666231820034
f(z) = -31/45*z^3 + 76/45*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013367244170346151535125492928878946221
f(z) = -31/46*z^3 + 77/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016365341935295993698307998511140415546
f(z) = -31/47*z^3 + 78/47*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016133009062564016959133734072468363587
f(z) = -30/41*z^3 + 71/41*z + 1
*
-1 | 0.069652832905795821584283560755648716838 | 0.016234352954785754754613723652393134229
f(z) = -30/43*z^3 + 73/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016413955676419570538474577883849552584
f(z) = -30/47*z^3 + 77/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016494245656374235391010137718484759423
f(z) = -30/49*z^3 + 79/49*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.014112826358809253376417525641621710960
f(z) = -29/40*z^3 + 69/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016186873038357010708516788094519985640
f(z) = -29/41*z^3 + 70/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016286483923685449969804751308760977657
f(z) = -29/43*z^3 + 72/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.014338840410370838483061414805543017695
f(z) = -29/44*z^3 + 73/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013227178005633836460747084359543635718
f(z) = -29/45*z^3 + 74/45*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013448724391468630231527589753606433444
f(z) = -29/46*z^3 + 75/46*z + 1
*
-1 | 0.071299881476643085412953424342621270709 | 0.016463696994082073243254814054055309840
f(z) = -29/47*z^3 + 76/47*z + 1
*
-1 | 0.072071131893050588404061148756160666557 | 0.016542563379846806725921252627717550109
f(z) = -29/49*z^3 + 78/49*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.013642333247513444340432283201863053973
f(z) = -29/50*z^3 + 79/50*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016241880786996895885847460018727342894
f(z) = -28/41*z^3 + 69/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016339921364836315933520787409544232532
f(z) = -28/43*z^3 + 71/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013269123252778821070205974840301809846
f(z) = -28/45*z^3 + 73/45*z + 1
*
-1 | 0.071299150586573225323848223093222913971 | 0.016514035177777124279861130275587907443
f(z) = -28/47*z^3 + 75/47*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012007912479288642347921804241909447788
f(z) = -28/51*z^3 + 79/51*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.014211552494589065391097504400753842561
f(z) = -27/40*z^3 + 67/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016298075010683411227747236741234124021
f(z) = -27/41*z^3 + 68/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016394476167690625200767950196042777129
f(z) = -27/43*z^3 + 70/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.014432285554714518160065769637552320873
f(z) = -27/44*z^3 + 71/44*z + 1
*
-1 | 0.058065107398987798105898022342388662110 | 0.013533540683802851668354584079709723330
f(z) = -27/46*z^3 + 73/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016565509144802147469288323328886997574
f(z) = -27/47*z^3 + 74/47*z + 1
*
[ 14/9 ] 
f(z) = -27/49*z^3 + 71/42*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016641695666384036823460097238674706510
f(z) = -27/49*z^3 + 76/49*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.013722866915514187513058882776083409694
f(z) = -27/50*z^3 + 77/50*z + 1
*
[ 4/3 ] 
f(z) = -27/52*z^3 + 61/52*z + 1
*
-1 | 0.064614492045480659322600078073786050348 | 0.014787793384237062170749734883088272002
f(z) = -27/52*z^3 + 79/52*z + 1
*
-2 | 0.062358454449201334509753428056204460708 | 0.014271472404457992406170841894214669371
f(z) = -27/58*z^3 + 79/58*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016355500701755902960910645695422227333
f(z) = -26/41*z^3 + 67/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016450189412736652336829115340597436047
f(z) = -26/43*z^3 + 69/43*z + 1
*
-1 | 0.056931233939779103065685977684315301027 | 0.013355737606853676743807983884081436075
f(z) = -26/45*z^3 + 71/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016618040710859947134748330451409641147
f(z) = -26/47*z^3 + 73/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016692749201868017861028450964331038327
f(z) = -26/49*z^3 + 75/49*z + 1
*
-1 | 0.052468608771633610541687036658941247858 | 0.012078950062464597204724264047335790058
f(z) = -26/51*z^3 + 77/51*z + 1
*
-1 | 0.073524451768803117882465024535702340579 | 0.016826943415125251305177865899754609360
f(z) = -26/53*z^3 + 79/53*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016414205303670117279532086900722976036
f(z) = -25/41*z^3 + 66/41*z + 1
*
[ 7/5 ] 
f(z) = -25/42*z^3 + 61/42*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016507104349846949362502759792335238779
f(z) = -25/43*z^3 + 68/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.014529680145503880601442510818408764364
f(z) = -25/44*z^3 + 69/44*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013621643983900055129678491883449883090
f(z) = -25/46*z^3 + 71/46*z + 1
*
-2 | 0.058066207633450282704544396456198824018 | 0.013367589473810039583827391844946510793
f(z) = -25/46*z^3 + 77/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016671638065049920466495942981904749732
f(z) = -25/47*z^3 + 72/47*z + 1
*
-1 | 0.042787552954984972160879949378361486481 | 0.0099727205307253500968838454974513824769
f(z) = -25/48*z^3 + 73/48*z + 1
*
-1 | 0.072071407456566592246954689917206153363 | 0.016744962238225094015703275304472913913
f(z) = -25/49*z^3 + 74/49*z + 1
*
-1 | 0.052467419288760853108478838522408278328 | 0.012115135051305632551115210407221847948
f(z) = -25/51*z^3 + 76/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.014874931333054789223258114656111062779
f(z) = -25/52*z^3 + 77/52*z + 1
*
-1 | 0.073524286117163625993039646060968996539 | 0.016876107410884842496020179809491224114
f(z) = -25/53*z^3 + 78/53*z + 1
*
-2 | 0.047471787966180251010935931322606159149 | 0.011064499878706201567631883965111039245
f(z) = -25/54*z^3 + 73/54*z + 1
*
3/2 | 0.18881106969741067859946849935174972900 | 0.024631970844139019382774753044336883998
f(z) = -25/54*z^3 + 79/40*z + 1
*
-1 | 0.047471419907783278727410095414106983710 | 0.010864397862302115742121553043699109141
f(z) = -25/54*z^3 + 79/54*z + 1
*
[ 7/5 ] 
f(z) = -25/56*z^3 + 65/56*z + 1
*
-2 | 0.062357634199381485283549936668264728185 | 0.014628739665682639001686251795845726007
f(z) = -25/58*z^3 + 71/58*z + 1
*
-1 | 0.068770634164597797621420458069404166945 | 0.016474425997930258233773612902340961675
f(z) = -24/41*z^3 + 65/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016565266548405633423663422835298995761
f(z) = -24/43*z^3 + 67/43*z + 1
*
-1 | 0.071299690629225649884306918076021544788 | 0.016726494291359751509037532616627315492
f(z) = -24/47*z^3 + 71/47*z + 1
*
-1 | 0.072071223917897560436510283352325923465 | 0.016798020097028784211224582015424752255
f(z) = -24/49*z^3 + 73/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016926155107026767528298150101256211952
f(z) = -24/53*z^3 + 77/53*z + 1
*
-1 | 0.074209874569697771411283856064402213083 | 0.016983810558077342818394237547344271568
f(z) = -24/55*z^3 + 79/55*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.014422704987952389100754072404258929515
f(z) = -23/40*z^3 + 63/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016535654335240999052981392924453421916
f(z) = -23/41*z^3 + 64/41*z + 1
*
-1 | 0.069652005668392494830348770837260217510 | 0.016624760262394236322494657237511815012
f(z) = -23/43*z^3 + 66/43*z + 1
*
-1 | 0.061520870509208407104250362829913693587 | 0.014631478702031606351049293255788639490
f(z) = -23/44*z^3 + 67/44*z + 1
*
-1 | 0.056931295837463107321069646860786464644 | 0.013492402387990663681892138506485979556
f(z) = -23/45*z^3 + 68/45*z + 1
*
-1 | 0.071299471454232408883316706819300704561 | 0.016782288173127263703291794868652480650
f(z) = -23/47*z^3 + 70/47*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.010037550140224330672268476986196676517
f(z) = -23/48*z^3 + 71/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016852086240926710674273074610819955806
f(z) = -23/49*z^3 + 72/49*z + 1
*
-2 | 0.059609586729695863148817479677622788495 | 0.014176919010629149865323381304824422340
f(z) = -23/50*z^3 + 67/50*z + 1
*
-1 | 0.059609925124829913933006862101113688721 | 0.013893599494993624161098602677328983613
f(z) = -23/50*z^3 + 73/50*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012190323858736030180735224917103684011
f(z) = -23/51*z^3 + 74/51*z + 1
*
-1 | 0.064614342254504213059734154158421501720 | 0.014965725568976902516369683497180702547
f(z) = -23/52*z^3 + 75/52*z + 1
*
-1 | 0.073524212466816904583762320170593412033 | 0.016977312314028499485729971957287012959
f(z) = -23/53*z^3 + 76/53*z + 1
*
-2 | 0.047471172003370504547089176530780240381 | 0.011372009575086050970065536880890643165
f(z) = -23/54*z^3 + 65/54*z + 1
*
-1 | 0.047471553501555989980090776989602134775 | 0.010928563526977202463073116317503047538
f(z) = -23/54*z^3 + 77/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017033471079358098098910648067294105409
f(z) = -23/55*z^3 + 78/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015101719818367193573118461726777402868
f(z) = -23/56*z^3 + 79/56*z + 1
*
-2 | 0.062358100074789739127368538061385647149 | 0.015050946733055091459653952329278591317
f(z) = -23/58*z^3 + 63/58*z + 1
*
-1 | 0.068770570979256005714939474305588451083 | 0.016598680834873985121799788646940115038
f(z) = -22/41*z^3 + 63/41*z + 1
*
-1 | 0.069652514411678351205794803516357013282 | 0.016685685804474896644427823425175087536
f(z) = -22/43*z^3 + 65/43*z + 1
*
-1 | 0.056931030043459541194384987401564987874 | 0.013539879177114684583343998851359101284
f(z) = -22/45*z^3 + 67/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016839214975788431916170566806815236209
f(z) = -22/47*z^3 + 69/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016907379474935261408208068581708149708
f(z) = -22/49*z^3 + 71/49*z + 1
*
-1 | 0.052468459126299170047050399138611810202 | 0.012229100366988990733547917953802532846
f(z) = -22/51*z^3 + 73/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017029328718827276696346099452843001887
f(z) = -22/53*z^3 + 75/53*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012479307047451238262038588844429348905
f(z) = -22/57*z^3 + 79/57*z + 1
*
-1 | 0.059755648849364217623994748082816801831 | 0.014535996681907670881338255798982231462
f(z) = -21/40*z^3 + 61/40*z + 1
*
-1 | 0.068770513245265994627570205205958385282 | 0.016663017684730572019743232531526583487
f(z) = -21/41*z^3 + 62/41*z + 1
*
-1 | 0.069652186568965940550432807767972087464 | 0.016747810691686670910576904271786391287
f(z) = -21/43*z^3 + 64/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.014737543317425287089275775821722240276
f(z) = -21/44*z^3 + 65/44*z + 1
*
-2 | 0.058065625143232636018346318956645072213 | 0.014124886109807584786596705923005411626
f(z) = -21/46*z^3 + 61/46*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013809501183180927946273817423121227351
f(z) = -21/46*z^3 + 67/46*z + 1
*
-1 | 0.071299066923025789108145200533579844287 | 0.016897484707887274459525326047185318570
f(z) = -21/47*z^3 + 68/47*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013983881804656474145748959704921166878
f(z) = -21/50*z^3 + 71/50*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015059880709868686031000876263367350755
f(z) = -21/52*z^3 + 73/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017082437819337035779646923255024843113
f(z) = -21/53*z^3 + 74/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017135636847059913396440986891406248817
f(z) = -21/55*z^3 + 76/55*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.014271215103237199592494481157440823041
f(z) = -21/58*z^3 + 79/58*z + 1
*
[ 7/6 ] 
f(z) = -40/49*z^3 + 79/63*z + 1
*
[ 7/6 ] 
f(z) = -32/49*z^3 + 65/63*z + 1
*
-4/3 | 0.12546036563835066582629247258913552411 | 0.024907990116530382795204285663514006438
f(z) = -27/40*z^3 + 77/60*z + 1
*
[ 6/5 ] 
f(z) = -25/44*z^3 + 65/66*z + 1
*
[ 6/5 ] 
f(z) = -25/52*z^3 + 67/78*z + 1
*
[ 4/3 ] 
f(z) = -21/40*z^3 + 71/60*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.029454399252074495806196693140300426499
f(z) = -39/56*z^3 + 67/91*z + 1
*
13/8 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -32/45*z^3 + 79/90*z + 1
*
[ 10/9 ] 
f(z) = -27/56*z^3 + 73/105*z + 1
*
-2/3 | 0.14811761915294381027894933829619717215 | 0.024407915529174580760699315391684204977
f(z) = -25/48*z^3 + 79/108*z + 1
*
-4/3 | 0.14241400836531425057602548396968377531 | 0.023468032407153817746788493673398633855
f(z) = -23/48*z^3 + 65/108*z + 1
*
-2/3 | 0.14304658353842203389546707311863392337 | 0.023572272817439678725921068229394175130
f(z) = -23/48*z^3 + 77/108*z + 1
*
[ 15/16 ] 
f(z) = -32/45*z^3 + 67/120*z + 1
*
-8/9 | 0.11965686340574890542874853326097416257 | 0.024993643819052403996481878612154389688
f(z) = -27/40*z^3 + 79/120*z + 1
*
-3/4 | 0.13913397783576121606220510576293381442 | 0.023637702815368498835206655577956028599
f(z) = -26/45*z^3 + 79/120*z + 1
*
-3/4 | 0.15520030498208099951040525049983776845 | 0.026367237845751156327029670835149389435
f(z) = -22/45*z^3 + 73/120*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = -39/50*z^3 + 67/150*z + 1
*
[ 14/15 ] 
f(z) = -27/56*z^3 + 61/175*z + 1
*
-1 | 0.081502644203858842509226747619790843508 | 0.015694843331865376490074865802288275799
f(z) = -28/45*z^3 + 67/180*z + 1
*
7/5 | 0.10187618566354546351498610127889284706 | 0.013969002974735620363081140088522382290
f(z) = -30/49*z^3 + 67/210*z + 1
*
[ 6/7 ] 
f(z) = -28/45*z^3 + 61/210*z + 1
*
[ 24/25 ] 
f(z) = -25/54*z^3 + 77/200*z + 1
*
[ 5/6 ] 
f(z) = -36/47*z^3 + 78/235*z + 1
*
17/12 | 0.10421634430775233944126392595504043122 | 0.019322124750388533012083692614370102398
f(z) = -36/55*z^3 + 69/220*z + 1
*
[ 14/17 ] 
f(z) = -34/49*z^3 + 61/238*z + 1
*
-14/33 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = -33/56*z^3 + 74/231*z + 1
*
[ 7/8 ] 
f(z) = -30/49*z^3 + 73/224*z + 1
*
[ 5/6 ] 
f(z) = -36/49*z^3 + 76/245*z + 1
*
0 | 0.13220111397139839876896610592876823682 | 0.024121478502872184723460423779687555157
f(z) = -35/48*z^3 + 79/240*z + 1
*
0 | 0.16229831638212020869513259790861952715 | 0.029613028453834671729703168710377028229
f(z) = -25/48*z^3 + 77/240*z + 1
*
[ 5/6 ] 
f(z) = -36/53*z^3 + 72/265*z + 1
*
0 | 0.16133217163349535566995823798268525560 | 0.028817436916162644497961080045276819781
f(z) = -25/54*z^3 + 71/270*z + 1
*
[ 15/19 ] 
f(z) = -38/45*z^3 + 74/285*z + 1
*
[ 5/6 ] 
f(z) = -36/59*z^3 + 66/295*z + 1
*
[ 6/7 ] 
f(z) = -29/54*z^3 + 67/294*z + 1
*
0 | 0.13901981421845516247123521890677208712 | 0.024671695663714648841786959630795044561
f(z) = -21/40*z^3 + 67/280*z + 1
*
-2/3 | 0.18575464127815922159663051050164115006 | 0.028330169358813362582229264577748129959
f(z) = -33/40*z^3 + 88/15*z + 1
*
-3/4 | 0.082887912873664891217712838451947746912 | 0.014926799233103889443989071161177857141
f(z) = -32/45*z^3 + 86/15*z + 1
*
[ 3 ] 
f(z) = -29/45*z^3 + 97/15*z + 1
*
[ 3 ] 
f(z) = -28/45*z^3 + 94/15*z + 1
*
[ -2/9 ] 
f(z) = -27/40*z^3 + 83/15*z + 1
*
-2/3 | 0.067217930034192077993218149935243875994 | 0.010182636997229157319743139562073166913
f(z) = -27/40*z^3 + 92/15*z + 1
*
[ -14/3 ] 
f(z) = -27/56*z^3 + 82/7*z + 1
*
[ 3 ] 
f(z) = -26/45*z^3 + 88/15*z + 1
*
[ -3 ] 
f(z) = -26/45*z^3 + 98/15*z + 1
*
[ -24/5 ] 
f(z) = -25/54*z^3 + 95/8*z + 1
*
[ -3 ] 
f(z) = -23/45*z^3 + 89/15*z + 1
*
-4 | 0.11671789058290515629525481498538894891 | 0.020105973626430637337534056984623065910
f(z) = -23/48*z^3 + 83/12*z + 1
*
[ 6 ] 
f(z) = -23/54*z^3 + 97/6*z + 1
*
[ -3 ] 
f(z) = -22/45*z^3 + 86/15*z + 1
*
[ 7/2 ] 
f(z) = -22/49*z^3 + 87/14*z + 1
*
[ -7/2 ] 
f(z) = -22/49*z^3 + 95/14*z + 1
*
[ 10/3 ] 
f(z) = -21/40*z^3 + 98/15*z + 1
*
[ -7/10 ] 
f(z) = -40/49*z^3 + 99/35*z + 1
*
[ 2 ] 
f(z) = -39/44*z^3 + 89/22*z + 1
*
[ 2 ] 
f(z) = -37/44*z^3 + 85/22*z + 1
*
[ 2 ] 
f(z) = -37/52*z^3 + 87/26*z + 1
*
[ -3/4 ] 
f(z) = -37/54*z^3 + 87/32*z + 1
*
[ -7/12 ] 
f(z) = -36/49*z^3 + 83/28*z + 1
*
[ 2 ] 
f(z) = -35/44*z^3 + 81/22*z + 1
*
[ 2 ] 
f(z) = -35/52*z^3 + 83/26*z + 1
*
[ -6/5 ] 
f(z) = -35/54*z^3 + 83/30*z + 1
*
[ 7/3 ] 
f(z) = -33/49*z^3 + 89/21*z + 1
*
-3/8 | 0.15917889229702684189519489681434951197 | 0.028850068189801904476078466289346484875
f(z) = -32/45*z^3 + 83/30*z + 1
*
[ 15/8 ] 
f(z) = -32/45*z^3 + 89/30*z + 1
*
[ -2 ] 
f(z) = -31/44*z^3 + 95/22*z + 1
*
[ -3/4 ] 
f(z) = -31/54*z^3 + 85/32*z + 1
*
[ 7/3 ] 
f(z) = -30/49*z^3 + 82/21*z + 1
*
[ -2 ] 
f(z) = -29/44*z^3 + 91/22*z + 1
*
[ -2 ] 
f(z) = -29/52*z^3 + 97/26*z + 1
*
[ -2 ] 
f(z) = -27/44*z^3 + 87/22*z + 1
*
-5/3 | 0.17882647997432343623071069985817849377 | 0.029664601490158066411606607625850382787
f(z) = -27/50*z^3 + 83/30*z + 1
*
[ -5/9 ] 
f(z) = -27/50*z^3 + 89/30*z + 1
*
[ -2 ] 
f(z) = -27/52*z^3 + 93/26*z + 1
*
-2/9 | 0.19193290306287502014180356072311351538 | 0.028934673496137044270327841152227433458
f(z) = -27/56*z^3 + 95/21*z + 1
*
[ -3/2 ] 
f(z) = -26/45*z^3 + 89/30*z + 1
*
[ -2 ] 
f(z) = -25/44*z^3 + 83/22*z + 1
*
[ -2 ] 
f(z) = -25/52*z^3 + 89/26*z + 1
*
[ -2/5 ] 
f(z) = -25/52*z^3 + 93/26*z + 1
*
[ -3/4 ] 
f(z) = -25/54*z^3 + 83/32*z + 1
*
[ -7/3 ] 
f(z) = -24/49*z^3 + 86/21*z + 1
*
[ -2 ] 
f(z) = -23/52*z^3 + 85/26*z + 1
*
[ -3/2 ] 
f(z) = -22/45*z^3 + 83/30*z + 1
*
-2/7 | 0.083502344674910850120769440318397276226 | 0.012713360864649045045848393758330746606
f(z) = -21/40*z^3 + 89/35*z + 1
*
[ -10/7 ] 
f(z) = -21/40*z^3 + 97/35*z + 1
*
[ -5/3 ] 
f(z) = -21/50*z^3 + 83/30*z + 1
*
[ -2 ] 
f(z) = -21/52*z^3 + 81/26*z + 1
*
-1 | 0.080612509270454099822001969783869257170 | 0.018344167023696724923575257914954301756
f(z) = -40/41*z^3 + 81/41*z + 1
*
-1 | 0.079714662602117303026039217913996821793 | 0.018039723465351710698957169984900154185
f(z) = -40/43*z^3 + 83/43*z + 1
*
-1 | 0.077499361558936551843728056650095663288 | 0.017353550386586166728909136442578441348
f(z) = -40/47*z^3 + 87/47*z + 1
*
-1 | 0.075926048165468733168047862652815456957 | 0.016915170201234107407330948329824450604
f(z) = -40/49*z^3 + 89/49*z + 1
*
-1 | 0.052468493511106999723485962647872903443 | 0.011631595582905128295458480500705322805
f(z) = -40/51*z^3 + 91/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016221138540058806698867483580841466022
f(z) = -40/53*z^3 + 93/53*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.011919371876166287650766011525141508211
f(z) = -40/57*z^3 + 97/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016432640524644653758216910999535078120
f(z) = -40/59*z^3 + 99/59*z + 1
*
-1 | 0.079684217708792738513032335053754505799 | 0.018184329843700957523645059044427016792
f(z) = -39/41*z^3 + 80/41*z + 1
*
-1 | 0.078702936697042749433565780862680798367 | 0.017859757402494503171479152731042242269
f(z) = -39/43*z^3 + 82/43*z + 1
*
-1 | 0.069601491030232545090535531432588883774 | 0.015751075272420495169949339387558544412
f(z) = -39/44*z^3 + 83/44*z + 1
*
-1 | 0.064073649335373089205973639371592531634 | 0.014422390063088389767538402699499288302
f(z) = -39/46*z^3 + 85/46*z + 1
*
-1 | 0.076154904575370836451358494472261668412 | 0.017096759527355155673028128655023158429
f(z) = -39/47*z^3 + 86/47*z + 1
*
-1 | 0.073826615189913318198269276456299981747 | 0.016488957219207362525293724171268245778
f(z) = -39/49*z^3 + 88/49*z + 1
*
-1 | 0.059610373039342838398864801576738729159 | 0.013280285621109490286583579749793253189
f(z) = -39/50*z^3 + 89/50*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016259920841549311046456367638996629974
f(z) = -39/53*z^3 + 92/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016333933270234167183896117405711156612
f(z) = -39/55*z^3 + 94/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.014490110031439865967957094116478033933
f(z) = -39/56*z^3 + 95/56*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013630878645219880390602523385616245035
f(z) = -39/58*z^3 + 97/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016469026883221234398356210631502692004
f(z) = -39/59*z^3 + 98/59*z + 1
*
-1 | 0.077602951500840790306521826160040254679 | 0.017659312639521322793349014472827231625
f(z) = -38/43*z^3 + 81/43*z + 1
*
-1 | 0.062735262054932704336605892205967628003 | 0.014197222218027658900484350771406332775
f(z) = -38/45*z^3 + 83/45*z + 1
*
-1 | 0.074477779937194546630579646100633224635 | 0.016764264318156678643858824435982274760
f(z) = -38/47*z^3 + 85/47*z + 1
*
-1 | 0.072098013191035518443289582482724527223 | 0.016144087893316541663122505747630892918
f(z) = -38/49*z^3 + 87/49*z + 1
*
-1 | 0.052468820041977256138584344032798146580 | 0.011689256094743166322930879042597123214
f(z) = -38/51*z^3 + 89/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016299315954934773599825034852126729041
f(z) = -38/53*z^3 + 91/53*z + 1
*
-1 | 0.074210727987824961543092569912441068202 | 0.016372663876418907236155949808576418198
f(z) = -38/55*z^3 + 93/55*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016505950434845573462882183986389029683
f(z) = -38/59*z^3 + 97/59*z + 1
*
-1 | 0.076387061442490973198852435777288175866 | 0.017431902590016054789813098584215517547
f(z) = -37/43*z^3 + 80/43*z + 1
*
-1 | 0.067105993707678715885502187761504468712 | 0.015270626953625722698977085763371276508
f(z) = -37/44*z^3 + 81/44*z + 1
*
-1 | 0.061244135276872713729401174520172061562 | 0.013897898150623923983100736723114102817
f(z) = -37/45*z^3 + 82/45*z + 1
*
-1 | 0.060835762680754664415857848795360150218 | 0.013767358472585796812121481908368482064
f(z) = -37/46*z^3 + 83/46*z + 1
*
-1 | 0.071299427537417285144561646345524029358 | 0.016091711929057944629724553720985645008
f(z) = -37/47*z^3 + 84/47*z + 1
*
-1 | 0.072071811475730364669867760902254775880 | 0.016180106013814640526939403865140072466
f(z) = -37/49*z^3 + 86/49*z + 1
*
-1 | 0.059609840029028025397671849821733229283 | 0.013347753344953794093813721612575576872
f(z) = -37/50*z^3 + 87/50*z + 1
*
-1 | 0.052468748374327910686108389280696443962 | 0.011718740525542229872418516813345480133
f(z) = -37/51*z^3 + 88/51*z + 1
*
-1 | 0.064614539563500905949561366087657224106 | 0.014395137908521823503643571906107576506
f(z) = -37/52*z^3 + 89/52*z + 1
*
-1 | 0.073524176719643767273106432200997997271 | 0.016339397020373849550966086132335120599
f(z) = -37/53*z^3 + 90/53*z + 1
*
-1 | 0.047471553501555989980090776989602134775 | 0.010523837737126088185577864626926395682
f(z) = -37/54*z^3 + 91/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016411619547464853176890814456423889495
f(z) = -37/55*z^3 + 92/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.014558131008177313901962246949336919604
f(z) = -37/56*z^3 + 93/56*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012001792529851709053697518515108315386
f(z) = -37/57*z^3 + 94/57*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013693240214716940686844584912266212437
f(z) = -37/58*z^3 + 95/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016543425150182876741250709764787634665
f(z) = -37/59*z^3 + 96/59*z + 1
*
-1 | 0.071300088721689190011735389585459829947 | 0.016135474222783095002814245439050082264
f(z) = -36/47*z^3 + 83/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016222463142030106621618506830753139273
f(z) = -36/49*z^3 + 85/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016380013498270265606055456407482414299
f(z) = -36/53*z^3 + 89/53*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016581465520992908945972955934751705347
f(z) = -36/59*z^3 + 95/59*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.013213342059039834070118504113488045126
f(z) = -35/46*z^3 + 81/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016179617003184561413152087472808934956
f(z) = -35/47*z^3 + 82/47*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.011778810741351048145514009834891290172
f(z) = -35/51*z^3 + 86/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.014468234826490437795547833311653924699
f(z) = -35/52*z^3 + 87/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016421352105405062868685861942356724335
f(z) = -35/53*z^3 + 88/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.010575795732153528170644914686308563421
f(z) = -35/54*z^3 + 89/54*z + 1
*
-1 | 0.054527818691958400247132876187362198344 | 0.012058904958255200575700431136839282400
f(z) = -35/57*z^3 + 92/57*z + 1
*
-1 | 0.062358535068901519562748078821674726268 | 0.013757786268806136746530607938945039247
f(z) = -35/58*z^3 + 93/58*z + 1
*
-1 | 0.075510678549191029346081507052975172199 | 0.016620246355985513526717703261103519720
f(z) = -35/59*z^3 + 94/59*z + 1
*
-1 | 0.071299883682547995676419663925064970819 | 0.016224987745446487636230614729911716688
f(z) = -34/47*z^3 + 81/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016309876879049755264253524129794599479
f(z) = -34/49*z^3 + 83/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016463375952120884044977602265585592579
f(z) = -34/53*z^3 + 87/53*z + 1
*
-1 | 0.074210694560140980812073317366343579205 | 0.016533015474490199572607464266334957945
f(z) = -34/55*z^3 + 89/55*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.012087862121080628922022619603676709452
f(z) = -34/57*z^3 + 91/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016659303955485747419884310481728019509
f(z) = -34/59*z^3 + 93/59*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016270788748093400082917053419468108263
f(z) = -33/47*z^3 + 80/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016354739709376840476521267448220420571
f(z) = -33/49*z^3 + 82/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013489694891112302179687511087168372249
f(z) = -33/50*z^3 + 83/50*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.014543974677244728671388499567007341139
f(z) = -33/52*z^3 + 85/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016506105032914539037137072191675803207
f(z) = -33/53*z^3 + 86/53*z + 1
*
-1 | 0.065986219242721827940626661519260522526 | 0.014700727304996543334025683044909955642
f(z) = -33/56*z^3 + 89/56*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.013823969076004182823563466002998227865
f(z) = -33/58*z^3 + 91/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016699133844554758331083024171958068540
f(z) = -33/59*z^3 + 92/59*z + 1
*
-5/4 | 0.12303032884989992167070497690655657954 | 0.027620282090123303797336750382113927321
f(z) = -32/45*z^3 + 86/45*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016400405084827983889517854695207941834
f(z) = -32/49*z^3 + 81/49*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.011873690873272349406890495018952217081
f(z) = -32/51*z^3 + 83/51*z + 1
*
[ 3/2 ] 
f(z) = -32/51*z^3 + 89/51*z + 1
*
-1 | 0.073524275344574696885602313545893445437 | 0.016549639190598699667236826858281914252
f(z) = -32/53*z^3 + 85/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016616972814693298947985320381793178477
f(z) = -32/55*z^3 + 87/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012147939126112888636771952370574442133
f(z) = -32/57*z^3 + 89/57*z + 1
*
[ 3/2 ] 
f(z) = -32/57*z^3 + 91/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.016739593098794434318360647102101971935
f(z) = -32/59*z^3 + 91/59*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.016446898266439116734146169737228856131
f(z) = -31/49*z^3 + 80/49*z + 1
*
-1 | 0.059609974073821426728283328186988477229 | 0.013564834175050260777303745497538782537
f(z) = -31/50*z^3 + 81/50*z + 1
*
-2 | 0.061568006534543633626881013058885423968 | 0.013398563811723065700567861287728655270
f(z) = -31/50*z^3 + 99/50*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.011906351290205853140616174070414293669
f(z) = -31/51*z^3 + 82/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.014622343983220418002537144281118635497
f(z) = -31/52*z^3 + 83/52*z + 1
*
-1 | 0.073524725776187869726336252943996574362 | 0.016593943986892407468498204520081860956
f(z) = -31/53*z^3 + 84/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.010685263960985352182537818910553500023
f(z) = -31/54*z^3 + 85/54*z + 1
*
-2 | 0.047471669041136012641627652725912806450 | 0.010376976658024060388295890879741885165
f(z) = -31/54*z^3 + 97/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016660100541109188130684832096480409723
f(z) = -31/55*z^3 + 86/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.014775533995715620737853001514735214744
f(z) = -31/56*z^3 + 87/56*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.012178366297130157430830540204153753117
f(z) = -31/57*z^3 + 88/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.013892411233126832033935782157363675081
f(z) = -31/58*z^3 + 89/58*z + 1
*
-2 | 0.062358671227449266424132333049195675819 | 0.013693534698416540849695795806088248968
f(z) = -31/58*z^3 + 95/58*z + 1
*
-1 | 0.075510306711094336110836538262645649543 | 0.016780777909113705107795104311052138198
f(z) = -31/59*z^3 + 90/59*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016638736458453322598616652718181939655
f(z) = -30/53*z^3 + 83/53*z + 1
*
-1 | 0.075510614338326091738444725203261895127 | 0.016822617855059665008466393147148025261
f(z) = -30/59*z^3 + 89/59*z + 1
*
-2 | 0.060743778155222051933512626544470485378 | 0.013401532221626665471478477940269694119
f(z) = -29/46*z^3 + 93/46*z + 1
*
-2 | 0.059609536017818291208823961770139575149 | 0.013214673596395597122511281056571160435
f(z) = -29/50*z^3 + 91/50*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.011973443287650045523661511539068318390
f(z) = -29/51*z^3 + 80/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.014703505513432419488482894566519489051
f(z) = -29/52*z^3 + 81/52*z + 1
*
-1 | 0.073524406922960809090812666383510070020 | 0.016684613381849930241475855380382738937
f(z) = -29/53*z^3 + 82/53*z + 1
*
-1 | 0.047472218913987628718002429832259764076 | 0.010743139010315894494715466099979002419
f(z) = -29/54*z^3 + 83/54*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.010575941018895425305158624880965382776
f(z) = -29/54*z^3 + 89/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.016748576429513890898650421959452438554
f(z) = -29/55*z^3 + 84/55*z + 1
*
-1 | 0.065986852343100769384057699109587574381 | 0.014853034490767168641511662210627674182
f(z) = -29/56*z^3 + 85/56*z + 1
*
-1 | 0.054527309416829959144844968245374974689 | 0.012241369114323922131194803425722387760
f(z) = -29/57*z^3 + 86/57*z + 1
*
-1 | 0.075510523228706311393698938871329184217 | 0.016865053123662841290556971158215641136
f(z) = -29/59*z^3 + 88/59*z + 1
*
[ 3/2 ] 
f(z) = -28/51*z^3 + 80/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.016731090004048470944204019187153583706
f(z) = -28/53*z^3 + 81/53*z + 1
*
-1 | 0.074210535402668158122301436477035152664 | 0.016794119089005193829884642814514464883
f(z) = -28/55*z^3 + 83/55*z + 1
*
[ 3/2 ] 
f(z) = -28/57*z^3 + 82/57*z + 1
*
-1 | 0.054528240430081129700765871947592249478 | 0.012273806176080160132423098542494288772
f(z) = -28/57*z^3 + 85/57*z + 1
*
-1 | 0.075510475264989309606687555888432595712 | 0.016908201704726939046337937056946910973
f(z) = -28/59*z^3 + 87/59*z + 1
*
[ 5/3 ] 
f(z) = -27/40*z^3 + 91/40*z + 1
*
-1/3 | 0.13345391679535347632790072770698297289 | 0.029585030658248670362046818688687679945
f(z) = -27/44*z^3 + 91/44*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.013069832482926566003755218974630742287
f(z) = -27/46*z^3 + 85/46*z + 1
*
-2 | 0.059609813060213070629470680022058700375 | 0.013489921531688103080175409332632485008
f(z) = -27/50*z^3 + 83/50*z + 1
*
-2/3 | 0.11921827528262041377911790871958097269 | 0.026695192134525275435488117246427446574
f(z) = -27/50*z^3 + 87/50*z + 1
*
-1 | 0.073524585835983285880836388715724196549 | 0.016778671597794868084037931024590540938
f(z) = -27/53*z^3 + 80/53*z + 1
*
-1 | 0.074210418737171108280902384619918503642 | 0.016840287427714364191155274578831930175
f(z) = -27/55*z^3 + 82/55*z + 1
*
[ 5/3 ] 
f(z) = -27/55*z^3 + 97/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.014932916365550105412810059378359703354
f(z) = -27/56*z^3 + 83/56*z + 1
*
-1 | 0.062358063308330146961342752131149691081 | 0.014036227403001887506614207765439054901
f(z) = -27/58*z^3 + 85/58*z + 1
*
-1 | 0.075509978100026060101029900064759866279 | 0.016951973673794250031233777000892169064
f(z) = -27/59*z^3 + 86/59*z + 1
*
-1 | 0.074210416997282120054093979793006683528 | 0.016887308143815296357819953338505878635
f(z) = -26/55*z^3 + 81/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012339816304429219181874708492570262172
f(z) = -26/57*z^3 + 83/57*z + 1
*
-1 | 0.075510363054972892616503568367900526235 | 0.016996689295532481961921105083879821435
f(z) = -26/59*z^3 + 85/59*z + 1
*
12/5 | 0.062679751574658927922646242439662204588 | 0.013764041731182815766153696834936084827
f(z) = -25/42*z^3 + 95/42*z + 1
*
-3/5 | 0.086706133835633698018892591734887597224 | 0.019316809537148562057544698885604583623
f(z) = -25/48*z^3 + 89/48*z + 1
*
1/5 | 0.10268988224592321219787668672498251433 | 0.022447293988289992033059001049715049050
f(z) = -25/48*z^3 + 97/48*z + 1
*
[ 8/5 ] 
f(z) = -25/56*z^3 + 85/56*z + 1
*
-7/5 | 0.10847656517949797784593201458188893403 | 0.024166930943878471464580118935418262900
f(z) = -25/56*z^3 + 89/56*z + 1
*
-1 | 0.054527803980155284490406553971892907585 | 0.012373786692675471193628094260951589197
f(z) = -25/57*z^3 + 82/57*z + 1
*
-1 | 0.062357821863257498160461709670619578954 | 0.014111806104350860719164953789286578224
f(z) = -25/58*z^3 + 83/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017041993856444927451809169709915521581
f(z) = -25/59*z^3 + 84/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017088182029397269057542891914269953364
f(z) = -24/59*z^3 + 83/59*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012443484698905858861832855945924722849
f(z) = -23/57*z^3 + 80/57*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.014190022000512327085968636333517224692
f(z) = -23/58*z^3 + 81/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017135185708006758433940160955753597165
f(z) = -23/59*z^3 + 82/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017183030229086636265760329207893596222
f(z) = -22/59*z^3 + 81/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017231742059126100794471941760557465705
f(z) = -21/59*z^3 + 80/59*z + 1
*
-4/3 | 0.15359501210546563294466729319913918373 | 0.029641340788309816132989369350173800477
f(z) = -39/40*z^3 + 89/60*z + 1
*
-3/5 | 0.11804260707634201723796467398096093231 | 0.015301042393180420556631067321302408301
f(z) = -35/54*z^3 + 83/70*z + 1
*
-48/35 | 0.19548244692124204232711357336462635079 | 0.024837209655952368480872967868961473087
f(z) = -35/54*z^3 + 97/70*z + 1
*
[ 14/11 ] 
f(z) = -33/56*z^3 + 90/77*z + 1
*
-4/9 | 0.093984700282107905957165184083649453331 | 0.018385157432530392908859090165488995343
f(z) = -27/40*z^3 + 83/60*z + 1
*
[ 3/2 ] 
f(z) = -23/45*z^3 + 89/60*z + 1
*
[ 10/7 ] 
f(z) = -21/50*z^3 + 81/70*z + 1
*
[ 14/13 ] 
f(z) = -39/56*z^3 + 80/91*z + 1
*
[ 7/6 ] 
f(z) = -33/49*z^3 + 89/84*z + 1
*
0 | 0.091313818141056951930675273684890043505 | 0.019960565502420062642265874997762284392
f(z) = -26/45*z^3 + 97/90*z + 1
*
0 | 0.081393101787472165564861859451353697682 | 0.018088120998570655339479951184601831568
f(z) = -22/45*z^3 + 89/90*z + 1
*
-2/3 | 0.15952757919085127288552376351284292803 | 0.026288133037322178750872761916827093042
f(z) = -37/48*z^3 + 91/108*z + 1
*
-2/3 | 0.14431449307989423932838278966885006901 | 0.023781208318589833411244111155705831826
f(z) = -35/48*z^3 + 89/108*z + 1
*
-2/3 | 0.14241412431030403430171095768352964483 | 0.023468051513425798462332115186673078429
f(z) = -31/48*z^3 + 85/108*z + 1
*
-4/3 | 0.14811761915294381027894933829619717215 | 0.024407915529174580760699315391684204977
f(z) = -31/48*z^3 + 97/108*z + 1
*
-2/3 | 0.15952751256754582592117138826190848668 | 0.026288122058641715727892168738680087486
f(z) = -29/48*z^3 + 83/108*z + 1
*
[ 15/14 ] 
f(z) = -28/45*z^3 + 82/105*z + 1
*
[ 6/5 ] 
f(z) = -25/51*z^3 + 89/102*z + 1
*
[ 6/5 ] 
f(z) = -25/57*z^3 + 91/114*z + 1
*
[ 5/4 ] 
f(z) = -24/55*z^3 + 97/110*z + 1
*
-3/4 | 0.13226722274120089341681041625299281519 | 0.022471098375849517961107164531077778404
f(z) = -38/45*z^3 + 97/120*z + 1
*
-3/4 | 0.14198663178897197789248328726222519331 | 0.024122344938234267366365680977396534721
f(z) = -34/45*z^3 + 91/120*z + 1
*
-15/16 | 0.12321831211257123449448361977100652509 | 0.020933763904647471503532364121814688847
f(z) = -32/45*z^3 + 83/120*z + 1
*
[ 7/6 ] 
f(z) = -22/49*z^3 + 95/126*z + 1
*
14/11 | 0.18166048595035124281658620354321411218 | 0.025281934787430122822061496622934758694
f(z) = -33/40*z^3 + 83/165*z + 1
*
-2/3 | 0.18973555746809690716750014436727385568 | 0.026405753379279956738647608435357591812
f(z) = -33/40*z^3 + 98/165*z + 1
*
-7/9 | 0.12949955089072559440144651418691049634 | 0.025273314061393386104465816761838901135
f(z) = -27/56*z^3 + 97/168*z + 1
*
[ 24/23 ] 
f(z) = -23/54*z^3 + 93/184*z + 1
*
[ 5/6 ] 
f(z) = -36/41*z^3 + 84/205*z + 1
*
[ 5/6 ] 
f(z) = -36/43*z^3 + 82/215*z + 1
*
[ 14/15 ] 
f(z) = -30/49*z^3 + 97/210*z + 1
*
[ 7/8 ] 
f(z) = -34/49*z^3 + 87/224*z + 1
*
[ 8/9 ] 
f(z) = -27/44*z^3 + 95/264*z + 1
*
-24/7 | 0.20370528648713984528849415779030518445 | 0.025504015858928689944384643472233344292
f(z) = -35/54*z^3 + 109/14*z + 1
*
[ 3 ] 
f(z) = -34/45*z^3 + 112/15*z + 1
*
[ 3 ] 
f(z) = -32/45*z^3 + 106/15*z + 1
*
[ -3 ] 
f(z) = -32/45*z^3 + 116/15*z + 1
*
[ 3 ] 
f(z) = -31/45*z^3 + 103/15*z + 1
*
[ -3 ] 
f(z) = -31/45*z^3 + 113/15*z + 1
*
-4 | 0.13712074678608757696764041583265560580 | 0.022364325803538663126412562262318682076
f(z) = -31/48*z^3 + 115/12*z + 1
*
[ 7/2 ] 
f(z) = -30/49*z^3 + 115/14*z + 1
*
[ -3 ] 
f(z) = -29/45*z^3 + 107/15*z + 1
*
-4 | 0.081382483159971130824735614125947627763 | 0.013431396017713217614761398524659133323
f(z) = -29/48*z^3 + 107/12*z + 1
*
[ -3 ] 
f(z) = -28/45*z^3 + 104/15*z + 1
*
-26/9 | 0.12274772052543570179397365363339935872 | 0.018178733031655338140807829027999684961
f(z) = -27/40*z^3 + 107/15*z + 1
*
[ 7/2 ] 
f(z) = -26/49*z^3 + 101/14*z + 1
*
[ -7/2 ] 
f(z) = -26/49*z^3 + 109/14*z + 1
*
2/5 | 0.12830867933023268630935001631233623142 | 0.021310111568342340263332663546993953647
f(z) = -25/48*z^3 + 103/12*z + 1
*
[ 4 ] 
f(z) = -25/48*z^3 + 109/12*z + 1
*
[ -4 ] 
f(z) = -25/48*z^3 + 115/12*z + 1
*
[ -6 ] 
f(z) = -25/54*z^3 + 107/6*z + 1
*
[ 4 ] 
f(z) = -23/48*z^3 + 101/12*z + 1
*
[ -4 ] 
f(z) = -23/48*z^3 + 107/12*z + 1
*
-2/3 | 0.16603266689243905111074101288990212845 | 0.024801124471033367146584955333533686382
f(z) = -21/40*z^3 + 101/15*z + 1
*
[ -10/3 ] 
f(z) = -21/40*z^3 + 107/15*z + 1
*
[ 5 ] 
f(z) = -21/50*z^3 + 113/10*z + 1
*
[ -5 ] 
f(z) = -21/50*z^3 + 117/10*z + 1
*
[ -7/5 ] 
f(z) = -40/49*z^3 + 116/35*z + 1
*
[ -2 ] 
f(z) = -39/44*z^3 + 111/22*z + 1
*
[ 7/3 ] 
f(z) = -39/49*z^3 + 103/21*z + 1
*
[ -5/3 ] 
f(z) = -39/50*z^3 + 113/30*z + 1
*
[ -3/2 ] 
f(z) = -38/45*z^3 + 107/30*z + 1
*
[ -2 ] 
f(z) = -37/44*z^3 + 107/22*z + 1
*
[ -2 ] 
f(z) = -37/52*z^3 + 113/26*z + 1
*
[ -7/4 ] 
f(z) = -36/49*z^3 + 107/28*z + 1
*
[ -2 ] 
f(z) = -35/44*z^3 + 103/22*z + 1
*
[ -2 ] 
f(z) = -35/52*z^3 + 109/26*z + 1
*
[ -12/5 ] 
f(z) = -35/54*z^3 + 103/20*z + 1
*
12/5 | 0.14582355221188751750253607041267134067 | 0.021225970668795798661782720520179370559
f(z) = -35/54*z^3 + 107/30*z + 1
*
[ -3/2 ] 
f(z) = -34/45*z^3 + 101/30*z + 1
*
[ -7/3 ] 
f(z) = -33/49*z^3 + 107/21*z + 1
*
[ -5/3 ] 
f(z) = -33/50*z^3 + 103/30*z + 1
*
[ -2 ] 
f(z) = -33/52*z^3 + 105/26*z + 1
*
[ -3/8 ] 
f(z) = -32/45*z^3 + 113/30*z + 1
*
[ -2 ] 
f(z) = -31/52*z^3 + 101/26*z + 1
*
[ -7/3 ] 
f(z) = -30/49*z^3 + 100/21*z + 1
*
[ -7/5 ] 
f(z) = -30/49*z^3 + 102/35*z + 1
*
-10/9 | 0.17887998638232487654567110197505951843 | 0.028473796734388484087450194208709980932
f(z) = -27/50*z^3 + 107/30*z + 1
*
-5/9 | 0.18583999113641672372758066034919240488 | 0.029089489689352783555368650561532717938
f(z) = -27/50*z^3 + 119/30*z + 1
*
-51/20 | 0.20180435692968469310785663954723084541 | 0.025324736225021637994722416444868296697
f(z) = -25/54*z^3 + 107/32*z + 1
*
-10/3 | 0.18041400482021847128016218972044932523 | 0.028240161339548054140892436320434711133
f(z) = -21/50*z^3 + 119/30*z + 1
*
[ 3/2 ] 
f(z) = -40/51*z^3 + 107/51*z + 1
*
[ 3/2 ] 
f(z) = -40/57*z^3 + 109/57*z + 1
*
[ -1 ] 
f(z) = -39/40*z^3 + 119/40*z + 1
*
[ -1 ] 
f(z) = -37/40*z^3 + 117/40*z + 1
*
[ -1 ] 
f(z) = -37/41*z^3 + 119/41*z + 1
*
-2 | 0.065488441258559423428391256088673083316 | 0.013703023442050053266199581061395261743
f(z) = -37/58*z^3 + 119/58*z + 1
*
[ -1 ] 
f(z) = -36/41*z^3 + 118/41*z + 1
*
[ -1 ] 
f(z) = -35/41*z^3 + 117/41*z + 1
*
-2 | 0.066154389524059590606590142845649327389 | 0.013891636557132407449438001523374069878
f(z) = -35/46*z^3 + 117/46*z + 1
*
-2 | 0.051164126294379233690434978774610006500 | 0.010822917064653998479056472429746913922
f(z) = -35/54*z^3 + 113/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.013240807396651169163253568966867754357
f(z) = -35/58*z^3 + 111/58*z + 1
*
[ -1 ] 
f(z) = -34/41*z^3 + 116/41*z + 1
*
[ -1 ] 
f(z) = -33/40*z^3 + 113/40*z + 1
*
[ -1 ] 
f(z) = -33/41*z^3 + 115/41*z + 1
*
[ -1 ] 
f(z) = -33/43*z^3 + 119/43*z + 1
*
-2 | 0.064704227171409242208913167998113875164 | 0.013792246662522998070034396845131672665
f(z) = -33/46*z^3 + 109/46*z + 1
*
-2 | 0.063894373941020583705347098283537127482 | 0.013673596060228527787298111643756047281
f(z) = -33/50*z^3 + 107/50*z + 1
*
-2 | 0.062357833600262378983048738200062907017 | 0.013454472474793331071468170025533419022
f(z) = -33/58*z^3 + 103/58*z + 1
*
[ -1 ] 
f(z) = -32/41*z^3 + 114/41*z + 1
*
[ -1 ] 
f(z) = -32/43*z^3 + 118/43*z + 1
*
[ -1 ] 
f(z) = -31/40*z^3 + 111/40*z + 1
*
[ -1 ] 
f(z) = -31/41*z^3 + 113/41*z + 1
*
[ -1 ] 
f(z) = -31/42*z^3 + 115/42*z + 1
*
[ -1 ] 
f(z) = -31/43*z^3 + 117/43*z + 1
*
[ -1 ] 
f(z) = -31/44*z^3 + 119/44*z + 1
*
-2 | 0.062987818806537728689422579353499685069 | 0.013648141706524419717190787519437949478
f(z) = -31/46*z^3 + 101/46*z + 1
*
[ -1 ] 
f(z) = -30/41*z^3 + 112/41*z + 1
*
[ -1 ] 
f(z) = -30/43*z^3 + 116/43*z + 1
*
[ -7/6 ] 
f(z) = -30/49*z^3 + 113/42*z + 1
*
[ -1 ] 
f(z) = -29/40*z^3 + 109/40*z + 1
*
[ -1 ] 
f(z) = -29/41*z^3 + 111/41*z + 1
*
[ -1 ] 
f(z) = -29/42*z^3 + 113/42*z + 1
*
[ -1 ] 
f(z) = -29/43*z^3 + 115/43*z + 1
*
[ -1 ] 
f(z) = -29/44*z^3 + 117/44*z + 1
*
[ -1 ] 
f(z) = -29/45*z^3 + 119/45*z + 1
*
[ -1 ] 
f(z) = -28/41*z^3 + 110/41*z + 1
*
[ -1 ] 
f(z) = -28/43*z^3 + 114/43*z + 1
*
[ -1 ] 
f(z) = -28/45*z^3 + 118/45*z + 1
*
[ -1 ] 
f(z) = -27/40*z^3 + 107/40*z + 1
*
[ -1 ] 
f(z) = -27/41*z^3 + 109/41*z + 1
*
[ -1 ] 
f(z) = -27/43*z^3 + 113/43*z + 1
*
[ -1 ] 
f(z) = -27/44*z^3 + 115/44*z + 1
*
[ -1 ] 
f(z) = -27/46*z^3 + 119/46*z + 1
*
[ -5/6 ] 
f(z) = -27/50*z^3 + 103/40*z + 1
*
-1/3 | 0.11984726149527874891196737245085106986 | 0.025858526312896184878537556664196352928
f(z) = -27/50*z^3 + 103/50*z + 1
*
-5/2 | 0.18690864820974040962882370961622411564 | 0.029578982651160220563774304763778462025
f(z) = -27/50*z^3 + 111/40*z + 1
*
[ -1 ] 
f(z) = -26/41*z^3 + 108/41*z + 1
*
[ -1 ] 
f(z) = -26/43*z^3 + 112/43*z + 1
*
[ -1 ] 
f(z) = -26/45*z^3 + 116/45*z + 1
*
[ 7/4 ] 
f(z) = -26/49*z^3 + 115/56*z + 1
*
[ -1 ] 
f(z) = -25/41*z^3 + 107/41*z + 1
*
[ -6/5 ] 
f(z) = -25/42*z^3 + 113/42*z + 1
*
[ -1 ] 
f(z) = -25/43*z^3 + 111/43*z + 1
*
[ -1 ] 
f(z) = -25/44*z^3 + 113/44*z + 1
*
[ -4/5 ] 
f(z) = -25/44*z^3 + 115/44*z + 1
*
[ -1 ] 
f(z) = -25/46*z^3 + 117/46*z + 1
*
[ -1 ] 
f(z) = -25/47*z^3 + 119/47*z + 1
*
[ -1 ] 
f(z) = -24/41*z^3 + 106/41*z + 1
*
[ -1 ] 
f(z) = -24/43*z^3 + 110/43*z + 1
*
[ -1 ] 
f(z) = -24/47*z^3 + 118/47*z + 1
*
[ -1 ] 
f(z) = -23/40*z^3 + 103/40*z + 1
*
[ -1 ] 
f(z) = -23/41*z^3 + 105/41*z + 1
*
[ -1 ] 
f(z) = -23/42*z^3 + 107/42*z + 1
*
[ -1 ] 
f(z) = -23/43*z^3 + 109/43*z + 1
*
[ -1 ] 
f(z) = -23/44*z^3 + 111/44*z + 1
*
[ -1 ] 
f(z) = -23/45*z^3 + 113/45*z + 1
*
[ -1 ] 
f(z) = -23/47*z^3 + 117/47*z + 1
*
[ 2 ] 
f(z) = -23/50*z^3 + 117/50*z + 1
*
[ -1 ] 
f(z) = -22/41*z^3 + 104/41*z + 1
*
[ -1 ] 
f(z) = -22/43*z^3 + 108/43*z + 1
*
[ -1 ] 
f(z) = -22/45*z^3 + 112/45*z + 1
*
[ -1 ] 
f(z) = -22/47*z^3 + 116/47*z + 1
*
[ 7/4 ] 
f(z) = -22/49*z^3 + 101/56*z + 1
*
[ -1 ] 
f(z) = -21/40*z^3 + 101/40*z + 1
*
[ -1 ] 
f(z) = -21/41*z^3 + 103/41*z + 1
*
[ -1 ] 
f(z) = -21/43*z^3 + 107/43*z + 1
*
[ -1 ] 
f(z) = -21/44*z^3 + 109/44*z + 1
*
[ 2 ] 
f(z) = -21/46*z^3 + 107/46*z + 1
*
[ -1 ] 
f(z) = -21/46*z^3 + 113/46*z + 1
*
[ -1 ] 
f(z) = -21/47*z^3 + 115/47*z + 1
*
[ 2 ] 
f(z) = -21/50*z^3 + 109/50*z + 1
*
[ 2 ] 
f(z) = -21/58*z^3 + 113/58*z + 1
*
[ 4/3 ] 
f(z) = -39/40*z^3 + 119/60*z + 1
*
-4/5 | 0.16396947485581470190097867813702608719 | 0.027232824943874189736123210460840537039
f(z) = -35/48*z^3 + 103/60*z + 1
*
[ 4/3 ] 
f(z) = -33/40*z^3 + 103/60*z + 1
*
[ 3/2 ] 
f(z) = -31/45*z^3 + 113/60*z + 1
*
[ 3/2 ] 
f(z) = -29/45*z^3 + 107/60*z + 1
*
4/9 | 0.14532996949556178156210431620921191472 | 0.026811001038656244382318017551148467697
f(z) = -27/40*z^3 + 113/60*z + 1
*
2 | 0.17882902136493165188840750278481215728 | 0.029514009798534967015877762981090182205
f(z) = -25/48*z^3 + 107/60*z + 1
*
-2 | 0.17882987354049244415202798221401135628 | 0.029005312822026942301912802911910145361
f(z) = -25/48*z^3 + 119/60*z + 1
*
26/15 | 0.20090757052615756159617422970598572498 | 0.029402405606015905653022619253640326879
f(z) = -25/56*z^3 + 116/63*z + 1
*
-5/7 | 0.18016241298202844264846549943453027119 | 0.028431019034735859521677614181343949510
f(z) = -21/50*z^3 + 113/70*z + 1
*
[ 7/6 ] 
f(z) = -39/49*z^3 + 103/84*z + 1
*
0 | 0.11118439202027075792323845195327047915 | 0.023519202630292236317849249442050669341
f(z) = -34/45*z^3 + 113/90*z + 1
*
[ 4/3 ] 
f(z) = -33/56*z^3 + 109/84*z + 1
*
0 | 0.082483333430019577041400625414903211902 | 0.017582011716177983881323740648220688767
f(z) = -32/45*z^3 + 109/90*z + 1
*
0 | 0.10815506460778999696499886703839189578 | 0.023434938310519978982578267402740553573
f(z) = -28/45*z^3 + 101/90*z + 1
*
[ 4/3 ] 
f(z) = -27/46*z^3 + 119/92*z + 1
*
-14/9 | 0.077776810515689215476212622873481208173 | 0.011819035946678349535744429257037866292
f(z) = -27/49*z^3 + 103/84*z + 1
*
-4/9 | 0.10021613567041236014447744829427670548 | 0.018488236988390723663222153088786826520
f(z) = -27/56*z^3 + 113/84*z + 1
*
-4/3 | 0.15952744928561780714178443494571448191 | 0.026093513629456525811671687452202741180
f(z) = -35/48*z^3 + 113/108*z + 1
*
-26/15 | 0.14241421077332582737276141068911078263 | 0.023227687154863410348793940367489501263
f(z) = -25/48*z^3 + 115/108*z + 1
*
0 | 0.13652802086094632081902831529642205395 | 0.029045546462553973129648589853817191920
f(z) = -24/55*z^3 + 103/110*z + 1
*
[ 4/3 ] 
f(z) = -23/48*z^3 + 119/108*z + 1
*
-2 | 0.054527739852632787096122561760024888541 | 0.011409569125222913519808129039833988252
f(z) = -22/57*z^3 + 119/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -22/59*z^3 + 117/118*z + 1
*
-2/3 | 0.15074780932567226176238108018402604597 | 0.022325499562090965436802381987601508335
f(z) = -21/40*z^3 + 107/105*z + 1
*
2 | 0.11851736452584971440966928934223485787 | 0.017411537479620514335388131372153333171
f(z) = -21/40*z^3 + 113/105*z + 1
*
-2 | 0.082081412964541255059171419966444202915 | 0.017298753858646865262083995969557789982
f(z) = -21/53*z^3 + 115/106*z + 1
*
-2 | 0.082767279252542372568114133440964396295 | 0.017508036663488031981151131431271263934
f(z) = -21/55*z^3 + 113/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -21/59*z^3 + 109/118*z + 1
*
4/3 | 0.13321905173817937788163152400781262601 | 0.027283320898590658353233032971203777248
f(z) = -39/44*z^3 + 109/132*z + 1
*
5/6 | 0.17993572375557668020619333808827947617 | 0.028128451218602124461529887121530942787
f(z) = -27/50*z^3 + 101/120*z + 1
*
[ 7/6 ] 
f(z) = -26/49*z^3 + 109/126*z + 1
*
[ 10/9 ] 
f(z) = -21/40*z^3 + 101/135*z + 1
*
5/3 | 0.051198870901001307443714768850694109177 | 0.010694299573089033497761716243627116057
f(z) = -21/40*z^3 + 103/120*z + 1
*
0 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = -21/52*z^3 + 115/156*z + 1
*
-5/6 | 0.11662844969549257342322054032364294336 | 0.022980188253930606856273361117646363723
f(z) = -27/40*z^3 + 107/160*z + 1
*
-15/11 | 0.17640830201762460772778397735633974212 | 0.028432050883928184169537645905627441335
f(z) = -22/45*z^3 + 106/165*z + 1
*
4/3 | 0.14414282120786673485126989131333203843 | 0.027309528214925316968305448628061691563
f(z) = -36/49*z^3 + 109/196*z + 1
*
[ 7/8 ] 
f(z) = -38/49*z^3 + 101/224*z + 1
*
[ 11/12 ] 
f(z) = -36/55*z^3 + 101/220*z + 1
*
[ 15/17 ] 
f(z) = -34/45*z^3 + 116/255*z + 1
*
[ 3 ] 
f(z) = -38/45*z^3 + 124/15*z + 1
*
[ -3 ] 
f(z) = -38/45*z^3 + 134/15*z + 1
*
[ 3 ] 
f(z) = -37/45*z^3 + 121/15*z + 1
*
[ -3 ] 
f(z) = -37/45*z^3 + 131/15*z + 1
*
-4 | 0.11424048232416984866602612534895095135 | 0.018073828529371000190835274584731779141
f(z) = -37/48*z^3 + 139/12*z + 1
*
-4 | 0.14494957326473048321936941597541830604 | 0.023149367686247742391103223915827709844
f(z) = -35/48*z^3 + 131/12*z + 1
*
[ -3 ] 
f(z) = -34/45*z^3 + 122/15*z + 1
*
[ 7/2 ] 
f(z) = -34/49*z^3 + 129/14*z + 1
*
[ -7/2 ] 
f(z) = -34/49*z^3 + 137/14*z + 1
*
-10/3 | 0.12146566951639592038325915904241768934 | 0.017543643086624461130786516611654127284
f(z) = -33/40*z^3 + 127/15*z + 1
*
[ 4 ] 
f(z) = -31/48*z^3 + 133/12*z + 1
*
[ -4 ] 
f(z) = -31/48*z^3 + 139/12*z + 1
*
[ -6 ] 
f(z) = -31/54*z^3 + 131/6*z + 1
*
[ -7/2 ] 
f(z) = -30/49*z^3 + 123/14*z + 1
*
[ 4 ] 
f(z) = -29/48*z^3 + 125/12*z + 1
*
[ -4 ] 
f(z) = -29/48*z^3 + 131/12*z + 1
*
[ 6 ] 
f(z) = -29/54*z^3 + 121/6*z + 1
*
[ 18/5 ] 
f(z) = -25/54*z^3 + 121/18*z + 1
*
[ 21/5 ] 
f(z) = -25/54*z^3 + 125/14*z + 1
*
[ -18/5 ] 
f(z) = -25/54*z^3 + 131/18*z + 1
*
[ 5 ] 
f(z) = -23/50*z^3 + 123/10*z + 1
*
[ -5 ] 
f(z) = -23/50*z^3 + 127/10*z + 1
*
[ -7/3 ] 
f(z) = -39/49*z^3 + 121/21*z + 1
*
[ -15/8 ] 
f(z) = -32/45*z^3 + 121/30*z + 1
*
57/20 | 0.22426159433843412835078174289460434667 | 0.027445925343783251013926277589790753705
f(z) = -25/54*z^3 + 131/32*z + 1
*
-2/7 | 0.18704782693409351713243529169096018656 | 0.027109468601226111071944318742792417521
f(z) = -21/40*z^3 + 124/35*z + 1
*
-2 | 0.18569174506191996150154357636981989344 | 0.026700415171751358134549690831138636238
f(z) = -21/40*z^3 + 131/35*z + 1
*
[ -1 ] 
f(z) = -40/41*z^3 + 122/41*z + 1
*
[ -1/2 ] 
f(z) = -40/41*z^3 + 133/41*z + 1
*
[ -1 ] 
f(z) = -40/43*z^3 + 126/43*z + 1
*
[ -1/2 ] 
f(z) = -40/43*z^3 + 139/43*z + 1
*
[ -1 ] 
f(z) = -40/47*z^3 + 134/47*z + 1
*
[ -1 ] 
f(z) = -40/49*z^3 + 138/49*z + 1
*
[ -1 ] 
f(z) = -39/41*z^3 + 121/41*z + 1
*
[ -1 ] 
f(z) = -39/43*z^3 + 125/43*z + 1
*
[ -1 ] 
f(z) = -39/44*z^3 + 127/44*z + 1
*
[ -1 ] 
f(z) = -39/46*z^3 + 131/46*z + 1
*
-2 | 0.068591926433516672074506907062721834539 | 0.014025977416965793116455278529307311361
f(z) = -39/46*z^3 + 133/46*z + 1
*
[ -1 ] 
f(z) = -39/47*z^3 + 133/47*z + 1
*
[ -1 ] 
f(z) = -39/49*z^3 + 137/49*z + 1
*
-2 | 0.068279985152244739584785204896076934202 | 0.014005583902686167182252033349012835106
f(z) = -39/50*z^3 + 131/50*z + 1
*
[ -1 ] 
f(z) = -39/50*z^3 + 139/50*z + 1
*
-2 | 0.067214390780129895733263689786909132550 | 0.013875267321532762789006870718386298530
f(z) = -39/58*z^3 + 127/58*z + 1
*
[ -1 ] 
f(z) = -38/41*z^3 + 120/41*z + 1
*
[ -1 ] 
f(z) = -38/43*z^3 + 124/43*z + 1
*
[ -1 ] 
f(z) = -38/45*z^3 + 128/45*z + 1
*
[ -1 ] 
f(z) = -38/47*z^3 + 132/47*z + 1
*
[ -1 ] 
f(z) = -38/49*z^3 + 136/49*z + 1
*
[ -2/3 ] 
f(z) = -37/40*z^3 + 131/45*z + 1
*
[ -1 ] 
f(z) = -37/42*z^3 + 121/42*z + 1
*
[ -1 ] 
f(z) = -37/43*z^3 + 123/43*z + 1
*
[ -1 ] 
f(z) = -37/44*z^3 + 125/44*z + 1
*
[ -1 ] 
f(z) = -37/45*z^3 + 127/45*z + 1
*
-2 | 0.067435229429764227301158317022211722750 | 0.013966621288251654884123993712781807448
f(z) = -37/46*z^3 + 125/46*z + 1
*
[ -1 ] 
f(z) = -37/46*z^3 + 129/46*z + 1
*
[ -1 ] 
f(z) = -37/47*z^3 + 131/47*z + 1
*
[ -1 ] 
f(z) = -37/48*z^3 + 133/48*z + 1
*
[ -1 ] 
f(z) = -37/49*z^3 + 135/49*z + 1
*
-2 | 0.067027583854485895581582132407094707299 | 0.013928723196079339603085598229899454338
f(z) = -37/50*z^3 + 123/50*z + 1
*
[ -1 ] 
f(z) = -37/50*z^3 + 137/50*z + 1
*
[ -1 ] 
f(z) = -37/51*z^3 + 139/51*z + 1
*
-2 | 0.052873505489400042253823425516464567262 | 0.011024982218613757738275315812549108116
f(z) = -37/54*z^3 + 121/54*z + 1
*
[ -1/2 ] 
f(z) = -36/41*z^3 + 132/41*z + 1
*
[ -1 ] 
f(z) = -36/43*z^3 + 122/43*z + 1
*
[ -1/2 ] 
f(z) = -36/43*z^3 + 138/43*z + 1
*
[ -1 ] 
f(z) = -36/47*z^3 + 130/47*z + 1
*
[ -1 ] 
f(z) = -36/49*z^3 + 134/49*z + 1
*
[ 5/3 ] 
f(z) = -36/55*z^3 + 122/55*z + 1
*
[ -1 ] 
f(z) = -35/43*z^3 + 121/43*z + 1
*
[ -1 ] 
f(z) = -35/44*z^3 + 123/44*z + 1
*
[ -1 ] 
f(z) = -35/46*z^3 + 127/46*z + 1
*
[ -1 ] 
f(z) = -35/47*z^3 + 129/47*z + 1
*
[ -1 ] 
f(z) = -35/48*z^3 + 131/48*z + 1
*
[ -1 ] 
f(z) = -35/51*z^3 + 137/51*z + 1
*
[ -1 ] 
f(z) = -35/52*z^3 + 139/52*z + 1
*
[ -1 ] 
f(z) = -34/43*z^3 + 120/43*z + 1
*
[ -1 ] 
f(z) = -34/45*z^3 + 124/45*z + 1
*
[ -1 ] 
f(z) = -34/47*z^3 + 128/47*z + 1
*
[ -1 ] 
f(z) = -34/49*z^3 + 132/49*z + 1
*
[ -1 ] 
f(z) = -33/46*z^3 + 125/46*z + 1
*
[ -1 ] 
f(z) = -33/47*z^3 + 127/47*z + 1
*
[ -1 ] 
f(z) = -33/49*z^3 + 131/49*z + 1
*
[ -1 ] 
f(z) = -33/50*z^3 + 133/50*z + 1
*
[ -1 ] 
f(z) = -33/52*z^3 + 137/52*z + 1
*
[ -1 ] 
f(z) = -33/53*z^3 + 139/53*z + 1
*
[ -1/2 ] 
f(z) = -32/41*z^3 + 131/41*z + 1
*
[ -1/2 ] 
f(z) = -32/43*z^3 + 137/43*z + 1
*
[ -5/4 ] 
f(z) = -32/45*z^3 + 131/45*z + 1
*
[ -1 ] 
f(z) = -32/47*z^3 + 126/47*z + 1
*
[ -1 ] 
f(z) = -32/49*z^3 + 130/49*z + 1
*
[ -1 ] 
f(z) = -32/51*z^3 + 134/51*z + 1
*
[ -3/4 ] 
f(z) = -32/51*z^3 + 137/51*z + 1
*
[ -1 ] 
f(z) = -32/53*z^3 + 138/53*z + 1
*
[ -2/3 ] 
f(z) = -31/40*z^3 + 128/45*z + 1
*
[ -1 ] 
f(z) = -31/45*z^3 + 121/45*z + 1
*
[ -1 ] 
f(z) = -31/46*z^3 + 123/46*z + 1
*
[ -1 ] 
f(z) = -31/47*z^3 + 125/47*z + 1
*
[ -1 ] 
f(z) = -31/48*z^3 + 127/48*z + 1
*
[ -1 ] 
f(z) = -31/49*z^3 + 129/49*z + 1
*
[ -1 ] 
f(z) = -31/50*z^3 + 131/50*z + 1
*
[ -1 ] 
f(z) = -31/51*z^3 + 133/51*z + 1
*
[ -1 ] 
f(z) = -31/52*z^3 + 135/52*z + 1
*
[ -1 ] 
f(z) = -31/53*z^3 + 137/53*z + 1
*
[ -6/5 ] 
f(z) = -31/54*z^3 + 133/50*z + 1
*
[ -1 ] 
f(z) = -31/54*z^3 + 139/54*z + 1
*
[ -1 ] 
f(z) = -30/47*z^3 + 124/47*z + 1
*
[ -1 ] 
f(z) = -30/49*z^3 + 128/49*z + 1
*
[ 7/4 ] 
f(z) = -30/49*z^3 + 129/56*z + 1
*
[ -1 ] 
f(z) = -30/53*z^3 + 136/53*z + 1
*
[ -2/3 ] 
f(z) = -29/40*z^3 + 127/45*z + 1
*
[ -1 ] 
f(z) = -29/46*z^3 + 121/46*z + 1
*
[ 2 ] 
f(z) = -29/46*z^3 + 139/46*z + 1
*
[ -1 ] 
f(z) = -29/47*z^3 + 123/47*z + 1
*
[ -1 ] 
f(z) = -29/49*z^3 + 127/49*z + 1
*
[ -1 ] 
f(z) = -29/50*z^3 + 129/50*z + 1
*
[ -1 ] 
f(z) = -29/51*z^3 + 131/51*z + 1
*
[ -1 ] 
f(z) = -29/52*z^3 + 133/52*z + 1
*
[ -1 ] 
f(z) = -29/53*z^3 + 135/53*z + 1
*
[ -1 ] 
f(z) = -29/54*z^3 + 137/54*z + 1
*
[ -1 ] 
f(z) = -29/55*z^3 + 139/55*z + 1
*
[ -1/2 ] 
f(z) = -28/41*z^3 + 130/41*z + 1
*
[ -1/2 ] 
f(z) = -28/43*z^3 + 136/43*z + 1
*
[ -1 ] 
f(z) = -28/47*z^3 + 122/47*z + 1
*
[ -1 ] 
f(z) = -28/51*z^3 + 130/51*z + 1
*
[ -1 ] 
f(z) = -28/53*z^3 + 134/53*z + 1
*
[ -1 ] 
f(z) = -28/55*z^3 + 138/55*z + 1
*
-1/3 | 0.13038357166109666837527655384978304430 | 0.027094467300599961060246770333800591920
f(z) = -27/40*z^3 + 123/40*z + 1
*
[ -5/3 ] 
f(z) = -27/40*z^3 + 139/40*z + 1
*
[ -4/3 ] 
f(z) = -27/44*z^3 + 125/44*z + 1
*
[ -2/3 ] 
f(z) = -27/46*z^3 + 127/46*z + 1
*
[ 2 ] 
f(z) = -27/46*z^3 + 131/46*z + 1
*
[ -1 ] 
f(z) = -27/47*z^3 + 121/47*z + 1
*
[ -14/9 ] 
f(z) = -27/49*z^3 + 125/42*z + 1
*
[ -1 ] 
f(z) = -27/49*z^3 + 125/49*z + 1
*
[ -1 ] 
f(z) = -27/50*z^3 + 127/50*z + 1
*
[ 2 ] 
f(z) = -27/50*z^3 + 133/50*z + 1
*
[ -2/3 ] 
f(z) = -27/50*z^3 + 137/50*z + 1
*
[ -1 ] 
f(z) = -27/52*z^3 + 131/52*z + 1
*
[ -4/3 ] 
f(z) = -27/52*z^3 + 139/52*z + 1
*
[ -1 ] 
f(z) = -27/53*z^3 + 133/53*z + 1
*
[ -1 ] 
f(z) = -27/55*z^3 + 137/55*z + 1
*
7/3 | 0.12226174474537365333849700247642556069 | 0.025406704256639343189996461783770662446
f(z) = -27/56*z^3 + 123/56*z + 1
*
-7/3 | 0.11523891705231614553764691168604158706 | 0.023637795439354233187564579549157644450
f(z) = -27/56*z^3 + 131/56*z + 1
*
[ -1 ] 
f(z) = -27/56*z^3 + 139/56*z + 1
*
[ 2 ] 
f(z) = -27/58*z^3 + 137/58*z + 1
*
[ -1 ] 
f(z) = -26/47*z^3 + 120/47*z + 1
*
[ -1 ] 
f(z) = -26/49*z^3 + 124/49*z + 1
*
[ -1 ] 
f(z) = -26/51*z^3 + 128/51*z + 1
*
[ -1 ] 
f(z) = -26/53*z^3 + 132/53*z + 1
*
[ -1 ] 
f(z) = -26/55*z^3 + 136/55*z + 1
*
[ 2 ] 
f(z) = -25/46*z^3 + 123/46*z + 1
*
[ -3/5 ] 
f(z) = -25/48*z^3 + 137/48*z + 1
*
[ -1 ] 
f(z) = -25/49*z^3 + 123/49*z + 1
*
[ -1 ] 
f(z) = -25/51*z^3 + 127/51*z + 1
*
-13/5 | 0.14254496286105451694310900288378549110 | 0.028972665750134291541450180162382266069
f(z) = -25/52*z^3 + 137/52*z + 1
*
[ -1 ] 
f(z) = -25/53*z^3 + 131/53*z + 1
*
[ 2 ] 
f(z) = -25/54*z^3 + 127/54*z + 1
*
[ -1 ] 
f(z) = -25/54*z^3 + 133/54*z + 1
*
3/5 | 0.11048316733626893296338801977104831340 | 0.023037529743184706244662226703252797708
f(z) = -25/56*z^3 + 121/56*z + 1
*
[ -1 ] 
f(z) = -25/56*z^3 + 137/56*z + 1
*
[ -1 ] 
f(z) = -25/57*z^3 + 139/57*z + 1
*
[ 2 ] 
f(z) = -25/58*z^3 + 129/58*z + 1
*
[ -1/2 ] 
f(z) = -24/41*z^3 + 129/41*z + 1
*
[ -1/2 ] 
f(z) = -24/43*z^3 + 135/43*z + 1
*
[ -7/12 ] 
f(z) = -24/49*z^3 + 121/42*z + 1
*
[ -1 ] 
f(z) = -24/49*z^3 + 122/49*z + 1
*
[ -1 ] 
f(z) = -24/53*z^3 + 130/53*z + 1
*
[ -1 ] 
f(z) = -24/55*z^3 + 134/55*z + 1
*
[ -2/3 ] 
f(z) = -23/40*z^3 + 124/45*z + 1
*
[ -1 ] 
f(z) = -23/49*z^3 + 121/49*z + 1
*
[ -1 ] 
f(z) = -23/50*z^3 + 123/50*z + 1
*
[ 5/2 ] 
f(z) = -23/50*z^3 + 139/40*z + 1
*
[ -1 ] 
f(z) = -23/51*z^3 + 125/51*z + 1
*
[ -1 ] 
f(z) = -23/52*z^3 + 127/52*z + 1
*
[ -1 ] 
f(z) = -23/53*z^3 + 129/53*z + 1
*
[ -1 ] 
f(z) = -23/54*z^3 + 131/54*z + 1
*
[ -1 ] 
f(z) = -23/55*z^3 + 133/55*z + 1
*
[ -1 ] 
f(z) = -23/57*z^3 + 137/57*z + 1
*
[ 2 ] 
f(z) = -23/58*z^3 + 121/58*z + 1
*
[ -1 ] 
f(z) = -23/58*z^3 + 139/58*z + 1
*
[ -1 ] 
f(z) = -22/49*z^3 + 120/49*z + 1
*
[ -1 ] 
f(z) = -22/51*z^3 + 124/51*z + 1
*
[ -1 ] 
f(z) = -22/53*z^3 + 128/53*z + 1
*
[ -1 ] 
f(z) = -22/57*z^3 + 136/57*z + 1
*
[ -1 ] 
f(z) = -21/50*z^3 + 121/50*z + 1
*
[ 5/2 ] 
f(z) = -21/50*z^3 + 129/40*z + 1
*
[ -1 ] 
f(z) = -21/53*z^3 + 127/53*z + 1
*
[ -1 ] 
f(z) = -21/55*z^3 + 131/55*z + 1
*
[ -1 ] 
f(z) = -21/58*z^3 + 137/58*z + 1
*
[ -1 ] 
f(z) = -21/59*z^3 + 139/59*z + 1
*
[ 3/2 ] 
f(z) = -37/45*z^3 + 131/60*z + 1
*
20/9 | 0.11270707002516352129231315654639490866 | 0.020079190762971584532811943053415934394
f(z) = -27/40*z^3 + 137/60*z + 1
*
-2 | 0.17893308228547953902812908349575223383 | 0.028576749967349345346117925407712774789
f(z) = -25/48*z^3 + 131/60*z + 1
*
[ 4/3 ] 
f(z) = -39/56*z^3 + 125/84*z + 1
*
0 | 0.091314142117448884002170934507125691335 | 0.019040477529046600329182900963278067375
f(z) = -38/45*z^3 + 121/90*z + 1
*
-2 | 0.065488551381278301634552325780831408458 | 0.013271637923057969055769366834231727181
f(z) = -23/45*z^3 + 139/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.016231038994802922145781005500256437034
f(z) = -23/47*z^3 + 137/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.016437023918664342456507951963431365410
f(z) = -23/49*z^3 + 135/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014019704977335293941733653747997060361
f(z) = -22/41*z^3 + 135/82*z + 1
*
-2 | 0.069653175243748681780423578211836243039 | 0.014242986219897191348275685493422577587
f(z) = -22/43*z^3 + 133/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.011677740099680323531814848603470969895
f(z) = -22/45*z^3 + 131/90*z + 1
*
-2 | 0.071299877321619829567786463728913080012 | 0.014671322962513600178057702544761648715
f(z) = -22/47*z^3 + 129/94*z + 1
*
-2 | 0.072071798679021763383698135182963357272 | 0.014877996533307063114757132655577054544
f(z) = -22/49*z^3 + 127/98*z + 1
*
-2 | 0.077327930471302303583706279046856170873 | 0.015963035508571560319817289874601755133
f(z) = -21/41*z^3 + 127/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.016198041562545222305980567860836974026
f(z) = -21/43*z^3 + 125/86*z + 1
*
-2 | 0.079856792491157679102538595246140377020 | 0.016651434572028642238628565885003845537
f(z) = -21/47*z^3 + 121/94*z + 1
*
0 | 0.13432092306466381157523325930941183404 | 0.027551894653664197013550593100402640586
f(z) = -38/55*z^3 + 131/110*z + 1
*
0 | 0.13432130968086380550535111883870248705 | 0.027912752247512056970532185104307576745
f(z) = -34/55*z^3 + 123/110*z + 1
*
-14/9 | 0.12051533184829197075318781659864569918 | 0.017272534379432782338648370587751506529
f(z) = -27/40*z^3 + 134/105*z + 1
*
[ 4/3 ] 
f(z) = -27/50*z^3 + 121/100*z + 1
*
[ 4/3 ] 
f(z) = -27/58*z^3 + 125/116*z + 1
*
[ 4/3 ] 
f(z) = -25/48*z^3 + 127/108*z + 1
*
-2 | 0.073524307452118504014869389475575721220 | 0.014900130884969694646306649197601997644
f(z) = -24/53*z^3 + 139/106*z + 1
*
-2 | 0.074210861990616641802400388029525592855 | 0.015083567011619168858515903369973195935
f(z) = -24/55*z^3 + 137/110*z + 1
*
-2 | 0.075510773667076988147644790853005066028 | 0.015440773590439847726897519825299792257
f(z) = -24/59*z^3 + 133/118*z + 1
*
-2 | 0.061025720415851111885897782257543481007 | 0.012478806485139743495974854152066272663
f(z) = -23/51*z^3 + 133/102*z + 1
*
-2 | 0.082081619292249756702643805142222785867 | 0.016836573752947774560068344817965043589
f(z) = -23/53*z^3 + 131/106*z + 1
*
-2 | 0.082767471563201913787764686341554146451 | 0.017031001338429909385319867572534761634
f(z) = -23/55*z^3 + 129/110*z + 1
*
-2 | 0.063084173346622553465130165471991643072 | 0.013022654208167896076454268838764109502
f(z) = -23/57*z^3 + 127/114*z + 1
*
-2 | 0.084067406307902158747740426369763921866 | 0.017411338798972228316469261044731831476
f(z) = -23/59*z^3 + 125/118*z + 1
*
-2 | 0.052468905734766204398203793584080115070 | 0.010866921370375133486415445803117874464
f(z) = -22/51*z^3 + 125/102*z + 1
*
[ 3/2 ] 
f(z) = -22/51*z^3 + 133/102*z + 1
*
-2 | 0.073524785674321746755521378878954311520 | 0.015278879661423865932003400267383771402
f(z) = -22/53*z^3 + 123/106*z + 1
*
[ 3/2 ] 
f(z) = -22/57*z^3 + 137/114*z + 1
*
-10/21 | 0.080324733830662428099251069770250308286 | 0.011588409515822263401453083342279989234
f(z) = -21/40*z^3 + 128/105*z + 1
*
-10/7 | 0.15655045683502980525165939226419802361 | 0.022366196291444491446793345862803988736
f(z) = -21/40*z^3 + 137/105*z + 1
*
[ 7/6 ] 
f(z) = -34/49*z^3 + 137/126*z + 1
*
[ 6/5 ] 
f(z) = -25/46*z^3 + 131/138*z + 1
*
0 | 0.14414274793019977957774544106639472556 | 0.028883818271001267015437753122430797633
f(z) = -30/49*z^3 + 139/147*z + 1
*
0 | 0.14414263256004267273881623202976780421 | 0.028883795152733441398146702718975147191
f(z) = -27/49*z^3 + 130/147*z + 1
*
17/9 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -27/50*z^3 + 139/150*z + 1
*
-13/9 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -27/52*z^3 + 121/156*z + 1
*
-4/7 | 0.13002018563300089678510699451152936699 | 0.023074541338663632745709091260410171596
f(z) = -21/40*z^3 + 129/140*z + 1
*
-8/7 | 0.10669343515833730038709079697317056052 | 0.018341309324233746103969858239553792793
f(z) = -35/48*z^3 + 139/168*z + 1
*
1/3 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -27/56*z^3 + 121/168*z + 1
*
0 | 0.096536757552214950744133149852366699782 | 0.018840249061129758610599424814670657292
f(z) = -27/56*z^3 + 137/168*z + 1
*
[ 11/10 ] 
f(z) = -25/44*z^3 + 137/176*z + 1
*
-3/5 | 0.071974791572297524783082454862225440033 | 0.014046701315936996190601257886863231729
f(z) = -25/56*z^3 + 139/168*z + 1
*
[ 6/5 ] 
f(z) = -25/58*z^3 + 137/174*z + 1
*
2 | 0.18668132373958771605673003167974806566 | 0.026069730611833336392150122076278261988
f(z) = -23/56*z^3 + 121/161*z + 1
*
-14/23 | 0.093898452395892576486900618242366200124 | 0.013112759807958613577469065163249617659
f(z) = -23/56*z^3 + 128/161*z + 1
*
[ 5/4 ] 
f(z) = -21/50*z^3 + 137/160*z + 1
*
-15/13 | 0.17950189617805361128318293779338028480 | 0.028172132967584665130411839688990512351
f(z) = -26/45*z^3 + 124/195*z + 1
*
[ 14/13 ] 
f(z) = -26/49*z^3 + 125/182*z + 1
*
0 | 0.15437101232908418148103624852847344360 | 0.029726996923269427968751931192647217150
f(z) = -22/45*z^3 + 133/180*z + 1
*
-5/3 | 0.16771661671936980657749428303115190884 | 0.024109181502505654043415787372318854745
f(z) = -21/50*z^3 + 131/210*z + 1
*
[ 21/20 ] 
f(z) = -25/54*z^3 + 125/224*z + 1
*
0 | 0.11262327312267152963342179165569398317 | 0.020549296295183766661731405633557424064
f(z) = -35/48*z^3 + 127/240*z + 1
*
-10/3 | 0.21218182092603192404749509473386239771 | 0.029870787085018493570613880559557742659
f(z) = -39/40*z^3 + 152/15*z + 1
*
[ 7/2 ] 
f(z) = -38/49*z^3 + 143/14*z + 1
*
[ -7/2 ] 
f(z) = -38/49*z^3 + 151/14*z + 1
*
[ 4 ] 
f(z) = -37/48*z^3 + 157/12*z + 1
*
[ -6 ] 
f(z) = -37/54*z^3 + 155/6*z + 1
*
[ 4 ] 
f(z) = -35/48*z^3 + 149/12*z + 1
*
[ -4 ] 
f(z) = -35/48*z^3 + 155/12*z + 1
*
[ 6 ] 
f(z) = -35/54*z^3 + 145/6*z + 1
*
[ 10/3 ] 
f(z) = -33/40*z^3 + 148/15*z + 1
*
[ -10/3 ] 
f(z) = -33/40*z^3 + 157/15*z + 1
*
[ 5 ] 
f(z) = -29/50*z^3 + 153/10*z + 1
*
[ -5 ] 
f(z) = -29/50*z^3 + 157/10*z + 1
*
[ 5 ] 
f(z) = -27/50*z^3 + 143/10*z + 1
*
[ -5 ] 
f(z) = -27/50*z^3 + 147/10*z + 1
*
-3/4 | 0.14224804767504703941036737189115643125 | 0.023111507284519954114952772238228648498
f(z) = -32/45*z^3 + 157/30*z + 1
*
-2/3 | 0.11241856237950172394906560097222259202 | 0.015782769461756578932869832826397210583
f(z) = -27/56*z^3 + 155/21*z + 1
*
[ -2/7 ] 
f(z) = -21/40*z^3 + 159/35*z + 1
*
[ -1/2 ] 
f(z) = -40/47*z^3 + 151/47*z + 1
*
[ -7/8 ] 
f(z) = -40/49*z^3 + 155/56*z + 1
*
[ -1/2 ] 
f(z) = -40/49*z^3 + 157/49*z + 1
*
[ -1 ] 
f(z) = -40/51*z^3 + 142/51*z + 1
*
[ -1 ] 
f(z) = -40/53*z^3 + 146/53*z + 1
*
[ -1 ] 
f(z) = -40/57*z^3 + 154/57*z + 1
*
[ -1 ] 
f(z) = -40/59*z^3 + 158/59*z + 1
*
[ -1 ] 
f(z) = -39/53*z^3 + 145/53*z + 1
*
[ -1 ] 
f(z) = -39/55*z^3 + 149/55*z + 1
*
[ -1 ] 
f(z) = -39/56*z^3 + 151/56*z + 1
*
[ -1 ] 
f(z) = -39/58*z^3 + 155/58*z + 1
*
[ -1 ] 
f(z) = -39/59*z^3 + 157/59*z + 1
*
[ 7/4 ] 
f(z) = -38/49*z^3 + 157/56*z + 1
*
[ -1 ] 
f(z) = -38/51*z^3 + 140/51*z + 1
*
[ -1 ] 
f(z) = -38/53*z^3 + 144/53*z + 1
*
[ -1 ] 
f(z) = -38/55*z^3 + 148/55*z + 1
*
[ -1 ] 
f(z) = -38/59*z^3 + 156/59*z + 1
*
[ -1 ] 
f(z) = -37/52*z^3 + 141/52*z + 1
*
[ -1 ] 
f(z) = -37/53*z^3 + 143/53*z + 1
*
[ -6/5 ] 
f(z) = -37/54*z^3 + 141/50*z + 1
*
[ -1 ] 
f(z) = -37/54*z^3 + 145/54*z + 1
*
[ -1 ] 
f(z) = -37/55*z^3 + 147/55*z + 1
*
[ -1 ] 
f(z) = -37/56*z^3 + 149/56*z + 1
*
[ -1 ] 
f(z) = -37/57*z^3 + 151/57*z + 1
*
[ -1 ] 
f(z) = -37/58*z^3 + 153/58*z + 1
*
[ -1 ] 
f(z) = -37/59*z^3 + 155/59*z + 1
*
[ -1/2 ] 
f(z) = -36/47*z^3 + 150/47*z + 1
*
[ -1/2 ] 
f(z) = -36/49*z^3 + 156/49*z + 1
*
[ -1 ] 
f(z) = -36/53*z^3 + 142/53*z + 1
*
[ -1 ] 
f(z) = -36/59*z^3 + 154/59*z + 1
*
[ -1 ] 
f(z) = -35/53*z^3 + 141/53*z + 1
*
21/10 | 0.23429988539593203295407444446838049250 | 0.028418598546320704281044329641968991830
f(z) = -35/54*z^3 + 141/40*z + 1
*
[ -1 ] 
f(z) = -35/54*z^3 + 143/54*z + 1
*
[ -3/7 ] 
f(z) = -35/54*z^3 + 145/42*z + 1
*
[ -1 ] 
f(z) = -35/57*z^3 + 149/57*z + 1
*
[ -1 ] 
f(z) = -35/58*z^3 + 151/58*z + 1
*
[ -1 ] 
f(z) = -35/59*z^3 + 153/59*z + 1
*
[ 7/4 ] 
f(z) = -34/49*z^3 + 143/56*z + 1
*
[ -1 ] 
f(z) = -34/53*z^3 + 140/53*z + 1
*
[ -1 ] 
f(z) = -34/55*z^3 + 144/55*z + 1
*
[ -1 ] 
f(z) = -34/57*z^3 + 148/57*z + 1
*
[ -1 ] 
f(z) = -34/59*z^3 + 152/59*z + 1
*
[ -10/11 ] 
f(z) = -33/40*z^3 + 153/55*z + 1
*
[ 2 ] 
f(z) = -33/46*z^3 + 155/46*z + 1
*
[ 2 ] 
f(z) = -33/50*z^3 + 157/50*z + 1
*
[ -1 ] 
f(z) = -33/56*z^3 + 145/56*z + 1
*
[ -1 ] 
f(z) = -33/58*z^3 + 149/58*z + 1
*
[ -1 ] 
f(z) = -33/59*z^3 + 151/59*z + 1
*
[ -1/2 ] 
f(z) = -32/45*z^3 + 143/45*z + 1
*
[ -1/2 ] 
f(z) = -32/47*z^3 + 149/47*z + 1
*
[ -1/2 ] 
f(z) = -32/49*z^3 + 155/49*z + 1
*
[ -3/2 ] 
f(z) = -32/51*z^3 + 157/51*z + 1
*
[ -1 ] 
f(z) = -32/55*z^3 + 142/55*z + 1
*
[ -5/4 ] 
f(z) = -32/55*z^3 + 149/55*z + 1
*
[ -1 ] 
f(z) = -32/57*z^3 + 146/57*z + 1
*
[ -3/4 ] 
f(z) = -32/57*z^3 + 151/57*z + 1
*
[ -1 ] 
f(z) = -32/59*z^3 + 150/59*z + 1
*
[ 2 ] 
f(z) = -31/46*z^3 + 147/46*z + 1
*
[ 2 ] 
f(z) = -31/50*z^3 + 149/50*z + 1
*
[ 2 ] 
f(z) = -31/54*z^3 + 151/54*z + 1
*
[ -1 ] 
f(z) = -31/55*z^3 + 141/55*z + 1
*
[ -1 ] 
f(z) = -31/56*z^3 + 143/56*z + 1
*
[ -1 ] 
f(z) = -31/57*z^3 + 145/57*z + 1
*
[ -1 ] 
f(z) = -31/58*z^3 + 147/58*z + 1
*
[ 2 ] 
f(z) = -31/58*z^3 + 153/58*z + 1
*
[ -1 ] 
f(z) = -31/59*z^3 + 149/59*z + 1
*
[ -1 ] 
f(z) = -30/59*z^3 + 148/59*z + 1
*
[ 2 ] 
f(z) = -29/50*z^3 + 141/50*z + 1
*
[ -3/5 ] 
f(z) = -29/54*z^3 + 143/50*z + 1
*
[ 2 ] 
f(z) = -29/54*z^3 + 143/54*z + 1
*
[ -1 ] 
f(z) = -29/56*z^3 + 141/56*z + 1
*
[ -1 ] 
f(z) = -29/57*z^3 + 143/57*z + 1
*
[ -1 ] 
f(z) = -29/59*z^3 + 147/59*z + 1
*
[ -1/2 ] 
f(z) = -28/45*z^3 + 142/45*z + 1
*
-5/2 | 0.13535047531290263697374983076799388333 | 0.026768966645121160244369866139790364776
f(z) = -28/45*z^3 + 157/45*z + 1
*
[ -1/2 ] 
f(z) = -28/47*z^3 + 148/47*z + 1
*
[ -3/2 ] 
f(z) = -28/51*z^3 + 148/51*z + 1
*
-5/2 | 0.13652832460443668555672769119221510619 | 0.027549049435659619702033196408905294279
f(z) = -28/55*z^3 + 142/55*z + 1
*
[ -1 ] 
f(z) = -28/57*z^3 + 142/57*z + 1
*
[ -3/2 ] 
f(z) = -28/57*z^3 + 158/57*z + 1
*
[ -1 ] 
f(z) = -28/59*z^3 + 146/59*z + 1
*
[ 5/2 ] 
f(z) = -27/50*z^3 + 159/40*z + 1
*
[ -1 ] 
f(z) = -27/58*z^3 + 143/58*z + 1
*
[ -2/3 ] 
f(z) = -27/58*z^3 + 157/58*z + 1
*
[ -1 ] 
f(z) = -27/59*z^3 + 145/59*z + 1
*
[ -1 ] 
f(z) = -26/57*z^3 + 140/57*z + 1
*
[ -1 ] 
f(z) = -26/59*z^3 + 144/59*z + 1
*
[ 11/5 ] 
f(z) = -25/44*z^3 + 145/44*z + 1
*
[ -3/5 ] 
f(z) = -25/51*z^3 + 145/51*z + 1
*
[ -7/5 ] 
f(z) = -25/56*z^3 + 145/56*z + 1
*
[ -8/5 ] 
f(z) = -25/56*z^3 + 155/56*z + 1
*
[ -1 ] 
f(z) = -25/58*z^3 + 141/58*z + 1
*
[ -1 ] 
f(z) = -25/59*z^3 + 143/59*z + 1
*
[ -1/2 ] 
f(z) = -24/47*z^3 + 147/47*z + 1
*
[ -7/8 ] 
f(z) = -24/49*z^3 + 141/56*z + 1
*
[ -1/2 ] 
f(z) = -24/49*z^3 + 153/49*z + 1
*
[ -1 ] 
f(z) = -24/59*z^3 + 142/59*z + 1
*
[ -2 ] 
f(z) = -23/42*z^3 + 155/42*z + 1
*
[ -3/5 ] 
f(z) = -23/54*z^3 + 141/50*z + 1
*
[ -1 ] 
f(z) = -23/59*z^3 + 141/59*z + 1
*
[ -1 ] 
f(z) = -22/59*z^3 + 140/59*z + 1
*
[ -2 ] 
f(z) = -21/46*z^3 + 153/46*z + 1
*
[ -2 ] 
f(z) = -21/50*z^3 + 159/50*z + 1
*
-4/9 | 0.13473962494249658225607440250555105239 | 0.023822457572293705058670763646008748980
f(z) = -27/40*z^3 + 143/60*z + 1
*
[ -14/15 ] 
f(z) = -25/56*z^3 + 155/63*z + 1
*
-12/7 | 0.14841462121291679366392614623878458957 | 0.023324527064454912822049948901743597687
f(z) = -35/48*z^3 + 145/84*z + 1
*
-4/3 | 0.11686020715902858759151779408735739720 | 0.020464355258102954954487749334329957546
f(z) = -33/56*z^3 + 151/84*z + 1
*
1/2 | 0.11118374597465999973798277812720208195 | 0.022160164390041636626467378132795770048
f(z) = -32/45*z^3 + 151/90*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.014218339018735768378326310660190243105
f(z) = -26/49*z^3 + 159/98*z + 1
*
-2 | 0.078346982106401331305149129476977505861 | 0.015456394317352566531162705444576883267
f(z) = -25/41*z^3 + 159/82*z + 1
*
-2 | 0.078209990024804059207936988571756361480 | 0.015467996026236788454510156974696724897
f(z) = -25/43*z^3 + 157/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.015874642229696468271066387940356967364
f(z) = -25/47*z^3 + 153/94*z + 1
*
-2 | 0.080628321302377022395223676895761505231 | 0.016070126428021122918725298090413043692
f(z) = -25/49*z^3 + 151/98*z + 1
*
-2 | 0.068770545617654485509715322887074442755 | 0.013706739080615341297550803951236654463
f(z) = -24/41*z^3 + 151/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.013919515093701353505038604513558724852
f(z) = -24/43*z^3 + 149/86*z + 1
*
-2 | 0.071300060261199992356285790342835044777 | 0.014326677686904182879744550620282709090
f(z) = -24/47*z^3 + 145/94*z + 1
*
-2 | 0.072070766223292098484700833044516294986 | 0.014522067804390988427943129481639036381
f(z) = -24/49*z^3 + 143/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.015581230412722518297418796745821100553
f(z) = -23/41*z^3 + 143/82*z + 1
*
-2 | 0.078209467371354823492459180982060661606 | 0.015803851692909333717657403942851171404
f(z) = -23/43*z^3 + 141/86*z + 1
*
[ 5/3 ] 
f(z) = -23/50*z^3 + 151/90*z + 1
*
[ 11/8 ] 
f(z) = -32/55*z^3 + 151/110*z + 1
*
[ 4/3 ] 
f(z) = -31/48*z^3 + 151/108*z + 1
*
[ 4/3 ] 
f(z) = -29/48*z^3 + 143/108*z + 1
*
10/9 | 0.19566806662428976717013676706695383710 | 0.027421053797400637349538573509589016090
f(z) = -27/56*z^3 + 157/105*z + 1
*
-2 | 0.084067536917088462245780635467140830670 | 0.016626473504940159363446121302765285893
f(z) = -27/59*z^3 + 157/118*z + 1
*
[ 3/2 ] 
f(z) = -26/51*z^3 + 151/102*z + 1
*
-2 | 0.052467597938957560654471919604513254206 | 0.010376789412306516868787569948904533771
f(z) = -26/51*z^3 + 157/102*z + 1
*
-2 | 0.073524972260258998305583786449842898757 | 0.014578380873268798416919603220876415198
f(z) = -26/53*z^3 + 155/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.014752169683879106311275450239978787605
f(z) = -26/55*z^3 + 153/110*z + 1
*
-2 | 0.054528616241737769604201611431019773260 | 0.010868163230925881922044621274878505284
f(z) = -26/57*z^3 + 151/114*z + 1
*
[ 3/2 ] 
f(z) = -26/57*z^3 + 155/114*z + 1
*
-2 | 0.075510962386494994465469662642788807879 | 0.015090282303144687545124496339666972803
f(z) = -26/59*z^3 + 149/118*z + 1
*
-2 | 0.061025562683458136350435462960677645360 | 0.012195487112032030803637775890556500436
f(z) = -25/51*z^3 + 149/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.016447731834311236002650994896811223941
f(z) = -25/53*z^3 + 147/106*z + 1
*
-2 | 0.063085401509332857197230564308648423514 | 0.012711540700807519583301378102443000049
f(z) = -25/57*z^3 + 143/114*z + 1
*
-2 | 0.084067582131528093832221355901913415571 | 0.016987605782810351746995038053137633105
f(z) = -25/59*z^3 + 141/118*z + 1
*
2 | 0.19696498393503878716119278508575606426 | 0.027996796590703840044940495312724603461
f(z) = -23/40*z^3 + 142/115*z + 1
*
-10/9 | 0.14133590371670547605042967255985898270 | 0.019953150491976564703828894676177442818
f(z) = -39/40*z^3 + 149/135*z + 1
*
[ 7/6 ] 
f(z) = -38/49*z^3 + 151/126*z + 1
*
[ 10/9 ] 
f(z) = -33/40*z^3 + 151/135*z + 1
*
[ 11/9 ] 
f(z) = -27/44*z^3 + 145/132*z + 1
*
-5/6 | 0.18881003608098978887728730214901516155 | 0.028549684979175889199222266809704288539
f(z) = -27/50*z^3 + 149/120*z + 1
*
0 | 0.074329441423315161040312781791323378281 | 0.014977184852837611735071731658523788405
f(z) = -21/40*z^3 + 143/120*z + 1
*
[ 4/3 ] 
f(z) = -21/44*z^3 + 145/132*z + 1
*
0 | 0.13321897259459548140832184420657811762 | 0.026552031564411545991256383455501236310
f(z) = -21/44*z^3 + 151/132*z + 1
*
[ 6/5 ] 
f(z) = -31/54*z^3 + 149/150*z + 1
*
[ 14/11 ] 
f(z) = -22/49*z^3 + 145/154*z + 1
*
[ 4/3 ] 
f(z) = -21/52*z^3 + 151/156*z + 1
*
0 | 0.10021687334735982032426111906518212562 | 0.019558465623529063163055478788513771798
f(z) = -33/56*z^3 + 155/168*z + 1
*
[ 11/9 ] 
f(z) = -27/55*z^3 + 151/165*z + 1
*
2 | 0.20367428465770960479117726608573510460 | 0.028115390387590026497283126749462549364
f(z) = -25/56*z^3 + 148/175*z + 1
*
[ 5/4 ] 
f(z) = -23/50*z^3 + 147/160*z + 1
*
0 | 0.088405418406387489609689974416293458541 | 0.017024100323736073188359457357527420791
f(z) = -28/45*z^3 + 157/180*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -23/48*z^3 + 143/192*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -25/51*z^3 + 157/204*z + 1
*
-20/21 | 0.19083822575845135832048778235502813112 | 0.027432901476453904243477170991625636554
f(z) = -21/50*z^3 + 143/210*z + 1
*
-14/11 | 0.18208886969068700540196667125452612666 | 0.024207960237675285769647635859696530017
f(z) = -33/56*z^3 + 149/231*z + 1
*
-3/4 | 0.16623232440086195861143846030553742511 | 0.025266146411526738552409280951126328364
f(z) = -23/45*z^3 + 149/240*z + 1
*
0 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -40/57*z^3 + 143/285*z + 1
*
[ 10/3 ] 
f(z) = -39/40*z^3 + 173/15*z + 1
*
[ -4 ] 
f(z) = -37/48*z^3 + 163/12*z + 1
*
[ 5 ] 
f(z) = -33/50*z^3 + 173/10*z + 1
*
[ -5 ] 
f(z) = -33/50*z^3 + 177/10*z + 1
*
[ 15/4 ] 
f(z) = -32/45*z^3 + 161/15*z + 1
*
[ -15/4 ] 
f(z) = -32/45*z^3 + 169/15*z + 1
*
[ 5 ] 
f(z) = -31/50*z^3 + 163/10*z + 1
*
[ -5 ] 
f(z) = -31/50*z^3 + 167/10*z + 1
*
[ 14/3 ] 
f(z) = -27/49*z^3 + 179/14*z + 1
*
[ 7 ] 
f(z) = -24/49*z^3 + 174/7*z + 1
*
[ -7 ] 
f(z) = -24/49*z^3 + 176/7*z + 1
*
[ 7 ] 
f(z) = -23/49*z^3 + 167/7*z + 1
*
[ -7 ] 
f(z) = -23/49*z^3 + 169/7*z + 1
*
[ 7 ] 
f(z) = -22/49*z^3 + 160/7*z + 1
*
[ -7 ] 
f(z) = -22/49*z^3 + 162/7*z + 1
*
-6/7 | 0.16388108532999804449296179388405623803 | 0.018006987418769863787465774020986687101
f(z) = -35/54*z^3 + 166/35*z + 1
*
-10/3 | 0.16245527531168795709506272611283010832 | 0.022647557899431331662217848160670852605
f(z) = -27/56*z^3 + 163/35*z + 1
*
38/9 | 0.17554427398490625345593466156822181913 | 0.024329651474156862902177449570238423381
f(z) = -27/56*z^3 + 170/21*z + 1
*
[ 10/3 ] 
f(z) = -21/50*z^3 + 161/30*z + 1
*
[ -10/3 ] 
f(z) = -21/50*z^3 + 179/30*z + 1
*
[ -1/2 ] 
f(z) = -40/51*z^3 + 163/51*z + 1
*
[ -3/2 ] 
f(z) = -40/51*z^3 + 175/51*z + 1
*
[ -1/2 ] 
f(z) = -40/53*z^3 + 169/53*z + 1
*
[ 2 ] 
f(z) = -39/46*z^3 + 179/46*z + 1
*
[ 2 ] 
f(z) = -37/42*z^3 + 169/42*z + 1
*
[ 2 ] 
f(z) = -37/46*z^3 + 171/46*z + 1
*
[ 2 ] 
f(z) = -37/50*z^3 + 173/50*z + 1
*
[ 2 ] 
f(z) = -37/54*z^3 + 175/54*z + 1
*
[ 2 ] 
f(z) = -37/58*z^3 + 177/58*z + 1
*
[ -1/3 ] 
f(z) = -36/41*z^3 + 168/41*z + 1
*
[ -1/3 ] 
f(z) = -36/43*z^3 + 176/43*z + 1
*
[ -1/2 ] 
f(z) = -36/53*z^3 + 168/53*z + 1
*
[ -1/2 ] 
f(z) = -36/55*z^3 + 174/55*z + 1
*
[ 2 ] 
f(z) = -35/46*z^3 + 163/46*z + 1
*
[ 2 ] 
f(z) = -35/54*z^3 + 167/54*z + 1
*
[ 2 ] 
f(z) = -35/58*z^3 + 169/58*z + 1
*
[ 2 ] 
f(z) = -33/58*z^3 + 161/58*z + 1
*
-5/2 | 0.091314464336634593555778056853578757824 | 0.017719638538236796414468968273463045167
f(z) = -32/45*z^3 + 173/45*z + 1
*
[ -1/2 ] 
f(z) = -32/51*z^3 + 161/51*z + 1
*
[ -1/2 ] 
f(z) = -32/53*z^3 + 167/53*z + 1
*
[ -1/2 ] 
f(z) = -32/55*z^3 + 173/55*z + 1
*
[ -3/2 ] 
f(z) = -32/57*z^3 + 167/57*z + 1
*
[ -1/2 ] 
f(z) = -32/57*z^3 + 179/57*z + 1
*
[ 5/2 ] 
f(z) = -31/50*z^3 + 179/40*z + 1
*
[ -2 ] 
f(z) = -29/42*z^3 + 179/42*z + 1
*
[ 5/2 ] 
f(z) = -29/50*z^3 + 169/40*z + 1
*
[ -1/2 ] 
f(z) = -28/51*z^3 + 160/51*z + 1
*
[ -1/2 ] 
f(z) = -28/53*z^3 + 166/53*z + 1
*
[ -1/2 ] 
f(z) = -28/55*z^3 + 172/55*z + 1
*
[ -1/2 ] 
f(z) = -28/57*z^3 + 178/57*z + 1
*
[ -1/3 ] 
f(z) = -27/40*z^3 + 163/40*z + 1
*
-8/3 | 0.12575787587800157005036188340615122832 | 0.024571713153091476051141700041235670998
f(z) = -27/40*z^3 + 167/40*z + 1
*
8/3 | 0.13689536798102411282034934240198018007 | 0.026447335385128665951005758435558954709
f(z) = -27/40*z^3 + 177/40*z + 1
*
[ -1/3 ] 
f(z) = -27/41*z^3 + 167/41*z + 1
*
[ -1/3 ] 
f(z) = -27/43*z^3 + 175/43*z + 1
*
[ -1/3 ] 
f(z) = -27/44*z^3 + 179/44*z + 1
*
[ -2 ] 
f(z) = -27/46*z^3 + 177/46*z + 1
*
28/9 | 0.16619431947065547418677018405088219031 | 0.023298391167491790344226239636043568925
f(z) = -27/49*z^3 + 179/42*z + 1
*
[ -5/3 ] 
f(z) = -27/55*z^3 + 163/55*z + 1
*
[ 7/3 ] 
f(z) = -27/56*z^3 + 179/56*z + 1
*
[ -7/4 ] 
f(z) = -26/49*z^3 + 179/56*z + 1
*
[ -2 ] 
f(z) = -25/42*z^3 + 163/42*z + 1
*
[ -2/5 ] 
f(z) = -25/46*z^3 + 165/46*z + 1
*
[ -2 ] 
f(z) = -25/46*z^3 + 169/46*z + 1
*
-3/5 | 0.12840975878428013900391602718625019573 | 0.025031636279821898173754451193979197395
f(z) = -25/48*z^3 + 169/48*z + 1
*
[ -3/5 ] 
f(z) = -25/57*z^3 + 161/57*z + 1
*
[ -1/2 ] 
f(z) = -24/53*z^3 + 165/53*z + 1
*
[ -1/2 ] 
f(z) = -24/55*z^3 + 171/55*z + 1
*
-3 | 0.10831355953673260281696708329147163309 | 0.020880181962709728606877198410888727543
f(z) = -23/42*z^3 + 179/42*z + 1
*
-3 | 0.13805123656251852257362776809942565028 | 0.026729323782151933984640171928136252035
f(z) = -23/48*z^3 + 175/48*z + 1
*
[ -2 ] 
f(z) = -23/50*z^3 + 167/50*z + 1
*
[ -5/2 ] 
f(z) = -23/50*z^3 + 171/40*z + 1
*
[ -2 ] 
f(z) = -23/54*z^3 + 173/54*z + 1
*
[ -2 ] 
f(z) = -23/58*z^3 + 179/58*z + 1
*
[ -7/4 ] 
f(z) = -22/49*z^3 + 165/56*z + 1
*
[ -5/2 ] 
f(z) = -21/50*z^3 + 161/40*z + 1
*
[ -2 ] 
f(z) = -21/58*z^3 + 171/58*z + 1
*
[ -2/3 ] 
f(z) = -37/56*z^3 + 176/63*z + 1
*
[ -7/9 ] 
f(z) = -36/49*z^3 + 172/63*z + 1
*
[ -4/5 ] 
f(z) = -35/48*z^3 + 163/60*z + 1
*
[ -6/5 ] 
f(z) = -35/48*z^3 + 173/60*z + 1
*
-15/7 | 0.24958280725920529328759857589997975527 | 0.029580183082829180130168352517033288643
f(z) = -35/54*z^3 + 171/70*z + 1
*
-66/35 | 0.14889157747071975442537451601093695663 | 0.017622122585395221381934240912599324837
f(z) = -35/54*z^3 + 173/70*z + 1
*
[ -7/6 ] 
f(z) = -32/49*z^3 + 173/63*z + 1
*
[ -2/3 ] 
f(z) = -31/56*z^3 + 173/63*z + 1
*
[ -2/3 ] 
f(z) = -29/56*z^3 + 172/63*z + 1
*
[ -3/4 ] 
f(z) = -28/45*z^3 + 161/60*z + 1
*
-20/9 | 0.094924659371195713080173383470442394285 | 0.016334943427791704666981565161295711764
f(z) = -27/40*z^3 + 167/60*z + 1
*
2/3 | 0.14240126290638554577310615091996739565 | 0.024660142312914510400712349729817219044
f(z) = -27/44*z^3 + 161/66*z + 1
*
[ -6/5 ] 
f(z) = -25/44*z^3 + 175/66*z + 1
*
-2 | 0.18246214992266775942395255704276048314 | 0.028052593159238157758541179975711116874
f(z) = -25/48*z^3 + 167/60*z + 1
*
[ -9/10 ] 
f(z) = -25/54*z^3 + 179/72*z + 1
*
[ -2/3 ] 
f(z) = -25/56*z^3 + 170/63*z + 1
*
[ -3/2 ] 
f(z) = -23/45*z^3 + 169/60*z + 1
*
[ -2/3 ] 
f(z) = -23/56*z^3 + 169/63*z + 1
*
[ -4/3 ] 
f(z) = -21/40*z^3 + 161/60*z + 1
*
[ -2/3 ] 
f(z) = -21/44*z^3 + 179/66*z + 1
*
[ -10/7 ] 
f(z) = -21/50*z^3 + 179/70*z + 1
*
-4/3 | 0.16068470202981531084558828213768181761 | 0.027651144968607298597988288905882493359
f(z) = -39/56*z^3 + 167/84*z + 1
*
-5/8 | 0.11607222706730144698571974841811934448 | 0.022626611852909075159692935791469779266
f(z) = -32/45*z^3 + 169/90*z + 1
*
-2 | 0.061906911463500693316563923796531819423 | 0.011934125160653443620766760787666876790
f(z) = -28/45*z^3 + 179/90*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.014325607068092718311738975398063350852
f(z) = -28/47*z^3 + 177/94*z + 1
*
-2 | 0.081542371009065561519828271833283808256 | 0.015788141351987247408419291497041647888
f(z) = -27/41*z^3 + 175/82*z + 1
*
-2 | 0.080724723260306798196782789631478542241 | 0.015664691543264773488837111910735490535
f(z) = -27/43*z^3 + 173/86*z + 1
*
-2 | 0.079857206578009166204484621774138220253 | 0.015567014285428573527523099136612603304
f(z) = -27/47*z^3 + 169/94*z + 1
*
-2 | 0.080628849071344994092287012156353856072 | 0.015753995027452259882656451560076923931
f(z) = -27/49*z^3 + 167/98*z + 1
*
-2 | 0.071678203322679243053576264679443111236 | 0.014005136768391725983876139072032061036
f(z) = -26/41*z^3 + 167/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.013641451223816021147576162082049245922
f(z) = -26/43*z^3 + 165/86*z + 1
*
-2 | 0.056932283795173205487090799442426195551 | 0.011176889629600625472746594730666780461
f(z) = -26/45*z^3 + 163/90*z + 1
*
-2 | 0.071299883127859775893070136535376883816 | 0.014031531050585418987485460575529836150
f(z) = -26/47*z^3 + 161/94*z + 1
*
[ 8/5 ] 
f(z) = -25/44*z^3 + 161/88*z + 1
*
-12/5 | 0.11688142956458735243663769127685791654 | 0.020113335695322026198440004180048398098
f(z) = -25/56*z^3 + 167/84*z + 1
*
0 | 0.082483486710200106151393631715904791645 | 0.015900781202224738885118082487579637043
f(z) = -22/45*z^3 + 179/90*z + 1
*
[ 4/3 ] 
f(z) = -37/48*z^3 + 175/108*z + 1
*
[ 4/3 ] 
f(z) = -35/48*z^3 + 167/108*z + 1
*
-2 | 0.082082162771525004040710269878887148849 | 0.015823415848326590412457404893959791691
f(z) = -29/53*z^3 + 179/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015990118268651973205502933369432188926
f(z) = -29/55*z^3 + 177/110*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.012214456571245736509478460994738292779
f(z) = -29/57*z^3 + 175/114*z + 1
*
-2 | 0.084067922872886465796866766728625561123 | 0.016313441871336492797983908420107614322
f(z) = -29/59*z^3 + 173/118*z + 1
*
-2 | 0.055321261192667710872647696616433646125 | 0.010735131163882667840879252182189481782
f(z) = -28/51*z^3 + 173/102*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.014854410643344139633889242352170309583
f(z) = -28/53*z^3 + 171/106*z + 1
*
-2 | 0.077062331333769812524277346591848159650 | 0.015022193539531787366801950658270115554
f(z) = -28/55*z^3 + 169/110*z + 1
*
-2 | 0.057379667059683513092709016190173863554 | 0.011211359208851486177431220477279777077
f(z) = -28/57*z^3 + 167/114*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.015347286922401445073826390046686331497
f(z) = -28/59*z^3 + 165/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.016114119006374620924881832879253890397
f(z) = -27/53*z^3 + 163/106*z + 1
*
-2 | 0.082767744131019540028249446870322758611 | 0.016288360104022662708475621077308995117
f(z) = -27/55*z^3 + 161/110*z + 1
*
[ 8/5 ] 
f(z) = -25/52*z^3 + 167/104*z + 1
*
-5/4 | 0.13652800468722243840385439493474213731 | 0.026803042808341632659519581410214447038
f(z) = -24/55*z^3 + 163/110*z + 1
*
-10/23 | 0.087667913424761394472756625527186453189 | 0.012232098522483520571089485897371249495
f(z) = -23/40*z^3 + 162/115*z + 1
*
6/7 | 0.21178060011415397543555158140336075019 | 0.029523900617319884364852502140413543215
f(z) = -21/40*z^3 + 163/105*z + 1
*
[ 10/9 ] 
f(z) = -39/40*z^3 + 176/135*z + 1
*
-8/5 | 0.13249391059630353509141483247850494124 | 0.022530935699656558693984397749323877866
f(z) = -35/48*z^3 + 179/120*z + 1
*
[ 9/7 ] 
f(z) = -35/54*z^3 + 163/126*z + 1
*
0 | 0.12321820507346498107581895669573283401 | 0.023910582743857594404353280440392022624
f(z) = -31/40*z^3 + 173/120*z + 1
*
9/5 | 0.11373580324476704452495074389591932840 | 0.022070515739145035161004685491266335953
f(z) = -25/42*z^3 + 173/126*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.028196759947455969241335129286528573271
f(z) = -39/49*z^3 + 166/147*z + 1
*
[ 6/5 ] 
f(z) = -37/54*z^3 + 173/150*z + 1
*
-9/5 | 0.12739567991775363781871729261823037148 | 0.024558743977421542703213023485059580201
f(z) = -25/48*z^3 + 179/144*z + 1
*
0 | 0.11921945536782496337800585454939939715 | 0.023405045529901064684602487933142886333
f(z) = -21/50*z^3 + 163/150*z + 1
*
-10/11 | 0.17172957182613351148725531578939197716 | 0.023743385604420333339484101894984631931
f(z) = -33/40*z^3 + 173/165*z + 1
*
-6/11 | 0.13306272251074845441314156504608096941 | 0.018325106414599907528068673382606994424
f(z) = -33/40*z^3 + 178/165*z + 1
*
[ 5/4 ] 
f(z) = -29/50*z^3 + 177/160*z + 1
*
[ 5/4 ] 
f(z) = -27/50*z^3 + 167/160*z + 1
*
-1/9 | 0.12588792666142582927524599307531261196 | 0.024540041364795953764126307739355694037
f(z) = -27/56*z^3 + 169/168*z + 1
*
-14/25 | 0.087789972081248861188716089822503096079 | 0.012118610561603420004919405287722492154
f(z) = -25/56*z^3 + 162/175*z + 1
*
-11/6 | 0.074211002433701430126905792319004545853 | 0.014500018005816704486399119952387258739
f(z) = -24/55*z^3 + 167/165*z + 1
*
0 | 0.095439160662928742027611039015525387522 | 0.018378577639551913764238582918305650589
f(z) = -32/45*z^3 + 173/180*z + 1
*
2 | 0.15870318142991087736927614098934812404 | 0.021677242731826319404216568716749389646
f(z) = -27/56*z^3 + 179/189*z + 1
*
[ 15/13 ] 
f(z) = -26/45*z^3 + 176/195*z + 1
*
0 | 0.15740207486143696632842036921446150423 | 0.029597315412896218105823665607681848591
f(z) = -28/51*z^3 + 163/204*z + 1
*
[ 7/6 ] 
f(z) = -27/56*z^3 + 179/224*z + 1
*
0 | 0.15535853884648120589286382599003805639 | 0.028804091033602814533322092249585262320
f(z) = -25/44*z^3 + 169/220*z + 1
*
-3/4 | 0.15960922861030208074357523709926399533 | 0.024259482343361999571002618074868299695
f(z) = -31/45*z^3 + 173/240*z + 1
*
-3/4 | 0.16522289524979884668237863543785593442 | 0.025112720266432833575624191879886601827
f(z) = -29/45*z^3 + 167/240*z + 1
*
[ 10/9 ] 
f(z) = -21/50*z^3 + 167/270*z + 1
*
[ -10/3 ] 
f(z) = -39/40*z^3 + 182/15*z + 1
*
[ 5 ] 
f(z) = -37/50*z^3 + 193/10*z + 1
*
[ -5 ] 
f(z) = -37/50*z^3 + 197/10*z + 1
*
[ -14/3 ] 
f(z) = -27/49*z^3 + 185/14*z + 1
*
[ 7 ] 
f(z) = -27/49*z^3 + 195/7*z + 1
*
[ -7 ] 
f(z) = -27/49*z^3 + 197/7*z + 1
*
[ 7 ] 
f(z) = -26/49*z^3 + 188/7*z + 1
*
[ -7 ] 
f(z) = -26/49*z^3 + 190/7*z + 1
*
28/5 | 0.19238372969596931343983326634252273801 | 0.028934302410922647161892061396923365739
f(z) = -25/48*z^3 + 193/12*z + 1
*
[ 7 ] 
f(z) = -25/49*z^3 + 181/7*z + 1
*
[ -7 ] 
f(z) = -25/49*z^3 + 183/7*z + 1
*
-6 | 0.11661202832015468772112480222263519496 | 0.017484378396851686161435946875613607295
f(z) = -23/48*z^3 + 197/12*z + 1
*
[ 7/2 ] 
f(z) = -25/49*z^3 + 195/28*z + 1
*
[ 4 ] 
f(z) = -23/40*z^3 + 199/20*z + 1
*
[ 7/2 ] 
f(z) = -23/49*z^3 + 181/28*z + 1
*
[ -7/2 ] 
f(z) = -23/49*z^3 + 197/28*z + 1
*
[ 4 ] 
f(z) = -21/40*z^3 + 183/20*z + 1
*
[ -4 ] 
f(z) = -21/40*z^3 + 193/20*z + 1
*
[ -1/2 ] 
f(z) = -40/57*z^3 + 181/57*z + 1
*
[ -3/2 ] 
f(z) = -40/57*z^3 + 185/57*z + 1
*
[ -1/2 ] 
f(z) = -40/59*z^3 + 187/59*z + 1
*
[ 2 ] 
f(z) = -39/50*z^3 + 181/50*z + 1
*
[ 2 ] 
f(z) = -39/58*z^3 + 185/58*z + 1
*
[ -1/3 ] 
f(z) = -36/47*z^3 + 192/47*z + 1
*
[ -5/3 ] 
f(z) = -36/55*z^3 + 188/55*z + 1
*
[ -1/2 ] 
f(z) = -36/59*z^3 + 186/59*z + 1
*
-3/2 | 0.19844170627693284768238229911753744840 | 0.023214687158989744741938554196172737413
f(z) = -35/54*z^3 + 191/56*z + 1
*
[ 5/2 ] 
f(z) = -33/50*z^3 + 189/40*z + 1
*
[ 9/4 ] 
f(z) = -32/45*z^3 + 187/45*z + 1
*
9/4 | 0.13303125516891973616419987947444114413 | 0.025180035069496975431154313477775602069
f(z) = -32/45*z^3 + 197/45*z + 1
*
[ -7/16 ] 
f(z) = -32/49*z^3 + 191/56*z + 1
*
[ -1/2 ] 
f(z) = -32/59*z^3 + 185/59*z + 1
*
[ -2 ] 
f(z) = -31/42*z^3 + 187/42*z + 1
*
[ -2 ] 
f(z) = -31/46*z^3 + 193/46*z + 1
*
[ -2 ] 
f(z) = -31/50*z^3 + 199/50*z + 1
*
[ -7/4 ] 
f(z) = -30/49*z^3 + 193/56*z + 1
*
[ -2 ] 
f(z) = -29/46*z^3 + 185/46*z + 1
*
[ -2 ] 
f(z) = -29/50*z^3 + 191/50*z + 1
*
[ -2 ] 
f(z) = -29/54*z^3 + 197/54*z + 1
*
-5/2 | 0.15444746368602060125142319001529558603 | 0.029347626050956955639941397644692195911
f(z) = -28/45*z^3 + 193/45*z + 1
*
[ -1/2 ] 
f(z) = -28/59*z^3 + 184/59*z + 1
*
[ -1/3 ] 
f(z) = -27/46*z^3 + 187/46*z + 1
*
[ -1/3 ] 
f(z) = -27/47*z^3 + 191/47*z + 1
*
[ -1/3 ] 
f(z) = -27/49*z^3 + 199/49*z + 1
*
[ -2 ] 
f(z) = -27/50*z^3 + 183/50*z + 1
*
[ -5/2 ] 
f(z) = -27/50*z^3 + 191/40*z + 1
*
-5/3 | 0.10186449966293853247922388897794631793 | 0.019472832075161276033869210953121866046
f(z) = -27/56*z^3 + 187/56*z + 1
*
[ -2 ] 
f(z) = -27/58*z^3 + 195/58*z + 1
*
14/5 | 0.15074782852096806637214058901899744703 | 0.028998348486939735780047178051580434954
f(z) = -25/42*z^3 + 181/42*z + 1
*
[ -11/5 ] 
f(z) = -25/44*z^3 + 185/44*z + 1
*
-9/5 | 0.15520040245642601021295651180043526303 | 0.029729851308382302654868644103318412054
f(z) = -25/52*z^3 + 185/52*z + 1
*
[ -2 ] 
f(z) = -25/54*z^3 + 181/54*z + 1
*
[ -2/5 ] 
f(z) = -25/54*z^3 + 193/54*z + 1
*
[ -21/10 ] 
f(z) = -25/54*z^3 + 197/56*z + 1
*
[ -2 ] 
f(z) = -25/58*z^3 + 187/58*z + 1
*
[ 5/2 ] 
f(z) = -24/55*z^3 + 183/55*z + 1
*
[ -1/2 ] 
f(z) = -24/59*z^3 + 183/59*z + 1
*
3 | 0.11203841779224821540433605708773209863 | 0.021331413782453508300472771964172166965
f(z) = -23/48*z^3 + 191/48*z + 1
*
[ -7/6 ] 
f(z) = -40/49*z^3 + 187/63*z + 1
*
[ -10/13 ] 
f(z) = -39/40*z^3 + 187/65*z + 1
*
[ -2/3 ] 
f(z) = -39/44*z^3 + 191/66*z + 1
*
12/5 | 0.18383844564270674407837503217899909027 | 0.027781056443834391677746766108678776562
f(z) = -35/48*z^3 + 187/60*z + 1
*
-4/5 | 0.14075803490959900308902119257632150524 | 0.021169854411689751206091690987373313153
f(z) = -35/48*z^3 + 193/60*z + 1
*
[ -4/3 ] 
f(z) = -33/40*z^3 + 193/60*z + 1
*
[ -7/12 ] 
f(z) = -32/49*z^3 + 185/63*z + 1
*
[ -3/2 ] 
f(z) = -31/45*z^3 + 193/60*z + 1
*
[ -7/10 ] 
f(z) = -30/49*z^3 + 191/70*z + 1
*
[ -3/2 ] 
f(z) = -29/45*z^3 + 187/60*z + 1
*
[ 20/9 ] 
f(z) = -27/50*z^3 + 193/60*z + 1
*
[ -6/5 ] 
f(z) = -25/52*z^3 + 197/78*z + 1
*
[ 7/3 ] 
f(z) = -23/49*z^3 + 197/63*z + 1
*
[ 7/3 ] 
f(z) = -22/49*z^3 + 190/63*z + 1
*
[ -5/7 ] 
f(z) = -21/50*z^3 + 183/70*z + 1
*
0 | 0.13961540762093576868479601665532822406 | 0.026375848783317049118196695508917112896
f(z) = -32/45*z^3 + 199/90*z + 1
*
-2 | 0.083444880856462944139982215753273674489 | 0.015764231159841830893430809345643385792
f(z) = -31/49*z^3 + 199/98*z + 1
*
[ 5/3 ] 
f(z) = -31/50*z^3 + 191/90*z + 1
*
-2 | 0.075910251602809590034665207742556750403 | 0.014340804868867643728032949983908356067
f(z) = -30/41*z^3 + 199/82*z + 1
*
-2 | 0.075554906486996027151943748850843642127 | 0.014300964029839524685853811362478977071
f(z) = -30/43*z^3 + 197/86*z + 1
*
-2 | 0.074451949929971670884316162221560618499 | 0.014147127658575773920481382593366448101
f(z) = -30/47*z^3 + 193/94*z + 1
*
-2 | 0.073361883661600900111242411021097261171 | 0.013967643662619613082192538361306703300
f(z) = -30/49*z^3 + 191/98*z + 1
*
-2 | 0.083597218203511510628767481084889103434 | 0.015916387322318462417965574315348385677
f(z) = -29/41*z^3 + 191/82*z + 1
*
-2 | 0.083153830339729258738031310260982995752 | 0.015863762615942102309015671145504707103
f(z) = -29/43*z^3 + 189/86*z + 1
*
-2 | 0.068983267083572947385868845036811292685 | 0.013187121915478768446152242927200552388
f(z) = -29/45*z^3 + 187/90*z + 1
*
-2 | 0.081578723066570189040464061843450699797 | 0.015627042638486468258087758023588009215
f(z) = -29/47*z^3 + 185/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.015477173082960635982114141486375035435
f(z) = -29/49*z^3 + 183/98*z + 1
*
[ 5/3 ] 
f(z) = -29/50*z^3 + 181/90*z + 1
*
-2 | 0.076930476017706506822545987464078232012 | 0.014767382763028587034158080450311547598
f(z) = -28/41*z^3 + 183/82*z + 1
*
-2 | 0.076352936279943187205606587016308580043 | 0.014687502141624070301331807801116985924
f(z) = -28/43*z^3 + 181/86*z + 1
*
0 | 0.13362006490000685297091403607275461059 | 0.025543355087195888454356245386293470024
f(z) = -26/45*z^3 + 187/90*z + 1
*
0 | 0.14414268084889680551117636628110249394 | 0.027231131707288213725368222332533341939
f(z) = -26/49*z^3 + 199/98*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.027335767985893191420320636288196310426
f(z) = -24/49*z^3 + 195/98*z + 1
*
0 | 0.14414247975391388167846932114798629564 | 0.027443826321799440702417235911636832216
f(z) = -22/49*z^3 + 191/98*z + 1
*
-2/3 | 0.14508537728672793605098071742188011964 | 0.027461628348256944210066022087675036410
f(z) = -36/55*z^3 + 197/110*z + 1
*
[ 3/2 ] 
f(z) = -34/57*z^3 + 191/114*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010301377933766398394617720412767222803
f(z) = -32/57*z^3 + 199/114*z + 1
*
-2 | 0.075511426590766086310896176438545066650 | 0.014292734194598942928521410470613554273
f(z) = -32/59*z^3 + 197/118*z + 1
*
-2 | 0.061792166105912725278172486555532366987 | 0.011695965039128477368381609322806598942
f(z) = -31/51*z^3 + 197/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.015566338667948228420532087601302446307
f(z) = -31/53*z^3 + 195/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015727174397345602984606867427513450280
f(z) = -31/55*z^3 + 193/110*z + 1
*
-2 | 0.063085904979574068643596077318491970495 | 0.012011161612931547802275780426278274370
f(z) = -31/57*z^3 + 191/114*z + 1
*
-2 | 0.084067438005972698847721197366852924464 | 0.016038057114249370343223440909690745737
f(z) = -31/59*z^3 + 189/118*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.014055132422245228534922131122839978604
f(z) = -30/53*z^3 + 187/106*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014525468486395910845837496953221858274
f(z) = -30/59*z^3 + 181/118*z + 1
*
-2 | 0.061025598126438572036296308449973791186 | 0.011739084923855181291764603814795595399
f(z) = -29/51*z^3 + 181/102*z + 1
*
-3/2 | 0.13160420021172576207270022010972361534 | 0.020791469667627965893593058623261548025
f(z) = -28/45*z^3 + 187/105*z + 1
*
6/7 | 0.17859986920252332727235755624816255996 | 0.028192318820362047134012375614399819153
f(z) = -28/45*z^3 + 188/105*z + 1
*
-8/5 | 0.15018844763541545463771855068479891826 | 0.028538341084955298173450928569306961453
f(z) = -25/52*z^3 + 193/104*z + 1
*
50/21 | 0.17642074017740592340420800593164617231 | 0.023961597183860276158382591170041771606
f(z) = -21/40*z^3 + 197/105*z + 1
*
-10/7 | 0.18714616632492977186400327141366711625 | 0.024949222422144245508648312021073959560
f(z) = -21/50*z^3 + 181/105*z + 1
*
0 | 0.094167332915774817052542484735057291024 | 0.017823907187896536554299808599091615965
f(z) = -39/40*z^3 + 197/120*z + 1
*
0 | 0.13315588481089103469873138600249755998 | 0.025352047381968262592292500760724009385
f(z) = -37/40*z^3 + 191/120*z + 1
*
3/2 | 0.13385335696242104796913744290061064632 | 0.021146802356741144859101902269481975004
f(z) = -32/45*z^3 + 187/120*z + 1
*
5/3 | 0.091791298918177993213091805295061098074 | 0.017441896753051858131594377744889266814
f(z) = -27/40*z^3 + 193/120*z + 1
*
0 | 0.11921860713826027506874927039561989933 | 0.022933283682039678711609987434772562910
f(z) = -27/50*z^3 + 181/150*z + 1
*
[ 8/7 ] 
f(z) = -35/48*z^3 + 181/168*z + 1
*
[ 5/4 ] 
f(z) = -33/50*z^3 + 197/160*z + 1
*
-1/2 | 0.12950058450714648412362771138964506380 | 0.024464977702070420916420570647367152658
f(z) = -31/42*z^3 + 199/168*z + 1
*
[ 5/4 ] 
f(z) = -31/50*z^3 + 187/160*z + 1
*
-1/2 | 0.13805846938075014760607088588994294622 | 0.026131581606399362518879908460310577422
f(z) = -29/42*z^3 + 197/168*z + 1
*
0 | 0.15466516543210450116841721840112053537 | 0.029447279840041750822135449760346187520
f(z) = -27/55*z^3 + 191/165*z + 1
*
0 | 0.11143525019882988264757685003610811257 | 0.021174579197871891117451164791291660628
f(z) = -27/56*z^3 + 193/168*z + 1
*
-1/2 | 0.13805836981326347371374288160489786112 | 0.026233421474121027936537516797700893375
f(z) = -25/42*z^3 + 193/168*z + 1
*
0 | 0.13334026810564364355215179934696395739 | 0.025622616595933660399616389939443494567
f(z) = -24/55*z^3 + 182/165*z + 1
*
-1/2 | 0.12950093594751362274903484409198656066 | 0.024656167985465342527271333161211031099
f(z) = -23/42*z^3 + 191/168*z + 1
*
[ 15/11 ] 
f(z) = -22/45*z^3 + 194/165*z + 1
*
-10/13 | 0.18513920042755601278511088472635231758 | 0.025145744990787734377822196371889065695
f(z) = -39/40*z^3 + 197/195*z + 1
*
[ 14/13 ] 
f(z) = -39/49*z^3 + 181/182*z + 1
*
0 | 0.12787820718613602716662045703503825612 | 0.024204670830795805776109367530363970670
f(z) = -38/45*z^3 + 197/180*z + 1
*
0 | 0.14301914421948439311107229390707452049 | 0.027511633335425693086813967610271323439
f(z) = -34/45*z^3 + 181/180*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029155366386810575415696854322780931855
f(z) = -29/48*z^3 + 197/192*z + 1
*
[ 21/20 ] 
f(z) = -40/49*z^3 + 199/210*z + 1
*
-3/4 | 0.19465957624038708027781549636960983004 | 0.029586889140977859845968811478079288984
f(z) = -37/45*z^3 + 191/240*z + 1
*
-15/17 | 0.17490303827923853276530138350021609860 | 0.026341311593238417523737324129887049388
f(z) = -34/45*z^3 + 184/255*z + 1
*
[ 7/6 ] 
f(z) = -23/49*z^3 + 197/252*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = -24/49*z^3 + 193/294*z + 1
*
[ 5 ] 
f(z) = -39/50*z^3 + 203/10*z + 1
*
[ -5 ] 
f(z) = -39/50*z^3 + 207/10*z + 1
*
[ 7 ] 
f(z) = -30/49*z^3 + 216/7*z + 1
*
[ -7 ] 
f(z) = -30/49*z^3 + 218/7*z + 1
*
[ 7 ] 
f(z) = -29/49*z^3 + 209/7*z + 1
*
[ -7 ] 
f(z) = -29/49*z^3 + 211/7*z + 1
*
14/3 | 0.12381264421134256471011860124592376175 | 0.016588115732013522279935514215332745699
f(z) = -27/40*z^3 + 218/15*z + 1
*
-6 | 0.19983047699629570971359155150244326665 | 0.029574141856782537926445600271898581789
f(z) = -25/48*z^3 + 215/12*z + 1
*
[ 6 ] 
f(z) = -23/48*z^3 + 217/12*z + 1
*
[ 7/2 ] 
f(z) = -27/49*z^3 + 209/28*z + 1
*
[ 10/3 ] 
f(z) = -27/56*z^3 + 212/35*z + 1
*
[ 21/5 ] 
f(z) = -25/49*z^3 + 205/21*z + 1
*
[ -7/2 ] 
f(z) = -25/49*z^3 + 211/28*z + 1
*
[ -21/5 ] 
f(z) = -25/49*z^3 + 215/21*z + 1
*
[ -4 ] 
f(z) = -23/40*z^3 + 209/20*z + 1
*
[ 4 ] 
f(z) = -23/56*z^3 + 205/28*z + 1
*
[ -4 ] 
f(z) = -23/56*z^3 + 219/28*z + 1
*
[ 5/2 ] 
f(z) = -39/50*z^3 + 219/40*z + 1
*
[ -2 ] 
f(z) = -37/42*z^3 + 211/42*z + 1
*
[ -2 ] 
f(z) = -37/46*z^3 + 217/46*z + 1
*
[ 5/2 ] 
f(z) = -37/50*z^3 + 209/40*z + 1
*
[ -1/3 ] 
f(z) = -36/49*z^3 + 200/49*z + 1
*
[ -1/3 ] 
f(z) = -36/53*z^3 + 216/53*z + 1
*
[ -11/6 ] 
f(z) = -36/55*z^3 + 206/55*z + 1
*
[ -2 ] 
f(z) = -35/46*z^3 + 209/46*z + 1
*
[ -7/4 ] 
f(z) = -34/49*z^3 + 207/56*z + 1
*
[ -2 ] 
f(z) = -33/46*z^3 + 201/46*z + 1
*
[ -2 ] 
f(z) = -33/50*z^3 + 207/50*z + 1
*
[ -2 ] 
f(z) = -33/58*z^3 + 219/58*z + 1
*
[ -1/4 ] 
f(z) = -32/41*z^3 + 207/41*z + 1
*
[ -1/4 ] 
f(z) = -32/43*z^3 + 217/43*z + 1
*
[ 21/8 ] 
f(z) = -32/49*z^3 + 215/42*z + 1
*
[ -5/2 ] 
f(z) = -31/50*z^3 + 211/40*z + 1
*
[ -2 ] 
f(z) = -31/54*z^3 + 205/54*z + 1
*
[ -2 ] 
f(z) = -31/58*z^3 + 211/58*z + 1
*
[ -5/2 ] 
f(z) = -29/50*z^3 + 201/40*z + 1
*
[ 5/2 ] 
f(z) = -28/45*z^3 + 202/45*z + 1
*
[ 5/2 ] 
f(z) = -28/55*z^3 + 208/55*z + 1
*
-8/3 | 0.14608378124576682241276621508782310280 | 0.027393865476322208484595614490936348184
f(z) = -27/40*z^3 + 207/40*z + 1
*
[ 8/3 ] 
f(z) = -27/40*z^3 + 217/40*z + 1
*
[ -1/3 ] 
f(z) = -27/50*z^3 + 203/50*z + 1
*
[ -1/3 ] 
f(z) = -27/52*z^3 + 211/52*z + 1
*
[ -1/3 ] 
f(z) = -27/53*z^3 + 215/53*z + 1
*
-3 | 0.15745809726038884569641513610892983383 | 0.029718509928176698099386142815757056777
f(z) = -26/51*z^3 + 200/51*z + 1
*
[ 13/5 ] 
f(z) = -25/52*z^3 + 201/52*z + 1
*
-1/5 | 0.14647632488009752309448997070989348860 | 0.027226602155095550187823744304751552461
f(z) = -25/54*z^3 + 217/54*z + 1
*
[ -2/5 ] 
f(z) = -25/58*z^3 + 207/58*z + 1
*
3 | 0.24180009778478471035474501682668153495 | 0.027841409626479972069699268122187200504
f(z) = -23/54*z^3 + 219/46*z + 1
*
21/10 | 0.082790568300030546687128922979301178164 | 0.011374472988814567548893116836970724047
f(z) = -40/49*z^3 + 207/70*z + 1
*
[ -4/3 ] 
f(z) = -39/40*z^3 + 209/60*z + 1
*
[ -3/2 ] 
f(z) = -37/45*z^3 + 211/60*z + 1
*
[ -7/11 ] 
f(z) = -33/49*z^3 + 219/77*z + 1
*
[ -2/3 ] 
f(z) = -33/52*z^3 + 217/78*z + 1
*
[ -14/11 ] 
f(z) = -33/56*z^3 + 211/77*z + 1
*
[ -4/9 ] 
f(z) = -27/40*z^3 + 203/60*z + 1
*
-22/9 | 0.16006811492346036720162605274206721867 | 0.026649800747659352242361590127153986653
f(z) = -27/44*z^3 + 203/66*z + 1
*
-14/9 | 0.12451649938713630736535597373068633709 | 0.020534450858968593676456134965382373609
f(z) = -27/52*z^3 + 215/78*z + 1
*
[ 7/3 ] 
f(z) = -26/49*z^3 + 218/63*z + 1
*
[ -7/15 ] 
f(z) = -25/49*z^3 + 205/63*z + 1
*
[ 7/3 ] 
f(z) = -25/49*z^3 + 211/63*z + 1
*
[ -7/11 ] 
f(z) = -22/49*z^3 + 212/77*z + 1
*
[ -2/3 ] 
f(z) = -21/52*z^3 + 209/78*z + 1
*
0 | 0.14561374959952657778427690563954583669 | 0.027406004994707048594710499159789491077
f(z) = -34/45*z^3 + 203/90*z + 1
*
-2 | 0.085930447339527688731344710047421800329 | 0.015972506851450924857360154060096842571
f(z) = -33/47*z^3 + 217/94*z + 1
*
-2 | 0.085531091778387141293788769116903842444 | 0.015925685427026515615871362436537031309
f(z) = -33/49*z^3 + 215/98*z + 1
*
-2 | 0.077455455408381309825424312873750023493 | 0.014422021183092876697463759616887396851
f(z) = -32/41*z^3 + 215/82*z + 1
*
-2 | 0.077209301454974163103573824644000884883 | 0.014401248629724240307477307081847600333
f(z) = -32/43*z^3 + 213/86*z + 1
*
-2 | 0.063341920717426436755618742945735307394 | 0.011835500706048321443639221621308162387
f(z) = -32/45*z^3 + 211/90*z + 1
*
-2 | 0.076520022350306989063871611979761319552 | 0.014323331102348070134141481744472296866
f(z) = -32/47*z^3 + 209/94*z + 1
*
-2 | 0.076016360127863305357005149519615639003 | 0.014254710040938876515599512442358432629
f(z) = -32/49*z^3 + 207/98*z + 1
*
-2 | 0.085267161263583557636986995188008110229 | 0.015989435139776449871130737150053754076
f(z) = -31/41*z^3 + 207/82*z + 1
*
-2 | 0.084974328000645419228662430448999216944 | 0.015963586078867264200873088226432548814
f(z) = -31/43*z^3 + 205/86*z + 1
*
-2 | 0.071041489949452797846276551535082791496 | 0.013370738915389237225029241624312172594
f(z) = -31/45*z^3 + 203/90*z + 1
*
-2 | 0.084121562978387839968476283428164010446 | 0.015862101922624505146390241887247590069
f(z) = -31/47*z^3 + 201/94*z + 1
*
7/18 | 0.21622173561515875426525688066699125102 | 0.029628473698284900108596311474366860315
f(z) = -27/49*z^3 + 211/84*z + 1
*
[ 2 ] 
f(z) = -22/41*z^3 + 217/82*z + 1
*
[ 2 ] 
f(z) = -22/43*z^3 + 219/86*z + 1
*
[ 2 ] 
f(z) = -21/41*z^3 + 209/82*z + 1
*
[ 2 ] 
f(z) = -21/43*z^3 + 211/86*z + 1
*
[ 2 ] 
f(z) = -21/47*z^3 + 215/94*z + 1
*
[ 3/2 ] 
f(z) = -38/51*z^3 + 205/102*z + 1
*
-2 | 0.076858652752075659788693856724094535271 | 0.014261946510534331906476618741408619975
f(z) = -34/53*z^3 + 219/106*z + 1
*
-2 | 0.076027171491905122688369860879290698874 | 0.014131714137979298135878287271817763575
f(z) = -34/55*z^3 + 217/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010153045733585963589217781717684431294
f(z) = -34/57*z^3 + 215/114*z + 1
*
-2 | 0.075510936307853600502787435115701658928 | 0.014084465829118217202083420103423576314
f(z) = -34/59*z^3 + 213/118*z + 1
*
-2 | 0.084235425314075050972141982216098761248 | 0.015739472761278819071763687700256024371
f(z) = -33/53*z^3 + 211/106*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015793193248537458942151378407500231175
f(z) = -33/59*z^3 + 205/118*z + 1
*
-2 | 0.054954049362967840813413501345322582544 | 0.010323867431836526550955170785096408621
f(z) = -32/51*z^3 + 205/102*z + 1
*
-2 | 0.073525643602063260174618557296526752824 | 0.013838282176917085653040135828513574506
f(z) = -32/53*z^3 + 203/106*z + 1
*
[ 14/9 ] 
f(z) = -27/40*z^3 + 209/105*z + 1
*
0 | 0.15740253463584774779919108610018175664 | 0.029570212201880034948442984434048099345
f(z) = -26/51*z^3 + 205/102*z + 1
*
0 | 0.13334008158684406013843675572899482352 | 0.024784874659196650644289821396793773260
f(z) = -26/55*z^3 + 217/110*z + 1
*
[ 7/4 ] 
f(z) = -23/49*z^3 + 209/112*z + 1
*
-1/2 | 0.15740166924089028747794456010350506272 | 0.029307815648071966790699974570498154169
f(z) = -22/51*z^3 + 215/102*z + 1
*
2/3 | 0.19894659913241701042481958854333352946 | 0.026754418359615710134968887323345066698
f(z) = -21/40*z^3 + 212/105*z + 1
*
-2 | 0.21229304836056827194654962317543541189 | 0.028442504218680107162647196787070694811
f(z) = -21/40*z^3 + 218/105*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.025026957015219661310382407219228937919
f(z) = -39/44*z^3 + 205/132*z + 1
*
5/3 | 0.11080797226566991527521068092035347837 | 0.020855199798908159760479717898134778563
f(z) = -33/40*z^3 + 203/120*z + 1
*
2 | 0.16518428795647464465563936811454356431 | 0.022214049225748440556261396219321944593
f(z) = -27/40*z^3 + 212/135*z + 1
*
[ 3/2 ] 
f(z) = -24/41*z^3 + 203/123*z + 1
*
[ 3/2 ] 
f(z) = -24/43*z^3 + 205/129*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.022160145643036145328515579447258123874
f(z) = -39/50*z^3 + 217/150*z + 1
*
[ 14/11 ] 
f(z) = -33/49*z^3 + 201/154*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026819875793045840651328632226128829081
f(z) = -33/52*z^3 + 203/156*z + 1
*
[ 4/3 ] 
f(z) = -33/52*z^3 + 215/156*z + 1
*
[ 3/2 ] 
f(z) = -24/47*z^3 + 209/141*z + 1
*
[ 3/2 ] 
f(z) = -24/49*z^3 + 211/147*z + 1
*
[ 3/2 ] 
f(z) = -24/53*z^3 + 215/159*z + 1
*
-1/2 | 0.13805795710665198177075403387678304612 | 0.025936069563596476140637663278504897877
f(z) = -37/42*z^3 + 205/168*z + 1
*
[ 5/4 ] 
f(z) = -37/50*z^3 + 217/160*z + 1
*
10/11 | 0.18993572696577336927687380474299968863 | 0.024813787410291271469850186973896047199
f(z) = -33/50*z^3 + 211/165*z + 1
*
[ 7/5 ] 
f(z) = -24/49*z^3 + 218/175*z + 1
*
[ 3/2 ] 
f(z) = -24/55*z^3 + 217/165*z + 1
*
[ 7/5 ] 
f(z) = -23/49*z^3 + 211/175*z + 1
*
[ 7/5 ] 
f(z) = -22/49*z^3 + 204/175*z + 1
*
[ 5/4 ] 
f(z) = -28/45*z^3 + 211/180*z + 1
*
-14/27 | 0.090367366454324829214528146257226232634 | 0.012248620153952813908317702590728566105
f(z) = -27/56*z^3 + 200/189*z + 1
*
-1/2 | 0.15403405739290644272822685299723731199 | 0.028631411952783464692015137054729288609
f(z) = -25/48*z^3 + 217/192*z + 1
*
-1/2 | 0.15403292520257647524291286430348397759 | 0.028680563537490193009036122277519564325
f(z) = -23/48*z^3 + 215/192*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029410921460534018052449090612550135654
f(z) = -31/51*z^3 + 211/204*z + 1
*
2 | 0.21191984049761367579016356419182045607 | 0.028463123644000693874877018368435423095
f(z) = -29/56*z^3 + 214/203*z + 1
*
0 | 0.095646134645381155174906752169731591099 | 0.017887453000696896004382105060687682055
f(z) = -25/42*z^3 + 209/210*z + 1
*
-17/10 | 0.15740307923158477735342681441615352191 | 0.029570314511614407774748699364023095303
f(z) = -25/51*z^3 + 205/204*z + 1
*
[ 5/4 ] 
f(z) = -28/55*z^3 + 219/220*z + 1
*
[ 7/6 ] 
f(z) = -25/49*z^3 + 211/252*z + 1
*
[ 14/3 ] 
f(z) = -36/49*z^3 + 235/14*z + 1
*
[ 7 ] 
f(z) = -33/49*z^3 + 237/7*z + 1
*
[ -7 ] 
f(z) = -33/49*z^3 + 239/7*z + 1
*
[ 7 ] 
f(z) = -32/49*z^3 + 230/7*z + 1
*
[ -7 ] 
f(z) = -32/49*z^3 + 232/7*z + 1
*
[ 7 ] 
f(z) = -31/49*z^3 + 223/7*z + 1
*
[ -7 ] 
f(z) = -31/49*z^3 + 225/7*z + 1
*
[ 6 ] 
f(z) = -25/48*z^3 + 235/12*z + 1
*
[ -6 ] 
f(z) = -25/48*z^3 + 239/12*z + 1
*
-3/10 | 0.25964779960544041612764722330198943084 | 0.029773437084803315500626692875460324209
f(z) = -25/54*z^3 + 227/8*z + 1
*
[ -6 ] 
f(z) = -23/48*z^3 + 221/12*z + 1
*
[ 7/2 ] 
f(z) = -31/49*z^3 + 237/28*z + 1
*
[ 7/2 ] 
f(z) = -29/49*z^3 + 223/28*z + 1
*
[ -7/2 ] 
f(z) = -29/49*z^3 + 239/28*z + 1
*
[ 4 ] 
f(z) = -27/40*z^3 + 231/20*z + 1
*
[ -7/2 ] 
f(z) = -27/49*z^3 + 225/28*z + 1
*
-5/9 | 0.19251529274248432180089651137800999633 | 0.027168779259862301144423301622620823213
f(z) = -27/50*z^3 + 239/30*z + 1
*
[ -10/3 ] 
f(z) = -27/56*z^3 + 233/35*z + 1
*
[ 4 ] 
f(z) = -27/56*z^3 + 237/28*z + 1
*
[ 4 ] 
f(z) = -25/56*z^3 + 221/28*z + 1
*
[ -4 ] 
f(z) = -25/56*z^3 + 235/28*z + 1
*
[ -2 ] 
f(z) = -39/46*z^3 + 225/46*z + 1
*
[ -2 ] 
f(z) = -39/50*z^3 + 231/50*z + 1
*
[ -7/4 ] 
f(z) = -38/49*z^3 + 221/56*z + 1
*
[ -2 ] 
f(z) = -37/50*z^3 + 223/50*z + 1
*
[ -2 ] 
f(z) = -37/54*z^3 + 229/54*z + 1
*
[ -2 ] 
f(z) = -37/58*z^3 + 235/58*z + 1
*
[ -1/3 ] 
f(z) = -36/55*z^3 + 224/55*z + 1
*
[ -2 ] 
f(z) = -35/54*z^3 + 221/54*z + 1
*
[ -2 ] 
f(z) = -35/58*z^3 + 227/58*z + 1
*
[ -5/2 ] 
f(z) = -33/50*z^3 + 221/40*z + 1
*
[ -1/4 ] 
f(z) = -32/47*z^3 + 237/47*z + 1
*
[ 5/2 ] 
f(z) = -32/55*z^3 + 233/55*z + 1
*
-3 | 0.14222662198336135625436286812695451580 | 0.026091656332074913638044870767805112338
f(z) = -29/42*z^3 + 233/42*z + 1
*
-3 | 0.15341478821442537423691069168639360542 | 0.028233830901558006283576500482043945218
f(z) = -29/48*z^3 + 229/48*z + 1
*
[ -5/2 ] 
f(z) = -28/45*z^3 + 238/45*z + 1
*
[ -1/3 ] 
f(z) = -27/55*z^3 + 223/55*z + 1
*
[ -1/3 ] 
f(z) = -27/58*z^3 + 235/58*z + 1
*
[ -1/3 ] 
f(z) = -27/59*z^3 + 239/59*z + 1
*
[ 14/5 ] 
f(z) = -25/42*z^3 + 223/42*z + 1
*
2/5 | 0.12250306180480495932486176326300549112 | 0.022438161557765884507122255268957324404
f(z) = -25/42*z^3 + 235/42*z + 1
*
-16/5 | 0.15207118088183136458440191159375527477 | 0.028123978173670450362917414083581072626
f(z) = -25/48*z^3 + 223/48*z + 1
*
-1/5 | 0.15391917397850190339675163122866320859 | 0.028418818439158714247993710601858645951
f(z) = -25/56*z^3 + 225/56*z + 1
*
[ -5/2 ] 
f(z) = -24/55*z^3 + 227/55*z + 1
*
-3 | 0.15702793814811973045284744785072228404 | 0.029089145109310913978073229931109840302
f(z) = -23/42*z^3 + 221/42*z + 1
*
[ 3 ] 
f(z) = -23/42*z^3 + 235/42*z + 1
*
[ 3 ] 
f(z) = -23/48*z^3 + 239/48*z + 1
*
[ 3 ] 
f(z) = -22/51*z^3 + 232/51*z + 1
*
[ 3 ] 
f(z) = -22/57*z^3 + 236/57*z + 1
*
[ -7/18 ] 
f(z) = -36/49*z^3 + 232/63*z + 1
*
[ 7/3 ] 
f(z) = -29/49*z^3 + 239/63*z + 1
*
[ 20/9 ] 
f(z) = -27/40*z^3 + 233/60*z + 1
*
2/3 | 0.16817039718303846305404381876230393870 | 0.027257861877312752303330749902489091865
f(z) = -27/52*z^3 + 239/78*z + 1
*
-2 | 0.17882976571660873613778858582218419914 | 0.026255079949624695823039843744413925768
f(z) = -25/48*z^3 + 227/60*z + 1
*
-34/15 | 0.17898444835995444593868590687395333534 | 0.023688022300768310372653528901597904214
f(z) = -25/56*z^3 + 239/63*z + 1
*
[ 5/3 ] 
f(z) = -37/50*z^3 + 221/90*z + 1
*
[ -2/3 ] 
f(z) = -36/41*z^3 + 237/82*z + 1
*
-2 | 0.082164323839166658350584684776272159358 | 0.015003171857171928382537224698287372936
f(z) = -36/49*z^3 + 239/98*z + 1
*
-2 | 0.088002017925755465616332665598620055703 | 0.016069132404746447178986788020012542747
f(z) = -35/41*z^3 + 239/82*z + 1
*
-2 | 0.087844165108335629409192825183123491590 | 0.016064959572683081865911596018142674832
f(z) = -35/43*z^3 + 237/86*z + 1
*
-2 | 0.087429392209240490176628371808531132997 | 0.016039034204950452485825856260547028981
f(z) = -35/47*z^3 + 233/94*z + 1
*
[ -6/7 ] 
f(z) = -35/48*z^3 + 227/84*z + 1
*
[ 9/5 ] 
f(z) = -35/54*z^3 + 229/90*z + 1
*
-2 | 0.078816659464158195349905870924688811439 | 0.014481920289172663097201695929524389951
f(z) = -34/41*z^3 + 231/82*z + 1
*
-2 | 0.078634758121186308695108742572540022723 | 0.014471619650352135121499755218604516232
f(z) = -34/43*z^3 + 229/86*z + 1
*
-2 | 0.064854083525600408378901904888856591821 | 0.011954779918084790963916383643984091129
f(z) = -34/45*z^3 + 227/90*z + 1
*
-2 | 0.078152060913026957487196535499515375680 | 0.014429581268696218785432373848925823779
f(z) = -34/47*z^3 + 225/94*z + 1
*
-2 | 0.077824746718268555718697749455556433299 | 0.014392874872042995802096654830959814290
f(z) = -34/49*z^3 + 223/98*z + 1
*
-2 | 0.086711877942857838663981667040926656264 | 0.016036457062550965878579542248868599198
f(z) = -33/41*z^3 + 223/82*z + 1
*
-2 | 0.086501865014540723911904884973471587940 | 0.016024316012227599800764959104293368622
f(z) = -33/43*z^3 + 221/86*z + 1
*
[ -7/6 ] 
f(z) = -33/49*z^3 + 233/84*z + 1
*
[ -4/3 ] 
f(z) = -33/56*z^3 + 235/84*z + 1
*
[ -2/3 ] 
f(z) = -27/41*z^3 + 229/82*z + 1
*
[ -2/3 ] 
f(z) = -27/43*z^3 + 239/86*z + 1
*
[ -4/5 ] 
f(z) = -25/42*z^3 + 221/84*z + 1
*
-12/5 | 0.076069679990100324280881154023732751468 | 0.013890292388282411989335058735865937047
f(z) = -25/42*z^3 + 239/84*z + 1
*
[ -4/5 ] 
f(z) = -25/46*z^3 + 239/92*z + 1
*
[ 21/10 ] 
f(z) = -25/49*z^3 + 233/84*z + 1
*
[ 2 ] 
f(z) = -24/41*z^3 + 233/82*z + 1
*
[ 2 ] 
f(z) = -24/43*z^3 + 235/86*z + 1
*
[ 2 ] 
f(z) = -24/47*z^3 + 239/94*z + 1
*
[ 2 ] 
f(z) = -23/41*z^3 + 225/82*z + 1
*
[ 2 ] 
f(z) = -23/43*z^3 + 227/86*z + 1
*
[ 2 ] 
f(z) = -23/45*z^3 + 229/90*z + 1
*
[ 2 ] 
f(z) = -23/47*z^3 + 231/94*z + 1
*
[ 2 ] 
f(z) = -23/49*z^3 + 233/98*z + 1
*
5/2 | 0.10864757429437028001160227951408629110 | 0.019839002535870257913368130382831620696
f(z) = -22/45*z^3 + 239/90*z + 1
*
[ 2 ] 
f(z) = -22/47*z^3 + 223/94*z + 1
*
[ 2 ] 
f(z) = -22/49*z^3 + 225/98*z + 1
*
-2 | 0.066828506891240229387017719354023084076 | 0.012202857968016655393307075704988768523
f(z) = -37/57*z^3 + 239/114*z + 1
*
-2 | 0.086530741679045012138798806568206533700 | 0.015824760416969706753326126784850453800
f(z) = -37/59*z^3 + 237/118*z + 1
*
-2 | 0.081529281640084946476968063612571203343 | 0.014933236493661812916403931679610773922
f(z) = -36/53*z^3 + 235/106*z + 1
*
-2 | 0.081081626350089168485464499978458835831 | 0.014874528411563681800804005475857198617
f(z) = -36/55*z^3 + 233/110*z + 1
*
-2 | 0.079430563659101235756988196601987888646 | 0.014618076450570178020227487141424761148
f(z) = -36/59*z^3 + 229/118*z + 1
*
-2 | 0.066472128637934597238211725109008090341 | 0.012233259006341263511129714308830698948
f(z) = -35/51*z^3 + 229/102*z + 1
*
-2 | 0.086384901099613776594933780327138191442 | 0.015923630783923607556369403756120991123
f(z) = -35/53*z^3 + 227/106*z + 1
*
-2 | 0.064547425183965019843227854122300481035 | 0.011937372791568453890900992281962202174
f(z) = -35/57*z^3 + 223/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015573321871308135096542912014218097652
f(z) = -35/59*z^3 + 221/118*z + 1
*
-17/8 | 0.15841717567873962639009395507781726431 | 0.029016337461576146550925015992107681993
f(z) = -32/51*z^3 + 235/102*z + 1
*
-14/9 | 0.21432338708425032113559359501114517750 | 0.028365018409967138493735625875577565217
f(z) = -27/40*z^3 + 239/105*z + 1
*
[ 7/4 ] 
f(z) = -27/49*z^3 + 237/112*z + 1
*
26/15 | 0.14241270408660681184753178997143851727 | 0.020963187466796362993205010892965820100
f(z) = -25/48*z^3 + 223/108*z + 1
*
[ 7/4 ] 
f(z) = -25/49*z^3 + 223/112*z + 1
*
[ 2 ] 
f(z) = -23/51*z^3 + 235/102*z + 1
*
[ 2 ] 
f(z) = -23/53*z^3 + 237/106*z + 1
*
[ 2 ] 
f(z) = -23/55*z^3 + 239/110*z + 1
*
[ 2 ] 
f(z) = -22/53*z^3 + 229/106*z + 1
*
[ 2 ] 
f(z) = -22/57*z^3 + 233/114*z + 1
*
[ 2 ] 
f(z) = -22/59*z^3 + 235/118*z + 1
*
10/21 | 0.21031089927685999052259527245422259012 | 0.027927954049362381795050475720859865426
f(z) = -21/40*z^3 + 233/105*z + 1
*
[ 2 ] 
f(z) = -21/53*z^3 + 221/106*z + 1
*
[ 2 ] 
f(z) = -21/55*z^3 + 223/110*z + 1
*
[ 2 ] 
f(z) = -21/59*z^3 + 227/118*z + 1
*
-5/3 | 0.099696538136133021791765836830726478064 | 0.018377411370587764587351321930870608077
f(z) = -33/40*z^3 + 227/120*z + 1
*
-3/2 | 0.15196205415645347909240859745446695115 | 0.023294336288197120462980659340950641996
f(z) = -32/45*z^3 + 227/120*z + 1
*
[ 3/2 ] 
f(z) = -28/41*z^3 + 230/123*z + 1
*
[ 3/2 ] 
f(z) = -28/43*z^3 + 232/129*z + 1
*
-11/9 | 0.15033218285978580413098626317507327098 | 0.027666520804975366599822089817357838864
f(z) = -27/44*z^3 + 229/132*z + 1
*
5/6 | 0.081003276686817981047432534280808695094 | 0.011559345509152403680199079185035460533
f(z) = -27/50*z^3 + 221/120*z + 1
*
0 | 0.15312295820947720805521954672403147948 | 0.028180123699614793525334960336479696412
f(z) = -23/40*z^3 + 229/120*z + 1
*
[ 3/2 ] 
f(z) = -28/47*z^3 + 236/141*z + 1
*
[ 5/4 ] 
f(z) = -39/50*z^3 + 227/160*z + 1
*
0 | 0.11808972075805159753861141753739318658 | 0.021732749794856674034497660576989332084
f(z) = -39/56*z^3 + 229/168*z + 1
*
[ 21/16 ] 
f(z) = -32/49*z^3 + 229/168*z + 1
*
-3/2 | 0.13805758216670523050826480382359846515 | 0.025532309311014365414167976007521301781
f(z) = -31/42*z^3 + 223/168*z + 1
*
[ 4/3 ] 
f(z) = -27/41*z^3 + 233/164*z + 1
*
[ 4/3 ] 
f(z) = -27/43*z^3 + 235/172*z + 1
*
[ 7/5 ] 
f(z) = -27/49*z^3 + 239/175*z + 1
*
[ 7/5 ] 
f(z) = -26/49*z^3 + 232/175*z + 1
*
-2 | 0.14315223958938036670463954001083550164 | 0.026261462069807975131171989176014734053
f(z) = -24/55*z^3 + 233/165*z + 1
*
[ 3/2 ] 
f(z) = -24/59*z^3 + 221/177*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028347740334666584843550370249494596051
f(z) = -37/48*z^3 + 229/192*z + 1
*
-1/2 | 0.15403270679109895764827380476848368179 | 0.028393387274489667443076751818144779508
f(z) = -35/48*z^3 + 227/192*z + 1
*
-1/2 | 0.15403388946662234148012736265317896748 | 0.028486960647271613467259530804918439136
f(z) = -31/48*z^3 + 223/192*z + 1
*
-1/2 | 0.15403416047629332886634001385299873745 | 0.028534553142124621488887714019257503705
f(z) = -29/48*z^3 + 221/192*z + 1
*
[ 4/3 ] 
f(z) = -27/47*z^3 + 239/188*z + 1
*
[ 4/3 ] 
f(z) = -23/40*z^3 + 229/180*z + 1
*
-1/2 | 0.15740347606566737018430474352171817633 | 0.028741810216221060608326870633413280348
f(z) = -35/51*z^3 + 239/204*z + 1
*
-1/2 | 0.15740349570365159021988875076525310754 | 0.028830667693704227801947732635965126318
f(z) = -31/51*z^3 + 235/204*z + 1
*
-1/2 | 0.15740242531150212750114033290082379363 | 0.028875676928776774625891067603389864885
f(z) = -29/51*z^3 + 233/204*z + 1
*
-1/2 | 0.15740224115785128946692587166815496893 | 0.029014505322747129190806221117459563680
f(z) = -23/51*z^3 + 227/204*z + 1
*
-6/11 | 0.19102002738305376921354842166319611831 | 0.025366248566314055985478849490546982866
f(z) = -33/56*z^3 + 233/231*z + 1
*
-3/5 | 0.10682089516408911620732274553464273044 | 0.019490591636887424879572343535641038162
f(z) = -35/48*z^3 + 223/240*z + 1
*
[ 7/6 ] 
f(z) = -29/49*z^3 + 239/252*z + 1
*
0 | 0.13662630575469911925715174010692534766 | 0.024928901112753282518456296541860271914
f(z) = -25/48*z^3 + 221/240*z + 1
*
[ 15/14 ] 
f(z) = -35/54*z^3 + 227/280*z + 1
*
0 | 0.081604203981274411160597430202897433491 | 0.014482209581592305437948064498671015544
f(z) = -25/56*z^3 + 237/280*z + 1
*
[ 8/7 ] 
f(z) = -21/40*z^3 + 227/280*z + 1
*
[ -14/3 ] 
f(z) = -36/49*z^3 + 241/14*z + 1
*
[ 7 ] 
f(z) = -36/49*z^3 + 258/7*z + 1
*
[ 7 ] 
f(z) = -34/49*z^3 + 244/7*z + 1
*
[ -7 ] 
f(z) = -34/49*z^3 + 246/7*z + 1
*
-6 | 0.13081339462832734745482529142838196962 | 0.018926240926598125938011208753692286353
f(z) = -29/48*z^3 + 251/12*z + 1
*
[ 12 ] 
f(z) = -23/54*z^3 + 249/4*z + 1
*
-10 | 0.22026002863221822927936139309381060223 | 0.028858549882099207386891225897212043320
f(z) = -21/40*z^3 + 258/5*z + 1
*
[ 7/2 ] 
f(z) = -33/49*z^3 + 251/28*z + 1
*
[ 10/3 ] 
f(z) = -33/50*z^3 + 241/30*z + 1
*
[ -10/3 ] 
f(z) = -33/50*z^3 + 259/30*z + 1
*
[ -7/2 ] 
f(z) = -31/49*z^3 + 253/28*z + 1
*
[ 4 ] 
f(z) = -29/40*z^3 + 247/20*z + 1
*
[ -4 ] 
f(z) = -29/40*z^3 + 257/20*z + 1
*
[ 4 ] 
f(z) = -29/56*z^3 + 253/28*z + 1
*
[ -4 ] 
f(z) = -27/40*z^3 + 241/20*z + 1
*
-35/9 | 0.18759544042280881117941662844338018031 | 0.026205919342030543114871339000249977015
f(z) = -27/50*z^3 + 257/30*z + 1
*
[ -4 ] 
f(z) = -27/56*z^3 + 251/28*z + 1
*
[ 22/5 ] 
f(z) = -25/44*z^3 + 259/22*z + 1
*
[ -5/2 ] 
f(z) = -39/50*z^3 + 251/40*z + 1
*
[ -2 ] 
f(z) = -39/58*z^3 + 243/58*z + 1
*
[ -5/2 ] 
f(z) = -37/50*z^3 + 241/40*z + 1
*
[ 5/2 ] 
f(z) = -36/55*z^3 + 258/55*z + 1
*
[ -1/3 ] 
f(z) = -36/59*z^3 + 240/59*z + 1
*
-2/11 | 0.12953941220384737712357353274666080840 | 0.017051627248289885281291704731480168161
f(z) = -33/40*z^3 + 249/55*z + 1
*
[ -21/8 ] 
f(z) = -32/49*z^3 + 247/42*z + 1
*
[ -1/4 ] 
f(z) = -32/49*z^3 + 247/49*z + 1
*
[ -1/4 ] 
f(z) = -32/51*z^3 + 257/51*z + 1
*
-3 | 0.10325367957662433588343970562265117466 | 0.018741405264567133747082006789211130736
f(z) = -31/48*z^3 + 247/48*z + 1
*
3 | 0.12660293107808608518502488712629165650 | 0.023013450056828006610774907322144974203
f(z) = -29/48*z^3 + 245/48*z + 1
*
[ -5/2 ] 
f(z) = -28/55*z^3 + 252/55*z + 1
*
1/3 | 0.14776096479773639317865247361784654829 | 0.026899565264625383826141375963382447219
f(z) = -27/40*z^3 + 243/40*z + 1
*
[ -8/3 ] 
f(z) = -27/40*z^3 + 247/40*z + 1
*
[ -1/5 ] 
f(z) = -25/41*z^3 + 247/41*z + 1
*
[ -1/5 ] 
f(z) = -25/43*z^3 + 259/43*z + 1
*
[ 3 ] 
f(z) = -25/48*z^3 + 257/48*z + 1
*
-17/5 | 0.088175947756542250845193231933769856420 | 0.015935250525229073417502227093783171569
f(z) = -25/51*z^3 + 253/51*z + 1
*
[ -13/5 ] 
f(z) = -25/52*z^3 + 241/52*z + 1
*
-10/3 | 0.17544949462422941879607035648091942924 | 0.023010919620077329716355022459382529136
f(z) = -23/40*z^3 + 256/45*z + 1
*
[ 3 ] 
f(z) = -23/51*z^3 + 241/51*z + 1
*
[ 3 ] 
f(z) = -23/57*z^3 + 245/57*z + 1
*
-15/7 | 0.25197808022284458742263694435383492345 | 0.028697026430750026601015873765780457006
f(z) = -35/54*z^3 + 241/70*z + 1
*
[ 12/5 ] 
f(z) = -35/54*z^3 + 259/60*z + 1
*
[ 7/3 ] 
f(z) = -31/49*z^3 + 253/63*z + 1
*
[ -20/9 ] 
f(z) = -27/50*z^3 + 247/60*z + 1
*
[ -7/3 ] 
f(z) = -23/49*z^3 + 251/63*z + 1
*
[ -7/3 ] 
f(z) = -22/49*z^3 + 244/63*z + 1
*
[ -7/6 ] 
f(z) = -39/49*z^3 + 247/84*z + 1
*
[ -14/13 ] 
f(z) = -39/56*z^3 + 249/91*z + 1
*
[ -4/3 ] 
f(z) = -39/56*z^3 + 251/84*z + 1
*
-2 | 0.067372172408906775077752145849751739291 | 0.012124213968985251588793698552905636001
f(z) = -38/45*z^3 + 259/90*z + 1
*
-2 | 0.080785130594554443701093198301781151089 | 0.014558302924419149610050715195628403463
f(z) = -38/47*z^3 + 257/94*z + 1
*
-2 | 0.080608257878688805840976268548879250023 | 0.014546909242228469945467355554260657376
f(z) = -38/49*z^3 + 255/98*z + 1
*
-2 | 0.089176381407644177574151684916294875096 | 0.016093149275594435195459570563231123192
f(z) = -37/41*z^3 + 255/82*z + 1
*
-2 | 0.089054170582347615102713025418021261911 | 0.016093963883035253042458322762129100893
f(z) = -37/43*z^3 + 253/86*z + 1
*
-2 | 0.075346645941113674286622553882505255654 | 0.013636284078632097779805159979888179792
f(z) = -37/45*z^3 + 251/90*z + 1
*
-2 | 0.088739077328572551110220900710868323006 | 0.016083341170965295359271809586015060199
f(z) = -37/47*z^3 + 249/94*z + 1
*
-2 | 0.088536553149334029930055377898461491485 | 0.016070123893920836620940954435139243558
f(z) = -37/49*z^3 + 247/98*z + 1
*
-2 | 0.082897008884707939456989791779940101654 | 0.015046499505868028702113760665756893921
f(z) = -36/41*z^3 + 247/82*z + 1
*
-2 | 0.082758525838943053209628548809105339920 | 0.015043563248915091073361282496680939612
f(z) = -36/43*z^3 + 245/86*z + 1
*
[ -2/3 ] 
f(z) = -36/43*z^3 + 247/86*z + 1
*
-2 | 0.082398609586362409520011152524159233939 | 0.015023092119095460835436710884888463675
f(z) = -36/47*z^3 + 241/94*z + 1
*
[ -4/7 ] 
f(z) = -35/48*z^3 + 251/84*z + 1
*
[ -3/4 ] 
f(z) = -35/54*z^3 + 259/96*z + 1
*
[ -9/8 ] 
f(z) = -32/45*z^3 + 251/90*z + 1
*
[ -6/7 ] 
f(z) = -29/54*z^3 + 251/98*z + 1
*
[ -3/4 ] 
f(z) = -29/54*z^3 + 253/96*z + 1
*
[ 2 ] 
f(z) = -27/41*z^3 + 257/82*z + 1
*
[ 2 ] 
f(z) = -27/43*z^3 + 259/86*z + 1
*
[ -4/3 ] 
f(z) = -27/46*z^3 + 257/92*z + 1
*
[ -2/3 ] 
f(z) = -27/47*z^3 + 259/94*z + 1
*
-7/6 | 0.21811513362037241991847344242269655912 | 0.029256391818413130281329900748332739845
f(z) = -27/49*z^3 + 247/84*z + 1
*
[ 2 ] 
f(z) = -26/41*z^3 + 249/82*z + 1
*
[ -1/2 ] 
f(z) = -26/41*z^3 + 259/82*z + 1
*
[ 2 ] 
f(z) = -26/43*z^3 + 251/86*z + 1
*
[ 2 ] 
f(z) = -26/45*z^3 + 253/90*z + 1
*
[ 2 ] 
f(z) = -26/47*z^3 + 255/94*z + 1
*
[ 2 ] 
f(z) = -26/49*z^3 + 257/98*z + 1
*
[ 2 ] 
f(z) = -25/41*z^3 + 241/82*z + 1
*
[ 2 ] 
f(z) = -25/43*z^3 + 243/86*z + 1
*
[ 2 ] 
f(z) = -25/47*z^3 + 247/94*z + 1
*
[ 2 ] 
f(z) = -25/49*z^3 + 249/98*z + 1
*
[ 2 ] 
f(z) = -24/49*z^3 + 241/98*z + 1
*
[ -5/3 ] 
f(z) = -23/50*z^3 + 259/90*z + 1
*
[ -6/7 ] 
f(z) = -23/54*z^3 + 243/98*z + 1
*
[ -3/4 ] 
f(z) = -23/54*z^3 + 247/96*z + 1
*
[ -1/2 ] 
f(z) = -22/41*z^3 + 257/82*z + 1
*
-2 | 0.089361356929789442544484178604871784815 | 0.016081360793887612713424477914195899754
f(z) = -39/53*z^3 + 259/106*z + 1
*
-2 | 0.089103260474117998415761164666836426727 | 0.016057314607139773445406984139694990705
f(z) = -39/55*z^3 + 257/110*z + 1
*
-2 | 0.088401402088959318596548637701951172681 | 0.015975994870602981681167076262297074579
f(z) = -39/59*z^3 + 253/118*z + 1
*
-2 | 0.060054190736057154334000975211897712505 | 0.010853056857536961414049364466691182280
f(z) = -38/51*z^3 + 253/102*z + 1
*
-2 | 0.080148704581990725971531861102315858873 | 0.014505363716767899300340439579939558468
f(z) = -38/53*z^3 + 251/106*z + 1
*
-2 | 0.079845514919107217015904842887673662558 | 0.014471444780302158184173346699673492674
f(z) = -38/55*z^3 + 249/110*z + 1
*
-2 | 0.078985428286370296007043902880614683485 | 0.014357702413417396756325450283904580955
f(z) = -38/59*z^3 + 245/118*z + 1
*
-2 | 0.067950683611407171474690295267067235498 | 0.012351844071081838693950073056276094610
f(z) = -37/51*z^3 + 245/102*z + 1
*
-2 | 0.088000759116024984245941593895010133902 | 0.016020348584069038467410351316024572881
f(z) = -37/53*z^3 + 243/106*z + 1
*
-2 | 0.087637512865041348984935678319538408136 | 0.015978260257899239124033944794914857741
f(z) = -37/55*z^3 + 241/110*z + 1
*
-6/35 | 0.23735770752588425048925454862231188683 | 0.028257676987777219999582354798885347671
f(z) = -35/54*z^3 + 247/105*z + 1
*
-5/4 | 0.15760158875964315044896768614894890494 | 0.028481925785398819753579138679499722803
f(z) = -32/51*z^3 + 253/102*z + 1
*
19/8 | 0.14315753082351976376862451384751996549 | 0.025908741310538453425363570052646591027
f(z) = -32/55*z^3 + 251/110*z + 1
*
[ 7/4 ] 
f(z) = -29/49*z^3 + 251/112*z + 1
*
-3/7 | 0.18704651830160555982862352815467358772 | 0.028137076798824714509909283422384843293
f(z) = -28/45*z^3 + 257/105*z + 1
*
[ 2 ] 
f(z) = -26/51*z^3 + 259/102*z + 1
*
[ 2 ] 
f(z) = -25/51*z^3 + 251/102*z + 1
*
[ -6/5 ] 
f(z) = -25/51*z^3 + 259/102*z + 1
*
[ 2 ] 
f(z) = -25/53*z^3 + 253/106*z + 1
*
[ 2 ] 
f(z) = -25/57*z^3 + 257/114*z + 1
*
[ 2 ] 
f(z) = -25/59*z^3 + 259/118*z + 1
*
[ 2 ] 
f(z) = -24/53*z^3 + 245/106*z + 1
*
[ 2 ] 
f(z) = -24/55*z^3 + 247/110*z + 1
*
[ 2 ] 
f(z) = -24/59*z^3 + 251/118*z + 1
*
[ 2 ] 
f(z) = -23/57*z^3 + 241/114*z + 1
*
[ 2 ] 
f(z) = -23/59*z^3 + 243/118*z + 1
*
-10/7 | 0.22400146423802623052279318455933207865 | 0.029597018900726776095828985375799150330
f(z) = -21/40*z^3 + 242/105*z + 1
*
[ 4/3 ] 
f(z) = -39/44*z^3 + 241/132*z + 1
*
-1/3 | 0.062980276120912772333196999855855186809 | 0.011398210574716953868842466263234151017
f(z) = -33/40*z^3 + 251/120*z + 1
*
0 | 0.11452506564952609437660329889470391995 | 0.020609791121465611148837629432210284218
f(z) = -33/40*z^3 + 259/120*z + 1
*
[ 3/2 ] 
f(z) = -32/41*z^3 + 257/123*z + 1
*
[ 3/2 ] 
f(z) = -32/43*z^3 + 259/129*z + 1
*
-10/27 | 0.084136216270992169887734193285728674951 | 0.011116807614088179141856140803262936844
f(z) = -27/40*z^3 + 242/135*z + 1
*
0 | 0.16512219189979800140435003465385842796 | 0.029756699921499799443191438944567145654
f(z) = -27/44*z^3 + 257/132*z + 1
*
12/7 | 0.20209250514089407777863562770643434148 | 0.023015708177297791083874646841066812902
f(z) = -35/54*z^3 + 241/140*z + 1
*
2 | 0.19843390580270119188455897571063755905 | 0.026065717866337979271496961824632951235
f(z) = -29/40*z^3 + 253/145*z + 1
*
[ 3/2 ] 
f(z) = -28/53*z^3 + 242/159*z + 1
*
-2/3 | 0.11921940001630134442425778813961926171 | 0.021545456046275445047998815516503808696
f(z) = -21/50*z^3 + 253/150*z + 1
*
[ 7/5 ] 
f(z) = -29/49*z^3 + 253/175*z + 1
*
[ 3/2 ] 
f(z) = -28/55*z^3 + 244/165*z + 1
*
[ 3/2 ] 
f(z) = -28/59*z^3 + 248/177*z + 1
*
-5/6 | 0.13382025426612858866869211788813312297 | 0.024271693791129697109171535357112066679
f(z) = -24/55*z^3 + 248/165*z + 1
*
[ 5/3 ] 
f(z) = -21/55*z^3 + 241/165*z + 1
*
-3/2 | 0.15403270679109895764827380476848368179 | 0.027876937599128690448084120160347341454
f(z) = -35/48*z^3 + 251/192*z + 1
*
[ 4/3 ] 
f(z) = -27/49*z^3 + 241/196*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.028698068705236407078293610283797994719
f(z) = -37/51*z^3 + 241/204*z + 1
*
-1/2 | 0.14244237005689490945171228238471241986 | 0.025742335750460882666220900005056804831
f(z) = -37/54*z^3 + 253/216*z + 1
*
2 | 0.20421508672597702441321137266343901325 | 0.026825117477361066226420603880112674010
f(z) = -31/56*z^3 + 253/217*z + 1
*
-1/2 | 0.14479009001206263822366254107253001589 | 0.026319449927751295939010696251703003645
f(z) = -29/54*z^3 + 245/216*z + 1
*
-14/29 | 0.095329689401306467574124607780438533944 | 0.012595786499023742827550283183159259059
f(z) = -29/56*z^3 + 242/203*z + 1
*
[ 4/3 ] 
f(z) = -27/53*z^3 + 245/212*z + 1
*
-1/2 | 0.16380633878886714874200942289680112671 | 0.029865524790653809208445526836663458765
f(z) = -25/54*z^3 + 241/216*z + 1
*
-1/2 | 0.16358262749337112721567158652090432862 | 0.029438130112548401185456964470075767901
f(z) = -31/57*z^3 + 259/228*z + 1
*
-1/2 | 0.16358257035048236739690328621904144414 | 0.029479244444991459974599760544506861809
f(z) = -29/57*z^3 + 257/228*z + 1
*
[ 4/3 ] 
f(z) = -27/55*z^3 + 247/220*z + 1
*
[ 4/3 ] 
f(z) = -27/59*z^3 + 251/236*z + 1
*
-1/2 | 0.16358242102815356761753210125641683981 | 0.029605250977643350188204668841847664238
f(z) = -23/57*z^3 + 251/228*z + 1
*
-3/5 | 0.15850604852832285783032413235957495584 | 0.028604676034009338792720045398890622532
f(z) = -40/51*z^3 + 242/255*z + 1
*
[ 7/6 ] 
f(z) = -31/49*z^3 + 253/252*z + 1
*
[ 6/5 ] 
f(z) = -25/41*z^3 + 257/246*z + 1
*
[ 6/5 ] 
f(z) = -25/43*z^3 + 259/258*z + 1
*
[ 4/3 ] 
f(z) = -23/56*z^3 + 247/252*z + 1
*
[ 10/9 ] 
f(z) = -33/50*z^3 + 247/270*z + 1
*
2 | 0.19130990192260686783903122172202142757 | 0.027303870901912755583357867361823470902
f(z) = -23/48*z^3 + 259/276*z + 1
*
[ 7 ] 
f(z) = -39/49*z^3 + 279/7*z + 1
*
[ 7 ] 
f(z) = -38/49*z^3 + 272/7*z + 1
*
[ -7 ] 
f(z) = -38/49*z^3 + 274/7*z + 1
*
[ 7 ] 
f(z) = -37/49*z^3 + 265/7*z + 1
*
[ -7 ] 
f(z) = -37/49*z^3 + 267/7*z + 1
*
[ -7 ] 
f(z) = -36/49*z^3 + 260/7*z + 1
*
-6 | 0.19560469316437934679592583040634813041 | 0.028019557701173985730043411391468030167
f(z) = -31/48*z^3 + 269/12*z + 1
*
[ 6 ] 
f(z) = -29/48*z^3 + 271/12*z + 1
*
[ -6 ] 
f(z) = -29/48*z^3 + 275/12*z + 1
*
[ -12 ] 
f(z) = -25/54*z^3 + 271/4*z + 1
*
[ 10 ] 
f(z) = -21/40*z^3 + 267/5*z + 1
*
[ -10 ] 
f(z) = -21/40*z^3 + 268/5*z + 1
*
-6 | 0.19095151983793740881428595276738513863 | 0.024858428603731149397381373147443240156
f(z) = -21/40*z^3 + 271/15*z + 1
*
[ 7/2 ] 
f(z) = -37/49*z^3 + 279/28*z + 1
*
[ 4 ] 
f(z) = -33/40*z^3 + 279/20*z + 1
*
[ -7/2 ] 
f(z) = -33/49*z^3 + 267/28*z + 1
*
[ 4 ] 
f(z) = -31/40*z^3 + 263/20*z + 1
*
[ -4 ] 
f(z) = -31/40*z^3 + 273/20*z + 1
*
[ 4 ] 
f(z) = -31/56*z^3 + 269/28*z + 1
*
[ -4 ] 
f(z) = -29/56*z^3 + 267/28*z + 1
*
[ -22/5 ] 
f(z) = -25/44*z^3 + 269/22*z + 1
*
[ 18/5 ] 
f(z) = -25/48*z^3 + 269/36*z + 1
*
[ 24/5 ] 
f(z) = -25/54*z^3 + 275/24*z + 1
*
-1/6 | 0.13085473027877721175919032657433600613 | 0.023282099160747398810659266240981990227
f(z) = -36/55*z^3 + 276/55*z + 1
*
24/7 | 0.20322279021046458226227237906270153625 | 0.026056397293258208399209993478223793632
f(z) = -35/54*z^3 + 271/42*z + 1
*
[ -5/2 ] 
f(z) = -32/45*z^3 + 263/45*z + 1
*
[ -1/4 ] 
f(z) = -32/53*z^3 + 267/53*z + 1
*
[ -8/3 ] 
f(z) = -27/56*z^3 + 269/56*z + 1
*
[ 3 ] 
f(z) = -26/51*z^3 + 268/51*z + 1
*
[ 3 ] 
f(z) = -26/57*z^3 + 272/57*z + 1
*
[ -1/5 ] 
f(z) = -25/44*z^3 + 265/44*z + 1
*
[ -1/5 ] 
f(z) = -25/46*z^3 + 277/46*z + 1
*
[ 3 ] 
f(z) = -25/57*z^3 + 263/57*z + 1
*
[ -3 ] 
f(z) = -23/42*z^3 + 263/42*z + 1
*
[ -3 ] 
f(z) = -23/48*z^3 + 271/48*z + 1
*
[ -3 ] 
f(z) = -23/51*z^3 + 275/51*z + 1
*
[ -3 ] 
f(z) = -22/51*z^3 + 266/51*z + 1
*
[ -3 ] 
f(z) = -22/57*z^3 + 274/57*z + 1
*
[ -7/20 ] 
f(z) = -40/49*z^3 + 277/70*z + 1
*
-15/7 | 0.19755730111827560790098436563561531933 | 0.022221048203175901616735237313196300086
f(z) = -35/54*z^3 + 269/70*z + 1
*
[ 7/3 ] 
f(z) = -34/49*z^3 + 274/63*z + 1
*
[ 7/3 ] 
f(z) = -32/49*z^3 + 260/63*z + 1
*
[ -7/3 ] 
f(z) = -26/49*z^3 + 272/63*z + 1
*
[ -7/3 ] 
f(z) = -25/49*z^3 + 265/63*z + 1
*
-2 | 0.082214797825656517179994557708104299050 | 0.014599841208434335996183654213109395753
f(z) = -40/41*z^3 + 279/82*z + 1
*
-2 | 0.082127980595146569203581216077341007375 | 0.014603080538919440910066764379535131976
f(z) = -40/43*z^3 + 277/86*z + 1
*
-2 | 0.081908375635752017879559056449293387911 | 0.014601798284476671154035733596015852432
f(z) = -40/47*z^3 + 273/94*z + 1
*
-2 | 0.081770949728081586027576040146364937186 | 0.014596432589632415390338528407865536837
f(z) = -40/49*z^3 + 271/98*z + 1
*
-2 | 0.090259151644548521430258355315657224788 | 0.016111609648146506810573942295722134111
f(z) = -39/41*z^3 + 271/82*z + 1
*
-2 | 0.090162673003229987812091147095885782818 | 0.016115696929775603206458696300497483750
f(z) = -39/43*z^3 + 269/86*z + 1
*
-2 | 0.089916257505806302356224988022731935196 | 0.016114804893785968190740664322856249177
f(z) = -39/47*z^3 + 265/94*z + 1
*
-2 | 0.089760507310160377739478109055979494773 | 0.016108762749883869463121710037943493078
f(z) = -39/49*z^3 + 263/98*z + 1
*
-2 | 0.081170683447976160479926849544507967807 | 0.014567200220818775217966586538290790710
f(z) = -38/41*z^3 + 263/82*z + 1
*
[ -1/2 ] 
f(z) = -38/41*z^3 + 265/82*z + 1
*
-2 | 0.081062963701764295495343286946931432389 | 0.014567825754594874671413792320468079754
f(z) = -38/43*z^3 + 261/86*z + 1
*
[ -1/2 ] 
f(z) = -38/43*z^3 + 277/86*z + 1
*
[ -2/3 ] 
f(z) = -36/47*z^3 + 267/94*z + 1
*
[ -2/3 ] 
f(z) = -36/49*z^3 + 277/98*z + 1
*
[ -1/2 ] 
f(z) = -34/41*z^3 + 263/82*z + 1
*
[ -1/2 ] 
f(z) = -34/43*z^3 + 275/86*z + 1
*
[ -1/2 ] 
f(z) = -30/41*z^3 + 261/82*z + 1
*
[ -1/2 ] 
f(z) = -30/43*z^3 + 273/86*z + 1
*
[ 2 ] 
f(z) = -29/41*z^3 + 273/82*z + 1
*
[ 2 ] 
f(z) = -29/43*z^3 + 275/86*z + 1
*
[ 2 ] 
f(z) = -29/45*z^3 + 277/90*z + 1
*
[ 2 ] 
f(z) = -29/47*z^3 + 279/94*z + 1
*
[ 2 ] 
f(z) = -28/41*z^3 + 265/82*z + 1
*
[ 2 ] 
f(z) = -28/43*z^3 + 267/86*z + 1
*
[ 2 ] 
f(z) = -28/45*z^3 + 269/90*z + 1
*
[ 2 ] 
f(z) = -28/47*z^3 + 271/94*z + 1
*
[ 2 ] 
f(z) = -27/47*z^3 + 263/94*z + 1
*
[ 2 ] 
f(z) = -27/49*z^3 + 265/98*z + 1
*
[ -2/3 ] 
f(z) = -27/49*z^3 + 269/98*z + 1
*
[ -1/2 ] 
f(z) = -26/43*z^3 + 271/86*z + 1
*
0 | 0.14138540280302100473587977305920834480 | 0.025139573738430570721691862301292140823
f(z) = -26/45*z^3 + 277/90*z + 1
*
[ -7/13 ] 
f(z) = -26/49*z^3 + 274/91*z + 1
*
[ -8/5 ] 
f(z) = -25/44*z^3 + 271/88*z + 1
*
[ 12/5 ] 
f(z) = -25/56*z^3 + 265/84*z + 1
*
[ -12/23 ] 
f(z) = -23/54*z^3 + 279/92*z + 1
*
[ -1/2 ] 
f(z) = -22/43*z^3 + 269/86*z + 1
*
0 | 0.12622564674344674310669495997822881012 | 0.022561601158490840753445374851768880238
f(z) = -22/45*z^3 + 269/90*z + 1
*
-2 | 0.081420801631650780047714572459835001727 | 0.014572611066671824385015196109678799900
f(z) = -40/53*z^3 + 267/106*z + 1
*
-2 | 0.060588118180066208200804740337847620092 | 0.010873374610641651344134077395002701881
f(z) = -40/57*z^3 + 263/114*z + 1
*
-2 | 0.080608839301094304780263103942010374627 | 0.014486215055481905189533145464607159095
f(z) = -40/59*z^3 + 261/118*z + 1
*
[ 7/4 ] 
f(z) = -33/49*z^3 + 279/112*z + 1
*
[ 7/4 ] 
f(z) = -31/49*z^3 + 265/112*z + 1
*
[ -15/14 ] 
f(z) = -28/45*z^3 + 278/105*z + 1
*
[ 2 ] 
f(z) = -28/51*z^3 + 275/102*z + 1
*
[ 2 ] 
f(z) = -28/53*z^3 + 277/106*z + 1
*
[ 2 ] 
f(z) = -28/55*z^3 + 279/110*z + 1
*
[ -4/3 ] 
f(z) = -27/50*z^3 + 271/100*z + 1
*
[ 2 ] 
f(z) = -27/53*z^3 + 269/106*z + 1
*
[ 2 ] 
f(z) = -27/55*z^3 + 271/110*z + 1
*
[ -10/9 ] 
f(z) = -27/56*z^3 + 262/105*z + 1
*
[ 2 ] 
f(z) = -27/59*z^3 + 275/118*z + 1
*
[ 2 ] 
f(z) = -26/53*z^3 + 261/106*z + 1
*
[ 2 ] 
f(z) = -26/55*z^3 + 263/110*z + 1
*
[ 2 ] 
f(z) = -26/57*z^3 + 265/114*z + 1
*
[ 2 ] 
f(z) = -26/59*z^3 + 267/118*z + 1
*
[ -4/5 ] 
f(z) = -25/54*z^3 + 275/108*z + 1
*
[ -3/2 ] 
f(z) = -22/51*z^3 + 269/102*z + 1
*
[ -6/7 ] 
f(z) = -21/40*z^3 + 268/105*z + 1
*
-1/3 | 0.13328139316216025446719994507665219301 | 0.023698609226505596258667713128165371219
f(z) = -39/44*z^3 + 277/132*z + 1
*
[ 14/9 ] 
f(z) = -36/49*z^3 + 269/126*z + 1
*
[ 8/5 ] 
f(z) = -35/48*z^3 + 269/120*z + 1
*
-20/9 | 0.075806679631654297764854866460884782652 | 0.010522641405482428125099894912900798321
f(z) = -27/50*z^3 + 269/120*z + 1
*
0 | 0.13648556847465895924891122464804852995 | 0.024494220311658598308290530222817265493
f(z) = -21/40*z^3 + 263/120*z + 1
*
-1/3 | 0.13321914642707676165720398507609875732 | 0.023780135817640039768738825628479491616
f(z) = -21/44*z^3 + 271/132*z + 1
*
-2/3 | 0.12425783634016236080859911037433789223 | 0.022094141101705041093572813907677991922
f(z) = -39/50*z^3 + 277/150*z + 1
*
-12/35 | 0.26095763011512104215049377813288559088 | 0.029232240173652560614868878066940635481
f(z) = -35/54*z^3 + 279/140*z + 1
*
-2/3 | 0.11921827528262041377911790871958097269 | 0.021309101970351304317915170235107292297
f(z) = -33/50*z^3 + 269/150*z + 1
*
[ 3/2 ] 
f(z) = -32/47*z^3 + 263/141*z + 1
*
[ 3/2 ] 
f(z) = -32/49*z^3 + 265/147*z + 1
*
[ 3/2 ] 
f(z) = -32/53*z^3 + 269/159*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.025629814626369201610433380541891856867
f(z) = -27/49*z^3 + 277/147*z + 1
*
-13/9 | 0.14439969473780915066485033674880284259 | 0.025675541475279172653687866756183935438
f(z) = -27/52*z^3 + 277/156*z + 1
*
0 | 0.14250026588405074355621757238325801548 | 0.025436851741333455362829290152428011387
f(z) = -21/52*z^3 + 271/156*z + 1
*
-3/2 | 0.11143502013041265575747214169457599001 | 0.019814131091842427519376713896269378840
f(z) = -37/42*z^3 + 277/168*z + 1
*
[ 7/5 ] 
f(z) = -32/49*z^3 + 274/175*z + 1
*
[ 3/2 ] 
f(z) = -32/55*z^3 + 271/165*z + 1
*
[ 3/2 ] 
f(z) = -32/59*z^3 + 275/177*z + 1
*
[ 7/5 ] 
f(z) = -31/49*z^3 + 267/175*z + 1
*
-7/9 | 0.12950058450714648412362771138964506380 | 0.023209113800462039512516481914339169101
f(z) = -27/56*z^3 + 265/168*z + 1
*
21/10 | 0.12142230354920317010110915791175748039 | 0.021761323099141573574138994220826742734
f(z) = -25/44*z^3 + 265/176*z + 1
*
[ 5/3 ] 
f(z) = -24/55*z^3 + 266/165*z + 1
*
-3/2 | 0.14315292936173586522413943846293920885 | 0.025536565092517326573746362486755341609
f(z) = -24/55*z^3 + 272/165*z + 1
*
[ 3/2 ] 
f(z) = -23/42*z^3 + 263/168*z + 1
*
-6/13 | 0.10671986651234617539696742382374908156 | 0.013913155725733394620298883943221569891
f(z) = -39/40*z^3 + 268/195*z + 1
*
[ 4/3 ] 
f(z) = -29/40*z^3 + 277/180*z + 1
*
[ 3/2 ] 
f(z) = -23/48*z^3 + 271/192*z + 1
*
-3/2 | 0.15740347682242991663320583021758982192 | 0.028209874264764909495843591866535485894
f(z) = -37/51*z^3 + 265/204*z + 1
*
7/5 | 0.21633706980695467935601751009271129162 | 0.028578485774184067575407564722164968308
f(z) = -30/49*z^3 + 277/210*z + 1
*
[ 3/2 ] 
f(z) = -23/51*z^3 + 275/204*z + 1
*
-1/2 | 0.16358146470650357520649739628321371818 | 0.029317094161918566701952853894851216910
f(z) = -37/57*z^3 + 265/228*z + 1
*
[ 5/4 ] 
f(z) = -36/55*z^3 + 269/220*z + 1
*
0 | 0.13432214833161086789039605189704162650 | 0.024105964687252867007477110438816332503
f(z) = -35/44*z^3 + 263/220*z + 1
*
-1/2 | 0.16358164074826661445459712178594505697 | 0.029356984714281850858502328145226474415
f(z) = -35/57*z^3 + 263/228*z + 1
*
-11/6 | 0.13321791036913812759977946358548817291 | 0.023907793933878848908258008274454670367
f(z) = -27/55*z^3 + 263/220*z + 1
*
0 | 0.16643078904064280507951256746995476875 | 0.029708543206962570793844897227830972456
f(z) = -35/48*z^3 + 271/240*z + 1
*
-10/7 | 0.18596126986325905907954470242088770627 | 0.024291545460053017770044751563949834121
f(z) = -27/40*z^3 + 264/245*z + 1
*
0 | 0.13662645122488949610051170431209469024 | 0.024420643345968785485736064737535022307
f(z) = -25/48*z^3 + 269/240*z + 1
*
[ 4/3 ] 
f(z) = -25/56*z^3 + 263/252*z + 1
*
-28/15 | 0.14956309027634355239495726747218143609 | 0.023702856943874743121705490774309681481
f(z) = -25/56*z^3 + 275/252*z + 1
*
[ 6/5 ] 
f(z) = -25/47*z^3 + 263/282*z + 1
*
[ 6/5 ] 
f(z) = -25/49*z^3 + 265/294*z + 1
*
[ 7 ] 
f(z) = -40/49*z^3 + 286/7*z + 1
*
[ -7 ] 
f(z) = -40/49*z^3 + 288/7*z + 1
*
[ -7 ] 
f(z) = -39/49*z^3 + 281/7*z + 1
*
[ 6 ] 
f(z) = -31/48*z^3 + 289/12*z + 1
*
[ -6 ] 
f(z) = -31/48*z^3 + 293/12*z + 1
*
[ 10 ] 
f(z) = -23/40*z^3 + 292/5*z + 1
*
[ -10 ] 
f(z) = -23/40*z^3 + 293/5*z + 1
*
-6 | 0.21015046824800769543084399108788091258 | 0.027023663815097499707798927613311682336
f(z) = -23/40*z^3 + 298/15*z + 1
*
6 | 0.21191347010431802565509124245251403981 | 0.027457769589965285317925133633481964589
f(z) = -21/40*z^3 + 281/15*z + 1
*
[ 6 ] 
f(z) = -21/40*z^3 + 296/15*z + 1
*
[ 7/2 ] 
f(z) = -39/49*z^3 + 293/28*z + 1
*
[ 10/3 ] 
f(z) = -39/50*z^3 + 281/30*z + 1
*
[ -10/3 ] 
f(z) = -39/50*z^3 + 299/30*z + 1
*
[ -7/2 ] 
f(z) = -37/49*z^3 + 295/28*z + 1
*
[ -4 ] 
f(z) = -33/40*z^3 + 289/20*z + 1
*
[ 4 ] 
f(z) = -33/56*z^3 + 285/28*z + 1
*
[ 14/3 ] 
f(z) = -33/56*z^3 + 286/21*z + 1
*
[ -14/3 ] 
f(z) = -33/56*z^3 + 295/21*z + 1
*
[ -4 ] 
f(z) = -33/56*z^3 + 299/28*z + 1
*
[ -4 ] 
f(z) = -31/56*z^3 + 283/28*z + 1
*
40/9 | 0.10478266882423768025334681613359770005 | 0.014415163047096994251347246960584853140
f(z) = -27/50*z^3 + 287/30*z + 1
*
-5/9 | 0.18869142977257840220403675164341570590 | 0.025813199589964079407883299222541772851
f(z) = -27/50*z^3 + 299/30*z + 1
*
[ -18/5 ] 
f(z) = -25/48*z^3 + 289/36*z + 1
*
[ -1/6 ] 
f(z) = -36/41*z^3 + 288/41*z + 1
*
3 | 0.13762652882624253306748454648067064690 | 0.024143126241732231131913439174114977761
f(z) = -35/48*z^3 + 299/48*z + 1
*
[ -1/4 ] 
f(z) = -32/57*z^3 + 287/57*z + 1
*
[ -1/4 ] 
f(z) = -32/59*z^3 + 297/59*z + 1
*
-3 | 0.13500402447967013413198771855615724821 | 0.023739161156935229127594677567670270842
f(z) = -31/48*z^3 + 295/48*z + 1
*
[ 3 ] 
f(z) = -29/42*z^3 + 289/42*z + 1
*
[ 3 ] 
f(z) = -29/48*z^3 + 293/48*z + 1
*
[ 3 ] 
f(z) = -29/51*z^3 + 295/51*z + 1
*
[ 3 ] 
f(z) = -29/57*z^3 + 299/57*z + 1
*
[ 3 ] 
f(z) = -28/51*z^3 + 286/51*z + 1
*
[ 3 ] 
f(z) = -28/57*z^3 + 290/57*z + 1
*
[ -3 ] 
f(z) = -25/42*z^3 + 281/42*z + 1
*
16/5 | 0.10260140104984095236789106799815698370 | 0.018106896408822849820079464686977353893
f(z) = -25/44*z^3 + 289/44*z + 1
*
[ -1/5 ] 
f(z) = -25/47*z^3 + 283/47*z + 1
*
[ -1/5 ] 
f(z) = -25/49*z^3 + 295/49*z + 1
*
[ -3 ] 
f(z) = -25/51*z^3 + 293/51*z + 1
*
-3 | 0.13914031992633704698198718107924061837 | 0.015537170552601934998833142185470872611
f(z) = -25/54*z^3 + 287/50*z + 1
*
-1/5 | 0.15096464410433655782299413430313390703 | 0.026774591695235667558225018422640267959
f(z) = -25/56*z^3 + 281/56*z + 1
*
[ -3 ] 
f(z) = -23/57*z^3 + 283/57*z + 1
*
[ 7/3 ] 
f(z) = -37/49*z^3 + 295/63*z + 1
*
[ 12/5 ] 
f(z) = -35/48*z^3 + 287/60*z + 1
*
-14/11 | 0.17583730303895616399528301295807942521 | 0.022601529513377942844451329304995449677
f(z) = -33/56*z^3 + 299/77*z + 1
*
[ -7/3 ] 
f(z) = -29/49*z^3 + 293/63*z + 1
*
[ -20/9 ] 
f(z) = -27/40*z^3 + 287/60*z + 1
*
[ 22/9 ] 
f(z) = -27/44*z^3 + 281/66*z + 1
*
-2/9 | 0.16660708236494644628447919691650529240 | 0.026058452718763567401533459672547278802
f(z) = -27/44*z^3 + 299/66*z + 1
*
-26/9 | 0.16816981075090563541764081022071935315 | 0.026472473090959125424488182054270218519
f(z) = -27/52*z^3 + 287/78*z + 1
*
-14/9 | 0.18097459508548719772123152363479584877 | 0.028395655805857217452722834610339327824
f(z) = -27/52*z^3 + 293/78*z + 1
*
-1/4 | 0.14745682185083222879480777357513875349 | 0.025867604854322466719878874753909116939
f(z) = -40/49*z^3 + 299/98*z + 1
*
[ -7/13 ] 
f(z) = -39/49*z^3 + 281/91*z + 1
*
[ -1/2 ] 
f(z) = -38/45*z^3 + 289/90*z + 1
*
[ -12/7 ] 
f(z) = -35/54*z^3 + 293/84*z + 1
*
[ -1/2 ] 
f(z) = -34/45*z^3 + 287/90*z + 1
*
0 | 0.14269230766486051499769668446003690042 | 0.025121121748719690206030376370438145146
f(z) = -34/45*z^3 + 293/90*z + 1
*
[ -1/2 ] 
f(z) = -34/47*z^3 + 299/94*z + 1
*
[ 2 ] 
f(z) = -32/41*z^3 + 297/82*z + 1
*
[ 2 ] 
f(z) = -32/43*z^3 + 299/86*z + 1
*
[ 2 ] 
f(z) = -31/41*z^3 + 289/82*z + 1
*
[ 2 ] 
f(z) = -31/43*z^3 + 291/86*z + 1
*
[ 2 ] 
f(z) = -31/45*z^3 + 293/90*z + 1
*
[ 2 ] 
f(z) = -31/47*z^3 + 295/94*z + 1
*
[ 2 ] 
f(z) = -31/49*z^3 + 297/98*z + 1
*
[ -5/3 ] 
f(z) = -31/50*z^3 + 299/90*z + 1
*
[ 2 ] 
f(z) = -30/41*z^3 + 281/82*z + 1
*
[ 2 ] 
f(z) = -30/43*z^3 + 283/86*z + 1
*
[ 2 ] 
f(z) = -30/47*z^3 + 287/94*z + 1
*
[ -1/2 ] 
f(z) = -30/47*z^3 + 297/94*z + 1
*
[ 2 ] 
f(z) = -30/49*z^3 + 289/98*z + 1
*
[ 2 ] 
f(z) = -29/49*z^3 + 281/98*z + 1
*
[ -5/3 ] 
f(z) = -29/50*z^3 + 289/90*z + 1
*
0 | 0.13525665337411106736888239826079130984 | 0.023988674233239326033077547597237630550
f(z) = -28/45*z^3 + 281/90*z + 1
*
[ -4/9 ] 
f(z) = -27/56*z^3 + 281/84*z + 1
*
[ -1/2 ] 
f(z) = -26/45*z^3 + 283/90*z + 1
*
[ -1/2 ] 
f(z) = -26/47*z^3 + 295/94*z + 1
*
[ -2/5 ] 
f(z) = -25/41*z^3 + 295/82*z + 1
*
-14/5 | 0.072398352297557484560080934590749691130 | 0.010265307785771270155417200683127823202
f(z) = -25/48*z^3 + 289/84*z + 1
*
[ -2 ] 
f(z) = -22/41*z^3 + 299/82*z + 1
*
[ -1/2 ] 
f(z) = -22/45*z^3 + 281/90*z + 1
*
[ -1/2 ] 
f(z) = -22/47*z^3 + 293/94*z + 1
*
[ -2 ] 
f(z) = -21/41*z^3 + 291/82*z + 1
*
[ -2 ] 
f(z) = -21/43*z^3 + 297/86*z + 1
*
[ -3/4 ] 
f(z) = -40/51*z^3 + 283/102*z + 1
*
[ -2/3 ] 
f(z) = -36/53*z^3 + 297/106*z + 1
*
[ -10/11 ] 
f(z) = -33/50*z^3 + 291/110*z + 1
*
-19/8 | 0.16600931770167273496860563964895713007 | 0.029191144202270217372102761466397310391
f(z) = -32/57*z^3 + 295/114*z + 1
*
[ 2 ] 
f(z) = -31/51*z^3 + 299/102*z + 1
*
28/15 | 0.22762463355519147303030510676718823189 | 0.029769043104427086532429507859694258167
f(z) = -30/49*z^3 + 299/105*z + 1
*
[ 2 ] 
f(z) = -30/53*z^3 + 293/106*z + 1
*
[ 2 ] 
f(z) = -30/59*z^3 + 299/118*z + 1
*
[ -2/3 ] 
f(z) = -29/48*z^3 + 299/108*z + 1
*
[ 2 ] 
f(z) = -29/51*z^3 + 283/102*z + 1
*
[ 2 ] 
f(z) = -29/53*z^3 + 285/106*z + 1
*
[ 2 ] 
f(z) = -29/55*z^3 + 287/110*z + 1
*
[ 2 ] 
f(z) = -29/57*z^3 + 289/114*z + 1
*
[ 2 ] 
f(z) = -29/59*z^3 + 291/118*z + 1
*
15/7 | 0.17102027776534958288330260911770179578 | 0.025228751221144319911746725009902040994
f(z) = -28/45*z^3 + 293/105*z + 1
*
[ 2 ] 
f(z) = -28/57*z^3 + 281/114*z + 1
*
[ 2 ] 
f(z) = -28/59*z^3 + 283/118*z + 1
*
[ -2/3 ] 
f(z) = -27/53*z^3 + 289/106*z + 1
*
[ -2/3 ] 
f(z) = -27/55*z^3 + 299/110*z + 1
*
[ -4/3 ] 
f(z) = -27/58*z^3 + 299/116*z + 1
*
[ -3/2 ] 
f(z) = -26/51*z^3 + 287/102*z + 1
*
[ -4/3 ] 
f(z) = -25/48*z^3 + 289/108*z + 1
*
[ -2/3 ] 
f(z) = -25/48*z^3 + 295/108*z + 1
*
[ -8/5 ] 
f(z) = -25/52*z^3 + 297/104*z + 1
*
[ -6/5 ] 
f(z) = -25/57*z^3 + 281/114*z + 1
*
[ -4/5 ] 
f(z) = -25/58*z^3 + 293/116*z + 1
*
[ -4/3 ] 
f(z) = -23/48*z^3 + 281/108*z + 1
*
[ -2/3 ] 
f(z) = -23/48*z^3 + 293/108*z + 1
*
[ -3/2 ] 
f(z) = -22/57*z^3 + 289/114*z + 1
*
[ 3/2 ] 
f(z) = -36/41*z^3 + 284/123*z + 1
*
[ 3/2 ] 
f(z) = -36/43*z^3 + 286/129*z + 1
*
0 | 0.10982425899869866150620932828951199588 | 0.019265914588007049846404343294110865568
f(z) = -33/40*z^3 + 299/120*z + 1
*
0 | 0.10848579810597010337025492807213240142 | 0.019240683580266739461398729534866216114
f(z) = -27/40*z^3 + 281/120*z + 1
*
[ 9/5 ] 
f(z) = -25/42*z^3 + 299/126*z + 1
*
0 | 0.15294079731878764447564341640028101356 | 0.026990695501212672226329449206923674825
f(z) = -23/44*z^3 + 289/132*z + 1
*
[ -5/6 ] 
f(z) = -21/50*z^3 + 299/120*z + 1
*
[ 3/2 ] 
f(z) = -36/47*z^3 + 290/141*z + 1
*
[ 3/2 ] 
f(z) = -36/49*z^3 + 292/147*z + 1
*
[ 3/2 ] 
f(z) = -36/53*z^3 + 296/159*z + 1
*
0 | 0.14365678391158635087011046332203241698 | 0.025200983408057439727428085487328089621
f(z) = -33/50*z^3 + 299/150*z + 1
*
2 | 0.21458685130929025486541425894261977744 | 0.027594147075984688101403828057895811160
f(z) = -31/40*z^3 + 298/155*z + 1
*
0 | 0.15515653803887001068366359078553043838 | 0.027432242342016336081447389825446391397
f(z) = -30/49*z^3 + 286/147*z + 1
*
-10/29 | 0.092364317159039331115775522863774001504 | 0.011929672070603439034098795120071650240
f(z) = -29/40*z^3 + 288/145*z + 1
*
0 | 0.13956294729499281547162245014407218944 | 0.024752424329398246777009064950901366519
f(z) = -27/50*z^3 + 281/150*z + 1
*
[ 4/3 ] 
f(z) = -36/41*z^3 + 297/164*z + 1
*
[ 4/3 ] 
f(z) = -36/43*z^3 + 299/172*z + 1
*
[ 3/2 ] 
f(z) = -36/55*z^3 + 298/165*z + 1
*
[ 7/5 ] 
f(z) = -34/49*z^3 + 288/175*z + 1
*
[ 7/5 ] 
f(z) = -33/49*z^3 + 281/175*z + 1
*
[ 3/2 ] 
f(z) = -25/42*z^3 + 281/168*z + 1
*
0 | 0.16403062721605496861815056702627085426 | 0.028775063747975624734734715136278349338
f(z) = -25/56*z^3 + 299/168*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.025357113827275757127452928017707320056
f(z) = -21/55*z^3 + 283/165*z + 1
*
[ 4/3 ] 
f(z) = -31/40*z^3 + 293/180*z + 1
*
[ 3/2 ] 
f(z) = -25/48*z^3 + 289/192*z + 1
*
[ 5/4 ] 
f(z) = -32/41*z^3 + 291/205*z + 1
*
[ 5/4 ] 
f(z) = -32/43*z^3 + 293/215*z + 1
*
-14/31 | 0.095741001707966629296298220049354848840 | 0.012365800876549295021421839517521100414
f(z) = -31/56*z^3 + 288/217*z + 1
*
0 | 0.095644836841641016666225947182373647698 | 0.016838368025966027661537065244099218543
f(z) = -25/42*z^3 + 293/210*z + 1
*
[ 3/2 ] 
f(z) = -25/51*z^3 + 293/204*z + 1
*
-15/7 | 0.21486292056607951919970633626920205273 | 0.029475226410766596519862511376693946120
f(z) = -21/50*z^3 + 293/210*z + 1
*
2 | 0.15806579794528969578005470245867829775 | 0.020343609575918980326524546881786705424
f(z) = -33/56*z^3 + 296/231*z + 1
*
[ 5/4 ] 
f(z) = -32/47*z^3 + 297/235*z + 1
*
0 | 0.16358249047410457683409267773596846828 | 0.028976003749569255935999380375809919315
f(z) = -28/57*z^3 + 283/228*z + 1
*
[ 3/2 ] 
f(z) = -23/57*z^3 + 283/228*z + 1
*
[ 7/6 ] 
f(z) = -37/49*z^3 + 295/252*z + 1
*
7/4 | 0.15345073858950494568759899834225381874 | 0.020213874495106250185609519159605809681
f(z) = -36/49*z^3 + 283/252*z + 1
*
[ 5/4 ] 
f(z) = -32/49*z^3 + 299/245*z + 1
*
[ 4/3 ] 
f(z) = -29/56*z^3 + 295/252*z + 1
*
[ 10/9 ] 
f(z) = -39/50*z^3 + 287/270*z + 1
*
0 | 0.10731937096418377105582937481543141982 | 0.019033809906971518610145248545142383534
f(z) = -25/52*z^3 + 281/260*z + 1
*
-12/23 | 0.070700343260833389357200803767190621596 | 0.010024548364709392098282049858996774093
f(z) = -23/48*z^3 + 289/276*z + 1
*
[ 4/3 ] 
f(z) = -21/46*z^3 + 293/276*z + 1
*
[ 3/5 ] 
f(z) = -25/74*z^3 - 121/222*z + 1
*
[ 3/5 ] 
f(z) = -25/76*z^3 - 125/228*z + 1
*
[ 3/5 ] 
f(z) = -25/77*z^3 - 127/231*z + 1
*
[ 3/5 ] 
f(z) = -25/79*z^3 - 131/237*z + 1
*
[ 3/5 ] 
f(z) = -25/64*z^3 - 101/192*z + 1
*
[ 3/5 ] 
f(z) = -25/67*z^3 - 107/201*z + 1
*
[ 3/5 ] 
f(z) = -25/68*z^3 - 109/204*z + 1
*
[ 3/5 ] 
f(z) = -25/71*z^3 - 115/213*z + 1
*
[ 3/5 ] 
f(z) = -25/73*z^3 - 119/219*z + 1
*
[ 5/8 ] 
f(z) = -28/75*z^3 - 109/240*z + 1
*
[ 18/29 ] 
f(z) = -29/72*z^3 - 119/261*z + 1
*
[ 3/5 ] 
f(z) = -25/61*z^3 - 95/183*z + 1
*
[ 3/5 ] 
f(z) = -25/62*z^3 - 97/186*z + 1
*
10/9 | 0.11804195493698829787371782698183830330 | 0.022075852086174441568809576656878875632
f(z) = -27/70*z^3 - 89/210*z + 1
*
[ 2/3 ] 
f(z) = -21/74*z^3 - 83/222*z + 1
*
[ 2/3 ] 
f(z) = -23/60*z^3 - 89/270*z + 1
*
-2/15 | 0.10414258274537934774747629095023012990 | 0.016384647382448115294370453205741760283
f(z) = -25/64*z^3 - 71/144*z + 1
*
0 | 0.14026218830994554572790940825558693954 | 0.024186919690282783037987581567030907513
f(z) = -35/66*z^3 - 61/165*z + 1
*
[ 20/33 ] 
f(z) = -33/64*z^3 - 76/165*z + 1
*
[ 2/3 ] 
f(z) = -21/62*z^3 - 65/186*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -21/64*z^3 - 65/192*z + 1
*
[ 2/3 ] 
f(z) = -33/70*z^3 - 61/210*z + 1
*
[ 2/3 ] 
f(z) = -33/74*z^3 - 67/222*z + 1
*
[ 2/3 ] 
f(z) = -37/60*z^3 - 61/270*z + 1
*
[ 2/3 ] 
f(z) = -31/60*z^3 - 73/270*z + 1
*
[ 2/3 ] 
f(z) = -29/60*z^3 - 77/270*z + 1
*
[ 3/5 ] 
f(z) = -25/78*z^3 - 43/78*z + 1
*
[ 8/13 ] 
f(z) = -39/64*z^3 - 41/104*z + 1
*
[ 2/3 ] 
f(z) = -21/76*z^3 - 43/114*z + 1
*
[ 3/5 ] 
f(z) = -35/72*z^3 - 59/120*z + 1
*
[ 5/8 ] 
f(z) = -32/65*z^3 - 53/130*z + 1
*
[ 2/3 ] 
f(z) = -27/65*z^3 - 41/130*z + 1
*
[ 2/3 ] 
f(z) = -27/67*z^3 - 43/134*z + 1
*
[ 2/3 ] 
f(z) = -36/73*z^3 - 41/146*z + 1
*
[ 2/3 ] 
f(z) = -36/77*z^3 - 45/154*z + 1
*
[ 2/3 ] 
f(z) = -36/79*z^3 - 47/158*z + 1
*
[ 20/31 ] 
f(z) = -31/64*z^3 - 54/155*z + 1
*
[ 2/3 ] 
f(z) = -31/64*z^3 - 41/144*z + 1
*
[ 2/3 ] 
f(z) = -29/64*z^3 - 43/144*z + 1
*
[ 2/3 ] 
f(z) = -27/71*z^3 - 47/142*z + 1
*
[ 2/3 ] 
f(z) = -27/73*z^3 - 49/146*z + 1
*
[ 2/3 ] 
f(z) = -27/77*z^3 - 53/154*z + 1
*
[ 2/3 ] 
f(z) = -27/79*z^3 - 55/158*z + 1
*
[ 2/3 ] 
f(z) = -25/64*z^3 - 47/144*z + 1
*
[ 2/3 ] 
f(z) = -23/64*z^3 - 49/144*z + 1
*
[ 2/3 ] 
f(z) = -39/62*z^3 - 41/186*z + 1
*
[ 2/3 ] 
f(z) = -33/62*z^3 - 49/186*z + 1
*
0 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -27/64*z^3 - 47/192*z + 1
*
[ 2/3 ] 
f(z) = -39/70*z^3 - 53/210*z + 1
*
4/3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -21/68*z^3 - 41/204*z + 1
*
[ 2/3 ] 
f(z) = -39/74*z^3 - 59/222*z + 1
*
[ 18/25 ] 
f(z) = -25/72*z^3 - 47/225*z + 1
*
[ 7/10 ] 
f(z) = -25/63*z^3 - 59/252*z + 1
*
[ 4/7 ] 
f(z) = -23/64*z^3 - 31/49*z + 1
*
[ 2/3 ] 
f(z) = -27/70*z^3 - 23/70*z + 1
*
[ 2/3 ] 
f(z) = -27/74*z^3 - 25/74*z + 1
*
[ 3/5 ] 
f(z) = -25/66*z^3 - 35/66*z + 1
*
[ 3/5 ] 
f(z) = -25/69*z^3 - 37/69*z + 1
*
[ 2/3 ] 
f(z) = -37/72*z^3 - 22/81*z + 1
*
[ 2/3 ] 
f(z) = -35/72*z^3 - 23/81*z + 1
*
[ 2/3 ] 
f(z) = -31/72*z^3 - 25/81*z + 1
*
[ 2/3 ] 
f(z) = -29/72*z^3 - 26/81*z + 1
*
[ 2/3 ] 
f(z) = -25/72*z^3 - 28/81*z + 1
*
[ 2/3 ] 
f(z) = -23/72*z^3 - 29/81*z + 1
*
[ 2/3 ] 
f(z) = -39/68*z^3 - 25/102*z + 1
*
[ 2/3 ] 
f(z) = -39/76*z^3 - 31/114*z + 1
*
[ 2/3 ] 
f(z) = -33/68*z^3 - 29/102*z + 1
*
[ 2/3 ] 
f(z) = -33/76*z^3 - 35/114*z + 1
*
[ 5/7 ] 
f(z) = -28/75*z^3 - 22/105*z + 1
*
[ 2/3 ] 
f(z) = -21/68*z^3 - 37/102*z + 1
*
[ 2/3 ] 
f(z) = -36/61*z^3 - 29/122*z + 1
*
[ 2/3 ] 
f(z) = -36/65*z^3 - 33/130*z + 1
*
[ 2/3 ] 
f(z) = -36/67*z^3 - 35/134*z + 1
*
[ 2/3 ] 
f(z) = -27/61*z^3 - 37/122*z + 1
*
[ 2/3 ] 
f(z) = -37/64*z^3 - 35/144*z + 1
*
[ 2/3 ] 
f(z) = -36/71*z^3 - 39/142*z + 1
*
[ 2/3 ] 
f(z) = -35/64*z^3 - 37/144*z + 1
*
[ 20/29 ] 
f(z) = -29/64*z^3 - 34/145*z + 1
*
[ 3/4 ] 
f(z) = -22/63*z^3 - 23/168*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -33/68*z^3 - 37/204*z + 1
*
[ 3/4 ] 
f(z) = -32/77*z^3 - 23/231*z + 1
*
[ 3/4 ] 
f(z) = -32/79*z^3 - 25/237*z + 1
*
5/4 | 0.15306586790606170969659050726641796834 | 0.027526457737179934282604344418366916742
f(z) = -28/65*z^3 - 33/260*z + 1
*
[ 3/4 ] 
f(z) = -28/69*z^3 - 29/276*z + 1
*
[ 2/3 ] 
f(z) = -27/64*z^3 - 5/16*z + 1
*
[ 4/7 ] 
f(z) = -21/64*z^3 - 9/14*z + 1
*
[ 3/4 ] 
f(z) = -32/63*z^3 - 1/21*z + 1
*
[ 5/8 ] 
f(z) = -32/75*z^3 - 13/30*z + 1
*
[ 2/3 ] 
f(z) = -27/68*z^3 - 11/34*z + 1
*
[ 2/3 ] 
f(z) = -27/76*z^3 - 13/38*z + 1
*
[ 3/5 ] 
f(z) = -25/63*z^3 - 11/21*z + 1
*
[ 3/5 ] 
f(z) = -25/72*z^3 - 13/24*z + 1
*
[ 4/5 ] 
f(z) = -25/72*z^3 - 1/36*z + 1
*
[ 4/5 ] 
f(z) = -21/64*z^3 - 1/25*z + 1
*
[ 2/3 ] 
f(z) = -39/64*z^3 - 11/48*z + 1
*
[ 2/3 ] 
f(z) = -33/64*z^3 - 13/48*z + 1
*
[ 4/5 ] 
f(z) = -23/64*z^3 - 1/50*z + 1
*
[ 2/3 ] 
f(z) = -21/64*z^3 - 17/48*z + 1
*
[ 3/4 ] 
f(z) = -32/69*z^3 - 5/69*z + 1
*
[ 3/4 ] 
f(z) = -32/75*z^3 - 7/75*z + 1
*
[ 2/3 ] 
f(z) = -27/62*z^3 - 19/62*z + 1
*
6/5 | 0.10544013619125556414661127827195052557 | 0.025166784063036409066713652364565757024
f(z) = -25/66*z^3 - 19/66*z + 1
*
[ 4/5 ] 
f(z) = -25/68*z^3 - 1/68*z + 1
*
[ 4/5 ] 
f(z) = -25/76*z^3 - 3/76*z + 1
*
[ 8/11 ] 
f(z) = -33/64*z^3 - 9/88*z + 1
*
[ 3/4 ] 
f(z) = -40/69*z^3 - 1/138*z + 1
*
-7/8 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -32/63*z^3 - 5/126*z + 1
*
5/16 | 0.18120451627562801402424510158540485583 | 0.028326795203675767183320167996457760158
f(z) = -32/75*z^3 - 19/120*z + 1
*
[ 20/27 ] 
f(z) = -27/64*z^3 - 16/135*z + 1
*
[ 4/5 ] 
f(z) = -25/66*z^3 - 1/132*z + 1
*
[ 4/5 ] 
f(z) = -25/74*z^3 - 5/148*z + 1
*
[ 4/5 ] 
f(z) = -25/78*z^3 - 7/156*z + 1
*
3/2 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -22/75*z^3 - 1/150*z + 1
*
[ 3/4 ] 
f(z) = -34/63*z^3 - 5/168*z + 1
*
[ 3/4 ] 
f(z) = -26/63*z^3 - 17/168*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -39/64*z^3 - 11/192*z + 1
*
[ 3/4 ] 
f(z) = -32/61*z^3 - 7/183*z + 1
*
[ 3/4 ] 
f(z) = -32/65*z^3 - 11/195*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -21/65*z^3 - 2/195*z + 1
*
[ 3/4 ] 
f(z) = -32/67*z^3 - 13/201*z + 1
*
[ 3/4 ] 
f(z) = -32/71*z^3 - 17/213*z + 1
*
[ 3/4 ] 
f(z) = -32/73*z^3 - 19/219*z + 1
*
[ 7/9 ] 
f(z) = -27/70*z^3 - 11/210*z + 1
*
[ 18/23 ] 
f(z) = -23/72*z^3 - 17/207*z + 1
*
[ 7/9 ] 
f(z) = -27/77*z^3 - 17/231*z + 1
*
[ 4/5 ] 
f(z) = -25/67*z^3 - 3/268*z + 1
*
[ 4/5 ] 
f(z) = -25/69*z^3 - 5/276*z + 1
*
[ 4/5 ] 
f(z) = -25/71*z^3 - 7/284*z + 1
*
[ 4/5 ] 
f(z) = -25/73*z^3 - 9/292*z + 1
*
[ 4/3 ] 
f(z) = -39/64*z^3 + 4/3*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -39/64*z^3 + 5/6*z + 1
*
[ -4 ] 
f(z) = -39/64*z^3 + 11*z + 1
*
[ -4/3 ] 
f(z) = -39/64*z^3 + 17/6*z + 1
*
[ 4 ] 
f(z) = -37/64*z^3 + 10*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.013910018384637192767956366728984717700
f(z) = -37/72*z^3 + 14/9*z + 1
*
[ 4/5 ] 
f(z) = -35/64*z^3 + 1/10*z + 1
*
[ -4 ] 
f(z) = -35/64*z^3 + 10*z + 1
*
[ 4/3 ] 
f(z) = -35/64*z^3 + 11/9*z + 1
*
[ -4/5 ] 
f(z) = -35/64*z^3 + 13/5*z + 1
*
[ 4 ] 
f(z) = -35/64*z^3 + 19/2*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.014131972840558857034107183929670777891
f(z) = -35/72*z^3 + 13/9*z + 1
*
[ 6/5 ] 
f(z) = -35/72*z^3 + 13/15*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -33/64*z^3 + 2/3*z + 1
*
[ 4/3 ] 
f(z) = -33/64*z^3 + 7/6*z + 1
*
[ -4/3 ] 
f(z) = -33/64*z^3 + 8/3*z + 1
*
[ 4 ] 
f(z) = -33/64*z^3 + 9*z + 1
*
[ -4 ] 
f(z) = -33/64*z^3 + 19/2*z + 1
*
[ 5/4 ] 
f(z) = -32/75*z^3 + 13/15*z + 1
*
[ -4 ] 
f(z) = -31/64*z^3 + 9*z + 1
*
[ 4/3 ] 
f(z) = -31/64*z^3 + 10/9*z + 1
*
[ 4 ] 
f(z) = -31/64*z^3 + 17/2*z + 1
*
-2 | 0.065634706946589352884738627823980677617 | 0.014659318623148634053029067952125604619
f(z) = -31/72*z^3 + 11/9*z + 1
*
[ 4 ] 
f(z) = -29/64*z^3 + 8*z + 1
*
[ -4 ] 
f(z) = -29/64*z^3 + 17/2*z + 1
*
[ 4/3 ] 
f(z) = -29/64*z^3 + 19/18*z + 1
*
-2 | 0.065634555436517447038273317814422745790 | 0.014978127909394163224501563015336718872
f(z) = -29/72*z^3 + 10/9*z + 1
*
[ 2 ] 
f(z) = -29/72*z^3 + 19/9*z + 1
*
[ 4/3 ] 
f(z) = -27/64*z^3 + z + 1
*
4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -27/64*z^3 + 1/3*z + 1
*
-4/9 | 0.15403309528886931156491226255533128150 | 0.027777847838253613529637848036977926694
f(z) = -27/64*z^3 + 4/3*z + 1
*
[ -4/3 ] 
f(z) = -27/64*z^3 + 5/2*z + 1
*
4/9 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -27/64*z^3 + 5/6*z + 1
*
-20/9 | 0.15530702400951242006538660335342228155 | 0.025440177594364611865208872201734245308
f(z) = -27/64*z^3 + 7/3*z + 1
*
[ -4 ] 
f(z) = -27/64*z^3 + 8*z + 1
*
[ 4 ] 
f(z) = -27/64*z^3 + 15/2*z + 1
*
4/9 | 0.077939664733997030361694098079325135666 | 0.012373439073651821009102699397361881932
f(z) = -27/64*z^3 + 17/6*z + 1
*
-2 | 0.077016599167558910321891315609475906395 | 0.017783731556759131994809319209660385547
f(z) = -27/64*z^3 + 19/16*z + 1
*
[ 4/5 ] 
f(z) = -25/64*z^3 + 1
*
-12/5 | 0.15403328154048227447850889955469990340 | 0.029297844437487853866615250889603398246
f(z) = -25/64*z^3 + 3*z + 1
*
12/5 | 0.077016886523258834878111242511488840466 | 0.016873578283801171882177331181508294823
f(z) = -25/64*z^3 + 3/2*z + 1
*
[ -4/5 ] 
f(z) = -25/64*z^3 + 5/2*z + 1
*
[ 4 ] 
f(z) = -25/64*z^3 + 7*z + 1
*
[ -12/5 ] 
f(z) = -25/64*z^3 + 11/3*z + 1
*
[ 8/5 ] 
f(z) = -25/64*z^3 + 11/8*z + 1
*
-4/5 | 0.093738973180569195069593678578358218794 | 0.015543668610639482315869244303018159791
f(z) = -25/64*z^3 + 13/2*z + 1
*
[ -4 ] 
f(z) = -25/64*z^3 + 15/2*z + 1
*
[ 12/5 ] 
f(z) = -25/64*z^3 + 17/6*z + 1
*
-2 | 0.077016438937013246538797072161086668027 | 0.018252470268637384618701273924734882007
f(z) = -25/64*z^3 + 17/16*z + 1
*
[ 4/3 ] 
f(z) = -25/64*z^3 + 17/18*z + 1
*
28/15 | 0.18115893614092882657161319333447197080 | 0.025503410171508448826308400117705649624
f(z) = -25/64*z^3 + 19/9*z + 1
*
[ 6/5 ] 
f(z) = -25/72*z^3 + 2/3*z + 1
*
[ -6/5 ] 
f(z) = -25/72*z^3 + 7/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -25/72*z^3 + 8/9*z + 1
*
-2/5 | 0.11988740982355576582945997250791383451 | 0.025407955600644249213948496838653981542
f(z) = -25/72*z^3 + 14/9*z + 1
*
[ 2 ] 
f(z) = -25/72*z^3 + 17/9*z + 1
*
[ -4 ] 
f(z) = -23/64*z^3 + 7*z + 1
*
[ 4/3 ] 
f(z) = -23/64*z^3 + 8/9*z + 1
*
[ 4 ] 
f(z) = -23/64*z^3 + 13/2*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -23/64*z^3 + 15/16*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -23/72*z^3 + 7/9*z + 1
*
[ 2 ] 
f(z) = -23/72*z^3 + 16/9*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -21/64*z^3 + 1/3*z + 1
*
[ 4/3 ] 
f(z) = -21/64*z^3 + 5/6*z + 1
*
[ 4 ] 
f(z) = -21/64*z^3 + 6*z + 1
*
[ -4/3 ] 
f(z) = -21/64*z^3 + 7/3*z + 1
*
[ -4 ] 
f(z) = -21/64*z^3 + 13/2*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -21/64*z^3 + 13/16*z + 1
*
[ 12/13 ] 
f(z) = -39/64*z^3 + 17/39*z + 1
*
[ 4/5 ] 
f(z) = -37/64*z^3 + 3/25*z + 1
*
[ 6/7 ] 
f(z) = -35/72*z^3 + 4/21*z + 1
*
[ 4/5 ] 
f(z) = -33/64*z^3 + 2/25*z + 1
*
[ 4/5 ] 
f(z) = -29/64*z^3 + 1/25*z + 1
*
[ 8/9 ] 
f(z) = -27/64*z^3 + 5/24*z + 1
*
-8/9 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -27/64*z^3 + 11/24*z + 1
*
-4/3 | 0.13377927080689923294719087263321405496 | 0.018571670082345211722762287789959232718
f(z) = -21/64*z^3 + 1/21*z + 1
*
[ 3/4 ] 
f(z) = -40/63*z^3 + 1/42*z + 1
*
[ 4/5 ] 
f(z) = -39/64*z^3 + 7/50*z + 1
*
[ 4/5 ] 
f(z) = -31/64*z^3 + 3/50*z + 1
*
-2/3 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -27/64*z^3 + 1/48*z + 1
*
[ 4/5 ] 
f(z) = -27/64*z^3 + 1/50*z + 1
*
[ 5/6 ] 
f(z) = -36/65*z^3 + 12/65*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.027612727587944536934061990623839781292
f(z) = -28/75*z^3 + 13/75*z + 1
*
7/5 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = -25/63*z^3 + 4/63*z + 1
*
[ 20/23 ] 
f(z) = -23/64*z^3 + 14/115*z + 1
*
[ 5/6 ] 
f(z) = -32/75*z^3 + 13/135*z + 1
*
[ 5/6 ] 
f(z) = -28/75*z^3 + 8/135*z + 1
*
[ 4/5 ] 
f(z) = -25/62*z^3 + 1/124*z + 1
*
[ 6/7 ] 
f(z) = -29/72*z^3 + 19/147*z + 1
*
[ 6/7 ] 
f(z) = -25/72*z^3 + 13/147*z + 1
*
[ 6/7 ] 
f(z) = -23/72*z^3 + 10/147*z + 1
*
[ 3/4 ] 
f(z) = -38/63*z^3 + 1/168*z + 1
*
-15/16 | 0.086708318521488500734533361740331926392 | 0.013934472602030952995011263006591415278
f(z) = -32/63*z^3 + 19/168*z + 1
*
[ 4/5 ] 
f(z) = -35/72*z^3 + 11/180*z + 1
*
[ 5/6 ] 
f(z) = -24/65*z^3 + 11/195*z + 1
*
10/7 | 0.19939663197437774568979530204490068089 | 0.028663168177917312912512140581108006291
f(z) = -28/75*z^3 + 13/210*z + 1
*
0 | 0.12955465828529042507256924070578322343 | 0.024228923308730791773672833432999083804
f(z) = -27/70*z^3 + 11/210*z + 1
*
[ 4/5 ] 
f(z) = -25/61*z^3 + 3/244*z + 1
*
[ 4/5 ] 
f(z) = -25/63*z^3 + 1/252*z + 1
*
[ 5/6 ] 
f(z) = -26/75*z^3 + 11/270*z + 1
*
[ 5/6 ] 
f(z) = -22/75*z^3 + 1/270*z + 1
*
[ 15/19 ] 
f(z) = -38/75*z^3 + 14/285*z + 1
*
[ 5/6 ] 
f(z) = -27/70*z^3 + 19/280*z + 1
*
[ 4 ] 
f(z) = -39/64*z^3 + 21/2*z + 1
*
-4/13 | 0.20319980331219909476331132961245224138 | 0.026877994784889160903618450813408057080
f(z) = -39/64*z^3 + 30/13*z + 1
*
-2 | 0.077989925203114516129171480944833940191 | 0.016179537261808335802259439510686849338
f(z) = -39/64*z^3 + 31/16*z + 1
*
[ -4 ] 
f(z) = -37/64*z^3 + 21/2*z + 1
*
[ 4/3 ] 
f(z) = -37/64*z^3 + 23/18*z + 1
*
[ -4/3 ] 
f(z) = -37/64*z^3 + 25/9*z + 1
*
-2 | 0.077017346977448162208162534071080531772 | 0.016201932409222452765418098872500241187
f(z) = -37/64*z^3 + 29/16*z + 1
*
[ 2 ] 
f(z) = -37/72*z^3 + 23/9*z + 1
*
[ -2 ] 
f(z) = -37/72*z^3 + 32/9*z + 1
*
-2 | 0.077017217979548201742004379057927385308 | 0.016449179709739239584970835534070664959
f(z) = -35/64*z^3 + 27/16*z + 1
*
[ 2 ] 
f(z) = -35/72*z^3 + 22/9*z + 1
*
[ -2 ] 
f(z) = -35/72*z^3 + 31/9*z + 1
*
[ -6/5 ] 
f(z) = -35/72*z^3 + 38/15*z + 1
*
-4/11 | 0.19843817480588359735312461176783792809 | 0.027735687371946334746309963961357056664
f(z) = -33/64*z^3 + 20/11*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.016723888647998955289652160818027390376
f(z) = -33/64*z^3 + 25/16*z + 1
*
[ -5/4 ] 
f(z) = -32/75*z^3 + 37/15*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.017032276516964231941322396370800115083
f(z) = -31/64*z^3 + 23/16*z + 1
*
[ 2 ] 
f(z) = -31/64*z^3 + 39/16*z + 1
*
[ 2 ] 
f(z) = -31/72*z^3 + 20/9*z + 1
*
[ -2 ] 
f(z) = -31/72*z^3 + 29/9*z + 1
*
-2 | 0.077016731520552604667059176764745212806 | 0.017382061822248710195884983927285644835
f(z) = -29/64*z^3 + 21/16*z + 1
*
[ -4/3 ] 
f(z) = -29/64*z^3 + 23/9*z + 1
*
[ 2 ] 
f(z) = -29/64*z^3 + 37/16*z + 1
*
[ -2 ] 
f(z) = -29/72*z^3 + 28/9*z + 1
*
-4/3 | 0.11899685101427113310078883501278682436 | 0.018026466109196175472671777216640384972
f(z) = -27/64*z^3 + 23/6*z + 1
*
-20/9 | 0.21364151836273230485570933562871285363 | 0.029288520403730921552139882216931900992
f(z) = -27/64*z^3 + 23/15*z + 1
*
[ 8/3 ] 
f(z) = -27/64*z^3 + 29/8*z + 1
*
[ -8/3 ] 
f(z) = -27/64*z^3 + 35/8*z + 1
*
[ 2 ] 
f(z) = -27/64*z^3 + 35/16*z + 1
*
[ -8/5 ] 
f(z) = -25/64*z^3 + 21/8*z + 1
*
[ -4/3 ] 
f(z) = -25/64*z^3 + 22/9*z + 1
*
-12/5 | 0.085740542278928741891659366485024097966 | 0.011621488767179503904183665222932463776
f(z) = -25/64*z^3 + 25/9*z + 1
*
-2/5 | 0.10268847119406597176551586984565578786 | 0.022298518197331940386202881090703187168
f(z) = -25/64*z^3 + 25/16*z + 1
*
[ 2 ] 
f(z) = -25/64*z^3 + 33/16*z + 1
*
[ -2 ] 
f(z) = -25/72*z^3 + 26/9*z + 1
*
[ 12/5 ] 
f(z) = -25/72*z^3 + 31/12*z + 1
*
[ -2/5 ] 
f(z) = -25/72*z^3 + 32/9*z + 1
*
-18/5 | 0.16236786049546139293495877694824773873 | 0.028964251426512648510839343299204589712
f(z) = -25/72*z^3 + 34/9*z + 1
*
[ 2 ] 
f(z) = -23/64*z^3 + 31/16*z + 1
*
[ -2 ] 
f(z) = -23/72*z^3 + 25/9*z + 1
*
[ 6 ] 
f(z) = -23/72*z^3 + 37/3*z + 1
*
[ -6 ] 
f(z) = -23/72*z^3 + 38/3*z + 1
*
[ -4/7 ] 
f(z) = -21/64*z^3 + 20/7*z + 1
*
[ 2 ] 
f(z) = -21/64*z^3 + 29/16*z + 1
*
4 | 0.19581872898619294084691070456576730123 | 0.025479833688416855935178047569498603153
f(z) = -21/64*z^3 + 34/7*z + 1
*
[ 3/2 ] 
f(z) = -40/63*z^3 + 37/21*z + 1
*
-12/7 | 0.19872598116369419993267661754224632051 | 0.026935819350517093989929755134587867233
f(z) = -35/64*z^3 + 25/21*z + 1
*
[ 12/11 ] 
f(z) = -33/64*z^3 + 23/33*z + 1
*
[ 3/2 ] 
f(z) = -32/63*z^3 + 31/21*z + 1
*
-3/4 | 0.13408032924402837475770986370100698513 | 0.028990511870450471901564411890715351395
f(z) = -32/63*z^3 + 34/21*z + 1
*
-2 | 0.080198796885652468265066903546567845871 | 0.018408114950062165183637912039235802798
f(z) = -29/76*z^3 + 39/38*z + 1
*
-2 | 0.078139151981854183173248341236117672300 | 0.018154732860623010990102732950344859212
f(z) = -27/68*z^3 + 37/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -27/76*z^3 + 35/38*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -25/68*z^3 + 33/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -25/76*z^3 + 31/38*z + 1
*
-2 | 0.055477599598612998161534573990416037361 | 0.013442159722164431113489776871292530094
f(z) = -23/60*z^3 + 31/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -23/68*z^3 + 29/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -23/76*z^3 + 27/38*z + 1
*
20/21 | 0.18512350640393221882994880755604194889 | 0.025534539005449825580658945531857149746
f(z) = -21/64*z^3 + 22/21*z + 1
*
[ 12/7 ] 
f(z) = -21/64*z^3 + 29/21*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -21/68*z^3 + 25/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -21/76*z^3 + 23/38*z + 1
*
-2/3 | 0.12836065940874458363904522687007347288 | 0.024414792658055487282582080381334091509
f(z) = -39/64*z^3 + 37/48*z + 1
*
-2/3 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -33/64*z^3 + 35/48*z + 1
*
[ 6/5 ] 
f(z) = -25/63*z^3 + 31/42*z + 1
*
[ 6/5 ] 
f(z) = -25/64*z^3 + 35/48*z + 1
*
-12/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = -21/64*z^3 + 23/42*z + 1
*
-2/3 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -21/64*z^3 + 31/48*z + 1
*
[ 8/7 ] 
f(z) = -21/64*z^3 + 31/56*z + 1
*
-4/7 | 0.21492687857332800271148537578342196735 | 0.027861088751124353816725141058690634993
f(z) = -35/64*z^3 + 37/70*z + 1
*
-12/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = -33/64*z^3 + 35/66*z + 1
*
6/5 | 0.18087426603275216458816622341071431615 | 0.023094220958251476509492304945008069874
f(z) = -35/72*z^3 + 31/105*z + 1
*
[ 20/21 ] 
f(z) = -21/64*z^3 + 26/105*z + 1
*
[ 7/8 ] 
f(z) = -32/63*z^3 + 31/126*z + 1
*
[ 15/16 ] 
f(z) = -32/75*z^3 + 37/120*z + 1
*
-5/4 | 0.17919723134487981087245003828595273652 | 0.028013006395772989199687394907098288957
f(z) = -22/75*z^3 + 31/120*z + 1
*
[ 6/7 ] 
f(z) = -37/72*z^3 + 31/147*z + 1
*
[ 7/8 ] 
f(z) = -32/77*z^3 + 27/154*z + 1
*
[ 6/7 ] 
f(z) = -31/72*z^3 + 22/147*z + 1
*
3/2 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -24/65*z^3 + 32/195*z + 1
*
4/3 | 0.15761203448706152291873035093090549845 | 0.029636795459579554926840562706660233681
f(z) = -33/68*z^3 + 23/204*z + 1
*
0 | 0.10823045702339825638077364009450345547 | 0.020240935197515285298956775219793085214
f(z) = -33/70*z^3 + 29/210*z + 1
*
[ 8/9 ] 
f(z) = -21/64*z^3 + 29/216*z + 1
*
[ 5/6 ] 
f(z) = -34/75*z^3 + 31/270*z + 1
*
[ 5/6 ] 
f(z) = -27/65*z^3 + 23/260*z + 1
*
[ 2 ] 
f(z) = -39/64*z^3 + 47/16*z + 1
*
[ -4/13 ] 
f(z) = -39/64*z^3 + 56/13*z + 1
*
[ 2 ] 
f(z) = -37/64*z^3 + 45/16*z + 1
*
[ 6 ] 
f(z) = -37/72*z^3 + 58/3*z + 1
*
[ -6 ] 
f(z) = -37/72*z^3 + 59/3*z + 1
*
[ -4/7 ] 
f(z) = -35/64*z^3 + 41/14*z + 1
*
[ 2 ] 
f(z) = -35/64*z^3 + 43/16*z + 1
*
[ -4/3 ] 
f(z) = -35/64*z^3 + 49/18*z + 1
*
[ 12/5 ] 
f(z) = -35/64*z^3 + 56/15*z + 1
*
[ -2 ] 
f(z) = -35/64*z^3 + 59/16*z + 1
*
[ 6 ] 
f(z) = -35/72*z^3 + 55/3*z + 1
*
[ -6 ] 
f(z) = -35/72*z^3 + 56/3*z + 1
*
[ 2 ] 
f(z) = -33/64*z^3 + 41/16*z + 1
*
[ -4/11 ] 
f(z) = -33/64*z^3 + 42/11*z + 1
*
[ -2 ] 
f(z) = -33/64*z^3 + 57/16*z + 1
*
[ 5/2 ] 
f(z) = -32/75*z^3 + 49/15*z + 1
*
[ -4/3 ] 
f(z) = -31/64*z^3 + 47/18*z + 1
*
[ -2 ] 
f(z) = -31/64*z^3 + 55/16*z + 1
*
[ 6 ] 
f(z) = -31/72*z^3 + 49/3*z + 1
*
[ -6 ] 
f(z) = -31/72*z^3 + 50/3*z + 1
*
[ -2 ] 
f(z) = -29/64*z^3 + 53/16*z + 1
*
[ 6 ] 
f(z) = -29/72*z^3 + 46/3*z + 1
*
[ -6 ] 
f(z) = -29/72*z^3 + 47/3*z + 1
*
[ 5/2 ] 
f(z) = -28/75*z^3 + 44/15*z + 1
*
[ -5/2 ] 
f(z) = -28/75*z^3 + 56/15*z + 1
*
4/9 | 0.11446707572683418068023389260273532472 | 0.015944026389878058132267791826618269997
f(z) = -27/64*z^3 + 41/6*z + 1
*
-52/9 | 0.14763130819097922097326695280848137593 | 0.018640120877597226306571539627589177156
f(z) = -27/64*z^3 + 43/3*z + 1
*
[ -2/3 ] 
f(z) = -27/64*z^3 + 43/16*z + 1
*
-4/9 | 0.11920368924268302912344172430639623847 | 0.014923733823090579410514891030687056677
f(z) = -27/64*z^3 + 46/3*z + 1
*
[ -2 ] 
f(z) = -27/64*z^3 + 51/16*z + 1
*
[ -20/9 ] 
f(z) = -27/64*z^3 + 53/15*z + 1
*
14/5 | 0.078964573480940383745893842850467052756 | 0.015483655228717381371670062643717339176
f(z) = -25/64*z^3 + 41/16*z + 1
*
[ -4/15 ] 
f(z) = -25/64*z^3 + 43/9*z + 1
*
-16/5 | 0.10268847119406597176551586984565578786 | 0.019170506350213440577595132056810659643
f(z) = -25/64*z^3 + 53/16*z + 1
*
[ 6 ] 
f(z) = -25/72*z^3 + 40/3*z + 1
*
[ -6 ] 
f(z) = -25/72*z^3 + 41/3*z + 1
*
[ -12/5 ] 
f(z) = -25/72*z^3 + 41/12*z + 1
*
[ 18/5 ] 
f(z) = -25/72*z^3 + 47/9*z + 1
*
[ -18/5 ] 
f(z) = -25/72*z^3 + 52/9*z + 1
*
[ -4/3 ] 
f(z) = -23/64*z^3 + 43/18*z + 1
*
[ -2 ] 
f(z) = -23/64*z^3 + 47/16*z + 1
*
[ -2 ] 
f(z) = -21/64*z^3 + 45/16*z + 1
*
-2 | 0.080199136805533998495501583033318590906 | 0.016810823418141293265779903691506142558
f(z) = -39/76*z^3 + 59/38*z + 1
*
-2 | 0.057170394533417104747101944969974484964 | 0.011983687674558955230953586494981035602
f(z) = -37/60*z^3 + 59/30*z + 1
*
-2 | 0.078139884061294189942341460631505302996 | 0.016498439605667813522172703258499313299
f(z) = -37/68*z^3 + 57/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.017061823328632906065826021783586259074
f(z) = -37/76*z^3 + 55/38*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.016755666794488974948359483919009965888
f(z) = -35/68*z^3 + 53/34*z + 1
*
[ -6/7 ] 
f(z) = -35/72*z^3 + 53/21*z + 1
*
-2 | 0.080198884831699262607222453629976705862 | 0.017340401353570051346460513640974655212
f(z) = -35/76*z^3 + 51/38*z + 1
*
-4/3 | 0.19843817480588359735312461176783792809 | 0.024142876500910224876687445830326350102
f(z) = -33/64*z^3 + 58/33*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.017042439655426303498725443151770153721
f(z) = -33/68*z^3 + 49/34*z + 1
*
-2 | 0.080199089408802095481390431784392233737 | 0.017652187069563547460672562576169813670
f(z) = -33/76*z^3 + 47/38*z + 1
*
[ -3/4 ] 
f(z) = -32/63*z^3 + 55/21*z + 1
*
[ -3/2 ] 
f(z) = -32/63*z^3 + 59/21*z + 1
*
-15/8 | 0.059610667089898882232488120357819294971 | 0.011198676561479520346465012589779619014
f(z) = -32/75*z^3 + 41/30*z + 1
*
[ 15/8 ] 
f(z) = -32/75*z^3 + 59/30*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.012210864550821715812258153189210811981
f(z) = -31/60*z^3 + 47/30*z + 1
*
-2 | 0.078139325544189754037208649516352193804 | 0.017365029027651005418026994512804934513
f(z) = -31/68*z^3 + 45/34*z + 1
*
-2 | 0.080198939782984234897021992631050819014 | 0.018004644552623567651648768053531697240
f(z) = -31/76*z^3 + 43/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.012454699535309133117099148996930185822
f(z) = -29/60*z^3 + 43/30*z + 1
*
-2 | 0.078139305721483693897466400742105691856 | 0.017731854773819221723880562350133841505
f(z) = -29/68*z^3 + 41/34*z + 1
*
8/9 | 0.15403374040751984737045500197121824925 | 0.025461244127095829902957492052102814109
f(z) = -27/64*z^3 + 53/24*z + 1
*
[ -8/9 ] 
f(z) = -27/64*z^3 + 59/24*z + 1
*
6/5 | 0.11571917370865478219732849370089545215 | 0.023383469045173637626171728581667220488
f(z) = -25/63*z^3 + 47/21*z + 1
*
[ -3/5 ] 
f(z) = -25/63*z^3 + 59/21*z + 1
*
-4/5 | 0.12456660654326750787731848309835885768 | 0.026711318413173221711210170112950271556
f(z) = -25/72*z^3 + 53/36*z + 1
*
-3 | 0.15201883617250365191996937725193023864 | 0.029369095568437626681910110900184085851
f(z) = -25/72*z^3 + 59/24*z + 1
*
-3 | 0.13205271099885715444525906108815184524 | 0.026051530218506936028812585945372284514
f(z) = -23/72*z^3 + 53/24*z + 1
*
-8/3 | 0.15403428836248081914448546259732308861 | 0.026589664512361795609116932290453168058
f(z) = -21/64*z^3 + 41/24*z + 1
*
-4/3 | 0.19006957271830114184822526982956497945 | 0.023998431322163640144385654617764419554
f(z) = -21/64*z^3 + 43/21*z + 1
*
-44/21 | 0.15945035498899483616638864289189343447 | 0.019962424577384683819156092001957088195
f(z) = -21/64*z^3 + 46/21*z + 1
*
[ 2 ] 
f(z) = -21/68*z^3 + 59/34*z + 1
*
-8/5 | 0.16396750871970451551617972657852187710 | 0.028304354141753912358661215024754726460
f(z) = -35/64*z^3 + 41/40*z + 1
*
[ 8/7 ] 
f(z) = -35/64*z^3 + 47/56*z + 1
*
-16/9 | 0.12836058899258246470689483730706973483 | 0.024414779264574915986691880681493066198
f(z) = -27/64*z^3 + 43/48*z + 1
*
[ 3/2 ] 
f(z) = -26/63*z^3 + 53/42*z + 1
*
[ 3/2 ] 
f(z) = -22/63*z^3 + 47/42*z + 1
*
-12/13 | 0.20153280258273349063070476940761303823 | 0.025763403840104906681137259404911422368
f(z) = -39/64*z^3 + 47/78*z + 1
*
[ 6/5 ] 
f(z) = -31/72*z^3 + 59/75*z + 1
*
[ 6/5 ] 
f(z) = -29/72*z^3 + 56/75*z + 1
*
[ 5/4 ] 
f(z) = -28/75*z^3 + 47/60*z + 1
*
9/5 | 0.093390479093040923468199355472305482626 | 0.022541019122103097562512315343262025264
f(z) = -25/63*z^3 + 46/63*z + 1
*
[ 6/5 ] 
f(z) = -25/66*z^3 + 47/66*z + 1
*
9/5 | 0.12317732111491104873891399405453926119 | 0.028802183216315891394626307768646940091
f(z) = -25/72*z^3 + 41/72*z + 1
*
-9/5 | 0.091362289415579354024998875266292513053 | 0.021362969863216568975994001283765091965
f(z) = -25/72*z^3 + 49/72*z + 1
*
[ 6/5 ] 
f(z) = -25/78*z^3 + 49/78*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.010598992730522775595114553976591052942
f(z) = -23/66*z^3 + 59/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -23/70*z^3 + 57/70*z + 1
*
[ 6/5 ] 
f(z) = -23/72*z^3 + 47/75*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -23/74*z^3 + 55/74*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.010902510143489530129595588273354646252
f(z) = -23/78*z^3 + 53/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -21/62*z^3 + 53/62*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -21/74*z^3 + 47/74*z + 1
*
21/10 | 0.076726021434106192208046346170249538388 | 0.013875939128579643458391581316161877864
f(z) = -25/63*z^3 + 47/84*z + 1
*
[ 15/14 ] 
f(z) = -28/75*z^3 + 52/105*z + 1
*
-15/16 | 0.18215533545335084709614802630619796497 | 0.028475432007419188333462007880891193885
f(z) = -32/75*z^3 + 53/120*z + 1
*
-5/4 | 0.18881003608098978887728730214901516155 | 0.029515728053540721862853726042909657570
f(z) = -26/75*z^3 + 41/120*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = -34/75*z^3 + 53/150*z + 1
*
3/2 | 0.15162003816514602651024253095704262316 | 0.024366119695972692297526637889219314323
f(z) = -32/63*z^3 + 59/168*z + 1
*
[ 15/17 ] 
f(z) = -34/75*z^3 + 56/255*z + 1
*
[ 9/10 ] 
f(z) = -25/63*z^3 + 53/252*z + 1
*
3/2 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -23/60*z^3 + 47/240*z + 1
*
[ 5/6 ] 
f(z) = -38/75*z^3 + 41/270*z + 1
*
[ 9/10 ] 
f(z) = -25/72*z^3 + 49/288*z + 1
*
[ -2 ] 
f(z) = -39/64*z^3 + 63/16*z + 1
*
[ -2 ] 
f(z) = -37/64*z^3 + 61/16*z + 1
*
[ -5/2 ] 
f(z) = -32/75*z^3 + 61/15*z + 1
*
15/4 | 0.16837454795784045766914681163535664039 | 0.028345066294297432548291869080358164833
f(z) = -32/75*z^3 + 76/15*z + 1
*
-14/5 | 0.13744308927208475476936648807172753750 | 0.024211564224815616549984118825554556315
f(z) = -25/64*z^3 + 73/16*z + 1
*
[ 16/5 ] 
f(z) = -25/64*z^3 + 75/16*z + 1
*
[ -3/2 ] 
f(z) = -40/63*z^3 + 65/21*z + 1
*
[ -4/5 ] 
f(z) = -39/64*z^3 + 66/25*z + 1
*
-2 | 0.078139777939512257515048793440498984032 | 0.016265494512181299468957142459998692192
f(z) = -39/68*z^3 + 61/34*z + 1
*
0 | 0.13084792177974405422368851728738277540 | 0.026402842605060070356926570912546054509
f(z) = -37/70*z^3 + 71/35*z + 1
*
[ -12/7 ] 
f(z) = -35/64*z^3 + 67/21*z + 1
*
-12/5 | 0.22664027453546991620367086667196187157 | 0.029020945675772869319669928001115038158
f(z) = -35/64*z^3 + 77/30*z + 1
*
20/33 | 0.21023379105632428766087052058503914723 | 0.025275270648687129806624633330656279831
f(z) = -33/64*z^3 + 64/33*z + 1
*
-8/3 | 0.15403374040751984737045500197121824925 | 0.024181496827463883709531111187395962905
f(z) = -33/64*z^3 + 73/24*z + 1
*
[ 2 ] 
f(z) = -31/60*z^3 + 77/30*z + 1
*
[ -4/5 ] 
f(z) = -31/64*z^3 + 64/25*z + 1
*
[ 2 ] 
f(z) = -31/68*z^3 + 79/34*z + 1
*
-3 | 0.12243824788091356481842135874879971224 | 0.022497032457505868030895584565801575758
f(z) = -31/72*z^3 + 77/24*z + 1
*
[ 2 ] 
f(z) = -29/60*z^3 + 73/30*z + 1
*
[ 2 ] 
f(z) = -29/68*z^3 + 75/34*z + 1
*
-3 | 0.15201936111357698129735932131210843950 | 0.028354985405549380758233726115244744186
f(z) = -29/72*z^3 + 71/24*z + 1
*
3 | 0.15437814870183881945105230300046700513 | 0.028232708623755369201035815037652387559
f(z) = -29/72*z^3 + 79/24*z + 1
*
[ 2 ] 
f(z) = -29/76*z^3 + 77/38*z + 1
*
[ -4/5 ] 
f(z) = -27/64*z^3 + 63/25*z + 1
*
[ 20/9 ] 
f(z) = -27/64*z^3 + 79/30*z + 1
*
[ 2 ] 
f(z) = -27/68*z^3 + 71/34*z + 1
*
0 | 0.13747200454039478852867584335174213398 | 0.028154327519306221705295146095314756502
f(z) = -27/70*z^3 + 66/35*z + 1
*
[ 2 ] 
f(z) = -27/76*z^3 + 73/38*z + 1
*
[ 2 ] 
f(z) = -25/68*z^3 + 67/34*z + 1
*
[ 2 ] 
f(z) = -25/76*z^3 + 69/38*z + 1
*
[ 2 ] 
f(z) = -23/60*z^3 + 61/30*z + 1
*
[ -4/5 ] 
f(z) = -23/64*z^3 + 62/25*z + 1
*
[ 2 ] 
f(z) = -23/68*z^3 + 63/34*z + 1
*
3 | 0.12317732111491104873891399405453926119 | 0.023644812079541891971489659335708434849
f(z) = -23/72*z^3 + 61/24*z + 1
*
-3 | 0.14107503005380945321596828774143591540 | 0.025921389639216766318331745524011804183
f(z) = -23/72*z^3 + 77/24*z + 1
*
[ 2 ] 
f(z) = -23/76*z^3 + 65/38*z + 1
*
[ 5/2 ] 
f(z) = -22/75*z^3 + 73/30*z + 1
*
[ 8/3 ] 
f(z) = -21/64*z^3 + 71/24*z + 1
*
-20/7 | 0.22565330940628362155389052540305346924 | 0.026794706691302737117744645250433375592
f(z) = -21/64*z^3 + 71/35*z + 1
*
[ 2 ] 
f(z) = -21/76*z^3 + 61/38*z + 1
*
-3/4 | 0.15810340520488836024957081786996914736 | 0.029489794683473953024535281372534543757
f(z) = -40/63*z^3 + 71/42*z + 1
*
[ 3/2 ] 
f(z) = -38/63*z^3 + 71/42*z + 1
*
[ 8/5 ] 
f(z) = -35/64*z^3 + 71/40*z + 1
*
-2/5 | 0.14969179287488513792005799768375336544 | 0.023602795183487600381919781554333797807
f(z) = -35/72*z^3 + 71/45*z + 1
*
[ 3/2 ] 
f(z) = -34/63*z^3 + 65/42*z + 1
*
-20/11 | 0.21857585964639751642338358888988969125 | 0.026042670177981774706897601801204226419
f(z) = -33/64*z^3 + 69/55*z + 1
*
3/4 | 0.14879611555606037303288663781717060306 | 0.028562532117472314648670294487384702426
f(z) = -32/63*z^3 + 61/42*z + 1
*
[ 6/5 ] 
f(z) = -37/72*z^3 + 68/75*z + 1
*
[ 7/6 ] 
f(z) = -36/77*z^3 + 60/77*z + 1
*
4/11 | 0.18456167325780779471949155312362520027 | 0.024108720484766201678435082877593718668
f(z) = -33/64*z^3 + 65/66*z + 1
*
[ 5/4 ] 
f(z) = -32/65*z^3 + 63/65*z + 1
*
-2 | 0.066869594994803095693505452779855599261 | 0.015303900458967154011587591654539828871
f(z) = -29/74*z^3 + 79/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = -29/78*z^3 + 77/78*z + 1
*
-2 | 0.063592686844525820215334370624379067878 | 0.014639856224818687936822147468604157656
f(z) = -27/62*z^3 + 77/62*z + 1
*
[ 4/3 ] 
f(z) = -27/68*z^3 + 65/68*z + 1
*
-2 | 0.065839835885423279034859295357482741736 | 0.015345637638238688232615946943207984121
f(z) = -27/70*z^3 + 73/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -27/74*z^3 + 71/74*z + 1
*
[ 4/3 ] 
f(z) = -27/76*z^3 + 67/76*z + 1
*
-2 | 0.063593159373239105266885533056976217060 | 0.015019263049758350976203399482024451554
f(z) = -25/62*z^3 + 69/62*z + 1
*
-2 | 0.044406514696414986648877048150113144942 | 0.010561179785562328118104114093873826252
f(z) = -25/66*z^3 + 67/66*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -25/74*z^3 + 63/74*z + 1
*
[ 7/5 ] 
f(z) = -25/77*z^3 + 71/77*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010902897076801272698735908495386103035
f(z) = -25/78*z^3 + 61/78*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -23/62*z^3 + 61/62*z + 1
*
-5/7 | 0.18283139867917137024388151970820228816 | 0.029190447583564758524335337506520339324
f(z) = -28/75*z^3 + 62/105*z + 1
*
[ 6/5 ] 
f(z) = -25/68*z^3 + 71/102*z + 1
*
[ 6/5 ] 
f(z) = -25/76*z^3 + 73/114*z + 1
*
-5/4 | 0.17886855311060525129203915072814771113 | 0.027961625772256744851490215687787966187
f(z) = -38/75*z^3 + 71/120*z + 1
*
-5/4 | 0.18595861216424217938375972518937040156 | 0.029069979222392872934029367418624928792
f(z) = -34/75*z^3 + 61/120*z + 1
*
[ 5/4 ] 
f(z) = -22/75*z^3 + 79/120*z + 1
*
15/8 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -32/77*z^3 + 71/154*z + 1
*
-28/27 | 0.27357435441460912845320487340500688124 | 0.029101703986907194408110161229759458875
f(z) = -27/64*z^3 + 79/189*z + 1
*
-4/3 | 0.14580878716850944907005127624586376537 | 0.027651962710997204965313748363739379340
f(z) = -27/65*z^3 + 79/195*z + 1
*
[ 8/9 ] 
f(z) = -39/64*z^3 + 77/216*z + 1
*
[ 8/9 ] 
f(z) = -33/64*z^3 + 61/216*z + 1
*
14/9 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -27/70*z^3 + 61/210*z + 1
*
-20/21 | 0.24967689149338625495025290495173470047 | 0.028331025437693553519496529145904124884
f(z) = -21/64*z^3 + 73/210*z + 1
*
0 | 0.15592223787791829627663018621310763430 | 0.028198614252975746269871812420907373153
f(z) = -32/63*z^3 + 65/252*z + 1
*
52/9 | 0.23161780170669985242788895839973351761 | 0.029376061148676986878045781386449771053
f(z) = -27/64*z^3 + 83/6*z + 1
*
[ 20/3 ] 
f(z) = -27/64*z^3 + 98/5*z + 1
*
[ -16/5 ] 
f(z) = -25/64*z^3 + 85/16*z + 1
*
76/15 | 0.23416408856283158971384771901212566034 | 0.027114187842930651041617621883917709015
f(z) = -25/64*z^3 + 88/9*z + 1
*
2/5 | 0.15308404915123581663867985015614411853 | 0.026057166656845725399719639735386362795
f(z) = -25/64*z^3 + 89/16*z + 1
*
[ -28/5 ] 
f(z) = -25/64*z^3 + 94/7*z + 1
*
-8/3 | 0.15546453665845273568896301905416109532 | 0.023669715669531647008431068389287159631
f(z) = -39/64*z^3 + 89/24*z + 1
*
[ -4/9 ] 
f(z) = -39/64*z^3 + 91/27*z + 1
*
20/39 | 0.17431552907007234309130176124884651470 | 0.020031253297930511627455709239957199250
f(z) = -39/64*z^3 + 94/39*z + 1
*
[ 2 ] 
f(z) = -39/68*z^3 + 95/34*z + 1
*
[ 2 ] 
f(z) = -39/76*z^3 + 97/38*z + 1
*
[ 2 ] 
f(z) = -37/60*z^3 + 89/30*z + 1
*
[ 2 ] 
f(z) = -37/68*z^3 + 91/34*z + 1
*
-3 | 0.15253833602277525638191317771319005504 | 0.026986046528889674192552934476258444152
f(z) = -37/72*z^3 + 95/24*z + 1
*
[ 2 ] 
f(z) = -37/76*z^3 + 93/38*z + 1
*
[ 2 ] 
f(z) = -35/68*z^3 + 87/34*z + 1
*
-3 | 0.14346150880338696305966462485736214126 | 0.025676592823141525350305695628692500052
f(z) = -35/72*z^3 + 89/24*z + 1
*
3 | 0.15804761450211664438996095704757314673 | 0.027858030832943050883077007205675544158
f(z) = -35/72*z^3 + 97/24*z + 1
*
[ 2 ] 
f(z) = -35/76*z^3 + 89/38*z + 1
*
28/11 | 0.24462451482238668943059053626562565168 | 0.028641505752704371059329252036531242483
f(z) = -33/64*z^3 + 80/33*z + 1
*
[ 2 ] 
f(z) = -33/68*z^3 + 83/34*z + 1
*
[ 2 ] 
f(z) = -33/76*z^3 + 85/38*z + 1
*
[ -5/8 ] 
f(z) = -32/75*z^3 + 83/30*z + 1
*
-5/4 | 0.17882746833132093134448778978342208296 | 0.029325236141235627185900732864781781110
f(z) = -32/75*z^3 + 89/30*z + 1
*
[ -15/8 ] 
f(z) = -32/75*z^3 + 91/30*z + 1
*
3 | 0.15957665072691154055398107188878430293 | 0.028797881462674449131224944766484122866
f(z) = -31/72*z^3 + 85/24*z + 1
*
[ 2 ] 
f(z) = -31/76*z^3 + 81/38*z + 1
*
-3 | 0.15383398980895315726167067109776365327 | 0.027215264798019792416182284994459048029
f(z) = -29/72*z^3 + 95/24*z + 1
*
-8/3 | 0.15846764328977041235007221977955603921 | 0.024126943289517671556346743194697584045
f(z) = -27/64*z^3 + 89/24*z + 1
*
[ -2/3 ] 
f(z) = -27/68*z^3 + 91/34*z + 1
*
[ 3 ] 
f(z) = -26/63*z^3 + 92/21*z + 1
*
[ 5/2 ] 
f(z) = -26/75*z^3 + 83/30*z + 1
*
-6/5 | 0.086617029300715682707578344793527202533 | 0.015733299390850680087274092744750175418
f(z) = -25/63*z^3 + 82/21*z + 1
*
[ 3 ] 
f(z) = -25/63*z^3 + 89/21*z + 1
*
3/5 | 0.15784612071918857850211563404317325097 | 0.027977440736708653586490261232642590991
f(z) = -25/63*z^3 + 94/21*z + 1
*
-3 | 0.14201903389346577976339479556722872003 | 0.025739963087761759644757050655661243684
f(z) = -25/72*z^3 + 83/24*z + 1
*
[ -4/5 ] 
f(z) = -25/72*z^3 + 89/36*z + 1
*
[ 3 ] 
f(z) = -25/72*z^3 + 91/24*z + 1
*
[ -2 ] 
f(z) = -23/60*z^3 + 91/30*z + 1
*
[ 3 ] 
f(z) = -23/63*z^3 + 83/21*z + 1
*
[ -3 ] 
f(z) = -23/63*z^3 + 97/21*z + 1
*
[ -2 ] 
f(z) = -23/68*z^3 + 97/34*z + 1
*
0 | 0.13085639974528893027084773676643741651 | 0.024744665688355545850825126728148995249
f(z) = -23/70*z^3 + 99/35*z + 1
*
[ 3 ] 
f(z) = -23/72*z^3 + 85/24*z + 1
*
[ 3 ] 
f(z) = -22/63*z^3 + 80/21*z + 1
*
[ -3 ] 
f(z) = -22/63*z^3 + 94/21*z + 1
*
[ -5/2 ] 
f(z) = -22/75*z^3 + 97/30*z + 1
*
-4/3 | 0.22891193346018236332854520601416314590 | 0.026612918627745036961824204777824760374
f(z) = -21/64*z^3 + 85/21*z + 1
*
[ -8/3 ] 
f(z) = -21/64*z^3 + 89/24*z + 1
*
[ -2 ] 
f(z) = -21/68*z^3 + 93/34*z + 1
*
[ -2 ] 
f(z) = -21/76*z^3 + 99/38*z + 1
*
[ 12/7 ] 
f(z) = -35/64*z^3 + 85/42*z + 1
*
[ 16/9 ] 
f(z) = -27/64*z^3 + 85/48*z + 1
*
-10/9 | 0.077016670868927848528611644446942110125 | 0.012920080838879970895257646568643777748
f(z) = -27/64*z^3 + 97/48*z + 1
*
20/7 | 0.13377927080689923294719087263321405496 | 0.016681512466575847954769255305476399839
f(z) = -21/64*z^3 + 95/42*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016566987644241204218437163059839131393
f(z) = -38/61*z^3 + 99/61*z + 1
*
-1 | 0.046921016272518805085276849547370285696 | 0.010256607792929690280671441034482698781
f(z) = -37/60*z^3 + 97/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016603671484069202701398968006815538897
f(z) = -37/61*z^3 + 98/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013839107077207401883072593194121452725
f(z) = -37/62*z^3 + 99/62*z + 1
*
-1 | 0.076127372313805760470825163953458161935 | 0.016640914075562176461690078785164017650
f(z) = -36/61*z^3 + 97/61*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016678678003420610504271032232727368951
f(z) = -35/61*z^3 + 96/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013900846619039978172836291932133319732
f(z) = -35/62*z^3 + 97/62*z + 1
*
-1 | 0.068459586087482862260148427716690639541 | 0.014898324378955577811917345643587934865
f(z) = -35/64*z^3 + 99/64*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016717029378067125831827233301888834848
f(z) = -34/61*z^3 + 95/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013806686974823302151879510978448093332
f(z) = -34/63*z^3 + 97/63*z + 1
*
-1 | 0.077304109331804066797309685055739492586 | 0.016823088810086171855763062496336149355
f(z) = -34/65*z^3 + 99/65*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016755966193976772249342227101183007764
f(z) = -33/61*z^3 + 94/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.013964586503263299196564762855088392858
f(z) = -33/62*z^3 + 95/62*z + 1
*
-1 | 0.068459644475474635045147648266127509656 | 0.014964802103819729161851461570371217749
f(z) = -33/64*z^3 + 97/64*z + 1
*
-1 | 0.077304129538894495977646350042201639380 | 0.016860344135158208562836325223225756219
f(z) = -33/65*z^3 + 98/65*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.014392260268508601391234809565305032013
f(z) = -33/70*z^3 + 97/70*z + 1
*
-2 | 0.066869235564072254894147300867919137117 | 0.014684023559664098774205719081414956566
f(z) = -33/74*z^3 + 95/74*z + 1
*
-1 | 0.076127797704001987567536803148118286778 | 0.016795615367957673597034970124286808461
f(z) = -32/61*z^3 + 93/61*z + 1
*
-1 | 0.063162264111148244623598663970104892811 | 0.013869998160830550294306864224154614115
f(z) = -32/63*z^3 + 95/63*z + 1
*
-1 | 0.077304062509491291574004948020523221531 | 0.016898130367742122094996018271252577994
f(z) = -32/65*z^3 + 97/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016945081015588549802753336710894668155
f(z) = -32/67*z^3 + 99/67*z + 1
*
[ 3/2 ] 
f(z) = -32/69*z^3 + 95/69*z + 1
*
[ 3/2 ] 
f(z) = -32/75*z^3 + 97/75*z + 1
*
-1 | 0.046920852590711227332827718520180168850 | 0.010401754371406281647522949040885791449
f(z) = -31/60*z^3 + 91/60*z + 1
*
-1 | 0.076127955444889095886188214235087689926 | 0.016835806041725834264904974598221901437
f(z) = -31/61*z^3 + 92/61*z + 1
*
-1 | 0.063162190414649282033719998365537229932 | 0.013902287533958127886434771488267596659
f(z) = -31/63*z^3 + 94/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015033120663036382102153116813023689471
f(z) = -31/64*z^3 + 95/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016936365219799435644323581049866878308
f(z) = -31/65*z^3 + 96/65*z + 1
*
-1 | 0.077865220651848395394829120975401973508 | 0.016982720382223016498268241477849900886
f(z) = -31/67*z^3 + 98/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015142512327679936785245205112764696968
f(z) = -31/68*z^3 + 99/68*z + 1
*
-2 | 0.065840147240905364497883237955768468566 | 0.014668184681851247134627671884199458599
f(z) = -31/70*z^3 + 89/70*z + 1
*
-2 | 0.066869731500961599828858041582518972982 | 0.014973378252373679984594922182036357908
f(z) = -31/74*z^3 + 87/74*z + 1
*
-2 | 0.047499184543617930385892084388852746192 | 0.010691630245391390259375695536183391952
f(z) = -31/78*z^3 + 85/78*z + 1
*
-1 | 0.076127873828993032780959246219367279987 | 0.016876578337013356889252117192463070694
f(z) = -30/61*z^3 + 91/61*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017020677044463949827425034421094908652
f(z) = -30/67*z^3 + 97/67*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010453104403297549553050483244423708070
f(z) = -29/60*z^3 + 89/60*z + 1
*
-1 | 0.076127601388781374584079431535955161414 | 0.016917960306350904680205997381068016671
f(z) = -29/61*z^3 + 90/61*z + 1
*
-2 | 0.063593305356282456619835199374753077947 | 0.014314269044498669730416333863562849657
f(z) = -29/62*z^3 + 85/62*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014097613890820980725385140734299860123
f(z) = -29/62*z^3 + 91/62*z + 1
*
-1 | 0.063162101352996146736746934731980877517 | 0.013968388896726414243419088725346187748
f(z) = -29/63*z^3 + 92/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015103690696576012457813876109168170852
f(z) = -29/64*z^3 + 93/64*z + 1
*
-1 | 0.077303635582258374794418980157869516842 | 0.017014884414705426813400676796223817150
f(z) = -29/65*z^3 + 94/65*z + 1
*
-2 | 0.044406853048106292304287779552317273451 | 0.010049435358622097718381999334053864484
f(z) = -29/66*z^3 + 83/66*z + 1
*
-1 | 0.077865124808001463199261570543371549198 | 0.017059418243672823499862700516962565573
f(z) = -29/67*z^3 + 96/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015210066669740403720510743625933109868
f(z) = -29/68*z^3 + 97/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012664373649090511022004439461652652075
f(z) = -29/69*z^3 + 98/69*z + 1
*
-2 | 0.065840636227610287724392710000039799941 | 0.014982682450109730233676768089058747563
f(z) = -29/70*z^3 + 81/70*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.014328338150722204357495820283272981745
f(z) = -29/70*z^3 + 99/70*z + 1
*
-1 | 0.076127601967602423951488483462612431928 | 0.016960073326711771917252277386315765972
f(z) = -28/61*z^3 + 89/61*z + 1
*
-1 | 0.077303932915991747346938853150240230031 | 0.017055098963136638238419090345737270466
f(z) = -28/65*z^3 + 93/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017098547016167320925065884031099925763
f(z) = -28/67*z^3 + 95/67*z + 1
*
[ 3/2 ] 
f(z) = -28/69*z^3 + 86/69*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012692767169699705060732053003241712100
f(z) = -28/69*z^3 + 97/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017178772005085732740605559803266001858
f(z) = -28/71*z^3 + 99/71*z + 1
*
[ 3/2 ] 
f(z) = -28/75*z^3 + 88/75*z + 1
*
-1 | 0.076127833494737603029163701628410484363 | 0.017002927554738724872755956998538541558
f(z) = -27/61*z^3 + 88/61*z + 1
*
-1 | 0.063593076000295221937279234406953624589 | 0.014167571342850868957295186591688351375
f(z) = -27/62*z^3 + 89/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015176482596529801015342846388617056169
f(z) = -27/64*z^3 + 91/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017095772313060963994774423824989834065
f(z) = -27/65*z^3 + 92/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017138372451801502874302055495439219214
f(z) = -27/67*z^3 + 94/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015279653059170447388905435098325409283
f(z) = -27/68*z^3 + 95/68*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014392117715381904694057882718774203778
f(z) = -27/70*z^3 + 97/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017216810502741963280516103063561581277
f(z) = -27/71*z^3 + 98/71*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017046318857970960736439005059659889812
f(z) = -26/61*z^3 + 87/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014071445596795580638790458472680569346
f(z) = -26/63*z^3 + 89/63*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017178812788222007328756182382256597667
f(z) = -26/67*z^3 + 93/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012750836858570481819823056262778956387
f(z) = -26/69*z^3 + 95/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017255410584939419501552844175461432436
f(z) = -26/71*z^3 + 97/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017290724770003972279671181338267069931
f(z) = -26/73*z^3 + 99/73*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017090560910016356299203565520733897322
f(z) = -25/61*z^3 + 86/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.014239658785708696466752295437030384326
f(z) = -25/62*z^3 + 87/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014106958019383390616714280889703442921
f(z) = -25/63*z^3 + 88/63*z + 1
*
-12/25 | 0.23446144624542970706681439168993008876 | 0.027148619305551532471983910577917627890
f(z) = -25/64*z^3 + 88/75*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015251621017393592711241394294268576980
f(z) = -25/64*z^3 + 89/64*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017219884744740747609233901936131316648
f(z) = -25/67*z^3 + 92/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015351380390642672960334827724770591466
f(z) = -25/68*z^3 + 93/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012780535734861713011916777971287895779
f(z) = -25/69*z^3 + 94/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017294586856687683990629170009744219485
f(z) = -25/71*z^3 + 96/71*z + 1
*
[ 8/5 ] 
f(z) = -25/72*z^3 + 91/72*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012476642506227107747342256088963487304
f(z) = -25/72*z^3 + 97/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017329011161688058260037255324892309248
f(z) = -25/73*z^3 + 98/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.014552286894442466535649403302375059841
f(z) = -25/74*z^3 + 99/74*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017135554736548828242513339911997526998
f(z) = -24/61*z^3 + 85/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017222038408436149363675906443164554174
f(z) = -24/65*z^3 + 89/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017261605692746237402539601764501889013
f(z) = -24/67*z^3 + 91/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017334354467751432553218160359914625640
f(z) = -24/71*z^3 + 95/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017367862797717581010849185249696081931
f(z) = -24/73*z^3 + 97/73*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010618211600224419072011497961583353022
f(z) = -23/60*z^3 + 83/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017181322820853402813824769115284453956
f(z) = -23/61*z^3 + 84/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014314055271772924085147172659078942091
f(z) = -23/62*z^3 + 85/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014179766030728722657399461792991818417
f(z) = -23/63*z^3 + 86/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015329240767422727740160284011081603117
f(z) = -23/64*z^3 + 87/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017265502052706156324164137974046625093
f(z) = -23/65*z^3 + 88/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017303993688949701113471217396826446272
f(z) = -23/67*z^3 + 90/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015425366025544580667322841057269734702
f(z) = -23/68*z^3 + 91/68*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014525832034338193333602329809627380805
f(z) = -23/70*z^3 + 93/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017374729139205257179823937786808671963
f(z) = -23/71*z^3 + 94/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012533723420010674584760107826071309181
f(z) = -23/72*z^3 + 95/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017407294378281871935986420880812014527
f(z) = -23/73*z^3 + 96/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014617065547609404586720621455012414636
f(z) = -23/74*z^3 + 97/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013001148964602542707731378054629091399
f(z) = -23/75*z^3 + 98/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015590756127776324825914663818661715957
f(z) = -23/76*z^3 + 99/76*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017227888611023517068408228117467630419
f(z) = -22/61*z^3 + 83/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014217096691578111700830864221407141078
f(z) = -22/63*z^3 + 85/63*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017309686161729420096590439386922686562
f(z) = -22/65*z^3 + 87/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017347067510731846196282207513163118016
f(z) = -22/67*z^3 + 89/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012872434008402351827977721259185198041
f(z) = -22/69*z^3 + 91/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017415727191592124537352539809405353053
f(z) = -22/71*z^3 + 93/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017447321151875483622276716469956362751
f(z) = -22/73*z^3 + 95/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013030297535333172906570482214063737145
f(z) = -22/75*z^3 + 97/75*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017275276574119857862979192867811185346
f(z) = -21/61*z^3 + 82/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014391185671284800598593566028891785171
f(z) = -21/62*z^3 + 83/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015409487903429630736053092203879400950
f(z) = -21/64*z^3 + 85/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017354611757832451819233269557636652919
f(z) = -21/65*z^3 + 86/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017390846693749166398491314514741975111
f(z) = -21/67*z^3 + 88/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015501736662616336926391079268215673754
f(z) = -21/68*z^3 + 89/68*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017457365574801337405037736333049196986
f(z) = -21/71*z^3 + 92/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017487958942026068589706313610085987968
f(z) = -21/73*z^3 + 94/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014683938943867685591464895466064015638
f(z) = -21/74*z^3 + 95/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015660310191834233545066384082016490805
f(z) = -21/76*z^3 + 97/76*z + 1
*
[ 3/2 ] 
f(z) = -23/63*z^3 + 97/84*z + 1
*
-3/5 | 0.16141518258395260474433054579589964805 | 0.028059651345298776020692222960238375071
f(z) = -40/63*z^3 + 94/105*z + 1
*
-8/13 | 0.20153190600490049710719807305360269418 | 0.029972773381646999826698450346768245562
f(z) = -39/64*z^3 + 89/104*z + 1
*
[ 9/8 ] 
f(z) = -32/63*z^3 + 95/126*z + 1
*
[ 5/4 ] 
f(z) = -26/75*z^3 + 89/120*z + 1
*
[ 6/5 ] 
f(z) = -25/69*z^3 + 95/138*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -22/79*z^3 + 97/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -21/71*z^3 + 97/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -21/73*z^3 + 95/146*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -21/79*z^3 + 89/158*z + 1
*
-5/3 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -21/65*z^3 + 97/195*z + 1
*
-18/23 | 0.084989308615068495315696437485332642282 | 0.011466199431005263823980415815453236175
f(z) = -23/72*z^3 + 98/207*z + 1
*
0 | 0.14600386369554199900117599878758642389 | 0.026404871350154622641513146062762971710
f(z) = -40/63*z^3 + 97/252*z + 1
*
[ 15/4 ] 
f(z) = -32/75*z^3 + 101/15*z + 1
*
[ -15/4 ] 
f(z) = -32/75*z^3 + 109/15*z + 1
*
-20/3 | 0.19905328611931931743616789412204302911 | 0.024295164199300459066013481075480660979
f(z) = -27/64*z^3 + 113/6*z + 1
*
-44/39 | 0.21951373898351975354817104123637539883 | 0.024582795737261849969347809937573398092
f(z) = -39/64*z^3 + 118/39*z + 1
*
[ 8/3 ] 
f(z) = -39/64*z^3 + 119/24*z + 1
*
[ 5/2 ] 
f(z) = -38/75*z^3 + 113/30*z + 1
*
[ -2 ] 
f(z) = -37/60*z^3 + 119/30*z + 1
*
3 | 0.16879136400253153213688858240559694226 | 0.029440313396774259000216013422305413305
f(z) = -37/72*z^3 + 103/24*z + 1
*
-3 | 0.16777446116035468044886125107019018100 | 0.028544063120434540919516054822878352476
f(z) = -37/72*z^3 + 119/24*z + 1
*
-3 | 0.16500479212869478528100516619517413154 | 0.028322140248446723837378721992127979552
f(z) = -35/72*z^3 + 113/24*z + 1
*
[ 3 ] 
f(z) = -34/63*z^3 + 116/21*z + 1
*
[ 5/2 ] 
f(z) = -34/75*z^3 + 103/30*z + 1
*
[ 8/3 ] 
f(z) = -33/64*z^3 + 103/24*z + 1
*
-28/33 | 0.21023438584635501309888159101646591945 | 0.023907625687240310709338204059330334283
f(z) = -33/64*z^3 + 103/33*z + 1
*
[ -2 ] 
f(z) = -33/68*z^3 + 117/34*z + 1
*
[ 3 ] 
f(z) = -32/63*z^3 + 110/21*z + 1
*
-15/8 | 0.17882995897026525956951370945415792492 | 0.028729742198127937722602005695821218458
f(z) = -32/75*z^3 + 101/30*z + 1
*
-5/8 | 0.18287406405678954787959131720961134083 | 0.028858938499434555099725383448464608501
f(z) = -32/75*z^3 + 113/30*z + 1
*
[ -2 ] 
f(z) = -31/60*z^3 + 107/30*z + 1
*
[ 3 ] 
f(z) = -31/63*z^3 + 107/21*z + 1
*
[ -2 ] 
f(z) = -31/68*z^3 + 113/34*z + 1
*
-3 | 0.16694241613353179063926008859665440577 | 0.029217749904678850384390442349930263786
f(z) = -31/72*z^3 + 101/24*z + 1
*
[ 3 ] 
f(z) = -31/72*z^3 + 109/24*z + 1
*
[ -2 ] 
f(z) = -31/76*z^3 + 119/38*z + 1
*
[ -2 ] 
f(z) = -29/60*z^3 + 103/30*z + 1
*
[ 3 ] 
f(z) = -29/63*z^3 + 101/21*z + 1
*
[ -3 ] 
f(z) = -29/63*z^3 + 115/21*z + 1
*
[ -2 ] 
f(z) = -29/68*z^3 + 109/34*z + 1
*
[ 3 ] 
f(z) = -29/72*z^3 + 103/24*z + 1
*
[ -3 ] 
f(z) = -29/72*z^3 + 119/24*z + 1
*
[ -2 ] 
f(z) = -29/76*z^3 + 115/38*z + 1
*
[ 28/9 ] 
f(z) = -27/64*z^3 + 100/21*z + 1
*
-8/9 | 0.16447542730044643422528744926781478139 | 0.024358536927312432610204238624677451480
f(z) = -27/64*z^3 + 107/24*z + 1
*
[ -2 ] 
f(z) = -27/68*z^3 + 105/34*z + 1
*
[ -2/3 ] 
f(z) = -27/76*z^3 + 101/38*z + 1
*
[ -2 ] 
f(z) = -27/76*z^3 + 111/38*z + 1
*
[ -3 ] 
f(z) = -26/63*z^3 + 106/21*z + 1
*
[ -5/2 ] 
f(z) = -26/75*z^3 + 107/30*z + 1
*
[ -3 ] 
f(z) = -25/63*z^3 + 103/21*z + 1
*
[ -2 ] 
f(z) = -25/68*z^3 + 101/34*z + 1
*
[ -3 ] 
f(z) = -25/72*z^3 + 107/24*z + 1
*
[ -2 ] 
f(z) = -25/76*z^3 + 107/38*z + 1
*
[ -3 ] 
f(z) = -23/72*z^3 + 101/24*z + 1
*
[ -2 ] 
f(z) = -23/76*z^3 + 103/38*z + 1
*
[ -3/4 ] 
f(z) = -40/63*z^3 + 113/42*z + 1
*
3/4 | 0.15817298540785457702184569343362550527 | 0.027588273184644682916899916675743592827
f(z) = -32/63*z^3 + 103/42*z + 1
*
[ -3/2 ] 
f(z) = -26/63*z^3 + 109/42*z + 1
*
[ -6/5 ] 
f(z) = -25/63*z^3 + 101/42*z + 1
*
[ -6/5 ] 
f(z) = -25/64*z^3 + 115/48*z + 1
*
[ -3/2 ] 
f(z) = -22/63*z^3 + 103/42*z + 1
*
-68/21 | 0.24136061663975210803222015386576498958 | 0.029458924928233384029174351586544378764
f(z) = -21/64*z^3 + 113/42*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016495190862987750012554780975514082488
f(z) = -40/61*z^3 + 101/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.013627895534105470488613314978866080150
f(z) = -40/63*z^3 + 103/63*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016663284895569292253033694868671308247
f(z) = -40/67*z^3 + 107/67*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.012376977610707820557158375806657343634
f(z) = -40/69*z^3 + 109/69*z + 1
*
[ 3/2 ] 
f(z) = -40/69*z^3 + 113/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016761441771731122763386954152255569326
f(z) = -40/71*z^3 + 111/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016806946174240622750045627038441701069
f(z) = -40/73*z^3 + 113/73*z + 1
*
-1 | 0.080441527375034496524266860200968983664 | 0.016891765919602168588877093436860402909
f(z) = -40/77*z^3 + 117/77*z + 1
*
-1 | 0.080916361878116117217798259237897569704 | 0.016931213850143501479881009333219237892
f(z) = -40/79*z^3 + 119/79*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.016530831805655250313756930682938160641
f(z) = -39/61*z^3 + 100/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013779132182259570314490597351827128618
f(z) = -39/62*z^3 + 101/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.014770870307606443587160680872420454766
f(z) = -39/64*z^3 + 103/64*z + 1
*
20/13 | 0.21951457353761129832706740189616077529 | 0.026624416863490931674333035876680882990
f(z) = -39/64*z^3 + 119/78*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016696836082877032020570032115867071849
f(z) = -39/67*z^3 + 106/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.014890692863532289322610491406973551545
f(z) = -39/68*z^3 + 107/68*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014034299005169097475175301169903855376
f(z) = -39/70*z^3 + 109/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016793712577969300965102030408586339554
f(z) = -39/71*z^3 + 110/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016838607951611421222432046755915319860
f(z) = -39/73*z^3 + 112/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014144989325704662292310891832609281469
f(z) = -39/74*z^3 + 113/74*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013992001351270690962032015950590202950
f(z) = -39/74*z^3 + 119/74*z + 1
*
-1 | 0.071642052978688686029103350644619777439 | 0.015098646522347917068519038610666626830
f(z) = -39/76*z^3 + 115/76*z + 1
*
-1 | 0.080441502165512778389828423793638850235 | 0.016922262738595601394326962966402524420
f(z) = -39/77*z^3 + 116/77*z + 1
*
-1 | 0.080916321602252492306074196802068984113 | 0.016961155048331335706127718116561948098
f(z) = -39/79*z^3 + 118/79*z + 1
*
-1 | 0.063162284782041804263830133937029562561 | 0.013685944831029494578521821139255651924
f(z) = -38/63*z^3 + 101/63*z + 1
*
-1 | 0.077304235906403095997533985484157401791 | 0.016679343301997817297718895725686772267
f(z) = -38/65*z^3 + 103/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016730842611118129340374056030072145202
f(z) = -38/67*z^3 + 105/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012426250431126488995184799410190112421
f(z) = -38/69*z^3 + 107/69*z + 1
*
-1 | 0.078938884165563170113851192655238060044 | 0.016826482739552139568782285901065842385
f(z) = -38/71*z^3 + 109/71*z + 1
*
-1 | 0.079453642783014922140017830517223918219 | 0.016870821374258257724350704979909774567
f(z) = -38/73*z^3 + 111/73*z + 1
*
-1 | 0.059610506318444864899655265673582186100 | 0.012609607801265973839953695317089643810
f(z) = -38/75*z^3 + 113/75*z + 1
*
-1 | 0.080441459418675827798032406047220111310 | 0.016953131729288584165077051662802730417
f(z) = -38/77*z^3 + 115/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.016991336746512158431062094180881057244
f(z) = -38/79*z^3 + 117/79*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013353776793679472856161101674401051928
f(z) = -37/62*z^3 + 117/62*z + 1
*
-1 | 0.063161912732395529492900742739035592582 | 0.013715435083067060740658446653804307707
f(z) = -37/63*z^3 + 100/63*z + 1
*
-1 | 0.068459736763507621858639200710079014612 | 0.014833791775033368237061242678952556880
f(z) = -37/64*z^3 + 101/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016714361593432983326931605381715284175
f(z) = -37/65*z^3 + 102/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.016765315372412968063485002072888390546
f(z) = -37/67*z^3 + 104/67*z + 1
*
-1 | 0.069581698166282232374340731380961909933 | 0.014951072405231619355650111658119067595
f(z) = -37/68*z^3 + 105/68*z + 1
*
-1 | 0.058065412483675972203538213281583342233 | 0.012451199921746121081514535853831521772
f(z) = -37/69*z^3 + 106/69*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.014090058375400800763996313636204789863
f(z) = -37/70*z^3 + 107/70*z + 1
*
-2 | 0.065840836669522242896577463476128801347 | 0.013927530212119588388365090429919783050
f(z) = -37/70*z^3 + 113/70*z + 1
*
-1 | 0.078939205126242425364835396441209595579 | 0.016859673788922644790783159755058281708
f(z) = -37/71*z^3 + 108/71*z + 1
*
-1 | 0.057077693794834796288687413581459893811 | 0.012166587349244653488376210745866216321
f(z) = -37/72*z^3 + 109/72*z + 1
*
-1 | 0.079453613850025450600474149360049266378 | 0.016903296613734712208653625585839343075
f(z) = -37/73*z^3 + 110/73*z + 1
*
-1 | 0.059609427162915374696158851930336577865 | 0.012633133712407622589317679318479042585
f(z) = -37/75*z^3 + 112/75*z + 1
*
-1 | 0.071641448875945467262956015419787943046 | 0.015154552920826235546796988686193962948
f(z) = -37/76*z^3 + 113/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.016984263227548436342616891473315562801
f(z) = -37/77*z^3 + 114/77*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010125181317489030081823529769775830081
f(z) = -37/78*z^3 + 109/78*z + 1
*
-1 | 0.047501303110989027371540582473642105513 | 0.010010955230960165006832870441060279764
f(z) = -37/78*z^3 + 115/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017022018667700706756455346035483391306
f(z) = -37/79*z^3 + 116/79*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.016750043184991268109254109724580964409
f(z) = -36/65*z^3 + 101/65*z + 1
*
-1 | 0.077865275395558935259364157983815642611 | 0.016800394498428213969066924258743990942
f(z) = -36/67*z^3 + 103/67*z + 1
*
-1 | 0.078939177577355859566963726345762411464 | 0.016893231139814690635087194612759053328
f(z) = -36/71*z^3 + 107/71*z + 1
*
-1 | 0.079453565137094437659693358169942520926 | 0.016936191289088805228239834911528508809
f(z) = -36/73*z^3 + 109/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017015917506710777213353088180476870050
f(z) = -36/77*z^3 + 113/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017053078691669955368685577138853120388
f(z) = -36/79*z^3 + 115/79*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.013555241954983145943552926075713046570
f(z) = -35/62*z^3 + 109/62*z + 1
*
-1 | 0.077865347056787122960719905830889795262 | 0.016835849679620847053765494136372674458
f(z) = -35/67*z^3 + 102/67*z + 1
*
-1 | 0.069582320365824486549104668343907999462 | 0.015013244688640014291444303492709138987
f(z) = -35/68*z^3 + 103/68*z + 1
*
-1 | 0.058066402746392347618748977645927215413 | 0.012502479659308461399792949196799298708
f(z) = -35/69*z^3 + 104/69*z + 1
*
-1 | 0.078939125234419288241650083246028732066 | 0.016927234095130717165148108790544892863
f(z) = -35/71*z^3 + 106/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012214663851403781602859375483463803563
f(z) = -35/72*z^3 + 107/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.016969398925339253729964764178993268034
f(z) = -35/73*z^3 + 108/73*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.014427920714097395072070158675606193855
f(z) = -35/74*z^3 + 103/74*z + 1
*
-1 | 0.066870072534064365709533710877410007909 | 0.014253914698453430734230821844041110886
f(z) = -35/74*z^3 + 109/74*z + 1
*
-1 | 0.071641912825167145436141807766921518059 | 0.015212114534312524050832464005960435525
f(z) = -35/76*z^3 + 111/76*z + 1
*
-2 | 0.047499461583477854996777664334929873343 | 0.010292138939848975298961930917086244136
f(z) = -35/78*z^3 + 101/78*z + 1
*
-1 | 0.047500747930988252346677811638251985451 | 0.010047990508197112986460045871180621220
f(z) = -35/78*z^3 + 113/78*z + 1
*
-1 | 0.080916236639323610226466803855084266480 | 0.017084638137735354882948992428308317569
f(z) = -35/79*z^3 + 114/79*z + 1
*
-1 | 0.077865339646001376331455529821329195554 | 0.016871789016529297578147154375137010563
f(z) = -34/67*z^3 + 101/67*z + 1
*
-1 | 0.058066346224112753886449177636287016297 | 0.012528531090292038234907807280645910228
f(z) = -34/69*z^3 + 103/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.016961579021367037651939351526250611030
f(z) = -34/71*z^3 + 105/71*z + 1
*
-1 | 0.079452984772745479271022045496866435722 | 0.017003187488226238334403804321456348177
f(z) = -34/73*z^3 + 107/73*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.012706116252310324982195976644463848460
f(z) = -34/75*z^3 + 109/75*z + 1
*
-1 | 0.080441338097624830630679941382181125911 | 0.017080544058345660381475677048340843068
f(z) = -34/77*z^3 + 111/77*z + 1
*
-1 | 0.080916108129405704048611348364104255242 | 0.017116452305672240212444497440897437735
f(z) = -34/79*z^3 + 113/79*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013779273487205202744022124896440600197
f(z) = -33/62*z^3 + 101/62*z + 1
*
20/11 | 0.18456211088232838129884813750308749871 | 0.022677476538010268507693437713808304706
f(z) = -33/64*z^3 + 107/66*z + 1
*
-1 | 0.077865278277822998097462356062075824339 | 0.016908230343959833841804386211673161521
f(z) = -33/67*z^3 + 100/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015076888831811870365354029504635000832
f(z) = -33/68*z^3 + 101/68*z + 1
*
-1 | 0.065840080227315177124339414853374597815 | 0.014205810176716424428615735075862571749
f(z) = -33/70*z^3 + 103/70*z + 1
*
-1 | 0.078938748181974940650633842543259709923 | 0.016996577139225870586306327662419952614
f(z) = -33/71*z^3 + 104/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017037416166574204307540438471355759780
f(z) = -33/73*z^3 + 106/73*z + 1
*
-1 | 0.066869056920426266637632588763386225612 | 0.014310187530788614945449058108215299480
f(z) = -33/74*z^3 + 107/74*z + 1
*
-1 | 0.071641641652535518612452443211092649576 | 0.015271014525252864595732031743563631739
f(z) = -33/76*z^3 + 109/76*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017148610856698676461626575708429058606
f(z) = -33/79*z^3 + 112/79*z + 1
*
-1 | 0.058066157809305359700067725423000884663 | 0.012581720801745769225154679544046303123
f(z) = -32/69*z^3 + 101/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017031959461271243158423490741032055874
f(z) = -32/71*z^3 + 103/71*z + 1
*
-1 | 0.079453045586040239144904726914537878164 | 0.017072136332951564290365351361838263627
f(z) = -32/73*z^3 + 105/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012756693493336255477765410245835411853
f(z) = -32/75*z^3 + 107/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017146637419524785063052441190263214674
f(z) = -32/77*z^3 + 109/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017181268091043124543457327968915890092
f(z) = -32/79*z^3 + 111/79*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012608815521190969598314653897772009979
f(z) = -31/69*z^3 + 100/69*z + 1
*
-1 | 0.065840969945889882914651257277873190819 | 0.014266359828660251800686920344661985206
f(z) = -31/70*z^3 + 101/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017067887624068058336798676764018972396
f(z) = -31/71*z^3 + 102/71*z + 1
*
-1 | 0.057077469495920109531444049880972115964 | 0.012315168727421631555509885232990952827
f(z) = -31/72*z^3 + 103/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017107292288542698630696889260819961068
f(z) = -31/73*z^3 + 104/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.014368300832481884102311049333442566266
f(z) = -31/74*z^3 + 105/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012782378837822933137965921358097484473
f(z) = -31/75*z^3 + 106/75*z + 1
*
-5/2 | 0.17882976348150256365862184582269108563 | 0.027992180418938807550837199870756256796
f(z) = -31/75*z^3 + 119/60*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015331482384503446362510190143890028311
f(z) = -31/76*z^3 + 107/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017180390135038059882821109339961867322
f(z) = -31/77*z^3 + 108/77*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.010125042308536786383938422833567839115
f(z) = -31/78*z^3 + 109/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017214347188953863672403956534528690479
f(z) = -31/79*z^3 + 110/79*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017104323918183172963228942218917629034
f(z) = -30/71*z^3 + 101/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017142955459885124828555490299749005753
f(z) = -30/73*z^3 + 103/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017214591844706773942879834290582759767
f(z) = -30/77*z^3 + 107/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017247857759199804999842940768278359997
f(z) = -30/79*z^3 + 109/79*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017141281006658104500859531805883603104
f(z) = -29/71*z^3 + 100/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012367398259658994356691378410689965444
f(z) = -29/72*z^3 + 101/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017179117763816262373513662085724969010
f(z) = -29/73*z^3 + 102/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014427780006980457805994225503444248073
f(z) = -29/74*z^3 + 103/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012834803633577559153705510362425893657
f(z) = -29/75*z^3 + 104/75*z + 1
*
-5/2 | 0.17882920915475178650507440531328205618 | 0.028382048681327946899799707033993471792
f(z) = -29/75*z^3 + 109/60*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015393640592345748526798433612904972252
f(z) = -29/76*z^3 + 105/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017249253077412554555051698570551519937
f(z) = -29/77*z^3 + 106/77*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.010165169209991905851959974565529152154
f(z) = -29/78*z^3 + 107/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017281809724352855702768671085281656133
f(z) = -29/79*z^3 + 108/79*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017215791510519277557802113827587480456
f(z) = -28/73*z^3 + 101/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012861560047942281684652591484968260511
f(z) = -28/75*z^3 + 103/75*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017316213334171752654880352956023537201
f(z) = -28/79*z^3 + 107/79*z + 1
*
[ 5/3 ] 
f(z) = -27/65*z^3 + 101/65*z + 1
*
[ 5/3 ] 
f(z) = -27/70*z^3 + 103/70*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017252989445559776861799878708058412356
f(z) = -27/73*z^3 + 100/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.014489221273743402621274675581789006678
f(z) = -27/74*z^3 + 101/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015457515022624422526004278013232353585
f(z) = -27/76*z^3 + 103/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017319998013153891406442169229596481783
f(z) = -27/77*z^3 + 104/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017351079179692407336920997344471560743
f(z) = -27/79*z^3 + 106/79*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.012916205540143332835429753793015896231
f(z) = -26/75*z^3 + 101/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017356104607135878414039910461920483137
f(z) = -26/77*z^3 + 103/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017386418208069336461759443532221374730
f(z) = -26/79*z^3 + 105/79*z + 1
*
[ 9/5 ] 
f(z) = -25/63*z^3 + 109/63*z + 1
*
[ 28/15 ] 
f(z) = -25/64*z^3 + 115/63*z + 1
*
[ 9/5 ] 
f(z) = -25/72*z^3 + 113/72*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015523190066201394716374984686757228059
f(z) = -25/76*z^3 + 101/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017392716539735980382299923586481246073
f(z) = -25/77*z^3 + 102/77*z + 1
*
-1 | 0.047500747930988252346677811638251985451 | 0.010248872814704207800459170275369639197
f(z) = -25/78*z^3 + 103/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017422241738216032194203614177801723313
f(z) = -25/79*z^3 + 104/79*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017429846274197613368189430622603280746
f(z) = -24/77*z^3 + 101/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017458561477295681507494655963941400631
f(z) = -24/79*z^3 + 103/79*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017467506714560017328355705831811670696
f(z) = -23/77*z^3 + 100/77*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.010292052396439598612802421096571487959
f(z) = -23/78*z^3 + 101/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017495389538117502411737780428023639385
f(z) = -23/79*z^3 + 102/79*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017532738457498154577790375627599617863
f(z) = -22/79*z^3 + 101/79*z + 1
*
[ 2 ] 
f(z) = -21/62*z^3 + 115/62*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017570621215652235444396494319243052653
f(z) = -21/79*z^3 + 100/79*z + 1
*
[ 3/2 ] 
f(z) = -29/63*z^3 + 115/84*z + 1
*
[ 3/2 ] 
f(z) = -29/72*z^3 + 119/96*z + 1
*
[ 3/2 ] 
f(z) = -25/72*z^3 + 107/96*z + 1
*
[ 3/2 ] 
f(z) = -23/72*z^3 + 101/96*z + 1
*
6/7 | 0.17130741973113199775240496537141827623 | 0.021872715725864022658029461269155736095
f(z) = -35/72*z^3 + 104/105*z + 1
*
[ 5/4 ] 
f(z) = -38/75*z^3 + 119/120*z + 1
*
-3/5 | 0.15533043681537217120927135118860963708 | 0.026389346159263092541029407026892020334
f(z) = -35/72*z^3 + 101/120*z + 1
*
[ 5/4 ] 
f(z) = -34/75*z^3 + 109/120*z + 1
*
[ 5/4 ] 
f(z) = -24/65*z^3 + 101/130*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -23/65*z^3 + 119/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -23/67*z^3 + 117/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -22/61*z^3 + 115/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -22/63*z^3 + 113/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -22/65*z^3 + 111/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -22/67*z^3 + 109/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -22/69*z^3 + 107/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -21/61*z^3 + 107/122*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -21/65*z^3 + 103/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -21/67*z^3 + 101/134*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -24/73*z^3 + 119/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -24/77*z^3 + 115/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -24/79*z^3 + 113/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -23/71*z^3 + 113/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -23/73*z^3 + 111/146*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.013604299688595406438020617578366987925
f(z) = -23/75*z^3 + 109/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -23/77*z^3 + 107/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -23/79*z^3 + 105/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -22/71*z^3 + 105/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -22/73*z^3 + 103/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -22/75*z^3 + 101/150*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = -22/75*z^3 + 119/150*z + 1
*
3/2 | 0.15716416808151203733885298790440497758 | 0.029805458228469911352670998638139405121
f(z) = -36/65*z^3 + 113/195*z + 1
*
-4/5 | 0.14887058318864935841276755828817913286 | 0.025291870886619754161223789957841634593
f(z) = -35/72*z^3 + 101/180*z + 1
*
-13/9 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -27/65*z^3 + 109/195*z + 1
*
[ 15/13 ] 
f(z) = -26/75*z^3 + 116/195*z + 1
*
2 | 0.19607225845637651893439999279771396529 | 0.026452781590810798219566424586830207123
f(z) = -23/72*z^3 + 116/207*z + 1
*
-7/9 | 0.11304109389891436663968421706061724647 | 0.020770381825043068141926785499048707146
f(z) = -27/77*z^3 + 115/231*z + 1
*
11/6 | 0.15251158740674648998848151496841978683 | 0.028022764057947399394732677904385499554
f(z) = -24/77*z^3 + 116/231*z + 1
*
3/2 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -29/60*z^3 + 101/240*z + 1
*
-10/9 | 0.16229728276569931897295140070588495970 | 0.023634608935685550248636364137192437365
f(z) = -27/64*z^3 + 101/240*z + 1
*
19/10 | 0.063162906759191257746376651887255393886 | 0.011423043095325846119064678933107571765
f(z) = -25/63*z^3 + 109/252*z + 1
*
0 | 0.16435823571782134112958636432101761873 | 0.026077768043783081497547429417565247487
f(z) = -35/78*z^3 + 103/273*z + 1
*
-3/2 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -23/66*z^3 + 119/264*z + 1
*
-7/6 | 0.14799172541883664991647875848408667397 | 0.026263931014496033151860058677934719703
f(z) = -27/70*z^3 + 107/280*z + 1
*
-2/3 | 0.15833329990448503754716938404198899262 | 0.025049692147156569408377677969991150410
f(z) = -27/64*z^3 + 139/16*z + 1
*
[ 5 ] 
f(z) = -23/75*z^3 + 127/15*z + 1
*
[ -5 ] 
f(z) = -23/75*z^3 + 133/15*z + 1
*
[ 5 ] 
f(z) = -22/75*z^3 + 122/15*z + 1
*
[ -5 ] 
f(z) = -22/75*z^3 + 128/15*z + 1
*
[ 3 ] 
f(z) = -40/63*z^3 + 134/21*z + 1
*
4/39 | 0.23033720902259748401676796469139358774 | 0.025584295654473066696275467209117672226
f(z) = -39/64*z^3 + 127/39*z + 1
*
[ -8/3 ] 
f(z) = -39/64*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -39/68*z^3 + 129/34*z + 1
*
[ -2 ] 
f(z) = -39/76*z^3 + 135/38*z + 1
*
[ 3 ] 
f(z) = -38/63*z^3 + 128/21*z + 1
*
[ -5/2 ] 
f(z) = -38/75*z^3 + 137/30*z + 1
*
[ 3 ] 
f(z) = -37/63*z^3 + 125/21*z + 1
*
[ -3 ] 
f(z) = -37/63*z^3 + 139/21*z + 1
*
[ -2 ] 
f(z) = -37/68*z^3 + 125/34*z + 1
*
[ 3 ] 
f(z) = -37/72*z^3 + 127/24*z + 1
*
[ -2 ] 
f(z) = -37/76*z^3 + 131/38*z + 1
*
[ -12/5 ] 
f(z) = -35/64*z^3 + 137/30*z + 1
*
[ -2 ] 
f(z) = -35/68*z^3 + 121/34*z + 1
*
[ 3 ] 
f(z) = -35/72*z^3 + 121/24*z + 1
*
[ -3 ] 
f(z) = -35/72*z^3 + 137/24*z + 1
*
[ -2 ] 
f(z) = -35/76*z^3 + 127/38*z + 1
*
[ -3 ] 
f(z) = -34/63*z^3 + 130/21*z + 1
*
[ -5/2 ] 
f(z) = -34/75*z^3 + 127/30*z + 1
*
[ -8/3 ] 
f(z) = -33/64*z^3 + 121/24*z + 1
*
-4/3 | 0.25161152545954041376034147269191252771 | 0.028021707508008670178309880855471411088
f(z) = -33/64*z^3 + 124/33*z + 1
*
[ -2 ] 
f(z) = -33/76*z^3 + 123/38*z + 1
*
[ -3 ] 
f(z) = -32/63*z^3 + 124/21*z + 1
*
5/8 | 0.14773478871607080163553315004918119298 | 0.022626024210661562384711447773519002893
f(z) = -32/75*z^3 + 137/30*z + 1
*
[ -3 ] 
f(z) = -31/63*z^3 + 121/21*z + 1
*
[ -3 ] 
f(z) = -31/72*z^3 + 125/24*z + 1
*
[ -2/5 ] 
f(z) = -25/68*z^3 + 121/34*z + 1
*
3/5 | 0.11707737664693161323202659435357500203 | 0.019598444586233976159479434431153241656
f(z) = -25/72*z^3 + 131/24*z + 1
*
[ -2/5 ] 
f(z) = -25/76*z^3 + 135/38*z + 1
*
4 | 0.24797568424064986653314996585561460759 | 0.027472215118752254341412631589984557095
f(z) = -21/64*z^3 + 130/21*z + 1
*
[ -2/3 ] 
f(z) = -39/64*z^3 + 133/48*z + 1
*
[ -3/2 ] 
f(z) = -38/63*z^3 + 127/42*z + 1
*
[ -4/5 ] 
f(z) = -37/64*z^3 + 131/50*z + 1
*
[ -8/5 ] 
f(z) = -35/64*z^3 + 121/40*z + 1
*
[ -3/2 ] 
f(z) = -34/63*z^3 + 121/42*z + 1
*
[ -4/5 ] 
f(z) = -33/64*z^3 + 129/50*z + 1
*
[ -2/3 ] 
f(z) = -33/64*z^3 + 131/48*z + 1
*
[ -4/5 ] 
f(z) = -29/64*z^3 + 127/50*z + 1
*
2/9 | 0.084026591228761179711391292072933789230 | 0.013591950368955472433557278253223568354
f(z) = -27/64*z^3 + 121/48*z + 1
*
[ -16/9 ] 
f(z) = -27/64*z^3 + 139/48*z + 1
*
[ -4/5 ] 
f(z) = -21/64*z^3 + 123/50*z + 1
*
[ -2/3 ] 
f(z) = -21/64*z^3 + 127/48*z + 1
*
[ -8/7 ] 
f(z) = -21/64*z^3 + 129/56*z + 1
*
-2 | 0.066181118109762796792705907985317186651 | 0.013706880229937135813627573546541979112
f(z) = -39/62*z^3 + 125/62*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.013728660226189709053776400280180907978
f(z) = -39/70*z^3 + 121/70*z + 1
*
[ 5/3 ] 
f(z) = -36/65*z^3 + 126/65*z + 1
*
-1/3 | 0.14637909121740137276284844027843308785 | 0.029886459581399223826497336693610214448
f(z) = -36/65*z^3 + 134/65*z + 1
*
[ 7/4 ] 
f(z) = -32/63*z^3 + 125/63*z + 1
*
-3/2 | 0.11921934183624597447961985356311071406 | 0.024816573600764821948516171615604431779
f(z) = -32/75*z^3 + 122/75*z + 1
*
[ 7/4 ] 
f(z) = -32/77*z^3 + 131/77*z + 1
*
[ 2 ] 
f(z) = -27/62*z^3 + 139/62*z + 1
*
[ 2 ] 
f(z) = -25/62*z^3 + 131/62*z + 1
*
2/5 | 0.093390843350765074459504537940007338442 | 0.019186478144396913783287482277070626157
f(z) = -25/63*z^3 + 130/63*z + 1
*
-9/5 | 0.088510330199240235211905383158544360916 | 0.018455837334369422248976954253971059012
f(z) = -25/72*z^3 + 121/72*z + 1
*
-14/5 | 0.11359301164396982853610686570504216625 | 0.016333416278102272056895437671829028597
f(z) = -25/72*z^3 + 131/63*z + 1
*
[ 2 ] 
f(z) = -25/74*z^3 + 137/74*z + 1
*
[ 2 ] 
f(z) = -23/62*z^3 + 123/62*z + 1
*
[ 2 ] 
f(z) = -23/70*z^3 + 127/70*z + 1
*
[ 2 ] 
f(z) = -23/74*z^3 + 129/74*z + 1
*
[ 2 ] 
f(z) = -21/74*z^3 + 121/74*z + 1
*
[ 3/2 ] 
f(z) = -37/63*z^3 + 139/84*z + 1
*
-2/5 | 0.13249287697988264536923363527577037378 | 0.021265271086133622045908883956273838303
f(z) = -35/64*z^3 + 127/80*z + 1
*
[ 3/2 ] 
f(z) = -35/72*z^3 + 137/96*z + 1
*
[ 3/2 ] 
f(z) = -31/63*z^3 + 121/84*z + 1
*
[ 3/2 ] 
f(z) = -31/72*z^3 + 125/96*z + 1
*
-12/29 | 0.25707974499308407126253743106822027389 | 0.028480816894409992222661325777847527018
f(z) = -29/64*z^3 + 130/87*z + 1
*
-21/10 | 0.17521815040389935554382346284424511201 | 0.029042871916996570864271451163191254687
f(z) = -25/63*z^3 + 139/84*z + 1
*
22/9 | 0.15192912976556399730543379795872082270 | 0.027066749036541621721549039133509712193
f(z) = -27/70*z^3 + 137/105*z + 1
*
-16/7 | 0.16439604861457301257049047704029891769 | 0.026319762819792017377818332061613280031
f(z) = -21/64*z^3 + 129/112*z + 1
*
[ 4/3 ] 
f(z) = -27/62*z^3 + 127/124*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011767284745773424107851443211609200974
f(z) = -26/69*z^3 + 139/138*z + 1
*
-2 | 0.084684849916240793474118330174152384373 | 0.017161880083640899275842641268927040498
f(z) = -25/61*z^3 + 139/122*z + 1
*
-2 | 0.071719094264674074609628471383279034452 | 0.014577108193280730681192123142177104582
f(z) = -25/63*z^3 + 137/126*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -25/67*z^3 + 133/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013521138662413232769082924300762863956
f(z) = -25/69*z^3 + 131/138*z + 1
*
-2 | 0.076128047058659820829101892528613353789 | 0.015615377596382628205901073369505573290
f(z) = -24/61*z^3 + 131/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -24/65*z^3 + 127/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -24/67*z^3 + 125/134*z + 1
*
-2 | 0.084684667639575145034843599090964465653 | 0.017597968279214305738417273827146017511
f(z) = -23/61*z^3 + 123/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -23/63*z^3 + 121/126*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -32/75*z^3 + 139/150*z + 1
*
0 | 0.14489077455820407707843122638460685809 | 0.028916647501549467887749891795347566190
f(z) = -28/75*z^3 + 131/150*z + 1
*
[ 4/3 ] 
f(z) = -27/70*z^3 + 131/140*z + 1
*
[ 4/3 ] 
f(z) = -27/74*z^3 + 133/148*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -27/77*z^3 + 139/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -27/79*z^3 + 137/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -26/71*z^3 + 137/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -26/73*z^3 + 135/146*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -26/75*z^3 + 127/150*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -26/75*z^3 + 133/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -26/77*z^3 + 131/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -26/79*z^3 + 129/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -25/71*z^3 + 129/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -25/73*z^3 + 127/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -25/77*z^3 + 123/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -25/79*z^3 + 121/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -24/71*z^3 + 121/142*z + 1
*
-16/11 | 0.17276605700736710441174564430642398112 | 0.026349229396340267101885440222940643046
f(z) = -33/64*z^3 + 137/176*z + 1
*
[ 15/11 ] 
f(z) = -22/75*z^3 + 134/165*z + 1
*
[ 6/5 ] 
f(z) = -25/62*z^3 + 139/186*z + 1
*
-28/33 | 0.27050995468361238726439294761661618923 | 0.028174302679486703835210569670894985652
f(z) = -33/64*z^3 + 127/231*z + 1
*
-18/25 | 0.078880808619078685492615735504826803193 | 0.010523696513157253247951157761618013159
f(z) = -25/72*z^3 + 128/225*z + 1
*
2 | 0.18834392075370474779937118446308016641 | 0.025127458716627935244504229165405413224
f(z) = -25/72*z^3 + 137/225*z + 1
*
[ 7/6 ] 
f(z) = -24/77*z^3 + 131/231*z + 1
*
-5/4 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -28/65*z^3 + 123/260*z + 1
*
-5/6 | 0.14360235768530454160567698761965609112 | 0.025824596194168186547959330195030812501
f(z) = -27/65*z^3 + 127/260*z + 1
*
-5/6 | 0.12281843989976508162715029228252932917 | 0.021796455333609381636226289041393632219
f(z) = -27/70*z^3 + 131/280*z + 1
*
[ 5 ] 
f(z) = -29/75*z^3 + 157/15*z + 1
*
[ 5 ] 
f(z) = -28/75*z^3 + 152/15*z + 1
*
[ -5 ] 
f(z) = -28/75*z^3 + 158/15*z + 1
*
[ 5 ] 
f(z) = -26/75*z^3 + 142/15*z + 1
*
[ -5 ] 
f(z) = -26/75*z^3 + 148/15*z + 1
*
[ 12 ] 
f(z) = -23/64*z^3 + 158/3*z + 1
*
[ -12 ] 
f(z) = -21/64*z^3 + 145/3*z + 1
*
[ -3 ] 
f(z) = -40/63*z^3 + 148/21*z + 1
*
[ -3 ] 
f(z) = -38/63*z^3 + 142/21*z + 1
*
[ -3 ] 
f(z) = -37/72*z^3 + 143/24*z + 1
*
[ -20/7 ] 
f(z) = -21/64*z^3 + 141/35*z + 1
*
[ -4/7 ] 
f(z) = -37/64*z^3 + 144/49*z + 1
*
[ -8/7 ] 
f(z) = -35/64*z^3 + 145/56*z + 1
*
[ -4/7 ] 
f(z) = -33/64*z^3 + 143/49*z + 1
*
[ -3/8 ] 
f(z) = -32/63*z^3 + 157/42*z + 1
*
[ -4/7 ] 
f(z) = -29/64*z^3 + 142/49*z + 1
*
-28/9 | 0.22610474604532203017542042582548842394 | 0.026825957841710794227392673410687642418
f(z) = -27/64*z^3 + 143/42*z + 1
*
[ -4/7 ] 
f(z) = -25/64*z^3 + 141/49*z + 1
*
76/21 | 0.19714239296324234596049734373591823563 | 0.023276244386086560211559479411397810298
f(z) = -21/64*z^3 + 149/42*z + 1
*
[ -1 ] 
f(z) = -37/60*z^3 + 157/60*z + 1
*
[ -1 ] 
f(z) = -37/61*z^3 + 159/61*z + 1
*
-5/2 | 0.17882877261002837007298148378166734100 | 0.027040432962149261359675934531548965732
f(z) = -37/75*z^3 + 149/60*z + 1
*
[ -1 ] 
f(z) = -36/61*z^3 + 158/61*z + 1
*
[ 11/6 ] 
f(z) = -36/77*z^3 + 156/77*z + 1
*
[ -1 ] 
f(z) = -35/61*z^3 + 157/61*z + 1
*
[ -1 ] 
f(z) = -35/62*z^3 + 159/62*z + 1
*
[ -1 ] 
f(z) = -34/61*z^3 + 156/61*z + 1
*
[ -1 ] 
f(z) = -33/61*z^3 + 155/61*z + 1
*
[ -1 ] 
f(z) = -33/62*z^3 + 157/62*z + 1
*
4/3 | 0.19448095550751922774502235237681386204 | 0.022962013298056467535628278391102720422
f(z) = -33/64*z^3 + 149/66*z + 1
*
[ -1 ] 
f(z) = -32/61*z^3 + 154/61*z + 1
*
[ -1 ] 
f(z) = -32/63*z^3 + 158/63*z + 1
*
[ -1 ] 
f(z) = -31/61*z^3 + 153/61*z + 1
*
[ -1 ] 
f(z) = -31/63*z^3 + 157/63*z + 1
*
[ -1 ] 
f(z) = -31/64*z^3 + 159/64*z + 1
*
[ 2 ] 
f(z) = -31/70*z^3 + 159/70*z + 1
*
[ -1 ] 
f(z) = -30/61*z^3 + 152/61*z + 1
*
[ -1 ] 
f(z) = -29/61*z^3 + 151/61*z + 1
*
[ 2 ] 
f(z) = -29/62*z^3 + 147/62*z + 1
*
[ -1 ] 
f(z) = -29/62*z^3 + 153/62*z + 1
*
[ -1 ] 
f(z) = -29/63*z^3 + 155/63*z + 1
*
[ -1 ] 
f(z) = -29/64*z^3 + 157/64*z + 1
*
[ -1 ] 
f(z) = -29/65*z^3 + 159/65*z + 1
*
[ 2 ] 
f(z) = -29/70*z^3 + 151/70*z + 1
*
[ 2 ] 
f(z) = -29/74*z^3 + 153/74*z + 1
*
[ -1 ] 
f(z) = -28/61*z^3 + 150/61*z + 1
*
[ -1 ] 
f(z) = -28/65*z^3 + 158/65*z + 1
*
[ -5/4 ] 
f(z) = -28/75*z^3 + 143/60*z + 1
*
[ -1 ] 
f(z) = -27/61*z^3 + 149/61*z + 1
*
[ -1 ] 
f(z) = -27/62*z^3 + 151/62*z + 1
*
[ -1 ] 
f(z) = -27/64*z^3 + 155/64*z + 1
*
[ -1 ] 
f(z) = -27/65*z^3 + 157/65*z + 1
*
[ 2 ] 
f(z) = -27/74*z^3 + 145/74*z + 1
*
[ -1 ] 
f(z) = -26/61*z^3 + 148/61*z + 1
*
[ -1 ] 
f(z) = -26/63*z^3 + 152/63*z + 1
*
[ -1 ] 
f(z) = -25/61*z^3 + 147/61*z + 1
*
[ -1 ] 
f(z) = -25/62*z^3 + 149/62*z + 1
*
[ -7/5 ] 
f(z) = -25/63*z^3 + 157/63*z + 1
*
[ -1 ] 
f(z) = -25/64*z^3 + 153/64*z + 1
*
-11/5 | 0.13321865368999174213955565081371131586 | 0.026551968003156421398450429480854412348
f(z) = -25/66*z^3 + 151/66*z + 1
*
[ -1 ] 
f(z) = -25/67*z^3 + 159/67*z + 1
*
14/5 | 0.19663735280457540806640562174440255137 | 0.027760353807323716875419279738677016117
f(z) = -25/72*z^3 + 149/63*z + 1
*
2/5 | 0.14522819508790523581273361077240335449 | 0.028686512379614949199059377812850751303
f(z) = -25/77*z^3 + 158/77*z + 1
*
-14/5 | 0.14249819339997129722862844304404627304 | 0.028182607983425573944929447406718102705
f(z) = -25/78*z^3 + 157/78*z + 1
*
[ -1 ] 
f(z) = -24/61*z^3 + 146/61*z + 1
*
[ -1 ] 
f(z) = -24/65*z^3 + 154/65*z + 1
*
[ -1 ] 
f(z) = -24/67*z^3 + 158/67*z + 1
*
[ -1 ] 
f(z) = -23/61*z^3 + 145/61*z + 1
*
[ -1 ] 
f(z) = -23/62*z^3 + 147/62*z + 1
*
[ -1 ] 
f(z) = -23/63*z^3 + 149/63*z + 1
*
[ -1 ] 
f(z) = -23/64*z^3 + 151/64*z + 1
*
[ -1 ] 
f(z) = -23/65*z^3 + 153/65*z + 1
*
[ -1 ] 
f(z) = -23/67*z^3 + 157/67*z + 1
*
[ -1 ] 
f(z) = -23/68*z^3 + 159/68*z + 1
*
[ 5/2 ] 
f(z) = -23/75*z^3 + 151/60*z + 1
*
-3 | 0.14249887228141553886717734651104156341 | 0.028254384466495326750718102143258709632
f(z) = -23/78*z^3 + 155/78*z + 1
*
[ -1 ] 
f(z) = -22/61*z^3 + 144/61*z + 1
*
[ -1 ] 
f(z) = -22/63*z^3 + 148/63*z + 1
*
[ -1 ] 
f(z) = -22/65*z^3 + 152/65*z + 1
*
[ -1 ] 
f(z) = -22/67*z^3 + 156/67*z + 1
*
[ -1 ] 
f(z) = -21/61*z^3 + 143/61*z + 1
*
[ -1 ] 
f(z) = -21/62*z^3 + 145/62*z + 1
*
[ -1 ] 
f(z) = -21/64*z^3 + 149/64*z + 1
*
[ -1 ] 
f(z) = -21/65*z^3 + 151/65*z + 1
*
[ -1 ] 
f(z) = -21/67*z^3 + 155/67*z + 1
*
[ -1 ] 
f(z) = -21/68*z^3 + 157/68*z + 1
*
[ 3/2 ] 
f(z) = -37/72*z^3 + 143/96*z + 1
*
[ 12/7 ] 
f(z) = -35/72*z^3 + 155/84*z + 1
*
-12/31 | 0.25831440645445758040234148622010235994 | 0.028090367779634295464703842319920702148
f(z) = -31/64*z^3 + 154/93*z + 1
*
-12/5 | 0.15810470948359579897806451186821440540 | 0.026083615143726368632474961469439467574
f(z) = -25/63*z^3 + 143/84*z + 1
*
-15/14 | 0.19083822575845135832048778235502813112 | 0.029036826173974244013425773780492963402
f(z) = -28/75*z^3 + 143/105*z + 1
*
20/21 | 0.17040683248859040229233625785654732352 | 0.019996150933492508265914516856224197032
f(z) = -35/64*z^3 + 157/126*z + 1
*
-2 | 0.080156227785627733956730840265543406828 | 0.015813324653190031099448271828830715678
f(z) = -28/65*z^3 + 159/130*z + 1
*
-2 | 0.080717359390441639196596593530383942281 | 0.015963891491402935692975355081076759816
f(z) = -28/67*z^3 + 157/134*z + 1
*
-2 | 0.060917329358650025407730571823644127465 | 0.012078563267310113253478685594181999773
f(z) = -28/69*z^3 + 155/138*z + 1
*
-2 | 0.084685033509455483869079505244910780164 | 0.016791174954766643359275283150231670895
f(z) = -27/61*z^3 + 155/122*z + 1
*
-2 | 0.085861051232099160264899417885001152625 | 0.017113068041786877278196512583243912633
f(z) = -27/65*z^3 + 151/130*z + 1
*
-2 | 0.086422201147121902688697322967303870733 | 0.017270809050136891586791445662825274114
f(z) = -27/67*z^3 + 149/134*z + 1
*
-2 | 0.076128218510325113689364640682525105492 | 0.015254833561325583453178345715751721243
f(z) = -26/61*z^3 + 147/122*z + 1
*
-2 | 0.063161799844907223533359002860234374289 | 0.012691416321216876284773348249600603125
f(z) = -26/63*z^3 + 145/126*z + 1
*
-2 | 0.077865401126021986154382034918070154372 | 0.015734325942427520605337309151118903427
f(z) = -26/67*z^3 + 141/134*z + 1
*
[ 3/2 ] 
f(z) = -22/69*z^3 + 145/138*z + 1
*
7/4 | 0.080440841145438589799394376322376093138 | 0.015909203041583000372508497104685716171
f(z) = -40/77*z^3 + 157/154*z + 1
*
0 | 0.11921882455819931518859877217407614563 | 0.023761645440506653898126271191584741618
f(z) = -38/75*z^3 + 151/150*z + 1
*
0 | 0.11921936732658933699078409440343049056 | 0.023793263793726652047774858288192531644
f(z) = -34/75*z^3 + 143/150*z + 1
*
-2 | 0.088010446668093625280827913049548964192 | 0.017362815148399165980732792407644539779
f(z) = -29/73*z^3 + 159/146*z + 1
*
-2 | 0.068166246830750353305500208646528111714 | 0.013481592757742640227725914542954741921
f(z) = -29/75*z^3 + 157/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017646383495688391034600646321819494070
f(z) = -29/77*z^3 + 155/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -29/79*z^3 + 153/158*z + 1
*
-2 | 0.081791079910633755487694678013466275872 | 0.016259236509570884033454698262226115205
f(z) = -28/71*z^3 + 153/142*z + 1
*
-2 | 0.082305453964318685740490767487302094498 | 0.016404397729700469298541256401895356418
f(z) = -28/73*z^3 + 151/146*z + 1
*
-2 | 0.062461269104801846423144305022608499275 | 0.012465738462026238108002208984713026382
f(z) = -28/75*z^3 + 149/150*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016546486131776245221436894844570519011
f(z) = -28/79*z^3 + 145/158*z + 1
*
-2 | 0.087495911781033233391858993777574671956 | 0.017580991129832301678448806953433172244
f(z) = -27/71*z^3 + 145/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -27/73*z^3 + 143/146*z + 1
*
[ 3/2 ] 
f(z) = -22/75*z^3 + 149/150*z + 1
*
0 | 0.16412849276591492431507030952771858392 | 0.027509965802487473575125430706807752310
f(z) = -35/78*z^3 + 146/195*z + 1
*
[ 21/20 ] 
f(z) = -40/63*z^3 + 157/210*z + 1
*
-16/13 | 0.17585965116779610796714460474346452381 | 0.026154674839921749188186138071442518151
f(z) = -39/64*z^3 + 153/208*z + 1
*
5/3 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = -33/70*z^3 + 149/210*z + 1
*
17/9 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -27/68*z^3 + 145/204*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.023461212138311378920714744557321143919
f(z) = -27/70*z^3 + 151/210*z + 1
*
[ 6/5 ] 
f(z) = -25/74*z^3 + 145/222*z + 1
*
0 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = -24/77*z^3 + 149/231*z + 1
*
-6/5 | 0.17236153366019578738120589409273156677 | 0.025100219635190859338039670294442167759
f(z) = -35/64*z^3 + 149/240*z + 1
*
[ 10/9 ] 
f(z) = -27/64*z^3 + 149/240*z + 1
*
-20/27 | 0.26111241972493457547155326561919235939 | 0.028807135059443506682208843112387345010
f(z) = -27/64*z^3 + 157/270*z + 1
*
[ 11/10 ] 
f(z) = -25/66*z^3 + 145/264*z + 1
*
[ 5 ] 
f(z) = -32/75*z^3 + 172/15*z + 1
*
[ -5 ] 
f(z) = -32/75*z^3 + 178/15*z + 1
*
[ 5 ] 
f(z) = -31/75*z^3 + 167/15*z + 1
*
[ -5 ] 
f(z) = -31/75*z^3 + 173/15*z + 1
*
[ -5 ] 
f(z) = -29/75*z^3 + 163/15*z + 1
*
-16/3 | 0.12106944189227152309338986509454614449 | 0.018417300327564951430183495033356796749
f(z) = -27/64*z^3 + 179/16*z + 1
*
[ -12 ] 
f(z) = -25/64*z^3 + 172/3*z + 1
*
[ 8 ] 
f(z) = -21/64*z^3 + 175/8*z + 1
*
[ -8 ] 
f(z) = -21/64*z^3 + 177/8*z + 1
*
[ 20/7 ] 
f(z) = -35/64*z^3 + 179/35*z + 1
*
-10/3 | 0.16032864818368899689497175365653407329 | 0.027477951798039398092656758788982553436
f(z) = -27/70*z^3 + 171/35*z + 1
*
[ 21/5 ] 
f(z) = -25/63*z^3 + 163/21*z + 1
*
[ -21/5 ] 
f(z) = -25/63*z^3 + 173/21*z + 1
*
4 | 0.26084231095732490774712328486763552748 | 0.027908710315271056051492790023538639188
f(z) = -25/64*z^3 + 179/25*z + 1
*
-4 | 0.25959790213184687791156274296492300687 | 0.028019720011809245685767871403550684290
f(z) = -23/64*z^3 + 165/23*z + 1
*
12/5 | 0.27508140847847693805797609852281349324 | 0.029449868972674509502659301691092403131
f(z) = -35/64*z^3 + 178/45*z + 1
*
[ -2/5 ] 
f(z) = -35/72*z^3 + 161/45*z + 1
*
[ -20/11 ] 
f(z) = -33/64*z^3 + 179/55*z + 1
*
-2/9 | 0.079853123730881318567734991743325441283 | 0.012254566861203732116464114479293206164
f(z) = -27/64*z^3 + 169/48*z + 1
*
-4/21 | 0.20392510570651416124332795768598673350 | 0.023566651732505616084433833475460745511
f(z) = -21/64*z^3 + 179/42*z + 1
*
[ -4/9 ] 
f(z) = -21/64*z^3 + 179/54*z + 1
*
[ -1 ] 
f(z) = -40/61*z^3 + 162/61*z + 1
*
[ -1 ] 
f(z) = -40/63*z^3 + 166/63*z + 1
*
[ -1 ] 
f(z) = -40/67*z^3 + 174/67*z + 1
*
[ -1 ] 
f(z) = -40/69*z^3 + 178/69*z + 1
*
[ -1 ] 
f(z) = -39/61*z^3 + 161/61*z + 1
*
[ -1 ] 
f(z) = -39/62*z^3 + 163/62*z + 1
*
[ -1 ] 
f(z) = -39/64*z^3 + 167/64*z + 1
*
[ -1 ] 
f(z) = -39/67*z^3 + 173/67*z + 1
*
[ -1 ] 
f(z) = -39/68*z^3 + 175/68*z + 1
*
[ -1 ] 
f(z) = -39/70*z^3 + 179/70*z + 1
*
[ -1 ] 
f(z) = -38/61*z^3 + 160/61*z + 1
*
[ -1 ] 
f(z) = -38/63*z^3 + 164/63*z + 1
*
[ -1 ] 
f(z) = -38/65*z^3 + 168/65*z + 1
*
[ -1 ] 
f(z) = -38/67*z^3 + 172/67*z + 1
*
[ -1 ] 
f(z) = -38/69*z^3 + 176/69*z + 1
*
[ -1 ] 
f(z) = -37/62*z^3 + 161/62*z + 1
*
[ 2 ] 
f(z) = -37/62*z^3 + 179/62*z + 1
*
[ -1 ] 
f(z) = -37/63*z^3 + 163/63*z + 1
*
[ -1 ] 
f(z) = -37/64*z^3 + 165/64*z + 1
*
[ -1 ] 
f(z) = -37/65*z^3 + 167/65*z + 1
*
[ -1 ] 
f(z) = -37/66*z^3 + 169/66*z + 1
*
[ -1 ] 
f(z) = -37/67*z^3 + 171/67*z + 1
*
[ -1 ] 
f(z) = -37/68*z^3 + 173/68*z + 1
*
[ -1 ] 
f(z) = -37/69*z^3 + 175/69*z + 1
*
[ -1 ] 
f(z) = -37/70*z^3 + 177/70*z + 1
*
[ -1 ] 
f(z) = -37/71*z^3 + 179/71*z + 1
*
[ -1 ] 
f(z) = -36/65*z^3 + 166/65*z + 1
*
[ -5/6 ] 
f(z) = -36/65*z^3 + 168/65*z + 1
*
[ -1 ] 
f(z) = -36/67*z^3 + 170/67*z + 1
*
[ -1 ] 
f(z) = -36/71*z^3 + 178/71*z + 1
*
[ 2 ] 
f(z) = -35/62*z^3 + 171/62*z + 1
*
[ -1 ] 
f(z) = -35/64*z^3 + 163/64*z + 1
*
-12/7 | 0.26650117048012119257015277397417582246 | 0.028618575112622124661914335271307774327
f(z) = -35/64*z^3 + 173/63*z + 1
*
[ -1 ] 
f(z) = -35/66*z^3 + 167/66*z + 1
*
[ -1 ] 
f(z) = -35/67*z^3 + 169/67*z + 1
*
[ -1 ] 
f(z) = -35/68*z^3 + 171/68*z + 1
*
[ -1 ] 
f(z) = -35/69*z^3 + 173/69*z + 1
*
[ -1 ] 
f(z) = -35/71*z^3 + 177/71*z + 1
*
-2/7 | 0.16511649718607206571940787931771676690 | 0.023078319231587530056239467682348798437
f(z) = -35/72*z^3 + 160/63*z + 1
*
-18/7 | 0.19720025072703734168396257887651517624 | 0.027467863415902530002619056300006164433
f(z) = -35/72*z^3 + 164/63*z + 1
*
18/7 | 0.18088692888369526003530303371949536747 | 0.024911351265461465186948298260737738114
f(z) = -35/72*z^3 + 178/63*z + 1
*
[ 2 ] 
f(z) = -35/74*z^3 + 177/74*z + 1
*
[ -1 ] 
f(z) = -34/63*z^3 + 160/63*z + 1
*
[ -1 ] 
f(z) = -34/65*z^3 + 164/65*z + 1
*
[ -1 ] 
f(z) = -34/67*z^3 + 168/67*z + 1
*
[ -1 ] 
f(z) = -34/69*z^3 + 172/69*z + 1
*
[ -1 ] 
f(z) = -34/71*z^3 + 176/71*z + 1
*
[ 2 ] 
f(z) = -33/62*z^3 + 163/62*z + 1
*
[ -1 ] 
f(z) = -33/64*z^3 + 161/64*z + 1
*
[ -12/11 ] 
f(z) = -33/64*z^3 + 167/66*z + 1
*
-12/5 | 0.27504521196676869970105739471016999783 | 0.029428343569762073578594752955515676631
f(z) = -33/64*z^3 + 179/75*z + 1
*
[ -1 ] 
f(z) = -33/65*z^3 + 163/65*z + 1
*
[ -1 ] 
f(z) = -33/67*z^3 + 167/67*z + 1
*
[ -1 ] 
f(z) = -33/68*z^3 + 169/68*z + 1
*
[ 2 ] 
f(z) = -33/70*z^3 + 167/70*z + 1
*
[ -1 ] 
f(z) = -33/70*z^3 + 173/70*z + 1
*
[ -1 ] 
f(z) = -33/71*z^3 + 175/71*z + 1
*
[ -1 ] 
f(z) = -33/73*z^3 + 179/73*z + 1
*
[ 2 ] 
f(z) = -33/74*z^3 + 169/74*z + 1
*
[ -1 ] 
f(z) = -32/65*z^3 + 162/65*z + 1
*
[ -5/4 ] 
f(z) = -32/65*z^3 + 167/65*z + 1
*
[ -1 ] 
f(z) = -32/67*z^3 + 166/67*z + 1
*
[ -1 ] 
f(z) = -32/69*z^3 + 170/69*z + 1
*
[ -3/4 ] 
f(z) = -32/69*z^3 + 179/69*z + 1
*
[ -1 ] 
f(z) = -32/71*z^3 + 174/71*z + 1
*
[ -1 ] 
f(z) = -32/73*z^3 + 178/73*z + 1
*
[ -1 ] 
f(z) = -31/65*z^3 + 161/65*z + 1
*
[ -1 ] 
f(z) = -31/66*z^3 + 163/66*z + 1
*
[ -1 ] 
f(z) = -31/67*z^3 + 165/67*z + 1
*
[ -1 ] 
f(z) = -31/68*z^3 + 167/68*z + 1
*
[ -1 ] 
f(z) = -31/69*z^3 + 169/69*z + 1
*
[ -1 ] 
f(z) = -31/70*z^3 + 171/70*z + 1
*
[ -1 ] 
f(z) = -31/71*z^3 + 173/71*z + 1
*
[ -1 ] 
f(z) = -31/73*z^3 + 177/73*z + 1
*
[ 2 ] 
f(z) = -31/74*z^3 + 161/74*z + 1
*
[ -1 ] 
f(z) = -31/74*z^3 + 179/74*z + 1
*
[ -1 ] 
f(z) = -30/67*z^3 + 164/67*z + 1
*
[ -1 ] 
f(z) = -30/71*z^3 + 172/71*z + 1
*
[ -1 ] 
f(z) = -30/73*z^3 + 176/73*z + 1
*
[ -1 ] 
f(z) = -29/66*z^3 + 161/66*z + 1
*
[ -1 ] 
f(z) = -29/67*z^3 + 163/67*z + 1
*
[ -1 ] 
f(z) = -29/68*z^3 + 165/68*z + 1
*
[ -1 ] 
f(z) = -29/69*z^3 + 167/69*z + 1
*
[ -1 ] 
f(z) = -29/70*z^3 + 169/70*z + 1
*
[ -1 ] 
f(z) = -29/71*z^3 + 171/71*z + 1
*
[ -1 ] 
f(z) = -29/73*z^3 + 175/73*z + 1
*
[ -1 ] 
f(z) = -29/74*z^3 + 177/74*z + 1
*
[ -1 ] 
f(z) = -29/75*z^3 + 179/75*z + 1
*
[ -1 ] 
f(z) = -28/67*z^3 + 162/67*z + 1
*
[ -1 ] 
f(z) = -28/69*z^3 + 166/69*z + 1
*
[ -3/2 ] 
f(z) = -28/69*z^3 + 178/69*z + 1
*
[ -1 ] 
f(z) = -28/71*z^3 + 170/71*z + 1
*
[ -1 ] 
f(z) = -28/73*z^3 + 174/73*z + 1
*
[ -1 ] 
f(z) = -28/75*z^3 + 178/75*z + 1
*
[ -2/3 ] 
f(z) = -27/62*z^3 + 167/62*z + 1
*
[ -5/3 ] 
f(z) = -27/65*z^3 + 179/65*z + 1
*
[ -1 ] 
f(z) = -27/67*z^3 + 161/67*z + 1
*
[ -1 ] 
f(z) = -27/68*z^3 + 163/68*z + 1
*
[ -4/3 ] 
f(z) = -27/68*z^3 + 167/68*z + 1
*
[ -1 ] 
f(z) = -27/70*z^3 + 167/70*z + 1
*
-7/3 | 0.12102226729670187598652267622608456617 | 0.023380750857167305720161206645717523386
f(z) = -27/70*z^3 + 177/70*z + 1
*
[ -1 ] 
f(z) = -27/71*z^3 + 169/71*z + 1
*
[ -1 ] 
f(z) = -27/73*z^3 + 173/73*z + 1
*
[ -1 ] 
f(z) = -27/74*z^3 + 175/74*z + 1
*
[ -1 ] 
f(z) = -27/76*z^3 + 179/76*z + 1
*
[ -1 ] 
f(z) = -26/67*z^3 + 160/67*z + 1
*
[ -1 ] 
f(z) = -26/69*z^3 + 164/69*z + 1
*
[ -1 ] 
f(z) = -26/71*z^3 + 168/71*z + 1
*
[ -1 ] 
f(z) = -26/73*z^3 + 172/73*z + 1
*
[ -1 ] 
f(z) = -26/75*z^3 + 176/75*z + 1
*
[ -9/5 ] 
f(z) = -25/63*z^3 + 179/63*z + 1
*
[ -1 ] 
f(z) = -25/68*z^3 + 161/68*z + 1
*
[ -4/5 ] 
f(z) = -25/68*z^3 + 169/68*z + 1
*
[ -1 ] 
f(z) = -25/69*z^3 + 163/69*z + 1
*
[ -1 ] 
f(z) = -25/71*z^3 + 167/71*z + 1
*
[ -1 ] 
f(z) = -25/73*z^3 + 171/73*z + 1
*
[ -1 ] 
f(z) = -25/74*z^3 + 173/74*z + 1
*
[ -1 ] 
f(z) = -25/76*z^3 + 177/76*z + 1
*
[ -1 ] 
f(z) = -25/77*z^3 + 179/77*z + 1
*
[ -6/5 ] 
f(z) = -25/78*z^3 + 179/78*z + 1
*
[ -1 ] 
f(z) = -24/71*z^3 + 166/71*z + 1
*
[ -1 ] 
f(z) = -24/73*z^3 + 170/73*z + 1
*
[ -1 ] 
f(z) = -24/77*z^3 + 178/77*z + 1
*
-3 | 0.089415767981753729059356385823850819289 | 0.017470862853491988109681781850298494300
f(z) = -23/60*z^3 + 167/60*z + 1
*
[ -1 ] 
f(z) = -23/70*z^3 + 163/70*z + 1
*
[ -1 ] 
f(z) = -23/71*z^3 + 165/71*z + 1
*
[ -6/5 ] 
f(z) = -23/72*z^3 + 172/75*z + 1
*
[ -1 ] 
f(z) = -23/73*z^3 + 169/73*z + 1
*
[ -1 ] 
f(z) = -23/74*z^3 + 171/74*z + 1
*
[ -1 ] 
f(z) = -23/75*z^3 + 173/75*z + 1
*
[ -1 ] 
f(z) = -23/76*z^3 + 175/76*z + 1
*
[ -1 ] 
f(z) = -23/77*z^3 + 177/77*z + 1
*
[ -1 ] 
f(z) = -22/69*z^3 + 160/69*z + 1
*
[ -1 ] 
f(z) = -22/71*z^3 + 164/71*z + 1
*
[ -1 ] 
f(z) = -22/73*z^3 + 168/73*z + 1
*
[ -1 ] 
f(z) = -22/75*z^3 + 172/75*z + 1
*
[ -2 ] 
f(z) = -21/62*z^3 + 177/62*z + 1
*
[ -1 ] 
f(z) = -21/71*z^3 + 163/71*z + 1
*
[ -1 ] 
f(z) = -21/73*z^3 + 167/73*z + 1
*
[ -1 ] 
f(z) = -21/74*z^3 + 169/74*z + 1
*
[ -1 ] 
f(z) = -21/76*z^3 + 173/76*z + 1
*
[ -1 ] 
f(z) = -21/79*z^3 + 179/79*z + 1
*
-13/8 | 0.15243264059360020701290207111834519126 | 0.029385252282945322464225418766305244776
f(z) = -32/65*z^3 + 179/130*z + 1
*
-2 | 0.066623515002552263035222617035215541000 | 0.012843369954773228126606851322553722136
f(z) = -31/69*z^3 + 179/138*z + 1
*
-2 | 0.076127906253695834161739813859471966961 | 0.014675582095316557082895608297794276486
f(z) = -30/61*z^3 + 179/122*z + 1
*
-2 | 0.077865725550074887956383998837136882425 | 0.015109900948204231847338657955045160717
f(z) = -30/67*z^3 + 173/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016470285433863536112576642153607449196
f(z) = -29/61*z^3 + 171/122*z + 1
*
-2 | 0.071719094796756212561196652325731562164 | 0.013980606398352972563369793098917277997
f(z) = -29/63*z^3 + 169/126*z + 1
*
-2 | 0.085861227083208720612770796800082208900 | 0.016776344448658956952768470578065962615
f(z) = -29/65*z^3 + 167/130*z + 1
*
-2 | 0.086422366219601882935493501909380608310 | 0.016925830223091144323985776835923139883
f(z) = -29/67*z^3 + 165/134*z + 1
*
-2 | 0.066623350609773894451982794360083099700 | 0.013079430278937098790574369183845721181
f(z) = -29/69*z^3 + 163/138*z + 1
*
-2 | 0.078979900915181094027513481135335399836 | 0.015505256010134151749040094713934664987
f(z) = -28/61*z^3 + 163/122*z + 1
*
[ 3/2 ] 
f(z) = -26/69*z^3 + 163/138*z + 1
*
[ 8/5 ] 
f(z) = -25/68*z^3 + 179/136*z + 1
*
[ 5/3 ] 
f(z) = -23/75*z^3 + 169/135*z + 1
*
[ 5/3 ] 
f(z) = -22/75*z^3 + 164/135*z + 1
*
-2 | 0.080441704966419551881892858146036766627 | 0.015507176056935255490489918754717729925
f(z) = -32/77*z^3 + 179/154*z + 1
*
-2 | 0.080916513679483621720667599053384469349 | 0.015632568194515513394382559081065850143
f(z) = -32/79*z^3 + 177/158*z + 1
*
-2 | 0.087496226265230599784068557179854551743 | 0.016903727825841562836183702156803324254
f(z) = -31/71*z^3 + 177/142*z + 1
*
-2 | 0.088010587826262507012642753513667734732 | 0.017040510152912265972394698006435967440
f(z) = -31/73*z^3 + 175/146*z + 1
*
-2 | 0.068167418258436317951103925288519116295 | 0.013227937330621724029801661042946428250
f(z) = -31/75*z^3 + 173/150*z + 1
*
-2 | 0.088998362243321720446582436786875508397 | 0.017309254342549412305377936039054999324
f(z) = -31/77*z^3 + 171/154*z + 1
*
-2 | 0.089473169028697010735478740577777226730 | 0.017441507912898183873877268356573357325
f(z) = -31/79*z^3 + 169/158*z + 1
*
-2 | 0.078939418045463212888487859848237928055 | 0.015388104606398055628416579402545069849
f(z) = -30/71*z^3 + 169/142*z + 1
*
-2 | 0.079453793688927845164857062195946978615 | 0.015524402060855397399773521853424116590
f(z) = -30/73*z^3 + 167/146*z + 1
*
-2 | 0.080440920934592222187027992720751317696 | 0.015792082014907555780991445747269384994
f(z) = -30/77*z^3 + 163/154*z + 1
*
-2 | 0.080916372542966803094202493223597251299 | 0.015924017600440309501083414974537780484
f(z) = -30/79*z^3 + 161/158*z + 1
*
-2 | 0.087496065730699825899163160633162290165 | 0.017218874831853173257116806096103840841
f(z) = -29/71*z^3 + 161/142*z + 1
*
[ 3/2 ] 
f(z) = -26/75*z^3 + 167/150*z + 1
*
0 | 0.15930237969190211504655777265675991472 | 0.029954641842661769258813209429571238642
f(z) = -33/68*z^3 + 167/204*z + 1
*
[ 4/3 ] 
f(z) = -21/68*z^3 + 163/204*z + 1
*
[ 4/3 ] 
f(z) = -21/76*z^3 + 169/228*z + 1
*
-5/8 | 0.18358053060351420698182121618465306124 | 0.025892601004995903519456004881969052790
f(z) = -28/75*z^3 + 179/240*z + 1
*
[ 5/4 ] 
f(z) = -23/75*z^3 + 163/240*z + 1
*
-3/2 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -29/66*z^3 + 173/264*z + 1
*
[ 5 ] 
f(z) = -37/75*z^3 + 197/15*z + 1
*
[ 5 ] 
f(z) = -34/75*z^3 + 182/15*z + 1
*
[ -5 ] 
f(z) = -34/75*z^3 + 188/15*z + 1
*
[ -12 ] 
f(z) = -29/64*z^3 + 199/3*z + 1
*
[ 12 ] 
f(z) = -27/64*z^3 + 185/3*z + 1
*
[ -20/3 ] 
f(z) = -27/64*z^3 + 199/10*z + 1
*
[ 28/5 ] 
f(z) = -25/64*z^3 + 183/14*z + 1
*
[ 36/5 ] 
f(z) = -25/64*z^3 + 190/9*z + 1
*
-2/5 | 0.21155003697160755615879387230655089323 | 0.028792896109874177392381765335001601750
f(z) = -25/72*z^3 + 194/9*z + 1
*
[ 8 ] 
f(z) = -23/64*z^3 + 191/8*z + 1
*
[ -8 ] 
f(z) = -23/64*z^3 + 193/8*z + 1
*
-12/35 | 0.27894089558778031698698257959587001960 | 0.029723164664812924035272040486555821064
f(z) = -35/64*z^3 + 186/35*z + 1
*
-4/5 | 0.20497824599839635980115310022344511249 | 0.021780346097736570467256189782204377931
f(z) = -35/64*z^3 + 191/35*z + 1
*
24/5 | 0.093766687567506472004834972893749935152 | 0.014838923995125750848713482796637914557
f(z) = -25/63*z^3 + 185/21*z + 1
*
[ -4/9 ] 
f(z) = -33/64*z^3 + 181/54*z + 1
*
3/8 | 0.17238388571977557593782220263177985358 | 0.027280385439003489206263020014069141733
f(z) = -32/63*z^3 + 185/42*z + 1
*
-2 | 0.14145056585454542507212142030417529437 | 0.021410330783071608353874027627473382201
f(z) = -27/64*z^3 + 185/48*z + 1
*
-4/3 | 0.25992136810113721007658829681756007695 | 0.027760806169249659823947870217064922232
f(z) = -25/64*z^3 + 182/45*z + 1
*
[ -1/2 ] 
f(z) = -40/61*z^3 + 193/61*z + 1
*
[ -1/2 ] 
f(z) = -40/63*z^3 + 199/63*z + 1
*
[ -1 ] 
f(z) = -40/71*z^3 + 182/71*z + 1
*
[ -1 ] 
f(z) = -40/73*z^3 + 186/73*z + 1
*
[ -1 ] 
f(z) = -40/77*z^3 + 194/77*z + 1
*
[ -1 ] 
f(z) = -40/79*z^3 + 198/79*z + 1
*
[ 2 ] 
f(z) = -39/62*z^3 + 187/62*z + 1
*
[ 2 ] 
f(z) = -39/70*z^3 + 191/70*z + 1
*
[ -1 ] 
f(z) = -39/71*z^3 + 181/71*z + 1
*
[ -1 ] 
f(z) = -39/73*z^3 + 185/73*z + 1
*
[ -1 ] 
f(z) = -39/74*z^3 + 187/74*z + 1
*
[ 2 ] 
f(z) = -39/74*z^3 + 193/74*z + 1
*
[ -1 ] 
f(z) = -39/76*z^3 + 191/76*z + 1
*
[ -1 ] 
f(z) = -39/77*z^3 + 193/77*z + 1
*
[ -1 ] 
f(z) = -39/79*z^3 + 197/79*z + 1
*
[ -1 ] 
f(z) = -38/71*z^3 + 180/71*z + 1
*
[ -1 ] 
f(z) = -38/73*z^3 + 184/73*z + 1
*
[ -1 ] 
f(z) = -38/75*z^3 + 188/75*z + 1
*
[ -1 ] 
f(z) = -38/77*z^3 + 192/77*z + 1
*
[ -1 ] 
f(z) = -38/79*z^3 + 196/79*z + 1
*
[ 2 ] 
f(z) = -37/66*z^3 + 181/66*z + 1
*
[ 2 ] 
f(z) = -37/70*z^3 + 183/70*z + 1
*
[ -6/5 ] 
f(z) = -37/72*z^3 + 193/75*z + 1
*
[ -1 ] 
f(z) = -37/73*z^3 + 183/73*z + 1
*
[ -1 ] 
f(z) = -37/75*z^3 + 187/75*z + 1
*
[ -1 ] 
f(z) = -37/76*z^3 + 189/76*z + 1
*
[ -1 ] 
f(z) = -37/77*z^3 + 191/77*z + 1
*
[ -1 ] 
f(z) = -37/78*z^3 + 193/78*z + 1
*
[ -1 ] 
f(z) = -37/79*z^3 + 195/79*z + 1
*
[ -1/2 ] 
f(z) = -36/61*z^3 + 192/61*z + 1
*
[ -1 ] 
f(z) = -36/73*z^3 + 182/73*z + 1
*
[ -1 ] 
f(z) = -36/77*z^3 + 190/77*z + 1
*
[ -7/6 ] 
f(z) = -36/77*z^3 + 192/77*z + 1
*
[ -1 ] 
f(z) = -36/79*z^3 + 194/79*z + 1
*
12/35 | 0.24777908219315771743150803708336873266 | 0.028321041477984004058060900725815196217
f(z) = -35/64*z^3 + 197/70*z + 1
*
[ -1 ] 
f(z) = -35/73*z^3 + 181/73*z + 1
*
[ -1 ] 
f(z) = -35/74*z^3 + 183/74*z + 1
*
[ -1 ] 
f(z) = -35/76*z^3 + 187/76*z + 1
*
[ -1 ] 
f(z) = -35/78*z^3 + 191/78*z + 1
*
[ -1 ] 
f(z) = -35/79*z^3 + 193/79*z + 1
*
[ -1 ] 
f(z) = -34/73*z^3 + 180/73*z + 1
*
[ -1 ] 
f(z) = -34/75*z^3 + 184/75*z + 1
*
[ -1 ] 
f(z) = -34/77*z^3 + 188/77*z + 1
*
[ -1 ] 
f(z) = -34/79*z^3 + 192/79*z + 1
*
[ -1 ] 
f(z) = -33/74*z^3 + 181/74*z + 1
*
[ -1 ] 
f(z) = -33/76*z^3 + 185/76*z + 1
*
[ -1 ] 
f(z) = -33/79*z^3 + 191/79*z + 1
*
[ -1/2 ] 
f(z) = -32/61*z^3 + 191/61*z + 1
*
-1/4 | 0.14320816473122560324191695665986223257 | 0.027265938586995093506862802152317807938
f(z) = -32/63*z^3 + 191/63*z + 1
*
[ -3/2 ] 
f(z) = -32/69*z^3 + 187/69*z + 1
*
[ -1 ] 
f(z) = -32/75*z^3 + 182/75*z + 1
*
[ -3/4 ] 
f(z) = -32/75*z^3 + 193/75*z + 1
*
[ -3/2 ] 
f(z) = -32/75*z^3 + 197/75*z + 1
*
[ -1 ] 
f(z) = -32/79*z^3 + 190/79*z + 1
*
[ -6/5 ] 
f(z) = -31/72*z^3 + 184/75*z + 1
*
[ -1 ] 
f(z) = -31/75*z^3 + 181/75*z + 1
*
[ 5/2 ] 
f(z) = -31/75*z^3 + 191/60*z + 1
*
[ -1 ] 
f(z) = -31/76*z^3 + 183/76*z + 1
*
[ -1 ] 
f(z) = -31/77*z^3 + 185/77*z + 1
*
[ -1 ] 
f(z) = -31/79*z^3 + 189/79*z + 1
*
[ -1 ] 
f(z) = -30/77*z^3 + 184/77*z + 1
*
[ -1 ] 
f(z) = -30/79*z^3 + 188/79*z + 1
*
[ -6/5 ] 
f(z) = -29/72*z^3 + 181/75*z + 1
*
[ 5/2 ] 
f(z) = -29/75*z^3 + 181/60*z + 1
*
[ -1 ] 
f(z) = -29/76*z^3 + 181/76*z + 1
*
[ -1 ] 
f(z) = -29/77*z^3 + 183/77*z + 1
*
[ -1 ] 
f(z) = -29/79*z^3 + 187/79*z + 1
*
[ -1/2 ] 
f(z) = -28/61*z^3 + 190/61*z + 1
*
[ -3/2 ] 
f(z) = -28/75*z^3 + 188/75*z + 1
*
[ -1 ] 
f(z) = -28/79*z^3 + 186/79*z + 1
*
[ -2/3 ] 
f(z) = -27/74*z^3 + 197/74*z + 1
*
[ -4/3 ] 
f(z) = -27/76*z^3 + 181/76*z + 1
*
[ -1 ] 
f(z) = -27/77*z^3 + 181/77*z + 1
*
[ 7/3 ] 
f(z) = -27/77*z^3 + 191/77*z + 1
*
[ -1 ] 
f(z) = -27/79*z^3 + 185/79*z + 1
*
[ -1 ] 
f(z) = -26/77*z^3 + 180/77*z + 1
*
[ -1 ] 
f(z) = -26/79*z^3 + 184/79*z + 1
*
[ -2 ] 
f(z) = -25/62*z^3 + 193/62*z + 1
*
[ -3/5 ] 
f(z) = -25/66*z^3 + 185/66*z + 1
*
[ -2 ] 
f(z) = -25/66*z^3 + 199/66*z + 1
*
[ -3/5 ] 
f(z) = -25/69*z^3 + 193/69*z + 1
*
[ -8/5 ] 
f(z) = -25/72*z^3 + 181/72*z + 1
*
-14/5 | 0.20997903322313496244725423730402620374 | 0.028579075548244754550831764955605975550
f(z) = -25/72*z^3 + 194/63*z + 1
*
[ -4/5 ] 
f(z) = -25/76*z^3 + 187/76*z + 1
*
[ -7/5 ] 
f(z) = -25/77*z^3 + 181/77*z + 1
*
[ -1 ] 
f(z) = -25/79*z^3 + 183/79*z + 1
*
[ -1/2 ] 
f(z) = -24/61*z^3 + 189/61*z + 1
*
[ 5/2 ] 
f(z) = -24/65*z^3 + 189/65*z + 1
*
[ -1 ] 
f(z) = -24/79*z^3 + 182/79*z + 1
*
[ -2 ] 
f(z) = -23/62*z^3 + 185/62*z + 1
*
[ 12/5 ] 
f(z) = -23/64*z^3 + 199/75*z + 1
*
3 | 0.13946484136754190797837235898530276562 | 0.026715581473883423434222080692933584176
f(z) = -23/66*z^3 + 185/66*z + 1
*
[ -2 ] 
f(z) = -23/66*z^3 + 191/66*z + 1
*
[ -2 ] 
f(z) = -23/70*z^3 + 197/70*z + 1
*
-6/23 | 0.24191054636669730411505111427695571767 | 0.028590377337813930386032259105235907928
f(z) = -23/72*z^3 + 197/69*z + 1
*
[ -5/2 ] 
f(z) = -23/75*z^3 + 199/60*z + 1
*
[ -1 ] 
f(z) = -23/79*z^3 + 181/79*z + 1
*
[ -1 ] 
f(z) = -22/79*z^3 + 180/79*z + 1
*
[ -2 ] 
f(z) = -21/74*z^3 + 195/74*z + 1
*
2 | 0.14972234615521326010903832758205826806 | 0.022699716256217963765700104973669567985
f(z) = -35/64*z^3 + 183/80*z + 1
*
[ 21/10 ] 
f(z) = -25/63*z^3 + 191/84*z + 1
*
-5/14 | 0.18283139867917137024388151970820228816 | 0.026584779363637686721762524081932811098
f(z) = -28/75*z^3 + 194/105*z + 1
*
-2 | 0.15160182079895299038983508274331274847 | 0.025366954367269955243837647685298530772
f(z) = -27/70*z^3 + 197/105*z + 1
*
[ 3/2 ] 
f(z) = -34/69*z^3 + 199/138*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.016220649179221362282183307862781248728
f(z) = -33/65*z^3 + 199/130*z + 1
*
-2 | 0.086422629761154410880256917513894005898 | 0.016357996813762544581123829562433618847
f(z) = -33/67*z^3 + 197/134*z + 1
*
-2 | 0.076128676005672747173313435966600295225 | 0.014437451617463928487252090228030877702
f(z) = -32/61*z^3 + 195/122*z + 1
*
-2 | 0.077304719679158342026175044678649982893 | 0.014718334972120577104475546068933607745
f(z) = -32/65*z^3 + 191/130*z + 1
*
-2 | 0.077865532589029021293547223292563622279 | 0.014854881848612650146376429499152955097
f(z) = -32/67*z^3 + 189/134*z + 1
*
-2 | 0.058066708086765723926420178005678596231 | 0.011100268096073420029564990176948903009
f(z) = -32/69*z^3 + 187/138*z + 1
*
5/2 | 0.17962001057318346897194337709642263383 | 0.026059676380134454811785669718985969530
f(z) = -32/75*z^3 + 197/120*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016188665268321801213888362197044719693
f(z) = -31/61*z^3 + 187/122*z + 1
*
-2 | 0.071719586845698981354356902647458893665 | 0.013738447961949589883525643778504148675
f(z) = -31/63*z^3 + 185/126*z + 1
*
-2 | 0.085860909774779297338240828433565550480 | 0.016481646606920723177513306432147615345
f(z) = -31/65*z^3 + 183/130*z + 1
*
-2 | 0.086422261146903588566394244015128697148 | 0.016624470616627418873854273164128413316
f(z) = -31/67*z^3 + 181/134*z + 1
*
[ 5/3 ] 
f(z) = -29/75*z^3 + 199/135*z + 1
*
[ 5/3 ] 
f(z) = -28/75*z^3 + 194/135*z + 1
*
[ 5/3 ] 
f(z) = -26/75*z^3 + 184/135*z + 1
*
-2 | 0.079454086917710059950116888728806680271 | 0.015010298773384076064304558569635758429
f(z) = -34/73*z^3 + 199/146*z + 1
*
-2 | 0.059609185727720709389131565778076187443 | 0.011282772497202128140530643226551598855
f(z) = -34/75*z^3 + 197/150*z + 1
*
-2 | 0.080441855122910409349074658028987575316 | 0.015255426106051308655900687295063377332
f(z) = -34/77*z^3 + 195/154*z + 1
*
-2 | 0.080916652861659677286293241981649320084 | 0.015375530376508377125179196147942467903
f(z) = -34/79*z^3 + 193/158*z + 1
*
-2 | 0.087496307280422793269261178490382927688 | 0.016625775818019399804189333392024835578
f(z) = -33/71*z^3 + 193/142*z + 1
*
-2 | 0.088010718312644113487453766758891517459 | 0.016756690130158766585313892412636620371
f(z) = -33/73*z^3 + 191/146*z + 1
*
-2 | 0.089473296292243293978288921079827467290 | 0.017139309903439553496882736783313618743
f(z) = -33/79*z^3 + 185/158*z + 1
*
-2 | 0.078938917543229235523290755558639787719 | 0.015121367237844339312220163201246336780
f(z) = -32/71*z^3 + 185/142*z + 1
*
-2 | 0.079453951096251757060202774221281933513 | 0.015251782760362079501899150732638397097
f(z) = -32/73*z^3 + 183/146*z + 1
*
-2 | 0.059609739123192641975901633243774669869 | 0.011466725625632946730189035210206763900
f(z) = -32/75*z^3 + 181/150*z + 1
*
[ 8/5 ] 
f(z) = -25/76*z^3 + 185/152*z + 1
*
[ 21/16 ] 
f(z) = -32/63*z^3 + 187/168*z + 1
*
-5/9 | 0.13691331314908455379358426092947311418 | 0.025964977168778075014091921897781230893
f(z) = -27/65*z^3 + 181/195*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -21/65*z^3 + 193/195*z + 1
*
0 | 0.10142512566627332442087311435451739825 | 0.018968222554646141334062193367926608008
f(z) = -39/70*z^3 + 187/210*z + 1
*
-5/3 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -33/70*z^3 + 191/210*z + 1
*
17/9 | 0.15803462078827167095068720636236910252 | 0.029716257055350108509833724387387984921
f(z) = -27/68*z^3 + 181/204*z + 1
*
-17/9 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -27/68*z^3 + 193/204*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -21/68*z^3 + 199/204*z + 1
*
[ 5/4 ] 
f(z) = -29/75*z^3 + 193/240*z + 1
*
-28/39 | 0.27360356555708676554396978859983733063 | 0.028009175440383922118158308244888607305
f(z) = -39/64*z^3 + 193/273*z + 1
*
[ 13/12 ] 
f(z) = -36/65*z^3 + 189/260*z + 1
*
2 | 0.20039275330450015108596918145233795447 | 0.026215822977853737927182273705821850127
f(z) = -29/72*z^3 + 191/261*z + 1
*
[ 5 ] 
f(z) = -38/75*z^3 + 202/15*z + 1
*
[ -5 ] 
f(z) = -38/75*z^3 + 208/15*z + 1
*
[ -5 ] 
f(z) = -37/75*z^3 + 203/15*z + 1
*
[ 12 ] 
f(z) = -31/64*z^3 + 212/3*z + 1
*
[ 16/3 ] 
f(z) = -27/64*z^3 + 205/16*z + 1
*
[ -16/3 ] 
f(z) = -27/64*z^3 + 211/16*z + 1
*
[ 8 ] 
f(z) = -25/64*z^3 + 207/8*z + 1
*
[ -8 ] 
f(z) = -25/64*z^3 + 209/8*z + 1
*
[ 24/5 ] 
f(z) = -25/72*z^3 + 211/24*z + 1
*
[ 4 ] 
f(z) = -23/72*z^3 + 211/36*z + 1
*
[ -21/8 ] 
f(z) = -32/63*z^3 + 205/42*z + 1
*
-4/23 | 0.26437789729144301513037683501230739857 | 0.029856989362210496993892394115841594384
f(z) = -23/64*z^3 + 219/46*z + 1
*
[ -1/2 ] 
f(z) = -40/67*z^3 + 211/67*z + 1
*
[ -3/2 ] 
f(z) = -40/69*z^3 + 205/69*z + 1
*
[ -1/2 ] 
f(z) = -40/69*z^3 + 217/69*z + 1
*
[ -20/13 ] 
f(z) = -39/64*z^3 + 201/65*z + 1
*
[ -12/13 ] 
f(z) = -39/64*z^3 + 203/78*z + 1
*
0 | 0.11384273860136892781339941823703267726 | 0.021160764066706607063095730369980929088
f(z) = -37/60*z^3 + 217/60*z + 1
*
[ -1/2 ] 
f(z) = -36/67*z^3 + 210/67*z + 1
*
[ 12/5 ] 
f(z) = -35/72*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -32/65*z^3 + 203/65*z + 1
*
[ -1/2 ] 
f(z) = -32/67*z^3 + 209/67*z + 1
*
[ -1/2 ] 
f(z) = -32/69*z^3 + 215/69*z + 1
*
-11/4 | 0.15560310677833526550338527090093563181 | 0.029368400571994030459479758278698851629
f(z) = -32/77*z^3 + 200/77*z + 1
*
[ -7/4 ] 
f(z) = -32/77*z^3 + 219/77*z + 1
*
0 | 0.14148318244294355877591565296817297775 | 0.026436272956856073477100768562705890486
f(z) = -31/60*z^3 + 211/60*z + 1
*
0 | 0.091883977239147121248175572492773976419 | 0.017199219087677620755998016499906402467
f(z) = -29/60*z^3 + 209/60*z + 1
*
[ -2 ] 
f(z) = -29/62*z^3 + 209/62*z + 1
*
[ -2 ] 
f(z) = -29/66*z^3 + 215/66*z + 1
*
-3 | 0.14249895886860626951415521502919954760 | 0.026673538597139968799403151053928164275
f(z) = -29/78*z^3 + 209/78*z + 1
*
[ -1/2 ] 
f(z) = -28/65*z^3 + 202/65*z + 1
*
[ 5/2 ] 
f(z) = -28/65*z^3 + 214/65*z + 1
*
[ -1/2 ] 
f(z) = -28/67*z^3 + 208/67*z + 1
*
[ -1/2 ] 
f(z) = -28/69*z^3 + 214/69*z + 1
*
[ -2 ] 
f(z) = -27/62*z^3 + 201/62*z + 1
*
[ -2 ] 
f(z) = -27/70*z^3 + 213/70*z + 1
*
[ -2 ] 
f(z) = -27/74*z^3 + 219/74*z + 1
*
[ -8/15 ] 
f(z) = -25/64*z^3 + 215/72*z + 1
*
[ -11/5 ] 
f(z) = -25/66*z^3 + 217/66*z + 1
*
[ 14/5 ] 
f(z) = -25/72*z^3 + 212/63*z + 1
*
[ -2 ] 
f(z) = -25/74*z^3 + 211/74*z + 1
*
[ -1/2 ] 
f(z) = -24/65*z^3 + 201/65*z + 1
*
[ -1/2 ] 
f(z) = -24/67*z^3 + 207/67*z + 1
*
[ -1/2 ] 
f(z) = -24/71*z^3 + 219/71*z + 1
*
0 | 0.093469242030216684745478147238173577620 | 0.017591872477541975476400025317968777034
f(z) = -23/60*z^3 + 203/60*z + 1
*
[ -12/23 ] 
f(z) = -23/64*z^3 + 208/69*z + 1
*
[ -2 ] 
f(z) = -23/74*z^3 + 203/74*z + 1
*
[ -2 ] 
f(z) = -23/78*z^3 + 209/78*z + 1
*
[ -2/3 ] 
f(z) = -31/72*z^3 + 218/81*z + 1
*
[ -2/3 ] 
f(z) = -29/72*z^3 + 217/81*z + 1
*
[ -2/3 ] 
f(z) = -25/72*z^3 + 215/81*z + 1
*
[ -3/2 ] 
f(z) = -23/63*z^3 + 209/84*z + 1
*
[ -2/3 ] 
f(z) = -23/72*z^3 + 214/81*z + 1
*
-12/35 | 0.24069222587510326899573237875052615745 | 0.025345571952025844124348500614200218771
f(z) = -35/64*z^3 + 208/105*z + 1
*
6/7 | 0.25453722299510480357216262298237962971 | 0.029873900171694261967676598107259213248
f(z) = -35/72*z^3 + 209/105*z + 1
*
[ 3/2 ] 
f(z) = -38/69*z^3 + 217/138*z + 1
*
-2 | 0.084685417425348075249355185836910181854 | 0.015714286554547611103840563623951236068
f(z) = -35/61*z^3 + 219/122*z + 1
*
-2 | 0.086422507601796784881997215757953766061 | 0.016119716092801492282741759544768743874
f(z) = -35/67*z^3 + 213/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.012448594909791808069692263764397030873
f(z) = -35/69*z^3 + 211/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014224582195884062256421333754807576800
f(z) = -34/61*z^3 + 211/122*z + 1
*
-2 | 0.063162410192553249823254407833096351352 | 0.011822998564592489161910412139488378218
f(z) = -34/63*z^3 + 209/126*z + 1
*
-2 | 0.077304689681737885369115913568323746819 | 0.014496299669760406913540316191774484115
f(z) = -34/65*z^3 + 207/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014627941416986232390357759382319367800
f(z) = -34/67*z^3 + 205/134*z + 1
*
-2 | 0.058066945939457316174894603635286179018 | 0.010928796317798585939528480536714469036
f(z) = -34/69*z^3 + 203/138*z + 1
*
-2 | 0.084685344202038812932450755535863012940 | 0.015938652583032632915873375612069462090
f(z) = -33/61*z^3 + 203/122*z + 1
*
1/2 | 0.11714884798125885928899068449018426589 | 0.022008008333702349977094582226762341262
f(z) = -32/63*z^3 + 205/126*z + 1
*
13/8 | 0.089999625532452658382267490950052335393 | 0.016846498419553675981143300161035240168
f(z) = -32/65*z^3 + 209/130*z + 1
*
[ 13/8 ] 
f(z) = -32/65*z^3 + 219/130*z + 1
*
[ 5/3 ] 
f(z) = -32/75*z^3 + 214/135*z + 1
*
[ 5/3 ] 
f(z) = -31/75*z^3 + 209/135*z + 1
*
-2 | 0.088998516329740449485118546012914357065 | 0.016514628268414395408748611287672115884
f(z) = -37/77*z^3 + 219/154*z + 1
*
-2 | 0.089473169813373788879550698905129928316 | 0.016631018016448277084652789374082405079
f(z) = -37/79*z^3 + 217/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.015203073292996654351810564160300297893
f(z) = -36/71*z^3 + 217/142*z + 1
*
-2 | 0.082305898425015316348822392115332100632 | 0.015325162111829977023484969841611494431
f(z) = -36/73*z^3 + 215/146*z + 1
*
-2 | 0.083293646155455803899440367715707297886 | 0.015563500391471707721104846278518478300
f(z) = -36/77*z^3 + 211/154*z + 1
*
-2 | 0.083768460274685955476002252379316707975 | 0.015680123392481007059650924061093543849
f(z) = -36/79*z^3 + 209/158*z + 1
*
-2 | 0.087496410608990482072954380081800244848 | 0.016377936400518356261449085427341066556
f(z) = -35/71*z^3 + 209/142*z + 1
*
-2 | 0.088010660478150824788608303794281207237 | 0.016503900522431166566151556927237887983
f(z) = -35/73*z^3 + 207/146*z + 1
*
-2 | 0.089473442827759626118401106900688977648 | 0.016871261294403958054680829765980404602
f(z) = -35/79*z^3 + 201/158*z + 1
*
-2 | 0.078939489233266710455239475313524163096 | 0.014884961472478732723220311556979204024
f(z) = -34/71*z^3 + 201/142*z + 1
*
[ 3/2 ] 
f(z) = -34/75*z^3 + 203/150*z + 1
*
-4/3 | 0.15492815530302473279773195825213869357 | 0.029213510818054386456352063344756164903
f(z) = -27/70*z^3 + 201/140*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.022160024425230141985810940851277697918
f(z) = -26/75*z^3 + 217/150*z + 1
*
2/15 | 0.15839504144503908559415506808220670791 | 0.023409777334840151287279700865318289549
f(z) = -25/64*z^3 + 217/144*z + 1
*
[ 7/4 ] 
f(z) = -24/77*z^3 + 213/154*z + 1
*
-5/11 | 0.18376140922185255797836010167223922143 | 0.026452000040001069838604185415112600602
f(z) = -22/75*z^3 + 208/165*z + 1
*
0 | 0.14870541131440713982250921728241963423 | 0.027835287778879814585372291205550264280
f(z) = -27/64*z^3 + 209/192*z + 1
*
0 | 0.14360222385575851359569699940341544561 | 0.026832217946421524403468277485209100068
f(z) = -27/65*z^3 + 211/195*z + 1
*
-17/9 | 0.15742525196961123573781961238632290855 | 0.029574479962762039720957184723033301750
f(z) = -27/68*z^3 + 205/204*z + 1
*
0 | 0.15740317494997024916762885687174917466 | 0.029257653930215733367019351726517524339
f(z) = -27/68*z^3 + 217/204*z + 1
*
-44/21 | 0.25485646748064044347833780574426735745 | 0.026543952007320771820184104730355440579
f(z) = -21/64*z^3 + 212/231*z + 1
*
[ 5/4 ] 
f(z) = -31/75*z^3 + 203/240*z + 1
*
-15/8 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = -28/75*z^3 + 203/240*z + 1
*
0 | 0.15250245888626217638750309180175532784 | 0.027425137601055428283634320889175580898
f(z) = -36/65*z^3 + 209/260*z + 1
*
-18/29 | 0.086420182775916176404440383167750639116 | 0.011305679352209917773033914083504640268
f(z) = -29/72*z^3 + 200/261*z + 1
*
-44/27 | 0.29031454418287050767381934875767168014 | 0.029465734491471863642602680051905862203
f(z) = -27/64*z^3 + 218/297*z + 1
*
[ 12 ] 
f(z) = -35/64*z^3 + 239/3*z + 1
*
[ -12 ] 
f(z) = -33/64*z^3 + 226/3*z + 1
*
[ 8 ] 
f(z) = -29/64*z^3 + 239/8*z + 1
*
[ 8 ] 
f(z) = -27/64*z^3 + 223/8*z + 1
*
[ -8 ] 
f(z) = -27/64*z^3 + 225/8*z + 1
*
[ -20/3 ] 
f(z) = -21/64*z^3 + 236/15*z + 1
*
-5/8 | 0.17341031608200650666526078465288633385 | 0.024560710509148582811455800368369306840
f(z) = -32/75*z^3 + 233/30*z + 1
*
-4 | 0.22860047556100586121215881735571994374 | 0.023930931293598274726566004725608756255
f(z) = -27/64*z^3 + 220/27*z + 1
*
[ 24/5 ] 
f(z) = -25/64*z^3 + 235/24*z + 1
*
[ -24/5 ] 
f(z) = -25/72*z^3 + 221/24*z + 1
*
[ 4 ] 
f(z) = -25/72*z^3 + 227/36*z + 1
*
[ -4 ] 
f(z) = -23/72*z^3 + 229/36*z + 1
*
3/8 | 0.14204212950629890924722261590443743042 | 0.021773706272783082528420700518550870463
f(z) = -32/63*z^3 + 227/42*z + 1
*
[ -28/9 ] 
f(z) = -27/64*z^3 + 227/42*z + 1
*
[ -4/15 ] 
f(z) = -27/64*z^3 + 239/50*z + 1
*
-20/21 | 0.13573165473668002533880516675964006539 | 0.015222057810601108891452600339217243988
f(z) = -21/64*z^3 + 233/42*z + 1
*
[ -1/2 ] 
f(z) = -40/71*z^3 + 223/71*z + 1
*
[ -1/2 ] 
f(z) = -40/73*z^3 + 229/73*z + 1
*
[ 5/2 ] 
f(z) = -37/75*z^3 + 221/60*z + 1
*
[ -1/2 ] 
f(z) = -36/71*z^3 + 222/71*z + 1
*
[ -1/2 ] 
f(z) = -36/73*z^3 + 228/73*z + 1
*
[ -2 ] 
f(z) = -35/62*z^3 + 233/62*z + 1
*
-12/5 | 0.25545837925566653976116097514563001488 | 0.028649191854148714348114715829740125965
f(z) = -35/64*z^3 + 233/70*z + 1
*
[ -2 ] 
f(z) = -35/66*z^3 + 239/66*z + 1
*
-10/7 | 0.21287092559715360838772758071525727946 | 0.028485073948808709473944444255985479567
f(z) = -35/72*z^3 + 220/63*z + 1
*
-2/7 | 0.18501785631299256344777035654822191366 | 0.024713157815732620994213311162006348907
f(z) = -35/72*z^3 + 223/63*z + 1
*
[ -2 ] 
f(z) = -33/62*z^3 + 225/62*z + 1
*
[ -2 ] 
f(z) = -33/70*z^3 + 237/70*z + 1
*
[ 5/2 ] 
f(z) = -32/65*z^3 + 239/65*z + 1
*
[ -1/2 ] 
f(z) = -32/71*z^3 + 221/71*z + 1
*
[ -1/2 ] 
f(z) = -32/73*z^3 + 227/73*z + 1
*
[ -1/2 ] 
f(z) = -32/75*z^3 + 233/75*z + 1
*
[ -1/2 ] 
f(z) = -32/77*z^3 + 239/77*z + 1
*
-3 | 0.15055478782238402913361442785465760473 | 0.027491242550000063617736979677539548169
f(z) = -31/60*z^3 + 239/60*z + 1
*
[ -2 ] 
f(z) = -31/66*z^3 + 223/66*z + 1
*
-3 | 0.13321866162475037016108561280428666205 | 0.024400874623104724835643901623722640821
f(z) = -31/66*z^3 + 235/66*z + 1
*
[ -2 ] 
f(z) = -31/70*z^3 + 229/70*z + 1
*
[ -2 ] 
f(z) = -31/74*z^3 + 235/74*z + 1
*
[ -5/2 ] 
f(z) = -31/75*z^3 + 239/60*z + 1
*
-3 | 0.089416349882560919139675080205606561167 | 0.016564219129116009954016181230276747685
f(z) = -29/60*z^3 + 221/60*z + 1
*
3 | 0.16222911628873073379510872771940124971 | 0.029622970143116108382853867712814424201
f(z) = -29/66*z^3 + 239/66*z + 1
*
[ -2 ] 
f(z) = -29/70*z^3 + 221/70*z + 1
*
[ -2 ] 
f(z) = -29/74*z^3 + 227/74*z + 1
*
[ -5/2 ] 
f(z) = -29/75*z^3 + 229/60*z + 1
*
[ -2 ] 
f(z) = -29/78*z^3 + 233/78*z + 1
*
[ -1/2 ] 
f(z) = -28/71*z^3 + 220/71*z + 1
*
[ -1/2 ] 
f(z) = -28/73*z^3 + 226/73*z + 1
*
[ -1/2 ] 
f(z) = -28/75*z^3 + 232/75*z + 1
*
[ 12/5 ] 
f(z) = -27/64*z^3 + 226/75*z + 1
*
[ -2/5 ] 
f(z) = -25/62*z^3 + 221/62*z + 1
*
[ -12/25 ] 
f(z) = -25/64*z^3 + 238/75*z + 1
*
[ -2/5 ] 
f(z) = -25/66*z^3 + 235/66*z + 1
*
-6/25 | 0.23091319436869613803449270662455679875 | 0.026681232952573657417074825320751834373
f(z) = -25/72*z^3 + 239/75*z + 1
*
[ -11/5 ] 
f(z) = -25/77*z^3 + 233/77*z + 1
*
[ -1/2 ] 
f(z) = -24/73*z^3 + 225/73*z + 1
*
[ -1/2 ] 
f(z) = -24/77*z^3 + 237/77*z + 1
*
-3 | 0.13386667698365549896512813749413824010 | 0.024676112508370112121286960114201915033
f(z) = -23/60*z^3 + 227/60*z + 1
*
[ 8/3 ] 
f(z) = -23/64*z^3 + 229/72*z + 1
*
0 | 0.15613613716289328840994026342378912322 | 0.028643374742799620299390144147438847128
f(z) = -23/70*z^3 + 233/70*z + 1
*
-3 | 0.14249841070415072281096201692011945524 | 0.026141516321708921955006054973916081091
f(z) = -23/78*z^3 + 233/78*z + 1
*
[ 20/7 ] 
f(z) = -21/64*z^3 + 233/70*z + 1
*
[ -2/3 ] 
f(z) = -37/72*z^3 + 221/81*z + 1
*
[ -2/3 ] 
f(z) = -35/72*z^3 + 220/81*z + 1
*
[ -8/11 ] 
f(z) = -33/64*z^3 + 233/88*z + 1
*
[ -3/2 ] 
f(z) = -31/63*z^3 + 233/84*z + 1
*
[ -3/2 ] 
f(z) = -29/63*z^3 + 227/84*z + 1
*
-12/5 | 0.18838380727962928112598197941414996277 | 0.028877444322413703346563015371788547986
f(z) = -25/63*z^3 + 227/84*z + 1
*
[ -3/2 ] 
f(z) = -25/72*z^3 + 235/96*z + 1
*
[ -3/2 ] 
f(z) = -23/72*z^3 + 229/96*z + 1
*
-12/37 | 0.26267780630549180997217614867452371783 | 0.027273763137020420253493495064820518027
f(z) = -37/64*z^3 + 238/111*z + 1
*
[ 20/11 ] 
f(z) = -33/64*z^3 + 237/110*z + 1
*
[ 15/7 ] 
f(z) = -28/75*z^3 + 236/105*z + 1
*
[ 20/13 ] 
f(z) = -39/64*z^3 + 233/130*z + 1
*
-2 | 0.077304297806149684816113640063830406995 | 0.014115733095472715374907066400786678278
f(z) = -38/65*z^3 + 239/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014240028139130737721895840222564149580
f(z) = -38/67*z^3 + 237/134*z + 1
*
-2 | 0.058066122959227274452676631823293173252 | 0.010635628438971283654638132802752582719
f(z) = -38/69*z^3 + 235/138*z + 1
*
-2 | 0.085239686199099554126632494864841664385 | 0.015612849359767134508902731109739448815
f(z) = -37/61*z^3 + 235/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.013156938020328147809758866826791034505
f(z) = -37/63*z^3 + 233/126*z + 1
*
-2 | 0.085861483662248485308330192712882695372 | 0.015776349451504428547598156777667343655
f(z) = -37/65*z^3 + 231/130*z + 1
*
-2 | 0.086422560059177183340849510388820511823 | 0.015904854904731511372084865883062086198
f(z) = -37/67*z^3 + 229/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.012280680944011212984888088717715548172
f(z) = -37/69*z^3 + 227/138*z + 1
*
[ 5/3 ] 
f(z) = -37/75*z^3 + 239/135*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.014558613638771003816377845599877168046
f(z) = -36/61*z^3 + 227/122*z + 1
*
-2 | 0.080155925494198816079676307028888702336 | 0.014824002062829606130614652106514079493
f(z) = -36/65*z^3 + 223/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.014952705231975266433572195733122548919
f(z) = -36/67*z^3 + 221/134*z + 1
*
-3/5 | 0.18182324195832032552368714268204482456 | 0.027986692202359720130737823488096382171
f(z) = -35/72*z^3 + 221/120*z + 1
*
[ 5/3 ] 
f(z) = -34/75*z^3 + 224/135*z + 1
*
-5/8 | 0.10524657941876188733925245925033464023 | 0.019307620064561587445857151743844012771
f(z) = -32/65*z^3 + 233/130*z + 1
*
0 | 0.15972968489432256522728631139046677631 | 0.029166574994913828013304164806770140280
f(z) = -25/63*z^3 + 239/126*z + 1
*
[ 2 ] 
f(z) = -22/61*z^3 + 237/122*z + 1
*
0 | 0.093391325756603105778070451650122049685 | 0.017132758565574384982666070124251114266
f(z) = -22/63*z^3 + 233/126*z + 1
*
[ 2 ] 
f(z) = -22/63*z^3 + 239/126*z + 1
*
[ 2 ] 
f(z) = -21/61*z^3 + 229/122*z + 1
*
[ 2 ] 
f(z) = -21/65*z^3 + 233/130*z + 1
*
[ 2 ] 
f(z) = -21/67*z^3 + 235/134*z + 1
*
-2 | 0.088011119557598479908050551134669961713 | 0.016070794358990587854289433487245702392
f(z) = -39/73*z^3 + 239/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.016301276628853278245008036003855324870
f(z) = -39/77*z^3 + 235/154*z + 1
*
-2 | 0.089473454159645136220863151652270814713 | 0.016414019993037777206067282146403522396
f(z) = -39/79*z^3 + 233/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014481491747544524693150618007594673887
f(z) = -38/71*z^3 + 233/142*z + 1
*
-2 | 0.079453535336625653860629039312334372657 | 0.014598941052065630721425805167839616656
f(z) = -38/73*z^3 + 231/146*z + 1
*
[ 3/2 ] 
f(z) = -38/75*z^3 + 221/150*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.010970282188156857245171284196888512006
f(z) = -38/75*z^3 + 229/150*z + 1
*
-2 | 0.080441910259681584829024565499076560252 | 0.014828138508274716752228499535858531760
f(z) = -38/77*z^3 + 227/154*z + 1
*
-2 | 0.080916610029412075193277810836595298749 | 0.014940012928209013614687234023169256407
f(z) = -38/79*z^3 + 225/158*z + 1
*
-2 | 0.087496373732817929751304049962588779652 | 0.016154865537057957590998421569550336245
f(z) = -37/71*z^3 + 225/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.016276591337063966860518747741916100555
f(z) = -37/73*z^3 + 223/146*z + 1
*
-2 | 0.068166637247553621387079799850842760520 | 0.012627747812860072109450702225858942083
f(z) = -37/75*z^3 + 221/150*z + 1
*
[ 12/7 ] 
f(z) = -25/64*z^3 + 230/147*z + 1
*
-7/4 | 0.15251223954610020935272836196754241585 | 0.027934765221826171511596291599796354045
f(z) = -24/77*z^3 + 235/154*z + 1
*
[ 2 ] 
f(z) = -21/71*z^3 + 239/142*z + 1
*
-3/7 | 0.12844901036639193173417829027371027859 | 0.019535745819576417361148657360848070965
f(z) = -35/72*z^3 + 239/168*z + 1
*
0 | 0.12836078163468101726370281315771797975 | 0.023661191572466142474085311332143679039
f(z) = -33/64*z^3 + 227/192*z + 1
*
[ 13/9 ] 
f(z) = -27/65*z^3 + 229/195*z + 1
*
[ 3/2 ] 
f(z) = -24/61*z^3 + 223/183*z + 1
*
[ 3/2 ] 
f(z) = -24/65*z^3 + 227/195*z + 1
*
3/5 | 0.16613858665220249365495279546147066712 | 0.025537058272562449030056161579897463790
f(z) = -40/63*z^3 + 223/210*z + 1
*
[ 6/5 ] 
f(z) = -40/63*z^3 + 227/210*z + 1
*
[ 16/13 ] 
f(z) = -39/64*z^3 + 231/208*z + 1
*
[ 4/3 ] 
f(z) = -33/68*z^3 + 227/204*z + 1
*
0 | 0.11804283547994711588124262544577680789 | 0.021554573377615966690865158732464014402
f(z) = -33/70*z^3 + 239/210*z + 1
*
[ 10/7 ] 
f(z) = -28/75*z^3 + 223/210*z + 1
*
0 | 0.15825591684252589468035209957364658192 | 0.029316625969430395836484662086932635192
f(z) = -27/70*z^3 + 221/210*z + 1
*
[ 3/2 ] 
f(z) = -24/67*z^3 + 229/201*z + 1
*
[ 3/2 ] 
f(z) = -24/71*z^3 + 233/213*z + 1
*
[ 3/2 ] 
f(z) = -24/73*z^3 + 235/219*z + 1
*
[ 4/3 ] 
f(z) = -33/76*z^3 + 233/228*z + 1
*
[ 3/2 ] 
f(z) = -24/77*z^3 + 239/231*z + 1
*
[ 5/4 ] 
f(z) = -37/75*z^3 + 233/240*z + 1
*
[ 6/5 ] 
f(z) = -35/64*z^3 + 229/240*z + 1
*
-4/7 | 0.18159441211508225093823466692603735617 | 0.029183155704633219531440674127578803816
f(z) = -35/72*z^3 + 229/252*z + 1
*
-3/2 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -35/66*z^3 + 227/264*z + 1
*
[ 36/31 ] 
f(z) = -31/64*z^3 + 221/279*z + 1
*
2 | 0.21265520226504299421897840906061180373 | 0.027579401296242164789771360285780941895
f(z) = -31/72*z^3 + 224/279*z + 1
*
[ 36/29 ] 
f(z) = -29/64*z^3 + 233/261*z + 1
*
[ 5/4 ] 
f(z) = -28/65*z^3 + 227/260*z + 1
*
[ -12 ] 
f(z) = -37/64*z^3 + 253/3*z + 1
*
[ 8 ] 
f(z) = -31/64*z^3 + 255/8*z + 1
*
[ -8 ] 
f(z) = -31/64*z^3 + 257/8*z + 1
*
[ -8 ] 
f(z) = -29/64*z^3 + 241/8*z + 1
*
4 | 0.24990975496878089207864407714968025747 | 0.027921215366699659855928520803245146841
f(z) = -39/64*z^3 + 241/26*z + 1
*
[ 4 ] 
f(z) = -29/72*z^3 + 259/36*z + 1
*
[ -24/5 ] 
f(z) = -25/64*z^3 + 245/24*z + 1
*
[ -4 ] 
f(z) = -25/72*z^3 + 245/36*z + 1
*
-4/7 | 0.19061882071046828073786336717005327036 | 0.019643201952792501504539391547233596341
f(z) = -21/64*z^3 + 256/21*z + 1
*
-18/5 | 0.17108815087486268809602379478466633781 | 0.022497110420998712859197407378015104308
f(z) = -35/72*z^3 + 251/45*z + 1
*
-3/4 | 0.16529299932718603560413313916704806361 | 0.024864733428920465133380164902074182654
f(z) = -32/63*z^3 + 257/42*z + 1
*
[ -1/2 ] 
f(z) = -40/77*z^3 + 241/77*z + 1
*
[ -1/2 ] 
f(z) = -40/79*z^3 + 247/79*z + 1
*
[ -2 ] 
f(z) = -39/62*z^3 + 249/62*z + 1
*
[ -2 ] 
f(z) = -37/62*z^3 + 241/62*z + 1
*
[ -2 ] 
f(z) = -37/66*z^3 + 247/66*z + 1
*
[ -2 ] 
f(z) = -37/70*z^3 + 253/70*z + 1
*
[ -1/3 ] 
f(z) = -36/61*z^3 + 248/61*z + 1
*
[ -1/2 ] 
f(z) = -36/79*z^3 + 246/79*z + 1
*
[ 18/7 ] 
f(z) = -35/72*z^3 + 241/63*z + 1
*
[ -12/5 ] 
f(z) = -35/72*z^3 + 253/60*z + 1
*
[ -2 ] 
f(z) = -35/74*z^3 + 251/74*z + 1
*
[ -2 ] 
f(z) = -35/78*z^3 + 257/78*z + 1
*
[ -2 ] 
f(z) = -33/74*z^3 + 243/74*z + 1
*
[ -9/4 ] 
f(z) = -32/63*z^3 + 253/63*z + 1
*
[ -1/2 ] 
f(z) = -32/79*z^3 + 245/79*z + 1
*
3 | 0.13125143134932990888320044210625051120 | 0.023619847490690055008822243136900456806
f(z) = -31/60*z^3 + 259/60*z + 1
*
[ 12/5 ] 
f(z) = -31/64*z^3 + 253/75*z + 1
*
[ -2 ] 
f(z) = -31/78*z^3 + 241/78*z + 1
*
3 | 0.16370743611945752933555697207436976236 | 0.029585380977239743875827388838051802684
f(z) = -31/78*z^3 + 253/78*z + 1
*
[ -1/2 ] 
f(z) = -28/79*z^3 + 244/79*z + 1
*
[ -1/3 ] 
f(z) = -27/61*z^3 + 247/61*z + 1
*
[ -1/3 ] 
f(z) = -27/62*z^3 + 251/62*z + 1
*
-20/9 | 0.17056185874029968029762899664328623760 | 0.017686387192677305268375118130927226345
f(z) = -27/64*z^3 + 241/75*z + 1
*
[ -1/3 ] 
f(z) = -27/64*z^3 + 259/64*z + 1
*
[ -7/3 ] 
f(z) = -27/70*z^3 + 247/70*z + 1
*
-10/3 | 0.10185984890939229607942509713976634463 | 0.018434660476069056043184329121628625245
f(z) = -27/70*z^3 + 251/70*z + 1
*
[ -7/3 ] 
f(z) = -27/77*z^3 + 257/77*z + 1
*
-1/5 | 0.16141833506802320384676981815240256118 | 0.029171692214484542259167768434672748909
f(z) = -25/63*z^3 + 253/63*z + 1
*
[ 8/3 ] 
f(z) = -25/64*z^3 + 245/72*z + 1
*
-3 | 0.15972732307884278018182621939864789166 | 0.028991843253620407662389500062692501491
f(z) = -25/66*z^3 + 247/66*z + 1
*
-17/5 | 0.15826285262419533709890215868701383387 | 0.028854824443513736435059706491082588664
f(z) = -25/68*z^3 + 241/68*z + 1
*
[ -14/5 ] 
f(z) = -25/72*z^3 + 257/63*z + 1
*
[ -5/2 ] 
f(z) = -24/65*z^3 + 241/65*z + 1
*
[ -1/2 ] 
f(z) = -24/79*z^3 + 243/79*z + 1
*
[ 3 ] 
f(z) = -23/60*z^3 + 247/60*z + 1
*
[ 3 ] 
f(z) = -23/66*z^3 + 251/66*z + 1
*
0 | 0.15444293992008887208111335446033533763 | 0.028012140363202468103599350781618412938
f(z) = -23/75*z^3 + 248/75*z + 1
*
[ 3 ] 
f(z) = -23/75*z^3 + 257/75*z + 1
*
[ 3 ] 
f(z) = -23/78*z^3 + 259/78*z + 1
*
[ 3 ] 
f(z) = -22/69*z^3 + 244/69*z + 1
*
0 | 0.14434392927362496478696063012116905709 | 0.026199628788913926971042928475515200245
f(z) = -22/75*z^3 + 247/75*z + 1
*
[ 3 ] 
f(z) = -22/75*z^3 + 248/75*z + 1
*
[ -12/5 ] 
f(z) = -21/64*z^3 + 248/75*z + 1
*
[ -3/2 ] 
f(z) = -37/63*z^3 + 251/84*z + 1
*
-4/15 | 0.25133511384550885994139083361186041197 | 0.027953490718977758782163217388612300599
f(z) = -35/64*z^3 + 251/90*z + 1
*
[ -12/7 ] 
f(z) = -35/72*z^3 + 253/84*z + 1
*
[ -3/2 ] 
f(z) = -31/72*z^3 + 253/96*z + 1
*
[ -3/2 ] 
f(z) = -29/72*z^3 + 247/96*z + 1
*
[ 12/5 ] 
f(z) = -25/63*z^3 + 241/84*z + 1
*
-3/10 | 0.13643871571810555256402674296782738056 | 0.020597429376978235043884390664682503081
f(z) = -40/63*z^3 + 251/105*z + 1
*
-16/7 | 0.13886427351492100446828146667884504291 | 0.020022618055638098838520162567295254129
f(z) = -35/64*z^3 + 257/112*z + 1
*
[ -15/14 ] 
f(z) = -28/75*z^3 + 248/105*z + 1
*
[ -6/5 ] 
f(z) = -25/68*z^3 + 241/102*z + 1
*
[ 16/7 ] 
f(z) = -21/64*z^3 + 255/112*z + 1
*
-2 | 0.080206348990702921351746491606464157180 | 0.014433836732060424946074959847875666555
f(z) = -40/61*z^3 + 259/122*z + 1
*
5/4 | 0.11937104245651602242390567828366502944 | 0.021603847462190643670608353547482846374
f(z) = -40/63*z^3 + 251/126*z + 1
*
-2 | 0.066115804965462436538771658229935587739 | 0.011914741112566825710614234041654762402
f(z) = -40/63*z^3 + 257/126*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014071786975323836463042815079128578206
f(z) = -40/67*z^3 + 253/134*z + 1
*
-2 | 0.058066106499356164353403484144953379500 | 0.010508841019733688920695682792036667908
f(z) = -40/69*z^3 + 251/138*z + 1
*
-2 | 0.087896832955702211213321091126801151415 | 0.015907624935723996504530487802848849537
f(z) = -39/61*z^3 + 251/122*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.015709506339971969334524087946331012710
f(z) = -39/67*z^3 + 245/134*z + 1
*
-2 | 0.078304270389604782390744580654309188664 | 0.014255123704202524065826872154915077431
f(z) = -38/61*z^3 + 243/122*z + 1
*
-2 | 0.063163315754512958332284338989981020834 | 0.011516071883870880974019973809539557263
f(z) = -38/63*z^3 + 241/126*z + 1
*
[ 5/3 ] 
f(z) = -38/75*z^3 + 244/135*z + 1
*
0 | 0.090286224701571883049071801464760977250 | 0.016270496803483044868911225414544670817
f(z) = -34/63*z^3 + 257/126*z + 1
*
0 | 0.093391844976611827508657883368166232255 | 0.016877872986686968128584292015832363197
f(z) = -32/63*z^3 + 253/126*z + 1
*
15/8 | 0.14581044859227745990924865518748892596 | 0.026388868061771728777936275477479877731
f(z) = -32/65*z^3 + 251/130*z + 1
*
0 | 0.15973072157464892437292250264615988064 | 0.028992460108994996167342506712736363355
f(z) = -29/63*z^3 + 247/126*z + 1
*
0 | 0.11741471331949727622880858202010934288 | 0.021407303632802274935546440814457411614
f(z) = -26/63*z^3 + 241/126*z + 1
*
[ 2 ] 
f(z) = -24/61*z^3 + 253/122*z + 1
*
[ 2 ] 
f(z) = -24/65*z^3 + 257/130*z + 1
*
[ 2 ] 
f(z) = -24/67*z^3 + 259/134*z + 1
*
[ 2 ] 
f(z) = -23/61*z^3 + 245/122*z + 1
*
[ 2 ] 
f(z) = -23/63*z^3 + 247/126*z + 1
*
[ 2 ] 
f(z) = -23/65*z^3 + 249/130*z + 1
*
[ 2 ] 
f(z) = -23/67*z^3 + 251/134*z + 1
*
[ 2 ] 
f(z) = -22/65*z^3 + 241/130*z + 1
*
[ 2 ] 
f(z) = -22/67*z^3 + 243/134*z + 1
*
[ 2 ] 
f(z) = -22/69*z^3 + 245/138*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014307057572178907557916982304987554088
f(z) = -40/71*z^3 + 249/142*z + 1
*
-2 | 0.079454471771956082778210322914791399708 | 0.014421650266277329861722650640990776626
f(z) = -40/73*z^3 + 247/146*z + 1
*
-2 | 0.080442232454288179687246638459436250597 | 0.014644335091465510477525029336638548049
f(z) = -40/77*z^3 + 243/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014752725023880662770499230797237001776
f(z) = -40/79*z^3 + 241/158*z + 1
*
-2 | 0.087496738168156702677565724634824088059 | 0.015952593911707812498541452763147087842
f(z) = -39/71*z^3 + 241/142*z + 1
*
-3/8 | 0.11921827528262041377911790871958097269 | 0.021454375402458987167449671384353761953
f(z) = -32/75*z^3 + 259/150*z + 1
*
[ 12/7 ] 
f(z) = -29/64*z^3 + 257/147*z + 1
*
[ 2 ] 
f(z) = -23/71*z^3 + 255/142*z + 1
*
[ 2 ] 
f(z) = -23/73*z^3 + 257/146*z + 1
*
[ 2 ] 
f(z) = -23/75*z^3 + 259/150*z + 1
*
[ 2 ] 
f(z) = -22/71*z^3 + 247/142*z + 1
*
[ 2 ] 
f(z) = -22/73*z^3 + 249/146*z + 1
*
[ 2 ] 
f(z) = -22/75*z^3 + 251/150*z + 1
*
[ 2 ] 
f(z) = -22/79*z^3 + 255/158*z + 1
*
[ 2 ] 
f(z) = -21/73*z^3 + 241/146*z + 1
*
[ 2 ] 
f(z) = -21/79*z^3 + 247/158*z + 1
*
-2 | 0.16005433495532286485134268283309165944 | 0.025738000816051368658455052329082830754
f(z) = -35/66*z^3 + 251/165*z + 1
*
[ 16/11 ] 
f(z) = -33/64*z^3 + 247/176*z + 1
*
[ 3/2 ] 
f(z) = -28/61*z^3 + 250/183*z + 1
*
[ 3/2 ] 
f(z) = -28/65*z^3 + 254/195*z + 1
*
20/9 | 0.14253830030052224951846926187800285537 | 0.025929404824230151624769559603389531923
f(z) = -27/65*z^3 + 244/195*z + 1
*
[ 5/3 ] 
f(z) = -21/65*z^3 + 253/195*z + 1
*
0 | 0.15740328376761290978315130079692865679 | 0.028446087897530231697083190067652550178
f(z) = -39/68*z^3 + 253/204*z + 1
*
[ 4/3 ] 
f(z) = -39/68*z^3 + 259/204*z + 1
*
[ 3/2 ] 
f(z) = -28/67*z^3 + 256/201*z + 1
*
[ 36/23 ] 
f(z) = -23/64*z^3 + 257/207*z + 1
*
[ 8/5 ] 
f(z) = -23/64*z^3 + 259/200*z + 1
*
[ 8/5 ] 
f(z) = -21/64*z^3 + 243/200*z + 1
*
0 | 0.16358142209961124401136545739431559595 | 0.029605070190918111954954119526810204945
f(z) = -33/76*z^3 + 251/228*z + 1
*
[ 36/25 ] 
f(z) = -25/64*z^3 + 251/225*z + 1
*
[ 3/2 ] 
f(z) = -24/79*z^3 + 241/237*z + 1
*
[ 4/3 ] 
f(z) = -27/61*z^3 + 253/244*z + 1
*
-18/31 | 0.086831857927142548125094039292321290998 | 0.011261284133017475954304281970897825591
f(z) = -31/72*z^3 + 242/279*z + 1
*
[ 4/3 ] 
f(z) = -27/65*z^3 + 257/260*z + 1
*
[ 4/3 ] 
f(z) = -27/67*z^3 + 259/268*z + 1
*
[ 12 ] 
f(z) = -39/64*z^3 + 266/3*z + 1
*
[ 8 ] 
f(z) = -33/64*z^3 + 271/8*z + 1
*
[ -8 ] 
f(z) = -33/64*z^3 + 273/8*z + 1
*
[ -28/3 ] 
f(z) = -27/64*z^3 + 265/7*z + 1
*
[ 4 ] 
f(z) = -31/72*z^3 + 275/36*z + 1
*
[ -4 ] 
f(z) = -29/72*z^3 + 277/36*z + 1
*
[ -4/21 ] 
f(z) = -21/64*z^3 + 263/42*z + 1
*
2/3 | 0.12535128306736086547992177993882381766 | 0.017937016573409610458207214854923517614
f(z) = -21/64*z^3 + 271/48*z + 1
*
[ -2 ] 
f(z) = -39/70*z^3 + 261/70*z + 1
*
[ -2 ] 
f(z) = -39/74*z^3 + 267/74*z + 1
*
[ -5/2 ] 
f(z) = -37/75*z^3 + 269/60*z + 1
*
[ -2 ] 
f(z) = -37/78*z^3 + 265/78*z + 1
*
[ -1/3 ] 
f(z) = -36/67*z^3 + 272/67*z + 1
*
-20/7 | 0.16532171056270554840736597969349388367 | 0.018261569921510183308736088767815621001
f(z) = -35/64*z^3 + 267/70*z + 1
*
-3 | 0.14249887228141553886717734651104156341 | 0.025573390731577230839916151948245257842
f(z) = -35/78*z^3 + 263/78*z + 1
*
-11/4 | 0.16336537728540108782255231986163769488 | 0.029180611694126236434390639983518735565
f(z) = -32/77*z^3 + 270/77*z + 1
*
0 | 0.12561610414480845781000472570418376588 | 0.022422963196821833368918363581500716567
f(z) = -31/60*z^3 + 271/60*z + 1
*
0 | 0.14999715171950905547532826764963015844 | 0.026810525430569031113000204072563621642
f(z) = -29/60*z^3 + 269/60*z + 1
*
[ 8/3 ] 
f(z) = -29/64*z^3 + 277/72*z + 1
*
[ -5/2 ] 
f(z) = -28/65*z^3 + 266/65*z + 1
*
[ -1/3 ] 
f(z) = -27/65*z^3 + 263/65*z + 1
*
[ -1/3 ] 
f(z) = -27/67*z^3 + 271/67*z + 1
*
[ -1/3 ] 
f(z) = -27/68*z^3 + 275/68*z + 1
*
10/3 | 0.13124312022565207344856090167776995075 | 0.023306372644220219219715827953097591440
f(z) = -27/70*z^3 + 279/70*z + 1
*
[ 3 ] 
f(z) = -25/66*z^3 + 269/66*z + 1
*
[ 3 ] 
f(z) = -25/69*z^3 + 271/69*z + 1
*
-7/5 | 0.086808450983754346116799453598696789631 | 0.015557823351852143702579315947199641865
f(z) = -25/72*z^3 + 265/72*z + 1
*
[ -2/5 ] 
f(z) = -25/74*z^3 + 263/74*z + 1
*
0 | 0.10454920781087864835608383725336842306 | 0.018762799306539932304628264729424351767
f(z) = -23/60*z^3 + 263/60*z + 1
*
[ -3/2 ] 
f(z) = -37/72*z^3 + 271/96*z + 1
*
[ -4/9 ] 
f(z) = -35/64*z^3 + 272/81*z + 1
*
[ -3/2 ] 
f(z) = -35/72*z^3 + 265/96*z + 1
*
[ -4/9 ] 
f(z) = -31/64*z^3 + 271/81*z + 1
*
-6/5 | 0.19872669883551348724198034013106114927 | 0.029756891070232255574698785794690793032
f(z) = -25/63*z^3 + 265/84*z + 1
*
[ -21/10 ] 
f(z) = -25/63*z^3 + 271/84*z + 1
*
[ -4/9 ] 
f(z) = -23/64*z^3 + 269/81*z + 1
*
-21/10 | 0.18766539955022060601363617477609118750 | 0.028037699781329603956300165670412517410
f(z) = -40/63*z^3 + 269/105*z + 1
*
-12/7 | 0.27876854219452839289197348911314552621 | 0.028548646261713678687162561440785352505
f(z) = -35/64*z^3 + 272/105*z + 1
*
[ -2/3 ] 
f(z) = -33/68*z^3 + 277/102*z + 1
*
[ -5/7 ] 
f(z) = -28/75*z^3 + 272/105*z + 1
*
-20/7 | 0.19083930668178216674595871254649367749 | 0.026369731957813228129422269682023855697
f(z) = -28/75*z^3 + 278/105*z + 1
*
20/9 | 0.18136534262621573165664788553223376156 | 0.028947585513923861508554692807012598887
f(z) = -27/70*z^3 + 263/105*z + 1
*
-14/5 | 0.20044744618275868292856056465220338033 | 0.028682826982677739348408607270033608615
f(z) = -25/64*z^3 + 271/112*z + 1
*
[ -6/5 ] 
f(z) = -25/76*z^3 + 263/114*z + 1
*
[ -2/3 ] 
f(z) = -21/68*z^3 + 269/102*z + 1
*
0 | 0.15305591841968723327900518098912910840 | 0.027357250094745695429974691137013863820
f(z) = -40/63*z^3 + 269/126*z + 1
*
0 | 0.14633769170074110648889812522409558153 | 0.026226662627858650726701705251471414936
f(z) = -38/63*z^3 + 265/126*z + 1
*
0 | 0.15246215476861917672805836176113944597 | 0.027361439380209021964016431988027645826
f(z) = -34/65*z^3 + 263/130*z + 1
*
-7/4 | 0.14286516161247076922974140058093998652 | 0.025674299158731765629685064271055321389
f(z) = -32/65*z^3 + 261/130*z + 1
*
[ 2 ] 
f(z) = -27/61*z^3 + 277/122*z + 1
*
[ 2 ] 
f(z) = -26/61*z^3 + 269/122*z + 1
*
[ 2 ] 
f(z) = -26/63*z^3 + 271/126*z + 1
*
[ 2 ] 
f(z) = -26/67*z^3 + 275/134*z + 1
*
[ 2 ] 
f(z) = -26/69*z^3 + 277/138*z + 1
*
[ 2 ] 
f(z) = -25/61*z^3 + 261/122*z + 1
*
[ 2 ] 
f(z) = -25/63*z^3 + 263/126*z + 1
*
[ 2 ] 
f(z) = -25/67*z^3 + 267/134*z + 1
*
[ 2 ] 
f(z) = -25/69*z^3 + 269/138*z + 1
*
[ -5/4 ] 
f(z) = -22/75*z^3 + 271/120*z + 1
*
-3/2 | 0.11921930889904130350129910592231554014 | 0.021281110363939101805605945323358128071
f(z) = -38/75*z^3 + 271/150*z + 1
*
[ 2 ] 
f(z) = -26/71*z^3 + 279/142*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.021198246407995810356455765578927061878
f(z) = -26/75*z^3 + 277/150*z + 1
*
[ 2 ] 
f(z) = -25/71*z^3 + 271/142*z + 1
*
[ 2 ] 
f(z) = -25/73*z^3 + 273/146*z + 1
*
[ 2 ] 
f(z) = -25/77*z^3 + 277/154*z + 1
*
[ 2 ] 
f(z) = -25/79*z^3 + 279/158*z + 1
*
[ 2 ] 
f(z) = -24/71*z^3 + 263/142*z + 1
*
[ 2 ] 
f(z) = -24/73*z^3 + 265/146*z + 1
*
-11/4 | 0.14522884722725895517698045777152598351 | 0.026027935358248215410481971365765048700
f(z) = -24/77*z^3 + 265/154*z + 1
*
[ 2 ] 
f(z) = -24/77*z^3 + 269/154*z + 1
*
[ 2 ] 
f(z) = -24/79*z^3 + 271/158*z + 1
*
[ 2 ] 
f(z) = -23/77*z^3 + 261/154*z + 1
*
[ 2 ] 
f(z) = -23/79*z^3 + 263/158*z + 1
*
0 | 0.11921890123084424303914676451503728250 | 0.021309213852480936857979746060048177609
f(z) = -22/75*z^3 + 269/150*z + 1
*
[ 3/2 ] 
f(z) = -32/61*z^3 + 277/183*z + 1
*
[ 3/2 ] 
f(z) = -28/71*z^3 + 260/213*z + 1
*
[ 3/2 ] 
f(z) = -28/73*z^3 + 262/219*z + 1
*
[ 14/9 ] 
f(z) = -27/70*z^3 + 271/210*z + 1
*
[ 4/3 ] 
f(z) = -39/76*z^3 + 265/228*z + 1
*
[ 3/2 ] 
f(z) = -28/79*z^3 + 268/237*z + 1
*
-7/3 | 0.13366231881053596871444403263688399580 | 0.024037038564663463661960945632371876716
f(z) = -24/77*z^3 + 260/231*z + 1
*
-1/2 | 0.16643097903756014345786175094864863141 | 0.029592898467058266346060634217244264093
f(z) = -37/60*z^3 + 277/240*z + 1
*
-1/2 | 0.16643091321532604655026986912419223459 | 0.029708565372626529697808802399279641326
f(z) = -31/60*z^3 + 271/240*z + 1
*
-1/2 | 0.16643082902755521131696440880531840768 | 0.029747884695957212304948697602077768501
f(z) = -29/60*z^3 + 269/240*z + 1
*
[ 5/4 ] 
f(z) = -36/65*z^3 + 277/260*z + 1
*
1/10 | 0.15461086915953855295454942441864226214 | 0.027709382708724780296433802650510867868
f(z) = -25/66*z^3 + 265/264*z + 1
*
[ 4/3 ] 
f(z) = -27/71*z^3 + 263/284*z + 1
*
[ 4/3 ] 
f(z) = -27/73*z^3 + 265/292*z + 1
*
[ 8 ] 
f(z) = -35/64*z^3 + 287/8*z + 1
*
[ -8 ] 
f(z) = -35/64*z^3 + 289/8*z + 1
*
[ 12 ] 
f(z) = -21/64*z^3 + 289/6*z + 1
*
-4 | 0.27765806215565704569576839570989139095 | 0.028319942585944532516715490762159900442
f(z) = -31/64*z^3 + 283/31*z + 1
*
[ -4 ] 
f(z) = -31/72*z^3 + 293/36*z + 1
*
2/5 | 0.15793565846766407076746573511219515543 | 0.020326860179416733056882793146490470757
f(z) = -35/72*z^3 + 296/45*z + 1
*
-4/3 | 0.26091055673291279023920877362755985848 | 0.028527571251757915753221735996627943418
f(z) = -39/64*z^3 + 293/78*z + 1
*
-3 | 0.13841869858825483539595011481882275477 | 0.024427863662057557693764744303394653556
f(z) = -37/66*z^3 + 289/66*z + 1
*
[ -1/3 ] 
f(z) = -36/71*z^3 + 288/71*z + 1
*
[ -1/3 ] 
f(z) = -36/73*z^3 + 296/73*z + 1
*
[ -2/7 ] 
f(z) = -35/72*z^3 + 286/63*z + 1
*
[ -18/7 ] 
f(z) = -35/72*z^3 + 290/63*z + 1
*
-28/11 | 0.25904184295855154118841173609582296040 | 0.028453346427752762832583654031943576117
f(z) = -33/64*z^3 + 281/66*z + 1
*
[ -5/2 ] 
f(z) = -32/65*z^3 + 291/65*z + 1
*
-13/4 | 0.16560373544137144636674969893932794092 | 0.029154701245958889162517750607903786163
f(z) = -32/65*z^3 + 293/65*z + 1
*
[ 11/4 ] 
f(z) = -32/77*z^3 + 291/77*z + 1
*
[ 8/3 ] 
f(z) = -31/64*z^3 + 293/72*z + 1
*
-3 | 0.14833936873038412381779904711381985193 | 0.026308981507882439428585442737475338584
f(z) = -29/60*z^3 + 281/60*z + 1
*
-3 | 0.16768443514566844297758846595004279488 | 0.029628935784748583739319009641596339846
f(z) = -29/78*z^3 + 287/78*z + 1
*
[ 3 ] 
f(z) = -28/69*z^3 + 298/69*z + 1
*
15/4 | 0.21790355869356556512563741722671950484 | 0.029809451646530918120458262537821511592
f(z) = -28/75*z^3 + 299/60*z + 1
*
[ -1/3 ] 
f(z) = -27/70*z^3 + 283/70*z + 1
*
-4/3 | 0.10348670972379744358881314812483728614 | 0.018218937494877542621643462483714288568
f(z) = -27/70*z^3 + 293/70*z + 1
*
[ -1/3 ] 
f(z) = -27/71*z^3 + 287/71*z + 1
*
[ -1/3 ] 
f(z) = -27/73*z^3 + 295/73*z + 1
*
[ -1/3 ] 
f(z) = -27/74*z^3 + 299/74*z + 1
*
[ 3 ] 
f(z) = -26/69*z^3 + 280/69*z + 1
*
[ 3 ] 
f(z) = -26/75*z^3 + 284/75*z + 1
*
[ -8/3 ] 
f(z) = -25/64*z^3 + 299/72*z + 1
*
19/5 | 0.13382881221594611502768240247182569871 | 0.023532511366829510334894760632727990628
f(z) = -25/66*z^3 + 295/66*z + 1
*
-1/5 | 0.071576576774537938871423981127939434840 | 0.012631695548924700047242877305270559141
f(z) = -25/72*z^3 + 289/72*z + 1
*
19/5 | 0.15266218933348150434953466387739622162 | 0.027024762885655232711714367879929447783
f(z) = -25/77*z^3 + 284/77*z + 1
*
-4/5 | 0.16543590900339404218142323520773546325 | 0.029195808594940652366131303013503541498
f(z) = -25/78*z^3 + 289/78*z + 1
*
[ -3 ] 
f(z) = -23/60*z^3 + 287/60*z + 1
*
[ -8/3 ] 
f(z) = -23/64*z^3 + 283/72*z + 1
*
[ -3 ] 
f(z) = -23/66*z^3 + 295/66*z + 1
*
[ -3 ] 
f(z) = -22/69*z^3 + 290/69*z + 1
*
[ -3 ] 
f(z) = -22/75*z^3 + 298/75*z + 1
*
[ -4/7 ] 
f(z) = -39/64*z^3 + 289/98*z + 1
*
[ -2/5 ] 
f(z) = -35/64*z^3 + 287/80*z + 1
*
[ -4/7 ] 
f(z) = -31/64*z^3 + 285/98*z + 1
*
[ -4/7 ] 
f(z) = -27/64*z^3 + 283/98*z + 1
*
[ -4/7 ] 
f(z) = -23/64*z^3 + 281/98*z + 1
*
[ -8/13 ] 
f(z) = -39/64*z^3 + 297/104*z + 1
*
[ -2/3 ] 
f(z) = -39/68*z^3 + 281/102*z + 1
*
-2/7 | 0.17880869437605470562163877883220558978 | 0.025428793210105523954616380376441233786
f(z) = -21/64*z^3 + 283/112*z + 1
*
[ -2/3 ] 
f(z) = -21/76*z^3 + 299/114*z + 1
*
[ 7/4 ] 
f(z) = -40/63*z^3 + 299/126*z + 1
*
[ -15/16 ] 
f(z) = -32/75*z^3 + 293/120*z + 1
*
[ 2 ] 
f(z) = -29/61*z^3 + 293/122*z + 1
*
[ 2 ] 
f(z) = -29/63*z^3 + 295/126*z + 1
*
[ 2 ] 
f(z) = -29/65*z^3 + 297/130*z + 1
*
[ 2 ] 
f(z) = -29/67*z^3 + 299/134*z + 1
*
[ 2 ] 
f(z) = -28/61*z^3 + 285/122*z + 1
*
[ 2 ] 
f(z) = -28/65*z^3 + 289/130*z + 1
*
[ 2 ] 
f(z) = -28/67*z^3 + 291/134*z + 1
*
[ 2 ] 
f(z) = -28/69*z^3 + 293/138*z + 1
*
[ 2 ] 
f(z) = -27/65*z^3 + 281/130*z + 1
*
[ 2 ] 
f(z) = -27/67*z^3 + 283/134*z + 1
*
[ -5/4 ] 
f(z) = -26/75*z^3 + 281/120*z + 1
*
[ 20/9 ] 
f(z) = -21/64*z^3 + 293/135*z + 1
*
0 | 0.11921965247812534104192517355791165195 | 0.020988737611400836892388240331485405678
f(z) = -34/75*z^3 + 293/150*z + 1
*
0 | 0.16925339435510027795701665804659891018 | 0.029691267385781085915700170794232550408
f(z) = -34/77*z^3 + 299/154*z + 1
*
[ 12/7 ] 
f(z) = -33/64*z^3 + 284/147*z + 1
*
0 | 0.16925242931436158857334283732020721474 | 0.029761414233258384809218768894617306889
f(z) = -32/77*z^3 + 295/154*z + 1
*
0 | 0.13722033439220435801394615092284294408 | 0.024186940868718961846917830661423727483
f(z) = -30/77*z^3 + 291/154*z + 1
*
[ 2 ] 
f(z) = -28/71*z^3 + 295/142*z + 1
*
[ 2 ] 
f(z) = -28/73*z^3 + 297/146*z + 1
*
0 | 0.14488974094178318735625002918187229063 | 0.025697166893352601677273999964737272041
f(z) = -28/75*z^3 + 281/150*z + 1
*
[ 2 ] 
f(z) = -28/75*z^3 + 299/150*z + 1
*
[ 2 ] 
f(z) = -27/71*z^3 + 287/142*z + 1
*
[ 2 ] 
f(z) = -27/73*z^3 + 289/146*z + 1
*
[ 2 ] 
f(z) = -27/77*z^3 + 293/154*z + 1
*
[ 2 ] 
f(z) = -27/79*z^3 + 295/158*z + 1
*
[ 2 ] 
f(z) = -26/73*z^3 + 281/146*z + 1
*
[ 2 ] 
f(z) = -26/75*z^3 + 283/150*z + 1
*
0 | 0.14522918698956645089708345468521355936 | 0.025725011610718398638515173719153378795
f(z) = -26/77*z^3 + 283/154*z + 1
*
[ 2 ] 
f(z) = -26/77*z^3 + 285/154*z + 1
*
[ 2 ] 
f(z) = -26/79*z^3 + 287/158*z + 1
*
-3/4 | 0.19826011761407695920665585697482278355 | 0.029428690811462690797265419436284965986
f(z) = -38/63*z^3 + 281/168*z + 1
*
-8/21 | 0.19006911353817379746499857129424009610 | 0.024627381747517266223639750247759316133
f(z) = -21/64*z^3 + 281/168*z + 1
*
-4/5 | 0.15258622849820582262532605028049758186 | 0.024099531535439386774772356749625384771
f(z) = -35/72*z^3 + 281/180*z + 1
*
-2/5 | 0.18962038817871508461363028144904337216 | 0.029657886385916661529597641231234389195
f(z) = -35/76*z^3 + 299/190*z + 1
*
[ 3/2 ] 
f(z) = -32/65*z^3 + 281/195*z + 1
*
13/9 | 0.13691355356966158411533594642406335279 | 0.024162238586249043769255590197797943989
f(z) = -27/65*z^3 + 289/195*z + 1
*
[ 3/2 ] 
f(z) = -32/67*z^3 + 283/201*z + 1
*
[ 3/2 ] 
f(z) = -32/71*z^3 + 287/213*z + 1
*
[ 3/2 ] 
f(z) = -32/73*z^3 + 289/219*z + 1
*
[ 8/5 ] 
f(z) = -27/64*z^3 + 291/200*z + 1
*
[ 3/2 ] 
f(z) = -32/77*z^3 + 293/231*z + 1
*
[ 3/2 ] 
f(z) = -32/79*z^3 + 295/237*z + 1
*
-7/6 | 0.14522922870432612553491480797513792195 | 0.025521977982246367918112528065040319267
f(z) = -24/77*z^3 + 296/231*z + 1
*
-4/3 | 0.16548158164247013614430737343535585925 | 0.029312397165856345388038493153810127178
f(z) = -21/76*z^3 + 283/228*z + 1
*
[ 3/2 ] 
f(z) = -23/60*z^3 + 287/240*z + 1
*
-1/2 | 0.15461016591638781434142752457089057662 | 0.027122479843164904810103720310450107500
f(z) = -35/66*z^3 + 299/264*z + 1
*
-1/2 | 0.13432693498879071460987603360305566449 | 0.023620101472576899251093157387370448487
f(z) = -31/66*z^3 + 295/264*z + 1
*
-1/2 | 0.16316842878133140416726660873383457745 | 0.028725963102302113398079494110443013161
f(z) = -29/66*z^3 + 293/264*z + 1
*
-1/2 | 0.16316730919146910160819790503501677346 | 0.028795450496831975759657986661464027703
f(z) = -25/66*z^3 + 289/264*z + 1
*
-1/2 | 0.14320103902686455609171432776912495238 | 0.025302851668674070715672205956597372611
f(z) = -23/66*z^3 + 287/264*z + 1
*
[ 3/2 ] 
f(z) = -23/66*z^3 + 295/264*z + 1
*
[ 5/9 ] 
f(z) = -27/95*z^3 - 203/285*z + 1
*
[ 5/9 ] 
f(z) = -27/85*z^3 - 179/255*z + 1
*
[ 3/5 ] 
f(z) = -25/94*z^3 - 161/282*z + 1
*
[ 3/5 ] 
f(z) = -25/97*z^3 - 167/291*z + 1
*
[ 3/5 ] 
f(z) = -25/98*z^3 - 169/294*z + 1
*
[ 6/11 ] 
f(z) = -22/81*z^3 - 149/198*z + 1
*
[ 3/5 ] 
f(z) = -25/86*z^3 - 145/258*z + 1
*
[ 3/5 ] 
f(z) = -25/88*z^3 - 149/264*z + 1
*
[ 3/5 ] 
f(z) = -25/89*z^3 - 151/267*z + 1
*
[ 3/5 ] 
f(z) = -25/91*z^3 - 155/273*z + 1
*
[ 3/5 ] 
f(z) = -25/92*z^3 - 157/276*z + 1
*
8/7 | 0.15647121712133861037783903938897021634 | 0.024727051244201370886055393579424757525
f(z) = -21/80*z^3 - 149/280*z + 1
*
[ 3/5 ] 
f(z) = -29/81*z^3 - 121/225*z + 1
*
[ 3/5 ] 
f(z) = -28/81*z^3 - 122/225*z + 1
*
[ 7/12 ] 
f(z) = -27/98*z^3 - 139/224*z + 1
*
[ 3/5 ] 
f(z) = -26/81*z^3 - 124/225*z + 1
*
[ 3/5 ] 
f(z) = -23/81*z^3 - 127/225*z + 1
*
[ 3/5 ] 
f(z) = -22/81*z^3 - 128/225*z + 1
*
[ 3/5 ] 
f(z) = -25/82*z^3 - 137/246*z + 1
*
[ 3/5 ] 
f(z) = -25/83*z^3 - 139/249*z + 1
*
7/6 | 0.12394017373345395442589516098393170432 | 0.022094802908152835375682280927835329200
f(z) = -24/91*z^3 - 136/273*z + 1
*
[ 3/5 ] 
f(z) = -38/81*z^3 - 112/225*z + 1
*
[ 3/5 ] 
f(z) = -37/81*z^3 - 113/225*z + 1
*
[ 3/5 ] 
f(z) = -34/81*z^3 - 116/225*z + 1
*
[ 3/5 ] 
f(z) = -32/81*z^3 - 118/225*z + 1
*
[ 3/5 ] 
f(z) = -31/81*z^3 - 119/225*z + 1
*
[ 2/3 ] 
f(z) = -21/86*z^3 - 101/258*z + 1
*
0 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -21/88*z^3 - 113/264*z + 1
*
[ 2/3 ] 
f(z) = -33/98*z^3 - 103/294*z + 1
*
[ 2/3 ] 
f(z) = -21/94*z^3 - 113/282*z + 1
*
[ 4/7 ] 
f(z) = -21/80*z^3 - 93/140*z + 1
*
[ 3/5 ] 
f(z) = -40/99*z^3 - 86/165*z + 1
*
[ 3/5 ] 
f(z) = -35/99*z^3 - 89/165*z + 1
*
[ 5/8 ] 
f(z) = -32/95*z^3 - 89/190*z + 1
*
-1/4 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -32/99*z^3 - 95/198*z + 1
*
[ 2/3 ] 
f(z) = -25/96*z^3 - 83/216*z + 1
*
[ 2/3 ] 
f(z) = -23/96*z^3 - 85/216*z + 1
*
[ 9/14 ] 
f(z) = -35/81*z^3 - 95/252*z + 1
*
[ 2/3 ] 
f(z) = -33/86*z^3 - 85/258*z + 1
*
[ 2/3 ] 
f(z) = -21/82*z^3 - 95/246*z + 1
*
[ 2/3 ] 
f(z) = -39/94*z^3 - 89/282*z + 1
*
[ 2/3 ] 
f(z) = -39/98*z^3 - 95/294*z + 1
*
[ 2/3 ] 
f(z) = -33/94*z^3 - 97/282*z + 1
*
[ 7/11 ] 
f(z) = -33/98*z^3 - 67/154*z + 1
*
[ 5/8 ] 
f(z) = -32/85*z^3 - 77/170*z + 1
*
[ 2/3 ] 
f(z) = -27/85*z^3 - 61/170*z + 1
*
[ 2/3 ] 
f(z) = -27/89*z^3 - 65/178*z + 1
*
6/5 | 0.15258556137175964502745066395238924566 | 0.020647065684878411204281993101176135867
f(z) = -40/81*z^3 - 67/180*z + 1
*
[ 2/3 ] 
f(z) = -36/95*z^3 - 63/190*z + 1
*
[ 2/3 ] 
f(z) = -36/97*z^3 - 65/194*z + 1
*
[ 2/3 ] 
f(z) = -29/80*z^3 - 61/180*z + 1
*
[ 2/3 ] 
f(z) = -27/91*z^3 - 67/182*z + 1
*
[ 2/3 ] 
f(z) = -27/95*z^3 - 71/190*z + 1
*
[ 2/3 ] 
f(z) = -27/97*z^3 - 73/194*z + 1
*
[ 2/3 ] 
f(z) = -23/80*z^3 - 67/180*z + 1
*
[ 2/3 ] 
f(z) = -37/96*z^3 - 71/216*z + 1
*
[ 2/3 ] 
f(z) = -35/96*z^3 - 73/216*z + 1
*
[ 2/3 ] 
f(z) = -31/96*z^3 - 77/216*z + 1
*
[ 2/3 ] 
f(z) = -29/96*z^3 - 79/216*z + 1
*
[ 2/3 ] 
f(z) = -39/82*z^3 - 71/246*z + 1
*
[ 2/3 ] 
f(z) = -39/86*z^3 - 77/258*z + 1
*
[ 2/3 ] 
f(z) = -33/82*z^3 - 79/246*z + 1
*
[ 4/7 ] 
f(z) = -35/96*z^3 - 53/84*z + 1
*
[ 3/5 ] 
f(z) = -25/87*z^3 - 49/87*z + 1
*
[ 3/5 ] 
f(z) = -25/93*z^3 - 53/93*z + 1
*
[ 3/5 ] 
f(z) = -25/96*z^3 - 55/96*z + 1
*
[ 2/3 ] 
f(z) = -39/92*z^3 - 43/138*z + 1
*
[ 2/3 ] 
f(z) = -33/92*z^3 - 47/138*z + 1
*
[ 2/3 ] 
f(z) = -21/92*z^3 - 55/138*z + 1
*
-3/20 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = -25/81*z^3 - 47/144*z + 1
*
[ 2/3 ] 
f(z) = -36/83*z^3 - 51/166*z + 1
*
[ 2/3 ] 
f(z) = -36/85*z^3 - 53/170*z + 1
*
[ 2/3 ] 
f(z) = -36/89*z^3 - 57/178*z + 1
*
6/5 | 0.20066022609140759366297020606589301396 | 0.027926154242813432073575683664919334643
f(z) = -35/88*z^3 - 43/165*z + 1
*
[ 2/3 ] 
f(z) = -27/83*z^3 - 59/166*z + 1
*
[ 2/3 ] 
f(z) = -37/80*z^3 - 53/180*z + 1
*
[ 2/3 ] 
f(z) = -36/91*z^3 - 59/182*z + 1
*
[ 2/3 ] 
f(z) = -31/80*z^3 - 59/180*z + 1
*
0 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -39/88*z^3 - 59/264*z + 1
*
[ 3/4 ] 
f(z) = -26/99*z^3 - 49/264*z + 1
*
[ 3/4 ] 
f(z) = -32/95*z^3 - 41/285*z + 1
*
[ 3/4 ] 
f(z) = -32/97*z^3 - 43/291*z + 1
*
[ 3/5 ] 
f(z) = -40/81*z^3 - 22/45*z + 1
*
[ 3/5 ] 
f(z) = -35/81*z^3 - 23/45*z + 1
*
3/16 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -32/81*z^3 - 23/72*z + 1
*
[ 9/14 ] 
f(z) = -28/81*z^3 - 26/63*z + 1
*
-2/9 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -27/80*z^3 - 29/60*z + 1
*
[ 2/3 ] 
f(z) = -21/80*z^3 - 23/60*z + 1
*
[ 2/3 ] 
f(z) = -37/88*z^3 - 31/99*z + 1
*
[ 2/3 ] 
f(z) = -35/88*z^3 - 32/99*z + 1
*
[ 2/3 ] 
f(z) = -31/88*z^3 - 34/99*z + 1
*
[ 2/3 ] 
f(z) = -29/88*z^3 - 35/99*z + 1
*
[ 2/3 ] 
f(z) = -27/82*z^3 - 29/82*z + 1
*
[ 2/3 ] 
f(z) = -27/86*z^3 - 31/86*z + 1
*
[ 2/3 ] 
f(z) = -27/94*z^3 - 35/94*z + 1
*
[ 2/3 ] 
f(z) = -27/98*z^3 - 37/98*z + 1
*
[ 2/3 ] 
f(z) = -25/88*z^3 - 37/99*z + 1
*
-14/15 | 0.19885081009195852744996026075617194833 | 0.029792341162046384797947040320079686666
f(z) = -25/88*z^3 - 25/99*z + 1
*
[ 2/3 ] 
f(z) = -23/88*z^3 - 38/99*z + 1
*
[ 9/13 ] 
f(z) = -26/81*z^3 - 34/117*z + 1
*
[ 3/4 ] 
f(z) = -28/99*z^3 - 23/132*z + 1
*
[ 3/4 ] 
f(z) = -25/81*z^3 - 23/144*z + 1
*
[ 3/4 ] 
f(z) = -23/81*z^3 - 25/144*z + 1
*
[ 3/4 ] 
f(z) = -32/83*z^3 - 29/249*z + 1
*
[ 3/4 ] 
f(z) = -32/85*z^3 - 31/255*z + 1
*
[ 3/4 ] 
f(z) = -38/99*z^3 - 31/264*z + 1
*
[ 3/4 ] 
f(z) = -34/99*z^3 - 37/264*z + 1
*
[ 3/4 ] 
f(z) = -32/89*z^3 - 35/267*z + 1
*
[ 3/4 ] 
f(z) = -32/91*z^3 - 37/273*z + 1
*
[ 7/9 ] 
f(z) = -27/91*z^3 - 29/273*z + 1
*
3/2 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -24/95*z^3 - 28/285*z + 1
*
[ 3/4 ] 
f(z) = -40/81*z^3 - 1/18*z + 1
*
[ 3/4 ] 
f(z) = -32/81*z^3 - 1/9*z + 1
*
[ 2/3 ] 
f(z) = -27/88*z^3 - 4/11*z + 1
*
[ 3/5 ] 
f(z) = -25/81*z^3 - 5/9*z + 1
*
[ 4/5 ] 
f(z) = -25/96*z^3 - 1/12*z + 1
*
[ 2/3 ] 
f(z) = -39/88*z^3 - 10/33*z + 1
*
[ 3/4 ] 
f(z) = -32/99*z^3 - 5/33*z + 1
*
[ 3/4 ] 
f(z) = -28/81*z^3 - 5/36*z + 1
*
[ 2/3 ] 
f(z) = -27/80*z^3 - 7/20*z + 1
*
-2/5 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -25/96*z^3 - 11/24*z + 1
*
[ 3/5 ] 
f(z) = -25/99*z^3 - 19/33*z + 1
*
[ 2/3 ] 
f(z) = -21/88*z^3 - 13/33*z + 1
*
[ 2/3 ] 
f(z) = -27/92*z^3 - 17/46*z + 1
*
[ 7/9 ] 
f(z) = -27/98*z^3 - 5/42*z + 1
*
[ 4/5 ] 
f(z) = -25/88*z^3 - 3/44*z + 1
*
[ 7/10 ] 
f(z) = -25/98*z^3 - 17/56*z + 1
*
-3/8 | 0.081642804487745949289991200342629619551 | 0.012611087878537667261332203926091132286
f(z) = -40/81*z^3 - 19/72*z + 1
*
[ 3/4 ] 
f(z) = -40/99*z^3 - 7/66*z + 1
*
[ 2/3 ] 
f(z) = -39/80*z^3 - 17/60*z + 1
*
[ 3/4 ] 
f(z) = -38/81*z^3 - 5/72*z + 1
*
[ 4/5 ] 
f(z) = -35/96*z^3 - 1/60*z + 1
*
[ 3/4 ] 
f(z) = -34/81*z^3 - 7/72*z + 1
*
[ 2/3 ] 
f(z) = -33/80*z^3 - 19/60*z + 1
*
[ 3/4 ] 
f(z) = -26/81*z^3 - 11/72*z + 1
*
[ 3/4 ] 
f(z) = -22/81*z^3 - 13/72*z + 1
*
-3/10 | 0.084690288692358126059320139634644265446 | 0.012645939315879655550866123830081901643
f(z) = -40/81*z^3 - 11/90*z + 1
*
[ 3/4 ] 
f(z) = -32/87*z^3 - 11/87*z + 1
*
[ 3/4 ] 
f(z) = -32/93*z^3 - 13/93*z + 1
*
7/5 | 0.10817758405858443134447138107704404200 | 0.024414817621623335560044074005566259514
f(z) = -25/84*z^3 - 11/84*z + 1
*
[ 4/5 ] 
f(z) = -25/84*z^3 - 5/84*z + 1
*
[ 4/5 ] 
f(z) = -25/92*z^3 - 7/92*z + 1
*
[ 9/11 ] 
f(z) = -22/81*z^3 - 4/99*z + 1
*
2 | 0.17961981764608995890440689371741634058 | 0.029093948935575726268446695890514927486
f(z) = -25/96*z^3 - 7/120*z + 1
*
[ 3/4 ] 
f(z) = -37/81*z^3 - 11/144*z + 1
*
[ 3/4 ] 
f(z) = -35/81*z^3 - 13/144*z + 1
*
[ 3/4 ] 
f(z) = -31/81*z^3 - 17/144*z + 1
*
[ 3/4 ] 
f(z) = -29/81*z^3 - 19/144*z + 1
*
[ 3/4 ] 
f(z) = -40/87*z^3 - 13/174*z + 1
*
[ 4/5 ] 
f(z) = -25/82*z^3 - 9/164*z + 1
*
[ 4/5 ] 
f(z) = -25/86*z^3 - 11/172*z + 1
*
[ 3/4 ] 
f(z) = -40/93*z^3 - 17/186*z + 1
*
[ 4/5 ] 
f(z) = -25/94*z^3 - 15/188*z + 1
*
[ 4/5 ] 
f(z) = -25/98*z^3 - 17/196*z + 1
*
0 | 0.15850564183383351172136711173013473002 | 0.028604602640191118136070652686209034755
f(z) = -24/85*z^3 - 13/255*z + 1
*
[ 5/6 ] 
f(z) = -24/85*z^3 - 1/255*z + 1
*
0 | 0.13167218963545098399619681124374913326 | 0.024024970715487263078851706842464394019
f(z) = -21/80*z^3 - 17/240*z + 1
*
[ 10/13 ] 
f(z) = -39/80*z^3 - 3/260*z + 1
*
[ 22/27 ] 
f(z) = -27/88*z^3 - 7/297*z + 1
*
[ 5/6 ] 
f(z) = -24/95*z^3 - 7/285*z + 1
*
[ 3/2 ] 
f(z) = -40/81*z^3 + 13/9*z + 1
*
-2 | 0.082914014716642382745430001743575515599 | 0.017572117102972799860049413604903026294
f(z) = -39/88*z^3 + 14/11*z + 1
*
-2 | 0.082913882330311498227940269860538290048 | 0.017852477134437612283116622211117028426
f(z) = -37/88*z^3 + 13/11*z + 1
*
-2 | 0.082913768592979262403954688285558499589 | 0.018165522242139737057615226107902308542
f(z) = -35/88*z^3 + 12/11*z + 1
*
[ 3/2 ] 
f(z) = -32/81*z^3 + 11/9*z + 1
*
[ 9/8 ] 
f(z) = -32/81*z^3 + 11/18*z + 1
*
9/4 | 0.081379340188843326134265012697087496029 | 0.015827433921833120947051833694340924649
f(z) = -32/81*z^3 + 19/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -31/88*z^3 + 10/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -29/88*z^3 + 9/11*z + 1
*
[ 3/2 ] 
f(z) = -28/81*z^3 + 10/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -27/88*z^3 + 8/11*z + 1
*
[ 2 ] 
f(z) = -27/88*z^3 + 19/11*z + 1
*
[ 3/2 ] 
f(z) = -26/81*z^3 + 19/18*z + 1
*
[ 6/5 ] 
f(z) = -25/81*z^3 + 11/18*z + 1
*
-6/5 | 0.081378688049489606770018165697964867011 | 0.016374596618434826430293031034230696066
f(z) = -25/81*z^3 + 16/9*z + 1
*
12/5 | 0.081378688049489606770018165697964867011 | 0.015827307087522288881062780370984683957
f(z) = -25/81*z^3 + 19/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -25/88*z^3 + 7/11*z + 1
*
[ 2 ] 
f(z) = -25/88*z^3 + 18/11*z + 1
*
-4/5 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -25/96*z^3 + 5/12*z + 1
*
-12/5 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = -25/96*z^3 + 11/12*z + 1
*
12/5 | 0.11552480024138206962668650559545982934 | 0.023515757350838873184386931822583332748
f(z) = -25/96*z^3 + 17/12*z + 1
*
[ 7/5 ] 
f(z) = -25/98*z^3 + 11/14*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -23/88*z^3 + 6/11*z + 1
*
[ 2 ] 
f(z) = -23/88*z^3 + 17/11*z + 1
*
[ 3/2 ] 
f(z) = -22/81*z^3 + 17/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -21/88*z^3 + 5/11*z + 1
*
[ 2 ] 
f(z) = -21/88*z^3 + 16/11*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -31/96*z^3 + 19/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -29/80*z^3 + 19/20*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -29/96*z^3 + 17/24*z + 1
*
-2/3 | 0.10652796255646101610540594126461972240 | 0.024310204258808440748713778366833110296
f(z) = -27/80*z^3 + 13/20*z + 1
*
-6/5 | 0.098493433248500602064270810672240831655 | 0.017038194650814003427557505154873314434
f(z) = -25/81*z^3 + 1/36*z + 1
*
[ 9/10 ] 
f(z) = -25/81*z^3 + 5/36*z + 1
*
[ 6/5 ] 
f(z) = -25/88*z^3 + 19/33*z + 1
*
-8/5 | 0.089852412294807725294826386114948814380 | 0.019685705061408195071470787292160463153
f(z) = -25/96*z^3 + 7/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -23/80*z^3 + 13/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = -23/96*z^3 + 11/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -21/80*z^3 + 11/20*z + 1
*
[ 9/10 ] 
f(z) = -40/81*z^3 + 13/45*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -21/92*z^3 + 19/46*z + 1
*
2 | 0.15044853767327466461716061456206266605 | 0.027450912161448131834952375802758626449
f(z) = -27/80*z^3 + 11/60*z + 1
*
-4/3 | 0.10652899617288190582758713846735428985 | 0.019437331607301455398476449698429758977
f(z) = -21/80*z^3 + 13/60*z + 1
*
[ 5/6 ] 
f(z) = -36/85*z^3 + 8/85*z + 1
*
[ 5/6 ] 
f(z) = -36/95*z^3 + 6/95*z + 1
*
[ 6/7 ] 
f(z) = -35/81*z^3 + 19/126*z + 1
*
[ 6/7 ] 
f(z) = -28/81*z^3 + 11/126*z + 1
*
[ 8/9 ] 
f(z) = -27/80*z^3 + 17/120*z + 1
*
[ 14/15 ] 
f(z) = -25/98*z^3 + 19/126*z + 1
*
[ 6/7 ] 
f(z) = -35/96*z^3 + 17/168*z + 1
*
[ 4/5 ] 
f(z) = -35/88*z^3 + 1/220*z + 1
*
[ 6/7 ] 
f(z) = -21/88*z^3 + 2/231*z + 1
*
[ -3/2 ] 
f(z) = -40/81*z^3 + 25/9*z + 1
*
-3/2 | 0.081435650769449822639122257721003432456 | 0.014228084202272310865737445774600506548
f(z) = -40/81*z^3 + 34/9*z + 1
*
[ 2 ] 
f(z) = -39/88*z^3 + 25/11*z + 1
*
[ -2 ] 
f(z) = -39/88*z^3 + 36/11*z + 1
*
[ 3/2 ] 
f(z) = -38/81*z^3 + 25/18*z + 1
*
[ 2 ] 
f(z) = -37/88*z^3 + 24/11*z + 1
*
[ -2 ] 
f(z) = -37/88*z^3 + 35/11*z + 1
*
[ 2 ] 
f(z) = -35/88*z^3 + 23/11*z + 1
*
[ -2 ] 
f(z) = -35/88*z^3 + 34/11*z + 1
*
[ 3/2 ] 
f(z) = -34/81*z^3 + 23/18*z + 1
*
[ -9/4 ] 
f(z) = -32/81*z^3 + 31/9*z + 1
*
-3/4 | 0.089835986345085535488784931081709098088 | 0.015863784792460518550857132169545492853
f(z) = -32/81*z^3 + 32/9*z + 1
*
-9/4 | 0.12206935793364427278079346154629038980 | 0.021219959416029954127470686041338831204
f(z) = -32/81*z^3 + 35/18*z + 1
*
[ 3 ] 
f(z) = -32/81*z^3 + 38/9*z + 1
*
[ 3 ] 
f(z) = -31/81*z^3 + 37/9*z + 1
*
[ 2 ] 
f(z) = -31/88*z^3 + 21/11*z + 1
*
[ -2 ] 
f(z) = -31/88*z^3 + 32/11*z + 1
*
[ 3 ] 
f(z) = -29/81*z^3 + 35/9*z + 1
*
[ 2 ] 
f(z) = -29/88*z^3 + 20/11*z + 1
*
[ -2 ] 
f(z) = -29/88*z^3 + 31/11*z + 1
*
[ -3/2 ] 
f(z) = -28/81*z^3 + 22/9*z + 1
*
-3/2 | 0.087900988505526635950255427876962862122 | 0.015609604453039384521528370938593363860
f(z) = -28/81*z^3 + 31/9*z + 1
*
[ 3 ] 
f(z) = -28/81*z^3 + 34/9*z + 1
*
[ -2/3 ] 
f(z) = -27/88*z^3 + 29/11*z + 1
*
[ -2 ] 
f(z) = -27/88*z^3 + 30/11*z + 1
*
[ 7/3 ] 
f(z) = -27/98*z^3 + 29/14*z + 1
*
[ 3 ] 
f(z) = -26/81*z^3 + 32/9*z + 1
*
3/2 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066
f(z) = -26/81*z^3 + 37/18*z + 1
*
[ -3 ] 
f(z) = -26/81*z^3 + 38/9*z + 1
*
[ -9/5 ] 
f(z) = -25/81*z^3 + 23/9*z + 1
*
[ -3/5 ] 
f(z) = -25/81*z^3 + 25/9*z + 1
*
18/5 | 0.12207829349044047716760540110457976392 | 0.021938690948062688302620962171631235276
f(z) = -25/81*z^3 + 29/9*z + 1
*
6/5 | 0.10705082624331414114684728990433636370 | 0.019238104707539467118237686104189577816
f(z) = -25/81*z^3 + 29/18*z + 1
*
-3/5 | 0.086268801639358942943991976987579308980 | 0.015072511389746203216932771264847798014
f(z) = -25/81*z^3 + 34/9*z + 1
*
-12/5 | 0.15839579943793563661602888963517586817 | 0.027534776070254293610188163965399981574
f(z) = -25/81*z^3 + 35/18*z + 1
*
[ -3 ] 
f(z) = -25/81*z^3 + 37/9*z + 1
*
[ -2 ] 
f(z) = -25/88*z^3 + 29/11*z + 1
*
18/5 | 0.15993016766430456571571627522903660264 | 0.028382633412674878916470318704096051661
f(z) = -25/88*z^3 + 35/11*z + 1
*
[ -2/5 ] 
f(z) = -25/88*z^3 + 39/11*z + 1
*
4/5 | 0.11552605865112592677514122286006590138 | 0.022152920768499337930958883226953628161
f(z) = -25/96*z^3 + 23/12*z + 1
*
[ 12/5 ] 
f(z) = -25/96*z^3 + 25/12*z + 1
*
[ -4/5 ] 
f(z) = -25/96*z^3 + 29/12*z + 1
*
[ -12/5 ] 
f(z) = -25/96*z^3 + 35/12*z + 1
*
[ -7/5 ] 
f(z) = -25/98*z^3 + 31/14*z + 1
*
[ 14/5 ] 
f(z) = -25/98*z^3 + 37/14*z + 1
*
[ 3 ] 
f(z) = -23/81*z^3 + 29/9*z + 1
*
[ -3 ] 
f(z) = -23/81*z^3 + 35/9*z + 1
*
[ -2 ] 
f(z) = -23/88*z^3 + 28/11*z + 1
*
-4 | 0.11552588303396805918126859962685507220 | 0.020302036094781469283162309197449287214
f(z) = -23/96*z^3 + 37/12*z + 1
*
[ 3 ] 
f(z) = -22/81*z^3 + 28/9*z + 1
*
[ -3 ] 
f(z) = -22/81*z^3 + 34/9*z + 1
*
[ -2 ] 
f(z) = -21/88*z^3 + 27/11*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.017071021716317300921588535370717741041
f(z) = -39/80*z^3 + 29/20*z + 1
*
-2 | 0.081148836928265662440221464103061953780 | 0.017331602424588074474208020798424692399
f(z) = -37/80*z^3 + 27/20*z + 1
*
-2 | 0.064181383287621795782291942332286019513 | 0.013936810301365866639640238162849811169
f(z) = -37/96*z^3 + 25/24*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -35/96*z^3 + 23/24*z + 1
*
-2 | 0.081148837780345434927561300002794165147 | 0.017946181339001013765845350499167630302
f(z) = -33/80*z^3 + 23/20*z + 1
*
[ 3/2 ] 
f(z) = -32/99*z^3 + 35/33*z + 1
*
-2 | 0.081148708960577832917289438052526738545 | 0.018314616163268609993919550074863422256
f(z) = -31/80*z^3 + 21/20*z + 1
*
[ 2 ] 
f(z) = -29/80*z^3 + 39/20*z + 1
*
[ 3/2 ] 
f(z) = -28/99*z^3 + 32/33*z + 1
*
[ 2 ] 
f(z) = -27/80*z^3 + 37/20*z + 1
*
[ 3/2 ] 
f(z) = -25/81*z^3 + 37/36*z + 1
*
[ 8/5 ] 
f(z) = -25/96*z^3 + 25/24*z + 1
*
[ 2 ] 
f(z) = -23/80*z^3 + 33/20*z + 1
*
[ 3/2 ] 
f(z) = -23/81*z^3 + 35/36*z + 1
*
[ 2 ] 
f(z) = -23/96*z^3 + 35/24*z + 1
*
[ 2 ] 
f(z) = -21/80*z^3 + 31/20*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -31/92*z^3 + 39/46*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.013926888366334506357836816558250953028
f(z) = -29/84*z^3 + 37/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -29/92*z^3 + 35/46*z + 1
*
[ 4/3 ] 
f(z) = -27/88*z^3 + 35/44*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -27/92*z^3 + 31/46*z + 1
*
[ 7/6 ] 
f(z) = -27/98*z^3 + 29/56*z + 1
*
[ 6/5 ] 
f(z) = -25/84*z^3 + 25/42*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -25/84*z^3 + 29/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -25/92*z^3 + 27/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -23/84*z^3 + 25/42*z + 1
*
3/8 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -40/81*z^3 + 29/72*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.025682672207249102906127531939251746416
f(z) = -39/80*z^3 + 37/60*z + 1
*
-4/5 | 0.12546036563835066582629247258913552411 | 0.020321462960800926593188940689221456867
f(z) = -35/96*z^3 + 29/60*z + 1
*
21/16 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -32/81*z^3 + 25/72*z + 1
*
[ 6/5 ] 
f(z) = -25/99*z^3 + 35/66*z + 1
*
-2/3 | 0.091314855712895686954959145731929976045 | 0.016661352260223994576528767042014509326
f(z) = -21/80*z^3 + 37/60*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -21/94*z^3 + 37/94*z + 1
*
-10/7 | 0.12544859048810397090569686561336560460 | 0.019824564431595712937608729228116551353
f(z) = -21/80*z^3 + 33/140*z + 1
*
[ 7/8 ] 
f(z) = -32/91*z^3 + 23/182*z + 1
*
[ 6/7 ] 
f(z) = -35/88*z^3 + 29/231*z + 1
*
[ 9/10 ] 
f(z) = -28/81*z^3 + 38/225*z + 1
*
0 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -39/80*z^3 + 37/240*z + 1
*
5/3 | 0.11508636877238740347471346095449227217 | 0.020998713905825031840137774392182357703
f(z) = -21/80*z^3 + 31/240*z + 1
*
[ 8/9 ] 
f(z) = -27/88*z^3 + 31/264*z + 1
*
[ 22/25 ] 
f(z) = -25/88*z^3 + 23/275*z + 1
*
0 | 0.16359357127320911411280317820750083190 | 0.028941863673843223033513045730600304553
f(z) = -39/95*z^3 + 22/285*z + 1
*
[ 3 ] 
f(z) = -40/81*z^3 + 46/9*z + 1
*
[ -3/4 ] 
f(z) = -40/81*z^3 + 47/18*z + 1
*
[ -3 ] 
f(z) = -40/81*z^3 + 52/9*z + 1
*
[ 9/4 ] 
f(z) = -40/81*z^3 + 55/18*z + 1
*
-3/2 | 0.081379340188843326134265012697087496029 | 0.012969311013445611941174426787608663834
f(z) = -40/81*z^3 + 59/18*z + 1
*
3/2 | 0.14255258122619491082105690701645450355 | 0.023924541899967987855754723710868535953
f(z) = -38/81*z^3 + 43/18*z + 1
*
[ 3 ] 
f(z) = -38/81*z^3 + 44/9*z + 1
*
[ -3/2 ] 
f(z) = -38/81*z^3 + 49/18*z + 1
*
[ -3 ] 
f(z) = -38/81*z^3 + 50/9*z + 1
*
[ 3 ] 
f(z) = -37/81*z^3 + 43/9*z + 1
*
[ -3 ] 
f(z) = -37/81*z^3 + 49/9*z + 1
*
[ 3 ] 
f(z) = -35/81*z^3 + 41/9*z + 1
*
[ -3 ] 
f(z) = -35/81*z^3 + 47/9*z + 1
*
[ 3 ] 
f(z) = -34/81*z^3 + 40/9*z + 1
*
[ -3 ] 
f(z) = -34/81*z^3 + 46/9*z + 1
*
[ -3/2 ] 
f(z) = -34/81*z^3 + 47/18*z + 1
*
[ -9/8 ] 
f(z) = -32/81*z^3 + 43/18*z + 1
*
[ -3 ] 
f(z) = -32/81*z^3 + 44/9*z + 1
*
[ -3 ] 
f(z) = -31/81*z^3 + 43/9*z + 1
*
-4 | 0.14796126891236734425401144082123664153 | 0.024457485607800920977697771537921511137
f(z) = -31/96*z^3 + 53/12*z + 1
*
[ -3 ] 
f(z) = -29/81*z^3 + 41/9*z + 1
*
-4 | 0.14039839844118581004928450223553140347 | 0.023512350020496258825481815098790993327
f(z) = -29/96*z^3 + 49/12*z + 1
*
[ -3 ] 
f(z) = -28/81*z^3 + 40/9*z + 1
*
[ -7/3 ] 
f(z) = -27/98*z^3 + 41/14*z + 1
*
[ -3/2 ] 
f(z) = -26/81*z^3 + 43/18*z + 1
*
3 | 0.15881946903397397114231796210912104767 | 0.025597226282928926145617130014408400888
f(z) = -26/81*z^3 + 55/18*z + 1
*
[ -6/5 ] 
f(z) = -25/81*z^3 + 41/18*z + 1
*
-6/5 | 0.15078890013688501415063050807434156292 | 0.025817180539834122114313031214455257688
f(z) = -25/88*z^3 + 43/11*z + 1
*
-6/5 | 0.16489162862242743144706139467045307560 | 0.027172060730522786667216129761383163872
f(z) = -25/88*z^3 + 54/11*z + 1
*
-4 | 0.11917233425830540262462883382841347808 | 0.020571733870231036405252400299401494444
f(z) = -25/96*z^3 + 41/12*z + 1
*
4/5 | 0.068977039332980324881269767109292992846 | 0.011632684434784760098947083814466407092
f(z) = -25/96*z^3 + 47/12*z + 1
*
[ 4 ] 
f(z) = -25/96*z^3 + 59/12*z + 1
*
[ -14/5 ] 
f(z) = -25/98*z^3 + 47/14*z + 1
*
[ 4 ] 
f(z) = -23/96*z^3 + 55/12*z + 1
*
[ -3/2 ] 
f(z) = -22/81*z^3 + 41/18*z + 1
*
[ 3/2 ] 
f(z) = -40/99*z^3 + 41/33*z + 1
*
[ 2 ] 
f(z) = -39/80*z^3 + 49/20*z + 1
*
[ 2 ] 
f(z) = -37/80*z^3 + 47/20*z + 1
*
[ 3/2 ] 
f(z) = -37/81*z^3 + 49/36*z + 1
*
[ 2 ] 
f(z) = -37/96*z^3 + 49/24*z + 1
*
[ 3/2 ] 
f(z) = -35/81*z^3 + 47/36*z + 1
*
[ 2 ] 
f(z) = -35/96*z^3 + 47/24*z + 1
*
[ 2 ] 
f(z) = -33/80*z^3 + 43/20*z + 1
*
[ 2 ] 
f(z) = -31/80*z^3 + 41/20*z + 1
*
[ 3/2 ] 
f(z) = -31/81*z^3 + 43/36*z + 1
*
[ 2 ] 
f(z) = -31/96*z^3 + 43/24*z + 1
*
[ -2 ] 
f(z) = -29/80*z^3 + 59/20*z + 1
*
[ 3/2 ] 
f(z) = -29/81*z^3 + 41/36*z + 1
*
[ 2 ] 
f(z) = -29/96*z^3 + 41/24*z + 1
*
[ -4/3 ] 
f(z) = -27/80*z^3 + 47/20*z + 1
*
[ -2/3 ] 
f(z) = -27/80*z^3 + 53/20*z + 1
*
-22/9 | 0.17172561435854954824880206939291822678 | 0.029643571717147976700567700013824622039
f(z) = -27/88*z^3 + 41/33*z + 1
*
22/9 | 0.17172561435854954824880206939291822678 | 0.028661709171164123379297841364796712758
f(z) = -27/88*z^3 + 50/33*z + 1
*
-28/9 | 0.18759630997105300814747368942514102249 | 0.028908982218371617482595265164789507463
f(z) = -27/98*z^3 + 47/21*z + 1
*
[ -6/5 ] 
f(z) = -25/96*z^3 + 53/24*z + 1
*
[ -8/5 ] 
f(z) = -25/96*z^3 + 55/24*z + 1
*
[ -2 ] 
f(z) = -23/80*z^3 + 53/20*z + 1
*
[ -2 ] 
f(z) = -23/96*z^3 + 59/24*z + 1
*
[ -2 ] 
f(z) = -21/80*z^3 + 51/20*z + 1
*
-2 | 0.083737083498224401417865283092099068436 | 0.017814579996465497230566100111952057825
f(z) = -39/92*z^3 + 55/46*z + 1
*
-2 | 0.061708881159848940305394708454951934047 | 0.013232483562991294353605020163722667438
f(z) = -37/84*z^3 + 53/42*z + 1
*
-2 | 0.083736971903172372802516361153690595662 | 0.018105397649615444742637575360227563882
f(z) = -37/92*z^3 + 51/46*z + 1
*
-9/5 | 0.091313833250309690221489903272703623866 | 0.014592311267400971852146470960666377317
f(z) = -35/81*z^3 + 58/45*z + 1
*
-2 | 0.083736849439477003730359387659277288960 | 0.018430864263145802316173139109088285715
f(z) = -35/92*z^3 + 47/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -33/92*z^3 + 43/46*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.013926888366334506357836816558250953028
f(z) = -31/84*z^3 + 41/42*z + 1
*
[ 14/9 ] 
f(z) = -27/98*z^3 + 43/42*z + 1
*
[ 9/8 ] 
f(z) = -40/81*z^3 + 53/72*z + 1
*
-2/3 | 0.090048130425686132581269776640273731304 | 0.016430224958293085955276861399350679947
f(z) = -39/80*z^3 + 43/60*z + 1
*
[ 9/7 ] 
f(z) = -35/81*z^3 + 59/63*z + 1
*
-2/3 | 0.090048130425686132581269776640273731304 | 0.016430224958293085955276861399350679947
f(z) = -33/80*z^3 + 41/60*z + 1
*
[ 4/3 ] 
f(z) = -33/80*z^3 + 59/60*z + 1
*
[ 9/7 ] 
f(z) = -28/81*z^3 + 50/63*z + 1
*
20/9 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503
f(z) = -27/80*z^3 + 43/60*z + 1
*
[ 4/3 ] 
f(z) = -21/80*z^3 + 43/60*z + 1
*
-12/7 | 0.15156093684039905805293012010211917565 | 0.023280326050505081201594445592883785525
f(z) = -35/96*z^3 + 55/84*z + 1
*
-5/3 | 0.086951155324155036692042824194280036203 | 0.019842680698499702234166117026238909307
f(z) = -27/80*z^3 + 43/80*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -27/98*z^3 + 59/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -25/82*z^3 + 59/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -25/86*z^3 + 57/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -25/94*z^3 + 53/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -25/98*z^3 + 51/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -23/82*z^3 + 51/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -23/86*z^3 + 49/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -23/90*z^3 + 47/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -23/94*z^3 + 45/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -23/98*z^3 + 43/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -21/82*z^3 + 43/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -21/86*z^3 + 41/86*z + 1
*
-8/9 | 0.10379337169144303458413105836061682146 | 0.018938188255640781043574058337944729897
f(z) = -27/80*z^3 + 47/120*z + 1
*
12/7 | 0.22644207258227223391644379062264471750 | 0.027887997965416557819487645092519886134
f(z) = -35/96*z^3 + 59/140*z + 1
*
-8/7 | 0.12588881904188256511155115264070522868 | 0.019336992859144576760827782652599397341
f(z) = -35/96*z^3 + 59/168*z + 1
*
-6/5 | 0.21397982390071752868847177938870261543 | 0.028954610381205561823379812999847771621
f(z) = -40/81*z^3 + 53/180*z + 1
*
[ 9/10 ] 
f(z) = -35/81*z^3 + 43/180*z + 1
*
[ 9/10 ] 
f(z) = -32/81*z^3 + 47/225*z + 1
*
-22/21 | 0.094926469372531585537281645168550349811 | 0.012620080513304851374396745083177458229
f(z) = -21/88*z^3 + 50/231*z + 1
*
5/3 | 0.15740328917356452130407774866387839620 | 0.028405667388098271887598652136256386926
f(z) = -24/85*z^3 + 47/255*z + 1
*
[ 22/23 ] 
f(z) = -23/88*z^3 + 49/253*z + 1
*
[ -9/4 ] 
f(z) = -40/81*z^3 + 71/18*z + 1
*
-9/4 | 0.12916047816872743466139655628077866500 | 0.019746198715603470160208136785261238556
f(z) = -40/81*z^3 + 77/18*z + 1
*
-4 | 0.16418106503811224713630324875413305144 | 0.026252887628491309867528626196950495513
f(z) = -37/96*z^3 + 65/12*z + 1
*
-4 | 0.15945980406716779899187963821855276882 | 0.025759560476739731275503381563596046770
f(z) = -35/96*z^3 + 61/12*z + 1
*
[ 4 ] 
f(z) = -35/96*z^3 + 79/12*z + 1
*
-3/2 | 0.11930972409895929349268571776763381580 | 0.018725202815170441067346263430399342179
f(z) = -34/81*z^3 + 65/18*z + 1
*
3/8 | 0.079441791694865494336944119480311848684 | 0.012593619524405367380866418459679801456
f(z) = -32/81*z^3 + 61/18*z + 1
*
[ -3/8 ] 
f(z) = -32/81*z^3 + 67/18*z + 1
*
-3/4 | 0.15767955598345715983581070037531492152 | 0.024573186014505393031110745991793873655
f(z) = -32/81*z^3 + 68/9*z + 1
*
[ 9/2 ] 
f(z) = -32/81*z^3 + 79/9*z + 1
*
[ 4 ] 
f(z) = -31/96*z^3 + 71/12*z + 1
*
[ -4 ] 
f(z) = -31/96*z^3 + 77/12*z + 1
*
[ 4 ] 
f(z) = -29/96*z^3 + 67/12*z + 1
*
[ -4 ] 
f(z) = -29/96*z^3 + 73/12*z + 1
*
[ 9/2 ] 
f(z) = -28/81*z^3 + 70/9*z + 1
*
-3 | 0.18185555998838293288231285465699609618 | 0.028151431847439950939883302367680381503
f(z) = -28/81*z^3 + 71/18*z + 1
*
[ -9/2 ] 
f(z) = -28/81*z^3 + 74/9*z + 1
*
24/5 | 0.14598318538501927385464316006932202034 | 0.023142185674275152196022982690952255639
f(z) = -25/81*z^3 + 61/9*z + 1
*
-6/5 | 0.098747281288032594891548413578379811291 | 0.015096595077573760978367765059561993723
f(z) = -25/81*z^3 + 77/18*z + 1
*
[ 22/5 ] 
f(z) = -25/88*z^3 + 69/11*z + 1
*
[ -22/5 ] 
f(z) = -25/88*z^3 + 74/11*z + 1
*
[ -4 ] 
f(z) = -25/96*z^3 + 65/12*z + 1
*
[ -4 ] 
f(z) = -23/96*z^3 + 61/12*z + 1
*
3 | 0.16900581129098481141048445210619496671 | 0.026524812770007215621958207972341364162
f(z) = -22/81*z^3 + 65/18*z + 1
*
[ -2 ] 
f(z) = -39/80*z^3 + 69/20*z + 1
*
[ -2 ] 
f(z) = -37/80*z^3 + 67/20*z + 1
*
[ -2 ] 
f(z) = -37/96*z^3 + 73/24*z + 1
*
[ -2 ] 
f(z) = -35/96*z^3 + 71/24*z + 1
*
[ -2 ] 
f(z) = -33/80*z^3 + 63/20*z + 1
*
[ -3/2 ] 
f(z) = -32/99*z^3 + 79/33*z + 1
*
[ -2 ] 
f(z) = -31/80*z^3 + 61/20*z + 1
*
[ -2 ] 
f(z) = -31/96*z^3 + 67/24*z + 1
*
[ -2 ] 
f(z) = -29/96*z^3 + 65/24*z + 1
*
-9/4 | 0.081380803101865822760088106044309841822 | 0.012711942469900993585200369514858579731
f(z) = -28/81*z^3 + 67/36*z + 1
*
[ -3/2 ] 
f(z) = -28/99*z^3 + 76/33*z + 1
*
-10/3 | 0.089414521636157459539646990288589015789 | 0.016265560370655814678409311448204296604
f(z) = -27/80*z^3 + 61/20*z + 1
*
22/9 | 0.17172561435854954824880206939291822678 | 0.027668333777907289338432500731778166381
f(z) = -27/88*z^3 + 62/33*z + 1
*
-22/9 | 0.17172530125057905121330373577804981429 | 0.027459226407465058247913319010520381325
f(z) = -27/88*z^3 + 65/33*z + 1
*
-26/9 | 0.13749612396052755766029677944436629749 | 0.021828422260928260313162216536380233000
f(z) = -27/88*z^3 + 68/33*z + 1
*
14/9 | 0.13749612396052755766029677944436629749 | 0.021539277990117729629363097329244952900
f(z) = -27/88*z^3 + 74/33*z + 1
*
-21/10 | 0.081379992328197045498511859696210125048 | 0.012900875451259251247691269618130009395
f(z) = -25/81*z^3 + 61/36*z + 1
*
12/5 | 0.13272292364652259265277610062079276094 | 0.020731746376596959735330240856313184002
f(z) = -25/81*z^3 + 67/36*z + 1
*
-6/5 | 0.078470464946862854806097323488816182935 | 0.012095296984761588421574071470174125886
f(z) = -25/81*z^3 + 73/36*z + 1
*
[ -6/5 ] 
f(z) = -25/88*z^3 + 74/33*z + 1
*
-4 | 0.11305545180490665797988767758090903474 | 0.019730101758583640429990335777803700683
f(z) = -23/80*z^3 + 77/20*z + 1
*
-4 | 0.14445029841026262583213055972732760972 | 0.025701066856524139708197857479625358010
f(z) = -21/80*z^3 + 69/20*z + 1
*
4 | 0.16958326239337663290920898044082163867 | 0.029463317865949785330369420481140759748
f(z) = -21/80*z^3 + 79/20*z + 1
*
6/5 | 0.17079211774255378396173862343248981643 | 0.027005443359313277546942047622294687486
f(z) = -40/81*z^3 + 62/45*z + 1
*
[ 2 ] 
f(z) = -29/84*z^3 + 79/42*z + 1
*
-8/3 | 0.13249320891604856735137309371655859215 | 0.026734833031114378958986059405926561284
f(z) = -27/80*z^3 + 71/40*z + 1
*
[ 2 ] 
f(z) = -27/92*z^3 + 77/46*z + 1
*
28/9 | 0.072071398400661619553333985645166322709 | 0.011717778096547076016245757806504872112
f(z) = -27/98*z^3 + 67/42*z + 1
*
-2/5 | 0.13377823719047834322500967543047948750 | 0.027483778194514312485748324615036071684
f(z) = -25/84*z^3 + 65/42*z + 1
*
[ 2 ] 
f(z) = -25/92*z^3 + 73/46*z + 1
*
[ 2 ] 
f(z) = -23/84*z^3 + 67/42*z + 1
*
[ 2 ] 
f(z) = -21/92*z^3 + 65/46*z + 1
*
[ 4/3 ] 
f(z) = -39/80*z^3 + 67/60*z + 1
*
[ 3/2 ] 
f(z) = -38/99*z^3 + 79/66*z + 1
*
[ 3/2 ] 
f(z) = -34/99*z^3 + 73/66*z + 1
*
-21/16 | 0.084706593617363824481337949802263882224 | 0.013056522693771627571166106482420777925
f(z) = -32/81*z^3 + 73/72*z + 1
*
-20/9 | 0.095119229313158865444696407195853176556 | 0.017012958471326592498789702388595174733
f(z) = -27/80*z^3 + 67/60*z + 1
*
[ 3/2 ] 
f(z) = -26/99*z^3 + 61/66*z + 1
*
[ 7/6 ] 
f(z) = -36/91*z^3 + 62/91*z + 1
*
[ 6/5 ] 
f(z) = -35/81*z^3 + 71/90*z + 1
*
-4/7 | 0.11685917354260769786933659688462282975 | 0.017950005580457066876172645507400218790
f(z) = -35/96*z^3 + 73/84*z + 1
*
[ 5/4 ] 
f(z) = -32/85*z^3 + 67/85*z + 1
*
[ 5/4 ] 
f(z) = -32/95*z^3 + 69/95*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -31/90*z^3 + 79/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -31/94*z^3 + 77/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -31/98*z^3 + 75/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -29/82*z^3 + 75/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -29/86*z^3 + 73/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = -29/90*z^3 + 71/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -29/94*z^3 + 69/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -29/98*z^3 + 67/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -27/82*z^3 + 67/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -27/86*z^3 + 65/86*z + 1
*
[ 4/3 ] 
f(z) = -27/92*z^3 + 71/92*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -27/94*z^3 + 61/94*z + 1
*
-3/5 | 0.073047111359375960504188508046059523910 | 0.016486150223689064734852153569277650946
f(z) = -25/84*z^3 + 65/84*z + 1
*
[ 7/5 ] 
f(z) = -25/84*z^3 + 73/84*z + 1
*
14/15 | 0.17317869229344203450858129329475800137 | 0.025946078270525098766974573251600561818
f(z) = -25/88*z^3 + 74/99*z + 1
*
[ 7/5 ] 
f(z) = -25/91*z^3 + 75/91*z + 1
*
-3/5 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -25/96*z^3 + 73/96*z + 1
*
-11/5 | 0.12578415606427424647486897269731911330 | 0.027373422275501706353341014416442748506
f(z) = -25/99*z^3 + 67/99*z + 1
*
[ 4/3 ] 
f(z) = -25/96*z^3 + 77/108*z + 1
*
[ 4/3 ] 
f(z) = -23/96*z^3 + 73/108*z + 1
*
[ 6/5 ] 
f(z) = -25/92*z^3 + 77/138*z + 1
*
[ 9/8 ] 
f(z) = -28/81*z^3 + 79/144*z + 1
*
33/20 | 0.15839504144503908559415506808220670791 | 0.022100488955875385063613390170998341449
f(z) = -25/81*z^3 + 73/144*z + 1
*
-6/7 | 0.12702019326604039693699932230147843523 | 0.019510776166193328557009594023248944554
f(z) = -35/96*z^3 + 73/168*z + 1
*
[ 10/9 ] 
f(z) = -27/88*z^3 + 79/165*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -21/89*z^3 + 79/178*z + 1
*
-4/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = -29/80*z^3 + 71/180*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -22/97*z^3 + 79/194*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -21/95*z^3 + 73/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -21/97*z^3 + 71/194*z + 1
*
[ 22/21 ] 
f(z) = -21/88*z^3 + 71/231*z + 1
*
-22/23 | 0.10226854728002326609720785591869859957 | 0.013433707758853405478524154507508756125
f(z) = -23/88*z^3 + 72/253*z + 1
*
-11/9 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -27/88*z^3 + 73/264*z + 1
*
-3/4 | 0.079013261542798888524244705876934591377 | 0.011942636496440852360657909307544857687
f(z) = -40/81*z^3 + 83/18*z + 1
*
[ 9/2 ] 
f(z) = -40/81*z^3 + 97/9*z + 1
*
[ 4 ] 
f(z) = -37/96*z^3 + 83/12*z + 1
*
[ -4 ] 
f(z) = -37/96*z^3 + 89/12*z + 1
*
[ -4 ] 
f(z) = -35/96*z^3 + 85/12*z + 1
*
-3 | 0.17296163882005645284559314548376370009 | 0.026142674532397953276152956068662885242
f(z) = -34/81*z^3 + 83/18*z + 1
*
[ -9/2 ] 
f(z) = -32/81*z^3 + 83/9*z + 1
*
-9/8 | 0.13446824272356652404363644866458830932 | 0.020251620073755652454893111855296472389
f(z) = -32/81*z^3 + 85/18*z + 1
*
15/4 | 0.12851321627091307951377410365146426078 | 0.018977324165480732532044534773182209751
f(z) = -32/81*z^3 + 97/18*z + 1
*
[ 14/3 ] 
f(z) = -27/98*z^3 + 95/14*z + 1
*
[ 18/5 ] 
f(z) = -25/81*z^3 + 85/18*z + 1
*
[ -18/5 ] 
f(z) = -25/81*z^3 + 95/18*z + 1
*
[ -3/2 ] 
f(z) = -40/99*z^3 + 85/33*z + 1
*
[ -2/3 ] 
f(z) = -39/88*z^3 + 89/33*z + 1
*
[ -3/2 ] 
f(z) = -37/81*z^3 + 97/36*z + 1
*
[ -3/2 ] 
f(z) = -35/81*z^3 + 95/36*z + 1
*
[ -3/4 ] 
f(z) = -32/99*z^3 + 83/33*z + 1
*
[ -3/2 ] 
f(z) = -31/81*z^3 + 91/36*z + 1
*
[ -3/2 ] 
f(z) = -29/81*z^3 + 89/36*z + 1
*
[ 9/4 ] 
f(z) = -28/81*z^3 + 83/36*z + 1
*
[ 10/3 ] 
f(z) = -27/80*z^3 + 89/20*z + 1
*
[ 22/9 ] 
f(z) = -27/88*z^3 + 80/33*z + 1
*
22/9 | 0.15993103172452974766323735777845157509 | 0.024110259945027094258313858471418247348
f(z) = -27/88*z^3 + 95/33*z + 1
*
[ -3/5 ] 
f(z) = -25/99*z^3 + 91/33*z + 1
*
[ 3 ] 
f(z) = -25/99*z^3 + 97/33*z + 1
*
[ -3/2 ] 
f(z) = -23/81*z^3 + 83/36*z + 1
*
[ 3 ] 
f(z) = -23/90*z^3 + 89/30*z + 1
*
[ 3 ] 
f(z) = -23/99*z^3 + 91/33*z + 1
*
[ 4 ] 
f(z) = -21/80*z^3 + 99/20*z + 1
*
[ -2/3 ] 
f(z) = -21/88*z^3 + 86/33*z + 1
*
3/2 | 0.17079273420525784694820844287611122170 | 0.025814850583554095988255060194711487831
f(z) = -40/81*z^3 + 83/45*z + 1
*
[ 9/5 ] 
f(z) = -40/81*z^3 + 92/45*z + 1
*
[ 2 ] 
f(z) = -37/84*z^3 + 95/42*z + 1
*
[ 2 ] 
f(z) = -37/92*z^3 + 97/46*z + 1
*
12/5 | 0.082483002153324364090697304901831407264 | 0.012489961202587068813247124795576619891
f(z) = -35/81*z^3 + 82/45*z + 1
*
[ 9/5 ] 
f(z) = -35/81*z^3 + 83/45*z + 1
*
-2/5 | 0.17209263176772285670958304513783045923 | 0.026338872595422942183312609579515311926
f(z) = -35/88*z^3 + 86/55*z + 1
*
[ 2 ] 
f(z) = -35/92*z^3 + 93/46*z + 1
*
[ 2 ] 
f(z) = -33/92*z^3 + 89/46*z + 1
*
[ 2 ] 
f(z) = -31/84*z^3 + 83/42*z + 1
*
[ 2 ] 
f(z) = -31/92*z^3 + 85/46*z + 1
*
[ 2 ] 
f(z) = -29/92*z^3 + 81/46*z + 1
*
[ -14/9 ] 
f(z) = -27/98*z^3 + 97/42*z + 1
*
-16/5 | 0.14119768150826160089976551824051127577 | 0.026910050262095102257352214091816519746
f(z) = -25/96*z^3 + 95/48*z + 1
*
-12/5 | 0.17692650175742681434586364162057856699 | 0.026846497673401350955355170728485631151
f(z) = -35/96*z^3 + 91/60*z + 1
*
-2/3 | 0.15734534105038836665975697590789764769 | 0.026395772539323434865758981609488302449
f(z) = -21/80*z^3 + 97/60*z + 1
*
-2 | 0.072070750963581352966618958969437145937 | 0.015684193952301465749547167124351933406
f(z) = -37/98*z^3 + 99/98*z + 1
*
-2 | 0.068770781692791055309753956625352869146 | 0.014966047445046896019231149620706873565
f(z) = -35/82*z^3 + 99/82*z + 1
*
-2 | 0.069652023805607000947297719296596683130 | 0.015225447931662268173013828507482893558
f(z) = -35/86*z^3 + 97/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -35/94*z^3 + 93/94*z + 1
*
-2 | 0.068770652941814452971696620412713604975 | 0.015245576334723198141566037850354069038
f(z) = -33/82*z^3 + 91/82*z + 1
*
-2 | 0.069652550938409337642483651353558486217 | 0.015517530314572099281335443205204562926
f(z) = -33/86*z^3 + 89/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -33/94*z^3 + 85/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -33/98*z^3 + 83/98*z + 1
*
-2 | 0.068770513315179656437613036493879973492 | 0.015563021936985242672186607489925786339
f(z) = -31/82*z^3 + 83/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -31/86*z^3 + 81/86*z + 1
*
[ 3/2 ] 
f(z) = -28/87*z^3 + 92/87*z + 1
*
[ 3/2 ] 
f(z) = -28/93*z^3 + 94/93*z + 1
*
[ 22/15 ] 
f(z) = -25/88*z^3 + 92/99*z + 1
*
[ 4/3 ] 
f(z) = -35/96*z^3 + 97/108*z + 1
*
[ 4/3 ] 
f(z) = -31/96*z^3 + 89/108*z + 1
*
[ 4/3 ] 
f(z) = -29/96*z^3 + 85/108*z + 1
*
[ 6/5 ] 
f(z) = -35/96*z^3 + 83/120*z + 1
*
[ 4/3 ] 
f(z) = -21/88*z^3 + 89/132*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -23/85*z^3 + 99/170*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.013745676033989601035968212470503182409
f(z) = -23/87*z^3 + 97/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -23/89*z^3 + 95/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -22/81*z^3 + 95/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -22/83*z^3 + 93/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -22/85*z^3 + 91/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -22/87*z^3 + 89/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -22/89*z^3 + 87/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -21/83*z^3 + 85/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -21/85*z^3 + 83/170*z + 1
*
[ 14/13 ] 
f(z) = -39/98*z^3 + 97/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -24/95*z^3 + 97/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -24/97*z^3 + 95/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -23/91*z^3 + 93/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = -23/93*z^3 + 91/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -23/95*z^3 + 89/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -23/97*z^3 + 87/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -23/99*z^3 + 85/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -22/91*z^3 + 85/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -22/93*z^3 + 83/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -22/95*z^3 + 81/190*z + 1
*
-10/11 | 0.13381998965094209924449779728794326208 | 0.019737688940555069004177199995086892704
f(z) = -33/80*z^3 + 97/220*z + 1
*
-22/25 | 0.096160047284033456274127153938192760482 | 0.012494463418593869222350791337187611898
f(z) = -25/88*z^3 + 98/275*z + 1
*
[ -9/2 ] 
f(z) = -40/81*z^3 + 101/9*z + 1
*
-3/4 | 0.15279902810093080052386815717421150204 | 0.021902437573061633531875764308462630771
f(z) = -40/81*z^3 + 119/18*z + 1
*
-3/8 | 0.17247250235358981083598486655206255802 | 0.025244975788898648813395739466911172399
f(z) = -32/81*z^3 + 103/18*z + 1
*
15/4 | 0.097484689711987453138098655334239847770 | 0.014042421374895369551822404972282495976
f(z) = -32/81*z^3 + 115/18*z + 1
*
[ -14/3 ] 
f(z) = -27/98*z^3 + 101/14*z + 1
*
-3/5 | 0.17956410629644913829055721411569669164 | 0.026172993590071023598181292459460817139
f(z) = -25/81*z^3 + 106/9*z + 1
*
-3/5 | 0.17189345457171571868218734754151756200 | 0.024760814521889460202213662977328214637
f(z) = -25/81*z^3 + 115/9*z + 1
*
-4/5 | 0.14037940638435845174102095725075052329 | 0.020969169477737256703738607997785919352
f(z) = -25/96*z^3 + 101/12*z + 1
*
[ 9/2 ] 
f(z) = -22/81*z^3 + 113/18*z + 1
*
[ 3 ] 
f(z) = -32/99*z^3 + 118/33*z + 1
*
-4 | 0.13851520148572893715518044034301693922 | 0.022790943582984128550572119151302907904
f(z) = -31/80*z^3 + 109/20*z + 1
*
[ 3 ] 
f(z) = -31/90*z^3 + 113/30*z + 1
*
[ 3 ] 
f(z) = -31/99*z^3 + 115/33*z + 1
*
[ 3 ] 
f(z) = -29/90*z^3 + 107/30*z + 1
*
[ 3 ] 
f(z) = -29/99*z^3 + 109/33*z + 1
*
[ -9/4 ] 
f(z) = -28/81*z^3 + 115/36*z + 1
*
[ 3 ] 
f(z) = -28/99*z^3 + 106/33*z + 1
*
[ -10/3 ] 
f(z) = -27/80*z^3 + 101/20*z + 1
*
-22/9 | 0.17172561435854954824880206939291822678 | 0.025651508322336126411058921752984813207
f(z) = -27/88*z^3 + 101/33*z + 1
*
[ 3 ] 
f(z) = -26/99*z^3 + 100/33*z + 1
*
-33/10 | 0.10108757735477689838506751417127546733 | 0.014674677220591369789805907562203074685
f(z) = -25/81*z^3 + 109/36*z + 1
*
9/10 | 0.13918277727324540544927989352122326516 | 0.020099721011484808596694618976303097100
f(z) = -25/81*z^3 + 113/36*z + 1
*
[ -12/5 ] 
f(z) = -25/81*z^3 + 115/36*z + 1
*
-6/5 | 0.10963602175328083529118817620672445119 | 0.018268362374995025280738630166294354518
f(z) = -25/96*z^3 + 101/24*z + 1
*
[ -3 ] 
f(z) = -25/99*z^3 + 119/33*z + 1
*
[ 4 ] 
f(z) = -23/80*z^3 + 107/20*z + 1
*
[ -4 ] 
f(z) = -23/80*z^3 + 117/20*z + 1
*
[ -3 ] 
f(z) = -23/90*z^3 + 109/30*z + 1
*
[ -3 ] 
f(z) = -23/99*z^3 + 113/33*z + 1
*
[ -4 ] 
f(z) = -21/80*z^3 + 109/20*z + 1
*
[ -9/10 ] 
f(z) = -40/81*z^3 + 113/45*z + 1
*
[ 2 ] 
f(z) = -39/92*z^3 + 101/46*z + 1
*
[ 7/3 ] 
f(z) = -39/98*z^3 + 115/42*z + 1
*
[ 7/3 ] 
f(z) = -33/98*z^3 + 101/42*z + 1
*
[ -4/3 ] 
f(z) = -27/88*z^3 + 101/44*z + 1
*
[ -7/9 ] 
f(z) = -27/98*z^3 + 103/42*z + 1
*
[ -2 ] 
f(z) = -25/84*z^3 + 113/42*z + 1
*
[ -4/5 ] 
f(z) = -25/88*z^3 + 107/44*z + 1
*
[ -2 ] 
f(z) = -25/92*z^3 + 119/46*z + 1
*
[ -2 ] 
f(z) = -23/84*z^3 + 109/42*z + 1
*
[ -2 ] 
f(z) = -21/92*z^3 + 111/46*z + 1
*
-2/3 | 0.16396854233612540523836092378125644455 | 0.027232670066599150202154617271396622197
f(z) = -39/80*z^3 + 103/60*z + 1
*
9/4 | 0.10277270049777599022473738462991152003 | 0.014804145866283919110207557605213707505
f(z) = -38/81*z^3 + 115/72*z + 1
*
12/5 | 0.19364578398625075987895744447556563584 | 0.028925832981079169790685123447523221758
f(z) = -35/96*z^3 + 101/60*z + 1
*
15/8 | 0.13687127034029091898345763464878005361 | 0.023286393846517806987506457067093030794
f(z) = -32/99*z^3 + 119/66*z + 1
*
20/9 | 0.089625544124475984549312921208810127239 | 0.014885433741783872400636913487517139159
f(z) = -27/80*z^3 + 103/60*z + 1
*
-20/9 | 0.15734600269147937000167599141586994829 | 0.025889316348567295900818520958281303775
f(z) = -27/80*z^3 + 109/60*z + 1
*
[ 3/2 ] 
f(z) = -40/87*z^3 + 119/87*z + 1
*
-1 | 0.072591463385329897920249808048180398329 | 0.015189283869722310694489261180268689877
f(z) = -39/80*z^3 + 119/80*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014493464472418640806610324221335209870
f(z) = -39/82*z^3 + 115/82*z + 1
*
-2 | 0.069652224955721359986493813844634204176 | 0.014733765797681780310586147955536086584
f(z) = -39/86*z^3 + 113/86*z + 1
*
-2 | 0.071299237864386826718088237645882656124 | 0.015198028296828892953906439959462821108
f(z) = -39/94*z^3 + 109/94*z + 1
*
-2 | 0.072071523481116976295417005899727086643 | 0.015423531662361068157716425349908369027
f(z) = -39/98*z^3 + 107/98*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014189960454531421488137809016087615423
f(z) = -38/81*z^3 + 119/81*z + 1
*
-1 | 0.072591824067551249320630132010610559829 | 0.015243421399859923013634017145644941718
f(z) = -37/80*z^3 + 117/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014215061089302309600195458266241519909
f(z) = -37/81*z^3 + 118/81*z + 1
*
-2 | 0.068770252443076995550675852890327932094 | 0.014717049324790033517142520285035460149
f(z) = -37/82*z^3 + 107/82*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014389637176406804307903108725825021251
f(z) = -37/82*z^3 + 119/82*z + 1
*
-2 | 0.069652804921415238933593358027335489048 | 0.014966351167787170521243651585393838300
f(z) = -37/86*z^3 + 105/86*z + 1
*
-2 | 0.056930824805204928583622208681590688507 | 0.012283528324911020900662273612109181027
f(z) = -37/90*z^3 + 103/90*z + 1
*
-2 | 0.071299783886875859535871738875675376198 | 0.015449170531233663415378028572463242936
f(z) = -37/94*z^3 + 101/94*z + 1
*
-1 | 0.081830705364112175143958440874589999127 | 0.017122534180600323196351862281391382064
f(z) = -36/83*z^3 + 119/83*z + 1
*
-1 | 0.067816080217676669423225352878409302679 | 0.014266286636268271636369824505512469820
f(z) = -35/81*z^3 + 116/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014440989801728258875996041113818214693
f(z) = -35/82*z^3 + 117/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017152754387957104928264728351941203716
f(z) = -35/83*z^3 + 118/83*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014292211466882972779623547898165410314
f(z) = -34/81*z^3 + 115/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017183408826779478772109060093707150379
f(z) = -34/83*z^3 + 117/83*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015355471471159474177233017286826862778
f(z) = -33/80*z^3 + 113/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014493327033286514733873986726668591474
f(z) = -33/82*z^3 + 115/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017214437580034108781509452698193621173
f(z) = -33/83*z^3 + 116/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017245180941687210732648455517793283990
f(z) = -33/85*z^3 + 118/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014574190036043033803133133466505737646
f(z) = -33/86*z^3 + 119/86*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014345252806664478900511199584199956373
f(z) = -32/81*z^3 + 113/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017245848710187992985517619908108190529
f(z) = -32/83*z^3 + 115/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017276000560052927867019159703686022073
f(z) = -32/85*z^3 + 117/85*z + 1
*
[ 3/2 ] 
f(z) = -32/87*z^3 + 101/87*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013047859147145810006006327995523540269
f(z) = -32/87*z^3 + 119/87*z + 1
*
[ 3/2 ] 
f(z) = -32/93*z^3 + 103/93*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015413696415645926184909946185887245139
f(z) = -31/80*z^3 + 111/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014372277121253441063423097375474201782
f(z) = -31/81*z^3 + 112/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014547252703545366771263535695945590410
f(z) = -31/82*z^3 + 113/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017277650528685568667197517710819009086
f(z) = -31/83*z^3 + 114/83*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.011201449650239553030480722272386016790
f(z) = -31/84*z^3 + 115/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017307196509821015842446347746906652139
f(z) = -31/85*z^3 + 116/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014626062581496881366393160783517859428
f(z) = -31/86*z^3 + 117/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013071156177786531697676166515125245284
f(z) = -31/87*z^3 + 118/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015558558430270436414323636478619410483
f(z) = -31/88*z^3 + 119/88*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017309851605987367075311881708441872061
f(z) = -30/83*z^3 + 113/83*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017392916474242810718755086183428916420
f(z) = -30/89*z^3 + 119/89*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015473435482864180732964072928519205084
f(z) = -29/80*z^3 + 109/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014427370842371807147060759834196659358
f(z) = -29/81*z^3 + 110/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014602413040542193667076475771359191268
f(z) = -29/82*z^3 + 111/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017342460782109458932988594274758232243
f(z) = -29/83*z^3 + 112/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011243239180779396703229419235341296661
f(z) = -29/84*z^3 + 113/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017370750077527749708849525277556829458
f(z) = -29/85*z^3 + 114/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.014679347195995692775370659568869958817
f(z) = -29/86*z^3 + 115/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015613934545675451938826847887347655631
f(z) = -29/88*z^3 + 117/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017423682821014490161886690288272008306
f(z) = -29/89*z^3 + 118/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.011912359079589484975207320302560636749
f(z) = -29/90*z^3 + 119/90*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014455456102810133833155094836594812389
f(z) = -28/81*z^3 + 109/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017375487177693537151539994719822077953
f(z) = -28/83*z^3 + 111/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017403124668338462554984976732677993187
f(z) = -28/85*z^3 + 113/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013142098161658198941568620322185799736
f(z) = -28/87*z^3 + 115/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017454821447908852621689532359058612810
f(z) = -28/89*z^3 + 117/89*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014658868797092934013885262267514076492
f(z) = -27/82*z^3 + 109/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017408940205639556538426900810712897390
f(z) = -27/83*z^3 + 110/83*z + 1
*
[ 5/3 ] 
f(z) = -27/85*z^3 + 109/85*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017435909556984664190261488631588897652
f(z) = -27/85*z^3 + 112/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014733687326989221186949602499266004658
f(z) = -27/86*z^3 + 113/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015670671381911389284541099024982916827
f(z) = -27/88*z^3 + 115/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017486340301546713407027928499135175361
f(z) = -27/89*z^3 + 116/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017509947079183373000505835920022420026
f(z) = -27/91*z^3 + 118/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015730803568847683966292182070336353880
f(z) = -27/92*z^3 + 119/92*z + 1
*
[ 5/3 ] 
f(z) = -27/95*z^3 + 113/95*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014512745015275932059573461509742662030
f(z) = -26/81*z^3 + 107/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017442829583335088513273617442516853477
f(z) = -26/83*z^3 + 109/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017469113913254059904899527377970010770
f(z) = -26/85*z^3 + 111/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013190871194134638107821789776232927040
f(z) = -26/87*z^3 + 113/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017518247571742055232195631234075539961
f(z) = -26/89*z^3 + 115/89*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013306496336973948903468946444684750589
f(z) = -26/93*z^3 + 119/93*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014541966134005436568469845718722933363
f(z) = -25/81*z^3 + 106/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014716963861364273271999746401552931216
f(z) = -25/82*z^3 + 107/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017477165345517966704080488278803096849
f(z) = -25/83*z^3 + 108/83*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014789554587613939226093253573346176889
f(z) = -25/86*z^3 + 111/86*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013215501769913400442301882027902772560
f(z) = -25/87*z^3 + 112/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015728828470287689617712126817603447789
f(z) = -25/88*z^3 + 113/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017550551701218908552628250251300206472
f(z) = -25/89*z^3 + 114/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017572914775479529025138803581924429107
f(z) = -25/91*z^3 + 116/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015786792740193232456953681279238097830
f(z) = -25/92*z^3 + 117/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013330034211212906600434271662938912289
f(z) = -25/93*z^3 + 118/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014918987112055192740537717195204762443
f(z) = -25/94*z^3 + 119/94*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017511957857811413057128784605390182010
f(z) = -24/83*z^3 + 107/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017536819189273893686223315224250703954
f(z) = -24/85*z^3 + 109/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017583261395808567224267726775902504846
f(z) = -24/89*z^3 + 113/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017604980017845385545589210960687707322
f(z) = -24/91*z^3 + 115/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017645715510325304707264478360021337897
f(z) = -24/95*z^3 + 119/95*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015662462458473203007606706250796277548
f(z) = -23/80*z^3 + 103/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014601607583701021316875567513820762379
f(z) = -23/81*z^3 + 104/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.014776770761302864087067757238128911283
f(z) = -23/82*z^3 + 105/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017547217830973661672750233119362085178
f(z) = -23/83*z^3 + 106/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011374512919047759277573960872183923591
f(z) = -23/84*z^3 + 107/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017571339967582840122714134804595561173
f(z) = -23/85*z^3 + 108/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.014847013669040212477016700833771710017
f(z) = -23/86*z^3 + 109/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013266381082062683666153280182127334398
f(z) = -23/87*z^3 + 110/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015788469111491021865267614722535659881
f(z) = -23/88*z^3 + 111/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017616385635155504970325172253867612299
f(z) = -23/89*z^3 + 112/89*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.012042863724793234532599470851830225403
f(z) = -23/90*z^3 + 113/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017637444084334048521910763628274578191
f(z) = -23/91*z^3 + 114/91*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013377753041814727062207807482099296036
f(z) = -23/93*z^3 + 116/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014971949919826976352908960639666111701
f(z) = -23/94*z^3 + 117/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017676929033556388087779943842295494183
f(z) = -23/95*z^3 + 118/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011638945005999772780051030775728012991
f(z) = -23/96*z^3 + 119/96*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014632047212857363919873148662578718493
f(z) = -22/81*z^3 + 103/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017582956335907158717595214572170490341
f(z) = -22/83*z^3 + 105/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017606319957172011840749757346951420302
f(z) = -22/85*z^3 + 107/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013292206284161846472750528462064721375
f(z) = -22/87*z^3 + 109/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017649933683962310488811152508196961598
f(z) = -22/89*z^3 + 111/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017670315723879184943362194810410305758
f(z) = -22/91*z^3 + 113/91*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013402163385748956837888646263075291517
f(z) = -22/93*z^3 + 115/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017708520247851804570498219571638362235
f(z) = -22/95*z^3 + 117/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017726445046752393589098682781135620071
f(z) = -22/97*z^3 + 119/97*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015729008271495371059973890717879720671
f(z) = -21/80*z^3 + 101/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014837944842463243566507493458598850037
f(z) = -21/82*z^3 + 103/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017619184819475733239307234246628601694
f(z) = -21/83*z^3 + 104/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017641769926513899731355199740682135372
f(z) = -21/85*z^3 + 106/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.014905854376688226726001678694115677821
f(z) = -21/86*z^3 + 107/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015849660690207162848281387566992380126
f(z) = -21/88*z^3 + 109/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017683915103806065164153078727655520344
f(z) = -21/89*z^3 + 110/89*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015902958628403846693591307978782369956
f(z) = -21/92*z^3 + 113/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015026353956698589299572341663896013231
f(z) = -21/94*z^3 + 115/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017740497215333302571054000488309863454
f(z) = -21/95*z^3 + 116/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017757801372538534997775559132845433785
f(z) = -21/97*z^3 + 118/97*z + 1
*
[ 4/3 ] 
f(z) = -37/96*z^3 + 101/108*z + 1
*
-2 | 0.17894968905275300146496067541486440002 | 0.028985404748579447777025005364219458011
f(z) = -25/96*z^3 + 113/120*z + 1
*
[ 3/2 ] 
f(z) = -25/99*z^3 + 119/132*z + 1
*
[ 3/2 ] 
f(z) = -23/90*z^3 + 109/120*z + 1
*
[ 3/2 ] 
f(z) = -23/99*z^3 + 113/132*z + 1
*
[ 14/11 ] 
f(z) = -33/98*z^3 + 117/154*z + 1
*
[ 7/6 ] 
f(z) = -39/98*z^3 + 115/168*z + 1
*
[ 8/7 ] 
f(z) = -35/96*z^3 + 101/168*z + 1
*
[ 7/6 ] 
f(z) = -33/98*z^3 + 101/168*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -26/89*z^3 + 119/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -25/81*z^3 + 119/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -25/83*z^3 + 117/166*z + 1
*
[ 6/5 ] 
f(z) = -25/87*z^3 + 101/174*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.013745676033989601035968212470503182409
f(z) = -25/87*z^3 + 113/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -25/89*z^3 + 111/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -24/83*z^3 + 109/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -24/85*z^3 + 107/170*z + 1
*
[ 5/4 ] 
f(z) = -24/85*z^3 + 109/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -24/89*z^3 + 103/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -23/81*z^3 + 103/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -23/83*z^3 + 101/166*z + 1
*
-4/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = -37/80*z^3 + 103/180*z + 1
*
-2/3 | 0.17100319855754470159714988970404042680 | 0.025991285793341761176050327462657778658
f(z) = -29/80*z^3 + 119/180*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -27/97*z^3 + 119/194*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -26/93*z^3 + 115/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -26/95*z^3 + 113/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -26/97*z^3 + 111/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -26/99*z^3 + 109/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -25/91*z^3 + 109/182*z + 1
*
[ 6/5 ] 
f(z) = -25/93*z^3 + 103/186*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = -25/93*z^3 + 107/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -25/97*z^3 + 103/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -25/99*z^3 + 101/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -24/91*z^3 + 101/182*z + 1
*
[ 5/4 ] 
f(z) = -24/95*z^3 + 113/190*z + 1
*
-2/3 | 0.17086233645714131891983093789355255877 | 0.025969875742887045932916201857878668373
f(z) = -23/80*z^3 + 113/180*z + 1
*
-6/7 | 0.21641785511472390081102368496394629804 | 0.028771856512919852048505757308912578560
f(z) = -35/88*z^3 + 106/231*z + 1
*
2 | 0.13574400096281497665593712736622392945 | 0.018046602098155857631166434674291802888
f(z) = -21/88*z^3 + 116/231*z + 1
*
-9/14 | 0.18955523849165314839230834957227434156 | 0.024532643329677554008623157077302854758
f(z) = -35/81*z^3 + 101/252*z + 1
*
9/5 | 0.15487347839152695385131892141975389525 | 0.028008945578363382723241188073445605071
f(z) = -25/84*z^3 + 103/252*z + 1
*
-3/4 | 0.10138539407014588698282064983653882789 | 0.014398447202205829578265293316650920033
f(z) = -32/81*z^3 + 127/18*z + 1
*
[ 9/2 ] 
f(z) = -26/81*z^3 + 131/18*z + 1
*
[ -9/2 ] 
f(z) = -26/81*z^3 + 139/18*z + 1
*
[ -9/2 ] 
f(z) = -22/81*z^3 + 121/18*z + 1
*
[ 3 ] 
f(z) = -38/99*z^3 + 136/33*z + 1
*
[ 3 ] 
f(z) = -37/90*z^3 + 131/30*z + 1
*
[ 3 ] 
f(z) = -37/99*z^3 + 133/33*z + 1
*
[ 3 ] 
f(z) = -35/99*z^3 + 127/33*z + 1
*
[ 3 ] 
f(z) = -34/99*z^3 + 124/33*z + 1
*
[ 4 ] 
f(z) = -31/80*z^3 + 139/20*z + 1
*
[ -3 ] 
f(z) = -31/90*z^3 + 133/30*z + 1
*
[ -3 ] 
f(z) = -31/99*z^3 + 137/33*z + 1
*
[ 4 ] 
f(z) = -29/80*z^3 + 131/20*z + 1
*
[ -3 ] 
f(z) = -29/90*z^3 + 127/30*z + 1
*
[ -3 ] 
f(z) = -29/99*z^3 + 131/33*z + 1
*
[ -3 ] 
f(z) = -28/99*z^3 + 128/33*z + 1
*
[ 4 ] 
f(z) = -27/80*z^3 + 123/20*z + 1
*
[ -4 ] 
f(z) = -27/80*z^3 + 133/20*z + 1
*
-22/9 | 0.19380884873517429406124370760832474261 | 0.027867564729184666783943692545917792916
f(z) = -27/88*z^3 + 131/33*z + 1
*
[ -3 ] 
f(z) = -26/99*z^3 + 122/33*z + 1
*
-10/3 | 0.16004396762387427396802900907791392741 | 0.022865310440513461807054981131107794718
f(z) = -21/88*z^3 + 137/33*z + 1
*
[ -3/5 ] 
f(z) = -40/81*z^3 + 128/45*z + 1
*
[ -2 ] 
f(z) = -37/84*z^3 + 137/42*z + 1
*
[ -3/5 ] 
f(z) = -35/81*z^3 + 127/45*z + 1
*
[ -2 ] 
f(z) = -35/92*z^3 + 139/46*z + 1
*
[ -2 ] 
f(z) = -33/92*z^3 + 135/46*z + 1
*
[ -7/3 ] 
f(z) = -33/98*z^3 + 137/42*z + 1
*
[ -2 ] 
f(z) = -31/84*z^3 + 125/42*z + 1
*
0 | 0.14891409272232407752076270076300468669 | 0.026854702886122027897766102454818635226
f(z) = -31/90*z^3 + 128/45*z + 1
*
[ -2 ] 
f(z) = -31/92*z^3 + 131/46*z + 1
*
[ -2 ] 
f(z) = -29/84*z^3 + 121/42*z + 1
*
0 | 0.15437134408140261679249211778960201683 | 0.027878278001179922048825478458088165342
f(z) = -29/90*z^3 + 127/45*z + 1
*
[ -2 ] 
f(z) = -29/92*z^3 + 127/46*z + 1
*
[ 8/3 ] 
f(z) = -27/80*z^3 + 121/40*z + 1
*
[ -2/3 ] 
f(z) = -27/92*z^3 + 121/46*z + 1
*
[ -2 ] 
f(z) = -27/92*z^3 + 123/46*z + 1
*
[ -7/6 ] 
f(z) = -27/98*z^3 + 125/56*z + 1
*
[ 14/5 ] 
f(z) = -25/84*z^3 + 125/42*z + 1
*
-14/5 | 0.11305172652620342891868047170726368774 | 0.020140592622061112213210736650828298403
f(z) = -25/84*z^3 + 137/42*z + 1
*
0 | 0.14641348337536523750716925621225571914 | 0.026555794971905129744031551797618709417
f(z) = -23/90*z^3 + 124/45*z + 1
*
2 | 0.15219762036076702879099872388872755462 | 0.024427906838550919294362335331456873967
f(z) = -39/80*z^3 + 127/60*z + 1
*
3/4 | 0.10277211954825335088783397191580982282 | 0.014410609113301520784415019234619201243
f(z) = -38/81*z^3 + 139/72*z + 1
*
9/14 | 0.18948480744145145705364887366703040755 | 0.027096295962531694352656650073231384693
f(z) = -28/81*z^3 + 121/63*z + 1
*
[ 20/9 ] 
f(z) = -27/80*z^3 + 133/60*z + 1
*
3/4 | 0.17123110034429733206484455181291368139 | 0.024159339635511708484887660654613724237
f(z) = -26/81*z^3 + 133/72*z + 1
*
[ 9/4 ] 
f(z) = -22/81*z^3 + 139/72*z + 1
*
-22/7 | 0.20776044264211148411879637886675097621 | 0.029939881759281668204815814576725249809
f(z) = -21/88*z^3 + 129/77*z + 1
*
-1 | 0.067816196088129457984170770776779892245 | 0.014140775215964123469633523026262516885
f(z) = -40/81*z^3 + 121/81*z + 1
*
-9/10 | 0.17079190540693962758117146198830862476 | 0.024423214079266470413981232328063732174
f(z) = -40/81*z^3 + 121/90*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017004830983772654725418272409694568262
f(z) = -40/83*z^3 + 123/83*z + 1
*
-1 | 0.062357760540588987473246825370929903793 | 0.012872698644299569113380320950861671040
f(z) = -40/87*z^3 + 127/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017104136707247738873904208206760989148
f(z) = -40/89*z^3 + 129/89*z + 1
*
-1 | 0.083534693328423449605302392215863788941 | 0.017134628157691247709309713492109485847
f(z) = -40/91*z^3 + 131/91*z + 1
*
[ 3/2 ] 
f(z) = -40/93*z^3 + 121/93*z + 1
*
-1 | 0.063593742320631208138789184732439616945 | 0.013003926847193298874663105564564287282
f(z) = -40/93*z^3 + 133/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017218942766129816154971622360644511316
f(z) = -40/97*z^3 + 137/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014496316797691746872813921425064058456
f(z) = -40/99*z^3 + 139/99*z + 1
*
-1 | 0.068770086144556423304214003063472640191 | 0.014339676741657896779987974442847075023
f(z) = -39/82*z^3 + 121/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017033726718490376513517184515903039446
f(z) = -39/83*z^3 + 122/83*z + 1
*
-1 | 0.082271592175107297744183940988811068896 | 0.017067798022869365462058480742317166363
f(z) = -39/85*z^3 + 124/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.014425845113494123432715091452119294779
f(z) = -39/86*z^3 + 125/86*z + 1
*
-1 | 0.074356803611982398476372692859052501493 | 0.015349696922284219438152803947858344862
f(z) = -39/88*z^3 + 127/88*z + 1
*
-1 | 0.083122971196853251983096942033510299647 | 0.017131585475665189992702809366399008872
f(z) = -39/89*z^3 + 128/89*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015420802055256777160336680389815037604
f(z) = -39/92*z^3 + 131/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014579537736853440016941582405493080761
f(z) = -39/94*z^3 + 133/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017218009774228093807956563452215976369
f(z) = -39/95*z^3 + 134/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017244620666976066119178655611333776570
f(z) = -39/97*z^3 + 136/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.014648715002595391908421539578469896549
f(z) = -39/98*z^3 + 137/98*z + 1
*
-1 | 0.081830451557575296310568443094525213821 | 0.017062974452190784401602348763658739137
f(z) = -38/83*z^3 + 121/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017096460461408999556450112257286498828
f(z) = -38/85*z^3 + 123/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012915143297253247981398047336832040728
f(z) = -38/87*z^3 + 125/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017159307485902343349685278185050523230
f(z) = -38/89*z^3 + 127/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017188818899860332318950205497753026253
f(z) = -38/91*z^3 + 129/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013044269808812174324558209275251218679
f(z) = -38/93*z^3 + 131/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017270565625531394545009700025131206366
f(z) = -38/97*z^3 + 135/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014539019244789934738889787734365416721
f(z) = -38/99*z^3 + 137/99*z + 1
*
-1 | 0.081830617911727623634889127438232446720 | 0.017092586746515255845729149339943332723
f(z) = -37/83*z^3 + 120/83*z + 1
*
-1 | 0.053150503768562196638634475768683026422 | 0.011082740846003454849964746412091838086
f(z) = -37/84*z^3 + 121/84*z + 1
*
-1 | 0.082271409977779046361540505018706897483 | 0.017125530719307489913129136337461781376
f(z) = -37/85*z^3 + 122/85*z + 1
*
-1 | 0.069652885474167919311406637449091521329 | 0.014474276197753326851524754987983193640
f(z) = -37/86*z^3 + 123/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012936664166324158535246494012436374284
f(z) = -37/87*z^3 + 124/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015400049822487007352033644694032249686
f(z) = -37/88*z^3 + 125/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017187355355837062514522460044923767042
f(z) = -37/89*z^3 + 126/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.011752360947162851248925672646418015332
f(z) = -37/90*z^3 + 127/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017216387937033588010155507861080755403
f(z) = -37/91*z^3 + 128/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015469620356935844786246409332916791194
f(z) = -37/92*z^3 + 129/92*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013064592821250976570757420852841160311
f(z) = -37/93*z^3 + 130/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014624850018271879920232695736768663319
f(z) = -37/94*z^3 + 131/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017271037180121543086849421504352724103
f(z) = -37/95*z^3 + 132/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011374018590163835693219511053694795062
f(z) = -37/96*z^3 + 133/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017296782547508789987513965688832144025
f(z) = -37/97*z^3 + 134/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.014692632249157141283210157259803036702
f(z) = -37/98*z^3 + 135/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014560700685958540652322895669153750610
f(z) = -37/99*z^3 + 136/99*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017154902571834161426509815480983960631
f(z) = -36/85*z^3 + 121/85*z + 1
*
[ 5/3 ] 
f(z) = -36/85*z^3 + 134/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017215719660798843398715823916790437510
f(z) = -36/89*z^3 + 125/89*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017297977488382914572222073232346899328
f(z) = -36/95*z^3 + 131/95*z + 1
*
[ 5/3 ] 
f(z) = -36/95*z^3 + 138/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017323276467807098719554245443358626080
f(z) = -36/97*z^3 + 133/97*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014523539619192947307615227244991834180
f(z) = -35/86*z^3 + 121/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.012980451838303311248120125673899908942
f(z) = -35/87*z^3 + 122/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015451667397164672881722800960923952621
f(z) = -35/88*z^3 + 123/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017244406702069252589506554864826137222
f(z) = -35/89*z^3 + 124/89*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015519518870680862947812482634857728540
f(z) = -35/92*z^3 + 127/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013106552473080009404499462585353028778
f(z) = -35/93*z^3 + 128/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014671148540076699618504783420445066246
f(z) = -35/94*z^3 + 129/94*z + 1
*
[ 12/7 ] 
f(z) = -35/96*z^3 + 125/84*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011409368320760115959480862639153072427
f(z) = -35/96*z^3 + 131/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017350052554950088335281937427291824697
f(z) = -35/97*z^3 + 132/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014604744190557526100656622811713728011
f(z) = -35/99*z^3 + 134/99*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013002728790691239707204923747874264255
f(z) = -34/87*z^3 + 121/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017273422960818267001449206876780821937
f(z) = -34/89*z^3 + 123/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017300954298081789175919775185663654778
f(z) = -34/91*z^3 + 125/91*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013127559795611418920822158383986161512
f(z) = -34/93*z^3 + 127/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017352738445720910586710022404079346385
f(z) = -34/95*z^3 + 129/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017377116115714078417969269478578230946
f(z) = -34/97*z^3 + 131/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014627114647461810191306210464027468543
f(z) = -34/99*z^3 + 133/99*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017302775104807179120287639355779018716
f(z) = -33/89*z^3 + 122/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017329783368242397590863363120021140349
f(z) = -33/91*z^3 + 124/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015570540149573479228467519447990832922
f(z) = -33/92*z^3 + 125/92*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014718606141361006112434286583795426635
f(z) = -33/94*z^3 + 127/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017380570392409914925036610720624932800
f(z) = -33/95*z^3 + 128/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017404472599953698392228314952013617389
f(z) = -33/97*z^3 + 130/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014783144452086467445569270336615750548
f(z) = -33/98*z^3 + 131/98*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017332469995400387189204484093217233384
f(z) = -32/89*z^3 + 121/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017358943285829875313637960779716562729
f(z) = -32/91*z^3 + 123/91*z + 1
*
[ 7/4 ] 
f(z) = -32/91*z^3 + 137/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013170931450400303950310803215255084157
f(z) = -32/93*z^3 + 125/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017408711109423629848242246866430709063
f(z) = -32/95*z^3 + 127/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017432127605635897014442633198407504911
f(z) = -32/97*z^3 + 129/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014672574794910121333676755126041851649
f(z) = -32/99*z^3 + 131/99*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017362514694903066907272392019301069540
f(z) = -31/89*z^3 + 120/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.011870959457959950013421527307185188105
f(z) = -31/90*z^3 + 121/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017388440751617449646072643748569333620
f(z) = -31/91*z^3 + 122/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015622729170271881358204753582825488709
f(z) = -31/92*z^3 + 123/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014766859309588676605317751009452567805
f(z) = -31/94*z^3 + 125/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017437166643851774509601652337098393558
f(z) = -31/95*z^3 + 126/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011482405799782936709837742524233718300
f(z) = -31/96*z^3 + 127/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017460086884092930369910632086986512219
f(z) = -31/97*z^3 + 128/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014829944093443719467784592757178325070
f(z) = -31/98*z^3 + 129/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014695673567943503327341839228258949107
f(z) = -31/99*z^3 + 130/99*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017418282660939978229690299693412015290
f(z) = -30/91*z^3 + 121/91*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017488356345505698636892579683038759377
f(z) = -30/97*z^3 + 127/97*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017448476111067949390189453414686687568
f(z) = -29/91*z^3 + 120/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015676133514719222013890006949780667751
f(z) = -29/92*z^3 + 121/92*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013237318289504867731115150989692574594
f(z) = -29/93*z^3 + 122/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014816490087511034367823304480585193804
f(z) = -29/94*z^3 + 123/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017495047208424434661008884017140000293
f(z) = -29/95*z^3 + 124/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011520368919581665527029508492301808262
f(z) = -29/96*z^3 + 125/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017516942064629489388068097432022097942
f(z) = -29/97*z^3 + 126/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014877779279576957372935597020596692305
f(z) = -29/98*z^3 + 127/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014742632150614212076201979643711327082
f(z) = -29/99*z^3 + 128/99*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013260251599900047787161840225859276937
f(z) = -28/93*z^3 + 121/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017524485206808278798248426197316774601
f(z) = -28/95*z^3 + 123/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017545850286774920238882771150777725356
f(z) = -28/97*z^3 + 125/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014766501806788954345137262557206073540
f(z) = -28/99*z^3 + 127/99*z + 1
*
-5/3 | 0.097970595080994114133155855548675595486 | 0.020358861557666179209683212983242711957
f(z) = -27/80*z^3 + 123/80*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.014867138404556671115595662410100158640
f(z) = -27/94*z^3 + 121/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017554263972388707217808717015509122331
f(z) = -27/95*z^3 + 122/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017575087434057659923686780191537097691
f(z) = -27/97*z^3 + 124/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014926690803977377243991559821572346557
f(z) = -27/98*z^3 + 125/98*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017584390466257286326722857251168081565
f(z) = -26/95*z^3 + 121/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017604660111931348409949086556880407372
f(z) = -26/97*z^3 + 123/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014815047500326904113036771146164862006
f(z) = -26/99*z^3 + 125/99*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.011598280068310315340928219444763661606
f(z) = -25/96*z^3 + 121/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017634575116019037826241764396359336053
f(z) = -25/97*z^3 + 122/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014976721783496656369317619687048755836
f(z) = -25/98*z^3 + 123/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014839734233582249744279845341304301889
f(z) = -25/99*z^3 + 124/99*z + 1
*
[ 9/5 ] 
f(z) = -25/99*z^3 + 125/99*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017664839439259441545881389156175965501
f(z) = -24/97*z^3 + 121/97*z + 1
*
[ 2 ] 
f(z) = -23/82*z^3 + 133/82*z + 1
*
[ 2 ] 
f(z) = -23/86*z^3 + 135/86*z + 1
*
[ 2 ] 
f(z) = -23/90*z^3 + 137/90*z + 1
*
[ 2 ] 
f(z) = -23/94*z^3 + 139/94*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017695460279385313924239244776999974917
f(z) = -23/97*z^3 + 120/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.015028053814158758755359395141090472245
f(z) = -23/98*z^3 + 121/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014889963365800848340190203117003359824
f(z) = -23/99*z^3 + 122/99*z + 1
*
[ 2 ] 
f(z) = -21/82*z^3 + 125/82*z + 1
*
[ 2 ] 
f(z) = -21/86*z^3 + 127/86*z + 1
*
[ 2 ] 
f(z) = -21/94*z^3 + 131/94*z + 1
*
[ 4/3 ] 
f(z) = -39/88*z^3 + 137/132*z + 1
*
-12/7 | 0.19443059004884971867165187130423968213 | 0.027262872899561254673258423079226606222
f(z) = -35/81*z^3 + 139/126*z + 1
*
[ 3/2 ] 
f(z) = -31/90*z^3 + 133/120*z + 1
*
[ 3/2 ] 
f(z) = -31/99*z^3 + 137/132*z + 1
*
[ 3/2 ] 
f(z) = -29/90*z^3 + 127/120*z + 1
*
[ 3/2 ] 
f(z) = -29/99*z^3 + 131/132*z + 1
*
[ 6/5 ] 
f(z) = -35/88*z^3 + 122/165*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.016574594610978289207570987963424798369
f(z) = -28/85*z^3 + 139/170*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.012639869886262210507488849649167396725
f(z) = -28/87*z^3 + 137/174*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016591845729276483360817295475094932130
f(z) = -28/89*z^3 + 135/178*z + 1
*
[ 4/3 ] 
f(z) = -27/82*z^3 + 137/164*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -27/83*z^3 + 133/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -27/85*z^3 + 131/170*z + 1
*
[ 4/3 ] 
f(z) = -27/86*z^3 + 139/172*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -27/89*z^3 + 127/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -26/81*z^3 + 127/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -26/83*z^3 + 125/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -26/85*z^3 + 123/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -26/87*z^3 + 121/174*z + 1
*
-2/3 | 0.17269354376238529372497731142989484306 | 0.026248206398798344093659834720007102075
f(z) = -37/80*z^3 + 127/180*z + 1
*
-2/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = -31/80*z^3 + 121/180*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = -29/93*z^3 + 139/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -29/95*z^3 + 137/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -29/97*z^3 + 135/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -29/99*z^3 + 133/198*z + 1
*
-2 | 0.066445846788203208306948569967750139533 | 0.012715091438022102768110441982264536470
f(z) = -28/93*z^3 + 131/186*z + 1
*
-2 | 0.087183511081326662819593714257083793677 | 0.016615801620560977080951343397838546813
f(z) = -28/95*z^3 + 129/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = -28/97*z^3 + 127/194*z + 1
*
-2 | 0.074384154897783007843898969727721862737 | 0.014065884809907898167182317797139027274
f(z) = -28/99*z^3 + 125/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -27/91*z^3 + 125/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -27/95*z^3 + 121/190*z + 1
*
[ 4/3 ] 
f(z) = -23/80*z^3 + 137/180*z + 1
*
5/3 | 0.092265674890618520026862070452723085192 | 0.016834839182282169736713358674653686963
f(z) = -33/80*z^3 + 131/240*z + 1
*
2/3 | 0.15744265891143127096183808305910183670 | 0.028412772218530159253615509298754695777
f(z) = -27/85*z^3 + 121/255*z + 1
*
2 | 0.19327463207852261154777747645503130206 | 0.025388010229905319350199995799659955930
f(z) = -23/88*z^3 + 127/253*z + 1
*
[ 7/6 ] 
f(z) = -24/91*z^3 + 137/273*z + 1
*
-22/27 | 0.098737278499960135988867234854968335327 | 0.012702312151840510381195189484877470250
f(z) = -27/88*z^3 + 128/297*z + 1
*
[ 9/8 ] 
f(z) = -22/81*z^3 + 131/288*z + 1
*
[ 8/7 ] 
f(z) = -21/80*z^3 + 131/280*z + 1
*
-33/8 | 0.12842763758161476432330919106803916856 | 0.017901921346257364771360565381006299311
f(z) = -32/81*z^3 + 145/18*z + 1
*
36/5 | 0.20527981476372573768091695150647090542 | 0.028698215145139232150038396879912782522
f(z) = -25/81*z^3 + 142/9*z + 1
*
[ 3 ] 
f(z) = -40/99*z^3 + 142/33*z + 1
*
-4 | 0.16173135659114488058723639247943627563 | 0.025529592986974033675405037490213878854
f(z) = -39/80*z^3 + 141/20*z + 1
*
[ -3 ] 
f(z) = -38/99*z^3 + 158/33*z + 1
*
[ -3 ] 
f(z) = -37/90*z^3 + 151/30*z + 1
*
[ -3 ] 
f(z) = -37/99*z^3 + 155/33*z + 1
*
[ -3 ] 
f(z) = -35/99*z^3 + 149/33*z + 1
*
[ -3 ] 
f(z) = -34/99*z^3 + 146/33*z + 1
*
[ 4 ] 
f(z) = -33/80*z^3 + 147/20*z + 1
*
[ -4 ] 
f(z) = -33/80*z^3 + 157/20*z + 1
*
[ -3 ] 
f(z) = -32/99*z^3 + 140/33*z + 1
*
[ -4 ] 
f(z) = -31/80*z^3 + 149/20*z + 1
*
[ -4 ] 
f(z) = -29/80*z^3 + 141/20*z + 1
*
-3 | 0.20893928230773643911806728558497138579 | 0.028961002767966310605745148799156866420
f(z) = -28/81*z^3 + 151/36*z + 1
*
-2/9 | 0.18870620491497022900743306583301071516 | 0.026640670957786670073351118265990295880
f(z) = -27/88*z^3 + 149/33*z + 1
*
[ -9/5 ] 
f(z) = -40/81*z^3 + 142/45*z + 1
*
-9/10 | 0.084690760701164678143029103396046175561 | 0.011828204203852686342172196483190988480
f(z) = -40/81*z^3 + 143/45*z + 1
*
3/5 | 0.17083846723230669993564526841643400137 | 0.023532054018041941813362596377713772812
f(z) = -40/81*z^3 + 158/45*z + 1
*
[ -2 ] 
f(z) = -39/92*z^3 + 147/46*z + 1
*
[ -7/3 ] 
f(z) = -39/98*z^3 + 151/42*z + 1
*
[ -2 ] 
f(z) = -37/92*z^3 + 143/46*z + 1
*
[ -8/3 ] 
f(z) = -27/80*z^3 + 151/40*z + 1
*
[ -2/5 ] 
f(z) = -25/84*z^3 + 149/42*z + 1
*
[ -14/5 ] 
f(z) = -25/84*z^3 + 155/42*z + 1
*
[ -7/10 ] 
f(z) = -25/98*z^3 + 143/56*z + 1
*
[ -4/3 ] 
f(z) = -39/80*z^3 + 157/60*z + 1
*
[ -9/7 ] 
f(z) = -35/81*z^3 + 157/63*z + 1
*
[ -4/5 ] 
f(z) = -35/96*z^3 + 149/60*z + 1
*
[ -4/3 ] 
f(z) = -33/80*z^3 + 149/60*z + 1
*
9/16 | 0.084706555171519522521678402220740749025 | 0.011807505897858517436258339558101546160
f(z) = -32/81*z^3 + 145/72*z + 1
*
[ 9/4 ] 
f(z) = -26/81*z^3 + 157/72*z + 1
*
[ -3/2 ] 
f(z) = -26/99*z^3 + 149/66*z + 1
*
[ -6/5 ] 
f(z) = -25/99*z^3 + 145/66*z + 1
*
-9/10 | 0.11118374597465999973798277812720208195 | 0.015411141166754950808219498014202663796
f(z) = -40/81*z^3 + 151/90*z + 1
*
[ 2 ] 
f(z) = -29/82*z^3 + 157/82*z + 1
*
[ 2 ] 
f(z) = -29/86*z^3 + 159/86*z + 1
*
[ 2 ] 
f(z) = -27/82*z^3 + 149/82*z + 1
*
[ 2 ] 
f(z) = -27/86*z^3 + 151/86*z + 1
*
8/3 | 0.10858634815919751805689014261728983226 | 0.021422055700250873679823227087363889264
f(z) = -27/88*z^3 + 159/88*z + 1
*
[ 2 ] 
f(z) = -27/94*z^3 + 155/94*z + 1
*
[ 2 ] 
f(z) = -27/98*z^3 + 157/98*z + 1
*
[ 2 ] 
f(z) = -25/82*z^3 + 141/82*z + 1
*
[ 2 ] 
f(z) = -25/86*z^3 + 143/86*z + 1
*
[ 2 ] 
f(z) = -25/94*z^3 + 147/94*z + 1
*
[ 2 ] 
f(z) = -25/98*z^3 + 149/98*z + 1
*
-3 | 0.11552584191663250134522983975271005087 | 0.023278150037629193457710707707747923946
f(z) = -23/96*z^3 + 143/96*z + 1
*
[ 2 ] 
f(z) = -23/98*z^3 + 141/98*z + 1
*
[ 3/2 ] 
f(z) = -37/90*z^3 + 151/120*z + 1
*
[ 3/2 ] 
f(z) = -37/99*z^3 + 155/132*z + 1
*
[ 8/5 ] 
f(z) = -35/96*z^3 + 157/120*z + 1
*
[ 3/2 ] 
f(z) = -35/99*z^3 + 149/132*z + 1
*
-8/3 | 0.10281215668614865849841195497197107378 | 0.018046422606488349311794888056560615165
f(z) = -21/80*z^3 + 149/120*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -31/89*z^3 + 159/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -30/83*z^3 + 157/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -30/89*z^3 + 151/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -29/81*z^3 + 151/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -29/83*z^3 + 149/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -29/85*z^3 + 147/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -29/89*z^3 + 143/178*z + 1
*
-2 | 0.070668030907743171524057245577350049949 | 0.013890259024356203474070756381049508620
f(z) = -28/81*z^3 + 143/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016565540190043406353798925646415091379
f(z) = -28/83*z^3 + 141/166*z + 1
*
[ 3/2 ] 
f(z) = -22/87*z^3 + 157/174*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -32/97*z^3 + 159/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -32/99*z^3 + 157/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -31/91*z^3 + 157/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -31/95*z^3 + 153/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -31/97*z^3 + 151/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -31/99*z^3 + 149/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -30/91*z^3 + 149/182*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -30/97*z^3 + 143/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -29/91*z^3 + 141/182*z + 1
*
[ 4/3 ] 
f(z) = -27/94*z^3 + 143/188*z + 1
*
[ 4/3 ] 
f(z) = -27/98*z^3 + 145/196*z + 1
*
-17/9 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -27/85*z^3 + 154/255*z + 1
*
[ 6/5 ] 
f(z) = -25/82*z^3 + 149/246*z + 1
*
[ 6/5 ] 
f(z) = -25/86*z^3 + 151/258*z + 1
*
-10/13 | 0.18825651512969664995416099864956644066 | 0.027099059409852490546474768048777663471
f(z) = -39/80*z^3 + 153/260*z + 1
*
2 | 0.20646431628575316799461301197784590442 | 0.026826742705914494235890761270735947919
f(z) = -25/88*z^3 + 142/275*z + 1
*
[ 9/8 ] 
f(z) = -26/81*z^3 + 149/288*z + 1
*
[ 6/5 ] 
f(z) = -25/94*z^3 + 155/282*z + 1
*
[ 6/5 ] 
f(z) = -25/98*z^3 + 157/294*z + 1
*
9/2 | 0.21310563465649858990723655990427069195 | 0.028991927869376749173156526882623626614
f(z) = -40/81*z^3 + 173/18*z + 1
*
9/2 | 0.19112359115360570719954348082001521474 | 0.025881337164247433476008173654394956487
f(z) = -40/81*z^3 + 179/18*z + 1
*
[ 9/2 ] 
f(z) = -34/81*z^3 + 167/18*z + 1
*
[ -9/2 ] 
f(z) = -34/81*z^3 + 175/18*z + 1
*
[ 7 ] 
f(z) = -23/98*z^3 + 173/14*z + 1
*
[ -7 ] 
f(z) = -23/98*z^3 + 177/14*z + 1
*
[ -3 ] 
f(z) = -40/99*z^3 + 164/33*z + 1
*
[ 4 ] 
f(z) = -39/80*z^3 + 171/20*z + 1
*
[ 4 ] 
f(z) = -37/80*z^3 + 163/20*z + 1
*
[ -4 ] 
f(z) = -37/80*z^3 + 173/20*z + 1
*
-3/4 | 0.18389667540866996021877705416419960423 | 0.025222508787159543594431015292358299072
f(z) = -28/81*z^3 + 163/36*z + 1
*
2/3 | 0.14043160191400133173502762457269223564 | 0.019560604240759812329523043505522004840
f(z) = -27/88*z^3 + 164/33*z + 1
*
[ 24/5 ] 
f(z) = -25/96*z^3 + 163/24*z + 1
*
[ -24/5 ] 
f(z) = -25/96*z^3 + 173/24*z + 1
*
-9/5 | 0.12004278537819631366417851184933660253 | 0.016464572849444327178122873028713646295
f(z) = -35/81*z^3 + 163/45*z + 1
*
-35/9 | 0.18502152187688851375883097821597530533 | 0.026148462378456590585170960597154405233
f(z) = -27/98*z^3 + 169/42*z + 1
*
[ -2/5 ] 
f(z) = -25/92*z^3 + 163/46*z + 1
*
[ 16/5 ] 
f(z) = -25/96*z^3 + 161/48*z + 1
*
3/8 | 0.17123203277934785695204682791648448224 | 0.023295239242582936470246409435453581833
f(z) = -40/81*z^3 + 173/72*z + 1
*
[ -3/4 ] 
f(z) = -40/99*z^3 + 169/66*z + 1
*
[ -3/2 ] 
f(z) = -38/99*z^3 + 167/66*z + 1
*
[ 12/5 ] 
f(z) = -35/96*z^3 + 161/60*z + 1
*
[ -3/2 ] 
f(z) = -34/99*z^3 + 161/66*z + 1
*
[ -2/3 ] 
f(z) = -33/80*z^3 + 161/60*z + 1
*
-4/3 | 0.16396854233612540523836092378125644455 | 0.024943188316375999476608711445687261039
f(z) = -33/80*z^3 + 179/60*z + 1
*
-3/8 | 0.16647363388447284562556087422253395700 | 0.026483245998737405427615000278307110773
f(z) = -32/99*z^3 + 179/66*z + 1
*
[ -9/14 ] 
f(z) = -28/81*z^3 + 170/63*z + 1
*
-15/14 | 0.11741423926820016940661512125683082803 | 0.015986212461300697999360619224367766903
f(z) = -28/81*z^3 + 172/63*z + 1
*
20/9 | 0.10652914681746925261473627872269737091 | 0.016439570098542023967190692242646896672
f(z) = -27/80*z^3 + 163/60*z + 1
*
[ -3/4 ] 
f(z) = -22/81*z^3 + 179/72*z + 1
*
9/10 | 0.15187243786005108375874501397706188643 | 0.020865528255879028229869544709790755979
f(z) = -40/81*z^3 + 161/90*z + 1
*
[ 2 ] 
f(z) = -33/82*z^3 + 173/82*z + 1
*
[ 2 ] 
f(z) = -33/86*z^3 + 175/86*z + 1
*
[ 2 ] 
f(z) = -33/94*z^3 + 179/94*z + 1
*
[ 15/8 ] 
f(z) = -32/81*z^3 + 167/90*z + 1
*
[ 2 ] 
f(z) = -31/82*z^3 + 165/82*z + 1
*
[ 2 ] 
f(z) = -31/86*z^3 + 167/86*z + 1
*
[ 2 ] 
f(z) = -31/90*z^3 + 169/90*z + 1
*
[ 2 ] 
f(z) = -31/94*z^3 + 171/94*z + 1
*
[ 2 ] 
f(z) = -31/98*z^3 + 173/98*z + 1
*
[ 2 ] 
f(z) = -29/90*z^3 + 161/90*z + 1
*
[ 2 ] 
f(z) = -29/94*z^3 + 163/94*z + 1
*
[ 2 ] 
f(z) = -29/98*z^3 + 165/98*z + 1
*
-1/3 | 0.077139005271211275834851790307822559358 | 0.015143853198571415119971062530624938523
f(z) = -27/80*z^3 + 163/80*z + 1
*
-12/5 | 0.14841362476480414105481512851932339103 | 0.028610485188454135558469656089154124672
f(z) = -25/84*z^3 + 179/84*z + 1
*
[ 11/5 ] 
f(z) = -25/88*z^3 + 169/88*z + 1
*
-3/5 | 0.089854057405849944717523597809443863074 | 0.017515756625849360664846857148604616016
f(z) = -25/96*z^3 + 169/96*z + 1
*
9/5 | 0.14225852128707859013742220166788206709 | 0.027731253420899531186399569615111337755
f(z) = -25/99*z^3 + 169/99*z + 1
*
[ 11/5 ] 
f(z) = -25/99*z^3 + 175/99*z + 1
*
3 | 0.11381103445829884871504825629382419542 | 0.021939959493691971143987058636939129327
f(z) = -23/84*z^3 + 179/84*z + 1
*
8/3 | 0.15415639228318164438116988989479896771 | 0.026214697313948101226821262471746325428
f(z) = -21/80*z^3 + 179/120*z + 1
*
-33/20 | 0.20973927704207207147691300300503460184 | 0.028625050879606489950784171180650602126
f(z) = -25/81*z^3 + 169/144*z + 1
*
-2 | 0.090828764035413102943236694041011063290 | 0.017509544775548435555854202284206619908
f(z) = -33/85*z^3 + 179/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -33/89*z^3 + 175/178*z + 1
*
-2 | 0.067816335377875194702350154273526854371 | 0.013130521907446516599428316169299651097
f(z) = -32/81*z^3 + 175/162*z + 1
*
-2 | 0.081831089697575972451167090519372508522 | 0.015879382758962804778451394483588822277
f(z) = -32/83*z^3 + 173/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016001041452807599511395389828757794448
f(z) = -32/85*z^3 + 171/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -32/87*z^3 + 169/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -32/89*z^3 + 167/178*z + 1
*
-2 | 0.076372984509696459603050344328875296840 | 0.014922445651342544875481627584424611332
f(z) = -31/81*z^3 + 167/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -31/83*z^3 + 165/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -31/85*z^3 + 163/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -31/87*z^3 + 161/174*z + 1
*
[ 3/2 ] 
f(z) = -26/87*z^3 + 175/174*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -34/93*z^3 + 179/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -34/95*z^3 + 177/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -34/97*z^3 + 175/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -34/99*z^3 + 173/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -33/91*z^3 + 173/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -33/95*z^3 + 169/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -33/97*z^3 + 167/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -32/91*z^3 + 165/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -32/93*z^3 + 163/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -32/95*z^3 + 161/190*z + 1
*
[ 11/8 ] 
f(z) = -32/99*z^3 + 175/198*z + 1
*
[ 4/3 ] 
f(z) = -31/80*z^3 + 169/180*z + 1
*
[ 4/3 ] 
f(z) = -29/80*z^3 + 161/180*z + 1
*
[ 3/2 ] 
f(z) = -26/93*z^3 + 179/186*z + 1
*
[ 3/2 ] 
f(z) = -22/93*z^3 + 161/186*z + 1
*
[ 11/9 ] 
f(z) = -27/88*z^3 + 169/264*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -27/91*z^3 + 172/273*z + 1
*
2 | 0.15768993634706310828510018799828648727 | 0.020286429048022272565237723046835221794
f(z) = -27/88*z^3 + 161/297*z + 1
*
0 | 0.16448616453498820207067881871657860413 | 0.028940592244385501498563784666957308398
f(z) = -27/98*z^3 + 179/294*z + 1
*
[ 9/2 ] 
f(z) = -38/81*z^3 + 185/18*z + 1
*
[ -9/2 ] 
f(z) = -38/81*z^3 + 193/18*z + 1
*
[ 22/3 ] 
f(z) = -27/88*z^3 + 191/11*z + 1
*
[ -22/3 ] 
f(z) = -27/88*z^3 + 194/11*z + 1
*
[ 7 ] 
f(z) = -25/98*z^3 + 187/14*z + 1
*
[ -7 ] 
f(z) = -25/98*z^3 + 191/14*z + 1
*
[ 6 ] 
f(z) = -23/81*z^3 + 199/18*z + 1
*
[ 6 ] 
f(z) = -22/81*z^3 + 191/18*z + 1
*
[ -6 ] 
f(z) = -22/81*z^3 + 197/18*z + 1
*
[ -4 ] 
f(z) = -39/80*z^3 + 181/20*z + 1
*
[ -2/9 ] 
f(z) = -27/88*z^3 + 182/33*z + 1
*
-9/10 | 0.12265816177506995400631748957899398238 | 0.016585016076376495464850219839226344558
f(z) = -25/81*z^3 + 181/36*z + 1
*
-9/10 | 0.10030222751406325490006164432518523107 | 0.013445492429480323679957750467930908875
f(z) = -25/81*z^3 + 193/36*z + 1
*
-26/5 | 0.17860430698790738345202675532066946959 | 0.027123760852080354710918649908735964172
f(z) = -25/96*z^3 + 181/24*z + 1
*
[ -3/10 ] 
f(z) = -40/81*z^3 + 197/45*z + 1
*
[ -2/5 ] 
f(z) = -35/88*z^3 + 196/55*z + 1
*
[ -16/5 ] 
f(z) = -25/96*z^3 + 191/48*z + 1
*
[ -9/8 ] 
f(z) = -40/81*z^3 + 181/72*z + 1
*
[ -3/4 ] 
f(z) = -38/81*z^3 + 187/72*z + 1
*
-12/5 | 0.19255451147505834117264391017433579318 | 0.026263229308577749110458052638379717243
f(z) = -35/96*z^3 + 191/60*z + 1
*
[ -3/4 ] 
f(z) = -34/81*z^3 + 185/72*z + 1
*
[ 9/4 ] 
f(z) = -34/81*z^3 + 193/72*z + 1
*
45/16 | 0.21344709153853214281542698524671928844 | 0.028775837936188950533766421228097090450
f(z) = -32/81*z^3 + 185/72*z + 1
*
-39/16 | 0.11230097581978385528908390208863453186 | 0.015053922107526969616209063504290093462
f(z) = -32/81*z^3 + 193/72*z + 1
*
-45/14 | 0.21543008036098828744221068197486109505 | 0.028939130126390014080673096252606880443
f(z) = -28/81*z^3 + 190/63*z + 1
*
18/7 | 0.18948544938802640319056542263047546207 | 0.025400484499570785181184785395038762887
f(z) = -28/81*z^3 + 193/63*z + 1
*
[ -3/4 ] 
f(z) = -26/81*z^3 + 181/72*z + 1
*
-18/5 | 0.10505136991188919316618693145553692165 | 0.015824402679644626861753410448119543467
f(z) = -25/96*z^3 + 191/72*z + 1
*
4 | 0.21822814883544476644535403786100563992 | 0.029599302348152543261565688449913456822
f(z) = -25/96*z^3 + 199/60*z + 1
*
-2/7 | 0.21765058548087482739624414533049087946 | 0.029623207756022246384805140676888555420
f(z) = -21/88*z^3 + 194/77*z + 1
*
[ -1 ] 
f(z) = -39/80*z^3 + 199/80*z + 1
*
[ 2 ] 
f(z) = -39/82*z^3 + 197/82*z + 1
*
[ 2 ] 
f(z) = -39/86*z^3 + 199/86*z + 1
*
[ -1 ] 
f(z) = -37/80*z^3 + 197/80*z + 1
*
[ -1 ] 
f(z) = -37/81*z^3 + 199/81*z + 1
*
[ 2 ] 
f(z) = -37/82*z^3 + 189/82*z + 1
*
[ 2 ] 
f(z) = -37/86*z^3 + 191/86*z + 1
*
[ 2 ] 
f(z) = -37/90*z^3 + 193/90*z + 1
*
[ 2 ] 
f(z) = -37/94*z^3 + 195/94*z + 1
*
[ 2 ] 
f(z) = -37/98*z^3 + 197/98*z + 1
*
[ -1 ] 
f(z) = -35/81*z^3 + 197/81*z + 1
*
[ 2 ] 
f(z) = -35/82*z^3 + 181/82*z + 1
*
[ -1 ] 
f(z) = -35/82*z^3 + 199/82*z + 1
*
[ 2 ] 
f(z) = -35/86*z^3 + 183/86*z + 1
*
[ 2 ] 
f(z) = -35/94*z^3 + 187/94*z + 1
*
20/7 | 0.19654551549764638760381653386292041532 | 0.026885188013954987052187576842744947950
f(z) = -35/96*z^3 + 187/84*z + 1
*
[ -1 ] 
f(z) = -34/81*z^3 + 196/81*z + 1
*
[ -1 ] 
f(z) = -33/80*z^3 + 193/80*z + 1
*
[ -1 ] 
f(z) = -33/82*z^3 + 197/82*z + 1
*
[ -1 ] 
f(z) = -33/83*z^3 + 199/83*z + 1
*
[ 2 ] 
f(z) = -33/98*z^3 + 181/98*z + 1
*
-15/8 | 0.18786916330419705062766656910180624086 | 0.025219036661053775423356617582224065899
f(z) = -32/81*z^3 + 191/90*z + 1
*
[ -1 ] 
f(z) = -32/81*z^3 + 194/81*z + 1
*
[ -1 ] 
f(z) = -32/83*z^3 + 198/83*z + 1
*
[ -1 ] 
f(z) = -31/80*z^3 + 191/80*z + 1
*
[ -1 ] 
f(z) = -31/81*z^3 + 193/81*z + 1
*
[ -1 ] 
f(z) = -31/82*z^3 + 195/82*z + 1
*
[ -1 ] 
f(z) = -31/83*z^3 + 197/83*z + 1
*
[ -1 ] 
f(z) = -30/83*z^3 + 196/83*z + 1
*
[ -1 ] 
f(z) = -29/80*z^3 + 189/80*z + 1
*
[ -1 ] 
f(z) = -29/81*z^3 + 191/81*z + 1
*
[ -1 ] 
f(z) = -29/82*z^3 + 193/82*z + 1
*
[ -1 ] 
f(z) = -29/83*z^3 + 195/83*z + 1
*
[ -1 ] 
f(z) = -29/85*z^3 + 199/85*z + 1
*
-3 | 0.11552453009332421823620535357636276135 | 0.021866378058625393698623971681614590039
f(z) = -29/96*z^3 + 197/96*z + 1
*
[ -1 ] 
f(z) = -28/81*z^3 + 190/81*z + 1
*
[ -1 ] 
f(z) = -28/83*z^3 + 194/83*z + 1
*
[ -1 ] 
f(z) = -28/85*z^3 + 198/85*z + 1
*
[ -1 ] 
f(z) = -27/80*z^3 + 187/80*z + 1
*
[ -1 ] 
f(z) = -27/82*z^3 + 191/82*z + 1
*
[ -1 ] 
f(z) = -27/83*z^3 + 193/83*z + 1
*
[ -1 ] 
f(z) = -27/85*z^3 + 197/85*z + 1
*
[ -1 ] 
f(z) = -27/86*z^3 + 199/86*z + 1
*
[ 7/3 ] 
f(z) = -27/91*z^3 + 199/91*z + 1
*
[ -1 ] 
f(z) = -26/81*z^3 + 188/81*z + 1
*
[ -1 ] 
f(z) = -26/83*z^3 + 192/83*z + 1
*
[ -1 ] 
f(z) = -26/85*z^3 + 196/85*z + 1
*
[ -1 ] 
f(z) = -25/81*z^3 + 187/81*z + 1
*
[ -1 ] 
f(z) = -25/82*z^3 + 189/82*z + 1
*
[ -1 ] 
f(z) = -25/83*z^3 + 191/83*z + 1
*
[ -1 ] 
f(z) = -25/86*z^3 + 197/86*z + 1
*
[ -1 ] 
f(z) = -25/87*z^3 + 199/87*z + 1
*
3 | 0.11552540828173833867428181824097279147 | 0.021951778298729389626429397360603940490
f(z) = -25/96*z^3 + 193/96*z + 1
*
[ -1 ] 
f(z) = -24/83*z^3 + 190/83*z + 1
*
[ -1 ] 
f(z) = -24/85*z^3 + 194/85*z + 1
*
[ -1 ] 
f(z) = -23/80*z^3 + 183/80*z + 1
*
[ -1 ] 
f(z) = -23/81*z^3 + 185/81*z + 1
*
[ -1 ] 
f(z) = -23/82*z^3 + 187/82*z + 1
*
[ -1 ] 
f(z) = -23/83*z^3 + 189/83*z + 1
*
[ -1 ] 
f(z) = -23/85*z^3 + 193/85*z + 1
*
[ -1 ] 
f(z) = -23/86*z^3 + 195/86*z + 1
*
[ -1 ] 
f(z) = -23/87*z^3 + 197/87*z + 1
*
[ -1 ] 
f(z) = -22/81*z^3 + 184/81*z + 1
*
[ -1 ] 
f(z) = -22/83*z^3 + 188/83*z + 1
*
[ -1 ] 
f(z) = -22/85*z^3 + 192/85*z + 1
*
[ -1 ] 
f(z) = -22/87*z^3 + 196/87*z + 1
*
[ -1 ] 
f(z) = -21/80*z^3 + 181/80*z + 1
*
[ -1 ] 
f(z) = -21/82*z^3 + 185/82*z + 1
*
[ -1 ] 
f(z) = -21/83*z^3 + 187/83*z + 1
*
[ -1 ] 
f(z) = -21/85*z^3 + 191/85*z + 1
*
[ -1 ] 
f(z) = -21/86*z^3 + 193/86*z + 1
*
[ -1 ] 
f(z) = -21/88*z^3 + 197/88*z + 1
*
[ -1 ] 
f(z) = -21/89*z^3 + 199/89*z + 1
*
-2 | 0.085975511071185556429420371258959730041 | 0.016242312490601830593934546067433829221
f(z) = -36/89*z^3 + 199/178*z + 1
*
-2 | 0.076373256822045795266589596327730539008 | 0.014428274839815387867081988758203993578
f(z) = -35/81*z^3 + 199/162*z + 1
*
-2 | 0.090387998899445842800396192762169676005 | 0.017108558280230666020989305706593093082
f(z) = -35/83*z^3 + 197/166*z + 1
*
-2 | 0.070915883422302999070461630050932187152 | 0.013475215313227454503044325373522523568
f(z) = -35/87*z^3 + 193/174*z + 1
*
-2 | 0.091680368470296012810614980322999584619 | 0.017455368561113317422297240782550806682
f(z) = -35/89*z^3 + 191/178*z + 1
*
-2 | 0.067816459213062769812436765935168196875 | 0.012911829542409095774633384590263486619
f(z) = -34/81*z^3 + 191/162*z + 1
*
-2 | 0.081830564213509074567343774852309443202 | 0.015611315078428671283786373986375715534
f(z) = -34/83*z^3 + 189/166*z + 1
*
-2 | 0.062358068876258375062674770598125346470 | 0.011945175954614697422177817670511335343
f(z) = -34/87*z^3 + 185/174*z + 1
*
-2 | 0.083123582027578234751319602534349178541 | 0.015956195983406149445082170091541737083
f(z) = -34/89*z^3 + 183/178*z + 1
*
-2 | 0.090387877395919592794016677323338683683 | 0.017387309611276297799443086633391689720
f(z) = -33/83*z^3 + 181/166*z + 1
*
[ 8/5 ] 
f(z) = -25/84*z^3 + 191/168*z + 1
*
[ 4/3 ] 
f(z) = -37/80*z^3 + 193/180*z + 1
*
-2 | 0.093274273027855663718127174279809332052 | 0.017621179228556978597474940293047092762
f(z) = -37/97*z^3 + 199/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -37/99*z^3 + 197/198*z + 1
*
-2 | 0.086387005590843836082100627778761285789 | 0.016351253903184101976033520015026454913
f(z) = -36/91*z^3 + 197/182*z + 1
*
-2 | 0.087183525212412394675860992786227012315 | 0.016566341943559180916018222635570463609
f(z) = -36/95*z^3 + 193/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = -36/97*z^3 + 191/194*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013792633099238482143136051142798916455
f(z) = -35/93*z^3 + 187/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -35/97*z^3 + 183/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -35/99*z^3 + 181/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -34/91*z^3 + 181/182*z + 1
*
[ 8/5 ] 
f(z) = -25/92*z^3 + 197/184*z + 1
*
5/3 | 0.11508533515596651375253226375175770472 | 0.020998525311678373581143557857993950235
f(z) = -39/80*z^3 + 181/240*z + 1
*
-13/6 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -24/91*z^3 + 191/273*z + 1
*
[ 4/3 ] 
f(z) = -21/92*z^3 + 181/276*z + 1
*
[ 9/8 ] 
f(z) = -34/81*z^3 + 185/288*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = -33/98*z^3 + 197/294*z + 1
*
[ 7 ] 
f(z) = -29/98*z^3 + 215/14*z + 1
*
[ -7 ] 
f(z) = -29/98*z^3 + 219/14*z + 1
*
[ 7 ] 
f(z) = -27/98*z^3 + 201/14*z + 1
*
[ -7 ] 
f(z) = -27/98*z^3 + 205/14*z + 1
*
[ 6 ] 
f(z) = -25/81*z^3 + 215/18*z + 1
*
[ -6 ] 
f(z) = -23/81*z^3 + 205/18*z + 1
*
[ 9 ] 
f(z) = -23/81*z^3 + 215/9*z + 1
*
[ -9 ] 
f(z) = -23/81*z^3 + 217/9*z + 1
*
[ 9 ] 
f(z) = -22/81*z^3 + 206/9*z + 1
*
[ -9 ] 
f(z) = -22/81*z^3 + 208/9*z + 1
*
-10/3 | 0.18210631849649551684813877187292093105 | 0.024489730672610335587024211298390332359
f(z) = -39/88*z^3 + 212/33*z + 1
*
-2/3 | 0.18239352703759061366297371421610231451 | 0.027030928215943479352256519622965824982
f(z) = -27/80*z^3 + 213/20*z + 1
*
14/3 | 0.097293526552511505021268127150334594639 | 0.013059394284432515806598493445803325364
f(z) = -27/88*z^3 + 215/33*z + 1
*
-6 | 0.16719139502030880407418584193155027545 | 0.024919333889371930041407903654499972750
f(z) = -25/96*z^3 + 205/24*z + 1
*
3/5 | 0.11354469877462949484782706293216660132 | 0.015128214728407244785769634135713180165
f(z) = -35/81*z^3 + 202/45*z + 1
*
[ 7/2 ] 
f(z) = -25/98*z^3 + 215/56*z + 1
*
[ 4 ] 
f(z) = -23/88*z^3 + 217/44*z + 1
*
[ 7/2 ] 
f(z) = -23/98*z^3 + 201/56*z + 1
*
[ 4 ] 
f(z) = -21/88*z^3 + 201/44*z + 1
*
[ 9/4 ] 
f(z) = -38/81*z^3 + 211/72*z + 1
*
[ -12/5 ] 
f(z) = -35/96*z^3 + 211/60*z + 1
*
[ -9/16 ] 
f(z) = -32/81*z^3 + 209/72*z + 1
*
-33/14 | 0.18948480744145145705364887366703040755 | 0.025196661888466291990704683627530577649
f(z) = -28/81*z^3 + 205/63*z + 1
*
[ -3/7 ] 
f(z) = -28/81*z^3 + 214/63*z + 1
*
9/4 | 0.21911549852858242244859898397241981437 | 0.029136790466187328671766333564542305275
f(z) = -26/81*z^3 + 205/72*z + 1
*
[ -9/4 ] 
f(z) = -22/81*z^3 + 203/72*z + 1
*
6/7 | 0.18965145304509391550914286677144037562 | 0.025603256193134898162846831575687415956
f(z) = -21/88*z^3 + 206/77*z + 1
*
[ -1 ] 
f(z) = -40/81*z^3 + 202/81*z + 1
*
3/2 | 0.18562828828816139942363378016365428176 | 0.024589515759615737871833022491372017142
f(z) = -40/81*z^3 + 211/90*z + 1
*
[ -1 ] 
f(z) = -40/83*z^3 + 206/83*z + 1
*
[ -1 ] 
f(z) = -40/87*z^3 + 214/87*z + 1
*
[ -1 ] 
f(z) = -40/89*z^3 + 218/89*z + 1
*
[ -1 ] 
f(z) = -39/82*z^3 + 203/82*z + 1
*
[ -1 ] 
f(z) = -39/83*z^3 + 205/83*z + 1
*
[ -1 ] 
f(z) = -39/85*z^3 + 209/85*z + 1
*
[ -1 ] 
f(z) = -39/86*z^3 + 211/86*z + 1
*
[ -1 ] 
f(z) = -39/88*z^3 + 215/88*z + 1
*
[ -1 ] 
f(z) = -39/89*z^3 + 217/89*z + 1
*
[ 2 ] 
f(z) = -39/94*z^3 + 203/94*z + 1
*
[ 2 ] 
f(z) = -39/98*z^3 + 205/98*z + 1
*
[ -1 ] 
f(z) = -38/81*z^3 + 200/81*z + 1
*
[ -1 ] 
f(z) = -38/83*z^3 + 204/83*z + 1
*
[ -1 ] 
f(z) = -38/85*z^3 + 208/85*z + 1
*
[ -1 ] 
f(z) = -38/87*z^3 + 212/87*z + 1
*
[ -1 ] 
f(z) = -38/89*z^3 + 216/89*z + 1
*
[ -1 ] 
f(z) = -37/82*z^3 + 201/82*z + 1
*
[ -1 ] 
f(z) = -37/83*z^3 + 203/83*z + 1
*
[ -1 ] 
f(z) = -37/85*z^3 + 207/85*z + 1
*
[ -1 ] 
f(z) = -37/86*z^3 + 209/86*z + 1
*
[ -1 ] 
f(z) = -37/87*z^3 + 211/87*z + 1
*
[ -1 ] 
f(z) = -37/88*z^3 + 213/88*z + 1
*
[ -1 ] 
f(z) = -37/89*z^3 + 215/89*z + 1
*
[ -1 ] 
f(z) = -37/90*z^3 + 217/90*z + 1
*
[ -1 ] 
f(z) = -37/91*z^3 + 219/91*z + 1
*
[ -1 ] 
f(z) = -36/83*z^3 + 202/83*z + 1
*
[ -1 ] 
f(z) = -36/85*z^3 + 206/85*z + 1
*
[ -5/6 ] 
f(z) = -36/85*z^3 + 212/85*z + 1
*
[ -1 ] 
f(z) = -36/89*z^3 + 214/89*z + 1
*
[ -1 ] 
f(z) = -35/83*z^3 + 201/83*z + 1
*
[ -1 ] 
f(z) = -35/86*z^3 + 207/86*z + 1
*
[ -1 ] 
f(z) = -35/87*z^3 + 209/87*z + 1
*
[ -1 ] 
f(z) = -35/89*z^3 + 213/89*z + 1
*
[ -1 ] 
f(z) = -35/92*z^3 + 219/92*z + 1
*
[ -1 ] 
f(z) = -34/83*z^3 + 200/83*z + 1
*
[ -1 ] 
f(z) = -34/87*z^3 + 208/87*z + 1
*
[ -1 ] 
f(z) = -34/89*z^3 + 212/89*z + 1
*
[ -1 ] 
f(z) = -34/91*z^3 + 216/91*z + 1
*
[ -1 ] 
f(z) = -33/85*z^3 + 203/85*z + 1
*
[ -1 ] 
f(z) = -33/86*z^3 + 205/86*z + 1
*
[ -1 ] 
f(z) = -33/89*z^3 + 211/89*z + 1
*
[ -1 ] 
f(z) = -33/91*z^3 + 215/91*z + 1
*
[ -1 ] 
f(z) = -33/92*z^3 + 217/92*z + 1
*
[ -1 ] 
f(z) = -32/85*z^3 + 202/85*z + 1
*
[ -5/4 ] 
f(z) = -32/85*z^3 + 203/85*z + 1
*
[ -1 ] 
f(z) = -32/87*z^3 + 206/87*z + 1
*
[ -3/2 ] 
f(z) = -32/87*z^3 + 217/87*z + 1
*
[ -1 ] 
f(z) = -32/89*z^3 + 210/89*z + 1
*
[ -1 ] 
f(z) = -32/91*z^3 + 214/91*z + 1
*
[ -1 ] 
f(z) = -32/93*z^3 + 218/93*z + 1
*
[ 9/4 ] 
f(z) = -32/99*z^3 + 217/99*z + 1
*
[ -1 ] 
f(z) = -31/85*z^3 + 201/85*z + 1
*
[ -1 ] 
f(z) = -31/86*z^3 + 203/86*z + 1
*
[ -1 ] 
f(z) = -31/87*z^3 + 205/87*z + 1
*
[ -1 ] 
f(z) = -31/89*z^3 + 209/89*z + 1
*
[ -1 ] 
f(z) = -31/90*z^3 + 211/90*z + 1
*
[ -1 ] 
f(z) = -31/91*z^3 + 213/91*z + 1
*
[ -1 ] 
f(z) = -31/92*z^3 + 215/92*z + 1
*
[ -1 ] 
f(z) = -31/94*z^3 + 219/94*z + 1
*
[ -1 ] 
f(z) = -30/89*z^3 + 208/89*z + 1
*
[ -1 ] 
f(z) = -30/91*z^3 + 212/91*z + 1
*
[ -1 ] 
f(z) = -29/86*z^3 + 201/86*z + 1
*
[ -1 ] 
f(z) = -29/88*z^3 + 205/88*z + 1
*
[ -1 ] 
f(z) = -29/89*z^3 + 207/89*z + 1
*
[ -1 ] 
f(z) = -29/90*z^3 + 209/90*z + 1
*
[ -1 ] 
f(z) = -29/91*z^3 + 211/91*z + 1
*
[ -1 ] 
f(z) = -29/92*z^3 + 213/92*z + 1
*
[ -1 ] 
f(z) = -29/93*z^3 + 215/93*z + 1
*
[ -1 ] 
f(z) = -29/94*z^3 + 217/94*z + 1
*
[ -1 ] 
f(z) = -29/95*z^3 + 219/95*z + 1
*
[ -1 ] 
f(z) = -28/87*z^3 + 202/87*z + 1
*
[ -3/2 ] 
f(z) = -28/87*z^3 + 208/87*z + 1
*
[ -1 ] 
f(z) = -28/89*z^3 + 206/89*z + 1
*
[ -1 ] 
f(z) = -28/93*z^3 + 214/93*z + 1
*
[ -3/2 ] 
f(z) = -28/93*z^3 + 218/93*z + 1
*
[ -1 ] 
f(z) = -28/95*z^3 + 218/95*z + 1
*
[ -5/3 ] 
f(z) = -27/80*z^3 + 203/80*z + 1
*
[ -2/3 ] 
f(z) = -27/82*z^3 + 217/82*z + 1
*
[ -5/3 ] 
f(z) = -27/85*z^3 + 211/85*z + 1
*
[ -1 ] 
f(z) = -27/89*z^3 + 205/89*z + 1
*
[ -1 ] 
f(z) = -27/91*z^3 + 209/91*z + 1
*
[ -4/3 ] 
f(z) = -27/92*z^3 + 209/92*z + 1
*
[ -1 ] 
f(z) = -27/92*z^3 + 211/92*z + 1
*
[ -1 ] 
f(z) = -27/94*z^3 + 215/94*z + 1
*
[ -1 ] 
f(z) = -27/95*z^3 + 217/95*z + 1
*
[ -1 ] 
f(z) = -26/87*z^3 + 200/87*z + 1
*
[ -1 ] 
f(z) = -26/89*z^3 + 204/89*z + 1
*
[ -1 ] 
f(z) = -26/93*z^3 + 212/93*z + 1
*
[ -1 ] 
f(z) = -26/95*z^3 + 216/95*z + 1
*
[ -4/5 ] 
f(z) = -25/84*z^3 + 205/84*z + 1
*
[ -8/5 ] 
f(z) = -25/88*z^3 + 207/88*z + 1
*
[ -1 ] 
f(z) = -25/89*z^3 + 203/89*z + 1
*
[ -7/5 ] 
f(z) = -25/91*z^3 + 205/91*z + 1
*
[ -1 ] 
f(z) = -25/91*z^3 + 207/91*z + 1
*
-6/5 | 0.14650111687349136868014303223396457214 | 0.027207958251447620669203765722314144619
f(z) = -25/91*z^3 + 218/91*z + 1
*
[ -1 ] 
f(z) = -25/92*z^3 + 209/92*z + 1
*
[ -1 ] 
f(z) = -25/93*z^3 + 211/93*z + 1
*
[ -1 ] 
f(z) = -25/94*z^3 + 213/94*z + 1
*
[ -1 ] 
f(z) = -25/97*z^3 + 219/97*z + 1
*
2/5 | 0.14225848049429720875566555052005883521 | 0.026799417174070442327981293923780482774
f(z) = -25/99*z^3 + 202/99*z + 1
*
[ 5/2 ] 
f(z) = -24/85*z^3 + 201/85*z + 1
*
[ -1 ] 
f(z) = -24/89*z^3 + 202/89*z + 1
*
[ -1 ] 
f(z) = -24/91*z^3 + 206/91*z + 1
*
[ 5/2 ] 
f(z) = -24/95*z^3 + 207/95*z + 1
*
[ -1 ] 
f(z) = -24/95*z^3 + 214/95*z + 1
*
[ -1 ] 
f(z) = -24/97*z^3 + 218/97*z + 1
*
[ -2 ] 
f(z) = -23/82*z^3 + 215/82*z + 1
*
[ -1 ] 
f(z) = -23/89*z^3 + 201/89*z + 1
*
[ -1 ] 
f(z) = -23/90*z^3 + 203/90*z + 1
*
[ -1 ] 
f(z) = -23/91*z^3 + 205/91*z + 1
*
[ -1 ] 
f(z) = -23/93*z^3 + 209/93*z + 1
*
[ -1 ] 
f(z) = -23/94*z^3 + 211/94*z + 1
*
[ -1 ] 
f(z) = -23/95*z^3 + 213/95*z + 1
*
[ -1 ] 
f(z) = -23/97*z^3 + 217/97*z + 1
*
[ -1 ] 
f(z) = -23/98*z^3 + 219/98*z + 1
*
[ -1 ] 
f(z) = -22/89*z^3 + 200/89*z + 1
*
[ -1 ] 
f(z) = -22/91*z^3 + 204/91*z + 1
*
[ -1 ] 
f(z) = -22/93*z^3 + 208/93*z + 1
*
[ -1 ] 
f(z) = -22/95*z^3 + 212/95*z + 1
*
[ -1 ] 
f(z) = -22/97*z^3 + 216/97*z + 1
*
[ -2 ] 
f(z) = -21/82*z^3 + 207/82*z + 1
*
[ -2 ] 
f(z) = -21/86*z^3 + 213/86*z + 1
*
[ -1 ] 
f(z) = -21/92*z^3 + 205/92*z + 1
*
[ -1 ] 
f(z) = -21/94*z^3 + 209/94*z + 1
*
[ -1 ] 
f(z) = -21/95*z^3 + 211/95*z + 1
*
[ -1 ] 
f(z) = -21/97*z^3 + 215/97*z + 1
*
-2 | 0.18215430183692995737396682910346339752 | 0.027071534529741618608302461982923590290
f(z) = -25/96*z^3 + 209/120*z + 1
*
-20/7 | 0.12735022884354963704950271505495182289 | 0.018926624750235196435716196626790771412
f(z) = -21/80*z^3 + 209/140*z + 1
*
-12/7 | 0.19752096724813442548950243944466530834 | 0.029272832065622926307650257483005672996
f(z) = -21/80*z^3 + 213/140*z + 1
*
-2 | 0.082272363314347893284857137198096593281 | 0.015266518509886170489965972502264965638
f(z) = -38/85*z^3 + 219/170*z + 1
*
-2 | 0.062359354224960638494312082100300049710 | 0.011591179185588464329889660160177199272
f(z) = -38/87*z^3 + 217/174*z + 1
*
-2 | 0.083123173092096078330280692573427786358 | 0.015477336706878171723166698354238904707
f(z) = -38/89*z^3 + 215/178*z + 1
*
-2 | 0.076373198549294740913472758807555726122 | 0.014220507535474388729641520065441948126
f(z) = -37/81*z^3 + 215/162*z + 1
*
-2 | 0.090388138619817700279655904445681912271 | 0.016859394307576823240061765035793899610
f(z) = -37/83*z^3 + 213/166*z + 1
*
-2 | 0.090829022299259693505866783611910089107 | 0.016971492897227762587027091880352168824
f(z) = -37/85*z^3 + 211/170*z + 1
*
-2 | 0.070916002975855612044684518982915675312 | 0.013274347809625357566585659714096823126
f(z) = -37/87*z^3 + 209/174*z + 1
*
-2 | 0.091680480756740444973074434172959419047 | 0.017192071119992807201214823511985005396
f(z) = -37/89*z^3 + 207/178*z + 1
*
-2 | 0.084683160159044695012111182147541535557 | 0.015908886229958122542827497458316973870
f(z) = -36/83*z^3 + 205/166*z + 1
*
-2 | 0.085124032747106930505053836994948693701 | 0.016021218278170097371486706717408212036
f(z) = -36/85*z^3 + 203/170*z + 1
*
[ 3/2 ] 
f(z) = -34/87*z^3 + 211/174*z + 1
*
-2 | 0.092888613000457296674737556913617357951 | 0.017265870870069329342477501466124935079
f(z) = -39/95*z^3 + 217/190*z + 1
*
-2 | 0.093274388418141894876430243555361889787 | 0.017367468805314301329653457852410281154
f(z) = -39/97*z^3 + 215/194*z + 1
*
-2 | 0.083535309433247606311407312414285688840 | 0.015581189543732675714560660504042682949
f(z) = -38/91*z^3 + 213/182*z + 1
*
-2 | 0.063594219010479278473831880235548114669 | 0.011882642892324655406169343201858416520
f(z) = -38/93*z^3 + 211/186*z + 1
*
-2 | 0.084716961820498406888108680840838632762 | 0.015886260855810831531667079761933913591
f(z) = -38/97*z^3 + 207/194*z + 1
*
-2 | 0.071532395035313455602046877362840405504 | 0.013438335700225723742935623318056742116
f(z) = -38/99*z^3 + 205/198*z + 1
*
-2 | 0.092091975871197709544820704316952397747 | 0.017300733275368362138857547949230341090
f(z) = -37/91*z^3 + 205/182*z + 1
*
-2 | 0.072149852751190041896300589600455049445 | 0.013579344191772128796721246182492353615
f(z) = -37/93*z^3 + 203/186*z + 1
*
-2 | 0.092888505156018695306655779082256524230 | 0.017515211130867147013760235028089108308
f(z) = -37/95*z^3 + 201/190*z + 1
*
[ 3/2 ] 
f(z) = -34/93*z^3 + 215/186*z + 1
*
-8/15 | 0.17236350818487605361247391867642145540 | 0.025491629548100334158667014276038360377
f(z) = -25/96*z^3 + 205/216*z + 1
*
-20/11 | 0.15093343057124565581025674826397396869 | 0.022261824344156485172898148874229320918
f(z) = -33/80*z^3 + 201/220*z + 1
*
[ 18/13 ] 
f(z) = -26/81*z^3 + 209/234*z + 1
*
-5/9 | 0.13220111397139839876896610592876823682 | 0.024121478502872184723460423779687555157
f(z) = -27/80*z^3 + 217/240*z + 1
*
-20/13 | 0.13691358381137110279989675772498380477 | 0.019708371522568841444208489269391182257
f(z) = -39/80*z^3 + 209/260*z + 1
*
13/6 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -24/91*z^3 + 212/273*z + 1
*
[ 9/8 ] 
f(z) = -38/81*z^3 + 203/288*z + 1
*
[ 7 ] 
f(z) = -31/98*z^3 + 229/14*z + 1
*
[ -7 ] 
f(z) = -31/98*z^3 + 233/14*z + 1
*
[ 6 ] 
f(z) = -28/81*z^3 + 239/18*z + 1
*
[ 6 ] 
f(z) = -26/81*z^3 + 223/18*z + 1
*
[ -6 ] 
f(z) = -26/81*z^3 + 229/18*z + 1
*
[ -6 ] 
f(z) = -25/81*z^3 + 221/18*z + 1
*
[ 9 ] 
f(z) = -25/81*z^3 + 233/9*z + 1
*
[ -9 ] 
f(z) = -25/81*z^3 + 235/9*z + 1
*
-3/4 | 0.16522548926878805814485840055504631731 | 0.021578893468003348580213269324243084514
f(z) = -28/81*z^3 + 235/36*z + 1
*
-3/10 | 0.084097753847728054159121069309634358749 | 0.011020618865073308449363277621000499843
f(z) = -25/81*z^3 + 229/36*z + 1
*
-9/2 | 0.14483715635869179619505119591859252040 | 0.019002078023398695983611080812974028004
f(z) = -23/81*z^3 + 227/36*z + 1
*
[ 9/2 ] 
f(z) = -23/81*z^3 + 235/36*z + 1
*
[ 6 ] 
f(z) = -23/96*z^3 + 227/24*z + 1
*
[ -6 ] 
f(z) = -23/96*z^3 + 235/24*z + 1
*
-6/5 | 0.17181849187027747630057940890489384399 | 0.022936388037774925247536916137997359350
f(z) = -35/88*z^3 + 224/55*z + 1
*
[ 10/3 ] 
f(z) = -27/88*z^3 + 226/55*z + 1
*
[ 7/2 ] 
f(z) = -27/98*z^3 + 229/56*z + 1
*
[ 4 ] 
f(z) = -25/88*z^3 + 233/44*z + 1
*
[ 21/5 ] 
f(z) = -25/98*z^3 + 221/42*z + 1
*
[ -4 ] 
f(z) = -23/88*z^3 + 239/44*z + 1
*
[ -7/2 ] 
f(z) = -23/98*z^3 + 233/56*z + 1
*
[ -4 ] 
f(z) = -21/88*z^3 + 223/44*z + 1
*
9/4 | 0.21966773548379695018119707985201663828 | 0.028689197310537720776857629189192400156
f(z) = -38/81*z^3 + 235/72*z + 1
*
2/3 | 0.093794313246867332297077591116258654014 | 0.013824881251500208481311067581675320789
f(z) = -33/80*z^3 + 221/60*z + 1
*
-10/3 | 0.11102529249273561051047149411281850176 | 0.016238099782750009695854802462868782284
f(z) = -33/80*z^3 + 233/60*z + 1
*
-4/3 | 0.19850330558068164587469259460780308338 | 0.028924713372618551001481634327188600135
f(z) = -33/80*z^3 + 239/60*z + 1
*
-10/3 | 0.17134879518713207908686104888217925948 | 0.025222587681033682631419917502563333498
f(z) = -27/80*z^3 + 223/60*z + 1
*
[ -9/4 ] 
f(z) = -26/81*z^3 + 221/72*z + 1
*
[ 14/5 ] 
f(z) = -25/88*z^3 + 221/77*z + 1
*
-4/3 | 0.16098131672190945387422296933457384181 | 0.023696492126438596371548241714991362218
f(z) = -21/80*z^3 + 223/60*z + 1
*
[ 22/7 ] 
f(z) = -21/88*z^3 + 234/77*z + 1
*
9/4 | 0.15212480745647153405594664522687297456 | 0.020028578118721661997020516033309574041
f(z) = -40/81*z^3 + 221/90*z + 1
*
[ -6/5 ] 
f(z) = -40/81*z^3 + 229/90*z + 1
*
[ -3/2 ] 
f(z) = -40/87*z^3 + 235/87*z + 1
*
[ -1 ] 
f(z) = -40/91*z^3 + 222/91*z + 1
*
[ -1 ] 
f(z) = -40/93*z^3 + 226/93*z + 1
*
[ -1 ] 
f(z) = -40/97*z^3 + 234/97*z + 1
*
[ -1 ] 
f(z) = -40/99*z^3 + 238/99*z + 1
*
[ -1 ] 
f(z) = -39/92*z^3 + 223/92*z + 1
*
[ -1 ] 
f(z) = -39/94*z^3 + 227/94*z + 1
*
[ -1 ] 
f(z) = -39/95*z^3 + 229/95*z + 1
*
[ -1 ] 
f(z) = -39/97*z^3 + 233/97*z + 1
*
[ -1 ] 
f(z) = -39/98*z^3 + 235/98*z + 1
*
[ -1 ] 
f(z) = -38/91*z^3 + 220/91*z + 1
*
[ -1 ] 
f(z) = -38/93*z^3 + 224/93*z + 1
*
[ -1 ] 
f(z) = -38/97*z^3 + 232/97*z + 1
*
[ -1 ] 
f(z) = -38/99*z^3 + 236/99*z + 1
*
[ -1 ] 
f(z) = -37/92*z^3 + 221/92*z + 1
*
[ -1 ] 
f(z) = -37/93*z^3 + 223/93*z + 1
*
[ -1 ] 
f(z) = -37/94*z^3 + 225/94*z + 1
*
[ -1 ] 
f(z) = -37/95*z^3 + 227/95*z + 1
*
[ -1 ] 
f(z) = -37/97*z^3 + 231/97*z + 1
*
[ -1 ] 
f(z) = -37/98*z^3 + 233/98*z + 1
*
[ -1 ] 
f(z) = -37/99*z^3 + 235/99*z + 1
*
[ -5/3 ] 
f(z) = -36/85*z^3 + 236/85*z + 1
*
[ -1 ] 
f(z) = -36/95*z^3 + 226/95*z + 1
*
[ -5/6 ] 
f(z) = -36/95*z^3 + 234/95*z + 1
*
[ -1 ] 
f(z) = -36/97*z^3 + 230/97*z + 1
*
[ -6/5 ] 
f(z) = -35/81*z^3 + 221/90*z + 1
*
[ -1 ] 
f(z) = -35/93*z^3 + 221/93*z + 1
*
[ -1 ] 
f(z) = -35/94*z^3 + 223/94*z + 1
*
[ -12/7 ] 
f(z) = -35/96*z^3 + 223/84*z + 1
*
[ -1 ] 
f(z) = -35/97*z^3 + 229/97*z + 1
*
[ -1 ] 
f(z) = -35/99*z^3 + 233/99*z + 1
*
[ -1 ] 
f(z) = -34/93*z^3 + 220/93*z + 1
*
[ -1 ] 
f(z) = -34/95*z^3 + 224/95*z + 1
*
[ -1 ] 
f(z) = -34/97*z^3 + 228/97*z + 1
*
[ -1 ] 
f(z) = -34/99*z^3 + 232/99*z + 1
*
[ -1 ] 
f(z) = -33/94*z^3 + 221/94*z + 1
*
[ -1 ] 
f(z) = -33/95*z^3 + 223/95*z + 1
*
[ -1 ] 
f(z) = -33/97*z^3 + 227/97*z + 1
*
[ -1 ] 
f(z) = -33/98*z^3 + 229/98*z + 1
*
[ -3/4 ] 
f(z) = -32/87*z^3 + 221/87*z + 1
*
[ -3/2 ] 
f(z) = -32/93*z^3 + 227/93*z + 1
*
[ -3/4 ] 
f(z) = -32/93*z^3 + 235/93*z + 1
*
[ -5/4 ] 
f(z) = -32/95*z^3 + 221/95*z + 1
*
[ -1 ] 
f(z) = -32/95*z^3 + 222/95*z + 1
*
[ -1 ] 
f(z) = -32/97*z^3 + 226/97*z + 1
*
[ -1 ] 
f(z) = -32/99*z^3 + 230/99*z + 1
*
-3 | 0.10810851738812457269605741336891438965 | 0.019993542272642029748610860038079800904
f(z) = -31/84*z^3 + 223/84*z + 1
*
[ -1 ] 
f(z) = -31/95*z^3 + 221/95*z + 1
*
[ -1 ] 
f(z) = -31/97*z^3 + 225/97*z + 1
*
[ -1 ] 
f(z) = -31/98*z^3 + 227/98*z + 1
*
[ -1 ] 
f(z) = -31/99*z^3 + 229/99*z + 1
*
[ -1 ] 
f(z) = -30/97*z^3 + 224/97*z + 1
*
[ -2 ] 
f(z) = -29/82*z^3 + 239/82*z + 1
*
3 | 0.11236070942719719669087254631823508492 | 0.020612716344662441771676599959561337629
f(z) = -29/84*z^3 + 233/84*z + 1
*
[ -1 ] 
f(z) = -29/97*z^3 + 223/97*z + 1
*
[ -1 ] 
f(z) = -29/98*z^3 + 225/98*z + 1
*
[ -1 ] 
f(z) = -29/99*z^3 + 227/99*z + 1
*
[ 5/2 ] 
f(z) = -28/85*z^3 + 226/85*z + 1
*
[ 5/2 ] 
f(z) = -28/95*z^3 + 232/95*z + 1
*
[ -1 ] 
f(z) = -28/97*z^3 + 222/97*z + 1
*
[ -1 ] 
f(z) = -28/99*z^3 + 226/99*z + 1
*
[ -2 ] 
f(z) = -27/82*z^3 + 231/82*z + 1
*
7/3 | 0.16071247478152286904851723839024869385 | 0.029506191287566414967255304378389491675
f(z) = -27/85*z^3 + 232/85*z + 1
*
[ -2/3 ] 
f(z) = -27/86*z^3 + 227/86*z + 1
*
[ -2 ] 
f(z) = -27/86*z^3 + 237/86*z + 1
*
-8/3 | 0.13425788423896463693486933341231065582 | 0.024788662371236694681391502388459584847
f(z) = -27/88*z^3 + 225/88*z + 1
*
[ -5/3 ] 
f(z) = -27/95*z^3 + 227/95*z + 1
*
[ -1 ] 
f(z) = -27/97*z^3 + 221/97*z + 1
*
[ -1 ] 
f(z) = -27/98*z^3 + 223/98*z + 1
*
[ -1 ] 
f(z) = -26/97*z^3 + 220/97*z + 1
*
[ -1 ] 
f(z) = -26/99*z^3 + 224/99*z + 1
*
[ -2 ] 
f(z) = -25/82*z^3 + 223/82*z + 1
*
[ -3/5 ] 
f(z) = -25/84*z^3 + 233/84*z + 1
*
[ -2 ] 
f(z) = -25/86*z^3 + 229/86*z + 1
*
[ -22/15 ] 
f(z) = -25/88*z^3 + 227/99*z + 1
*
[ 13/5 ] 
f(z) = -25/91*z^3 + 225/91*z + 1
*
[ -4/5 ] 
f(z) = -25/92*z^3 + 223/92*z + 1
*
[ -1 ] 
f(z) = -25/98*z^3 + 221/98*z + 1
*
[ -1 ] 
f(z) = -25/99*z^3 + 223/99*z + 1
*
[ -9/5 ] 
f(z) = -25/99*z^3 + 235/99*z + 1
*
-7/2 | 0.15450898136427372883521248910926112611 | 0.028435201738920063890518806430411438863
f(z) = -24/91*z^3 + 229/91*z + 1
*
[ -2 ] 
f(z) = -23/86*z^3 + 221/86*z + 1
*
[ -2 ] 
f(z) = -23/90*z^3 + 227/90*z + 1
*
[ -2 ] 
f(z) = -23/94*z^3 + 233/94*z + 1
*
-3 | 0.11563583114555215348299059652601242669 | 0.021115055372689954048378920105241889509
f(z) = -23/96*z^3 + 239/96*z + 1
*
[ -2 ] 
f(z) = -23/98*z^3 + 239/98*z + 1
*
[ -1 ] 
f(z) = -23/99*z^3 + 221/99*z + 1
*
[ -9/11 ] 
f(z) = -22/81*z^3 + 238/99*z + 1
*
[ -2 ] 
f(z) = -21/94*z^3 + 225/94*z + 1
*
[ -4/3 ] 
f(z) = -25/96*z^3 + 239/108*z + 1
*
[ -4/3 ] 
f(z) = -23/96*z^3 + 235/108*z + 1
*
2 | 0.18881003608098978887728730214901516155 | 0.027614574454450050714999482837195690569
f(z) = -25/96*z^3 + 233/120*z + 1
*
[ 7/3 ] 
f(z) = -23/98*z^3 + 233/126*z + 1
*
-2 | 0.067816569893670319091805853395488544019 | 0.012383277867293006231943341774251310305
f(z) = -40/81*z^3 + 239/162*z + 1
*
-2 | 0.081831132925503328033216658177481869060 | 0.014965294969948109424341806661274166699
f(z) = -40/83*z^3 + 237/166*z + 1
*
-2 | 0.062358491009084665114392985557508335537 | 0.011439745204566289414369761279530601230
f(z) = -40/87*z^3 + 233/174*z + 1
*
-2 | 0.083123949312167058352900767273546711180 | 0.015273349774579783788365756639994602184
f(z) = -40/89*z^3 + 231/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016634593040690173703223259543406013686
f(z) = -39/83*z^3 + 229/166*z + 1
*
-2 | 0.090828849188821085740942843070403921103 | 0.016742799269326624172927732928457419091
f(z) = -39/85*z^3 + 227/170*z + 1
*
-2 | 0.091680613912438631936301635702749824542 | 0.016955372935689404565231817552933638731
f(z) = -39/89*z^3 + 223/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.012541782699139624359038429828377122986
f(z) = -38/81*z^3 + 223/162*z + 1
*
-2 | 0.081831235465561758143326188106803069218 | 0.015159090229450476965984389803329905186
f(z) = -38/83*z^3 + 221/166*z + 1
*
[ 3/2 ] 
f(z) = -38/87*z^3 + 229/174*z + 1
*
-6/5 | 0.16225168188955682135152073962638879947 | 0.021558307842222100232536103112281523474
f(z) = -35/88*z^3 + 232/165*z + 1
*
-14/5 | 0.16192419217253651520609472196372707553 | 0.023652794837608950106992444649408172827
f(z) = -25/96*z^3 + 235/168*z + 1
*
-2 | 0.083534787525819869145342185071025505139 | 0.015373401044657624667038936662474675566
f(z) = -40/91*z^3 + 229/182*z + 1
*
-2 | 0.063593305746688592298628733214793507091 | 0.011722376342964453338595997624281183520
f(z) = -40/93*z^3 + 227/186*z + 1
*
-2 | 0.084717717882019222498145545098951782991 | 0.015667657966623572085483064044633312757
f(z) = -40/97*z^3 + 223/194*z + 1
*
-2 | 0.071531852952056635774499494346718745711 | 0.013251148012256960791427849966309791814
f(z) = -40/99*z^3 + 221/198*z + 1
*
[ 3/2 ] 
f(z) = -38/93*z^3 + 233/186*z + 1
*
[ 13/8 ] 
f(z) = -32/91*z^3 + 239/182*z + 1
*
[ 7/4 ] 
f(z) = -24/91*z^3 + 225/182*z + 1
*
[ 18/11 ] 
f(z) = -22/81*z^3 + 221/198*z + 1
*
-5/3 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -39/85*z^3 + 223/255*z + 1
*
0 | 0.064034929800259553914404252581401082660 | 0.011683843926943512111026043234777520395
f(z) = -21/80*z^3 + 223/240*z + 1
*
[ 7 ] 
f(z) = -33/98*z^3 + 243/14*z + 1
*
[ -7 ] 
f(z) = -33/98*z^3 + 247/14*z + 1
*
[ 6 ] 
f(z) = -29/81*z^3 + 247/18*z + 1
*
[ -6 ] 
f(z) = -29/81*z^3 + 253/18*z + 1
*
[ -6 ] 
f(z) = -28/81*z^3 + 245/18*z + 1
*
[ 9 ] 
f(z) = -26/81*z^3 + 242/9*z + 1
*
[ -9 ] 
f(z) = -26/81*z^3 + 244/9*z + 1
*
-6 | 0.18163008909211447423092324911836555622 | 0.026159712882947991808842355228630725365
f(z) = -31/96*z^3 + 259/24*z + 1
*
-9/10 | 0.13110479826863583375222172783728775830 | 0.017066445086603776976690693135267091868
f(z) = -25/81*z^3 + 241/36*z + 1
*
[ 9/2 ] 
f(z) = -25/81*z^3 + 253/36*z + 1
*
[ 6 ] 
f(z) = -25/96*z^3 + 245/24*z + 1
*
[ -6 ] 
f(z) = -25/96*z^3 + 253/24*z + 1
*
[ 28/5 ] 
f(z) = -25/98*z^3 + 247/28*z + 1
*
[ -28/5 ] 
f(z) = -25/98*z^3 + 257/28*z + 1
*
[ -9/2 ] 
f(z) = -23/81*z^3 + 251/36*z + 1
*
18/5 | 0.22939034866542533238999658280654221167 | 0.029765391258950551104433719162731804983
f(z) = -35/81*z^3 + 247/45*z + 1
*
[ 7/2 ] 
f(z) = -31/98*z^3 + 257/56*z + 1
*
[ 7/2 ] 
f(z) = -29/98*z^3 + 243/56*z + 1
*
[ 4 ] 
f(z) = -27/88*z^3 + 249/44*z + 1
*
[ -10/3 ] 
f(z) = -27/88*z^3 + 259/55*z + 1
*
[ -4 ] 
f(z) = -25/88*z^3 + 255/44*z + 1
*
[ -21/5 ] 
f(z) = -25/98*z^3 + 241/42*z + 1
*
[ -7/2 ] 
f(z) = -25/98*z^3 + 247/56*z + 1
*
-22/7 | 0.20776062610019836125521764784179536654 | 0.027333678758024074799717490095982476247
f(z) = -35/88*z^3 + 250/77*z + 1
*
[ -9/4 ] 
f(z) = -34/81*z^3 + 257/72*z + 1
*
[ -3/8 ] 
f(z) = -32/99*z^3 + 245/66*z + 1
*
-28/9 | 0.075787034260561551275682795236100102187 | 0.011029839513267181912430432240901290433
f(z) = -27/80*z^3 + 241/60*z + 1
*
-9/4 | 0.11661628737539682312641310402050462182 | 0.015100499422217456222620506413847812761
f(z) = -22/81*z^3 + 251/72*z + 1
*
[ -10/3 ] 
f(z) = -21/80*z^3 + 253/60*z + 1
*
[ -1/2 ] 
f(z) = -40/81*z^3 + 253/81*z + 1
*
[ -1/2 ] 
f(z) = -40/83*z^3 + 259/83*z + 1
*
[ -3/2 ] 
f(z) = -40/93*z^3 + 245/93*z + 1
*
[ -1/2 ] 
f(z) = -36/83*z^3 + 258/83*z + 1
*
[ 7/3 ] 
f(z) = -36/91*z^3 + 248/91*z + 1
*
[ -5/3 ] 
f(z) = -36/95*z^3 + 252/95*z + 1
*
[ -4/7 ] 
f(z) = -35/96*z^3 + 241/84*z + 1
*
-3 | 0.11552454434826243595981855524915199286 | 0.020907705779214335869365535134913219665
f(z) = -35/96*z^3 + 251/96*z + 1
*
[ -2 ] 
f(z) = -33/82*z^3 + 255/82*z + 1
*
[ -1/2 ] 
f(z) = -32/81*z^3 + 251/81*z + 1
*
[ -1/2 ] 
f(z) = -32/83*z^3 + 257/83*z + 1
*
[ 5/2 ] 
f(z) = -32/85*z^3 + 251/85*z + 1
*
[ -7/4 ] 
f(z) = -32/91*z^3 + 241/91*z + 1
*
[ 5/2 ] 
f(z) = -32/95*z^3 + 257/95*z + 1
*
[ -2 ] 
f(z) = -31/82*z^3 + 247/82*z + 1
*
[ -2 ] 
f(z) = -31/86*z^3 + 253/86*z + 1
*
[ -2 ] 
f(z) = -31/90*z^3 + 259/90*z + 1
*
3 | 0.11552453612281305172418224966866890697 | 0.020968668219441557668149129714593488874
f(z) = -31/96*z^3 + 247/96*z + 1
*
[ -2 ] 
f(z) = -29/86*z^3 + 245/86*z + 1
*
[ -2 ] 
f(z) = -29/90*z^3 + 251/90*z + 1
*
[ -2 ] 
f(z) = -29/94*z^3 + 257/94*z + 1
*
[ -1/2 ] 
f(z) = -28/81*z^3 + 250/81*z + 1
*
[ -1/2 ] 
f(z) = -28/83*z^3 + 256/83*z + 1
*
[ 8/3 ] 
f(z) = -27/88*z^3 + 247/88*z + 1
*
[ -2/3 ] 
f(z) = -27/94*z^3 + 247/94*z + 1
*
[ -2 ] 
f(z) = -27/94*z^3 + 249/94*z + 1
*
[ -2 ] 
f(z) = -27/98*z^3 + 255/98*z + 1
*
[ -2/3 ] 
f(z) = -27/98*z^3 + 257/98*z + 1
*
[ -3/5 ] 
f(z) = -25/87*z^3 + 241/87*z + 1
*
2/15 | 0.22761242712131315858692364714560981075 | 0.029977125710377348914126186542709573179
f(z) = -25/88*z^3 + 248/99*z + 1
*
[ -11/5 ] 
f(z) = -25/88*z^3 + 249/88*z + 1
*
-9/5 | 0.16316720814262316087949454970304567701 | 0.029404391946754890998582947436822749003
f(z) = -25/88*z^3 + 257/88*z + 1
*
[ -3/5 ] 
f(z) = -25/93*z^3 + 257/93*z + 1
*
[ -2 ] 
f(z) = -25/94*z^3 + 241/94*z + 1
*
[ -2 ] 
f(z) = -25/98*z^3 + 247/98*z + 1
*
-2/5 | 0.14459933280234963358081371409239683830 | 0.026207624336041228068906421832141689880
f(z) = -25/98*z^3 + 249/98*z + 1
*
[ -1/2 ] 
f(z) = -24/83*z^3 + 255/83*z + 1
*
[ -2/3 ] 
f(z) = -23/88*z^3 + 259/99*z + 1
*
[ 3 ] 
f(z) = -22/87*z^3 + 256/87*z + 1
*
[ -4/3 ] 
f(z) = -35/96*z^3 + 259/108*z + 1
*
[ -4/3 ] 
f(z) = -31/96*z^3 + 251/108*z + 1
*
[ -4/3 ] 
f(z) = -29/96*z^3 + 247/108*z + 1
*
[ 7/3 ] 
f(z) = -25/98*z^3 + 247/126*z + 1
*
[ 22/13 ] 
f(z) = -39/88*z^3 + 240/143*z + 1
*
21/20 | 0.15839504144503908559415506808220670791 | 0.020618927091235106822197071737504405538
f(z) = -25/81*z^3 + 241/144*z + 1
*
5/2 | 0.15740290769649735094614339846026645777 | 0.028365606325880735314668658159918747474
f(z) = -26/85*z^3 + 257/170*z + 1
*
[ 2 ] 
f(z) = -22/81*z^3 + 257/162*z + 1
*
[ 2 ] 
f(z) = -22/83*z^3 + 259/166*z + 1
*
[ 2 ] 
f(z) = -21/83*z^3 + 251/166*z + 1
*
[ 2 ] 
f(z) = -21/85*z^3 + 253/170*z + 1
*
[ 2 ] 
f(z) = -21/89*z^3 + 257/178*z + 1
*
[ 14/9 ] 
f(z) = -27/88*z^3 + 254/231*z + 1
*
[ 7/4 ] 
f(z) = -23/98*z^3 + 257/224*z + 1
*
0 | 0.11651067029565304212537971012149899651 | 0.020967118111626191542986585226651242693
f(z) = -33/80*z^3 + 259/240*z + 1
*
3/4 | 0.18948611172015889578214256766527566558 | 0.024511133281374774234964941885940525451
f(z) = -28/81*z^3 + 253/252*z + 1
*
[ 3/2 ] 
f(z) = -24/83*z^3 + 245/249*z + 1
*
[ 3/2 ] 
f(z) = -24/85*z^3 + 247/255*z + 1
*
[ 4/3 ] 
f(z) = -33/92*z^3 + 245/276*z + 1
*
0 | 0.16354467742281606806203767199088160167 | 0.029330374864887743601712676156296001603
f(z) = -27/88*z^3 + 257/264*z + 1
*
[ 13/9 ] 
f(z) = -27/91*z^3 + 253/273*z + 1
*
[ 3/2 ] 
f(z) = -24/89*z^3 + 251/267*z + 1
*
[ 3/2 ] 
f(z) = -24/91*z^3 + 253/273*z + 1
*
-19/9 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -27/95*z^3 + 256/285*z + 1
*
[ 3/2 ] 
f(z) = -24/95*z^3 + 257/285*z + 1
*
[ 3/2 ] 
f(z) = -24/97*z^3 + 259/291*z + 1
*
0 | 0.16394893253043075075482738496724636379 | 0.029004731774230236440195285227087428089
f(z) = -21/95*z^3 + 253/285*z + 1
*
[ 7 ] 
f(z) = -37/98*z^3 + 271/14*z + 1
*
[ -7 ] 
f(z) = -37/98*z^3 + 275/14*z + 1
*
[ 6 ] 
f(z) = -32/81*z^3 + 271/18*z + 1
*
[ -6 ] 
f(z) = -32/81*z^3 + 277/18*z + 1
*
[ 6 ] 
f(z) = -31/81*z^3 + 263/18*z + 1
*
[ -6 ] 
f(z) = -31/81*z^3 + 269/18*z + 1
*
[ 9 ] 
f(z) = -29/81*z^3 + 269/9*z + 1
*
[ -9 ] 
f(z) = -29/81*z^3 + 271/9*z + 1
*
[ 9 ] 
f(z) = -28/81*z^3 + 260/9*z + 1
*
[ -9 ] 
f(z) = -28/81*z^3 + 262/9*z + 1
*
[ 27/5 ] 
f(z) = -25/81*z^3 + 265/27*z + 1
*
[ -9/2 ] 
f(z) = -25/81*z^3 + 269/36*z + 1
*
[ -27/5 ] 
f(z) = -25/81*z^3 + 275/27*z + 1
*
-9/10 | 0.20613711470851311520588880770024204580 | 0.026531995037040432125395113586501094530
f(z) = -40/81*z^3 + 263/45*z + 1
*
[ 7/2 ] 
f(z) = -33/98*z^3 + 271/56*z + 1
*
[ 4 ] 
f(z) = -29/88*z^3 + 265/44*z + 1
*
[ -7/2 ] 
f(z) = -29/98*z^3 + 275/56*z + 1
*
[ -4 ] 
f(z) = -27/88*z^3 + 271/44*z + 1
*
[ -7/2 ] 
f(z) = -27/98*z^3 + 261/56*z + 1
*
[ -3/8 ] 
f(z) = -40/81*z^3 + 269/72*z + 1
*
[ -9/4 ] 
f(z) = -38/81*z^3 + 275/72*z + 1
*
-3/2 | 0.14884705726360497834580161200897616575 | 0.019139504945536917520481561778822719370
f(z) = -32/81*z^3 + 265/72*z + 1
*
9/14 | 0.12171788702839539220191953800053990529 | 0.015628477234386056529431896274906699494
f(z) = -28/81*z^3 + 268/63*z + 1
*
3/4 | 0.17319070921168443054210017113362475181 | 0.022143632349206107200217551364248160180
f(z) = -26/81*z^3 + 277/72*z + 1
*
[ -14/5 ] 
f(z) = -25/88*z^3 + 276/77*z + 1
*
[ -1/2 ] 
f(z) = -40/87*z^3 + 271/87*z + 1
*
[ -1/2 ] 
f(z) = -40/89*z^3 + 277/89*z + 1
*
[ -2 ] 
f(z) = -39/82*z^3 + 279/82*z + 1
*
[ -2 ] 
f(z) = -37/82*z^3 + 271/82*z + 1
*
-3 | 0.10810809369256818292883912544182544252 | 0.019222574178268757102736877430598312552
f(z) = -37/84*z^3 + 277/84*z + 1
*
[ -2 ] 
f(z) = -37/86*z^3 + 277/86*z + 1
*
[ -2/3 ] 
f(z) = -37/88*z^3 + 266/99*z + 1
*
[ -1/2 ] 
f(z) = -36/85*z^3 + 264/85*z + 1
*
[ 5/2 ] 
f(z) = -36/85*z^3 + 276/85*z + 1
*
[ -1/2 ] 
f(z) = -36/89*z^3 + 276/89*z + 1
*
[ -2 ] 
f(z) = -35/82*z^3 + 263/82*z + 1
*
[ -2 ] 
f(z) = -35/86*z^3 + 269/86*z + 1
*
[ -2/3 ] 
f(z) = -35/88*z^3 + 265/99*z + 1
*
[ -2 ] 
f(z) = -33/86*z^3 + 261/86*z + 1
*
[ -2 ] 
f(z) = -33/94*z^3 + 273/94*z + 1
*
[ -2 ] 
f(z) = -33/98*z^3 + 279/98*z + 1
*
[ -15/8 ] 
f(z) = -32/81*z^3 + 263/90*z + 1
*
[ -1/2 ] 
f(z) = -32/85*z^3 + 263/85*z + 1
*
[ -1/2 ] 
f(z) = -32/87*z^3 + 269/87*z + 1
*
[ -1/2 ] 
f(z) = -32/89*z^3 + 275/89*z + 1
*
[ -2/3 ] 
f(z) = -31/88*z^3 + 263/99*z + 1
*
[ -2 ] 
f(z) = -31/94*z^3 + 265/94*z + 1
*
[ -2 ] 
f(z) = -31/98*z^3 + 271/98*z + 1
*
0 | 0.16379883640876514700473908864112490499 | 0.029277441729339446170194774575231501262
f(z) = -29/80*z^3 + 269/80*z + 1
*
[ -2/3 ] 
f(z) = -29/88*z^3 + 262/99*z + 1
*
[ -2 ] 
f(z) = -29/98*z^3 + 263/98*z + 1
*
[ -1/2 ] 
f(z) = -28/85*z^3 + 262/85*z + 1
*
[ -1/2 ] 
f(z) = -28/87*z^3 + 268/87*z + 1
*
[ -1/2 ] 
f(z) = -28/89*z^3 + 274/89*z + 1
*
0 | 0.16341995652950125681562939427201452053 | 0.029248735204187589301569879576697419271
f(z) = -27/80*z^3 + 267/80*z + 1
*
-1/3 | 0.14535143585253300706879808831923631740 | 0.026014850016385394885387974181020957621
f(z) = -27/88*z^3 + 267/88*z + 1
*
[ -7/3 ] 
f(z) = -27/91*z^3 + 277/91*z + 1
*
[ -12/5 ] 
f(z) = -25/84*z^3 + 263/84*z + 1
*
[ -2/3 ] 
f(z) = -25/88*z^3 + 260/99*z + 1
*
[ -3/5 ] 
f(z) = -25/96*z^3 + 265/96*z + 1
*
[ -11/5 ] 
f(z) = -25/99*z^3 + 265/99*z + 1
*
[ -1/2 ] 
f(z) = -24/85*z^3 + 261/85*z + 1
*
[ -5/2 ] 
f(z) = -24/85*z^3 + 269/85*z + 1
*
[ -1/2 ] 
f(z) = -24/89*z^3 + 273/89*z + 1
*
[ -1/2 ] 
f(z) = -24/91*z^3 + 279/91*z + 1
*
0 | 0.15142415906948504218846273488548504852 | 0.027175156715885678634479934807357277625
f(z) = -23/80*z^3 + 263/80*z + 1
*
[ 3 ] 
f(z) = -23/84*z^3 + 263/84*z + 1
*
0 | 0.10874180947258126971444045043477281879 | 0.019360199584732394594752813989527938877
f(z) = -23/84*z^3 + 275/84*z + 1
*
0 | 0.15776974779931575784705533147602250683 | 0.028034891584207798205536432986420993502
f(z) = -23/85*z^3 + 278/85*z + 1
*
[ 3 ] 
f(z) = -23/87*z^3 + 265/87*z + 1
*
[ 3 ] 
f(z) = -23/93*z^3 + 269/93*z + 1
*
[ 3 ] 
f(z) = -23/96*z^3 + 271/96*z + 1
*
0 | 0.15776869696344183993489658698591585180 | 0.028052668184242045131345063388092583494
f(z) = -22/85*z^3 + 277/85*z + 1
*
[ 3 ] 
f(z) = -22/93*z^3 + 260/93*z + 1
*
0 | 0.11262431970438581299754902878309180853 | 0.020239717255089327884209779872477930032
f(z) = -21/80*z^3 + 261/80*z + 1
*
[ -4/3 ] 
f(z) = -37/96*z^3 + 263/108*z + 1
*
-8/3 | 0.11291244735501066769326950851186809316 | 0.017873912261918476514976210981666771493
f(z) = -33/80*z^3 + 277/120*z + 1
*
[ 7/3 ] 
f(z) = -29/98*z^3 + 275/126*z + 1
*
[ 12/5 ] 
f(z) = -25/99*z^3 + 269/132*z + 1
*
[ -3/2 ] 
f(z) = -23/90*z^3 + 269/120*z + 1
*
-8/3 | 0.15513657367205513074470779608071014794 | 0.024672401929483528429777615784698687511
f(z) = -21/80*z^3 + 269/120*z + 1
*
-7/11 | 0.22114675351996848326722036129902725788 | 0.029415385156195490632241191496597068780
f(z) = -33/98*z^3 + 263/154*z + 1
*
[ 21/10 ] 
f(z) = -25/98*z^3 + 277/168*z + 1
*
[ 2 ] 
f(z) = -24/83*z^3 + 275/166*z + 1
*
[ 2 ] 
f(z) = -24/85*z^3 + 277/170*z + 1
*
[ 2 ] 
f(z) = -23/81*z^3 + 265/162*z + 1
*
[ 2 ] 
f(z) = -23/83*z^3 + 267/166*z + 1
*
[ 2 ] 
f(z) = -23/85*z^3 + 269/170*z + 1
*
[ 2 ] 
f(z) = -23/87*z^3 + 271/174*z + 1
*
[ 2 ] 
f(z) = -23/89*z^3 + 273/178*z + 1
*
[ 2 ] 
f(z) = -22/85*z^3 + 261/170*z + 1
*
[ 2 ] 
f(z) = -22/87*z^3 + 263/174*z + 1
*
[ 2 ] 
f(z) = -22/89*z^3 + 265/178*z + 1
*
[ 2 ] 
f(z) = -23/91*z^3 + 275/182*z + 1
*
[ 2 ] 
f(z) = -23/93*z^3 + 277/186*z + 1
*
[ 2 ] 
f(z) = -23/95*z^3 + 279/190*z + 1
*
-15/11 | 0.16034263339418378803789180956405102788 | 0.020617664072414106401780043021951371816
f(z) = -22/81*z^3 + 265/198*z + 1
*
[ 2 ] 
f(z) = -22/91*z^3 + 267/182*z + 1
*
[ 2 ] 
f(z) = -22/93*z^3 + 269/186*z + 1
*
[ 2 ] 
f(z) = -22/95*z^3 + 271/190*z + 1
*
[ 2 ] 
f(z) = -22/97*z^3 + 273/194*z + 1
*
[ 2 ] 
f(z) = -21/95*z^3 + 263/190*z + 1
*
[ 2 ] 
f(z) = -21/97*z^3 + 265/194*z + 1
*
-8/3 | 0.20659299858289804420097920862497338468 | 0.029657232451947992555443417364837718818
f(z) = -25/96*z^3 + 265/216*z + 1
*
3/13 | 0.22387664038550118276167096320751979364 | 0.028624179893002650554067341144192406494
f(z) = -26/81*z^3 + 277/234*z + 1
*
[ 7/4 ] 
f(z) = -25/98*z^3 + 271/224*z + 1
*
0 | 0.15960934328782894334708605381362920670 | 0.028490888606815641049739582957123722510
f(z) = -37/80*z^3 + 271/240*z + 1
*
[ 3/2 ] 
f(z) = -28/83*z^3 + 272/249*z + 1
*
[ 3/2 ] 
f(z) = -28/85*z^3 + 274/255*z + 1
*
[ 5/3 ] 
f(z) = -21/80*z^3 + 271/240*z + 1
*
[ 5/3 ] 
f(z) = -21/85*z^3 + 277/255*z + 1
*
[ 4/3 ] 
f(z) = -39/92*z^3 + 277/276*z + 1
*
[ 3/2 ] 
f(z) = -28/89*z^3 + 278/267*z + 1
*
[ 22/15 ] 
f(z) = -27/88*z^3 + 269/275*z + 1
*
[ 7 ] 
f(z) = -39/98*z^3 + 285/14*z + 1
*
[ -7 ] 
f(z) = -39/98*z^3 + 289/14*z + 1
*
[ 6 ] 
f(z) = -35/81*z^3 + 295/18*z + 1
*
[ 6 ] 
f(z) = -34/81*z^3 + 287/18*z + 1
*
[ -6 ] 
f(z) = -34/81*z^3 + 293/18*z + 1
*
[ 9 ] 
f(z) = -32/81*z^3 + 296/9*z + 1
*
[ -9 ] 
f(z) = -32/81*z^3 + 298/9*z + 1
*
[ 9 ] 
f(z) = -31/81*z^3 + 287/9*z + 1
*
[ -9 ] 
f(z) = -31/81*z^3 + 289/9*z + 1
*
[ 6 ] 
f(z) = -31/96*z^3 + 299/24*z + 1
*
[ 9/2 ] 
f(z) = -29/81*z^3 + 289/36*z + 1
*
[ 6 ] 
f(z) = -29/96*z^3 + 281/24*z + 1
*
[ -6 ] 
f(z) = -29/96*z^3 + 289/24*z + 1
*
-6 | 0.18686916509942812831210905127799835184 | 0.027737877633119996354108024432420332307
f(z) = -23/90*z^3 + 281/30*z + 1
*
[ 7/2 ] 
f(z) = -37/98*z^3 + 299/56*z + 1
*
[ 27/8 ] 
f(z) = -32/81*z^3 + 281/54*z + 1
*
[ 15/4 ] 
f(z) = -32/81*z^3 + 283/45*z + 1
*
[ 4 ] 
f(z) = -31/88*z^3 + 281/44*z + 1
*
[ -7/2 ] 
f(z) = -31/98*z^3 + 289/56*z + 1
*
[ -4 ] 
f(z) = -29/88*z^3 + 287/44*z + 1
*
-10/3 | 0.11899348290776861078455827537238799643 | 0.016922335240858872173338762368345375732
f(z) = -39/80*z^3 + 283/60*z + 1
*
3/4 | 0.16214138389848339006555834436810107832 | 0.023992174686555877435289006710828009331
f(z) = -32/99*z^3 + 287/66*z + 1
*
15/4 | 0.19130248544525709988634356736241514432 | 0.028278105433222097537170747485737057729
f(z) = -32/99*z^3 + 289/66*z + 1
*
-10/3 | 0.20472383490700706954735927938936399116 | 0.029114244590822395588848720327094545244
f(z) = -27/80*z^3 + 283/60*z + 1
*
-4/9 | 0.17228858879325641651732577129630098861 | 0.024428669103821956678625279315823070167
f(z) = -27/80*z^3 + 289/60*z + 1
*
4 | 0.11975620354401366595041939826345096721 | 0.016898635825212611903889212979310465360
f(z) = -27/80*z^3 + 299/60*z + 1
*
-18/5 | 0.18946874006912566643169863683259382009 | 0.026891108169802207111973323054595453367
f(z) = -25/96*z^3 + 287/72*z + 1
*
[ 18/5 ] 
f(z) = -25/96*z^3 + 295/72*z + 1
*
[ -22/7 ] 
f(z) = -21/88*z^3 + 283/77*z + 1
*
[ -9/20 ] 
f(z) = -40/81*z^3 + 299/90*z + 1
*
[ -1/2 ] 
f(z) = -40/91*z^3 + 283/91*z + 1
*
[ -1/2 ] 
f(z) = -40/93*z^3 + 289/93*z + 1
*
[ -2 ] 
f(z) = -39/86*z^3 + 285/86*z + 1
*
[ -2 ] 
f(z) = -39/94*z^3 + 297/94*z + 1
*
[ -2 ] 
f(z) = -37/90*z^3 + 283/90*z + 1
*
[ -2 ] 
f(z) = -37/94*z^3 + 289/94*z + 1
*
[ -2 ] 
f(z) = -37/98*z^3 + 295/98*z + 1
*
[ -1/2 ] 
f(z) = -36/91*z^3 + 282/91*z + 1
*
[ 5/2 ] 
f(z) = -36/95*z^3 + 282/95*z + 1
*
[ -1/2 ] 
f(z) = -36/95*z^3 + 294/95*z + 1
*
-19/6 | 0.14393995240906139222502104722830368228 | 0.025295405951847651687329837352286362219
f(z) = -36/95*z^3 + 296/95*z + 1
*
[ -2 ] 
f(z) = -35/94*z^3 + 281/94*z + 1
*
[ -1/2 ] 
f(z) = -32/91*z^3 + 281/91*z + 1
*
[ -1/2 ] 
f(z) = -32/93*z^3 + 287/93*z + 1
*
[ -1/2 ] 
f(z) = -32/95*z^3 + 293/95*z + 1
*
[ -1/2 ] 
f(z) = -32/97*z^3 + 299/97*z + 1
*
0 | 0.15509660544079023719021975021859087023 | 0.027207813469950211848709582280806078025
f(z) = -29/90*z^3 + 299/90*z + 1
*
-3 | 0.11572961250691539216348463419717774735 | 0.020374312626204148074785953687993727998
f(z) = -29/96*z^3 + 293/96*z + 1
*
[ -5/2 ] 
f(z) = -28/85*z^3 + 294/85*z + 1
*
[ -1/2 ] 
f(z) = -28/93*z^3 + 286/93*z + 1
*
[ -1/2 ] 
f(z) = -28/95*z^3 + 292/95*z + 1
*
[ -1/2 ] 
f(z) = -28/97*z^3 + 298/97*z + 1
*
-11/3 | 0.14133409594347473446338299898391438867 | 0.024793525999136881620618006955110615697
f(z) = -27/88*z^3 + 299/88*z + 1
*
[ 28/9 ] 
f(z) = -27/98*z^3 + 281/84*z + 1
*
[ 3 ] 
f(z) = -26/87*z^3 + 292/87*z + 1
*
[ 3 ] 
f(z) = -26/93*z^3 + 296/93*z + 1
*
[ -2/5 ] 
f(z) = -25/82*z^3 + 291/82*z + 1
*
[ 3 ] 
f(z) = -25/84*z^3 + 281/84*z + 1
*
-11/5 | 0.12099383112528842124050436984542783779 | 0.021352756822764647521423945990765239332
f(z) = -25/84*z^3 + 289/84*z + 1
*
[ 3 ] 
f(z) = -25/87*z^3 + 283/87*z + 1
*
-11/5 | 0.13664566537109008448348456405386370366 | 0.024114962196150588789443802280374988392
f(z) = -25/88*z^3 + 289/88*z + 1
*
[ -13/5 ] 
f(z) = -25/91*z^3 + 295/91*z + 1
*
[ 3 ] 
f(z) = -25/93*z^3 + 287/93*z + 1
*
[ 3 ] 
f(z) = -25/96*z^3 + 289/96*z + 1
*
[ -5/2 ] 
f(z) = -24/95*z^3 + 283/95*z + 1
*
[ -1/2 ] 
f(z) = -24/95*z^3 + 291/95*z + 1
*
[ -1/2 ] 
f(z) = -24/97*z^3 + 297/97*z + 1
*
0 | 0.091345275013385778871932664076696910658 | 0.016081425918004406942458323155314675969
f(z) = -23/90*z^3 + 293/90*z + 1
*
[ -3/2 ] 
f(z) = -31/90*z^3 + 293/120*z + 1
*
[ 7/3 ] 
f(z) = -31/98*z^3 + 289/126*z + 1
*
[ -3/2 ] 
f(z) = -29/90*z^3 + 287/120*z + 1
*
[ -8/9 ] 
f(z) = -27/80*z^3 + 287/120*z + 1
*
20/9 | 0.13032738638133998786000348644554874423 | 0.020384067638487815838535947906956981283
f(z) = -27/88*z^3 + 299/132*z + 1
*
[ 12/5 ] 
f(z) = -25/88*z^3 + 293/132*z + 1
*
-2 | 0.17886855311060525129203915072814771113 | 0.025462987878136641019724385695759935135
f(z) = -25/96*z^3 + 281/120*z + 1
*
[ -14/15 ] 
f(z) = -25/98*z^3 + 289/126*z + 1
*
[ -3/2 ] 
f(z) = -25/99*z^3 + 295/132*z + 1
*
[ -3/2 ] 
f(z) = -23/99*z^3 + 289/132*z + 1
*
[ 8/3 ] 
f(z) = -21/80*z^3 + 299/120*z + 1
*
[ -4/3 ] 
f(z) = -21/88*z^3 + 287/132*z + 1
*
[ 9/4 ] 
f(z) = -23/81*z^3 + 287/144*z + 1
*
[ 2 ] 
f(z) = -27/83*z^3 + 299/166*z + 1
*
[ 2 ] 
f(z) = -26/81*z^3 + 289/162*z + 1
*
[ 2 ] 
f(z) = -26/83*z^3 + 291/166*z + 1
*
[ 2 ] 
f(z) = -26/85*z^3 + 293/170*z + 1
*
[ 2 ] 
f(z) = -26/87*z^3 + 295/174*z + 1
*
[ 2 ] 
f(z) = -26/89*z^3 + 297/178*z + 1
*
[ 2 ] 
f(z) = -25/81*z^3 + 281/162*z + 1
*
[ 2 ] 
f(z) = -25/83*z^3 + 283/166*z + 1
*
[ 2 ] 
f(z) = -25/87*z^3 + 287/174*z + 1
*
[ 2 ] 
f(z) = -25/89*z^3 + 289/178*z + 1
*
[ 2 ] 
f(z) = -24/89*z^3 + 281/178*z + 1
*
0 | 0.15776934910279555929914343398503848082 | 0.027676679379698274635466271261979141326
f(z) = -22/85*z^3 + 299/170*z + 1
*
9/10 | 0.17079320968564706630966515598655388280 | 0.021777427529704658429729842320714258766
f(z) = -35/81*z^3 + 283/180*z + 1
*
[ 2 ] 
f(z) = -25/91*z^3 + 291/182*z + 1
*
[ 2 ] 
f(z) = -25/93*z^3 + 293/186*z + 1
*
[ 2 ] 
f(z) = -25/97*z^3 + 297/194*z + 1
*
[ 2 ] 
f(z) = -25/99*z^3 + 299/198*z + 1
*
[ 2 ] 
f(z) = -24/91*z^3 + 283/182*z + 1
*
[ 2 ] 
f(z) = -24/95*z^3 + 287/190*z + 1
*
[ 2 ] 
f(z) = -24/97*z^3 + 289/194*z + 1
*
[ 2 ] 
f(z) = -23/97*z^3 + 281/194*z + 1
*
[ 2 ] 
f(z) = -23/99*z^3 + 283/198*z + 1
*
[ 7/4 ] 
f(z) = -29/98*z^3 + 299/224*z + 1
*
[ 7/4 ] 
f(z) = -27/98*z^3 + 285/224*z + 1
*
[ 9/5 ] 
f(z) = -22/81*z^3 + 298/225*z + 1
*
[ 3/2 ] 
f(z) = -32/83*z^3 + 299/249*z + 1
*
15/7 | 0.19911015637169619738393050361350162497 | 0.025254326126514184473637673464451055078
f(z) = -28/81*z^3 + 295/252*z + 1
*
[ 3/2 ] 
f(z) = -28/95*z^3 + 284/285*z + 1
*
[ 3/2 ] 
f(z) = -28/97*z^3 + 286/291*z + 1
*
[ 5/3 ] 
f(z) = -21/95*z^3 + 289/285*z + 1
*
[ 6/11 ] 
f(z) = -25/108*z^3 - 185/242*z + 1
*
[ 3/5 ] 
f(z) = -40/117*z^3 - 106/195*z + 1
*
[ 3/5 ] 
f(z) = -35/117*z^3 - 109/195*z + 1
*
[ 5/8 ] 
f(z) = -32/115*z^3 - 113/230*z + 1
*
[ 2/3 ] 
f(z) = -23/112*z^3 - 103/252*z + 1
*
-1/2 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -32/105*z^3 - 89/210*z + 1
*
[ 2/3 ] 
f(z) = -27/107*z^3 - 83/214*z + 1
*
[ 2/3 ] 
f(z) = -27/109*z^3 - 85/218*z + 1
*
[ 2/3 ] 
f(z) = -36/113*z^3 - 81/226*z + 1
*
[ 2/3 ] 
f(z) = -36/115*z^3 - 83/230*z + 1
*
[ 2/3 ] 
f(z) = -36/119*z^3 - 87/238*z + 1
*
[ 2/3 ] 
f(z) = -27/113*z^3 - 89/226*z + 1
*
[ 2/3 ] 
f(z) = -27/115*z^3 - 91/230*z + 1
*
[ 2/3 ] 
f(z) = -27/119*z^3 - 95/238*z + 1
*
[ 2/3 ] 
f(z) = -37/112*z^3 - 89/252*z + 1
*
[ 2/3 ] 
f(z) = -31/112*z^3 - 95/252*z + 1
*
[ 2/3 ] 
f(z) = -29/112*z^3 - 97/252*z + 1
*
[ 3/5 ] 
f(z) = -25/111*z^3 - 65/111*z + 1
*
[ 3/5 ] 
f(z) = -25/114*z^3 - 67/114*z + 1
*
[ 2/3 ] 
f(z) = -21/100*z^3 - 61/150*z + 1
*
[ 2/3 ] 
f(z) = -39/116*z^3 - 61/174*z + 1
*
[ 2/3 ] 
f(z) = -33/116*z^3 - 65/174*z + 1
*
[ 2/3 ] 
f(z) = -21/116*z^3 - 73/174*z + 1
*
[ 2/3 ] 
f(z) = -36/101*z^3 - 69/202*z + 1
*
[ 2/3 ] 
f(z) = -36/103*z^3 - 71/206*z + 1
*
[ 2/3 ] 
f(z) = -36/107*z^3 - 75/214*z + 1
*
[ 2/3 ] 
f(z) = -36/109*z^3 - 77/218*z + 1
*
[ 2/3 ] 
f(z) = -27/101*z^3 - 77/202*z + 1
*
[ 2/3 ] 
f(z) = -27/103*z^3 - 79/206*z + 1
*
[ 5/9 ] 
f(z) = -27/100*z^3 - 43/60*z + 1
*
4/3 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014
f(z) = -27/112*z^3 - 41/84*z + 1
*
[ 2/3 ] 
f(z) = -35/104*z^3 - 41/117*z + 1
*
[ 2/3 ] 
f(z) = -31/104*z^3 - 43/117*z + 1
*
[ 2/3 ] 
f(z) = -29/104*z^3 - 44/117*z + 1
*
[ 3/5 ] 
f(z) = -29/108*z^3 - 57/100*z + 1
*
[ 2/3 ] 
f(z) = -27/106*z^3 - 41/106*z + 1
*
[ 2/3 ] 
f(z) = -27/110*z^3 - 43/110*z + 1
*
[ 2/3 ] 
f(z) = -27/118*z^3 - 47/118*z + 1
*
[ 3/5 ] 
f(z) = -25/102*z^3 - 59/102*z + 1
*
[ 2/3 ] 
f(z) = -25/104*z^3 - 46/117*z + 1
*
[ 2/3 ] 
f(z) = -23/104*z^3 - 47/117*z + 1
*
[ 3/5 ] 
f(z) = -23/108*z^3 - 59/100*z + 1
*
[ 2/3 ] 
f(z) = -39/100*z^3 - 49/150*z + 1
*
[ 2/3 ] 
f(z) = -33/100*z^3 - 53/150*z + 1
*
[ 5/7 ] 
f(z) = -21/100*z^3 - 41/140*z + 1
*
[ 3/4 ] 
f(z) = -23/108*z^3 - 41/192*z + 1
*
[ 3/5 ] 
f(z) = -25/117*z^3 - 23/39*z + 1
*
[ 2/3 ] 
f(z) = -27/116*z^3 - 23/58*z + 1
*
[ 2/3 ] 
f(z) = -39/112*z^3 - 29/84*z + 1
*
[ 2/3 ] 
f(z) = -33/112*z^3 - 31/84*z + 1
*
[ 2/3 ] 
f(z) = -37/104*z^3 - 40/117*z + 1
*
7/5 | 0.11305172652620342891868047170726368774 | 0.023959256875942396080243270371048543177
f(z) = -25/112*z^3 - 31/112*z + 1
*
[ 3/4 ] 
f(z) = -28/117*z^3 - 31/156*z + 1
*
[ 3/4 ] 
f(z) = -35/108*z^3 - 29/192*z + 1
*
[ 3/4 ] 
f(z) = -29/108*z^3 - 35/192*z + 1
*
3/2 | 0.10847407501894724131577537173980769592 | 0.020286495903775534483659012847201499241
f(z) = -26/105*z^3 - 23/210*z + 1
*
[ 4/5 ] 
f(z) = -25/106*z^3 - 21/212*z + 1
*
[ 3/4 ] 
f(z) = -40/111*z^3 - 29/222*z + 1
*
[ 4/5 ] 
f(z) = -25/114*z^3 - 25/228*z + 1
*
[ 4/5 ] 
f(z) = -25/118*z^3 - 27/236*z + 1
*
[ 2/3 ] 
f(z) = -27/104*z^3 - 5/13*z + 1
*
[ 3/5 ] 
f(z) = -25/108*z^3 - 7/12*z + 1
*
[ 3/5 ] 
f(z) = -35/108*z^3 - 11/20*z + 1
*
[ 2/3 ] 
f(z) = -33/104*z^3 - 14/39*z + 1
*
[ 3/4 ] 
f(z) = -32/117*z^3 - 7/39*z + 1
*
[ 2/3 ] 
f(z) = -27/112*z^3 - 11/28*z + 1
*
[ 4/5 ] 
f(z) = -25/112*z^3 - 3/28*z + 1
*
[ 2/3 ] 
f(z) = -21/104*z^3 - 16/39*z + 1
*
[ 2/3 ] 
f(z) = -27/100*z^3 - 19/50*z + 1
*
[ 4/5 ] 
f(z) = -25/104*z^3 - 5/52*z + 1
*
[ 3/4 ] 
f(z) = -40/117*z^3 - 11/78*z + 1
*
[ 3/4 ] 
f(z) = -37/108*z^3 - 9/64*z + 1
*
[ 3/4 ] 
f(z) = -31/108*z^3 - 11/64*z + 1
*
[ 3/4 ] 
f(z) = -25/108*z^3 - 13/64*z + 1
*
[ 5/6 ] 
f(z) = -27/100*z^3 - 1/80*z + 1
*
2/3 | 0.15536838385680332700358624527947831765 | 0.026708855922530815074146106796760387489
f(z) = -27/112*z^3 - 5/84*z + 1
*
[ 6/7 ] 
f(z) = -23/108*z^3 - 1/98*z + 1
*
[ 3/4 ] 
f(z) = -32/105*z^3 - 17/105*z + 1
*
[ 3/4 ] 
f(z) = -32/111*z^3 - 19/111*z + 1
*
8/5 | 0.13735147447002136855507615355134360336 | 0.029573624927956449861661127750708482439
f(z) = -25/104*z^3 - 1/104*z + 1
*
[ 4/5 ] 
f(z) = -25/108*z^3 - 11/108*z + 1
*
[ 4/5 ] 
f(z) = -25/116*z^3 - 13/116*z + 1
*
[ 10/13 ] 
f(z) = -39/100*z^3 - 9/130*z + 1
*
[ 4/5 ] 
f(z) = -25/102*z^3 - 19/204*z + 1
*
[ 5/6 ] 
f(z) = -21/100*z^3 - 13/240*z + 1
*
[ 4/5 ] 
f(z) = -35/104*z^3 - 9/260*z + 1
*
[ 6/7 ] 
f(z) = -21/104*z^3 - 5/273*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -37/104*z^3 + 12/13*z + 1
*
[ 3 ] 
f(z) = -37/108*z^3 + 15/4*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -35/104*z^3 + 11/13*z + 1
*
[ 6/7 ] 
f(z) = -35/108*z^3 + 1/14*z + 1
*
[ -3 ] 
f(z) = -35/108*z^3 + 17/4*z + 1
*
[ 3/2 ] 
f(z) = -35/108*z^3 + 17/16*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -33/104*z^3 + 10/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -31/104*z^3 + 9/13*z + 1
*
[ 3 ] 
f(z) = -31/108*z^3 + 13/4*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -29/104*z^3 + 8/13*z + 1
*
[ -3 ] 
f(z) = -29/108*z^3 + 15/4*z + 1
*
[ 3/2 ] 
f(z) = -29/108*z^3 + 15/16*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -27/104*z^3 + 7/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -25/104*z^3 + 6/13*z + 1
*
[ 2 ] 
f(z) = -25/104*z^3 + 19/13*z + 1
*
[ 6/5 ] 
f(z) = -25/108*z^3 + 1/2*z + 1
*
21/10 | 0.10268950481048686148769706704839035532 | 0.016921935239581624840907312599007532291
f(z) = -25/108*z^3 + 11/16*z + 1
*
[ -6/5 ] 
f(z) = -25/108*z^3 + 13/6*z + 1
*
24/5 | 0.16910768677451108826496520640886477116 | 0.027591173343127266763548874910003551029
f(z) = -25/108*z^3 + 17/4*z + 1
*
[ -6 ] 
f(z) = -25/108*z^3 + 19/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -23/104*z^3 + 5/13*z + 1
*
[ 2 ] 
f(z) = -23/104*z^3 + 18/13*z + 1
*
[ -3 ] 
f(z) = -23/108*z^3 + 13/4*z + 1
*
[ 3/2 ] 
f(z) = -23/108*z^3 + 13/16*z + 1
*
[ 6 ] 
f(z) = -23/108*z^3 + 17/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -21/104*z^3 + 4/13*z + 1
*
[ 2 ] 
f(z) = -21/104*z^3 + 17/13*z + 1
*
[ 6/5 ] 
f(z) = -35/108*z^3 + 19/30*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -33/112*z^3 + 19/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -31/112*z^3 + 17/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -29/112*z^3 + 15/28*z + 1
*
[ 10/9 ] 
f(z) = -27/100*z^3 + 13/30*z + 1
*
-4/3 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = -27/112*z^3 + 5/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -27/112*z^3 + 13/28*z + 1
*
-2/3 | 0.10873999884377707233156599111626094663 | 0.023045464629714114322533581523153926735
f(z) = -27/112*z^3 + 17/28*z + 1
*
[ 4/3 ] 
f(z) = -27/112*z^3 + 19/28*z + 1
*
3 | 0.18453238339765792977590533810818073784 | 0.029330104987229377974114574309446513026
f(z) = -25/108*z^3 + 19/20*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -23/112*z^3 + 9/28*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -23/108*z^3 + 19/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -23/116*z^3 + 17/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -21/100*z^3 + 17/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -21/116*z^3 + 13/58*z + 1
*
[ 6/7 ] 
f(z) = -29/108*z^3 + 3/98*z + 1
*
-14/9 | 0.10810715300838274000581190517180010799 | 0.018584336801476313014254601092309193907
f(z) = -27/112*z^3 + 19/84*z + 1
*
-6/5 | 0.14879546341670665366863979081804797404 | 0.025578927293121874928639357750257328479
f(z) = -25/112*z^3 + 13/84*z + 1
*
[ 5/6 ] 
f(z) = -36/115*z^3 + 2/115*z + 1
*
[ 10/11 ] 
f(z) = -33/100*z^3 + 19/110*z + 1
*
3/2 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -32/105*z^3 + 2/105*z + 1
*
11/5 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -25/102*z^3 + 19/102*z + 1
*
[ 9/10 ] 
f(z) = -25/108*z^3 + 11/144*z + 1
*
0 | 0.17060754878204492016629997231978570249 | 0.029419697002222856216097644517100190109
f(z) = -27/110*z^3 + 13/165*z + 1
*
[ 8/9 ] 
f(z) = -27/112*z^3 + 11/168*z + 1
*
[ 7/8 ] 
f(z) = -32/105*z^3 + 19/210*z + 1
*
[ 7/8 ] 
f(z) = -32/119*z^3 + 15/238*z + 1
*
[ 5/6 ] 
f(z) = -39/100*z^3 + 17/240*z + 1
*
0 | 0.16281894075516805366241008545534232543 | 0.026116171666955250434784374506590445463
f(z) = -35/102*z^3 + 11/255*z + 1
*
[ 5/6 ] 
f(z) = -33/100*z^3 + 7/240*z + 1
*
[ 6/7 ] 
f(z) = -31/108*z^3 + 13/294*z + 1
*
[ 6/7 ] 
f(z) = -25/108*z^3 + 1/294*z + 1
*
[ 2 ] 
f(z) = -37/104*z^3 + 25/13*z + 1
*
[ -2 ] 
f(z) = -37/104*z^3 + 38/13*z + 1
*
[ -6 ] 
f(z) = -37/108*z^3 + 27/2*z + 1
*
[ -3/2 ] 
f(z) = -37/108*z^3 + 39/16*z + 1
*
[ 2 ] 
f(z) = -35/104*z^3 + 24/13*z + 1
*
[ -2 ] 
f(z) = -35/104*z^3 + 37/13*z + 1
*
[ -6/5 ] 
f(z) = -35/108*z^3 + 23/10*z + 1
*
[ 6 ] 
f(z) = -35/108*z^3 + 25/2*z + 1
*
[ 2 ] 
f(z) = -33/104*z^3 + 23/13*z + 1
*
[ -2 ] 
f(z) = -33/104*z^3 + 36/13*z + 1
*
[ 2 ] 
f(z) = -31/104*z^3 + 22/13*z + 1
*
[ -2 ] 
f(z) = -31/104*z^3 + 35/13*z + 1
*
[ -6 ] 
f(z) = -31/108*z^3 + 23/2*z + 1
*
[ -3/2 ] 
f(z) = -31/108*z^3 + 37/16*z + 1
*
[ 2 ] 
f(z) = -29/104*z^3 + 21/13*z + 1
*
[ -2 ] 
f(z) = -29/104*z^3 + 34/13*z + 1
*
[ 6 ] 
f(z) = -29/108*z^3 + 21/2*z + 1
*
[ 3 ] 
f(z) = -29/108*z^3 + 37/12*z + 1
*
[ 10/3 ] 
f(z) = -27/100*z^3 + 37/10*z + 1
*
[ 2 ] 
f(z) = -27/104*z^3 + 20/13*z + 1
*
[ -2 ] 
f(z) = -27/104*z^3 + 33/13*z + 1
*
[ -2/3 ] 
f(z) = -27/104*z^3 + 34/13*z + 1
*
[ -2 ] 
f(z) = -25/104*z^3 + 32/13*z + 1
*
-3/5 | 0.16432201974013126760563976338526083841 | 0.025550234880884165432030571904427338456
f(z) = -25/108*z^3 + 23/4*z + 1
*
[ 12/5 ] 
f(z) = -25/108*z^3 + 23/12*z + 1
*
3/5 | 0.11237825163415019096027155919630154419 | 0.020195496360524576897931605213126022627
f(z) = -25/108*z^3 + 29/12*z + 1
*
-6/5 | 0.18798296676022041417060954829791640519 | 0.029723639641327250971136810875418079256
f(z) = -25/108*z^3 + 31/6*z + 1
*
[ -3/2 ] 
f(z) = -25/108*z^3 + 35/16*z + 1
*
[ -2 ] 
f(z) = -23/104*z^3 + 31/13*z + 1
*
[ 3 ] 
f(z) = -23/108*z^3 + 31/12*z + 1
*
[ -2 ] 
f(z) = -21/104*z^3 + 30/13*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -39/112*z^3 + 25/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -37/112*z^3 + 23/28*z + 1
*
[ 3/2 ] 
f(z) = -32/117*z^3 + 37/39*z + 1
*
[ 3/2 ] 
f(z) = -28/117*z^3 + 34/39*z + 1
*
[ 5/3 ] 
f(z) = -27/100*z^3 + 23/20*z + 1
*
[ 6/5 ] 
f(z) = -25/104*z^3 + 20/39*z + 1
*
3 | 0.17882906670762731631796196007443312774 | 0.026572621339657200575444051392900578434
f(z) = -25/108*z^3 + 31/20*z + 1
*
-14/5 | 0.12522086459097284557788335294334150518 | 0.025977914959259283302434419186308601532
f(z) = -25/112*z^3 + 31/28*z + 1
*
[ 2 ] 
f(z) = -23/112*z^3 + 37/28*z + 1
*
[ 6/5 ] 
f(z) = -37/108*z^3 + 33/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -33/116*z^3 + 37/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -31/100*z^3 + 37/50*z + 1
*
[ 6/5 ] 
f(z) = -31/108*z^3 + 29/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -31/108*z^3 + 35/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -31/116*z^3 + 33/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -29/100*z^3 + 33/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -29/108*z^3 + 31/54*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -27/100*z^3 + 29/50*z + 1
*
[ 4/3 ] 
f(z) = -27/104*z^3 + 37/52*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -27/116*z^3 + 25/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -25/108*z^3 + 23/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -25/116*z^3 + 21/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -23/100*z^3 + 21/50*z + 1
*
[ 6/5 ] 
f(z) = -25/117*z^3 + 37/78*z + 1
*
-4/3 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014
f(z) = -39/112*z^3 + 31/84*z + 1
*
-4/3 | 0.15945138860541572588856984009462800192 | 0.027410751526093292926339964243223047805
f(z) = -33/112*z^3 + 23/84*z + 1
*
20/9 | 0.16604553145107116406863619174555886486 | 0.028544328427810458841782565171589424300
f(z) = -27/112*z^3 + 37/84*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -23/106*z^3 + 39/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -23/110*z^3 + 37/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -23/114*z^3 + 35/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -23/118*z^3 + 33/118*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -21/106*z^3 + 31/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -21/110*z^3 + 29/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -21/118*z^3 + 25/118*z + 1
*
3/2 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = -38/105*z^3 + 31/210*z + 1
*
13/8 | 0.12887840236405696939451478013348228501 | 0.023624347611956570683370049100279836847
f(z) = -32/117*z^3 + 25/234*z + 1
*
[ 14/15 ] 
f(z) = -25/112*z^3 + 31/252*z + 1
*
-4/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -23/112*z^3 + 29/252*z + 1
*
[ 6/7 ] 
f(z) = -35/104*z^3 + 22/273*z + 1
*
-26/21 | 0.098019029916539699370499408402856325041 | 0.012748099194535543468836333955824947940
f(z) = -21/104*z^3 + 32/273*z + 1
*
[ 6/7 ] 
f(z) = -37/108*z^3 + 25/294*z + 1
*
[ -3 ] 
f(z) = -37/108*z^3 + 53/12*z + 1
*
[ 3 ] 
f(z) = -35/108*z^3 + 43/12*z + 1
*
[ -3 ] 
f(z) = -31/108*z^3 + 47/12*z + 1
*
[ -10/3 ] 
f(z) = -27/100*z^3 + 43/10*z + 1
*
[ -2/5 ] 
f(z) = -25/104*z^3 + 46/13*z + 1
*
[ -3 ] 
f(z) = -25/108*z^3 + 41/12*z + 1
*
[ 24/5 ] 
f(z) = -25/108*z^3 + 49/8*z + 1
*
[ 6 ] 
f(z) = -25/108*z^3 + 55/6*z + 1
*
-3/5 | 0.11247508913822070927693140977893231744 | 0.015254222071304670962140048901331365747
f(z) = -25/108*z^3 + 59/4*z + 1
*
[ -6 ] 
f(z) = -23/108*z^3 + 53/6*z + 1
*
[ 3/2 ] 
f(z) = -40/117*z^3 + 43/39*z + 1
*
[ 2 ] 
f(z) = -39/112*z^3 + 53/28*z + 1
*
[ 2 ] 
f(z) = -37/112*z^3 + 51/28*z + 1
*
[ 2 ] 
f(z) = -33/112*z^3 + 47/28*z + 1
*
[ 2 ] 
f(z) = -31/112*z^3 + 45/28*z + 1
*
[ 2 ] 
f(z) = -29/112*z^3 + 43/28*z + 1
*
[ -5/3 ] 
f(z) = -27/100*z^3 + 47/20*z + 1
*
-26/9 | 0.18100536322341566919281775350130528738 | 0.029398405232042752356261519981117300787
f(z) = -27/104*z^3 + 59/39*z + 1
*
[ 2 ] 
f(z) = -27/112*z^3 + 41/28*z + 1
*
[ 9/5 ] 
f(z) = -25/108*z^3 + 43/36*z + 1
*
-2 | 0.085281011377033989951365872384369180686 | 0.018287150245986380037713539872113188761
f(z) = -39/100*z^3 + 53/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -39/116*z^3 + 49/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -37/100*z^3 + 49/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -37/108*z^3 + 47/54*z + 1
*
[ 3/2 ] 
f(z) = -37/108*z^3 + 53/48*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -37/116*z^3 + 45/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -35/108*z^3 + 43/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -35/116*z^3 + 41/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -33/100*z^3 + 41/50*z + 1
*
[ 3/2 ] 
f(z) = -31/108*z^3 + 47/48*z + 1
*
[ 3/2 ] 
f(z) = -25/108*z^3 + 41/48*z + 1
*
[ 8/5 ] 
f(z) = -25/112*z^3 + 53/56*z + 1
*
[ 3/2 ] 
f(z) = -22/117*z^3 + 59/78*z + 1
*
[ 10/7 ] 
f(z) = -21/100*z^3 + 51/70*z + 1
*
[ 5/3 ] 
f(z) = -21/100*z^3 + 59/60*z + 1
*
-2/3 | 0.11000879136382840614961775461338632628 | 0.018911241050536201159146651579380077385
f(z) = -39/112*z^3 + 55/84*z + 1
*
-2/3 | 0.12522086459097284557788335294334150518 | 0.021526297357495386451347595428781949014
f(z) = -33/112*z^3 + 53/84*z + 1
*
[ 6/5 ] 
f(z) = -25/112*z^3 + 41/84*z + 1
*
-12/5 | 0.12806895275243173936231058709483217428 | 0.022015902607101259409178626871075183901
f(z) = -25/112*z^3 + 59/84*z + 1
*
-3/4 | 0.11141875365125125929511387910847950643 | 0.023940632336388523418165304041455814676
f(z) = -32/105*z^3 + 53/105*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -29/114*z^3 + 59/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -29/118*z^3 + 57/118*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -27/106*z^3 + 55/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -27/110*z^3 + 53/110*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -27/118*z^3 + 49/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -25/102*z^3 + 49/102*z + 1
*
[ 6/5 ] 
f(z) = -25/102*z^3 + 53/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -25/106*z^3 + 47/106*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -25/114*z^3 + 43/114*z + 1
*
[ 6/5 ] 
f(z) = -25/114*z^3 + 55/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -25/118*z^3 + 41/118*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.011344264257752723364281708739022590496
f(z) = -23/102*z^3 + 41/102*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -21/109*z^3 + 59/218*z + 1
*
17/8 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -32/117*z^3 + 55/234*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -22/117*z^3 + 59/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -22/119*z^3 + 57/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -21/113*z^3 + 55/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -21/115*z^3 + 53/230*z + 1
*
-26/15 | 0.12311897624648055529597928334574536874 | 0.017802761657689904772486076876635871670
f(z) = -25/112*z^3 + 43/252*z + 1
*
0 | 0.17042016709907198899069838921442936450 | 0.026856276882027162018357990843210939786
f(z) = -35/114*z^3 + 59/285*z + 1
*
-26/23 | 0.10536214144045226965260681635573914226 | 0.013542891685682326818769049795395542870
f(z) = -23/104*z^3 + 50/299*z + 1
*
[ 6 ] 
f(z) = -37/108*z^3 + 79/6*z + 1
*
[ -6 ] 
f(z) = -35/108*z^3 + 77/6*z + 1
*
[ 6 ] 
f(z) = -31/108*z^3 + 67/6*z + 1
*
[ -6 ] 
f(z) = -29/108*z^3 + 65/6*z + 1
*
[ 18/5 ] 
f(z) = -25/108*z^3 + 67/18*z + 1
*
[ -18/5 ] 
f(z) = -25/108*z^3 + 77/18*z + 1
*
[ -2 ] 
f(z) = -37/112*z^3 + 79/28*z + 1
*
-3/7 | 0.22484233630834256375850199046820145250 | 0.029976861866371672043958046345750940777
f(z) = -35/108*z^3 + 67/28*z + 1
*
-3 | 0.21295007156375813114107806578396970641 | 0.028280434670353297504515771244514955210
f(z) = -35/108*z^3 + 69/20*z + 1
*
[ -12/7 ] 
f(z) = -35/108*z^3 + 71/28*z + 1
*
[ -2 ] 
f(z) = -33/112*z^3 + 75/28*z + 1
*
[ -2 ] 
f(z) = -31/112*z^3 + 73/28*z + 1
*
[ -2 ] 
f(z) = -29/112*z^3 + 71/28*z + 1
*
10/3 | 0.13662700060440814443080522944097304097 | 0.021303169088144039306112294705383762244
f(z) = -27/100*z^3 + 61/30*z + 1
*
[ -10/9 ] 
f(z) = -27/100*z^3 + 67/30*z + 1
*
-10/3 | 0.16239947351435145197704983644066454968 | 0.024340328478867983978316173201658220388
f(z) = -27/100*z^3 + 79/30*z + 1
*
[ -2 ] 
f(z) = -27/112*z^3 + 69/28*z + 1
*
[ -2/3 ] 
f(z) = -27/112*z^3 + 73/28*z + 1
*
[ -2 ] 
f(z) = -23/112*z^3 + 65/28*z + 1
*
-4 | 0.15945043898835045928057139223424645573 | 0.028226441167176055100304941192024489232
f(z) = -23/112*z^3 + 71/28*z + 1
*
[ 2 ] 
f(z) = -27/100*z^3 + 79/50*z + 1
*
[ 2 ] 
f(z) = -25/108*z^3 + 77/54*z + 1
*
[ 2 ] 
f(z) = -25/116*z^3 + 79/58*z + 1
*
[ 2 ] 
f(z) = -23/100*z^3 + 71/50*z + 1
*
[ 2 ] 
f(z) = -23/108*z^3 + 73/54*z + 1
*
[ 2 ] 
f(z) = -23/116*z^3 + 75/58*z + 1
*
[ 2 ] 
f(z) = -21/100*z^3 + 67/50*z + 1
*
[ 2 ] 
f(z) = -21/116*z^3 + 71/58*z + 1
*
[ 3/2 ] 
f(z) = -34/117*z^3 + 77/78*z + 1
*
[ 5/3 ] 
f(z) = -33/100*z^3 + 79/60*z + 1
*
[ 4/3 ] 
f(z) = -39/112*z^3 + 73/84*z + 1
*
[ 4/3 ] 
f(z) = -33/112*z^3 + 65/84*z + 1
*
[ 7/6 ] 
f(z) = -36/119*z^3 + 66/119*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -33/106*z^3 + 79/106*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -33/118*z^3 + 73/118*z + 1
*
[ 5/4 ] 
f(z) = -32/105*z^3 + 71/105*z + 1
*
[ 5/4 ] 
f(z) = -32/115*z^3 + 73/115*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.011344264257752723364281708739022590496
f(z) = -31/102*z^3 + 73/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -31/106*z^3 + 71/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -31/110*z^3 + 69/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -31/114*z^3 + 67/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -31/118*z^3 + 65/118*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.011344405261685080810748402542916446443
f(z) = -29/102*z^3 + 65/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -29/106*z^3 + 63/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -29/110*z^3 + 61/110*z + 1
*
[ 4/3 ] 
f(z) = -27/100*z^3 + 73/100*z + 1
*
[ 4/3 ] 
f(z) = -27/116*z^3 + 77/116*z + 1
*
[ 6/5 ] 
f(z) = -23/108*z^3 + 71/150*z + 1
*
-5/7 | 0.19083953003715879704898147635327338916 | 0.029131001342833384053962449741974322095
f(z) = -21/100*z^3 + 71/140*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = -23/105*z^3 + 79/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -23/107*z^3 + 77/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -23/109*z^3 + 75/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -22/101*z^3 + 75/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -22/103*z^3 + 73/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -22/105*z^3 + 71/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -22/107*z^3 + 69/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -22/109*z^3 + 67/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -21/101*z^3 + 67/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -21/103*z^3 + 65/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -21/107*z^3 + 61/214*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -24/113*z^3 + 79/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -24/115*z^3 + 77/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -24/119*z^3 + 73/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -23/111*z^3 + 73/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -23/113*z^3 + 71/226*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -23/117*z^3 + 67/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -23/119*z^3 + 65/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -22/111*z^3 + 65/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -22/113*z^3 + 63/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -22/115*z^3 + 61/230*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -31/112*z^3 + 61/252*z + 1
*
-28/15 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -25/112*z^3 + 79/252*z + 1
*
[ 26/5 ] 
f(z) = -25/104*z^3 + 95/13*z + 1
*
[ -3/2 ] 
f(z) = -40/117*z^3 + 95/39*z + 1
*
[ -2 ] 
f(z) = -39/112*z^3 + 81/28*z + 1
*
[ -3/2 ] 
f(z) = -32/117*z^3 + 89/39*z + 1
*
[ -3/4 ] 
f(z) = -32/117*z^3 + 97/39*z + 1
*
-4 | 0.11714497827830928248299967769900836847 | 0.019720808255260347152120637541570351109
f(z) = -29/112*z^3 + 95/28*z + 1
*
[ -3/2 ] 
f(z) = -28/117*z^3 + 86/39*z + 1
*
-26/9 | 0.14392341529222517938860368939037403065 | 0.021912562127522810197769504652123865922
f(z) = -27/104*z^3 + 89/39*z + 1
*
-4 | 0.15945035498899483616638864289189343447 | 0.027246212949750767405926834604352418573
f(z) = -27/112*z^3 + 87/28*z + 1
*
[ -6/5 ] 
f(z) = -25/104*z^3 + 85/39*z + 1
*
[ -9/5 ] 
f(z) = -25/108*z^3 + 83/36*z + 1
*
[ -14/5 ] 
f(z) = -25/112*z^3 + 87/28*z + 1
*
[ -2/5 ] 
f(z) = -25/112*z^3 + 99/28*z + 1
*
[ 3 ] 
f(z) = -23/117*z^3 + 95/39*z + 1
*
[ 3 ] 
f(z) = -22/117*z^3 + 92/39*z + 1
*
[ 10/3 ] 
f(z) = -21/100*z^3 + 91/30*z + 1
*
[ 2 ] 
f(z) = -37/100*z^3 + 99/50*z + 1
*
[ 2 ] 
f(z) = -35/108*z^3 + 97/54*z + 1
*
[ 2 ] 
f(z) = -35/116*z^3 + 99/58*z + 1
*
[ 2 ] 
f(z) = -33/100*z^3 + 91/50*z + 1
*
[ 2 ] 
f(z) = -33/116*z^3 + 95/58*z + 1
*
[ 2 ] 
f(z) = -31/100*z^3 + 87/50*z + 1
*
[ 2 ] 
f(z) = -31/108*z^3 + 89/54*z + 1
*
[ 2 ] 
f(z) = -31/116*z^3 + 91/58*z + 1
*
[ 2 ] 
f(z) = -29/100*z^3 + 83/50*z + 1
*
[ 2 ] 
f(z) = -29/108*z^3 + 85/54*z + 1
*
[ 2 ] 
f(z) = -27/116*z^3 + 83/58*z + 1
*
[ 5/3 ] 
f(z) = -39/100*z^3 + 89/60*z + 1
*
[ 3/2 ] 
f(z) = -38/117*z^3 + 83/78*z + 1
*
-5/3 | 0.17882904327231491907929398057717803158 | 0.029219011925562125932062993156952806672
f(z) = -33/100*z^3 + 91/60*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -39/118*z^3 + 97/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -37/102*z^3 + 97/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -37/106*z^3 + 95/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -37/110*z^3 + 93/110*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.011512745582023754788086103047462715484
f(z) = -37/114*z^3 + 91/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -37/118*z^3 + 89/118*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.011344487743697964139384604774572899357
f(z) = -35/102*z^3 + 89/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -35/106*z^3 + 87/106*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = -35/114*z^3 + 83/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -35/118*z^3 + 81/118*z + 1
*
-7/3 | 0.12236840705780434636217457878096217774 | 0.025933757831803333275054128802892087973
f(z) = -27/112*z^3 + 83/112*z + 1
*
[ 7/5 ] 
f(z) = -25/112*z^3 + 81/112*z + 1
*
[ 7/5 ] 
f(z) = -25/119*z^3 + 83/119*z + 1
*
[ 6/5 ] 
f(z) = -29/108*z^3 + 83/150*z + 1
*
[ 4/3 ] 
f(z) = -21/104*z^3 + 95/156*z + 1
*
[ 6/5 ] 
f(z) = -25/116*z^3 + 83/174*z + 1
*
[ 10/9 ] 
f(z) = -27/104*z^3 + 82/195*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -26/109*z^3 + 99/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -25/101*z^3 + 99/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -25/103*z^3 + 97/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -25/107*z^3 + 93/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -25/109*z^3 + 91/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -24/101*z^3 + 91/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -24/103*z^3 + 89/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -24/107*z^3 + 85/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -24/109*z^3 + 83/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -23/101*z^3 + 83/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -23/103*z^3 + 81/206*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -27/119*z^3 + 97/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -26/111*z^3 + 97/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -26/113*z^3 + 95/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -26/115*z^3 + 93/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -26/119*z^3 + 89/238*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.013960897070540810554748725601972741328
f(z) = -25/111*z^3 + 89/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -25/113*z^3 + 87/226*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -25/117*z^3 + 83/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -25/119*z^3 + 81/238*z + 1
*
[ 10/9 ] 
f(z) = -21/100*z^3 + 97/270*z + 1
*
-6/7 | 0.21704073635406961928736132282432713423 | 0.028227751678960838546391553211828833656
f(z) = -21/104*z^3 + 86/273*z + 1
*
[ 30/29 ] 
f(z) = -29/108*z^3 + 93/290*z + 1
*
6 | 0.25879511547310325864056628520478280110 | 0.029690692351489109992832623459618366632
f(z) = -35/108*z^3 + 113/10*z + 1
*
[ -26/5 ] 
f(z) = -25/104*z^3 + 100/13*z + 1
*
-10/3 | 0.20581840765521960251288754486221935332 | 0.029428135554680741711645682039587043397
f(z) = -39/100*z^3 + 109/30*z + 1
*
[ -2/3 ] 
f(z) = -33/104*z^3 + 103/39*z + 1
*
-4 | 0.14681573519415960157584551418604699782 | 0.024084639196962116297427964685128433272
f(z) = -33/112*z^3 + 111/28*z + 1
*
-4 | 0.16977847767343676935218943623149370236 | 0.028197611572421251539619529822892982781
f(z) = -31/112*z^3 + 103/28*z + 1
*
[ 3 ] 
f(z) = -31/117*z^3 + 119/39*z + 1
*
[ 3 ] 
f(z) = -29/117*z^3 + 113/39*z + 1
*
[ 3 ] 
f(z) = -28/117*z^3 + 110/39*z + 1
*
-10/3 | 0.20587306055362222163102225217563766739 | 0.029435949884414274086924416859333447613
f(z) = -27/100*z^3 + 109/30*z + 1
*
-4/3 | 0.17879604965533897121718609376941656196 | 0.029695292524426927418798856693114346219
f(z) = -27/112*z^3 + 103/28*z + 1
*
22/5 | 0.15949913818376964966795829238127514952 | 0.026323798515942626932257499340195681104
f(z) = -25/112*z^3 + 107/28*z + 1
*
[ 3 ] 
f(z) = -25/117*z^3 + 101/39*z + 1
*
[ -3/5 ] 
f(z) = -25/117*z^3 + 107/39*z + 1
*
[ 4 ] 
f(z) = -23/112*z^3 + 113/28*z + 1
*
[ -3 ] 
f(z) = -22/117*z^3 + 118/39*z + 1
*
[ -10/3 ] 
f(z) = -21/100*z^3 + 109/30*z + 1
*
[ -2/3 ] 
f(z) = -21/104*z^3 + 101/39*z + 1
*
[ 2 ] 
f(z) = -39/100*z^3 + 103/50*z + 1
*
[ 2 ] 
f(z) = -39/116*z^3 + 107/58*z + 1
*
[ 2 ] 
f(z) = -37/108*z^3 + 101/54*z + 1
*
[ 2 ] 
f(z) = -37/116*z^3 + 103/58*z + 1
*
[ -6/7 ] 
f(z) = -35/108*z^3 + 101/42*z + 1
*
[ -3/2 ] 
f(z) = -35/108*z^3 + 115/48*z + 1
*
[ -3/2 ] 
f(z) = -29/108*z^3 + 109/48*z + 1
*
[ -6/5 ] 
f(z) = -29/108*z^3 + 111/50*z + 1
*
[ -4/3 ] 
f(z) = -27/104*z^3 + 115/52*z + 1
*
[ -3/2 ] 
f(z) = -23/108*z^3 + 103/48*z + 1
*
[ -6/5 ] 
f(z) = -23/108*z^3 + 107/50*z + 1
*
[ -2 ] 
f(z) = -21/100*z^3 + 117/50*z + 1
*
-5/3 | 0.18072844793573913932970090284705924442 | 0.029034741980368698993055239849109955814
f(z) = -39/100*z^3 + 101/60*z + 1
*
-78/35 | 0.19505855305842806611112660585236800946 | 0.022670407085478657611749368778583734964
f(z) = -35/108*z^3 + 101/70*z + 1
*
3 | 0.16110274293856139676134655007089115545 | 0.023449998607273615792052233883865739808
f(z) = -35/108*z^3 + 107/60*z + 1
*
-5/3 | 0.17882831659644132280446954748881740846 | 0.028729478344259009069271364715106144121
f(z) = -27/100*z^3 + 101/60*z + 1
*
-4/3 | 0.15536838385680332700358624527947831765 | 0.025340506360889761190707142135765232778
f(z) = -39/112*z^3 + 115/84*z + 1
*
[ 12/7 ] 
f(z) = -35/108*z^3 + 115/84*z + 1
*
-4/9 | 0.087379608727686935977301504245849740777 | 0.014377221499555908009547351556434927533
f(z) = -27/112*z^3 + 109/84*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -39/106*z^3 + 103/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -39/110*z^3 + 101/110*z + 1
*
[ 3/2 ] 
f(z) = -32/105*z^3 + 107/105*z + 1
*
[ 3/2 ] 
f(z) = -32/111*z^3 + 109/111*z + 1
*
9/4 | 0.12887775022470325003026793313435965599 | 0.027062797787157376327474113354951506400
f(z) = -32/117*z^3 + 110/117*z + 1
*
[ 3/2 ] 
f(z) = -28/111*z^3 + 100/111*z + 1
*
[ 5/3 ] 
f(z) = -27/110*z^3 + 119/110*z + 1
*
[ 8/5 ] 
f(z) = -25/104*z^3 + 103/104*z + 1
*
-1/4 | 0.11804092132056740815153662977910373584 | 0.022075658782334009724580354023030691375
f(z) = -32/105*z^3 + 109/210*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = -28/107*z^3 + 117/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = -28/109*z^3 + 115/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -27/101*z^3 + 115/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -27/103*z^3 + 113/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -27/107*z^3 + 109/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -27/109*z^3 + 107/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -26/101*z^3 + 107/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -26/103*z^3 + 105/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -26/105*z^3 + 103/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -26/107*z^3 + 101/214*z + 1
*
[ 9/8 ] 
f(z) = -32/117*z^3 + 107/234*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -29/113*z^3 + 119/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -29/115*z^3 + 117/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -29/117*z^3 + 115/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -29/119*z^3 + 113/238*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.012904954865759376882300452434974684809
f(z) = -28/111*z^3 + 113/222*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = -28/113*z^3 + 111/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = -28/115*z^3 + 109/230*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.014202234372619851156041684109187598818
f(z) = -28/117*z^3 + 107/234*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -27/113*z^3 + 103/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -27/115*z^3 + 101/230*z + 1
*
[ 6/5 ] 
f(z) = -25/111*z^3 + 109/222*z + 1
*
[ 26/23 ] 
f(z) = -23/104*z^3 + 119/299*z + 1
*
[ 12 ] 
f(z) = -25/108*z^3 + 137/4*z + 1
*
[ -12 ] 
f(z) = -23/108*z^3 + 127/4*z + 1
*
-4 | 0.14287112518795405158906189880377589209 | 0.022930992795666194605377272633930439083
f(z) = -37/112*z^3 + 127/28*z + 1
*
[ 3 ] 
f(z) = -37/117*z^3 + 137/39*z + 1
*
-3 | 0.21932119416338238692999041037154925199 | 0.027049903814403377282924662487026106688
f(z) = -35/108*z^3 + 123/28*z + 1
*
[ 3 ] 
f(z) = -35/117*z^3 + 131/39*z + 1
*
[ 3 ] 
f(z) = -34/117*z^3 + 128/39*z + 1
*
[ 10/3 ] 
f(z) = -33/100*z^3 + 131/30*z + 1
*
[ 3 ] 
f(z) = -32/117*z^3 + 122/39*z + 1
*
[ 4 ] 
f(z) = -29/112*z^3 + 137/28*z + 1
*
[ -3 ] 
f(z) = -29/117*z^3 + 139/39*z + 1
*
[ -3 ] 
f(z) = -28/117*z^3 + 136/39*z + 1
*
-10/9 | 0.20915702721826657766928486731457909763 | 0.029265942997260292307598766176640103321
f(z) = -27/100*z^3 + 127/30*z + 1
*
-14/9 | 0.18100639683983655891499895070403985484 | 0.026295835063753471678419965860440498831
f(z) = -27/104*z^3 + 122/39*z + 1
*
[ -26/9 ] 
f(z) = -27/104*z^3 + 137/39*z + 1
*
-14/3 | 0.12205413668242266992186304157795908592 | 0.019639876682394603374095520339119392189
f(z) = -27/112*z^3 + 125/28*z + 1
*
-21/5 | 0.23650482098041737936052496541975893704 | 0.029111328990400175474012486906811759258
f(z) = -25/108*z^3 + 125/28*z + 1
*
[ 4 ] 
f(z) = -25/112*z^3 + 121/28*z + 1
*
2/5 | 0.18337190934570950154515773702776885325 | 0.029431418886092376589202318903050425586
f(z) = -25/112*z^3 + 127/28*z + 1
*
[ -3 ] 
f(z) = -25/117*z^3 + 127/39*z + 1
*
[ 5 ] 
f(z) = -23/100*z^3 + 131/20*z + 1
*
[ -5 ] 
f(z) = -23/100*z^3 + 139/20*z + 1
*
[ -4 ] 
f(z) = -23/112*z^3 + 127/28*z + 1
*
[ -3 ] 
f(z) = -23/117*z^3 + 121/39*z + 1
*
[ 5 ] 
f(z) = -21/100*z^3 + 121/20*z + 1
*
[ -5 ] 
f(z) = -21/100*z^3 + 129/20*z + 1
*
[ -2 ] 
f(z) = -31/100*z^3 + 137/50*z + 1
*
[ -2 ] 
f(z) = -29/100*z^3 + 133/50*z + 1
*
[ -2 ] 
f(z) = -29/108*z^3 + 139/54*z + 1
*
[ -2 ] 
f(z) = -27/100*z^3 + 129/50*z + 1
*
[ -2/3 ] 
f(z) = -27/100*z^3 + 131/50*z + 1
*
[ 8/3 ] 
f(z) = -27/112*z^3 + 131/56*z + 1
*
[ -4/5 ] 
f(z) = -25/104*z^3 + 125/52*z + 1
*
[ -2 ] 
f(z) = -25/108*z^3 + 131/54*z + 1
*
[ -8/5 ] 
f(z) = -25/112*z^3 + 123/56*z + 1
*
[ -2 ] 
f(z) = -25/116*z^3 + 137/58*z + 1
*
[ -2 ] 
f(z) = -23/100*z^3 + 121/50*z + 1
*
[ -2 ] 
f(z) = -23/108*z^3 + 127/54*z + 1
*
[ -2 ] 
f(z) = -23/116*z^3 + 133/58*z + 1
*
[ -2 ] 
f(z) = -21/116*z^3 + 129/58*z + 1
*
-3/8 | 0.16956790525508951426668480565816546711 | 0.028313407526199772661860647630531546137
f(z) = -32/117*z^3 + 133/78*z + 1
*
[ -5/3 ] 
f(z) = -21/100*z^3 + 131/60*z + 1
*
20/9 | 0.16604579246906876380515588300183855347 | 0.026859189897030608123732607265844713281
f(z) = -27/112*z^3 + 121/84*z + 1
*
-28/9 | 0.12522215908173726693880829474135104856 | 0.019811224403786525394151347363064889140
f(z) = -27/112*z^3 + 139/84*z + 1
*
[ 3/2 ] 
f(z) = -40/111*z^3 + 127/111*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015548477468998777799330304918126094177
f(z) = -39/100*z^3 + 139/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017320021529041895419541659118141625097
f(z) = -38/101*z^3 + 139/101*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015594279312725248272468893423236452683
f(z) = -37/100*z^3 + 137/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017345401762806300671666121084214513953
f(z) = -37/101*z^3 + 138/101*z + 1
*
-1 | 0.052468599534593425387345351940248428614 | 0.010633068538940394271950538625543189736
f(z) = -37/102*z^3 + 139/102*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017371041889137858165057738977293525539
f(z) = -36/101*z^3 + 137/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017393609888296861619256118227066085524
f(z) = -36/103*z^3 + 139/103*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017396946609147888874625578957633692494
f(z) = -35/101*z^3 + 136/101*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.010664048208680331881812489530519077395
f(z) = -35/102*z^3 + 137/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017419097956208995750864049535483399531
f(z) = -35/103*z^3 + 138/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015695668337302287771541762451669286386
f(z) = -35/104*z^3 + 139/104*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017423120745852906476276842371664316962
f(z) = -34/101*z^3 + 135/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017444847020905593125691099495715883676
f(z) = -34/103*z^3 + 137/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013343025705501824959133971345651826536
f(z) = -34/105*z^3 + 139/105*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015688768789099283905502060208906813215
f(z) = -33/100*z^3 + 133/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017449569248299259384766683650255731742
f(z) = -33/101*z^3 + 134/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017470861803471799127895052964751088760
f(z) = -33/103*z^3 + 136/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015741903767735973956166439873602915146
f(z) = -33/104*z^3 + 137/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014900053242026515146349376773794679610
f(z) = -33/106*z^3 + 139/106*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017476297195860283936230776223240369675
f(z) = -32/101*z^3 + 133/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017497147147415895951447448690234090716
f(z) = -32/103*z^3 + 135/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013382330851579322295290921171721293539
f(z) = -32/105*z^3 + 137/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017536594270738895805228319044216848415
f(z) = -32/107*z^3 + 139/107*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015737528490491155929921798135167036506
f(z) = -31/100*z^3 + 131/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017503309802714579323635580645290632103
f(z) = -31/101*z^3 + 132/101*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.010728797585306752848561104176552854232
f(z) = -31/102*z^3 + 133/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017523708022811469191262414907964702037
f(z) = -31/103*z^3 + 134/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015789098423990567181703759420895399489
f(z) = -31/104*z^3 + 135/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013402076972196266545759640998493260891
f(z) = -31/105*z^3 + 136/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014943944993580201744911056255354957985
f(z) = -31/106*z^3 + 137/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017562291863624480630715450567751341186
f(z) = -31/107*z^3 + 138/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013088658980965922161783840072095359657
f(z) = -31/108*z^3 + 139/108*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017530612422514515255477099565972460779
f(z) = -30/101*z^3 + 131/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017550549530612818534915329230600172475
f(z) = -30/103*z^3 + 133/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017588252598821781839837187818171662481
f(z) = -30/107*z^3 + 137/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017606094147254675568904850035447432224
f(z) = -30/109*z^3 + 139/109*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015787349466778820631998350347184894480
f(z) = -29/100*z^3 + 129/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017558210553254616904630673475410921842
f(z) = -29/101*z^3 + 130/101*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.010762142009817417636765878162159179530
f(z) = -29/102*z^3 + 131/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017577676907152259747467121518293533381
f(z) = -29/103*z^3 + 132/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015837287736069159199817105990559102512
f(z) = -29/104*z^3 + 133/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013442826883303002966275103360382490101
f(z) = -29/105*z^3 + 134/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014988747347696040726721377143705987200
f(z) = -29/106*z^3 + 135/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017614481236225682893216438503869376057
f(z) = -29/107*z^3 + 136/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013127214827635188899159578750823811150
f(z) = -29/108*z^3 + 137/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017631893583149497425372918021893752055
f(z) = -29/109*z^3 + 138/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015039064914771702268181959561333452106
f(z) = -29/110*z^3 + 139/110*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017586109842350041032948738863896929478
f(z) = -28/101*z^3 + 129/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017605095528828467629916948346398891047
f(z) = -28/103*z^3 + 131/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017640982659160584952075836006993620736
f(z) = -28/107*z^3 + 135/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017657957204224330844144745901988957605
f(z) = -28/109*z^3 + 137/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013551363557761700918821565546773864284
f(z) = -28/111*z^3 + 139/111*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015838272841508716411376847033356639753
f(z) = -27/100*z^3 + 127/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017614316091935964913152537337275951058
f(z) = -27/101*z^3 + 128/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017632810916995545495493638354909210859
f(z) = -27/103*z^3 + 130/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015886509024957324625540694213424968573
f(z) = -27/104*z^3 + 131/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015034493938426503603090436296192451471
f(z) = -27/106*z^3 + 133/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017667761878556624200399877210798081002
f(z) = -27/107*z^3 + 134/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017684289789238161489575562500156549173
f(z) = -27/109*z^3 + 136/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015083366159211359541054249256547644832
f(z) = -27/110*z^3 + 137/110*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015973787114155942998527249873661709224
f(z) = -27/112*z^3 + 139/112*z + 1
*
[ 5/3 ] 
f(z) = -27/115*z^3 + 121/115*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017642835264399358744492409259922948740
f(z) = -26/101*z^3 + 127/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017660828743063078445580775662455699681
f(z) = -26/103*z^3 + 129/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013505261052625276333982324450314142428
f(z) = -26/105*z^3 + 131/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017694824037300557422930887690990977169
f(z) = -26/107*z^3 + 133/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017710896240868660469578686917088232774
f(z) = -26/109*z^3 + 135/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013591492499397798106797631304461595855
f(z) = -26/111*z^3 + 137/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017741347923080556666032562657975556080
f(z) = -26/113*z^3 + 139/113*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017671673488155305841912580112820474403
f(z) = -25/101*z^3 + 126/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010831114995931569437446582517899936613
f(z) = -25/102*z^3 + 127/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017689154833818038045134584162514333553
f(z) = -25/103*z^3 + 128/103*z + 1
*
[ 26/15 ] 
f(z) = -25/104*z^3 + 134/117*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.015081353961713146221277942516927834614
f(z) = -25/106*z^3 + 131/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017722174414770034115866281185538989161
f(z) = -25/107*z^3 + 132/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013206755768927714498626445146808725311
f(z) = -25/108*z^3 + 133/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017737781589904952567486114869843831912
f(z) = -25/109*z^3 + 134/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013611550534173844254447449037604846870
f(z) = -25/111*z^3 + 136/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016020841811477994716365066024914834688
f(z) = -25/112*z^3 + 137/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017767345555752572091008072696970293603
f(z) = -25/113*z^3 + 138/113*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.011050144048029633649974940278428660006
f(z) = -25/114*z^3 + 139/114*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017700837063680776410206744825271329683
f(z) = -24/101*z^3 + 125/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017717795176980057830136442530960817588
f(z) = -24/103*z^3 + 127/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017749818431560480025840285765746433340
f(z) = -24/107*z^3 + 131/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017764950999615744963481380297076459086
f(z) = -24/109*z^3 + 133/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017793609403131580755572167919446227818
f(z) = -24/113*z^3 + 137/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017807189718491331146663058537744201987
f(z) = -24/115*z^3 + 139/115*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015943602967951269568289812015821437546
f(z) = -23/100*z^3 + 123/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017730332469819553931402366219095562640
f(z) = -23/101*z^3 + 124/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010866722887099472567327163203850371931
f(z) = -23/102*z^3 + 125/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017746755927002295609741723354347861569
f(z) = -23/103*z^3 + 126/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015988207080190137971591420536048308752
f(z) = -23/104*z^3 + 127/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013569744818471785188907306891029395341
f(z) = -23/105*z^3 + 128/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015128963467612806441119576711373264929
f(z) = -23/106*z^3 + 129/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017777761654414357281534966556006954473
f(z) = -23/107*z^3 + 130/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013247801530791177408839586049198539343
f(z) = -23/108*z^3 + 131/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017792409770301569274173382587812400012
f(z) = -23/109*z^3 + 132/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015174759890320095193044755672583467172
f(z) = -23/110*z^3 + 133/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013652723030022847625009940008191231523
f(z) = -23/111*z^3 + 134/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016068872731585103328098612781848994335
f(z) = -23/112*z^3 + 135/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017820144280688015574505378020226802319
f(z) = -23/113*z^3 + 136/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.011082905035771932373529160817731465746
f(z) = -23/114*z^3 + 137/114*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016105480839681810496665552488729508217
f(z) = -23/116*z^3 + 139/116*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017760166370372862156426603980486814204
f(z) = -22/101*z^3 + 123/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017776043411130843208116551375773469766
f(z) = -22/103*z^3 + 125/103*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013591715463868537987958393160925980971
f(z) = -22/105*z^3 + 127/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017806009801363142719825636102061878553
f(z) = -22/107*z^3 + 129/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017820163344040398365393534158888574672
f(z) = -22/109*z^3 + 131/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013673846610392959919172698840801126033
f(z) = -22/111*z^3 + 133/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017846955128762964716226791443173060035
f(z) = -22/113*z^3 + 135/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017859645151656419768702404072958538349
f(z) = -22/115*z^3 + 137/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015123251746047277749088856644746549311
f(z) = -22/117*z^3 + 139/117*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.015998104179317868104642740292330355573
f(z) = -21/100*z^3 + 121/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017790345620991149817731796241229110865
f(z) = -21/101*z^3 + 122/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017805664135736440877881594815228798587
f(z) = -21/103*z^3 + 124/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016040769197561724740530468487527192249
f(z) = -21/104*z^3 + 125/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015177763164962721568401614747877633883
f(z) = -21/106*z^3 + 127/106*z + 1
*
[ 2 ] 
f(z) = -21/106*z^3 + 137/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017834568747092981343557137922371706708
f(z) = -21/107*z^3 + 128/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017848217309636441803217847351618198210
f(z) = -21/109*z^3 + 130/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015221922084555468602586041564174623738
f(z) = -21/110*z^3 + 131/110*z + 1
*
[ 2 ] 
f(z) = -21/110*z^3 + 139/110*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017874047016793149575769219016256403180
f(z) = -21/113*z^3 + 134/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017886278505607483422055765725752430227
f(z) = -21/115*z^3 + 136/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016152923473086241918327759433373131741
f(z) = -21/116*z^3 + 137/116*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015302665659511655518658646907867642933
f(z) = -21/118*z^3 + 139/118*z + 1
*
[ 4/3 ] 
f(z) = -33/104*z^3 + 127/156*z + 1
*
[ 3/2 ] 
f(z) = -29/117*z^3 + 139/156*z + 1
*
[ 3/2 ] 
f(z) = -25/117*z^3 + 127/156*z + 1
*
[ 3/2 ] 
f(z) = -23/117*z^3 + 121/156*z + 1
*
[ 6/5 ] 
f(z) = -35/104*z^3 + 127/195*z + 1
*
1/2 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -32/105*z^3 + 121/210*z + 1
*
-15/8 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -32/105*z^3 + 127/210*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -31/109*z^3 + 139/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -30/101*z^3 + 139/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -30/103*z^3 + 137/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -30/107*z^3 + 133/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -30/109*z^3 + 131/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -29/101*z^3 + 131/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -29/103*z^3 + 129/206*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.013913531958837116920580717393984271279
f(z) = -29/105*z^3 + 127/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -29/107*z^3 + 125/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -29/109*z^3 + 123/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = -28/101*z^3 + 123/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = -28/103*z^3 + 121/206*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -32/117*z^3 + 139/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -32/119*z^3 + 137/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -31/111*z^3 + 137/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -31/113*z^3 + 135/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -31/115*z^3 + 133/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -31/117*z^3 + 131/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -31/119*z^3 + 129/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -30/113*z^3 + 127/226*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -30/119*z^3 + 121/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -29/111*z^3 + 121/222*z + 1
*
[ 5/4 ] 
f(z) = -24/115*z^3 + 121/230*z + 1
*
[ 30/23 ] 
f(z) = -23/108*z^3 + 137/230*z + 1
*
[ 10/9 ] 
f(z) = -33/100*z^3 + 137/270*z + 1
*
[ 26/21 ] 
f(z) = -21/104*z^3 + 137/273*z + 1
*
[ -12 ] 
f(z) = -29/108*z^3 + 159/4*z + 1
*
[ 3 ] 
f(z) = -40/117*z^3 + 146/39*z + 1
*
[ 10/3 ] 
f(z) = -39/100*z^3 + 151/30*z + 1
*
[ 3 ] 
f(z) = -38/117*z^3 + 140/39*z + 1
*
[ -3 ] 
f(z) = -35/117*z^3 + 157/39*z + 1
*
[ -3 ] 
f(z) = -34/117*z^3 + 154/39*z + 1
*
[ -10/3 ] 
f(z) = -33/100*z^3 + 149/30*z + 1
*
[ 4 ] 
f(z) = -33/112*z^3 + 153/28*z + 1
*
[ -3 ] 
f(z) = -32/117*z^3 + 148/39*z + 1
*
[ 4 ] 
f(z) = -31/112*z^3 + 145/28*z + 1
*
[ -4 ] 
f(z) = -31/112*z^3 + 159/28*z + 1
*
[ -3 ] 
f(z) = -31/117*z^3 + 145/39*z + 1
*
[ -4 ] 
f(z) = -29/112*z^3 + 151/28*z + 1
*
[ 5 ] 
f(z) = -27/100*z^3 + 151/20*z + 1
*
[ -5 ] 
f(z) = -27/100*z^3 + 159/20*z + 1
*
-10/9 | 0.14939425022617747658200042749028034790 | 0.021090790655528185025929809733027075090
f(z) = -27/104*z^3 + 149/39*z + 1
*
-10/3 | 0.21273989498245052680210101204391024087 | 0.029787007215261145024900963512788727662
f(z) = -27/104*z^3 + 158/39*z + 1
*
[ -4 ] 
f(z) = -27/112*z^3 + 143/28*z + 1
*
[ -21/5 ] 
f(z) = -25/108*z^3 + 149/28*z + 1
*
[ -24/5 ] 
f(z) = -25/108*z^3 + 157/24*z + 1
*
[ -2 ] 
f(z) = -39/100*z^3 + 153/50*z + 1
*
[ -2 ] 
f(z) = -37/100*z^3 + 149/50*z + 1
*
[ -2 ] 
f(z) = -37/108*z^3 + 155/54*z + 1
*
[ -2 ] 
f(z) = -35/108*z^3 + 151/54*z + 1
*
[ -2 ] 
f(z) = -35/116*z^3 + 157/58*z + 1
*
[ -2 ] 
f(z) = -33/100*z^3 + 141/50*z + 1
*
[ -2 ] 
f(z) = -33/116*z^3 + 153/58*z + 1
*
[ -2 ] 
f(z) = -31/108*z^3 + 143/54*z + 1
*
[ -2 ] 
f(z) = -31/116*z^3 + 149/58*z + 1
*
[ -2 ] 
f(z) = -27/116*z^3 + 141/58*z + 1
*
[ -2/3 ] 
f(z) = -27/116*z^3 + 151/58*z + 1
*
[ -5/3 ] 
f(z) = -33/100*z^3 + 151/60*z + 1
*
[ -3/4 ] 
f(z) = -29/108*z^3 + 159/64*z + 1
*
[ -3/4 ] 
f(z) = -23/108*z^3 + 157/64*z + 1
*
[ -10/7 ] 
f(z) = -21/100*z^3 + 149/70*z + 1
*
[ 12/5 ] 
f(z) = -25/112*z^3 + 157/84*z + 1
*
[ 5/2 ] 
f(z) = -21/100*z^3 + 153/80*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017270022520690258176865017377251585008
f(z) = -40/101*z^3 + 141/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017294177229229564718531587575704030160
f(z) = -40/103*z^3 + 143/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017339953160394593360870164741722260013
f(z) = -40/107*z^3 + 147/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017361659642640448292447269912337147773
f(z) = -40/109*z^3 + 149/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013327915927652067144122071314446609586
f(z) = -40/111*z^3 + 151/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017402902139543931746545828903093457308
f(z) = -40/113*z^3 + 153/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014759031581516006333470822641952084289
f(z) = -40/117*z^3 + 157/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017459846029583251111652638932742768809
f(z) = -40/119*z^3 + 159/119*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017294896604678242058521249896458151921
f(z) = -39/101*z^3 + 140/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017318666208337800954481953958489527929
f(z) = -39/103*z^3 + 142/103*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014773660852636305053485569187610767084
f(z) = -39/106*z^3 + 145/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017363703412687710707208350352391590753
f(z) = -39/107*z^3 + 146/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017385055481830409072196315216078660531
f(z) = -39/109*z^3 + 148/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014830269803740409872211491815315437686
f(z) = -39/110*z^3 + 149/110*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015710153448052334642837979347511806110
f(z) = -39/112*z^3 + 151/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017425617210000140581953815090769424900
f(z) = -39/113*z^3 + 152/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017444895837634609720647121642586067338
f(z) = -39/115*z^3 + 154/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015757560297136097192408758704551816225
f(z) = -39/116*z^3 + 155/116*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.014934124587930861879183087028750526152
f(z) = -39/118*z^3 + 157/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017481605052766096565947046848407443919
f(z) = -39/119*z^3 + 158/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017343398446895831055768839378548246885
f(z) = -38/103*z^3 + 141/103*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013266540426235860875527139205943154243
f(z) = -38/105*z^3 + 143/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017387682721953683344399343876664062124
f(z) = -38/107*z^3 + 145/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017408673721800730743001969615000242151
f(z) = -38/109*z^3 + 147/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013363429533830422994466593156202151394
f(z) = -38/111*z^3 + 149/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017448542180700503055925599366373694863
f(z) = -38/113*z^3 + 151/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017467487892959821071045842051326643105
f(z) = -38/115*z^3 + 153/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014796549922927780746578550208710365469
f(z) = -38/117*z^3 + 155/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017503557049354355200613572046718285588
f(z) = -38/119*z^3 + 157/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017368378214530083893086173590769725264
f(z) = -37/103*z^3 + 140/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.015650358471436046154298803723178584086
f(z) = -37/104*z^3 + 141/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.013285534738728362186080664548880842988
f(z) = -37/105*z^3 + 142/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014814875298884543012726798154920021261
f(z) = -37/106*z^3 + 143/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017411894992560937247667516457128224381
f(z) = -37/107*z^3 + 144/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.012977516962721863547277894041599662137
f(z) = -37/108*z^3 + 145/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017432518099530982965920058603054599984
f(z) = -37/109*z^3 + 146/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014870429068054576536226979296658048382
f(z) = -37/110*z^3 + 147/110*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015752014771726962400968082874534466877
f(z) = -37/112*z^3 + 149/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017471680480954516294502613412695805005
f(z) = -37/113*z^3 + 150/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010867976902276534878109132300760385829
f(z) = -37/114*z^3 + 151/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017490287263719941613858306663336275238
f(z) = -37/115*z^3 + 152/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015798241947481913693905589225871383872
f(z) = -37/116*z^3 + 153/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014815563578915599866604961069975421523
f(z) = -37/117*z^3 + 154/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014971958721386874282603206749660622733
f(z) = -37/118*z^3 + 155/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017525705046325978087273840483962241039
f(z) = -37/119*z^3 + 156/119*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017436344224283781682273181965204729644
f(z) = -36/107*z^3 + 143/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017456592442017613480150616857606736936
f(z) = -36/109*z^3 + 145/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017495035620391714517676979709708157267
f(z) = -36/113*z^3 + 149/113*z + 1
*
[ 5/3 ] 
f(z) = -36/115*z^3 + 146/115*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017513297313707244151051923594245240284
f(z) = -36/115*z^3 + 151/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017548052138728687484700155904525165246
f(z) = -36/119*z^3 + 155/119*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.014857171916412073382358595329830190116
f(z) = -35/106*z^3 + 141/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017461034515343758483411323786446259658
f(z) = -35/107*z^3 + 142/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013013836090579139320733906769760145534
f(z) = -35/108*z^3 + 143/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017480900669102584301502603103755386377
f(z) = -35/109*z^3 + 144/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013417969941546226468723534912368554994
f(z) = -35/111*z^3 + 146/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017518611191415584111386110855475617456
f(z) = -35/113*z^3 + 148/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010896935747287114866686926162926688381
f(z) = -35/114*z^3 + 149/114*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015839673681505526465535970727302985945
f(z) = -35/116*z^3 + 151/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014854113511535665790521613670694012266
f(z) = -35/117*z^3 + 152/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015010612166349807943678662241974870708
f(z) = -35/118*z^3 + 153/118*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017485970065570806088919981115995155488
f(z) = -34/107*z^3 + 141/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017505446796411847054822676302525812607
f(z) = -34/109*z^3 + 143/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013436500184968534372549146127397354501
f(z) = -34/111*z^3 + 145/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017542410871750113187304632511008180362
f(z) = -34/113*z^3 + 147/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017559963300126999809400816380736908604
f(z) = -34/115*z^3 + 149/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014873655437249286509528126439540270424
f(z) = -34/117*z^3 + 151/117*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017511155179689869555085285832761841162
f(z) = -33/107*z^3 + 140/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017530234938408745529240949729992565715
f(z) = -33/109*z^3 + 142/109*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015838146102998877191597673654019838175
f(z) = -33/112*z^3 + 145/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017566438427083146663533248988942378784
f(z) = -33/113*z^3 + 146/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017583626364949580514527786813055490258
f(z) = -33/115*z^3 + 148/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015881880125196513426783715335981344069
f(z) = -33/116*z^3 + 149/116*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015050108277837295927255412629909577205
f(z) = -33/118*z^3 + 151/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017616320002483755471420681721380473023
f(z) = -33/119*z^3 + 152/119*z + 1
*
[ 7/4 ] 
f(z) = -32/105*z^3 + 143/105*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017555269311567707828170996648048877549
f(z) = -32/109*z^3 + 141/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013473895561112970199408973570906527228
f(z) = -32/111*z^3 + 143/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017590697713810936420934672927073916610
f(z) = -32/113*z^3 + 145/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017607514370798620767701562171104021827
f(z) = -32/115*z^3 + 147/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014913287825726101168966344054845434564
f(z) = -32/117*z^3 + 149/117*z + 1
*
[ 7/4 ] 
f(z) = -32/119*z^3 + 149/119*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017639495859903221087053844680898762278
f(z) = -32/119*z^3 + 151/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017580554237673881661672440261437435291
f(z) = -31/109*z^3 + 140/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014995650515371929667906874139689106410
f(z) = -31/110*z^3 + 141/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013493183493561985466208752027067761053
f(z) = -31/111*z^3 + 142/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015882471042429847029086853722735869822
f(z) = -31/112*z^3 + 143/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017615192681888507689059582115377054711
f(z) = -31/113*z^3 + 144/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.010956650755359620814049025118409638451
f(z) = -31/114*z^3 + 145/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017631631097337208503557202576573167526
f(z) = -31/115*z^3 + 146/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.015924887071812738407674866261220588227
f(z) = -31/116*z^3 + 147/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014933384342473115562788139474529813650
f(z) = -31/117*z^3 + 148/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015090080518090946222258284758471278742
f(z) = -31/118*z^3 + 149/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017662887381516259268008956625922188333
f(z) = -31/119*z^3 + 150/119*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017639927377790708373724920433836649131
f(z) = -30/113*z^3 + 143/113*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017686498115361152957085401774697602650
f(z) = -30/119*z^3 + 149/119*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013531914722244170592027595358288601277
f(z) = -29/111*z^3 + 140/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.015927674381906230882658865484745125023
f(z) = -29/112*z^3 + 141/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017664905947589068502882821666189599932
f(z) = -29/113*z^3 + 142/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.010987314248292398411140269782161098845
f(z) = -29/114*z^3 + 143/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017680566289221545541990401778900383187
f(z) = -29/115*z^3 + 144/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014974153698243265393415176705880203375
f(z) = -29/117*z^3 + 146/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015131074008358788261289918506863627112
f(z) = -29/118*z^3 + 147/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017710331693156000374372465626650548932
f(z) = -29/119*z^3 + 148/119*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017690132640149873357604031817624334243
f(z) = -28/113*z^3 + 141/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017705392780673565850394817619718169319
f(z) = -28/115*z^3 + 143/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.014994833034557199996219695269541778454
f(z) = -28/117*z^3 + 145/117*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017715611810459147267544463515890520613
f(z) = -27/113*z^3 + 140/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017730464051087992349356216479834441660
f(z) = -27/115*z^3 + 142/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016013411924963626589004252275545627299
f(z) = -27/116*z^3 + 143/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015172592421670190003447250498597055540
f(z) = -27/118*z^3 + 145/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017758682341411401819615409038166461248
f(z) = -27/119*z^3 + 146/119*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017755784365099528023950222183939222377
f(z) = -26/115*z^3 + 141/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017783207117370757806611053724564186278
f(z) = -26/119*z^3 + 145/119*z + 1
*
[ 2 ] 
f(z) = -25/102*z^3 + 151/102*z + 1
*
[ 2 ] 
f(z) = -25/106*z^3 + 153/106*z + 1
*
[ 2 ] 
f(z) = -25/114*z^3 + 157/114*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016058987937253245819373256301607202067
f(z) = -25/116*z^3 + 141/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015058090336421857463591173356671320582
f(z) = -25/117*z^3 + 142/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015215054729804472455413739430772715921
f(z) = -25/118*z^3 + 143/118*z + 1
*
[ 2 ] 
f(z) = -25/118*z^3 + 159/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017807970153933817733476225599731718498
f(z) = -25/119*z^3 + 144/119*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017832975541859315919388598222162301837
f(z) = -24/119*z^3 + 143/119*z + 1
*
[ 2 ] 
f(z) = -23/102*z^3 + 143/102*z + 1
*
[ 2 ] 
f(z) = -23/106*z^3 + 145/106*z + 1
*
[ 2 ] 
f(z) = -23/110*z^3 + 147/110*z + 1
*
[ 2 ] 
f(z) = -23/114*z^3 + 149/114*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015101313519491681452655692624850990090
f(z) = -23/117*z^3 + 140/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015258490304023251555403256824814024526
f(z) = -23/118*z^3 + 141/118*z + 1
*
[ 2 ] 
f(z) = -23/118*z^3 + 151/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017858227472592636820790752855472899435
f(z) = -23/119*z^3 + 142/119*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017883730241498887294358168878495598924
f(z) = -22/119*z^3 + 141/119*z + 1
*
[ 2 ] 
f(z) = -21/118*z^3 + 143/118*z + 1
*
[ 3/2 ] 
f(z) = -35/117*z^3 + 157/156*z + 1
*
[ 3/2 ] 
f(z) = -31/117*z^3 + 145/156*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -33/107*z^3 + 157/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -33/109*z^3 + 155/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -32/101*z^3 + 155/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -32/103*z^3 + 153/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -32/107*z^3 + 149/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -32/109*z^3 + 147/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -31/101*z^3 + 147/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -31/103*z^3 + 145/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = -31/105*z^3 + 143/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -31/107*z^3 + 141/214*z + 1
*
[ 4/3 ] 
f(z) = -27/106*z^3 + 149/212*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -26/105*z^3 + 157/210*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = -22/105*z^3 + 149/210*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -34/113*z^3 + 159/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -34/115*z^3 + 157/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -34/117*z^3 + 155/234*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -33/113*z^3 + 151/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -33/115*z^3 + 149/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -33/119*z^3 + 145/238*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -32/111*z^3 + 145/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -32/113*z^3 + 143/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -32/115*z^3 + 141/230*z + 1
*
[ 4/3 ] 
f(z) = -27/110*z^3 + 151/220*z + 1
*
[ 4/3 ] 
f(z) = -27/118*z^3 + 155/236*z + 1
*
-2/3 | 0.18948480744145145705364887366703040755 | 0.027399130235456749656256966831026054881
f(z) = -31/112*z^3 + 157/252*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -29/112*z^3 + 155/252*z + 1
*
-2/3 | 0.19138644579689712319745472310861662584 | 0.027674103399084629843355357596420456286
f(z) = -23/112*z^3 + 149/252*z + 1
*
[ 4/3 ] 
f(z) = -23/112*z^3 + 155/252*z + 1
*
[ 10/9 ] 
f(z) = -39/100*z^3 + 157/270*z + 1
*
2 | 0.12536640250003820403374954806512136804 | 0.016304827094222025487071739918243620884
f(z) = -21/104*z^3 + 149/273*z + 1
*
10/7 | 0.21704176997049050900954252002706170168 | 0.028227886108414729515331561017618019048
f(z) = -21/104*z^3 + 158/273*z + 1
*
2 | 0.20286320273150444371337011908784946528 | 0.026075346837517606305170714398664742102
f(z) = -23/104*z^3 + 154/299*z + 1
*
[ 12 ] 
f(z) = -31/108*z^3 + 169/4*z + 1
*
[ -3 ] 
f(z) = -40/117*z^3 + 172/39*z + 1
*
[ -10/3 ] 
f(z) = -39/100*z^3 + 169/30*z + 1
*
[ 4 ] 
f(z) = -39/112*z^3 + 177/28*z + 1
*
[ -3 ] 
f(z) = -38/117*z^3 + 166/39*z + 1
*
[ 4 ] 
f(z) = -37/112*z^3 + 169/28*z + 1
*
[ -3 ] 
f(z) = -37/117*z^3 + 163/39*z + 1
*
[ -4 ] 
f(z) = -33/112*z^3 + 167/28*z + 1
*
[ 5 ] 
f(z) = -31/100*z^3 + 171/20*z + 1
*
[ -5 ] 
f(z) = -31/100*z^3 + 179/20*z + 1
*
[ 5 ] 
f(z) = -29/100*z^3 + 161/20*z + 1
*
[ -5 ] 
f(z) = -29/100*z^3 + 169/20*z + 1
*
[ 14/3 ] 
f(z) = -27/112*z^3 + 169/28*z + 1
*
4/5 | 0.17746819034668065494084480902203828493 | 0.027335433510847965311585091845508810223
f(z) = -25/112*z^3 + 165/28*z + 1
*
[ -2 ] 
f(z) = -39/116*z^3 + 165/58*z + 1
*
[ -2 ] 
f(z) = -37/116*z^3 + 161/58*z + 1
*
[ -8/3 ] 
f(z) = -27/112*z^3 + 173/56*z + 1
*
[ -5/3 ] 
f(z) = -39/100*z^3 + 161/60*z + 1
*
[ -3/4 ] 
f(z) = -35/108*z^3 + 161/64*z + 1
*
[ -20/9 ] 
f(z) = -27/100*z^3 + 167/60*z + 1
*
[ -5/9 ] 
f(z) = -27/100*z^3 + 173/60*z + 1
*
[ -6/5 ] 
f(z) = -25/117*z^3 + 167/78*z + 1
*
[ -3/2 ] 
f(z) = -22/117*z^3 + 163/78*z + 1
*
[ 5/2 ] 
f(z) = -23/100*z^3 + 163/80*z + 1
*
[ 2 ] 
f(z) = -31/102*z^3 + 175/102*z + 1
*
[ 2 ] 
f(z) = -31/106*z^3 + 177/106*z + 1
*
[ 2 ] 
f(z) = -31/110*z^3 + 179/110*z + 1
*
[ 2 ] 
f(z) = -29/102*z^3 + 167/102*z + 1
*
[ 2 ] 
f(z) = -29/106*z^3 + 169/106*z + 1
*
[ 2 ] 
f(z) = -29/110*z^3 + 171/110*z + 1
*
[ 2 ] 
f(z) = -29/114*z^3 + 173/114*z + 1
*
[ 2 ] 
f(z) = -29/118*z^3 + 175/118*z + 1
*
[ 2 ] 
f(z) = -27/106*z^3 + 161/106*z + 1
*
[ 2 ] 
f(z) = -27/110*z^3 + 163/110*z + 1
*
-2/3 | 0.13321791826504110179369704924403287121 | 0.025736874925911152706374110199328473533
f(z) = -27/110*z^3 + 177/110*z + 1
*
[ 2 ] 
f(z) = -27/118*z^3 + 167/118*z + 1
*
[ 21/10 ] 
f(z) = -25/108*z^3 + 173/112*z + 1
*
[ 3/2 ] 
f(z) = -37/117*z^3 + 163/156*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = -36/109*z^3 + 179/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -35/101*z^3 + 179/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -35/103*z^3 + 177/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -35/107*z^3 + 173/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -35/109*z^3 + 171/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -34/101*z^3 + 171/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -34/103*z^3 + 169/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -34/105*z^3 + 167/210*z + 1
*
0 | 0.10847576077472185040220341594166489239 | 0.020286811168760374407698348070455372192
f(z) = -34/105*z^3 + 173/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -34/107*z^3 + 165/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -34/109*z^3 + 163/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -33/101*z^3 + 163/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -33/103*z^3 + 161/206*z + 1
*
[ 3/2 ] 
f(z) = -22/105*z^3 + 169/210*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -37/117*z^3 + 179/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -37/119*z^3 + 177/238*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = -36/113*z^3 + 175/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = -36/115*z^3 + 173/230*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = -36/119*z^3 + 169/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -35/111*z^3 + 169/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -35/113*z^3 + 167/226*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -35/117*z^3 + 163/234*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -34/111*z^3 + 161/222*z + 1
*
[ 3/2 ] 
f(z) = -22/111*z^3 + 173/222*z + 1
*
-2/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = -37/112*z^3 + 163/252*z + 1
*
[ 4/3 ] 
f(z) = -29/112*z^3 + 179/252*z + 1
*
[ 4/3 ] 
f(z) = -25/112*z^3 + 163/252*z + 1
*
[ -12 ] 
f(z) = -35/108*z^3 + 191/4*z + 1
*
[ -4 ] 
f(z) = -39/112*z^3 + 191/28*z + 1
*
[ -4 ] 
f(z) = -37/112*z^3 + 183/28*z + 1
*
[ 5 ] 
f(z) = -33/100*z^3 + 181/20*z + 1
*
[ -5 ] 
f(z) = -33/100*z^3 + 189/20*z + 1
*
[ -14/3 ] 
f(z) = -27/112*z^3 + 181/28*z + 1
*
[ -2/5 ] 
f(z) = -25/108*z^3 + 191/54*z + 1
*
[ -3/4 ] 
f(z) = -40/117*z^3 + 197/78*z + 1
*
[ -3/2 ] 
f(z) = -38/117*z^3 + 187/78*z + 1
*
102/35 | 0.25074362774257573870936695837201401321 | 0.027291879636915277846047064582665343844
f(z) = -35/108*z^3 + 181/70*z + 1
*
[ -12/5 ] 
f(z) = -35/108*z^3 + 197/60*z + 1
*
[ -3/2 ] 
f(z) = -34/117*z^3 + 181/78*z + 1
*
2 | 0.19007002627437939813320584329986992137 | 0.028722752249940502558745699150019924515
f(z) = -39/112*z^3 + 187/84*z + 1
*
[ 5/2 ] 
f(z) = -29/100*z^3 + 193/80*z + 1
*
[ 5/2 ] 
f(z) = -27/100*z^3 + 183/80*z + 1
*
[ -5/6 ] 
f(z) = -27/100*z^3 + 191/80*z + 1
*
[ -14/9 ] 
f(z) = -27/112*z^3 + 187/84*z + 1
*
[ -6/5 ] 
f(z) = -25/112*z^3 + 181/84*z + 1
*
-26/7 | 0.21704073635406961928736132282432713423 | 0.029688700801908007102209294243669534109
f(z) = -21/104*z^3 + 187/91*z + 1
*
[ 2 ] 
f(z) = -35/102*z^3 + 191/102*z + 1
*
[ 2 ] 
f(z) = -35/106*z^3 + 193/106*z + 1
*
[ 2 ] 
f(z) = -35/114*z^3 + 197/114*z + 1
*
[ 2 ] 
f(z) = -35/118*z^3 + 199/118*z + 1
*
[ 2 ] 
f(z) = -33/106*z^3 + 185/106*z + 1
*
[ 2 ] 
f(z) = -33/118*z^3 + 191/118*z + 1
*
[ 2 ] 
f(z) = -31/114*z^3 + 181/114*z + 1
*
[ 2 ] 
f(z) = -31/118*z^3 + 183/118*z + 1
*
-7/3 | 0.078351180132173783398130598737993816247 | 0.014858939254968377509447633924920007311
f(z) = -27/112*z^3 + 195/112*z + 1
*
16/5 | 0.054527047394227298226444955529230883811 | 0.010301134961949851290562849912973410872
f(z) = -25/114*z^3 + 199/114*z + 1
*
[ 12/5 ] 
f(z) = -23/108*z^3 + 181/100*z + 1
*
[ 5/3 ] 
f(z) = -23/100*z^3 + 187/180*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = -38/105*z^3 + 181/210*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -38/105*z^3 + 199/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -38/107*z^3 + 197/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -38/109*z^3 + 195/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -37/101*z^3 + 195/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -37/103*z^3 + 193/206*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.013913531958837116920580717393984271279
f(z) = -37/105*z^3 + 191/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -37/107*z^3 + 189/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -37/109*z^3 + 187/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = -36/101*z^3 + 187/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = -36/103*z^3 + 185/206*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = -36/107*z^3 + 181/214*z + 1
*
[ 3/2 ] 
f(z) = -26/105*z^3 + 187/210*z + 1
*
5/2 | 0.10142566054035505687358133306380700239 | 0.018968322585191377196174155941499077518
f(z) = -22/105*z^3 + 191/210*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -39/113*z^3 + 199/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -39/115*z^3 + 197/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -39/119*z^3 + 193/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -38/111*z^3 + 193/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -38/113*z^3 + 191/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -38/115*z^3 + 189/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -38/117*z^3 + 187/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -38/119*z^3 + 185/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -37/113*z^3 + 183/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -37/115*z^3 + 181/230*z + 1
*
[ 3/2 ] 
f(z) = -26/111*z^3 + 191/222*z + 1
*
[ 9/7 ] 
f(z) = -35/108*z^3 + 191/252*z + 1
*
[ 4/3 ] 
f(z) = -31/112*z^3 + 187/252*z + 1
*
[ 12 ] 
f(z) = -37/108*z^3 + 201/4*z + 1
*
[ 10 ] 
f(z) = -21/100*z^3 + 219/10*z + 1
*
[ 5 ] 
f(z) = -39/100*z^3 + 211/20*z + 1
*
[ -5 ] 
f(z) = -39/100*z^3 + 219/20*z + 1
*
[ 5 ] 
f(z) = -37/100*z^3 + 201/20*z + 1
*
[ -5 ] 
f(z) = -37/100*z^3 + 209/20*z + 1
*
[ -2/9 ] 
f(z) = -27/104*z^3 + 215/39*z + 1
*
[ 28/5 ] 
f(z) = -25/112*z^3 + 219/28*z + 1
*
[ -3/10 ] 
f(z) = -25/108*z^3 + 209/48*z + 1
*
[ -2/5 ] 
f(z) = -25/116*z^3 + 205/58*z + 1
*
[ 4 ] 
f(z) = -21/104*z^3 + 207/52*z + 1
*
-10/3 | 0.19096717595230089307006223644973692695 | 0.025764037382188202955378067689171077086
f(z) = -27/104*z^3 + 207/65*z + 1
*
[ 5/2 ] 
f(z) = -33/100*z^3 + 213/80*z + 1
*
[ 5/2 ] 
f(z) = -31/100*z^3 + 203/80*z + 1
*
[ -5/2 ] 
f(z) = -21/100*z^3 + 217/80*z + 1
*
[ 2 ] 
f(z) = -39/106*z^3 + 209/106*z + 1
*
[ 2 ] 
f(z) = -39/110*z^3 + 211/110*z + 1
*
[ 2 ] 
f(z) = -39/118*z^3 + 215/118*z + 1
*
[ 2 ] 
f(z) = -37/106*z^3 + 201/106*z + 1
*
[ 2 ] 
f(z) = -37/110*z^3 + 203/110*z + 1
*
[ 2 ] 
f(z) = -37/114*z^3 + 205/114*z + 1
*
[ 2 ] 
f(z) = -37/118*z^3 + 207/118*z + 1
*
-3 | 0.15740317992585306117084201430846292153 | 0.029410940275357911453344648499139382129
f(z) = -31/102*z^3 + 211/102*z + 1
*
[ 12/5 ] 
f(z) = -29/108*z^3 + 213/100*z + 1
*
-1/3 | 0.11921892742197413314336475571870360171 | 0.022438228047668260642068531735661736675
f(z) = -27/100*z^3 + 203/100*z + 1
*
[ 7/3 ] 
f(z) = -27/112*z^3 + 211/112*z + 1
*
[ 7/3 ] 
f(z) = -27/119*z^3 + 215/119*z + 1
*
18/5 | 0.15740220819061027475942985687833869304 | 0.029570150874691329230711931890135426156
f(z) = -25/102*z^3 + 205/102*z + 1
*
[ 5/2 ] 
f(z) = -24/115*z^3 + 219/115*z + 1
*
[ 5/3 ] 
f(z) = -29/100*z^3 + 217/180*z + 1
*
[ 12/7 ] 
f(z) = -25/108*z^3 + 215/196*z + 1
*
-2 | 0.085465961950564348164686487957466560504 | 0.015859124954247822673085758213748388767
f(z) = -40/101*z^3 + 219/202*z + 1
*
-2 | 0.085828387131287377168169296602561592441 | 0.015953536190575184039426432698254309740
f(z) = -40/103*z^3 + 217/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -40/107*z^3 + 213/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -40/109*z^3 + 211/218*z + 1
*
-2 | 0.094022626869595921383840961852617358621 | 0.017568221078485056311298640599177453591
f(z) = -39/101*z^3 + 211/202*z + 1
*
-2 | 0.094385699275969838296146175929930513736 | 0.017667501662078994143066057367310136946
f(z) = -39/103*z^3 + 209/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -39/107*z^3 + 205/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -39/109*z^3 + 203/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016085551215743892121252043626643089044
f(z) = -38/101*z^3 + 203/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -38/103*z^3 + 201/206*z + 1
*
21/8 | 0.11141940579060497865936072610760213544 | 0.020818826473308879261122353477022644700
f(z) = -32/105*z^3 + 211/210*z + 1
*
12/5 | 0.11664824189153093837654592359466066701 | 0.021934112435701448669383595376476479456
f(z) = -25/102*z^3 + 203/204*z + 1
*
[ 8/5 ] 
f(z) = -25/108*z^3 + 209/216*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -40/111*z^3 + 209/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -40/113*z^3 + 207/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -40/117*z^3 + 203/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -40/119*z^3 + 201/238*z + 1
*
[ 8/5 ] 
f(z) = -25/116*z^3 + 215/232*z + 1
*
[ 4/3 ] 
f(z) = -37/112*z^3 + 211/252*z + 1
*
[ 10 ] 
f(z) = -23/100*z^3 + 239/10*z + 1
*
[ -10 ] 
f(z) = -21/100*z^3 + 221/10*z + 1
*
[ -28/5 ] 
f(z) = -25/112*z^3 + 229/28*z + 1
*
-4/5 | 0.18147700222573998944976516849948338340 | 0.026508937570094350452116957078539144948
f(z) = -25/112*z^3 + 235/28*z + 1
*
14/3 | 0.16974641924023131744392450250742224978 | 0.027513311066172097726187848569209427976
f(z) = -27/110*z^3 + 239/55*z + 1
*
[ 4 ] 
f(z) = -25/104*z^3 + 239/52*z + 1
*
-24/5 | 0.18771355783597598124894913220832523751 | 0.024543292650571916329023138647313881313
f(z) = -25/108*z^3 + 233/48*z + 1
*
[ 4 ] 
f(z) = -23/104*z^3 + 223/52*z + 1
*
[ -6/23 ] 
f(z) = -23/108*z^3 + 223/46*z + 1
*
[ -4 ] 
f(z) = -21/104*z^3 + 233/52*z + 1
*
[ -2/5 ] 
f(z) = -35/104*z^3 + 231/65*z + 1
*
6/7 | 0.27747102230186958689997050041652562308 | 0.029447063383493714810994389094976920816
f(z) = -35/108*z^3 + 229/70*z + 1
*
35/9 | 0.18029411044375649163168583841027109867 | 0.025728365581337228636998376093140951596
f(z) = -27/100*z^3 + 221/60*z + 1
*
[ 10/3 ] 
f(z) = -27/104*z^3 + 233/65*z + 1
*
[ -2/3 ] 
f(z) = -39/112*z^3 + 223/84*z + 1
*
[ 5/2 ] 
f(z) = -37/100*z^3 + 233/80*z + 1
*
[ -6/7 ] 
f(z) = -37/108*z^3 + 237/98*z + 1
*
-2/7 | 0.20752536217705630878249533464151755855 | 0.027605558574594348191678736120832582107
f(z) = -35/104*z^3 + 230/91*z + 1
*
3 | 0.17997323888555910060267271500080005567 | 0.023584654535028593002347582811606181552
f(z) = -35/108*z^3 + 229/84*z + 1
*
[ -2/3 ] 
f(z) = -33/112*z^3 + 221/84*z + 1
*
[ -6/7 ] 
f(z) = -31/108*z^3 + 233/98*z + 1
*
[ 14/5 ] 
f(z) = -25/104*z^3 + 230/91*z + 1
*
[ -6/7 ] 
f(z) = -25/108*z^3 + 229/98*z + 1
*
[ -12/5 ] 
f(z) = -25/112*z^3 + 227/84*z + 1
*
[ -5/2 ] 
f(z) = -23/100*z^3 + 227/80*z + 1
*
-2/7 | 0.21986454121702292276509141841572475450 | 0.029263909922005159302546241454722873842
f(z) = -21/104*z^3 + 229/91*z + 1
*
[ -1 ] 
f(z) = -39/100*z^3 + 239/100*z + 1
*
[ -1 ] 
f(z) = -37/100*z^3 + 237/100*z + 1
*
[ -1 ] 
f(z) = -37/101*z^3 + 239/101*z + 1
*
[ -1 ] 
f(z) = -36/101*z^3 + 238/101*z + 1
*
[ -1 ] 
f(z) = -35/101*z^3 + 237/101*z + 1
*
-3 | 0.16358162904279907908692956819562683743 | 0.029869938417668273243902170832212353403
f(z) = -35/114*z^3 + 239/114*z + 1
*
[ -1 ] 
f(z) = -34/101*z^3 + 236/101*z + 1
*
[ -1 ] 
f(z) = -33/100*z^3 + 233/100*z + 1
*
[ -1 ] 
f(z) = -33/101*z^3 + 235/101*z + 1
*
[ -1 ] 
f(z) = -33/103*z^3 + 239/103*z + 1
*
[ -1 ] 
f(z) = -32/101*z^3 + 234/101*z + 1
*
[ -1 ] 
f(z) = -32/103*z^3 + 238/103*z + 1
*
[ -5/4 ] 
f(z) = -32/105*z^3 + 239/105*z + 1
*
[ 9/4 ] 
f(z) = -32/117*z^3 + 227/117*z + 1
*
[ -1 ] 
f(z) = -31/100*z^3 + 231/100*z + 1
*
[ -1 ] 
f(z) = -31/101*z^3 + 233/101*z + 1
*
[ -1 ] 
f(z) = -31/103*z^3 + 237/103*z + 1
*
[ -1 ] 
f(z) = -31/104*z^3 + 239/104*z + 1
*
[ -1 ] 
f(z) = -30/101*z^3 + 232/101*z + 1
*
[ -1 ] 
f(z) = -30/103*z^3 + 236/103*z + 1
*
[ -1 ] 
f(z) = -29/100*z^3 + 229/100*z + 1
*
[ -1 ] 
f(z) = -29/101*z^3 + 231/101*z + 1
*
3 | 0.15740299527126517370853037045732381123 | 0.029014644331108764630848904603958204472
f(z) = -29/102*z^3 + 227/102*z + 1
*
[ -1 ] 
f(z) = -29/103*z^3 + 235/103*z + 1
*
[ -1 ] 
f(z) = -29/104*z^3 + 237/104*z + 1
*
[ -1 ] 
f(z) = -29/105*z^3 + 239/105*z + 1
*
[ -1 ] 
f(z) = -28/101*z^3 + 230/101*z + 1
*
[ -1 ] 
f(z) = -28/103*z^3 + 234/103*z + 1
*
[ -4/3 ] 
f(z) = -27/100*z^3 + 223/100*z + 1
*
[ -1 ] 
f(z) = -27/100*z^3 + 227/100*z + 1
*
[ -1 ] 
f(z) = -27/101*z^3 + 229/101*z + 1
*
[ -1 ] 
f(z) = -27/103*z^3 + 233/103*z + 1
*
[ -1 ] 
f(z) = -27/104*z^3 + 235/104*z + 1
*
[ -1 ] 
f(z) = -27/106*z^3 + 239/106*z + 1
*
[ -1 ] 
f(z) = -26/101*z^3 + 228/101*z + 1
*
[ -1 ] 
f(z) = -26/103*z^3 + 232/103*z + 1
*
[ -1 ] 
f(z) = -26/105*z^3 + 236/105*z + 1
*
[ -1 ] 
f(z) = -25/101*z^3 + 227/101*z + 1
*
[ -1 ] 
f(z) = -25/103*z^3 + 231/103*z + 1
*
[ -1 ] 
f(z) = -25/106*z^3 + 237/106*z + 1
*
[ -1 ] 
f(z) = -25/107*z^3 + 239/107*z + 1
*
11/5 | 0.14431434244205247799133763941302473556 | 0.026559022038237390289604390633300982150
f(z) = -25/108*z^3 + 229/108*z + 1
*
16/5 | 0.10669285538948422614298689162623116676 | 0.019764660920554757708125512329644474536
f(z) = -25/112*z^3 + 221/112*z + 1
*
1/5 | 0.14233595342897826977577193854377018404 | 0.026280154143938278712303998686890373127
f(z) = -25/112*z^3 + 225/112*z + 1
*
3/5 | 0.14233560978998384087213599791761746982 | 0.026111650285071372903209479701342818828
f(z) = -25/112*z^3 + 233/112*z + 1
*
[ -1 ] 
f(z) = -24/101*z^3 + 226/101*z + 1
*
[ -1 ] 
f(z) = -24/103*z^3 + 230/103*z + 1
*
[ -1 ] 
f(z) = -24/107*z^3 + 238/107*z + 1
*
[ -1 ] 
f(z) = -23/100*z^3 + 223/100*z + 1
*
[ -1 ] 
f(z) = -23/101*z^3 + 225/101*z + 1
*
[ -1 ] 
f(z) = -23/103*z^3 + 229/103*z + 1
*
[ -1 ] 
f(z) = -23/104*z^3 + 231/104*z + 1
*
[ -1 ] 
f(z) = -23/105*z^3 + 233/105*z + 1
*
[ -1 ] 
f(z) = -23/106*z^3 + 235/106*z + 1
*
[ -1 ] 
f(z) = -23/107*z^3 + 237/107*z + 1
*
[ -1 ] 
f(z) = -22/101*z^3 + 224/101*z + 1
*
[ -1 ] 
f(z) = -22/103*z^3 + 228/103*z + 1
*
[ -1 ] 
f(z) = -22/105*z^3 + 232/105*z + 1
*
[ -1 ] 
f(z) = -22/107*z^3 + 236/107*z + 1
*
[ -1 ] 
f(z) = -21/100*z^3 + 221/100*z + 1
*
[ -1 ] 
f(z) = -21/101*z^3 + 223/101*z + 1
*
[ -1 ] 
f(z) = -21/103*z^3 + 227/103*z + 1
*
[ -1 ] 
f(z) = -21/104*z^3 + 229/104*z + 1
*
[ -1 ] 
f(z) = -21/106*z^3 + 233/106*z + 1
*
[ -1 ] 
f(z) = -21/107*z^3 + 235/107*z + 1
*
[ -1 ] 
f(z) = -21/109*z^3 + 239/109*z + 1
*
[ 5/3 ] 
f(z) = -31/100*z^3 + 227/180*z + 1
*
[ 3/2 ] 
f(z) = -34/105*z^3 + 223/210*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.025182594111405884270250544262562226460
f(z) = -22/105*z^3 + 239/210*z + 1
*
[ 3/2 ] 
f(z) = -34/111*z^3 + 227/222*z + 1
*
26/3 | 0.21504512378692492426350825827972456445 | 0.028262423461625066193972794355034070276
f(z) = -27/104*z^3 + 252/13*z + 1
*
[ 42/5 ] 
f(z) = -25/108*z^3 + 241/14*z + 1
*
[ -10 ] 
f(z) = -23/100*z^3 + 241/10*z + 1
*
[ 20/3 ] 
f(z) = -27/100*z^3 + 257/20*z + 1
*
2/3 | 0.20029282610136171178098033511139966963 | 0.026421416577352982269533717791394691521
f(z) = -27/104*z^3 + 245/39*z + 1
*
[ 24/7 ] 
f(z) = -35/108*z^3 + 253/56*z + 1
*
[ 4 ] 
f(z) = -27/104*z^3 + 255/52*z + 1
*
[ -6/25 ] 
f(z) = -25/108*z^3 + 259/50*z + 1
*
[ -4 ] 
f(z) = -23/104*z^3 + 249/52*z + 1
*
[ 5/2 ] 
f(z) = -39/100*z^3 + 243/80*z + 1
*
[ -5/2 ] 
f(z) = -29/100*z^3 + 257/80*z + 1
*
[ -5/2 ] 
f(z) = -27/100*z^3 + 247/80*z + 1
*
[ 28/9 ] 
f(z) = -27/112*z^3 + 253/84*z + 1
*
[ -1 ] 
f(z) = -40/101*z^3 + 242/101*z + 1
*
[ -1 ] 
f(z) = -40/103*z^3 + 246/103*z + 1
*
[ -1 ] 
f(z) = -40/107*z^3 + 254/107*z + 1
*
[ -1 ] 
f(z) = -40/109*z^3 + 258/109*z + 1
*
[ -1 ] 
f(z) = -39/101*z^3 + 241/101*z + 1
*
[ -1 ] 
f(z) = -39/103*z^3 + 245/103*z + 1
*
[ -1 ] 
f(z) = -39/106*z^3 + 251/106*z + 1
*
[ -1 ] 
f(z) = -39/107*z^3 + 253/107*z + 1
*
[ -1 ] 
f(z) = -39/109*z^3 + 257/109*z + 1
*
[ -1 ] 
f(z) = -39/110*z^3 + 259/110*z + 1
*
[ -1 ] 
f(z) = -38/101*z^3 + 240/101*z + 1
*
[ -1 ] 
f(z) = -38/103*z^3 + 244/103*z + 1
*
[ -1 ] 
f(z) = -38/105*z^3 + 248/105*z + 1
*
[ -1 ] 
f(z) = -38/107*z^3 + 252/107*z + 1
*
[ -1 ] 
f(z) = -38/109*z^3 + 256/109*z + 1
*
[ -1 ] 
f(z) = -37/103*z^3 + 243/103*z + 1
*
[ -1 ] 
f(z) = -37/105*z^3 + 247/105*z + 1
*
[ -1 ] 
f(z) = -37/106*z^3 + 249/106*z + 1
*
[ -1 ] 
f(z) = -37/107*z^3 + 251/107*z + 1
*
[ -1 ] 
f(z) = -37/109*z^3 + 255/109*z + 1
*
[ -1 ] 
f(z) = -37/110*z^3 + 257/110*z + 1
*
[ -1 ] 
f(z) = -36/103*z^3 + 242/103*z + 1
*
[ -1 ] 
f(z) = -36/107*z^3 + 250/107*z + 1
*
[ -1 ] 
f(z) = -36/109*z^3 + 254/109*z + 1
*
[ -1 ] 
f(z) = -35/103*z^3 + 241/103*z + 1
*
[ -1 ] 
f(z) = -35/104*z^3 + 243/104*z + 1
*
[ -1 ] 
f(z) = -35/106*z^3 + 247/106*z + 1
*
[ -1 ] 
f(z) = -35/107*z^3 + 249/107*z + 1
*
[ -1 ] 
f(z) = -35/109*z^3 + 253/109*z + 1
*
[ -1 ] 
f(z) = -35/111*z^3 + 257/111*z + 1
*
[ -1 ] 
f(z) = -34/103*z^3 + 240/103*z + 1
*
[ -1 ] 
f(z) = -34/105*z^3 + 244/105*z + 1
*
[ -1 ] 
f(z) = -34/107*z^3 + 248/107*z + 1
*
[ -1 ] 
f(z) = -34/109*z^3 + 252/109*z + 1
*
[ -1 ] 
f(z) = -34/111*z^3 + 256/111*z + 1
*
[ -1 ] 
f(z) = -33/106*z^3 + 245/106*z + 1
*
[ -1 ] 
f(z) = -33/107*z^3 + 247/107*z + 1
*
[ -1 ] 
f(z) = -33/109*z^3 + 251/109*z + 1
*
[ -1 ] 
f(z) = -33/112*z^3 + 257/112*z + 1
*
[ -1 ] 
f(z) = -33/113*z^3 + 259/113*z + 1
*
[ -3/2 ] 
f(z) = -32/105*z^3 + 247/105*z + 1
*
[ -1 ] 
f(z) = -32/107*z^3 + 246/107*z + 1
*
[ -1 ] 
f(z) = -32/109*z^3 + 250/109*z + 1
*
[ -1 ] 
f(z) = -32/111*z^3 + 254/111*z + 1
*
[ -3/2 ] 
f(z) = -32/111*z^3 + 257/111*z + 1
*
[ -1 ] 
f(z) = -32/113*z^3 + 258/113*z + 1
*
[ -5/4 ] 
f(z) = -32/115*z^3 + 257/115*z + 1
*
-13/4 | 0.15153926297558421942186243183118046327 | 0.027308917855366845874044643718768821718
f(z) = -32/117*z^3 + 257/117*z + 1
*
[ -1 ] 
f(z) = -31/105*z^3 + 241/105*z + 1
*
[ -1 ] 
f(z) = -31/106*z^3 + 243/106*z + 1
*
[ -1 ] 
f(z) = -31/107*z^3 + 245/107*z + 1
*
[ -1 ] 
f(z) = -31/109*z^3 + 249/109*z + 1
*
[ -1 ] 
f(z) = -31/110*z^3 + 251/110*z + 1
*
[ -1 ] 
f(z) = -31/111*z^3 + 253/111*z + 1
*
[ -1 ] 
f(z) = -31/112*z^3 + 255/112*z + 1
*
[ -1 ] 
f(z) = -31/113*z^3 + 257/113*z + 1
*
[ -1 ] 
f(z) = -30/107*z^3 + 244/107*z + 1
*
[ -1 ] 
f(z) = -30/109*z^3 + 248/109*z + 1
*
[ -1 ] 
f(z) = -30/113*z^3 + 256/113*z + 1
*
[ -1 ] 
f(z) = -29/106*z^3 + 241/106*z + 1
*
[ -1 ] 
f(z) = -29/107*z^3 + 243/107*z + 1
*
[ -1 ] 
f(z) = -29/109*z^3 + 247/109*z + 1
*
[ -1 ] 
f(z) = -29/110*z^3 + 249/110*z + 1
*
[ -1 ] 
f(z) = -29/111*z^3 + 251/111*z + 1
*
[ -1 ] 
f(z) = -29/112*z^3 + 253/112*z + 1
*
[ -1 ] 
f(z) = -29/113*z^3 + 255/113*z + 1
*
[ -1 ] 
f(z) = -29/115*z^3 + 259/115*z + 1
*
[ -1 ] 
f(z) = -28/107*z^3 + 242/107*z + 1
*
[ -1 ] 
f(z) = -28/109*z^3 + 246/109*z + 1
*
[ -3/2 ] 
f(z) = -28/111*z^3 + 248/111*z + 1
*
[ -1 ] 
f(z) = -28/111*z^3 + 250/111*z + 1
*
[ -1 ] 
f(z) = -28/113*z^3 + 254/113*z + 1
*
[ 5/2 ] 
f(z) = -28/115*z^3 + 244/115*z + 1
*
[ -1 ] 
f(z) = -28/115*z^3 + 258/115*z + 1
*
[ 8/3 ] 
f(z) = -27/104*z^3 + 257/104*z + 1
*
[ -1 ] 
f(z) = -27/107*z^3 + 241/107*z + 1
*
[ -1 ] 
f(z) = -27/109*z^3 + 245/109*z + 1
*
[ -1 ] 
f(z) = -27/110*z^3 + 247/110*z + 1
*
[ -5/3 ] 
f(z) = -27/110*z^3 + 251/110*z + 1
*
[ -1 ] 
f(z) = -27/112*z^3 + 251/112*z + 1
*
[ -1 ] 
f(z) = -27/113*z^3 + 253/113*z + 1
*
[ -1 ] 
f(z) = -27/115*z^3 + 257/115*z + 1
*
[ -5/3 ] 
f(z) = -27/115*z^3 + 259/115*z + 1
*
[ -4/3 ] 
f(z) = -27/116*z^3 + 251/116*z + 1
*
[ -1 ] 
f(z) = -27/116*z^3 + 259/116*z + 1
*
[ -1 ] 
f(z) = -26/107*z^3 + 240/107*z + 1
*
[ -1 ] 
f(z) = -26/109*z^3 + 244/109*z + 1
*
[ -1 ] 
f(z) = -26/111*z^3 + 248/111*z + 1
*
[ -1 ] 
f(z) = -26/113*z^3 + 252/113*z + 1
*
[ -1 ] 
f(z) = -26/115*z^3 + 256/115*z + 1
*
[ -2 ] 
f(z) = -25/102*z^3 + 253/102*z + 1
*
[ -2 ] 
f(z) = -25/106*z^3 + 259/106*z + 1
*
[ -4/5 ] 
f(z) = -25/108*z^3 + 259/108*z + 1
*
[ -1 ] 
f(z) = -25/109*z^3 + 243/109*z + 1
*
[ -1 ] 
f(z) = -25/111*z^3 + 247/111*z + 1
*
[ -7/5 ] 
f(z) = -25/112*z^3 + 241/112*z + 1
*
[ -1 ] 
f(z) = -25/112*z^3 + 249/112*z + 1
*
[ -1 ] 
f(z) = -25/113*z^3 + 251/113*z + 1
*
[ -6/5 ] 
f(z) = -25/114*z^3 + 245/114*z + 1
*
[ -1 ] 
f(z) = -25/116*z^3 + 257/116*z + 1
*
[ 13/5 ] 
f(z) = -25/117*z^3 + 241/117*z + 1
*
[ -7/5 ] 
f(z) = -25/119*z^3 + 253/119*z + 1
*
[ -1 ] 
f(z) = -24/109*z^3 + 242/109*z + 1
*
[ -1 ] 
f(z) = -24/113*z^3 + 250/113*z + 1
*
[ -1 ] 
f(z) = -24/115*z^3 + 254/115*z + 1
*
[ -2 ] 
f(z) = -23/102*z^3 + 245/102*z + 1
*
[ -2 ] 
f(z) = -23/106*z^3 + 251/106*z + 1
*
[ -1 ] 
f(z) = -23/109*z^3 + 241/109*z + 1
*
[ -1 ] 
f(z) = -23/110*z^3 + 243/110*z + 1
*
[ -2 ] 
f(z) = -23/110*z^3 + 257/110*z + 1
*
[ -1 ] 
f(z) = -23/111*z^3 + 245/111*z + 1
*
[ -1 ] 
f(z) = -23/112*z^3 + 247/112*z + 1
*
[ -1 ] 
f(z) = -23/113*z^3 + 249/113*z + 1
*
-3 | 0.16358110894765027774900145676906806826 | 0.029735217415190679156234566106024600887
f(z) = -23/114*z^3 + 245/114*z + 1
*
[ -1 ] 
f(z) = -23/116*z^3 + 255/116*z + 1
*
[ -1 ] 
f(z) = -23/117*z^3 + 257/117*z + 1
*
[ -1 ] 
f(z) = -23/118*z^3 + 259/118*z + 1
*
[ -1 ] 
f(z) = -22/109*z^3 + 240/109*z + 1
*
[ -1 ] 
f(z) = -22/111*z^3 + 244/111*z + 1
*
[ -1 ] 
f(z) = -22/113*z^3 + 248/113*z + 1
*
[ -1 ] 
f(z) = -22/115*z^3 + 252/115*z + 1
*
[ -1 ] 
f(z) = -22/117*z^3 + 256/117*z + 1
*
[ -2 ] 
f(z) = -21/106*z^3 + 243/106*z + 1
*
[ -1 ] 
f(z) = -21/110*z^3 + 241/110*z + 1
*
[ -2 ] 
f(z) = -21/110*z^3 + 249/110*z + 1
*
[ -1 ] 
f(z) = -21/113*z^3 + 247/113*z + 1
*
[ -1 ] 
f(z) = -21/115*z^3 + 251/115*z + 1
*
[ -1 ] 
f(z) = -21/116*z^3 + 253/116*z + 1
*
[ -1 ] 
f(z) = -21/118*z^3 + 257/118*z + 1
*
2 | 0.19104951890905643233646621007075993315 | 0.027641276599059087089217450912667830040
f(z) = -25/112*z^3 + 251/140*z + 1
*
[ 5/3 ] 
f(z) = -37/100*z^3 + 257/180*z + 1
*
[ 12/7 ] 
f(z) = -31/108*z^3 + 247/196*z + 1
*
[ 3/2 ] 
f(z) = -38/105*z^3 + 241/210*z + 1
*
5/2 | 0.12545027624387857999212490981522280107 | 0.022872364786719468498395720480273820621
f(z) = -26/105*z^3 + 241/210*z + 1
*
[ 3/2 ] 
f(z) = -38/111*z^3 + 245/222*z + 1
*
[ 7/4 ] 
f(z) = -24/119*z^3 + 249/238*z + 1
*
[ 10 ] 
f(z) = -27/100*z^3 + 279/10*z + 1
*
[ 26/3 ] 
f(z) = -27/104*z^3 + 265/13*z + 1
*
[ -26/3 ] 
f(z) = -27/104*z^3 + 268/13*z + 1
*
[ -20/3 ] 
f(z) = -27/100*z^3 + 263/20*z + 1
*
[ 4 ] 
f(z) = -29/104*z^3 + 271/52*z + 1
*
[ -4 ] 
f(z) = -25/104*z^3 + 265/52*z + 1
*
-35/9 | 0.19403977714616626991148598044944927989 | 0.026934446980530211348486962593918323113
f(z) = -27/100*z^3 + 269/60*z + 1
*
[ -10/3 ] 
f(z) = -27/104*z^3 + 272/65*z + 1
*
[ -5/2 ] 
f(z) = -33/100*z^3 + 277/80*z + 1
*
[ -5/2 ] 
f(z) = -31/100*z^3 + 267/80*z + 1
*
-14/9 | 0.15945138860541572588856984009462800192 | 0.022816537095448608237718512042173550224
f(z) = -27/112*z^3 + 271/84*z + 1
*
[ -4/9 ] 
f(z) = -27/112*z^3 + 277/84*z + 1
*
-3/2 | 0.21316388901213561352499521627072870855 | 0.023956501528362112377345913869896840267
f(z) = -25/108*z^3 + 271/80*z + 1
*
[ -1 ] 
f(z) = -40/111*z^3 + 262/111*z + 1
*
[ -3/2 ] 
f(z) = -40/111*z^3 + 275/111*z + 1
*
[ -1 ] 
f(z) = -40/113*z^3 + 266/113*z + 1
*
[ -1 ] 
f(z) = -40/117*z^3 + 274/117*z + 1
*
[ -1 ] 
f(z) = -40/119*z^3 + 278/119*z + 1
*
[ -1 ] 
f(z) = -39/112*z^3 + 263/112*z + 1
*
[ -1 ] 
f(z) = -39/113*z^3 + 265/113*z + 1
*
[ -1 ] 
f(z) = -39/115*z^3 + 269/115*z + 1
*
[ -1 ] 
f(z) = -39/116*z^3 + 271/116*z + 1
*
[ -1 ] 
f(z) = -39/118*z^3 + 275/118*z + 1
*
[ -1 ] 
f(z) = -39/119*z^3 + 277/119*z + 1
*
[ -1 ] 
f(z) = -38/111*z^3 + 260/111*z + 1
*
[ -1 ] 
f(z) = -38/113*z^3 + 264/113*z + 1
*
[ -1 ] 
f(z) = -38/115*z^3 + 268/115*z + 1
*
[ -1 ] 
f(z) = -38/117*z^3 + 272/117*z + 1
*
[ -1 ] 
f(z) = -38/119*z^3 + 276/119*z + 1
*
-3 | 0.15740242709223105798917996741703089290 | 0.028209686131964290766373173615326544560
f(z) = -37/102*z^3 + 265/102*z + 1
*
[ -3/5 ] 
f(z) = -37/108*z^3 + 279/100*z + 1
*
[ -1 ] 
f(z) = -37/112*z^3 + 261/112*z + 1
*
[ -1 ] 
f(z) = -37/113*z^3 + 263/113*z + 1
*
[ -1 ] 
f(z) = -37/115*z^3 + 267/115*z + 1
*
[ -1 ] 
f(z) = -37/116*z^3 + 269/116*z + 1
*
[ -1 ] 
f(z) = -37/117*z^3 + 271/117*z + 1
*
[ -1 ] 
f(z) = -37/118*z^3 + 273/118*z + 1
*
[ -1 ] 
f(z) = -37/119*z^3 + 275/119*z + 1
*
[ -1 ] 
f(z) = -36/113*z^3 + 262/113*z + 1
*
[ -1 ] 
f(z) = -36/115*z^3 + 266/115*z + 1
*
[ -5/6 ] 
f(z) = -36/115*z^3 + 278/115*z + 1
*
[ 7/3 ] 
f(z) = -36/119*z^3 + 264/119*z + 1
*
[ -7/6 ] 
f(z) = -36/119*z^3 + 270/119*z + 1
*
[ -1 ] 
f(z) = -36/119*z^3 + 274/119*z + 1
*
3/14 | 0.15778608067372488141536856048659944700 | 0.017792765293215452314678182375918056392
f(z) = -35/108*z^3 + 263/112*z + 1
*
[ -1 ] 
f(z) = -35/113*z^3 + 261/113*z + 1
*
[ -1 ] 
f(z) = -35/116*z^3 + 267/116*z + 1
*
[ -1 ] 
f(z) = -35/117*z^3 + 269/117*z + 1
*
[ -1 ] 
f(z) = -35/118*z^3 + 271/118*z + 1
*
[ -1 ] 
f(z) = -34/113*z^3 + 260/113*z + 1
*
[ -1 ] 
f(z) = -34/115*z^3 + 264/115*z + 1
*
[ -1 ] 
f(z) = -34/117*z^3 + 268/117*z + 1
*
[ -10/11 ] 
f(z) = -33/100*z^3 + 261/110*z + 1
*
[ -1 ] 
f(z) = -33/115*z^3 + 263/115*z + 1
*
[ -1 ] 
f(z) = -33/116*z^3 + 265/116*z + 1
*
[ -1 ] 
f(z) = -33/118*z^3 + 269/118*z + 1
*
[ -1 ] 
f(z) = -33/119*z^3 + 271/119*z + 1
*
[ -3/4 ] 
f(z) = -32/111*z^3 + 277/111*z + 1
*
[ -1 ] 
f(z) = -32/115*z^3 + 262/115*z + 1
*
[ 5/2 ] 
f(z) = -32/115*z^3 + 269/115*z + 1
*
[ -1 ] 
f(z) = -32/119*z^3 + 270/119*z + 1
*
[ -2 ] 
f(z) = -31/102*z^3 + 277/102*z + 1
*
[ -3/5 ] 
f(z) = -31/108*z^3 + 277/100*z + 1
*
[ -1 ] 
f(z) = -31/115*z^3 + 261/115*z + 1
*
[ -1 ] 
f(z) = -31/116*z^3 + 263/116*z + 1
*
[ -1 ] 
f(z) = -31/117*z^3 + 265/117*z + 1
*
[ -1 ] 
f(z) = -31/118*z^3 + 267/118*z + 1
*
[ -1 ] 
f(z) = -31/119*z^3 + 269/119*z + 1
*
[ -1 ] 
f(z) = -30/119*z^3 + 268/119*z + 1
*
[ -2 ] 
f(z) = -29/102*z^3 + 269/102*z + 1
*
[ -2 ] 
f(z) = -29/106*z^3 + 275/106*z + 1
*
[ -1 ] 
f(z) = -29/117*z^3 + 263/117*z + 1
*
[ -1 ] 
f(z) = -29/118*z^3 + 265/118*z + 1
*
[ -1 ] 
f(z) = -29/119*z^3 + 267/119*z + 1
*
[ -1 ] 
f(z) = -28/117*z^3 + 262/117*z + 1
*
[ -2 ] 
f(z) = -27/106*z^3 + 267/106*z + 1
*
[ -2/3 ] 
f(z) = -27/106*z^3 + 277/106*z + 1
*
10/3 | 0.14315185811231319634670518980722356320 | 0.025621171861948359764277892830904683120
f(z) = -27/110*z^3 + 267/110*z + 1
*
[ -1 ] 
f(z) = -27/118*z^3 + 263/118*z + 1
*
[ -1 ] 
f(z) = -27/119*z^3 + 265/119*z + 1
*
[ -1 ] 
f(z) = -26/119*z^3 + 264/119*z + 1
*
[ -26/15 ] 
f(z) = -25/104*z^3 + 269/117*z + 1
*
[ -4/5 ] 
f(z) = -25/116*z^3 + 277/116*z + 1
*
[ -9/5 ] 
f(z) = -25/117*z^3 + 263/117*z + 1
*
[ -1 ] 
f(z) = -25/118*z^3 + 261/118*z + 1
*
[ -2 ] 
f(z) = -25/118*z^3 + 277/118*z + 1
*
[ -1 ] 
f(z) = -25/119*z^3 + 263/119*z + 1
*
[ -1 ] 
f(z) = -24/119*z^3 + 262/119*z + 1
*
[ 3 ] 
f(z) = -23/102*z^3 + 275/102*z + 1
*
[ 3 ] 
f(z) = -23/105*z^3 + 277/105*z + 1
*
[ -2 ] 
f(z) = -23/114*z^3 + 263/114*z + 1
*
[ -2 ] 
f(z) = -23/118*z^3 + 269/118*z + 1
*
[ -1 ] 
f(z) = -23/119*z^3 + 261/119*z + 1
*
[ 3 ] 
f(z) = -22/105*z^3 + 268/105*z + 1
*
[ 3 ] 
f(z) = -22/111*z^3 + 272/111*z + 1
*
[ -1 ] 
f(z) = -22/119*z^3 + 260/119*z + 1
*
[ -2 ] 
f(z) = -21/118*z^3 + 261/118*z + 1
*
-10/3 | 0.11275974082423461514227864166825636282 | 0.016084839442035751031732078266114223904
f(z) = -27/112*z^3 + 277/140*z + 1
*
[ 12/7 ] 
f(z) = -37/108*z^3 + 279/196*z + 1
*
[ 9/5 ] 
f(z) = -35/108*z^3 + 269/180*z + 1
*
-66/35 | 0.23146776556606390933325734524726134450 | 0.027185480765187838246716671381475976928
f(z) = -35/108*z^3 + 277/210*z + 1
*
[ 2 ] 
f(z) = -22/101*z^3 + 277/202*z + 1
*
[ 2 ] 
f(z) = -22/103*z^3 + 279/206*z + 1
*
[ 2 ] 
f(z) = -21/101*z^3 + 269/202*z + 1
*
[ 2 ] 
f(z) = -21/103*z^3 + 271/206*z + 1
*
[ 2 ] 
f(z) = -21/107*z^3 + 275/214*z + 1
*
[ 2 ] 
f(z) = -21/109*z^3 + 277/218*z + 1
*
[ 14/9 ] 
f(z) = -27/104*z^3 + 269/273*z + 1
*
[ 10 ] 
f(z) = -29/100*z^3 + 299/10*z + 1
*
[ -10 ] 
f(z) = -27/100*z^3 + 281/10*z + 1
*
[ 4 ] 
f(z) = -31/104*z^3 + 287/52*z + 1
*
[ -4 ] 
f(z) = -29/104*z^3 + 297/52*z + 1
*
[ -4 ] 
f(z) = -27/104*z^3 + 281/52*z + 1
*
[ -3/8 ] 
f(z) = -32/117*z^3 + 289/78*z + 1
*
-40/9 | 0.15011892579535199441891326251547608366 | 0.020712365054842079905727695337776873631
f(z) = -27/100*z^3 + 281/60*z + 1
*
[ -5/2 ] 
f(z) = -37/100*z^3 + 297/80*z + 1
*
[ -14/5 ] 
f(z) = -25/104*z^3 + 295/91*z + 1
*
[ 10/3 ] 
f(z) = -23/100*z^3 + 293/90*z + 1
*
3 | 0.16358100035117059927704671785636511043 | 0.028764147917189597816030502199740369385
f(z) = -37/114*z^3 + 295/114*z + 1
*
[ -5/3 ] 
f(z) = -36/115*z^3 + 284/115*z + 1
*
[ 5/2 ] 
f(z) = -36/115*z^3 + 294/115*z + 1
*
3 | 0.15891273823098324115865057937140715751 | 0.028184239472427709139553682286696616277
f(z) = -35/102*z^3 + 281/102*z + 1
*
[ -2 ] 
f(z) = -35/102*z^3 + 293/102*z + 1
*
[ -2 ] 
f(z) = -35/106*z^3 + 299/106*z + 1
*
[ -2 ] 
f(z) = -33/106*z^3 + 291/106*z + 1
*
[ -7/4 ] 
f(z) = -32/119*z^3 + 285/119*z + 1
*
[ -2 ] 
f(z) = -31/106*z^3 + 283/106*z + 1
*
[ -2 ] 
f(z) = -31/110*z^3 + 289/110*z + 1
*
[ -2 ] 
f(z) = -31/114*z^3 + 295/114*z + 1
*
[ -2 ] 
f(z) = -29/110*z^3 + 281/110*z + 1
*
[ -2 ] 
f(z) = -29/114*z^3 + 287/114*z + 1
*
-3 | 0.16360147235781753454163078365291596967 | 0.028699779280598260966737630394547396160
f(z) = -29/114*z^3 + 299/114*z + 1
*
[ -2 ] 
f(z) = -29/118*z^3 + 293/118*z + 1
*
-11/3 | 0.13652874506049493527702298594652530920 | 0.024183868440510983551741598707388432111
f(z) = -27/110*z^3 + 283/110*z + 1
*
[ -2/3 ] 
f(z) = -27/110*z^3 + 287/110*z + 1
*
[ -2 ] 
f(z) = -27/118*z^3 + 285/118*z + 1
*
[ -3/5 ] 
f(z) = -25/102*z^3 + 281/102*z + 1
*
[ 3 ] 
f(z) = -25/102*z^3 + 293/102*z + 1
*
-18/5 | 0.16738592692247798944233638432648057644 | 0.021698329202158302862083833502847221375
f(z) = -25/104*z^3 + 280/117*z + 1
*
[ 3 ] 
f(z) = -25/111*z^3 + 299/111*z + 1
*
-16/5 | 0.14037255120784236371112182185112152150 | 0.024742561739801385375144049330612309051
f(z) = -25/112*z^3 + 291/112*z + 1
*
[ 3 ] 
f(z) = -23/111*z^3 + 281/111*z + 1
*
[ 3 ] 
f(z) = -23/114*z^3 + 283/114*z + 1
*
[ 12/5 ] 
f(z) = -25/117*z^3 + 283/156*z + 1
*
-9/5 | 0.19310784608342635791020153309824606310 | 0.028544971691401207507828621932378608737
f(z) = -35/108*z^3 + 289/180*z + 1
*
-3/2 | 0.10921101988933891310224589648402657414 | 0.019226707955312906054569619239579072528
f(z) = -34/105*z^3 + 293/210*z + 1
*
[ 2 ] 
f(z) = -24/101*z^3 + 293/202*z + 1
*
[ 2 ] 
f(z) = -24/103*z^3 + 295/206*z + 1
*
[ 2 ] 
f(z) = -24/107*z^3 + 299/214*z + 1
*
[ 2 ] 
f(z) = -23/101*z^3 + 285/202*z + 1
*
[ 2 ] 
f(z) = -23/103*z^3 + 287/206*z + 1
*
[ 2 ] 
f(z) = -23/105*z^3 + 289/210*z + 1
*
[ 2 ] 
f(z) = -23/107*z^3 + 291/214*z + 1
*
[ 2 ] 
f(z) = -23/109*z^3 + 293/218*z + 1
*
[ 2 ] 
f(z) = -22/105*z^3 + 281/210*z + 1
*
[ 2 ] 
f(z) = -22/107*z^3 + 283/214*z + 1
*
[ 2 ] 
f(z) = -22/109*z^3 + 285/218*z + 1
*
-9/8 | 0.16962341587547079870408869087517265594 | 0.029934811692053283501586236666869926860
f(z) = -32/117*z^3 + 289/234*z + 1
*
[ 2 ] 
f(z) = -23/111*z^3 + 295/222*z + 1
*
[ 2 ] 
f(z) = -23/113*z^3 + 297/226*z + 1
*
[ 2 ] 
f(z) = -22/111*z^3 + 287/222*z + 1
*
[ 2 ] 
f(z) = -22/113*z^3 + 289/226*z + 1
*
[ 2 ] 
f(z) = -22/115*z^3 + 291/230*z + 1
*
[ 2 ] 
f(z) = -22/117*z^3 + 293/234*z + 1
*
[ 2 ] 
f(z) = -22/119*z^3 + 295/238*z + 1
*
[ 2 ] 
f(z) = -21/113*z^3 + 281/226*z + 1
*
[ 2 ] 
f(z) = -21/115*z^3 + 283/230*z + 1
*
[ 11/20 ] 
f(z) = -32/121*z^3 - 203/275*z + 1
*
[ 8/15 ] 
f(z) = -27/128*z^3 - 163/200*z + 1
*
[ 11/18 ] 
f(z) = -24/121*z^3 - 167/297*z + 1
*
[ 11/20 ] 
f(z) = -25/121*z^3 - 133/176*z + 1
*
[ 11/19 ] 
f(z) = -38/121*z^3 - 130/209*z + 1
*
[ 5/8 ] 
f(z) = -32/135*z^3 - 137/270*z + 1
*
[ 2/3 ] 
f(z) = -23/128*z^3 - 121/288*z + 1
*
[ 5/9 ] 
f(z) = -21/125*z^3 - 101/135*z + 1
*
[ 15/28 ] 
f(z) = -28/135*z^3 - 113/140*z + 1
*
[ 10/17 ] 
f(z) = -34/125*z^3 - 103/170*z + 1
*
-5/12 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = -28/125*z^3 - 101/180*z + 1
*
[ 2/3 ] 
f(z) = -27/125*z^3 - 101/250*z + 1
*
[ 2/3 ] 
f(z) = -27/127*z^3 - 103/254*z + 1
*
[ 2/3 ] 
f(z) = -36/133*z^3 - 101/266*z + 1
*
[ 2/3 ] 
f(z) = -36/137*z^3 - 105/274*z + 1
*
[ 2/3 ] 
f(z) = -36/139*z^3 - 107/278*z + 1
*
[ 2/3 ] 
f(z) = -27/131*z^3 - 107/262*z + 1
*
[ 2/3 ] 
f(z) = -27/133*z^3 - 109/266*z + 1
*
[ 2/3 ] 
f(z) = -27/137*z^3 - 113/274*z + 1
*
[ 2/3 ] 
f(z) = -27/139*z^3 - 115/278*z + 1
*
[ 2/3 ] 
f(z) = -37/128*z^3 - 107/288*z + 1
*
[ 2/3 ] 
f(z) = -35/128*z^3 - 109/288*z + 1
*
[ 2/3 ] 
f(z) = -31/128*z^3 - 113/288*z + 1
*
[ 2/3 ] 
f(z) = -29/128*z^3 - 115/288*z + 1
*
[ 2/3 ] 
f(z) = -25/128*z^3 - 119/288*z + 1
*
[ 5/9 ] 
f(z) = -33/125*z^3 - 97/135*z + 1
*
[ 15/26 ] 
f(z) = -26/135*z^3 - 87/130*z + 1
*
[ 3/5 ] 
f(z) = -25/138*z^3 - 83/138*z + 1
*
[ 5/8 ] 
f(z) = -26/125*z^3 - 83/160*z + 1
*
-4/7 | 0.20455370814884590348070464293767978531 | 0.025904178174646298297388111325597633800
f(z) = -21/128*z^3 - 89/168*z + 1
*
[ 2/3 ] 
f(z) = -36/121*z^3 - 89/242*z + 1
*
[ 2/3 ] 
f(z) = -36/125*z^3 - 93/250*z + 1
*
[ 2/3 ] 
f(z) = -36/127*z^3 - 95/254*z + 1
*
[ 2/3 ] 
f(z) = -27/121*z^3 - 97/242*z + 1
*
[ 2/3 ] 
f(z) = -36/131*z^3 - 99/262*z + 1
*
[ 3/5 ] 
f(z) = -37/135*z^3 - 71/125*z + 1
*
[ 3/5 ] 
f(z) = -34/135*z^3 - 72/125*z + 1
*
[ 20/33 ] 
f(z) = -33/125*z^3 - 73/132*z + 1
*
15/16 | 0.12286189560969062039409098072691169047 | 0.015345522744435878108991597838562880001
f(z) = -32/125*z^3 - 61/120*z + 1
*
[ 3/5 ] 
f(z) = -31/135*z^3 - 73/125*z + 1
*
[ 3/5 ] 
f(z) = -28/135*z^3 - 74/125*z + 1
*
[ 11/18 ] 
f(z) = -27/121*z^3 - 73/132*z + 1
*
[ 3/5 ] 
f(z) = -25/123*z^3 - 73/123*z + 1
*
[ 3/5 ] 
f(z) = -25/129*z^3 - 77/129*z + 1
*
[ 3/5 ] 
f(z) = -25/132*z^3 - 79/132*z + 1
*
[ 3/5 ] 
f(z) = -22/135*z^3 - 76/125*z + 1
*
[ 2/3 ] 
f(z) = -31/136*z^3 - 61/153*z + 1
*
[ 2/3 ] 
f(z) = -29/136*z^3 - 62/153*z + 1
*
[ 2/3 ] 
f(z) = -25/136*z^3 - 64/153*z + 1
*
[ 2/3 ] 
f(z) = -23/136*z^3 - 65/153*z + 1
*
[ 5/8 ] 
f(z) = -38/125*z^3 - 77/160*z + 1
*
[ 5/8 ] 
f(z) = -34/125*z^3 - 79/160*z + 1
*
[ 2/3 ] 
f(z) = -39/124*z^3 - 67/186*z + 1
*
[ 11/17 ] 
f(z) = -34/121*z^3 - 80/187*z + 1
*
[ 2/3 ] 
f(z) = -33/124*z^3 - 71/186*z + 1
*
[ 2/3 ] 
f(z) = -21/124*z^3 - 79/186*z + 1
*
-10/7 | 0.22319248816434925375834416892355781271 | 0.026055676143569770078121735525965704826
f(z) = -21/125*z^3 - 61/210*z + 1
*
[ 5/7 ] 
f(z) = -37/125*z^3 - 61/245*z + 1
*
[ 5/7 ] 
f(z) = -36/125*z^3 - 62/245*z + 1
*
[ 5/7 ] 
f(z) = -34/125*z^3 - 64/245*z + 1
*
[ 5/7 ] 
f(z) = -32/125*z^3 - 66/245*z + 1
*
[ 5/7 ] 
f(z) = -31/125*z^3 - 67/245*z + 1
*
[ 5/7 ] 
f(z) = -29/125*z^3 - 69/245*z + 1
*
[ 5/7 ] 
f(z) = -27/125*z^3 - 71/245*z + 1
*
[ 5/7 ] 
f(z) = -26/125*z^3 - 72/245*z + 1
*
[ 5/7 ] 
f(z) = -24/125*z^3 - 74/245*z + 1
*
[ 5/7 ] 
f(z) = -22/125*z^3 - 76/245*z + 1
*
[ 11/15 ] 
f(z) = -27/121*z^3 - 67/275*z + 1
*
8/7 | 0.20127013232963809486775906802069375335 | 0.023939702073517194586884037062634924815
f(z) = -35/128*z^3 - 61/280*z + 1
*
[ 8/15 ] 
f(z) = -25/128*z^3 - 59/72*z + 1
*
[ 11/18 ] 
f(z) = -36/121*z^3 - 52/99*z + 1
*
[ 5/9 ] 
f(z) = -34/125*z^3 - 58/81*z + 1
*
[ 5/9 ] 
f(z) = -29/125*z^3 - 59/81*z + 1
*
[ 5/8 ] 
f(z) = -28/125*z^3 - 41/80*z + 1
*
10/11 | 0.25258042550007318169064784599338943476 | 0.027142694010978674545762980895523057464
f(z) = -22/125*z^3 - 51/88*z + 1
*
[ 2/3 ] 
f(z) = -21/128*z^3 - 41/96*z + 1
*
[ 8/13 ] 
f(z) = -39/128*z^3 - 53/104*z + 1
*
[ 15/23 ] 
f(z) = -23/135*z^3 - 53/115*z + 1
*
[ 15/22 ] 
f(z) = -22/135*z^3 - 43/110*z + 1
*
[ 2/3 ] 
f(z) = -37/120*z^3 - 49/135*z + 1
*
5/4 | 0.13152776584767868206624047255257066968 | 0.026813536812620701245753288411797834239
f(z) = -32/135*z^3 - 58/135*z + 1
*
[ 2/3 ] 
f(z) = -31/120*z^3 - 52/135*z + 1
*
[ 2/3 ] 
f(z) = -29/120*z^3 - 53/135*z + 1
*
[ 2/3 ] 
f(z) = -27/122*z^3 - 49/122*z + 1
*
[ 2/3 ] 
f(z) = -27/130*z^3 - 53/130*z + 1
*
[ 2/3 ] 
f(z) = -27/134*z^3 - 55/134*z + 1
*
[ 2/3 ] 
f(z) = -23/120*z^3 - 56/135*z + 1
*
[ 2/3 ] 
f(z) = -37/136*z^3 - 58/153*z + 1
*
[ 2/3 ] 
f(z) = -35/136*z^3 - 59/153*z + 1
*
[ 3/4 ] 
f(z) = -40/129*z^3 - 41/258*z + 1
*
[ 5/7 ] 
f(z) = -39/125*z^3 - 59/245*z + 1
*
[ 3/4 ] 
f(z) = -37/135*z^3 - 43/240*z + 1
*
[ 3/4 ] 
f(z) = -31/135*z^3 - 49/240*z + 1
*
[ 11/15 ] 
f(z) = -36/121*z^3 - 56/275*z + 1
*
[ 5/9 ] 
f(z) = -36/125*z^3 - 32/45*z + 1
*
[ 4/7 ] 
f(z) = -35/128*z^3 - 37/56*z + 1
*
[ 3/5 ] 
f(z) = -25/126*z^3 - 25/42*z + 1
*
[ 5/8 ] 
f(z) = -24/125*z^3 - 21/40*z + 1
*
[ 4/7 ] 
f(z) = -21/128*z^3 - 39/56*z + 1
*
[ 2/3 ] 
f(z) = -21/136*z^3 - 22/51*z + 1
*
[ 5/8 ] 
f(z) = -37/125*z^3 - 31/64*z + 1
*
[ 2/3 ] 
f(z) = -27/124*z^3 - 25/62*z + 1
*
[ 5/8 ] 
f(z) = -27/125*z^3 - 33/64*z + 1
*
-5/18 | 0.095118132423787019242570844615102412633 | 0.013006326541409140950095272877869064421
f(z) = -27/125*z^3 - 23/60*z + 1
*
6/5 | 0.12142285502675500825116890658633065465 | 0.024867454578710116610335801396328969703
f(z) = -25/132*z^3 - 37/66*z + 1
*
[ 2/3 ] 
f(z) = -39/128*z^3 - 35/96*z + 1
*
[ 5/8 ] 
f(z) = -36/125*z^3 - 39/80*z + 1
*
[ 2/3 ] 
f(z) = -33/128*z^3 - 37/96*z + 1
*
[ 8/11 ] 
f(z) = -33/128*z^3 - 21/88*z + 1
*
[ 11/16 ] 
f(z) = -32/121*z^3 - 29/88*z + 1
*
[ 11/15 ] 
f(z) = -25/121*z^3 - 25/99*z + 1
*
[ 20/27 ] 
f(z) = -27/125*z^3 - 25/108*z + 1
*
[ 3/4 ] 
f(z) = -34/135*z^3 - 23/120*z + 1
*
[ 3/4 ] 
f(z) = -32/123*z^3 - 23/123*z + 1
*
[ 3/4 ] 
f(z) = -32/129*z^3 - 25/129*z + 1
*
[ 10/13 ] 
f(z) = -26/125*z^3 - 23/130*z + 1
*
[ 3/4 ] 
f(z) = -22/135*z^3 - 29/120*z + 1
*
[ 11/15 ] 
f(z) = -30/121*z^3 - 38/165*z + 1
*
[ 4/5 ] 
f(z) = -29/128*z^3 - 21/200*z + 1
*
[ 4/5 ] 
f(z) = -27/128*z^3 - 23/200*z + 1
*
[ 4/5 ] 
f(z) = -23/128*z^3 - 27/200*z + 1
*
20/21 | 0.20246597750007433945201496520034201295 | 0.023636046101823347497121292401510407997
f(z) = -21/125*z^3 - 31/210*z + 1
*
[ 4/5 ] 
f(z) = -21/128*z^3 - 29/200*z + 1
*
[ 3/4 ] 
f(z) = -40/123*z^3 - 37/246*z + 1
*
[ 4/5 ] 
f(z) = -25/122*z^3 - 29/244*z + 1
*
[ 4/5 ] 
f(z) = -25/126*z^3 - 31/252*z + 1
*
4/3 | 0.22306984995558253413156000431574612072 | 0.026719630984634863775396306689882985634
f(z) = -33/128*z^3 - 29/264*z + 1
*
[ 4/5 ] 
f(z) = -25/134*z^3 - 35/268*z + 1
*
[ 4/5 ] 
f(z) = -25/138*z^3 - 37/276*z + 1
*
[ 15/19 ] 
f(z) = -38/125*z^3 - 22/285*z + 1
*
[ 15/19 ] 
f(z) = -38/135*z^3 - 26/285*z + 1
*
[ 5/8 ] 
f(z) = -32/125*z^3 - 1/2*z + 1
*
[ 3/4 ] 
f(z) = -32/135*z^3 - 1/5*z + 1
*
[ 5/7 ] 
f(z) = -28/125*z^3 - 2/7*z + 1
*
[ 5/9 ] 
f(z) = -27/125*z^3 - 11/15*z + 1
*
-10/9 | 0.089413217357450020811153296290343757751 | 0.015085934422947427775558326730784228522
f(z) = -27/125*z^3 - 1/3*z + 1
*
[ 2/3 ] 
f(z) = -27/136*z^3 - 7/17*z + 1
*
[ 5/6 ] 
f(z) = -26/125*z^3 - 1/18*z + 1
*
[ 4/5 ] 
f(z) = -25/128*z^3 - 1/8*z + 1
*
-5/6 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -24/125*z^3 - 1/6*z + 1
*
[ 5/6 ] 
f(z) = -24/125*z^3 - 1/15*z + 1
*
[ 5/6 ] 
f(z) = -21/125*z^3 - 1/12*z + 1
*
[ 5/9 ] 
f(z) = -39/125*z^3 - 19/27*z + 1
*
[ 10/13 ] 
f(z) = -39/125*z^3 - 3/26*z + 1
*
[ 5/6 ] 
f(z) = -31/125*z^3 - 1/36*z + 1
*
[ 5/6 ] 
f(z) = -27/125*z^3 - 1/20*z + 1
*
[ 2/3 ] 
f(z) = -27/128*z^3 - 13/32*z + 1
*
[ 5/9 ] 
f(z) = -24/125*z^3 - 20/27*z + 1
*
[ 5/8 ] 
f(z) = -22/125*z^3 - 17/32*z + 1
*
[ 5/7 ] 
f(z) = -21/125*z^3 - 11/35*z + 1
*
10/7 | 0.19751933674941187109478400425940929829 | 0.025088714201368033165306343988329095597
f(z) = -21/125*z^3 - 4/21*z + 1
*
[ 2/3 ] 
f(z) = -39/136*z^3 - 19/51*z + 1
*
[ 5/7 ] 
f(z) = -38/125*z^3 - 12/49*z + 1
*
[ 3/4 ] 
f(z) = -38/135*z^3 - 7/40*z + 1
*
[ 4/5 ] 
f(z) = -35/128*z^3 - 3/40*z + 1
*
[ 5/7 ] 
f(z) = -33/125*z^3 - 13/49*z + 1
*
[ 2/3 ] 
f(z) = -33/136*z^3 - 20/51*z + 1
*
5/16 | 0.17926562965225774610597968240529257213 | 0.025951357917629165313919478882086247575
f(z) = -32/125*z^3 - 7/40*z + 1
*
[ 5/6 ] 
f(z) = -32/125*z^3 - 1/45*z + 1
*
3/16 | 0.19345360510442675351966624615949075220 | 0.027696701804082888313793684205739717202
f(z) = -32/135*z^3 - 13/40*z + 1
*
[ 5/6 ] 
f(z) = -28/125*z^3 - 2/45*z + 1
*
[ 3/4 ] 
f(z) = -26/135*z^3 - 9/40*z + 1
*
[ 5/7 ] 
f(z) = -23/125*z^3 - 15/49*z + 1
*
5/4 | 0.21148255371039186969467423883553631631 | 0.028917842279676474225158424077632095186
f(z) = -36/125*z^3 - 1/60*z + 1
*
[ 5/6 ] 
f(z) = -33/125*z^3 - 1/60*z + 1
*
[ 11/14 ] 
f(z) = -28/121*z^3 - 10/77*z + 1
*
[ 3/4 ] 
f(z) = -28/135*z^3 - 13/60*z + 1
*
[ 6/7 ] 
f(z) = -28/135*z^3 - 1/70*z + 1
*
[ 4/5 ] 
f(z) = -25/136*z^3 - 9/68*z + 1
*
5/3 | 0.19254239770956087973948688420657473457 | 0.026327990614018319810804345634837379826
f(z) = -24/125*z^3 - 19/60*z + 1
*
[ 5/6 ] 
f(z) = -34/125*z^3 - 1/90*z + 1
*
[ 3/4 ] 
f(z) = -29/135*z^3 - 17/80*z + 1
*
[ 20/23 ] 
f(z) = -23/125*z^3 - 1/92*z + 1
*
[ 3/4 ] 
f(z) = -23/135*z^3 - 19/80*z + 1
*
[ 5/6 ] 
f(z) = -22/125*z^3 - 7/90*z + 1
*
20/9 | 0.17882839113296119971504713357805540256 | 0.023654297326641601013895242985494930778
f(z) = -27/128*z^3 - 1/120*z + 1
*
5/3 | 0.14253807048419486211765426495037793975 | 0.029283423041998983567584911416839125988
f(z) = -27/130*z^3 - 3/130*z + 1
*
[ 4/5 ] 
f(z) = -25/124*z^3 - 15/124*z + 1
*
[ 4/5 ] 
f(z) = -25/132*z^3 - 17/132*z + 1
*
[ 11/13 ] 
f(z) = -26/121*z^3 - 4/143*z + 1
*
8/21 | 0.19795853168676957557845709408401435492 | 0.025068981258819463401951559414261724524
f(z) = -21/128*z^3 - 17/168*z + 1
*
4/3 | 0.17228641388825308263707812662260040795 | 0.021817927442237592055668750057795490639
f(z) = -21/128*z^3 - 5/168*z + 1
*
[ 5/6 ] 
f(z) = -29/125*z^3 - 7/180*z + 1
*
[ 5/6 ] 
f(z) = -23/125*z^3 - 13/180*z + 1
*
[ 4/5 ] 
f(z) = -39/128*z^3 - 11/200*z + 1
*
[ 4/5 ] 
f(z) = -37/128*z^3 - 13/200*z + 1
*
[ 4/5 ] 
f(z) = -33/128*z^3 - 17/200*z + 1
*
[ 4/5 ] 
f(z) = -31/128*z^3 - 19/200*z + 1
*
[ -5 ] 
f(z) = -39/125*z^3 + 9*z + 1
*
[ 5/4 ] 
f(z) = -39/125*z^3 + 11/16*z + 1
*
[ 5/3 ] 
f(z) = -39/125*z^3 + 19/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -39/136*z^3 + 11/17*z + 1
*
[ 5/2 ] 
f(z) = -38/125*z^3 + 5/2*z + 1
*
[ 3 ] 
f(z) = -38/135*z^3 + 16/5*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -37/120*z^3 + 11/15*z + 1
*
[ 5/3 ] 
f(z) = -37/125*z^3 + 11/9*z + 1
*
[ -5/2 ] 
f(z) = -37/125*z^3 + 13/4*z + 1
*
[ -3 ] 
f(z) = -37/135*z^3 + 19/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -37/136*z^3 + 10/17*z + 1
*
[ 11/6 ] 
f(z) = -36/121*z^3 + 16/11*z + 1
*
[ 5/6 ] 
f(z) = -36/125*z^3 + 1
*
[ 5/3 ] 
f(z) = -36/125*z^3 + 6/5*z + 1
*
[ 5 ] 
f(z) = -36/125*z^3 + 8*z + 1
*
[ -10/3 ] 
f(z) = -36/125*z^3 + 9/2*z + 1
*
[ -5/4 ] 
f(z) = -36/125*z^3 + 9/4*z + 1
*
5/2 | 0.12206954629492159283417187679291743284 | 0.020595760055050669293537803308612564555
f(z) = -36/125*z^3 + 11/15*z + 1
*
[ -5/2 ] 
f(z) = -36/125*z^3 + 16/5*z + 1
*
-5/6 | 0.093092086621523560149415339727903856725 | 0.015381810152355699062158408293414245598
f(z) = -36/125*z^3 + 17/5*z + 1
*
-35/18 | 0.098456070055674012762942368619664017751 | 0.012850710962730957394955149228924626163
f(z) = -36/125*z^3 + 17/9*z + 1
*
-5/3 | 0.16642957075299949963529019867458559865 | 0.027003256533976010448213134918421071833
f(z) = -36/125*z^3 + 19/10*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -35/136*z^3 + 9/17*z + 1
*
[ 5/4 ] 
f(z) = -34/125*z^3 + 5/8*z + 1
*
[ -5 ] 
f(z) = -34/125*z^3 + 8*z + 1
*
[ 3/2 ] 
f(z) = -34/135*z^3 + 9/10*z + 1
*
[ -3 ] 
f(z) = -34/135*z^3 + 18/5*z + 1
*
[ -5/3 ] 
f(z) = -33/125*z^3 + 7/3*z + 1
*
[ 5/2 ] 
f(z) = -33/125*z^3 + 9/4*z + 1
*
[ 5/3 ] 
f(z) = -33/125*z^3 + 17/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -33/136*z^3 + 8/17*z + 1
*
[ -5/2 ] 
f(z) = -32/125*z^3 + 3*z + 1
*
[ 5/4 ] 
f(z) = -32/125*z^3 + 3/5*z + 1
*
15/4 | 0.089554365735736081482323753696616631817 | 0.013219870975343265304243859243163911789
f(z) = -32/125*z^3 + 7/2*z + 1
*
5/2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -32/125*z^3 + 7/10*z + 1
*
5/8 | 0.093333228807348833170179395196613506166 | 0.013284850872263876385033416346006109620
f(z) = -32/125*z^3 + 9/2*z + 1
*
[ 5/3 ] 
f(z) = -32/125*z^3 + 10/9*z + 1
*
[ 15/4 ] 
f(z) = -32/125*z^3 + 13/3*z + 1
*
-15/4 | 0.10417902224090848978656437893184765136 | 0.017387905982218425559697783088241573601
f(z) = -32/125*z^3 + 16/5*z + 1
*
[ -3/2 ] 
f(z) = -32/135*z^3 + 11/5*z + 1
*
[ 3/2 ] 
f(z) = -32/135*z^3 + 13/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -31/120*z^3 + 8/15*z + 1
*
[ 5 ] 
f(z) = -31/125*z^3 + 7*z + 1
*
[ -3 ] 
f(z) = -31/135*z^3 + 17/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -31/136*z^3 + 7/17*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.014268971343205801217400174708480974976
f(z) = -29/120*z^3 + 7/15*z + 1
*
[ -5 ] 
f(z) = -29/125*z^3 + 7*z + 1
*
[ 5/4 ] 
f(z) = -29/125*z^3 + 9/16*z + 1
*
[ 3 ] 
f(z) = -29/135*z^3 + 13/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -29/136*z^3 + 6/17*z + 1
*
[ 5/2 ] 
f(z) = -28/125*z^3 + 2*z + 1
*
[ -5/2 ] 
f(z) = -28/125*z^3 + 14/5*z + 1
*
5/2 | 0.19842347118424505287854631239724395229 | 0.025528082318099437545659210271540735594
f(z) = -28/125*z^3 + 19/7*z + 1
*
[ 3/2 ] 
f(z) = -28/135*z^3 + 4/5*z + 1
*
[ -3 ] 
f(z) = -28/135*z^3 + 16/5*z + 1
*
[ 5/3 ] 
f(z) = -27/125*z^3 + z + 1
*
5/3 | 0.19150696763697699776684567468050760268 | 0.027723473096921246726705157361602091661
f(z) = -27/125*z^3 + 8/3*z + 1
*
[ -5/2 ] 
f(z) = -27/125*z^3 + 11/4*z + 1
*
[ -5/3 ] 
f(z) = -27/125*z^3 + 11/5*z + 1
*
[ -10/9 ] 
f(z) = -27/125*z^3 + 13/6*z + 1
*
-10/9 | 0.093756886231384523326277860418271835176 | 0.012555541353335509213006924119591140526
f(z) = -27/125*z^3 + 14/3*z + 1
*
40/9 | 0.18146507100238997614676348358885785917 | 0.023346306980525146457852035776327720514
f(z) = -27/125*z^3 + 19/6*z + 1
*
-20/9 | 0.089413217357450020811153296290343757751 | 0.014507326041324088350861752446954307241
f(z) = -27/125*z^3 + 19/15*z + 1
*
[ 4/3 ] 
f(z) = -27/128*z^3 + 5/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -27/136*z^3 + 5/17*z + 1
*
[ 5 ] 
f(z) = -26/125*z^3 + 6*z + 1
*
[ -5/4 ] 
f(z) = -26/125*z^3 + 17/8*z + 1
*
[ 5/2 ] 
f(z) = -26/125*z^3 + 19/10*z + 1
*
[ 3 ] 
f(z) = -26/135*z^3 + 12/5*z + 1
*
[ 11/5 ] 
f(z) = -25/121*z^3 + 17/11*z + 1
*
12/5 | 0.064180294496291232353447418653534867414 | 0.013227513227513227513227513227513227513
f(z) = -25/128*z^3 + 3/8*z + 1
*
[ -8/5 ] 
f(z) = -25/128*z^3 + 17/8*z + 1
*
[ -4/5 ] 
f(z) = -25/128*z^3 + 19/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -25/136*z^3 + 4/17*z + 1
*
[ 5/4 ] 
f(z) = -24/125*z^3 + 1/2*z + 1
*
5/2 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = -24/125*z^3 + 2/15*z + 1
*
[ -5 ] 
f(z) = -24/125*z^3 + 6*z + 1
*
[ -5/6 ] 
f(z) = -24/125*z^3 + 7/3*z + 1
*
[ 5/2 ] 
f(z) = -24/125*z^3 + 9/5*z + 1
*
-5 | 0.21821287180064069676092416378214792510 | 0.029515096244199198900078816424711939145
f(z) = -24/125*z^3 + 13/3*z + 1
*
[ -5/2 ] 
f(z) = -24/125*z^3 + 13/5*z + 1
*
[ 10/3 ] 
f(z) = -24/125*z^3 + 17/6*z + 1
*
10/3 | 0.20493774745077423904735864986670651910 | 0.026366173597232360103342843709731868437
f(z) = -24/125*z^3 + 19/12*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -23/120*z^3 + 4/15*z + 1
*
[ 2 ] 
f(z) = -23/120*z^3 + 19/15*z + 1
*
[ 5/2 ] 
f(z) = -23/125*z^3 + 7/4*z + 1
*
[ -5/3 ] 
f(z) = -23/125*z^3 + 19/9*z + 1
*
[ 3 ] 
f(z) = -23/135*z^3 + 11/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -23/136*z^3 + 3/17*z + 1
*
[ -5/2 ] 
f(z) = -22/125*z^3 + 5/2*z + 1
*
[ 5/3 ] 
f(z) = -22/125*z^3 + 8/9*z + 1
*
[ 5/2 ] 
f(z) = -22/125*z^3 + 17/10*z + 1
*
[ 3/2 ] 
f(z) = -22/135*z^3 + 7/10*z + 1
*
[ -3 ] 
f(z) = -22/135*z^3 + 14/5*z + 1
*
[ 5 ] 
f(z) = -21/125*z^3 + 5*z + 1
*
[ 10/7 ] 
f(z) = -21/125*z^3 + 9/14*z + 1
*
[ 5/3 ] 
f(z) = -21/125*z^3 + 13/15*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.014923605117054434604422100338002483836
f(z) = -21/125*z^3 + 16/15*z + 1
*
[ -10/3 ] 
f(z) = -21/125*z^3 + 19/6*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -21/136*z^3 + 2/17*z + 1
*
[ 2 ] 
f(z) = -21/136*z^3 + 19/17*z + 1
*
[ 4/3 ] 
f(z) = -39/128*z^3 + 19/24*z + 1
*
[ 3/2 ] 
f(z) = -37/135*z^3 + 19/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -35/128*z^3 + 19/32*z + 1
*
[ 4/3 ] 
f(z) = -33/128*z^3 + 17/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -33/128*z^3 + 17/32*z + 1
*
[ 11/8 ] 
f(z) = -32/121*z^3 + 17/22*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -31/128*z^3 + 15/32*z + 1
*
[ 3/2 ] 
f(z) = -31/135*z^3 + 17/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -29/128*z^3 + 13/32*z + 1
*
[ 5/4 ] 
f(z) = -28/125*z^3 + 11/20*z + 1
*
[ 11/9 ] 
f(z) = -27/121*z^3 + 17/33*z + 1
*
[ 8/9 ] 
f(z) = -27/128*z^3 + 1/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -27/128*z^3 + 11/32*z + 1
*
[ 15/13 ] 
f(z) = -26/125*z^3 + 16/39*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -25/128*z^3 + 9/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -23/128*z^3 + 7/32*z + 1
*
[ 10/11 ] 
f(z) = -22/125*z^3 + 1/22*z + 1
*
35/11 | 0.16302146196952431208251703342729995381 | 0.020585191276252645133876528021059228969
f(z) = -22/125*z^3 + 15/22*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -21/128*z^3 + 5/32*z + 1
*
[ 4/3 ] 
f(z) = -21/128*z^3 + 13/24*z + 1
*
[ 11/12 ] 
f(z) = -36/121*z^3 + 7/44*z + 1
*
[ 15/17 ] 
f(z) = -34/125*z^3 + 4/51*z + 1
*
-3/4 | 0.18879069669852721720160015855908312208 | 0.027029114433001139950687769314336471633
f(z) = -34/135*z^3 + 19/40*z + 1
*
[ 11/10 ] 
f(z) = -25/121*z^3 + 15/44*z + 1
*
[ 6/5 ] 
f(z) = -25/126*z^3 + 19/42*z + 1
*
15/8 | 0.17926562965225774610597968240529257213 | 0.025951357917629165313919478882086247575
f(z) = -24/125*z^3 + 19/40*z + 1
*
[ 5/4 ] 
f(z) = -22/125*z^3 + 19/40*z + 1
*
-3/4 | 0.19639725012030988177682355632542799525 | 0.028118142687430500975633169808722058416
f(z) = -22/135*z^3 + 17/40*z + 1
*
[ 8/7 ] 
f(z) = -21/128*z^3 + 19/56*z + 1
*
[ 5/6 ] 
f(z) = -39/125*z^3 + 1/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -25/124*z^3 + 19/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = -25/132*z^3 + 17/66*z + 1
*
[ 11/12 ] 
f(z) = -24/121*z^3 + 5/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -23/124*z^3 + 15/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -23/132*z^3 + 13/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -21/124*z^3 + 11/62*z + 1
*
5/2 | 0.089415555252578349261828187491323583243 | 0.012226563746173929302407767395578982385
f(z) = -21/125*z^3 + 19/60*z + 1
*
[ 5/6 ] 
f(z) = -38/125*z^3 + 1/90*z + 1
*
[ 11/12 ] 
f(z) = -32/121*z^3 + 13/99*z + 1
*
35/24 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = -32/125*z^3 + 13/90*z + 1
*
[ 10/11 ] 
f(z) = -33/125*z^3 + 13/110*z + 1
*
[ 15/16 ] 
f(z) = -32/125*z^3 + 19/120*z + 1
*
[ 15/16 ] 
f(z) = -32/135*z^3 + 17/120*z + 1
*
12/5 | 0.090562020892995440094710743987611727164 | 0.018518518518518518518518518518518518519
f(z) = -25/133*z^3 + 11/133*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -21/130*z^3 + 19/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -21/134*z^3 + 17/134*z + 1
*
[ 11/13 ] 
f(z) = -39/121*z^3 + 7/143*z + 1
*
[ 11/12 ] 
f(z) = -27/121*z^3 + 17/176*z + 1
*
-12/7 | 0.21688948584909653765224052730987602420 | 0.027466350703132547995512948043159778231
f(z) = -21/128*z^3 + 11/168*z + 1
*
[ 5/6 ] 
f(z) = -37/125*z^3 + 1/180*z + 1
*
[ 8/9 ] 
f(z) = -33/128*z^3 + 17/216*z + 1
*
[ 8/9 ] 
f(z) = -21/128*z^3 + 1/216*z + 1
*
[ 15/17 ] 
f(z) = -34/135*z^3 + 16/255*z + 1
*
[ 10/11 ] 
f(z) = -27/125*z^3 + 19/242*z + 1
*
[ 7/8 ] 
f(z) = -32/133*z^3 + 11/266*z + 1
*
[ 10/3 ] 
f(z) = -39/125*z^3 + 25/6*z + 1
*
[ -5/6 ] 
f(z) = -39/125*z^3 + 29/12*z + 1
*
10/3 | 0.24344649143462454626348779859328542151 | 0.029038205175417617598747955086251431845
f(z) = -39/125*z^3 + 35/12*z + 1
*
[ -5/3 ] 
f(z) = -39/125*z^3 + 37/15*z + 1
*
[ 2 ] 
f(z) = -39/136*z^3 + 28/17*z + 1
*
[ -5/3 ] 
f(z) = -38/125*z^3 + 22/9*z + 1
*
[ -5/2 ] 
f(z) = -38/125*z^3 + 33/10*z + 1
*
[ -3/2 ] 
f(z) = -38/135*z^3 + 23/10*z + 1
*
[ 2 ] 
f(z) = -37/120*z^3 + 26/15*z + 1
*
[ 2 ] 
f(z) = -37/136*z^3 + 27/17*z + 1
*
[ -11/6 ] 
f(z) = -36/121*z^3 + 28/11*z + 1
*
[ -5/9 ] 
f(z) = -36/125*z^3 + 26/9*z + 1
*
-5/6 | 0.10548751773193748217687925410606717492 | 0.015445198169389895517310054290559955598
f(z) = -36/125*z^3 + 37/5*z + 1
*
[ 10/3 ] 
f(z) = -36/125*z^3 + 39/10*z + 1
*
[ 2 ] 
f(z) = -35/136*z^3 + 26/17*z + 1
*
[ 5/2 ] 
f(z) = -34/125*z^3 + 23/10*z + 1
*
[ -5/2 ] 
f(z) = -34/125*z^3 + 31/10*z + 1
*
[ 5 ] 
f(z) = -34/125*z^3 + 38/5*z + 1
*
5/3 | 0.089414076620430476324699475471830512064 | 0.013376106236708011246194304061623702756
f(z) = -33/125*z^3 + 32/15*z + 1
*
[ 5 ] 
f(z) = -33/125*z^3 + 37/5*z + 1
*
[ -5 ] 
f(z) = -33/125*z^3 + 39/5*z + 1
*
[ 4 ] 
f(z) = -33/128*z^3 + 39/8*z + 1
*
[ 2 ] 
f(z) = -33/136*z^3 + 25/17*z + 1
*
[ 11/4 ] 
f(z) = -32/121*z^3 + 29/11*z + 1
*
[ -11/4 ] 
f(z) = -32/121*z^3 + 37/11*z + 1
*
[ -5/8 ] 
f(z) = -32/125*z^3 + 27/10*z + 1
*
-5/2 | 0.096606577617241074818673045455270567176 | 0.011787601254558044088269656257023580331
f(z) = -32/125*z^3 + 29/8*z + 1
*
[ -5/12 ] 
f(z) = -32/125*z^3 + 31/9*z + 1
*
[ 5 ] 
f(z) = -32/125*z^3 + 36/5*z + 1
*
-5/8 | 0.090457282176302615752791507593541310623 | 0.013244511569869067386722216918686776301
f(z) = -32/125*z^3 + 37/10*z + 1
*
[ -5 ] 
f(z) = -32/125*z^3 + 38/5*z + 1
*
[ -15/4 ] 
f(z) = -32/135*z^3 + 23/5*z + 1
*
-21/8 | 0.18641430089357385388608969375622297823 | 0.028985337330438183515432298333984703848
f(z) = -32/135*z^3 + 23/10*z + 1
*
-15/4 | 0.16718538465989725293643003923312431856 | 0.024842459908129141022323479224215104973
f(z) = -32/135*z^3 + 31/10*z + 1
*
-15/4 | 0.19632142687598358180361036297297886218 | 0.028903338011244761806328835267166467688
f(z) = -32/135*z^3 + 33/10*z + 1
*
[ -3/4 ] 
f(z) = -32/135*z^3 + 37/15*z + 1
*
[ 2 ] 
f(z) = -31/120*z^3 + 23/15*z + 1
*
[ -2 ] 
f(z) = -31/120*z^3 + 38/15*z + 1
*
[ -5/4 ] 
f(z) = -31/125*z^3 + 35/16*z + 1
*
[ -5 ] 
f(z) = -31/125*z^3 + 37/5*z + 1
*
[ 4 ] 
f(z) = -31/128*z^3 + 37/8*z + 1
*
[ 2 ] 
f(z) = -31/136*z^3 + 24/17*z + 1
*
[ 2 ] 
f(z) = -29/120*z^3 + 22/15*z + 1
*
[ -2 ] 
f(z) = -29/120*z^3 + 37/15*z + 1
*
[ 5 ] 
f(z) = -29/125*z^3 + 33/5*z + 1
*
[ 4 ] 
f(z) = -29/128*z^3 + 35/8*z + 1
*
[ -4 ] 
f(z) = -29/128*z^3 + 39/8*z + 1
*
[ 2 ] 
f(z) = -29/136*z^3 + 23/17*z + 1
*
[ -5/3 ] 
f(z) = -28/125*z^3 + 20/9*z + 1
*
5/7 | 0.20246494388365344972983376799760744549 | 0.024504668289152470020082166444627208020
f(z) = -28/125*z^3 + 31/14*z + 1
*
[ 5 ] 
f(z) = -28/125*z^3 + 32/5*z + 1
*
5/7 | 0.23933733909556409100263382871403783258 | 0.028749847054490099218653660516110927835
f(z) = -28/125*z^3 + 33/7*z + 1
*
[ -5 ] 
f(z) = -28/125*z^3 + 34/5*z + 1
*
[ -3/2 ] 
f(z) = -28/135*z^3 + 32/15*z + 1
*
[ 3 ] 
f(z) = -28/135*z^3 + 38/15*z + 1
*
5/18 | 0.24344781467912419442341182962767631624 | 0.029704662317102083845255960434599667713
f(z) = -27/125*z^3 + 29/12*z + 1
*
[ 5 ] 
f(z) = -27/125*z^3 + 31/5*z + 1
*
[ 10/3 ] 
f(z) = -27/125*z^3 + 31/10*z + 1
*
[ -5 ] 
f(z) = -27/125*z^3 + 33/5*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.013255910740726847917647216000487344807
f(z) = -27/125*z^3 + 34/15*z + 1
*
[ -10/3 ] 
f(z) = -27/125*z^3 + 37/10*z + 1
*
[ -8/3 ] 
f(z) = -27/128*z^3 + 23/8*z + 1
*
[ 4 ] 
f(z) = -27/128*z^3 + 33/8*z + 1
*
[ -4 ] 
f(z) = -27/128*z^3 + 37/8*z + 1
*
[ 2 ] 
f(z) = -27/136*z^3 + 22/17*z + 1
*
[ -2 ] 
f(z) = -27/136*z^3 + 39/17*z + 1
*
[ -5/2 ] 
f(z) = -26/125*z^3 + 27/10*z + 1
*
[ -5 ] 
f(z) = -26/125*z^3 + 32/5*z + 1
*
[ -3/2 ] 
f(z) = -26/135*z^3 + 21/10*z + 1
*
[ -11/5 ] 
f(z) = -25/121*z^3 + 27/11*z + 1
*
[ 2 ] 
f(z) = -25/136*z^3 + 21/17*z + 1
*
[ -2 ] 
f(z) = -25/136*z^3 + 38/17*z + 1
*
5/4 | 0.22790980323072855522504137877394514377 | 0.028618194282077114629513859438851862274
f(z) = -24/125*z^3 + 23/6*z + 1
*
-15/4 | 0.089414925468708848960006855290593474147 | 0.014071406747582016265185427266838265048
f(z) = -24/125*z^3 + 23/10*z + 1
*
[ 5 ] 
f(z) = -24/125*z^3 + 28/5*z + 1
*
-5/6 | 0.21710253937433202628430960272772346587 | 0.026490102730229577183171447367666353379
f(z) = -24/125*z^3 + 29/6*z + 1
*
-10/3 | 0.089414250973870910533334493493078325206 | 0.013576058393188638241639903238073285447
f(z) = -24/125*z^3 + 29/15*z + 1
*
-15/8 | 0.14712612356398969957380985083536290262 | 0.017806918992732885018495657842016964260
f(z) = -24/125*z^3 + 31/8*z + 1
*
-5/4 | 0.089413869496803740175400143289466386770 | 0.013439908367615182557950058735842227937
f(z) = -24/125*z^3 + 31/10*z + 1
*
[ -5/3 ] 
f(z) = -24/125*z^3 + 32/15*z + 1
*
[ 15/2 ] 
f(z) = -24/125*z^3 + 35/3*z + 1
*
[ -2 ] 
f(z) = -23/120*z^3 + 34/15*z + 1
*
[ 5 ] 
f(z) = -23/125*z^3 + 27/5*z + 1
*
[ -5 ] 
f(z) = -23/125*z^3 + 29/5*z + 1
*
[ -10 ] 
f(z) = -23/125*z^3 + 39/2*z + 1
*
[ 4 ] 
f(z) = -23/128*z^3 + 29/8*z + 1
*
[ -4 ] 
f(z) = -23/128*z^3 + 33/8*z + 1
*
[ 2 ] 
f(z) = -23/136*z^3 + 20/17*z + 1
*
[ -2 ] 
f(z) = -23/136*z^3 + 37/17*z + 1
*
[ 5 ] 
f(z) = -22/125*z^3 + 26/5*z + 1
*
5/2 | 0.11618703081004414360624771008221393260 | 0.017834559453838778359970971016829858168
f(z) = -22/125*z^3 + 27/10*z + 1
*
[ -5 ] 
f(z) = -22/125*z^3 + 28/5*z + 1
*
[ 10 ] 
f(z) = -22/125*z^3 + 37/2*z + 1
*
[ 3 ] 
f(z) = -22/135*z^3 + 32/15*z + 1
*
10/7 | 0.19893241313098552749835180381513208821 | 0.025119770893193147356197891194117943733
f(z) = -21/125*z^3 + 22/7*z + 1
*
-10/3 | 0.089416076912488545028994324751022050385 | 0.011227804266199870852826379424295964977
f(z) = -21/125*z^3 + 23/12*z + 1
*
5 | 0.10142788064354009943026697929301672898 | 0.012604137116434821029796709233344257602
f(z) = -21/125*z^3 + 25/7*z + 1
*
[ -5 ] 
f(z) = -21/125*z^3 + 27/5*z + 1
*
[ -5/3 ] 
f(z) = -21/125*z^3 + 31/15*z + 1
*
[ -5/4 ] 
f(z) = -21/125*z^3 + 33/16*z + 1
*
[ 4 ] 
f(z) = -21/128*z^3 + 27/8*z + 1
*
[ -4 ] 
f(z) = -21/128*z^3 + 31/8*z + 1
*
[ -2 ] 
f(z) = -21/136*z^3 + 36/17*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -39/128*z^3 + 23/32*z + 1
*
8/3 | 0.089852613313195764132607576055696846713 | 0.014477002194768766188378018029141766229
f(z) = -39/128*z^3 + 31/24*z + 1
*
[ 3/2 ] 
f(z) = -38/135*z^3 + 29/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -37/128*z^3 + 21/32*z + 1
*
-5/3 | 0.15403422101178614032741843301445381412 | 0.024240675318376300791606628371443475733
f(z) = -36/125*z^3 + 23/20*z + 1
*
15/17 | 0.24681461083326018907815206650464008319 | 0.029542098602008785000911805753050529417
f(z) = -34/125*z^3 + 31/34*z + 1
*
[ 15/11 ] 
f(z) = -33/125*z^3 + 25/33*z + 1
*
21/8 | 0.10975854150917614186790468471395760352 | 0.019605264182125576926824933874387226029
f(z) = -32/135*z^3 + 29/30*z + 1
*
-8/3 | 0.089853733250918967981738373618433904954 | 0.014075920711023384845955354306493912709
f(z) = -27/128*z^3 + 37/24*z + 1
*
[ 3/2 ] 
f(z) = -26/135*z^3 + 23/30*z + 1
*
-12/5 | 0.12206998849229556824776778954431518757 | 0.019881479440526991663099559801749518919
f(z) = -25/128*z^3 + 29/24*z + 1
*
[ 11/6 ] 
f(z) = -24/121*z^3 + 37/33*z + 1
*
[ 2 ] 
f(z) = -23/128*z^3 + 39/32*z + 1
*
[ 5/2 ] 
f(z) = -21/125*z^3 + 33/20*z + 1
*
-20/7 | 0.19751933674941187109478400425940929829 | 0.029157485796592807423379144068439816789
f(z) = -21/125*z^3 + 34/35*z + 1
*
5/21 | 0.12545009405703802024299988153495679534 | 0.014818282236135083108065899649275701210
f(z) = -21/125*z^3 + 38/21*z + 1
*
[ 2 ] 
f(z) = -21/128*z^3 + 37/32*z + 1
*
[ 11/10 ] 
f(z) = -40/121*z^3 + 27/55*z + 1
*
[ 5/4 ] 
f(z) = -38/125*z^3 + 27/40*z + 1
*
[ 8/7 ] 
f(z) = -35/128*z^3 + 27/56*z + 1
*
[ 10/9 ] 
f(z) = -33/125*z^3 + 23/54*z + 1
*
[ 5/4 ] 
f(z) = -26/125*z^3 + 21/40*z + 1
*
[ 6/5 ] 
f(z) = -25/136*z^3 + 22/51*z + 1
*
20/7 | 0.13805692349023109204857283667404847866 | 0.020308639838432226058322967987221268036
f(z) = -21/128*z^3 + 33/56*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -35/124*z^3 + 39/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = -35/132*z^3 + 37/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -33/124*z^3 + 35/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -31/132*z^3 + 29/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -29/124*z^3 + 27/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -29/132*z^3 + 25/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -27/124*z^3 + 23/62*z + 1
*
-5/18 | 0.089414521636157459539646990288589015789 | 0.012226422410843366269096821726707782836
f(z) = -27/125*z^3 + 37/60*z + 1
*
[ 6/5 ] 
f(z) = -25/132*z^3 + 29/66*z + 1
*
-3/4 | 0.22064313915224212511034813670565227850 | 0.028737569915478700303920563295322923424
f(z) = -37/135*z^3 + 39/80*z + 1
*
[ 9/8 ] 
f(z) = -32/135*z^3 + 37/90*z + 1
*
-15/8 | 0.21870896783847366604182576209187309305 | 0.028485654612009498563406694956201027038
f(z) = -28/135*z^3 + 21/80*z + 1
*
[ 5/4 ] 
f(z) = -23/125*z^3 + 39/80*z + 1
*
[ 5/4 ] 
f(z) = -21/125*z^3 + 37/80*z + 1
*
[ 15/14 ] 
f(z) = -28/125*z^3 + 34/105*z + 1
*
[ 15/14 ] 
f(z) = -28/135*z^3 + 32/105*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -25/122*z^3 + 39/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -25/126*z^3 + 37/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -25/134*z^3 + 33/134*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.011784395814103307861444267318251965227
f(z) = -25/138*z^3 + 31/138*z + 1
*
5/3 | 0.19254343132598176946166808140930930203 | 0.024048787380678612276792453435390629129
f(z) = -24/125*z^3 + 37/120*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -23/122*z^3 + 31/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -23/126*z^3 + 29/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -23/130*z^3 + 27/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -23/134*z^3 + 25/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -21/122*z^3 + 23/122*z + 1
*
-12/7 | 0.24618696836962211848924300892775695757 | 0.029886201803252770458284134129628560560
f(z) = -28/135*z^3 + 27/140*z + 1
*
[ 11/12 ] 
f(z) = -40/121*z^3 + 37/198*z + 1
*
[ 30/31 ] 
f(z) = -31/125*z^3 + 37/186*z + 1
*
[ 15/16 ] 
f(z) = -28/125*z^3 + 25/192*z + 1
*
[ 8/9 ] 
f(z) = -39/128*z^3 + 25/216*z + 1
*
[ 10/11 ] 
f(z) = -37/125*z^3 + 35/242*z + 1
*
[ 10/11 ] 
f(z) = -32/125*z^3 + 27/242*z + 1
*
[ 11/12 ] 
f(z) = -30/121*z^3 + 31/264*z + 1
*
[ 12/13 ] 
f(z) = -26/135*z^3 + 21/260*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -22/137*z^3 + 39/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -22/139*z^3 + 37/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -21/131*z^3 + 37/262*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -21/137*z^3 + 31/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -21/139*z^3 + 29/278*z + 1
*
[ 5 ] 
f(z) = -39/125*z^3 + 43/5*z + 1
*
-10/3 | 0.12187802404864884178645672935637343117 | 0.017140097388607214274020128206235999745
f(z) = -39/125*z^3 + 49/15*z + 1
*
[ 4 ] 
f(z) = -39/128*z^3 + 45/8*z + 1
*
[ -4 ] 
f(z) = -39/128*z^3 + 49/8*z + 1
*
[ -2 ] 
f(z) = -39/136*z^3 + 45/17*z + 1
*
[ 5 ] 
f(z) = -38/125*z^3 + 42/5*z + 1
*
[ -5 ] 
f(z) = -38/125*z^3 + 44/5*z + 1
*
[ -3 ] 
f(z) = -38/135*z^3 + 58/15*z + 1
*
[ -2 ] 
f(z) = -37/120*z^3 + 41/15*z + 1
*
[ 5 ] 
f(z) = -37/125*z^3 + 41/5*z + 1
*
[ -5 ] 
f(z) = -37/125*z^3 + 43/5*z + 1
*
[ 4 ] 
f(z) = -37/128*z^3 + 43/8*z + 1
*
[ -4 ] 
f(z) = -37/128*z^3 + 47/8*z + 1
*
[ 3 ] 
f(z) = -37/135*z^3 + 47/15*z + 1
*
[ -2 ] 
f(z) = -37/136*z^3 + 44/17*z + 1
*
[ 11/3 ] 
f(z) = -36/121*z^3 + 52/11*z + 1
*
[ -11/3 ] 
f(z) = -36/121*z^3 + 58/11*z + 1
*
[ -5 ] 
f(z) = -36/125*z^3 + 42/5*z + 1
*
[ -15/2 ] 
f(z) = -36/125*z^3 + 52/3*z + 1
*
[ 4 ] 
f(z) = -35/128*z^3 + 41/8*z + 1
*
[ -4 ] 
f(z) = -35/128*z^3 + 45/8*z + 1
*
[ -2 ] 
f(z) = -35/136*z^3 + 43/17*z + 1
*
[ -5/6 ] 
f(z) = -34/125*z^3 + 43/18*z + 1
*
[ 3 ] 
f(z) = -34/135*z^3 + 44/15*z + 1
*
10/3 | 0.16765163485008220362299579386305793409 | 0.023716378449071500695883831517625497897
f(z) = -33/125*z^3 + 47/15*z + 1
*
[ -10 ] 
f(z) = -33/125*z^3 + 55/2*z + 1
*
[ -4 ] 
f(z) = -33/128*z^3 + 43/8*z + 1
*
[ -2 ] 
f(z) = -33/136*z^3 + 42/17*z + 1
*
-55/12 | 0.24153166220640214981974728543873252099 | 0.028119363486696092093428015132695422836
f(z) = -32/125*z^3 + 43/9*z + 1
*
-15/16 | 0.11045917543779004579657926887433700008 | 0.012792064799376670568633845361294394990
f(z) = -32/125*z^3 + 45/8*z + 1
*
-45/8 | 0.22923817477622648285489368703600128392 | 0.026288377431502551753062048355337708144
f(z) = -32/125*z^3 + 49/6*z + 1
*
[ 10 ] 
f(z) = -32/125*z^3 + 53/2*z + 1
*
15/4 | 0.11118376470278194927986536463429618789 | 0.012636520957384311872791002951577152501
f(z) = -32/125*z^3 + 53/18*z + 1
*
-15/4 | 0.18366332503944139337352168512652666546 | 0.026025557966574920765152863234498311445
f(z) = -32/135*z^3 + 43/10*z + 1
*
[ -3 ] 
f(z) = -32/135*z^3 + 52/15*z + 1
*
3/4 | 0.20857275917549656953867075065885629582 | 0.028704798043536541426044790875670404152
f(z) = -32/135*z^3 + 53/10*z + 1
*
[ -4 ] 
f(z) = -31/128*z^3 + 41/8*z + 1
*
[ 3 ] 
f(z) = -31/135*z^3 + 41/15*z + 1
*
[ -2 ] 
f(z) = -31/136*z^3 + 41/17*z + 1
*
[ 10/3 ] 
f(z) = -29/125*z^3 + 59/18*z + 1
*
[ -3 ] 
f(z) = -29/135*z^3 + 49/15*z + 1
*
[ -2 ] 
f(z) = -29/136*z^3 + 40/17*z + 1
*
[ -5/8 ] 
f(z) = -28/125*z^3 + 43/16*z + 1
*
[ -10 ] 
f(z) = -28/125*z^3 + 47/2*z + 1
*
[ -15/4 ] 
f(z) = -28/125*z^3 + 53/12*z + 1
*
[ 11/3 ] 
f(z) = -27/121*z^3 + 41/11*z + 1
*
[ -11/3 ] 
f(z) = -27/121*z^3 + 47/11*z + 1
*
-10/9 | 0.10018876029238634051052781909337373426 | 0.011729114927454586659134690333366664816
f(z) = -27/125*z^3 + 41/12*z + 1
*
[ -20/3 ] 
f(z) = -27/125*z^3 + 43/4*z + 1
*
[ 10 ] 
f(z) = -27/125*z^3 + 45/2*z + 1
*
[ -5/12 ] 
f(z) = -27/125*z^3 + 55/16*z + 1
*
[ -2/3 ] 
f(z) = -27/136*z^3 + 44/17*z + 1
*
[ -3 ] 
f(z) = -26/135*z^3 + 46/15*z + 1
*
[ 16/5 ] 
f(z) = -25/128*z^3 + 43/16*z + 1
*
-24/5 | 0.12445444112725741149303671427668034727 | 0.018791996999365971037670225635599673950
f(z) = -25/128*z^3 + 47/8*z + 1
*
[ -16/5 ] 
f(z) = -25/128*z^3 + 53/16*z + 1
*
5 | 0.17320458479833199848792392245488760993 | 0.024984621234425675272060087443802797769
f(z) = -24/125*z^3 + 41/10*z + 1
*
-5/2 | 0.089413217357450020811153296290343757751 | 0.012767725488738204938557753326452298658
f(z) = -24/125*z^3 + 44/15*z + 1
*
-55/6 | 0.24942925307534528659118739867215506124 | 0.028603832471198244702756855015207696481
f(z) = -24/125*z^3 + 49/3*z + 1
*
-5/6 | 0.11791050894999779739705620975142690374 | 0.013239667556852663081432644091069814570
f(z) = -24/125*z^3 + 59/6*z + 1
*
5 | 0.10148435219374064205172085872192253869 | 0.013908799906943037049545165348905691364
f(z) = -24/125*z^3 + 59/15*z + 1
*
[ -3 ] 
f(z) = -23/135*z^3 + 43/15*z + 1
*
-15/11 | 0.22683034140347784660304720994353422165 | 0.026555066013301428361324260330324137173
f(z) = -22/125*z^3 + 41/11*z + 1
*
[ 5/2 ] 
f(z) = -39/125*z^3 + 51/20*z + 1
*
4/3 | 0.089852412294807725294826386114948814380 | 0.013751961461189232987261214831301826210
f(z) = -39/128*z^3 + 43/24*z + 1
*
[ 2 ] 
f(z) = -39/128*z^3 + 55/32*z + 1
*
[ 5/2 ] 
f(z) = -37/125*z^3 + 49/20*z + 1
*
[ 2 ] 
f(z) = -37/128*z^3 + 53/32*z + 1
*
5/3 | 0.19073624395489845004303488402981387875 | 0.026823849684494017263404465188745868550
f(z) = -36/125*z^3 + 49/20*z + 1
*
-35/12 | 0.10252992907082609616980457121252436111 | 0.014261724416706268165808380181581449413
f(z) = -36/125*z^3 + 53/20*z + 1
*
55/36 | 0.18790665060595062287542410696258458941 | 0.021356412375147556913488902160765056832
f(z) = -36/125*z^3 + 53/36*z + 1
*
[ 2 ] 
f(z) = -35/128*z^3 + 51/32*z + 1
*
[ -10/11 ] 
f(z) = -33/125*z^3 + 51/22*z + 1
*
[ 2 ] 
f(z) = -33/128*z^3 + 49/32*z + 1
*
[ -4/3 ] 
f(z) = -33/128*z^3 + 53/24*z + 1
*
[ 8/3 ] 
f(z) = -33/128*z^3 + 59/24*z + 1
*
[ -11/8 ] 
f(z) = -32/121*z^3 + 49/22*z + 1
*
[ 15/8 ] 
f(z) = -32/125*z^3 + 41/30*z + 1
*
[ -15/16 ] 
f(z) = -32/125*z^3 + 55/24*z + 1
*
3 | 0.20493928659683349707837633227371491354 | 0.029237741522042868193852718326781653222
f(z) = -32/135*z^3 + 41/20*z + 1
*
3/8 | 0.090839255259634504360763372456970891977 | 0.015368360769308792335311067030959878719
f(z) = -32/135*z^3 + 41/30*z + 1
*
[ 5/2 ] 
f(z) = -31/125*z^3 + 43/20*z + 1
*
[ -5/2 ] 
f(z) = -31/125*z^3 + 59/20*z + 1
*
[ 2 ] 
f(z) = -31/128*z^3 + 47/32*z + 1
*
[ 5/2 ] 
f(z) = -29/125*z^3 + 41/20*z + 1
*
[ -5/2 ] 
f(z) = -29/125*z^3 + 57/20*z + 1
*
[ 2 ] 
f(z) = -29/128*z^3 + 45/32*z + 1
*
[ -3/2 ] 
f(z) = -29/135*z^3 + 43/20*z + 1
*
[ -5/4 ] 
f(z) = -28/125*z^3 + 43/20*z + 1
*
[ -15/14 ] 
f(z) = -28/125*z^3 + 46/21*z + 1
*
5/4 | 0.089414613913052162344303924783946729123 | 0.012504313659761704812551297600987317312
f(z) = -28/125*z^3 + 51/20*z + 1
*
15/4 | 0.18420721927101522705746855813089267496 | 0.026279993226166684535282721228943714804
f(z) = -28/135*z^3 + 41/20*z + 1
*
10/9 | 0.11508636877238740347471346095449227217 | 0.016601115590395300788671582467961506925
f(z) = -27/125*z^3 + 41/30*z + 1
*
[ -5/6 ] 
f(z) = -27/125*z^3 + 47/20*z + 1
*
-10/3 | 0.15425578098321101999612160029122851737 | 0.021693485182796684161016171060262779932
f(z) = -27/125*z^3 + 49/20*z + 1
*
[ 2 ] 
f(z) = -27/128*z^3 + 43/32*z + 1
*
4/3 | 0.18310458016004179301308553517384647638 | 0.027647874111774560093601255316460029006
f(z) = -27/128*z^3 + 47/24*z + 1
*
8/9 | 0.19254275121664279634257341864797584835 | 0.028891196598032197957740227907679003623
f(z) = -27/128*z^3 + 49/24*z + 1
*
-35/13 | 0.23191162154530641806851180448678049366 | 0.026722665745227459801998379079604752637
f(z) = -26/125*z^3 + 47/26*z + 1
*
[ 12/5 ] 
f(z) = -25/128*z^3 + 41/24*z + 1
*
[ 2 ] 
f(z) = -25/128*z^3 + 41/32*z + 1
*
-2/5 | 0.14119664789184071117758432103777670831 | 0.026751341531566009516370144020517480802
f(z) = -25/128*z^3 + 49/32*z + 1
*
[ 11/4 ] 
f(z) = -24/121*z^3 + 47/22*z + 1
*
-5/4 | 0.089415080115499172355784249695211209907 | 0.012810044027730586750703469125424341113
f(z) = -24/125*z^3 + 43/30*z + 1
*
[ -15/8 ] 
f(z) = -24/125*z^3 + 53/24*z + 1
*
[ -5/2 ] 
f(z) = -23/125*z^3 + 51/20*z + 1
*
[ -3/2 ] 
f(z) = -23/135*z^3 + 41/20*z + 1
*
[ -15/7 ] 
f(z) = -21/125*z^3 + 47/21*z + 1
*
[ -5/2 ] 
f(z) = -21/125*z^3 + 49/20*z + 1
*
[ 8/3 ] 
f(z) = -21/128*z^3 + 43/24*z + 1
*
10/13 | 0.23191170816179838932039629259777338272 | 0.026040375416461998419754971958436126630
f(z) = -39/125*z^3 + 59/52*z + 1
*
[ 5/3 ] 
f(z) = -38/125*z^3 + 56/45*z + 1
*
[ 8/5 ] 
f(z) = -35/128*z^3 + 43/40*z + 1
*
-12/5 | 0.19585267664134274473647265775122108335 | 0.029045846607714901301141373752876897350
f(z) = -35/128*z^3 + 53/40*z + 1
*
[ 5/3 ] 
f(z) = -34/125*z^3 + 52/45*z + 1
*
[ 5/3 ] 
f(z) = -31/125*z^3 + 49/45*z + 1
*
[ 5/3 ] 
f(z) = -29/125*z^3 + 47/45*z + 1
*
[ 5/3 ] 
f(z) = -28/125*z^3 + 46/45*z + 1
*
[ 11/6 ] 
f(z) = -27/121*z^3 + 53/44*z + 1
*
[ 16/9 ] 
f(z) = -27/128*z^3 + 53/48*z + 1
*
[ 5/3 ] 
f(z) = -26/125*z^3 + 44/45*z + 1
*
5/8 | 0.15359373493425506011820429396070687590 | 0.021050580508039774405654776811052802767
f(z) = -24/125*z^3 + 59/40*z + 1
*
[ 5/3 ] 
f(z) = -23/125*z^3 + 41/45*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -39/124*z^3 + 47/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -37/124*z^3 + 43/62*z + 1
*
[ 4/3 ] 
f(z) = -37/128*z^3 + 55/72*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -37/132*z^3 + 41/66*z + 1
*
[ 4/3 ] 
f(z) = -35/128*z^3 + 53/72*z + 1
*
[ 4/3 ] 
f(z) = -31/128*z^3 + 49/72*z + 1
*
[ 4/3 ] 
f(z) = -29/128*z^3 + 47/72*z + 1
*
[ 3/2 ] 
f(z) = -29/135*z^3 + 49/60*z + 1
*
15/7 | 0.11305324074689061159782509995323382007 | 0.015139630766140247402794649264279614870
f(z) = -28/125*z^3 + 51/70*z + 1
*
[ 10/7 ] 
f(z) = -28/125*z^3 + 53/70*z + 1
*
[ 4/3 ] 
f(z) = -27/136*z^3 + 41/68*z + 1
*
[ 4/3 ] 
f(z) = -25/128*z^3 + 43/72*z + 1
*
[ 4/3 ] 
f(z) = -23/128*z^3 + 41/72*z + 1
*
[ 3/2 ] 
f(z) = -23/135*z^3 + 43/60*z + 1
*
[ 5/4 ] 
f(z) = -37/125*z^3 + 53/80*z + 1
*
[ 10/9 ] 
f(z) = -36/125*z^3 + 41/90*z + 1
*
[ 5/4 ] 
f(z) = -33/125*z^3 + 49/80*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -33/128*z^3 + 59/96*z + 1
*
[ 5/4 ] 
f(z) = -31/125*z^3 + 47/80*z + 1
*
[ 5/4 ] 
f(z) = -27/125*z^3 + 43/80*z + 1
*
-12/5 | 0.16072450248859620285966583788443045079 | 0.029067106195755903233622814373269048379
f(z) = -25/126*z^3 + 47/84*z + 1
*
[ 6/5 ] 
f(z) = -25/128*z^3 + 43/96*z + 1
*
[ 11/8 ] 
f(z) = -24/121*z^3 + 57/88*z + 1
*
-5/14 | 0.12544989476681140963419055961161086263 | 0.013548776991217753796983988113792717733
f(z) = -21/125*z^3 + 41/84*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -21/128*z^3 + 55/96*z + 1
*
[ 11/10 ] 
f(z) = -30/121*z^3 + 43/110*z + 1
*
-3/4 | 0.19639725012030988177682355632542799525 | 0.028118142687430500975633169808722058416
f(z) = -38/135*z^3 + 59/120*z + 1
*
12/5 | 0.14198643536892971527791387992531314186 | 0.018781074622929926236767331150787185820
f(z) = -35/128*z^3 + 59/120*z + 1
*
-3/16 | 0.15125438395891032140448467415916462002 | 0.021655050402440578818505115825797817160
f(z) = -32/135*z^3 + 41/120*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -31/130*z^3 + 59/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -31/134*z^3 + 57/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -31/138*z^3 + 55/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -29/122*z^3 + 55/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -29/126*z^3 + 53/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -29/130*z^3 + 51/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -29/134*z^3 + 49/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -29/138*z^3 + 47/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -27/122*z^3 + 47/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -27/130*z^3 + 43/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -27/134*z^3 + 41/134*z + 1
*
-11/5 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -25/132*z^3 + 49/132*z + 1
*
[ 6/5 ] 
f(z) = -25/138*z^3 + 59/138*z + 1
*
[ 15/14 ] 
f(z) = -32/125*z^3 + 53/147*z + 1
*
[ 16/15 ] 
f(z) = -25/128*z^3 + 41/144*z + 1
*
[ 30/29 ] 
f(z) = -29/125*z^3 + 49/174*z + 1
*
[ 10/9 ] 
f(z) = -23/125*z^3 + 53/162*z + 1
*
-52/21 | 0.17228744750467397235925932382533497540 | 0.021818058336877309290384488246937491861
f(z) = -21/128*z^3 + 43/168*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -23/125*z^3 + 59/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -23/127*z^3 + 57/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -23/129*z^3 + 55/258*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -22/123*z^3 + 53/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -22/125*z^3 + 51/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -22/127*z^3 + 49/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -22/129*z^3 + 47/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -21/121*z^3 + 47/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -21/125*z^3 + 43/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -21/127*z^3 + 41/254*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -24/133*z^3 + 59/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -24/137*z^3 + 55/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -24/139*z^3 + 53/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -23/131*z^3 + 53/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -23/133*z^3 + 51/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -23/135*z^3 + 49/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -23/137*z^3 + 47/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -23/139*z^3 + 45/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -22/131*z^3 + 45/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -22/133*z^3 + 43/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -22/135*z^3 + 41/270*z + 1
*
[ -10 ] 
f(z) = -38/125*z^3 + 63/2*z + 1
*
[ 10 ] 
f(z) = -37/125*z^3 + 61/2*z + 1
*
5 | 0.23743079555464612636732841825438824699 | 0.026512441623346818628471659122963302317
f(z) = -36/125*z^3 + 62/9*z + 1
*
[ 10/3 ] 
f(z) = -34/125*z^3 + 67/18*z + 1
*
[ -15/4 ] 
f(z) = -32/125*z^3 + 73/15*z + 1
*
45/8 | 0.22439144849286506706119407126382464699 | 0.029670885387392157170400110551287771650
f(z) = -32/125*z^3 + 77/10*z + 1
*
[ 15/4 ] 
f(z) = -32/135*z^3 + 61/15*z + 1
*
[ 15/2 ] 
f(z) = -32/135*z^3 + 71/5*z + 1
*
[ -10/3 ] 
f(z) = -31/125*z^3 + 73/18*z + 1
*
[ -15/2 ] 
f(z) = -28/135*z^3 + 64/5*z + 1
*
5/9 | 0.20549486871635087151450088878065870029 | 0.027853291395463944784512648376786322930
f(z) = -27/125*z^3 + 64/15*z + 1
*
5 | 0.14760026774364416157611311775043443648 | 0.019843056915185034342806598450237386137
f(z) = -27/125*z^3 + 68/15*z + 1
*
-95/18 | 0.11512063534898605532614817835670300691 | 0.012551149123926058303983213191855036420
f(z) = -27/125*z^3 + 77/12*z + 1
*
[ -10/3 ] 
f(z) = -26/125*z^3 + 65/18*z + 1
*
[ -15/2 ] 
f(z) = -26/125*z^3 + 77/6*z + 1
*
4/5 | 0.20459799225965726961013934536568749649 | 0.029584467016266984712191216379654278191
f(z) = -25/128*z^3 + 63/8*z + 1
*
[ -2/5 ] 
f(z) = -25/136*z^3 + 60/17*z + 1
*
[ 11/2 ] 
f(z) = -24/121*z^3 + 75/11*z + 1
*
[ -11/2 ] 
f(z) = -24/121*z^3 + 79/11*z + 1
*
[ -6 ] 
f(z) = -23/135*z^3 + 73/10*z + 1
*
[ 6 ] 
f(z) = -22/135*z^3 + 67/10*z + 1
*
-5/3 | 0.11948422531591241504435566724310373745 | 0.016301269536468575683816640895736130159
f(z) = -21/125*z^3 + 61/15*z + 1
*
[ 11/4 ] 
f(z) = -40/121*z^3 + 69/22*z + 1
*
[ -5/2 ] 
f(z) = -39/125*z^3 + 67/20*z + 1
*
[ 8/3 ] 
f(z) = -39/128*z^3 + 67/24*z + 1
*
[ -5/12 ] 
f(z) = -36/125*z^3 + 69/20*z + 1
*
[ 20/9 ] 
f(z) = -36/125*z^3 + 71/36*z + 1
*
-5/3 | 0.085479984214139101519094422904323342842 | 0.011383162581777079690576836036550197444
f(z) = -36/125*z^3 + 73/20*z + 1
*
[ -3/2 ] 
f(z) = -34/135*z^3 + 67/30*z + 1
*
[ -5/2 ] 
f(z) = -33/125*z^3 + 61/20*z + 1
*
-8/3 | 0.19254197542694606324544609740749762358 | 0.027715940812940816669276142878702205395
f(z) = -33/128*z^3 + 65/24*z + 1
*
[ -15/8 ] 
f(z) = -32/125*z^3 + 73/30*z + 1
*
15/4 | 0.15044732996181978936872970503634586663 | 0.023000556484292606185849555081379765958
f(z) = -32/135*z^3 + 77/30*z + 1
*
[ -2 ] 
f(z) = -31/128*z^3 + 79/32*z + 1
*
[ -2 ] 
f(z) = -29/128*z^3 + 77/32*z + 1
*
20/7 | 0.19751933674941187109478400425940929829 | 0.026073147596442647853049491133896815195
f(z) = -28/125*z^3 + 78/35*z + 1
*
[ 15/4 ] 
f(z) = -28/135*z^3 + 73/20*z + 1
*
[ -15/14 ] 
f(z) = -28/135*z^3 + 76/35*z + 1
*
[ -11/9 ] 
f(z) = -27/121*z^3 + 71/33*z + 1
*
-10/3 | 0.20877568013055529085306446852780503007 | 0.028483330125541602367698669896326593646
f(z) = -27/125*z^3 + 61/30*z + 1
*
-4 | 0.11932251729718506477771119512278431928 | 0.016960619998130293299651118045527823611
f(z) = -27/128*z^3 + 71/24*z + 1
*
[ -2 ] 
f(z) = -27/128*z^3 + 75/32*z + 1
*
[ -10/13 ] 
f(z) = -26/125*z^3 + 63/26*z + 1
*
[ -12/5 ] 
f(z) = -25/128*z^3 + 61/24*z + 1
*
[ -2 ] 
f(z) = -25/128*z^3 + 73/32*z + 1
*
[ -11/4 ] 
f(z) = -24/121*z^3 + 63/22*z + 1
*
[ -11/6 ] 
f(z) = -24/121*z^3 + 73/33*z + 1
*
5/6 | 0.089413226709215678072949231798437535713 | 0.011906942963893779026864285650642346479
f(z) = -24/125*z^3 + 73/30*z + 1
*
-95/24 | 0.12016104348390787071860758936675447584 | 0.013100684956099615880475226808198132605
f(z) = -24/125*z^3 + 77/24*z + 1
*
5/2 | 0.16373225177052369571490633320000225674 | 0.021576867135960290417722118764265533451
f(z) = -24/125*z^3 + 79/30*z + 1
*
[ -2 ] 
f(z) = -23/128*z^3 + 71/32*z + 1
*
[ -15/11 ] 
f(z) = -22/125*z^3 + 68/33*z + 1
*
-5/2 | 0.22525598139061467601861026194171848024 | 0.024629440377604522723535105214163374065
f(z) = -22/125*z^3 + 75/22*z + 1
*
[ 15/4 ] 
f(z) = -22/125*z^3 + 77/24*z + 1
*
[ -3/2 ] 
f(z) = -22/135*z^3 + 61/30*z + 1
*
3 | 0.19303750217931089246469364162958177510 | 0.029396548136495812917583388122184023582
f(z) = -22/135*z^3 + 79/30*z + 1
*
[ -5/9 ] 
f(z) = -21/125*z^3 + 77/27*z + 1
*
[ 10/3 ] 
f(z) = -21/125*z^3 + 77/30*z + 1
*
[ -2 ] 
f(z) = -21/128*z^3 + 69/32*z + 1
*
[ 15/8 ] 
f(z) = -36/125*z^3 + 71/48*z + 1
*
15/16 | 0.11936458612812733271222589370836340031 | 0.015895492996338884814816500994313109561
f(z) = -32/125*z^3 + 73/40*z + 1
*
[ 9/4 ] 
f(z) = -32/135*z^3 + 79/45*z + 1
*
35/36 | 0.21777380635003248551804813359741349258 | 0.023743019750527527051291989004339378786
f(z) = -27/125*z^3 + 77/48*z + 1
*
[ 11/7 ] 
f(z) = -28/121*z^3 + 72/77*z + 1
*
20/9 | 0.14075745295448300669391123121317165168 | 0.018960888420626646780946299375305425129
f(z) = -27/125*z^3 + 67/60*z + 1
*
5/2 | 0.15044853767327466461716061456206266605 | 0.019893544731703190584053210473396558710
f(z) = -27/125*z^3 + 77/60*z + 1
*
[ 2 ] 
f(z) = -23/124*z^3 + 77/62*z + 1
*
[ 2 ] 
f(z) = -23/132*z^3 + 79/66*z + 1
*
[ 11/7 ] 
f(z) = -21/121*z^3 + 61/77*z + 1
*
[ 2 ] 
f(z) = -21/124*z^3 + 73/62*z + 1
*
10/3 | 0.10652899617288190582758713846735428985 | 0.014038541409489730505415376502318536146
f(z) = -21/125*z^3 + 79/60*z + 1
*
[ 11/8 ] 
f(z) = -40/121*z^3 + 79/88*z + 1
*
-2/3 | 0.16686876569035720411896328849919065528 | 0.028042142376337459415208760862234706897
f(z) = -39/128*z^3 + 61/96*z + 1
*
[ 11/9 ] 
f(z) = -36/121*z^3 + 62/99*z + 1
*
[ 10/7 ] 
f(z) = -31/125*z^3 + 79/98*z + 1
*
[ 10/7 ] 
f(z) = -26/125*z^3 + 71/98*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -37/138*z^3 + 79/138*z + 1
*
[ 7/6 ] 
f(z) = -36/133*z^3 + 68/133*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -35/122*z^3 + 79/122*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -35/134*z^3 + 73/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -35/138*z^3 + 71/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -33/122*z^3 + 71/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -33/130*z^3 + 67/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -33/134*z^3 + 65/134*z + 1
*
[ 5/4 ] 
f(z) = -32/135*z^3 + 77/135*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -31/122*z^3 + 63/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -31/126*z^3 + 61/126*z + 1
*
[ 4/3 ] 
f(z) = -27/124*z^3 + 79/124*z + 1
*
[ 10/9 ] 
f(z) = -38/125*z^3 + 77/162*z + 1
*
-12/7 | 0.23456487096290198007848258211784710415 | 0.029704717973210757579709657600067869856
f(z) = -35/128*z^3 + 65/168*z + 1
*
20/11 | 0.14315223958938036670463954001083550164 | 0.017195833334050329374468342938469222062
f(z) = -33/125*z^3 + 67/165*z + 1
*
[ 10/9 ] 
f(z) = -28/125*z^3 + 61/162*z + 1
*
[ 15/13 ] 
f(z) = -26/135*z^3 + 76/195*z + 1
*
[ 12/11 ] 
f(z) = -22/135*z^3 + 61/220*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -26/129*z^3 + 79/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -25/121*z^3 + 79/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -25/123*z^3 + 77/246*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -25/127*z^3 + 73/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -25/129*z^3 + 71/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -24/121*z^3 + 71/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -24/125*z^3 + 67/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -24/127*z^3 + 65/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -23/121*z^3 + 63/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -23/123*z^3 + 61/246*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -27/137*z^3 + 79/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -27/139*z^3 + 77/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -26/131*z^3 + 77/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -26/133*z^3 + 75/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -26/135*z^3 + 73/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -26/137*z^3 + 71/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -26/139*z^3 + 69/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -25/131*z^3 + 69/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -25/133*z^3 + 67/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -25/137*z^3 + 63/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -25/139*z^3 + 61/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -24/131*z^3 + 61/262*z + 1
*
72/35 | 0.22776293747258624918217485951412894083 | 0.027090839576498451455312786371069981577
f(z) = -35/128*z^3 + 79/280*z + 1
*
[ 15/14 ] 
f(z) = -22/125*z^3 + 79/294*z + 1
*
[ -5/24 ] 
f(z) = -36/125*z^3 + 93/16*z + 1
*
[ 15/2 ] 
f(z) = -34/125*z^3 + 97/6*z + 1
*
[ 6 ] 
f(z) = -34/135*z^3 + 99/10*z + 1
*
-5 | 0.19194211425276988086137084289863867656 | 0.024796594231010561868851268197862199501
f(z) = -33/125*z^3 + 92/15*z + 1
*
[ 11/2 ] 
f(z) = -32/121*z^3 + 97/11*z + 1
*
[ -6 ] 
f(z) = -32/135*z^3 + 97/10*z + 1
*
[ 6 ] 
f(z) = -31/135*z^3 + 91/10*z + 1
*
[ -6 ] 
f(z) = -29/135*z^3 + 89/10*z + 1
*
[ 11/2 ] 
f(z) = -28/121*z^3 + 86/11*z + 1
*
[ -11/2 ] 
f(z) = -28/121*z^3 + 90/11*z + 1
*
[ 6 ] 
f(z) = -28/135*z^3 + 83/10*z + 1
*
[ -6 ] 
f(z) = -26/135*z^3 + 81/10*z + 1
*
-6 | 0.096357055777730944223075231388131385760 | 0.014621040081939393488655189433906510849
f(z) = -23/120*z^3 + 91/15*z + 1
*
[ 8 ] 
f(z) = -23/128*z^3 + 99/8*z + 1
*
[ 8 ] 
f(z) = -21/128*z^3 + 91/8*z + 1
*
[ -8 ] 
f(z) = -21/128*z^3 + 93/8*z + 1
*
[ -11/4 ] 
f(z) = -40/121*z^3 + 85/22*z + 1
*
[ -15/13 ] 
f(z) = -39/125*z^3 + 89/39*z + 1
*
[ -8/3 ] 
f(z) = -39/128*z^3 + 85/24*z + 1
*
[ -2 ] 
f(z) = -39/128*z^3 + 87/32*z + 1
*
[ -5/8 ] 
f(z) = -38/125*z^3 + 87/32*z + 1
*
[ -2 ] 
f(z) = -37/128*z^3 + 85/32*z + 1
*
[ 35/12 ] 
f(z) = -36/125*z^3 + 87/28*z + 1
*
[ -2 ] 
f(z) = -35/128*z^3 + 83/32*z + 1
*
[ -10/17 ] 
f(z) = -34/125*z^3 + 95/34*z + 1
*
15/11 | 0.22353988532439420602153018549199252223 | 0.024270534670417527078927591214313709208
f(z) = -33/125*z^3 + 80/33*z + 1
*
[ -2 ] 
f(z) = -33/128*z^3 + 81/32*z + 1
*
4 | 0.18350725881174571141774384157196552199 | 0.025433285566759970670551401936509111114
f(z) = -33/128*z^3 + 85/24*z + 1
*
-8/3 | 0.098712241351988823493541916413505078978 | 0.013594433460150685624506839347181062348
f(z) = -33/128*z^3 + 89/24*z + 1
*
-15/8 | 0.15044781653608289861754011036630473273 | 0.022502384917540321843534410722690196782
f(z) = -32/135*z^3 + 89/30*z + 1
*
[ -5/6 ] 
f(z) = -29/125*z^3 + 85/36*z + 1
*
[ -5/7 ] 
f(z) = -28/125*z^3 + 88/35*z + 1
*
[ -20/7 ] 
f(z) = -28/125*z^3 + 89/28*z + 1
*
-3/7 | 0.22491824494071960553443982802487615231 | 0.029154588212474570773203045487358770495
f(z) = -28/135*z^3 + 83/35*z + 1
*
6/7 | 0.18524134005304782075609064935817981762 | 0.023865939994057687734856662119052701332
f(z) = -28/135*z^3 + 87/35*z + 1
*
40/9 | 0.25153180890883488977702149969051632997 | 0.026932984573907930887220719354797700752
f(z) = -27/125*z^3 + 91/24*z + 1
*
[ -35/9 ] 
f(z) = -27/125*z^3 + 95/21*z + 1
*
5/6 | 0.15405897726919682097167399109048534538 | 0.019715774576384290183482670746940941831
f(z) = -27/125*z^3 + 99/20*z + 1
*
[ -2/3 ] 
f(z) = -27/128*z^3 + 83/32*z + 1
*
-8/3 | 0.20195309127954507208842641730606951997 | 0.027989795471098021322235883838707432245
f(z) = -27/128*z^3 + 85/24*z + 1
*
8/9 | 0.10378360398005421504846811057437559770 | 0.014125407728986027301222958751721639249
f(z) = -27/128*z^3 + 97/24*z + 1
*
24/5 | 0.16886625875255547647364447002806115298 | 0.026887836862925122249672843469331083773
f(z) = -25/126*z^3 + 89/21*z + 1
*
-12/5 | 0.16965809803521400138605633216289987085 | 0.023513853806020503089640468598375047144
f(z) = -25/128*z^3 + 85/24*z + 1
*
24/5 | 0.21806817615590288572645838082995286922 | 0.029764444092108122801989068685270934242
f(z) = -25/128*z^3 + 95/24*z + 1
*
18/5 | 0.17132739516595304472558155458984981172 | 0.028741359117249285679755680293374422614
f(z) = -25/128*z^3 + 97/32*z + 1
*
5 | 0.22398349894704840360389340855259244997 | 0.029146362551394262141813189675751063274
f(z) = -24/125*z^3 + 87/20*z + 1
*
[ -5/7 ] 
f(z) = -21/125*z^3 + 87/35*z + 1
*
-4 | 0.12078589734507724955784449176563647827 | 0.016740385309586875791012314493180259944
f(z) = -21/128*z^3 + 85/24*z + 1
*
-4/3 | 0.19475162103753243314793311602958803358 | 0.026506557370707732578456913923787819345
f(z) = -21/128*z^3 + 97/24*z + 1
*
[ -5/4 ] 
f(z) = -38/125*z^3 + 91/40*z + 1
*
[ -8/5 ] 
f(z) = -35/128*z^3 + 93/40*z + 1
*
[ -4/5 ] 
f(z) = -35/128*z^3 + 97/40*z + 1
*
[ -5/4 ] 
f(z) = -34/125*z^3 + 89/40*z + 1
*
[ -3/4 ] 
f(z) = -34/135*z^3 + 99/40*z + 1
*
[ 35/16 ] 
f(z) = -32/125*z^3 + 99/56*z + 1
*
[ -15/16 ] 
f(z) = -32/135*z^3 + 91/40*z + 1
*
[ 11/5 ] 
f(z) = -30/121*z^3 + 96/55*z + 1
*
10/9 | 0.16799247748856392425930385851748856094 | 0.025577113998096538887615860293762130125
f(z) = -27/136*z^3 + 89/51*z + 1
*
[ -5/3 ] 
f(z) = -26/125*z^3 + 98/45*z + 1
*
[ -11/10 ] 
f(z) = -25/121*z^3 + 95/44*z + 1
*
[ -6/5 ] 
f(z) = -25/126*z^3 + 89/42*z + 1
*
4 | 0.17882839113296119971504713357805540256 | 0.024552709858897324952032663356685077655
f(z) = -25/128*z^3 + 91/40*z + 1
*
[ 3 ] 
f(z) = -23/126*z^3 + 97/42*z + 1
*
[ -5/4 ] 
f(z) = -22/125*z^3 + 83/40*z + 1
*
[ -5/3 ] 
f(z) = -22/125*z^3 + 94/45*z + 1
*
[ -3/4 ] 
f(z) = -22/135*z^3 + 97/40*z + 1
*
[ 11/7 ] 
f(z) = -35/121*z^3 + 83/77*z + 1
*
[ 2 ] 
f(z) = -33/124*z^3 + 97/62*z + 1
*
[ 2 ] 
f(z) = -31/132*z^3 + 95/66*z + 1
*
[ 11/6 ] 
f(z) = -30/121*z^3 + 85/66*z + 1
*
[ 2 ] 
f(z) = -29/124*z^3 + 89/62*z + 1
*
[ 2 ] 
f(z) = -29/132*z^3 + 91/66*z + 1
*
24/7 | 0.22319248816434925375834416892355781271 | 0.028671495347910151657116995752104138053
f(z) = -28/135*z^3 + 89/70*z + 1
*
[ 2 ] 
f(z) = -27/124*z^3 + 85/62*z + 1
*
[ 2 ] 
f(z) = -25/124*z^3 + 81/62*z + 1
*
[ 2 ] 
f(z) = -25/132*z^3 + 83/66*z + 1
*
[ 10/7 ] 
f(z) = -36/125*z^3 + 87/98*z + 1
*
30/29 | 0.27648651219096157216093988097536188276 | 0.028855070376068739541686319099194968646
f(z) = -29/125*z^3 + 81/116*z + 1
*
3 | 0.19894454121489572896486209767265377671 | 0.029037975667031420489283420919180301813
f(z) = -28/135*z^3 + 86/105*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -39/122*z^3 + 95/122*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -39/134*z^3 + 89/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -37/122*z^3 + 87/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -37/126*z^3 + 85/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -37/130*z^3 + 83/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -37/134*z^3 + 81/134*z + 1
*
15/16 | 0.10082202318902362593621209927191588222 | 0.014434662564408414674973266664572568082
f(z) = -32/135*z^3 + 89/120*z + 1
*
[ 7/5 ] 
f(z) = -25/126*z^3 + 85/126*z + 1
*
[ 7/5 ] 
f(z) = -25/133*z^3 + 87/133*z + 1
*
[ 15/11 ] 
f(z) = -22/125*z^3 + 98/165*z + 1
*
[ 15/11 ] 
f(z) = -22/135*z^3 + 94/165*z + 1
*
5/9 | 0.12829783903431727566798857610235541757 | 0.015252067412616471006598344746639131587
f(z) = -36/125*z^3 + 97/180*z + 1
*
[ 6/5 ] 
f(z) = -25/124*z^3 + 85/186*z + 1
*
[ 11/10 ] 
f(z) = -35/121*z^3 + 97/220*z + 1
*
20/39 | 0.25903728537227453887948883416463904271 | 0.025189272964633804409045026643330945546
f(z) = -26/125*z^3 + 83/234*z + 1
*
[ 15/14 ] 
f(z) = -32/135*z^3 + 83/245*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = -28/125*z^3 + 99/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -28/127*z^3 + 97/254*z + 1
*
-2 | 0.072505345143914619002201869760407358517 | 0.013057063361453956135670742560302060494
f(z) = -28/129*z^3 + 95/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -27/121*z^3 + 95/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -27/125*z^3 + 91/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -27/127*z^3 + 89/254*z + 1
*
[ 10/9 ] 
f(z) = -27/136*z^3 + 88/255*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -26/121*z^3 + 87/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -26/123*z^3 + 85/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -26/125*z^3 + 83/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -26/127*z^3 + 81/254*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -29/133*z^3 + 99/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -29/135*z^3 + 97/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -29/137*z^3 + 95/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -29/139*z^3 + 93/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -28/131*z^3 + 93/262*z + 1
*
-2 | 0.080127764681187443435270469582973419114 | 0.014312562587819526807875605640820138527
f(z) = -28/135*z^3 + 89/270*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -28/137*z^3 + 87/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -28/139*z^3 + 85/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -27/131*z^3 + 85/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -27/133*z^3 + 83/266*z + 1
*
[ 11/10 ] 
f(z) = -24/121*z^3 + 91/275*z + 1
*
[ 10/9 ] 
f(z) = -24/125*z^3 + 91/270*z + 1
*
[ 10/9 ] 
f(z) = -21/125*z^3 + 83/270*z + 1
*
[ 11/2 ] 
f(z) = -40/121*z^3 + 119/11*z + 1
*
[ -6 ] 
f(z) = -38/135*z^3 + 113/10*z + 1
*
[ 6 ] 
f(z) = -37/135*z^3 + 107/10*z + 1
*
[ 11/2 ] 
f(z) = -36/121*z^3 + 108/11*z + 1
*
[ -11/2 ] 
f(z) = -36/121*z^3 + 112/11*z + 1
*
[ -11/2 ] 
f(z) = -32/121*z^3 + 101/11*z + 1
*
-6 | 0.12053035699741722988616039848630128213 | 0.017595348475930113923145297164803719088
f(z) = -29/120*z^3 + 118/15*z + 1
*
-20/3 | 0.28401132634885715479436662082510418790 | 0.029561611440954858893233693996206976651
f(z) = -27/125*z^3 + 119/12*z + 1
*
[ 16/3 ] 
f(z) = -27/128*z^3 + 109/16*z + 1
*
[ 8 ] 
f(z) = -27/128*z^3 + 115/8*z + 1
*
[ -16/3 ] 
f(z) = -27/128*z^3 + 115/16*z + 1
*
[ -8 ] 
f(z) = -27/128*z^3 + 117/8*z + 1
*
[ 15/2 ] 
f(z) = -26/135*z^3 + 117/10*z + 1
*
[ 8 ] 
f(z) = -25/128*z^3 + 107/8*z + 1
*
[ -8 ] 
f(z) = -25/128*z^3 + 109/8*z + 1
*
-6 | 0.15971481195029949772008487174142525722 | 0.023686436195016840326573420062867345328
f(z) = -23/120*z^3 + 106/15*z + 1
*
[ 6 ] 
f(z) = -23/120*z^3 + 116/15*z + 1
*
[ -8 ] 
f(z) = -23/128*z^3 + 101/8*z + 1
*
[ -15/2 ] 
f(z) = -22/135*z^3 + 103/10*z + 1
*
20/3 | 0.13685381459617945103784073726249453135 | 0.017362134855414299711851846313334059959
f(z) = -21/125*z^3 + 106/15*z + 1
*
-4 | 0.12789392043553060722962643009948708694 | 0.017012778943642220689589498151599594439
f(z) = -39/128*z^3 + 115/24*z + 1
*
-55/12 | 0.19811746214064848643385002758452793339 | 0.025045747058062364603640180934294796230
f(z) = -36/125*z^3 + 109/20*z + 1
*
-15/4 | 0.18766520670467741712932746795521563658 | 0.023616785840762330864878032351803651752
f(z) = -36/125*z^3 + 113/20*z + 1
*
-10/11 | 0.22263156389298036537958859106889040676 | 0.023502428549969300855872136016429740465
f(z) = -33/125*z^3 + 104/33*z + 1
*
[ 10/3 ] 
f(z) = -33/125*z^3 + 109/30*z + 1
*
-4/3 | 0.19564312812333905904980652734148757254 | 0.026482245279549627339890905372815918030
f(z) = -33/128*z^3 + 101/24*z + 1
*
-4 | 0.21341890875060205773430253889569719664 | 0.028455943506659093283532345739881729577
f(z) = -33/128*z^3 + 113/24*z + 1
*
-15/4 | 0.11152776431449398963796151637885839589 | 0.014236381975404070875247636290636026829
f(z) = -32/125*z^3 + 101/30*z + 1
*
5 | 0.20791730438400243813465810054305177239 | 0.026284630129670209500473497600847345872
f(z) = -32/125*z^3 + 109/20*z + 1
*
5 | 0.19903934064526146785656052863108009613 | 0.024886141237573672245073880130096669667
f(z) = -32/125*z^3 + 119/20*z + 1
*
-33/8 | 0.15773770111889228158386248843017596268 | 0.023154684464489463691135706809142039020
f(z) = -32/135*z^3 + 101/30*z + 1
*
-3/4 | 0.14321111430865937034514623396543315888 | 0.020528091898870513564420224142455311222
f(z) = -32/135*z^3 + 119/30*z + 1
*
5 | 0.10778740640469441648348858439443798806 | 0.013724577308108519363769310654356707286
f(z) = -28/125*z^3 + 103/20*z + 1
*
-5 | 0.16977944722159391518161384610887158394 | 0.021414070704875871652322932034347176592
f(z) = -28/125*z^3 + 111/20*z + 1
*
5/14 | 0.19510798577339678316010537201910254784 | 0.024553424669091677864256498717567948311
f(z) = -28/125*z^3 + 113/35*z + 1
*
-15/4 | 0.27867184254221468664750610221553228478 | 0.029057108675808671898591236313155133210
f(z) = -28/125*z^3 + 117/28*z + 1
*
[ -3/7 ] 
f(z) = -28/135*z^3 + 118/35*z + 1
*
-4/9 | 0.096385987211121729153005634198016078583 | 0.013012265840155727605387923774778263906
f(z) = -27/128*z^3 + 103/24*z + 1
*
[ 22/5 ] 
f(z) = -25/121*z^3 + 105/22*z + 1
*
[ -22/5 ] 
f(z) = -25/121*z^3 + 115/22*z + 1
*
-24/5 | 0.20146450128168508910051541759762785191 | 0.026991721923396443356209576554356930337
f(z) = -25/128*z^3 + 109/24*z + 1
*
[ -2/5 ] 
f(z) = -25/128*z^3 + 113/32*z + 1
*
[ 11/3 ] 
f(z) = -24/121*z^3 + 112/33*z + 1
*
5/12 | 0.19670768740876664749318765420167666518 | 0.024867525204410243860600911035725816556
f(z) = -24/125*z^3 + 109/30*z + 1
*
15/4 | 0.15060799077173589965235631547905184059 | 0.018953309067892038052999378139191960708
f(z) = -24/125*z^3 + 113/30*z + 1
*
[ -15/4 ] 
f(z) = -24/125*z^3 + 119/30*z + 1
*
-3/2 | 0.14330812687785381839682078147390493062 | 0.018115143331274725487567761991222793235
f(z) = -23/135*z^3 + 101/20*z + 1
*
[ -5/22 ] 
f(z) = -22/125*z^3 + 119/22*z + 1
*
[ 11/3 ] 
f(z) = -21/121*z^3 + 101/33*z + 1
*
[ -11/3 ] 
f(z) = -21/121*z^3 + 119/33*z + 1
*
[ -5/14 ] 
f(z) = -21/125*z^3 + 107/28*z + 1
*
5 | 0.25330111564987976503988441533098146899 | 0.026582704265549594453860091875216068097
f(z) = -21/125*z^3 + 110/21*z + 1
*
[ 11/5 ] 
f(z) = -40/121*z^3 + 118/55*z + 1
*
5/4 | 0.17202774480608315016959254100281457592 | 0.021798553320504755196754198190671412141
f(z) = -38/125*z^3 + 107/40*z + 1
*
3/4 | 0.21742202059133145859886851627837357701 | 0.027099081620572794799537404497931600981
f(z) = -38/135*z^3 + 113/40*z + 1
*
[ -5/3 ] 
f(z) = -37/125*z^3 + 109/45*z + 1
*
[ -11/12 ] 
f(z) = -36/121*z^3 + 103/44*z + 1
*
[ 11/5 ] 
f(z) = -35/121*z^3 + 107/55*z + 1
*
-8/5 | 0.19585248413174221634964422989728400068 | 0.026113746231382044979015220594771450275
f(z) = -35/128*z^3 + 113/40*z + 1
*
[ -5/3 ] 
f(z) = -34/125*z^3 + 106/45*z + 1
*
20/11 | 0.22262962140180393992570571728840649663 | 0.027985863331291634779479965153799518612
f(z) = -33/125*z^3 + 114/55*z + 1
*
[ -5/3 ] 
f(z) = -32/125*z^3 + 104/45*z + 1
*
[ -5/6 ] 
f(z) = -32/125*z^3 + 107/45*z + 1
*
57/16 | 0.21678232863900229730157698715825704645 | 0.027204344715617656405172581868452757173
f(z) = -32/135*z^3 + 107/40*z + 1
*
[ -9/4 ] 
f(z) = -32/135*z^3 + 119/45*z + 1
*
[ -5/3 ] 
f(z) = -31/125*z^3 + 103/45*z + 1
*
[ -5/3 ] 
f(z) = -29/125*z^3 + 101/45*z + 1
*
[ 3 ] 
f(z) = -29/126*z^3 + 115/42*z + 1
*
[ 11/4 ] 
f(z) = -28/121*z^3 + 105/44*z + 1
*
[ -5/6 ] 
f(z) = -28/125*z^3 + 106/45*z + 1
*
[ -11/6 ] 
f(z) = -27/121*z^3 + 101/44*z + 1
*
[ -16/9 ] 
f(z) = -27/128*z^3 + 107/48*z + 1
*
10/3 | 0.13301402739611650465814372980582038377 | 0.019782472059918103583872559726731028876
f(z) = -27/136*z^3 + 104/51*z + 1
*
-34/9 | 0.19590995165065207803700157161002918433 | 0.029013937644273559453935695858889132917
f(z) = -27/136*z^3 + 107/51*z + 1
*
-15/4 | 0.093986271759042318575398388753920833935 | 0.011740407525191194764031555482073824564
f(z) = -26/135*z^3 + 111/40*z + 1
*
[ 3 ] 
f(z) = -25/126*z^3 + 103/42*z + 1
*
[ -6/5 ] 
f(z) = -25/136*z^3 + 107/51*z + 1
*
[ -5/8 ] 
f(z) = -24/125*z^3 + 107/40*z + 1
*
[ -15/11 ] 
f(z) = -22/135*z^3 + 112/55*z + 1
*
-10/3 | 0.22319252989702468251603090275996084558 | 0.023585704553022460973812190213788711145
f(z) = -21/125*z^3 + 103/42*z + 1
*
[ 2 ] 
f(z) = -39/124*z^3 + 109/62*z + 1
*
[ 2 ] 
f(z) = -37/124*z^3 + 105/62*z + 1
*
[ 2 ] 
f(z) = -37/132*z^3 + 107/66*z + 1
*
[ 2 ] 
f(z) = -35/124*z^3 + 101/62*z + 1
*
[ 2 ] 
f(z) = -35/132*z^3 + 103/66*z + 1
*
3 | 0.15044912169367450670533216160456813898 | 0.021899265213179307475837317409627994254
f(z) = -28/135*z^3 + 107/60*z + 1
*
28/15 | 0.21966711283870356598368164452659289125 | 0.029655419333266698473542196246852470635
f(z) = -25/128*z^3 + 103/72*z + 1
*
5/3 | 0.20247671903390014465042937497337736500 | 0.025845904210585526016113197201695519819
f(z) = -24/125*z^3 + 101/60*z + 1
*
[ 15/8 ] 
f(z) = -26/125*z^3 + 115/96*z + 1
*
-10/3 | 0.15277027761445521311427361819024683475 | 0.016177406810178526742530490647330841564
f(z) = -21/125*z^3 + 101/84*z + 1
*
[ 3/2 ] 
f(z) = -32/123*z^3 + 113/123*z + 1
*
[ 3/2 ] 
f(z) = -32/129*z^3 + 115/129*z + 1
*
[ 3/2 ] 
f(z) = -28/123*z^3 + 104/123*z + 1
*
[ 3/2 ] 
f(z) = -28/129*z^3 + 106/129*z + 1
*
-20/9 | 0.17882942474938208943722833078078997001 | 0.023654434046935210579062171519910784660
f(z) = -27/128*z^3 + 107/120*z + 1
*
-14/5 | 0.13523234874179171920697009653505382954 | 0.027962048396602802458264965473596057830
f(z) = -25/126*z^3 + 115/126*z + 1
*
[ 8/5 ] 
f(z) = -25/136*z^3 + 115/136*z + 1
*
-3 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -23/132*z^3 + 119/132*z + 1
*
8/3 | 0.19795853168676957557845709408401435492 | 0.025068981258819463401951559414261724524
f(z) = -21/128*z^3 + 109/168*z + 1
*
[ 15/13 ] 
f(z) = -39/125*z^3 + 107/195*z + 1
*
[ 4/3 ] 
f(z) = -21/136*z^3 + 107/204*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = -31/129*z^3 + 119/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -30/121*z^3 + 119/242*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -30/127*z^3 + 113/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -29/121*z^3 + 111/242*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.014045879922384447793519116894732662606
f(z) = -29/123*z^3 + 109/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -29/125*z^3 + 107/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -29/127*z^3 + 105/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -29/129*z^3 + 103/258*z + 1
*
-3/4 | 0.22064313915224212511034813670565227850 | 0.028737569915478700303920563295322923424
f(z) = -29/135*z^3 + 109/240*z + 1
*
[ 6/5 ] 
f(z) = -29/135*z^3 + 119/250*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = -28/121*z^3 + 103/242*z + 1
*
-2 | 0.071623344236706200120607811606547368754 | 0.013009814898382197542548981957887327153
f(z) = -28/123*z^3 + 101/246*z + 1
*
[ 6/5 ] 
f(z) = -26/135*z^3 + 111/250*z + 1
*
[ 6/5 ] 
f(z) = -25/123*z^3 + 113/246*z + 1
*
[ 6/5 ] 
f(z) = -25/129*z^3 + 115/258*z + 1
*
-3/4 | 0.22625686673586449450031714902685301777 | 0.029468727428649713379505230719064698056
f(z) = -23/135*z^3 + 103/240*z + 1
*
[ 6/5 ] 
f(z) = -23/135*z^3 + 103/250*z + 1
*
[ 11/10 ] 
f(z) = -32/121*z^3 + 113/275*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -32/137*z^3 + 119/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -32/139*z^3 + 117/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -31/131*z^3 + 117/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -31/133*z^3 + 115/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -31/135*z^3 + 113/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -31/137*z^3 + 111/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -31/139*z^3 + 109/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -30/131*z^3 + 109/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -30/133*z^3 + 107/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -30/137*z^3 + 103/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -30/139*z^3 + 101/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -29/131*z^3 + 101/262*z + 1
*
[ 11/10 ] 
f(z) = -28/121*z^3 + 102/275*z + 1
*
[ -11/2 ] 
f(z) = -40/121*z^3 + 123/11*z + 1
*
[ 8 ] 
f(z) = -33/128*z^3 + 139/8*z + 1
*
-5/8 | 0.19055792813885860167786669797786525774 | 0.023633441811692616401008328356756707537
f(z) = -32/125*z^3 + 127/10*z + 1
*
-5/8 | 0.18088379275765963059720339180191822652 | 0.022224717586064405096623786964398203363
f(z) = -32/125*z^3 + 137/10*z + 1
*
-6 | 0.20612794090968033875359872030541164913 | 0.029771663383554767217562731652666196816
f(z) = -31/120*z^3 + 127/15*z + 1
*
6 | 0.19943704455557020837137088877248085471 | 0.028493357199308583842387103934277900519
f(z) = -31/120*z^3 + 137/15*z + 1
*
[ 8 ] 
f(z) = -31/128*z^3 + 131/8*z + 1
*
[ -8 ] 
f(z) = -31/128*z^3 + 133/8*z + 1
*
-6 | 0.16786521920861881332439403661751892715 | 0.024084685919410689367361585528933748583
f(z) = -29/120*z^3 + 133/15*z + 1
*
[ 8 ] 
f(z) = -29/128*z^3 + 123/8*z + 1
*
[ -8 ] 
f(z) = -29/128*z^3 + 125/8*z + 1
*
5/9 | 0.20321369224990824725881757562676326974 | 0.024923951293827943542466128896410997835
f(z) = -27/125*z^3 + 139/15*z + 1
*
[ -6 ] 
f(z) = -23/120*z^3 + 121/15*z + 1
*
[ 15 ] 
f(z) = -23/125*z^3 + 127/3*z + 1
*
[ -15 ] 
f(z) = -22/125*z^3 + 122/3*z + 1
*
[ -15/2 ] 
f(z) = -21/125*z^3 + 127/12*z + 1
*
35/13 | 0.23192445096265662294962024866912240017 | 0.024077698316217065617591295478570563008
f(z) = -39/125*z^3 + 122/39*z + 1
*
10/3 | 0.19867483017998635577494943206821881108 | 0.020573935434753968657549372151355521826
f(z) = -39/125*z^3 + 125/39*z + 1
*
4 | 0.20367448509299423690244579975246760891 | 0.026740249445230826696822470815518675706
f(z) = -39/128*z^3 + 127/24*z + 1
*
[ -15/4 ] 
f(z) = -38/125*z^3 + 133/24*z + 1
*
-5/3 | 0.25793661752133225891555871172311626427 | 0.026778203141608797135400193944631607098
f(z) = -33/125*z^3 + 122/33*z + 1
*
[ -10/3 ] 
f(z) = -33/125*z^3 + 127/30*z + 1
*
-15/4 | 0.21614389515656564046605631365471531890 | 0.026968545559561056980541547004189041981
f(z) = -32/125*z^3 + 121/30*z + 1
*
-33/8 | 0.19991424071247369348931605352475721321 | 0.028266730057108721774215307743108107405
f(z) = -32/135*z^3 + 131/30*z + 1
*
[ 11/3 ] 
f(z) = -30/121*z^3 + 134/33*z + 1
*
-5/2 | 0.19751933674941187109478400425940929829 | 0.024594428670249860192750422064717547229
f(z) = -28/125*z^3 + 123/35*z + 1
*
-5/3 | 0.25005037445261006136419318105782692350 | 0.025894172174519816903482544601208511603
f(z) = -28/125*z^3 + 125/36*z + 1
*
[ -5/14 ] 
f(z) = -28/125*z^3 + 134/35*z + 1
*
[ 40/9 ] 
f(z) = -27/125*z^3 + 121/24*z + 1
*
-40/9 | 0.15867290915185464340148459698885364648 | 0.020832030919257184688437914215898702432
f(z) = -27/128*z^3 + 127/24*z + 1
*
-24/5 | 0.17634463197916877785263303434331130937 | 0.023200486115670097635674796809696343690
f(z) = -25/128*z^3 + 125/24*z + 1
*
[ 24/5 ] 
f(z) = -25/128*z^3 + 127/24*z + 1
*
[ -24/5 ] 
f(z) = -25/128*z^3 + 137/24*z + 1
*
[ -11/3 ] 
f(z) = -24/121*z^3 + 130/33*z + 1
*
[ -5/16 ] 
f(z) = -24/125*z^3 + 135/32*z + 1
*
[ -5/23 ] 
f(z) = -23/125*z^3 + 129/23*z + 1
*
-30/7 | 0.19765033476225361721948231669958496491 | 0.024635781560541489041683465983613861320
f(z) = -21/125*z^3 + 122/35*z + 1
*
-5 | 0.14724042474223485592630678698627695543 | 0.018058887342320100678874450165236943575
f(z) = -21/125*z^3 + 139/35*z + 1
*
[ -11/10 ] 
f(z) = -40/121*z^3 + 127/55*z + 1
*
[ -2/3 ] 
f(z) = -39/136*z^3 + 134/51*z + 1
*
[ -5/7 ] 
f(z) = -37/125*z^3 + 125/49*z + 1
*
[ 3 ] 
f(z) = -37/126*z^3 + 139/42*z + 1
*
[ 11/4 ] 
f(z) = -36/121*z^3 + 127/44*z + 1
*
[ -8/7 ] 
f(z) = -35/128*z^3 + 125/56*z + 1
*
15/4 | 0.089975423932999874247644585343805267901 | 0.011137380398893927005277200773342574446
f(z) = -34/125*z^3 + 129/40*z + 1
*
[ -2/3 ] 
f(z) = -33/136*z^3 + 133/51*z + 1
*
[ -5/7 ] 
f(z) = -32/125*z^3 + 124/49*z + 1
*
[ 3 ] 
f(z) = -31/126*z^3 + 121/42*z + 1
*
[ -11/4 ] 
f(z) = -28/121*z^3 + 137/44*z + 1
*
[ -5/7 ] 
f(z) = -27/125*z^3 + 123/49*z + 1
*
34/9 | 0.19852151750255817237686634799501197830 | 0.028640600881069222723290712898626991940
f(z) = -27/136*z^3 + 128/51*z + 1
*
[ -3 ] 
f(z) = -25/126*z^3 + 131/42*z + 1
*
-12/5 | 0.10257308889598860429160524505911468355 | 0.017001760811136859952923574467704652395
f(z) = -25/126*z^3 + 139/42*z + 1
*
4 | 0.17882912888754931600487285038848819408 | 0.023577386832494061926198009741131593735
f(z) = -25/128*z^3 + 123/40*z + 1
*
[ -35/12 ] 
f(z) = -24/125*z^3 + 125/42*z + 1
*
[ -3 ] 
f(z) = -23/126*z^3 + 125/42*z + 1
*
[ -5/7 ] 
f(z) = -22/125*z^3 + 122/49*z + 1
*
-15/4 | 0.17934218569552224114505635302606262030 | 0.022331072320535017797152299607235566446
f(z) = -22/125*z^3 + 123/40*z + 1
*
-40/11 | 0.24934398280801575331814416355347362253 | 0.025696264089699393881640352380865721119
f(z) = -22/125*z^3 + 131/44*z + 1
*
[ 15/4 ] 
f(z) = -22/135*z^3 + 121/40*z + 1
*
12/7 | 0.10810807581002300837637124896643342759 | 0.014223057904697279520772657972749858601
f(z) = -21/128*z^3 + 125/56*z + 1
*
[ -2/3 ] 
f(z) = -21/136*z^3 + 131/51*z + 1
*
-5/2 | 0.089415555252578349261828187491323583243 | 0.011156491252347816659130226008398833813
f(z) = -39/125*z^3 + 121/60*z + 1
*
[ -3/2 ] 
f(z) = -37/135*z^3 + 137/60*z + 1
*
-21/8 | 0.21952552518256682894299143407666767598 | 0.027129959650370241162910840554587856551
f(z) = -32/135*z^3 + 121/70*z + 1
*
[ -3/2 ] 
f(z) = -31/135*z^3 + 131/60*z + 1
*
[ 22/9 ] 
f(z) = -27/121*z^3 + 127/66*z + 1
*
35/18 | 0.091316641329729376699751141553795291446 | 0.011393692152457242276507588861862615533
f(z) = -27/125*z^3 + 121/60*z + 1
*
20/13 | 0.14249870074632811245989393055515449926 | 0.017524216020053505596758411044476302982
f(z) = -26/125*z^3 + 136/65*z + 1
*
[ -15/13 ] 
f(z) = -26/135*z^3 + 138/65*z + 1
*
12/5 | 0.20158295993881698670145538548260069858 | 0.026155614525638891131578329504993823473
f(z) = -25/128*z^3 + 139/72*z + 1
*
[ -6/5 ] 
f(z) = -25/132*z^3 + 139/66*z + 1
*
-4 | 0.15359351185374125316460071494387862517 | 0.027292795437149366061881463811667576712
f(z) = -23/120*z^3 + 139/60*z + 1
*
[ -2 ] 
f(z) = -23/124*z^3 + 139/62*z + 1
*
[ 8/3 ] 
f(z) = -23/128*z^3 + 137/72*z + 1
*
[ -2 ] 
f(z) = -21/124*z^3 + 135/62*z + 1
*
-2/5 | 0.20584371996283674618272629621733281218 | 0.029598045845671568804141951404324101934
f(z) = -35/136*z^3 + 131/85*z + 1
*
[ 11/6 ] 
f(z) = -32/121*z^3 + 133/99*z + 1
*
[ 11/6 ] 
f(z) = -28/121*z^3 + 122/99*z + 1
*
35/12 | 0.19210168855151599257666916613599954561 | 0.023733623978594418717529573619837697298
f(z) = -27/125*z^3 + 131/80*z + 1
*
-5/14 | 0.27058720519397777817715734995143874847 | 0.028020880571978072642328852307976960022
f(z) = -21/125*z^3 + 125/84*z + 1
*
[ 15/7 ] 
f(z) = -21/125*z^3 + 137/105*z + 1
*
[ 3/2 ] 
f(z) = -40/123*z^3 + 131/123*z + 1
*
[ 3/2 ] 
f(z) = -40/129*z^3 + 133/129*z + 1
*
[ 5/3 ] 
f(z) = -27/130*z^3 + 127/130*z + 1
*
-8/5 | 0.093391131232394642832446202471428111644 | 0.019279009989820499905052612283147088285
f(z) = -25/126*z^3 + 127/126*z + 1
*
[ 9/5 ] 
f(z) = -25/126*z^3 + 137/126*z + 1
*
[ 11/6 ] 
f(z) = -21/121*z^3 + 137/132*z + 1
*
45/26 | 0.24902618269852283560833644077653865678 | 0.025209749289423744659651116827172011683
f(z) = -39/125*z^3 + 125/156*z + 1
*
-40/17 | 0.24681461083326018907815206650464008319 | 0.029542098602008785000911805753050529417
f(z) = -34/125*z^3 + 137/170*z + 1
*
[ 11/8 ] 
f(z) = -28/121*z^3 + 125/176*z + 1
*
[ 3/2 ] 
f(z) = -25/126*z^3 + 131/168*z + 1
*
21/10 | 0.12673054264554780553981872837798325093 | 0.020366249795251893966149856013208712952
f(z) = -25/126*z^3 + 139/168*z + 1
*
[ 3/2 ] 
f(z) = -23/126*z^3 + 125/168*z + 1
*
[ 16/13 ] 
f(z) = -39/128*z^3 + 135/208*z + 1
*
[ 4/3 ] 
f(z) = -33/136*z^3 + 139/204*z + 1
*
[ 6/5 ] 
f(z) = -35/136*z^3 + 137/255*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -33/125*z^3 + 139/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -33/127*z^3 + 137/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -32/121*z^3 + 135/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -32/123*z^3 + 133/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -32/125*z^3 + 131/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -32/127*z^3 + 129/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -32/129*z^3 + 127/258*z + 1
*
[ 6/5 ] 
f(z) = -32/135*z^3 + 127/250*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -31/121*z^3 + 127/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -31/123*z^3 + 125/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -31/125*z^3 + 123/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -31/127*z^3 + 121/254*z + 1
*
[ 10/9 ] 
f(z) = -39/125*z^3 + 131/270*z + 1
*
[ 11/10 ] 
f(z) = -36/121*z^3 + 124/275*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -34/133*z^3 + 139/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -34/135*z^3 + 137/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -34/137*z^3 + 135/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -34/139*z^3 + 133/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -33/131*z^3 + 133/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -33/133*z^3 + 131/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -33/137*z^3 + 127/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -33/139*z^3 + 125/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -32/131*z^3 + 125/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -32/133*z^3 + 123/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -32/135*z^3 + 121/270*z + 1
*
[ 11/9 ] 
f(z) = -21/121*z^3 + 131/297*z + 1
*
[ 8 ] 
f(z) = -37/128*z^3 + 155/8*z + 1
*
[ -8 ] 
f(z) = -37/128*z^3 + 157/8*z + 1
*
[ 8 ] 
f(z) = -35/128*z^3 + 147/8*z + 1
*
[ -8 ] 
f(z) = -35/128*z^3 + 149/8*z + 1
*
[ -15/2 ] 
f(z) = -34/135*z^3 + 153/10*z + 1
*
[ 20/3 ] 
f(z) = -33/125*z^3 + 151/12*z + 1
*
[ -8 ] 
f(z) = -33/128*z^3 + 141/8*z + 1
*
[ -35/4 ] 
f(z) = -32/125*z^3 + 145/7*z + 1
*
-15/2 | 0.22998096455462961131513828585081473013 | 0.028014657632833559690071190953914702339
f(z) = -32/125*z^3 + 147/10*z + 1
*
[ 6 ] 
f(z) = -31/120*z^3 + 152/15*z + 1
*
[ -6 ] 
f(z) = -31/120*z^3 + 157/15*z + 1
*
[ 6 ] 
f(z) = -29/120*z^3 + 143/15*z + 1
*
[ -6 ] 
f(z) = -29/120*z^3 + 148/15*z + 1
*
[ 15 ] 
f(z) = -28/125*z^3 + 154/3*z + 1
*
[ -15 ] 
f(z) = -27/125*z^3 + 149/3*z + 1
*
[ 34/5 ] 
f(z) = -25/136*z^3 + 159/17*z + 1
*
[ -10/3 ] 
f(z) = -39/125*z^3 + 143/30*z + 1
*
[ 25/6 ] 
f(z) = -36/125*z^3 + 144/25*z + 1
*
-5/9 | 0.22225164144574112320445169437889165239 | 0.022604329062509994544742284892862905330
f(z) = -36/125*z^3 + 149/36*z + 1
*
[ -25/6 ] 
f(z) = -36/125*z^3 + 156/25*z + 1
*
65/17 | 0.29476298158352705847139999071176548244 | 0.029782407883174004942604632984349453073
f(z) = -34/125*z^3 + 159/34*z + 1
*
-15/4 | 0.14958640250035968553188226264506004764 | 0.018162163106785003786119166850854919330
f(z) = -32/125*z^3 + 151/30*z + 1
*
[ -11/3 ] 
f(z) = -30/121*z^3 + 152/33*z + 1
*
-30/7 | 0.23116185305243425030189106152100934789 | 0.027913139708999318083074360245073375890
f(z) = -28/125*z^3 + 158/35*z + 1
*
-8/9 | 0.19514901464672148958683672560125846815 | 0.025051644089666471765949064438799221506
f(z) = -27/128*z^3 + 151/24*z + 1
*
-5 | 0.15906177642760499316668442513856007423 | 0.016177539622422783561655856391513514201
f(z) = -24/125*z^3 + 149/24*z + 1
*
-3/2 | 0.074814471732602383258683912110263107363 | 0.010370008449347525992443562167901754438
f(z) = -22/135*z^3 + 151/30*z + 1
*
-10/7 | 0.20785494795534586087283890550399383647 | 0.025079689286633621568177579497838068982
f(z) = -21/125*z^3 + 159/35*z + 1
*
-4/3 | 0.12684936354481595840082306410780211093 | 0.016369090862239093543704360365499297737
f(z) = -21/128*z^3 + 145/24*z + 1
*
20/3 | 0.19047541595727410319638419584284453439 | 0.024329983637546092212781086132827653944
f(z) = -21/128*z^3 + 157/24*z + 1
*
[ -15/19 ] 
f(z) = -38/125*z^3 + 140/57*z + 1
*
[ -11/4 ] 
f(z) = -36/121*z^3 + 159/44*z + 1
*
[ -11/5 ] 
f(z) = -35/121*z^3 + 157/55*z + 1
*
12/7 | 0.22310927542316380655696429799157698498 | 0.028842505035747806927322040403094364933
f(z) = -35/128*z^3 + 143/56*z + 1
*
-8/5 | 0.17942242888930764292574877932391441718 | 0.022993953126602246530839120637161056236
f(z) = -35/128*z^3 + 153/40*z + 1
*
4/5 | 0.080889942006991976854851322275153476682 | 0.010332309582217288853927343473055857758
f(z) = -35/128*z^3 + 157/40*z + 1
*
[ -4/7 ] 
f(z) = -35/128*z^3 + 159/56*z + 1
*
-5/3 | 0.24413878715092537977131178244347504952 | 0.029690388928158354943792378655172105621
f(z) = -32/125*z^3 + 149/45*z + 1
*
[ 25/8 ] 
f(z) = -32/125*z^3 + 159/50*z + 1
*
[ -3 ] 
f(z) = -31/126*z^3 + 149/42*z + 1
*
[ -11/5 ] 
f(z) = -30/121*z^3 + 146/55*z + 1
*
[ -3 ] 
f(z) = -29/126*z^3 + 143/42*z + 1
*
10/9 | 0.17023890778437281225216253194004052243 | 0.024246812693060977518755838211575852480
f(z) = -27/136*z^3 + 140/51*z + 1
*
-34/9 | 0.17840904509260438639657106248816269852 | 0.025186965464896292171384944853399239434
f(z) = -27/136*z^3 + 149/51*z + 1
*
[ -15/4 ] 
f(z) = -26/135*z^3 + 159/40*z + 1
*
21/5 | 0.17491625262622174227232578701251258135 | 0.028857130383953317991217752729798456096
f(z) = -25/126*z^3 + 143/42*z + 1
*
-21/5 | 0.12529804983129362639210684075498544339 | 0.020624018646858965061096066833480879207
f(z) = -25/126*z^3 + 145/42*z + 1
*
[ -2 ] 
f(z) = -33/124*z^3 + 159/62*z + 1
*
155/48 | 0.18077610613485144354098669547537792198 | 0.018386017593075992950892100336236037316
f(z) = -32/125*z^3 + 149/72*z + 1
*
[ -4/3 ] 
f(z) = -31/128*z^3 + 157/72*z + 1
*
[ -11/6 ] 
f(z) = -30/121*z^3 + 157/66*z + 1
*
[ -2 ] 
f(z) = -29/124*z^3 + 151/62*z + 1
*
[ -4/3 ] 
f(z) = -29/128*z^3 + 155/72*z + 1
*
[ -2 ] 
f(z) = -29/132*z^3 + 157/66*z + 1
*
[ -10/7 ] 
f(z) = -28/125*z^3 + 151/70*z + 1
*
[ -2 ] 
f(z) = -27/124*z^3 + 147/62*z + 1
*
[ -20/9 ] 
f(z) = -27/125*z^3 + 151/60*z + 1
*
10/9 | 0.093036175454427201551748489695891084606 | 0.011242877097383886990474546459655775838
f(z) = -27/125*z^3 + 157/60*z + 1
*
[ -4/3 ] 
f(z) = -27/136*z^3 + 143/68*z + 1
*
[ -2 ] 
f(z) = -25/124*z^3 + 143/62*z + 1
*
[ 8/3 ] 
f(z) = -25/128*z^3 + 145/72*z + 1
*
[ -2 ] 
f(z) = -25/132*z^3 + 149/66*z + 1
*
[ -11/12 ] 
f(z) = -24/121*z^3 + 149/66*z + 1
*
[ -4/3 ] 
f(z) = -23/128*z^3 + 149/72*z + 1
*
[ -2 ] 
f(z) = -23/132*z^3 + 145/66*z + 1
*
[ -11/7 ] 
f(z) = -21/121*z^3 + 159/77*z + 1
*
[ -10/7 ] 
f(z) = -21/125*z^3 + 143/70*z + 1
*
5/7 | 0.24306328566198437284293955412450275737 | 0.029464667381836881045884350020956842267
f(z) = -21/125*z^3 + 153/70*z + 1
*
[ 11/6 ] 
f(z) = -40/121*z^3 + 155/99*z + 1
*
-5/3 | 0.24413823050850972235344597233898736238 | 0.029642255505721961882316866467870843349
f(z) = -26/125*z^3 + 151/90*z + 1
*
[ 12/5 ] 
f(z) = -25/126*z^3 + 145/84*z + 1
*
-75/23 | 0.24227062269469944926984065731431771541 | 0.029237598906867468578499211773211346933
f(z) = -23/135*z^3 + 147/115*z + 1
*
15/22 | 0.22263027354115765928995256428752912565 | 0.027257615459707390620251039630132448155
f(z) = -22/125*z^3 + 141/110*z + 1
*
15/11 | 0.22263027354115765928995256428752912565 | 0.026903565106309235060125832630596166769
f(z) = -22/125*z^3 + 157/110*z + 1
*
[ 20/9 ] 
f(z) = -21/125*z^3 + 149/108*z + 1
*
10/21 | 0.19752050143496022315928781940029377359 | 0.023982123401805073441032180602084982659
f(z) = -21/125*z^3 + 151/105*z + 1
*
[ 16/7 ] 
f(z) = -21/128*z^3 + 159/112*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017520736728594947084262028474879737433
f(z) = -38/121*z^3 + 159/121*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011818098285664649666360291503969600793
f(z) = -37/120*z^3 + 157/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017542571635730558803701620573300830638
f(z) = -37/121*z^3 + 158/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015018491323557213301573454588864184514
f(z) = -37/122*z^3 + 159/122*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017564600189260653960303892399784631184
f(z) = -36/121*z^3 + 157/121*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017586825426719680116063111487123456933
f(z) = -35/121*z^3 + 156/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015056090370539864953792196050088979325
f(z) = -35/122*z^3 + 157/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013583913514409379079203312314975889733
f(z) = -35/123*z^3 + 158/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015922001603872151450938922399920115575
f(z) = -35/124*z^3 + 159/124*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017609250453949247343170772343799301894
f(z) = -34/121*z^3 + 155/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013601175526473500209625221407222543253
f(z) = -34/123*z^3 + 157/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017639555570666757410141875337066682876
f(z) = -34/125*z^3 + 159/125*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015094493158023406029960715780054657507
f(z) = -33/122*z^3 + 155/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015961862604119415295474250246210930800
f(z) = -33/124*z^3 + 157/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017661538553675135636683659748319753899
f(z) = -33/125*z^3 + 158/125*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017654712654715800850096531400058597390
f(z) = -32/121*z^3 + 153/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013635750528511085622546219948004055927
f(z) = -32/123*z^3 + 155/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017683716496312749943587441050919488745
f(z) = -32/125*z^3 + 157/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017697546587773160002261929613620100312
f(z) = -32/127*z^3 + 159/127*z + 1
*
[ 7/4 ] 
f(z) = -32/133*z^3 + 155/133*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011909881813971091989409817077093114646
f(z) = -31/120*z^3 + 151/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017677756399869360661281665199401313164
f(z) = -31/121*z^3 + 152/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015133333314232621593808558195496242255
f(z) = -31/122*z^3 + 153/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013653272550268542167236026242401894838
f(z) = -31/123*z^3 + 154/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017706092456713428581190004925188415706
f(z) = -31/125*z^3 + 156/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012491798245582490038224323963839330887
f(z) = -31/126*z^3 + 157/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017719601841057202573815928231416577330
f(z) = -31/127*z^3 + 158/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016037990944807000800235895390592154531
f(z) = -31/128*z^3 + 159/128*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017701013082409281267863854641626507750
f(z) = -30/121*z^3 + 151/121*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017741852694911073452914170491652432030
f(z) = -30/127*z^3 + 157/127*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.011941616922045610257898641887203382859
f(z) = -29/120*z^3 + 149/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017724486181265300387418540825892266851
f(z) = -29/121*z^3 + 150/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015173021289821949878744772148551300514
f(z) = -29/122*z^3 + 151/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013688798214483252518178180276437485728
f(z) = -29/123*z^3 + 152/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016043752472207215860199670581457110943
f(z) = -29/124*z^3 + 153/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017751451009208345746224270302499636767
f(z) = -29/125*z^3 + 154/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012523553144190588813544477616850042109
f(z) = -29/126*z^3 + 155/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017764302217522385433232154537785833192
f(z) = -29/127*z^3 + 156/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016078142326330608669255963607561759955
f(z) = -29/128*z^3 + 157/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013758132645399412733057884506625661653
f(z) = -29/129*z^3 + 158/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015250528492365393830894699922702743419
f(z) = -29/130*z^3 + 159/130*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017748179256849380020543838575189941292
f(z) = -28/121*z^3 + 149/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013706807062847608398629579462435671089
f(z) = -28/123*z^3 + 151/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017774440069563617658681553619848466732
f(z) = -28/125*z^3 + 153/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017786953546075232993479599140399807043
f(z) = -28/127*z^3 + 155/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013775613427865768609246453867552119988
f(z) = -28/129*z^3 + 157/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017810838064682353206690431487346022694
f(z) = -28/131*z^3 + 159/131*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017772095953545128337380219781355277556
f(z) = -27/121*z^3 + 148/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015213581694489654367145427105613133758
f(z) = -27/122*z^3 + 149/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016085828070706017127895252973935019815
f(z) = -27/124*z^3 + 151/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017797640088460602609539485772894989307
f(z) = -27/125*z^3 + 152/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017809809888773901462806600231831915427
f(z) = -27/127*z^3 + 154/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016119013926186919232881490415963666642
f(z) = -27/128*z^3 + 155/128*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015288708448323773002132196599879316896
f(z) = -27/130*z^3 + 157/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017833034505458445201267899314903153711
f(z) = -27/131*z^3 + 158/131*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017796240002291196422510994653342635263
f(z) = -26/121*z^3 + 147/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013743123703267485251657568274818313181
f(z) = -26/123*z^3 + 149/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017821054488802726996913030064592444630
f(z) = -26/125*z^3 + 151/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017832874526939905729393244986302268697
f(z) = -26/127*z^3 + 153/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013810631861486479364322291786465635146
f(z) = -26/129*z^3 + 155/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017855427798948403109059875920050318844
f(z) = -26/131*z^3 + 157/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017866193023203783394291808943279019439
f(z) = -26/133*z^3 + 159/133*z + 1
*
-6/13 | 0.24053656435452453572494340906597656408 | 0.028799590930721611219021320754567625699
f(z) = -26/135*z^3 + 157/130*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017820615223262881263920337091198300674
f(z) = -25/121*z^3 + 146/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015254648260888840103903514165195414622
f(z) = -25/122*z^3 + 147/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013761643356269995337012273445894553926
f(z) = -25/123*z^3 + 148/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016128690418147042222355967553182971755
f(z) = -25/124*z^3 + 149/124*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017856150817185527218671341827369979121
f(z) = -25/127*z^3 + 152/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016160628749554192902513073721041844497
f(z) = -25/128*z^3 + 153/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013828173400112827652147573598168402816
f(z) = -25/129*z^3 + 154/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017878021032980952369719356113119369511
f(z) = -25/131*z^3 + 156/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017888458449114321159091301143649182847
f(z) = -25/133*z^3 + 158/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015361373419153918053767044807621358994
f(z) = -25/134*z^3 + 159/134*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017845225528656388055225364057078875162
f(z) = -24/121*z^3 + 145/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017868540525947159585818717583161401118
f(z) = -24/125*z^3 + 149/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017879642193667177153606184441456545450
f(z) = -24/127*z^3 + 151/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017900817364822983551051937572839023898
f(z) = -24/131*z^3 + 155/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017910921339544512487610746672525105065
f(z) = -24/133*z^3 + 157/133*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.012040724212109242116300498024020201194
f(z) = -23/120*z^3 + 143/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017870074925580439830705796411986202085
f(z) = -23/121*z^3 + 144/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015296637859505137060269841398779272881
f(z) = -23/122*z^3 + 145/122*z + 1
*
[ 2 ] 
f(z) = -23/122*z^3 + 153/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013799213763694517182300971819418280983
f(z) = -23/123*z^3 + 146/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016172365708624924886052306862662370826
f(z) = -23/124*z^3 + 147/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017892619416405167544686271326845930977
f(z) = -23/125*z^3 + 148/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012622358158687295329775066197962036387
f(z) = -23/126*z^3 + 149/126*z + 1
*
[ 2 ] 
f(z) = -23/126*z^3 + 155/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017903352170422082539757600862013475579
f(z) = -23/127*z^3 + 150/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016203010862338115735952952484145289851
f(z) = -23/128*z^3 + 151/128*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013864154154404994440479275273039578492
f(z) = -23/129*z^3 + 152/129*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015367274441781819727776059822444421097
f(z) = -23/130*z^3 + 153/130*z + 1
*
[ 2 ] 
f(z) = -23/130*z^3 + 157/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017923820023216216360962227828451152489
f(z) = -23/131*z^3 + 154/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012198306786360396994885334743641172759
f(z) = -23/132*z^3 + 155/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017933584791919859254011755356931909267
f(z) = -23/133*z^3 + 156/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015399701900273003359642331772155545307
f(z) = -23/134*z^3 + 157/134*z + 1
*
[ 2 ] 
f(z) = -23/134*z^3 + 159/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015263971667474142937950234340718316453
f(z) = -23/135*z^3 + 158/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016259474353645953797507204630021693071
f(z) = -23/136*z^3 + 159/136*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013818270505600458207341043420237650093
f(z) = -22/123*z^3 + 145/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017916927200726934974914445909960192253
f(z) = -22/125*z^3 + 147/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017927284343791969483495628862785286702
f(z) = -22/127*z^3 + 149/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013882599710635883203576672936615099876
f(z) = -22/129*z^3 + 151/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017947032310487662624274852683528964400
f(z) = -22/131*z^3 + 153/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017956451973319837887234847192400803979
f(z) = -22/133*z^3 + 155/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015283138938039762444797749870303540954
f(z) = -22/135*z^3 + 157/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017974448569337447644492093725164833748
f(z) = -22/137*z^3 + 159/137*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017920507515158510093623292948607133051
f(z) = -21/121*z^3 + 142/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015339447323580712482409943080239823708
f(z) = -21/122*z^3 + 143/122*z + 1
*
[ 2 ] 
f(z) = -21/122*z^3 + 145/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016216881395461322526105217157660012807
f(z) = -21/124*z^3 + 145/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017941467724994706290884080943496691720
f(z) = -21/125*z^3 + 146/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017951442394937606986349129049048806937
f(z) = -21/127*z^3 + 148/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016246185455409702503317473975739342938
f(z) = -21/128*z^3 + 149/128*z + 1
*
[ 2 ] 
f(z) = -21/130*z^3 + 149/130*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015407575940483784438157575507931610237
f(z) = -21/130*z^3 + 151/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017970457604737077235594321016627029758
f(z) = -21/131*z^3 + 152/131*z + 1
*
[ 2 ] 
f(z) = -21/134*z^3 + 151/134*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015438978168825701803849411109231771313
f(z) = -21/134*z^3 + 155/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016300180222628748160088165628921322888
f(z) = -21/136*z^3 + 157/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017996848906800699154513925867046386229
f(z) = -21/137*z^3 + 158/137*z + 1
*
[ 11/8 ] 
f(z) = -36/121*z^3 + 147/176*z + 1
*
10/11 | 0.22263065501822482964788691449114106409 | 0.026742995078002611743408361134606164448
f(z) = -33/125*z^3 + 157/165*z + 1
*
[ 16/11 ] 
f(z) = -33/128*z^3 + 151/176*z + 1
*
[ 3/2 ] 
f(z) = -31/126*z^3 + 149/168*z + 1
*
[ 3/2 ] 
f(z) = -29/126*z^3 + 143/168*z + 1
*
-35/36 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = -36/125*z^3 + 157/180*z + 1
*
[ 22/15 ] 
f(z) = -25/121*z^3 + 151/198*z + 1
*
[ 4/3 ] 
f(z) = -39/136*z^3 + 155/204*z + 1
*
[ 8/5 ] 
f(z) = -21/128*z^3 + 159/200*z + 1
*
[ 6/5 ] 
f(z) = -38/135*z^3 + 143/250*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -35/121*z^3 + 159/242*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.014045879922384447793519116894732662606
f(z) = -35/123*z^3 + 157/246*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -35/127*z^3 + 153/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -35/129*z^3 + 151/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -34/121*z^3 + 151/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -34/123*z^3 + 149/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -34/125*z^3 + 147/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -34/127*z^3 + 145/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -34/129*z^3 + 143/258*z + 1
*
[ 4/3 ] 
f(z) = -27/122*z^3 + 157/244*z + 1
*
5/12 | 0.23109097776162325853149686699665366297 | 0.026563662968577312156133039835687728353
f(z) = -21/125*z^3 + 151/240*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -37/137*z^3 + 159/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -37/139*z^3 + 157/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -36/131*z^3 + 157/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = -36/133*z^3 + 155/266*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -36/137*z^3 + 151/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -36/139*z^3 + 149/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -35/131*z^3 + 149/262*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -35/137*z^3 + 143/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -35/139*z^3 + 141/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -34/131*z^3 + 141/262*z + 1
*
8/5 | 0.19832648731375496661060175785475651030 | 0.023589575684297054934836398250586585175
f(z) = -35/128*z^3 + 141/280*z + 1
*
34/15 | 0.17123110034429733206484455181291368139 | 0.024290666772630428117592722568175543775
f(z) = -25/128*z^3 + 145/288*z + 1
*
[ 11/9 ] 
f(z) = -24/121*z^3 + 142/297*z + 1
*
[ 8 ] 
f(z) = -39/128*z^3 + 163/8*z + 1
*
[ -8 ] 
f(z) = -39/128*z^3 + 165/8*z + 1
*
[ 15/2 ] 
f(z) = -38/135*z^3 + 167/10*z + 1
*
6 | 0.19073560512840577036366698588018156857 | 0.026567408159477840619084209091685775157
f(z) = -37/120*z^3 + 164/15*z + 1
*
[ 6 ] 
f(z) = -37/120*z^3 + 179/15*z + 1
*
-65/8 | 0.23026639929636825458961738295537677302 | 0.027742003164890227330865356301110109946
f(z) = -32/125*z^3 + 161/10*z + 1
*
65/8 | 0.21258659628103867000111855397987097669 | 0.025499570645831896436590625357898895185
f(z) = -32/125*z^3 + 167/10*z + 1
*
[ -45/8 ] 
f(z) = -32/125*z^3 + 167/18*z + 1
*
[ -15 ] 
f(z) = -32/125*z^3 + 176/3*z + 1
*
[ 15/2 ] 
f(z) = -29/125*z^3 + 167/12*z + 1
*
[ -34/5 ] 
f(z) = -25/136*z^3 + 164/17*z + 1
*
[ -15/2 ] 
f(z) = -24/125*z^3 + 179/15*z + 1
*
[ 10 ] 
f(z) = -21/125*z^3 + 177/10*z + 1
*
[ -10 ] 
f(z) = -21/125*z^3 + 179/10*z + 1
*
[ 11/3 ] 
f(z) = -39/121*z^3 + 167/33*z + 1
*
-20/39 | 0.23466516176648077853713342454122469979 | 0.023593193815237408311275298813548990276
f(z) = -39/125*z^3 + 167/39*z + 1
*
-5/4 | 0.21746448271839084479016865511849941044 | 0.021944567996158114131815889993452341638
f(z) = -36/125*z^3 + 161/36*z + 1
*
5/12 | 0.20770212189275885048357275116931312303 | 0.024808644104788821167335080327552033630
f(z) = -36/125*z^3 + 173/20*z + 1
*
-6 | 0.24982356310534844232415406941003880201 | 0.029777813987251123337064622384940970031
f(z) = -29/135*z^3 + 163/20*z + 1
*
-10/7 | 0.17730205058695952395798581895142440085 | 0.021329246623068559119201916169594150681
f(z) = -28/125*z^3 + 163/35*z + 1
*
75/14 | 0.12984175715377030715272503061337768922 | 0.015315825759806049633946931081639076780
f(z) = -28/135*z^3 + 178/35*z + 1
*
5 | 0.24706409313932755623783309522201331111 | 0.029765753382803952171779263728358655445
f(z) = -27/125*z^3 + 161/30*z + 1
*
[ -5/27 ] 
f(z) = -27/125*z^3 + 173/27*z + 1
*
[ 11/2 ] 
f(z) = -26/121*z^3 + 161/22*z + 1
*
[ -11/2 ] 
f(z) = -26/121*z^3 + 169/22*z + 1
*
5 | 0.28957075933521430095842377946104587233 | 0.029220887652535042699993815388216199794
f(z) = -26/125*z^3 + 161/26*z + 1
*
5/7 | 0.21477278370845005821509641500484405510 | 0.025817939441378636228679079806270787949
f(z) = -21/125*z^3 + 164/35*z + 1
*
[ -11/5 ] 
f(z) = -40/121*z^3 + 168/55*z + 1
*
[ -3 ] 
f(z) = -37/126*z^3 + 167/42*z + 1
*
-5/2 | 0.17976915960826741675294352803801311126 | 0.021532400803431180437379174967252145423
f(z) = -36/125*z^3 + 169/45*z + 1
*
-20/7 | 0.22857656243472199695417088940350217325 | 0.028968274703519281604593430938632601426
f(z) = -35/128*z^3 + 167/56*z + 1
*
[ 15/4 ] 
f(z) = -34/135*z^3 + 171/40*z + 1
*
[ -5/11 ] 
f(z) = -33/125*z^3 + 179/55*z + 1
*
-15/4 | 0.24770460728134100528826296013339896304 | 0.029776689763548121764066078028901122058
f(z) = -32/125*z^3 + 164/45*z + 1
*
[ -5/16 ] 
f(z) = -32/125*z^3 + 169/40*z + 1
*
[ 21/5 ] 
f(z) = -25/126*z^3 + 179/42*z + 1
*
-5/4 | 0.16766382619000099919962970793607516223 | 0.020169778560005307501364103140259666003
f(z) = -22/125*z^3 + 163/40*z + 1
*
[ -5/11 ] 
f(z) = -22/125*z^3 + 178/55*z + 1
*
-20/7 | 0.19654567078703762837363614697823694127 | 0.024797960975007440384764173889428741914
f(z) = -21/128*z^3 + 173/56*z + 1
*
[ -2 ] 
f(z) = -39/124*z^3 + 171/62*z + 1
*
[ -2 ] 
f(z) = -37/124*z^3 + 167/62*z + 1
*
0 | 0.16060240475616234941671332657840305684 | 0.027389581634076894393619223142705117095
f(z) = -37/126*z^3 + 176/63*z + 1
*
[ -4/3 ] 
f(z) = -37/128*z^3 + 163/72*z + 1
*
[ -2 ] 
f(z) = -37/132*z^3 + 173/66*z + 1
*
[ -35/18 ] 
f(z) = -36/125*z^3 + 164/63*z + 1
*
[ -2 ] 
f(z) = -35/124*z^3 + 163/62*z + 1
*
[ -4/3 ] 
f(z) = -35/128*z^3 + 161/72*z + 1
*
[ -2 ] 
f(z) = -35/132*z^3 + 169/66*z + 1
*
[ -5/8 ] 
f(z) = -33/125*z^3 + 173/64*z + 1
*
-10/3 | 0.097639611778912577131649546884510085213 | 0.011615105033398536001197164774032275438
f(z) = -33/125*z^3 + 179/60*z + 1
*
-3 | 0.20636295191625809691743674327995099752 | 0.028303890521593456821717094871171886220
f(z) = -32/135*z^3 + 163/60*z + 1
*
[ 8/3 ] 
f(z) = -31/128*z^3 + 169/72*z + 1
*
[ -2 ] 
f(z) = -31/132*z^3 + 161/66*z + 1
*
0 | 0.16064347148816828836683261583486760479 | 0.027504421759100257469681646243534751208
f(z) = -29/126*z^3 + 172/63*z + 1
*
[ 8/3 ] 
f(z) = -29/128*z^3 + 161/72*z + 1
*
[ -11/7 ] 
f(z) = -28/121*z^3 + 170/77*z + 1
*
155/42 | 0.28055248613017468766743272317697840132 | 0.028206697282158662338082920762980213012
f(z) = -28/125*z^3 + 167/63*z + 1
*
3/4 | 0.089943884143167704861152216213040874018 | 0.012295447565743145785445297781113849027
f(z) = -28/135*z^3 + 167/60*z + 1
*
[ -2/3 ] 
f(z) = -27/124*z^3 + 161/62*z + 1
*
[ 25/9 ] 
f(z) = -27/125*z^3 + 173/75*z + 1
*
22/5 | 0.14572635253126607151910201376896592816 | 0.024925661268013065998173512592461170994
f(z) = -25/132*z^3 + 173/66*z + 1
*
[ -4/5 ] 
f(z) = -25/136*z^3 + 161/68*z + 1
*
-14/5 | 0.17358923779571587917707114675803305984 | 0.029871799360145361328573653926340056010
f(z) = -25/138*z^3 + 167/69*z + 1
*
4 | 0.14735482338297541167504975898580328745 | 0.025305454572714200089851974909720694341
f(z) = -23/120*z^3 + 169/60*z + 1
*
[ -5/8 ] 
f(z) = -23/125*z^3 + 171/64*z + 1
*
5/9 | 0.24780880109869933296272958307539120497 | 0.029855474204551897990793616578049389702
f(z) = -36/125*z^3 + 161/90*z + 1
*
-16/5 | 0.20247568541747925492824817777064279755 | 0.028085189242113422912817193208704396681
f(z) = -35/128*z^3 + 169/80*z + 1
*
[ -5/4 ] 
f(z) = -33/125*z^3 + 177/80*z + 1
*
-15/8 | 0.17079203583800313506206824048790003321 | 0.020457138352938809531510629968681408353
f(z) = -32/125*z^3 + 169/90*z + 1
*
[ -5/4 ] 
f(z) = -29/125*z^3 + 173/80*z + 1
*
[ -5/4 ] 
f(z) = -27/125*z^3 + 171/80*z + 1
*
[ -5/4 ] 
f(z) = -23/125*z^3 + 167/80*z + 1
*
24/13 | 0.20667751368795954750307427568433264923 | 0.026076284958720125840867557237501603576
f(z) = -39/128*z^3 + 173/104*z + 1
*
[ 25/12 ] 
f(z) = -36/125*z^3 + 177/100*z + 1
*
[ 15/7 ] 
f(z) = -28/125*z^3 + 164/105*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017477636033368666874870682304871408283
f(z) = -40/121*z^3 + 161/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013501032440233440670319863224292566415
f(z) = -40/123*z^3 + 163/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017527799281451513089881509666408969926
f(z) = -40/127*z^3 + 167/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013577829014074523502336054436577457150
f(z) = -40/129*z^3 + 169/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017558798026944712316916637447972979045
f(z) = -40/131*z^3 + 171/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017573626338103866839390531585129385732
f(z) = -40/133*z^3 + 173/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017602032899539285876648220644297860147
f(z) = -40/137*z^3 + 177/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017615645014669808924333009347287659407
f(z) = -40/139*z^3 + 179/139*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017499092496692651792239216731116672921
f(z) = -39/121*z^3 + 160/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014981546106736580034081049050213913095
f(z) = -39/122*z^3 + 161/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015844338190129975239721774856735134296
f(z) = -39/124*z^3 + 163/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017532462589534365622080397966940000408
f(z) = -39/125*z^3 + 164/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017548392520043893665196031438896196056
f(z) = -39/127*z^3 + 166/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015884161387235851207596457087173779272
f(z) = -39/128*z^3 + 167/128*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017578850302969725362051843644235365073
f(z) = -39/131*z^3 + 170/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017593417788193080689441344951795709307
f(z) = -39/133*z^3 + 172/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015109697696906311030241405425905707062
f(z) = -39/134*z^3 + 173/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015957625019353530351436208541808179871
f(z) = -39/136*z^3 + 175/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017621320938840606963335742079616880306
f(z) = -39/137*z^3 + 176/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017634690068186424745452294518108689658
f(z) = -39/139*z^3 + 178/139*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013533631285280931045786061142325220002
f(z) = -38/123*z^3 + 161/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017553514372041351102243466966376386465
f(z) = -38/125*z^3 + 163/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017569159076667884784939726193885115701
f(z) = -38/127*z^3 + 165/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013609412235271051111353032663448259270
f(z) = -38/129*z^3 + 167/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017599067141130927987939922016735901334
f(z) = -38/131*z^3 + 169/131*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.014995329825800380417975290732704048095
f(z) = -38/135*z^3 + 173/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017640761562185749399479775648223732507
f(z) = -38/137*z^3 + 175/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017653883993110366233932619914908389532
f(z) = -38/139*z^3 + 177/139*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013550245881371532671374304331094461827
f(z) = -37/123*z^3 + 160/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.015882833768115517080383702542760926176
f(z) = -37/124*z^3 + 161/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017574746789215526379848614910635076112
f(z) = -37/125*z^3 + 162/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012399823311021437333438641202858080573
f(z) = -37/126*z^3 + 163/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017590101532526658918974144987146621122
f(z) = -37/127*z^3 + 164/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015921642741946199571965827163913021765
f(z) = -37/128*z^3 + 165/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013625401799549071023606247763449891663
f(z) = -37/129*z^3 + 166/129*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015104379359122446900744970812917103793
f(z) = -37/130*z^3 + 167/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017619450931746535442478213545870746560
f(z) = -37/131*z^3 + 168/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.011992682555553941409622288262063519582
f(z) = -37/132*z^3 + 169/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017633484258196395036153196470462301385
f(z) = -37/133*z^3 + 170/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015143995599974099659341722440090681808
f(z) = -37/134*z^3 + 171/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015012217593646857202810990187495236241
f(z) = -37/135*z^3 + 172/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.015993218385912080149921092231911531449
f(z) = -37/136*z^3 + 173/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017660356906734012844513538041992076272
f(z) = -37/137*z^3 + 174/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011242622949330456284924421699682960736
f(z) = -37/138*z^3 + 175/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017673228850049531961380494674501582044
f(z) = -37/139*z^3 + 176/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017596162583239606529747282762834558363
f(z) = -36/125*z^3 + 161/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017611222523936022471708907027332797035
f(z) = -36/127*z^3 + 163/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017640004114913313262871519935853296107
f(z) = -36/131*z^3 + 167/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017653763929012287108676918267595747840
f(z) = -36/133*z^3 + 169/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017680109152562972712436260432825384805
f(z) = -36/137*z^3 + 173/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017692726740506143976327984735758024863
f(z) = -36/139*z^3 + 175/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017632524743859060958525217293641951363
f(z) = -35/127*z^3 + 162/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015959761765001058158495394089264203029
f(z) = -35/128*z^3 + 163/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013657786649220684299427343197246000490
f(z) = -35/129*z^3 + 164/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017660729181858449018075935682664039317
f(z) = -35/131*z^3 + 166/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.012020376629714080953149139645786827221
f(z) = -35/132*z^3 + 167/132*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015178599513155763895928675920735126673
f(z) = -35/134*z^3 + 169/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016029387565208229784095838375521377625
f(z) = -35/136*z^3 + 171/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017700020523792375878656624562923017139
f(z) = -35/137*z^3 + 172/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.011267826086178461149172475450737581775
f(z) = -35/138*z^3 + 173/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017712379807935027429803443735049656038
f(z) = -35/139*z^3 + 174/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017654010943493567192583790107552835029
f(z) = -34/127*z^3 + 161/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013674185985742744429084349508938418074
f(z) = -34/129*z^3 + 163/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017681628676336768248643934229050758753
f(z) = -34/131*z^3 + 165/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017694828132320733274556479921300810860
f(z) = -34/133*z^3 + 167/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015063710112486644511791758407155886706
f(z) = -34/135*z^3 + 169/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017720093289744382030675520049129927383
f(z) = -34/137*z^3 + 171/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017732190238835709506954306538014005672
f(z) = -34/139*z^3 + 173/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017675683933914416974237387544901116531
f(z) = -33/127*z^3 + 160/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.015998537777371078594440379959831465313
f(z) = -33/128*z^3 + 161/128*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015176140351128089958591693950161639612
f(z) = -33/130*z^3 + 163/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017702705196075107773134855309668388173
f(z) = -33/131*z^3 + 164/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017715617611463483511519809701619087797
f(z) = -33/133*z^3 + 166/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015213906266936547188546139404907017159
f(z) = -33/134*z^3 + 167/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016066149149754503707888807320892846910
f(z) = -33/136*z^3 + 169/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017740329766141551687525332695717514190
f(z) = -33/137*z^3 + 170/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017752160263879625843613218769036488236
f(z) = -33/139*z^3 + 172/139*z + 1
*
-45/16 | 0.21156928824443654513950488971884597578 | 0.025168058946863102231221040120249127993
f(z) = -32/125*z^3 + 179/120*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013707408938111362419628844556984845770
f(z) = -32/129*z^3 + 161/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017723961394265743840255952647772297110
f(z) = -32/131*z^3 + 163/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017736582060249161262938676020049499892
f(z) = -32/133*z^3 + 165/133*z + 1
*
15/16 | 0.12078922592120312044617351840857117430 | 0.016595052018504363495301011201999203117
f(z) = -32/135*z^3 + 161/120*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015098749623444535575525808460216611084
f(z) = -32/135*z^3 + 167/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017760732316344044703076577490462760506
f(z) = -32/137*z^3 + 169/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017772292159073779651687990744271698324
f(z) = -32/139*z^3 + 171/139*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.013724033211484438907900031819650970137
f(z) = -31/129*z^3 + 160/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015213012468309374843636724525122048882
f(z) = -31/130*z^3 + 161/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017745399981110861391223829499005209472
f(z) = -31/131*z^3 + 162/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012077790312621262506812267762135931288
f(z) = -31/132*z^3 + 163/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017757724084478174101307738363507008129
f(z) = -31/133*z^3 + 164/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015249933763342730189405299979468409931
f(z) = -31/134*z^3 + 165/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015116488995538512495974179582905358200
f(z) = -31/135*z^3 + 166/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016103520421836890193801042484771925076
f(z) = -31/136*z^3 + 167/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017781303352627559070435522799859096866
f(z) = -31/137*z^3 + 168/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011319081437202077058347796013551733068
f(z) = -31/138*z^3 + 169/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017792588246962258705354186513520597395
f(z) = -31/139*z^3 + 170/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017767023725420144224837473907719895992
f(z) = -30/131*z^3 + 161/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017779046345588752107925307406375157006
f(z) = -30/133*z^3 + 163/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017802045337503609243560186582547854880
f(z) = -30/137*z^3 + 167/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017813050897867078315186637081222641279
f(z) = -30/139*z^3 + 169/139*z + 1
*
[ 2 ] 
f(z) = -29/122*z^3 + 177/122*z + 1
*
[ 2 ] 
f(z) = -29/126*z^3 + 179/126*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017788835456263664413557399060325620642
f(z) = -29/131*z^3 + 160/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.012106931232972981562580684301873907365
f(z) = -29/132*z^3 + 161/132*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.025850993657199456632024764780206361485
f(z) = -29/132*z^3 + 173/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017800551562206217248065034544045688016
f(z) = -29/133*z^3 + 162/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015286316577624343927254695257751133964
f(z) = -29/134*z^3 + 163/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015152417860674754750529401041427435423
f(z) = -29/135*z^3 + 164/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016141519391143587851887180609864803337
f(z) = -29/136*z^3 + 165/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017822960785083816184626539433311343460
f(z) = -29/137*z^3 + 166/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.011345208656079455082099491002213817927
f(z) = -29/138*z^3 + 167/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017833682531169884613904367964555581072
f(z) = -29/139*z^3 + 168/139*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015170611848178158794620978205963330220
f(z) = -28/135*z^3 + 163/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017844052262489958140965478786923725854
f(z) = -28/137*z^3 + 165/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017854485616636122080738612292155775799
f(z) = -28/139*z^3 + 167/139*z + 1
*
[ 2 ] 
f(z) = -27/122*z^3 + 169/122*z + 1
*
[ 2 ] 
f(z) = -27/130*z^3 + 173/130*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.017844122032069359573204335492363634839
f(z) = -27/133*z^3 + 160/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015323456380174897269794729924033797403
f(z) = -27/134*z^3 + 161/134*z + 1
*
[ 2 ] 
f(z) = -27/134*z^3 + 175/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016180164834945088300180836480267023898
f(z) = -27/136*z^3 + 163/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017865322391311611976521545891904525981
f(z) = -27/137*z^3 + 164/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017875462675783342438855016765124384942
f(z) = -27/139*z^3 + 166/139*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015207470533247991719588980885071598198
f(z) = -26/135*z^3 + 161/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017886773849113299967257730543201186810
f(z) = -26/137*z^3 + 163/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017896616283295409081769185307879052665
f(z) = -26/139*z^3 + 165/139*z + 1
*
[ 2 ] 
f(z) = -25/122*z^3 + 161/122*z + 1
*
[ 2 ] 
f(z) = -25/126*z^3 + 163/126*z + 1
*
[ 2 ] 
f(z) = -25/134*z^3 + 167/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016219476341033146677370080810350869347
f(z) = -25/136*z^3 + 161/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017908409370993146570838098058009635769
f(z) = -25/137*z^3 + 162/137*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.011399536916625702025430599974931089579
f(z) = -25/138*z^3 + 163/138*z + 1
*
[ 2 ] 
f(z) = -25/138*z^3 + 169/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017917949068484432243903521936453641809
f(z) = -25/139*z^3 + 164/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017930231751195144068070345751711287267
f(z) = -24/137*z^3 + 161/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017939463716802355465543836740893631208
f(z) = -24/139*z^3 + 163/139*z + 1
*
3 | 0.090523540014547549117221239000670285878 | 0.017687309389653531803723053096257641110
f(z) = -23/120*z^3 + 167/120*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.017952243844777225434728107698901762103
f(z) = -23/137*z^3 + 160/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017961162971404203767302958531302891618
f(z) = -23/139*z^3 + 162/139*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.017983049634765098614389410106493903089
f(z) = -22/139*z^3 + 161/139*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018005126570353244505104024132451389687
f(z) = -21/139*z^3 + 160/139*z + 1
*
-12/7 | 0.21914326818277455209301202087959845264 | 0.026045599983941958992619181523497926030
f(z) = -28/135*z^3 + 167/140*z + 1
*
[ 3/2 ] 
f(z) = -37/126*z^3 + 167/168*z + 1
*
28/9 | 0.21621419520198485866000195693549896813 | 0.027360270664297306585085768380946788418
f(z) = -27/128*z^3 + 169/168*z + 1
*
[ 8/5 ] 
f(z) = -23/128*z^3 + 167/200*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -38/125*z^3 + 179/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -38/127*z^3 + 177/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -38/129*z^3 + 175/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -37/121*z^3 + 175/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -37/123*z^3 + 173/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -37/125*z^3 + 171/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -37/127*z^3 + 169/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -37/129*z^3 + 167/258*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = -36/121*z^3 + 167/242*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = -36/125*z^3 + 163/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -36/127*z^3 + 161/254*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -39/133*z^3 + 179/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -39/137*z^3 + 175/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -39/139*z^3 + 173/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -38/131*z^3 + 173/262*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -38/135*z^3 + 169/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -38/137*z^3 + 167/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -38/139*z^3 + 165/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -37/131*z^3 + 165/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -37/133*z^3 + 163/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -37/135*z^3 + 161/270*z + 1
*
[ 4/3 ] 
f(z) = -27/130*z^3 + 161/260*z + 1
*
[ 4/3 ] 
f(z) = -27/134*z^3 + 163/268*z + 1
*
[ 11/9 ] 
f(z) = -30/121*z^3 + 164/297*z + 1
*
[ -6 ] 
f(z) = -37/120*z^3 + 184/15*z + 1
*
[ 15 ] 
f(z) = -33/125*z^3 + 181/3*z + 1
*
[ -15/2 ] 
f(z) = -31/125*z^3 + 181/12*z + 1
*
[ 15/2 ] 
f(z) = -28/135*z^3 + 188/15*z + 1
*
70/9 | 0.094526464953494933583715150258021260709 | 0.011144930641345577224910365392709484202
f(z) = -27/125*z^3 + 193/15*z + 1
*
[ 10 ] 
f(z) = -23/125*z^3 + 193/10*z + 1
*
[ -15 ] 
f(z) = -23/135*z^3 + 197/5*z + 1
*
[ -10 ] 
f(z) = -22/125*z^3 + 187/10*z + 1
*
[ 15 ] 
f(z) = -22/135*z^3 + 188/5*z + 1
*
[ -11/3 ] 
f(z) = -39/121*z^3 + 185/33*z + 1
*
20/33 | 0.21593370545307311541661260450779725178 | 0.021454440811736320490216161288781781088
f(z) = -33/125*z^3 + 188/33*z + 1
*
[ 11/2 ] 
f(z) = -30/121*z^3 + 183/22*z + 1
*
[ -11/2 ] 
f(z) = -30/121*z^3 + 191/22*z + 1
*
[ -5/28 ] 
f(z) = -28/125*z^3 + 185/28*z + 1
*
-30/7 | 0.24209582509342990633847588127836784738 | 0.028543764759985852959481408198036119677
f(z) = -28/125*z^3 + 193/35*z + 1
*
56/9 | 0.22320908056529811899703615233633300588 | 0.027888246032870929484372717892587537080
f(z) = -27/128*z^3 + 187/24*z + 1
*
-35/6 | 0.15908866477817024833815951763638867474 | 0.018689531076362039199621024458867845382
f(z) = -24/125*z^3 + 199/30*z + 1
*
-6 | 0.20905100237702268341206976161533505463 | 0.028266478031551804725718463028366189986
f(z) = -22/135*z^3 + 181/30*z + 1
*
-10/7 | 0.24297634653235773178158081032669731839 | 0.028630135808710422898192097235339378896
f(z) = -21/125*z^3 + 194/35*z + 1
*
[ -5/14 ] 
f(z) = -36/125*z^3 + 188/49*z + 1
*
-24/7 | 0.11669239519470095319875353512924352604 | 0.014579811086147955050562103929557150760
f(z) = -35/128*z^3 + 187/56*z + 1
*
4/5 | 0.18080746432100803726172353637111759952 | 0.022444404497916598833363909629530182739
f(z) = -35/128*z^3 + 197/40*z + 1
*
10/11 | 0.22811951969345160759268525071567000815 | 0.026799186845778126209504757473661993898
f(z) = -33/125*z^3 + 199/55*z + 1
*
[ -25/8 ] 
f(z) = -32/125*z^3 + 191/50*z + 1
*
65/16 | 0.18571090361324884276104340046601205029 | 0.021895827175273496125949438079679153829
f(z) = -32/125*z^3 + 193/40*z + 1
*
-15/4 | 0.23410023154877935890814198343473080949 | 0.027584254672293977689925873704062902189
f(z) = -32/125*z^3 + 194/45*z + 1
*
[ 15/4 ] 
f(z) = -27/125*z^3 + 181/48*z + 1
*
[ 34/9 ] 
f(z) = -27/136*z^3 + 182/51*z + 1
*
-34/9 | 0.16246318184907126793538553874517826732 | 0.022255848167634980548662021982985637480
f(z) = -27/136*z^3 + 185/51*z + 1
*
-15/4 | 0.20741198341003340494789768740469509062 | 0.024640940463850929836769318211942280364
f(z) = -26/125*z^3 + 181/40*z + 1
*
-21/5 | 0.17193415864400155312825320012561495272 | 0.027303664254284433756949518559330816284
f(z) = -25/126*z^3 + 181/42*z + 1
*
[ -21/5 ] 
f(z) = -25/126*z^3 + 199/42*z + 1
*
[ -15/4 ] 
f(z) = -23/125*z^3 + 185/48*z + 1
*
6 | 0.10511162174395706547193715315742022260 | 0.012281508379840255912234846074920908506
f(z) = -22/135*z^3 + 193/40*z + 1
*
-16/3 | 0.20909823359172886397669749039059305920 | 0.028644388753024985378207566785693663633
f(z) = -21/128*z^3 + 185/48*z + 1
*
[ 8/3 ] 
f(z) = -37/128*z^3 + 193/72*z + 1
*
[ -11/7 ] 
f(z) = -35/121*z^3 + 181/77*z + 1
*
[ 8/3 ] 
f(z) = -35/128*z^3 + 185/72*z + 1
*
-4 | 0.15359454547016214288678191214661319262 | 0.025926386490129948006434880491157784545
f(z) = -29/120*z^3 + 187/60*z + 1
*
[ -11/14 ] 
f(z) = -28/121*z^3 + 186/77*z + 1
*
15/7 | 0.25071687013436220099271466492493603440 | 0.029596559173844474999119449313725421693
f(z) = -28/125*z^3 + 191/70*z + 1
*
15/4 | 0.24262810516719667598321664316350263533 | 0.028606522047130987255774173788586573259
f(z) = -28/125*z^3 + 193/60*z + 1
*
[ -22/9 ] 
f(z) = -27/121*z^3 + 181/66*z + 1
*
[ -8/3 ] 
f(z) = -25/128*z^3 + 199/72*z + 1
*
-22/5 | 0.15888876359102368070848347251444100210 | 0.026724562322977911077071517989020105769
f(z) = -25/132*z^3 + 191/66*z + 1
*
-10/3 | 0.20775432546088934288424139240664924793 | 0.024524927994794015907748110339325075498
f(z) = -24/125*z^3 + 191/60*z + 1
*
-4 | 0.11885012784658223152550600887227721938 | 0.019853183111076364118929284238247508438
f(z) = -23/120*z^3 + 199/60*z + 1
*
[ -8/3 ] 
f(z) = -23/128*z^3 + 191/72*z + 1
*
[ 35/11 ] 
f(z) = -22/125*z^3 + 190/77*z + 1
*
-5/6 | 0.15512415713599335099816200121640925525 | 0.018223785833705963923517027402698420065
f(z) = -21/125*z^3 + 199/60*z + 1
*
[ -5/4 ] 
f(z) = -39/125*z^3 + 183/80*z + 1
*
[ -5/4 ] 
f(z) = -37/125*z^3 + 181/80*z + 1
*
[ -3/4 ] 
f(z) = -37/135*z^3 + 199/80*z + 1
*
[ -15/17 ] 
f(z) = -34/135*z^3 + 198/85*z + 1
*
5/12 | 0.11654009884663360909873953185545467577 | 0.013740398725587457745456136018467563280
f(z) = -32/125*z^3 + 193/90*z + 1
*
[ -9/8 ] 
f(z) = -32/135*z^3 + 197/90*z + 1
*
[ -3/4 ] 
f(z) = -31/135*z^3 + 197/80*z + 1
*
-15/4 | 0.21870896783847366604182576209187309305 | 0.025714363505520860247060368747995225416
f(z) = -29/135*z^3 + 183/80*z + 1
*
[ -15/8 ] 
f(z) = -28/135*z^3 + 181/80*z + 1
*
-32/9 | 0.16687044373023374731194390243032220061 | 0.025216908247185388855390316832021619149
f(z) = -27/128*z^3 + 187/96*z + 1
*
[ 11/4 ] 
f(z) = -26/121*z^3 + 199/88*z + 1
*
[ -11/8 ] 
f(z) = -24/121*z^3 + 185/88*z + 1
*
45/38 | 0.26600854933337964033059456650100356761 | 0.026360959848854388473892390569056890525
f(z) = -38/125*z^3 + 193/114*z + 1
*
15/7 | 0.24751662256233838106072411416031290511 | 0.029077933463992217164838336382137046829
f(z) = -28/125*z^3 + 199/105*z + 1
*
[ 35/19 ] 
f(z) = -38/125*z^3 + 198/133*z + 1
*
[ 2 ] 
f(z) = -33/122*z^3 + 193/122*z + 1
*
[ 2 ] 
f(z) = -33/130*z^3 + 197/130*z + 1
*
[ 2 ] 
f(z) = -33/134*z^3 + 199/134*z + 1
*
45/16 | 0.21174565327767590411293804890973243371 | 0.025058703331115848352672657842862360577
f(z) = -32/125*z^3 + 187/120*z + 1
*
-3 | 0.11936549514949458861571018679270774673 | 0.022550277964713162288099332257101884148
f(z) = -31/120*z^3 + 199/120*z + 1
*
[ 2 ] 
f(z) = -31/122*z^3 + 185/122*z + 1
*
[ 2 ] 
f(z) = -31/126*z^3 + 187/126*z + 1
*
[ 2 ] 
f(z) = -31/130*z^3 + 189/130*z + 1
*
[ 2 ] 
f(z) = -31/134*z^3 + 191/134*z + 1
*
[ 2 ] 
f(z) = -31/138*z^3 + 193/138*z + 1
*
[ 2 ] 
f(z) = -29/130*z^3 + 181/130*z + 1
*
[ 2 ] 
f(z) = -29/134*z^3 + 183/134*z + 1
*
[ 2 ] 
f(z) = -29/138*z^3 + 185/138*z + 1
*
[ 20/9 ] 
f(z) = -27/128*z^3 + 191/120*z + 1
*
[ 11/5 ] 
f(z) = -25/132*z^3 + 193/132*z + 1
*
-17/5 | 0.15741457910499016333690157984971409464 | 0.029911428082325819068309764424602280798
f(z) = -25/136*z^3 + 193/136*z + 1
*
5/28 | 0.12545009837131270264652859933782831650 | 0.014755225187007638396838659272872640777
f(z) = -28/125*z^3 + 197/140*z + 1
*
[ 15/8 ] 
f(z) = -26/135*z^3 + 183/160*z + 1
*
15/13 | 0.21346600449136369272616884839269621250 | 0.028575582286146041447593728828510495944
f(z) = -26/135*z^3 + 193/195*z + 1
*
[ 25/16 ] 
f(z) = -32/125*z^3 + 197/200*z + 1
*
[ 8/5 ] 
f(z) = -31/128*z^3 + 199/200*z + 1
*
[ 8/5 ] 
f(z) = -29/128*z^3 + 191/200*z + 1
*
[ 8/5 ] 
f(z) = -27/128*z^3 + 183/200*z + 1
*
[ 25/18 ] 
f(z) = -36/125*z^3 + 188/225*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -40/121*z^3 + 199/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -40/123*z^3 + 197/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -40/127*z^3 + 193/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -40/129*z^3 + 191/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -39/121*z^3 + 191/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -39/125*z^3 + 187/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -39/127*z^3 + 185/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -38/121*z^3 + 183/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -38/123*z^3 + 181/246*z + 1
*
[ 3/2 ] 
f(z) = -26/123*z^3 + 199/246*z + 1
*
[ 3/2 ] 
f(z) = -22/123*z^3 + 181/246*z + 1
*
[ 3/2 ] 
f(z) = -22/129*z^3 + 185/258*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -40/131*z^3 + 189/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -40/133*z^3 + 187/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -40/137*z^3 + 183/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -40/139*z^3 + 181/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -39/131*z^3 + 181/262*z + 1
*
-24/11 | 0.23694635150365833676519306295995884854 | 0.028381778517329794314391978232639045202
f(z) = -33/128*z^3 + 181/264*z + 1
*
28/11 | 0.13321836046241507720729296199543062594 | 0.015957088923682763171801806328379156401
f(z) = -33/128*z^3 + 199/264*z + 1
*
0 | 0.14572495686882905050108061090724054472 | 0.026029648700310007299699978473291130050
f(z) = -26/135*z^3 + 187/270*z + 1
*
[ 11/9 ] 
f(z) = -39/121*z^3 + 197/297*z + 1
*
[ 21/16 ] 
f(z) = -32/135*z^3 + 181/280*z + 1
*
[ 15 ] 
f(z) = -38/125*z^3 + 208/3*z + 1
*
[ -15 ] 
f(z) = -37/125*z^3 + 203/3*z + 1
*
[ -15/2 ] 
f(z) = -32/135*z^3 + 217/15*z + 1
*
[ 15/2 ] 
f(z) = -28/125*z^3 + 202/15*z + 1
*
[ -15/2 ] 
f(z) = -28/125*z^3 + 206/15*z + 1
*
[ 10 ] 
f(z) = -26/125*z^3 + 217/10*z + 1
*
[ -10 ] 
f(z) = -26/125*z^3 + 219/10*z + 1
*
[ 10 ] 
f(z) = -24/125*z^3 + 201/10*z + 1
*
[ -10 ] 
f(z) = -24/125*z^3 + 203/10*z + 1
*
5/12 | 0.21570153428065155931546361441340029107 | 0.025139546745183284804000983232546909094
f(z) = -36/125*z^3 + 213/20*z + 1
*
[ 11/2 ] 
f(z) = -34/121*z^3 + 205/22*z + 1
*
[ -11/2 ] 
f(z) = -34/121*z^3 + 213/22*z + 1
*
-5 | 0.27726753893767324506751074481506073495 | 0.027274402964826782733661130986350417726
f(z) = -29/125*z^3 + 208/29*z + 1
*
[ 20/3 ] 
f(z) = -27/125*z^3 + 209/20*z + 1
*
-8/9 | 0.14359153566094696828921884250304403881 | 0.017674007623045134682215271141392844998
f(z) = -27/128*z^3 + 211/24*z + 1
*
[ 15/2 ] 
f(z) = -23/135*z^3 + 209/20*z + 1
*
[ 6 ] 
f(z) = -23/135*z^3 + 209/30*z + 1
*
[ -6 ] 
f(z) = -22/135*z^3 + 211/30*z + 1
*
[ -15/4 ] 
f(z) = -38/135*z^3 + 209/40*z + 1
*
[ -5/18 ] 
f(z) = -36/125*z^3 + 208/45*z + 1
*
-10/9 | 0.18068263188317778229343530114429957500 | 0.021046680275089269078767052778191385851
f(z) = -36/125*z^3 + 214/45*z + 1
*
-15/11 | 0.14470517074060904712215222245296219010 | 0.016855872814045246553380676264234817542
f(z) = -33/125*z^3 + 214/55*z + 1
*
[ 30/7 ] 
f(z) = -28/125*z^3 + 205/42*z + 1
*
[ -34/9 ] 
f(z) = -27/136*z^3 + 209/51*z + 1
*
-10/3 | 0.18387240148240073730373494063812956341 | 0.021453518727341529916279525656777101199
f(z) = -39/125*z^3 + 211/60*z + 1
*
[ -21/8 ] 
f(z) = -32/135*z^3 + 211/70*z + 1
*
-4 | 0.15673625293636782075334322938733578269 | 0.026095077790390973022539088785031363025
f(z) = -31/120*z^3 + 203/60*z + 1
*
4 | 0.11604008197093220245135163079416785926 | 0.019107398491705795676978638048799476603
f(z) = -29/120*z^3 + 217/60*z + 1
*
[ -8/3 ] 
f(z) = -29/128*z^3 + 215/72*z + 1
*
-60/13 | 0.23192433306082728189270816336405019176 | 0.026704291761047325207821398786660320664
f(z) = -26/135*z^3 + 219/65*z + 1
*
[ -2/5 ] 
f(z) = -25/124*z^3 + 219/62*z + 1
*
[ -8/15 ] 
f(z) = -25/128*z^3 + 211/72*z + 1
*
[ 4 ] 
f(z) = -21/136*z^3 + 219/68*z + 1
*
[ -11/8 ] 
f(z) = -40/121*z^3 + 207/88*z + 1
*
[ -5/6 ] 
f(z) = -38/125*z^3 + 217/90*z + 1
*
[ -10/9 ] 
f(z) = -36/125*z^3 + 203/90*z + 1
*
[ -10/7 ] 
f(z) = -29/125*z^3 + 213/98*z + 1
*
-15/4 | 0.24751798291555627463321314324705307750 | 0.024313733211719465006534656241206145285
f(z) = -28/125*z^3 + 211/84*z + 1
*
[ -5/6 ] 
f(z) = -26/125*z^3 + 211/90*z + 1
*
[ -12/5 ] 
f(z) = -25/126*z^3 + 215/84*z + 1
*
[ -6/5 ] 
f(z) = -25/128*z^3 + 203/96*z + 1
*
[ -10/7 ] 
f(z) = -24/125*z^3 + 205/98*z + 1
*
[ -5/6 ] 
f(z) = -22/125*z^3 + 209/90*z + 1
*
5/6 | 0.28025384138638887001050135377003030584 | 0.027555160859183733603850628978399084797
f(z) = -21/125*z^3 + 209/84*z + 1
*
[ 30/11 ] 
f(z) = -22/135*z^3 + 203/110*z + 1
*
-6/11 | 0.23744236847326278095435419372717931429 | 0.027518205578030585185757344774641550863
f(z) = -22/135*z^3 + 207/110*z + 1
*
[ 11/6 ] 
f(z) = -39/121*z^3 + 203/132*z + 1
*
[ 2 ] 
f(z) = -39/122*z^3 + 217/122*z + 1
*
[ 2 ] 
f(z) = -37/122*z^3 + 209/122*z + 1
*
[ 2 ] 
f(z) = -37/126*z^3 + 211/126*z + 1
*
[ 2 ] 
f(z) = -37/130*z^3 + 213/130*z + 1
*
[ 2 ] 
f(z) = -37/134*z^3 + 215/134*z + 1
*
[ 2 ] 
f(z) = -37/138*z^3 + 217/138*z + 1
*
[ 2 ] 
f(z) = -35/122*z^3 + 201/122*z + 1
*
[ 2 ] 
f(z) = -35/134*z^3 + 207/134*z + 1
*
[ 2 ] 
f(z) = -35/138*z^3 + 209/138*z + 1
*
-20/9 | 0.17882989217805223816928584922452365109 | 0.022116551159740471932474885430797351721
f(z) = -27/128*z^3 + 203/120*z + 1
*
[ 30/13 ] 
f(z) = -26/135*z^3 + 207/130*z + 1
*
-14/5 | 0.093391131232394642832446202471428111644 | 0.017544797323019690584236866130856390191
f(z) = -25/126*z^3 + 205/126*z + 1
*
-5/24 | 0.17926714602801980562561609193649878979 | 0.020847991022504915218620859830201079346
f(z) = -24/125*z^3 + 217/120*z + 1
*
-15/4 | 0.22282035742985165662075271919513401430 | 0.029516216203422157367117032477123961043
f(z) = -22/135*z^3 + 211/120*z + 1
*
[ 25/12 ] 
f(z) = -24/125*z^3 + 203/150*z + 1
*
[ 15/7 ] 
f(z) = -24/125*z^3 + 208/147*z + 1
*
[ 12/7 ] 
f(z) = -35/128*z^3 + 205/168*z + 1
*
[ 30/17 ] 
f(z) = -34/135*z^3 + 207/170*z + 1
*
[ 25/14 ] 
f(z) = -28/125*z^3 + 202/175*z + 1
*
-24/7 | 0.22857729023594853687706702248636101654 | 0.028234760475100586300446883092946481535
f(z) = -21/128*z^3 + 205/168*z + 1
*
-8/7 | 0.19795853168676957557845709408401435492 | 0.024365785782388182420249132461262189242
f(z) = -21/128*z^3 + 211/168*z + 1
*
[ 30/19 ] 
f(z) = -38/135*z^3 + 203/190*z + 1
*
[ 15/8 ] 
f(z) = -21/125*z^3 + 203/192*z + 1
*
[ 8/5 ] 
f(z) = -33/128*z^3 + 207/200*z + 1
*
[ 3/2 ] 
f(z) = -26/129*z^3 + 203/258*z + 1
*
0 | 0.14253600810162232822249352489414186475 | 0.025460033049585233475671317924083897501
f(z) = -38/135*z^3 + 211/270*z + 1
*
0 | 0.14278131185294592224392330074130330167 | 0.025503849638102523769827368735561376928
f(z) = -34/135*z^3 + 203/270*z + 1
*
[ 20/13 ] 
f(z) = -26/125*z^3 + 219/260*z + 1
*
[ 15/2 ] 
f(z) = -39/125*z^3 + 221/12*z + 1
*
[ 15/2 ] 
f(z) = -32/125*z^3 + 229/15*z + 1
*
[ -15/2 ] 
f(z) = -32/125*z^3 + 233/15*z + 1
*
[ 10 ] 
f(z) = -28/125*z^3 + 233/10*z + 1
*
[ 15 ] 
f(z) = -28/135*z^3 + 238/5*z + 1
*
[ -10 ] 
f(z) = -27/125*z^3 + 227/10*z + 1
*
[ -15 ] 
f(z) = -26/135*z^3 + 222/5*z + 1
*
[ 11/2 ] 
f(z) = -38/121*z^3 + 227/22*z + 1
*
[ -11/2 ] 
f(z) = -38/121*z^3 + 235/22*z + 1
*
-5 | 0.24769253060410252871853580722270725611 | 0.028655428177480914695336169784870629138
f(z) = -36/125*z^3 + 227/30*z + 1
*
[ -5/32 ] 
f(z) = -32/125*z^3 + 237/32*z + 1
*
-3/4 | 0.25636830861303377605025208221071716116 | 0.029367842343905020278511713169603791999
f(z) = -28/135*z^3 + 229/20*z + 1
*
[ 35/6 ] 
f(z) = -27/125*z^3 + 229/28*z + 1
*
[ 6 ] 
f(z) = -26/135*z^3 + 233/30*z + 1
*
5/7 | 0.20772716892484041842482814764671135105 | 0.023947711858088222997025475577687956419
f(z) = -21/125*z^3 + 234/35*z + 1
*
[ 15/4 ] 
f(z) = -37/125*z^3 + 235/48*z + 1
*
[ -15/4 ] 
f(z) = -33/125*z^3 + 239/48*z + 1
*
-15/4 | 0.24243160543999181493054038426392605227 | 0.027880637538637152188474013870054574906
f(z) = -32/125*z^3 + 239/45*z + 1
*
[ 9/2 ] 
f(z) = -28/135*z^3 + 224/45*z + 1
*
-21/4 | 0.24034375597076611616611060973349691825 | 0.027477670275352764484178675500671927486
f(z) = -22/135*z^3 + 233/40*z + 1
*
-5/2 | 0.20113650331596226771798276735317222735 | 0.023341720325384262710837380170315613538
f(z) = -39/125*z^3 + 221/60*z + 1
*
[ -5/13 ] 
f(z) = -39/125*z^3 + 237/65*z + 1
*
-15/4 | 0.13413003646710069246046410478105540323 | 0.015425509075008268746039577726921198988
f(z) = -36/125*z^3 + 239/60*z + 1
*
[ -8/3 ] 
f(z) = -35/128*z^3 + 239/72*z + 1
*
4 | 0.13210415765719386814294430237644006583 | 0.021500678124610907000619452761506046020
f(z) = -31/120*z^3 + 233/60*z + 1
*
[ -8/3 ] 
f(z) = -31/128*z^3 + 223/72*z + 1
*
0 | 0.15521909816781578643800519299355147368 | 0.025227668073638057776486496039192034920
f(z) = -29/126*z^3 + 235/63*z + 1
*
[ 15/4 ] 
f(z) = -28/125*z^3 + 233/60*z + 1
*
3/4 | 0.19693896833853749560221428514298558921 | 0.025837635426566834025995611415095128036
f(z) = -28/135*z^3 + 227/60*z + 1
*
[ -25/9 ] 
f(z) = -27/125*z^3 + 227/75*z + 1
*
[ -5/13 ] 
f(z) = -26/125*z^3 + 236/65*z + 1
*
0 | 0.13657948162146331935124860374864973398 | 0.022229061710453901537904906729952395756
f(z) = -25/126*z^3 + 233/63*z + 1
*
22/5 | 0.12142434521711631951673039218455688214 | 0.019846749943101459109751912403474898775
f(z) = -25/132*z^3 + 227/66*z + 1
*
[ -2/5 ] 
f(z) = -25/132*z^3 + 233/66*z + 1
*
[ 4 ] 
f(z) = -23/120*z^3 + 229/60*z + 1
*
0 | 0.18000470827971598442181176920185159035 | 0.029317278973013953129949119608119410206
f(z) = -23/126*z^3 + 232/63*z + 1
*
[ 4 ] 
f(z) = -23/136*z^3 + 235/68*z + 1
*
-55/12 | 0.17190292088007454286942510541755985440 | 0.016794798911386417670831368495991825206
f(z) = -22/125*z^3 + 223/72*z + 1
*
[ -10/7 ] 
f(z) = -39/125*z^3 + 229/98*z + 1
*
[ -15/19 ] 
f(z) = -38/135*z^3 + 232/95*z + 1
*
[ -11/9 ] 
f(z) = -36/121*z^3 + 224/99*z + 1
*
[ -10/7 ] 
f(z) = -34/125*z^3 + 221/98*z + 1
*
[ -15/8 ] 
f(z) = -34/125*z^3 + 239/96*z + 1
*
[ -8/11 ] 
f(z) = -33/128*z^3 + 221/88*z + 1
*
-20/11 | 0.23694645603330113133064480090799348261 | 0.028873688061619774938596296090488662662
f(z) = -33/128*z^3 + 229/88*z + 1
*
[ -11/16 ] 
f(z) = -32/121*z^3 + 227/88*z + 1
*
[ -11/12 ] 
f(z) = -32/121*z^3 + 229/99*z + 1
*
[ -5/9 ] 
f(z) = -31/125*z^3 + 233/81*z + 1
*
[ 11/4 ] 
f(z) = -30/121*z^3 + 221/88*z + 1
*
[ -11/6 ] 
f(z) = -28/121*z^3 + 230/99*z + 1
*
[ -5/9 ] 
f(z) = -26/125*z^3 + 232/81*z + 1
*
35/48 | 0.30674886238654569156770953726588676116 | 0.029995557533591582937614014511996747264
f(z) = -24/125*z^3 + 221/96*z + 1
*
[ 10/3 ] 
f(z) = -22/125*z^3 + 239/90*z + 1
*
10/7 | 0.30028658018169458206066177605590008944 | 0.029261891866752607763165645292565668303
f(z) = -21/125*z^3 + 229/84*z + 1
*
-4/13 | 0.20837390421394491148042551177273619857 | 0.025286104003296474028434016571530568814
f(z) = -39/128*z^3 + 237/104*z + 1
*
[ 16/7 ] 
f(z) = -35/128*z^3 + 223/112*z + 1
*
15/14 | 0.21786404820885876946989892846490220345 | 0.028683731350395489383285949213711392785
f(z) = -28/135*z^3 + 221/105*z + 1
*
35/9 | 0.21621478662103177296858724138683578085 | 0.025026566165470252569341250257511255747
f(z) = -27/125*z^3 + 226/105*z + 1
*
-10/7 | 0.12544962410452486062787806281610017205 | 0.014476716333783945735614006782071422603
f(z) = -21/125*z^3 + 232/105*z + 1
*
[ 2 ] 
f(z) = -39/134*z^3 + 223/134*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.024556485846649193167587658000116456399
f(z) = -35/132*z^3 + 227/132*z + 1
*
3 | 0.15124040690263541899974111344955754876 | 0.027616436313046213496223030840899309558
f(z) = -31/120*z^3 + 239/120*z + 1
*
-70/31 | 0.22058277698036557043938725523626857787 | 0.021532005049435345343272484163469698999
f(z) = -31/125*z^3 + 225/124*z + 1
*
3 | 0.13328835273258142335717333461478592989 | 0.024413639531292444270672928022138690875
f(z) = -31/132*z^3 + 235/132*z + 1
*
3 | 0.091791298918177993213091805295061098074 | 0.017004174196596530878422809126223849600
f(z) = -29/120*z^3 + 221/120*z + 1
*
-20/9 | 0.24300776282761216369793520843695695037 | 0.029643990781052092377179766051374686964
f(z) = -27/128*z^3 + 227/120*z + 1
*
[ 7/3 ] 
f(z) = -27/133*z^3 + 223/133*z + 1
*
-24/13 | 0.23191208963886555967833064280138532116 | 0.026462210755094412634824569521047865520
f(z) = -26/135*z^3 + 237/130*z + 1
*
[ 12/5 ] 
f(z) = -25/132*z^3 + 221/132*z + 1
*
-3/5 | 0.13892131911069091754596996932282139376 | 0.025566512055607814813782861505562151514
f(z) = -25/132*z^3 + 229/132*z + 1
*
[ 15/7 ] 
f(z) = -29/125*z^3 + 235/147*z + 1
*
[ 34/15 ] 
f(z) = -25/136*z^3 + 230/153*z + 1
*
[ 15/8 ] 
f(z) = -38/135*z^3 + 233/160*z + 1
*
[ 21/10 ] 
f(z) = -25/126*z^3 + 235/168*z + 1
*
[ 11/6 ] 
f(z) = -26/121*z^3 + 233/198*z + 1
*
[ 35/18 ] 
f(z) = -24/125*z^3 + 229/189*z + 1
*
[ 8/5 ] 
f(z) = -39/128*z^3 + 231/200*z + 1
*
[ 8/5 ] 
f(z) = -37/128*z^3 + 223/200*z + 1
*
[ 20/11 ] 
f(z) = -22/125*z^3 + 227/220*z + 1
*
[ 3/2 ] 
f(z) = -34/123*z^3 + 235/246*z + 1
*
[ 3/2 ] 
f(z) = -34/129*z^3 + 239/258*z + 1
*
[ 8/5 ] 
f(z) = -25/124*z^3 + 221/248*z + 1
*
[ 8/5 ] 
f(z) = -25/132*z^3 + 227/264*z + 1
*
[ 45/32 ] 
f(z) = -32/125*z^3 + 229/288*z + 1
*
[ 15/2 ] 
f(z) = -36/125*z^3 + 256/15*z + 1
*
-5/12 | 0.28952225928718042953021186153362895221 | 0.027909818807736137617086219632574148093
f(z) = -32/125*z^3 + 256/9*z + 1
*
[ 10 ] 
f(z) = -31/125*z^3 + 257/10*z + 1
*
[ -10 ] 
f(z) = -31/125*z^3 + 259/10*z + 1
*
[ 10 ] 
f(z) = -29/125*z^3 + 241/10*z + 1
*
[ -10 ] 
f(z) = -29/125*z^3 + 243/10*z + 1
*
[ -15 ] 
f(z) = -29/135*z^3 + 247/5*z + 1
*
[ 11 ] 
f(z) = -21/121*z^3 + 241/11*z + 1
*
[ -11 ] 
f(z) = -21/121*z^3 + 243/11*z + 1
*
-10 | 0.26003095578563429939109467050699931022 | 0.029670170615586214459507865493299066970
f(z) = -21/125*z^3 + 256/15*z + 1
*
-30/37 | 0.25375493067009955029218303033242226358 | 0.024575601564104955631280360925561238900
f(z) = -37/125*z^3 + 244/37*z + 1
*
[ -5/33 ] 
f(z) = -33/125*z^3 + 251/33*z + 1
*
[ 21/4 ] 
f(z) = -32/135*z^3 + 257/35*z + 1
*
[ 6 ] 
f(z) = -29/135*z^3 + 257/30*z + 1
*
[ 15/2 ] 
f(z) = -29/135*z^3 + 259/20*z + 1
*
[ -6 ] 
f(z) = -28/135*z^3 + 259/30*z + 1
*
8 | 0.24167580806631981466505659464273659415 | 0.029267835867470032424202959639130316146
f(z) = -21/128*z^3 + 241/24*z + 1
*
-4/5 | 0.13544608896060701112946068675390054452 | 0.016276321156852585892754473474115618650
f(z) = -35/128*z^3 + 257/40*z + 1
*
[ 9/2 ] 
f(z) = -32/135*z^3 + 251/45*z + 1
*
[ -9/2 ] 
f(z) = -28/135*z^3 + 244/45*z + 1
*
[ 35/8 ] 
f(z) = -24/125*z^3 + 249/56*z + 1
*
5/8 | 0.24944389510159607728644779921916026495 | 0.028424374651405422944564026920486746442
f(z) = -24/125*z^3 + 259/40*z + 1
*
-8/7 | 0.20689959602841685314961358178778227796 | 0.024862764942301088542758368336484755052
f(z) = -21/128*z^3 + 257/56*z + 1
*
-4 | 0.18093917728959782305428898268965867627 | 0.029096448365708295229011571539391942622
f(z) = -37/120*z^3 + 251/60*z + 1
*
[ -8/3 ] 
f(z) = -37/128*z^3 + 247/72*z + 1
*
-15/16 | 0.19101849726290334428513820116657983132 | 0.018492392349589756738979993467338263748
f(z) = -32/125*z^3 + 245/72*z + 1
*
-21/8 | 0.22634708892073454035286647724312360016 | 0.025777989845534024648335334220337309531
f(z) = -32/135*z^3 + 241/70*z + 1
*
-4 | 0.15873061772413821569058532646939996293 | 0.025591246883516885544322481037993054984
f(z) = -29/120*z^3 + 247/60*z + 1
*
[ -15/4 ] 
f(z) = -28/135*z^3 + 251/60*z + 1
*
-5/6 | 0.16779820159325708067072689553949779585 | 0.019279010855745536851401373057363472138
f(z) = -27/125*z^3 + 241/60*z + 1
*
-10/3 | 0.16476114417847855914448240708395168307 | 0.018876736671800685058273651866484206957
f(z) = -27/125*z^3 + 247/60*z + 1
*
[ 4 ] 
f(z) = -25/136*z^3 + 251/68*z + 1
*
[ -4 ] 
f(z) = -23/120*z^3 + 259/60*z + 1
*
[ -5/12 ] 
f(z) = -22/125*z^3 + 247/72*z + 1
*
-20/7 | 0.20567820168594447051118943325321894263 | 0.023608779006765473949312800886171635096
f(z) = -21/125*z^3 + 243/70*z + 1
*
[ -4 ] 
f(z) = -21/136*z^3 + 253/68*z + 1
*
[ -2/3 ] 
f(z) = -39/128*z^3 + 253/96*z + 1
*
5/9 | 0.24780834010377466379659901611290061469 | 0.028339321037881221550370484642010571427
f(z) = -36/125*z^3 + 251/90*z + 1
*
[ 11/4 ] 
f(z) = -34/121*z^3 + 243/88*z + 1
*
[ -2/3 ] 
f(z) = -33/128*z^3 + 251/96*z + 1
*
[ -11/6 ] 
f(z) = -32/121*z^3 + 241/99*z + 1
*
[ 10/3 ] 
f(z) = -27/136*z^3 + 247/85*z + 1
*
[ -11/15 ] 
f(z) = -25/121*z^3 + 245/99*z + 1
*
[ 10/3 ] 
f(z) = -23/125*z^3 + 247/90*z + 1
*
-115/42 | 0.12545092838323229935637175681434543009 | 0.012088871145120647697683238320154181829
f(z) = -21/125*z^3 + 257/84*z + 1
*
[ -2/3 ] 
f(z) = -21/128*z^3 + 247/96*z + 1
*
[ -11/10 ] 
f(z) = -30/121*z^3 + 243/110*z + 1
*
[ -15/7 ] 
f(z) = -28/135*z^3 + 254/105*z + 1
*
[ 14/5 ] 
f(z) = -25/136*z^3 + 248/119*z + 1
*
[ -20/9 ] 
f(z) = -24/125*z^3 + 259/108*z + 1
*
[ -10/11 ] 
f(z) = -22/125*z^3 + 247/110*z + 1
*
[ -16/7 ] 
f(z) = -21/128*z^3 + 257/112*z + 1
*
-3 | 0.11080846151984391498978307175628198467 | 0.020025422346570774238775410867630274770
f(z) = -37/120*z^3 + 253/120*z + 1
*
[ 12/5 ] 
f(z) = -35/128*z^3 + 259/120*z + 1
*
[ 5/2 ] 
f(z) = -28/135*z^3 + 256/135*z + 1
*
-35/26 | 0.23191105602244466995614944559865075370 | 0.026449854927261132999546206583764525575
f(z) = -26/125*z^3 + 257/130*z + 1
*
-14/5 | 0.13523365614651268529832377447742541325 | 0.024656091699724382619577300908236811525
f(z) = -25/126*z^3 + 241/126*z + 1
*
17/5 | 0.15851003037713308748663866872276565709 | 0.028728841614343086187362111547406340172
f(z) = -25/136*z^3 + 249/136*z + 1
*
-65/24 | 0.11936421620090213757829347463173015228 | 0.013714235302133438213118440165119659943
f(z) = -24/125*z^3 + 241/120*z + 1
*
-3 | 0.16043118553448595221004665886005915436 | 0.029119600168297068712184155870263263950
f(z) = -23/120*z^3 + 247/120*z + 1
*
-3 | 0.15033284384903432312042597333332891891 | 0.027207334042131244529039089621119523027
f(z) = -23/132*z^3 + 251/132*z + 1
*
105/31 | 0.25000600439283395389090144535973659385 | 0.028445659011324861289711016647332377483
f(z) = -31/135*z^3 + 243/155*z + 1
*
-10/7 | 0.24886410158635335215765274563636523162 | 0.028460057747475811790564540374235154607
f(z) = -21/125*z^3 + 251/140*z + 1
*
-2/5 | 0.15113144982044626904549024284781490362 | 0.021916821936978893928070724874165598757
f(z) = -35/128*z^3 + 247/160*z + 1
*
[ 15/8 ] 
f(z) = -31/125*z^3 + 257/192*z + 1
*
[ 45/22 ] 
f(z) = -22/125*z^3 + 247/198*z + 1
*
35/12 | 0.24601729670909409353522602836736829601 | 0.028265917565986538971202621808222056704
f(z) = -24/125*z^3 + 241/210*z + 1
*
[ 45/23 ] 
f(z) = -23/125*z^3 + 247/207*z + 1
*
[ 3/2 ] 
f(z) = -38/123*z^3 + 253/246*z + 1
*
[ 3/2 ] 
f(z) = -38/129*z^3 + 257/258*z + 1
*
[ 45/28 ] 
f(z) = -28/125*z^3 + 241/252*z + 1
*
[ 55/6 ] 
f(z) = -36/125*z^3 + 276/11*z + 1
*
-5/9 | 0.20630281650568302205763051675791656190 | 0.019737493167773573527451554082289066051
f(z) = -36/125*z^3 + 277/18*z + 1
*
[ 10 ] 
f(z) = -33/125*z^3 + 273/10*z + 1
*
[ -10 ] 
f(z) = -32/125*z^3 + 267/10*z + 1
*
[ -15 ] 
f(z) = -32/135*z^3 + 272/5*z + 1
*
[ 15 ] 
f(z) = -31/135*z^3 + 263/5*z + 1
*
-5/9 | 0.12227568638291271136438254565349018485 | 0.013879408690479785332830528027176949659
f(z) = -27/125*z^3 + 268/15*z + 1
*
[ 11 ] 
f(z) = -24/121*z^3 + 274/11*z + 1
*
[ -11 ] 
f(z) = -24/121*z^3 + 276/11*z + 1
*
-10 | 0.15033885642694851088882251165191648291 | 0.019543385800180329383590108098883030655
f(z) = -23/120*z^3 + 274/15*z + 1
*
[ 11 ] 
f(z) = -23/121*z^3 + 263/11*z + 1
*
[ -11 ] 
f(z) = -23/121*z^3 + 265/11*z + 1
*
[ -20 ] 
f(z) = -21/125*z^3 + 273/4*z + 1
*
[ -20/3 ] 
f(z) = -36/125*z^3 + 279/20*z + 1
*
-5 | 0.25654193266412560560988026682272034138 | 0.024543991831861991314995936625992780256
f(z) = -34/125*z^3 + 277/34*z + 1
*
[ 25/4 ] 
f(z) = -32/125*z^3 + 271/25*z + 1
*
[ -25/4 ] 
f(z) = -32/125*z^3 + 279/25*z + 1
*
-68/9 | 0.19263099102776327929605147096140985944 | 0.023001518564791631277872130958065785119
f(z) = -27/128*z^3 + 271/24*z + 1
*
-15/2 | 0.26380340852420370937678501503993500093 | 0.025364571514593676852380184531565122075
f(z) = -21/125*z^3 + 263/28*z + 1
*
24/5 | 0.23911804446095994769432588857461682761 | 0.028477939533643265381800616949049258221
f(z) = -35/128*z^3 + 277/40*z + 1
*
[ -9/2 ] 
f(z) = -32/135*z^3 + 271/45*z + 1
*
6 | 0.16114186671478882801261168629806207174 | 0.024075014850796814432651614109126060182
f(z) = -23/126*z^3 + 269/42*z + 1
*
[ 11/2 ] 
f(z) = -21/121*z^3 + 267/44*z + 1
*
[ 16/3 ] 
f(z) = -21/128*z^3 + 263/48*z + 1
*
-12/7 | 0.16768118834604773145496195474599280515 | 0.020076004929393227585827403178016017517
f(z) = -21/128*z^3 + 265/56*z + 1
*
-5/6 | 0.18767665003708578321976385253813223479 | 0.021348653467109307071986613876232810564
f(z) = -33/125*z^3 + 263/60*z + 1
*
-130/33 | 0.24897232158295589402010585955246974115 | 0.023819788694319394298579681879429728283
f(z) = -33/125*z^3 + 277/66*z + 1
*
-4 | 0.16634858990622237292156726691968364769 | 0.026550772940976298254793086493944115330
f(z) = -31/120*z^3 + 263/60*z + 1
*
[ 4 ] 
f(z) = -29/120*z^3 + 277/60*z + 1
*
[ 4 ] 
f(z) = -27/136*z^3 + 267/68*z + 1
*
[ -4 ] 
f(z) = -23/136*z^3 + 269/68*z + 1
*
[ -11/6 ] 
f(z) = -40/121*z^3 + 263/99*z + 1
*
[ 35/13 ] 
f(z) = -39/125*z^3 + 263/91*z + 1
*
[ 11/4 ] 
f(z) = -38/121*z^3 + 265/88*z + 1
*
[ -11/18 ] 
f(z) = -36/121*z^3 + 272/99*z + 1
*
[ 16/5 ] 
f(z) = -35/128*z^3 + 279/80*z + 1
*
-30/17 | 0.15914505923300523303625305294142997792 | 0.018004307909323562298626822479403181281
f(z) = -34/125*z^3 + 276/85*z + 1
*
12/11 | 0.13326179109099618305838979257461247088 | 0.015926498329092513333975046373230035463
f(z) = -33/128*z^3 + 269/88*z + 1
*
[ -11/4 ] 
f(z) = -26/121*z^3 + 263/88*z + 1
*
[ -35/13 ] 
f(z) = -26/125*z^3 + 262/91*z + 1
*
[ 10/3 ] 
f(z) = -26/125*z^3 + 271/90*z + 1
*
-65/42 | 0.12608350355634008267581334596329557815 | 0.012096632421220679197679916804097304337
f(z) = -21/125*z^3 + 269/84*z + 1
*
33/10 | 0.17822415338701930022085491028905225034 | 0.022277979926042767559842351186621176787
f(z) = -40/121*z^3 + 271/110*z + 1
*
[ -25/12 ] 
f(z) = -36/125*z^3 + 273/100*z + 1
*
[ -15/7 ] 
f(z) = -28/125*z^3 + 262/105*z + 1
*
[ 40/13 ] 
f(z) = -26/125*z^3 + 275/104*z + 1
*
[ -1 ] 
f(z) = -37/121*z^3 + 279/121*z + 1
*
[ -1 ] 
f(z) = -36/121*z^3 + 278/121*z + 1
*
[ 7/3 ] 
f(z) = -36/133*z^3 + 272/133*z + 1
*
[ -1 ] 
f(z) = -35/121*z^3 + 277/121*z + 1
*
[ -1 ] 
f(z) = -35/122*z^3 + 279/122*z + 1
*
[ -1 ] 
f(z) = -34/121*z^3 + 276/121*z + 1
*
[ -1 ] 
f(z) = -33/122*z^3 + 277/122*z + 1
*
[ -1 ] 
f(z) = -32/121*z^3 + 274/121*z + 1
*
[ -3/2 ] 
f(z) = -32/123*z^3 + 277/123*z + 1
*
[ -1 ] 
f(z) = -32/123*z^3 + 278/123*z + 1
*
[ -1 ] 
f(z) = -31/121*z^3 + 273/121*z + 1
*
[ -1 ] 
f(z) = -31/122*z^3 + 275/122*z + 1
*
[ -1 ] 
f(z) = -31/123*z^3 + 277/123*z + 1
*
[ -1 ] 
f(z) = -30/121*z^3 + 272/121*z + 1
*
-10/3 | 0.19085568271298710912750616297359763302 | 0.024882010458846994479791957871988563205
f(z) = -29/120*z^3 + 268/135*z + 1
*
[ -1 ] 
f(z) = -29/121*z^3 + 271/121*z + 1
*
[ -1 ] 
f(z) = -29/122*z^3 + 273/122*z + 1
*
[ -1 ] 
f(z) = -29/123*z^3 + 275/123*z + 1
*
[ -1 ] 
f(z) = -29/124*z^3 + 277/124*z + 1
*
[ -1 ] 
f(z) = -29/125*z^3 + 279/125*z + 1
*
[ -1 ] 
f(z) = -28/121*z^3 + 270/121*z + 1
*
[ -3/2 ] 
f(z) = -28/123*z^3 + 268/123*z + 1
*
[ -1 ] 
f(z) = -28/123*z^3 + 274/123*z + 1
*
[ -1 ] 
f(z) = -28/125*z^3 + 278/125*z + 1
*
[ -3/2 ] 
f(z) = -28/129*z^3 + 278/129*z + 1
*
[ -1 ] 
f(z) = -27/121*z^3 + 269/121*z + 1
*
[ -1 ] 
f(z) = -27/122*z^3 + 271/122*z + 1
*
[ -4/3 ] 
f(z) = -27/124*z^3 + 265/124*z + 1
*
[ -1 ] 
f(z) = -27/124*z^3 + 275/124*z + 1
*
[ -1 ] 
f(z) = -27/125*z^3 + 277/125*z + 1
*
10/3 | 0.13691227953266366407140306372673854673 | 0.024604506679945392086353304145929424537
f(z) = -27/130*z^3 + 261/130*z + 1
*
-1/3 | 0.15243264059360020701290207111834519126 | 0.027356142653871499185181542108649003002
f(z) = -27/130*z^3 + 263/130*z + 1
*
-1/3 | 0.15851003037713308748663866872276565709 | 0.028220845681780483973948503893500058726
f(z) = -27/136*z^3 + 275/136*z + 1
*
[ 8/3 ] 
f(z) = -27/136*z^3 + 277/136*z + 1
*
[ -1 ] 
f(z) = -26/121*z^3 + 268/121*z + 1
*
[ -1 ] 
f(z) = -26/123*z^3 + 272/123*z + 1
*
[ -1 ] 
f(z) = -26/125*z^3 + 276/125*z + 1
*
[ -1 ] 
f(z) = -25/121*z^3 + 267/121*z + 1
*
[ -1 ] 
f(z) = -25/122*z^3 + 269/122*z + 1
*
[ -1 ] 
f(z) = -25/123*z^3 + 271/123*z + 1
*
[ -1 ] 
f(z) = -25/124*z^3 + 273/124*z + 1
*
[ -7/5 ] 
f(z) = -25/126*z^3 + 265/126*z + 1
*
[ -1 ] 
f(z) = -25/127*z^3 + 279/127*z + 1
*
[ -1 ] 
f(z) = -24/121*z^3 + 266/121*z + 1
*
[ -1 ] 
f(z) = -24/125*z^3 + 274/125*z + 1
*
5/3 | 0.22234632289111126038624121859345375562 | 0.025144069318381194171809609372648175173
f(z) = -24/125*z^3 + 277/120*z + 1
*
[ -1 ] 
f(z) = -24/127*z^3 + 278/127*z + 1
*
[ -1 ] 
f(z) = -23/121*z^3 + 265/121*z + 1
*
[ -1 ] 
f(z) = -23/122*z^3 + 267/122*z + 1
*
[ -2 ] 
f(z) = -23/122*z^3 + 275/122*z + 1
*
[ -1 ] 
f(z) = -23/123*z^3 + 269/123*z + 1
*
[ -1 ] 
f(z) = -23/124*z^3 + 271/124*z + 1
*
[ -1 ] 
f(z) = -23/125*z^3 + 273/125*z + 1
*
[ -1 ] 
f(z) = -23/126*z^3 + 275/126*z + 1
*
[ -1 ] 
f(z) = -23/127*z^3 + 277/127*z + 1
*
[ -1 ] 
f(z) = -23/128*z^3 + 279/128*z + 1
*
[ -1 ] 
f(z) = -22/123*z^3 + 268/123*z + 1
*
[ -1 ] 
f(z) = -22/125*z^3 + 272/125*z + 1
*
[ -1 ] 
f(z) = -22/127*z^3 + 276/127*z + 1
*
[ -1 ] 
f(z) = -21/121*z^3 + 263/121*z + 1
*
[ -1 ] 
f(z) = -21/122*z^3 + 265/122*z + 1
*
[ -2 ] 
f(z) = -21/122*z^3 + 267/122*z + 1
*
[ -1 ] 
f(z) = -21/124*z^3 + 269/124*z + 1
*
[ -1 ] 
f(z) = -21/125*z^3 + 271/125*z + 1
*
[ -1 ] 
f(z) = -21/127*z^3 + 275/127*z + 1
*
[ -1 ] 
f(z) = -21/128*z^3 + 277/128*z + 1
*
[ -2 ] 
f(z) = -21/130*z^3 + 279/130*z + 1
*
[ 15/7 ] 
f(z) = -34/125*z^3 + 262/147*z + 1
*
15/4 | 0.10810958056982215629571075015363314041 | 0.012225589128181597903307557940212752342
f(z) = -28/125*z^3 + 277/140*z + 1
*
-3/8 | 0.24203657065100586922816394292349723430 | 0.027178908655444885768264802440027737841
f(z) = -38/135*z^3 + 273/160*z + 1
*
-40/33 | 0.13321935786799488785938397953550845344 | 0.015160580124975144600717275327346682528
f(z) = -33/125*z^3 + 262/165*z + 1
*
28/9 | 0.21621560296936620806540829905064765032 | 0.025886896161939306378553200219426950908
f(z) = -27/128*z^3 + 265/168*z + 1
*
-3/8 | 0.25141463059494302824832708944265645714 | 0.028255325092879370621437625526488043157
f(z) = -26/135*z^3 + 271/160*z + 1
*
-8/21 | 0.19654481383672413595973598588538480745 | 0.023407649291842707446041608680681765762
f(z) = -21/128*z^3 + 277/168*z + 1
*
35/12 | 0.23545634823551148733313342302401736343 | 0.022590020228738259259061269048744294544
f(z) = -36/125*z^3 + 269/196*z + 1
*
5/9 | 0.17079353329866197375953842025020595357 | 0.019314213900878872517419554098452722638
f(z) = -36/125*z^3 + 277/180*z + 1
*
[ 11/6 ] 
f(z) = -34/121*z^3 + 277/198*z + 1
*
-9/4 | 0.19874176510629417153186434295521780096 | 0.029692537662333574556755380877231312122
f(z) = -28/135*z^3 + 269/180*z + 1
*
-30/13 | 0.17230289659016504211296076173754421089 | 0.019599853417863796133051712428344634766
f(z) = -39/125*z^3 + 263/260*z + 1
*
8/3 | 0.19739669854064515146799983965159760629 | 0.023633760781618100718017108003608363055
f(z) = -33/128*z^3 + 265/264*z + 1
*
[ 7/4 ] 
f(z) = -24/133*z^3 + 261/266*z + 1
*
[ -35/3 ] 
f(z) = -36/125*z^3 + 282/7*z + 1
*
[ 10 ] 
f(z) = -36/125*z^3 + 297/10*z + 1
*
[ -10 ] 
f(z) = -36/125*z^3 + 299/10*z + 1
*
[ 10 ] 
f(z) = -34/125*z^3 + 281/10*z + 1
*
[ -10 ] 
f(z) = -34/125*z^3 + 283/10*z + 1
*
[ 15 ] 
f(z) = -34/135*z^3 + 288/5*z + 1
*
[ 11 ] 
f(z) = -26/121*z^3 + 296/11*z + 1
*
[ -11 ] 
f(z) = -26/121*z^3 + 298/11*z + 1
*
[ 11 ] 
f(z) = -25/121*z^3 + 285/11*z + 1
*
[ -11 ] 
f(z) = -25/121*z^3 + 287/11*z + 1
*
10 | 0.22186408146324294369230136993354890564 | 0.028681532288239293892814452387833149912
f(z) = -23/120*z^3 + 286/15*z + 1
*
5 | 0.28328019570790094330398889826116927449 | 0.026957278752816836892008577851626170113
f(z) = -36/125*z^3 + 293/36*z + 1
*
[ 55/8 ] 
f(z) = -32/125*z^3 + 285/22*z + 1
*
[ 6 ] 
f(z) = -32/135*z^3 + 281/30*z + 1
*
-3/4 | 0.12224564073834655152682123565980045896 | 0.015478700599378184070102893024738525156
f(z) = -32/135*z^3 + 299/30*z + 1
*
[ -15/2 ] 
f(z) = -31/135*z^3 + 281/20*z + 1
*
[ -6 ] 
f(z) = -31/135*z^3 + 283/30*z + 1
*
[ 22/3 ] 
f(z) = -27/121*z^3 + 283/22*z + 1
*
[ -22/3 ] 
f(z) = -27/121*z^3 + 289/22*z + 1
*
20/3 | 0.25209630537870214828625428462496907592 | 0.028462204471671763779175072339059475544
f(z) = -27/125*z^3 + 281/30*z + 1
*
68/9 | 0.18830476379120976249071985095180965795 | 0.022369204918359152480181628096200645423
f(z) = -27/128*z^3 + 283/24*z + 1
*
-68/9 | 0.19660357857877318681304555828752725805 | 0.023240391201313982336251962157885915249
f(z) = -27/128*z^3 + 295/24*z + 1
*
[ 32/5 ] 
f(z) = -25/128*z^3 + 283/32*z + 1
*
[ -32/5 ] 
f(z) = -25/128*z^3 + 293/32*z + 1
*
85/12 | 0.17156740978644316241568919342175036739 | 0.019354824407592722851518712587787254951
f(z) = -24/125*z^3 + 283/30*z + 1
*
-4 | 0.14573772185199926887382542975941334478 | 0.017312557042140968214726204653938295282
f(z) = -35/128*z^3 + 283/56*z + 1
*
[ -2/9 ] 
f(z) = -27/136*z^3 + 281/51*z + 1
*
6 | 0.16092686061021023555777101670007593219 | 0.023739779774567507498008851330196571334
f(z) = -25/126*z^3 + 293/42*z + 1
*
[ 11/2 ] 
f(z) = -23/121*z^3 + 289/44*z + 1
*
-6 | 0.15596585011717883516592474111978581752 | 0.023126405894205106218515301817417326155
f(z) = -23/126*z^3 + 283/42*z + 1
*
[ -11/2 ] 
f(z) = -21/121*z^3 + 283/44*z + 1
*
[ -16/3 ] 
f(z) = -21/128*z^3 + 281/48*z + 1
*
-36/7 | 0.24587920887904339775155456573033920706 | 0.029184205976995988189172040763529751289
f(z) = -21/128*z^3 + 285/56*z + 1
*
4 | 0.15605971962185325198950713366879973971 | 0.024648136148688572026313719230513710068
f(z) = -37/120*z^3 + 281/60*z + 1
*
[ 15/4 ] 
f(z) = -36/125*z^3 + 287/60*z + 1
*
[ 4 ] 
f(z) = -31/120*z^3 + 293/60*z + 1
*
[ 4 ] 
f(z) = -31/136*z^3 + 299/68*z + 1
*
[ 4 ] 
f(z) = -29/136*z^3 + 283/68*z + 1
*
[ 22/5 ] 
f(z) = -25/132*z^3 + 293/66*z + 1
*
22/5 | 0.16194375048993066196666477994095635652 | 0.025329076683531051431482576523683110044
f(z) = -25/132*z^3 + 299/66*z + 1
*
[ -4 ] 
f(z) = -25/136*z^3 + 285/68*z + 1
*
30/7 | 0.21826997306433308055774789702806690055 | 0.024527338477360977334743844379879469948
f(z) = -21/125*z^3 + 293/70*z + 1
*
[ -11/4 ] 
f(z) = -30/121*z^3 + 285/88*z + 1
*
[ 10/3 ] 
f(z) = -28/125*z^3 + 287/90*z + 1
*
[ -10/3 ] 
f(z) = -27/136*z^3 + 298/85*z + 1
*
-9/2 | 0.18421592003478129018446255909228580797 | 0.027344043867690074323276867140670050351
f(z) = -26/135*z^3 + 281/90*z + 1
*
[ -15/4 ] 
f(z) = -23/135*z^3 + 293/80*z + 1
*
[ -10/3 ] 
f(z) = -22/125*z^3 + 293/90*z + 1
*
[ -8/13 ] 
f(z) = -39/128*z^3 + 285/104*z + 1
*
[ -20/29 ] 
f(z) = -29/125*z^3 + 297/116*z + 1
*
-45/14 | 0.21192627100081796974855751774766111773 | 0.023760363491656935542112709896834159107
f(z) = -28/125*z^3 + 299/105*z + 1
*
-2/7 | 0.19724367104435583734613019220762354215 | 0.025353031327194332466400403813148383131
f(z) = -21/136*z^3 + 299/119*z + 1
*
[ -1 ] 
f(z) = -40/121*z^3 + 282/121*z + 1
*
[ -1 ] 
f(z) = -40/123*z^3 + 286/123*z + 1
*
[ -3/2 ] 
f(z) = -40/123*z^3 + 295/123*z + 1
*
[ -1 ] 
f(z) = -40/127*z^3 + 294/127*z + 1
*
[ -1 ] 
f(z) = -40/129*z^3 + 298/129*z + 1
*
[ -1 ] 
f(z) = -39/121*z^3 + 281/121*z + 1
*
[ -1 ] 
f(z) = -39/122*z^3 + 283/122*z + 1
*
[ -1 ] 
f(z) = -39/124*z^3 + 287/124*z + 1
*
[ -1 ] 
f(z) = -39/125*z^3 + 289/125*z + 1
*
[ -1 ] 
f(z) = -39/127*z^3 + 293/127*z + 1
*
[ -1 ] 
f(z) = -39/128*z^3 + 295/128*z + 1
*
[ -1 ] 
f(z) = -38/121*z^3 + 280/121*z + 1
*
[ -1 ] 
f(z) = -38/123*z^3 + 284/123*z + 1
*
[ -1 ] 
f(z) = -38/125*z^3 + 288/125*z + 1
*
[ -1 ] 
f(z) = -38/127*z^3 + 292/127*z + 1
*
[ -1 ] 
f(z) = -38/129*z^3 + 296/129*z + 1
*
[ -3/4 ] 
f(z) = -38/135*z^3 + 299/120*z + 1
*
3 | 0.15057048773242018573132100339799429253 | 0.026508083133494044875530109264604099540
f(z) = -37/120*z^3 + 293/120*z + 1
*
[ -1 ] 
f(z) = -37/122*z^3 + 281/122*z + 1
*
[ -1 ] 
f(z) = -37/123*z^3 + 283/123*z + 1
*
[ -1 ] 
f(z) = -37/124*z^3 + 285/124*z + 1
*
[ -1 ] 
f(z) = -37/125*z^3 + 287/125*z + 1
*
[ -1 ] 
f(z) = -37/126*z^3 + 289/126*z + 1
*
[ -1 ] 
f(z) = -37/127*z^3 + 291/127*z + 1
*
[ -1 ] 
f(z) = -37/128*z^3 + 293/128*z + 1
*
[ -1 ] 
f(z) = -37/129*z^3 + 295/129*z + 1
*
[ -1 ] 
f(z) = -37/130*z^3 + 297/130*z + 1
*
[ -1 ] 
f(z) = -37/131*z^3 + 299/131*z + 1
*
3 | 0.13328891468391901166708255543269446779 | 0.023522569340488451118851265849960960056
f(z) = -37/132*z^3 + 289/132*z + 1
*
[ -1 ] 
f(z) = -36/125*z^3 + 286/125*z + 1
*
[ -1 ] 
f(z) = -36/127*z^3 + 290/127*z + 1
*
[ -1 ] 
f(z) = -36/131*z^3 + 298/131*z + 1
*
[ -7/6 ] 
f(z) = -36/133*z^3 + 296/133*z + 1
*
[ -1 ] 
f(z) = -35/123*z^3 + 281/123*z + 1
*
[ -1 ] 
f(z) = -35/124*z^3 + 283/124*z + 1
*
[ -1 ] 
f(z) = -35/127*z^3 + 289/127*z + 1
*
[ -1 ] 
f(z) = -35/128*z^3 + 291/128*z + 1
*
[ -1 ] 
f(z) = -35/129*z^3 + 293/129*z + 1
*
[ -1 ] 
f(z) = -35/131*z^3 + 297/131*z + 1
*
[ -1 ] 
f(z) = -34/123*z^3 + 280/123*z + 1
*
[ 40/17 ] 
f(z) = -34/125*z^3 + 283/136*z + 1
*
[ -1 ] 
f(z) = -34/125*z^3 + 284/125*z + 1
*
[ -1 ] 
f(z) = -34/127*z^3 + 288/127*z + 1
*
[ -1 ] 
f(z) = -34/129*z^3 + 292/129*z + 1
*
[ -1 ] 
f(z) = -34/131*z^3 + 296/131*z + 1
*
[ -1 ] 
f(z) = -33/124*z^3 + 281/124*z + 1
*
[ -1 ] 
f(z) = -33/125*z^3 + 283/125*z + 1
*
[ -1 ] 
f(z) = -33/127*z^3 + 287/127*z + 1
*
[ -1 ] 
f(z) = -33/128*z^3 + 289/128*z + 1
*
[ -1 ] 
f(z) = -33/130*z^3 + 293/130*z + 1
*
[ -1 ] 
f(z) = -33/131*z^3 + 295/131*z + 1
*
[ -1 ] 
f(z) = -33/133*z^3 + 299/133*z + 1
*
[ -35/24 ] 
f(z) = -32/125*z^3 + 281/126*z + 1
*
[ -1 ] 
f(z) = -32/125*z^3 + 282/125*z + 1
*
[ -1 ] 
f(z) = -32/127*z^3 + 286/127*z + 1
*
[ -3/2 ] 
f(z) = -32/129*z^3 + 287/129*z + 1
*
[ -1 ] 
f(z) = -32/129*z^3 + 290/129*z + 1
*
[ -1 ] 
f(z) = -32/131*z^3 + 294/131*z + 1
*
[ -1 ] 
f(z) = -32/133*z^3 + 298/133*z + 1
*
[ 5/2 ] 
f(z) = -32/135*z^3 + 281/135*z + 1
*
[ -5/4 ] 
f(z) = -32/135*z^3 + 293/135*z + 1
*
[ -1 ] 
f(z) = -31/125*z^3 + 281/125*z + 1
*
[ -1 ] 
f(z) = -31/126*z^3 + 283/126*z + 1
*
[ -1 ] 
f(z) = -31/127*z^3 + 285/127*z + 1
*
[ -1 ] 
f(z) = -31/128*z^3 + 287/128*z + 1
*
[ -1 ] 
f(z) = -31/129*z^3 + 289/129*z + 1
*
[ -1 ] 
f(z) = -31/130*z^3 + 291/130*z + 1
*
[ -1 ] 
f(z) = -31/131*z^3 + 293/131*z + 1
*
[ -1 ] 
f(z) = -31/133*z^3 + 297/133*z + 1
*
[ -1 ] 
f(z) = -31/134*z^3 + 299/134*z + 1
*
[ -1 ] 
f(z) = -30/127*z^3 + 284/127*z + 1
*
[ -1 ] 
f(z) = -30/131*z^3 + 292/131*z + 1
*
[ -1 ] 
f(z) = -30/133*z^3 + 296/133*z + 1
*
[ -2 ] 
f(z) = -29/122*z^3 + 299/122*z + 1
*
[ -1 ] 
f(z) = -29/126*z^3 + 281/126*z + 1
*
[ -1 ] 
f(z) = -29/127*z^3 + 283/127*z + 1
*
[ -1 ] 
f(z) = -29/128*z^3 + 285/128*z + 1
*
[ -1 ] 
f(z) = -29/129*z^3 + 287/129*z + 1
*
[ -1 ] 
f(z) = -29/130*z^3 + 289/130*z + 1
*
[ -1 ] 
f(z) = -29/131*z^3 + 291/131*z + 1
*
[ -1 ] 
f(z) = -29/133*z^3 + 295/133*z + 1
*
[ -1 ] 
f(z) = -29/134*z^3 + 297/134*z + 1
*
[ -1 ] 
f(z) = -29/135*z^3 + 299/135*z + 1
*
[ -1 ] 
f(z) = -28/127*z^3 + 282/127*z + 1
*
[ -1 ] 
f(z) = -28/129*z^3 + 286/129*z + 1
*
[ -1 ] 
f(z) = -28/131*z^3 + 290/131*z + 1
*
[ -1 ] 
f(z) = -28/135*z^3 + 298/135*z + 1
*
[ -2 ] 
f(z) = -27/122*z^3 + 291/122*z + 1
*
[ -1 ] 
f(z) = -27/127*z^3 + 281/127*z + 1
*
[ -1 ] 
f(z) = -27/128*z^3 + 283/128*z + 1
*
20/9 | 0.24300672921119127397575401123422238292 | 0.028819341179409856851919758736204721789
f(z) = -27/128*z^3 + 287/120*z + 1
*
[ -20/9 ] 
f(z) = -27/128*z^3 + 299/120*z + 1
*
[ -5/3 ] 
f(z) = -27/130*z^3 + 283/130*z + 1
*
[ -1 ] 
f(z) = -27/130*z^3 + 287/130*z + 1
*
[ -1 ] 
f(z) = -27/131*z^3 + 289/131*z + 1
*
[ -1 ] 
f(z) = -27/133*z^3 + 293/133*z + 1
*
[ -1 ] 
f(z) = -27/134*z^3 + 295/134*z + 1
*
[ -1 ] 
f(z) = -27/136*z^3 + 299/136*z + 1
*
[ -1 ] 
f(z) = -26/127*z^3 + 280/127*z + 1
*
[ -1 ] 
f(z) = -26/129*z^3 + 284/129*z + 1
*
[ -1 ] 
f(z) = -26/131*z^3 + 288/131*z + 1
*
[ -1 ] 
f(z) = -26/133*z^3 + 292/133*z + 1
*
[ -3/4 ] 
f(z) = -26/135*z^3 + 293/120*z + 1
*
[ -1 ] 
f(z) = -26/135*z^3 + 296/135*z + 1
*
[ -2 ] 
f(z) = -25/122*z^3 + 283/122*z + 1
*
[ -4/5 ] 
f(z) = -25/124*z^3 + 295/124*z + 1
*
[ -2 ] 
f(z) = -25/126*z^3 + 289/126*z + 1
*
[ -1 ] 
f(z) = -25/128*z^3 + 281/128*z + 1
*
[ -1 ] 
f(z) = -25/129*z^3 + 283/129*z + 1
*
[ -1 ] 
f(z) = -25/131*z^3 + 287/131*z + 1
*
[ -1 ] 
f(z) = -25/134*z^3 + 293/134*z + 1
*
[ -8/5 ] 
f(z) = -25/136*z^3 + 285/136*z + 1
*
[ -1 ] 
f(z) = -25/136*z^3 + 297/136*z + 1
*
[ -1 ] 
f(z) = -25/137*z^3 + 299/137*z + 1
*
[ -6/5 ] 
f(z) = -25/138*z^3 + 289/138*z + 1
*
[ -1 ] 
f(z) = -24/131*z^3 + 286/131*z + 1
*
[ -1 ] 
f(z) = -24/133*z^3 + 290/133*z + 1
*
[ -1 ] 
f(z) = -24/137*z^3 + 298/137*z + 1
*
[ 3 ] 
f(z) = -23/120*z^3 + 287/120*z + 1
*
[ 3 ] 
f(z) = -23/123*z^3 + 289/123*z + 1
*
[ -30/23 ] 
f(z) = -23/125*z^3 + 287/138*z + 1
*
[ -2 ] 
f(z) = -23/126*z^3 + 281/126*z + 1
*
[ -1 ] 
f(z) = -23/129*z^3 + 281/129*z + 1
*
[ 3 ] 
f(z) = -23/129*z^3 + 293/129*z + 1
*
[ -1 ] 
f(z) = -23/130*z^3 + 283/130*z + 1
*
[ -2 ] 
f(z) = -23/130*z^3 + 287/130*z + 1
*
[ -1 ] 
f(z) = -23/131*z^3 + 285/131*z + 1
*
[ 3 ] 
f(z) = -23/132*z^3 + 295/132*z + 1
*
[ -1 ] 
f(z) = -23/133*z^3 + 289/133*z + 1
*
[ -1 ] 
f(z) = -23/134*z^3 + 291/134*z + 1
*
[ -2 ] 
f(z) = -23/134*z^3 + 293/134*z + 1
*
[ -1 ] 
f(z) = -23/135*z^3 + 293/135*z + 1
*
[ -1 ] 
f(z) = -23/136*z^3 + 295/136*z + 1
*
[ -1 ] 
f(z) = -23/137*z^3 + 297/137*z + 1
*
[ 3 ] 
f(z) = -22/123*z^3 + 280/123*z + 1
*
[ -1 ] 
f(z) = -22/129*z^3 + 280/129*z + 1
*
[ 3 ] 
f(z) = -22/129*z^3 + 284/129*z + 1
*
[ -1 ] 
f(z) = -22/131*z^3 + 284/131*z + 1
*
[ -1 ] 
f(z) = -22/133*z^3 + 288/133*z + 1
*
[ -1 ] 
f(z) = -22/135*z^3 + 292/135*z + 1
*
[ -1 ] 
f(z) = -22/137*z^3 + 296/137*z + 1
*
[ -11/6 ] 
f(z) = -21/121*z^3 + 281/132*z + 1
*
[ -1 ] 
f(z) = -21/130*z^3 + 281/130*z + 1
*
[ -1 ] 
f(z) = -21/131*z^3 + 283/131*z + 1
*
[ -2 ] 
f(z) = -21/134*z^3 + 285/134*z + 1
*
[ -1 ] 
f(z) = -21/134*z^3 + 289/134*z + 1
*
[ -1 ] 
f(z) = -21/137*z^3 + 295/137*z + 1
*
[ -1 ] 
f(z) = -21/139*z^3 + 299/139*z + 1
*
[ 15/7 ] 
f(z) = -39/125*z^3 + 289/147*z + 1
*
51/28 | 0.10713095708375922566293323159217759570 | 0.011981608001226829570970078200494199994
f(z) = -28/135*z^3 + 283/140*z + 1
*
[ 20/7 ] 
f(z) = -21/125*z^3 + 283/140*z + 1
*
[ 11/6 ] 
f(z) = -38/121*z^3 + 299/198*z + 1
*
[ 9/4 ] 
f(z) = -28/135*z^3 + 289/180*z + 1
*
[ 15/8 ] 
f(z) = -28/135*z^3 + 287/240*z + 1
*
[ 2 ] 
f(z) = -22/123*z^3 + 299/246*z + 1
*
[ 2 ] 
f(z) = -21/121*z^3 + 289/242*z + 1
*
[ 2 ] 
f(z) = -21/125*z^3 + 293/250*z + 1
*
[ 2 ] 
f(z) = -21/127*z^3 + 295/254*z + 1
*
[ 20/13 ] 
f(z) = -39/125*z^3 + 283/260*z + 1
*
[ 2 ] 
f(z) = -21/131*z^3 + 299/262*z + 1
*
24/35 | 0.18326956000010818500537341233007277734 | 0.021789417841489234854668353212563127970
f(z) = -35/128*z^3 + 281/280*z + 1
*
[ 22/13 ] 
f(z) = -26/121*z^3 + 293/286*z + 1
*
[ 7/13 ] 
f(z) = -26/147*z^3 - 220/273*z + 1
*
10/9 | 0.22965998942729905544380805910118181350 | 0.029702799686935574689204289689638992760
f(z) = -27/152*z^3 - 194/285*z + 1
*
[ 4/7 ] 
f(z) = -35/144*z^3 - 169/252*z + 1
*
[ 3/5 ] 
f(z) = -40/153*z^3 - 146/255*z + 1
*
[ 3/5 ] 
f(z) = -35/153*z^3 - 149/255*z + 1
*
[ 5/8 ] 
f(z) = -32/145*z^3 - 149/290*z + 1
*
[ 7/12 ] 
f(z) = -32/147*z^3 - 121/189*z + 1
*
[ 3/5 ] 
f(z) = -35/144*z^3 - 139/240*z + 1
*
[ 2/3 ] 
f(z) = -27/145*z^3 - 121/290*z + 1
*
[ 2/3 ] 
f(z) = -27/149*z^3 - 125/298*z + 1
*
[ 7/11 ] 
f(z) = -22/147*z^3 - 118/231*z + 1
*
[ 2/3 ] 
f(z) = -36/143*z^3 - 111/286*z + 1
*
[ 2/3 ] 
f(z) = -36/145*z^3 - 113/290*z + 1
*
[ 2/3 ] 
f(z) = -36/149*z^3 - 117/298*z + 1
*
[ 2/3 ] 
f(z) = -27/143*z^3 - 119/286*z + 1
*
[ 3/5 ] 
f(z) = -25/141*z^3 - 85/141*z + 1
*
[ 3/5 ] 
f(z) = -25/147*z^3 - 89/147*z + 1
*
[ 3/5 ] 
f(z) = -25/156*z^3 - 95/156*z + 1
*
[ 3/5 ] 
f(z) = -25/159*z^3 - 97/159*z + 1
*
[ 2/3 ] 
f(z) = -33/140*z^3 - 83/210*z + 1
*
14/9 | 0.14285716592844099224457943434011284111 | 0.023650851289718056266074567728494195973
f(z) = -27/140*z^3 - 97/210*z + 1
*
[ 2/3 ] 
f(z) = -39/148*z^3 - 85/222*z + 1
*
[ 2/3 ] 
f(z) = -33/148*z^3 - 89/222*z + 1
*
[ 2/3 ] 
f(z) = -21/148*z^3 - 97/222*z + 1
*
[ 2/3 ] 
f(z) = -27/146*z^3 - 61/146*z + 1
*
[ 2/3 ] 
f(z) = -27/154*z^3 - 65/154*z + 1
*
[ 2/3 ] 
f(z) = -27/158*z^3 - 67/158*z + 1
*
-4/5 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -25/154*z^3 - 61/154*z + 1
*
[ 2/3 ] 
f(z) = -37/152*z^3 - 67/171*z + 1
*
[ 2/3 ] 
f(z) = -35/152*z^3 - 68/171*z + 1
*
[ 2/3 ] 
f(z) = -31/152*z^3 - 70/171*z + 1
*
[ 2/3 ] 
f(z) = -29/152*z^3 - 71/171*z + 1
*
[ 2/3 ] 
f(z) = -25/152*z^3 - 73/171*z + 1
*
[ 2/3 ] 
f(z) = -23/152*z^3 - 74/171*z + 1
*
[ 2/3 ] 
f(z) = -39/140*z^3 - 79/210*z + 1
*
4/3 | 0.11853975360001233280358713103896033801 | 0.023987926171602787465740992912935780576
f(z) = -27/140*z^3 - 57/140*z + 1
*
[ 2/3 ] 
f(z) = -27/142*z^3 - 59/142*z + 1
*
[ 3/4 ] 
f(z) = -28/153*z^3 - 47/204*z + 1
*
[ 3/4 ] 
f(z) = -40/141*z^3 - 49/282*z + 1
*
[ 3/4 ] 
f(z) = -40/147*z^3 - 53/294*z + 1
*
[ 4/5 ] 
f(z) = -25/146*z^3 - 41/292*z + 1
*
[ 2/3 ] 
f(z) = -39/152*z^3 - 22/57*z + 1
*
[ 2/3 ] 
f(z) = -33/152*z^3 - 23/57*z + 1
*
[ 3/5 ] 
f(z) = -25/144*z^3 - 29/48*z + 1
*
[ 3/5 ] 
f(z) = -25/153*z^3 - 31/51*z + 1
*
[ 2/3 ] 
f(z) = -21/152*z^3 - 25/57*z + 1
*
[ 2/3 ] 
f(z) = -27/140*z^3 - 29/70*z + 1
*
[ 2/3 ] 
f(z) = -27/148*z^3 - 31/74*z + 1
*
[ 7/10 ] 
f(z) = -25/147*z^3 - 29/84*z + 1
*
[ 7/10 ] 
f(z) = -40/147*z^3 - 31/105*z + 1
*
[ 3/4 ] 
f(z) = -32/141*z^3 - 29/141*z + 1
*
[ 3/4 ] 
f(z) = -32/147*z^3 - 31/147*z + 1
*
[ 3/4 ] 
f(z) = -32/159*z^3 - 35/159*z + 1
*
[ 4/5 ] 
f(z) = -25/148*z^3 - 21/148*z + 1
*
[ 4/5 ] 
f(z) = -25/156*z^3 - 23/156*z + 1
*
[ 4/5 ] 
f(z) = -25/142*z^3 - 39/284*z + 1
*
[ 2/3 ] 
f(z) = -27/152*z^3 - 8/19*z + 1
*
[ 4/5 ] 
f(z) = -25/144*z^3 - 5/36*z + 1
*
[ 3/4 ] 
f(z) = -32/153*z^3 - 11/51*z + 1
*
[ 4/5 ] 
f(z) = -25/152*z^3 - 11/76*z + 1
*
[ 3/4 ] 
f(z) = -40/153*z^3 - 19/102*z + 1
*
[ 5/6 ] 
f(z) = -36/145*z^3 - 4/145*z + 1
*
[ 5/6 ] 
f(z) = -36/155*z^3 - 6/155*z + 1
*
[ 4/5 ] 
f(z) = -35/144*z^3 - 17/180*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -39/152*z^3 + 10/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -37/152*z^3 + 9/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -35/152*z^3 + 8/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -33/152*z^3 + 7/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -31/152*z^3 + 6/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -29/152*z^3 + 5/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -27/152*z^3 + 4/19*z + 1
*
12/5 | 0.13918277727324540544927989352122326516 | 0.027561731873826819847981401376530006019
f(z) = -25/144*z^3 + 13/12*z + 1
*
6/5 | 0.12396967042968007629883309798853351881 | 0.023310807310323264962884942316527948412
f(z) = -25/144*z^3 + 17/12*z + 1
*
[ 12/5 ] 
f(z) = -25/144*z^3 + 19/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -25/152*z^3 + 3/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -23/152*z^3 + 2/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -21/152*z^3 + 1/19*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -37/144*z^3 + 19/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -35/144*z^3 + 17/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -31/144*z^3 + 13/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -29/144*z^3 + 11/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -25/144*z^3 + 7/36*z + 1
*
-4/5 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -25/144*z^3 + 13/36*z + 1
*
[ 7/5 ] 
f(z) = -25/147*z^3 + 13/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -23/144*z^3 + 5/36*z + 1
*
[ 7/8 ] 
f(z) = -32/147*z^3 + 1/42*z + 1
*
-6/5 | 0.12317189895519058325146123985917376666 | 0.018721264014109434168864264796491870283
f(z) = -35/144*z^3 + 11/60*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -29/156*z^3 + 19/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -27/140*z^3 + 19/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -27/148*z^3 + 17/74*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -25/148*z^3 + 13/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -25/156*z^3 + 11/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -23/140*z^3 + 11/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -23/148*z^3 + 9/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -23/156*z^3 + 7/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -21/148*z^3 + 5/74*z + 1
*
[ 6/7 ] 
f(z) = -35/144*z^3 + 1/84*z + 1
*
14/5 | 0.072073084156436228639762029847023519182 | 0.011302520045991155383498176395656572645
f(z) = -25/147*z^3 + 19/84*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -23/146*z^3 + 19/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -23/150*z^3 + 17/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -23/154*z^3 + 15/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -23/158*z^3 + 13/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -21/142*z^3 + 13/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -21/146*z^3 + 11/146*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -21/158*z^3 + 5/158*z + 1
*
[ 7/8 ] 
f(z) = -40/147*z^3 + 11/168*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -21/149*z^3 + 19/298*z + 1
*
[ 2 ] 
f(z) = -39/152*z^3 + 29/19*z + 1
*
[ 2 ] 
f(z) = -37/152*z^3 + 28/19*z + 1
*
[ 2 ] 
f(z) = -35/152*z^3 + 27/19*z + 1
*
[ 2 ] 
f(z) = -33/152*z^3 + 26/19*z + 1
*
[ 2 ] 
f(z) = -31/152*z^3 + 25/19*z + 1
*
[ 2 ] 
f(z) = -29/152*z^3 + 24/19*z + 1
*
[ 2 ] 
f(z) = -27/152*z^3 + 23/19*z + 1
*
-6/5 | 0.12287009840601429724609709564906167175 | 0.020156436122398725061852751444412397897
f(z) = -25/144*z^3 + 37/12*z + 1
*
[ 2 ] 
f(z) = -25/152*z^3 + 22/19*z + 1
*
[ 2 ] 
f(z) = -23/152*z^3 + 21/19*z + 1
*
[ 2 ] 
f(z) = -21/152*z^3 + 20/19*z + 1
*
[ -2 ] 
f(z) = -21/152*z^3 + 39/19*z + 1
*
[ 7/4 ] 
f(z) = -32/147*z^3 + 23/21*z + 1
*
[ 3/2 ] 
f(z) = -28/153*z^3 + 38/51*z + 1
*
[ 6/5 ] 
f(z) = -25/152*z^3 + 23/57*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -37/140*z^3 + 39/70*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -37/156*z^3 + 35/78*z + 1
*
[ 6/5 ] 
f(z) = -35/144*z^3 + 31/60*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -35/148*z^3 + 33/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -35/156*z^3 + 31/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -33/140*z^3 + 31/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -33/148*z^3 + 29/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -31/140*z^3 + 27/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -31/148*z^3 + 25/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -31/156*z^3 + 23/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -29/140*z^3 + 23/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -29/148*z^3 + 21/74*z + 1
*
[ 6/5 ] 
f(z) = -25/156*z^3 + 31/78*z + 1
*
-12/7 | 0.16380832027122535868098836619472780224 | 0.023686360723930415516815013604218858541
f(z) = -35/144*z^3 + 25/84*z + 1
*
-6/7 | 0.18542405871481871273596637324411581006 | 0.026811953961449378192154371223493363118
f(z) = -35/144*z^3 + 29/84*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -29/154*z^3 + 39/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -29/158*z^3 + 37/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -27/142*z^3 + 37/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -27/146*z^3 + 35/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -27/154*z^3 + 31/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -27/158*z^3 + 29/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -25/142*z^3 + 29/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -25/146*z^3 + 27/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -25/154*z^3 + 23/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -25/158*z^3 + 21/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -23/142*z^3 + 21/142*z + 1
*
-14/9 | 0.13708983783334686251431164936715888594 | 0.022696035910107279023446152819591753130
f(z) = -27/140*z^3 + 23/210*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -23/145*z^3 + 39/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -23/147*z^3 + 37/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -23/149*z^3 + 35/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -22/141*z^3 + 35/282*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -22/145*z^3 + 31/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -22/147*z^3 + 29/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -22/149*z^3 + 27/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -21/143*z^3 + 25/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -21/145*z^3 + 23/290*z + 1
*
[ -2 ] 
f(z) = -39/152*z^3 + 48/19*z + 1
*
[ -2 ] 
f(z) = -37/152*z^3 + 47/19*z + 1
*
[ -2 ] 
f(z) = -35/152*z^3 + 46/19*z + 1
*
[ -2 ] 
f(z) = -33/152*z^3 + 45/19*z + 1
*
[ -2 ] 
f(z) = -31/152*z^3 + 44/19*z + 1
*
[ -2 ] 
f(z) = -29/152*z^3 + 43/19*z + 1
*
[ -2 ] 
f(z) = -27/152*z^3 + 42/19*z + 1
*
[ -2/3 ] 
f(z) = -27/152*z^3 + 49/19*z + 1
*
-6/5 | 0.16455765056320840083076608728571100642 | 0.025805974116146901998093025331471453783
f(z) = -25/144*z^3 + 49/12*z + 1
*
[ -2 ] 
f(z) = -25/152*z^3 + 41/19*z + 1
*
-6 | 0.16039480144727356486152642967764234344 | 0.024441320818474839786887243861878185561
f(z) = -23/144*z^3 + 59/12*z + 1
*
[ -2 ] 
f(z) = -23/152*z^3 + 40/19*z + 1
*
[ 2 ] 
f(z) = -37/144*z^3 + 55/36*z + 1
*
[ 2 ] 
f(z) = -35/144*z^3 + 53/36*z + 1
*
[ -7/4 ] 
f(z) = -32/147*z^3 + 47/21*z + 1
*
[ 2 ] 
f(z) = -31/144*z^3 + 49/36*z + 1
*
[ 2 ] 
f(z) = -29/144*z^3 + 47/36*z + 1
*
[ 2 ] 
f(z) = -25/144*z^3 + 43/36*z + 1
*
[ -7/5 ] 
f(z) = -25/147*z^3 + 43/21*z + 1
*
[ 2 ] 
f(z) = -23/144*z^3 + 41/36*z + 1
*
[ 7/4 ] 
f(z) = -40/147*z^3 + 53/42*z + 1
*
[ 3/2 ] 
f(z) = -40/153*z^3 + 47/51*z + 1
*
[ 3/2 ] 
f(z) = -32/153*z^3 + 41/51*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -39/140*z^3 + 43/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -39/148*z^3 + 41/74*z + 1
*
[ 4/3 ] 
f(z) = -27/152*z^3 + 43/76*z + 1
*
[ 8/5 ] 
f(z) = -25/144*z^3 + 59/72*z + 1
*
[ 6/5 ] 
f(z) = -25/153*z^3 + 41/102*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -33/146*z^3 + 59/146*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -33/158*z^3 + 53/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -31/142*z^3 + 53/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -31/146*z^3 + 51/146*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.011896457848741653942993004687886045610
f(z) = -31/150*z^3 + 49/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -31/154*z^3 + 47/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -31/158*z^3 + 45/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -29/142*z^3 + 45/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -29/146*z^3 + 43/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -29/150*z^3 + 41/150*z + 1
*
14/9 | 0.14646893139370491125665599308905267623 | 0.024248800488535880678687087148519173621
f(z) = -27/140*z^3 + 53/210*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -26/149*z^3 + 59/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -25/141*z^3 + 59/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -25/143*z^3 + 57/286*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -25/147*z^3 + 53/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -25/149*z^3 + 51/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -24/143*z^3 + 49/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -24/145*z^3 + 47/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -24/149*z^3 + 43/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -23/141*z^3 + 43/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -23/143*z^3 + 41/286*z + 1
*
-6 | 0.18055784906738611470662806331808185770 | 0.026440981428578284504594829217580208773
f(z) = -29/144*z^3 + 77/12*z + 1
*
-6 | 0.16819056881523957936713011467446749871 | 0.025256516808501192595528995947067893839
f(z) = -25/144*z^3 + 65/12*z + 1
*
-6/5 | 0.17732969245072496328025275464780301737 | 0.026172710089856865816716186729106546288
f(z) = -25/144*z^3 + 73/12*z + 1
*
[ -2/5 ] 
f(z) = -25/152*z^3 + 67/19*z + 1
*
[ 6 ] 
f(z) = -23/144*z^3 + 79/12*z + 1
*
[ 7/2 ] 
f(z) = -32/147*z^3 + 71/21*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.023380073941816887966037767223988004597
f(z) = -25/144*z^3 + 73/36*z + 1
*
[ -2 ] 
f(z) = -25/144*z^3 + 79/36*z + 1
*
[ 21/5 ] 
f(z) = -25/147*z^3 + 79/21*z + 1
*
-4 | 0.081379992328197045498511859696210125048 | 0.014634895095286169748058462870637452479
f(z) = -23/144*z^3 + 65/36*z + 1
*
[ -2 ] 
f(z) = -23/144*z^3 + 77/36*z + 1
*
[ 2 ] 
f(z) = -21/148*z^3 + 79/74*z + 1
*
-14/5 | 0.12341498185834088607184507356887158762 | 0.019353969970285586330461872223532412986
f(z) = -25/147*z^3 + 79/84*z + 1
*
[ 3/2 ] 
f(z) = -26/153*z^3 + 73/102*z + 1
*
[ 3/2 ] 
f(z) = -22/153*z^3 + 67/102*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -39/154*z^3 + 79/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -39/158*z^3 + 77/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -37/142*z^3 + 77/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -37/146*z^3 + 75/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -37/150*z^3 + 73/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -37/154*z^3 + 71/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -37/158*z^3 + 69/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -35/142*z^3 + 69/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -35/146*z^3 + 67/146*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -35/158*z^3 + 61/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -33/142*z^3 + 61/142*z + 1
*
[ 5/4 ] 
f(z) = -32/145*z^3 + 79/145*z + 1
*
-13/5 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -25/156*z^3 + 73/156*z + 1
*
-4/5 | 0.12829783903431727566798857610235541757 | 0.019500370923687463313966064231304065303
f(z) = -35/144*z^3 + 73/180*z + 1
*
[ 21/20 ] 
f(z) = -40/147*z^3 + 73/210*z + 1
*
[ 10/9 ] 
f(z) = -27/140*z^3 + 71/210*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -28/145*z^3 + 79/290*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -28/149*z^3 + 75/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -27/143*z^3 + 73/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -27/145*z^3 + 71/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -27/149*z^3 + 67/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -26/141*z^3 + 67/282*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -26/145*z^3 + 63/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -26/147*z^3 + 61/294*z + 1
*
-6 | 0.19139064613065378818119698372284569819 | 0.027722719124804011571209188864889296700
f(z) = -31/144*z^3 + 83/12*z + 1
*
[ 6 ] 
f(z) = -29/144*z^3 + 97/12*z + 1
*
[ 6 ] 
f(z) = -25/144*z^3 + 85/12*z + 1
*
[ -6 ] 
f(z) = -25/144*z^3 + 89/12*z + 1
*
[ -6 ] 
f(z) = -23/144*z^3 + 83/12*z + 1
*
[ 7/2 ] 
f(z) = -40/147*z^3 + 85/21*z + 1
*
[ -7/2 ] 
f(z) = -40/147*z^3 + 97/21*z + 1
*
[ -2 ] 
f(z) = -37/144*z^3 + 91/36*z + 1
*
[ -2 ] 
f(z) = -35/144*z^3 + 89/36*z + 1
*
[ -7/2 ] 
f(z) = -32/147*z^3 + 83/21*z + 1
*
[ -2 ] 
f(z) = -31/144*z^3 + 85/36*z + 1
*
-4 | 0.098493433248500602064270810672240831655 | 0.016522956722384891991324292816694283532
f(z) = -31/144*z^3 + 97/36*z + 1
*
[ -2 ] 
f(z) = -29/144*z^3 + 83/36*z + 1
*
-4 | 0.13272295066968790648008473206089484113 | 0.022591406903352431481095640165930158942
f(z) = -29/144*z^3 + 89/36*z + 1
*
[ -4/5 ] 
f(z) = -25/144*z^3 + 85/36*z + 1
*
[ -21/5 ] 
f(z) = -25/147*z^3 + 89/21*z + 1
*
-5 | 0.17882708685425376098655343957981014452 | 0.029218692264943166431794138822386076441
f(z) = -23/150*z^3 + 91/30*z + 1
*
[ 21/8 ] 
f(z) = -32/147*z^3 + 89/42*z + 1
*
[ -7/8 ] 
f(z) = -32/147*z^3 + 97/42*z + 1
*
-3/5 | 0.12492048960740290937073602270932662796 | 0.022640970743482986657141431332620109603
f(z) = -25/144*z^3 + 83/48*z + 1
*
[ 14/5 ] 
f(z) = -25/147*z^3 + 83/42*z + 1
*
[ 2 ] 
f(z) = -31/140*z^3 + 97/70*z + 1
*
[ 2 ] 
f(z) = -31/148*z^3 + 99/74*z + 1
*
[ 2 ] 
f(z) = -29/140*z^3 + 93/70*z + 1
*
[ 2 ] 
f(z) = -29/148*z^3 + 95/74*z + 1
*
[ 2 ] 
f(z) = -29/156*z^3 + 97/78*z + 1
*
[ 2 ] 
f(z) = -27/140*z^3 + 89/70*z + 1
*
[ 2 ] 
f(z) = -27/148*z^3 + 91/74*z + 1
*
[ 2 ] 
f(z) = -25/148*z^3 + 87/74*z + 1
*
[ 2 ] 
f(z) = -25/156*z^3 + 89/78*z + 1
*
[ 2 ] 
f(z) = -23/140*z^3 + 81/70*z + 1
*
[ 2 ] 
f(z) = -23/148*z^3 + 83/74*z + 1
*
[ 2 ] 
f(z) = -23/156*z^3 + 85/78*z + 1
*
[ 12/7 ] 
f(z) = -35/144*z^3 + 95/84*z + 1
*
[ 7/5 ] 
f(z) = -40/147*z^3 + 86/105*z + 1
*
[ 3/2 ] 
f(z) = -38/153*z^3 + 91/102*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -39/142*z^3 + 85/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -39/146*z^3 + 83/146*z + 1
*
[ 5/4 ] 
f(z) = -32/155*z^3 + 81/155*z + 1
*
[ 4/3 ] 
f(z) = -27/140*z^3 + 83/140*z + 1
*
7/3 | 0.12853246523384136486718532688002090361 | 0.026010069981140638148410150023428749093
f(z) = -27/140*z^3 + 87/140*z + 1
*
[ 4/3 ] 
f(z) = -27/148*z^3 + 85/148*z + 1
*
[ 7/6 ] 
f(z) = -40/147*z^3 + 97/189*z + 1
*
[ 7/6 ] 
f(z) = -32/147*z^3 + 83/189*z + 1
*
[ 6/5 ] 
f(z) = -25/148*z^3 + 91/222*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -31/149*z^3 + 99/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -30/143*z^3 + 97/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -30/149*z^3 + 91/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -29/141*z^3 + 91/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -29/143*z^3 + 89/286*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -29/147*z^3 + 85/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -29/149*z^3 + 83/298*z + 1
*
-2 | 0.074152520810886770175314983768302296912 | 0.013143165932819412360369897786205773185
f(z) = -28/141*z^3 + 83/282*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = -28/143*z^3 + 81/286*z + 1
*
[ 10/9 ] 
f(z) = -27/152*z^3 + 91/285*z + 1
*
-6 | 0.19847552177618909848192877033529582980 | 0.027954191880989015694248582099928671829
f(z) = -37/144*z^3 + 101/12*z + 1
*
[ 6 ] 
f(z) = -35/144*z^3 + 115/12*z + 1
*
[ -6 ] 
f(z) = -35/144*z^3 + 119/12*z + 1
*
[ 6 ] 
f(z) = -31/144*z^3 + 103/12*z + 1
*
[ -6 ] 
f(z) = -31/144*z^3 + 107/12*z + 1
*
[ -6 ] 
f(z) = -29/144*z^3 + 101/12*z + 1
*
-4 | 0.087083603115826605201435714022723521892 | 0.014244051384139224716540588588884959790
f(z) = -35/144*z^3 + 113/36*z + 1
*
[ 18/5 ] 
f(z) = -25/144*z^3 + 107/36*z + 1
*
[ 24/5 ] 
f(z) = -25/144*z^3 + 115/24*z + 1
*
-28/5 | 0.19068719766937273523056619333398272797 | 0.029107748328064018913989751166457575084
f(z) = -25/147*z^3 + 100/21*z + 1
*
[ 4 ] 
f(z) = -23/144*z^3 + 119/36*z + 1
*
5 | 0.18216266509681480511681110250373069736 | 0.028911102683590085487809749812569476090
f(z) = -23/150*z^3 + 109/30*z + 1
*
[ -7/4 ] 
f(z) = -40/147*z^3 + 101/42*z + 1
*
[ -3/2 ] 
f(z) = -40/153*z^3 + 115/51*z + 1
*
[ -3/2 ] 
f(z) = -32/153*z^3 + 109/51*z + 1
*
[ 3 ] 
f(z) = -29/144*z^3 + 119/48*z + 1
*
[ -3/2 ] 
f(z) = -28/153*z^3 + 106/51*z + 1
*
[ 3 ] 
f(z) = -28/153*z^3 + 118/51*z + 1
*
38/9 | 0.17641781949668618842675491407410774232 | 0.025818381414826387657072739221344994075
f(z) = -27/152*z^3 + 116/57*z + 1
*
[ 3 ] 
f(z) = -26/153*z^3 + 112/51*z + 1
*
[ 3 ] 
f(z) = -25/144*z^3 + 107/48*z + 1
*
[ -14/5 ] 
f(z) = -25/147*z^3 + 113/42*z + 1
*
[ -6/5 ] 
f(z) = -25/152*z^3 + 118/57*z + 1
*
[ 3 ] 
f(z) = -25/153*z^3 + 109/51*z + 1
*
[ 3 ] 
f(z) = -23/144*z^3 + 101/48*z + 1
*
[ 3 ] 
f(z) = -23/153*z^3 + 103/51*z + 1
*
[ 7/2 ] 
f(z) = -22/147*z^3 + 107/42*z + 1
*
[ 3 ] 
f(z) = -22/153*z^3 + 100/51*z + 1
*
[ 2 ] 
f(z) = -39/140*z^3 + 113/70*z + 1
*
[ 2 ] 
f(z) = -39/148*z^3 + 115/74*z + 1
*
[ 2 ] 
f(z) = -37/140*z^3 + 109/70*z + 1
*
[ 2 ] 
f(z) = -37/156*z^3 + 113/78*z + 1
*
[ 12/5 ] 
f(z) = -35/144*z^3 + 119/60*z + 1
*
[ 2 ] 
f(z) = -35/148*z^3 + 107/74*z + 1
*
[ 2 ] 
f(z) = -35/156*z^3 + 109/78*z + 1
*
[ 2 ] 
f(z) = -33/140*z^3 + 101/70*z + 1
*
[ 2 ] 
f(z) = -33/148*z^3 + 103/74*z + 1
*
[ 2 ] 
f(z) = -31/156*z^3 + 101/78*z + 1
*
-10/3 | 0.11523381841168001479041653288653168749 | 0.021708366077335476734496619394247500662
f(z) = -27/140*z^3 + 101/70*z + 1
*
[ 21/10 ] 
f(z) = -25/147*z^3 + 107/84*z + 1
*
[ 3/2 ] 
f(z) = -32/141*z^3 + 119/141*z + 1
*
[ 3/2 ] 
f(z) = -28/141*z^3 + 110/141*z + 1
*
[ 3/2 ] 
f(z) = -28/159*z^3 + 116/159*z + 1
*
13/5 | 0.14252169715879571661581699148033357906 | 0.028222922981208294040295417748831841581
f(z) = -25/156*z^3 + 109/156*z + 1
*
[ 21/16 ] 
f(z) = -32/147*z^3 + 103/168*z + 1
*
12/5 | 0.19090123893087366813809095271590560516 | 0.029750538206361106755173282022880120391
f(z) = -25/153*z^3 + 107/204*z + 1
*
[ 4/3 ] 
f(z) = -21/152*z^3 + 113/228*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -33/145*z^3 + 119/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -33/149*z^3 + 115/298*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -32/141*z^3 + 115/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -32/143*z^3 + 113/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -32/145*z^3 + 111/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -32/147*z^3 + 109/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -32/149*z^3 + 107/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -31/141*z^3 + 107/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -31/143*z^3 + 105/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -31/145*z^3 + 103/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -31/147*z^3 + 101/294*z + 1
*
[ 6/5 ] 
f(z) = -25/141*z^3 + 119/282*z + 1
*
[ 6 ] 
f(z) = -37/144*z^3 + 121/12*z + 1
*
[ -6 ] 
f(z) = -37/144*z^3 + 125/12*z + 1
*
-4 | 0.13522958080215977926950506618947271300 | 0.021874429556157873558318196979471780583
f(z) = -37/144*z^3 + 121/36*z + 1
*
5 | 0.17976992160886452579472926827815102495 | 0.027471323858175986511900984392496687266
f(z) = -29/150*z^3 + 139/30*z + 1
*
[ -24/5 ] 
f(z) = -25/144*z^3 + 125/24*z + 1
*
[ -4 ] 
f(z) = -23/144*z^3 + 137/36*z + 1
*
-5 | 0.18342075409467215176340816378456673421 | 0.028636098664786918454963693184222943516
f(z) = -23/150*z^3 + 121/30*z + 1
*
[ 5 ] 
f(z) = -23/150*z^3 + 139/30*z + 1
*
[ 3 ] 
f(z) = -35/144*z^3 + 137/48*z + 1
*
[ 3 ] 
f(z) = -35/153*z^3 + 139/51*z + 1
*
[ -21/8 ] 
f(z) = -32/147*z^3 + 121/42*z + 1
*
[ -3/4 ] 
f(z) = -32/153*z^3 + 125/51*z + 1
*
[ 3 ] 
f(z) = -32/153*z^3 + 130/51*z + 1
*
[ 3 ] 
f(z) = -31/144*z^3 + 125/48*z + 1
*
[ 3 ] 
f(z) = -31/153*z^3 + 127/51*z + 1
*
[ 3 ] 
f(z) = -29/153*z^3 + 121/51*z + 1
*
38/9 | 0.20208915360122009913475117238862512886 | 0.029358647782892483687595330814719184747
f(z) = -27/152*z^3 + 122/57*z + 1
*
-38/9 | 0.20208915360122009913475117238862512886 | 0.028872261181453004155312237644008517449
f(z) = -27/152*z^3 + 137/57*z + 1
*
[ 7/2 ] 
f(z) = -26/147*z^3 + 121/42*z + 1
*
[ -3/5 ] 
f(z) = -25/144*z^3 + 131/48*z + 1
*
[ -3 ] 
f(z) = -25/144*z^3 + 139/48*z + 1
*
[ -3/5 ] 
f(z) = -25/153*z^3 + 139/51*z + 1
*
[ -3 ] 
f(z) = -23/144*z^3 + 133/48*z + 1
*
[ -3 ] 
f(z) = -23/153*z^3 + 137/51*z + 1
*
[ -7/2 ] 
f(z) = -22/147*z^3 + 131/42*z + 1
*
[ -3 ] 
f(z) = -22/153*z^3 + 134/51*z + 1
*
[ -6/5 ] 
f(z) = -35/144*z^3 + 131/60*z + 1
*
[ 3/2 ] 
f(z) = -40/141*z^3 + 137/141*z + 1
*
[ 3/2 ] 
f(z) = -40/147*z^3 + 139/147*z + 1
*
[ 3/2 ] 
f(z) = -32/147*z^3 + 121/147*z + 1
*
[ 3/2 ] 
f(z) = -32/159*z^3 + 125/159*z + 1
*
[ 5/3 ] 
f(z) = -27/140*z^3 + 131/140*z + 1
*
[ 5/3 ] 
f(z) = -27/145*z^3 + 133/145*z + 1
*
[ 5/3 ] 
f(z) = -27/155*z^3 + 137/155*z + 1
*
[ 8/5 ] 
f(z) = -25/152*z^3 + 121/152*z + 1
*
-3 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -25/156*z^3 + 121/156*z + 1
*
[ 3/2 ] 
f(z) = -25/144*z^3 + 139/192*z + 1
*
[ 3/2 ] 
f(z) = -23/144*z^3 + 133/192*z + 1
*
[ 3/2 ] 
f(z) = -23/153*z^3 + 137/204*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -36/149*z^3 + 139/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -35/141*z^3 + 139/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -35/143*z^3 + 137/286*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -35/149*z^3 + 131/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -34/141*z^3 + 131/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -34/143*z^3 + 129/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -34/145*z^3 + 127/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -34/147*z^3 + 125/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -34/149*z^3 + 123/298*z + 1
*
[ 6/5 ] 
f(z) = -25/147*z^3 + 121/294*z + 1
*
[ 5/4 ] 
f(z) = -24/145*z^3 + 133/290*z + 1
*
[ 21/4 ] 
f(z) = -32/147*z^3 + 143/21*z + 1
*
[ -21/4 ] 
f(z) = -32/147*z^3 + 151/21*z + 1
*
[ 4 ] 
f(z) = -31/144*z^3 + 151/36*z + 1
*
5 | 0.19624542410345855344872980816298839301 | 0.029673978952873158529023306120348482596
f(z) = -31/150*z^3 + 149/30*z + 1
*
[ 4 ] 
f(z) = -29/144*z^3 + 143/36*z + 1
*
-5 | 0.19251378322934546558135251158718038205 | 0.029051151793987628779949360833589289775
f(z) = -29/150*z^3 + 151/30*z + 1
*
[ -4 ] 
f(z) = -25/144*z^3 + 145/36*z + 1
*
4/5 | 0.19260850494714758951561433831507734835 | 0.029896360747524154898480256912827564263
f(z) = -25/144*z^3 + 157/36*z + 1
*
[ -5 ] 
f(z) = -23/150*z^3 + 151/30*z + 1
*
[ 3 ] 
f(z) = -40/153*z^3 + 154/51*z + 1
*
[ -2/3 ] 
f(z) = -39/152*z^3 + 149/57*z + 1
*
[ 3 ] 
f(z) = -38/153*z^3 + 148/51*z + 1
*
[ 3 ] 
f(z) = -37/144*z^3 + 143/48*z + 1
*
[ 3 ] 
f(z) = -37/153*z^3 + 145/51*z + 1
*
[ 7/2 ] 
f(z) = -34/147*z^3 + 149/42*z + 1
*
[ -2/3 ] 
f(z) = -33/152*z^3 + 148/57*z + 1
*
[ -3 ] 
f(z) = -31/144*z^3 + 157/48*z + 1
*
[ -3 ] 
f(z) = -29/144*z^3 + 151/48*z + 1
*
[ -3 ] 
f(z) = -29/153*z^3 + 155/51*z + 1
*
[ -3 ] 
f(z) = -28/153*z^3 + 152/51*z + 1
*
[ -7/2 ] 
f(z) = -26/147*z^3 + 145/42*z + 1
*
[ -3 ] 
f(z) = -26/153*z^3 + 146/51*z + 1
*
[ -3 ] 
f(z) = -25/153*z^3 + 143/51*z + 1
*
[ -2/3 ] 
f(z) = -21/152*z^3 + 146/57*z + 1
*
[ -2 ] 
f(z) = -27/140*z^3 + 159/70*z + 1
*
[ -4/3 ] 
f(z) = -27/152*z^3 + 157/76*z + 1
*
[ -8/5 ] 
f(z) = -25/144*z^3 + 149/72*z + 1
*
[ -2 ] 
f(z) = -23/140*z^3 + 151/70*z + 1
*
[ -2 ] 
f(z) = -23/148*z^3 + 157/74*z + 1
*
[ -2 ] 
f(z) = -21/148*z^3 + 153/74*z + 1
*
[ 3/2 ] 
f(z) = -40/159*z^3 + 143/159*z + 1
*
[ 5/3 ] 
f(z) = -36/145*z^3 + 158/145*z + 1
*
[ 9/5 ] 
f(z) = -25/144*z^3 + 145/144*z + 1
*
[ 9/5 ] 
f(z) = -25/153*z^3 + 149/153*z + 1
*
3 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = -23/156*z^3 + 155/156*z + 1
*
[ 2 ] 
f(z) = -21/142*z^3 + 155/142*z + 1
*
[ 2 ] 
f(z) = -21/146*z^3 + 157/146*z + 1
*
[ 7/4 ] 
f(z) = -22/147*z^3 + 149/168*z + 1
*
[ 3/2 ] 
f(z) = -31/144*z^3 + 157/192*z + 1
*
[ 3/2 ] 
f(z) = -29/144*z^3 + 151/192*z + 1
*
[ 3/2 ] 
f(z) = -29/153*z^3 + 155/204*z + 1
*
[ 3/2 ] 
f(z) = -25/153*z^3 + 143/204*z + 1
*
[ 4/3 ] 
f(z) = -33/152*z^3 + 145/228*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -38/145*z^3 + 159/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -38/147*z^3 + 157/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -38/149*z^3 + 155/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -37/141*z^3 + 155/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -37/143*z^3 + 153/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -37/145*z^3 + 151/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -37/147*z^3 + 149/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -37/149*z^3 + 147/298*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = -36/143*z^3 + 145/286*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -36/145*z^3 + 143/290*z + 1
*
[ 6/5 ] 
f(z) = -35/152*z^3 + 142/285*z + 1
*
[ 4 ] 
f(z) = -37/144*z^3 + 175/36*z + 1
*
[ 4 ] 
f(z) = -35/144*z^3 + 167/36*z + 1
*
[ -4 ] 
f(z) = -31/144*z^3 + 169/36*z + 1
*
[ 5 ] 
f(z) = -31/150*z^3 + 179/30*z + 1
*
[ -4 ] 
f(z) = -29/144*z^3 + 161/36*z + 1
*
[ 5 ] 
f(z) = -29/150*z^3 + 169/30*z + 1
*
[ 7 ] 
f(z) = -23/147*z^3 + 179/21*z + 1
*
[ 7 ] 
f(z) = -22/147*z^3 + 172/21*z + 1
*
[ -7 ] 
f(z) = -22/147*z^3 + 178/21*z + 1
*
[ 7/2 ] 
f(z) = -38/147*z^3 + 163/42*z + 1
*
[ -3 ] 
f(z) = -37/144*z^3 + 175/48*z + 1
*
[ -3 ] 
f(z) = -37/153*z^3 + 179/51*z + 1
*
[ -3 ] 
f(z) = -35/144*z^3 + 169/48*z + 1
*
[ -3 ] 
f(z) = -35/153*z^3 + 173/51*z + 1
*
[ -7/2 ] 
f(z) = -34/147*z^3 + 173/42*z + 1
*
[ -3 ] 
f(z) = -32/153*z^3 + 164/51*z + 1
*
[ -3 ] 
f(z) = -31/153*z^3 + 161/51*z + 1
*
[ -2 ] 
f(z) = -37/140*z^3 + 179/70*z + 1
*
[ -12/5 ] 
f(z) = -35/144*z^3 + 169/60*z + 1
*
[ -2 ] 
f(z) = -33/140*z^3 + 171/70*z + 1
*
[ -2 ] 
f(z) = -33/148*z^3 + 177/74*z + 1
*
[ -2 ] 
f(z) = -31/140*z^3 + 167/70*z + 1
*
[ -2 ] 
f(z) = -31/148*z^3 + 173/74*z + 1
*
[ -2 ] 
f(z) = -31/156*z^3 + 179/78*z + 1
*
[ -2 ] 
f(z) = -29/140*z^3 + 163/70*z + 1
*
[ -2 ] 
f(z) = -29/148*z^3 + 169/74*z + 1
*
[ -2 ] 
f(z) = -29/156*z^3 + 175/78*z + 1
*
-10/3 | 0.14285613231202010252239823713737827366 | 0.024483421785149038018360678136923647247
f(z) = -27/140*z^3 + 171/70*z + 1
*
[ -2 ] 
f(z) = -27/148*z^3 + 165/74*z + 1
*
[ -2 ] 
f(z) = -25/148*z^3 + 161/74*z + 1
*
[ -4/5 ] 
f(z) = -25/152*z^3 + 179/76*z + 1
*
[ -6/5 ] 
f(z) = -25/156*z^3 + 161/78*z + 1
*
[ -2 ] 
f(z) = -25/156*z^3 + 167/78*z + 1
*
[ -2 ] 
f(z) = -23/156*z^3 + 163/78*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.015991585592511489225699677876974536946
f(z) = -39/140*z^3 + 179/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013744693826516237157310735496068651952
f(z) = -38/141*z^3 + 179/141*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016026299160830624421248522660218627902
f(z) = -37/140*z^3 + 177/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013759753294538759996212703076843560263
f(z) = -37/141*z^3 + 178/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015217398357497286137913715726167428329
f(z) = -37/142*z^3 + 179/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017716925948811838751739968726158276162
f(z) = -36/143*z^3 + 179/143*z + 1
*
[ 5/3 ] 
f(z) = -36/155*z^3 + 162/155*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013789823804916770584006776577918148880
f(z) = -35/141*z^3 + 176/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015250557356192868776362375881840830884
f(z) = -35/142*z^3 + 177/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017736080501629180800410221093494853904
f(z) = -35/143*z^3 + 178/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013477519306283035461660774257542550264
f(z) = -35/144*z^3 + 179/144*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013804837222932184424252520548055527950
f(z) = -34/141*z^3 + 175/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017755384781788172148974969503926339612
f(z) = -34/143*z^3 + 177/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017766508877550914435479731609937126861
f(z) = -34/145*z^3 + 179/145*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016097386028776829803186061977771578887
f(z) = -33/140*z^3 + 173/140*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015284112212861384346041458207948322241
f(z) = -33/142*z^3 + 175/142*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017785717036667120922599463948512837616
f(z) = -33/145*z^3 + 178/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015316568997894617378262505038574041404
f(z) = -33/146*z^3 + 179/146*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013835829385988183298966922858098442415
f(z) = -32/141*z^3 + 173/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017794450855081900895597772607916962798
f(z) = -32/143*z^3 + 175/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017805075342154786550092836237003495340
f(z) = -32/145*z^3 + 177/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013893461747179011454102010215275454215
f(z) = -32/147*z^3 + 179/147*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016133790786557604597180808587214695082
f(z) = -31/140*z^3 + 171/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013851411322320921375421866762529241178
f(z) = -31/141*z^3 + 172/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015318076765884795964092302126272579314
f(z) = -31/142*z^3 + 173/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017814216917580013775554356437921891539
f(z) = -31/143*z^3 + 174/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013536493612773412607302935312030054694
f(z) = -31/144*z^3 + 175/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017824585872269262889609504130267767438
f(z) = -31/145*z^3 + 176/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015349943270227749580633112449111252956
f(z) = -31/146*z^3 + 177/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013908682054785223604813942398479073171
f(z) = -31/147*z^3 + 178/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016189965153276565618590214759181687982
f(z) = -31/148*z^3 + 179/148*z + 1
*
-3 | 0.14249849080434836850924299630742962497 | 0.027590396102337820910287794550890006609
f(z) = -31/156*z^3 + 175/156*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017834141248309269051436852269548899896
f(z) = -30/143*z^3 + 173/143*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017863655374926245710254816399522963505
f(z) = -30/149*z^3 + 179/149*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016170791808065080259501653764331596770
f(z) = -29/140*z^3 + 169/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013882754655427613210971894993714972457
f(z) = -29/141*z^3 + 170/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015352719090628232807516333434044719268
f(z) = -29/142*z^3 + 171/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017854226090766320316013141217019618544
f(z) = -29/143*z^3 + 172/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013566686663336549039518327226919883927
f(z) = -29/144*z^3 + 173/144*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015383716799566543369629311314935535111
f(z) = -29/146*z^3 + 175/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013939078033486300202463961621291198448
f(z) = -29/147*z^3 + 176/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016225109351966648101034740272284849738
f(z) = -29/148*z^3 + 177/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017882968563420594422744228947768097615
f(z) = -29/149*z^3 + 178/149*z + 1
*
-1 | 0.059610497327407956293863575062086368308 | 0.011491433172425561749961920724604215216
f(z) = -29/150*z^3 + 179/150*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013898922228289543683141453992461191121
f(z) = -28/141*z^3 + 169/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017874473734044045025769454086803761937
f(z) = -28/143*z^3 + 171/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017884052218033496578967107027406603704
f(z) = -28/145*z^3 + 173/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017902432719280227309036080680822492403
f(z) = -28/149*z^3 + 177/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017911254926524164662988745377040958562
f(z) = -28/151*z^3 + 179/151*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016208406488148892433251704692441956501
f(z) = -27/140*z^3 + 167/140*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015387928812682139099651856758573865805
f(z) = -27/142*z^3 + 169/142*z + 1
*
[ 2 ] 
f(z) = -27/142*z^3 + 179/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017894886514039969594222952969342536125
f(z) = -27/143*z^3 + 170/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017904193270315839252008741419641512867
f(z) = -27/145*z^3 + 172/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015417903519896255885172201232717690922
f(z) = -27/146*z^3 + 173/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016260808455023701458806095153642182156
f(z) = -27/148*z^3 + 175/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017922049932124305761168014561984498087
f(z) = -27/149*z^3 + 176/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017930619577000563669131024203620484410
f(z) = -27/151*z^3 + 178/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016285168488045183096842740870003240216
f(z) = -27/152*z^3 + 179/152*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013931252340465383586554618644593419205
f(z) = -26/141*z^3 + 167/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017924497579036354333464412799050511617
f(z) = -26/145*z^3 + 171/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013985380982178178674069938822504538723
f(z) = -26/147*z^3 + 173/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017941822333042065118183061014319992820
f(z) = -26/149*z^3 + 175/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017950135597110357301557999002565989281
f(z) = -26/151*z^3 + 177/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015343594270360710462353165040386944846
f(z) = -26/153*z^3 + 179/153*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013947417836891852095980441751671664164
f(z) = -25/141*z^3 + 166/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015423722484773869050008940481408639429
f(z) = -25/142*z^3 + 167/142*z + 1
*
[ 2 ] 
f(z) = -25/142*z^3 + 171/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017936217069328727097126871484000870293
f(z) = -25/143*z^3 + 168/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013628552186415975731185733167253954480
f(z) = -25/144*z^3 + 169/144*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015452771606064145834762227620997780997
f(z) = -25/146*z^3 + 171/146*z + 1
*
[ 2 ] 
f(z) = -25/146*z^3 + 173/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014001131343791778612437218332219231727
f(z) = -25/147*z^3 + 172/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016297078070030701519001764543809495380
f(z) = -25/148*z^3 + 173/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017961752095665993792171187294550580685
f(z) = -25/149*z^3 + 174/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017969805082040712660270713910812568100
f(z) = -25/151*z^3 + 176/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016320519348385330316454338604256010684
f(z) = -25/152*z^3 + 177/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015360182909253746025337156682077627175
f(z) = -25/153*z^3 + 178/153*z + 1
*
[ 2 ] 
f(z) = -25/154*z^3 + 177/154*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015507009533562347799630258605932982731
f(z) = -25/154*z^3 + 179/154*z + 1
*
[ 2 ] 
f(z) = -25/158*z^3 + 179/158*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017957139761878741649709611633511756976
f(z) = -24/143*z^3 + 167/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017965605383718264982251424622525524964
f(z) = -24/145*z^3 + 169/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017981841437279307841785526151335881364
f(z) = -24/149*z^3 + 173/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017989630168559372080124037164859988733
f(z) = -24/151*z^3 + 175/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018004591314428567526033672928957016400
f(z) = -24/155*z^3 + 179/155*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016285550104585625455014868442234568130
f(z) = -23/140*z^3 + 163/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013980770729349798669997325780618017543
f(z) = -23/141*z^3 + 164/141*z + 1
*
[ 2 ] 
f(z) = -23/142*z^3 + 163/142*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015460117356326252960634166582346130373
f(z) = -23/142*z^3 + 165/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017978237428369276079083851987826387034
f(z) = -23/143*z^3 + 166/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013660253394160293054784247063254673200
f(z) = -23/144*z^3 + 167/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017986413710403290084840044106186677288
f(z) = -23/145*z^3 + 168/145*z + 1
*
[ 2 ] 
f(z) = -23/146*z^3 + 165/146*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015488210787228096230029359500100064278
f(z) = -23/146*z^3 + 169/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014033016899841892296153030649164753439
f(z) = -23/147*z^3 + 170/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016333934437804527345231706249168268077
f(z) = -23/148*z^3 + 171/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018002092619959027308372797451428722623
f(z) = -23/149*z^3 + 172/149*z + 1
*
[ 2 ] 
f(z) = -23/150*z^3 + 167/150*z + 1
*
-1 | 0.059610497327407956293863575062086368308 | 0.011567460570454557893664558962484136408
f(z) = -23/150*z^3 + 173/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018009613036090691853300837870451318000
f(z) = -23/151*z^3 + 174/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016356428376147415679459646483431900189
f(z) = -23/152*z^3 + 175/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015393750992176001542073007078875801888
f(z) = -23/153*z^3 + 176/153*z + 1
*
[ 2 ] 
f(z) = -23/154*z^3 + 169/154*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015540797202710160479306341106576104792
f(z) = -23/154*z^3 + 177/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018024056875005119358498791839951725105
f(z) = -23/155*z^3 + 178/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012455947907609358567662845169940864550
f(z) = -23/156*z^3 + 179/156*z + 1
*
[ 2 ] 
f(z) = -23/158*z^3 + 171/158*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.013997354964521982737887674397143384516
f(z) = -22/141*z^3 + 163/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018007394957601934668730565883180855347
f(z) = -22/145*z^3 + 167/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014049155795542573975413547699809339022
f(z) = -22/147*z^3 + 169/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018022507951756018477982064043454948785
f(z) = -22/149*z^3 + 171/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018029755907826067783016707390326695678
f(z) = -22/151*z^3 + 173/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015410734061489958227023148324538683626
f(z) = -22/153*z^3 + 175/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018043674594009311526184611565425383272
f(z) = -22/155*z^3 + 177/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018050360062884949209972834388796584129
f(z) = -22/157*z^3 + 179/157*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015497131411941508090938917173715112365
f(z) = -21/142*z^3 + 163/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018020968096062142116330571885848570107
f(z) = -21/143*z^3 + 164/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018028551668426524753384532882806858756
f(z) = -21/145*z^3 + 166/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015524237723988340301924650124453709924
f(z) = -21/146*z^3 + 167/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016371394466103546520534408154682454218
f(z) = -21/148*z^3 + 169/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018043089787913427004340941024734065978
f(z) = -21/149*z^3 + 170/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018050061051870057364406117297202753386
f(z) = -21/151*z^3 + 172/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016392911270693114528929056190922484190
f(z) = -21/152*z^3 + 173/152*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018063446577546429539163972338378238629
f(z) = -21/155*z^3 + 176/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018069875106081241302663882079117531786
f(z) = -21/157*z^3 + 178/157*z + 1
*
[ 2 ] 
f(z) = -21/158*z^3 + 163/158*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015598550792290057870411226814911347114
f(z) = -21/158*z^3 + 179/158*z + 1
*
[ 7/4 ] 
f(z) = -26/147*z^3 + 163/168*z + 1
*
[ 3/2 ] 
f(z) = -37/144*z^3 + 175/192*z + 1
*
[ 3/2 ] 
f(z) = -35/144*z^3 + 169/192*z + 1
*
[ 3/2 ] 
f(z) = -37/153*z^3 + 179/204*z + 1
*
[ 3/2 ] 
f(z) = -35/153*z^3 + 173/204*z + 1
*
[ 3/2 ] 
f(z) = -31/153*z^3 + 161/204*z + 1
*
[ 14/9 ] 
f(z) = -27/140*z^3 + 173/210*z + 1
*
[ 4/3 ] 
f(z) = -39/152*z^3 + 161/228*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -40/141*z^3 + 179/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -40/143*z^3 + 177/286*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -40/147*z^3 + 173/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -40/149*z^3 + 171/298*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -39/145*z^3 + 167/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -39/149*z^3 + 163/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -38/141*z^3 + 163/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -38/143*z^3 + 161/286*z + 1
*
[ 4/3 ] 
f(z) = -27/142*z^3 + 167/284*z + 1
*
[ 4/3 ] 
f(z) = -27/146*z^3 + 169/292*z + 1
*
[ 38/5 ] 
f(z) = -25/152*z^3 + 197/19*z + 1
*
[ -4 ] 
f(z) = -37/144*z^3 + 193/36*z + 1
*
[ -4 ] 
f(z) = -35/144*z^3 + 185/36*z + 1
*
[ -5 ] 
f(z) = -31/150*z^3 + 191/30*z + 1
*
[ -5 ] 
f(z) = -29/150*z^3 + 181/30*z + 1
*
[ 7 ] 
f(z) = -25/147*z^3 + 193/21*z + 1
*
[ -7 ] 
f(z) = -25/147*z^3 + 199/21*z + 1
*
[ -7 ] 
f(z) = -23/147*z^3 + 185/21*z + 1
*
[ -3 ] 
f(z) = -40/153*z^3 + 188/51*z + 1
*
[ -7/2 ] 
f(z) = -38/147*z^3 + 187/42*z + 1
*
[ -3 ] 
f(z) = -38/153*z^3 + 182/51*z + 1
*
28/5 | 0.14927718158951888259414346421952788995 | 0.020830538822914072385557576850730343973
f(z) = -25/147*z^3 + 185/42*z + 1
*
[ -2 ] 
f(z) = -39/140*z^3 + 183/70*z + 1
*
[ -2 ] 
f(z) = -39/148*z^3 + 189/74*z + 1
*
[ -2 ] 
f(z) = -37/156*z^3 + 191/78*z + 1
*
-12/5 | 0.17919116918992801590417875924775871328 | 0.023037580011433027308396547661048224285
f(z) = -35/144*z^3 + 199/60*z + 1
*
[ -2 ] 
f(z) = -35/148*z^3 + 181/74*z + 1
*
[ -2 ] 
f(z) = -35/156*z^3 + 187/78*z + 1
*
[ -2/3 ] 
f(z) = -27/140*z^3 + 181/70*z + 1
*
[ 10/3 ] 
f(z) = -27/140*z^3 + 199/70*z + 1
*
[ -2/3 ] 
f(z) = -27/148*z^3 + 191/74*z + 1
*
[ -12/7 ] 
f(z) = -35/144*z^3 + 193/84*z + 1
*
[ -6/7 ] 
f(z) = -35/144*z^3 + 197/84*z + 1
*
[ -21/10 ] 
f(z) = -25/147*z^3 + 187/84*z + 1
*
[ 21/10 ] 
f(z) = -40/147*z^3 + 181/105*z + 1
*
[ 5/2 ] 
f(z) = -23/150*z^3 + 187/120*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.013715514859177830312178679239878958599
f(z) = -40/141*z^3 + 181/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017641764944488930569608079474757107797
f(z) = -40/143*z^3 + 183/143*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013777534583303076485076124699506115396
f(z) = -40/147*z^3 + 187/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017678394639438533816276284148106276754
f(z) = -40/149*z^3 + 189/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017689975749263651151570068122877000187
f(z) = -40/151*z^3 + 191/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015124041178873051091305368221708022054
f(z) = -40/153*z^3 + 193/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017722992787728601160343693413554033686
f(z) = -40/157*z^3 + 197/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013890180213697977090347603977142720275
f(z) = -40/159*z^3 + 199/159*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015184872813572510238759079916556731896
f(z) = -39/142*z^3 + 181/142*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017672650297998481734448201294410303679
f(z) = -39/145*z^3 + 184/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015219959599596970723175240345783663405
f(z) = -39/146*z^3 + 185/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016054645694522358652357426054330138110
f(z) = -39/148*z^3 + 187/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017696304664521417534700816117480263980
f(z) = -39/149*z^3 + 188/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017707673586561146345730666442156087902
f(z) = -39/151*z^3 + 190/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016083978303473186564250020026639933546
f(z) = -39/152*z^3 + 191/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015285118116021483584587265863404206984
f(z) = -39/154*z^3 + 193/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017729551290924899334706383202020884359
f(z) = -39/155*z^3 + 194/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017740080999713429865174717576398010937
f(z) = -39/157*z^3 + 196/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015315650337591663515791279123856562675
f(z) = -39/158*z^3 + 197/158*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017679057934870009197885846875518335556
f(z) = -38/143*z^3 + 181/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017691137526199855467291567600796976978
f(z) = -38/145*z^3 + 183/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013805913292634117378756085018894471432
f(z) = -38/147*z^3 + 185/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017714346827698305541820978963281112158
f(z) = -38/149*z^3 + 187/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017725500544705238088059125200824159235
f(z) = -38/151*z^3 + 189/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015154036479446982521043377084681765022
f(z) = -38/153*z^3 + 191/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017746961738567674868841092971967325543
f(z) = -38/155*z^3 + 193/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017757289857621036408844344558383917049
f(z) = -38/157*z^3 + 195/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013916737214111420469377335742117374775
f(z) = -38/159*z^3 + 197/159*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.017697919090978661175031372207294623685
f(z) = -37/143*z^3 + 180/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013448712565742031506251794381905514472
f(z) = -37/144*z^3 + 181/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017709765093042308420053597020864285803
f(z) = -37/145*z^3 + 182/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015251591094166342044631222973019419108
f(z) = -37/146*z^3 + 183/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.013820064064289043536048424620611522022
f(z) = -37/147*z^3 + 184/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017732522856198632270912261908944480436
f(z) = -37/149*z^3 + 186/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011395260460849891815595396093770633178
f(z) = -37/150*z^3 + 187/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017743458292896587576805157436312113705
f(z) = -37/151*z^3 + 188/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016116277954259400403855766226641716765
f(z) = -37/152*z^3 + 189/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015169197250485615696550401283135528372
f(z) = -37/153*z^3 + 190/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015315432878245125724181902413023150938
f(z) = -37/154*z^3 + 191/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017764497125635694757390515781097058560
f(z) = -37/155*z^3 + 192/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012277714449246373182015412063599232184
f(z) = -37/156*z^3 + 193/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017774620871184050754382009113140922115
f(z) = -37/157*z^3 + 194/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015345288781638212243175832952638226890
f(z) = -37/158*z^3 + 195/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.013929959667787542377746633052954180337
f(z) = -37/159*z^3 + 196/159*z + 1
*
[ 11/6 ] 
f(z) = -36/143*z^3 + 186/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.017728534885459026971698859363167173014
f(z) = -36/145*z^3 + 181/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017750834509625210562399395464257139791
f(z) = -36/149*z^3 + 185/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017761548531277517069179315366153444210
f(z) = -36/151*z^3 + 187/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017782159041016573891456622241820335514
f(z) = -36/155*z^3 + 191/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017792075577226517738971758045860956739
f(z) = -36/157*z^3 + 193/157*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015283831487446752965833118972399540265
f(z) = -35/146*z^3 + 181/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016121282016913693400398005442173920050
f(z) = -35/148*z^3 + 183/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017769283580745380074706133468091783143
f(z) = -35/149*z^3 + 184/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017779772991679841914355747765118235285
f(z) = -35/151*z^3 + 186/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016149053297885101076907849568275584083
f(z) = -35/152*z^3 + 187/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015199852054816602221186201540625162823
f(z) = -35/153*z^3 + 188/153*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012302261463694664943644036080627295305
f(z) = -35/156*z^3 + 191/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017809655540297724010471435277675740806
f(z) = -35/157*z^3 + 192/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015375349501325913417588606343021281296
f(z) = -35/158*z^3 + 193/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013957277459143579542284756789461582101
f(z) = -35/159*z^3 + 194/159*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.013863964804492622035502181529125293532
f(z) = -34/147*z^3 + 181/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017787871896306027368740761720377986069
f(z) = -34/149*z^3 + 183/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017798133438395018073315743150707820243
f(z) = -34/151*z^3 + 185/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017817868957830234558589154313332293950
f(z) = -34/155*z^3 + 189/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017827362353324331850807896781763189259
f(z) = -34/157*z^3 + 191/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013970983527867523750860064518554000361
f(z) = -34/159*z^3 + 193/159*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016155360852964347678472984409055035810
f(z) = -33/148*z^3 + 181/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017806601317873336013838076532789499069
f(z) = -33/149*z^3 + 182/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017816631668967398626210430098872982756
f(z) = -33/151*z^3 + 184/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016182316817329833015720779210235847597
f(z) = -33/152*z^3 + 185/152*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017835920284688067951199074175389251688
f(z) = -33/155*z^3 + 188/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017845197638281449898267213571202170147
f(z) = -33/157*z^3 + 190/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015405843218201384286526495176655128721
f(z) = -33/158*z^3 + 191/158*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017825473742698160936080071820968565649
f(z) = -32/149*z^3 + 181/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017835269515011425561894921164316801531
f(z) = -32/151*z^3 + 183/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015246689267096939900171832425532714263
f(z) = -32/153*z^3 + 185/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017854104792148061532116190735755495472
f(z) = -32/155*z^3 + 187/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017863163046883295976819878233318718494
f(z) = -32/157*z^3 + 189/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.013998691985235203128069448035582854186
f(z) = -32/159*z^3 + 191/159*z + 1
*
[ 2 ] 
f(z) = -31/142*z^3 + 195/142*z + 1
*
[ 2 ] 
f(z) = -31/146*z^3 + 197/146*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.017844491104607958813675921472931336331
f(z) = -31/149*z^3 + 180/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011466746028618839967698538753091587764
f(z) = -31/150*z^3 + 181/150*z + 1
*
[ 2 ] 
f(z) = -31/150*z^3 + 199/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017854048843053617484610912982028488587
f(z) = -31/151*z^3 + 182/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016216081467945551273797904384730129020
f(z) = -31/152*z^3 + 183/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015262535691358473714339388418214166720
f(z) = -31/153*z^3 + 184/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015409072454219474012375328022790870613
f(z) = -31/154*z^3 + 185/154*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012352035815593098303516744899821893033
f(z) = -31/156*z^3 + 187/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017881260261294133586285525162513796770
f(z) = -31/157*z^3 + 188/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015436781046307482430293039850257621723
f(z) = -31/158*z^3 + 189/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014012696898336497522065376543515879267
f(z) = -31/159*z^3 + 190/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017872971555400249841483828089011969404
f(z) = -30/151*z^3 + 181/151*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017899490994860191161331183774096135021
f(z) = -30/157*z^3 + 187/157*z + 1
*
[ 2 ] 
f(z) = -29/142*z^3 + 187/142*z + 1
*
[ 2 ] 
f(z) = -29/146*z^3 + 189/146*z + 1
*
[ 2 ] 
f(z) = -29/150*z^3 + 191/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.017892039591031661958404731349425380817
f(z) = -29/151*z^3 + 180/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016250360700896775696434723627687628401
f(z) = -29/152*z^3 + 181/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015294588941690599311976373717216772755
f(z) = -29/153*z^3 + 182/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015441223718689332417866515334045235120
f(z) = -29/154*z^3 + 183/154*z + 1
*
[ 2 ] 
f(z) = -29/154*z^3 + 193/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017909474970647060316368354211219888238
f(z) = -29/155*z^3 + 184/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012377478309091327989856534693852605563
f(z) = -29/156*z^3 + 185/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017917856992863302032358070453389263883
f(z) = -29/157*z^3 + 186/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015468299176632165524585924677768277185
f(z) = -29/158*z^3 + 187/158*z + 1
*
[ 2 ] 
f(z) = -29/158*z^3 + 195/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014040817189789781184149530857581909542
f(z) = -29/159*z^3 + 188/159*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015310798996314494701181690741433468830
f(z) = -28/153*z^3 + 181/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017928209939379318981715489393724772707
f(z) = -28/155*z^3 + 183/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017936360033297033183187216650652915483
f(z) = -28/157*z^3 + 185/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014055132422245228534922131122839978604
f(z) = -28/159*z^3 + 187/159*z + 1
*
[ 2 ] 
f(z) = -27/146*z^3 + 181/146*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015473990424729536428662165884151984885
f(z) = -27/154*z^3 + 181/154*z + 1
*
[ 2 ] 
f(z) = -27/154*z^3 + 185/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017947087127379058290016754314149667314
f(z) = -27/155*z^3 + 182/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017955001927666102468829029657545586410
f(z) = -27/157*z^3 + 184/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015500160491406959074694882827749478311
f(z) = -27/158*z^3 + 185/158*z + 1
*
[ 2 ] 
f(z) = -27/158*z^3 + 187/158*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.017966108446865560742703884070790641899
f(z) = -26/155*z^3 + 181/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017973784521809917005285389967457211234
f(z) = -26/157*z^3 + 183/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014084280919750721052378225572229785698
f(z) = -26/159*z^3 + 185/159*z + 1
*
[ 11/5 ] 
f(z) = -25/143*z^3 + 199/143*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012429324665496881004680373420636156118
f(z) = -25/156*z^3 + 181/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.017992709696751100050356714382593880426
f(z) = -25/157*z^3 + 182/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015532501812454353605071843616485731742
f(z) = -25/158*z^3 + 183/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014098721008741541604278816739716285029
f(z) = -25/159*z^3 + 184/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018011779369569909942461039202405854290
f(z) = -24/157*z^3 + 181/157*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018030995494305492641042843879405006437
f(z) = -23/157*z^3 + 180/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015565210576240083924598122316075144618
f(z) = -23/158*z^3 + 181/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014128528720773178674211586615005005429
f(z) = -23/159*z^3 + 182/159*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014143304090170141880832360962212341896
f(z) = -22/159*z^3 + 181/159*z + 1
*
[ 7/4 ] 
f(z) = -34/147*z^3 + 191/168*z + 1
*
-14/5 | 0.072393669985369064200634864257108780862 | 0.010467982203611170378733589720329371634
f(z) = -25/144*z^3 + 181/252*z + 1
*
[ 11/8 ] 
f(z) = -32/143*z^3 + 199/286*z + 1
*
[ 3/2 ] 
f(z) = -22/141*z^3 + 193/282*z + 1
*
[ 3/2 ] 
f(z) = -22/147*z^3 + 197/294*z + 1
*
[ -38/5 ] 
f(z) = -25/152*z^3 + 202/19*z + 1
*
[ 5 ] 
f(z) = -37/150*z^3 + 209/30*z + 1
*
[ 7 ] 
f(z) = -26/147*z^3 + 200/21*z + 1
*
[ -7 ] 
f(z) = -26/147*z^3 + 206/21*z + 1
*
[ -7/10 ] 
f(z) = -25/147*z^3 + 211/84*z + 1
*
[ -3/2 ] 
f(z) = -26/153*z^3 + 209/102*z + 1
*
[ -6/5 ] 
f(z) = -25/153*z^3 + 211/102*z + 1
*
[ -3/2 ] 
f(z) = -22/153*z^3 + 203/102*z + 1
*
[ 5/2 ] 
f(z) = -29/150*z^3 + 217/120*z + 1
*
[ 2 ] 
f(z) = -37/142*z^3 + 219/142*z + 1
*
[ 2 ] 
f(z) = -35/142*z^3 + 211/142*z + 1
*
[ 2 ] 
f(z) = -35/146*z^3 + 213/146*z + 1
*
[ 2 ] 
f(z) = -35/158*z^3 + 219/158*z + 1
*
[ 2 ] 
f(z) = -33/142*z^3 + 203/142*z + 1
*
[ 2 ] 
f(z) = -33/146*z^3 + 205/146*z + 1
*
[ 2 ] 
f(z) = -33/158*z^3 + 211/158*z + 1
*
[ 2 ] 
f(z) = -31/154*z^3 + 201/154*z + 1
*
[ 2 ] 
f(z) = -31/158*z^3 + 203/158*z + 1
*
3 | 0.14820313520839881793434804783667758927 | 0.027741269680737865849321183198638239730
f(z) = -29/156*z^3 + 209/156*z + 1
*
-7/3 | 0.13981216353322419003115432284076634475 | 0.026217801641780063068425678922700019090
f(z) = -27/140*z^3 + 207/140*z + 1
*
[ 11/5 ] 
f(z) = -25/154*z^3 + 205/154*z + 1
*
[ 7/4 ] 
f(z) = -38/147*z^3 + 205/168*z + 1
*
-4/7 | 0.16875829677717654274731966994381460779 | 0.024402117584759029262847455246101505389
f(z) = -35/144*z^3 + 209/252*z + 1
*
[ 3/2 ] 
f(z) = -26/141*z^3 + 211/282*z + 1
*
[ 3/2 ] 
f(z) = -26/147*z^3 + 215/294*z + 1
*
[ -5 ] 
f(z) = -37/150*z^3 + 221/30*z + 1
*
[ 7 ] 
f(z) = -31/147*z^3 + 235/21*z + 1
*
[ 7 ] 
f(z) = -29/147*z^3 + 221/21*z + 1
*
[ -7 ] 
f(z) = -29/147*z^3 + 227/21*z + 1
*
28/5 | 0.12983837180703222902518398039836224635 | 0.019112242450780050371382414179620916379
f(z) = -25/144*z^3 + 223/36*z + 1
*
[ 38/9 ] 
f(z) = -27/152*z^3 + 224/57*z + 1
*
-34/9 | 0.18823105722025146245759385013797650129 | 0.025038980398059311465753592012288763002
f(z) = -27/152*z^3 + 230/57*z + 1
*
38/9 | 0.17795910166727669258522615769578233944 | 0.023591760962102881116481738311518961447
f(z) = -27/152*z^3 + 236/57*z + 1
*
-6 | 0.22278785406378522081168199835774343731 | 0.029534638852917703618811825150412582675
f(z) = -21/152*z^3 + 236/57*z + 1
*
[ 4 ] 
f(z) = -21/152*z^3 + 225/76*z + 1
*
[ 7/2 ] 
f(z) = -25/147*z^3 + 235/84*z + 1
*
[ 7/2 ] 
f(z) = -23/147*z^3 + 221/84*z + 1
*
[ -7/5 ] 
f(z) = -40/147*z^3 + 236/105*z + 1
*
[ -3/2 ] 
f(z) = -38/153*z^3 + 227/102*z + 1
*
[ 5/2 ] 
f(z) = -31/150*z^3 + 227/120*z + 1
*
[ 2 ] 
f(z) = -39/142*z^3 + 227/142*z + 1
*
[ 2 ] 
f(z) = -39/146*z^3 + 229/146*z + 1
*
[ 2 ] 
f(z) = -39/154*z^3 + 233/154*z + 1
*
[ 2 ] 
f(z) = -39/158*z^3 + 235/158*z + 1
*
[ 2 ] 
f(z) = -37/146*z^3 + 221/146*z + 1
*
[ 2 ] 
f(z) = -37/150*z^3 + 223/150*z + 1
*
[ 2 ] 
f(z) = -37/154*z^3 + 225/154*z + 1
*
-3 | 0.14249980128463513582839834644103847293 | 0.026225081296287316889148780517320682100
f(z) = -37/156*z^3 + 229/156*z + 1
*
[ 2 ] 
f(z) = -37/158*z^3 + 227/158*z + 1
*
[ 7/3 ] 
f(z) = -27/140*z^3 + 227/140*z + 1
*
[ 7/3 ] 
f(z) = -27/154*z^3 + 235/154*z + 1
*
-13/5 | 0.15961199259960365770408615870937695830 | 0.029374339080137006843321457275630045183
f(z) = -25/156*z^3 + 229/156*z + 1
*
[ 12/5 ] 
f(z) = -25/156*z^3 + 235/156*z + 1
*
[ 5/2 ] 
f(z) = -24/145*z^3 + 237/145*z + 1
*
-7/16 | 0.21954113952237450604110284966364153054 | 0.029857023476080793999048682888034548788
f(z) = -32/147*z^3 + 223/168*z + 1
*
-14/9 | 0.081143969235482604456426717435337332017 | 0.013206627219203456479970036858100647262
f(z) = -27/140*z^3 + 233/210*z + 1
*
[ 21/11 ] 
f(z) = -22/147*z^3 + 236/231*z + 1
*
[ 21/13 ] 
f(z) = -26/147*z^3 + 230/273*z + 1
*
[ 5/3 ] 
f(z) = -23/150*z^3 + 223/270*z + 1
*
[ 8/5 ] 
f(z) = -25/148*z^3 + 239/296*z + 1
*
[ 7 ] 
f(z) = -34/147*z^3 + 256/21*z + 1
*
[ 7 ] 
f(z) = -32/147*z^3 + 242/21*z + 1
*
[ -7 ] 
f(z) = -32/147*z^3 + 248/21*z + 1
*
[ -7 ] 
f(z) = -31/147*z^3 + 241/21*z + 1
*
-21/4 | 0.13371822846109782256446503241617173685 | 0.017878442492877221538509608050837399242
f(z) = -32/147*z^3 + 253/42*z + 1
*
[ -38/9 ] 
f(z) = -27/152*z^3 + 251/57*z + 1
*
[ -10/3 ] 
f(z) = -27/140*z^3 + 241/70*z + 1
*
[ 4 ] 
f(z) = -25/152*z^3 + 257/76*z + 1
*
[ 4 ] 
f(z) = -23/152*z^3 + 241/76*z + 1
*
[ 10/3 ] 
f(z) = -27/152*z^3 + 254/95*z + 1
*
-14/5 | 0.21811570881457452438763338556662223627 | 0.029256468970817317590224082426659372431
f(z) = -25/147*z^3 + 247/84*z + 1
*
[ -3/4 ] 
f(z) = -40/153*z^3 + 253/102*z + 1
*
[ 5/2 ] 
f(z) = -37/150*z^3 + 257/120*z + 1
*
[ 14/5 ] 
f(z) = -25/152*z^3 + 257/133*z + 1
*
[ 13/6 ] 
f(z) = -36/143*z^3 + 246/143*z + 1
*
[ 9/4 ] 
f(z) = -32/153*z^3 + 247/153*z + 1
*
-11/3 | 0.15251223954610020935272836196754241585 | 0.027601762466565230450585892318008118604
f(z) = -27/154*z^3 + 251/154*z + 1
*
[ 13/5 ] 
f(z) = -25/143*z^3 + 257/143*z + 1
*
[ 5/2 ] 
f(z) = -24/155*z^3 + 243/155*z + 1
*
21/8 | 0.21858928672823078324701872774011385394 | 0.029256948718479533532085614025337411055
f(z) = -40/147*z^3 + 251/168*z + 1
*
-18/7 | 0.11741406118014355686456173502098671386 | 0.016977842166806264211190904580452667455
f(z) = -35/144*z^3 + 251/252*z + 1
*
[ 5/3 ] 
f(z) = -29/150*z^3 + 253/270*z + 1
*
[ 3/2 ] 
f(z) = -34/141*z^3 + 247/282*z + 1
*
[ 3/2 ] 
f(z) = -34/147*z^3 + 251/294*z + 1
*
[ 7 ] 
f(z) = -37/147*z^3 + 277/21*z + 1
*
[ -7 ] 
f(z) = -34/147*z^3 + 262/21*z + 1
*
[ 4 ] 
f(z) = -27/152*z^3 + 273/76*z + 1
*
[ -2/5 ] 
f(z) = -25/148*z^3 + 261/74*z + 1
*
[ -4 ] 
f(z) = -23/152*z^3 + 279/76*z + 1
*
[ -4 ] 
f(z) = -21/152*z^3 + 263/76*z + 1
*
[ 7/2 ] 
f(z) = -31/147*z^3 + 277/84*z + 1
*
[ 7/2 ] 
f(z) = -29/147*z^3 + 263/84*z + 1
*
[ -7/2 ] 
f(z) = -23/147*z^3 + 269/84*z + 1
*
[ -7/10 ] 
f(z) = -40/147*z^3 + 269/105*z + 1
*
3 | 0.14313106597745615182868458545637977303 | 0.025686846621775142821491853116873526193
f(z) = -35/156*z^3 + 263/156*z + 1
*
[ 5/2 ] 
f(z) = -28/145*z^3 + 262/145*z + 1
*
[ 5/2 ] 
f(z) = -28/155*z^3 + 268/155*z + 1
*
[ 13/5 ] 
f(z) = -25/156*z^3 + 265/156*z + 1
*
-3 | 0.15961347378502906746686002027669112122 | 0.028380685801462772396204784111137479333
f(z) = -25/156*z^3 + 277/156*z + 1
*
-2/5 | 0.16252732943233926625649386605090734686 | 0.023184036959937499313152099027888063585
f(z) = -35/144*z^3 + 277/180*z + 1
*
[ 7/3 ] 
f(z) = -23/147*z^3 + 269/189*z + 1
*
[ 7/3 ] 
f(z) = -22/147*z^3 + 262/189*z + 1
*
7/5 | 0.21952552518256682894299143407666767598 | 0.028999686018205414776447141739081105172
f(z) = -40/147*z^3 + 277/210*z + 1
*
14/9 | 0.11341968215318881995082513547800584312 | 0.018102829904267048641848424342163497152
f(z) = -27/140*z^3 + 263/210*z + 1
*
[ 5/3 ] 
f(z) = -31/150*z^3 + 263/270*z + 1
*
-12/23 | 0.18013404405533350982438673572686285704 | 0.022224208484470677605229895694770181348
f(z) = -23/144*z^3 + 265/276*z + 1
*
[ 3/2 ] 
f(z) = -38/141*z^3 + 265/282*z + 1
*
[ 3/2 ] 
f(z) = -38/147*z^3 + 269/294*z + 1
*
[ 13/8 ] 
f(z) = -32/143*z^3 + 279/286*z + 1
*
[ 12 ] 
f(z) = -23/144*z^3 + 287/12*z + 1
*
[ -12 ] 
f(z) = -23/144*z^3 + 289/12*z + 1
*
[ 7 ] 
f(z) = -40/147*z^3 + 298/21*z + 1
*
[ 7 ] 
f(z) = -38/147*z^3 + 284/21*z + 1
*
[ -7 ] 
f(z) = -38/147*z^3 + 290/21*z + 1
*
[ -7 ] 
f(z) = -37/147*z^3 + 283/21*z + 1
*
4/5 | 0.072899713269448347026177298831897877393 | 0.010367234883479101028065533854132282839
f(z) = -25/144*z^3 + 283/36*z + 1
*
0 | 0.16801097052494916377963096958446570570 | 0.026432996338918946693720726912759298539
f(z) = -37/154*z^3 + 288/77*z + 1
*
0 | 0.16637850661471577540553621845946500920 | 0.026219357232911235587237045809323020995
f(z) = -31/154*z^3 + 285/77*z + 1
*
[ 4 ] 
f(z) = -29/152*z^3 + 289/76*z + 1
*
0 | 0.17600806258003863234382686958500442460 | 0.027752237927909230152209288016621460861
f(z) = -29/154*z^3 + 284/77*z + 1
*
[ -4 ] 
f(z) = -25/152*z^3 + 295/76*z + 1
*
0 | 0.14231114555601579719711141674217557301 | 0.022476680719662945209861831245113130419
f(z) = -23/154*z^3 + 281/77*z + 1
*
[ -7/2 ] 
f(z) = -25/147*z^3 + 283/84*z + 1
*
[ -21/10 ] 
f(z) = -40/147*z^3 + 281/105*z + 1
*
[ -5/2 ] 
f(z) = -23/150*z^3 + 283/120*z + 1
*
[ 5/2 ] 
f(z) = -32/145*z^3 + 287/145*z + 1
*
[ 5/2 ] 
f(z) = -32/155*z^3 + 293/155*z + 1
*
[ -3/2 ] 
f(z) = -28/141*z^3 + 298/141*z + 1
*
-1/3 | 0.10814911203269651593155020480088307176 | 0.019156873493548352143842066040985390079
f(z) = -27/140*z^3 + 283/140*z + 1
*
[ -4/3 ] 
f(z) = -27/140*z^3 + 293/140*z + 1
*
[ -5/3 ] 
f(z) = -27/140*z^3 + 299/140*z + 1
*
[ 8/3 ] 
f(z) = -27/152*z^3 + 287/152*z + 1
*
11/5 | 0.15251223954610020935272836196754241585 | 0.026915064456062735970574604709103164229
f(z) = -25/154*z^3 + 289/154*z + 1
*
[ 14/5 ] 
f(z) = -25/154*z^3 + 295/154*z + 1
*
9/5 | 0.14249952442076925823142419351016419243 | 0.025148039896063296561544256324380880761
f(z) = -25/156*z^3 + 289/156*z + 1
*
[ 3 ] 
f(z) = -22/141*z^3 + 292/141*z + 1
*
[ 3 ] 
f(z) = -22/147*z^3 + 296/147*z + 1
*
[ -2 ] 
f(z) = -21/142*z^3 + 297/142*z + 1
*
7/2 | 0.21625389262049446835325194671058761687 | 0.028331866430806577293547121258247810466
f(z) = -32/147*z^3 + 295/168*z + 1
*
[ 38/15 ] 
f(z) = -25/152*z^3 + 284/171*z + 1
*
[ 7/3 ] 
f(z) = -26/147*z^3 + 290/189*z + 1
*
[ 7/3 ] 
f(z) = -25/147*z^3 + 283/189*z + 1
*
[ 5/3 ] 
f(z) = -37/150*z^3 + 293/270*z + 1
*
[ 13/23 ] 
f(z) = -23/169*z^3 - 217/299*z + 1
*
[ 13/24 ] 
f(z) = -32/169*z^3 - 185/234*z + 1
*
[ 13/22 ] 
f(z) = -22/169*z^3 - 185/286*z + 1
*
[ 13/24 ] 
f(z) = -36/169*z^3 - 163/208*z + 1
*
[ 3/5 ] 
f(z) = -40/171*z^3 - 166/285*z + 1
*
[ 3/5 ] 
f(z) = -35/171*z^3 - 169/285*z + 1
*
[ 13/21 ] 
f(z) = -21/169*z^3 - 155/273*z + 1
*
[ 5/8 ] 
f(z) = -24/175*z^3 - 153/280*z + 1
*
[ 3/5 ] 
f(z) = -25/168*z^3 - 103/168*z + 1
*
[ 3/5 ] 
f(z) = -25/174*z^3 - 107/174*z + 1
*
[ 3/5 ] 
f(z) = -25/177*z^3 - 109/177*z + 1
*
[ 2/3 ] 
f(z) = -39/172*z^3 - 103/258*z + 1
*
[ 2/3 ] 
f(z) = -33/164*z^3 - 101/246*z + 1
*
[ 2/3 ] 
f(z) = -33/172*z^3 - 107/258*z + 1
*
[ 2/3 ] 
f(z) = -21/164*z^3 - 109/246*z + 1
*
[ 2/3 ] 
f(z) = -21/172*z^3 - 115/258*z + 1
*
2 | 0.11155663838965356304600583241542214101 | 0.015888805625606597600284673467873473126
f(z) = -21/160*z^3 - 113/280*z + 1
*
[ 4/7 ] 
f(z) = -21/160*z^3 - 99/140*z + 1
*
[ 2/3 ] 
f(z) = -25/168*z^3 - 82/189*z + 1
*
[ 2/3 ] 
f(z) = -23/168*z^3 - 83/189*z + 1
*
[ 13/20 ] 
f(z) = -25/169*z^3 - 99/208*z + 1
*
[ 2/3 ] 
f(z) = -39/164*z^3 - 97/246*z + 1
*
[ 13/19 ] 
f(z) = -38/169*z^3 - 88/247*z + 1
*
[ 5/9 ] 
f(z) = -27/175*z^3 - 79/105*z + 1
*
[ 2/3 ] 
f(z) = -27/166*z^3 - 71/166*z + 1
*
[ 2/3 ] 
f(z) = -27/170*z^3 - 73/170*z + 1
*
[ 2/3 ] 
f(z) = -27/178*z^3 - 77/178*z + 1
*
7/5 | 0.11808972075805159753861141753739318658 | 0.023046555602798055561229992170628607334
f(z) = -25/168*z^3 - 71/168*z + 1
*
[ 2/3 ] 
f(z) = -37/168*z^3 - 76/189*z + 1
*
[ 2/3 ] 
f(z) = -31/168*z^3 - 79/189*z + 1
*
[ 2/3 ] 
f(z) = -29/168*z^3 - 80/189*z + 1
*
[ 3/4 ] 
f(z) = -35/162*z^3 - 61/288*z + 1
*
[ 3/4 ] 
f(z) = -31/162*z^3 - 65/288*z + 1
*
[ 3/4 ] 
f(z) = -29/162*z^3 - 67/288*z + 1
*
[ 3/4 ] 
f(z) = -25/162*z^3 - 71/288*z + 1
*
[ 3/4 ] 
f(z) = -23/162*z^3 - 73/288*z + 1
*
[ 3/5 ] 
f(z) = -35/162*z^3 - 53/90*z + 1
*
[ 13/20 ] 
f(z) = -40/169*z^3 - 57/130*z + 1
*
[ 2/3 ] 
f(z) = -39/160*z^3 - 47/120*z + 1
*
[ 2/3 ] 
f(z) = -39/176*z^3 - 53/132*z + 1
*
[ 2/3 ] 
f(z) = -33/160*z^3 - 49/120*z + 1
*
[ 2/3 ] 
f(z) = -21/160*z^3 - 53/120*z + 1
*
[ 2/3 ] 
f(z) = -21/176*z^3 - 59/132*z + 1
*
[ 13/18 ] 
f(z) = -27/169*z^3 - 47/156*z + 1
*
[ 3/4 ] 
f(z) = -32/177*z^3 - 41/177*z + 1
*
3/2 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -28/165*z^3 - 47/165*z + 1
*
[ 13/17 ] 
f(z) = -34/169*z^3 - 42/221*z + 1
*
[ 3/4 ] 
f(z) = -28/171*z^3 - 55/228*z + 1
*
[ 3/4 ] 
f(z) = -37/162*z^3 - 59/288*z + 1
*
[ 3/5 ] 
f(z) = -25/171*z^3 - 35/57*z + 1
*
[ 5/8 ] 
f(z) = -32/175*z^3 - 37/70*z + 1
*
3/10 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -25/162*z^3 - 23/72*z + 1
*
[ 2/3 ] 
f(z) = -27/164*z^3 - 35/82*z + 1
*
[ 2/3 ] 
f(z) = -27/172*z^3 - 37/86*z + 1
*
[ 3/4 ] 
f(z) = -40/171*z^3 - 23/114*z + 1
*
[ 13/18 ] 
f(z) = -36/169*z^3 - 32/117*z + 1
*
-9/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = -35/162*z^3 - 25/126*z + 1
*
[ 3/4 ] 
f(z) = -32/165*z^3 - 37/165*z + 1
*
[ 4/5 ] 
f(z) = -25/164*z^3 - 25/164*z + 1
*
[ 4/5 ] 
f(z) = -25/172*z^3 - 27/172*z + 1
*
[ 4/5 ] 
f(z) = -35/176*z^3 - 27/220*z + 1
*
[ 3/5 ] 
f(z) = -25/162*z^3 - 11/18*z + 1
*
6/5 | 0.14265075944315408715954474214235105035 | 0.028038930379612809092751876957416845202
f(z) = -25/162*z^3 - 1/9*z + 1
*
[ 5/6 ] 
f(z) = -36/175*z^3 - 2/35*z + 1
*
[ 3/4 ] 
f(z) = -32/171*z^3 - 13/57*z + 1
*
[ 2/3 ] 
f(z) = -27/160*z^3 - 17/40*z + 1
*
[ 2/3 ] 
f(z) = -27/176*z^3 - 19/44*z + 1
*
[ 4/5 ] 
f(z) = -25/176*z^3 - 7/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -21/176*z^3 - 1/44*z + 1
*
[ 4/5 ] 
f(z) = -25/168*z^3 - 13/84*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -21/172*z^3 - 1/86*z + 1
*
[ 13/16 ] 
f(z) = -32/169*z^3 - 11/104*z + 1
*
[ 13/15 ] 
f(z) = -25/169*z^3 - 5/117*z + 1
*
[ 5/6 ] 
f(z) = -24/175*z^3 - 11/105*z + 1
*
[ 6/7 ] 
f(z) = -35/162*z^3 - 1/126*z + 1
*
22/9 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -27/176*z^3 - 17/132*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029439751965697276946025410020187928056
f(z) = -21/176*z^3 - 5/132*z + 1
*
[ 5/6 ] 
f(z) = -27/175*z^3 - 13/140*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -21/170*z^3 - 1/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -21/178*z^3 - 5/178*z + 1
*
[ 13/15 ] 
f(z) = -30/169*z^3 - 4/195*z + 1
*
[ 8/9 ] 
f(z) = -27/176*z^3 - 1/264*z + 1
*
12/5 | 0.12456660654326750787731848309835885768 | 0.024484373038919120437010472093077106190
f(z) = -25/162*z^3 + 2/9*z + 1
*
18/5 | 0.14265075944315408715954474214235105035 | 0.026974953914991511154615949188979811457
f(z) = -25/162*z^3 + 11/9*z + 1
*
[ 9/5 ] 
f(z) = -25/162*z^3 + 17/18*z + 1
*
18/5 | 0.081378688049489606770018165697964867011 | 0.015827307087522288881062780370984683957
f(z) = -25/162*z^3 + 19/18*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -37/168*z^3 + 8/21*z + 1
*
[ 5/4 ] 
f(z) = -32/175*z^3 + 17/35*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -31/168*z^3 + 5/21*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -29/168*z^3 + 4/21*z + 1
*
[ 4/3 ] 
f(z) = -27/160*z^3 + 11/20*z + 1
*
-14/5 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -25/168*z^3 + 11/21*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -23/168*z^3 + 1/21*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -39/160*z^3 + 19/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -39/176*z^3 + 17/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -37/160*z^3 + 17/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -37/176*z^3 + 15/44*z + 1
*
[ 13/12 ] 
f(z) = -36/169*z^3 + 17/52*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -35/176*z^3 + 13/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -33/160*z^3 + 13/40*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -31/160*z^3 + 11/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -31/176*z^3 + 9/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -29/160*z^3 + 9/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -29/176*z^3 + 7/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -27/160*z^3 + 7/40*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.029074869855052255377930359582514927391
f(z) = -27/176*z^3 + 1/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -27/176*z^3 + 5/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -25/176*z^3 + 3/44*z + 1
*
-4/5 | 0.15033114924336491440880506597233870352 | 0.029074869855052255377930359582514927391
f(z) = -25/176*z^3 + 15/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -23/160*z^3 + 3/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -23/176*z^3 + 1/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -21/160*z^3 + 1/40*z + 1
*
[ 9/10 ] 
f(z) = -25/162*z^3 + 1/72*z + 1
*
[ 13/12 ] 
f(z) = -24/169*z^3 + 19/78*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -31/172*z^3 + 19/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -29/164*z^3 + 17/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -29/172*z^3 + 15/86*z + 1
*
[ 13/14 ] 
f(z) = -28/169*z^3 + 6/91*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -27/164*z^3 + 13/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -27/172*z^3 + 11/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -25/164*z^3 + 9/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -25/172*z^3 + 7/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -23/164*z^3 + 5/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -23/172*z^3 + 3/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -21/164*z^3 + 1/82*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.022159869052925366516746834807083444918
f(z) = -39/176*z^3 + 19/132*z + 1
*
[ 8/9 ] 
f(z) = -27/160*z^3 + 1/120*z + 1
*
-10/9 | 0.11936505507214015229827662219806126333 | 0.019334174048676456525444397312205142085
f(z) = -27/160*z^3 + 13/120*z + 1
*
-6/5 | 0.17390705234780616122805519784529043042 | 0.027740370298634669483808514297106161178
f(z) = -25/176*z^3 + 5/132*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -27/178*z^3 + 19/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -25/162*z^3 + 19/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -25/166*z^3 + 17/166*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -25/174*z^3 + 13/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -25/178*z^3 + 11/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -23/162*z^3 + 11/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -23/166*z^3 + 9/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -23/170*z^3 + 7/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -23/174*z^3 + 5/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -23/178*z^3 + 3/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -21/166*z^3 + 1/166*z + 1
*
[ 14/15 ] 
f(z) = -25/168*z^3 + 11/189*z + 1
*
-8/7 | 0.18060027310154122573911092571355264053 | 0.025722562786617573357553119688071087574
f(z) = -21/160*z^3 + 13/280*z + 1
*
[ 13/6 ] 
f(z) = -36/169*z^3 + 20/13*z + 1
*
[ -13/6 ] 
f(z) = -36/169*z^3 + 32/13*z + 1
*
[ 13/4 ] 
f(z) = -32/169*z^3 + 35/13*z + 1
*
[ 13/5 ] 
f(z) = -25/169*z^3 + 21/13*z + 1
*
[ -13/5 ] 
f(z) = -25/169*z^3 + 31/13*z + 1
*
[ 3 ] 
f(z) = -23/162*z^3 + 35/18*z + 1
*
[ 2 ] 
f(z) = -37/168*z^3 + 29/21*z + 1
*
[ 5/3 ] 
f(z) = -36/175*z^3 + 34/35*z + 1
*
[ 13/8 ] 
f(z) = -32/169*z^3 + 23/26*z + 1
*
[ 2 ] 
f(z) = -31/168*z^3 + 26/21*z + 1
*
[ 2 ] 
f(z) = -29/168*z^3 + 25/21*z + 1
*
[ 13/9 ] 
f(z) = -27/169*z^3 + 25/39*z + 1
*
[ 5/3 ] 
f(z) = -27/175*z^3 + 29/35*z + 1
*
14/5 | 0.15156093684039905805293012010211917565 | 0.027826004174317718255853690705160699264
f(z) = -25/168*z^3 + 29/21*z + 1
*
[ 14/5 ] 
f(z) = -25/168*z^3 + 38/21*z + 1
*
[ 2 ] 
f(z) = -23/168*z^3 + 22/21*z + 1
*
[ 4/3 ] 
f(z) = -27/176*z^3 + 23/44*z + 1
*
-2/3 | 0.13511804239979958525835827043964895717 | 0.026132571443885222024860893363288190929
f(z) = -27/176*z^3 + 25/44*z + 1
*
[ 13/10 ] 
f(z) = -25/169*z^3 + 25/52*z + 1
*
[ 4/3 ] 
f(z) = -33/160*z^3 + 37/60*z + 1
*
[ 5/4 ] 
f(z) = -24/175*z^3 + 29/70*z + 1
*
[ 4/3 ] 
f(z) = -21/160*z^3 + 29/60*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -39/164*z^3 + 37/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -39/172*z^3 + 35/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -37/164*z^3 + 33/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -37/172*z^3 + 31/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -35/164*z^3 + 29/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -35/172*z^3 + 27/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -33/164*z^3 + 25/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -33/172*z^3 + 23/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -31/164*z^3 + 21/82*z + 1
*
-12/5 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = -25/168*z^3 + 23/84*z + 1
*
[ 13/12 ] 
f(z) = -32/169*z^3 + 35/117*z + 1
*
-5/6 | 0.17887586595376239271982997196247492544 | 0.028558916175282206533111680650740030646
f(z) = -24/175*z^3 + 31/105*z + 1
*
-8/9 | 0.093164012937676244584128360051628212815 | 0.015090256022766163231361937310708442420
f(z) = -27/160*z^3 + 31/120*z + 1
*
[ 10/9 ] 
f(z) = -27/160*z^3 + 37/120*z + 1
*
22/9 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -27/176*z^3 + 31/132*z + 1
*
-8/3 | 0.090957312792184788113441574629909847980 | 0.014732825410763459593949382558568180343
f(z) = -21/160*z^3 + 37/120*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -31/170*z^3 + 39/170*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.012086966812398515243249168238499503883
f(z) = -31/174*z^3 + 37/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -31/178*z^3 + 35/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -29/162*z^3 + 35/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -29/166*z^3 + 33/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -29/170*z^3 + 31/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -29/178*z^3 + 27/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -27/166*z^3 + 25/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -27/170*z^3 + 23/170*z + 1
*
[ 3 ] 
f(z) = -37/162*z^3 + 49/18*z + 1
*
[ 3 ] 
f(z) = -35/162*z^3 + 47/18*z + 1
*
[ -3 ] 
f(z) = -35/162*z^3 + 59/18*z + 1
*
[ -13/4 ] 
f(z) = -32/169*z^3 + 43/13*z + 1
*
[ 3 ] 
f(z) = -31/162*z^3 + 43/18*z + 1
*
[ -3 ] 
f(z) = -31/162*z^3 + 55/18*z + 1
*
[ 3 ] 
f(z) = -29/162*z^3 + 41/18*z + 1
*
[ -3 ] 
f(z) = -29/162*z^3 + 53/18*z + 1
*
[ 13/3 ] 
f(z) = -27/169*z^3 + 49/13*z + 1
*
[ -13/3 ] 
f(z) = -27/169*z^3 + 55/13*z + 1
*
6/5 | 0.081378688049489606770018165697964867011 | 0.013657752215058976871012485964321525698
f(z) = -25/162*z^3 + 43/18*z + 1
*
-6/5 | 0.081626296008132073978613369343916954527 | 0.013155860438688017445820941932957820268
f(z) = -25/162*z^3 + 55/18*z + 1
*
[ -18/5 ] 
f(z) = -25/162*z^3 + 59/18*z + 1
*
[ -3 ] 
f(z) = -23/162*z^3 + 47/18*z + 1
*
[ -2 ] 
f(z) = -37/168*z^3 + 50/21*z + 1
*
[ -13/8 ] 
f(z) = -32/169*z^3 + 55/26*z + 1
*
[ -2 ] 
f(z) = -31/168*z^3 + 47/21*z + 1
*
[ -2 ] 
f(z) = -29/168*z^3 + 46/21*z + 1
*
[ -4/3 ] 
f(z) = -27/160*z^3 + 41/20*z + 1
*
[ 12/5 ] 
f(z) = -25/162*z^3 + 53/36*z + 1
*
[ -6/5 ] 
f(z) = -25/168*z^3 + 43/21*z + 1
*
[ 13/6 ] 
f(z) = -24/169*z^3 + 47/39*z + 1
*
[ 13/4 ] 
f(z) = -24/169*z^3 + 57/26*z + 1
*
[ 5/2 ] 
f(z) = -24/175*z^3 + 51/35*z + 1
*
[ -2 ] 
f(z) = -23/168*z^3 + 43/21*z + 1
*
[ 4 ] 
f(z) = -21/160*z^3 + 57/20*z + 1
*
[ 3/2 ] 
f(z) = -40/171*z^3 + 49/57*z + 1
*
[ 2 ] 
f(z) = -39/160*z^3 + 59/40*z + 1
*
[ 2 ] 
f(z) = -37/160*z^3 + 57/40*z + 1
*
[ 2 ] 
f(z) = -37/176*z^3 + 59/44*z + 1
*
[ 2 ] 
f(z) = -35/176*z^3 + 57/44*z + 1
*
[ 2 ] 
f(z) = -33/160*z^3 + 53/40*z + 1
*
[ 3/2 ] 
f(z) = -32/171*z^3 + 43/57*z + 1
*
[ 2 ] 
f(z) = -31/160*z^3 + 51/40*z + 1
*
[ 2 ] 
f(z) = -31/176*z^3 + 53/44*z + 1
*
[ 2 ] 
f(z) = -29/160*z^3 + 49/40*z + 1
*
[ 2 ] 
f(z) = -29/176*z^3 + 51/44*z + 1
*
[ 3/2 ] 
f(z) = -28/171*z^3 + 40/57*z + 1
*
[ 2 ] 
f(z) = -27/176*z^3 + 49/44*z + 1
*
[ 2 ] 
f(z) = -25/176*z^3 + 47/44*z + 1
*
18/5 | 0.095749703611817625587608741922182140224 | 0.017524277289016737518179688415116109753
f(z) = -25/176*z^3 + 59/44*z + 1
*
[ 2 ] 
f(z) = -23/160*z^3 + 43/40*z + 1
*
[ 2 ] 
f(z) = -23/176*z^3 + 45/44*z + 1
*
[ 2 ] 
f(z) = -21/160*z^3 + 41/40*z + 1
*
[ 2 ] 
f(z) = -21/176*z^3 + 43/44*z + 1
*
-4 | 0.13321640404435391911455242099806273888 | 0.025049529570328123974220925756390957081
f(z) = -21/176*z^3 + 51/44*z + 1
*
[ 13/10 ] 
f(z) = -40/169*z^3 + 41/65*z + 1
*
[ 4/3 ] 
f(z) = -39/160*z^3 + 41/60*z + 1
*
[ 3/2 ] 
f(z) = -35/162*z^3 + 59/72*z + 1
*
[ 3/2 ] 
f(z) = -31/162*z^3 + 55/72*z + 1
*
[ 3/2 ] 
f(z) = -29/162*z^3 + 53/72*z + 1
*
28/9 | 0.11883716435261362724768852471577672724 | 0.019248668864233333489354576814042730768
f(z) = -27/160*z^3 + 53/60*z + 1
*
[ 3/2 ] 
f(z) = -23/162*z^3 + 47/72*z + 1
*
[ 6/5 ] 
f(z) = -35/162*z^3 + 43/90*z + 1
*
[ 6/5 ] 
f(z) = -25/171*z^3 + 43/114*z + 1
*
-22/9 | 0.13321770832306135784304611499630799692 | 0.021249906253522022633232822376827215568
f(z) = -27/176*z^3 + 43/132*z + 1
*
[ 6/5 ] 
f(z) = -25/176*z^3 + 49/132*z + 1
*
-5/6 | 0.19083953003715879704898147635327338916 | 0.029131001342833384053962449741974322095
f(z) = -27/175*z^3 + 43/140*z + 1
*
[ 13/11 ] 
f(z) = -22/169*z^3 + 48/143*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -37/178*z^3 + 59/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -35/162*z^3 + 59/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -35/166*z^3 + 57/166*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -35/174*z^3 + 53/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -35/178*z^3 + 51/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -33/166*z^3 + 49/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -33/170*z^3 + 47/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -33/178*z^3 + 43/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -31/162*z^3 + 43/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -31/166*z^3 + 41/166*z + 1
*
[ 13/12 ] 
f(z) = -27/169*z^3 + 55/208*z + 1
*
[ -3 ] 
f(z) = -37/162*z^3 + 61/18*z + 1
*
[ 13/3 ] 
f(z) = -36/169*z^3 + 62/13*z + 1
*
[ -13/3 ] 
f(z) = -36/169*z^3 + 68/13*z + 1
*
6/5 | 0.11618646574932622005485585530070229928 | 0.017693354890371400640531117948889349876
f(z) = -25/162*z^3 + 79/18*z + 1
*
[ 5/2 ] 
f(z) = -36/175*z^3 + 66/35*z + 1
*
[ -5/3 ] 
f(z) = -36/175*z^3 + 76/35*z + 1
*
[ 5/2 ] 
f(z) = -32/175*z^3 + 61/35*z + 1
*
[ -5/4 ] 
f(z) = -32/175*z^3 + 73/35*z + 1
*
[ 4 ] 
f(z) = -31/160*z^3 + 77/20*z + 1
*
[ 4 ] 
f(z) = -29/160*z^3 + 73/20*z + 1
*
[ 4 ] 
f(z) = -27/160*z^3 + 69/20*z + 1
*
[ -4 ] 
f(z) = -27/160*z^3 + 79/20*z + 1
*
[ -13/9 ] 
f(z) = -27/169*z^3 + 79/39*z + 1
*
[ -5/3 ] 
f(z) = -27/175*z^3 + 71/35*z + 1
*
12/5 | 0.14265146066862730612215703281890673259 | 0.022082596062540828029284937848362245101
f(z) = -25/162*z^3 + 71/36*z + 1
*
[ -2/5 ] 
f(z) = -25/168*z^3 + 74/21*z + 1
*
[ -13/4 ] 
f(z) = -24/169*z^3 + 73/26*z + 1
*
[ -5/2 ] 
f(z) = -24/175*z^3 + 79/35*z + 1
*
[ 4 ] 
f(z) = -23/160*z^3 + 61/20*z + 1
*
[ -4 ] 
f(z) = -23/160*z^3 + 71/20*z + 1
*
[ -4 ] 
f(z) = -21/160*z^3 + 67/20*z + 1
*
[ 2 ] 
f(z) = -39/176*z^3 + 61/44*z + 1
*
[ 8/3 ] 
f(z) = -27/160*z^3 + 73/40*z + 1
*
[ 13/6 ] 
f(z) = -27/169*z^3 + 67/52*z + 1
*
-4 | 0.13892131911069091754596996932282139376 | 0.024847369452825567645611727713626093332
f(z) = -25/176*z^3 + 67/44*z + 1
*
[ 3/2 ] 
f(z) = -37/162*z^3 + 61/72*z + 1
*
-4/9 | 0.12546036563835066582629247258913552411 | 0.019532234452547521089089679873666196498
f(z) = -27/160*z^3 + 77/60*z + 1
*
[ 8/5 ] 
f(z) = -25/176*z^3 + 65/88*z + 1
*
[ 3/2 ] 
f(z) = -26/171*z^3 + 77/114*z + 1
*
[ 13/8 ] 
f(z) = -24/169*z^3 + 79/104*z + 1
*
[ 3/2 ] 
f(z) = -22/171*z^3 + 71/114*z + 1
*
-2/3 | 0.17926562965225774610597968240529257213 | 0.029036579278144873581208667688031881709
f(z) = -39/160*z^3 + 73/120*z + 1
*
-2/3 | 0.13321770832306135784304611499630799692 | 0.021249906253522022633232822376827215568
f(z) = -39/176*z^3 + 79/132*z + 1
*
[ 9/7 ] 
f(z) = -35/162*z^3 + 73/126*z + 1
*
-2/3 | 0.17926562965225774610597968240529257213 | 0.029036579278144873581208667688031881709
f(z) = -33/160*z^3 + 71/120*z + 1
*
[ 13/10 ] 
f(z) = -30/169*z^3 + 69/130*z + 1
*
-2/3 | 0.17926666326867863582816087960802713959 | 0.029036746698331367645074234227617861666
f(z) = -21/160*z^3 + 67/120*z + 1
*
[ 4/3 ] 
f(z) = -21/176*z^3 + 61/132*z + 1
*
-2/3 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -21/176*z^3 + 73/132*z + 1
*
[ 5/4 ] 
f(z) = -36/175*z^3 + 73/140*z + 1
*
[ 13/11 ] 
f(z) = -33/169*z^3 + 61/143*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -39/166*z^3 + 73/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -39/170*z^3 + 71/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -39/178*z^3 + 67/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -37/162*z^3 + 67/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -37/166*z^3 + 65/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -37/170*z^3 + 63/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -37/174*z^3 + 61/174*z + 1
*
[ 7/6 ] 
f(z) = -36/161*z^3 + 72/161*z + 1
*
[ 7/6 ] 
f(z) = -36/175*z^3 + 74/175*z + 1
*
[ 6/5 ] 
f(z) = -25/174*z^3 + 65/174*z + 1
*
[ 10/9 ] 
f(z) = -27/175*z^3 + 61/210*z + 1
*
-3/5 | 0.14297581054600356950543564782333483694 | 0.021532904247639694146713416151565431577
f(z) = -25/162*z^3 + 85/18*z + 1
*
[ 13/2 ] 
f(z) = -24/169*z^3 + 89/13*z + 1
*
[ -13/2 ] 
f(z) = -24/169*z^3 + 93/13*z + 1
*
[ 13/4 ] 
f(z) = -40/169*z^3 + 83/26*z + 1
*
[ -13/4 ] 
f(z) = -40/169*z^3 + 99/26*z + 1
*
[ 4 ] 
f(z) = -39/160*z^3 + 93/20*z + 1
*
[ 4 ] 
f(z) = -37/160*z^3 + 89/20*z + 1
*
[ -4 ] 
f(z) = -37/160*z^3 + 99/20*z + 1
*
[ -5/6 ] 
f(z) = -36/175*z^3 + 82/35*z + 1
*
[ -5/2 ] 
f(z) = -36/175*z^3 + 94/35*z + 1
*
[ 4 ] 
f(z) = -33/160*z^3 + 81/20*z + 1
*
[ -4 ] 
f(z) = -33/160*z^3 + 91/20*z + 1
*
[ -5/2 ] 
f(z) = -32/175*z^3 + 89/35*z + 1
*
[ -4 ] 
f(z) = -31/160*z^3 + 87/20*z + 1
*
[ -4 ] 
f(z) = -29/160*z^3 + 83/20*z + 1
*
[ -12/5 ] 
f(z) = -25/162*z^3 + 83/36*z + 1
*
12/5 | 0.14555898254578083912346558435149973443 | 0.021771165104713413842151067373845919358
f(z) = -25/162*z^3 + 89/36*z + 1
*
-6 | 0.17725403603904778842324404520301275626 | 0.026721773999230472934454352497625439203
f(z) = -25/168*z^3 + 95/21*z + 1
*
[ -13/6 ] 
f(z) = -24/169*z^3 + 83/39*z + 1
*
[ -2 ] 
f(z) = -39/160*z^3 + 99/40*z + 1
*
[ -2 ] 
f(z) = -37/160*z^3 + 97/40*z + 1
*
[ -2 ] 
f(z) = -33/160*z^3 + 93/40*z + 1
*
[ -2 ] 
f(z) = -31/160*z^3 + 91/40*z + 1
*
[ -2 ] 
f(z) = -31/176*z^3 + 97/44*z + 1
*
[ -2 ] 
f(z) = -29/160*z^3 + 89/40*z + 1
*
-4 | 0.15033136112475840364023853168872088191 | 0.025896273201175426307992326620709581760
f(z) = -29/176*z^3 + 83/44*z + 1
*
[ -2 ] 
f(z) = -29/176*z^3 + 95/44*z + 1
*
[ -2 ] 
f(z) = -27/160*z^3 + 87/40*z + 1
*
[ -4/3 ] 
f(z) = -27/176*z^3 + 89/44*z + 1
*
[ -2 ] 
f(z) = -27/176*z^3 + 93/44*z + 1
*
-22/5 | 0.13321770832306135784304611499630799692 | 0.022763687480648337640061139670855388553
f(z) = -25/176*z^3 + 87/44*z + 1
*
[ -2 ] 
f(z) = -23/160*z^3 + 83/40*z + 1
*
[ -2 ] 
f(z) = -23/176*z^3 + 89/44*z + 1
*
[ -2 ] 
f(z) = -21/160*z^3 + 81/40*z + 1
*
[ -2 ] 
f(z) = -21/176*z^3 + 87/44*z + 1
*
[ 20/9 ] 
f(z) = -27/160*z^3 + 83/60*z + 1
*
[ 5/2 ] 
f(z) = -22/175*z^3 + 97/70*z + 1
*
[ 2 ] 
f(z) = -29/164*z^3 + 99/82*z + 1
*
[ 13/7 ] 
f(z) = -28/169*z^3 + 94/91*z + 1
*
[ 2 ] 
f(z) = -27/164*z^3 + 95/82*z + 1
*
[ 2 ] 
f(z) = -27/172*z^3 + 97/86*z + 1
*
[ 2 ] 
f(z) = -25/164*z^3 + 91/82*z + 1
*
[ 2 ] 
f(z) = -25/172*z^3 + 93/86*z + 1
*
[ 2 ] 
f(z) = -23/164*z^3 + 87/82*z + 1
*
[ 2 ] 
f(z) = -23/172*z^3 + 89/86*z + 1
*
[ 2 ] 
f(z) = -21/164*z^3 + 83/82*z + 1
*
[ 13/7 ] 
f(z) = -21/169*z^3 + 81/91*z + 1
*
[ 2 ] 
f(z) = -21/172*z^3 + 85/86*z + 1
*
[ 13/9 ] 
f(z) = -36/169*z^3 + 88/117*z + 1
*
[ 3/2 ] 
f(z) = -34/171*z^3 + 89/114*z + 1
*
[ 5/3 ] 
f(z) = -33/175*z^3 + 97/105*z + 1
*
[ 5/3 ] 
f(z) = -24/175*z^3 + 82/105*z + 1
*
[ 4/3 ] 
f(z) = -39/176*z^3 + 85/132*z + 1
*
-10/3 | 0.17926562965225774610597968240529257213 | 0.029036579278144873581208667688031881709
f(z) = -21/160*z^3 + 91/120*z + 1
*
[ 5/4 ] 
f(z) = -32/165*z^3 + 83/165*z + 1
*
[ 4/3 ] 
f(z) = -27/164*z^3 + 89/164*z + 1
*
[ 4/3 ] 
f(z) = -27/172*z^3 + 91/172*z + 1
*
[ 7/5 ] 
f(z) = -25/161*z^3 + 95/161*z + 1
*
[ 7/5 ] 
f(z) = -25/168*z^3 + 97/168*z + 1
*
-3 | 0.12949955089072559440144651418691049634 | 0.025273314061393386104465816761838901135
f(z) = -23/168*z^3 + 95/168*z + 1
*
[ 4/3 ] 
f(z) = -23/160*z^3 + 91/180*z + 1
*
[ 13/12 ] 
f(z) = -40/169*z^3 + 83/234*z + 1
*
-4/5 | 0.18787224028425542428661232985757003125 | 0.027710089120229932310257517770213871405
f(z) = -35/176*z^3 + 83/220*z + 1
*
[ 6/5 ] 
f(z) = -25/164*z^3 + 95/246*z + 1
*
[ 6/5 ] 
f(z) = -25/172*z^3 + 97/258*z + 1
*
[ 8/7 ] 
f(z) = -21/160*z^3 + 83/280*z + 1
*
[ 13/2 ] 
f(z) = -32/169*z^3 + 115/13*z + 1
*
[ -13/2 ] 
f(z) = -32/169*z^3 + 119/13*z + 1
*
[ 13/2 ] 
f(z) = -28/169*z^3 + 102/13*z + 1
*
[ -13/2 ] 
f(z) = -28/169*z^3 + 106/13*z + 1
*
[ 6 ] 
f(z) = -25/162*z^3 + 115/18*z + 1
*
[ 6 ] 
f(z) = -23/162*z^3 + 107/18*z + 1
*
[ -6 ] 
f(z) = -23/162*z^3 + 113/18*z + 1
*
[ -4 ] 
f(z) = -39/160*z^3 + 103/20*z + 1
*
-6 | 0.15650352706718945558029099371291698040 | 0.022903966085252528473259817557572129625
f(z) = -25/168*z^3 + 116/21*z + 1
*
6 | 0.15722723138713695077782238819963286389 | 0.023520772453599051771267110626686456406
f(z) = -23/168*z^3 + 100/21*z + 1
*
-6 | 0.19399025585079487378803523761978505785 | 0.028729633892658369920575677614272273384
f(z) = -23/168*z^3 + 107/21*z + 1
*
[ -2 ] 
f(z) = -39/176*z^3 + 105/44*z + 1
*
[ -2 ] 
f(z) = -37/176*z^3 + 103/44*z + 1
*
-4 | 0.13892140343410071790512181853276659656 | 0.022658012009895873621363101960114051584
f(z) = -37/176*z^3 + 115/44*z + 1
*
[ -13/12 ] 
f(z) = -36/169*z^3 + 113/52*z + 1
*
[ -2 ] 
f(z) = -35/176*z^3 + 101/44*z + 1
*
[ -3/2 ] 
f(z) = -32/171*z^3 + 119/57*z + 1
*
[ -3/2 ] 
f(z) = -28/171*z^3 + 116/57*z + 1
*
[ -13/6 ] 
f(z) = -27/169*z^3 + 115/52*z + 1
*
[ -2/3 ] 
f(z) = -27/176*z^3 + 113/44*z + 1
*
[ 3 ] 
f(z) = -26/171*z^3 + 116/57*z + 1
*
[ -13/10 ] 
f(z) = -25/169*z^3 + 105/52*z + 1
*
[ 3 ] 
f(z) = -25/171*z^3 + 113/57*z + 1
*
-22/5 | 0.13709775377124114668500405951097283627 | 0.022236571309947609474596880751239132454
f(z) = -25/176*z^3 + 119/44*z + 1
*
[ 3 ] 
f(z) = -23/171*z^3 + 107/57*z + 1
*
[ 3 ] 
f(z) = -22/171*z^3 + 104/57*z + 1
*
[ 4 ] 
f(z) = -21/176*z^3 + 117/44*z + 1
*
[ 13/6 ] 
f(z) = -30/169*z^3 + 107/78*z + 1
*
[ 13/5 ] 
f(z) = -30/169*z^3 + 118/65*z + 1
*
[ 5/2 ] 
f(z) = -26/175*z^3 + 107/70*z + 1
*
[ -4/3 ] 
f(z) = -21/160*z^3 + 119/60*z + 1
*
[ 2 ] 
f(z) = -39/164*z^3 + 119/82*z + 1
*
[ 2 ] 
f(z) = -37/164*z^3 + 115/82*z + 1
*
[ 2 ] 
f(z) = -37/172*z^3 + 117/86*z + 1
*
[ 9/5 ] 
f(z) = -35/162*z^3 + 103/90*z + 1
*
[ 2 ] 
f(z) = -35/164*z^3 + 111/82*z + 1
*
[ 13/7 ] 
f(z) = -35/169*z^3 + 107/91*z + 1
*
[ 2 ] 
f(z) = -35/172*z^3 + 113/86*z + 1
*
[ 2 ] 
f(z) = -33/164*z^3 + 107/82*z + 1
*
[ 2 ] 
f(z) = -33/172*z^3 + 109/86*z + 1
*
[ 2 ] 
f(z) = -31/164*z^3 + 103/82*z + 1
*
[ 2 ] 
f(z) = -31/172*z^3 + 105/86*z + 1
*
[ 2 ] 
f(z) = -29/172*z^3 + 101/86*z + 1
*
-12/5 | 0.15156093684039905805293012010211917565 | 0.028244803259669782035454286437120423694
f(z) = -25/168*z^3 + 107/84*z + 1
*
[ 13/8 ] 
f(z) = -40/169*z^3 + 105/104*z + 1
*
[ 5/3 ] 
f(z) = -39/175*z^3 + 107/105*z + 1
*
-8/3 | 0.11965785169704528862072534874779796775 | 0.019381599829223029710564959351009326773
f(z) = -33/160*z^3 + 101/120*z + 1
*
2/3 | 0.074116130041317679943534537666307630175 | 0.012004972118239574204934794761724840084
f(z) = -27/160*z^3 + 109/120*z + 1
*
4 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -21/176*z^3 + 109/132*z + 1
*
-4/7 | 0.12017077418547621715863857082130222818 | 0.017115701050819591006830445359842102215
f(z) = -21/160*z^3 + 111/140*z + 1
*
[ 3/2 ] 
f(z) = -28/165*z^3 + 118/165*z + 1
*
[ 4/3 ] 
f(z) = -37/160*z^3 + 119/180*z + 1
*
[ 4/3 ] 
f(z) = -31/160*z^3 + 107/180*z + 1
*
[ 4/3 ] 
f(z) = -29/160*z^3 + 103/180*z + 1
*
[ 5/4 ] 
f(z) = -22/175*z^3 + 111/280*z + 1
*
[ 13/2 ] 
f(z) = -36/169*z^3 + 128/13*z + 1
*
[ -13/2 ] 
f(z) = -36/169*z^3 + 132/13*z + 1
*
[ 6 ] 
f(z) = -31/162*z^3 + 139/18*z + 1
*
[ 6 ] 
f(z) = -29/162*z^3 + 131/18*z + 1
*
[ -6 ] 
f(z) = -29/162*z^3 + 137/18*z + 1
*
[ -6 ] 
f(z) = -25/162*z^3 + 121/18*z + 1
*
-6 | 0.19801211149025408292708910098060998376 | 0.028766352544880516160196498238599141522
f(z) = -31/168*z^3 + 122/21*z + 1
*
6 | 0.20873553639512057405715620797711066631 | 0.029853068898860173403479045835130840091
f(z) = -31/168*z^3 + 136/21*z + 1
*
6 | 0.14797394892066584347284308677060382573 | 0.021372311668953849929574373158158977018
f(z) = -29/168*z^3 + 127/21*z + 1
*
[ 6 ] 
f(z) = -25/168*z^3 + 130/21*z + 1
*
[ -6 ] 
f(z) = -25/168*z^3 + 137/21*z + 1
*
[ 26/5 ] 
f(z) = -25/169*z^3 + 125/26*z + 1
*
[ -26/5 ] 
f(z) = -25/169*z^3 + 135/26*z + 1
*
[ 13/3 ] 
f(z) = -24/169*z^3 + 134/39*z + 1
*
[ 6 ] 
f(z) = -23/168*z^3 + 121/21*z + 1
*
[ -6 ] 
f(z) = -23/168*z^3 + 128/21*z + 1
*
[ 5 ] 
f(z) = -22/175*z^3 + 138/35*z + 1
*
[ 13/3 ] 
f(z) = -21/169*z^3 + 121/39*z + 1
*
[ -13/3 ] 
f(z) = -21/169*z^3 + 139/39*z + 1
*
[ -3/2 ] 
f(z) = -40/171*z^3 + 125/57*z + 1
*
-4 | 0.18456063964138690499731035592089063281 | 0.029775150981857200035353722394571336516
f(z) = -39/176*z^3 + 123/44*z + 1
*
[ 3 ] 
f(z) = -32/171*z^3 + 134/57*z + 1
*
[ -3/4 ] 
f(z) = -32/171*z^3 + 139/57*z + 1
*
[ 3 ] 
f(z) = -31/171*z^3 + 131/57*z + 1
*
[ 3 ] 
f(z) = -29/171*z^3 + 125/57*z + 1
*
[ 13/4 ] 
f(z) = -28/169*z^3 + 127/52*z + 1
*
[ 3 ] 
f(z) = -28/171*z^3 + 122/57*z + 1
*
[ 4 ] 
f(z) = -25/176*z^3 + 133/44*z + 1
*
[ 4 ] 
f(z) = -23/176*z^3 + 125/44*z + 1
*
[ -4 ] 
f(z) = -21/176*z^3 + 139/44*z + 1
*
[ -4/3 ] 
f(z) = -39/160*z^3 + 131/60*z + 1
*
-5/2 | 0.19083822575845135832048778235502813112 | 0.029718070886102962227223334849427087648
f(z) = -38/175*z^3 + 123/70*z + 1
*
[ 5/2 ] 
f(z) = -38/175*z^3 + 137/70*z + 1
*
10/3 | 0.18782902596942194091343340216808383323 | 0.028702866175791337839689099425868508877
f(z) = -36/175*z^3 + 139/70*z + 1
*
[ 13/5 ] 
f(z) = -35/169*z^3 + 131/65*z + 1
*
[ 5/2 ] 
f(z) = -34/175*z^3 + 127/70*z + 1
*
[ -4/3 ] 
f(z) = -33/160*z^3 + 127/60*z + 1
*
3/10 | 0.11697903100018894257668350334999842457 | 0.016727981985419535694537465303437531309
f(z) = -25/162*z^3 + 121/72*z + 1
*
[ 2 ] 
f(z) = -39/172*z^3 + 121/86*z + 1
*
-12/5 | 0.11654009884663360909873953185545467577 | 0.016550672565538788636275872081192592248
f(z) = -35/162*z^3 + 127/90*z + 1
*
[ 12/5 ] 
f(z) = -25/168*z^3 + 121/84*z + 1
*
-8/3 | 0.093985733898528795679346381286384020786 | 0.014973884379147195526706362052523215761
f(z) = -39/160*z^3 + 133/120*z + 1
*
[ 3/2 ] 
f(z) = -32/165*z^3 + 127/165*z + 1
*
[ 3/2 ] 
f(z) = -32/177*z^3 + 131/177*z + 1
*
[ 3/2 ] 
f(z) = -28/177*z^3 + 122/177*z + 1
*
[ 5/3 ] 
f(z) = -27/160*z^3 + 139/160*z + 1
*
[ 8/5 ] 
f(z) = -25/168*z^3 + 127/168*z + 1
*
5/2 | 0.16771661671936980657749428303115190884 | 0.024109181502505654043415787372318854745
f(z) = -24/175*z^3 + 131/210*z + 1
*
[ 5/4 ] 
f(z) = -26/175*z^3 + 121/280*z + 1
*
[ 13/2 ] 
f(z) = -40/169*z^3 + 141/13*z + 1
*
[ -13/2 ] 
f(z) = -40/169*z^3 + 145/13*z + 1
*
[ 6 ] 
f(z) = -35/162*z^3 + 155/18*z + 1
*
[ -6 ] 
f(z) = -31/162*z^3 + 145/18*z + 1
*
-6 | 0.18246447149215343762352242284041393308 | 0.025909834823127474738142714885283502375
f(z) = -31/168*z^3 + 143/21*z + 1
*
[ 6 ] 
f(z) = -31/168*z^3 + 157/21*z + 1
*
[ 6 ] 
f(z) = -29/168*z^3 + 148/21*z + 1
*
[ -6 ] 
f(z) = -29/168*z^3 + 155/21*z + 1
*
[ 5 ] 
f(z) = -26/175*z^3 + 158/35*z + 1
*
[ -13/3 ] 
f(z) = -24/169*z^3 + 152/39*z + 1
*
[ 5 ] 
f(z) = -24/175*z^3 + 148/35*z + 1
*
[ 5 ] 
f(z) = -23/175*z^3 + 143/35*z + 1
*
[ -5 ] 
f(z) = -23/175*z^3 + 157/35*z + 1
*
[ -5 ] 
f(z) = -22/175*z^3 + 152/35*z + 1
*
[ 3 ] 
f(z) = -40/171*z^3 + 158/57*z + 1
*
[ 3 ] 
f(z) = -37/171*z^3 + 149/57*z + 1
*
[ 13/4 ] 
f(z) = -36/169*z^3 + 153/52*z + 1
*
-18/5 | 0.17245575451074822676229607640087259240 | 0.021901984765090304575098590990867245987
f(z) = -35/162*z^3 + 146/45*z + 1
*
[ 3 ] 
f(z) = -35/171*z^3 + 143/57*z + 1
*
[ 3 ] 
f(z) = -34/171*z^3 + 140/57*z + 1
*
[ 4 ] 
f(z) = -31/176*z^3 + 157/44*z + 1
*
[ 4 ] 
f(z) = -29/176*z^3 + 149/44*z + 1
*
[ -13/4 ] 
f(z) = -28/169*z^3 + 159/52*z + 1
*
2/3 | 0.18588496937680637055367987660534146872 | 0.029277193274423775181283273066269376054
f(z) = -27/160*z^3 + 143/40*z + 1
*
[ -3 ] 
f(z) = -26/171*z^3 + 154/57*z + 1
*
[ -3 ] 
f(z) = -25/171*z^3 + 151/57*z + 1
*
[ -3/5 ] 
f(z) = -25/171*z^3 + 155/57*z + 1
*
-18/5 | 0.18462935863650010589422699649035571088 | 0.028953624664349548998575760692243412928
f(z) = -25/176*z^3 + 147/44*z + 1
*
-22/5 | 0.089795917228276034647048869091389903595 | 0.013910635954444259798769374984930396307
f(z) = -25/176*z^3 + 159/44*z + 1
*
[ -3 ] 
f(z) = -23/171*z^3 + 145/57*z + 1
*
[ -4 ] 
f(z) = -23/176*z^3 + 147/44*z + 1
*
[ -3 ] 
f(z) = -22/171*z^3 + 142/57*z + 1
*
[ -13/10 ] 
f(z) = -40/169*z^3 + 141/65*z + 1
*
[ 13/5 ] 
f(z) = -40/169*z^3 + 144/65*z + 1
*
[ -3/2 ] 
f(z) = -37/162*z^3 + 157/72*z + 1
*
[ -3/2 ] 
f(z) = -35/162*z^3 + 155/72*z + 1
*
[ -3/2 ] 
f(z) = -31/162*z^3 + 151/72*z + 1
*
[ -3/2 ] 
f(z) = -29/162*z^3 + 149/72*z + 1
*
-28/9 | 0.15359454547016214288678191214661319262 | 0.021810324335038448797602156709483293602
f(z) = -27/160*z^3 + 143/60*z + 1
*
[ 26/9 ] 
f(z) = -27/169*z^3 + 155/78*z + 1
*
[ -3/2 ] 
f(z) = -25/162*z^3 + 145/72*z + 1
*
[ -5/4 ] 
f(z) = -24/175*z^3 + 141/70*z + 1
*
[ -3/2 ] 
f(z) = -23/162*z^3 + 143/72*z + 1
*
[ -5/2 ] 
f(z) = -22/175*z^3 + 153/70*z + 1
*
[ 8/3 ] 
f(z) = -27/176*z^3 + 151/88*z + 1
*
12/5 | 0.11597044485950626783609696521518401827 | 0.020356071939876574896145935441399405792
f(z) = -25/168*z^3 + 149/84*z + 1
*
[ 13/6 ] 
f(z) = -28/169*z^3 + 154/117*z + 1
*
8/3 | 0.18432916933016074817162894696682430144 | 0.028845418965231549544414830832440131590
f(z) = -27/160*z^3 + 149/120*z + 1
*
-35/12 | 0.19083953003715879704898147635327338916 | 0.028741430534730147669459269411444698180
f(z) = -36/175*z^3 + 153/140*z + 1
*
[ 3/2 ] 
f(z) = -40/177*z^3 + 149/177*z + 1
*
-3 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -29/168*z^3 + 149/168*z + 1
*
[ 5/3 ] 
f(z) = -27/170*z^3 + 143/170*z + 1
*
[ 9/5 ] 
f(z) = -25/171*z^3 + 157/171*z + 1
*
[ 3/2 ] 
f(z) = -25/171*z^3 + 151/228*z + 1
*
[ 3/2 ] 
f(z) = -23/171*z^3 + 145/228*z + 1
*
[ 13/10 ] 
f(z) = -35/169*z^3 + 151/260*z + 1
*
[ 5/4 ] 
f(z) = -38/175*z^3 + 151/280*z + 1
*
[ 5/4 ] 
f(z) = -34/175*z^3 + 141/280*z + 1
*
[ 10/7 ] 
f(z) = -21/160*z^3 + 159/280*z + 1
*
[ 6 ] 
f(z) = -37/162*z^3 + 163/18*z + 1
*
[ -6 ] 
f(z) = -37/162*z^3 + 169/18*z + 1
*
[ -6 ] 
f(z) = -35/162*z^3 + 161/18*z + 1
*
-6 | 0.17244288772740690412829947785188452546 | 0.023899813205902173203507807313464608161
f(z) = -37/168*z^3 + 170/21*z + 1
*
5/6 | 0.10123428194558030766945342156790128843 | 0.014969441235497286637619842648591032127
f(z) = -36/175*z^3 + 173/35*z + 1
*
[ 13/3 ] 
f(z) = -33/169*z^3 + 173/39*z + 1
*
[ -6 ] 
f(z) = -31/168*z^3 + 164/21*z + 1
*
[ 13/3 ] 
f(z) = -30/169*z^3 + 160/39*z + 1
*
[ -13/3 ] 
f(z) = -30/169*z^3 + 178/39*z + 1
*
[ 5 ] 
f(z) = -29/175*z^3 + 173/35*z + 1
*
[ 20/3 ] 
f(z) = -27/160*z^3 + 167/20*z + 1
*
[ -20/3 ] 
f(z) = -27/160*z^3 + 173/20*z + 1
*
[ 5 ] 
f(z) = -27/175*z^3 + 163/35*z + 1
*
[ -5 ] 
f(z) = -27/175*z^3 + 177/35*z + 1
*
[ -5 ] 
f(z) = -26/175*z^3 + 172/35*z + 1
*
[ -5 ] 
f(z) = -24/175*z^3 + 162/35*z + 1
*
[ 13/2 ] 
f(z) = -22/169*z^3 + 165/26*z + 1
*
[ -13/2 ] 
f(z) = -22/169*z^3 + 173/26*z + 1
*
[ 4 ] 
f(z) = -35/176*z^3 + 173/44*z + 1
*
[ -3 ] 
f(z) = -34/171*z^3 + 178/57*z + 1
*
[ -3 ] 
f(z) = -32/171*z^3 + 172/57*z + 1
*
[ -3 ] 
f(z) = -31/171*z^3 + 169/57*z + 1
*
[ -4 ] 
f(z) = -31/176*z^3 + 179/44*z + 1
*
[ -3 ] 
f(z) = -29/171*z^3 + 163/57*z + 1
*
[ -4 ] 
f(z) = -29/176*z^3 + 171/44*z + 1
*
[ -3 ] 
f(z) = -28/171*z^3 + 160/57*z + 1
*
14/3 | 0.16266347616382505703205758591963599235 | 0.025008651496352492728209311078316075258
f(z) = -27/160*z^3 + 167/40*z + 1
*
[ -4 ] 
f(z) = -27/176*z^3 + 163/44*z + 1
*
[ -22/5 ] 
f(z) = -25/176*z^3 + 175/44*z + 1
*
4 | 0.19585351774816310607182542710001856813 | 0.026951722998481235786690590755131731723
f(z) = -39/160*z^3 + 179/60*z + 1
*
15/8 | 0.19083887789780507768473462935415076014 | 0.028267813596921176429613727620552571907
f(z) = -32/175*z^3 + 171/70*z + 1
*
15/4 | 0.16771563794724609150215263741747676031 | 0.024799992040985158359362650372624770753
f(z) = -32/175*z^3 + 173/70*z + 1
*
[ -13/5 ] 
f(z) = -30/169*z^3 + 168/65*z + 1
*
[ -13/6 ] 
f(z) = -30/169*z^3 + 179/78*z + 1
*
4/9 | 0.20274845140132654646639558640592198475 | 0.028169541152728444682126591500738256180
f(z) = -27/160*z^3 + 167/60*z + 1
*
-20/9 | 0.20247630089732846826527572744323150142 | 0.027994438213758567134289924285050057854
f(z) = -27/160*z^3 + 173/60*z + 1
*
[ 10/3 ] 
f(z) = -27/175*z^3 + 169/70*z + 1
*
[ -5/2 ] 
f(z) = -26/175*z^3 + 163/70*z + 1
*
[ -9/10 ] 
f(z) = -25/162*z^3 + 161/72*z + 1
*
[ 18/5 ] 
f(z) = -25/168*z^3 + 167/63*z + 1
*
[ -13/12 ] 
f(z) = -24/169*z^3 + 163/78*z + 1
*
9/5 | 0.11654009884663360909873953185545467577 | 0.015984158825511186897618175142541043983
f(z) = -35/162*z^3 + 163/90*z + 1
*
-4 | 0.17228641388825308263707812662260040795 | 0.029586992268410072299906638482773284150
f(z) = -29/168*z^3 + 169/84*z + 1
*
[ -2 ] 
f(z) = -27/164*z^3 + 177/82*z + 1
*
[ -2 ] 
f(z) = -25/164*z^3 + 173/82*z + 1
*
[ -2 ] 
f(z) = -25/172*z^3 + 179/86*z + 1
*
[ -8/5 ] 
f(z) = -25/176*z^3 + 175/88*z + 1
*
[ -2 ] 
f(z) = -23/164*z^3 + 169/82*z + 1
*
[ -2 ] 
f(z) = -23/172*z^3 + 175/86*z + 1
*
[ -2 ] 
f(z) = -21/164*z^3 + 165/82*z + 1
*
[ -13/7 ] 
f(z) = -21/169*z^3 + 179/91*z + 1
*
[ -2 ] 
f(z) = -21/172*z^3 + 171/86*z + 1
*
[ 13/6 ] 
f(z) = -32/169*z^3 + 167/117*z + 1
*
-35/9 | 0.19083925937487224804266897955776269857 | 0.028367327559775878579054152282488299680
f(z) = -27/175*z^3 + 167/105*z + 1
*
3 | 0.093390558442459871229963926386769614267 | 0.012766612487370120769557433329269327076
f(z) = -35/162*z^3 + 167/126*z + 1
*
-4/9 | 0.18456063964138690499731035592089063281 | 0.028323384142795159948883931720257106755
f(z) = -27/176*z^3 + 169/132*z + 1
*
[ 13/6 ] 
f(z) = -21/169*z^3 + 175/156*z + 1
*
[ 7/4 ] 
f(z) = -32/161*z^3 + 167/161*z + 1
*
[ 7/4 ] 
f(z) = -32/175*z^3 + 173/175*z + 1
*
[ 2 ] 
f(z) = -23/162*z^3 + 173/162*z + 1
*
[ 2 ] 
f(z) = -23/166*z^3 + 175/166*z + 1
*
[ 2 ] 
f(z) = -23/170*z^3 + 177/170*z + 1
*
[ 2 ] 
f(z) = -23/174*z^3 + 179/174*z + 1
*
[ 2 ] 
f(z) = -21/166*z^3 + 167/166*z + 1
*
[ 2 ] 
f(z) = -21/170*z^3 + 169/170*z + 1
*
[ 2 ] 
f(z) = -21/178*z^3 + 173/178*z + 1
*
[ 13/8 ] 
f(z) = -28/169*z^3 + 171/208*z + 1
*
[ 3/2 ] 
f(z) = -31/171*z^3 + 169/228*z + 1
*
[ 3/2 ] 
f(z) = -29/171*z^3 + 163/228*z + 1
*
-2 | 0.12136878844259732390319686630187961786 | 0.017286332005130134055013704936269614703
f(z) = -21/160*z^3 + 167/280*z + 1
*
[ 6 ] 
f(z) = -37/168*z^3 + 184/21*z + 1
*
[ -6 ] 
f(z) = -37/168*z^3 + 191/21*z + 1
*
[ 5 ] 
f(z) = -34/175*z^3 + 198/35*z + 1
*
[ -13/3 ] 
f(z) = -33/169*z^3 + 191/39*z + 1
*
[ 5 ] 
f(z) = -33/175*z^3 + 193/35*z + 1
*
[ 5 ] 
f(z) = -32/175*z^3 + 188/35*z + 1
*
[ 5 ] 
f(z) = -31/175*z^3 + 183/35*z + 1
*
[ -5 ] 
f(z) = -31/175*z^3 + 197/35*z + 1
*
[ -5 ] 
f(z) = -29/175*z^3 + 187/35*z + 1
*
[ -3 ] 
f(z) = -40/171*z^3 + 196/57*z + 1
*
[ 4 ] 
f(z) = -39/176*z^3 + 189/44*z + 1
*
[ -3 ] 
f(z) = -37/171*z^3 + 187/57*z + 1
*
[ 4 ] 
f(z) = -37/176*z^3 + 181/44*z + 1
*
[ -13/4 ] 
f(z) = -36/169*z^3 + 185/52*z + 1
*
[ -3 ] 
f(z) = -35/171*z^3 + 181/57*z + 1
*
[ -4 ] 
f(z) = -35/176*z^3 + 195/44*z + 1
*
4/5 | 0.19306955096206140396188577681629607268 | 0.029083012645759470212807655051420675644
f(z) = -25/176*z^3 + 191/44*z + 1
*
[ -13/5 ] 
f(z) = -40/169*z^3 + 194/65*z + 1
*
[ -5/2 ] 
f(z) = -38/175*z^3 + 193/70*z + 1
*
-10/3 | 0.20047171533169077731888980671504284181 | 0.029446773065481129944788349329306627248
f(z) = -36/175*z^3 + 181/70*z + 1
*
[ -13/5 ] 
f(z) = -35/169*z^3 + 181/65*z + 1
*
[ -5/2 ] 
f(z) = -34/175*z^3 + 183/70*z + 1
*
[ -5/8 ] 
f(z) = -32/175*z^3 + 187/70*z + 1
*
35/8 | 0.16771614888657435950588697575170656854 | 0.024297030220137121442345498353692750241
f(z) = -32/175*z^3 + 199/70*z + 1
*
3/2 | 0.17123161177149082313896829014953256437 | 0.022890615986847766847057918518444214856
f(z) = -29/162*z^3 + 197/72*z + 1
*
3/2 | 0.11132949214775884853496029440294780514 | 0.014944562984957445293026514204782409366
f(z) = -23/162*z^3 + 191/72*z + 1
*
[ -2 ] 
f(z) = -37/164*z^3 + 197/82*z + 1
*
[ -6/5 ] 
f(z) = -35/162*z^3 + 193/90*z + 1
*
[ -2 ] 
f(z) = -35/164*z^3 + 193/82*z + 1
*
[ -2 ] 
f(z) = -35/172*z^3 + 199/86*z + 1
*
[ -2 ] 
f(z) = -33/164*z^3 + 189/82*z + 1
*
[ -2 ] 
f(z) = -33/172*z^3 + 195/86*z + 1
*
[ -2 ] 
f(z) = -31/164*z^3 + 185/82*z + 1
*
-4 | 0.17228744750467397235925932382533497540 | 0.029134583569232199614659755006988886830
f(z) = -31/168*z^3 + 185/84*z + 1
*
[ -2 ] 
f(z) = -31/172*z^3 + 191/86*z + 1
*
[ -2 ] 
f(z) = -29/164*z^3 + 181/82*z + 1
*
[ -2 ] 
f(z) = -29/172*z^3 + 187/86*z + 1
*
[ -13/7 ] 
f(z) = -28/169*z^3 + 192/91*z + 1
*
[ -2 ] 
f(z) = -27/172*z^3 + 183/86*z + 1
*
[ -12/5 ] 
f(z) = -25/168*z^3 + 191/84*z + 1
*
[ -4/5 ] 
f(z) = -25/168*z^3 + 197/84*z + 1
*
[ 13/6 ] 
f(z) = -40/169*z^3 + 193/117*z + 1
*
35/9 | 0.19083854372364604263319129963782483702 | 0.027876408467696825994663876752376985323
f(z) = -27/175*z^3 + 188/105*z + 1
*
[ 22/9 ] 
f(z) = -27/176*z^3 + 199/132*z + 1
*
[ 12/5 ] 
f(z) = -25/176*z^3 + 185/132*z + 1
*
[ 5/2 ] 
f(z) = -23/175*z^3 + 199/140*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016138750839282858964171324980123729874
f(z) = -39/160*z^3 + 199/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017777189099995457340904302201806967169
f(z) = -38/161*z^3 + 199/161*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016169606940940102287207923655510005187
f(z) = -37/160*z^3 + 197/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017794124291920819421274256245369712621
f(z) = -37/161*z^3 + 198/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012811698505849436328025870825449500715
f(z) = -37/162*z^3 + 199/162*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017811177774801336706165007976401097209
f(z) = -36/161*z^3 + 197/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017820380753767964051679617710164230758
f(z) = -36/163*z^3 + 199/163*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012836070092412268245569410012602439007
f(z) = -35/162*z^3 + 197/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017837357091621520785567502340078723217
f(z) = -35/163*z^3 + 198/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016225137438707387350746481423996520741
f(z) = -35/164*z^3 + 199/164*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017845645497963302779291383387117525495
f(z) = -34/161*z^3 + 195/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017854452007831235815292632009827677164
f(z) = -34/163*z^3 + 197/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014019768344039161928317817906193690582
f(z) = -34/165*z^3 + 199/165*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016232634758303908664119806599268224251
f(z) = -33/160*z^3 + 193/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017863062746127059615885788908360361165
f(z) = -33/161*z^3 + 194/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017871666970588204397390300252689224782
f(z) = -33/163*z^3 + 196/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016256158705173246385202482107270112836
f(z) = -33/164*z^3 + 197/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015459223365267285189265425393588817302
f(z) = -33/166*z^3 + 199/166*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017880604302231767731770706879352429669
f(z) = -32/161*z^3 + 193/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017889003474151738612838090774379218103
f(z) = -32/163*z^3 + 195/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014046573107402984766716568150337697174
f(z) = -32/165*z^3 + 197/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017905196532458508123614569546947974195
f(z) = -32/167*z^3 + 199/167*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016264828717109200243836552408145562843
f(z) = -31/160*z^3 + 191/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017898271738611502736250109783731697161
f(z) = -31/161*z^3 + 192/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012886227970801428861141278167575978568
f(z) = -31/162*z^3 + 193/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017906463039452818301321641876362516942
f(z) = -31/163*z^3 + 194/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016287617196296703040526199432007677126
f(z) = -31/164*z^3 + 195/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014059920746666799406763749128085835402
f(z) = -31/165*z^3 + 196/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015488903696841503092262306310000904452
f(z) = -31/166*z^3 + 197/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017922253668883894403164978679615891879
f(z) = -31/167*z^3 + 198/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012465969637854298574860761697216033812
f(z) = -31/168*z^3 + 199/168*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017916066656118914288417223185856877698
f(z) = -30/161*z^3 + 191/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017924047214714787097300254539995341226
f(z) = -30/163*z^3 + 193/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017939429948036972470282423474794653611
f(z) = -30/167*z^3 + 197/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017946845590055694357061744983363370344
f(z) = -30/169*z^3 + 199/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016297491549509736714668533653474181236
f(z) = -29/160*z^3 + 189/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017933990684799635892234456870554190743
f(z) = -29/161*z^3 + 190/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012911660884303185443953193504049282320
f(z) = -29/162*z^3 + 191/162*z + 1
*
[ 2 ] 
f(z) = -29/162*z^3 + 197/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017941757576091880739243023277407904151
f(z) = -29/163*z^3 + 192/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016319523894299305671357852785443515874
f(z) = -29/164*z^3 + 193/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014087295359865286611081922892787402121
f(z) = -29/165*z^3 + 194/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015518753741020942584253274506575680452
f(z) = -29/166*z^3 + 195/166*z + 1
*
[ 2 ] 
f(z) = -29/166*z^3 + 199/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017956726845096666446178723518168855431
f(z) = -29/167*z^3 + 196/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012489999294633789229590614645491825731
f(z) = -29/168*z^3 + 197/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017963942402876485520320451805643095419
f(z) = -29/169*z^3 + 198/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015542524432062643129605202169353097520
f(z) = -29/170*z^3 + 199/170*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017959595728326198055959954477378973566
f(z) = -28/163*z^3 + 191/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014101325510948378349398140304089528233
f(z) = -28/165*z^3 + 193/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017974145861434188481247624616984125452
f(z) = -28/167*z^3 + 195/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017981158635561403076915552378170359710
f(z) = -28/169*z^3 + 197/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015425689586358037430914646608236777106
f(z) = -28/171*z^3 + 199/171*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016330635423503977519132657661348522792
f(z) = -27/160*z^3 + 187/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017970232746013433356260425606359928352
f(z) = -27/161*z^3 + 188/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017977563305423749315122828599191368229
f(z) = -27/163*z^3 + 190/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016351890179119844542309266370486527191
f(z) = -27/164*z^3 + 191/164*z + 1
*
[ 2 ] 
f(z) = -27/166*z^3 + 191/166*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015549154270639486001553692812474602210
f(z) = -27/166*z^3 + 193/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017991688525219361803097294336118913453
f(z) = -27/167*z^3 + 194/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017998495766720766713335214441130249701
f(z) = -27/169*z^3 + 196/169*z + 1
*
[ 2 ] 
f(z) = -27/170*z^3 + 193/170*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015572364029134593234824703575139504768
f(z) = -27/170*z^3 + 197/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016391763192638784177854899435524945353
f(z) = -27/172*z^3 + 199/172*z + 1
*
[ 2 ] 
f(z) = -27/178*z^3 + 197/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017988554190952175257436759233379002537
f(z) = -26/161*z^3 + 187/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017995661971350242002082313992240315201
f(z) = -26/163*z^3 + 189/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014129095679658982783167719131367867763
f(z) = -26/165*z^3 + 191/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018009356392044270944131614015604382170
f(z) = -26/167*z^3 + 193/167*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015455182367475345627278066606366507829
f(z) = -26/171*z^3 + 197/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018028685100144404267815336144909902506
f(z) = -26/173*z^3 + 199/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018007011573368510267086146255171616100
f(z) = -25/161*z^3 + 186/161*z + 1
*
[ 2 ] 
f(z) = -25/162*z^3 + 181/162*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.012963900836635944179840560954937531615
f(z) = -25/162*z^3 + 187/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018013893420747290638169697353650448811
f(z) = -25/163*z^3 + 188/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016384727847295885248693331835823644898
f(z) = -25/164*z^3 + 189/164*z + 1
*
[ 2 ] 
f(z) = -25/166*z^3 + 183/166*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015579992692097223280845804091477297615
f(z) = -25/166*z^3 + 191/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018027151045564829114682425751294096070
f(z) = -25/167*z^3 + 192/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012538684299612053720171924043653209181
f(z) = -25/168*z^3 + 193/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018033538770777912322525208055854522683
f(z) = -25/169*z^3 + 194/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015470083994741281733103550011281990418
f(z) = -25/171*z^3 + 196/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016423103035260457416319025052853582396
f(z) = -25/172*z^3 + 197/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018045859876236139669539443177769910179
f(z) = -25/173*z^3 + 198/173*z + 1
*
[ 2 ] 
f(z) = -25/174*z^3 + 187/174*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011780415496509838399796773926242303764
f(z) = -25/174*z^3 + 199/174*z + 1
*
[ 2 ] 
f(z) = -25/178*z^3 + 189/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018025606680102837368444424822273039590
f(z) = -24/161*z^3 + 185/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018032259379669765006242628268925764036
f(z) = -24/163*z^3 + 187/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018045074098160876030823596427062181406
f(z) = -24/167*z^3 + 191/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018051247734610702729152608654871065466
f(z) = -24/169*z^3 + 193/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018063154616759186038789222833825004024
f(z) = -24/173*z^3 + 197/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018068897951151984921646742830390994607
f(z) = -24/175*z^3 + 199/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016398417267316777894000701043503537678
f(z) = -23/160*z^3 + 183/160*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.012990728560712793023031903112714263454
f(z) = -23/162*z^3 + 185/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018050761606345020190103396872571360452
f(z) = -23/163*z^3 + 186/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016418049131958066246260187871033770013
f(z) = -23/164*z^3 + 187/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014171812526018297299692715948936313726
f(z) = -23/165*z^3 + 188/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015611280245071467000436497109417939064
f(z) = -23/166*z^3 + 189/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018063127191615443902733841719960714681
f(z) = -23/167*z^3 + 190/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012563355303736362180705518116803718120
f(z) = -23/168*z^3 + 191/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018069083780056116691143594888672404851
f(z) = -23/169*z^3 + 192/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015632939924543676830610987875790240191
f(z) = -23/170*z^3 + 193/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015500204190518668814014712343866228647
f(z) = -23/171*z^3 + 194/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016454884592664294850933986963697966858
f(z) = -23/172*z^3 + 195/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018080570807066482179604263706083106893
f(z) = -23/173*z^3 + 196/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011802938782341855403745241497055465466
f(z) = -23/174*z^3 + 197/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018086111035456894448987124857244281103
f(z) = -23/175*z^3 + 198/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016472191551305632956274773485184469871
f(z) = -23/176*z^3 + 199/176*z + 1
*
[ 2 ] 
f(z) = -23/178*z^3 + 181/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018063217383104167944977930220434225189
f(z) = -22/161*z^3 + 183/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018069401891954782219997280822426366463
f(z) = -22/163*z^3 + 185/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018081311997813854793296988058211501771
f(z) = -22/167*z^3 + 189/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018087048523244530853398245310579436713
f(z) = -22/169*z^3 + 191/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015515425415753482814350395094845981044
f(z) = -22/171*z^3 + 193/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018098109958883897909340698615143132624
f(z) = -22/173*z^3 + 195/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018103444351772906577045604487243636476
f(z) = -22/175*z^3 + 197/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014265376505172614917119936620780027261
f(z) = -22/177*z^3 + 199/177*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016433081940570232486936446962289608503
f(z) = -21/160*z^3 + 181/160*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018088182061440494918929795230895108162
f(z) = -21/163*z^3 + 184/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016451866724015736416609536961362249228
f(z) = -21/164*z^3 + 185/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015643153250834395280855738968897326914
f(z) = -21/166*z^3 + 187/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018099630219463339224032005025320808084
f(z) = -21/167*z^3 + 188/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018105143609777908759613340073506167026
f(z) = -21/169*z^3 + 190/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015663944516923783078317347349713837823
f(z) = -21/170*z^3 + 191/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016487118959854923084459237491907882394
f(z) = -21/172*z^3 + 193/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018115773610920738795780429813947121404
f(z) = -21/173*z^3 + 194/173*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016503685167018908108953061624463827254
f(z) = -21/176*z^3 + 197/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015703402408930185530709754598504064073
f(z) = -21/178*z^3 + 199/178*z + 1
*
[ 13/8 ] 
f(z) = -36/169*z^3 + 197/208*z + 1
*
[ 3/2 ] 
f(z) = -37/171*z^3 + 187/228*z + 1
*
[ 3/2 ] 
f(z) = -35/171*z^3 + 181/228*z + 1
*
[ 5 ] 
f(z) = -38/175*z^3 + 218/35*z + 1
*
[ 5 ] 
f(z) = -37/175*z^3 + 213/35*z + 1
*
[ 5 ] 
f(z) = -36/175*z^3 + 208/35*z + 1
*
[ -5 ] 
f(z) = -34/175*z^3 + 212/35*z + 1
*
[ -5 ] 
f(z) = -33/175*z^3 + 207/35*z + 1
*
[ -5 ] 
f(z) = -32/175*z^3 + 202/35*z + 1
*
[ 13/2 ] 
f(z) = -30/169*z^3 + 217/26*z + 1
*
[ -4 ] 
f(z) = -39/176*z^3 + 211/44*z + 1
*
[ -4 ] 
f(z) = -37/176*z^3 + 203/44*z + 1
*
-6/5 | 0.086737567078637885113237184205133343022 | 0.012909271806087680570078331860110537311
f(z) = -25/176*z^3 + 207/44*z + 1
*
[ 10/3 ] 
f(z) = -36/175*z^3 + 209/70*z + 1
*
3/2 | 0.18964280282472712565176975752346884763 | 0.025250590016264605891112918313341159857
f(z) = -35/162*z^3 + 203/72*z + 1
*
5/4 | 0.095644184702287297301979100183251018679 | 0.013758245011551989179419465165784827226
f(z) = -32/175*z^3 + 209/70*z + 1
*
-4/3 | 0.075567666813332218508018100625649106888 | 0.010222003227059821081535009785399637058
f(z) = -27/160*z^3 + 203/60*z + 1
*
[ -26/9 ] 
f(z) = -27/169*z^3 + 209/78*z + 1
*
[ -10/3 ] 
f(z) = -27/175*z^3 + 211/70*z + 1
*
[ -18/5 ] 
f(z) = -25/168*z^3 + 202/63*z + 1
*
4/3 | 0.19698005806614068711028307685730504776 | 0.026540825746153232685200158545340123135
f(z) = -21/160*z^3 + 209/60*z + 1
*
[ -2 ] 
f(z) = -39/164*z^3 + 201/82*z + 1
*
[ -2 ] 
f(z) = -39/172*z^3 + 207/86*z + 1
*
[ -2 ] 
f(z) = -37/172*z^3 + 203/86*z + 1
*
[ -9/5 ] 
f(z) = -35/162*z^3 + 203/90*z + 1
*
[ -13/7 ] 
f(z) = -35/169*z^3 + 205/91*z + 1
*
[ -13/14 ] 
f(z) = -28/169*z^3 + 202/91*z + 1
*
[ -2/3 ] 
f(z) = -27/164*z^3 + 211/82*z + 1
*
[ -8/3 ] 
f(z) = -27/176*z^3 + 217/88*z + 1
*
3 | 0.20595266406472991054564598114667580451 | 0.027422218009835776983058573636324615584
f(z) = -25/162*z^3 + 203/90*z + 1
*
-3/2 | 0.18840459676822235226280469547910287365 | 0.029165229625114740591668476209864552299
f(z) = -32/165*z^3 + 213/110*z + 1
*
[ -13/8 ] 
f(z) = -24/169*z^3 + 207/104*z + 1
*
[ -5/3 ] 
f(z) = -24/175*z^3 + 208/105*z + 1
*
[ 13/4 ] 
f(z) = -22/169*z^3 + 215/104*z + 1
*
10/3 | 0.096545402368855557099183623379753064879 | 0.014268794979555490010256674769750371345
f(z) = -39/160*z^3 + 217/120*z + 1
*
[ 5/2 ] 
f(z) = -27/175*z^3 + 219/140*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017743667857008946944391497366544232045
f(z) = -40/161*z^3 + 201/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017753632702069496350271367385409929820
f(z) = -40/163*z^3 + 203/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017772859748876412398130550283485755487
f(z) = -40/167*z^3 + 207/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017782137895151121685843448761697654740
f(z) = -40/169*z^3 + 209/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015256921068484542726316229099281234897
f(z) = -40/171*z^3 + 211/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017800060670897075316128352802440173836
f(z) = -40/173*z^3 + 213/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014035767100955663141132341621638020348
f(z) = -40/177*z^3 + 217/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017825463256810851066720880011247758547
f(z) = -40/179*z^3 + 219/179*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.017760370759812328775826786084099392753
f(z) = -39/161*z^3 + 200/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017770148907246789573125668891092989700
f(z) = -39/163*z^3 + 202/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016164364533372881835526514495999554549
f(z) = -39/164*z^3 + 203/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015372952886913079766379366620435341842
f(z) = -39/166*z^3 + 205/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017789013894148938401279884173228981296
f(z) = -39/167*z^3 + 206/167*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015399882464182699047258101644226490690
f(z) = -39/170*z^3 + 209/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016212425110936331493472005207587699299
f(z) = -39/172*z^3 + 211/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017815698456173240800987332822701760752
f(z) = -39/173*z^3 + 212/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017824191616685378025648901567376541785
f(z) = -39/175*z^3 + 214/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016235004212843875144127299675056809112
f(z) = -39/176*z^3 + 215/176*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015450768372082650663723283273937750740
f(z) = -39/178*z^3 + 217/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017840614391501190834323061130460496708
f(z) = -39/179*z^3 + 218/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017786778067201540462036741382569987954
f(z) = -38/163*z^3 + 201/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.013967061336098384879767038613627004486
f(z) = -38/165*z^3 + 203/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017805276256168836406935221823427030217
f(z) = -38/167*z^3 + 205/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017814200979507742910848151459916541967
f(z) = -38/169*z^3 + 207/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017831437875213198092154724727600921315
f(z) = -38/173*z^3 + 211/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017839763576777823488666654227155266485
f(z) = -38/175*z^3 + 213/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014059773209337916783316597101148627374
f(z) = -38/177*z^3 + 215/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017855861142953624465219947388887383536
f(z) = -38/179*z^3 + 217/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.017803521551560916412032825081574130159
f(z) = -37/163*z^3 + 200/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016194542794553403735432143750079210162
f(z) = -37/164*z^3 + 201/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.013980249612006947044556776665286968437
f(z) = -37/165*z^3 + 202/165*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015401442008460304546028662983542137730
f(z) = -37/166*z^3 + 203/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017821648120502937457503858338229610056
f(z) = -37/167*z^3 + 204/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012396597245535295498967323212178256315
f(z) = -37/168*z^3 + 205/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017830392700739050996598233476134682409
f(z) = -37/169*z^3 + 206/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015427650088831801765846337501306349862
f(z) = -37/170*z^3 + 207/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015297853784443736069709206863109372399
f(z) = -37/171*z^3 + 208/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016241327311450998547368544530186442127
f(z) = -37/172*z^3 + 209/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017847280099719273638347838152204727747
f(z) = -37/173*z^3 + 210/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011651722120827861527669771784841012363
f(z) = -37/174*z^3 + 211/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017855436242020326282524106079165958928
f(z) = -37/175*z^3 + 212/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016263305247565169913091706592151266435
f(z) = -37/176*z^3 + 213/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014072181103670871004983902743804172997
f(z) = -37/177*z^3 + 214/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015477285063793261074795568103546021273
f(z) = -37/178*z^3 + 215/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017871204581856977818961592566832582105
f(z) = -37/179*z^3 + 216/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017838130794619710047898244165230649059
f(z) = -36/167*z^3 + 203/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017846692890439377150351296176662895709
f(z) = -36/169*z^3 + 205/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017863226320767009256015432571862567842
f(z) = -36/173*z^3 + 209/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017871210767719991918762755382008827528
f(z) = -36/175*z^3 + 211/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017886645796095843364919324848953236964
f(z) = -36/179*z^3 + 215/179*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015430072953472993365382789783215417920
f(z) = -35/166*z^3 + 201/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017854725608375713280969797802962239738
f(z) = -35/167*z^3 + 202/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017863102837165893620435239346034698992
f(z) = -35/169*z^3 + 204/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015325595889500890961132200550085121769
f(z) = -35/171*z^3 + 206/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016270612150581199432337057769761621371
f(z) = -35/172*z^3 + 207/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017879277749222758213698601801117256511
f(z) = -35/173*z^3 + 208/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011672615938954929495542668330249352512
f(z) = -35/174*z^3 + 209/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016291973523535861109570254409694301060
f(z) = -35/176*z^3 + 211/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014096655741728767003737646044144507069
f(z) = -35/177*z^3 + 212/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015504265234308724203746641551355666235
f(z) = -35/178*z^3 + 213/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017902185891110610984191885454072396396
f(z) = -35/179*z^3 + 214/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017871433914515386935309862541810018323
f(z) = -34/167*z^3 + 201/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017879623851428355237387697197852800719
f(z) = -34/169*z^3 + 203/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015339606243869533043549370972944756756
f(z) = -34/171*z^3 + 205/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017895435616172391764563968850651253540
f(z) = -34/173*z^3 + 207/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017903070117170438770114103919749733959
f(z) = -34/175*z^3 + 209/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014109302675461007779123012678059461286
f(z) = -34/177*z^3 + 211/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017917825990266802375602607853111646820
f(z) = -34/179*z^3 + 213/179*z + 1
*
[ 2 ] 
f(z) = -33/166*z^3 + 215/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.017888257089184614045272801786367430217
f(z) = -33/167*z^3 + 200/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017896257266176684102096139337163942282
f(z) = -33/169*z^3 + 202/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015484308323290856171693357911654244494
f(z) = -33/170*z^3 + 203/170*z + 1
*
[ 2 ] 
f(z) = -33/170*z^3 + 217/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016300288658744994642215159714977948825
f(z) = -33/172*z^3 + 205/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017911701173361468242987674193750735965
f(z) = -33/173*z^3 + 206/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017919157348220628999790198746875713141
f(z) = -33/175*z^3 + 208/175*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015531595506211878716541464594060365401
f(z) = -33/178*z^3 + 211/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017933567235233995421023999081585479244
f(z) = -33/179*z^3 + 212/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017913004437301922209133060752699344878
f(z) = -32/169*z^3 + 201/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015367911094404265127027300773743266634
f(z) = -32/171*z^3 + 203/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017928075693647229805718518822315333123
f(z) = -32/173*z^3 + 205/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017935351255174990389700857803889733271
f(z) = -32/175*z^3 + 207/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014134262122807006471684014767398293224
f(z) = -32/177*z^3 + 209/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017949410786374635103793769807808760721
f(z) = -32/179*z^3 + 211/179*z + 1
*
[ 2 ] 
f(z) = -31/162*z^3 + 205/162*z + 1
*
[ 2 ] 
f(z) = -31/166*z^3 + 207/166*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.017929866744150988618384724516506530393
f(z) = -31/169*z^3 + 200/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015513216945081415062806187497320070171
f(z) = -31/170*z^3 + 201/170*z + 1
*
[ 2 ] 
f(z) = -31/170*z^3 + 209/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015382207862679300724244076595688421574
f(z) = -31/171*z^3 + 202/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016330366173566677551326830409511299957
f(z) = -31/172*z^3 + 203/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017944560471462805407177023879297226340
f(z) = -31/173*z^3 + 204/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011714674672661044324582693454015309441
f(z) = -31/174*z^3 + 205/174*z + 1
*
[ 2 ] 
f(z) = -31/174*z^3 + 211/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017951653092571090639136912298205167839
f(z) = -31/175*z^3 + 206/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016350446065602849277252654803360530214
f(z) = -31/176*z^3 + 207/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014147156451868746507239016645829383122
f(z) = -31/177*z^3 + 208/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015559406048875132535719643778694476218
f(z) = -31/178*z^3 + 209/178*z + 1
*
[ 2 ] 
f(z) = -31/178*z^3 + 213/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017965357823143038229948122313443546708
f(z) = -31/179*z^3 + 210/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017961156823294012677551494860301330922
f(z) = -30/173*z^3 + 203/173*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017981409544494910294524878150960564162
f(z) = -30/179*z^3 + 209/179*z + 1
*
[ 2 ] 
f(z) = -29/170*z^3 + 201/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015411095912770868381303150942902876129
f(z) = -29/171*z^3 + 200/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016360854353571649401297639458354238898
f(z) = -29/172*z^3 + 201/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017977866088169166048578119479468972410
f(z) = -29/173*z^3 + 202/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.017984585683097883288458082483586998802
f(z) = -29/175*z^3 + 204/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016380268185487270689582078077352373802
f(z) = -29/176*z^3 + 205/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014172811808893197277442551139467771559
f(z) = -29/177*z^3 + 206/177*z + 1
*
[ 2 ] 
f(z) = -29/178*z^3 + 205/178*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015587461311500221191681540348470315403
f(z) = -29/178*z^3 + 207/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.017997567169307704384386139750089256594
f(z) = -29/179*z^3 + 208/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.017994689628162313773711561579026828129
f(z) = -28/173*z^3 + 201/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014185768311026905541905532639642211116
f(z) = -28/177*z^3 + 205/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018013831936812164036012005613130275998
f(z) = -28/179*z^3 + 207/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018011628828910342446786326041011069277
f(z) = -27/173*z^3 + 200/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018017965587740102199527487615540901495
f(z) = -27/175*z^3 + 202/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016410493279621896097543824488093455474
f(z) = -27/176*z^3 + 203/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015615769284962863526158165763402183567
f(z) = -27/178*z^3 + 205/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018030205107035404493744807865609318090
f(z) = -27/179*z^3 + 206/179*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018034826652516860411328411901024742808
f(z) = -26/175*z^3 + 201/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014211944084080038836235052979472274740
f(z) = -26/177*z^3 + 203/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018046687961255899864387428776387084128
f(z) = -26/179*z^3 + 205/179*z + 1
*
[ 11/5 ] 
f(z) = -25/176*z^3 + 217/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014225165456201448272973487775901246427
f(z) = -25/177*z^3 + 202/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015644583715305388117727850118358755851
f(z) = -25/178*z^3 + 203/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018063281802470757262463474697261412556
f(z) = -25/179*z^3 + 204/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018079987955875673212698859610312803978
f(z) = -24/179*z^3 + 203/179*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014251685476915292093525188209242616094
f(z) = -23/177*z^3 + 200/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015673914533712142818262798997629357114
f(z) = -23/178*z^3 + 201/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018096807769357982349608299667620696843
f(z) = -23/179*z^3 + 202/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018113742614003223857126592176659879719
f(z) = -22/179*z^3 + 201/179*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018130793884615667154192588286514398112
f(z) = -21/179*z^3 + 200/179*z + 1
*
[ 26/15 ] 
f(z) = -25/169*z^3 + 203/234*z + 1
*
[ 9 ] 
f(z) = -23/162*z^3 + 223/18*z + 1
*
[ -9 ] 
f(z) = -23/162*z^3 + 227/18*z + 1
*
[ 5 ] 
f(z) = -39/175*z^3 + 223/35*z + 1
*
[ -5 ] 
f(z) = -39/175*z^3 + 237/35*z + 1
*
[ -5 ] 
f(z) = -38/175*z^3 + 232/35*z + 1
*
[ -5 ] 
f(z) = -37/175*z^3 + 227/35*z + 1
*
[ -5 ] 
f(z) = -36/175*z^3 + 222/35*z + 1
*
[ -13/2 ] 
f(z) = -30/169*z^3 + 225/26*z + 1
*
[ 42/5 ] 
f(z) = -25/168*z^3 + 239/21*z + 1
*
4/5 | 0.15206017287084124913733198381852123174 | 0.022211925368464955655843631612261772207
f(z) = -25/176*z^3 + 235/44*z + 1
*
9/2 | 0.11697930792178536567878763835883657371 | 0.015401361856486632573413961731471481582
f(z) = -29/162*z^3 + 221/72*z + 1
*
-44/9 | 0.21718427930474948818450525633788746065 | 0.028940957783528028801026960253370233510
f(z) = -27/160*z^3 + 227/60*z + 1
*
-4 | 0.17228744750467397235925932382533497540 | 0.028040729522846114315593222812598699839
f(z) = -37/168*z^3 + 233/84*z + 1
*
[ -2/3 ] 
f(z) = -27/172*z^3 + 221/86*z + 1
*
3 | 0.18786925799858352514905506299385759031 | 0.024734651585393565805330707903502022486
f(z) = -25/162*z^3 + 221/90*z + 1
*
[ -13/8 ] 
f(z) = -40/169*z^3 + 233/104*z + 1
*
[ -5/3 ] 
f(z) = -39/175*z^3 + 233/105*z + 1
*
[ -5/3 ] 
f(z) = -33/175*z^3 + 223/105*z + 1
*
-35/9 | 0.095644184702287297301979100183251018679 | 0.013596660527568625811057655877299861162
f(z) = -27/175*z^3 + 227/105*z + 1
*
[ -3/2 ] 
f(z) = -26/171*z^3 + 229/114*z + 1
*
[ -6/5 ] 
f(z) = -25/171*z^3 + 233/114*z + 1
*
[ -3/2 ] 
f(z) = -22/171*z^3 + 223/114*z + 1
*
2 | 0.12078956859182927024580872567318874720 | 0.017803866614032194692856268247138591354
f(z) = -27/160*z^3 + 221/120*z + 1
*
[ 13/6 ] 
f(z) = -33/169*z^3 + 227/156*z + 1
*
[ 5/2 ] 
f(z) = -31/175*z^3 + 239/140*z + 1
*
[ 5/2 ] 
f(z) = -29/175*z^3 + 229/140*z + 1
*
[ 2 ] 
f(z) = -39/166*z^3 + 239/166*z + 1
*
[ 2 ] 
f(z) = -37/162*z^3 + 229/162*z + 1
*
[ 2 ] 
f(z) = -37/166*z^3 + 231/166*z + 1
*
[ 2 ] 
f(z) = -37/170*z^3 + 233/170*z + 1
*
[ 2 ] 
f(z) = -37/174*z^3 + 235/174*z + 1
*
[ 2 ] 
f(z) = -37/178*z^3 + 237/178*z + 1
*
[ 2 ] 
f(z) = -35/162*z^3 + 221/162*z + 1
*
[ 2 ] 
f(z) = -35/166*z^3 + 223/166*z + 1
*
[ 2 ] 
f(z) = -35/174*z^3 + 227/174*z + 1
*
[ 2 ] 
f(z) = -35/178*z^3 + 229/178*z + 1
*
[ 2 ] 
f(z) = -33/178*z^3 + 221/178*z + 1
*
3 | 0.10810715300838274000581190517180010799 | 0.019993289944844892972670120233387920789
f(z) = -31/168*z^3 + 223/168*z + 1
*
[ 7/3 ] 
f(z) = -27/161*z^3 + 239/161*z + 1
*
-11/3 | 0.14177377664385941676167874348520072120 | 0.025967864460876345638032454518100964332
f(z) = -27/176*z^3 + 235/176*z + 1
*
[ 15/8 ] 
f(z) = -32/175*z^3 + 233/210*z + 1
*
-35/12 | 0.16771661671936980657749428303115190884 | 0.023842389471600326679418208452157490358
f(z) = -24/175*z^3 + 227/210*z + 1
*
-10/3 | 0.19282521561598726632198795185829191071 | 0.028421613378303434111305311276642053286
f(z) = -27/176*z^3 + 221/220*z + 1
*
[ 16/9 ] 
f(z) = -27/160*z^3 + 233/240*z + 1
*
[ -9 ] 
f(z) = -25/162*z^3 + 245/18*z + 1
*
[ 13/2 ] 
f(z) = -34/169*z^3 + 243/26*z + 1
*
[ -13/2 ] 
f(z) = -34/169*z^3 + 251/26*z + 1
*
[ -42/5 ] 
f(z) = -25/168*z^3 + 244/21*z + 1
*
-6/5 | 0.15510786387813072723112798333427993874 | 0.022441194265375247554491804921340678749
f(z) = -25/176*z^3 + 251/44*z + 1
*
[ -10/3 ] 
f(z) = -36/175*z^3 + 251/70*z + 1
*
15/4 | 0.18283302245463107088675992573828944877 | 0.025742068150415200970006375681006243817
f(z) = -32/175*z^3 + 243/70*z + 1
*
-33/10 | 0.11181817839934300138200000014036220751 | 0.014555827296467328003644022415062333866
f(z) = -25/162*z^3 + 241/72*z + 1
*
-24/5 | 0.19394988985369424193371814238715965785 | 0.025088549007394609655108740408971409842
f(z) = -25/162*z^3 + 253/72*z + 1
*
[ -3/5 ] 
f(z) = -35/162*z^3 + 247/90*z + 1
*
[ 4 ] 
f(z) = -23/168*z^3 + 247/84*z + 1
*
[ -13/9 ] 
f(z) = -36/169*z^3 + 250/117*z + 1
*
[ -3/2 ] 
f(z) = -34/171*z^3 + 241/114*z + 1
*
[ -13/16 ] 
f(z) = -32/169*z^3 + 245/104*z + 1
*
[ -13/12 ] 
f(z) = -32/169*z^3 + 251/117*z + 1
*
[ -5/6 ] 
f(z) = -24/175*z^3 + 241/105*z + 1
*
-10/3 | 0.17926666326867863582816087960802713959 | 0.026089984193528241367247222317149613559
f(z) = -39/160*z^3 + 241/120*z + 1
*
-8/3 | 0.19585351774816310607182542710001856813 | 0.028303824567430484920131886230506422570
f(z) = -39/160*z^3 + 253/120*z + 1
*
-3 | 0.13523300088114543857121694353417645856 | 0.017511154724869928249358495588082319583
f(z) = -35/162*z^3 + 251/126*z + 1
*
[ 18/7 ] 
f(z) = -35/162*z^3 + 257/126*z + 1
*
[ 8/3 ] 
f(z) = -33/160*z^3 + 251/120*z + 1
*
[ -10/9 ] 
f(z) = -27/160*z^3 + 253/120*z + 1
*
[ 10/3 ] 
f(z) = -21/160*z^3 + 259/120*z + 1
*
[ -4/3 ] 
f(z) = -21/176*z^3 + 259/132*z + 1
*
[ 5/2 ] 
f(z) = -33/175*z^3 + 249/140*z + 1
*
[ 20/7 ] 
f(z) = -21/160*z^3 + 241/140*z + 1
*
[ 2 ] 
f(z) = -39/170*z^3 + 241/170*z + 1
*
[ 2 ] 
f(z) = -39/178*z^3 + 245/178*z + 1
*
[ 9/4 ] 
f(z) = -32/171*z^3 + 257/171*z + 1
*
[ 7/3 ] 
f(z) = -27/175*z^3 + 247/175*z + 1
*
-15/4 | 0.19083887789780507768473462935415076014 | 0.026747273625905845902898473008225652823
f(z) = -24/175*z^3 + 251/210*z + 1
*
[ 20/11 ] 
f(z) = -33/160*z^3 + 249/220*z + 1
*
[ 20/13 ] 
f(z) = -39/160*z^3 + 241/260*z + 1
*
[ 9 ] 
f(z) = -29/162*z^3 + 277/18*z + 1
*
-48/5 | 0.18944488006535933496495608443889879294 | 0.024221840730956159986913889630971492044
f(z) = -25/162*z^3 + 277/18*z + 1
*
[ 13/2 ] 
f(z) = -38/169*z^3 + 269/26*z + 1
*
[ -13/2 ] 
f(z) = -38/169*z^3 + 277/26*z + 1
*
[ 35/6 ] 
f(z) = -36/175*z^3 + 274/35*z + 1
*
-9/2 | 0.22068575616908813230424623053714154601 | 0.028295427563757409464465397247786298642
f(z) = -31/162*z^3 + 271/72*z + 1
*
9/2 | 0.21347217216974382988995987526423950690 | 0.027396551171556403189445359424810171082
f(z) = -29/162*z^3 + 269/72*z + 1
*
[ 9/2 ] 
f(z) = -23/162*z^3 + 263/72*z + 1
*
4/3 | 0.18471143795768565450817649038174157460 | 0.024069293360763084990794295756785570618
f(z) = -21/160*z^3 + 269/60*z + 1
*
[ 4 ] 
f(z) = -25/168*z^3 + 263/84*z + 1
*
[ -13/6 ] 
f(z) = -32/169*z^3 + 275/117*z + 1
*
[ 13/4 ] 
f(z) = -30/169*z^3 + 267/104*z + 1
*
[ -13/6 ] 
f(z) = -28/169*z^3 + 262/117*z + 1
*
[ -13/15 ] 
f(z) = -25/169*z^3 + 265/117*z + 1
*
[ -13/4 ] 
f(z) = -22/169*z^3 + 279/104*z + 1
*
[ -9/7 ] 
f(z) = -35/162*z^3 + 269/126*z + 1
*
[ -13/10 ] 
f(z) = -30/169*z^3 + 269/130*z + 1
*
[ -8/9 ] 
f(z) = -27/160*z^3 + 271/120*z + 1
*
10/9 | 0.11936402145571926257609542499532669588 | 0.017026920301845124297309475895454878665
f(z) = -27/160*z^3 + 277/120*z + 1
*
[ -6/5 ] 
f(z) = -25/176*z^3 + 269/132*z + 1
*
[ -8/3 ] 
f(z) = -21/160*z^3 + 277/120*z + 1
*
[ 5/2 ] 
f(z) = -39/175*z^3 + 279/140*z + 1
*
[ 5/2 ] 
f(z) = -37/175*z^3 + 269/140*z + 1
*
3 | 0.10814823778766705995336326611652573616 | 0.019229712153044744545589175975370069135
f(z) = -37/168*z^3 + 277/168*z + 1
*
[ 5/2 ] 
f(z) = -28/165*z^3 + 274/165*z + 1
*
-3 | 0.11143523942853227125647143486921049623 | 0.019998592785666415760628994914387560201
f(z) = -23/168*z^3 + 263/168*z + 1
*
-20/11 | 0.20746535803613037397267407955063673614 | 0.027008231172318980725756071686268567966
f(z) = -33/160*z^3 + 271/220*z + 1
*
[ 13/6 ] 
f(z) = -22/169*z^3 + 269/234*z + 1
*
[ 12/7 ] 
f(z) = -35/162*z^3 + 265/252*z + 1
*
-57/20 | 0.17123110034429733206484455181291368139 | 0.021784614368782461709167781520748203892
f(z) = -25/162*z^3 + 265/288*z + 1
*
[ 9 ] 
f(z) = -31/162*z^3 + 295/18*z + 1
*
[ -9 ] 
f(z) = -31/162*z^3 + 299/18*z + 1
*
[ -9 ] 
f(z) = -29/162*z^3 + 281/18*z + 1
*
[ 13 ] 
f(z) = -22/169*z^3 + 298/13*z + 1
*
[ 13 ] 
f(z) = -21/169*z^3 + 285/13*z + 1
*
[ -13 ] 
f(z) = -21/169*z^3 + 287/13*z + 1
*
[ -35/6 ] 
f(z) = -36/175*z^3 + 286/35*z + 1
*
20/3 | 0.19682158014765775243643590917309421931 | 0.027907183450716721805481209646163883668
f(z) = -27/176*z^3 + 289/44*z + 1
*
[ 27/5 ] 
f(z) = -25/162*z^3 + 287/54*z + 1
*
[ 35/8 ] 
f(z) = -32/175*z^3 + 299/70*z + 1
*
-3/2 | 0.11134904574366404908843339754207656925 | 0.014123062159808410496745662546991311441
f(z) = -31/162*z^3 + 295/72*z + 1
*
[ 9/2 ] 
f(z) = -25/162*z^3 + 281/72*z + 1
*
-3/2 | 0.19849822343097229923774684283924481989 | 0.025242500809151435874774018403740306714
f(z) = -25/162*z^3 + 289/72*z + 1
*
[ -9/2 ] 
f(z) = -23/162*z^3 + 295/72*z + 1
*
-20/3 | 0.18093156634271928781359357062610309574 | 0.023256328810336063263915059477052998827
f(z) = -21/160*z^3 + 299/60*z + 1
*
[ 4 ] 
f(z) = -29/168*z^3 + 295/84*z + 1
*
[ -2/5 ] 
f(z) = -25/164*z^3 + 289/82*z + 1
*
[ -4 ] 
f(z) = -23/168*z^3 + 289/84*z + 1
*
[ -3/4 ] 
f(z) = -40/171*z^3 + 281/114*z + 1
*
[ -13/18 ] 
f(z) = -36/169*z^3 + 292/117*z + 1
*
[ 13/4 ] 
f(z) = -34/169*z^3 + 293/104*z + 1
*
10/9 | 0.085729019184531914624264889339250400642 | 0.011760438905790202049808539666971215640
f(z) = -27/175*z^3 + 293/105*z + 1
*
[ -5/9 ] 
f(z) = -27/175*z^3 + 299/105*z + 1
*
[ 8/3 ] 
f(z) = -39/160*z^3 + 283/120*z + 1
*
[ -4/3 ] 
f(z) = -39/176*z^3 + 283/132*z + 1
*
18/7 | 0.093391155389705867293597863104103063939 | 0.011825155679795192829155578170855669861
f(z) = -35/162*z^3 + 299/126*z + 1
*
[ -12/5 ] 
f(z) = -25/176*z^3 + 295/132*z + 1
*
[ -5/4 ] 
f(z) = -36/175*z^3 + 297/140*z + 1
*
[ -13/11 ] 
f(z) = -22/169*z^3 + 290/143*z + 1
*
12/7 | 0.17232810071678216799120301227491044309 | 0.022150468569640319782644894036409130679
f(z) = -21/160*z^3 + 299/140*z + 1
*
[ 7/3 ] 
f(z) = -36/161*z^3 + 288/161*z + 1
*
[ 7/3 ] 
f(z) = -36/175*z^3 + 296/175*z + 1
*
[ 5/2 ] 
f(z) = -32/165*z^3 + 299/165*z + 1
*
21/5 | 0.056393740069454458436231897729088272989 | 0.010001807863590497630390958191819002711
f(z) = -25/168*z^3 + 281/168*z + 1
*
-3/5 | 0.13805838306919581463587265799571184746 | 0.024364275877569861971531453143124305309
f(z) = -25/168*z^3 + 289/168*z + 1
*
5/6 | 0.21486284146197488143903135910644392980 | 0.029475215559143673048067682315374891366
f(z) = -24/175*z^3 + 293/210*z + 1
*
[ 4/7 ] 
f(z) = -31/192*z^3 - 205/294*z + 1
*
[ 4/7 ] 
f(z) = -23/192*z^3 - 209/294*z + 1
*
[ 8/15 ] 
f(z) = -25/192*z^3 - 181/216*z + 1
*
[ 21/37 ] 
f(z) = -37/189*z^3 - 181/259*z + 1
*
[ 21/38 ] 
f(z) = -38/189*z^3 - 199/266*z + 1
*
[ 6/11 ] 
f(z) = -22/189*z^3 - 123/154*z + 1
*
[ 21/34 ] 
f(z) = -34/189*z^3 - 131/238*z + 1
*
2 | 0.20449958612983742428586675724483602992 | 0.029780336819722395465593370100478819055
f(z) = -25/192*z^3 - 139/240*z + 1
*
[ 2/3 ] 
f(z) = -39/196*z^3 - 121/294*z + 1
*
[ 2/3 ] 
f(z) = -33/196*z^3 - 125/294*z + 1
*
[ 2/3 ] 
f(z) = -21/188*z^3 - 127/282*z + 1
*
[ 4/7 ] 
f(z) = -37/192*z^3 - 101/147*z + 1
*
[ 4/7 ] 
f(z) = -29/192*z^3 - 103/147*z + 1
*
[ 4/7 ] 
f(z) = -25/192*z^3 - 104/147*z + 1
*
[ 3/5 ] 
f(z) = -38/189*z^3 - 104/175*z + 1
*
[ 3/5 ] 
f(z) = -32/189*z^3 - 106/175*z + 1
*
[ 3/5 ] 
f(z) = -29/189*z^3 - 107/175*z + 1
*
[ 3/5 ] 
f(z) = -26/189*z^3 - 108/175*z + 1
*
[ 3/5 ] 
f(z) = -23/189*z^3 - 109/175*z + 1
*
[ 3/5 ] 
f(z) = -25/183*z^3 - 113/183*z + 1
*
[ 3/5 ] 
f(z) = -25/186*z^3 - 115/186*z + 1
*
[ 3/5 ] 
f(z) = -25/192*z^3 - 119/192*z + 1
*
[ 21/32 ] 
f(z) = -32/189*z^3 - 101/224*z + 1
*
[ 2/3 ] 
f(z) = -39/188*z^3 - 115/282*z + 1
*
[ 2/3 ] 
f(z) = -33/188*z^3 - 119/282*z + 1
*
[ 2/3 ] 
f(z) = -27/190*z^3 - 83/190*z + 1
*
[ 2/3 ] 
f(z) = -27/194*z^3 - 85/194*z + 1
*
[ 2/3 ] 
f(z) = -37/184*z^3 - 85/207*z + 1
*
[ 2/3 ] 
f(z) = -35/184*z^3 - 86/207*z + 1
*
[ 2/3 ] 
f(z) = -31/184*z^3 - 88/207*z + 1
*
[ 21/31 ] 
f(z) = -31/189*z^3 - 87/217*z + 1
*
[ 2/3 ] 
f(z) = -29/184*z^3 - 89/207*z + 1
*
[ 2/3 ] 
f(z) = -25/184*z^3 - 91/207*z + 1
*
[ 12/23 ] 
f(z) = -23/192*z^3 - 61/69*z + 1
*
[ 3/5 ] 
f(z) = -40/189*z^3 - 62/105*z + 1
*
[ 2/3 ] 
f(z) = -27/182*z^3 - 79/182*z + 1
*
[ 21/29 ] 
f(z) = -29/189*z^3 - 61/203*z + 1
*
6/5 | 0.13686985474582929005664418421339871595 | 0.025881797184483982068136037560387442458
f(z) = -25/198*z^3 - 43/66*z + 1
*
[ 3/5 ] 
f(z) = -25/198*z^3 - 41/66*z + 1
*
[ 2/3 ] 
f(z) = -27/188*z^3 - 41/94*z + 1
*
[ 2/3 ] 
f(z) = -27/196*z^3 - 43/98*z + 1
*
12/35 | 0.20246597750007433945201496520034201295 | 0.022973967372443199192353120692076413798
f(z) = -35/192*z^3 - 59/105*z + 1
*
[ 7/10 ] 
f(z) = -25/196*z^3 - 41/112*z + 1
*
21/16 | 0.19909093952734829712608646094752212892 | 0.027193800294089717159984659850997535954
f(z) = -32/189*z^3 - 55/168*z + 1
*
[ 3/4 ] 
f(z) = -26/189*z^3 - 43/168*z + 1
*
[ 3/4 ] 
f(z) = -32/183*z^3 - 43/183*z + 1
*
3/2 | 0.14360105340659710287718329362141083308 | 0.027233276204883844692965836157830964163
f(z) = -32/195*z^3 - 58/195*z + 1
*
[ 3/4 ] 
f(z) = -32/195*z^3 - 47/195*z + 1
*
[ 4/7 ] 
f(z) = -35/192*z^3 - 29/42*z + 1
*
[ 2/3 ] 
f(z) = -39/184*z^3 - 28/69*z + 1
*
[ 2/3 ] 
f(z) = -33/184*z^3 - 29/69*z + 1
*
[ 2/3 ] 
f(z) = -21/184*z^3 - 31/69*z + 1
*
[ 3/4 ] 
f(z) = -37/189*z^3 - 25/112*z + 1
*
[ 3/4 ] 
f(z) = -31/189*z^3 - 27/112*z + 1
*
[ 3/4 ] 
f(z) = -25/189*z^3 - 29/112*z + 1
*
[ 4/5 ] 
f(z) = -29/192*z^3 - 23/150*z + 1
*
[ 3/4 ] 
f(z) = -38/189*z^3 - 37/168*z + 1
*
-15/16 | 0.16289821937547624707052120016276308025 | 0.022250242308746606682210466268228087884
f(z) = -32/189*z^3 - 31/168*z + 1
*
[ 21/26 ] 
f(z) = -26/189*z^3 - 27/182*z + 1
*
[ 4/5 ] 
f(z) = -25/188*z^3 - 31/188*z + 1
*
[ 4/5 ] 
f(z) = -25/196*z^3 - 33/196*z + 1
*
-3/10 | 0.21786400876178427278728854568390051504 | 0.028877839103770519951407193617665333595
f(z) = -40/189*z^3 - 31/210*z + 1
*
[ 3/4 ] 
f(z) = -40/189*z^3 - 3/14*z + 1
*
[ 4/5 ] 
f(z) = -35/192*z^3 - 2/15*z + 1
*
[ 4/5 ] 
f(z) = -25/192*z^3 - 1/6*z + 1
*
[ 3/4 ] 
f(z) = -32/189*z^3 - 5/21*z + 1
*
[ 2/3 ] 
f(z) = -27/184*z^3 - 10/23*z + 1
*
[ 3/5 ] 
f(z) = -25/189*z^3 - 13/21*z + 1
*
-8/5 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -25/192*z^3 - 1/24*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -21/184*z^3 - 1/23*z + 1
*
[ 3/4 ] 
f(z) = -34/189*z^3 - 13/56*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -23/192*z^3 - 1/48*z + 1
*
[ 3/4 ] 
f(z) = -22/189*z^3 - 15/56*z + 1
*
[ 4/5 ] 
f(z) = -31/192*z^3 - 11/75*z + 1
*
[ 4/5 ] 
f(z) = -23/192*z^3 - 13/75*z + 1
*
[ 7/9 ] 
f(z) = -27/196*z^3 - 17/84*z + 1
*
[ 4/5 ] 
f(z) = -25/184*z^3 - 15/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -23/188*z^3 - 1/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -23/196*z^3 - 3/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -21/188*z^3 - 5/94*z + 1
*
[ 4/5 ] 
f(z) = -37/192*z^3 - 19/150*z + 1
*
[ 21/25 ] 
f(z) = -25/189*z^3 - 17/175*z + 1
*
[ 5/6 ] 
f(z) = -36/185*z^3 - 12/185*z + 1
*
7/4 | 0.14641663443445725074692551989621872247 | 0.027932793019922437540792273009735995611
f(z) = -32/189*z^3 - 10/189*z + 1
*
-7/5 | 0.15442449513015812854571297974577913288 | 0.029460501372251181441034033363083383705
f(z) = -25/189*z^3 - 5/189*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -23/186*z^3 - 1/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -23/190*z^3 - 3/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -23/194*z^3 - 5/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -23/198*z^3 - 7/198*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -21/190*z^3 - 11/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -21/194*z^3 - 13/194*z + 1
*
-33/20 | 0.20504929322286220916287483140392239071 | 0.027179250632931310482839187468943684178
f(z) = -40/189*z^3 - 19/210*z + 1
*
[ 9/10 ] 
f(z) = -25/189*z^3 - 1/252*z + 1
*
[ -3/2 ] 
f(z) = -40/189*z^3 + 15/7*z + 1
*
[ 3 ] 
f(z) = -40/189*z^3 + 18/7*z + 1
*
[ 3/2 ] 
f(z) = -38/189*z^3 + 11/14*z + 1
*
[ 3 ] 
f(z) = -37/189*z^3 + 17/7*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.025231437155516143715753456448134640671
f(z) = -37/192*z^3 + 7/3*z + 1
*
[ -4 ] 
f(z) = -37/192*z^3 + 13/3*z + 1
*
-12/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = -35/192*z^3 + 7/15*z + 1
*
[ 4 ] 
f(z) = -35/192*z^3 + 11/3*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.025541664630139684691874117730013307762
f(z) = -35/192*z^3 + 13/6*z + 1
*
[ 3 ] 
f(z) = -34/189*z^3 + 16/7*z + 1
*
[ 3/2 ] 
f(z) = -32/189*z^3 + 5/7*z + 1
*
[ -3/4 ] 
f(z) = -32/189*z^3 + 17/7*z + 1
*
[ 3 ] 
f(z) = -31/189*z^3 + 15/7*z + 1
*
[ 4 ] 
f(z) = -31/192*z^3 + 10/3*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.026269343312134264575243614915613544858
f(z) = -31/192*z^3 + 11/6*z + 1
*
[ -3 ] 
f(z) = -29/189*z^3 + 19/7*z + 1
*
-4 | 0.15403408138713177557222936763979347877 | 0.026703451749556339851160096359091595599
f(z) = -29/192*z^3 + 5/3*z + 1
*
[ -4 ] 
f(z) = -29/192*z^3 + 11/3*z + 1
*
[ 4 ] 
f(z) = -29/192*z^3 + 19/6*z + 1
*
[ 3/2 ] 
f(z) = -26/189*z^3 + 9/14*z + 1
*
[ -3 ] 
f(z) = -26/189*z^3 + 18/7*z + 1
*
[ 6/5 ] 
f(z) = -25/189*z^3 + 5/14*z + 1
*
-4/5 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -25/192*z^3 + 1/3*z + 1
*
-12/5 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -25/192*z^3 + 5/6*z + 1
*
[ -4/5 ] 
f(z) = -25/192*z^3 + 7/3*z + 1
*
[ -4 ] 
f(z) = -25/192*z^3 + 10/3*z + 1
*
4/5 | 0.15403316901833690665426885856720164175 | 0.026269245865830800163733199920239143506
f(z) = -25/192*z^3 + 11/6*z + 1
*
28/5 | 0.19788859462621099092118010454821399738 | 0.029430922969585789394192072136287310355
f(z) = -25/192*z^3 + 13/3*z + 1
*
[ -12/5 ] 
f(z) = -25/192*z^3 + 13/6*z + 1
*
[ -3 ] 
f(z) = -23/189*z^3 + 17/7*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.028463380444979239231089384074309375321
f(z) = -23/192*z^3 + 7/6*z + 1
*
[ 4 ] 
f(z) = -23/192*z^3 + 8/3*z + 1
*
[ -4 ] 
f(z) = -23/192*z^3 + 19/6*z + 1
*
[ 3 ] 
f(z) = -22/189*z^3 + 12/7*z + 1
*
[ 3/2 ] 
f(z) = -40/189*z^3 + 17/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -39/184*z^3 + 8/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -37/184*z^3 + 7/23*z + 1
*
[ 4/3 ] 
f(z) = -37/192*z^3 + 16/27*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -35/184*z^3 + 6/23*z + 1
*
-4/5 | 0.16396854233612540523836092378125644455 | 0.023877986801931567271779764107184417336
f(z) = -35/192*z^3 + 11/30*z + 1
*
-4/7 | 0.16604449783465027434645499454282429741 | 0.023050833019002939007953903300727215099
f(z) = -35/192*z^3 + 17/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -33/184*z^3 + 5/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -31/184*z^3 + 4/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -29/184*z^3 + 3/23*z + 1
*
[ 3/2 ] 
f(z) = -29/189*z^3 + 19/28*z + 1
*
[ 4/3 ] 
f(z) = -29/192*z^3 + 14/27*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -27/184*z^3 + 2/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -25/184*z^3 + 1/23*z + 1
*
[ 4/3 ] 
f(z) = -25/192*z^3 + 13/27*z + 1
*
[ 8/5 ] 
f(z) = -25/192*z^3 + 17/24*z + 1
*
[ 7/5 ] 
f(z) = -25/196*z^3 + 15/28*z + 1
*
[ 3/2 ] 
f(z) = -23/189*z^3 + 17/28*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -37/192*z^3 + 13/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -35/192*z^3 + 11/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -31/192*z^3 + 7/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -29/192*z^3 + 5/48*z + 1
*
[ 6/5 ] 
f(z) = -25/192*z^3 + 17/48*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -33/188*z^3 + 19/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -33/196*z^3 + 17/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -31/180*z^3 + 17/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -31/188*z^3 + 15/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -31/196*z^3 + 13/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -29/180*z^3 + 13/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -29/188*z^3 + 11/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -29/196*z^3 + 9/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -27/188*z^3 + 7/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -27/196*z^3 + 5/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -25/188*z^3 + 3/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -25/196*z^3 + 1/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -23/180*z^3 + 1/90*z + 1
*
-8/5 | 0.15403422101178614032741843301445381412 | 0.022431297149824694536190888079642992373
f(z) = -35/192*z^3 + 11/120*z + 1
*
[ 14/15 ] 
f(z) = -25/196*z^3 + 5/126*z + 1
*
[ 21/22 ] 
f(z) = -22/189*z^3 + 9/154*z + 1
*
-8/7 | 0.16604553145107116406863619174555886486 | 0.023050976508969992023308288676159942825
f(z) = -35/192*z^3 + 19/168*z + 1
*
[ 21/23 ] 
f(z) = -23/189*z^3 + 1/161*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -29/194*z^3 + 19/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -29/198*z^3 + 17/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -27/182*z^3 + 17/182*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -27/190*z^3 + 13/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -27/194*z^3 + 11/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -25/182*z^3 + 9/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -25/186*z^3 + 7/186*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -25/194*z^3 + 3/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -25/198*z^3 + 1/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -23/182*z^3 + 1/182*z + 1
*
[ -3 ] 
f(z) = -38/189*z^3 + 22/7*z + 1
*
[ 4 ] 
f(z) = -37/192*z^3 + 23/6*z + 1
*
[ -4 ] 
f(z) = -35/192*z^3 + 25/6*z + 1
*
[ -12/5 ] 
f(z) = -35/192*z^3 + 37/15*z + 1
*
[ -3/2 ] 
f(z) = -34/189*z^3 + 29/14*z + 1
*
[ -3 ] 
f(z) = -32/189*z^3 + 20/7*z + 1
*
[ 21/8 ] 
f(z) = -32/189*z^3 + 25/14*z + 1
*
[ -4 ] 
f(z) = -31/192*z^3 + 23/6*z + 1
*
[ -21/5 ] 
f(z) = -25/189*z^3 + 25/7*z + 1
*
4/5 | 0.17064666977146198523544693571254243647 | 0.025850737923422289734979245228318422315
f(z) = -25/192*z^3 + 23/6*z + 1
*
36/5 | 0.12265051076360039607383670344083142117 | 0.017468885344119129039321924568583549212
f(z) = -25/192*z^3 + 35/6*z + 1
*
[ 14/5 ] 
f(z) = -25/196*z^3 + 23/14*z + 1
*
[ -14/5 ] 
f(z) = -25/196*z^3 + 33/14*z + 1
*
[ -3/2 ] 
f(z) = -22/189*z^3 + 27/14*z + 1
*
[ 2 ] 
f(z) = -39/184*z^3 + 31/23*z + 1
*
[ 2 ] 
f(z) = -37/184*z^3 + 30/23*z + 1
*
[ 2 ] 
f(z) = -35/184*z^3 + 29/23*z + 1
*
[ 12/7 ] 
f(z) = -35/192*z^3 + 20/21*z + 1
*
[ 2 ] 
f(z) = -33/184*z^3 + 28/23*z + 1
*
[ 2 ] 
f(z) = -31/184*z^3 + 27/23*z + 1
*
[ 2 ] 
f(z) = -29/184*z^3 + 26/23*z + 1
*
[ 2 ] 
f(z) = -27/184*z^3 + 25/23*z + 1
*
[ 7/3 ] 
f(z) = -27/196*z^3 + 37/28*z + 1
*
[ 2 ] 
f(z) = -25/184*z^3 + 24/23*z + 1
*
[ 3 ] 
f(z) = -23/189*z^3 + 37/21*z + 1
*
[ 2 ] 
f(z) = -21/184*z^3 + 22/23*z + 1
*
[ 4/3 ] 
f(z) = -35/192*z^3 + 31/54*z + 1
*
[ 3/2 ] 
f(z) = -34/189*z^3 + 31/42*z + 1
*
[ 4/3 ] 
f(z) = -31/192*z^3 + 29/54*z + 1
*
[ 14/9 ] 
f(z) = -27/196*z^3 + 29/42*z + 1
*
-16/5 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -25/192*z^3 + 31/48*z + 1
*
[ 4/3 ] 
f(z) = -23/192*z^3 + 25/54*z + 1
*
[ 3/2 ] 
f(z) = -22/189*z^3 + 25/42*z + 1
*
[ 6/5 ] 
f(z) = -40/189*z^3 + 33/70*z + 1
*
[ 6/5 ] 
f(z) = -25/184*z^3 + 25/69*z + 1
*
[ 6/5 ] 
f(z) = -25/198*z^3 + 23/66*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -39/188*z^3 + 31/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -39/196*z^3 + 29/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -37/180*z^3 + 29/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -37/188*z^3 + 27/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -37/196*z^3 + 25/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -35/188*z^3 + 23/94*z + 1
*
[ 7/6 ] 
f(z) = -27/196*z^3 + 37/112*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -33/190*z^3 + 37/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -33/194*z^3 + 35/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -31/182*z^3 + 33/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -31/190*z^3 + 29/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -31/194*z^3 + 27/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -31/198*z^3 + 25/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -29/182*z^3 + 25/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -29/186*z^3 + 23/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -29/190*z^3 + 21/190*z + 1
*
[ 15/16 ] 
f(z) = -32/189*z^3 + 23/280*z + 1
*
4/5 | 0.10687293379399360141379319828930704476 | 0.013002639458876135906705692515151817152
f(z) = -35/192*z^3 + 58/15*z + 1
*
[ -21/4 ] 
f(z) = -32/189*z^3 + 41/7*z + 1
*
[ 14/3 ] 
f(z) = -27/196*z^3 + 53/14*z + 1
*
[ -14/3 ] 
f(z) = -27/196*z^3 + 59/14*z + 1
*
-12/5 | 0.18512401146405314142245495635435394249 | 0.026410787734211407720957911496035284560
f(z) = -25/189*z^3 + 41/14*z + 1
*
-4/5 | 0.14934221791612611758000549713526429875 | 0.018856142563499644419266706108170785741
f(z) = -25/192*z^3 + 43/3*z + 1
*
4/5 | 0.11996656225270185129710524716664771108 | 0.016398096303576999327949459938416122452
f(z) = -25/192*z^3 + 47/6*z + 1
*
[ 12 ] 
f(z) = -25/192*z^3 + 59/3*z + 1
*
4/5 | 0.18986873928683404898448216933010488163 | 0.025170603073765046587023633972883747795
f(z) = -25/192*z^3 + 59/6*z + 1
*
6 | 0.21393184340964851744023669435233449959 | 0.029014103233863679820111560470630144010
f(z) = -23/189*z^3 + 59/14*z + 1
*
[ -12 ] 
f(z) = -23/192*z^3 + 55/3*z + 1
*
[ 21/10 ] 
f(z) = -40/189*z^3 + 51/35*z + 1
*
[ -2 ] 
f(z) = -39/184*z^3 + 54/23*z + 1
*
[ 3 ] 
f(z) = -38/189*z^3 + 52/21*z + 1
*
[ -2 ] 
f(z) = -37/184*z^3 + 53/23*z + 1
*
[ -3/2 ] 
f(z) = -37/189*z^3 + 59/28*z + 1
*
[ -2 ] 
f(z) = -35/184*z^3 + 52/23*z + 1
*
[ 12/5 ] 
f(z) = -35/192*z^3 + 49/30*z + 1
*
[ -4/3 ] 
f(z) = -35/192*z^3 + 56/27*z + 1
*
[ -2 ] 
f(z) = -33/184*z^3 + 51/23*z + 1
*
[ -3/2 ] 
f(z) = -32/189*z^3 + 43/21*z + 1
*
[ 3 ] 
f(z) = -32/189*z^3 + 46/21*z + 1
*
[ -2 ] 
f(z) = -31/184*z^3 + 50/23*z + 1
*
[ -3/2 ] 
f(z) = -31/189*z^3 + 57/28*z + 1
*
[ -3 ] 
f(z) = -31/189*z^3 + 59/21*z + 1
*
[ -4/3 ] 
f(z) = -31/192*z^3 + 55/27*z + 1
*
[ -2 ] 
f(z) = -29/184*z^3 + 49/23*z + 1
*
[ 3 ] 
f(z) = -29/189*z^3 + 43/21*z + 1
*
[ -2 ] 
f(z) = -27/184*z^3 + 48/23*z + 1
*
[ -2/3 ] 
f(z) = -27/184*z^3 + 59/23*z + 1
*
[ 3 ] 
f(z) = -26/189*z^3 + 40/21*z + 1
*
[ -2 ] 
f(z) = -25/184*z^3 + 47/23*z + 1
*
12/5 | 0.073045807080668521775694814047814265873 | 0.012212129857722834822331993053311960054
f(z) = -25/189*z^3 + 44/21*z + 1
*
-24/5 | 0.16914060647711184135603774043528670675 | 0.027685996382647440479874264940662648122
f(z) = -25/189*z^3 + 50/21*z + 1
*
[ -3 ] 
f(z) = -25/189*z^3 + 53/21*z + 1
*
[ -8/5 ] 
f(z) = -25/192*z^3 + 47/24*z + 1
*
-24/5 | 0.15403374040751984737045500197121824925 | 0.025461244127095829902957492052102814109
f(z) = -25/192*z^3 + 53/24*z + 1
*
24/5 | 0.10268957050016840975110286268387058759 | 0.016678564396692055082079792833556746031
f(z) = -25/192*z^3 + 59/24*z + 1
*
[ -7/5 ] 
f(z) = -25/196*z^3 + 55/28*z + 1
*
[ -4/3 ] 
f(z) = -23/192*z^3 + 53/27*z + 1
*
[ -3 ] 
f(z) = -22/189*z^3 + 50/21*z + 1
*
[ -2 ] 
f(z) = -21/184*z^3 + 45/23*z + 1
*
[ 2 ] 
f(z) = -35/192*z^3 + 59/48*z + 1
*
[ 2 ] 
f(z) = -31/192*z^3 + 55/48*z + 1
*
[ 2 ] 
f(z) = -29/192*z^3 + 53/48*z + 1
*
[ 2 ] 
f(z) = -23/192*z^3 + 47/48*z + 1
*
[ 9/5 ] 
f(z) = -25/189*z^3 + 55/63*z + 1
*
[ 3/2 ] 
f(z) = -31/189*z^3 + 59/84*z + 1
*
[ 4/3 ] 
f(z) = -27/184*z^3 + 47/92*z + 1
*
[ 3/2 ] 
f(z) = -25/189*z^3 + 53/84*z + 1
*
[ 9/8 ] 
f(z) = -32/189*z^3 + 41/126*z + 1
*
[ 21/20 ] 
f(z) = -32/189*z^3 + 41/175*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -39/194*z^3 + 59/194*z + 1
*
[ 14/13 ] 
f(z) = -39/196*z^3 + 55/182*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -37/182*z^3 + 57/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -37/186*z^3 + 55/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -37/190*z^3 + 53/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -37/194*z^3 + 51/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -37/198*z^3 + 49/198*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -35/186*z^3 + 47/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -35/194*z^3 + 43/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -35/198*z^3 + 41/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -33/182*z^3 + 41/182*z + 1
*
[ 21/20 ] 
f(z) = -40/189*z^3 + 59/210*z + 1
*
15/8 | 0.24931159004138111845876445607608803709 | 0.027916472702329009917635371858322873300
f(z) = -40/189*z^3 + 59/280*z + 1
*
[ -12 ] 
f(z) = -31/192*z^3 + 73/3*z + 1
*
[ 12 ] 
f(z) = -29/192*z^3 + 68/3*z + 1
*
6 | 0.22482167367583976746772165165566155901 | 0.029974107043189784729161108968691168825
f(z) = -26/189*z^3 + 67/14*z + 1
*
-6 | 0.21594471702157145178547264269839131847 | 0.028678132941166995530447630729629208890
f(z) = -25/189*z^3 + 69/14*z + 1
*
[ -36/5 ] 
f(z) = -25/192*z^3 + 71/9*z + 1
*
[ 6 ] 
f(z) = -23/189*z^3 + 73/14*z + 1
*
[ -6 ] 
f(z) = -22/189*z^3 + 75/14*z + 1
*
[ -3 ] 
f(z) = -40/189*z^3 + 68/21*z + 1
*
[ -3 ] 
f(z) = -37/189*z^3 + 65/21*z + 1
*
[ -4/5 ] 
f(z) = -35/192*z^3 + 71/30*z + 1
*
[ -3 ] 
f(z) = -34/189*z^3 + 62/21*z + 1
*
-15/4 | 0.16914103233239156636639191190659056897 | 0.026610787821972378650737482686830088773
f(z) = -32/189*z^3 + 64/21*z + 1
*
[ -7/3 ] 
f(z) = -27/196*z^3 + 61/28*z + 1
*
[ -12/5 ] 
f(z) = -25/189*z^3 + 61/28*z + 1
*
[ 21/5 ] 
f(z) = -25/189*z^3 + 65/21*z + 1
*
8/5 | 0.15425980377480958190771494848055705139 | 0.024666457688973459900867204006230512410
f(z) = -25/192*z^3 + 65/24*z + 1
*
[ 2 ] 
f(z) = -37/192*z^3 + 61/48*z + 1
*
-21/8 | 0.097070472219788315734733361465879012327 | 0.015026611137260521321394938155453585543
f(z) = -32/189*z^3 + 71/42*z + 1
*
[ 3/2 ] 
f(z) = -37/189*z^3 + 65/84*z + 1
*
33/10 | 0.18625488062809005065539697721681515544 | 0.028101043740835721967911179677082448033
f(z) = -25/189*z^3 + 65/84*z + 1
*
[ 14/11 ] 
f(z) = -33/196*z^3 + 75/154*z + 1
*
[ 8/7 ] 
f(z) = -35/192*z^3 + 61/168*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -39/190*z^3 + 61/190*z + 1
*
[ 6/5 ] 
f(z) = -25/186*z^3 + 67/186*z + 1
*
[ 21/4 ] 
f(z) = -40/189*z^3 + 93/14*z + 1
*
6 | 0.23108264450260198233205331655944360581 | 0.029284490184819030530551723968521846678
f(z) = -38/189*z^3 + 99/14*z + 1
*
[ 12 ] 
f(z) = -37/192*z^3 + 86/3*z + 1
*
[ -12 ] 
f(z) = -35/192*z^3 + 82/3*z + 1
*
[ 6 ] 
f(z) = -32/189*z^3 + 97/14*z + 1
*
[ -6 ] 
f(z) = -31/189*z^3 + 99/14*z + 1
*
[ 6 ] 
f(z) = -29/189*z^3 + 89/14*z + 1
*
[ 6 ] 
f(z) = -26/189*z^3 + 81/14*z + 1
*
[ -6 ] 
f(z) = -25/189*z^3 + 83/14*z + 1
*
[ -3/5 ] 
f(z) = -40/189*z^3 + 96/35*z + 1
*
-36/7 | 0.20759887258167048722501846801410217958 | 0.024006754041755422050426581566080485283
f(z) = -35/192*z^3 + 89/21*z + 1
*
15/4 | 0.21486296837773090142614371329530025657 | 0.027641601385702325667754273340876342277
f(z) = -32/189*z^3 + 88/35*z + 1
*
[ -2/5 ] 
f(z) = -25/184*z^3 + 81/23*z + 1
*
[ 24/5 ] 
f(z) = -25/192*z^3 + 91/24*z + 1
*
-8/5 | 0.17854854361102523847823037075507717224 | 0.026916926332862265261137876794543257485
f(z) = -25/192*z^3 + 95/24*z + 1
*
6 | 0.21921597383945305415828785664317266073 | 0.027852695666214402498263868907741967466
f(z) = -23/189*z^3 + 97/28*z + 1
*
3/2 | 0.073045807080668521775694814047814265873 | 0.010786547875175712949672345466734157391
f(z) = -40/189*z^3 + 97/42*z + 1
*
[ -3/2 ] 
f(z) = -38/189*z^3 + 89/42*z + 1
*
[ -12/7 ] 
f(z) = -35/192*z^3 + 89/42*z + 1
*
[ -14/9 ] 
f(z) = -27/196*z^3 + 83/42*z + 1
*
[ -3/2 ] 
f(z) = -26/189*z^3 + 83/42*z + 1
*
[ -6/5 ] 
f(z) = -25/189*z^3 + 85/42*z + 1
*
[ -2 ] 
f(z) = -23/192*z^3 + 95/48*z + 1
*
[ 9/4 ] 
f(z) = -32/189*z^3 + 89/63*z + 1
*
[ 2 ] 
f(z) = -25/188*z^3 + 97/94*z + 1
*
[ 2 ] 
f(z) = -25/196*z^3 + 99/98*z + 1
*
[ 2 ] 
f(z) = -23/180*z^3 + 91/90*z + 1
*
[ 2 ] 
f(z) = -23/188*z^3 + 93/94*z + 1
*
[ 2 ] 
f(z) = -23/196*z^3 + 95/98*z + 1
*
[ 2 ] 
f(z) = -21/188*z^3 + 89/94*z + 1
*
-20/7 | 0.21987351932399047106871633672435468201 | 0.024949214289653982158248454982227945362
f(z) = -35/192*z^3 + 88/105*z + 1
*
-12/5 | 0.23528508078413233108707589981082916954 | 0.028562752334850577537196618704230001805
f(z) = -40/189*z^3 + 89/140*z + 1
*
[ 21/16 ] 
f(z) = -32/189*z^3 + 89/168*z + 1
*
[ 5/4 ] 
f(z) = -32/185*z^3 + 87/185*z + 1
*
[ 5/4 ] 
f(z) = -32/195*z^3 + 89/195*z + 1
*
[ 4/3 ] 
f(z) = -27/188*z^3 + 95/188*z + 1
*
[ 4/3 ] 
f(z) = -27/196*z^3 + 97/196*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -25/192*z^3 + 97/192*z + 1
*
[ 6 ] 
f(z) = -38/189*z^3 + 113/14*z + 1
*
[ -6 ] 
f(z) = -37/189*z^3 + 115/14*z + 1
*
[ -6 ] 
f(z) = -34/189*z^3 + 107/14*z + 1
*
[ -12 ] 
f(z) = -25/192*z^3 + 119/6*z + 1
*
[ 12 ] 
f(z) = -23/192*z^3 + 109/6*z + 1
*
-4 | 0.16676312434649673297016713907453361014 | 0.020636813189895241061913276007039697357
f(z) = -35/192*z^3 + 101/30*z + 1
*
-3 | 0.21057248169178322170648062827649428791 | 0.026617825315099832256651159707809156392
f(z) = -32/189*z^3 + 101/28*z + 1
*
[ 15/4 ] 
f(z) = -32/189*z^3 + 109/35*z + 1
*
[ 21/4 ] 
f(z) = -32/189*z^3 + 115/21*z + 1
*
[ -24/5 ] 
f(z) = -25/192*z^3 + 101/24*z + 1
*
[ 28/5 ] 
f(z) = -25/192*z^3 + 103/21*z + 1
*
-6 | 0.17827394458446011506772714710791963710 | 0.027346205985289600977135964533228045641
f(z) = -23/180*z^3 + 113/30*z + 1
*
[ -3/4 ] 
f(z) = -40/189*z^3 + 103/42*z + 1
*
[ -2 ] 
f(z) = -37/192*z^3 + 109/48*z + 1
*
[ -4/3 ] 
f(z) = -37/192*z^3 + 113/54*z + 1
*
[ -2 ] 
f(z) = -35/192*z^3 + 107/48*z + 1
*
[ -21/8 ] 
f(z) = -32/189*z^3 + 107/42*z + 1
*
[ -2 ] 
f(z) = -31/192*z^3 + 103/48*z + 1
*
[ -2 ] 
f(z) = -29/192*z^3 + 101/48*z + 1
*
[ -4/3 ] 
f(z) = -29/192*z^3 + 109/54*z + 1
*
[ -4/3 ] 
f(z) = -25/192*z^3 + 107/54*z + 1
*
[ 12/5 ] 
f(z) = -29/192*z^3 + 109/75*z + 1
*
[ 3 ] 
f(z) = -25/198*z^3 + 119/66*z + 1
*
[ 3 ] 
f(z) = -23/180*z^3 + 109/60*z + 1
*
[ 3 ] 
f(z) = -23/198*z^3 + 113/66*z + 1
*
[ 2 ] 
f(z) = -37/180*z^3 + 119/90*z + 1
*
[ 2 ] 
f(z) = -35/188*z^3 + 117/94*z + 1
*
[ 2 ] 
f(z) = -33/188*z^3 + 113/94*z + 1
*
[ 2 ] 
f(z) = -33/196*z^3 + 115/98*z + 1
*
[ 2 ] 
f(z) = -31/180*z^3 + 107/90*z + 1
*
[ 2 ] 
f(z) = -31/188*z^3 + 109/94*z + 1
*
[ 2 ] 
f(z) = -31/196*z^3 + 111/98*z + 1
*
[ 2 ] 
f(z) = -29/180*z^3 + 103/90*z + 1
*
[ 2 ] 
f(z) = -29/188*z^3 + 105/94*z + 1
*
[ 2 ] 
f(z) = -29/196*z^3 + 107/98*z + 1
*
[ 2 ] 
f(z) = -27/188*z^3 + 101/94*z + 1
*
[ 2 ] 
f(z) = -27/196*z^3 + 103/98*z + 1
*
[ 12/5 ] 
f(z) = -25/189*z^3 + 113/84*z + 1
*
[ 8/5 ] 
f(z) = -35/192*z^3 + 101/120*z + 1
*
[ 12/7 ] 
f(z) = -23/192*z^3 + 113/147*z + 1
*
39/16 | 0.18692180146257888046688357971144431148 | 0.025531619628961623153533336606144774589
f(z) = -32/189*z^3 + 113/168*z + 1
*
[ 7/5 ] 
f(z) = -25/182*z^3 + 101/182*z + 1
*
[ 7/5 ] 
f(z) = -25/189*z^3 + 103/189*z + 1
*
[ 6/5 ] 
f(z) = -35/192*z^3 + 103/240*z + 1
*
[ 6/5 ] 
f(z) = -25/188*z^3 + 101/282*z + 1
*
[ 6/5 ] 
f(z) = -25/196*z^3 + 103/294*z + 1
*
[ -6 ] 
f(z) = -40/189*z^3 + 123/14*z + 1
*
[ 21/2 ] 
f(z) = -32/189*z^3 + 137/7*z + 1
*
[ -12 ] 
f(z) = -29/192*z^3 + 137/6*z + 1
*
[ 36/5 ] 
f(z) = -25/192*z^3 + 137/18*z + 1
*
-4 | 0.24427907137530114774836257367666204583 | 0.029286779399434486167417908315780932475
f(z) = -35/192*z^3 + 131/30*z + 1
*
[ 28/5 ] 
f(z) = -25/196*z^3 + 135/28*z + 1
*
[ -3/4 ] 
f(z) = -38/189*z^3 + 137/56*z + 1
*
[ -3/4 ] 
f(z) = -26/189*z^3 + 135/56*z + 1
*
[ -16/5 ] 
f(z) = -25/192*z^3 + 127/48*z + 1
*
-28/5 | 0.22610866618685983247029174712684717307 | 0.026963546564671898592774134491179609151
f(z) = -25/192*z^3 + 137/42*z + 1
*
21/4 | 0.12588881904188256511155115264070522868 | 0.015435781366825875136893672477369764764
f(z) = -22/189*z^3 + 129/56*z + 1
*
[ 12/5 ] 
f(z) = -37/192*z^3 + 127/75*z + 1
*
[ 3 ] 
f(z) = -31/180*z^3 + 133/60*z + 1
*
[ 3 ] 
f(z) = -31/198*z^3 + 137/66*z + 1
*
[ 3 ] 
f(z) = -29/180*z^3 + 127/60*z + 1
*
[ 3 ] 
f(z) = -29/198*z^3 + 131/66*z + 1
*
[ -9/5 ] 
f(z) = -25/189*z^3 + 125/63*z + 1
*
[ -6/5 ] 
f(z) = -25/198*z^3 + 133/66*z + 1
*
[ 2 ] 
f(z) = -39/188*z^3 + 125/94*z + 1
*
[ 2 ] 
f(z) = -39/196*z^3 + 127/98*z + 1
*
[ 7/3 ] 
f(z) = -39/196*z^3 + 139/84*z + 1
*
[ 2 ] 
f(z) = -37/188*z^3 + 121/94*z + 1
*
[ 2 ] 
f(z) = -37/196*z^3 + 123/98*z + 1
*
[ 7/3 ] 
f(z) = -33/196*z^3 + 125/84*z + 1
*
-12/23 | 0.21209844810991150831132079515288854774 | 0.025270905663251478695272981784625503350
f(z) = -23/192*z^3 + 131/138*z + 1
*
[ 12/7 ] 
f(z) = -31/192*z^3 + 131/147*z + 1
*
[ 3/2 ] 
f(z) = -32/183*z^3 + 133/183*z + 1
*
[ 3/2 ] 
f(z) = -32/195*z^3 + 137/195*z + 1
*
[ 3/2 ] 
f(z) = -28/183*z^3 + 124/183*z + 1
*
[ 3/2 ] 
f(z) = -28/195*z^3 + 128/195*z + 1
*
[ 8/5 ] 
f(z) = -25/184*z^3 + 133/184*z + 1
*
[ 21/16 ] 
f(z) = -40/189*z^3 + 135/224*z + 1
*
[ 4/3 ] 
f(z) = -21/184*z^3 + 125/276*z + 1
*
[ 12 ] 
f(z) = -31/192*z^3 + 145/6*z + 1
*
[ 42/5 ] 
f(z) = -25/189*z^3 + 143/14*z + 1
*
[ -28/5 ] 
f(z) = -25/196*z^3 + 145/28*z + 1
*
[ -21/8 ] 
f(z) = -40/189*z^3 + 159/56*z + 1
*
-12/7 | 0.18552311017391053325581881914230747281 | 0.021974981015056930546630034461372842910
f(z) = -35/192*z^3 + 145/42*z + 1
*
-3/2 | 0.17011288792661449182176338584494707954 | 0.023622948362682315561371037346732831690
f(z) = -32/189*z^3 + 149/42*z + 1
*
[ -3/8 ] 
f(z) = -32/189*z^3 + 155/42*z + 1
*
[ -21/20 ] 
f(z) = -40/189*z^3 + 153/70*z + 1
*
[ 3 ] 
f(z) = -37/180*z^3 + 151/60*z + 1
*
[ 3 ] 
f(z) = -37/198*z^3 + 155/66*z + 1
*
[ 3 ] 
f(z) = -35/198*z^3 + 149/66*z + 1
*
[ -9/4 ] 
f(z) = -32/189*z^3 + 145/63*z + 1
*
[ -15/8 ] 
f(z) = -32/189*z^3 + 149/70*z + 1
*
[ -6/5 ] 
f(z) = -25/184*z^3 + 140/69*z + 1
*
[ -3 ] 
f(z) = -23/180*z^3 + 149/60*z + 1
*
[ -12/5 ] 
f(z) = -23/192*z^3 + 158/75*z + 1
*
[ -3 ] 
f(z) = -23/198*z^3 + 157/66*z + 1
*
[ -21/11 ] 
f(z) = -22/189*z^3 + 150/77*z + 1
*
[ 3/2 ] 
f(z) = -40/183*z^3 + 151/183*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -31/192*z^3 + 151/192*z + 1
*
[ 5/3 ] 
f(z) = -27/185*z^3 + 149/185*z + 1
*
[ 5/3 ] 
f(z) = -27/190*z^3 + 151/190*z + 1
*
3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -23/192*z^3 + 143/192*z + 1
*
[ 3/2 ] 
f(z) = -23/180*z^3 + 149/240*z + 1
*
[ 4/3 ] 
f(z) = -33/184*z^3 + 157/276*z + 1
*
[ 3/2 ] 
f(z) = -23/198*z^3 + 157/264*z + 1
*
[ -21/2 ] 
f(z) = -40/189*z^3 + 171/7*z + 1
*
[ -12 ] 
f(z) = -37/192*z^3 + 173/6*z + 1
*
[ 12 ] 
f(z) = -35/192*z^3 + 163/6*z + 1
*
-3/5 | 0.15208373773067959258270764385614613247 | 0.018088357450675255875551823062302874725
f(z) = -25/189*z^3 + 166/7*z + 1
*
[ -21/5 ] 
f(z) = -40/189*z^3 + 174/35*z + 1
*
-6 | 0.20307534701992151760925984308716224191 | 0.029546123432861332059196029264556318361
f(z) = -31/180*z^3 + 161/30*z + 1
*
-8 | 0.21482141153710287151269150020281135943 | 0.029561925894716485711937838273832108765
f(z) = -25/192*z^3 + 179/24*z + 1
*
[ 6 ] 
f(z) = -23/180*z^3 + 163/30*z + 1
*
[ -6 ] 
f(z) = -23/180*z^3 + 173/30*z + 1
*
-8 | 0.20789138403126005262536675528023482729 | 0.028981712952119439032263652551769777103
f(z) = -23/192*z^3 + 163/24*z + 1
*
[ -2/5 ] 
f(z) = -25/192*z^3 + 169/48*z + 1
*
-6 | 0.12848988831465345189363581127118496323 | 0.019754642612150482183948985265266965421
f(z) = -23/192*z^3 + 167/48*z + 1
*
[ -2/3 ] 
f(z) = -39/184*z^3 + 179/69*z + 1
*
[ -4/5 ] 
f(z) = -37/192*z^3 + 178/75*z + 1
*
[ -2/3 ] 
f(z) = -33/184*z^3 + 178/69*z + 1
*
[ -3 ] 
f(z) = -31/180*z^3 + 173/60*z + 1
*
[ -12/5 ] 
f(z) = -31/192*z^3 + 176/75*z + 1
*
[ -3 ] 
f(z) = -29/180*z^3 + 167/60*z + 1
*
[ -4/5 ] 
f(z) = -29/192*z^3 + 176/75*z + 1
*
[ -3 ] 
f(z) = -29/198*z^3 + 175/66*z + 1
*
-22/9 | 0.17359027141213676889925234396076762729 | 0.024179248494354372371662633364902764427
f(z) = -27/184*z^3 + 164/69*z + 1
*
-10/3 | 0.17358931101244283848670271127184491912 | 0.024058702347277302911344517426958957431
f(z) = -27/184*z^3 + 170/69*z + 1
*
[ -3 ] 
f(z) = -25/198*z^3 + 163/66*z + 1
*
21/5 | 0.17390692837673813837625500971404394456 | 0.027921107994586238258191993804082545923
f(z) = -25/198*z^3 + 169/66*z + 1
*
[ -3/5 ] 
f(z) = -25/198*z^3 + 179/66*z + 1
*
[ -2/3 ] 
f(z) = -21/184*z^3 + 176/69*z + 1
*
[ -3/2 ] 
f(z) = -29/189*z^3 + 169/84*z + 1
*
[ 28/9 ] 
f(z) = -27/196*z^3 + 169/84*z + 1
*
[ -21/10 ] 
f(z) = -25/189*z^3 + 173/84*z + 1
*
[ -3/2 ] 
f(z) = -23/189*z^3 + 163/84*z + 1
*
[ 12/5 ] 
f(z) = -25/198*z^3 + 173/132*z + 1
*
-12/25 | 0.21364255197915319457789053283144742108 | 0.024889245009710225905309478151228205909
f(z) = -25/192*z^3 + 167/150*z + 1
*
[ 5/3 ] 
f(z) = -36/185*z^3 + 174/185*z + 1
*
[ 7/4 ] 
f(z) = -32/189*z^3 + 179/189*z + 1
*
[ 9/5 ] 
f(z) = -25/198*z^3 + 169/198*z + 1
*
[ 2 ] 
f(z) = -21/190*z^3 + 179/190*z + 1
*
[ 3/2 ] 
f(z) = -31/180*z^3 + 173/240*z + 1
*
[ 3/2 ] 
f(z) = -29/180*z^3 + 167/240*z + 1
*
[ 4/3 ] 
f(z) = -39/184*z^3 + 173/276*z + 1
*
[ 3/2 ] 
f(z) = -29/198*z^3 + 175/264*z + 1
*
[ 3/2 ] 
f(z) = -25/198*z^3 + 163/264*z + 1
*
-3/4 | 0.11575499312264369351335632407151406189 | 0.013627318459878786153369349639708627933
f(z) = -32/189*z^3 + 181/14*z + 1
*
[ -21/2 ] 
f(z) = -22/189*z^3 + 195/14*z + 1
*
[ 6 ] 
f(z) = -29/180*z^3 + 199/30*z + 1
*
[ 7 ] 
f(z) = -25/196*z^3 + 199/28*z + 1
*
[ 7 ] 
f(z) = -23/196*z^3 + 185/28*z + 1
*
[ -7 ] 
f(z) = -23/196*z^3 + 193/28*z + 1
*
[ 14/3 ] 
f(z) = -33/196*z^3 + 187/42*z + 1
*
3/2 | 0.14238420685895026652753191825749826602 | 0.016698149078726332608205490271460044099
f(z) = -32/189*z^3 + 187/56*z + 1
*
-21/4 | 0.15915545730707754214439139166344466837 | 0.018712453007890156623417084971903716329
f(z) = -26/189*z^3 + 183/56*z + 1
*
-6 | 0.19606202427139436332328621919503765944 | 0.029676465189723915220967040581126456388
f(z) = -25/192*z^3 + 185/48*z + 1
*
[ -3 ] 
f(z) = -37/180*z^3 + 191/60*z + 1
*
[ -3 ] 
f(z) = -37/198*z^3 + 199/66*z + 1
*
[ -3 ] 
f(z) = -35/198*z^3 + 193/66*z + 1
*
[ -3 ] 
f(z) = -31/198*z^3 + 181/66*z + 1
*
-12/5 | 0.17390711155230759806499274794461691500 | 0.027383127221862260581539359807071919253
f(z) = -25/198*z^3 + 191/66*z + 1
*
[ -7/3 ] 
f(z) = -33/196*z^3 + 197/84*z + 1
*
[ -2 ] 
f(z) = -31/180*z^3 + 197/90*z + 1
*
[ -2 ] 
f(z) = -29/180*z^3 + 193/90*z + 1
*
[ -2 ] 
f(z) = -29/188*z^3 + 199/94*z + 1
*
[ -4/3 ] 
f(z) = -27/184*z^3 + 185/92*z + 1
*
[ -2 ] 
f(z) = -27/188*z^3 + 195/94*z + 1
*
[ -7/9 ] 
f(z) = -27/196*z^3 + 199/84*z + 1
*
[ -21/13 ] 
f(z) = -26/189*z^3 + 180/91*z + 1
*
[ -2 ] 
f(z) = -25/188*z^3 + 191/94*z + 1
*
[ -2 ] 
f(z) = -25/196*z^3 + 197/98*z + 1
*
[ -2 ] 
f(z) = -23/180*z^3 + 181/90*z + 1
*
[ -2 ] 
f(z) = -23/188*z^3 + 187/94*z + 1
*
[ -2 ] 
f(z) = -23/196*z^3 + 193/98*z + 1
*
[ -2 ] 
f(z) = -21/188*z^3 + 183/94*z + 1
*
[ 12/5 ] 
f(z) = -23/192*z^3 + 191/150*z + 1
*
21/8 | 0.22151446918631264800684175394542557049 | 0.029951704635375503186059121800777955543
f(z) = -40/189*z^3 + 181/168*z + 1
*
3 | 0.15403270679109895764827380476848368179 | 0.029155170744833858264831962242152786718
f(z) = -29/192*z^3 + 197/192*z + 1
*
[ 2 ] 
f(z) = -27/182*z^3 + 199/182*z + 1
*
-4/3 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = -27/196*z^3 + 195/196*z + 1
*
[ 2 ] 
f(z) = -25/182*z^3 + 191/182*z + 1
*
[ 2 ] 
f(z) = -25/186*z^3 + 193/186*z + 1
*
[ 2 ] 
f(z) = -25/194*z^3 + 197/194*z + 1
*
[ 2 ] 
f(z) = -25/198*z^3 + 199/198*z + 1
*
[ 2 ] 
f(z) = -23/182*z^3 + 183/182*z + 1
*
[ 2 ] 
f(z) = -23/186*z^3 + 185/186*z + 1
*
[ 2 ] 
f(z) = -23/190*z^3 + 187/190*z + 1
*
[ 2 ] 
f(z) = -23/194*z^3 + 189/194*z + 1
*
[ 2 ] 
f(z) = -23/198*z^3 + 191/198*z + 1
*
[ 2 ] 
f(z) = -21/194*z^3 + 181/194*z + 1
*
3/5 | 0.12687444709294154814002180602573271204 | 0.016817187429686607576451104001328810036
f(z) = -40/189*z^3 + 191/210*z + 1
*
[ 3/2 ] 
f(z) = -37/180*z^3 + 191/240*z + 1
*
[ 3/2 ] 
f(z) = -37/198*z^3 + 199/264*z + 1
*
[ 3/2 ] 
f(z) = -35/198*z^3 + 193/264*z + 1
*
[ 3/2 ] 
f(z) = -31/198*z^3 + 181/264*z + 1
*
[ 6 ] 
f(z) = -31/180*z^3 + 211/30*z + 1
*
[ -6 ] 
f(z) = -29/180*z^3 + 209/30*z + 1
*
[ 7 ] 
f(z) = -27/196*z^3 + 213/28*z + 1
*
[ -7 ] 
f(z) = -25/196*z^3 + 207/28*z + 1
*
[ 8 ] 
f(z) = -23/192*z^3 + 205/24*z + 1
*
[ -8 ] 
f(z) = -23/192*z^3 + 211/24*z + 1
*
[ 14/3 ] 
f(z) = -39/196*z^3 + 215/42*z + 1
*
[ -14/3 ] 
f(z) = -33/196*z^3 + 205/42*z + 1
*
-6 | 0.22427467455328363253122947865377305949 | 0.029635140890554846264245075773431458805
f(z) = -26/189*z^3 + 215/42*z + 1
*
[ 24/5 ] 
f(z) = -25/189*z^3 + 215/56*z + 1
*
[ 6 ] 
f(z) = -22/189*z^3 + 211/42*z + 1
*
-46/9 | 0.21270319573494959360415415509162095220 | 0.028659339981287203242091388805699371369
f(z) = -27/184*z^3 + 209/69*z + 1
*
-12/11 | 0.24132427473706364034071735908979927429 | 0.027830823039492336769731615907083031240
f(z) = -22/189*z^3 + 216/77*z + 1
*
[ -2 ] 
f(z) = -39/188*z^3 + 219/94*z + 1
*
[ -7/3 ] 
f(z) = -39/196*z^3 + 211/84*z + 1
*
[ -2 ] 
f(z) = -37/180*z^3 + 209/90*z + 1
*
[ -2 ] 
f(z) = -37/188*z^3 + 215/94*z + 1
*
[ -2 ] 
f(z) = -35/188*z^3 + 211/94*z + 1
*
[ -2 ] 
f(z) = -33/188*z^3 + 207/94*z + 1
*
[ -2 ] 
f(z) = -33/196*z^3 + 213/98*z + 1
*
[ -2 ] 
f(z) = -31/188*z^3 + 203/94*z + 1
*
[ -2 ] 
f(z) = -31/196*z^3 + 209/98*z + 1
*
[ -2 ] 
f(z) = -29/196*z^3 + 205/98*z + 1
*
[ -2 ] 
f(z) = -27/196*z^3 + 201/98*z + 1
*
[ -4/5 ] 
f(z) = -25/184*z^3 + 215/92*z + 1
*
4 | 0.25545950464840872599963490169706440298 | 0.026860104677877159724309783354714652572
f(z) = -35/192*z^3 + 211/105*z + 1
*
[ 9/4 ] 
f(z) = -40/189*z^3 + 205/126*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017863644866578478484772019473987495762
f(z) = -38/181*z^3 + 219/181*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013763344441121906078851470863547540304
f(z) = -37/180*z^3 + 217/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017878828454546690976441801466430198686
f(z) = -37/181*z^3 + 218/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015500830501668921448529508859375223251
f(z) = -37/182*z^3 + 219/182*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.028937144096061034313511995787491822374
f(z) = -37/192*z^3 + 205/192*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017894107864085245224601398283056265767
f(z) = -36/181*z^3 + 217/181*z + 1
*
[ 11/6 ] 
f(z) = -36/187*z^3 + 206/187*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017909484168176350567399022138483241824
f(z) = -35/181*z^3 + 216/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014138433875352981479376674263938479197
f(z) = -35/183*z^3 + 218/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016332221245765057186207616772404885741
f(z) = -35/184*z^3 + 219/184*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017924958457034815771165866495012451112
f(z) = -34/181*z^3 + 215/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014150516709637369388231913201483377784
f(z) = -34/183*z^3 + 217/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017938758447971284580717790233597579064
f(z) = -34/185*z^3 + 219/185*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017940531838468851007544153934837997772
f(z) = -33/181*z^3 + 214/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015553912750844942501872106774498119124
f(z) = -33/182*z^3 + 215/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016360072695948134972095578493252470489
f(z) = -33/184*z^3 + 217/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017954005880338509892961817211413544173
f(z) = -33/185*z^3 + 218/185*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017956205438250193362748246242831738129
f(z) = -32/181*z^3 + 213/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014174913110639920043271750359584386232
f(z) = -32/183*z^3 + 215/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017969349537189445247358264199443004333
f(z) = -32/185*z^3 + 217/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017975708368777266904665480439769283131
f(z) = -32/187*z^3 + 219/187*z + 1
*
-13/4 | 0.15243198845424648764865522411922256224 | 0.028689267657892854239731623164483325686
f(z) = -32/195*z^3 + 203/195*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013835452750793411644649843367918432925
f(z) = -31/180*z^3 + 211/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017971980400493842847559539746527762166
f(z) = -31/181*z^3 + 212/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015581026499572239199907093050789260016
f(z) = -31/182*z^3 + 213/182*z + 1
*
[ 2 ] 
f(z) = -31/182*z^3 + 215/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014187228415537023806998735683029556272
f(z) = -31/183*z^3 + 214/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016388278513595019964945009144139829506
f(z) = -31/184*z^3 + 215/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017984790496018007257704448292410630376
f(z) = -31/185*z^3 + 216/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017990987207521923385312643015522670324
f(z) = -31/187*z^3 + 218/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016406123223622203796904313440705437700
f(z) = -31/188*z^3 + 219/188*z + 1
*
[ 2 ] 
f(z) = -31/190*z^3 + 219/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017987857888047706137114174544392234836
f(z) = -30/181*z^3 + 211/181*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018006362468951690690376951827508305386
f(z) = -30/187*z^3 + 217/187*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013860117477191740012225383060300661232
f(z) = -29/180*z^3 + 209/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018003839082892455948329100501682988563
f(z) = -29/181*z^3 + 210/181*z + 1
*
[ 2 ] 
f(z) = -29/182*z^3 + 207/182*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015608613935916259568605322473594248514
f(z) = -29/182*z^3 + 211/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014212097685679397766701500032892608384
f(z) = -29/183*z^3 + 212/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016416846737733118739352919494023579231
f(z) = -29/184*z^3 + 213/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018015968716471294644788205308116436783
f(z) = -29/185*z^3 + 214/185*z + 1
*
[ 2 ] 
f(z) = -29/186*z^3 + 209/186*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011840937505372138603843612767570578074
f(z) = -29/186*z^3 + 215/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018021835232779887350643466653687074141
f(z) = -29/187*z^3 + 216/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016434100699360761548352370066660412055
f(z) = -29/188*z^3 + 217/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015508654668466016276346999746490106219
f(z) = -29/189*z^3 + 218/189*z + 1
*
[ 2 ] 
f(z) = -29/190*z^3 + 211/190*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015648530540347744845960202641283955625
f(z) = -29/190*z^3 + 219/190*z + 1
*
[ 2 ] 
f(z) = -29/194*z^3 + 213/194*z + 1
*
[ 2 ] 
f(z) = -29/198*z^3 + 215/198*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018019925186551925079098676463354915738
f(z) = -28/181*z^3 + 209/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014224460342999053924648559344634647136
f(z) = -28/183*z^3 + 211/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018031708221067790192274096638815018029
f(z) = -28/185*z^3 + 213/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018037406596060536107633538785203026516
f(z) = -28/187*z^3 + 215/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018048437211080901742673140375952002610
f(z) = -28/191*z^3 + 219/191*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018036117420514365707329126828392589388
f(z) = -27/181*z^3 + 208/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015636317640579150282750350204606745475
f(z) = -27/182*z^3 + 209/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016445785670236788982548131796177140607
f(z) = -27/184*z^3 + 211/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018047549514338467296319611037706081576
f(z) = -27/185*z^3 + 212/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018053077673551429299654117894950434188
f(z) = -27/187*z^3 + 214/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016462434146047188441330357911209294496
f(z) = -27/188*z^3 + 215/188*z + 1
*
[ 2 ] 
f(z) = -27/190*z^3 + 203/190*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015675337305834280516152066346344247047
f(z) = -27/190*z^3 + 217/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018063777867264451084791488779278954567
f(z) = -27/191*z^3 + 218/191*z + 1
*
[ 2 ] 
f(z) = -27/194*z^3 + 205/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018052417026664916600641483605903744712
f(z) = -26/181*z^3 + 207/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014250012037230645875542994172533226322
f(z) = -26/183*z^3 + 209/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018063493764020809845326818199663154509
f(z) = -26/185*z^3 + 211/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018068849598086576269032691159947495637
f(z) = -26/187*z^3 + 213/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015548669274583111800897034538910996289
f(z) = -26/189*z^3 + 215/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018079215336254608332290272541325424181
f(z) = -26/191*z^3 + 217/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018084232425642492861213127196275443794
f(z) = -26/193*z^3 + 219/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018068825267729633441434110827078855603
f(z) = -25/181*z^3 + 206/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015664511582977579374428733216300332912
f(z) = -25/182*z^3 + 207/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014262816725734382408283877946878850113
f(z) = -25/183*z^3 + 208/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016475103887086517900905938870187864650
f(z) = -25/184*z^3 + 209/184*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011882487851696919175227711025831664516
f(z) = -25/186*z^3 + 211/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018084723520958321559370650046755672842
f(z) = -25/187*z^3 + 212/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016491131639084838721834894217735373496
f(z) = -25/188*z^3 + 213/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015562178112440959921855437608699393622
f(z) = -25/189*z^3 + 214/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018094750702133159620433227527477747224
f(z) = -25/191*z^3 + 216/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012725152528683838752172853962614215278
f(z) = -25/192*z^3 + 217/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018099603506736142930102798854001122245
f(z) = -25/193*z^3 + 218/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015720122911626098681072281978485751258
f(z) = -25/194*z^3 + 219/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018085343427731450550373614554818296311
f(z) = -24/181*z^3 + 205/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018095695900048626814826379412021287602
f(z) = -24/185*z^3 + 209/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018100700612309432996472830997454655825
f(z) = -24/187*z^3 + 211/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018110385066392754941566624264921792500
f(z) = -24/191*z^3 + 215/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018115071592643894091216992875590819410
f(z) = -24/193*z^3 + 217/193*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013936101974350952467995676763718132237
f(z) = -23/180*z^3 + 203/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018101972812458455918914539165129591019
f(z) = -23/181*z^3 + 204/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015693205117519326894428714749700951178
f(z) = -23/182*z^3 + 205/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014288681828486157532792969259676091984
f(z) = -23/183*z^3 + 206/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018111956219594538970028717587630459651
f(z) = -23/185*z^3 + 208/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011903670990194266736654620379162704122
f(z) = -23/186*z^3 + 209/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018116782061535469492388422361434046539
f(z) = -23/187*z^3 + 210/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016520201517913378905721021350815332660
f(z) = -23/188*z^3 + 211/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015589457578179186269307959292209005253
f(z) = -23/189*z^3 + 212/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015729613485259328482052401516752956835
f(z) = -23/190*z^3 + 213/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018126119548301442476072785252107509368
f(z) = -23/191*z^3 + 214/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012746899053241626578880658752447742083
f(z) = -23/192*z^3 + 215/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018130637769597576812366989533484570019
f(z) = -23/193*z^3 + 216/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015747051764079994318425141683646897911
f(z) = -23/194*z^3 + 217/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014356871104160436387232553484937710637
f(z) = -23/195*z^3 + 218/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016549323507214791288072731096382186306
f(z) = -23/196*z^3 + 219/196*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018118714749944875664056564221704792120
f(z) = -22/181*z^3 + 203/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014301744256682832849889969775061766330
f(z) = -22/183*z^3 + 205/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018128324362810308322781940263903063021
f(z) = -22/185*z^3 + 207/185*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015603230207191302165892987037320575732
f(z) = -22/189*z^3 + 211/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018141955285276622903710913850516719626
f(z) = -22/191*z^3 + 213/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018146303141274416142640512899397395297
f(z) = -22/193*z^3 + 215/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014368948491211944023417694412249518095
f(z) = -22/195*z^3 + 217/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018154723297971746375843194160185811055
f(z) = -22/197*z^3 + 219/197*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018135570590965178823515884013601241421
f(z) = -21/181*z^3 + 202/181*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016534913920057547836698404831543351128
f(z) = -21/184*z^3 + 205/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018144801597731538358786860577292149846
f(z) = -21/185*z^3 + 206/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018149262889947253476303464938820406800
f(z) = -21/187*z^3 + 208/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016549652397318913055257808207305823934
f(z) = -21/188*z^3 + 209/188*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015757340991657527087849557363811479921
f(z) = -21/190*z^3 + 211/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018157893433268713632522691291922397895
f(z) = -21/191*z^3 + 212/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018162068829162289019225066732548975705
f(z) = -21/193*z^3 + 214/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015774200694209363655607197909794978908
f(z) = -21/194*z^3 + 215/194*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018170154294293725334914455143461499912
f(z) = -21/197*z^3 + 218/197*z + 1
*
[ 21/11 ] 
f(z) = -22/189*z^3 + 208/231*z + 1
*
[ 21/13 ] 
f(z) = -26/189*z^3 + 202/273*z + 1
*
[ 21/2 ] 
f(z) = -26/189*z^3 + 225/14*z + 1
*
[ -6 ] 
f(z) = -31/180*z^3 + 221/30*z + 1
*
[ 7 ] 
f(z) = -29/196*z^3 + 227/28*z + 1
*
[ -7 ] 
f(z) = -29/196*z^3 + 235/28*z + 1
*
[ -7 ] 
f(z) = -27/196*z^3 + 221/28*z + 1
*
[ 8 ] 
f(z) = -25/192*z^3 + 221/24*z + 1
*
[ -8 ] 
f(z) = -25/192*z^3 + 227/24*z + 1
*
[ -14/3 ] 
f(z) = -39/196*z^3 + 233/42*z + 1
*
-6 | 0.16070484341201389586355827849645367761 | 0.023687207676060593718321622071940513765
f(z) = -29/192*z^3 + 221/48*z + 1
*
[ 6 ] 
f(z) = -25/189*z^3 + 235/42*z + 1
*
[ -28/5 ] 
f(z) = -25/192*z^3 + 221/42*z + 1
*
[ -6 ] 
f(z) = -23/189*z^3 + 233/42*z + 1
*
[ 21/4 ] 
f(z) = -22/189*z^3 + 225/56*z + 1
*
-22/9 | 0.21345678374961931626590585051694422407 | 0.028345707562384861049449345700579282841
f(z) = -27/184*z^3 + 233/69*z + 1
*
-10/3 | 0.21017467045894760172506438153316253076 | 0.027815948963765314995784336830552541825
f(z) = -27/184*z^3 + 239/69*z + 1
*
[ -2 ] 
f(z) = -39/196*z^3 + 225/98*z + 1
*
[ -2 ] 
f(z) = -37/196*z^3 + 221/98*z + 1
*
[ -28/9 ] 
f(z) = -27/196*z^3 + 223/84*z + 1
*
-6/5 | 0.16916424502178715577894207772032720939 | 0.022117995202086884124114772771620077813
f(z) = -25/189*z^3 + 233/84*z + 1
*
[ 4 ] 
f(z) = -21/184*z^3 + 237/92*z + 1
*
[ -7/6 ] 
f(z) = -27/196*z^3 + 229/112*z + 1
*
[ -21/20 ] 
f(z) = -25/189*z^3 + 235/112*z + 1
*
-12/5 | 0.21981887129653519533783984274928592063 | 0.025180982748518983149720917825604405947
f(z) = -40/189*z^3 + 229/140*z + 1
*
[ 12/5 ] 
f(z) = -31/192*z^3 + 227/150*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017833560947485484033265244492273608861
f(z) = -40/181*z^3 + 221/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014079139819309072719507007948750055996
f(z) = -40/183*z^3 + 223/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017856824759940849570980923645987431502
f(z) = -40/187*z^3 + 227/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015368153622550826078658707571827357281
f(z) = -40/189*z^3 + 229/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017871528411640239355948826587979151705
f(z) = -40/191*z^3 + 231/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017878653131993761660821993348558036248
f(z) = -40/193*z^3 + 233/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017892470741448397160065817346126094960
f(z) = -40/197*z^3 + 237/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017899172064470600096663027155360845665
f(z) = -40/199*z^3 + 239/199*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.017848556044079242286408251839903915343
f(z) = -39/181*z^3 + 220/181*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016277550542266894882534260997738390826
f(z) = -39/184*z^3 + 223/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017863928108681586736583476139370288089
f(z) = -39/185*z^3 + 224/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017871369118843196048551734815069332528
f(z) = -39/187*z^3 + 226/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016297620176297130035374510166112736212
f(z) = -39/188*z^3 + 227/188*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015519942590547799152593410385271163527
f(z) = -39/190*z^3 + 229/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017885785994699616469664187649541581506
f(z) = -39/191*z^3 + 230/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017892771226207651853116416440638884896
f(z) = -39/193*z^3 + 232/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015541538155215565403829465541172635778
f(z) = -39/194*z^3 + 233/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016335579180739246014935174354994762055
f(z) = -39/196*z^3 + 235/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017906317320703459295658793026386240937
f(z) = -39/197*z^3 + 236/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017912886490144542464571571121937147341
f(z) = -39/199*z^3 + 238/199*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014102636694519010793991921204906847730
f(z) = -38/183*z^3 + 221/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017878709999601869181681141257938023163
f(z) = -38/185*z^3 + 223/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017886001846305359009763987397376893787
f(z) = -38/187*z^3 + 225/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015393003479067074998835757982225621939
f(z) = -38/189*z^3 + 227/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017900128618649042048163051277235224070
f(z) = -38/191*z^3 + 229/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017906972765439773793627697862267396874
f(z) = -38/193*z^3 + 231/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014181420406319756945461404322049531578
f(z) = -38/195*z^3 + 233/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017920244281232292114863244702569382516
f(z) = -38/197*z^3 + 235/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017926679826252752209828461138490027068
f(z) = -38/199*z^3 + 237/199*z + 1
*
[ 2 ] 
f(z) = -37/182*z^3 + 239/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014114303059815674528667264497402676196
f(z) = -37/183*z^3 + 220/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016304716376168946057675419820339578417
f(z) = -37/184*z^3 + 221/184*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.011760933801047409490609365623827708303
f(z) = -37/186*z^3 + 223/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017900723895347313004113035833198051143
f(z) = -37/187*z^3 + 224/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016324249606658486622422481866602797939
f(z) = -37/188*z^3 + 225/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015405541058966882511792348596909940220
f(z) = -37/189*z^3 + 226/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015545037885401542268747556845657975451
f(z) = -37/190*z^3 + 227/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017914557183999904518041476252352576237
f(z) = -37/191*z^3 + 228/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012599101383487165009043685086875250831
f(z) = -37/192*z^3 + 229/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017921258625365384332657789927079994547
f(z) = -37/193*z^3 + 230/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015566155818553711652347809986754107994
f(z) = -37/194*z^3 + 231/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014192618936091830445106051863399090008
f(z) = -37/195*z^3 + 232/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016361192866283997837331747975074527194
f(z) = -37/196*z^3 + 233/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017934252451668084837673354540397408963
f(z) = -37/197*z^3 + 234/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013102157539001674948255226327352945467
f(z) = -37/198*z^3 + 235/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017940552879146409676701241348613760499
f(z) = -37/199*z^3 + 236/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.017908548031127003437468070427446026959
f(z) = -36/185*z^3 + 221/185*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017929072604941781787498557810984877100
f(z) = -36/191*z^3 + 227/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017935629694841458096623935442354495577
f(z) = -36/193*z^3 + 229/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017948342672897879171690591653238544668
f(z) = -36/197*z^3 + 233/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017954506466996906579310322651780737602
f(z) = -36/199*z^3 + 235/199*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.011780491121560242183164401664619632950
f(z) = -35/186*z^3 + 221/186*z + 1
*
[ 2 ] 
f(z) = -35/186*z^3 + 233/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.017930439844259710736663291792277018106
f(z) = -35/187*z^3 + 222/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016351205139620277900106545689370934692
f(z) = -35/188*z^3 + 223/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017943675809613280458826571445806696523
f(z) = -35/191*z^3 + 226/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012619283233106518863589667474731013114
f(z) = -35/192*z^3 + 227/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017950086876165355227396031414444719860
f(z) = -35/193*z^3 + 228/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015590946669128620541883781333709337168
f(z) = -35/194*z^3 + 229/194*z + 1
*
[ 2 ] 
f(z) = -35/194*z^3 + 237/194*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017962515798298791300812509243957130232
f(z) = -35/197*z^3 + 232/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013122581683096238607993916463190204543
f(z) = -35/198*z^3 + 233/198*z + 1
*
[ 2 ] 
f(z) = -35/198*z^3 + 239/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017968541420021717698394936720516105459
f(z) = -35/199*z^3 + 234/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015443614152155316121146174110991116639
f(z) = -34/189*z^3 + 223/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017958367740379493245734569725629095976
f(z) = -34/191*z^3 + 225/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017964631085339753111453964582826190467
f(z) = -34/193*z^3 + 227/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014226804670331999567925226047828733680
f(z) = -34/195*z^3 + 229/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017976772693979853308879853343327867840
f(z) = -34/197*z^3 + 231/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017982658580715598764752991996136767986
f(z) = -34/199*z^3 + 233/199*z + 1
*
[ 2 ] 
f(z) = -33/182*z^3 + 223/182*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016378493896719687847335444897473359382
f(z) = -33/188*z^3 + 221/188*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015596269038950741152361118594784684130
f(z) = -33/190*z^3 + 223/190*z + 1
*
[ 2 ] 
f(z) = -33/190*z^3 + 227/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017973149354116267190710462093555398799
f(z) = -33/191*z^3 + 224/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017979263252344022744021933308500456154
f(z) = -33/193*z^3 + 226/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015616156775508076986412841642962905973
f(z) = -33/194*z^3 + 227/194*z + 1
*
[ 2 ] 
f(z) = -33/194*z^3 + 229/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016413333512826378447215924126757474694
f(z) = -33/196*z^3 + 229/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.017991114239029633226877871757842537870
f(z) = -33/197*z^3 + 230/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.017996858804087260086955049658870127660
f(z) = -33/199*z^3 + 232/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015469388217842621374911888706296968783
f(z) = -32/189*z^3 + 221/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.017988021622501481787189908359727459269
f(z) = -32/191*z^3 + 223/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.017993984321412236423829844133158290596
f(z) = -32/193*z^3 + 225/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014249808998856129076786963635088652422
f(z) = -32/195*z^3 + 227/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018005541325769798129464737731516752848
f(z) = -32/197*z^3 + 229/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018011142957901670357961917536130376023
f(z) = -32/199*z^3 + 231/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015482395433353643742932614031729280517
f(z) = -31/189*z^3 + 220/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015622177064883124098292572677835465164
f(z) = -31/190*z^3 + 221/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018002985532313542871700182765441914286
f(z) = -31/191*z^3 + 222/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012660965344916046174844971149996943126
f(z) = -31/192*z^3 + 223/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018008795251317999755678205116203938826
f(z) = -31/193*z^3 + 224/193*z + 1
*
[ 2 ] 
f(z) = -31/194*z^3 + 221/194*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015641793139055823770233892002769403265
f(z) = -31/194*z^3 + 225/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014261415448443638867325679982488243305
f(z) = -31/195*z^3 + 226/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016439873394764347826841720402321379455
f(z) = -31/196*z^3 + 227/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018020054860014790140192704897081180286
f(z) = -31/197*z^3 + 228/197*z + 1
*
[ 2 ] 
f(z) = -31/198*z^3 + 223/198*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013164521382797714741561118534108310617
f(z) = -31/198*z^3 + 229/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018025511922928150133598608557063121920
f(z) = -31/199*z^3 + 230/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018018042085737305173246173227744304845
f(z) = -30/191*z^3 + 221/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018023697015666307460456565192383934807
f(z) = -30/193*z^3 + 223/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018034655761337790843073877107668063817
f(z) = -30/197*z^3 + 227/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018039966593194419723027532577566009444
f(z) = -30/199*z^3 + 229/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018033192300677643702389206695594451704
f(z) = -29/191*z^3 + 220/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012682095408724265549828073434190600192
f(z) = -29/192*z^3 + 221/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018038690603192629266073181927059012026
f(z) = -29/193*z^3 + 222/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015667501154565403188495675243916376006
f(z) = -29/194*z^3 + 223/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014284649664870769303369001795207946705
f(z) = -29/195*z^3 + 224/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016466735259194842985146290309629386150
f(z) = -29/196*z^3 + 225/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018049344963343155449787789038091103292
f(z) = -29/197*z^3 + 226/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013185808030205219996680998352474130659
f(z) = -29/198*z^3 + 227/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018054507876246771675345121085758822840
f(z) = -29/199*z^3 + 228/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018053777018069439188779439099936564181
f(z) = -28/193*z^3 + 221/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014296660961554099793342258037771008054
f(z) = -28/195*z^3 + 223/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018064123413945504145905398865096654529
f(z) = -28/197*z^3 + 225/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018069136693416543695492338932236225541
f(z) = -28/199*z^3 + 227/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018068957280220408824024497920061956228
f(z) = -27/193*z^3 + 220/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015693648868431806864232246170486441712
f(z) = -27/194*z^3 + 221/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016493926072601130742546714114751864592
f(z) = -27/196*z^3 + 223/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018078992075655664345515308679308817491
f(z) = -27/197*z^3 + 224/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018083853980093073685502763909180046726
f(z) = -27/199*z^3 + 226/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018093951925873664131535728991370044332
f(z) = -26/197*z^3 + 223/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018098660686003324692802508566061063353
f(z) = -26/199*z^3 + 225/199*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016521453018680488017676719452824288137
f(z) = -25/196*z^3 + 221/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018109003957188983959207089988822853804
f(z) = -25/197*z^3 + 222/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013229161662946779456081314330223638349
f(z) = -25/198*z^3 + 223/198*z + 1
*
[ 11/5 ] 
f(z) = -25/198*z^3 + 229/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018113557775498373865344101478022138756
f(z) = -25/199*z^3 + 224/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018124149177688280763711899728581167781
f(z) = -24/197*z^3 + 221/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018128546227846966073773243504912888529
f(z) = -24/199*z^3 + 223/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018139388611270805951012842748566724050
f(z) = -23/197*z^3 + 220/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013251119189961166816713326234465625652
f(z) = -23/198*z^3 + 221/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018143627037536339674040243648254139824
f(z) = -23/199*z^3 + 222/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018158801214580538960824435482739794171
f(z) = -22/199*z^3 + 221/199*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018174069784836435214314259459221651275
f(z) = -21/199*z^3 + 220/199*z + 1
*
[ 15/8 ] 
f(z) = -32/189*z^3 + 223/210*z + 1
*
[ 28/15 ] 
f(z) = -25/196*z^3 + 229/252*z + 1
*
[ 12/7 ] 
f(z) = -25/192*z^3 + 235/294*z + 1
*
[ 6 ] 
f(z) = -37/180*z^3 + 247/30*z + 1
*
[ -6 ] 
f(z) = -37/180*z^3 + 257/30*z + 1
*
[ 7 ] 
f(z) = -33/196*z^3 + 255/28*z + 1
*
[ 7 ] 
f(z) = -31/196*z^3 + 241/28*z + 1
*
[ -7 ] 
f(z) = -31/196*z^3 + 249/28*z + 1
*
[ 8 ] 
f(z) = -29/192*z^3 + 253/24*z + 1
*
[ -8 ] 
f(z) = -29/192*z^3 + 259/24*z + 1
*
[ -6 ] 
f(z) = -26/189*z^3 + 257/42*z + 1
*
[ -4/15 ] 
f(z) = -25/192*z^3 + 257/54*z + 1
*
[ 6 ] 
f(z) = -23/192*z^3 + 247/48*z + 1
*
-39/20 | 0.15806952557686996004916125407717875030 | 0.017985135339295150670030512538224416385
f(z) = -40/189*z^3 + 243/70*z + 1
*
-36/7 | 0.28285160451730708421463450459218491132 | 0.029183207799158719253328030854541077311
f(z) = -35/192*z^3 + 253/63*z + 1
*
[ -2/3 ] 
f(z) = -27/188*z^3 + 241/94*z + 1
*
-35/9 | 0.21621457667905202901793630713911090656 | 0.029001464809793675697942241407214288444
f(z) = -27/196*z^3 + 247/84*z + 1
*
[ -2/3 ] 
f(z) = -27/196*z^3 + 251/98*z + 1
*
[ 21/5 ] 
f(z) = -25/196*z^3 + 253/84*z + 1
*
-3/10 | 0.21915104922819020943938609635717398856 | 0.028436753172213151912467259542620466560
f(z) = -40/189*z^3 + 247/105*z + 1
*
[ -21/10 ] 
f(z) = -40/189*z^3 + 253/105*z + 1
*
[ -21/17 ] 
f(z) = -34/189*z^3 + 248/119*z + 1
*
[ 7/2 ] 
f(z) = -25/196*z^3 + 255/112*z + 1
*
[ 7/2 ] 
f(z) = -23/196*z^3 + 241/112*z + 1
*
[ -8/5 ] 
f(z) = -35/192*z^3 + 251/120*z + 1
*
-24/7 | 0.19006927243030291578937929275361576153 | 0.025127350632083149727709590699982926417
f(z) = -35/192*z^3 + 241/168*z + 1
*
-12/29 | 0.21639107059245455157755263220014253824 | 0.024067014317760549040398469918761643028
f(z) = -29/192*z^3 + 251/174*z + 1
*
[ 2 ] 
f(z) = -39/190*z^3 + 251/190*z + 1
*
[ 2 ] 
f(z) = -39/194*z^3 + 253/194*z + 1
*
[ 2 ] 
f(z) = -37/186*z^3 + 241/186*z + 1
*
[ 2 ] 
f(z) = -37/190*z^3 + 243/190*z + 1
*
[ 2 ] 
f(z) = -37/194*z^3 + 245/194*z + 1
*
[ 2 ] 
f(z) = -37/198*z^3 + 247/198*z + 1
*
3 | 0.15403270679109895764827380476848368179 | 0.027876937599128690448084120160347341454
f(z) = -35/192*z^3 + 251/192*z + 1
*
-5/2 | 0.15243302207066737737083642132195712969 | 0.027547856947572556998758151487434518069
f(z) = -28/195*z^3 + 253/195*z + 1
*
[ 7/3 ] 
f(z) = -27/182*z^3 + 251/182*z + 1
*
-3/5 | 0.22747117446410200258190733016712680387 | 0.025470909039727389337057420742151145548
f(z) = -40/189*z^3 + 243/280*z + 1
*
[ 12/7 ] 
f(z) = -29/192*z^3 + 253/294*z + 1
*
-15/4 | 0.25473634565296438578734138043656594762 | 0.028523905521326450615584756736349088713
f(z) = -22/189*z^3 + 253/280*z + 1
*
[ -7 ] 
f(z) = -33/196*z^3 + 263/28*z + 1
*
[ 8 ] 
f(z) = -31/192*z^3 + 269/24*z + 1
*
[ -8 ] 
f(z) = -31/192*z^3 + 275/24*z + 1
*
-6 | 0.17873024017095180065001662603258219011 | 0.025521714915102817526436819804431054723
f(z) = -35/192*z^3 + 275/48*z + 1
*
6 | 0.22060506254891603518342924170491000636 | 0.028366510989786690695294148432787648350
f(z) = -34/189*z^3 + 265/42*z + 1
*
-6 | 0.21684992904560723143595409661997881591 | 0.027910845891853422105078011079089608858
f(z) = -32/189*z^3 + 263/42*z + 1
*
51/8 | 0.21964845739391932674498308676859058698 | 0.028109621060654206453550850482751122188
f(z) = -32/189*z^3 + 275/42*z + 1
*
[ -21/4 ] 
f(z) = -26/189*z^3 + 279/56*z + 1
*
[ 6 ] 
f(z) = -25/192*z^3 + 265/48*z + 1
*
[ -6 ] 
f(z) = -23/192*z^3 + 263/48*z + 1
*
[ 9/2 ] 
f(z) = -32/189*z^3 + 265/63*z + 1
*
24/5 | 0.18461669309850893965008527716524659979 | 0.027582215091986965577956810140371361246
f(z) = -25/198*z^3 + 269/66*z + 1
*
35/9 | 0.21643996902391081846397640111516934482 | 0.028675031572616538086972159755871245913
f(z) = -27/196*z^3 + 271/84*z + 1
*
[ 4 ] 
f(z) = -25/184*z^3 + 269/92*z + 1
*
-3 | 0.17245181971598504859712558871666671350 | 0.022049160206826580714188949293873952868
f(z) = -40/189*z^3 + 277/105*z + 1
*
[ -3/4 ] 
f(z) = -29/189*z^3 + 271/112*z + 1
*
[ 10/3 ] 
f(z) = -27/184*z^3 + 268/115*z + 1
*
[ 7/2 ] 
f(z) = -27/196*z^3 + 269/112*z + 1
*
[ -7/10 ] 
f(z) = -25/196*z^3 + 279/112*z + 1
*
[ -3/4 ] 
f(z) = -23/189*z^3 + 269/112*z + 1
*
[ -9/8 ] 
f(z) = -32/189*z^3 + 265/126*z + 1
*
[ -14/15 ] 
f(z) = -25/196*z^3 + 275/126*z + 1
*
9/2 | 0.18443669156063509486567211612868101918 | 0.027555322393113437095143326030566653947
f(z) = -22/189*z^3 + 269/126*z + 1
*
[ 14/5 ] 
f(z) = -25/184*z^3 + 275/161*z + 1
*
[ 5/2 ] 
f(z) = -24/185*z^3 + 261/185*z + 1
*
[ -21/2 ] 
f(z) = -34/189*z^3 + 293/14*z + 1
*
[ 7 ] 
f(z) = -39/196*z^3 + 297/28*z + 1
*
[ 7 ] 
f(z) = -37/196*z^3 + 283/28*z + 1
*
[ -7 ] 
f(z) = -37/196*z^3 + 291/28*z + 1
*
[ 46/5 ] 
f(z) = -25/184*z^3 + 285/23*z + 1
*
[ -46/5 ] 
f(z) = -25/184*z^3 + 290/23*z + 1
*
[ -21/4 ] 
f(z) = -40/189*z^3 + 295/42*z + 1
*
[ 6 ] 
f(z) = -31/189*z^3 + 283/42*z + 1
*
[ -6 ] 
f(z) = -29/189*z^3 + 281/42*z + 1
*
[ -6 ] 
f(z) = -25/192*z^3 + 281/48*z + 1
*
[ -9/2 ] 
f(z) = -32/189*z^3 + 293/63*z + 1
*
-4 | 0.25940258006640894158860704756072108536 | 0.026429535054006791698698748419078929406
f(z) = -25/192*z^3 + 286/75*z + 1
*
-3/11 | 0.23589274595889562818135430117112540702 | 0.026382424738376044366946655705337422962
f(z) = -22/189*z^3 + 283/77*z + 1
*
[ 4 ] 
f(z) = -27/184*z^3 + 285/92*z + 1
*
-7/3 | 0.22214312614084150742542099522445472231 | 0.029103427004613739350199438448864903270
f(z) = -27/196*z^3 + 295/84*z + 1
*
[ -21/5 ] 
f(z) = -25/196*z^3 + 293/84*z + 1
*
[ -4 ] 
f(z) = -21/184*z^3 + 283/92*z + 1
*
[ -20/7 ] 
f(z) = -35/192*z^3 + 298/105*z + 1
*
[ 7/2 ] 
f(z) = -31/196*z^3 + 297/112*z + 1
*
[ 7/2 ] 
f(z) = -29/196*z^3 + 283/112*z + 1
*
-93/20 | 0.11305382501485074557838448167768882600 | 0.012644026070897320134152559797981944410
f(z) = -25/189*z^3 + 283/112*z + 1
*
-21/4 | 0.26192459906503940492376052553660853450 | 0.029270792962906425097809806890275347992
f(z) = -23/189*z^3 + 285/112*z + 1
*
[ -21/19 ] 
f(z) = -38/189*z^3 + 286/133*z + 1
*
[ -12/5 ] 
f(z) = -25/198*z^3 + 283/132*z + 1
*
[ -12/7 ] 
f(z) = -29/192*z^3 + 298/147*z + 1
*
[ -12/7 ] 
f(z) = -25/192*z^3 + 289/147*z + 1
*
3/16 | 0.080177361713570574999052992694646044580 | 0.010232474101725800346035671593687159490
f(z) = -32/189*z^3 + 281/168*z + 1
*
-12/31 | 0.21762609604613366673951360057385449389 | 0.023742290516068095653121776769871628381
f(z) = -31/192*z^3 + 299/186*z + 1
*
[ 5/2 ] 
f(z) = -28/185*z^3 + 286/185*z + 1
*
[ 5/2 ] 
f(z) = -28/195*z^3 + 292/195*z + 1
*
[ 13/5 ] 
f(z) = -25/182*z^3 + 281/182*z + 1
*
-3 | 0.15403385740310506204730539205183720256 | 0.027183596626468654587216343290506616016
f(z) = -25/192*z^3 + 289/192*z + 1
*
-21/10 | 0.16245902443811854258684811033815802362 | 0.020733505376410025856934030204921354749
f(z) = -40/189*z^3 + 281/210*z + 1
*
-16/5 | 0.13249391059630353509141483247850494124 | 0.018842261926402137938892998829096851112
f(z) = -35/192*z^3 + 283/240*z + 1
*
[ 12/7 ] 
f(z) = -37/192*z^3 + 289/294*z + 1
*
[ 12/23 ] 
f(z) = -23/216*z^3 - 245/276*z + 1
*
[ 18/31 ] 
f(z) = -31/216*z^3 - 188/279*z + 1
*
[ 18/29 ] 
f(z) = -29/216*z^3 - 146/261*z + 1
*
[ 3/5 ] 
f(z) = -37/216*z^3 - 121/200*z + 1
*
[ 3/5 ] 
f(z) = -31/216*z^3 - 123/200*z + 1
*
[ 3/5 ] 
f(z) = -25/201*z^3 - 125/201*z + 1
*
[ 3/5 ] 
f(z) = -25/204*z^3 - 127/204*z + 1
*
[ 3/5 ] 
f(z) = -25/213*z^3 - 133/213*z + 1
*
[ 3/5 ] 
f(z) = -25/219*z^3 - 137/219*z + 1
*
[ 24/37 ] 
f(z) = -37/216*z^3 - 139/296*z + 1
*
[ 2/3 ] 
f(z) = -23/200*z^3 - 101/225*z + 1
*
[ 2/3 ] 
f(z) = -37/216*z^3 - 103/243*z + 1
*
[ 2/3 ] 
f(z) = -35/216*z^3 - 104/243*z + 1
*
[ 2/3 ] 
f(z) = -31/216*z^3 - 106/243*z + 1
*
[ 2/3 ] 
f(z) = -29/216*z^3 - 107/243*z + 1
*
[ 2/3 ] 
f(z) = -25/216*z^3 - 109/243*z + 1
*
[ 2/3 ] 
f(z) = -23/216*z^3 - 110/243*z + 1
*
[ 24/35 ] 
f(z) = -35/216*z^3 - 107/280*z + 1
*
[ 6/11 ] 
f(z) = -35/216*z^3 - 95/121*z + 1
*
[ 6/11 ] 
f(z) = -29/216*z^3 - 96/121*z + 1
*
[ 5/9 ] 
f(z) = -27/200*z^3 - 91/120*z + 1
*
[ 6/11 ] 
f(z) = -23/216*z^3 - 97/121*z + 1
*
[ 2/3 ] 
f(z) = -27/202*z^3 - 89/202*z + 1
*
[ 2/3 ] 
f(z) = -27/206*z^3 - 91/206*z + 1
*
[ 2/3 ] 
f(z) = -27/214*z^3 - 95/214*z + 1
*
[ 2/3 ] 
f(z) = -27/218*z^3 - 97/218*z + 1
*
[ 2/3 ] 
f(z) = -37/200*z^3 - 94/225*z + 1
*
[ 2/3 ] 
f(z) = -31/200*z^3 - 97/225*z + 1
*
[ 2/3 ] 
f(z) = -29/200*z^3 - 98/225*z + 1
*
[ 5/7 ] 
f(z) = -21/200*z^3 - 97/280*z + 1
*
[ 3/5 ] 
f(z) = -35/216*z^3 - 73/120*z + 1
*
[ 2/3 ] 
f(z) = -33/208*z^3 - 67/156*z + 1
*
[ 2/3 ] 
f(z) = -21/208*z^3 - 71/156*z + 1
*
8/5 | 0.15239630545269655910251249953976616331 | 0.028351332506766578282075594132923203648
f(z) = -25/216*z^3 - 71/216*z + 1
*
[ 18/25 ] 
f(z) = -25/216*z^3 - 74/225*z + 1
*
[ 3/4 ] 
f(z) = -28/207*z^3 - 71/276*z + 1
*
[ 3/5 ] 
f(z) = -25/207*z^3 - 43/69*z + 1
*
[ 2/3 ] 
f(z) = -27/212*z^3 - 47/106*z + 1
*
[ 3/4 ] 
f(z) = -32/201*z^3 - 49/201*z + 1
*
[ 3/4 ] 
f(z) = -32/213*z^3 - 53/213*z + 1
*
[ 3/4 ] 
f(z) = -32/219*z^3 - 55/219*z + 1
*
[ 18/23 ] 
f(z) = -23/216*z^3 - 44/207*z + 1
*
[ 24/31 ] 
f(z) = -31/216*z^3 - 51/248*z + 1
*
[ 2/3 ] 
f(z) = -27/208*z^3 - 23/52*z + 1
*
[ 2/3 ] 
f(z) = -39/200*z^3 - 31/75*z + 1
*
[ 2/3 ] 
f(z) = -33/200*z^3 - 32/75*z + 1
*
[ 2/3 ] 
f(z) = -21/200*z^3 - 34/75*z + 1
*
[ 3/4 ] 
f(z) = -40/207*z^3 - 31/138*z + 1
*
[ 3/4 ] 
f(z) = -35/216*z^3 - 31/128*z + 1
*
[ 3/4 ] 
f(z) = -29/216*z^3 - 33/128*z + 1
*
[ 3/4 ] 
f(z) = -23/216*z^3 - 35/128*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.024799446284768841693412426890998337528
f(z) = -27/208*z^3 - 29/156*z + 1
*
[ 4/5 ] 
f(z) = -25/204*z^3 - 35/204*z + 1
*
[ 4/5 ] 
f(z) = -25/212*z^3 - 37/212*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -21/214*z^3 - 23/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -21/218*z^3 - 25/218*z + 1
*
[ 24/29 ] 
f(z) = -29/216*z^3 - 27/232*z + 1
*
[ 4/5 ] 
f(z) = -35/208*z^3 - 37/260*z + 1
*
[ 3/5 ] 
f(z) = -25/216*z^3 - 5/8*z + 1
*
[ 6/7 ] 
f(z) = -35/216*z^3 - 1/21*z + 1
*
[ 2/3 ] 
f(z) = -27/200*z^3 - 11/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -25/216*z^3 - 1/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -23/200*z^3 - 1/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -23/216*z^3 - 2/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -21/200*z^3 - 2/25*z + 1
*
[ 6/7 ] 
f(z) = -37/216*z^3 - 2/49*z + 1
*
[ 6/7 ] 
f(z) = -31/216*z^3 - 3/49*z + 1
*
[ 4/5 ] 
f(z) = -25/208*z^3 - 9/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -25/208*z^3 - 1/52*z + 1
*
[ 6/7 ] 
f(z) = -25/216*z^3 - 4/49*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -23/208*z^3 - 3/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -21/208*z^3 - 5/52*z + 1
*
[ 10/13 ] 
f(z) = -39/200*z^3 - 12/65*z + 1
*
[ 3/4 ] 
f(z) = -32/207*z^3 - 17/69*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -25/204*z^3 - 1/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -25/212*z^3 - 3/106*z + 1
*
[ 4/5 ] 
f(z) = -25/216*z^3 - 19/108*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -23/204*z^3 - 5/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -23/212*z^3 - 7/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -21/212*z^3 - 11/106*z + 1
*
5/3 | 0.18595757854782128966157852798663583411 | 0.029069817642310458412428206389609356390
f(z) = -39/200*z^3 - 7/120*z + 1
*
-5/3 | 0.17919723134487981087245003828595273652 | 0.028013006395772989199687394907098288957
f(z) = -21/200*z^3 - 13/120*z + 1
*
[ 6/7 ] 
f(z) = -29/216*z^3 - 10/147*z + 1
*
20/9 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = -27/208*z^3 - 17/156*z + 1
*
[ 6/7 ] 
f(z) = -23/216*z^3 - 13/147*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = -21/208*z^3 - 11/156*z + 1
*
[ 5/6 ] 
f(z) = -27/200*z^3 - 17/160*z + 1
*
[ 5/6 ] 
f(z) = -36/205*z^3 - 16/205*z + 1
*
[ 5/6 ] 
f(z) = -36/215*z^3 - 18/215*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -27/218*z^3 - 1/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -25/202*z^3 - 1/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -25/206*z^3 - 3/206*z + 1
*
14/5 | 0.085190937052221529864205181747658587493 | 0.015975141453137977488737429742546555386
f(z) = -25/207*z^3 - 11/207*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -25/214*z^3 - 7/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -25/218*z^3 - 9/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -23/202*z^3 - 9/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -23/206*z^3 - 11/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -23/210*z^3 - 13/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -23/214*z^3 - 15/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -23/218*z^3 - 17/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -21/202*z^3 - 17/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -21/206*z^3 - 19/206*z + 1
*
[ 9/10 ] 
f(z) = -25/216*z^3 - 5/288*z + 1
*
[ 6 ] 
f(z) = -37/216*z^3 + 7*z + 1
*
[ 6/5 ] 
f(z) = -35/216*z^3 + 2/5*z + 1
*
[ -6 ] 
f(z) = -35/216*z^3 + 7*z + 1
*
[ -6/7 ] 
f(z) = -35/216*z^3 + 16/7*z + 1
*
6/5 | 0.20532069989600465600285862356702983050 | 0.025013206579938652487991138231993775236
f(z) = -35/216*z^3 + 17/5*z + 1
*
[ 3 ] 
f(z) = -35/216*z^3 + 17/8*z + 1
*
[ 6 ] 
f(z) = -31/216*z^3 + 6*z + 1
*
[ -6 ] 
f(z) = -31/216*z^3 + 19/3*z + 1
*
[ -6 ] 
f(z) = -29/216*z^3 + 6*z + 1
*
[ 3 ] 
f(z) = -29/216*z^3 + 15/8*z + 1
*
[ 6 ] 
f(z) = -29/216*z^3 + 17/3*z + 1
*
[ 10/9 ] 
f(z) = -27/200*z^3 + 4/15*z + 1
*
[ 10/3 ] 
f(z) = -27/200*z^3 + 11/5*z + 1
*
[ -10/3 ] 
f(z) = -27/200*z^3 + 14/5*z + 1
*
[ 6/5 ] 
f(z) = -25/216*z^3 + 1/3*z + 1
*
[ -6/5 ] 
f(z) = -25/216*z^3 + 2*z + 1
*
[ 6 ] 
f(z) = -25/216*z^3 + 5*z + 1
*
[ 12/5 ] 
f(z) = -25/216*z^3 + 5/4*z + 1
*
-6/5 | 0.10406788955062611826910439705770139442 | 0.013959999873570658438520580571958567652
f(z) = -25/216*z^3 + 8*z + 1
*
6/5 | 0.18718455589007675367004230282959288338 | 0.028450738519967213086678789934925539914
f(z) = -25/216*z^3 + 10/3*z + 1
*
[ -6 ] 
f(z) = -25/216*z^3 + 16/3*z + 1
*
6 | 0.24027982880782035276982134437879638932 | 0.028880768136137048061210852074088420817
f(z) = -25/216*z^3 + 19/5*z + 1
*
[ -3 ] 
f(z) = -25/216*z^3 + 19/8*z + 1
*
[ -6 ] 
f(z) = -23/216*z^3 + 5*z + 1
*
[ 3 ] 
f(z) = -23/216*z^3 + 13/8*z + 1
*
[ 6 ] 
f(z) = -23/216*z^3 + 14/3*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -39/200*z^3 + 7/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -37/200*z^3 + 6/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -37/216*z^3 + 5/27*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -35/216*z^3 + 4/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -33/200*z^3 + 4/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -31/200*z^3 + 3/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -31/216*z^3 + 2/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -29/200*z^3 + 2/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -29/216*z^3 + 1/27*z + 1
*
[ 6/5 ] 
f(z) = -29/216*z^3 + 9/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -27/200*z^3 + 1/25*z + 1
*
[ 3/2 ] 
f(z) = -25/216*z^3 + 19/32*z + 1
*
[ 6/5 ] 
f(z) = -23/216*z^3 + 8/25*z + 1
*
[ 10/7 ] 
f(z) = -21/200*z^3 + 18/35*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -37/208*z^3 + 11/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -35/208*z^3 + 9/52*z + 1
*
[ 10/11 ] 
f(z) = -33/200*z^3 + 2/55*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -33/208*z^3 + 7/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -31/208*z^3 + 5/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -29/208*z^3 + 3/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -27/208*z^3 + 1/52*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -35/204*z^3 + 19/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -35/212*z^3 + 17/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -33/212*z^3 + 13/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -31/204*z^3 + 11/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -31/212*z^3 + 9/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -29/204*z^3 + 7/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -29/212*z^3 + 5/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -27/212*z^3 + 1/106*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.023026513227583948392098780224049821097
f(z) = -33/208*z^3 + 5/156*z + 1
*
-12/5 | 0.18889144561672273159717593348292545532 | 0.029348513444470317073970353953906448764
f(z) = -25/208*z^3 + 17/156*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -31/210*z^3 + 19/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -31/214*z^3 + 17/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -31/218*z^3 + 15/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -29/202*z^3 + 15/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -29/206*z^3 + 13/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -29/210*z^3 + 11/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -29/214*z^3 + 9/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -29/218*z^3 + 7/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -27/202*z^3 + 7/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -27/206*z^3 + 5/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -27/214*z^3 + 1/214*z + 1
*
[ 24/25 ] 
f(z) = -25/216*z^3 + 13/200*z + 1
*
[ -6 ] 
f(z) = -37/216*z^3 + 22/3*z + 1
*
[ -3 ] 
f(z) = -37/216*z^3 + 23/8*z + 1
*
[ 6 ] 
f(z) = -35/216*z^3 + 20/3*z + 1
*
[ -6/5 ] 
f(z) = -35/216*z^3 + 31/15*z + 1
*
[ 10/3 ] 
f(z) = -33/200*z^3 + 38/15*z + 1
*
[ -3 ] 
f(z) = -31/216*z^3 + 21/8*z + 1
*
-10/3 | 0.19166352723057917781517727351412905644 | 0.028269282426298151199547449136633376120
f(z) = -27/200*z^3 + 22/15*z + 1
*
[ -10/9 ] 
f(z) = -27/200*z^3 + 31/15*z + 1
*
66/5 | 0.22552670418033994207371369688780981877 | 0.026941394864757512468582994105238043758
f(z) = -25/216*z^3 + 20*z + 1
*
[ 18/5 ] 
f(z) = -25/216*z^3 + 20/9*z + 1
*
[ -18/5 ] 
f(z) = -25/216*z^3 + 25/9*z + 1
*
[ -12/5 ] 
f(z) = -25/216*z^3 + 25/12*z + 1
*
[ -24/5 ] 
f(z) = -25/216*z^3 + 31/8*z + 1
*
-33/5 | 0.18604238830304908557241286448751351727 | 0.027154775454456450983813122207488187021
f(z) = -25/216*z^3 + 35/8*z + 1
*
[ 10/3 ] 
f(z) = -21/200*z^3 + 28/15*z + 1
*
[ -10/3 ] 
f(z) = -21/200*z^3 + 37/15*z + 1
*
[ 2 ] 
f(z) = -39/200*z^3 + 32/25*z + 1
*
[ 2 ] 
f(z) = -37/200*z^3 + 31/25*z + 1
*
[ 3/2 ] 
f(z) = -37/216*z^3 + 23/32*z + 1
*
[ 2 ] 
f(z) = -37/216*z^3 + 32/27*z + 1
*
[ 12/7 ] 
f(z) = -35/216*z^3 + 25/28*z + 1
*
-66/35 | 0.22367256706026089057892222138935644216 | 0.025045562910096616960572648270293551775
f(z) = -35/216*z^3 + 26/35*z + 1
*
[ 2 ] 
f(z) = -35/216*z^3 + 31/27*z + 1
*
[ 2 ] 
f(z) = -33/200*z^3 + 29/25*z + 1
*
[ 2 ] 
f(z) = -31/200*z^3 + 28/25*z + 1
*
[ 3/2 ] 
f(z) = -31/216*z^3 + 21/32*z + 1
*
[ 2 ] 
f(z) = -31/216*z^3 + 29/27*z + 1
*
[ 2 ] 
f(z) = -29/200*z^3 + 27/25*z + 1
*
[ 2 ] 
f(z) = -29/216*z^3 + 28/27*z + 1
*
[ 2 ] 
f(z) = -27/200*z^3 + 26/25*z + 1
*
[ 2 ] 
f(z) = -25/216*z^3 + 26/27*z + 1
*
[ 2 ] 
f(z) = -23/200*z^3 + 24/25*z + 1
*
[ 2 ] 
f(z) = -23/216*z^3 + 25/27*z + 1
*
[ 2 ] 
f(z) = -21/200*z^3 + 23/25*z + 1
*
3 | 0.17228744750467397235925932382533497540 | 0.023532715510526736353278150896647536226
f(z) = -35/216*z^3 + 23/56*z + 1
*
[ 5/3 ] 
f(z) = -27/200*z^3 + 31/40*z + 1
*
[ 4/3 ] 
f(z) = -27/208*z^3 + 25/52*z + 1
*
-2/3 | 0.15961193172465192507500194728346033158 | 0.029903661452394473834034362788298843441
f(z) = -27/208*z^3 + 29/52*z + 1
*
-14/5 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -25/208*z^3 + 23/52*z + 1
*
[ 6/5 ] 
f(z) = -37/216*z^3 + 31/75*z + 1
*
[ 6/5 ] 
f(z) = -31/216*z^3 + 28/75*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -39/212*z^3 + 25/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -37/204*z^3 + 23/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -37/212*z^3 + 21/106*z + 1
*
[ 6/5 ] 
f(z) = -25/204*z^3 + 35/102*z + 1
*
[ 10/9 ] 
f(z) = -21/200*z^3 + 31/135*z + 1
*
[ 24/23 ] 
f(z) = -23/216*z^3 + 29/184*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -37/218*z^3 + 39/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -35/202*z^3 + 39/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -35/206*z^3 + 37/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -35/214*z^3 + 33/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -35/218*z^3 + 31/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -33/202*z^3 + 31/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -33/206*z^3 + 29/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -33/214*z^3 + 25/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -33/218*z^3 + 23/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -31/202*z^3 + 23/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -31/206*z^3 + 21/206*z + 1
*
[ 10/3 ] 
f(z) = -39/200*z^3 + 43/15*z + 1
*
[ -10/3 ] 
f(z) = -39/200*z^3 + 52/15*z + 1
*
[ -10/3 ] 
f(z) = -33/200*z^3 + 47/15*z + 1
*
-10/3 | 0.22614723551322792587733832791611647841 | 0.029599946283777687630260510744130145360
f(z) = -27/200*z^3 + 52/15*z + 1
*
3/5 | 0.17573549026494177258774710810766435179 | 0.024902163715551424039981493168761711907
f(z) = -25/216*z^3 + 43/8*z + 1
*
-42/5 | 0.26745550239988446844478103467109556041 | 0.028293738775721595491200095440989665180
f(z) = -25/216*z^3 + 59/7*z + 1
*
[ 10 ] 
f(z) = -21/200*z^3 + 57/5*z + 1
*
[ -10 ] 
f(z) = -21/200*z^3 + 58/5*z + 1
*
[ -2 ] 
f(z) = -39/200*z^3 + 57/25*z + 1
*
[ -2 ] 
f(z) = -37/200*z^3 + 56/25*z + 1
*
[ -6/5 ] 
f(z) = -37/216*z^3 + 52/25*z + 1
*
[ 3 ] 
f(z) = -37/216*z^3 + 53/24*z + 1
*
[ -2 ] 
f(z) = -37/216*z^3 + 59/27*z + 1
*
[ -12/5 ] 
f(z) = -35/216*z^3 + 47/20*z + 1
*
[ -2 ] 
f(z) = -35/216*z^3 + 58/27*z + 1
*
-6/7 | 0.25343650012299337256763118291726644965 | 0.026810688381321580059607991402561500754
f(z) = -35/216*z^3 + 59/35*z + 1
*
[ -2 ] 
f(z) = -33/200*z^3 + 54/25*z + 1
*
[ -2 ] 
f(z) = -31/200*z^3 + 53/25*z + 1
*
[ 3 ] 
f(z) = -31/216*z^3 + 47/24*z + 1
*
[ -6/5 ] 
f(z) = -31/216*z^3 + 51/25*z + 1
*
[ -2 ] 
f(z) = -31/216*z^3 + 56/27*z + 1
*
[ -2 ] 
f(z) = -29/200*z^3 + 52/25*z + 1
*
[ -2 ] 
f(z) = -29/216*z^3 + 55/27*z + 1
*
[ -2 ] 
f(z) = -27/200*z^3 + 51/25*z + 1
*
[ 3 ] 
f(z) = -25/216*z^3 + 41/24*z + 1
*
[ -2 ] 
f(z) = -25/216*z^3 + 53/27*z + 1
*
[ -2 ] 
f(z) = -23/200*z^3 + 49/25*z + 1
*
[ -2 ] 
f(z) = -23/216*z^3 + 52/27*z + 1
*
[ -3 ] 
f(z) = -23/216*z^3 + 55/24*z + 1
*
[ -2 ] 
f(z) = -21/200*z^3 + 48/25*z + 1
*
[ 2 ] 
f(z) = -33/208*z^3 + 59/52*z + 1
*
[ 2 ] 
f(z) = -31/208*z^3 + 57/52*z + 1
*
[ 2 ] 
f(z) = -29/208*z^3 + 55/52*z + 1
*
[ 2 ] 
f(z) = -27/208*z^3 + 53/52*z + 1
*
[ 2 ] 
f(z) = -25/208*z^3 + 51/52*z + 1
*
[ 2 ] 
f(z) = -23/208*z^3 + 49/52*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.026602482158858470244129256485077105017
f(z) = -23/208*z^3 + 53/52*z + 1
*
[ 2 ] 
f(z) = -21/208*z^3 + 47/52*z + 1
*
[ 3/2 ] 
f(z) = -40/207*z^3 + 53/69*z + 1
*
[ 3/2 ] 
f(z) = -32/207*z^3 + 47/69*z + 1
*
[ 3/2 ] 
f(z) = -28/207*z^3 + 44/69*z + 1
*
[ 9/5 ] 
f(z) = -25/216*z^3 + 59/72*z + 1
*
[ 3/2 ] 
f(z) = -23/216*z^3 + 55/96*z + 1
*
[ 4/3 ] 
f(z) = -27/200*z^3 + 49/100*z + 1
*
[ 10/9 ] 
f(z) = -39/200*z^3 + 46/135*z + 1
*
[ 10/9 ] 
f(z) = -33/200*z^3 + 41/135*z + 1
*
[ 6/5 ] 
f(z) = -25/207*z^3 + 47/138*z + 1
*
[ 6/5 ] 
f(z) = -25/208*z^3 + 53/156*z + 1
*
-14/5 | 0.21230228302094464806367829696062069790 | 0.028998335635750153449018223656009412848
f(z) = -25/216*z^3 + 50/189*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -39/202*z^3 + 55/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -39/206*z^3 + 53/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -39/214*z^3 + 49/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -39/218*z^3 + 47/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -37/202*z^3 + 47/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -37/206*z^3 + 45/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -37/210*z^3 + 43/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -37/214*z^3 + 41/214*z + 1
*
-15/7 | 0.22824611206274952128610006454765203432 | 0.025557682078698666543931104587053226973
f(z) = -35/216*z^3 + 59/280*z + 1
*
[ 10 ] 
f(z) = -29/200*z^3 + 77/5*z + 1
*
[ -10 ] 
f(z) = -29/200*z^3 + 78/5*z + 1
*
10/9 | 0.21419148428852775924046635000243461112 | 0.027293318734575444607629261083189587761
f(z) = -27/200*z^3 + 64/15*z + 1
*
[ 10 ] 
f(z) = -27/200*z^3 + 72/5*z + 1
*
[ -10 ] 
f(z) = -27/200*z^3 + 73/5*z + 1
*
10/9 | 0.22444094704277755967080017972041835844 | 0.027852051487097624375921309012202848595
f(z) = -27/200*z^3 + 79/15*z + 1
*
[ -42/5 ] 
f(z) = -25/216*z^3 + 65/7*z + 1
*
[ -12 ] 
f(z) = -25/216*z^3 + 71/4*z + 1
*
[ 10 ] 
f(z) = -23/200*z^3 + 62/5*z + 1
*
[ -10 ] 
f(z) = -23/200*z^3 + 63/5*z + 1
*
[ 12 ] 
f(z) = -23/216*z^3 + 65/4*z + 1
*
[ -3/2 ] 
f(z) = -35/216*z^3 + 65/32*z + 1
*
[ -3 ] 
f(z) = -35/216*z^3 + 67/24*z + 1
*
12/7 | 0.19298679825505574666023386759942585917 | 0.023553138123806699731222262247486022883
f(z) = -35/216*z^3 + 67/28*z + 1
*
[ -3 ] 
f(z) = -29/216*z^3 + 61/24*z + 1
*
[ -3/2 ] 
f(z) = -29/216*z^3 + 63/32*z + 1
*
[ -2/3 ] 
f(z) = -27/200*z^3 + 64/25*z + 1
*
[ -3/5 ] 
f(z) = -25/216*z^3 + 65/24*z + 1
*
[ -3/2 ] 
f(z) = -23/216*z^3 + 61/32*z + 1
*
[ -10/7 ] 
f(z) = -21/200*z^3 + 67/35*z + 1
*
[ 2 ] 
f(z) = -37/208*z^3 + 63/52*z + 1
*
[ 2 ] 
f(z) = -35/208*z^3 + 61/52*z + 1
*
-3/5 | 0.22298798390180680697862819593769762971 | 0.029613500783073175589407156287417506042
f(z) = -35/216*z^3 + 69/40*z + 1
*
[ -5/3 ] 
f(z) = -27/200*z^3 + 79/40*z + 1
*
-4 | 0.15961193172465192507500194728346033158 | 0.028398673962606369361393341510861379351
f(z) = -27/208*z^3 + 69/52*z + 1
*
[ 20/9 ] 
f(z) = -27/200*z^3 + 73/60*z + 1
*
[ 3/2 ] 
f(z) = -35/216*z^3 + 67/96*z + 1
*
[ 3/2 ] 
f(z) = -29/216*z^3 + 61/96*z + 1
*
[ 8/5 ] 
f(z) = -25/208*z^3 + 71/104*z + 1
*
10/3 | 0.21914152776172763026259452035001292096 | 0.026267018533608798270498627977609299411
f(z) = -21/200*z^3 + 76/105*z + 1
*
[ 3/2 ] 
f(z) = -22/207*z^3 + 79/138*z + 1
*
[ 4/3 ] 
f(z) = -21/208*z^3 + 67/156*z + 1
*
[ 7/6 ] 
f(z) = -36/203*z^3 + 78/203*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -23/204*z^3 + 71/204*z + 1
*
[ 10 ] 
f(z) = -37/200*z^3 + 97/5*z + 1
*
[ -10 ] 
f(z) = -37/200*z^3 + 98/5*z + 1
*
[ 12 ] 
f(z) = -35/216*z^3 + 97/4*z + 1
*
[ 10 ] 
f(z) = -33/200*z^3 + 87/5*z + 1
*
[ -10 ] 
f(z) = -33/200*z^3 + 88/5*z + 1
*
[ 10 ] 
f(z) = -31/200*z^3 + 82/5*z + 1
*
[ -10 ] 
f(z) = -31/200*z^3 + 83/5*z + 1
*
[ -12 ] 
f(z) = -31/216*z^3 + 87/4*z + 1
*
[ 12 ] 
f(z) = -29/216*z^3 + 81/4*z + 1
*
[ 24/5 ] 
f(z) = -25/216*z^3 + 83/24*z + 1
*
[ -2/5 ] 
f(z) = -25/216*z^3 + 95/27*z + 1
*
-4 | 0.14820210159197792821216685063394302181 | 0.025425198880606281697854979617955893641
f(z) = -31/208*z^3 + 85/52*z + 1
*
-5 | 0.17894968905275300146496067541486440002 | 0.029685040008056016837254113673027575644
f(z) = -23/200*z^3 + 83/40*z + 1
*
[ 10/3 ] 
f(z) = -23/200*z^3 + 89/45*z + 1
*
[ -2 ] 
f(z) = -21/208*z^3 + 99/52*z + 1
*
[ 12/5 ] 
f(z) = -35/216*z^3 + 91/60*z + 1
*
[ 2 ] 
f(z) = -23/204*z^3 + 97/102*z + 1
*
[ 2 ] 
f(z) = -23/212*z^3 + 99/106*z + 1
*
[ 2 ] 
f(z) = -21/212*z^3 + 95/106*z + 1
*
[ 3/2 ] 
f(z) = -34/207*z^3 + 97/138*z + 1
*
[ 3/2 ] 
f(z) = -26/207*z^3 + 85/138*z + 1
*
[ 5/3 ] 
f(z) = -21/200*z^3 + 83/120*z + 1
*
[ 4/3 ] 
f(z) = -33/208*z^3 + 83/156*z + 1
*
-2/3 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = -33/208*z^3 + 89/156*z + 1
*
-2/3 | 0.14249718652564092978074930230918436693 | 0.022140126996713100155919956580329790598
f(z) = -21/208*z^3 + 85/156*z + 1
*
[ 7/6 ] 
f(z) = -36/217*z^3 + 80/217*z + 1
*
[ 5/4 ] 
f(z) = -32/205*z^3 + 91/205*z + 1
*
[ 5/4 ] 
f(z) = -32/215*z^3 + 93/215*z + 1
*
[ 42/37 ] 
f(z) = -37/216*z^3 + 88/259*z + 1
*
-4/5 | 0.17800650737779460181588461606405760773 | 0.025623596163181428300719329195448876253
f(z) = -35/208*z^3 + 93/260*z + 1
*
[ 10 ] 
f(z) = -39/200*z^3 + 102/5*z + 1
*
[ -10 ] 
f(z) = -39/200*z^3 + 103/5*z + 1
*
[ -12 ] 
f(z) = -37/216*z^3 + 103/4*z + 1
*
-10/9 | 0.22179103847762686751713349770205356812 | 0.026554427635513773672458840694389039120
f(z) = -27/200*z^3 + 106/15*z + 1
*
[ -2 ] 
f(z) = -37/208*z^3 + 115/52*z + 1
*
-4 | 0.14439943382508964839218008665116595122 | 0.024060898431695528685420405041014706569
f(z) = -35/208*z^3 + 101/52*z + 1
*
[ -2 ] 
f(z) = -35/208*z^3 + 113/52*z + 1
*
[ -3/5 ] 
f(z) = -35/216*z^3 + 109/40*z + 1
*
[ -2 ] 
f(z) = -33/208*z^3 + 111/52*z + 1
*
[ 10/3 ] 
f(z) = -31/200*z^3 + 109/45*z + 1
*
[ -2 ] 
f(z) = -31/208*z^3 + 109/52*z + 1
*
[ 10/3 ] 
f(z) = -29/200*z^3 + 104/45*z + 1
*
-5 | 0.18881054893557766570056181060513742299 | 0.029795761623606869277426281509829729671
f(z) = -29/200*z^3 + 113/40*z + 1
*
[ -2 ] 
f(z) = -29/208*z^3 + 107/52*z + 1
*
[ -6/7 ] 
f(z) = -29/216*z^3 + 111/49*z + 1
*
-5 | 0.18215440110687248405264575174485068133 | 0.029171930219788010396643892202414246762
f(z) = -27/200*z^3 + 103/40*z + 1
*
[ -4/3 ] 
f(z) = -27/208*z^3 + 103/52*z + 1
*
[ -2 ] 
f(z) = -27/208*z^3 + 105/52*z + 1
*
[ -2 ] 
f(z) = -25/208*z^3 + 103/52*z + 1
*
21/5 | 0.21700574758636293938468564730229673181 | 0.027169241031310580785170194891517373281
f(z) = -25/216*z^3 + 109/56*z + 1
*
5 | 0.17961928926089379904118048739361720828 | 0.028591477646128534488045974842110612273
f(z) = -23/200*z^3 + 107/40*z + 1
*
[ -10/3 ] 
f(z) = -23/200*z^3 + 116/45*z + 1
*
[ -2 ] 
f(z) = -23/208*z^3 + 101/52*z + 1
*
[ -6/7 ] 
f(z) = -23/216*z^3 + 110/49*z + 1
*
-5 | 0.18881003608098978887728730214901516155 | 0.029795680691195337733060408887587119764
f(z) = -21/200*z^3 + 113/40*z + 1
*
[ 18/7 ] 
f(z) = -35/216*z^3 + 106/63*z + 1
*
[ 3 ] 
f(z) = -22/207*z^3 + 112/69*z + 1
*
[ 2 ] 
f(z) = -33/212*z^3 + 119/106*z + 1
*
[ 2 ] 
f(z) = -31/204*z^3 + 113/102*z + 1
*
[ 2 ] 
f(z) = -31/212*z^3 + 115/106*z + 1
*
[ 2 ] 
f(z) = -29/204*z^3 + 109/102*z + 1
*
[ 2 ] 
f(z) = -29/212*z^3 + 111/106*z + 1
*
[ 2 ] 
f(z) = -27/212*z^3 + 107/106*z + 1
*
[ 2 ] 
f(z) = -25/204*z^3 + 101/102*z + 1
*
[ 2 ] 
f(z) = -25/212*z^3 + 103/106*z + 1
*
-10/21 | 0.25336998454332873112891861309583028280 | 0.029950714030866551873695916406938751897
f(z) = -21/200*z^3 + 118/105*z + 1
*
[ 5/3 ] 
f(z) = -39/200*z^3 + 113/120*z + 1
*
[ 3/2 ] 
f(z) = -38/207*z^3 + 103/138*z + 1
*
[ 5/3 ] 
f(z) = -33/200*z^3 + 103/120*z + 1
*
-5/9 | 0.18215430183692995737396682910346339752 | 0.028475270427336773811860846851875621483
f(z) = -27/200*z^3 + 101/120*z + 1
*
[ 42/31 ] 
f(z) = -31/216*z^3 + 114/217*z + 1
*
[ 4/3 ] 
f(z) = -27/212*z^3 + 101/212*z + 1
*
[ 7/5 ] 
f(z) = -25/203*z^3 + 107/203*z + 1
*
[ 7/5 ] 
f(z) = -25/217*z^3 + 111/217*z + 1
*
6/7 | 0.25538367082805077921069254893571584372 | 0.028048790316743921670874480446882686069
f(z) = -35/216*z^3 + 125/21*z + 1
*
[ 30/7 ] 
f(z) = -35/216*z^3 + 131/35*z + 1
*
[ 20/3 ] 
f(z) = -27/200*z^3 + 137/20*z + 1
*
6 | 0.26913340070058302426640939353630233204 | 0.026255698541841083887442275050246159070
f(z) = -25/216*z^3 + 131/25*z + 1
*
[ -3/10 ] 
f(z) = -25/216*z^3 + 139/32*z + 1
*
-6 | 0.22203599062486831656170081478147672687 | 0.021830152921463150132689582165155150354
f(z) = -23/216*z^3 + 121/23*z + 1
*
[ 10/3 ] 
f(z) = -37/200*z^3 + 124/45*z + 1
*
[ 18/5 ] 
f(z) = -35/216*z^3 + 127/45*z + 1
*
[ -10/11 ] 
f(z) = -33/200*z^3 + 123/55*z + 1
*
-5 | 0.17993953338237174530870597951607112411 | 0.027683912143099250975789526198206410161
f(z) = -33/200*z^3 + 133/40*z + 1
*
-5 | 0.17994630420152103117808530022639005256 | 0.028021938491095125174671341994425617428
f(z) = -31/200*z^3 + 123/40*z + 1
*
[ -10/3 ] 
f(z) = -31/200*z^3 + 136/45*z + 1
*
[ -10/3 ] 
f(z) = -29/200*z^3 + 131/45*z + 1
*
5 | 0.17902487919068152192867644147227323762 | 0.027418195037757474884463590408244553032
f(z) = -29/200*z^3 + 137/40*z + 1
*
5 | 0.18911973512062311413979409539263642924 | 0.029304419632853186040415191862185694484
f(z) = -27/200*z^3 + 127/40*z + 1
*
[ -2/3 ] 
f(z) = -27/208*z^3 + 133/52*z + 1
*
[ -4/5 ] 
f(z) = -25/208*z^3 + 121/52*z + 1
*
-5 | 0.18221036471201675689013568909996518599 | 0.028374506801107086996230539821512668669
f(z) = -23/200*z^3 + 123/40*z + 1
*
[ 4 ] 
f(z) = -23/208*z^3 + 131/52*z + 1
*
[ 5 ] 
f(z) = -21/200*z^3 + 137/40*z + 1
*
[ 4 ] 
f(z) = -21/208*z^3 + 123/52*z + 1
*
[ -3/2 ] 
f(z) = -32/207*z^3 + 139/69*z + 1
*
[ 3 ] 
f(z) = -31/207*z^3 + 139/69*z + 1
*
[ 3 ] 
f(z) = -29/207*z^3 + 133/69*z + 1
*
[ 3 ] 
f(z) = -28/207*z^3 + 130/69*z + 1
*
[ -3/2 ] 
f(z) = -28/207*z^3 + 136/69*z + 1
*
[ -20/9 ] 
f(z) = -27/200*z^3 + 127/60*z + 1
*
[ 3 ] 
f(z) = -26/207*z^3 + 124/69*z + 1
*
[ 3 ] 
f(z) = -25/207*z^3 + 121/69*z + 1
*
[ -9/5 ] 
f(z) = -25/216*z^3 + 139/72*z + 1
*
[ 2 ] 
f(z) = -39/212*z^3 + 131/106*z + 1
*
[ 2 ] 
f(z) = -37/204*z^3 + 125/102*z + 1
*
[ 2 ] 
f(z) = -37/212*z^3 + 127/106*z + 1
*
[ 2 ] 
f(z) = -35/204*z^3 + 121/102*z + 1
*
[ 2 ] 
f(z) = -35/212*z^3 + 123/106*z + 1
*
[ 42/25 ] 
f(z) = -25/216*z^3 + 128/175*z + 1
*
[ 42/23 ] 
f(z) = -23/216*z^3 + 130/161*z + 1
*
[ 3/2 ] 
f(z) = -32/201*z^3 + 139/201*z + 1
*
-3 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = -29/204*z^3 + 125/204*z + 1
*
[ 42/29 ] 
f(z) = -29/216*z^3 + 120/203*z + 1
*
[ 3/2 ] 
f(z) = -28/201*z^3 + 130/201*z + 1
*
[ 3/2 ] 
f(z) = -28/213*z^3 + 134/213*z + 1
*
[ 3/2 ] 
f(z) = -28/219*z^3 + 136/219*z + 1
*
[ 10/7 ] 
f(z) = -23/200*z^3 + 131/245*z + 1
*
-78/7 | 0.30630124006073666000703005056596676500 | 0.029648447699035683988611938205572439847
f(z) = -35/216*z^3 + 142/7*z + 1
*
-174/35 | 0.18813233174226354006319925033626510379 | 0.018161446063785167077703500656552618538
f(z) = -35/216*z^3 + 146/35*z + 1
*
[ -20/3 ] 
f(z) = -27/200*z^3 + 143/20*z + 1
*
[ -10/3 ] 
f(z) = -37/200*z^3 + 151/45*z + 1
*
24/5 | 0.22652477437398898651990796111632704017 | 0.027475543203326033473847543284207835003
f(z) = -35/216*z^3 + 141/40*z + 1
*
[ -18/5 ] 
f(z) = -35/216*z^3 + 152/45*z + 1
*
5 | 0.18270371550986712671788205305571363918 | 0.027409598661643433269815533425795175351
f(z) = -33/200*z^3 + 157/40*z + 1
*
5 | 0.18364689876952554556515847613468941391 | 0.027825833672255996732955707757674257818
f(z) = -31/200*z^3 + 147/40*z + 1
*
-5 | 0.18872684563187810864856874356601532443 | 0.028423249222586068582572814002414177357
f(z) = -29/200*z^3 + 153/40*z + 1
*
[ 4 ] 
f(z) = -29/208*z^3 + 155/52*z + 1
*
-5 | 0.18012608230334953093775690021632321219 | 0.027406929195943401102110977354242802447
f(z) = -27/200*z^3 + 143/40*z + 1
*
[ 4 ] 
f(z) = -27/208*z^3 + 147/52*z + 1
*
[ 21/5 ] 
f(z) = -25/216*z^3 + 157/56*z + 1
*
[ 5 ] 
f(z) = -23/200*z^3 + 147/40*z + 1
*
[ -4 ] 
f(z) = -23/208*z^3 + 157/52*z + 1
*
[ -5 ] 
f(z) = -21/200*z^3 + 153/40*z + 1
*
[ -4 ] 
f(z) = -21/208*z^3 + 149/52*z + 1
*
[ -3/2 ] 
f(z) = -40/207*z^3 + 145/69*z + 1
*
[ -10/13 ] 
f(z) = -39/200*z^3 + 157/65*z + 1
*
[ 3 ] 
f(z) = -37/207*z^3 + 157/69*z + 1
*
[ 3 ] 
f(z) = -35/207*z^3 + 151/69*z + 1
*
[ -18/7 ] 
f(z) = -35/216*z^3 + 155/63*z + 1
*
[ 3 ] 
f(z) = -34/207*z^3 + 148/69*z + 1
*
[ 3 ] 
f(z) = -32/207*z^3 + 142/69*z + 1
*
[ -6/5 ] 
f(z) = -29/216*z^3 + 152/75*z + 1
*
[ -6/5 ] 
f(z) = -23/216*z^3 + 149/75*z + 1
*
[ -3 ] 
f(z) = -22/207*z^3 + 158/69*z + 1
*
[ 12/5 ] 
f(z) = -37/216*z^3 + 157/100*z + 1
*
[ 12/5 ] 
f(z) = -31/216*z^3 + 141/100*z + 1
*
[ 12/7 ] 
f(z) = -29/216*z^3 + 159/196*z + 1
*
[ 12/7 ] 
f(z) = -23/216*z^3 + 143/196*z + 1
*
[ 3/2 ] 
f(z) = -40/201*z^3 + 157/201*z + 1
*
[ 3/2 ] 
f(z) = -32/213*z^3 + 143/213*z + 1
*
[ 3/2 ] 
f(z) = -32/219*z^3 + 145/219*z + 1
*
[ 5/3 ] 
f(z) = -27/205*z^3 + 157/205*z + 1
*
[ 8/5 ] 
f(z) = -25/216*z^3 + 145/216*z + 1
*
[ 10/7 ] 
f(z) = -33/200*z^3 + 156/245*z + 1
*
[ 10/7 ] 
f(z) = -31/200*z^3 + 151/245*z + 1
*
[ 10/7 ] 
f(z) = -29/200*z^3 + 146/245*z + 1
*
[ 10/7 ] 
f(z) = -27/200*z^3 + 141/245*z + 1
*
6/5 | 0.30734568453594198174779845982179604590 | 0.029340471121135229568735239732635992058
f(z) = -35/216*z^3 + 164/35*z + 1
*
5 | 0.19255066961443166293472444641800025999 | 0.028376417738276321631518499640161186450
f(z) = -37/200*z^3 + 177/40*z + 1
*
[ 4 ] 
f(z) = -35/208*z^3 + 179/52*z + 1
*
[ -24/7 ] 
f(z) = -35/216*z^3 + 179/56*z + 1
*
-5 | 0.18068125976221616326025062411568503364 | 0.026717209312750967267889340195774642710
f(z) = -33/200*z^3 + 173/40*z + 1
*
[ 4 ] 
f(z) = -33/208*z^3 + 171/52*z + 1
*
-5 | 0.19337073931862846711019989427523485971 | 0.028847577608132711138351622400167780830
f(z) = -31/200*z^3 + 163/40*z + 1
*
[ 4 ] 
f(z) = -31/208*z^3 + 163/52*z + 1
*
[ 5 ] 
f(z) = -29/200*z^3 + 177/40*z + 1
*
[ 5 ] 
f(z) = -27/200*z^3 + 167/40*z + 1
*
[ -4 ] 
f(z) = -27/208*z^3 + 173/52*z + 1
*
[ -4 ] 
f(z) = -25/208*z^3 + 165/52*z + 1
*
[ -5 ] 
f(z) = -23/200*z^3 + 163/40*z + 1
*
[ 3 ] 
f(z) = -40/207*z^3 + 166/69*z + 1
*
[ 3 ] 
f(z) = -38/207*z^3 + 160/69*z + 1
*
[ -3/4 ] 
f(z) = -32/207*z^3 + 167/69*z + 1
*
[ -3 ] 
f(z) = -29/207*z^3 + 179/69*z + 1
*
[ -3 ] 
f(z) = -28/207*z^3 + 176/69*z + 1
*
[ -3 ] 
f(z) = -26/207*z^3 + 170/69*z + 1
*
[ -3 ] 
f(z) = -25/207*z^3 + 167/69*z + 1
*
[ -12/7 ] 
f(z) = -35/216*z^3 + 173/84*z + 1
*
0 | 0.15487285112998611924275367870942663604 | 0.026412447592969370411892755547094631096
f(z) = -37/210*z^3 + 176/105*z + 1
*
0 | 0.16149470515258372619865484470942280350 | 0.027622748029374381605543375700385736438
f(z) = -31/210*z^3 + 173/105*z + 1
*
0 | 0.15734176053911309826028550598355253033 | 0.026939122406265109161940239306594028199
f(z) = -29/210*z^3 + 172/105*z + 1
*
[ 8/3 ] 
f(z) = -27/208*z^3 + 161/104*z + 1
*
5/3 | 0.18120348265920712430206390438267028837 | 0.026794430040928203437540614716647232691
f(z) = -27/200*z^3 + 173/120*z + 1
*
[ 3/2 ] 
f(z) = -40/213*z^3 + 161/213*z + 1
*
[ 3/2 ] 
f(z) = -40/219*z^3 + 163/219*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -35/204*z^3 + 179/204*z + 1
*
[ 5/3 ] 
f(z) = -27/215*z^3 + 161/215*z + 1
*
[ 9/5 ] 
f(z) = -25/207*z^3 + 173/207*z + 1
*
[ 10/7 ] 
f(z) = -39/200*z^3 + 171/245*z + 1
*
[ 10/7 ] 
f(z) = -37/200*z^3 + 166/245*z + 1
*
[ 3/2 ] 
f(z) = -29/207*z^3 + 179/276*z + 1
*
[ 3/2 ] 
f(z) = -25/207*z^3 + 167/276*z + 1
*
[ 48/5 ] 
f(z) = -25/216*z^3 + 185/16*z + 1
*
[ -12 ] 
f(z) = -23/216*z^3 + 197/12*z + 1
*
6 | 0.28299867654051173579118467082188913339 | 0.026615696186492033021783221482931663882
f(z) = -31/216*z^3 + 192/31*z + 1
*
-6 | 0.24030340920814901551184524662453862858 | 0.022738272126671530597842282184234995942
f(z) = -29/216*z^3 + 180/29*z + 1
*
[ 42/5 ] 
f(z) = -25/216*z^3 + 190/21*z + 1
*
5 | 0.18616671397006600156265958668571410878 | 0.027215181297717817562551802933931683733
f(z) = -39/200*z^3 + 187/40*z + 1
*
-5 | 0.18886236874840221829257395735232038792 | 0.027482370229915200697302581936759639675
f(z) = -37/200*z^3 + 193/40*z + 1
*
[ 4 ] 
f(z) = -37/208*z^3 + 187/52*z + 1
*
[ 24/5 ] 
f(z) = -35/216*z^3 + 181/40*z + 1
*
[ 5 ] 
f(z) = -33/200*z^3 + 197/40*z + 1
*
[ -4 ] 
f(z) = -33/208*z^3 + 197/52*z + 1
*
[ 5 ] 
f(z) = -31/200*z^3 + 187/40*z + 1
*
[ -4 ] 
f(z) = -31/208*z^3 + 189/52*z + 1
*
[ -5 ] 
f(z) = -29/200*z^3 + 193/40*z + 1
*
[ -4 ] 
f(z) = -29/208*z^3 + 181/52*z + 1
*
[ -5 ] 
f(z) = -27/200*z^3 + 183/40*z + 1
*
[ -2/3 ] 
f(z) = -39/200*z^3 + 194/75*z + 1
*
[ -3 ] 
f(z) = -35/207*z^3 + 197/69*z + 1
*
[ -3 ] 
f(z) = -34/207*z^3 + 194/69*z + 1
*
[ -2/3 ] 
f(z) = -33/200*z^3 + 193/75*z + 1
*
[ -3 ] 
f(z) = -32/207*z^3 + 188/69*z + 1
*
[ -3 ] 
f(z) = -31/207*z^3 + 185/69*z + 1
*
[ -3/5 ] 
f(z) = -25/207*z^3 + 187/69*z + 1
*
-6/23 | 0.27969583551096310567092141777719416053 | 0.029272867897476864568393859011218826254
f(z) = -23/216*z^3 + 196/69*z + 1
*
[ -2/3 ] 
f(z) = -21/200*z^3 + 191/75*z + 1
*
[ -3/2 ] 
f(z) = -37/216*z^3 + 197/96*z + 1
*
[ -3/2 ] 
f(z) = -31/216*z^3 + 191/96*z + 1
*
[ -3/2 ] 
f(z) = -25/216*z^3 + 185/96*z + 1
*
[ -4/3 ] 
f(z) = -27/200*z^3 + 199/100*z + 1
*
[ -2 ] 
f(z) = -23/204*z^3 + 199/102*z + 1
*
[ 12/5 ] 
f(z) = -25/208*z^3 + 199/156*z + 1
*
[ 5/3 ] 
f(z) = -36/205*z^3 + 182/205*z + 1
*
[ 5/3 ] 
f(z) = -36/215*z^3 + 186/215*z + 1
*
[ 7/4 ] 
f(z) = -32/203*z^3 + 185/203*z + 1
*
[ 7/4 ] 
f(z) = -32/217*z^3 + 191/217*z + 1
*
[ 2 ] 
f(z) = -23/202*z^3 + 193/202*z + 1
*
[ 2 ] 
f(z) = -23/206*z^3 + 195/206*z + 1
*
[ 2 ] 
f(z) = -23/210*z^3 + 197/210*z + 1
*
[ 2 ] 
f(z) = -23/214*z^3 + 199/214*z + 1
*
[ 2 ] 
f(z) = -21/202*z^3 + 185/202*z + 1
*
[ 2 ] 
f(z) = -21/206*z^3 + 187/206*z + 1
*
[ 2 ] 
f(z) = -21/214*z^3 + 191/214*z + 1
*
[ 2 ] 
f(z) = -21/218*z^3 + 193/218*z + 1
*
[ 3/2 ] 
f(z) = -35/207*z^3 + 197/276*z + 1
*
[ 3/2 ] 
f(z) = -31/207*z^3 + 185/276*z + 1
*
-10/3 | 0.20210730237598171571667852716765879681 | 0.029092845952654043743778860359606593469
f(z) = -27/208*z^3 + 193/260*z + 1
*
[ 12 ] 
f(z) = -25/216*z^3 + 211/12*z + 1
*
-5 | 0.20107535257595568099495518913004095912 | 0.029046034394972611525959756128795822668
f(z) = -39/200*z^3 + 203/40*z + 1
*
[ 5 ] 
f(z) = -37/200*z^3 + 217/40*z + 1
*
[ -4 ] 
f(z) = -37/208*z^3 + 213/52*z + 1
*
[ -4 ] 
f(z) = -35/208*z^3 + 205/52*z + 1
*
[ -5 ] 
f(z) = -33/200*z^3 + 213/40*z + 1
*
[ -5 ] 
f(z) = -31/200*z^3 + 203/40*z + 1
*
[ 26/5 ] 
f(z) = -25/208*z^3 + 211/52*z + 1
*
[ -3 ] 
f(z) = -40/207*z^3 + 212/69*z + 1
*
[ -3 ] 
f(z) = -38/207*z^3 + 206/69*z + 1
*
[ -3 ] 
f(z) = -37/207*z^3 + 203/69*z + 1
*
[ -2 ] 
f(z) = -31/204*z^3 + 215/102*z + 1
*
[ -2 ] 
f(z) = -29/204*z^3 + 211/102*z + 1
*
[ -2 ] 
f(z) = -29/212*z^3 + 217/106*z + 1
*
[ -12/5 ] 
f(z) = -29/216*z^3 + 219/100*z + 1
*
[ -2 ] 
f(z) = -27/212*z^3 + 213/106*z + 1
*
[ -2 ] 
f(z) = -25/204*z^3 + 203/102*z + 1
*
[ -6/5 ] 
f(z) = -25/204*z^3 + 205/102*z + 1
*
[ -8/5 ] 
f(z) = -25/208*z^3 + 201/104*z + 1
*
[ -2 ] 
f(z) = -25/212*z^3 + 209/106*z + 1
*
[ -2 ] 
f(z) = -23/212*z^3 + 205/106*z + 1
*
[ -12/5 ] 
f(z) = -23/216*z^3 + 203/100*z + 1
*
[ -2 ] 
f(z) = -21/212*z^3 + 201/106*z + 1
*
-2/5 | 0.18202474766533772435603423247578590386 | 0.024573638499137961301965479805102486144
f(z) = -35/216*z^3 + 206/135*z + 1
*
-34/9 | 0.19384245573909480538568843443474682832 | 0.028767893854369983092252254245668162424
f(z) = -27/208*z^3 + 211/156*z + 1
*
[ 20/7 ] 
f(z) = -21/200*z^3 + 211/140*z + 1
*
[ 5/2 ] 
f(z) = -23/200*z^3 + 211/160*z + 1
*
[ 5/2 ] 
f(z) = -21/200*z^3 + 201/160*z + 1
*
[ 11/6 ] 
f(z) = -36/209*z^3 + 216/209*z + 1
*
3 | 0.15803462078827167095068720636236910252 | 0.029528925626738756979031610789114401774
f(z) = -31/204*z^3 + 211/204*z + 1
*
[ 2 ] 
f(z) = -29/202*z^3 + 217/202*z + 1
*
[ 2 ] 
f(z) = -29/206*z^3 + 219/206*z + 1
*
[ 2 ] 
f(z) = -27/202*z^3 + 209/202*z + 1
*
[ 2 ] 
f(z) = -27/206*z^3 + 211/206*z + 1
*
[ 2 ] 
f(z) = -27/214*z^3 + 215/214*z + 1
*
[ 2 ] 
f(z) = -27/218*z^3 + 217/218*z + 1
*
[ 2 ] 
f(z) = -25/202*z^3 + 201/202*z + 1
*
[ 2 ] 
f(z) = -25/206*z^3 + 203/206*z + 1
*
[ 2 ] 
f(z) = -25/214*z^3 + 207/214*z + 1
*
[ 2 ] 
f(z) = -25/218*z^3 + 209/218*z + 1
*
[ 2 ] 
f(z) = -23/218*z^3 + 201/218*z + 1
*
[ 20/11 ] 
f(z) = -33/200*z^3 + 219/220*z + 1
*
[ 20/13 ] 
f(z) = -39/200*z^3 + 211/260*z + 1
*
[ 3/2 ] 
f(z) = -37/207*z^3 + 203/276*z + 1
*
[ 66/5 ] 
f(z) = -25/216*z^3 + 232/11*z + 1
*
[ 5 ] 
f(z) = -39/200*z^3 + 227/40*z + 1
*
[ -5 ] 
f(z) = -37/200*z^3 + 233/40*z + 1
*
[ -26/5 ] 
f(z) = -25/208*z^3 + 231/52*z + 1
*
-6/25 | 0.28124843510663432537053886737125195967 | 0.028849139253584328346498146152492846838
f(z) = -25/216*z^3 + 238/75*z + 1
*
-6 | 0.15772683345746232354912071011531383157 | 0.021093230977147146475660775204687161473
f(z) = -21/200*z^3 + 221/75*z + 1
*
[ -2 ] 
f(z) = -39/212*z^3 + 237/106*z + 1
*
[ -2 ] 
f(z) = -37/204*z^3 + 227/102*z + 1
*
[ -2 ] 
f(z) = -37/212*z^3 + 233/106*z + 1
*
[ -2 ] 
f(z) = -35/204*z^3 + 223/102*z + 1
*
[ -2 ] 
f(z) = -35/212*z^3 + 229/106*z + 1
*
-30/7 | 0.23693361649554619063209248772356188527 | 0.024367354159743786845313327784329476442
f(z) = -35/216*z^3 + 232/105*z + 1
*
[ -2 ] 
f(z) = -33/212*z^3 + 225/106*z + 1
*
[ -2 ] 
f(z) = -31/212*z^3 + 221/106*z + 1
*
[ -8/3 ] 
f(z) = -27/208*z^3 + 239/104*z + 1
*
[ -30/23 ] 
f(z) = -23/216*z^3 + 224/115*z + 1
*
-5/9 | 0.17886908072456495584741301861975742205 | 0.025525010710291301950225605316136645812
f(z) = -27/200*z^3 + 221/120*z + 1
*
-10/27 | 0.25124239809996211718854927948029379721 | 0.027501415929679629520999594665150577335
f(z) = -27/200*z^3 + 232/135*z + 1
*
[ -5/3 ] 
f(z) = -21/200*z^3 + 227/120*z + 1
*
-3/7 | 0.22626856507492681336635637754939111622 | 0.029651441361357743853724819012680784221
f(z) = -35/216*z^3 + 229/168*z + 1
*
[ 5/2 ] 
f(z) = -27/200*z^3 + 231/160*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016353549114430887504975433039358404719
f(z) = -39/200*z^3 + 239/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014218058314184782723221059497899144948
f(z) = -38/201*z^3 + 239/201*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016378681535735749384547570595748371898
f(z) = -37/200*z^3 + 237/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014229141136589411421894131675128339150
f(z) = -37/201*z^3 + 238/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015605909533749501305220810565396227879
f(z) = -37/202*z^3 + 239/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017966467298204921142497797596478959690
f(z) = -36/203*z^3 + 239/203*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014251117994091631714557711567256863333
f(z) = -35/201*z^3 + 236/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015630012232808255929093050021911463232
f(z) = -35/202*z^3 + 237/202*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012705771148556146020897399594465003876
f(z) = -35/204*z^3 + 239/204*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014262202057567150203211894480087876149
f(z) = -34/201*z^3 + 235/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017994078480483393999920969356695219370
f(z) = -34/203*z^3 + 237/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017999619268563748254643095255643628316
f(z) = -34/205*z^3 + 239/205*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016429826432671511897624463261308057148
f(z) = -33/200*z^3 + 233/200*z + 1
*
[ 2 ] 
f(z) = -33/202*z^3 + 233/202*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015654154428922263569550893758049924114
f(z) = -33/202*z^3 + 235/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018008003691674302568768823413314761391
f(z) = -33/203*z^3 + 236/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018013410657334627673212865649368427956
f(z) = -33/205*z^3 + 238/205*z + 1
*
[ 2 ] 
f(z) = -33/206*z^3 + 235/206*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015672334148179904465339049577965293974
f(z) = -33/206*z^3 + 239/206*z + 1
*
[ 2 ] 
f(z) = -33/214*z^3 + 239/214*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014284564751576124171006728052093748336
f(z) = -32/201*z^3 + 233/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018022009740608052337707774465488524770
f(z) = -32/203*z^3 + 235/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018027281399372128244184770146097656999
f(z) = -32/205*z^3 + 237/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015555830189388419817006513178981255992
f(z) = -32/207*z^3 + 239/207*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016455851137033734249077824298363044020
f(z) = -31/200*z^3 + 231/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014295844730525225080220189800936544529
f(z) = -31/201*z^3 + 232/201*z + 1
*
[ 2 ] 
f(z) = -31/202*z^3 + 225/202*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015678699661422140806011331145291411420
f(z) = -31/202*z^3 + 233/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018036097460623473578918332766153330387
f(z) = -31/203*z^3 + 234/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012744861088367325764943949266302354507
f(z) = -31/204*z^3 + 235/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018041232305552540260546606847201850557
f(z) = -31/205*z^3 + 236/205*z + 1
*
[ 2 ] 
f(z) = -31/206*z^3 + 227/206*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015696300402984914277224919408417742183
f(z) = -31/206*z^3 + 237/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015567749136039159564575573452475049601
f(z) = -31/207*z^3 + 238/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016486172931964079742737151230256875858
f(z) = -31/208*z^3 + 239/208*z + 1
*
[ 2 ] 
f(z) = -31/210*z^3 + 229/210*z + 1
*
[ 2 ] 
f(z) = -31/214*z^3 + 231/214*z + 1
*
[ 2 ] 
f(z) = -31/218*z^3 + 233/218*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018050267697382836213387328345113229341
f(z) = -30/203*z^3 + 233/203*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018064963792598137431465485040367816792
f(z) = -30/209*z^3 + 239/209*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016482185804007078517230071140787735056
f(z) = -29/200*z^3 + 229/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014318605399064871690460085093243172435
f(z) = -29/201*z^3 + 230/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015703534587411449634781292056457345637
f(z) = -29/202*z^3 + 231/202*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012764844638421913507499449291094322697
f(z) = -29/204*z^3 + 233/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018069377913507121294175649094759718016
f(z) = -29/205*z^3 + 234/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015720664943243314520782243068403314510
f(z) = -29/206*z^3 + 235/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015591793468800275954067573365939444345
f(z) = -29/207*z^3 + 236/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016511509171879445077589400736734454835
f(z) = -29/208*z^3 + 237/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018078805248635527329085728006963405046
f(z) = -29/209*z^3 + 238/209*z + 1
*
[ 2 ] 
f(z) = -29/210*z^3 + 221/210*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.012022435725442357817927455694221474590
f(z) = -29/210*z^3 + 239/210*z + 1
*
[ 2 ] 
f(z) = -29/214*z^3 + 223/214*z + 1
*
[ 2 ] 
f(z) = -29/218*z^3 + 225/218*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014330087498469385517925152791340690877
f(z) = -28/201*z^3 + 229/201*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018083574297380506221081810685716093979
f(z) = -28/205*z^3 + 233/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015603920266752338834131317990476290419
f(z) = -28/207*z^3 + 235/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018092726346017933847688406023671245665
f(z) = -28/209*z^3 + 237/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018097168549274032247897460257974294313
f(z) = -28/211*z^3 + 239/211*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016508837018093247193600389018254680957
f(z) = -27/200*z^3 + 227/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015728785322430824839817188282644315063
f(z) = -27/202*z^3 + 229/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018093282154627418298970141316631750966
f(z) = -27/203*z^3 + 230/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018097854210065731541631577027780893403
f(z) = -27/205*z^3 + 232/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015745314462183261647588832395089657112
f(z) = -27/206*z^3 + 233/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016537139117765846335231140375572248596
f(z) = -27/208*z^3 + 235/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018106727898565394281205212051294976151
f(z) = -27/209*z^3 + 236/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018111034680739994378861917242115623147
f(z) = -27/211*z^3 + 238/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016550583905937374340848725720744044492
f(z) = -27/212*z^3 + 239/212*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014353068302188587034574094430322776628
f(z) = -26/201*z^3 + 227/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018107791169888563489249019600921930901
f(z) = -26/203*z^3 + 229/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018112218524197519957587402904476289156
f(z) = -26/205*z^3 + 231/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015628386733631530787190363828035430438
f(z) = -26/207*z^3 + 233/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018120810732027642428419246509131164710
f(z) = -26/209*z^3 + 235/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018124980595529123048395121164272449051
f(z) = -26/211*z^3 + 237/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014414329449902994381895033888777455679
f(z) = -26/213*z^3 + 239/213*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014364949541649340556090508619808336026
f(z) = -25/201*z^3 + 226/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015754218309895483777677882387700246490
f(z) = -25/202*z^3 + 227/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018122387123572511154350493326146423045
f(z) = -25/203*z^3 + 228/203*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015770374730749938442996876592961313207
f(z) = -25/206*z^3 + 231/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015640727877826653736956915646663555926
f(z) = -25/207*z^3 + 232/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016563068843090289990329212427829942252
f(z) = -25/208*z^3 + 233/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018134975684312072434485323324432742909
f(z) = -25/209*z^3 + 234/209*z + 1
*
[ 11/5 ] 
f(z) = -25/209*z^3 + 235/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018139007108912268105600197452442067992
f(z) = -25/211*z^3 + 236/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016576019133768037208865646239304942564
f(z) = -25/212*z^3 + 237/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014425184891036126296158224947205716753
f(z) = -25/213*z^3 + 238/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015801048703105167239029599172806656863
f(z) = -25/214*z^3 + 239/214*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018137070940474513838085616450877367960
f(z) = -24/203*z^3 + 227/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018141203912981801161056528290895152740
f(z) = -24/205*z^3 + 229/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018149223605717078153120734643439711665
f(z) = -24/209*z^3 + 233/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018153115048111243202698472643798241487
f(z) = -24/211*z^3 + 235/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018160672272723219613877025785177641324
f(z) = -24/215*z^3 + 239/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016563116441503109851208753906191608738
f(z) = -23/200*z^3 + 223/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014388544817449638546946456018074595659
f(z) = -23/201*z^3 + 224/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015779839443436872719734786196528279683
f(z) = -23/202*z^3 + 225/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018151843559500677922056797291045489145
f(z) = -23/203*z^3 + 226/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012826230426752193605951414973323351013
f(z) = -23/204*z^3 + 227/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018155826799318443292844831421369436188
f(z) = -23/205*z^3 + 228/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015795492397421903719129574764219964287
f(z) = -23/206*z^3 + 229/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016589304602289510687334263933790538095
f(z) = -23/208*z^3 + 231/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018163555359170918972349369266579459081
f(z) = -23/209*z^3 + 232/209*z + 1
*
-1 | 0.065841464672245232784689378954993629236 | 0.012078701193013269079517372949633133787
f(z) = -23/210*z^3 + 233/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018167305252527196032052774566246243082
f(z) = -23/211*z^3 + 234/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016601749215069991775665415899379671996
f(z) = -23/212*z^3 + 235/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014447653711689744344712396772111822919
f(z) = -23/213*z^3 + 236/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015825451295464330864789389539167396408
f(z) = -23/214*z^3 + 237/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018174587061026052497059639348310749866
f(z) = -23/215*z^3 + 238/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014137171685031193984749283299502984402
f(z) = -23/216*z^3 + 239/216*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014400259771263684568409244106986960477
f(z) = -22/201*z^3 + 223/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018166705933948639875447309498706523963
f(z) = -22/203*z^3 + 225/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018170537710999548058311427547665124708
f(z) = -22/205*z^3 + 227/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015678192037888113912943568433925247390
f(z) = -22/207*z^3 + 229/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018181578573974363666904765799532077977
f(z) = -22/211*z^3 + 233/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014458890634356378029021367851875050807
f(z) = -22/213*z^3 + 235/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018188581912615079086851220721520700249
f(z) = -22/215*z^3 + 237/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018191982439859343412923343092517314814
f(z) = -22/217*z^3 + 239/217*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016590758860365938578963716595461669382
f(z) = -21/200*z^3 + 221/200*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015805896015254779707487138997363330372
f(z) = -21/202*z^3 + 223/202*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018185337588663704184744713056982258419
f(z) = -21/205*z^3 + 226/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015821033248282703788621152364153318749
f(z) = -21/206*z^3 + 227/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016615852837830939556163866005423149522
f(z) = -21/208*z^3 + 229/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018192473878560603361415864068434023558
f(z) = -21/209*z^3 + 230/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018195935876919364217797971523272439333
f(z) = -21/211*z^3 + 232/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016627780247039094558682071629268719973
f(z) = -21/212*z^3 + 233/212*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015850016309849654970520823715352943036
f(z) = -21/214*z^3 + 235/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018202657645621968837589674729122974636
f(z) = -21/215*z^3 + 236/215*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015863670379625220537263528551688529475
f(z) = -21/218*z^3 + 239/218*z + 1
*
[ 12 ] 
f(z) = -31/216*z^3 + 259/12*z + 1
*
[ -12 ] 
f(z) = -29/216*z^3 + 245/12*z + 1
*
-6 | 0.16619391785469668046915661132454159608 | 0.015246125472419896232311512288608175577
f(z) = -35/216*z^3 + 251/35*z + 1
*
[ 36/5 ] 
f(z) = -25/216*z^3 + 247/36*z + 1
*
[ -36/5 ] 
f(z) = -25/216*z^3 + 257/36*z + 1
*
[ -5 ] 
f(z) = -39/200*z^3 + 243/40*z + 1
*
-50/9 | 0.21745161637037120524388567927297261741 | 0.028593640177261741613038990459019339108
f(z) = -27/200*z^3 + 251/75*z + 1
*
-6 | 0.19841631801825827302771658582298951514 | 0.026131925147713451200633646462960283062
f(z) = -23/200*z^3 + 248/75*z + 1
*
138/35 | 0.21369778614205154650469653848508472459 | 0.021836970876327279481058551446606414565
f(z) = -35/216*z^3 + 247/105*z + 1
*
[ -4/5 ] 
f(z) = -25/216*z^3 + 251/108*z + 1
*
[ 4 ] 
f(z) = -23/200*z^3 + 259/100*z + 1
*
[ 4 ] 
f(z) = -21/200*z^3 + 243/100*z + 1
*
[ -5/3 ] 
f(z) = -39/200*z^3 + 257/120*z + 1
*
[ -5/3 ] 
f(z) = -33/200*z^3 + 247/120*z + 1
*
[ 5/2 ] 
f(z) = -31/200*z^3 + 251/160*z + 1
*
[ 5/2 ] 
f(z) = -29/200*z^3 + 241/160*z + 1
*
10/3 | 0.21494309061295341318105551410285507971 | 0.023247879109881388753141578062942750825
f(z) = -39/200*z^3 + 259/195*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014196455963833616701952780003841828094
f(z) = -40/201*z^3 + 241/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017912179634341055224582050944896956487
f(z) = -40/203*z^3 + 243/203*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015462866628196818804885477542413254833
f(z) = -40/207*z^3 + 247/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017930758564430446505024194236947093133
f(z) = -40/209*z^3 + 249/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017936716690022779765182091643040280801
f(z) = -40/211*z^3 + 251/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014265852133184799414429715005319329314
f(z) = -40/213*z^3 + 253/213*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017953930932837260955870064220240814702
f(z) = -40/217*z^3 + 257/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014298256439044591999375109804210505653
f(z) = -40/219*z^3 + 259/219*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015582198537645319950803983736789073013
f(z) = -39/202*z^3 + 241/202*z + 1
*
[ 2 ] 
f(z) = -39/202*z^3 + 257/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017925636657656616829710039643975096262
f(z) = -39/203*z^3 + 242/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017931825047554523437068334561541607573
f(z) = -39/205*z^3 + 244/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015601579004659464216746740136419290632
f(z) = -39/206*z^3 + 245/206*z + 1
*
[ 2 ] 
f(z) = -39/206*z^3 + 259/206*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017943845895522110189253261228121254779
f(z) = -39/209*z^3 + 248/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017949684952516605639892229972536467453
f(z) = -39/211*z^3 + 250/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016403844268066894519718196505883241041
f(z) = -39/212*z^3 + 251/212*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015638609864801627816089544728651422411
f(z) = -39/214*z^3 + 253/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017961035939716183192121199165783437720
f(z) = -39/215*z^3 + 254/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017966553778806665083907622491683762112
f(z) = -39/217*z^3 + 256/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015656086041125795690163012480699152959
f(z) = -39/218*z^3 + 257/218*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017939169764844730859974779877501517591
f(z) = -38/203*z^3 + 241/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017945231432362527810170586795734030548
f(z) = -38/205*z^3 + 243/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015485718683214842412979374274892035773
f(z) = -38/207*z^3 + 245/207*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017962724070877700158680190857007496719
f(z) = -38/211*z^3 + 249/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014286343058404452610548637604510042137
f(z) = -38/213*z^3 + 251/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017973840443140981918051321946373435540
f(z) = -38/215*z^3 + 253/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017979243895792613332702101183435111713
f(z) = -38/217*z^3 + 255/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014318417158949492281572537570022065101
f(z) = -38/219*z^3 + 257/219*z + 1
*
[ 2 ] 
f(z) = -37/202*z^3 + 249/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.017952779719994876181481072915910521743
f(z) = -37/203*z^3 + 240/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012686466506968130109055018864868597085
f(z) = -37/204*z^3 + 241/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017958713286760943422854784942360981139
f(z) = -37/205*z^3 + 242/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015624859740263437827172426926356664409
f(z) = -37/206*z^3 + 243/206*z + 1
*
[ 2 ] 
f(z) = -37/206*z^3 + 251/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015497240317341336240575741046503436221
f(z) = -37/207*z^3 + 244/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016411868288545784141249923148477515112
f(z) = -37/208*z^3 + 245/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017970237601752597915775762053998665537
f(z) = -37/209*z^3 + 246/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.011950657406950805489729747810431230864
f(z) = -37/210*z^3 + 247/210*z + 1
*
[ 2 ] 
f(z) = -37/210*z^3 + 253/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017975834733004963072560054587803684864
f(z) = -37/211*z^3 + 248/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016427629057264224300134028934138273161
f(z) = -37/212*z^3 + 249/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014296859297247347503522883176441568206
f(z) = -37/213*z^3 + 250/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015661072566804094298611120522019568712
f(z) = -37/214*z^3 + 251/214*z + 1
*
[ 2 ] 
f(z) = -37/214*z^3 + 255/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017986714036132656329417949876260183466
f(z) = -37/215*z^3 + 252/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.013991732484798518827349438709754260552
f(z) = -37/216*z^3 + 253/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.017992001920973115643099661191794373173
f(z) = -37/217*z^3 + 254/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015678159308950392311457582319985162130
f(z) = -37/218*z^3 + 255/218*z + 1
*
[ 2 ] 
f(z) = -37/218*z^3 + 257/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014328297590000039883944484185555188584
f(z) = -37/219*z^3 + 256/219*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.017972271365422910190559084771742142917
f(z) = -36/205*z^3 + 241/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017983543398761864030589523869536843950
f(z) = -36/209*z^3 + 245/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.017989017636378826828567884520826295090
f(z) = -36/211*z^3 + 247/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.017999657381168374632633216747280754107
f(z) = -36/215*z^3 + 251/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018004828500185435058674593934828359712
f(z) = -36/217*z^3 + 253/217*z + 1
*
[ 2 ] 
f(z) = -35/202*z^3 + 241/202*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015648522229167604558774611482583163646
f(z) = -35/206*z^3 + 241/206*z + 1
*
[ 2 ] 
f(z) = -35/206*z^3 + 243/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015520477969035293457275549754829355905
f(z) = -35/207*z^3 + 242/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016436358140904879569301331315013819791
f(z) = -35/208*z^3 + 243/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.017996923456321804329869271528591684787
f(z) = -35/209*z^3 + 244/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018002273488235225866700568356943840501
f(z) = -35/211*z^3 + 246/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016451675573758105008957103444337355532
f(z) = -35/212*z^3 + 247/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014317500030523421378022529386476606288
f(z) = -35/213*z^3 + 248/213*z + 1
*
[ 2 ] 
f(z) = -35/214*z^3 + 247/214*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015683662176852736846239223440070456876
f(z) = -35/214*z^3 + 249/214*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014011829675023312874003394031237181451
f(z) = -35/216*z^3 + 251/216*z + 1
*
[ 2 ] 
f(z) = -35/218*z^3 + 249/218*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015700469452016030263075044833273149001
f(z) = -35/218*z^3 + 253/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014348779105412457733827746249514473539
f(z) = -35/219*z^3 + 254/219*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015532195281841363416363676030726066724
f(z) = -34/207*z^3 + 241/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018010378510705605281109433462781940941
f(z) = -34/209*z^3 + 243/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018015603005743463467970735262942241469
f(z) = -34/211*z^3 + 245/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014328000028006772157394590333699558827
f(z) = -34/213*z^3 + 247/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018025756023013485384240894739100269548
f(z) = -34/215*z^3 + 249/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018030689948274594303085450678832886452
f(z) = -34/217*z^3 + 251/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014358821618416455434398140799748109969
f(z) = -34/219*z^3 + 253/219*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016461124498784501951142379290020736119
f(z) = -33/208*z^3 + 241/208*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018029006916188080120714054979149534822
f(z) = -33/211*z^3 + 244/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016475988956547337328684158981128152386
f(z) = -33/212*z^3 + 245/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015706619685809476642152040246174050884
f(z) = -33/214*z^3 + 247/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018038912691004024563920445637241303374
f(z) = -33/215*z^3 + 248/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018043726153519675623512203284921012300
f(z) = -33/217*z^3 + 250/217*z + 1
*
[ 2 ] 
f(z) = -33/218*z^3 + 241/218*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015723139031363795041021781344835717657
f(z) = -33/218*z^3 + 251/218*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018037516607595421450344683395954185872
f(z) = -32/209*z^3 + 241/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018042485957154830592555556828818367724
f(z) = -32/211*z^3 + 243/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014349362788791956328115593437215850432
f(z) = -32/213*z^3 + 245/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018052141853738728763990334816733758067
f(z) = -32/215*z^3 + 247/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018056833585856973194864790285221522404
f(z) = -32/217*z^3 + 249/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014379633146014019605966114591530756572
f(z) = -32/219*z^3 + 251/219*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018051201175792688848549906119184737064
f(z) = -31/209*z^3 + 240/209*z + 1
*
-1 | 0.065841464672245232784689378954993629236 | 0.012004357767597817222352121025569391557
f(z) = -31/210*z^3 + 241/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018056040876720880229396046039305024211
f(z) = -31/211*z^3 + 242/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016500574490011406074373225790921685998
f(z) = -31/212*z^3 + 243/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014359850928028586213655160364791382887
f(z) = -31/213*z^3 + 244/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015729831975343991420633886199920549529
f(z) = -31/214*z^3 + 245/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018065444220935252980440548583255125505
f(z) = -31/215*z^3 + 246/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014052686202159692143074850438283920072
f(z) = -31/216*z^3 + 247/216*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015745818634815913735441271880889474668
f(z) = -31/218*z^3 + 249/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014390029633867683316184004637221712029
f(z) = -31/219*z^3 + 250/219*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018069672433649334454927271819328000426
f(z) = -30/211*z^3 + 241/211*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018083264907451586740239007171242265976
f(z) = -30/217*z^3 + 247/217*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018083381397588219019232894072354371632
f(z) = -29/211*z^3 + 240/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016525437609294622905208896513262334822
f(z) = -29/212*z^3 + 241/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014381571407114436306714752109505644337
f(z) = -29/213*z^3 + 242/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015753422811083424077091673875510628326
f(z) = -29/214*z^3 + 243/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018092271457608015240935939271939280824
f(z) = -29/215*z^3 + 244/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014073454198545121936628807004393601558
f(z) = -29/216*z^3 + 245/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018096590208784797891633003562836850040
f(z) = -29/217*z^3 + 246/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015768867127461559740863971940610704594
f(z) = -29/218*z^3 + 247/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014410806101216923002002576481996300198
f(z) = -29/219*z^3 + 248/219*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014392428893021519220692671705545073991
f(z) = -28/213*z^3 + 241/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018105797797094839844831763140330429955
f(z) = -28/215*z^3 + 243/215*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014421562136407654483426086768231390086
f(z) = -28/219*z^3 + 247/219*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015777041220335190526554154660043380341
f(z) = -27/214*z^3 + 241/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018119400281442150963897627291087810696
f(z) = -27/215*z^3 + 242/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018123463697339176128345227546350395528
f(z) = -27/217*z^3 + 244/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015792289954087478537524820491113161567
f(z) = -27/218*z^3 + 245/218*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018133079672075585581891103011955782516
f(z) = -26/215*z^3 + 241/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018137013357105322579345986453041877662
f(z) = -26/217*z^3 + 243/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014442875282237035879991421770692588410
f(z) = -26/219*z^3 + 245/219*z + 1
*
-13/5 | 0.15675947419148342585929317312108100414 | 0.028411565469263293015583651619801430439
f(z) = -25/208*z^3 + 249/208*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014115692230596129067915969371921398469
f(z) = -25/216*z^3 + 241/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018150639293010592844119297634696288833
f(z) = -25/217*z^3 + 242/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015815736548732248872253430377366754352
f(z) = -25/218*z^3 + 243/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014453621023402855026858583764022762598
f(z) = -25/219*z^3 + 244/219*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018164342267793370681303884863872620604
f(z) = -24/217*z^3 + 241/217*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018178123055133987972408398637417638281
f(z) = -23/217*z^3 + 240/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015839567751979208679471369889514809211
f(z) = -23/218*z^3 + 241/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014475293798953896724653969830635298594
f(z) = -23/219*z^3 + 242/219*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014486222041353421879792811526374027496
f(z) = -22/219*z^3 + 241/219*z + 1
*
6 | 0.29465083817036918739190215803625063154 | 0.026896450635678691676574061999146678319
f(z) = -37/216*z^3 + 265/37*z + 1
*
3/7 | 0.26057452903726495195711837721461856814 | 0.029383716337674838750746426774566118218
f(z) = -35/216*z^3 + 263/56*z + 1
*
30/23 | 0.26041969171863770503347466810875047696 | 0.026303203049101348930956950806143701990
f(z) = -23/216*z^3 + 277/69*z + 1
*
[ -12/23 ] 
f(z) = -23/216*z^3 + 271/92*z + 1
*
0 | 0.14666194824819594877704235854586297642 | 0.023203183761948803348852697943713303814
f(z) = -31/210*z^3 + 278/105*z + 1
*
0 | 0.16156824359412899862906657435790601015 | 0.025576069582779975656418537278403507667
f(z) = -29/210*z^3 + 277/105*z + 1
*
[ -2/3 ] 
f(z) = -27/212*z^3 + 271/106*z + 1
*
0 | 0.18136534262621573165664788553223376156 | 0.028759502935367302663529347756489300343
f(z) = -23/210*z^3 + 274/105*z + 1
*
[ 4 ] 
f(z) = -23/216*z^3 + 265/108*z + 1
*
[ -3/2 ] 
f(z) = -26/207*z^3 + 269/138*z + 1
*
[ -6/5 ] 
f(z) = -25/207*z^3 + 277/138*z + 1
*
[ -3/2 ] 
f(z) = -22/207*z^3 + 263/138*z + 1
*
[ -10/9 ] 
f(z) = -21/200*z^3 + 274/135*z + 1
*
[ 26/9 ] 
f(z) = -27/208*z^3 + 271/156*z + 1
*
[ 5/2 ] 
f(z) = -33/200*z^3 + 261/160*z + 1
*
[ 2 ] 
f(z) = -39/214*z^3 + 263/214*z + 1
*
[ 2 ] 
f(z) = -39/218*z^3 + 265/218*z + 1
*
3 | 0.15930341330832300476873896985949448217 | 0.028550381161182115981653248347182050225
f(z) = -37/204*z^3 + 265/204*z + 1
*
[ 9/4 ] 
f(z) = -32/207*z^3 + 277/207*z + 1
*
-8/3 | 0.11923131806969480106405484870203355306 | 0.021339898286150971734843158751823224298
f(z) = -27/200*z^3 + 267/200*z + 1
*
[ 7/3 ] 
f(z) = -27/203*z^3 + 263/203*z + 1
*
[ 7/3 ] 
f(z) = -27/217*z^3 + 271/217*z + 1
*
[ 12/5 ] 
f(z) = -25/204*z^3 + 263/204*z + 1
*
[ 5/2 ] 
f(z) = -24/205*z^3 + 273/205*z + 1
*
[ 5/2 ] 
f(z) = -24/215*z^3 + 279/215*z + 1
*
[ -12 ] 
f(z) = -35/216*z^3 + 293/12*z + 1
*
-246/35 | 0.24024283002445584602247277021755245290 | 0.021778346941539781256757951503444104359
f(z) = -35/216*z^3 + 286/35*z + 1
*
-12/7 | 0.25770540943094372411467941219984354186 | 0.029997782456387762230144401943085338044
f(z) = -35/216*z^3 + 299/84*z + 1
*
0 | 0.15193512758410610305848361700920614065 | 0.023996696389918478199082065751928971157
f(z) = -37/210*z^3 + 281/105*z + 1
*
[ 4 ] 
f(z) = -27/200*z^3 + 291/100*z + 1
*
[ 4 ] 
f(z) = -25/216*z^3 + 281/108*z + 1
*
[ 30/7 ] 
f(z) = -21/200*z^3 + 283/105*z + 1
*
[ -4 ] 
f(z) = -21/200*z^3 + 293/100*z + 1
*
[ -10/9 ] 
f(z) = -39/200*z^3 + 289/135*z + 1
*
[ -3/2 ] 
f(z) = -38/207*z^3 + 287/138*z + 1
*
[ -3/2 ] 
f(z) = -34/207*z^3 + 281/138*z + 1
*
[ -10/9 ] 
f(z) = -33/200*z^3 + 284/135*z + 1
*
-14/9 | 0.14249849080434836850924299630742962497 | 0.020265036149725113658076441783642967782
f(z) = -27/208*z^3 + 283/156*z + 1
*
2/3 | 0.14249742449597475818164290426746781860 | 0.020145905668524569136114337941033825099
f(z) = -27/208*z^3 + 295/156*z + 1
*
[ 5/2 ] 
f(z) = -39/200*z^3 + 291/160*z + 1
*
[ 5/2 ] 
f(z) = -37/200*z^3 + 281/160*z + 1
*
[ 14/5 ] 
f(z) = -25/216*z^3 + 293/189*z + 1
*
[ 5/2 ] 
f(z) = -28/205*z^3 + 298/205*z + 1
*
[ 13/5 ] 
f(z) = -25/208*z^3 + 297/208*z + 1
*
[ 3/5 ] 
f(z) = -25/228*z^3 - 143/228*z + 1
*
[ 3/5 ] 
f(z) = -25/231*z^3 - 145/231*z + 1
*
[ 3/5 ] 
f(z) = -25/237*z^3 - 149/237*z + 1
*
[ 3/5 ] 
f(z) = -25/222*z^3 - 139/222*z + 1
*
5/4 | 0.18787633683708796363438188609215516006 | 0.027619146399741337318252237372245971580
f(z) = -28/225*z^3 - 109/180*z + 1
*
[ 2/3 ] 
f(z) = -27/226*z^3 - 101/226*z + 1
*
[ 2/3 ] 
f(z) = -27/230*z^3 - 103/230*z + 1
*
[ 2/3 ] 
f(z) = -27/238*z^3 - 107/238*z + 1
*
[ 2/3 ] 
f(z) = -37/232*z^3 - 112/261*z + 1
*
[ 2/3 ] 
f(z) = -35/232*z^3 - 113/261*z + 1
*
[ 2/3 ] 
f(z) = -31/232*z^3 - 115/261*z + 1
*
[ 2/3 ] 
f(z) = -25/232*z^3 - 118/261*z + 1
*
[ 2/3 ] 
f(z) = -23/232*z^3 - 119/261*z + 1
*
14/9 | 0.10814823778766705995336326611652573616 | 0.016611973309031007469769360763783505032
f(z) = -27/224*z^3 - 83/168*z + 1
*
[ 2/3 ] 
f(z) = -39/224*z^3 - 71/168*z + 1
*
[ 2/3 ] 
f(z) = -33/224*z^3 - 73/168*z + 1
*
[ 3/4 ] 
f(z) = -32/237*z^3 - 61/237*z + 1
*
[ 3/5 ] 
f(z) = -25/234*z^3 - 49/78*z + 1
*
[ 5/8 ] 
f(z) = -32/225*z^3 - 49/90*z + 1
*
[ 2/3 ] 
f(z) = -27/220*z^3 - 49/110*z + 1
*
[ 2/3 ] 
f(z) = -27/236*z^3 - 53/118*z + 1
*
[ 3/4 ] 
f(z) = -32/231*z^3 - 59/231*z + 1
*
[ 4/5 ] 
f(z) = -25/228*z^3 - 41/228*z + 1
*
[ 4/5 ] 
f(z) = -25/236*z^3 - 43/236*z + 1
*
[ 15/19 ] 
f(z) = -38/225*z^3 - 46/285*z + 1
*
[ 2/3 ] 
f(z) = -27/224*z^3 - 25/56*z + 1
*
4/3 | 0.19387656055457806641565469647159923810 | 0.029780163921881875313105215234604679121
f(z) = -39/224*z^3 - 37/84*z + 1
*
[ 2/3 ] 
f(z) = -39/232*z^3 - 37/87*z + 1
*
[ 2/3 ] 
f(z) = -33/232*z^3 - 38/87*z + 1
*
[ 2/3 ] 
f(z) = -21/232*z^3 - 40/87*z + 1
*
[ 4/5 ] 
f(z) = -25/232*z^3 - 21/116*z + 1
*
[ 5/6 ] 
f(z) = -36/235*z^3 - 22/235*z + 1
*
7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -32/231*z^3 - 34/231*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -23/226*z^3 - 21/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -23/234*z^3 - 25/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -23/238*z^3 - 27/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -21/226*z^3 - 29/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -21/230*z^3 - 31/230*z + 1
*
[ 2/3 ] 
f(z) = -27/232*z^3 - 13/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -27/232*z^3 - 1/29*z + 1
*
[ 4/5 ] 
f(z) = -25/224*z^3 - 5/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -25/232*z^3 - 2/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -23/232*z^3 - 3/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -21/232*z^3 - 4/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -27/224*z^3 - 1/56*z + 1
*
-6/5 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -25/224*z^3 - 19/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -25/224*z^3 - 3/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -23/224*z^3 - 5/56*z + 1
*
[ 3/4 ] 
f(z) = -32/225*z^3 - 19/75*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -29/236*z^3 - 1/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -27/220*z^3 - 1/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -27/236*z^3 - 5/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -25/228*z^3 - 7/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -25/236*z^3 - 9/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -23/220*z^3 - 9/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -23/228*z^3 - 11/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -23/236*z^3 - 13/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -21/220*z^3 - 13/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -21/236*z^3 - 17/118*z + 1
*
[ 8/9 ] 
f(z) = -27/224*z^3 - 5/168*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -29/234*z^3 - 1/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -29/238*z^3 - 3/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -27/226*z^3 - 5/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -27/230*z^3 - 7/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -27/238*z^3 - 11/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -25/222*z^3 - 11/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -25/226*z^3 - 13/226*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -25/234*z^3 - 17/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -25/238*z^3 - 19/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -23/222*z^3 - 19/222*z + 1
*
[ 15/17 ] 
f(z) = -34/225*z^3 - 4/255*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -39/232*z^3 + 5/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -37/232*z^3 + 4/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -35/232*z^3 + 3/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -33/232*z^3 + 2/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -31/232*z^3 + 1/29*z + 1
*
[ 4/3 ] 
f(z) = -27/224*z^3 + 13/28*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -39/224*z^3 + 11/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -37/224*z^3 + 9/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -33/224*z^3 + 5/56*z + 1
*
[ 5/4 ] 
f(z) = -32/225*z^3 + 19/45*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -31/224*z^3 + 3/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -29/224*z^3 + 1/56*z + 1
*
-12/5 | 0.16822566516162033831939562619968581047 | 0.025840090571290924644133903141473604750
f(z) = -25/224*z^3 + 5/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -39/236*z^3 + 19/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -37/220*z^3 + 19/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -37/228*z^3 + 17/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -37/236*z^3 + 15/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -35/228*z^3 + 13/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -35/236*z^3 + 11/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -33/236*z^3 + 7/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -31/220*z^3 + 7/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -31/228*z^3 + 5/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -31/236*z^3 + 3/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -29/220*z^3 + 3/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -29/228*z^3 + 1/114*z + 1
*
[ 15/16 ] 
f(z) = -32/225*z^3 + 7/120*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -33/226*z^3 + 19/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -33/230*z^3 + 17/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -33/238*z^3 + 13/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -31/222*z^3 + 13/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -31/226*z^3 + 11/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -31/230*z^3 + 9/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -31/234*z^3 + 7/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -31/238*z^3 + 5/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -29/222*z^3 + 5/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -29/226*z^3 + 3/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -29/230*z^3 + 1/230*z + 1
*
9/5 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = -25/231*z^3 + 4/231*z + 1
*
[ 2 ] 
f(z) = -39/232*z^3 + 34/29*z + 1
*
[ 2 ] 
f(z) = -37/232*z^3 + 33/29*z + 1
*
[ 2 ] 
f(z) = -35/232*z^3 + 32/29*z + 1
*
[ 2 ] 
f(z) = -33/232*z^3 + 31/29*z + 1
*
[ 15/8 ] 
f(z) = -32/225*z^3 + 29/30*z + 1
*
[ 2 ] 
f(z) = -31/232*z^3 + 30/29*z + 1
*
[ 2 ] 
f(z) = -27/232*z^3 + 28/29*z + 1
*
[ 2 ] 
f(z) = -25/232*z^3 + 27/29*z + 1
*
[ 2 ] 
f(z) = -23/232*z^3 + 26/29*z + 1
*
[ 2 ] 
f(z) = -21/232*z^3 + 25/29*z + 1
*
[ 6/5 ] 
f(z) = -25/234*z^3 + 25/78*z + 1
*
[ 6/5 ] 
f(z) = -25/232*z^3 + 28/87*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -39/220*z^3 + 23/110*z + 1
*
[ 15/14 ] 
f(z) = -28/225*z^3 + 22/105*z + 1
*
[ 6/5 ] 
f(z) = -25/228*z^3 + 37/114*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -39/238*z^3 + 37/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -37/226*z^3 + 35/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -37/230*z^3 + 33/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -37/234*z^3 + 31/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -37/238*z^3 + 29/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -35/222*z^3 + 29/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -35/226*z^3 + 27/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -35/234*z^3 + 23/234*z + 1
*
[ 15/4 ] 
f(z) = -32/225*z^3 + 41/15*z + 1
*
[ -15/4 ] 
f(z) = -32/225*z^3 + 49/15*z + 1
*
[ -2 ] 
f(z) = -31/232*z^3 + 59/29*z + 1
*
[ -4/3 ] 
f(z) = -27/224*z^3 + 55/28*z + 1
*
[ -2 ] 
f(z) = -27/232*z^3 + 57/29*z + 1
*
[ -2 ] 
f(z) = -25/232*z^3 + 56/29*z + 1
*
[ -2 ] 
f(z) = -23/232*z^3 + 55/29*z + 1
*
[ -2 ] 
f(z) = -21/232*z^3 + 54/29*z + 1
*
[ 2 ] 
f(z) = -31/224*z^3 + 59/56*z + 1
*
[ 2 ] 
f(z) = -29/224*z^3 + 57/56*z + 1
*
[ 2 ] 
f(z) = -27/224*z^3 + 55/56*z + 1
*
[ 2 ] 
f(z) = -23/224*z^3 + 51/56*z + 1
*
[ 3/2 ] 
f(z) = -32/225*z^3 + 49/75*z + 1
*
[ 3/2 ] 
f(z) = -28/225*z^3 + 46/75*z + 1
*
[ 4/3 ] 
f(z) = -39/224*z^3 + 47/84*z + 1
*
[ 4/3 ] 
f(z) = -33/224*z^3 + 43/84*z + 1
*
[ 4/3 ] 
f(z) = -27/232*z^3 + 53/116*z + 1
*
[ 6/5 ] 
f(z) = -25/224*z^3 + 55/168*z + 1
*
[ 15/13 ] 
f(z) = -26/225*z^3 + 56/195*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -39/226*z^3 + 43/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -39/230*z^3 + 41/230*z + 1
*
[ -2 ] 
f(z) = -39/232*z^3 + 63/29*z + 1
*
[ -2 ] 
f(z) = -37/232*z^3 + 62/29*z + 1
*
[ -2 ] 
f(z) = -35/232*z^3 + 61/29*z + 1
*
[ -2 ] 
f(z) = -33/232*z^3 + 60/29*z + 1
*
[ -15/8 ] 
f(z) = -32/225*z^3 + 61/30*z + 1
*
[ 4 ] 
f(z) = -29/224*z^3 + 79/28*z + 1
*
[ 4 ] 
f(z) = -27/224*z^3 + 75/28*z + 1
*
[ -2/3 ] 
f(z) = -27/232*z^3 + 74/29*z + 1
*
[ -4/5 ] 
f(z) = -25/224*z^3 + 65/28*z + 1
*
[ 4 ] 
f(z) = -25/224*z^3 + 71/28*z + 1
*
[ 4 ] 
f(z) = -23/224*z^3 + 67/28*z + 1
*
[ 2 ] 
f(z) = -39/224*z^3 + 67/56*z + 1
*
[ 2 ] 
f(z) = -37/224*z^3 + 65/56*z + 1
*
[ 2 ] 
f(z) = -33/224*z^3 + 61/56*z + 1
*
[ 5/2 ] 
f(z) = -32/225*z^3 + 67/45*z + 1
*
[ 5/2 ] 
f(z) = -28/225*z^3 + 62/45*z + 1
*
-8/3 | 0.12950058450714648412362771138964506380 | 0.019891773526262263792473777722346514683
f(z) = -33/224*z^3 + 71/168*z + 1
*
[ 15/11 ] 
f(z) = -22/225*z^3 + 74/165*z + 1
*
[ 5/4 ] 
f(z) = -28/225*z^3 + 71/180*z + 1
*
[ 6/5 ] 
f(z) = -25/222*z^3 + 73/222*z + 1
*
-12/5 | 0.21087823894021520117146467988487536335 | 0.027714788332868432577109085489107404127
f(z) = -25/224*z^3 + 71/252*z + 1
*
[ 4 ] 
f(z) = -39/224*z^3 + 99/28*z + 1
*
[ 4 ] 
f(z) = -37/224*z^3 + 95/28*z + 1
*
[ 4 ] 
f(z) = -33/224*z^3 + 87/28*z + 1
*
[ 4 ] 
f(z) = -31/224*z^3 + 83/28*z + 1
*
[ -4 ] 
f(z) = -31/224*z^3 + 97/28*z + 1
*
[ -4 ] 
f(z) = -29/224*z^3 + 93/28*z + 1
*
[ -4 ] 
f(z) = -27/224*z^3 + 89/28*z + 1
*
[ -4 ] 
f(z) = -25/224*z^3 + 85/28*z + 1
*
-12/5 | 0.17262328980766743822751179065062687260 | 0.026023669984180149772642735478631433122
f(z) = -25/224*z^3 + 95/28*z + 1
*
[ -4 ] 
f(z) = -23/224*z^3 + 81/28*z + 1
*
[ -5/4 ] 
f(z) = -32/225*z^3 + 91/45*z + 1
*
[ -5/2 ] 
f(z) = -28/225*z^3 + 98/45*z + 1
*
[ 8/3 ] 
f(z) = -27/224*z^3 + 83/56*z + 1
*
6/5 | 0.17228668601815693500064785389439532769 | 0.029107919530230218422162609360398119546
f(z) = -25/224*z^3 + 93/56*z + 1
*
[ 2 ] 
f(z) = -21/220*z^3 + 97/110*z + 1
*
[ 3/2 ] 
f(z) = -26/225*z^3 + 89/150*z + 1
*
[ 3/2 ] 
f(z) = -22/225*z^3 + 83/150*z + 1
*
[ 5/4 ] 
f(z) = -32/235*z^3 + 97/235*z + 1
*
[ 15/2 ] 
f(z) = -28/225*z^3 + 118/15*z + 1
*
[ -4 ] 
f(z) = -39/224*z^3 + 113/28*z + 1
*
[ -4 ] 
f(z) = -37/224*z^3 + 109/28*z + 1
*
[ -4 ] 
f(z) = -33/224*z^3 + 101/28*z + 1
*
-28/5 | 0.15238000310528935066310281397494834566 | 0.022567224743206969116444034372791043466
f(z) = -25/224*z^3 + 107/28*z + 1
*
[ -2/5 ] 
f(z) = -25/232*z^3 + 102/29*z + 1
*
[ -2 ] 
f(z) = -33/224*z^3 + 117/56*z + 1
*
[ -5/2 ] 
f(z) = -32/225*z^3 + 103/45*z + 1
*
[ -2 ] 
f(z) = -31/224*z^3 + 115/56*z + 1
*
[ -2 ] 
f(z) = -29/224*z^3 + 113/56*z + 1
*
-14/3 | 0.11143447462216685241586552952657170069 | 0.018507563939974677950975385714160755321
f(z) = -27/224*z^3 + 103/56*z + 1
*
[ -8/5 ] 
f(z) = -25/224*z^3 + 107/56*z + 1
*
[ -2 ] 
f(z) = -23/224*z^3 + 107/56*z + 1
*
[ 3 ] 
f(z) = -23/225*z^3 + 119/75*z + 1
*
[ 3 ] 
f(z) = -22/225*z^3 + 116/75*z + 1
*
-4/9 | 0.11597044485950626783609696521518401827 | 0.017175029789872241783493406401577414773
f(z) = -27/224*z^3 + 107/84*z + 1
*
[ 5/2 ] 
f(z) = -26/225*z^3 + 119/90*z + 1
*
[ 12/5 ] 
f(z) = -25/224*z^3 + 103/84*z + 1
*
[ 5/2 ] 
f(z) = -22/225*z^3 + 109/90*z + 1
*
[ 2 ] 
f(z) = -31/220*z^3 + 117/110*z + 1
*
[ 2 ] 
f(z) = -31/228*z^3 + 119/114*z + 1
*
[ 2 ] 
f(z) = -29/220*z^3 + 113/110*z + 1
*
[ 2 ] 
f(z) = -29/228*z^3 + 115/114*z + 1
*
[ 2 ] 
f(z) = -29/236*z^3 + 117/118*z + 1
*
[ 15/7 ] 
f(z) = -28/225*z^3 + 116/105*z + 1
*
[ 2 ] 
f(z) = -27/220*z^3 + 109/110*z + 1
*
[ 2 ] 
f(z) = -27/236*z^3 + 113/118*z + 1
*
[ 2 ] 
f(z) = -25/228*z^3 + 107/114*z + 1
*
[ 2 ] 
f(z) = -25/236*z^3 + 109/118*z + 1
*
[ 2 ] 
f(z) = -23/220*z^3 + 101/110*z + 1
*
[ 2 ] 
f(z) = -23/228*z^3 + 103/114*z + 1
*
[ 2 ] 
f(z) = -23/236*z^3 + 105/118*z + 1
*
[ 2 ] 
f(z) = -21/236*z^3 + 101/118*z + 1
*
[ 3/2 ] 
f(z) = -38/225*z^3 + 107/150*z + 1
*
[ 3/2 ] 
f(z) = -34/225*z^3 + 101/150*z + 1
*
[ 4/3 ] 
f(z) = -27/220*z^3 + 103/220*z + 1
*
[ 4/3 ] 
f(z) = -27/236*z^3 + 107/236*z + 1
*
[ 7/5 ] 
f(z) = -25/224*z^3 + 113/224*z + 1
*
[ 7/5 ] 
f(z) = -25/231*z^3 + 115/231*z + 1
*
[ 7/5 ] 
f(z) = -25/238*z^3 + 117/238*z + 1
*
[ 4/3 ] 
f(z) = -25/224*z^3 + 113/252*z + 1
*
[ 4/3 ] 
f(z) = -23/224*z^3 + 109/252*z + 1
*
[ 15/2 ] 
f(z) = -32/225*z^3 + 133/15*z + 1
*
[ -15/2 ] 
f(z) = -32/225*z^3 + 137/15*z + 1
*
[ -15/2 ] 
f(z) = -28/225*z^3 + 122/15*z + 1
*
[ 28/5 ] 
f(z) = -25/224*z^3 + 121/28*z + 1
*
[ -28/5 ] 
f(z) = -25/224*z^3 + 131/28*z + 1
*
-28/5 | 0.20797177981987824122112762193853961542 | 0.029775265062784519539666189729825722219
f(z) = -25/224*z^3 + 135/28*z + 1
*
[ -2 ] 
f(z) = -39/224*z^3 + 123/56*z + 1
*
[ -2 ] 
f(z) = -37/224*z^3 + 121/56*z + 1
*
[ -8/3 ] 
f(z) = -27/224*z^3 + 125/56*z + 1
*
[ -14/5 ] 
f(z) = -25/224*z^3 + 125/56*z + 1
*
[ 3 ] 
f(z) = -29/225*z^3 + 137/75*z + 1
*
[ 3 ] 
f(z) = -29/234*z^3 + 139/78*z + 1
*
[ 3 ] 
f(z) = -28/225*z^3 + 134/75*z + 1
*
[ 3 ] 
f(z) = -26/225*z^3 + 128/75*z + 1
*
[ 3 ] 
f(z) = -25/234*z^3 + 127/78*z + 1
*
[ 3 ] 
f(z) = -23/234*z^3 + 121/78*z + 1
*
[ 5/2 ] 
f(z) = -34/225*z^3 + 139/90*z + 1
*
[ 2 ] 
f(z) = -39/220*z^3 + 133/110*z + 1
*
[ 2 ] 
f(z) = -39/236*z^3 + 137/118*z + 1
*
[ 2 ] 
f(z) = -37/220*z^3 + 129/110*z + 1
*
[ 2 ] 
f(z) = -37/228*z^3 + 131/114*z + 1
*
[ 2 ] 
f(z) = -37/236*z^3 + 133/118*z + 1
*
[ 2 ] 
f(z) = -35/228*z^3 + 127/114*z + 1
*
[ 2 ] 
f(z) = -35/236*z^3 + 129/118*z + 1
*
[ 2 ] 
f(z) = -33/236*z^3 + 125/118*z + 1
*
[ 2 ] 
f(z) = -31/236*z^3 + 121/118*z + 1
*
19/5 | 0.13455104749363739874768366430632280728 | 0.024722660892696763253101411776289895008
f(z) = -25/231*z^3 + 130/231*z + 1
*
[ 4/3 ] 
f(z) = -37/224*z^3 + 137/252*z + 1
*
[ 4/3 ] 
f(z) = -31/224*z^3 + 125/252*z + 1
*
[ 4/3 ] 
f(z) = -29/224*z^3 + 121/252*z + 1
*
10/3 | 0.13355826984933277255523936650809748708 | 0.020690032775726969413812448610822897711
f(z) = -27/224*z^3 + 159/56*z + 1
*
[ 5 ] 
f(z) = -23/225*z^3 + 151/45*z + 1
*
[ 5 ] 
f(z) = -22/225*z^3 + 146/45*z + 1
*
[ 3 ] 
f(z) = -35/234*z^3 + 157/78*z + 1
*
[ 3 ] 
f(z) = -34/225*z^3 + 152/75*z + 1
*
[ 3 ] 
f(z) = -32/225*z^3 + 146/75*z + 1
*
[ -3/2 ] 
f(z) = -32/225*z^3 + 149/75*z + 1
*
[ 3 ] 
f(z) = -31/225*z^3 + 143/75*z + 1
*
[ 3 ] 
f(z) = -31/234*z^3 + 145/78*z + 1
*
[ -3/2 ] 
f(z) = -28/225*z^3 + 146/75*z + 1
*
[ 15/4 ] 
f(z) = -28/225*z^3 + 149/60*z + 1
*
[ -6/5 ] 
f(z) = -25/234*z^3 + 155/78*z + 1
*
[ 5/2 ] 
f(z) = -38/225*z^3 + 149/90*z + 1
*
[ 28/9 ] 
f(z) = -27/224*z^3 + 155/84*z + 1
*
[ 3/2 ] 
f(z) = -32/231*z^3 + 149/231*z + 1
*
11/4 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = -32/231*z^3 + 158/231*z + 1
*
[ 3/2 ] 
f(z) = -32/237*z^3 + 151/237*z + 1
*
[ 3/2 ] 
f(z) = -28/237*z^3 + 142/237*z + 1
*
[ 8/5 ] 
f(z) = -25/232*z^3 + 151/232*z + 1
*
[ 5 ] 
f(z) = -28/225*z^3 + 176/45*z + 1
*
[ 5 ] 
f(z) = -26/225*z^3 + 166/45*z + 1
*
[ -5 ] 
f(z) = -23/225*z^3 + 169/45*z + 1
*
[ -5 ] 
f(z) = -22/225*z^3 + 164/45*z + 1
*
[ 3 ] 
f(z) = -38/225*z^3 + 164/75*z + 1
*
[ 3 ] 
f(z) = -37/225*z^3 + 161/75*z + 1
*
[ 3 ] 
f(z) = -37/234*z^3 + 163/78*z + 1
*
[ -3 ] 
f(z) = -26/225*z^3 + 178/75*z + 1
*
[ -3 ] 
f(z) = -25/234*z^3 + 179/78*z + 1
*
[ -3 ] 
f(z) = -23/225*z^3 + 169/75*z + 1
*
[ -3 ] 
f(z) = -23/234*z^3 + 173/78*z + 1
*
[ -3 ] 
f(z) = -22/225*z^3 + 166/75*z + 1
*
[ -4/3 ] 
f(z) = -39/224*z^3 + 173/84*z + 1
*
[ -4/3 ] 
f(z) = -33/224*z^3 + 169/84*z + 1
*
[ -12/5 ] 
f(z) = -25/224*z^3 + 173/84*z + 1
*
[ -6/5 ] 
f(z) = -25/232*z^3 + 173/87*z + 1
*
[ 3/2 ] 
f(z) = -40/231*z^3 + 167/231*z + 1
*
[ 3/2 ] 
f(z) = -40/237*z^3 + 169/237*z + 1
*
[ 5/3 ] 
f(z) = -27/220*z^3 + 163/220*z + 1
*
[ 5/3 ] 
f(z) = -27/230*z^3 + 167/230*z + 1
*
[ 5/3 ] 
f(z) = -27/235*z^3 + 169/235*z + 1
*
-10/3 | 0.18549659699709502259680548629819983306 | 0.026419937140842310539282528410718955545
f(z) = -27/224*z^3 + 179/280*z + 1
*
-4/3 | 0.22017270480394837941962419769860804418 | 0.029945524459441663097646899781690657573
f(z) = -27/224*z^3 + 195/28*z + 1
*
[ 15/2 ] 
f(z) = -22/225*z^3 + 191/30*z + 1
*
[ -15/2 ] 
f(z) = -22/225*z^3 + 199/30*z + 1
*
[ 5 ] 
f(z) = -32/225*z^3 + 196/45*z + 1
*
[ 5 ] 
f(z) = -31/225*z^3 + 191/45*z + 1
*
[ 5 ] 
f(z) = -29/225*z^3 + 181/45*z + 1
*
[ -5 ] 
f(z) = -29/225*z^3 + 199/45*z + 1
*
[ -5 ] 
f(z) = -28/225*z^3 + 194/45*z + 1
*
[ 14/3 ] 
f(z) = -27/224*z^3 + 191/56*z + 1
*
[ -5 ] 
f(z) = -26/225*z^3 + 184/45*z + 1
*
[ -2/5 ] 
f(z) = -25/224*z^3 + 197/56*z + 1
*
[ -3/4 ] 
f(z) = -32/225*z^3 + 181/75*z + 1
*
[ -3 ] 
f(z) = -32/225*z^3 + 196/75*z + 1
*
[ -3 ] 
f(z) = -31/225*z^3 + 193/75*z + 1
*
[ -3 ] 
f(z) = -31/234*z^3 + 197/78*z + 1
*
[ -3 ] 
f(z) = -29/225*z^3 + 187/75*z + 1
*
[ -3 ] 
f(z) = -29/234*z^3 + 191/78*z + 1
*
[ -15/4 ] 
f(z) = -28/225*z^3 + 181/60*z + 1
*
[ -3 ] 
f(z) = -28/225*z^3 + 184/75*z + 1
*
12/5 | 0.16956778005135715320626396258088670160 | 0.026699863234048739508597017640693621480
f(z) = -25/234*z^3 + 191/78*z + 1
*
[ -5/2 ] 
f(z) = -26/225*z^3 + 191/90*z + 1
*
[ -5/2 ] 
f(z) = -22/225*z^3 + 181/90*z + 1
*
[ 12/5 ] 
f(z) = -25/234*z^3 + 187/156*z + 1
*
[ 5/3 ] 
f(z) = -36/235*z^3 + 194/235*z + 1
*
[ 7/4 ] 
f(z) = -32/231*z^3 + 197/231*z + 1
*
[ 9/5 ] 
f(z) = -25/234*z^3 + 185/234*z + 1
*
[ 2 ] 
f(z) = -21/226*z^3 + 197/226*z + 1
*
[ 2 ] 
f(z) = -21/230*z^3 + 199/230*z + 1
*
[ 5 ] 
f(z) = -34/225*z^3 + 206/45*z + 1
*
[ -5 ] 
f(z) = -32/225*z^3 + 214/45*z + 1
*
[ -5 ] 
f(z) = -31/225*z^3 + 209/45*z + 1
*
[ -14/3 ] 
f(z) = -27/224*z^3 + 215/56*z + 1
*
[ -3 ] 
f(z) = -38/225*z^3 + 214/75*z + 1
*
[ -3 ] 
f(z) = -37/225*z^3 + 211/75*z + 1
*
[ -3 ] 
f(z) = -37/234*z^3 + 215/78*z + 1
*
[ -3 ] 
f(z) = -35/234*z^3 + 209/78*z + 1
*
[ -3 ] 
f(z) = -34/225*z^3 + 202/75*z + 1
*
[ -3/5 ] 
f(z) = -25/234*z^3 + 211/78*z + 1
*
[ -5/2 ] 
f(z) = -34/225*z^3 + 211/90*z + 1
*
[ -28/9 ] 
f(z) = -27/224*z^3 + 209/84*z + 1
*
12/5 | 0.22228409709279139014336142144919185283 | 0.029836472887300309622884663797087088732
f(z) = -25/224*z^3 + 215/84*z + 1
*
[ -15/7 ] 
f(z) = -28/225*z^3 + 214/105*z + 1
*
[ -15/14 ] 
f(z) = -28/225*z^3 + 218/105*z + 1
*
[ -2 ] 
f(z) = -27/220*z^3 + 219/110*z + 1
*
[ 16/5 ] 
f(z) = -25/224*z^3 + 205/112*z + 1
*
[ -2 ] 
f(z) = -23/220*z^3 + 211/110*z + 1
*
[ -2 ] 
f(z) = -23/228*z^3 + 217/114*z + 1
*
[ -2 ] 
f(z) = -21/220*z^3 + 207/110*z + 1
*
[ -2 ] 
f(z) = -21/236*z^3 + 219/118*z + 1
*
-11/3 | 0.13325859228161529017995107763750156974 | 0.024706673038952476619805882269859184141
f(z) = -27/220*z^3 + 203/220*z + 1
*
-5/3 | 0.14378508542477469903039362595529634028 | 0.026658326736338076769840737356000155811
f(z) = -27/220*z^3 + 207/220*z + 1
*
[ 2 ] 
f(z) = -25/222*z^3 + 211/222*z + 1
*
[ 2 ] 
f(z) = -25/226*z^3 + 213/226*z + 1
*
[ 2 ] 
f(z) = -25/234*z^3 + 217/234*z + 1
*
[ 2 ] 
f(z) = -23/222*z^3 + 203/222*z + 1
*
[ 2 ] 
f(z) = -23/226*z^3 + 205/226*z + 1
*
[ 2 ] 
f(z) = -23/234*z^3 + 209/234*z + 1
*
[ 2 ] 
f(z) = -23/238*z^3 + 211/238*z + 1
*
[ 15/8 ] 
f(z) = -28/225*z^3 + 217/240*z + 1
*
[ 28/15 ] 
f(z) = -25/224*z^3 + 215/252*z + 1
*
[ 15/2 ] 
f(z) = -26/225*z^3 + 221/30*z + 1
*
[ -15/2 ] 
f(z) = -26/225*z^3 + 229/30*z + 1
*
[ 5 ] 
f(z) = -38/225*z^3 + 226/45*z + 1
*
[ 5 ] 
f(z) = -37/225*z^3 + 221/45*z + 1
*
[ -5 ] 
f(z) = -37/225*z^3 + 239/45*z + 1
*
[ -5 ] 
f(z) = -34/225*z^3 + 224/45*z + 1
*
[ -2/3 ] 
f(z) = -39/232*z^3 + 224/87*z + 1
*
[ -5/2 ] 
f(z) = -38/225*z^3 + 221/90*z + 1
*
[ -2/3 ] 
f(z) = -33/232*z^3 + 223/87*z + 1
*
[ -5/8 ] 
f(z) = -32/225*z^3 + 239/90*z + 1
*
-20/9 | 0.17228816921386409888684419169892549943 | 0.022801791060019644632333730854055038524
f(z) = -27/224*z^3 + 239/84*z + 1
*
[ -2/3 ] 
f(z) = -21/232*z^3 + 221/87*z + 1
*
[ -2 ] 
f(z) = -37/220*z^3 + 239/110*z + 1
*
[ -2 ] 
f(z) = -31/220*z^3 + 227/110*z + 1
*
[ -2 ] 
f(z) = -31/228*z^3 + 233/114*z + 1
*
[ -2 ] 
f(z) = -31/236*z^3 + 239/118*z + 1
*
[ -2 ] 
f(z) = -29/220*z^3 + 223/110*z + 1
*
[ -2 ] 
f(z) = -29/228*z^3 + 229/114*z + 1
*
[ -2 ] 
f(z) = -29/236*z^3 + 235/118*z + 1
*
[ 10/3 ] 
f(z) = -27/220*z^3 + 227/110*z + 1
*
[ -4/3 ] 
f(z) = -27/232*z^3 + 227/116*z + 1
*
[ -2 ] 
f(z) = -27/236*z^3 + 231/118*z + 1
*
[ -2 ] 
f(z) = -25/228*z^3 + 221/114*z + 1
*
[ -6/5 ] 
f(z) = -25/228*z^3 + 227/114*z + 1
*
[ -2 ] 
f(z) = -25/236*z^3 + 227/118*z + 1
*
[ -2 ] 
f(z) = -23/236*z^3 + 223/118*z + 1
*
[ 5/2 ] 
f(z) = -23/225*z^3 + 223/180*z + 1
*
-7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -32/231*z^3 + 230/231*z + 1
*
[ 2 ] 
f(z) = -31/222*z^3 + 235/222*z + 1
*
[ 2 ] 
f(z) = -31/226*z^3 + 237/226*z + 1
*
[ 2 ] 
f(z) = -31/230*z^3 + 239/230*z + 1
*
[ 2 ] 
f(z) = -29/222*z^3 + 227/222*z + 1
*
[ 2 ] 
f(z) = -29/226*z^3 + 229/226*z + 1
*
[ 2 ] 
f(z) = -29/230*z^3 + 231/230*z + 1
*
[ 2 ] 
f(z) = -29/234*z^3 + 233/234*z + 1
*
[ 2 ] 
f(z) = -29/238*z^3 + 235/238*z + 1
*
[ 2 ] 
f(z) = -27/226*z^3 + 221/226*z + 1
*
[ 2 ] 
f(z) = -27/230*z^3 + 223/230*z + 1
*
[ 2 ] 
f(z) = -27/238*z^3 + 227/238*z + 1
*
[ -5 ] 
f(z) = -38/225*z^3 + 244/45*z + 1
*
2/5 | 0.16893204328330100366676182600307416840 | 0.024413260338046542721755537361674873077
f(z) = -25/224*z^3 + 253/56*z + 1
*
-24/5 | 0.18668556501256038065898800478886035312 | 0.028082779234203510845333872104657165023
f(z) = -25/234*z^3 + 257/78*z + 1
*
[ -2 ] 
f(z) = -39/220*z^3 + 243/110*z + 1
*
[ -2 ] 
f(z) = -39/236*z^3 + 255/118*z + 1
*
[ -2 ] 
f(z) = -37/228*z^3 + 245/114*z + 1
*
[ -2 ] 
f(z) = -37/236*z^3 + 251/118*z + 1
*
[ -2 ] 
f(z) = -35/228*z^3 + 241/114*z + 1
*
[ -2 ] 
f(z) = -35/236*z^3 + 247/118*z + 1
*
[ -2 ] 
f(z) = -33/236*z^3 + 243/118*z + 1
*
[ 4 ] 
f(z) = -21/232*z^3 + 255/116*z + 1
*
[ 15/4 ] 
f(z) = -22/225*z^3 + 253/120*z + 1
*
[ 5/2 ] 
f(z) = -29/225*z^3 + 253/180*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016434667041269038575607354391752706784
f(z) = -39/220*z^3 + 259/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017989755098425376089036434397757897522
f(z) = -38/221*z^3 + 259/221*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016457626026826543679759774063138909408
f(z) = -37/220*z^3 + 257/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018002287685557417079367728390939762197
f(z) = -37/221*z^3 + 258/221*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018014886518882550698218644265139598669
f(z) = -36/221*z^3 + 257/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018019778454683641607171010905468022487
f(z) = -36/223*z^3 + 259/223*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018027552220813499001506663576544210851
f(z) = -35/221*z^3 + 256/221*z + 1
*
[ 2 ] 
f(z) = -35/222*z^3 + 251/222*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012050633804174242474367940357753879099
f(z) = -35/222*z^3 + 257/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018032331957627278940762452397889301548
f(z) = -35/223*z^3 + 258/223*z + 1
*
[ 2 ] 
f(z) = -35/226*z^3 + 253/226*z + 1
*
[ 2 ] 
f(z) = -35/234*z^3 + 257/234*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018044951817323215801022094493815988880
f(z) = -34/223*z^3 + 257/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015608732168498225332707456011629495221
f(z) = -34/225*z^3 + 259/225*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018053086762244006142758808449672290027
f(z) = -33/221*z^3 + 254/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018057638657222927622761234403362768312
f(z) = -33/223*z^3 + 256/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016517757843857428168336293044362775657
f(z) = -33/224*z^3 + 257/224*z + 1
*
[ 2 ] 
f(z) = -33/226*z^3 + 245/226*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015754350844223931212373089435434281309
f(z) = -33/226*z^3 + 259/226*z + 1
*
[ 2 ] 
f(z) = -33/230*z^3 + 247/230*z + 1
*
[ 2 ] 
f(z) = -33/238*z^3 + 251/238*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018065956889114817063112640865202957771
f(z) = -32/221*z^3 + 253/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018070393109182459771486074834785393360
f(z) = -32/223*z^3 + 255/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015630537335315882046450463313412117922
f(z) = -32/225*z^3 + 257/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018079025704106585141689912007006023900
f(z) = -32/227*z^3 + 259/227*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016527987842017920430545642838384458474
f(z) = -31/220*z^3 + 251/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018078896459638508526503126962429630251
f(z) = -31/221*z^3 + 252/221*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012084796124834301657320193843250555299
f(z) = -31/222*z^3 + 253/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018083215813610117896362690252121455217
f(z) = -31/223*z^3 + 254/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016541045969113737692313218788600768523
f(z) = -31/224*z^3 + 255/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015641526676087036121170426198092289421
f(z) = -31/225*z^3 + 256/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015776359438166974419100575952542191376
f(z) = -31/226*z^3 + 257/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018091620481726373669647675986515535544
f(z) = -31/227*z^3 + 258/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012892683700539363525945291928373868177
f(z) = -31/228*z^3 + 259/228*z + 1
*
[ 2 ] 
f(z) = -31/234*z^3 + 241/234*z + 1
*
[ 2 ] 
f(z) = -31/238*z^3 + 243/238*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018091906139687463160380231559216037073
f(z) = -30/221*z^3 + 251/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018096107419617360487974628378770470584
f(z) = -30/223*z^3 + 253/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018104281834272900676084813912933619557
f(z) = -30/227*z^3 + 257/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018108258961772710409833997298590618890
f(z) = -30/229*z^3 + 259/229*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016551952633456698961018998448132696495
f(z) = -29/220*z^3 + 249/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018104986604294658170108169559279011842
f(z) = -29/221*z^3 + 250/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012101967199934097612054232229343291177
f(z) = -29/222*z^3 + 251/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018109068585172976301695981387240381572
f(z) = -29/223*z^3 + 252/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016564584006631671750820686029659759293
f(z) = -29/224*z^3 + 253/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015663681609050470025548915382376461864
f(z) = -29/225*z^3 + 254/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015798602277549755520197669759303298897
f(z) = -29/226*z^3 + 255/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018117010387247488388384463472539531440
f(z) = -29/227*z^3 + 256/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012910694588020982271132844484781188564
f(z) = -29/228*z^3 + 257/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018120874104780846341586947296545590211
f(z) = -29/229*z^3 + 258/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015812935842518649481925527164330928358
f(z) = -29/230*z^3 + 259/230*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018118138537817944357374078779019556308
f(z) = -28/221*z^3 + 249/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018122099977260631784950109711630659819
f(z) = -28/223*z^3 + 251/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015674848318224774637582649135843988041
f(z) = -28/225*z^3 + 253/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018129806774583662359354170054281351570
f(z) = -28/227*z^3 + 255/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018133555930365437019841467620952144467
f(z) = -28/229*z^3 + 257/229*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016576181132932729404453031983521352325
f(z) = -27/220*z^3 + 247/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018131362634107960217924674819098610221
f(z) = -27/221*z^3 + 248/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018135202272039876208692504918534310986
f(z) = -27/223*z^3 + 250/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016588376742530356396485095347130966133
f(z) = -27/224*z^3 + 251/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015821083811899775173014426627331297160
f(z) = -27/226*z^3 + 253/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018142671638795327411464990098072535356
f(z) = -27/227*z^3 + 254/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018146305065039222080332611072268526564
f(z) = -27/229*z^3 + 256/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015834908756683144213401023575458116018
f(z) = -27/230*z^3 + 257/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016611659252053914367792092877524341335
f(z) = -27/232*z^3 + 259/232*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018148376155010694853392531577726661902
f(z) = -26/223*z^3 + 249/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015697363071757863834698123997574157871
f(z) = -26/225*z^3 + 251/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018155605631128156314415893379669437480
f(z) = -26/227*z^3 + 253/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018159122143760779111247847649115414169
f(z) = -26/229*z^3 + 255/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014496258460827629953836612994339838177
f(z) = -26/231*z^3 + 257/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018165967243665125450222347289589142975
f(z) = -26/233*z^3 + 259/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018158030138888372624306072596796035011
f(z) = -25/221*z^3 + 246/221*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.012137373205104928783636183965109571457
f(z) = -25/222*z^3 + 247/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018161622321181703340978360714943024395
f(z) = -25/223*z^3 + 248/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016612429094985020874190942074091514673
f(z) = -25/224*z^3 + 249/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015843808612511537163446249635498664498
f(z) = -25/226*z^3 + 251/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018168609411714274128626909088513462380
f(z) = -25/227*z^3 + 252/227*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.012947108297237796398029903141881266426
f(z) = -25/228*z^3 + 253/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018172007810082939193649544039242171093
f(z) = -25/229*z^3 + 254/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014506636724843216920685198199179431069
f(z) = -25/231*z^3 + 256/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016634865493098920184079155996918814975
f(z) = -25/232*z^3 + 257/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018178622589225608544206837342177053952
f(z) = -25/233*z^3 + 258/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018171474984108038583322003841731783407
f(z) = -24/221*z^3 + 245/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018174941475242079040182531169752547963
f(z) = -24/223*z^3 + 247/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018181683649730323632857410916332022594
f(z) = -24/227*z^3 + 251/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018184962716304420370118896748484744633
f(z) = -24/229*z^3 + 253/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018191344829869829800873686808615827041
f(z) = -24/233*z^3 + 257/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018194450921375439978850677745605985691
f(z) = -24/235*z^3 + 259/235*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016625450114039537645847124598275001700
f(z) = -23/220*z^3 + 243/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018184994865915820705021520745588637295
f(z) = -23/221*z^3 + 244/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012155192080600601983644273159257486766
f(z) = -23/222*z^3 + 245/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018188334331737328407164165763699110759
f(z) = -23/223*z^3 + 246/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016636746118996427849818093185140115746
f(z) = -23/224*z^3 + 247/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015731597326218131014285831026695360149
f(z) = -23/225*z^3 + 248/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015866899572534854345792865850608285162
f(z) = -23/226*z^3 + 249/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018194829023558999824638067069602749269
f(z) = -23/227*z^3 + 250/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012965892093731336975594549063033398908
f(z) = -23/228*z^3 + 251/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018197987523624762108324366496132269157
f(z) = -23/229*z^3 + 252/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014526997516577647652414015971335551929
f(z) = -23/231*z^3 + 254/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016658318726575715094102868655459712759
f(z) = -23/232*z^3 + 255/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018204134594107130178283462215395832452
f(z) = -23/233*z^3 + 256/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013448237217034413971457182919983435255
f(z) = -23/234*z^3 + 257/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018207126110128384138422762424362065187
f(z) = -23/235*z^3 + 258/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016668627647910841412947236212464769369
f(z) = -23/236*z^3 + 259/236*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018198590528279105877392506118091504223
f(z) = -22/221*z^3 + 243/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018201801615248992160028697751124922904
f(z) = -22/223*z^3 + 245/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015743134377517745328734064430826888619
f(z) = -22/225*z^3 + 247/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018208046220954144140853962950448186264
f(z) = -22/227*z^3 + 249/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018211082902302646315829743226828588299
f(z) = -22/229*z^3 + 251/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018216992518919604194816623243013967681
f(z) = -22/233*z^3 + 255/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018219868298854499544224667552187638964
f(z) = -22/235*z^3 + 257/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014561676857657582329137079123284548462
f(z) = -22/237*z^3 + 259/237*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016650501396318997853351673791156216374
f(z) = -21/220*z^3 + 241/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018212262725747463822401052230629980392
f(z) = -21/221*z^3 + 242/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018215344060578393328924197990000174748
f(z) = -21/223*z^3 + 244/223*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015890125301637191924906773267799637466
f(z) = -21/226*z^3 + 247/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018221335939209491796018737105704494759
f(z) = -21/227*z^3 + 248/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018224249531817693037105512645031242046
f(z) = -21/229*z^3 + 250/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015902726273399236861919720084771042645
f(z) = -21/230*z^3 + 251/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016682023644142838660116349679778977298
f(z) = -21/232*z^3 + 253/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018229919249910988447471014730726004184
f(z) = -21/233*z^3 + 254/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018232678117048610463058171721574151902
f(z) = -21/235*z^3 + 256/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016691913472958031701020997015358447721
f(z) = -21/236*z^3 + 257/236*z + 1
*
-28/3 | 0.20046853151329039705841989682595806159 | 0.026122561482630679995582031664683335484
f(z) = -27/224*z^3 + 269/28*z + 1
*
-6/5 | 0.12978588505657680265767566260124974037 | 0.018672039088973872130613640089242121352
f(z) = -25/224*z^3 + 261/56*z + 1
*
5/4 | 0.15087065532804699381870759215184106680 | 0.021007968218138704499205100043644067348
f(z) = -32/225*z^3 + 263/90*z + 1
*
4/3 | 0.16500144645384976264375500724324626277 | 0.021564318822284962457617087332274820897
f(z) = -27/224*z^3 + 263/84*z + 1
*
[ -4/9 ] 
f(z) = -27/224*z^3 + 275/84*z + 1
*
[ -16/5 ] 
f(z) = -25/224*z^3 + 275/112*z + 1
*
[ -4/5 ] 
f(z) = -25/232*z^3 + 269/116*z + 1
*
[ 4 ] 
f(z) = -23/232*z^3 + 271/116*z + 1
*
[ -15/16 ] 
f(z) = -32/225*z^3 + 263/120*z + 1
*
24/5 | 0.17874648519699576014645321674177755689 | 0.025577549658540811803315550882140942880
f(z) = -25/224*z^3 + 271/168*z + 1
*
[ 5/2 ] 
f(z) = -31/225*z^3 + 263/180*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.017964886214179591410908599811076291122
f(z) = -40/221*z^3 + 261/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017970215827551323598638931691831377617
f(z) = -40/223*z^3 + 263/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017980591790867452886449696185850978211
f(z) = -40/227*z^3 + 267/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017985642997451981861031689782002059212
f(z) = -40/229*z^3 + 269/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014359187538479894169634026156580093000
f(z) = -40/231*z^3 + 271/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.017995483395453017628644339710960433133
f(z) = -40/233*z^3 + 273/233*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014387526511535750457503741168541448125
f(z) = -40/237*z^3 + 277/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018009621309187074736999086477310900512
f(z) = -40/239*z^3 + 279/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017982509974905616946068264363959336537
f(z) = -39/223*z^3 + 262/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016449346966745081181500365111993252055
f(z) = -39/224*z^3 + 263/224*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015689804656253841004569979955569693453
f(z) = -39/226*z^3 + 265/226*z + 1
*
[ 2 ] 
f(z) = -39/226*z^3 + 269/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.017992675521744404885931611680505197026
f(z) = -39/227*z^3 + 266/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.017997624014875907975228421915905939513
f(z) = -39/229*z^3 + 268/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015705745574039200613745515720980808101
f(z) = -39/230*z^3 + 269/230*z + 1
*
[ 2 ] 
f(z) = -39/230*z^3 + 271/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016477361019041862566629308324490895369
f(z) = -39/232*z^3 + 271/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018007263787358786785857632539511526733
f(z) = -39/233*z^3 + 272/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018011959380020632958036912095865582804
f(z) = -39/235*z^3 + 274/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016490737516864749246827230790037028678
f(z) = -39/236*z^3 + 275/236*z + 1
*
[ 2 ] 
f(z) = -39/238*z^3 + 275/238*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015736488517702120439193128346177131989
f(z) = -39/238*z^3 + 277/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018021112234388856702514816434920913505
f(z) = -39/239*z^3 + 278/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.017994868066405846948351046269115828090
f(z) = -38/223*z^3 + 261/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015565801020680788046822741940612823844
f(z) = -38/225*z^3 + 263/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018004821110314236722111305315561230273
f(z) = -38/227*z^3 + 265/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018009665883764640913199732391981815396
f(z) = -38/229*z^3 + 267/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014378199214198662768489136956991639384
f(z) = -38/231*z^3 + 269/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018019103088509920649205761432763725925
f(z) = -38/233*z^3 + 271/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018023699759734757014487690012297761314
f(z) = -38/235*z^3 + 273/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014406272426100541734674228018366530859
f(z) = -38/237*z^3 + 275/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018032659320647778114464852498980382162
f(z) = -38/239*z^3 + 277/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018007290693300829883077401119786397014
f(z) = -37/223*z^3 + 260/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016471912818725746311132096863172732679
f(z) = -37/224*z^3 + 261/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015576450211167552268329476040385484847
f(z) = -37/225*z^3 + 262/225*z + 1
*
[ 2 ] 
f(z) = -37/226*z^3 + 261/226*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015711136213903603760026944347534641943
f(z) = -37/226*z^3 + 263/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018017029119594984513570280972633849318
f(z) = -37/227*z^3 + 264/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012839766227410574025066127827127287565
f(z) = -37/228*z^3 + 265/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018021769153682251160814679705890067141
f(z) = -37/229*z^3 + 266/229*z + 1
*
[ 2 ] 
f(z) = -37/230*z^3 + 263/230*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015726839988668246166231999118988640441
f(z) = -37/230*z^3 + 267/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014387592284839946487066144052191574203
f(z) = -37/231*z^3 + 268/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016499177172884523866507445647827109642
f(z) = -37/232*z^3 + 269/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018031001822801738222696509667511648786
f(z) = -37/233*z^3 + 270/233*z + 1
*
[ 2 ] 
f(z) = -37/234*z^3 + 265/234*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013320904806036423953538027848174960496
f(z) = -37/234*z^3 + 271/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018035498622932577088502682124686632511
f(z) = -37/235*z^3 + 272/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016512196022348951752068172321972703554
f(z) = -37/236*z^3 + 273/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014415438136807296098077635018500719551
f(z) = -37/237*z^3 + 274/237*z + 1
*
[ 2 ] 
f(z) = -37/238*z^3 + 267/238*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015756790755856174069692208489939538551
f(z) = -37/238*z^3 + 275/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018044263056225072204358871372031702728
f(z) = -37/239*z^3 + 276/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018029300119957944795330408425640064195
f(z) = -36/227*z^3 + 263/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018033934381314827843386920100220876158
f(z) = -36/229*z^3 + 265/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018042960520815458887698450859476071430
f(z) = -36/233*z^3 + 269/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018047356487743646089696041944139964333
f(z) = -36/235*z^3 + 271/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018055923935473815900958832021027963524
f(z) = -36/239*z^3 + 275/239*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015732689359749926072887394775876845605
f(z) = -35/226*z^3 + 261/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018041634689252861553555735862334810827
f(z) = -35/227*z^3 + 262/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.012857222927445415700362678669111476043
f(z) = -35/228*z^3 + 263/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018046162130590790835232745059293058155
f(z) = -35/229*z^3 + 264/229*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016521214631180164236324088680374607436
f(z) = -35/232*z^3 + 267/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018054979719929425852702088462117778077
f(z) = -35/233*z^3 + 268/233*z + 1
*
-1 | 0.074625943664397231547836003001505707000 | 0.013338658350899267243104279782015381456
f(z) = -35/234*z^3 + 269/234*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016533868849534124403344549175366355261
f(z) = -35/236*z^3 + 271/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014434277203275589540426284149386979023
f(z) = -35/237*z^3 + 272/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018067642458938005334046609178973085787
f(z) = -35/239*z^3 + 274/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018054033412935742801410312145925594875
f(z) = -34/227*z^3 + 261/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018058452972803710434897843062140300298
f(z) = -34/229*z^3 + 263/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014416804625059297852508686185454255235
f(z) = -34/231*z^3 + 265/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018067059964432612366732588901570948987
f(z) = -34/233*z^3 + 267/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018071251327768997517353815614564338070
f(z) = -34/235*z^3 + 269/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014443767359954945404747535348997171319
f(z) = -34/237*z^3 + 271/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018079419133453619262539365407104061872
f(z) = -34/239*z^3 + 273/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018066496884199372450554348660934258308
f(z) = -33/227*z^3 + 260/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018070807486737696823645758138868969038
f(z) = -33/229*z^3 + 262/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015769326005847411108721926107877586430
f(z) = -33/230*z^3 + 263/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016543477401594153557195361103897136402
f(z) = -33/232*z^3 + 265/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018079201805640466470204259737739183722
f(z) = -33/233*z^3 + 266/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018083289372617370268998746457233315010
f(z) = -33/235*z^3 + 268/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016555759820182820939089858820292793375
f(z) = -33/236*z^3 + 269/236*z + 1
*
-1 | 0.088502939048826485759707724060535708004 | 0.015798118868697766458847967124583708017
f(z) = -33/238*z^3 + 271/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018091254472251717907867558550812331217
f(z) = -33/239*z^3 + 272/239*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018083226258795423316993771754325948146
f(z) = -32/229*z^3 + 261/229*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014436219939526672015456359493254211189
f(z) = -32/231*z^3 + 263/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018091405802013151638960409862325253170
f(z) = -32/233*z^3 + 265/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018095388558572254630554359724818934329
f(z) = -32/235*z^3 + 267/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014462891020013630580979654311688097364
f(z) = -32/237*z^3 + 269/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018103148995063625989995486359808209568
f(z) = -32/239*z^3 + 271/239*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018095709883128849270101619433640954115
f(z) = -31/229*z^3 + 260/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015791076174674253052994389623621742081
f(z) = -31/230*z^3 + 261/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014446281961815691160856487429371798197
f(z) = -31/231*z^3 + 262/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016565969596344264128454824756958258505
f(z) = -31/232*z^3 + 263/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018103672519276242310323723629799927246
f(z) = -31/233*z^3 + 264/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013374355721937383508162186852687438848
f(z) = -31/234*z^3 + 265/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018107549437813544302171411720001695324
f(z) = -31/235*z^3 + 266/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016577872854230938373186628117766972626
f(z) = -31/236*z^3 + 267/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014472525379448857687454853798251259765
f(z) = -31/237*z^3 + 268/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015818919137124682449254911812567349707
f(z) = -31/238*z^3 + 269/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018115103228228250121517926845773410375
f(z) = -31/239*z^3 + 270/239*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018116002530543934966047800751005279593
f(z) = -30/233*z^3 + 263/233*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018127117704801582116384344279811105429
f(z) = -30/239*z^3 + 269/239*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014466189596826219098962770755797573370
f(z) = -29/231*z^3 + 260/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018128396416444837188040891016013136561
f(z) = -29/233*z^3 + 262/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013392539239601335101384141418150625706
f(z) = -29/234*z^3 + 263/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018132058520775389796135648022720264380
f(z) = -29/235*z^3 + 264/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016600211973087823861342404683480231146
f(z) = -29/236*z^3 + 265/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014492126458607468829877032349545291840
f(z) = -29/237*z^3 + 266/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015840047995073999556867439759142123362
f(z) = -29/238*z^3 + 267/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018139192964668441215518032758437665683
f(z) = -29/239*z^3 + 268/239*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018140854765250398900637054075491591169
f(z) = -28/233*z^3 + 261/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018144407865121382258709162254458148104
f(z) = -28/235*z^3 + 263/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014501909072941590693702291650172034399
f(z) = -28/237*z^3 + 265/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018151329554656509723505851101178922977
f(z) = -28/239*z^3 + 267/239*z + 1
*
[ 7/3 ] 
f(z) = -27/224*z^3 + 275/224*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018153378173006051870108579113810128363
f(z) = -27/233*z^3 + 260/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018156821184254043875028293631855574007
f(z) = -27/235*z^3 + 262/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016622781303073781325267589377484489195
f(z) = -27/236*z^3 + 263/236*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015861392875564527621182052090466000515
f(z) = -27/238*z^3 + 265/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018163528028652718090292545154224132222
f(z) = -27/239*z^3 + 266/239*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018169299067367216103060819993916730102
f(z) = -26/235*z^3 + 261/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014521440093784922109266988707914878346
f(z) = -26/237*z^3 + 263/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018175788947722037061145792515170754033
f(z) = -26/239*z^3 + 265/239*z + 1
*
-21/5 | 0.15251158740674648998848151496841978683 | 0.027333149124257092732477235607073577620
f(z) = -25/231*z^3 + 265/231*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016645585079001814729271611821750821131
f(z) = -25/236*z^3 + 261/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014531560418608761132808659485922868906
f(z) = -25/237*z^3 + 262/237*z + 1
*
-1 | 0.088502939048826485759707724060535708004 | 0.015883074756682002308604153172561500798
f(z) = -25/238*z^3 + 263/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018188112880228736158856727581532347228
f(z) = -25/239*z^3 + 264/239*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018200500401960169456070484397363136250
f(z) = -24/239*z^3 + 263/239*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014551585571219775122772230061912039159
f(z) = -23/237*z^3 + 260/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015904746578520438785277256438450412453
f(z) = -23/238*z^3 + 261/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018212952096253151344742069199879280485
f(z) = -23/239*z^3 + 262/239*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018225468554122986816002980830370898877
f(z) = -22/239*z^3 + 261/239*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018238050374395222629303765807527730520
f(z) = -21/239*z^3 + 260/239*z + 1
*
[ 15/2 ] 
f(z) = -34/225*z^3 + 281/30*z + 1
*
[ -15/2 ] 
f(z) = -34/225*z^3 + 289/30*z + 1
*
4 | 0.22860909663969960541600546452180288749 | 0.029513682631524773449064397463047580068
f(z) = -33/224*z^3 + 289/84*z + 1
*
[ -2/3 ] 
f(z) = -27/220*z^3 + 281/110*z + 1
*
[ -10/3 ] 
f(z) = -27/220*z^3 + 293/110*z + 1
*
[ 4 ] 
f(z) = -25/232*z^3 + 287/116*z + 1
*
[ 15/4 ] 
f(z) = -26/225*z^3 + 283/120*z + 1
*
[ 10/3 ] 
f(z) = -27/232*z^3 + 289/145*z + 1
*
[ -3/2 ] 
f(z) = -26/225*z^3 + 289/150*z + 1
*
[ -3/2 ] 
f(z) = -22/225*z^3 + 283/150*z + 1
*
[ 8/3 ] 
f(z) = -33/224*z^3 + 281/168*z + 1
*
-24/5 | 0.10887391020606884797444889036319640257 | 0.015363050138467957523020534410620264749
f(z) = -25/224*z^3 + 299/168*z + 1
*
[ 5/2 ] 
f(z) = -37/225*z^3 + 293/180*z + 1
*
[ 13/6 ] 
f(z) = -36/221*z^3 + 288/221*z + 1
*
[ 9/4 ] 
f(z) = -32/225*z^3 + 287/225*z + 1
*
[ 7/3 ] 
f(z) = -27/238*z^3 + 283/238*z + 1
*
-21/5 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = -25/228*z^3 + 289/228*z + 1
*
[ 5/2 ] 
f(z) = -24/235*z^3 + 291/235*z + 1
*
4 | 0.14505284432840514312626419224968715248 | 0.025726094372411174064924407553629973717
f(z) = -21/220*z^3 + 281/220*z + 1
*
[ 5/9 ] 
f(z) = -39/250*z^3 - 203/270*z + 1
*
[ 5/9 ] 
f(z) = -21/250*z^3 - 209/270*z + 1
*
[ 9/16 ] 
f(z) = -40/243*z^3 - 209/288*z + 1
*
[ 8/15 ] 
f(z) = -27/256*z^3 - 169/200*z + 1
*
[ 3/5 ] 
f(z) = -25/258*z^3 - 163/258*z + 1
*
[ 15/29 ] 
f(z) = -29/250*z^3 - 157/174*z + 1
*
[ 7/12 ] 
f(z) = -24/245*z^3 - 143/210*z + 1
*
[ 3/5 ] 
f(z) = -25/246*z^3 - 155/246*z + 1
*
[ 3/5 ] 
f(z) = -25/249*z^3 - 157/249*z + 1
*
[ 11/18 ] 
f(z) = -27/242*z^3 - 157/264*z + 1
*
[ 9/17 ] 
f(z) = -34/243*z^3 - 130/153*z + 1
*
[ 5/9 ] 
f(z) = -23/250*z^3 - 125/162*z + 1
*
[ 9/14 ] 
f(z) = -35/243*z^3 - 125/252*z + 1
*
-45/28 | 0.21913872552071300405557813614168805566 | 0.024830835317026784407512053188100684361
f(z) = -28/243*z^3 - 121/252*z + 1
*
[ 2/3 ] 
f(z) = -37/248*z^3 - 121/279*z + 1
*
[ 2/3 ] 
f(z) = -35/248*z^3 - 122/279*z + 1
*
[ 2/3 ] 
f(z) = -29/248*z^3 - 125/279*z + 1
*
[ 2/3 ] 
f(z) = -25/248*z^3 - 127/279*z + 1
*
[ 2/3 ] 
f(z) = -23/248*z^3 - 128/279*z + 1
*
[ 2/3 ] 
f(z) = -27/242*z^3 - 109/242*z + 1
*
[ 2/3 ] 
f(z) = -27/250*z^3 - 113/250*z + 1
*
[ 2/3 ] 
f(z) = -27/254*z^3 - 115/254*z + 1
*
[ 15/22 ] 
f(z) = -33/250*z^3 - 107/264*z + 1
*
[ 4/7 ] 
f(z) = -21/256*z^3 - 81/112*z + 1
*
[ 3/5 ] 
f(z) = -40/243*z^3 - 82/135*z + 1
*
[ 3/5 ] 
f(z) = -35/243*z^3 - 83/135*z + 1
*
[ 7/12 ] 
f(z) = -36/245*z^3 - 93/140*z + 1
*
[ 2/3 ] 
f(z) = -39/256*z^3 - 83/192*z + 1
*
[ 2/3 ] 
f(z) = -33/256*z^3 - 85/192*z + 1
*
[ 2/3 ] 
f(z) = -21/256*z^3 - 89/192*z + 1
*
[ 8/15 ] 
f(z) = -25/256*z^3 - 61/72*z + 1
*
[ 4/7 ] 
f(z) = -35/256*z^3 - 79/112*z + 1
*
[ 5/8 ] 
f(z) = -39/250*z^3 - 69/128*z + 1
*
[ 5/8 ] 
f(z) = -29/250*z^3 - 71/128*z + 1
*
[ 11/15 ] 
f(z) = -25/242*z^3 - 61/198*z + 1
*
[ 3/4 ] 
f(z) = -22/243*z^3 - 61/216*z + 1
*
[ 3/4 ] 
f(z) = -32/249*z^3 - 65/249*z + 1
*
[ 3/4 ] 
f(z) = -32/255*z^3 - 67/255*z + 1
*
[ 5/9 ] 
f(z) = -33/250*z^3 - 41/54*z + 1
*
[ 9/16 ] 
f(z) = -32/243*z^3 - 53/72*z + 1
*
[ 2/3 ] 
f(z) = -33/248*z^3 - 41/93*z + 1
*
[ 3/5 ] 
f(z) = -25/252*z^3 - 53/84*z + 1
*
[ 2/3 ] 
f(z) = -21/248*z^3 - 43/93*z + 1
*
[ 8/13 ] 
f(z) = -39/256*z^3 - 59/104*z + 1
*
[ 9/13 ] 
f(z) = -26/243*z^3 - 46/117*z + 1
*
[ 2/3 ] 
f(z) = -27/244*z^3 - 55/122*z + 1
*
-5/18 | 0.19254343132598176946166808140930930203 | 0.024048787380678612276792453435390629129
f(z) = -27/250*z^3 - 47/120*z + 1
*
-28/15 | 0.10705080584800609971139713315937881398 | 0.013826562550790933776827329882432489176
f(z) = -25/256*z^3 - 59/144*z + 1
*
[ 3/4 ] 
f(z) = -38/243*z^3 - 53/216*z + 1
*
[ 3/4 ] 
f(z) = -34/243*z^3 - 55/216*z + 1
*
[ 3/4 ] 
f(z) = -26/243*z^3 - 59/216*z + 1
*
[ 4/5 ] 
f(z) = -25/244*z^3 - 45/244*z + 1
*
9/5 | 0.13452880637915455215881437999526267850 | 0.024329601528482686714250834498864145923
f(z) = -25/252*z^3 - 59/252*z + 1
*
[ 4/5 ] 
f(z) = -25/252*z^3 - 47/252*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -21/250*z^3 - 41/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -21/254*z^3 - 43/254*z + 1
*
[ 5/9 ] 
f(z) = -27/250*z^3 - 23/30*z + 1
*
[ 9/14 ] 
f(z) = -28/243*z^3 - 32/63*z + 1
*
[ 2/3 ] 
f(z) = -27/256*z^3 - 29/64*z + 1
*
[ 2/3 ] 
f(z) = -39/248*z^3 - 40/93*z + 1
*
[ 8/11 ] 
f(z) = -33/256*z^3 - 27/88*z + 1
*
[ 5/7 ] 
f(z) = -31/250*z^3 - 33/98*z + 1
*
[ 3/4 ] 
f(z) = -28/243*z^3 - 29/108*z + 1
*
[ 7/9 ] 
f(z) = -27/245*z^3 - 23/105*z + 1
*
[ 10/13 ] 
f(z) = -39/250*z^3 - 27/130*z + 1
*
[ 4/5 ] 
f(z) = -25/248*z^3 - 23/124*z + 1
*
[ 5/6 ] 
f(z) = -36/245*z^3 - 24/245*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -25/242*z^3 - 21/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -25/246*z^3 - 23/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -25/254*z^3 - 27/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -25/258*z^3 - 29/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -23/242*z^3 - 29/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -23/246*z^3 - 31/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -23/250*z^3 - 33/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -23/254*z^3 - 35/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -23/258*z^3 - 37/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -21/242*z^3 - 37/242*z + 1
*
9/4 | 0.18310204811135161523254087282042095077 | 0.029598427606197207888459573692260099104
f(z) = -32/243*z^3 - 5/18*z + 1
*
20/9 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = -27/250*z^3 - 1/6*z + 1
*
[ 5/6 ] 
f(z) = -27/250*z^3 - 1/8*z + 1
*
[ 4/5 ] 
f(z) = -25/256*z^3 - 3/16*z + 1
*
[ 5/7 ] 
f(z) = -21/250*z^3 - 5/14*z + 1
*
[ 3/4 ] 
f(z) = -32/243*z^3 - 7/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -29/248*z^3 - 1/31*z + 1
*
[ 2/3 ] 
f(z) = -27/248*z^3 - 14/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -27/248*z^3 - 2/31*z + 1
*
[ 8/9 ] 
f(z) = -27/256*z^3 - 1/24*z + 1
*
[ 3/5 ] 
f(z) = -25/243*z^3 - 17/27*z + 1
*
[ 9/10 ] 
f(z) = -25/243*z^3 - 1/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -25/248*z^3 - 3/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -23/248*z^3 - 4/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -21/248*z^3 - 5/31*z + 1
*
[ 3/4 ] 
f(z) = -40/243*z^3 - 13/54*z + 1
*
4/3 | 0.12836162260900335442907603450980430228 | 0.019320542606665039686603006104911022639
f(z) = -27/256*z^3 - 11/48*z + 1
*
5/2 | 0.15492815530302473279773195825213869357 | 0.017498758741481709176803848264802741488
f(z) = -21/250*z^3 - 17/56*z + 1
*
[ 5/6 ] 
f(z) = -37/250*z^3 - 7/72*z + 1
*
[ 7/8 ] 
f(z) = -32/245*z^3 - 3/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -31/256*z^3 - 1/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -29/240*z^3 - 1/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -29/256*z^3 - 3/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -27/256*z^3 - 5/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -25/256*z^3 - 7/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -23/240*z^3 - 7/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -23/256*z^3 - 9/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -21/256*z^3 - 11/64*z + 1
*
[ 4/5 ] 
f(z) = -35/256*z^3 - 13/80*z + 1
*
[ 9/11 ] 
f(z) = -22/243*z^3 - 16/99*z + 1
*
[ 5/6 ] 
f(z) = -39/250*z^3 - 11/120*z + 1
*
[ 5/6 ] 
f(z) = -33/250*z^3 - 13/120*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -31/252*z^3 - 1/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -29/244*z^3 - 3/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -29/252*z^3 - 5/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -27/244*z^3 - 7/122*z + 1
*
5/2 | 0.12533696240907023444167593085058923613 | 0.015654660037779757199636573548361843870
f(z) = -27/250*z^3 - 7/120*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -25/244*z^3 - 11/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -25/252*z^3 - 13/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -23/244*z^3 - 15/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -23/252*z^3 - 17/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -21/244*z^3 - 19/122*z + 1
*
[ 5/6 ] 
f(z) = -21/250*z^3 - 17/120*z + 1
*
[ 8/9 ] 
f(z) = -39/256*z^3 - 1/216*z + 1
*
[ 8/9 ] 
f(z) = -33/256*z^3 - 5/216*z + 1
*
5/3 | 0.13791221093355313297377651760103732293 | 0.016099985863692337683101419487171118997
f(z) = -21/250*z^3 - 17/210*z + 1
*
[ 8/9 ] 
f(z) = -21/256*z^3 - 13/216*z + 1
*
[ 9/10 ] 
f(z) = -32/243*z^3 - 1/225*z + 1
*
[ 9/10 ] 
f(z) = -28/243*z^3 - 4/225*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -31/250*z^3 - 1/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -31/254*z^3 - 3/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -31/258*z^3 - 5/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -29/242*z^3 - 5/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -29/246*z^3 - 7/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -29/250*z^3 - 9/250*z + 1
*
[ 10/11 ] 
f(z) = -29/250*z^3 - 1/242*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -29/254*z^3 - 11/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -29/258*z^3 - 13/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -27/242*z^3 - 13/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -27/250*z^3 - 17/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -27/254*z^3 - 19/254*z + 1
*
[ 11/13 ] 
f(z) = -39/242*z^3 - 19/286*z + 1
*
[ 7/8 ] 
f(z) = -24/245*z^3 - 19/280*z + 1
*
[ 5/3 ] 
f(z) = -39/250*z^3 + 5/6*z + 1
*
[ -5/2 ] 
f(z) = -39/250*z^3 + 19/8*z + 1
*
[ 5 ] 
f(z) = -37/250*z^3 + 9/2*z + 1
*
[ -5 ] 
f(z) = -33/250*z^3 + 9/2*z + 1
*
[ 10/3 ] 
f(z) = -33/250*z^3 + 13/6*z + 1
*
-10/3 | 0.20493878106719512876953984706944108655 | 0.029889873454802343868698110104311459964
f(z) = -33/250*z^3 + 19/15*z + 1
*
[ 9/8 ] 
f(z) = -32/243*z^3 + 5/18*z + 1
*
[ 9/4 ] 
f(z) = -32/243*z^3 + 11/9*z + 1
*
-9/4 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -32/243*z^3 + 11/18*z + 1
*
[ -9/4 ] 
f(z) = -32/243*z^3 + 19/9*z + 1
*
[ 5/2 ] 
f(z) = -31/250*z^3 + 11/8*z + 1
*
[ 5/3 ] 
f(z) = -29/250*z^3 + 13/18*z + 1
*
[ -5/2 ] 
f(z) = -29/250*z^3 + 17/8*z + 1
*
[ -10/3 ] 
f(z) = -27/250*z^3 + 5/2*z + 1
*
-10/3 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -27/250*z^3 + 5/6*z + 1
*
[ 5 ] 
f(z) = -27/250*z^3 + 7/2*z + 1
*
20/9 | 0.20493878569604372308302499498821113412 | 0.027444569696553189994350976979445675859
f(z) = -27/250*z^3 + 7/3*z + 1
*
[ 5/3 ] 
f(z) = -27/250*z^3 + 7/10*z + 1
*
-10/3 | 0.21365795695100383284498888682594510226 | 0.027307860492453868783764890091820177666
f(z) = -27/250*z^3 + 10/3*z + 1
*
5 | 0.089413635463063975057424841018672265941 | 0.012373519135425382921315710287993502776
f(z) = -27/250*z^3 + 11/6*z + 1
*
[ 20/9 ] 
f(z) = -27/250*z^3 + 13/12*z + 1
*
[ -5/9 ] 
f(z) = -27/250*z^3 + 17/6*z + 1
*
[ 4/3 ] 
f(z) = -27/256*z^3 + 7/16*z + 1
*
[ 8/3 ] 
f(z) = -27/256*z^3 + 11/8*z + 1
*
[ -8/3 ] 
f(z) = -27/256*z^3 + 17/8*z + 1
*
[ 9/5 ] 
f(z) = -25/243*z^3 + 7/9*z + 1
*
[ -9/5 ] 
f(z) = -25/243*z^3 + 17/9*z + 1
*
[ 8/5 ] 
f(z) = -25/256*z^3 + 5/8*z + 1
*
[ -8/5 ] 
f(z) = -25/256*z^3 + 15/8*z + 1
*
-24/5 | 0.15403342533792482385169177484770190166 | 0.024453828615115301016104294339159149992
f(z) = -25/256*z^3 + 17/8*z + 1
*
[ -5 ] 
f(z) = -23/250*z^3 + 7/2*z + 1
*
[ 5/2 ] 
f(z) = -21/250*z^3 + 9/8*z + 1
*
20/3 | 0.20624203563631980668265585874431565809 | 0.026360023362611581378859399369686606010
f(z) = -21/250*z^3 + 10/3*z + 1
*
[ -5/3 ] 
f(z) = -21/250*z^3 + 11/6*z + 1
*
[ -10 ] 
f(z) = -21/250*z^3 + 19/2*z + 1
*
[ 3/2 ] 
f(z) = -40/243*z^3 + 19/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -39/248*z^3 + 4/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -37/248*z^3 + 3/31*z + 1
*
[ 7/6 ] 
f(z) = -36/245*z^3 + 12/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -35/248*z^3 + 2/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -33/248*z^3 + 1/31*z + 1
*
[ 5/4 ] 
f(z) = -33/250*z^3 + 13/32*z + 1
*
[ 3/2 ] 
f(z) = -32/243*z^3 + 17/27*z + 1
*
[ 3/2 ] 
f(z) = -28/243*z^3 + 16/27*z + 1
*
[ 5/4 ] 
f(z) = -23/250*z^3 + 11/32*z + 1
*
[ 5/3 ] 
f(z) = -21/250*z^3 + 19/30*z + 1
*
[ 9/10 ] 
f(z) = -40/243*z^3 + 1/45*z + 1
*
[ 8/7 ] 
f(z) = -35/256*z^3 + 17/56*z + 1
*
28/9 | 0.12836058899258246470689483730706973483 | 0.019320387030335504040853586013984470236
f(z) = -27/256*z^3 + 13/48*z + 1
*
[ 6/5 ] 
f(z) = -25/243*z^3 + 17/54*z + 1
*
[ 6/5 ] 
f(z) = -25/252*z^3 + 13/42*z + 1
*
[ 10/9 ] 
f(z) = -21/250*z^3 + 11/54*z + 1
*
[ 8/7 ] 
f(z) = -21/256*z^3 + 13/56*z + 1
*
[ 4/3 ] 
f(z) = -21/256*z^3 + 19/48*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -39/256*z^3 + 7/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -37/240*z^3 + 7/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -37/256*z^3 + 5/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -35/256*z^3 + 3/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -33/256*z^3 + 1/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -31/240*z^3 + 1/60*z + 1
*
[ 11/10 ] 
f(z) = -25/242*z^3 + 19/88*z + 1
*
[ 10/11 ] 
f(z) = -33/250*z^3 + 1/110*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -39/244*z^3 + 17/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -37/244*z^3 + 13/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -37/252*z^3 + 11/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -35/244*z^3 + 9/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -33/244*z^3 + 5/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -31/244*z^3 + 1/122*z + 1
*
-20/9 | 0.22234632289111126038624121859345375562 | 0.027771185998192523044975754796467003697
f(z) = -27/250*z^3 + 13/120*z + 1
*
-14/5 | 0.16090446654030821214834906399646777651 | 0.029099652783995631246776891861271667512
f(z) = -25/252*z^3 + 17/126*z + 1
*
-95/42 | 0.26170066486212399317041262011567873316 | 0.026295554878140309744730853479821455899
f(z) = -21/250*z^3 + 5/168*z + 1
*
[ 9/10 ] 
f(z) = -35/243*z^3 + 1/180*z + 1
*
[ 10/11 ] 
f(z) = -39/250*z^3 + 7/242*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = -37/258*z^3 + 19/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -35/242*z^3 + 19/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -35/246*z^3 + 17/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -35/254*z^3 + 13/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -35/258*z^3 + 11/258*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -33/250*z^3 + 7/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -33/254*z^3 + 5/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -31/242*z^3 + 3/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -31/246*z^3 + 1/246*z + 1
*
[ 9/4 ] 
f(z) = -40/243*z^3 + 25/18*z + 1
*
[ 9/2 ] 
f(z) = -40/243*z^3 + 37/9*z + 1
*
[ 10 ] 
f(z) = -39/250*z^3 + 33/2*z + 1
*
-10/3 | 0.20493884981258396235832323590886240199 | 0.027145623744138429117968716249944817380
f(z) = -39/250*z^3 + 38/15*z + 1
*
[ 9/2 ] 
f(z) = -32/243*z^3 + 31/9*z + 1
*
[ -9/2 ] 
f(z) = -32/243*z^3 + 35/9*z + 1
*
9/2 | 0.18310204811135161523254087282042095077 | 0.026725602950310794089653439197237767897
f(z) = -32/243*z^3 + 35/18*z + 1
*
[ -9/8 ] 
f(z) = -32/243*z^3 + 37/18*z + 1
*
[ -10 ] 
f(z) = -31/250*z^3 + 27/2*z + 1
*
[ -5/3 ] 
f(z) = -31/250*z^3 + 35/18*z + 1
*
[ 5 ] 
f(z) = -31/250*z^3 + 39/10*z + 1
*
[ 10 ] 
f(z) = -29/250*z^3 + 25/2*z + 1
*
[ 5 ] 
f(z) = -29/250*z^3 + 37/10*z + 1
*
[ 9/2 ] 
f(z) = -28/243*z^3 + 28/9*z + 1
*
[ -9/2 ] 
f(z) = -28/243*z^3 + 32/9*z + 1
*
20/3 | 0.12731143632217253496691306497148720221 | 0.018179386880132620288353158801344503932
f(z) = -27/250*z^3 + 22/5*z + 1
*
-55/9 | 0.17310790942784038329935116580818466554 | 0.021736826207316927895618320261595542416
f(z) = -27/250*z^3 + 23/6*z + 1
*
-20/9 | 0.20493911213134903981748324948547315217 | 0.028582384280967014912553930250651037812
f(z) = -27/250*z^3 + 26/15*z + 1
*
[ -4/3 ] 
f(z) = -27/256*z^3 + 31/16*z + 1
*
[ 18/5 ] 
f(z) = -25/243*z^3 + 37/18*z + 1
*
-12/5 | 0.10268847119406597176551586984565578786 | 0.017652829449233959824170726301827707796
f(z) = -25/256*z^3 + 21/16*z + 1
*
[ 16/5 ] 
f(z) = -25/256*z^3 + 27/16*z + 1
*
4/5 | 0.077016695334504041764884488773376924148 | 0.012543671575482413082081465178898418692
f(z) = -25/256*z^3 + 29/16*z + 1
*
[ 5 ] 
f(z) = -23/250*z^3 + 31/10*z + 1
*
[ 10/3 ] 
f(z) = -23/250*z^3 + 31/18*z + 1
*
[ 4 ] 
f(z) = -23/256*z^3 + 35/16*z + 1
*
[ 5 ] 
f(z) = -21/250*z^3 + 29/10*z + 1
*
[ -5 ] 
f(z) = -21/250*z^3 + 33/10*z + 1
*
[ 4 ] 
f(z) = -21/256*z^3 + 33/16*z + 1
*
[ 2 ] 
f(z) = -39/248*z^3 + 35/31*z + 1
*
[ 2 ] 
f(z) = -37/248*z^3 + 34/31*z + 1
*
[ 2 ] 
f(z) = -35/248*z^3 + 33/31*z + 1
*
[ 2 ] 
f(z) = -33/248*z^3 + 32/31*z + 1
*
[ 5/3 ] 
f(z) = -33/250*z^3 + 23/30*z + 1
*
[ 8/3 ] 
f(z) = -33/256*z^3 + 37/24*z + 1
*
[ 7/4 ] 
f(z) = -32/245*z^3 + 29/35*z + 1
*
[ 2 ] 
f(z) = -29/248*z^3 + 30/31*z + 1
*
[ 2 ] 
f(z) = -27/248*z^3 + 29/31*z + 1
*
40/9 | 0.089413869496803740175400143289466386770 | 0.013439908367615182557950058735842227937
f(z) = -27/250*z^3 + 31/30*z + 1
*
10/3 | 0.089413869496803740175400143289466386770 | 0.013091737896226777931721817242306658290
f(z) = -27/250*z^3 + 37/30*z + 1
*
[ 11/5 ] 
f(z) = -25/242*z^3 + 23/22*z + 1
*
[ 2 ] 
f(z) = -25/248*z^3 + 28/31*z + 1
*
[ 2 ] 
f(z) = -23/248*z^3 + 27/31*z + 1
*
[ 2 ] 
f(z) = -21/248*z^3 + 26/31*z + 1
*
-20/7 | 0.24097422979485519520507498313549643211 | 0.026633398031432279589055335639757850483
f(z) = -21/250*z^3 + 34/21*z + 1
*
5 | 0.089413217357450020811153296290343757751 | 0.013091642411739429871771184098594305281
f(z) = -21/250*z^3 + 37/30*z + 1
*
[ 8/3 ] 
f(z) = -21/256*z^3 + 29/24*z + 1
*
[ 4/3 ] 
f(z) = -39/256*z^3 + 25/48*z + 1
*
[ 3/2 ] 
f(z) = -38/243*z^3 + 37/54*z + 1
*
[ 8/5 ] 
f(z) = -35/256*z^3 + 29/40*z + 1
*
[ 3/2 ] 
f(z) = -34/243*z^3 + 35/54*z + 1
*
[ 20/11 ] 
f(z) = -33/250*z^3 + 39/44*z + 1
*
[ 4/3 ] 
f(z) = -33/256*z^3 + 23/48*z + 1
*
[ 3/2 ] 
f(z) = -26/243*z^3 + 31/54*z + 1
*
12/5 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = -25/256*z^3 + 23/48*z + 1
*
[ 3/2 ] 
f(z) = -22/243*z^3 + 29/54*z + 1
*
[ 9/8 ] 
f(z) = -40/243*z^3 + 23/72*z + 1
*
[ 9/7 ] 
f(z) = -35/243*z^3 + 29/63*z + 1
*
10/3 | 0.094347158247981647445025608179160896228 | 0.010462129964664125359544728155280825991
f(z) = -33/250*z^3 + 23/66*z + 1
*
[ 9/7 ] 
f(z) = -28/243*z^3 + 26/63*z + 1
*
[ 11/9 ] 
f(z) = -27/242*z^3 + 23/66*z + 1
*
-20/9 | 0.20493878106719512876953984706944108655 | 0.028023055537744264983344267415298308519
f(z) = -27/250*z^3 + 29/60*z + 1
*
[ 10/7 ] 
f(z) = -21/250*z^3 + 33/70*z + 1
*
20/11 | 0.22263157781986509801844625828577438369 | 0.023924343234366094174638113692235582913
f(z) = -33/250*z^3 + 23/88*z + 1
*
[ 6/5 ] 
f(z) = -25/248*z^3 + 29/93*z + 1
*
[ 7/6 ] 
f(z) = -24/245*z^3 + 29/105*z + 1
*
[ 9/8 ] 
f(z) = -28/243*z^3 + 37/144*z + 1
*
[ 16/15 ] 
f(z) = -25/256*z^3 + 25/144*z + 1
*
12/5 | 0.10705080584800609971139713315937881398 | 0.013826562550790933776827329882432489176
f(z) = -25/256*z^3 + 37/144*z + 1
*
60/23 | 0.21112967272591290446558708038107379999 | 0.021022047976891152479863306912946924606
f(z) = -23/250*z^3 + 37/184*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -39/242*z^3 + 35/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -39/250*z^3 + 31/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -39/254*z^3 + 29/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -37/242*z^3 + 27/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = -37/246*z^3 + 25/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -37/250*z^3 + 23/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -37/254*z^3 + 21/254*z + 1
*
-5/2 | 0.15850460821741262199918591452740016257 | 0.028604416109373288180137276777067513882
f(z) = -28/255*z^3 + 22/255*z + 1
*
[ -9/2 ] 
f(z) = -40/243*z^3 + 41/9*z + 1
*
[ -9/4 ] 
f(z) = -40/243*z^3 + 41/18*z + 1
*
9/2 | 0.18310241104847009052391531043147209656 | 0.025623119092369733023633443056665015937
f(z) = -40/243*z^3 + 47/18*z + 1
*
-20/3 | 0.24454426504164592345012091341480272132 | 0.028628838016886313963934445723530678987
f(z) = -39/250*z^3 + 41/6*z + 1
*
[ 5 ] 
f(z) = -39/250*z^3 + 47/10*z + 1
*
[ -5 ] 
f(z) = -39/250*z^3 + 51/10*z + 1
*
[ 4 ] 
f(z) = -39/256*z^3 + 51/16*z + 1
*
[ -4 ] 
f(z) = -39/256*z^3 + 59/16*z + 1
*
[ -5 ] 
f(z) = -37/250*z^3 + 49/10*z + 1
*
[ -10/3 ] 
f(z) = -37/250*z^3 + 53/18*z + 1
*
[ 4 ] 
f(z) = -37/256*z^3 + 49/16*z + 1
*
[ -4 ] 
f(z) = -37/256*z^3 + 57/16*z + 1
*
[ 4 ] 
f(z) = -35/256*z^3 + 47/16*z + 1
*
[ -4 ] 
f(z) = -35/256*z^3 + 55/16*z + 1
*
[ 5 ] 
f(z) = -33/250*z^3 + 41/10*z + 1
*
[ 4 ] 
f(z) = -33/256*z^3 + 45/16*z + 1
*
[ -4 ] 
f(z) = -33/256*z^3 + 53/16*z + 1
*
-9/2 | 0.18310273360023873226398577037716590208 | 0.025946120740915408163379442676534622503
f(z) = -32/243*z^3 + 43/18*z + 1
*
9/8 | 0.20035182891540063830058272799583662702 | 0.027172339351621066733806915922886506696
f(z) = -32/243*z^3 + 59/18*z + 1
*
[ -5 ] 
f(z) = -31/250*z^3 + 43/10*z + 1
*
[ 4 ] 
f(z) = -31/256*z^3 + 43/16*z + 1
*
[ -4 ] 
f(z) = -31/256*z^3 + 51/16*z + 1
*
[ -5 ] 
f(z) = -29/250*z^3 + 41/10*z + 1
*
[ 4 ] 
f(z) = -29/256*z^3 + 41/16*z + 1
*
[ -4 ] 
f(z) = -29/256*z^3 + 49/16*z + 1
*
-20/3 | 0.16212262950581103514384894554412368450 | 0.022934232880918041092080063937553472415
f(z) = -27/250*z^3 + 47/10*z + 1
*
[ -4 ] 
f(z) = -27/256*z^3 + 47/16*z + 1
*
[ 9/2 ] 
f(z) = -26/243*z^3 + 53/18*z + 1
*
[ -18/5 ] 
f(z) = -25/243*z^3 + 47/18*z + 1
*
-8/5 | 0.21602880544115704521791902294342614758 | 0.029528737753681941856143900396475072741
f(z) = -25/256*z^3 + 47/8*z + 1
*
[ 8 ] 
f(z) = -25/256*z^3 + 57/8*z + 1
*
[ -8 ] 
f(z) = -25/256*z^3 + 59/8*z + 1
*
[ -4 ] 
f(z) = -23/256*z^3 + 43/16*z + 1
*
[ 8 ] 
f(z) = -23/256*z^3 + 53/8*z + 1
*
[ -8 ] 
f(z) = -23/256*z^3 + 55/8*z + 1
*
[ 9/2 ] 
f(z) = -22/243*z^3 + 47/18*z + 1
*
[ -9/2 ] 
f(z) = -22/243*z^3 + 55/18*z + 1
*
-5/3 | 0.25142592820881193270740048896912226169 | 0.029434475475061900322732250925371662332
f(z) = -21/250*z^3 + 41/6*z + 1
*
[ 20/3 ] 
f(z) = -21/250*z^3 + 55/12*z + 1
*
[ -4 ] 
f(z) = -21/256*z^3 + 41/16*z + 1
*
[ 8 ] 
f(z) = -21/256*z^3 + 49/8*z + 1
*
[ -8 ] 
f(z) = -21/256*z^3 + 51/8*z + 1
*
[ -3/2 ] 
f(z) = -40/243*z^3 + 55/27*z + 1
*
[ 3 ] 
f(z) = -40/243*z^3 + 58/27*z + 1
*
[ 8/3 ] 
f(z) = -39/256*z^3 + 41/24*z + 1
*
[ -8/3 ] 
f(z) = -39/256*z^3 + 59/24*z + 1
*
[ 3 ] 
f(z) = -38/243*z^3 + 56/27*z + 1
*
[ 3 ] 
f(z) = -37/243*z^3 + 55/27*z + 1
*
[ 7/3 ] 
f(z) = -36/245*z^3 + 48/35*z + 1
*
[ 3 ] 
f(z) = -35/243*z^3 + 53/27*z + 1
*
[ 3 ] 
f(z) = -34/243*z^3 + 52/27*z + 1
*
-40/33 | 0.21973957012236911894897558553315793453 | 0.023501301133902451767417425711816986064
f(z) = -33/250*z^3 + 46/33*z + 1
*
[ -5/6 ] 
f(z) = -33/250*z^3 + 55/24*z + 1
*
[ -5/3 ] 
f(z) = -33/250*z^3 + 59/30*z + 1
*
[ -8/3 ] 
f(z) = -33/256*z^3 + 55/24*z + 1
*
[ 3 ] 
f(z) = -32/243*z^3 + 50/27*z + 1
*
[ -3/2 ] 
f(z) = -32/243*z^3 + 53/27*z + 1
*
[ 3 ] 
f(z) = -31/243*z^3 + 49/27*z + 1
*
[ 3 ] 
f(z) = -29/243*z^3 + 47/27*z + 1
*
[ 9/4 ] 
f(z) = -28/243*z^3 + 41/36*z + 1
*
[ 3 ] 
f(z) = -28/243*z^3 + 46/27*z + 1
*
[ -3/2 ] 
f(z) = -28/243*z^3 + 52/27*z + 1
*
[ 11/3 ] 
f(z) = -27/242*z^3 + 49/22*z + 1
*
[ 7/3 ] 
f(z) = -27/245*z^3 + 41/35*z + 1
*
-40/9 | 0.10268981426246486905168773651441504372 | 0.014303581166689935710993415334634984233
f(z) = -27/256*z^3 + 41/24*z + 1
*
[ -8/9 ] 
f(z) = -27/256*z^3 + 53/24*z + 1
*
[ 3 ] 
f(z) = -26/243*z^3 + 44/27*z + 1
*
[ -11/5 ] 
f(z) = -25/242*z^3 + 43/22*z + 1
*
[ 3 ] 
f(z) = -25/243*z^3 + 43/27*z + 1
*
18/5 | 0.18310335239005905396103456681866620881 | 0.025623250822517372782101896491476174082
f(z) = -25/243*z^3 + 47/36*z + 1
*
[ -2 ] 
f(z) = -25/248*z^3 + 59/31*z + 1
*
[ 3 ] 
f(z) = -23/243*z^3 + 41/27*z + 1
*
[ -3 ] 
f(z) = -23/243*z^3 + 59/27*z + 1
*
[ -2 ] 
f(z) = -23/248*z^3 + 58/31*z + 1
*
[ 3 ] 
f(z) = -22/243*z^3 + 40/27*z + 1
*
[ -3 ] 
f(z) = -22/243*z^3 + 58/27*z + 1
*
[ -2 ] 
f(z) = -21/248*z^3 + 57/31*z + 1
*
-110/21 | 0.24097447331654025048794483721815448039 | 0.026163471010228957560426294676414712820
f(z) = -21/250*z^3 + 40/21*z + 1
*
[ -20/7 ] 
f(z) = -21/250*z^3 + 57/28*z + 1
*
[ -8/3 ] 
f(z) = -21/256*z^3 + 47/24*z + 1
*
[ 9/5 ] 
f(z) = -40/243*z^3 + 44/45*z + 1
*
[ 9/5 ] 
f(z) = -35/243*z^3 + 41/45*z + 1
*
[ 5/2 ] 
f(z) = -33/250*z^3 + 57/40*z + 1
*
[ 5/2 ] 
f(z) = -29/250*z^3 + 53/40*z + 1
*
[ 5/2 ] 
f(z) = -27/250*z^3 + 51/40*z + 1
*
[ 12/5 ] 
f(z) = -25/256*z^3 + 55/48*z + 1
*
[ 5/2 ] 
f(z) = -23/250*z^3 + 47/40*z + 1
*
-5/3 | 0.090748512946087219808531386597726455172 | 0.010456751421838416440849968142981763962
f(z) = -21/250*z^3 + 47/42*z + 1
*
40/21 | 0.19752037036583276081696520146214386574 | 0.022178718950819073984361602426266186145
f(z) = -21/250*z^3 + 59/42*z + 1
*
[ 2 ] 
f(z) = -29/240*z^3 + 59/60*z + 1
*
[ 2 ] 
f(z) = -27/256*z^3 + 59/64*z + 1
*
[ 2 ] 
f(z) = -25/256*z^3 + 57/64*z + 1
*
[ 7/4 ] 
f(z) = -24/245*z^3 + 51/70*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885
f(z) = -23/240*z^3 + 47/60*z + 1
*
[ 2 ] 
f(z) = -23/240*z^3 + 53/60*z + 1
*
[ 2 ] 
f(z) = -23/256*z^3 + 55/64*z + 1
*
[ 2 ] 
f(z) = -21/256*z^3 + 53/64*z + 1
*
-9/4 | 0.19113657741931202927367600341279984152 | 0.024518374008935225662414688184371260311
f(z) = -40/243*z^3 + 43/90*z + 1
*
[ 10/7 ] 
f(z) = -37/250*z^3 + 59/98*z + 1
*
[ 10/7 ] 
f(z) = -27/250*z^3 + 51/98*z + 1
*
-3/5 | 0.13408112739649316558170213231953317417 | 0.024248638561858790805157903705885229426
f(z) = -25/252*z^3 + 59/84*z + 1
*
[ 5/3 ] 
f(z) = -23/250*z^3 + 59/90*z + 1
*
[ 3/2 ] 
f(z) = -23/243*z^3 + 59/108*z + 1
*
[ 4/3 ] 
f(z) = -27/248*z^3 + 55/124*z + 1
*
[ 7/6 ] 
f(z) = -27/245*z^3 + 41/140*z + 1
*
[ 4/3 ] 
f(z) = -23/256*z^3 + 59/144*z + 1
*
[ 10/9 ] 
f(z) = -31/250*z^3 + 41/162*z + 1
*
[ 5/4 ] 
f(z) = -27/250*z^3 + 59/160*z + 1
*
[ 5/4 ] 
f(z) = -21/250*z^3 + 53/160*z + 1
*
-24/7 | 0.25539766254687127706430897850199694465 | 0.029733013498647391658672491840209191553
f(z) = -21/256*z^3 + 43/168*z + 1
*
[ 6/5 ] 
f(z) = -25/256*z^3 + 59/192*z + 1
*
-33/16 | 0.20659299858289804420097920862497338468 | 0.027281996321635245612012423631387077357
f(z) = -32/243*z^3 + 49/216*z + 1
*
10/3 | 0.10810866722906992268495653341777024032 | 0.012620695457991392183064025604227357028
f(z) = -21/250*z^3 + 43/210*z + 1
*
[ 9/2 ] 
f(z) = -38/243*z^3 + 71/18*z + 1
*
[ -9/2 ] 
f(z) = -38/243*z^3 + 79/18*z + 1
*
[ 8 ] 
f(z) = -35/256*z^3 + 77/8*z + 1
*
[ -8 ] 
f(z) = -35/256*z^3 + 79/8*z + 1
*
[ 9/2 ] 
f(z) = -34/243*z^3 + 65/18*z + 1
*
[ -9/2 ] 
f(z) = -34/243*z^3 + 73/18*z + 1
*
[ 8 ] 
f(z) = -33/256*z^3 + 73/8*z + 1
*
[ -8 ] 
f(z) = -33/256*z^3 + 75/8*z + 1
*
-9/4 | 0.20231674461523084310512912694015693765 | 0.027083088932090921644780515636920093637
f(z) = -32/243*z^3 + 65/18*z + 1
*
[ 8 ] 
f(z) = -31/256*z^3 + 69/8*z + 1
*
[ -8 ] 
f(z) = -31/256*z^3 + 71/8*z + 1
*
[ 8 ] 
f(z) = -29/256*z^3 + 65/8*z + 1
*
[ -8 ] 
f(z) = -29/256*z^3 + 67/8*z + 1
*
10/9 | 0.16274379359717170401479726649917883533 | 0.019908221245101585700168273500115376660
f(z) = -27/250*z^3 + 71/15*z + 1
*
5/6 | 0.24749060828898354450013945622518769861 | 0.026907699865178886666635958356179937726
f(z) = -27/250*z^3 + 79/8*z + 1
*
[ 8 ] 
f(z) = -27/256*z^3 + 61/8*z + 1
*
[ 16/3 ] 
f(z) = -27/256*z^3 + 61/16*z + 1
*
[ -8 ] 
f(z) = -27/256*z^3 + 63/8*z + 1
*
[ -16/3 ] 
f(z) = -27/256*z^3 + 67/16*z + 1
*
-16/3 | 0.16930245468528679770603987797079226518 | 0.024064817468744132297225170638371008512
f(z) = -27/256*z^3 + 71/16*z + 1
*
-4/3 | 0.17224294326363877094701335516937524933 | 0.024116782581823973047459172417861887635
f(z) = -27/256*z^3 + 79/16*z + 1
*
[ -9/2 ] 
f(z) = -26/243*z^3 + 61/18*z + 1
*
-28/5 | 0.19592835779767091930709210383296746467 | 0.028463633721842794378831663412825914098
f(z) = -25/256*z^3 + 61/16*z + 1
*
-4/5 | 0.18688915849211925646921717297092181314 | 0.026672939587310219133438194051618246152
f(z) = -25/256*z^3 + 69/16*z + 1
*
[ 9 ] 
f(z) = -23/243*z^3 + 77/9*z + 1
*
[ -9 ] 
f(z) = -23/243*z^3 + 79/9*z + 1
*
[ 9 ] 
f(z) = -22/243*z^3 + 74/9*z + 1
*
[ -9 ] 
f(z) = -22/243*z^3 + 76/9*z + 1
*
[ -3 ] 
f(z) = -40/243*z^3 + 76/27*z + 1
*
[ -2 ] 
f(z) = -39/248*z^3 + 66/31*z + 1
*
[ -5/3 ] 
f(z) = -39/250*z^3 + 61/30*z + 1
*
[ 10/3 ] 
f(z) = -39/250*z^3 + 73/30*z + 1
*
[ -3 ] 
f(z) = -38/243*z^3 + 74/27*z + 1
*
[ -3 ] 
f(z) = -37/243*z^3 + 73/27*z + 1
*
[ -2 ] 
f(z) = -37/248*z^3 + 65/31*z + 1
*
[ -5/4 ] 
f(z) = -37/250*z^3 + 65/32*z + 1
*
[ -7/6 ] 
f(z) = -36/245*z^3 + 72/35*z + 1
*
[ -7/3 ] 
f(z) = -36/245*z^3 + 78/35*z + 1
*
[ -3 ] 
f(z) = -35/243*z^3 + 71/27*z + 1
*
[ -2 ] 
f(z) = -35/248*z^3 + 64/31*z + 1
*
[ -3 ] 
f(z) = -34/243*z^3 + 70/27*z + 1
*
[ -2 ] 
f(z) = -33/248*z^3 + 63/31*z + 1
*
-5 | 0.25469196605378545975174392498390791660 | 0.028104188423775838204633597514674102818
f(z) = -33/250*z^3 + 69/22*z + 1
*
[ -5/11 ] 
f(z) = -33/250*z^3 + 71/22*z + 1
*
[ -3/4 ] 
f(z) = -32/243*z^3 + 65/27*z + 1
*
[ -3 ] 
f(z) = -32/243*z^3 + 68/27*z + 1
*
[ -7/4 ] 
f(z) = -32/245*z^3 + 69/35*z + 1
*
[ -3 ] 
f(z) = -31/243*z^3 + 67/27*z + 1
*
[ -3 ] 
f(z) = -29/243*z^3 + 65/27*z + 1
*
[ -2 ] 
f(z) = -29/248*z^3 + 61/31*z + 1
*
[ -3 ] 
f(z) = -28/243*z^3 + 64/27*z + 1
*
[ -9/4 ] 
f(z) = -28/243*z^3 + 73/36*z + 1
*
[ -11/3 ] 
f(z) = -27/242*z^3 + 61/22*z + 1
*
[ -7/3 ] 
f(z) = -27/245*z^3 + 71/35*z + 1
*
[ -2 ] 
f(z) = -27/248*z^3 + 60/31*z + 1
*
[ -2/3 ] 
f(z) = -27/248*z^3 + 79/31*z + 1
*
[ -10/9 ] 
f(z) = -27/250*z^3 + 61/30*z + 1
*
[ -5/4 ] 
f(z) = -27/250*z^3 + 63/32*z + 1
*
5/6 | 0.15921669448443699809102893549797724441 | 0.017358768646774543177615156205855354681
f(z) = -27/250*z^3 + 77/24*z + 1
*
56/9 | 0.15413388436438305738565753303624799635 | 0.019736611659612872565222280881874546211
f(z) = -27/256*z^3 + 77/24*z + 1
*
[ -3 ] 
f(z) = -26/243*z^3 + 62/27*z + 1
*
[ 22/5 ] 
f(z) = -25/242*z^3 + 61/22*z + 1
*
[ -22/5 ] 
f(z) = -25/242*z^3 + 71/22*z + 1
*
[ -9/10 ] 
f(z) = -25/243*z^3 + 79/36*z + 1
*
[ 24/5 ] 
f(z) = -25/256*z^3 + 73/24*z + 1
*
[ 7/2 ] 
f(z) = -24/245*z^3 + 67/35*z + 1
*
[ -10/3 ] 
f(z) = -21/250*z^3 + 67/30*z + 1
*
[ 5/2 ] 
f(z) = -39/250*z^3 + 63/40*z + 1
*
[ 5/2 ] 
f(z) = -37/250*z^3 + 61/40*z + 1
*
[ -8/5 ] 
f(z) = -35/256*z^3 + 79/40*z + 1
*
[ -5/2 ] 
f(z) = -23/250*z^3 + 79/40*z + 1
*
[ -5/2 ] 
f(z) = -21/250*z^3 + 77/40*z + 1
*
4 | 0.12836058899258246470689483730706973483 | 0.018396934666616397787392070498978069748
f(z) = -21/256*z^3 + 67/48*z + 1
*
[ 2 ] 
f(z) = -39/256*z^3 + 71/64*z + 1
*
[ 2 ] 
f(z) = -37/240*z^3 + 67/60*z + 1
*
[ 2 ] 
f(z) = -37/256*z^3 + 69/64*z + 1
*
[ 2 ] 
f(z) = -35/256*z^3 + 67/64*z + 1
*
[ 2 ] 
f(z) = -33/256*z^3 + 65/64*z + 1
*
[ 2 ] 
f(z) = -31/240*z^3 + 61/60*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.024455314596722501972808397786361626238
f(z) = -31/240*z^3 + 79/60*z + 1
*
[ 2 ] 
f(z) = -31/256*z^3 + 63/64*z + 1
*
-4 | 0.089415555252578349261828187491323583243 | 0.015828635692572028610591688586985391286
f(z) = -29/240*z^3 + 71/60*z + 1
*
[ 2 ] 
f(z) = -29/256*z^3 + 61/64*z + 1
*
[ 9/4 ] 
f(z) = -26/243*z^3 + 79/72*z + 1
*
4 | 0.16396854233612540523836092378125644455 | 0.028615303144168925870734087574859276956
f(z) = -23/240*z^3 + 77/60*z + 1
*
[ 9/4 ] 
f(z) = -22/243*z^3 + 73/72*z + 1
*
[ 5/3 ] 
f(z) = -37/250*z^3 + 73/90*z + 1
*
[ 5/3 ] 
f(z) = -31/250*z^3 + 67/90*z + 1
*
[ 11/6 ] 
f(z) = -27/242*z^3 + 73/88*z + 1
*
[ 3/2 ] 
f(z) = -37/243*z^3 + 73/108*z + 1
*
[ 3/2 ] 
f(z) = -35/243*z^3 + 71/108*z + 1
*
[ 3/2 ] 
f(z) = -31/243*z^3 + 67/108*z + 1
*
[ 3/2 ] 
f(z) = -29/243*z^3 + 65/108*z + 1
*
[ 4/3 ] 
f(z) = -37/256*z^3 + 73/144*z + 1
*
[ 4/3 ] 
f(z) = -35/256*z^3 + 71/144*z + 1
*
[ 4/3 ] 
f(z) = -31/256*z^3 + 67/144*z + 1
*
[ 4/3 ] 
f(z) = -29/256*z^3 + 65/144*z + 1
*
[ 5/4 ] 
f(z) = -39/250*z^3 + 71/160*z + 1
*
[ 5/4 ] 
f(z) = -37/250*z^3 + 69/160*z + 1
*
[ 5/4 ] 
f(z) = -31/250*z^3 + 63/160*z + 1
*
[ 5/4 ] 
f(z) = -29/250*z^3 + 61/160*z + 1
*
[ 6/5 ] 
f(z) = -25/246*z^3 + 77/246*z + 1
*
[ 6/5 ] 
f(z) = -25/258*z^3 + 79/258*z + 1
*
[ 10/9 ] 
f(z) = -39/250*z^3 + 79/270*z + 1
*
[ 10/9 ] 
f(z) = -33/250*z^3 + 71/270*z + 1
*
[ 9/8 ] 
f(z) = -26/243*z^3 + 71/288*z + 1
*
[ 9/8 ] 
f(z) = -22/243*z^3 + 65/288*z + 1
*
[ -20/3 ] 
f(z) = -39/250*z^3 + 97/12*z + 1
*
[ 8 ] 
f(z) = -39/256*z^3 + 85/8*z + 1
*
[ -8 ] 
f(z) = -39/256*z^3 + 87/8*z + 1
*
[ 8 ] 
f(z) = -37/256*z^3 + 81/8*z + 1
*
[ -8 ] 
f(z) = -37/256*z^3 + 83/8*z + 1
*
[ 9 ] 
f(z) = -29/243*z^3 + 95/9*z + 1
*
[ -9 ] 
f(z) = -29/243*z^3 + 97/9*z + 1
*
[ 9 ] 
f(z) = -28/243*z^3 + 92/9*z + 1
*
[ -9 ] 
f(z) = -28/243*z^3 + 94/9*z + 1
*
-35/3 | 0.20265699644436823940956590954807772835 | 0.021751430899190828864434214795788384712
f(z) = -27/250*z^3 + 89/6*z + 1
*
[ 9 ] 
f(z) = -26/243*z^3 + 86/9*z + 1
*
[ -9 ] 
f(z) = -26/243*z^3 + 88/9*z + 1
*
[ 9 ] 
f(z) = -25/243*z^3 + 83/9*z + 1
*
[ -9 ] 
f(z) = -25/243*z^3 + 85/9*z + 1
*
-36/5 | 0.080670168460930289656614064644448103887 | 0.011180524653197808635126739354014664539
f(z) = -25/256*z^3 + 85/16*z + 1
*
[ 10 ] 
f(z) = -21/250*z^3 + 93/10*z + 1
*
-20/13 | 0.23288723080898424411328970525437028219 | 0.025120063657333846658136688838885769231
f(z) = -39/250*z^3 + 85/26*z + 1
*
[ 7/2 ] 
f(z) = -36/245*z^3 + 88/35*z + 1
*
[ 7/2 ] 
f(z) = -32/245*z^3 + 81/35*z + 1
*
-8/3 | 0.15556972418199580613980115336702702950 | 0.019730891566962521956987546750370540266
f(z) = -27/256*z^3 + 83/24*z + 1
*
[ -24/5 ] 
f(z) = -25/256*z^3 + 83/24*z + 1
*
[ -7/2 ] 
f(z) = -24/245*z^3 + 87/35*z + 1
*
[ 9/2 ] 
f(z) = -23/243*z^3 + 97/36*z + 1
*
20/3 | 0.27169009548071728780253450188626087503 | 0.029380940918836965810105947650644129863
f(z) = -21/250*z^3 + 83/24*z + 1
*
[ -9/5 ] 
f(z) = -40/243*z^3 + 94/45*z + 1
*
[ -4/3 ] 
f(z) = -39/256*z^3 + 97/48*z + 1
*
[ -5/2 ] 
f(z) = -37/250*z^3 + 93/40*z + 1
*
[ -9/5 ] 
f(z) = -35/243*z^3 + 91/45*z + 1
*
[ -5/2 ] 
f(z) = -33/250*z^3 + 89/40*z + 1
*
[ -4/3 ] 
f(z) = -33/256*z^3 + 95/48*z + 1
*
[ -5/2 ] 
f(z) = -31/250*z^3 + 87/40*z + 1
*
[ -5/2 ] 
f(z) = -27/250*z^3 + 83/40*z + 1
*
[ -5/6 ] 
f(z) = -27/250*z^3 + 91/40*z + 1
*
[ -16/9 ] 
f(z) = -27/256*z^3 + 91/48*z + 1
*
[ -6/5 ] 
f(z) = -25/252*z^3 + 83/42*z + 1
*
[ -12/5 ] 
f(z) = -25/256*z^3 + 95/48*z + 1
*
[ 30/7 ] 
f(z) = -21/250*z^3 + 97/42*z + 1
*
[ 9/4 ] 
f(z) = -38/243*z^3 + 97/72*z + 1
*
[ 9/4 ] 
f(z) = -34/243*z^3 + 91/72*z + 1
*
[ 22/9 ] 
f(z) = -27/242*z^3 + 83/66*z + 1
*
-40/9 | 0.19254343132598176946166808140930930203 | 0.024981268464404391193982888604128895210
f(z) = -27/250*z^3 + 89/60*z + 1
*
[ 8/3 ] 
f(z) = -25/256*z^3 + 95/72*z + 1
*
[ 8/3 ] 
f(z) = -23/256*z^3 + 91/72*z + 1
*
-12/5 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = -25/252*z^3 + 83/84*z + 1
*
[ 12/5 ] 
f(z) = -25/252*z^3 + 97/84*z + 1
*
4 | 0.21305592511292203221081188252923944479 | 0.029341594898149992872357684972871454848
f(z) = -25/256*z^3 + 89/80*z + 1
*
[ 11/7 ] 
f(z) = -21/242*z^3 + 89/154*z + 1
*
[ 16/13 ] 
f(z) = -39/256*z^3 + 87/208*z + 1
*
[ 7/6 ] 
f(z) = -36/259*z^3 + 86/259*z + 1
*
[ 5/4 ] 
f(z) = -32/245*z^3 + 99/245*z + 1
*
[ 9/8 ] 
f(z) = -38/243*z^3 + 89/288*z + 1
*
104/35 | 0.21987248570756958134653513952162011456 | 0.024160416402696375274472588125461885631
f(z) = -35/256*z^3 + 93/280*z + 1
*
[ 9/8 ] 
f(z) = -34/243*z^3 + 83/288*z + 1
*
[ 9 ] 
f(z) = -37/243*z^3 + 119/9*z + 1
*
[ 9 ] 
f(z) = -35/243*z^3 + 113/9*z + 1
*
[ -9 ] 
f(z) = -35/243*z^3 + 115/9*z + 1
*
[ 9 ] 
f(z) = -34/243*z^3 + 110/9*z + 1
*
[ -9 ] 
f(z) = -34/243*z^3 + 112/9*z + 1
*
[ 9 ] 
f(z) = -32/243*z^3 + 104/9*z + 1
*
[ -9 ] 
f(z) = -32/243*z^3 + 106/9*z + 1
*
[ 9 ] 
f(z) = -31/243*z^3 + 101/9*z + 1
*
[ -9 ] 
f(z) = -31/243*z^3 + 103/9*z + 1
*
[ 10 ] 
f(z) = -27/250*z^3 + 117/10*z + 1
*
[ -10 ] 
f(z) = -27/250*z^3 + 119/10*z + 1
*
[ 10 ] 
f(z) = -23/250*z^3 + 101/10*z + 1
*
[ -10 ] 
f(z) = -23/250*z^3 + 103/10*z + 1
*
[ 15 ] 
f(z) = -21/250*z^3 + 119/6*z + 1
*
-5 | 0.16949898172054275797360750572320753720 | 0.021582316115252082683574695096266905591
f(z) = -39/250*z^3 + 103/30*z + 1
*
[ -7/2 ] 
f(z) = -36/245*z^3 + 108/35*z + 1
*
[ -7/2 ] 
f(z) = -32/245*z^3 + 101/35*z + 1
*
[ 9/2 ] 
f(z) = -29/243*z^3 + 115/36*z + 1
*
115/18 | 0.27220966005294557033830076007241860078 | 0.028825282490160427204528013594783817326
f(z) = -27/250*z^3 + 101/24*z + 1
*
-5/3 | 0.18436060245895287696692747957116275539 | 0.023361315510076686081696700605231670753
f(z) = -27/250*z^3 + 107/30*z + 1
*
[ 20/3 ] 
f(z) = -27/250*z^3 + 113/20*z + 1
*
[ -20/3 ] 
f(z) = -27/250*z^3 + 119/20*z + 1
*
[ 9/2 ] 
f(z) = -25/243*z^3 + 103/36*z + 1
*
[ -27/5 ] 
f(z) = -25/243*z^3 + 113/27*z + 1
*
[ -9/2 ] 
f(z) = -25/243*z^3 + 119/36*z + 1
*
[ -2/5 ] 
f(z) = -25/248*z^3 + 109/31*z + 1
*
[ -9/2 ] 
f(z) = -23/243*z^3 + 113/36*z + 1
*
-30/7 | 0.15162627906379599835287983503475954454 | 0.017740807171696577595623346699797876443
f(z) = -21/250*z^3 + 103/35*z + 1
*
-10/21 | 0.24681085422609815383728283745892959032 | 0.023980505640058570949622304525672441360
f(z) = -21/250*z^3 + 118/21*z + 1
*
[ -9/10 ] 
f(z) = -40/243*z^3 + 101/45*z + 1
*
[ -20/13 ] 
f(z) = -39/250*z^3 + 105/52*z + 1
*
[ -10/9 ] 
f(z) = -39/250*z^3 + 113/54*z + 1
*
[ -3/2 ] 
f(z) = -38/243*z^3 + 109/54*z + 1
*
[ -8/7 ] 
f(z) = -35/256*z^3 + 115/56*z + 1
*
[ -3/2 ] 
f(z) = -34/243*z^3 + 107/54*z + 1
*
4/3 | 0.12836078607227911433993181640843435515 | 0.016997573849721666873780991616044900991
f(z) = -33/256*z^3 + 119/48*z + 1
*
[ 27/8 ] 
f(z) = -32/243*z^3 + 119/54*z + 1
*
[ -3/2 ] 
f(z) = -26/243*z^3 + 103/54*z + 1
*
[ -6/5 ] 
f(z) = -25/243*z^3 + 107/54*z + 1
*
[ -3/2 ] 
f(z) = -22/243*z^3 + 101/54*z + 1
*
[ -8/7 ] 
f(z) = -21/256*z^3 + 111/56*z + 1
*
[ 30/13 ] 
f(z) = -39/250*z^3 + 109/78*z + 1
*
-4 | 0.095119597806624748597710045326546023655 | 0.015797912130153236083654173221861908924
f(z) = -37/240*z^3 + 103/60*z + 1
*
[ 8/3 ] 
f(z) = -37/256*z^3 + 119/72*z + 1
*
[ 8/3 ] 
f(z) = -35/256*z^3 + 115/72*z + 1
*
[ 8/3 ] 
f(z) = -31/256*z^3 + 107/72*z + 1
*
4 | 0.15734565112199998476607071014709152266 | 0.026218092620094736905884519261201599805
f(z) = -29/240*z^3 + 101/60*z + 1
*
[ -2 ] 
f(z) = -29/240*z^3 + 119/60*z + 1
*
[ 8/3 ] 
f(z) = -29/256*z^3 + 103/72*z + 1
*
[ -20/9 ] 
f(z) = -27/250*z^3 + 119/60*z + 1
*
[ -2 ] 
f(z) = -23/240*z^3 + 113/60*z + 1
*
[ -2 ] 
f(z) = -23/256*z^3 + 119/64*z + 1
*
[ -2 ] 
f(z) = -21/256*z^3 + 117/64*z + 1
*
15/22 | 0.16376948947050390228094623199468094217 | 0.017170493722115912378769274874155554353
f(z) = -33/250*z^3 + 111/88*z + 1
*
[ 7/3 ] 
f(z) = -24/245*z^3 + 116/105*z + 1
*
5/2 | 0.17926666326867863582816087960802713959 | 0.022390511271679075883924942442522179641
f(z) = -39/250*z^3 + 109/120*z + 1
*
-5/2 | 0.093164012937676244584128360051628212815 | 0.011636239799195047067554596531899161465
f(z) = -33/250*z^3 + 107/120*z + 1
*
[ 2 ] 
f(z) = -29/244*z^3 + 119/122*z + 1
*
[ 2 ] 
f(z) = -27/244*z^3 + 115/122*z + 1
*
[ 2 ] 
f(z) = -25/244*z^3 + 111/122*z + 1
*
[ 2 ] 
f(z) = -25/252*z^3 + 113/126*z + 1
*
[ 2 ] 
f(z) = -23/244*z^3 + 107/122*z + 1
*
[ 2 ] 
f(z) = -23/252*z^3 + 109/126*z + 1
*
[ 2 ] 
f(z) = -21/244*z^3 + 103/122*z + 1
*
[ 11/7 ] 
f(z) = -35/242*z^3 + 111/154*z + 1
*
[ 16/11 ] 
f(z) = -33/256*z^3 + 103/176*z + 1
*
[ 22/15 ] 
f(z) = -25/242*z^3 + 107/198*z + 1
*
[ 8/5 ] 
f(z) = -21/256*z^3 + 117/200*z + 1
*
[ 40/29 ] 
f(z) = -29/250*z^3 + 115/232*z + 1
*
[ 18/13 ] 
f(z) = -26/243*z^3 + 113/234*z + 1
*
[ 5/4 ] 
f(z) = -32/255*z^3 + 101/255*z + 1
*
[ 40/31 ] 
f(z) = -31/250*z^3 + 107/248*z + 1
*
[ 4/3 ] 
f(z) = -27/244*z^3 + 109/244*z + 1
*
[ 6/5 ] 
f(z) = -40/243*z^3 + 109/270*z + 1
*
[ 6/5 ] 
f(z) = -35/243*z^3 + 101/270*z + 1
*
[ 9 ] 
f(z) = -40/243*z^3 + 128/9*z + 1
*
[ -9 ] 
f(z) = -40/243*z^3 + 130/9*z + 1
*
[ 9 ] 
f(z) = -38/243*z^3 + 122/9*z + 1
*
[ -9 ] 
f(z) = -38/243*z^3 + 124/9*z + 1
*
[ -9 ] 
f(z) = -37/243*z^3 + 121/9*z + 1
*
[ 10 ] 
f(z) = -31/250*z^3 + 133/10*z + 1
*
[ -10 ] 
f(z) = -29/250*z^3 + 127/10*z + 1
*
[ 9/2 ] 
f(z) = -37/243*z^3 + 139/36*z + 1
*
[ 9/2 ] 
f(z) = -35/243*z^3 + 133/36*z + 1
*
[ 9/2 ] 
f(z) = -31/243*z^3 + 121/36*z + 1
*
[ -9/2 ] 
f(z) = -31/243*z^3 + 137/36*z + 1
*
[ -9/2 ] 
f(z) = -29/243*z^3 + 131/36*z + 1
*
5/3 | 0.21287193681266284445913838818478178754 | 0.026560299203111289353362230247454925028
f(z) = -27/250*z^3 + 121/30*z + 1
*
-63/10 | 0.24179280963800926858816289696517393538 | 0.029704188961858056596497306753166260877
f(z) = -25/243*z^3 + 127/36*z + 1
*
-20/3 | 0.20589069483661370109033315967257824476 | 0.025252282920234521335285708139747319550
f(z) = -21/250*z^3 + 139/30*z + 1
*
9/2 | 0.21290689229963454491934693654836310139 | 0.026056296837051513765700769729007261419
f(z) = -40/243*z^3 + 131/45*z + 1
*
[ -3/4 ] 
f(z) = -40/243*z^3 + 131/54*z + 1
*
3/4 | 0.14241335622596053121177863697056114629 | 0.020365086264282314065964332933754417569
f(z) = -32/243*z^3 + 121/54*z + 1
*
-60/29 | 0.27648592595328569516541736593500465316 | 0.028320387095033806995246938383714973355
f(z) = -29/250*z^3 + 139/58*z + 1
*
35/6 | 0.17926687512142247027166532003373580881 | 0.022321694906792674940426409365102714610
f(z) = -27/250*z^3 + 123/40*z + 1
*
20/3 | 0.19754500137691524936362999364480475621 | 0.020456935083850676917272720521097057436
f(z) = -21/250*z^3 + 125/42*z + 1
*
[ -10/21 ] 
f(z) = -21/250*z^3 + 131/42*z + 1
*
20/3 | 0.077018174350334394878926634221034709067 | 0.0099931942679441194020352026581519880901
f(z) = -21/256*z^3 + 139/48*z + 1
*
5/13 | 0.23191240058412887825327112572200178162 | 0.023790048269802288852604356020651140820
f(z) = -39/250*z^3 + 137/78*z + 1
*
[ -2 ] 
f(z) = -39/256*z^3 + 135/64*z + 1
*
[ -2 ] 
f(z) = -37/240*z^3 + 127/60*z + 1
*
4 | 0.15513657367205513074470779608071014794 | 0.024716486436658738506643188538749076802
f(z) = -37/240*z^3 + 133/60*z + 1
*
[ -2 ] 
f(z) = -37/256*z^3 + 133/64*z + 1
*
[ -9/7 ] 
f(z) = -35/243*z^3 + 127/63*z + 1
*
[ -2 ] 
f(z) = -35/256*z^3 + 131/64*z + 1
*
85/33 | 0.22263177658909640851952930528418966953 | 0.022838022883235627081864173144219919144
f(z) = -33/250*z^3 + 137/66*z + 1
*
[ -2 ] 
f(z) = -33/256*z^3 + 129/64*z + 1
*
63/16 | 0.18642991523338153098420110934319683279 | 0.022651625167420738824289926568101752803
f(z) = -32/243*z^3 + 139/72*z + 1
*
[ -2 ] 
f(z) = -31/240*z^3 + 121/60*z + 1
*
-4 | 0.16396854233612540523836092378125644455 | 0.025941236049622702507510474024881862730
f(z) = -31/240*z^3 + 139/60*z + 1
*
[ -2 ] 
f(z) = -31/256*z^3 + 127/64*z + 1
*
-4 | 0.15734534105038836665975697590789764769 | 0.025129050549469815748400780058328311453
f(z) = -29/240*z^3 + 131/60*z + 1
*
[ -2 ] 
f(z) = -29/256*z^3 + 125/64*z + 1
*
[ -9/7 ] 
f(z) = -28/243*z^3 + 124/63*z + 1
*
[ -11/9 ] 
f(z) = -27/242*z^3 + 131/66*z + 1
*
[ -22/9 ] 
f(z) = -27/242*z^3 + 137/66*z + 1
*
[ -2 ] 
f(z) = -27/256*z^3 + 123/64*z + 1
*
[ -2 ] 
f(z) = -25/256*z^3 + 121/64*z + 1
*
[ -7/4 ] 
f(z) = -24/245*z^3 + 131/70*z + 1
*
[ 4 ] 
f(z) = -23/240*z^3 + 137/60*z + 1
*
[ -9/4 ] 
f(z) = -22/243*z^3 + 137/72*z + 1
*
[ 7/2 ] 
f(z) = -22/245*z^3 + 127/70*z + 1
*
[ 11/3 ] 
f(z) = -21/242*z^3 + 125/66*z + 1
*
[ -10/7 ] 
f(z) = -21/250*z^3 + 131/70*z + 1
*
[ 3 ] 
f(z) = -25/252*z^3 + 131/84*z + 1
*
[ 3 ] 
f(z) = -23/252*z^3 + 125/84*z + 1
*
[ 11/5 ] 
f(z) = -35/242*z^3 + 137/110*z + 1
*
[ 7/3 ] 
f(z) = -33/245*z^3 + 137/105*z + 1
*
[ 12/5 ] 
f(z) = -25/243*z^3 + 127/108*z + 1
*
[ 2 ] 
f(z) = -39/244*z^3 + 139/122*z + 1
*
[ 2 ] 
f(z) = -37/244*z^3 + 135/122*z + 1
*
[ 2 ] 
f(z) = -37/252*z^3 + 137/126*z + 1
*
[ 2 ] 
f(z) = -35/244*z^3 + 131/122*z + 1
*
[ 2 ] 
f(z) = -33/244*z^3 + 127/122*z + 1
*
[ 2 ] 
f(z) = -31/244*z^3 + 123/122*z + 1
*
[ 2 ] 
f(z) = -31/252*z^3 + 125/126*z + 1
*
[ 2 ] 
f(z) = -29/252*z^3 + 121/126*z + 1
*
[ 7/4 ] 
f(z) = -36/245*z^3 + 123/140*z + 1
*
[ 40/21 ] 
f(z) = -21/250*z^3 + 131/168*z + 1
*
[ 18/11 ] 
f(z) = -22/243*z^3 + 125/198*z + 1
*
[ 8/5 ] 
f(z) = -31/256*z^3 + 137/200*z + 1
*
[ 8/5 ] 
f(z) = -29/256*z^3 + 133/200*z + 1
*
[ 14/9 ] 
f(z) = -27/245*z^3 + 131/210*z + 1
*
[ 8/5 ] 
f(z) = -27/256*z^3 + 129/200*z + 1
*
[ 8/5 ] 
f(z) = -23/256*z^3 + 121/200*z + 1
*
[ 7/5 ] 
f(z) = -25/252*z^3 + 121/252*z + 1
*
[ 7/5 ] 
f(z) = -25/259*z^3 + 123/259*z + 1
*
-5/2 | 0.18962888498439520325914428426690047201 | 0.021418121853112460637931306483518770236
f(z) = -21/250*z^3 + 139/280*z + 1
*
[ 10 ] 
f(z) = -37/250*z^3 + 157/10*z + 1
*
[ -10 ] 
f(z) = -37/250*z^3 + 159/10*z + 1
*
[ 10 ] 
f(z) = -33/250*z^3 + 141/10*z + 1
*
[ -10 ] 
f(z) = -33/250*z^3 + 143/10*z + 1
*
-9/8 | 0.24262193538505288422969825857306681576 | 0.029328481661790019311816807491194950967
f(z) = -32/243*z^3 + 145/18*z + 1
*
28/3 | 0.19031238292165216863947435334867324563 | 0.024602678899709365951312257326920497140
f(z) = -27/256*z^3 + 143/16*z + 1
*
[ 20 ] 
f(z) = -23/250*z^3 + 151/4*z + 1
*
5 | 0.16985243412224025068323411240366354152 | 0.020622780955008022623968427847779622765
f(z) = -39/250*z^3 + 151/30*z + 1
*
[ -9/2 ] 
f(z) = -37/243*z^3 + 155/36*z + 1
*
[ -9/2 ] 
f(z) = -35/243*z^3 + 149/36*z + 1
*
[ 22/3 ] 
f(z) = -27/242*z^3 + 151/22*z + 1
*
[ -22/3 ] 
f(z) = -27/242*z^3 + 157/22*z + 1
*
[ 32/5 ] 
f(z) = -25/256*z^3 + 155/32*z + 1
*
[ 15/2 ] 
f(z) = -23/250*z^3 + 145/24*z + 1
*
-9/2 | 0.19619565637018590473203018376122797703 | 0.023600734042822886748231176203909377876
f(z) = -40/243*z^3 + 151/45*z + 1
*
-4 | 0.12836162260900335442907603450980430228 | 0.016564238124607362625070113884423382360
f(z) = -39/256*z^3 + 145/48*z + 1
*
4 | 0.20877416590986810817391984028183489774 | 0.026800730246878862522291790628720878063
f(z) = -33/256*z^3 + 151/48*z + 1
*
20/3 | 0.20318360933743735589949683080318863519 | 0.024669714571168648922513959186617429044
f(z) = -27/250*z^3 + 151/40*z + 1
*
16/3 | 0.23105071639397809635956237988532376956 | 0.029660412706888589579453707440177000299
f(z) = -27/256*z^3 + 151/48*z + 1
*
-5/2 | 0.17553104904696770867983697530785845197 | 0.021179501443480427595246643523103778230
f(z) = -23/250*z^3 + 159/40*z + 1
*
[ 16/3 ] 
f(z) = -21/256*z^3 + 151/48*z + 1
*
[ -9/8 ] 
f(z) = -40/243*z^3 + 151/72*z + 1
*
-30/13 | 0.25243684873700266771178575088351968376 | 0.028127865459604233504944359552873030039
f(z) = -39/250*z^3 + 158/65*z + 1
*
[ -9/4 ] 
f(z) = -34/243*z^3 + 155/72*z + 1
*
[ -7/8 ] 
f(z) = -32/245*z^3 + 157/70*z + 1
*
40/31 | 0.28019093641264519828257593909737512068 | 0.028616730104265162901058116146114035530
f(z) = -31/250*z^3 + 143/62*z + 1
*
[ -8/3 ] 
f(z) = -29/256*z^3 + 157/72*z + 1
*
[ -9/4 ] 
f(z) = -26/243*z^3 + 143/72*z + 1
*
[ 7/2 ] 
f(z) = -26/245*z^3 + 141/70*z + 1
*
[ -8/3 ] 
f(z) = -25/256*z^3 + 149/72*z + 1
*
24/5 | 0.18406771999510683952025660728441647033 | 0.021631711935941944486162246047753414828
f(z) = -25/256*z^3 + 155/72*z + 1
*
-6 | 0.070969315923549995563326820978427375451 | 0.011015735112204257069396127088848407052
f(z) = -23/240*z^3 + 157/60*z + 1
*
[ -8/3 ] 
f(z) = -23/256*z^3 + 145/72*z + 1
*
-40/7 | 0.12544957894115255673920632717568947721 | 0.015332909457023032440549435203664767514
f(z) = -21/250*z^3 + 143/70*z + 1
*
[ 3 ] 
f(z) = -31/252*z^3 + 149/84*z + 1
*
[ 3 ] 
f(z) = -29/252*z^3 + 143/84*z + 1
*
[ 7/3 ] 
f(z) = -39/245*z^3 + 151/105*z + 1
*
[ 16/7 ] 
f(z) = -35/256*z^3 + 143/112*z + 1
*
[ 27/10 ] 
f(z) = -25/243*z^3 + 149/108*z + 1
*
10/21 | 0.24097312058142818914190221918972836594 | 0.027027136609143798607913854119641746290
f(z) = -21/250*z^3 + 149/105*z + 1
*
36/7 | 0.14037238003613378140507602708141035044 | 0.017901231485941845433767601642410669385
f(z) = -21/256*z^3 + 159/112*z + 1
*
-5/2 | 0.11936505507214015229827662219806126333 | 0.014492811934997709487168289913563225364
f(z) = -21/250*z^3 + 151/120*z + 1
*
[ 9/4 ] 
f(z) = -25/243*z^3 + 155/144*z + 1
*
[ 9/4 ] 
f(z) = -23/243*z^3 + 149/144*z + 1
*
[ 8/5 ] 
f(z) = -39/256*z^3 + 153/200*z + 1
*
[ 8/5 ] 
f(z) = -37/256*z^3 + 149/200*z + 1
*
[ 8/5 ] 
f(z) = -33/256*z^3 + 141/200*z + 1
*
7/2 | 0.073176298898038682371949174160127356309 | 0.010033747635220120649203520881102424580
f(z) = -24/245*z^3 + 157/210*z + 1
*
[ 3/2 ] 
f(z) = -32/249*z^3 + 155/249*z + 1
*
[ 3/2 ] 
f(z) = -32/255*z^3 + 157/255*z + 1
*
[ 3/2 ] 
f(z) = -28/249*z^3 + 146/249*z + 1
*
[ 3/2 ] 
f(z) = -28/255*z^3 + 148/255*z + 1
*
[ 8/5 ] 
f(z) = -25/248*z^3 + 157/248*z + 1
*
[ -10 ] 
f(z) = -39/250*z^3 + 167/10*z + 1
*
[ 15 ] 
f(z) = -31/250*z^3 + 173/6*z + 1
*
[ -15 ] 
f(z) = -29/250*z^3 + 163/6*z + 1
*
[ 40/3 ] 
f(z) = -27/250*z^3 + 161/8*z + 1
*
[ -20 ] 
f(z) = -27/250*z^3 + 177/4*z + 1
*
-20/3 | 0.12147655536199253599262858178906478316 | 0.014509570733260838020590019769917679577
f(z) = -33/250*z^3 + 173/30*z + 1
*
[ -15/2 ] 
f(z) = -27/250*z^3 + 173/24*z + 1
*
[ -32/5 ] 
f(z) = -25/256*z^3 + 165/32*z + 1
*
3/2 | 0.21381258831306588273325003908154701880 | 0.029088105286042564575953090679081561513
f(z) = -40/243*z^3 + 173/54*z + 1
*
4/3 | 0.10269170972836166161859483676347640677 | 0.013014464936818718329849158477868359577
f(z) = -33/256*z^3 + 167/48*z + 1
*
-15/4 | 0.14241389003056892470840454487145312398 | 0.019532901205131020816559400486874807206
f(z) = -32/243*z^3 + 163/54*z + 1
*
-20/3 | 0.19451931032287996830425860945833587549 | 0.023400464512907702788994318453929670467
f(z) = -27/250*z^3 + 163/40*z + 1
*
-16/3 | 0.23120950558549961623689316478789634839 | 0.029257813748389619043214903867504268281
f(z) = -27/256*z^3 + 169/48*z + 1
*
[ 6 ] 
f(z) = -23/252*z^3 + 173/42*z + 1
*
-20/7 | 0.26845333063857179133100056713012518643 | 0.026894805165589430146914190578048122849
f(z) = -21/250*z^3 + 173/42*z + 1
*
[ -16/3 ] 
f(z) = -21/256*z^3 + 169/48*z + 1
*
[ -9/4 ] 
f(z) = -38/243*z^3 + 161/72*z + 1
*
-4 | 0.18383814619333652097417276740133283517 | 0.028369889193891220739589106229352185901
f(z) = -37/240*z^3 + 163/60*z + 1
*
[ -8/3 ] 
f(z) = -37/256*z^3 + 173/72*z + 1
*
[ -8/3 ] 
f(z) = -35/256*z^3 + 169/72*z + 1
*
[ 7/2 ] 
f(z) = -34/245*z^3 + 169/70*z + 1
*
-35/8 | 0.10187643068486998020805112739721182084 | 0.014471782106201471993619105580520130980
f(z) = -32/245*z^3 + 163/70*z + 1
*
[ 4 ] 
f(z) = -31/240*z^3 + 169/60*z + 1
*
[ -8/3 ] 
f(z) = -31/256*z^3 + 161/72*z + 1
*
[ 4 ] 
f(z) = -29/240*z^3 + 161/60*z + 1
*
[ -9/14 ] 
f(z) = -28/243*z^3 + 164/63*z + 1
*
-20/9 | 0.15359454547016214288678191214661319262 | 0.018271444813121822513408729543348584134
f(z) = -27/250*z^3 + 179/60*z + 1
*
[ -2/3 ] 
f(z) = -27/256*z^3 + 163/64*z + 1
*
[ -4 ] 
f(z) = -23/240*z^3 + 167/60*z + 1
*
[ -5/6 ] 
f(z) = -23/250*z^3 + 163/72*z + 1
*
[ -7/2 ] 
f(z) = -22/245*z^3 + 167/70*z + 1
*
[ -11/3 ] 
f(z) = -21/242*z^3 + 161/66*z + 1
*
9/20 | 0.18310371214770658099958981662630128637 | 0.021825116145710957070092670446956003567
f(z) = -40/243*z^3 + 163/90*z + 1
*
[ 3 ] 
f(z) = -37/252*z^3 + 167/84*z + 1
*
12/5 | 0.23436066082951695576171268108940492113 | 0.029792850666895971738636184911638003472
f(z) = -35/256*z^3 + 163/80*z + 1
*
[ 16/5 ] 
f(z) = -35/256*z^3 + 167/80*z + 1
*
[ -5/3 ] 
f(z) = -29/250*z^3 + 173/90*z + 1
*
[ 10/3 ] 
f(z) = -29/250*z^3 + 179/90*z + 1
*
[ -11/6 ] 
f(z) = -27/242*z^3 + 169/88*z + 1
*
155/36 | 0.17926606391992931805203759778627710288 | 0.017959642558578352787346940769836147846
f(z) = -27/250*z^3 + 173/96*z + 1
*
[ -11/10 ] 
f(z) = -25/242*z^3 + 179/88*z + 1
*
[ -5/3 ] 
f(z) = -23/250*z^3 + 167/90*z + 1
*
[ 18/7 ] 
f(z) = -28/243*z^3 + 173/126*z + 1
*
[ 14/5 ] 
f(z) = -25/252*z^3 + 179/126*z + 1
*
[ 9/4 ] 
f(z) = -31/243*z^3 + 173/144*z + 1
*
[ 9/4 ] 
f(z) = -29/243*z^3 + 167/144*z + 1
*
[ 27/14 ] 
f(z) = -28/243*z^3 + 172/189*z + 1
*
27/8 | 0.17236350818487605361247391867642145540 | 0.022761761669270846658390764613183239253
f(z) = -40/243*z^3 + 173/216*z + 1
*
[ 27/16 ] 
f(z) = -32/243*z^3 + 169/216*z + 1
*
-35/12 | 0.10187683780289918287923294827801547608 | 0.013969092394422004515931628356658165946
f(z) = -24/245*z^3 + 163/210*z + 1
*
20/21 | 0.19752102250518648018121204846126649476 | 0.023058767955273672686560878033008733430
f(z) = -21/250*z^3 + 163/210*z + 1
*
-10/3 | 0.12545027624387857999212490981522280107 | 0.014645169274357217339591441332140677250
f(z) = -21/250*z^3 + 169/210*z + 1
*
[ 9/5 ] 
f(z) = -26/243*z^3 + 178/225*z + 1
*
[ 9/5 ] 
f(z) = -23/243*z^3 + 169/225*z + 1
*
[ 9/5 ] 
f(z) = -22/243*z^3 + 166/225*z + 1
*
[ 3/2 ] 
f(z) = -40/249*z^3 + 173/249*z + 1
*
[ 5/3 ] 
f(z) = -27/245*z^3 + 173/245*z + 1
*
-5/9 | 0.24305578991534137569420280795039268252 | 0.024037518674288854059000245109240236875
f(z) = -27/250*z^3 + 197/6*z + 1
*
[ 15/2 ] 
f(z) = -33/250*z^3 + 199/24*z + 1
*
[ 27/4 ] 
f(z) = -32/243*z^3 + 185/27*z + 1
*
[ -27/4 ] 
f(z) = -32/243*z^3 + 193/27*z + 1
*
-70/9 | 0.21838570738811441471545497397102134571 | 0.025844509998126081663654868728069797524
f(z) = -27/250*z^3 + 187/30*z + 1
*
8/9 | 0.19902992265586000867177764470248203149 | 0.022829744165522464304564898184817630301
f(z) = -27/256*z^3 + 191/24*z + 1
*
[ 7 ] 
f(z) = -24/245*z^3 + 198/35*z + 1
*
[ 7 ] 
f(z) = -23/245*z^3 + 191/35*z + 1
*
[ 7 ] 
f(z) = -22/245*z^3 + 184/35*z + 1
*
[ -7 ] 
f(z) = -22/245*z^3 + 194/35*z + 1
*
-4/3 | 0.13041572269001085432252617046675565291 | 0.016251459557514798648984358714907034039
f(z) = -33/256*z^3 + 191/48*z + 1
*
[ -3/8 ] 
f(z) = -32/243*z^3 + 199/54*z + 1
*
[ 6 ] 
f(z) = -25/252*z^3 + 185/42*z + 1
*
[ -6 ] 
f(z) = -25/252*z^3 + 199/42*z + 1
*
-12/5 | 0.20070185230520119441744680475317430765 | 0.025010006221482327987586427560679705120
f(z) = -25/256*z^3 + 191/48*z + 1
*
36/5 | 0.20800637436648236810745674159836866682 | 0.025788385769704194862437378629972959143
f(z) = -25/256*z^3 + 199/48*z + 1
*
-5 | 0.26439280939445453517082287228882971180 | 0.026368584737159750259770599305240041052
f(z) = -23/250*z^3 + 181/46*z + 1
*
[ -6 ] 
f(z) = -23/252*z^3 + 187/42*z + 1
*
-4/3 | 0.15767248605266156376675777828868021932 | 0.019699956079361501332058368404701955233
f(z) = -21/256*z^3 + 187/48*z + 1
*
[ 11/3 ] 
f(z) = -39/242*z^3 + 191/66*z + 1
*
20/13 | 0.25802398394103319303306509454111876943 | 0.028123384183868278542979527748537870033
f(z) = -39/250*z^3 + 193/65*z + 1
*
[ 7/2 ] 
f(z) = -38/245*z^3 + 183/70*z + 1
*
[ 4 ] 
f(z) = -37/240*z^3 + 193/60*z + 1
*
-115/33 | 0.27317492610592830903025610449317824505 | 0.027185183512115663190572612796007996911
f(z) = -33/250*z^3 + 185/66*z + 1
*
[ -4 ] 
f(z) = -31/240*z^3 + 199/60*z + 1
*
[ -7/2 ] 
f(z) = -26/245*z^3 + 181/70*z + 1
*
[ -5/3 ] 
f(z) = -37/250*z^3 + 181/90*z + 1
*
[ -10/7 ] 
f(z) = -33/250*z^3 + 193/98*z + 1
*
[ 10/3 ] 
f(z) = -31/250*z^3 + 187/90*z + 1
*
[ -3 ] 
f(z) = -29/252*z^3 + 199/84*z + 1
*
[ 32/9 ] 
f(z) = -27/256*z^3 + 197/96*z + 1
*
[ -6/5 ] 
f(z) = -25/248*z^3 + 184/93*z + 1
*
[ -3 ] 
f(z) = -25/252*z^3 + 187/84*z + 1
*
-24/5 | 0.13878399644929993292988943930928680507 | 0.021712421169935717073022010420308125797
f(z) = -25/252*z^3 + 199/84*z + 1
*
[ -10/7 ] 
f(z) = -23/250*z^3 + 185/98*z + 1
*
[ -3 ] 
f(z) = -23/252*z^3 + 181/84*z + 1
*
[ 18/7 ] 
f(z) = -35/243*z^3 + 197/126*z + 1
*
[ 9/4 ] 
f(z) = -37/243*z^3 + 191/144*z + 1
*
[ 9/4 ] 
f(z) = -35/243*z^3 + 185/144*z + 1
*
[ 20/7 ] 
f(z) = -21/250*z^3 + 187/140*z + 1
*
35/9 | 0.21621543876038549233283408838595840987 | 0.025241169610654994194941819950778849580
f(z) = -27/250*z^3 + 199/210*z + 1
*
[ 9/5 ] 
f(z) = -32/243*z^3 + 196/225*z + 1
*
[ 9/5 ] 
f(z) = -31/243*z^3 + 193/225*z + 1
*
[ 9/5 ] 
f(z) = -29/243*z^3 + 187/225*z + 1
*
[ 9/5 ] 
f(z) = -28/243*z^3 + 184/225*z + 1
*
[ 5/3 ] 
f(z) = -36/245*z^3 + 198/245*z + 1
*
[ 20/13 ] 
f(z) = -39/250*z^3 + 187/260*z + 1
*
[ 11/6 ] 
f(z) = -21/242*z^3 + 197/264*z + 1
*
[ 7/4 ] 
f(z) = -22/245*z^3 + 197/280*z + 1
*
[ -15 ] 
f(z) = -39/250*z^3 + 217/6*z + 1
*
[ 20 ] 
f(z) = -33/250*z^3 + 215/4*z + 1
*
[ 35/6 ] 
f(z) = -36/245*z^3 + 204/35*z + 1
*
[ -35/6 ] 
f(z) = -36/245*z^3 + 216/35*z + 1
*
3/4 | 0.20081978762527590751132575576607675749 | 0.026635482549035737206971771683640252127
f(z) = -32/243*z^3 + 209/27*z + 1
*
[ 7 ] 
f(z) = -27/245*z^3 + 219/35*z + 1
*
-10/9 | 0.24302772556715175637296298876289928074 | 0.028355532530623659723418532192084764633
f(z) = -27/250*z^3 + 211/30*z + 1
*
[ 7 ] 
f(z) = -26/245*z^3 + 212/35*z + 1
*
[ -7 ] 
f(z) = -24/245*z^3 + 208/35*z + 1
*
[ -7 ] 
f(z) = -23/245*z^3 + 201/35*z + 1
*
[ 16/3 ] 
f(z) = -33/256*z^3 + 215/48*z + 1
*
[ 6 ] 
f(z) = -29/252*z^3 + 209/42*z + 1
*
5 | 0.28498017389263607348195024743241841069 | 0.028019864043409046547682667827990774018
f(z) = -27/250*z^3 + 209/54*z + 1
*
20/3 | 0.23109594949181360364203482849926572441 | 0.028545875112667328815026835471581405844
f(z) = -27/256*z^3 + 205/48*z + 1
*
-45/13 | 0.23191208963886555967833064280138532116 | 0.022867587514040493021125123459023995038
f(z) = -39/250*z^3 + 203/78*z + 1
*
[ -7/2 ] 
f(z) = -34/245*z^3 + 209/70*z + 1
*
[ -9/16 ] 
f(z) = -32/243*z^3 + 203/72*z + 1
*
-6 | 0.10913789114226709910470269069139160856 | 0.016197005222098551485789751991346975195
f(z) = -29/240*z^3 + 211/60*z + 1
*
-40/9 | 0.23064390394250466949668689260873179139 | 0.026940572871425805163818434381164134783
f(z) = -27/250*z^3 + 209/60*z + 1
*
[ -8/15 ] 
f(z) = -25/256*z^3 + 209/72*z + 1
*
[ 10/3 ] 
f(z) = -37/250*z^3 + 211/90*z + 1
*
[ -16/5 ] 
f(z) = -35/256*z^3 + 217/80*z + 1
*
[ -8/11 ] 
f(z) = -33/256*z^3 + 215/88*z + 1
*
[ -3 ] 
f(z) = -31/252*z^3 + 205/84*z + 1
*
[ 21/5 ] 
f(z) = -25/252*z^3 + 211/84*z + 1
*
[ -10/3 ] 
f(z) = -23/250*z^3 + 209/90*z + 1
*
[ -3/2 ] 
f(z) = -37/243*z^3 + 217/108*z + 1
*
[ -3/2 ] 
f(z) = -35/243*z^3 + 215/108*z + 1
*
4 | 0.11470026223761728846369705961999640348 | 0.014202795069921281751390625297161441189
f(z) = -35/256*z^3 + 201/112*z + 1
*
40/11 | 0.22263059494659550537725099684939369838 | 0.026093349790032582516036152199563843634
f(z) = -33/250*z^3 + 203/110*z + 1
*
[ -3/2 ] 
f(z) = -31/243*z^3 + 211/108*z + 1
*
[ -3/2 ] 
f(z) = -29/243*z^3 + 209/108*z + 1
*
3 | 0.14241400836531425057602548396968377531 | 0.018865074582020365345233969630664463077
f(z) = -28/243*z^3 + 211/108*z + 1
*
[ -3/2 ] 
f(z) = -25/243*z^3 + 205/108*z + 1
*
[ -7/3 ] 
f(z) = -24/245*z^3 + 206/105*z + 1
*
[ -7/6 ] 
f(z) = -24/245*z^3 + 209/105*z + 1
*
[ -3/2 ] 
f(z) = -23/243*z^3 + 203/108*z + 1
*
[ -16/7 ] 
f(z) = -21/256*z^3 + 209/112*z + 1
*
[ 9/5 ] 
f(z) = -38/243*z^3 + 214/225*z + 1
*
[ 9/5 ] 
f(z) = -37/243*z^3 + 211/225*z + 1
*
[ 9/5 ] 
f(z) = -34/243*z^3 + 202/225*z + 1
*
[ 7/4 ] 
f(z) = -32/259*z^3 + 209/259*z + 1
*
[ 2 ] 
f(z) = -23/242*z^3 + 213/242*z + 1
*
[ 2 ] 
f(z) = -23/246*z^3 + 215/246*z + 1
*
[ 2 ] 
f(z) = -23/250*z^3 + 217/250*z + 1
*
[ 2 ] 
f(z) = -23/254*z^3 + 219/254*z + 1
*
[ 2 ] 
f(z) = -21/242*z^3 + 205/242*z + 1
*
[ 2 ] 
f(z) = -21/250*z^3 + 209/250*z + 1
*
[ 2 ] 
f(z) = -21/254*z^3 + 211/254*z + 1
*
[ 7/4 ] 
f(z) = -26/245*z^3 + 211/280*z + 1
*
[ -35/3 ] 
f(z) = -27/250*z^3 + 221/14*z + 1
*
[ -15/2 ] 
f(z) = -37/250*z^3 + 227/24*z + 1
*
[ 20/3 ] 
f(z) = -31/250*z^3 + 229/36*z + 1
*
[ 7 ] 
f(z) = -29/245*z^3 + 233/35*z + 1
*
[ -20/3 ] 
f(z) = -29/250*z^3 + 227/36*z + 1
*
[ -7 ] 
f(z) = -27/245*z^3 + 229/35*z + 1
*
55/6 | 0.26184149301670143435964782114158546313 | 0.025604272848343167475533653865992087941
f(z) = -27/250*z^3 + 221/24*z + 1
*
8/9 | 0.24003487193706911625135317255259091933 | 0.026842934241426344704717806730070837057
f(z) = -27/256*z^3 + 239/24*z + 1
*
[ -7 ] 
f(z) = -26/245*z^3 + 222/35*z + 1
*
[ 36/5 ] 
f(z) = -25/243*z^3 + 223/36*z + 1
*
[ -36/5 ] 
f(z) = -25/243*z^3 + 233/36*z + 1
*
[ -16/3 ] 
f(z) = -33/256*z^3 + 233/48*z + 1
*
[ 6 ] 
f(z) = -31/252*z^3 + 221/42*z + 1
*
[ -6 ] 
f(z) = -31/252*z^3 + 235/42*z + 1
*
[ -10/29 ] 
f(z) = -29/250*z^3 + 227/58*z + 1
*
[ -6 ] 
f(z) = -29/252*z^3 + 223/42*z + 1
*
-20/3 | 0.12522177620693895456915163438368420185 | 0.015259204823105552980894819032628603653
f(z) = -27/256*z^3 + 229/48*z + 1
*
[ 6 ] 
f(z) = -23/243*z^3 + 229/54*z + 1
*
[ 6 ] 
f(z) = -22/243*z^3 + 221/54*z + 1
*
[ -6 ] 
f(z) = -22/243*z^3 + 239/54*z + 1
*
[ -11/3 ] 
f(z) = -39/242*z^3 + 227/66*z + 1
*
[ -7/2 ] 
f(z) = -38/245*z^3 + 223/70*z + 1
*
21/4 | 0.16148570644012676399912051352940439903 | 0.021908665039293873014367378179738582696
f(z) = -32/245*z^3 + 227/70*z + 1
*
[ 35/8 ] 
f(z) = -32/245*z^3 + 229/70*z + 1
*
-4 | 0.17125189033531558661534129524921683448 | 0.025241797354486716366984956441904933426
f(z) = -29/240*z^3 + 221/60*z + 1
*
[ 14/3 ] 
f(z) = -27/245*z^3 + 223/70*z + 1
*
20/3 | 0.11457026397513821729010364388880849252 | 0.013176054321792945764945129515932299195
f(z) = -27/250*z^3 + 239/60*z + 1
*
[ -2/5 ] 
f(z) = -25/256*z^3 + 225/64*z + 1
*
-24/5 | 0.26558941109308233521488920510837244837 | 0.029785368618584111894417481525359842872
f(z) = -25/256*z^3 + 233/72*z + 1
*
[ -2/3 ] 
f(z) = -39/248*z^3 + 239/93*z + 1
*
[ -3 ] 
f(z) = -37/252*z^3 + 223/84*z + 1
*
[ 18/5 ] 
f(z) = -35/243*z^3 + 233/90*z + 1
*
4/5 | 0.19610001640489442828638550157274419887 | 0.023921816368453565310966739662757786284
f(z) = -35/256*z^3 + 227/80*z + 1
*
[ -2/3 ] 
f(z) = -33/248*z^3 + 238/93*z + 1
*
[ 15/4 ] 
f(z) = -29/250*z^3 + 227/96*z + 1
*
[ -10/3 ] 
f(z) = -29/250*z^3 + 233/90*z + 1
*
[ -3/5 ] 
f(z) = -25/252*z^3 + 227/84*z + 1
*
[ -9/11 ] 
f(z) = -22/243*z^3 + 226/99*z + 1
*
[ -2/3 ] 
f(z) = -21/248*z^3 + 236/93*z + 1
*
[ -15/4 ] 
f(z) = -21/250*z^3 + 235/96*z + 1
*
[ -11/5 ] 
f(z) = -35/242*z^3 + 237/110*z + 1
*
[ -7/3 ] 
f(z) = -33/245*z^3 + 227/105*z + 1
*
[ -20/9 ] 
f(z) = -33/250*z^3 + 227/108*z + 1
*
[ -27/10 ] 
f(z) = -25/243*z^3 + 229/108*z + 1
*
12/7 | 0.23238391442548223055955191198688115274 | 0.028409623314089171499045442982777782376
f(z) = -21/256*z^3 + 223/112*z + 1
*
5/6 | 0.15359454547016214288678191214661319262 | 0.017751263668539858548015084905386411832
f(z) = -39/250*z^3 + 229/120*z + 1
*
[ -2 ] 
f(z) = -27/244*z^3 + 237/122*z + 1
*
[ -2 ] 
f(z) = -25/244*z^3 + 233/122*z + 1
*
[ -2 ] 
f(z) = -25/252*z^3 + 239/126*z + 1
*
[ -2 ] 
f(z) = -23/244*z^3 + 229/122*z + 1
*
[ -2 ] 
f(z) = -23/252*z^3 + 235/126*z + 1
*
[ -2 ] 
f(z) = -21/244*z^3 + 225/122*z + 1
*
7/3 | 0.21952514370549965858505708387305573754 | 0.029782839281381468661744747578819253316
f(z) = -36/245*z^3 + 227/140*z + 1
*
[ 25/9 ] 
f(z) = -27/250*z^3 + 221/150*z + 1
*
[ 22/7 ] 
f(z) = -21/242*z^3 + 237/154*z + 1
*
40/7 | 0.20455418875311219643766807398091535019 | 0.023547334705083946540792334750690617707
f(z) = -21/250*z^3 + 237/140*z + 1
*
[ 11/6 ] 
f(z) = -36/253*z^3 + 236/253*z + 1
*
[ 2 ] 
f(z) = -29/242*z^3 + 237/242*z + 1
*
[ 2 ] 
f(z) = -29/246*z^3 + 239/246*z + 1
*
[ 2 ] 
f(z) = -27/242*z^3 + 229/242*z + 1
*
[ 2 ] 
f(z) = -27/250*z^3 + 233/250*z + 1
*
[ 2 ] 
f(z) = -27/254*z^3 + 235/254*z + 1
*
[ 2 ] 
f(z) = -25/242*z^3 + 221/242*z + 1
*
[ 2 ] 
f(z) = -25/246*z^3 + 223/246*z + 1
*
-9/5 | 0.13598146147323139299701428776287413443 | 0.024592314924583155247928198772638284270
f(z) = -25/252*z^3 + 221/252*z + 1
*
[ 2 ] 
f(z) = -25/254*z^3 + 227/254*z + 1
*
[ 2 ] 
f(z) = -25/258*z^3 + 229/258*z + 1
*
[ 2 ] 
f(z) = -23/258*z^3 + 221/258*z + 1
*
[ 7/4 ] 
f(z) = -34/245*z^3 + 239/280*z + 1
*
[ -20 ] 
f(z) = -37/250*z^3 + 241/4*z + 1
*
[ 7 ] 
f(z) = -32/245*z^3 + 254/35*z + 1
*
[ 7 ] 
f(z) = -31/245*z^3 + 247/35*z + 1
*
[ -7 ] 
f(z) = -31/245*z^3 + 257/35*z + 1
*
[ -7 ] 
f(z) = -29/245*z^3 + 243/35*z + 1
*
80/9 | 0.21774380224760854965798585177908552376 | 0.024946976651802370906993992878191606461
f(z) = -27/250*z^3 + 247/30*z + 1
*
[ 11 ] 
f(z) = -21/242*z^3 + 251/22*z + 1
*
[ -11 ] 
f(z) = -21/242*z^3 + 255/22*z + 1
*
10 | 0.25121264718632974175950730591343031732 | 0.028625925673134967682598088852562304738
f(z) = -21/250*z^3 + 259/30*z + 1
*
-4/3 | 0.17141671580520467875110622438916872385 | 0.020759199455126019216816969217288493305
f(z) = -39/256*z^3 + 241/48*z + 1
*
[ 16/3 ] 
f(z) = -39/256*z^3 + 247/48*z + 1
*
[ 6 ] 
f(z) = -37/252*z^3 + 257/42*z + 1
*
-3/2 | 0.084791029310851613114151165573561039611 | 0.011037593319850637856434111551159472972
f(z) = -32/243*z^3 + 241/54*z + 1
*
15/2 | 0.25589191105688020087729267383893154896 | 0.029263756883247105060770261585237710391
f(z) = -27/250*z^3 + 251/40*z + 1
*
[ 6 ] 
f(z) = -26/243*z^3 + 253/54*z + 1
*
[ 6 ] 
f(z) = -25/243*z^3 + 245/54*z + 1
*
-42/5 | 0.19133209709895922972862540197839763960 | 0.026064076178833604473940707476258316112
f(z) = -25/252*z^3 + 257/42*z + 1
*
[ -6 ] 
f(z) = -23/243*z^3 + 247/54*z + 1
*
-5/3 | 0.18990043990505361339440411101435144221 | 0.018299441686082888946104808559225185981
f(z) = -21/250*z^3 + 257/42*z + 1
*
5/3 | 0.24807246990506444578597488010299394298 | 0.024015755072674593394730185281942968951
f(z) = -39/250*z^3 + 245/78*z + 1
*
[ -10/31 ] 
f(z) = -31/250*z^3 + 255/62*z + 1
*
6 | 0.16398179461384812395491718091440609736 | 0.023725085349673753964094822084653396378
f(z) = -29/240*z^3 + 251/60*z + 1
*
-9/2 | 0.19511774150135456784928456881530519611 | 0.022118958316928789638796773995523275530
f(z) = -28/243*z^3 + 251/63*z + 1
*
[ -14/3 ] 
f(z) = -27/245*z^3 + 253/70*z + 1
*
63/20 | 0.19303805560123989340996461332112650230 | 0.021923125321488826107794651515969704308
f(z) = -40/243*z^3 + 247/90*z + 1
*
[ 18/5 ] 
f(z) = -40/243*z^3 + 257/90*z + 1
*
[ -5/7 ] 
f(z) = -39/250*z^3 + 243/98*z + 1
*
-4 | 0.23436066082951695576171268108940492113 | 0.028353566402487896634717513889402392907
f(z) = -35/256*z^3 + 243/80*z + 1
*
[ -10/3 ] 
f(z) = -31/250*z^3 + 241/90*z + 1
*
[ -5/7 ] 
f(z) = -29/250*z^3 + 241/98*z + 1
*
[ -32/9 ] 
f(z) = -27/256*z^3 + 251/96*z + 1
*
[ -21/5 ] 
f(z) = -25/252*z^3 + 251/84*z + 1
*
[ -7/3 ] 
f(z) = -39/245*z^3 + 241/105*z + 1
*
[ -16/7 ] 
f(z) = -35/256*z^3 + 241/112*z + 1
*
-4 | 0.18512247278751132910776761035330738143 | 0.022245845882759804947577204898341214481
f(z) = -35/256*z^3 + 257/112*z + 1
*
[ -10/11 ] 
f(z) = -33/250*z^3 + 243/110*z + 1
*
[ -3/4 ] 
f(z) = -28/243*z^3 + 259/108*z + 1
*
[ -7/9 ] 
f(z) = -27/245*z^3 + 247/105*z + 1
*
[ 35/9 ] 
f(z) = -27/245*z^3 + 253/105*z + 1
*
10/21 | 0.21694978767672341002274654439884757872 | 0.022959211025846788302548334317375765835
f(z) = -21/250*z^3 + 254/105*z + 1
*
[ 27/10 ] 
f(z) = -40/243*z^3 + 247/135*z + 1
*
[ -2 ] 
f(z) = -37/244*z^3 + 257/122*z + 1
*
[ -2 ] 
f(z) = -35/244*z^3 + 253/122*z + 1
*
[ -2 ] 
f(z) = -33/244*z^3 + 249/122*z + 1
*
-140/33 | 0.27854637353991570067665673720727465360 | 0.027008958056541323056572118466618821210
f(z) = -33/250*z^3 + 241/132*z + 1
*
[ -2 ] 
f(z) = -31/244*z^3 + 245/122*z + 1
*
[ -2 ] 
f(z) = -31/252*z^3 + 251/126*z + 1
*
[ -2 ] 
f(z) = -29/244*z^3 + 241/122*z + 1
*
[ -2 ] 
f(z) = -29/252*z^3 + 247/126*z + 1
*
[ -4/3 ] 
f(z) = -27/248*z^3 + 241/124*z + 1
*
-40/9 | 0.19254368207990303859625046831895677684 | 0.021999296774151343173878979746890479269
f(z) = -27/250*z^3 + 253/120*z + 1
*
[ 18/5 ] 
f(z) = -25/252*z^3 + 253/126*z + 1
*
140/39 | 0.25243717457574549777365916848921573066 | 0.024307532767632342975700752418090362496
f(z) = -39/250*z^3 + 259/156*z + 1
*
-35/12 | 0.21952487304321310957874458707754504696 | 0.029445484102987365500347753180993451894
f(z) = -24/245*z^3 + 247/210*z + 1
*
-65/21 | 0.19751998888876559045903085125853192731 | 0.022567870352597643714072856425987382595
f(z) = -21/250*z^3 + 253/210*z + 1
*
[ 2 ] 
f(z) = -33/250*z^3 + 257/250*z + 1
*
[ 2 ] 
f(z) = -33/254*z^3 + 259/254*z + 1
*
[ 2 ] 
f(z) = -31/242*z^3 + 245/242*z + 1
*
[ 2 ] 
f(z) = -31/246*z^3 + 247/246*z + 1
*
[ 2 ] 
f(z) = -31/250*z^3 + 249/250*z + 1
*
[ 2 ] 
f(z) = -31/254*z^3 + 251/254*z + 1
*
[ 2 ] 
f(z) = -31/258*z^3 + 253/258*z + 1
*
[ 2 ] 
f(z) = -29/250*z^3 + 241/250*z + 1
*
[ 2 ] 
f(z) = -29/254*z^3 + 243/254*z + 1
*
[ 2 ] 
f(z) = -29/258*z^3 + 245/258*z + 1
*
[ 20/9 ] 
f(z) = -27/256*z^3 + 257/240*z + 1
*
[ 11/5 ] 
f(z) = -25/253*z^3 + 259/253*z + 1
*
21/10 | 0.23182592144405683265868508626178227502 | 0.029737869766611839578808692463145635752
f(z) = -40/243*z^3 + 241/270*z + 1
*
[ 15/8 ] 
f(z) = -32/243*z^3 + 251/270*z + 1
*
[ 22/13 ] 
f(z) = -39/242*z^3 + 249/286*z + 1
*
[ 7/4 ] 
f(z) = -38/245*z^3 + 253/280*z + 1
*
[ 7 ] 
f(z) = -34/245*z^3 + 268/35*z + 1
*
[ -7 ] 
f(z) = -34/245*z^3 + 278/35*z + 1
*
[ 7 ] 
f(z) = -33/245*z^3 + 261/35*z + 1
*
[ -7 ] 
f(z) = -33/245*z^3 + 271/35*z + 1
*
-55/6 | 0.24157020112619637895730378152256517771 | 0.023160132600320600045269262865639466118
f(z) = -33/250*z^3 + 271/24*z + 1
*
[ -7 ] 
f(z) = -32/245*z^3 + 264/35*z + 1
*
5/6 | 0.30447603182086454340740817990097462566 | 0.029211867802857256257306500313242269215
f(z) = -27/250*z^3 + 269/24*z + 1
*
[ 11 ] 
f(z) = -23/242*z^3 + 273/22*z + 1
*
[ -11 ] 
f(z) = -23/242*z^3 + 277/22*z + 1
*
63/10 | 0.22361478915974681705178216956181820987 | 0.025099973998404626890696478531666598645
f(z) = -40/243*z^3 + 274/45*z + 1
*
[ -16/3 ] 
f(z) = -39/256*z^3 + 265/48*z + 1
*
[ -6 ] 
f(z) = -37/252*z^3 + 271/42*z + 1
*
[ 6 ] 
f(z) = -29/243*z^3 + 277/54*z + 1
*
[ 6 ] 
f(z) = -28/243*z^3 + 269/54*z + 1
*
4/3 | 0.17973814926479314498139201812822161312 | 0.021406047202294765003313057564576649234
f(z) = -27/256*z^3 + 277/48*z + 1
*
[ -6 ] 
f(z) = -26/243*z^3 + 271/54*z + 1
*
[ -6 ] 
f(z) = -25/243*z^3 + 263/54*z + 1
*
8 | 0.25750905562777591830214087481164559394 | 0.028307193198781348744904377884641426972
f(z) = -21/256*z^3 + 279/56*z + 1
*
[ 14/3 ] 
f(z) = -36/245*z^3 + 279/70*z + 1
*
[ -35/8 ] 
f(z) = -32/245*z^3 + 261/70*z + 1
*
[ -6 ] 
f(z) = -23/240*z^3 + 277/60*z + 1
*
0 | 0.19556625646195878585416819465687381898 | 0.029059638768199598695554063234365625997
f(z) = -37/240*z^3 + 279/80*z + 1
*
-5/3 | 0.25407086607707437817796041890393279634 | 0.028901149263352561967463939025205020737
f(z) = -29/250*z^3 + 263/90*z + 1
*
[ -8/13 ] 
f(z) = -39/256*z^3 + 279/104*z + 1
*
28/5 | 0.21906490412443042110615295130318405728 | 0.026112231305734573377691051064718535695
f(z) = -25/256*z^3 + 275/112*z + 1
*
-20/7 | 0.23646670838454431499052554527613527536 | 0.028235816852950448066932749143610811779
f(z) = -21/256*z^3 + 271/112*z + 1
*
[ -2 ] 
f(z) = -39/244*z^3 + 261/122*z + 1
*
[ -5/6 ] 
f(z) = -39/250*z^3 + 277/120*z + 1
*
[ -2 ] 
f(z) = -37/252*z^3 + 263/126*z + 1
*
[ -18/7 ] 
f(z) = -28/243*z^3 + 271/126*z + 1
*
[ -14/5 ] 
f(z) = -25/252*z^3 + 269/126*z + 1
*
[ 4 ] 
f(z) = -23/248*z^3 + 277/124*z + 1
*
[ 4 ] 
f(z) = -21/248*z^3 + 261/124*z + 1
*
[ 35/12 ] 
f(z) = -36/245*z^3 + 267/140*z + 1
*
[ -4/3 ] 
f(z) = -25/256*z^3 + 277/144*z + 1
*
[ -9/4 ] 
f(z) = -23/243*z^3 + 277/144*z + 1
*
[ 7/2 ] 
f(z) = -23/245*z^3 + 261/140*z + 1
*
[ -4/3 ] 
f(z) = -23/256*z^3 + 275/144*z + 1
*
205/42 | 0.31140727421255611104786079193158527131 | 0.029876861153055599998862637170537200943
f(z) = -21/250*z^3 + 269/168*z + 1
*
8/7 | 0.26213989039327445900719869823521746309 | 0.029004545560880114820273232533974424257
f(z) = -21/256*z^3 + 263/168*z + 1
*
-7/2 | 0.16148564937453253008666847913824464792 | 0.021332522149362093881524938747098591246
f(z) = -24/245*z^3 + 277/210*z + 1
*
15/7 | 0.25855400492588279553654447553200557756 | 0.029411116687159592333327471979012276275
f(z) = -21/250*z^3 + 263/210*z + 1
*
[ 2 ] 
f(z) = -39/242*z^3 + 277/242*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018037026046693676011604986192213648704
f(z) = -38/241*z^3 + 279/241*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012907552709411315619749829656877659095
f(z) = -37/240*z^3 + 277/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018048534457315248685556739754974589961
f(z) = -37/241*z^3 + 278/241*z + 1
*
[ 2 ] 
f(z) = -37/242*z^3 + 269/242*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015771194455209100288025352407417732374
f(z) = -37/242*z^3 + 279/242*z + 1
*
[ 2 ] 
f(z) = -37/246*z^3 + 271/246*z + 1
*
[ 2 ] 
f(z) = -37/250*z^3 + 273/250*z + 1
*
[ 2 ] 
f(z) = -37/254*z^3 + 275/254*z + 1
*
[ 2 ] 
f(z) = -37/258*z^3 + 277/258*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018060099114452672156783331517835862115
f(z) = -36/241*z^3 + 277/241*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018071720507110153132007556243425257481
f(z) = -35/241*z^3 + 276/241*z + 1
*
[ 2 ] 
f(z) = -35/242*z^3 + 261/242*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015791369058126638772142568109645930254
f(z) = -35/242*z^3 + 277/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015665632708014863007864750115534652790
f(z) = -35/243*z^3 + 278/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016558077123116106297775874345881371960
f(z) = -35/244*z^3 + 279/244*z + 1
*
[ 2 ] 
f(z) = -35/246*z^3 + 263/246*z + 1
*
[ 2 ] 
f(z) = -35/254*z^3 + 267/254*z + 1
*
[ 2 ] 
f(z) = -35/258*z^3 + 269/258*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018083399130393011803535313881839749752
f(z) = -34/241*z^3 + 275/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015675670513108537504342595847542411586
f(z) = -34/243*z^3 + 277/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018091159770619381181029389199260734628
f(z) = -34/245*z^3 + 279/245*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018095135485606908113448877409994782424
f(z) = -33/241*z^3 + 274/241*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016579258310881279689351103965321054203
f(z) = -33/244*z^3 + 277/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018102702720921819153034849266326124664
f(z) = -33/245*z^3 + 278/245*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018106930080359058967116830975027060119
f(z) = -32/241*z^3 + 273/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015695894287657961405900293897310771392
f(z) = -32/243*z^3 + 275/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018114302086550273909074399995048320145
f(z) = -32/245*z^3 + 277/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018117896092438530175992646058142569823
f(z) = -32/247*z^3 + 279/247*z + 1
*
-15/4 | 0.16071337559574585791423509435458766231 | 0.028842234918070680313833333131466392260
f(z) = -32/255*z^3 + 263/255*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012958008339488572283052669931583876634
f(z) = -31/240*z^3 + 271/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018118783428661493949185956622847526172
f(z) = -31/241*z^3 + 272/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.015832433322003116719660834720139818971
f(z) = -31/242*z^3 + 273/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015706081121971102857666372378131123489
f(z) = -31/243*z^3 + 274/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016600647838174261517888856052928137933
f(z) = -31/244*z^3 + 275/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018125958357976578728890208428250854110
f(z) = -31/245*z^3 + 276/245*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012228071236954452037417228818151233595
f(z) = -31/246*z^3 + 277/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018129456101682348436236753450283458262
f(z) = -31/247*z^3 + 278/247*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018130696051036398413688580842517817675
f(z) = -30/241*z^3 + 271/241*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018141072609626512768487761207152705880
f(z) = -30/247*z^3 + 277/247*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.012975164843075650274633651775050828770
f(z) = -29/240*z^3 + 269/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018142668474623594180019061261573804651
f(z) = -29/241*z^3 + 270/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.015853213937182594817576662338238396309
f(z) = -29/242*z^3 + 271/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015726606887709552701522900468333056459
f(z) = -29/243*z^3 + 272/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016622249364019450220746539527985546667
f(z) = -29/244*z^3 + 273/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018149443610806718176830920134551918912
f(z) = -29/245*z^3 + 274/245*z + 1
*
-1 | 0.068771538842891420269145884443290670332 | 0.012243963239210840473051740633179649120
f(z) = -29/246*z^3 + 275/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018152746107467708421298137746501464437
f(z) = -29/247*z^3 + 276/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016632800241814734011262126791448682678
f(z) = -29/248*z^3 + 277/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014541031385927498024365174537049382290
f(z) = -29/249*z^3 + 278/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015878148580043300509603394133995946407
f(z) = -29/250*z^3 + 279/250*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018154701233290209469783047130969456345
f(z) = -28/241*z^3 + 269/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015736946717082174956271159378221156534
f(z) = -28/243*z^3 + 271/243*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018164477092531088822720090221660977601
f(z) = -28/247*z^3 + 275/247*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014550164812935971408744957571562628198
f(z) = -28/249*z^3 + 277/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018170725332482342165075955035694206582
f(z) = -28/251*z^3 + 279/251*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018166794867742591167438954755484805730
f(z) = -27/241*z^3 + 268/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015874087151907686100877564151590712070
f(z) = -27/242*z^3 + 269/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016644066640013972469974853511896070372
f(z) = -27/244*z^3 + 271/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018173162527380852841300417997832457574
f(z) = -27/245*z^3 + 272/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018176266068369946731172701277017770596
f(z) = -27/247*z^3 + 274/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016654258845574922363079058474424725422
f(z) = -27/248*z^3 + 275/248*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.015898575955432903449047277785185059487
f(z) = -27/250*z^3 + 277/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018182319049089318625437733878214010915
f(z) = -27/251*z^3 + 278/251*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018178949925640513981829576004104665644
f(z) = -26/241*z^3 + 267/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015757782556643915166111390244902108037
f(z) = -26/243*z^3 + 269/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018185110902579377165628275738308251772
f(z) = -26/245*z^3 + 271/245*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014568936530074814555769277761240122310
f(z) = -26/249*z^3 + 275/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018193969429138915178890753355691239500
f(z) = -26/251*z^3 + 277/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018196825068446143383054333427688310427
f(z) = -26/253*z^3 + 279/253*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018191166961713742627803087590571651947
f(z) = -25/241*z^3 + 266/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015895289696127069557779093506255174618
f(z) = -25/242*z^3 + 267/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015768279499533326244660696170180081378
f(z) = -25/243*z^3 + 268/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016666103513392326471043741051790722445
f(z) = -25/244*z^3 + 269/244*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012275870773611796819382684751951490932
f(z) = -25/246*z^3 + 271/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018200020038340036557224745804009642923
f(z) = -25/247*z^3 + 272/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016675930132526619746841598916142542626
f(z) = -25/248*z^3 + 273/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014578576097195224592415345151713994133
f(z) = -25/249*z^3 + 274/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018205676965260077611376838956540845536
f(z) = -25/251*z^3 + 276/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014273843847601418511366191950415726119
f(z) = -25/252*z^3 + 277/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018208435437824913179696529894612313291
f(z) = -25/253*z^3 + 278/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015930464681988964155874641226567827524
f(z) = -25/254*z^3 + 279/254*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018203446537881004738873310060302583277
f(z) = -24/241*z^3 + 265/241*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018209188130518854471070375575419194286
f(z) = -24/245*z^3 + 269/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018211986071643877185853791376227064666
f(z) = -24/247*z^3 + 271/247*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018217442156228089640703050407949940919
f(z) = -24/251*z^3 + 275/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018220102552035508185018740973334754854
f(z) = -24/253*z^3 + 277/253*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.013027691262761773896439854279758491851
f(z) = -23/240*z^3 + 263/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018215789223371433865064293556199946310
f(z) = -23/241*z^3 + 264/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015916709016259916758197278171622638193
f(z) = -23/242*z^3 + 265/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015789433808398694154818379620919625571
f(z) = -23/243*z^3 + 266/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016688363930216676393132700266315575815
f(z) = -23/244*z^3 + 267/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018221318061058352128403260537450841162
f(z) = -23/245*z^3 + 268/245*z + 1
*
-1 | 0.068771538842891420269145884443290670332 | 0.012292240685306935316289211158391935110
f(z) = -23/246*z^3 + 269/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018224012174282190737366384800184166922
f(z) = -23/247*z^3 + 270/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016697817866382558399089862949487144515
f(z) = -23/248*z^3 + 271/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014597628363349166347013223450574183426
f(z) = -23/249*z^3 + 272/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015939685699855064661593850409090181508
f(z) = -23/250*z^3 + 273/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018229265507064534694484265703346259223
f(z) = -23/251*z^3 + 274/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014292259072627115232863849623705836022
f(z) = -23/252*z^3 + 275/252*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015950727068160641845776620499820551917
f(z) = -23/254*z^3 + 277/254*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014619200174029009543293591697975467821
f(z) = -23/255*z^3 + 278/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016715957815409066909977906190136439423
f(z) = -23/256*z^3 + 279/256*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018228195594848543606591692619972370698
f(z) = -22/241*z^3 + 263/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015800092143594904656269573837680024719
f(z) = -22/243*z^3 + 265/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018233509599390845681353983310063196885
f(z) = -22/245*z^3 + 267/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018236098882515729469236841662863970924
f(z) = -22/247*z^3 + 269/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014607225919109267382877017523812668117
f(z) = -22/249*z^3 + 271/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018241147529139263395295504454960199967
f(z) = -22/251*z^3 + 273/251*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014628567474074110042217881969626364823
f(z) = -22/255*z^3 + 277/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018248411215953831107496331678299390680
f(z) = -22/257*z^3 + 279/257*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018240666236536795685795724486744515213
f(z) = -21/241*z^3 + 262/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015938349068727970501740142022738187512
f(z) = -21/242*z^3 + 263/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016710851938698954358870310581490035011
f(z) = -21/244*z^3 + 265/244*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018248246739475128332807787149215131381
f(z) = -21/247*z^3 + 268/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016719925906801698459910375460027712081
f(z) = -21/248*z^3 + 269/248*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015960607087482207382063830367914467117
f(z) = -21/250*z^3 + 271/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018253088740274414658686658860089940054
f(z) = -21/251*z^3 + 272/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018255449327899573208573277856207673285
f(z) = -21/253*z^3 + 274/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015971421809297798114486028496320047376
f(z) = -21/254*z^3 + 275/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016737340965066499167150952098898444748
f(z) = -21/256*z^3 + 277/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018260054499548412679450088792820992697
f(z) = -21/257*z^3 + 278/257*z + 1
*
[ 11/6 ] 
f(z) = -39/242*z^3 + 263/264*z + 1
*
-4/5 | 0.097387417892791583603668524918034254691 | 0.011521373202940176056429605753214723338
f(z) = -25/256*z^3 + 293/16*z + 1
*
[ 7 ] 
f(z) = -38/245*z^3 + 296/35*z + 1
*
[ 7 ] 
f(z) = -37/245*z^3 + 289/35*z + 1
*
[ -7 ] 
f(z) = -37/245*z^3 + 299/35*z + 1
*
[ 7 ] 
f(z) = -36/245*z^3 + 282/35*z + 1
*
[ -7 ] 
f(z) = -36/245*z^3 + 292/35*z + 1
*
-5/6 | 0.16168517952931682324861651269039018767 | 0.015376199179067443603896664497488672233
f(z) = -33/250*z^3 + 295/24*z + 1
*
[ 11 ] 
f(z) = -25/242*z^3 + 295/22*z + 1
*
[ -11 ] 
f(z) = -25/242*z^3 + 299/22*z + 1
*
-4/3 | 0.25202683216299261931290282843198258028 | 0.029864482988599489744853759164976235068
f(z) = -39/256*z^3 + 289/48*z + 1
*
-4/3 | 0.24914341419534501851548142108676601308 | 0.029547120277721112010308239208543128925
f(z) = -33/256*z^3 + 287/48*z + 1
*
[ 6 ] 
f(z) = -31/243*z^3 + 293/54*z + 1
*
[ -6 ] 
f(z) = -29/243*z^3 + 295/54*z + 1
*
[ -6 ] 
f(z) = -28/243*z^3 + 287/54*z + 1
*
-8 | 0.16783339205787427779669726937891310119 | 0.018350652845589740598423692033945567829
f(z) = -21/256*z^3 + 293/56*z + 1
*
-6 | 0.081509740528289764604077171824957711790 | 0.011591686543743390566742934276188191491
f(z) = -37/240*z^3 + 283/60*z + 1
*
-6 | 0.16000870816943417555314203727570338331 | 0.022687514088885007484129629841720666635
f(z) = -31/240*z^3 + 289/60*z + 1
*
[ -20/3 ] 
f(z) = -21/250*z^3 + 293/60*z + 1
*
[ -9/20 ] 
f(z) = -40/243*z^3 + 293/90*z + 1
*
[ 15/4 ] 
f(z) = -39/250*z^3 + 281/96*z + 1
*
[ -18/5 ] 
f(z) = -35/243*z^3 + 283/90*z + 1
*
[ -15/4 ] 
f(z) = -31/250*z^3 + 289/96*z + 1
*
-6 | 0.22934999142028083704160382815473955591 | 0.029635902692516619278136825255909997065
f(z) = -27/248*z^3 + 287/93*z + 1
*
-14/3 | 0.22614807432895014815734853495090384383 | 0.029667853098742720327028817604169897882
f(z) = -27/245*z^3 + 292/105*z + 1
*
[ -9/13 ] 
f(z) = -26/243*z^3 + 292/117*z + 1
*
-35/6 | 0.22614807432895014815734853495090384383 | 0.029776368249870370067476562126611176253
f(z) = -24/245*z^3 + 284/105*z + 1
*
[ -18/7 ] 
f(z) = -35/243*z^3 + 295/126*z + 1
*
-24/5 | 0.27284227109234941295385378131393442234 | 0.029945867300465584627311202253265428507
f(z) = -35/256*z^3 + 283/120*z + 1
*
[ -4/5 ] 
f(z) = -25/248*z^3 + 287/124*z + 1
*
[ 4 ] 
f(z) = -25/248*z^3 + 293/124*z + 1
*
[ -4/3 ] 
f(z) = -37/256*z^3 + 289/144*z + 1
*
[ -7/4 ] 
f(z) = -36/245*z^3 + 283/140*z + 1
*
[ -4/3 ] 
f(z) = -35/256*z^3 + 287/144*z + 1
*
[ -4/3 ] 
f(z) = -31/256*z^3 + 283/144*z + 1
*
[ -9/4 ] 
f(z) = -29/243*z^3 + 295/144*z + 1
*
[ -4/3 ] 
f(z) = -29/256*z^3 + 281/144*z + 1
*
[ -9/8 ] 
f(z) = -28/243*z^3 + 293/144*z + 1
*
[ -7/6 ] 
f(z) = -27/245*z^3 + 281/140*z + 1
*
[ 7/2 ] 
f(z) = -27/245*z^3 + 289/140*z + 1
*
[ 10/3 ] 
f(z) = -27/248*z^3 + 296/155*z + 1
*
[ -9/4 ] 
f(z) = -25/243*z^3 + 283/144*z + 1
*
[ -16/15 ] 
f(z) = -25/256*z^3 + 295/144*z + 1
*
[ -11/7 ] 
f(z) = -21/242*z^3 + 285/154*z + 1
*
[ 24/7 ] 
f(z) = -21/256*z^3 + 281/168*z + 1
*
57/16 | 0.20659299858289804420097920862497338468 | 0.026271892230346906057347531205967724161
f(z) = -32/243*z^3 + 289/216*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018014176038905033756568817225113171135
f(z) = -40/241*z^3 + 281/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015616167680852807319524383644466805672
f(z) = -40/243*z^3 + 283/243*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018027392974829084256959916563343621917
f(z) = -40/247*z^3 + 287/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014441449567142115446604027802719584918
f(z) = -40/249*z^3 + 289/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018035849141296870032365041478155713217
f(z) = -40/251*z^3 + 291/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018039975678645509073765170118940844405
f(z) = -40/253*z^3 + 293/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018048033475001035789091712113595901869
f(z) = -40/257*z^3 + 297/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018051967717943341153104154175945246743
f(z) = -40/259*z^3 + 299/259*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018025573399587579323984838002926759916
f(z) = -39/241*z^3 + 280/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015751214891216411016529743946045634072
f(z) = -39/242*z^3 + 281/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016516325575380630244995286119970836673
f(z) = -39/244*z^3 + 283/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018034274498707200479472106060574845462
f(z) = -39/245*z^3 + 284/245*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016528572079685846116066328037385963003
f(z) = -39/248*z^3 + 287/248*z + 1
*
[ 2 ] 
f(z) = -39/250*z^3 + 281/250*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.015779586398670725585996651715383306591
f(z) = -39/250*z^3 + 289/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018046799212623618140138849084237721067
f(z) = -39/251*z^3 + 290/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018050840196069787154452986471937643236
f(z) = -39/253*z^3 + 292/253*z + 1
*
[ 2 ] 
f(z) = -39/254*z^3 + 283/254*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015793035606936455629670267099041167159
f(z) = -39/254*z^3 + 293/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016552049674283089946116291152314649786
f(z) = -39/256*z^3 + 295/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018058730571179176632416582892116812328
f(z) = -39/257*z^3 + 296/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018062582895743856999870252450727443247
f(z) = -39/259*z^3 + 298/259*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015635810543532994704547762296410712829
f(z) = -38/243*z^3 + 281/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018045542522001868346598011766077799052
f(z) = -38/245*z^3 + 283/245*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014458987325376650648612146700075380386
f(z) = -38/249*z^3 + 287/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018057800481417653327533594111963797637
f(z) = -38/251*z^3 + 289/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018061755146250305298749413348882985569
f(z) = -38/253*z^3 + 291/253*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014483947095909156719137429067044381157
f(z) = -38/255*z^3 + 293/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018069476619806896214276883218888856351
f(z) = -38/257*z^3 + 295/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018073246309483986249786519200541608594
f(z) = -38/259*z^3 + 297/259*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015645703139893978553967617309469049693
f(z) = -37/243*z^3 + 280/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016537100705482252683367671368415087116
f(z) = -37/244*z^3 + 281/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018056864596705451187904539651289423092
f(z) = -37/245*z^3 + 282/245*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012181655048822966910468373434744572944
f(z) = -37/246*z^3 + 283/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018060926751679691901099455965501459011
f(z) = -37/247*z^3 + 284/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016549020573700091196283917758204270094
f(z) = -37/248*z^3 + 285/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014468092949806112035457213743692501912
f(z) = -37/249*z^3 + 286/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015798833523757065710537109448702229011
f(z) = -37/250*z^3 + 287/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018068853373678872881303533984297303265
f(z) = -37/251*z^3 + 288/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014167014257487202187084079957436679425
f(z) = -37/252*z^3 + 289/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018072720945841345752918656860911649442
f(z) = -37/253*z^3 + 290/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015812102368084577730551507917051601844
f(z) = -37/254*z^3 + 291/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014492852085320752815858181700437643500
f(z) = -37/255*z^3 + 292/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016571872911948270847591979344879546100
f(z) = -37/256*z^3 + 293/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018080272019639081627548414630959677307
f(z) = -37/257*z^3 + 294/257*z + 1
*
-1 | 0.069653539750099839150739942597150660094 | 0.012247906028368897659226591845009213336
f(z) = -37/258*z^3 + 295/258*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018068241184118808900469311604909211741
f(z) = -36/245*z^3 + 281/245*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018079958320494624687476205351422170030
f(z) = -36/251*z^3 + 287/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018083738016437760168658401954145473085
f(z) = -36/253*z^3 + 289/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018091117174092833981436601506434752755
f(z) = -36/257*z^3 + 293/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018094719410044390955966396024008880998
f(z) = -36/259*z^3 + 295/259*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012196794476435973680025217300227895094
f(z) = -35/246*z^3 + 281/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018083550234830562190112557720724634591
f(z) = -35/247*z^3 + 282/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016569664268019919282761806323594601573
f(z) = -35/248*z^3 + 283/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014486066282525782134400344134333967548
f(z) = -35/249*z^3 + 284/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018091115758118905110229699843868935064
f(z) = -35/251*z^3 + 286/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018094806784651335817098769416375592781
f(z) = -35/253*z^3 + 288/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015831347197334769024829928505694311474
f(z) = -35/254*z^3 + 289/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016591879954954643504016207170193149893
f(z) = -35/256*z^3 + 291/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018102012491318524700040311028713510284
f(z) = -35/257*z^3 + 292/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012262459683034049966756529037484003817
f(z) = -35/258*z^3 + 293/258*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018094943635323133386287610182986315610
f(z) = -34/247*z^3 + 281/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014495117344287723512968463873631409144
f(z) = -34/249*z^3 + 283/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018102326128053077843350986926325862035
f(z) = -34/251*z^3 + 285/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018105927682188617988404359040113448522
f(z) = -34/253*z^3 + 287/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018112958384272187794527776130146233426
f(z) = -34/257*z^3 + 291/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018116390195862982206405755752219745529
f(z) = -34/259*z^3 + 293/259*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018106392096729123161284994092686254670
f(z) = -33/247*z^3 + 280/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016590506490422064269020208823852911620
f(z) = -33/248*z^3 + 281/248*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.015838227002742808132298676164761936790
f(z) = -33/250*z^3 + 283/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018113589877128148502314024774983860686
f(z) = -33/251*z^3 + 284/251*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015850773065060530175704889328397731621
f(z) = -33/254*z^3 + 287/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016612073847533866261033187676245406675
f(z) = -33/256*z^3 + 289/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018123955270789278005970337574765560403
f(z) = -33/257*z^3 + 290/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018127300733684879768167026069057969132
f(z) = -33/259*z^3 + 292/259*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014513166770250794338767313678408244842
f(z) = -32/249*z^3 + 281/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018124907457588630647517652737967126233
f(z) = -32/251*z^3 + 283/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018128327618011666126806494341742059032
f(z) = -32/253*z^3 + 285/253*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014537081316724962231511814123636053463
f(z) = -32/255*z^3 + 287/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018135003573659825492424940291250282612
f(z) = -32/257*z^3 + 289/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018138261917888289881726851170102236854
f(z) = -32/259*z^3 + 291/259*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014522349082889976117516356848888590199
f(z) = -31/249*z^3 + 280/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015858033522395550686869122611059699038
f(z) = -31/250*z^3 + 281/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018136279327178039879610125689738148101
f(z) = -31/251*z^3 + 282/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014219662169350521940628957883875127189
f(z) = -31/252*z^3 + 283/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018139607545905768094797530361406711844
f(z) = -31/253*z^3 + 284/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015870383013008811013287624284487618896
f(z) = -31/254*z^3 + 285/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014546052387075638447537732926404970543
f(z) = -31/255*z^3 + 286/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016632457706544115034455088865749230317
f(z) = -31/256*z^3 + 287/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018146103720705018533379370755842205999
f(z) = -31/257*z^3 + 288/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012292206613538397982293285801650789722
f(z) = -31/258*z^3 + 289/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018149274166892377207361182861270378889
f(z) = -31/259*z^3 + 290/259*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018147705949226053627046238019958299664
f(z) = -30/251*z^3 + 281/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018150941382506627840794033579788120405
f(z) = -30/253*z^3 + 283/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018157256144855246547938595642429670132
f(z) = -30/257*z^3 + 287/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018160337904077803290539998979940986046
f(z) = -30/259*z^3 + 289/259*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018159187792737375255056574760514894020
f(z) = -29/251*z^3 + 280/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014237548431656329496070166891808623391
f(z) = -29/252*z^3 + 281/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018162329586215246270940698271948855242
f(z) = -29/253*z^3 + 282/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015890180156543686377097687754262562627
f(z) = -29/254*z^3 + 283/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014564122566761217915004895030154744876
f(z) = -29/255*z^3 + 284/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016653034723736813518372376542363994986
f(z) = -29/256*z^3 + 285/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018168461284229636570927908945195797038
f(z) = -29/257*z^3 + 286/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012307289775871703605751899283573866618
f(z) = -29/258*z^3 + 287/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018171453557863416251272259021206772178
f(z) = -29/259*z^3 + 288/259*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018173772621026809868713835562766042940
f(z) = -28/253*z^3 + 281/253*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014573039310489428329606916312888434423
f(z) = -28/255*z^3 + 283/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018179719582217117204239872599483834620
f(z) = -28/257*z^3 + 285/257*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018185270956619682444903204818708671378
f(z) = -27/253*z^3 + 280/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.015910283348263670554977721126283317968
f(z) = -27/254*z^3 + 281/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016673808168110956435151992433678121204
f(z) = -27/256*z^3 + 283/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018191031487559044960108700119160693320
f(z) = -27/257*z^3 + 284/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018193842354571935961119050390283168547
f(z) = -27/259*z^3 + 286/259*z + 1
*
[ 7/3 ] 
f(z) = -27/259*z^3 + 295/259*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014591370069729411329580042099707336433
f(z) = -26/255*z^3 + 281/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018202397454433428839440984530612227485
f(z) = -26/257*z^3 + 283/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018205116380234351997175497732153305231
f(z) = -26/259*z^3 + 285/259*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016694781388359069458644511549967024410
f(z) = -25/256*z^3 + 281/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018213817942540789942781758018345003753
f(z) = -25/257*z^3 + 282/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012337887305223540120234209731941894107
f(z) = -25/258*z^3 + 283/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018216444088139892452198896734687508252
f(z) = -25/259*z^3 + 284/259*z + 1
*
[ 5/2 ] 
f(z) = -24/245*z^3 + 297/245*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018225293417191693894900444825954114831
f(z) = -24/257*z^3 + 281/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018227825933101046254374188143345236893
f(z) = -24/259*z^3 + 283/259*z + 1
*
-3 | 0.16643060436942038935747139587732016610 | 0.029407390645379369685580341664949338504
f(z) = -23/240*z^3 + 287/240*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018236824349395994877328812314520272297
f(z) = -23/257*z^3 + 280/257*z + 1
*
-1 | 0.069653539750099839150739942597150660094 | 0.012353522230330080610652086797013558974
f(z) = -23/258*z^3 + 281/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018239262375460529298836536211012365812
f(z) = -23/259*z^3 + 282/259*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018250753881178939153753270282985200187
f(z) = -22/259*z^3 + 281/259*z + 1
*
[ 32/15 ] 
f(z) = -25/256*z^3 + 281/288*z + 1
*
[ 15/7 ] 
f(z) = -23/250*z^3 + 281/294*z + 1
*
30/29 | 0.24877163107850855809318732398514726722 | 0.027746984338961213605936141241643558615
f(z) = -29/270*z^3 - 247/290*z + 1
*
[ 3/5 ] 
f(z) = -25/264*z^3 - 167/264*z + 1
*
[ 3/5 ] 
f(z) = -25/267*z^3 - 169/267*z + 1
*
[ 3/5 ] 
f(z) = -25/273*z^3 - 173/273*z + 1
*
[ 3/5 ] 
f(z) = -25/276*z^3 - 175/276*z + 1
*
[ 3/5 ] 
f(z) = -29/270*z^3 - 157/250*z + 1
*
[ 3/5 ] 
f(z) = -23/270*z^3 - 159/250*z + 1
*
[ 5/9 ] 
f(z) = -27/275*z^3 - 127/165*z + 1
*
[ 2/3 ] 
f(z) = -27/266*z^3 - 121/266*z + 1
*
[ 2/3 ] 
f(z) = -27/274*z^3 - 125/274*z + 1
*
[ 2/3 ] 
f(z) = -27/278*z^3 - 127/278*z + 1
*
[ 2/3 ] 
f(z) = -37/264*z^3 - 130/297*z + 1
*
[ 2/3 ] 
f(z) = -35/264*z^3 - 131/297*z + 1
*
[ 2/3 ] 
f(z) = -31/264*z^3 - 133/297*z + 1
*
[ 2/3 ] 
f(z) = -29/264*z^3 - 134/297*z + 1
*
[ 2/3 ] 
f(z) = -25/264*z^3 - 136/297*z + 1
*
[ 2/3 ] 
f(z) = -23/264*z^3 - 137/297*z + 1
*
6/5 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = -35/264*z^3 - 106/165*z + 1
*
[ 2/3 ] 
f(z) = -27/262*z^3 - 119/262*z + 1
*
[ 2/3 ] 
f(z) = -39/272*z^3 - 89/204*z + 1
*
[ 2/3 ] 
f(z) = -33/272*z^3 - 91/204*z + 1
*
[ 2/3 ] 
f(z) = -21/272*z^3 - 95/204*z + 1
*
[ 5/8 ] 
f(z) = -32/275*z^3 - 61/110*z + 1
*
[ 2/3 ] 
f(z) = -27/268*z^3 - 61/134*z + 1
*
[ 3/4 ] 
f(z) = -32/267*z^3 - 71/267*z + 1
*
[ 3/4 ] 
f(z) = -32/273*z^3 - 73/273*z + 1
*
[ 3/5 ] 
f(z) = -25/261*z^3 - 55/87*z + 1
*
[ 3/5 ] 
f(z) = -25/279*z^3 - 59/93*z + 1
*
[ 2/3 ] 
f(z) = -27/260*z^3 - 59/130*z + 1
*
[ 3/4 ] 
f(z) = -40/261*z^3 - 43/174*z + 1
*
[ 3/4 ] 
f(z) = -37/270*z^3 - 41/160*z + 1
*
[ 3/4 ] 
f(z) = -31/270*z^3 - 43/160*z + 1
*
[ 3/4 ] 
f(z) = -40/279*z^3 - 47/186*z + 1
*
[ 4/5 ] 
f(z) = -25/268*z^3 - 51/268*z + 1
*
[ 4/5 ] 
f(z) = -25/276*z^3 - 53/276*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -23/266*z^3 - 41/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -23/270*z^3 - 43/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -23/274*z^3 - 45/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -23/278*z^3 - 47/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -21/262*z^3 - 47/262*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -21/274*z^3 - 53/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -21/278*z^3 - 55/278*z + 1
*
[ 2/3 ] 
f(z) = -27/272*z^3 - 31/68*z + 1
*
[ 3/4 ] 
f(z) = -32/261*z^3 - 23/87*z + 1
*
[ 3/4 ] 
f(z) = -32/279*z^3 - 25/93*z + 1
*
[ 4/5 ] 
f(z) = -25/264*z^3 - 25/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -23/268*z^3 - 21/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -21/260*z^3 - 23/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -21/268*z^3 - 25/134*z + 1
*
[ 5/6 ] 
f(z) = -24/275*z^3 - 23/165*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.024328099035529652248987065843316302228
f(z) = -21/272*z^3 - 23/204*z + 1
*
[ 5/6 ] 
f(z) = -27/275*z^3 - 29/220*z + 1
*
[ 5/6 ] 
f(z) = -36/265*z^3 - 28/265*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -29/274*z^3 - 21/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -29/278*z^3 - 23/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -27/262*z^3 - 23/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -27/266*z^3 - 25/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -27/274*z^3 - 29/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -27/278*z^3 - 31/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -25/262*z^3 - 31/262*z + 1
*
-11/5 | 0.14320000541044366636953313056639038492 | 0.025681727498129570807990538088606767621
f(z) = -25/264*z^3 - 23/264*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -25/266*z^3 - 33/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -25/274*z^3 - 37/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -25/278*z^3 - 39/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -23/262*z^3 - 39/262*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -31/264*z^3 - 1/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -29/264*z^3 - 2/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -25/264*z^3 - 4/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -23/264*z^3 - 5/33*z + 1
*
[ 5/6 ] 
f(z) = -36/275*z^3 - 6/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -33/272*z^3 - 1/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -31/272*z^3 - 3/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -29/272*z^3 - 5/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -27/272*z^3 - 7/68*z + 1
*
[ 4/5 ] 
f(z) = -25/272*z^3 - 13/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -25/272*z^3 - 9/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -23/272*z^3 - 11/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -21/272*z^3 - 13/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -33/268*z^3 - 1/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -31/260*z^3 - 3/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -31/268*z^3 - 5/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -31/276*z^3 - 7/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -29/260*z^3 - 7/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -29/268*z^3 - 9/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -29/276*z^3 - 11/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -27/260*z^3 - 11/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -27/268*z^3 - 13/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -25/268*z^3 - 17/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -25/276*z^3 - 19/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -23/260*z^3 - 19/130*z + 1
*
-4/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -33/272*z^3 - 7/204*z + 1
*
-6/5 | 0.19809008536120125228776100606415612993 | 0.029546217592373398944048292082082446379
f(z) = -25/272*z^3 - 7/204*z + 1
*
[ 6/7 ] 
f(z) = -35/264*z^3 - 16/231*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -33/266*z^3 - 1/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -33/274*z^3 - 5/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -33/278*z^3 - 7/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -31/262*z^3 - 7/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -31/266*z^3 - 9/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -31/270*z^3 - 11/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -31/274*z^3 - 13/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -31/278*z^3 - 15/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -29/262*z^3 - 15/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -29/266*z^3 - 17/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -29/270*z^3 - 19/270*z + 1
*
[ 3 ] 
f(z) = -37/270*z^3 + 19/10*z + 1
*
[ 3 ] 
f(z) = -31/270*z^3 + 17/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -37/264*z^3 + 2/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -35/264*z^3 + 1/33*z + 1
*
[ 6/5 ] 
f(z) = -25/264*z^3 + 10/33*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -39/272*z^3 + 5/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -37/272*z^3 + 3/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -35/272*z^3 + 1/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -39/268*z^3 + 11/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -37/260*z^3 + 9/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -37/268*z^3 + 7/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -37/276*z^3 + 5/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -35/268*z^3 + 3/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -35/276*z^3 + 1/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -33/260*z^3 + 1/130*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -39/274*z^3 + 19/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -39/278*z^3 + 17/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -37/262*z^3 + 17/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -37/266*z^3 + 15/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -37/270*z^3 + 13/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -37/274*z^3 + 11/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -37/278*z^3 + 9/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -35/262*z^3 + 9/262*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -35/274*z^3 + 3/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -35/278*z^3 + 1/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -33/262*z^3 + 1/262*z + 1
*
11/5 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -25/264*z^3 + 1/264*z + 1
*
[ -3 ] 
f(z) = -29/270*z^3 + 23/10*z + 1
*
[ -3 ] 
f(z) = -23/270*z^3 + 21/10*z + 1
*
6 | 0.19092778594642606144110396124061748567 | 0.028654357440803636167269758211524591676
f(z) = -23/270*z^3 + 29/10*z + 1
*
[ 6 ] 
f(z) = -23/270*z^3 + 39/10*z + 1
*
[ 2 ] 
f(z) = -37/264*z^3 + 35/33*z + 1
*
[ 2 ] 
f(z) = -35/264*z^3 + 34/33*z + 1
*
[ 2 ] 
f(z) = -31/264*z^3 + 32/33*z + 1
*
[ 2 ] 
f(z) = -29/264*z^3 + 31/33*z + 1
*
[ 2 ] 
f(z) = -25/264*z^3 + 29/33*z + 1
*
-6/5 | 0.15993103172452974766323735777845157509 | 0.028682297626118246134971449671310029644
f(z) = -25/264*z^3 + 32/33*z + 1
*
[ 2 ] 
f(z) = -23/264*z^3 + 28/33*z + 1
*
[ 5/4 ] 
f(z) = -32/275*z^3 + 21/55*z + 1
*
[ 3/2 ] 
f(z) = -29/270*z^3 + 23/40*z + 1
*
[ 5/3 ] 
f(z) = -27/275*z^3 + 37/55*z + 1
*
[ 3/2 ] 
f(z) = -23/270*z^3 + 21/40*z + 1
*
[ 4/3 ] 
f(z) = -27/272*z^3 + 29/68*z + 1
*
-2/3 | 0.15742421835319034601563841518358834109 | 0.028082371887455442536875820508581558743
f(z) = -27/272*z^3 + 37/68*z + 1
*
[ 5/4 ] 
f(z) = -24/275*z^3 + 37/110*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -39/262*z^3 + 25/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -39/266*z^3 + 23/266*z + 1
*
-6 | 0.19846078618049339875840100087266210056 | 0.028122395659140307108742990561988954024
f(z) = -31/270*z^3 + 43/10*z + 1
*
[ -6 ] 
f(z) = -31/270*z^3 + 53/10*z + 1
*
[ 6 ] 
f(z) = -29/270*z^3 + 47/10*z + 1
*
[ 3 ] 
f(z) = -29/270*z^3 + 49/30*z + 1
*
22/5 | 0.13032738638133998786000348644554874423 | 0.022497338206269543497802170091499023862
f(z) = -25/264*z^3 + 41/33*z + 1
*
[ 3 ] 
f(z) = -23/270*z^3 + 43/30*z + 1
*
[ 5/3 ] 
f(z) = -36/275*z^3 + 42/55*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = -27/272*z^3 + 57/68*z + 1
*
[ 2 ] 
f(z) = -25/272*z^3 + 59/68*z + 1
*
[ 2 ] 
f(z) = -23/272*z^3 + 57/68*z + 1
*
[ 2 ] 
f(z) = -21/272*z^3 + 55/68*z + 1
*
[ 3/2 ] 
f(z) = -40/261*z^3 + 59/87*z + 1
*
[ 3/2 ] 
f(z) = -32/261*z^3 + 53/87*z + 1
*
[ 3/2 ] 
f(z) = -32/279*z^3 + 55/93*z + 1
*
[ 3/2 ] 
f(z) = -28/261*z^3 + 50/87*z + 1
*
[ 3/2 ] 
f(z) = -28/279*z^3 + 52/93*z + 1
*
[ 6/5 ] 
f(z) = -25/276*z^3 + 41/138*z + 1
*
[ 6/5 ] 
f(z) = -35/264*z^3 + 59/165*z + 1
*
[ 6/5 ] 
f(z) = -25/261*z^3 + 53/174*z + 1
*
[ 6/5 ] 
f(z) = -25/279*z^3 + 55/186*z + 1
*
-3 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -25/264*z^3 + 49/264*z + 1
*
[ 30/29 ] 
f(z) = -29/270*z^3 + 43/290*z + 1
*
[ -6 ] 
f(z) = -37/270*z^3 + 61/10*z + 1
*
[ -2 ] 
f(z) = -37/264*z^3 + 68/33*z + 1
*
[ -3 ] 
f(z) = -37/270*z^3 + 77/30*z + 1
*
[ -2 ] 
f(z) = -35/264*z^3 + 67/33*z + 1
*
[ -2 ] 
f(z) = -31/264*z^3 + 65/33*z + 1
*
[ -3 ] 
f(z) = -31/270*z^3 + 71/30*z + 1
*
[ -2 ] 
f(z) = -29/264*z^3 + 64/33*z + 1
*
[ -2 ] 
f(z) = -25/264*z^3 + 62/33*z + 1
*
[ -6/5 ] 
f(z) = -25/264*z^3 + 65/33*z + 1
*
-26/5 | 0.17172604116944674320502916017714170691 | 0.027262648806888240159211291281146454986
f(z) = -25/264*z^3 + 68/33*z + 1
*
22/5 | 0.14605414795892185661041495988178604185 | 0.022879924203537041958984166129687761788
f(z) = -25/264*z^3 + 74/33*z + 1
*
[ -2 ] 
f(z) = -23/264*z^3 + 61/33*z + 1
*
-6 | 0.17172459248575793196587447525052069908 | 0.026789377146148240885510436902304935245
f(z) = -23/264*z^3 + 76/33*z + 1
*
[ -3/2 ] 
f(z) = -37/270*z^3 + 79/40*z + 1
*
[ 5/2 ] 
f(z) = -36/275*z^3 + 78/55*z + 1
*
[ 5/2 ] 
f(z) = -32/275*z^3 + 73/55*z + 1
*
[ -3/2 ] 
f(z) = -31/270*z^3 + 77/40*z + 1
*
[ 5/2 ] 
f(z) = -28/275*z^3 + 68/55*z + 1
*
[ 5/2 ] 
f(z) = -24/275*z^3 + 63/55*z + 1
*
[ 2 ] 
f(z) = -39/272*z^3 + 73/68*z + 1
*
[ 2 ] 
f(z) = -37/272*z^3 + 71/68*z + 1
*
[ 2 ] 
f(z) = -35/272*z^3 + 69/68*z + 1
*
[ 2 ] 
f(z) = -33/272*z^3 + 67/68*z + 1
*
[ 2 ] 
f(z) = -31/272*z^3 + 65/68*z + 1
*
-4 | 0.15740074133645644890275192321517369642 | 0.027727244622369081076853625340830596703
f(z) = -31/272*z^3 + 73/68*z + 1
*
[ 2 ] 
f(z) = -29/272*z^3 + 63/68*z + 1
*
[ 2 ] 
f(z) = -27/272*z^3 + 61/68*z + 1
*
[ 3/2 ] 
f(z) = -40/279*z^3 + 61/93*z + 1
*
[ 3/2 ] 
f(z) = -37/270*z^3 + 77/120*z + 1
*
[ 3/2 ] 
f(z) = -31/270*z^3 + 71/120*z + 1
*
[ 6/5 ] 
f(z) = -25/272*z^3 + 61/204*z + 1
*
[ 4/3 ] 
f(z) = -21/272*z^3 + 79/204*z + 1
*
-6/7 | 0.20775995387278260862116444151320550617 | 0.027620824440708829745724814037328668642
f(z) = -35/264*z^3 + 61/231*z + 1
*
[ 5/4 ] 
f(z) = -28/275*z^3 + 79/220*z + 1
*
13/5 | 0.15560518156717549354388047540546032951 | 0.027739720823758016987977956030284613451
f(z) = -25/273*z^3 + 64/273*z + 1
*
-6 | 0.19303718585786523667961534544122383550 | 0.028776798776646555270096733717357446419
f(z) = -29/270*z^3 + 91/30*z + 1
*
[ 22/5 ] 
f(z) = -25/264*z^3 + 86/33*z + 1
*
6/5 | 0.13750162976394902029781312165731000329 | 0.020632231506810985688654071619362476447
f(z) = -25/264*z^3 + 98/33*z + 1
*
-6 | 0.20044580675858546572773253746374249931 | 0.029599485273562038885636042592615665072
f(z) = -23/270*z^3 + 97/30*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.026792153444222168196367989500914880198
f(z) = -35/272*z^3 + 89/68*z + 1
*
[ 8/5 ] 
f(z) = -25/272*z^3 + 83/136*z + 1
*
[ 3/2 ] 
f(z) = -26/261*z^3 + 97/174*z + 1
*
[ 3/2 ] 
f(z) = -22/261*z^3 + 91/174*z + 1
*
[ 3/2 ] 
f(z) = -22/279*z^3 + 95/186*z + 1
*
[ 4/3 ] 
f(z) = -33/272*z^3 + 95/204*z + 1
*
[ 5/4 ] 
f(z) = -36/275*z^3 + 89/220*z + 1
*
[ 30/23 ] 
f(z) = -23/270*z^3 + 87/230*z + 1
*
[ 6/5 ] 
f(z) = -37/270*z^3 + 91/250*z + 1
*
[ 6/5 ] 
f(z) = -31/270*z^3 + 83/250*z + 1
*
-17/5 | 0.16215483722507061426226654681913924216 | 0.028926250928480163996214839809186019163
f(z) = -25/272*z^3 + 97/272*z + 1
*
-6 | 0.17175573834526438009214109685711073851 | 0.025581080727715772191988961467060266578
f(z) = -29/264*z^3 + 103/33*z + 1
*
[ -22/5 ] 
f(z) = -25/264*z^3 + 101/33*z + 1
*
-14/5 | 0.13784925570127912397044104010698471824 | 0.020415245246747125252465456020302519257
f(z) = -25/264*z^3 + 107/33*z + 1
*
[ -2/5 ] 
f(z) = -25/264*z^3 + 116/33*z + 1
*
[ -5/3 ] 
f(z) = -36/275*z^3 + 108/55*z + 1
*
[ -5/4 ] 
f(z) = -32/275*z^3 + 109/55*z + 1
*
[ -5/2 ] 
f(z) = -32/275*z^3 + 117/55*z + 1
*
[ -5/2 ] 
f(z) = -28/275*z^3 + 112/55*z + 1
*
[ -5/3 ] 
f(z) = -27/275*z^3 + 103/55*z + 1
*
[ -5/2 ] 
f(z) = -24/275*z^3 + 107/55*z + 1
*
-4 | 0.17451548653546744419700456818944966107 | 0.028892074072578357308781594002551564241
f(z) = -39/272*z^3 + 105/68*z + 1
*
10/3 | 0.15431982135657979568810443525075121579 | 0.027751961287594324916036447379065517291
f(z) = -27/260*z^3 + 111/130*z + 1
*
[ 2 ] 
f(z) = -27/260*z^3 + 119/130*z + 1
*
[ 2 ] 
f(z) = -25/268*z^3 + 117/134*z + 1
*
[ 2 ] 
f(z) = -25/276*z^3 + 119/138*z + 1
*
[ 2 ] 
f(z) = -23/260*z^3 + 111/130*z + 1
*
[ 2 ] 
f(z) = -23/268*z^3 + 113/134*z + 1
*
[ 2 ] 
f(z) = -21/260*z^3 + 107/130*z + 1
*
[ 2 ] 
f(z) = -21/268*z^3 + 109/134*z + 1
*
[ 3/2 ] 
f(z) = -38/261*z^3 + 115/174*z + 1
*
[ 3/2 ] 
f(z) = -34/261*z^3 + 109/174*z + 1
*
[ 5/3 ] 
f(z) = -24/275*z^3 + 106/165*z + 1
*
[ 5/3 ] 
f(z) = -21/275*z^3 + 101/165*z + 1
*
[ 3/2 ] 
f(z) = -38/279*z^3 + 119/186*z + 1
*
[ 3/2 ] 
f(z) = -34/279*z^3 + 113/186*z + 1
*
[ 3/2 ] 
f(z) = -26/279*z^3 + 101/186*z + 1
*
[ 4/3 ] 
f(z) = -39/272*z^3 + 103/204*z + 1
*
-2/3 | 0.17451548653546744419700456818944966107 | 0.026029937485330400122730822232704668563
f(z) = -39/272*z^3 + 115/204*z + 1
*
-2/3 | 0.15930237969190211504655777265675991472 | 0.023760819552262736291072480380186846783
f(z) = -33/272*z^3 + 113/204*z + 1
*
-2/3 | 0.15740204561516388763124561721341895446 | 0.023477374350918464497285940249946923401
f(z) = -21/272*z^3 + 109/204*z + 1
*
[ 5/4 ] 
f(z) = -32/265*z^3 + 103/265*z + 1
*
-3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -31/264*z^3 + 103/264*z + 1
*
[ 4/3 ] 
f(z) = -27/260*z^3 + 113/260*z + 1
*
[ 4/3 ] 
f(z) = -27/268*z^3 + 115/268*z + 1
*
14/5 | 0.16263341929365705964804472963277804987 | 0.029127523383129655608622349431325545188
f(z) = -25/266*z^3 + 101/266*z + 1
*
3 | 0.14320000541044366636953313056639038492 | 0.025681727498129570807990538088606767621
f(z) = -23/264*z^3 + 119/264*z + 1
*
-6 | 0.18444003548672176209304764034839647828 | 0.026549686611199454305478631925835151978
f(z) = -35/264*z^3 + 130/33*z + 1
*
-6 | 0.19227057672833334887093316856492456116 | 0.027494660507425385981639900629876822006
f(z) = -29/270*z^3 + 121/30*z + 1
*
6/5 | 0.16125929262335090583622575947086969993 | 0.023187299262606712639083988155256632289
f(z) = -25/264*z^3 + 131/33*z + 1
*
[ 6 ] 
f(z) = -23/264*z^3 + 131/33*z + 1
*
[ -6 ] 
f(z) = -23/270*z^3 + 127/30*z + 1
*
[ -5/2 ] 
f(z) = -36/275*z^3 + 122/55*z + 1
*
[ -5/6 ] 
f(z) = -36/275*z^3 + 126/55*z + 1
*
[ -2 ] 
f(z) = -37/272*z^3 + 139/68*z + 1
*
[ -2 ] 
f(z) = -35/272*z^3 + 137/68*z + 1
*
[ -2 ] 
f(z) = -33/272*z^3 + 135/68*z + 1
*
[ -2 ] 
f(z) = -31/272*z^3 + 133/68*z + 1
*
[ -2 ] 
f(z) = -29/272*z^3 + 131/68*z + 1
*
[ -2 ] 
f(z) = -27/272*z^3 + 129/68*z + 1
*
[ -4/3 ] 
f(z) = -27/272*z^3 + 131/68*z + 1
*
[ -2 ] 
f(z) = -25/272*z^3 + 127/68*z + 1
*
[ -2 ] 
f(z) = -23/272*z^3 + 125/68*z + 1
*
[ -2 ] 
f(z) = -21/272*z^3 + 123/68*z + 1
*
[ 4 ] 
f(z) = -21/272*z^3 + 135/68*z + 1
*
[ 3 ] 
f(z) = -26/261*z^3 + 136/87*z + 1
*
[ 3 ] 
f(z) = -25/261*z^3 + 133/87*z + 1
*
[ 3 ] 
f(z) = -25/279*z^3 + 137/93*z + 1
*
[ 3 ] 
f(z) = -23/261*z^3 + 127/87*z + 1
*
[ 3 ] 
f(z) = -23/279*z^3 + 131/93*z + 1
*
[ 3 ] 
f(z) = -22/261*z^3 + 124/87*z + 1
*
[ 3 ] 
f(z) = -22/279*z^3 + 128/93*z + 1
*
[ 5/2 ] 
f(z) = -26/275*z^3 + 131/110*z + 1
*
[ 2 ] 
f(z) = -37/260*z^3 + 139/130*z + 1
*
[ 2 ] 
f(z) = -35/268*z^3 + 137/134*z + 1
*
[ 2 ] 
f(z) = -35/276*z^3 + 139/138*z + 1
*
[ 2 ] 
f(z) = -33/260*z^3 + 131/130*z + 1
*
[ 2 ] 
f(z) = -33/268*z^3 + 133/134*z + 1
*
[ 2 ] 
f(z) = -31/260*z^3 + 127/130*z + 1
*
[ 2 ] 
f(z) = -31/268*z^3 + 129/134*z + 1
*
[ 2 ] 
f(z) = -31/276*z^3 + 131/138*z + 1
*
[ 2 ] 
f(z) = -29/260*z^3 + 123/130*z + 1
*
[ 2 ] 
f(z) = -29/268*z^3 + 125/134*z + 1
*
[ 2 ] 
f(z) = -29/276*z^3 + 127/138*z + 1
*
[ 2 ] 
f(z) = -27/268*z^3 + 121/134*z + 1
*
[ 5/3 ] 
f(z) = -39/275*z^3 + 131/165*z + 1
*
[ 7/5 ] 
f(z) = -25/266*z^3 + 125/266*z + 1
*
6 | 0.18987942742178953533374134099600290053 | 0.026519216772422563420107782227651463403
f(z) = -37/270*z^3 + 143/30*z + 1
*
[ 6 ] 
f(z) = -31/270*z^3 + 149/30*z + 1
*
[ 6 ] 
f(z) = -29/264*z^3 + 158/33*z + 1
*
[ -6 ] 
f(z) = -29/270*z^3 + 151/30*z + 1
*
[ 6 ] 
f(z) = -25/264*z^3 + 140/33*z + 1
*
[ -6 ] 
f(z) = -25/264*z^3 + 151/33*z + 1
*
[ -6 ] 
f(z) = -23/264*z^3 + 142/33*z + 1
*
3/2 | 0.23364477239708883758249635357677334394 | 0.028339138868885777680088744961369626208
f(z) = -23/270*z^3 + 141/40*z + 1
*
[ 5 ] 
f(z) = -23/275*z^3 + 159/55*z + 1
*
[ 5 ] 
f(z) = -21/275*z^3 + 149/55*z + 1
*
[ -2 ] 
f(z) = -39/272*z^3 + 141/68*z + 1
*
[ 4 ] 
f(z) = -27/272*z^3 + 159/68*z + 1
*
[ 4 ] 
f(z) = -25/272*z^3 + 151/68*z + 1
*
[ -4/5 ] 
f(z) = -25/272*z^3 + 157/68*z + 1
*
[ 4 ] 
f(z) = -23/272*z^3 + 143/68*z + 1
*
[ 3 ] 
f(z) = -32/261*z^3 + 154/87*z + 1
*
[ 3 ] 
f(z) = -32/279*z^3 + 158/93*z + 1
*
[ 3 ] 
f(z) = -31/261*z^3 + 151/87*z + 1
*
[ 3 ] 
f(z) = -29/279*z^3 + 149/93*z + 1
*
[ 3 ] 
f(z) = -28/261*z^3 + 142/87*z + 1
*
[ 3 ] 
f(z) = -28/279*z^3 + 146/93*z + 1
*
[ 3 ] 
f(z) = -26/279*z^3 + 140/93*z + 1
*
[ 5/2 ] 
f(z) = -34/275*z^3 + 151/110*z + 1
*
[ 2 ] 
f(z) = -39/268*z^3 + 145/134*z + 1
*
[ 2 ] 
f(z) = -37/268*z^3 + 141/134*z + 1
*
[ 2 ] 
f(z) = -37/276*z^3 + 143/138*z + 1
*
[ 12/5 ] 
f(z) = -25/264*z^3 + 149/132*z + 1
*
34/9 | 0.15740204561516388763124561721341895446 | 0.023477374350918464497285940249946923401
f(z) = -27/272*z^3 + 151/204*z + 1
*
-22/7 | 0.20775995387278260862116444151320550617 | 0.027620824440708829745724814037328668642
f(z) = -35/264*z^3 + 145/231*z + 1
*
-3 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -37/264*z^3 + 157/264*z + 1
*
11/4 | 0.16362309115805133411972186871981258996 | 0.029131165987167757841313160530625679485
f(z) = -32/275*z^3 + 142/275*z + 1
*
[ 3/2 ] 
f(z) = -28/267*z^3 + 152/267*z + 1
*
[ 22/15 ] 
f(z) = -25/264*z^3 + 155/297*z + 1
*
[ 6 ] 
f(z) = -37/270*z^3 + 173/30*z + 1
*
[ 6 ] 
f(z) = -31/264*z^3 + 167/33*z + 1
*
[ -6 ] 
f(z) = -31/264*z^3 + 178/33*z + 1
*
[ -6 ] 
f(z) = -29/264*z^3 + 169/33*z + 1
*
[ 5 ] 
f(z) = -27/275*z^3 + 179/55*z + 1
*
[ 5 ] 
f(z) = -26/275*z^3 + 174/55*z + 1
*
[ 5 ] 
f(z) = -24/275*z^3 + 164/55*z + 1
*
[ -5 ] 
f(z) = -21/275*z^3 + 171/55*z + 1
*
[ 4 ] 
f(z) = -31/272*z^3 + 175/68*z + 1
*
[ 4 ] 
f(z) = -29/272*z^3 + 167/68*z + 1
*
[ -2/3 ] 
f(z) = -27/272*z^3 + 173/68*z + 1
*
[ -4 ] 
f(z) = -23/272*z^3 + 177/68*z + 1
*
[ -4 ] 
f(z) = -21/272*z^3 + 169/68*z + 1
*
[ -3/2 ] 
f(z) = -40/261*z^3 + 175/87*z + 1
*
[ 3 ] 
f(z) = -40/261*z^3 + 178/87*z + 1
*
[ 3 ] 
f(z) = -38/261*z^3 + 172/87*z + 1
*
[ 3 ] 
f(z) = -38/279*z^3 + 176/93*z + 1
*
[ 3 ] 
f(z) = -37/261*z^3 + 169/87*z + 1
*
[ 3 ] 
f(z) = -37/279*z^3 + 173/93*z + 1
*
[ 3 ] 
f(z) = -35/261*z^3 + 163/87*z + 1
*
[ 3 ] 
f(z) = -35/279*z^3 + 167/93*z + 1
*
[ 3 ] 
f(z) = -34/261*z^3 + 160/87*z + 1
*
[ 3 ] 
f(z) = -34/279*z^3 + 164/93*z + 1
*
[ -3/2 ] 
f(z) = -32/261*z^3 + 169/87*z + 1
*
[ -3/2 ] 
f(z) = -32/279*z^3 + 179/93*z + 1
*
[ -3/2 ] 
f(z) = -28/261*z^3 + 166/87*z + 1
*
[ -3/2 ] 
f(z) = -28/279*z^3 + 176/93*z + 1
*
[ 5/2 ] 
f(z) = -38/275*z^3 + 161/110*z + 1
*
[ 3/2 ] 
f(z) = -40/267*z^3 + 179/267*z + 1
*
7/2 | 0.083535468922288483076974533962151203277 | 0.014891860048925353162434865437214544993
f(z) = -40/273*z^3 + 178/273*z + 1
*
[ 3/2 ] 
f(z) = -32/267*z^3 + 161/267*z + 1
*
[ 3/2 ] 
f(z) = -32/273*z^3 + 163/273*z + 1
*
3 | 0.14034858149369605687600555360674562494 | 0.025170348383291766940890988622907231441
f(z) = -29/264*z^3 + 173/264*z + 1
*
[ 5/3 ] 
f(z) = -27/260*z^3 + 179/260*z + 1
*
-11/3 | 0.16362309115805133411972186871981258996 | 0.029131165987167757841313160530625679485
f(z) = -27/275*z^3 + 163/275*z + 1
*
[ 8/5 ] 
f(z) = -25/264*z^3 + 163/264*z + 1
*
[ 6 ] 
f(z) = -37/264*z^3 + 194/33*z + 1
*
[ 6 ] 
f(z) = -35/264*z^3 + 185/33*z + 1
*
[ -6 ] 
f(z) = -35/264*z^3 + 196/33*z + 1
*
[ 5 ] 
f(z) = -31/275*z^3 + 199/55*z + 1
*
[ 5 ] 
f(z) = -29/275*z^3 + 189/55*z + 1
*
[ 5 ] 
f(z) = -28/275*z^3 + 184/55*z + 1
*
[ -5 ] 
f(z) = -26/275*z^3 + 196/55*z + 1
*
[ -5 ] 
f(z) = -24/275*z^3 + 186/55*z + 1
*
[ -5 ] 
f(z) = -23/275*z^3 + 181/55*z + 1
*
[ 4 ] 
f(z) = -37/272*z^3 + 199/68*z + 1
*
[ 4 ] 
f(z) = -35/272*z^3 + 191/68*z + 1
*
[ 4 ] 
f(z) = -33/272*z^3 + 183/68*z + 1
*
[ -4 ] 
f(z) = -27/272*z^3 + 193/68*z + 1
*
[ -4 ] 
f(z) = -25/272*z^3 + 185/68*z + 1
*
[ 3 ] 
f(z) = -40/279*z^3 + 182/93*z + 1
*
[ -3/2 ] 
f(z) = -40/279*z^3 + 185/93*z + 1
*
[ -3 ] 
f(z) = -26/261*z^3 + 194/87*z + 1
*
[ -3 ] 
f(z) = -25/261*z^3 + 191/87*z + 1
*
[ 18/5 ] 
f(z) = -25/264*z^3 + 193/99*z + 1
*
[ -3 ] 
f(z) = -25/279*z^3 + 199/93*z + 1
*
[ -3 ] 
f(z) = -23/261*z^3 + 185/87*z + 1
*
[ -3 ] 
f(z) = -23/279*z^3 + 193/93*z + 1
*
[ -3 ] 
f(z) = -22/261*z^3 + 182/87*z + 1
*
[ -3 ] 
f(z) = -22/279*z^3 + 190/93*z + 1
*
[ 10/3 ] 
f(z) = -27/275*z^3 + 197/110*z + 1
*
[ 8/3 ] 
f(z) = -27/272*z^3 + 181/136*z + 1
*
[ 3/2 ] 
f(z) = -40/273*z^3 + 181/273*z + 1
*
[ 5/3 ] 
f(z) = -27/265*z^3 + 181/265*z + 1
*
[ 9/5 ] 
f(z) = -25/261*z^3 + 197/261*z + 1
*
[ 15 ] 
f(z) = -23/270*z^3 + 201/10*z + 1
*
[ -6 ] 
f(z) = -37/264*z^3 + 205/33*z + 1
*
42/5 | 0.18511903101721093430020236653223186208 | 0.024847926694290889545093675448740404414
f(z) = -25/264*z^3 + 215/33*z + 1
*
[ 5 ] 
f(z) = -34/275*z^3 + 214/55*z + 1
*
[ 5 ] 
f(z) = -32/275*z^3 + 204/55*z + 1
*
-15/2 | 0.24980914886814099312535574022224471941 | 0.028951444335851254918854622375091063803
f(z) = -29/270*z^3 + 207/40*z + 1
*
[ -5 ] 
f(z) = -29/275*z^3 + 211/55*z + 1
*
[ -5 ] 
f(z) = -28/275*z^3 + 206/55*z + 1
*
[ -5 ] 
f(z) = -27/275*z^3 + 201/55*z + 1
*
[ 4 ] 
f(z) = -39/272*z^3 + 207/68*z + 1
*
[ -4 ] 
f(z) = -33/272*z^3 + 217/68*z + 1
*
[ -4 ] 
f(z) = -31/272*z^3 + 209/68*z + 1
*
[ -4 ] 
f(z) = -29/272*z^3 + 201/68*z + 1
*
[ -3 ] 
f(z) = -34/261*z^3 + 218/87*z + 1
*
[ -3/4 ] 
f(z) = -32/261*z^3 + 209/87*z + 1
*
[ -3 ] 
f(z) = -32/261*z^3 + 212/87*z + 1
*
[ -3 ] 
f(z) = -31/261*z^3 + 209/87*z + 1
*
[ -3 ] 
f(z) = -29/279*z^3 + 211/93*z + 1
*
[ -3 ] 
f(z) = -28/261*z^3 + 200/87*z + 1
*
[ -3 ] 
f(z) = -28/279*z^3 + 208/93*z + 1
*
[ -3 ] 
f(z) = -26/279*z^3 + 202/93*z + 1
*
[ -5/2 ] 
f(z) = -26/275*z^3 + 219/110*z + 1
*
[ -5/4 ] 
f(z) = -24/275*z^3 + 213/110*z + 1
*
-5/6 | 0.18376037560543166825617890446950465398 | 0.026451851253475528384889650160512737376
f(z) = -24/275*z^3 + 208/165*z + 1
*
[ 5/3 ] 
f(z) = -36/265*z^3 + 206/265*z + 1
*
[ 7/4 ] 
f(z) = -32/273*z^3 + 215/273*z + 1
*
[ 9/5 ] 
f(z) = -25/279*z^3 + 205/279*z + 1
*
[ 2 ] 
f(z) = -21/262*z^3 + 215/262*z + 1
*
[ 5 ] 
f(z) = -39/275*z^3 + 239/55*z + 1
*
[ 5 ] 
f(z) = -38/275*z^3 + 234/55*z + 1
*
[ 5 ] 
f(z) = -37/275*z^3 + 229/55*z + 1
*
[ 5 ] 
f(z) = -36/275*z^3 + 224/55*z + 1
*
[ -5 ] 
f(z) = -34/275*z^3 + 236/55*z + 1
*
[ -5 ] 
f(z) = -32/275*z^3 + 226/55*z + 1
*
[ -5 ] 
f(z) = -31/275*z^3 + 221/55*z + 1
*
[ -15/2 ] 
f(z) = -23/270*z^3 + 237/40*z + 1
*
[ -4 ] 
f(z) = -37/272*z^3 + 233/68*z + 1
*
[ -4 ] 
f(z) = -35/272*z^3 + 225/68*z + 1
*
[ -2/5 ] 
f(z) = -25/272*z^3 + 239/68*z + 1
*
[ -3 ] 
f(z) = -40/261*z^3 + 236/87*z + 1
*
[ -3 ] 
f(z) = -38/261*z^3 + 230/87*z + 1
*
[ -3 ] 
f(z) = -38/279*z^3 + 238/93*z + 1
*
[ -3 ] 
f(z) = -37/261*z^3 + 227/87*z + 1
*
[ -3 ] 
f(z) = -37/279*z^3 + 235/93*z + 1
*
[ -3 ] 
f(z) = -35/261*z^3 + 221/87*z + 1
*
[ -3 ] 
f(z) = -35/279*z^3 + 229/93*z + 1
*
[ -3 ] 
f(z) = -34/279*z^3 + 226/93*z + 1
*
[ -3 ] 
f(z) = -32/279*z^3 + 220/93*z + 1
*
[ -3/4 ] 
f(z) = -32/279*z^3 + 223/93*z + 1
*
[ -3/5 ] 
f(z) = -25/261*z^3 + 235/87*z + 1
*
[ 10/3 ] 
f(z) = -36/275*z^3 + 237/110*z + 1
*
[ -5/2 ] 
f(z) = -34/275*z^3 + 239/110*z + 1
*
[ -3/2 ] 
f(z) = -29/270*z^3 + 229/120*z + 1
*
[ -3/2 ] 
f(z) = -23/270*z^3 + 223/120*z + 1
*
[ -2 ] 
f(z) = -21/260*z^3 + 237/130*z + 1
*
40/9 | 0.19362825738649492152392352824713893093 | 0.027631177638889520560625780891160108465
f(z) = -27/275*z^3 + 221/165*z + 1
*
[ 12/5 ] 
f(z) = -25/272*z^3 + 227/204*z + 1
*
[ 5/2 ] 
f(z) = -21/275*z^3 + 237/220*z + 1
*
3 | 0.13334069199862776867938770103497419085 | 0.023913541808225653558537527812259137977
f(z) = -35/264*z^3 + 227/264*z + 1
*
[ 2 ] 
f(z) = -27/262*z^3 + 239/262*z + 1
*
[ 2 ] 
f(z) = -25/262*z^3 + 231/262*z + 1
*
[ 2 ] 
f(z) = -25/266*z^3 + 233/266*z + 1
*
[ 2 ] 
f(z) = -25/274*z^3 + 237/274*z + 1
*
[ 2 ] 
f(z) = -25/278*z^3 + 239/278*z + 1
*
[ 2 ] 
f(z) = -23/262*z^3 + 223/262*z + 1
*
[ 2 ] 
f(z) = -23/266*z^3 + 225/266*z + 1
*
[ 2 ] 
f(z) = -23/270*z^3 + 227/270*z + 1
*
[ 2 ] 
f(z) = -23/274*z^3 + 229/274*z + 1
*
[ 2 ] 
f(z) = -23/278*z^3 + 231/278*z + 1
*
[ 2 ] 
f(z) = -21/274*z^3 + 221/274*z + 1
*
[ 2 ] 
f(z) = -21/278*z^3 + 223/278*z + 1
*
[ 15 ] 
f(z) = -29/270*z^3 + 251/10*z + 1
*
[ -5 ] 
f(z) = -38/275*z^3 + 256/55*z + 1
*
[ -5 ] 
f(z) = -37/275*z^3 + 251/55*z + 1
*
[ -5 ] 
f(z) = -36/275*z^3 + 246/55*z + 1
*
[ -4 ] 
f(z) = -39/272*z^3 + 241/68*z + 1
*
[ -3 ] 
f(z) = -40/279*z^3 + 244/93*z + 1
*
[ -18/5 ] 
f(z) = -25/264*z^3 + 248/99*z + 1
*
[ -3/5 ] 
f(z) = -25/279*z^3 + 251/93*z + 1
*
[ -5/2 ] 
f(z) = -38/275*z^3 + 249/110*z + 1
*
[ -2 ] 
f(z) = -31/260*z^3 + 257/130*z + 1
*
[ -2 ] 
f(z) = -29/260*z^3 + 253/130*z + 1
*
[ -2 ] 
f(z) = -29/268*z^3 + 259/134*z + 1
*
[ 10/3 ] 
f(z) = -27/260*z^3 + 241/130*z + 1
*
[ -2 ] 
f(z) = -27/260*z^3 + 249/130*z + 1
*
[ -2 ] 
f(z) = -27/268*z^3 + 255/134*z + 1
*
[ -12/5 ] 
f(z) = -25/264*z^3 + 259/132*z + 1
*
[ -2 ] 
f(z) = -25/268*z^3 + 251/134*z + 1
*
[ -8/5 ] 
f(z) = -25/272*z^3 + 253/136*z + 1
*
[ -2 ] 
f(z) = -25/276*z^3 + 257/138*z + 1
*
[ -2 ] 
f(z) = -23/260*z^3 + 241/130*z + 1
*
[ -2 ] 
f(z) = -23/268*z^3 + 247/134*z + 1
*
[ -2 ] 
f(z) = -21/268*z^3 + 243/134*z + 1
*
-2/5 | 0.20153002014436622185251983482303281270 | 0.026500041605160873054149782698754899976
f(z) = -35/264*z^3 + 251/165*z + 1
*
-18/7 | 0.17194282276808106436141854755279219071 | 0.022731015598262934526931342642943532329
f(z) = -35/264*z^3 + 241/231*z + 1
*
[ 5/2 ] 
f(z) = -23/275*z^3 + 247/220*z + 1
*
[ 11/6 ] 
f(z) = -36/275*z^3 + 246/275*z + 1
*
[ 2 ] 
f(z) = -31/262*z^3 + 255/262*z + 1
*
[ 2 ] 
f(z) = -31/266*z^3 + 257/266*z + 1
*
[ 2 ] 
f(z) = -31/270*z^3 + 259/270*z + 1
*
[ 2 ] 
f(z) = -29/262*z^3 + 247/262*z + 1
*
[ 2 ] 
f(z) = -29/266*z^3 + 249/266*z + 1
*
[ 2 ] 
f(z) = -29/270*z^3 + 251/270*z + 1
*
[ 2 ] 
f(z) = -29/274*z^3 + 253/274*z + 1
*
[ 2 ] 
f(z) = -29/278*z^3 + 255/278*z + 1
*
[ 2 ] 
f(z) = -27/266*z^3 + 241/266*z + 1
*
[ 2 ] 
f(z) = -27/274*z^3 + 245/274*z + 1
*
[ 2 ] 
f(z) = -27/278*z^3 + 247/278*z + 1
*
-11/5 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -25/264*z^3 + 241/264*z + 1
*
[ -15 ] 
f(z) = -31/270*z^3 + 269/10*z + 1
*
[ -12 ] 
f(z) = -23/270*z^3 + 267/20*z + 1
*
[ -5 ] 
f(z) = -39/275*z^3 + 261/55*z + 1
*
-26/5 | 0.19195541458867136021983083224990801933 | 0.027467668208728786672117877676955175164
f(z) = -25/272*z^3 + 271/68*z + 1
*
[ -10/3 ] 
f(z) = -27/275*z^3 + 263/110*z + 1
*
[ -2 ] 
f(z) = -39/268*z^3 + 279/134*z + 1
*
[ -2 ] 
f(z) = -37/260*z^3 + 269/130*z + 1
*
[ -2 ] 
f(z) = -37/268*z^3 + 275/134*z + 1
*
[ -2 ] 
f(z) = -35/268*z^3 + 271/134*z + 1
*
[ -2 ] 
f(z) = -35/276*z^3 + 277/138*z + 1
*
[ -2 ] 
f(z) = -33/260*z^3 + 261/130*z + 1
*
[ -2 ] 
f(z) = -33/268*z^3 + 267/134*z + 1
*
[ -2 ] 
f(z) = -31/268*z^3 + 263/134*z + 1
*
[ -2 ] 
f(z) = -31/276*z^3 + 269/138*z + 1
*
[ -2 ] 
f(z) = -29/276*z^3 + 265/138*z + 1
*
[ -6/5 ] 
f(z) = -25/276*z^3 + 271/138*z + 1
*
14/3 | 0.17451652015188833391918576539218422852 | 0.024972267037873396109324722058060276015
f(z) = -27/272*z^3 + 271/204*z + 1
*
[ 5/2 ] 
f(z) = -29/275*z^3 + 277/220*z + 1
*
[ 5/2 ] 
f(z) = -27/275*z^3 + 267/220*z + 1
*
[ 2 ] 
f(z) = -37/262*z^3 + 279/262*z + 1
*
[ 2 ] 
f(z) = -35/262*z^3 + 271/262*z + 1
*
[ 2 ] 
f(z) = -35/274*z^3 + 277/274*z + 1
*
[ 2 ] 
f(z) = -35/278*z^3 + 279/278*z + 1
*
[ 2 ] 
f(z) = -33/262*z^3 + 263/262*z + 1
*
[ 2 ] 
f(z) = -33/266*z^3 + 265/266*z + 1
*
[ 2 ] 
f(z) = -33/274*z^3 + 269/274*z + 1
*
[ 2 ] 
f(z) = -33/278*z^3 + 271/278*z + 1
*
[ 2 ] 
f(z) = -31/274*z^3 + 261/274*z + 1
*
[ 2 ] 
f(z) = -31/278*z^3 + 263/278*z + 1
*
[ 11/5 ] 
f(z) = -25/264*z^3 + 265/264*z + 1
*
-14/5 | 0.15451001118561313620111168928625955000 | 0.027526542821955488172513976551707347497
f(z) = -25/273*z^3 + 274/273*z + 1
*
[ 15/2 ] 
f(z) = -31/270*z^3 + 293/40*z + 1
*
[ -15/2 ] 
f(z) = -29/270*z^3 + 287/40*z + 1
*
[ -5/8 ] 
f(z) = -32/275*z^3 + 291/110*z + 1
*
[ -2 ] 
f(z) = -37/276*z^3 + 281/138*z + 1
*
[ -8/3 ] 
f(z) = -27/272*z^3 + 283/136*z + 1
*
[ 4 ] 
f(z) = -25/264*z^3 + 299/132*z + 1
*
[ 4 ] 
f(z) = -23/264*z^3 + 283/132*z + 1
*
-22/5 | 0.20153049673038630530462326958997026293 | 0.025937665177529759779858805288162108778
f(z) = -35/264*z^3 + 296/165*z + 1
*
[ -5/3 ] 
f(z) = -21/275*z^3 + 299/165*z + 1
*
22/7 | 0.17353149709118150775484034876738814434 | 0.022373275735838956107075584249272276496
f(z) = -35/264*z^3 + 292/231*z + 1
*
[ 5/2 ] 
f(z) = -31/275*z^3 + 287/220*z + 1
*
[ 2 ] 
f(z) = -39/262*z^3 + 287/262*z + 1
*
[ 2 ] 
f(z) = -39/266*z^3 + 289/266*z + 1
*
[ 2 ] 
f(z) = -39/274*z^3 + 293/274*z + 1
*
[ 2 ] 
f(z) = -39/278*z^3 + 295/278*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015697648504489760156092666932022365392
f(z) = -38/261*z^3 + 299/261*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016582833694718899310820470545277440942
f(z) = -37/260*z^3 + 297/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015706879261630962544742333139930612512
f(z) = -37/261*z^3 + 298/261*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.015837729623694069915978860328431995227
f(z) = -37/262*z^3 + 299/262*z + 1
*
[ 2 ] 
f(z) = -37/266*z^3 + 281/266*z + 1
*
[ 2 ] 
f(z) = -37/270*z^3 + 283/270*z + 1
*
[ 2 ] 
f(z) = -37/274*z^3 + 285/274*z + 1
*
[ 2 ] 
f(z) = -37/278*z^3 + 287/278*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018101755820300873182508841336158585079
f(z) = -36/263*z^3 + 299/263*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015725466950381615110333613011050849028
f(z) = -35/261*z^3 + 296/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015856283666009825760657185228352018587
f(z) = -35/262*z^3 + 297/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018112400275217719685871816681407891155
f(z) = -35/263*z^3 + 298/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013044126263536756547517033132642611664
f(z) = -35/264*z^3 + 299/264*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015734824564521564245917603888674168508
f(z) = -34/261*z^3 + 295/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018123093099110972938559927289707913690
f(z) = -34/263*z^3 + 297/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018126366620518119006681445370198471969
f(z) = -34/265*z^3 + 299/265*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016622419714879057513423867963777156432
f(z) = -33/260*z^3 + 293/260*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015875122759321792735653096415257222262
f(z) = -33/262*z^3 + 295/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018133834683239521855410397848754434218
f(z) = -33/263*z^3 + 296/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018137025547431824853110649946634329791
f(z) = -33/265*z^3 + 298/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.015886837528878152848693090502197586770
f(z) = -33/266*z^3 + 299/266*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015753669068561874127506619737679964274
f(z) = -32/261*z^3 + 293/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018144625423405063603874089978647399635
f(z) = -32/263*z^3 + 295/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018147732909083470577279410810468916261
f(z) = -32/265*z^3 + 297/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014582010729869961898480222144805901781
f(z) = -32/267*z^3 + 299/267*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016642487782494141823296891617439456451
f(z) = -31/260*z^3 + 291/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015763156665171791064308749405657714702
f(z) = -31/261*z^3 + 292/261*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.015894250098521061217613107772118149819
f(z) = -31/262*z^3 + 293/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018155465720020859413745895158433753228
f(z) = -31/263*z^3 + 294/263*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.013074836350426905712522745542967452116
f(z) = -31/264*z^3 + 295/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018158489097263893179276750441197299918
f(z) = -31/265*z^3 + 296/265*z + 1
*
-1 | 0.090562673032349159458957590986734356183 | 0.015905678529407081386558936476311271439
f(z) = -31/266*z^3 + 297/266*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014590404024907080882118560189018764667
f(z) = -31/267*z^3 + 298/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016661760109202507777850063184159952503
f(z) = -31/268*z^3 + 299/268*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018166355978181774124596644262445977108
f(z) = -30/263*z^3 + 293/263*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018175035846780095230046287774175145116
f(z) = -30/269*z^3 + 299/269*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016662743269602482137077186850168210008
f(z) = -29/260*z^3 + 289/260*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015913324106444474187834495980508575367
f(z) = -29/262*z^3 + 291/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018177296607735627999029330514296305787
f(z) = -29/263*z^3 + 292/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013090677140943790041125838577495545365
f(z) = -29/264*z^3 + 293/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018180149543188189144084196066763484110
f(z) = -29/265*z^3 + 294/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.015924461637069909666851360259534834919
f(z) = -29/266*z^3 + 295/266*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014607852108364792784323380477947722286
f(z) = -29/267*z^3 + 296/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016681400006262567830536554982405094765
f(z) = -29/268*z^3 + 297/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018185723392872510934745749139287504017
f(z) = -29/269*z^3 + 298/269*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.013556016501721942853103213303259669225
f(z) = -29/270*z^3 + 299/270*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015791885161506047418110653401625118983
f(z) = -28/261*z^3 + 289/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018188288023355890065702751961716766098
f(z) = -28/263*z^3 + 291/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018191054607535341983523901668761103592
f(z) = -28/265*z^3 + 293/265*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014616362921832474612688171068951632246
f(z) = -28/267*z^3 + 295/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018196459503749955880759273110938696414
f(z) = -28/269*z^3 + 297/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018199099735267518500646264931409814616
f(z) = -28/271*z^3 + 299/271*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016683189302569159040817102171642326868
f(z) = -27/260*z^3 + 287/260*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015932692132156830792439998632067326874
f(z) = -27/262*z^3 + 289/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018199330644615743013506546016500411971
f(z) = -27/263*z^3 + 290/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018202010111759414247723151168425623577
f(z) = -27/265*z^3 + 292/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.015943533256230898270377655280635744986
f(z) = -27/266*z^3 + 293/266*z + 1
*
[ 7/3 ] 
f(z) = -27/266*z^3 + 299/266*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016701219432927208849925216581332352895
f(z) = -27/268*z^3 + 295/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018207244572255223993274274534931554665
f(z) = -27/269*z^3 + 296/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018209801431753888869856573659108734033
f(z) = -27/271*z^3 + 298/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016709888546390489441851504414923555580
f(z) = -27/272*z^3 + 299/272*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015811262607307973366327538493144184346
f(z) = -26/261*z^3 + 287/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018210424896063550438046366738003145298
f(z) = -26/263*z^3 + 289/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018213016471097657064876707328215180547
f(z) = -26/265*z^3 + 291/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014634049891414398968980589446013280364
f(z) = -26/267*z^3 + 293/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018218078995792307771580299480752001152
f(z) = -26/269*z^3 + 295/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018220551757325440689785606405379361632
f(z) = -26/271*z^3 + 297/271*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015821019995747424697539554864025443943
f(z) = -25/261*z^3 + 286/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015952242355269028082680473743682232076
f(z) = -25/262*z^3 + 287/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018221571207299758044446128482688229153
f(z) = -25/263*z^3 + 288/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013122433205651206278459847757144996075
f(z) = -25/264*z^3 + 289/264*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014642681122187585631437592326631310626
f(z) = -25/267*z^3 + 292/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016721221320828236637134976116533055894
f(z) = -25/268*z^3 + 293/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018228963176395432437962075141891381072
f(z) = -25/269*z^3 + 294/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018231351105345094792978612409869171792
f(z) = -25/271*z^3 + 296/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016729585174404892755004428981713064037
f(z) = -25/272*z^3 + 297/272*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014662822212792775553738463035469561094
f(z) = -25/273*z^3 + 298/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.015983099685611366868968876306135679957
f(z) = -25/274*z^3 + 299/274*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018232770013055261237162471547795155740
f(z) = -24/263*z^3 + 287/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018235183440673104806131326407467262498
f(z) = -24/265*z^3 + 289/265*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018239897520799379021156396961955368978
f(z) = -24/269*z^3 + 293/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018242199873743009648386974849537023180
f(z) = -24/271*z^3 + 295/271*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018246699269500733144559404983546119450
f(z) = -24/275*z^3 + 299/275*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016724665889507768723673362533864791421
f(z) = -23/260*z^3 + 283/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015840674034281365188949036906075683083
f(z) = -23/261*z^3 + 284/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.015971977836999867685817734475915451760
f(z) = -23/262*z^3 + 285/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018244021753271272378829840731982584034
f(z) = -23/263*z^3 + 286/263*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.013138352463763986154906929505532993438
f(z) = -23/264*z^3 + 287/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018246344906220403378744594995638289295
f(z) = -23/265*z^3 + 288/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.015982209931875593640879076850600930315
f(z) = -23/266*z^3 + 289/266*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014660430591915264601774809509727551681
f(z) = -23/267*z^3 + 290/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016741408670554029067166563951054747118
f(z) = -23/268*z^3 + 291/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018250882440511125017983982236074826782
f(z) = -23/269*z^3 + 292/269*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.013604394173752256454020741761157800992
f(z) = -23/270*z^3 + 293/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018253098465085706912010054584262087081
f(z) = -23/271*z^3 + 294/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016749461850605301855997809679619222234
f(z) = -23/272*z^3 + 295/272*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014680174353275788736478731999464136873
f(z) = -23/273*z^3 + 296/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016001939617915560278462482080959277071
f(z) = -23/274*z^3 + 297/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018257428956150115221193312391503059556
f(z) = -23/275*z^3 + 298/275*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015850571470634256359808743857118038140
f(z) = -22/261*z^3 + 283/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018255326873180721876937177844693385519
f(z) = -22/263*z^3 + 285/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018257558937657539694427355234771219615
f(z) = -22/265*z^3 + 287/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014669549952280601694030619829398705382
f(z) = -22/267*z^3 + 289/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018261918351882832015566496774879141495
f(z) = -22/269*z^3 + 291/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018264047286646487618660234930512723777
f(z) = -22/271*z^3 + 293/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014688909954421279588825712240949581371
f(z) = -22/273*z^3 + 295/273*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018270240025348397570922493506676740130
f(z) = -22/277*z^3 + 299/277*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016745703081356215527399693048589834381
f(z) = -21/260*z^3 + 281/260*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.015992017228640577573670425203819450777
f(z) = -21/262*z^3 + 283/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018266685823391228160234211062868104531
f(z) = -21/263*z^3 + 284/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018268825975523861754824663220566552721
f(z) = -21/265*z^3 + 286/265*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016761784553771354376480424775124948089
f(z) = -21/268*z^3 + 289/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018273005676186210417046120636694144445
f(z) = -21/269*z^3 + 290/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018275046750477167696386660103240575429
f(z) = -21/271*z^3 + 292/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016769521515091706957383786856059820832
f(z) = -21/272*z^3 + 293/272*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016020951767293323913766005556889298444
f(z) = -21/274*z^3 + 295/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018279034992662605180553832276572485321
f(z) = -21/275*z^3 + 296/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018280983554771752321206124857170790527
f(z) = -21/277*z^3 + 298/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016030181815390605687827004322942392860
f(z) = -21/278*z^3 + 299/278*z + 1
*
[ 12/23 ] 
f(z) = -23/288*z^3 - 247/276*z + 1
*
[ 3/5 ] 
f(z) = -25/291*z^3 - 185/291*z + 1
*
[ 3/5 ] 
f(z) = -25/294*z^3 - 187/294*z + 1
*
[ 4/7 ] 
f(z) = -35/288*z^3 - 179/252*z + 1
*
[ 3/5 ] 
f(z) = -37/297*z^3 - 171/275*z + 1
*
[ 3/5 ] 
f(z) = -34/297*z^3 - 172/275*z + 1
*
[ 3/5 ] 
f(z) = -31/297*z^3 - 173/275*z + 1
*
[ 3/5 ] 
f(z) = -28/297*z^3 - 174/275*z + 1
*
5/4 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -32/285*z^3 - 178/285*z + 1
*
[ 3/5 ] 
f(z) = -25/282*z^3 - 179/282*z + 1
*
[ 2/3 ] 
f(z) = -27/286*z^3 - 131/286*z + 1
*
[ 2/3 ] 
f(z) = -27/290*z^3 - 133/290*z + 1
*
[ 2/3 ] 
f(z) = -27/298*z^3 - 137/298*z + 1
*
[ 3/5 ] 
f(z) = -35/297*z^3 - 103/165*z + 1
*
[ 17/24 ] 
f(z) = -36/289*z^3 - 95/272*z + 1
*
5/3 | 0.15930395667654226800516427961702508226 | 0.028271500427796421424145358930851023001
f(z) = -27/280*z^3 - 93/280*z + 1
*
[ 3/5 ] 
f(z) = -25/288*z^3 - 61/96*z + 1
*
[ 2/3 ] 
f(z) = -27/284*z^3 - 65/142*z + 1
*
[ 2/3 ] 
f(z) = -27/292*z^3 - 67/146*z + 1
*
[ 7/10 ] 
f(z) = -25/294*z^3 - 65/168*z + 1
*
-33/20 | 0.17276709062378799413392684150915854858 | 0.020406395346858460269430557780409130912
f(z) = -25/297*z^3 - 61/176*z + 1
*
[ 3/4 ] 
f(z) = -34/297*z^3 - 71/264*z + 1
*
[ 3/4 ] 
f(z) = -32/285*z^3 - 77/285*z + 1
*
[ 3/4 ] 
f(z) = -32/291*z^3 - 79/291*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -21/290*z^3 - 61/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -21/298*z^3 - 65/298*z + 1
*
[ 2/3 ] 
f(z) = -39/280*z^3 - 46/105*z + 1
*
[ 2/3 ] 
f(z) = -39/296*z^3 - 49/111*z + 1
*
[ 2/3 ] 
f(z) = -33/280*z^3 - 47/105*z + 1
*
[ 2/3 ] 
f(z) = -33/296*z^3 - 50/111*z + 1
*
[ 2/3 ] 
f(z) = -21/296*z^3 - 52/111*z + 1
*
[ 3/4 ] 
f(z) = -35/297*z^3 - 47/176*z + 1
*
[ 3/4 ] 
f(z) = -29/297*z^3 - 49/176*z + 1
*
[ 3/4 ] 
f(z) = -23/297*z^3 - 51/176*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -27/298*z^3 - 41/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -25/282*z^3 - 41/282*z + 1
*
[ 4/5 ] 
f(z) = -25/284*z^3 - 55/284*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -25/286*z^3 - 43/286*z + 1
*
[ 4/5 ] 
f(z) = -25/292*z^3 - 57/292*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -25/294*z^3 - 47/294*z + 1
*
16/5 | 0.091876369376986910320694736989833752049 | 0.016136405285182072953778503267139651906
f(z) = -25/297*z^3 - 41/297*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -25/298*z^3 - 49/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -23/282*z^3 - 49/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -23/286*z^3 - 51/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -23/290*z^3 - 53/290*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -23/294*z^3 - 55/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -23/298*z^3 - 57/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -21/286*z^3 - 59/286*z + 1
*
[ 3/5 ] 
f(z) = -40/297*z^3 - 34/55*z + 1
*
[ 3/4 ] 
f(z) = -38/297*z^3 - 23/88*z + 1
*
[ 3/4 ] 
f(z) = -26/297*z^3 - 25/88*z + 1
*
[ 3/4 ] 
f(z) = -28/297*z^3 - 37/132*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -25/284*z^3 - 21/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -25/292*z^3 - 23/146*z + 1
*
[ 4/5 ] 
f(z) = -25/296*z^3 - 29/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -23/284*z^3 - 25/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -23/292*z^3 - 27/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -21/284*z^3 - 29/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -21/292*z^3 - 31/146*z + 1
*
[ 4/5 ] 
f(z) = -35/288*z^3 - 31/180*z + 1
*
[ 17/20 ] 
f(z) = -25/289*z^3 - 31/272*z + 1
*
[ 5/6 ] 
f(z) = -36/295*z^3 - 34/295*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -31/290*z^3 - 21/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -31/294*z^3 - 23/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -31/298*z^3 - 25/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = -29/282*z^3 - 25/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -29/286*z^3 - 27/286*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -29/294*z^3 - 31/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -29/298*z^3 - 33/298*z + 1
*
-5/3 | 0.13060341777168176749788050549913696249 | 0.023178046913805752641247497880944750820
f(z) = -27/280*z^3 - 37/280*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -27/286*z^3 - 35/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -27/290*z^3 - 37/290*z + 1
*
[ 3/4 ] 
f(z) = -32/297*z^3 - 3/11*z + 1
*
[ 3/5 ] 
f(z) = -25/297*z^3 - 7/11*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -35/296*z^3 - 1/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -33/280*z^3 - 1/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -33/296*z^3 - 2/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -31/280*z^3 - 2/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -31/296*z^3 - 3/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -29/280*z^3 - 3/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -29/296*z^3 - 4/37*z + 1
*
[ 2/3 ] 
f(z) = -27/280*z^3 - 16/35*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -27/280*z^3 - 4/35*z + 1
*
[ 2/3 ] 
f(z) = -27/296*z^3 - 17/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -27/296*z^3 - 5/37*z + 1
*
[ 4/5 ] 
f(z) = -25/288*z^3 - 7/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -25/296*z^3 - 6/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -23/280*z^3 - 6/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -23/296*z^3 - 7/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -21/296*z^3 - 8/37*z + 1
*
[ 3/4 ] 
f(z) = -40/297*z^3 - 17/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -35/288*z^3 - 1/72*z + 1
*
-15/8 | 0.18474734721421587680807849044914929262 | 0.028926074531286440078428900585734289235
f(z) = -32/297*z^3 - 19/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -31/288*z^3 - 5/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -29/288*z^3 - 7/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -23/288*z^3 - 13/72*z + 1
*
39/20 | 0.13652969044299704749028243913659933379 | 0.017074071286228759350534388099116178648
f(z) = -40/297*z^3 - 17/110*z + 1
*
-14/9 | 0.17641973549197415302159812179403561436 | 0.026200684041426507299814830971802823299
f(z) = -27/280*z^3 - 13/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -35/284*z^3 - 1/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -35/292*z^3 - 3/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -33/284*z^3 - 5/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -33/292*z^3 - 7/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -31/284*z^3 - 9/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -31/292*z^3 - 11/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -29/284*z^3 - 13/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -29/292*z^3 - 15/146*z + 1
*
[ 6/7 ] 
f(z) = -28/297*z^3 - 15/154*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -27/284*z^3 - 17/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -27/292*z^3 - 19/146*z + 1
*
[ 17/20 ] 
f(z) = -40/289*z^3 - 13/170*z + 1
*
[ 6/7 ] 
f(z) = -35/288*z^3 - 13/168*z + 1
*
33/16 | 0.22785467488121573689909993719185530433 | 0.029312953016003007293671123050590772098
f(z) = -32/297*z^3 - 7/264*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -37/298*z^3 - 1/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -35/282*z^3 - 1/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -35/286*z^3 - 3/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -35/298*z^3 - 9/298*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -33/290*z^3 - 13/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -33/298*z^3 - 17/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -31/282*z^3 - 17/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -31/286*z^3 - 19/286*z + 1
*
[ 3/2 ] 
f(z) = -40/297*z^3 + 7/11*z + 1
*
[ 3 ] 
f(z) = -35/297*z^3 + 19/11*z + 1
*
[ 3 ] 
f(z) = -32/297*z^3 + 18/11*z + 1
*
[ 3 ] 
f(z) = -29/297*z^3 + 17/11*z + 1
*
[ 3/2 ] 
f(z) = -28/297*z^3 + 6/11*z + 1
*
[ 3 ] 
f(z) = -26/297*z^3 + 16/11*z + 1
*
[ 12/5 ] 
f(z) = -25/288*z^3 + 13/12*z + 1
*
[ 3 ] 
f(z) = -23/297*z^3 + 15/11*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -39/280*z^3 + 2/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -39/296*z^3 + 1/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -37/280*z^3 + 1/35*z + 1
*
[ 3/2 ] 
f(z) = -34/297*z^3 + 13/22*z + 1
*
[ 3/2 ] 
f(z) = -32/297*z^3 + 19/33*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = -27/280*z^3 + 13/35*z + 1
*
[ 6/5 ] 
f(z) = -25/288*z^3 + 7/24*z + 1
*
[ 7/5 ] 
f(z) = -25/294*z^3 + 19/42*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -37/288*z^3 + 1/72*z + 1
*
[ 6/5 ] 
f(z) = -25/297*z^3 + 19/66*z + 1
*
-6/5 | 0.21228839999602752648199829843263827028 | 0.029190975045167371385311797673734787001
f(z) = -35/288*z^3 + 1/120*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -39/284*z^3 + 7/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -39/292*z^3 + 5/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -37/284*z^3 + 3/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -37/292*z^3 + 1/146*z + 1
*
[ 17/18 ] 
f(z) = -36/289*z^3 + 8/153*z + 1
*
[ 17/18 ] 
f(z) = -27/289*z^3 + 5/204*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -39/290*z^3 + 11/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -39/298*z^3 + 7/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -37/282*z^3 + 7/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -37/286*z^3 + 5/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -37/290*z^3 + 3/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -37/294*z^3 + 1/294*z + 1
*
[ -3 ] 
f(z) = -40/297*z^3 + 28/11*z + 1
*
[ 3 ] 
f(z) = -38/297*z^3 + 20/11*z + 1
*
[ -3 ] 
f(z) = -37/297*z^3 + 27/11*z + 1
*
[ 17/6 ] 
f(z) = -36/289*z^3 + 28/17*z + 1
*
[ -3 ] 
f(z) = -34/297*z^3 + 26/11*z + 1
*
[ -3/2 ] 
f(z) = -32/297*z^3 + 21/11*z + 1
*
[ -3 ] 
f(z) = -31/297*z^3 + 25/11*z + 1
*
[ -3 ] 
f(z) = -28/297*z^3 + 24/11*z + 1
*
[ -12/5 ] 
f(z) = -25/288*z^3 + 23/12*z + 1
*
[ 17/5 ] 
f(z) = -25/289*z^3 + 29/17*z + 1
*
[ -17/5 ] 
f(z) = -25/289*z^3 + 39/17*z + 1
*
[ -3 ] 
f(z) = -25/297*z^3 + 23/11*z + 1
*
[ 2 ] 
f(z) = -39/280*z^3 + 37/35*z + 1
*
[ 2 ] 
f(z) = -39/296*z^3 + 38/37*z + 1
*
[ 2 ] 
f(z) = -37/280*z^3 + 36/35*z + 1
*
[ 2 ] 
f(z) = -35/296*z^3 + 36/37*z + 1
*
[ 2 ] 
f(z) = -33/280*z^3 + 34/35*z + 1
*
[ 2 ] 
f(z) = -33/296*z^3 + 35/37*z + 1
*
[ 17/8 ] 
f(z) = -32/289*z^3 + 35/34*z + 1
*
[ 2 ] 
f(z) = -31/280*z^3 + 33/35*z + 1
*
[ 2 ] 
f(z) = -31/296*z^3 + 34/37*z + 1
*
[ 2 ] 
f(z) = -29/280*z^3 + 32/35*z + 1
*
[ 2 ] 
f(z) = -29/296*z^3 + 33/37*z + 1
*
[ 2 ] 
f(z) = -27/280*z^3 + 31/35*z + 1
*
[ 2 ] 
f(z) = -27/296*z^3 + 32/37*z + 1
*
[ 2 ] 
f(z) = -25/296*z^3 + 31/37*z + 1
*
[ 2 ] 
f(z) = -23/280*z^3 + 29/35*z + 1
*
[ 2 ] 
f(z) = -23/296*z^3 + 30/37*z + 1
*
[ 2 ] 
f(z) = -21/296*z^3 + 29/37*z + 1
*
[ 3/2 ] 
f(z) = -37/297*z^3 + 27/44*z + 1
*
[ 3/2 ] 
f(z) = -31/297*z^3 + 25/44*z + 1
*
[ 3/2 ] 
f(z) = -25/297*z^3 + 23/44*z + 1
*
[ 17/12 ] 
f(z) = -36/289*z^3 + 37/68*z + 1
*
[ 3/2 ] 
f(z) = -26/297*z^3 + 35/66*z + 1
*
-18/5 | 0.14346146357299815427284305476479225632 | 0.025333297676404444122728938491910661156
f(z) = -25/288*z^3 + 29/72*z + 1
*
[ 6/5 ] 
f(z) = -35/297*z^3 + 37/110*z + 1
*
[ 17/14 ] 
f(z) = -28/289*z^3 + 38/119*z + 1
*
[ 10/9 ] 
f(z) = -27/280*z^3 + 23/105*z + 1
*
[ 6/5 ] 
f(z) = -25/296*z^3 + 32/111*z + 1
*
[ 17/16 ] 
f(z) = -32/289*z^3 + 25/136*z + 1
*
[ 17/15 ] 
f(z) = -25/289*z^3 + 35/153*z + 1
*
[ -17/6 ] 
f(z) = -36/289*z^3 + 40/17*z + 1
*
[ 17/4 ] 
f(z) = -32/289*z^3 + 47/17*z + 1
*
[ -17/4 ] 
f(z) = -32/289*z^3 + 55/17*z + 1
*
[ -33/5 ] 
f(z) = -25/297*z^3 + 53/11*z + 1
*
[ -3/4 ] 
f(z) = -40/297*z^3 + 53/22*z + 1
*
[ -3/2 ] 
f(z) = -38/297*z^3 + 43/22*z + 1
*
[ 3 ] 
f(z) = -37/297*z^3 + 59/33*z + 1
*
[ 3 ] 
f(z) = -34/297*z^3 + 56/33*z + 1
*
[ 33/8 ] 
f(z) = -32/297*z^3 + 57/22*z + 1
*
[ 3 ] 
f(z) = -31/297*z^3 + 53/33*z + 1
*
[ 3 ] 
f(z) = -28/297*z^3 + 50/33*z + 1
*
[ -3/2 ] 
f(z) = -26/297*z^3 + 41/22*z + 1
*
6/5 | 0.14346146357299815427284305476479225632 | 0.022097375823847055064075805491094401809
f(z) = -25/288*z^3 + 55/24*z + 1
*
-28/5 | 0.18759699418181654922345020828304158885 | 0.029205944477435562713321338663735834998
f(z) = -25/294*z^3 + 44/21*z + 1
*
[ -6/5 ] 
f(z) = -25/297*z^3 + 43/22*z + 1
*
[ 3 ] 
f(z) = -25/297*z^3 + 47/33*z + 1
*
[ 17/9 ] 
f(z) = -27/289*z^3 + 41/51*z + 1
*
[ 14/5 ] 
f(z) = -25/294*z^3 + 55/42*z + 1
*
[ 12/5 ] 
f(z) = -25/297*z^3 + 47/44*z + 1
*
[ 3/2 ] 
f(z) = -38/297*z^3 + 41/66*z + 1
*
[ 8/5 ] 
f(z) = -25/288*z^3 + 43/72*z + 1
*
[ 17/10 ] 
f(z) = -25/289*z^3 + 45/68*z + 1
*
[ 2 ] 
f(z) = -23/288*z^3 + 59/72*z + 1
*
[ 17/12 ] 
f(z) = -24/289*z^3 + 47/102*z + 1
*
[ 6/5 ] 
f(z) = -35/288*z^3 + 41/120*z + 1
*
[ 4/3 ] 
f(z) = -27/280*z^3 + 59/140*z + 1
*
-6/7 | 0.14406342448387547410818914788961556217 | 0.018933614659076922709109980649780511220
f(z) = -35/288*z^3 + 43/168*z + 1
*
[ 9/8 ] 
f(z) = -32/297*z^3 + 49/198*z + 1
*
[ 17/3 ] 
f(z) = -27/289*z^3 + 65/17*z + 1
*
[ -17/3 ] 
f(z) = -27/289*z^3 + 71/17*z + 1
*
[ 3 ] 
f(z) = -40/297*z^3 + 62/33*z + 1
*
[ -3/2 ] 
f(z) = -40/297*z^3 + 65/33*z + 1
*
[ -2 ] 
f(z) = -39/280*z^3 + 72/35*z + 1
*
[ -2 ] 
f(z) = -39/296*z^3 + 75/37*z + 1
*
[ -2 ] 
f(z) = -37/280*z^3 + 71/35*z + 1
*
[ -2 ] 
f(z) = -35/296*z^3 + 73/37*z + 1
*
[ -3 ] 
f(z) = -35/297*z^3 + 79/33*z + 1
*
[ -2 ] 
f(z) = -33/280*z^3 + 69/35*z + 1
*
[ -2 ] 
f(z) = -33/296*z^3 + 72/37*z + 1
*
[ -17/8 ] 
f(z) = -32/289*z^3 + 67/34*z + 1
*
[ -3 ] 
f(z) = -32/297*z^3 + 76/33*z + 1
*
[ -3/4 ] 
f(z) = -32/297*z^3 + 79/33*z + 1
*
[ -2 ] 
f(z) = -31/280*z^3 + 68/35*z + 1
*
[ -2 ] 
f(z) = -31/296*z^3 + 71/37*z + 1
*
[ -2 ] 
f(z) = -29/280*z^3 + 67/35*z + 1
*
[ -2 ] 
f(z) = -29/296*z^3 + 70/37*z + 1
*
[ -3 ] 
f(z) = -29/297*z^3 + 73/33*z + 1
*
[ -3/2 ] 
f(z) = -28/297*z^3 + 62/33*z + 1
*
[ 10/3 ] 
f(z) = -27/280*z^3 + 62/35*z + 1
*
[ -2 ] 
f(z) = -27/280*z^3 + 66/35*z + 1
*
[ -2 ] 
f(z) = -27/296*z^3 + 69/37*z + 1
*
[ -3 ] 
f(z) = -26/297*z^3 + 70/33*z + 1
*
[ 24/5 ] 
f(z) = -25/288*z^3 + 67/24*z + 1
*
[ -24/5 ] 
f(z) = -25/288*z^3 + 77/24*z + 1
*
[ 4 ] 
f(z) = -25/288*z^3 + 77/36*z + 1
*
6/5 | 0.14837329417263732071293560606166794092 | 0.021646574323493747459784076565699603558
f(z) = -25/288*z^3 + 79/24*z + 1
*
[ -2 ] 
f(z) = -25/296*z^3 + 68/37*z + 1
*
[ 17/4 ] 
f(z) = -24/289*z^3 + 77/34*z + 1
*
[ -2 ] 
f(z) = -23/280*z^3 + 64/35*z + 1
*
[ 4 ] 
f(z) = -23/288*z^3 + 73/36*z + 1
*
[ -2 ] 
f(z) = -23/296*z^3 + 67/37*z + 1
*
[ -3 ] 
f(z) = -23/297*z^3 + 67/33*z + 1
*
[ -2 ] 
f(z) = -21/296*z^3 + 66/37*z + 1
*
28/5 | 0.072070746261307900189087138646043693690 | 0.011556522624079081446271202334372010711
f(z) = -25/294*z^3 + 73/42*z + 1
*
[ -7/5 ] 
f(z) = -25/294*z^3 + 79/42*z + 1
*
[ 33/10 ] 
f(z) = -25/297*z^3 + 71/44*z + 1
*
[ 17/6 ] 
f(z) = -24/289*z^3 + 67/51*z + 1
*
[ 2 ] 
f(z) = -37/288*z^3 + 73/72*z + 1
*
[ 2 ] 
f(z) = -35/288*z^3 + 71/72*z + 1
*
[ 12/5 ] 
f(z) = -35/288*z^3 + 77/60*z + 1
*
[ 2 ] 
f(z) = -31/288*z^3 + 67/72*z + 1
*
[ 2 ] 
f(z) = -29/288*z^3 + 65/72*z + 1
*
[ 17/10 ] 
f(z) = -40/289*z^3 + 69/85*z + 1
*
[ 12/7 ] 
f(z) = -35/288*z^3 + 65/84*z + 1
*
[ 9/5 ] 
f(z) = -25/297*z^3 + 71/99*z + 1
*
-10/3 | 0.13993421871519696664358413445953986127 | 0.020782098107768343146558933357916682501
f(z) = -33/280*z^3 + 64/105*z + 1
*
[ 14/9 ] 
f(z) = -27/280*z^3 + 62/105*z + 1
*
[ 3/2 ] 
f(z) = -35/297*z^3 + 79/132*z + 1
*
[ 3/2 ] 
f(z) = -29/297*z^3 + 73/132*z + 1
*
[ 3/2 ] 
f(z) = -23/297*z^3 + 67/132*z + 1
*
[ 17/12 ] 
f(z) = -32/289*z^3 + 79/153*z + 1
*
[ 4/3 ] 
f(z) = -27/296*z^3 + 61/148*z + 1
*
[ 17/15 ] 
f(z) = -30/289*z^3 + 64/255*z + 1
*
[ 17/3 ] 
f(z) = -36/289*z^3 + 82/17*z + 1
*
[ -17/3 ] 
f(z) = -36/289*z^3 + 88/17*z + 1
*
[ -33/4 ] 
f(z) = -32/297*z^3 + 93/11*z + 1
*
[ -3 ] 
f(z) = -38/297*z^3 + 82/33*z + 1
*
[ 4 ] 
f(z) = -35/288*z^3 + 97/36*z + 1
*
[ -3/8 ] 
f(z) = -32/297*z^3 + 81/22*z + 1
*
[ 4 ] 
f(z) = -31/288*z^3 + 89/36*z + 1
*
[ 4 ] 
f(z) = -29/288*z^3 + 85/36*z + 1
*
[ 6 ] 
f(z) = -28/297*z^3 + 93/22*z + 1
*
[ -10/3 ] 
f(z) = -27/280*z^3 + 83/35*z + 1
*
[ -2/3 ] 
f(z) = -27/280*z^3 + 89/35*z + 1
*
[ -2/3 ] 
f(z) = -27/296*z^3 + 94/37*z + 1
*
[ -6 ] 
f(z) = -26/297*z^3 + 95/22*z + 1
*
[ -4/5 ] 
f(z) = -25/288*z^3 + 83/36*z + 1
*
[ -4 ] 
f(z) = -25/288*z^3 + 95/36*z + 1
*
[ 6 ] 
f(z) = -25/297*z^3 + 85/22*z + 1
*
[ -3/5 ] 
f(z) = -25/297*z^3 + 89/33*z + 1
*
[ -17/4 ] 
f(z) = -24/289*z^3 + 93/34*z + 1
*
[ 6 ] 
f(z) = -23/288*z^3 + 89/24*z + 1
*
[ -4 ] 
f(z) = -23/288*z^3 + 91/36*z + 1
*
[ -6 ] 
f(z) = -23/288*z^3 + 97/24*z + 1
*
[ -6 ] 
f(z) = -23/297*z^3 + 87/22*z + 1
*
[ -3/2 ] 
f(z) = -35/297*z^3 + 85/44*z + 1
*
[ -3/2 ] 
f(z) = -29/297*z^3 + 83/44*z + 1
*
[ -17/9 ] 
f(z) = -27/289*z^3 + 95/51*z + 1
*
[ -14/5 ] 
f(z) = -25/294*z^3 + 85/42*z + 1
*
[ 21/5 ] 
f(z) = -25/294*z^3 + 95/42*z + 1
*
[ -3/2 ] 
f(z) = -23/297*z^3 + 81/44*z + 1
*
15/4 | 0.15356107605672632080705696242255395563 | 0.022968033178144445777479505475117068081
f(z) = -32/297*z^3 + 89/66*z + 1
*
[ 17/6 ] 
f(z) = -27/289*z^3 + 95/68*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.024349767000338582119388853529854776080
f(z) = -39/280*z^3 + 89/105*z + 1
*
[ 15/8 ] 
f(z) = -32/297*z^3 + 93/110*z + 1
*
[ 17/13 ] 
f(z) = -26/289*z^3 + 86/221*z + 1
*
[ 7/6 ] 
f(z) = -36/287*z^3 + 90/287*z + 1
*
[ 6/5 ] 
f(z) = -25/282*z^3 + 83/282*z + 1
*
[ 6/5 ] 
f(z) = -25/294*z^3 + 85/294*z + 1
*
[ 17/2 ] 
f(z) = -24/289*z^3 + 117/17*z + 1
*
[ 17/4 ] 
f(z) = -40/289*z^3 + 111/34*z + 1
*
[ 4 ] 
f(z) = -37/288*z^3 + 101/36*z + 1
*
[ -4 ] 
f(z) = -37/288*z^3 + 119/36*z + 1
*
[ 6 ] 
f(z) = -37/297*z^3 + 117/22*z + 1
*
[ -4 ] 
f(z) = -35/288*z^3 + 115/36*z + 1
*
[ -6 ] 
f(z) = -35/297*z^3 + 119/22*z + 1
*
[ 6 ] 
f(z) = -34/297*z^3 + 109/22*z + 1
*
[ -6 ] 
f(z) = -32/297*z^3 + 111/22*z + 1
*
[ -4 ] 
f(z) = -31/288*z^3 + 107/36*z + 1
*
[ 6 ] 
f(z) = -31/288*z^3 + 113/24*z + 1
*
[ 6 ] 
f(z) = -31/297*z^3 + 101/22*z + 1
*
[ -4 ] 
f(z) = -29/288*z^3 + 103/36*z + 1
*
[ 6 ] 
f(z) = -29/288*z^3 + 107/24*z + 1
*
[ -6 ] 
f(z) = -29/288*z^3 + 115/24*z + 1
*
[ -6 ] 
f(z) = -29/297*z^3 + 103/22*z + 1
*
[ 14/3 ] 
f(z) = -27/280*z^3 + 101/35*z + 1
*
[ -14/3 ] 
f(z) = -27/280*z^3 + 116/35*z + 1
*
-6/5 | 0.20707229686585025849727975491344909445 | 0.028506530506107554060442361458210338083
f(z) = -25/288*z^3 + 119/24*z + 1
*
33/5 | 0.19433439076409179155965331299706988667 | 0.028404751981785581998327937889369340774
f(z) = -25/297*z^3 + 104/33*z + 1
*
[ 33/10 ] 
f(z) = -40/297*z^3 + 119/55*z + 1
*
3 | 0.15993110814986212155250977039931911701 | 0.020117633670544941023253153998298431036
f(z) = -32/297*z^3 + 105/44*z + 1
*
[ -3/4 ] 
f(z) = -28/297*z^3 + 105/44*z + 1
*
[ -21/5 ] 
f(z) = -25/294*z^3 + 115/42*z + 1
*
-6/5 | 0.13321874193948224756522731219904256437 | 0.016497758009312209273273340581270430776
f(z) = -25/297*z^3 + 119/44*z + 1
*
[ -17/6 ] 
f(z) = -24/289*z^3 + 103/51*z + 1
*
-3/7 | 0.20991566182649781183233899826121298182 | 0.026436982418557346954580882696523084498
f(z) = -28/297*z^3 + 104/77*z + 1
*
[ 9/4 ] 
f(z) = -32/297*z^3 + 109/99*z + 1
*
-69/20 | 0.16302249558594520180469823063003452127 | 0.020387197113403491267545205263369270667
f(z) = -40/297*z^3 + 103/110*z + 1
*
[ 2 ] 
f(z) = -23/284*z^3 + 117/142*z + 1
*
[ 2 ] 
f(z) = -23/292*z^3 + 119/146*z + 1
*
[ 2 ] 
f(z) = -21/284*z^3 + 113/142*z + 1
*
[ 2 ] 
f(z) = -21/292*z^3 + 115/146*z + 1
*
[ 17/11 ] 
f(z) = -33/289*z^3 + 117/187*z + 1
*
[ 17/11 ] 
f(z) = -22/289*z^3 + 100/187*z + 1
*
[ 17/13 ] 
f(z) = -39/289*z^3 + 103/221*z + 1
*
[ 33/23 ] 
f(z) = -23/297*z^3 + 117/253*z + 1
*
33/16 | 0.19504276939624015175198514920553064676 | 0.025091780708048257019697081119571438304
f(z) = -32/297*z^3 + 113/264*z + 1
*
[ 33/25 ] 
f(z) = -25/297*z^3 + 107/275*z + 1
*
[ 5/4 ] 
f(z) = -32/285*z^3 + 107/285*z + 1
*
[ 5/4 ] 
f(z) = -32/295*z^3 + 109/295*z + 1
*
[ 4/3 ] 
f(z) = -27/284*z^3 + 119/284*z + 1
*
[ 33/26 ] 
f(z) = -26/297*z^3 + 101/286*z + 1
*
[ 17/2 ] 
f(z) = -28/289*z^3 + 134/17*z + 1
*
[ -17/2 ] 
f(z) = -28/289*z^3 + 138/17*z + 1
*
[ -17/2 ] 
f(z) = -24/289*z^3 + 121/17*z + 1
*
[ -17/4 ] 
f(z) = -40/289*z^3 + 127/34*z + 1
*
[ 6 ] 
f(z) = -40/297*z^3 + 125/22*z + 1
*
[ -6 ] 
f(z) = -38/297*z^3 + 127/22*z + 1
*
[ 6 ] 
f(z) = -37/288*z^3 + 131/24*z + 1
*
[ -6 ] 
f(z) = -37/288*z^3 + 139/24*z + 1
*
[ 6 ] 
f(z) = -35/288*z^3 + 125/24*z + 1
*
[ -6 ] 
f(z) = -35/288*z^3 + 133/24*z + 1
*
[ -6 ] 
f(z) = -31/288*z^3 + 121/24*z + 1
*
-36/5 | 0.19903451655224308892663660029951440301 | 0.028618957852335457455545227174628713174
f(z) = -25/288*z^3 + 131/36*z + 1
*
-42/5 | 0.18977236379370993941131179718036993879 | 0.025413544083064519637539028594819447054
f(z) = -25/294*z^3 + 125/21*z + 1
*
[ -2/5 ] 
f(z) = -25/296*z^3 + 130/37*z + 1
*
-3 | 0.13321874193948224756522731219904256437 | 0.016334535427306793463445641954700197852
f(z) = -28/297*z^3 + 129/44*z + 1
*
[ -17/12 ] 
f(z) = -36/289*z^3 + 133/68*z + 1
*
[ -12/5 ] 
f(z) = -35/288*z^3 + 127/60*z + 1
*
[ -3/2 ] 
f(z) = -34/297*z^3 + 127/66*z + 1
*
[ -2 ] 
f(z) = -31/288*z^3 + 139/72*z + 1
*
[ -2 ] 
f(z) = -29/288*z^3 + 137/72*z + 1
*
[ -17/10 ] 
f(z) = -25/289*z^3 + 125/68*z + 1
*
[ -2 ] 
f(z) = -23/288*z^3 + 131/72*z + 1
*
-33/8 | 0.20788747214903624238913851805520001225 | 0.025348694318764098016623458240650933006
f(z) = -40/297*z^3 + 135/88*z + 1
*
[ 3 ] 
f(z) = -25/288*z^3 + 139/96*z + 1
*
[ 3 ] 
f(z) = -23/288*z^3 + 133/96*z + 1
*
-10/3 | 0.20538366221695628864725026150552777602 | 0.029664165027894959663564875547858836939
f(z) = -33/280*z^3 + 127/105*z + 1
*
[ 17/7 ] 
f(z) = -28/289*z^3 + 138/119*z + 1
*
[ 17/7 ] 
f(z) = -21/289*z^3 + 121/119*z + 1
*
6/5 | 0.19995533514780812262348359359629504402 | 0.028094641226659396704307490833868877267
f(z) = -25/297*z^3 + 137/132*z + 1
*
[ 17/8 ] 
f(z) = -24/289*z^3 + 123/136*z + 1
*
[ 2 ] 
f(z) = -33/284*z^3 + 137/142*z + 1
*
[ 2 ] 
f(z) = -33/292*z^3 + 139/146*z + 1
*
[ 2 ] 
f(z) = -31/284*z^3 + 133/142*z + 1
*
[ 2 ] 
f(z) = -31/292*z^3 + 135/146*z + 1
*
[ 2 ] 
f(z) = -29/284*z^3 + 129/142*z + 1
*
[ 2 ] 
f(z) = -29/292*z^3 + 131/146*z + 1
*
[ 2 ] 
f(z) = -27/284*z^3 + 125/142*z + 1
*
[ 2 ] 
f(z) = -27/292*z^3 + 127/146*z + 1
*
[ 2 ] 
f(z) = -25/284*z^3 + 121/142*z + 1
*
[ 2 ] 
f(z) = -25/292*z^3 + 123/146*z + 1
*
[ 17/10 ] 
f(z) = -30/289*z^3 + 121/170*z + 1
*
[ 17/12 ] 
f(z) = -27/289*z^3 + 131/272*z + 1
*
[ 4/3 ] 
f(z) = -27/292*z^3 + 121/292*z + 1
*
[ 7/5 ] 
f(z) = -25/287*z^3 + 131/287*z + 1
*
[ 17/2 ] 
f(z) = -32/289*z^3 + 151/17*z + 1
*
[ -17/2 ] 
f(z) = -32/289*z^3 + 155/17*z + 1
*
[ 12 ] 
f(z) = -23/288*z^3 + 149/12*z + 1
*
[ -12 ] 
f(z) = -23/288*z^3 + 151/12*z + 1
*
-3/2 | 0.18109453702081177720594870016460942876 | 0.021965238855450231494482924577502084003
f(z) = -32/297*z^3 + 141/22*z + 1
*
6/5 | 0.18037996066913079485857261557806883945 | 0.024043651939503958192073354234491364574
f(z) = -25/288*z^3 + 151/24*z + 1
*
[ 33/5 ] 
f(z) = -25/297*z^3 + 149/33*z + 1
*
6/5 | 0.16985326982898879874552910167605787983 | 0.023396348524490619974190568271499284414
f(z) = -25/297*z^3 + 158/33*z + 1
*
[ -3/5 ] 
f(z) = -35/297*z^3 + 149/55*z + 1
*
[ -15/4 ] 
f(z) = -32/297*z^3 + 153/55*z + 1
*
[ -2 ] 
f(z) = -37/288*z^3 + 145/72*z + 1
*
[ -2 ] 
f(z) = -35/288*z^3 + 143/72*z + 1
*
[ -33/14 ] 
f(z) = -28/297*z^3 + 150/77*z + 1
*
39/14 | 0.24132355705273665912036432616986284687 | 0.028850092917933949961280274039314793165
f(z) = -28/297*z^3 + 159/77*z + 1
*
[ -17/6 ] 
f(z) = -27/289*z^3 + 143/68*z + 1
*
-18/5 | 0.14555898254578083912346558435149973443 | 0.022593414830904545455257261490706254918
f(z) = -25/288*z^3 + 157/72*z + 1
*
[ 3 ] 
f(z) = -31/288*z^3 + 157/96*z + 1
*
[ 3 ] 
f(z) = -29/288*z^3 + 151/96*z + 1
*
[ 17/7 ] 
f(z) = -35/289*z^3 + 155/119*z + 1
*
[ 17/6 ] 
f(z) = -30/289*z^3 + 151/102*z + 1
*
[ 17/8 ] 
f(z) = -40/289*z^3 + 157/136*z + 1
*
[ 2 ] 
f(z) = -39/284*z^3 + 149/142*z + 1
*
[ 2 ] 
f(z) = -39/292*z^3 + 151/146*z + 1
*
[ 2 ] 
f(z) = -37/284*z^3 + 145/142*z + 1
*
[ 2 ] 
f(z) = -37/292*z^3 + 147/146*z + 1
*
[ 17/9 ] 
f(z) = -36/289*z^3 + 140/153*z + 1
*
[ 2 ] 
f(z) = -35/284*z^3 + 141/142*z + 1
*
[ 2 ] 
f(z) = -35/292*z^3 + 143/146*z + 1
*
[ 21/10 ] 
f(z) = -25/294*z^3 + 151/168*z + 1
*
[ 3/2 ] 
f(z) = -28/285*z^3 + 158/285*z + 1
*
[ 17/2 ] 
f(z) = -36/289*z^3 + 168/17*z + 1
*
[ -17/2 ] 
f(z) = -36/289*z^3 + 172/17*z + 1
*
[ 12 ] 
f(z) = -25/288*z^3 + 161/12*z + 1
*
[ -12 ] 
f(z) = -25/288*z^3 + 163/12*z + 1
*
[ 34/5 ] 
f(z) = -25/289*z^3 + 165/34*z + 1
*
[ -34/5 ] 
f(z) = -25/289*z^3 + 175/34*z + 1
*
-57/10 | 0.17268311326299924956649114607947248270 | 0.020355838805942956068458098365990473951
f(z) = -25/297*z^3 + 179/44*z + 1
*
[ 17/3 ] 
f(z) = -24/289*z^3 + 178/51*z + 1
*
[ 17/3 ] 
f(z) = -21/289*z^3 + 161/51*z + 1
*
[ -17/3 ] 
f(z) = -21/289*z^3 + 179/51*z + 1
*
[ 17/4 ] 
f(z) = -28/289*z^3 + 171/68*z + 1
*
[ -18/5 ] 
f(z) = -25/288*z^3 + 173/72*z + 1
*
[ 21/5 ] 
f(z) = -25/297*z^3 + 173/77*z + 1
*
[ -17/10 ] 
f(z) = -40/289*z^3 + 169/85*z + 1
*
[ 3 ] 
f(z) = -37/288*z^3 + 175/96*z + 1
*
[ -12/7 ] 
f(z) = -35/288*z^3 + 163/84*z + 1
*
[ 3 ] 
f(z) = -35/288*z^3 + 169/96*z + 1
*
[ 17/5 ] 
f(z) = -35/289*z^3 + 179/85*z + 1
*
[ -33/16 ] 
f(z) = -32/297*z^3 + 171/88*z + 1
*
[ 17/5 ] 
f(z) = -30/289*z^3 + 162/85*z + 1
*
33/10 | 0.22263065501822482964788691449114106409 | 0.026536545034372883158281790407042194008
f(z) = -40/297*z^3 + 163/110*z + 1
*
-24/7 | 0.17949683670365210436738662408781410317 | 0.023590470314348172769044292983522755321
f(z) = -35/288*z^3 + 163/168*z + 1
*
[ 3/2 ] 
f(z) = -32/285*z^3 + 167/285*z + 1
*
[ 3/2 ] 
f(z) = -32/291*z^3 + 169/291*z + 1
*
[ 3/2 ] 
f(z) = -28/291*z^3 + 160/291*z + 1
*
[ 8/5 ] 
f(z) = -25/296*z^3 + 175/296*z + 1
*
[ 17/2 ] 
f(z) = -40/289*z^3 + 185/17*z + 1
*
[ -17/2 ] 
f(z) = -40/289*z^3 + 189/17*z + 1
*
[ 12 ] 
f(z) = -31/288*z^3 + 197/12*z + 1
*
[ -12 ] 
f(z) = -31/288*z^3 + 199/12*z + 1
*
[ 12 ] 
f(z) = -29/288*z^3 + 185/12*z + 1
*
[ -12 ] 
f(z) = -29/288*z^3 + 187/12*z + 1
*
-6/5 | 0.18983497796201963467324600314476582524 | 0.024535421956360604291758176199523540057
f(z) = -25/288*z^3 + 191/24*z + 1
*
[ 36/5 ] 
f(z) = -25/288*z^3 + 193/36*z + 1
*
[ -3/10 ] 
f(z) = -25/297*z^3 + 191/44*z + 1
*
[ -17/3 ] 
f(z) = -24/289*z^3 + 196/51*z + 1
*
[ 7 ] 
f(z) = -23/294*z^3 + 197/42*z + 1
*
-33/8 | 0.19425042008147112419206604527153638914 | 0.026187841525551839421916106096641449531
f(z) = -32/297*z^3 + 185/66*z + 1
*
[ 17/5 ] 
f(z) = -40/289*z^3 + 196/85*z + 1
*
[ -9/4 ] 
f(z) = -32/297*z^3 + 197/99*z + 1
*
[ -9/5 ] 
f(z) = -25/297*z^3 + 181/99*z + 1
*
[ -3 ] 
f(z) = -23/288*z^3 + 197/96*z + 1
*
-10/3 | 0.15192944127022398942883595615629464106 | 0.020678269222481375426146838505088044430
f(z) = -39/280*z^3 + 194/105*z + 1
*
[ -14/9 ] 
f(z) = -27/280*z^3 + 197/105*z + 1
*
[ -17/12 ] 
f(z) = -24/289*z^3 + 191/102*z + 1
*
33/16 | 0.20138156391439237223133798067748470774 | 0.025907251296859123128265340017093719350
f(z) = -32/297*z^3 + 185/264*z + 1
*
[ 33/20 ] 
f(z) = -32/297*z^3 + 189/275*z + 1
*
[ 3/2 ] 
f(z) = -40/291*z^3 + 187/291*z + 1
*
[ 5/3 ] 
f(z) = -27/280*z^3 + 187/280*z + 1
*
[ 5/3 ] 
f(z) = -27/290*z^3 + 191/290*z + 1
*
[ 5/3 ] 
f(z) = -27/295*z^3 + 193/295*z + 1
*
[ -36/5 ] 
f(z) = -25/288*z^3 + 203/36*z + 1
*
[ 17/2 ] 
f(z) = -22/289*z^3 + 217/34*z + 1
*
[ 17/3 ] 
f(z) = -30/289*z^3 + 212/51*z + 1
*
[ 7 ] 
f(z) = -25/294*z^3 + 211/42*z + 1
*
[ -7 ] 
f(z) = -23/294*z^3 + 209/42*z + 1
*
[ 17/4 ] 
f(z) = -36/289*z^3 + 205/68*z + 1
*
[ -33/8 ] 
f(z) = -32/297*z^3 + 203/66*z + 1
*
[ -17/4 ] 
f(z) = -28/289*z^3 + 203/68*z + 1
*
-12/7 | 0.16925330894974727767259487344215027012 | 0.019682581517640100607437583388489709892
f(z) = -28/297*z^3 + 201/77*z + 1
*
[ -3/4 ] 
f(z) = -34/297*z^3 + 211/88*z + 1
*
[ -17/5 ] 
f(z) = -30/289*z^3 + 212/85*z + 1
*
[ -3 ] 
f(z) = -29/288*z^3 + 215/96*z + 1
*
[ -3 ] 
f(z) = -25/288*z^3 + 203/96*z + 1
*
[ -33/20 ] 
f(z) = -40/297*z^3 + 217/110*z + 1
*
[ 10/3 ] 
f(z) = -33/280*z^3 + 211/105*z + 1
*
22/9 | 0.084479385373455137096699139527915530054 | 0.011318341761219450516588696614892279306
f(z) = -27/280*z^3 + 218/105*z + 1
*
[ 34/9 ] 
f(z) = -27/289*z^3 + 211/102*z + 1
*
[ -6/5 ] 
f(z) = -25/296*z^3 + 217/111*z + 1
*
[ -17/7 ] 
f(z) = -21/289*z^3 + 219/119*z + 1
*
[ 17/6 ] 
f(z) = -28/289*z^3 + 218/153*z + 1
*
[ 5/3 ] 
f(z) = -36/295*z^3 + 218/295*z + 1
*
[ 9/5 ] 
f(z) = -25/288*z^3 + 209/288*z + 1
*
-3/5 | 0.14414317827839040946460232149394458385 | 0.025361336372320327320977323285615683883
f(z) = -25/294*z^3 + 205/294*z + 1
*
[ 12 ] 
f(z) = -37/288*z^3 + 233/12*z + 1
*
[ -12 ] 
f(z) = -37/288*z^3 + 235/12*z + 1
*
[ 12 ] 
f(z) = -35/288*z^3 + 221/12*z + 1
*
[ -12 ] 
f(z) = -35/288*z^3 + 223/12*z + 1
*
[ 33/4 ] 
f(z) = -40/297*z^3 + 221/22*z + 1
*
-6/5 | 0.19782753600530993908976853524439832727 | 0.024848428221888588222695877574781212577
f(z) = -25/288*z^3 + 239/24*z + 1
*
[ -17/2 ] 
f(z) = -22/289*z^3 + 225/34*z + 1
*
[ -3/10 ] 
f(z) = -40/297*z^3 + 239/55*z + 1
*
[ 17/3 ] 
f(z) = -33/289*z^3 + 229/51*z + 1
*
[ -17/3 ] 
f(z) = -30/289*z^3 + 230/51*z + 1
*
[ 7 ] 
f(z) = -29/294*z^3 + 239/42*z + 1
*
[ -7 ] 
f(z) = -25/294*z^3 + 223/42*z + 1
*
[ -17/4 ] 
f(z) = -36/289*z^3 + 237/68*z + 1
*
[ 33/7 ] 
f(z) = -28/297*z^3 + 222/77*z + 1
*
14/5 | 0.19400299332231448660966781664190038556 | 0.028446118447339563770261736659142623057
f(z) = -25/288*z^3 + 229/72*z + 1
*
[ 6 ] 
f(z) = -23/297*z^3 + 239/66*z + 1
*
[ -3 ] 
f(z) = -37/288*z^3 + 239/96*z + 1
*
[ -3 ] 
f(z) = -35/288*z^3 + 233/96*z + 1
*
[ -17/5 ] 
f(z) = -35/289*z^3 + 229/85*z + 1
*
[ -3 ] 
f(z) = -31/288*z^3 + 221/96*z + 1
*
[ -6/5 ] 
f(z) = -40/297*z^3 + 223/110*z + 1
*
[ 10/3 ] 
f(z) = -39/280*z^3 + 236/105*z + 1
*
[ -17/6 ] 
f(z) = -30/289*z^3 + 223/102*z + 1
*
[ -17/14 ] 
f(z) = -28/289*z^3 + 234/119*z + 1
*
[ -17/7 ] 
f(z) = -28/289*z^3 + 236/119*z + 1
*
-6 | 0.21710804590029806668442600744028348041 | 0.028999500417531375001788840598294900670
f(z) = -23/280*z^3 + 223/105*z + 1
*
12/7 | 0.22952897441871685853479961455539619518 | 0.026241253708644359623979791809959823588
f(z) = -35/297*z^3 + 233/154*z + 1
*
[ 17/6 ] 
f(z) = -32/289*z^3 + 235/153*z + 1
*
[ 16/5 ] 
f(z) = -25/288*z^3 + 227/144*z + 1
*
-4/5 | 0.20195091556580237773360004925334285396 | 0.026727561167563565930487681429744184786
f(z) = -35/288*z^3 + 239/180*z + 1
*
[ 7/4 ] 
f(z) = -32/287*z^3 + 221/287*z + 1
*
[ 2 ] 
f(z) = -23/282*z^3 + 233/282*z + 1
*
[ 2 ] 
f(z) = -23/286*z^3 + 235/286*z + 1
*
[ 2 ] 
f(z) = -23/290*z^3 + 237/290*z + 1
*
[ 2 ] 
f(z) = -23/294*z^3 + 239/294*z + 1
*
[ 2 ] 
f(z) = -21/286*z^3 + 227/286*z + 1
*
[ 2 ] 
f(z) = -21/290*z^3 + 229/290*z + 1
*
[ 2 ] 
f(z) = -21/298*z^3 + 233/298*z + 1
*
[ 17/2 ] 
f(z) = -26/289*z^3 + 251/34*z + 1
*
[ -17/2 ] 
f(z) = -26/289*z^3 + 259/34*z + 1
*
7 | 0.21885657813480162605977295537543971141 | 0.029261640625977053945257105445361504105
f(z) = -37/294*z^3 + 253/42*z + 1
*
[ -17/3 ] 
f(z) = -33/289*z^3 + 247/51*z + 1
*
[ 7 ] 
f(z) = -31/294*z^3 + 253/42*z + 1
*
[ -7 ] 
f(z) = -29/294*z^3 + 251/42*z + 1
*
33/7 | 0.24161380506072741518110412704331822197 | 0.027490795382605496652114294213212529570
f(z) = -28/297*z^3 + 243/77*z + 1
*
[ -3/7 ] 
f(z) = -28/297*z^3 + 258/77*z + 1
*
[ -2/5 ] 
f(z) = -25/288*z^3 + 253/72*z + 1
*
[ -17/5 ] 
f(z) = -40/289*z^3 + 246/85*z + 1
*
[ -3/5 ] 
f(z) = -25/288*z^3 + 259/96*z + 1
*
[ -17/7 ] 
f(z) = -35/289*z^3 + 253/119*z + 1
*
-26/9 | 0.13192635801949608884479667460997945086 | 0.017431256197762962064405429223293722098
f(z) = -27/280*z^3 + 242/105*z + 1
*
[ -3/2 ] 
f(z) = -37/297*z^3 + 257/132*z + 1
*
[ -3/2 ] 
f(z) = -31/297*z^3 + 251/132*z + 1
*
6 | 0.22234074121129599327587554024640190372 | 0.027648355633229787554535982279158308634
f(z) = -25/288*z^3 + 259/120*z + 1
*
[ -3/2 ] 
f(z) = -25/297*z^3 + 245/132*z + 1
*
[ -12/5 ] 
f(z) = -25/297*z^3 + 251/132*z + 1
*
[ -17/8 ] 
f(z) = -24/289*z^3 + 251/136*z + 1
*
[ -2 ] 
f(z) = -23/284*z^3 + 259/142*z + 1
*
[ -2 ] 
f(z) = -21/284*z^3 + 255/142*z + 1
*
[ 9/4 ] 
f(z) = -40/297*z^3 + 245/198*z + 1
*
[ 17/6 ] 
f(z) = -21/289*z^3 + 251/204*z + 1
*
[ 33/14 ] 
f(z) = -28/297*z^3 + 254/231*z + 1
*
[ 33/16 ] 
f(z) = -32/297*z^3 + 257/264*z + 1
*
[ 2 ] 
f(z) = -29/282*z^3 + 257/282*z + 1
*
[ 2 ] 
f(z) = -29/286*z^3 + 259/286*z + 1
*
-3/2 | 0.16468381016798064309693551530599610710 | 0.029134741335348045639633354304643229650
f(z) = -28/285*z^3 + 253/285*z + 1
*
[ 2 ] 
f(z) = -27/286*z^3 + 251/286*z + 1
*
[ 2 ] 
f(z) = -27/290*z^3 + 253/290*z + 1
*
[ 2 ] 
f(z) = -27/298*z^3 + 257/298*z + 1
*
[ 2 ] 
f(z) = -25/282*z^3 + 241/282*z + 1
*
[ 2 ] 
f(z) = -25/286*z^3 + 243/286*z + 1
*
-9/5 | 0.14265075944315408715954474214235105035 | 0.025190138610984901371296991264394759132
f(z) = -25/288*z^3 + 241/288*z + 1
*
[ 2 ] 
f(z) = -25/294*z^3 + 247/294*z + 1
*
[ 2 ] 
f(z) = -25/298*z^3 + 249/298*z + 1
*
[ 2 ] 
f(z) = -23/298*z^3 + 241/298*z + 1
*
[ 33/4 ] 
f(z) = -32/297*z^3 + 271/33*z + 1
*
[ 17/3 ] 
f(z) = -39/289*z^3 + 263/51*z + 1
*
-7 | 0.21682125832463616791465566899648136079 | 0.028811005980051482329477508976837453742
f(z) = -37/294*z^3 + 265/42*z + 1
*
[ -7 ] 
f(z) = -31/294*z^3 + 265/42*z + 1
*
[ 6 ] 
f(z) = -26/297*z^3 + 263/66*z + 1
*
[ -6 ] 
f(z) = -25/297*z^3 + 277/66*z + 1
*
[ 9/2 ] 
f(z) = -28/297*z^3 + 266/99*z + 1
*
[ -24/5 ] 
f(z) = -25/297*z^3 + 277/88*z + 1
*
[ -2/3 ] 
f(z) = -39/280*z^3 + 269/105*z + 1
*
[ -2/3 ] 
f(z) = -33/280*z^3 + 268/105*z + 1
*
[ -10/3 ] 
f(z) = -33/280*z^3 + 274/105*z + 1
*
-6 | 0.16333115739493783923943780863719718264 | 0.021202313970911376060291121358247320498
f(z) = -27/280*z^3 + 277/105*z + 1
*
[ -34/9 ] 
f(z) = -27/289*z^3 + 265/102*z + 1
*
[ 17/6 ] 
f(z) = -40/289*z^3 + 269/153*z + 1
*
[ -2 ] 
f(z) = -33/284*z^3 + 279/142*z + 1
*
-21/8 | 0.23101574721129318955530639580643969298 | 0.026072960726621790386250207163475567562
f(z) = -32/297*z^3 + 261/154*z + 1
*
[ -2 ] 
f(z) = -31/284*z^3 + 275/142*z + 1
*
[ -2 ] 
f(z) = -29/284*z^3 + 271/142*z + 1
*
[ -2 ] 
f(z) = -29/292*z^3 + 277/146*z + 1
*
[ -4/3 ] 
f(z) = -27/280*z^3 + 269/140*z + 1
*
[ -2 ] 
f(z) = -27/284*z^3 + 267/142*z + 1
*
[ -2 ] 
f(z) = -27/292*z^3 + 273/146*z + 1
*
[ -2 ] 
f(z) = -25/284*z^3 + 263/142*z + 1
*
[ -2 ] 
f(z) = -25/292*z^3 + 269/146*z + 1
*
[ -2 ] 
f(z) = -23/292*z^3 + 265/146*z + 1
*
[ -2 ] 
f(z) = -21/292*z^3 + 261/146*z + 1
*
[ 4 ] 
f(z) = -21/296*z^3 + 279/148*z + 1
*
-33/10 | 0.19461837570845651522421070904227854452 | 0.024883308000201770915323196927831377086
f(z) = -40/297*z^3 + 277/165*z + 1
*
28/5 | 0.22619584015001344782224212550645872711 | 0.029967537359883889271255176614073343500
f(z) = -25/294*z^3 + 271/168*z + 1
*
[ 17/8 ] 
f(z) = -28/289*z^3 + 263/272*z + 1
*
[ 2 ] 
f(z) = -33/290*z^3 + 277/290*z + 1
*
[ 2 ] 
f(z) = -31/282*z^3 + 265/282*z + 1
*
[ 2 ] 
f(z) = -31/286*z^3 + 267/286*z + 1
*
[ 2 ] 
f(z) = -31/290*z^3 + 269/290*z + 1
*
[ 2 ] 
f(z) = -31/294*z^3 + 271/294*z + 1
*
[ 2 ] 
f(z) = -31/298*z^3 + 273/298*z + 1
*
[ 2 ] 
f(z) = -29/294*z^3 + 263/294*z + 1
*
[ 2 ] 
f(z) = -29/298*z^3 + 265/298*z + 1
*
-7/3 | 0.11845767638503698857075608130813534196 | 0.021022555361856148671801722350306691866
f(z) = -27/280*z^3 + 267/280*z + 1
*
[ 11/5 ] 
f(z) = -25/286*z^3 + 277/286*z + 1
*
[ -33/2 ] 
f(z) = -28/297*z^3 + 294/11*z + 1
*
[ 17/2 ] 
f(z) = -30/289*z^3 + 285/34*z + 1
*
[ -17/2 ] 
f(z) = -30/289*z^3 + 293/34*z + 1
*
[ -17/3 ] 
f(z) = -39/289*z^3 + 281/51*z + 1
*
[ 7 ] 
f(z) = -37/294*z^3 + 295/42*z + 1
*
[ 42/5 ] 
f(z) = -25/294*z^3 + 289/42*z + 1
*
[ -42/5 ] 
f(z) = -25/294*z^3 + 299/42*z + 1
*
[ -33/7 ] 
f(z) = -35/297*z^3 + 295/77*z + 1
*
[ 21/4 ] 
f(z) = -32/297*z^3 + 291/77*z + 1
*
[ 6 ] 
f(z) = -29/297*z^3 + 287/66*z + 1
*
[ 9/2 ] 
f(z) = -32/297*z^3 + 293/99*z + 1
*
[ 28/5 ] 
f(z) = -25/294*z^3 + 293/84*z + 1
*
[ 15/4 ] 
f(z) = -40/297*z^3 + 289/110*z + 1
*
[ -10/3 ] 
f(z) = -39/280*z^3 + 299/105*z + 1
*
[ -2/3 ] 
f(z) = -39/296*z^3 + 284/111*z + 1
*
[ -2/3 ] 
f(z) = -33/296*z^3 + 283/111*z + 1
*
6 | 0.19884787920217702547225990753750370608 | 0.025626000899067665956857458662018506872
f(z) = -23/280*z^3 + 293/105*z + 1
*
[ -2/3 ] 
f(z) = -21/296*z^3 + 281/111*z + 1
*
[ -17/8 ] 
f(z) = -40/289*z^3 + 285/136*z + 1
*
24/5 | 0.21151059570260180235728865979780936411 | 0.026037645151795937349071143483993449978
f(z) = -35/288*z^3 + 281/120*z + 1
*
[ -17/16 ] 
f(z) = -32/289*z^3 + 281/136*z + 1
*
3 | 0.19425172436017856292055973926978164717 | 0.024596085914587272848958302132827049710
f(z) = -28/297*z^3 + 299/132*z + 1
*
[ -33/10 ] 
f(z) = -25/297*z^3 + 293/132*z + 1
*
[ 17/4 ] 
f(z) = -22/289*z^3 + 291/136*z + 1
*
[ -2 ] 
f(z) = -39/284*z^3 + 291/142*z + 1
*
[ -2 ] 
f(z) = -39/292*z^3 + 297/146*z + 1
*
[ -2 ] 
f(z) = -37/284*z^3 + 287/142*z + 1
*
[ -2 ] 
f(z) = -37/292*z^3 + 293/146*z + 1
*
[ -2 ] 
f(z) = -35/284*z^3 + 283/142*z + 1
*
[ -2 ] 
f(z) = -35/292*z^3 + 289/146*z + 1
*
[ -2 ] 
f(z) = -33/292*z^3 + 285/146*z + 1
*
[ -17/12 ] 
f(z) = -32/289*z^3 + 295/153*z + 1
*
[ -2 ] 
f(z) = -31/292*z^3 + 281/146*z + 1
*
[ -4/3 ] 
f(z) = -27/296*z^3 + 283/148*z + 1
*
[ -33/13 ] 
f(z) = -26/297*z^3 + 280/143*z + 1
*
[ 4 ] 
f(z) = -23/280*z^3 + 289/140*z + 1
*
[ 4 ] 
f(z) = -23/296*z^3 + 295/148*z + 1
*
[ 7/2 ] 
f(z) = -25/294*z^3 + 295/168*z + 1
*
[ 7/2 ] 
f(z) = -23/294*z^3 + 281/168*z + 1
*
[ 12/5 ] 
f(z) = -40/297*z^3 + 299/220*z + 1
*
[ 17/8 ] 
f(z) = -36/289*z^3 + 297/272*z + 1
*
[ 2 ] 
f(z) = -37/282*z^3 + 289/282*z + 1
*
[ 2 ] 
f(z) = -37/286*z^3 + 291/286*z + 1
*
[ 2 ] 
f(z) = -37/290*z^3 + 293/290*z + 1
*
[ 2 ] 
f(z) = -37/294*z^3 + 295/294*z + 1
*
[ 2 ] 
f(z) = -37/298*z^3 + 297/298*z + 1
*
[ 2 ] 
f(z) = -35/282*z^3 + 281/282*z + 1
*
[ 2 ] 
f(z) = -35/286*z^3 + 283/286*z + 1
*
[ 2 ] 
f(z) = -35/298*z^3 + 289/298*z + 1
*
[ 2 ] 
f(z) = -33/298*z^3 + 281/298*z + 1
*
[ 11/5 ] 
f(z) = -25/297*z^3 + 283/297*z + 1
*
[ 5/9 ] 
f(z) = -3/10*z^3 - 191/270*z + 1
*
7/6 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = -1/7*z^3 - 167/252*z + 1
*
[ 3/5 ] 
f(z) = -5/19*z^3 - 163/285*z + 1
*
[ 4/7 ] 
f(z) = -1/16*z^3 - 143/196*z + 1
*
[ 3/5 ] 
f(z) = -5/17*z^3 - 143/255*z + 1
*
[ 4/7 ] 
f(z) = -5/16*z^3 - 127/196*z + 1
*
[ 4/7 ] 
f(z) = -3/8*z^3 - 123/196*z + 1
*
[ 4/7 ] 
f(z) = -3/16*z^3 - 135/196*z + 1
*
[ 4/7 ] 
f(z) = -1/4*z^3 - 131/196*z + 1
*
[ 4/7 ] 
f(z) = -1/8*z^3 - 139/196*z + 1
*
[ 3/5 ] 
f(z) = -5/16*z^3 - 133/240*z + 1
*
4/3 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = -1/7*z^3 - 125/252*z + 1
*
[ 2/3 ] 
f(z) = -1/15*z^3 - 127/270*z + 1
*
[ 3/5 ] 
f(z) = -5/13*z^3 - 103/195*z + 1
*
[ 3/5 ] 
f(z) = -5/14*z^3 - 113/210*z + 1
*
[ 2/3 ] 
f(z) = -1/13*z^3 - 109/234*z + 1
*
[ 2/3 ] 
f(z) = -4/15*z^3 - 103/270*z + 1
*
[ 2/3 ] 
f(z) = -2/15*z^3 - 119/270*z + 1
*
[ 3/5 ] 
f(z) = -1/6*z^3 - 91/150*z + 1
*
6/5 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = -1/6*z^3 - 89/150*z + 1
*
[ 3/5 ] 
f(z) = -1/18*z^3 - 97/150*z + 1
*
[ 3/5 ] 
f(z) = -5/11*z^3 - 83/165*z + 1
*
6/5 | 0.16788368230431287561725061977915994069 | 0.025517141220850395931017831765329017383
f(z) = -5/16*z^3 - 89/180*z + 1
*
[ 2/3 ] 
f(z) = -2/11*z^3 - 83/198*z + 1
*
[ 2/3 ] 
f(z) = -1/11*z^3 - 91/198*z + 1
*
[ 2/3 ] 
f(z) = -4/13*z^3 - 85/234*z + 1
*
[ 3/5 ] 
f(z) = -7/18*z^3 - 79/150*z + 1
*
[ 3/5 ] 
f(z) = -1/2*z^3 - 73/150*z + 1
*
[ 2/3 ] 
f(z) = -5/18*z^3 - 61/162*z + 1
*
[ 5/8 ] 
f(z) = -2/5*z^3 - 71/160*z + 1
*
[ 2/3 ] 
f(z) = -2/9*z^3 - 65/162*z + 1
*
[ 2/3 ] 
f(z) = -1/9*z^3 - 73/162*z + 1
*
[ 2/3 ] 
f(z) = -1/18*z^3 - 77/162*z + 1
*
[ 2/3 ] 
f(z) = -4/11*z^3 - 67/198*z + 1
*
6/5 | 0.14989933029766282676507378213027444019 | 0.028033722799950781737461935466809807434
f(z) = -5/14*z^3 - 67/210*z + 1
*
[ 2/3 ] 
f(z) = -7/13*z^3 - 61/234*z + 1
*
[ 2/3 ] 
f(z) = -5/13*z^3 - 77/234*z + 1
*
13/10 | 0.13220111397139839876896610592876823682 | 0.024121478502872184723460423779687555157
f(z) = -5/12*z^3 - 71/240*z + 1
*
13/8 | 0.15816499477839913831061260273718432075 | 0.028858860616556194710306398331867698923
f(z) = -4/15*z^3 - 71/240*z + 1
*
4/3 | 0.15592223787791829627663018621310763430 | 0.028198614252975746269871812420907373153
f(z) = -2/7*z^3 - 61/252*z + 1
*
5/4 | 0.16229728276569931897295140070588495970 | 0.029612839859688013470708952176188620760
f(z) = -1/3*z^3 - 67/240*z + 1
*
[ 5/7 ] 
f(z) = -1/5*z^3 - 73/245*z + 1
*
[ 2/3 ] 
f(z) = -8/15*z^3 - 71/270*z + 1
*
[ 2/3 ] 
f(z) = -7/15*z^3 - 79/270*z + 1
*
[ 3/4 ] 
f(z) = -2/11*z^3 - 61/264*z + 1
*
[ 7/10 ] 
f(z) = -5/14*z^3 - 71/280*z + 1
*
[ 3/5 ] 
f(z) = -2/9*z^3 - 44/75*z + 1
*
[ 3/5 ] 
f(z) = -1/3*z^3 - 41/75*z + 1
*
[ 3/5 ] 
f(z) = -1/9*z^3 - 47/75*z + 1
*
[ 2/3 ] 
f(z) = -1/10*z^3 - 41/90*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.021793268693741318263998248253355140129
f(z) = -7/15*z^3 - 41/105*z + 1
*
[ 2/3 ] 
f(z) = -6/19*z^3 - 41/114*z + 1
*
[ 2/3 ] 
f(z) = -3/17*z^3 - 43/102*z + 1
*
[ 2/3 ] 
f(z) = -3/19*z^3 - 49/114*z + 1
*
[ 5/8 ] 
f(z) = -8/15*z^3 - 47/120*z + 1
*
0 | 0.13523300088114543857121694353417645856 | 0.027962183239725322261183724530606328167
f(z) = -7/18*z^3 - 41/126*z + 1
*
[ 2/3 ] 
f(z) = -5/14*z^3 - 43/126*z + 1
*
-1/3 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -2/7*z^3 - 59/126*z + 1
*
[ 2/3 ] 
f(z) = -2/7*z^3 - 47/126*z + 1
*
[ 2/3 ] 
f(z) = -1/7*z^3 - 55/126*z + 1
*
3/2 | 0.13385335696242104796913744290061064632 | 0.027958973958383873152111130724535311923
f(z) = -1/10*z^3 - 53/120*z + 1
*
0 | 0.12416555104701709500564977813365477862 | 0.024983946792852414183103033535400004804
f(z) = -9/16*z^3 - 47/144*z + 1
*
[ 2/3 ] 
f(z) = -7/18*z^3 - 53/162*z + 1
*
[ 2/3 ] 
f(z) = -5/9*z^3 - 41/162*z + 1
*
[ 2/3 ] 
f(z) = -4/9*z^3 - 49/162*z + 1
*
[ 2/3 ] 
f(z) = -7/11*z^3 - 43/198*z + 1
*
[ 2/3 ] 
f(z) = -5/11*z^3 - 59/198*z + 1
*
[ 3/4 ] 
f(z) = -1/12*z^3 - 55/192*z + 1
*
[ 3/4 ] 
f(z) = -4/17*z^3 - 41/204*z + 1
*
[ 2/3 ] 
f(z) = -8/13*z^3 - 53/234*z + 1
*
[ 3/4 ] 
f(z) = -4/19*z^3 - 49/228*z + 1
*
[ 9/14 ] 
f(z) = -7/9*z^3 - 59/252*z + 1
*
[ 5/7 ] 
f(z) = -2/5*z^3 - 48/245*z + 1
*
[ 3/4 ] 
f(z) = -1/5*z^3 - 53/240*z + 1
*
[ 2/3 ] 
f(z) = -11/15*z^3 - 47/270*z + 1
*
10/9 | 0.15719988364619517500761944001398461665 | 0.028079320350894045693468716871273422861
f(z) = -3/5*z^3 - 43/270*z + 1
*
9/4 | 0.16832287724167058010092370960376499732 | 0.029723477292857568086220983823941493292
f(z) = -1/18*z^3 - 47/288*z + 1
*
0 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = -3/16*z^3 - 23/48*z + 1
*
[ 2/3 ] 
f(z) = -1/6*z^3 - 23/54*z + 1
*
[ 2/3 ] 
f(z) = -1/12*z^3 - 25/54*z + 1
*
5/2 | 0.10268847119406597176551586984565578786 | 0.026526256555709832297382522462405197555
f(z) = -1/12*z^3 - 23/48*z + 1
*
[ 2/3 ] 
f(z) = -6/13*z^3 - 23/78*z + 1
*
[ 3/5 ] 
f(z) = -5/12*z^3 - 31/60*z + 1
*
0 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738
f(z) = -5/12*z^3 - 23/60*z + 1
*
[ 3/5 ] 
f(z) = -4/9*z^3 - 38/75*z + 1
*
0 | 0.061280071142059433472845053935600656692 | 0.014967003927192987342611243391549030138
f(z) = -4/15*z^3 - 29/60*z + 1
*
5/4 | 0.091314855712895686954959145731929976045 | 0.022302679787979760776297406762724761253
f(z) = -4/15*z^3 - 23/60*z + 1
*
[ 2/3 ] 
f(z) = -3/11*z^3 - 25/66*z + 1
*
[ 2/3 ] 
f(z) = -3/13*z^3 - 31/78*z + 1
*
3/2 | 0.12231305356275574882817748100633973950 | 0.029873659068980132574041297355351427074
f(z) = -1/15*z^3 - 31/60*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = -7/12*z^3 - 23/84*z + 1
*
0 | 0.10682075918136615242785466781435642681 | 0.024377021886658602544801351741403977005
f(z) = -5/16*z^3 - 39/80*z + 1
*
4/3 | 0.076193119156263438773809805630610050484 | 0.017196179082862109078221515283212243862
f(z) = -3/14*z^3 - 31/84*z + 1
*
5/4 | 0.11262327312267152963342179165569398317 | 0.025701184066639786260448950249124367793
f(z) = -1/5*z^3 - 39/80*z + 1
*
[ 2/3 ] 
f(z) = -1/5*z^3 - 37/90*z + 1
*
[ 3/4 ] 
f(z) = -1/6*z^3 - 23/96*z + 1
*
-4/3 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = -1/10*z^3 - 29/90*z + 1
*
[ 3/4 ] 
f(z) = -1/18*z^3 - 29/96*z + 1
*
[ 2/3 ] 
f(z) = -12/19*z^3 - 25/114*z + 1
*
0 | 0.10921101988933891310224589648402657414 | 0.023466254903878248451915418071231663971
f(z) = -7/15*z^3 - 26/105*z + 1
*
0 | 0.14037238003613378140507602708141035044 | 0.029749372388342975606980097533802946358
f(z) = -7/16*z^3 - 31/112*z + 1
*
[ 2/3 ] 
f(z) = -6/17*z^3 - 35/102*z + 1
*
-7/4 | 0.11305172652620342891868047170726368774 | 0.023959256875942396080243270371048543177
f(z) = -1/7*z^3 - 31/112*z + 1
*
[ 4/5 ] 
f(z) = -1/16*z^3 - 21/100*z + 1
*
[ 2/3 ] 
f(z) = -5/7*z^3 - 23/126*z + 1
*
[ 2/3 ] 
f(z) = -4/7*z^3 - 31/126*z + 1
*
[ 3/4 ] 
f(z) = -2/15*z^3 - 31/120*z + 1
*
[ 7/11 ] 
f(z) = -11/14*z^3 - 39/154*z + 1
*
10/7 | 0.18283036506275048052170032250546772071 | 0.028892571356410493448305061726445881145
f(z) = -7/16*z^3 - 29/140*z + 1
*
[ 3/4 ] 
f(z) = -4/13*z^3 - 25/156*z + 1
*
[ 2/3 ] 
f(z) = -13/18*z^3 - 29/162*z + 1
*
0 | 0.13358539328776019986887828197153946172 | 0.026162714421960018168407426422871263736
f(z) = -11/15*z^3 - 29/165*z + 1
*
[ 2/3 ] 
f(z) = -11/18*z^3 - 37/162*z + 1
*
[ 2/3 ] 
f(z) = -7/9*z^3 - 25/162*z + 1
*
[ 7/10 ] 
f(z) = -4/7*z^3 - 26/175*z + 1
*
[ 3/4 ] 
f(z) = -2/7*z^3 - 29/168*z + 1
*
7/5 | 0.13122941418681801111305225149479895928 | 0.025408490274211196872397244288522345016
f(z) = -2/7*z^3 - 27/175*z + 1
*
[ 2/3 ] 
f(z) = -8/11*z^3 - 35/198*z + 1
*
-2/3 | 0.17269354376238529372497731142989484306 | 0.026248206398798344093659834720007102075
f(z) = -5/16*z^3 - 29/180*z + 1
*
[ 3/4 ] 
f(z) = -1/4*z^3 - 37/192*z + 1
*
0 | 0.13791117731713224325159532039830275547 | 0.025791734414330635612457867516081625270
f(z) = -14/15*z^3 - 29/210*z + 1
*
-1/3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -12/17*z^3 - 35/204*z + 1
*
[ 9/13 ] 
f(z) = -13/18*z^3 - 23/234*z + 1
*
[ 2/3 ] 
f(z) = -11/13*z^3 - 29/234*z + 1
*
[ 2/3 ] 
f(z) = -10/13*z^3 - 37/234*z + 1
*
[ 5/7 ] 
f(z) = -3/5*z^3 - 23/245*z + 1
*
-5/4 | 0.13220008035497750904678490872603366936 | 0.024121289908725526464466207245499147689
f(z) = -1/15*z^3 - 23/240*z + 1
*
[ 2/3 ] 
f(z) = -14/15*z^3 - 23/270*z + 1
*
[ 2/3 ] 
f(z) = -13/15*z^3 - 31/270*z + 1
*
[ 5/6 ] 
f(z) = -2/15*z^3 - 29/270*z + 1
*
[ 6/7 ] 
f(z) = -1/9*z^3 - 25/294*z + 1
*
[ 6/7 ] 
f(z) = -1/12*z^3 - 31/294*z + 1
*
[ 6/7 ] 
f(z) = -1/18*z^3 - 37/294*z + 1
*
[ 2/3 ] 
f(z) = -15/16*z^3 - 1/12*z + 1
*
[ 2/3 ] 
f(z) = -9/14*z^3 - 3/14*z + 1
*
[ 2/3 ] 
f(z) = -7/8*z^3 - 1/9*z + 1
*
[ 2/3 ] 
f(z) = -5/8*z^3 - 2/9*z + 1
*
[ 3/4 ] 
f(z) = -4/9*z^3 - 1/12*z + 1
*
3/2 | 0.062137882918073378173947615585700116403 | 0.022945617068982874863259533421201236187
f(z) = -4/15*z^3 - 1/15*z + 1
*
[ 2/3 ] 
f(z) = -3/4*z^3 - 1/6*z + 1
*
[ 2/3 ] 
f(z) = -3/8*z^3 - 1/3*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -2/9*z^3 - 5/18*z + 1
*
[ 2/3 ] 
f(z) = -z^3 - 1/18*z + 1
*
[ 2/3 ] 
f(z) = -1/2*z^3 - 5/18*z + 1
*
[ 2/3 ] 
f(z) = -1/4*z^3 - 7/18*z + 1
*
[ 2/3 ] 
f(z) = -1/8*z^3 - 4/9*z + 1
*
-2 | 0.035683601949335366570465711053126271325 | 0.012345679012345679012345679012345679012
f(z) = -1/9*z^3 - 1/18*z + 1
*
-2 | 0.025672117798516492941378967461413946966 | 0.010331220209301105303372003001403170485
f(z) = -1/12*z^3 - 1/6*z + 1
*
-2 | 0.036036025270007669458790416322144475864 | 0.013654885350770787903717585783654329697
f(z) = -1/14*z^3 - 3/14*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.018518518518518518518518518518518518518
f(z) = -1/16*z^3 - 1/4*z + 1
*
[ 2/3 ] 
f(z) = -18/17*z^3 - 1/34*z + 1
*
[ 2/3 ] 
f(z) = -18/19*z^3 - 3/38*z + 1
*
[ 2/3 ] 
f(z) = -17/16*z^3 - 1/36*z + 1
*
[ 2/3 ] 
f(z) = -13/16*z^3 - 5/36*z + 1
*
[ 2/3 ] 
f(z) = -11/16*z^3 - 7/36*z + 1
*
[ 2/3 ] 
f(z) = -9/11*z^3 - 3/22*z + 1
*
[ 2/3 ] 
f(z) = -9/13*z^3 - 5/26*z + 1
*
[ 2/3 ] 
f(z) = -9/17*z^3 - 9/34*z + 1
*
[ 2/3 ] 
f(z) = -9/19*z^3 - 11/38*z + 1
*
[ 3/4 ] 
f(z) = -8/15*z^3 - 1/30*z + 1
*
[ 2/3 ] 
f(z) = -7/16*z^3 - 11/36*z + 1
*
6/5 | 0.10682075918136615242785466781435642681 | 0.026089831365680645178300348212698877804
f(z) = -5/12*z^3 - 7/30*z + 1
*
[ 2/3 ] 
f(z) = -5/16*z^3 - 13/36*z + 1
*
[ 3/5 ] 
f(z) = -5/18*z^3 - 17/30*z + 1
*
0 | 0.081379992328197045498511859696210125048 | 0.022709519253512873896493459066212647498
f(z) = -4/9*z^3 - 11/36*z + 1
*
[ 2/3 ] 
f(z) = -3/5*z^3 - 7/30*z + 1
*
0 | 0.068165159870038453116785559679421968860 | 0.021448711541357204729568573477988647046
f(z) = -3/8*z^3 - 7/24*z + 1
*
0 | 0.090838421822933878681231389703588236175 | 0.026707777182440791857865784435813769169
f(z) = -3/10*z^3 - 1/30*z + 1
*
[ 3/4 ] 
f(z) = -2/9*z^3 - 5/24*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = -2/17*z^3 - 1/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014989788658763455788631469395260421822
f(z) = -2/19*z^3 - 3/38*z + 1
*
4/3 | 0.087083603115826605201435714022723521892 | 0.024301142148657067098921937828219888841
f(z) = -1/4*z^3 - 11/36*z + 1
*
-2 | 0.081379992328197045498511859696210125048 | 0.022709519253512873896493459066212647498
f(z) = -1/9*z^3 - 11/36*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.017134297381372991114336034948126663760
f(z) = -1/11*z^3 - 3/22*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.017205271274361955841937112443498723481
f(z) = -1/13*z^3 - 5/26*z + 1
*
-2 | 0.038361778385322171250844087917252568239 | 0.011278903891950804842166725849943849216
f(z) = -1/15*z^3 - 7/30*z + 1
*
[ 2/3 ] 
f(z) = -1/16*z^3 - 17/36*z + 1
*
-4/3 | 0.098493433248500602064270810672240831655 | 0.019818336688201861531417032034698419561
f(z) = -1/16*z^3 - 5/36*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.017305175109673934520269770412445278716
f(z) = -1/17*z^3 - 9/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.017342275231933497608556168810765819620
f(z) = -1/19*z^3 - 11/38*z + 1
*
[ 2/3 ] 
f(z) = -15/14*z^3 - 1/42*z + 1
*
[ 2/3 ] 
f(z) = -13/12*z^3 - 1/54*z + 1
*
[ 2/3 ] 
f(z) = -11/12*z^3 - 5/54*z + 1
*
[ 2/3 ] 
f(z) = -7/12*z^3 - 13/54*z + 1
*
[ 2/3 ] 
f(z) = -5/6*z^3 - 7/54*z + 1
*
0 | 0.092741084479479936562813532813119639765 | 0.025140719731584781654821453651903372424
f(z) = -5/8*z^3 - 7/40*z + 1
*
[ 3/4 ] 
f(z) = -5/9*z^3 - 1/48*z + 1
*
[ 2/3 ] 
f(z) = -5/12*z^3 - 17/54*z + 1
*
[ 2/3 ] 
f(z) = -3/7*z^3 - 13/42*z + 1
*
[ 2/3 ] 
f(z) = -2/3*z^3 - 11/54*z + 1
*
[ 2/3 ] 
f(z) = -1/3*z^3 - 19/54*z + 1
*
[ 3/4 ] 
f(z) = -1/3*z^3 - 7/48*z + 1
*
[ 3/4 ] 
f(z) = -1/9*z^3 - 13/48*z + 1
*
[ 2/3 ] 
f(z) = -12/11*z^3 - 1/66*z + 1
*
[ 2/3 ] 
f(z) = -12/13*z^3 - 7/78*z + 1
*
0 | 0.065284161377247405449881409965761333559 | 0.015944960270226035474116892466454671111
f(z) = -8/15*z^3 - 13/60*z + 1
*
[ 5/7 ] 
f(z) = -7/10*z^3 - 3/70*z + 1
*
[ 2/3 ] 
f(z) = -6/11*z^3 - 17/66*z + 1
*
0 | 0.12544859048810397090569686561336560460 | 0.029527770031723271970152397751959025139
f(z) = -5/14*z^3 - 17/70*z + 1
*
3/2 | 0.10196838155038334713567293958184852274 | 0.024904689871788078997455506944676678075
f(z) = -1/5*z^3 - 13/60*z + 1
*
[ 2/3 ] 
f(z) = -11/10*z^3 - 1/90*z + 1
*
[ 8/11 ] 
f(z) = -11/16*z^3 - 1/88*z + 1
*
[ 2/3 ] 
f(z) = -7/10*z^3 - 17/90*z + 1
*
[ 3/4 ] 
f(z) = -7/18*z^3 - 11/96*z + 1
*
[ 3/4 ] 
f(z) = -5/18*z^3 - 17/96*z + 1
*
0 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -5/18*z^3 - 11/90*z + 1
*
[ 2/3 ] 
f(z) = -4/5*z^3 - 13/90*z + 1
*
[ 3/4 ] 
f(z) = -4/7*z^3 - 1/84*z + 1
*
[ 3/4 ] 
f(z) = -1/2*z^3 - 5/96*z + 1
*
[ 2/3 ] 
f(z) = -15/17*z^3 - 11/102*z + 1
*
[ 2/3 ] 
f(z) = -15/19*z^3 - 17/114*z + 1
*
[ 2/3 ] 
f(z) = -12/17*z^3 - 19/102*z + 1
*
[ 3/4 ] 
f(z) = -8/17*z^3 - 7/102*z + 1
*
[ 3/4 ] 
f(z) = -8/19*z^3 - 11/114*z + 1
*
[ 5/7 ] 
f(z) = -7/15*z^3 - 17/105*z + 1
*
0 | 0.11141875365125125929511387910847950643 | 0.023940632336388523418165304041455814676
f(z) = -7/15*z^3 - 11/105*z + 1
*
[ 4/5 ] 
f(z) = -3/8*z^3 - 1/100*z + 1
*
[ 4/5 ] 
f(z) = -3/16*z^3 - 13/100*z + 1
*
[ 4/5 ] 
f(z) = -1/4*z^3 - 9/100*z + 1
*
[ 4/5 ] 
f(z) = -1/8*z^3 - 17/100*z + 1
*
[ 2/3 ] 
f(z) = -13/14*z^3 - 11/126*z + 1
*
[ 2/3 ] 
f(z) = -11/14*z^3 - 19/126*z + 1
*
0 | 0.11741406118014355686456173502098671386 | 0.024277753745367342188935584820727350494
f(z) = -9/14*z^3 - 17/126*z + 1
*
0 | 0.064193922482475876465749072867266058354 | 0.013408675342210057774801646157072301794
f(z) = -8/15*z^3 - 11/120*z + 1
*
9/7 | 0.11741406118014355686456173502098671386 | 0.024277753745367342188935584820727350494
f(z) = -7/18*z^3 - 17/126*z + 1
*
0 | 0.093391131232394642832446202471428111644 | 0.019310522634786439893032734577732552248
f(z) = -7/18*z^3 - 5/126*z + 1
*
[ 3/4 ] 
f(z) = -4/11*z^3 - 17/132*z + 1
*
[ 5/6 ] 
f(z) = -4/15*z^3 - 2/135*z + 1
*
[ 3/4 ] 
f(z) = -2/5*z^3 - 13/120*z + 1
*
7/3 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -1/14*z^3 - 5/126*z + 1
*
-2/5 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = -5/7*z^3 - 19/140*z + 1
*
[ 7/10 ] 
f(z) = -5/7*z^3 - 11/140*z + 1
*
[ 4/5 ] 
f(z) = -5/14*z^3 - 3/140*z + 1
*
[ 6/7 ] 
f(z) = -1/8*z^3 - 11/147*z + 1
*
-6/5 | 0.14488974094178318735625002918187229063 | 0.025402395968916487155880179013746788308
f(z) = -1/12*z^3 - 7/150*z + 1
*
[ 2/3 ] 
f(z) = -19/18*z^3 - 5/162*z + 1
*
[ 2/3 ] 
f(z) = -17/18*z^3 - 13/162*z + 1
*
[ 2/3 ] 
f(z) = -10/9*z^3 - 1/162*z + 1
*
[ 2/3 ] 
f(z) = -8/9*z^3 - 17/162*z + 1
*
8/7 | 0.13872487794114081158224063637141220216 | 0.027073741833231393128329900475157846392
f(z) = -7/12*z^3 - 19/168*z + 1
*
[ 2/3 ] 
f(z) = -10/11*z^3 - 19/198*z + 1
*
[ 3/4 ] 
f(z) = -7/12*z^3 - 1/192*z + 1
*
[ 3/4 ] 
f(z) = -5/12*z^3 - 19/192*z + 1
*
[ 4/5 ] 
f(z) = -5/18*z^3 - 13/180*z + 1
*
5/4 | 0.070552526377022302992354509823811486462 | 0.013586195380176850668707408470059438536
f(z) = -4/9*z^3 - 19/180*z + 1
*
[ 7/9 ] 
f(z) = -3/7*z^3 - 5/189*z + 1
*
[ 5/6 ] 
f(z) = -1/5*z^3 - 11/180*z + 1
*
-10/3 | 0.14669241468745995240887124488295269373 | 0.022296217298965592139191558146619606001
f(z) = -1/16*z^3 - 1/180*z + 1
*
[ 2/3 ] 
f(z) = -14/13*z^3 - 5/234*z + 1
*
5/3 | 0.085281962986570729870995695524377686255 | 0.015560587767122483754751246466603639686
f(z) = -3/16*z^3 - 19/240*z + 1
*
-5/2 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = -1/12*z^3 - 19/240*z + 1
*
[ 2/3 ] 
f(z) = -16/15*z^3 - 7/270*z + 1
*
[ 3/4 ] 
f(z) = -6/11*z^3 - 7/264*z + 1
*
[ 4/5 ] 
f(z) = -5/13*z^3 - 1/260*z + 1
*
[ 6/7 ] 
f(z) = -2/9*z^3 - 1/294*z + 1
*
[ 6/7 ] 
f(z) = -1/6*z^3 - 13/294*z + 1
*
[ 1/2 ] 
f(z) = -20*z^3 + 4*z + 1
*
[ -1/2 ] 
f(z) = -20*z^3 + 8*z + 1
*
-1/2 | 0.059243306558357503654301740397212030536 | 0.019775901565487401717476567569755918541
f(z) = -20/3*z^3 + 11/3*z + 1
*
[ 3/4 ] 
f(z) = -20/9*z^3 + 11/12*z + 1
*
0 | 0.10706508514220960278008433166351977460 | 0.029023741890727217277648382135425284545
f(z) = -20/9*z^3 + 13/18*z + 1
*
[ 3/2 ] 
f(z) = -20/9*z^3 + 16/3*z + 1
*
[ 1/2 ] 
f(z) = -19*z^3 + 15/4*z + 1
*
0 | 0.081194226315348583773184011483516306580 | 0.027575448800210613361100180372592381918
f(z) = -19/2*z^3 + 15/2*z + 1
*
0 | 0.073817699188699386390435175772558410128 | 0.025070208522234988844532663144496010813
f(z) = -19/3*z^3 + 13/3*z + 1
*
0 | 0.068620837806596564208595300332944469166 | 0.023305233456059892226943282724245751342
f(z) = -19/4*z^3 + 11/4*z + 1
*
0 | 0.061369221428240084196376766775941962107 | 0.020842415775114306733631694502108082883
f(z) = -19/6*z^3 + 7/6*z + 1
*
[ 2/3 ] 
f(z) = -19/8*z^3 + 5/9*z + 1
*
-2 | 0.068645528411500180927682327660222836988 | 0.016051177833656477281566697446413552219
f(z) = -19/8*z^3 + 9*z + 1
*
[ 2 ] 
f(z) = -19/8*z^3 + 10*z + 1
*
[ -2 ] 
f(z) = -19/8*z^3 + 11*z + 1
*
-2 | 0.068637447718144514687991272937077909349 | 0.016266695670195450113180721310644199140
f(z) = -19/16*z^3 + 17/4*z + 1
*
-1/3 | 0.074675686794538254503663073809797617891 | 0.020838647172522222933468450026005312743
f(z) = -18*z^3 + 11/2*z + 1
*
-1/3 | 0.046857822203865065960972074085338418520 | 0.013075924254513038694034201086512205392
f(z) = -18*z^3 + 13/2*z + 1
*
-1 | 0.075297707772544552594601751294904998653 | 0.025572853879913330352323574043526935754
f(z) = -18*z^3 + 19*z + 1
*
[ 2/3 ] 
f(z) = -18/7*z^3 + 9/14*z + 1
*
[ 1/2 ] 
f(z) = -17*z^3 + 13/4*z + 1
*
-1 | 0.074218401601190436194697928418287737957 | 0.025677804731669641145324546421308500642
f(z) = -17*z^3 + 18*z + 1
*
[ -1 ] 
f(z) = -17*z^3 + 19*z + 1
*
0 | 0.079165608959397044960024608866332099912 | 0.027941986481702189810679441409701385440
f(z) = -17/2*z^3 + 13/2*z + 1
*
-1 | 0.061000897673718167721732125020879067804 | 0.020717324456486882660928859429896355402
f(z) = -17/2*z^3 + 19/2*z + 1
*
0 | 0.071804114974644936348108459354512582322 | 0.025343702098990330308528760059341298194
f(z) = -17/3*z^3 + 11/3*z + 1
*
0 | 0.066621958303094930125456453349411966800 | 0.023514628166940127859776796255400688578
f(z) = -17/4*z^3 + 9/4*z + 1
*
0 | 0.059398825054440339058190504494295693438 | 0.020965179053336323291749358474539534006
f(z) = -17/6*z^3 + 5/6*z + 1
*
[ 2/3 ] 
f(z) = -17/8*z^3 + 4/9*z + 1
*
-2 | 0.066614158372948548392645310674024259180 | 0.016017319322940815024483226684349538855
f(z) = -17/8*z^3 + 8*z + 1
*
[ 2 ] 
f(z) = -17/8*z^3 + 9*z + 1
*
[ -2 ] 
f(z) = -17/8*z^3 + 10*z + 1
*
-2 | 0.066483344315445222101402864282209241881 | 0.016237847915604613679109813773733869841
f(z) = -17/16*z^3 + 15/4*z + 1
*
[ 2 ] 
f(z) = -17/16*z^3 + 19/4*z + 1
*
[ -1/4 ] 
f(z) = -16*z^3 + 6*z + 1
*
-1/2 | 0.086038990210404306149367129396773810332 | 0.024825604899928872555916334333396182555
f(z) = -16*z^3 + 13/2*z + 1
*
-1 | 0.073072258380299100461415299557531781978 | 0.025791301079954681524387405371879065403
f(z) = -16*z^3 + 17*z + 1
*
[ -1 ] 
f(z) = -16*z^3 + 18*z + 1
*
[ 3/4 ] 
f(z) = -16/3*z^3 + 8/3*z + 1
*
-1 | 0.051899991771520981438509738054236668879 | 0.017626445016773169073575894454343524019
f(z) = -16/3*z^3 + 19/3*z + 1
*
[ 3/4 ] 
f(z) = -16/9*z^3 + 2/3*z + 1
*
[ -3/4 ] 
f(z) = -16/9*z^3 + 10/3*z + 1
*
[ 3/2 ] 
f(z) = -16/9*z^3 + 13/3*z + 1
*
[ -3/2 ] 
f(z) = -16/9*z^3 + 17/3*z + 1
*
-3/4 | 0.070968817965722762945419546083511845564 | 0.025596590434224950587891928896635399313
f(z) = -16/15*z^3 + 14/15*z + 1
*
[ 1/2 ] 
f(z) = -15*z^3 + 11/4*z + 1
*
2/3 | 0.044278220578230548778499356586310428178 | 0.011631769482379861949668519189190975624
f(z) = -15*z^3 + 14/3*z + 1
*
-1 | 0.071850447832240197919716648704628935694 | 0.025914571193306026138169571898129590187
f(z) = -15*z^3 + 16*z + 1
*
[ -1 ] 
f(z) = -15*z^3 + 17*z + 1
*
[ -1/3 ] 
f(z) = -15*z^3 + 17/3*z + 1
*
-2/5 | 0.10770092254050834868516099922952709352 | 0.024945273665685698200487495040481820726
f(z) = -15*z^3 + 17/5*z + 1
*
0 | 0.076887074361762520901811407356996718070 | 0.028392041746666485981115425029749086223
f(z) = -15/2*z^3 + 11/2*z + 1
*
-1 | 0.058579104941511054800456585494906491530 | 0.020675853819622818825360234594431703607
f(z) = -15/2*z^3 + 17/2*z + 1
*
[ 2/3 ] 
f(z) = -15/2*z^3 + 17/6*z + 1
*
[ -1 ] 
f(z) = -15/2*z^3 + 19/2*z + 1
*
0 | 0.064380781794193723516673966113339463991 | 0.023773850930824674414540220504830239906
f(z) = -15/4*z^3 + 7/4*z + 1
*
[ 2/3 ] 
f(z) = -15/4*z^3 + 7/6*z + 1
*
-2/3 | 0.10949717171209186381219131786641214292 | 0.028764612572389764716536375936442059313
f(z) = -15/4*z^3 + 13/6*z + 1
*
0 | 0.10331539167818936691404381146592632299 | 0.027140675580204391555047092715440246448
f(z) = -15/4*z^3 + 17/12*z + 1
*
-1 | 0.061931932594191771589408566129880022804 | 0.021033525582426730235137881766810757667
f(z) = -15/4*z^3 + 19/4*z + 1
*
-2/3 | 0.092936646449964719794790494829949687074 | 0.024414207117051814280633855499275625973
f(z) = -15/4*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -15/8*z^3 + 1/3*z + 1
*
-2/3 | 0.067136734228399255670033707944778476773 | 0.017636639552052864902439062645212653119
f(z) = -15/8*z^3 + 4/3*z + 1
*
6/5 | 0.12012828927585992681825335095629492588 | 0.027823652576883843164789158432077317283
f(z) = -15/8*z^3 + 6/5*z + 1
*
-2 | 0.064321507281069709884224814634440978746 | 0.015979102504040506564693663459671415084
f(z) = -15/8*z^3 + 7*z + 1
*
[ 2 ] 
f(z) = -15/8*z^3 + 8*z + 1
*
2/3 | 0.14631109481905027288600252634976895143 | 0.027014103128424251533814954896272873944
f(z) = -15/8*z^3 + 8/15*z + 1
*
[ -2 ] 
f(z) = -15/8*z^3 + 9*z + 1
*
-2/5 | 0.12867610030381521110684780664495403255 | 0.029803463708536052280733441675051277688
f(z) = -15/8*z^3 + 9/5*z + 1
*
[ -2/3 ] 
f(z) = -15/8*z^3 + 10/3*z + 1
*
-2/3 | 0.11570381966943445824779946859871700748 | 0.024912592885070266480359563568833645324
f(z) = -15/8*z^3 + 13/3*z + 1
*
-2/5 | 0.096440758633047255712904309484171681116 | 0.017806309239355066082082725577906657269
f(z) = -15/8*z^3 + 17/15*z + 1
*
[ -2/5 ] 
f(z) = -15/8*z^3 + 19/5*z + 1
*
-2 | 0.063979836229942808805713883096136048304 | 0.016192328488639218402950348688744885306
f(z) = -15/16*z^3 + 13/4*z + 1
*
[ 2 ] 
f(z) = -15/16*z^3 + 17/4*z + 1
*
-4/3 | 0.051346150439900765468537056330918897979 | 0.012168753804363005992919459330859189730
f(z) = -15/16*z^3 + 17/12*z + 1
*
[ -1/2 ] 
f(z) = -14*z^3 + 13/2*z + 1
*
-1 | 0.070542264513991089486479022228551098488 | 0.026049097791938831743255625603901810261
f(z) = -14*z^3 + 15*z + 1
*
[ -1 ] 
f(z) = -14*z^3 + 16*z + 1
*
0 | 0.068302053184776768152662238153296962221 | 0.025881231308731875462608913484348635498
f(z) = -14/3*z^3 + 8/3*z + 1
*
-1 | 0.049241214809421092217466643649155076806 | 0.017379988313525342975265024427322190675
f(z) = -14/3*z^3 + 17/3*z + 1
*
0 | 0.089471495369583499472414255324215329458 | 0.026850541464779176848264989068794605397
f(z) = -14/5*z^3 + 13/10*z + 1
*
-1 | 0.068534528779413062921676491455733077234 | 0.023275920901853747650593854284618124419
f(z) = -14/5*z^3 + 19/5*z + 1
*
0 | 0.086529265020296069377292227344215129132 | 0.025967573345534679872322587539311786483
f(z) = -14/9*z^3 + 19/18*z + 1
*
-1 | 0.069134555917083906178881489100953102710 | 0.026196685892823273909022268720325090968
f(z) = -13*z^3 + 14*z + 1
*
[ -1 ] 
f(z) = -13*z^3 + 15*z + 1
*
0 | 0.074288264025951857892724338517467446955 | 0.028962858003353722723452521991925291950
f(z) = -13/2*z^3 + 9/2*z + 1
*
-1 | 0.055791657082929192282957201940697604843 | 0.020602150233485810164984093040347102250
f(z) = -13/2*z^3 + 15/2*z + 1
*
[ -1 ] 
f(z) = -13/2*z^3 + 17/2*z + 1
*
0 | 0.066970186315286608149391425622322463617 | 0.026109749933451025008262445237940851313
f(z) = -13/3*z^3 + 7/3*z + 1
*
-1 | 0.047752794748375969582913508190580687195 | 0.017223180043017636625733901517415836084
f(z) = -13/3*z^3 + 16/3*z + 1
*
0 | 0.087204216581929374714081694499876513190 | 0.026765387570401819518232117652374467147
f(z) = -13/3*z^3 + 17/6*z + 1
*
[ -1 ] 
f(z) = -13/3*z^3 + 19/3*z + 1
*
0 | 0.061830312608470956279557314446572273017 | 0.024105860970940494045501065674459396977
f(z) = -13/4*z^3 + 5/4*z + 1
*
-1 | 0.058980249762743370244081598126087964583 | 0.020817440340833399430470636826312435112
f(z) = -13/4*z^3 + 17/4*z + 1
*
[ 2/3 ] 
f(z) = -13/4*z^3 + 17/18*z + 1
*
-1 | 0.066947582101942963006380763239224484455 | 0.023162273821369114290173476906749183815
f(z) = -13/5*z^3 + 18/5*z + 1
*
-1 | 0.033141742828250277090570627629621720774 | 0.011255707135636609169202408482700251452
f(z) = -13/6*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -13/8*z^3 + 2/9*z + 1
*
-2 | 0.061686028456834466857838520094014221269 | 0.015934597114182812914584299662532170197
f(z) = -13/8*z^3 + 6*z + 1
*
[ 2 ] 
f(z) = -13/8*z^3 + 7*z + 1
*
[ -2 ] 
f(z) = -13/8*z^3 + 8*z + 1
*
-2/3 | 0.13332457219273552020207559153348856130 | 0.027996577617318309210074634454048238882
f(z) = -13/8*z^3 + 11/9*z + 1
*
-2 | 0.060939431165805783290631591846280061441 | 0.016103693805298891766730378509839172182
f(z) = -13/16*z^3 + 11/4*z + 1
*
[ 2 ] 
f(z) = -13/16*z^3 + 15/4*z + 1
*
[ -2 ] 
f(z) = -13/16*z^3 + 19/4*z + 1
*
[ -1/2 ] 
f(z) = -12*z^3 + 6*z + 1
*
2/3 | 0.063385620897896175861764938201902075986 | 0.017688094296832333119176720947681003391
f(z) = -12*z^3 + 10/3*z + 1
*
-1 | 0.067610914292500987364902034783357432489 | 0.026359551347794928830638295355282969950
f(z) = -12*z^3 + 13*z + 1
*
[ -1 ] 
f(z) = -12*z^3 + 14*z + 1
*
-1/4 | 0.11440257196213726961649053010655964930 | 0.029552216906274024751183722198939175567
f(z) = -12*z^3 + 19/4*z + 1
*
0 | 0.087520599031492694730230042870161841765 | 0.024423088180803435715063988722497369980
f(z) = -12/5*z^3 + 11/15*z + 1
*
-1 | 0.065209207400482496766120461413220558277 | 0.023015989084367600690197525619967092116
f(z) = -12/5*z^3 + 17/5*z + 1
*
[ -1/2 ] 
f(z) = -12/5*z^3 + 18/5*z + 1
*
-1 | 0.063761756907100415556693682914410360903 | 0.021654976502569982893206785982458926428
f(z) = -12/7*z^3 + 19/7*z + 1
*
-1 | 0.065950504349144328438653356084655186291 | 0.026540435374009278177235256507882006206
f(z) = -11*z^3 + 12*z + 1
*
[ -1 ] 
f(z) = -11*z^3 + 13*z + 1
*
0 | 0.071264154530061254882173151726104703052 | 0.029719460786498482576276901137406271303
f(z) = -11/2*z^3 + 7/2*z + 1
*
-1 | 0.052507847868061349296573314051716117099 | 0.020471300033785849244823178005517688369
f(z) = -11/2*z^3 + 13/2*z + 1
*
[ -1 ] 
f(z) = -11/2*z^3 + 15/2*z + 1
*
0 | 0.063978068883420505344079745968144167074 | 0.026680927065158014576957098374284819321
f(z) = -11/3*z^3 + 5/3*z + 1
*
0 | 0.089573219321799686789263397325523289996 | 0.028978320638877454814804774239327031375
f(z) = -11/3*z^3 + 13/6*z + 1
*
-1 | 0.044358027546934969611300604048600983686 | 0.016808284931575098614236609760326192143
f(z) = -11/3*z^3 + 14/3*z + 1
*
[ -1 ] 
f(z) = -11/3*z^3 + 17/3*z + 1
*
0 | 0.058871213379157884256427714926872192942 | 0.024551202901557298303283133076814139449
f(z) = -11/4*z^3 + 3/4*z + 1
*
[ 2/3 ] 
f(z) = -11/4*z^3 + 13/18*z + 1
*
-1 | 0.055460872573518831881878685713274942678 | 0.020480001645074957590174042764343564368
f(z) = -11/4*z^3 + 15/4*z + 1
*
[ -1 ] 
f(z) = -11/4*z^3 + 19/4*z + 1
*
-1 | 0.063286727311550294365914507026607343519 | 0.022825861911616432285944739905492825465
f(z) = -11/5*z^3 + 16/5*z + 1
*
-1 | 0.029317591609786080876406263555054929684 | 0.010347823495640138704770740231489365352
f(z) = -11/6*z^3 + 17/6*z + 1
*
-1 | 0.061641632726631738279723491591813679529 | 0.021326541320587518092505323587496308536
f(z) = -11/7*z^3 + 18/7*z + 1
*
[ 2/3 ] 
f(z) = -11/8*z^3 + 1/9*z + 1
*
-2 | 0.058577269364975972130585148518325945432 | 0.015879420863061558212145840260346927354
f(z) = -11/8*z^3 + 5*z + 1
*
[ 2 ] 
f(z) = -11/8*z^3 + 6*z + 1
*
[ -2 ] 
f(z) = -11/8*z^3 + 7*z + 1
*
-2/3 | 0.11988686474726434618208661689008578746 | 0.026090040881904938668403614585768708328
f(z) = -11/8*z^3 + 10/9*z + 1
*
-1 | 0.052144132820990557617995994569585557589 | 0.017709360998797932102395978114518754192
f(z) = -11/8*z^3 + 19/8*z + 1
*
-2 | 0.037845702074240565616755198728666836363 | 0.010404070285193538151869795162051240582
f(z) = -11/12*z^3 + 19/6*z + 1
*
-2 | 0.056841218126623090044163631224856748338 | 0.015861843931292862720427700861436014650
f(z) = -11/16*z^3 + 9/4*z + 1
*
[ 2 ] 
f(z) = -11/16*z^3 + 13/4*z + 1
*
[ -2 ] 
f(z) = -11/16*z^3 + 17/4*z + 1
*
-1 | 0.064126310123933010140424789423616394792 | 0.026742748464196641319935181408353458512
f(z) = -10*z^3 + 11*z + 1
*
[ -1/2 ] 
f(z) = -10*z^3 + 11/2*z + 1
*
[ -1 ] 
f(z) = -10*z^3 + 12*z + 1
*
-2/5 | 0.062748248058993210690352286026235409503 | 0.016039846384319975050876641792468708936
f(z) = -10*z^3 + 13/5*z + 1
*
0 | 0.065556868176768137277886732293371163774 | 0.021883420209308176577624247300816361251
f(z) = -10*z^3 + 17/2*z + 1
*
0 | 0.062279251438815812063601169948888850336 | 0.027047535236942864041609791717173438040
f(z) = -10/3*z^3 + 4/3*z + 1
*
-1 | 0.042392606274837670433082325846141164324 | 0.016527658197818191469989968024772815431
f(z) = -10/3*z^3 + 13/3*z + 1
*
[ -1 ] 
f(z) = -10/3*z^3 + 16/3*z + 1
*
-1 | 0.059228402636573474025004414004229979004 | 0.020905027417306373990484211651117445800
f(z) = -10/7*z^3 + 17/7*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.027165091122211277228081194011711249342
f(z) = -10/9*z^3 + 11/18*z + 1
*
[ 3/2 ] 
f(z) = -10/9*z^3 + 17/6*z + 1
*
-1 | 0.043275569163265981737154621603637643154 | 0.014697390392351459669804685221777780798
f(z) = -10/9*z^3 + 19/9*z + 1
*
[ -1/3 ] 
f(z) = -9*z^3 + 5*z + 1
*
[ 2/3 ] 
f(z) = -9*z^3 + 7/2*z + 1
*
-1 | 0.062102416974319092645742096616733424028 | 0.026970737004801622302579692849861526446
f(z) = -9*z^3 + 10*z + 1
*
[ -1 ] 
f(z) = -9*z^3 + 11*z + 1
*
[ -2/3 ] 
f(z) = -9*z^3 + 13/2*z + 1
*
-1/6 | 0.10695944778055057702848478966216661145 | 0.029847602208189247509093696880744279694
f(z) = -9/2*z^3 + 9/8*z + 1
*
-1 | 0.048510985708763656619781050942643754322 | 0.020230652380473145064049591298185895230
f(z) = -9/2*z^3 + 11/2*z + 1
*
0 | 0.056663381608105522228164454134304561794 | 0.017192410884341110773294715421486351724
f(z) = -9/2*z^3 + 17/6*z + 1
*
0 | 0.050922078554381532669013349768031531127 | 0.015450424467190436067928180104326444365
f(z) = -9/2*z^3 + 19/6*z + 1
*
[ 2/3 ] 
f(z) = -9/4*z^3 + 1/2*z + 1
*
[ -2/3 ] 
f(z) = -9/4*z^3 + 7/2*z + 1
*
0 | 0.040709055810141923246796192544361506126 | 0.012351659825777448535613725532378804505
f(z) = -9/4*z^3 + 11/12*z + 1
*
-2 | 0.054822548286611920095825935721072275083 | 0.015546495573528819873663087851250819575
f(z) = -9/4*z^3 + 17/2*z + 1
*
[ 2 ] 
f(z) = -9/4*z^3 + 19/2*z + 1
*
0 | 0.060941600606838370517696828544883617616 | 0.018490478468590054258066713840666250133
f(z) = -9/4*z^3 + 19/12*z + 1
*
[ 2/3 ] 
f(z) = -9/5*z^3 + 3/10*z + 1
*
-1 | 0.058690622359447751143941148170413574713 | 0.022239237359805330995865005727923452375
f(z) = -9/5*z^3 + 14/5*z + 1
*
[ 2/3 ] 
f(z) = -9/7*z^3 + 1/14*z + 1
*
-1 | 0.056419692449904599382980669613393623845 | 0.020349102626489464011369870441710766947
f(z) = -9/7*z^3 + 16/7*z + 1
*
[ 2/3 ] 
f(z) = -9/8*z^3 + 1
*
-2/3 | 0.038508842100156471699510851909969066169 | 0.017526129325770711745909033793618106109
f(z) = -9/8*z^3 + z + 1
*
[ -2/3 ] 
f(z) = -9/8*z^3 + 3*z + 1
*
-2 | 0.054760757491364023617532602282893370191 | 0.015800614653622805855318125207118872084
f(z) = -9/8*z^3 + 4*z + 1
*
[ -2 ] 
f(z) = -9/8*z^3 + 6*z + 1
*
-4/3 | 0.076527306697664954067513071180744439720 | 0.028997970540041914674556185338211508842
f(z) = -9/8*z^3 + 7/4*z + 1
*
[ 4/3 ] 
f(z) = -9/8*z^3 + 9/4*z + 1
*
[ -4/3 ] 
f(z) = -9/8*z^3 + 15/4*z + 1
*
5/3 | 0.036035373130653950094543569323021846845 | 0.013654638240051971333723946878424431100
f(z) = -9/14*z^3 + 11/14*z + 1
*
[ 4/3 ] 
f(z) = -9/16*z^3 + 5/4*z + 1
*
2 | 0.12206989706054946034499758598080818838 | 0.028929890781051367407015084488144141749
f(z) = -9/16*z^3 + 17/12*z + 1
*
-2/3 | 0.096699891555806179665075292215115277350 | 0.022328756808058923950969888383011962675
f(z) = -9/16*z^3 + 19/4*z + 1
*
[ -1/2 ] 
f(z) = -8*z^3 + 5*z + 1
*
-1 | 0.059829610882304349627253090262015172059 | 0.027229629369446662823781039921693045488
f(z) = -8*z^3 + 9*z + 1
*
[ -1 ] 
f(z) = -8*z^3 + 10*z + 1
*
0 | 0.039209240857108455264565936406562548861 | 0.014141744335392824376145567568754987628
f(z) = -8*z^3 + 13/2*z + 1
*
-3/8 | 0.050096203660468250017369182727778072251 | 0.012045590764720180046557503440481211502
f(z) = -8*z^3 + 17/8*z + 1
*
0 | 0.091475856860594419509370276576259410837 | 0.026394353010769645976762097870431779213
f(z) = -8/3*z^3 + 11/12*z + 1
*
-3/4 | 0.061196042015524801848523224509254096610 | 0.021599517785664700590698985297021696475
f(z) = -8/3*z^3 + 17/6*z + 1
*
0 | 0.066127148320212817214339830309569797488 | 0.019080261789939995645857239156540640384
f(z) = -8/3*z^3 + 17/12*z + 1
*
[ 3/2 ] 
f(z) = -8/3*z^3 + 19/3*z + 1
*
-1 | 0.055855635332728967511863164445394631200 | 0.021776506101472439310676308379989463753
f(z) = -8/5*z^3 + 13/5*z + 1
*
[ -1/2 ] 
f(z) = -8/5*z^3 + 17/5*z + 1
*
[ -1 ] 
f(z) = -8/5*z^3 + 18/5*z + 1
*
-1 | 0.053041465116163836578364482210277077632 | 0.019586588570099365771682766987543406367
f(z) = -8/7*z^3 + 15/7*z + 1
*
[ 3/4 ] 
f(z) = -8/9*z^3 + 1/6*z + 1
*
3/2 | 0.040689996164098522749255929848105062524 | 0.014077772540137133665554844532347979454
f(z) = -8/9*z^3 + 5/6*z + 1
*
[ 3/2 ] 
f(z) = -8/9*z^3 + 7/3*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -8/9*z^3 + 7/18*z + 1
*
[ -3/2 ] 
f(z) = -8/9*z^3 + 11/3*z + 1
*
-3/2 | 0.090513312255726848818855018583946147247 | 0.024706370739345750896441975073840500902
f(z) = -8/9*z^3 + 13/6*z + 1
*
[ -3/4 ] 
f(z) = -8/9*z^3 + 17/6*z + 1
*
-1 | 0.035330570138693113510879492107012438146 | 0.012470141090085198701731175906194531385
f(z) = -8/9*z^3 + 17/9*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.015081130337214751779737488904312549566
f(z) = -8/11*z^3 + 19/11*z + 1
*
-1 | 0.057237863803563357566412729085082024646 | 0.027525594086826252241209698599078784469
f(z) = -7*z^3 + 8*z + 1
*
[ -1 ] 
f(z) = -7*z^3 + 9*z + 1
*
[ -1/2 ] 
f(z) = -7*z^3 + 19/4*z + 1
*
-1 | 0.043401198484118090248940072856992635804 | 0.019752736671430758949156127091773636729
f(z) = -7/2*z^3 + 9/2*z + 1
*
[ -1 ] 
f(z) = -7/2*z^3 + 11/2*z + 1
*
-1/7 | 0.11069830358098962152615341589101637267 | 0.028443837356707001844717827954169872741
f(z) = -7/2*z^3 + 15/14*z + 1
*
[ 2/3 ] 
f(z) = -7/2*z^3 + 19/18*z + 1
*
0 | 0.078051248084709010209874729913472338307 | 0.029575427259129645762427897054887291076
f(z) = -7/3*z^3 + 5/6*z + 1
*
-1 | 0.034786344527757938347870755444420490494 | 0.015107517473990653200417732122699730231
f(z) = -7/3*z^3 + 10/3*z + 1
*
[ -1 ] 
f(z) = -7/3*z^3 + 13/3*z + 1
*
-1/2 | 0.071037650228757210902822852643403722562 | 0.021318514518492781076817808905472384914
f(z) = -7/3*z^3 + 19/12*z + 1
*
[ 2/3 ] 
f(z) = -7/4*z^3 + 5/18*z + 1
*
-1 | 0.045333634203362276968344771433463270336 | 0.018905593883780178575512466066948910767
f(z) = -7/4*z^3 + 11/4*z + 1
*
-2 | 0.050217175446455303249632629928220674909 | 0.015413040976664946077951312593443049976
f(z) = -7/4*z^3 + 13/2*z + 1
*
[ 2 ] 
f(z) = -7/4*z^3 + 15/2*z + 1
*
[ -1 ] 
f(z) = -7/4*z^3 + 15/4*z + 1
*
[ -2 ] 
f(z) = -7/4*z^3 + 17/2*z + 1
*
-1 | 0.052471533792776108213416134699361618454 | 0.021116098585535482615698472003195871644
f(z) = -7/5*z^3 + 12/5*z + 1
*
[ -1 ] 
f(z) = -7/5*z^3 + 17/5*z + 1
*
0 | 0.086954079698120879023533783806298926928 | 0.029531629051703849590748213134167440779
f(z) = -7/5*z^3 + 19/10*z + 1
*
[ -1 ] 
f(z) = -7/6*z^3 + 19/6*z + 1
*
-2 | 0.049709339060767136203706923306302487184 | 0.015641440238073237918660403803527967685
f(z) = -7/8*z^3 + 3*z + 1
*
[ 2 ] 
f(z) = -7/8*z^3 + 4*z + 1
*
[ -2 ] 
f(z) = -7/8*z^3 + 5*z + 1
*
-2/3 | 0.11988729612518118231060068064955627182 | 0.028032886549666868113450556528212384467
f(z) = -7/8*z^3 + 8/9*z + 1
*
-1 | 0.037461557301974290290642990274764007197 | 0.013833405779083035903075344118417624700
f(z) = -7/8*z^3 + 15/8*z + 1
*
2 | 0.12325046942153075639708797725183290603 | 0.025401834431668464102457325925253208061
f(z) = -7/8*z^3 + 16/7*z + 1
*
-2/7 | 0.059340797816566516863477286337771842186 | 0.011940246894511947589321253116623977062
f(z) = -7/8*z^3 + 18/7*z + 1
*
-1 | 0.029804405785816673603717765430114585917 | 0.010519647540254314238256675898048528239
f(z) = -7/10*z^3 + 17/10*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.015363237581281364778609575994603830285
f(z) = -7/11*z^3 + 18/11*z + 1
*
-2 | 0.051344577623295583776853480606229937115 | 0.017139241071894210150170192108654951663
f(z) = -7/16*z^3 + 5/4*z + 1
*
[ 2 ] 
f(z) = -7/16*z^3 + 9/4*z + 1
*
[ -2 ] 
f(z) = -7/16*z^3 + 13/4*z + 1
*
-1/3 | 0.040654947312450926521457680966890600476 | 0.014065646469657844356757641451115915012
f(z) = -6*z^3 + 5/3*z + 1
*
-1 | 0.054222611676609402417354316378156397074 | 0.027864910259568260330006400148828161949
f(z) = -6*z^3 + 7*z + 1
*
-1/2 | 0.045280178355863512026120906502799981378 | 0.018222084262089518830275566991477430531
f(z) = -6*z^3 + 7/2*z + 1
*
[ -1 ] 
f(z) = -6*z^3 + 8*z + 1
*
0 | 0.072459227775742862166854080058361246698 | 0.029159738367606170499229589133106651476
f(z) = -6*z^3 + 11/2*z + 1
*
-1/3 | 0.039868821138841747689422900806378404054 | 0.013793665479163603559551374903898403634
f(z) = -6*z^3 + 11/3*z + 1
*
0 | 0.068131390619285586315969940851250610389 | 0.023571843460329429338724056418918347348
f(z) = -6*z^3 + 13/3*z + 1
*
-1 | 0.048246292753822252256107731210891896676 | 0.020120266844480780922448945647836119841
f(z) = -6/5*z^3 + 11/5*z + 1
*
0 | 0.061401971664102596109658288044215805640 | 0.021243624283402105666349665531202857247
f(z) = -6/5*z^3 + 13/15*z + 1
*
[ -1 ] 
f(z) = -6/5*z^3 + 16/5*z + 1
*
0 | 0.029824805461089365957973203706348359277 | 0.010526847730566663546385244180621839189
f(z) = -6/5*z^3 + 17/10*z + 1
*
1/3 | 0.029804405785816673603717765430114585917 | 0.010311616733866309629612279076108325969
f(z) = -6/5*z^3 + 17/15*z + 1
*
-1 | 0.042584884390749690265256340248024758582 | 0.016602621906303380609276859249431545401
f(z) = -6/7*z^3 + 13/7*z + 1
*
-1 | 0.044406124413169803244986280986653786688 | 0.015673413548728755871321634608128397183
f(z) = -6/11*z^3 + 17/11*z + 1
*
-1 | 0.047499638624585303507281076565006594931 | 0.016131982683516936585351070658767573528
f(z) = -6/13*z^3 + 19/13*z + 1
*
-1 | 0.050617408220356324596764434815388783771 | 0.028250113416263321535523541581017927580
f(z) = -5*z^3 + 6*z + 1
*
[ -1 ] 
f(z) = -5*z^3 + 7*z + 1
*
-2/5 | 0.088104138441727762791953793275905949125 | 0.027371089546560949392239655770778460921
f(z) = -5*z^3 + 9/5*z + 1
*
-1/2 | 0.056313080872953501372031750215643400282 | 0.018797768201811439740611685300187490210
f(z) = -5*z^3 + 13/4*z + 1
*
[ -1/2 ] 
f(z) = -5*z^3 + 17/4*z + 1
*
0 | 0.096290703010341589054127653963072175636 | 0.029914388826814803609143979963983821806
f(z) = -5*z^3 + 17/5*z + 1
*
0 | 0.095536345149468599025235628700853918636 | 0.029680034380754779603929665885341063805
f(z) = -5*z^3 + 18/5*z + 1
*
-1 | 0.036295384472131442916076441961263805037 | 0.018652137915901137283531935628098825459
f(z) = -5/2*z^3 + 7/2*z + 1
*
[ -1 ] 
f(z) = -5/2*z^3 + 9/2*z + 1
*
0 | 0.090092384585488531602766239568079959291 | 0.027988772940371948304988145921256852135
f(z) = -5/2*z^3 + 11/10*z + 1
*
[ 2/3 ] 
f(z) = -5/2*z^3 + 11/18*z + 1
*
0 | 0.090192126462287629734168614116489752623 | 0.028019759496618858555494793632961593960
f(z) = -5/2*z^3 + 13/10*z + 1
*
-2 | 0.031072914431025812595319536537540871901 | 0.010553084866381723136278538156218326021
f(z) = -5/2*z^3 + 19/2*z + 1
*
0 | 0.038041729154710637693794115730236327003 | 0.011818327647438305397635978338227757273
f(z) = -5/2*z^3 + 19/10*z + 1
*
0 | 0.089414250973870910533334493493078325206 | 0.027778098888773394405632579423849153082
f(z) = -5/3*z^3 + 7/15*z + 1
*
-1 | 0.027047636871324674055639795850014151885 | 0.013007163860675194974618310807953536847
f(z) = -5/3*z^3 + 8/3*z + 1
*
[ -1 ] 
f(z) = -5/3*z^3 + 11/3*z + 1
*
0 | 0.089420055182426684268588775479409289864 | 0.027779902067544980412018965188784135087
f(z) = -5/3*z^3 + 13/15*z + 1
*
-1/2 | 0.042124366907103637163406969909165040889 | 0.014061459122690339109244880638693940647
f(z) = -5/3*z^3 + 17/12*z + 1
*
[ 2/3 ] 
f(z) = -5/4*z^3 + 1/18*z + 1
*
-2 | 0.043943247114733732071966364368138680672 | 0.015203320124716072421774881958652241728
f(z) = -5/4*z^3 + 9/2*z + 1
*
-1 | 0.036717180317389645705521965992482395459 | 0.016710708908009443529212571626877237075
f(z) = -5/4*z^3 + 9/4*z + 1
*
[ 2 ] 
f(z) = -5/4*z^3 + 11/2*z + 1
*
[ -2 ] 
f(z) = -5/4*z^3 + 13/2*z + 1
*
[ -1 ] 
f(z) = -5/4*z^3 + 13/4*z + 1
*
-2/5 | 0.043586303545155606542492156031808699088 | 0.012360138233426913949910838281282303788
f(z) = -5/4*z^3 + 17/10*z + 1
*
-2/3 | 0.10705080584800609971139713315937881398 | 0.028121958838138328896075583322322969768
f(z) = -5/4*z^3 + 19/18*z + 1
*
-1 | 0.036036365522984233376096330924863065278 | 0.014502100320774091914124045283323868469
f(z) = -5/7*z^3 + 12/7*z + 1
*
[ -1 ] 
f(z) = -5/7*z^3 + 19/7*z + 1
*
-2 | 0.040828287515583809872891306204785108957 | 0.014725691981680384698611843874827607873
f(z) = -5/8*z^3 + 2*z + 1
*
[ 2 ] 
f(z) = -5/8*z^3 + 3*z + 1
*
[ -2 ] 
f(z) = -5/8*z^3 + 4*z + 1
*
2 | 0.093691903657202769634716457533912748912 | 0.023275457861941954848540334142290216973
f(z) = -5/8*z^3 + 7/5*z + 1
*
-2/3 | 0.11988695565440803611052871031166451390 | 0.028032806938408081202783975204188529371
f(z) = -5/8*z^3 + 7/9*z + 1
*
-2/5 | 0.041819777340643258701370425128800318884 | 0.010055530896737778582945925730277568647
f(z) = -5/8*z^3 + 8/5*z + 1
*
-6/5 | 0.10900192650833621640079529947121793987 | 0.022768065693831235819636862328556062061
f(z) = -5/8*z^3 + 11/15*z + 1
*
-2 | 0.070579516399644269325231302841563143304 | 0.015463219158340940654888672311419787839
f(z) = -5/8*z^3 + 12/5*z + 1
*
2/5 | 0.12576732149841472755723960826639864877 | 0.027079400556414370958569917702296574534
f(z) = -5/8*z^3 + 13/5*z + 1
*
-1 | 0.029950804098269241764942128704982938127 | 0.011676957290069371537399728544163555931
f(z) = -5/8*z^3 + 13/8*z + 1
*
[ 6/5 ] 
f(z) = -5/8*z^3 + 16/15*z + 1
*
[ -2/5 ] 
f(z) = -5/8*z^3 + 18/5*z + 1
*
-1 | 0.027126229349829868923339388565988289004 | 0.010278757132488869494729399810927203185
f(z) = -5/9*z^3 + 14/9*z + 1
*
[ 3 ] 
f(z) = -5/9*z^3 + 17/3*z + 1
*
[ -3 ] 
f(z) = -5/9*z^3 + 19/3*z + 1
*
[ 3/2 ] 
f(z) = -5/9*z^3 + 19/12*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.016015887123320820630552606697804597031
f(z) = -5/11*z^3 + 16/11*z + 1
*
[ -2 ] 
f(z) = -5/12*z^3 + 19/6*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.016433547707298081669311736478203423508
f(z) = -5/13*z^3 + 18/13*z + 1
*
-2 | 0.036036025270007669458790416322144475864 | 0.013654885350770787903717585783654329697
f(z) = -5/14*z^3 + 13/14*z + 1
*
-1 | 0.036035373130653950094543569323021846845 | 0.012238451326593777111502913927998979418
f(z) = -5/14*z^3 + 19/14*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.018518518518518518518518518518518518518
f(z) = -5/16*z^3 + 3/4*z + 1
*
[ 2 ] 
f(z) = -5/16*z^3 + 7/4*z + 1
*
[ -2 ] 
f(z) = -5/16*z^3 + 11/4*z + 1
*
-4 | 0.080229633367064749572148109700496145015 | 0.019013979585496754150587748583709586438
f(z) = -5/16*z^3 + 17/4*z + 1
*
[ 3 ] 
f(z) = -5/18*z^3 + 19/6*z + 1
*
0 | 0.038135101235322678490158224181838930339 | 0.018339107145332870197144693334807377219
f(z) = -4*z^3 + 5/2*z + 1
*
-1/4 | 0.028990887755534720167485787482529029904 | 0.010456252498969627923742244711447747312
f(z) = -4*z^3 + 5/4*z + 1
*
[ -1 ] 
f(z) = -4*z^3 + 6*z + 1
*
0 | 0.066115943542354118945837505771416526010 | 0.023846285968062242944739331122397467538
f(z) = -4*z^3 + 11/4*z + 1
*
0 | 0.041768824575808072471528223267323251161 | 0.015064919019819841690740903417861050384
f(z) = -4*z^3 + 13/4*z + 1
*
0 | 0.025673151414937382663560164664148514421 | 0.012346176076773878679596748506715373176
f(z) = -4/3*z^3 + 5/6*z + 1
*
[ 3/4 ] 
f(z) = -4/3*z^3 + 5/12*z + 1
*
0 | 0.051345269213453875604939132125562461387 | 0.018518891316839668268956820639295789141
f(z) = -4/3*z^3 + 7/12*z + 1
*
0 | 0.025674052792745532045501590828936126484 | 0.010706911633711019377360268273755510105
f(z) = -4/3*z^3 + 11/6*z + 1
*
[ -3/2 ] 
f(z) = -4/3*z^3 + 14/3*z + 1
*
-1 | 0.080061064020106277248119372085929728190 | 0.028258042829025204832844421662390317877
f(z) = -4/3*z^3 + 17/6*z + 1
*
-1/2 | 0.052522074233233658302429142359834054191 | 0.017837718697808592010510213573379423344
f(z) = -4/3*z^3 + 19/3*z + 1
*
0 | 0.052130865353248715377853691558420009750 | 0.017704855057993684832823994008343619306
f(z) = -4/3*z^3 + 19/12*z + 1
*
-1 | 0.032094483611602010346405435505652027791 | 0.014606828970806160487123812574381309666
f(z) = -4/5*z^3 + 9/5*z + 1
*
0 | 0.025672804754708392598739418265294278614 | 0.010009088358811144600210040411092330918
f(z) = -4/5*z^3 + 13/10*z + 1
*
[ -1 ] 
f(z) = -4/5*z^3 + 14/5*z + 1
*
[ -1/2 ] 
f(z) = -4/5*z^3 + 16/5*z + 1
*
3/2 | 0.070494119481926714840979945028174326898 | 0.024881331167600198882639063757949796582
f(z) = -4/5*z^3 + 17/15*z + 1
*
-1 | 0.036036065807821078153835459098980500955 | 0.015028206701357139417804237311254306583
f(z) = -4/7*z^3 + 11/7*z + 1
*
[ -1 ] 
f(z) = -4/7*z^3 + 18/7*z + 1
*
[ 3/2 ] 
f(z) = -4/9*z^3 + 4/3*z + 1
*
[ -3/2 ] 
f(z) = -4/9*z^3 + 8/3*z + 1
*
-1 | 0.027126665518994575636924076903162421018 | 0.010575906865405376540328788213741125262
f(z) = -4/9*z^3 + 13/9*z + 1
*
[ 3 ] 
f(z) = -4/9*z^3 + 14/3*z + 1
*
[ -3 ] 
f(z) = -4/9*z^3 + 16/3*z + 1
*
3 | 0.11770636906383165444228170107533029654 | 0.029113251667193164448081422755248903463
f(z) = -4/9*z^3 + 19/6*z + 1
*
-1/2 | 0.081380948417266034330094709424411576637 | 0.027638863971398949849511598048295801462
f(z) = -4/9*z^3 + 19/9*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.016397579334648620141618139384644673061
f(z) = -4/11*z^3 + 15/11*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.016765084872574698668249265920016834805
f(z) = -4/13*z^3 + 17/13*z + 1
*
[ 3/2 ] 
f(z) = -4/15*z^3 + 14/15*z + 1
*
-1 | 0.040190225626682706466987056917918098660 | 0.028991119601911836094679086873314859425
f(z) = -3*z^3 + 4*z + 1
*
[ -1 ] 
f(z) = -3*z^3 + 5*z + 1
*
[ 2/3 ] 
f(z) = -3*z^3 + 5/6*z + 1
*
0 | 0.033869979796912159944108119293768971957 | 0.015414892108103965757588283779786807860
f(z) = -3*z^3 + 7/3*z + 1
*
-1/2 | 0.063633232610359936332795015864290621753 | 0.025607896624925045966193054080675419473
f(z) = -3*z^3 + 11/4*z + 1
*
[ -1/2 ] 
f(z) = -3*z^3 + 15/4*z + 1
*
-1 | 0.062650934691495132234784576756119410732 | 0.022596548196619586459225862178302286959
f(z) = -3*z^3 + 16/3*z + 1
*
-2/3 | 0.036073112684944363583675244221880509716 | 0.012480440478425223376451121952678989702
f(z) = -3*z^3 + 17/6*z + 1
*
-4/3 | 0.046172283554387330098063160386420174904 | 0.015681182011609739306662516925336608745
f(z) = -3*z^3 + 19/3*z + 1
*
-1 | 0.024441559930076103491633075783358155342 | 0.015186395039688665986929424635498561962
f(z) = -3/2*z^3 + 5/2*z + 1
*
0 | 0.061034668176470924441760471272596279277 | 0.027778074579188268997610788181150091337
f(z) = -3/2*z^3 + 5/6*z + 1
*
[ -1 ] 
f(z) = -3/2*z^3 + 7/2*z + 1
*
0 | 0.062885715661752078992033224809115782232 | 0.026225380388845650879935133834855093379
f(z) = -3/2*z^3 + 11/6*z + 1
*
-1/2 | 0.052589491987435727893323188301800425426 | 0.021163568455145949985785758310951612521
f(z) = -3/2*z^3 + 11/8*z + 1
*
[ -2 ] 
f(z) = -3/2*z^3 + 15/2*z + 1
*
3/2 | 0.036810603009765180274311427550848597753 | 0.012501737434608382605840761031069649758
f(z) = -3/2*z^3 + 19/8*z + 1
*
-2 | 0.033417644725231151007322600292956859680 | 0.014513098702371199005618940921156126072
f(z) = -3/4*z^3 + 5/2*z + 1
*
-2/3 | 0.025673287874664709897162635447828312009 | 0.010331691082582528885530814039449278445
f(z) = -3/4*z^3 + 5/6*z + 1
*
[ 2 ] 
f(z) = -3/4*z^3 + 7/2*z + 1
*
4/3 | 0.051345327461400594990324058036263467046 | 0.020662879817147706172914048523457436202
f(z) = -3/4*z^3 + 7/12*z + 1
*
[ -2 ] 
f(z) = -3/4*z^3 + 9/2*z + 1
*
[ -1 ] 
f(z) = -3/4*z^3 + 11/4*z + 1
*
0 | 0.061035320315824643806007318271718908295 | 0.021542790077517576660902071514043092867
f(z) = -3/4*z^3 + 17/12*z + 1
*
[ 4/3 ] 
f(z) = -3/4*z^3 + 19/12*z + 1
*
-1/2 | 0.077016468478620378794262389032204193686 | 0.026156585014515549500943210922788509104
f(z) = -3/4*z^3 + 19/16*z + 1
*
-1 | 0.029804405785816673603717765430114585917 | 0.014332889474613347826359996478329568987
f(z) = -3/5*z^3 + 8/5*z + 1
*
[ -1 ] 
f(z) = -3/5*z^3 + 13/5*z + 1
*
-2 | 0.038362501769456286635748642272791149348 | 0.013028798369024637016206038802960651075
f(z) = -3/5*z^3 + 19/10*z + 1
*
0 | 0.029805784703904258236126309985493468562 | 0.010122738122541144720547337639480142087
f(z) = -3/5*z^3 + 19/15*z + 1
*
-1 | 0.036035373130653950094543569323021846845 | 0.015649963703967719087263264048011781361
f(z) = -3/7*z^3 + 10/7*z + 1
*
[ -1 ] 
f(z) = -3/7*z^3 + 17/7*z + 1
*
-2 | 0.044593033597430556544827279521167922067 | 0.015739384289920155781430225963881052813
f(z) = -3/7*z^3 + 17/14*z + 1
*
-2 | 0.038508176697774739412068451192120920449 | 0.018518518518518518518518518518518518519
f(z) = -3/8*z^3 + z + 1
*
[ 2 ] 
f(z) = -3/8*z^3 + 2*z + 1
*
[ -2 ] 
f(z) = -3/8*z^3 + 3*z + 1
*
-4/3 | 0.064181328112712122075628615856269434869 | 0.020195167086167732454663445432048654603
f(z) = -3/8*z^3 + 5/12*z + 1
*
-1 | 0.029950804098269241764942128704982938127 | 0.012490455458180339597922697863591635576
f(z) = -3/8*z^3 + 11/8*z + 1
*
[ 4/3 ] 
f(z) = -3/8*z^3 + 11/12*z + 1
*
-10/3 | 0.049901744849482468068215838209527976185 | 0.010575767041729915659981777275398438136
f(z) = -3/8*z^3 + 14/3*z + 1
*
-2 | 0.029805057925170392967964612429237214936 | 0.012944172189708285694746162861006704646
f(z) = -3/10*z^3 + 7/10*z + 1
*
-1 | 0.029805057925170392967964612429237214936 | 0.011620135048072714741469415016771981147
f(z) = -3/10*z^3 + 13/10*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.016826261224593555442316154366396297054
f(z) = -3/11*z^3 + 14/11*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.017131665361764315557392651177114327471
f(z) = -3/13*z^3 + 16/13*z + 1
*
-2 | 0.036035373130653950094543569323021846845 | 0.013654638240051971333723946878424431100
f(z) = -3/14*z^3 + 5/14*z + 1
*
-1 | 0.036036025270007669458790416322144475864 | 0.012719135798794490465318328195533981039
f(z) = -3/14*z^3 + 17/14*z + 1
*
[ 2 ] 
f(z) = -3/14*z^3 + 19/14*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.018518518518518518518518518518518518518
f(z) = -3/16*z^3 + 1/4*z + 1
*
-4/3 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -3/16*z^3 + 1/12*z + 1
*
[ 2 ] 
f(z) = -3/16*z^3 + 5/4*z + 1
*
[ 4 ] 
f(z) = -3/16*z^3 + 15/4*z + 1
*
[ -4 ] 
f(z) = -3/16*z^3 + 17/4*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.014531414405348039286849719755360608261
f(z) = -3/16*z^3 + 19/16*z + 1
*
-1 | 0.031330867053150194369500106515651138958 | 0.028518584196007692827914272209127484825
f(z) = -2*z^3 + 3*z + 1
*
0 | 0.019536202191378635847497316608036960553 | 0.014092391009653028783035477287724257879
f(z) = -2*z^3 + 3/2*z + 1
*
[ -1 ] 
f(z) = -2*z^3 + 4*z + 1
*
[ 2/3 ] 
f(z) = -2*z^3 + 7/18*z + 1
*
-1/4 | 0.064185819061343751135577368064068291893 | 0.023150140713799232478812894975107005103
f(z) = -2*z^3 + 9/8*z + 1
*
-2 | 0.026997261932165536334211513432726722810 | 0.0099692619882664344332290837878248486109
f(z) = -2*z^3 + 15/2*z + 1
*
[ 2 ] 
f(z) = -2*z^3 + 17/2*z + 1
*
[ -2 ] 
f(z) = -2*z^3 + 19/2*z + 1
*
[ -1 ] 
f(z) = -2/3*z^3 + 8/3*z + 1
*
[ 3/2 ] 
f(z) = -2/3*z^3 + 11/6*z + 1
*
3 | 0.055412063619712639967686071264523688436 | 0.019558027190561320588506622528481785730
f(z) = -2/3*z^3 + 17/3*z + 1
*
-1 | 0.029804405785816673603717765430114585917 | 0.015316434728646595375995397845288307757
f(z) = -2/5*z^3 + 7/5*z + 1
*
-2 | 0.029805193440605229483824220907531536654 | 0.012429731097397859294436705900006208079
f(z) = -2/5*z^3 + 11/10*z + 1
*
[ -1 ] 
f(z) = -2/5*z^3 + 12/5*z + 1
*
2 | 0.029804405785816673603717765430114585917 | 0.011619880797690802807932772089331822557
f(z) = -2/5*z^3 + 13/5*z + 1
*
0 | 0.074279736900810231974766624667979851964 | 0.026217488018204247016420251057221174631
f(z) = -2/5*z^3 + 17/5*z + 1
*
0 | 0.029805057925170392967964612429237214936 | 0.010122491291569605613809663211969765546
f(z) = -2/5*z^3 + 19/10*z + 1
*
-1 | 0.036035373130653950094543569323021846845 | 0.016400405084827983889517854695207941834
f(z) = -2/7*z^3 + 9/7*z + 1
*
-2 | 0.036036025270007669458790416322144475864 | 0.013654885350770787903717585783654329697
f(z) = -2/7*z^3 + 9/14*z + 1
*
[ -1 ] 
f(z) = -2/7*z^3 + 16/7*z + 1
*
[ 3/2 ] 
f(z) = -2/9*z^3 + 5/6*z + 1
*
3 | 0.040689344024744803385009082848982433506 | 0.013364770619056673083151251722381676299
f(z) = -2/9*z^3 + 7/6*z + 1
*
[ 3 ] 
f(z) = -2/9*z^3 + 8/3*z + 1
*
[ -3 ] 
f(z) = -2/9*z^3 + 10/3*z + 1
*
-3 | 0.040689523092032006950236684370616258319 | 0.011637190075163543392639136880247362694
f(z) = -2/9*z^3 + 11/6*z + 1
*
-1 | 0.027126229349829868923339388565988289004 | 0.011312516296082128950178227997351916517
f(z) = -2/9*z^3 + 11/9*z + 1
*
[ -3/2 ] 
f(z) = -2/9*z^3 + 13/6*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -2/9*z^3 + 13/18*z + 1
*
-1/2 | 0.081379340188843326134265012697087496029 | 0.027638317779600074982281605833119852411
f(z) = -2/9*z^3 + 19/18*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.017312415110889974636394964603954736558
f(z) = -2/11*z^3 + 13/11*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.017539948910799709330983107823252070395
f(z) = -2/13*z^3 + 15/13*z + 1
*
-1 | 0.029805439402237563325898962632849153372 | 0.010520012361499794442150839313517728412
f(z) = -2/15*z^3 + 17/15*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.017818984923801002382160742438919125508
f(z) = -2/17*z^3 + 19/17*z + 1
*
-1 | 0.012714529839500857673312856218841912335 | 0.012714529839500857673312856218841912335
f(z) = -z^3 + 2*z + 1
*
-2 | 0.022496876678016408156972453167686097672 | 0.011561107633329335743699996010367838246
f(z) = -z^3 + 7/2*z + 1
*
[ 2 ] 
f(z) = -z^3 + 9/2*z + 1
*
[ -2 ] 
f(z) = -z^3 + 11/2*z + 1
*
-3/2 | 0.048916914353759423958009047480905916146 | 0.017265524481727424706140997894969872526
f(z) = -z^3 + 17/4*z + 1
*
-1/3 | 0.083433065115612523437554154260376541840 | 0.028335810558801972066074356021145877430
f(z) = -z^3 + 19/9*z + 1
*
-4/3 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -1/2*z^3 + 7/18*z + 1
*
-1 | 0.040926838743073111033866727454414827251 | 0.018626607022888077187728581863364104813
f(z) = -1/2*z^3 + 9/2*z + 1
*
-1/2 | 0.029951067865939901619354368863493450783 | 0.013631318425470528564783128824862831500
f(z) = -1/2*z^3 + 9/8*z + 1
*
-2/3 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -1/2*z^3 + 13/18*z + 1
*
-3/2 | 0.061035320315824643806007318271718908295 | 0.024562419808016477876669713294373092983
f(z) = -1/3*z^3 + 5/12*z + 1
*
3 | 0.061034016037117205077513624273473650258 | 0.029351157420762151508402573036070676088
f(z) = -1/3*z^3 + 8/3*z + 1
*
[ 3 ] 
f(z) = -1/3*z^3 + 11/3*z + 1
*
-1 | 0.038404290068937406339656327961108134567 | 0.013851419707829315688402063278928684334
f(z) = -1/3*z^3 + 16/3*z + 1
*
[ -2 ] 
f(z) = -1/3*z^3 + 17/6*z + 1
*
-2 | 0.025672117798516492941378967461413946966 | 0.018518518518518518518518518518518518518
f(z) = -1/4*z^3 + 1/2*z + 1
*
[ 2 ] 
f(z) = -1/4*z^3 + 3/2*z + 1
*
[ -2 ] 
f(z) = -1/4*z^3 + 5/2*z + 1
*
-1 | 0.017114745199010995294252644974275964644 | 0.010633989088231927177039668364542361286
f(z) = -1/4*z^3 + 5/4*z + 1
*
-2/3 | 0.10705080584800609971139713315937881398 | 0.029873096162323303946847293732077391177
f(z) = -1/4*z^3 + 11/18*z + 1
*
4 | 0.058609826560386604970801197202507138087 | 0.021642813909628291832673763570154238322
f(z) = -1/4*z^3 + 15/4*z + 1
*
-1/2 | 0.077016353395549478824136902384241840897 | 0.027183393568691781154417943470219756377
f(z) = -1/4*z^3 + 17/16*z + 1
*
[ 4 ] 
f(z) = -1/4*z^3 + 19/4*z + 1
*
-3 | 0.040691074668269705126456013104112583404 | 0.013819635915765927838397446714557433983
f(z) = -1/4*z^3 + 19/12*z + 1
*
-2 | 0.038361778385322171250844087917252568239 | 0.016660308668740856819668278427626586254
f(z) = -1/5*z^3 + 3/10*z + 1
*
-1 | 0.029804405785816673603717765430114585917 | 0.016634155587109762464319128853453123560
f(z) = -1/5*z^3 + 6/5*z + 1
*
[ -1 ] 
f(z) = -1/5*z^3 + 11/5*z + 1
*
[ 2 ] 
f(z) = -1/5*z^3 + 13/10*z + 1
*
-3 | 0.061034741861752368429994207244462293358 | 0.025453464358568146941899832085497427916
f(z) = -1/6*z^3 + 11/6*z + 1
*
[ -3 ] 
f(z) = -1/6*z^3 + 17/6*z + 1
*
-2 | 0.044592745730159447741669891810159829167 | 0.016897225092363002790253661305153822712
f(z) = -1/7*z^3 + 1/14*z + 1
*
-1 | 0.036035373130653950094543569323021846845 | 0.017329351370725951280505983439702659313
f(z) = -1/7*z^3 + 8/7*z + 1
*
[ -1 ] 
f(z) = -1/7*z^3 + 15/7*z + 1
*
[ 2 ] 
f(z) = -1/7*z^3 + 15/14*z + 1
*
-2 | 0.038508176697774739412068451192120920449 | 0.018518518518518518518518518518518518519
f(z) = -1/8*z^3 + 1
*
[ 2 ] 
f(z) = -1/8*z^3 + z + 1
*
[ -2 ] 
f(z) = -1/8*z^3 + 2*z + 1
*
-4 | 0.064180294496291232353447418653534867414 | 0.027873147746664925482753601363378983960
f(z) = -1/8*z^3 + 5/4*z + 1
*
-2/3 | 0.11988686474726434618208661689008578746 | 0.028032785681863576661544229263880813272
f(z) = -1/8*z^3 + 5/9*z + 1
*
-1 | 0.029950804098269241764942128704982938127 | 0.013631198379630253270668795680244833272
f(z) = -1/8*z^3 + 9/8*z + 1
*
-6 | 0.083056020960623373192378530360046896847 | 0.018550317834487689525081901021537723971
f(z) = -1/8*z^3 + 11/3*z + 1
*
[ 4 ] 
f(z) = -1/8*z^3 + 11/4*z + 1
*
[ -4 ] 
f(z) = -1/8*z^3 + 13/4*z + 1
*
[ 6 ] 
f(z) = -1/8*z^3 + 16/3*z + 1
*
[ -6 ] 
f(z) = -1/8*z^3 + 17/3*z + 1
*
[ 3 ] 
f(z) = -1/9*z^3 + 5/3*z + 1
*
[ -3 ] 
f(z) = -1/9*z^3 + 7/3*z + 1
*
[ 3/2 ] 
f(z) = -1/9*z^3 + 7/12*z + 1
*
6 | 0.043424087710080114218110877132281897624 | 0.012767294231203626142459677771252343787
f(z) = -1/9*z^3 + 10/3*z + 1
*
-1 | 0.027126229349829868923339388565988289004 | 0.011780771721473146599877232179138649610
f(z) = -1/9*z^3 + 10/9*z + 1
*
5 | 0.081379038083362975692126801934233344308 | 0.029351283668795464633232832353226831929
f(z) = -1/9*z^3 + 16/9*z + 1
*
[ 2 ] 
f(z) = -1/9*z^3 + 17/18*z + 1
*
[ 2 ] 
f(z) = -1/10*z^3 + 9/10*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.017870074925580439830705796411986202085
f(z) = -1/11*z^3 + 12/11*z + 1
*
[ 2 ] 
f(z) = -1/12*z^3 + 5/6*z + 1
*
3 | 0.066738931103454203508931172598232305139 | 0.026857721640830263046188880551657859763
f(z) = -1/12*z^3 + 5/12*z + 1
*
-4 | 0.051345269213453875604939132125562461387 | 0.020662856376449551835886674626264000644
f(z) = -1/12*z^3 + 7/12*z + 1
*
-6 | 0.086706133835633698018892591734887597224 | 0.026612512190411347112124182398454903553
f(z) = -1/12*z^3 + 13/6*z + 1
*
[ 3 ] 
f(z) = -1/12*z^3 + 17/12*z + 1
*
-4 | 0.051345344789793049031221753426102469468 | 0.017438073994091982156840488426494618476
f(z) = -1/12*z^3 + 19/12*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.017998495766720766713335214441130249701
f(z) = -1/13*z^3 + 14/13*z + 1
*
[ 2 ] 
f(z) = -1/14*z^3 + 11/14*z + 1
*
-1 | 0.036036025270007669458790416322144475864 | 0.013307000459349150766954883526576262106
f(z) = -1/14*z^3 + 15/14*z + 1
*
-4 | 0.051344235597032985882757934922827893931 | 0.018518518518518518518518518518518518518
f(z) = -1/16*z^3 + 1/4*z + 1
*
[ -4 ] 
f(z) = -1/16*z^3 + 9/4*z + 1
*
-2 | 0.059956560837018018381804248656173827219 | 0.014643750648205858384800762627282301877
f(z) = -1/16*z^3 + 15/4*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.015101885315939878419121079705677642432
f(z) = -1/16*z^3 + 17/16*z + 1
*
2 | 0.12129307855732229269261234974045592095 | 0.028007514900306207893992038090646794282
f(z) = -1/16*z^3 + 19/4*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.018152306406774566409877187130532659473
f(z) = -1/17*z^3 + 18/17*z + 1
*
[ 3 ] 
f(z) = -1/18*z^3 + 7/6*z + 1
*
5 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = -1/18*z^3 + 7/18*z + 1
*
[ -3 ] 
f(z) = -1/18*z^3 + 11/6*z + 1
*
[ 6 ] 
f(z) = -1/18*z^3 + 17/6*z + 1
*
[ -6 ] 
f(z) = -1/18*z^3 + 19/6*z + 1
*
0 | 0.11044852914814447875017833102182724270 | 0.025204896810574557144596587624618270112
f(z) = -20/9*z^3 + 17/36*z + 1
*
[ 2/3 ] 
f(z) = -19/16*z^3 + 1/36*z + 1
*
[ 2/3 ] 
f(z) = -18/11*z^3 + 5/22*z + 1
*
[ 2/3 ] 
f(z) = -18/13*z^3 + 3/26*z + 1
*
0 | 0.11628184708010336494359684214695148341 | 0.027959874021312319047645239975685179029
f(z) = -16/7*z^3 + 15/28*z + 1
*
[ 3/4 ] 
f(z) = -16/11*z^3 + 16/33*z + 1
*
[ 3/4 ] 
f(z) = -16/13*z^3 + 14/39*z + 1
*
0 | 0.097971623573376408180460815980216307528 | 0.028268635095430081690267771160084176477
f(z) = -16/15*z^3 + 17/30*z + 1
*
0 | 0.10878083811562991745853274633752620805 | 0.028576433662810321719669945557913010465
f(z) = -15/7*z^3 + 17/21*z + 1
*
0 | 0.064627610555698133867081588671389754808 | 0.016977499510233051965025103558739091438
f(z) = -15/8*z^3 + 13/24*z + 1
*
[ 4/5 ] 
f(z) = -15/8*z^3 + 19/20*z + 1
*
[ 4/5 ] 
f(z) = -15/16*z^3 + 7/20*z + 1
*
[ 3/4 ] 
f(z) = -14/9*z^3 + 13/24*z + 1
*
0 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841
f(z) = -14/15*z^3 + 13/30*z + 1
*
[ 3/4 ] 
f(z) = -10/9*z^3 + 7/24*z + 1
*
0 | 0.070640148123014045149951211553965371632 | 0.021433144598765847859458209465842234527
f(z) = -9/8*z^3 + 11/24*z + 1
*
0 | 0.050624145953350361252915004659020628811 | 0.014884212902872013492969123596541774768
f(z) = -9/10*z^3 + 17/30*z + 1
*
4/3 | 0.065514937945574711986578661961794935816 | 0.019661139568570478642391824163257044718
f(z) = -9/14*z^3 + 11/28*z + 1
*
0 | 0.065284161377247405449881409965761333559 | 0.018837027173509926247993185106925842274
f(z) = -8/5*z^3 + 7/20*z + 1
*
0 | 0.067492302437697851923727399299985283826 | 0.019474162005008957426919682077971616102
f(z) = -8/5*z^3 + 17/20*z + 1
*
[ 3/4 ] 
f(z) = -8/5*z^3 + 17/30*z + 1
*
0 | 0.10896771480112359222468912720290910311 | 0.027999164004058580924279490632832709286
f(z) = -7/3*z^3 + 19/21*z + 1
*
0 | 0.10818716907544700762015231051219940472 | 0.027798603426774085434521414774462093995
f(z) = -7/4*z^3 + 17/28*z + 1
*
[ 5/7 ] 
f(z) = -7/5*z^3 + 11/35*z + 1
*
[ 6/7 ] 
f(z) = -7/8*z^3 + 10/21*z + 1
*
-6/7 | 0.11523326119250256616729785435062639124 | 0.022489084945894316552016007569393956257
f(z) = -7/8*z^3 + 17/21*z + 1
*
12/7 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = -7/16*z^3 + 15/28*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -7/16*z^3 + 19/36*z + 1
*
0 | 0.090839073962287598045478236702710865194 | 0.025349126242213710894570681566612321858
f(z) = -6/5*z^3 + 11/30*z + 1
*
[ 4/5 ] 
f(z) = -5/4*z^3 + 11/20*z + 1
*
0 | 0.089414521636157459539646990288589015789 | 0.027778182974740444746501182733895920681
f(z) = -5/4*z^3 + 17/20*z + 1
*
0 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032
f(z) = -5/6*z^3 + 7/30*z + 1
*
6/5 | 0.070969470105076482309666393082634474582 | 0.020866025149764729750402536280533520218
f(z) = -5/6*z^3 + 11/30*z + 1
*
0 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032
f(z) = -5/6*z^3 + 13/30*z + 1
*
[ 4/5 ] 
f(z) = -5/8*z^3 + 3/20*z + 1
*
-4/5 | 0.074115096424896790221353340463573062720 | 0.020091493188328956376000309868861126702
f(z) = -5/8*z^3 + 13/20*z + 1
*
-6/5 | 0.13393700531660842709145554497076468127 | 0.029765037885875309669602078996874443856
f(z) = -5/9*z^3 + 19/30*z + 1
*
-6/5 | 0.096640935764239255886798513544925792530 | 0.023603518046803042455857487302923872932
f(z) = -5/12*z^3 + 13/30*z + 1
*
-4/5 | 0.054655836239901505172059908859507292367 | 0.012472730267639984771004872231631761588
f(z) = -5/16*z^3 + 9/20*z + 1
*
-4/3 | 0.087083603115826605201435714022723521892 | 0.017522509975023838130667698034386603898
f(z) = -5/16*z^3 + 11/36*z + 1
*
[ 6/5 ] 
f(z) = -5/18*z^3 + 17/30*z + 1
*
-2 | 0.050351519708382142475958541598774116418 | 0.015454274948819872273161904343472330099
f(z) = -4/13*z^3 + 19/26*z + 1
*
-2 | 0.055319371311987315516626081900770559581 | 0.015687383897881155855938106271014292312
f(z) = -4/17*z^3 + 15/34*z + 1
*
-2 | 0.057379105295509989215875948826969207760 | 0.015773950849820136395273035867095554421
f(z) = -4/19*z^3 + 13/38*z + 1
*
4/3 | 0.080328987654838887835620073523655806787 | 0.023617855314113626263446678262545358610
f(z) = -3/5*z^3 + 17/30*z + 1
*
5/3 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841
f(z) = -3/10*z^3 + 7/30*z + 1
*
-5/3 | 0.089413869496803740175400143289466386770 | 0.026288938706964263094225478145394535841
f(z) = -3/10*z^3 + 13/30*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.017134297381372991114336034948126663760
f(z) = -3/11*z^3 + 13/22*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.017205271274361955841937112443498723481
f(z) = -3/13*z^3 + 11/26*z + 1
*
-8/3 | 0.10268950481048686148769706704839035532 | 0.026526523557195411914431235933791028776
f(z) = -3/16*z^3 + 17/24*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.017305175109673934520269770412445278716
f(z) = -3/17*z^3 + 7/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.017342275231933497608556168810765819620
f(z) = -3/19*z^3 + 5/38*z + 1
*
[ 3/4 ] 
f(z) = -2*z^3 + 19/24*z + 1
*
-3/4 | 0.064361958922886739243562789616507662430 | 0.020252004012103263574512572738608790852
f(z) = -2/3*z^3 + 17/24*z + 1
*
3/2 | 0.050624145953350361252915004659020628811 | 0.014884212902872013492969123596541774768
f(z) = -2/5*z^3 + 7/30*z + 1
*
-3/4 | 0.12317732111491104873891399405453926119 | 0.028802183216315891394626307768646940091
f(z) = -2/9*z^3 + 11/24*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.014365855107081936305971067807342954243
f(z) = -2/11*z^3 + 5/22*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.014578976945665376223064283742030238391
f(z) = -2/13*z^3 + 3/26*z + 1
*
-5/2 | 0.089414903113224629897581340492200954225 | 0.026289242604769918994386717820687154032
f(z) = -2/15*z^3 + 7/30*z + 1
*
5/2 | 0.089414250973870910533334493493078325206 | 0.026289050866602285610633833921299260293
f(z) = -2/15*z^3 + 13/30*z + 1
*
-3/2 | 0.041059107038303682912971331351513087062 | 0.012919575699511789937374702244371547638
f(z) = -1/2*z^3 + 19/24*z + 1
*
[ 3/2 ] 
f(z) = -1/6*z^3 + 17/24*z + 1
*
-3 | 0.070640148123014045149951211553965371632 | 0.022227486346661437336279531661251405710
f(z) = -1/8*z^3 + 11/24*z + 1
*
[ 4/3 ] 
f(z) = -1/8*z^3 + 17/36*z + 1
*
3 | 0.044017211146774719136669319371758315520 | 0.013850366764226754677265185186059533445
f(z) = -1/8*z^3 + 19/24*z + 1
*
[ 2 ] 
f(z) = -1/11*z^3 + 19/22*z + 1
*
0 | 0.077018901232657551225462727832946540679 | 0.022644643221211300524702701378571531455
f(z) = -1/15*z^3 + 17/30*z + 1
*
[ 4/3 ] 
f(z) = -1/16*z^3 + 13/36*z + 1
*
-2/3 | 0.083280326404935272913824015139551085304 | 0.016757234403964496997084586700949332010
f(z) = -1/16*z^3 + 19/36*z + 1
*
[ 3/2 ] 
f(z) = -1/18*z^3 + 11/24*z + 1
*
[ 2/3 ] 
f(z) = -19/12*z^3 + 11/54*z + 1
*
[ 2/3 ] 
f(z) = -17/12*z^3 + 7/54*z + 1
*
[ 3/4 ] 
f(z) = -16/17*z^3 + 10/51*z + 1
*
[ 3/4 ] 
f(z) = -16/19*z^3 + 8/57*z + 1
*
[ 2/3 ] 
f(z) = -15/7*z^3 + 19/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.028399629711921030648632956383119605279
f(z) = -15/14*z^3 + 17/42*z + 1
*
3/7 | 0.052701135068296120083190272623323049120 | 0.0099848408893753140100010410045994742386
f(z) = -14/9*z^3 + 19/42*z + 1
*
[ 2/3 ] 
f(z) = -12/7*z^3 + 11/42*z + 1
*
[ 2/3 ] 
f(z) = -11/6*z^3 + 17/54*z + 1
*
[ 3/4 ] 
f(z) = -11/9*z^3 + 17/48*z + 1
*
[ 5/6 ] 
f(z) = -9/10*z^3 + 17/40*z + 1
*
7/8 | 0.10847601171099982920206872245649743814 | 0.026082967358478762003016200847075616995
f(z) = -8/7*z^3 + 9/56*z + 1
*
[ 3/4 ] 
f(z) = -8/7*z^3 + 13/42*z + 1
*
[ 2/3 ] 
f(z) = -7/6*z^3 + 1/54*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.027778210931326883700067513951334755974
f(z) = -7/6*z^3 + 13/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.027778210931326883700067513951334755974
f(z) = -7/6*z^3 + 19/42*z + 1
*
8/7 | 0.10186420333835904199300757588928943000 | 0.025305665483294852533338130625057003262
f(z) = -7/8*z^3 + 15/56*z + 1
*
[ 3/4 ] 
f(z) = -7/9*z^3 + 5/48*z + 1
*
[ 6/7 ] 
f(z) = -7/9*z^3 + 17/42*z + 1
*
[ 6/7 ] 
f(z) = -7/12*z^3 + 11/42*z + 1
*
[ 6/7 ] 
f(z) = -7/18*z^3 + 5/42*z + 1
*
7/6 | 0.10810715300838274000581190517180010799 | 0.028923678133444561266256126757528691947
f(z) = -6/7*z^3 + 13/42*z + 1
*
[ 2/3 ] 
f(z) = -5/3*z^3 + 13/54*z + 1
*
7/5 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = -5/9*z^3 + 4/45*z + 1
*
-8/5 | 0.11262327312267152963342179165569398317 | 0.025701184066639786260448950249124367793
f(z) = -5/16*z^3 + 17/40*z + 1
*
[ 2/3 ] 
f(z) = -4/3*z^3 + 5/54*z + 1
*
[ 5/6 ] 
f(z) = -4/5*z^3 + 16/45*z + 1
*
5/4 | 0.065284161377247405449881409965761333559 | 0.017697558889987791674919445943971555407
f(z) = -2/5*z^3 + 1/40*z + 1
*
-5/4 | 0.091790265301757103490910608092326530618 | 0.024882966885618927638713537534075811550
f(z) = -2/5*z^3 + 17/40*z + 1
*
[ 3/4 ] 
f(z) = -z^3 + 11/48*z + 1
*
-5/2 | 0.059755209884085915368659894135097524044 | 0.016198742904825832373547273458070470653
f(z) = -1/10*z^3 + 1/40*z + 1
*
-7/2 | 0.065986177228923191859485698028004784971 | 0.016392648965504961515500152838642500323
f(z) = -1/14*z^3 + 9/56*z + 1
*
0 | 0.081149674999270549208656897555677047303 | 0.019512372281866452759151211998695310588
f(z) = -16/15*z^3 + 19/60*z + 1
*
[ 2/3 ] 
f(z) = -15/11*z^3 + 7/66*z + 1
*
[ 2/3 ] 
f(z) = -15/13*z^3 + 1/78*z + 1
*
4/5 | 0.15734430743396747693757577870516308023 | 0.028709117611057992403835680923722190200
f(z) = -15/16*z^3 + 1/60*z + 1
*
0 | 0.13523234874179171920697009653505382954 | 0.029494723653089647007529381527420752417
f(z) = -14/9*z^3 + 17/63*z + 1
*
0 | 0.11883716435261362724768852471577672724 | 0.029024710193935851566126564510303200966
f(z) = -14/15*z^3 + 11/60*z + 1
*
[ 7/10 ] 
f(z) = -10/7*z^3 + 19/70*z + 1
*
[ 3/4 ] 
f(z) = -8/11*z^3 + 5/66*z + 1
*
[ 3/4 ] 
f(z) = -8/13*z^3 + 1/78*z + 1
*
8/7 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = -7/9*z^3 + 1/63*z + 1
*
[ 4/5 ] 
f(z) = -5/6*z^3 + 17/60*z + 1
*
0 | 0.089484682024072601871993969398322259217 | 0.021855679380219793166057428938043685642
f(z) = -5/12*z^3 + 13/60*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.026225219445246566961219970183886935039
f(z) = -5/14*z^3 + 11/70*z + 1
*
-6/5 | 0.087608495009572472282979493253372984066 | 0.015985087913098724535037262173932331749
f(z) = -5/16*z^3 + 17/60*z + 1
*
[ 3/4 ] 
f(z) = -4/5*z^3 + 7/60*z + 1
*
-5/4 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738
f(z) = -4/15*z^3 + 13/60*z + 1
*
[ 5/6 ] 
f(z) = -3/5*z^3 + 13/60*z + 1
*
-5/2 | 0.046920184601248558620151607607125118016 | 0.011459754763723117067532108691923101533
f(z) = -1/15*z^3 + 1/60*z + 1
*
-4 | 0.10652899617288190582758713846735428985 | 0.026018571362021866715029944802755532288
f(z) = -1/15*z^3 + 19/60*z + 1
*
[ 3/4 ] 
f(z) = -17/18*z^3 + 19/96*z + 1
*
[ 2/3 ] 
f(z) = -13/10*z^3 + 7/90*z + 1
*
[ 3/4 ] 
f(z) = -13/18*z^3 + 7/96*z + 1
*
[ 3/4 ] 
f(z) = -11/18*z^3 + 1/96*z + 1
*
0 | 0.11654009884663360909873953185545467577 | 0.025306360924776249569279495765915398854
f(z) = -10/9*z^3 + 19/90*z + 1
*
10/9 | 0.098455945946747029816513272811462483104 | 0.021880024525464167477741258872883179260
f(z) = -9/10*z^3 + 19/90*z + 1
*
[ 2/3 ] 
f(z) = -8/5*z^3 + 19/90*z + 1
*
[ 2/3 ] 
f(z) = -7/5*z^3 + 11/90*z + 1
*
0 | 0.11000879136382840614961775461338632628 | 0.024828106500035555271709704370603242736
f(z) = -7/12*z^3 + 13/84*z + 1
*
[ 6/7 ] 
f(z) = -7/16*z^3 + 13/84*z + 1
*
[ 3/4 ] 
f(z) = -5/6*z^3 + 13/96*z + 1
*
0 | 0.11653944670727988973449268485633204676 | 0.025898750223968125581079891663912314579
f(z) = -5/18*z^3 + 7/90*z + 1
*
4/3 | 0.063357060257005192303120321899903077001 | 0.014299183002453376676257625512904928777
f(z) = -3/7*z^3 + 1/84*z + 1
*
[ 5/6 ] 
f(z) = -2/5*z^3 + 7/90*z + 1
*
-4/3 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -2/5*z^3 + 19/90*z + 1
*
-5/4 | 0.064033896183838664192223055378666515204 | 0.014612849606425129167663296369928212861
f(z) = -1/5*z^3 + 9/80*z + 1
*
[ 5/7 ] 
f(z) = -14/15*z^3 + 8/105*z + 1
*
[ 4/5 ] 
f(z) = -11/16*z^3 + 19/100*z + 1
*
[ 4/5 ] 
f(z) = -9/16*z^3 + 11/100*z + 1
*
11/7 | 0.12544859048810397090569686561336560460 | 0.026955234047891682525753981171909213316
f(z) = -7/15*z^3 + 16/105*z + 1
*
0 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = -7/15*z^3 + 19/105*z + 1
*
[ 4/5 ] 
f(z) = -7/16*z^3 + 3/100*z + 1
*
[ 4/5 ] 
f(z) = -1/2*z^3 + 7/100*z + 1
*
-7/4 | 0.070264863528675940683048859271573776132 | 0.014891359613569266810702017283498502080
f(z) = -1/7*z^3 + 1/112*z + 1
*
[ 2/3 ] 
f(z) = -19/14*z^3 + 13/126*z + 1
*
[ 2/3 ] 
f(z) = -17/14*z^3 + 5/126*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.029714424577392911579099906459333081537
f(z) = -13/10*z^3 + 19/130*z + 1
*
[ 2/3 ] 
f(z) = -10/7*z^3 + 17/126*z + 1
*
[ 7/9 ] 
f(z) = -9/14*z^3 + 13/126*z + 1
*
[ 2/3 ] 
f(z) = -8/7*z^3 + 1/126*z + 1
*
0 | 0.11965785169704528862072534874779796775 | 0.024993850251010824229447921864219209263
f(z) = -8/15*z^3 + 19/120*z + 1
*
5/12 | 0.051198870901001307443714768850694109177 | 0.010301970680743547573586977665361700881
f(z) = -6/5*z^3 + 1/120*z + 1
*
-5/4 | 0.099397852339960657788315203061405971248 | 0.020761989300518322904134050067324278951
f(z) = -2/15*z^3 + 1/120*z + 1
*
[ 6/7 ] 
f(z) = -3/8*z^3 + 16/147*z + 1
*
6/5 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -2/3*z^3 + 19/150*z + 1
*
-9/4 | 0.061355719747851859511844678514540218291 | 0.012345679012345679012345679012345679012
f(z) = -1/9*z^3 + 1/144*z + 1
*
[ 2/3 ] 
f(z) = -11/9*z^3 + 7/162*z + 1
*
13/11 | 0.13381868537223466051600410328969800404 | 0.026208404703156116022978565576022784268
f(z) = -11/15*z^3 + 4/165*z + 1
*
13/14 | 0.12588897503342361565798260708642246455 | 0.023851125479675851866104579256853541923
f(z) = -7/6*z^3 + 1/168*z + 1
*
-11/4 | 0.078634958412806630293356096947906175580 | 0.015208432805955605996315369021888439998
f(z) = -1/11*z^3 + 9/176*z + 1
*
[ 2/3 ] 
f(z) = -14/11*z^3 + 13/198*z + 1
*
[ 2/3 ] 
f(z) = -13/11*z^3 + 5/198*z + 1
*
14/13 | 0.13691331314908455379358426092947311418 | 0.025964977168778075014091921897781230893
f(z) = -13/15*z^3 + 1/195*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -13/15*z^3 + 19/195*z + 1
*
[ 4/5 ] 
f(z) = -5/9*z^3 + 19/180*z + 1
*
[ 3/4 ] 
f(z) = -3/4*z^3 + 17/192*z + 1
*
-5/2 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -1/9*z^3 + 17/180*z + 1
*
[ 12/17 ] 
f(z) = -17/18*z^3 + 11/204*z + 1
*
[ 3/4 ] 
f(z) = -12/17*z^3 + 13/204*z + 1
*
[ 8/9 ] 
f(z) = -3/16*z^3 + 5/216*z + 1
*
[ 2/3 ] 
f(z) = -17/13*z^3 + 19/234*z + 1
*
[ 2/3 ] 
f(z) = -16/13*z^3 + 11/234*z + 1
*
[ 3/4 ] 
f(z) = -12/19*z^3 + 5/228*z + 1
*
[ 4/5 ] 
f(z) = -5/11*z^3 + 9/220*z + 1
*
[ 7/8 ] 
f(z) = -2/7*z^3 + 17/224*z + 1
*
16/17 | 0.14188025343186824918529541894367054130 | 0.025038752152131097718109328536935007837
f(z) = -17/15*z^3 + 1/255*z + 1
*
[ 3/4 ] 
f(z) = -11/15*z^3 + 19/240*z + 1
*
[ 5/7 ] 
f(z) = -4/5*z^3 + 2/245*z + 1
*
2 | 0.078120220276505651920570893696468307042 | 0.014253852765923393459595867722498526248
f(z) = -4/15*z^3 + 1/240*z + 1
*
[ 3/4 ] 
f(z) = -3/5*z^3 + 1/240*z + 1
*
9/4 | 0.11262327312267152963342179165569398317 | 0.020549296295183766661731405633557424064
f(z) = -1/15*z^3 + 1/240*z + 1
*
[ 2/3 ] 
f(z) = -19/15*z^3 + 17/270*z + 1
*
[ 2/3 ] 
f(z) = -17/15*z^3 + 1/270*z + 1
*
[ 5/7 ] 
f(z) = -7/8*z^3 + 13/280*z + 1
*
8/7 | 0.13582258735406723325727587724800885653 | 0.024104287279453119287145466789157794742
f(z) = -7/10*z^3 + 11/280*z + 1
*
17/10 | 0.12281843989976508162715029228252932917 | 0.021796455333609381636226289041393632219
f(z) = -5/14*z^3 + 9/280*z + 1
*
[ 6/7 ] 
f(z) = -5/18*z^3 + 11/294*z + 1
*
[ 6/7 ] 
f(z) = -1/4*z^3 + 5/294*z + 1
*
-1 | 0.077284129790454413619384429075940999068 | 0.025384647796599758034647694759744185959
f(z) = -20*z^3 + 21*z + 1
*
[ -1 ] 
f(z) = -20*z^3 + 22*z + 1
*
[ -1/4 ] 
f(z) = -20*z^3 + 25/4*z + 1
*
-3/10 | 0.051443804810643579476251353251082714511 | 0.011170880278685233670581292252390784926
f(z) = -20*z^3 + 29/5*z + 1
*
[ -1/5 ] 
f(z) = -20*z^3 + 34/5*z + 1
*
-1 | 0.056287438130115772655686260486207314659 | 0.017951695730823078593348669979834497978
f(z) = -20/3*z^3 + 23/3*z + 1
*
[ -1 ] 
f(z) = -20/3*z^3 + 26/3*z + 1
*
[ 3/5 ] 
f(z) = -20/3*z^3 + 26/15*z + 1
*
3/4 | 0.080312979601003877254096186597669611578 | 0.018327816395616434948404141728249536107
f(z) = -20/3*z^3 + 29/12*z + 1
*
-2/5 | 0.11141694373236614372025493406878435091 | 0.024193881926745857673261119124402274851
f(z) = -20/3*z^3 + 31/15*z + 1
*
0 | 0.10326704482486717131735579640187430649 | 0.027994150014769667060846147800309952648
f(z) = -20/3*z^3 + 37/6*z + 1
*
[ -1/2 ] 
f(z) = -20/7*z^3 + 26/7*z + 1
*
-1 | 0.075194692677259526672705853390876143629 | 0.022815052969663808177042427964223000311
f(z) = -20/7*z^3 + 27/7*z + 1
*
[ -1 ] 
f(z) = -20/7*z^3 + 34/7*z + 1
*
[ -3/2 ] 
f(z) = -20/9*z^3 + 20/3*z + 1
*
-1/2 | 0.082052172334379371351296413680742905723 | 0.026168816359964045961940046271314385874
f(z) = -20/9*z^3 + 23/9*z + 1
*
-1 | 0.060832513007860987948336404275291392578 | 0.018065687150542203457559043707343201111
f(z) = -20/9*z^3 + 29/9*z + 1
*
-3/4 | 0.12792485672835037823689968356633965430 | 0.028223287083182178681982811059935475427
f(z) = -20/9*z^3 + 31/12*z + 1
*
[ -1/2 ] 
f(z) = -20/9*z^3 + 32/9*z + 1
*
[ -1 ] 
f(z) = -20/9*z^3 + 38/9*z + 1
*
-1 | 0.073528273741391184133345465323584280376 | 0.021411924204422070259831489299675001586
f(z) = -20/11*z^3 + 31/11*z + 1
*
[ -1/2 ] 
f(z) = -20/11*z^3 + 38/11*z + 1
*
-1 | 0.072577420917785896158473293080506446970 | 0.020757118250688407634614422468803741671
f(z) = -20/13*z^3 + 33/13*z + 1
*
-1 | 0.070332896695249646912333598566199277111 | 0.019477844248125223934499903963992664784
f(z) = -20/17*z^3 + 37/17*z + 1
*
-1 | 0.068964309722017692858001166143552121187 | 0.018824389046346397433935058668931216388
f(z) = -20/19*z^3 + 39/19*z + 1
*
-1 | 0.076317545981825837094333054099629909618 | 0.025475422705676703961400013118388361926
f(z) = -19*z^3 + 20*z + 1
*
[ -1 ] 
f(z) = -19*z^3 + 21*z + 1
*
[ -1/2 ] 
f(z) = -19*z^3 + 31/4*z + 1
*
-1 | 0.063142022224237252221595947087232907560 | 0.020739548982090088485986549028893063797
f(z) = -19/2*z^3 + 21/2*z + 1
*
[ -1 ] 
f(z) = -19/2*z^3 + 23/2*z + 1
*
-1 | 0.055284335012175471407679419116061750669 | 0.017885336693486969629009562273241014082
f(z) = -19/3*z^3 + 22/3*z + 1
*
[ -1 ] 
f(z) = -19/3*z^3 + 25/3*z + 1
*
0 | 0.077017732749233070857793367852595165384 | 0.021172758353310382851181214094445309044
f(z) = -19/3*z^3 + 29/6*z + 1
*
-1 | 0.066708990616682584969829345849809714072 | 0.021275430928171725203179225435511059052
f(z) = -19/4*z^3 + 23/4*z + 1
*
[ -1 ] 
f(z) = -19/4*z^3 + 27/4*z + 1
*
[ 2/3 ] 
f(z) = -19/4*z^3 + 29/18*z + 1
*
-2 | 0.068440905872684455030883552458817331171 | 0.015901456969307471037504604351707555288
f(z) = -19/4*z^3 + 37/2*z + 1
*
[ 2 ] 
f(z) = -19/4*z^3 + 39/2*z + 1
*
-1 | 0.074892283187947146433998834473273455425 | 0.023565454578768934740896827507921633652
f(z) = -19/5*z^3 + 24/5*z + 1
*
[ -1 ] 
f(z) = -19/5*z^3 + 29/5*z + 1
*
-1 | 0.041323908907359103269006934824846821941 | 0.012837994118350664016547100645899230458
f(z) = -19/6*z^3 + 25/6*z + 1
*
[ -1 ] 
f(z) = -19/6*z^3 + 31/6*z + 1
*
-1 | 0.074102190959143989429725497804292117547 | 0.022744013289472210691767539562985521361
f(z) = -19/7*z^3 + 26/7*z + 1
*
[ -1 ] 
f(z) = -19/7*z^3 + 33/7*z + 1
*
-1 | 0.065126145460780602953316921900099128113 | 0.019760124092469284221606033468285883303
f(z) = -19/8*z^3 + 27/8*z + 1
*
[ -2/3 ] 
f(z) = -19/8*z^3 + 32/9*z + 1
*
[ -1 ] 
f(z) = -19/8*z^3 + 35/8*z + 1
*
-1 | 0.059683876936668262064911992253205827675 | 0.017911228663912391295698479150360964842
f(z) = -19/9*z^3 + 28/9*z + 1
*
[ -1 ] 
f(z) = -19/9*z^3 + 37/9*z + 1
*
-1 | 0.059955320853598325321673007402811125192 | 0.017805183708447486704044745535489088387
f(z) = -19/10*z^3 + 29/10*z + 1
*
[ -1 ] 
f(z) = -19/10*z^3 + 39/10*z + 1
*
-1 | 0.072312532072348959129246767118166735491 | 0.021260904310413773382227543483248020646
f(z) = -19/11*z^3 + 30/11*z + 1
*
-1 | 0.042908818173114156418957745947854546320 | 0.012495334320719295225897683716564536302
f(z) = -19/12*z^3 + 31/12*z + 1
*
-2 | 0.048369294547508236378095037310809349611 | 0.011385041477456427439642744679140924427
f(z) = -19/12*z^3 + 35/6*z + 1
*
-1 | 0.071279566643536499271797539571916937021 | 0.020566935462668896399392591686449286815
f(z) = -19/13*z^3 + 32/13*z + 1
*
-1 | 0.057882681683104952712996186617249652418 | 0.016554427715531154652748712090260242175
f(z) = -19/14*z^3 + 33/14*z + 1
*
-1 | 0.049777320087923835858741881502194274646 | 0.014115777368889987851650511032645280294
f(z) = -19/15*z^3 + 34/15*z + 1
*
[ 2 ] 
f(z) = -19/16*z^3 + 21/4*z + 1
*
[ -2 ] 
f(z) = -19/16*z^3 + 25/4*z + 1
*
-1 | 0.060925335181248763885523240931740590349 | 0.017136250551999625570978157435266264407
f(z) = -19/16*z^3 + 35/16*z + 1
*
-1 | 0.068796453415416684232371933705844756030 | 0.019198015860090949849259578308327033622
f(z) = -19/17*z^3 + 36/17*z + 1
*
-1 | 0.041654110982198692654828678635477868891 | 0.011535601747228856979003109124549472944
f(z) = -19/18*z^3 + 37/18*z + 1
*
[ -1 ] 
f(z) = -18*z^3 + 20*z + 1
*
-5/12 | 0.11232893887884136885769913092913573714 | 0.022602245216822271131564608166511399337
f(z) = -18*z^3 + 33/8*z + 1
*
0 | 0.10177013566197583899208493313948331547 | 0.028399497089255383845429747039586326994
f(z) = -18/5*z^3 + 21/10*z + 1
*
[ -1/3 ] 
f(z) = -18/5*z^3 + 22/5*z + 1
*
[ 5/6 ] 
f(z) = -18/5*z^3 + 23/10*z + 1
*
[ -1 ] 
f(z) = -18/5*z^3 + 28/5*z + 1
*
-1/2 | 0.10287904034935827812614506576799733393 | 0.028708942834185697880465308995136870820
f(z) = -18/5*z^3 + 29/10*z + 1
*
0 | 0.071385631835340271500439060618536389733 | 0.017895692487620992268275034149652297042
f(z) = -18/5*z^3 + 29/15*z + 1
*
-2/3 | 0.045819720122894484313297834652048899428 | 0.012786236353095716227943733124965686884
f(z) = -18/5*z^3 + 31/10*z + 1
*
-5/6 | 0.094297914999093496748305704317378995664 | 0.026114665932696448015502795565505736083
f(z) = -18/5*z^3 + 37/10*z + 1
*
[ -1/2 ] 
f(z) = -18/5*z^3 + 39/10*z + 1
*
-1 | 0.072940141294134213501781450339104682677 | 0.022660128958879860338060349613273237429
f(z) = -18/7*z^3 + 25/7*z + 1
*
[ -1/3 ] 
f(z) = -18/7*z^3 + 30/7*z + 1
*
[ -1 ] 
f(z) = -18/7*z^3 + 32/7*z + 1
*
-1 | 0.071007174973375678172057444208377406265 | 0.021087299292518918484529546666953972648
f(z) = -18/11*z^3 + 29/11*z + 1
*
-1 | 0.069876179910225847244032407324408508428 | 0.020348410098604983757553658895743567370
f(z) = -18/13*z^3 + 31/13*z + 1
*
-1 | 0.067095006265674245270531009366176560452 | 0.018871571813862485253668226576085430984
f(z) = -18/17*z^3 + 35/17*z + 1
*
-1 | 0.065288661521917103741193129264795799388 | 0.018080904385363646882000780715017441106
f(z) = -18/19*z^3 + 37/19*z + 1
*
[ -1/2 ] 
f(z) = -17*z^3 + 29/4*z + 1
*
[ -1 ] 
f(z) = -17/2*z^3 + 21/2*z + 1
*
-1 | 0.053097301080050557163913841591836603415 | 0.017724314535310093962638639810727253043
f(z) = -17/3*z^3 + 20/3*z + 1
*
[ -1 ] 
f(z) = -17/3*z^3 + 23/3*z + 1
*
0 | 0.077101742529577344405566274167111776627 | 0.021864395881067703290584836230283545091
f(z) = -17/3*z^3 + 25/6*z + 1
*
-1 | 0.064474835898535812634232987438212367789 | 0.021177323280543013442328159423941729172
f(z) = -17/4*z^3 + 21/4*z + 1
*
[ -1 ] 
f(z) = -17/4*z^3 + 25/4*z + 1
*
[ 2/3 ] 
f(z) = -17/4*z^3 + 25/18*z + 1
*
-2 | 0.066412470499329772472364533735031900601 | 0.015851537796932596731137305684021405255
f(z) = -17/4*z^3 + 33/2*z + 1
*
[ 2 ] 
f(z) = -17/4*z^3 + 35/2*z + 1
*
[ -2 ] 
f(z) = -17/4*z^3 + 37/2*z + 1
*
-1 | 0.072606242292811065582774372986616625467 | 0.023489241376781083637635400325927203390
f(z) = -17/5*z^3 + 22/5*z + 1
*
[ -1 ] 
f(z) = -17/5*z^3 + 27/5*z + 1
*
-1 | 0.038982743931955612230305772950590166400 | 0.012432727106914387237366194723412953685
f(z) = -17/6*z^3 + 23/6*z + 1
*
[ -1 ] 
f(z) = -17/6*z^3 + 29/6*z + 1
*
-1 | 0.071698915379766816007156227772693655214 | 0.022560635913431630440516551848580099593
f(z) = -17/7*z^3 + 24/7*z + 1
*
[ -1 ] 
f(z) = -17/7*z^3 + 31/7*z + 1
*
-1 | 0.062656089668472636493600650328538274719 | 0.019465208686960807633881985908613132016
f(z) = -17/8*z^3 + 25/8*z + 1
*
[ -2/3 ] 
f(z) = -17/8*z^3 + 31/9*z + 1
*
[ -1 ] 
f(z) = -17/8*z^3 + 33/8*z + 1
*
-1 | 0.057140380102877524288525515151645222258 | 0.017537964095310908478171741371360113058
f(z) = -17/9*z^3 + 26/9*z + 1
*
[ -1 ] 
f(z) = -17/9*z^3 + 35/9*z + 1
*
-1 | 0.057329887893495543177754533610029702712 | 0.017394637606259557053308064958393382189
f(z) = -17/10*z^3 + 27/10*z + 1
*
[ -1 ] 
f(z) = -17/10*z^3 + 37/10*z + 1
*
-1 | 0.069597147350961926706298862850835741082 | 0.020886217259006884750378459753585246145
f(z) = -17/11*z^3 + 28/11*z + 1
*
[ -1 ] 
f(z) = -17/11*z^3 + 39/11*z + 1
*
-1 | 0.040090604441100239780171399552819774094 | 0.011905875356743241156392861397911599451
f(z) = -17/12*z^3 + 29/12*z + 1
*
-2 | 0.046300182496433586128850755374205573259 | 0.011218481923972467722364558468195252100
f(z) = -17/12*z^3 + 31/6*z + 1
*
[ 2 ] 
f(z) = -17/12*z^3 + 37/6*z + 1
*
-1 | 0.068346987374786486157856476177038852994 | 0.020094978240100111466410118497502408822
f(z) = -17/13*z^3 + 30/13*z + 1
*
-1 | 0.054817923440903172151344302628107024509 | 0.015963345282505780448174782457932741838
f(z) = -17/14*z^3 + 31/14*z + 1
*
-1 | 0.046559302203192912726992433590276129527 | 0.013434174879159400657047135605483304364
f(z) = -17/15*z^3 + 32/15*z + 1
*
[ -2 ] 
f(z) = -17/16*z^3 + 23/4*z + 1
*
-1 | 0.057526918576419250690535797334609223530 | 0.016452679585309325416808106134437505239
f(z) = -17/16*z^3 + 33/16*z + 1
*
-1 | 0.037771437749013595136604540917480703918 | 0.010623836849658625884790896547051616265
f(z) = -17/18*z^3 + 35/18*z + 1
*
-1 | 0.063011200840537042873078328582790624103 | 0.017583610390429303295432186276083274627
f(z) = -17/19*z^3 + 36/19*z + 1
*
-3/8 | 0.078244573791637976795207968680624650262 | 0.018813843097611110920553531568091975483
f(z) = -16*z^3 + 21/4*z + 1
*
-3/8 | 0.044244573217678912883697005202674535147 | 0.010638571061232335749112546533223029031
f(z) = -16*z^3 + 25/4*z + 1
*
[ 3/4 ] 
f(z) = -16*z^3 + 26/3*z + 1
*
-1/2 | 0.089728132793966417717842910529494574414 | 0.021575055368346953238778045305144695705
f(z) = -16*z^3 + 29/4*z + 1
*
7/12 | 0.10987708472551444525857380809147788626 | 0.022108895868359602842441907299466128609
f(z) = -16*z^3 + 31/9*z + 1
*
[ -3/4 ] 
f(z) = -16*z^3 + 34/3*z + 1
*
[ -1/8 ] 
f(z) = -16*z^3 + 37/4*z + 1
*
3/2 | 0.10251692818751917599317033949889031555 | 0.029071595905151523599695755683714758516
f(z) = -16/3*z^3 + 34/3*z + 1
*
[ 3/2 ] 
f(z) = -16/3*z^3 + 37/3*z + 1
*
[ 3/4 ] 
f(z) = -16/5*z^3 + 22/15*z + 1
*
-3/4 | 0.096448705311872159714763378776667959981 | 0.024914414167620965021661938555826339275
f(z) = -16/5*z^3 + 32/15*z + 1
*
[ -5/4 ] 
f(z) = -16/5*z^3 + 34/5*z + 1
*
-1 | 0.070366692285526842048310704595410601798 | 0.022441978023127969670653469671291628221
f(z) = -16/7*z^3 + 23/7*z + 1
*
[ -1/2 ] 
f(z) = -16/7*z^3 + 25/7*z + 1
*
[ -1 ] 
f(z) = -16/7*z^3 + 30/7*z + 1
*
[ -1/4 ] 
f(z) = -16/7*z^3 + 36/7*z + 1
*
0 | 0.10306358722314180094203747417722003844 | 0.029737865236610761421673144970670574400
f(z) = -16/9*z^3 + 23/18*z + 1
*
-1 | 0.055718944441995909756907142494512786918 | 0.017310063349299087403478514958531493248
f(z) = -16/9*z^3 + 25/9*z + 1
*
[ -1/2 ] 
f(z) = -16/9*z^3 + 31/9*z + 1
*
[ -1 ] 
f(z) = -16/9*z^3 + 34/9*z + 1
*
-1 | 0.068063018290338363207219223541948735215 | 0.020651209710161959996826719988333976836
f(z) = -16/11*z^3 + 27/11*z + 1
*
[ -1/2 ] 
f(z) = -16/11*z^3 + 37/11*z + 1
*
[ -1 ] 
f(z) = -16/11*z^3 + 38/11*z + 1
*
-1 | 0.066664739245898354315261388668613810968 | 0.019797707897308843688412701386725870835
f(z) = -16/13*z^3 + 29/13*z + 1
*
-5/4 | 0.090343916730471643334736164363137055314 | 0.029227653160284470492005729644554831788
f(z) = -16/15*z^3 + 22/15*z + 1
*
3/2 | 0.064347398471474399858763045597318424167 | 0.019749997497173648669363695727362225843
f(z) = -16/15*z^3 + 26/15*z + 1
*
[ 5/4 ] 
f(z) = -16/15*z^3 + 28/15*z + 1
*
-1 | 0.062980390103282419560428611244691947629 | 0.018012370628727493453401875245229292763
f(z) = -16/17*z^3 + 33/17*z + 1
*
-1 | 0.060187103994413515826871877721792184822 | 0.016928610913329203316914401417077883425
f(z) = -16/19*z^3 + 35/19*z + 1
*
[ -1/2 ] 
f(z) = -15*z^3 + 27/4*z + 1
*
-2/5 | 0.085787253150202143583973400640459908619 | 0.019869713799845685555787090390952986572
f(z) = -15*z^3 + 32/5*z + 1
*
[ -1/5 ] 
f(z) = -15*z^3 + 33/5*z + 1
*
[ 2/3 ] 
f(z) = -15*z^3 + 37/6*z + 1
*
-1/3 | 0.072813920175917458497578067277800882618 | 0.019128021034591587080636702274279803618
f(z) = -15/2*z^3 + 23/6*z + 1
*
-2/5 | 0.11912391581485184138585416290734242427 | 0.027591023456757456378721226984748528284
f(z) = -15/2*z^3 + 26/5*z + 1
*
0 | 0.12562176703438178911672216217410259749 | 0.029096030777833269284242589500775292818
f(z) = -15/2*z^3 + 29/5*z + 1
*
0 | 0.062251753050365813521485451726114818737 | 0.016353368132230146592682629922556594576
f(z) = -15/2*z^3 + 37/6*z + 1
*
-2/5 | 0.10452878377509887864302139805303650690 | 0.024210555078861083405508658168532005908
f(z) = -15/2*z^3 + 37/10*z + 1
*
[ -1/2 ] 
f(z) = -15/2*z^3 + 39/8*z + 1
*
[ -1 ] 
f(z) = -15/4*z^3 + 23/4*z + 1
*
[ -2/3 ] 
f(z) = -15/4*z^3 + 25/6*z + 1
*
-2 | 0.064131451158498488782745429406905204879 | 0.015794200532288281569984930537159894989
f(z) = -15/4*z^3 + 29/2*z + 1
*
[ 2 ] 
f(z) = -15/4*z^3 + 31/2*z + 1
*
-2/5 | 0.092050878327410759690366274109312196409 | 0.021320470585387427265161482142091049688
f(z) = -15/4*z^3 + 31/10*z + 1
*
[ -2 ] 
f(z) = -15/4*z^3 + 33/2*z + 1
*
0 | 0.10517201370102267345865661002392034050 | 0.027628405193171820248849318773704542114
f(z) = -15/4*z^3 + 37/12*z + 1
*
6/5 | 0.10154248173195752988366948796832004884 | 0.023307153581138844132671941156169271016
f(z) = -15/4*z^3 + 39/10*z + 1
*
-1 | 0.068928721556048591995420458656389790469 | 0.022299506589163731961128051778141553941
f(z) = -15/7*z^3 + 22/7*z + 1
*
[ -1 ] 
f(z) = -15/7*z^3 + 29/7*z + 1
*
-1 | 0.059793344777141809802644831493599422615 | 0.019069830992950207765511094590597027199
f(z) = -15/8*z^3 + 23/8*z + 1
*
2/15 | 0.099947401843557181056625188542385364952 | 0.018453757209315644730942783988971172083
f(z) = -15/8*z^3 + 23/15*z + 1
*
6/5 | 0.13920615059083630770982617423293948053 | 0.025702283978003375910561013705920014584
f(z) = -15/8*z^3 + 28/15*z + 1
*
[ -1 ] 
f(z) = -15/8*z^3 + 31/8*z + 1
*
2 | 0.093876128441774545577869127691259471274 | 0.016746243861550159539586168808930240201
f(z) = -15/8*z^3 + 34/5*z + 1
*
-4/3 | 0.10538725512519275737625691422141737519 | 0.024485516097698468423995821233700185778
f(z) = -15/8*z^3 + 37/12*z + 1
*
-2/5 | 0.081896615945549317644505115285990276757 | 0.014260242118511974850059153388836273014
f(z) = -15/8*z^3 + 39/5*z + 1
*
-1 | 0.066379005596553802533837820131768785375 | 0.020373553951493176081405506067516234357
f(z) = -15/11*z^3 + 26/11*z + 1
*
[ -1 ] 
f(z) = -15/11*z^3 + 37/11*z + 1
*
-1 | 0.064791345076902611072953216574471017543 | 0.019443988170310695620682477321248425460
f(z) = -15/13*z^3 + 28/13*z + 1
*
-1 | 0.051044007386351539930543251007824580113 | 0.015158753481590174635197026971153082574
f(z) = -15/14*z^3 + 29/14*z + 1
*
[ -2 ] 
f(z) = -15/16*z^3 + 21/4*z + 1
*
-1 | 0.053150607905820808349452361797915380801 | 0.015477811867324537073849269308773416167
f(z) = -15/16*z^3 + 31/16*z + 1
*
-1 | 0.060350048213143287404638890679333450371 | 0.017413343054902333608371718275229796706
f(z) = -15/17*z^3 + 32/17*z + 1
*
-1 | 0.054996533637436146056845883956236157437 | 0.015595834076954576088311847274159401001
f(z) = -15/19*z^3 + 34/19*z + 1
*
0 | 0.094358555971849162568361307738637999521 | 0.028317156310099311902082132188268136358
f(z) = -14*z^3 + 25/2*z + 1
*
-3/7 | 0.072093395463628420703214528948979731389 | 0.015723861902839966107838668749864205843
f(z) = -14*z^3 + 25/7*z + 1
*
[ -1 ] 
f(z) = -14/3*z^3 + 20/3*z + 1
*
0 | 0.11963769601821490062336236362867952273 | 0.029721054260569587739336478485893987458
f(z) = -14/3*z^3 + 35/12*z + 1
*
-1 | 0.10285353869723255497108987405769412648 | 0.028484042336457976678459568489111057686
f(z) = -14/3*z^3 + 37/6*z + 1
*
[ -1 ] 
f(z) = -14/5*z^3 + 24/5*z + 1
*
-1/2 | 0.095535685609246164374990603656329306827 | 0.028670414831238252899302190769897688287
f(z) = -14/5*z^3 + 27/10*z + 1
*
0 | 0.074265100991887125827749982127311595085 | 0.021239794190732248106983278985613254349
f(z) = -14/5*z^3 + 33/10*z + 1
*
[ -1/2 ] 
f(z) = -14/5*z^3 + 37/10*z + 1
*
[ 3/2 ] 
f(z) = -14/9*z^3 + 23/6*z + 1
*
-1 | 0.052480305535501236941723470029239322964 | 0.016737490781799960219965885430036271797
f(z) = -14/9*z^3 + 23/9*z + 1
*
[ -3/2 ] 
f(z) = -14/9*z^3 + 31/6*z + 1
*
[ -1 ] 
f(z) = -14/9*z^3 + 32/9*z + 1
*
0 | 0.081527499731656575654394712950985751754 | 0.022578054030576157096986353534295980762
f(z) = -14/9*z^3 + 37/18*z + 1
*
-1 | 0.064509686838122405931127982270012772734 | 0.020041061025012918216387340528802661611
f(z) = -14/11*z^3 + 25/11*z + 1
*
[ -1 ] 
f(z) = -14/11*z^3 + 36/11*z + 1
*
-1 | 0.062670691940396195366646048544571698279 | 0.019015107387998334731933201379393973882
f(z) = -14/13*z^3 + 27/13*z + 1
*
-1 | 0.039997469364455754450120884976122078290 | 0.011878216641457492282620278359287937596
f(z) = -14/15*z^3 + 29/15*z + 1
*
-1 | 0.056877404970216709639719794775944187352 | 0.016563080053393580883824305715992006303
f(z) = -14/17*z^3 + 31/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.015594603130065107804350888256820263759
f(z) = -14/19*z^3 + 33/19*z + 1
*
[ -1/2 ] 
f(z) = -13*z^3 + 25/4*z + 1
*
[ -1/2 ] 
f(z) = -13/2*z^3 + 37/8*z + 1
*
-1/2 | 0.11419218470027977486856077470689415371 | 0.028900314137361531811296835854696160005
f(z) = -13/3*z^3 + 25/12*z + 1
*
-1/2 | 0.056373506487781296258608505595634265261 | 0.014267281520164104567871592873521002247
f(z) = -13/3*z^3 + 37/12*z + 1
*
[ -1 ] 
f(z) = -13/4*z^3 + 21/4*z + 1
*
-2 | 0.061524890350650604447285996294841254690 | 0.015727128972728803307286122723688462473
f(z) = -13/4*z^3 + 25/2*z + 1
*
[ 2 ] 
f(z) = -13/4*z^3 + 27/2*z + 1
*
[ -2 ] 
f(z) = -13/4*z^3 + 29/2*z + 1
*
[ -1 ] 
f(z) = -13/5*z^3 + 23/5*z + 1
*
[ -1 ] 
f(z) = -13/6*z^3 + 25/6*z + 1
*
-1 | 0.065654822848058594387948858779519959223 | 0.021916118281881346961316241124074416207
f(z) = -13/7*z^3 + 20/7*z + 1
*
[ -1 ] 
f(z) = -13/7*z^3 + 27/7*z + 1
*
-1 | 0.056382331891032538136787487734878320993 | 0.018519269620884476541187253065232768614
f(z) = -13/8*z^3 + 21/8*z + 1
*
[ -1 ] 
f(z) = -13/8*z^3 + 29/8*z + 1
*
[ -2/3 ] 
f(z) = -13/8*z^3 + 29/9*z + 1
*
-1 | 0.050604617911192987234778724853759192063 | 0.016371375894955029175831739921753261351
f(z) = -13/9*z^3 + 22/9*z + 1
*
[ -1 ] 
f(z) = -13/9*z^3 + 31/9*z + 1
*
-1 | 0.050491520589868214541284756370559637249 | 0.016103209609942119542775397889035163139
f(z) = -13/10*z^3 + 23/10*z + 1
*
[ -1 ] 
f(z) = -13/10*z^3 + 33/10*z + 1
*
-1 | 0.062404136818838039216749482406908558739 | 0.019635959662774432321218134341131984155
f(z) = -13/11*z^3 + 24/11*z + 1
*
[ -1 ] 
f(z) = -13/11*z^3 + 35/11*z + 1
*
-2 | 0.041191218057611541932182431388076182343 | 0.010758703621442407290432814791224938009
f(z) = -13/12*z^3 + 23/6*z + 1
*
-1 | 0.032474403323827261421955871997026818804 | 0.010088740632036325874347282966004398974
f(z) = -13/12*z^3 + 25/12*z + 1
*
[ 2 ] 
f(z) = -13/12*z^3 + 29/6*z + 1
*
[ -2 ] 
f(z) = -13/12*z^3 + 35/6*z + 1
*
[ -1 ] 
f(z) = -13/12*z^3 + 37/12*z + 1
*
-1 | 0.046028440506028213762777145400312007764 | 0.013965630696348839102839886554724239723
f(z) = -13/14*z^3 + 27/14*z + 1
*
-1 | 0.036877456730394903790464114992792394093 | 0.011066984819745029582191639740881899267
f(z) = -13/15*z^3 + 28/15*z + 1
*
-1 | 0.046322762008013344558662930106268002274 | 0.013756665391706738412941870286786964633
f(z) = -13/16*z^3 + 29/16*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.015426012633579761983945843931047717131
f(z) = -13/17*z^3 + 30/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.015733064864605872199235257121877164529
f(z) = -13/19*z^3 + 32/19*z + 1
*
[ -1/6 ] 
f(z) = -12*z^3 + 22/3*z + 1
*
[ -1/4 ] 
f(z) = -12*z^3 + 23/4*z + 1
*
2/3 | 0.12744322960313868112262165349072687549 | 0.029799667791803187567766829519806379449
f(z) = -12*z^3 + 23/6*z + 1
*
[ 2/3 ] 
f(z) = -12*z^3 + 29/6*z + 1
*
0 | 0.075369295376644281576716221844467655866 | 0.021032202332692481430546154896528800212
f(z) = -12*z^3 + 31/3*z + 1
*
-1/4 | 0.082328463435263310416830805096332116214 | 0.021266904819276041788937982829105601402
f(z) = -12*z^3 + 31/4*z + 1
*
0 | 0.099676182988347569086398496675537207305 | 0.027815168469931717310874038944494565262
f(z) = -12*z^3 + 34/3*z + 1
*
-1/3 | 0.079621184263329699575916503171943101593 | 0.018617582492422478608306595325742883693
f(z) = -12*z^3 + 35/6*z + 1
*
-5/12 | 0.056804666606480760648766243792777932429 | 0.011429939754744317661382582623058117335
f(z) = -12*z^3 + 37/12*z + 1
*
[ -1 ] 
f(z) = -12/5*z^3 + 22/5*z + 1
*
[ 5/6 ] 
f(z) = -12/5*z^3 + 22/15*z + 1
*
-5/6 | 0.092467731393086572019865266456911311992 | 0.025803611751783990885059296357145556029
f(z) = -12/5*z^3 + 28/15*z + 1
*
0 | 0.087424939989680597099779463137269365753 | 0.025962951995825021195930090142480989878
f(z) = -12/5*z^3 + 29/10*z + 1
*
-1/3 | 0.087615514229522875858763780322438103636 | 0.024449574771124365764458754482089929726
f(z) = -12/5*z^3 + 34/15*z + 1
*
[ -1/2 ] 
f(z) = -12/7*z^3 + 24/7*z + 1
*
[ -1 ] 
f(z) = -12/7*z^3 + 26/7*z + 1
*
-1 | 0.059984461313055526374634912883700916580 | 0.019130783596511966363505129418497626240
f(z) = -12/11*z^3 + 23/11*z + 1
*
[ -1 ] 
f(z) = -12/11*z^3 + 34/11*z + 1
*
[ -1/2 ] 
f(z) = -12/11*z^3 + 36/11*z + 1
*
-1 | 0.057258810272985867068946629684486186154 | 0.017788449566963451097011169186204186494
f(z) = -12/13*z^3 + 25/13*z + 1
*
[ -1 ] 
f(z) = -12/13*z^3 + 38/13*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.015581319975390926318271592399247564036
f(z) = -12/17*z^3 + 29/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.015878523860288118813401300987136721782
f(z) = -12/19*z^3 + 31/19*z + 1
*
[ -1/2 ] 
f(z) = -11*z^3 + 23/4*z + 1
*
-4/11 | 0.13700911303832463953488219399901209220 | 0.028568619028643706275444220967648065681
f(z) = -11*z^3 + 27/11*z + 1
*
[ -1/2 ] 
f(z) = -11/2*z^3 + 35/8*z + 1
*
[ 2/3 ] 
f(z) = -11/2*z^3 + 35/18*z + 1
*
-1/2 | 0.10323968551444672398825989281413691823 | 0.027281847767113435969731578726149982416
f(z) = -11/3*z^3 + 23/12*z + 1
*
-1/2 | 0.063973844214666229805731670325862942103 | 0.016905559816891584087498085764512981023
f(z) = -11/3*z^3 + 35/12*z + 1
*
-2 | 0.058482134245132640489574335784920394716 | 0.015646683687359246485400625609895786535
f(z) = -11/4*z^3 + 21/2*z + 1
*
[ 2 ] 
f(z) = -11/4*z^3 + 23/2*z + 1
*
[ -2 ] 
f(z) = -11/4*z^3 + 25/2*z + 1
*
[ -1 ] 
f(z) = -11/5*z^3 + 21/5*z + 1
*
[ -1 ] 
f(z) = -11/6*z^3 + 23/6*z + 1
*
[ -1 ] 
f(z) = -11/7*z^3 + 25/7*z + 1
*
[ -1 ] 
f(z) = -11/8*z^3 + 27/8*z + 1
*
[ -2/3 ] 
f(z) = -11/8*z^3 + 28/9*z + 1
*
-1 | 0.046094025889247454468116567510054439675 | 0.015386563844893837974195144937782878005
f(z) = -11/9*z^3 + 20/9*z + 1
*
[ -1 ] 
f(z) = -11/9*z^3 + 29/9*z + 1
*
[ 3 ] 
f(z) = -11/9*z^3 + 35/3*z + 1
*
[ -3 ] 
f(z) = -11/9*z^3 + 37/3*z + 1
*
[ 3/2 ] 
f(z) = -11/9*z^3 + 37/12*z + 1
*
-1 | 0.045642613915021444518745634505714097381 | 0.014991715399920402308222850011125278642
f(z) = -11/10*z^3 + 21/10*z + 1
*
[ -1 ] 
f(z) = -11/10*z^3 + 31/10*z + 1
*
-2 | 0.045621650272967571931661852519644110167 | 0.012452813594979181943698018516180278022
f(z) = -11/10*z^3 + 39/10*z + 1
*
[ 2 ] 
f(z) = -11/12*z^3 + 25/6*z + 1
*
[ -2 ] 
f(z) = -11/12*z^3 + 31/6*z + 1
*
-1 | 0.053407555481496692683900978144324048505 | 0.016805113548265300162367795650023521284
f(z) = -11/13*z^3 + 24/13*z + 1
*
[ -1 ] 
f(z) = -11/13*z^3 + 37/13*z + 1
*
-1 | 0.036038235735862623227127136857032862313 | 0.011195907421293033395366444673831716625
f(z) = -11/14*z^3 + 25/14*z + 1
*
-2 | 0.044873798139435656942247894371996164034 | 0.012427255125989614414055576642432043689
f(z) = -11/14*z^3 + 37/14*z + 1
*
[ -1 ] 
f(z) = -11/14*z^3 + 39/14*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.012982093694885955495875043504995079307
f(z) = -11/16*z^3 + 27/16*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.015745406267414288848327540676265784487
f(z) = -11/17*z^3 + 28/17*z + 1
*
[ 3 ] 
f(z) = -11/18*z^3 + 37/6*z + 1
*
-1 | 0.054527243245845723726968034216174237898 | 0.016031778555350532706736794010399666326
f(z) = -11/19*z^3 + 30/19*z + 1
*
-2/5 | 0.091689290886184034107378280902767344784 | 0.023437819961426638867190808824896371424
f(z) = -10*z^3 + 28/5*z + 1
*
[ -1/5 ] 
f(z) = -10*z^3 + 32/5*z + 1
*
0 | 0.094286881966140538401154709913794511040 | 0.024101821956392467156515202004605895984
f(z) = -10/3*z^3 + 26/15*z + 1
*
0 | 0.10082673853249459130665843150480184270 | 0.025773554601440730916012702288690961774
f(z) = -10/3*z^3 + 29/15*z + 1
*
[ -1 ] 
f(z) = -10/7*z^3 + 24/7*z + 1
*
-1/2 | 0.081379340188843326134265012697087496029 | 0.025954230684086259977047709910800309166
f(z) = -10/9*z^3 + 23/18*z + 1
*
[ -3/2 ] 
f(z) = -10/9*z^3 + 25/6*z + 1
*
[ -1 ] 
f(z) = -10/9*z^3 + 28/9*z + 1
*
0 | 0.081699585788236987523286363674382030267 | 0.024262669487095573581139757923685218571
f(z) = -10/9*z^3 + 29/18*z + 1
*
[ 3 ] 
f(z) = -10/9*z^3 + 32/3*z + 1
*
[ -3 ] 
f(z) = -10/9*z^3 + 34/3*z + 1
*
-1 | 0.053551863062890546583574519628861397537 | 0.017589577399513131521730195795691805416
f(z) = -10/11*z^3 + 21/11*z + 1
*
[ -1 ] 
f(z) = -10/11*z^3 + 32/11*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.015148827873419665845429463147876950799
f(z) = -10/13*z^3 + 23/13*z + 1
*
[ -1 ] 
f(z) = -10/13*z^3 + 36/13*z + 1
*
-1 | 0.052467038413911409770332749708725839887 | 0.015919185489759763623983655087252026809
f(z) = -10/17*z^3 + 27/17*z + 1
*
-1 | 0.054526744904555270955187266402441723935 | 0.016193036685100013184529203642819240659
f(z) = -10/19*z^3 + 29/19*z + 1
*
[ -1/2 ] 
f(z) = -9*z^3 + 21/4*z + 1
*
0 | 0.080580340588051603571485380531657679090 | 0.024449128966065082384576574778515902069
f(z) = -9*z^3 + 22/3*z + 1
*
0 | 0.079964290853496039163560045187151428225 | 0.024262211421416573914373688109203764239
f(z) = -9*z^3 + 23/3*z + 1
*
-4/9 | 0.12890416517605509229780873349618092065 | 0.029333406904707622967873464733937848405
f(z) = -9*z^3 + 25/9*z + 1
*
[ -1/6 ] 
f(z) = -9*z^3 + 29/4*z + 1
*
0 | 0.093230066149814446853577331091954556236 | 0.028287221103525331273150417255723387319
f(z) = -9/2*z^3 + 23/6*z + 1
*
-1/2 | 0.092395397242902561352578363690614452821 | 0.025783426522843865779884751798452747314
f(z) = -9/2*z^3 + 25/8*z + 1
*
[ 4/3 ] 
f(z) = -9/2*z^3 + 33/4*z + 1
*
[ -1/2 ] 
f(z) = -9/2*z^3 + 33/8*z + 1
*
-2 | 0.041782570768392977513478267228071715802 | 0.011752033850348069024893321213676456574
f(z) = -9/2*z^3 + 35/2*z + 1
*
[ 2 ] 
f(z) = -9/2*z^3 + 37/2*z + 1
*
[ -2 ] 
f(z) = -9/2*z^3 + 39/2*z + 1
*
[ -4/3 ] 
f(z) = -9/2*z^3 + 39/4*z + 1
*
[ -2 ] 
f(z) = -9/4*z^3 + 21/2*z + 1
*
[ -4/3 ] 
f(z) = -9/4*z^3 + 23/4*z + 1
*
0 | 0.045433553369028210673152399356746160014 | 0.013230554065456982709459479149145510980
f(z) = -9/4*z^3 + 31/12*z + 1
*
-1/3 | 0.10107735323665083272925966990171327377 | 0.028908089417732501900646782015181843587
f(z) = -9/4*z^3 + 33/4*z + 1
*
0 | 0.083965082814176591050584681219067101598 | 0.025476104014811485243681670413300595532
f(z) = -9/5*z^3 + 22/15*z + 1
*
-2/3 | 0.033416122196359874594627030227139551012 | 0.010657370065170916762083813840143768268
f(z) = -9/5*z^3 + 23/10*z + 1
*
[ 5/3 ] 
f(z) = -9/5*z^3 + 27/5*z + 1
*
[ -5/3 ] 
f(z) = -9/5*z^3 + 33/5*z + 1
*
[ -2/3 ] 
f(z) = -9/5*z^3 + 33/10*z + 1
*
4/3 | 0.10682111327126443779656114139121249490 | 0.029582814080932910953536918850552125138
f(z) = -9/5*z^3 + 37/10*z + 1
*
0 | 0.096706309534423708120579639631628784725 | 0.026781641641808200682968142212516204960
f(z) = -9/5*z^3 + 37/15*z + 1
*
[ -1 ] 
f(z) = -9/7*z^3 + 23/7*z + 1
*
[ -1/3 ] 
f(z) = -9/7*z^3 + 29/7*z + 1
*
2 | 0.087138890945408580014287402204409915895 | 0.015998364708880822287416407608152278101
f(z) = -9/8*z^3 + 29/9*z + 1
*
-2/9 | 0.062079241581699370968947001986346848471 | 0.011195176746508201423850903334752163511
f(z) = -9/8*z^3 + 32/9*z + 1
*
[ -1/3 ] 
f(z) = -9/8*z^3 + 33/8*z + 1
*
-1 | 0.048408949276681439307326775107424757283 | 0.016159304255600724133716502491666471538
f(z) = -9/11*z^3 + 20/11*z + 1
*
[ -1 ] 
f(z) = -9/11*z^3 + 31/11*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.015366680623751212509603290049194114410
f(z) = -9/13*z^3 + 22/13*z + 1
*
[ -1 ] 
f(z) = -9/13*z^3 + 35/13*z + 1
*
-1 | 0.036036025270007669458790416322144475864 | 0.011492933103475368465712057919570565172
f(z) = -9/14*z^3 + 23/14*z + 1
*
-2 | 0.039444673441341286328436494003054765805 | 0.011714050512009730448077594640179454242
f(z) = -9/14*z^3 + 29/14*z + 1
*
10/3 | 0.072094522369565236259195505426606554566 | 0.015943806558203737761514878239865464731
f(z) = -9/16*z^3 + 23/4*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.013292486360289908971299585455677951607
f(z) = -9/16*z^3 + 25/16*z + 1
*
-8/3 | 0.10268923897899978389906290694429813916 | 0.025743206235042824252203098195275289345
f(z) = -9/16*z^3 + 27/8*z + 1
*
-2 | 0.12207339727042319387219304352068205325 | 0.025680252685394293570828570839197367788
f(z) = -9/16*z^3 + 29/12*z + 1
*
-4 | 0.12792368442488689568781647314953943414 | 0.026198827323539475523429420097693764594
f(z) = -9/16*z^3 + 33/4*z + 1
*
-1/3 | 0.077016353395549478824136902384241840897 | 0.022026651463395614622884747566686544514
f(z) = -9/16*z^3 + 33/16*z + 1
*
[ 8/3 ] 
f(z) = -9/16*z^3 + 37/8*z + 1
*
[ 4 ] 
f(z) = -9/16*z^3 + 39/4*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.016103547935593085594422305274427910580
f(z) = -9/17*z^3 + 26/17*z + 1
*
-1 | 0.054527249012404466061154469975037989958 | 0.016363716226270121328199718027281481470
f(z) = -9/19*z^3 + 28/19*z + 1
*
0 | 0.065279675274977292854960469196736359489 | 0.018835732758010323815654430141888010620
f(z) = -8*z^3 + 25/4*z + 1
*
[ 3/4 ] 
f(z) = -8*z^3 + 25/6*z + 1
*
-1/8 | 0.091706175615877848404669812672589508678 | 0.022050674129986558581787910499761192220
f(z) = -8*z^3 + 25/8*z + 1
*
0 | 0.078825639516323953933837492733191926691 | 0.022744271845020335293058461258926061697
f(z) = -8*z^3 + 27/4*z + 1
*
-3/4 | 0.077302892094402430604562450044010794216 | 0.019968710453573946427197724347462614548
f(z) = -8*z^3 + 35/6*z + 1
*
-3/2 | 0.076430233125245807731604290977160233162 | 0.025513038598263221412042799384938557107
f(z) = -8/3*z^3 + 20/3*z + 1
*
[ -3/2 ] 
f(z) = -8/3*z^3 + 23/3*z + 1
*
[ -3/4 ] 
f(z) = -8/3*z^3 + 23/6*z + 1
*
0 | 0.087700744662023816387704214652852480273 | 0.025305085881234197813433401068805776699
f(z) = -8/3*z^3 + 23/12*z + 1
*
3/2 | 0.072291444752957002364916992236169962271 | 0.021468694288510845612360121299386388392
f(z) = -8/3*z^3 + 29/6*z + 1
*
0 | 0.095433749492252795802716932603087027066 | 0.027536359425182547611295812899072012034
f(z) = -8/3*z^3 + 29/12*z + 1
*
0 | 0.065754940895501088655867857382304599644 | 0.018494656432584238844877609666729000443
f(z) = -8/3*z^3 + 35/12*z + 1
*
[ 5/4 ] 
f(z) = -8/5*z^3 + 27/10*z + 1
*
-3/4 | 0.095283214859299381111619017303870973238 | 0.028296656922977308151735360189669530263
f(z) = -8/5*z^3 + 29/10*z + 1
*
[ -1 ] 
f(z) = -8/7*z^3 + 22/7*z + 1
*
[ -1/2 ] 
f(z) = -8/7*z^3 + 23/7*z + 1
*
-3/4 | 0.12211241475926568959918850904914612196 | 0.028840184966221298089404844128115305345
f(z) = -8/9*z^3 + 23/6*z + 1
*
[ 3 ] 
f(z) = -8/9*z^3 + 26/3*z + 1
*
[ -1 ] 
f(z) = -8/9*z^3 + 26/9*z + 1
*
[ -3 ] 
f(z) = -8/9*z^3 + 28/3*z + 1
*
-3/4 | 0.12317720067497094924905636415376013592 | 0.027581669260154813964343510210724530691
f(z) = -8/9*z^3 + 29/6*z + 1
*
[ -1/2 ] 
f(z) = -8/9*z^3 + 29/9*z + 1
*
1/2 | 0.081403807719140838886723537265430034665 | 0.023705332277539927001944528733645803739
f(z) = -8/9*z^3 + 31/18*z + 1
*
[ -1 ] 
f(z) = -8/11*z^3 + 30/11*z + 1
*
[ -1/2 ] 
f(z) = -8/11*z^3 + 35/11*z + 1
*
-1 | 0.047499687190828368451117473598697378639 | 0.015601687345863941498325413607708421900
f(z) = -8/13*z^3 + 21/13*z + 1
*
[ -1 ] 
f(z) = -8/13*z^3 + 34/13*z + 1
*
-3/2 | 0.064345691797770894390692459302795120434 | 0.019310246895496718285863782467031622601
f(z) = -8/15*z^3 + 28/15*z + 1
*
-1 | 0.052467014290215037840070688004596064401 | 0.016299794445274489125757783253636084557
f(z) = -8/17*z^3 + 25/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.016544097896582563857102263087772809447
f(z) = -8/19*z^3 + 27/19*z + 1
*
0 | 0.11076631882988898704942162455645102029 | 0.028461313818539626821056647745818294750
f(z) = -7*z^3 + 37/7*z + 1
*
0 | 0.11480145146946855333374706661170895669 | 0.029498137805900634711359435411452215382
f(z) = -7*z^3 + 38/7*z + 1
*
0 | 0.11627457269998698819510434049512267677 | 0.029876655085137190247164175871951881933
f(z) = -7*z^3 + 39/7*z + 1
*
-2 | 0.037203171067053085436694634484313728739 | 0.011287928553380111124888354107077998912
f(z) = -7/2*z^3 + 27/2*z + 1
*
[ 2 ] 
f(z) = -7/2*z^3 + 29/2*z + 1
*
[ -2 ] 
f(z) = -7/2*z^3 + 31/2*z + 1
*
[ -1/2 ] 
f(z) = -7/2*z^3 + 31/8*z + 1
*
0 | 0.050252899521182290814261188439714073159 | 0.012912440881604608777335468089860754876
f(z) = -7/2*z^3 + 39/14*z + 1
*
-1/2 | 0.052170920583111315207542025284272364191 | 0.015192520378343471829601599957050497766
f(z) = -7/3*z^3 + 31/12*z + 1
*
-2/7 | 0.090472419453481432168447423790587680473 | 0.021020225645827549726099549042843249798
f(z) = -7/4*z^3 + 37/14*z + 1
*
[ -2 ] 
f(z) = -7/6*z^3 + 37/6*z + 1
*
[ -1 ] 
f(z) = -7/8*z^3 + 23/8*z + 1
*
[ -2/3 ] 
f(z) = -7/8*z^3 + 26/9*z + 1
*
-6/7 | 0.12094966064206695072608837263664554960 | 0.022205891782343280520584051940651948041
f(z) = -7/8*z^3 + 29/7*z + 1
*
[ -2/7 ] 
f(z) = -7/8*z^3 + 32/7*z + 1
*
-2 | 0.15069550052691067401607022553434433762 | 0.026482597757932202769188128477578464611
f(z) = -7/8*z^3 + 37/7*z + 1
*
[ 3 ] 
f(z) = -7/9*z^3 + 23/3*z + 1
*
[ -3 ] 
f(z) = -7/9*z^3 + 25/3*z + 1
*
[ -1 ] 
f(z) = -7/9*z^3 + 25/9*z + 1
*
[ 3/2 ] 
f(z) = -7/9*z^3 + 25/12*z + 1
*
-2 | 0.035797510681752283857847170329246450444 | 0.011416863887004271926955020316759931059
f(z) = -7/10*z^3 + 23/10*z + 1
*
[ -1 ] 
f(z) = -7/10*z^3 + 27/10*z + 1
*
[ 2 ] 
f(z) = -7/10*z^3 + 33/10*z + 1
*
[ -1 ] 
f(z) = -7/11*z^3 + 29/11*z + 1
*
[ -2 ] 
f(z) = -7/12*z^3 + 23/6*z + 1
*
-1 | 0.047499122151852206239836229897910372130 | 0.015855596500117668753781853241564128754
f(z) = -7/13*z^3 + 20/13*z + 1
*
[ -1 ] 
f(z) = -7/13*z^3 + 33/13*z + 1
*
[ -1 ] 
f(z) = -7/15*z^3 + 37/15*z + 1
*
-1 | 0.042786877417474994745115509661575395055 | 0.013645975553106176207437333154533824051
f(z) = -7/16*z^3 + 23/16*z + 1
*
-4 | 0.075772659002178169365670910839745964460 | 0.016453823841891369331948672719263632253
f(z) = -7/16*z^3 + 25/4*z + 1
*
[ 4 ] 
f(z) = -7/16*z^3 + 31/4*z + 1
*
[ -4 ] 
f(z) = -7/16*z^3 + 33/4*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.016509133129779156618074794136703359633
f(z) = -7/17*z^3 + 24/17*z + 1
*
[ 3 ] 
f(z) = -7/18*z^3 + 25/6*z + 1
*
[ -3 ] 
f(z) = -7/18*z^3 + 29/6*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.016735737301219885501893729209087394675
f(z) = -7/19*z^3 + 26/19*z + 1
*
-1/3 | 0.072155814999110432820216621847561501152 | 0.024086202774558450476411029879890576914
f(z) = -6*z^3 + 20/3*z + 1
*
0 | 0.079678057464637297488987664623684003947 | 0.022234585286987502661722950422237025957
f(z) = -6*z^3 + 29/6*z + 1
*
-1/4 | 0.064830167915816771574525965329169756898 | 0.016746784197757924771358307690987230165
f(z) = -6*z^3 + 35/8*z + 1
*
0 | 0.096700093009867418733138271359872783929 | 0.029019855388402624242569100254102281533
f(z) = -6/5*z^3 + 28/15*z + 1
*
[ -1/2 ] 
f(z) = -6/5*z^3 + 33/10*z + 1
*
-1 | 0.089414621562888966894862442654750110578 | 0.024762296935576665058860182552122952247
f(z) = -6/5*z^3 + 37/10*z + 1
*
0 | 0.084854409301903876827147670355483785467 | 0.023327120121956508887426055894749489184
f(z) = -6/5*z^3 + 38/15*z + 1
*
[ -1 ] 
f(z) = -6/7*z^3 + 20/7*z + 1
*
0 | 0.10173221937874859897380007675644873017 | 0.029095380916631222131967054576036712806
f(z) = -6/7*z^3 + 33/14*z + 1
*
[ -1 ] 
f(z) = -6/11*z^3 + 28/11*z + 1
*
[ -1 ] 
f(z) = -6/13*z^3 + 32/13*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.016733219762381590084515275439936700812
f(z) = -6/17*z^3 + 23/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.016939655559584726730396557226672683604
f(z) = -6/19*z^3 + 25/19*z + 1
*
0 | 0.057210816769897156621702612445242394925 | 0.017773539546912995880486605809599428653
f(z) = -5*z^3 + 21/5*z + 1
*
-2/5 | 0.090194869897532950832744024956072178915 | 0.028020611792698168614173469871844998765
f(z) = -5*z^3 + 24/5*z + 1
*
[ 2/3 ] 
f(z) = -5*z^3 + 31/18*z + 1
*
-1/3 | 0.083444728595798325351683660164440032458 | 0.021920705820397825283078268152171525151
f(z) = -5*z^3 + 32/9*z + 1
*
-2/5 | 0.061361671462829414850770305138984422651 | 0.015685406598500759541875357284511901423
f(z) = -5*z^3 + 33/10*z + 1
*
-1 | 0.074236381502085728702769420410578366624 | 0.020716056696513243890455508093091826903
f(z) = -5*z^3 + 36/5*z + 1
*
0 | 0.11128768849977701545071525833424471968 | 0.028447605841110662163067718324678278236
f(z) = -5*z^3 + 37/10*z + 1
*
-2 | 0.052262130009916688174335893760988813406 | 0.014265388454737423442556366804346506229
f(z) = -5*z^3 + 39/2*z + 1
*
[ 2 ] 
f(z) = -5/2*z^3 + 21/2*z + 1
*
[ -2 ] 
f(z) = -5/2*z^3 + 23/2*z + 1
*
0 | 0.093359063880756394912599754858352593387 | 0.028326360701808403157691275612077568752
f(z) = -5/2*z^3 + 27/10*z + 1
*
[ -1/2 ] 
f(z) = -5/2*z^3 + 29/8*z + 1
*
3/2 | 0.090553701435037585470655551877368620735 | 0.025077751315793934078010944431251430291
f(z) = -5/2*z^3 + 37/8*z + 1
*
0 | 0.089414300599781460947511715813588586942 | 0.027778114305929336557003648526651710343
f(z) = -5/3*z^3 + 22/15*z + 1
*
0 | 0.094497421565069808459153080472347029712 | 0.028358830100767503656957723245727756165
f(z) = -5/3*z^3 + 28/15*z + 1
*
-1/2 | 0.070253932335515130911351028874128037119 | 0.020863605659440183927754143474066782574
f(z) = -5/3*z^3 + 29/12*z + 1
*
-1/2 | 0.083036808809874821719488038945771784548 | 0.027274165491769723880796211649825164785
f(z) = -5/4*z^3 + 21/16*z + 1
*
-6/5 | 0.086951422964120004334600706139879213467 | 0.020753839711876567038606345534856284990
f(z) = -5/4*z^3 + 33/10*z + 1
*
[ -2/5 ] 
f(z) = -5/4*z^3 + 37/10*z + 1
*
[ -2 ] 
f(z) = -5/6*z^3 + 29/6*z + 1
*
-2 | 0.051119442057316096201214418980649129132 | 0.014620143431314630081807192732193657330
f(z) = -5/7*z^3 + 33/14*z + 1
*
-2 | 0.13079844600731005108925359167622361813 | 0.025297137779138395768361353555521584197
f(z) = -5/8*z^3 + 22/5*z + 1
*
[ -2/3 ] 
f(z) = -5/8*z^3 + 25/9*z + 1
*
2/5 | 0.14468378517971568063080423078963457958 | 0.025947831033478336528750650468678224432
f(z) = -5/8*z^3 + 33/5*z + 1
*
[ -1 ] 
f(z) = -5/9*z^3 + 23/9*z + 1
*
-2 | 0.035683601949335366570465711053126271325 | 0.010391303119222125346004370689759276533
f(z) = -5/9*z^3 + 31/18*z + 1
*
[ -3/2 ] 
f(z) = -5/9*z^3 + 35/12*z + 1
*
3/5 | 0.051341710291138031596440515909081984186 | 0.010840278516737859234133712063948485005
f(z) = -5/9*z^3 + 38/15*z + 1
*
[ -1 ] 
f(z) = -5/11*z^3 + 27/11*z + 1
*
-3 | 0.061035966232147327923089712115325751090 | 0.016903171910505034873522265730690196745
f(z) = -5/12*z^3 + 37/12*z + 1
*
[ -1 ] 
f(z) = -5/13*z^3 + 31/13*z + 1
*
[ 2 ] 
f(z) = -5/14*z^3 + 27/14*z + 1
*
[ -1 ] 
f(z) = -5/14*z^3 + 33/14*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.014053719055367469011239257537092036768
f(z) = -5/16*z^3 + 21/16*z + 1
*
[ 4 ] 
f(z) = -5/16*z^3 + 23/4*z + 1
*
[ -4 ] 
f(z) = -5/16*z^3 + 25/4*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.016973857386466899522926613779023618708
f(z) = -5/17*z^3 + 22/17*z + 1
*
[ -1 ] 
f(z) = -5/17*z^3 + 39/17*z + 1
*
[ -3 ] 
f(z) = -5/18*z^3 + 23/6*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.017157244865286533489610761152585285905
f(z) = -5/19*z^3 + 24/19*z + 1
*
[ 3/4 ] 
f(z) = -4*z^3 + 23/12*z + 1
*
[ 2/3 ] 
f(z) = -4*z^3 + 23/18*z + 1
*
-1 | 0.067313625079980441842857021308482849777 | 0.020912153417019946084997905001601176562
f(z) = -4*z^3 + 25/4*z + 1
*
-3/8 | 0.11474653652860352337414224273122445663 | 0.027590709868166765565602754914970797874
f(z) = -4*z^3 + 25/16*z + 1
*
[ 3/2 ] 
f(z) = -4*z^3 + 28/3*z + 1
*
-5/4 | 0.059949232696906423763269422448157565263 | 0.017803375682957808829883267335680279169
f(z) = -4*z^3 + 29/4*z + 1
*
-2 | 0.042487780528186176434719097369324065064 | 0.012372725347576337439500203338372357347
f(z) = -4*z^3 + 31/2*z + 1
*
-1/3 | 0.098608479891567031010964151032979380482 | 0.027517220247774270765982370695127029639
f(z) = -4*z^3 + 31/9*z + 1
*
-3/4 | 0.11306612292089672828991530017542792336 | 0.029206988374488972475090872607594846356
f(z) = -4*z^3 + 31/12*z + 1
*
[ -3/2 ] 
f(z) = -4*z^3 + 32/3*z + 1
*
[ 2 ] 
f(z) = -4*z^3 + 33/2*z + 1
*
[ -2 ] 
f(z) = -4*z^3 + 35/2*z + 1
*
-1 | 0.081918612033947009887957186900484571925 | 0.026126220108389465024829569655722884214
f(z) = -4/3*z^3 + 23/6*z + 1
*
-3 | 0.085352629640255803753569410973213579961 | 0.024204170005999683975291112874401105849
f(z) = -4/3*z^3 + 34/3*z + 1
*
-3 | 0.096536667873859149185765852784351211615 | 0.026734661437697071296838803143085468532
f(z) = -4/3*z^3 + 37/3*z + 1
*
[ 3 ] 
f(z) = -4/3*z^3 + 38/3*z + 1
*
-2 | 0.041904828552943005809453790150623848521 | 0.012714472911320351713363035501385001549
f(z) = -4/5*z^3 + 27/10*z + 1
*
[ 5/2 ] 
f(z) = -4/5*z^3 + 28/5*z + 1
*
[ -5/2 ] 
f(z) = -4/5*z^3 + 32/5*z + 1
*
[ 3/2 ] 
f(z) = -4/5*z^3 + 32/15*z + 1
*
-1 | 0.080327954038417998113438876320921239332 | 0.022973768146157653722654252207716956889
f(z) = -4/5*z^3 + 33/10*z + 1
*
[ 2 ] 
f(z) = -4/5*z^3 + 37/10*z + 1
*
-3/2 | 0.064138518837437367415151872605479846798 | 0.017762386293204220582337321524980001437
f(z) = -4/5*z^3 + 37/15*z + 1
*
[ -1/2 ] 
f(z) = -4/7*z^3 + 22/7*z + 1
*
-2 | 0.038888764232256522421706447223274866491 | 0.012081473889676639399069469360857523911
f(z) = -4/7*z^3 + 25/14*z + 1
*
0 | 0.058258970412701638580465593904097181979 | 0.017301411385923777597100111834399116184
f(z) = -4/7*z^3 + 29/14*z + 1
*
[ 2 ] 
f(z) = -4/7*z^3 + 39/14*z + 1
*
[ -1 ] 
f(z) = -4/9*z^3 + 22/9*z + 1
*
3/4 | 0.12206933635294184888352094254519255855 | 0.028830010822921627299374577442646240182
f(z) = -4/9*z^3 + 23/12*z + 1
*
[ -1/2 ] 
f(z) = -4/9*z^3 + 28/9*z + 1
*
[ -3/4 ] 
f(z) = -4/9*z^3 + 31/12*z + 1
*
3/4 | 0.057811631589142346623433239891753537611 | 0.012422029248097394448225859824526704415
f(z) = -4/9*z^3 + 35/12*z + 1
*
[ -1 ] 
f(z) = -4/11*z^3 + 26/11*z + 1
*
[ -1/2 ] 
f(z) = -4/11*z^3 + 34/11*z + 1
*
[ -1 ] 
f(z) = -4/13*z^3 + 30/13*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.017233216326055905268724718088641671284
f(z) = -4/17*z^3 + 21/17*z + 1
*
[ -1 ] 
f(z) = -4/17*z^3 + 38/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.017390128639157274717537482515929747082
f(z) = -4/19*z^3 + 23/19*z + 1
*
-1/3 | 0.051129752808486205384267952057961359606 | 0.016541265149217026248555670910536123235
f(z) = -3*z^3 + 22/3*z + 1
*
-2 | 0.042952370407081671168613512408847921009 | 0.013698756064952100766808825979237704285
f(z) = -3*z^3 + 23/2*z + 1
*
3/2 | 0.049367387615333164455273080449046102339 | 0.015744691016980233741237515715946669098
f(z) = -3*z^3 + 23/4*z + 1
*
[ -2/3 ] 
f(z) = -3*z^3 + 23/6*z + 1
*
[ 2 ] 
f(z) = -3*z^3 + 25/2*z + 1
*
-1/3 | 0.087805173973925130027607220189211158087 | 0.027278211012542050391826825233435097979
f(z) = -3*z^3 + 25/3*z + 1
*
-1/6 | 0.088387733583317223179559524237277084045 | 0.024665066684814946992717403162696533152
f(z) = -3*z^3 + 25/12*z + 1
*
[ -2 ] 
f(z) = -3*z^3 + 27/2*z + 1
*
4/3 | 0.064210797966805427596069214606215258309 | 0.020478684872259496061255012466639160952
f(z) = -3/2*z^3 + 23/12*z + 1
*
[ -1/2 ] 
f(z) = -3/2*z^3 + 27/8*z + 1
*
-4/3 | 0.068088372166974427562767632965577289795 | 0.020220490151365147315522887555713620409
f(z) = -3/2*z^3 + 29/12*z + 1
*
-3/2 | 0.10215199904471656949080938827229911359 | 0.028731926460646681432369298183743560944
f(z) = -3/2*z^3 + 35/8*z + 1
*
[ 4/3 ] 
f(z) = -3/2*z^3 + 35/12*z + 1
*
-2/3 | 0.088551337307990146997989673650771795172 | 0.020842988461315866093473100609016976531
f(z) = -3/4*z^3 + 35/6*z + 1
*
3 | 0.063434625142005585336210467685164697085 | 0.020522081498132111933513473273389169519
f(z) = -3/5*z^3 + 22/5*z + 1
*
[ 2 ] 
f(z) = -3/5*z^3 + 29/10*z + 1
*
0 | 0.068909340002089283773808332740021532513 | 0.020464296421014509821346002271661818996
f(z) = -3/5*z^3 + 29/15*z + 1
*
[ -2 ] 
f(z) = -3/5*z^3 + 39/10*z + 1
*
0 | 0.089028144439100795522318092158582456512 | 0.027012303114089827423579046019037352048
f(z) = -3/7*z^3 + 27/14*z + 1
*
[ 2 ] 
f(z) = -3/7*z^3 + 31/14*z + 1
*
-4 | 0.11053967052544981620055779962016104031 | 0.029574489405036906940304020261865212867
f(z) = -3/8*z^3 + 21/4*z + 1
*
-2/3 | 0.10091022738919060887008187201398767802 | 0.018905762522416967998212423243093606360
f(z) = -3/8*z^3 + 26/3*z + 1
*
[ 4 ] 
f(z) = -3/8*z^3 + 27/4*z + 1
*
[ -4 ] 
f(z) = -3/8*z^3 + 29/4*z + 1
*
[ -4/3 ] 
f(z) = -3/8*z^3 + 29/12*z + 1
*
0 | 0.10261986420061144835769983687203329573 | 0.028863521215310133381182752352368055534
f(z) = -3/8*z^3 + 35/8*z + 1
*
-6 | 0.13988924845481066151561901139616727697 | 0.024468877144044972102872049617945046021
f(z) = -3/8*z^3 + 38/3*z + 1
*
[ -2 ] 
f(z) = -3/10*z^3 + 27/10*z + 1
*
0 | 0.040567961926909520440276383252421869274 | 0.011602423622357274558470520709592414893
f(z) = -3/10*z^3 + 33/10*z + 1
*
[ -1 ] 
f(z) = -3/11*z^3 + 25/11*z + 1
*
[ -1 ] 
f(z) = -3/13*z^3 + 29/13*z + 1
*
[ -1 ] 
f(z) = -3/14*z^3 + 31/14*z + 1
*
[ -2 ] 
f(z) = -3/14*z^3 + 33/14*z + 1
*
[ -4/3 ] 
f(z) = -3/16*z^3 + 25/12*z + 1
*
4 | 0.051344235597032985882757934922827893931 | 0.010274575660232720286677268813456548424
f(z) = -3/16*z^3 + 37/12*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.017513886084544739005129724985322458805
f(z) = -3/17*z^3 + 20/17*z + 1
*
[ -1 ] 
f(z) = -3/17*z^3 + 37/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.017640213159511957685287106926771470805
f(z) = -3/19*z^3 + 22/19*z + 1
*
3/2 | 0.088361197119130209508991971437877315631 | 0.028180947255533651520346201417464285142
f(z) = -2*z^3 + 23/6*z + 1
*
-3/2 | 0.088009127366962723787956101501314064407 | 0.027341572696600162444918239705473285260
f(z) = -2*z^3 + 25/6*z + 1
*
-1/4 | 0.065660150947514401692484038995820483151 | 0.020398472796074047101347813287822915381
f(z) = -2*z^3 + 25/8*z + 1
*
[ 3/2 ] 
f(z) = -2*z^3 + 29/6*z + 1
*
[ -3/2 ] 
f(z) = -2*z^3 + 37/6*z + 1
*
1/6 | 0.081634070553734625726115575140236652534 | 0.022607567529541302432100989911870719545
f(z) = -2*z^3 + 37/18*z + 1
*
[ -1/3 ] 
f(z) = -2*z^3 + 38/9*z + 1
*
[ 3 ] 
f(z) = -2/3*z^3 + 20/3*z + 1
*
[ -3 ] 
f(z) = -2/3*z^3 + 22/3*z + 1
*
-3 | 0.097027494820509958579812415417052052443 | 0.026870590018330848074790110915214159859
f(z) = -2/3*z^3 + 37/6*z + 1
*
[ 2 ] 
f(z) = -2/7*z^3 + 23/14*z + 1
*
3 | 0.036179424996255899950665378999026739779 | 0.011239770331226521687728675566546557936
f(z) = -2/7*z^3 + 25/7*z + 1
*
3 | 0.036035373130653950094543569323021846845 | 0.010701576264773475315412675389953265760
f(z) = -2/7*z^3 + 29/14*z + 1
*
0 | 0.081382774072113296548993105814875157097 | 0.024168584579763578469741335054721411679
f(z) = -2/9*z^3 + 29/9*z + 1
*
0 | 0.081379888410162510163278864973911329481 | 0.023698366815074869588329719822911260842
f(z) = -2/9*z^3 + 31/18*z + 1
*
-1/2 | 0.081379578531878595583596418208088072713 | 0.022537089045119132554744780697492276003
f(z) = -2/9*z^3 + 37/18*z + 1
*
0 | 0.10717037342547860235728184857670667440 | 0.029461947764156824955034288701364102497
f(z) = -2/9*z^3 + 38/9*z + 1
*
[ -1 ] 
f(z) = -2/11*z^3 + 24/11*z + 1
*
[ -1 ] 
f(z) = -2/13*z^3 + 28/13*z + 1
*
[ 3 ] 
f(z) = -2/15*z^3 + 28/15*z + 1
*
[ -1 ] 
f(z) = -2/17*z^3 + 36/17*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.017909753952450560353448616116858593743
f(z) = -2/19*z^3 + 21/19*z + 1
*
-3/2 | 0.043345681393802121876593234011717116162 | 0.013824194340271610413313234178261032176
f(z) = -z^3 + 23/12*z + 1
*
[ 3 ] 
f(z) = -z^3 + 29/3*z + 1
*
-1/2 | 0.067056735065654020159945024835905329469 | 0.019914120543998469541386327230466337452
f(z) = -z^3 + 29/4*z + 1
*
[ -3 ] 
f(z) = -z^3 + 31/3*z + 1
*
[ 3/2 ] 
f(z) = -z^3 + 31/12*z + 1
*
-4/3 | 0.081925043292164275816361952705812956086 | 0.023232180238032151744875665581594900288
f(z) = -z^3 + 34/9*z + 1
*
[ -1/3 ] 
f(z) = -z^3 + 37/9*z + 1
*
-3 | 0.041693994192292576136179672120741589288 | 0.013297423411108822372750393757031459345
f(z) = -1/2*z^3 + 23/6*z + 1
*
3 | 0.078515178678143920321124706961445798464 | 0.024392111702960390641651345810565681183
f(z) = -1/2*z^3 + 25/6*z + 1
*
[ -1/2 ] 
f(z) = -1/2*z^3 + 25/8*z + 1
*
4/3 | 0.081379340188843326134265012697087496029 | 0.025281913505369677748604900969579525268
f(z) = -1/2*z^3 + 25/18*z + 1
*
-3 | 0.084460641446839228900183013520690993152 | 0.025082631794539565564694668459224746750
f(z) = -1/2*z^3 + 29/6*z + 1
*
[ 3 ] 
f(z) = -1/2*z^3 + 31/6*z + 1
*
-2/3 | 0.081379340188843326134265012697087496029 | 0.023698207169366677084098756479879998866
f(z) = -1/2*z^3 + 31/18*z + 1
*
-5/2 | 0.069551490114674098272272259858746964406 | 0.019891703047112333114503114467564803931
f(z) = -1/2*z^3 + 33/8*z + 1
*
[ 4 ] 
f(z) = -1/2*z^3 + 35/4*z + 1
*
[ -3 ] 
f(z) = -1/2*z^3 + 35/6*z + 1
*
[ -4 ] 
f(z) = -1/2*z^3 + 37/4*z + 1
*
-1/3 | 0.081379340188843326134265012697087496029 | 0.022537023038901036360451614043281610287
f(z) = -1/2*z^3 + 37/18*z + 1
*
4 | 0.088438452171544976086854464340454129718 | 0.026263938969656913515501323238098121749
f(z) = -1/3*z^3 + 29/6*z + 1
*
[ -3/2 ] 
f(z) = -1/3*z^3 + 29/12*z + 1
*
-4 | 0.10241192260143780258606822349791601685 | 0.028805034227376092838407357509181090719
f(z) = -1/3*z^3 + 35/6*z + 1
*
3 | 0.042591379810654379431591244580218493147 | 0.013583625699029764535318422541727562870
f(z) = -1/4*z^3 + 23/12*z + 1
*
-1 | 0.037229080998652368067249445174108898031 | 0.011565864303006078315314492069231584642
f(z) = -1/4*z^3 + 25/4*z + 1
*
-3 | 0.058311839321902687247895162610304325084 | 0.016980796913203791126464780423651127803
f(z) = -1/4*z^3 + 31/12*z + 1
*
[ 3 ] 
f(z) = -1/4*z^3 + 35/12*z + 1
*
0 | 0.039270455326403123231261774831677922171 | 0.012898724226768406469818410974621319231
f(z) = -1/5*z^3 + 21/5*z + 1
*
[ -2 ] 
f(z) = -1/5*z^3 + 23/10*z + 1
*
0 | 0.091604641339672628559814200681973070979 | 0.027794045962817477044666146923712090864
f(z) = -1/5*z^3 + 27/10*z + 1
*
[ 5 ] 
f(z) = -1/5*z^3 + 29/5*z + 1
*
-1 | 0.066454042129835215291514122266537757226 | 0.018544353544972656752842004663295740260
f(z) = -1/5*z^3 + 36/5*z + 1
*
[ 3 ] 
f(z) = -1/5*z^3 + 37/15*z + 1
*
-4 | 0.038509210314195629134249648394855487904 | 0.012281703508990236844143295136891863433
f(z) = -1/6*z^3 + 23/12*z + 1
*
4 | 0.064180324644498176649096681292555131772 | 0.019059900847724442538763376916840572391
f(z) = -1/6*z^3 + 29/12*z + 1
*
6 | 0.075778041337597952490742525084401513749 | 0.021313817951723370922699486854881323477
f(z) = -1/6*z^3 + 35/6*z + 1
*
-4 | 0.064666929788601093242926674485859856126 | 0.018188635450086057337627012476122386442
f(z) = -1/6*z^3 + 35/12*z + 1
*
[ -2 ] 
f(z) = -1/7*z^3 + 29/14*z + 1
*
14/3 | 0.14265075944315408715954474214235105035 | 0.028107561363705093637220260320307263119
f(z) = -1/8*z^3 + 20/9*z + 1
*
[ -2/3 ] 
f(z) = -1/8*z^3 + 23/9*z + 1
*
10/3 | 0.12721287237094330848727806270816887377 | 0.023833623380549630366687225497504414535
f(z) = -1/8*z^3 + 26/9*z + 1
*
-14/3 | 0.14533856121369733160909549267428506722 | 0.026683599978538011154008201361219467919
f(z) = -1/8*z^3 + 29/9*z + 1
*
-14/3 | 0.16083455292251027255851128921974859762 | 0.028132547421967130570801164525576657679
f(z) = -1/8*z^3 + 38/9*z + 1
*
[ -3/2 ] 
f(z) = -1/9*z^3 + 23/12*z + 1
*
4 | 0.081379136286374234164997565938817794317 | 0.025281850159506032847607573326790710432
f(z) = -1/9*z^3 + 25/9*z + 1
*
0 | 0.090022798642975431078188343060797985611 | 0.027015988474921703976767376902145436489
f(z) = -1/9*z^3 + 28/9*z + 1
*
[ 6 ] 
f(z) = -1/9*z^3 + 29/6*z + 1
*
[ -6 ] 
f(z) = -1/9*z^3 + 31/6*z + 1
*
3/2 | 0.12206977748837108550660544148591783178 | 0.026931516378794174374322035856965752384
f(z) = -1/9*z^3 + 31/12*z + 1
*
[ -2 ] 
f(z) = -1/9*z^3 + 35/18*z + 1
*
0 | 0.10266864588563330199555507758115362472 | 0.028432838510707238809195869042396730067
f(z) = -1/9*z^3 + 37/9*z + 1
*
5 | 0.089413869496803740175400143289466386770 | 0.028516674992592030798308010041301709897
f(z) = -1/10*z^3 + 23/10*z + 1
*
-5 | 0.089413700259036051553586139532822275639 | 0.027129285791209608632003804829245527679
f(z) = -1/10*z^3 + 27/10*z + 1
*
[ 5 ] 
f(z) = -1/10*z^3 + 33/10*z + 1
*
[ -5 ] 
f(z) = -1/10*z^3 + 37/10*z + 1
*
[ -1 ] 
f(z) = -1/11*z^3 + 23/11*z + 1
*
[ -6 ] 
f(z) = -1/12*z^3 + 25/6*z + 1
*
[ -4 ] 
f(z) = -1/12*z^3 + 31/12*z + 1
*
[ -1 ] 
f(z) = -1/13*z^3 + 27/13*z + 1
*
[ -2 ] 
f(z) = -1/14*z^3 + 25/14*z + 1
*
[ -1 ] 
f(z) = -1/14*z^3 + 29/14*z + 1
*
5 | 0.089414250973870910533334493493078325206 | 0.028926891921760980927520387789758037284
f(z) = -1/15*z^3 + 22/15*z + 1
*
-5 | 0.089414639021681218013024822839865248838 | 0.026833478782183116136959588721549242297
f(z) = -1/15*z^3 + 28/15*z + 1
*
[ -3 ] 
f(z) = -1/15*z^3 + 29/15*z + 1
*
[ 5 ] 
f(z) = -1/15*z^3 + 37/15*z + 1
*
-2 | 0.060513134725640499158326544923375121438 | 0.013382566144906295553850321360922312587
f(z) = -1/16*z^3 + 23/4*z + 1
*
-8 | 0.10345582270279032494222203900668912428 | 0.026445606930030755932977610112621351494
f(z) = -1/16*z^3 + 25/8*z + 1
*
-6 | 0.12206940267604943085072857289343250413 | 0.026507033995717154884542904896053245374
f(z) = -1/16*z^3 + 25/12*z + 1
*
[ 8 ] 
f(z) = -1/16*z^3 + 39/8*z + 1
*
[ -1 ] 
f(z) = -1/17*z^3 + 35/17*z + 1
*
-3 | 0.12249866162820746098818466753011600101 | 0.028931407723259269787408427585764821185
f(z) = -1/18*z^3 + 23/6*z + 1
*
[ -2 ] 
f(z) = -1/18*z^3 + 31/18*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.018201442179495475550860313867857393344
f(z) = -1/19*z^3 + 20/19*z + 1
*
[ -1 ] 
f(z) = -1/19*z^3 + 39/19*z + 1
*
0 | 0.11343867208414096256687013343088136636 | 0.025887262114412792643916557497933094022
f(z) = -20/7*z^3 + 31/28*z + 1
*
[ 7/10 ] 
f(z) = -20/7*z^3 + 34/35*z + 1
*
-2/3 | 0.087083603115826605201435714022723521892 | 0.016936853638681202153301253091378258340
f(z) = -19/16*z^3 + 37/36*z + 1
*
-1/2 | 0.13647817019015311964186394862510482934 | 0.029148728126097067544260630490966774040
f(z) = -18/5*z^3 + 37/30*z + 1
*
-2/3 | 0.083280768037171425290008490032756146475 | 0.016555371388843049088733259962839811674
f(z) = -17/16*z^3 + 35/36*z + 1
*
-5/8 | 0.10762022741626492222598518127086888845 | 0.025877194732131310447704571438622581856
f(z) = -16/5*z^3 + 29/20*z + 1
*
0 | 0.065284345152189378149024153623950852764 | 0.015697566833124509151672196247559828526
f(z) = -16/5*z^3 + 39/20*z + 1
*
[ 3/4 ] 
f(z) = -16/7*z^3 + 20/21*z + 1
*
-1/8 | 0.12352831339921070895815761266418061041 | 0.029702280858403163352267424511682739454
f(z) = -16/7*z^3 + 29/28*z + 1
*
1/8 | 0.081388429426606919168200042789807401508 | 0.019569780586584530309398729212132687199
f(z) = -16/9*z^3 + 37/36*z + 1
*
0 | 0.090968876177490562681224407330527818457 | 0.021069861406747682231976258869449149041
f(z) = -15/7*z^3 + 26/35*z + 1
*
-4/5 | 0.076045749573506600455599454253905243739 | 0.017613424188728122427264914650131345102
f(z) = -15/8*z^3 + 29/20*z + 1
*
-2/5 | 0.081552550385005145516981681549701013812 | 0.016701998499625310090221284396846246763
f(z) = -15/16*z^3 + 33/20*z + 1
*
4/5 | 0.13211964332210620178388885015070842868 | 0.026438669418897430181244664587984044912
f(z) = -15/16*z^3 + 37/20*z + 1
*
[ 5/7 ] 
f(z) = -14/5*z^3 + 36/35*z + 1
*
-1/7 | 0.056336913492623715583095212183487689555 | 0.012287309289478059631677875910039894519
f(z) = -14/5*z^3 + 37/35*z + 1
*
-3/4 | 0.12397383255559665616856794135349953077 | 0.026273998561235078565368624199874711116
f(z) = -14/9*z^3 + 29/24*z + 1
*
-1/2 | 0.089414903113224629897581340492200954225 | 0.024762374907533512127522739769931259112
f(z) = -14/15*z^3 + 37/30*z + 1
*
-1/2 | 0.068522518627000246620123423010713938873 | 0.017342012669266868560548317242958419193
f(z) = -13/6*z^3 + 37/24*z + 1
*
-2/3 | 0.082012683512698344373410842153092522355 | 0.016502165890154314744964767956896483167
f(z) = -13/16*z^3 + 31/36*z + 1
*
0 | 0.099729329120902028926722596815576917070 | 0.025761857583704513476202615608414991910
f(z) = -12/5*z^3 + 33/20*z + 1
*
0 | 0.090136756082310375037854059132440809059 | 0.021076407082965923430433988352576346539
f(z) = -12/5*z^3 + 37/30*z + 1
*
-2/11 | 0.13668670597602354328569113767503366368 | 0.028501391934541960203482403582479822032
f(z) = -11/3*z^3 + 37/33*z + 1
*
-1/2 | 0.080992535217132238638386863988019232173 | 0.021402874340964299755198684025809277034
f(z) = -11/6*z^3 + 35/24*z + 1
*
0 | 0.086952188940575926414224021397014603658 | 0.024080356032492043100481846174886496524
f(z) = -11/15*z^3 + 37/30*z + 1
*
-2/3 | 0.081402317735503615549568454480191468532 | 0.016379351261031968810885359194408031901
f(z) = -11/16*z^3 + 29/36*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -11/16*z^3 + 35/36*z + 1
*
-1/4 | 0.11132637581128553744697883828768083262 | 0.025405225730575836333810616471672151011
f(z) = -10/3*z^3 + 29/24*z + 1
*
[ 3/4 ] 
f(z) = -10/3*z^3 + 37/24*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.025926485672571093393860975075144773521
f(z) = -10/7*z^3 + 29/35*z + 1
*
1/5 | 0.045970175059259507962449491133060042151 | 0.011750998139702495032771310411641630153
f(z) = -10/7*z^3 + 37/35*z + 1
*
3/10 | 0.050624145953350361252915004659020628811 | 0.010992893619302448853569223841994440828
f(z) = -10/9*z^3 + 23/30*z + 1
*
3/5 | 0.070494401949915196352973695278219648441 | 0.014968457348521000845220603592600905427
f(z) = -10/9*z^3 + 37/30*z + 1
*
-1/2 | 0.12856285154592332516402760003962104929 | 0.027458190578072936433639439547964690128
f(z) = -9/2*z^3 + 35/24*z + 1
*
0 | 0.12911450847197361541311094187043356241 | 0.029381272584458377088601861428343645982
f(z) = -9/4*z^3 + 29/36*z + 1
*
-1/9 | 0.11300180456646695231292853598995182077 | 0.025714668799004475219012216791671041622
f(z) = -9/4*z^3 + 37/36*z + 1
*
0 | 0.077047623196913613079898553505677411108 | 0.021849048802320097888823802106647642543
f(z) = -9/7*z^3 + 34/21*z + 1
*
0 | 0.10487049745785205203222211487893502335 | 0.029496548760944516021183305033932505583
f(z) = -9/8*z^3 + 35/24*z + 1
*
[ 4/3 ] 
f(z) = -9/10*z^3 + 37/20*z + 1
*
[ 4/3 ] 
f(z) = -9/14*z^3 + 39/28*z + 1
*
0 | 0.091976591371091242852829194695138602930 | 0.022115695374823993252301474502844602604
f(z) = -8/3*z^3 + 31/24*z + 1
*
0 | 0.064281794747412176170472038378080676420 | 0.015456504416922293781102840209537517617
f(z) = -8/3*z^3 + 37/24*z + 1
*
0 | 0.094197766580395778569678316913489023775 | 0.026086931040594073719497717553018699287
f(z) = -8/5*z^3 + 37/20*z + 1
*
-3/4 | 0.071406972134664587307708448334190472324 | 0.018445689576299710941915764486692096059
f(z) = -8/5*z^3 + 37/30*z + 1
*
0 | 0.076192699008556365806189876365124190594 | 0.021984565802317941567122231582822917246
f(z) = -8/7*z^3 + 25/28*z + 1
*
0 | 0.10810632775788560658023850501174339335 | 0.027777831317229190129119539229652657569
f(z) = -7/3*z^3 + 22/21*z + 1
*
0 | 0.11566059166810446545151385118772258458 | 0.029718893167871741502782538202336425003
f(z) = -7/3*z^3 + 31/21*z + 1
*
0 | 0.041951323150472089181733807086857237676 | 0.010779357713622676978398119680663865487
f(z) = -7/4*z^3 + 37/28*z + 1
*
0 | 0.11141772268183697855760785598254930741 | 0.028628691498404298487055001646534818048
f(z) = -7/5*z^3 + 29/35*z + 1
*
0 | 0.041816236657087138411626289856365106262 | 0.010744647351109142731868153051190728218
f(z) = -7/5*z^3 + 39/35*z + 1
*
-4/7 | 0.11711516610085575521830248979691733038 | 0.028842952800141728398165448674719257032
f(z) = -7/6*z^3 + 29/21*z + 1
*
-4/7 | 0.076192636454790130675924758176143830087 | 0.018764611707858149201052536144849351133
f(z) = -7/8*z^3 + 29/28*z + 1
*
-2/7 | 0.12864043085115758854663849481560459222 | 0.029888123916683371044329111402946732101
f(z) = -7/10*z^3 + 37/35*z + 1
*
0 | 0.077385431007006878873149195905572063147 | 0.022752408144330877196093136684695428621
f(z) = -7/15*z^3 + 29/30*z + 1
*
2 | 0.10810611939196185028363070796906554054 | 0.022911125411012290185207044440375407608
f(z) = -7/16*z^3 + 23/28*z + 1
*
-4/7 | 0.063356026640584302580939124697168509546 | 0.013427157316071342921805841976212872384
f(z) = -7/16*z^3 + 25/28*z + 1
*
-2/3 | 0.098493433248500602064270810672240831655 | 0.019818336688201861531417032034698419561
f(z) = -7/16*z^3 + 25/36*z + 1
*
[ 4/3 ] 
f(z) = -7/16*z^3 + 37/36*z + 1
*
-2 | 0.061024479206078749160925851603909257945 | 0.016657145450397372612353175896473393157
f(z) = -7/17*z^3 + 39/34*z + 1
*
[ 3/2 ] 
f(z) = -7/18*z^3 + 29/24*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.017342275231933497608556168810765819620
f(z) = -7/19*z^3 + 37/38*z + 1
*
0 | 0.073045807080668521775694814047814265873 | 0.022692955881160602509180288824033427001
f(z) = -6/7*z^3 + 25/21*z + 1
*
2/3 | 0.036036980369939680443866182447139320212 | 0.010702053573381592709537168369310104184
f(z) = -6/7*z^3 + 29/21*z + 1
*
-2 | 0.044406977894306639752666484425566989144 | 0.012297974910702977979790219462709646217
f(z) = -6/11*z^3 + 37/22*z + 1
*
-2 | 0.047499853718187155646172494829737719107 | 0.013360113523818655268696916231687600625
f(z) = -6/13*z^3 + 35/26*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.014878488291984766523772274200298799111
f(z) = -6/17*z^3 + 31/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = -6/19*z^3 + 29/38*z + 1
*
4/5 | 0.10794770311070828890910645502347668389 | 0.023440545897555550999833580252685513673
f(z) = -5*z^3 + 39/20*z + 1
*
[ 4/5 ] 
f(z) = -5/2*z^3 + 27/20*z + 1
*
-4/5 | 0.083422915000084925440698114312082621044 | 0.021324750617348380729384957296188739902
f(z) = -5/2*z^3 + 37/20*z + 1
*
0 | 0.10682075918136615242785466781435642681 | 0.027305759458251268422234830770528080976
f(z) = -5/3*z^3 + 23/30*z + 1
*
6/5 | 0.12764115785737221921549232169651670486 | 0.029563754317513478029990858057838050519
f(z) = -5/4*z^3 + 29/30*z + 1
*
0 | 0.090493292006958655112394277572309472446 | 0.025881051425212592626131459754041413389
f(z) = -5/4*z^3 + 33/20*z + 1
*
0 | 0.093073240254570837119931438595942520371 | 0.025775507088837312064412089035257680080
f(z) = -5/4*z^3 + 37/20*z + 1
*
-3/5 | 0.070969608628532534805194962595750702700 | 0.020866065877614515639486726647260747760
f(z) = -5/6*z^3 + 29/30*z + 1
*
-3/2 | 0.090984820135386446842455752978456588385 | 0.025197144420477712171960013489376600365
f(z) = -5/6*z^3 + 37/24*z + 1
*
0 | 0.089414903113224629897581340492200954225 | 0.024762374907533512127522739769931259112
f(z) = -5/6*z^3 + 37/30*z + 1
*
0 | 0.045970175059259507962449491133060042151 | 0.012547946370118951601161422331583780898
f(z) = -5/7*z^3 + 39/35*z + 1
*
[ 6/5 ] 
f(z) = -5/9*z^3 + 29/30*z + 1
*
-2 | 0.052963184026800112057971406866673661831 | 0.015728699437439346699456666374026005016
f(z) = -5/11*z^3 + 29/22*z + 1
*
[ 6/5 ] 
f(z) = -5/12*z^3 + 23/30*z + 1
*
-2 | 0.056056485081330249235016783890446169339 | 0.017008270542616298039208453518302352302
f(z) = -5/13*z^3 + 27/26*z + 1
*
-2/3 | 0.081379992328197045498511859696210125048 | 0.016374859058616945545908114405744220508
f(z) = -5/16*z^3 + 23/36*z + 1
*
[ 4/3 ] 
f(z) = -5/16*z^3 + 29/36*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.017305175109673934520269770412445278716
f(z) = -5/17*z^3 + 23/34*z + 1
*
[ 3/2 ] 
f(z) = -5/18*z^3 + 23/24*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.017342275231933497608556168810765819620
f(z) = -5/19*z^3 + 21/38*z + 1
*
3/4 | 0.14715289297191595791350418960537571905 | 0.029609340251166034709715260391052922135
f(z) = -4*z^3 + 37/36*z + 1
*
[ 3/2 ] 
f(z) = -4/7*z^3 + 34/21*z + 1
*
0 | 0.036037025359393152160790986714824045517 | 0.0099800178877519109557288534916254918893
f(z) = -4/7*z^3 + 37/28*z + 1
*
-2 | 0.047257925547953138920559581161733573734 | 0.015288669198512287908759390187604190748
f(z) = -4/11*z^3 + 21/22*z + 1
*
[ 3/2 ] 
f(z) = -4/11*z^3 + 38/33*z + 1
*
0 | 0.035606919727122050809284889271452142271 | 0.010468936592477632561635649331158976890
f(z) = -4/15*z^3 + 23/30*z + 1
*
-1/2 | 0.089414940098889838402002940281373743182 | 0.028517016438632868405823584915032919198
f(z) = -3/5*z^3 + 23/20*z + 1
*
-2/3 | 0.097970647419635867798444093039284986806 | 0.028804752099320355897461337329774996891
f(z) = -3/5*z^3 + 23/30*z + 1
*
-2/5 | 0.15772584178698290312902811656949837466 | 0.027464000389514546058490003936213448238
f(z) = -3/8*z^3 + 39/25*z + 1
*
0 | 0.061075552135024856778665433913789852097 | 0.017957073724776716769179688631912757809
f(z) = -3/10*z^3 + 29/30*z + 1
*
[ 5/3 ] 
f(z) = -3/10*z^3 + 37/30*z + 1
*
[ 2 ] 
f(z) = -3/11*z^3 + 35/22*z + 1
*
[ 2 ] 
f(z) = -3/13*z^3 + 37/26*z + 1
*
-3/4 | 0.059205072879253717976665446924513076125 | 0.015293722209833967343051994680246407622
f(z) = -2*z^3 + 35/24*z + 1
*
[ 3/2 ] 
f(z) = -2/5*z^3 + 37/30*z + 1
*
[ 2 ] 
f(z) = -2/11*z^3 + 27/22*z + 1
*
[ 2 ] 
f(z) = -2/13*z^3 + 29/26*z + 1
*
-3/2 | 0.070968817965722762945419546083511845564 | 0.020865833411597096366649652381145626480
f(z) = -2/15*z^3 + 29/30*z + 1
*
-5/2 | 0.089413869496803740175400143289466386770 | 0.024762088659979318124978589759053945743
f(z) = -2/15*z^3 + 37/30*z + 1
*
[ 2 ] 
f(z) = -2/17*z^3 + 33/34*z + 1
*
[ 2 ] 
f(z) = -2/19*z^3 + 35/38*z + 1
*
[ 3/2 ] 
f(z) = -1/2*z^3 + 35/24*z + 1
*
[ 4/3 ] 
f(z) = -1/4*z^3 + 25/36*z + 1
*
[ 5/2 ] 
f(z) = -1/5*z^3 + 37/20*z + 1
*
-3 | 0.047820497209376722519112212815083869208 | 0.013450299768778098774201633660479758668
f(z) = -1/8*z^3 + 35/24*z + 1
*
-2/5 | 0.15772579984104143382693951291257926412 | 0.027588776559932619815008639496216784240
f(z) = -1/8*z^3 + 38/25*z + 1
*
4 | 0.074115096424896790221353340463573062720 | 0.022487489350390511777139808894691467512
f(z) = -1/10*z^3 + 27/20*z + 1
*
-4 | 0.064182279250450870572861802264432342358 | 0.017774505209798881695032367141270938192
f(z) = -1/10*z^3 + 37/20*z + 1
*
[ 2 ] 
f(z) = -1/13*z^3 + 21/26*z + 1
*
[ 2 ] 
f(z) = -1/15*z^3 + 23/30*z + 1
*
14/3 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -1/16*z^3 + 31/36*z + 1
*
[ 2 ] 
f(z) = -1/17*z^3 + 25/34*z + 1
*
[ 2 ] 
f(z) = -1/19*z^3 + 27/38*z + 1
*
9/10 | 0.11121860139603438937335785242229987918 | 0.024150812435647517785412412095874440454
f(z) = -20/9*z^3 + 31/45*z + 1
*
[ 3/4 ] 
f(z) = -17/9*z^3 + 35/48*z + 1
*
[ 2/3 ] 
f(z) = -13/6*z^3 + 25/54*z + 1
*
[ 3/4 ] 
f(z) = -13/9*z^3 + 23/48*z + 1
*
0 | 0.061708524545591332758103733987170361266 | 0.014429119044670428424383813455119303178
f(z) = -12/7*z^3 + 23/42*z + 1
*
-1/3 | 0.089029178055521685244499289361317023967 | 0.020817425437926138700283198949054282929
f(z) = -12/7*z^3 + 29/42*z + 1
*
0 | 0.098718788306248596733582952214830118590 | 0.023083117914512603572185003949333534496
f(z) = -12/7*z^3 + 37/42*z + 1
*
0 | 0.11118309383530628037373593112807945293 | 0.028420869120921234786321033908171238598
f(z) = -10/9*z^3 + 23/45*z + 1
*
0 | 0.082682024422536337594461901736642771404 | 0.018815105491577689394157333003356432132
f(z) = -9/5*z^3 + 31/45*z + 1
*
-5/6 | 0.089677505154660495513376156456275810499 | 0.024310229236319923907357420201259214329
f(z) = -9/10*z^3 + 33/40*z + 1
*
[ 2/3 ] 
f(z) = -8/3*z^3 + 37/54*z + 1
*
5/6 | 0.082483174520680147843202764680294329990 | 0.019286793082565277614849475148106100250
f(z) = -8/5*z^3 + 32/45*z + 1
*
0 | 0.12344355838745950892574072945093903746 | 0.029681901585879173001458615534728311978
f(z) = -8/5*z^3 + 39/40*z + 1
*
7/8 | 0.11143430350572739544042320606958412926 | 0.026794286175438090522541433417234793404
f(z) = -8/7*z^3 + 25/56*z + 1
*
6/7 | 0.072740803567886378476379104606648376104 | 0.015865064235739757170159486301167099010
f(z) = -7/3*z^3 + 23/42*z + 1
*
[ 2/3 ] 
f(z) = -7/3*z^3 + 29/54*z + 1
*
[ 6/7 ] 
f(z) = -7/6*z^3 + 29/42*z + 1
*
0 | 0.10810715300838274000581190517180010799 | 0.027778043364660448469168639863205499250
f(z) = -7/6*z^3 + 31/42*z + 1
*
0 | 0.10810836126564313097943280315736022139 | 0.027778353825362084037956115364818815513
f(z) = -7/6*z^3 + 37/42*z + 1
*
-3/4 | 0.12259649244535184385945711974244720220 | 0.024668228976692375474132935597528793455
f(z) = -7/9*z^3 + 37/48*z + 1
*
-6/7 | 0.098717924879185014717073781509228212839 | 0.022279848019208515137275897760629434262
f(z) = -7/12*z^3 + 25/42*z + 1
*
-8/7 | 0.11470026223761728846369705961999640348 | 0.024308634030919098045255345681272921699
f(z) = -7/16*z^3 + 25/56*z + 1
*
[ 8/7 ] 
f(z) = -7/16*z^3 + 39/56*z + 1
*
[ 3/4 ] 
f(z) = -5/3*z^3 + 29/48*z + 1
*
8/5 | 0.099787214223413283162732307924987009685 | 0.027050820029407014810914045050205270300
f(z) = -5/8*z^3 + 39/40*z + 1
*
-3/2 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = -5/12*z^3 + 29/48*z + 1
*
-5/6 | 0.081746900130811113519904041743773208740 | 0.021474690848082889986876568967603521986
f(z) = -4/5*z^3 + 34/45*z + 1
*
0 | 0.097069389167771155172057193596495497103 | 0.025970564303742032975364957169867493920
f(z) = -3/14*z^3 + 23/42*z + 1
*
7/3 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -3/14*z^3 + 31/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -3/14*z^3 + 37/42*z + 1
*
5/3 | 0.091313489978095164637924087508003062316 | 0.023987808276536933081905897083214488322
f(z) = -2/5*z^3 + 23/45*z + 1
*
-5/3 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = -2/5*z^3 + 32/45*z + 1
*
[ 5/4 ] 
f(z) = -2/5*z^3 + 33/40*z + 1
*
-7/4 | 0.11143398651399176603529094449184142255 | 0.027683043638266697071536983308292205887
f(z) = -2/7*z^3 + 25/56*z + 1
*
[ 3/2 ] 
f(z) = -1/12*z^3 + 25/48*z + 1
*
9/2 | 0.041962595141820558463123318479323553742 | 0.010424578612199953512209570865924875896
f(z) = -1/14*z^3 + 25/56*z + 1
*
0 | 0.14642874163181489358227698927585713976 | 0.029223588035701477497675667535692518757
f(z) = -15/7*z^3 + 31/70*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.023491670557936405677384568128601675690
f(z) = -15/14*z^3 + 33/70*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.027777993303541687283359056893537520041
f(z) = -11/6*z^3 + 31/66*z + 1
*
0 | 0.13355636624606363872207148014625897276 | 0.027848665402764205964050900333599390445
f(z) = -11/6*z^3 + 37/66*z + 1
*
7/10 | 0.10142500840100133750933448606468437337 | 0.022024160737772919980828908043432712817
f(z) = -10/7*z^3 + 29/70*z + 1
*
[ 7/9 ] 
f(z) = -9/7*z^3 + 31/63*z + 1
*
[ 8/9 ] 
f(z) = -9/16*z^3 + 23/72*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.027784325210396392226893792824699174312
f(z) = -7/10*z^3 + 29/70*z + 1
*
-4/5 | 0.081149674999270549208656897555677047303 | 0.019819942793292570558443855428493173723
f(z) = -5/12*z^3 + 31/60*z + 1
*
-7/5 | 0.11804157345992112751578347677822636486 | 0.027784325210396392226893792824699174312
f(z) = -5/14*z^3 + 29/70*z + 1
*
-3/4 | 0.090839726101641317409725083701833494212 | 0.022186634446891880983070795907877002920
f(z) = -4/15*z^3 + 29/60*z + 1
*
0 | 0.081149674999270549208656897555677047303 | 0.019819942793292570558443855428493173723
f(z) = -4/15*z^3 + 31/60*z + 1
*
[ 5/4 ] 
f(z) = -4/15*z^3 + 37/60*z + 1
*
-5/6 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738
f(z) = -3/5*z^3 + 37/60*z + 1
*
-6/5 | 0.17807047185341383551944405433707048087 | 0.027836865723263451780639987603971386332
f(z) = -3/8*z^3 + 28/75*z + 1
*
[ 6/5 ] 
f(z) = -1/8*z^3 + 26/75*z + 1
*
[ 3/2 ] 
f(z) = -1/15*z^3 + 29/60*z + 1
*
-9/2 | 0.057077033448099110688281517270971227131 | 0.013346151385142730165178213209363037208
f(z) = -1/18*z^3 + 25/72*z + 1
*
[ 2/3 ] 
f(z) = -19/10*z^3 + 31/90*z + 1
*
[ 3/4 ] 
f(z) = -19/18*z^3 + 25/96*z + 1
*
[ 2/3 ] 
f(z) = -17/10*z^3 + 23/90*z + 1
*
[ 8/11 ] 
f(z) = -11/8*z^3 + 31/88*z + 1
*
0 | 0.11118309383530628037373593112807945293 | 0.024708399239282927103946490062894409011
f(z) = -9/10*z^3 + 31/90*z + 1
*
[ 3/4 ] 
f(z) = -7/6*z^3 + 31/96*z + 1
*
9/5 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -5/18*z^3 + 31/90*z + 1
*
-3/2 | 0.091314142117448884002170934507125691335 | 0.020292889879217236174896723404859305169
f(z) = -2/5*z^3 + 31/90*z + 1
*
0 | 0.13135662333893967639689363119363428250 | 0.026215562624106698306123287208588955194
f(z) = -15/11*z^3 + 29/110*z + 1
*
0 | 0.10822877126762364729434559589264625900 | 0.023255198395482765564914680687394671046
f(z) = -14/15*z^3 + 23/105*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -14/15*z^3 + 38/105*z + 1
*
[ 9/13 ] 
f(z) = -13/9*z^3 + 29/117*z + 1
*
[ 4/5 ] 
f(z) = -13/16*z^3 + 27/100*z + 1
*
[ 4/5 ] 
f(z) = -7/8*z^3 + 31/100*z + 1
*
[ 7/8 ] 
f(z) = -4/7*z^3 + 33/112*z + 1
*
[ 4/5 ] 
f(z) = -3/4*z^3 + 23/100*z + 1
*
-4/5 | 0.12492253820960369284628861004521699855 | 0.020850083853020963117354481816214450905
f(z) = -3/16*z^3 + 37/100*z + 1
*
[ 4/5 ] 
f(z) = -z^3 + 39/100*z + 1
*
-4/5 | 0.17056185874029968029762899664328623760 | 0.028467473586675586138381566626013314967
f(z) = -1/16*z^3 + 29/100*z + 1
*
[ 3/4 ] 
f(z) = -14/15*z^3 + 23/120*z + 1
*
[ 3/4 ] 
f(z) = -12/11*z^3 + 37/132*z + 1
*
[ 2/3 ] 
f(z) = -11/7*z^3 + 25/126*z + 1
*
12/11 | 0.12718007430574507086188849486275295962 | 0.026046535641236716443358222316341872258
f(z) = -11/12*z^3 + 23/132*z + 1
*
0 | 0.13342873081137988285271204591652910837 | 0.027326263265806209887238313695948490261
f(z) = -11/12*z^3 + 37/132*z + 1
*
[ 5/6 ] 
f(z) = -8/15*z^3 + 23/135*z + 1
*
5/4 | 0.12379013968434546928306414671649860670 | 0.025856992833664946635892278803395096858
f(z) = -2/3*z^3 + 29/120*z + 1
*
13/12 | 0.14820313520839881793434804783667758927 | 0.029347992298322855252431468134418258632
f(z) = -12/13*z^3 + 25/156*z + 1
*
[ 3/4 ] 
f(z) = -12/13*z^3 + 29/156*z + 1
*
[ 4/5 ] 
f(z) = -5/7*z^3 + 29/140*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.029347787615967674061153025608313309662
f(z) = -3/13*z^3 + 25/156*z + 1
*
[ 6/5 ] 
f(z) = -1/18*z^3 + 37/150*z + 1
*
[ 2/3 ] 
f(z) = -14/9*z^3 + 31/162*z + 1
*
[ 2/3 ] 
f(z) = -13/9*z^3 + 23/162*z + 1
*
[ 7/10 ] 
f(z) = -8/7*z^3 + 23/175*z + 1
*
[ 3/4 ] 
f(z) = -6/7*z^3 + 25/168*z + 1
*
[ 2/3 ] 
f(z) = -17/11*z^3 + 37/198*z + 1
*
[ 2/3 ] 
f(z) = -16/11*z^3 + 29/198*z + 1
*
0 | 0.15560583370652921290812732240458295853 | 0.029481328798797748642250346990816720799
f(z) = -14/13*z^3 + 27/182*z + 1
*
14/13 | 0.12393979225638678406796081078031976588 | 0.023816224634024535170200946215095807063
f(z) = -13/14*z^3 + 27/182*z + 1
*
[ 3/4 ] 
f(z) = -11/12*z^3 + 35/192*z + 1
*
[ 9/11 ] 
f(z) = -11/18*z^3 + 37/198*z + 1
*
[ 12/17 ] 
f(z) = -17/16*z^3 + 23/204*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.026716525054219703066959902845560649036
f(z) = -7/15*z^3 + 23/210*z + 1
*
[ 6/7 ] 
f(z) = -7/15*z^3 + 37/210*z + 1
*
[ 8/9 ] 
f(z) = -3/8*z^3 + 37/216*z + 1
*
-13/4 | 0.081728552573235633848755057384946718265 | 0.015312031755623383303328369422611429504
f(z) = -1/13*z^3 + 25/208*z + 1
*
[ 2/3 ] 
f(z) = -19/13*z^3 + 35/234*z + 1
*
0 | 0.15816602839482002803279379993991888820 | 0.028523168100288728458252297887910371830
f(z) = -16/15*z^3 + 31/240*z + 1
*
16/15 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -15/16*z^3 + 31/240*z + 1
*
-5/3 | 0.13662516496718282603157243324447101273 | 0.024928692964117284145724978094930824579
f(z) = -3/16*z^3 + 29/240*z + 1
*
[ 5/7 ] 
f(z) = -z^3 + 27/245*z + 1
*
[ 8/11 ] 
f(z) = -11/12*z^3 + 29/264*z + 1
*
[ 11/15 ] 
f(z) = -9/11*z^3 + 21/275*z + 1
*
[ 7/10 ] 
f(z) = -15/14*z^3 + 27/280*z + 1
*
[ 6/7 ] 
f(z) = -1/3*z^3 + 23/294*z + 1
*
-1/2 | 0.096670123588782352136060745672221562479 | 0.020991650619756777426858956131171568588
f(z) = -20*z^3 + 41/5*z + 1
*
[ -1/10 ] 
f(z) = -20*z^3 + 56/5*z + 1
*
[ -1/3 ] 
f(z) = -20*z^3 + 56/9*z + 1
*
[ 3/4 ] 
f(z) = -20/3*z^3 + 41/12*z + 1
*
-3/2 | 0.10926180331082630854383334150890305826 | 0.028873236777432167486730480336609035434
f(z) = -20/3*z^3 + 44/3*z + 1
*
[ 3/2 ] 
f(z) = -20/3*z^3 + 46/3*z + 1
*
[ -3/2 ] 
f(z) = -20/3*z^3 + 50/3*z + 1
*
0 | 0.067254895462245569397094181823908203780 | 0.015347897461433572726850175737728210510
f(z) = -20/3*z^3 + 59/12*z + 1
*
[ -3/4 ] 
f(z) = -20/9*z^3 + 43/12*z + 1
*
[ -3/5 ] 
f(z) = -20/9*z^3 + 52/15*z + 1
*
3/2 | 0.15011699341413334569177291745475470097 | 0.029615275299221590700984947396130971822
f(z) = -20/9*z^3 + 53/15*z + 1
*
[ -1 ] 
f(z) = -20/11*z^3 + 42/11*z + 1
*
[ -1/2 ] 
f(z) = -20/13*z^3 + 44/13*z + 1
*
[ -1 ] 
f(z) = -20/13*z^3 + 46/13*z + 1
*
[ -1 ] 
f(z) = -20/17*z^3 + 54/17*z + 1
*
[ -1/2 ] 
f(z) = -20/17*z^3 + 56/17*z + 1
*
[ -1 ] 
f(z) = -20/19*z^3 + 58/19*z + 1
*
[ -1/3 ] 
f(z) = -19*z^3 + 55/9*z + 1
*
[ -1/2 ] 
f(z) = -19/2*z^3 + 43/8*z + 1
*
-1/2 | 0.10416747037528164694321596006954737695 | 0.024053078818377328892672584071001057766
f(z) = -19/3*z^3 + 43/12*z + 1
*
[ -1/2 ] 
f(z) = -19/3*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -19/4*z^3 + 41/2*z + 1
*
[ 3 ] 
f(z) = -19/9*z^3 + 59/3*z + 1
*
[ -1 ] 
f(z) = -19/11*z^3 + 41/11*z + 1
*
[ 2 ] 
f(z) = -19/12*z^3 + 41/6*z + 1
*
[ -1 ] 
f(z) = -19/12*z^3 + 43/12*z + 1
*
[ -2 ] 
f(z) = -19/12*z^3 + 47/6*z + 1
*
[ -1 ] 
f(z) = -19/13*z^3 + 45/13*z + 1
*
[ -1 ] 
f(z) = -19/14*z^3 + 47/14*z + 1
*
[ -1 ] 
f(z) = -19/15*z^3 + 49/15*z + 1
*
[ -1 ] 
f(z) = -19/16*z^3 + 51/16*z + 1
*
[ -1 ] 
f(z) = -19/17*z^3 + 53/17*z + 1
*
[ -1 ] 
f(z) = -19/18*z^3 + 55/18*z + 1
*
-1/2 | 0.13531037147839795951733257144465584647 | 0.028899312068514156543457081363728346052
f(z) = -18*z^3 + 41/6*z + 1
*
-1/12 | 0.10471057579293248750335914704059619948 | 0.021069317795472490923548940145602761139
f(z) = -18*z^3 + 41/8*z + 1
*
-4/9 | 0.074328217871643793774392146703280366403 | 0.014609692470471664081744258655328860447
f(z) = -18*z^3 + 41/9*z + 1
*
[ -5/6 ] 
f(z) = -18/5*z^3 + 47/10*z + 1
*
-1/3 | 0.089441454975161246695621156363095321276 | 0.022981907725437027911760183008294777711
f(z) = -18/5*z^3 + 49/10*z + 1
*
0 | 0.089170510019761339703304458132876775288 | 0.022354190685862533162183565301467475340
f(z) = -18/5*z^3 + 49/15*z + 1
*
[ 5/3 ] 
f(z) = -18/5*z^3 + 52/5*z + 1
*
[ -5/3 ] 
f(z) = -18/5*z^3 + 58/5*z + 1
*
[ -1 ] 
f(z) = -18/11*z^3 + 40/11*z + 1
*
[ -1/3 ] 
f(z) = -18/11*z^3 + 46/11*z + 1
*
[ -1 ] 
f(z) = -18/13*z^3 + 44/13*z + 1
*
[ -1/3 ] 
f(z) = -18/13*z^3 + 54/13*z + 1
*
[ -1 ] 
f(z) = -18/17*z^3 + 52/17*z + 1
*
[ -1 ] 
f(z) = -18/19*z^3 + 56/19*z + 1
*
[ -1/3 ] 
f(z) = -17*z^3 + 53/9*z + 1
*
[ -1/2 ] 
f(z) = -17/2*z^3 + 41/8*z + 1
*
[ 2/3 ] 
f(z) = -17/2*z^3 + 59/18*z + 1
*
-1/2 | 0.087363687208806797632712876075060802764 | 0.020704710907776517341199140682018786463
f(z) = -17/3*z^3 + 41/12*z + 1
*
[ -1/2 ] 
f(z) = -17/3*z^3 + 53/12*z + 1
*
[ 3 ] 
f(z) = -17/9*z^3 + 53/3*z + 1
*
[ -3 ] 
f(z) = -17/9*z^3 + 55/3*z + 1
*
[ 3/2 ] 
f(z) = -17/9*z^3 + 55/12*z + 1
*
[ -1 ] 
f(z) = -17/12*z^3 + 41/12*z + 1
*
[ -2 ] 
f(z) = -17/12*z^3 + 43/6*z + 1
*
[ -1 ] 
f(z) = -17/13*z^3 + 43/13*z + 1
*
[ -1 ] 
f(z) = -17/14*z^3 + 45/14*z + 1
*
[ -1 ] 
f(z) = -17/15*z^3 + 47/15*z + 1
*
[ -1 ] 
f(z) = -17/16*z^3 + 49/16*z + 1
*
[ -1 ] 
f(z) = -17/18*z^3 + 53/18*z + 1
*
[ 3 ] 
f(z) = -17/18*z^3 + 55/6*z + 1
*
[ -3 ] 
f(z) = -17/18*z^3 + 59/6*z + 1
*
[ -1 ] 
f(z) = -17/19*z^3 + 55/19*z + 1
*
[ -1/3 ] 
f(z) = -16*z^3 + 52/9*z + 1
*
[ -3/2 ] 
f(z) = -16/3*z^3 + 41/3*z + 1
*
-3/8 | 0.096031177391880545727897922503127147083 | 0.023090617232332400376867169562977678887
f(z) = -16/3*z^3 + 41/12*z + 1
*
0 | 0.069828842265830152168543864285825348913 | 0.016790287407988467928105762093321820916
f(z) = -16/3*z^3 + 43/12*z + 1
*
[ -3/8 ] 
f(z) = -16/3*z^3 + 53/12*z + 1
*
0 | 0.10603276667997870275092641139924890632 | 0.025495491110156965220671607523106510700
f(z) = -16/3*z^3 + 55/12*z + 1
*
[ 7/4 ] 
f(z) = -16/7*z^3 + 52/7*z + 1
*
[ -1/4 ] 
f(z) = -16/9*z^3 + 46/9*z + 1
*
[ -3/8 ] 
f(z) = -16/9*z^3 + 47/12*z + 1
*
[ 3 ] 
f(z) = -16/9*z^3 + 50/3*z + 1
*
[ -3 ] 
f(z) = -16/9*z^3 + 52/3*z + 1
*
[ -1/4 ] 
f(z) = -16/11*z^3 + 56/11*z + 1
*
[ -1 ] 
f(z) = -16/13*z^3 + 42/13*z + 1
*
[ -1/2 ] 
f(z) = -16/13*z^3 + 43/13*z + 1
*
[ 3/2 ] 
f(z) = -16/15*z^3 + 41/15*z + 1
*
[ -3/4 ] 
f(z) = -16/15*z^3 + 44/15*z + 1
*
[ -1/2 ] 
f(z) = -16/15*z^3 + 49/15*z + 1
*
[ -5/4 ] 
f(z) = -16/15*z^3 + 52/15*z + 1
*
[ -1 ] 
f(z) = -16/17*z^3 + 50/17*z + 1
*
[ -1/2 ] 
f(z) = -16/17*z^3 + 55/17*z + 1
*
[ -1 ] 
f(z) = -16/19*z^3 + 54/19*z + 1
*
0 | 0.089554570049862084704183551488439271315 | 0.023525744741101405988811803331802100440
f(z) = -15*z^3 + 41/3*z + 1
*
-1/6 | 0.10839100802196734197586228462699712716 | 0.020872695678837818901337343857187780124
f(z) = -15*z^3 + 41/12*z + 1
*
[ -2/3 ] 
f(z) = -15*z^3 + 55/6*z + 1
*
3/5 | 0.15708892625053315576965428920711757278 | 0.029004064656296994001757298012797801193
f(z) = -15*z^3 + 56/15*z + 1
*
[ -2/5 ] 
f(z) = -15*z^3 + 59/10*z + 1
*
0 | 0.076618220059744745304358636984986720655 | 0.020127400384363366952377925942596319359
f(z) = -15/2*z^3 + 41/6*z + 1
*
0 | 0.10535892810436218952980940789575132147 | 0.027364906233092621344791876376773967917
f(z) = -15/2*z^3 + 47/6*z + 1
*
[ -2/5 ] 
f(z) = -15/2*z^3 + 47/10*z + 1
*
-1/5 | 0.047360070167219674280584655518427622667 | 0.010969357395272275850470375296327645389
f(z) = -15/2*z^3 + 53/10*z + 1
*
0 | 0.11220895354996577967586132645585961182 | 0.025989406478772947958405234043436662015
f(z) = -15/2*z^3 + 57/10*z + 1
*
-2 | 0.051117372075496001549201821485323344199 | 0.012536334191583191755490615382068485614
f(z) = -15/2*z^3 + 59/2*z + 1
*
0 | 0.10370510064504113116032573876565534397 | 0.024019776758597661506494185315544357438
f(z) = -15/2*z^3 + 59/10*z + 1
*
[ -2/5 ] 
f(z) = -15/4*z^3 + 41/10*z + 1
*
[ 4/3 ] 
f(z) = -15/8*z^3 + 43/12*z + 1
*
[ 6/5 ] 
f(z) = -15/8*z^3 + 43/15*z + 1
*
-14/15 | 0.11569530130941704429670672239883796781 | 0.019511520699269738492796453223760617057
f(z) = -15/8*z^3 + 47/15*z + 1
*
[ -1 ] 
f(z) = -15/13*z^3 + 41/13*z + 1
*
[ -1 ] 
f(z) = -15/14*z^3 + 43/14*z + 1
*
-2 | 0.051339122185651631539923333714473445968 | 0.012930818011242853563590751680964521666
f(z) = -15/14*z^3 + 53/14*z + 1
*
[ -4/3 ] 
f(z) = -15/16*z^3 + 41/12*z + 1
*
[ -1 ] 
f(z) = -15/16*z^3 + 47/16*z + 1
*
-4 | 0.11498623239805341000588004559412890932 | 0.021178653977163901268452464563971939205
f(z) = -15/16*z^3 + 57/4*z + 1
*
[ -1 ] 
f(z) = -15/17*z^3 + 49/17*z + 1
*
[ -1 ] 
f(z) = -15/19*z^3 + 53/19*z + 1
*
[ -1/4 ] 
f(z) = -14*z^3 + 47/8*z + 1
*
[ -1/3 ] 
f(z) = -14*z^3 + 50/9*z + 1
*
[ -1/7 ] 
f(z) = -14*z^3 + 58/7*z + 1
*
-1/2 | 0.10150488469500185775667498521597335604 | 0.026987366152487856840557005488508157889
f(z) = -14/9*z^3 + 43/18*z + 1
*
[ 3 ] 
f(z) = -14/9*z^3 + 44/3*z + 1
*
[ -3 ] 
f(z) = -14/9*z^3 + 46/3*z + 1
*
[ -1 ] 
f(z) = -14/13*z^3 + 40/13*z + 1
*
[ -1 ] 
f(z) = -14/15*z^3 + 44/15*z + 1
*
[ -1 ] 
f(z) = -14/17*z^3 + 48/17*z + 1
*
[ -1 ] 
f(z) = -14/19*z^3 + 52/19*z + 1
*
[ -1/3 ] 
f(z) = -13*z^3 + 49/9*z + 1
*
[ 2/3 ] 
f(z) = -13/2*z^3 + 43/18*z + 1
*
-2 | 0.048498043454988820453994669617825750620 | 0.012334739122544702669312173372222888111
f(z) = -13/2*z^3 + 51/2*z + 1
*
[ 2 ] 
f(z) = -13/2*z^3 + 53/2*z + 1
*
[ -2 ] 
f(z) = -13/2*z^3 + 55/2*z + 1
*
[ -1/2 ] 
f(z) = -13/3*z^3 + 49/12*z + 1
*
[ 3 ] 
f(z) = -13/9*z^3 + 41/3*z + 1
*
[ -3 ] 
f(z) = -13/9*z^3 + 43/3*z + 1
*
[ 3/2 ] 
f(z) = -13/9*z^3 + 43/12*z + 1
*
[ -3/2 ] 
f(z) = -13/9*z^3 + 59/12*z + 1
*
-2 | 0.048818117047773887840137778986330392743 | 0.012679544292299631381953829582485584795
f(z) = -13/10*z^3 + 47/10*z + 1
*
[ 2 ] 
f(z) = -13/10*z^3 + 57/10*z + 1
*
[ -1 ] 
f(z) = -13/14*z^3 + 41/14*z + 1
*
-2 | 0.048475449779153802307067007443973456746 | 0.012734370307171265811035369330107114267
f(z) = -13/14*z^3 + 45/14*z + 1
*
[ 2 ] 
f(z) = -13/14*z^3 + 59/14*z + 1
*
[ -1 ] 
f(z) = -13/15*z^3 + 43/15*z + 1
*
[ -1 ] 
f(z) = -13/16*z^3 + 45/16*z + 1
*
-4 | 0.15177467433858754475878008966254174966 | 0.028755471250166889033909404458084311988
f(z) = -13/16*z^3 + 49/4*z + 1
*
[ 4 ] 
f(z) = -13/16*z^3 + 55/4*z + 1
*
[ -4 ] 
f(z) = -13/16*z^3 + 57/4*z + 1
*
[ -1 ] 
f(z) = -13/17*z^3 + 47/17*z + 1
*
[ 3 ] 
f(z) = -13/18*z^3 + 43/6*z + 1
*
[ -3 ] 
f(z) = -13/18*z^3 + 47/6*z + 1
*
[ -1 ] 
f(z) = -13/18*z^3 + 49/18*z + 1
*
[ -1 ] 
f(z) = -13/19*z^3 + 51/19*z + 1
*
0 | 0.11086500311011216894914469532355082089 | 0.028638400020491735030733783112597301327
f(z) = -12*z^3 + 41/4*z + 1
*
-2/3 | 0.10703432166623837928144474993679003239 | 0.025027514116735413723253957126520430803
f(z) = -12*z^3 + 41/6*z + 1
*
0 | 0.072370942436512524988137965370650208663 | 0.018694700231941656841524803837897907014
f(z) = -12*z^3 + 43/4*z + 1
*
-3/8 | 0.13601216312812063252358130534988860838 | 0.025870144147299863733443230419323733135
f(z) = -12*z^3 + 43/16*z + 1
*
0 | 0.10316936125648949236142242181769775951 | 0.026650479002714913070257316712513784953
f(z) = -12*z^3 + 47/4*z + 1
*
[ -2/3 ] 
f(z) = -12*z^3 + 47/6*z + 1
*
-1/12 | 0.11336057873070202420477545897814085541 | 0.022809826425546685316455570471131830413
f(z) = -12*z^3 + 49/12*z + 1
*
-5/6 | 0.10463044604775930141987878988021861729 | 0.027818367231030866653599343128133443863
f(z) = -12/5*z^3 + 43/15*z + 1
*
0 | 0.075584681222980447256358822779769471803 | 0.019741906696274142096833435377222564304
f(z) = -12/5*z^3 + 46/15*z + 1
*
[ -5/6 ] 
f(z) = -12/5*z^3 + 58/15*z + 1
*
[ -1/2 ] 
f(z) = -12/13*z^3 + 42/13*z + 1
*
[ -1 ] 
f(z) = -12/17*z^3 + 46/17*z + 1
*
[ -1/2 ] 
f(z) = -12/17*z^3 + 54/17*z + 1
*
[ -1 ] 
f(z) = -12/19*z^3 + 50/19*z + 1
*
[ -1/3 ] 
f(z) = -11*z^3 + 47/9*z + 1
*
-2 | 0.045445533100432264455457146724081334435 | 0.012082721392784000519507246759912695940
f(z) = -11/2*z^3 + 43/2*z + 1
*
[ 2 ] 
f(z) = -11/2*z^3 + 45/2*z + 1
*
[ -2 ] 
f(z) = -11/2*z^3 + 47/2*z + 1
*
[ -1/2 ] 
f(z) = -11/3*z^3 + 47/12*z + 1
*
[ -1/2 ] 
f(z) = -11/4*z^3 + 59/16*z + 1
*
[ -2 ] 
f(z) = -11/6*z^3 + 53/6*z + 1
*
2 | 0.15183271566242956270839473883975489476 | 0.025699151019279103638350306441139127263
f(z) = -11/8*z^3 + 46/11*z + 1
*
-2/11 | 0.071986221679581701086433634576024338784 | 0.012014795566858307838916773302993142339
f(z) = -11/8*z^3 + 50/11*z + 1
*
[ -3/2 ] 
f(z) = -11/9*z^3 + 53/12*z + 1
*
[ 2 ] 
f(z) = -11/10*z^3 + 49/10*z + 1
*
[ -2 ] 
f(z) = -11/10*z^3 + 59/10*z + 1
*
[ 2 ] 
f(z) = -11/14*z^3 + 51/14*z + 1
*
[ -1 ] 
f(z) = -11/15*z^3 + 41/15*z + 1
*
-4 | 0.095539337852875781559801171735731581117 | 0.018733694147679193793111625267285217968
f(z) = -11/16*z^3 + 41/4*z + 1
*
[ -1 ] 
f(z) = -11/16*z^3 + 43/16*z + 1
*
[ 4 ] 
f(z) = -11/16*z^3 + 47/4*z + 1
*
[ -4 ] 
f(z) = -11/16*z^3 + 49/4*z + 1
*
[ -1 ] 
f(z) = -11/17*z^3 + 45/17*z + 1
*
[ -3 ] 
f(z) = -11/18*z^3 + 41/6*z + 1
*
[ -1 ] 
f(z) = -11/18*z^3 + 47/18*z + 1
*
[ -1 ] 
f(z) = -11/19*z^3 + 49/19*z + 1
*
0 | 0.10940851661529232094201871416406053068 | 0.027967247754801547759657493203951998162
f(z) = -10*z^3 + 41/5*z + 1
*
-2/5 | 0.10142171154964723204226653612198518029 | 0.022023444835597548346803594156214529139
f(z) = -10*z^3 + 41/10*z + 1
*
0 | 0.090689462644539115785209301655464585791 | 0.023182241648043102546543484245387956716
f(z) = -10*z^3 + 43/5*z + 1
*
0 | 0.11000114763563431866925757178257675217 | 0.028118737411053489465197918413766709895
f(z) = -10*z^3 + 44/5*z + 1
*
[ 3/5 ] 
f(z) = -10*z^3 + 44/15*z + 1
*
[ -1/4 ] 
f(z) = -10*z^3 + 45/8*z + 1
*
[ -1/3 ] 
f(z) = -10*z^3 + 46/9*z + 1
*
0 | 0.10850936244618871744821815597555505934 | 0.027737403971200076636981013119671167265
f(z) = -10*z^3 + 48/5*z + 1
*
[ -2/5 ] 
f(z) = -10*z^3 + 51/10*z + 1
*
3/2 | 0.076640935596134600868204163797644380595 | 0.020638063357728588587638094617843768532
f(z) = -10/3*z^3 + 41/6*z + 1
*
-3/5 | 0.10580375719041868326176633584320708663 | 0.027045791152968727078688765472028455909
f(z) = -10/3*z^3 + 43/15*z + 1
*
[ 3/2 ] 
f(z) = -10/3*z^3 + 47/6*z + 1
*
[ -3/2 ] 
f(z) = -10/3*z^3 + 55/6*z + 1
*
[ -3/5 ] 
f(z) = -10/3*z^3 + 58/15*z + 1
*
[ -1/2 ] 
f(z) = -10/7*z^3 + 47/14*z + 1
*
-1/2 | 0.10249376923569692084491937331996271250 | 0.027599779240761388509607351721640603499
f(z) = -10/9*z^3 + 41/18*z + 1
*
[ -3/5 ] 
f(z) = -10/9*z^3 + 46/15*z + 1
*
[ -1/2 ] 
f(z) = -10/9*z^3 + 59/18*z + 1
*
[ -1 ] 
f(z) = -10/17*z^3 + 44/17*z + 1
*
[ -1 ] 
f(z) = -10/19*z^3 + 48/19*z + 1
*
7/6 | 0.081788000708167540306691877183533786694 | 0.021485487859235540572121604864585113715
f(z) = -9*z^3 + 45/4*z + 1
*
-1/12 | 0.13798103001278752529700342789816495984 | 0.027763825660122759571384369867349497069
f(z) = -9*z^3 + 49/16*z + 1
*
7/6 | 0.044609901803596569711012761338811940232 | 0.012012666242178684874726081793512954191
f(z) = -9/2*z^3 + 41/8*z + 1
*
0 | 0.086640669739252450077902265082263839514 | 0.019715934054472095894464643096986825451
f(z) = -9/2*z^3 + 55/18*z + 1
*
[ -1/2 ] 
f(z) = -9/4*z^3 + 57/16*z + 1
*
[ -2/3 ] 
f(z) = -9/7*z^3 + 43/14*z + 1
*
[ 7/3 ] 
f(z) = -9/7*z^3 + 53/7*z + 1
*
[ -7/3 ] 
f(z) = -9/7*z^3 + 59/7*z + 1
*
2/9 | 0.14081630181371393780521901690599680475 | 0.024307952877913590094666602467710611580
f(z) = -9/8*z^3 + 41/9*z + 1
*
[ -2/9 ] 
f(z) = -9/8*z^3 + 50/9*z + 1
*
-2 | 0.12390399734613091360127875090085862165 | 0.020296182463351987126184790781833944052
f(z) = -9/8*z^3 + 56/9*z + 1
*
[ -2 ] 
f(z) = -9/10*z^3 + 51/10*z + 1
*
[ -1/3 ] 
f(z) = -9/11*z^3 + 45/11*z + 1
*
[ -1/3 ] 
f(z) = -9/13*z^3 + 53/13*z + 1
*
-5/3 | 0.10870210043394507162898967361777367820 | 0.027378868556970158608212890515418650398
f(z) = -9/14*z^3 + 53/14*z + 1
*
[ -4 ] 
f(z) = -9/16*z^3 + 41/4*z + 1
*
-2 | 0.12218686541542903849378476560479007282 | 0.023958836401830765698530537783029568988
f(z) = -9/16*z^3 + 41/12*z + 1
*
[ -1 ] 
f(z) = -9/16*z^3 + 41/16*z + 1
*
[ -8/3 ] 
f(z) = -9/16*z^3 + 43/8*z + 1
*
-1/3 | 0.10440141493008993631751181708199684755 | 0.026825857036814879854848834147791804767
f(z) = -9/16*z^3 + 49/16*z + 1
*
[ -1 ] 
f(z) = -9/17*z^3 + 43/17*z + 1
*
[ -1 ] 
f(z) = -9/19*z^3 + 47/19*z + 1
*
[ -3/4 ] 
f(z) = -8*z^3 + 41/6*z + 1
*
[ -1/3 ] 
f(z) = -8*z^3 + 44/9*z + 1
*
0 | 0.11669568878071786344770648688419944655 | 0.028059381916177251059687289059764913509
f(z) = -8*z^3 + 51/8*z + 1
*
0 | 0.092389860363660074472079951813064844673 | 0.022215065562512698460214545795986881593
f(z) = -8*z^3 + 53/8*z + 1
*
[ 3/2 ] 
f(z) = -8*z^3 + 55/3*z + 1
*
0 | 0.11048771043216957517865241712380077051 | 0.026566678653277805681054519658833998063
f(z) = -8*z^3 + 55/8*z + 1
*
-1/6 | 0.084318331671651183517643068183578888353 | 0.019715902370010250167161848755095820611
f(z) = -8*z^3 + 56/9*z + 1
*
0 | 0.061191151811605388792283926600206955273 | 0.014713361877481133943770460922353565963
f(z) = -8*z^3 + 57/8*z + 1
*
[ -3/2 ] 
f(z) = -8*z^3 + 59/3*z + 1
*
[ -5/4 ] 
f(z) = -8/5*z^3 + 43/10*z + 1
*
3/2 | 0.074708268962509373364239162013433203862 | 0.019742210668537304784060283280551751656
f(z) = -8/5*z^3 + 44/15*z + 1
*
-5/2 | 0.077166346395357709849803301361232699885 | 0.020042438466796432907878007604113373735
f(z) = -8/5*z^3 + 47/5*z + 1
*
5/2 | 0.089488820592232718062656242742825759713 | 0.023116552289607252899452038953956107191
f(z) = -8/5*z^3 + 48/5*z + 1
*
-1/2 | 0.087078228807315920867174406636567940038 | 0.022374678720286762327224872374810624736
f(z) = -8/5*z^3 + 49/10*z + 1
*
[ 5/2 ] 
f(z) = -8/5*z^3 + 53/5*z + 1
*
[ -5/2 ] 
f(z) = -8/5*z^3 + 57/5*z + 1
*
[ 3/2 ] 
f(z) = -8/5*z^3 + 59/15*z + 1
*
[ 7/4 ] 
f(z) = -8/7*z^3 + 55/14*z + 1
*
[ -1/2 ] 
f(z) = -8/13*z^3 + 41/13*z + 1
*
-5/2 | 0.090253519210214670469627162888831307634 | 0.024303694014564302011953893649099517150
f(z) = -8/15*z^3 + 41/15*z + 1
*
[ -3/2 ] 
f(z) = -8/15*z^3 + 43/15*z + 1
*
[ 5/2 ] 
f(z) = -8/15*z^3 + 59/15*z + 1
*
[ -1 ] 
f(z) = -8/17*z^3 + 42/17*z + 1
*
[ -1/2 ] 
f(z) = -8/17*z^3 + 53/17*z + 1
*
[ -1 ] 
f(z) = -8/19*z^3 + 46/19*z + 1
*
[ -1/2 ] 
f(z) = -8/19*z^3 + 59/19*z + 1
*
0 | 0.11373014733621871722924106143136436718 | 0.029222867096775158065555385857262527100
f(z) = -7*z^3 + 40/7*z + 1
*
0 | 0.066971273313085883783167088595853076300 | 0.017208213170993178650685196147246420868
f(z) = -7*z^3 + 43/7*z + 1
*
[ -1/3 ] 
f(z) = -7*z^3 + 43/9*z + 1
*
[ 2/3 ] 
f(z) = -7*z^3 + 47/18*z + 1
*
-2 | 0.058411176747234628913888285269944203079 | 0.014576071927956276508688322232860938824
f(z) = -7*z^3 + 55/2*z + 1
*
[ 2 ] 
f(z) = -7*z^3 + 57/2*z + 1
*
-2/7 | 0.12025541251476387689292819196938510950 | 0.026228193127693104888566179207561393579
f(z) = -7*z^3 + 57/14*z + 1
*
[ -2 ] 
f(z) = -7*z^3 + 59/2*z + 1
*
-2/3 | 0.097182438671982761693449014882502355685 | 0.023456258386418416893990040581480022375
f(z) = -7/2*z^3 + 55/18*z + 1
*
[ -1/2 ] 
f(z) = -7/3*z^3 + 43/12*z + 1
*
3/2 | 0.10795690469274173050781609933006497558 | 0.026939837468612932853214636288231446582
f(z) = -7/3*z^3 + 55/12*z + 1
*
-3/2 | 0.11629027866228177541182467573603010962 | 0.028519732868692359577745296870822268737
f(z) = -7/3*z^3 + 59/12*z + 1
*
[ -1/2 ] 
f(z) = -7/4*z^3 + 55/16*z + 1
*
[ -2/3 ] 
f(z) = -7/4*z^3 + 59/18*z + 1
*
-2 | 0.058768462068056045802121521030175151969 | 0.014946863761945597686688278571055200163
f(z) = -7/5*z^3 + 51/10*z + 1
*
[ 4 ] 
f(z) = -7/8*z^3 + 59/4*z + 1
*
[ -3/2 ] 
f(z) = -7/9*z^3 + 41/12*z + 1
*
-2 | 0.044288162394600908214698506534015170872 | 0.011502977801404325966982735603745753478
f(z) = -7/9*z^3 + 47/18*z + 1
*
[ -2 ] 
f(z) = -7/10*z^3 + 43/10*z + 1
*
3 | 0.11040567356116664247215125263463216338 | 0.027076556642337834312678967541293686895
f(z) = -7/12*z^3 + 59/12*z + 1
*
2 | 0.045028018415292079445704303955910519795 | 0.011971715683888557815504245671432998595
f(z) = -7/15*z^3 + 43/15*z + 1
*
0 | 0.089090691591140533210207023912504064288 | 0.022547506035169556305475728663636898043
f(z) = -7/15*z^3 + 52/15*z + 1
*
-2 | 0.043493017462391557993745105280230239433 | 0.010711397093722205326489448654834736144
f(z) = -7/15*z^3 + 58/15*z + 1
*
[ -1 ] 
f(z) = -7/17*z^3 + 41/17*z + 1
*
[ -2 ] 
f(z) = -7/18*z^3 + 55/18*z + 1
*
[ -1 ] 
f(z) = -7/19*z^3 + 45/19*z + 1
*
[ -1/4 ] 
f(z) = -6*z^3 + 43/8*z + 1
*
-2 | 0.047034629258605176813561511417586195554 | 0.012216318469898285591641362207751884738
f(z) = -6*z^3 + 47/2*z + 1
*
[ 2 ] 
f(z) = -6*z^3 + 49/2*z + 1
*
[ -2 ] 
f(z) = -6*z^3 + 51/2*z + 1
*
0 | 0.11574974258246504311251306341651900740 | 0.027065414825765242175315016066561355494
f(z) = -6*z^3 + 53/12*z + 1
*
-7/6 | 0.069258223993125809901400003255025992613 | 0.017282871373997828662194805127646359546
f(z) = -6*z^3 + 55/6*z + 1
*
-2 | 0.047298589503153844064110117259149774959 | 0.012575398289976926779387137281895645316
f(z) = -6/5*z^3 + 43/10*z + 1
*
-5/3 | 0.096022134192900139835889358038009811719 | 0.025374556637500219574740757346923869117
f(z) = -6/5*z^3 + 44/15*z + 1
*
-4/3 | 0.042518728752607955300028201325868125338 | 0.011043402266895713407404234206337861255
f(z) = -6/5*z^3 + 47/15*z + 1
*
[ 2 ] 
f(z) = -6/5*z^3 + 53/10*z + 1
*
-2/3 | 0.089413855475513283893422495308665229401 | 0.022520725786008243939968195044099895212
f(z) = -6/5*z^3 + 53/15*z + 1
*
[ 5/3 ] 
f(z) = -6/5*z^3 + 56/15*z + 1
*
-2 | 0.046798192984393475478818203299674193321 | 0.012601934779718863403805619363363719810
f(z) = -6/7*z^3 + 41/14*z + 1
*
[ -1/2 ] 
f(z) = -6/7*z^3 + 45/14*z + 1
*
[ -1 ] 
f(z) = -6/17*z^3 + 40/17*z + 1
*
[ -1 ] 
f(z) = -6/19*z^3 + 44/19*z + 1
*
[ 2 ] 
f(z) = -5*z^3 + 41/2*z + 1
*
[ -1/3 ] 
f(z) = -5*z^3 + 41/9*z + 1
*
[ -2 ] 
f(z) = -5*z^3 + 43/2*z + 1
*
[ -2/5 ] 
f(z) = -5*z^3 + 43/10*z + 1
*
-3/5 | 0.072223006678504204811860770843723628702 | 0.016728015174394713063885577376590461643
f(z) = -5*z^3 + 52/15*z + 1
*
6/5 | 0.049760358460000699464804237008859085253 | 0.012307624900995194142872515131331898950
f(z) = -5*z^3 + 57/10*z + 1
*
-2/3 | 0.085518053536573970820297221887467179587 | 0.022211629886238850273180597102097290849
f(z) = -5/2*z^3 + 47/18*z + 1
*
-7/5 | 0.11231744709867663262031205815977346611 | 0.027545411573484407506146538876950932730
f(z) = -5/2*z^3 + 59/10*z + 1
*
-1/3 | 0.11133982041764055133124135633500363782 | 0.027305652480040093348152400913410201877
f(z) = -5/2*z^3 + 59/18*z + 1
*
3 | 0.10663264458712613863654914836368607505 | 0.028178462207961698932341469988628840140
f(z) = -5/3*z^3 + 44/3*z + 1
*
-6/5 | 0.089576657057072675170483641068882029585 | 0.023396460462245282408648263376281707112
f(z) = -5/3*z^3 + 46/15*z + 1
*
[ 3 ] 
f(z) = -5/3*z^3 + 47/3*z + 1
*
[ -3 ] 
f(z) = -5/3*z^3 + 49/3*z + 1
*
[ -2 ] 
f(z) = -5/3*z^3 + 49/6*z + 1
*
[ 3/2 ] 
f(z) = -5/3*z^3 + 49/12*z + 1
*
-3/2 | 0.10700460915619639009311719424548989948 | 0.026951320327593246587869040673724804536
f(z) = -5/3*z^3 + 53/12*z + 1
*
[ -1/2 ] 
f(z) = -5/4*z^3 + 53/16*z + 1
*
[ -2/3 ] 
f(z) = -5/4*z^3 + 55/18*z + 1
*
-3 | 0.051494174574819473247311078948635388946 | 0.013866480480212983924607895269382852820
f(z) = -5/6*z^3 + 41/6*z + 1
*
-3 | 0.071645322317080643027070913605230326346 | 0.018608461214645143510716931554503055117
f(z) = -5/6*z^3 + 47/6*z + 1
*
[ 3 ] 
f(z) = -5/6*z^3 + 49/6*z + 1
*
[ -3 ] 
f(z) = -5/6*z^3 + 53/6*z + 1
*
[ 2 ] 
f(z) = -5/7*z^3 + 47/14*z + 1
*
[ -6/5 ] 
f(z) = -5/8*z^3 + 41/15*z + 1
*
[ 4 ] 
f(z) = -5/8*z^3 + 43/4*z + 1
*
[ -4 ] 
f(z) = -5/8*z^3 + 45/4*z + 1
*
[ -3/5 ] 
f(z) = -5/9*z^3 + 43/15*z + 1
*
[ 2 ] 
f(z) = -5/9*z^3 + 49/18*z + 1
*
-3 | 0.11098632270700561408272838297074714272 | 0.028517843632422203300599200072148977750
f(z) = -5/12*z^3 + 49/12*z + 1
*
[ -2 ] 
f(z) = -5/14*z^3 + 41/14*z + 1
*
[ -2 ] 
f(z) = -5/18*z^3 + 47/18*z + 1
*
-6/5 | 0.16615924059244242002633423509939722463 | 0.028563875783575957952104430778817827875
f(z) = -5/18*z^3 + 56/15*z + 1
*
0 | 0.083429324972841501619946277650316537610 | 0.020460713389041915299466881675044845296
f(z) = -5/18*z^3 + 59/18*z + 1
*
[ -1 ] 
f(z) = -5/19*z^3 + 43/19*z + 1
*
[ -1/3 ] 
f(z) = -4*z^3 + 40/9*z + 1
*
-5/6 | 0.096989673088680137404263307228677466510 | 0.025786895167845999041668088463283557270
f(z) = -4*z^3 + 43/9*z + 1
*
-3/4 | 0.060540592500194249127653153397711772636 | 0.015638710655842695593054294779694780513
f(z) = -4*z^3 + 43/12*z + 1
*
[ -3/4 ] 
f(z) = -4*z^3 + 55/12*z + 1
*
-2/3 | 0.10452155855262708509479647048230944854 | 0.024439962261228532883474586343031849236
f(z) = -4*z^3 + 59/18*z + 1
*
[ -3 ] 
f(z) = -4/3*z^3 + 40/3*z + 1
*
[ -2 ] 
f(z) = -4/3*z^3 + 41/6*z + 1
*
-1/2 | 0.10540452723753911742092628046158840498 | 0.028383595455865950505984522467041872093
f(z) = -4/5*z^3 + 41/5*z + 1
*
[ -2 ] 
f(z) = -4/5*z^3 + 47/10*z + 1
*
[ -3/2 ] 
f(z) = -4/5*z^3 + 52/15*z + 1
*
-7/2 | 0.091377451595914018434088737979095632074 | 0.024147165030231087944206433073780754734
f(z) = -4/7*z^3 + 44/7*z + 1
*
[ -2 ] 
f(z) = -4/7*z^3 + 53/14*z + 1
*
[ 7/2 ] 
f(z) = -4/7*z^3 + 54/7*z + 1
*
[ -7/2 ] 
f(z) = -4/7*z^3 + 58/7*z + 1
*
3 | 0.099623594348783708207967171363510393449 | 0.020131022024827071226142272994939823022
f(z) = -4/9*z^3 + 47/12*z + 1
*
0 | 0.086123260771374102597909260983118344291 | 0.021691921563097801136007739959455186561
f(z) = -4/9*z^3 + 53/18*z + 1
*
-3 | 0.069452752632265887343136904882837991340 | 0.013602329477915263503580067617614684873
f(z) = -4/9*z^3 + 55/12*z + 1
*
[ -2 ] 
f(z) = -4/9*z^3 + 59/18*z + 1
*
[ -1/2 ] 
f(z) = -4/13*z^3 + 40/13*z + 1
*
[ -3 ] 
f(z) = -4/15*z^3 + 56/15*z + 1
*
[ -1/2 ] 
f(z) = -4/17*z^3 + 52/17*z + 1
*
[ -1 ] 
f(z) = -4/19*z^3 + 42/19*z + 1
*
[ -1/2 ] 
f(z) = -4/19*z^3 + 58/19*z + 1
*
4/3 | 0.10331283213080381786585977649604997155 | 0.025780943923386419926048277215017688549
f(z) = -3*z^3 + 55/12*z + 1
*
-4/3 | 0.10701350821108826635882581469283805275 | 0.028816865887851150922307245273857017533
f(z) = -3/2*z^3 + 41/12*z + 1
*
-1/2 | 0.082780083733472897020331562477680391454 | 0.022008954904599196769564397444755859272
f(z) = -3/2*z^3 + 43/8*z + 1
*
[ -4/3 ] 
f(z) = -3/2*z^3 + 53/12*z + 1
*
4 | 0.090978303827879458528711855094676877095 | 0.023629822344335858169106751617713990460
f(z) = -3/4*z^3 + 47/4*z + 1
*
10/3 | 0.12627988001456815309118424950834226369 | 0.027794780234681116963177564574924408671
f(z) = -3/4*z^3 + 47/6*z + 1
*
[ 4 ] 
f(z) = -3/4*z^3 + 51/4*z + 1
*
[ -1/2 ] 
f(z) = -3/4*z^3 + 51/16*z + 1
*
[ -4 ] 
f(z) = -3/4*z^3 + 53/4*z + 1
*
-10/3 | 0.13584082011204284596677843584092485644 | 0.029128893370463830934217659925227766820
f(z) = -3/4*z^3 + 53/6*z + 1
*
5/2 | 0.10285607415397879422367007737056572418 | 0.025225047119483184205023076665611121469
f(z) = -3/4*z^3 + 59/16*z + 1
*
[ -2 ] 
f(z) = -3/7*z^3 + 45/14*z + 1
*
-4/3 | 0.11552933498279389671174873718751067199 | 0.026216631580175198349065128606945571499
f(z) = -3/8*z^3 + 41/12*z + 1
*
[ 6 ] 
f(z) = -3/8*z^3 + 43/3*z + 1
*
[ -6 ] 
f(z) = -3/8*z^3 + 44/3*z + 1
*
-10/3 | 0.098189589631866490588672098310200300206 | 0.016281663756999430884002493970729375380
f(z) = -3/8*z^3 + 52/15*z + 1
*
-2 | 0.13258228328205290987118713287355036279 | 0.028430152213084060044902651989378467789
f(z) = -3/10*z^3 + 53/15*z + 1
*
0 | 0.11013865032773767918846410298556907174 | 0.028933127279792815801097397905174624270
f(z) = -3/14*z^3 + 45/14*z + 1
*
4 | 0.11635367927628580456660805262251328338 | 0.029035189712965174204871905933946591048
f(z) = -3/14*z^3 + 55/14*z + 1
*
0 | 0.11143733176144493842421537301747227292 | 0.027329566753089903689458802067330082292
f(z) = -3/14*z^3 + 59/14*z + 1
*
-4/3 | 0.070975670144434628175136005325653967535 | 0.013447163376852822805452094506188667154
f(z) = -3/16*z^3 + 49/12*z + 1
*
0 | 0.10988603238100849487680164138912748478 | 0.027947839666752839955130620482207290991
f(z) = -3/16*z^3 + 51/16*z + 1
*
[ -1 ] 
f(z) = -3/19*z^3 + 41/19*z + 1
*
-2/3 | 0.082527845992047040781900319082511242236 | 0.021941891804081519636634021469926686713
f(z) = -2*z^3 + 43/18*z + 1
*
1/6 | 0.095057314019286757328600647868083863638 | 0.023720841174271450450748006694260041541
f(z) = -2*z^3 + 55/18*z + 1
*
[ 3 ] 
f(z) = -2*z^3 + 56/3*z + 1
*
[ -3 ] 
f(z) = -2*z^3 + 58/3*z + 1
*
-1/2 | 0.081607527476983089071881639950480394300 | 0.020364547619278860631768886401949808856
f(z) = -2/3*z^3 + 55/6*z + 1
*
-1 | 0.069216376445119270576767142060112405490 | 0.017785090559993725151136106865438062699
f(z) = -2/5*z^3 + 49/10*z + 1
*
[ 5 ] 
f(z) = -2/5*z^3 + 54/5*z + 1
*
[ -5 ] 
f(z) = -2/5*z^3 + 56/5*z + 1
*
7/2 | 0.10810699127319084388498076110713648676 | 0.028399415909266394831071001156247625301
f(z) = -2/7*z^3 + 45/14*z + 1
*
-3 | 0.11023773608191858776130009490173906758 | 0.027265975318923346200227011507498469332
f(z) = -2/7*z^3 + 57/14*z + 1
*
[ 7/2 ] 
f(z) = -2/7*z^3 + 59/14*z + 1
*
4 | 0.038810724581274093545448553932202003306 | 0.010451049255041799960729963769771279809
f(z) = -2/9*z^3 + 41/9*z + 1
*
[ -2 ] 
f(z) = -2/9*z^3 + 43/18*z + 1
*
[ 6 ] 
f(z) = -2/9*z^3 + 53/6*z + 1
*
[ -6 ] 
f(z) = -2/9*z^3 + 55/6*z + 1
*
[ -1/2 ] 
f(z) = -2/9*z^3 + 55/18*z + 1
*
[ -1 ] 
f(z) = -2/19*z^3 + 40/19*z + 1
*
4/3 | 0.10497055668585773671250072774408284905 | 0.028266734777283100884631708738916617843
f(z) = -z^3 + 41/18*z + 1
*
[ -3/2 ] 
f(z) = -z^3 + 47/12*z + 1
*
-1/4 | 0.046189610394200273131539606667446703850 | 0.011868382108142063616481621922128525542
f(z) = -z^3 + 49/16*z + 1
*
[ -2/3 ] 
f(z) = -z^3 + 53/18*z + 1
*
[ -2/3 ] 
f(z) = -1/2*z^3 + 49/18*z + 1
*
-4 | 0.052769523150983193005327618845352184250 | 0.013168239502880756911886884940336553829
f(z) = -1/3*z^3 + 55/12*z + 1
*
-5/2 | 0.10268854377109762088084006055719163542 | 0.027652228616161165531604879543049185116
f(z) = -1/4*z^3 + 41/16*z + 1
*
[ -3 ] 
f(z) = -1/4*z^3 + 43/12*z + 1
*
[ -2/3 ] 
f(z) = -1/4*z^3 + 47/18*z + 1
*
[ -1/2 ] 
f(z) = -1/4*z^3 + 49/16*z + 1
*
[ 6 ] 
f(z) = -1/4*z^3 + 59/6*z + 1
*
[ -3 ] 
f(z) = -1/5*z^3 + 47/15*z + 1
*
[ 6 ] 
f(z) = -1/6*z^3 + 41/6*z + 1
*
[ 4 ] 
f(z) = -1/6*z^3 + 41/12*z + 1
*
[ -4 ] 
f(z) = -1/6*z^3 + 47/12*z + 1
*
0 | 0.053073936987981309571696998000964738341 | 0.014110904858938758221413253339014498117
f(z) = -1/7*z^3 + 43/7*z + 1
*
0 | 0.081518344161221702848100376120081683495 | 0.020732949976914004933573696896910859280
f(z) = -1/7*z^3 + 51/14*z + 1
*
[ 7 ] 
f(z) = -1/7*z^3 + 55/7*z + 1
*
0 | 0.10621673132962220020050005918181287697 | 0.028602307810842244632697693684716877952
f(z) = -1/8*z^3 + 41/8*z + 1
*
-6 | 0.16660443288396396235327763541416857268 | 0.028759544538759551206656077074564716324
f(z) = -1/8*z^3 + 41/9*z + 1
*
0 | 0.049102741515704136715899876913619125854 | 0.012144971276113316002287281013688870345
f(z) = -1/8*z^3 + 57/8*z + 1
*
-10 | 0.18118418419319321880841195922242250553 | 0.029509379639312241958013811612065082208
f(z) = -1/8*z^3 + 58/5*z + 1
*
0 | 0.093533428647050294909576395282272891439 | 0.024429926692225980390191182432386866541
f(z) = -1/9*z^3 + 46/9*z + 1
*
0 | 0.10414258274537934774747629095023012990 | 0.027048984485458167776043670915625184619
f(z) = -1/9*z^3 + 47/18*z + 1
*
0 | 0.10048452143560419352279159845707762973 | 0.025075160160353611326855464749795561079
f(z) = -1/9*z^3 + 55/9*z + 1
*
-3/2 | 0.10041602836321630968824859205552637804 | 0.019399753398030983745241038190013367942
f(z) = -1/9*z^3 + 59/12*z + 1
*
0 | 0.043422183128353435381475837689139034232 | 0.011043771312479746101745608236792435063
f(z) = -1/10*z^3 + 51/10*z + 1
*
7 | 0.080543710704821545561871488756489547224 | 0.019753027853907764600268958869376346973
f(z) = -1/10*z^3 + 59/10*z + 1
*
[ -5 ] 
f(z) = -1/15*z^3 + 43/15*z + 1
*
[ -8 ] 
f(z) = -1/16*z^3 + 41/8*z + 1
*
[ -6 ] 
f(z) = -1/16*z^3 + 41/12*z + 1
*
-3 | 0.10268847119406597176551586984565578786 | 0.027652209072436055189145167904718380179
f(z) = -1/16*z^3 + 41/16*z + 1
*
0 | 0.099678974609077650977087398731189430876 | 0.024874141979610596402190805055250365367
f(z) = -1/18*z^3 + 55/18*z + 1
*
-1/5 | 0.12946867053363699366050420167370028937 | 0.024435808876052381448301236735277211370
f(z) = -20/3*z^3 + 53/30*z + 1
*
0 | 0.096445654199691015864195513253531327970 | 0.022009371973356039805792532426884686704
f(z) = -20/9*z^3 + 53/36*z + 1
*
-1/2 | 0.12323557735834733847997340710593749605 | 0.028456052976514939645667570003423657082
f(z) = -19/6*z^3 + 43/24*z + 1
*
0 | 0.077065050539118745071729133759964840109 | 0.019410424275370360159028770687892204134
f(z) = -19/15*z^3 + 53/30*z + 1
*
0 | 0.10822172811831652778644340668862078752 | 0.023113775088441224020485851454330567783
f(z) = -18/5*z^3 + 53/30*z + 1
*
-1/2 | 0.10685304755729929313107431482811769376 | 0.025323581570006788451117671297962472738
f(z) = -17/6*z^3 + 41/24*z + 1
*
0 | 0.086951155324155036692042824194280036203 | 0.022342027294108997924564626196508636254
f(z) = -17/15*z^3 + 49/30*z + 1
*
-4/3 | 0.10649763482625537958634878856043884808 | 0.019491382353369533111129957227211913624
f(z) = -17/16*z^3 + 59/36*z + 1
*
-3/2 | 0.13205375236258975129848272609930336180 | 0.027172602844519629437374203371401694176
f(z) = -17/18*z^3 + 43/24*z + 1
*
[ 3/2 ] 
f(z) = -17/18*z^3 + 59/24*z + 1
*
-5/8 | 0.12080712597161094770747849210093368004 | 0.029047973590548568234060251848553764728
f(z) = -16/5*z^3 + 57/20*z + 1
*
[ 7/8 ] 
f(z) = -16/7*z^3 + 45/28*z + 1
*
-3/4 | 0.053911367589706087726951033919553873835 | 0.013453178235435049063340204279276983840
f(z) = -16/7*z^3 + 55/21*z + 1
*
0 | 0.11099476077625181394520218295283725399 | 0.026688598489425887084750425370526944662
f(z) = -16/7*z^3 + 57/28*z + 1
*
9/8 | 0.10307200410599433507217630977645516848 | 0.024783578196367483575034612591088758539
f(z) = -16/9*z^3 + 49/36*z + 1
*
0 | 0.093614948543558598985295741032622517524 | 0.021682734516408828867447969628488231693
f(z) = -15/4*z^3 + 47/20*z + 1
*
-2/15 | 0.10983720059119885138443439472506798380 | 0.020279757100975038527560736440416358592
f(z) = -15/4*z^3 + 47/30*z + 1
*
0 | 0.10360097563355132019955541807685132555 | 0.023995659723703377654377814755265005657
f(z) = -15/4*z^3 + 51/20*z + 1
*
-4/5 | 0.10851764422645411895272666620248871278 | 0.025134439603024393219696144710024572361
f(z) = -15/4*z^3 + 53/20*z + 1
*
0 | 0.12414605693728721487361171302962161689 | 0.028754232477921826251558617804808460739
f(z) = -15/4*z^3 + 59/20*z + 1
*
0 | 0.073296680599711181244826212085825851159 | 0.018550280828039152742172287685160034353
f(z) = -15/7*z^3 + 52/21*z + 1
*
-4/5 | 0.13304778295580239441632762744317378236 | 0.029018260996341916350610615870424472571
f(z) = -15/8*z^3 + 49/20*z + 1
*
2/5 | 0.089418106121234954387984166581377540396 | 0.016693114146977888067189603701781443012
f(z) = -15/16*z^3 + 53/20*z + 1
*
6/7 | 0.11257229710020179633990050319454423324 | 0.024552474499304964619268251827617575974
f(z) = -14/3*z^3 + 44/21*z + 1
*
[ 3/4 ] 
f(z) = -14/3*z^3 + 55/24*z + 1
*
0 | 0.11574279677219882309190656738219930934 | 0.025243973334737560691110998477458272474
f(z) = -14/5*z^3 + 48/35*z + 1
*
0 | 0.12538237372444897133423082552885050632 | 0.028297801379912763016139283112089553112
f(z) = -14/5*z^3 + 49/30*z + 1
*
0 | 0.11511728707400616356733295272306513102 | 0.025107547133002749619330315690509424096
f(z) = -14/5*z^3 + 53/35*z + 1
*
0 | 0.12549004543631362704477134072344846299 | 0.027369887795300115070058449277654721221
f(z) = -14/5*z^3 + 58/35*z + 1
*
-6/13 | 0.16957705408215002421013886925857185460 | 0.027225937946385050013803406160813504418
f(z) = -13/8*z^3 + 59/39*z + 1
*
-1/2 | 0.10828997488903999941360969484963458177 | 0.027406554138836616084959119853417469153
f(z) = -13/9*z^3 + 49/36*z + 1
*
0 | 0.10682130729599654757045078467502308683 | 0.028765109543382981823615386971631330551
f(z) = -13/15*z^3 + 41/30*z + 1
*
-4/3 | 0.081380580772828196519818974723884152896 | 0.015809746108403149736538411588654450653
f(z) = -13/16*z^3 + 43/36*z + 1
*
[ 3/2 ] 
f(z) = -13/18*z^3 + 47/24*z + 1
*
5/4 | 0.11260958938524642883042552640822988842 | 0.029089057651087133099807369123771565959
f(z) = -12/5*z^3 + 47/20*z + 1
*
0 | 0.053078368956684889661240231241987151299 | 0.013368883223802299127130021269389919642
f(z) = -12/5*z^3 + 53/20*z + 1
*
5/4 | 0.10958549608898356941050513867241848719 | 0.026875411347299793908955259382448677446
f(z) = -12/5*z^3 + 59/20*z + 1
*
0 | 0.094146462646321061764689476138012363588 | 0.024319703983607253481380601329903538820
f(z) = -12/7*z^3 + 41/28*z + 1
*
0 | 0.038184754097391710181473383632648782585 | 0.010152279305231934127696243984399773612
f(z) = -12/7*z^3 + 43/21*z + 1
*
-7/6 | 0.060356361878066920123278337402842480706 | 0.015764433287853583720909178880847618075
f(z) = -12/7*z^3 + 46/21*z + 1
*
[ 7/6 ] 
f(z) = -12/7*z^3 + 52/21*z + 1
*
-4/11 | 0.072942479346434083388282037430521136720 | 0.015209688299128551170417079031807050498
f(z) = -11/3*z^3 + 49/33*z + 1
*
-1/2 | 0.10600034901664651915497446335953599589 | 0.025996168146800089120096945307097824369
f(z) = -11/6*z^3 + 59/24*z + 1
*
-6/11 | 0.13945851397121104364137162402366135762 | 0.023659481357555416030258493083096723316
f(z) = -11/8*z^3 + 41/33*z + 1
*
-1/2 | 0.081379992328197045498511859696210125048 | 0.021136849998179756449019817226304590406
f(z) = -11/9*z^3 + 47/36*z + 1
*
[ 4/3 ] 
f(z) = -11/16*z^3 + 53/36*z + 1
*
[ 3/2 ] 
f(z) = -11/18*z^3 + 41/24*z + 1
*
-3/4 | 0.062152533441082688577399585025883654452 | 0.014183513388368118190583634571743913142
f(z) = -10/3*z^3 + 53/24*z + 1
*
0 | 0.11253988531365327456054362139904937556 | 0.027835384183473241739585868761036301654
f(z) = -10/7*z^3 + 57/35*z + 1
*
-6/5 | 0.12243761718252309357889338017475613534 | 0.025193897828779475511085629786004009228
f(z) = -10/9*z^3 + 43/30*z + 1
*
[ 6/5 ] 
f(z) = -10/9*z^3 + 53/30*z + 1
*
0 | 0.12381624400688888409402951827204435122 | 0.028175600547167582051534038079723207774
f(z) = -9/4*z^3 + 41/36*z + 1
*
-2/3 | 0.095121556922027999373839269560027361305 | 0.025614571418953434369884613225564258042
f(z) = -9/5*z^3 + 41/20*z + 1
*
0 | 0.11793233078334896200179933523927579139 | 0.029564502992917327476055494012683865850
f(z) = -9/5*z^3 + 49/30*z + 1
*
4/3 | 0.087666435516463052136738373364687078684 | 0.023308101887659712704486389112002224719
f(z) = -9/7*z^3 + 43/28*z + 1
*
[ 7/6 ] 
f(z) = -9/7*z^3 + 53/28*z + 1
*
-2/5 | 0.15772579984104143382693951291257926412 | 0.027114111369678402074681959387889953929
f(z) = -9/8*z^3 + 42/25*z + 1
*
0 | 0.051935036315576037824508262140312080525 | 0.013808102392339541036549206736521768220
f(z) = -9/8*z^3 + 43/24*z + 1
*
-4/9 | 0.073554520185324593929733042126753360504 | 0.015772591579075741359923651367156163489
f(z) = -9/8*z^3 + 53/36*z + 1
*
0 | 0.050624798092704080617161851658143257830 | 0.013148794106028265604624485142914095296
f(z) = -9/10*z^3 + 47/30*z + 1
*
-2 | 0.061747394173474166972276026475867744662 | 0.015143305248063808120005170915873784641
f(z) = -9/13*z^3 + 59/26*z + 1
*
-4/3 | 0.10257167416505076129729527452013194143 | 0.025834794115499287063505415819050307373
f(z) = -9/14*z^3 + 53/28*z + 1
*
2 | 0.098493433248500602064270810672240831655 | 0.019134247485287789988315574470675047637
f(z) = -9/16*z^3 + 43/36*z + 1
*
-4/9 | 0.060386716609784110786241728610720596816 | 0.011440963394794408464339975476383680337
f(z) = -9/16*z^3 + 49/36*z + 1
*
-2 | 0.061024970591501210247307970951363465280 | 0.015228324616576913764658299241198382768
f(z) = -9/17*z^3 + 55/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.015889013134403832077316802786189229884
f(z) = -9/19*z^3 + 53/38*z + 1
*
0 | 0.10129461904829004326764560624673856928 | 0.024356207428284129266668526074251730305
f(z) = -8/3*z^3 + 43/24*z + 1
*
0 | 0.12428731782489479553400012867387213162 | 0.029884782845227697930660086178722713738
f(z) = -8/3*z^3 + 55/24*z + 1
*
0 | 0.11883836556820746858157569464052379879 | 0.029931896232256062612190236732167799916
f(z) = -8/7*z^3 + 53/28*z + 1
*
0 | 0.067194319979605662233818461827533566192 | 0.018094255011789432504811358093309038241
f(z) = -8/9*z^3 + 41/36*z + 1
*
-3/8 | 0.12923269448721273765013007199194958394 | 0.026592115854354099646490926286658858630
f(z) = -8/9*z^3 + 43/24*z + 1
*
-2 | 0.051392773275175110977118524125215238830 | 0.012944331145967367846544950738906358019
f(z) = -8/11*z^3 + 53/22*z + 1
*
-2 | 0.049083043817067524016977657632252441485 | 0.012483525059848174135702918751164083813
f(z) = -8/13*z^3 + 51/26*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.013627416750170527133907123700845385641
f(z) = -8/17*z^3 + 47/34*z + 1
*
-2 | 0.054526888777099805322929843666405277990 | 0.014324067059696106791002858912962145133
f(z) = -8/19*z^3 + 45/38*z + 1
*
-5/14 | 0.056537169631485060975405139324244627723 | 0.010711622100253401776332218908115924632
f(z) = -7*z^3 + 53/28*z + 1
*
-4/7 | 0.13088928008957227347721300074731085908 | 0.028547482768083689590976342147141005557
f(z) = -7/2*z^3 + 53/28*z + 1
*
0 | 0.10929476027710233716562064942877988985 | 0.027273689315345012310265698464023391834
f(z) = -7/3*z^3 + 55/21*z + 1
*
0 | 0.11609622737059537212849801459873863492 | 0.029241232105456687467954735065331323541
f(z) = -7/4*z^3 + 53/28*z + 1
*
0 | 0.11058586437128291894675461080850365264 | 0.027352080655289953288307017329477080973
f(z) = -7/4*z^3 + 57/28*z + 1
*
-2/5 | 0.15772630622509948132630442425678666360 | 0.027226987003245514372445591970129044247
f(z) = -7/8*z^3 + 41/25*z + 1
*
-10/7 | 0.13415236140006203671404755137537193913 | 0.022244961494516834566271997953385023619
f(z) = -7/8*z^3 + 52/35*z + 1
*
[ -6/7 ] 
f(z) = -7/8*z^3 + 59/21*z + 1
*
-1/2 | 0.081379992328197045498511859696210125048 | 0.021636708982497368976240809250881031447
f(z) = -7/9*z^3 + 43/36*z + 1
*
-2 | 0.056002592330934436811777925412552581404 | 0.014711730415142065989339203098590868797
f(z) = -7/11*z^3 + 45/22*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.014903869257268268807915506524415529610
f(z) = -7/13*z^3 + 43/26*z + 1
*
-2 | 0.038362246995703838035151650413387415007 | 0.010330282085988779016694791735383294118
f(z) = -7/15*z^3 + 41/30*z + 1
*
0 | 0.10682207275347870425889242751598523967 | 0.026197692657153840011481389264428373436
f(z) = -7/15*z^3 + 59/30*z + 1
*
-2 | 0.15945035498899483616638864289189343447 | 0.029982466580964779380400489203939343350
f(z) = -7/16*z^3 + 51/28*z + 1
*
3/4 | 0.075368796658439082457338478435169961357 | 0.015165317510995668121483869526301999187
f(z) = -6*z^3 + 41/24*z + 1
*
3/2 | 0.090840026405782731092817440903788163046 | 0.024461630143184681658920583147352642099
f(z) = -6/5*z^3 + 41/30*z + 1
*
-1/3 | 0.10820359582477882380752473390838080348 | 0.028593597650322201381536281755488359561
f(z) = -6/7*z^3 + 44/21*z + 1
*
[ 2 ] 
f(z) = -6/11*z^3 + 59/22*z + 1
*
[ 4/5 ] 
f(z) = -5*z^3 + 59/20*z + 1
*
-3/5 | 0.11522988591983114085429819484684598974 | 0.026689103221514184200473191166375474209
f(z) = -5/2*z^3 + 47/30*z + 1
*
-4/5 | 0.099897433862499378083829314820471936571 | 0.024708426197129139015702195568424384075
f(z) = -5/2*z^3 + 57/20*z + 1
*
6/5 | 0.055526140590881944125622107750824929378 | 0.014193715250098576780771141067548738835
f(z) = -5/3*z^3 + 47/30*z + 1
*
-6/5 | 0.076032602748917092968708342961568302083 | 0.016583018985984830598192077235331128207
f(z) = -5/4*z^3 + 49/30*z + 1
*
4/3 | 0.082094850711363221722326163930980567025 | 0.020677283307844987199880477325882652374
f(z) = -5/4*z^3 + 53/36*z + 1
*
[ 6/5 ] 
f(z) = -5/4*z^3 + 59/30*z + 1
*
[ 6/5 ] 
f(z) = -5/6*z^3 + 41/30*z + 1
*
0 | 0.089414250973870910533334493493078325206 | 0.023772798102603214205358072535612445986
f(z) = -5/6*z^3 + 43/30*z + 1
*
-3/5 | 0.10173755061483262152057596492854258937 | 0.024950733626465991662003671940668194419
f(z) = -5/6*z^3 + 59/30*z + 1
*
0 | 0.10142582430130988198153889263172263776 | 0.025546188166946825130186460813621713386
f(z) = -5/7*z^3 + 53/35*z + 1
*
[ 7/5 ] 
f(z) = -5/7*z^3 + 59/35*z + 1
*
[ 4/3 ] 
f(z) = -5/8*z^3 + 49/36*z + 1
*
[ -4/5 ] 
f(z) = -5/8*z^3 + 53/20*z + 1
*
-1/2 | 0.081380355260209471409849730443799535404 | 0.021914306171640363302118248787273521777
f(z) = -5/9*z^3 + 41/36*z + 1
*
[ 2 ] 
f(z) = -5/11*z^3 + 51/22*z + 1
*
-2/5 | 0.055477988757853525587495496390309476712 | 0.012210959538516802966118687805960699154
f(z) = -5/12*z^3 + 47/30*z + 1
*
[ 2 ] 
f(z) = -5/13*z^3 + 53/26*z + 1
*
[ 2 ] 
f(z) = -5/17*z^3 + 57/34*z + 1
*
12/5 | 0.13010321352154854356040922613844882028 | 0.026771241911474024025031322556871085487
f(z) = -5/18*z^3 + 43/30*z + 1
*
3 | 0.12207366255696332140544450415841846243 | 0.024667525857197093800437908732462409845
f(z) = -5/18*z^3 + 47/30*z + 1
*
-3/5 | 0.12317255109454430261570808685829639568 | 0.024299640746927802298983983136542385686
f(z) = -5/18*z^3 + 53/30*z + 1
*
[ -3/2 ] 
f(z) = -5/18*z^3 + 55/24*z + 1
*
[ 2 ] 
f(z) = -5/19*z^3 + 59/38*z + 1
*
[ 2 ] 
f(z) = -4/11*z^3 + 43/22*z + 1
*
[ 3/2 ] 
f(z) = -4/13*z^3 + 40/39*z + 1
*
[ 2 ] 
f(z) = -4/13*z^3 + 45/26*z + 1
*
[ 2 ] 
f(z) = -4/17*z^3 + 49/34*z + 1
*
[ 2 ] 
f(z) = -4/19*z^3 + 51/38*z + 1
*
3/2 | 0.073107112311105273139899206234113799951 | 0.018988132371505563664705544108076343219
f(z) = -3/5*z^3 + 47/20*z + 1
*
4/3 | 0.078120220276505651920570893696468307042 | 0.020290188418181225308828442598251622471
f(z) = -3/5*z^3 + 47/30*z + 1
*
-2/3 | 0.055477557200754056267277930094263100338 | 0.013973168323313451270604522631404333207
f(z) = -3/5*z^3 + 53/30*z + 1
*
7/3 | 0.10810809417922094141349811276005965612 | 0.029306486027526848196629781353652012009
f(z) = -3/7*z^3 + 40/21*z + 1
*
2 | 0.10810758650067453351609385980023935092 | 0.026977438985873360438303775161380194806
f(z) = -3/7*z^3 + 55/28*z + 1
*
0 | 0.090984820135386446842455752978456588385 | 0.024500620561844367498312144067625552789
f(z) = -3/8*z^3 + 41/24*z + 1
*
8/3 | 0.089853445911228615017007583317683381835 | 0.022422254840787862473601728109544183602
f(z) = -3/8*z^3 + 55/24*z + 1
*
-5/3 | 0.089414903113224629897581340492200954225 | 0.023772971488579407899654235210256121202
f(z) = -3/10*z^3 + 43/30*z + 1
*
0 | 0.070969649731840355871496259620469035210 | 0.017405027104756934609519499382255480902
f(z) = -3/10*z^3 + 59/30*z + 1
*
[ -2 ] 
f(z) = -3/11*z^3 + 57/22*z + 1
*
[ 8/3 ] 
f(z) = -3/16*z^3 + 47/24*z + 1
*
[ 2 ] 
f(z) = -3/17*z^3 + 41/34*z + 1
*
[ 2 ] 
f(z) = -3/19*z^3 + 43/38*z + 1
*
-3/4 | 0.11324454802999269155312341970405896906 | 0.027772779425789897039460796730059435703
f(z) = -2*z^3 + 59/24*z + 1
*
-3/2 | 0.070493861161685154963233814146647673687 | 0.018309391860814640506815404604802069016
f(z) = -2/5*z^3 + 47/30*z + 1
*
0 | 0.11952846044117465713559908350114296655 | 0.029563924007620574126876368830814429449
f(z) = -2/7*z^3 + 57/28*z + 1
*
[ -3/4 ] 
f(z) = -2/9*z^3 + 59/24*z + 1
*
[ -2 ] 
f(z) = -2/11*z^3 + 49/22*z + 1
*
[ -2 ] 
f(z) = -2/13*z^3 + 55/26*z + 1
*
[ 5/2 ] 
f(z) = -2/15*z^3 + 43/30*z + 1
*
[ -3/2 ] 
f(z) = -2/15*z^3 + 59/30*z + 1
*
-4/3 | 0.10020092675676664306282652818276891810 | 0.025004391231061025254564685932504587391
f(z) = -z^3 + 55/36*z + 1
*
[ 4/3 ] 
f(z) = -1/2*z^3 + 41/36*z + 1
*
1/2 | 0.089436694374183917924039788258758402421 | 0.024083737374068656015468208373701836492
f(z) = -1/5*z^3 + 41/20*z + 1
*
[ -5/2 ] 
f(z) = -1/5*z^3 + 53/20*z + 1
*
4 | 0.062608333326628879786935227363352905493 | 0.015354447184832891874973573177306249421
f(z) = -1/5*z^3 + 59/20*z + 1
*
[ 3 ] 
f(z) = -1/7*z^3 + 41/21*z + 1
*
[ -3 ] 
f(z) = -1/7*z^3 + 55/21*z + 1
*
[ 3 ] 
f(z) = -1/8*z^3 + 43/24*z + 1
*
[ -3 ] 
f(z) = -1/8*z^3 + 59/24*z + 1
*
[ 4 ] 
f(z) = -1/10*z^3 + 47/20*z + 1
*
[ 3 ] 
f(z) = -1/10*z^3 + 47/30*z + 1
*
[ -2 ] 
f(z) = -1/11*z^3 + 41/22*z + 1
*
[ 3 ] 
f(z) = -1/11*z^3 + 49/33*z + 1
*
[ -2 ] 
f(z) = -1/13*z^3 + 47/26*z + 1
*
[ 3 ] 
f(z) = -1/13*z^3 + 53/39*z + 1
*
[ 4 ] 
f(z) = -1/14*z^3 + 53/28*z + 1
*
[ -2 ] 
f(z) = -1/15*z^3 + 53/30*z + 1
*
[ -2 ] 
f(z) = -1/17*z^3 + 59/34*z + 1
*
[ -3/2 ] 
f(z) = -1/18*z^3 + 43/24*z + 1
*
[ 4 ] 
f(z) = -1/18*z^3 + 59/36*z + 1
*
[ 2/3 ] 
f(z) = -19/6*z^3 + 49/54*z + 1
*
[ 3/4 ] 
f(z) = -19/9*z^3 + 41/48*z + 1
*
-2/9 | 0.064209933533489977842419793931850350473 | 0.012620878171647846888944712325216743155
f(z) = -18/5*z^3 + 53/45*z + 1
*
0 | 0.053546295443497389134779542749304407677 | 0.011436308135341541645544101086190925498
f(z) = -18/7*z^3 + 59/42*z + 1
*
[ 2/3 ] 
f(z) = -17/6*z^3 + 41/54*z + 1
*
0 | 0.11918662037602310149999541574894256081 | 0.026487035921071603637840984927762353875
f(z) = -15/7*z^3 + 55/42*z + 1
*
0 | 0.10611079926180555976992769154045808054 | 0.024576975424465904314464650813299496462
f(z) = -15/8*z^3 + 59/40*z + 1
*
-2/3 | 0.10810838055882297819316361044362084293 | 0.028399780870866186708772150441102841200
f(z) = -15/14*z^3 + 41/42*z + 1
*
[ 6/7 ] 
f(z) = -14/9*z^3 + 41/42*z + 1
*
-6/7 | 0.15814127498333708285909374278318681806 | 0.029961697536595783787323782506955801103
f(z) = -14/9*z^3 + 55/42*z + 1
*
3/14 | 0.13804062419885600513494264042307392717 | 0.026153396261948692293180804106684855664
f(z) = -14/9*z^3 + 59/42*z + 1
*
0 | 0.13387281465795065767482170179803796868 | 0.027914650021750030170728629794640332398
f(z) = -11/4*z^3 + 57/44*z + 1
*
[ 10/11 ] 
f(z) = -11/8*z^3 + 57/55*z + 1
*
-1/2 | 0.089454302136734340758704657235069385924 | 0.022751340087976454494391041765618465562
f(z) = -11/10*z^3 + 51/40*z + 1
*
-1/2 | 0.077017387011970368546318099586976408352 | 0.018888210855569315390610808048451298004
f(z) = -11/12*z^3 + 59/48*z + 1
*
[ 2/3 ] 
f(z) = -10/3*z^3 + 53/54*z + 1
*
0 | 0.092427242840764450691524339464342456530 | 0.023626456877302764302220989226385609547
f(z) = -10/9*z^3 + 41/45*z + 1
*
0 | 0.12246550574285254331458509518141527903 | 0.027868226808959653121574715182061945749
f(z) = -9/5*z^3 + 41/45*z + 1
*
-2/9 | 0.11869019901069419315595012106734576393 | 0.027009118738919925774096387541160410682
f(z) = -9/5*z^3 + 49/45*z + 1
*
-10/9 | 0.12524321761923795554284337061833838129 | 0.020398301719504828302635112551184467683
f(z) = -9/8*z^3 + 58/45*z + 1
*
-1/6 | 0.096544361190371268850425231696292076353 | 0.025997707720817630800222140605789968545
f(z) = -9/10*z^3 + 41/40*z + 1
*
0 | 0.052701435290061461853915661804915920645 | 0.014100078570953551431831301883526862015
f(z) = -9/14*z^3 + 41/42*z + 1
*
0 | 0.074919222146069156396749297123402155205 | 0.018373644185179292167087016030515048999
f(z) = -9/16*z^3 + 59/48*z + 1
*
[ 5/6 ] 
f(z) = -8/5*z^3 + 41/45*z + 1
*
0 | 0.11967652040218479624822718998769146871 | 0.028776120415846476344738952655662967065
f(z) = -8/5*z^3 + 59/40*z + 1
*
[ 7/8 ] 
f(z) = -8/7*z^3 + 41/56*z + 1
*
6/7 | 0.10163663772220501422486875927291922306 | 0.020366298102387599022304706485332562191
f(z) = -7/2*z^3 + 59/42*z + 1
*
[ 3/4 ] 
f(z) = -7/3*z^3 + 47/48*z + 1
*
0 | 0.11515280132721313332814307796935616343 | 0.025115292935644138746117886284904382684
f(z) = -7/3*z^3 + 53/42*z + 1
*
[ 6/7 ] 
f(z) = -7/4*z^3 + 47/42*z + 1
*
0 | 0.10810805592122504001108330306683959650 | 0.026977556126257952458010423201790061504
f(z) = -7/6*z^3 + 55/42*z + 1
*
0 | 0.041963130948502725109597034927263117577 | 0.010379074656398826907000767597409305951
f(z) = -7/8*z^3 + 57/56*z + 1
*
-1/2 | 0.11080664885621376492896910250818871356 | 0.028779844390121185198788639596698879921
f(z) = -7/10*z^3 + 47/40*z + 1
*
-1/2 | 0.077017782714838757185493941852089372665 | 0.019219211169827110222897962612070649850
f(z) = -7/12*z^3 + 55/48*z + 1
*
[ 7/6 ] 
f(z) = -6/7*z^3 + 55/42*z + 1
*
0 | 0.11936402145571926257609542499532669588 | 0.029523252006559487474358238913833993410
f(z) = -5/8*z^3 + 57/40*z + 1
*
2/5 | 0.11118309383530628037373593112807945293 | 0.028568403810752172273351408818011136699
f(z) = -5/9*z^3 + 49/45*z + 1
*
-1/2 | 0.077016513313605305466136764277480084976 | 0.019398199172891682576817137998840167127
f(z) = -5/12*z^3 + 53/48*z + 1
*
[ 8/5 ] 
f(z) = -5/16*z^3 + 47/40*z + 1
*
-1/8 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -4/3*z^3 + 49/48*z + 1
*
3/2 | 0.082482663569000485136492062250365579161 | 0.021543585577024259167225475823661722890
f(z) = -4/5*z^3 + 46/45*z + 1
*
[ 3/2 ] 
f(z) = -4/17*z^3 + 44/51*z + 1
*
[ 3/2 ] 
f(z) = -4/19*z^3 + 46/57*z + 1
*
-1/2 | 0.089454302136734340758704657235069385924 | 0.023783446608832999009451929831489422842
f(z) = -3/10*z^3 + 43/40*z + 1
*
-5/2 | 0.11080664885621376492896910250818871356 | 0.028181984453729922500551007833522752881
f(z) = -3/10*z^3 + 51/40*z + 1
*
0 | 0.10382087903464469331314523670916356187 | 0.026818777620203237233391156221283258204
f(z) = -3/16*z^3 + 41/48*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.019789553759550569386622921974388306434
f(z) = -3/16*z^3 + 49/48*z + 1
*
1/4 | 0.099787273047264033085012202891078293226 | 0.026870967159073465848670902974211847755
f(z) = -2/5*z^3 + 41/40*z + 1
*
[ 3/2 ] 
f(z) = -2/7*z^3 + 41/42*z + 1
*
-3/4 | 0.083476207022272291620640695284672345115 | 0.021563387379539634863563898933967338463
f(z) = -z^3 + 43/48*z + 1
*
[ 3/2 ] 
f(z) = -1/4*z^3 + 43/48*z + 1
*
[ 5/3 ] 
f(z) = -1/5*z^3 + 43/45*z + 1
*
-1/2 | 0.077016353395549478824136902384241840897 | 0.019789288172667898695232059888960584961
f(z) = -1/12*z^3 + 49/48*z + 1
*
[ 3 ] 
f(z) = -1/14*z^3 + 55/42*z + 1
*
[ 3 ] 
f(z) = -1/16*z^3 + 59/48*z + 1
*
0 | 0.12996923918671794113873172748194785631 | 0.026786568120398500754180291740841193145
f(z) = -16/9*z^3 + 47/72*z + 1
*
0 | 0.11741406118014355686456173502098671386 | 0.025608482879400530251997339551830194659
f(z) = -14/9*z^3 + 44/63*z + 1
*
0 | 0.10845160490439249939532837195167554815 | 0.023653734821220245311823457269727317946
f(z) = -14/9*z^3 + 53/63*z + 1
*
0 | 0.14299714152534746459371114313182366098 | 0.027875236816930372820476518536861312017
f(z) = -13/6*z^3 + 55/78*z + 1
*
[ 10/13 ] 
f(z) = -13/8*z^3 + 43/65*z + 1
*
0 | 0.12237213614816397474129874848255258562 | 0.024623085168733430604971942562119461717
f(z) = -12/5*z^3 + 59/60*z + 1
*
0 | 0.13367429082129677463061676264476655141 | 0.027873254586572787523411573219489418946
f(z) = -11/6*z^3 + 43/66*z + 1
*
3/2 | 0.052448102477989158979191926235054360077 | 0.012809889759137490415024987440240894039
f(z) = -11/15*z^3 + 59/60*z + 1
*
4/5 | 0.084141936059142896886813856317377091440 | 0.015880878822093495714940645886091270143
f(z) = -10/3*z^3 + 53/60*z + 1
*
0 | 0.12544971961057345973966087119904104008 | 0.027241060491591105663291279754689465619
f(z) = -10/7*z^3 + 51/70*z + 1
*
8/9 | 0.13229107641110941274795833565190172852 | 0.026002667604537223350521961599276894166
f(z) = -9/4*z^3 + 47/72*z + 1
*
[ 8/9 ] 
f(z) = -9/8*z^3 + 55/72*z + 1
*
-8/9 | 0.11173054764400926140662899936765188420 | 0.022481840042872746876776565006609751645
f(z) = -9/16*z^3 + 41/72*z + 1
*
7/6 | 0.082713331498773086403149409006224935412 | 0.019340609997818388705945367316850884986
f(z) = -8/7*z^3 + 44/63*z + 1
*
0 | 0.067492928755580641364930589792948833304 | 0.016484428149581671329758944405448092681
f(z) = -8/15*z^3 + 47/60*z + 1
*
-5/7 | 0.10142579973043624162936706322682052482 | 0.023873346667916046443543967993012800289
f(z) = -7/10*z^3 + 53/70*z + 1
*
0 | 0.11804109345034902028401549024018191807 | 0.027784212226964668836718460486377833141
f(z) = -7/10*z^3 + 59/70*z + 1
*
-3/2 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677
f(z) = -7/15*z^3 + 43/60*z + 1
*
0 | 0.12538127539987036096884303184602804296 | 0.029040329029921692644097555524952477975
f(z) = -5/4*z^3 + 43/60*z + 1
*
-4/5 | 0.048443285194586131637926447993560551362 | 0.011831755842330665711714447240006717344
f(z) = -5/6*z^3 + 47/60*z + 1
*
3/10 | 0.14721730658120581949041502411360215590 | 0.028349418415823900608125454221332057533
f(z) = -5/9*z^3 + 43/60*z + 1
*
0 | 0.12544924262745769026994371261248823362 | 0.029527923530625016012095289815971510902
f(z) = -5/14*z^3 + 53/70*z + 1
*
-3/4 | 0.050625705974892833995904731714984039986 | 0.012364788846060632530958571289779334310
f(z) = -4/5*z^3 + 47/60*z + 1
*
[ 7/6 ] 
f(z) = -4/7*z^3 + 58/63*z + 1
*
5/6 | 0.13533729791801821248446703011300200226 | 0.026061702764739478677005676790343177998
f(z) = -3*z^3 + 53/60*z + 1
*
3/2 | 0.081623709538010945443168398157357305989 | 0.019935720674596025420869716534001929076
f(z) = -3/5*z^3 + 41/60*z + 1
*
[ 6/5 ] 
f(z) = -3/8*z^3 + 53/75*z + 1
*
[ 4/3 ] 
f(z) = -3/10*z^3 + 47/60*z + 1
*
-9/4 | 0.12317732111491104873891399405453926119 | 0.028802183216315891394626307768646940091
f(z) = -2/9*z^3 + 41/72*z + 1
*
[ 3/2 ] 
f(z) = -2/11*z^3 + 49/66*z + 1
*
[ 3/2 ] 
f(z) = -2/13*z^3 + 53/78*z + 1
*
[ 3/2 ] 
f(z) = -1/5*z^3 + 47/60*z + 1
*
-3 | 0.11132949214775884853496029440294780514 | 0.026031840936269474355879160869846096880
f(z) = -1/8*z^3 + 49/72*z + 1
*
0 | 0.12578415606427424647486897269731911330 | 0.024723690280457137442784683852175206633
f(z) = -18/11*z^3 + 41/99*z + 1
*
0 | 0.12364270775547201139965858623889568704 | 0.028215873170901830099569000515423415954
f(z) = -15/16*z^3 + 43/80*z + 1
*
[ 2/3 ] 
f(z) = -13/5*z^3 + 59/90*z + 1
*
[ 3/4 ] 
f(z) = -12/7*z^3 + 53/84*z + 1
*
[ 2/3 ] 
f(z) = -11/5*z^3 + 43/90*z + 1
*
0 | 0.13432569308503055769843916650565469955 | 0.028009082508484821103665235145622067326
f(z) = -11/8*z^3 + 57/88*z + 1
*
[ 9/11 ] 
f(z) = -11/9*z^3 + 59/99*z + 1
*
-5/12 | 0.086951155324155036692042824194280036203 | 0.017495859518822018982594885203120827953
f(z) = -9/5*z^3 + 41/80*z + 1
*
1/2 | 0.13408112739649316558170213231953317417 | 0.028636772634594915525195186771461336439
f(z) = -9/7*z^3 + 55/84*z + 1
*
0 | 0.12538028485645664880857606948274932797 | 0.027863464022302596634433778130230447512
f(z) = -9/10*z^3 + 41/90*z + 1
*
5/4 | 0.086735807096630366341776639515458259128 | 0.019275439063240281932145091257199777856
f(z) = -8/9*z^3 + 53/90*z + 1
*
-6/7 | 0.12806895275243173936231058709483217428 | 0.022015902607101259409178626871075183901
f(z) = -7/16*z^3 + 41/84*z + 1
*
1/2 | 0.10682075918136615242785466781435642681 | 0.023195833132591722000636059940948751239
f(z) = -5/4*z^3 + 41/80*z + 1
*
0 | 0.12840147295113639704379979994826330765 | 0.029301846760840664782259094580919401623
f(z) = -5/16*z^3 + 41/80*z + 1
*
-9/5 | 0.13200348614219368738718001735610812484 | 0.029335348784319859124414144378253851254
f(z) = -5/18*z^3 + 41/90*z + 1
*
1/3 | 0.13394698853119602135119405638034471582 | 0.029767256471842049355793292005813614452
f(z) = -4/5*z^3 + 53/90*z + 1
*
[ 3/4 ] 
f(z) = -3/2*z^3 + 49/96*z + 1
*
-4/3 | 0.12522086459097284557788335294334150518 | 0.028261350057096101197678964079985388686
f(z) = -3/7*z^3 + 43/84*z + 1
*
-3/2 | 0.12845209568304169070462894339180201533 | 0.028990613134033151223912848362439380918
f(z) = -3/7*z^3 + 53/84*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -3/8*z^3 + 49/96*z + 1
*
[ 4/3 ] 
f(z) = -3/14*z^3 + 53/84*z + 1
*
-3/4 | 0.13054175631955252867983546896393124789 | 0.028600306296433524863549556768968267114
f(z) = -1/2*z^3 + 59/96*z + 1
*
[ 5/4 ] 
f(z) = -1/5*z^3 + 41/80*z + 1
*
[ 3/2 ] 
f(z) = -1/7*z^3 + 55/84*z + 1
*
[ 3/2 ] 
f(z) = -1/8*z^3 + 59/96*z + 1
*
[ 4/5 ] 
f(z) = -19/16*z^3 + 51/100*z + 1
*
[ 4/5 ] 
f(z) = -17/16*z^3 + 43/100*z + 1
*
14/15 | 0.21752714297550971867046126953714030073 | 0.029547246837114090233893970971592646255
f(z) = -15/8*z^3 + 59/105*z + 1
*
0 | 0.15248078789173067703573001187751201298 | 0.029723937326122673034011065868471703766
f(z) = -13/8*z^3 + 41/104*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.029849344881084072957221915547280854394
f(z) = -11/10*z^3 + 51/110*z + 1
*
13/11 | 0.13652872354531422576173220943412780225 | 0.028468450039101099213706069316723673454
f(z) = -11/10*z^3 + 59/110*z + 1
*
[ 4/5 ] 
f(z) = -9/8*z^3 + 47/100*z + 1
*
-4/5 | 0.11921892742197413314336475571870360171 | 0.019898127825778402918710464844528053084
f(z) = -7/16*z^3 + 53/100*z + 1
*
[ 4/3 ] 
f(z) = -1/6*z^3 + 59/108*z + 1
*
[ 4/3 ] 
f(z) = -1/12*z^3 + 43/108*z + 1
*
0 | 0.10281112306972776877623075776923650632 | 0.021189299628703021777471534385323332573
f(z) = -16/15*z^3 + 53/120*z + 1
*
[ 2/3 ] 
f(z) = -13/7*z^3 + 41/126*z + 1
*
0 | 0.15243264059360020701290207111834519126 | 0.029714551702583867545868227923053160832
f(z) = -13/10*z^3 + 59/130*z + 1
*
-9/7 | 0.13408047525713944621745528532041054515 | 0.027723875042192544413384320013092426058
f(z) = -7/18*z^3 + 53/126*z + 1
*
[ 3/4 ] 
f(z) = -6/5*z^3 + 41/120*z + 1
*
13/10 | 0.11936403391661157624774614456538184960 | 0.024932478285017004521922537821884198574
f(z) = -5/6*z^3 + 49/120*z + 1
*
8/5 | 0.10600110545335538077699904098506975375 | 0.022141261259232454275348699598615406697
f(z) = -5/12*z^3 + 53/120*z + 1
*
-10/9 | 0.19984034833127009508202668917480617605 | 0.028611090153463296805381734772378243737
f(z) = -3/8*z^3 + 49/135*z + 1
*
5/3 | 0.060718100612309985791322276367821132506 | 0.012682653856030727989250135314499883642
f(z) = -3/8*z^3 + 53/120*z + 1
*
-3/2 | 0.13970869346809166426859996641981791263 | 0.029182022857527882538711110909740351963
f(z) = -3/10*z^3 + 41/120*z + 1
*
-5/2 | 0.061986893132361319609374039864946512157 | 0.012947676249429996669786676507027234936
f(z) = -1/6*z^3 + 53/120*z + 1
*
[ 6/7 ] 
f(z) = -5/8*z^3 + 43/147*z + 1
*
-6/5 | 0.12777499574277219206199738420759632599 | 0.025500757537337060381013622266253033536
f(z) = -1/3*z^3 + 47/150*z + 1
*
[ 6/5 ] 
f(z) = -1/9*z^3 + 49/150*z + 1
*
[ 6/5 ] 
f(z) = -1/12*z^3 + 43/150*z + 1
*
[ 2/3 ] 
f(z) = -17/9*z^3 + 55/162*z + 1
*
[ 2/3 ] 
f(z) = -16/9*z^3 + 47/162*z + 1
*
[ 11/16 ] 
f(z) = -16/11*z^3 + 41/176*z + 1
*
0 | 0.13432027092531009221098641231028920502 | 0.026306640290598113492526238128983547622
f(z) = -11/15*z^3 + 46/165*z + 1
*
3/2 | 0.14888350222945876784196413569960289155 | 0.023926344301056492532447681629741771216
f(z) = -7/18*z^3 + 59/168*z + 1
*
[ 5/4 ] 
f(z) = -1/10*z^3 + 57/160*z + 1
*
[ 2/3 ] 
f(z) = -19/11*z^3 + 53/198*z + 1
*
13/15 | 0.14360225413733332085702061084849487084 | 0.026513957178283737109902522646589408732
f(z) = -15/13*z^3 + 49/195*z + 1
*
[ 3/4 ] 
f(z) = -13/12*z^3 + 53/192*z + 1
*
[ 7/9 ] 
f(z) = -6/7*z^3 + 44/189*z + 1
*
-5/3 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -1/4*z^3 + 53/180*z + 1
*
[ 12/17 ] 
f(z) = -17/12*z^3 + 59/204*z + 1
*
[ 5/7 ] 
f(z) = -7/6*z^3 + 41/210*z + 1
*
10/7 | 0.071642292857776000903828458594473989116 | 0.013398326561830545649108112853233120517
f(z) = -7/15*z^3 + 53/210*z + 1
*
[ 2/3 ] 
f(z) = -20/13*z^3 + 43/234*z + 1
*
[ 3/4 ] 
f(z) = -20/19*z^3 + 59/228*z + 1
*
1/2 | 0.16962406801482451806833553787429528496 | 0.029342950011781527129139113912215307279
f(z) = -18/13*z^3 + 55/234*z + 1
*
0 | 0.13100590331261647568829329036054464420 | 0.023049892616174115696744838895111008203
f(z) = -14/11*z^3 + 52/231*z + 1
*
[ 9/10 ] 
f(z) = -4/9*z^3 + 56/225*z + 1
*
[ 13/19 ] 
f(z) = -19/13*z^3 + 55/247*z + 1
*
9/7 | 0.13084989630442432045495654187107266402 | 0.023664268812119746034046096164843120041
f(z) = -7/12*z^3 + 47/252*z + 1
*
[ 5/7 ] 
f(z) = -6/5*z^3 + 52/245*z + 1
*
17/10 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -5/12*z^3 + 49/240*z + 1
*
-15/4 | 0.064034929800259553914404252581401082660 | 0.011683843926943512111026043234777520395
f(z) = -1/15*z^3 + 49/240*z + 1
*
[ 10/13 ] 
f(z) = -13/16*z^3 + 47/260*z + 1
*
[ 3/4 ] 
f(z) = -10/11*z^3 + 47/264*z + 1
*
[ 6/7 ] 
f(z) = -5/12*z^3 + 41/294*z + 1
*
[ 6/7 ] 
f(z) = -4/9*z^3 + 47/294*z + 1
*
-9/8 | 0.065634406047604608335407839758109209452 | 0.011590122565366901226525013585754556652
f(z) = -2/9*z^3 + 49/288*z + 1
*
[ 6/7 ] 
f(z) = -1/2*z^3 + 59/294*z + 1
*
[ -2/5 ] 
f(z) = -20*z^3 + 67/10*z + 1
*
[ -1/6 ] 
f(z) = -20*z^3 + 68/9*z + 1
*
0 | 0.10843588671615983628290139403815988944 | 0.024745601922666047894831510723149622487
f(z) = -20*z^3 + 73/4*z + 1
*
-3/4 | 0.061700134685548277833645336418424422750 | 0.014080273770435472036892618360868093729
f(z) = -20/3*z^3 + 61/12*z + 1
*
-3/5 | 0.059688345151062425005115896135023592530 | 0.012961159466521564656683382241931929217
f(z) = -20/3*z^3 + 61/15*z + 1
*
-1/2 | 0.11004147577902751366893825706150175230 | 0.023895202855660994424202991668145705232
f(z) = -20/3*z^3 + 64/15*z + 1
*
0 | 0.11623476862222729926745018922022971939 | 0.026525345077204831284193780780336819236
f(z) = -20/3*z^3 + 71/12*z + 1
*
[ -3/4 ] 
f(z) = -20/3*z^3 + 73/12*z + 1
*
0 | 0.11237650632408526499757558573210127127 | 0.024402248296058056342074109025529948897
f(z) = -20/3*z^3 + 73/15*z + 1
*
[ -3/10 ] 
f(z) = -20/3*z^3 + 74/15*z + 1
*
[ 3 ] 
f(z) = -20/9*z^3 + 62/3*z + 1
*
[ -3 ] 
f(z) = -20/9*z^3 + 64/3*z + 1
*
[ -3/10 ] 
f(z) = -20/9*z^3 + 68/15*z + 1
*
[ -1/2 ] 
f(z) = -20/19*z^3 + 62/19*z + 1
*
[ 2/3 ] 
f(z) = -19/2*z^3 + 67/18*z + 1
*
-2 | 0.055449689757579980773231773784191930060 | 0.012843043987482571256288569760843902583
f(z) = -19/2*z^3 + 75/2*z + 1
*
[ 2 ] 
f(z) = -19/2*z^3 + 77/2*z + 1
*
[ -2 ] 
f(z) = -19/2*z^3 + 79/2*z + 1
*
[ -1/2 ] 
f(z) = -19/4*z^3 + 67/16*z + 1
*
[ -3 ] 
f(z) = -19/9*z^3 + 61/3*z + 1
*
[ 3/2 ] 
f(z) = -19/9*z^3 + 61/12*z + 1
*
[ -3/2 ] 
f(z) = -19/9*z^3 + 77/12*z + 1
*
-2 | 0.055861453648113448679729760389946374687 | 0.013104773349033739661090535257017810299
f(z) = -19/10*z^3 + 71/10*z + 1
*
-2 | 0.055859131180231941538599247230745534827 | 0.013192660864714162858700634304826787576
f(z) = -19/14*z^3 + 69/14*z + 1
*
-4 | 0.12357065306835731886101485062253038187 | 0.021767837283868419810311407892470686191
f(z) = -19/16*z^3 + 73/4*z + 1
*
[ 4 ] 
f(z) = -19/16*z^3 + 79/4*z + 1
*
[ 3 ] 
f(z) = -19/18*z^3 + 61/6*z + 1
*
[ -3 ] 
f(z) = -19/18*z^3 + 65/6*z + 1
*
-2 | 0.042137236255165978372141086679151011717 | 0.010021478397930881056595329762305916673
f(z) = -19/18*z^3 + 67/18*z + 1
*
-1/6 | 0.078123558612320908337631139993881921554 | 0.019004124474160046812272522326917265181
f(z) = -18/5*z^3 + 61/10*z + 1
*
[ -1/6 ] 
f(z) = -18/5*z^3 + 71/10*z + 1
*
[ -7/6 ] 
f(z) = -18/7*z^3 + 75/14*z + 1
*
[ -1/3 ] 
f(z) = -18/17*z^3 + 70/17*z + 1
*
[ -1/3 ] 
f(z) = -18/19*z^3 + 78/19*z + 1
*
-2 | 0.053409608732578617164263602557600824755 | 0.012702381259992032063121319318734400543
f(z) = -17/2*z^3 + 67/2*z + 1
*
[ 2 ] 
f(z) = -17/2*z^3 + 69/2*z + 1
*
[ -2 ] 
f(z) = -17/2*z^3 + 71/2*z + 1
*
[ -1/2 ] 
f(z) = -17/4*z^3 + 65/16*z + 1
*
[ -2/3 ] 
f(z) = -17/4*z^3 + 79/18*z + 1
*
[ -2 ] 
f(z) = -17/6*z^3 + 77/6*z + 1
*
[ -3/2 ] 
f(z) = -17/9*z^3 + 71/12*z + 1
*
-2 | 0.053815352322049329930864715251122639561 | 0.012989042325669159346546095096164588235
f(z) = -17/10*z^3 + 63/10*z + 1
*
[ 2 ] 
f(z) = -17/10*z^3 + 73/10*z + 1
*
-2 | 0.053755518587338668264148143512943636311 | 0.013076421306871890282414878967007187665
f(z) = -17/14*z^3 + 61/14*z + 1
*
[ 2 ] 
f(z) = -17/14*z^3 + 75/14*z + 1
*
[ 4 ] 
f(z) = -17/16*z^3 + 71/4*z + 1
*
[ -4 ] 
f(z) = -17/16*z^3 + 73/4*z + 1
*
[ 2 ] 
f(z) = -17/18*z^3 + 77/18*z + 1
*
-7/16 | 0.071423600524051776656965636777943730779 | 0.012880309284810483271745909385748269544
f(z) = -16*z^3 + 65/16*z + 1
*
[ -3/8 ] 
f(z) = -16*z^3 + 71/12*z + 1
*
0 | 0.11314238286410866375889345812932393496 | 0.026908597870466191925510358141368247486
f(z) = -16/3*z^3 + 67/12*z + 1
*
-3/8 | 0.11251147767606548751692943416390277967 | 0.026223643229674836002993309529520718185
f(z) = -16/3*z^3 + 73/12*z + 1
*
[ -3/4 ] 
f(z) = -16/5*z^3 + 62/15*z + 1
*
[ -7/4 ] 
f(z) = -16/7*z^3 + 60/7*z + 1
*
-1/2 | 0.11825630835566314359569273722774581321 | 0.027742244730266654519887825647650179022
f(z) = -16/7*z^3 + 71/14*z + 1
*
-9/4 | 0.10622450894685771980493947896083523459 | 0.024528065018160312887411887695004278389
f(z) = -16/9*z^3 + 76/9*z + 1
*
[ -1/4 ] 
f(z) = -16/13*z^3 + 66/13*z + 1
*
[ -1/2 ] 
f(z) = -16/19*z^3 + 61/19*z + 1
*
0 | 0.12862552449320899937957242152568716468 | 0.029791749533701929397993991466329422728
f(z) = -15*z^3 + 67/5*z + 1
*
[ 3/5 ] 
f(z) = -15*z^3 + 71/15*z + 1
*
0 | 0.12819178786048802649908129673963903098 | 0.028488268894066212020368524085247101956
f(z) = -15*z^3 + 79/6*z + 1
*
-1/3 | 0.14750217754017955921738037224755063037 | 0.027234018313276530282295824728365223100
f(z) = -15*z^3 + 79/15*z + 1
*
[ 2 ] 
f(z) = -15/2*z^3 + 61/2*z + 1
*
0 | 0.10761031093289636507621470603010531708 | 0.024924286553450717045013796873169679599
f(z) = -15/2*z^3 + 61/10*z + 1
*
[ -2 ] 
f(z) = -15/2*z^3 + 63/2*z + 1
*
-2/5 | 0.13674120954592923260399634264500596563 | 0.025247170360851113835464384900938148865
f(z) = -15/2*z^3 + 68/15*z + 1
*
[ -1/2 ] 
f(z) = -15/4*z^3 + 63/16*z + 1
*
4/3 | 0.11627626643312588359172347874003250261 | 0.027277738368153535245670194129998100157
f(z) = -15/4*z^3 + 71/12*z + 1
*
[ -4/3 ] 
f(z) = -15/8*z^3 + 61/12*z + 1
*
-14/15 | 0.13416040775344438935376507251700992910 | 0.021615848953971930571646685142884917358
f(z) = -15/8*z^3 + 62/15*z + 1
*
-2/5 | 0.14348346041101760054269383506130512839 | 0.022338150973426888491785251433058643432
f(z) = -15/8*z^3 + 77/15*z + 1
*
[ 2 ] 
f(z) = -15/14*z^3 + 67/14*z + 1
*
[ 4 ] 
f(z) = -15/16*z^3 + 63/4*z + 1
*
[ -4 ] 
f(z) = -15/16*z^3 + 65/4*z + 1
*
-3/7 | 0.12884039174023512878470394323628611134 | 0.024410305584194800035943956712773541983
f(z) = -14*z^3 + 71/14*z + 1
*
[ -2/7 ] 
f(z) = -14*z^3 + 79/14*z + 1
*
-3/2 | 0.090727335684315293105161265407209139616 | 0.022070085018908840719050787501630875813
f(z) = -14/3*z^3 + 61/6*z + 1
*
[ 3/2 ] 
f(z) = -14/3*z^3 + 65/6*z + 1
*
-3/2 | 0.10261125058175771182088797497701937374 | 0.024403983803367906174411596774698078489
f(z) = -14/3*z^3 + 67/6*z + 1
*
[ -3/2 ] 
f(z) = -14/3*z^3 + 73/6*z + 1
*
[ -1/2 ] 
f(z) = -14/9*z^3 + 61/18*z + 1
*
-1/3 | 0.13528778882021413553535159370717791565 | 0.028408829805994821886827379898831215929
f(z) = -13/2*z^3 + 67/18*z + 1
*
-2/3 | 0.11278449663534447447014215639526922441 | 0.023683405557956441658020912226607162212
f(z) = -13/2*z^3 + 79/18*z + 1
*
[ -1/2 ] 
f(z) = -13/4*z^3 + 61/16*z + 1
*
[ -2/3 ] 
f(z) = -13/4*z^3 + 71/18*z + 1
*
[ -2 ] 
f(z) = -13/6*z^3 + 61/6*z + 1
*
2 | 0.15371171113726430594156361550062043963 | 0.024460284773912621938759725264200352449
f(z) = -13/8*z^3 + 67/13*z + 1
*
-2/13 | 0.076340809689421752822424263229395330001 | 0.012010622501171364023968266698875093822
f(z) = -13/8*z^3 + 72/13*z + 1
*
[ -2 ] 
f(z) = -13/10*z^3 + 67/10*z + 1
*
[ -2 ] 
f(z) = -13/14*z^3 + 73/14*z + 1
*
[ -2 ] 
f(z) = -13/18*z^3 + 79/18*z + 1
*
0 | 0.11332090406413917137021603839033616579 | 0.026497486806431181675724015943295226008
f(z) = -12*z^3 + 61/6*z + 1
*
0 | 0.049016846654754328116901954713906995849 | 0.011461462104044674144884603339097845075
f(z) = -12*z^3 + 65/6*z + 1
*
3/4 | 0.13558807907015033111281238164468414757 | 0.027282328509547435408344776122066651359
f(z) = -12*z^3 + 65/12*z + 1
*
0 | 0.12141583170652703124422556239308570005 | 0.028390299435968481821108061782257474488
f(z) = -12*z^3 + 71/6*z + 1
*
[ 3/4 ] 
f(z) = -12*z^3 + 77/12*z + 1
*
3/2 | 0.078932583570152396650534282461655971873 | 0.018517126748194549857144178014025315380
f(z) = -12/5*z^3 + 71/15*z + 1
*
-1/6 | 0.10042781205313506929243143292963460864 | 0.023189562635711756107578621195020281645
f(z) = -12/5*z^3 + 76/15*z + 1
*
-5/2 | 0.11391032681612504002458363108228422188 | 0.026223625543409982873531563795703052798
f(z) = -12/5*z^3 + 77/5*z + 1
*
[ 5/2 ] 
f(z) = -12/5*z^3 + 78/5*z + 1
*
[ -1/2 ] 
f(z) = -12/19*z^3 + 60/19*z + 1
*
[ 2/3 ] 
f(z) = -11*z^3 + 79/18*z + 1
*
-1/3 | 0.096749075890557454055612461704129810699 | 0.021054744826236403276739917868855823469
f(z) = -11/2*z^3 + 65/18*z + 1
*
-2/3 | 0.082760782779682406245495740917983001963 | 0.018010581982373835871531899144916320857
f(z) = -11/2*z^3 + 71/18*z + 1
*
[ -2/3 ] 
f(z) = -11/4*z^3 + 67/18*z + 1
*
-6/11 | 0.14507279584264153619149524297442081030 | 0.023197436356767591250978198076490936796
f(z) = -11/8*z^3 + 65/11*z + 1
*
[ -2/11 ] 
f(z) = -11/8*z^3 + 72/11*z + 1
*
-2 | 0.17553180074296011281040579793888025836 | 0.027218919416151923610393632913485025027
f(z) = -11/8*z^3 + 79/11*z + 1
*
-2 | 0.053527293008377414177398955653139663077 | 0.012250356295740094914860072390536205268
f(z) = -11/9*z^3 + 79/18*z + 1
*
[ -2 ] 
f(z) = -11/14*z^3 + 65/14*z + 1
*
[ -2 ] 
f(z) = -11/18*z^3 + 71/18*z + 1
*
-3/5 | 0.13263619791792024550114384090261159784 | 0.028801584428190170900685085619923627842
f(z) = -10*z^3 + 61/10*z + 1
*
-1/5 | 0.057148661961563373376161963638251773303 | 0.012409674269030620276804072514540074217
f(z) = -10*z^3 + 69/10*z + 1
*
[ 2/3 ] 
f(z) = -10*z^3 + 71/18*z + 1
*
-2 | 0.056390771233131617586798247028616726058 | 0.012905697272778523954134036530299437664
f(z) = -10*z^3 + 79/2*z + 1
*
-4/5 | 0.059058398597547505064204110666713483383 | 0.012824368310478814028043524410184032117
f(z) = -10*z^3 + 79/10*z + 1
*
-3/5 | 0.14160263074323434694263674833807094477 | 0.028260414584569067928074307938951445566
f(z) = -10*z^3 + 79/15*z + 1
*
-1/5 | 0.057640006560573575801560990653644946865 | 0.013269472493078699863625868051751351881
f(z) = -10/3*z^3 + 77/15*z + 1
*
-2 | 0.043138728495395325866663488590576894419 | 0.010120095747217475098933585158574355443
f(z) = -10/9*z^3 + 71/18*z + 1
*
[ 4/3 ] 
f(z) = -9*z^3 + 65/4*z + 1
*
0 | 0.099703965342787660196183043117070939550 | 0.022688615076312009566950552446963371885
f(z) = -9*z^3 + 70/9*z + 1
*
-2 | 0.063014821427607356949345725632791483401 | 0.014782911981498674176032634397664127183
f(z) = -9*z^3 + 71/2*z + 1
*
[ -4/3 ] 
f(z) = -9*z^3 + 71/4*z + 1
*
[ 2 ] 
f(z) = -9*z^3 + 73/2*z + 1
*
0 | 0.069414874867305254194329610361382869644 | 0.015796035503903656630865022210411829919
f(z) = -9*z^3 + 73/9*z + 1
*
-5/12 | 0.062867653576280980244109986235364800191 | 0.012649902478558808445835939002620767613
f(z) = -9*z^3 + 73/16*z + 1
*
[ -2 ] 
f(z) = -9*z^3 + 75/2*z + 1
*
0 | 0.098295537174145512582780236458895780340 | 0.022368113434565939227719042629361935613
f(z) = -9/2*z^3 + 61/18*z + 1
*
-7/6 | 0.097774143294939026294942042416286845746 | 0.023422393988227990884743215451406399222
f(z) = -9/2*z^3 + 65/8*z + 1
*
0 | 0.053768585288289395912838926373882319091 | 0.012235568872407921615036592726914329935
f(z) = -9/2*z^3 + 67/18*z + 1
*
-2/9 | 0.11024278660876911625211821259564384991 | 0.022648588876130258784450269875114926526
f(z) = -9/4*z^3 + 65/18*z + 1
*
-2 | 0.063425161690090951120415764362218640745 | 0.015084375347103933527364028439314912460
f(z) = -9/5*z^3 + 67/10*z + 1
*
[ 2 ] 
f(z) = -9/5*z^3 + 77/10*z + 1
*
-2 | 0.063397658858138941396965112367122310299 | 0.015187296903510328015916755449186842500
f(z) = -9/7*z^3 + 65/14*z + 1
*
[ 2 ] 
f(z) = -9/7*z^3 + 79/14*z + 1
*
[ 10/3 ] 
f(z) = -9/8*z^3 + 66/5*z + 1
*
[ -10/3 ] 
f(z) = -9/8*z^3 + 69/5*z + 1
*
[ 8/3 ] 
f(z) = -9/8*z^3 + 69/8*z + 1
*
[ 4 ] 
f(z) = -9/8*z^3 + 75/4*z + 1
*
[ -8/3 ] 
f(z) = -9/8*z^3 + 75/8*z + 1
*
[ -4 ] 
f(z) = -9/8*z^3 + 77/4*z + 1
*
[ -7/3 ] 
f(z) = -9/14*z^3 + 69/14*z + 1
*
[ -1/3 ] 
f(z) = -9/16*z^3 + 65/16*z + 1
*
[ -1/3 ] 
f(z) = -9/17*z^3 + 69/17*z + 1
*
[ -1/3 ] 
f(z) = -9/19*z^3 + 77/19*z + 1
*
-2 | 0.052299383548673866414362256357327524163 | 0.012623143344948395281997905739790240963
f(z) = -8*z^3 + 63/2*z + 1
*
[ 2 ] 
f(z) = -8*z^3 + 65/2*z + 1
*
[ -1/6 ] 
f(z) = -8*z^3 + 65/9*z + 1
*
[ -2 ] 
f(z) = -8*z^3 + 67/2*z + 1
*
[ 3 ] 
f(z) = -8/3*z^3 + 74/3*z + 1
*
[ -3 ] 
f(z) = -8/3*z^3 + 76/3*z + 1
*
-1/4 | 0.10184363499550264799853241441051602655 | 0.023308124603890398557308225779345099936
f(z) = -8/3*z^3 + 79/6*z + 1
*
-3/2 | 0.12439009932163616284888415260438596405 | 0.029909496571168350560253095909272528417
f(z) = -8/5*z^3 + 64/15*z + 1
*
[ 2 ] 
f(z) = -8/5*z^3 + 69/10*z + 1
*
[ -2 ] 
f(z) = -8/5*z^3 + 79/10*z + 1
*
[ -3/2 ] 
f(z) = -8/5*z^3 + 79/15*z + 1
*
-7/4 | 0.11085466183380768923513514853464022224 | 0.026555912201356234243614111814411754370
f(z) = -8/7*z^3 + 65/14*z + 1
*
-9/4 | 0.12725910504034848807931194827137159705 | 0.029854248667783561833050163090862357410
f(z) = -8/9*z^3 + 71/18*z + 1
*
[ -5/2 ] 
f(z) = -8/15*z^3 + 71/15*z + 1
*
-1 | 0.088642685268435913926426431377048379731 | 0.021314060407975610852214087882692629147
f(z) = -7*z^3 + 64/7*z + 1
*
-4/7 | 0.11305229392879106502252276748333164092 | 0.024657163754097333510324479122122769307
f(z) = -7*z^3 + 67/14*z + 1
*
[ -2/7 ] 
f(z) = -7*z^3 + 71/14*z + 1
*
0 | 0.11443152451017876245569697482343296629 | 0.024957979536936345136618389881802510810
f(z) = -7*z^3 + 79/14*z + 1
*
-1/3 | 0.091862033503928762218965039029715527814 | 0.022172108697980017583460576580558237201
f(z) = -7/2*z^3 + 61/18*z + 1
*
[ -2/3 ] 
f(z) = -7/2*z^3 + 73/18*z + 1
*
[ -1/3 ] 
f(z) = -7/2*z^3 + 79/18*z + 1
*
-3 | 0.12024764867162407237708588469864318628 | 0.029251116099570630104474895323821915979
f(z) = -7/3*z^3 + 61/3*z + 1
*
[ 3 ] 
f(z) = -7/3*z^3 + 65/3*z + 1
*
[ -2 ] 
f(z) = -7/3*z^3 + 65/6*z + 1
*
[ -3 ] 
f(z) = -7/3*z^3 + 67/3*z + 1
*
[ -2/7 ] 
f(z) = -7/4*z^3 + 65/14*z + 1
*
[ 2 ] 
f(z) = -7/5*z^3 + 61/10*z + 1
*
[ -2 ] 
f(z) = -7/5*z^3 + 71/10*z + 1
*
3 | 0.086998314126124103429327483772596317833 | 0.021162973372723343205649961634177265836
f(z) = -7/6*z^3 + 61/6*z + 1
*
[ 3 ] 
f(z) = -7/6*z^3 + 67/6*z + 1
*
[ -3 ] 
f(z) = -7/6*z^3 + 71/6*z + 1
*
[ -4 ] 
f(z) = -7/8*z^3 + 61/4*z + 1
*
[ 2 ] 
f(z) = -7/9*z^3 + 65/18*z + 1
*
-3 | 0.069541213052303247584013485107243109017 | 0.016538952866993647497002904792349749572
f(z) = -7/12*z^3 + 67/12*z + 1
*
[ 3 ] 
f(z) = -7/12*z^3 + 71/12*z + 1
*
[ -3 ] 
f(z) = -7/12*z^3 + 79/12*z + 1
*
[ 3 ] 
f(z) = -7/15*z^3 + 73/15*z + 1
*
-7/6 | 0.11762480240227215412393849927716513004 | 0.028613089646798558114702688963302322228
f(z) = -6*z^3 + 61/6*z + 1
*
5/4 | 0.095076868516253855502968912082129592658 | 0.022612085382361525148172500285118525314
f(z) = -6*z^3 + 67/8*z + 1
*
3/2 | 0.12932019772479958705257961985175694877 | 0.029771176460665044724018792338565144035
f(z) = -6*z^3 + 77/6*z + 1
*
-3/2 | 0.10375961816179306214379830297727257805 | 0.023746620091417189008060361837998279040
f(z) = -6*z^3 + 79/6*z + 1
*
-5/2 | 0.091277874116965710574373476221265314744 | 0.021557765261185346180612328977217417291
f(z) = -6/5*z^3 + 69/10*z + 1
*
[ -5/3 ] 
f(z) = -6/5*z^3 + 74/15*z + 1
*
-5/3 | 0.056432585744045191448970553841469326202 | 0.012991508657393553709052422814638567227
f(z) = -6/5*z^3 + 77/15*z + 1
*
[ -2 ] 
f(z) = -6/7*z^3 + 69/14*z + 1
*
[ -3/5 ] 
f(z) = -5*z^3 + 67/15*z + 1
*
-2/3 | 0.11020996887029290589332360661756534755 | 0.024492140100273176133430591703614605582
f(z) = -5*z^3 + 67/18*z + 1
*
-1/4 | 0.12142138560164830879706582334093652114 | 0.027708956545556165710387536383995592497
f(z) = -5*z^3 + 69/16*z + 1
*
[ -1/5 ] 
f(z) = -5/2*z^3 + 61/10*z + 1
*
[ -2/3 ] 
f(z) = -5/2*z^3 + 65/18*z + 1
*
[ -1/3 ] 
f(z) = -5/2*z^3 + 77/18*z + 1
*
-1/2 | 0.084048921865448337238054024834368236777 | 0.019349145208622429332858526435815074036
f(z) = -5/3*z^3 + 77/12*z + 1
*
[ -2 ] 
f(z) = -5/7*z^3 + 61/14*z + 1
*
-2/5 | 0.16414289682474640405703739903866244270 | 0.026058774311711859808105338522898907499
f(z) = -5/8*z^3 + 68/5*z + 1
*
[ 6 ] 
f(z) = -5/8*z^3 + 70/3*z + 1
*
[ -6 ] 
f(z) = -5/8*z^3 + 71/3*z + 1
*
[ -2 ] 
f(z) = -5/9*z^3 + 67/18*z + 1
*
[ -3 ] 
f(z) = -5/12*z^3 + 61/12*z + 1
*
-4 | 0.10625724493334047649911026107448778519 | 0.024927333977303638181042309045980819488
f(z) = -5/12*z^3 + 71/12*z + 1
*
4 | 0.051068359388554657549527242593342175197 | 0.011756594605188748995271867392843505476
f(z) = -5/12*z^3 + 77/12*z + 1
*
[ 6 ] 
f(z) = -5/18*z^3 + 65/6*z + 1
*
[ -6 ] 
f(z) = -5/18*z^3 + 67/6*z + 1
*
[ -1/6 ] 
f(z) = -4*z^3 + 64/9*z + 1
*
[ -2/3 ] 
f(z) = -4*z^3 + 77/18*z + 1
*
-1/2 | 0.098228072744049366613851166373643958396 | 0.023043736704954845222331233637183860621
f(z) = -4/7*z^3 + 71/7*z + 1
*
-3/4 | 0.064287055589838578478519668710054349943 | 0.012122074197948879812136635238556605952
f(z) = -4/9*z^3 + 67/12*z + 1
*
-3/4 | 0.12728781323419097661983053804367780510 | 0.023278422319577288609347982926114165879
f(z) = -4/9*z^3 + 79/12*z + 1
*
9/2 | 0.11896094916418546758240554687310529327 | 0.027469008090976166373927732858999677856
f(z) = -4/15*z^3 + 76/15*z + 1
*
[ 4/3 ] 
f(z) = -3*z^3 + 67/12*z + 1
*
-3/2 | 0.088430321297107543248086292457418330050 | 0.020357799834268501486128287371332121661
f(z) = -3*z^3 + 77/12*z + 1
*
8/3 | 0.047284496764178283964906845364049383660 | 0.011502298130883445250932337204197903093
f(z) = -3/2*z^3 + 61/6*z + 1
*
-3 | 0.11332631745086907018939903586838700281 | 0.026089179059615423641272654710217375605
f(z) = -3/2*z^3 + 77/6*z + 1
*
3 | 0.10084747870998468832780112164393463947 | 0.023080142415029734455201265387892280501
f(z) = -3/2*z^3 + 79/6*z + 1
*
3 | 0.088276090606423365188186889491002890092 | 0.020322293941230971881631069173559788382
f(z) = -3/4*z^3 + 77/12*z + 1
*
[ -1/3 ] 
f(z) = -3/5*z^3 + 61/15*z + 1
*
-3 | 0.12350377609637167622042126899365854338 | 0.028973270256947947056091660428966766775
f(z) = -3/5*z^3 + 71/15*z + 1
*
[ 5 ] 
f(z) = -3/5*z^3 + 79/5*z + 1
*
4 | 0.14484407506659736954859748542081012048 | 0.029757175124469950837410232190060023206
f(z) = -3/8*z^3 + 65/12*z + 1
*
[ 10/3 ] 
f(z) = -3/8*z^3 + 73/15*z + 1
*
-5 | 0.093838143703976778929616924806245296035 | 0.022317480062922859210234835979632790525
f(z) = -3/10*z^3 + 67/10*z + 1
*
5 | 0.078478141735199777288121840507162809525 | 0.018291314208110587408814005714768687490
f(z) = -3/10*z^3 + 73/10*z + 1
*
0 | 0.079614923990611735725842867592518297471 | 0.018556270041164141577698332871310579588
f(z) = -3/14*z^3 + 73/14*z + 1
*
0 | 0.077557827276110661369164331655901390338 | 0.018445540327593464246238568135882558471
f(z) = -3/16*z^3 + 67/16*z + 1
*
-6 | 0.090191051059678640112015623149005547692 | 0.015965916511072047472431395559531335319
f(z) = -3/16*z^3 + 71/12*z + 1
*
-5/6 | 0.13027483515912432155167035576058720530 | 0.029814942198147580203140840116138304558
f(z) = -2*z^3 + 79/18*z + 1
*
-1/2 | 0.087801256149301684524004751635987345376 | 0.021358294866329679185097169336710926668
f(z) = -2/3*z^3 + 61/6*z + 1
*
9/2 | 0.12849478047917178790914676629101571725 | 0.029407555557991776067654860702194858488
f(z) = -2/3*z^3 + 79/6*z + 1
*
[ 3 ] 
f(z) = -2/5*z^3 + 64/15*z + 1
*
[ -3 ] 
f(z) = -2/5*z^3 + 74/15*z + 1
*
0 | 0.12344746820070356742297722883359503294 | 0.029572595980964135362794275540143978224
f(z) = -2/9*z^3 + 65/9*z + 1
*
5 | 0.060092930914582087282398211506988687887 | 0.014618043000126606656629045849415774230
f(z) = -2/11*z^3 + 61/11*z + 1
*
[ -5 ] 
f(z) = -2/15*z^3 + 68/15*z + 1
*
-4 | 0.11322001442891422743398060728413872457 | 0.027541592899660168112601109956329492207
f(z) = -z^3 + 61/4*z + 1
*
[ 4 ] 
f(z) = -z^3 + 67/4*z + 1
*
[ -4 ] 
f(z) = -z^3 + 69/4*z + 1
*
-4 | 0.091658400734735947438470853763438382182 | 0.021799072853038261492155379414698031413
f(z) = -1/3*z^3 + 67/12*z + 1
*
6 | 0.095665895815683127379819062202336317951 | 0.022442664843526531426195818639801313034
f(z) = -1/3*z^3 + 71/6*z + 1
*
[ 6 ] 
f(z) = -1/3*z^3 + 77/6*z + 1
*
[ -6 ] 
f(z) = -1/3*z^3 + 79/6*z + 1
*
[ -4 ] 
f(z) = -1/3*z^3 + 79/12*z + 1
*
[ -6 ] 
f(z) = -1/4*z^3 + 61/6*z + 1
*
-1 | 0.072320869452029194041511618374623767246 | 0.017389493285203440451699087866224988678
f(z) = -1/7*z^3 + 64/7*z + 1
*
8 | 0.10782370974789463002506746284716630128 | 0.026024668968900221429119516529612218464
f(z) = -1/8*z^3 + 63/8*z + 1
*
[ 10 ] 
f(z) = -1/8*z^3 + 67/5*z + 1
*
[ -10 ] 
f(z) = -1/8*z^3 + 68/5*z + 1
*
[ 8 ] 
f(z) = -1/8*z^3 + 71/8*z + 1
*
0 | 0.12187907676156391428636730698047695082 | 0.029196878219832963618937340945778617172
f(z) = -1/9*z^3 + 65/18*z + 1
*
-15/2 | 0.14667662190012263159857415444528921145 | 0.027657587946193332246171827808403591544
f(z) = -1/9*z^3 + 67/12*z + 1
*
15/2 | 0.061211134028153372908434461708693384625 | 0.011417235273924621022257993095180579489
f(z) = -1/9*z^3 + 71/12*z + 1
*
0 | 0.047927831563405979343831063538232835255 | 0.011170792364040514152497633113056682930
f(z) = -1/9*z^3 + 73/9*z + 1
*
0 | 0.11436988419201863326785463328031318264 | 0.027821307092091524166947383940618525355
f(z) = -1/10*z^3 + 61/10*z + 1
*
0 | 0.11072508842768208867803532872822822149 | 0.025975464173147173780015383956681168487
f(z) = -1/10*z^3 + 71/10*z + 1
*
0 | 0.049366889236194224711786644935051873710 | 0.011506201122129849434862168798205219455
f(z) = -1/12*z^3 + 73/12*z + 1
*
[ 7 ] 
f(z) = -1/14*z^3 + 61/14*z + 1
*
[ -7 ] 
f(z) = -1/14*z^3 + 65/14*z + 1
*
0 | 0.085777141030827123207836229086552289423 | 0.020122820269197461109293957028727265622
f(z) = -1/14*z^3 + 71/14*z + 1
*
0 | 0.068964582678291179654148793487570374724 | 0.016776136888880151351856883604558617580
f(z) = -1/15*z^3 + 61/15*z + 1
*
0 | 0.080766437199231607919592137445797899137 | 0.018649598313502176588524218937935748763
f(z) = -1/15*z^3 + 76/15*z + 1
*
0 | 0.11646936777434658592478994241825694057 | 0.027900949347533442821702558698760749828
f(z) = -1/16*z^3 + 65/16*z + 1
*
0 | 0.12090322218349913702431659110677034760 | 0.028179551360853323955375084428551428435
f(z) = -1/18*z^3 + 73/18*z + 1
*
9 | 0.096196922682221128174239149702726520398 | 0.022015807472769736324314490841995393464
f(z) = -1/18*z^3 + 79/18*z + 1
*
-7/10 | 0.089226421265170829376809417519815745299 | 0.019375271197719328401538052868288664275
f(z) = -20/7*z^3 + 64/35*z + 1
*
6/5 | 0.13718496715341569906546065076300724125 | 0.025588041634970829787666898927711739482
f(z) = -20/9*z^3 + 71/30*z + 1
*
[ -1/2 ] 
f(z) = -19/5*z^3 + 79/20*z + 1
*
-1/2 | 0.10406261747819655499061866076873270843 | 0.024028867469202419986628558014266179588
f(z) = -19/6*z^3 + 67/24*z + 1
*
-4/3 | 0.14872998310772777078718594813070569293 | 0.026601740198317917411253326455814697069
f(z) = -19/16*z^3 + 67/36*z + 1
*
[ 3/2 ] 
f(z) = -19/18*z^3 + 65/24*z + 1
*
0 | 0.083201690394138346750702548190160836796 | 0.017770046664249753845934830218400053105
f(z) = -18/5*z^3 + 73/30*z + 1
*
0 | 0.090588677249657079137313553322925103662 | 0.022036355345063423934461848863041396166
f(z) = -18/7*z^3 + 61/21*z + 1
*
[ -2/3 ] 
f(z) = -18/11*z^3 + 71/22*z + 1
*
[ -1/2 ] 
f(z) = -18/11*z^3 + 75/22*z + 1
*
[ -1/2 ] 
f(z) = -17/5*z^3 + 77/20*z + 1
*
-1/2 | 0.097672715831333441701811117745877853187 | 0.023147893701323847339988134080268360834
f(z) = -17/6*z^3 + 65/24*z + 1
*
[ 4/3 ] 
f(z) = -17/16*z^3 + 77/36*z + 1
*
[ -5/8 ] 
f(z) = -16/5*z^3 + 77/20*z + 1
*
[ -3/4 ] 
f(z) = -16/7*z^3 + 76/21*z + 1
*
0 | 0.079364754674469486052370678848473894476 | 0.018497961759831154786792606535130298046
f(z) = -16/9*z^3 + 73/36*z + 1
*
0 | 0.12161428825229082167066836039472751065 | 0.027997176770499288908965914084307641933
f(z) = -16/15*z^3 + 77/30*z + 1
*
4/5 | 0.14105994755269016609358263997475718298 | 0.028152108320254921309932649176307194299
f(z) = -15/2*z^3 + 71/20*z + 1
*
-2/15 | 0.071730471302318284551910671229307080271 | 0.013243933083870286421402379796457413370
f(z) = -15/2*z^3 + 79/30*z + 1
*
0 | 0.080576971156779393422726448931242886238 | 0.018662928313375594953526665046723023513
f(z) = -15/4*z^3 + 67/20*z + 1
*
-4/5 | 0.092045167036022306523771681705246099483 | 0.021319147758030810586858161504599562306
f(z) = -15/4*z^3 + 73/20*z + 1
*
0 | 0.12049033589672448274179994280807209851 | 0.029310151534156802768376739522863619599
f(z) = -15/8*z^3 + 61/24*z + 1
*
[ -4/5 ] 
f(z) = -15/8*z^3 + 69/20*z + 1
*
[ -2/5 ] 
f(z) = -15/16*z^3 + 73/20*z + 1
*
0 | 0.12361511633293442156895666324047221643 | 0.026960958154664398276932523817699411561
f(z) = -14/3*z^3 + 62/21*z + 1
*
0 | 0.11822816037939982816697671043396915004 | 0.025786041216083067058366334053053433664
f(z) = -14/3*z^3 + 65/21*z + 1
*
-3/7 | 0.097199829646870997315888219216376550994 | 0.021199677009498536994450744402269033035
f(z) = -14/3*z^3 + 67/21*z + 1
*
0 | 0.10970488965186287468840974639841233821 | 0.023927081306947941200929042494651265241
f(z) = -14/3*z^3 + 68/21*z + 1
*
0 | 0.048160707468865963818075297263266890957 | 0.010504045599649561090400148762752824384
f(z) = -14/3*z^3 + 71/21*z + 1
*
0 | 0.12640963157113620653822394611040312312 | 0.027570453260398946448183703649763731848
f(z) = -14/3*z^3 + 74/21*z + 1
*
-1/4 | 0.13843974042914822914326696894468652999 | 0.029339784580927627571167479522623787634
f(z) = -14/3*z^3 + 79/24*z + 1
*
[ -3/7 ] 
f(z) = -14/9*z^3 + 76/21*z + 1
*
[ -3/4 ] 
f(z) = -14/9*z^3 + 77/24*z + 1
*
[ -1/2 ] 
f(z) = -14/11*z^3 + 73/22*z + 1
*
-5/13 | 0.093043550103347962777720498716228245149 | 0.018137502370696068969024402862674641463
f(z) = -13/3*z^3 + 64/39*z + 1
*
[ -1/2 ] 
f(z) = -13/5*z^3 + 73/20*z + 1
*
-1/2 | 0.089868881849356124057657801846637640768 | 0.021861259872888019560458336981152019439
f(z) = -13/6*z^3 + 61/24*z + 1
*
[ 4/3 ] 
f(z) = -13/16*z^3 + 61/36*z + 1
*
[ -3/2 ] 
f(z) = -13/18*z^3 + 79/24*z + 1
*
[ 5/4 ] 
f(z) = -12/5*z^3 + 79/20*z + 1
*
-7/6 | 0.11114701371139351191351509957070844892 | 0.026725207581840839858761631273081153678
f(z) = -12/7*z^3 + 64/21*z + 1
*
-2 | 0.061535613088392728762583124337788160678 | 0.014083155393112033984339256506548337056
f(z) = -12/17*z^3 + 79/34*z + 1
*
-2 | 0.060129386343903540411377627658798070587 | 0.013842559807442712492676228619769515005
f(z) = -12/19*z^3 + 77/38*z + 1
*
0 | 0.14204780911292807190459309978559557677 | 0.029619268765469622325228737353082528537
f(z) = -11/3*z^3 + 67/33*z + 1
*
[ -1/2 ] 
f(z) = -11/5*z^3 + 71/20*z + 1
*
-2 | 0.066541032724966336208209918622249318253 | 0.015411978209353956218821342698587187484
f(z) = -11/13*z^3 + 75/26*z + 1
*
-2 | 0.045557876894135421982792591944578788801 | 0.010618414535563428825964812111902485114
f(z) = -11/15*z^3 + 73/30*z + 1
*
-2 | 0.064659491247748905897698479753727136048 | 0.015168741991629084965714992824656079751
f(z) = -11/17*z^3 + 71/34*z + 1
*
[ -3/2 ] 
f(z) = -11/18*z^3 + 73/24*z + 1
*
-2 | 0.063084928150918701841645407826460546633 | 0.014899230352950043961803282720651475654
f(z) = -11/19*z^3 + 69/38*z + 1
*
0 | 0.093578080517393338596040861100330674312 | 0.020320221997901061856922433596223035409
f(z) = -10/3*z^3 + 67/30*z + 1
*
0 | 0.10685181734471502446124966448521264786 | 0.023202577327071954472879585299970927477
f(z) = -10/3*z^3 + 73/30*z + 1
*
0 | 0.046831788477592786193214265346443866897 | 0.010169393656739418871841359791908698998
f(z) = -10/3*z^3 + 79/30*z + 1
*
3/2 | 0.10136574409634279017643066910657110660 | 0.019113693414516688841745149728338771649
f(z) = -10/9*z^3 + 67/30*z + 1
*
[ -3/4 ] 
f(z) = -10/9*z^3 + 71/24*z + 1
*
-3/10 | 0.15187600389795690974516419377789535999 | 0.028182219779644373735506763583601664009
f(z) = -10/9*z^3 + 73/30*z + 1
*
-2 | 0.056407891970434749128822072705328831455 | 0.013322265726945894729722064384715527492
f(z) = -10/11*z^3 + 69/22*z + 1
*
[ -1/2 ] 
f(z) = -10/11*z^3 + 71/22*z + 1
*
-2 | 0.055846960114580060947005354679104921210 | 0.013282055353351675788975352019283881876
f(z) = -10/13*z^3 + 67/26*z + 1
*
-2 | 0.052467748953788428772011823011037137959 | 0.012663780547509558523422806139146674251
f(z) = -10/17*z^3 + 63/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.013264162731166781612989395994748770689
f(z) = -10/19*z^3 + 61/38*z + 1
*
0 | 0.050495469973196105717045200201272965823 | 0.011490739384140178200355442667226337021
f(z) = -9/4*z^3 + 61/36*z + 1
*
0 | 0.10263486863345076137345160373555835215 | 0.023355570862464818072453372826406802831
f(z) = -9/4*z^3 + 73/36*z + 1
*
0 | 0.12910522226391437190807209980431817215 | 0.029379159416747841660444736815237342610
f(z) = -9/4*z^3 + 77/36*z + 1
*
1/6 | 0.089710032909803879955864043624007528443 | 0.021822618711713839793920635829622568598
f(z) = -9/5*z^3 + 61/20*z + 1
*
[ 4/3 ] 
f(z) = -9/7*z^3 + 71/28*z + 1
*
-1 | 0.12607230368064762803842630866349481515 | 0.029111075140062126865395588952588622443
f(z) = -9/7*z^3 + 76/21*z + 1
*
[ -4/3 ] 
f(z) = -9/10*z^3 + 67/20*z + 1
*
-1 | 0.12602187212826124028731641484483608286 | 0.029011859392744720387745407235214075032
f(z) = -9/10*z^3 + 77/30*z + 1
*
-2 | 0.062712673774544214757851341247032077164 | 0.015255314525967731601326668234482823568
f(z) = -9/11*z^3 + 61/22*z + 1
*
[ -2/3 ] 
f(z) = -9/11*z^3 + 63/22*z + 1
*
[ -2/3 ] 
f(z) = -9/13*z^3 + 73/26*z + 1
*
-2 | 0.16830364393455162280048451166139377837 | 0.029240997544548947843083118907483707468
f(z) = -9/16*z^3 + 79/36*z + 1
*
0 | 0.084515988711582311692364167103205347703 | 0.020321799631671235488624822032180214919
f(z) = -8/3*z^3 + 61/24*z + 1
*
0 | 0.10163366627737568644084142026126881021 | 0.024171485403871672655108074520087591476
f(z) = -8/3*z^3 + 67/24*z + 1
*
[ 3/2 ] 
f(z) = -8/7*z^3 + 61/21*z + 1
*
[ 3/2 ] 
f(z) = -8/11*z^3 + 65/33*z + 1
*
[ 2 ] 
f(z) = -8/11*z^3 + 75/22*z + 1
*
[ 3/2 ] 
f(z) = -8/13*z^3 + 67/39*z + 1
*
[ 2 ] 
f(z) = -8/13*z^3 + 77/26*z + 1
*
5/2 | 0.089414250973870910533334493493078325206 | 0.020840250840347799987645312181057019054
f(z) = -8/15*z^3 + 73/30*z + 1
*
-3/7 | 0.14385178648440174104083974378853330294 | 0.028825514418431674321938481783514491895
f(z) = -7*z^3 + 76/21*z + 1
*
[ -1/2 ] 
f(z) = -7/5*z^3 + 67/20*z + 1
*
[ 3/2 ] 
f(z) = -7/6*z^3 + 71/24*z + 1
*
[ 4/3 ] 
f(z) = -7/8*z^3 + 65/36*z + 1
*
[ 10/7 ] 
f(z) = -7/8*z^3 + 73/35*z + 1
*
[ -3/7 ] 
f(z) = -7/9*z^3 + 73/21*z + 1
*
-12/7 | 0.16243548653628827840178513077396872537 | 0.029918059677399720421563709821862209347
f(z) = -7/9*z^3 + 76/21*z + 1
*
[ 2 ] 
f(z) = -7/11*z^3 + 67/22*z + 1
*
[ 2 ] 
f(z) = -7/13*z^3 + 69/26*z + 1
*
[ 2 ] 
f(z) = -7/17*z^3 + 73/34*z + 1
*
[ -3/2 ] 
f(z) = -7/18*z^3 + 61/24*z + 1
*
[ 2 ] 
f(z) = -7/19*z^3 + 75/38*z + 1
*
5/3 | 0.096767010153768601349271381624423023587 | 0.023014050945722862252817587045028684426
f(z) = -6/5*z^3 + 67/30*z + 1
*
-5/3 | 0.10810618950053453851445911422805228606 | 0.025361085659467816183623261594155196111
f(z) = -6/7*z^3 + 71/21*z + 1
*
4/3 | 0.044407586927590225023231379248331913302 | 0.010638109034071591737870130699103640635
f(z) = -6/11*z^3 + 65/33*z + 1
*
[ -1/2 ] 
f(z) = -6/11*z^3 + 69/22*z + 1
*
0 | 0.10599654980745585607095154646057076946 | 0.024705174646537307124431603292772956712
f(z) = -6/11*z^3 + 73/33*z + 1
*
[ 2 ] 
f(z) = -6/13*z^3 + 61/26*z + 1
*
[ 2 ] 
f(z) = -6/17*z^3 + 65/34*z + 1
*
[ 2 ] 
f(z) = -6/19*z^3 + 67/38*z + 1
*
-4/5 | 0.076653271209362414864826520673815773583 | 0.016645046353029749809960390648415291570
f(z) = -5*z^3 + 69/20*z + 1
*
[ -4/5 ] 
f(z) = -5/2*z^3 + 77/20*z + 1
*
-3/5 | 0.048052194786753991223708790419708920773 | 0.011062234635327681308639923285103779539
f(z) = -5/2*z^3 + 77/30*z + 1
*
-6/5 | 0.12596459685983906990945710226001402484 | 0.029958098786798966735973796982244102474
f(z) = -5/3*z^3 + 67/30*z + 1
*
8/5 | 0.083630030928405161160525476493468497107 | 0.019751518021004504640053497940577913916
f(z) = -5/4*z^3 + 69/20*z + 1
*
-1/3 | 0.083839159570139957432119337405438326349 | 0.019300855224394990010289667060586798099
f(z) = -5/4*z^3 + 77/36*z + 1
*
[ -1/2 ] 
f(z) = -5/6*z^3 + 77/24*z + 1
*
7/5 | 0.10968585448202507660960740979175163329 | 0.026373873052814343019971084166830493808
f(z) = -5/7*z^3 + 64/35*z + 1
*
[ -6/5 ] 
f(z) = -5/9*z^3 + 79/30*z + 1
*
[ -2 ] 
f(z) = -5/11*z^3 + 73/22*z + 1
*
[ -6/5 ] 
f(z) = -5/12*z^3 + 73/30*z + 1
*
[ -2 ] 
f(z) = -5/13*z^3 + 79/26*z + 1
*
-12/5 | 0.15734430743396747693757577870516308023 | 0.028622792860877969695978028351485378277
f(z) = -5/16*z^3 + 61/20*z + 1
*
[ -6/5 ] 
f(z) = -5/18*z^3 + 67/30*z + 1
*
3/5 | 0.070843083751928368300868103926768239981 | 0.013145693229498096181882876695184461237
f(z) = -5/18*z^3 + 73/30*z + 1
*
3 | 0.13010256138219482419616237913932619126 | 0.023905287742002662171091694014224239220
f(z) = -5/18*z^3 + 77/30*z + 1
*
[ 7/4 ] 
f(z) = -4/7*z^3 + 61/28*z + 1
*
[ -3/2 ] 
f(z) = -4/7*z^3 + 62/21*z + 1
*
[ -2 ] 
f(z) = -4/11*z^3 + 65/22*z + 1
*
[ -2 ] 
f(z) = -4/13*z^3 + 71/26*z + 1
*
[ -2 ] 
f(z) = -4/15*z^3 + 77/30*z + 1
*
5/2 | 0.093793131315487442443264861235955203107 | 0.022306774788467896468669274677991608300
f(z) = -3/5*z^3 + 67/20*z + 1
*
2 | 0.089915308873962480366092340761811872027 | 0.020699663116031530059811174281715078254
f(z) = -3/5*z^3 + 77/30*z + 1
*
[ 7/3 ] 
f(z) = -3/7*z^3 + 61/21*z + 1
*
-3 | 0.041738220147636240371817458127990979408 | 0.0099986458967616887992159308645359875970
f(z) = -3/8*z^3 + 65/24*z + 1
*
[ 8/3 ] 
f(z) = -3/8*z^3 + 79/24*z + 1
*
5/3 | 0.089413217357450020811153296290343757751 | 0.021265101982746408146054468521095549111
f(z) = -3/10*z^3 + 67/30*z + 1
*
[ -5/3 ] 
f(z) = -3/10*z^3 + 73/30*z + 1
*
[ -2 ] 
f(z) = -3/13*z^3 + 63/26*z + 1
*
[ -8/3 ] 
f(z) = -3/16*z^3 + 65/24*z + 1
*
[ -2 ] 
f(z) = -3/17*z^3 + 75/34*z + 1
*
[ -3/4 ] 
f(z) = -2/3*z^3 + 65/24*z + 1
*
-3/2 | 0.12538028485645664880857606948274932797 | 0.029819132147314376658875428439160919118
f(z) = -2/5*z^3 + 67/30*z + 1
*
[ -3/2 ] 
f(z) = -2/5*z^3 + 77/30*z + 1
*
[ 3 ] 
f(z) = -2/7*z^3 + 68/21*z + 1
*
[ -1/2 ] 
f(z) = -2/11*z^3 + 67/22*z + 1
*
[ 3 ] 
f(z) = -2/11*z^3 + 76/33*z + 1
*
[ -1/2 ] 
f(z) = -2/13*z^3 + 79/26*z + 1
*
[ -5/2 ] 
f(z) = -2/15*z^3 + 67/30*z + 1
*
3 | 0.090839081921653644011265405301452788357 | 0.021310322271890650602551870761571763498
f(z) = -2/15*z^3 + 71/30*z + 1
*
5/2 | 0.089414955911279837752050895060825655709 | 0.020840415143825923191639438717050044340
f(z) = -2/15*z^3 + 73/30*z + 1
*
[ -2 ] 
f(z) = -2/17*z^3 + 67/34*z + 1
*
[ -2 ] 
f(z) = -2/19*z^3 + 73/38*z + 1
*
[ -3/2 ] 
f(z) = -1/2*z^3 + 67/24*z + 1
*
[ -4/3 ] 
f(z) = -1/4*z^3 + 79/36*z + 1
*
[ 4 ] 
f(z) = -1/5*z^3 + 79/20*z + 1
*
3/2 | 0.12521431053340843743096104292700851767 | 0.029995853867324315457906231686465693520
f(z) = -1/6*z^3 + 65/24*z + 1
*
-3/2 | 0.11000775774740751642743655741065175883 | 0.026353031148007931449316943045646090508
f(z) = -1/7*z^3 + 65/28*z + 1
*
[ 7/2 ] 
f(z) = -1/7*z^3 + 69/28*z + 1
*
[ -4/3 ] 
f(z) = -1/8*z^3 + 71/36*z + 1
*
[ -3 ] 
f(z) = -1/10*z^3 + 67/30*z + 1
*
[ -3 ] 
f(z) = -1/11*z^3 + 71/33*z + 1
*
[ -3 ] 
f(z) = -1/13*z^3 + 79/39*z + 1
*
[ -4 ] 
f(z) = -1/14*z^3 + 67/28*z + 1
*
6 | 0.096641629110081513973384887423514529690 | 0.022984231633103228157103556015130962853
f(z) = -1/15*z^3 + 67/30*z + 1
*
10/3 | 0.081379992328197045498511859696210125048 | 0.014138922368012373784165164351504330856
f(z) = -1/16*z^3 + 79/36*z + 1
*
15/2 | 0.13054254772004604474913080825134437330 | 0.024615320066109967710819803321228945089
f(z) = -1/18*z^3 + 67/24*z + 1
*
[ -4 ] 
f(z) = -1/18*z^3 + 77/36*z + 1
*
[ -2 ] 
f(z) = -1/19*z^3 + 65/38*z + 1
*
-1/2 | 0.11398577860944907239262472311891604541 | 0.026320202527619209269419557114566677664
f(z) = -19/12*z^3 + 67/48*z + 1
*
0 | 0.14616679467839449532599718600736770343 | 0.028730029870130821593564144958663090393
f(z) = -18/5*z^3 + 62/45*z + 1
*
0 | 0.091499221985337353411379149323633727922 | 0.019542216470839172675848884739913655732
f(z) = -18/7*z^3 + 73/42*z + 1
*
-3/4 | 0.16618140406877164190245879550874079035 | 0.029644536518317544642701066056858297273
f(z) = -17/9*z^3 + 67/48*z + 1
*
-1/2 | 0.10162250459922594249920902301352747271 | 0.024083971804237905455829138029310786511
f(z) = -17/12*z^3 + 65/48*z + 1
*
-1/2 | 0.10819500150371307097811564049170662081 | 0.025217579372980490529706231287414869973
f(z) = -17/14*z^3 + 73/56*z + 1
*
0 | 0.11458422977007872779455923999977188242 | 0.023615728579053444046406065628594367501
f(z) = -16/5*z^3 + 63/40*z + 1
*
0 | 0.11334575412375298584224203316119786261 | 0.023360479625736886665060641719689801836
f(z) = -16/5*z^3 + 73/40*z + 1
*
3/4 | 0.12516704818586507521213175191495853567 | 0.025185462841540485198988717895411800703
f(z) = -16/5*z^3 + 76/45*z + 1
*
0 | 0.11626561374391577359132705984232619731 | 0.023962260624894141841507827400480286673
f(z) = -16/7*z^3 + 65/56*z + 1
*
0 | 0.14299638922021593115491745395360697523 | 0.029471454513290507001078577091136952078
f(z) = -16/7*z^3 + 79/56*z + 1
*
-5/14 | 0.11376732581875800374676693644623301426 | 0.021554538535800556061801699917281593516
f(z) = -14/3*z^3 + 67/42*z + 1
*
[ 2/3 ] 
f(z) = -13/3*z^3 + 77/54*z + 1
*
-1/2 | 0.077017387011970368546318099586976408352 | 0.018735040177998362281461077745204006717
f(z) = -13/12*z^3 + 61/48*z + 1
*
4/3 | 0.061992338951858229799687988709691940937 | 0.014495482515273131219902625688752299952
f(z) = -12/7*z^3 + 65/42*z + 1
*
0 | 0.12980471579235425998846316677512519467 | 0.029707349801432139645153492927198027564
f(z) = -12/7*z^3 + 79/42*z + 1
*
[ 2/3 ] 
f(z) = -11/3*z^3 + 61/54*z + 1
*
0 | 0.14369135916822044304452540972699549930 | 0.029961975570461637235716016392708541758
f(z) = -11/4*z^3 + 61/44*z + 1
*
0 | 0.13795915360584833278418231698380337146 | 0.028766717873555933260334595383871781827
f(z) = -11/4*z^3 + 65/44*z + 1
*
0 | 0.13443016838340131290757905644724974994 | 0.028030867300246979959332937575053568672
f(z) = -11/4*z^3 + 73/44*z + 1
*
0 | 0.13604382398734838382265114843863595967 | 0.028367340627971571704479942076980409610
f(z) = -11/5*z^3 + 61/55*z + 1
*
-3/11 | 0.13413122595245607678158207039089848939 | 0.027968532961809345238767752994176760685
f(z) = -11/5*z^3 + 64/55*z + 1
*
0 | 0.14315541792184660156674423650840380794 | 0.029850223140642550086402150180220578765
f(z) = -11/5*z^3 + 71/55*z + 1
*
-10/11 | 0.14422044352797179216598806186825835445 | 0.022516049891577085766540305119264513134
f(z) = -11/8*z^3 + 68/55*z + 1
*
2 | 0.13892167843921620192990031276988108317 | 0.024592372452460768851642773661139440022
f(z) = -11/16*z^3 + 71/44*z + 1
*
0 | 0.091313706949060067372128480965502129887 | 0.021640843749863224817585083784050277346
f(z) = -10/9*z^3 + 68/45*z + 1
*
0 | 0.10421504002904490071277023195679517318 | 0.025351067308897433876673356487961699435
f(z) = -10/11*z^3 + 61/55*z + 1
*
3/5 | 0.054340888508805813427299089490607380524 | 0.012665517354071722829879721373307086463
f(z) = -10/11*z^3 + 73/55*z + 1
*
0 | 0.053246095732660636354957825433305503744 | 0.012116671250148891106399895299786997814
f(z) = -9/5*z^3 + 61/45*z + 1
*
[ 10/9 ] 
f(z) = -9/8*z^3 + 67/45*z + 1
*
[ 4/3 ] 
f(z) = -9/11*z^3 + 75/44*z + 1
*
[ 4/3 ] 
f(z) = -9/13*z^3 + 77/52*z + 1
*
-1/2 | 0.11048328131099826787998252850693505784 | 0.026466945725847912239366629356596301914
f(z) = -9/14*z^3 + 65/56*z + 1
*
0 | 0.078982117167886112255064354319986282845 | 0.018920649202214706321223737766587239329
f(z) = -8/11*z^3 + 65/44*z + 1
*
[ 3/2 ] 
f(z) = -8/17*z^3 + 71/51*z + 1
*
[ 3/2 ] 
f(z) = -8/19*z^3 + 73/57*z + 1
*
-6/7 | 0.084671945316775103370724769664594397509 | 0.018467294634187033192636150468787771943
f(z) = -7/3*z^3 + 79/42*z + 1
*
-3/4 | 0.070868228996341372488211315209140071988 | 0.015019231948420504158169012209004596231
f(z) = -7/3*z^3 + 79/48*z + 1
*
-6/7 | 0.10292818091384150977287467321193381616 | 0.020625101957399729546075778366822313619
f(z) = -7/4*z^3 + 61/42*z + 1
*
0 | 0.10810677153131556964787755496818816955 | 0.026297759333721525282583270020063184712
f(z) = -7/6*z^3 + 61/42*z + 1
*
-3/7 | 0.073284314494901393369048741146387181122 | 0.017555705725581507329355718912894357460
f(z) = -7/6*z^3 + 65/42*z + 1
*
0 | 0.10820246780106514820550027259247379456 | 0.025219319582264482452603917985069554229
f(z) = -7/6*z^3 + 73/42*z + 1
*
0 | 0.10847588240552072981159295647159619409 | 0.025986061041296896783747094299225390462
f(z) = -7/8*z^3 + 65/56*z + 1
*
[ 8/7 ] 
f(z) = -7/8*z^3 + 71/56*z + 1
*
[ 3/2 ] 
f(z) = -7/12*z^3 + 79/48*z + 1
*
-3/4 | 0.087578775599537843368577576979737505833 | 0.019985906727847996078643589662386265634
f(z) = -5/3*z^3 + 61/48*z + 1
*
2/3 | 0.17507059170669237640473462323187761592 | 0.028207274634771647162250360041023939128
f(z) = -5/8*z^3 + 62/45*z + 1
*
2/15 | 0.17507097684312205087339787083492943453 | 0.027793679545919023551938232139441014427
f(z) = -5/8*z^3 + 68/45*z + 1
*
0 | 0.089442728573137684783836156921429508273 | 0.020846888264534509439779329998100373770
f(z) = -5/8*z^3 + 73/40*z + 1
*
[ 8/5 ] 
f(z) = -5/8*z^3 + 79/40*z + 1
*
[ 3/2 ] 
f(z) = -5/12*z^3 + 61/48*z + 1
*
[ 3/4 ] 
f(z) = -3*z^3 + 65/48*z + 1
*
-3/2 | 0.097361025407921880516641443808733057650 | 0.023323429071868547779476240331614902968
f(z) = -3/4*z^3 + 65/48*z + 1
*
0 | 0.097070336923900386767749795954240662526 | 0.023253792867743969471159111071870285783
f(z) = -3/14*z^3 + 65/42*z + 1
*
[ 7/3 ] 
f(z) = -3/14*z^3 + 73/42*z + 1
*
3 | 0.097361025407921880516641443808733057650 | 0.023323429071868547779476240331614902968
f(z) = -3/16*z^3 + 65/48*z + 1
*
0 | 0.077017644846073603237281588707357292579 | 0.017950908498848071888091387844586206543
f(z) = -3/16*z^3 + 73/48*z + 1
*
[ 5/3 ] 
f(z) = -2/5*z^3 + 68/45*z + 1
*
[ 7/4 ] 
f(z) = -2/7*z^3 + 73/56*z + 1
*
-2/5 | 0.11921823740726011223023472722402366880 | 0.027284508576970118344106877889271527779
f(z) = -1/2*z^3 + 79/50*z + 1
*
-3/4 | 0.10268950481048686148769706704839035532 | 0.023934384235316492573946250773475680928
f(z) = -1/3*z^3 + 73/48*z + 1
*
-2/5 | 0.14488974094178318735625002918187229063 | 0.028765357226580667524462062227382400354
f(z) = -1/4*z^3 + 77/50*z + 1
*
-5/2 | 0.12836162260900335442907603450980430228 | 0.029917920066538580405220270210019653400
f(z) = -1/12*z^3 + 73/48*z + 1
*
[ 3 ] 
f(z) = -1/17*z^3 + 61/51*z + 1
*
[ 3 ] 
f(z) = -1/19*z^3 + 65/57*z + 1
*
-3/5 | 0.17220676637697587956982676271967805251 | 0.028742015415930034316291451487650192596
f(z) = -20/9*z^3 + 73/60*z + 1
*
-1/2 | 0.098184934183381428106563727393791674539 | 0.022470787499602612800162231629701091119
f(z) = -19/15*z^3 + 79/60*z + 1
*
-1/9 | 0.054609881865210881047979264882813311467 | 0.010733925859453330158126785334203554414
f(z) = -18/7*z^3 + 65/63*z + 1
*
-1/2 | 0.089414521636157459539646990288589015789 | 0.020584375438713950323241449649009282748
f(z) = -17/15*z^3 + 77/60*z + 1
*
0 | 0.10572979081257009164469394750945673881 | 0.021790834982788907995477109816470575935
f(z) = -16/9*z^3 + 65/72*z + 1
*
0 | 0.061280071142059433472845053935600656692 | 0.014024671585784063591009376572011339297
f(z) = -16/15*z^3 + 79/60*z + 1
*
-8/15 | 0.15601120747900333778190169372275882017 | 0.028805080388743317732682303173048481607
f(z) = -15/4*z^3 + 79/60*z + 1
*
0 | 0.12142285502675500825116890658633065465 | 0.026983997973817220664265611307601109864
f(z) = -15/11*z^3 + 79/66*z + 1
*
4/5 | 0.061279037525638543750663856732866089237 | 0.011147382618506296548387643789747215541
f(z) = -15/16*z^3 + 61/60*z + 1
*
0 | 0.14353586030025996712933012251161177113 | 0.027194532435789428512119966308838871983
f(z) = -14/5*z^3 + 71/70*z + 1
*
0 | 0.12290848213796968199288214038265619955 | 0.026806838371208566493379379129776336350
f(z) = -14/11*z^3 + 65/77*z + 1
*
0 | 0.15243217409087352675867796246768201188 | 0.029714460764584385571735593934654830046
f(z) = -13/5*z^3 + 79/65*z + 1
*
0 | 0.14355492045183745409026668467471007375 | 0.027983967799253160024570475283462210298
f(z) = -13/6*z^3 + 61/78*z + 1
*
0 | 0.14269548045304121804194885740176017525 | 0.027816432327978436431821741372905870046
f(z) = -13/6*z^3 + 67/78*z + 1
*
0 | 0.14267095921332675319597882102874564701 | 0.027811652264847144655502559969569549305
f(z) = -13/6*z^3 + 73/78*z + 1
*
-1/2 | 0.089415581499867014451722466358748202351 | 0.020840560953055857143338880816009362238
f(z) = -13/15*z^3 + 73/60*z + 1
*
3/2 | 0.11250090350981198797098644711988226265 | 0.025899158130753273206464031828186338228
f(z) = -13/15*z^3 + 77/60*z + 1
*
0 | 0.14300048908651525309580875430330891875 | 0.028773815124748314560572612681942132298
f(z) = -12/5*z^3 + 79/60*z + 1
*
0 | 0.10150845334452825236068885062807370880 | 0.023735416915801364866703936564053548099
f(z) = -12/11*z^3 + 61/66*z + 1
*
0 | 0.13324237881584046389738584494591372086 | 0.027783193938312643826082728161620385540
f(z) = -11/6*z^3 + 61/66*z + 1
*
0 | 0.13971945222238129287822312335826411453 | 0.029133768644392699614077628353224565898
f(z) = -11/6*z^3 + 73/66*z + 1
*
-6/11 | 0.10150855312498943537520717616007822005 | 0.020368492304914948879577468473816475800
f(z) = -11/12*z^3 + 73/66*z + 1
*
-1/2 | 0.089415555252578349261828187491323583243 | 0.020976371163635401854324978299953293848
f(z) = -11/15*z^3 + 71/60*z + 1
*
0 | 0.045971345357898963193684213008331720554 | 0.0099825508073020955923713337782392684836
f(z) = -10/7*z^3 + 79/70*z + 1
*
0 | 0.045077559057623176547836246985603015151 | 0.010257840623709127312684078385269536442
f(z) = -9/7*z^3 + 67/63*z + 1
*
0 | 0.12210958543581047209772815291636640239 | 0.027787233652703962768707371859225423852
f(z) = -9/8*z^3 + 65/72*z + 1
*
0 | 0.12298352848675259498790976803965066239 | 0.028228539794384328038614319459800599687
f(z) = -9/13*z^3 + 67/78*z + 1
*
1/7 | 0.11741406118014355686456173502098671386 | 0.028232113965871076645854707077231780382
f(z) = -7/9*z^3 + 64/63*z + 1
*
-1/7 | 0.10814781591831512835547118582205582971 | 0.025370850975884089584875888151508314525
f(z) = -7/10*z^3 + 71/70*z + 1
*
-1/2 | 0.081748570512815990486533095621918830462 | 0.018709130597967924749132202555369354700
f(z) = -7/18*z^3 + 79/72*z + 1
*
-3/5 | 0.070495054089268915717220542277342277459 | 0.016327793438099073146066743519292218688
f(z) = -5/4*z^3 + 67/60*z + 1
*
0 | 0.089415788732521441594978122425640974135 | 0.020840609253863094625354815350660785845
f(z) = -5/12*z^3 + 73/60*z + 1
*
12/5 | 0.081149674999270549208656897555677047303 | 0.018572066251678198327636022170599656589
f(z) = -5/12*z^3 + 79/60*z + 1
*
[ 7/5 ] 
f(z) = -5/14*z^3 + 69/70*z + 1
*
1/5 | 0.12544924262745769026994371261248823362 | 0.029429665432566047521426944484983061822
f(z) = -5/14*z^3 + 71/70*z + 1
*
-12/5 | 0.087608495009572472282979493253372984066 | 0.015432850897033163262209280252572138562
f(z) = -5/16*z^3 + 73/60*z + 1
*
-1/2 | 0.11132949214775884853496029440294780514 | 0.025629484135652164578360057717931722958
f(z) = -5/18*z^3 + 77/72*z + 1
*
5/4 | 0.065315222903501289155681180429008398556 | 0.014905254656984111821384802307768420770
f(z) = -4/3*z^3 + 77/60*z + 1
*
-5/4 | 0.089414250973870910533334493493078325206 | 0.020840250840347799987645312181057019054
f(z) = -4/15*z^3 + 73/60*z + 1
*
[ 4/3 ] 
f(z) = -3/5*z^3 + 79/60*z + 1
*
-3/5 | 0.11921882549350830281325935410916533922 | 0.027613006071685543366949986439289451901
f(z) = -2/3*z^3 + 68/75*z + 1
*
-3/2 | 0.095345180264646308557068991708489725872 | 0.022675897834942498119161658174857999483
f(z) = -1/5*z^3 + 67/60*z + 1
*
-5 | 0.059611149466761675658110422061208997327 | 0.013723254998222986588082506247111304423
f(z) = -1/12*z^3 + 77/60*z + 1
*
-4 | 0.051358897199638519717240786339293652326 | 0.011754093179219639662158760662702494997
f(z) = -1/15*z^3 + 79/60*z + 1
*
[ 8/3 ] 
f(z) = -1/16*z^3 + 77/72*z + 1
*
0 | 0.11749105081098103313975019789143664549 | 0.024214822336262222701145854079000828406
f(z) = -16/11*z^3 + 73/88*z + 1
*
[ 3/4 ] 
f(z) = -11/6*z^3 + 67/96*z + 1
*
0 | 0.13432591891015665486192511137073553463 | 0.028009129596681011094699239458826239848
f(z) = -11/8*z^3 + 73/88*z + 1
*
-8/11 | 0.11749041081980693496684265510426199144 | 0.022723290688561545569639752351818363654
f(z) = -11/16*z^3 + 65/88*z + 1
*
[ 9/10 ] 
f(z) = -10/9*z^3 + 71/90*z + 1
*
1/2 | 0.11118374597465999973798277812720208195 | 0.024143243677063862747188929699211326738
f(z) = -10/9*z^3 + 79/90*z + 1
*
5/3 | 0.085280929370149840148814498321643118800 | 0.019461526932616784958188537368380661579
f(z) = -9/16*z^3 + 77/80*z + 1
*
0 | 0.11381207174234725716912625942374919314 | 0.025686476536799818681119470619043911262
f(z) = -7/12*z^3 + 61/84*z + 1
*
0 | 0.10810858065717775962090465672742676817 | 0.024399244104473024719204110863679179744
f(z) = -7/12*z^3 + 73/84*z + 1
*
-4/7 | 0.087379793439926683143723669517877459407 | 0.019720922215230746024777503108574183559
f(z) = -7/12*z^3 + 79/84*z + 1
*
-12/7 | 0.082429632221735751910970200496762935232 | 0.014170200629663943931769415181373980436
f(z) = -7/16*z^3 + 73/84*z + 1
*
4/3 | 0.074544895898907560306626231207696156047 | 0.016824188244110627589393653255121174306
f(z) = -6/7*z^3 + 65/84*z + 1
*
2/3 | 0.099870862577600662285050409995141044638 | 0.018439625405938187706750957778842352979
f(z) = -5/4*z^3 + 77/90*z + 1
*
-3/4 | 0.089853724061435126113222324245083654525 | 0.019685992455483400138365043508507279746
f(z) = -5/6*z^3 + 77/96*z + 1
*
0 | 0.084690288692358126059320139634644265446 | 0.018820860191213877144025025070800794042
f(z) = -5/18*z^3 + 79/90*z + 1
*
-5/8 | 0.097970916288874749632501768055584558168 | 0.022357444273308467307543744871571760008
f(z) = -4/5*z^3 + 73/80*z + 1
*
[ 7/6 ] 
f(z) = -3/7*z^3 + 61/84*z + 1
*
-5/3 | 0.091314142117448884002170934507125691335 | 0.020292889879217236174896723404859305169
f(z) = -1/10*z^3 + 79/90*z + 1
*
-5 | 0.10239567456916083544306714329591908344 | 0.023367195844710174309043759516970967236
f(z) = -1/16*z^3 + 61/80*z + 1
*
0 | 0.16251538592832279222229374062989779264 | 0.030005977337897394165465753171110247420
f(z) = -15/7*z^3 + 71/105*z + 1
*
0 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -14/15*z^3 + 68/105*z + 1
*
[ 4/5 ] 
f(z) = -13/8*z^3 + 79/100*z + 1
*
-4/5 | 0.17056214031910671226505240512431591770 | 0.028467520583333050778242175181056493095
f(z) = -13/16*z^3 + 77/100*z + 1
*
10/11 | 0.15953724457603791419807100904927319717 | 0.029065231295262792677695043308791010444
f(z) = -11/5*z^3 + 79/110*z + 1
*
[ 4/5 ] 
f(z) = -11/8*z^3 + 63/100*z + 1
*
0 | 0.13652865682657615776810124193386476633 | 0.028468436127163654562063911565359252634
f(z) = -11/10*z^3 + 61/110*z + 1
*
-4/5 | 0.13633244886005480032312117913306235302 | 0.022754444725181769513617099575090744205
f(z) = -11/16*z^3 + 69/100*z + 1
*
-4/5 | 0.17056185874029968029762899664328623760 | 0.028467473586675586138381566626013314967
f(z) = -9/16*z^3 + 61/100*z + 1
*
-5/7 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -7/15*z^3 + 67/105*z + 1
*
-7/8 | 0.11666349199146734793075703045620352286 | 0.024724704863486916039115295057885415827
f(z) = -4/7*z^3 + 65/112*z + 1
*
[ 4/5 ] 
f(z) = -3/2*z^3 + 71/100*z + 1
*
[ 3/2 ] 
f(z) = -2/17*z^3 + 61/102*z + 1
*
[ 3/2 ] 
f(z) = -2/19*z^3 + 65/114*z + 1
*
0 | 0.16916366812342736725536099475858506419 | 0.029263306296377203961036113094255044203
f(z) = -18/7*z^3 + 79/126*z + 1
*
[ 2/3 ] 
f(z) = -17/7*z^3 + 73/126*z + 1
*
[ 2/3 ] 
f(z) = -16/7*z^3 + 65/126*z + 1
*
[ 5/6 ] 
f(z) = -16/15*z^3 + 73/135*z + 1
*
0 | 0.15411153608963340935443391339607735851 | 0.028454335157248580563858663194806171333
f(z) = -15/8*z^3 + 73/120*z + 1
*
[ 10/13 ] 
f(z) = -13/10*z^3 + 61/130*z + 1
*
0 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -11/12*z^3 + 73/132*z + 1
*
-3/4 | 0.13164562320050870177626946027615771403 | 0.021972194304988866786215039714973503438
f(z) = -10/9*z^3 + 67/120*z + 1
*
14/9 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -9/14*z^3 + 79/126*z + 1
*
0 | 0.14198643536892971527791387992531314186 | 0.027006478431604681877367655689985119443
f(z) = -8/5*z^3 + 67/120*z + 1
*
[ 10/9 ] 
f(z) = -3/8*z^3 + 76/135*z + 1
*
-5/3 | 0.089559615669902588972377659565212109961 | 0.018707001595340371306766083052804885873
f(z) = -3/8*z^3 + 77/120*z + 1
*
-11/6 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -3/11*z^3 + 61/132*z + 1
*
-3/4 | 0.051776812271790723736423783729536545693 | 0.010815018605484391822119692015555801513
f(z) = -2/5*z^3 + 67/120*z + 1
*
[ 3/2 ] 
f(z) = -1/10*z^3 + 67/120*z + 1
*
[ 3/2 ] 
f(z) = -1/11*z^3 + 71/132*z + 1
*
[ 5/3 ] 
f(z) = -1/15*z^3 + 79/135*z + 1
*
0 | 0.14360596786564262300652805268383755172 | 0.026202413600725658573010158511641300823
f(z) = -20/13*z^3 + 71/156*z + 1
*
[ 4/5 ] 
f(z) = -15/14*z^3 + 61/140*z + 1
*
0 | 0.15251223954610020935272836196754241585 | 0.028895211527734143006740816953449744476
f(z) = -14/11*z^3 + 75/154*z + 1
*
[ 11/14 ] 
f(z) = -14/11*z^3 + 79/154*z + 1
*
0 | 0.14313209959387704155086578265911434049 | 0.027901544952047539700182552604019987767
f(z) = -13/12*z^3 + 61/156*z + 1
*
0 | 0.14249849080434836850924299630742962497 | 0.027778032028159689711314420705217936368
f(z) = -13/12*z^3 + 73/156*z + 1
*
14/11 | 0.12290796647352157834937828141307349092 | 0.024401255317476284571161488838290960142
f(z) = -11/14*z^3 + 75/154*z + 1
*
[ 5/7 ] 
f(z) = -7/4*z^3 + 69/140*z + 1
*
-9/8 | 0.13062540467373990780215357103408528284 | 0.026283764962535757196001547051579905847
f(z) = -4/9*z^3 + 65/144*z + 1
*
-6/7 | 0.18265070283681142951242392568694287528 | 0.025835071391381946144875749547587967363
f(z) = -3/8*z^3 + 65/147*z + 1
*
13/6 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -3/13*z^3 + 61/156*z + 1
*
[ 6/5 ] 
f(z) = -2/9*z^3 + 73/150*z + 1
*
[ 6/5 ] 
f(z) = -1/4*z^3 + 79/150*z + 1
*
[ 6/5 ] 
f(z) = -1/6*z^3 + 61/150*z + 1
*
5/2 | 0.12296483821221764978837465555739768138 | 0.024883394567284231258011316588597072969
f(z) = -1/7*z^3 + 69/140*z + 1
*
[ 3/2 ] 
f(z) = -1/13*z^3 + 79/156*z + 1
*
[ 2/3 ] 
f(z) = -20/9*z^3 + 79/162*z + 1
*
[ 2/3 ] 
f(z) = -19/9*z^3 + 71/162*z + 1
*
[ 11/15 ] 
f(z) = -15/11*z^3 + 61/165*z + 1
*
[ 7/10 ] 
f(z) = -12/7*z^3 + 72/175*z + 1
*
[ 3/4 ] 
f(z) = -10/7*z^3 + 79/168*z + 1
*
-11/8 | 0.14177377664385941676167874348520072120 | 0.027419826998770799116828784834199888131
f(z) = -4/11*z^3 + 73/176*z + 1
*
[ 7/6 ] 
f(z) = -3/14*z^3 + 73/168*z + 1
*
[ 2/3 ] 
f(z) = -20/11*z^3 + 61/198*z + 1
*
13/15 | 0.15243324665437141993168211263868773203 | 0.028144464713454941735054122385171563318
f(z) = -15/13*z^3 + 64/195*z + 1
*
[ 3/4 ] 
f(z) = -5/4*z^3 + 71/192*z + 1
*
-4/5 | 0.11992774870581827851899157953127936028 | 0.023094308724182733245889396966961008351
f(z) = -5/18*z^3 + 77/180*z + 1
*
[ 4/3 ] 
f(z) = -1/10*z^3 + 77/180*z + 1
*
-3/4 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -1/12*z^3 + 73/192*z + 1
*
[ 3/4 ] 
f(z) = -20/17*z^3 + 67/204*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.027778190364979026336948135222133406330
f(z) = -17/12*z^3 + 73/204*z + 1
*
8/9 | 0.13320699957820182529154624633792382994 | 0.022186793004152631813901101568226396378
f(z) = -15/8*z^3 + 77/216*z + 1
*
0 | 0.13791052517777852388734847339918012645 | 0.025791612453186227532647754926675936576
f(z) = -14/15*z^3 + 61/210*z + 1
*
[ 6/7 ] 
f(z) = -7/10*z^3 + 73/210*z + 1
*
-6/5 | 0.15873026534531221153654571262808616935 | 0.029685257764773989652158558090652138634
f(z) = -5/14*z^3 + 73/210*z + 1
*
8/5 | 0.12920122450935644166985177128878598971 | 0.024385331336528395061335965703987843604
f(z) = -3/8*z^3 + 67/200*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.027778174779574193049379786356005736703
f(z) = -19/12*z^3 + 73/228*z + 1
*
[ 13/18 ] 
f(z) = -18/13*z^3 + 79/234*z + 1
*
[ 4/5 ] 
f(z) = -10/11*z^3 + 73/220*z + 1
*
-7/3 | 0.12887840236405696939451478013348228501 | 0.023624347611956570683370049100279836847
f(z) = -2/13*z^3 + 79/234*z + 1
*
[ 3/4 ] 
f(z) = -17/15*z^3 + 73/240*z + 1
*
[ 5/6 ] 
f(z) = -12/17*z^3 + 74/255*z + 1
*
4/3 | 0.13452880637915455215881437999526267850 | 0.024329601528482686714250834498864145923
f(z) = -4/7*z^3 + 67/252*z + 1
*
[ 5/6 ] 
f(z) = -3/4*z^3 + 77/240*z + 1
*
-5/4 | 0.10239567456916083544306714329591908344 | 0.018683163770022978379079679319920429671
f(z) = -1/3*z^3 + 77/240*z + 1
*
[ 5/4 ] 
f(z) = -1/15*z^3 + 73/240*z + 1
*
13/20 | 0.13691358381137110279989675772498380477 | 0.022851438531411802254369079944158228360
f(z) = -20/13*z^3 + 69/260*z + 1
*
[ 4/5 ] 
f(z) = -10/13*z^3 + 63/260*z + 1
*
[ 5/6 ] 
f(z) = -9/13*z^3 + 73/260*z + 1
*
[ 5/6 ] 
f(z) = -2/3*z^3 + 71/270*z + 1
*
[ 5/6 ] 
f(z) = -12/19*z^3 + 68/285*z + 1
*
[ 5/6 ] 
f(z) = -9/14*z^3 + 69/280*z + 1
*
[ 6/7 ] 
f(z) = -5/9*z^3 + 71/294*z + 1
*
[ -3/10 ] 
f(z) = -20*z^3 + 92/15*z + 1
*
0 | 0.11886249870930120664449685691889818233 | 0.025810663647340953305350890530492066162
f(z) = -20*z^3 + 94/5*z + 1
*
[ 3/5 ] 
f(z) = -20*z^3 + 98/15*z + 1
*
0 | 0.096034454750016556031523392243964028910 | 0.020853616885259860856774982244898533433
f(z) = -20/3*z^3 + 82/15*z + 1
*
0 | 0.13040256613203756109897577916332069039 | 0.029510583817383094694073795935955493470
f(z) = -20/3*z^3 + 83/12*z + 1
*
0 | 0.084364349491396759666506245159591183137 | 0.018319485726735511285574887227465452819
f(z) = -20/3*z^3 + 91/15*z + 1
*
[ -1/5 ] 
f(z) = -20/3*z^3 + 94/15*z + 1
*
[ -1/4 ] 
f(z) = -19*z^3 + 99/16*z + 1
*
[ -1/3 ] 
f(z) = -19/2*z^3 + 91/18*z + 1
*
[ -2/3 ] 
f(z) = -19/4*z^3 + 83/18*z + 1
*
[ -2 ] 
f(z) = -19/6*z^3 + 85/6*z + 1
*
[ 2 ] 
f(z) = -19/10*z^3 + 81/10*z + 1
*
[ -2 ] 
f(z) = -19/10*z^3 + 91/10*z + 1
*
[ 2 ] 
f(z) = -19/14*z^3 + 83/14*z + 1
*
[ -2 ] 
f(z) = -19/14*z^3 + 97/14*z + 1
*
[ -4 ] 
f(z) = -19/16*z^3 + 81/4*z + 1
*
[ 2 ] 
f(z) = -19/18*z^3 + 85/18*z + 1
*
[ -1/9 ] 
f(z) = -18*z^3 + 92/9*z + 1
*
0 | 0.11805164943477735750724546593806141856 | 0.025213229554713925977690473065645338546
f(z) = -18*z^3 + 97/6*z + 1
*
-2/9 | 0.17143805123710798297905581014170281106 | 0.029656747573864651981552477300870735279
f(z) = -18*z^3 + 97/18*z + 1
*
-1/3 | 0.12912624152617513278523792516963789306 | 0.029383942556003967073088169681175720028
f(z) = -18/7*z^3 + 81/14*z + 1
*
-1/6 | 0.083617821180295192349701335587354865172 | 0.018821603666985345375285921030429191878
f(z) = -18/7*z^3 + 85/14*z + 1
*
[ -1/6 ] 
f(z) = -18/7*z^3 + 99/14*z + 1
*
[ -1/4 ] 
f(z) = -17*z^3 + 97/16*z + 1
*
[ -1/3 ] 
f(z) = -17/2*z^3 + 89/18*z + 1
*
-2/3 | 0.14907507866284326373145708446724445489 | 0.029634612531224513811220981837893776417
f(z) = -17/2*z^3 + 95/18*z + 1
*
[ -2 ] 
f(z) = -17/10*z^3 + 83/10*z + 1
*
[ -2 ] 
f(z) = -17/14*z^3 + 89/14*z + 1
*
[ -2 ] 
f(z) = -17/18*z^3 + 95/18*z + 1
*
5/6 | 0.14275281111988574532094775597664990697 | 0.028723978651685908291001490268619897182
f(z) = -16*z^3 + 82/9*z + 1
*
-1/8 | 0.095611964246559604357382552959285531732 | 0.020900110344859221799221701547245960097
f(z) = -16/3*z^3 + 97/12*z + 1
*
3/2 | 0.12499823229388612011561954544817788388 | 0.027262621354542260458715196416755362670
f(z) = -16/5*z^3 + 98/15*z + 1
*
[ 9/4 ] 
f(z) = -16/9*z^3 + 86/9*z + 1
*
[ -9/4 ] 
f(z) = -16/9*z^3 + 94/9*z + 1
*
-3/8 | 0.15002495942009635447923646430501984232 | 0.026541397008559332476595491115857948489
f(z) = -16/9*z^3 + 95/12*z + 1
*
-1/2 | 0.11918687366425688252092780584127079952 | 0.026233577035189990564244658489457339933
f(z) = -16/15*z^3 + 94/15*z + 1
*
[ -1/4 ] 
f(z) = -16/17*z^3 + 86/17*z + 1
*
[ -1/4 ] 
f(z) = -16/19*z^3 + 96/19*z + 1
*
4/5 | 0.13774525641877739865211537114836819922 | 0.027490577209056651115454334561965469800
f(z) = -15*z^3 + 81/10*z + 1
*
[ -1/6 ] 
f(z) = -15*z^3 + 89/12*z + 1
*
-4/15 | 0.089415402545537654822281204018548442479 | 0.016509184820344998671283089276144507970
f(z) = -15*z^3 + 91/15*z + 1
*
[ -1/4 ] 
f(z) = -15*z^3 + 95/16*z + 1
*
0 | 0.15338865540212771155662106949541610817 | 0.028320866308109174584645993315863047556
f(z) = -15/2*z^3 + 92/15*z + 1
*
[ 4/3 ] 
f(z) = -15/4*z^3 + 83/12*z + 1
*
2 | 0.11015440998496261194406428129836487120 | 0.016686951977698028366879003381150414584
f(z) = -15/8*z^3 + 92/15*z + 1
*
[ -2 ] 
f(z) = -15/14*z^3 + 81/14*z + 1
*
-3/7 | 0.10890805157180523065470768632065039325 | 0.020633892706620862910580076447440883985
f(z) = -14*z^3 + 85/14*z + 1
*
0 | 0.12792044883983662910854838248837786068 | 0.027899968633349528326692297271751743443
f(z) = -14*z^3 + 88/7*z + 1
*
0 | 0.13313256256579704366966312336580144842 | 0.029036751773078948171642767776543922441
f(z) = -14*z^3 + 90/7*z + 1
*
-3/14 | 0.11075339869417813900700319509214836951 | 0.020983515108086831966766405062296191764
f(z) = -14*z^3 + 93/14*z + 1
*
-1/2 | 0.12201221928704311802067095725269617310 | 0.023116629168649202078626006904821367336
f(z) = -14*z^3 + 95/14*z + 1
*
-4/7 | 0.14879359944037422151382126966167572803 | 0.028190672057523369142519396898990867497
f(z) = -14*z^3 + 99/14*z + 1
*
[ -1/4 ] 
f(z) = -13*z^3 + 93/16*z + 1
*
[ 2/3 ] 
f(z) = -13*z^3 + 95/18*z + 1
*
[ -1/3 ] 
f(z) = -13/2*z^3 + 85/18*z + 1
*
[ -2/3 ] 
f(z) = -13/2*z^3 + 97/18*z + 1
*
-2 | 0.070149689974823409978325725900544401165 | 0.015266128471658632116854434114079747076
f(z) = -13/5*z^3 + 99/10*z + 1
*
-2 | 0.070230388150585942694792356873265795274 | 0.015351874354598423519771761654287337695
f(z) = -13/7*z^3 + 97/14*z + 1
*
[ -2/13 ] 
f(z) = -13/8*z^3 + 98/13*z + 1
*
-2 | 0.056674346593656687568525220698083127010 | 0.012445296160331089421502328806426894769
f(z) = -13/9*z^3 + 95/18*z + 1
*
[ 3/2 ] 
f(z) = -12*z^3 + 82/3*z + 1
*
[ -3/2 ] 
f(z) = -12*z^3 + 86/3*z + 1
*
-2 | 0.062590397660216273825320295141040271414 | 0.013744420227007447275097100968522331581
f(z) = -12*z^3 + 95/2*z + 1
*
[ 2 ] 
f(z) = -12*z^3 + 97/2*z + 1
*
-3/4 | 0.090395175013010470044612985337316063874 | 0.018188847259256706886171403467472132037
f(z) = -12*z^3 + 97/12*z + 1
*
[ -2 ] 
f(z) = -12*z^3 + 99/2*z + 1
*
[ -5/2 ] 
f(z) = -12/5*z^3 + 82/5*z + 1
*
[ 3/2 ] 
f(z) = -12/5*z^3 + 86/15*z + 1
*
-2 | 0.062985257209837024392349989251300723428 | 0.013963027914933299374590337555946838014
f(z) = -12/5*z^3 + 91/10*z + 1
*
-2 | 0.063053050406941664832049861516842806797 | 0.014047261843735487680126966893108537396
f(z) = -12/7*z^3 + 89/14*z + 1
*
-2 | 0.066697071409338272380430818086440747506 | 0.014934716442270129605862597129897743223
f(z) = -11*z^3 + 87/2*z + 1
*
[ 2 ] 
f(z) = -11*z^3 + 89/2*z + 1
*
[ -2 ] 
f(z) = -11*z^3 + 91/2*z + 1
*
[ -1/4 ] 
f(z) = -11*z^3 + 91/16*z + 1
*
[ -1/3 ] 
f(z) = -11/2*z^3 + 83/18*z + 1
*
[ -2/3 ] 
f(z) = -11/2*z^3 + 89/18*z + 1
*
-2 | 0.046608327676164432885113283703448379315 | 0.010491106545460625891695315952044684115
f(z) = -11/3*z^3 + 85/6*z + 1
*
[ 2 ] 
f(z) = -11/3*z^3 + 91/6*z + 1
*
-3/2 | 0.078335225128206578881887115282736960178 | 0.017201875894513756624814707051594066433
f(z) = -11/3*z^3 + 95/12*z + 1
*
[ -2 ] 
f(z) = -11/3*z^3 + 97/6*z + 1
*
-2 | 0.067101715993466536387559617780139199793 | 0.015185366920696876050799666337501991616
f(z) = -11/5*z^3 + 83/10*z + 1
*
[ 2 ] 
f(z) = -11/5*z^3 + 93/10*z + 1
*
-3 | 0.10558018499661179205764558710816052871 | 0.023184681428553893711831527963014580627
f(z) = -11/6*z^3 + 95/6*z + 1
*
-2 | 0.067150101923439023729158512184611006741 | 0.015280664210676110772010992681433103792
f(z) = -11/7*z^3 + 81/14*z + 1
*
[ 2 ] 
f(z) = -11/7*z^3 + 95/14*z + 1
*
[ 4 ] 
f(z) = -11/8*z^3 + 91/4*z + 1
*
[ -4 ] 
f(z) = -11/8*z^3 + 93/4*z + 1
*
[ 2 ] 
f(z) = -11/9*z^3 + 97/18*z + 1
*
-3 | 0.12008775448807711746723456043249777553 | 0.026621923009259330158391193548387139667
f(z) = -11/12*z^3 + 91/12*z + 1
*
3 | 0.074219651743726591310607789602428712178 | 0.016298124325807318387916735271354342039
f(z) = -11/12*z^3 + 95/12*z + 1
*
-3 | 0.12962151290384190639431867510305686612 | 0.028877704101385493359518020978941881761
f(z) = -11/15*z^3 + 89/15*z + 1
*
[ 2 ] 
f(z) = -10*z^3 + 81/2*z + 1
*
[ -2 ] 
f(z) = -10*z^3 + 83/2*z + 1
*
0 | 0.13565018965867445101724263999815394501 | 0.029456064418945934791456640005949834723
f(z) = -10*z^3 + 87/10*z + 1
*
0 | 0.11145411464396256016646089045642001319 | 0.024201953487642676301161020097226355566
f(z) = -10*z^3 + 89/10*z + 1
*
5/6 | 0.075646897665420870343846518986880378782 | 0.014567210904603027472469857630258046812
f(z) = -10*z^3 + 89/18*z + 1
*
0 | 0.072517898187977743920725082688318871421 | 0.015747061511130279405655796105390493086
f(z) = -10*z^3 + 91/10*z + 1
*
[ -3/5 ] 
f(z) = -10*z^3 + 94/15*z + 1
*
[ -2 ] 
f(z) = -10/3*z^3 + 89/6*z + 1
*
[ 3 ] 
f(z) = -10/3*z^3 + 92/3*z + 1
*
[ -1/5 ] 
f(z) = -10/3*z^3 + 92/15*z + 1
*
[ -3 ] 
f(z) = -10/3*z^3 + 94/3*z + 1
*
-2/5 | 0.10374082890808745602462138015799404332 | 0.022626295473347062557940814515036406649
f(z) = -10/3*z^3 + 98/15*z + 1
*
[ 2 ] 
f(z) = -10/7*z^3 + 87/14*z + 1
*
[ 2 ] 
f(z) = -10/9*z^3 + 89/18*z + 1
*
[ -1/4 ] 
f(z) = -9*z^3 + 89/16*z + 1
*
-2/9 | 0.13415887233252488645121561750250625974 | 0.026369794986181223050090780679410287721
f(z) = -9*z^3 + 89/18*z + 1
*
-7/12 | 0.14805548136053999531748632151604860811 | 0.029790954395242843729560430958392165056
f(z) = -9*z^3 + 97/16*z + 1
*
0 | 0.12863854232813611123079970946834402739 | 0.029111378695390459783684061627722780008
f(z) = -9/2*z^3 + 83/18*z + 1
*
-4/9 | 0.11715558559942717432119927533924937966 | 0.025609396123589568597179633078589208646
f(z) = -9/2*z^3 + 97/18*z + 1
*
[ -2 ] 
f(z) = -9/5*z^3 + 87/10*z + 1
*
[ -2 ] 
f(z) = -9/7*z^3 + 93/14*z + 1
*
-1 | 0.086068629542574624511683173892647904180 | 0.019585760697916223919293047393258811695
f(z) = -8*z^3 + 81/8*z + 1
*
-7/12 | 0.14450771917395351002245292591603027881 | 0.029077092128648410000400651786655242314
f(z) = -8*z^3 + 85/18*z + 1
*
-9/8 | 0.10350733387324671192202098687767302740 | 0.023059861692343666101716538251867477817
f(z) = -8*z^3 + 89/8*z + 1
*
-2/3 | 0.14250678441873454651829982272781111527 | 0.028674474437680084660027053741947339683
f(z) = -8*z^3 + 91/18*z + 1
*
-1/2 | 0.11322260151655771927058712818330052483 | 0.025764913310277521251511817181333641545
f(z) = -8/7*z^3 + 81/14*z + 1
*
[ -2 ] 
f(z) = -8/7*z^3 + 85/14*z + 1
*
-1/2 | 0.064991457522190965942037199657607195434 | 0.014271676435097604280937259554305044987
f(z) = -8/7*z^3 + 95/14*z + 1
*
-9/4 | 0.11206041507094780955055669826139805568 | 0.024495627286077947186496862568178940420
f(z) = -8/9*z^3 + 97/18*z + 1
*
[ 3 ] 
f(z) = -8/15*z^3 + 82/15*z + 1
*
[ -3 ] 
f(z) = -8/15*z^3 + 92/15*z + 1
*
[ -1/4 ] 
f(z) = -7*z^3 + 87/16*z + 1
*
-1 | 0.077100027656937819055830001835647285922 | 0.017544867386839713582891871571194071006
f(z) = -7/2*z^3 + 81/14*z + 1
*
-1/7 | 0.12081153637999891289185115270529586447 | 0.027193567400435506821905962153533554482
f(z) = -7/2*z^3 + 85/14*z + 1
*
-1/7 | 0.11422886371798136721625124520424409407 | 0.024858734362420521409636133514865484283
f(z) = -7/2*z^3 + 99/14*z + 1
*
[ -3/2 ] 
f(z) = -7/3*z^3 + 83/12*z + 1
*
[ 6 ] 
f(z) = -7/8*z^3 + 97/3*z + 1
*
[ -6 ] 
f(z) = -7/8*z^3 + 98/3*z + 1
*
[ -2 ] 
f(z) = -7/9*z^3 + 83/18*z + 1
*
[ -3 ] 
f(z) = -7/15*z^3 + 83/15*z + 1
*
[ 6 ] 
f(z) = -7/18*z^3 + 89/6*z + 1
*
[ -6 ] 
f(z) = -7/18*z^3 + 91/6*z + 1
*
[ 3/2 ] 
f(z) = -6*z^3 + 83/6*z + 1
*
-3/2 | 0.11488439683210969672567720446584115231 | 0.025859422718421541628633657257944824888
f(z) = -6*z^3 + 85/6*z + 1
*
-1/6 | 0.10069552570388801584597725476334923458 | 0.022011341520165404563615127694135067865
f(z) = -6*z^3 + 97/6*z + 1
*
[ 5/2 ] 
f(z) = -6/5*z^3 + 81/10*z + 1
*
-2/3 | 0.12287114581794791929222815759740266065 | 0.027806195498691261505875284419041577190
f(z) = -6/5*z^3 + 83/15*z + 1
*
[ -5/2 ] 
f(z) = -6/5*z^3 + 89/10*z + 1
*
[ -1/4 ] 
f(z) = -5*z^3 + 85/16*z + 1
*
[ -2/3 ] 
f(z) = -5*z^3 + 85/18*z + 1
*
-2 | 0.087926085010630762290981061680409983104 | 0.019588596127664885185801849713817013076
f(z) = -5/3*z^3 + 89/12*z + 1
*
-4 | 0.12027855579537835660472792435650027033 | 0.027370564901744526528874866088958033164
f(z) = -5/4*z^3 + 81/4*z + 1
*
[ 4 ] 
f(z) = -5/4*z^3 + 83/4*z + 1
*
[ -4 ] 
f(z) = -5/4*z^3 + 85/4*z + 1
*
-2/5 | 0.10295562884292758903442531278968784466 | 0.019956294877979439253119707933272628874
f(z) = -5/4*z^3 + 87/10*z + 1
*
-3 | 0.14750571308291336150023679525161675174 | 0.025952959071775717986679409441782385433
f(z) = -5/9*z^3 + 98/15*z + 1
*
-4 | 0.10533689179661174836350089671658204541 | 0.023838128854603952547225845434136218441
f(z) = -5/12*z^3 + 83/12*z + 1
*
-6 | 0.13366721090576329749792347071613534502 | 0.026026568710616077520469465305827968679
f(z) = -5/12*z^3 + 85/6*z + 1
*
[ 4 ] 
f(z) = -5/12*z^3 + 89/12*z + 1
*
[ 6 ] 
f(z) = -5/12*z^3 + 95/6*z + 1
*
[ -4 ] 
f(z) = -5/12*z^3 + 95/12*z + 1
*
[ -6 ] 
f(z) = -5/12*z^3 + 97/6*z + 1
*
-24/5 | 0.17682829026985255594210869904820282090 | 0.028310161338751858055416869775245816226
f(z) = -5/18*z^3 + 86/15*z + 1
*
-9/4 | 0.077411668337303303365210424844544364032 | 0.017424655654483744149580582543362881111
f(z) = -4/3*z^3 + 85/12*z + 1
*
5 | 0.11596495771451807597565732652657369513 | 0.025236546922953813918757516860544797967
f(z) = -4/5*z^3 + 99/5*z + 1
*
[ 9/2 ] 
f(z) = -4/9*z^3 + 88/9*z + 1
*
[ -9/2 ] 
f(z) = -4/9*z^3 + 92/9*z + 1
*
5 | 0.052257167318466190039119941087581442551 | 0.011502041981162514382829873602319864949
f(z) = -4/15*z^3 + 94/15*z + 1
*
5 | 0.12999259079235200425885101190939834963 | 0.028415476169574125535678887559017084512
f(z) = -4/15*z^3 + 97/15*z + 1
*
[ 3 ] 
f(z) = -3*z^3 + 83/3*z + 1
*
[ -1/4 ] 
f(z) = -3*z^3 + 83/16*z + 1
*
[ -3 ] 
f(z) = -3*z^3 + 85/3*z + 1
*
-3 | 0.12312845102651195279050027348684358179 | 0.027864424620626559295776457380619794179
f(z) = -3/2*z^3 + 83/6*z + 1
*
[ 3 ] 
f(z) = -3/2*z^3 + 85/6*z + 1
*
[ -3 ] 
f(z) = -3/2*z^3 + 89/6*z + 1
*
[ 4 ] 
f(z) = -3/2*z^3 + 99/4*z + 1
*
-3 | 0.083145374089559722313346943429948310543 | 0.018715260165445523392085216728575635248
f(z) = -3/4*z^3 + 85/12*z + 1
*
[ 3 ] 
f(z) = -3/4*z^3 + 89/12*z + 1
*
[ -3 ] 
f(z) = -3/4*z^3 + 97/12*z + 1
*
[ -5 ] 
f(z) = -3/5*z^3 + 81/5*z + 1
*
[ -10/3 ] 
f(z) = -3/8*z^3 + 82/15*z + 1
*
[ 5 ] 
f(z) = -3/10*z^3 + 83/10*z + 1
*
14/3 | 0.13530638441314211332690045245732663949 | 0.026468448285679857575878621785259648593
f(z) = -3/10*z^3 + 83/15*z + 1
*
[ -5 ] 
f(z) = -3/10*z^3 + 87/10*z + 1
*
0 | 0.097092411469573132913322985263851270149 | 0.021740799158855860669332833685358577990
f(z) = -3/14*z^3 + 87/14*z + 1
*
[ -6 ] 
f(z) = -3/16*z^3 + 95/12*z + 1
*
0 | 0.11312887335665017221544708991002301659 | 0.024619352061804580662307314996634231183
f(z) = -3/16*z^3 + 99/16*z + 1
*
-1 | 0.073747255163351603996109109125775781240 | 0.016781911126435301200019124331901290467
f(z) = -2/7*z^3 + 81/14*z + 1
*
-4 | 0.13158103460636706836043482262002272270 | 0.029169836572447361238514432742725179339
f(z) = -2/9*z^3 + 91/18*z + 1
*
[ 9/2 ] 
f(z) = -2/9*z^3 + 95/18*z + 1
*
6 | 0.065790355337130392799604984877766392536 | 0.014808804819198122563614931006896660543
f(z) = -2/13*z^3 + 85/13*z + 1
*
0 | 0.10135249871212272603701446177201279016 | 0.022414249800742845365105278896445481169
f(z) = -2/15*z^3 + 92/15*z + 1
*
[ -1/4 ] 
f(z) = -z^3 + 81/16*z + 1
*
-1/2 | 0.090209591957097208020000569857071985369 | 0.020097326788465264167286193528080183493
f(z) = -1/2*z^3 + 89/8*z + 1
*
-8/3 | 0.094002494276286476695620664952618253342 | 0.020839153633687956248738386392488123047
f(z) = -1/2*z^3 + 91/18*z + 1
*
-1 | 0.046278544295965196373708142035991899699 | 0.010531136592343799339221522697186756978
f(z) = -1/8*z^3 + 81/8*z + 1
*
0 | 0.10680445099594224814070393027647478828 | 0.024170242938271315384917957074213785827
f(z) = -1/9*z^3 + 83/18*z + 1
*
[ 9 ] 
f(z) = -1/9*z^3 + 89/9*z + 1
*
0 | 0.051953318859336727579230396281632859481 | 0.011517387935554108377211100393481152572
f(z) = -1/10*z^3 + 91/10*z + 1
*
10 | 0.10943728434261235751542199812039355179 | 0.023815980412220796907793862849581883104
f(z) = -1/10*z^3 + 99/10*z + 1
*
0 | 0.054047499112356176645413547368774975109 | 0.012165595720212701944466321795209751725
f(z) = -1/12*z^3 + 85/12*z + 1
*
0 | 0.092867847059557804416402944130949785381 | 0.020903699547401155847346464594884876394
f(z) = -1/14*z^3 + 85/14*z + 1
*
0 | 0.064728252400047515947932012269308592983 | 0.014086303406896262216702933604597454790
f(z) = -1/14*z^3 + 99/14*z + 1
*
-12 | 0.093804101629559412841396783064484299587 | 0.015736288811223861573901475878617051041
f(z) = -1/16*z^3 + 97/12*z + 1
*
0 | 0.10313980662856057198305172908454420805 | 0.022545644328836435164705214784061128956
f(z) = -1/16*z^3 + 97/16*z + 1
*
0 | 0.13406147321728093531435630330586398534 | 0.029719718165374467718426293934203870928
f(z) = -1/18*z^3 + 91/18*z + 1
*
[ 9 ] 
f(z) = -1/18*z^3 + 97/18*z + 1
*
4/5 | 0.084009679295954602081472886078822030266 | 0.015855916790935580608516139035653323683
f(z) = -20/3*z^3 + 83/30*z + 1
*
-1/4 | 0.11161540371898862928589212354447718440 | 0.024866216490967232896075920724721467633
f(z) = -20/7*z^3 + 89/28*z + 1
*
[ -1/2 ] 
f(z) = -19/6*z^3 + 91/24*z + 1
*
[ -2/5 ] 
f(z) = -19/8*z^3 + 97/25*z + 1
*
[ 4/3 ] 
f(z) = -19/16*z^3 + 85/36*z + 1
*
[ -3/2 ] 
f(z) = -19/18*z^3 + 97/24*z + 1
*
0 | 0.10012829243847979748314944591901474364 | 0.021385195668678197652320805088964467657
f(z) = -18/5*z^3 + 83/30*z + 1
*
[ -2/3 ] 
f(z) = -18/13*z^3 + 81/26*z + 1
*
[ -1/2 ] 
f(z) = -18/13*z^3 + 87/26*z + 1
*
-7/17 | 0.16173444259819049890943786925985505851 | 0.028542580977442515332146545881613447573
f(z) = -17/2*z^3 + 83/34*z + 1
*
[ -1/2 ] 
f(z) = -17/6*z^3 + 89/24*z + 1
*
[ -2/5 ] 
f(z) = -17/8*z^3 + 96/25*z + 1
*
[ -3/2 ] 
f(z) = -17/18*z^3 + 91/24*z + 1
*
0 | 0.10346653083347791548522074473643001854 | 0.021324378704491944916786628178566508884
f(z) = -16/3*z^3 + 89/24*z + 1
*
0 | 0.10835343594877330560717307353338933568 | 0.022331566386653597386292807528671718859
f(z) = -16/3*z^3 + 95/24*z + 1
*
-1/3 | 0.14870902213377454683912813608430272624 | 0.029922456472652936442876641717626018061
f(z) = -16/3*z^3 + 97/27*z + 1
*
-1/2 | 0.081149152476358302465074053517650829526 | 0.018466285447875921941691974956031125801
f(z) = -16/5*z^3 + 81/20*z + 1
*
-5/8 | 0.061333629999039891934046655181884261054 | 0.013664201095153534802520072030268328257
f(z) = -16/5*z^3 + 89/20*z + 1
*
[ 9/8 ] 
f(z) = -16/9*z^3 + 85/36*z + 1
*
3/2 | 0.13100136906178745591863024073208625048 | 0.029487205161648950736439988129106420562
f(z) = -16/13*z^3 + 85/26*z + 1
*
[ 4/5 ] 
f(z) = -15/2*z^3 + 91/20*z + 1
*
0 | 0.10515859357563443943187316508778091094 | 0.023546967555462138114721298021631607347
f(z) = -15/4*z^3 + 87/20*z + 1
*
[ -4/5 ] 
f(z) = -15/4*z^3 + 93/20*z + 1
*
[ -1/3 ] 
f(z) = -15/7*z^3 + 89/21*z + 1
*
[ -1/2 ] 
f(z) = -15/7*z^3 + 99/28*z + 1
*
-2/9 | 0.19195017016703600954879631985468391000 | 0.028846674251126236273919995918535006496
f(z) = -15/8*z^3 + 97/27*z + 1
*
-4/5 | 0.16037780750258280302118202730804640742 | 0.027404692174759350497026533244387745565
f(z) = -15/16*z^3 + 87/20*z + 1
*
-2 | 0.15415255358790073634249724432452988354 | 0.025860160292633280134922971628156170994
f(z) = -15/16*z^3 + 97/20*z + 1
*
[ -3/7 ] 
f(z) = -14/3*z^3 + 88/21*z + 1
*
0 | 0.095063038100601714172243866091750784823 | 0.020733634108167238203356102187519799544
f(z) = -14/3*z^3 + 92/21*z + 1
*
-3/7 | 0.10810794447143053859871885379778384256 | 0.023578781087183814066434059423867167204
f(z) = -14/3*z^3 + 95/21*z + 1
*
-5/7 | 0.12876975746001156578774663633897774724 | 0.028023155360406961171560099403421373081
f(z) = -14/5*z^3 + 99/35*z + 1
*
[ -1/2 ] 
f(z) = -14/13*z^3 + 85/26*z + 1
*
-2 | 0.062902876078612521439976294077120843539 | 0.013689061032166573787401538510529670682
f(z) = -14/13*z^3 + 99/26*z + 1
*
-3/2 | 0.12140749715622655335189149805020057782 | 0.027474966384172193831453474062404285743
f(z) = -14/15*z^3 + 83/30*z + 1
*
-2 | 0.062361203990077286809670377646937215585 | 0.013694090875644935401480158826897668869
f(z) = -14/17*z^3 + 95/34*z + 1
*
-2 | 0.061840716003816975628844870091960313480 | 0.013643542981732849446081322361143800865
f(z) = -14/19*z^3 + 93/38*z + 1
*
[ -1/2 ] 
f(z) = -13/6*z^3 + 85/24*z + 1
*
[ -1/2 ] 
f(z) = -13/7*z^3 + 97/28*z + 1
*
[ -2/5 ] 
f(z) = -13/8*z^3 + 94/25*z + 1
*
-2 | 0.070164175686521482876194394599687325999 | 0.015479897527347911361325936712459962476
f(z) = -13/11*z^3 + 93/22*z + 1
*
-2 | 0.049360904207021797532512393693982501262 | 0.010996859656503522502558994033122464640
f(z) = -13/15*z^3 + 89/30*z + 1
*
-2 | 0.069232887327774748002773089302996325603 | 0.015502532852967003742662382667657409167
f(z) = -13/17*z^3 + 87/34*z + 1
*
-2 | 0.068445628371584482102071153718703940280 | 0.015406482395302025091544390115944649942
f(z) = -13/19*z^3 + 85/38*z + 1
*
-1/4 | 0.056216917728755556991665980959188481198 | 0.012722096748537723650806210984440048099
f(z) = -12/5*z^3 + 83/20*z + 1
*
-3/4 | 0.12408502597999418926412978726116675889 | 0.027784948253117332611475050100773688866
f(z) = -12/5*z^3 + 87/20*z + 1
*
-1/4 | 0.080539733902858405057020216728668395508 | 0.018034346377713231659228613890531206446
f(z) = -12/7*z^3 + 87/28*z + 1
*
-2 | 0.062912947575835921235861340646288878399 | 0.014161126755994121130307478608772794645
f(z) = -12/11*z^3 + 85/22*z + 1
*
[ 3/2 ] 
f(z) = -12/11*z^3 + 92/33*z + 1
*
-2 | 0.062668867142479056785145014135069463836 | 0.014182196803366514428625727682470406386
f(z) = -12/13*z^3 + 83/26*z + 1
*
[ 3/2 ] 
f(z) = -12/13*z^3 + 94/39*z + 1
*
0 | 0.13329470141588385384619122706274229832 | 0.027794104047823458468673493729928675864
f(z) = -11/2*z^3 + 85/22*z + 1
*
0 | 0.13632449257547779648256993343610737751 | 0.028425864574224209603316844256492587674
f(z) = -11/2*z^3 + 87/22*z + 1
*
0 | 0.13547100614737862101934396925663629802 | 0.028247898831145040996287505162407140302
f(z) = -11/2*z^3 + 89/22*z + 1
*
0 | 0.13701509007428524740057707958100628645 | 0.028569865337443846783253940451374661480
f(z) = -11/2*z^3 + 91/22*z + 1
*
0 | 0.13723539996427963812721884440378147000 | 0.028615803517583233485147310162780296259
f(z) = -11/2*z^3 + 93/22*z + 1
*
0 | 0.14148617415618260170390616877597773825 | 0.029502158780910114032301253296909438309
f(z) = -11/3*z^3 + 85/33*z + 1
*
0 | 0.054295685395772861281233734894391995021 | 0.011321529762308841469982626883164436426
f(z) = -11/3*z^3 + 97/33*z + 1
*
-3/2 | 0.10382121198945631259001001586702041908 | 0.023015838076859974750160116555819665819
f(z) = -11/6*z^3 + 91/24*z + 1
*
[ -1/2 ] 
f(z) = -11/7*z^3 + 95/28*z + 1
*
[ -2/5 ] 
f(z) = -11/8*z^3 + 93/25*z + 1
*
[ 4/3 ] 
f(z) = -11/8*z^3 + 97/36*z + 1
*
-3/11 | 0.16648337944047510335426608199024219843 | 0.029678976117391403671210415529618631822
f(z) = -11/9*z^3 + 91/33*z + 1
*
0 | 0.11661593289861966135142609810458596505 | 0.025322828079935202983466488548356369070
f(z) = -10/3*z^3 + 97/30*z + 1
*
-7/5 | 0.062596543919909995636440686469896672141 | 0.013980753852936360453167966618105530814
f(z) = -10/7*z^3 + 88/35*z + 1
*
3/10 | 0.12542432158515875814213041936409654947 | 0.022732286788623793874620499297788554531
f(z) = -10/9*z^3 + 83/30*z + 1
*
[ 2 ] 
f(z) = -10/11*z^3 + 91/22*z + 1
*
[ -1/2 ] 
f(z) = -10/13*z^3 + 83/26*z + 1
*
[ 2 ] 
f(z) = -10/13*z^3 + 93/26*z + 1
*
[ 2 ] 
f(z) = -10/17*z^3 + 97/34*z + 1
*
[ 2 ] 
f(z) = -10/19*z^3 + 99/38*z + 1
*
-7/18 | 0.059484845885361381479527436632791130559 | 0.010290172141845697459706421867542284065
f(z) = -9*z^3 + 85/36*z + 1
*
0 | 0.12557410791638958595214040584842863100 | 0.027976003750975096884512833504484136605
f(z) = -9/4*z^3 + 89/36*z + 1
*
-7/6 | 0.091450702744780879353569943070508741707 | 0.020373827419269923186087918197769345746
f(z) = -9/5*z^3 + 89/20*z + 1
*
[ -4/3 ] 
f(z) = -9/5*z^3 + 99/20*z + 1
*
-4/3 | 0.092126259744855816482386763451934226463 | 0.020736775053019879544954775025234369649
f(z) = -9/7*z^3 + 85/28*z + 1
*
[ -1/2 ] 
f(z) = -9/7*z^3 + 93/28*z + 1
*
[ -2/5 ] 
f(z) = -9/8*z^3 + 92/25*z + 1
*
[ 2 ] 
f(z) = -9/11*z^3 + 83/22*z + 1
*
[ 2 ] 
f(z) = -9/13*z^3 + 85/26*z + 1
*
[ -4/3 ] 
f(z) = -9/14*z^3 + 81/28*z + 1
*
[ 2 ] 
f(z) = -9/17*z^3 + 89/34*z + 1
*
[ -2/3 ] 
f(z) = -9/17*z^3 + 93/34*z + 1
*
[ 2 ] 
f(z) = -9/19*z^3 + 91/38*z + 1
*
-3/8 | 0.12421745213879130453286821889154728689 | 0.023626735422285582803370948106681386077
f(z) = -8*z^3 + 91/24*z + 1
*
[ -3/4 ] 
f(z) = -8/5*z^3 + 97/30*z + 1
*
[ -3/2 ] 
f(z) = -8/7*z^3 + 89/21*z + 1
*
-15/8 | 0.13054239664527750251579808547867041592 | 0.023659902330824097303823487050663670996
f(z) = -8/9*z^3 + 83/24*z + 1
*
[ -3/8 ] 
f(z) = -8/9*z^3 + 91/24*z + 1
*
5/2 | 0.058935398007503970270342691453128142879 | 0.013129911437005299333421320075686548334
f(z) = -8/11*z^3 + 89/22*z + 1
*
[ 2 ] 
f(z) = -8/17*z^3 + 81/34*z + 1
*
[ 2 ] 
f(z) = -8/19*z^3 + 83/38*z + 1
*
-4/7 | 0.14849949540472537178462920096270983299 | 0.028134950639055410661170996816206308932
f(z) = -7*z^3 + 85/28*z + 1
*
[ -3/7 ] 
f(z) = -7*z^3 + 97/21*z + 1
*
-4/7 | 0.11476867102470574047116916440773954100 | 0.025031512558946947244480603324642613249
f(z) = -7/2*z^3 + 81/28*z + 1
*
-6/7 | 0.10810792433964617016288940955978310270 | 0.024334100990193671873804316616829291813
f(z) = -7/3*z^3 + 85/21*z + 1
*
[ -4/7 ] 
f(z) = -7/8*z^3 + 85/28*z + 1
*
[ -2/5 ] 
f(z) = -7/8*z^3 + 91/25*z + 1
*
18/7 | 0.16509801777961534894062939756565692563 | 0.024811276459149971193136792313260303512
f(z) = -7/8*z^3 + 97/21*z + 1
*
3/7 | 0.15564772838993665336841042809146747561 | 0.028399558987006860544265558842078045540
f(z) = -7/9*z^3 + 80/21*z + 1
*
-6/7 | 0.14880090964821724606359663493103723128 | 0.026632233277196253114960309183996675611
f(z) = -7/9*z^3 + 89/21*z + 1
*
[ -2 ] 
f(z) = -7/11*z^3 + 89/22*z + 1
*
[ -2 ] 
f(z) = -7/13*z^3 + 95/26*z + 1
*
[ -4/7 ] 
f(z) = -7/16*z^3 + 81/28*z + 1
*
[ -4/3 ] 
f(z) = -7/16*z^3 + 91/36*z + 1
*
-10/7 | 0.11145529408153269533779077506646189661 | 0.018762976577567406612383209765587050225
f(z) = -7/16*z^3 + 95/28*z + 1
*
[ -2/3 ] 
f(z) = -7/16*z^3 + 97/36*z + 1
*
-3/4 | 0.12046320789297836367165846803790952243 | 0.024238980547469595363769860291176517800
f(z) = -6*z^3 + 89/24*z + 1
*
5/6 | 0.11777532389873239643590680485078219934 | 0.022679819470971068402373182642063262831
f(z) = -6*z^3 + 89/30*z + 1
*
[ -2 ] 
f(z) = -6/11*z^3 + 81/22*z + 1
*
[ -1/2 ] 
f(z) = -6/13*z^3 + 81/26*z + 1
*
[ -2 ] 
f(z) = -6/13*z^3 + 87/26*z + 1
*
5/3 | 0.047640436756463185324597214131466862189 | 0.010613565642722388031998526761384348287
f(z) = -6/13*z^3 + 89/39*z + 1
*
[ -2 ] 
f(z) = -6/17*z^3 + 99/34*z + 1
*
-1/2 | 0.097557831061271162510305027803451575273 | 0.021184413848179863965226415376105891050
f(z) = -5*z^3 + 81/20*z + 1
*
-4/5 | 0.075466485046489394473792519956142089326 | 0.016387339012162306494824063436684225787
f(z) = -5*z^3 + 89/20*z + 1
*
-2/3 | 0.11836490836229327655062540789819404183 | 0.022793354876808266860583620396205820250
f(z) = -5*z^3 + 89/36*z + 1
*
6/5 | 0.070987843054868974395581496924689321784 | 0.016064811871606795573569193707906926364
f(z) = -5/2*z^3 + 83/30*z + 1
*
-2/5 | 0.058648827335283210096189313340673428469 | 0.013272446901977699340589818567456898256
f(z) = -5/3*z^3 + 83/30*z + 1
*
-3/5 | 0.093312718764720383908775452972100471747 | 0.020788656304161443299886531108211635777
f(z) = -5/4*z^3 + 89/20*z + 1
*
[ 4/3 ] 
f(z) = -5/4*z^3 + 89/36*z + 1
*
[ -3/2 ] 
f(z) = -5/6*z^3 + 85/24*z + 1
*
[ -3/5 ] 
f(z) = -5/6*z^3 + 89/30*z + 1
*
[ -1/2 ] 
f(z) = -5/7*z^3 + 89/28*z + 1
*
-2 | 0.11508547916972688516262189641721964769 | 0.022512862693423178482021686879342349620
f(z) = -5/12*z^3 + 83/30*z + 1
*
[ -4/3 ] 
f(z) = -5/16*z^3 + 83/36*z + 1
*
[ -2/3 ] 
f(z) = -5/16*z^3 + 95/36*z + 1
*
[ -2 ] 
f(z) = -5/17*z^3 + 91/34*z + 1
*
[ -3/5 ] 
f(z) = -5/18*z^3 + 83/30*z + 1
*
-3 | 0.13010395704386585583273772865857776017 | 0.022932583058805820296413081029551643952
f(z) = -5/18*z^3 + 97/30*z + 1
*
[ -2 ] 
f(z) = -5/19*z^3 + 97/38*z + 1
*
-3/4 | 0.10324571583125207839539135148310221705 | 0.020774566288045565335773748878133765859
f(z) = -4*z^3 + 85/36*z + 1
*
[ -3/2 ] 
f(z) = -4/11*z^3 + 82/33*z + 1
*
0 | 0.12080920227584969893264278444774603359 | 0.027193042015026106513556167832415308189
f(z) = -4/11*z^3 + 85/22*z + 1
*
[ -3/2 ] 
f(z) = -4/13*z^3 + 92/39*z + 1
*
[ -2 ] 
f(z) = -4/17*z^3 + 83/34*z + 1
*
[ -2 ] 
f(z) = -4/19*z^3 + 89/38*z + 1
*
[ 3/2 ] 
f(z) = -3/2*z^3 + 89/24*z + 1
*
-1/4 | 0.10107001013398440691816975090532365300 | 0.021995075956729200709322051058613735859
f(z) = -3/2*z^3 + 99/32*z + 1
*
-2 | 0.060680012013905796613392512115943858398 | 0.013732111519669219218771065494668335198
f(z) = -3/5*z^3 + 83/20*z + 1
*
[ -2/3 ] 
f(z) = -3/5*z^3 + 83/30*z + 1
*
[ 5/2 ] 
f(z) = -3/5*z^3 + 87/20*z + 1
*
[ -1/2 ] 
f(z) = -3/7*z^3 + 87/28*z + 1
*
-2/3 | 0.078364474326154292878409728091664706791 | 0.017502474701646266676102857772693961316
f(z) = -3/7*z^3 + 88/21*z + 1
*
[ 3 ] 
f(z) = -3/7*z^3 + 95/21*z + 1
*
-3 | 0.046514216521399069352545344628061981342 | 0.010362660881833654387069664874255833987
f(z) = -3/8*z^3 + 89/24*z + 1
*
[ -2/5 ] 
f(z) = -3/8*z^3 + 89/25*z + 1
*
-2/9 | 0.17694671159434901542843162343274814848 | 0.026675443576864967445843117590003057174
f(z) = -3/8*z^3 + 95/27*z + 1
*
[ -1/2 ] 
f(z) = -3/8*z^3 + 99/32*z + 1
*
4 | 0.10253686219431356637498423748203250433 | 0.022731114113879695083910517171746274432
f(z) = -3/10*z^3 + 91/20*z + 1
*
[ -2 ] 
f(z) = -3/19*z^3 + 81/38*z + 1
*
[ -3/4 ] 
f(z) = -2*z^3 + 83/24*z + 1
*
-3/2 | 0.12243663984057352055141875931681208492 | 0.026763797847755767984224777527440272637
f(z) = -2/5*z^3 + 97/30*z + 1
*
[ -3 ] 
f(z) = -2/7*z^3 + 82/21*z + 1
*
0 | 0.12456660654326750787731848309835885768 | 0.027751547749166645447009360430875092876
f(z) = -2/9*z^3 + 89/36*z + 1
*
[ -3 ] 
f(z) = -2/11*z^3 + 98/33*z + 1
*
[ 3 ] 
f(z) = -2/13*z^3 + 80/39*z + 1
*
-5/2 | 0.089477585381032198394182629473874029541 | 0.019559177793195757224591388787952934714
f(z) = -2/15*z^3 + 97/30*z + 1
*
3/2 | 0.13153329115377423284847159282901098261 | 0.029606935939798526688472038645317298369
f(z) = -z^3 + 85/36*z + 1
*
-5/6 | 0.081925129037801605313542785344538283042 | 0.017908263368498837908421486484605555149
f(z) = -z^3 + 97/36*z + 1
*
[ -4/3 ] 
f(z) = -1/2*z^3 + 95/36*z + 1
*
-1/4 | 0.11589740764316062525116074160282291383 | 0.025334367173743613056444425927322682488
f(z) = -1/2*z^3 + 97/32*z + 1
*
[ -4 ] 
f(z) = -1/5*z^3 + 89/20*z + 1
*
[ -4 ] 
f(z) = -1/7*z^3 + 99/28*z + 1
*
0 | 0.12223167517945538592628615892792389097 | 0.027661480924156879791669390288369520657
f(z) = -1/8*z^3 + 83/24*z + 1
*
[ -2/5 ] 
f(z) = -1/8*z^3 + 88/25*z + 1
*
[ -1/2 ] 
f(z) = -1/8*z^3 + 97/32*z + 1
*
[ 4 ] 
f(z) = -1/9*z^3 + 91/36*z + 1
*
-6 | 0.070494401949915196352973695278219648441 | 0.015953144321507081396646682216212350615
f(z) = -1/10*z^3 + 83/30*z + 1
*
[ 6 ] 
f(z) = -1/15*z^3 + 97/30*z + 1
*
-15/2 | 0.13763170894069238288963397167383318376 | 0.024944790924971831167843574825302077982
f(z) = -1/18*z^3 + 83/24*z + 1
*
0 | 0.13555151507939624556675683200938009501 | 0.029434637506303609999053714773493421787
f(z) = -20/9*z^3 + 91/45*z + 1
*
-5/12 | 0.10925024080076357404948299295075565408 | 0.021982765592036274888051107904127018393
f(z) = -18/5*z^3 + 81/40*z + 1
*
0 | 0.10343079731075829675164757022455642324 | 0.020329992887699084750543474048626749476
f(z) = -18/5*z^3 + 92/45*z + 1
*
0 | 0.13767038739051070390362799584775882788 | 0.027060006006593364966393252028413345555
f(z) = -18/5*z^3 + 97/45*z + 1
*
-5/12 | 0.12561410377186949848931535926182896319 | 0.025275417042846712095424549011143209320
f(z) = -18/7*z^3 + 81/56*z + 1
*
0 | 0.16833799185787137591542303626741372246 | 0.029707962552666003097435883320099347232
f(z) = -17/6*z^3 + 86/51*z + 1
*
3/16 | 0.14990013670177357842723456059767746244 | 0.027032522981028304635768680449578840772
f(z) = -16/9*z^3 + 83/48*z + 1
*
5/4 | 0.088331676959371337044625245582690273031 | 0.019678955852831211930206140573330955114
f(z) = -16/9*z^3 + 89/45*z + 1
*
0 | 0.085032097601154104316174784178079512366 | 0.018587425085589202400691584311405505548
f(z) = -15/7*z^3 + 97/42*z + 1
*
0 | 0.097224335435069461844815019333744068284 | 0.022002227295441918000241331664328498946
f(z) = -15/8*z^3 + 83/40*z + 1
*
0 | 0.099668232680859661761130877696002168523 | 0.022095175550661401904535337743295101194
f(z) = -15/8*z^3 + 91/40*z + 1
*
-1/3 | 0.10811698882055345388795661309877826449 | 0.024086822793133798480480511331421676777
f(z) = -15/14*z^3 + 89/42*z + 1
*
-8/5 | 0.11262880932289937761700886115084306736 | 0.022137921702421164504555539293254901438
f(z) = -15/16*z^3 + 81/40*z + 1
*
-3/7 | 0.14871651597997033907329912564900464900 | 0.028176067702487413891008582052565248962
f(z) = -14/3*z^3 + 85/42*z + 1
*
[ 2/3 ] 
f(z) = -14/3*z^3 + 85/54*z + 1
*
6/7 | 0.13589114687256546680700563910793115459 | 0.025746152868224482235380931413857408352
f(z) = -14/3*z^3 + 95/42*z + 1
*
-6/7 | 0.14319233422113596868757953629383283509 | 0.025239586654565222491874805320119321669
f(z) = -14/9*z^3 + 97/42*z + 1
*
0 | 0.14932272052831308068896069838529377004 | 0.029108317498341150481548224873451575818
f(z) = -13/4*z^3 + 85/52*z + 1
*
0 | 0.15124046492658800031994478274426438232 | 0.029482154196655705331425882814369639138
f(z) = -13/4*z^3 + 89/52*z + 1
*
3/2 | 0.12880265766571231759890733929398113690 | 0.028992295417638993289406681628148634587
f(z) = -13/12*z^3 + 85/48*z + 1
*
-2/3 | 0.12615661641953800252292957765351992398 | 0.027703124046288836157049469738758601834
f(z) = -12/7*z^3 + 95/42*z + 1
*
0 | 0.10713801897109824452477440388256839919 | 0.024380306882645974758756407922228031890
f(z) = -12/11*z^3 + 81/44*z + 1
*
[ 3/2 ] 
f(z) = -12/17*z^3 + 98/51*z + 1
*
[ 3/4 ] 
f(z) = -11/3*z^3 + 83/48*z + 1
*
0 | 0.063133313347123954119062789326285351215 | 0.013164318321843696048922536508202779604
f(z) = -11/4*z^3 + 93/44*z + 1
*
0 | 0.068084458064170708737507665602225104916 | 0.014196712182662461807293967862541742820
f(z) = -11/5*z^3 + 91/55*z + 1
*
-4/11 | 0.10350938612770443064269467487943154647 | 0.020154487641293588901011460963667902983
f(z) = -11/8*z^3 + 85/44*z + 1
*
-3/2 | 0.077018082209456075207600942497439855505 | 0.017429477332485233441071343167375075649
f(z) = -11/12*z^3 + 83/48*z + 1
*
-4/11 | 0.066404630853134187050886262343425716667 | 0.011487212790486957076480931411069942050
f(z) = -11/16*z^3 + 81/44*z + 1
*
[ 5/9 ] 
f(z) = -9*z^3 + 89/45*z + 1
*
0 | 0.091507142958394497150477519892521998453 | 0.020285966083890198362802220873107435718
f(z) = -9/5*z^3 + 91/45*z + 1
*
-7/9 | 0.12806301140743161740401563639466071270 | 0.028187255624968811139099101337320465891
f(z) = -9/5*z^3 + 94/45*z + 1
*
0 | 0.073101396232373111659284964780915913906 | 0.016543116785745356299960331523943880995
f(z) = -9/14*z^3 + 83/42*z + 1
*
0 | 0.11770616152673274545200644866645673497 | 0.026093954235702166896812877932192449732
f(z) = -9/16*z^3 + 91/48*z + 1
*
-5/8 | 0.12577732878164664348402334960694302315 | 0.028621864619348874179911023159390077683
f(z) = -8/5*z^3 + 81/40*z + 1
*
-1/3 | 0.13588315391995435056589268216843482798 | 0.029636666901583818377157060219922663222
f(z) = -8/5*z^3 + 98/45*z + 1
*
-3/4 | 0.087344982598360794586509621924578649542 | 0.019766493148508093989735512824681474658
f(z) = -8/7*z^3 + 83/42*z + 1
*
0 | 0.12589312832832126153744061882136984732 | 0.027397137057183368756953792816151912720
f(z) = -8/7*z^3 + 99/56*z + 1
*
0 | 0.080013315221362446773530674465666463740 | 0.017490354166054619534830237525805232066
f(z) = -8/13*z^3 + 97/52*z + 1
*
-5/14 | 0.14916645913862594216576592302868821935 | 0.028261314649116117699647345294769512637
f(z) = -7/2*z^3 + 81/56*z + 1
*
0 | 0.11331246524124848319811315866960359612 | 0.024713908172387701798535322625454050511
f(z) = -7/3*z^3 + 95/42*z + 1
*
-1/3 | 0.11606573532616831414195020714434954659 | 0.025371162434427547522178419703924572074
f(z) = -7/5*z^3 + 97/45*z + 1
*
0 | 0.12984440119878670091006156084421202231 | 0.028383082955169620447159811446205496742
f(z) = -7/8*z^3 + 97/56*z + 1
*
2 | 0.14324789419150168373976597908757013337 | 0.027300788451027385618665258569589247823
f(z) = -7/12*z^3 + 95/42*z + 1
*
12/7 | 0.14978972938647418833814658375604041101 | 0.026402466831606047972143189837296406016
f(z) = -7/18*z^3 + 97/42*z + 1
*
[ 5/4 ] 
f(z) = -6/5*z^3 + 83/40*z + 1
*
3/4 | 0.10021566762694518244799098797655671426 | 0.022679176852436080019305256308031021771
f(z) = -6/7*z^3 + 83/56*z + 1
*
[ 3/2 ] 
f(z) = -6/7*z^3 + 95/42*z + 1
*
0 | 0.12080276432233395272635207337074282530 | 0.026913020875768307970443009607721985581
f(z) = -6/13*z^3 + 89/52*z + 1
*
11/10 | 0.11481717452008221788098690431846683746 | 0.024932232660897176811477510794159506638
f(z) = -5/2*z^3 + 81/40*z + 1
*
0 | 0.11705192153643417071072826000629204015 | 0.025586735880465987198910669934132301613
f(z) = -5/9*z^3 + 97/45*z + 1
*
0 | 0.054340530443101929426345718543365517471 | 0.012046602286015786752591066155410210539
f(z) = -5/11*z^3 + 91/55*z + 1
*
[ -8/5 ] 
f(z) = -5/16*z^3 + 97/40*z + 1
*
-3/8 | 0.089548193142464456449316843560880364162 | 0.019949977179329467617829760851125984563
f(z) = -4/3*z^3 + 89/48*z + 1
*
-7/8 | 0.13374945056489356269008929141002409876 | 0.029236699584604076892529866931053779018
f(z) = -4/3*z^3 + 97/48*z + 1
*
-1/3 | 0.095585993368967238280449788095690718608 | 0.021038915137531273932797579318522956103
f(z) = -4/5*z^3 + 94/45*z + 1
*
-3/8 | 0.14774022267207998931879224903120760153 | 0.026776888800762417091694826894018944027
f(z) = -4/9*z^3 + 83/48*z + 1
*
-3/4 | 0.084687919075308327052492624454075313827 | 0.017040462884699003228690562999367049269
f(z) = -3*z^3 + 97/48*z + 1
*
-2/5 | 0.14489059775654444765355634307338178032 | 0.028479185102236759624301082367923805557
f(z) = -3/4*z^3 + 81/50*z + 1
*
-5/2 | 0.093985288419256152582129846087821504002 | 0.021269218956082870297514010459129413792
f(z) = -3/10*z^3 + 83/40*z + 1
*
[ 5/2 ] 
f(z) = -3/10*z^3 + 99/40*z + 1
*
-3 | 0.12845144354368797134038209639267938631 | 0.028207052276843925033581756438369078739
f(z) = -3/14*z^3 + 95/42*z + 1
*
5/4 | 0.12388383651493823496648723374265798309 | 0.027331741245188698463115592733985999325
f(z) = -2*z^3 + 93/40*z + 1
*
5/4 | 0.090205566672219048371072400224338015374 | 0.020527161311289071148512714599772714939
f(z) = -2/5*z^3 + 81/40*z + 1
*
-7/4 | 0.11965681808062439889854415154506340030 | 0.026657721460240482897250775895211723504
f(z) = -2/5*z^3 + 89/40*z + 1
*
-1/3 | 0.091313996482880297504309089989182409755 | 0.020194220699825958861549521225407351319
f(z) = -2/5*z^3 + 92/45*z + 1
*
[ -5/4 ] 
f(z) = -2/5*z^3 + 97/40*z + 1
*
2/3 | 0.084690288692358126059320139634644265446 | 0.018471295398787514375852352510546815606
f(z) = -2/5*z^3 + 98/45*z + 1
*
[ -3/2 ] 
f(z) = -2/7*z^3 + 97/42*z + 1
*
[ 3 ] 
f(z) = -2/17*z^3 + 88/51*z + 1
*
[ 3 ] 
f(z) = -2/19*z^3 + 92/57*z + 1
*
-2/5 | 0.12780298264310079096526741862794613606 | 0.028922288443173382843242449984434436972
f(z) = -z^3 + 83/50*z + 1
*
2/3 | 0.082482793784067579812164081957271577273 | 0.018154840867018542941307409708557618371
f(z) = -1/5*z^3 + 94/45*z + 1
*
[ -5/3 ] 
f(z) = -1/5*z^3 + 97/45*z + 1
*
-5 | 0.066739955404554595246707466266177490435 | 0.014724432526052437728222919410808089696
f(z) = -1/8*z^3 + 93/40*z + 1
*
[ 10/3 ] 
f(z) = -1/8*z^3 + 94/45*z + 1
*
15/4 | 0.14774047254366642079988596817007430273 | 0.026337679898931555385364848976867049583
f(z) = -1/9*z^3 + 91/48*z + 1
*
[ -5/2 ] 
f(z) = -1/10*z^3 + 81/40*z + 1
*
[ -3/2 ] 
f(z) = -1/12*z^3 + 89/48*z + 1
*
[ -3 ] 
f(z) = -1/14*z^3 + 83/42*z + 1
*
[ 7/2 ] 
f(z) = -1/14*z^3 + 89/56*z + 1
*
[ -3 ] 
f(z) = -1/16*z^3 + 91/48*z + 1
*
[ -3 ] 
f(z) = -1/17*z^3 + 95/51*z + 1
*
0 | 0.14322314651591487283897555017887839293 | 0.027031817199207852351138115247211066359
f(z) = -20/7*z^3 + 81/70*z + 1
*
-1/2 | 0.10277211954825335088783397191580982282 | 0.022783267667675797051539308877686488948
f(z) = -19/18*z^3 + 91/72*z + 1
*
[ 7/9 ] 
f(z) = -18/7*z^3 + 80/63*z + 1
*
0 | 0.13408849276793151321339357350845250474 | 0.026355961427078669262480572425418423066
f(z) = -18/7*z^3 + 85/63*z + 1
*
0 | 0.13603329233431574520145554976156623923 | 0.026738224373711482293391488574140423165
f(z) = -18/7*z^3 + 92/63*z + 1
*
0 | 0.085609811413072962978994840545057891291 | 0.018284368220421448766793777960345727867
f(z) = -18/11*z^3 + 97/66*z + 1
*
-1/2 | 0.11132949214775884853496029440294780514 | 0.024802519735944316532273678037414325436
f(z) = -17/18*z^3 + 89/72*z + 1
*
[ 5/8 ] 
f(z) = -16/3*z^3 + 89/60*z + 1
*
3/8 | 0.052092246384923366371027987616594640823 | 0.011605361204171675929177030586913590236
f(z) = -16/15*z^3 + 89/60*z + 1
*
4/15 | 0.14884448977536858541116047002468151259 | 0.027481855712051982901759629038428493402
f(z) = -15/8*z^3 + 83/60*z + 1
*
7/5 | 0.10921101933500686321388476005437184341 | 0.023872769197483872451868408440636479169
f(z) = -15/14*z^3 + 97/70*z + 1
*
2/7 | 0.056417978021756217135493767361280831152 | 0.012304989792013708261609823849940503280
f(z) = -14/11*z^3 + 85/77*z + 1
*
-4/13 | 0.13693257178870597359482909152113238664 | 0.026693036139361549984121512090458345907
f(z) = -13/5*z^3 + 81/65*z + 1
*
0 | 0.14599614460141247109031099835375227401 | 0.028459849348819314551529939916861664920
f(z) = -13/5*z^3 + 89/65*z + 1
*
0 | 0.14405371572916190142312991908900140469 | 0.028081200767201129953930806823696674251
f(z) = -13/6*z^3 + 85/78*z + 1
*
0 | 0.14282444750318717493705159529581476721 | 0.027841572600196830679193306572231179624
f(z) = -13/6*z^3 + 97/78*z + 1
*
-10/13 | 0.14671371579280798241966847478261004966 | 0.021769756269073869313213866951201338802
f(z) = -13/8*z^3 + 82/65*z + 1
*
-3/2 | 0.089414521636157459539646990288589015789 | 0.019545392497212890528757895316885450621
f(z) = -13/15*z^3 + 97/60*z + 1
*
-1/2 | 0.11132949214775884853496029440294780514 | 0.025059246319439638617088060257288952240
f(z) = -13/18*z^3 + 85/72*z + 1
*
0 | 0.10253915456070491243897584754701919355 | 0.023080622052182099899360276062036058067
f(z) = -12/13*z^3 + 85/78*z + 1
*
0 | 0.056341498295199069840856729740780689545 | 0.011748114885235982919858017614020167134
f(z) = -11/7*z^3 + 93/77*z + 1
*
-1/2 | 0.10277252693596410452572696979805096172 | 0.023257803586450337534014663859470228500
f(z) = -11/18*z^3 + 83/72*z + 1
*
0 | 0.10524687928852118649271351248734528954 | 0.023447405986865853526776823731496603753
f(z) = -10/13*z^3 + 89/65*z + 1
*
4/5 | 0.057433864103819201128155689246432984284 | 0.012554643205593000284324357652347310182
f(z) = -10/13*z^3 + 97/65*z + 1
*
0 | 0.081748566116442510792745016718130589380 | 0.017869667941992384139161715904613084171
f(z) = -9/8*z^3 + 97/72*z + 1
*
[ 4/3 ] 
f(z) = -9/17*z^3 + 81/68*z + 1
*
[ 4/3 ] 
f(z) = -9/19*z^3 + 83/76*z + 1
*
[ 9/8 ] 
f(z) = -8/9*z^3 + 89/72*z + 1
*
[ 5/7 ] 
f(z) = -7/2*z^3 + 97/70*z + 1
*
0 | 0.11112027597144040837993588752797978567 | 0.025012153679428160331761124449779001127
f(z) = -7/9*z^3 + 85/63*z + 1
*
[ 9/7 ] 
f(z) = -7/9*z^3 + 95/63*z + 1
*
0 | 0.11804164779908028623171024405904488362 | 0.025688480746725871684730540492634191797
f(z) = -7/10*z^3 + 99/70*z + 1
*
0 | 0.056417259058335956403031996773694861908 | 0.012446998492489214948202362460951547704
f(z) = -7/11*z^3 + 93/77*z + 1
*
[ 3/2 ] 
f(z) = -7/15*z^3 + 83/60*z + 1
*
4/3 | 0.12839917838620673148689704242218110531 | 0.029057209748561500566295873797177284866
f(z) = -6/5*z^3 + 83/60*z + 1
*
3/2 | 0.15377407621549674990255086341864810473 | 0.027870482829862862195133819363771777710
f(z) = -5/9*z^3 + 83/60*z + 1
*
-4/5 | 0.081149674999270549208656897555677047303 | 0.017989847584929969606538346721841792074
f(z) = -5/12*z^3 + 91/60*z + 1
*
0 | 0.089414521636157459539646990288589015789 | 0.019545392497212890528757895316885450621
f(z) = -5/12*z^3 + 97/60*z + 1
*
13/5 | 0.12544963546433282792651422634770685359 | 0.027300623173225490310248151981724985931
f(z) = -5/14*z^3 + 99/70*z + 1
*
0 | 0.081149038279453249808922553797768178202 | 0.017989706432270176161626670983178220799
f(z) = -4/15*z^3 + 91/60*z + 1
*
5/3 | 0.076723956964716546973511499208951454582 | 0.017092932161331451882761523979158185103
f(z) = -3/4*z^3 + 89/60*z + 1
*
-10/3 | 0.059611253048598294135670235619667223901 | 0.010268710954660983551731766508388686730
f(z) = -3/16*z^3 + 83/60*z + 1
*
5/2 | 0.071620602615184663905616720634569787449 | 0.015655765566771466639354872919493509121
f(z) = -2/7*z^3 + 97/70*z + 1
*
-5/2 | 0.059611149466761675658110422061208997327 | 0.013280458597344338108014000944154418753
f(z) = -1/3*z^3 + 89/60*z + 1
*
-12/5 | 0.11921762314326669441487106172045834367 | 0.026240345136421240251674842063530791664
f(z) = -1/3*z^3 + 94/75*z + 1
*
[ 7/3 ] 
f(z) = -1/7*z^3 + 85/63*z + 1
*
3 | 0.10277211954825335088783397191580982282 | 0.022465270490568840396954126846665700694
f(z) = -1/8*z^3 + 97/72*z + 1
*
0 | 0.11700180272077305634476242467944938610 | 0.022082822644692224273561320534751983217
f(z) = -20/9*z^3 + 83/90*z + 1
*
0 | 0.13686985474582929005664418421339871595 | 0.026902656132127577923570603488508698690
f(z) = -18/11*z^3 + 85/99*z + 1
*
-1/12 | 0.13321640404435391911455242099806273888 | 0.026805112388370659746058694617979303127
f(z) = -18/11*z^3 + 89/88*z + 1
*
[ 2/3 ] 
f(z) = -17/5*z^3 + 91/90*z + 1
*
[ 2/3 ] 
f(z) = -16/5*z^3 + 83/90*z + 1
*
-3/16 | 0.059147486677974913086940664586498520327 | 0.010666473213920054456123589555771814017
f(z) = -16/5*z^3 + 89/80*z + 1
*
1/6 | 0.092026168269200256578863120545566514637 | 0.017721342755510193268264025586853864414
f(z) = -15/7*z^3 + 89/84*z + 1
*
4/3 | 0.10021566762694518244799098797655671426 | 0.021906447882250858316512136842293652701
f(z) = -15/14*z^3 + 97/84*z + 1
*
0 | 0.12393962069000832153209915984942074557 | 0.027031733870868167553758939055358798759
f(z) = -14/13*z^3 + 85/91*z + 1
*
[ 3/4 ] 
f(z) = -13/6*z^3 + 85/96*z + 1
*
[ 8/11 ] 
f(z) = -11/4*z^3 + 95/88*z + 1
*
0 | 0.13623042952766834899492346417206143766 | 0.028406250905337896052787679333186217584
f(z) = -11/9*z^3 + 85/99*z + 1
*
-5/9 | 0.098455945946747029816513272811462483104 | 0.021521784962895492665788626959559673810
f(z) = -9/10*z^3 + 97/90*z + 1
*
-1/16 | 0.14294992525344379825406299688224226346 | 0.025779143532323920411880661134323619376
f(z) = -8/3*z^3 + 97/96*z + 1
*
-4/7 | 0.074544583444849579228793217717877334748 | 0.016258475941570703068448135890793289974
f(z) = -7/6*z^3 + 95/84*z + 1
*
1/7 | 0.11381227669944169836448357187422401025 | 0.025618098322071113118044708326848441663
f(z) = -7/12*z^3 + 85/84*z + 1
*
12/7 | 0.12439004267770150765845274897064215981 | 0.027315196620078682026606474359201408367
f(z) = -7/12*z^3 + 95/84*z + 1
*
0 | 0.10810859068865875886076295590673063817 | 0.023631785963454787624141958561488826284
f(z) = -7/12*z^3 + 97/84*z + 1
*
0 | 0.11654009884663360909873953185545467577 | 0.025474855000514090334203943937969776658
f(z) = -5/18*z^3 + 97/90*z + 1
*
-4/3 | 0.11698560777661165757930305496941700928 | 0.025997901321907568362184290176861508969
f(z) = -4/5*z^3 + 83/90*z + 1
*
-3/8 | 0.13249287697988264536923363527577037378 | 0.029517400401001781530608537325387081688
f(z) = -4/5*z^3 + 89/80*z + 1
*
[ 5/4 ] 
f(z) = -3/5*z^3 + 91/80*z + 1
*
-4/3 | 0.065515971561995601708759859164529503270 | 0.014386856105582786413472736566991704706
f(z) = -3/14*z^3 + 95/84*z + 1
*
0 | 0.13790105279930562457511050435907889684 | 0.027105344786165464147318166812285751923
f(z) = -18/13*z^3 + 97/117*z + 1
*
-4/5 | 0.17056185874029968029762899664328623760 | 0.028182310930923064975611961269486491986
f(z) = -17/16*z^3 + 93/100*z + 1
*
0 | 0.14170014293121475580076828286202975417 | 0.025553761687515103906512580572766413586
f(z) = -16/7*z^3 + 95/112*z + 1
*
0 | 0.11852149191913718618559912565778738419 | 0.024427195518642938413048335673947702587
f(z) = -16/13*z^3 + 89/104*z + 1
*
6/5 | 0.11698327676655147969410054393759402757 | 0.021599170635562411861998740649041350559
f(z) = -15/14*z^3 + 92/105*z + 1
*
0 | 0.14276214543998275762957990631118854138 | 0.027829427708715215613464858323693327721
f(z) = -13/8*z^3 + 89/104*z + 1
*
0 | 0.14260953632313771916785259971102073543 | 0.027799678755504678990734238730012253952
f(z) = -13/9*z^3 + 97/117*z + 1
*
-8/13 | 0.11852174966391778514031107735309289371 | 0.022205321609724256167339408113854754585
f(z) = -13/16*z^3 + 97/104*z + 1
*
[ 5/7 ] 
f(z) = -7/3*z^3 + 83/105*z + 1
*
[ 4/5 ] 
f(z) = -7/4*z^3 + 87/100*z + 1
*
0 | 0.10921000288905915283957297362848780813 | 0.023466036380254658525951594660851328291
f(z) = -7/15*z^3 + 94/105*z + 1
*
-3/5 | 0.062636082222559697775347600257696500327 | 0.013458662624927529489621279926372208220
f(z) = -5/7*z^3 + 97/105*z + 1
*
7/4 | 0.11470026223761728846369705961999640348 | 0.024308634030919098045255345681272921699
f(z) = -3/7*z^3 + 83/112*z + 1
*
-4/5 | 0.12492253820960369284628861004521699855 | 0.027126584504889507976502423218946731629
f(z) = -z^3 + 89/100*z + 1
*
[ 4/3 ] 
f(z) = -1/3*z^3 + 91/108*z + 1
*
[ 7/4 ] 
f(z) = -1/7*z^3 + 97/112*z + 1
*
[ 2/3 ] 
f(z) = -20/7*z^3 + 97/126*z + 1
*
[ 3/4 ] 
f(z) = -20/11*z^3 + 91/132*z + 1
*
[ 2/3 ] 
f(z) = -19/7*z^3 + 89/126*z + 1
*
[ 5/6 ] 
f(z) = -18/13*z^3 + 99/130*z + 1
*
0 | 0.16739284807624849595549122099434735715 | 0.029541165409837756098187216144661363795
f(z) = -17/8*z^3 + 89/136*z + 1
*
0 | 0.16079149170614697740517335226959321094 | 0.028376170831517265226443744324783331877
f(z) = -17/8*z^3 + 97/136*z + 1
*
0 | 0.10269301385612751980294975458356618484 | 0.021164957403453825419545780912958281375
f(z) = -16/15*z^3 + 83/120*z + 1
*
0 | 0.096707659959936193611191652616688014645 | 0.017855588482180827905721170497385325309
f(z) = -15/8*z^3 + 97/120*z + 1
*
0 | 0.14580943930786316843429812324498639439 | 0.028423453836173778344986808802016291659
f(z) = -13/10*z^3 + 89/130*z + 1
*
0 | 0.13892235272711180726815116652555596122 | 0.028451359471392613929005446340159783723
f(z) = -11/12*z^3 + 85/132*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -11/12*z^3 + 97/132*z + 1
*
-12/11 | 0.085096116318236881818353583846581937835 | 0.013573904828899587631013776835297278836
f(z) = -11/16*z^3 + 97/132*z + 1
*
-7/9 | 0.11714887369700721973770529433884734931 | 0.024222920820356257277794742078563624621
f(z) = -9/14*z^3 + 85/126*z + 1
*
-5/8 | 0.099397871085809659882808735843245125126 | 0.020761993216107113288375093869555598237
f(z) = -8/15*z^3 + 97/120*z + 1
*
0 | 0.13523300088114543857121694353417645856 | 0.027962183239725322261183724530606328167
f(z) = -7/18*z^3 + 85/126*z + 1
*
-8/5 | 0.077021929674031916583751984324886805332 | 0.016088159272578487524378683726049340711
f(z) = -5/12*z^3 + 83/120*z + 1
*
[ 5/6 ] 
f(z) = -4/3*z^3 + 98/135*z + 1
*
[ 3/4 ] 
f(z) = -20/13*z^3 + 83/156*z + 1
*
[ 7/10 ] 
f(z) = -15/7*z^3 + 87/140*z + 1
*
[ 11/13 ] 
f(z) = -13/11*z^3 + 95/143*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.027778233516820251934910732795543071690
f(z) = -13/12*z^3 + 97/156*z + 1
*
[ 12/13 ] 
f(z) = -13/16*z^3 + 95/156*z + 1
*
[ 12/13 ] 
f(z) = -13/18*z^3 + 83/156*z + 1
*
[ 4/5 ] 
f(z) = -10/7*z^3 + 93/140*z + 1
*
[ 5/6 ] 
f(z) = -9/7*z^3 + 97/140*z + 1
*
[ 6/7 ] 
f(z) = -9/8*z^3 + 97/147*z + 1
*
-10/7 | 0.096278064154102519349914383330446424777 | 0.015214763902455374899591926995080648760
f(z) = -7/16*z^3 + 83/140*z + 1
*
[ 9/8 ] 
f(z) = -4/9*z^3 + 97/144*z + 1
*
-13/6 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -3/13*z^3 + 85/156*z + 1
*
[ 6/5 ] 
f(z) = -1/3*z^3 + 97/150*z + 1
*
[ 5/6 ] 
f(z) = -18/17*z^3 + 91/170*z + 1
*
0 | 0.16733619540441572613490469202433452075 | 0.029531167456109417712765528295763046717
f(z) = -17/10*z^3 + 89/170*z + 1
*
0 | 0.16733554326506200677065784502521189173 | 0.029531052367820163484153890427452532484
f(z) = -17/10*z^3 + 99/170*z + 1
*
[ 5/6 ] 
f(z) = -12/11*z^3 + 92/165*z + 1
*
[ 5/6 ] 
f(z) = -9/8*z^3 + 93/160*z + 1
*
-3/4 | 0.15212333053873656942030002734082385605 | 0.029688602642451241057271885103243756324
f(z) = -2/7*z^3 + 83/168*z + 1
*
-5/4 | 0.14946122386644107250226191697517798621 | 0.029449478837121363009021146974924078258
f(z) = -1/2*z^3 + 93/160*z + 1
*
[ 7/5 ] 
f(z) = -1/7*z^3 + 99/175*z + 1
*
[ 3/2 ] 
f(z) = -1/14*z^3 + 83/168*z + 1
*
[ 5/6 ] 
f(z) = -18/19*z^3 + 87/190*z + 1
*
[ 3/4 ] 
f(z) = -17/12*z^3 + 89/192*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.029690387976035312639783942375197077945
f(z) = -13/14*z^3 + 99/182*z + 1
*
0 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = -13/15*z^3 + 94/195*z + 1
*
[ 5/6 ] 
f(z) = -12/13*z^3 + 86/195*z + 1
*
[ 4/5 ] 
f(z) = -10/9*z^3 + 83/180*z + 1
*
2/3 | 0.14596236008602260644884671607903044878 | 0.025774921191489334006436912154686529536
f(z) = -8/5*z^3 + 83/180*z + 1
*
-5/4 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -4/9*z^3 + 89/180*z + 1
*
[ 5/6 ] 
f(z) = -z^3 + 89/180*z + 1
*
[ 3/2 ] 
f(z) = -1/16*z^3 + 91/192*z + 1
*
0 | 0.15815709314691416296569285523047079604 | 0.029423051449916078904737618691687807148
f(z) = -18/17*z^3 + 97/204*z + 1
*
0 | 0.15740204561516388763124561721341895446 | 0.027778007954356286235001053514398806244
f(z) = -17/12*z^3 + 97/204*z + 1
*
16/13 | 0.14419361306123936854464292472095359729 | 0.027015004091419665282568883222065635394
f(z) = -13/16*z^3 + 87/208*z + 1
*
[ 5/6 ] 
f(z) = -6/7*z^3 + 83/210*z + 1
*
-13/8 | 0.15105455912514642742787562479632234926 | 0.028300418070946906226439288240345298933
f(z) = -4/13*z^3 + 89/208*z + 1
*
16/5 | 0.11925870792255101436242242266518397184 | 0.022508789049805547718122795680506070233
f(z) = -1/8*z^3 + 81/200*z + 1
*
[ 3/2 ] 
f(z) = -1/17*z^3 + 95/204*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.027778174779574193049379786356005736703
f(z) = -19/12*z^3 + 97/228*z + 1
*
[ 5/6 ] 
f(z) = -9/11*z^3 + 81/220*z + 1
*
-7/8 | 0.074543549828428689506612020515142767294 | 0.013774653610776365928161198752174107721
f(z) = -2/7*z^3 + 81/224*z + 1
*
[ 3/4 ] 
f(z) = -19/15*z^3 + 91/240*z + 1
*
0 | 0.15816602839482002803279379993991888820 | 0.028523168100288728458252297887910371830
f(z) = -16/15*z^3 + 91/240*z + 1
*
0 | 0.13220111397139839876896610592876823682 | 0.024121478502872184723460423779687555157
f(z) = -15/16*z^3 + 97/240*z + 1
*
[ 7/6 ] 
f(z) = -1/7*z^3 + 85/252*z + 1
*
[ 4/3 ] 
f(z) = -1/14*z^3 + 95/252*z + 1
*
-3/4 | 0.070695255517578875821073938072838098725 | 0.012899090143758317275797397463750360847
f(z) = -1/15*z^3 + 89/240*z + 1
*
19/22 | 0.16099203084936948493107519294534083033 | 0.026041704906779417418053847698091136327
f(z) = -11/6*z^3 + 97/264*z + 1
*
-17/4 | 0.086696404176840806889422597686943161428 | 0.015465477223694588276046334547597170397
f(z) = -1/17*z^3 + 81/272*z + 1
*
[ 6/7 ] 
f(z) = -11/18*z^3 + 83/294*z + 1
*
[ 6/7 ] 
f(z) = -2/3*z^3 + 95/294*z + 1
*
-6/7 | 0.14414317827839040946460232149394458385 | 0.025361336372320327320977323285615683883
f(z) = -1/6*z^3 + 85/294*z + 1
*
-1/4 | 0.083545460621634175762639882772501574695 | 0.018102552320522160886052783763140605342
f(z) = -20/3*z^3 + 101/12*z + 1
*
0 | 0.11895888007630821006482738585626048907 | 0.025508831074153513589503102852567294856
f(z) = -20/3*z^3 + 106/15*z + 1
*
5/4 | 0.060900374571233728780677335363667102326 | 0.012882457904167030493559481189536149774
f(z) = -20/3*z^3 + 113/12*z + 1
*
[ -2 ] 
f(z) = -19/18*z^3 + 103/18*z + 1
*
0 | 0.10986675285566820026264544201296057698 | 0.023465116103366611331332062006825110189
f(z) = -18*z^3 + 101/6*z + 1
*
[ -1/12 ] 
f(z) = -18*z^3 + 105/8*z + 1
*
[ -2/9 ] 
f(z) = -18*z^3 + 115/18*z + 1
*
[ 7/3 ] 
f(z) = -18/7*z^3 + 102/7*z + 1
*
[ -7/3 ] 
f(z) = -18/7*z^3 + 108/7*z + 1
*
-1/3 | 0.11877791325110880387780365544071456492 | 0.025318504667078796701005100055565262560
f(z) = -18/7*z^3 + 109/14*z + 1
*
[ -2/3 ] 
f(z) = -17/2*z^3 + 113/18*z + 1
*
[ 3/2 ] 
f(z) = -16*z^3 + 109/3*z + 1
*
[ -3/2 ] 
f(z) = -16*z^3 + 113/3*z + 1
*
0 | 0.13617219631238819087580388003566061474 | 0.028064993189548690450377241503826696504
f(z) = -16*z^3 + 113/8*z + 1
*
[ -1/12 ] 
f(z) = -16*z^3 + 118/9*z + 1
*
0 | 0.12889145659074979160510163553102788127 | 0.026564437890918546094315789157658240793
f(z) = -16*z^3 + 119/8*z + 1
*
[ 2/3 ] 
f(z) = -16*z^3 + 119/18*z + 1
*
[ -1/8 ] 
f(z) = -16/3*z^3 + 109/12*z + 1
*
5/4 | 0.13177308983805112287124194958650892051 | 0.027874398058999072013306501299053057433
f(z) = -16/3*z^3 + 113/15*z + 1
*
[ 5/2 ] 
f(z) = -16/5*z^3 + 103/5*z + 1
*
[ -5/2 ] 
f(z) = -16/5*z^3 + 107/5*z + 1
*
[ 3/2 ] 
f(z) = -16/5*z^3 + 113/15*z + 1
*
-3/2 | 0.13540215509921850794605859432872750875 | 0.028382122432665327598946362575368544392
f(z) = -16/5*z^3 + 118/15*z + 1
*
-2 | 0.052911950658426828569386035828234547095 | 0.011071475917015403574420643236972320325
f(z) = -16/9*z^3 + 119/18*z + 1
*
-1/5 | 0.11520317156473347621185689335921241180 | 0.021270501469626440926879189694034909404
f(z) = -15*z^3 + 109/15*z + 1
*
-2 | 0.072398087413493855326869342892674125842 | 0.015148821225868313549079736785043407057
f(z) = -15*z^3 + 119/2*z + 1
*
-4/5 | 0.12497699739477779031182728655495301738 | 0.023075088737998763861593246665824839660
f(z) = -15/2*z^3 + 107/15*z + 1
*
[ -4/3 ] 
f(z) = -15/4*z^3 + 101/12*z + 1
*
-2 | 0.072851721518806862118567509387168148865 | 0.015410565900779095091079773434863495318
f(z) = -15/7*z^3 + 113/14*z + 1
*
-2/5 | 0.080308001314121269446204350078877865579 | 0.011893481279700974819910182107682378729
f(z) = -15/8*z^3 + 107/15*z + 1
*
-2/15 | 0.19949799391380303390397866000174075001 | 0.029308505230739165612806173593324017592
f(z) = -15/8*z^3 + 113/15*z + 1
*
[ 2/3 ] 
f(z) = -14*z^3 + 103/18*z + 1
*
-2 | 0.062572257560821109731460609728411772289 | 0.013286305615660992541006429481406875169
f(z) = -14*z^3 + 111/2*z + 1
*
[ 2 ] 
f(z) = -14*z^3 + 113/2*z + 1
*
[ -2 ] 
f(z) = -14*z^3 + 115/2*z + 1
*
-2 | 0.062942690982350421708472072840821060361 | 0.013469932927598558071904352821189935020
f(z) = -14/5*z^3 + 107/10*z + 1
*
[ 2 ] 
f(z) = -14/5*z^3 + 117/10*z + 1
*
-2 | 0.049496034193782193666087570351993481874 | 0.010679380459889325011564135612275260394
f(z) = -14/9*z^3 + 103/18*z + 1
*
-2 | 0.069766354208240722710305636914734249565 | 0.015052952262240026021392725424519488945
f(z) = -13*z^3 + 103/2*z + 1
*
[ 2 ] 
f(z) = -13*z^3 + 105/2*z + 1
*
[ -2 ] 
f(z) = -13*z^3 + 107/2*z + 1
*
-2 | 0.049652783186970904051267983175138972317 | 0.010758718652260657521180450314745154426
f(z) = -13/3*z^3 + 101/6*z + 1
*
[ 2 ] 
f(z) = -13/3*z^3 + 107/6*z + 1
*
[ -2 ] 
f(z) = -13/3*z^3 + 113/6*z + 1
*
[ 3 ] 
f(z) = -13/3*z^3 + 119/3*z + 1
*
[ 2 ] 
f(z) = -13/5*z^3 + 109/10*z + 1
*
[ -2 ] 
f(z) = -13/5*z^3 + 119/10*z + 1
*
3 | 0.12102702407953485230562776650810200105 | 0.025506586987005598515965871410258029072
f(z) = -13/6*z^3 + 115/6*z + 1
*
[ 2 ] 
f(z) = -13/7*z^3 + 111/14*z + 1
*
-2 | 0.18456294715374938436550497810996408065 | 0.027371528152829860548325147418673671405
f(z) = -13/8*z^3 + 106/13*z + 1
*
[ 4 ] 
f(z) = -13/8*z^3 + 107/4*z + 1
*
[ -4 ] 
f(z) = -13/8*z^3 + 109/4*z + 1
*
[ 2 ] 
f(z) = -13/9*z^3 + 113/18*z + 1
*
-3 | 0.071278058234911446438302248002288114983 | 0.015193513681838261188133402926577009120
f(z) = -13/12*z^3 + 109/12*z + 1
*
-3/4 | 0.13989071007268620698304834060813751025 | 0.028148081555623221519788330821385447362
f(z) = -12*z^3 + 101/12*z + 1
*
[ -3/4 ] 
f(z) = -12*z^3 + 109/12*z + 1
*
[ 2 ] 
f(z) = -12/5*z^3 + 101/10*z + 1
*
[ -2 ] 
f(z) = -12/5*z^3 + 111/10*z + 1
*
[ 2 ] 
f(z) = -12/7*z^3 + 103/14*z + 1
*
[ -2 ] 
f(z) = -12/7*z^3 + 117/14*z + 1
*
0 | 0.079358134119117016481869795932795350916 | 0.016547456225330722705339407189674947331
f(z) = -11*z^3 + 111/11*z + 1
*
[ 3 ] 
f(z) = -11/3*z^3 + 101/3*z + 1
*
[ -3 ] 
f(z) = -11/3*z^3 + 103/3*z + 1
*
[ 3/2 ] 
f(z) = -11/3*z^3 + 103/12*z + 1
*
[ -3/2 ] 
f(z) = -11/3*z^3 + 119/12*z + 1
*
[ -2 ] 
f(z) = -11/5*z^3 + 103/10*z + 1
*
-3 | 0.11346225609742571318811529697003405948 | 0.024584895602050934050600334796342628082
f(z) = -11/6*z^3 + 101/6*z + 1
*
[ 3 ] 
f(z) = -11/6*z^3 + 103/6*z + 1
*
[ -3 ] 
f(z) = -11/6*z^3 + 107/6*z + 1
*
[ -2 ] 
f(z) = -11/7*z^3 + 109/14*z + 1
*
[ -2 ] 
f(z) = -11/9*z^3 + 115/18*z + 1
*
[ 3 ] 
f(z) = -11/12*z^3 + 107/12*z + 1
*
[ -3 ] 
f(z) = -11/12*z^3 + 115/12*z + 1
*
[ 3 ] 
f(z) = -11/15*z^3 + 109/15*z + 1
*
[ -3 ] 
f(z) = -11/15*z^3 + 119/15*z + 1
*
[ -2 ] 
f(z) = -10/7*z^3 + 101/14*z + 1
*
-12/5 | 0.15611898606443642109147162885236641577 | 0.027094341180468502067246934414883857260
f(z) = -10/9*z^3 + 106/15*z + 1
*
[ -2 ] 
f(z) = -10/9*z^3 + 107/18*z + 1
*
-1 | 0.090030716557554812761099940566396527958 | 0.019549921701370891656243107048964212157
f(z) = -9*z^3 + 100/9*z + 1
*
[ -2/9 ] 
f(z) = -9*z^3 + 107/18*z + 1
*
[ -2/9 ] 
f(z) = -9/4*z^3 + 101/18*z + 1
*
[ -1/6 ] 
f(z) = -9/4*z^3 + 113/16*z + 1
*
[ 10/3 ] 
f(z) = -9/10*z^3 + 107/10*z + 1
*
[ -10/3 ] 
f(z) = -9/10*z^3 + 113/10*z + 1
*
-11/3 | 0.13268287660669576660762501399309761269 | 0.028066848266922240470785342557987718960
f(z) = -9/11*z^3 + 113/11*z + 1
*
-7/12 | 0.12851303811151777766213589104141779176 | 0.025858725542563512647022976743818626688
f(z) = -8*z^3 + 103/18*z + 1
*
[ -2/3 ] 
f(z) = -8*z^3 + 109/18*z + 1
*
-3/4 | 0.11864530595666306570474157283876242319 | 0.023873191768951417994400369203372238373
f(z) = -8*z^3 + 115/18*z + 1
*
[ 7/2 ] 
f(z) = -8/7*z^3 + 103/7*z + 1
*
[ -7/2 ] 
f(z) = -8/7*z^3 + 107/7*z + 1
*
[ -9/4 ] 
f(z) = -8/9*z^3 + 107/18*z + 1
*
[ -2/3 ] 
f(z) = -7*z^3 + 101/18*z + 1
*
[ -1/7 ] 
f(z) = -7/2*z^3 + 113/14*z + 1
*
4 | 0.13216071942305885496544153094246033605 | 0.028062399809270064722017868751392950947
f(z) = -7/4*z^3 + 111/4*z + 1
*
[ 4 ] 
f(z) = -7/4*z^3 + 115/4*z + 1
*
[ -4 ] 
f(z) = -7/4*z^3 + 117/4*z + 1
*
-4 | 0.13038050538334791241075656082489987717 | 0.028131203726142871886181398660920336721
f(z) = -7/12*z^3 + 103/12*z + 1
*
4 | 0.12237559973337363631167530581831817309 | 0.026085381601508002481098329452300024416
f(z) = -7/12*z^3 + 109/12*z + 1
*
-4 | 0.090172961471975781308406337065281711577 | 0.019004057177753703855630620118482651032
f(z) = -7/12*z^3 + 115/12*z + 1
*
4/3 | 0.12978332415790822532042123404939674454 | 0.027156302687087625666679769790571990538
f(z) = -6*z^3 + 119/12*z + 1
*
-9/5 | 0.052307932918153417223499848647618994501 | 0.011216600423536356976288015088715182360
f(z) = -5/3*z^3 + 106/15*z + 1
*
5 | 0.057942866954429137308835439243783316604 | 0.012399954932460408965374837149874777311
f(z) = -5/18*z^3 + 107/18*z + 1
*
[ 3 ] 
f(z) = -4*z^3 + 110/3*z + 1
*
[ -3 ] 
f(z) = -4*z^3 + 112/3*z + 1
*
-1/8 | 0.12649946277854874762372813801017346708 | 0.026758850263527783413263142105603682464
f(z) = -4*z^3 + 113/16*z + 1
*
-5/2 | 0.083582102765688227219224956589234976327 | 0.017582942450963590809352960899021915277
f(z) = -4/3*z^3 + 116/15*z + 1
*
5/2 | 0.13868812625259295831497365334502903452 | 0.029019573662930752624744135123658440701
f(z) = -4/3*z^3 + 119/15*z + 1
*
[ 5 ] 
f(z) = -4/5*z^3 + 104/5*z + 1
*
[ -5 ] 
f(z) = -4/5*z^3 + 106/5*z + 1
*
[ 3 ] 
f(z) = -4/5*z^3 + 118/15*z + 1
*
[ 6 ] 
f(z) = -4/9*z^3 + 101/6*z + 1
*
[ -6 ] 
f(z) = -4/9*z^3 + 103/6*z + 1
*
-1/2 | 0.12019770439264043100667667055638887078 | 0.025621145012065747084732630597237574796
f(z) = -4/9*z^3 + 109/9*z + 1
*
-5 | 0.13254909699139492930151046546785909937 | 0.028599104139210038310704229569247848556
f(z) = -4/15*z^3 + 103/15*z + 1
*
[ 5 ] 
f(z) = -4/15*z^3 + 112/15*z + 1
*
[ -5 ] 
f(z) = -4/15*z^3 + 118/15*z + 1
*
[ -3/2 ] 
f(z) = -3*z^3 + 101/12*z + 1
*
-5/3 | 0.12364564435681885519709361443903396833 | 0.025872033759964060249481384846136748227
f(z) = -3*z^3 + 119/15*z + 1
*
[ -4 ] 
f(z) = -3/2*z^3 + 101/4*z + 1
*
[ -3 ] 
f(z) = -3/5*z^3 + 101/15*z + 1
*
-10/3 | 0.069229602279771845205163566729499763253 | 0.014845182038976188258201798486470715527
f(z) = -3/5*z^3 + 106/15*z + 1
*
[ 8 ] 
f(z) = -3/16*z^3 + 103/8*z + 1
*
[ -8 ] 
f(z) = -3/16*z^3 + 105/8*z + 1
*
-5/3 | 0.12832547411103836740291813012759424421 | 0.027353647039720950607052304607148891193
f(z) = -2*z^3 + 109/18*z + 1
*
-5/2 | 0.12596833382596494306261423142414309816 | 0.026358041177954814345467703472732375081
f(z) = -2*z^3 + 119/10*z + 1
*
-4 | 0.10923775582004550256078809960838384938 | 0.022857278322583041140633028255536113371
f(z) = -2/3*z^3 + 119/12*z + 1
*
[ 7 ] 
f(z) = -2/7*z^3 + 104/7*z + 1
*
[ -7 ] 
f(z) = -2/7*z^3 + 106/7*z + 1
*
0 | 0.12933458699971365445808122154990740558 | 0.027678006531263629926601989665505309663
f(z) = -2/15*z^3 + 107/15*z + 1
*
7 | 0.050016080154172177973360679577514830858 | 0.010580067062870188025297028399509584990
f(z) = -2/15*z^3 + 113/15*z + 1
*
6 | 0.13419491286320276541374765522334217551 | 0.028718131482480422306909292958225206794
f(z) = -1/2*z^3 + 107/6*z + 1
*
-6 | 0.13488793578803094329580085323796983137 | 0.028752490579303939841440054881984850458
f(z) = -1/2*z^3 + 109/6*z + 1
*
[ 6 ] 
f(z) = -1/2*z^3 + 113/6*z + 1
*
[ -6 ] 
f(z) = -1/2*z^3 + 115/6*z + 1
*
1/2 | 0.058659106124192341304184802573470282965 | 0.012503678600854440348931759160735003624
f(z) = -1/3*z^3 + 109/12*z + 1
*
-5 | 0.13123020911370322161831822537830895908 | 0.027759560701632488820811854372611207093
f(z) = -1/3*z^3 + 113/15*z + 1
*
-1 | 0.063495434203810164343516477013177791260 | 0.013787858350382875269092864416552666982
f(z) = -1/9*z^3 + 100/9*z + 1
*
[ 10 ] 
f(z) = -1/10*z^3 + 109/10*z + 1
*
0 | 0.067687559337416715270820083362957251763 | 0.014372465287207466778606506266939224794
f(z) = -1/11*z^3 + 111/11*z + 1
*
0 | 0.076042141130069229776042963270398491409 | 0.016209017757586759895626069233553064928
f(z) = -1/12*z^3 + 109/12*z + 1
*
11 | 0.080052580752447610506272996066543856706 | 0.017131502905063280894067951740388703200
f(z) = -1/14*z^3 + 107/14*z + 1
*
[ 12 ] 
f(z) = -1/16*z^3 + 119/12*z + 1
*
[ -9 ] 
f(z) = -1/18*z^3 + 101/18*z + 1
*
[ 12 ] 
f(z) = -1/18*z^3 + 107/12*z + 1
*
[ -12 ] 
f(z) = -1/18*z^3 + 109/12*z + 1
*
-9/20 | 0.077362058371167613365829187898732619123 | 0.012912044753483433258273757715278455360
f(z) = -20*z^3 + 101/20*z + 1
*
-2/5 | 0.070164459218361177180307286163809018750 | 0.013242781502927366772087785629750178828
f(z) = -20/3*z^3 + 107/30*z + 1
*
0 | 0.097298896231682624411321311615138025710 | 0.021082633893659876724820162179230274122
f(z) = -20/7*z^3 + 101/28*z + 1
*
[ 6/5 ] 
f(z) = -20/9*z^3 + 101/30*z + 1
*
[ -1/2 ] 
f(z) = -19/7*z^3 + 103/28*z + 1
*
[ -1/2 ] 
f(z) = -19/8*z^3 + 115/32*z + 1
*
[ -2/3 ] 
f(z) = -19/16*z^3 + 109/36*z + 1
*
0 | 0.090292185257313248650379254148368248095 | 0.019284420038088296817652465429114667963
f(z) = -18/5*z^3 + 103/30*z + 1
*
-1/2 | 0.13828250733668449211451123238842918362 | 0.029534094759154809124682298383017066922
f(z) = -18/5*z^3 + 107/30*z + 1
*
0 | 0.13211818344618026134710215024322126319 | 0.027947396852701412275513536895935073773
f(z) = -18/5*z^3 + 113/30*z + 1
*
4/3 | 0.11715069261067429653736662027316149365 | 0.025070614987369773772921111706535564937
f(z) = -18/7*z^3 + 107/28*z + 1
*
[ -2/3 ] 
f(z) = -18/17*z^3 + 101/34*z + 1
*
[ -1/2 ] 
f(z) = -18/17*z^3 + 111/34*z + 1
*
[ -2/3 ] 
f(z) = -18/19*z^3 + 111/38*z + 1
*
[ -1/2 ] 
f(z) = -17/7*z^3 + 101/28*z + 1
*
[ -1/2 ] 
f(z) = -17/8*z^3 + 113/32*z + 1
*
[ -2/3 ] 
f(z) = -17/16*z^3 + 107/36*z + 1
*
-2 | 0.074754345659789429881387291719303650094 | 0.015697525265415186544548078279551646609
f(z) = -17/19*z^3 + 117/38*z + 1
*
[ 5/8 ] 
f(z) = -16*z^3 + 113/20*z + 1
*
0 | 0.12334437107858888883461034307035910443 | 0.025421187496664038930499007009272148189
f(z) = -16/3*z^3 + 101/24*z + 1
*
0 | 0.14351519053508711383827219258091882591 | 0.029578379096743553984052929619735811903
f(z) = -16/3*z^3 + 107/24*z + 1
*
-1/2 | 0.048296214837370385317923992003100422279 | 0.010464778690205452338696217396923982537
f(z) = -16/5*z^3 + 101/20*z + 1
*
-3/8 | 0.087581935721281526005008753442983610547 | 0.018668821396307544857654114771146442212
f(z) = -16/5*z^3 + 109/20*z + 1
*
-7/8 | 0.087380428409232955924530440289236190747 | 0.018483871381010134099258850629880796919
f(z) = -16/7*z^3 + 113/28*z + 1
*
[ 3/2 ] 
f(z) = -16/7*z^3 + 115/21*z + 1
*
-9/8 | 0.093740610997263209631581849022174743809 | 0.019981594490648040398415236797150008065
f(z) = -16/9*z^3 + 109/36*z + 1
*
[ -3/4 ] 
f(z) = -16/11*z^3 + 104/33*z + 1
*
-2 | 0.066477024919988929706572838421476601567 | 0.013959386160642645687458887212566984278
f(z) = -16/11*z^3 + 117/22*z + 1
*
[ 3/2 ] 
f(z) = -16/11*z^3 + 119/33*z + 1
*
-2 | 0.066426279655545233947602582397679759534 | 0.013999416189427935501362328467302979861
f(z) = -16/13*z^3 + 115/26*z + 1
*
[ -3/4 ] 
f(z) = -16/13*z^3 + 118/39*z + 1
*
-1 | 0.11508566179745798763800354430594189255 | 0.024628691928261167461356127475813578660
f(z) = -16/15*z^3 + 107/30*z + 1
*
-2 | 0.066133339163523716923897191032655489967 | 0.014042449318001046332425635990739841676
f(z) = -16/17*z^3 + 111/34*z + 1
*
-2 | 0.065858294678256221889594024939623908989 | 0.014038245794503509450343335255299334332
f(z) = -16/19*z^3 + 109/38*z + 1
*
-2/5 | 0.097854380867288289942026284818368486573 | 0.017156050621160219117564680345786387671
f(z) = -15*z^3 + 103/20*z + 1
*
-1/2 | 0.15324675371051521927021481856362376926 | 0.029510500108285064195403317544309913707
f(z) = -15/2*z^3 + 101/24*z + 1
*
-1/5 | 0.088727948048721437279337610057963428413 | 0.019144150234901557006516401720250256384
f(z) = -15/4*z^3 + 103/20*z + 1
*
-1 | 0.10237593428333589368013972180545547119 | 0.021908770449351344111329233487470005831
f(z) = -15/4*z^3 + 107/20*z + 1
*
0 | 0.12723565847391129377499395755503357668 | 0.027452664178863348908423612332564292762
f(z) = -15/7*z^3 + 103/35*z + 1
*
5/3 | 0.081152695476119868401818553157187853481 | 0.017473269851407833810932972579102527513
f(z) = -15/7*z^3 + 104/21*z + 1
*
[ -1/3 ] 
f(z) = -15/8*z^3 + 101/24*z + 1
*
[ -1/2 ] 
f(z) = -15/8*z^3 + 111/32*z + 1
*
-2 | 0.072876224785162887827813026356041708225 | 0.015534176235622709081984269425738267489
f(z) = -15/11*z^3 + 109/22*z + 1
*
-2 | 0.072797685227384710217744137157198496793 | 0.015578932549488010007353671603963246184
f(z) = -15/13*z^3 + 107/26*z + 1
*
-2 | 0.072402125743552206137240294024358425896 | 0.015621652512460760072787689501947816652
f(z) = -15/17*z^3 + 103/34*z + 1
*
-2 | 0.072031602775150207549858120888969688648 | 0.015607740363939837028894384082586512989
f(z) = -15/19*z^3 + 101/38*z + 1
*
[ 4/7 ] 
f(z) = -14*z^3 + 107/28*z + 1
*
0 | 0.10819685956036277605051128397661569652 | 0.023443994401779191630006461782490291907
f(z) = -14/3*z^3 + 101/21*z + 1
*
0 | 0.13626311585551836301428838743760213257 | 0.028824188131159948014237486424311038930
f(z) = -14/3*z^3 + 113/21*z + 1
*
[ -3/4 ] 
f(z) = -14/3*z^3 + 119/24*z + 1
*
0 | 0.11663115703033155925965553983084473727 | 0.025164612068262935975419995554782116503
f(z) = -14/5*z^3 + 103/35*z + 1
*
-2 | 0.063018914003624189974997850927394415040 | 0.013654879384765538296482491057493768183
f(z) = -14/11*z^3 + 101/22*z + 1
*
[ -3/2 ] 
f(z) = -14/15*z^3 + 113/30*z + 1
*
[ -1/2 ] 
f(z) = -14/17*z^3 + 109/34*z + 1
*
0 | 0.15165773440869397545695864349157978338 | 0.029563494882952711956358267124291450044
f(z) = -13/3*z^3 + 112/39*z + 1
*
0 | 0.15225139320678358671970999424398763871 | 0.029679220130385499448386931146893319603
f(z) = -13/3*z^3 + 115/39*z + 1
*
-3/2 | 0.081403421470536260395320501227333534799 | 0.017351819458730176573221338504043520098
f(z) = -13/6*z^3 + 109/24*z + 1
*
[ -1/2 ] 
f(z) = -13/8*z^3 + 109/32*z + 1
*
[ 4/3 ] 
f(z) = -13/8*z^3 + 113/36*z + 1
*
[ 2 ] 
f(z) = -13/11*z^3 + 115/22*z + 1
*
[ 2 ] 
f(z) = -13/15*z^3 + 119/30*z + 1
*
[ -2/3 ] 
f(z) = -13/16*z^3 + 103/36*z + 1
*
[ -4/3 ] 
f(z) = -13/16*z^3 + 115/36*z + 1
*
[ -1/4 ] 
f(z) = -12/5*z^3 + 103/20*z + 1
*
[ -2/3 ] 
f(z) = -12/5*z^3 + 107/30*z + 1
*
[ -5/4 ] 
f(z) = -12/5*z^3 + 111/20*z + 1
*
-1/2 | 0.046801936559923565101179926532844505018 | 0.010162911395180432420324899097330304138
f(z) = -12/7*z^3 + 100/21*z + 1
*
-1/6 | 0.10811493346303449002765430331359822178 | 0.023183519990544638849872875861452441630
f(z) = -12/7*z^3 + 106/21*z + 1
*
[ -3/2 ] 
f(z) = -12/7*z^3 + 116/21*z + 1
*
-11/6 | 0.13321663931701267357880211479535256453 | 0.028566179728863280703568728355367945204
f(z) = -12/11*z^3 + 106/33*z + 1
*
[ 2 ] 
f(z) = -12/11*z^3 + 107/22*z + 1
*
[ 2 ] 
f(z) = -12/13*z^3 + 109/26*z + 1
*
[ 2 ] 
f(z) = -12/17*z^3 + 113/34*z + 1
*
[ 2 ] 
f(z) = -12/19*z^3 + 115/38*z + 1
*
0 | 0.064318515214440205975833318747529890331 | 0.013411452106367385453143939747717374776
f(z) = -11/2*z^3 + 103/22*z + 1
*
[ -1/3 ] 
f(z) = -11/3*z^3 + 119/27*z + 1
*
-2/11 | 0.13183407050366272732265830167010866499 | 0.024835610790353582661182596801017615552
f(z) = -11/4*z^3 + 101/22*z + 1
*
-1/3 | 0.12221427027340591413539152608050223661 | 0.025572528194670324620521250348161226417
f(z) = -11/4*z^3 + 119/36*z + 1
*
[ 3/2 ] 
f(z) = -11/6*z^3 + 107/24*z + 1
*
[ -1/2 ] 
f(z) = -11/8*z^3 + 107/32*z + 1
*
[ -6/11 ] 
f(z) = -11/8*z^3 + 107/33*z + 1
*
[ -1/2 ] 
f(z) = -11/9*z^3 + 119/36*z + 1
*
[ 2 ] 
f(z) = -11/13*z^3 + 101/26*z + 1
*
[ 2 ] 
f(z) = -11/15*z^3 + 103/30*z + 1
*
[ -2/3 ] 
f(z) = -11/16*z^3 + 101/36*z + 1
*
[ -4/3 ] 
f(z) = -11/16*z^3 + 107/36*z + 1
*
[ 2 ] 
f(z) = -11/17*z^3 + 105/34*z + 1
*
[ 2 ] 
f(z) = -11/19*z^3 + 107/38*z + 1
*
0 | 0.10424756122282216785763125379335023796 | 0.022492698383782400294169193122145188354
f(z) = -10/3*z^3 + 103/30*z + 1
*
[ -1/3 ] 
f(z) = -10/3*z^3 + 118/27*z + 1
*
6/5 | 0.095785845156601228913907789212020002886 | 0.020042554935996899773134715935900298598
f(z) = -10/3*z^3 + 119/30*z + 1
*
[ 7/5 ] 
f(z) = -10/7*z^3 + 108/35*z + 1
*
[ -6/5 ] 
f(z) = -10/9*z^3 + 103/30*z + 1
*
[ -2 ] 
f(z) = -10/11*z^3 + 113/22*z + 1
*
[ -2 ] 
f(z) = -10/13*z^3 + 119/26*z + 1
*
[ -1/2 ] 
f(z) = -10/17*z^3 + 107/34*z + 1
*
[ -1/2 ] 
f(z) = -10/19*z^3 + 119/38*z + 1
*
-4/9 | 0.094132890076581592659112689771713769398 | 0.018502429020301179772355093193562980950
f(z) = -9/2*z^3 + 113/36*z + 1
*
-1/2 | 0.12593262271220094627641506565482695066 | 0.026540447640847714763125159992354613674
f(z) = -9/2*z^3 + 115/24*z + 1
*
-5/3 | 0.10858295690978863159121907824916241404 | 0.022801132087251244223883200238954696116
f(z) = -9/4*z^3 + 117/20*z + 1
*
[ -7/6 ] 
f(z) = -9/7*z^3 + 101/28*z + 1
*
[ -4/3 ] 
f(z) = -9/7*z^3 + 113/28*z + 1
*
[ -1/2 ] 
f(z) = -9/8*z^3 + 105/32*z + 1
*
[ -2 ] 
f(z) = -9/11*z^3 + 105/22*z + 1
*
[ -2 ] 
f(z) = -9/13*z^3 + 111/26*z + 1
*
-10/3 | 0.10331783551436978751611703189194210500 | 0.016948951607154869931610154994359044925
f(z) = -9/16*z^3 + 111/20*z + 1
*
2 | 0.15956436125220552480061145616032283268 | 0.026024868193322396799552061860751177929
f(z) = -9/16*z^3 + 115/36*z + 1
*
[ -2/3 ] 
f(z) = -9/19*z^3 + 103/38*z + 1
*
[ -3/8 ] 
f(z) = -8*z^3 + 115/24*z + 1
*
5/4 | 0.088415481527787318867544527326121270162 | 0.019157783898631922985913917729095561270
f(z) = -8/3*z^3 + 101/30*z + 1
*
[ -1/3 ] 
f(z) = -8/3*z^3 + 116/27*z + 1
*
-5/4 | 0.11381653727048574458597347851037517141 | 0.023815358074453848882352596480142375359
f(z) = -8/3*z^3 + 119/30*z + 1
*
3/8 | 0.15032876769690180371264117706608133792 | 0.026047007062834638842858900909072393482
f(z) = -8/9*z^3 + 107/24*z + 1
*
-11/4 | 0.13622228142535624408857559679714381109 | 0.029151994701950762224646769906141527778
f(z) = -8/11*z^3 + 107/22*z + 1
*
[ -3/2 ] 
f(z) = -8/11*z^3 + 109/33*z + 1
*
[ -2 ] 
f(z) = -8/13*z^3 + 103/26*z + 1
*
[ -3/2 ] 
f(z) = -8/13*z^3 + 119/39*z + 1
*
[ -2 ] 
f(z) = -8/17*z^3 + 115/34*z + 1
*
2/3 | 0.068433361240788671128864344826599428276 | 0.012376207409070474658740730078876153164
f(z) = -7*z^3 + 103/36*z + 1
*
[ 5/7 ] 
f(z) = -7*z^3 + 111/35*z + 1
*
-4/7 | 0.14669121482131588130503022126575872849 | 0.027792350923028568027476553251294472714
f(z) = -7*z^3 + 113/28*z + 1
*
[ -4/7 ] 
f(z) = -7/2*z^3 + 109/28*z + 1
*
[ -1/3 ] 
f(z) = -7/3*z^3 + 115/27*z + 1
*
-8/7 | 0.10810742367066928901212440196731079857 | 0.022868321325944419480306379849523050290
f(z) = -7/4*z^3 + 113/28*z + 1
*
-1/3 | 0.13671831025482893563669305244256528987 | 0.028813543915113808330728084425154462914
f(z) = -7/4*z^3 + 115/36*z + 1
*
[ -3/2 ] 
f(z) = -7/6*z^3 + 103/24*z + 1
*
[ -1/2 ] 
f(z) = -7/8*z^3 + 103/32*z + 1
*
[ -4/3 ] 
f(z) = -7/8*z^3 + 119/36*z + 1
*
[ -1/2 ] 
f(z) = -7/9*z^3 + 115/36*z + 1
*
[ -2 ] 
f(z) = -7/15*z^3 + 101/30*z + 1
*
[ -2 ] 
f(z) = -7/17*z^3 + 107/34*z + 1
*
[ -2 ] 
f(z) = -7/19*z^3 + 113/38*z + 1
*
-3/4 | 0.084823219144196428194638417093042847887 | 0.017067687261296740665010678370018024113
f(z) = -6*z^3 + 113/24*z + 1
*
[ 5/6 ] 
f(z) = -6*z^3 + 119/30*z + 1
*
-3/2 | 0.071821226604163638016783943242642066859 | 0.015562156251841599144447041016763038175
f(z) = -6/5*z^3 + 101/30*z + 1
*
-2 | 0.054479137529625234157700198593760671511 | 0.011658705991506472947663371839641557049
f(z) = -6/7*z^3 + 107/21*z + 1
*
[ 7/3 ] 
f(z) = -6/7*z^3 + 110/21*z + 1
*
-2 | 0.13456906360771562777035899516379436439 | 0.028308932448464941346337024494112662157
f(z) = -6/11*z^3 + 116/33*z + 1
*
0 | 0.13177645456848150762149638989648431486 | 0.028089252359146413946346798486628354316
f(z) = -6/13*z^3 + 109/39*z + 1
*
[ -1/2 ] 
f(z) = -6/17*z^3 + 105/34*z + 1
*
[ -2 ] 
f(z) = -6/19*z^3 + 105/38*z + 1
*
[ -1/2 ] 
f(z) = -6/19*z^3 + 117/38*z + 1
*
-6/5 | 0.087622818585917519177771777768559702045 | 0.018905704909271837030874822485235832115
f(z) = -5/2*z^3 + 103/30*z + 1
*
[ -3/5 ] 
f(z) = -5/2*z^3 + 107/30*z + 1
*
[ 6/5 ] 
f(z) = -5/2*z^3 + 113/30*z + 1
*
[ -1/3 ] 
f(z) = -5/3*z^3 + 113/27*z + 1
*
[ -2/5 ] 
f(z) = -5/3*z^3 + 113/30*z + 1
*
-1/5 | 0.064952180958812194195294166019691490114 | 0.014073777861659744263009426356582187335
f(z) = -5/4*z^3 + 101/20*z + 1
*
[ -6/5 ] 
f(z) = -5/4*z^3 + 109/30*z + 1
*
-1/3 | 0.13687257187232967125407585428548949858 | 0.028953108380604875850702989777853291575
f(z) = -5/4*z^3 + 113/36*z + 1
*
-3/2 | 0.12538199347145000443059315372592163266 | 0.027167653155299522292118085434019160878
f(z) = -5/7*z^3 + 101/28*z + 1
*
[ -1/2 ] 
f(z) = -5/8*z^3 + 101/32*z + 1
*
[ -4/3 ] 
f(z) = -5/8*z^3 + 103/36*z + 1
*
-3 | 0.092188829944154137077098095472097198332 | 0.019289903279760832499741212274489338970
f(z) = -5/8*z^3 + 119/24*z + 1
*
[ -1/2 ] 
f(z) = -5/9*z^3 + 113/36*z + 1
*
[ -2/5 ] 
f(z) = -5/12*z^3 + 107/30*z + 1
*
-6/5 | 0.098280258126213062546927488688716412074 | 0.018131099262232845932633891356554852217
f(z) = -5/12*z^3 + 113/30*z + 1
*
-4 | 0.093486070928367708200076079710168756803 | 0.015381963462997944522913259527741563505
f(z) = -5/16*z^3 + 109/20*z + 1
*
5/4 | 0.11564736003757438473713861189361162323 | 0.024651201092045920737830685843623823099
f(z) = -4*z^3 + 109/20*z + 1
*
-1/12 | 0.13829872088355699882354311510459279219 | 0.027827749765842501056985558166301274690
f(z) = -4*z^3 + 109/36*z + 1
*
[ -1/3 ] 
f(z) = -4/3*z^3 + 112/27*z + 1
*
[ -1/4 ] 
f(z) = -4/5*z^3 + 101/20*z + 1
*
-9/4 | 0.11680202524340551406331422940417036361 | 0.024897327628559021511719948424045956383
f(z) = -4/7*z^3 + 109/28*z + 1
*
5/2 | 0.12487195063310165896787093814777259658 | 0.026514736140412788016530672355297293798
f(z) = -4/7*z^3 + 111/35*z + 1
*
[ 9/4 ] 
f(z) = -4/9*z^3 + 101/36*z + 1
*
-1/4 | 0.10867212932477536935891255267530592378 | 0.023164372383558700103670076573729435068
f(z) = -4/9*z^3 + 109/36*z + 1
*
-3 | 0.091430039852169152227101252093472327956 | 0.019566314772301661979720197458592910344
f(z) = -4/15*z^3 + 107/30*z + 1
*
4 | 0.065417052136684584541638601042780069924 | 0.013837885666529273354820116605257922808
f(z) = -4/15*z^3 + 113/30*z + 1
*
5/3 | 0.10462556097608737893653706771166168789 | 0.022390197604602695884123565482729352901
f(z) = -3/2*z^3 + 107/30*z + 1
*
-5/3 | 0.085340857130163168873619695739692418110 | 0.018052434114324167277855973662468224683
f(z) = -3/2*z^3 + 113/30*z + 1
*
-8/3 | 0.080639132787969307841384242162726712022 | 0.017057862794496522975885157760839794544
f(z) = -3/4*z^3 + 113/24*z + 1
*
[ -5/2 ] 
f(z) = -3/5*z^3 + 103/20*z + 1
*
-2 | 0.11716512446293729601061477656491728538 | 0.025073703448936472985294719601088900756
f(z) = -3/5*z^3 + 107/30*z + 1
*
-1 | 0.075883538473760854029544308468878606217 | 0.016477901013223723516968476723124130422
f(z) = -3/7*z^3 + 100/21*z + 1
*
5/2 | 0.11305269039212600216763418490558123699 | 0.024392513710992546276715913031682377469
f(z) = -3/7*z^3 + 103/28*z + 1
*
[ -3 ] 
f(z) = -3/7*z^3 + 109/21*z + 1
*
[ -3 ] 
f(z) = -3/8*z^3 + 113/24*z + 1
*
-4 | 0.12714451015756526955323857591621497334 | 0.027549553623485256609026024032453403179
f(z) = -3/10*z^3 + 101/20*z + 1
*
[ 3 ] 
f(z) = -3/10*z^3 + 101/30*z + 1
*
-5/3 | 0.093132296754559744608397877435932214342 | 0.020094442844679517588568497054292706824
f(z) = -3/10*z^3 + 103/30*z + 1
*
[ 4 ] 
f(z) = -3/10*z^3 + 111/20*z + 1
*
11/3 | 0.13720705358029651372731639499096663779 | 0.029078539027527001722248419306938962217
f(z) = -3/11*z^3 + 112/33*z + 1
*
[ 3 ] 
f(z) = -3/13*z^3 + 107/39*z + 1
*
[ 4 ] 
f(z) = -3/14*z^3 + 117/28*z + 1
*
-5/2 | 0.059770343239260659581677577642625194358 | 0.012791040578772545507571114360462273924
f(z) = -2/3*z^3 + 107/30*z + 1
*
[ -1/3 ] 
f(z) = -2/3*z^3 + 110/27*z + 1
*
-3/4 | 0.080568293225890195423019917757789496571 | 0.017042877867345272689603432406511599252
f(z) = -2/3*z^3 + 113/24*z + 1
*
5/2 | 0.098863654680360008717711001995386556813 | 0.020912956260755601406466015967620527952
f(z) = -2/3*z^3 + 113/30*z + 1
*
-4 | 0.10277211954825335088783397191580982282 | 0.022268566806267060568438611888277505579
f(z) = -2/9*z^3 + 101/36*z + 1
*
4 | 0.11990788852305818551418282171280531253 | 0.025089933059040941736450064286336784299
f(z) = -2/9*z^3 + 119/36*z + 1
*
0 | 0.056544985153785661664622488379985252565 | 0.012200278656505565945670371700939290799
f(z) = -2/11*z^3 + 103/22*z + 1
*
[ -3 ] 
f(z) = -2/13*z^3 + 106/39*z + 1
*
-6 | 0.10491557607068947421173758316810053459 | 0.021952890780477072262218690863560438628
f(z) = -2/15*z^3 + 119/30*z + 1
*
[ -1/2 ] 
f(z) = -2/17*z^3 + 103/34*z + 1
*
[ -1/2 ] 
f(z) = -2/19*z^3 + 115/38*z + 1
*
-1/5 | 0.13391125649254413501597496923158971822 | 0.029015765894711111750392663317897474765
f(z) = -z^3 + 101/25*z + 1
*
-5/2 | 0.073661732114342040885465276377810846085 | 0.015581910124396401735588910445134071801
f(z) = -z^3 + 113/20*z + 1
*
[ -1/3 ] 
f(z) = -1/3*z^3 + 109/27*z + 1
*
-5 | 0.10942425311222149891419318883529318938 | 0.023324693853278560222212250701240537994
f(z) = -1/4*z^3 + 109/20*z + 1
*
-1/3 | 0.098493660896673425613611360184243144304 | 0.020994746791165936315741081690393518525
f(z) = -1/4*z^3 + 109/36*z + 1
*
-5 | 0.061994556484652979254471699092592456665 | 0.013432922554985432194528350384667771083
f(z) = -1/6*z^3 + 101/30*z + 1
*
5 | 0.062615942748469457568735127407339978074 | 0.013101972116586233330806166760000389929
f(z) = -1/6*z^3 + 119/30*z + 1
*
0 | 0.12893010158673206068278485544274168269 | 0.027591445386545781130648661088055864584
f(z) = -1/8*z^3 + 107/24*z + 1
*
6 | 0.057823749093581554837485245104459886095 | 0.012476187764253493357438808002097552902
f(z) = -1/10*z^3 + 103/30*z + 1
*
-6 | 0.079229390031712964071409495544343508708 | 0.016759655240913509865091560370536965367
f(z) = -1/10*z^3 + 113/30*z + 1
*
-8 | 0.081651075493185538026031055492240438863 | 0.017473585784057071430622641627945445257
f(z) = -1/12*z^3 + 107/24*z + 1
*
[ -6 ] 
f(z) = -1/15*z^3 + 107/30*z + 1
*
2 | 0.063325690315058366597991835761764901335 | 0.013395492974872368196264896526445094017
f(z) = -1/15*z^3 + 113/30*z + 1
*
-10 | 0.11583422491733571917603312925541898660 | 0.019117324599341360817117195127005830534
f(z) = -1/16*z^3 + 107/20*z + 1
*
0 | 0.11220327776458653158732211604389235156 | 0.023917066178275390266839932238810062031
f(z) = -20/9*z^3 + 109/45*z + 1
*
0 | 0.13837020693279734902951890578560511227 | 0.029380893850991718683452381633793955759
f(z) = -20/11*z^3 + 111/55*z + 1
*
0 | 0.10815737768619490696601402083812274349 | 0.022878888264270885061394859961555185908
f(z) = -20/11*z^3 + 113/44*z + 1
*
0 | 0.12993119853901583283441388166855478084 | 0.025538818329438280437077946299366376075
f(z) = -18/5*z^3 + 107/45*z + 1
*
0 | 0.14184992381522738906595940155912852978 | 0.027881520951828456651725583187688454832
f(z) = -18/5*z^3 + 112/45*z + 1
*
0 | 0.077252838978694402840556308292962002966 | 0.016281126239279324559651558221511632109
f(z) = -18/7*z^3 + 115/42*z + 1
*
-7/17 | 0.12097394244193604503953687936300827768 | 0.021349246906472233367543770796263075646
f(z) = -17/3*z^3 + 100/51*z + 1
*
[ 2/3 ] 
f(z) = -17/3*z^3 + 109/54*z + 1
*
[ 2/3 ] 
f(z) = -16/3*z^3 + 101/54*z + 1
*
-2/3 | 0.13385121879270050902097979604388066583 | 0.028880052993956982537567610505982055955
f(z) = -15/7*z^3 + 103/42*z + 1
*
0 | 0.084818095764725335400510214728890910096 | 0.018378305713840303976040957877599051171
f(z) = -15/14*z^3 + 101/42*z + 1
*
-1/3 | 0.077231540654793629682043152394226425413 | 0.016734458043503800171947772076093179498
f(z) = -15/16*z^3 + 101/48*z + 1
*
[ 8/5 ] 
f(z) = -15/16*z^3 + 111/40*z + 1
*
3/14 | 0.15214067674276337172540956827158148790 | 0.026627194851685106112080281620803990411
f(z) = -14/9*z^3 + 101/42*z + 1
*
[ 3/4 ] 
f(z) = -13/3*z^3 + 101/48*z + 1
*
0 | 0.14385079963053326690535745533191087634 | 0.028041645191174191302980263694142017782
f(z) = -13/4*z^3 + 113/52*z + 1
*
2 | 0.16119693103807932543276618768477501814 | 0.026604002895273893154476917916086219223
f(z) = -13/16*z^3 + 107/52*z + 1
*
[ 3/2 ] 
f(z) = -12/19*z^3 + 100/57*z + 1
*
[ 3/2 ] 
f(z) = -11/12*z^3 + 115/48*z + 1
*
[ 5/6 ] 
f(z) = -9/2*z^3 + 117/40*z + 1
*
5/3 | 0.10801428157788318693223829512704841444 | 0.023404433575184667180752501233464443128
f(z) = -9/8*z^3 + 101/40*z + 1
*
-5/3 | 0.081002243070397091325251337078074127639 | 0.017266304930664834103129018947607488887
f(z) = -9/8*z^3 + 109/40*z + 1
*
[ -5/6 ] 
f(z) = -9/10*z^3 + 113/40*z + 1
*
-11/6 | 0.13324012652564898437070995480499504915 | 0.028870346080765604189038758587472486052
f(z) = -9/11*z^3 + 101/44*z + 1
*
[ 5/8 ] 
f(z) = -8*z^3 + 101/40*z + 1
*
[ 6/7 ] 
f(z) = -7/2*z^3 + 101/42*z + 1
*
-6/7 | 0.095668872437131717750121078096179271697 | 0.019170456823841160110408603418031903569
f(z) = -7/2*z^3 + 115/42*z + 1
*
-2/7 | 0.12715678267968546331235744797182999405 | 0.026897895318924943184598230653817788129
f(z) = -7/3*z^3 + 113/42*z + 1
*
-3/7 | 0.12458657869439735989211697574312084082 | 0.026661917889133204964937383042504595361
f(z) = -7/6*z^3 + 107/42*z + 1
*
[ -6/7 ] 
f(z) = -7/9*z^3 + 115/42*z + 1
*
-2/7 | 0.061708524545591332758103733987170361266 | 0.011499962797604871798841328317381281927
f(z) = -7/12*z^3 + 107/42*z + 1
*
[ -6/7 ] 
f(z) = -7/12*z^3 + 109/42*z + 1
*
18/7 | 0.10915063889549955723340480313993502358 | 0.020136506619762288679690310912937103347
f(z) = -7/12*z^3 + 113/42*z + 1
*
-3/7 | 0.13408047525713944621745528532041054515 | 0.023466353751763582815016402931085819292
f(z) = -7/18*z^3 + 101/42*z + 1
*
7/4 | 0.10231228545801536772981129323872522224 | 0.021895149401464651006699522972744585869
f(z) = -6/5*z^3 + 107/40*z + 1
*
[ 3/4 ] 
f(z) = -5*z^3 + 119/48*z + 1
*
-8/5 | 0.12466940496423638013566837251432945607 | 0.026371732073844153040817984104803521864
f(z) = -5/4*z^3 + 113/40*z + 1
*
-3/2 | 0.13899318946892841067694202560454010712 | 0.029083406124421894336652305668103752682
f(z) = -5/4*z^3 + 119/48*z + 1
*
[ 9/5 ] 
f(z) = -5/9*z^3 + 101/45*z + 1
*
-1/2 | 0.12836254408201471667288257318464621432 | 0.027813476075781932421846528233212916749
f(z) = -5/12*z^3 + 101/48*z + 1
*
-3 | 0.11770569742029428220914598523322427440 | 0.025396457423771667387479655179020242708
f(z) = -5/16*z^3 + 103/48*z + 1
*
3 | 0.11770569742029428220914598523322427440 | 0.024629139127698077556334410457378618525
f(z) = -5/16*z^3 + 119/48*z + 1
*
[ 5/6 ] 
f(z) = -4*z^3 + 116/45*z + 1
*
[ 5/3 ] 
f(z) = -4/5*z^3 + 118/45*z + 1
*
11/4 | 0.13892131911069091754596996932282139376 | 0.029850129493687848999468207156263342215
f(z) = -4/11*z^3 + 105/44*z + 1
*
[ -3/2 ] 
f(z) = -4/17*z^3 + 112/51*z + 1
*
[ -2/3 ] 
f(z) = -3/7*z^3 + 113/42*z + 1
*
7/2 | 0.11965695019466089032684104717870120175 | 0.025606961956790749532390963621841447840
f(z) = -3/10*z^3 + 107/40*z + 1
*
2 | 0.13324305425526743259620065963633320222 | 0.028748833986550600862231153699169055999
f(z) = -3/11*z^3 + 103/44*z + 1
*
0 | 0.062368659486400684710644867581733718660 | 0.013347088390320350901069710814124992122
f(z) = -3/14*z^3 + 107/42*z + 1
*
-7/2 | 0.11523726322488309832290264337501385914 | 0.024661135108355216029224563045685904361
f(z) = -3/14*z^3 + 107/56*z + 1
*
[ 3 ] 
f(z) = -3/16*z^3 + 113/48*z + 1
*
[ 3 ] 
f(z) = -3/17*z^3 + 115/51*z + 1
*
[ 3 ] 
f(z) = -3/19*z^3 + 119/57*z + 1
*
-5/4 | 0.099732368566991813152774779167561421860 | 0.020942613590452010360444478077688558872
f(z) = -2*z^3 + 117/40*z + 1
*
-3 | 0.13927703676849680372284481060366991161 | 0.029352798522861062458493822148877129783
f(z) = -2/7*z^3 + 115/42*z + 1
*
-5/2 | 0.089798718912039226896924227946128465920 | 0.019457502482188792108062939244797953708
f(z) = -1/2*z^3 + 101/40*z + 1
*
[ -3/2 ] 
f(z) = -1/4*z^3 + 107/48*z + 1
*
-4/3 | 0.11118309383530628037373593112807945293 | 0.023841437958454966480436758243499811099
f(z) = -1/5*z^3 + 106/45*z + 1
*
5 | 0.059650707807232135305202712183834523836 | 0.012525940594348624972290842654452578827
f(z) = -1/8*z^3 + 117/40*z + 1
*
[ -3/4 ] 
f(z) = -1/9*z^3 + 115/48*z + 1
*
5 | 0.14098749962112295397745369655819403885 | 0.029659161592200506068722752948530662808
f(z) = -1/9*z^3 + 116/45*z + 1
*
[ -4 ] 
f(z) = -1/11*z^3 + 119/44*z + 1
*
[ 4 ] 
f(z) = -1/13*z^3 + 103/52*z + 1
*
6 | 0.052701135068296120083190272623323049120 | 0.011419232688720014925382456883681002843
f(z) = -1/14*z^3 + 101/42*z + 1
*
[ -3 ] 
f(z) = -1/19*z^3 + 103/57*z + 1
*
0 | 0.13407579780402998636794464785945322065 | 0.025305354233882584698273996981638197614
f(z) = -20/7*z^3 + 109/70*z + 1
*
-3/20 | 0.092150568973033531072517761934500314711 | 0.015380307810969800081570971732621797042
f(z) = -20/9*z^3 + 103/60*z + 1
*
[ 5/6 ] 
f(z) = -18/7*z^3 + 111/70*z + 1
*
0 | 0.13720243760424633454458353440439793362 | 0.026968027446300806888199886877264176201
f(z) = -18/7*z^3 + 113/63*z + 1
*
-7/9 | 0.091208338040259452968968362957961341524 | 0.017927589382166139698944078756253254292
f(z) = -18/7*z^3 + 116/63*z + 1
*
[ 3/5 ] 
f(z) = -17/3*z^3 + 103/75*z + 1
*
3/2 | 0.086965766882044161548944147230583183349 | 0.018396156655015485098833170106566946642
f(z) = -17/15*z^3 + 113/60*z + 1
*
0 | 0.13910832214935472103163398803685596035 | 0.027762611721762723451172888250910852386
f(z) = -15/7*z^3 + 101/70*z + 1
*
0 | 0.12451679633228311467348966546483897878 | 0.026866036104485536267377330271635712649
f(z) = -15/13*z^3 + 103/78*z + 1
*
0 | 0.13696121626254355641234227182656880760 | 0.028917964007393203485806724933852408723
f(z) = -15/13*z^3 + 114/65*z + 1
*
0 | 0.093418548991464744982056864863124808108 | 0.020156205298888159982845688677873343812
f(z) = -15/14*z^3 + 103/70*z + 1
*
0 | 0.12394421022968599547043874386197053311 | 0.023482667246140405622110736127998611918
f(z) = -14/5*z^3 + 101/70*z + 1
*
0 | 0.12343368927120977476684550578480847690 | 0.026415195943170819916159075916951079555
f(z) = -14/9*z^3 + 107/63*z + 1
*
9/7 | 0.11742307171841927977522458144576202226 | 0.024838891206180607433816461553980422451
f(z) = -14/9*z^3 + 113/63*z + 1
*
0 | 0.13547741266941342023072959027743354472 | 0.028500019400679974550981996595823712214
f(z) = -14/9*z^3 + 116/63*z + 1
*
0 | 0.14780811845117792106824904585964337003 | 0.028813067599404720472462246524748187093
f(z) = -13/6*z^3 + 103/78*z + 1
*
-6/13 | 0.10253915456070491243897584754701919355 | 0.019043411381194793601814359185889159609
f(z) = -13/12*z^3 + 109/78*z + 1
*
-6/13 | 0.16956802879942284973412931300698493081 | 0.029575777999242780335991941865545551214
f(z) = -13/18*z^3 + 103/78*z + 1
*
-3/4 | 0.052259325092281190027285328194440564409 | 0.010515349761074463662776446325138555776
f(z) = -12/5*z^3 + 101/60*z + 1
*
0 | 0.056500300144314069944661027247912070632 | 0.011368696717265896145226785016228754624
f(z) = -12/5*z^3 + 109/60*z + 1
*
0 | 0.13808702764598977275188898689667317265 | 0.028793381681936565650459148773613762063
f(z) = -11/6*z^3 + 109/66*z + 1
*
0 | 0.13368480181363485876160422824587479133 | 0.027875446298708284101130205642565156534
f(z) = -11/6*z^3 + 115/66*z + 1
*
14/11 | 0.20243181716152194269897473885753278138 | 0.029817743367466452823731843913502001828
f(z) = -11/8*z^3 + 111/77*z + 1
*
[ 3/2 ] 
f(z) = -11/15*z^3 + 119/60*z + 1
*
0 | 0.12783808338021374413330660030642861199 | 0.027357750071522741868004700719478931193
f(z) = -10/7*z^3 + 107/70*z + 1
*
0 | 0.13687097637762552721656505429974817272 | 0.028845718479189027947308281826938132109
f(z) = -10/11*z^3 + 115/66*z + 1
*
[ 8/9 ] 
f(z) = -9/4*z^3 + 119/72*z + 1
*
-6/5 | 0.17129093018058695898627439892221160584 | 0.025298516828144918450369948788413476642
f(z) = -9/8*z^3 + 109/75*z + 1
*
[ 7/6 ] 
f(z) = -8/7*z^3 + 107/63*z + 1
*
3/2 | 0.13687079290596096880609777084706027583 | 0.028639308673074049043578654269535038469
f(z) = -8/11*z^3 + 119/66*z + 1
*
0 | 0.093985733898528795679346381286384020786 | 0.020113241299443318183816129973748132563
f(z) = -8/15*z^3 + 107/60*z + 1
*
2 | 0.12546139011025693538950446589457362750 | 0.026539263314434496321737844185740620291
f(z) = -8/15*z^3 + 113/60*z + 1
*
[ 6/5 ] 
f(z) = -7/8*z^3 + 107/75*z + 1
*
0 | 0.10814765548986950198478251760938174237 | 0.023052576403368747089748181265674033957
f(z) = -7/10*z^3 + 109/70*z + 1
*
-3/2 | 0.054656082131160555773775442757175198640 | 0.011792724508804121772251167734637829131
f(z) = -7/15*z^3 + 103/60*z + 1
*
[ 3/5 ] 
f(z) = -6*z^3 + 112/75*z + 1
*
-4/3 | 0.12748890058828286694393318741714086195 | 0.026968149319936408086704145184033589177
f(z) = -6/5*z^3 + 113/60*z + 1
*
[ 3/2 ] 
f(z) = -6/13*z^3 + 107/78*z + 1
*
-4/5 | 0.075235770543774639450534571992518589656 | 0.016100690440213464737779191265185895146
f(z) = -5/6*z^3 + 107/60*z + 1
*
12/5 | 0.12231305356275574882817748100633973950 | 0.025593197944990067908275910378338083588
f(z) = -5/12*z^3 + 119/60*z + 1
*
-2/5 | 0.10810837766274871451846146955768506917 | 0.023044204006329172998260592890150189191
f(z) = -5/14*z^3 + 109/70*z + 1
*
-5/4 | 0.078036553354396425273651742928105849295 | 0.016507330548491417220334804834165370416
f(z) = -4/3*z^3 + 113/60*z + 1
*
0 | 0.12317325480603008575340317861162654675 | 0.026576150432709454243654606359114295651
f(z) = -4/5*z^3 + 103/60*z + 1
*
-3/4 | 0.13580905171328911249292467252153557126 | 0.029063562249852457076218499530743833766
f(z) = -4/5*z^3 + 107/60*z + 1
*
[ 5/6 ] 
f(z) = -3*z^3 + 113/60*z + 1
*
-5/3 | 0.059610115850340785935929224858474429872 | 0.012916264186994603851966432345245896056
f(z) = -3/4*z^3 + 101/60*z + 1
*
[ 3/2 ] 
f(z) = -3/5*z^3 + 101/60*z + 1
*
-10/3 | 0.17882827090322981305665008294881717717 | 0.029513885942049859392570609110638202041
f(z) = -3/16*z^3 + 107/60*z + 1
*
10/3 | 0.17882899778029557441144448059685444729 | 0.029005170778094547891200397719810444386
f(z) = -3/16*z^3 + 119/60*z + 1
*
4 | 0.048442978626380297279974373002159115754 | 0.010247303687382968829419236014880111958
f(z) = -2/15*z^3 + 113/60*z + 1
*
5/2 | 0.11095370334764726493792574050590558503 | 0.024041344736884062003562410208663806181
f(z) = -1/3*z^3 + 101/60*z + 1
*
[ 8/3 ] 
f(z) = -1/8*z^3 + 109/72*z + 1
*
5 | 0.076725058483963746085959333359479867881 | 0.016229905695543789175699334652174684128
f(z) = -1/12*z^3 + 113/60*z + 1
*
[ 4 ] 
f(z) = -1/17*z^3 + 115/68*z + 1
*
0 | 0.11986848937480390039947689210899022016 | 0.022623878692434896526311686497576158973
f(z) = -20/9*z^3 + 101/90*z + 1
*
0 | 0.14221293793307007909200106856575123321 | 0.026841151273979789705332282439272768471
f(z) = -20/9*z^3 + 119/90*z + 1
*
[ 2/3 ] 
f(z) = -19/5*z^3 + 107/90*z + 1
*
1/9 | 0.053448395243900027018053190000790940797 | 0.010505628143837140007604868694938455129
f(z) = -18/11*z^3 + 101/99*z + 1
*
[ 11/12 ] 
f(z) = -18/11*z^3 + 113/88*z + 1
*
[ 11/12 ] 
f(z) = -16/11*z^3 + 112/99*z + 1
*
-1/2 | 0.065050250234223143623044476999592707171 | 0.012526630222831874179647172315913225752
f(z) = -15/7*z^3 + 101/84*z + 1
*
3/7 | 0.059510853218764959958430957210735404593 | 0.012685235610898193912789782030088926439
f(z) = -14/13*z^3 + 109/91*z + 1
*
-1/11 | 0.12578415606427424647486897269731911330 | 0.026228033703382452684526601255287134034
f(z) = -11/9*z^3 + 100/99*z + 1
*
[ 5/6 ] 
f(z) = -9/4*z^3 + 109/80*z + 1
*
10/9 | 0.14692137003939109277441845556698753438 | 0.028878346542931894168361017022601363576
f(z) = -9/5*z^3 + 119/90*z + 1
*
0 | 0.12538048953347033345681954638170559682 | 0.027167327283423764577673527513035636700
f(z) = -9/10*z^3 + 101/90*z + 1
*
0 | 0.053447724770506775554634665607915482915 | 0.011532006489752193112667043553154709361
f(z) = -9/11*z^3 + 103/99*z + 1
*
-4/3 | 0.12950130792924318761605066004527112052 | 0.027713685332143297007424283242322942335
f(z) = -6/7*z^3 + 107/84*z + 1
*
[ 3/4 ] 
f(z) = -5/2*z^3 + 103/96*z + 1
*
-3/4 | 0.11075371337472501709579940544070198659 | 0.022285286528605403498117759400632032880
f(z) = -3/2*z^3 + 113/96*z + 1
*
[ 3/2 ] 
f(z) = -3/7*z^3 + 109/84*z + 1
*
[ 3/2 ] 
f(z) = -3/8*z^3 + 113/96*z + 1
*
[ 5/6 ] 
f(z) = -2*z^3 + 107/90*z + 1
*
4/3 | 0.11118309383530628037373593112807945293 | 0.023699605449527323090884102126145699097
f(z) = -2/5*z^3 + 109/90*z + 1
*
-5/4 | 0.073871986391172685280232114606720836065 | 0.015746431142103157674247697954467208956
f(z) = -z^3 + 109/80*z + 1
*
5 | 0.13662516496718282603157243324447101273 | 0.029122795494386557817554928935780953997
f(z) = -1/16*z^3 + 109/80*z + 1
*
0 | 0.12991656353375460850701035857403243049 | 0.024520343827270191641046130641008068867
f(z) = -20/11*z^3 + 101/110*z + 1
*
-4/5 | 0.11921892742197413314336475571870360171 | 0.019343313008112258902981334908907483353
f(z) = -19/16*z^3 + 101/100*z + 1
*
[ 5/6 ] 
f(z) = -18/11*z^3 + 103/110*z + 1
*
-1/17 | 0.15949264403109636905599234761564667903 | 0.028146952711078955434854221579484799185
f(z) = -17/6*z^3 + 103/102*z + 1
*
[ 4/5 ] 
f(z) = -17/8*z^3 + 111/100*z + 1
*
0 | 0.10419888936454378367469140035525959006 | 0.018790902619045633537866864471824596012
f(z) = -16/7*z^3 + 109/112*z + 1
*
2/3 | 0.16149573876900461592083604191215737095 | 0.029793320915866355681239752686107718349
f(z) = -15/14*z^3 + 113/105*z + 1
*
-1/7 | 0.13791165586445170045914351867779263042 | 0.029513526120914023735865499128730984178
f(z) = -14/15*z^3 + 107/105*z + 1
*
3/13 | 0.14582535136482195077714786766292466724 | 0.028426555662904293229160355043674998092
f(z) = -13/8*z^3 + 113/104*z + 1
*
[ 5/6 ] 
f(z) = -12/7*z^3 + 104/105*z + 1
*
0 | 0.13652865682657615776810124193386476633 | 0.028468436127163654562063911565359252634
f(z) = -11/10*z^3 + 101/110*z + 1
*
-3/11 | 0.13325728800290785145145738363925631170 | 0.027786302745281095864935984106047337764
f(z) = -11/10*z^3 + 119/110*z + 1
*
0 | 0.12938427058718388801442786907281841843 | 0.025821929354872416072029968051593010492
f(z) = -10/7*z^3 + 101/105*z + 1
*
0 | 0.054340922082743916937003575808515070617 | 0.011538501667873697321803070634279334883
f(z) = -10/11*z^3 + 111/110*z + 1
*
[ 4/5 ] 
f(z) = -9/4*z^3 + 119/100*z + 1
*
-1/7 | 0.11804208296729625408452169553708785234 | 0.025312238582966166601633844017042720741
f(z) = -7/15*z^3 + 106/105*z + 1
*
[ 3/2 ] 
f(z) = -6/17*z^3 + 115/102*z + 1
*
[ 3/2 ] 
f(z) = -6/19*z^3 + 119/114*z + 1
*
[ 4/3 ] 
f(z) = -5/12*z^3 + 107/108*z + 1
*
[ 4/5 ] 
f(z) = -2*z^3 + 103/100*z + 1
*
0 | 0.13092511582028828099297962954493201222 | 0.024710697144514146235525342574281978637
f(z) = -20/13*z^3 + 109/130*z + 1
*
0 | 0.10600166125379689013376337961632170049 | 0.021846867288120650362484736222551839351
f(z) = -16/15*z^3 + 113/120*z + 1
*
0 | 0.15123971258011098158866847100745148435 | 0.027924096923785707547478094234878928421
f(z) = -15/8*z^3 + 113/120*z + 1
*
2/3 | 0.13321874193948224756522731219904256437 | 0.025653735581616671041955865323139980292
f(z) = -15/11*z^3 + 113/132*z + 1
*
0 | 0.13646248970608739620598832518253934083 | 0.025854400390381423024969803903212597470
f(z) = -14/9*z^3 + 115/126*z + 1
*
0 | 0.14251173929824547182110303450182182304 | 0.027780614631566373537541395067506099354
f(z) = -13/10*z^3 + 109/130*z + 1
*
[ 11/12 ] 
f(z) = -12/11*z^3 + 109/132*z + 1
*
[ 12/11 ] 
f(z) = -11/16*z^3 + 119/132*z + 1
*
[ 12/11 ] 
f(z) = -11/18*z^3 + 107/132*z + 1
*
3/4 | 0.13047232439575370372412462764185684481 | 0.021776365923542240809137284980938854981
f(z) = -10/9*z^3 + 107/120*z + 1
*
14/9 | 0.11714884798125885928899068449018426589 | 0.024222915503100386918805242114890828696
f(z) = -9/14*z^3 + 115/126*z + 1
*
3/2 | 0.14047655824815808654774139077396944319 | 0.029342412644356049581183727179401516934
f(z) = -7/10*z^3 + 109/120*z + 1
*
[ 9/7 ] 
f(z) = -7/18*z^3 + 109/126*z + 1
*
-3/5 | 0.077625065550918059500387959114889444481 | 0.016214140874070640972325064748377283380
f(z) = -5/8*z^3 + 107/120*z + 1
*
[ 5/6 ] 
f(z) = -3/2*z^3 + 101/120*z + 1
*
-5/4 | 0.059978574585192226735397779362759825391 | 0.012528183401176634570852290500697191278
f(z) = -2/3*z^3 + 101/120*z + 1
*
[ 5/3 ] 
f(z) = -2/15*z^3 + 104/135*z + 1
*
-1/2 | 0.11150941829883670356160638770942826235 | 0.019550082562634543883911380088773311159
f(z) = -15/7*z^3 + 103/140*z + 1
*
12/13 | 0.11206511606520154651069495391469282177 | 0.019245102662187724431888024273744577457
f(z) = -13/6*z^3 + 119/156*z + 1
*
0 | 0.14820210159197792821216685063394302181 | 0.028889868948260575067053942401031449771
f(z) = -13/12*z^3 + 109/156*z + 1
*
0 | 0.14522819508790523581273361077240335449 | 0.028832551455480075175493633995019202912
f(z) = -11/14*z^3 + 107/154*z + 1
*
-6/5 | 0.14489077455820407707843122638460685809 | 0.025402577184877208383075384650128929502
f(z) = -7/12*z^3 + 101/150*z + 1
*
[ 6/5 ] 
f(z) = -7/18*z^3 + 109/150*z + 1
*
[ 4/3 ] 
f(z) = -3/13*z^3 + 103/156*z + 1
*
-3/5 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -1/6*z^3 + 109/150*z + 1
*
0 | 0.17262885623590016163215967641073420857 | 0.029314388489173366737670295044813856447
f(z) = -19/9*z^3 + 109/171*z + 1
*
1/2 | 0.065986177228923191859485698028004784971 | 0.012706860296289851315532868558944035414
f(z) = -15/14*z^3 + 101/168*z + 1
*
3/4 | 0.16523454903780960828884275327591746596 | 0.024793578625389013677537711422091628065
f(z) = -14/9*z^3 + 115/168*z + 1
*
0 | 0.13358539328776019986887828197153946172 | 0.026162714421960018168407426422871263736
f(z) = -11/15*z^3 + 106/165*z + 1
*
[ 11/12 ] 
f(z) = -9/11*z^3 + 105/176*z + 1
*
8/7 | 0.10186420333835904199300757588928943000 | 0.019299354014641577035734991886733377815
f(z) = -7/6*z^3 + 109/168*z + 1
*
-8/7 | 0.11305276014262431864086166890999825520 | 0.022063535301391899406049295144934685339
f(z) = -7/12*z^3 + 107/168*z + 1
*
[ 5/4 ] 
f(z) = -3/10*z^3 + 107/160*z + 1
*
0 | 0.17399736081743261977903210745637261233 | 0.029546776490965116658502129670153958743
f(z) = -19/10*z^3 + 111/190*z + 1
*
[ 3/4 ] 
f(z) = -19/12*z^3 + 107/192*z + 1
*
17/13 | 0.14650111687349136868014303223396457214 | 0.028151600426898040351438520436745615589
f(z) = -13/14*z^3 + 107/182*z + 1
*
-10/9 | 0.13807927651849620201353285434904535477 | 0.020987080758740332411928163862905543622
f(z) = -9/16*z^3 + 107/180*z + 1
*
8/15 | 0.14265772557512815052068202243083095625 | 0.026339564443278171947111379966027608239
f(z) = -5/4*z^3 + 109/180*z + 1
*
-9/10 | 0.13200413828154740675142686435523075386 | 0.025419841156376718283729019600226256630
f(z) = -5/9*z^3 + 101/180*z + 1
*
-4/5 | 0.11118439811401371910222962512632471097 | 0.021410614666469598676670678006250718393
f(z) = -5/9*z^3 + 109/180*z + 1
*
-14/9 | 0.21230228302094464806367829696062069790 | 0.028998335635750153449018223656009412848
f(z) = -3/8*z^3 + 104/189*z + 1
*
[ 4/3 ] 
f(z) = -1/5*z^3 + 109/180*z + 1
*
-9/2 | 0.10503626498343796648031837505738074024 | 0.020226677786747249409164994887804893502
f(z) = -1/15*z^3 + 103/180*z + 1
*
[ 12/17 ] 
f(z) = -17/9*z^3 + 107/204*z + 1
*
-2/5 | 0.12659829392007290579866295226624171816 | 0.020722403570160862511054885509529090527
f(z) = -15/7*z^3 + 107/210*z + 1
*
10/7 | 0.17266053809783677612611600256749285958 | 0.028584976354634873903971634433005993168
f(z) = -7/12*z^3 + 103/210*z + 1
*
-6/7 | 0.13400699670403035827500438530323815437 | 0.025061586275234202189012142738768191139
f(z) = -7/15*z^3 + 107/210*z + 1
*
[ 8/9 ] 
f(z) = -3/4*z^3 + 101/216*z + 1
*
[ 4/3 ] 
f(z) = -3/17*z^3 + 115/204*z + 1
*
[ 8/5 ] 
f(z) = -1/16*z^3 + 107/200*z + 1
*
[ 13/17 ] 
f(z) = -17/13*z^3 + 101/221*z + 1
*
0 | 0.16941253238000776560093311298951431204 | 0.029897595381480441445793619854263269874
f(z) = -17/14*z^3 + 107/238*z + 1
*
[ 10/11 ] 
f(z) = -11/16*z^3 + 103/220*z + 1
*
[ 7/8 ] 
f(z) = -6/7*z^3 + 115/224*z + 1
*
-11/10 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -5/11*z^3 + 101/220*z + 1
*
-4/5 | 0.16026595117197047227671098778237689883 | 0.029713944797756048282142119400660282299
f(z) = -5/11*z^3 + 119/220*z + 1
*
[ 3/2 ] 
f(z) = -1/19*z^3 + 103/228*z + 1
*
15/16 | 0.19025656394310113428085580820077409085 | 0.026592144294556941369513365875413143994
f(z) = -16/9*z^3 + 119/240*z + 1
*
1/2 | 0.13523365302049915793546379053329908758 | 0.023393816496278774913236976915193648919
f(z) = -9/7*z^3 + 109/252*z + 1
*
[ 5/7 ] 
f(z) = -8/5*z^3 + 102/245*z + 1
*
[ 3/4 ] 
f(z) = -7/5*z^3 + 109/240*z + 1
*
-15/8 | 0.15900460599407272353579324305095539033 | 0.029012056480654756047313035761761377196
f(z) = -4/15*z^3 + 113/240*z + 1
*
-3/4 | 0.093411008950877849488546617094710540420 | 0.017043817382867755136430217638137649251
f(z) = -1/5*z^3 + 107/240*z + 1
*
[ 14/19 ] 
f(z) = -19/14*z^3 + 101/266*z + 1
*
[ 3/4 ] 
f(z) = -14/11*z^3 + 101/264*z + 1
*
11/10 | 0.12415181363239601678356409643308874833 | 0.021766575808955502372395934739365656113
f(z) = -12/11*z^3 + 113/275*z + 1
*
7/6 | 0.11956988942385660662981112521816235020 | 0.021315712742595946701206449018838348678
f(z) = -12/13*z^3 + 109/273*z + 1
*
-13/10 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -5/13*z^3 + 109/260*z + 1
*
[ 6/7 ] 
f(z) = -13/18*z^3 + 107/294*z + 1
*
[ 6/7 ] 
f(z) = -3/4*z^3 + 113/294*z + 1
*
[ 9/8 ] 
f(z) = -2/9*z^3 + 113/288*z + 1
*
[ 3/4 ] 
f(z) = -20*z^3 + 131/12*z + 1
*
[ 3/2 ] 
f(z) = -20*z^3 + 136/3*z + 1
*
-11/10 | 0.052741768134254452867927056095909913375 | 0.010735899297015705720043001177189362492
f(z) = -20/3*z^3 + 136/15*z + 1
*
-5/4 | 0.13944332706165076652876390502197808263 | 0.028342249525729582689474981407375914962
f(z) = -20/3*z^3 + 137/12*z + 1
*
[ -2/3 ] 
f(z) = -19/2*z^3 + 121/18*z + 1
*
-1/2 | 0.16774575681460132281289024873558794551 | 0.029018024473208182000629876878212302200
f(z) = -18*z^3 + 121/18*z + 1
*
[ 5/6 ] 
f(z) = -18*z^3 + 123/10*z + 1
*
-4/9 | 0.16101274225262718573158538589042503889 | 0.027853292887456226004886863838026820554
f(z) = -18*z^3 + 127/18*z + 1
*
[ 4/3 ] 
f(z) = -18*z^3 + 129/4*z + 1
*
[ -4/3 ] 
f(z) = -18*z^3 + 135/4*z + 1
*
-1/2 | 0.11999447481335721760477917632137685080 | 0.020757619583976706784901686256451315902
f(z) = -18*z^3 + 139/18*z + 1
*
-2 | 0.067520718793734606964647689284015582567 | 0.013683468533573929494209665014756171739
f(z) = -18/5*z^3 + 139/10*z + 1
*
-2 | 0.067622524888771261156282353771965736832 | 0.013744468913238545533884243659179487446
f(z) = -18/7*z^3 + 137/14*z + 1
*
[ 2/3 ] 
f(z) = -17*z^3 + 127/18*z + 1
*
-2 | 0.074701680508893914905006443607384789466 | 0.015228847288484588086547847203588648670
f(z) = -17*z^3 + 135/2*z + 1
*
[ 2 ] 
f(z) = -17*z^3 + 137/2*z + 1
*
[ -2 ] 
f(z) = -17*z^3 + 139/2*z + 1
*
-2 | 0.054548593391227496125701050155390856189 | 0.011154335193868387610773644436014725543
f(z) = -17/3*z^3 + 133/6*z + 1
*
[ 2 ] 
f(z) = -17/3*z^3 + 139/6*z + 1
*
-2 | 0.075036319264934532863091484806112834050 | 0.015391442497688317761244884114403692526
f(z) = -17/5*z^3 + 131/10*z + 1
*
-2 | 0.075137018530689243995849552520234674753 | 0.015460888667894653098546237906166790972
f(z) = -17/7*z^3 + 129/14*z + 1
*
2 | 0.16661522920871906147863061959567065154 | 0.024234124331171317980940229888112839048
f(z) = -17/8*z^3 + 121/17*z + 1
*
-2/17 | 0.083195931863996518684178997525632470006 | 0.012002635832232387115123484132483325649
f(z) = -17/8*z^3 + 128/17*z + 1
*
[ 4 ] 
f(z) = -17/8*z^3 + 139/4*z + 1
*
-2 | 0.061632381081406191657870550877499445310 | 0.012722956397306153688611447811179376566
f(z) = -17/9*z^3 + 127/18*z + 1
*
[ 5/4 ] 
f(z) = -16*z^3 + 126/5*z + 1
*
-2 | 0.065979153700783737796968639498753475950 | 0.013620273644100458090207233730338452261
f(z) = -16*z^3 + 127/2*z + 1
*
[ 2 ] 
f(z) = -16*z^3 + 129/2*z + 1
*
[ -2 ] 
f(z) = -16*z^3 + 131/2*z + 1
*
[ -5/4 ] 
f(z) = -16*z^3 + 134/5*z + 1
*
[ 5/4 ] 
f(z) = -16/3*z^3 + 128/15*z + 1
*
[ -2 ] 
f(z) = -16/3*z^3 + 137/6*z + 1
*
-2 | 0.066325631324815590375580290668845502676 | 0.013782853362791129943866430611024414887
f(z) = -16/5*z^3 + 123/10*z + 1
*
[ 2 ] 
f(z) = -16/5*z^3 + 133/10*z + 1
*
[ -3/2 ] 
f(z) = -16/5*z^3 + 133/15*z + 1
*
-2 | 0.066424180247949340526447952187422780114 | 0.013850517368598750536306321432974177968
f(z) = -16/7*z^3 + 121/14*z + 1
*
[ 2 ] 
f(z) = -16/7*z^3 + 135/14*z + 1
*
[ 2 ] 
f(z) = -16/9*z^3 + 137/18*z + 1
*
[ 11/4 ] 
f(z) = -16/11*z^3 + 128/11*z + 1
*
[ -11/4 ] 
f(z) = -16/11*z^3 + 136/11*z + 1
*
[ -5/2 ] 
f(z) = -16/15*z^3 + 121/15*z + 1
*
[ 2 ] 
f(z) = -15*z^3 + 121/2*z + 1
*
[ -3/5 ] 
f(z) = -15*z^3 + 121/15*z + 1
*
[ -2 ] 
f(z) = -15*z^3 + 123/2*z + 1
*
-1/5 | 0.15635135238874366187317474984164325835 | 0.028867882937529503618082133950921639345
f(z) = -15*z^3 + 124/15*z + 1
*
-1/6 | 0.087453954376396459478504214245661118359 | 0.016840878306432400813298412185184822653
f(z) = -15*z^3 + 137/12*z + 1
*
0 | 0.11189847623168011812025093606370385654 | 0.022332193357501727624075412743888295435
f(z) = -15*z^3 + 139/10*z + 1
*
-2/15 | 0.11454272135526246676876533460555459112 | 0.021148559452229164095562458215741242593
f(z) = -15*z^3 + 139/15*z + 1
*
[ 2 ] 
f(z) = -15/7*z^3 + 127/14*z + 1
*
2 | 0.12324395451639668053233760115208474417 | 0.017904354526406737442427260140421078130
f(z) = -15/8*z^3 + 122/15*z + 1
*
[ 4 ] 
f(z) = -15/8*z^3 + 123/4*z + 1
*
[ -4 ] 
f(z) = -15/8*z^3 + 125/4*z + 1
*
-2 | 0.13119708028385595863546518265405308629 | 0.018743986506441967483807629861274463710
f(z) = -15/8*z^3 + 137/15*z + 1
*
-10/3 | 0.18128946762588974580147958837235203801 | 0.028953079675861242663801043355800174460
f(z) = -15/16*z^3 + 131/12*z + 1
*
-3/14 | 0.13977117461688621407521417531779858279 | 0.026481269097186133201304398647974913779
f(z) = -14*z^3 + 121/14*z + 1
*
[ -1/6 ] 
f(z) = -14*z^3 + 133/18*z + 1
*
-5/7 | 0.12363248375357654764651142403874743669 | 0.023423607052068211361420855263610435566
f(z) = -14*z^3 + 135/14*z + 1
*
5/6 | 0.063873538341636237513901039766344612535 | 0.011551561170374495825820271443384606352
f(z) = -14*z^3 + 139/18*z + 1
*
[ -2 ] 
f(z) = -14/3*z^3 + 121/6*z + 1
*
[ 3 ] 
f(z) = -14/3*z^3 + 128/3*z + 1
*
[ -3 ] 
f(z) = -14/3*z^3 + 130/3*z + 1
*
[ -2 ] 
f(z) = -14/5*z^3 + 127/10*z + 1
*
[ 2 ] 
f(z) = -14/9*z^3 + 121/18*z + 1
*
[ -2 ] 
f(z) = -14/9*z^3 + 139/18*z + 1
*
[ 3 ] 
f(z) = -14/15*z^3 + 136/15*z + 1
*
[ -3 ] 
f(z) = -13/3*z^3 + 121/3*z + 1
*
[ 3/2 ] 
f(z) = -13/3*z^3 + 121/12*z + 1
*
[ -3/2 ] 
f(z) = -13/3*z^3 + 137/12*z + 1
*
[ 3 ] 
f(z) = -13/6*z^3 + 121/6*z + 1
*
[ -3 ] 
f(z) = -13/6*z^3 + 125/6*z + 1
*
[ -2 ] 
f(z) = -13/7*z^3 + 125/14*z + 1
*
[ -2 ] 
f(z) = -13/9*z^3 + 131/18*z + 1
*
-3 | 0.10266022507763166306636442094875618076 | 0.021406319584138058436619691939208138766
f(z) = -13/12*z^3 + 121/12*z + 1
*
[ 3 ] 
f(z) = -13/12*z^3 + 125/12*z + 1
*
[ -3 ] 
f(z) = -13/12*z^3 + 133/12*z + 1
*
[ 3 ] 
f(z) = -13/15*z^3 + 127/15*z + 1
*
[ -3 ] 
f(z) = -13/15*z^3 + 137/15*z + 1
*
[ 5/6 ] 
f(z) = -12*z^3 + 122/15*z + 1
*
0 | 0.14225032674845501490801914624049520918 | 0.028622871358284443925610166994841709631
f(z) = -12*z^3 + 125/12*z + 1
*
0 | 0.13016995433018361840483580952323186285 | 0.026192121611749290806773154290950971357
f(z) = -12*z^3 + 127/12*z + 1
*
0 | 0.13552645994434925111375485347627022941 | 0.027269929829338193537674630665478776537
f(z) = -12*z^3 + 131/12*z + 1
*
0 | 0.066342245510114379147771106878700668373 | 0.013349041807219270106483346975656926607
f(z) = -12*z^3 + 133/12*z + 1
*
-1/3 | 0.079682614747013705955176820327299132905 | 0.016148147872869364316556251567318871145
f(z) = -12/5*z^3 + 139/15*z + 1
*
[ -2/3 ] 
f(z) = -11*z^3 + 133/18*z + 1
*
[ 6 ] 
f(z) = -11/18*z^3 + 137/6*z + 1
*
[ -6 ] 
f(z) = -11/18*z^3 + 139/6*z + 1
*
-1 | 0.083203237431091893158757227872173975240 | 0.017349222540063809067394556327893807148
f(z) = -10*z^3 + 121/10*z + 1
*
[ -2/3 ] 
f(z) = -10*z^3 + 125/18*z + 1
*
[ -1/6 ] 
f(z) = -10*z^3 + 131/18*z + 1
*
[ 3/2 ] 
f(z) = -10*z^3 + 137/6*z + 1
*
[ 5/3 ] 
f(z) = -9*z^3 + 127/5*z + 1
*
[ -5/3 ] 
f(z) = -9*z^3 + 133/5*z + 1
*
0 | 0.15227247552356522168286591134792580634 | 0.029930140972280957026527986835948741931
f(z) = -9*z^3 + 137/18*z + 1
*
-1 | 0.078217668329741315335207862989462708561 | 0.016309650637590277968824802081596450899
f(z) = -9/2*z^3 + 121/18*z + 1
*
[ 5/3 ] 
f(z) = -9/2*z^3 + 129/10*z + 1
*
-11/9 | 0.14470353672024320498472711836121735037 | 0.029325017961628102668453038903912476821
f(z) = -9/2*z^3 + 139/18*z + 1
*
[ 8/3 ] 
f(z) = -9/4*z^3 + 133/8*z + 1
*
2 | 0.16751241136103819842593968855757142421 | 0.029842969585960315603036270113648875584
f(z) = -9/4*z^3 + 137/18*z + 1
*
[ -8/3 ] 
f(z) = -9/4*z^3 + 139/8*z + 1
*
[ 6 ] 
f(z) = -9/8*z^3 + 124/3*z + 1
*
[ -6 ] 
f(z) = -9/8*z^3 + 125/3*z + 1
*
[ 11/3 ] 
f(z) = -9/11*z^3 + 129/11*z + 1
*
[ -11/3 ] 
f(z) = -9/11*z^3 + 135/11*z + 1
*
[ 5/4 ] 
f(z) = -8*z^3 + 127/10*z + 1
*
-5/2 | 0.11638515342779489529852495075987072286 | 0.024268189430135562672116081361377246546
f(z) = -8/7*z^3 + 121/14*z + 1
*
-1/2 | 0.12792021415256710766378300948291489396 | 0.026673436409773390592605942587415653255
f(z) = -8/9*z^3 + 121/18*z + 1
*
-1/2 | 0.098891924749541847423712584826057558416 | 0.020041026883447243129746448448864596783
f(z) = -8/9*z^3 + 139/18*z + 1
*
[ 4 ] 
f(z) = -7/12*z^3 + 121/12*z + 1
*
[ -4 ] 
f(z) = -7/12*z^3 + 127/12*z + 1
*
[ 6 ] 
f(z) = -7/12*z^3 + 131/6*z + 1
*
[ -6 ] 
f(z) = -7/12*z^3 + 133/6*z + 1
*
-4/3 | 0.12136430159448829101246977190184171816 | 0.025135960129694791210170645764501809731
f(z) = -6*z^3 + 125/12*z + 1
*
[ 4/3 ] 
f(z) = -6*z^3 + 131/12*z + 1
*
-4/3 | 0.13994469720003546630822337363879971976 | 0.028444154420472708100500861456324606719
f(z) = -6*z^3 + 137/12*z + 1
*
-3/2 | 0.13498114597293231968076991703110459788 | 0.027687319512290225428381960257738437042
f(z) = -5*z^3 + 131/12*z + 1
*
[ 3 ] 
f(z) = -5*z^3 + 137/3*z + 1
*
[ -3 ] 
f(z) = -5*z^3 + 139/3*z + 1
*
[ 3/2 ] 
f(z) = -5*z^3 + 139/12*z + 1
*
[ 3 ] 
f(z) = -5/2*z^3 + 139/6*z + 1
*
-3 | 0.12176539514431530876036856036773465549 | 0.025136393985421721972439108767484620042
f(z) = -5/4*z^3 + 127/12*z + 1
*
3 | 0.13150067798447525891283185031694190449 | 0.026973406257560319183239315189907574652
f(z) = -5/4*z^3 + 131/12*z + 1
*
[ 6 ] 
f(z) = -5/9*z^3 + 125/6*z + 1
*
[ -6 ] 
f(z) = -5/9*z^3 + 127/6*z + 1
*
-6 | 0.13031865310515475085859084932640951007 | 0.020969729875362690015902225524268560725
f(z) = -5/16*z^3 + 125/12*z + 1
*
[ 5/2 ] 
f(z) = -4*z^3 + 128/5*z + 1
*
[ -5/2 ] 
f(z) = -4*z^3 + 132/5*z + 1
*
-5/2 | 0.14254063569849837979442499726542876028 | 0.029237921308363240331457735311805835005
f(z) = -4/3*z^3 + 131/15*z + 1
*
[ 5/2 ] 
f(z) = -4/3*z^3 + 134/15*z + 1
*
[ -3 ] 
f(z) = -4/5*z^3 + 128/15*z + 1
*
[ 11/2 ] 
f(z) = -4/11*z^3 + 130/11*z + 1
*
[ -11/2 ] 
f(z) = -4/11*z^3 + 134/11*z + 1
*
[ 5/3 ] 
f(z) = -3*z^3 + 131/15*z + 1
*
[ -1/6 ] 
f(z) = -2*z^3 + 127/18*z + 1
*
[ 4 ] 
f(z) = -2*z^3 + 131/4*z + 1
*
[ 5/2 ] 
f(z) = -2*z^3 + 131/10*z + 1
*
[ -4 ] 
f(z) = -2*z^3 + 133/4*z + 1
*
[ -5/2 ] 
f(z) = -2*z^3 + 139/10*z + 1
*
4 | 0.11714928075122622864376520999086741952 | 0.024262980229756246772560845155014786863
f(z) = -2/3*z^3 + 125/12*z + 1
*
-4 | 0.11891828592428547362766697479092051007 | 0.024392507223933525107471176339564980706
f(z) = -2/3*z^3 + 131/12*z + 1
*
[ 4 ] 
f(z) = -2/3*z^3 + 137/12*z + 1
*
-6 | 0.13645473851476999008160341401202528972 | 0.027653350765234638250937755848694043501
f(z) = -2/3*z^3 + 139/6*z + 1
*
-1/2 | 0.12556442179708099384134294383999829764 | 0.025755761966703923411839189630080267324
f(z) = -2/5*z^3 + 131/10*z + 1
*
-1 | 0.064013657236278778996283375495602079679 | 0.013347884280528675175193449828855619093
f(z) = -2/9*z^3 + 121/18*z + 1
*
0 | 0.10711668537401604255453690508594939499 | 0.022297297280046303455474120723815359464
f(z) = -2/15*z^3 + 122/15*z + 1
*
0 | 0.10081936626694655252771489342307231744 | 0.020491820555173547825453759615245744296
f(z) = -2/15*z^3 + 137/15*z + 1
*
[ 5 ] 
f(z) = -z^3 + 129/5*z + 1
*
[ -5 ] 
f(z) = -z^3 + 131/5*z + 1
*
5 | 0.13917477632185529623948938578557307187 | 0.028921330947447562326069145424606263068
f(z) = -1/2*z^3 + 123/10*z + 1
*
-5 | 0.14037844958837240862508980703895846416 | 0.028978742373676153734874938119416991635
f(z) = -1/2*z^3 + 127/10*z + 1
*
[ 5 ] 
f(z) = -1/2*z^3 + 133/10*z + 1
*
[ -5 ] 
f(z) = -1/2*z^3 + 137/10*z + 1
*
5 | 0.11505541592773509031280881923530880005 | 0.023949815135358872357570967632874172261
f(z) = -1/3*z^3 + 122/15*z + 1
*
-5 | 0.11693945785552990855640653154718910122 | 0.024101139418916704936579348807517236597
f(z) = -1/3*z^3 + 128/15*z + 1
*
[ 5 ] 
f(z) = -1/3*z^3 + 137/15*z + 1
*
[ 8 ] 
f(z) = -1/4*z^3 + 135/8*z + 1
*
[ -8 ] 
f(z) = -1/4*z^3 + 137/8*z + 1
*
-1 | 0.066289725507284944361223268430112207875 | 0.013822481377579950540436715847409568434
f(z) = -1/10*z^3 + 121/10*z + 1
*
0 | 0.13375282981216912968366148878620901366 | 0.027435367421055351437435428721239153861
f(z) = -1/10*z^3 + 131/10*z + 1
*
[ 11 ] 
f(z) = -1/11*z^3 + 131/11*z + 1
*
0 | 0.069335681789442615078825669212294843874 | 0.014113688708474014078355562417980614558
f(z) = -1/15*z^3 + 136/15*z + 1
*
[ -12 ] 
f(z) = -1/16*z^3 + 121/12*z + 1
*
0 | 0.10406962730097421594244064909709538533 | 0.021414330151421468298324996181890595694
f(z) = -1/16*z^3 + 129/16*z + 1
*
0 | 0.096283259218369978308147895069550333009 | 0.019876040602874230019970202910820279066
f(z) = -1/18*z^3 + 127/18*z + 1
*
-7/20 | 0.14075840269041707658943865245908076616 | 0.023493154567418696115568329552128175423
f(z) = -20*z^3 + 129/20*z + 1
*
[ -1/3 ] 
f(z) = -20/3*z^3 + 128/27*z + 1
*
-1 | 0.12819344673401403008731732044271326249 | 0.026378270613688845831404183691128696835
f(z) = -20/7*z^3 + 129/28*z + 1
*
[ -7/10 ] 
f(z) = -20/7*z^3 + 134/35*z + 1
*
[ -1/3 ] 
f(z) = -19/3*z^3 + 127/27*z + 1
*
-1/3 | 0.10384761565498188262764240917883192239 | 0.020197279443468416881691945589243139446
f(z) = -19/4*z^3 + 127/36*z + 1
*
[ -1/2 ] 
f(z) = -19/9*z^3 + 127/36*z + 1
*
-2 | 0.077266591449658652804834688599974747770 | 0.015658526622439087965400090986795643260
f(z) = -19/13*z^3 + 139/26*z + 1
*
-2 | 0.056885182953221327346472771169880899031 | 0.011562073880123119764662063375631205900
f(z) = -19/15*z^3 + 137/30*z + 1
*
[ -4/3 ] 
f(z) = -19/16*z^3 + 139/36*z + 1
*
-2 | 0.077149874459645810099845008403896029819 | 0.015727941439440850300925727872336969776
f(z) = -19/17*z^3 + 135/34*z + 1
*
[ 4/3 ] 
f(z) = -18/5*z^3 + 133/20*z + 1
*
[ 4/3 ] 
f(z) = -18/7*z^3 + 135/28*z + 1
*
[ 11/6 ] 
f(z) = -18/11*z^3 + 131/22*z + 1
*
-2 | 0.067699448109199932520213277565819659274 | 0.013886504200971936896788927983157308366
f(z) = -18/13*z^3 + 131/26*z + 1
*
-2 | 0.067538643973978145649637302053710662446 | 0.013942203876224191855036188018994295123
f(z) = -18/17*z^3 + 127/34*z + 1
*
[ -1/2 ] 
f(z) = -18/19*z^3 + 123/38*z + 1
*
-2 | 0.067376005530926475986932545174965604723 | 0.013954355329148748456524454637410069578
f(z) = -18/19*z^3 + 125/38*z + 1
*
[ -1/3 ] 
f(z) = -17/3*z^3 + 125/27*z + 1
*
-1/3 | 0.11256137097911680737813951026904327661 | 0.022376058056583588773740409634291325158
f(z) = -17/4*z^3 + 125/36*z + 1
*
[ -1/2 ] 
f(z) = -17/9*z^3 + 125/36*z + 1
*
-2 | 0.075211150853886576985992171922568787925 | 0.015577105164650902756597719272028897154
f(z) = -17/11*z^3 + 125/22*z + 1
*
-2 | 0.075181501440770724527467155580684023909 | 0.015623154868710841050721010705520164048
f(z) = -17/13*z^3 + 123/26*z + 1
*
-2 | 0.054757070700353367918473488467314094906 | 0.011417736070777447948716950965914719603
f(z) = -17/15*z^3 + 121/30*z + 1
*
[ -4/3 ] 
f(z) = -17/16*z^3 + 131/36*z + 1
*
[ -1/3 ] 
f(z) = -16/3*z^3 + 124/27*z + 1
*
0 | 0.10533150716954888326885507107863465379 | 0.021605588489367261203257315869835768115
f(z) = -16/3*z^3 + 131/24*z + 1
*
[ 5/4 ] 
f(z) = -16/7*z^3 + 132/35*z + 1
*
-5/8 | 0.12891703213441579771074791669320999890 | 0.026202750392313085494551704560738516707
f(z) = -16/7*z^3 + 137/28*z + 1
*
[ 2 ] 
f(z) = -16/11*z^3 + 139/22*z + 1
*
[ 3/2 ] 
f(z) = -16/13*z^3 + 121/39*z + 1
*
-2/5 | 0.15000881280793287456212714508208087600 | 0.026299883187073109154451991092896791898
f(z) = -15*z^3 + 123/20*z + 1
*
2/3 | 0.15543516493334814396998893819064021553 | 0.025442603663971249576013201255682633638
f(z) = -15*z^3 + 137/30*z + 1
*
-4/5 | 0.073997566385195886220998120320767735136 | 0.014768100658290371994464339503993992604
f(z) = -15/2*z^3 + 121/20*z + 1
*
-3/5 | 0.11402756168116209634066074739129833698 | 0.021053443107286464354909311612163299757
f(z) = -15/2*z^3 + 131/30*z + 1
*
[ -1/5 ] 
f(z) = -15/4*z^3 + 123/20*z + 1
*
6/5 | 0.14679473509898407995964532766891840015 | 0.026152037209327724009477799900208973999
f(z) = -15/4*z^3 + 137/30*z + 1
*
[ 2 ] 
f(z) = -15/11*z^3 + 131/22*z + 1
*
[ -1/3 ] 
f(z) = -15/11*z^3 + 137/33*z + 1
*
[ 2 ] 
f(z) = -15/13*z^3 + 133/26*z + 1
*
[ 2 ] 
f(z) = -15/17*z^3 + 137/34*z + 1
*
[ 2 ] 
f(z) = -15/19*z^3 + 139/38*z + 1
*
[ -3/7 ] 
f(z) = -14*z^3 + 124/21*z + 1
*
[ -1/3 ] 
f(z) = -14/3*z^3 + 122/27*z + 1
*
[ -1/4 ] 
f(z) = -14/3*z^3 + 127/24*z + 1
*
[ -5/7 ] 
f(z) = -14/5*z^3 + 134/35*z + 1
*
[ 2 ] 
f(z) = -14/11*z^3 + 123/22*z + 1
*
[ 2 ] 
f(z) = -14/13*z^3 + 125/26*z + 1
*
[ 2 ] 
f(z) = -14/17*z^3 + 129/34*z + 1
*
[ -1/2 ] 
f(z) = -14/19*z^3 + 121/38*z + 1
*
[ 2 ] 
f(z) = -14/19*z^3 + 131/38*z + 1
*
0 | 0.14874190450744407994788445440909865712 | 0.028995095765682105088319298975550771110
f(z) = -13/2*z^3 + 125/26*z + 1
*
0 | 0.14249807592186894478085967365738782946 | 0.027777951152785246777533208497943783801
f(z) = -13/2*z^3 + 127/26*z + 1
*
0 | 0.14249842534689469418835391724090042988 | 0.027778019268170202218583140475478341296
f(z) = -13/2*z^3 + 129/26*z + 1
*
0 | 0.14249914556397089341073855312688107022 | 0.027778159664134376732028420071967258609
f(z) = -13/2*z^3 + 131/26*z + 1
*
0 | 0.14254359280259886253266849601264168541 | 0.027786824014270310291157637638723820622
f(z) = -13/2*z^3 + 133/26*z + 1
*
0 | 0.14263047787126331032731712017435661312 | 0.027803761009227285908338727728193397890
f(z) = -13/2*z^3 + 135/26*z + 1
*
0 | 0.14973122489970679538286500815811365522 | 0.029187949552324079949840116183905293031
f(z) = -13/2*z^3 + 137/26*z + 1
*
[ -1/3 ] 
f(z) = -13/3*z^3 + 121/27*z + 1
*
0 | 0.059624967765241596634720153748237019648 | 0.011623030215351087295840076424592694511
f(z) = -13/3*z^3 + 139/39*z + 1
*
-1/3 | 0.10288711912402977628504288855646978336 | 0.021453630667522722966688150743836987789
f(z) = -13/4*z^3 + 121/36*z + 1
*
[ 3/2 ] 
f(z) = -13/6*z^3 + 125/24*z + 1
*
-1/2 | 0.052328992062347651303275073434115755497 | 0.010700461396582478047592235247742473901
f(z) = -13/6*z^3 + 133/24*z + 1
*
[ -6/13 ] 
f(z) = -13/8*z^3 + 137/39*z + 1
*
[ -1/2 ] 
f(z) = -13/9*z^3 + 121/36*z + 1
*
-3/13 | 0.16956740746640681345670910742562444540 | 0.028313324408502387441876420919722537654
f(z) = -13/9*z^3 + 133/39*z + 1
*
[ -2 ] 
f(z) = -13/11*z^3 + 137/22*z + 1
*
[ 2 ] 
f(z) = -13/17*z^3 + 121/34*z + 1
*
6/13 | 0.17694936686492408365610413321046932759 | 0.026392964022861532410157894102838080954
f(z) = -13/18*z^3 + 136/39*z + 1
*
[ 2 ] 
f(z) = -13/19*z^3 + 123/38*z + 1
*
-1/6 | 0.10632759156581166064463109640498285717 | 0.021949522111365002998316747681116746121
f(z) = -12/7*z^3 + 127/21*z + 1
*
-7/4 | 0.13370324368567601631019645690438029644 | 0.027257034462856288479073633522792138496
f(z) = -12/7*z^3 + 135/28*z + 1
*
[ -2 ] 
f(z) = -12/11*z^3 + 129/22*z + 1
*
[ -2 ] 
f(z) = -12/13*z^3 + 135/26*z + 1
*
0 | 0.14075227557182790170238259608096890407 | 0.029249144500187173018035036270228146112
f(z) = -11/2*z^3 + 123/22*z + 1
*
-1/4 | 0.14781631464897320372758469591258684082 | 0.028588487033481766344828891279932736341
f(z) = -11/2*z^3 + 139/32*z + 1
*
-6/11 | 0.13842260816515648121299147123849502462 | 0.028716705918771742019090679552982220417
f(z) = -11/3*z^3 + 124/33*z + 1
*
0 | 0.13327063884510875104802613611611981835 | 0.027511455785358211806279179143777223076
f(z) = -11/3*z^3 + 127/33*z + 1
*
-1/2 | 0.13044326923661980878882429573448040471 | 0.026756510678211515614144813776941034565
f(z) = -11/6*z^3 + 131/24*z + 1
*
[ -3/2 ] 
f(z) = -11/6*z^3 + 139/24*z + 1
*
[ -2 ] 
f(z) = -11/13*z^3 + 127/26*z + 1
*
[ -2 ] 
f(z) = -11/15*z^3 + 133/30*z + 1
*
[ -2 ] 
f(z) = -11/17*z^3 + 139/34*z + 1
*
[ 4/5 ] 
f(z) = -10*z^3 + 123/20*z + 1
*
[ 3/4 ] 
f(z) = -10*z^3 + 127/24*z + 1
*
-3/10 | 0.17075241895085808555417080515612538200 | 0.029936698972930290604252133498221019601
f(z) = -10*z^3 + 127/30*z + 1
*
-4/5 | 0.14560775798570870022942593471302572475 | 0.027481886778816189605546945638393293641
f(z) = -10*z^3 + 133/20*z + 1
*
[ -1/4 ] 
f(z) = -10/3*z^3 + 125/24*z + 1
*
-3/5 | 0.064346268819339443731062445209275677712 | 0.013198700391697869490831850628034993463
f(z) = -10/3*z^3 + 131/30*z + 1
*
[ -3/10 ] 
f(z) = -10/9*z^3 + 133/30*z + 1
*
-3/5 | 0.083780086959699057346808802662348543313 | 0.013920210915386076291463064085191033789
f(z) = -10/9*z^3 + 137/30*z + 1
*
[ -2 ] 
f(z) = -10/17*z^3 + 131/34*z + 1
*
[ -2 ] 
f(z) = -10/19*z^3 + 137/38*z + 1
*
[ 5/6 ] 
f(z) = -9*z^3 + 121/20*z + 1
*
[ 5/3 ] 
f(z) = -9/4*z^3 + 133/20*z + 1
*
-5/3 | 0.13713669321649150255486492522051390019 | 0.027873419690831185333071305935525633560
f(z) = -9/4*z^3 + 137/20*z + 1
*
-1/6 | 0.13191995649058108639425055819316416293 | 0.027507447465924778468806949017844337551
f(z) = -9/5*z^3 + 121/20*z + 1
*
2 | 0.048749733267541539321931647520016559500 | 0.010031196517748040889748779742089576720
f(z) = -9/5*z^3 + 129/20*z + 1
*
-3/2 | 0.090379487148864246147415806098244793897 | 0.018369885678703456787363414832336418859
f(z) = -9/7*z^3 + 137/28*z + 1
*
[ 5/3 ] 
f(z) = -9/7*z^3 + 139/35*z + 1
*
[ -4/9 ] 
f(z) = -9/8*z^3 + 125/36*z + 1
*
[ -4/9 ] 
f(z) = -9/16*z^3 + 121/36*z + 1
*
-2/9 | 0.11389052453758855210147686907352059913 | 0.018279570446655107679788146275144143957
f(z) = -9/16*z^3 + 127/36*z + 1
*
[ 10/3 ] 
f(z) = -9/16*z^3 + 139/20*z + 1
*
[ -2 ] 
f(z) = -9/17*z^3 + 123/34*z + 1
*
[ -2 ] 
f(z) = -9/19*z^3 + 129/38*z + 1
*
-2/3 | 0.15387530904503151944731029712804707708 | 0.027172237840045382818443367007087894691
f(z) = -8*z^3 + 137/36*z + 1
*
[ 5/4 ] 
f(z) = -8/3*z^3 + 131/30*z + 1
*
[ 11/4 ] 
f(z) = -8/11*z^3 + 135/22*z + 1
*
[ -1/4 ] 
f(z) = -8/13*z^3 + 131/26*z + 1
*
-5/2 | 0.13737699591230877158771847499976624333 | 0.028359143332083833548398032983045303781
f(z) = -8/15*z^3 + 127/30*z + 1
*
[ -2 ] 
f(z) = -8/19*z^3 + 121/38*z + 1
*
-1/2 | 0.12523094531654191616228500213972422716 | 0.023726454122692176191857649855214895481
f(z) = -7*z^3 + 121/28*z + 1
*
-1/5 | 0.12051078919118478958443091521513200241 | 0.023333162264541389990664032360788256484
f(z) = -7*z^3 + 132/25*z + 1
*
-10/7 | 0.10846554534640372060281537776301872560 | 0.022616822881472888242374233532711100805
f(z) = -7/3*z^3 + 121/21*z + 1
*
-1/7 | 0.083746659373735370641053629666225615771 | 0.017288072875599753682282824996058486141
f(z) = -7/3*z^3 + 127/21*z + 1
*
-1 | 0.066670659301370612017932773921222056835 | 0.013901912243140879243498758083144189067
f(z) = -7/4*z^3 + 121/28*z + 1
*
[ 4/3 ] 
f(z) = -7/4*z^3 + 121/36*z + 1
*
-4/3 | 0.13597624867884152108556306087641194286 | 0.027556382001712385801348575657107453808
f(z) = -7/4*z^3 + 139/36*z + 1
*
[ -10/7 ] 
f(z) = -7/8*z^3 + 122/35*z + 1
*
2 | 0.084035906083536891026703030434070951995 | 0.017030367820834765027955574201309357980
f(z) = -7/9*z^3 + 139/36*z + 1
*
-4/7 | 0.10303606204420677645390445222609598135 | 0.016622798392460147301457075214428385051
f(z) = -7/16*z^3 + 123/28*z + 1
*
[ -2/7 ] 
f(z) = -7/16*z^3 + 127/28*z + 1
*
-6/7 | 0.12960861772546928397800623823423576324 | 0.020600364527595106677876869670020717056
f(z) = -7/16*z^3 + 135/28*z + 1
*
-1/5 | 0.13894556893682959132677001178869941059 | 0.027730130169430049691684022950685997424
f(z) = -6*z^3 + 131/25*z + 1
*
-5/6 | 0.13774482679763652140875492594356230099 | 0.026525317030897995802752121991558445570
f(z) = -6*z^3 + 131/30*z + 1
*
[ -3/4 ] 
f(z) = -6*z^3 + 137/24*z + 1
*
[ -3/2 ] 
f(z) = -6/5*z^3 + 131/30*z + 1
*
-5/3 | 0.096659928027384407013421827513367346798 | 0.019765445266385763267419336174509882974
f(z) = -6/5*z^3 + 133/30*z + 1
*
[ -7/3 ] 
f(z) = -6/7*z^3 + 128/21*z + 1
*
[ -1/3 ] 
f(z) = -6/11*z^3 + 134/33*z + 1
*
-2 | 0.14294687106858809406299406662189621490 | 0.029054354726899161507469300706731535695
f(z) = -6/13*z^3 + 137/39*z + 1
*
-2/5 | 0.13293265217672600216927470158568366921 | 0.027718610917813794582410362409232832306
f(z) = -5*z^3 + 121/20*z + 1
*
-3/2 | 0.12086618214216618626069063578154579240 | 0.024950766761266243623385064591222150755
f(z) = -5/2*z^3 + 127/24*z + 1
*
-3/5 | 0.12586425858808166225714131084967726532 | 0.025982534601093707353446044832253322719
f(z) = -5/2*z^3 + 127/30*z + 1
*
-6/5 | 0.12421788047962663628388718814686961552 | 0.025400616034298390902543517525988287185
f(z) = -5/2*z^3 + 133/30*z + 1
*
[ -6/5 ] 
f(z) = -5/3*z^3 + 127/30*z + 1
*
-1/2 | 0.13374271354086058014352465164284408476 | 0.027699673388578505653391287785784531242
f(z) = -5/6*z^3 + 125/24*z + 1
*
3 | 0.10228157186520102538659908700935556589 | 0.021114290187329523005565139232714506966
f(z) = -5/8*z^3 + 127/24*z + 1
*
-4/5 | 0.083722779230432815152047030614310861530 | 0.013403994259771182607023257483430449817
f(z) = -5/16*z^3 + 129/20*z + 1
*
-3 | 0.16653937062026364884188719157337338081 | 0.028023724192559170140152024141101503826
f(z) = -5/18*z^3 + 127/30*z + 1
*
3/5 | 0.13922875777779489316864225611406777850 | 0.023247562988992837487305637187663520194
f(z) = -5/18*z^3 + 133/30*z + 1
*
-4 | 0.13114263420403460457082835507488206980 | 0.026816619992879968082263606285205284542
f(z) = -5/18*z^3 + 133/36*z + 1
*
-5/4 | 0.13382156778960907137223298408286587018 | 0.027903964219721282552548693952467346155
f(z) = -4*z^3 + 121/20*z + 1
*
[ 5/4 ] 
f(z) = -4*z^3 + 129/20*z + 1
*
-1/6 | 0.14281696992685738585107355709283164688 | 0.029071240143802497364641586033116364185
f(z) = -4/3*z^3 + 136/27*z + 1
*
-1 | 0.079916151136938929879511608473394831469 | 0.016663811811029572119711107807415399373
f(z) = -4/7*z^3 + 121/28*z + 1
*
[ 3 ] 
f(z) = -4/7*z^3 + 122/21*z + 1
*
[ -3 ] 
f(z) = -4/7*z^3 + 136/21*z + 1
*
-5/2 | 0.13423161201679965312946507252441050273 | 0.027202821179285469462637438990044258154
f(z) = -4/7*z^3 + 139/35*z + 1
*
[ 3 ] 
f(z) = -4/11*z^3 + 130/33*z + 1
*
0 | 0.13665233012237432095936267184184751373 | 0.028302288864667972844573427298833537961
f(z) = -4/13*z^3 + 125/26*z + 1
*
[ 3 ] 
f(z) = -4/13*z^3 + 134/39*z + 1
*
[ 5/3 ] 
f(z) = -3/2*z^3 + 137/30*z + 1
*
-7/2 | 0.13746505071654054277218400889707554534 | 0.028377320748162151209824015567805579316
f(z) = -3/7*z^3 + 127/28*z + 1
*
[ -4 ] 
f(z) = -3/10*z^3 + 121/20*z + 1
*
[ -3 ] 
f(z) = -3/11*z^3 + 125/33*z + 1
*
0 | 0.13802250865600088127262554553953746830 | 0.028681883000161835289102777931844501687
f(z) = -3/13*z^3 + 123/26*z + 1
*
0 | 0.049166726307074273571271434547306375846 | 0.0099639246195957300144156771779287342996
f(z) = -3/13*z^3 + 139/39*z + 1
*
[ -4 ] 
f(z) = -3/14*z^3 + 131/28*z + 1
*
[ 4/3 ] 
f(z) = -2*z^3 + 137/36*z + 1
*
-5/2 | 0.10658248020341436337811257674138893448 | 0.021663189717646016326319409852490456363
f(z) = -2/3*z^3 + 137/30*z + 1
*
4 | 0.11682368587763777454602591446061290505 | 0.024276643879450193599050779023166146331
f(z) = -2/5*z^3 + 123/20*z + 1
*
-4 | 0.090104340064473060508906151611309927631 | 0.018424929938946326885432163520302744484
f(z) = -2/5*z^3 + 133/20*z + 1
*
-4 | 0.11990929931491433499892750847429932096 | 0.024371903290403784370463158027307985649
f(z) = -2/9*z^3 + 137/36*z + 1
*
3/4 | 0.062231489638127222104177480572381066727 | 0.010315034022433136047976320822233541945
f(z) = -2/9*z^3 + 139/24*z + 1
*
[ 11/2 ] 
f(z) = -2/11*z^3 + 139/22*z + 1
*
[ -4/3 ] 
f(z) = -z^3 + 127/36*z + 1
*
-5/6 | 0.081914606712318340169135838589974056938 | 0.016750257407921389518080687890950541860
f(z) = -z^3 + 133/36*z + 1
*
[ 5/2 ] 
f(z) = -z^3 + 137/20*z + 1
*
5 | 0.11249139070626898256778864245570898895 | 0.023456276840437296121048788744834890664
f(z) = -1/4*z^3 + 121/20*z + 1
*
-5 | 0.10393853479285070725051581167003701833 | 0.021387355343092271594635061827248254666
f(z) = -1/4*z^3 + 129/20*z + 1
*
-1/2 | 0.087027327993037743436243550866528885559 | 0.018146607356099393039027700917482334626
f(z) = -1/6*z^3 + 121/24*z + 1
*
-5 | 0.061167689227810331649673688738934694450 | 0.012546710455536271524890407922151481564
f(z) = -1/6*z^3 + 131/30*z + 1
*
[ -9/2 ] 
f(z) = -1/9*z^3 + 125/36*z + 1
*
[ 6 ] 
f(z) = -1/10*z^3 + 133/30*z + 1
*
0 | 0.13410205186456883586392015993941423474 | 0.027867189193376322147269529525114814641
f(z) = -1/11*z^3 + 123/22*z + 1
*
8 | 0.11802779812888155692275529557881692275 | 0.024444931408874565163034870882273664110
f(z) = -1/12*z^3 + 125/24*z + 1
*
-8 | 0.11846862666294450006751403573815997470 | 0.024300273160052451603735154432228745384
f(z) = -1/12*z^3 + 131/24*z + 1
*
4/3 | 0.15668077128816174198920365899693224534 | 0.024788247882884701094733268651122199975
f(z) = -1/16*z^3 + 139/36*z + 1
*
-3/8 | 0.15470506869421106944728189313369860443 | 0.026819774559533207315459191435346670500
f(z) = -20/3*z^3 + 125/48*z + 1
*
[ 2/3 ] 
f(z) = -20/3*z^3 + 133/54*z + 1
*
[ 11/10 ] 
f(z) = -20/11*z^3 + 126/55*z + 1
*
-8/19 | 0.13156248681034931676869331447814849637 | 0.022340841114593952164985602408721778379
f(z) = -19/3*z^3 + 121/57*z + 1
*
[ 2/3 ] 
f(z) = -19/3*z^3 + 125/54*z + 1
*
[ -1/2 ] 
f(z) = -19/10*z^3 + 139/40*z + 1
*
0 | 0.10718231477514803387170159051534652841 | 0.021067377935016990835542557434117350044
f(z) = -18/5*z^3 + 122/45*z + 1
*
-5/9 | 0.13022217181645633750489877799560104502 | 0.025596011011063878392869512543808809729
f(z) = -18/5*z^3 + 131/45*z + 1
*
0 | 0.12823364935249044037040942964061167042 | 0.025205154045821751297075669864037579979
f(z) = -18/5*z^3 + 137/45*z + 1
*
[ 4/3 ] 
f(z) = -18/11*z^3 + 139/44*z + 1
*
[ 3/4 ] 
f(z) = -17/3*z^3 + 137/48*z + 1
*
[ -1/2 ] 
f(z) = -17/10*z^3 + 137/40*z + 1
*
-3/2 | 0.10579002886777885535032509858642230583 | 0.021502121748566009450168135384151607146
f(z) = -17/12*z^3 + 137/48*z + 1
*
0 | 0.14200085018965109408360173544728423810 | 0.029266274624375178913940573215647562574
f(z) = -16/5*z^3 + 123/40*z + 1
*
-3/4 | 0.11537598780169913668983642078415224237 | 0.023215356563101159850090277732787924682
f(z) = -16/5*z^3 + 136/45*z + 1
*
[ 5/4 ] 
f(z) = -16/9*z^3 + 134/45*z + 1
*
[ 5/4 ] 
f(z) = -16/11*z^3 + 136/55*z + 1
*
[ 3/2 ] 
f(z) = -16/17*z^3 + 125/51*z + 1
*
[ 3/2 ] 
f(z) = -16/19*z^3 + 127/57*z + 1
*
0 | 0.11079302378393327704471541469285765827 | 0.023023437092604683943029268363180706576
f(z) = -15/8*z^3 + 123/40*z + 1
*
[ -2/3 ] 
f(z) = -15/14*z^3 + 125/42*z + 1
*
1/3 | 0.10810690839411892392701236372311818797 | 0.022174878518175296608759544860011307544
f(z) = -15/14*z^3 + 131/42*z + 1
*
0 | 0.12353676941973536221525260730504949745 | 0.023405472862111993286765510684566465872
f(z) = -14/3*z^3 + 127/42*z + 1
*
[ 6/7 ] 
f(z) = -14/3*z^3 + 137/42*z + 1
*
0 | 0.11282133676461927856826189839608280597 | 0.021375309944681499453161511715451443389
f(z) = -14/3*z^3 + 139/42*z + 1
*
-15/14 | 0.15661336604867406130164782185236367501 | 0.026216665113916857065511127103310822602
f(z) = -14/9*z^3 + 131/42*z + 1
*
[ -6/7 ] 
f(z) = -14/9*z^3 + 139/42*z + 1
*
-3/4 | 0.080894850359874338166018923951165896713 | 0.015155835733990887778917267787481392894
f(z) = -13/3*z^3 + 133/48*z + 1
*
0 | 0.069133168058311317178918013086795311113 | 0.013476517159529926284732002467972107453
f(z) = -13/4*z^3 + 133/52*z + 1
*
-2/3 | 0.14244841201405876753458803570461534592 | 0.029128474936891953237513799772535465447
f(z) = -13/6*z^3 + 133/54*z + 1
*
-4/13 | 0.12508280678210878689363575586535227367 | 0.022653933196820908294456713824164717331
f(z) = -13/8*z^3 + 125/52*z + 1
*
[ -1/2 ] 
f(z) = -13/10*z^3 + 133/40*z + 1
*
[ 3/2 ] 
f(z) = -13/12*z^3 + 133/48*z + 1
*
-4/13 | 0.074065115263798546361104089336506390224 | 0.011980604663538224330993927374514355457
f(z) = -13/16*z^3 + 121/52*z + 1
*
[ -2/3 ] 
f(z) = -12/7*z^3 + 137/42*z + 1
*
-1/4 | 0.14161730757964815572013591326150702373 | 0.028870412765078848874488841798211823389
f(z) = -12/11*z^3 + 135/44*z + 1
*
-9/22 | 0.069718393951709796090459191348643681253 | 0.011277488906042532112307753636643078873
f(z) = -11*z^3 + 125/44*z + 1
*
0 | 0.13756846929771036979903184114227439551 | 0.028307362064890187537923393387559736232
f(z) = -11/4*z^3 + 129/44*z + 1
*
-2/7 | 0.18380568479096418560358268738234691815 | 0.026517554993512399523182795703024582136
f(z) = -11/8*z^3 + 128/49*z + 1
*
[ -1/2 ] 
f(z) = -11/10*z^3 + 131/40*z + 1
*
3/5 | 0.084358617926416139158497750125006850358 | 0.013808348210410031960547114623430599871
f(z) = -10*z^3 + 137/45*z + 1
*
-5/6 | 0.13751709598275329563913043396520087873 | 0.026481463245584107304930058708825279020
f(z) = -9/2*z^3 + 133/40*z + 1
*
-2/7 | 0.18418111183953539263456301045678031918 | 0.026601818458460071142321045832406649124
f(z) = -9/8*z^3 + 127/49*z + 1
*
1/6 | 0.092957496003209143004167473355105698650 | 0.019383143429514064589486336006820450659
f(z) = -9/10*z^3 + 121/40*z + 1
*
-7/6 | 0.070281631634253214553545784503856017995 | 0.014654858456815289953770130431547530381
f(z) = -9/14*z^3 + 121/56*z + 1
*
[ -3/4 ] 
f(z) = -8/7*z^3 + 125/42*z + 1
*
[ -3/2 ] 
f(z) = -8/17*z^3 + 139/51*z + 1
*
-3/7 | 0.092134456274511860621635983114516999511 | 0.018462218389364825487226939684569069077
f(z) = -7/2*z^3 + 125/42*z + 1
*
-6/7 | 0.14182353808310671165398268632116181069 | 0.029572504623522832160384307937574872086
f(z) = -7/3*z^3 + 121/42*z + 1
*
-3/4 | 0.10270039467240258152372468969236317533 | 0.021200749029592723503801617477633375254
f(z) = -7/3*z^3 + 127/48*z + 1
*
-8/7 | 0.10308648762626213412233364524106135188 | 0.021495202229153038157688318404660724088
f(z) = -7/4*z^3 + 121/56*z + 1
*
[ 8/7 ] 
f(z) = -7/4*z^3 + 135/56*z + 1
*
-4/7 | 0.11758157394704499910695531430837133042 | 0.024517662485281517338917522343523303407
f(z) = -7/6*z^3 + 121/42*z + 1
*
[ -3/4 ] 
f(z) = -7/9*z^3 + 133/48*z + 1
*
[ -1/2 ] 
f(z) = -7/11*z^3 + 139/44*z + 1
*
5/2 | 0.12836162260900335442907603450980430228 | 0.026498072910483699150787383501293852295
f(z) = -7/12*z^3 + 127/48*z + 1
*
-2 | 0.11666424678593905768037156088495459518 | 0.020784176768238778823096888785006751728
f(z) = -7/12*z^3 + 137/42*z + 1
*
[ -8/7 ] 
f(z) = -7/16*z^3 + 137/56*z + 1
*
-3 | 0.14060941866916814321132914605992874380 | 0.023537646460944062980596269024242076374
f(z) = -7/18*z^3 + 131/42*z + 1
*
-1/4 | 0.10068160507207656118649931920359922067 | 0.020922225259236719009728556324300674751
f(z) = -6/5*z^3 + 123/40*z + 1
*
-7/4 | 0.10921540843263848886751745347665750121 | 0.022695599413332586378132269124454108797
f(z) = -6/7*z^3 + 123/56*z + 1
*
-9/10 | 0.11193227657848608168032830756100429823 | 0.023339692489543103719439323241284908474
f(z) = -5/2*z^3 + 121/40*z + 1
*
-2/7 | 0.18266810772190888617403750938330236960 | 0.026443917067777938067876397559298948949
f(z) = -5/8*z^3 + 125/49*z + 1
*
-22/15 | 0.12319854277810202340675739910178879285 | 0.017773792671071460615269181809802228403
f(z) = -5/8*z^3 + 128/45*z + 1
*
[ -3/4 ] 
f(z) = -5/9*z^3 + 127/48*z + 1
*
[ -1/2 ] 
f(z) = -5/11*z^3 + 137/44*z + 1
*
[ -3/2 ] 
f(z) = -5/12*z^3 + 125/48*z + 1
*
13/8 | 0.13379957772195118160655390590408121962 | 0.027899378934469807180292052924874244019
f(z) = -4/3*z^3 + 121/48*z + 1
*
[ -5/6 ] 
f(z) = -4/5*z^3 + 124/45*z + 1
*
[ -3/2 ] 
f(z) = -4/19*z^3 + 122/57*z + 1
*
1/2 | 0.077024763212162974255086237198757109351 | 0.016060910600627319304039250250196125768
f(z) = -3/4*z^3 + 121/48*z + 1
*
-4/3 | 0.11305357451951599906384215543201062263 | 0.022978457889140487992913107952133533233
f(z) = -3/7*z^3 + 137/42*z + 1
*
-2/7 | 0.19708771758864100782565141010240476906 | 0.028564583610688905738308881758715523679
f(z) = -3/8*z^3 + 124/49*z + 1
*
[ -5/2 ] 
f(z) = -3/10*z^3 + 131/40*z + 1
*
[ -1/2 ] 
f(z) = -3/11*z^3 + 135/44*z + 1
*
-1/3 | 0.10811478850879961187931697847023143626 | 0.022318458511031289590925318183541241633
f(z) = -3/14*z^3 + 127/42*z + 1
*
[ -3 ] 
f(z) = -3/14*z^3 + 137/42*z + 1
*
-7/2 | 0.11048319039491725120871165140870524510 | 0.022390064653725075076923264438424902492
f(z) = -3/14*z^3 + 139/56*z + 1
*
0 | 0.10174357304939192862671645869271155193 | 0.020679668190434413149227144458270184573
f(z) = -3/16*z^3 + 137/48*z + 1
*
7/5 | 0.12333577913484570644254210020356866951 | 0.025717507460388684063514615214650900728
f(z) = -2*z^3 + 121/50*z + 1
*
[ 5/4 ] 
f(z) = -2*z^3 + 133/40*z + 1
*
[ -7/4 ] 
f(z) = -2/7*z^3 + 137/56*z + 1
*
0 | 0.13737913226383407424645221801588095746 | 0.028268402323623967892182278489128959802
f(z) = -2/11*z^3 + 129/44*z + 1
*
[ -3 ] 
f(z) = -2/17*z^3 + 122/51*z + 1
*
[ -3 ] 
f(z) = -2/19*z^3 + 130/57*z + 1
*
[ -3/4 ] 
f(z) = -z^3 + 139/48*z + 1
*
-2/5 | 0.13567613821650999997721961508221612321 | 0.027917978499487126633225553397170010262
f(z) = -1/2*z^3 + 129/50*z + 1
*
[ -2/3 ] 
f(z) = -1/6*z^3 + 139/54*z + 1
*
[ -10/3 ] 
f(z) = -1/8*z^3 + 121/45*z + 1
*
-2/7 | 0.18264983767019633823903308846926785379 | 0.026503156207060067815706001021801405285
f(z) = -1/8*z^3 + 123/49*z + 1
*
-5 | 0.062077213076479238922011863338130796120 | 0.012693820307887092938664423284022082975
f(z) = -1/8*z^3 + 133/40*z + 1
*
-5 | 0.14167799980354995114423693638847063646 | 0.028926630022682636498026846865415776466
f(z) = -1/9*z^3 + 134/45*z + 1
*
[ -1/2 ] 
f(z) = -1/10*z^3 + 121/40*z + 1
*
-3/2 | 0.10245198864927436071229868500669244029 | 0.021081469843840865452745764790989646677
f(z) = -1/10*z^3 + 129/40*z + 1
*
[ -2/3 ] 
f(z) = -1/12*z^3 + 137/54*z + 1
*
-13/2 | 0.14249870767678979604714086957686800660 | 0.029513141736395813695089321576088414535
f(z) = -1/13*z^3 + 125/52*z + 1
*
[ -7/2 ] 
f(z) = -1/14*z^3 + 121/56*z + 1
*
[ 3/5 ] 
f(z) = -19/3*z^3 + 121/75*z + 1
*
-7/19 | 0.17023830749146991156605198369206728958 | 0.028908445496069294094382494357812210955
f(z) = -19/4*z^3 + 125/76*z + 1
*
3/2 | 0.13956424477002448443133723934360133545 | 0.028627404291070586857802666996915881693
f(z) = -19/15*z^3 + 131/60*z + 1
*
0 | 0.15013706011379356655911136575594975849 | 0.029510411247463055053591000095519958981
f(z) = -18/7*z^3 + 134/63*z + 1
*
-5/6 | 0.098824978471858923341996998328137976275 | 0.019030579554096950364097666365029581740
f(z) = -18/7*z^3 + 139/70*z + 1
*
0 | 0.092408481496186424014229848588859509886 | 0.019268665013118920498561220961353390880
f(z) = -18/13*z^3 + 121/78*z + 1
*
0 | 0.13781573556941387678315338700103261999 | 0.028011436964304268703893832280417710242
f(z) = -16/9*z^3 + 137/72*z + 1
*
[ 5/4 ] 
f(z) = -16/13*z^3 + 138/65*z + 1
*
0 | 0.12772139956469370474016012161050176309 | 0.025883488553289505468941934265631028388
f(z) = -16/15*z^3 + 139/60*z + 1
*
0 | 0.10802887815678104129858406860539957325 | 0.019945878055143133270492719114946559388
f(z) = -15/4*z^3 + 133/60*z + 1
*
-7/5 | 0.12212818928970782240189005328432647923 | 0.025211286663783931807373100535312635934
f(z) = -15/14*z^3 + 127/70*z + 1
*
0 | 0.14432017768520580725323205180297245563 | 0.029602940787316134240193388297360522866
f(z) = -15/14*z^3 + 131/70*z + 1
*
28/15 | 0.085730281635439798169458850818699866510 | 0.013867535455926312145731781370113976321
f(z) = -15/16*z^3 + 121/60*z + 1
*
6/5 | 0.18278113484233275264980294465987938364 | 0.029191308406592960326707443433533083425
f(z) = -15/16*z^3 + 131/60*z + 1
*
0 | 0.14143197058282293714192001530862727502 | 0.026795926142961422638118086696247993305
f(z) = -14/5*z^3 + 131/70*z + 1
*
15/13 | 0.14462074597030793050863087402983543935 | 0.028191735160306497944139813052526045758
f(z) = -13/5*z^3 + 121/65*z + 1
*
0 | 0.075053049779422131440195910802571312914 | 0.014630512988704808376652476950665201903
f(z) = -13/5*z^3 + 129/65*z + 1
*
1/2 | 0.10998479954424005458031003565533430251 | 0.022490173331292017719112222951051429532
f(z) = -13/15*z^3 + 133/60*z + 1
*
[ 3/2 ] 
f(z) = -13/15*z^3 + 137/60*z + 1
*
0 | 0.14089053212535739413786517470448438911 | 0.028349260552177576373426892504433702485
f(z) = -12/5*z^3 + 139/60*z + 1
*
0 | 0.14083209078445601075375033702190592261 | 0.029072388879888043805166986753556318832
f(z) = -11/6*z^3 + 127/66*z + 1
*
0 | 0.13975467468529282829437311856362204628 | 0.028577647734551607111991015857244690242
f(z) = -11/6*z^3 + 133/66*z + 1
*
0 | 0.13588393092043841399451076571005531715 | 0.027537673268085631021249945500826233861
f(z) = -11/6*z^3 + 139/66*z + 1
*
-6/11 | 0.17336081370027786634750580883936644278 | 0.028946724086645749463471379388503442314
f(z) = -11/18*z^3 + 133/66*z + 1
*
-7/18 | 0.16602248524947556667267924643864228573 | 0.028719918950896393639746880971155317348
f(z) = -9/2*z^3 + 121/72*z + 1
*
-8/9 | 0.10507132489946608193403215489974070148 | 0.020652449207070745644878180122391159544
f(z) = -9/4*z^3 + 137/72*z + 1
*
[ 6/5 ] 
f(z) = -9/8*z^3 + 134/75*z + 1
*
0 | 0.14596763754133682010195185593379381105 | 0.029668334032568984704689254916758017223
f(z) = -9/8*z^3 + 137/72*z + 1
*
1/6 | 0.13041135673796789401265554430197231401 | 0.026877688234495397773645494611999706354
f(z) = -8/7*z^3 + 128/63*z + 1
*
[ 5/4 ] 
f(z) = -8/7*z^3 + 139/70*z + 1
*
0 | 0.099443411063043779851447796297959557725 | 0.020212153779093278032332732126188378764
f(z) = -8/15*z^3 + 137/60*z + 1
*
[ 3/5 ] 
f(z) = -7*z^3 + 139/75*z + 1
*
[ 10/7 ] 
f(z) = -7/10*z^3 + 121/70*z + 1
*
-5/7 | 0.12544924262745769026994371261248823362 | 0.026069084923440990439565823215213863707
f(z) = -7/10*z^3 + 123/70*z + 1
*
0 | 0.11770820047796725633612429630617425779 | 0.024220729255377095819825537822277991458
f(z) = -7/10*z^3 + 129/70*z + 1
*
0 | 0.12290813154515219363386270480303205379 | 0.024981424399417657024481681944033599031
f(z) = -7/11*z^3 + 137/77*z + 1
*
-5/2 | 0.089416838404844453981409274144912168998 | 0.018120845224146046548245009485050925905
f(z) = -7/15*z^3 + 139/60*z + 1
*
13/6 | 0.14249783866499464914499614930830699595 | 0.029713107215624575867210359362968127462
f(z) = -6/13*z^3 + 121/78*z + 1
*
-4/5 | 0.095660960408711465437762822563482850582 | 0.019386253064674532137088511216828520351
f(z) = -5/3*z^3 + 139/60*z + 1
*
-3/5 | 0.091220420484145835703732098773789654631 | 0.018830903690557864553880571636278089388
f(z) = -5/4*z^3 + 127/60*z + 1
*
0 | 0.14075848657090389641609242841590621914 | 0.028782911583673986190185645774654043719
f(z) = -5/12*z^3 + 133/60*z + 1
*
0 | 0.057434009918903763079969420220225767503 | 0.011818153694030833713558541910599126498
f(z) = -5/13*z^3 + 129/65*z + 1
*
4/5 | 0.11804157345992112751578347677822636486 | 0.024613579833735877450247519882265226992
f(z) = -5/14*z^3 + 121/70*z + 1
*
0 | 0.093417147705300459710547026215123962956 | 0.019412628612411266855187059944783093344
f(z) = -5/14*z^3 + 123/70*z + 1
*
12/5 | 0.15377518154546814586981522759434657676 | 0.024499588324013219911884886945362170480
f(z) = -5/16*z^3 + 133/60*z + 1
*
[ -6/5 ] 
f(z) = -5/16*z^3 + 137/60*z + 1
*
[ 12/5 ] 
f(z) = -5/18*z^3 + 131/60*z + 1
*
[ 5/4 ] 
f(z) = -4/3*z^3 + 137/60*z + 1
*
1/6 | 0.093574842748228067426567298648553483433 | 0.019316934106406948549331194782153763625
f(z) = -4/7*z^3 + 127/63*z + 1
*
[ -5/4 ] 
f(z) = -4/15*z^3 + 133/60*z + 1
*
-5/6 | 0.076964976303042076986950800605082478718 | 0.014821031353235342421521192227853677345
f(z) = -3*z^3 + 137/60*z + 1
*
10/3 | 0.17903876148192600536046621749915388499 | 0.028593627606380806511050842439786691839
f(z) = -3/16*z^3 + 131/60*z + 1
*
[ 9/4 ] 
f(z) = -2/9*z^3 + 121/72*z + 1
*
[ -3/2 ] 
f(z) = -2/11*z^3 + 137/66*z + 1
*
7/3 | 0.11741406118014355686456173502098671386 | 0.024482733360394016940711328967699552905
f(z) = -1/7*z^3 + 121/63*z + 1
*
2/3 | 0.085382618397340045669411895622745072216 | 0.017541245833267510298077733765760114470
f(z) = -1/7*z^3 + 130/63*z + 1
*
[ -7/3 ] 
f(z) = -1/7*z^3 + 139/63*z + 1
*
-14/3 | 0.19195761100857224637117375553612948115 | 0.027886780613505091960309963036522020913
f(z) = -1/8*z^3 + 122/63*z + 1
*
-5 | 0.061510449927079013351241380301815390128 | 0.012502172438143274480205037997026218033
f(z) = -1/12*z^3 + 137/60*z + 1
*
[ -8/3 ] 
f(z) = -1/16*z^3 + 131/72*z + 1
*
[ 9/2 ] 
f(z) = -1/18*z^3 + 137/72*z + 1
*
[ 4 ] 
f(z) = -1/19*z^3 + 121/76*z + 1
*
[ 3/4 ] 
f(z) = -19/6*z^3 + 139/96*z + 1
*
-11/12 | 0.14803497380621810892912728585096899933 | 0.029786827971756545765538935888721294295
f(z) = -18/11*z^3 + 129/88*z + 1
*
-6/17 | 0.16174707062992081152845233404387447983 | 0.028544809548008301509668327455393411822
f(z) = -17/5*z^3 + 121/85*z + 1
*
[ 3/4 ] 
f(z) = -17/6*z^3 + 121/96*z + 1
*
-10/17 | 0.20389217003390365998675867586734361560 | 0.028023084709216294714900748978861874295
f(z) = -17/8*z^3 + 122/85*z + 1
*
0 | 0.14426093885769822785392811940900708430 | 0.026015567635498399362191639949772873974
f(z) = -16/5*z^3 + 131/80*z + 1
*
0 | 0.067902205571300034501482877967534892032 | 0.013236558720695575566567132703834350160
f(z) = -13/7*z^3 + 127/91*z + 1
*
-5/8 | 0.093361447250295131265193121143506608984 | 0.017757780205955032963142263368259975027
f(z) = -12/5*z^3 + 123/80*z + 1
*
-1/3 | 0.10791757047723223084065574543927870382 | 0.021714612596501203195809456470862963132
f(z) = -12/7*z^3 + 121/84*z + 1
*
-7/22 | 0.063149274379510347485399699213902095979 | 0.010214883058448572916258771490826145568
f(z) = -11/2*z^3 + 137/88*z + 1
*
-3/4 | 0.090358532414280921382894842681032107709 | 0.017475836401581238641265204533964484263
f(z) = -11/6*z^3 + 131/96*z + 1
*
0 | 0.14447119934238288073242634362122906227 | 0.029364178747921806768692602544323473853
f(z) = -11/8*z^3 + 137/88*z + 1
*
-1/5 | 0.11160640759149154503877222231040727424 | 0.022617691187332410462638561971312617952
f(z) = -10/9*z^3 + 139/90*z + 1
*
0 | 0.13200424316858685595664862955421062795 | 0.027076697499068662096129913070602723978
f(z) = -9/10*z^3 + 131/90*z + 1
*
-7/9 | 0.091314331622260300821743601214839609150 | 0.018505383321444693455636086579301897396
f(z) = -9/10*z^3 + 139/90*z + 1
*
0 | 0.13686985474582929005664418421339871595 | 0.028347340747227805319385588985314633461
f(z) = -9/11*z^3 + 125/99*z + 1
*
[ 11/9 ] 
f(z) = -9/11*z^3 + 139/99*z + 1
*
-5/16 | 0.090055193168017239926949551609371473442 | 0.016240272573724516255774612018853016007
f(z) = -8/3*z^3 + 121/96*z + 1
*
-4/7 | 0.11621741155319166481579730460194549813 | 0.022018735676752937867641385261913340895
f(z) = -7/3*z^3 + 127/84*z + 1
*
3/2 | 0.14943006059304349088024730472076694093 | 0.024768427816118631078583213856425319240
f(z) = -7/9*z^3 + 139/84*z + 1
*
0 | 0.059510961162258048306460785984077816611 | 0.012285025351026304868711990421333877988
f(z) = -7/13*z^3 + 127/91*z + 1
*
6/7 | 0.13408166007315848070418572604823816761 | 0.021575239813947410816978864335681915740
f(z) = -7/16*z^3 + 125/84*z + 1
*
[ 12/7 ] 
f(z) = -7/18*z^3 + 131/84*z + 1
*
2/15 | 0.10351600404274516243403357015765349208 | 0.018441767599235416690725921384325615902
f(z) = -5/4*z^3 + 137/90*z + 1
*
[ 9/5 ] 
f(z) = -5/18*z^3 + 121/90*z + 1
*
7/8 | 0.13829613600667519920357958692736091966 | 0.028457093504793454165746850286470497663
f(z) = -4/5*z^3 + 129/80*z + 1
*
-3/4 | 0.076936010306003827495531079887736082383 | 0.015591532420395530484656362899590881222
f(z) = -4/7*z^3 + 139/84*z + 1
*
-4/3 | 0.087381198230075462245075970857101283514 | 0.018038361580695404843844798293416986416
f(z) = -3/7*z^3 + 127/84*z + 1
*
3/2 | 0.11418467607308730782963516116755603282 | 0.023208357470180209848077310318272480291
f(z) = -3/7*z^3 + 137/84*z + 1
*
-10/3 | 0.093247949181283911424280939709173279915 | 0.018952908677301129075193398245296138873
f(z) = -1/5*z^3 + 137/90*z + 1
*
-2/3 | 0.11118317206832776032742251405352525843 | 0.022531920033426392832343458110324451509
f(z) = -1/10*z^3 + 139/90*z + 1
*
-5/19 | 0.16649608619000727652209740890795722465 | 0.028272972774790138269864931407324347068
f(z) = -19/6*z^3 + 139/114*z + 1
*
[ 4/5 ] 
f(z) = -19/8*z^3 + 127/100*z + 1
*
2/9 | 0.056541138625156932901362896958390885312 | 0.011113526879796041491061754366147410283
f(z) = -18/13*z^3 + 125/117*z + 1
*
0 | 0.15827752354296263417114882029997988386 | 0.027932510602318785643833068418354412830
f(z) = -17/6*z^3 + 133/102*z + 1
*
0 | 0.16030143434598991162367102620950087231 | 0.028289686458361047634419907518941993759
f(z) = -17/6*z^3 + 139/102*z + 1
*
-4/15 | 0.13796528840250002749942140928772239929 | 0.025473177776827483032325518779188243200
f(z) = -15/7*z^3 + 121/105*z + 1
*
0 | 0.12567421957401993266093674205378242951 | 0.023203820136507987261997020074796106211
f(z) = -15/7*z^3 + 127/105*z + 1
*
0 | 0.15394628137793384937025400251588215753 | 0.027086147758953458391893045737439680512
f(z) = -14/5*z^3 + 139/105*z + 1
*
0 | 0.053854785825304471729587879379889739437 | 0.010498216206226220404315165713055457447
f(z) = -13/8*z^3 + 129/104*z + 1
*
-2/13 | 0.12887846542295219790251521716988003244 | 0.025123003900260206865079433205622555700
f(z) = -13/9*z^3 + 121/117*z + 1
*
10/11 | 0.18179284091971614221262184665539683723 | 0.028381944861277390133978853944722802289
f(z) = -11/4*z^3 + 129/110*z + 1
*
-3/5 | 0.057223620008149611482776386071841245794 | 0.011420432070873911269006944398923380124
f(z) = -10/7*z^3 + 124/105*z + 1
*
[ 11/10 ] 
f(z) = -10/11*z^3 + 131/110*z + 1
*
4/3 | 0.091068454409372374001041288775423547961 | 0.018324321039814890984420927313038621931
f(z) = -9/7*z^3 + 137/112*z + 1
*
0 | 0.056541339835571623727917083641202529560 | 0.011561820711179242099631882567643133932
f(z) = -9/13*z^3 + 133/117*z + 1
*
0 | 0.12353569388724163442787459586028235886 | 0.025035230819197791093182133786856639692
f(z) = -9/17*z^3 + 139/102*z + 1
*
0 | 0.050827433999956091705678015208010289912 | 0.010458723459024584824989082339516672250
f(z) = -8/13*z^3 + 129/104*z + 1
*
[ 4/3 ] 
f(z) = -7/12*z^3 + 139/108*z + 1
*
4/7 | 0.12544859048810397090569686561336560460 | 0.026158062846027480130441226897199367672
f(z) = -7/15*z^3 + 121/105*z + 1
*
0 | 0.13791074702707569534848731512351439139 | 0.028610516865058955933663415622978912722
f(z) = -7/15*z^3 + 124/105*z + 1
*
0 | 0.13791090906139650928495065082789355300 | 0.027948452242384938534578844445827329539
f(z) = -7/15*z^3 + 139/105*z + 1
*
16/9 | 0.10172518973935483021816892709178204472 | 0.021211349572544175069612588212126338555
f(z) = -3/4*z^3 + 121/108*z + 1
*
-4/9 | 0.10742827512819900689394025544721473865 | 0.016996078661183730004316907622364562248
f(z) = -3/16*z^3 + 139/108*z + 1
*
[ 14/19 ] 
f(z) = -19/8*z^3 + 124/133*z + 1
*
-8/15 | 0.11262430673909241935560298885842855062 | 0.020064446170562066487969333852322347531
f(z) = -15/16*z^3 + 137/120*z + 1
*
18/11 | 0.16647480436772648858837174954454680485 | 0.026522902670896796548139593288310468473
f(z) = -11/16*z^3 + 133/132*z + 1
*
-6/11 | 0.13643934083825699111191535769074265057 | 0.021635487610355837036384592682577796432
f(z) = -11/16*z^3 + 137/132*z + 1
*
0 | 0.057434516243172920492402536245555613302 | 0.011639440601266571033181810264960002791
f(z) = -10/13*z^3 + 139/130*z + 1
*
-1/9 | 0.085382855823955791471084384884066747063 | 0.017625837792812433933141209933623060834
f(z) = -9/14*z^3 + 127/126*z + 1
*
0 | 0.11965803572136305254645146674956894102 | 0.024249400714828713992571318142395346265
f(z) = -8/15*z^3 + 139/120*z + 1
*
[ 3/2 ] 
f(z) = -3/11*z^3 + 125/132*z + 1
*
[ 7/3 ] 
f(z) = -1/14*z^3 + 121/126*z + 1
*
-4/5 | 0.14992589673260510898500113309786585942 | 0.029921534482714037506996782201334548368
f(z) = -15/14*z^3 + 131/140*z + 1
*
[ 12/13 ] 
f(z) = -13/12*z^3 + 131/156*z + 1
*
-12/13 | 0.10530327084490198333791516797270246799 | 0.016361219800335419402152850322399045130
f(z) = -13/16*z^3 + 121/156*z + 1
*
[ 6/7 ] 
f(z) = -11/8*z^3 + 124/147*z + 1
*
-7/11 | 0.12290869288900767067230972077776228361 | 0.024401399534732913953767882160106617428
f(z) = -11/14*z^3 + 137/154*z + 1
*
-2/7 | 0.058659766587751944071453638784287497572 | 0.011113772696310428519863326100643719551
f(z) = -7/5*z^3 + 121/140*z + 1
*
6/5 | 0.11921837269093444821155519544299654439 | 0.023082926048214978295965584112005330834
f(z) = -7/6*z^3 + 127/150*z + 1
*
-4/7 | 0.077855342391538204315170873585650832784 | 0.015754952652043313695872596616765998297
f(z) = -7/10*z^3 + 137/140*z + 1
*
[ 6/5 ] 
f(z) = -4/9*z^3 + 121/150*z + 1
*
-6/5 | 0.14489077455820407707843122638460685809 | 0.025402577184877208383075384650128929502
f(z) = -3/4*z^3 + 137/150*z + 1
*
[ 6/5 ] 
f(z) = -1/2*z^3 + 133/150*z + 1
*
0 | 0.16733662272694095346827199430974750515 | 0.029531242869160489883367842177605069036
f(z) = -17/10*z^3 + 139/170*z + 1
*
[ 7/10 ] 
f(z) = -16/7*z^3 + 121/175*z + 1
*
16/11 | 0.14316241166417734460851177297352115026 | 0.027688396637831770900493311234268349890
f(z) = -11/16*z^3 + 135/176*z + 1
*
-3/4 | 0.13843464196530348631062741903847547501 | 0.027017098972937295902265828400123927786
f(z) = -6/7*z^3 + 137/168*z + 1
*
-7/6 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = -3/14*z^3 + 121/168*z + 1
*
[ 3/2 ] 
f(z) = -3/14*z^3 + 137/168*z + 1
*
-5/8 | 0.068312582483591413015786216622235506365 | 0.013460146385241402499841258477109879332
f(z) = -2/5*z^3 + 121/160*z + 1
*
0 | 0.15099187903750236878936764878662436859 | 0.025201163730558096726111619168064545735
f(z) = -20/9*z^3 + 139/180*z + 1
*
0 | 0.17418498988524093397490512622164037401 | 0.029578638089920961088229629038259283021
f(z) = -19/10*z^3 + 131/190*z + 1
*
0 | 0.14360105340659710287718329362141083308 | 0.027233276204883844692965836157830964163
f(z) = -13/15*z^3 + 124/195*z + 1
*
-9/11 | 0.13687050688518300942089103121252134497 | 0.025881920502642829601869646221797444716
f(z) = -11/18*z^3 + 125/198*z + 1
*
-1/2 | 0.14689837606234284209112432675202511016 | 0.025411675100449154800776548827676149652
f(z) = -9/5*z^3 + 121/180*z + 1
*
[ 3/4 ] 
f(z) = -7/4*z^3 + 125/192*z + 1
*
[ 5/6 ] 
f(z) = -7/5*z^3 + 139/180*z + 1
*
-3/4 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -7/12*z^3 + 127/192*z + 1
*
[ 12/17 ] 
f(z) = -17/8*z^3 + 131/204*z + 1
*
0 | 0.15930341330832300476873896985949448217 | 0.028113557639865848511260883478971881030
f(z) = -17/12*z^3 + 133/204*z + 1
*
[ 13/16 ] 
f(z) = -16/13*z^3 + 121/208*z + 1
*
0 | 0.12544859048810397090569686561336560460 | 0.023162161180956844244975921922894516203
f(z) = -15/14*z^3 + 127/210*z + 1
*
[ 8/9 ] 
f(z) = -15/16*z^3 + 133/216*z + 1
*
[ 8/5 ] 
f(z) = -1/8*z^3 + 139/200*z + 1
*
-1/6 | 0.15164164492059299100772605838662491888 | 0.026777803845269401838369591907699850014
f(z) = -16/13*z^3 + 125/234*z + 1
*
[ 4/5 ] 
f(z) = -15/11*z^3 + 137/220*z + 1
*
[ 9/13 ] 
f(z) = -13/6*z^3 + 139/234*z + 1
*
[ 9/10 ] 
f(z) = -8/9*z^3 + 137/225*z + 1
*
[ 4/3 ] 
f(z) = -3/19*z^3 + 121/228*z + 1
*
0 | 0.16733657688148289649283904222794645918 | 0.029531234778442903586100972135187132571
f(z) = -17/15*z^3 + 139/255*z + 1
*
5/4 | 0.11262441284473385469515749073393643541 | 0.020549504249416524268849639732056058819
f(z) = -13/15*z^3 + 133/240*z + 1
*
[ 5/7 ] 
f(z) = -9/5*z^3 + 127/245*z + 1
*
-5/4 | 0.11508533515596651375253226375175770472 | 0.020998525311678373581143557857993950235
f(z) = -7/15*z^3 + 127/240*z + 1
*
4/5 | 0.13249419124098879168196751270994480217 | 0.022113823790368978887288491828647810369
f(z) = -5/3*z^3 + 121/240*z + 1
*
4/3 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = -5/7*z^3 + 131/252*z + 1
*
-8/5 | 0.086952188940575926414224021397014603658 | 0.015865337993759695595741648086488035351
f(z) = -5/12*z^3 + 121/240*z + 1
*
[ 4/3 ] 
f(z) = -1/7*z^3 + 127/252*z + 1
*
[ 10/7 ] 
f(z) = -1/8*z^3 + 136/245*z + 1
*
0 | 0.17559238646992950606292956076723288559 | 0.029817630406393928162382682345108162174
f(z) = -19/14*z^3 + 123/266*z + 1
*
[ 4/5 ] 
f(z) = -15/13*z^3 + 127/260*z + 1
*
[ 5/6 ] 
f(z) = -14/15*z^3 + 121/270*z + 1
*
[ 10/9 ] 
f(z) = -3/10*z^3 + 127/270*z + 1
*
[ 6/7 ] 
f(z) = -5/6*z^3 + 131/294*z + 1
*
-6/7 | 0.16981464393755318304173444195623590180 | 0.026630377202134010268828611674871465957
f(z) = -5/12*z^3 + 139/294*z + 1
*
[ -3/2 ] 
f(z) = -20*z^3 + 140/3*z + 1
*
[ -3/5 ] 
f(z) = -20*z^3 + 148/15*z + 1
*
[ -1/8 ] 
f(z) = -20*z^3 + 149/16*z + 1
*
[ 2/3 ] 
f(z) = -20*z^3 + 151/18*z + 1
*
-2 | 0.071990077689120239115298623189845809234 | 0.014202295963215847299446175237078373225
f(z) = -20*z^3 + 159/2*z + 1
*
-1/10 | 0.090083799015654327818558647481214559961 | 0.017954708915108357672873115995872066286
f(z) = -20/3*z^3 + 151/15*z + 1
*
-2 | 0.051814616634245735350717192898901091290 | 0.010247645907451368003957086219561971779
f(z) = -20/3*z^3 + 157/6*z + 1
*
-2 | 0.072394142886227818908682481692701692112 | 0.014391220807708322280536144665569206178
f(z) = -20/7*z^3 + 153/14*z + 1
*
-2 | 0.058902228204208939877879036609631307900 | 0.011739873022829303423090317102804328085
f(z) = -20/9*z^3 + 151/18*z + 1
*
[ 2/3 ] 
f(z) = -19*z^3 + 143/18*z + 1
*
-2 | 0.076750008162020663390736380946825557468 | 0.015297135232294158154477275176721264847
f(z) = -19*z^3 + 151/2*z + 1
*
[ 2 ] 
f(z) = -19*z^3 + 153/2*z + 1
*
[ -2 ] 
f(z) = -19*z^3 + 155/2*z + 1
*
-2 | 0.056581437513184213741311193893154945731 | 0.011307363039838526803451766416405112891
f(z) = -19/3*z^3 + 149/6*z + 1
*
[ 2 ] 
f(z) = -19/3*z^3 + 155/6*z + 1
*
-2 | 0.077062431552259343561849266375607855282 | 0.015442034375220807926813632834374649897
f(z) = -19/5*z^3 + 147/10*z + 1
*
[ 2 ] 
f(z) = -19/5*z^3 + 157/10*z + 1
*
-2 | 0.077164588361561120100907808981293871586 | 0.015505066647192170798504298371783512128
f(z) = -19/7*z^3 + 145/14*z + 1
*
[ 2 ] 
f(z) = -19/7*z^3 + 159/14*z + 1
*
2 | 0.18588967823292335873367692176015655188 | 0.026121329773057877213912844626868158767
f(z) = -19/8*z^3 + 154/19*z + 1
*
[ 4 ] 
f(z) = -19/8*z^3 + 155/4*z + 1
*
[ -4 ] 
f(z) = -19/8*z^3 + 157/4*z + 1
*
-2 | 0.063669675202023232274693468755714588727 | 0.012829270296678381310925323463977125596
f(z) = -19/9*z^3 + 143/18*z + 1
*
-2 | 0.067197447066013200227526829620090888835 | 0.013540106949206271617229044918824610494
f(z) = -18*z^3 + 143/2*z + 1
*
[ 2 ] 
f(z) = -18*z^3 + 145/2*z + 1
*
[ -2 ] 
f(z) = -18*z^3 + 147/2*z + 1
*
[ -5/6 ] 
f(z) = -18*z^3 + 147/10*z + 1
*
0 | 0.13807547059242104639397837100791799460 | 0.027139627732693189210641377194187887515
f(z) = -18*z^3 + 149/9*z + 1
*
0 | 0.10847666739663232155259465384379296766 | 0.021321791323225622380011786477050375286
f(z) = -18*z^3 + 152/9*z + 1
*
[ 2 ] 
f(z) = -18/5*z^3 + 149/10*z + 1
*
[ -2 ] 
f(z) = -18/5*z^3 + 159/10*z + 1
*
[ 2 ] 
f(z) = -18/7*z^3 + 151/14*z + 1
*
[ -2 ] 
f(z) = -17/3*z^3 + 145/6*z + 1
*
-3/2 | 0.10078473814233608631585968271916184677 | 0.020141051078543406845061142647512363097
f(z) = -17/3*z^3 + 149/12*z + 1
*
[ 3 ] 
f(z) = -17/3*z^3 + 155/3*z + 1
*
[ -3 ] 
f(z) = -17/3*z^3 + 157/3*z + 1
*
[ 3/2 ] 
f(z) = -17/3*z^3 + 157/12*z + 1
*
[ 2 ] 
f(z) = -17/5*z^3 + 141/10*z + 1
*
[ -2 ] 
f(z) = -17/5*z^3 + 151/10*z + 1
*
-3 | 0.13179956856335541292990576354813704206 | 0.026339125263346095434157660887159836256
f(z) = -17/6*z^3 + 149/6*z + 1
*
-3 | 0.13679625971034575778940457998021624044 | 0.027123682128526800288954351233690389841
f(z) = -17/6*z^3 + 155/6*z + 1
*
[ 3 ] 
f(z) = -17/6*z^3 + 157/6*z + 1
*
[ 2 ] 
f(z) = -17/7*z^3 + 143/14*z + 1
*
[ -2 ] 
f(z) = -17/7*z^3 + 157/14*z + 1
*
[ -4 ] 
f(z) = -17/8*z^3 + 141/4*z + 1
*
[ 2 ] 
f(z) = -17/9*z^3 + 145/18*z + 1
*
3 | 0.10340900118051827482242728359471203631 | 0.020665489767076926821471741528712991030
f(z) = -17/12*z^3 + 149/12*z + 1
*
[ 3 ] 
f(z) = -16/3*z^3 + 146/3*z + 1
*
[ -3 ] 
f(z) = -16/3*z^3 + 148/3*z + 1
*
[ -5/4 ] 
f(z) = -16/3*z^3 + 152/15*z + 1
*
[ -2 ] 
f(z) = -16/5*z^3 + 143/10*z + 1
*
[ -2 ] 
f(z) = -16/7*z^3 + 149/14*z + 1
*
[ -2 ] 
f(z) = -16/9*z^3 + 155/18*z + 1
*
[ 3 ] 
f(z) = -16/15*z^3 + 154/15*z + 1
*
-4/3 | 0.15005530790700623705035539564978192347 | 0.029677217778511348100126611215013609166
f(z) = -15/2*z^3 + 157/12*z + 1
*
[ -2 ] 
f(z) = -15/7*z^3 + 141/14*z + 1
*
[ -2/3 ] 
f(z) = -14*z^3 + 157/18*z + 1
*
[ -3 ] 
f(z) = -14/15*z^3 + 146/15*z + 1
*
[ -2/3 ] 
f(z) = -13*z^3 + 149/18*z + 1
*
0 | 0.083799735057279713171630479930117896083 | 0.016335553529254495346473264775920234429
f(z) = -13*z^3 + 157/13*z + 1
*
-5/6 | 0.11462194928714053370909585023697487594 | 0.022072578798241178343864315292852681756
f(z) = -12*z^3 + 143/15*z + 1
*
[ -1/8 ] 
f(z) = -12*z^3 + 147/16*z + 1
*
[ -5/6 ] 
f(z) = -12*z^3 + 158/15*z + 1
*
7/2 | 0.12060427507844514980343548784286640329 | 0.024233620145365837718496293110074958941
f(z) = -12/7*z^3 + 145/7*z + 1
*
[ 7/2 ] 
f(z) = -12/7*z^3 + 152/7*z + 1
*
[ -7/2 ] 
f(z) = -12/7*z^3 + 156/7*z + 1
*
-1 | 0.099316312846911081437575987274055824736 | 0.019983912243822971746192225762454716745
f(z) = -11*z^3 + 144/11*z + 1
*
[ 6 ] 
f(z) = -11/8*z^3 + 151/3*z + 1
*
[ -6 ] 
f(z) = -11/8*z^3 + 152/3*z + 1
*
[ -3/2 ] 
f(z) = -10*z^3 + 145/6*z + 1
*
9/5 | 0.096187927252760549313496742044508635778 | 0.019146141484383394899877903447806756739
f(z) = -10/3*z^3 + 152/15*z + 1
*
[ -5/3 ] 
f(z) = -9/2*z^3 + 141/10*z + 1
*
-1/9 | 0.13482115757364840263232255930852468196 | 0.027090289445156119898119670233108925788
f(z) = -9/2*z^3 + 145/18*z + 1
*
-4 | 0.14653451198288276362343832421624839911 | 0.029443912326242227931238104767743972692
f(z) = -9/4*z^3 + 145/4*z + 1
*
[ 4 ] 
f(z) = -9/4*z^3 + 147/4*z + 1
*
[ -4 ] 
f(z) = -9/4*z^3 + 149/4*z + 1
*
[ -5/4 ] 
f(z) = -8*z^3 + 143/10*z + 1
*
[ -4/3 ] 
f(z) = -6*z^3 + 149/12*z + 1
*
-5 | 0.13893086795126361162498090774610982419 | 0.027690476208211633999630052032080832841
f(z) = -6/5*z^3 + 151/5*z + 1
*
[ 5 ] 
f(z) = -6/5*z^3 + 154/5*z + 1
*
[ -5 ] 
f(z) = -6/5*z^3 + 156/5*z + 1
*
[ 7/2 ] 
f(z) = -6/7*z^3 + 157/14*z + 1
*
[ -3/2 ] 
f(z) = -5*z^3 + 155/12*z + 1
*
[ -3 ] 
f(z) = -5/2*z^3 + 143/6*z + 1
*
12/5 | 0.098028495176845219156007227334661309849 | 0.019461865718147018611656373224416226291
f(z) = -5/3*z^3 + 154/15*z + 1
*
[ 3 ] 
f(z) = -5/4*z^3 + 143/12*z + 1
*
[ -3 ] 
f(z) = -5/4*z^3 + 151/12*z + 1
*
-4 | 0.14051899249281627739947770321323851158 | 0.028007007195759827229792523334434327064
f(z) = -5/6*z^3 + 151/12*z + 1
*
[ 6 ] 
f(z) = -5/16*z^3 + 145/12*z + 1
*
[ -6 ] 
f(z) = -5/16*z^3 + 149/12*z + 1
*
[ -1/8 ] 
f(z) = -4*z^3 + 145/16*z + 1
*
[ -5/2 ] 
f(z) = -4/3*z^3 + 146/15*z + 1
*
-1/2 | 0.14252063672839976348376752999105504101 | 0.028258699876455754463067992247952098759
f(z) = -4/11*z^3 + 155/11*z + 1
*
[ -5/3 ] 
f(z) = -3*z^3 + 149/15*z + 1
*
[ 7 ] 
f(z) = -3/7*z^3 + 153/7*z + 1
*
[ -7 ] 
f(z) = -3/7*z^3 + 155/7*z + 1
*
[ 7 ] 
f(z) = -3/14*z^3 + 159/14*z + 1
*
-1/3 | 0.14164803581470811175576424825003844034 | 0.028014467901239711755133702188813682923
f(z) = -2*z^3 + 157/18*z + 1
*
[ -4 ] 
f(z) = -2/3*z^3 + 143/12*z + 1
*
-6 | 0.11019038277177824673061260720263238962 | 0.022141104683286523483377817871770753406
f(z) = -2/3*z^3 + 145/6*z + 1
*
[ 6 ] 
f(z) = -2/3*z^3 + 149/6*z + 1
*
[ -6 ] 
f(z) = -2/3*z^3 + 151/6*z + 1
*
0 | 0.11743915158488120292174932318298507556 | 0.023376183230786406322791789962110162370
f(z) = -2/15*z^3 + 152/15*z + 1
*
8 | 0.074189412807173074026782053297847308063 | 0.014907249743903110013614798689376813394
f(z) = -2/17*z^3 + 145/17*z + 1
*
[ -5 ] 
f(z) = -1/3*z^3 + 143/15*z + 1
*
2/3 | 0.19479616615645334189430332185640287386 | 0.027744457571969196740931549010617435202
f(z) = -1/8*z^3 + 140/9*z + 1
*
0 | 0.13607628703737954847171276174735710740 | 0.027497047755731999611300413618143237768
f(z) = -1/10*z^3 + 141/10*z + 1
*
-1 | 0.081032048995910194379939091254350692941 | 0.016304847709837196438025896520590462998
f(z) = -1/11*z^3 + 144/11*z + 1
*
12 | 0.13390833769947467835408086568532670825 | 0.026982174070692560625208622474015588464
f(z) = -1/12*z^3 + 143/12*z + 1
*
[ 12 ] 
f(z) = -1/12*z^3 + 155/12*z + 1
*
0 | 0.072613915493364548269300103588303262387 | 0.014361231294680385044062712063041863294
f(z) = -1/13*z^3 + 157/13*z + 1
*
0 | 0.13532312494394923487813710293673057790 | 0.026831591984974439862886141628586917381
f(z) = -1/14*z^3 + 155/14*z + 1
*
0 | 0.091613290457670229557762187976762645659 | 0.018259553669987897210668647191198061858
f(z) = -1/15*z^3 + 151/15*z + 1
*
13 | 0.10231229337795051638222153081544580467 | 0.020312339911422644813638221970239003142
f(z) = -1/15*z^3 + 154/15*z + 1
*
0 | 0.10133036243934811773240601181312187559 | 0.020360816488057335078969321261110734779
f(z) = -1/18*z^3 + 145/18*z + 1
*
0 | 0.12001009931482985476174953390351345826 | 0.022650606034386897443614251737152842179
f(z) = -20/3*z^3 + 149/30*z + 1
*
[ 3/2 ] 
f(z) = -20/7*z^3 + 142/21*z + 1
*
-1/2 | 0.10142573346867444649068165506880147316 | 0.020408358896968539643217143135710020798
f(z) = -20/7*z^3 + 144/35*z + 1
*
[ -1/4 ] 
f(z) = -20/7*z^3 + 145/28*z + 1
*
-7/10 | 0.12544950566124069324331316556176916009 | 0.025070114264053423839974476362458419223
f(z) = -20/7*z^3 + 149/35*z + 1
*
-1/4 | 0.13436848604860738590529111318356618004 | 0.026852503570823076796729259488358438200
f(z) = -20/9*z^3 + 149/36*z + 1
*
[ -6/5 ] 
f(z) = -20/9*z^3 + 151/30*z + 1
*
[ 3/2 ] 
f(z) = -20/11*z^3 + 146/33*z + 1
*
-2 | 0.072506065788522928894265607024592056418 | 0.014489776939127934314680024042167653318
f(z) = -20/11*z^3 + 149/22*z + 1
*
-2 | 0.072515671205605767853369557297903914906 | 0.014530938940588666275575984224159201778
f(z) = -20/13*z^3 + 147/26*z + 1
*
[ 3/2 ] 
f(z) = -20/13*z^3 + 148/39*z + 1
*
-2 | 0.072433755709311319816207083727670113043 | 0.014595209220869346192869888985962029192
f(z) = -20/17*z^3 + 143/34*z + 1
*
-2 | 0.072334926083636405931298549580919489861 | 0.014616778281014721863116968580158013374
f(z) = -20/19*z^3 + 141/38*z + 1
*
-2 | 0.077267138054098053225390117179181391202 | 0.015613434429164343152294576962642986009
f(z) = -19/11*z^3 + 141/22*z + 1
*
-4/3 | 0.13891440231006181439967932436796489156 | 0.027760969805972958323701955260733455427
f(z) = -18/7*z^3 + 149/28*z + 1
*
-13/6 | 0.15012077275313020720163429390274062642 | 0.029765639277466025112270327939517114552
f(z) = -18/13*z^3 + 155/26*z + 1
*
[ 4/3 ] 
f(z) = -17/8*z^3 + 145/36*z + 1
*
[ 2 ] 
f(z) = -17/11*z^3 + 147/22*z + 1
*
[ 2 ] 
f(z) = -17/13*z^3 + 149/26*z + 1
*
[ 2 ] 
f(z) = -17/15*z^3 + 151/30*z + 1
*
[ 2 ] 
f(z) = -17/19*z^3 + 155/38*z + 1
*
-1/8 | 0.095679271824502780980011058916602521033 | 0.019333989513318513308332970925451881671
f(z) = -16/5*z^3 + 141/20*z + 1
*
1/8 | 0.11983318895261254154803081384188243437 | 0.024214791504757220204779951096835272180
f(z) = -16/7*z^3 + 141/28*z + 1
*
[ -3/2 ] 
f(z) = -16/7*z^3 + 143/21*z + 1
*
-9/8 | 0.052355979014564505343559292063999044378 | 0.010520148700802245991853251265303648089
f(z) = -16/9*z^3 + 145/36*z + 1
*
[ -9/8 ] 
f(z) = -16/9*z^3 + 149/36*z + 1
*
-9/8 | 0.081668428144244533330717011143834407110 | 0.016151989299622007857314849003063820209
f(z) = -16/9*z^3 + 157/36*z + 1
*
[ 2 ] 
f(z) = -16/13*z^3 + 141/26*z + 1
*
[ 2 ] 
f(z) = -16/17*z^3 + 145/34*z + 1
*
[ 2 ] 
f(z) = -16/19*z^3 + 147/38*z + 1
*
[ -4/5 ] 
f(z) = -15/2*z^3 + 141/20*z + 1
*
-1/6 | 0.092773536976607589647560736268149039318 | 0.017865262439202387682113565193655204963
f(z) = -15/2*z^3 + 149/24*z + 1
*
-6/5 | 0.14230156541695581432686966316945695097 | 0.024750711208250430204372291616874186453
f(z) = -15/4*z^3 + 157/30*z + 1
*
-6/5 | 0.061145038860985964358107497317173797105 | 0.012320562785336231731896744532739194133
f(z) = -15/7*z^3 + 143/35*z + 1
*
[ 7/5 ] 
f(z) = -15/7*z^3 + 157/35*z + 1
*
[ -2/9 ] 
f(z) = -15/8*z^3 + 151/27*z + 1
*
[ -2 ] 
f(z) = -15/11*z^3 + 153/22*z + 1
*
[ -2 ] 
f(z) = -15/13*z^3 + 159/26*z + 1
*
-8/3 | 0.11659856471217064131319095084359672538 | 0.020564552641588385742129616933174543262
f(z) = -15/16*z^3 + 145/24*z + 1
*
5/4 | 0.12637825047831792733192306458143378160 | 0.025188599119188361153511912766893614745
f(z) = -14/3*z^3 + 151/24*z + 1
*
-5/7 | 0.11804092132056740815153662977910373584 | 0.023621354237900707157955279931651306698
f(z) = -14/5*z^3 + 148/35*z + 1
*
[ -2 ] 
f(z) = -14/11*z^3 + 145/22*z + 1
*
[ -2 ] 
f(z) = -14/13*z^3 + 151/26*z + 1
*
0 | 0.069150395333972698273015065250003615152 | 0.013479875369237121142966111543589743876
f(z) = -13/2*z^3 + 147/26*z + 1
*
-2/13 | 0.14508813704443333031887842219381129378 | 0.025589274098575600150830310980242722171
f(z) = -13/4*z^3 + 145/26*z + 1
*
[ -1/3 ] 
f(z) = -13/4*z^3 + 157/36*z + 1
*
[ -3/2 ] 
f(z) = -13/6*z^3 + 157/24*z + 1
*
[ -2 ] 
f(z) = -13/15*z^3 + 149/30*z + 1
*
[ -2 ] 
f(z) = -13/17*z^3 + 155/34*z + 1
*
[ -1/4 ] 
f(z) = -12/7*z^3 + 143/28*z + 1
*
[ 7/4 ] 
f(z) = -12/7*z^3 + 159/28*z + 1
*
-11/6 | 0.12669679591652942035058701756704419416 | 0.025057483515242530212284217157582666458
f(z) = -12/11*z^3 + 157/33*z + 1
*
[ -3/2 ] 
f(z) = -12/13*z^3 + 146/39*z + 1
*
-13/6 | 0.14329358412321711961011284317500571570 | 0.028674704269723213766056196321648524447
f(z) = -12/13*z^3 + 148/39*z + 1
*
[ -2 ] 
f(z) = -12/17*z^3 + 147/34*z + 1
*
[ -2 ] 
f(z) = -12/19*z^3 + 153/38*z + 1
*
[ -2/11 ] 
f(z) = -11*z^3 + 151/22*z + 1
*
[ -2/11 ] 
f(z) = -11/4*z^3 + 145/22*z + 1
*
[ -1/3 ] 
f(z) = -11/4*z^3 + 155/36*z + 1
*
[ -4/3 ] 
f(z) = -11/8*z^3 + 151/36*z + 1
*
[ -3/11 ] 
f(z) = -11/9*z^3 + 157/33*z + 1
*
[ -2 ] 
f(z) = -11/19*z^3 + 145/38*z + 1
*
-4/5 | 0.11617045891064534797787507845885714024 | 0.021925915507460966635694402290359379428
f(z) = -10*z^3 + 153/20*z + 1
*
[ -3/10 ] 
f(z) = -10*z^3 + 157/30*z + 1
*
-5/4 | 0.12028384317593297705669294454540083468 | 0.024037796535309989221210876592342657690
f(z) = -10/3*z^3 + 149/24*z + 1
*
[ 6/5 ] 
f(z) = -10/3*z^3 + 149/30*z + 1
*
-1/5 | 0.14354896562982423999390163891294065835 | 0.028965693104574433133060993424373356978
f(z) = -10/7*z^3 + 142/35*z + 1
*
-7/5 | 0.13133872529878508318015520497214578760 | 0.026282398686228934275034448833774940145
f(z) = -10/7*z^3 + 148/35*z + 1
*
-4/9 | 0.16991321888168444891008248958626929956 | 0.029392969678986965976501882768500944939
f(z) = -9*z^3 + 145/36*z + 1
*
-5/6 | 0.12887254388208573753312174298529630062 | 0.024816794666798274939656961852698503035
f(z) = -9*z^3 + 149/20*z + 1
*
[ -1/5 ] 
f(z) = -9*z^3 + 159/25*z + 1
*
[ -4/9 ] 
f(z) = -9/2*z^3 + 149/36*z + 1
*
-8/9 | 0.081379992328197045498511859696210125048 | 0.016352088847858595267683982983954056260
f(z) = -9/4*z^3 + 145/36*z + 1
*
[ -5/3 ] 
f(z) = -9/4*z^3 + 157/20*z + 1
*
[ -1/6 ] 
f(z) = -9/5*z^3 + 141/20*z + 1
*
-1/6 | 0.12222635784225040676619717235407483990 | 0.024698381119660720193771146361699978227
f(z) = -9/7*z^3 + 141/28*z + 1
*
[ -10/3 ] 
f(z) = -9/16*z^3 + 151/20*z + 1
*
[ -1/5 ] 
f(z) = -8*z^3 + 158/25*z + 1
*
-5/4 | 0.11952004635967903536617357388643247872 | 0.023885157644012048354223339472579170554
f(z) = -8/3*z^3 + 149/30*z + 1
*
[ -11/4 ] 
f(z) = -8/11*z^3 + 151/22*z + 1
*
[ -1/4 ] 
f(z) = -8/15*z^3 + 151/30*z + 1
*
[ -4/7 ] 
f(z) = -7*z^3 + 141/28*z + 1
*
-1/2 | 0.096391589941610929420169031607689555008 | 0.018262503974414154084135571928618524895
f(z) = -7*z^3 + 149/28*z + 1
*
[ -1/5 ] 
f(z) = -7*z^3 + 157/25*z + 1
*
-11/7 | 0.13464249562039230188778573795821860454 | 0.027168521834085651507535261351763340639
f(z) = -7/3*z^3 + 142/21*z + 1
*
-1/7 | 0.11505186739900229521137505888756580718 | 0.023023209961089022098627931107209141840
f(z) = -7/3*z^3 + 148/21*z + 1
*
-11/7 | 0.14525854715259681926564852903082206862 | 0.029028798126791905438851275423972920619
f(z) = -7/4*z^3 + 149/28*z + 1
*
[ -1/3 ] 
f(z) = -7/4*z^3 + 151/36*z + 1
*
-1 | 0.093464707567753521069175007486706871546 | 0.018806482645077926376435258368760364141
f(z) = -7/5*z^3 + 144/35*z + 1
*
-10/7 | 0.12227625313769275135481502426429112268 | 0.024435964269322739179036709712920247472
f(z) = -7/5*z^3 + 149/35*z + 1
*
-11/7 | 0.14365765389222705321195625212702203369 | 0.028447871322666063382874928823080177260
f(z) = -7/5*z^3 + 156/35*z + 1
*
4/7 | 0.15881774708717383823254612215441122536 | 0.024801422171135826704073542097913823850
f(z) = -7/16*z^3 + 151/28*z + 1
*
-1/4 | 0.056817229457214190944898945772386512257 | 0.011416570063396546847062661693742202074
f(z) = -6*z^3 + 145/24*z + 1
*
[ -1/5 ] 
f(z) = -6*z^3 + 156/25*z + 1
*
-3 | 0.13479003962432812875082010716757101613 | 0.027276364434550849954697304460875559155
f(z) = -6/11*z^3 + 140/33*z + 1
*
[ -1/3 ] 
f(z) = -6/13*z^3 + 158/39*z + 1
*
[ 3/2 ] 
f(z) = -5/2*z^3 + 143/24*z + 1
*
[ -4/3 ] 
f(z) = -5/4*z^3 + 143/36*z + 1
*
[ -1/3 ] 
f(z) = -5/4*z^3 + 149/36*z + 1
*
-1/5 | 0.055529601591791560330688481929399906243 | 0.011067670809257258682654194488752533048
f(z) = -5/6*z^3 + 151/30*z + 1
*
-1 | 0.080017631311913804279123296973099048021 | 0.016100731856212889244009796038240714657
f(z) = -5/7*z^3 + 144/35*z + 1
*
[ 3 ] 
f(z) = -5/7*z^3 + 149/21*z + 1
*
-3 | 0.10022188047059112941555126400710880465 | 0.020194442489597432107124518634736742543
f(z) = -5/8*z^3 + 143/24*z + 1
*
-14/5 | 0.11139573013231438082451588009395936742 | 0.015726334986677284099316552331855046300
f(z) = -5/8*z^3 + 149/35*z + 1
*
[ 3 ] 
f(z) = -5/8*z^3 + 151/24*z + 1
*
[ 3 ] 
f(z) = -5/11*z^3 + 157/33*z + 1
*
-4/5 | 0.16525511459238228531491846137944513963 | 0.025860546292738289574297151970521428825
f(z) = -5/16*z^3 + 149/20*z + 1
*
-4/5 | 0.18389876920712197762551338182734410801 | 0.028488475978338765175147800463164949154
f(z) = -5/16*z^3 + 159/20*z + 1
*
-5/4 | 0.13626343262302064527661142025361929230 | 0.027534864418852989250286174137847799112
f(z) = -4*z^3 + 141/20*z + 1
*
[ -1/5 ] 
f(z) = -4*z^3 + 154/25*z + 1
*
1/4 | 0.10497401387551447635163035237025693051 | 0.021212185719419234260103777567888565458
f(z) = -4/5*z^3 + 141/20*z + 1
*
[ -1/4 ] 
f(z) = -4/7*z^3 + 141/28*z + 1
*
[ 5/2 ] 
f(z) = -4/7*z^3 + 146/35*z + 1
*
-3/4 | 0.058186748332473345668858549907758854131 | 0.011628172001633695419296021194898481641
f(z) = -4/7*z^3 + 149/28*z + 1
*
-1/4 | 0.12089586868805682267752435512754560717 | 0.024292211507633461889689787869758252031
f(z) = -4/9*z^3 + 145/36*z + 1
*
[ -3 ] 
f(z) = -4/11*z^3 + 152/33*z + 1
*
-4 | 0.059471228881459052955415166202672825999 | 0.011983294524040843782943406790048840735
f(z) = -4/15*z^3 + 143/30*z + 1
*
[ -1/5 ] 
f(z) = -3*z^3 + 153/25*z + 1
*
-5/3 | 0.11835375523709874816249623632079210477 | 0.023847967054108741645047313380193574131
f(z) = -3/2*z^3 + 143/30*z + 1
*
[ 8/3 ] 
f(z) = -3/4*z^3 + 143/24*z + 1
*
[ -2/9 ] 
f(z) = -3/8*z^3 + 149/27*z + 1
*
-14/3 | 0.18116374387726711983951872880638523082 | 0.025434105755518692027369596088426950787
f(z) = -3/8*z^3 + 155/21*z + 1
*
[ 11/3 ] 
f(z) = -3/11*z^3 + 145/33*z + 1
*
-8/3 | 0.14385306081958823489749639921715817692 | 0.029027054242933281408888886311404940376
f(z) = -3/13*z^3 + 142/39*z + 1
*
[ -1/5 ] 
f(z) = -2*z^3 + 152/25*z + 1
*
[ 5/2 ] 
f(z) = -2/3*z^3 + 143/30*z + 1
*
-3/4 | 0.14072606247380923119311151896066392670 | 0.028276791517756212828988315890894061272
f(z) = -2/3*z^3 + 145/24*z + 1
*
[ 4 ] 
f(z) = -2/5*z^3 + 143/20*z + 1
*
[ -4 ] 
f(z) = -2/5*z^3 + 153/20*z + 1
*
[ 4 ] 
f(z) = -2/7*z^3 + 149/28*z + 1
*
-21/4 | 0.13022564549834926952674790796352992479 | 0.021202353046545136375181972346566833281
f(z) = -2/9*z^3 + 155/24*z + 1
*
[ 4 ] 
f(z) = -2/9*z^3 + 155/36*z + 1
*
0 | 0.063216554258387356413011104446722271705 | 0.012667549988726102668243124618807258979
f(z) = -2/13*z^3 + 147/26*z + 1
*
-11/2 | 0.11969424187414802381875924199997045452 | 0.023856401430088951868430412005557359840
f(z) = -2/15*z^3 + 151/30*z + 1
*
[ -1/5 ] 
f(z) = -z^3 + 151/25*z + 1
*
[ -5/2 ] 
f(z) = -z^3 + 153/20*z + 1
*
[ 5 ] 
f(z) = -1/4*z^3 + 141/20*z + 1
*
[ -1/3 ] 
f(z) = -1/4*z^3 + 145/36*z + 1
*
[ -5 ] 
f(z) = -1/4*z^3 + 149/20*z + 1
*
[ 5 ] 
f(z) = -1/6*z^3 + 149/30*z + 1
*
[ 5 ] 
f(z) = -1/7*z^3 + 153/35*z + 1
*
[ -6 ] 
f(z) = -1/10*z^3 + 143/30*z + 1
*
[ 8 ] 
f(z) = -1/12*z^3 + 149/24*z + 1
*
[ -8 ] 
f(z) = -1/12*z^3 + 155/24*z + 1
*
-2 | 0.086310280579528880603063003847217117858 | 0.017391292093504196035519920761600256825
f(z) = -1/15*z^3 + 143/30*z + 1
*
[ 10 ] 
f(z) = -1/16*z^3 + 143/20*z + 1
*
[ -10 ] 
f(z) = -1/16*z^3 + 147/20*z + 1
*
3/2 | 0.13377324522189968227791849718193158235 | 0.021779946357898661040670611973076376718
f(z) = -1/18*z^3 + 155/24*z + 1
*
11/10 | 0.14440545729290773376857906509998402206 | 0.029180130071308174586216954411816342785
f(z) = -20/11*z^3 + 141/55*z + 1
*
0 | 0.14146603411653617359582030294981182691 | 0.028425477720600377119402159061228868551
f(z) = -20/13*z^3 + 145/52*z + 1
*
[ 3/2 ] 
f(z) = -20/17*z^3 + 152/51*z + 1
*
[ 3/2 ] 
f(z) = -20/19*z^3 + 154/57*z + 1
*
[ 3/4 ] 
f(z) = -19/3*z^3 + 155/48*z + 1
*
[ -1/2 ] 
f(z) = -19/11*z^3 + 151/44*z + 1
*
[ 4/3 ] 
f(z) = -18/13*z^3 + 141/52*z + 1
*
-2/3 | 0.14632481388648800609565849731050361307 | 0.029087887808778484948639566310197446665
f(z) = -17/6*z^3 + 149/54*z + 1
*
[ -1/2 ] 
f(z) = -17/11*z^3 + 149/44*z + 1
*
15/16 | 0.14928359588343844172642265254317367355 | 0.026921337933388589010440307553341705902
f(z) = -16/3*z^3 + 145/48*z + 1
*
-5/6 | 0.082639715169225325354956122730321383276 | 0.016406689062276596019270754365855184189
f(z) = -16/5*z^3 + 154/45*z + 1
*
[ -3/4 ] 
f(z) = -16/17*z^3 + 146/51*z + 1
*
[ -2/3 ] 
f(z) = -15/7*z^3 + 145/42*z + 1
*
[ -1/2 ] 
f(z) = -15/11*z^3 + 147/44*z + 1
*
-1/3 | 0.11289257717840028650932901838179750693 | 0.022560709143554660469579880292255215565
f(z) = -15/16*z^3 + 149/48*z + 1
*
0 | 0.12461109745207749977017272233783727486 | 0.023609016760208887051032212016539483672
f(z) = -14/3*z^3 + 145/42*z + 1
*
0 | 0.13362030054468455878232869333046970725 | 0.025315914710379694362859447616425882381
f(z) = -14/3*z^3 + 157/42*z + 1
*
3/14 | 0.15810431791229302583044590850682901057 | 0.026083550543530737381839601488654109604
f(z) = -14/9*z^3 + 143/42*z + 1
*
-3/14 | 0.15810405734424207961381766486909177638 | 0.025687685228347743227429701046319760095
f(z) = -14/9*z^3 + 157/42*z + 1
*
[ -3/4 ] 
f(z) = -13/9*z^3 + 151/48*z + 1
*
[ -1/2 ] 
f(z) = -13/11*z^3 + 145/44*z + 1
*
[ -1/2 ] 
f(z) = -13/12*z^3 + 157/48*z + 1
*
5/8 | 0.17772266958561408188923144687646071128 | 0.027960928145473910514327315207177385055
f(z) = -12*z^3 + 145/48*z + 1
*
-4/11 | 0.13368672902911500328196188330378429170 | 0.024355665102930847471827501431641203843
f(z) = -11/2*z^3 + 153/44*z + 1
*
-1/4 | 0.15322544795831246049649799778525448488 | 0.029634643121486317657667319134863638871
f(z) = -11/3*z^3 + 155/48*z + 1
*
0 | 0.13652800468722243840385439493474213731 | 0.027588326714470967875424044471891938830
f(z) = -11/5*z^3 + 141/55*z + 1
*
[ -3/4 ] 
f(z) = -11/9*z^3 + 145/48*z + 1
*
[ -1/2 ] 
f(z) = -11/12*z^3 + 155/48*z + 1
*
[ -2/3 ] 
f(z) = -11/12*z^3 + 157/54*z + 1
*
[ 3/2 ] 
f(z) = -10/7*z^3 + 149/42*z + 1
*
[ 5/3 ] 
f(z) = -9/8*z^3 + 141/40*z + 1
*
[ -10/9 ] 
f(z) = -9/8*z^3 + 148/45*z + 1
*
-5/3 | 0.13521111572060967844329030961891153024 | 0.027020896599141769718854028646255167320
f(z) = -9/8*z^3 + 149/40*z + 1
*
[ 5/3 ] 
f(z) = -9/11*z^3 + 147/55*z + 1
*
-13/6 | 0.14250286662930763916260222530593613901 | 0.028795672003884195210128698216987651323
f(z) = -9/13*z^3 + 141/52*z + 1
*
[ -4/3 ] 
f(z) = -9/13*z^3 + 155/52*z + 1
*
[ -7/6 ] 
f(z) = -9/14*z^3 + 153/56*z + 1
*
-1 | 0.12682285554436670510458160882483620854 | 0.025146175982451360702122986102347171205
f(z) = -9/16*z^3 + 155/48*z + 1
*
-2/3 | 0.14434475266763950987235785399485810839 | 0.029003913035828470989541281697285311029
f(z) = -8/3*z^3 + 145/54*z + 1
*
[ -5/6 ] 
f(z) = -8/5*z^3 + 149/45*z + 1
*
[ -3/2 ] 
f(z) = -8/19*z^3 + 149/57*z + 1
*
-2/5 | 0.13503024153808439508400458077631162621 | 0.026144402153320298342198594130233969135
f(z) = -7/2*z^3 + 153/50*z + 1
*
-6/7 | 0.078354793900020815068814521107714269353 | 0.015496634640891081512685553269653757386
f(z) = -7/2*z^3 + 157/42*z + 1
*
-1/4 | 0.10727844890619101170712361543067664737 | 0.021381794995571474194308584609571069162
f(z) = -7/3*z^3 + 151/48*z + 1
*
-2/7 | 0.10442686953488431983040691632681193906 | 0.020705545757894190743494521754311310807
f(z) = -7/3*z^3 + 155/42*z + 1
*
[ -6/7 ] 
f(z) = -7/4*z^3 + 145/42*z + 1
*
5/3 | 0.12240519226288382633539758323132383674 | 0.024494695353552186524694906345081275392
f(z) = -7/5*z^3 + 148/45*z + 1
*
-5/3 | 0.13220307055419564145664787532880954107 | 0.026146488055299085482976275123278961306
f(z) = -7/5*z^3 + 157/45*z + 1
*
[ -3/7 ] 
f(z) = -7/6*z^3 + 149/42*z + 1
*
-5/2 | 0.089474201816699064639598287694728246897 | 0.017833209373766799093962003492816600677
f(z) = -7/10*z^3 + 151/40*z + 1
*
[ -3/2 ] 
f(z) = -7/12*z^3 + 143/48*z + 1
*
-2/7 | 0.12339542173178544725264805043801468981 | 0.021659364029056185348916379253745185960
f(z) = -7/12*z^3 + 149/42*z + 1
*
[ -2/3 ] 
f(z) = -7/12*z^3 + 149/54*z + 1
*
[ -1/2 ] 
f(z) = -7/12*z^3 + 151/48*z + 1
*
-3 | 0.11770647183683127965530000477523913222 | 0.023279420417481635854078104546440216171
f(z) = -7/16*z^3 + 157/48*z + 1
*
7/3 | 0.10811010411615729974972584126939460775 | 0.021381496920462701297120328532872281345
f(z) = -6/7*z^3 + 157/42*z + 1
*
7/3 | 0.052468480266208509984891685187148591474 | 0.010485420317933442233080432448076059350
f(z) = -6/17*z^3 + 149/51*z + 1
*
-1/4 | 0.082452634105894490298357818736681491079 | 0.016477521752767022694161914742770103272
f(z) = -5/3*z^3 + 149/48*z + 1
*
[ -3/4 ] 
f(z) = -5/3*z^3 + 157/48*z + 1
*
[ 8/5 ] 
f(z) = -5/4*z^3 + 143/40*z + 1
*
[ 3/2 ] 
f(z) = -5/4*z^3 + 151/48*z + 1
*
[ -2/3 ] 
f(z) = -5/6*z^3 + 155/54*z + 1
*
[ 11/5 ] 
f(z) = -5/11*z^3 + 151/55*z + 1
*
[ -2/3 ] 
f(z) = -5/12*z^3 + 145/54*z + 1
*
[ -1/2 ] 
f(z) = -5/12*z^3 + 149/48*z + 1
*
-3 | 0.12667145796192891795713454720179459414 | 0.025247038650796613037579329874399570924
f(z) = -5/16*z^3 + 151/48*z + 1
*
-3/8 | 0.13107785889340697495350766477213863991 | 0.024931616600330187804249980464178980438
f(z) = -4*z^3 + 155/48*z + 1
*
-2/5 | 0.13809370569617357219034825346734657277 | 0.026063690817778338737665784391507043486
f(z) = -4*z^3 + 157/50*z + 1
*
[ 5/2 ] 
f(z) = -4/9*z^3 + 152/45*z + 1
*
[ 11/4 ] 
f(z) = -4/11*z^3 + 149/44*z + 1
*
[ 5/2 ] 
f(z) = -4/11*z^3 + 158/55*z + 1
*
13/4 | 0.14820271743701670314214813299656629968 | 0.029461195973966793150371440894079928940
f(z) = -4/13*z^3 + 153/52*z + 1
*
[ 3 ] 
f(z) = -4/17*z^3 + 142/51*z + 1
*
[ 3 ] 
f(z) = -4/19*z^3 + 146/57*z + 1
*
-2/5 | 0.14627816016931307234483846908424659187 | 0.029193535666358363912828176703233970041
f(z) = -3*z^3 + 149/50*z + 1
*
-2 | 0.062160711441157194583694427568366223454 | 0.012422337819113025382497199224612628760
f(z) = -3/7*z^3 + 149/42*z + 1
*
-4 | 0.13798769388032602377464457338087249112 | 0.027222391344442061523106879568745005370
f(z) = -3/11*z^3 + 159/44*z + 1
*
[ -1/2 ] 
f(z) = -3/13*z^3 + 159/52*z + 1
*
[ -3 ] 
f(z) = -3/17*z^3 + 149/51*z + 1
*
[ -3 ] 
f(z) = -3/19*z^3 + 157/57*z + 1
*
-2/5 | 0.14530252340307744054516550813254120842 | 0.029361400961398005935094633385568567199
f(z) = -2*z^3 + 141/50*z + 1
*
[ -2/3 ] 
f(z) = -2/3*z^3 + 151/54*z + 1
*
[ 5/3 ] 
f(z) = -z^3 + 143/45*z + 1
*
[ 5/2 ] 
f(z) = -1/2*z^3 + 149/40*z + 1
*
[ -2/3 ] 
f(z) = -1/3*z^3 + 143/54*z + 1
*
-1/4 | 0.069916587563793231022063537671887098405 | 0.014048689598931071727434109262592776293
f(z) = -1/3*z^3 + 145/48*z + 1
*
-4/3 | 0.082482554930445779866452157010191333156 | 0.016439695933485634603587249638606933103
f(z) = -1/5*z^3 + 151/45*z + 1
*
[ 5 ] 
f(z) = -1/8*z^3 + 157/40*z + 1
*
-4/3 | 0.15126543286053737669712104704911960581 | 0.026744280741561223879488528673493735332
f(z) = -1/10*z^3 + 143/45*z + 1
*
-11/2 | 0.13589095131352710723936427903407083681 | 0.027459596812878055959212691557269448656
f(z) = -1/11*z^3 + 141/44*z + 1
*
[ 11/2 ] 
f(z) = -1/11*z^3 + 157/44*z + 1
*
[ -1/2 ] 
f(z) = -1/12*z^3 + 145/48*z + 1
*
[ 6 ] 
f(z) = -1/14*z^3 + 143/42*z + 1
*
[ -6 ] 
f(z) = -1/14*z^3 + 157/42*z + 1
*
-3/2 | 0.11153330985036344912414007095626907889 | 0.022229836381055269214618797894471265704
f(z) = -19/15*z^3 + 151/60*z + 1
*
0 | 0.15111241104627849328625246432249078721 | 0.029702122788280566869426078315160893097
f(z) = -18/7*z^3 + 155/63*z + 1
*
[ 4/3 ] 
f(z) = -18/17*z^3 + 145/68*z + 1
*
[ 4/3 ] 
f(z) = -18/19*z^3 + 147/76*z + 1
*
0 | 0.15351979743876423741331540977122005041 | 0.028345079676935045947553379915749902564
f(z) = -15/4*z^3 + 157/60*z + 1
*
4/3 | 0.10036106265791383525428552960448206795 | 0.017744202257493404164651404444104977220
f(z) = -15/8*z^3 + 143/60*z + 1
*
0 | 0.073596177714547505825285565227487409369 | 0.013943648909907710005243169238551920447
f(z) = -14/5*z^3 + 151/70*z + 1
*
-3/2 | 0.081859906434163923504620201792233611389 | 0.016189858955744511155499306982651117957
f(z) = -13/15*z^3 + 157/60*z + 1
*
0 | 0.10293299191444313695400838664281788672 | 0.020570362993732143820046837751234595873
f(z) = -12/5*z^3 + 149/60*z + 1
*
5/4 | 0.090825693890638350040598126335660557116 | 0.017963069318063279611668889425725826649
f(z) = -12/5*z^3 + 157/60*z + 1
*
0 | 0.13357687390950177821061935215398768100 | 0.026840269305734027352680899105710948481
f(z) = -11/6*z^3 + 145/66*z + 1
*
0 | 0.14480855527901994987961141968051468177 | 0.028861965046571429145674178982637914442
f(z) = -11/6*z^3 + 151/66*z + 1
*
-1/3 | 0.10274377636714058643284730022675064194 | 0.020371825492652730544616840219453717216
f(z) = -11/8*z^3 + 155/72*z + 1
*
-14/11 | 0.17676855272903150574098118226310260213 | 0.024817052066477704788131602941444644342
f(z) = -11/8*z^3 + 155/77*z + 1
*
7/5 | 0.14652907053522463409024087637905505417 | 0.029609250353835080663947665179928772874
f(z) = -10/7*z^3 + 141/70*z + 1
*
[ 3/2 ] 
f(z) = -10/11*z^3 + 157/66*z + 1
*
-14/9 | 0.14983374657155809799251007193900258455 | 0.021152836720890533144120120864075714094
f(z) = -9/8*z^3 + 149/63*z + 1
*
[ 5/3 ] 
f(z) = -9/13*z^3 + 151/65*z + 1
*
[ 5/3 ] 
f(z) = -9/14*z^3 + 153/70*z + 1
*
3/2 | 0.11739359056924405532667110093464987967 | 0.023460201887011134305740438801770702603
f(z) = -7/5*z^3 + 149/60*z + 1
*
-1/3 | 0.10281996623073681379787091512859438288 | 0.020493169521118261855898230252299051324
f(z) = -7/8*z^3 + 151/72*z + 1
*
[ 11/7 ] 
f(z) = -7/11*z^3 + 149/77*z + 1
*
[ 4/3 ] 
f(z) = -6/5*z^3 + 143/60*z + 1
*
[ 11/6 ] 
f(z) = -6/11*z^3 + 151/66*z + 1
*
-3/10 | 0.11874785044017929190119712047629069455 | 0.023730840256836599300187705215303435409
f(z) = -5/3*z^3 + 149/60*z + 1
*
-1/3 | 0.11138434505659543194103118071759137381 | 0.022259300609251875796839843763003852422
f(z) = -5/8*z^3 + 149/72*z + 1
*
-3/10 | 0.15207709443962536515275348574609119325 | 0.025089198269270312638931528570361036033
f(z) = -5/9*z^3 + 143/60*z + 1
*
-12/5 | 0.14462003280320603242272009843089228992 | 0.023496891495159184146107959579277210931
f(z) = -5/9*z^3 + 157/60*z + 1
*
[ -4/5 ] 
f(z) = -5/12*z^3 + 151/60*z + 1
*
0 | 0.12808276224923619449576603086525327942 | 0.025331593276923964033828159174906259300
f(z) = -5/12*z^3 + 157/60*z + 1
*
[ 12/5 ] 
f(z) = -5/16*z^3 + 143/60*z + 1
*
[ -3/4 ] 
f(z) = -4/15*z^3 + 149/60*z + 1
*
0 | 0.14076036756538812053168316404627710169 | 0.028055115947996591673158063995754700742
f(z) = -4/15*z^3 + 151/60*z + 1
*
5/4 | 0.094321778196936772370868930643821473934 | 0.018654508073394437535976612517922307139
f(z) = -4/15*z^3 + 157/60*z + 1
*
[ 5/3 ] 
f(z) = -3/4*z^3 + 149/60*z + 1
*
[ -5/6 ] 
f(z) = -3/5*z^3 + 157/60*z + 1
*
-3/5 | 0.12386988782947779354828560143879366614 | 0.024959453107640536789867247402597406088
f(z) = -2/3*z^3 + 143/75*z + 1
*
-5/2 | 0.095644184702287297301979100183251018679 | 0.019013093133611872932258575658559226733
f(z) = -2/7*z^3 + 153/70*z + 1
*
[ -3/2 ] 
f(z) = -2/13*z^3 + 157/78*z + 1
*
-4 | 0.068313616100012302737967413824970073821 | 0.013765012042384787673128310199299629616
f(z) = -2/15*z^3 + 143/60*z + 1
*
1/6 | 0.091362981745391178276695578914206850396 | 0.018358020837368370639483689274197724600
f(z) = -1/2*z^3 + 145/72*z + 1
*
-5/2 | 0.11095304716866633309019346578305706577 | 0.022173109059311251831237549671697361197
f(z) = -1/3*z^3 + 149/60*z + 1
*
-1/3 | 0.11132949214775884853496029440294780514 | 0.022369991627000446970771616358649825795
f(z) = -1/8*z^3 + 145/72*z + 1
*
[ -6/5 ] 
f(z) = -1/8*z^3 + 151/75*z + 1
*
6 | 0.10975961000883398815891644162603044905 | 0.021934609865502086109510081281902372885
f(z) = -1/15*z^3 + 149/60*z + 1
*
[ -4 ] 
f(z) = -1/17*z^3 + 149/68*z + 1
*
[ -4 ] 
f(z) = -1/19*z^3 + 159/76*z + 1
*
-7/19 | 0.17634617004410102548866480294612848783 | 0.029945631628274388511571708510898820623
f(z) = -19/5*z^3 + 144/95*z + 1
*
-10/19 | 0.22235263087428165929013266218737705486 | 0.029653676199631457287265788248055636218
f(z) = -19/8*z^3 + 148/95*z + 1
*
0 | 0.14911297885976637917608276863298586698 | 0.026890569391645724070607529242755497702
f(z) = -16/5*z^3 + 151/80*z + 1
*
[ 5/4 ] 
f(z) = -16/17*z^3 + 142/85*z + 1
*
[ 5/4 ] 
f(z) = -16/19*z^3 + 144/95*z + 1
*
[ 5/6 ] 
f(z) = -14/5*z^3 + 157/90*z + 1
*
9/10 | 0.13810972111550174582523392046257231008 | 0.024213707610549505194617866020358750805
f(z) = -10/3*z^3 + 143/90*z + 1
*
-2/5 | 0.11118374597465999973798277812720208195 | 0.022160164390041636626467378132795770048
f(z) = -10/9*z^3 + 151/90*z + 1
*
6/5 | 0.062402536296752088279626150415951134448 | 0.012341673783095160235958914394902568517
f(z) = -10/17*z^3 + 157/85*z + 1
*
-5/6 | 0.13932036286351843515719028958912718325 | 0.026828715674699903212706837144637107822
f(z) = -9/4*z^3 + 141/80*z + 1
*
0 | 0.11118310715507860709949325631434567835 | 0.022160037066152563264613403405243304173
f(z) = -9/10*z^3 + 151/90*z + 1
*
[ 5/3 ] 
f(z) = -9/16*z^3 + 157/80*z + 1
*
[ 5/3 ] 
f(z) = -9/17*z^3 + 159/85*z + 1
*
[ 5/4 ] 
f(z) = -8/9*z^3 + 143/90*z + 1
*
[ 11/8 ] 
f(z) = -8/11*z^3 + 145/88*z + 1
*
[ 3/4 ] 
f(z) = -7/2*z^3 + 157/96*z + 1
*
-12/7 | 0.17521928743465277930906346110137741067 | 0.028468452847840002759440130481430512462
f(z) = -7/9*z^3 + 157/84*z + 1
*
-5/3 | 0.056930953197794433846230807704687402466 | 0.011259530368870713692673788454195110305
f(z) = -7/10*z^3 + 157/90*z + 1
*
0 | 0.10810742367066928901212440196731079857 | 0.021722565294017156626173909326248541717
f(z) = -7/12*z^3 + 145/84*z + 1
*
0 | 0.11381206807471973843722945349655876287 | 0.022509203954114252428794109364609874238
f(z) = -7/12*z^3 + 157/84*z + 1
*
[ 12/7 ] 
f(z) = -7/16*z^3 + 143/84*z + 1
*
[ 4/3 ] 
f(z) = -6/7*z^3 + 149/84*z + 1
*
-2/5 | 0.093248353842242457040029109189556825498 | 0.018789295412086874533927986977917215084
f(z) = -5/9*z^3 + 143/90*z + 1
*
0 | 0.12364295503150883038555747814757506227 | 0.024578964488500080443686011167680572729
f(z) = -5/16*z^3 + 153/80*z + 1
*
-5/6 | 0.14329431419748019973127106063336668640 | 0.027593973590001187496898551378692141747
f(z) = -2*z^3 + 143/90*z + 1
*
-2/3 | 0.11118374597465999973798277812720208195 | 0.022160164390041636626467378132795770048
f(z) = -2/5*z^3 + 151/90*z + 1
*
[ 5/4 ] 
f(z) = -z^3 + 141/80*z + 1
*
-2/3 | 0.10815467272896227280783112447160528012 | 0.021792879041489990165231684823925314479
f(z) = -1/5*z^3 + 143/90*z + 1
*
4/3 | 0.11118335871677659600821303178552591970 | 0.022160087205213203861734651250024985118
f(z) = -1/10*z^3 + 151/90*z + 1
*
-5 | 0.13662542850088315655911147993162578913 | 0.027608013224994571666891948712790087985
f(z) = -1/16*z^3 + 141/80*z + 1
*
-5 | 0.14098815176047667334170054355731666786 | 0.028408737783333151731756298240387448199
f(z) = -1/18*z^3 + 143/90*z + 1
*
0 | 0.16307318938323087674988332263828185657 | 0.028778840415484646528848279434474462129
f(z) = -17/6*z^3 + 145/102*z + 1
*
0 | 0.16394526540295338140829315065231417451 | 0.028932742701302978657229912467803493565
f(z) = -17/6*z^3 + 151/102*z + 1
*
0 | 0.16396200847134721878444889555338468670 | 0.028935697485563924373603306431426763670
f(z) = -17/6*z^3 + 157/102*z + 1
*
-5/17 | 0.16077781414877503170132978987862147896 | 0.028373757042700295303907638626880437399
f(z) = -17/7*z^3 + 144/119*z + 1
*
0 | 0.16941340233734450883747620656036570213 | 0.029897748909865193747562938701789644164
f(z) = -17/7*z^3 + 149/119*z + 1
*
[ 14/17 ] 
f(z) = -17/8*z^3 + 146/119*z + 1
*
-4/9 | 0.11883810526087300375677535209673204841 | 0.018482626756387651655699180136818339443
f(z) = -15/16*z^3 + 155/108*z + 1
*
0 | 0.11141943595191153792986682502767004011 | 0.022450720152018225144099075312720278592
f(z) = -14/15*z^3 + 143/105*z + 1
*
0 | 0.12559509065156812238393647721519595125 | 0.025099208299326034927480233554199052291
f(z) = -14/17*z^3 + 149/119*z + 1
*
0 | 0.15301791978734757967114730395791911052 | 0.029828643466626844238735398756896114671
f(z) = -13/8*z^3 + 153/104*z + 1
*
-5/6 | 0.071661856339686763747163243338021675849 | 0.013799817406031791522067726186364026597
f(z) = -12/7*z^3 + 146/105*z + 1
*
0 | 0.10419510509523997011919836098101800794 | 0.020607207225769419214667239323777632568
f(z) = -12/17*z^3 + 157/102*z + 1
*
[ 4/5 ] 
f(z) = -11/4*z^3 + 151/100*z + 1
*
-5/11 | 0.10421622678682122567681789848566306093 | 0.020611384572440127711623999627949883003
f(z) = -11/10*z^3 + 157/110*z + 1
*
-2/5 | 0.17056261859873037041960466116263248020 | 0.026422520845040578183995674183397802957
f(z) = -9/16*z^3 + 159/100*z + 1
*
[ 5/4 ] 
f(z) = -8/11*z^3 + 147/110*z + 1
*
16/7 | 0.13791173074316149762433162712076088812 | 0.027487350761505618909358546273011738486
f(z) = -7/15*z^3 + 151/105*z + 1
*
-2/5 | 0.17056185874029968029762899664328623760 | 0.026474318255403553433677105789749049344
f(z) = -7/16*z^3 + 157/100*z + 1
*
-4/9 | 0.16590365455815324081597012577599095118 | 0.029332371776207543670066164613805523922
f(z) = -3/8*z^3 + 143/108*z + 1
*
-2/5 | 0.17056185874029968029762899664328623760 | 0.026580797083452584141138223149165537560
f(z) = -3/16*z^3 + 153/100*z + 1
*
-4/5 | 0.14282775475081832787881159175808595934 | 0.026957191287292320784744239435074967624
f(z) = -2*z^3 + 153/100*z + 1
*
[ 4/3 ] 
f(z) = -2/3*z^3 + 155/108*z + 1
*
-4/5 | 0.13633236834227768970912370669473430831 | 0.027548794316601933498835044536053618759
f(z) = -1/4*z^3 + 141/100*z + 1
*
-2/5 | 0.17056185874029968029762899664328623760 | 0.026635415389628301960479596870218092932
f(z) = -1/16*z^3 + 151/100*z + 1
*
0 | 0.13409751955467620816561343321238417265 | 0.023197278894719535478101367530105008523
f(z) = -18/7*z^3 + 149/126*z + 1
*
0 | 0.15894213293086592908190015692740038553 | 0.028049799579038024874144992914081174402
f(z) = -17/8*z^3 + 145/136*z + 1
*
0 | 0.12017744245367224386582163909178619858 | 0.024147854531438237105491144333825603979
f(z) = -16/17*z^3 + 145/136*z + 1
*
[ 3/4 ] 
f(z) = -14/5*z^3 + 149/120*z + 1
*
-5/4 | 0.092742793490010547749352227998859474031 | 0.018484676260131753064739487996654538323
f(z) = -14/15*z^3 + 151/120*z + 1
*
0 | 0.13321921588366435896002801629381834628 | 0.026768403289919513994296466337147161664
f(z) = -11/12*z^3 + 145/132*z + 1
*
[ 12/11 ] 
f(z) = -11/12*z^3 + 155/132*z + 1
*
5/11 | 0.13342873081137988285271204591652910837 | 0.026388893251638192203484635590916090989
f(z) = -11/12*z^3 + 157/132*z + 1
*
[ 5/4 ] 
f(z) = -8/13*z^3 + 151/130*z + 1
*
9/7 | 0.13775873319251595855706627644547793061 | 0.027604567499315234664351741413018335357
f(z) = -7/6*z^3 + 145/126*z + 1
*
-5/9 | 0.11165816199046756633042862893249427907 | 0.021947134684648168286306359574203818177
f(z) = -6/5*z^3 + 158/135*z + 1
*
[ 5/3 ] 
f(z) = -4/15*z^3 + 154/135*z + 1
*
-5/6 | 0.089816125125660407404299796866084034615 | 0.017295758024691374846688813751359739436
f(z) = -3/2*z^3 + 149/120*z + 1
*
[ 5/4 ] 
f(z) = -2/3*z^3 + 149/120*z + 1
*
-3/20 | 0.061541871095997124269749542101323388727 | 0.010271590628989492959994208685739580618
f(z) = -20/7*z^3 + 149/140*z + 1
*
1/8 | 0.14605002256115919932235800459980841568 | 0.025319329951931951785625410752374877875
f(z) = -20/9*z^3 + 149/144*z + 1
*
0 | 0.17356753959757415045480562507255422743 | 0.029473787846455976569935972788915732363
f(z) = -19/8*z^3 + 145/152*z + 1
*
0 | 0.13955748987965595915248120932668684317 | 0.027430928219127559433611564486007042551
f(z) = -18/17*z^3 + 145/153*z + 1
*
0 | 0.16042534468472455314762812036916362506 | 0.028311553914794321958039936653044459916
f(z) = -17/9*z^3 + 145/153*z + 1
*
[ 4/5 ] 
f(z) = -15/7*z^3 + 157/140*z + 1
*
[ 6/7 ] 
f(z) = -13/8*z^3 + 151/147*z + 1
*
0 | 0.060238488739855854124934062811485842619 | 0.011742627308531407071283902055063788032
f(z) = -13/11*z^3 + 147/143*z + 1
*
0 | 0.14249907688123873056114662837181647239 | 0.027778146275423218936871252512402612786
f(z) = -13/12*z^3 + 145/156*z + 1
*
0 | 0.062300974741391364969514811277250372156 | 0.012484083024475016187723631852610802341
f(z) = -11/13*z^3 + 147/143*z + 1
*
[ 6/5 ] 
f(z) = -11/18*z^3 + 157/150*z + 1
*
-5/6 | 0.063614877353851742295006187268594407188 | 0.012250222595811953844588499605183201695
f(z) = -9/7*z^3 + 153/140*z + 1
*
-6/7 | 0.19621278389530547425191242276720245233 | 0.027298573014154873248212152575485016743
f(z) = -9/8*z^3 + 146/147*z + 1
*
1/14 | 0.11804229942101170653126143309156196767 | 0.022364481835303818501142599917869896132
f(z) = -7/5*z^3 + 141/140*z + 1
*
[ 6/5 ] 
f(z) = -7/12*z^3 + 151/150*z + 1
*
3/2 | 0.13791182945648596261584216739742538449 | 0.027867957328992008374715234327549305419
f(z) = -5/7*z^3 + 141/140*z + 1
*
[ 5/4 ] 
f(z) = -4/7*z^3 + 153/140*z + 1
*
0 | 0.13257430641557278585283803299788811543 | 0.025021964001742630197507321147663931112
f(z) = -20/17*z^3 + 149/170*z + 1
*
0 | 0.15850735408392563987385752359571277154 | 0.027973070650760807496888483766498571840
f(z) = -17/10*z^3 + 149/170*z + 1
*
[ 14/15 ] 
f(z) = -9/8*z^3 + 159/175*z + 1
*
7/8 | 0.083168483580337705284489985386620715753 | 0.013623472640929596399624873380045155478
f(z) = -8/3*z^3 + 151/168*z + 1
*
[ 5/4 ] 
f(z) = -8/17*z^3 + 159/170*z + 1
*
-5/4 | 0.099787214223413283162732307924987009685 | 0.019661831861578482222645532949929210669
f(z) = -7/10*z^3 + 143/160*z + 1
*
[ 8/7 ] 
f(z) = -7/12*z^3 + 149/168*z + 1
*
[ 7/5 ] 
f(z) = -2/7*z^3 + 148/175*z + 1
*
[ 5/4 ] 
f(z) = -1/2*z^3 + 157/160*z + 1
*
0 | 0.11660270519206357211270155574728464869 | 0.019461469608185613445972519505093285045
f(z) = -20/9*z^3 + 157/180*z + 1
*
[ 13/14 ] 
f(z) = -14/13*z^3 + 155/182*z + 1
*
[ 7/9 ] 
f(z) = -12/7*z^3 + 142/189*z + 1
*
[ 10/9 ] 
f(z) = -9/16*z^3 + 143/180*z + 1
*
9/5 | 0.14864251104668967736049311752684663433 | 0.028623867926267943690850229564514895672
f(z) = -5/12*z^3 + 143/180*z + 1
*
-9/4 | 0.10503626498343796648031837505738074024 | 0.020226677786747249409164994887804893502
f(z) = -4/15*z^3 + 143/180*z + 1
*
-3/4 | 0.12836181117585296163915916334054531241 | 0.024415011729500515254348042632387540863
f(z) = -3/4*z^3 + 145/192*z + 1
*
[ 3/2 ] 
f(z) = -3/16*z^3 + 145/192*z + 1
*
-4/7 | 0.19548572811964878626093221221491528131 | 0.029332792678647797866720334271782575550
f(z) = -3/16*z^3 + 159/196*z + 1
*
-4/7 | 0.14414279680132323910666797129033264542 | 0.021628744028340619084534767936512497909
f(z) = -1/16*z^3 + 151/196*z + 1
*
0 | 0.15740373478315563755045576644734545325 | 0.027778306055449748472178093320765990039
f(z) = -17/12*z^3 + 145/204*z + 1
*
6/5 | 0.15825599893554654049692039223788073117 | 0.029219546755657332973566659110717408951
f(z) = -15/14*z^3 + 149/210*z + 1
*
-5/4 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -12/17*z^3 + 157/204*z + 1
*
-6/7 | 0.13410722683913742147167541439490163218 | 0.025080331014241464014829366133089581886
f(z) = -7/10*z^3 + 143/210*z + 1
*
[ 6/5 ] 
f(z) = -5/14*z^3 + 143/210*z + 1
*
[ 3/2 ] 
f(z) = -3/17*z^3 + 149/204*z + 1
*
-17/6 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -3/17*z^3 + 157/204*z + 1
*
-11/20 | 0.16306620503196416925246621385734510727 | 0.027216418247968193532657736361552191031
f(z) = -20/11*z^3 + 141/220*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.027777999259478819509819948936438886765
f(z) = -19/12*z^3 + 145/228*z + 1
*
0 | 0.16956774638880177277952386298246471851 | 0.029333207039122580913068768932858607745
f(z) = -18/13*z^3 + 155/234*z + 1
*
[ 14/17 ] 
f(z) = -17/14*z^3 + 145/238*z + 1
*
18/13 | 0.13790115407242794981628116430941324260 | 0.025278283561385895004712580081754967662
f(z) = -13/18*z^3 + 155/234*z + 1
*
-10/11 | 0.10401564923817472175244903255542698894 | 0.015341717892581850706535827038004546873
f(z) = -11/16*z^3 + 147/220*z + 1
*
[ 11/10 ] 
f(z) = -5/11*z^3 + 141/220*z + 1
*
[ 3/2 ] 
f(z) = -3/19*z^3 + 157/228*z + 1
*
[ 7/4 ] 
f(z) = -1/14*z^3 + 145/224*z + 1
*
0 | 0.15816499477839913831061260273718432075 | 0.028522981701128153583033146827521736518
f(z) = -16/15*z^3 + 151/240*z + 1
*
-3/4 | 0.10418883466163008434528990047990571725 | 0.019010344618378486052680065919610663952
f(z) = -7/15*z^3 + 143/240*z + 1
*
[ 5/7 ] 
f(z) = -2*z^3 + 152/245*z + 1
*
-14/3 | 0.20479366990783049284186323926683645463 | 0.029612761619084271985380486371388199103
f(z) = -1/16*z^3 + 145/252*z + 1
*
[ 11/15 ] 
f(z) = -18/11*z^3 + 142/275*z + 1
*
[ 3/4 ] 
f(z) = -18/11*z^3 + 155/264*z + 1
*
[ 8/11 ] 
f(z) = -11/6*z^3 + 157/264*z + 1
*
-11/12 | 0.13400875335912294667447152493205699650 | 0.024033353045404668331637506573133640013
f(z) = -6/11*z^3 + 145/264*z + 1
*
[ 11/10 ] 
f(z) = -4/11*z^3 + 146/275*z + 1
*
-17/8 | 0.16595811393596194654987824570231167874 | 0.029604704549552148494541991802724096524
f(z) = -4/17*z^3 + 145/272*z + 1
*
[ 15/19 ] 
f(z) = -19/15*z^3 + 149/285*z + 1
*
[ 6/7 ] 
f(z) = -17/18*z^3 + 155/294*z + 1
*
[ 6/7 ] 
f(z) = -11/12*z^3 + 149/294*z + 1
*
9/8 | 0.11853889166118126659090890130068316005 | 0.020549981831388920765748323070651144572
f(z) = -10/9*z^3 + 149/288*z + 1
*
[ 6/7 ] 
f(z) = -8/9*z^3 + 143/294*z + 1
*
7/5 | 0.083158214508353820540501839526597805877 | 0.014757998144523806302675028363785894802
f(z) = -5/8*z^3 + 143/280*z + 1
*
-7/2 | 0.10520301916915448954446514059893416162 | 0.018670265720300143456986539643361299057
f(z) = -1/10*z^3 + 143/280*z + 1
*
[ 2 ] 
f(z) = -20*z^3 + 161/2*z + 1
*
[ -2 ] 
f(z) = -20*z^3 + 163/2*z + 1
*
[ -3/4 ] 
f(z) = -20*z^3 + 163/12*z + 1
*
[ 2 ] 
f(z) = -20/3*z^3 + 163/6*z + 1
*
[ -1/10 ] 
f(z) = -20/3*z^3 + 166/15*z + 1
*
[ -2 ] 
f(z) = -20/3*z^3 + 169/6*z + 1
*
-1/5 | 0.11069873687514852819854297073707433414 | 0.021579127196628975846892834129426105016
f(z) = -20/3*z^3 + 169/15*z + 1
*
[ 2 ] 
f(z) = -20/7*z^3 + 167/14*z + 1
*
[ 2 ] 
f(z) = -20/9*z^3 + 169/18*z + 1
*
[ -2 ] 
f(z) = -19/3*z^3 + 161/6*z + 1
*
[ 3 ] 
f(z) = -19/3*z^3 + 173/3*z + 1
*
[ -3 ] 
f(z) = -19/3*z^3 + 175/3*z + 1
*
[ 3/2 ] 
f(z) = -19/3*z^3 + 175/12*z + 1
*
[ -2 ] 
f(z) = -19/5*z^3 + 167/10*z + 1
*
3 | 0.14185344651059354532259382920832765316 | 0.027652289917135477006042675577045245009
f(z) = -19/6*z^3 + 169/6*z + 1
*
[ 3 ] 
f(z) = -19/6*z^3 + 175/6*z + 1
*
[ -3 ] 
f(z) = -19/6*z^3 + 179/6*z + 1
*
[ -2 ] 
f(z) = -19/7*z^3 + 173/14*z + 1
*
-2/19 | 0.086006197713881552668970469323600045352 | 0.012000243223346220635596076802326019639
f(z) = -19/8*z^3 + 162/19*z + 1
*
[ 2 ] 
f(z) = -19/9*z^3 + 161/18*z + 1
*
[ -2 ] 
f(z) = -19/9*z^3 + 179/18*z + 1
*
-3 | 0.096421533419259583620139478570556036367 | 0.018929380047727521618636238266605956782
f(z) = -19/12*z^3 + 163/12*z + 1
*
-3 | 0.12277128834753217643403997144261254472 | 0.023770837546297578956305899798814153284
f(z) = -19/12*z^3 + 175/12*z + 1
*
[ 3 ] 
f(z) = -19/12*z^3 + 179/12*z + 1
*
13/12 | 0.12686750566664365363255728751371382561 | 0.024967016311647452655945809730607987345
f(z) = -18*z^3 + 161/8*z + 1
*
[ -2 ] 
f(z) = -18/7*z^3 + 165/14*z + 1
*
[ -3/2 ] 
f(z) = -17/3*z^3 + 173/12*z + 1
*
[ -3 ] 
f(z) = -17/6*z^3 + 161/6*z + 1
*
[ -2/17 ] 
f(z) = -17/8*z^3 + 162/17*z + 1
*
-2 | 0.19885138017645838634591885534800567927 | 0.027515309346534938110165253004268468672
f(z) = -17/8*z^3 + 172/17*z + 1
*
[ -2 ] 
f(z) = -17/9*z^3 + 163/18*z + 1
*
[ 3 ] 
f(z) = -17/12*z^3 + 161/12*z + 1
*
[ -3 ] 
f(z) = -17/12*z^3 + 169/12*z + 1
*
[ 3 ] 
f(z) = -17/15*z^3 + 163/15*z + 1
*
[ -3 ] 
f(z) = -17/15*z^3 + 173/15*z + 1
*
[ -2/3 ] 
f(z) = -16*z^3 + 173/18*z + 1
*
[ 13/4 ] 
f(z) = -16/13*z^3 + 178/13*z + 1
*
[ -3 ] 
f(z) = -16/15*z^3 + 164/15*z + 1
*
[ 4/3 ] 
f(z) = -15/2*z^3 + 163/12*z + 1
*
2/15 | 0.15450270448435014396360073101943096185 | 0.021361593408104419686785377725523296165
f(z) = -15/8*z^3 + 173/15*z + 1
*
[ 6 ] 
f(z) = -13/8*z^3 + 178/3*z + 1
*
[ -6 ] 
f(z) = -13/8*z^3 + 179/3*z + 1
*
[ 6 ] 
f(z) = -13/18*z^3 + 161/6*z + 1
*
[ -6 ] 
f(z) = -13/18*z^3 + 163/6*z + 1
*
-1 | 0.087956772206016043647052602983808379526 | 0.017145908154121327291921369652650493781
f(z) = -12*z^3 + 169/12*z + 1
*
[ 4 ] 
f(z) = -11/4*z^3 + 179/4*z + 1
*
4 | 0.14781081538202783660313982005876729544 | 0.028682796746810703419978985443789688770
f(z) = -11/12*z^3 + 173/12*z + 1
*
-4 | 0.097758047382937661196631042009428389841 | 0.018845339645427307432567256264922173117
f(z) = -11/12*z^3 + 179/12*z + 1
*
-1/9 | 0.11764104485221555583476861443121854016 | 0.023095173539052472523047552918121861921
f(z) = -9/2*z^3 + 163/18*z + 1
*
-2 | 0.16784219857881959797950507156004127247 | 0.028708450569066709164233731710593776406
f(z) = -9/4*z^3 + 173/18*z + 1
*
[ 14/3 ] 
f(z) = -9/8*z^3 + 177/7*z + 1
*
[ 13/3 ] 
f(z) = -9/13*z^3 + 179/13*z + 1
*
-1/8 | 0.13650325666719400300836464294629239558 | 0.026609347328847011691511025472207554757
f(z) = -8*z^3 + 169/8*z + 1
*
[ 9/2 ] 
f(z) = -8/9*z^3 + 169/9*z + 1
*
[ -9/2 ] 
f(z) = -8/9*z^3 + 173/9*z + 1
*
[ 5 ] 
f(z) = -7/5*z^3 + 179/5*z + 1
*
[ 6 ] 
f(z) = -7/9*z^3 + 173/6*z + 1
*
[ -6 ] 
f(z) = -7/9*z^3 + 175/6*z + 1
*
-5 | 0.12924367211720640978119956992375105989 | 0.024969075238273734458577572378128751009
f(z) = -7/10*z^3 + 177/10*z + 1
*
-5 | 0.12392492635893262429076972530505440447 | 0.024328818939590922526593907149906050617
f(z) = -7/15*z^3 + 163/15*z + 1
*
5 | 0.10539680159118832237040337767362229961 | 0.020475359821354100396587990770063855259
f(z) = -7/15*z^3 + 172/15*z + 1
*
-6 | 0.15741481777279841713163632504661003041 | 0.023946223998539843480930536895478078763
f(z) = -7/16*z^3 + 179/12*z + 1
*
[ 3 ] 
f(z) = -6*z^3 + 164/3*z + 1
*
[ -3 ] 
f(z) = -6*z^3 + 166/3*z + 1
*
[ 3 ] 
f(z) = -6/5*z^3 + 172/15*z + 1
*
[ -7/2 ] 
f(z) = -6/7*z^3 + 165/14*z + 1
*
[ 4 ] 
f(z) = -5/2*z^3 + 163/4*z + 1
*
[ -4 ] 
f(z) = -5/2*z^3 + 165/4*z + 1
*
[ 4 ] 
f(z) = -5/6*z^3 + 169/12*z + 1
*
[ -4 ] 
f(z) = -5/6*z^3 + 175/12*z + 1
*
6 | 0.12209329235405099769556145709432623624 | 0.023536574475833209230924688849392643149
f(z) = -5/6*z^3 + 179/6*z + 1
*
[ 8 ] 
f(z) = -5/16*z^3 + 167/8*z + 1
*
[ -8 ] 
f(z) = -5/16*z^3 + 169/8*z + 1
*
[ 6 ] 
f(z) = -3/4*z^3 + 167/6*z + 1
*
[ -6 ] 
f(z) = -3/4*z^3 + 169/6*z + 1
*
[ -7 ] 
f(z) = -3/14*z^3 + 163/14*z + 1
*
-2/3 | 0.10564644170506318400234241066350428989 | 0.016126567879183733990136586866313164214
f(z) = -3/16*z^3 + 175/12*z + 1
*
[ 9 ] 
f(z) = -2/9*z^3 + 170/9*z + 1
*
[ -9 ] 
f(z) = -2/9*z^3 + 172/9*z + 1
*
[ 14 ] 
f(z) = -1/8*z^3 + 178/7*z + 1
*
[ -14 ] 
f(z) = -1/8*z^3 + 179/7*z + 1
*
0 | 0.13939211359592951695536663726467989452 | 0.027267692992815773436699446320546630133
f(z) = -1/15*z^3 + 166/15*z + 1
*
0 | 0.14700415879149561627597661699540108205 | 0.028929828888346125381752990438697616175
f(z) = -1/16*z^3 + 161/16*z + 1
*
0 | 0.086575241780514686495398937477699443009 | 0.016996365814484318202389301240283214720
f(z) = -1/18*z^3 + 163/18*z + 1
*
-1/5 | 0.11508789282894539940651184020599317287 | 0.019208641213523851326762090517262469563
f(z) = -20*z^3 + 161/20*z + 1
*
0 | 0.11577631797486367096950921820248128767 | 0.021851525676026903640323726029884565952
f(z) = -20/3*z^3 + 161/30*z + 1
*
-4/5 | 0.13969219234332495248300648311094519212 | 0.026365387854132510061433407820918779909
f(z) = -20/3*z^3 + 173/30*z + 1
*
[ -3/2 ] 
f(z) = -20/7*z^3 + 170/21*z + 1
*
1/10 | 0.14558690776858700005887100463085660008 | 0.028157307499317140543441138723084050787
f(z) = -20/7*z^3 + 176/35*z + 1
*
-1 | 0.087574633210067364341122490901660311540 | 0.017234336596696951571827431199932849948
f(z) = -20/9*z^3 + 161/36*z + 1
*
[ 2 ] 
f(z) = -20/11*z^3 + 171/22*z + 1
*
[ 2 ] 
f(z) = -20/13*z^3 + 173/26*z + 1
*
[ 2 ] 
f(z) = -20/17*z^3 + 177/34*z + 1
*
[ 2 ] 
f(z) = -20/19*z^3 + 179/38*z + 1
*
[ -1/5 ] 
f(z) = -19*z^3 + 169/25*z + 1
*
[ -1/4 ] 
f(z) = -19/2*z^3 + 179/32*z + 1
*
[ -1/3 ] 
f(z) = -19/4*z^3 + 163/36*z + 1
*
-3/2 | 0.071951770985780319065047068100998158836 | 0.014125500495565015598018465314333143893
f(z) = -19/6*z^3 + 163/24*z + 1
*
[ 3/2 ] 
f(z) = -19/6*z^3 + 179/24*z + 1
*
[ 4/3 ] 
f(z) = -19/8*z^3 + 161/36*z + 1
*
[ 2 ] 
f(z) = -19/11*z^3 + 163/22*z + 1
*
[ 2 ] 
f(z) = -19/13*z^3 + 165/26*z + 1
*
[ 2 ] 
f(z) = -19/15*z^3 + 167/30*z + 1
*
[ 2 ] 
f(z) = -19/17*z^3 + 169/34*z + 1
*
-1/4 | 0.16462860762708918625390333868419514752 | 0.027128718187796749893485383136272282275
f(z) = -18*z^3 + 163/24*z + 1
*
[ -1/5 ] 
f(z) = -18*z^3 + 168/25*z + 1
*
[ -4/3 ] 
f(z) = -18/5*z^3 + 163/20*z + 1
*
[ -4/3 ] 
f(z) = -18/7*z^3 + 177/28*z + 1
*
[ -2 ] 
f(z) = -18/11*z^3 + 177/22*z + 1
*
[ 2 ] 
f(z) = -18/17*z^3 + 161/34*z + 1
*
[ 2 ] 
f(z) = -18/19*z^3 + 163/38*z + 1
*
[ -1/5 ] 
f(z) = -17*z^3 + 167/25*z + 1
*
[ -1/4 ] 
f(z) = -17/2*z^3 + 177/32*z + 1
*
[ -1/3 ] 
f(z) = -17/4*z^3 + 161/36*z + 1
*
[ 3/2 ] 
f(z) = -17/6*z^3 + 161/24*z + 1
*
[ -2 ] 
f(z) = -17/11*z^3 + 169/22*z + 1
*
[ -2 ] 
f(z) = -17/13*z^3 + 175/26*z + 1
*
[ -1/5 ] 
f(z) = -16*z^3 + 166/25*z + 1
*
[ -5/8 ] 
f(z) = -16*z^3 + 177/20*z + 1
*
-1/2 | 0.092418023889867752184407146756951183326 | 0.018015565028802645092789895614472612467
f(z) = -16/9*z^3 + 169/36*z + 1
*
[ -2 ] 
f(z) = -16/11*z^3 + 161/22*z + 1
*
[ -3/2 ] 
f(z) = -16/11*z^3 + 163/33*z + 1
*
[ -2 ] 
f(z) = -16/13*z^3 + 167/26*z + 1
*
[ -3/2 ] 
f(z) = -16/13*z^3 + 173/39*z + 1
*
[ -2 ] 
f(z) = -16/15*z^3 + 173/30*z + 1
*
[ -2 ] 
f(z) = -16/17*z^3 + 179/34*z + 1
*
-2/5 | 0.13011231510634409350964261429611213890 | 0.021297600619988254326208048890487583838
f(z) = -15*z^3 + 167/30*z + 1
*
[ -3/5 ] 
f(z) = -15/2*z^3 + 161/30*z + 1
*
[ -1/6 ] 
f(z) = -15/2*z^3 + 173/24*z + 1
*
0 | 0.15121604338214311897887929825353763862 | 0.027919726768838389925329992750359316442
f(z) = -15/2*z^3 + 173/30*z + 1
*
[ -1/4 ] 
f(z) = -15/2*z^3 + 175/32*z + 1
*
0 | 0.11773944707525409682958259153979682681 | 0.021738785903476360877448875287413486525
f(z) = -15/2*z^3 + 179/30*z + 1
*
[ 6/5 ] 
f(z) = -15/4*z^3 + 167/30*z + 1
*
-2/5 | 0.11235793105832813584088917084576294396 | 0.019218183133580968785753002125760466407
f(z) = -15/4*z^3 + 173/30*z + 1
*
[ -1/3 ] 
f(z) = -15/13*z^3 + 161/39*z + 1
*
[ 8/3 ] 
f(z) = -15/16*z^3 + 175/24*z + 1
*
[ -2 ] 
f(z) = -15/17*z^3 + 171/34*z + 1
*
[ -2 ] 
f(z) = -15/19*z^3 + 177/38*z + 1
*
[ -1/5 ] 
f(z) = -14*z^3 + 164/25*z + 1
*
-4/7 | 0.16959855629069490991507203059019624478 | 0.028402465147407819979883844551556248191
f(z) = -14*z^3 + 177/28*z + 1
*
[ -1/7 ] 
f(z) = -14/3*z^3 + 170/21*z + 1
*
3/2 | 0.13741943072600094915521601139071156837 | 0.026787942289434003483037754940952886446
f(z) = -14/5*z^3 + 169/30*z + 1
*
5/2 | 0.088927039594459950743461750689662652917 | 0.017458068434603534092601494959275803388
f(z) = -14/15*z^3 + 163/30*z + 1
*
[ -2 ] 
f(z) = -14/17*z^3 + 163/34*z + 1
*
[ -2 ] 
f(z) = -14/19*z^3 + 169/38*z + 1
*
[ -1/5 ] 
f(z) = -13*z^3 + 163/25*z + 1
*
0 | 0.15086215101808230384348981163441841150 | 0.029341116811753853829818990097342832209
f(z) = -13/2*z^3 + 171/26*z + 1
*
[ -1/4 ] 
f(z) = -13/2*z^3 + 173/32*z + 1
*
-6/13 | 0.14249764154347645344725787735752421699 | 0.027777866476962851354777028473404423507
f(z) = -13/3*z^3 + 166/39*z + 1
*
0 | 0.14249854100838596726397293846381268776 | 0.027590405822786616316307780933900798312
f(z) = -13/3*z^3 + 175/39*z + 1
*
2 | 0.071447944868361002920552562387515622145 | 0.013864525916726057052612505747586915006
f(z) = -13/7*z^3 + 173/28*z + 1
*
[ -4/3 ] 
f(z) = -13/8*z^3 + 167/36*z + 1
*
[ -2 ] 
f(z) = -13/19*z^3 + 161/38*z + 1
*
[ -1/5 ] 
f(z) = -12*z^3 + 162/25*z + 1
*
5/3 | 0.12151457274707307075204681603367248377 | 0.023579991645886174424357027667135307115
f(z) = -12/5*z^3 + 173/30*z + 1
*
1/6 | 0.13204760306641917630987663529202450525 | 0.025740781719975795910591701497029901856
f(z) = -12/7*z^3 + 169/21*z + 1
*
-1/6 | 0.056526707372290986412865033552423441815 | 0.011057676526739865262710097790663285538
f(z) = -12/11*z^3 + 166/33*z + 1
*
[ -11/6 ] 
f(z) = -12/11*z^3 + 172/33*z + 1
*
[ -1/3 ] 
f(z) = -12/13*z^3 + 160/39*z + 1
*
[ -1/5 ] 
f(z) = -11*z^3 + 161/25*z + 1
*
-1 | 0.087326406791025497143504813841992532221 | 0.017023027479468475147413876093534451790
f(z) = -11/2*z^3 + 169/22*z + 1
*
[ -1/4 ] 
f(z) = -11/2*z^3 + 171/32*z + 1
*
-9/11 | 0.098164909183157131070454007762987798573 | 0.019135837691608144084457601815099820525
f(z) = -11/3*z^3 + 169/33*z + 1
*
[ -4/5 ] 
f(z) = -10*z^3 + 173/20*z + 1
*
-3/4 | 0.14259507668032680642193905794259045071 | 0.026017965911422420546346566201735692236
f(z) = -10*z^3 + 175/24*z + 1
*
-7/5 | 0.13991461929056992865402195378907494370 | 0.027467899636776428854166208247652130307
f(z) = -10/7*z^3 + 163/35*z + 1
*
[ -5/6 ] 
f(z) = -9*z^3 + 169/20*z + 1
*
-1/2 | 0.12649714079201734948702461805135120781 | 0.021882503599483638201266395988584004435
f(z) = -9*z^3 + 169/36*z + 1
*
[ -1/4 ] 
f(z) = -9/2*z^3 + 169/32*z + 1
*
-1 | 0.067313279691697871214784894911777403368 | 0.013121756087674975148211848470865543877
f(z) = -9/4*z^3 + 169/36*z + 1
*
-1/8 | 0.070096844535342947621010558009724917488 | 0.013664372033589770459511533226469421846
f(z) = -8/3*z^3 + 169/24*z + 1
*
[ -5/4 ] 
f(z) = -8/3*z^3 + 179/30*z + 1
*
3 | 0.16759746065910937727517536399375856288 | 0.027065188923286379689151301144253972162
f(z) = -8/9*z^3 + 163/24*z + 1
*
-3/4 | 0.13712809463353541829401648066239009683 | 0.026731150506855914189154665334520023844
f(z) = -8/15*z^3 + 169/30*z + 1
*
[ -1/4 ] 
f(z) = -8/17*z^3 + 171/34*z + 1
*
-5/7 | 0.12287594266218154121826971792477365213 | 0.022335970783311866250437147355248821325
f(z) = -7*z^3 + 174/35*z + 1
*
[ -1/4 ] 
f(z) = -7/2*z^3 + 167/32*z + 1
*
[ -1/7 ] 
f(z) = -7/3*z^3 + 169/21*z + 1
*
[ -4/3 ] 
f(z) = -7/4*z^3 + 175/36*z + 1
*
-5/2 | 0.12146728857191939214512351349749734009 | 0.023846337920670131194368850766678358923
f(z) = -7/5*z^3 + 163/20*z + 1
*
-3 | 0.099448350552036202638152583756913089370 | 0.019298025102677714306078022299168735812
f(z) = -7/8*z^3 + 173/24*z + 1
*
-5/6 | 0.082212150167196014128972397496008414532 | 0.015831471843079665417080761978630481170
f(z) = -6*z^3 + 161/30*z + 1
*
[ 3 ] 
f(z) = -6/7*z^3 + 176/21*z + 1
*
[ -6/5 ] 
f(z) = -5/2*z^3 + 163/30*z + 1
*
[ -1/4 ] 
f(z) = -5/2*z^3 + 165/32*z + 1
*
[ 4/3 ] 
f(z) = -5/2*z^3 + 169/36*z + 1
*
[ -3/2 ] 
f(z) = -5/2*z^3 + 175/24*z + 1
*
2 | 0.12517537113932326980395035340909290782 | 0.024457898099766267528663086215008371431
f(z) = -5/3*z^3 + 167/30*z + 1
*
-1/2 | 0.12639312645505053230427392882616999037 | 0.024526678558225142825050887977899701502
f(z) = -5/6*z^3 + 173/24*z + 1
*
[ -3 ] 
f(z) = -5/7*z^3 + 163/21*z + 1
*
[ -3 ] 
f(z) = -5/8*z^3 + 167/24*z + 1
*
[ -3 ] 
f(z) = -5/11*z^3 + 179/33*z + 1
*
-18/5 | 0.15053480458515385639122501523574173704 | 0.025904517678557282401032793213674639406
f(z) = -5/12*z^3 + 167/30*z + 1
*
[ 3 ] 
f(z) = -5/13*z^3 + 161/39*z + 1
*
[ -5/4 ] 
f(z) = -4*z^3 + 161/20*z + 1
*
-1/3 | 0.10083749065180132777642828636520726442 | 0.019656819024216048018675703803506706775
f(z) = -4*z^3 + 169/36*z + 1
*
[ -5/2 ] 
f(z) = -4/7*z^3 + 174/35*z + 1
*
-1 | 0.067848535996098617367241768443601855134 | 0.013226096608637633707534511483210585091
f(z) = -4/9*z^3 + 169/36*z + 1
*
[ -3 ] 
f(z) = -4/13*z^3 + 160/39*z + 1
*
0 | 0.13569884958514851664742868493424370384 | 0.026332460932355455602102155455540567519
f(z) = -4/15*z^3 + 173/30*z + 1
*
[ -1/4 ] 
f(z) = -3/2*z^3 + 163/32*z + 1
*
[ -1/6 ] 
f(z) = -3/2*z^3 + 169/24*z + 1
*
[ -5/3 ] 
f(z) = -3/2*z^3 + 173/30*z + 1
*
[ -8/3 ] 
f(z) = -3/4*z^3 + 161/24*z + 1
*
-2/3 | 0.11515798046910675765057606521425919790 | 0.022346490268872440067259471295278958839
f(z) = -3/5*z^3 + 173/30*z + 1
*
-10/3 | 0.14719600949369392537252924223667481735 | 0.028375759005231126089057848124763432789
f(z) = -3/5*z^3 + 179/30*z + 1
*
[ 7/2 ] 
f(z) = -3/7*z^3 + 167/28*z + 1
*
-4/3 | 0.14362733536437958563992018230701065102 | 0.027902377751222342753336965247325370723
f(z) = -3/13*z^3 + 172/39*z + 1
*
[ -5/2 ] 
f(z) = -2/3*z^3 + 167/30*z + 1
*
-1/4 | 0.12339554150554426027455517407204405070 | 0.024054186712611277226678519252276071560
f(z) = -2/3*z^3 + 169/24*z + 1
*
[ -4 ] 
f(z) = -2/7*z^3 + 163/28*z + 1
*
[ -4 ] 
f(z) = -2/9*z^3 + 173/36*z + 1
*
-1 | 0.080892405034086645261904914610863500707 | 0.015768811341005138181830281452455313374
f(z) = -2/11*z^3 + 169/22*z + 1
*
[ -6 ] 
f(z) = -2/15*z^3 + 179/30*z + 1
*
[ -1/4 ] 
f(z) = -1/2*z^3 + 161/32*z + 1
*
-6 | 0.12514982533485246450504465546261110971 | 0.024396159123139564037243088202453057509
f(z) = -1/5*z^3 + 169/20*z + 1
*
[ -5 ] 
f(z) = -1/6*z^3 + 161/30*z + 1
*
[ -5 ] 
f(z) = -1/7*z^3 + 167/35*z + 1
*
0 | 0.14430824520048919019064378272262037218 | 0.028330451928646451619785871454007828278
f(z) = -1/8*z^3 + 163/24*z + 1
*
0 | 0.14825650174172235876530677478007469367 | 0.028834345171072584149920289221737713305
f(z) = -1/13*z^3 + 171/26*z + 1
*
4/3 | 0.11926151393847259882643713853336281053 | 0.018204862074505826181188192595370221324
f(z) = -1/16*z^3 + 175/36*z + 1
*
-3/8 | 0.13752163715619958580335020394235049707 | 0.023840843333177817785324046136375435610
f(z) = -20/3*z^3 + 173/48*z + 1
*
[ -9/10 ] 
f(z) = -20/9*z^3 + 176/45*z + 1
*
[ -3/4 ] 
f(z) = -19/9*z^3 + 169/48*z + 1
*
[ -1/2 ] 
f(z) = -19/12*z^3 + 163/48*z + 1
*
[ -2/3 ] 
f(z) = -19/12*z^3 + 173/54*z + 1
*
[ -1/2 ] 
f(z) = -19/13*z^3 + 175/52*z + 1
*
0 | 0.096540809339949791297944484020871348847 | 0.018863017986800280291861541829934608685
f(z) = -18/5*z^3 + 167/45*z + 1
*
-1/4 | 0.10032633111041935772261715172902650991 | 0.019557175820755717075381148686479520341
f(z) = -18/5*z^3 + 169/40*z + 1
*
[ -5/9 ] 
f(z) = -18/5*z^3 + 176/45*z + 1
*
1/12 | 0.11889486641854596146139421032606364791 | 0.023176844812291557234053357188488048231
f(z) = -18/7*z^3 + 169/56*z + 1
*
-1/4 | 0.10263408737602423282901006297030042987 | 0.019828268631825234543358125239055964571
f(z) = -18/7*z^3 + 177/56*z + 1
*
[ -3/4 ] 
f(z) = -17/9*z^3 + 163/48*z + 1
*
[ -1/2 ] 
f(z) = -17/12*z^3 + 161/48*z + 1
*
[ 3/2 ] 
f(z) = -17/12*z^3 + 169/48*z + 1
*
[ -2/3 ] 
f(z) = -17/12*z^3 + 169/54*z + 1
*
[ -1/2 ] 
f(z) = -17/13*z^3 + 173/52*z + 1
*
0 | 0.14449388634675706781861121400973550533 | 0.026057576658904989922043110062458350421
f(z) = -16/3*z^3 + 175/48*z + 1
*
[ -5/12 ] 
f(z) = -16/5*z^3 + 178/45*z + 1
*
-5/4 | 0.10730585615339739335613153883969196024 | 0.021117362139654377594100582046557924945
f(z) = -16/9*z^3 + 161/45*z + 1
*
[ -3/4 ] 
f(z) = -16/19*z^3 + 160/57*z + 1
*
-1/5 | 0.073678944926579266419144727436425439007 | 0.014464577574870041733412701230230440525
f(z) = -15/8*z^3 + 163/40*z + 1
*
8/5 | 0.14678515109391791798243331194276998486 | 0.028680212691504772938157037142993286695
f(z) = -15/8*z^3 + 167/40*z + 1
*
-8/5 | 0.14190217013823741229423129244691725507 | 0.027414618484708491676721073201682623704
f(z) = -15/8*z^3 + 177/40*z + 1
*
[ -1/2 ] 
f(z) = -15/13*z^3 + 171/52*z + 1
*
-5/3 | 0.10904153232920877009896884232728766269 | 0.021305522500762567311978317997048603193
f(z) = -15/14*z^3 + 167/42*z + 1
*
[ -1/3 ] 
f(z) = -15/14*z^3 + 173/42*z + 1
*
[ -8/5 ] 
f(z) = -15/16*z^3 + 161/40*z + 1
*
-15/14 | 0.14056767928405553406248601418284980660 | 0.022483979586211066083454397041952740354
f(z) = -14/9*z^3 + 173/42*z + 1
*
-11/26 | 0.074348863189194248162210271801525407294 | 0.011409861911940688145655613715685308928
f(z) = -13*z^3 + 173/52*z + 1
*
0 | 0.14757830551931956181936051037789032699 | 0.028511212608592095718468770660982728685
f(z) = -13/4*z^3 + 177/52*z + 1
*
[ -2/3 ] 
f(z) = -13/12*z^3 + 161/54*z + 1
*
2/3 | 0.14082982473885899480100431774409689768 | 0.022156614119314712983158949761919376923
f(z) = -12*z^3 + 169/48*z + 1
*
[ -3/2 ] 
f(z) = -12/17*z^3 + 166/51*z + 1
*
[ -3/2 ] 
f(z) = -12/19*z^3 + 176/57*z + 1
*
-2/5 | 0.14935446702193097733860156035373770511 | 0.026590805362173068777173429353226169225
f(z) = -11/2*z^3 + 169/50*z + 1
*
[ -2/3 ] 
f(z) = -11/6*z^3 + 179/54*z + 1
*
[ -4/11 ] 
f(z) = -11/8*z^3 + 173/44*z + 1
*
[ -10/11 ] 
f(z) = -11/8*z^3 + 178/55*z + 1
*
[ -3/2 ] 
f(z) = -11/12*z^3 + 179/48*z + 1
*
[ -1/2 ] 
f(z) = -11/13*z^3 + 167/52*z + 1
*
[ -1/2 ] 
f(z) = -11/14*z^3 + 179/56*z + 1
*
[ -4/11 ] 
f(z) = -11/16*z^3 + 169/44*z + 1
*
-2/5 | 0.12368956534490193945003701977535623942 | 0.022837384125035560663309327678963783217
f(z) = -9/2*z^3 + 161/50*z + 1
*
[ -1/2 ] 
f(z) = -9/13*z^3 + 165/52*z + 1
*
[ -1/2 ] 
f(z) = -9/14*z^3 + 177/56*z + 1
*
-5/8 | 0.091413473704150907690124669148136365878 | 0.017989805010219928711402380153637380748
f(z) = -8/5*z^3 + 161/40*z + 1
*
-11/8 | 0.14859051126063668301276320032778484495 | 0.028706764475059027327248835823075996158
f(z) = -8/7*z^3 + 177/56*z + 1
*
6/7 | 0.12824244464679815604323746774108026236 | 0.022563674637551058472966927215982882871
f(z) = -7*z^3 + 167/42*z + 1
*
[ 3/4 ] 
f(z) = -7*z^3 + 173/48*z + 1
*
[ -3/7 ] 
f(z) = -7/2*z^3 + 167/42*z + 1
*
[ -6/7 ] 
f(z) = -7/3*z^3 + 163/42*z + 1
*
[ -3/4 ] 
f(z) = -7/3*z^3 + 175/48*z + 1
*
-4/7 | 0.11305436412810712766353049540608352717 | 0.021794092122628159874118238871560866232
f(z) = -7/3*z^3 + 179/42*z + 1
*
[ -2/3 ] 
f(z) = -7/6*z^3 + 163/54*z + 1
*
[ -1/2 ] 
f(z) = -7/13*z^3 + 163/52*z + 1
*
3 | 0.14640516727364690030325856503008725804 | 0.028410029704114776633149093617969568294
f(z) = -7/16*z^3 + 173/48*z + 1
*
-2/5 | 0.16566647343066325611422276637050873686 | 0.029045019540414521691768505897264967094
f(z) = -6*z^3 + 173/50*z + 1
*
-1/4 | 0.14412860164165050057899014822406202902 | 0.028295184482902795567549746059114311520
f(z) = -6/5*z^3 + 163/40*z + 1
*
-11/10 | 0.14303628307538643588800247709202726442 | 0.028148966860625701552721444027212580736
f(z) = -5/2*z^3 + 161/40*z + 1
*
-1/2 | 0.090885598189935972748508069859794101643 | 0.017716840670858911448615448879322812584
f(z) = -5/2*z^3 + 169/40*z + 1
*
[ -2/3 ] 
f(z) = -5/3*z^3 + 175/54*z + 1
*
-1/5 | 0.072953496244696468408347719620415967257 | 0.014356955480145011542361764182955340751
f(z) = -5/8*z^3 + 161/40*z + 1
*
-1 | 0.053833797150145859530394235296687869231 | 0.010494124765766089031233597370474282449
f(z) = -5/8*z^3 + 169/40*z + 1
*
-5/2 | 0.14074778617715822648628540402685593390 | 0.027312210767858750236254313013050438642
f(z) = -5/12*z^3 + 173/48*z + 1
*
[ -1/2 ] 
f(z) = -5/13*z^3 + 161/52*z + 1
*
[ 3 ] 
f(z) = -5/14*z^3 + 163/42*z + 1
*
[ -1/2 ] 
f(z) = -5/14*z^3 + 173/56*z + 1
*
[ 3 ] 
f(z) = -5/16*z^3 + 167/48*z + 1
*
[ 3 ] 
f(z) = -5/17*z^3 + 169/51*z + 1
*
[ 3 ] 
f(z) = -5/19*z^3 + 173/57*z + 1
*
-5/6 | 0.14098749962112295397745369655819403885 | 0.027149753727869693640325806680552640528
f(z) = -4*z^3 + 179/45*z + 1
*
[ -2/3 ] 
f(z) = -4/3*z^3 + 167/54*z + 1
*
-11/8 | 0.12836120498786854228740186211775123162 | 0.025022171415287565001119917189639200241
f(z) = -4/3*z^3 + 169/48*z + 1
*
-3/2 | 0.11118468593404846688093869365003703419 | 0.021749794901171568427096118417183437910
f(z) = -4/5*z^3 + 166/45*z + 1
*
[ -5/3 ] 
f(z) = -4/5*z^3 + 172/45*z + 1
*
[ -3/8 ] 
f(z) = -4/9*z^3 + 179/48*z + 1
*
[ -3 ] 
f(z) = -4/17*z^3 + 176/51*z + 1
*
[ -3/2 ] 
f(z) = -3/4*z^3 + 161/48*z + 1
*
-11/6 | 0.077017387011970368546318099586976408352 | 0.015013432290178325628824534504249707234
f(z) = -3/4*z^3 + 169/48*z + 1
*
[ -1/3 ] 
f(z) = -3/14*z^3 + 169/42*z + 1
*
-1/4 | 0.095418879797851521975878945217296212623 | 0.018778052865734348354702638864898924182
f(z) = -2/5*z^3 + 161/40*z + 1
*
-3/4 | 0.085073445619440415725478986455304344427 | 0.016583845090734145878243709998536543599
f(z) = -2/5*z^3 + 169/40*z + 1
*
-1/4 | 0.068912912684453595271050353043689357071 | 0.013433581541090328146210634395921790510
f(z) = -2/7*z^3 + 169/56*z + 1
*
[ 4 ] 
f(z) = -2/11*z^3 + 161/44*z + 1
*
[ 4 ] 
f(z) = -2/13*z^3 + 167/52*z + 1
*
0 | 0.13703641025091225529611730000896341063 | 0.026474583876222452280736783258145436255
f(z) = -2/13*z^3 + 177/52*z + 1
*
[ -2/5 ] 
f(z) = -1/2*z^3 + 179/50*z + 1
*
-5/4 | 0.081032029496657402854873645008131126102 | 0.015796029122550139185305247367298257551
f(z) = -1/3*z^3 + 169/48*z + 1
*
[ -2/5 ] 
f(z) = -1/4*z^3 + 177/50*z + 1
*
-5/3 | 0.091338209352521088628833502084728457727 | 0.017805070709644755802438152797666083994
f(z) = -1/5*z^3 + 169/45*z + 1
*
-1/3 | 0.14405295745596303927945541418385900950 | 0.028280334091206029486859791426941169532
f(z) = -1/6*z^3 + 163/54*z + 1
*
[ -5 ] 
f(z) = -1/8*z^3 + 173/40*z + 1
*
[ 5 ] 
f(z) = -1/9*z^3 + 161/45*z + 1
*
-21/4 | 0.16996784827040686360797911437905386569 | 0.027447981050737965810260660062280920268
f(z) = -1/9*z^3 + 163/48*z + 1
*
[ -5 ] 
f(z) = -1/9*z^3 + 179/45*z + 1
*
-11/2 | 0.078029858597745142779477838779025067191 | 0.015355963232417093506195203113941279041
f(z) = -1/10*z^3 + 161/40*z + 1
*
[ 5 ] 
f(z) = -1/11*z^3 + 169/55*z + 1
*
[ -11/2 ] 
f(z) = -1/11*z^3 + 173/44*z + 1
*
-13/2 | 0.14250748059874959138067302743748408865 | 0.027910106233446314533757615809645360766
f(z) = -1/13*z^3 + 165/52*z + 1
*
[ -1/2 ] 
f(z) = -1/14*z^3 + 169/56*z + 1
*
-3/20 | 0.13180792209546405844428101544298891989 | 0.021999282656038811105287072106995745257
f(z) = -20/3*z^3 + 169/60*z + 1
*
-3/5 | 0.091065950021514604161454823172086450884 | 0.014706172349615990691242981360028576944
f(z) = -20/9*z^3 + 163/60*z + 1
*
-7/9 | 0.13574820010884491371437293952491042532 | 0.026168903796590328430929826725600117921
f(z) = -18/7*z^3 + 179/63*z + 1
*
0 | 0.14952972434987731409563017448315672179 | 0.029355527549465299686685877331284701474
f(z) = -18/11*z^3 + 163/66*z + 1
*
[ 3/2 ] 
f(z) = -17/15*z^3 + 173/60*z + 1
*
0 | 0.074201168133381963966921281383395998611 | 0.013700109418795332330551979290962226898
f(z) = -15/4*z^3 + 161/60*z + 1
*
-4/15 | 0.13359549454029637042489035137747759404 | 0.022850747212174017512910503736732735183
f(z) = -15/8*z^3 + 173/60*z + 1
*
[ 7/5 ] 
f(z) = -15/14*z^3 + 167/70*z + 1
*
[ 9/7 ] 
f(z) = -14/9*z^3 + 176/63*z + 1
*
0 | 0.14326239875144352475966766491948338615 | 0.027926944899455358479810179463068708846
f(z) = -13/6*z^3 + 163/78*z + 1
*
0 | 0.15258821640655967418370746678005157185 | 0.029543957325039655495941477802647031027
f(z) = -13/6*z^3 + 175/78*z + 1
*
-3/4 | 0.11211099103980429556194200144297032182 | 0.022062993414252142159682350874480764594
f(z) = -12/5*z^3 + 161/60*z + 1
*
-5/3 | 0.12148451207166696112683737298761047395 | 0.023736744616012160113646091574200822164
f(z) = -12/11*z^3 + 167/66*z + 1
*
1/3 | 0.091854283772870989415178380892122910040 | 0.017824390894345029544249041945762754206
f(z) = -12/11*z^3 + 173/66*z + 1
*
[ 6/11 ] 
f(z) = -11*z^3 + 161/66*z + 1
*
0 | 0.13518835529566796659222010011099295254 | 0.024629238304426137693827030277589027648
f(z) = -11/3*z^3 + 161/66*z + 1
*
-6/11 | 0.16778737600256935413450688079042342607 | 0.028465542773425965840856171097725720073
f(z) = -11/4*z^3 + 175/66*z + 1
*
[ 6/5 ] 
f(z) = -11/8*z^3 + 161/75*z + 1
*
-3/11 | 0.16722888174919331663956523795215996254 | 0.026603393643290498434072443253522543994
f(z) = -11/18*z^3 + 179/66*z + 1
*
[ 3/2 ] 
f(z) = -10/13*z^3 + 161/78*z + 1
*
8/9 | 0.14291594035623433096170859031464019595 | 0.024722761002248992006307076522623543064
f(z) = -9/2*z^3 + 175/72*z + 1
*
[ 3/5 ] 
f(z) = -8*z^3 + 166/75*z + 1
*
-3/8 | 0.18666064556559818145904193637307282391 | 0.029367130881033857811611330854216862801
f(z) = -8*z^3 + 169/72*z + 1
*
9/8 | 0.11397960540569851681853503366061155050 | 0.021679449498352545226716073961148227635
f(z) = -8/3*z^3 + 179/72*z + 1
*
2 | 0.14532913183396439562480982741234303062 | 0.028201224240664697756293169316945671730
f(z) = -8/15*z^3 + 173/60*z + 1
*
-10/7 | 0.13805263702110292465502025974815426654 | 0.026613142378124657770007661499858159824
f(z) = -7/5*z^3 + 179/70*z + 1
*
-2 | 0.14448768450854232140839537267973798360 | 0.028165796741409741138924748746475132067
f(z) = -7/9*z^3 + 169/63*z + 1
*
0 | 0.12142914870230901291437655924913362017 | 0.023459357819219930893768358133582045375
f(z) = -6/17*z^3 + 177/68*z + 1
*
6/5 | 0.098850317815190741455895957798650345828 | 0.019269448250046604127580006600156616856
f(z) = -5/3*z^3 + 169/60*z + 1
*
[ -4/5 ] 
f(z) = -5/6*z^3 + 167/60*z + 1
*
-3/2 | 0.14911757920185096331718581533126146047 | 0.024080886649530833675174108229834835333
f(z) = -5/9*z^3 + 163/60*z + 1
*
[ 12/5 ] 
f(z) = -5/12*z^3 + 179/60*z + 1
*
14/5 | 0.11804157345992112751578347677822636486 | 0.022957856375225873499218611502934312121
f(z) = -5/14*z^3 + 171/70*z + 1
*
12/5 | 0.18873748201863441258965480283412670753 | 0.028860769366675905050813071078907638529
f(z) = -5/16*z^3 + 173/60*z + 1
*
-5/4 | 0.099407331158122223822310862272576483385 | 0.019290065259311238472730680469048350066
f(z) = -4/3*z^3 + 173/60*z + 1
*
[ -3/4 ] 
f(z) = -4/5*z^3 + 167/60*z + 1
*
[ -7/6 ] 
f(z) = -4/7*z^3 + 166/63*z + 1
*
7/3 | 0.11508331507065661697799813062427522429 | 0.022433837677121150376906571847287401551
f(z) = -4/7*z^3 + 169/63*z + 1
*
[ 5/2 ] 
f(z) = -4/13*z^3 + 164/65*z + 1
*
-5/3 | 0.088092280988314374706263768242142035193 | 0.017336207603423768742849645217200845417
f(z) = -3/4*z^3 + 161/60*z + 1
*
[ -6/5 ] 
f(z) = -3/8*z^3 + 178/75*z + 1
*
-4/3 | 0.11556683106257992311562424477344001675 | 0.022580494486375394373762610611557762761
f(z) = -3/10*z^3 + 167/60*z + 1
*
[ -2/3 ] 
f(z) = -3/11*z^3 + 173/66*z + 1
*
[ 5/2 ] 
f(z) = -2/7*z^3 + 167/70*z + 1
*
[ 4 ] 
f(z) = -2/17*z^3 + 179/68*z + 1
*
-3/2 | 0.091827006463553279882348546399473435654 | 0.017900354678821430106119345828013680584
f(z) = -1/2*z^3 + 169/72*z + 1
*
[ 5/2 ] 
f(z) = -1/3*z^3 + 161/60*z + 1
*
[ 8/3 ] 
f(z) = -1/4*z^3 + 173/72*z + 1
*
[ -8/3 ] 
f(z) = -1/8*z^3 + 163/72*z + 1
*
5/3 | 0.091362305683110740311746770386734588205 | 0.017809767942851242809025094186922475134
f(z) = -1/8*z^3 + 169/72*z + 1
*
[ 5 ] 
f(z) = -1/12*z^3 + 173/60*z + 1
*
[ 5 ] 
f(z) = -1/13*z^3 + 177/65*z + 1
*
-15/2 | 0.15044853767327466461716061456206266605 | 0.029194648685106442501571904612831706009
f(z) = -1/15*z^3 + 173/60*z + 1
*
[ -9/2 ] 
f(z) = -1/18*z^3 + 169/72*z + 1
*
0 | 0.14108013083501983297417149964477648870 | 0.026627346207261354647464792889701494486
f(z) = -20/9*z^3 + 173/90*z + 1
*
0 | 0.15979163253904736572807134942401772925 | 0.028816324479954394373808885465065846009
f(z) = -16/5*z^3 + 171/80*z + 1
*
0 | 0.14911045244092491547893810386000589152 | 0.029344339031239612554318540961843233452
f(z) = -16/11*z^3 + 161/88*z + 1
*
-14/13 | 0.15882623712010680751889158219928500715 | 0.022104061587179134652342436464344229274
f(z) = -13/8*z^3 + 165/91*z + 1
*
[ 14/13 ] 
f(z) = -13/8*z^3 + 178/91*z + 1
*
9/8 | 0.15481738271419441295153619797860404129 | 0.029446984116789124612818620570001959965
f(z) = -12/5*z^3 + 163/80*z + 1
*
0 | 0.13563460842014201150843128586159588303 | 0.026692346972972447275895126513738483486
f(z) = -11/8*z^3 + 161/88*z + 1
*
-2/3 | 0.12286621701906293934475157197796622361 | 0.023685575281622835375241897192157679369
f(z) = -11/10*z^3 + 179/90*z + 1
*
0 | 0.11654220458370486407754737028279496879 | 0.022879450304658949578571420365877925480
f(z) = -10/9*z^3 + 163/90*z + 1
*
-3/8 | 0.17769095397102014486134834471334418561 | 0.028369735808161185631140464548327600912
f(z) = -10/9*z^3 + 175/96*z + 1
*
0 | 0.11976701055509410994289578539800121010 | 0.023346856772568871775790073677873122302
f(z) = -10/17*z^3 + 169/85*z + 1
*
10/9 | 0.17244471735465130412525639859878594101 | 0.028722178719753601904368993689956791245
f(z) = -9/4*z^3 + 169/90*z + 1
*
-5/3 | 0.077663257630066164500459987005271801170 | 0.015070611900360538996321937768588993479
f(z) = -9/16*z^3 + 173/80*z + 1
*
[ 5/3 ] 
f(z) = -9/19*z^3 + 163/95*z + 1
*
-11/8 | 0.13429938970465338505343792402473684862 | 0.025945808495356896686032321922994757009
f(z) = -8/11*z^3 + 177/88*z + 1
*
-4/7 | 0.11665036461674454118228158447750471058 | 0.022487312296186194506242719294833081391
f(z) = -7/6*z^3 + 179/84*z + 1
*
-2/3 | 0.084691999255042032465553112833656419248 | 0.016626649505040172151195665443541646413
f(z) = -7/10*z^3 + 163/90*z + 1
*
-4/7 | 0.087380642344107825699482701448584308231 | 0.017154481256318426522262932006899190476
f(z) = -7/12*z^3 + 163/84*z + 1
*
[ 12/7 ] 
f(z) = -7/12*z^3 + 179/84*z + 1
*
8/5 | 0.064043020179039576470914342350871153616 | 0.012603409525987486669197801081775002500
f(z) = -5/4*z^3 + 161/80*z + 1
*
-3/4 | 0.14426651550029739528842214686227797053 | 0.027995022764543772163906038257564330909
f(z) = -5/6*z^3 + 173/96*z + 1
*
[ 3/2 ] 
f(z) = -5/7*z^3 + 163/84*z + 1
*
[ 3/2 ] 
f(z) = -5/8*z^3 + 167/96*z + 1
*
-2 | 0.14221215101983901095564499098427026034 | 0.027596371835756460794610496280990776793
f(z) = -5/9*z^3 + 173/90*z + 1
*
-5/8 | 0.16828842092538221767210549830686036744 | 0.029174593620586857684457850922790879726
f(z) = -4*z^3 + 173/80*z + 1
*
-2/3 | 0.10571834829350605333723525518367034433 | 0.020656208695880594563447225458231958319
f(z) = -4/5*z^3 + 167/90*z + 1
*
4/3 | 0.11705262908396034587146123071063977115 | 0.022714148217216858132907659762427811380
f(z) = -4/5*z^3 + 173/90*z + 1
*
[ 11/6 ] 
f(z) = -4/11*z^3 + 166/99*z + 1
*
[ 5/2 ] 
f(z) = -4/17*z^3 + 176/85*z + 1
*
1/6 | 0.12522173376565780101423771234089928133 | 0.024410176637870635063453594486114801221
f(z) = -3/7*z^3 + 169/84*z + 1
*
-5/2 | 0.14098772962510358876644475323490176084 | 0.027745819757356522773293753295965629662
f(z) = -2/9*z^3 + 161/90*z + 1
*
-3/8 | 0.17769095397102014486134834471334418561 | 0.028695179630236534557205940619159197105
f(z) = -2/9*z^3 + 163/96*z + 1
*
[ 5/2 ] 
f(z) = -2/9*z^3 + 179/90*z + 1
*
[ 11/4 ] 
f(z) = -2/11*z^3 + 177/88*z + 1
*
-9/2 | 0.10503561284408424711607152805825811122 | 0.020382237433688367844798801590649765140
f(z) = -2/15*z^3 + 173/90*z + 1
*
[ 5/3 ] 
f(z) = -1/2*z^3 + 161/90*z + 1
*
-5/3 | 0.14098923972501889308557499421619667585 | 0.027179246927473867627424542378074843778
f(z) = -1/2*z^3 + 179/90*z + 1
*
[ 5/2 ] 
f(z) = -1/4*z^3 + 173/80*z + 1
*
[ -5/4 ] 
f(z) = -1/5*z^3 + 169/80*z + 1
*
10/3 | 0.13685521163382277331511489858949339989 | 0.026556853832984039478412098179097490028
f(z) = -1/5*z^3 + 173/90*z + 1
*
[ -3/2 ] 
f(z) = -1/7*z^3 + 167/84*z + 1
*
[ 10/3 ] 
f(z) = -1/10*z^3 + 163/90*z + 1
*
[ -5/3 ] 
f(z) = -1/10*z^3 + 169/90*z + 1
*
4/5 | 0.17209817374751962015497851869871612098 | 0.027922989368458086314956614320201309825
f(z) = -19/4*z^3 + 179/100*z + 1
*
0 | 0.16667592327786573419936469503524740146 | 0.028303511204883427022065274614782751025
f(z) = -19/6*z^3 + 175/114*z + 1
*
-2/5 | 0.17116259590617199829713147174223465441 | 0.026267268926615741820935742161441874552
f(z) = -19/16*z^3 + 169/100*z + 1
*
-13/12 | 0.14626527777198001445947559263655334615 | 0.028784420066996033706072549556618986214
f(z) = -18/13*z^3 + 161/104*z + 1
*
[ 13/12 ] 
f(z) = -18/13*z^3 + 177/104*z + 1
*
0 | 0.16304475112189853096719073799924221483 | 0.028773821686239987585839883139796178004
f(z) = -17/6*z^3 + 163/102*z + 1
*
0 | 0.15846857151908210987427719611365700311 | 0.027966226378880454443725365464951161642
f(z) = -17/6*z^3 + 175/102*z + 1
*
-2/5 | 0.17067494148537405819305156271069518978 | 0.026240372033296790199006558283660342105
f(z) = -17/16*z^3 + 167/100*z + 1
*
-13/12 | 0.12888305097416123809710162079429547630 | 0.025394805314312816090933669750769482828
f(z) = -16/13*z^3 + 160/117*z + 1
*
[ 13/12 ] 
f(z) = -16/13*z^3 + 178/117*z + 1
*
[ 14/15 ] 
f(z) = -15/8*z^3 + 164/105*z + 1
*
-14/15 | 0.11792006971402115956903866721967712581 | 0.016017373092985249676033343423838934631
f(z) = -15/8*z^3 + 179/105*z + 1
*
0 | 0.12982330417065786966321080209693573584 | 0.025136240848337704770816541933475425575
f(z) = -15/17*z^3 + 175/102*z + 1
*
0 | 0.13791271708645012199209718422023317750 | 0.026762063538904127105743215415928740421
f(z) = -14/15*z^3 + 173/105*z + 1
*
5/7 | 0.064478704822370132999098497512731847755 | 0.012569196470643580268424534332112625449
f(z) = -14/17*z^3 + 169/119*z + 1
*
-2/5 | 0.17056273739768289508197847428353777133 | 0.026321229085339965832081677074846370827
f(z) = -13/16*z^3 + 163/100*z + 1
*
-7/8 | 0.13396937426792449621189789621532830228 | 0.025481596233199038567905281337056499623
f(z) = -12/7*z^3 + 163/112*z + 1
*
0 | 0.13652927714513724174305898770211559450 | 0.026868414189972597546694915022605302653
f(z) = -11/10*z^3 + 161/110*z + 1
*
0 | 0.14360248541402849471703235653370536833 | 0.027929187477156977505325975889489420623
f(z) = -11/10*z^3 + 171/110*z + 1
*
-2/5 | 0.17056185874029968029762899664328623760 | 0.026371336384592713018741653940202031046
f(z) = -11/16*z^3 + 161/100*z + 1
*
[ 3/2 ] 
f(z) = -10/17*z^3 + 169/102*z + 1
*
[ 3/2 ] 
f(z) = -10/19*z^3 + 173/114*z + 1
*
-28/15 | 0.17882694634125003036678318823420270788 | 0.027394010285896252755713409845161601579
f(z) = -9/16*z^3 + 171/100*z + 1
*
-5/7 | 0.10969945922338601467580698944096698757 | 0.019940794455551237584481494197730045552
f(z) = -7/3*z^3 + 167/105*z + 1
*
-5/7 | 0.12544962410452486062787806281610017205 | 0.024371007034510548702833165094604499948
f(z) = -7/15*z^3 + 172/105*z + 1
*
6/7 | 0.054153008146039514195616036779386007875 | 0.010473489173935627262819018390992754110
f(z) = -7/15*z^3 + 176/105*z + 1
*
0 | 0.14233560978998384087213599791761746982 | 0.027498356335068338523415585379147666113
f(z) = -7/16*z^3 + 177/112*z + 1
*
-4/3 | 0.14431484410239918654176634853944329675 | 0.028400582543058536241651068061448229275
f(z) = -5/12*z^3 + 161/108*z + 1
*
[ 4/5 ] 
f(z) = -3*z^3 + 167/100*z + 1
*
[ 5/3 ] 
f(z) = -3/7*z^3 + 167/105*z + 1
*
-6/19 | 0.16265753467801262808964227662571191987 | 0.027621142062869368927038125469025978521
f(z) = -19/7*z^3 + 169/133*z + 1
*
0 | 0.16739147953373522956589733062104284272 | 0.029540923892107342776508031442256861016
f(z) = -17/8*z^3 + 161/136*z + 1
*
0 | 0.16742489866153311803339253935696558165 | 0.029546821635012584679025045764821038274
f(z) = -17/8*z^3 + 177/136*z + 1
*
-3/5 | 0.094336377716036726673272293659247836313 | 0.017417767528393795890365014524339276539
f(z) = -15/8*z^3 + 161/120*z + 1
*
[ 9/14 ] 
f(z) = -14/3*z^3 + 173/126*z + 1
*
[ 10/13 ] 
f(z) = -13/5*z^3 + 161/130*z + 1
*
12/11 | 0.11303759679047904199317648392514011951 | 0.020593710920022977068316419540173671329
f(z) = -11/6*z^3 + 167/132*z + 1
*
3/2 | 0.11335032889832821762440200220798115419 | 0.022252824427938275624387975604759524549
f(z) = -9/10*z^3 + 163/120*z + 1
*
0 | 0.12607196242208484905442097847172750572 | 0.024303563903061477857052411766969922961
f(z) = -9/14*z^3 + 179/126*z + 1
*
[ 4/3 ] 
f(z) = -6/11*z^3 + 161/132*z + 1
*
[ 3/2 ] 
f(z) = -5/11*z^3 + 179/132*z + 1
*
[ 8/5 ] 
f(z) = -5/12*z^3 + 173/120*z + 1
*
-7/3 | 0.11741495947602629706091612892400007679 | 0.022784458694592680408969682597178549385
f(z) = -5/14*z^3 + 173/126*z + 1
*
[ 5/3 ] 
f(z) = -3/8*z^3 + 173/120*z + 1
*
-3/2 | 0.11350868495004864627663290147611942957 | 0.022338053970321197359085865272297171617
f(z) = -3/10*z^3 + 161/120*z + 1
*
[ 5/3 ] 
f(z) = -1/3*z^3 + 179/135*z + 1
*
-5/2 | 0.14946225748286196222444311417791255367 | 0.029003260293371388418656306859549278441
f(z) = -1/6*z^3 + 173/120*z + 1
*
-4/17 | 0.13525631047048160320718104438421582992 | 0.023869771535954948760606720337839265777
f(z) = -17/9*z^3 + 169/153*z + 1
*
-3/10 | 0.093425825706275839937055879390882255690 | 0.016379626348199251431389680298582812741
f(z) = -15/7*z^3 + 167/140*z + 1
*
[ 6/7 ] 
f(z) = -15/8*z^3 + 178/147*z + 1
*
0 | 0.056418680629241915321120599434717251026 | 0.010689172985390781519917684672078447490
f(z) = -14/11*z^3 + 163/154*z + 1
*
[ 12/13 ] 
f(z) = -13/9*z^3 + 179/156*z + 1
*
0 | 0.14904942476942513353463567681019433521 | 0.028923149803625841259427658731684689863
f(z) = -11/13*z^3 + 173/143*z + 1
*
0 | 0.050837847941602549360407351988595891295 | 0.0099804360122627743912861157137571276949
f(z) = -11/14*z^3 + 163/154*z + 1
*
-4/5 | 0.12986844622609215296852405164836509884 | 0.024511262206760583520044733776488441315
f(z) = -10/7*z^3 + 163/140*z + 1
*
-5/18 | 0.15610439290690390555860041589671801627 | 0.027004206721928516330305889285234112117
f(z) = -9/4*z^3 + 169/144*z + 1
*
16/9 | 0.13740266544252575434800796682906583116 | 0.026603748177806015546302540051930882449
f(z) = -9/16*z^3 + 175/144*z + 1
*
-3/5 | 0.11921827528262041377911790871958097269 | 0.023082907188127740172791248101044760526
f(z) = -7/6*z^3 + 163/150*z + 1
*
[ 10/7 ] 
f(z) = -7/16*z^3 + 167/140*z + 1
*
[ 4/3 ] 
f(z) = -6/13*z^3 + 167/156*z + 1
*
-4/5 | 0.11994459953429079099578552204122130776 | 0.022145933536511222957784015628110293524
f(z) = -3/2*z^3 + 169/150*z + 1
*
[ 6/5 ] 
f(z) = -2/3*z^3 + 169/150*z + 1
*
-9/4 | 0.14451029692563630255282835335108504352 | 0.028370118523430607083002755842034095905
f(z) = -1/3*z^3 + 163/144*z + 1
*
[ 9/4 ] 
f(z) = -1/9*z^3 + 161/144*z + 1
*
-1/17 | 0.16364089793462440052083921090738156516 | 0.028879028520377014882360194124697525810
f(z) = -17/10*z^3 + 171/170*z + 1
*
-11/16 | 0.14177457660121619879756644691698091228 | 0.025567184823338384833166359840199585929
f(z) = -16/11*z^3 + 169/176*z + 1
*
2/11 | 0.13381868537223466051600410328969800404 | 0.026086028751981191530096640435975102115
f(z) = -11/15*z^3 + 169/165*z + 1
*
-5/8 | 0.14503613925423575551747439245674064284 | 0.027586546252782770602008000441843268814
f(z) = -6/5*z^3 + 171/160*z + 1
*
[ 11/8 ] 
f(z) = -4/11*z^3 + 169/176*z + 1
*
0 | 0.16370623522812504561685918570350069093 | 0.027799223618903058694158642799821705853
f(z) = -19/10*z^3 + 161/190*z + 1
*
2/5 | 0.15243198845424648764865522411922256224 | 0.028144232406069277285416312979935536057
f(z) = -15/13*z^3 + 166/195*z + 1
*
19/13 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -13/15*z^3 + 166/195*z + 1
*
-4/5 | 0.13257655755005793046213195903348347067 | 0.025022388878987499972071203346088659226
f(z) = -10/9*z^3 + 173/180*z + 1
*
[ 3/4 ] 
f(z) = -9/4*z^3 + 179/192*z + 1
*
[ 5/4 ] 
f(z) = -8/19*z^3 + 163/190*z + 1
*
-9/5 | 0.13152907012638612079473416655081592772 | 0.025328357986228703922820761152498643917
f(z) = -5/12*z^3 + 163/180*z + 1
*
-4/7 | 0.16125623772162679567242692226636335202 | 0.024196629773054971753175865761612934559
f(z) = -5/16*z^3 + 167/196*z + 1
*
[ 5/4 ] 
f(z) = -4/9*z^3 + 161/180*z + 1
*
9/4 | 0.10743281779026055493137414018512513562 | 0.020688178406844209354135623728027450440
f(z) = -4/15*z^3 + 163/180*z + 1
*
[ 4/3 ] 
f(z) = -2/5*z^3 + 173/180*z + 1
*
-5/6 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -z^3 + 161/180*z + 1
*
14/15 | 0.16385166095751648731085671230688805619 | 0.026820268574444557660953049931295762680
f(z) = -15/7*z^3 + 167/210*z + 1
*
10/7 | 0.11141772003483036957293268190574493897 | 0.020837007558716603788557887055148942975
f(z) = -14/15*z^3 + 169/210*z + 1
*
7/6 | 0.16148499723517881072242163213912201890 | 0.029204642048833436122504387374403713171
f(z) = -6/5*z^3 + 163/210*z + 1
*
-5/6 | 0.063613735202380874050390090520246818159 | 0.011896849808413195856568091379571136437
f(z) = -6/7*z^3 + 167/210*z + 1
*
[ 4/3 ] 
f(z) = -6/17*z^3 + 179/204*z + 1
*
-3/5 | 0.10652977508056914644751726460124149529 | 0.019922878765498681659671635869564360013
f(z) = -5/14*z^3 + 167/210*z + 1
*
[ 8/5 ] 
f(z) = -3/16*z^3 + 171/200*z + 1
*
[ 5/4 ] 
f(z) = -4/11*z^3 + 169/220*z + 1
*
-5/16 | 0.11508656000848899753782972946914208055 | 0.020754351174652146896109748080197169961
f(z) = -16/15*z^3 + 169/240*z + 1
*
0 | 0.14798517136127224176955644846775368646 | 0.027001445165636572686239558843572252298
f(z) = -15/16*z^3 + 161/240*z + 1
*
-1/5 | 0.10682191771629370435040839488081815275 | 0.019490778212251883410593422154714078937
f(z) = -15/16*z^3 + 169/240*z + 1
*
[ 5/7 ] 
f(z) = -11/5*z^3 + 177/245*z + 1
*
[ 3/4 ] 
f(z) = -9/5*z^3 + 163/240*z + 1
*
1/2 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -5/12*z^3 + 169/240*z + 1
*
-5/8 | 0.11508636877238740347471346095449227217 | 0.020998713905825031840137774392182357703
f(z) = -4/15*z^3 + 169/240*z + 1
*
-5/6 | 0.13662635800504468436800237544673568426 | 0.024928910646376331936491176271754509932
f(z) = -3/4*z^3 + 173/240*z + 1
*
-3/4 | 0.075821195596705568237601274316019749635 | 0.013834371622947789193534544437260722337
f(z) = -3/5*z^3 + 161/240*z + 1
*
[ 5/4 ] 
f(z) = -1/3*z^3 + 173/240*z + 1
*
-7/2 | 0.15345073858950494568759899834225381874 | 0.027751642377706490510164926328228523706
f(z) = -1/9*z^3 + 163/252*z + 1
*
1/2 | 0.13768561439725886711115529878699434162 | 0.022271711966891295903440192506631692213
f(z) = -11/6*z^3 + 169/264*z + 1
*
-3/4 | 0.13334069199862776867938770103497419085 | 0.023913541808225653558537527812259137977
f(z) = -6/11*z^3 + 169/264*z + 1
*
[ 5/4 ] 
f(z) = -4/13*z^3 + 177/260*z + 1
*
-10/9 | 0.11040338453702930312036391753317478455 | 0.019720447180580472143608028402158176577
f(z) = -3/5*z^3 + 173/270*z + 1
*
[ 6/7 ] 
f(z) = -19/18*z^3 + 179/294*z + 1
*
[ 11/9 ] 
f(z) = -3/11*z^3 + 175/297*z + 1
*
[ 6/7 ] 
f(z) = -z^3 + 167/294*z + 1
*
0 | 0.15249362748507962225483255519528412697 | 0.028781520044057378505822453669078553238
f(z) = -20*z^3 + 181/10*z + 1
*
0 | 0.14985545041571146153548177017665745444 | 0.028283592704705302729341088033462979894
f(z) = -20*z^3 + 183/10*z + 1
*
0 | 0.14290424281382718373599964479439043302 | 0.026971627580499628109909853138826057011
f(z) = -20*z^3 + 189/10*z + 1
*
0 | 0.14981448484600471700194899362306943844 | 0.028275860897251602678662556675908596330
f(z) = -20*z^3 + 193/10*z + 1
*
[ 3 ] 
f(z) = -20/3*z^3 + 182/3*z + 1
*
[ -3 ] 
f(z) = -20/3*z^3 + 184/3*z + 1
*
[ -2 ] 
f(z) = -20/7*z^3 + 181/14*z + 1
*
[ -2 ] 
f(z) = -20/9*z^3 + 187/18*z + 1
*
[ -2/3 ] 
f(z) = -19*z^3 + 197/18*z + 1
*
[ -3/2 ] 
f(z) = -19/3*z^3 + 191/12*z + 1
*
[ -3 ] 
f(z) = -19/12*z^3 + 187/12*z + 1
*
[ 3 ] 
f(z) = -19/15*z^3 + 181/15*z + 1
*
[ -3 ] 
f(z) = -19/15*z^3 + 191/15*z + 1
*
7/3 | 0.15657178807342002558034403836071053286 | 0.029810288862217623221781467269063511684
f(z) = -18/5*z^3 + 191/10*z + 1
*
[ -2/3 ] 
f(z) = -17*z^3 + 181/18*z + 1
*
-7/2 | 0.13761012563755331915711220481386036110 | 0.026021780828923133153686191002601828690
f(z) = -16/7*z^3 + 198/7*z + 1
*
[ -13/4 ] 
f(z) = -16/13*z^3 + 186/13*z + 1
*
[ -4/3 ] 
f(z) = -15/2*z^3 + 181/12*z + 1
*
0 | 0.13217750895746005736276896791388637779 | 0.025042561121006392969486318011393457301
f(z) = -14*z^3 + 181/14*z + 1
*
0 | 0.081474528037438620422905120583721135586 | 0.015436293695316687657719429291396221933
f(z) = -14*z^3 + 183/14*z + 1
*
[ 3/2 ] 
f(z) = -14*z^3 + 191/6*z + 1
*
[ -3/2 ] 
f(z) = -14*z^3 + 199/6*z + 1
*
[ 5/2 ] 
f(z) = -14/5*z^3 + 181/10*z + 1
*
[ -5/2 ] 
f(z) = -14/5*z^3 + 189/10*z + 1
*
-1 | 0.10330856004660855379221640059154994670 | 0.019573004134334141814458836513163480680
f(z) = -13*z^3 + 196/13*z + 1
*
-13/12 | 0.078667080256692698212944539247350341007 | 0.015132658494091202639967784779348871683
f(z) = -12*z^3 + 181/12*z + 1
*
[ -4 ] 
f(z) = -11/4*z^3 + 181/4*z + 1
*
[ 4 ] 
f(z) = -11/12*z^3 + 185/12*z + 1
*
[ -4 ] 
f(z) = -11/12*z^3 + 191/12*z + 1
*
[ -1/9 ] 
f(z) = -9/2*z^3 + 181/18*z + 1
*
-2 | 0.16113850094386285274875706565031404422 | 0.027102960673732516762270336659211486224
f(z) = -9/4*z^3 + 191/18*z + 1
*
[ -14/3 ] 
f(z) = -9/8*z^3 + 180/7*z + 1
*
[ -13/3 ] 
f(z) = -9/13*z^3 + 185/13*z + 1
*
[ 6 ] 
f(z) = -8/9*z^3 + 197/6*z + 1
*
[ -6 ] 
f(z) = -8/9*z^3 + 199/6*z + 1
*
-3/2 | 0.15250755124289234998951425709299860831 | 0.029214014590778238298600663465151635780
f(z) = -7*z^3 + 185/12*z + 1
*
[ 3 ] 
f(z) = -7*z^3 + 191/3*z + 1
*
[ -3 ] 
f(z) = -7*z^3 + 193/3*z + 1
*
[ 3/2 ] 
f(z) = -7*z^3 + 193/12*z + 1
*
[ 3 ] 
f(z) = -7/2*z^3 + 193/6*z + 1
*
[ -3 ] 
f(z) = -7/2*z^3 + 197/6*z + 1
*
-3 | 0.14338609979321495679795673346560658430 | 0.027582222117437791416160423671957770103
f(z) = -7/4*z^3 + 181/12*z + 1
*
3 | 0.15190149057729160286413817760209147376 | 0.029097918928737489581311134934613027094
f(z) = -7/4*z^3 + 185/12*z + 1
*
[ 3 ] 
f(z) = -7/4*z^3 + 197/12*z + 1
*
[ -5 ] 
f(z) = -7/5*z^3 + 181/5*z + 1
*
[ 3 ] 
f(z) = -7/5*z^3 + 199/15*z + 1
*
[ 5 ] 
f(z) = -7/10*z^3 + 183/10*z + 1
*
[ -5 ] 
f(z) = -7/10*z^3 + 187/10*z + 1
*
[ 5 ] 
f(z) = -7/15*z^3 + 187/15*z + 1
*
[ -5 ] 
f(z) = -7/15*z^3 + 193/15*z + 1
*
[ 6 ] 
f(z) = -7/16*z^3 + 199/12*z + 1
*
-1/3 | 0.13837461074623163863483912521014389461 | 0.026191420556724491940269983348334884051
f(z) = -6/5*z^3 + 197/15*z + 1
*
[ 6 ] 
f(z) = -5/6*z^3 + 185/6*z + 1
*
[ -6 ] 
f(z) = -5/6*z^3 + 187/6*z + 1
*
[ 13/2 ] 
f(z) = -4/13*z^3 + 180/13*z + 1
*
[ -13/2 ] 
f(z) = -4/13*z^3 + 184/13*z + 1
*
[ 4 ] 
f(z) = -3*z^3 + 195/4*z + 1
*
[ -4 ] 
f(z) = -3*z^3 + 197/4*z + 1
*
[ 10 ] 
f(z) = -3/8*z^3 + 192/5*z + 1
*
[ -10 ] 
f(z) = -3/8*z^3 + 193/5*z + 1
*
[ 8 ] 
f(z) = -3/8*z^3 + 199/8*z + 1
*
-2/3 | 0.14467473969385595859893716755582392931 | 0.021862767036463523755219873005709940596
f(z) = -3/16*z^3 + 187/12*z + 1
*
0 | 0.15531043461372034700025362284374516866 | 0.029397017905803856150703123191343851621
f(z) = -2/15*z^3 + 197/15*z + 1
*
9 | 0.077491530208153159043629336021169997977 | 0.014906525817383047512881681406098382408
f(z) = -2/19*z^3 + 181/19*z + 1
*
-1/2 | 0.10021322883041989073050964312447138772 | 0.019277346553763084314393959783111282918
f(z) = -1/3*z^3 + 181/12*z + 1
*
-2/3 | 0.19339343340551219597195267356339587901 | 0.026492986543186499390600534237329380942
f(z) = -1/8*z^3 + 185/9*z + 1
*
0 | 0.12964777938074756923324574306961718015 | 0.024939473582651742220907245527675940849
f(z) = -1/12*z^3 + 181/12*z + 1
*
0 | 0.13553101651202441959489997245974861545 | 0.025753181670803825320430273756783366237
f(z) = -1/12*z^3 + 193/12*z + 1
*
[ 13 ] 
f(z) = -1/13*z^3 + 181/13*z + 1
*
-1 | 0.084453898478992996243305588012208927833 | 0.016000769958890077058061321111120207378
f(z) = -1/13*z^3 + 196/13*z + 1
*
0 | 0.061911879317505957046876401829648666860 | 0.011884450308738651906674953494833532071
f(z) = -1/14*z^3 + 183/14*z + 1
*
14 | 0.13082868288542160560403882598532024130 | 0.024811055156063119966666737612032273311
f(z) = -1/14*z^3 + 195/14*z + 1
*
0 | 0.11767404112689251957462763577083120275 | 0.022636165880090745765779211683003787103
f(z) = -1/15*z^3 + 181/15*z + 1
*
0 | 0.12989767905964924988341829532261534021 | 0.024682752432112992897234004555345306020
f(z) = -1/16*z^3 + 193/16*z + 1
*
[ -1/6 ] 
f(z) = -20/3*z^3 + 194/27*z + 1
*
[ -1/4 ] 
f(z) = -20/9*z^3 + 185/36*z + 1
*
[ -3/2 ] 
f(z) = -20/11*z^3 + 190/33*z + 1
*
[ -2 ] 
f(z) = -20/11*z^3 + 193/22*z + 1
*
[ -2 ] 
f(z) = -20/13*z^3 + 199/26*z + 1
*
[ -2 ] 
f(z) = -19/11*z^3 + 185/22*z + 1
*
[ -2 ] 
f(z) = -19/13*z^3 + 191/26*z + 1
*
[ -2 ] 
f(z) = -19/15*z^3 + 197/30*z + 1
*
[ -2 ] 
f(z) = -18/17*z^3 + 195/34*z + 1
*
[ -3/2 ] 
f(z) = -17/6*z^3 + 193/24*z + 1
*
[ -4/3 ] 
f(z) = -17/8*z^3 + 199/36*z + 1
*
[ -2 ] 
f(z) = -17/15*z^3 + 181/30*z + 1
*
[ -2 ] 
f(z) = -17/19*z^3 + 193/38*z + 1
*
-3/8 | 0.10013838462113419398003650847659120667 | 0.015754670934911548760404978619279068660
f(z) = -16*z^3 + 181/36*z + 1
*
[ -1/6 ] 
f(z) = -16/3*z^3 + 193/27*z + 1
*
[ -1/8 ] 
f(z) = -16/5*z^3 + 181/20*z + 1
*
[ -5/4 ] 
f(z) = -16/7*z^3 + 188/35*z + 1
*
[ -2 ] 
f(z) = -16/19*z^3 + 185/38*z + 1
*
[ 4/5 ] 
f(z) = -15*z^3 + 187/20*z + 1
*
-2/5 | 0.17447497108735887818390485566609763390 | 0.028559158672762600155287356952981791708
f(z) = -15*z^3 + 197/30*z + 1
*
0 | 0.10099687372621505567412146491581213765 | 0.018647526121396876926481518552016899048
f(z) = -15/2*z^3 + 187/30*z + 1
*
0 | 0.11613733423869129915868463054056070124 | 0.021442980302104806197982722334868159558
f(z) = -15/2*z^3 + 193/30*z + 1
*
[ -8/3 ] 
f(z) = -15/16*z^3 + 193/24*z + 1
*
[ 3/4 ] 
f(z) = -14*z^3 + 181/24*z + 1
*
-5/4 | 0.12496391327979583591919173297641627844 | 0.023607919327846379453984645294755007839
f(z) = -14/3*z^3 + 199/24*z + 1
*
[ 3/2 ] 
f(z) = -14/5*z^3 + 199/30*z + 1
*
-5/2 | 0.15396662391401200161389652823770499720 | 0.029432886065093902624442004799892301576
f(z) = -14/15*z^3 + 187/30*z + 1
*
[ 5/2 ] 
f(z) = -14/15*z^3 + 193/30*z + 1
*
4/3 | 0.13805760319616396209517414903927700309 | 0.026557214973064465830411109575514460618
f(z) = -13/4*z^3 + 181/36*z + 1
*
[ -2/13 ] 
f(z) = -13/4*z^3 + 197/26*z + 1
*
-7/3 | 0.12812149467631998278726555520760498048 | 0.024568182741154775228710896487310775153
f(z) = -12/7*z^3 + 184/21*z + 1
*
[ -7/4 ] 
f(z) = -12/7*z^3 + 191/28*z + 1
*
-1/2 | 0.15034481510189354727693818866554366584 | 0.028484567844498461780550580518953009900
f(z) = -12/11*z^3 + 196/33*z + 1
*
[ 13/6 ] 
f(z) = -12/13*z^3 + 190/39*z + 1
*
[ -3/11 ] 
f(z) = -11*z^3 + 181/33*z + 1
*
-1 | 0.080635995153190765612722242007865063170 | 0.015277423921091263315711136055034455356
f(z) = -11/3*z^3 + 196/33*z + 1
*
[ 4/3 ] 
f(z) = -11/4*z^3 + 185/36*z + 1
*
[ -3/4 ] 
f(z) = -10*z^3 + 191/24*z + 1
*
-3/10 | 0.15981278858919560166202431642322714896 | 0.028018738319579484701924821255057173882
f(z) = -10*z^3 + 197/30*z + 1
*
-3/5 | 0.096151404175849643198550952088935495934 | 0.018270390375356260838879858661579822855
f(z) = -10/7*z^3 + 193/35*z + 1
*
[ -4/9 ] 
f(z) = -9*z^3 + 181/36*z + 1
*
[ -5/3 ] 
f(z) = -9/7*z^3 + 181/35*z + 1
*
[ -1/6 ] 
f(z) = -9/7*z^3 + 197/28*z + 1
*
[ -2/9 ] 
f(z) = -9/16*z^3 + 199/36*z + 1
*
[ -1/6 ] 
f(z) = -8/3*z^3 + 191/27*z + 1
*
-1/8 | 0.086909453396932059082358217423857717192 | 0.016514263670728652151315482608182301391
f(z) = -8/3*z^3 + 193/24*z + 1
*
-1/2 | 0.12323292277239243886905456579632001564 | 0.023462777492569332500080456638094840654
f(z) = -8/11*z^3 + 191/22*z + 1
*
[ 13/4 ] 
f(z) = -8/13*z^3 + 187/26*z + 1
*
-3/4 | 0.078587353618390851005293607502412211496 | 0.014846557343782140953026505047443722752
f(z) = -8/15*z^3 + 199/30*z + 1
*
[ -1/4 ] 
f(z) = -8/19*z^3 + 191/38*z + 1
*
-3/2 | 0.14659427221236153014340790688663245111 | 0.028199356723815625293932727765305909018
f(z) = -7/2*z^3 + 181/24*z + 1
*
[ 3/2 ] 
f(z) = -7/2*z^3 + 197/24*z + 1
*
-1/7 | 0.11313424454797974173677699581725142275 | 0.021413946983075057176457929774820954080
f(z) = -7/4*z^3 + 197/28*z + 1
*
-5/2 | 0.14672929055581561217541078142974374488 | 0.028165789532962814000510846836365328054
f(z) = -7/5*z^3 + 183/20*z + 1
*
[ 5/2 ] 
f(z) = -7/5*z^3 + 187/20*z + 1
*
3 | 0.12164548296916878658109356898400786619 | 0.023400125505034347444371839404696683273
f(z) = -7/8*z^3 + 181/24*z + 1
*
-3 | 0.12490833266654061052284891613100234160 | 0.023642535680973590295581184792927248190
f(z) = -7/8*z^3 + 197/24*z + 1
*
[ -5/6 ] 
f(z) = -6*z^3 + 191/30*z + 1
*
-1/2 | 0.088317903031777168739878055622208478979 | 0.016684832246813590015606484883134822406
f(z) = -6/5*z^3 + 199/30*z + 1
*
[ -3 ] 
f(z) = -6/7*z^3 + 190/21*z + 1
*
[ 3 ] 
f(z) = -6/11*z^3 + 184/33*z + 1
*
[ 3 ] 
f(z) = -6/13*z^3 + 188/39*z + 1
*
-1/10 | 0.14257383082647095172881506677067346035 | 0.027425971385378371759333496961670674437
f(z) = -5*z^3 + 181/20*z + 1
*
-13/10 | 0.12285746079855514229848611491267150917 | 0.023438265991392419068950825529304821929
f(z) = -5*z^3 + 189/20*z + 1
*
6/5 | 0.12574688269449274661252711924376757592 | 0.023941419733218116315958079967265518289
f(z) = -5*z^3 + 191/30*z + 1
*
[ -1/5 ] 
f(z) = -5/6*z^3 + 181/30*z + 1
*
[ 14/5 ] 
f(z) = -5/8*z^3 + 194/35*z + 1
*
[ -3 ] 
f(z) = -5/13*z^3 + 187/39*z + 1
*
[ 4 ] 
f(z) = -5/14*z^3 + 181/28*z + 1
*
[ -4 ] 
f(z) = -5/14*z^3 + 195/28*z + 1
*
28/5 | 0.19270657418381243038364123324104804485 | 0.029028335674795745865101690884967285690
f(z) = -5/16*z^3 + 191/20*z + 1
*
[ 4 ] 
f(z) = -5/18*z^3 + 187/36*z + 1
*
[ -1/6 ] 
f(z) = -4/3*z^3 + 190/27*z + 1
*
[ -1/4 ] 
f(z) = -4/9*z^3 + 181/36*z + 1
*
5 | 0.12726421150258334503978094138791932029 | 0.024088454285858715352331129866699630506
f(z) = -4/15*z^3 + 197/30*z + 1
*
4 | 0.13392529165350712577121318614137100829 | 0.025601703474862096501726957415877504034
f(z) = -3/5*z^3 + 187/20*z + 1
*
-4 | 0.13589427030517730652033725909502444048 | 0.025721943972362900993300395644070494240
f(z) = -3/5*z^3 + 197/20*z + 1
*
[ -7/2 ] 
f(z) = -3/7*z^3 + 183/28*z + 1
*
14/3 | 0.091703313369861207731781059013532824836 | 0.017477204622791438673143955016977256521
f(z) = -3/7*z^3 + 190/21*z + 1
*
[ 14/3 ] 
f(z) = -3/8*z^3 + 188/21*z + 1
*
[ -14/3 ] 
f(z) = -3/8*z^3 + 197/21*z + 1
*
14/3 | 0.14303273690129334050313705776998730185 | 0.027514248068439330606521272575832583610
f(z) = -3/10*z^3 + 181/30*z + 1
*
-1 | 0.081937689577378084754821996365999052100 | 0.015524045017491827267600346931993378297
f(z) = -3/11*z^3 + 196/33*z + 1
*
[ -4/3 ] 
f(z) = -2*z^3 + 191/36*z + 1
*
[ 13/2 ] 
f(z) = -2/13*z^3 + 191/26*z + 1
*
-1/2 | 0.15179853442043284195437085401237772655 | 0.029200465732202243964897827402374931967
f(z) = -2/15*z^3 + 181/30*z + 1
*
-1/6 | 0.12845147538624090343760690218657704027 | 0.024709348608584888194355201917486258592
f(z) = -z^3 + 181/36*z + 1
*
-6 | 0.11712671274042204276922669269929574637 | 0.022300193305812445907347258017933179022
f(z) = -1/5*z^3 + 191/30*z + 1
*
13/2 | 0.055351037539811394351847052964355215286 | 0.010476794078322099626998655016352377907
f(z) = -1/7*z^3 + 197/28*z + 1
*
9/10 | 0.14793667240947479673849028520641867758 | 0.025936590861731936787915358658828162112
f(z) = -20/3*z^3 + 193/45*z + 1
*
-9/10 | 0.098455435853229951038028384779789123148 | 0.018939211710823312566099875565021961334
f(z) = -20/9*z^3 + 181/45*z + 1
*
-1/5 | 0.12717747187530622693106891147691136873 | 0.024387159839839767617472251028480275364
f(z) = -20/9*z^3 + 184/45*z + 1
*
[ -3/8 ] 
f(z) = -20/9*z^3 + 191/48*z + 1
*
-1/2 | 0.10784343480999830580179527799464241589 | 0.020432188721288696482339118872236100959
f(z) = -20/9*z^3 + 196/45*z + 1
*
-3/4 | 0.14612201282854223161821841088823314049 | 0.025559087774334290494533401868171859040
f(z) = -19/3*z^3 + 187/48*z + 1
*
[ -1/3 ] 
f(z) = -19/5*z^3 + 199/45*z + 1
*
-1/3 | 0.14266696702197502404517987028196453165 | 0.027443887370507133831764426153524766606
f(z) = -19/6*z^3 + 181/54*z + 1
*
[ 3/2 ] 
f(z) = -19/12*z^3 + 187/48*z + 1
*
[ -1/2 ] 
f(z) = -19/14*z^3 + 187/56*z + 1
*
[ -1/3 ] 
f(z) = -17/5*z^3 + 197/45*z + 1
*
[ -1/2 ] 
f(z) = -17/14*z^3 + 185/56*z + 1
*
0 | 0.10899940099095136973593246973025938832 | 0.019656611908689138113042845537204009193
f(z) = -16/3*z^3 + 181/48*z + 1
*
0 | 0.13206947056339482273843958657256157410 | 0.023816996279330080360835342757278521653
f(z) = -16/3*z^3 + 187/48*z + 1
*
0 | 0.083455734147357649960090563630410175117 | 0.015050146723517575561854741143399886644
f(z) = -16/3*z^3 + 193/48*z + 1
*
0 | 0.14607161340197431197971700974654817922 | 0.026342099033709773158616379290760522467
f(z) = -16/3*z^3 + 199/48*z + 1
*
[ -1/3 ] 
f(z) = -16/5*z^3 + 196/45*z + 1
*
[ -5/6 ] 
f(z) = -16/5*z^3 + 199/45*z + 1
*
-11/8 | 0.10814907395020515673710024389906771599 | 0.020716801224671790841300376729196392523
f(z) = -16/11*z^3 + 185/44*z + 1
*
[ -11/8 ] 
f(z) = -16/11*z^3 + 197/44*z + 1
*
[ 13/8 ] 
f(z) = -16/13*z^3 + 189/52*z + 1
*
[ -3/2 ] 
f(z) = -16/17*z^3 + 193/51*z + 1
*
-3/5 | 0.095089598247631396334096234880093406646 | 0.018177714364647970593297552563674827229
f(z) = -15/8*z^3 + 187/40*z + 1
*
[ -1/2 ] 
f(z) = -15/14*z^3 + 183/56*z + 1
*
-2/3 | 0.14805631950698712541354104587257677612 | 0.026776059004243673516232024459570298214
f(z) = -14/3*z^3 + 193/54*z + 1
*
0 | 0.12765143998619272285553739544247395175 | 0.024115641213395785382412588389258394081
f(z) = -14/3*z^3 + 199/42*z + 1
*
[ -1/3 ] 
f(z) = -14/5*z^3 + 194/45*z + 1
*
-3/4 | 0.12110710899476629174883902052294465373 | 0.022689694609456218757395915484595625940
f(z) = -13/3*z^3 + 181/48*z + 1
*
0 | 0.14991383200514027851178073734455874522 | 0.028837918172021442744653682123005599567
f(z) = -13/4*z^3 + 181/52*z + 1
*
[ -1/3 ] 
f(z) = -13/5*z^3 + 193/45*z + 1
*
[ -2/3 ] 
f(z) = -13/6*z^3 + 187/54*z + 1
*
[ -3/2 ] 
f(z) = -13/12*z^3 + 197/48*z + 1
*
[ -1/2 ] 
f(z) = -13/14*z^3 + 181/56*z + 1
*
[ -4/11 ] 
f(z) = -11/2*z^3 + 197/44*z + 1
*
-8/11 | 0.13321860621069214611298520460211569226 | 0.025519066261866042410580380588929608737
f(z) = -11/4*z^3 + 185/44*z + 1
*
[ -2/5 ] 
f(z) = -11/4*z^3 + 197/50*z + 1
*
[ -1/3 ] 
f(z) = -11/5*z^3 + 191/45*z + 1
*
-2/11 | 0.11105300008623628293386758079682957629 | 0.016625698188834937673473350735626755216
f(z) = -11/16*z^3 + 199/44*z + 1
*
11/5 | 0.13381868537223466051600410328969800404 | 0.025329079142704241221222217316952549781
f(z) = -10/11*z^3 + 197/55*z + 1
*
[ -2/5 ] 
f(z) = -9/4*z^3 + 193/50*z + 1
*
-10/9 | 0.091313489978095164637924087508003062316 | 0.017565363494275281960540630174028890109
f(z) = -9/5*z^3 + 181/45*z + 1
*
-1 | 0.093897818787675202007656743666111847825 | 0.017790030124386180667613485643078671085
f(z) = -9/5*z^3 + 196/45*z + 1
*
[ -5/3 ] 
f(z) = -9/8*z^3 + 189/40*z + 1
*
[ -11/6 ] 
f(z) = -9/11*z^3 + 189/44*z + 1
*
[ 13/6 ] 
f(z) = -9/13*z^3 + 197/52*z + 1
*
-5/6 | 0.10021633581087624002642033695128409116 | 0.019042796025150452773782240736007405061
f(z) = -9/14*z^3 + 193/56*z + 1
*
-5/8 | 0.12958854114509528251189092823576339368 | 0.022465556483349406185240618999986412473
f(z) = -8*z^3 + 189/40*z + 1
*
[ -2/3 ] 
f(z) = -8/3*z^3 + 199/54*z + 1
*
[ -1/3 ] 
f(z) = -8/5*z^3 + 188/45*z + 1
*
-3/4 | 0.13434919667837378499293988916531309679 | 0.025843853688930542602608602524193764611
f(z) = -8/7*z^3 + 181/42*z + 1
*
[ -6/7 ] 
f(z) = -7/2*z^3 + 199/42*z + 1
*
[ -2/3 ] 
f(z) = -7/3*z^3 + 191/54*z + 1
*
[ -2/7 ] 
f(z) = -7/3*z^3 + 197/42*z + 1
*
-1/4 | 0.15322313811249131754011079674245877666 | 0.028946592570448901725631180420746520251
f(z) = -7/3*z^3 + 199/48*z + 1
*
[ -2/5 ] 
f(z) = -7/4*z^3 + 189/50*z + 1
*
[ -1/3 ] 
f(z) = -7/5*z^3 + 187/45*z + 1
*
[ 5/3 ] 
f(z) = -7/5*z^3 + 193/45*z + 1
*
[ -2/7 ] 
f(z) = -7/6*z^3 + 193/42*z + 1
*
[ 5/2 ] 
f(z) = -7/10*z^3 + 199/40*z + 1
*
[ -2/7 ] 
f(z) = -7/12*z^3 + 191/42*z + 1
*
-24/7 | 0.078873202481735804615126882723346446660 | 0.012339522099946742924622597946641921418
f(z) = -7/18*z^3 + 199/42*z + 1
*
7/4 | 0.065986241026075372934037967321818735392 | 0.012614198224343550479071216860558305426
f(z) = -6/7*z^3 + 187/56*z + 1
*
-5/6 | 0.057629239526282975647239378703042970885 | 0.010950528618952402697427306313267868767
f(z) = -6/7*z^3 + 193/42*z + 1
*
[ 3 ] 
f(z) = -6/17*z^3 + 196/51*z + 1
*
8/3 | 0.054526647762341490000167174664589880319 | 0.010445005970742116376402405246048332027
f(z) = -6/19*z^3 + 185/57*z + 1
*
-1/3 | 0.11070414953654747317980055074218712282 | 0.020439825947740833860130807110581058292
f(z) = -5*z^3 + 196/45*z + 1
*
-3/4 | 0.15706823845394041409120924856702514987 | 0.028658745932885345858464920272131298145
f(z) = -5*z^3 + 199/48*z + 1
*
-1/4 | 0.15475919525746226274567978116034140392 | 0.029292679821459385846470289432501564147
f(z) = -5/3*z^3 + 197/48*z + 1
*
[ -8/5 ] 
f(z) = -5/4*z^3 + 193/40*z + 1
*
-2/3 | 0.16285232746943118701165480415835561449 | 0.022118725198367385578529995918674035355
f(z) = -5/8*z^3 + 197/45*z + 1
*
-1/5 | 0.071367794128387291474346809818060757876 | 0.013728543788551389685066461903575546338
f(z) = -5/9*z^3 + 181/45*z + 1
*
-1 | 0.072185784245334033376020099953955183367 | 0.013676433519513161416882635354732356012
f(z) = -5/9*z^3 + 196/45*z + 1
*
-11/5 | 0.093515894237343246050515273059859332621 | 0.017804841183244089205103555915406108658
f(z) = -5/11*z^3 + 191/55*z + 1
*
[ -3 ] 
f(z) = -5/14*z^3 + 191/42*z + 1
*
[ -3 ] 
f(z) = -5/16*z^3 + 199/48*z + 1
*
[ -3/8 ] 
f(z) = -4/3*z^3 + 185/48*z + 1
*
[ -1/3 ] 
f(z) = -4/5*z^3 + 184/45*z + 1
*
[ -5/2 ] 
f(z) = -4/9*z^3 + 188/45*z + 1
*
[ -3 ] 
f(z) = -4/19*z^3 + 184/57*z + 1
*
[ -2/5 ] 
f(z) = -3*z^3 + 199/50*z + 1
*
[ -2/5 ] 
f(z) = -3/2*z^3 + 187/50*z + 1
*
-2/9 | 0.10172417106229624794887867384971218395 | 0.019329310183745407746256841179069526376
f(z) = -3/2*z^3 + 193/54*z + 1
*
[ -2/5 ] 
f(z) = -3/4*z^3 + 181/50*z + 1
*
-2/9 | 0.15374384511045644383838855904521746049 | 0.025859204122227661976823431657806646604
f(z) = -3/4*z^3 + 191/54*z + 1
*
14/3 | 0.11895050573204182174392535522083937573 | 0.022739062490269141658816302895847078406
f(z) = -3/14*z^3 + 187/42*z + 1
*
14/3 | 0.056500491640274028684182120283978764612 | 0.010736047460933897264931343763509652833
f(z) = -3/14*z^3 + 193/42*z + 1
*
-3/2 | 0.10378457421385597543118478868405368441 | 0.019682264916048028526626286365787632888
f(z) = -3/14*z^3 + 195/56*z + 1
*
[ -1/3 ] 
f(z) = -3/16*z^3 + 193/48*z + 1
*
[ -2/5 ] 
f(z) = -2*z^3 + 191/50*z + 1
*
[ -5/4 ] 
f(z) = -2*z^3 + 197/40*z + 1
*
[ -4 ] 
f(z) = -2/11*z^3 + 183/44*z + 1
*
[ -4 ] 
f(z) = -2/13*z^3 + 193/52*z + 1
*
[ -2/5 ] 
f(z) = -z^3 + 183/50*z + 1
*
[ -5/3 ] 
f(z) = -z^3 + 197/45*z + 1
*
[ -5/2 ] 
f(z) = -1/2*z^3 + 181/40*z + 1
*
-1/4 | 0.12866964041851926341252286812148201036 | 0.024449404354029466319232729343023299611
f(z) = -1/3*z^3 + 193/48*z + 1
*
[ -1/3 ] 
f(z) = -1/5*z^3 + 181/45*z + 1
*
[ -5 ] 
f(z) = -1/11*z^3 + 191/55*z + 1
*
-5/2 | 0.14301481236812324419275532641875928913 | 0.027510800046239396462266239316500582026
f(z) = -1/13*z^3 + 181/52*z + 1
*
[ 13/10 ] 
f(z) = -20/13*z^3 + 184/65*z + 1
*
[ 3/2 ] 
f(z) = -19/15*z^3 + 191/60*z + 1
*
[ -1/2 ] 
f(z) = -19/15*z^3 + 199/60*z + 1
*
0 | 0.16752675342109023080360376112015901654 | 0.029564796765577812559627340488626255077
f(z) = -17/4*z^3 + 193/68*z + 1
*
-3/2 | 0.15476937749799629485386769558799307198 | 0.029408795110966296741557753244590980130
f(z) = -17/15*z^3 + 193/60*z + 1
*
[ -1/2 ] 
f(z) = -17/15*z^3 + 197/60*z + 1
*
-3/8 | 0.094792616498498472064446554521905597689 | 0.018029995233631100738561186103552293734
f(z) = -16/5*z^3 + 187/60*z + 1
*
15/8 | 0.14517815326043336483915774686056293453 | 0.027586300551475845311720929623353438232
f(z) = -16/15*z^3 + 193/60*z + 1
*
-3/10 | 0.073936354378175104462704696510618947478 | 0.010869165485191956249797098597763786134
f(z) = -15*z^3 + 181/60*z + 1
*
0 | 0.13866811317051321106171549592611660217 | 0.025602943607558228930718865226227341808
f(z) = -15/4*z^3 + 193/60*z + 1
*
-2/5 | 0.091049665390651273261923948086807510459 | 0.017200911038670487875965400637814383285
f(z) = -15/7*z^3 + 199/70*z + 1
*
-2/5 | 0.066956007775669370073864468026334123427 | 0.012799582780586450325926050270751596053
f(z) = -15/14*z^3 + 187/70*z + 1
*
-7/5 | 0.14160837702949132612019458151732955615 | 0.026803504899728267219828691083326031904
f(z) = -15/14*z^3 + 197/70*z + 1
*
-4/3 | 0.14075856653025366937120335522658960085 | 0.021376313711778171899116493314105561275
f(z) = -15/16*z^3 + 181/60*z + 1
*
[ -6/5 ] 
f(z) = -15/16*z^3 + 191/60*z + 1
*
0 | 0.14702951845573987149753922592768959978 | 0.028049716637090872585513800877428103970
f(z) = -13/5*z^3 + 189/65*z + 1
*
0 | 0.15142398418162900994095627282366317213 | 0.029128416015418500870817949687702441900
f(z) = -13/6*z^3 + 181/78*z + 1
*
0 | 0.14584702445813358722928432560980471268 | 0.027880710407773935053482915813490189774
f(z) = -13/6*z^3 + 187/78*z + 1
*
0 | 0.14301469016226322271457454722889612468 | 0.027175206031275647535456296208191843675
f(z) = -13/6*z^3 + 193/78*z + 1
*
[ 6/5 ] 
f(z) = -13/8*z^3 + 188/75*z + 1
*
0 | 0.15128605309493648530182933206445731632 | 0.028580642548355538860916881585437222508
f(z) = -12/5*z^3 + 199/60*z + 1
*
[ -2/3 ] 
f(z) = -12/11*z^3 + 197/66*z + 1
*
-6/11 | 0.14392439650086348904622156884797398990 | 0.026220810597834617279284990121123045007
f(z) = -11/3*z^3 + 193/66*z + 1
*
-3/11 | 0.13318189346347011383991216834053794655 | 0.025512033647911708858066613916225235496
f(z) = -11/6*z^3 + 185/66*z + 1
*
-12/11 | 0.14299208449048589525401138760432466016 | 0.027013763466366853814731460884486086811
f(z) = -11/6*z^3 + 199/66*z + 1
*
[ 14/11 ] 
f(z) = -11/8*z^3 + 188/77*z + 1
*
[ -3/2 ] 
f(z) = -11/15*z^3 + 199/60*z + 1
*
[ -6/11 ] 
f(z) = -11/18*z^3 + 199/66*z + 1
*
[ 3/5 ] 
f(z) = -9*z^3 + 193/75*z + 1
*
[ 14/9 ] 
f(z) = -9/8*z^3 + 194/63*z + 1
*
[ -8/9 ] 
f(z) = -9/16*z^3 + 185/72*z + 1
*
[ -4/3 ] 
f(z) = -9/17*z^3 + 183/68*z + 1
*
[ -4/3 ] 
f(z) = -9/19*z^3 + 197/76*z + 1
*
-3/5 | 0.11969729303121757396639876461105321024 | 0.022591567237355363532818925341531539773
f(z) = -8/3*z^3 + 197/75*z + 1
*
[ -3/4 ] 
f(z) = -8/11*z^3 + 181/66*z + 1
*
9/4 | 0.13691489977646534620737759324679511414 | 0.025865674528500545259610326495751111014
f(z) = -8/11*z^3 + 199/66*z + 1
*
0 | 0.13413634964658379624001118882356918819 | 0.025694867197021239527935000374776158002
f(z) = -8/17*z^3 + 185/68*z + 1
*
-2/7 | 0.084746062371922010968029574451339126451 | 0.016267643273357927772641226663543597657
f(z) = -7/5*z^3 + 183/70*z + 1
*
-11/7 | 0.12728257273410863927582047526535649834 | 0.024233805508759705037632818667269534977
f(z) = -7/10*z^3 + 191/70*z + 1
*
[ -5/7 ] 
f(z) = -7/10*z^3 + 193/70*z + 1
*
[ -1/2 ] 
f(z) = -7/16*z^3 + 199/64*z + 1
*
[ -3/2 ] 
f(z) = -6/11*z^3 + 191/66*z + 1
*
13/6 | 0.085729590012797484001482580631688217889 | 0.016491226117315385940547430613807882435
f(z) = -6/13*z^3 + 181/78*z + 1
*
[ -4/5 ] 
f(z) = -5/3*z^3 + 199/60*z + 1
*
[ -3/5 ] 
f(z) = -5/4*z^3 + 187/60*z + 1
*
-1/4 | 0.12945269282852865965351524848164373419 | 0.024502688042176131181965748671429207123
f(z) = -5/4*z^3 + 197/64*z + 1
*
-4/5 | 0.11662899303789339200326252436358793863 | 0.022075429800953906831422176814321416330
f(z) = -5/6*z^3 + 197/60*z + 1
*
-2/5 | 0.087449435815844987157778662394912822162 | 0.016786576113298095297957199375240565527
f(z) = -5/7*z^3 + 183/70*z + 1
*
-12/5 | 0.10818153815657017193005974948362607119 | 0.018361858636919560675864693197057161506
f(z) = -5/8*z^3 + 181/60*z + 1
*
0 | 0.15609017291050332288788049611857310359 | 0.029659768541872719273015749260887514575
f(z) = -5/12*z^3 + 193/60*z + 1
*
14/5 | 0.13797906021650445873144521053181567356 | 0.026270349803136615312633194922417682694
f(z) = -5/14*z^3 + 191/70*z + 1
*
[ -1/2 ] 
f(z) = -5/16*z^3 + 197/64*z + 1
*
[ -12/5 ] 
f(z) = -5/18*z^3 + 181/60*z + 1
*
-3/10 | 0.12094661955212926908743151943689493798 | 0.023192350811926878540607399176348861207
f(z) = -4/3*z^3 + 184/75*z + 1
*
-5/6 | 0.11413712683572101147963582161950719264 | 0.021603771631003375971432895212344717337
f(z) = -3*z^3 + 197/60*z + 1
*
-1/4 | 0.12836080862685632906777873287653603252 | 0.024343034206856465164430041932680050421
f(z) = -3/4*z^3 + 195/64*z + 1
*
-4/3 | 0.081150442229566376731459225730659119492 | 0.015330770646443948300063717609668106428
f(z) = -3/5*z^3 + 199/60*z + 1
*
-26/15 | 0.15526479048996279290997012844286847445 | 0.021088180237855141962617736363498779829
f(z) = -3/8*z^3 + 197/75*z + 1
*
0 | 0.15388339015773789832173378246984708748 | 0.029416974761702891997965380667690291229
f(z) = -3/13*z^3 + 187/78*z + 1
*
[ -1/2 ] 
f(z) = -3/16*z^3 + 195/64*z + 1
*
[ -7/3 ] 
f(z) = -2/7*z^3 + 188/63*z + 1
*
[ -9/4 ] 
f(z) = -2/9*z^3 + 185/72*z + 1
*
[ 4 ] 
f(z) = -2/19*z^3 + 185/76*z + 1
*
-1/4 | 0.15231428433155313130619503943209080709 | 0.028942285953421903183727683499491236827
f(z) = -1/4*z^3 + 193/64*z + 1
*
-9/2 | 0.12311679319742083421161437309826677750 | 0.023535506947942085088892982300168176855
f(z) = -1/6*z^3 + 187/72*z + 1
*
[ -5 ] 
f(z) = -1/12*z^3 + 197/60*z + 1
*
[ 5 ] 
f(z) = -1/14*z^3 + 181/70*z + 1
*
[ -1/2 ] 
f(z) = -1/16*z^3 + 193/64*z + 1
*
0 | 0.14231259757028567046164373905337908410 | 0.026859960950773560495254541600025967102
f(z) = -20/9*z^3 + 191/90*z + 1
*
-1/3 | 0.14594736356748216437581674050235437770 | 0.027572068565894177261932792163259279728
f(z) = -19/10*z^3 + 199/90*z + 1
*
0 | 0.093823743367029713145974842860031130283 | 0.016230393739267965993768945089172880326
f(z) = -18/5*z^3 + 199/90*z + 1
*
-3/4 | 0.13555907459056252357368837921061499655 | 0.024181923119546108353122194721162205412
f(z) = -17/6*z^3 + 185/96*z + 1
*
0 | 0.13989619402994786797538984447774603561 | 0.025228443170780749738527172556476517238
f(z) = -16/5*z^3 + 181/80*z + 1
*
-1/12 | 0.15609696589411568129238392752653369757 | 0.029489510062787715153039895938403510025
f(z) = -16/11*z^3 + 199/99*z + 1
*
[ 4/3 ] 
f(z) = -15/14*z^3 + 181/84*z + 1
*
-4/7 | 0.16870991610526316786240211469039922959 | 0.028253645650076427573154610044137732459
f(z) = -14/3*z^3 + 191/84*z + 1
*
-5/6 | 0.11739100145337819174299782125871231181 | 0.021230220985836211325989702148089399266
f(z) = -14/5*z^3 + 193/90*z + 1
*
-2/3 | 0.10389926953435330871053179310580267973 | 0.019861806959922560733907221327100341933
f(z) = -13/10*z^3 + 187/90*z + 1
*
-1/3 | 0.086234724394044835836241809007911684028 | 0.016386053766921331932799808541665333905
f(z) = -13/10*z^3 + 193/90*z + 1
*
7/12 | 0.20359028497476461322782124276724467675 | 0.029438754526116429163522125463332014438
f(z) = -12*z^3 + 199/84*z + 1
*
-1/3 | 0.082322468533852956969210770100314138994 | 0.015673682960650710267185503496335885274
f(z) = -11/10*z^3 + 191/90*z + 1
*
-4/15 | 0.14200073925090112169644760156182548853 | 0.020875110044555216161939856998630225551
f(z) = -10*z^3 + 199/90*z + 1
*
7/5 | 0.064462372613306020077961419186253222311 | 0.012248939287592760702916471564488890134
f(z) = -10/19*z^3 + 193/95*z + 1
*
-5/9 | 0.17340119240902032788460234409987965107 | 0.028881488021157563686009116885680980495
f(z) = -9/2*z^3 + 197/90*z + 1
*
-10/9 | 0.14282898618284350455097043951818769203 | 0.027193745363703000205332617843389693024
f(z) = -9/5*z^3 + 191/90*z + 1
*
-5/9 | 0.13164488355169286856683877691190881620 | 0.025165771386878527958504899210316373405
f(z) = -9/10*z^3 + 187/90*z + 1
*
17/9 | 0.11178722252669890650737740349894741784 | 0.021118606660351785661738606217162147465
f(z) = -9/10*z^3 + 199/90*z + 1
*
-2/3 | 0.12226783654515458169746690775456929005 | 0.023098582188967063075905827954811818741
f(z) = -8/5*z^3 + 199/90*z + 1
*
-5/4 | 0.10490141076256360696710923189399468978 | 0.019855643686794122078106681691874412165
f(z) = -8/9*z^3 + 197/90*z + 1
*
-9/4 | 0.13186322066156817642165404623515295967 | 0.025056238525986198181966443561817075767
f(z) = -8/15*z^3 + 193/90*z + 1
*
[ 5/4 ] 
f(z) = -7/5*z^3 + 191/80*z + 1
*
-2/3 | 0.14931585051105444155239512373899931599 | 0.028428803746911252779584054670938577032
f(z) = -7/5*z^3 + 191/90*z + 1
*
-12/7 | 0.14288650032279275976671008657321887453 | 0.024252398003937415875680080203858899980
f(z) = -7/8*z^3 + 181/84*z + 1
*
3/14 | 0.15112987759290563642248580661070935805 | 0.023643904467448777161315903992857494548
f(z) = -7/9*z^3 + 199/84*z + 1
*
-1/3 | 0.11326855344950140361499900546997367766 | 0.021652877381393134549856933618059359776
f(z) = -7/10*z^3 + 187/90*z + 1
*
-4/3 | 0.094533827667318042461615645499724983749 | 0.017998649339639590395566400761174053685
f(z) = -6/7*z^3 + 191/84*z + 1
*
6/5 | 0.12412900744460083599486947723849636812 | 0.020770033307696581360324540530032139920
f(z) = -5/4*z^3 + 197/90*z + 1
*
9/5 | 0.12146734956940383701398152951257172188 | 0.023080847477111322519557018107246248560
f(z) = -5/6*z^3 + 193/90*z + 1
*
0 | 0.098455910503503114186688952850246192305 | 0.018821232307484311047165953561399886115
f(z) = -5/18*z^3 + 187/90*z + 1
*
8/5 | 0.11118390397536861927577048715502043452 | 0.021004628990199058542629717658603833099
f(z) = -5/18*z^3 + 199/90*z + 1
*
[ 5/2 ] 
f(z) = -4/19*z^3 + 182/95*z + 1
*
-5/4 | 0.11553268567898832703546695750924072846 | 0.021953161127090696358890293190118704575
f(z) = -3/2*z^3 + 193/96*z + 1
*
5/2 | 0.11552657266171475495674316373188042701 | 0.021951999550586257639890490075478678262
f(z) = -3/8*z^3 + 193/96*z + 1
*
-10/3 | 0.16665961741963944691883266401960798581 | 0.028131738925313312696408423749661884722
f(z) = -1/4*z^3 + 187/90*z + 1
*
[ -3/2 ] 
f(z) = -1/8*z^3 + 187/96*z + 1
*
-1/3 | 0.081502205042232889969512569618659069337 | 0.015678032429766961482737517153209597647
f(z) = -1/10*z^3 + 181/90*z + 1
*
-10/3 | 0.11653944670727988973449268485633204676 | 0.022016386844554256656806071315841504618
f(z) = -1/10*z^3 + 199/90*z + 1
*
[ 11/3 ] 
f(z) = -1/11*z^3 + 193/99*z + 1
*
[ 5 ] 
f(z) = -1/16*z^3 + 189/80*z + 1
*
[ 5 ] 
f(z) = -1/17*z^3 + 193/85*z + 1
*
[ 5 ] 
f(z) = -1/18*z^3 + 197/90*z + 1
*
7/10 | 0.18652909819881694772026447688097776078 | 0.028473028669947013436754252188670450558
f(z) = -20/3*z^3 + 193/105*z + 1
*
0 | 0.13802947397139344659941456927549422668 | 0.024199638500364314240084529761804413797
f(z) = -20/7*z^3 + 188/105*z + 1
*
0 | 0.16517590141984565847794661779834272850 | 0.028048790039215947943117343150267789301
f(z) = -19/6*z^3 + 181/114*z + 1
*
0 | 0.17148207493568956025031871901521732604 | 0.029119651680510541123410571564789579570
f(z) = -19/6*z^3 + 187/114*z + 1
*
0 | 0.17308293023194223376067142522132947072 | 0.029391495537282514300921137906325031585
f(z) = -19/6*z^3 + 193/114*z + 1
*
0 | 0.17370747677467737544338279181501046511 | 0.029497550807429757842559497125760761445
f(z) = -19/6*z^3 + 199/114*z + 1
*
0 | 0.11604048381984533526149718575876774352 | 0.022049651348370979639532922328515993209
f(z) = -18/17*z^3 + 193/102*z + 1
*
0 | 0.16055987846318509414790915557230664555 | 0.028335296175281478481653876774162779858
f(z) = -17/6*z^3 + 181/102*z + 1
*
0 | 0.15748894985885967580959621036226269670 | 0.027793344646857418236036444127770983662
f(z) = -17/6*z^3 + 193/102*z + 1
*
-14/17 | 0.16554609336747426596128053009875905979 | 0.021747079367164147994900302598017400212
f(z) = -17/8*z^3 + 197/119*z + 1
*
-6/17 | 0.17580689587870200647761239672197643038 | 0.027504564399050844997694268911876168289
f(z) = -17/18*z^3 + 199/102*z + 1
*
0 | 0.069521186459449775499248300652843441746 | 0.012537233867720642880072022214096676764
f(z) = -16/7*z^3 + 193/112*z + 1
*
0 | 0.15037731301666771776935356132426910595 | 0.028574228696513820141768080452136129420
f(z) = -16/13*z^3 + 193/104*z + 1
*
0 | 0.12497164518082038424150478877654947454 | 0.023865755806693120982092864658814528045
f(z) = -14/15*z^3 + 188/105*z + 1
*
-5/7 | 0.13313407296952023824913875126662653680 | 0.025199496329346037208399260384589687980
f(z) = -14/15*z^3 + 197/105*z + 1
*
-9/26 | 0.065655357865936697360585372800114289968 | 0.010075723217490463916997714030608177098
f(z) = -13/2*z^3 + 185/104*z + 1
*
[ 8/13 ] 
f(z) = -13/2*z^3 + 191/104*z + 1
*
[ 9/13 ] 
f(z) = -13/3*z^3 + 191/117*z + 1
*
[ 4/5 ] 
f(z) = -13/4*z^3 + 183/100*z + 1
*
0 | 0.14360032091848846068028846939013998823 | 0.027286485763732613999695997901148917285
f(z) = -13/8*z^3 + 193/104*z + 1
*
[ 10/11 ] 
f(z) = -11/5*z^3 + 189/110*z + 1
*
0 | 0.13790105279930562457511050435907889684 | 0.026416025539262277041598239353582453010
f(z) = -9/13*z^3 + 185/117*z + 1
*
14/15 | 0.11921986614747810079711441622288493016 | 0.017848356290618843758232233995450647330
f(z) = -9/16*z^3 + 199/100*z + 1
*
0 | 0.13588199941140720207173478607189869978 | 0.025975755688497191147591016553690268676
f(z) = -9/19*z^3 + 187/114*z + 1
*
[ 4/5 ] 
f(z) = -7/2*z^3 + 199/100*z + 1
*
0 | 0.13791249411471158842923338966590093105 | 0.026054137949988493542970855184957619264
f(z) = -7/15*z^3 + 199/105*z + 1
*
0 | 0.054799453561243715982065144202542295875 | 0.010412821502731656574232470604671861836
f(z) = -7/16*z^3 + 193/112*z + 1
*
[ 4/3 ] 
f(z) = -5/6*z^3 + 187/108*z + 1
*
-7/4 | 0.13377833625666282894371891861851210287 | 0.025321441898781135900827414041917139981
f(z) = -5/7*z^3 + 197/112*z + 1
*
[ 7/4 ] 
f(z) = -3/7*z^3 + 195/112*z + 1
*
[ 5/2 ] 
f(z) = -2/11*z^3 + 191/110*z + 1
*
[ -3/2 ] 
f(z) = -2/17*z^3 + 197/102*z + 1
*
-1/4 | 0.17121137795699513357233018059636494137 | 0.028213475714140689437954973939343240170
f(z) = -18/5*z^3 + 187/120*z + 1
*
-8/17 | 0.12017744245367224386582163909178619858 | 0.020322546947061366922699060582309544716
f(z) = -17/16*z^3 + 185/136*z + 1
*
0 | 0.12434849730024096748976789415742798054 | 0.022959045820057099508847184059706678333
f(z) = -15/8*z^3 + 193/120*z + 1
*
0 | 0.13648086891166503967721045906636995015 | 0.025857882543908630205491179579627959616
f(z) = -14/9*z^3 + 187/126*z + 1
*
[ 5/4 ] 
f(z) = -14/15*z^3 + 199/120*z + 1
*
0 | 0.12628193298596300393618661948795100347 | 0.023995699623777595254478519712668971680
f(z) = -14/19*z^3 + 193/133*z + 1
*
0 | 0.14849575808141077892380472180634050535 | 0.028329440099794885601183212480876964071
f(z) = -13/10*z^3 + 189/130*z + 1
*
-7/22 | 0.14300945107739516680724381734442576014 | 0.023132883684923205563823471470036153773
f(z) = -11/3*z^3 + 181/132*z + 1
*
-12/11 | 0.18358915103797727739133243226256661829 | 0.029154512286584117531095583275754202706
f(z) = -11/9*z^3 + 181/132*z + 1
*
3/2 | 0.15319479225642685461968770528935320193 | 0.024121799555176572809991792724641927273
f(z) = -11/9*z^3 + 191/132*z + 1
*
0 | 0.13321770832306135784304611499630799692 | 0.025313614053116560586930943629968241216
f(z) = -11/12*z^3 + 193/132*z + 1
*
-6/5 | 0.14008840739846887975574896230923560505 | 0.022131845856938402478669499579507953507
f(z) = -10/9*z^3 + 187/120*z + 1
*
7/9 | 0.12712830293008895581298840242393228843 | 0.020050646476035690421100696589432853645
f(z) = -9/2*z^3 + 181/126*z + 1
*
-3/2 | 0.14678082299797629230471580927930214142 | 0.027729523966271106827686008902793613719
f(z) = -9/11*z^3 + 199/132*z + 1
*
-5/8 | 0.13548383195874412135722427768486083813 | 0.023487568056205294805727015333873330481
f(z) = -8/3*z^3 + 197/120*z + 1
*
-1/6 | 0.15382235552120919344512025193139977211 | 0.029228844944265686262291179533554205282
f(z) = -8/7*z^3 + 193/126*z + 1
*
5/8 | 0.15359498617259255921303438238695435102 | 0.029185640928742221147635912312598910585
f(z) = -8/15*z^3 + 193/120*z + 1
*
0 | 0.11965785169704528862072534874779796775 | 0.022605509347985316215323551500986416696
f(z) = -8/15*z^3 + 199/120*z + 1
*
-5/12 | 0.092949528872938363400131977876487577483 | 0.017661980001957944038337053527997906208
f(z) = -6/5*z^3 + 193/120*z + 1
*
8/5 | 0.11965822228419039735539434299309106456 | 0.023017849498522039325527512611659358106
f(z) = -5/6*z^3 + 181/120*z + 1
*
3/2 | 0.10044455390883071875366897698407995755 | 0.015868717658813773322035088335392949871
f(z) = -5/18*z^3 + 187/120*z + 1
*
-5/3 | 0.089561311731408419401906126054255999426 | 0.016952083684420427195162391423070347174
f(z) = -3/8*z^3 + 197/120*z + 1
*
-8/3 | 0.093984700282107905957165184083649453331 | 0.018079206300753196956093353872529464200
f(z) = -3/10*z^3 + 181/120*z + 1
*
3/4 | 0.13533070112486988377459340687976137784 | 0.025870367265714104595699456599190215188
f(z) = -2/5*z^3 + 187/120*z + 1
*
1/3 | 0.11741438804983533950791865420049356634 | 0.022310716351377721387923622712263643796
f(z) = -2/7*z^3 + 193/126*z + 1
*
15/4 | 0.15359480512968868267769525639841200907 | 0.029185606527533451872049905818630815185
f(z) = -2/15*z^3 + 193/120*z + 1
*
[ 5/2 ] 
f(z) = -1/6*z^3 + 197/120*z + 1
*
0 | 0.16470350720961220828316433913009455472 | 0.027968572005564052869842299987819054113
f(z) = -19/8*z^3 + 185/152*z + 1
*
4/9 | 0.061508990228762105942030437260387328475 | 0.011782528296878928084596988893355338340
f(z) = -18/17*z^3 + 185/153*z + 1
*
7/8 | 0.10614121715040088520705190368677063898 | 0.017386537612251390676783404726742378226
f(z) = -16/5*z^3 + 183/140*z + 1
*
0 | 0.12086465918289603390200439918955995829 | 0.023152571056989704904895468230849064883
f(z) = -16/19*z^3 + 185/152*z + 1
*
-5/26 | 0.14301505732394243998964391065289165117 | 0.021947639619480096511044915417884525192
f(z) = -13/3*z^3 + 181/156*z + 1
*
-5/13 | 0.14820210159197792821216685063394302181 | 0.028508644075514832511870950073962571301
f(z) = -13/12*z^3 + 181/156*z + 1
*
0 | 0.14249849080434836850924299630742962497 | 0.027077119436894101725326035304188640852
f(z) = -13/12*z^3 + 193/156*z + 1
*
[ 6/5 ] 
f(z) = -13/18*z^3 + 181/150*z + 1
*
[ 13/12 ] 
f(z) = -12/13*z^3 + 181/156*z + 1
*
[ 13/11 ] 
f(z) = -11/13*z^3 + 191/143*z + 1
*
-3/2 | 0.15606217219834178683081203629027751255 | 0.029713261188000028325954518852769217278
f(z) = -9/13*z^3 + 191/156*z + 1
*
-5/7 | 0.10371455722624155422248388474720635383 | 0.018852879333575560727605056603755699114
f(z) = -7/4*z^3 + 181/140*z + 1
*
[ 6/5 ] 
f(z) = -7/9*z^3 + 193/150*z + 1
*
[ 3/2 ] 
f(z) = -5/13*z^3 + 187/156*z + 1
*
-3/5 | 0.13733272266430739882265328499338882340 | 0.025356384200043868281605799955068752023
f(z) = -3/2*z^3 + 181/150*z + 1
*
6/5 | 0.11930312724214337593565103021229436725 | 0.022027495500930064257309076188021848437
f(z) = -3/2*z^3 + 199/150*z + 1
*
[ 6/5 ] 
f(z) = -3/4*z^3 + 187/150*z + 1
*
-13/6 | 0.14249849080434836850924299630742962497 | 0.027411478730738105850748689150554723570
f(z) = -3/13*z^3 + 181/156*z + 1
*
-6/5 | 0.14489077455820407707843122638460685809 | 0.027424794120671640739077968282139605077
f(z) = -1/3*z^3 + 197/150*z + 1
*
-5/2 | 0.11228769061794981272332470909131713417 | 0.021600029766797412003527077902298278950
f(z) = -1/7*z^3 + 181/140*z + 1
*
0 | 0.16758885106225429450963321029279820847 | 0.028458536965452424569027820898485404855
f(z) = -19/9*z^3 + 181/171*z + 1
*
-5/19 | 0.13590667176982318765624696768779805365 | 0.023078534269420970047546349154397096133
f(z) = -19/9*z^3 + 196/171*z + 1
*
[ 3/4 ] 
f(z) = -18/7*z^3 + 187/168*z + 1
*
0 | 0.14024358132834824015508297343514392729 | 0.026977716921807907906897852385460773082
f(z) = -18/19*z^3 + 181/171*z + 1
*
0 | 0.054340409235596467850949384621961560419 | 0.010033124425366864761386238287957499570
f(z) = -15/11*z^3 + 181/165*z + 1
*
-3/5 | 0.16188186317082897431789160691883911017 | 0.029889007062155096944810250336085092828
f(z) = -15/11*z^3 + 191/165*z + 1
*
-3/4 | 0.14879783147604903011114586084494570418 | 0.027149723518971560019107334866757851678
f(z) = -10/7*z^3 + 191/168*z + 1
*
-3/2 | 0.15162003816514602651024253095704262316 | 0.028984303188931611488067227022314654177
f(z) = -9/14*z^3 + 187/168*z + 1
*
[ 3/2 ] 
f(z) = -5/14*z^3 + 191/168*z + 1
*
7/6 | 0.16192455554083373685561319115110960333 | 0.029284136386982685069714718581928942254
f(z) = -3/2*z^3 + 199/168*z + 1
*
[ 7/5 ] 
f(z) = -3/7*z^3 + 197/175*z + 1
*
[ 5/3 ] 
f(z) = -3/11*z^3 + 191/165*z + 1
*
0 | 0.13326088441008034375258798863995433149 | 0.025151548159694813733878605472831366047
f(z) = -20/19*z^3 + 181/190*z + 1
*
0 | 0.16689219606924670865405034492957166841 | 0.028340236841398774415008168471181035413
f(z) = -19/10*z^3 + 181/190*z + 1
*
7/6 | 0.11956997866533634206954531995304162682 | 0.021624290098121150951631465631009948484
f(z) = -18/13*z^3 + 187/182*z + 1
*
-3/8 | 0.11228131120636804769840356041969327348 | 0.017665105312907027706001400312032674394
f(z) = -16/5*z^3 + 181/180*z + 1
*
[ 7/9 ] 
f(z) = -15/7*z^3 + 191/189*z + 1
*
0 | 0.057434897720240090850336886449167551738 | 0.010604474336713435765203536625744283981
f(z) = -15/13*z^3 + 199/195*z + 1
*
0 | 0.059512136989893253855345261940861163826 | 0.011275264148689292656580210449089779331
f(z) = -14/13*z^3 + 183/182*z + 1
*
-3/4 | 0.12836058899258246470689483730706973483 | 0.024048650721713514113926118219303167608
f(z) = -13/12*z^3 + 181/192*z + 1
*
0 | 0.15450962970854596584317733908264761157 | 0.029245442281184573990740336945780038039
f(z) = -13/14*z^3 + 197/182*z + 1
*
1/13 | 0.13691331314908455379358426092947311418 | 0.025939814117081873670105083529999769975
f(z) = -13/15*z^3 + 196/195*z + 1
*
-4/7 | 0.14604360482261415331496366369296226827 | 0.021864126987157307383515016702396160521
f(z) = -13/16*z^3 + 199/196*z + 1
*
[ 9/11 ] 
f(z) = -11/6*z^3 + 199/198*z + 1
*
-4/7 | 0.19548588977206339488577872411661898429 | 0.029332816934724235402861681343659257804
f(z) = -11/16*z^3 + 191/196*z + 1
*
-4/7 | 0.14984656755010928380512864121405086322 | 0.022484599473492475360281321957710353153
f(z) = -9/16*z^3 + 183/196*z + 1
*
[ 3/2 ] 
f(z) = -5/16*z^3 + 199/192*z + 1
*
[ 5/3 ] 
f(z) = -1/4*z^3 + 197/180*z + 1
*
0 | 0.16310745858141471177222403409378679367 | 0.028784888177164106390136597986151389349
f(z) = -17/12*z^3 + 181/204*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.027778190364979026336948135222133406330
f(z) = -17/12*z^3 + 193/204*z + 1
*
-12/17 | 0.093156257803563619685926390587373665646 | 0.013770247019019593831333259921141848302
f(z) = -17/16*z^3 + 193/204*z + 1
*
[ 14/15 ] 
f(z) = -15/14*z^3 + 181/210*z + 1
*
6/7 | 0.15834806880860583452089863623262235017 | 0.024832185869396136118619224587453825899
f(z) = -14/5*z^3 + 187/210*z + 1
*
[ 13/12 ] 
f(z) = -9/13*z^3 + 185/208*z + 1
*
[ 6/7 ] 
f(z) = -7/5*z^3 + 181/210*z + 1
*
-10/7 | 0.089284859718000279048208228246423324005 | 0.014781638190075267145487059331822131778
f(z) = -7/12*z^3 + 187/210*z + 1
*
7/5 | 0.10187683780289918287923294827801547608 | 0.019052700402535100516504872292860453269
f(z) = -5/6*z^3 + 193/210*z + 1
*
-7/2 | 0.075382999043530138842635959581845721144 | 0.014097902204225044928185781787485275411
f(z) = -2/15*z^3 + 193/210*z + 1
*
0 | 0.16379300929890681606847167178137922848 | 0.027813958865820340006420126801164688780
f(z) = -19/12*z^3 + 181/228*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.027778174779574193049379786356005736703
f(z) = -19/12*z^3 + 193/228*z + 1
*
-9/13 | 0.13790186662699946677483529554118207136 | 0.025278414177816431236651765212651851084
f(z) = -13/18*z^3 + 185/234*z + 1
*
0 | 0.14551142502593297304722295630190831514 | 0.026673301525054569587013032303955038462
f(z) = -13/18*z^3 + 187/234*z + 1
*
-4/5 | 0.15497817049390358964852392654514479104 | 0.028733569228137241684414261106225705692
f(z) = -10/11*z^3 + 183/220*z + 1
*
[ 13/12 ] 
f(z) = -8/13*z^3 + 187/234*z + 1
*
[ 4/3 ] 
f(z) = -6/19*z^3 + 185/228*z + 1
*
9/5 | 0.12825969959320998405598419124245444000 | 0.023681189429392168086159506284727817959
f(z) = -4/9*z^3 + 199/225*z + 1
*
[ 9/5 ] 
f(z) = -1/9*z^3 + 181/225*z + 1
*
0 | 0.16071337559574585791423509435458766231 | 0.028362385051747979781850230368737296100
f(z) = -17/15*z^3 + 184/255*z + 1
*
[ 15/17 ] 
f(z) = -17/15*z^3 + 191/255*z + 1
*
0 | 0.10379337169144303458413105836061682146 | 0.018717772827048723224659336196661731177
f(z) = -16/15*z^3 + 181/240*z + 1
*
-3/4 | 0.10519852436222571600209867428726815946 | 0.019194573084204864873149684356832738129
f(z) = -13/15*z^3 + 197/240*z + 1
*
-9/7 | 0.13776003747122339728555997044372318865 | 0.024913971278221731485362642039906255308
f(z) = -7/12*z^3 + 187/252*z + 1
*
-3/5 | 0.12101729806316280149844795916990367284 | 0.022080874101694827995211843540797217933
f(z) = -5/16*z^3 + 187/240*z + 1
*
7/4 | 0.15915434937713450539052285266876721558 | 0.028783143224785176651712284136678152280
f(z) = -4/9*z^3 + 199/252*z + 1
*
[ 4/3 ] 
f(z) = -2/7*z^3 + 191/252*z + 1
*
-7/3 | 0.15345073858950494568759899834225381874 | 0.027751642377706490510164926328228523706
f(z) = -1/4*z^3 + 199/252*z + 1
*
[ 4/5 ] 
f(z) = -20/13*z^3 + 191/260*z + 1
*
[ 6/7 ] 
f(z) = -13/12*z^3 + 185/294*z + 1
*
[ 6/7 ] 
f(z) = -10/9*z^3 + 191/294*z + 1
*
-5/6 | 0.12559499130052423646705454597488577269 | 0.022289206899559155898019016035534963789
f(z) = -9/14*z^3 + 181/280*z + 1
*
6/7 | 0.19762576404871483080991867550554212144 | 0.029943885122031645764846681342847943460
f(z) = -5/2*z^3 + 197/294*z + 1
*
-6/7 | 0.14414321366377104457177005454042547280 | 0.025361342598217047985154992357113419346
f(z) = -2/3*z^3 + 193/294*z + 1
*
[ 5/4 ] 
f(z) = -2/7*z^3 + 181/280*z + 1
*
[ -2/3 ] 
f(z) = -20*z^3 + 205/18*z + 1
*
[ -2/19 ] 
f(z) = -19/8*z^3 + 200/19*z + 1
*
-2 | 0.20459666737128896845548143178820390396 | 0.027531747650453445380668784447587663887
f(z) = -19/8*z^3 + 211/19*z + 1
*
-5/2 | 0.10955717407991802791498376708925874436 | 0.020329507487117540344701633354569894669
f(z) = -18/5*z^3 + 219/10*z + 1
*
[ 6 ] 
f(z) = -17/18*z^3 + 209/6*z + 1
*
[ -6 ] 
f(z) = -17/18*z^3 + 211/6*z + 1
*
[ 7/2 ] 
f(z) = -16/7*z^3 + 201/7*z + 1
*
[ -7/2 ] 
f(z) = -16/7*z^3 + 205/7*z + 1
*
-15/4 | 0.10935667401224630505913209291483421023 | 0.020379642716647696318194641423283461453
f(z) = -16/15*z^3 + 214/15*z + 1
*
0 | 0.15108984623402853627896314661703637024 | 0.027896426397954715225862217247370080174
f(z) = -15*z^3 + 206/15*z + 1
*
0 | 0.11507308727658957875412259932442364150 | 0.021246483397861938271646839211080620330
f(z) = -15*z^3 + 208/15*z + 1
*
0 | 0.080781515244695120668737133150500328714 | 0.014915069744980362744538025883265414614
f(z) = -15*z^3 + 211/15*z + 1
*
2/15 | 0.18863154934274125916153808425073307013 | 0.025516102156095796966575286814363568205
f(z) = -15/8*z^3 + 203/15*z + 1
*
[ 6 ] 
f(z) = -15/8*z^3 + 205/3*z + 1
*
[ -6 ] 
f(z) = -15/8*z^3 + 206/3*z + 1
*
[ 4 ] 
f(z) = -13/4*z^3 + 211/4*z + 1
*
[ -4 ] 
f(z) = -13/4*z^3 + 213/4*z + 1
*
4 | 0.10572223263249953428091604825022167733 | 0.019861362846742572155417685249273599305
f(z) = -13/12*z^3 + 205/12*z + 1
*
-4 | 0.15815942208633428085978136097208611025 | 0.029552244873054718396018814649001708864
f(z) = -13/12*z^3 + 211/12*z + 1
*
[ 4 ] 
f(z) = -13/12*z^3 + 217/12*z + 1
*
[ 6 ] 
f(z) = -11/12*z^3 + 203/6*z + 1
*
[ -6 ] 
f(z) = -11/12*z^3 + 205/6*z + 1
*
[ -1/12 ] 
f(z) = -9*z^3 + 209/16*z + 1
*
[ 10/3 ] 
f(z) = -9/5*z^3 + 207/10*z + 1
*
[ -10/3 ] 
f(z) = -9/5*z^3 + 213/10*z + 1
*
[ 14/3 ] 
f(z) = -9/14*z^3 + 207/14*z + 1
*
[ -14/3 ] 
f(z) = -9/14*z^3 + 213/14*z + 1
*
-13/12 | 0.12576987755190299375209452548633496384 | 0.023627586280095670392407929205853986729
f(z) = -8*z^3 + 205/18*z + 1
*
[ 3 ] 
f(z) = -8*z^3 + 218/3*z + 1
*
[ 5 ] 
f(z) = -8/5*z^3 + 204/5*z + 1
*
[ -5 ] 
f(z) = -8/5*z^3 + 206/5*z + 1
*
-5 | 0.094315321059708013019997684018468984531 | 0.017751113250971187569704859845921495640
f(z) = -8/15*z^3 + 203/15*z + 1
*
[ 5 ] 
f(z) = -8/15*z^3 + 212/15*z + 1
*
[ -5 ] 
f(z) = -8/15*z^3 + 218/15*z + 1
*
[ -3/2 ] 
f(z) = -7*z^3 + 209/12*z + 1
*
[ -3 ] 
f(z) = -7/4*z^3 + 205/12*z + 1
*
[ -3 ] 
f(z) = -7/5*z^3 + 209/15*z + 1
*
[ -6 ] 
f(z) = -7/16*z^3 + 203/12*z + 1
*
[ 7 ] 
f(z) = -4/7*z^3 + 202/7*z + 1
*
[ -7 ] 
f(z) = -4/7*z^3 + 204/7*z + 1
*
-1/2 | 0.14959664824920517983490432632807076059 | 0.028002113157593297305503580457692605380
f(z) = -4/13*z^3 + 209/13*z + 1
*
-1/3 | 0.10148341704814676428105629692943313510 | 0.018863448571441885897850161625138661941
f(z) = -3/4*z^3 + 217/12*z + 1
*
[ -8 ] 
f(z) = -3/8*z^3 + 201/8*z + 1
*
1/2 | 0.14913050495865691002627401007513238349 | 0.027914858547798556178785481499721221035
f(z) = -1/4*z^3 + 209/16*z + 1
*
[ 10 ] 
f(z) = -1/5*z^3 + 209/10*z + 1
*
[ -10 ] 
f(z) = -1/5*z^3 + 211/10*z + 1
*
[ 12 ] 
f(z) = -1/9*z^3 + 203/12*z + 1
*
[ -12 ] 
f(z) = -1/9*z^3 + 205/12*z + 1
*
0 | 0.15485753536291081342576893005071589850 | 0.028784477692869090607557885438659950700
f(z) = -1/12*z^3 + 217/12*z + 1
*
[ 14 ] 
f(z) = -1/14*z^3 + 209/14*z + 1
*
0 | 0.056365448316782925804884999712110516215 | 0.010531939919000282303313011343171091698
f(z) = -1/15*z^3 + 211/15*z + 1
*
0 | 0.15755486277617653778614025700663621659 | 0.029491764338450143714704031113957032292
f(z) = -1/16*z^3 + 209/16*z + 1
*
0 | 0.15791718311091694039931380912999468919 | 0.029353196303456075457155640004233929722
f(z) = -1/18*z^3 + 217/18*z + 1
*
0 | 0.12809129241910548894984843190241357350 | 0.024108098373066683593048452385052630427
f(z) = -20/3*z^3 + 203/30*z + 1
*
[ 7/5 ] 
f(z) = -20/7*z^3 + 206/35*z + 1
*
[ -1/5 ] 
f(z) = -20/7*z^3 + 214/35*z + 1
*
[ -3/2 ] 
f(z) = -20/13*z^3 + 200/39*z + 1
*
[ -2 ] 
f(z) = -20/17*z^3 + 211/34*z + 1
*
[ -2 ] 
f(z) = -20/19*z^3 + 217/38*z + 1
*
[ -3/2 ] 
f(z) = -19/6*z^3 + 211/24*z + 1
*
[ -4/3 ] 
f(z) = -19/8*z^3 + 215/36*z + 1
*
[ -2 ] 
f(z) = -19/17*z^3 + 203/34*z + 1
*
-4/9 | 0.18447619161343089125015598436408865714 | 0.028495413386786763602733848618316534452
f(z) = -18*z^3 + 209/36*z + 1
*
-1/3 | 0.14897486841239215445883160880582061212 | 0.027787119934486777548526601249148157053
f(z) = -18/11*z^3 + 213/22*z + 1
*
[ -13/6 ] 
f(z) = -18/13*z^3 + 207/26*z + 1
*
[ -2 ] 
f(z) = -18/19*z^3 + 201/38*z + 1
*
9/8 | 0.15633085104833857981489303720499794189 | 0.029210574561101207714875810796231658194
f(z) = -16/3*z^3 + 211/36*z + 1
*
-1/10 | 0.15417178177152836196751056582102483795 | 0.027029744289261514906913326107074673790
f(z) = -15*z^3 + 203/20*z + 1
*
-8/15 | 0.13958368501619004344038791768592743079 | 0.022847933910877778590461887169648580632
f(z) = -15*z^3 + 203/30*z + 1
*
[ -6/5 ] 
f(z) = -15/4*z^3 + 217/30*z + 1
*
[ -7/5 ] 
f(z) = -15/7*z^3 + 207/35*z + 1
*
[ -1/5 ] 
f(z) = -15/7*z^3 + 213/35*z + 1
*
[ -4/7 ] 
f(z) = -14*z^3 + 205/28*z + 1
*
-3/2 | 0.11970427875553529160553649717284208052 | 0.022406737038497785515193372224477701255
f(z) = -14/5*z^3 + 209/30*z + 1
*
[ -2/13 ] 
f(z) = -13*z^3 + 203/26*z + 1
*
[ 4/3 ] 
f(z) = -13/4*z^3 + 217/36*z + 1
*
[ -3/13 ] 
f(z) = -13/9*z^3 + 211/39*z + 1
*
[ 7/3 ] 
f(z) = -12/7*z^3 + 208/21*z + 1
*
-13/6 | 0.15214549645531039881512612451874131758 | 0.028582605903725346443904616741813966907
f(z) = -12/13*z^3 + 205/39*z + 1
*
5/6 | 0.15959836846959561426238793985625855632 | 0.026682380258718629572253828401869814526
f(z) = -11*z^3 + 203/36*z + 1
*
-13/11 | 0.15569338780281480659106968323002424114 | 0.029330357223513501273154540688572187223
f(z) = -11/3*z^3 + 202/33*z + 1
*
-4/3 | 0.14852636754159956359110152765141603770 | 0.027954189641333201657849731278613717507
f(z) = -11/4*z^3 + 203/36*z + 1
*
8/5 | 0.14921873794619980325138653293421535249 | 0.027881669174455726312143422550771688274
f(z) = -10/3*z^3 + 211/30*z + 1
*
[ -1/5 ] 
f(z) = -10/7*z^3 + 212/35*z + 1
*
-1/2 | 0.098505094929479200629151453468533315209 | 0.017040211983177347379372851026993762399
f(z) = -9*z^3 + 205/36*z + 1
*
-13/9 | 0.10174565980560016842936907532473591738 | 0.019114309423494430702324747061693988946
f(z) = -9/4*z^3 + 205/36*z + 1
*
-5/2 | 0.14735133607123441723901919848153985452 | 0.027484295113347244354118111119390303729
f(z) = -9/5*z^3 + 213/20*z + 1
*
[ -2/15 ] 
f(z) = -9/8*z^3 + 213/25*z + 1
*
[ -1/8 ] 
f(z) = -8/3*z^3 + 217/24*z + 1
*
[ -13/4 ] 
f(z) = -8/13*z^3 + 203/26*z + 1
*
15/4 | 0.15010056123812772867564923511764600379 | 0.027900264888761858880790601690319772605
f(z) = -8/15*z^3 + 217/30*z + 1
*
[ -5/7 ] 
f(z) = -7*z^3 + 209/35*z + 1
*
-2/3 | 0.13863929974403292574818036120271258766 | 0.025072986297474876394290952143383501768
f(z) = -7*z^3 + 211/36*z + 1
*
[ -5/2 ] 
f(z) = -7/5*z^3 + 203/20*z + 1
*
[ 3 ] 
f(z) = -7/8*z^3 + 205/24*z + 1
*
[ 3 ] 
f(z) = -7/10*z^3 + 209/30*z + 1
*
4 | 0.15551027394163952494983343119381048670 | 0.028856597525179848908641374099476720901
f(z) = -7/10*z^3 + 219/20*z + 1
*
[ 3 ] 
f(z) = -7/11*z^3 + 211/33*z + 1
*
[ 3 ] 
f(z) = -7/13*z^3 + 215/39*z + 1
*
-4 | 0.18673173191657029947312101076674742809 | 0.027791541350785594666825721535087708738
f(z) = -7/16*z^3 + 207/28*z + 1
*
[ -3 ] 
f(z) = -6/13*z^3 + 214/39*z + 1
*
-6/5 | 0.15967424510831540784827635530719253832 | 0.029835291057053104696955867083671090744
f(z) = -5*z^3 + 211/30*z + 1
*
1/5 | 0.11700904773173801826331122701726577773 | 0.022063420783882751836193919090831663815
f(z) = -5/4*z^3 + 201/20*z + 1
*
[ -14/5 ] 
f(z) = -5/8*z^3 + 219/35*z + 1
*
[ -4 ] 
f(z) = -5/18*z^3 + 205/36*z + 1
*
-5/12 | 0.10454401959480529241072246652941760185 | 0.019640019463522961975591209172624548114
f(z) = -4*z^3 + 205/36*z + 1
*
-2/3 | 0.078720175632561770965008827504021325017 | 0.014815946519498308364872834525659104739
f(z) = -3/5*z^3 + 203/30*z + 1
*
[ 4 ] 
f(z) = -3/5*z^3 + 207/20*z + 1
*
[ -4 ] 
f(z) = -3/5*z^3 + 217/20*z + 1
*
[ 4 ] 
f(z) = -3/7*z^3 + 213/28*z + 1
*
15/4 | 0.093031320977710449805797687000976370365 | 0.017292397022498471575338166737606966718
f(z) = -2/3*z^3 + 217/24*z + 1
*
-9/2 | 0.15835246221198856196971994862814773273 | 0.029484851033089293015010923282441861492
f(z) = -1/3*z^3 + 215/36*z + 1
*
6 | 0.13169354344022381727790532506404449465 | 0.024607069200223364006213870575504721144
f(z) = -1/5*z^3 + 211/30*z + 1
*
-9 | 0.13660629318688444025256664314400551580 | 0.025525021362656668309467707194110368864
f(z) = -1/12*z^3 + 211/36*z + 1
*
-10 | 0.13598759718797801249242218742204290134 | 0.025594264126854491080642234205777512602
f(z) = -1/15*z^3 + 203/30*z + 1
*
-1/4 | 0.12243545342911611209067166887526609994 | 0.021415927965330755614480482830476029352
f(z) = -19/3*z^3 + 211/48*z + 1
*
[ -2/5 ] 
f(z) = -19/4*z^3 + 213/50*z + 1
*
[ -2/3 ] 
f(z) = -19/6*z^3 + 211/54*z + 1
*
[ 5/9 ] 
f(z) = -18*z^3 + 214/45*z + 1
*
-3/4 | 0.13723256203688483203002122779178325699 | 0.025876800300194269089745504200510321063
f(z) = -18/5*z^3 + 201/40*z + 1
*
[ -1/4 ] 
f(z) = -18/5*z^3 + 209/40*z + 1
*
-5/9 | 0.11144914627856085057490415181136216206 | 0.020806002286481413991257313250472818904
f(z) = -18/5*z^3 + 212/45*z + 1
*
-5/4 | 0.15866240273255479597328307646233321627 | 0.029491715604599885123195465075533258159
f(z) = -18/5*z^3 + 217/40*z + 1
*
[ -7/12 ] 
f(z) = -18/7*z^3 + 201/56*z + 1
*
[ -4/3 ] 
f(z) = -18/11*z^3 + 205/44*z + 1
*
[ -4/3 ] 
f(z) = -18/13*z^3 + 219/52*z + 1
*
0 | 0.16267627396914261009599074278371146130 | 0.028708793552455260921495654376941143909
f(z) = -17/3*z^3 + 205/51*z + 1
*
0 | 0.16124377291138589818243838505148048331 | 0.028455988542066271221034654787518283604
f(z) = -17/3*z^3 + 208/51*z + 1
*
-1/4 | 0.10463287052258870586353194263831729373 | 0.018665102564301613992416983936656183925
f(z) = -17/3*z^3 + 209/48*z + 1
*
0 | 0.15925893808415467479802411861564865526 | 0.028105708738500613464955663589841598252
f(z) = -17/3*z^3 + 211/51*z + 1
*
0 | 0.15811098738538943814280449894724788437 | 0.027903120623988602463391356149167912668
f(z) = -17/3*z^3 + 214/51*z + 1
*
0 | 0.15748039278839237618942730857121203757 | 0.027791834511645530388806895091614315655
f(z) = -17/3*z^3 + 217/51*z + 1
*
-2/3 | 0.16974610855596728955746791706340304244 | 0.029657304911578048815103798803537910685
f(z) = -17/3*z^3 + 217/54*z + 1
*
[ -2/5 ] 
f(z) = -17/4*z^3 + 209/50*z + 1
*
[ -2/3 ] 
f(z) = -17/6*z^3 + 203/54*z + 1
*
[ -6/17 ] 
f(z) = -17/8*z^3 + 209/51*z + 1
*
0 | 0.12071377290413063286783061117762902222 | 0.021769145191973223303326039534805112350
f(z) = -16/3*z^3 + 205/48*z + 1
*
-2/3 | 0.14645340593266857128786298705023415673 | 0.025861633053309386247792092562198800784
f(z) = -16/3*z^3 + 209/54*z + 1
*
0 | 0.15686116881364125856200486225516159520 | 0.028287853794435845897224604333160799027
f(z) = -16/3*z^3 + 211/48*z + 1
*
0 | 0.057356476315914373025061495528544456568 | 0.010343487992979368455990009512504861454
f(z) = -16/3*z^3 + 217/48*z + 1
*
[ -5/4 ] 
f(z) = -16/9*z^3 + 206/45*z + 1
*
-3/16 | 0.15087173537860080137804197397821599299 | 0.023389260860830380368678492384428969775
f(z) = -16/9*z^3 + 211/48*z + 1
*
-7/8 | 0.15435881199571025269873512837216610290 | 0.028998407404957569393156275561032671636
f(z) = -16/13*z^3 + 205/52*z + 1
*
-9/4 | 0.13366531865797709266149842396976774531 | 0.024824113886129264912689333838437213613
f(z) = -16/15*z^3 + 218/45*z + 1
*
[ -3/2 ] 
f(z) = -16/19*z^3 + 203/57*z + 1
*
-1/5 | 0.073673564397113337656649794254390044478 | 0.013866122391588521057921843509804474569
f(z) = -15/8*z^3 + 203/40*z + 1
*
[ 8/5 ] 
f(z) = -15/8*z^3 + 207/40*z + 1
*
-5/3 | 0.13197315123821741085920266316345059412 | 0.024703274825920924855018914103583269845
f(z) = -15/14*z^3 + 209/42*z + 1
*
[ -1/3 ] 
f(z) = -15/17*z^3 + 209/51*z + 1
*
-1/2 | 0.061884879952791670568290901210743753751 | 0.011563251194141246885124054277448892357
f(z) = -14/3*z^3 + 211/42*z + 1
*
-3/7 | 0.18319510537655817373812783563356593154 | 0.028317826085804472491133909745706717262
f(z) = -14/9*z^3 + 215/42*z + 1
*
-4/13 | 0.16197702317176328421932779476528020445 | 0.027816545855736788784811317549909677781
f(z) = -13/2*z^3 + 201/52*z + 1
*
-1/4 | 0.11278255466865844600705414887089536749 | 0.021130070265460217233584502189682709775
f(z) = -13/3*z^3 + 205/48*z + 1
*
[ -2/5 ] 
f(z) = -13/4*z^3 + 201/50*z + 1
*
[ -1/3 ] 
f(z) = -12/17*z^3 + 208/51*z + 1
*
[ -2/5 ] 
f(z) = -11/2*z^3 + 219/50*z + 1
*
-1/4 | 0.13347286384109918958970334024185948325 | 0.025120965452419824482571977059636671610
f(z) = -11/3*z^3 + 203/48*z + 1
*
[ -3/4 ] 
f(z) = -11/3*z^3 + 211/48*z + 1
*
-2 | 0.13679136623081529565872091157969466026 | 0.020418144530986639502911927059034439552
f(z) = -11/16*z^3 + 203/44*z + 1
*
-1/20 | 0.12822960363780043613865853373714376460 | 0.021402046633105012783466594810407525854
f(z) = -10*z^3 + 201/40*z + 1
*
[ -2/3 ] 
f(z) = -10/3*z^3 + 215/54*z + 1
*
[ -3/2 ] 
f(z) = -10/7*z^3 + 205/42*z + 1
*
7/4 | 0.11358142441608348173382899743890187774 | 0.021185456958034292567461904841277199896
f(z) = -10/7*z^3 + 213/56*z + 1
*
-5/9 | 0.17247822344217614700351532365528233189 | 0.028727759452227470788988301061943502042
f(z) = -9*z^3 + 206/45*z + 1
*
[ -2/5 ] 
f(z) = -9/2*z^3 + 211/50*z + 1
*
[ -5/6 ] 
f(z) = -9/2*z^3 + 213/40*z + 1
*
[ -5/3 ] 
f(z) = -9/11*z^3 + 213/55*z + 1
*
-3 | 0.14729128698560072697341369242286149026 | 0.027425286570085623754479211172871076231
f(z) = -9/14*z^3 + 215/42*z + 1
*
-3 | 0.096014085263448964795541702348475903443 | 0.017940327054425711206025468409853877104
f(z) = -9/16*z^3 + 211/48*z + 1
*
15/8 | 0.13928327617087616592557735245867916702 | 0.026263486370398341566117689267007676487
f(z) = -8/5*z^3 + 201/40*z + 1
*
-13/8 | 0.064610637313014230114370430776643889756 | 0.012094083646909895516321744215090439974
f(z) = -8/5*z^3 + 209/40*z + 1
*
-3/2 | 0.10775888028697219574474642707711439722 | 0.020117081058975447532487236063338629420
f(z) = -8/5*z^3 + 212/45*z + 1
*
[ 6/7 ] 
f(z) = -7*z^3 + 209/42*z + 1
*
[ -2/5 ] 
f(z) = -7/2*z^3 + 203/50*z + 1
*
8/7 | 0.12595690670798318257197484876826938483 | 0.023619641610776992672942553672529670305
f(z) = -7/2*z^3 + 207/56*z + 1
*
[ 3/2 ] 
f(z) = -7/4*z^3 + 205/48*z + 1
*
-4/3 | 0.075463202649018817325465720721985882626 | 0.014216163718714434075063001657710903803
f(z) = -7/5*z^3 + 202/45*z + 1
*
-4/7 | 0.11462002491339111268582073285726863615 | 0.021532934441716698208106466839693442260
f(z) = -7/6*z^3 + 205/42*z + 1
*
-3 | 0.15358127605653164023719771740442661637 | 0.028852336677638650144096236714953716062
f(z) = -7/16*z^3 + 205/48*z + 1
*
-13/6 | 0.14426079553419690282460359712767170197 | 0.026955272717682929769119036315688970566
f(z) = -6/7*z^3 + 211/42*z + 1
*
[ -1/3 ] 
f(z) = -6/17*z^3 + 206/51*z + 1
*
[ 3 ] 
f(z) = -6/19*z^3 + 200/57*z + 1
*
-3/5 | 0.11653944670727988973449268485633204676 | 0.021517224211694245457053935237632831335
f(z) = -5*z^3 + 211/45*z + 1
*
[ -3/2 ] 
f(z) = -5/4*z^3 + 215/48*z + 1
*
-1/5 | 0.082724173600584536789518193452357499455 | 0.015598607855805947432593498448204278090
f(z) = -5/8*z^3 + 201/40*z + 1
*
-34/15 | 0.16256008582480972325464785489997402017 | 0.021861145471691161114476660545003507365
f(z) = -5/8*z^3 + 212/45*z + 1
*
-7/2 | 0.14227295287096757650746102449600672192 | 0.026727913986363807006188553764394722872
f(z) = -5/14*z^3 + 205/56*z + 1
*
[ -3 ] 
f(z) = -5/17*z^3 + 203/51*z + 1
*
[ -3 ] 
f(z) = -5/19*z^3 + 211/57*z + 1
*
[ -3/8 ] 
f(z) = -4*z^3 + 203/48*z + 1
*
[ -2/5 ] 
f(z) = -4*z^3 + 207/50*z + 1
*
[ -5/2 ] 
f(z) = -4/11*z^3 + 202/55*z + 1
*
[ 13/4 ] 
f(z) = -4/13*z^3 + 205/52*z + 1
*
-9/2 | 0.14930612179890332761555659246450037514 | 0.027972844328121086386746157578828111837
f(z) = -4/15*z^3 + 208/45*z + 1
*
-1/5 | 0.11921827528262041377911790871958097269 | 0.022438105308336058622934730074055615980
f(z) = -3/2*z^3 + 203/50*z + 1
*
-11/6 | 0.075741316454207523052257450457074707343 | 0.014078580217587772238050826889019490136
f(z) = -3/4*z^3 + 217/48*z + 1
*
[ -7/2 ] 
f(z) = -3/14*z^3 + 219/56*z + 1
*
0 | 0.054134444131676135451199812320978338373 | 0.010062356319131399396536538427885200974
f(z) = -3/16*z^3 + 217/48*z + 1
*
[ -1/3 ] 
f(z) = -3/17*z^3 + 205/51*z + 1
*
[ -1/4 ] 
f(z) = -2/5*z^3 + 201/40*z + 1
*
-12/5 | 0.14795400249028192835627670584066038365 | 0.027454450396658535008594918617922061348
f(z) = -1/2*z^3 + 219/50*z + 1
*
-5/4 | 0.11150552994022661162667856720594876654 | 0.020726330376330670563426606665783312853
f(z) = -1/3*z^3 + 217/48*z + 1
*
[ -1/3 ] 
f(z) = -1/6*z^3 + 217/54*z + 1
*
6 | 0.082353729991003516031975984768245494801 | 0.015415308385227927003169568197836817150
f(z) = -1/7*z^3 + 209/42*z + 1
*
-3/2 | 0.12923836351215188426644131313606676783 | 0.024191366061496511946122416447005427507
f(z) = -1/10*z^3 + 209/40*z + 1
*
-6 | 0.15623403437963103604517258649987741159 | 0.025824945104732839765198374182297076707
f(z) = -1/10*z^3 + 212/45*z + 1
*
-13/2 | 0.092927005834015858354376848511098244852 | 0.017457605038917696727567003545232947093
f(z) = -1/13*z^3 + 205/52*z + 1
*
[ 13/2 ] 
f(z) = -1/13*z^3 + 213/52*z + 1
*
-8 | 0.10022569872175189419431704403791225123 | 0.018794484128494794859962211326677693649
f(z) = -1/14*z^3 + 207/56*z + 1
*
-3/2 | 0.12501211745972492672717855778587300142 | 0.023358638129394649581159441876303114272
f(z) = -19/15*z^3 + 211/60*z + 1
*
[ -1/2 ] 
f(z) = -19/16*z^3 + 211/64*z + 1
*
0 | 0.16639803571060175835367737574868990640 | 0.029365602851562053101201020210239789376
f(z) = -17/4*z^3 + 217/68*z + 1
*
2 | 0.17841865088815579239459908962174698430 | 0.026631635469675943644597963934484595671
f(z) = -17/16*z^3 + 203/68*z + 1
*
[ -1/2 ] 
f(z) = -17/16*z^3 + 209/64*z + 1
*
[ 7/6 ] 
f(z) = -16/7*z^3 + 205/63*z + 1
*
3/8 | 0.15740226836610018083056311098578974514 | 0.029359017099056409438484431057495676107
f(z) = -16/17*z^3 + 213/68*z + 1
*
0 | 0.12724006631890631547541044882546706515 | 0.023492929759411038272903982411287072746
f(z) = -15/4*z^3 + 217/60*z + 1
*
[ -2/3 ] 
f(z) = -15/11*z^3 + 205/66*z + 1
*
[ -1/2 ] 
f(z) = -15/16*z^3 + 207/64*z + 1
*
[ -1/2 ] 
f(z) = -15/17*z^3 + 219/68*z + 1
*
0 | 0.12347733068366963677325194173749468553 | 0.023283090982762360660090324970924895751
f(z) = -14/5*z^3 + 201/70*z + 1
*
-3/7 | 0.15174061454818151038529927267106757763 | 0.028352884318632900522654912527677328273
f(z) = -14/5*z^3 + 211/70*z + 1
*
[ 3/2 ] 
f(z) = -14/11*z^3 + 211/66*z + 1
*
-11/7 | 0.15776005473566055069225563977326632547 | 0.029400067069628546529138531911836166823
f(z) = -14/11*z^3 + 214/77*z + 1
*
[ 3/2 ] 
f(z) = -14/13*z^3 + 215/78*z + 1
*
[ -10/13 ] 
f(z) = -13/8*z^3 + 212/65*z + 1
*
[ -3/2 ] 
f(z) = -13/15*z^3 + 217/60*z + 1
*
[ -1/2 ] 
f(z) = -13/16*z^3 + 205/64*z + 1
*
[ -1/2 ] 
f(z) = -13/17*z^3 + 217/68*z + 1
*
4/3 | 0.14476087440105283882965383791993153103 | 0.027048712949913288152038268206800981307
f(z) = -12/5*z^3 + 211/60*z + 1
*
[ -6/11 ] 
f(z) = -11/9*z^3 + 211/66*z + 1
*
[ -6/11 ] 
f(z) = -11/12*z^3 + 205/66*z + 1
*
[ -1/2 ] 
f(z) = -11/16*z^3 + 203/64*z + 1
*
[ -1/2 ] 
f(z) = -11/17*z^3 + 215/68*z + 1
*
-4/5 | 0.053869985020658659415049823849226460023 | 0.010138885116284136149742043833155692031
f(z) = -10/3*z^3 + 203/60*z + 1
*
-8/9 | 0.15273570689951259389155148024816970481 | 0.028589695008944684907153468615167286451
f(z) = -9/4*z^3 + 209/72*z + 1
*
3/2 | 0.13608039507299951174746562214456117377 | 0.025611729643039548700768618800741036576
f(z) = -9/5*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -9/16*z^3 + 201/64*z + 1
*
[ -1/2 ] 
f(z) = -9/17*z^3 + 213/68*z + 1
*
[ -7/6 ] 
f(z) = -8/7*z^3 + 215/63*z + 1
*
[ -3/4 ] 
f(z) = -8/13*z^3 + 209/78*z + 1
*
[ 3/2 ] 
f(z) = -7/5*z^3 + 209/60*z + 1
*
-2/3 | 0.098218711666984755600334149038442943869 | 0.013159103147818499875886568052518775815
f(z) = -7/8*z^3 + 218/63*z + 1
*
[ 5/2 ] 
f(z) = -7/15*z^3 + 211/60*z + 1
*
-2 | 0.15658985725402153115057634960833262243 | 0.029106476752938646224108826542996365405
f(z) = -7/15*z^3 + 217/60*z + 1
*
[ -1/2 ] 
f(z) = -7/17*z^3 + 211/68*z + 1
*
-6/5 | 0.061916933801716180268824838326599730533 | 0.011589865194029049305534827349776207872
f(z) = -5/3*z^3 + 209/60*z + 1
*
[ 13/5 ] 
f(z) = -5/13*z^3 + 209/65*z + 1
*
[ 8/3 ] 
f(z) = -5/16*z^3 + 205/72*z + 1
*
[ -1/2 ] 
f(z) = -5/17*z^3 + 209/68*z + 1
*
-7/3 | 0.082358507977020217510629922379829692785 | 0.015472168622601551360840175101576119689
f(z) = -4/7*z^3 + 205/63*z + 1
*
-5/6 | 0.13523234874179171920697009653505382954 | 0.025201817593521431743721942143500315730
f(z) = -4/7*z^3 + 214/63*z + 1
*
[ -3/5 ] 
f(z) = -4/9*z^3 + 212/75*z + 1
*
[ -5/2 ] 
f(z) = -4/13*z^3 + 216/65*z + 1
*
-3/5 | 0.15190211147242544945613396678978321911 | 0.028046398735628941341899477648403961612
f(z) = -3*z^3 + 206/75*z + 1
*
[ -2/3 ] 
f(z) = -3/13*z^3 + 203/78*z + 1
*
[ -10/3 ] 
f(z) = -3/16*z^3 + 203/60*z + 1
*
[ -1/2 ] 
f(z) = -3/17*z^3 + 207/68*z + 1
*
-9/4 | 0.11205819513639117246235942259257793121 | 0.021090504598995494079742401203351197766
f(z) = -2/3*z^3 + 203/72*z + 1
*
[ -3/5 ] 
f(z) = -2/3*z^3 + 218/75*z + 1
*
[ -3/5 ] 
f(z) = -2/9*z^3 + 206/75*z + 1
*
-1/4 | 0.10440264093167594964832306853608318427 | 0.019406065593978212124831820229317056918
f(z) = -2/9*z^3 + 217/72*z + 1
*
[ -4 ] 
f(z) = -2/17*z^3 + 213/68*z + 1
*
-8/3 | 0.14555929879266980147245199218524111541 | 0.027197899339332467474139886161499133031
f(z) = -1/2*z^3 + 211/72*z + 1
*
[ -5/2 ] 
f(z) = -1/3*z^3 + 209/60*z + 1
*
[ -3/5 ] 
f(z) = -1/3*z^3 + 209/75*z + 1
*
-18/5 | 0.15526373780774644970782904081651554257 | 0.025664558439921111558991703645025689689
f(z) = -1/6*z^3 + 212/75*z + 1
*
-1/3 | 0.091363232514501270212643400323123083737 | 0.016982337489092796770647170279841678486
f(z) = -1/8*z^3 + 217/72*z + 1
*
[ -3/5 ] 
f(z) = -1/9*z^3 + 203/75*z + 1
*
[ -5 ] 
f(z) = -1/13*z^3 + 203/65*z + 1
*
[ -5 ] 
f(z) = -1/14*z^3 + 209/70*z + 1
*
2 | 0.15692317110972379340918096000053018028 | 0.029321250152010508944957494175547059044
f(z) = -1/15*z^3 + 211/60*z + 1
*
15/2 | 0.15139022277540837783004121581847482963 | 0.028139983502804176081832569835777028442
f(z) = -1/15*z^3 + 217/60*z + 1
*
[ -1/2 ] 
f(z) = -1/17*z^3 + 205/68*z + 1
*
[ -1/2 ] 
f(z) = -1/18*z^3 + 217/72*z + 1
*
-2/3 | 0.11576451102749336135827654884059644058 | 0.021630713696123996881844337746121449498
f(z) = -19/10*z^3 + 211/90*z + 1
*
0 | 0.14522653974443775402312776194937647225 | 0.025122467265274004290404162194907721369
f(z) = -18/5*z^3 + 209/90*z + 1
*
0 | 0.12774882173876618546631114634985769799 | 0.023977438230849297375769645532053278781
f(z) = -18/11*z^3 + 206/99*z + 1
*
-2/3 | 0.10104544135340446178822776002901934817 | 0.019017791094865015966728246885564399507
f(z) = -17/10*z^3 + 203/90*z + 1
*
0 | 0.074106977219327692030477002611119668995 | 0.013364221066199430550631820249208748320
f(z) = -16/5*z^3 + 201/80*z + 1
*
-1/3 | 0.13818944937402902295712057828192687487 | 0.025960772178825900293928219362689507575
f(z) = -12/7*z^3 + 205/84*z + 1
*
5/4 | 0.14267815334067776073457115524327250862 | 0.026659554454222308898319162383842021446
f(z) = -11/5*z^3 + 211/80*z + 1
*
[ 3/4 ] 
f(z) = -9/2*z^3 + 211/96*z + 1
*
-5/4 | 0.15833479036874155135946513440365356407 | 0.029637754378717311710739318789546471000
f(z) = -9/5*z^3 + 209/80*z + 1
*
[ 10/9 ] 
f(z) = -9/5*z^3 + 209/90*z + 1
*
-3/2 | 0.14471262345151322210683331573199747739 | 0.026945145566245435565471685257867971310
f(z) = -9/7*z^3 + 215/84*z + 1
*
-3/2 | 0.14319524074142620286562859675471988600 | 0.026756172747878869356808392575079385100
f(z) = -9/8*z^3 + 211/96*z + 1
*
9/4 | 0.14213637595165265452046309809692610928 | 0.026751527516967506512489996510456770566
f(z) = -8/15*z^3 + 203/90*z + 1
*
-4/7 | 0.056026058872443508734181025951058769525 | 0.010468524664732512423167697816880156839
f(z) = -7/3*z^3 + 211/84*z + 1
*
[ 5/3 ] 
f(z) = -7/10*z^3 + 211/90*z + 1
*
0 | 0.15643323244303850189722065840648027756 | 0.029388115569221431728728997717974371214
f(z) = -7/13*z^3 + 205/91*z + 1
*
[ 13/7 ] 
f(z) = -7/13*z^3 + 211/91*z + 1
*
[ -6/7 ] 
f(z) = -7/16*z^3 + 209/84*z + 1
*
3/4 | 0.11357303680476628382324753286643219687 | 0.018955805531651992311990882908153577481
f(z) = -5*z^3 + 209/80*z + 1
*
-9/5 | 0.11166769903499247505782869065040833065 | 0.021017009217310871039722556098106500820
f(z) = -5/6*z^3 + 203/90*z + 1
*
-9/4 | 0.15810470948359579897806451186821440540 | 0.029438720065577573421745300165963865478
f(z) = -4/7*z^3 + 215/84*z + 1
*
[ -5/4 ] 
f(z) = -3/5*z^3 + 219/80*z + 1
*
[ -4/3 ] 
f(z) = -3/7*z^3 + 211/84*z + 1
*
-11/6 | 0.14140231600585481502435106154540891202 | 0.026283459834563439880286716425143084651
f(z) = -3/8*z^3 + 217/96*z + 1
*
[ -10/3 ] 
f(z) = -1/10*z^3 + 217/90*z + 1
*
[ 5 ] 
f(z) = -1/19*z^3 + 201/95*z + 1
*
0 | 0.17400445062977958365681450436983041315 | 0.029547980423598315764031940317968061878
f(z) = -19/6*z^3 + 205/114*z + 1
*
0 | 0.17412925287613900948876101444120841241 | 0.029569173297222539567088150993659644601
f(z) = -19/6*z^3 + 211/114*z + 1
*
0 | 0.17400015309339319799832281477080108362 | 0.029547250651913999474551449225221980956
f(z) = -19/6*z^3 + 217/114*z + 1
*
0 | 0.080633073418343423734823852155667526449 | 0.014229968524520601303114970870057034893
f(z) = -17/7*z^3 + 219/119*z + 1
*
-6/17 | 0.13284164818419992315751518334550464946 | 0.022080814157265220733149724411482448254
f(z) = -17/12*z^3 + 205/102*z + 1
*
0 | 0.13403383902400146635255738417962128211 | 0.024747295853202431247654785024872546887
f(z) = -15/7*z^3 + 211/105*z + 1
*
[ 5/7 ] 
f(z) = -14/3*z^3 + 208/105*z + 1
*
-6/7 | 0.12548097208005555888918925737620595768 | 0.023425548594891033862877595748264672597
f(z) = -14/15*z^3 + 212/105*z + 1
*
0 | 0.15530916654800309403493063815886519440 | 0.028868425611465542340782392485905126829
f(z) = -13/8*z^3 + 217/104*z + 1
*
0 | 0.10488168308974752801894831662308422400 | 0.019703454154847153409752715408527518479
f(z) = -12/19*z^3 + 205/114*z + 1
*
-10/11 | 0.14782292609160460938195270722452842674 | 0.026931062705845112403561608294199256436
f(z) = -11/5*z^3 + 211/110*z + 1
*
[ 4/3 ] 
f(z) = -11/12*z^3 + 203/108*z + 1
*
[ 13/9 ] 
f(z) = -9/13*z^3 + 205/117*z + 1
*
[ 13/8 ] 
f(z) = -8/13*z^3 + 209/104*z + 1
*
16/7 | 0.14037238003613378140507602708141035044 | 0.026322854340905522773961644742863860944
f(z) = -7/16*z^3 + 207/112*z + 1
*
0 | 0.14233641727625398827119611385709614152 | 0.026643113396340804749787978670022642647
f(z) = -7/16*z^3 + 209/112*z + 1
*
0 | 0.064478847791114761080717575311369235699 | 0.011964741058161844367948604112847885112
f(z) = -7/17*z^3 + 219/119*z + 1
*
7/8 | 0.17452185343373985259557343361886536926 | 0.028587676402711028147001437737827578036
f(z) = -4*z^3 + 215/112*z + 1
*
-4/5 | 0.17074724293832794793318651566265091813 | 0.029935791502746577189011478144442550495
f(z) = -3*z^3 + 217/100*z + 1
*
[ -3/2 ] 
f(z) = -2/19*z^3 + 217/114*z + 1
*
[ -4/3 ] 
f(z) = -1/12*z^3 + 205/108*z + 1
*
-1/3 | 0.14241420177530628573704271303368588115 | 0.026471546279890423351618860215313994972
f(z) = -1/12*z^3 + 217/108*z + 1
*
0 | 0.17559600586224464299570132656700387151 | 0.029818245021324097570927989164745555922
f(z) = -19/7*z^3 + 214/133*z + 1
*
-14/19 | 0.19883902936698812895210965855214661570 | 0.025378992595789948986169088273059391407
f(z) = -19/8*z^3 + 219/133*z + 1
*
[ 3/4 ] 
f(z) = -18/5*z^3 + 203/120*z + 1
*
0 | 0.069542430879183132166285912216496263038 | 0.012272713423624776715876192384605576337
f(z) = -17/8*z^3 + 217/136*z + 1
*
0 | 0.13261622299515846079942091725159506887 | 0.024959736836529570573683235688013161836
f(z) = -16/15*z^3 + 203/120*z + 1
*
0 | 0.12160650130855585738115244918801246204 | 0.022452778249653662437362426051866489229
f(z) = -15/8*z^3 + 209/120*z + 1
*
9/14 | 0.18481801136162269282645905303743067238 | 0.028983209234406254210223495031078496429
f(z) = -14/3*z^3 + 215/126*z + 1
*
6/7 | 0.066539122495727907544432306752502901864 | 0.012500281373978947103741354586045316549
f(z) = -14/19*z^3 + 205/133*z + 1
*
[ 10/13 ] 
f(z) = -13/4*z^3 + 211/130*z + 1
*
0 | 0.15368296366383893295600978849615487534 | 0.028517520524647363447511139193766576565
f(z) = -13/10*z^3 + 219/130*z + 1
*
-12/11 | 0.14954549422083899922132722335654448285 | 0.024857311777463127412642288940361887599
f(z) = -11/8*z^3 + 205/132*z + 1
*
[ 12/11 ] 
f(z) = -11/9*z^3 + 203/132*z + 1
*
3/2 | 0.13092836897136981757468405509264018106 | 0.024336592385950839121904528660404026759
f(z) = -11/10*z^3 + 217/120*z + 1
*
0 | 0.13321979136591705334840049762579710360 | 0.024762515455475441180382861249815915841
f(z) = -11/12*z^3 + 217/132*z + 1
*
-3/20 | 0.14703359331749418721115347029970602434 | 0.024540509613541113760723717027852692544
f(z) = -10/3*z^3 + 209/120*z + 1
*
-2/5 | 0.14580975020270740941416974267664111520 | 0.027244696433685739901026557971936573972
f(z) = -10/13*z^3 + 211/130*z + 1
*
-3/2 | 0.12437022695823381168132028839868556006 | 0.023407755590281749176722115324366517113
f(z) = -9/10*z^3 + 203/120*z + 1
*
-7/9 | 0.13523300088114543857121694353417645856 | 0.025268420333352657322798834656462707141
f(z) = -9/14*z^3 + 211/126*z + 1
*
1/3 | 0.13523306751379077616237945038520375725 | 0.025405375538236326949190714848643867635
f(z) = -8/7*z^3 + 205/126*z + 1
*
-3/8 | 0.091947779723184236916445582583080041021 | 0.017211161897885284251286515480727978590
f(z) = -8/15*z^3 + 209/120*z + 1
*
-5/6 | 0.14572430472947533113683376390811791570 | 0.027204696658861922813224191509383251297
f(z) = -8/15*z^3 + 212/135*z + 1
*
-5/8 | 0.091791298918177993213091805295061098074 | 0.017061905253224024395273788567465639576
f(z) = -8/15*z^3 + 217/120*z + 1
*
0 | 0.055794879107187506089519004935805629089 | 0.010370993244038275935682906814358011214
f(z) = -8/17*z^3 + 217/136*z + 1
*
-9/7 | 0.15011978208906953446604848649466831024 | 0.027951945616674710455281244042432960547
f(z) = -7/6*z^3 + 215/126*z + 1
*
0 | 0.11714819584190513992474383749106163687 | 0.021889256575980392911551095404615746149
f(z) = -7/18*z^3 + 211/126*z + 1
*
3/10 | 0.075869921230278744933656412551180759731 | 0.014201642512797697270370041188978887710
f(z) = -5/6*z^3 + 209/120*z + 1
*
-8/5 | 0.064566448918624205640743692138295005023 | 0.012064305014880482114742825803502503694
f(z) = -5/6*z^3 + 211/120*z + 1
*
-8/5 | 0.10379406155124409450201886946076710911 | 0.019535109679667055569753564773023002393
f(z) = -5/12*z^3 + 203/120*z + 1
*
-2/5 | 0.15117721100080822443859051271990306772 | 0.028453105638504222020983123186957979925
f(z) = -5/13*z^3 + 203/130*z + 1
*
8/3 | 0.099788247839834172884913505127721577141 | 0.018645533074887592371221590903279931392
f(z) = -3/10*z^3 + 211/120*z + 1
*
[ 5/2 ] 
f(z) = -2/13*z^3 + 203/130*z + 1
*
-15/4 | 0.15359395294150188672809854107625687611 | 0.028549606590620759594243424930829594257
f(z) = -2/15*z^3 + 217/120*z + 1
*
14/3 | 0.13523300088114543857121694353417645856 | 0.025405363020385412009436933224894734014
f(z) = -1/14*z^3 + 205/126*z + 1
*
0 | 0.15972680394190356183541433233374342436 | 0.026659058513331609258882138241226662784
f(z) = -20/7*z^3 + 211/140*z + 1
*
0 | 0.16591086618360191878450557203795737158 | 0.028173595608113206267648078510350506048
f(z) = -19/8*z^3 + 201/152*z + 1
*
[ 6/7 ] 
f(z) = -17/8*z^3 + 205/147*z + 1
*
0 | 0.061492331963262022528837404543340462792 | 0.010852047568579061332922938093534321880
f(z) = -17/9*z^3 + 217/153*z + 1
*
-7/10 | 0.14188640516267572313207762841134744483 | 0.024875844370489954926341352509388118329
f(z) = -15/7*z^3 + 207/140*z + 1
*
-3/5 | 0.17246395320812206290824346885440524762 | 0.029818320535520266850336021969562266660
f(z) = -13/6*z^3 + 217/150*z + 1
*
-6/7 | 0.22333945302285746036294187058149471166 | 0.029560312724245104587464990423668506344
f(z) = -13/8*z^3 + 200/147*z + 1
*
[ 12/13 ] 
f(z) = -13/8*z^3 + 203/156*z + 1
*
-12/13 | 0.15763726255273907406720014822653481900 | 0.024191619357059656151465877472888817180
f(z) = -13/9*z^3 + 205/156*z + 1
*
-6/5 | 0.14488974094178318735625002918187229063 | 0.024006327011625493754519956399741706197
f(z) = -13/12*z^3 + 209/150*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026487405810259868498859458852734419307
f(z) = -13/12*z^3 + 217/156*z + 1
*
-6/13 | 0.088189710478665885373752544283622480521 | 0.013106639636369499789736031294909330724
f(z) = -13/16*z^3 + 209/156*z + 1
*
0 | 0.14522884722725895517698045777152598351 | 0.027283219042690194912849191048407892230
f(z) = -11/14*z^3 + 205/154*z + 1
*
0 | 0.13722033439220435801394615092284294408 | 0.025462703276520823591517064963894546018
f(z) = -11/14*z^3 + 219/154*z + 1
*
0 | 0.15629752247225640074353253849549922980 | 0.029256410232057846994498842931311774511
f(z) = -9/16*z^3 + 209/144*z + 1
*
0 | 0.061508990228762105942030437260387328475 | 0.011433115947515917081124727457030069882
f(z) = -9/17*z^3 + 217/153*z + 1
*
[ 6/5 ] 
f(z) = -8/9*z^3 + 217/150*z + 1
*
-3/7 | 0.14414252613903669010035547449482195484 | 0.027079138815059643122734389686322586530
f(z) = -1/3*z^3 + 205/147*z + 1
*
[ 5/2 ] 
f(z) = -1/7*z^3 + 209/140*z + 1
*
0 | 0.058378221499717328542111100367360335168 | 0.010302475389329346419949713550256726414
f(z) = -17/10*z^3 + 219/170*z + 1
*
0 | 0.057588685669122368137248548102141327041 | 0.010859018417290832388326064497546703640
f(z) = -11/16*z^3 + 201/176*z + 1
*
0 | 0.062402873888786290295509426218602926127 | 0.011579521857823021230331387667637853761
f(z) = -10/17*z^3 + 219/170*z + 1
*
[ 5/4 ] 
f(z) = -7/10*z^3 + 207/160*z + 1
*
-5/4 | 0.15113144982044626904549024284781490362 | 0.028444492913806090100449236693714246475
f(z) = -3/10*z^3 + 203/160*z + 1
*
0 | 0.16881459619694158798848159074800101726 | 0.028666682752028429158375277426935758605
f(z) = -19/10*z^3 + 211/190*z + 1
*
0 | 0.17205034995991612213261471757474501133 | 0.029762667983779987119955285045194530712
f(z) = -18/11*z^3 + 203/198*z + 1
*
-4/7 | 0.14414279680132323910666797129033264542 | 0.021332579415875266083087245254465003479
f(z) = -17/16*z^3 + 215/196*z + 1
*
-3/5 | 0.14580982078493033879223247344859833282 | 0.026921550554266669570225543618958067399
f(z) = -15/13*z^3 + 211/195*z + 1
*
-4/7 | 0.19548572811964878626093221221491528131 | 0.029094410686197606236817011159330754607
f(z) = -15/16*z^3 + 207/196*z + 1
*
-7/13 | 0.12393979225638678406796081078031976588 | 0.023283779805434048485981956090473294170
f(z) = -13/14*z^3 + 205/182*z + 1
*
[ 14/13 ] 
f(z) = -13/14*z^3 + 209/182*z + 1
*
18/11 | 0.13687050688518300942089103121252134497 | 0.025760436810670567358401939111528359134
f(z) = -11/18*z^3 + 203/198*z + 1
*
0 | 0.13623077014320639484751406361221726237 | 0.025454854509516609315089847222176937978
f(z) = -11/18*z^3 + 211/198*z + 1
*
[ 5/3 ] 
f(z) = -3/13*z^3 + 203/195*z + 1
*
[ 11/6 ] 
f(z) = -2/11*z^3 + 211/198*z + 1
*
[ 12/17 ] 
f(z) = -17/6*z^3 + 203/204*z + 1
*
-1/17 | 0.15761287591855322854342292085821281792 | 0.027815214877695052928562271413086207372
f(z) = -17/12*z^3 + 205/204*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.027778190364979026336948135222133406330
f(z) = -17/12*z^3 + 217/204*z + 1
*
0 | 0.056056434774719140907376089923532771300 | 0.010109042557425367655239535465100373612
f(z) = -16/13*z^3 + 217/208*z + 1
*
0 | 0.058620384802580561386458492874278722783 | 0.010896190196640655371402841340810209746
f(z) = -13/16*z^3 + 217/208*z + 1
*
-5/7 | 0.063614427675258395193257304986866573513 | 0.011563614220711043935035800029314176013
f(z) = -7/6*z^3 + 209/210*z + 1
*
[ 3/2 ] 
f(z) = -5/17*z^3 + 203/204*z + 1
*
[ 5/3 ] 
f(z) = -3/14*z^3 + 209/210*z + 1
*
17/6 | 0.15740307923158477735342681441615352191 | 0.029570314511614407774748699364023095303
f(z) = -3/17*z^3 + 205/204*z + 1
*
[ 8/5 ] 
f(z) = -1/4*z^3 + 203/200*z + 1
*
0 | 0.16649373204993908479334527792791249720 | 0.028272573014413908945373587448866661098
f(z) = -19/12*z^3 + 217/228*z + 1
*
[ 7/8 ] 
f(z) = -10/7*z^3 + 213/224*z + 1
*
[ 3/2 ] 
f(z) = -5/19*z^3 + 211/228*z + 1
*
[ 9/10 ] 
f(z) = -4/3*z^3 + 218/225*z + 1
*
0 | 0.16071289864517066473927112337768469570 | 0.028362300880434832156176513764634524577
f(z) = -17/15*z^3 + 214/255*z + 1
*
[ 15/16 ] 
f(z) = -16/15*z^3 + 209/240*z + 1
*
[ 5/7 ] 
f(z) = -12/5*z^3 + 202/245*z + 1
*
[ 3/4 ] 
f(z) = -11/5*z^3 + 217/240*z + 1
*
-7/6 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -5/7*z^3 + 209/252*z + 1
*
-10/13 | 0.15845239841097746286811157485723926407 | 0.022808830574678734071045489845000987642
f(z) = -13/16*z^3 + 203/260*z + 1
*
-11/10 | 0.16362309115805133411972186871981258996 | 0.029131165987167757841313160530625679485
f(z) = -8/11*z^3 + 217/275*z + 1
*
0 | 0.16394893253043075075482738496724636379 | 0.027840436444847648625249760210019372510
f(z) = -19/15*z^3 + 211/285*z + 1
*
[ 6/7 ] 
f(z) = -11/9*z^3 + 215/294*z + 1
*
-6/7 | 0.19015842783230521858071153531768884399 | 0.029820694752339932596148319695133591205
f(z) = -3/4*z^3 + 211/294*z + 1
*
-9/8 | 0.15734628195864774316884380328885296886 | 0.027785163345316240543689993344813798477
f(z) = -2/3*z^3 + 211/288*z + 1
*
0 | 0.16274127562650769705606638117425258827 | 0.029693851009486154072350648611958566606
f(z) = -20*z^3 + 227/12*z + 1
*
[ 6 ] 
f(z) = -19/18*z^3 + 233/6*z + 1
*
[ -6 ] 
f(z) = -19/18*z^3 + 235/6*z + 1
*
[ 5/2 ] 
f(z) = -18/5*z^3 + 231/10*z + 1
*
[ -5/2 ] 
f(z) = -18/5*z^3 + 239/10*z + 1
*
[ 6 ] 
f(z) = -17/8*z^3 + 232/3*z + 1
*
[ -6 ] 
f(z) = -17/8*z^3 + 233/3*z + 1
*
0 | 0.15322683428460959704524154984134966114 | 0.027632449244190157837273714257885112872
f(z) = -16*z^3 + 239/16*z + 1
*
[ 15/4 ] 
f(z) = -16/15*z^3 + 236/15*z + 1
*
-1 | 0.10080744448340055615374057195211815738 | 0.018612550912529367848209496395107566400
f(z) = -14*z^3 + 225/14*z + 1
*
[ -4 ] 
f(z) = -13/12*z^3 + 223/12*z + 1
*
[ 6 ] 
f(z) = -13/12*z^3 + 239/6*z + 1
*
-3/2 | 0.13862490143433188920552137123811752745 | 0.025312850185123545478854643860937754302
f(z) = -9*z^3 + 239/12*z + 1
*
-3 | 0.13162559656796164738877767205327992019 | 0.024109082315307444989563439451338495094
f(z) = -9/4*z^3 + 235/12*z + 1
*
3 | 0.13668302674657955008879207552409177420 | 0.024958264663036494721716407319547229687
f(z) = -9/4*z^3 + 239/12*z + 1
*
5 | 0.15198415218450530371658885525181696898 | 0.028084643882503581341935347393182173776
f(z) = -9/5*z^3 + 224/5*z + 1
*
[ 5 ] 
f(z) = -9/5*z^3 + 229/5*z + 1
*
[ -5 ] 
f(z) = -9/5*z^3 + 231/5*z + 1
*
[ 5 ] 
f(z) = -9/10*z^3 + 233/10*z + 1
*
[ -5 ] 
f(z) = -9/10*z^3 + 237/10*z + 1
*
-6 | 0.13988550484381374757368203747873549865 | 0.020459074998274200744394815315129958687
f(z) = -9/16*z^3 + 233/12*z + 1
*
[ -3 ] 
f(z) = -8*z^3 + 220/3*z + 1
*
[ -1/12 ] 
f(z) = -8*z^3 + 235/18*z + 1
*
-9/4 | 0.11305619236228368204940262777795243231 | 0.020740303581665245792518506554313859908
f(z) = -8/3*z^3 + 233/18*z + 1
*
[ 3 ] 
f(z) = -8/5*z^3 + 226/15*z + 1
*
[ -3 ] 
f(z) = -8/5*z^3 + 236/15*z + 1
*
[ 4 ] 
f(z) = -7/2*z^3 + 227/4*z + 1
*
[ -4 ] 
f(z) = -7/2*z^3 + 229/4*z + 1
*
[ 4 ] 
f(z) = -7/6*z^3 + 233/12*z + 1
*
[ -4 ] 
f(z) = -7/6*z^3 + 239/12*z + 1
*
[ 8 ] 
f(z) = -7/16*z^3 + 231/8*z + 1
*
[ -8 ] 
f(z) = -7/16*z^3 + 233/8*z + 1
*
[ 15/2 ] 
f(z) = -4/15*z^3 + 238/15*z + 1
*
10 | 0.12233850607464018795692025999642253772 | 0.018008260244049926198033610389591468327
f(z) = -3/16*z^3 + 223/12*z + 1
*
-1/2 | 0.10425826302750574919138913343850793968 | 0.019037516097543383407801764618388186904
f(z) = -2/7*z^3 + 239/14*z + 1
*
[ 6 ] 
f(z) = -z^3 + 221/6*z + 1
*
[ -6 ] 
f(z) = -z^3 + 223/6*z + 1
*
[ 12 ] 
f(z) = -1/8*z^3 + 227/12*z + 1
*
[ -12 ] 
f(z) = -1/8*z^3 + 229/12*z + 1
*
-1 | 0.073166591973297157949266056986130738894 | 0.013509090773782082452281225417557011391
f(z) = -1/14*z^3 + 225/14*z + 1
*
[ 15 ] 
f(z) = -1/15*z^3 + 239/15*z + 1
*
0 | 0.15204629948325791363234981594883700279 | 0.027849421735285813478842748705446364869
f(z) = -1/18*z^3 + 235/18*z + 1
*
4/5 | 0.14688282968726747855677561865123230803 | 0.024515346545472976613772474641558909195
f(z) = -20*z^3 + 231/20*z + 1
*
-1/3 | 0.081381028101043863016374018221384781122 | 0.012369345002739336095075937212074993109
f(z) = -20*z^3 + 233/36*z + 1
*
-1/24 | 0.18295984662218754471125271218655521644 | 0.028784887920252186757877051079219843762
f(z) = -18*z^3 + 225/32*z + 1
*
[ 3/4 ] 
f(z) = -18*z^3 + 235/24*z + 1
*
3/2 | 0.097773675695336299273387762311274054400 | 0.018082221136639443025124063221545469060
f(z) = -18/5*z^3 + 223/30*z + 1
*
[ -1/6 ] 
f(z) = -18/17*z^3 + 239/34*z + 1
*
0 | 0.16555303093289663804156069199972151639 | 0.029216478046069051390975575553592032147
f(z) = -17/2*z^3 + 229/34*z + 1
*
0 | 0.15936736665196422587989795494034944877 | 0.028124844002005746748497094488384448674
f(z) = -17/2*z^3 + 231/34*z + 1
*
-13/12 | 0.15613063061603875741078258191362235029 | 0.028874731045187088806156531824241155362
f(z) = -16/3*z^3 + 223/27*z + 1
*
-1/8 | 0.13817234006509386235615029125212478825 | 0.025511406695646927786056267521981750419
f(z) = -16/7*z^3 + 225/28*z + 1
*
[ -1/10 ] 
f(z) = -15*z^3 + 223/20*z + 1
*
-2/15 | 0.17323894309670177367640909242872549887 | 0.028356837851104589068425030931530829819
f(z) = -15*z^3 + 233/30*z + 1
*
[ -4/5 ] 
f(z) = -15*z^3 + 237/20*z + 1
*
7/6 | 0.072197591098468624510735931433499789373 | 0.013374474814953146501821249944905387570
f(z) = -15/2*z^3 + 221/24*z + 1
*
0 | 0.14465177267688218918942010357822933497 | 0.026707734704845412600947577680401563527
f(z) = -15/2*z^3 + 223/30*z + 1
*
0 | 0.15953971852057940369210536897280903122 | 0.029408513996714684640737482814188771206
f(z) = -15/2*z^3 + 227/30*z + 1
*
-7/3 | 0.14156442795855738156124218421229460708 | 0.025970175988385389275406438391938733037
f(z) = -15/7*z^3 + 233/21*z + 1
*
-2/5 | 0.18238795950165611867663267238304048015 | 0.026675308112823387655025893863192024379
f(z) = -15/16*z^3 + 233/20*z + 1
*
[ 5/7 ] 
f(z) = -14*z^3 + 236/35*z + 1
*
-1/4 | 0.15293807426897185476059259561422833768 | 0.028284301060344050473446151744202542054
f(z) = -14/3*z^3 + 223/24*z + 1
*
[ -3/2 ] 
f(z) = -14/5*z^3 + 239/30*z + 1
*
[ -3/13 ] 
f(z) = -13*z^3 + 235/39*z + 1
*
-1 | 0.091193956778665322830239795481371219338 | 0.016837567623663004804501078810749076729
f(z) = -13/2*z^3 + 225/26*z + 1
*
[ -7/3 ] 
f(z) = -12/7*z^3 + 226/21*z + 1
*
-1/2 | 0.10761204207082072411364384574537413767 | 0.019804480612079685693416865484655072386
f(z) = -12/11*z^3 + 229/33*z + 1
*
[ -1/6 ] 
f(z) = -12/11*z^3 + 232/33*z + 1
*
[ -13/6 ] 
f(z) = -12/13*z^3 + 226/39*z + 1
*
-1/11 | 0.15354056587864095082221415352152081860 | 0.028443115624408899713014403247474814894
f(z) = -11/2*z^3 + 221/22*z + 1
*
[ -4/3 ] 
f(z) = -11/4*z^3 + 239/36*z + 1
*
-3/2 | 0.11239701806748058603149040476021724359 | 0.020587097276211428432159190897697996457
f(z) = -9/2*z^3 + 235/24*z + 1
*
[ 5/2 ] 
f(z) = -9/5*z^3 + 237/20*z + 1
*
[ -1/6 ] 
f(z) = -9/8*z^3 + 225/32*z + 1
*
-3 | 0.11742271043244637878452338594694008554 | 0.021644938672994680129021205922412265792
f(z) = -9/8*z^3 + 227/24*z + 1
*
3 | 0.10187697497122019413819798216659884156 | 0.018660203179762880187736770889505182235
f(z) = -9/8*z^3 + 235/24*z + 1
*
-3 | 0.16061500311850087830995304229964735864 | 0.029704068948993164689071430093466591940
f(z) = -9/10*z^3 + 223/30*z + 1
*
[ 3 ] 
f(z) = -8/7*z^3 + 230/21*z + 1
*
5/2 | 0.14214423451447790817087996748219005164 | 0.026015485027144178313985633739509995365
f(z) = -8/7*z^3 + 236/35*z + 1
*
[ 3 ] 
f(z) = -8/11*z^3 + 238/33*z + 1
*
-1/6 | 0.15325662832799823548910747179002475766 | 0.027716537440391149781685998132012285361
f(z) = -7*z^3 + 223/36*z + 1
*
[ -3/2 ] 
f(z) = -7/2*z^3 + 229/24*z + 1
*
[ 4/3 ] 
f(z) = -7/2*z^3 + 233/36*z + 1
*
[ -3 ] 
f(z) = -7/8*z^3 + 221/24*z + 1
*
-3/7 | 0.15822439554575417472971960600628344505 | 0.024371310913724933891878717803135548327
f(z) = -7/9*z^3 + 220/21*z + 1
*
[ -3 ] 
f(z) = -7/10*z^3 + 229/30*z + 1
*
[ 4 ] 
f(z) = -7/10*z^3 + 239/20*z + 1
*
[ -3 ] 
f(z) = -7/11*z^3 + 233/33*z + 1
*
-4 | 0.19942042232066765273079787537556738625 | 0.029129991462635165025039695246044955033
f(z) = -7/16*z^3 + 235/28*z + 1
*
[ -1/10 ] 
f(z) = -5*z^3 + 221/20*z + 1
*
[ 6/5 ] 
f(z) = -5*z^3 + 221/30*z + 1
*
[ -4/3 ] 
f(z) = -5/2*z^3 + 223/36*z + 1
*
-2/5 | 0.16239778752449777045292439441291189909 | 0.029792082537643469549718280350757144712
f(z) = -5/3*z^3 + 233/30*z + 1
*
-1/2 | 0.13369132716490172635586065082906205141 | 0.024766079600993304498337598843520451249
f(z) = -5/6*z^3 + 221/24*z + 1
*
7/2 | 0.13535355665489217163714220246878569010 | 0.024753487189479542991420219848802569323
f(z) = -5/7*z^3 + 237/28*z + 1
*
2/5 | 0.10209927733257078402027679394031915470 | 0.016688077032391201587275698016305590526
f(z) = -5/12*z^3 + 227/30*z + 1
*
3/5 | 0.19267479470778256705522197105211520772 | 0.029615922220447163635591833732457542876
f(z) = -5/18*z^3 + 223/30*z + 1
*
4/3 | 0.14998264698899401158715718846484328531 | 0.027602193651219035594393960168989982799
f(z) = -4*z^3 + 229/36*z + 1
*
-9/4 | 0.10259956740337665914993573133928292502 | 0.018974719454061529718188156359201141071
f(z) = -4/3*z^3 + 223/36*z + 1
*
-4 | 0.15833716888805217033495788815844749698 | 0.029139725732100869678872357902867360591
f(z) = -4/9*z^3 + 229/36*z + 1
*
5 | 0.13745054088216137885312394774033811448 | 0.025336738668418998832967875834002143289
f(z) = -4/15*z^3 + 227/30*z + 1
*
0 | 0.15939521608948361216229864940096798410 | 0.029334444416777664877075388692271185055
f(z) = -4/17*z^3 + 229/34*z + 1
*
-10/3 | 0.15159394377476847197553281692347920360 | 0.024742480901636181047025525502198780145
f(z) = -3/4*z^3 + 229/30*z + 1
*
[ 10/3 ] 
f(z) = -3/5*z^3 + 221/30*z + 1
*
-1/2 | 0.13454738370326676302653025111999669978 | 0.024883134731067445122430260338654982921
f(z) = -3/5*z^3 + 223/20*z + 1
*
[ -10/3 ] 
f(z) = -3/5*z^3 + 239/30*z + 1
*
[ -4 ] 
f(z) = -3/7*z^3 + 227/28*z + 1
*
0 | 0.15180000424909529381439382314221707254 | 0.027936652657202877750358254701867393803
f(z) = -3/10*z^3 + 229/30*z + 1
*
0 | 0.16268570924674518096619988010061827904 | 0.029988425464290996200020986319079542572
f(z) = -3/17*z^3 + 227/34*z + 1
*
-1/8 | 0.064542778929447986450564151305278824015 | 0.011916835755699483303717560762202334065
f(z) = -2*z^3 + 225/32*z + 1
*
-1 | 0.083815551116789137415061340361662473968 | 0.015475258007158649997756738926823087118
f(z) = -2/13*z^3 + 225/26*z + 1
*
15/2 | 0.10596055548115773174409364857165474338 | 0.019629003670335048653168655271894877231
f(z) = -1/5*z^3 + 221/20*z + 1
*
-6 | 0.10740561542843484098826640443485504983 | 0.019896698444868393997912556462282257565
f(z) = -1/5*z^3 + 221/30*z + 1
*
-8 | 0.14343031933567785765913631567709708206 | 0.026271283591784146693251978225404932704
f(z) = -1/6*z^3 + 235/24*z + 1
*
0 | 0.14741844046293273960782989888503774040 | 0.027263502380492119701230287666367176372
f(z) = -1/10*z^3 + 223/30*z + 1
*
-10 | 0.13607988335119652183688337225809650425 | 0.022307011227033453716627506128300815188
f(z) = -1/12*z^3 + 223/30*z + 1
*
9 | 0.11825850488664541903422749238791540848 | 0.021593954522884839712182138515565445006
f(z) = -1/12*z^3 + 239/36*z + 1
*
[ -10 ] 
f(z) = -1/15*z^3 + 233/30*z + 1
*
[ -3/8 ] 
f(z) = -20/3*z^3 + 221/48*z + 1
*
[ 9/10 ] 
f(z) = -20/3*z^3 + 238/45*z + 1
*
-1/5 | 0.14739880191558616646201432237812647270 | 0.027126673359286961769137618697907207277
f(z) = -20/9*z^3 + 229/45*z + 1
*
-11/10 | 0.13384256950591309964757782966357079011 | 0.024794096974565399656579627663219987410
f(z) = -20/11*z^3 + 221/55*z + 1
*
[ -1/4 ] 
f(z) = -20/11*z^3 + 225/44*z + 1
*
[ -11/10 ] 
f(z) = -20/11*z^3 + 226/55*z + 1
*
[ -3/2 ] 
f(z) = -20/17*z^3 + 220/51*z + 1
*
[ -3/2 ] 
f(z) = -20/19*z^3 + 230/57*z + 1
*
-3/4 | 0.10269038068133737513037494016951497323 | 0.017962197499249224080015208246743543184
f(z) = -19/3*z^3 + 235/48*z + 1
*
[ -1/3 ] 
f(z) = -19/6*z^3 + 235/54*z + 1
*
[ -2/7 ] 
f(z) = -19/8*z^3 + 230/49*z + 1
*
[ 5/4 ] 
f(z) = -18/5*z^3 + 233/40*z + 1
*
-13/12 | 0.067509850616478505341417993386583296329 | 0.012464660106559538236049037309678529984
f(z) = -18/7*z^3 + 225/56*z + 1
*
-7/12 | 0.10186504076900318273152744865506128536 | 0.018687272459501723888725359034952874779
f(z) = -18/7*z^3 + 233/56*z + 1
*
0 | 0.15939467287994650958406154909362012965 | 0.028129662952198743915741492811233374516
f(z) = -17/3*z^3 + 220/51*z + 1
*
0 | 0.16431612104026251100914430037323955647 | 0.028998190585431991702327026065204978238
f(z) = -17/3*z^3 + 223/51*z + 1
*
0 | 0.16421276051705478983156054439660691964 | 0.028979949720615976223730028482498855161
f(z) = -17/3*z^3 + 226/51*z + 1
*
[ -1/3 ] 
f(z) = -17/6*z^3 + 233/54*z + 1
*
[ -2/7 ] 
f(z) = -17/8*z^3 + 229/49*z + 1
*
[ -3/2 ] 
f(z) = -17/12*z^3 + 233/48*z + 1
*
[ -5/4 ] 
f(z) = -16/11*z^3 + 224/55*z + 1
*
-13/8 | 0.15973533990694364351065891746600101285 | 0.029303653105300622318609436901439155639
f(z) = -16/13*z^3 + 233/52*z + 1
*
9/4 | 0.16221272952624357365223004653510313654 | 0.029999551777220619967772007923639672303
f(z) = -16/15*z^3 + 223/45*z + 1
*
-3/10 | 0.15182275796335563546799459522677532107 | 0.026617908140423402820394031457607004066
f(z) = -15/2*z^3 + 227/40*z + 1
*
-1/2 | 0.10493259611388995140179063248178185321 | 0.019438576033357978980930147326835364768
f(z) = -15/4*z^3 + 221/48*z + 1
*
[ -2/7 ] 
f(z) = -15/8*z^3 + 228/49*z + 1
*
-1/5 | 0.14292385922111315615830885194508871740 | 0.026432276476861191602386983972665176764
f(z) = -15/11*z^3 + 223/55*z + 1
*
-7/3 | 0.11080587512933831400333973361776613606 | 0.020526590482014190400404917225722351628
f(z) = -15/14*z^3 + 221/42*z + 1
*
7/3 | 0.096808860790991847060483815774889473335 | 0.017845115711487514820553673337959691388
f(z) = -15/14*z^3 + 227/42*z + 1
*
[ -1/3 ] 
f(z) = -15/19*z^3 + 233/57*z + 1
*
[ -6/7 ] 
f(z) = -14/3*z^3 + 235/42*z + 1
*
[ -2/5 ] 
f(z) = -13/2*z^3 + 227/50*z + 1
*
[ -3/4 ] 
f(z) = -13/3*z^3 + 229/48*z + 1
*
[ -2/3 ] 
f(z) = -13/3*z^3 + 239/54*z + 1
*
-8/13 | 0.14735020118693772933241731240231694330 | 0.027031583512413345152828769009727807347
f(z) = -13/4*z^3 + 233/52*z + 1
*
[ -1/3 ] 
f(z) = -13/6*z^3 + 229/54*z + 1
*
[ -2/7 ] 
f(z) = -13/8*z^3 + 227/49*z + 1
*
[ -4/13 ] 
f(z) = -13/8*z^3 + 229/52*z + 1
*
[ -4/13 ] 
f(z) = -13/16*z^3 + 225/52*z + 1
*
5/3 | 0.13045636952483089809794919271933282389 | 0.024166809475407559493453357782854882799
f(z) = -12/7*z^3 + 221/42*z + 1
*
[ -1/4 ] 
f(z) = -12/11*z^3 + 223/44*z + 1
*
[ -1/3 ] 
f(z) = -12/19*z^3 + 232/57*z + 1
*
[ -4/11 ] 
f(z) = -11*z^3 + 229/44*z + 1
*
[ -2/3 ] 
f(z) = -11/3*z^3 + 223/54*z + 1
*
-1 | 0.076103577506815226543253829252199774365 | 0.014051360177119339458135073351289893706
f(z) = -11/4*z^3 + 225/44*z + 1
*
-10/11 | 0.13652833428621910237244530043738358097 | 0.025291630103670765528001722193333214859
f(z) = -11/5*z^3 + 221/55*z + 1
*
[ -1/3 ] 
f(z) = -11/6*z^3 + 227/54*z + 1
*
[ -2/7 ] 
f(z) = -11/8*z^3 + 226/49*z + 1
*
-7/4 | 0.11586805148691832669357933211633223998 | 0.021464349611830104642846632328661294454
f(z) = -10/7*z^3 + 221/56*z + 1
*
[ -9/5 ] 
f(z) = -10/9*z^3 + 232/45*z + 1
*
[ 3/4 ] 
f(z) = -9*z^3 + 227/48*z + 1
*
-3/2 | 0.14397010979321180123757372759426993242 | 0.026538513595384539706419310843068458336
f(z) = -9/4*z^3 + 227/48*z + 1
*
[ -2/7 ] 
f(z) = -9/8*z^3 + 225/49*z + 1
*
-8/3 | 0.10127824990082332970040762375844388735 | 0.018609054888422602362811825099610491337
f(z) = -9/10*z^3 + 231/40*z + 1
*
-1/6 | 0.098141353685651470132677113770399225560 | 0.018180510501852407878825873988943881242
f(z) = -9/11*z^3 + 221/44*z + 1
*
-13/6 | 0.11307665743594313821298983026837241676 | 0.020877873200046205609045124689566631213
f(z) = -9/14*z^3 + 225/56*z + 1
*
17/6 | 0.11956464624468639712800312891185664350 | 0.021934287799139500607101701456949000289
f(z) = -9/14*z^3 + 233/56*z + 1
*
3 | 0.13583071321920622729803030813043292094 | 0.025038150173089934816871889819608142160
f(z) = -9/16*z^3 + 227/48*z + 1
*
[ -5/8 ] 
f(z) = -8*z^3 + 229/40*z + 1
*
[ -2/5 ] 
f(z) = -8*z^3 + 239/50*z + 1
*
-1 | 0.092263937107051626228806894994966999263 | 0.017035123106192613767380244394142190141
f(z) = -8/7*z^3 + 225/56*z + 1
*
-5/2 | 0.15342414990071387719452663477119016809 | 0.028374195676658554130938215678660156310
f(z) = -8/9*z^3 + 223/45*z + 1
*
-6/7 | 0.16563548494152231428310831269153550043 | 0.029142809940552767201569122274571023023
f(z) = -7*z^3 + 223/42*z + 1
*
[ -2/5 ] 
f(z) = -7*z^3 + 231/50*z + 1
*
-1/2 | 0.11809008966280008768399094473625900500 | 0.021803526687713535462741824179639990371
f(z) = -7/2*z^3 + 225/56*z + 1
*
[ -8/7 ] 
f(z) = -7/4*z^3 + 233/56*z + 1
*
[ -1/3 ] 
f(z) = -7/6*z^3 + 223/54*z + 1
*
-1 | 0.061383612477840466371985937471421644168 | 0.011333544048196849102967624043730014418
f(z) = -7/8*z^3 + 225/56*z + 1
*
[ -5/2 ] 
f(z) = -7/10*z^3 + 231/40*z + 1
*
-6/7 | 0.15036946350966683845197468927022443896 | 0.024685899489713202926146155684689340256
f(z) = -7/12*z^3 + 221/42*z + 1
*
[ 3 ] 
f(z) = -7/16*z^3 + 221/48*z + 1
*
[ 3 ] 
f(z) = -7/17*z^3 + 223/51*z + 1
*
[ 3 ] 
f(z) = -7/19*z^3 + 227/57*z + 1
*
[ -2/5 ] 
f(z) = -6*z^3 + 223/50*z + 1
*
[ -7/4 ] 
f(z) = -6/7*z^3 + 235/56*z + 1
*
[ -3 ] 
f(z) = -6/17*z^3 + 230/51*z + 1
*
[ -1/3 ] 
f(z) = -6/19*z^3 + 230/57*z + 1
*
[ -3 ] 
f(z) = -6/19*z^3 + 238/57*z + 1
*
-9/5 | 0.11326806630207976708259487322835185494 | 0.020947747008875504749088521235045135167
f(z) = -5/3*z^3 + 223/45*z + 1
*
[ -1/3 ] 
f(z) = -5/6*z^3 + 221/54*z + 1
*
[ -2/7 ] 
f(z) = -5/8*z^3 + 223/49*z + 1
*
-1/5 | 0.13868854308296267083464573802404568847 | 0.025585766552855353664789567949541296428
f(z) = -5/9*z^3 + 226/45*z + 1
*
[ -5/6 ] 
f(z) = -4*z^3 + 224/45*z + 1
*
-1/6 | 0.14550028863743397429284507280955817297 | 0.026842422133049151780731493403019334477
f(z) = -4/5*z^3 + 226/45*z + 1
*
[ -1/4 ] 
f(z) = -4/11*z^3 + 221/44*z + 1
*
-1 | 0.085166604977407643248072348055593266157 | 0.015724709413205075970873587551588729743
f(z) = -4/11*z^3 + 225/44*z + 1
*
[ -2/7 ] 
f(z) = -3/8*z^3 + 222/49*z + 1
*
[ 4 ] 
f(z) = -3/11*z^3 + 225/44*z + 1
*
[ 4 ] 
f(z) = -3/13*z^3 + 231/52*z + 1
*
-7/2 | 0.10924600444326498769609719094790326127 | 0.020137697875783146790619341518553737293
f(z) = -3/14*z^3 + 227/56*z + 1
*
[ 14/3 ] 
f(z) = -3/14*z^3 + 229/42*z + 1
*
0 | 0.14809166214319361178543443712232888691 | 0.027167605476406438773203696271655879294
f(z) = -3/16*z^3 + 233/48*z + 1
*
[ -1/3 ] 
f(z) = -3/19*z^3 + 229/57*z + 1
*
-11/6 | 0.14757400924778635348660119017682280414 | 0.027158917800957989943114470788266002966
f(z) = -2/3*z^3 + 229/54*z + 1
*
1/4 | 0.14738284606327557420335212650344994228 | 0.027211985583444672730167699843219785023
f(z) = -2/7*z^3 + 225/56*z + 1
*
-2/3 | 0.13604036383106540792871880167452704606 | 0.025036312815061269654695369566825508154
f(z) = -1/5*z^3 + 229/45*z + 1
*
-6 | 0.10424495975783490788273452114626582030 | 0.019279017601781356510207165983223366496
f(z) = -1/7*z^3 + 223/42*z + 1
*
[ -2/7 ] 
f(z) = -1/8*z^3 + 221/49*z + 1
*
[ -13/2 ] 
f(z) = -1/13*z^3 + 229/52*z + 1
*
9 | 0.12270358862789480175189787321612919079 | 0.022422792282233745448403614185655705801
f(z) = -1/15*z^3 + 238/45*z + 1
*
0 | 0.16812831650020662699611040338135211393 | 0.028061305408434808766286302152271464092
f(z) = -20/3*z^3 + 229/60*z + 1
*
-3/5 | 0.13200452476714751109426736775777263758 | 0.020290332963271718727745017921097442521
f(z) = -20/9*z^3 + 223/60*z + 1
*
-1/3 | 0.11688159898943353748522660115537769398 | 0.021408511449564833889892350419934604762
f(z) = -19/8*z^3 + 235/72*z + 1
*
[ -1/2 ] 
f(z) = -19/17*z^3 + 223/68*z + 1
*
[ -1/2 ] 
f(z) = -19/18*z^3 + 235/72*z + 1
*
0 | 0.077910010192716066761413077342308487835 | 0.013749407603942548556435057815988509625
f(z) = -17/4*z^3 + 237/68*z + 1
*
-4/17 | 0.15237589401260050520493593124975095178 | 0.024870107298468593033881352141104506234
f(z) = -17/8*z^3 + 229/68*z + 1
*
-1/3 | 0.12681697477394664636436217665655061695 | 0.023264736775245377565308179710636553018
f(z) = -17/8*z^3 + 233/72*z + 1
*
-4/17 | 0.082132408708047543989838648155227438602 | 0.012074043269419087954161124342637789636
f(z) = -17/16*z^3 + 225/68*z + 1
*
[ -1/2 ] 
f(z) = -17/18*z^3 + 233/72*z + 1
*
-5/8 | 0.080062792138177722353701034945894366298 | 0.013879739389773743104796848917256712444
f(z) = -16/3*z^3 + 221/60*z + 1
*
[ -7/12 ] 
f(z) = -16/7*z^3 + 220/63*z + 1
*
-13/30 | 0.071463385872294787530201361816885062495 | 0.010505621675706870685866131805898740752
f(z) = -15*z^3 + 229/60*z + 1
*
0 | 0.13720039759261737117274372892423150343 | 0.025331952401911734375401565757107417724
f(z) = -15/4*z^3 + 221/60*z + 1
*
0 | 0.15617228903908391105974559990750609797 | 0.028650006850882984587210080362987339595
f(z) = -15/4*z^3 + 233/60*z + 1
*
-4/3 | 0.14331601235836755163406440745350439627 | 0.023325469133349560945502351885004303219
f(z) = -15/8*z^3 + 233/60*z + 1
*
[ -2/3 ] 
f(z) = -15/13*z^3 + 235/78*z + 1
*
-4/15 | 0.20213963889966159798286245237666028968 | 0.029639172120860461759325526129580947392
f(z) = -15/16*z^3 + 229/60*z + 1
*
-1/4 | 0.10680698674988979354253425133123396771 | 0.019752837761439989281265261318574992770
f(z) = -14/9*z^3 + 223/72*z + 1
*
0 | 0.13887943741537487444331304524003992059 | 0.023849964418639515753022601628514184420
f(z) = -13/3*z^3 + 239/78*z + 1
*
-6/13 | 0.17985891089803039713053856915564813069 | 0.028876710789196461164964359918695502718
f(z) = -13/4*z^3 + 223/78*z + 1
*
-1/3 | 0.12335789687564057302812658924394439514 | 0.022702283406282326779943544294602606471
f(z) = -13/8*z^3 + 229/72*z + 1
*
[ -3/5 ] 
f(z) = -13/9*z^3 + 239/75*z + 1
*
[ -1/2 ] 
f(z) = -13/18*z^3 + 229/72*z + 1
*
[ -3/4 ] 
f(z) = -12/5*z^3 + 221/60*z + 1
*
5/3 | 0.16068511063868920798514548266247399854 | 0.029477889764945591199482792015254491016
f(z) = -12/11*z^3 + 233/66*z + 1
*
[ -2/3 ] 
f(z) = -12/13*z^3 + 227/78*z + 1
*
-6/11 | 0.11062749369318797034640065886415365893 | 0.018768227554808004262084897548719540640
f(z) = -11/2*z^3 + 229/66*z + 1
*
-3/5 | 0.13334659171161178194939039840229187880 | 0.023740791531812508156219755235257368119
f(z) = -11/3*z^3 + 224/75*z + 1
*
-1/3 | 0.12250363657320180047347355899793917238 | 0.022581523549239180876123479815090233405
f(z) = -11/8*z^3 + 227/72*z + 1
*
[ -3/5 ] 
f(z) = -11/9*z^3 + 233/75*z + 1
*
[ -1/2 ] 
f(z) = -11/18*z^3 + 227/72*z + 1
*
[ -1/2 ] 
f(z) = -11/19*z^3 + 239/76*z + 1
*
-1/4 | 0.090459045073697232401855769383912350683 | 0.016757376551148352187958346469172617978
f(z) = -10/9*z^3 + 221/72*z + 1
*
-3/2 | 0.14479567229070013823341758129381331921 | 0.026778448773340970237438273492684617000
f(z) = -9/5*z^3 + 223/60*z + 1
*
[ -5/3 ] 
f(z) = -9/13*z^3 + 229/65*z + 1
*
[ -5/3 ] 
f(z) = -9/14*z^3 + 237/70*z + 1
*
[ -1/2 ] 
f(z) = -9/19*z^3 + 237/76*z + 1
*
-9/8 | 0.15187773120314542009377834531853432358 | 0.027818546080041329559183383323300314664
f(z) = -8/3*z^3 + 235/72*z + 1
*
[ -3/5 ] 
f(z) = -8/9*z^3 + 224/75*z + 1
*
-5/7 | 0.079068437027384767897191453634167345455 | 0.014372791459929585915928137975779184280
f(z) = -7/2*z^3 + 223/70*z + 1
*
-10/7 | 0.16139422587973103388732307625064507891 | 0.026342038817834692860810148622086682417
f(z) = -7/4*z^3 + 229/70*z + 1
*
[ 10/7 ] 
f(z) = -7/5*z^3 + 221/70*z + 1
*
-1/3 | 0.11877180237248598292395411002054772808 | 0.021965605568401166251230424472212771683
f(z) = -7/8*z^3 + 223/72*z + 1
*
[ -6/5 ] 
f(z) = -7/8*z^3 + 232/75*z + 1
*
[ -3/5 ] 
f(z) = -7/9*z^3 + 221/75*z + 1
*
-8/7 | 0.12544924262745769026994371261248823362 | 0.022906980287162253366476785533517158348
f(z) = -7/10*z^3 + 239/70*z + 1
*
-5/2 | 0.15404779511054162089066974683916308196 | 0.028489532351021192041800721994143161790
f(z) = -7/15*z^3 + 223/60*z + 1
*
[ -1/2 ] 
f(z) = -7/18*z^3 + 223/72*z + 1
*
[ -1/2 ] 
f(z) = -7/19*z^3 + 235/76*z + 1
*
[ -4/3 ] 
f(z) = -6/5*z^3 + 233/60*z + 1
*
-4/3 | 0.13459903570970149937222386144538522375 | 0.024771056675637661919746268877185727971
f(z) = -6/11*z^3 + 229/66*z + 1
*
-11/6 | 0.13322003998693703690673069626723964943 | 0.024401127089557186441018346313554710524
f(z) = -6/11*z^3 + 235/66*z + 1
*
0 | 0.15575041377427616754440435121741193914 | 0.028572613292132398034449013108684805036
f(z) = -6/19*z^3 + 233/76*z + 1
*
-3/10 | 0.097740080219680097238935957327150881381 | 0.017136011173983530942092270389939756763
f(z) = -5*z^3 + 227/60*z + 1
*
-1/3 | 0.11101614015971130210490570453058553288 | 0.020565541703383244314921915181246831541
f(z) = -5/8*z^3 + 221/72*z + 1
*
[ 12/5 ] 
f(z) = -5/9*z^3 + 227/60*z + 1
*
[ -1/2 ] 
f(z) = -5/18*z^3 + 221/72*z + 1
*
[ -1/2 ] 
f(z) = -5/19*z^3 + 233/76*z + 1
*
-3/5 | 0.16862412965909480725445540445108022194 | 0.029563562497053103120027545698285003155
f(z) = -4*z^3 + 233/75*z + 1
*
[ -5/4 ] 
f(z) = -4/3*z^3 + 233/60*z + 1
*
[ -3/5 ] 
f(z) = -4/3*z^3 + 236/75*z + 1
*
9/4 | 0.15296720965956756418479366018999191450 | 0.028289689346832282728369078151806443416
f(z) = -4/5*z^3 + 223/60*z + 1
*
[ 7/3 ] 
f(z) = -4/7*z^3 + 232/63*z + 1
*
[ -5/3 ] 
f(z) = -3/4*z^3 + 221/60*z + 1
*
-4/3 | 0.12715943111386377855526695068929410472 | 0.023439742431562355876188373631404412686
f(z) = -3/10*z^3 + 227/60*z + 1
*
[ -1/2 ] 
f(z) = -3/19*z^3 + 231/76*z + 1
*
[ -5/2 ] 
f(z) = -2/7*z^3 + 223/70*z + 1
*
[ -4 ] 
f(z) = -2/19*z^3 + 223/76*z + 1
*
[ -3/5 ] 
f(z) = -z^3 + 227/75*z + 1
*
[ -8/3 ] 
f(z) = -1/4*z^3 + 227/72*z + 1
*
9/2 | 0.12733540560877098032924962885850095667 | 0.023549354633205248790447167219863002898
f(z) = -1/5*z^3 + 223/60*z + 1
*
[ 14/3 ] 
f(z) = -1/8*z^3 + 221/63*z + 1
*
[ -1/2 ] 
f(z) = -1/19*z^3 + 229/76*z + 1
*
0 | 0.17622874677895726752973593920053614146 | 0.029925691791522023543011474226681044222
f(z) = -19/5*z^3 + 221/95*z + 1
*
0 | 0.17219603740483148658359445429874552601 | 0.029787870182168025446309749915756889552
f(z) = -18/5*z^3 + 229/90*z + 1
*
0 | 0.084739237986748157173273526739013705118 | 0.014954616489528078640152147761193172648
f(z) = -17/5*z^3 + 229/85*z + 1
*
-7/6 | 0.14376163573831708334634588145059171449 | 0.026373256575410497694534524985995083391
f(z) = -15/7*z^3 + 233/84*z + 1
*
-4/3 | 0.12971532207130200991360427382577287582 | 0.023989495350593328338446574949109226735
f(z) = -15/14*z^3 + 223/84*z + 1
*
-2/3 | 0.14090016447739828455842490906208735050 | 0.025728312284248431624901377431943116059
f(z) = -13/5*z^3 + 239/90*z + 1
*
0 | 0.13838534566152193988856820519928544231 | 0.025635638144551178106756670321562797416
f(z) = -12/7*z^3 + 221/84*z + 1
*
-4/3 | 0.16183359634287276615239988531749826804 | 0.029642103035772614764177789922377563921
f(z) = -12/7*z^3 + 235/84*z + 1
*
[ 8/11 ] 
f(z) = -11/2*z^3 + 223/88*z + 1
*
[ 9/11 ] 
f(z) = -11/3*z^3 + 221/99*z + 1
*
-2/3 | 0.11698879916437216955130095677412385353 | 0.021635857729147237322144680156488443443
f(z) = -11/5*z^3 + 223/90*z + 1
*
-3/4 | 0.15198376128937885022333397907416753278 | 0.028015697987930792445046242287080400353
f(z) = -11/6*z^3 + 227/96*z + 1
*
4/3 | 0.065418002655246732394546093648408999833 | 0.012118568163359311388492858373164035947
f(z) = -11/10*z^3 + 221/90*z + 1
*
[ 9/10 ] 
f(z) = -10/3*z^3 + 233/90*z + 1
*
0 | 0.14396803279085804679644234076956999643 | 0.026669820965266543543808277961243864376
f(z) = -10/19*z^3 + 221/95*z + 1
*
-3/7 | 0.072081956075637921307873183547367341055 | 0.013330805663710838964258861107947099725
f(z) = -7/4*z^3 + 223/84*z + 1
*
12/7 | 0.13351876373854625520890626734225061518 | 0.024380471534674071623117354004011342693
f(z) = -7/6*z^3 + 239/84*z + 1
*
[ 3/2 ] 
f(z) = -7/8*z^3 + 221/96*z + 1
*
[ 12/7 ] 
f(z) = -7/9*z^3 + 227/84*z + 1
*
13/7 | 0.16004397052660512456254218431287521931 | 0.029549668329904896298158198936217071401
f(z) = -7/13*z^3 + 225/91*z + 1
*
[ -12/7 ] 
f(z) = -7/18*z^3 + 229/84*z + 1
*
-6/5 | 0.085038419742833833255855536893262868175 | 0.013899488188918949148513775735731860090
f(z) = -5/4*z^3 + 227/90*z + 1
*
-2/5 | 0.15619195150715774447533822575669443929 | 0.028653613955885329885149899286323311355
f(z) = -5/9*z^3 + 233/90*z + 1
*
16/5 | 0.13829591647740011836536526851782651195 | 0.025410750117550413654886225019081976841
f(z) = -5/16*z^3 + 231/80*z + 1
*
0 | 0.062401865555757609033043280204635976145 | 0.011484184416306183027139937548411244164
f(z) = -5/17*z^3 + 229/85*z + 1
*
[ -9/5 ] 
f(z) = -5/18*z^3 + 221/90*z + 1
*
-2/5 | 0.084690940831711845423566986633766894464 | 0.015586174776021821702894541344561805809
f(z) = -5/18*z^3 + 229/90*z + 1
*
[ -3/4 ] 
f(z) = -5/18*z^3 + 239/96*z + 1
*
5/3 | 0.11408680129036710120517960582346151905 | 0.021030018879940436852285631089649691044
f(z) = -4/5*z^3 + 227/90*z + 1
*
[ -5/8 ] 
f(z) = -4/5*z^3 + 233/80*z + 1
*
[ -3/4 ] 
f(z) = -4/7*z^3 + 223/84*z + 1
*
[ -3/2 ] 
f(z) = -3/7*z^3 + 221/84*z + 1
*
-5/6 | 0.15786328824909328615109255635591079363 | 0.028960222826135046478834583279451521890
f(z) = -2*z^3 + 233/90*z + 1
*
[ -5/6 ] 
f(z) = -2/5*z^3 + 223/90*z + 1
*
[ -5/2 ] 
f(z) = -1/4*z^3 + 237/80*z + 1
*
[ -2/3 ] 
f(z) = -1/5*z^3 + 233/90*z + 1
*
[ -3/4 ] 
f(z) = -1/6*z^3 + 233/96*z + 1
*
[ -2/3 ] 
f(z) = -1/10*z^3 + 229/90*z + 1
*
[ -5 ] 
f(z) = -1/16*z^3 + 221/80*z + 1
*
[ -5 ] 
f(z) = -1/17*z^3 + 227/85*z + 1
*
[ -3/4 ] 
f(z) = -1/18*z^3 + 227/96*z + 1
*
[ -5 ] 
f(z) = -1/18*z^3 + 233/90*z + 1
*
[ -5 ] 
f(z) = -1/19*z^3 + 239/95*z + 1
*
[ 7/8 ] 
f(z) = -20/7*z^3 + 229/112*z + 1
*
0 | 0.17332789395165550696314795983264298950 | 0.029433093227274823379974609595121006317
f(z) = -19/6*z^3 + 223/114*z + 1
*
0 | 0.17140741650366474655784036944015214723 | 0.029106973810031128231612739392197765751
f(z) = -19/6*z^3 + 229/114*z + 1
*
0 | 0.16362713768405986176100833953806640594 | 0.027785791935545916059222493673171351201
f(z) = -19/6*z^3 + 235/114*z + 1
*
4/3 | 0.14515895649918569512588654098595272447 | 0.026845634397145826339289245547344399792
f(z) = -19/12*z^3 + 223/108*z + 1
*
0 | 0.16141143550227481190234247746357520252 | 0.029851360808293367757270023457514883962
f(z) = -15/19*z^3 + 223/114*z + 1
*
[ 3/2 ] 
f(z) = -14/17*z^3 + 223/102*z + 1
*
[ 3/2 ] 
f(z) = -14/19*z^3 + 227/114*z + 1
*
-1/3 | 0.14241400836531425057602548396968377531 | 0.026209292317891887855541347800166758922
f(z) = -13/12*z^3 + 229/108*z + 1
*
[ 4/3 ] 
f(z) = -13/12*z^3 + 235/108*z + 1
*
[ 10/11 ] 
f(z) = -11/4*z^3 + 239/110*z + 1
*
-1/3 | 0.14304424583877137371324239403918139560 | 0.026367845856242811938834236740774295281
f(z) = -11/12*z^3 + 227/108*z + 1
*
-7/12 | 0.14264178697119643457354493066635447249 | 0.026336621624137443178978045908463482265
f(z) = -9/7*z^3 + 225/112*z + 1
*
13/8 | 0.15779798142701988947564555741062521609 | 0.029134980836543235272072922029428617757
f(z) = -8/13*z^3 + 225/104*z + 1
*
3/4 | 0.11720430092788497296739298760303943752 | 0.017586600787855378365387649812197165238
f(z) = -7*z^3 + 233/112*z + 1
*
-1/3 | 0.14243487574092376595656041221248515788 | 0.026341844084317215110771546388506484893
f(z) = -7/12*z^3 + 223/108*z + 1
*
-1/3 | 0.14241400836531425057602548396968377531 | 0.026381940715731481334414885766014467081
f(z) = -5/12*z^3 + 221/108*z + 1
*
[ 4/5 ] 
f(z) = -4*z^3 + 231/100*z + 1
*
[ 13/6 ] 
f(z) = -4/13*z^3 + 232/117*z + 1
*
20/9 | 0.19375700972568452452990865498717100041 | 0.028302718314672619586216536472067867394
f(z) = -3/16*z^3 + 235/108*z + 1
*
[ -4/5 ] 
f(z) = -3/16*z^3 + 237/100*z + 1
*
13/4 | 0.068892903436748025295151321898618673159 | 0.012720019630490556996019568048070327859
f(z) = -2/13*z^3 + 225/104*z + 1
*
[ -4/3 ] 
f(z) = -1/6*z^3 + 221/108*z + 1
*
[ -7/4 ] 
f(z) = -1/7*z^3 + 225/112*z + 1
*
[ -4/5 ] 
f(z) = -1/8*z^3 + 233/100*z + 1
*
[ -4/5 ] 
f(z) = -1/16*z^3 + 229/100*z + 1
*
0 | 0.16267024993805231391105931667432611310 | 0.029703520966679244367024843169475025949
f(z) = -20/13*z^3 + 239/130*z + 1
*
0 | 0.16235181907715355883187127769233337649 | 0.029783649566983696975044111876529890049
f(z) = -16/15*z^3 + 233/120*z + 1
*
0 | 0.15689251834478395429719687994922626415 | 0.028782133841333568907140890952744494760
f(z) = -15/8*z^3 + 233/120*z + 1
*
-3/4 | 0.097702903112946140865686914483043353948 | 0.016795777221070699696110712359014610880
f(z) = -14/5*z^3 + 229/120*z + 1
*
19/13 | 0.14582411065790341834992596517397590465 | 0.026793994583690726129562080131964711263
f(z) = -13/10*z^3 + 231/130*z + 1
*
-5/13 | 0.12108199107042329330369421795411375476 | 0.022212646654734135395807038766568742733
f(z) = -13/10*z^3 + 233/130*z + 1
*
-4/3 | 0.16041957148589065233034593480910147253 | 0.029667925907700904641815317262697018636
f(z) = -12/11*z^3 + 223/132*z + 1
*
-11/12 | 0.13321874193948224756522731219904256437 | 0.024517033048864633972957858510869065375
f(z) = -12/11*z^3 + 229/132*z + 1
*
0 | 0.16755359924226034456150616460165110362 | 0.028425881968611262981691322579779472577
f(z) = -11/4*z^3 + 235/132*z + 1
*
[ 12/11 ] 
f(z) = -11/8*z^3 + 227/132*z + 1
*
-5/3 | 0.15234791893726960066987833566808031256 | 0.028222179908440941884102813513955931412
f(z) = -11/15*z^3 + 221/135*z + 1
*
3/5 | 0.15272852356072125023336470489125077514 | 0.028062624312252275493936339604617985040
f(z) = -10/13*z^3 + 231/130*z + 1
*
0 | 0.13408120075449920656939545109601037118 | 0.024838302987199848989061614355186065560
f(z) = -9/14*z^3 + 221/126*z + 1
*
[ 5/6 ] 
f(z) = -8/3*z^3 + 223/135*z + 1
*
0 | 0.15359454547016214288678191214661319262 | 0.028266912692569616380047447829550729913
f(z) = -8/15*z^3 + 229/120*z + 1
*
[ 3/2 ] 
f(z) = -7/10*z^3 + 229/120*z + 1
*
[ 3/2 ] 
f(z) = -7/11*z^3 + 233/132*z + 1
*
[ 5/3 ] 
f(z) = -7/15*z^3 + 229/135*z + 1
*
-3/5 | 0.071744015003970218246385202866191837777 | 0.013224825071711578145638648251089165081
f(z) = -5/8*z^3 + 227/120*z + 1
*
-3/2 | 0.15298192002510864937124825424396525305 | 0.023450672017173569692290154056787190831
f(z) = -5/18*z^3 + 227/120*z + 1
*
7/6 | 0.15446759033870181064097130856200367206 | 0.027935540522181024243564729735125614601
f(z) = -2*z^3 + 235/126*z + 1
*
-5/4 | 0.12378955694253086730316061141902601168 | 0.022931794350645650573775118762495851157
f(z) = -2/3*z^3 + 221/120*z + 1
*
[ -3/2 ] 
f(z) = -1/10*z^3 + 227/120*z + 1
*
[ -7/3 ] 
f(z) = -1/14*z^3 + 229/126*z + 1
*
-7 | 0.15345008645015122632335215134313118972 | 0.028106545094422971240484480063870170252
f(z) = -1/18*z^3 + 235/126*z + 1
*
[ 4/5 ] 
f(z) = -20/7*z^3 + 221/140*z + 1
*
[ 6/7 ] 
f(z) = -19/8*z^3 + 232/147*z + 1
*
0 | 0.17480378415299354698923978614129796078 | 0.029683716556843001247376626332136255284
f(z) = -19/8*z^3 + 233/152*z + 1
*
[ 6/5 ] 
f(z) = -17/18*z^3 + 229/150*z + 1
*
-4/5 | 0.13989695057047184816857150365597745301 | 0.024527048707078230841779018733631838170
f(z) = -15/7*z^3 + 227/140*z + 1
*
-6/7 | 0.20299726212382763924697156820430372916 | 0.026368476454008394952538482059254252619
f(z) = -15/8*z^3 + 227/147*z + 1
*
-4/7 | 0.13751049624539316253893016750199041550 | 0.023028716531750438420476646796912314820
f(z) = -14/5*z^3 + 233/140*z + 1
*
-12/13 | 0.15723009685391965401078176796742175369 | 0.025243609068566344369900663439589999221
f(z) = -13/8*z^3 + 229/156*z + 1
*
[ 6/5 ] 
f(z) = -11/12*z^3 + 223/150*z + 1
*
[ 14/11 ] 
f(z) = -11/14*z^3 + 229/154*z + 1
*
-9/11 | 0.13326684651796442206939455433536923701 | 0.024409700365111919193238757025831527260
f(z) = -11/14*z^3 + 235/154*z + 1
*
-2/5 | 0.14488974094178318735625002918187229063 | 0.023484421825633200726577767054518596616
f(z) = -7/12*z^3 + 239/150*z + 1
*
4/5 | 0.085153459360426468305814715170683243301 | 0.015548986778227243835704813398746786217
f(z) = -5/7*z^3 + 239/140*z + 1
*
-9/8 | 0.12752374347331179400865097865291240097 | 0.023506897402257763643822892173487995676
f(z) = -4/3*z^3 + 227/144*z + 1
*
-6/5 | 0.15990761930736521716412699156856340619 | 0.029335257982405989301538562948417886474
f(z) = -1/2*z^3 + 233/150*z + 1
*
-2/5 | 0.12777602935919308178417858141033089345 | 0.023440676569729690328716504865143802719
f(z) = -1/3*z^3 + 233/150*z + 1
*
-2/5 | 0.11921930889904130350129910592231554014 | 0.021940634581794767961762352487539250889
f(z) = -1/6*z^3 + 229/150*z + 1
*
-2/5 | 0.14489077455820407707843122638460685809 | 0.023682326361959321819969591793737665417
f(z) = -1/12*z^3 + 227/150*z + 1
*
5/9 | 0.063568724212284779641280304186585976653 | 0.011775992634384979477494973913348790682
f(z) = -18/19*z^3 + 221/171*z + 1
*
-7/6 | 0.13805773828230015372399491203688535026 | 0.025574949462616920040276040783341565639
f(z) = -15/14*z^3 + 221/168*z + 1
*
-3/28 | 0.12418271578543518524087445658717670011 | 0.018633717619406526814865483609250037170
f(z) = -14/3*z^3 + 233/168*z + 1
*
-3/28 | 0.12207920149581006112648314494921827810 | 0.018318083587461332149646717619422188885
f(z) = -14/9*z^3 + 227/168*z + 1
*
-7/22 | 0.17277551991360844452900187799840760626 | 0.027947775308924264490468810741670094487
f(z) = -11/4*z^3 + 225/176*z + 1
*
-5/11 | 0.13382035483992670598682397274863340713 | 0.024748678328706153995109584656617095709
f(z) = -11/15*z^3 + 223/165*z + 1
*
-8/11 | 0.14315293592874414500001237637842137714 | 0.026345281528040393094034753948085339927
f(z) = -11/15*z^3 + 229/165*z + 1
*
-8/7 | 0.10021593771959499668786098259608605269 | 0.018355960806908394262773599734125733712
f(z) = -7/6*z^3 + 235/168*z + 1
*
0 | 0.15335347962178713155310062056019030705 | 0.028268182956086165293100996361756729841
f(z) = -7/8*z^3 + 227/168*z + 1
*
-5/8 | 0.14919594255262460974911904615246580651 | 0.025864708753451388357598300736858766597
f(z) = -2*z^3 + 221/160*z + 1
*
[ 5/2 ] 
f(z) = -2/17*z^3 + 227/170*z + 1
*
-7/2 | 0.10202155035957714195402926735102663182 | 0.018867821232915610194727839854125067214
f(z) = -1/6*z^3 + 223/168*z + 1
*
[ 5/2 ] 
f(z) = -1/8*z^3 + 221/160*z + 1
*
[ 11/4 ] 
f(z) = -1/11*z^3 + 233/176*z + 1
*
0 | 0.17104642901228812923780390300980414102 | 0.028548350351977042524745459812408775634
f(z) = -20/9*z^3 + 229/180*z + 1
*
0 | 0.17467349761462151292953866816002836258 | 0.029661592386620102336085810388598817823
f(z) = -19/10*z^3 + 221/190*z + 1
*
-3/4 | 0.12923912810904690320133068330910039742 | 0.022605999980944268562914151149742282929
f(z) = -19/12*z^3 + 235/192*z + 1
*
-4/7 | 0.19548572811964878626093221221491528131 | 0.028595423343497323601211980388881715878
f(z) = -19/16*z^3 + 223/196*z + 1
*
0 | 0.065947536100338823963072959794868198104 | 0.011638293360203499291450342003843201337
f(z) = -17/11*z^3 + 223/187*z + 1
*
0 | 0.14360208702301799259936449082414540053 | 0.026427941460583878828080142994562260282
f(z) = -13/15*z^3 + 229/195*z + 1
*
[ 3/4 ] 
f(z) = -11/4*z^3 + 233/192*z + 1
*
[ 5/6 ] 
f(z) = -11/5*z^3 + 239/180*z + 1
*
0 | 0.067269189986426097240482869753497888950 | 0.012440734792536680779179908969387657857
f(z) = -11/17*z^3 + 223/187*z + 1
*
[ 9/10 ] 
f(z) = -5/3*z^3 + 223/180*z + 1
*
12/5 | 0.16252732943233926625649386605090734686 | 0.023830929537674950270520008042905129318
f(z) = -5/16*z^3 + 229/180*z + 1
*
5/3 | 0.11118439811401371910222962512632471097 | 0.020461922424681855850758752578188671021
f(z) = -4/5*z^3 + 229/180*z + 1
*
[ 14/9 ] 
f(z) = -3/8*z^3 + 239/189*z + 1
*
[ 5/2 ] 
f(z) = -2/19*z^3 + 239/190*z + 1
*
-5/3 | 0.14119879277172802799343212427392584088 | 0.025903099744116706898802973217923883548
f(z) = -1/4*z^3 + 233/180*z + 1
*
[ 5/2 ] 
f(z) = -1/9*z^3 + 233/180*z + 1
*
5/16 | 0.056056434774719140907376089923532771300 | 0.010109042557425367655239535465100373612
f(z) = -16/13*z^3 + 233/208*z + 1
*
-3/5 | 0.062161520981094111358650343628069047304 | 0.011477172940847551546402660544295628964
f(z) = -15/14*z^3 + 221/210*z + 1
*
[ 15/14 ] 
f(z) = -14/15*z^3 + 239/210*z + 1
*
[ 8/9 ] 
f(z) = -3/2*z^3 + 229/216*z + 1
*
0 | 0.064988033434819915360555536682525199691 | 0.011468962189373769087211052713094837156
f(z) = -17/13*z^3 + 237/221*z + 1
*
0 | 0.068299934503890030721000563550522828466 | 0.012490706528643161596711610201817603846
f(z) = -13/17*z^3 + 237/221*z + 1
*
21/10 | 0.14315251025166691571095203680634619222 | 0.026518746871304566822745556673716858734
f(z) = -5/11*z^3 + 221/220*z + 1
*
[ 5/7 ] 
f(z) = -13/5*z^3 + 227/245*z + 1
*
4/3 | 0.15757122608919305059136050090826879737 | 0.028496834590948630645403002281678061885
f(z) = -13/14*z^3 + 227/252*z + 1
*
-5/4 | 0.12364270775547201139965858623889568704 | 0.022559907610201950022804882551746548962
f(z) = -11/15*z^3 + 227/240*z + 1
*
-9/14 | 0.13408123922523567114755892791686566331 | 0.024248658786142480081212589996131996681
f(z) = -7/9*z^3 + 221/252*z + 1
*
[ 5/4 ] 
f(z) = -7/15*z^3 + 223/240*z + 1
*
-4/7 | 0.15592223787791829627663018621310763430 | 0.028198614252975746269871812420907373153
f(z) = -7/18*z^3 + 221/252*z + 1
*
-10/7 | 0.21245407500620721339396049391432289375 | 0.028025654880192607672289939597136589759
f(z) = -5/8*z^3 + 239/245*z + 1
*
[ 4/3 ] 
f(z) = -5/14*z^3 + 223/252*z + 1
*
-7/4 | 0.15345073858950494568759899834225381874 | 0.027751642377706490510164926328228523706
f(z) = -4/9*z^3 + 235/252*z + 1
*
[ 5/3 ] 
f(z) = -3/16*z^3 + 221/240*z + 1
*
[ 5/3 ] 
f(z) = -3/17*z^3 + 227/255*z + 1
*
0 | 0.17559238646992950606292956076723288559 | 0.029817630406393928162382682345108162174
f(z) = -19/14*z^3 + 221/266*z + 1
*
[ 16/17 ] 
f(z) = -17/16*z^3 + 239/272*z + 1
*
-8/11 | 0.12142220755426567197741614582663306724 | 0.021776060955389872445493277783128152999
f(z) = -11/12*z^3 + 227/264*z + 1
*
[ 13/10 ] 
f(z) = -5/13*z^3 + 229/260*z + 1
*
-10/9 | 0.18700428943201184861133720544409920256 | 0.029722996804758931701124971437298523785
f(z) = -3/4*z^3 + 223/270*z + 1
*
[ 10/9 ] 
f(z) = -3/5*z^3 + 227/270*z + 1
*
[ 5/3 ] 
f(z) = -1/6*z^3 + 233/270*z + 1
*
0 | 0.17351577883205091759058864300654240372 | 0.029464998266184578630965530539562737143
f(z) = -19/15*z^3 + 226/285*z + 1
*
-5/7 | 0.10562813072251944414681986723373482148 | 0.018745709806646482539687845198466930424
f(z) = -7/8*z^3 + 237/280*z + 1
*
[ 7/10 ] 
f(z) = -5/2*z^3 + 223/280*z + 1
*
[ 6/7 ] 
f(z) = -5/4*z^3 + 221/294*z + 1
*
[ 6/7 ] 
f(z) = -4/3*z^3 + 239/294*z + 1
*
[ 5/3 ] 
f(z) = -3/19*z^3 + 239/285*z + 1
*
-7/4 | 0.16861510745167916903951237034233577004 | 0.029923940258007634057581989385004052622
f(z) = -2/5*z^3 + 223/280*z + 1
*
[ 7/2 ] 
f(z) = -20/7*z^3 + 250/7*z + 1
*
[ -7/2 ] 
f(z) = -20/7*z^3 + 254/7*z + 1
*
[ 6 ] 
f(z) = -19/8*z^3 + 259/3*z + 1
*
[ 3/2 ] 
f(z) = -18*z^3 + 245/6*z + 1
*
[ 5/3 ] 
f(z) = -18*z^3 + 252/5*z + 1
*
[ -3/2 ] 
f(z) = -18*z^3 + 253/6*z + 1
*
[ -5/3 ] 
f(z) = -18*z^3 + 258/5*z + 1
*
[ 11/3 ] 
f(z) = -18/11*z^3 + 250/11*z + 1
*
[ -11/3 ] 
f(z) = -18/11*z^3 + 256/11*z + 1
*
0 | 0.080690425714628718650210643995291860499 | 0.014551459628214267952851702781724207727
f(z) = -16*z^3 + 241/16*z + 1
*
[ 9/4 ] 
f(z) = -16/3*z^3 + 248/9*z + 1
*
[ -9/4 ] 
f(z) = -16/3*z^3 + 256/9*z + 1
*
[ -15/4 ] 
f(z) = -16/15*z^3 + 244/15*z + 1
*
-1 | 0.091132826768743709051570702382441455456 | 0.016434609655182440535823539856038284656
f(z) = -15*z^3 + 256/15*z + 1
*
[ 4 ] 
f(z) = -15/4*z^3 + 243/4*z + 1
*
[ -4 ] 
f(z) = -15/4*z^3 + 245/4*z + 1
*
[ -6 ] 
f(z) = -13/12*z^3 + 241/6*z + 1
*
4/3 | 0.14660326714299193234094020839447408564 | 0.026609717483215297635141140938474745095
f(z) = -12*z^3 + 247/12*z + 1
*
-4/3 | 0.15342406878048928820515279911080077609 | 0.027726959957010234553189611430372960324
f(z) = -12*z^3 + 253/12*z + 1
*
[ 4/3 ] 
f(z) = -12*z^3 + 259/12*z + 1
*
-9/8 | 0.16424572461520953070108616083618277150 | 0.029557460261776663863095192853012869971
f(z) = -12*z^3 + 259/16*z + 1
*
-1/5 | 0.12912127675662843529201174325769208077 | 0.023523909943689267970910362232388510432
f(z) = -10/3*z^3 + 242/15*z + 1
*
[ 7/2 ] 
f(z) = -10/7*z^3 + 255/14*z + 1
*
[ 6 ] 
f(z) = -10/9*z^3 + 245/6*z + 1
*
[ -6 ] 
f(z) = -10/9*z^3 + 247/6*z + 1
*
[ 3 ] 
f(z) = -9*z^3 + 245/3*z + 1
*
[ -3 ] 
f(z) = -9*z^3 + 247/3*z + 1
*
[ 3/2 ] 
f(z) = -9*z^3 + 247/12*z + 1
*
[ 3 ] 
f(z) = -9/2*z^3 + 247/6*z + 1
*
[ -3 ] 
f(z) = -9/2*z^3 + 251/6*z + 1
*
-3 | 0.15508582420702019914398481358972986218 | 0.028149372440487744766570378912377328245
f(z) = -9/4*z^3 + 247/12*z + 1
*
[ 3 ] 
f(z) = -9/4*z^3 + 251/12*z + 1
*
[ 10/3 ] 
f(z) = -9/4*z^3 + 257/10*z + 1
*
[ -3 ] 
f(z) = -9/4*z^3 + 259/12*z + 1
*
[ 3 ] 
f(z) = -9/5*z^3 + 253/15*z + 1
*
[ 6 ] 
f(z) = -9/16*z^3 + 253/12*z + 1
*
[ -6 ] 
f(z) = -9/16*z^3 + 257/12*z + 1
*
[ 5/2 ] 
f(z) = -8*z^3 + 253/5*z + 1
*
[ -5/2 ] 
f(z) = -8*z^3 + 257/5*z + 1
*
-5/2 | 0.14646022094226946584307698082002030068 | 0.026702943193387964464059287741466331437
f(z) = -8/3*z^3 + 241/15*z + 1
*
[ 9/4 ] 
f(z) = -8/3*z^3 + 253/18*z + 1
*
[ 5/2 ] 
f(z) = -8/3*z^3 + 259/15*z + 1
*
[ 11/2 ] 
f(z) = -8/11*z^3 + 251/11*z + 1
*
[ -11/2 ] 
f(z) = -8/11*z^3 + 255/11*z + 1
*
-6 | 0.14103215829551271611680880716645360551 | 0.025487480789635327059869154504928152181
f(z) = -7/6*z^3 + 253/6*z + 1
*
[ 6 ] 
f(z) = -7/6*z^3 + 257/6*z + 1
*
[ -6 ] 
f(z) = -7/6*z^3 + 259/6*z + 1
*
-5/3 | 0.15945422659535861707145915658735757658 | 0.029006612142900870423848476966192550346
f(z) = -6*z^3 + 244/15*z + 1
*
[ 5/3 ] 
f(z) = -6*z^3 + 256/15*z + 1
*
[ 7 ] 
f(z) = -5/7*z^3 + 251/7*z + 1
*
[ -7 ] 
f(z) = -5/7*z^3 + 253/7*z + 1
*
7 | 0.12200570707771747346123484577426159344 | 0.022210876090896402864137764442589696927
f(z) = -5/14*z^3 + 243/14*z + 1
*
[ 7 ] 
f(z) = -5/14*z^3 + 257/14*z + 1
*
[ 4 ] 
f(z) = -4*z^3 + 259/4*z + 1
*
-4 | 0.14757041159998719577862787551766591278 | 0.026785262280187660722581633733912890731
f(z) = -4/3*z^3 + 247/12*z + 1
*
[ 9/2 ] 
f(z) = -4/3*z^3 + 250/9*z + 1
*
4 | 0.11718330200280375923766921190382988233 | 0.021177490260088611089239849827549354851
f(z) = -4/3*z^3 + 253/12*z + 1
*
[ -9/2 ] 
f(z) = -4/3*z^3 + 254/9*z + 1
*
-4 | 0.13518890109980956402856340792001840449 | 0.024328429744227587148492039580023825854
f(z) = -4/3*z^3 + 259/12*z + 1
*
[ -15/2 ] 
f(z) = -4/15*z^3 + 242/15*z + 1
*
[ 5 ] 
f(z) = -2*z^3 + 254/5*z + 1
*
[ -5 ] 
f(z) = -2*z^3 + 256/5*z + 1
*
5 | 0.15546180240970163791258651390924292525 | 0.028217615624614343535552762168639178800
f(z) = -2/3*z^3 + 247/15*z + 1
*
-5 | 0.15636056619759496765294487241416819196 | 0.028257646875595639936122791717880156469
f(z) = -2/3*z^3 + 253/15*z + 1
*
[ 9/2 ] 
f(z) = -2/3*z^3 + 257/18*z + 1
*
[ 11 ] 
f(z) = -2/11*z^3 + 252/11*z + 1
*
[ -11 ] 
f(z) = -2/11*z^3 + 254/11*z + 1
*
[ 9 ] 
f(z) = -1/3*z^3 + 251/9*z + 1
*
[ -9 ] 
f(z) = -1/3*z^3 + 253/9*z + 1
*
[ 10 ] 
f(z) = -1/4*z^3 + 259/10*z + 1
*
9 | 0.16057454134666015889242491408014358716 | 0.029276296514494057707137453780373953642
f(z) = -1/6*z^3 + 241/18*z + 1
*
-9 | 0.16126772140493249686497984178811923309 | 0.029314697698758624525074868247605833081
f(z) = -1/6*z^3 + 245/18*z + 1
*
[ 9 ] 
f(z) = -1/6*z^3 + 259/18*z + 1
*
-1 | 0.067115094736413087789360905443774937064 | 0.012103326793127016555870183449709840016
f(z) = -1/15*z^3 + 256/15*z + 1
*
0 | 0.069967746901848502712995168670998803851 | 0.012756670438356478463429170576513344096
f(z) = -1/16*z^3 + 241/16*z + 1
*
16 | 0.15207048243040428277649685452314263073 | 0.027443286389667024702660889470371440194
f(z) = -1/16*z^3 + 255/16*z + 1
*
0 | 0.13915749270729985038030040245389423499 | 0.025148689242061839489343337960055462398
f(z) = -1/18*z^3 + 253/18*z + 1
*
[ 4/5 ] 
f(z) = -20*z^3 + 251/20*z + 1
*
[ -7/5 ] 
f(z) = -20/7*z^3 + 256/35*z + 1
*
[ 7/4 ] 
f(z) = -20/7*z^3 + 257/28*z + 1
*
[ -4/9 ] 
f(z) = -18*z^3 + 245/36*z + 1
*
-3/4 | 0.18010246934056984912794566621428728273 | 0.029678615436838902383562401997768804878
f(z) = -18*z^3 + 251/24*z + 1
*
[ 3/2 ] 
f(z) = -18/5*z^3 + 253/30*z + 1
*
0 | 0.16586807977368701370420201329175164400 | 0.029272077254905780017414970325580560320
f(z) = -17/2*z^3 + 245/34*z + 1
*
0 | 0.16221942787214239539566810752091366489 | 0.028628170238655290684068043598070935432
f(z) = -17/2*z^3 + 249/34*z + 1
*
0 | 0.076649495316720546393340892067310065768 | 0.013526954381589924081489569936777352807
f(z) = -17/2*z^3 + 259/34*z + 1
*
4/3 | 0.15404274091927634838225057614028838352 | 0.028001365328391529739941358923197112891
f(z) = -17/4*z^3 + 245/36*z + 1
*
-2/17 | 0.16516070963170588421007643879957636700 | 0.026458635426533856373485028705540842064
f(z) = -17/4*z^3 + 257/34*z + 1
*
-1/24 | 0.16801797931148011858672045351804756570 | 0.026434099024226543805448099545509736741
f(z) = -16*z^3 + 253/36*z + 1
*
[ 9/8 ] 
f(z) = -16/3*z^3 + 247/36*z + 1
*
[ -1/8 ] 
f(z) = -16/7*z^3 + 253/28*z + 1
*
-1/8 | 0.11056188532196631602984963066719411384 | 0.019980860835334321844876513651717644270
f(z) = -16/9*z^3 + 253/36*z + 1
*
-2/3 | 0.15035523832196278210788214200812900223 | 0.024611089382946359024826317333641890222
f(z) = -15*z^3 + 257/30*z + 1
*
[ -2/15 ] 
f(z) = -15/4*z^3 + 257/30*z + 1
*
[ 7/3 ] 
f(z) = -15/7*z^3 + 257/21*z + 1
*
-1/3 | 0.11495454618331567094495453811584307127 | 0.020896046283188919914128557406970164358
f(z) = -15/8*z^3 + 245/24*z + 1
*
[ -3/4 ] 
f(z) = -14*z^3 + 245/24*z + 1
*
3 | 0.15946584249572821751475965672670077685 | 0.028944382343781076580249734245375687685
f(z) = -14/15*z^3 + 247/30*z + 1
*
5/6 | 0.17195509331465923080139006993836126467 | 0.027967143203589581668068156580807031944
f(z) = -13*z^3 + 253/36*z + 1
*
-1 | 0.084387100257926214248098786949774886343 | 0.015218106382138739270527389459508447617
f(z) = -13/3*z^3 + 256/39*z + 1
*
-1/9 | 0.16766368014530912143692254644232224449 | 0.029003826183824130050682693646143129966
f(z) = -12*z^3 + 247/27*z + 1
*
-1/10 | 0.12939964757970878449368136525837496336 | 0.022686637885416278355488099903431887932
f(z) = -12*z^3 + 253/25*z + 1
*
-1/11 | 0.14495852345064796911185581644515168254 | 0.026389386855737215924964086074528105232
f(z) = -11/2*z^3 + 243/22*z + 1
*
-3/10 | 0.10027848332655799765513340618416597989 | 0.018045993544001818620306235619476306132
f(z) = -10/3*z^3 + 259/30*z + 1
*
[ 3/2 ] 
f(z) = -9/2*z^3 + 251/24*z + 1
*
[ -5/2 ] 
f(z) = -9/5*z^3 + 253/20*z + 1
*
1/6 | 0.15583430102976360563349742776852515782 | 0.028162539677936148230255635939902701880
f(z) = -9/7*z^3 + 253/28*z + 1
*
[ 3 ] 
f(z) = -9/7*z^3 + 257/21*z + 1
*
-3 | 0.11108778578956093165236386185636951840 | 0.020104738383133562527447772926331463708
f(z) = -9/8*z^3 + 251/24*z + 1
*
[ 3 ] 
f(z) = -9/8*z^3 + 259/24*z + 1
*
[ -3 ] 
f(z) = -8/7*z^3 + 244/21*z + 1
*
[ 3 ] 
f(z) = -8/13*z^3 + 242/39*z + 1
*
-1/2 | 0.13154557699152155127133177147183210435 | 0.023807202493736440745154700448606177110
f(z) = -8/13*z^3 + 251/26*z + 1
*
[ 15/4 ] 
f(z) = -8/15*z^3 + 247/30*z + 1
*
-5/6 | 0.16074691573636453685285396763928872387 | 0.029071159642759854469197763515629071970
f(z) = -7*z^3 + 247/36*z + 1
*
[ -1/6 ] 
f(z) = -7*z^3 + 259/36*z + 1
*
[ -4 ] 
f(z) = -7/10*z^3 + 249/20*z + 1
*
[ -3 ] 
f(z) = -7/13*z^3 + 241/39*z + 1
*
[ 4 ] 
f(z) = -7/18*z^3 + 251/36*z + 1
*
-7/3 | 0.11375878332863488973242011909789301364 | 0.020740746596107086687896018499440343293
f(z) = -6/5*z^3 + 241/30*z + 1
*
-6/5 | 0.14685971896179427068032193054668989081 | 0.026775780533469861500169171570594339468
f(z) = -5*z^3 + 241/30*z + 1
*
[ -1/6 ] 
f(z) = -5*z^3 + 257/36*z + 1
*
-14/5 | 0.15680036923588419278102583261233617802 | 0.028588181319612267731928906152187653485
f(z) = -5/6*z^3 + 241/30*z + 1
*
3/5 | 0.18818939855871999197786032763792492969 | 0.028375957195931495318832630309010837405
f(z) = -5/18*z^3 + 253/30*z + 1
*
-1/3 | 0.090244844947613122563392864771691533726 | 0.016453634663586197808670082765811719390
f(z) = -4*z^3 + 241/36*z + 1
*
4 | 0.10710414013821245569977423017322955330 | 0.019383775650262213990597430633765846829
f(z) = -4/5*z^3 + 251/20*z + 1
*
4 | 0.15352291865586248979884649332310199089 | 0.027865692028858912996439411245945765694
f(z) = -4/9*z^3 + 247/36*z + 1
*
-1 | 0.084486859668029629019721267130324466672 | 0.015236096682918514875927918534577352544
f(z) = -3/13*z^3 + 256/39*z + 1
*
-3/4 | 0.17998555472468204302841013314148551935 | 0.027171464732762324729190480689445348103
f(z) = -2/9*z^3 + 251/24*z + 1
*
[ 15/2 ] 
f(z) = -2/15*z^3 + 251/30*z + 1
*
0 | 0.072489932735246484582552023274535236857 | 0.013045199874886118924787598680619602789
f(z) = -2/17*z^3 + 259/34*z + 1
*
[ -1/6 ] 
f(z) = -z^3 + 253/36*z + 1
*
[ 6 ] 
f(z) = -1/5*z^3 + 241/30*z + 1
*
[ -6 ] 
f(z) = -1/5*z^3 + 251/30*z + 1
*
8 | 0.13832390140458401403211493361352691460 | 0.024998041740306539728972290895955213149
f(z) = -1/6*z^3 + 253/24*z + 1
*
-8 | 0.13937143192153809827781815981336016173 | 0.025081112889231955131568959022194121432
f(z) = -1/6*z^3 + 259/24*z + 1
*
15/2 | 0.059515124900835166425349597123424125160 | 0.010725231370108157082699865551382870920
f(z) = -1/8*z^3 + 257/32*z + 1
*
0 | 0.14492988163699186102418393722994939118 | 0.026191881473776482741373403252599297540
f(z) = -1/10*z^3 + 253/30*z + 1
*
10 | 0.14823517990320432195875753868979129751 | 0.023899126331873149394767897961004848280
f(z) = -1/12*z^3 + 247/30*z + 1
*
-9 | 0.13520679833024743797766865888506616103 | 0.024541163205242634963883916127096071588
f(z) = -1/12*z^3 + 247/36*z + 1
*
-10 | 0.14598925433851173233918482839728068534 | 0.023446301225303476743398767803504752652
f(z) = -1/12*z^3 + 253/30*z + 1
*
-1/2 | 0.15579816331351394699931082483441738621 | 0.028096154699001925303290997763093095471
f(z) = -20/11*z^3 + 256/55*z + 1
*
[ -2/5 ] 
f(z) = -19/2*z^3 + 251/50*z + 1
*
[ -1/4 ] 
f(z) = -19/3*z^3 + 259/48*z + 1
*
[ -6/19 ] 
f(z) = -19/8*z^3 + 251/57*z + 1
*
[ -3/2 ] 
f(z) = -19/12*z^3 + 251/48*z + 1
*
-5/12 | 0.16210530394720277717520828468694336765 | 0.029555388451552957099880208650956668032
f(z) = -18/5*z^3 + 241/40*z + 1
*
17/12 | 0.13242971394624458289562336642167300023 | 0.024001965477783878984697564981272811317
f(z) = -18/5*z^3 + 249/40*z + 1
*
[ 3/2 ] 
f(z) = -18/7*z^3 + 257/42*z + 1
*
[ -2/5 ] 
f(z) = -17/2*z^3 + 243/50*z + 1
*
0 | 0.067696221887250828839111662210005179222 | 0.011946898038806429764109314144182666957
f(z) = -17/3*z^3 + 247/51*z + 1
*
[ -1/4 ] 
f(z) = -17/3*z^3 + 257/48*z + 1
*
-3/17 | 0.19491493175721612362113579550746939774 | 0.029606990114052426909390458158172392916
f(z) = -17/9*z^3 + 241/51*z + 1
*
0 | 0.14211864152137811900647627347756165927 | 0.025629232417596067258922626293126830302
f(z) = -16/3*z^3 + 253/48*z + 1
*
0 | 0.14982799481423699207482273667388997890 | 0.026962863192929634796825192321590891115
f(z) = -16/3*z^3 + 259/48*z + 1
*
[ -13/8 ] 
f(z) = -16/13*z^3 + 253/52*z + 1
*
[ -1/5 ] 
f(z) = -15/8*z^3 + 243/40*z + 1
*
[ -8/5 ] 
f(z) = -15/8*z^3 + 257/40*z + 1
*
-8/5 | 0.14498450903933565062326945830538798437 | 0.026315899366802207192795294295465200108
f(z) = -15/11*z^3 + 247/55*z + 1
*
[ -2/3 ] 
f(z) = -14/3*z^3 + 247/54*z + 1
*
[ -5/4 ] 
f(z) = -14/5*z^3 + 247/40*z + 1
*
[ -3/14 ] 
f(z) = -14/9*z^3 + 241/42*z + 1
*
[ -4/13 ] 
f(z) = -13/2*z^3 + 253/52*z + 1
*
[ -1/4 ] 
f(z) = -13/3*z^3 + 253/48*z + 1
*
[ -3/8 ] 
f(z) = -12*z^3 + 257/48*z + 1
*
-17/6 | 0.16258501432505357311102027962142410954 | 0.029320074236201983247701014497021348548
f(z) = -12/17*z^3 + 256/51*z + 1
*
[ -1/4 ] 
f(z) = -11/3*z^3 + 251/48*z + 1
*
-1 | 0.10254438820741805606300448043841806322 | 0.018492535042229341179380465678932171073
f(z) = -11/5*z^3 + 256/55*z + 1
*
-1/4 | 0.072653543019207883359542985329737080163 | 0.012126174234691415753535257016487656033
f(z) = -10*z^3 + 249/40*z + 1
*
[ -2/5 ] 
f(z) = -9*z^3 + 247/50*z + 1
*
[ -5/9 ] 
f(z) = -9*z^3 + 251/45*z + 1
*
-3/4 | 0.18162243124207482517772619421849380814 | 0.029929085987956721183030022271583340968
f(z) = -9*z^3 + 259/48*z + 1
*
-1/5 | 0.15876460304298897959488903983594056835 | 0.028571084309279733817763583393280318838
f(z) = -9/2*z^3 + 259/50*z + 1
*
[ 3/2 ] 
f(z) = -9/4*z^3 + 259/48*z + 1
*
-14/9 | 0.12692430944162485065870907433201144343 | 0.023141113696774040189015453340429252122
f(z) = -9/5*z^3 + 241/45*z + 1
*
[ -13/6 ] 
f(z) = -9/13*z^3 + 245/52*z + 1
*
-3 | 0.14099312928967572847343614136439098703 | 0.025372951569524258316797385790020984215
f(z) = -9/16*z^3 + 259/48*z + 1
*
[ 5/6 ] 
f(z) = -8*z^3 + 241/45*z + 1
*
9/10 | 0.11921827253338427229188656814684224116 | 0.019898018522187484241000517594383989632
f(z) = -8*z^3 + 249/50*z + 1
*
15/8 | 0.14308542295714225355400923083435511675 | 0.025933238695852543632442566820006500894
f(z) = -8/5*z^3 + 249/40*z + 1
*
[ 3 ] 
f(z) = -8/17*z^3 + 250/51*z + 1
*
[ 3 ] 
f(z) = -8/19*z^3 + 254/57*z + 1
*
-3/4 | 0.14590312020322806849519217964014120860 | 0.025081714306479054696530884382838649288
f(z) = -7*z^3 + 253/48*z + 1
*
-8/7 | 0.12140142296802390141577697167101445735 | 0.022003164366987441043880164768923662389
f(z) = -7/2*z^3 + 249/56*z + 1
*
[ -1/4 ] 
f(z) = -7/3*z^3 + 247/48*z + 1
*
[ -5/3 ] 
f(z) = -7/5*z^3 + 247/45*z + 1
*
-1/7 | 0.092922470658546137834569690516330578470 | 0.016793047163559590768134216867471918832
f(z) = -7/6*z^3 + 253/42*z + 1
*
[ -3 ] 
f(z) = -7/16*z^3 + 253/48*z + 1
*
[ -3 ] 
f(z) = -7/17*z^3 + 257/51*z + 1
*
-2/9 | 0.10567624204106096346073152926639321923 | 0.018280735298559012389423156638994592205
f(z) = -6*z^3 + 259/54*z + 1
*
-4/15 | 0.075529386621251770004462733116612797016 | 0.013770680580727183831102218556538284419
f(z) = -5*z^3 + 241/45*z + 1
*
[ -3/4 ] 
f(z) = -5*z^3 + 247/48*z + 1
*
17/10 | 0.14538329400804962695432219085087094125 | 0.026349711857296246721702395728059574245
f(z) = -5/2*z^3 + 249/40*z + 1
*
[ -1/4 ] 
f(z) = -5/3*z^3 + 245/48*z + 1
*
-1 | 0.087958707095214556386088417646264598529 | 0.015862198816158865025043200021658642972
f(z) = -5/11*z^3 + 256/55*z + 1
*
-2/9 | 0.15859844196607887673295649314011064388 | 0.028786941902728370983661699528088979025
f(z) = -3/2*z^3 + 247/54*z + 1
*
[ -4 ] 
f(z) = -3/11*z^3 + 247/44*z + 1
*
[ -4 ] 
f(z) = -3/13*z^3 + 257/52*z + 1
*
16/3 | 0.14146146509028698326510711945598020981 | 0.025676437463994145658203892067472492107
f(z) = -3/16*z^3 + 247/48*z + 1
*
0 | 0.065326646190992697588814571701389768258 | 0.011857331921346443191813676529456770921
f(z) = -3/17*z^3 + 247/51*z + 1
*
-1/5 | 0.16448551071500949726276399186012473209 | 0.029768692725641991618043525163670174960
f(z) = -1/2*z^3 + 251/50*z + 1
*
[ 6 ] 
f(z) = -1/7*z^3 + 251/42*z + 1
*
17/2 | 0.061368736792146732941731590747573756617 | 0.011122657128884340452073515381767716455
f(z) = -1/10*z^3 + 249/40*z + 1
*
17/2 | 0.086445204916118982303277227920090621945 | 0.015760876102500152435572101996781596525
f(z) = -1/12*z^3 + 241/48*z + 1
*
8 | 0.11631911796677765708469532729415724313 | 0.021082031899413007027525827295476968766
f(z) = -1/14*z^3 + 249/56*z + 1
*
-9 | 0.14982121122298851812698878596240241417 | 0.027173872760612133522261888909717893400
f(z) = -1/15*z^3 + 248/45*z + 1
*
[ 7/6 ] 
f(z) = -20/7*z^3 + 254/63*z + 1
*
0 | 0.17310654919597010541552578014088760682 | 0.029395506312203473623068577905815047669
f(z) = -19/4*z^3 + 241/76*z + 1
*
0 | 0.16422772958316020035297379705478766886 | 0.027887779428468993019597648521749591305
f(z) = -19/4*z^3 + 249/76*z + 1
*
0 | 0.16949204467157328134546909490854609120 | 0.028781721385775812243597648276530899810
f(z) = -19/4*z^3 + 253/76*z + 1
*
0 | 0.16406169273093631145862407694442946864 | 0.027859584438965272127526170802786888556
f(z) = -19/4*z^3 + 257/76*z + 1
*
[ -3/5 ] 
f(z) = -19/9*z^3 + 257/75*z + 1
*
2 | 0.15399088504905129589549085951855513601 | 0.027712011841869673695892278924613438523
f(z) = -19/15*z^3 + 259/60*z + 1
*
[ -7/9 ] 
f(z) = -18/7*z^3 + 242/63*z + 1
*
[ -4/3 ] 
f(z) = -18/17*z^3 + 247/68*z + 1
*
[ 6/5 ] 
f(z) = -17/8*z^3 + 242/75*z + 1
*
[ -3/5 ] 
f(z) = -17/9*z^3 + 251/75*z + 1
*
[ -3/2 ] 
f(z) = -17/15*z^3 + 253/60*z + 1
*
2 | 0.15825005980415346605909112784317240019 | 0.028518271759674676784455762253089086954
f(z) = -17/15*z^3 + 257/60*z + 1
*
[ -1/2 ] 
f(z) = -17/19*z^3 + 245/76*z + 1
*
[ -3/8 ] 
f(z) = -16/5*z^3 + 247/60*z + 1
*
[ -3/5 ] 
f(z) = -16/9*z^3 + 248/75*z + 1
*
[ -5/4 ] 
f(z) = -16/13*z^3 + 242/65*z + 1
*
[ 15/8 ] 
f(z) = -16/15*z^3 + 253/60*z + 1
*
-4/15 | 0.15942334429472418099126221359754898665 | 0.026095413900804282124806036077542838531
f(z) = -15/2*z^3 + 257/60*z + 1
*
-4/5 | 0.14075926322641988838403985583255428716 | 0.025330865318040653312782547529239510174
f(z) = -15/4*z^3 + 259/60*z + 1
*
[ -2/5 ] 
f(z) = -15/14*z^3 + 257/70*z + 1
*
-4/3 | 0.19841180400535882653519958290576268226 | 0.028876316075291622867828018554048216959
f(z) = -15/16*z^3 + 241/60*z + 1
*
[ -1/2 ] 
f(z) = -15/19*z^3 + 243/76*z + 1
*
-3/5 | 0.12227339508416732199698474904956775336 | 0.020873129115613669270596648506394713466
f(z) = -14/3*z^3 + 251/75*z + 1
*
-5/14 | 0.11437145490558808500504694369358379798 | 0.020729031502719537891789947972754872750
f(z) = -14/5*z^3 + 249/70*z + 1
*
[ -3/5 ] 
f(z) = -14/9*z^3 + 242/75*z + 1
*
-6/13 | 0.13930923153515360461324926794629812172 | 0.023923773577539005924384073335421928175
f(z) = -13/3*z^3 + 241/78*z + 1
*
[ -6/13 ] 
f(z) = -13/18*z^3 + 259/78*z + 1
*
[ -1/2 ] 
f(z) = -13/19*z^3 + 241/76*z + 1
*
[ 3/5 ] 
f(z) = -11*z^3 + 247/75*z + 1
*
[ -6/11 ] 
f(z) = -11/3*z^3 + 259/66*z + 1
*
[ -6/11 ] 
f(z) = -11/4*z^3 + 241/66*z + 1
*
3/2 | 0.14857501771485793521431674168938300901 | 0.026774730683416714567250620975802700259
f(z) = -11/5*z^3 + 257/60*z + 1
*
-3/11 | 0.15331942719870363119193749899477461405 | 0.027747847803187472225113022680005090687
f(z) = -11/6*z^3 + 251/66*z + 1
*
[ -3/2 ] 
f(z) = -10/11*z^3 + 245/66*z + 1
*
[ 8/9 ] 
f(z) = -9/2*z^3 + 247/72*z + 1
*
-1/2 | 0.15209244618885813445378476170130454549 | 0.027606049328144902981174215954778852627
f(z) = -9/5*z^3 + 247/60*z + 1
*
-1 | 0.095632708937475022550874831686528093693 | 0.017246104366359107993769123202110491683
f(z) = -9/7*z^3 + 256/63*z + 1
*
[ -6/5 ] 
f(z) = -9/8*z^3 + 259/75*z + 1
*
-17/6 | 0.15756430069259645115105388067718559489 | 0.028641502482210274558890300207055636390
f(z) = -9/17*z^3 + 245/68*z + 1
*
[ 9/8 ] 
f(z) = -8/3*z^3 + 251/72*z + 1
*
[ -5/4 ] 
f(z) = -8/7*z^3 + 251/70*z + 1
*
-13/8 | 0.088510481868427233999611440071175220345 | 0.016137421848377723222402498619629634896
f(z) = -8/9*z^3 + 241/72*z + 1
*
0 | 0.14789804883762110740680238433865082154 | 0.026965091074665416563346640870213073009
f(z) = -8/19*z^3 + 241/76*z + 1
*
[ 9/7 ] 
f(z) = -7/3*z^3 + 257/63*z + 1
*
-2/7 | 0.085168489235912327777463051943596623561 | 0.015391739440972915276613663643357474509
f(z) = -7/5*z^3 + 253/70*z + 1
*
-1 | 0.083954776503606748201366127974854197435 | 0.015140142465086840240678379109281344839
f(z) = -7/9*z^3 + 256/63*z + 1
*
-2/7 | 0.083696031598720422282104278264074608922 | 0.015169324173541820088828347235939923587
f(z) = -7/10*z^3 + 249/70*z + 1
*
-5/2 | 0.15939391939198957119984715012583606844 | 0.028931327699718235500437652270846103490
f(z) = -7/15*z^3 + 247/60*z + 1
*
[ -5/2 ] 
f(z) = -7/15*z^3 + 259/60*z + 1
*
-2/5 | 0.091945541716423410681610297382502584178 | 0.016763709364515540021245065140640046920
f(z) = -5/3*z^3 + 241/60*z + 1
*
-6/5 | 0.15569371370288596118979968316895603798 | 0.028018450809375510236230182960639018344
f(z) = -5/3*z^3 + 259/60*z + 1
*
-12/5 | 0.13104020263757006855335446277031016012 | 0.023681723996570605251649289327416596380
f(z) = -5/6*z^3 + 253/60*z + 1
*
[ -2/5 ] 
f(z) = -5/7*z^3 + 253/70*z + 1
*
[ -1/3 ] 
f(z) = -5/7*z^3 + 257/63*z + 1
*
[ 12/5 ] 
f(z) = -5/8*z^3 + 251/60*z + 1
*
[ 14/5 ] 
f(z) = -5/14*z^3 + 241/70*z + 1
*
[ -8/3 ] 
f(z) = -5/16*z^3 + 259/72*z + 1
*
-3/10 | 0.16243373840150205403899328917899414295 | 0.029231377432941883147379998896049913156
f(z) = -4/3*z^3 + 259/75*z + 1
*
[ -1/3 ] 
f(z) = -4/7*z^3 + 256/63*z + 1
*
-5/4 | 0.098798619029424411878155992518055350617 | 0.017854990911211732995010307650484919592
f(z) = -4/15*z^3 + 253/60*z + 1
*
[ -5/6 ] 
f(z) = -3*z^3 + 257/60*z + 1
*
-11/6 | 0.12642064217252965899165913948103889009 | 0.023049283994562139727954669537514154707
f(z) = -3/5*z^3 + 241/60*z + 1
*
-2 | 0.15965541749713422584886933432476689072 | 0.028731394191869981455712725240425523565
f(z) = -3/5*z^3 + 259/60*z + 1
*
[ 4 ] 
f(z) = -3/17*z^3 + 243/68*z + 1
*
[ 4 ] 
f(z) = -3/19*z^3 + 249/76*z + 1
*
[ -3/5 ] 
f(z) = -2*z^3 + 254/75*z + 1
*
[ -1/3 ] 
f(z) = -2/7*z^3 + 254/63*z + 1
*
-13/4 | 0.12097352460843451228603484352238021475 | 0.022056153778412373950669551489154185478
f(z) = -2/9*z^3 + 241/72*z + 1
*
-5/6 | 0.098894488744751014935939515636944910714 | 0.018030656365943563606213651602586080181
f(z) = -1/2*z^3 + 241/72*z + 1
*
-9/5 | 0.13691179201297214514109637057170599282 | 0.024690245422042012823603109174024516076
f(z) = -1/3*z^3 + 256/75*z + 1
*
[ -1/3 ] 
f(z) = -1/7*z^3 + 253/63*z + 1
*
[ -14/3 ] 
f(z) = -1/8*z^3 + 248/63*z + 1
*
-5/2 | 0.092438572726614326576001979319399840157 | 0.016853599841076381309008060759632423596
f(z) = -1/15*z^3 + 241/60*z + 1
*
-15/2 | 0.10022110851854501909138267817155785199 | 0.018112064715977955664786083595328985765
f(z) = -1/15*z^3 + 253/60*z + 1
*
-5/2 | 0.084936309321687808832149297014702464365 | 0.015485771005132240130982485342477675844
f(z) = -1/18*z^3 + 241/72*z + 1
*
8 | 0.10822033730635849775153280598860648966 | 0.019642895126284524726880427175855160900
f(z) = -1/18*z^3 + 247/72*z + 1
*
-3/4 | 0.087312632603995843119317439695845090177 | 0.015847972092204262081549885461693603981
f(z) = -20/7*z^3 + 247/84*z + 1
*
-2/5 | 0.14153231534439877350909430953736007680 | 0.025505564021667446942284238762099271412
f(z) = -20/9*z^3 + 257/90*z + 1
*
0 | 0.077849211177487198101812629070863666730 | 0.013466989318037042635599957602701217645
f(z) = -18/5*z^3 + 259/90*z + 1
*
7/8 | 0.12945385001187425820357004160581163548 | 0.021205280028896870858642632369499083864
f(z) = -16/3*z^3 + 247/84*z + 1
*
0 | 0.14336216726611440273912555744978225933 | 0.025853485970739666200460921637721903976
f(z) = -16/5*z^3 + 251/80*z + 1
*
-2/3 | 0.082974720165744814034923758265039633694 | 0.015006019401378821945603052865488766631
f(z) = -14/5*z^3 + 247/90*z + 1
*
4/3 | 0.11118557107705699766120641208209347171 | 0.020093573984546253939140348013133835812
f(z) = -13/10*z^3 + 253/90*z + 1
*
-8/11 | 0.15180150263609723321729083841809019889 | 0.027512967574832150896458727442990711162
f(z) = -11/4*z^3 + 249/88*z + 1
*
-5/4 | 0.088625701790286766258588735392225814412 | 0.015948973192303683452989289184832064610
f(z) = -11/5*z^3 + 259/80*z + 1
*
[ -8/11 ] 
f(z) = -11/16*z^3 + 241/88*z + 1
*
[ -3/4 ] 
f(z) = -11/18*z^3 + 257/96*z + 1
*
9/8 | 0.12592840232537535385480090740071351743 | 0.021831032360577999801593559724094809408
f(z) = -10/3*z^3 + 245/96*z + 1
*
-9/10 | 0.10810991712326120466941353118845271065 | 0.018954074353927320019642837563482527291
f(z) = -10/3*z^3 + 253/90*z + 1
*
-2/5 | 0.11255892595507120491775285643837008457 | 0.020521986013333775681539679025883306901
f(z) = -10/9*z^3 + 241/90*z + 1
*
-10/9 | 0.11775764189679033564560412300473602603 | 0.019060975580690700380434275161915854428
f(z) = -9/4*z^3 + 241/90*z + 1
*
[ 10/9 ] 
f(z) = -9/4*z^3 + 259/90*z + 1
*
-1/4 | 0.14514405367686672436564743114153273284 | 0.026306351209607492522049311955261351045
f(z) = -9/5*z^3 + 249/80*z + 1
*
[ -5/3 ] 
f(z) = -9/16*z^3 + 253/80*z + 1
*
-7/6 | 0.16192430452395293023248959767493409640 | 0.029522388246541783675772231913302222151
f(z) = -8/5*z^3 + 241/90*z + 1
*
-13/14 | 0.12146204784699059905896653240981412561 | 0.021950749733852999371052013517706261888
f(z) = -7/3*z^3 + 253/84*z + 1
*
-1/4 | 0.13226746625056350291249702985953549068 | 0.024007649882149684475509824609326549700
f(z) = -7/5*z^3 + 247/80*z + 1
*
-12/7 | 0.10354612308274238338897580539037477591 | 0.018712964864245305913634684088022393644
f(z) = -7/6*z^3 + 253/84*z + 1
*
[ 12/7 ] 
f(z) = -7/8*z^3 + 251/84*z + 1
*
-3/2 | 0.16591035963644599529882582232856660661 | 0.025046607171099852921428145102228786381
f(z) = -7/9*z^3 + 251/84*z + 1
*
[ -2/3 ] 
f(z) = -7/10*z^3 + 253/90*z + 1
*
[ -4/7 ] 
f(z) = -7/12*z^3 + 247/84*z + 1
*
13/7 | 0.14703520111496151777887876357572953987 | 0.026572357036224880750138436793721336564
f(z) = -7/12*z^3 + 253/84*z + 1
*
[ -12/7 ] 
f(z) = -7/16*z^3 + 241/84*z + 1
*
[ -3/4 ] 
f(z) = -7/18*z^3 + 245/96*z + 1
*
-3/8 | 0.17528715350056536383004353971030035756 | 0.027577750859143604972816987216357592233
f(z) = -6*z^3 + 241/96*z + 1
*
-2/7 | 0.17019228847892672130907831011784668534 | 0.027298857256363391342634765741905099009
f(z) = -5/4*z^3 + 255/98*z + 1
*
-4/5 | 0.15843606800993673403955748142201573640 | 0.028551792331917250436747879579930155248
f(z) = -5/9*z^3 + 257/90*z + 1
*
0 | 0.14762029476119241725665473452873885934 | 0.026755152700221456328284888665417361410
f(z) = -5/16*z^3 + 249/80*z + 1
*
-5/8 | 0.14784860079389801637638011697086568482 | 0.025631132681712477237389015257817702562
f(z) = -4*z^3 + 253/80*z + 1
*
[ -2/3 ] 
f(z) = -4/5*z^3 + 257/90*z + 1
*
[ -5/2 ] 
f(z) = -4/17*z^3 + 244/85*z + 1
*
[ -5/2 ] 
f(z) = -4/19*z^3 + 258/95*z + 1
*
-2/7 | 0.16981721588629906439576796090432561659 | 0.027307949155398869391756126026009042936
f(z) = -3/4*z^3 + 251/98*z + 1
*
-1/4 | 0.15347877227774876578554885205543002568 | 0.027940479796346905436158160770992560322
f(z) = -3/5*z^3 + 243/80*z + 1
*
[ -3/2 ] 
f(z) = -3/8*z^3 + 241/96*z + 1
*
[ -2/3 ] 
f(z) = -2/5*z^3 + 241/90*z + 1
*
[ -5/2 ] 
f(z) = -2/9*z^3 + 251/90*z + 1
*
[ -11/4 ] 
f(z) = -2/11*z^3 + 241/88*z + 1
*
-11/4 | 0.074356674905783459842522483431827747695 | 0.013399829767731054044042175432737643708
f(z) = -2/11*z^3 + 257/88*z + 1
*
-2/7 | 0.15280146364952015099613600348335967743 | 0.027614442099332315353229611561400663010
f(z) = -z^3 + 253/98*z + 1
*
-2/7 | 0.15182070275744857543517633117169845494 | 0.027516447463416907939242052814534829917
f(z) = -1/2*z^3 + 249/98*z + 1
*
[ -3/4 ] 
f(z) = -1/2*z^3 + 251/96*z + 1
*
-2/7 | 0.18079220765616564154798426565836898994 | 0.029148113244199913071957153540450087640
f(z) = -1/4*z^3 + 247/98*z + 1
*
-5/3 | 0.11654059167235695675073994651583948752 | 0.021247931889829831340022898553541869510
f(z) = -1/10*z^3 + 241/90*z + 1
*
0 | 0.16692690267773103834709271674788742026 | 0.028346130427363689708082775829166167554
f(z) = -19/6*z^3 + 241/114*z + 1
*
0 | 0.16677839713996491616142143951586856439 | 0.028320912459048353191615357834268581137
f(z) = -19/6*z^3 + 253/114*z + 1
*
-6/19 | 0.17815384883386506214198656478670106249 | 0.026768153488750570653836154311258594906
f(z) = -19/18*z^3 + 259/114*z + 1
*
-5/6 | 0.12031572980235936955853779399966272587 | 0.021682119322505419637494548555237840290
f(z) = -18/11*z^3 + 257/110*z + 1
*
0 | 0.14449144288060364264969365357085299915 | 0.026343991333266345323326973176513164597
f(z) = -18/19*z^3 + 241/114*z + 1
*
[ 4/5 ] 
f(z) = -17/4*z^3 + 247/100*z + 1
*
-3/5 | 0.13805005724634081196058853555187372694 | 0.024895516622966674605131693127733148462
f(z) = -15/7*z^3 + 256/105*z + 1
*
10/7 | 0.12280912561107563261143996922209148391 | 0.022373933124773429362695105681201202654
f(z) = -14/15*z^3 + 242/105*z + 1
*
7/6 | 0.16159137536414247680682094324829570095 | 0.029202964239790511815897389761172552767
f(z) = -12/5*z^3 + 253/105*z + 1
*
-2/15 | 0.18440861422186614153802691060933777822 | 0.027109366721278931230151355658976258890
f(z) = -9*z^3 + 241/100*z + 1
*
13/8 | 0.14256038455487447021309335263950464129 | 0.025690832559122562621908706962341680081
f(z) = -8/13*z^3 + 257/104*z + 1
*
[ 4/3 ] 
f(z) = -7/6*z^3 + 251/108*z + 1
*
0 | 0.13086088482090619998326581061540620455 | 0.023805144659535407816437821680830369269
f(z) = -7/15*z^3 + 244/105*z + 1
*
-3/7 | 0.13732298439975605347468275577727436402 | 0.024799475303067586321612760926143921725
f(z) = -7/15*z^3 + 254/105*z + 1
*
[ -4/5 ] 
f(z) = -7/16*z^3 + 253/100*z + 1
*
[ -3/2 ] 
f(z) = -6/17*z^3 + 251/102*z + 1
*
17/6 | 0.15740177495287733862493312041790826388 | 0.028445815222935637393344367769049900860
f(z) = -6/17*z^3 + 253/102*z + 1
*
[ -4/5 ] 
f(z) = -3/8*z^3 + 249/100*z + 1
*
[ 13/4 ] 
f(z) = -2/13*z^3 + 241/104*z + 1
*
[ -4/5 ] 
f(z) = -1/2*z^3 + 257/100*z + 1
*
[ -4/3 ] 
f(z) = -1/3*z^3 + 253/108*z + 1
*
[ -4/5 ] 
f(z) = -1/4*z^3 + 241/100*z + 1
*
-4 | 0.16439596212323641480143840663009158167 | 0.029795625845500677307675465940467160801
f(z) = -1/7*z^3 + 249/112*z + 1
*
-7 | 0.082006745897058349681628910106926126662 | 0.014820345841210057287475813624146687873
f(z) = -1/15*z^3 + 253/105*z + 1
*
-7 | 0.14908709965685737901322404103028553459 | 0.027060553830573900625980759826059284746
f(z) = -1/16*z^3 + 247/112*z + 1
*
0 | 0.074129265090760254497051460066024627229 | 0.012823482807747410024630181156603474947
f(z) = -18/7*z^3 + 247/126*z + 1
*
0 | 0.10530087929977961202559603254367987159 | 0.019198683301619269293972047821687841114
f(z) = -15/8*z^3 + 241/120*z + 1
*
-5/4 | 0.096305724165295740821996273416888129475 | 0.017480293324946429267905234769038671669
f(z) = -14/15*z^3 + 247/120*z + 1
*
-3/4 | 0.16356958603939739577045226153728819441 | 0.029476904539953878064750582441812043583
f(z) = -12/11*z^3 + 257/132*z + 1
*
0 | 0.14830089685784390610158955959443548252 | 0.027038539194095868594647215253260838470
f(z) = -11/12*z^3 + 241/132*z + 1
*
-4/11 | 0.095790890338276393083217506477607650931 | 0.017386846685217552951501684887740688390
f(z) = -11/12*z^3 + 247/132*z + 1
*
-1/4 | 0.14045931662971150537094151070261738958 | 0.023443235877530105024956473180194297373
f(z) = -10/3*z^3 + 241/120*z + 1
*
1/2 | 0.13687115902453672878513787821164397398 | 0.024843258572749069131068578681011954979
f(z) = -9/11*z^3 + 247/132*z + 1
*
[ 14/9 ] 
f(z) = -9/14*z^3 + 241/126*z + 1
*
[ 7/12 ] 
f(z) = -8*z^3 + 253/126*z + 1
*
[ 5/3 ] 
f(z) = -8/15*z^3 + 254/135*z + 1
*
-11/12 | 0.099803609776915692334637145819474744619 | 0.018196409272238690778465308427908891554
f(z) = -6/5*z^3 + 241/120*z + 1
*
8/3 | 0.063162254619837538382129804888132764867 | 0.011382481273192021310191098211625527414
f(z) = -5/14*z^3 + 257/126*z + 1
*
0 | 0.16396854233612540523836092378125644455 | 0.029548800525992703975681213879282373776
f(z) = -4/15*z^3 + 257/120*z + 1
*
1/6 | 0.11112014487527628016400175114306423931 | 0.020081750092171787604402675376939951150
f(z) = -2/7*z^3 + 253/126*z + 1
*
-7/2 | 0.15345008645015122632335215134313118972 | 0.027731661897785403308334046468040397379
f(z) = -2/9*z^3 + 253/126*z + 1
*
[ -3/2 ] 
f(z) = -1/11*z^3 + 247/132*z + 1
*
[ -5/3 ] 
f(z) = -1/15*z^3 + 241/135*z + 1
*
0 | 0.10477407926811632442652065928591329167 | 0.017487223440000106420494854028833475785
f(z) = -20/7*z^3 + 253/140*z + 1
*
-8/19 | 0.12093498550621053169946438449875541642 | 0.019575279943236472042672470921318556927
f(z) = -19/16*z^3 + 241/152*z + 1
*
[ 6/5 ] 
f(z) = -19/18*z^3 + 253/150*z + 1
*
-6/7 | 0.22564100050890604386175503004743528191 | 0.028840901352603167278371444224108546896
f(z) = -17/8*z^3 + 254/147*z + 1
*
-2/5 | 0.17478121751820762866191248161524659747 | 0.027965105579365614633258391234650008189
f(z) = -17/12*z^3 + 259/150*z + 1
*
0 | 0.15266256826007993738276286819776816279 | 0.027628969053180978412586504050439113794
f(z) = -14/11*z^3 + 251/154*z + 1
*
[ 3/5 ] 
f(z) = -13/2*z^3 + 251/150*z + 1
*
0 | 0.14285552565300693785693318764058901086 | 0.026045727377930524307415649051352697419
f(z) = -13/12*z^3 + 241/156*z + 1
*
-2/5 | 0.14500829691918793339031129834693647228 | 0.023318479099501310223958241668881303721
f(z) = -13/12*z^3 + 251/150*z + 1
*
0 | 0.14249950701500788744110209842799595801 | 0.025752661601953783345163036612137632835
f(z) = -13/12*z^3 + 253/156*z + 1
*
[ 6/5 ] 
f(z) = -13/12*z^3 + 259/150*z + 1
*
[ 7/11 ] 
f(z) = -11/2*z^3 + 255/154*z + 1
*
-2/5 | 0.14532220515207518900490134980284957903 | 0.023429483756984710179643739941594961832
f(z) = -11/12*z^3 + 247/150*z + 1
*
0 | 0.15839504144503908559415506808220670791 | 0.028878925394277581832536181966876713451
f(z) = -9/16*z^3 + 241/144*z + 1
*
7/4 | 0.11647686641544625925818479264452056900 | 0.021019910976299929038618805789618270591
f(z) = -8/11*z^3 + 255/154*z + 1
*
-2/5 | 0.12051325191956499438369585453686783769 | 0.021779282330490473109335869659933261114
f(z) = -7/6*z^3 + 253/150*z + 1
*
[ 3/2 ] 
f(z) = -7/13*z^3 + 241/156*z + 1
*
11/15 | 0.092409647702414515338600742382883112637 | 0.013584869875628062838633563324706071208
f(z) = -6*z^3 + 259/150*z + 1
*
7/5 | 0.10252580753765852533319564040645225965 | 0.018664602352474054385338096037677564561
f(z) = -5/4*z^3 + 243/140*z + 1
*
3 | 0.15839504144503908559415506808220670791 | 0.028792511709672145620919067209942349453
f(z) = -5/16*z^3 + 245/144*z + 1
*
-14/5 | 0.073808492594079295333456413105465565933 | 0.010666454450185159906116850927300714749
f(z) = -5/16*z^3 + 253/140*z + 1
*
-2/5 | 0.14304658761809765303637660697775547994 | 0.025778451300654444777150254162136434972
f(z) = -4/3*z^3 + 257/150*z + 1
*
[ 9/8 ] 
f(z) = -4/3*z^3 + 259/144*z + 1
*
[ 13/6 ] 
f(z) = -3/13*z^3 + 253/156*z + 1
*
-2/5 | 0.11921853329788453798052319537220278321 | 0.021736179979595166662331166455138094811
f(z) = -2/3*z^3 + 241/150*z + 1
*
[ 6/5 ] 
f(z) = -z^3 + 241/150*z + 1
*
-7/2 | 0.10187645632583201252129859807440353765 | 0.018546389363501621447469730625822131708
f(z) = -1/5*z^3 + 243/140*z + 1
*
-3/5 | 0.11921865858697125209392815289225798955 | 0.021454444381442425622521101147914691798
f(z) = -1/6*z^3 + 259/150*z + 1
*
0 | 0.13652903830364332812603559213747670477 | 0.024892268566951850030355378917649372286
f(z) = -11/15*z^3 + 241/165*z + 1
*
-7/15 | 0.13707728498916086820909674774127718625 | 0.024844305436117588250047281119923616051
f(z) = -9/7*z^3 + 249/175*z + 1
*
[ 5/4 ] 
f(z) = -9/10*z^3 + 257/160*z + 1
*
-3/7 | 0.080052584277428669231212888694780162364 | 0.014487967802691548456741721472636403854
f(z) = -7/8*z^3 + 251/168*z + 1
*
[ 7/5 ] 
f(z) = -4/7*z^3 + 246/175*z + 1
*
-7/3 | 0.082054464070253256646562270502798566197 | 0.014893570584729323380809655075069342166
f(z) = -3/8*z^3 + 247/168*z + 1
*
7/4 | 0.13625259020030062989740562288924299718 | 0.024730983164583760144266049864415250621
f(z) = -2/3*z^3 + 247/168*z + 1
*
-3/4 | 0.10887356886888647463785023142729750613 | 0.019704007991423380375778167204818085864
f(z) = -2/7*z^3 + 251/168*z + 1
*
0 | 0.16968988725204536317298247621621891886 | 0.029750413520507463570972840842895005894
f(z) = -20/13*z^3 + 248/195*z + 1
*
0 | 0.062012927465110204024110981030924488678 | 0.010727500242087888301852974571222004843
f(z) = -18/11*z^3 + 247/198*z + 1
*
-2/3 | 0.072872657343733291361615062872004761567 | 0.011852164447545092419135080393967660831
f(z) = -13/5*z^3 + 253/180*z + 1
*
0 | 0.17950853300692512704629629078489233121 | 0.028820456912322317070375761584448977787
f(z) = -13/5*z^3 + 257/195*z + 1
*
[ 15/13 ] 
f(z) = -13/15*z^3 + 251/195*z + 1
*
-4/9 | 0.075569207976210166203313761568147404758 | 0.013618340570588355642345450006923930223
f(z) = -9/10*z^3 + 257/180*z + 1
*
-3/4 | 0.16909795935483948037848529903019677454 | 0.029069061034740326114247977813739227166
f(z) = -7/4*z^3 + 253/192*z + 1
*
-5/6 | 0.076419247609745379954377487829131687812 | 0.013820458929899877229028235498141763669
f(z) = -7/5*z^3 + 247/180*z + 1
*
[ 3/2 ] 
f(z) = -7/16*z^3 + 253/192*z + 1
*
-1/3 | 0.13029977777595663257406481578127282524 | 0.023756536359684470625451721932226052731
f(z) = -5/4*z^3 + 241/180*z + 1
*
-4/5 | 0.094989375443212715917288865141649019591 | 0.017118052445122735941782168913699879321
f(z) = -5/18*z^3 + 257/180*z + 1
*
-5/6 | 0.16252732943233926625649386605090734686 | 0.029632333047725618325877747222074611907
f(z) = -1/5*z^3 + 241/180*z + 1
*
[ 10/3 ] 
f(z) = -1/16*z^3 + 251/180*z + 1
*
0 | 0.15752216395843498170204449937638519768 | 0.027799206206779297324962967515037856355
f(z) = -17/12*z^3 + 241/204*z + 1
*
10/7 | 0.10142604201742222723151568326741894082 | 0.018329821572120446247586704878936744856
f(z) = -14/15*z^3 + 253/210*z + 1
*
[ 7/10 ] 
f(z) = -10/3*z^3 + 253/210*z + 1
*
6/5 | 0.15874017093979183482575389289870166052 | 0.027830684575564918383065927105856837641
f(z) = -10/7*z^3 + 257/210*z + 1
*
-7/4 | 0.16148501694450485366286901759190844925 | 0.029183743033718845651703417613456468738
f(z) = -8/15*z^3 + 253/210*z + 1
*
-6/7 | 0.15072656567259887151812329776957708419 | 0.026519653430178936832472860480376187091
f(z) = -7/5*z^3 + 251/210*z + 1
*
[ 3/2 ] 
f(z) = -7/17*z^3 + 257/204*z + 1
*
[ 6/5 ] 
f(z) = -5/7*z^3 + 251/210*z + 1
*
[ 13/8 ] 
f(z) = -4/13*z^3 + 249/208*z + 1
*
7/3 | 0.082007233945688067143421104657939085470 | 0.014820434041874534585160674959957468161
f(z) = -3/10*z^3 + 253/210*z + 1
*
0 | 0.16942033947547063093980865006447728062 | 0.028769545009119680983660835453927915747
f(z) = -19/12*z^3 + 241/228*z + 1
*
-12/19 | 0.095217296065793732113669951511817571862 | 0.013626823465930518275085840717955916767
f(z) = -19/16*z^3 + 241/228*z + 1
*
-5/8 | 0.083771058975835684505300260465179254825 | 0.014522607018042351911648419987001376792
f(z) = -16/11*z^3 + 257/220*z + 1
*
-4/5 | 0.16302211410887803144676388042642258283 | 0.028581404503632352851092942128278618380
f(z) = -15/11*z^3 + 247/220*z + 1
*
0 | 0.064479356961723852363345344511854476774 | 0.011703541849291470052008144942682810955
f(z) = -14/17*z^3 + 247/238*z + 1
*
[ 7/4 ] 
f(z) = -3/14*z^3 + 243/224*z + 1
*
-7/4 | 0.16192335972419316405332746121522198673 | 0.029390442247042328754803633165542682880
f(z) = -1/2*z^3 + 247/224*z + 1
*
[ 5/2 ] 
f(z) = -1/11*z^3 + 257/220*z + 1
*
-3/4 | 0.13362528482046136691686300213927814779 | 0.023373209261797603833291878727671033358
f(z) = -19/15*z^3 + 251/240*z + 1
*
-1/17 | 0.14188182369759147155739884491416475919 | 0.025039029269582650850281368006140365255
f(z) = -17/15*z^3 + 256/255*z + 1
*
0 | 0.15520132928318139124818154416778295374 | 0.027968859483769715510174206761426110852
f(z) = -15/16*z^3 + 257/240*z + 1
*
0 | 0.062402749323845263891004426751163994901 | 0.011229922652089326373742727210584694415
f(z) = -15/17*z^3 + 259/255*z + 1
*
-14/9 | 0.11631172081014876440667917218630794734 | 0.016808820075315089418749770849980111870
f(z) = -9/16*z^3 + 253/252*z + 1
*
-4/7 | 0.093391934005003736301556537662821811026 | 0.016877889075992102017905694582058790432
f(z) = -7/9*z^3 + 253/252*z + 1
*
0 | 0.16120462980515336791491537287427264944 | 0.028449080642540340992065847321422543238
f(z) = -17/16*z^3 + 257/272*z + 1
*
-4/5 | 0.16292368331366928139923029587987406448 | 0.028564147394749587643030767708284090555
f(z) = -15/13*z^3 + 257/260*z + 1
*
10/9 | 0.16195250127835971481772679290515199968 | 0.026974608194355942114185803872910813179
f(z) = -3/2*z^3 + 257/270*z + 1
*
0 | 0.16689194559588899556830226350098478119 | 0.028340194308108139878949888078319264151
f(z) = -19/15*z^3 + 241/285*z + 1
*
[ 6/7 ] 
f(z) = -17/12*z^3 + 257/294*z + 1
*
-6/7 | 0.16981361032113229331955324475350133435 | 0.026630215110134566833674901725818879051
f(z) = -11/12*z^3 + 247/294*z + 1
*
1/2 | 0.14265075944315408715954474214235105035 | 0.024676887852479278143185506551737890569
f(z) = -9/8*z^3 + 241/288*z + 1
*
[ 9/4 ] 
f(z) = -1/18*z^3 + 241/288*z + 1
*
[ -6 ] 
f(z) = -19/8*z^3 + 260/3*z + 1
*
0 | 0.090825693895145319231719830167066036322 | 0.016028742432278896729983707123477049528
f(z) = -17*z^3 + 273/17*z + 1
*
[ 4 ] 
f(z) = -17/4*z^3 + 275/4*z + 1
*
[ -4 ] 
f(z) = -17/4*z^3 + 277/4*z + 1
*
4 | 0.13763774465907614299384196402540800617 | 0.024601402167214470189342002896029915549
f(z) = -17/12*z^3 + 269/12*z + 1
*
-4/3 | 0.13513142717029409874334209813523103824 | 0.024218274250655048306010655888353221392
f(z) = -12*z^3 + 265/12*z + 1
*
[ -4/3 ] 
f(z) = -12*z^3 + 277/12*z + 1
*
-5 | 0.16333835418081644394279826282835478879 | 0.029061691164616752313088260707559578329
f(z) = -11/5*z^3 + 276/5*z + 1
*
[ 5 ] 
f(z) = -11/5*z^3 + 279/5*z + 1
*
[ 6 ] 
f(z) = -11/9*z^3 + 269/6*z + 1
*
[ -6 ] 
f(z) = -11/9*z^3 + 271/6*z + 1
*
[ 3 ] 
f(z) = -10*z^3 + 272/3*z + 1
*
[ -3 ] 
f(z) = -10*z^3 + 274/3*z + 1
*
[ -7/2 ] 
f(z) = -10/7*z^3 + 263/14*z + 1
*
[ -3/2 ] 
f(z) = -9*z^3 + 263/12*z + 1
*
[ 8/3 ] 
f(z) = -9/2*z^3 + 261/8*z + 1
*
[ -8/3 ] 
f(z) = -9/2*z^3 + 267/8*z + 1
*
[ -10/3 ] 
f(z) = -9/4*z^3 + 263/10*z + 1
*
[ -3 ] 
f(z) = -9/5*z^3 + 263/15*z + 1
*
[ 16/3 ] 
f(z) = -9/16*z^3 + 269/16*z + 1
*
[ -16/3 ] 
f(z) = -9/16*z^3 + 275/16*z + 1
*
[ -9/4 ] 
f(z) = -8/3*z^3 + 269/18*z + 1
*
[ -5/2 ] 
f(z) = -8/3*z^3 + 271/15*z + 1
*
[ -5/3 ] 
f(z) = -6*z^3 + 274/15*z + 1
*
[ 6 ] 
f(z) = -5/4*z^3 + 275/6*z + 1
*
[ -6 ] 
f(z) = -5/4*z^3 + 277/6*z + 1
*
[ -7 ] 
f(z) = -5/14*z^3 + 261/14*z + 1
*
[ -4 ] 
f(z) = -4*z^3 + 261/4*z + 1
*
[ 4 ] 
f(z) = -4/3*z^3 + 265/12*z + 1
*
[ -4 ] 
f(z) = -4/3*z^3 + 271/12*z + 1
*
-1/2 | 0.13519005740217593038351258776516127344 | 0.024131951092916488923378512875857578098
f(z) = -4/15*z^3 + 271/15*z + 1
*
[ 5 ] 
f(z) = -2/3*z^3 + 262/15*z + 1
*
[ -9/2 ] 
f(z) = -2/3*z^3 + 265/18*z + 1
*
[ -5 ] 
f(z) = -2/3*z^3 + 268/15*z + 1
*
1/2 | 0.15809292500655955479681573064484804435 | 0.028220202045220850502546001821680053696
f(z) = -2/9*z^3 + 271/18*z + 1
*
[ 8 ] 
f(z) = -1/2*z^3 + 263/8*z + 1
*
[ -8 ] 
f(z) = -1/2*z^3 + 265/8*z + 1
*
[ -10 ] 
f(z) = -1/4*z^3 + 261/10*z + 1
*
[ -9 ] 
f(z) = -1/6*z^3 + 263/18*z + 1
*
0 | 0.15718718972760505099159964569846448644 | 0.028133201032905371456058842739789294854
f(z) = -1/14*z^3 + 267/14*z + 1
*
0 | 0.15448009419816150570918475676333838479 | 0.027575297693150944539959030342287057959
f(z) = -1/15*z^3 + 271/15*z + 1
*
[ 16 ] 
f(z) = -1/16*z^3 + 271/16*z + 1
*
0 | 0.080215723447830346645035097452939758738 | 0.014300049340953217742923362858615546842
f(z) = -1/17*z^3 + 273/17*z + 1
*
0 | 0.11218499246707864168314233971745627486 | 0.020025457519564397364626033442813703380
f(z) = -1/18*z^3 + 271/18*z + 1
*
6/5 | 0.11350934986142305977736678981841174259 | 0.020370820549097457183718520432015658873
f(z) = -20/3*z^3 + 263/30*z + 1
*
[ -1/6 ] 
f(z) = -19*z^3 + 271/36*z + 1
*
-3/2 | 0.13363207695748561171146150338991299094 | 0.023982121848354252491884600771677406927
f(z) = -18/5*z^3 + 263/30*z + 1
*
[ 5/3 ] 
f(z) = -18/7*z^3 + 264/35*z + 1
*
[ -1/6 ] 
f(z) = -18/19*z^3 + 267/38*z + 1
*
[ -1/6 ] 
f(z) = -17*z^3 + 269/36*z + 1
*
-1/6 | 0.12525390607152801363972505548364197613 | 0.019706070563602557319428249023598111812
f(z) = -16*z^3 + 277/36*z + 1
*
[ -1/10 ] 
f(z) = -16*z^3 + 279/25*z + 1
*
[ -2/15 ] 
f(z) = -15*z^3 + 263/30*z + 1
*
[ -1/9 ] 
f(z) = -15*z^3 + 275/27*z + 1
*
-7/6 | 0.087563018127829845522534708830450941248 | 0.015651034018856121084849309983257837975
f(z) = -15/2*z^3 + 269/24*z + 1
*
[ -7/3 ] 
f(z) = -15/7*z^3 + 275/21*z + 1
*
[ -1/6 ] 
f(z) = -13*z^3 + 265/36*z + 1
*
[ -4/3 ] 
f(z) = -13/4*z^3 + 271/36*z + 1
*
[ -1/9 ] 
f(z) = -12*z^3 + 274/27*z + 1
*
[ -1/10 ] 
f(z) = -12*z^3 + 278/25*z + 1
*
-1/4 | 0.13338223254826687325855235473333825118 | 0.023937283818433336651586688540110084357
f(z) = -12/5*z^3 + 263/20*z + 1
*
[ -1/6 ] 
f(z) = -12/13*z^3 + 274/39*z + 1
*
[ -1/6 ] 
f(z) = -11*z^3 + 263/36*z + 1
*
[ -1/11 ] 
f(z) = -11/2*z^3 + 265/22*z + 1
*
-5/2 | 0.16287609454109598109618260774354307888 | 0.029230364702865029922902156636833584625
f(z) = -11/5*z^3 + 263/20*z + 1
*
-1/8 | 0.12277905429077225383040280734804298485 | 0.021285059271199030220321335684034929219
f(z) = -10*z^3 + 261/32*z + 1
*
0 | 0.14206006824457560393567558082803046960 | 0.024906291373451853197358384466056667059
f(z) = -10*z^3 + 263/30*z + 1
*
-1/4 | 0.087835303688385673913292174228263003797 | 0.015699702402635233250228212340559390791
f(z) = -10/3*z^3 + 269/24*z + 1
*
-1/10 | 0.10784364415611905792966835330988642849 | 0.019250509959584250123223613907858241723
f(z) = -10/3*z^3 + 271/30*z + 1
*
3 | 0.19298755195486240287481297226665923201 | 0.028930342133524319232621083599084454854
f(z) = -10/9*z^3 + 263/30*z + 1
*
[ -3 ] 
f(z) = -9/7*z^3 + 271/21*z + 1
*
[ -3 ] 
f(z) = -9/8*z^3 + 275/24*z + 1
*
[ 3 ] 
f(z) = -9/10*z^3 + 263/30*z + 1
*
[ 3 ] 
f(z) = -9/11*z^3 + 265/33*z + 1
*
[ 3 ] 
f(z) = -9/13*z^3 + 269/39*z + 1
*
[ -1/10 ] 
f(z) = -8*z^3 + 277/25*z + 1
*
9/4 | 0.16484787585577874815699716355799007292 | 0.029584228092731181184775467199715716420
f(z) = -8/5*z^3 + 263/30*z + 1
*
-5/2 | 0.14660621164282057338024845659930308797 | 0.026292602197551576304762928525193856466
f(z) = -8/7*z^3 + 264/35*z + 1
*
[ 5/2 ] 
f(z) = -8/7*z^3 + 271/35*z + 1
*
[ -3 ] 
f(z) = -8/11*z^3 + 260/33*z + 1
*
[ -3 ] 
f(z) = -8/13*z^3 + 268/39*z + 1
*
[ -15/4 ] 
f(z) = -8/15*z^3 + 263/30*z + 1
*
[ -4 ] 
f(z) = -7/18*z^3 + 269/36*z + 1
*
-1/12 | 0.14756047715615062680462852311728457386 | 0.026445810417006916861446851492365602258
f(z) = -6*z^3 + 265/24*z + 1
*
[ -1/9 ] 
f(z) = -6*z^3 + 272/27*z + 1
*
[ -6/5 ] 
f(z) = -5*z^3 + 271/30*z + 1
*
[ 7/2 ] 
f(z) = -5/7*z^3 + 265/28*z + 1
*
[ 4/3 ] 
f(z) = -4*z^3 + 265/36*z + 1
*
[ -1/10 ] 
f(z) = -4*z^3 + 276/25*z + 1
*
[ 9/4 ] 
f(z) = -4/3*z^3 + 263/36*z + 1
*
-4 | 0.12016574752697508424482166615766299675 | 0.021594987300045052050544134791793039085
f(z) = -4/5*z^3 + 261/20*z + 1
*
[ 4 ] 
f(z) = -4/5*z^3 + 271/20*z + 1
*
[ 4 ] 
f(z) = -4/7*z^3 + 277/28*z + 1
*
-4 | 0.14102395542470597574663066205418058058 | 0.025274334030999407075057390081559408315
f(z) = -4/9*z^3 + 265/36*z + 1
*
-6 | 0.11163441492209731371474878598259662862 | 0.020034337578867546762881283835235902288
f(z) = -4/15*z^3 + 263/30*z + 1
*
[ -1/9 ] 
f(z) = -3*z^3 + 271/27*z + 1
*
1/6 | 0.11324890816982583767046901715347638417 | 0.020296485977223635992132462420538588446
f(z) = -3/2*z^3 + 265/24*z + 1
*
[ 8/3 ] 
f(z) = -3/2*z^3 + 271/24*z + 1
*
[ 10/3 ] 
f(z) = -3/4*z^3 + 271/30*z + 1
*
[ 5 ] 
f(z) = -2/7*z^3 + 278/35*z + 1
*
[ 9/2 ] 
f(z) = -1/3*z^3 + 271/36*z + 1
*
17/2 | 0.14743900538027523789830535937440745102 | 0.026424040227470200599040102941882214345
f(z) = -1/6*z^3 + 265/24*z + 1
*
[ 8 ] 
f(z) = -1/6*z^3 + 277/24*z + 1
*
[ 9 ] 
f(z) = -1/12*z^3 + 275/36*z + 1
*
[ 10 ] 
f(z) = -1/12*z^3 + 277/30*z + 1
*
-1/15 | 0.16783429966391047103318335573706763609 | 0.024672825600890344628408031390085726029
f(z) = -20*z^3 + 274/45*z + 1
*
[ -1/5 ] 
f(z) = -20/9*z^3 + 274/45*z + 1
*
[ -1/4 ] 
f(z) = -20/13*z^3 + 265/52*z + 1
*
0 | 0.17050651206496297821771626044567856316 | 0.028953989753462767799880807238482403513
f(z) = -19/3*z^3 + 265/57*z + 1
*
0 | 0.16358157753759146960961664199661132772 | 0.027778055292540108199593884780923167698
f(z) = -19/3*z^3 + 268/57*z + 1
*
0 | 0.16358169640574277252567630891239160049 | 0.027778075477735343009177844307820360913
f(z) = -19/3*z^3 + 271/57*z + 1
*
0 | 0.16358138225320107053618351594279261303 | 0.027778022130978299512068368575901527260
f(z) = -19/3*z^3 + 274/57*z + 1
*
0 | 0.16358036519342002553396175037461259581 | 0.027777849422393023798866195950390030490
f(z) = -19/3*z^3 + 277/57*z + 1
*
[ -5/12 ] 
f(z) = -18*z^3 + 261/40*z + 1
*
[ 5/3 ] 
f(z) = -18/11*z^3 + 272/55*z + 1
*
[ -3/4 ] 
f(z) = -17/3*z^3 + 265/48*z + 1
*
[ -2/3 ] 
f(z) = -17/3*z^3 + 271/54*z + 1
*
[ -5/12 ] 
f(z) = -16*z^3 + 278/45*z + 1
*
[ -2/3 ] 
f(z) = -16/3*z^3 + 263/54*z + 1
*
-1/6 | 0.15148831108918724435443003876865805211 | 0.026988215522247680105162441315862601795
f(z) = -16/5*z^3 + 274/45*z + 1
*
-1/2 | 0.091044493271678285625934902431220074532 | 0.016273313687570007006963931355815784582
f(z) = -16/11*z^3 + 269/44*z + 1
*
[ 9/4 ] 
f(z) = -16/15*z^3 + 268/45*z + 1
*
-5/12 | 0.15116864190572164847143608413464491894 | 0.022976572414467271481193857382848815224
f(z) = -15*z^3 + 269/48*z + 1
*
-2/9 | 0.15415101678745606657774746639612365880 | 0.025675202592001161731645821647594332098
f(z) = -15/2*z^3 + 263/54*z + 1
*
-3/10 | 0.10308533426605914454522255260603080466 | 0.018073153161801226554486891369812102704
f(z) = -15/2*z^3 + 267/40*z + 1
*
[ 7/3 ] 
f(z) = -15/14*z^3 + 269/42*z + 1
*
[ -3/14 ] 
f(z) = -14*z^3 + 265/42*z + 1
*
[ -2/5 ] 
f(z) = -13*z^3 + 279/50*z + 1
*
-1/5 | 0.12100258135125008369760548506484217939 | 0.020920857310993272136989660877893512028
f(z) = -13/2*z^3 + 263/50*z + 1
*
-2 | 0.14651886045703279191020334723675878323 | 0.021056254523373209256789799318485996743
f(z) = -13/16*z^3 + 263/52*z + 1
*
[ -2/5 ] 
f(z) = -12*z^3 + 271/50*z + 1
*
[ -1/4 ] 
f(z) = -12/13*z^3 + 263/52*z + 1
*
[ -2/5 ] 
f(z) = -11*z^3 + 263/50*z + 1
*
-1/2 | 0.12293423161860450069035550377104575258 | 0.019885561824788350225876305566889901572
f(z) = -11*z^3 + 269/44*z + 1
*
-1/5 | 0.14141314681014604912023105072656163593 | 0.025176946745950651149947940949191355845
f(z) = -11/2*z^3 + 261/50*z + 1
*
-4/3 | 0.090263350325602099886097219869480504777 | 0.016166098325100759749007594106258659128
f(z) = -11/5*z^3 + 266/45*z + 1
*
18/11 | 0.16696539251901568587645322477802221190 | 0.029843432697487635852405593706293123566
f(z) = -11/5*z^3 + 269/55*z + 1
*
-3 | 0.15135846771466202757151122071228897991 | 0.027126486843457386182897896245196954941
f(z) = -11/16*z^3 + 265/48*z + 1
*
-2/3 | 0.11354294970039087294352033068717106027 | 0.018585422862992560577662248954636412187
f(z) = -10*z^3 + 272/45*z + 1
*
[ 7/4 ] 
f(z) = -10/7*z^3 + 269/56*z + 1
*
[ -1/5 ] 
f(z) = -10/9*z^3 + 272/45*z + 1
*
[ 11/5 ] 
f(z) = -10/11*z^3 + 272/55*z + 1
*
-8/3 | 0.16042373836629029312382617151854042478 | 0.028636261296060648047138788864317162246
f(z) = -9/10*z^3 + 271/40*z + 1
*
[ 3 ] 
f(z) = -9/14*z^3 + 271/42*z + 1
*
[ 3 ] 
f(z) = -9/16*z^3 + 275/48*z + 1
*
[ 3 ] 
f(z) = -9/17*z^3 + 277/51*z + 1
*
7/8 | 0.13475188220402922577173759264246649657 | 0.022073127962553933914626419193585765630
f(z) = -8*z^3 + 279/56*z + 1
*
-13/12 | 0.12920195589475603241304339278110449559 | 0.022973249239109366734510812763305949512
f(z) = -8/3*z^3 + 277/54*z + 1
*
-5/3 | 0.15847781714186838363560542999611075369 | 0.028441033077459725212092059051809217850
f(z) = -8/5*z^3 + 263/45*z + 1
*
[ 5/2 ] 
f(z) = -8/9*z^3 + 277/45*z + 1
*
-6/7 | 0.094288658161152210851406321175743445168 | 0.016589660393787800945085386153527757652
f(z) = -7*z^3 + 265/42*z + 1
*
[ 8/7 ] 
f(z) = -7/2*z^3 + 263/56*z + 1
*
[ -3/2 ] 
f(z) = -7/4*z^3 + 269/48*z + 1
*
[ -3 ] 
f(z) = -7/19*z^3 + 265/57*z + 1
*
-8/3 | 0.091412998831367088844620153461955443513 | 0.016254038813143424379046892204506588283
f(z) = -6/7*z^3 + 277/42*z + 1
*
[ 8/5 ] 
f(z) = -5/2*z^3 + 271/40*z + 1
*
[ 9/5 ] 
f(z) = -5/3*z^3 + 263/45*z + 1
*
[ -1/5 ] 
f(z) = -5/9*z^3 + 271/45*z + 1
*
-1/6 | 0.15213924804695330872913023891456555755 | 0.027157447550008030296482471916450537478
f(z) = -4/5*z^3 + 271/45*z + 1
*
[ -1/4 ] 
f(z) = -4/13*z^3 + 261/52*z + 1
*
[ 9/2 ] 
f(z) = -4/15*z^3 + 278/45*z + 1
*
-5/12 | 0.13949942662961380597561379562149096481 | 0.025001107756137127708200239721201358774
f(z) = -3*z^3 + 265/48*z + 1
*
[ 5/3 ] 
f(z) = -2*z^3 + 268/45*z + 1
*
[ -6 ] 
f(z) = -1/7*z^3 + 265/42*z + 1
*
8 | 0.14833406132997114269733538317356364861 | 0.026584452286406710641254609107491525070
f(z) = -1/12*z^3 + 265/48*z + 1
*
-3/2 | 0.11879412044534680152278110848517121144 | 0.021233288437088432366064569384272986829
f(z) = -1/13*z^3 + 269/52*z + 1
*
-8 | 0.14126290082835097888042689119299804787 | 0.025351578583900203082925165146213098064
f(z) = -1/14*z^3 + 263/56*z + 1
*
-4/5 | 0.14208276145356102232505819867268142750 | 0.023714195475318785422264655573443792703
f(z) = -20/3*z^3 + 271/60*z + 1
*
0 | 0.17404888822022932098327610667453954941 | 0.029049473104909036051059589366347693594
f(z) = -20/3*z^3 + 277/60*z + 1
*
[ -1/3 ] 
f(z) = -20/7*z^3 + 272/63*z + 1
*
-1/5 | 0.15243310688323148094155320916653256945 | 0.027337607295808838217268503164205698254
f(z) = -20/13*z^3 + 264/65*z + 1
*
-13/10 | 0.15318260605715781713392813197935283027 | 0.027379894272233113892814190739633569731
f(z) = -20/13*z^3 + 269/65*z + 1
*
[ -1/3 ] 
f(z) = -19/7*z^3 + 271/63*z + 1
*
[ 6/5 ] 
f(z) = -19/8*z^3 + 269/75*z + 1
*
[ -3/2 ] 
f(z) = -19/15*z^3 + 271/60*z + 1
*
2 | 0.16831485631973770143524428382128138388 | 0.024188561415768748243830488589476620848
f(z) = -19/16*z^3 + 263/76*z + 1
*
-7/9 | 0.11741406118014355686456173502098671386 | 0.021115048292865606803974397236078177795
f(z) = -18/7*z^3 + 260/63*z + 1
*
[ -5/6 ] 
f(z) = -18/7*z^3 + 279/70*z + 1
*
[ 3/2 ] 
f(z) = -18/11*z^3 + 265/66*z + 1
*
[ 3/2 ] 
f(z) = -18/13*z^3 + 269/78*z + 1
*
[ 5/3 ] 
f(z) = -18/13*z^3 + 276/65*z + 1
*
[ -4/3 ] 
f(z) = -18/19*z^3 + 261/76*z + 1
*
-3/5 | 0.14048522772361745638558776801641331113 | 0.023212683059093894286960051893701584400
f(z) = -17/3*z^3 + 278/75*z + 1
*
[ -1/3 ] 
f(z) = -17/7*z^3 + 269/63*z + 1
*
-15/8 | 0.092362195228739339730336719020271586663 | 0.016508840038735387675249732674088120671
f(z) = -16/15*z^3 + 269/60*z + 1
*
-15/8 | 0.089479310377640039289321427226874427372 | 0.015910211922206531633653675822154548421
f(z) = -16/15*z^3 + 277/60*z + 1
*
[ -2/5 ] 
f(z) = -15/7*z^3 + 269/70*z + 1
*
[ -7/5 ] 
f(z) = -15/14*z^3 + 267/70*z + 1
*
-2/7 | 0.10272560978366038232215807521650030654 | 0.018460820028349156049073710411376116898
f(z) = -14/5*z^3 + 261/70*z + 1
*
-9/7 | 0.13193070133184982968707420259966505012 | 0.023725634748802511410807801203554714157
f(z) = -14/9*z^3 + 260/63*z + 1
*
[ -9/7 ] 
f(z) = -14/9*z^3 + 274/63*z + 1
*
[ 11/7 ] 
f(z) = -14/11*z^3 + 270/77*z + 1
*
-6/13 | 0.14593869775271751593390970523180015529 | 0.023430752176334503256085480929814955201
f(z) = -13/2*z^3 + 277/78*z + 1
*
-10/13 | 0.15243198845424648764865522411922256224 | 0.027245728709082160256701581321252915313
f(z) = -13/5*z^3 + 269/65*z + 1
*
-3/13 | 0.14923117754823954976984435576707614848 | 0.026673615030854360206669717240966916327
f(z) = -13/6*z^3 + 269/78*z + 1
*
[ -1/3 ] 
f(z) = -13/7*z^3 + 265/63*z + 1
*
[ -6/13 ] 
f(z) = -13/9*z^3 + 271/78*z + 1
*
[ -6/13 ] 
f(z) = -13/12*z^3 + 265/78*z + 1
*
-3/13 | 0.19267061267713610343443376336235311293 | 0.028882830459080578481296114736898105613
f(z) = -13/18*z^3 + 263/78*z + 1
*
-5/12 | 0.17684274726483565491487560052578849766 | 0.026878856205097911029746019047483845794
f(z) = -12*z^3 + 269/60*z + 1
*
[ 3/5 ] 
f(z) = -12*z^3 + 274/75*z + 1
*
0 | 0.16867094753471707806313770120495846655 | 0.028615442866275307527398540513485163371
f(z) = -11/2*z^3 + 265/66*z + 1
*
-3/11 | 0.085826637989111097959939791655618987215 | 0.014560701126531571037893674418097709966
f(z) = -11/2*z^3 + 269/66*z + 1
*
-12/11 | 0.13321909546817153614010460220665716580 | 0.023875545881762284528820346323093520168
f(z) = -11/6*z^3 + 265/66*z + 1
*
[ -1/3 ] 
f(z) = -11/7*z^3 + 263/63*z + 1
*
[ -4/5 ] 
f(z) = -10/3*z^3 + 263/60*z + 1
*
[ -2/5 ] 
f(z) = -10/7*z^3 + 261/70*z + 1
*
[ -1/3 ] 
f(z) = -10/7*z^3 + 262/63*z + 1
*
[ -3/2 ] 
f(z) = -10/13*z^3 + 265/78*z + 1
*
7/9 | 0.18936302391241885715913112297258198664 | 0.029866292246416496363830490800768503832
f(z) = -9*z^3 + 262/63*z + 1
*
-8/9 | 0.11248061889526570028630320566508974257 | 0.019457811713663048464994026602318750923
f(z) = -9/2*z^3 + 265/72*z + 1
*
[ 3/2 ] 
f(z) = -9/5*z^3 + 263/60*z + 1
*
-14/9 | 0.16811658435011940172854189393722112150 | 0.029892613983716032243029358143012964633
f(z) = -9/7*z^3 + 277/63*z + 1
*
[ -14/9 ] 
f(z) = -9/8*z^3 + 275/63*z + 1
*
[ -3/5 ] 
f(z) = -8/3*z^3 + 272/75*z + 1
*
[ -1/3 ] 
f(z) = -8/7*z^3 + 260/63*z + 1
*
[ -3/5 ] 
f(z) = -7/3*z^3 + 263/75*z + 1
*
[ 10/7 ] 
f(z) = -7/4*z^3 + 271/70*z + 1
*
-10/7 | 0.15204298917691659208119384215671150593 | 0.027034586753978708748726712285850285698
f(z) = -7/5*z^3 + 277/70*z + 1
*
[ 8/3 ] 
f(z) = -7/16*z^3 + 269/72*z + 1
*
-4/3 | 0.16515025394580677384970641045841590709 | 0.029638494017233962254880807614519436324
f(z) = -6/5*z^3 + 263/60*z + 1
*
1/3 | 0.13133428376921670451167873053550091832 | 0.023352395974003908387114590087977221590
f(z) = -6/13*z^3 + 277/78*z + 1
*
12/5 | 0.14288714835545897060732700079625984685 | 0.025643072235678021433217931857714098883
f(z) = -5/6*z^3 + 263/60*z + 1
*
[ -3/10 ] 
f(z) = -5/9*z^3 + 263/60*z + 1
*
[ -12/5 ] 
f(z) = -5/9*z^3 + 277/60*z + 1
*
-6/5 | 0.18189602211413987120768082602436839347 | 0.025946922983899857493495488292310046627
f(z) = -5/16*z^3 + 277/60*z + 1
*
-9/4 | 0.14493365000584377602731212985965219140 | 0.026010345221774023400753955211330450590
f(z) = -4/5*z^3 + 263/60*z + 1
*
-5/6 | 0.13492280112570052548867548343251004527 | 0.023990466064030453529152355374984847776
f(z) = -4/7*z^3 + 277/63*z + 1
*
[ 15/4 ] 
f(z) = -4/15*z^3 + 269/60*z + 1
*
-5/6 | 0.11358540960142945261898554125328238789 | 0.020196489338176301296126035072744308821
f(z) = -3/5*z^3 + 277/60*z + 1
*
-26/15 | 0.19543610064970414472655501147876168667 | 0.025430046283357672114401811618660137334
f(z) = -3/8*z^3 + 272/75*z + 1
*
4 | 0.12738658231159486624342274393275696479 | 0.022679681991049321426146938350640868722
f(z) = -3/13*z^3 + 275/78*z + 1
*
[ -4 ] 
f(z) = -3/17*z^3 + 277/68*z + 1
*
-7/12 | 0.057077478029735208894879821983266303339 | 0.010229434006627142362515814022049180768
f(z) = -2*z^3 + 265/72*z + 1
*
0 | 0.15446269200158479814888515439898049804 | 0.027720463416768856904727682663796831587
f(z) = -2/15*z^3 + 263/60*z + 1
*
-11/6 | 0.15946564141530402032205130302944970103 | 0.028579455706373440113755913824010007188
f(z) = -1/2*z^3 + 265/72*z + 1
*
-9/2 | 0.12315418497109211852778257007461156649 | 0.022101719417644988801931563147565415123
f(z) = -1/5*z^3 + 263/60*z + 1
*
[ 6 ] 
f(z) = -1/11*z^3 + 271/66*z + 1
*
3/2 | 0.10395276391655864081588328074457623561 | 0.018580540954367638104897390374202909444
f(z) = -1/15*z^3 + 269/60*z + 1
*
[ 15/2 ] 
f(z) = -1/15*z^3 + 277/60*z + 1
*
-8 | 0.10388562948862939360741997441191829728 | 0.018618397794962682841148959379612289255
f(z) = -1/18*z^3 + 265/72*z + 1
*
0 | 0.10270958188080731127592784565502878202 | 0.018432653025685532410546653837545338679
f(z) = -20/9*z^3 + 263/90*z + 1
*
0 | 0.16523548881200626081074783651068259079 | 0.028058908671760588297352110635259176701
f(z) = -19/5*z^3 + 261/95*z + 1
*
[ 11/9 ] 
f(z) = -18/11*z^3 + 260/99*z + 1
*
-2/3 | 0.15221787916453238418302970028286851619 | 0.026594848587576537152253266002538032989
f(z) = -17/5*z^3 + 271/90*z + 1
*
[ -3/4 ] 
f(z) = -17/18*z^3 + 275/96*z + 1
*
-2/3 | 0.10122498609443795341899095163002306379 | 0.017874923628640249720552761256546998975
f(z) = -16/5*z^3 + 263/90*z + 1
*
0 | 0.12971172988766663327608503792203772576 | 0.023154048322612692482269811556395760242
f(z) = -16/5*z^3 + 271/80*z + 1
*
[ -5/4 ] 
f(z) = -16/17*z^3 + 278/85*z + 1
*
-2/3 | 0.16284445904302211144394126593424169050 | 0.029106856099270544190888008414814853091
f(z) = -15/7*z^3 + 269/84*z + 1
*
0 | 0.15765650999504092451563128889145433834 | 0.026402545094316823124411238496825852307
f(z) = -14/3*z^3 + 263/84*z + 1
*
-4/7 | 0.074707655685656002649902423733382774031 | 0.012511200762932473900450253174224852936
f(z) = -14/3*z^3 + 275/84*z + 1
*
-1/4 | 0.13433950674854611186101315089010732094 | 0.023980124492870141365584296466701070510
f(z) = -14/11*z^3 + 271/88*z + 1
*
[ 7/13 ] 
f(z) = -13*z^3 + 265/91*z + 1
*
[ -2/3 ] 
f(z) = -13/10*z^3 + 277/90*z + 1
*
[ -3/4 ] 
f(z) = -13/18*z^3 + 263/96*z + 1
*
[ 3/4 ] 
f(z) = -11/2*z^3 + 265/96*z + 1
*
-9/11 | 0.16192040496696080619275759757124470793 | 0.027470196645824512915801017225032746782
f(z) = -11/3*z^3 + 265/99*z + 1
*
[ -2/3 ] 
f(z) = -11/10*z^3 + 269/90*z + 1
*
-1/4 | 0.14093390872767830705243167801270889159 | 0.025190559291676669593423231048303115645
f(z) = -10/11*z^3 + 269/88*z + 1
*
[ 3/2 ] 
f(z) = -9/7*z^3 + 271/84*z + 1
*
[ 3/2 ] 
f(z) = -9/8*z^3 + 275/96*z + 1
*
[ -5/9 ] 
f(z) = -9/10*z^3 + 277/90*z + 1
*
[ -5/3 ] 
f(z) = -9/17*z^3 + 261/85*z + 1
*
[ -5/3 ] 
f(z) = -9/19*z^3 + 277/95*z + 1
*
19/16 | 0.15596117458071333502929716091595489690 | 0.027951384644891306852357316902111198543
f(z) = -8/3*z^3 + 265/96*z + 1
*
6/7 | 0.16391262838262438944521485614244851727 | 0.025704821567848347262661760743450919250
f(z) = -7*z^3 + 271/84*z + 1
*
[ -4/7 ] 
f(z) = -7/6*z^3 + 263/84*z + 1
*
[ -4/3 ] 
f(z) = -6/7*z^3 + 275/84*z + 1
*
-1/4 | 0.15866394837019080488005412379109840883 | 0.028397509771047085362988775653433511076
f(z) = -6/11*z^3 + 267/88*z + 1
*
[ -3/4 ] 
f(z) = -5/6*z^3 + 269/96*z + 1
*
[ -3/2 ] 
f(z) = -5/7*z^3 + 275/84*z + 1
*
[ -11/6 ] 
f(z) = -4/11*z^3 + 274/99*z + 1
*
7/6 | 0.12370302832906130265540727810659435847 | 0.022081471722450223236376166819343972095
f(z) = -3*z^3 + 271/84*z + 1
*
-3/4 | 0.10682075918136615242785466781435642681 | 0.019118669261437748963565934379929414939
f(z) = -3/5*z^3 + 267/80*z + 1
*
-14/3 | 0.12345640332853756611786978161451758829 | 0.017610686323996468569488564109650782503
f(z) = -3/16*z^3 + 277/84*z + 1
*
-3/8 | 0.14153295072256904041452903965065853669 | 0.025365556243138164043699015468269044531
f(z) = -2/3*z^3 + 265/96*z + 1
*
-1/4 | 0.16045734977596572116677543457174396144 | 0.028757189824617492460871142943234977627
f(z) = -2/11*z^3 + 265/88*z + 1
*
[ -5/4 ] 
f(z) = -z^3 + 269/80*z + 1
*
[ -5/3 ] 
f(z) = -1/2*z^3 + 269/90*z + 1
*
[ 10/3 ] 
f(z) = -1/5*z^3 + 263/90*z + 1
*
-7 | 0.072086430415254595712837006807660501219 | 0.012867708222571198732135643479873526104
f(z) = -1/12*z^3 + 271/84*z + 1
*
-7/8 | 0.12233044972788320394904802350021004815 | 0.021207288883036483467524135781511898208
f(z) = -20/7*z^3 + 261/112*z + 1
*
-3/10 | 0.15220411055267676416528918086821916502 | 0.026684767735966466540650850600927479353
f(z) = -20/7*z^3 + 272/105*z + 1
*
[ 4/5 ] 
f(z) = -19/4*z^3 + 279/100*z + 1
*
-6/19 | 0.14708524147709352021740672792824665857 | 0.023447812116131117216360693681669236739
f(z) = -19/12*z^3 + 265/114*z + 1
*
[ 3/2 ] 
f(z) = -18/17*z^3 + 277/102*z + 1
*
0 | 0.11474583915797183446063173189469409259 | 0.020402823965560679039931886270144201536
f(z) = -16/7*z^3 + 277/112*z + 1
*
[ -4/5 ] 
f(z) = -13/16*z^3 + 277/100*z + 1
*
-10/11 | 0.13091350274351486135553854019605484674 | 0.020438537610532252924627380151869890366
f(z) = -11/4*z^3 + 261/110*z + 1
*
-5/11 | 0.15863956942791205849008704881074881556 | 0.028393146453112041711309655200854767038
f(z) = -11/10*z^3 + 267/110*z + 1
*
[ -4/5 ] 
f(z) = -11/16*z^3 + 269/100*z + 1
*
[ 7/12 ] 
f(z) = -9*z^3 + 263/112*z + 1
*
[ 4/5 ] 
f(z) = -9/2*z^3 + 263/100*z + 1
*
-4/5 | 0.13611763420536722874479754617718499322 | 0.024329697274759929216780067202223596253
f(z) = -9/4*z^3 + 269/100*z + 1
*
[ -4/5 ] 
f(z) = -9/16*z^3 + 261/100*z + 1
*
-4/15 | 0.13382561447014512084770455867819710905 | 0.019070252557563793078538743554317974308
f(z) = -9/16*z^3 + 279/100*z + 1
*
-7/3 | 0.10809153614342117047411189481750592890 | 0.019195075648257704036785785084259341696
f(z) = -9/16*z^3 + 279/112*z + 1
*
-13/6 | 0.12887992276115916197871532131859609638 | 0.022945553685586541997523688204967444518
f(z) = -8/13*z^3 + 275/117*z + 1
*
[ -3/4 ] 
f(z) = -8/17*z^3 + 265/102*z + 1
*
-5/7 | 0.095921948584542823906870999139892801761 | 0.017111190771657537387633695136264708236
f(z) = -7/3*z^3 + 272/105*z + 1
*
-3/7 | 0.10773339162592378724782795779732469696 | 0.019218193998260097214268332721128816080
f(z) = -7/5*z^3 + 272/105*z + 1
*
[ -5/7 ] 
f(z) = -7/15*z^3 + 277/105*z + 1
*
[ -2/3 ] 
f(z) = -6/17*z^3 + 271/102*z + 1
*
7/5 | 0.10568456740662572624895962335566560119 | 0.018902667413646735474806653811277120663
f(z) = -5/3*z^3 + 268/105*z + 1
*
[ -4/3 ] 
f(z) = -5/12*z^3 + 269/108*z + 1
*
-7/2 | 0.10187623011397595816325039119720385685 | 0.018221510883337341922419289657205856833
f(z) = -4/15*z^3 + 268/105*z + 1
*
[ -4/5 ] 
f(z) = -3/4*z^3 + 273/100*z + 1
*
[ -2/3 ] 
f(z) = -3/17*z^3 + 263/102*z + 1
*
[ -5/2 ] 
f(z) = -2/11*z^3 + 279/110*z + 1
*
-7/2 | 0.14908709965685737901322404103028553459 | 0.026755739126362535029515144605458421265
f(z) = -1/4*z^3 + 263/112*z + 1
*
0 | 0.085014839991682776161648771001624713527 | 0.014436509058807215604433832242805820080
f(z) = -19/7*z^3 + 277/133*z + 1
*
-4/11 | 0.14247105336564448931046022190303593544 | 0.025568398242925552793623917383755564861
f(z) = -11/6*z^3 + 263/132*z + 1
*
-12/11 | 0.15754185144792734551598101216362220857 | 0.028012333047435495849794123465143665158
f(z) = -11/6*z^3 + 277/132*z + 1
*
[ 7/6 ] 
f(z) = -10/7*z^3 + 263/126*z + 1
*
[ 9/7 ] 
f(z) = -7/6*z^3 + 271/126*z + 1
*
-3/2 | 0.15707363386218588961094056252414146619 | 0.028075377477893132532021819656349245724
f(z) = -7/10*z^3 + 269/120*z + 1
*
-1/3 | 0.14245358804516074418443675261263209009 | 0.025329506511748676699814955868039310791
f(z) = -7/15*z^3 + 277/135*z + 1
*
18/7 | 0.13408047525713944621745528532041054515 | 0.023871450861303885951249183401525495246
f(z) = -7/18*z^3 + 275/126*z + 1
*
0 | 0.066538438805892806698348364438930495934 | 0.011831122277391499641454073124048211099
f(z) = -7/19*z^3 + 277/133*z + 1
*
-1/3 | 0.14572430472947533113683376390811791570 | 0.025961335990823457903905709033550238709
f(z) = -4/15*z^3 + 274/135*z + 1
*
-5/6 | 0.16499199548490344143269296003148147108 | 0.029490707257296530601809857762975451128
f(z) = -3/2*z^3 + 269/120*z + 1
*
[ -5/3 ] 
f(z) = -2/15*z^3 + 266/135*z + 1
*
-1/3 | 0.14572442400502959648446644301314488594 | 0.025995285292210861616862295502442163752
f(z) = -2/15*z^3 + 272/135*z + 1
*
-7/3 | 0.15345120737280591066310126893165892236 | 0.027391637392780159310070734873306253043
f(z) = -1/2*z^3 + 271/126*z + 1
*
-1/3 | 0.14572477135411885069060449903216510320 | 0.026012438510048540012866116344963454762
f(z) = -1/15*z^3 + 271/135*z + 1
*
0 | 0.17791166329046408779019656191115330025 | 0.029694186102851966116509140484318582792
f(z) = -20/7*z^3 + 267/140*z + 1
*
0 | 0.074448516752997057835457700391693678319 | 0.012642224423695333531010029861174527490
f(z) = -19/8*z^3 + 273/152*z + 1
*
0 | 0.16313104417809409023674673325043564009 | 0.029236369728575618463271875528042466114
f(z) = -16/9*z^3 + 265/144*z + 1
*
0 | 0.14044020278826624875332634350495983858 | 0.023519350943952984290357993188178283362
f(z) = -14/5*z^3 + 267/140*z + 1
*
12/13 | 0.10767138817858864092139618901506708176 | 0.017286858466896560967016267334701413790
f(z) = -13/4*z^3 + 263/156*z + 1
*
[ 12/13 ] 
f(z) = -13/6*z^3 + 275/156*z + 1
*
0 | 0.14262501749110811869197953342533792428 | 0.025561276610001277259928320591448392527
f(z) = -13/12*z^3 + 265/156*z + 1
*
0 | 0.14522884722725895517698045777152598351 | 0.026099077116537018207232703630347403154
f(z) = -11/14*z^3 + 261/154*z + 1
*
-5/14 | 0.12847129400793317299106521207563536182 | 0.022843331100337748061538125638816900118
f(z) = -7/5*z^3 + 277/140*z + 1
*
[ 6/5 ] 
f(z) = -7/6*z^3 + 277/150*z + 1
*
11/10 | 0.12545095294118391755225779315268766284 | 0.022544791600745200011891246686088090115
f(z) = -5/7*z^3 + 261/140*z + 1
*
-6/5 | 0.13581361343304876359315901637683673706 | 0.024373628698840677782105962107967815652
f(z) = -4/3*z^3 + 263/150*z + 1
*
-3/5 | 0.15990761930736521716412699156856340619 | 0.028432987474068261540708239821109972926
f(z) = -1/2*z^3 + 277/150*z + 1
*
0 | 0.067137327468571713261612237342984595559 | 0.011400699410584836907392309898570323789
f(z) = -19/9*z^3 + 271/171*z + 1
*
0 | 0.15796742070273574065185755908646212732 | 0.027877784254075816808352022521914653552
f(z) = -17/10*z^3 + 269/170*z + 1
*
[ 7/6 ] 
f(z) = -15/14*z^3 + 269/168*z + 1
*
[ 15/11 ] 
f(z) = -11/15*z^3 + 269/165*z + 1
*
0 | 0.16302080983017059271827018642817732480 | 0.029099848654151078799240960976816091733
f(z) = -11/15*z^3 + 271/165*z + 1
*
0 | 0.063568791507739810181051153598054108597 | 0.011347276546654467566132614620506185253
f(z) = -9/19*z^3 + 271/171*z + 1
*
[ 8/7 ] 
f(z) = -7/6*z^3 + 277/168*z + 1
*
-8/7 | 0.13872487794114081158224063637141220216 | 0.024698332107351251812637829423569606084
f(z) = -7/12*z^3 + 275/168*z + 1
*
[ 5/8 ] 
f(z) = -6*z^3 + 279/160*z + 1
*
[ 7/10 ] 
f(z) = -4*z^3 + 268/175*z + 1
*
7/3 | 0.082054347627397647444067848214371339732 | 0.014647020216988659047300583967264093259
f(z) = -3/8*z^3 + 271/168*z + 1
*
-7/4 | 0.072082405822814695041259636367486730454 | 0.012866989817166282902503877203192109051
f(z) = -2/3*z^3 + 271/168*z + 1
*
0 | 0.065143178840033980362540681806569093318 | 0.011062069769650272721837171885555422889
f(z) = -19/10*z^3 + 271/190*z + 1
*
[ 9/8 ] 
f(z) = -16/15*z^3 + 263/180*z + 1
*
0 | 0.14383182997492440941388054561744443534 | 0.025742872524328742125683766702480241124
f(z) = -13/14*z^3 + 267/182*z + 1
*
0 | 0.14580878716850944907005127624586376537 | 0.025976386856834866398964568726600826767
f(z) = -13/15*z^3 + 274/195*z + 1
*
0 | 0.064462416076135863019255874220047844186 | 0.011506792008030512950199075028921560551
f(z) = -10/19*z^3 + 271/190*z + 1
*
-5/9 | 0.14890289144070755239826929045356477378 | 0.024801081328877911506844341699022740064
f(z) = -9/4*z^3 + 269/180*z + 1
*
[ 4/3 ] 
f(z) = -7/10*z^3 + 269/180*z + 1
*
-9/10 | 0.10574364964935324533453516954764019369 | 0.018539215006744626566922268314191811742
f(z) = -5/3*z^3 + 263/180*z + 1
*
2/15 | 0.11654099954061945823836359240023184015 | 0.016676317857221148805065504314158951733
f(z) = -5/16*z^3 + 271/180*z + 1
*
-5/4 | 0.086946543498054247831409133476738248461 | 0.015540845201605735852450323392660944597
f(z) = -4/9*z^3 + 269/180*z + 1
*
0 | 0.074637268794163370032737898269858317061 | 0.012674276716594225119914533132133272896
f(z) = -19/11*z^3 + 273/209*z + 1
*
-12/17 | 0.21144421984965775899681220662986736978 | 0.029980516508968282331903952620418598582
f(z) = -17/9*z^3 + 277/204*z + 1
*
0 | 0.15743178615621417779868470302483911419 | 0.027783256507401661850258762159023253791
f(z) = -17/12*z^3 + 265/204*z + 1
*
0 | 0.16404330817644811826570517750724975873 | 0.028950045099955805189898832684298503800
f(z) = -17/12*z^3 + 277/204*z + 1
*
2/3 | 0.10510305261280940939462050658876418676 | 0.017203927519541034331938445044145699536
f(z) = -15/7*z^3 + 263/210*z + 1
*
-4/3 | 0.16310737201833945461591296919712012013 | 0.029153849225006380450758879885664386420
f(z) = -15/17*z^3 + 269/204*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.024617866086584856480952613378948805053
f(z) = -14/15*z^3 + 271/210*z + 1
*
0 | 0.14408255129675687242901434554390861628 | 0.025822496033002844067997751222371475179
f(z) = -13/16*z^3 + 265/208*z + 1
*
0 | 0.069328470433936369901784110331041295750 | 0.012359179788272813539221532470194795476
f(z) = -11/19*z^3 + 273/209*z + 1
*
[ 10/7 ] 
f(z) = -7/15*z^3 + 263/210*z + 1
*
-15/7 | 0.18301238163287212771196380881318375434 | 0.027434986151585891496722322942280201663
f(z) = -7/18*z^3 + 263/210*z + 1
*
8/9 | 0.18733929417062399077562768235697809902 | 0.028937667155267334303210169603412989505
f(z) = -3*z^3 + 269/216*z + 1
*
[ 8/5 ] 
f(z) = -3/8*z^3 + 267/200*z + 1
*
[ 8/3 ] 
f(z) = -1/12*z^3 + 263/216*z + 1
*
0 | 0.17026002125490053842744047488628375718 | 0.028912132745760027020642791588012982337
f(z) = -19/12*z^3 + 265/228*z + 1
*
-5/17 | 0.16140532382366060716639250013907653065 | 0.028484498733967919895728029671583456043
f(z) = -17/14*z^3 + 263/238*z + 1
*
-7/22 | 0.14746762384512046471860499682056665463 | 0.023854027576506066223643332854493460309
f(z) = -11/5*z^3 + 269/220*z + 1
*
-7/8 | 0.15517819208697428461519994163495887018 | 0.026901795548501784849433111981371169645
f(z) = -10/7*z^3 + 277/224*z + 1
*
[ 3/2 ] 
f(z) = -7/19*z^3 + 265/228*z + 1
*
-3/2 | 0.13652964241239892172624302492124941010 | 0.024403339716536973043817230926945785450
f(z) = -5/11*z^3 + 269/220*z + 1
*
[ 9/5 ] 
f(z) = -2/9*z^3 + 262/225*z + 1
*
[ 16/15 ] 
f(z) = -15/16*z^3 + 271/240*z + 1
*
[ 3/4 ] 
f(z) = -13/5*z^3 + 271/240*z + 1
*
-5/4 | 0.072592596657413618893241297148138020147 | 0.012907605031020955632463342957845619570
f(z) = -13/15*z^3 + 277/240*z + 1
*
[ 7/9 ] 
f(z) = -9/4*z^3 + 271/252*z + 1
*
-3/4 | 0.084853636351372351841420294607572558099 | 0.014586903020761440651095286891114613656
f(z) = -7/5*z^3 + 269/240*z + 1
*
-5/8 | 0.085280929370149840148814498321643118800 | 0.014784359163149246064181004683406243356
f(z) = -4/3*z^3 + 269/240*z + 1
*
[ 5/7 ] 
f(z) = -3*z^3 + 277/245*z + 1
*
[ 10/7 ] 
f(z) = -3/8*z^3 + 261/245*z + 1
*
-5/3 | 0.085281962986570729870995695524377686255 | 0.015243317697764781365667325356419660409
f(z) = -3/16*z^3 + 269/240*z + 1
*
7/2 | 0.13245705830828417571295820309086768396 | 0.023644100124153460842117569748373995121
f(z) = -1/9*z^3 + 271/252*z + 1
*
[ 5/2 ] 
f(z) = -1/12*z^3 + 269/240*z + 1
*
0 | 0.060276456825589762955106529502566293171 | 0.010637472280730894539429183468039910829
f(z) = -17/16*z^3 + 273/272*z + 1
*
0 | 0.061024286378324313948043630225529214463 | 0.010878793691539040027626254910477755274
f(z) = -16/17*z^3 + 273/272*z + 1
*
-1/26 | 0.15243526779466365899754265416097533044 | 0.023393301275110741834338229848523269261
f(z) = -13/5*z^3 + 261/260*z + 1
*
[ 11/10 ] 
f(z) = -8/11*z^3 + 267/275*z + 1
*
23/10 | 0.15243329273295392637714891811746782028 | 0.027245961836158597853126584521495056582
f(z) = -5/13*z^3 + 269/260*z + 1
*
[ 10/9 ] 
f(z) = -3/4*z^3 + 277/270*z + 1
*
[ 11/5 ] 
f(z) = -1/11*z^3 + 271/275*z + 1
*
6/7 | 0.16077539136024330674273047268110806585 | 0.023907001795821588581768734454616180714
f(z) = -17/6*z^3 + 269/294*z + 1
*
-7/10 | 0.14123881643273180470074100735019149827 | 0.024762307654666486880436886790648609380
f(z) = -15/14*z^3 + 267/280*z + 1
*
[ 6/7 ] 
f(z) = -13/9*z^3 + 263/294*z + 1
*
8/7 | 0.11341968215318881995082513547800584312 | 0.018994257025776117758017952225854833322
f(z) = -7/5*z^3 + 267/280*z + 1
*
-7/5 | 0.10202306458026432463317389559699676414 | 0.018105922628039587572630044602902811856
f(z) = -5/8*z^3 + 263/280*z + 1
*
[ 6/7 ] 
f(z) = -3/2*z^3 + 275/294*z + 1
*
[ 9/8 ] 
f(z) = -2/3*z^3 + 275/288*z + 1
*
[ 4 ] 
f(z) = -17/12*z^3 + 281/12*z + 1
*
[ -4 ] 
f(z) = -17/12*z^3 + 287/12*z + 1
*
-1 | 0.10259314821050439657615143112575278378 | 0.018105439963731295140378057577716521260
f(z) = -16*z^3 + 289/16*z + 1
*
[ 3 ] 
f(z) = -11*z^3 + 299/3*z + 1
*
[ -5 ] 
f(z) = -11/5*z^3 + 281/5*z + 1
*
[ 5 ] 
f(z) = -11/10*z^3 + 283/10*z + 1
*
[ -5 ] 
f(z) = -11/10*z^3 + 287/10*z + 1
*
[ 5 ] 
f(z) = -11/15*z^3 + 287/15*z + 1
*
[ -5 ] 
f(z) = -11/15*z^3 + 293/15*z + 1
*
-6 | 0.19607732165772686325161162194280604377 | 0.027829057523786414311874642942555021507
f(z) = -11/16*z^3 + 287/12*z + 1
*
[ 4 ] 
f(z) = -9/2*z^3 + 291/4*z + 1
*
[ -4 ] 
f(z) = -9/2*z^3 + 293/4*z + 1
*
[ 8 ] 
f(z) = -9/16*z^3 + 295/8*z + 1
*
[ -8 ] 
f(z) = -9/16*z^3 + 297/8*z + 1
*
7 | 0.14724256802341122562758443647567255610 | 0.025922199580637568529338347811567268922
f(z) = -6/7*z^3 + 293/7*z + 1
*
6 | 0.15667684281473986367273780512152250031 | 0.027683953556466922861677699112946640303
f(z) = -4/3*z^3 + 287/6*z + 1
*
[ 6 ] 
f(z) = -4/3*z^3 + 293/6*z + 1
*
[ -6 ] 
f(z) = -4/3*z^3 + 295/6*z + 1
*
12 | 0.14654316556136135050230865509148727486 | 0.025893387411535877905698682423013522513
f(z) = -1/6*z^3 + 287/12*z + 1
*
[ 12 ] 
f(z) = -1/6*z^3 + 299/12*z + 1
*
0 | 0.15434521440252542302589605347137106559 | 0.027374158500881174978258374287404027527
f(z) = -1/14*z^3 + 281/14*z + 1
*
0 | 0.14545615626232803940142951219152103127 | 0.025717179431567059367609500953022617841
f(z) = -1/15*z^3 + 286/15*z + 1
*
-1 | 0.063162168870813260374318989370213125941 | 0.011146737149766863556402807873712838296
f(z) = -1/16*z^3 + 289/16*z + 1
*
-4/5 | 0.11662880197744121201913961324416948427 | 0.019465825268671034586454936620833468309
f(z) = -20*z^3 + 281/20*z + 1
*
-6/5 | 0.16884076974957626142594437893556852880 | 0.029907423240498631076122554819912340513
f(z) = -20/3*z^3 + 283/30*z + 1
*
[ 6/5 ] 
f(z) = -20/3*z^3 + 293/30*z + 1
*
[ -7/4 ] 
f(z) = -20/7*z^3 + 289/28*z + 1
*
[ -1/8 ] 
f(z) = -18*z^3 + 297/32*z + 1
*
[ -3/4 ] 
f(z) = -18*z^3 + 299/24*z + 1
*
[ -3/2 ] 
f(z) = -18/5*z^3 + 293/30*z + 1
*
0 | 0.16714251557775144135837716720739732078 | 0.029461130224134481368578951708642701516
f(z) = -17/2*z^3 + 291/34*z + 1
*
[ 4/3 ] 
f(z) = -17/4*z^3 + 281/36*z + 1
*
-1/8 | 0.12713732934700701722012974880516226987 | 0.022436949482418571884788665514871350963
f(z) = -16/9*z^3 + 289/36*z + 1
*
-4/5 | 0.16886055377677157312355146229137770774 | 0.027640155598402525731679931884410062552
f(z) = -15*z^3 + 293/30*z + 1
*
-1 | 0.081132278320657592144474149818515478377 | 0.014318067238188149115027201222511406058
f(z) = -15/2*z^3 + 289/30*z + 1
*
6/5 | 0.10257923399717876720375392957640867501 | 0.017994956476020955072548660707477072785
f(z) = -15/2*z^3 + 299/30*z + 1
*
26/15 | 0.17440767509184925761859894720674654345 | 0.027365279140249202130834332415565678418
f(z) = -15/4*z^3 + 293/30*z + 1
*
[ -1/8 ] 
f(z) = -14*z^3 + 295/32*z + 1
*
[ -1/7 ] 
f(z) = -14/5*z^3 + 282/35*z + 1
*
-1/2 | 0.11781016142801477770987257598475988034 | 0.020715785465235123680013261744841814847
f(z) = -12/13*z^3 + 295/39*z + 1
*
-3/2 | 0.16987119808553723667098772212842733522 | 0.029978539816267130476785838291785805381
f(z) = -11/2*z^3 + 289/24*z + 1
*
[ 5/2 ] 
f(z) = -11/5*z^3 + 287/20*z + 1
*
-3 | 0.14944797628754369847159875154559559643 | 0.026505600490223004550120184544948737858
f(z) = -11/8*z^3 + 281/24*z + 1
*
3 | 0.13687300609602692421732048686358516611 | 0.024155082846685744690928859505451457520
f(z) = -11/8*z^3 + 289/24*z + 1
*
[ -1/8 ] 
f(z) = -10*z^3 + 293/32*z + 1
*
[ 3 ] 
f(z) = -10/7*z^3 + 284/21*z + 1
*
[ -3 ] 
f(z) = -10/7*z^3 + 298/21*z + 1
*
[ 3 ] 
f(z) = -10/11*z^3 + 292/33*z + 1
*
[ 3 ] 
f(z) = -10/13*z^3 + 296/39*z + 1
*
[ -3/2 ] 
f(z) = -9/2*z^3 + 283/24*z + 1
*
[ -3 ] 
f(z) = -9/10*z^3 + 283/30*z + 1
*
-4 | 0.16130809789013440959877333653816907837 | 0.028398450010843627263479346200040466812
f(z) = -9/10*z^3 + 293/20*z + 1
*
[ -3 ] 
f(z) = -9/11*z^3 + 287/33*z + 1
*
[ -3 ] 
f(z) = -9/13*z^3 + 295/39*z + 1
*
[ -5/2 ] 
f(z) = -8/7*z^3 + 299/35*z + 1
*
9/2 | 0.16098919659530804016121158371956459613 | 0.028411061407190965698262886836522737155
f(z) = -8/15*z^3 + 289/30*z + 1
*
[ -4/3 ] 
f(z) = -7/2*z^3 + 287/36*z + 1
*
[ -1/7 ] 
f(z) = -7/5*z^3 + 281/35*z + 1
*
-3/7 | 0.12729028239433354386385268693217593403 | 0.022463942339777408992265602640160987732
f(z) = -7/5*z^3 + 289/35*z + 1
*
-1/12 | 0.16913638276426620009786343657725412599 | 0.029848861032490998348824661470491425677
f(z) = -6*z^3 + 289/24*z + 1
*
[ -1/8 ] 
f(z) = -6*z^3 + 291/32*z + 1
*
[ -11/3 ] 
f(z) = -6/11*z^3 + 284/33*z + 1
*
[ -7/2 ] 
f(z) = -5/7*z^3 + 281/28*z + 1
*
-4 | 0.15718333808708119635597424305964177929 | 0.027672281972128517239836293748693177038
f(z) = -5/9*z^3 + 293/36*z + 1
*
[ -9/4 ] 
f(z) = -4/3*z^3 + 295/36*z + 1
*
[ -4 ] 
f(z) = -4/5*z^3 + 281/20*z + 1
*
[ -4 ] 
f(z) = -4/7*z^3 + 291/28*z + 1
*
[ 4 ] 
f(z) = -4/9*z^3 + 283/36*z + 1
*
6 | 0.12907574265890569187506604354520865074 | 0.022863689093026448285485191890642800243
f(z) = -4/15*z^3 + 283/30*z + 1
*
-6 | 0.095925447069402694556470343583284117250 | 0.016887769733814873551456497715367130430
f(z) = -4/15*z^3 + 293/30*z + 1
*
0 | 0.16818017617459307205269136370175568118 | 0.029608286182644020840187434702712927828
f(z) = -4/19*z^3 + 293/38*z + 1
*
[ -8/3 ] 
f(z) = -3/2*z^3 + 289/24*z + 1
*
[ -10/3 ] 
f(z) = -3/4*z^3 + 289/30*z + 1
*
-6 | 0.13708162270588831337934118177281752808 | 0.024047536115571206167179454553086318334
f(z) = -3/10*z^3 + 299/30*z + 1
*
[ -1/8 ] 
f(z) = -2*z^3 + 289/32*z + 1
*
[ -5 ] 
f(z) = -2/7*z^3 + 292/35*z + 1
*
-1 | 0.066085578732937991787350662575642086446 | 0.011662654856468644089635300458048213787
f(z) = -2/15*z^3 + 289/30*z + 1
*
[ -9/2 ] 
f(z) = -1/3*z^3 + 287/36*z + 1
*
[ -8 ] 
f(z) = -1/6*z^3 + 283/24*z + 1
*
[ -10 ] 
f(z) = -1/12*z^3 + 283/30*z + 1
*
[ -9 ] 
f(z) = -1/12*z^3 + 283/36*z + 1
*
0 | 0.16833812240952115153902604033256512400 | 0.029671872107765201247549457506365764156
f(z) = -1/17*z^3 + 291/34*z + 1
*
-4/15 | 0.081393385042022333718386512222069482588 | 0.011965401578994163021991413502780619450
f(z) = -20*z^3 + 289/45*z + 1
*
-9/10 | 0.12722031577825870423044278113300191429 | 0.022304552521689036845196309961646373205
f(z) = -20/3*z^3 + 293/45*z + 1
*
[ -2/3 ] 
f(z) = -20/3*z^3 + 295/54*z + 1
*
-2/5 | 0.13940296574438862322226200140768569674 | 0.024646953250128867279256785460433013989
f(z) = -20/9*z^3 + 286/45*z + 1
*
0 | 0.16358051671557560159846152428077534174 | 0.027777875152618144470215446463320643393
f(z) = -19/3*z^3 + 280/57*z + 1
*
[ -3/4 ] 
f(z) = -19/3*z^3 + 283/48*z + 1
*
0 | 0.16358201709502288427290409570685170232 | 0.027778129934506629628462824859600924831
f(z) = -19/3*z^3 + 283/57*z + 1
*
0 | 0.16357994328702447000050152399376964096 | 0.027777777777777777777777777777777777778
f(z) = -19/3*z^3 + 286/57*z + 1
*
[ -2/3 ] 
f(z) = -19/3*z^3 + 287/54*z + 1
*
0 | 0.16367996692257388426125554559741909125 | 0.027794762954963845762402439550516241841
f(z) = -19/3*z^3 + 292/57*z + 1
*
[ -5/4 ] 
f(z) = -18/5*z^3 + 297/40*z + 1
*
[ -1/4 ] 
f(z) = -18/7*z^3 + 289/56*z + 1
*
0 | 0.16299786574544454496562030317021763834 | 0.028661609297064230482636796613815743118
f(z) = -17/3*z^3 + 295/51*z + 1
*
-7/6 | 0.065210215356208893533743622096803382225 | 0.011480322843128050327790984013342653382
f(z) = -15/4*z^3 + 293/48*z + 1
*
[ -2/5 ] 
f(z) = -14*z^3 + 287/50*z + 1
*
-15/14 | 0.15502674455644200002890185308748196516 | 0.027495032442639987709808456459235520367
f(z) = -14/3*z^3 + 281/42*z + 1
*
-1 | 0.081789532890878663722785227974041645842 | 0.014434058250936963568258375518262602201
f(z) = -14/3*z^3 + 289/42*z + 1
*
-3/7 | 0.19131254980386215916329375171973648063 | 0.028138105302451734407656716449873221775
f(z) = -14/9*z^3 + 299/42*z + 1
*
[ -4/13 ] 
f(z) = -13*z^3 + 285/52*z + 1
*
-1 | 0.079742819151281722756747016108975626399 | 0.014072858176842520354077440592246577031
f(z) = -13/4*z^3 + 289/52*z + 1
*
-2/13 | 0.15923732568585680965972296113380084902 | 0.022600393859832137005723976079683758424
f(z) = -13/16*z^3 + 287/52*z + 1
*
-3/8 | 0.17148728801421021659324634741024784473 | 0.026979921859195683500206560981082872375
f(z) = -12*z^3 + 289/48*z + 1
*
[ 3/4 ] 
f(z) = -11*z^3 + 281/48*z + 1
*
[ 5/3 ] 
f(z) = -11/5*z^3 + 293/45*z + 1
*
-1/2 | 0.084094406211102995025443830644647624229 | 0.014822777100982883181644838679228936770
f(z) = -11/10*z^3 + 291/40*z + 1
*
[ 5/2 ] 
f(z) = -11/10*z^3 + 299/40*z + 1
*
[ -2/11 ] 
f(z) = -11/16*z^3 + 287/44*z + 1
*
-1/4 | 0.17095796641757917341878324058114195177 | 0.028533585582192723964570281500189529837
f(z) = -10*z^3 + 289/40*z + 1
*
-1/2 | 0.12635886208421743432542682980920842517 | 0.022299567088603661083748796028766847491
f(z) = -9/10*z^3 + 289/40*z + 1
*
[ 8/3 ] 
f(z) = -9/14*z^3 + 291/56*z + 1
*
[ -3 ] 
f(z) = -9/14*z^3 + 299/42*z + 1
*
[ 3 ] 
f(z) = -9/19*z^3 + 281/57*z + 1
*
-1/8 | 0.071047071603344548862557066819187140626 | 0.012600674446706950695456719062862798671
f(z) = -8/5*z^3 + 281/40*z + 1
*
-15/8 | 0.13837052431705668058422447279819623336 | 0.024540940120286400122401255675501484038
f(z) = -8/7*z^3 + 281/56*z + 1
*
[ 5/2 ] 
f(z) = -8/11*z^3 + 283/55*z + 1
*
[ -3 ] 
f(z) = -8/17*z^3 + 284/51*z + 1
*
[ -3 ] 
f(z) = -8/19*z^3 + 292/57*z + 1
*
-1/2 | 0.061200216997353759662310713673798735809 | 0.010854268769258791979558132444307587364
f(z) = -7/2*z^3 + 281/56*z + 1
*
-1/7 | 0.076437921669493483801592217863376183446 | 0.013440874433239940384388670294771644799
f(z) = -7/6*z^3 + 295/42*z + 1
*
-5/9 | 0.12406653547615444530785280581301709196 | 0.021462037735668236469136918077771153592
f(z) = -6*z^3 + 289/54*z + 1
*
[ -1/4 ] 
f(z) = -6/7*z^3 + 283/56*z + 1
*
-1/2 | 0.14004036294316765103134123382367643449 | 0.024714051844517395578766576625820220177
f(z) = -6/7*z^3 + 289/42*z + 1
*
[ -1/6 ] 
f(z) = -6/7*z^3 + 295/42*z + 1
*
-9/4 | 0.16218160052682695709076530325476542616 | 0.028450698342823795444581083540288192950
f(z) = -6/7*z^3 + 299/56*z + 1
*
-1/3 | 0.13879964620260584714583993446872826000 | 0.024540284152654462849269719335368675657
f(z) = -5*z^3 + 286/45*z + 1
*
-3 | 0.078108922980650637952943503603915801054 | 0.013853141130953429699380127849772111111
f(z) = -5/8*z^3 + 281/40*z + 1
*
-10/3 | 0.20223813328891068922524424055181729715 | 0.026204129748892483780856437420803922647
f(z) = -5/8*z^3 + 281/45*z + 1
*
-2/3 | 0.17304035083942012172179168094187117454 | 0.022359743584897805713437053003418313732
f(z) = -5/8*z^3 + 287/45*z + 1
*
-2/15 | 0.19454276408529096267048412015792523669 | 0.025071190436423796790244841429968332008
f(z) = -5/8*z^3 + 293/45*z + 1
*
[ 4 ] 
f(z) = -4/11*z^3 + 289/44*z + 1
*
-1 | 0.085533571732058986443813946056034546134 | 0.015094798969428022993135745601121038835
f(z) = -4/13*z^3 + 289/52*z + 1
*
[ 4 ] 
f(z) = -4/13*z^3 + 295/52*z + 1
*
[ -9/2 ] 
f(z) = -4/15*z^3 + 298/45*z + 1
*
-4/3 | 0.13536162298303849616208532901822928993 | 0.023888356884068218723389707003024844103
f(z) = -3*z^3 + 289/48*z + 1
*
[ -2/9 ] 
f(z) = -3/4*z^3 + 299/54*z + 1
*
1/2 | 0.091044663899055488187028544441180649397 | 0.016127095967736977773631077251250524813
f(z) = -3/10*z^3 + 283/40*z + 1
*
-1 | 0.072835403653611192328599551840660882705 | 0.012853850876851935034473392846452823386
f(z) = -3/14*z^3 + 289/42*z + 1
*
-5 | 0.10170831888333010732722144710448823318 | 0.017949286998930644280227175884204111227
f(z) = -3/16*z^3 + 289/48*z + 1
*
[ 16/3 ] 
f(z) = -3/16*z^3 + 295/48*z + 1
*
-1/7 | 0.15412057280662109122322911236008834427 | 0.027084505652715146776593663356854397049
f(z) = -2*z^3 + 296/49*z + 1
*
[ -1/4 ] 
f(z) = -2/7*z^3 + 281/56*z + 1
*
[ 5 ] 
f(z) = -2/9*z^3 + 286/45*z + 1
*
[ 5 ] 
f(z) = -2/11*z^3 + 294/55*z + 1
*
-15/4 | 0.065449927694629253516995577979010184657 | 0.011550476393162612554269899837138720577
f(z) = -1/3*z^3 + 289/48*z + 1
*
-6 | 0.12232784083169231130498879505905514624 | 0.021588180270349790071430283997896819940
f(z) = -1/5*z^3 + 289/45*z + 1
*
-7 | 0.13201010217897862756112858788922278587 | 0.023212708673304560203013742320224909495
f(z) = -1/8*z^3 + 295/56*z + 1
*
[ 8 ] 
f(z) = -1/10*z^3 + 291/40*z + 1
*
[ 9 ] 
f(z) = -1/15*z^3 + 283/45*z + 1
*
[ -9 ] 
f(z) = -1/15*z^3 + 293/45*z + 1
*
-7/6 | 0.13847787551894462054038949846172559679 | 0.024292473688424997377912354691839246696
f(z) = -20/7*z^3 + 299/63*z + 1
*
-3/5 | 0.19004720524247988503322509102570618324 | 0.028179943264469763408099222127973893730
f(z) = -20/9*z^3 + 283/60*z + 1
*
[ -13/10 ] 
f(z) = -20/13*z^3 + 284/65*z + 1
*
-4/19 | 0.16230329589242670617141142781998967191 | 0.025466052426532723079393790298786742158
f(z) = -19/8*z^3 + 293/76*z + 1
*
-4/19 | 0.085188853659311164639402439849465976318 | 0.012078863330144587650960325039475763790
f(z) = -19/16*z^3 + 289/76*z + 1
*
-15/34 | 0.081605980999044469614375907303181190102 | 0.011570850517039398287281454255707506027
f(z) = -17*z^3 + 293/68*z + 1
*
0 | 0.16370393683983387523853192313648647002 | 0.028751604896232119334785308837178971272
f(z) = -17/4*z^3 + 297/68*z + 1
*
[ 7/12 ] 
f(z) = -16*z^3 + 298/63*z + 1
*
[ -5/8 ] 
f(z) = -16/3*z^3 + 281/60*z + 1
*
-3/10 | 0.12088812283763480582655453351846568123 | 0.020176723384933697605156500805023972387
f(z) = -16/3*z^3 + 286/75*z + 1
*
7/4 | 0.16558844209577484000963001599145617745 | 0.029048343337478387937531316379572263159
f(z) = -16/11*z^3 + 299/77*z + 1
*
-15/8 | 0.13736585363721381549401778320279909547 | 0.024242059625582546380129974441615209699
f(z) = -16/15*z^3 + 289/60*z + 1
*
-3/5 | 0.098316131829503823731117404864519917956 | 0.017437025088938102494457698270548712528
f(z) = -15/4*z^3 + 281/60*z + 1
*
[ -4/15 ] 
f(z) = -15/8*z^3 + 293/60*z + 1
*
-1/5 | 0.13798792544875939722314960868636973591 | 0.024442338746710057895868869167496319764
f(z) = -15/14*z^3 + 283/70*z + 1
*
-8/5 | 0.15506354630455480049934097843600971817 | 0.027234078197637546876598407681964140289
f(z) = -15/14*z^3 + 297/70*z + 1
*
-1/12 | 0.11484685271889138196364558116845562937 | 0.016606628875771578698571021046350480604
f(z) = -14*z^3 + 295/72*z + 1
*
-1/2 | 0.13791200752399044872343090028364539369 | 0.024338443805037723432246640161179825727
f(z) = -14/5*z^3 + 289/70*z + 1
*
[ -3/2 ] 
f(z) = -14/11*z^3 + 299/66*z + 1
*
-5/2 | 0.10090571220006612750855992185842991662 | 0.017807644526974241082953331968458135559
f(z) = -13/15*z^3 + 289/60*z + 1
*
-24/13 | 0.18677040557710198747849059945079565201 | 0.027694063829717925467036870997741746977
f(z) = -13/18*z^3 + 283/78*z + 1
*
-1 | 0.090937491429600651308272918109165461584 | 0.016048472244488392276384065571564050120
f(z) = -12/5*z^3 + 289/60*z + 1
*
[ 7/11 ] 
f(z) = -11*z^3 + 299/77*z + 1
*
[ -6/11 ] 
f(z) = -11/2*z^3 + 295/66*z + 1
*
[ -3/5 ] 
f(z) = -11/3*z^3 + 299/75*z + 1
*
-1 | 0.070112911974389218306137726962531060772 | 0.012373390821675808689710407186130474076
f(z) = -11/6*z^3 + 289/66*z + 1
*
19/11 | 0.15216203422900255079794435129838052042 | 0.026756232389748771857311980401777989295
f(z) = -11/6*z^3 + 295/66*z + 1
*
[ -6/5 ] 
f(z) = -11/8*z^3 + 286/75*z + 1
*
[ -1/3 ] 
f(z) = -11/8*z^3 + 299/72*z + 1
*
-2 | 0.16091268597240693318460239939470169309 | 0.025247860029801903203485575438258927298
f(z) = -11/12*z^3 + 293/66*z + 1
*
-2/11 | 0.11133464926062698240839326147483462104 | 0.017413477581722406182329457158586191005
f(z) = -11/12*z^3 + 299/66*z + 1
*
-5/2 | 0.11329649686093311858118195100074828908 | 0.019875031723810769743632439872563157585
f(z) = -11/15*z^3 + 299/60*z + 1
*
-1 | 0.091259486620516112705454509381068334156 | 0.016105297331732699782697322170146840925
f(z) = -10/7*z^3 + 289/70*z + 1
*
-1/2 | 0.090543009703728116862935862939222928613 | 0.015662865763958387293022282148589346422
f(z) = -9/2*z^3 + 289/72*z + 1
*
[ -8/9 ] 
f(z) = -9/4*z^3 + 281/72*z + 1
*
-3/2 | 0.13383924375603714340291257462242258092 | 0.023707466597889709793529551213396390704
f(z) = -9/5*z^3 + 283/60*z + 1
*
-1/2 | 0.16836977487409924853226704693907014779 | 0.029750031620428105987219173270375237145
f(z) = -9/5*z^3 + 287/60*z + 1
*
-1 | 0.067933130742822624040055465448730856616 | 0.011988707254492358444476185715409206003
f(z) = -9/8*z^3 + 289/72*z + 1
*
-1/3 | 0.14965723949611975245574866011418932397 | 0.023545422369345880353361830199586049497
f(z) = -8*z^3 + 289/72*z + 1
*
-1 | 0.080471137024216590789591046337865274304 | 0.014201390303528779687209247629844541847
f(z) = -8/9*z^3 + 289/72*z + 1
*
[ 5/2 ] 
f(z) = -8/13*z^3 + 289/65*z + 1
*
[ -5/7 ] 
f(z) = -7/2*z^3 + 293/70*z + 1
*
[ -3/2 ] 
f(z) = -7/5*z^3 + 289/60*z + 1
*
[ -1/3 ] 
f(z) = -7/8*z^3 + 295/72*z + 1
*
-18/7 | 0.16709757685700791621989194012949818537 | 0.029489056517321767542220480147987508530
f(z) = -7/9*z^3 + 289/63*z + 1
*
-6/7 | 0.13038169493577647177774572210632540342 | 0.023124067672596938601695681208547112571
f(z) = -7/10*z^3 + 281/70*z + 1
*
-1 | 0.085601591132727814974627159416263425420 | 0.015106802901431859923886050942871848256
f(z) = -7/10*z^3 + 289/70*z + 1
*
7/2 | 0.062168189825893685767769090526816718799 | 0.011012093631036822560720964156718478770
f(z) = -7/15*z^3 + 283/60*z + 1
*
-3/5 | 0.15273663393182321900449574516698333907 | 0.025000891167470351472759787207244373427
f(z) = -6*z^3 + 287/75*z + 1
*
-1 | 0.086006463578159842701859593225922938008 | 0.015178254005931527691436896452929476705
f(z) = -6/11*z^3 + 289/66*z + 1
*
1/2 | 0.14216408364520590825612486015104385035 | 0.024998188797621902004982097026015909562
f(z) = -6/11*z^3 + 295/66*z + 1
*
[ -3/10 ] 
f(z) = -5*z^3 + 287/60*z + 1
*
7/5 | 0.12533882586199695908731467348681360824 | 0.022066024131560039974585469545142629075
f(z) = -5/2*z^3 + 293/70*z + 1
*
-1/2 | 0.13870791257056309007498497158715337555 | 0.024478903585139064285421383181411245282
f(z) = -5/3*z^3 + 289/60*z + 1
*
[ 7/3 ] 
f(z) = -5/7*z^3 + 281/63*z + 1
*
-1/5 | 0.15278232478272640728341800649589334108 | 0.027096969549235518027171681265826250106
f(z) = -5/14*z^3 + 281/70*z + 1
*
3/5 | 0.16715947302412899928077473050404176765 | 0.029499979832936339017447237883696851588
f(z) = -5/14*z^3 + 289/70*z + 1
*
[ -7/3 ] 
f(z) = -4/7*z^3 + 286/63*z + 1
*
-15/4 | 0.13808841592079827224648693156802545039 | 0.024369576017014966481191265428394375054
f(z) = -4/15*z^3 + 289/60*z + 1
*
15/4 | 0.062704264182661754030170620266967462162 | 0.011039147663069431473273375239247303729
f(z) = -4/17*z^3 + 293/68*z + 1
*
[ -3/5 ] 
f(z) = -3*z^3 + 281/75*z + 1
*
-4 | 0.11719679249896964455098432528028708684 | 0.020632611113423560657991577791681695309
f(z) = -3/10*z^3 + 293/60*z + 1
*
-10/3 | 0.086573821519033778258979591227233593722 | 0.015187207873288134077804148698910264770
f(z) = -3/11*z^3 + 299/66*z + 1
*
[ -4 ] 
f(z) = -3/19*z^3 + 287/76*z + 1
*
[ 9/4 ] 
f(z) = -2/3*z^3 + 283/72*z + 1
*
-7/2 | 0.10259774987328175048870177645498508127 | 0.018062435234875002964989934914903400864
f(z) = -2/5*z^3 + 293/70*z + 1
*
-1/4 | 0.14561075887621415429014495508571663024 | 0.025697104522977457307580751605789344901
f(z) = -2/9*z^3 + 289/72*z + 1
*
0 | 0.14064044473285921783607352135100247129 | 0.024700923981723109922945137808526912025
f(z) = -2/17*z^3 + 297/68*z + 1
*
[ 9/2 ] 
f(z) = -1/6*z^3 + 299/72*z + 1
*
[ -1/3 ] 
f(z) = -1/8*z^3 + 289/72*z + 1
*
-7 | 0.10625197867716291676357698506637198227 | 0.018820826872274564022416971603197892669
f(z) = -1/10*z^3 + 283/70*z + 1
*
[ -6 ] 
f(z) = -1/11*z^3 + 293/66*z + 1
*
[ 6 ] 
f(z) = -1/13*z^3 + 281/78*z + 1
*
-3/2 | 0.12332961187530244595005717624334557957 | 0.021764970882626084943803686895302615282
f(z) = -1/15*z^3 + 289/60*z + 1
*
[ -15/2 ] 
f(z) = -1/15*z^3 + 293/60*z + 1
*
-2/3 | 0.13276304162658088341224264697673293775 | 0.022753615774248272730772276519673126446
f(z) = -19/5*z^3 + 287/90*z + 1
*
0 | 0.088416658299086910255135541922507826682 | 0.015014177390783851777010647788727358760
f(z) = -19/5*z^3 + 291/95*z + 1
*
[ -3/4 ] 
f(z) = -19/18*z^3 + 281/96*z + 1
*
[ 5/3 ] 
f(z) = -18/17*z^3 + 284/85*z + 1
*
[ 5/3 ] 
f(z) = -18/19*z^3 + 288/95*z + 1
*
-3/4 | 0.14596786549161195319011322392294458482 | 0.025888379509985702207195087532152574670
f(z) = -17/6*z^3 + 281/96*z + 1
*
[ -10/17 ] 
f(z) = -17/8*z^3 + 292/85*z + 1
*
[ -2/3 ] 
f(z) = -17/10*z^3 + 293/90*z + 1
*
[ -5/4 ] 
f(z) = -16/19*z^3 + 296/95*z + 1
*
-13/7 | 0.16188956327516648789235424519154588797 | 0.028449795584029028991889215033361257968
f(z) = -14/13*z^3 + 296/91*z + 1
*
-2/9 | 0.21932484592254073189165013127191672758 | 0.028302454430402064953761836266879187459
f(z) = -13/8*z^3 + 290/81*z + 1
*
[ 7/12 ] 
f(z) = -12*z^3 + 283/84*z + 1
*
[ -5/8 ] 
f(z) = -12/5*z^3 + 283/80*z + 1
*
-11/12 | 0.16604576798206102393607721819457793289 | 0.029303435325547862341350938832705191314
f(z) = -12/7*z^3 + 289/84*z + 1
*
[ 5/4 ] 
f(z) = -11/5*z^3 + 291/80*z + 1
*
-1/4 | 0.14433813895587410111398326054443450871 | 0.025320510079186730948957872814090830678
f(z) = -11/6*z^3 + 299/96*z + 1
*
-2/9 | 0.20181807797986788083444512098914015237 | 0.026054933029151248790358200323504781152
f(z) = -11/8*z^3 + 289/81*z + 1
*
16/11 | 0.086331090705345493067418515853713875786 | 0.015235543572187927685268540110932211908
f(z) = -11/8*z^3 + 289/88*z + 1
*
-9/5 | 0.095800081310227975082090290410227933564 | 0.016906612682593508230255133516581856101
f(z) = -10/9*z^3 + 289/90*z + 1
*
-5/9 | 0.090605406211519074456960892784864544817 | 0.015091124333087206459631104031893187987
f(z) = -9/2*z^3 + 287/90*z + 1
*
-5/4 | 0.15776427350138251334383755476074628572 | 0.027841933229694012170788404364983228457
f(z) = -9/5*z^3 + 289/80*z + 1
*
[ -5/12 ] 
f(z) = -9/5*z^3 + 297/80*z + 1
*
[ -2/3 ] 
f(z) = -8/5*z^3 + 289/90*z + 1
*
[ -5/4 ] 
f(z) = -8/9*z^3 + 287/90*z + 1
*
[ 11/6 ] 
f(z) = -8/11*z^3 + 287/99*z + 1
*
-9/4 | 0.13906529405190559661892086423134044123 | 0.024633177244118643987827843315214695688
f(z) = -8/15*z^3 + 283/90*z + 1
*
[ 9/4 ] 
f(z) = -8/15*z^3 + 293/90*z + 1
*
[ -4/7 ] 
f(z) = -7/3*z^3 + 295/84*z + 1
*
[ -2/3 ] 
f(z) = -7/5*z^3 + 281/90*z + 1
*
[ -3/4 ] 
f(z) = -7/6*z^3 + 287/96*z + 1
*
-1/4 | 0.091869012606481182333023531461697401140 | 0.016154283577836491773097171033409718910
f(z) = -7/6*z^3 + 295/96*z + 1
*
-2/9 | 0.20687815835689238103564430483644016694 | 0.026732161323855867601057904633509050737
f(z) = -7/8*z^3 + 287/81*z + 1
*
[ 9/5 ] 
f(z) = -5/6*z^3 + 283/90*z + 1
*
-9/5 | 0.13940498154411438456336466221356895340 | 0.024542384737184579486176291800913587313
f(z) = -5/6*z^3 + 293/90*z + 1
*
-1/4 | 0.093577121948083265881876197841468110787 | 0.016474344775990256038260819503329398357
f(z) = -5/6*z^3 + 293/96*z + 1
*
[ -3/2 ] 
f(z) = -5/8*z^3 + 295/96*z + 1
*
18/5 | 0.13485874803252057534947773825311874314 | 0.023657588448385449293254135899520207528
f(z) = -5/18*z^3 + 299/90*z + 1
*
0 | 0.064462095055632384940925295024509886643 | 0.011362316585878382789198869269795556690
f(z) = -5/19*z^3 + 291/95*z + 1
*
7/4 | 0.11672612991223030456565339475678533841 | 0.020525168933975497474612996861575355845
f(z) = -4/3*z^3 + 295/84*z + 1
*
19/8 | 0.12848386866877557320910281763820121907 | 0.022787475461162826289115138347749299162
f(z) = -4/5*z^3 + 281/80*z + 1
*
-7/3 | 0.073551997816327162409693866129088441381 | 0.012933412439414153222695139127244240439
f(z) = -3/4*z^3 + 295/84*z + 1
*
-5/4 | 0.066744775645469031900777227804893066675 | 0.011778988650023931053171162517555671509
f(z) = -2/11*z^3 + 289/88*z + 1
*
-7/2 | 0.072073671628328992913288525100558148097 | 0.012766690208071401407295443284983515002
f(z) = -1/3*z^3 + 283/84*z + 1
*
-1/4 | 0.10442366460326405349451773019563941064 | 0.018428485949060971774905290148303309821
f(z) = -1/6*z^3 + 289/96*z + 1
*
-2/9 | 0.21687143090498625429362782235819752426 | 0.028061563596342491967491228403101695824
f(z) = -1/8*z^3 + 284/81*z + 1
*
[ 7/10 ] 
f(z) = -20/3*z^3 + 298/105*z + 1
*
-3/5 | 0.15863036602944756875463857497665102618 | 0.027811433331178905112365266348049960123
f(z) = -20/7*z^3 + 283/105*z + 1
*
[ 3/2 ] 
f(z) = -18/19*z^3 + 281/114*z + 1
*
0 | 0.15959667185456075504597234491772522000 | 0.028165311339750994099672574178033197452
f(z) = -17/6*z^3 + 283/102*z + 1
*
[ 4/3 ] 
f(z) = -17/12*z^3 + 299/108*z + 1
*
[ -4/5 ] 
f(z) = -17/16*z^3 + 293/100*z + 1
*
0 | 0.16441045334992482315949082563769996756 | 0.028979567284889398904283516066623811196
f(z) = -16/7*z^3 + 291/112*z + 1
*
-7/4 | 0.16451713297390419817001066446928077678 | 0.028877379906717830862883784693535189920
f(z) = -16/15*z^3 + 298/105*z + 1
*
-2/3 | 0.069388367289363095811602164065146406324 | 0.012245524579878991461266023163828241877
f(z) = -15/7*z^3 + 289/105*z + 1
*
[ -2/3 ] 
f(z) = -15/17*z^3 + 295/102*z + 1
*
-3/7 | 0.11080854234131111840751803774154078704 | 0.019438582439190952428558020696009673296
f(z) = -14/5*z^3 + 299/105*z + 1
*
-8/13 | 0.16484629466089645126657480010215420441 | 0.028309289952320139240116645214368665583
f(z) = -13/4*z^3 + 297/104*z + 1
*
[ -2/3 ] 
f(z) = -12/17*z^3 + 287/102*z + 1
*
-2/5 | 0.16472825288072992475711759233750237880 | 0.029035583752811126304194219446181035105
f(z) = -10/11*z^3 + 291/110*z + 1
*
-4/15 | 0.18674052734646906606061104798317654780 | 0.029460874926290416266188584369416763021
f(z) = -9/8*z^3 + 283/100*z + 1
*
[ -4/5 ] 
f(z) = -9/8*z^3 + 297/100*z + 1
*
7/3 | 0.16955389455682657451914374737852268002 | 0.029814424000942521785424737694245116740
f(z) = -9/16*z^3 + 295/112*z + 1
*
[ -3/4 ] 
f(z) = -8/19*z^3 + 293/114*z + 1
*
[ -4/5 ] 
f(z) = -7/8*z^3 + 281/100*z + 1
*
[ 15/7 ] 
f(z) = -7/15*z^3 + 281/105*z + 1
*
[ 5/3 ] 
f(z) = -6/7*z^3 + 292/105*z + 1
*
[ 7/4 ] 
f(z) = -5/7*z^3 + 293/112*z + 1
*
[ 4/3 ] 
f(z) = -4/3*z^3 + 283/108*z + 1
*
[ -7/8 ] 
f(z) = -4/7*z^3 + 289/112*z + 1
*
-7/3 | 0.16421378696265653071625977460150974082 | 0.029087827755710469750711208708896389384
f(z) = -3/5*z^3 + 283/105*z + 1
*
7/3 | 0.12718637203503832667132488598245715430 | 0.022324782336168826267387353532825775026
f(z) = -3/5*z^3 + 298/105*z + 1
*
[ -5/3 ] 
f(z) = -3/7*z^3 + 293/105*z + 1
*
[ -2/3 ] 
f(z) = -3/19*z^3 + 293/114*z + 1
*
[ -4/5 ] 
f(z) = -z^3 + 289/100*z + 1
*
-7/4 | 0.11806529676106065727449034148096261083 | 0.020760648563289778621703877373797623889
f(z) = -z^3 + 295/112*z + 1
*
-36/5 | 0.17071943878069841480842833484701128044 | 0.024089988984824596648015207712063784959
f(z) = -1/16*z^3 + 299/100*z + 1
*
-1/3 | 0.15421757332666401101523282544213930184 | 0.027216018456604455280296435512298410345
f(z) = -19/15*z^3 + 289/135*z + 1
*
-3/4 | 0.11801954843745075906500594951611014029 | 0.019448133081845951314877608226638643107
f(z) = -18/5*z^3 + 283/120*z + 1
*
0 | 0.16074182744368216933869546956462241028 | 0.028367406178730174824114161420215171312
f(z) = -17/8*z^3 + 281/136*z + 1
*
-1/3 | 0.15312911732164966551797266820903172264 | 0.027057089585905965979110137427413317719
f(z) = -17/15*z^3 + 287/135*z + 1
*
9/8 | 0.16734632571407653498798764670418916565 | 0.029569193670770312916406227221341370916
f(z) = -16/11*z^3 + 287/132*z + 1
*
-1/3 | 0.14375656949789225858292924836307415772 | 0.025416686287078326323306460609943292005
f(z) = -16/15*z^3 + 286/135*z + 1
*
-1/10 | 0.11727883669630679991461634175536033418 | 0.017240816032704483887388417140230417559
f(z) = -15/2*z^3 + 289/120*z + 1
*
-3/5 | 0.086537485446270936296951030886456268266 | 0.015348003189110593573009976045080139060
f(z) = -15/8*z^3 + 281/120*z + 1
*
-10/9 | 0.19006438375811642244708923384929385995 | 0.024430230131540129443452125619666345038
f(z) = -15/8*z^3 + 299/135*z + 1
*
-1/3 | 0.14572645474107543177620933804382098009 | 0.025796976335390539158089661764536854512
f(z) = -14/15*z^3 + 284/135*z + 1
*
-10/13 | 0.18449200523604118267762151674038403743 | 0.027375395448734187021349946774949414236
f(z) = -13/4*z^3 + 289/130*z + 1
*
[ 4/3 ] 
f(z) = -12/11*z^3 + 289/132*z + 1
*
-4/11 | 0.17568972775049278944613553594681791848 | 0.028419170943383790281226077466167983573
f(z) = -11/3*z^3 + 295/132*z + 1
*
[ 12/11 ] 
f(z) = -11/6*z^3 + 299/132*z + 1
*
-1/3 | 0.14758257810900287705676813723940504511 | 0.026174759617674409527586433459214896638
f(z) = -11/15*z^3 + 281/135*z + 1
*
-3/20 | 0.11089057000379014575368056630281090864 | 0.018508090823522585609547779744421816458
f(z) = -10/3*z^3 + 289/120*z + 1
*
[ 3/2 ] 
f(z) = -9/10*z^3 + 283/120*z + 1
*
[ 3/2 ] 
f(z) = -9/11*z^3 + 287/132*z + 1
*
-7/4 | 0.15499494445770134367492617046935726403 | 0.027353207407212106415512168618916627363
f(z) = -8/9*z^3 + 289/126*z + 1
*
[ 15/8 ] 
f(z) = -8/15*z^3 + 281/120*z + 1
*
0 | 0.11112014487527628016400175114306423931 | 0.019683144114182488128792395347264801324
f(z) = -7/18*z^3 + 283/126*z + 1
*
-3/10 | 0.12767548200681708428641049065911349972 | 0.018931548267839118804660167025546085190
f(z) = -5/18*z^3 + 283/120*z + 1
*
0 | 0.15511678668768280740240211184681135606 | 0.027408300048322156291934761692872123040
f(z) = -4/15*z^3 + 287/120*z + 1
*
[ -3/2 ] 
f(z) = -3/10*z^3 + 281/120*z + 1
*
[ -4/3 ] 
f(z) = -3/11*z^3 + 295/132*z + 1
*
[ -7/6 ] 
f(z) = -2/7*z^3 + 283/126*z + 1
*
-15/4 | 0.19166044501195750461744348897550411839 | 0.028360130934302040224087300479411642803
f(z) = -2/9*z^3 + 287/120*z + 1
*
7/3 | 0.16294253306039512772752020581299751739 | 0.028755782440851382101363928617426878986
f(z) = -1/2*z^3 + 289/126*z + 1
*
[ -5/2 ] 
f(z) = -1/6*z^3 + 293/120*z + 1
*
[ 14/3 ] 
f(z) = -1/14*z^3 + 295/126*z + 1
*
10/3 | 0.14572430472947533113683376390811791570 | 0.025717142875101448272990144264159460160
f(z) = -1/15*z^3 + 289/135*z + 1
*
-4/5 | 0.16482690478258739264646237239162372329 | 0.027510286255828324319246493494547286605
f(z) = -20/7*z^3 + 291/140*z + 1
*
9/8 | 0.15873073157044770686200465313671794140 | 0.027517666178112015346508193702562319390
f(z) = -20/9*z^3 + 293/144*z + 1
*
-6/7 | 0.22641278251414082473478103358748418829 | 0.028533893791785809630101453602623400346
f(z) = -19/8*z^3 + 281/147*z + 1
*
-3/8 | 0.088771854210840571863408677581316755236 | 0.015685508113028945846028867725635544775
f(z) = -16/13*z^3 + 287/156*z + 1
*
-4/3 | 0.15660169344150766764523337726753871040 | 0.027774360185825708750686542294956232164
f(z) = -15/13*z^3 + 281/156*z + 1
*
-3/4 | 0.14903684827752631509631597856529842830 | 0.026301734140528097537794223141658168779
f(z) = -12/13*z^3 + 289/156*z + 1
*
[ 4/3 ] 
f(z) = -12/13*z^3 + 295/156*z + 1
*
[ 6/5 ] 
f(z) = -11/9*z^3 + 289/150*z + 1
*
-7/11 | 0.15973717151783749120341521035005283971 | 0.028155838120868527577600385100428895500
f(z) = -11/14*z^3 + 291/154*z + 1
*
-1/3 | 0.15842484967659003274972480458747562482 | 0.027791670531764810137029063998887437569
f(z) = -11/16*z^3 + 299/144*z + 1
*
[ 3/2 ] 
f(z) = -9/13*z^3 + 295/156*z + 1
*
-19/8 | 0.16358320398379306682173575898938278605 | 0.028868846803749079053552841204985933251
f(z) = -8/19*z^3 + 289/152*z + 1
*
-1/3 | 0.15839504144503908559415506808220670791 | 0.027852246848311178076127841150058661391
f(z) = -7/16*z^3 + 295/144*z + 1
*
[ 7/10 ] 
f(z) = -5*z^3 + 283/140*z + 1
*
-1/3 | 0.15839504144503908559415506808220670791 | 0.027885603545496614232753676346201381901
f(z) = -5/16*z^3 + 293/144*z + 1
*
-7/4 | 0.16148603805684724764621501225079944449 | 0.028604650966473816768010749359074093557
f(z) = -4/5*z^3 + 283/140*z + 1
*
-6/5 | 0.16039076386048443352423101997750000169 | 0.028136540919232754746941696410873441098
f(z) = -3/2*z^3 + 299/150*z + 1
*
-5/2 | 0.16771623524230263621955993282753997041 | 0.029562256078864284223328583183576090968
f(z) = -3/7*z^3 + 291/140*z + 1
*
8/5 | 0.11921827528262041377911790871958097269 | 0.021039410168797882705124989664407570711
f(z) = -1/6*z^3 + 289/150*z + 1
*
[ -9/4 ] 
f(z) = -1/9*z^3 + 289/144*z + 1
*
[ -6/5 ] 
f(z) = -1/9*z^3 + 299/150*z + 1
*
[ -6/5 ] 
f(z) = -1/12*z^3 + 293/150*z + 1
*
[ -3/2 ] 
f(z) = -1/13*z^3 + 287/156*z + 1
*
-1/3 | 0.15839558338970143076210541082221811487 | 0.027953345575263282348479130734725775430
f(z) = -1/16*z^3 + 289/144*z + 1
*
[ -6/5 ] 
f(z) = -1/18*z^3 + 287/150*z + 1
*
-3/4 | 0.15926513609344851645577917471659536756 | 0.026244885724887275196310262040829436684
f(z) = -18/7*z^3 + 299/168*z + 1
*
5/4 | 0.14471482943808908850618271454050601934 | 0.025416515197801400586316305462234491782
f(z) = -17/10*z^3 + 297/160*z + 1
*
0 | 0.16076913863116080784941368584508202200 | 0.028202917292545632372204546512743639020
f(z) = -17/10*z^3 + 299/170*z + 1
*
-11/28 | 0.15253589968166145511942169345455747696 | 0.022888135949621122243085025052999365399
f(z) = -14/3*z^3 + 289/168*z + 1
*
39/28 | 0.19608070776972157654708228149720990343 | 0.029074582881436367513208936996625023612
f(z) = -14/9*z^3 + 283/168*z + 1
*
0 | 0.13797049993296808447406704460202828461 | 0.024469993114014468517655449835733452341
f(z) = -11/16*z^3 + 281/176*z + 1
*
[ 3/2 ] 
f(z) = -9/14*z^3 + 299/168*z + 1
*
-11/14 | 0.11812428953630856462087619547753518251 | 0.020846345684507118595770776482261149961
f(z) = -7/6*z^3 + 289/168*z + 1
*
-3/2 | 0.17874626751497589543358191952303091217 | 0.026504255460536800015009923029437203044
f(z) = -7/18*z^3 + 283/168*z + 1
*
1/2 | 0.065987471368181035620899077574104107433 | 0.011645341058875043327111556520412558668
f(z) = -3/14*z^3 + 289/168*z + 1
*
7/2 | 0.16192451513209775514376965045343673402 | 0.028472870899921323508393553690885043464
f(z) = -1/6*z^3 + 295/168*z + 1
*
[ 14/5 ] 
f(z) = -1/8*z^3 + 284/175*z + 1
*
[ 3/4 ] 
f(z) = -13/4*z^3 + 287/192*z + 1
*
[ 5/6 ] 
f(z) = -13/5*z^3 + 289/180*z + 1
*
0 | 0.15450962970854596584317733908264761157 | 0.027403318657640162772690985869350860633
f(z) = -13/14*z^3 + 281/182*z + 1
*
-9/11 | 0.14787863396441681720299254324575162376 | 0.025087975512087684255490301868797731732
f(z) = -11/6*z^3 + 287/198*z + 1
*
0 | 0.14225848049429720875566555052005883521 | 0.025198798797254614097096755436454881973
f(z) = -11/18*z^3 + 283/198*z + 1
*
10/9 | 0.18787060650754812590229141273451978711 | 0.026664286676934868088603217994582348342
f(z) = -9/16*z^3 + 287/180*z + 1
*
-4/5 | 0.079574609569020785135133056364708100229 | 0.014043172875766654738099504758291856208
f(z) = -5/9*z^3 + 289/180*z + 1
*
[ 7/9 ] 
f(z) = -3*z^3 + 289/189*z + 1
*
[ 8/9 ] 
f(z) = -15/8*z^3 + 293/216*z + 1
*
-9/26 | 0.19014070705086320939143398971977664727 | 0.029179722704952201930655691214003871281
f(z) = -13/4*z^3 + 289/208*z + 1
*
[ 16/13 ] 
f(z) = -13/16*z^3 + 295/208*z + 1
*
[ 8/5 ] 
f(z) = -7/16*z^3 + 299/200*z + 1
*
-7/5 | 0.10187743892186442490637532545394040907 | 0.018045947605032727391258664644199164446
f(z) = -5/6*z^3 + 283/210*z + 1
*
-6/5 | 0.14891876743172217004360152574075132152 | 0.026378561366663491421471163138893725902
f(z) = -5/14*z^3 + 283/210*z + 1
*
-8/9 | 0.16805281131616984780822669758566373444 | 0.029071141256668594533220008873977496911
f(z) = -3/2*z^3 + 283/216*z + 1
*
7/2 | 0.075383380520597309200570309785457659580 | 0.013352951836650353347420932285009054041
f(z) = -2/15*z^3 + 283/210*z + 1
*
[ 12/19 ] 
f(z) = -19/4*z^3 + 299/228*z + 1
*
[ 9/10 ] 
f(z) = -16/9*z^3 + 299/225*z + 1
*
[ 13/6 ] 
f(z) = -2/13*z^3 + 295/234*z + 1
*
0 | 0.065693324859188858169870486557439657401 | 0.011155490965172997065212843126386110903
f(z) = -19/13*z^3 + 283/247*z + 1
*
16/15 | 0.17443397131620021190230694221133181315 | 0.028552447572810727792501706960904357648
f(z) = -15/8*z^3 + 287/240*z + 1
*
0 | 0.16793620465417349798897268980994781872 | 0.029565334755422904680164464119211658754
f(z) = -15/17*z^3 + 293/255*z + 1
*
0 | 0.070359668487412704420250430476721476645 | 0.012463082155069995880089741616693780863
f(z) = -13/19*z^3 + 283/247*z + 1
*
-7/24 | 0.16645480652925052119012803637835831831 | 0.026188166628855749347067996883803158021
f(z) = -12/5*z^3 + 289/240*z + 1
*
-5/7 | 0.17397063665667833979308033253540759728 | 0.029134652159682071628833649582001340224
f(z) = -8/5*z^3 + 298/245*z + 1
*
[ 9/7 ] 
f(z) = -7/12*z^3 + 299/252*z + 1
*
20/21 | 0.16849243143893812580750177241388953080 | 0.023890414814758376563477504836342910173
f(z) = -7/16*z^3 + 289/252*z + 1
*
5/4 | 0.11508720483048378315390634503390305714 | 0.019208526383759574687196188949147078471
f(z) = -5/3*z^3 + 289/240*z + 1
*
[ 7/6 ] 
f(z) = -5/7*z^3 + 281/252*z + 1
*
3/4 | 0.16433205178021681478466766908787812054 | 0.024366934992766274185915589530107670223
f(z) = -5/9*z^3 + 283/240*z + 1
*
7/10 | 0.15816602839482002803279379993991888820 | 0.027912834154659714849757039215275327854
f(z) = -5/12*z^3 + 289/240*z + 1
*
7/8 | 0.13249287697988264536923363527577037378 | 0.023382086149255011222073633595837435038
f(z) = -4/15*z^3 + 289/240*z + 1
*
[ 14/19 ] 
f(z) = -19/7*z^3 + 297/266*z + 1
*
0 | 0.066539090945246526062595211438053124952 | 0.011728415218338234463467315766113948434
f(z) = -14/19*z^3 + 291/266*z + 1
*
-11/12 | 0.065799140148634942812290158795009655633 | 0.011612104730248187195733978150319365558
f(z) = -6/11*z^3 + 289/264*z + 1
*
[ 5/2 ] 
f(z) = -1/13*z^3 + 281/260*z + 1
*
[ 15/19 ] 
f(z) = -19/9*z^3 + 299/285*z + 1
*
[ 6/7 ] 
f(z) = -19/12*z^3 + 293/294*z + 1
*
0 | 0.17351577883205091759058864300654240372 | 0.029464998266184578630965530539562737143
f(z) = -19/15*z^3 + 286/285*z + 1
*
-2/19 | 0.14394011529760679368335359331199810729 | 0.024442706457166196051461941273616959134
f(z) = -19/15*z^3 + 289/285*z + 1
*
1/20 | 0.10380258964192800340611614719171686478 | 0.017325077837944053360429539313071717732
f(z) = -10/7*z^3 + 281/280*z + 1
*
[ 8/7 ] 
f(z) = -7/10*z^3 + 291/280*z + 1
*
[ 11/9 ] 
f(z) = -6/11*z^3 + 296/297*z + 1
*
[ 5/2 ] 
f(z) = -1/14*z^3 + 293/280*z + 1
*
[ 6/11 ] 
f(z) = -7/27*z^3 - 183/242*z + 1
*
[ 6/11 ] 
f(z) = -4/27*z^3 - 191/242*z + 1
*
[ 6/11 ] 
f(z) = -1/27*z^3 - 199/242*z + 1
*
[ 9/16 ] 
f(z) = -8/27*z^3 - 197/288*z + 1
*
0 | 0.15587702034725524202238559090096472066 | 0.029151652449813337567999405909634493413
f(z) = -2/35*z^3 - 163/210*z + 1
*
[ 4/7 ] 
f(z) = -7/36*z^3 - 173/252*z + 1
*
0 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -7/36*z^3 - 167/252*z + 1
*
0 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -8/33*z^3 - 167/264*z + 1
*
-1/2 | 0.14320000541044366636953313056639038492 | 0.025681727498129570807990538088606767621
f(z) = -3/22*z^3 - 167/264*z + 1
*
[ 4/7 ] 
f(z) = -3/32*z^3 - 141/196*z + 1
*
[ 4/7 ] 
f(z) = -1/32*z^3 - 145/196*z + 1
*
0 | 0.098963979984127243112405211171355219273 | 0.018507946476783939143000246004384017253
f(z) = -3/35*z^3 - 157/210*z + 1
*
0 | 0.13523365302049915793546379053329908758 | 0.024457073394056756186649954658915026857
f(z) = -9/28*z^3 - 143/252*z + 1
*
[ 5/8 ] 
f(z) = -8/35*z^3 - 143/280*z + 1
*
[ 4/7 ] 
f(z) = -11/32*z^3 - 125/196*z + 1
*
[ 4/7 ] 
f(z) = -9/32*z^3 - 129/196*z + 1
*
[ 4/7 ] 
f(z) = -5/32*z^3 - 137/196*z + 1
*
[ 3/5 ] 
f(z) = -5/39*z^3 - 121/195*z + 1
*
0 | 0.13008544409083098993947183877830704540 | 0.024328189276825011985427886262328088121
f(z) = -9/35*z^3 - 121/210*z + 1
*
0 | 0.12687379495358782877577495902661008302 | 0.023727556295574263543650625313969394948
f(z) = -6/35*z^3 - 139/210*z + 1
*
[ 2/3 ] 
f(z) = -1/30*z^3 - 131/270*z + 1
*
[ 5/9 ] 
f(z) = -3/25*z^3 - 103/135*z + 1
*
[ 3/5 ] 
f(z) = -10/39*z^3 - 112/195*z + 1
*
0 | 0.091512930331408006361821499417284947183 | 0.017114473536523195301404736390726549975
f(z) = -12/35*z^3 - 103/210*z + 1
*
1/3 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = -6/35*z^3 - 101/210*z + 1
*
6/5 | 0.13390192268256102995790576055679477342 | 0.025041935647139347024038857174728538179
f(z) = -5/21*z^3 - 103/210*z + 1
*
3/2 | 0.14916341904369204470078445458879012942 | 0.027896094886215514411237216914822946500
f(z) = -2/35*z^3 - 113/210*z + 1
*
[ 2/3 ] 
f(z) = -3/37*z^3 - 103/222*z + 1
*
[ 2/3 ] 
f(z) = -1/26*z^3 - 113/234*z + 1
*
[ 9/14 ] 
f(z) = -7/27*z^3 - 113/252*z + 1
*
4/3 | 0.13287121736310964594534623876615499077 | 0.024029825730690346949014693977332066421
f(z) = -5/28*z^3 - 109/252*z + 1
*
11/6 | 0.080327954038417998113438876320921239332 | 0.014656676924345804428883758679948801656
f(z) = -3/20*z^3 - 119/240*z + 1
*
0 | 0.15460983554311766323236822721590769468 | 0.027727985439443242847601197900918236377
f(z) = -11/24*z^3 - 119/264*z + 1
*
0 | 0.13425891392601325472185839031703762813 | 0.024078217258162484045847465093609224944
f(z) = -8/33*z^3 - 101/264*z + 1
*
[ 2/3 ] 
f(z) = -7/30*z^3 - 107/270*z + 1
*
8/7 | 0.13649680732773308426862736520055057899 | 0.024223940366994602736779451383072005005
f(z) = -7/20*z^3 - 117/280*z + 1
*
-7/4 | 0.15539939458637321267063899431834854272 | 0.027578562028113678951739318686689660221
f(z) = -2/35*z^3 - 111/280*z + 1
*
[ 5/9 ] 
f(z) = -6/25*z^3 - 98/135*z + 1
*
[ 4/7 ] 
f(z) = -7/20*z^3 - 89/140*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -6/25*z^3 - 89/150*z + 1
*
[ 3/5 ] 
f(z) = -10/33*z^3 - 92/165*z + 1
*
0 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = -8/21*z^3 - 83/168*z + 1
*
0 | 0.11808972075805159753861141753739318658 | 0.023046555602798055561229992170628607334
f(z) = -7/24*z^3 - 95/168*z + 1
*
8/7 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = -7/24*z^3 - 83/168*z + 1
*
[ 5/8 ] 
f(z) = -6/25*z^3 - 81/160*z + 1
*
[ 5/8 ] 
f(z) = -2/25*z^3 - 91/160*z + 1
*
[ 3/5 ] 
f(z) = -20/39*z^3 - 94/195*z + 1
*
[ 2/3 ] 
f(z) = -3/31*z^3 - 85/186*z + 1
*
0 | 0.11141837217418408893717952890486756799 | 0.020837129519861011868367999644554631669
f(z) = -10/21*z^3 - 89/210*z + 1
*
11/7 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = -7/30*z^3 - 89/210*z + 1
*
[ 2/3 ] 
f(z) = -6/35*z^3 - 89/210*z + 1
*
[ 2/3 ] 
f(z) = -3/35*z^3 - 97/210*z + 1
*
[ 12/19 ] 
f(z) = -19/36*z^3 - 85/228*z + 1
*
[ 7/11 ] 
f(z) = -11/21*z^3 - 83/231*z + 1
*
[ 2/3 ] 
f(z) = -7/26*z^3 - 89/234*z + 1
*
[ 2/3 ] 
f(z) = -6/37*z^3 - 95/222*z + 1
*
[ 2/3 ] 
f(z) = -5/26*z^3 - 97/234*z + 1
*
[ 5/7 ] 
f(z) = -3/25*z^3 - 83/245*z + 1
*
[ 5/7 ] 
f(z) = -2/25*z^3 - 88/245*z + 1
*
[ 5/7 ] 
f(z) = -1/25*z^3 - 93/245*z + 1
*
[ 2/3 ] 
f(z) = -13/30*z^3 - 83/270*z + 1
*
0 | 0.10465423496640260519644332178140022981 | 0.018768864821120734842304080550045508945
f(z) = -11/24*z^3 - 95/264*z + 1
*
[ 2/3 ] 
f(z) = -11/30*z^3 - 91/270*z + 1
*
5/4 | 0.16133282377284907503420508498180788462 | 0.028817553402443688601297346564872930901
f(z) = -8/27*z^3 - 91/270*z + 1
*
-11/4 | 0.074356272113053881469792935704337184419 | 0.013335177695775091695088385591595682970
f(z) = -2/33*z^3 - 95/264*z + 1
*
-10/3 | 0.14572430472947533113683376390811791570 | 0.026029532214028963196363711953695018930
f(z) = -1/30*z^3 - 89/270*z + 1
*
-5/4 | 0.15569219121127834899308772086808524714 | 0.027630524327600505367613216746785213945
f(z) = -6/35*z^3 - 93/280*z + 1
*
[ 3/5 ] 
f(z) = -5/21*z^3 - 61/105*z + 1
*
[ 2/3 ] 
f(z) = -3/23*z^3 - 61/138*z + 1
*
[ 2/3 ] 
f(z) = -1/28*z^3 - 61/126*z + 1
*
3/2 | 0.093165046554097134306309557254362780270 | 0.019460095507122118513157536044754389221
f(z) = -1/30*z^3 - 71/120*z + 1
*
[ 2/3 ] 
f(z) = -3/25*z^3 - 67/150*z + 1
*
[ 5/8 ] 
f(z) = -14/25*z^3 - 61/160*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.029291795074610248617581380378003179788
f(z) = -11/30*z^3 - 67/165*z + 1
*
[ 2/3 ] 
f(z) = -7/36*z^3 - 67/162*z + 1
*
[ 2/3 ] 
f(z) = -6/29*z^3 - 71/174*z + 1
*
[ 2/3 ] 
f(z) = -5/36*z^3 - 71/162*z + 1
*
[ 2/3 ] 
f(z) = -3/29*z^3 - 79/174*z + 1
*
[ 2/3 ] 
f(z) = -1/36*z^3 - 79/162*z + 1
*
[ 2/3 ] 
f(z) = -12/31*z^3 - 61/186*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -10/39*z^3 - 67/195*z + 1
*
0 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = -9/20*z^3 - 79/180*z + 1
*
[ 2/3 ] 
f(z) = -7/22*z^3 - 71/198*z + 1
*
[ 2/3 ] 
f(z) = -6/31*z^3 - 77/186*z + 1
*
[ 2/3 ] 
f(z) = -5/22*z^3 - 79/198*z + 1
*
[ 3/4 ] 
f(z) = -1/36*z^3 - 61/192*z + 1
*
[ 2/3 ] 
f(z) = -12/35*z^3 - 73/210*z + 1
*
0 | 0.11141837217418408893717952890486756799 | 0.020837129519861011868367999644554631669
f(z) = -7/30*z^3 - 71/210*z + 1
*
[ 12/19 ] 
f(z) = -19/32*z^3 - 79/228*z + 1
*
[ 2/3 ] 
f(z) = -15/37*z^3 - 71/222*z + 1
*
[ 2/3 ] 
f(z) = -12/37*z^3 - 79/222*z + 1
*
[ 2/3 ] 
f(z) = -11/26*z^3 - 73/234*z + 1
*
[ 15/22 ] 
f(z) = -11/27*z^3 - 61/220*z + 1
*
[ 5/7 ] 
f(z) = -6/25*z^3 - 68/245*z + 1
*
[ 5/7 ] 
f(z) = -4/25*z^3 - 78/245*z + 1
*
3/2 | 0.14907321663194025743154404250230310696 | 0.027199970426265226902965227996288234945
f(z) = -3/20*z^3 - 79/240*z + 1
*
[ 2/3 ] 
f(z) = -17/30*z^3 - 67/270*z + 1
*
0 | 0.13432569308503055769843916650565469955 | 0.024090193543774492554960024901253403034
f(z) = -11/24*z^3 - 71/264*z + 1
*
11/8 | 0.13348052048261026163452545564272749142 | 0.023938618881454961292766642692934034978
f(z) = -8/33*z^3 - 71/264*z + 1
*
[ 3/4 ] 
f(z) = -4/23*z^3 - 65/276*z + 1
*
[ 3/4 ] 
f(z) = -2/33*z^3 - 79/264*z + 1
*
0 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = -11/26*z^3 - 61/286*z + 1
*
[ 3/5 ] 
f(z) = -7/27*z^3 - 43/75*z + 1
*
[ 3/5 ] 
f(z) = -4/27*z^3 - 46/75*z + 1
*
[ 3/5 ] 
f(z) = -1/27*z^3 - 49/75*z + 1
*
[ 4/7 ] 
f(z) = -7/24*z^3 - 55/84*z + 1
*
[ 5/8 ] 
f(z) = -4/25*z^3 - 43/80*z + 1
*
[ 2/3 ] 
f(z) = -1/20*z^3 - 43/90*z + 1
*
-3/2 | 0.12522189820739373530006455014607607263 | 0.028261583336075534414778018172448949503
f(z) = -1/21*z^3 - 47/84*z + 1
*
[ 8/13 ] 
f(z) = -13/32*z^3 - 49/104*z + 1
*
7/6 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -12/35*z^3 - 41/105*z + 1
*
[ 3/5 ] 
f(z) = -10/21*z^3 - 52/105*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -5/21*z^3 - 59/105*z + 1
*
0 | 0.11921892742197413314336475571870360171 | 0.025888061158893819116713961106849426372
f(z) = -4/25*z^3 - 59/100*z + 1
*
[ 2/3 ] 
f(z) = -3/34*z^3 - 47/102*z + 1
*
[ 2/3 ] 
f(z) = -3/38*z^3 - 53/114*z + 1
*
[ 9/14 ] 
f(z) = -14/27*z^3 - 43/126*z + 1
*
12/11 | 0.15992999810810885794105616057571700764 | 0.028682112255627631992168334183931698636
f(z) = -11/24*z^3 - 49/132*z + 1
*
[ 2/3 ] 
f(z) = -11/28*z^3 - 41/126*z + 1
*
0 | 0.14572430472947533113683376390811791570 | 0.029707674149064888926173512812988665571
f(z) = -10/27*z^3 - 58/135*z + 1
*
[ 2/3 ] 
f(z) = -6/23*z^3 - 53/138*z + 1
*
[ 2/3 ] 
f(z) = -5/28*z^3 - 53/126*z + 1
*
-5/2 | 0.11080768247263465465115029971092328101 | 0.023145247746838621359415084337422961152
f(z) = -1/30*z^3 - 47/120*z + 1
*
[ 5/8 ] 
f(z) = -16/35*z^3 - 59/140*z + 1
*
[ 2/3 ] 
f(z) = -12/25*z^3 - 43/150*z + 1
*
0 | 0.10823007554633108602283928989089151703 | 0.021901640444713327004619380407408314390
f(z) = -12/35*z^3 - 57/140*z + 1
*
[ 2/3 ] 
f(z) = -6/25*z^3 - 59/150*z + 1
*
7/5 | 0.11994255967601307429534247922068995414 | 0.024271800631960853325572502231997245073
f(z) = -5/28*z^3 - 51/140*z + 1
*
9/4 | 0.089562815352744512832217128433951245611 | 0.018124098769868748213640401811063413736
f(z) = -4/35*z^3 - 59/140*z + 1
*
[ 3/4 ] 
f(z) = -4/39*z^3 - 43/156*z + 1
*
-5/2 | 0.10847537929765468004426906573805295395 | 0.021951280570474200618761180964693245940
f(z) = -1/35*z^3 - 59/140*z + 1
*
-7/2 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = -1/35*z^3 - 51/140*z + 1
*
[ 2/3 ] 
f(z) = -19/36*z^3 - 43/162*z + 1
*
[ 2/3 ] 
f(z) = -17/36*z^3 - 47/162*z + 1
*
[ 2/3 ] 
f(z) = -15/29*z^3 - 47/174*z + 1
*
[ 2/3 ] 
f(z) = -13/36*z^3 - 55/162*z + 1
*
[ 2/3 ] 
f(z) = -12/29*z^3 - 55/174*z + 1
*
[ 2/3 ] 
f(z) = -11/36*z^3 - 59/162*z + 1
*
0 | 0.13652800468722243840385439493474213731 | 0.026739025198192082373323010514099950971
f(z) = -5/33*z^3 - 41/165*z + 1
*
[ 2/3 ] 
f(z) = -15/31*z^3 - 53/186*z + 1
*
[ 2/3 ] 
f(z) = -13/22*z^3 - 47/198*z + 1
*
0 | 0.14979952940442629633502436073516774802 | 0.028846673235643521378588367342602659946
f(z) = -9/20*z^3 - 59/180*z + 1
*
[ 3/4 ] 
f(z) = -7/36*z^3 - 43/192*z + 1
*
[ 3/4 ] 
f(z) = -5/36*z^3 - 49/192*z + 1
*
0 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -10/21*z^3 - 47/210*z + 1
*
[ 3/4 ] 
f(z) = -8/35*z^3 - 43/210*z + 1
*
10/7 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = -7/30*z^3 - 47/210*z + 1
*
3/2 | 0.10812039951750021376017920918191936049 | 0.020220352573121480517509075763428328968
f(z) = -6/35*z^3 - 59/210*z + 1
*
-8/5 | 0.12920122450935644166985177128878598971 | 0.019328156933122443129042390058233301995
f(z) = -1/32*z^3 - 59/200*z + 1
*
[ 2/3 ] 
f(z) = -19/26*z^3 - 41/234*z + 1
*
[ 2/3 ] 
f(z) = -17/26*z^3 - 49/234*z + 1
*
[ 3/4 ] 
f(z) = -8/37*z^3 - 47/222*z + 1
*
0 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -7/33*z^3 - 50/231*z + 1
*
0 | 0.17792727941716948212720978032752675625 | 0.028539550447515227468152921544081155978
f(z) = -17/30*z^3 - 43/255*z + 1
*
[ 5/7 ] 
f(z) = -11/25*z^3 - 43/245*z + 1
*
[ 5/7 ] 
f(z) = -9/25*z^3 - 53/245*z + 1
*
[ 5/7 ] 
f(z) = -8/25*z^3 - 58/245*z + 1
*
0 | 0.13733027978898405927180759639390822604 | 0.024530176680993531866828601141597589284
f(z) = -20/27*z^3 - 43/270*z + 1
*
[ 2/3 ] 
f(z) = -19/30*z^3 - 59/270*z + 1
*
[ 3/4 ] 
f(z) = -10/33*z^3 - 43/264*z + 1
*
-11/4 | 0.13358720067433368836469586670332795989 | 0.023957751084735516843343930956352286993
f(z) = -2/33*z^3 - 47/264*z + 1
*
0 | 0.15721452675820169174914872563788993270 | 0.027611858606200849588832976768582639016
f(z) = -11/27*z^3 - 41/297*z + 1
*
0 | 0.14265075944315408715954474214235105035 | 0.025190138610984901371296991264394759132
f(z) = -9/32*z^3 - 47/288*z + 1
*
[ 6/7 ] 
f(z) = -1/27*z^3 - 41/294*z + 1
*
[ 6/7 ] 
f(z) = -1/36*z^3 - 43/294*z + 1
*
[ 2/3 ] 
f(z) = -9/29*z^3 - 21/58*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = -1/29*z^3 - 21/58*z + 1
*
[ 12/19 ] 
f(z) = -19/27*z^3 - 23/76*z + 1
*
[ 2/3 ] 
f(z) = -18/37*z^3 - 21/74*z + 1
*
[ 3/5 ] 
f(z) = -13/27*z^3 - 37/75*z + 1
*
[ 2/3 ] 
f(z) = -13/32*z^3 - 23/72*z + 1
*
[ 2/3 ] 
f(z) = -11/32*z^3 - 25/72*z + 1
*
[ 2/3 ] 
f(z) = -9/31*z^3 - 23/62*z + 1
*
[ 2/3 ] 
f(z) = -9/35*z^3 - 27/70*z + 1
*
[ 2/3 ] 
f(z) = -9/37*z^3 - 29/74*z + 1
*
-1/2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -8/35*z^3 - 31/70*z + 1
*
[ 2/3 ] 
f(z) = -7/32*z^3 - 29/72*z + 1
*
[ 2/3 ] 
f(z) = -5/32*z^3 - 31/72*z + 1
*
[ 3/5 ] 
f(z) = -5/36*z^3 - 37/60*z + 1
*
[ 2/3 ] 
f(z) = -3/22*z^3 - 29/66*z + 1
*
[ 2/3 ] 
f(z) = -3/26*z^3 - 35/78*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -2/37*z^3 - 21/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = -2/39*z^3 - 23/78*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -1/31*z^3 - 23/62*z + 1
*
[ 2/3 ] 
f(z) = -1/32*z^3 - 35/72*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.012641337741513613990824652650764997582
f(z) = -1/33*z^3 - 25/66*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = -1/35*z^3 - 27/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -1/37*z^3 - 29/74*z + 1
*
-2 | 0.056057468391140030629557287126267338755 | 0.012866930203764574897530719567889411205
f(z) = -1/39*z^3 - 31/78*z + 1
*
[ 5/8 ] 
f(z) = -12/25*z^3 - 33/80*z + 1
*
[ 2/3 ] 
f(z) = -11/20*z^3 - 23/90*z + 1
*
[ 2/3 ] 
f(z) = -7/20*z^3 - 31/90*z + 1
*
3/2 | 0.17571202225275483897390958950123496695 | 0.026510399117942281768091425377558620985
f(z) = -7/27*z^3 - 31/84*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -1/24*z^3 - 23/96*z + 1
*
[ 2/3 ] 
f(z) = -15/34*z^3 - 31/102*z + 1
*
[ 2/3 ] 
f(z) = -15/38*z^3 - 37/114*z + 1
*
[ 9/13 ] 
f(z) = -13/27*z^3 - 25/117*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.021793268693741318263998248253355140129
f(z) = -5/21*z^3 - 38/105*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -3/35*z^3 - 26/105*z + 1
*
9/2 | 0.061707490929170443035922536784435793811 | 0.013077780161094640956793766665988493861
f(z) = -1/28*z^3 - 31/112*z + 1
*
[ 4/5 ] 
f(z) = -1/32*z^3 - 23/100*z + 1
*
[ 2/3 ] 
f(z) = -19/28*z^3 - 25/126*z + 1
*
[ 2/3 ] 
f(z) = -17/28*z^3 - 29/126*z + 1
*
[ 2/3 ] 
f(z) = -15/23*z^3 - 29/138*z + 1
*
[ 2/3 ] 
f(z) = -13/28*z^3 - 37/126*z + 1
*
[ 2/3 ] 
f(z) = -12/23*z^3 - 37/138*z + 1
*
0 | 0.096544361190371268850425231696292076353 | 0.020165958789574568327030698559505444018
f(z) = -5/24*z^3 - 23/120*z + 1
*
[ 3/4 ] 
f(z) = -4/33*z^3 - 35/132*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383
f(z) = -15/28*z^3 - 37/140*z + 1
*
5/4 | 0.13791835085002315625831063738865167468 | 0.027909415343168233292288164446754598387
f(z) = -12/35*z^3 - 37/140*z + 1
*
[ 3/4 ] 
f(z) = -8/25*z^3 - 23/150*z + 1
*
0 | 0.11141902431353780830142637590399019701 | 0.022546962079604683988462787652112424538
f(z) = -5/28*z^3 - 31/140*z + 1
*
0 | 0.14270951329266689351890892722765073642 | 0.028260115355327783667142890488851227268
f(z) = -4/39*z^3 - 23/156*z + 1
*
5/2 | 0.093160432426400976184656890127283095464 | 0.018852119287338087139782548878477889665
f(z) = -1/35*z^3 - 31/140*z + 1
*
11/10 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = -20/33*z^3 - 29/165*z + 1
*
[ 3/4 ] 
f(z) = -8/29*z^3 - 31/174*z + 1
*
-7/4 | 0.11523829684130398804508384057774842659 | 0.022490067710180260719328966625984702646
f(z) = -2/21*z^3 - 23/168*z + 1
*
[ 2/3 ] 
f(z) = -19/22*z^3 - 23/198*z + 1
*
[ 2/3 ] 
f(z) = -17/22*z^3 - 31/198*z + 1
*
[ 3/4 ] 
f(z) = -13/36*z^3 - 25/192*z + 1
*
[ 3/4 ] 
f(z) = -11/36*z^3 - 31/192*z + 1
*
0 | 0.14225848049429720875566555052005883521 | 0.026900774803653149257021014659207844556
f(z) = -9/22*z^3 - 29/198*z + 1
*
[ 3/4 ] 
f(z) = -8/31*z^3 - 35/186*z + 1
*
[ 4/5 ] 
f(z) = -5/36*z^3 - 29/180*z + 1
*
[ 5/6 ] 
f(z) = -1/25*z^3 - 31/180*z + 1
*
[ 12/17 ] 
f(z) = -17/32*z^3 - 31/204*z + 1
*
[ 12/17 ] 
f(z) = -17/36*z^3 - 37/204*z + 1
*
[ 4/5 ] 
f(z) = -5/22*z^3 - 23/220*z + 1
*
[ 5/7 ] 
f(z) = -13/25*z^3 - 33/245*z + 1
*
[ 5/7 ] 
f(z) = -12/25*z^3 - 38/245*z + 1
*
0 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = -9/28*z^3 - 31/252*z + 1
*
[ 7/9 ] 
f(z) = -9/28*z^3 - 23/252*z + 1
*
[ 5/6 ] 
f(z) = -3/20*z^3 - 23/240*z + 1
*
0 | 0.14709497282527150119254787404774460161 | 0.026380257442140365090409457382459627294
f(z) = -16/33*z^3 - 37/264*z + 1
*
[ 3/4 ] 
f(z) = -14/33*z^3 - 25/264*z + 1
*
[ 8/11 ] 
f(z) = -11/24*z^3 - 35/264*z + 1
*
0 | 0.13348155409903115135670665284546205887 | 0.023938804251945575435569758180312365986
f(z) = -11/24*z^3 - 23/264*z + 1
*
[ 4/5 ] 
f(z) = -5/26*z^3 - 33/260*z + 1
*
-5/4 | 0.11915021036124404673542337528669569651 | 0.021145458615567262761319209673167625359
f(z) = -2/35*z^3 - 31/280*z + 1
*
[ 3/4 ] 
f(z) = -13/27*z^3 - 1/16*z + 1
*
[ 3/5 ] 
f(z) = -10/27*z^3 - 8/15*z + 1
*
[ 3/4 ] 
f(z) = -10/27*z^3 - 1/8*z + 1
*
[ 2/3 ] 
f(z) = -9/20*z^3 - 3/10*z + 1
*
[ 2/3 ] 
f(z) = -9/28*z^3 - 5/14*z + 1
*
[ 2/3 ] 
f(z) = -9/32*z^3 - 3/8*z + 1
*
[ 3/4 ] 
f(z) = -8/27*z^3 - 1/6*z + 1
*
[ 3/4 ] 
f(z) = -7/27*z^3 - 3/16*z + 1
*
[ 3/5 ] 
f(z) = -5/27*z^3 - 3/5*z + 1
*
[ 3/4 ] 
f(z) = -4/27*z^3 - 1/4*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = -3/28*z^3 - 1/14*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = -3/32*z^3 - 1/8*z + 1
*
-4/3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -3/32*z^3 - 1/12*z + 1
*
3 | 0.061034668176470924441760471272596279277 | 0.015300805283751458747158544932781980671
f(z) = -2/27*z^3 - 1/6*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.018518518518518518518518518518518518518
f(z) = -1/20*z^3 - 3/10*z + 1
*
-2 | 0.038508176697774739412068451192120920449 | 0.012116905110307308846074322580188243813
f(z) = -1/24*z^3 - 1/3*z + 1
*
-4 | 0.064181328112712122075628615856269434869 | 0.020195167086167732454663445432048654603
f(z) = -1/24*z^3 - 1/12*z + 1
*
[ 3/4 ] 
f(z) = -1/27*z^3 - 5/16*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = -1/28*z^3 - 5/14*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = -1/32*z^3 - 3/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = -1/36*z^3 - 7/18*z + 1
*
[ 2/3 ] 
f(z) = -19/24*z^3 - 4/27*z + 1
*
[ 2/3 ] 
f(z) = -17/24*z^3 - 5/27*z + 1
*
[ 5/8 ] 
f(z) = -16/25*z^3 - 7/20*z + 1
*
[ 3/4 ] 
f(z) = -16/33*z^3 - 2/33*z + 1
*
[ 3/4 ] 
f(z) = -16/39*z^3 - 4/39*z + 1
*
[ 2/3 ] 
f(z) = -15/32*z^3 - 7/24*z + 1
*
[ 5/7 ] 
f(z) = -14/25*z^3 - 4/35*z + 1
*
[ 3/5 ] 
f(z) = -14/27*z^3 - 12/25*z + 1
*
[ 3/4 ] 
f(z) = -14/27*z^3 - 1/24*z + 1
*
[ 2/3 ] 
f(z) = -13/24*z^3 - 7/27*z + 1
*
[ 2/3 ] 
f(z) = -11/24*z^3 - 8/27*z + 1
*
[ 3/5 ] 
f(z) = -11/27*z^3 - 13/25*z + 1
*
[ 2/3 ] 
f(z) = -9/22*z^3 - 7/22*z + 1
*
[ 2/3 ] 
f(z) = -9/26*z^3 - 9/26*z + 1
*
4/3 | 0.087379608727686935977301504245849740777 | 0.026222762876907757688835221283772980005
f(z) = -9/28*z^3 - 5/28*z + 1
*
[ 2/3 ] 
f(z) = -9/34*z^3 - 13/34*z + 1
*
[ 2/3 ] 
f(z) = -9/38*z^3 - 15/38*z + 1
*
[ 3/5 ] 
f(z) = -8/27*z^3 - 14/25*z + 1
*
[ 2/3 ] 
f(z) = -7/24*z^3 - 10/27*z + 1
*
[ 5/7 ] 
f(z) = -7/25*z^3 - 9/35*z + 1
*
-3/2 | 0.18315278362892140505855794620045361875 | 0.027633017543787941279693318097940461154
f(z) = -7/27*z^3 - 1/28*z + 1
*
[ 4/7 ] 
f(z) = -7/32*z^3 - 19/28*z + 1
*
[ 5/6 ] 
f(z) = -6/25*z^3 - 1/30*z + 1
*
[ 2/3 ] 
f(z) = -5/24*z^3 - 11/27*z + 1
*
[ 4/5 ] 
f(z) = -5/32*z^3 - 3/20*z + 1
*
[ 2/3 ] 
f(z) = -3/20*z^3 - 13/30*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.014578976945665376223064283742030238391
f(z) = -3/26*z^3 - 1/26*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = -3/34*z^3 - 5/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014989788658763455788631469395260421822
f(z) = -3/38*z^3 - 7/38*z + 1
*
[ 3/5 ] 
f(z) = -2/27*z^3 - 16/25*z + 1
*
[ 3/4 ] 
f(z) = -2/27*z^3 - 7/24*z + 1
*
4 | 0.036036406747074839816724766525756414300 | 0.011836472709336141857882870080782498783
f(z) = -1/21*z^3 - 5/21*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.014366066084240470908532290560516310721
f(z) = -1/22*z^3 - 7/22*z + 1
*
[ 2/3 ] 
f(z) = -1/24*z^3 - 13/27*z + 1
*
-3 | 0.082427447535880949195329430491318606063 | 0.025936454174804356154040544803984292902
f(z) = -1/24*z^3 - 7/24*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.014578776786048830488774300293459133407
f(z) = -1/26*z^3 - 9/26*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.014878488291984766523772274200298799111
f(z) = -1/34*z^3 - 13/34*z + 1
*
5 | 0.044240974548840864217592033540264253648 | 0.012345679012345679012345679012345679012
f(z) = -1/36*z^3 - 11/36*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = -1/38*z^3 - 15/38*z + 1
*
[ 2/3 ] 
f(z) = -18/23*z^3 - 7/46*z + 1
*
[ 2/3 ] 
f(z) = -18/25*z^3 - 9/50*z + 1
*
[ 2/3 ] 
f(z) = -18/29*z^3 - 13/58*z + 1
*
[ 2/3 ] 
f(z) = -15/28*z^3 - 11/42*z + 1
*
[ 3/4 ] 
f(z) = -11/27*z^3 - 5/48*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -10/21*z^3 - 1/42*z + 1
*
[ 2/3 ] 
f(z) = -9/23*z^3 - 15/46*z + 1
*
[ 2/3 ] 
f(z) = -9/25*z^3 - 17/50*z + 1
*
-1/2 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789
f(z) = -8/21*z^3 - 17/42*z + 1
*
[ 5/8 ] 
f(z) = -8/25*z^3 - 19/40*z + 1
*
[ 6/7 ] 
f(z) = -7/36*z^3 - 1/42*z + 1
*
[ 3/4 ] 
f(z) = -5/27*z^3 - 11/48*z + 1
*
8/5 | 0.11936402145571926257609542499532669588 | 0.023519198711467154103932908626634174043
f(z) = -5/32*z^3 - 19/40*z + 1
*
[ 5/6 ] 
f(z) = -4/25*z^3 - 4/45*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = -3/25*z^3 - 1/50*z + 1
*
[ 2/3 ] 
f(z) = -3/28*z^3 - 19/42*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = -3/29*z^3 - 5/58*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -2/21*z^3 - 17/42*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -2/23*z^3 - 7/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = -2/25*z^3 - 9/50*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -2/27*z^3 - 11/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -2/29*z^3 - 13/58*z + 1
*
-2 | 0.044593779346580337463851089012894396622 | 0.011930904520946210945090326843837332366
f(z) = -1/21*z^3 - 13/42*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017400971624814566563093149876036044104
f(z) = -1/23*z^3 - 15/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = -1/25*z^3 - 17/50*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.014045750323309794244547708624249557384
f(z) = -1/27*z^3 - 19/54*z + 1
*
[ 2/3 ] 
f(z) = -19/32*z^3 - 17/72*z + 1
*
[ 2/3 ] 
f(z) = -18/31*z^3 - 15/62*z + 1
*
[ 2/3 ] 
f(z) = -18/35*z^3 - 19/70*z + 1
*
[ 12/17 ] 
f(z) = -17/27*z^3 - 7/68*z + 1
*
[ 2/3 ] 
f(z) = -17/32*z^3 - 19/72*z + 1
*
[ 2/3 ] 
f(z) = -15/22*z^3 - 13/66*z + 1
*
[ 2/3 ] 
f(z) = -15/26*z^3 - 19/78*z + 1
*
-4/5 | 0.12792242767164564994540294468519924566 | 0.020720255855770015256820088300121244883
f(z) = -15/32*z^3 - 7/60*z + 1
*
[ 3/4 ] 
f(z) = -8/33*z^3 - 13/66*z + 1
*
[ 3/4 ] 
f(z) = -8/39*z^3 - 17/78*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -6/25*z^3 - 7/75*z + 1
*
[ 4/5 ] 
f(z) = -5/24*z^3 - 7/60*z + 1
*
6/5 | 0.15044853767327466461716061456206266605 | 0.023912721029691558571118817421712725683
f(z) = -5/27*z^3 - 19/60*z + 1
*
-2 | 0.047257925547953138920559581161733573734 | 0.011279670631068689496832430777304615926
f(z) = -4/33*z^3 - 1/66*z + 1
*
-2 | 0.068692236449639122913970108915515760203 | 0.016168603831718980414783910551373971324
f(z) = -4/35*z^3 - 3/70*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.016198943616676726085760567911688224548
f(z) = -4/37*z^3 - 5/74*z + 1
*
-2 | 0.050352553324803032198139738801508683874 | 0.011557474994963799984409996508499201627
f(z) = -4/39*z^3 - 7/78*z + 1
*
[ 5/6 ] 
f(z) = -3/25*z^3 - 7/60*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -3/31*z^3 - 7/62*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = -3/35*z^3 - 11/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -3/37*z^3 - 13/74*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -2/31*z^3 - 15/62*z + 1
*
-2 | 0.044407153770559248791278851201211442767 | 0.010599239437348166603149772169928585748
f(z) = -2/33*z^3 - 17/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -2/35*z^3 - 19/70*z + 1
*
5/2 | 0.12544859048810397090569686561336560460 | 0.029527770031723271970152397751959025139
f(z) = -2/35*z^3 - 3/70*z + 1
*
-10/3 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -1/32*z^3 - 11/72*z + 1
*
[ 2/3 ] 
f(z) = -19/20*z^3 - 7/90*z + 1
*
[ 2/3 ] 
f(z) = -17/20*z^3 - 11/90*z + 1
*
[ 3/4 ] 
f(z) = -16/29*z^3 - 2/87*z + 1
*
[ 3/4 ] 
f(z) = -16/31*z^3 - 4/93*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -15/32*z^3 - 19/96*z + 1
*
[ 2/3 ] 
f(z) = -13/20*z^3 - 19/90*z + 1
*
[ 8/11 ] 
f(z) = -11/32*z^3 - 17/88*z + 1
*
[ 6/7 ] 
f(z) = -5/27*z^3 - 3/98*z + 1
*
[ 3/4 ] 
f(z) = -4/21*z^3 - 19/84*z + 1
*
0 | 0.055349199561304314504332862050342666592 | 0.012491872734560700775388950620096857030
f(z) = -4/21*z^3 - 5/84*z + 1
*
[ 5/6 ] 
f(z) = -2/25*z^3 - 13/90*z + 1
*
[ 6/7 ] 
f(z) = -2/27*z^3 - 11/98*z + 1
*
-7/2 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = -1/21*z^3 - 11/84*z + 1
*
[ 3/4 ] 
f(z) = -16/35*z^3 - 8/105*z + 1
*
[ 3/4 ] 
f(z) = -16/37*z^3 - 10/111*z + 1
*
[ 4/5 ] 
f(z) = -11/32*z^3 - 3/100*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -10/21*z^3 - 13/105*z + 1
*
[ 4/5 ] 
f(z) = -9/32*z^3 - 7/100*z + 1
*
10/7 | 0.18714513270850888214182207421093254880 | 0.027793548597682492877883028234945082002
f(z) = -7/24*z^3 - 11/105*z + 1
*
[ 4/5 ] 
f(z) = -7/32*z^3 - 11/100*z + 1
*
[ 4/5 ] 
f(z) = -3/32*z^3 - 19/100*z + 1
*
2/5 | 0.092742118095900826284994730015854207220 | 0.015021919537718718250053358683132822272
f(z) = -15/32*z^3 - 11/120*z + 1
*
[ 3/4 ] 
f(z) = -8/23*z^3 - 19/138*z + 1
*
3/2 | 0.090220367921793116326971049885690969762 | 0.018845017969548582359175511346741911500
f(z) = -7/30*z^3 - 17/120*z + 1
*
8/5 | 0.093984700282107905957165184083649453331 | 0.019631302847426472741782501816203009928
f(z) = -5/24*z^3 - 11/120*z + 1
*
[ 3/4 ] 
f(z) = -20/39*z^3 - 7/156*z + 1
*
[ 5/6 ] 
f(z) = -9/35*z^3 - 3/140*z + 1
*
3/2 | 0.13956229515563909610737560314494956042 | 0.027853213607479543718970103870683150657
f(z) = -6/25*z^3 - 19/150*z + 1
*
[ 6/7 ] 
f(z) = -5/24*z^3 - 2/147*z + 1
*
[ 4/5 ] 
f(z) = -5/28*z^3 - 19/140*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -5/39*z^3 - 7/156*z + 1
*
0 | 0.12544989476681140963419055961161086263 | 0.025386275257967955617403918720995441648
f(z) = -4/35*z^3 - 19/140*z + 1
*
[ 6/7 ] 
f(z) = -1/24*z^3 - 20/147*z + 1
*
0 | 0.10313335234382713164322628428174247733 | 0.020127649756788127734126119451153218697
f(z) = -16/21*z^3 - 19/168*z + 1
*
[ 3/4 ] 
f(z) = -10/21*z^3 - 11/168*z + 1
*
-5 | 0.14946122386644107250226191697517798621 | 0.029449478837121363009021146974924078258
f(z) = -1/32*z^3 - 3/160*z + 1
*
[ 3/4 ] 
f(z) = -19/36*z^3 - 7/192*z + 1
*
[ 3/4 ] 
f(z) = -17/36*z^3 - 13/192*z + 1
*
0 | 0.14249437791611392473858186745790266360 | 0.027439931046545594423344546446069070782
f(z) = -9/20*z^3 - 19/180*z + 1
*
[ 5/6 ] 
f(z) = -7/25*z^3 - 1/180*z + 1
*
9/5 | 0.13919640525943004956158154773495445610 | 0.026804845342700680847056122867851021604
f(z) = -5/36*z^3 - 19/180*z + 1
*
0 | 0.13365419190629088502874532983060801140 | 0.025737589535984497110692065457166773850
f(z) = -5/36*z^3 - 11/180*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -5/39*z^3 - 14/195*z + 1
*
-5 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = -1/36*z^3 - 19/180*z + 1
*
[ 12/17 ] 
f(z) = -17/24*z^3 - 13/204*z + 1
*
-2/3 | 0.062812391426547505854537725299396827411 | 0.010398964022042660471174261418118289874
f(z) = -15/28*z^3 - 13/210*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -7/30*z^3 - 11/210*z + 1
*
[ 5/6 ] 
f(z) = -6/35*z^3 - 17/210*z + 1
*
0 | 0.089069028397654727859223054799776029332 | 0.016657422332724913246194251727156924892
f(z) = -5/21*z^3 - 13/210*z + 1
*
[ 8/9 ] 
f(z) = -3/32*z^3 - 11/216*z + 1
*
0 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -14/33*z^3 - 1/231*z + 1
*
0 | 0.16026595117197047227671098778237689883 | 0.029713944797756048282142119400660282299
f(z) = -11/20*z^3 - 19/220*z + 1
*
[ 5/7 ] 
f(z) = -19/25*z^3 - 3/245*z + 1
*
[ 5/7 ] 
f(z) = -18/25*z^3 - 8/245*z + 1
*
[ 5/7 ] 
f(z) = -17/25*z^3 - 13/245*z + 1
*
[ 5/7 ] 
f(z) = -16/25*z^3 - 18/245*z + 1
*
4/3 | 0.085383922676047484397905589620990330253 | 0.015441724873349519890778832587188149452
f(z) = -11/28*z^3 - 13/252*z + 1
*
[ 3/4 ] 
f(z) = -12/23*z^3 - 11/276*z + 1
*
-3/2 | 0.16354467742281606806203767199088160167 | 0.029330374864887743601712676156296001603
f(z) = -3/22*z^3 - 7/264*z + 1
*
[ 6/7 ] 
f(z) = -5/36*z^3 - 19/294*z + 1
*
[ 6/7 ] 
f(z) = -4/27*z^3 - 17/294*z + 1
*
0 | 0.16714836471560644744288898585505076355 | 0.029663639015305020638753148541627398949
f(z) = -4/35*z^3 - 3/280*z + 1
*
[ 3/4 ] 
f(z) = -20/27*z^3 + 1/12*z + 1
*
[ 3/2 ] 
f(z) = -20/27*z^3 + 2*z + 1
*
[ -3 ] 
f(z) = -20/27*z^3 + 8*z + 1
*
[ -3/2 ] 
f(z) = -20/27*z^3 + 10/3*z + 1
*
[ -3/4 ] 
f(z) = -20/27*z^3 + 11/4*z + 1
*
3/5 | 0.086952203271047777099734565421561489315 | 0.015271565495410261484015797108319067372
f(z) = -20/27*z^3 + 11/10*z + 1
*
-2 | 0.047518968993143412186521238278234986657 | 0.011425896819094069893424187068666490150
f(z) = -19/24*z^3 + 8/3*z + 1
*
[ 2 ] 
f(z) = -19/24*z^3 + 11/3*z + 1
*
[ -2 ] 
f(z) = -19/24*z^3 + 14/3*z + 1
*
[ 3/4 ] 
f(z) = -19/27*z^3 + 1/16*z + 1
*
[ 3 ] 
f(z) = -19/27*z^3 + 7*z + 1
*
[ -3/2 ] 
f(z) = -19/27*z^3 + 13/4*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.015675352555442725295459525131068885356
f(z) = -19/32*z^3 + 15/8*z + 1
*
[ 5/6 ] 
f(z) = -18/25*z^3 + 3/10*z + 1
*
[ 5/3 ] 
f(z) = -18/25*z^3 + 12/5*z + 1
*
[ -5/3 ] 
f(z) = -18/25*z^3 + 18/5*z + 1
*
-2 | 0.044817085779642563171180153304424395647 | 0.011133706871574649195464444087104104232
f(z) = -17/24*z^3 + 7/3*z + 1
*
[ 2 ] 
f(z) = -17/24*z^3 + 10/3*z + 1
*
[ -2 ] 
f(z) = -17/24*z^3 + 13/3*z + 1
*
[ -3 ] 
f(z) = -17/27*z^3 + 7*z + 1
*
[ 3/2 ] 
f(z) = -17/27*z^3 + 7/4*z + 1
*
[ 3 ] 
f(z) = -17/27*z^3 + 19/3*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.016243061442773566746482609035997463452
f(z) = -17/32*z^3 + 13/8*z + 1
*
[ 5/4 ] 
f(z) = -16/25*z^3 + 6/5*z + 1
*
[ -5/4 ] 
f(z) = -16/25*z^3 + 14/5*z + 1
*
[ 3/4 ] 
f(z) = -16/27*z^3 + 1
*
[ -3/2 ] 
f(z) = -16/27*z^3 + 3*z + 1
*
-3/2 | 0.077018030043786878238592355873798558328 | 0.017526208025844773842700789870383684540
f(z) = -16/27*z^3 + 3/2*z + 1
*
[ 3/2 ] 
f(z) = -16/27*z^3 + 5/3*z + 1
*
[ 3 ] 
f(z) = -16/27*z^3 + 6*z + 1
*
[ -3/4 ] 
f(z) = -16/27*z^3 + 8/3*z + 1
*
3 | 0.11678703772821716140534795415679342516 | 0.021260828580354333939000914291112149646
f(z) = -16/27*z^3 + 9/2*z + 1
*
-3/2 | 0.15607509401552111310048577226683524731 | 0.028413134574479775023206275451983039981
f(z) = -16/27*z^3 + 9/4*z + 1
*
-3/4 | 0.078798043118805671473448004506539731202 | 0.015664251174576509362032104309148441301
f(z) = -16/27*z^3 + 17/3*z + 1
*
3/8 | 0.078148761236128200371766269247749614902 | 0.015535180526489126036556674621508953548
f(z) = -16/27*z^3 + 17/12*z + 1
*
-4/3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -15/32*z^3 + 7/12*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.016960115825336445731131837410915611618
f(z) = -15/32*z^3 + 11/8*z + 1
*
[ 4/3 ] 
f(z) = -15/32*z^3 + 13/12*z + 1
*
[ 2 ] 
f(z) = -15/32*z^3 + 19/8*z + 1
*
[ 3/2 ] 
f(z) = -14/27*z^3 + 3/2*z + 1
*
[ 6/7 ] 
f(z) = -14/27*z^3 + 3/14*z + 1
*
[ -3 ] 
f(z) = -14/27*z^3 + 6*z + 1
*
-3 | 0.15192762172117006281062412816577070996 | 0.027658096179746508040964470725259576247
f(z) = -14/27*z^3 + 9/2*z + 1
*
6/7 | 0.10810715300838274000581190517180010799 | 0.018701254036448144838219151983330849148
f(z) = -14/27*z^3 + 12/7*z + 1
*
[ 3 ] 
f(z) = -14/27*z^3 + 16/3*z + 1
*
[ -3/2 ] 
f(z) = -14/27*z^3 + 17/6*z + 1
*
-2 | 0.038509984887153939565122726226401583376 | 0.010439480434690426661118417756051856087
f(z) = -13/24*z^3 + 5/3*z + 1
*
[ 2 ] 
f(z) = -13/24*z^3 + 8/3*z + 1
*
[ -2 ] 
f(z) = -13/24*z^3 + 11/3*z + 1
*
[ 3 ] 
f(z) = -13/27*z^3 + 5*z + 1
*
[ -3/2 ] 
f(z) = -13/27*z^3 + 11/4*z + 1
*
[ -3 ] 
f(z) = -13/27*z^3 + 17/3*z + 1
*
[ 3/2 ] 
f(z) = -13/27*z^3 + 17/12*z + 1
*
-2 | 0.061707859969160186087576182315440794486 | 0.016963958311794810239915507116416967770
f(z) = -13/28*z^3 + 19/14*z + 1
*
-2 | 0.064180460806589736613064092334968989032 | 0.017909898596556782794121180093941776126
f(z) = -13/32*z^3 + 9/8*z + 1
*
[ 2 ] 
f(z) = -13/32*z^3 + 17/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = -13/36*z^3 + 17/18*z + 1
*
[ 5/6 ] 
f(z) = -12/25*z^3 + 2/15*z + 1
*
[ 5/2 ] 
f(z) = -12/25*z^3 + 18/5*z + 1
*
-2 | 0.055477343001310134267521326024164141410 | 0.015732181271326122522375293380508045768
f(z) = -11/20*z^3 + 17/10*z + 1
*
-2 | 0.038509388359649737592544343686771533531 | 0.011111460722826769930721223398961942546
f(z) = -11/24*z^3 + 4/3*z + 1
*
[ 2 ] 
f(z) = -11/24*z^3 + 7/3*z + 1
*
[ -2 ] 
f(z) = -11/24*z^3 + 10/3*z + 1
*
[ -3 ] 
f(z) = -11/27*z^3 + 5*z + 1
*
[ 3/2 ] 
f(z) = -11/27*z^3 + 5/4*z + 1
*
[ 3 ] 
f(z) = -11/27*z^3 + 13/3*z + 1
*
-2 | 0.061707588870692671370309816073409672190 | 0.018142901439179736818915422180493237203
f(z) = -11/28*z^3 + 15/14*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = -11/32*z^3 + 7/8*z + 1
*
[ 2 ] 
f(z) = -11/32*z^3 + 15/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = -11/36*z^3 + 13/18*z + 1
*
[ 3 ] 
f(z) = -10/27*z^3 + 4*z + 1
*
[ 3/2 ] 
f(z) = -10/27*z^3 + 7/6*z + 1
*
6/5 | 0.089415362201445006316550114310019158305 | 0.015704174348505200362151281865507154902
f(z) = -10/27*z^3 + 11/5*z + 1
*
[ -3 ] 
f(z) = -10/27*z^3 + 14/3*z + 1
*
-3 | 0.15039975675312876627866995196701994271 | 0.029251185944074122486267591522585827383
f(z) = -10/27*z^3 + 19/6*z + 1
*
-2 | 0.055476925656360163374183935127276871686 | 0.017027403887193958864097638184232855880
f(z) = -9/20*z^3 + 13/10*z + 1
*
-2/3 | 0.086951377514223788932217877204276783862 | 0.024657540517269800432161459447988620070
f(z) = -9/20*z^3 + 17/10*z + 1
*
[ 5/3 ] 
f(z) = -9/25*z^3 + 7/5*z + 1
*
[ -5/3 ] 
f(z) = -9/25*z^3 + 13/5*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = -9/28*z^3 + 11/14*z + 1
*
[ 4/3 ] 
f(z) = -9/32*z^3 + 3/4*z + 1
*
[ -4/3 ] 
f(z) = -9/32*z^3 + 9/4*z + 1
*
-8/3 | 0.089852412294807725294826386114948814380 | 0.023744162155471024023584572375281856265
f(z) = -9/32*z^3 + 11/8*z + 1
*
-4 | 0.12953727688857645442291019598621308579 | 0.027057441317549178307476363202611401092
f(z) = -9/32*z^3 + 15/4*z + 1
*
[ 5/4 ] 
f(z) = -8/25*z^3 + 7/10*z + 1
*
[ 5/2 ] 
f(z) = -8/25*z^3 + 13/5*z + 1
*
[ -5/2 ] 
f(z) = -8/25*z^3 + 17/5*z + 1
*
[ 3/2 ] 
f(z) = -8/27*z^3 + z + 1
*
[ -3 ] 
f(z) = -8/27*z^3 + 4*z + 1
*
-3/2 | 0.061034016037117205077513624273473650258 | 0.015300641798677037089818266507134905347
f(z) = -8/27*z^3 + 5/6*z + 1
*
[ -3/2 ] 
f(z) = -8/27*z^3 + 7/3*z + 1
*
[ 3 ] 
f(z) = -8/27*z^3 + 10/3*z + 1
*
-3/4 | 0.14187672452976026655934831556693966549 | 0.024918053935637840182803615197128572294
f(z) = -8/27*z^3 + 11/2*z + 1
*
3 | 0.061034668176470924441760471272596279277 | 0.013282497555462722929273130773384506173
f(z) = -8/27*z^3 + 11/6*z + 1
*
-15/8 | 0.064181328112712122075628615856269434869 | 0.011272277400497527463675585348072014490
f(z) = -8/27*z^3 + 11/8*z + 1
*
3/4 | 0.081157022948513817527155118746588274026 | 0.016133192421157915465913606428589052516
f(z) = -8/27*z^3 + 17/6*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.018518518518518518518518518518518518518
f(z) = -7/20*z^3 + 9/10*z + 1
*
[ 2 ] 
f(z) = -7/20*z^3 + 19/10*z + 1
*
-2 | 0.038509210314195629134249648394855487904 | 0.012117230345962859890613897045256492061
f(z) = -7/24*z^3 + 2/3*z + 1
*
[ 2 ] 
f(z) = -7/24*z^3 + 5/3*z + 1
*
[ -2 ] 
f(z) = -7/24*z^3 + 8/3*z + 1
*
[ 3 ] 
f(z) = -7/27*z^3 + 3*z + 1
*
[ -3/2 ] 
f(z) = -7/27*z^3 + 9/4*z + 1
*
[ -3 ] 
f(z) = -7/27*z^3 + 11/3*z + 1
*
[ 3/2 ] 
f(z) = -7/27*z^3 + 11/12*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = -7/32*z^3 + 3/8*z + 1
*
-4 | 0.11552453009332421823620535357636276135 | 0.025802063789294701100660868305987269217
f(z) = -7/32*z^3 + 11/4*z + 1
*
[ 2 ] 
f(z) = -7/32*z^3 + 11/8*z + 1
*
[ 4 ] 
f(z) = -7/32*z^3 + 17/4*z + 1
*
[ -4 ] 
f(z) = -7/32*z^3 + 19/4*z + 1
*
[ -2 ] 
f(z) = -7/32*z^3 + 19/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = -7/36*z^3 + 5/18*z + 1
*
[ 5/3 ] 
f(z) = -6/25*z^3 + 16/15*z + 1
*
-2 | 0.038509210314195629134249648394855487904 | 0.012117230345962859890613897045256492061
f(z) = -5/24*z^3 + 1/3*z + 1
*
[ 2 ] 
f(z) = -5/24*z^3 + 4/3*z + 1
*
[ 6/5 ] 
f(z) = -5/24*z^3 + 7/15*z + 1
*
2 | 0.10225030987312915700402397722378529869 | 0.021357803912098397517954308634848949501
f(z) = -5/24*z^3 + 8/15*z + 1
*
-2 | 0.11620483016577829451705530604807524479 | 0.026518512974402874484872440034563250050
f(z) = -5/24*z^3 + 10/3*z + 1
*
[ -3 ] 
f(z) = -5/27*z^3 + 3*z + 1
*
[ 3/2 ] 
f(z) = -5/27*z^3 + 3/4*z + 1
*
[ 3 ] 
f(z) = -5/27*z^3 + 7/3*z + 1
*
12/5 | 0.080328987654838887835620073523655806787 | 0.014348505390117238146945854052659080556
f(z) = -5/27*z^3 + 9/10*z + 1
*
3/5 | 0.089414250973870910533334493493078325206 | 0.015467603904169319204531785929592397795
f(z) = -5/27*z^3 + 12/5*z + 1
*
[ 6 ] 
f(z) = -5/27*z^3 + 15/2*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = -5/28*z^3 + 3/14*z + 1
*
[ 2 ] 
f(z) = -5/28*z^3 + 17/14*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = -5/32*z^3 + 1/8*z + 1
*
-4 | 0.11552481462485605409305853687316569671 | 0.028699309650570625943385577892905915861
f(z) = -5/32*z^3 + 7/4*z + 1
*
[ 2 ] 
f(z) = -5/32*z^3 + 9/8*z + 1
*
[ 4 ] 
f(z) = -5/32*z^3 + 13/4*z + 1
*
[ -4 ] 
f(z) = -5/32*z^3 + 15/4*z + 1
*
[ -2 ] 
f(z) = -5/32*z^3 + 17/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = -5/36*z^3 + 1/18*z + 1
*
[ 2 ] 
f(z) = -5/36*z^3 + 19/18*z + 1
*
[ 5/2 ] 
f(z) = -4/25*z^3 + 8/5*z + 1
*
[ -5/2 ] 
f(z) = -4/25*z^3 + 12/5*z + 1
*
3 | 0.077017387011970368546318099586976408352 | 0.019307519436761274506545697715247556776
f(z) = -4/27*z^3 + 1/2*z + 1
*
[ 3/2 ] 
f(z) = -4/27*z^3 + 2/3*z + 1
*
-3/2 | 0.053308843745656723748069114795633583838 | 0.010867656992423844779624704233541207377
f(z) = -4/27*z^3 + 5*z + 1
*
15/2 | 0.13059073291699232708163407477237687670 | 0.024294691923363058862054161552253639083
f(z) = -4/27*z^3 + 8*z + 1
*
[ -3 ] 
f(z) = -4/27*z^3 + 8/3*z + 1
*
[ -6 ] 
f(z) = -4/27*z^3 + 13/2*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.018518518518518518518518518518518518518
f(z) = -3/20*z^3 + 1/10*z + 1
*
[ 2 ] 
f(z) = -3/20*z^3 + 11/10*z + 1
*
[ 5/3 ] 
f(z) = -3/25*z^3 + 11/15*z + 1
*
[ 5 ] 
f(z) = -3/25*z^3 + 19/5*z + 1
*
[ 2 ] 
f(z) = -3/28*z^3 + 13/14*z + 1
*
[ 4/3 ] 
f(z) = -3/32*z^3 + 5/12*z + 1
*
[ 2 ] 
f(z) = -3/32*z^3 + 7/8*z + 1
*
[ 4 ] 
f(z) = -3/32*z^3 + 9/4*z + 1
*
[ -4 ] 
f(z) = -3/32*z^3 + 11/4*z + 1
*
4 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -3/32*z^3 + 11/12*z + 1
*
[ -2 ] 
f(z) = -3/32*z^3 + 15/8*z + 1
*
-4 | 0.064180294496291232353447418653534867414 | 0.013064279089223106192244586857537254393
f(z) = -3/32*z^3 + 17/12*z + 1
*
[ 5/2 ] 
f(z) = -2/25*z^3 + 11/10*z + 1
*
[ 5 ] 
f(z) = -2/25*z^3 + 14/5*z + 1
*
[ -5 ] 
f(z) = -2/25*z^3 + 16/5*z + 1
*
[ -5/2 ] 
f(z) = -2/25*z^3 + 19/10*z + 1
*
[ 3 ] 
f(z) = -2/27*z^3 + 4/3*z + 1
*
-6 | 0.061034059173241222509878007509107971351 | 0.014731372065807499596275174716807886569
f(z) = -2/27*z^3 + 7/3*z + 1
*
[ -3/2 ] 
f(z) = -2/27*z^3 + 11/6*z + 1
*
3/2 | 0.15262498485441328386194851054694475211 | 0.026041725296739480546406495070267386372
f(z) = -2/27*z^3 + 13/2*z + 1
*
3 | 0.13762209173132943580093316685858451099 | 0.027357874976665125109030139413048106238
f(z) = -2/27*z^3 + 17/6*z + 1
*
[ 2 ] 
f(z) = -1/20*z^3 + 7/10*z + 1
*
[ -2 ] 
f(z) = -1/20*z^3 + 17/10*z + 1
*
[ 6 ] 
f(z) = -1/24*z^3 + 7/3*z + 1
*
2 | 0.060822067811276020880749915397523704309 | 0.012890130838281218614861178965868185634
f(z) = -1/24*z^3 + 14/3*z + 1
*
[ 4 ] 
f(z) = -1/24*z^3 + 17/12*z + 1
*
[ 5 ] 
f(z) = -1/25*z^3 + 9/5*z + 1
*
[ -5 ] 
f(z) = -1/25*z^3 + 11/5*z + 1
*
6 | 0.061034016037117205077513624273473650258 | 0.018518518518518518518518518518518518519
f(z) = -1/27*z^3 + 2/3*z + 1
*
3 | 0.093828272695163117008447386450341587655 | 0.020039650352301797583396163813292736970
f(z) = -1/27*z^3 + 4*z + 1
*
[ -6 ] 
f(z) = -1/27*z^3 + 5/2*z + 1
*
[ -3 ] 
f(z) = -1/27*z^3 + 5/3*z + 1
*
[ 3/2 ] 
f(z) = -1/27*z^3 + 5/12*z + 1
*
-6 | 0.15427971694151612293403413397383064341 | 0.026324064905114461996684072911665041197
f(z) = -1/27*z^3 + 13/4*z + 1
*
[ 6 ] 
f(z) = -1/27*z^3 + 13/6*z + 1
*
-3 | 0.094070784905280747051324144594456420376 | 0.019451054904402319240084586127634108429
f(z) = -1/27*z^3 + 14/3*z + 1
*
-12 | 0.13635612942716795366548912706777537063 | 0.027106214520071902467483498144407208744
f(z) = -1/27*z^3 + 17/3*z + 1
*
[ 2 ] 
f(z) = -1/28*z^3 + 9/14*z + 1
*
[ 4 ] 
f(z) = -1/32*z^3 + 5/4*z + 1
*
[ -4 ] 
f(z) = -1/32*z^3 + 7/4*z + 1
*
-8 | 0.064180294496291232353447418653534867414 | 0.017909852186784332725474358262399114651
f(z) = -1/32*z^3 + 9/8*z + 1
*
-4 | 0.12600489217486041904896251073642423914 | 0.026319605117822734261415662327254234647
f(z) = -1/32*z^3 + 15/4*z + 1
*
[ 6 ] 
f(z) = -1/36*z^3 + 11/6*z + 1
*
[ 3 ] 
f(z) = -1/36*z^3 + 11/12*z + 1
*
[ 2 ] 
f(z) = -1/36*z^3 + 11/18*z + 1
*
[ -6 ] 
f(z) = -1/36*z^3 + 13/6*z + 1
*
[ -3 ] 
f(z) = -1/36*z^3 + 19/12*z + 1
*
[ 3/4 ] 
f(z) = -16/21*z^3 + 2/21*z + 1
*
[ 4/5 ] 
f(z) = -15/32*z^3 + 1/20*z + 1
*
-4/5 | 0.14532893587914089183992311900647734726 | 0.028635262785072750555873038601335796891
f(z) = -15/32*z^3 + 11/20*z + 1
*
-2/3 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070
f(z) = -15/32*z^3 + 17/24*z + 1
*
[ 5/4 ] 
f(z) = -12/25*z^3 + 19/20*z + 1
*
[ 5/6 ] 
f(z) = -9/25*z^3 + 1/20*z + 1
*
2 | 0.12207259704971044570475517754080570365 | 0.026744803842507346801175162811731757180
f(z) = -9/32*z^3 + 7/24*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.014878488291984766523772274200298799111
f(z) = -9/34*z^3 + 19/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = -9/38*z^3 + 17/38*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.014365855107081936305971067807342954243
f(z) = -7/22*z^3 + 17/22*z + 1
*
[ 6/7 ] 
f(z) = -7/24*z^3 + 1/21*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.014578976945665376223064283742030238391
f(z) = -7/26*z^3 + 15/26*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = -7/34*z^3 + 11/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014989788658763455788631469395260421822
f(z) = -7/38*z^3 + 9/38*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.014366066084240470908532290560516310721
f(z) = -5/22*z^3 + 9/22*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.014578776786048830488774300293459133407
f(z) = -5/26*z^3 + 7/26*z + 1
*
-21/10 | 0.090048130425686132581269776640273731304 | 0.014312507488713329139550581759441688163
f(z) = -5/27*z^3 + 3/20*z + 1
*
[ 6/5 ] 
f(z) = -5/27*z^3 + 13/30*z + 1
*
-4/5 | 0.14532893587914089183992311900647734726 | 0.028635262785072750555873038601335796891
f(z) = -5/32*z^3 + 7/20*z + 1
*
[ 4/3 ] 
f(z) = -5/32*z^3 + 19/36*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.014878488291984766523772274200298799111
f(z) = -5/34*z^3 + 3/34*z + 1
*
[ 6/5 ] 
f(z) = -5/36*z^3 + 11/30*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = -5/38*z^3 + 1/38*z + 1
*
[ 3/2 ] 
f(z) = -4/21*z^3 + 16/21*z + 1
*
[ 5/4 ] 
f(z) = -4/25*z^3 + 9/20*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.014365855107081936305971067807342954243
f(z) = -3/22*z^3 + 1/22*z + 1
*
-8/3 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -3/32*z^3 + 1/24*z + 1
*
-5 | 0.029805710064524112332211459428359843954 | 0.0099493904470856029778317853665717168225
f(z) = -1/20*z^3 + 9/20*z + 1
*
4 | 0.051712191224018376914902598693570049313 | 0.017261953506502618681506780922139972491
f(z) = -1/20*z^3 + 11/20*z + 1
*
[ 2 ] 
f(z) = -1/22*z^3 + 15/22*z + 1
*
-3 | 0.061403779050676084605475872776004303815 | 0.019321189107722999609818898182701822343
f(z) = -1/24*z^3 + 17/24*z + 1
*
[ 5/2 ] 
f(z) = -1/25*z^3 + 17/20*z + 1
*
[ 2 ] 
f(z) = -1/26*z^3 + 17/26*z + 1
*
-6 | 0.070968817965722762945419546083511845564 | 0.020865833411597096366649652381145626480
f(z) = -1/30*z^3 + 11/30*z + 1
*
-6 | 0.13054175631955252867983546896393124789 | 0.028600306296433524863549556768968267114
f(z) = -1/32*z^3 + 7/24*z + 1
*
[ 4/3 ] 
f(z) = -1/32*z^3 + 11/36*z + 1
*
[ 3/4 ] 
f(z) = -17/27*z^3 + 1/48*z + 1
*
[ 5/6 ] 
f(z) = -16/25*z^3 + 11/45*z + 1
*
-3/4 | 0.19795956530319046530063829128674892237 | 0.027039266065748288670785559940460664261
f(z) = -14/27*z^3 + 3/56*z + 1
*
3/7 | 0.16914078756843277472539117924166181981 | 0.028499377072850228217960169312736373450
f(z) = -14/27*z^3 + 11/42*z + 1
*
[ 12/13 ] 
f(z) = -13/27*z^3 + 17/52*z + 1
*
3/2 | 0.10810715300838274000581190517180010799 | 0.028923678133444561266256126757528691947
f(z) = -10/21*z^3 + 17/42*z + 1
*
3/2 | 0.10810715300838274000581190517180010799 | 0.028923678133444561266256126757528691947
f(z) = -8/21*z^3 + 1/42*z + 1
*
[ 5/6 ] 
f(z) = -8/25*z^3 + 1/45*z + 1
*
[ 6/7 ] 
f(z) = -7/27*z^3 + 1/42*z + 1
*
-8/7 | 0.076192085539842549051628608427875483029 | 0.014079281019076427156768372450080190836
f(z) = -7/32*z^3 + 9/56*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -6/29*z^3 + 19/58*z + 1
*
-2 | 0.044593779346580337463851089012894396622 | 0.011930904520946210945090326843837332366
f(z) = -5/21*z^3 + 19/42*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017400971624814566563093149876036044104
f(z) = -5/23*z^3 + 17/46*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.014045750323309794244547708624249557384
f(z) = -5/27*z^3 + 13/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = -5/29*z^3 + 11/58*z + 1
*
-8/5 | 0.064221178454845164690352381294728440234 | 0.012653986009715870607011154724118301560
f(z) = -5/32*z^3 + 1/40*z + 1
*
-2 | 0.038887830663822449310252343485401174286 | 0.010404298569781777018010899725330028587
f(z) = -4/21*z^3 + 11/42*z + 1
*
-2 | 0.060917165235560160156574567344049625930 | 0.015910909099875963955859325019392744885
f(z) = -4/23*z^3 + 9/46*z + 1
*
-2 | 0.062461269104801846423144305022608499275 | 0.015966488187347931364158336688642119488
f(z) = -4/25*z^3 + 7/50*z + 1
*
-2 | 0.050323358895370769831552704152858833197 | 0.012615582892269135831792041063634618197
f(z) = -4/27*z^3 + 5/54*z + 1
*
[ 6/5 ] 
f(z) = -4/27*z^3 + 19/50*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.016059771692086335581609611813669368049
f(z) = -4/29*z^3 + 3/58*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017400971624814566563093149876036044104
f(z) = -3/23*z^3 + 1/46*z + 1
*
-7/2 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -2/21*z^3 + 19/42*z + 1
*
[ 5/4 ] 
f(z) = -2/25*z^3 + 13/40*z + 1
*
[ 6/5 ] 
f(z) = -1/27*z^3 + 11/50*z + 1
*
[ 3/2 ] 
f(z) = -1/36*z^3 + 19/48*z + 1
*
[ 5/6 ] 
f(z) = -18/35*z^3 + 11/70*z + 1
*
[ 3/4 ] 
f(z) = -16/23*z^3 + 4/69*z + 1
*
[ 3/4 ] 
f(z) = -16/25*z^3 + 2/75*z + 1
*
4/3 | 0.074115096424896790221353340463573062720 | 0.012004804698053080141069228222138860128
f(z) = -15/32*z^3 + 17/60*z + 1
*
0 | 0.095345180264646308557068991708489725872 | 0.023287043583088217925511302932361963547
f(z) = -9/20*z^3 + 7/60*z + 1
*
[ 8/9 ] 
f(z) = -9/32*z^3 + 7/72*z + 1
*
3/2 | 0.11804092132056740815153662977910373584 | 0.027784171711494648184950900760686688548
f(z) = -8/35*z^3 + 1/70*z + 1
*
7/4 | 0.12544859048810397090569686561336560460 | 0.029527770031723271970152397751959025139
f(z) = -8/35*z^3 + 9/70*z + 1
*
9/4 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -8/35*z^3 + 11/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -7/37*z^3 + 19/74*z + 1
*
-2 | 0.056057468391140030629557287126267338755 | 0.012866930203764574897530719567889411205
f(z) = -7/39*z^3 + 17/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -6/31*z^3 + 17/62*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -6/35*z^3 + 13/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -6/37*z^3 + 11/74*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -5/31*z^3 + 9/62*z + 1
*
-2 | 0.052963874230711027074158326689226796070 | 0.012641584448339004998859870844102530389
f(z) = -5/33*z^3 + 7/66*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -5/37*z^3 + 3/74*z + 1
*
-2 | 0.056057468391140030629557287126267338755 | 0.012866930203764574897530719567889411205
f(z) = -5/39*z^3 + 1/78*z + 1
*
-2 | 0.066444813171782318584767372765015572078 | 0.016099503183746309473736215706024211353
f(z) = -4/31*z^3 + 1/62*z + 1
*
[ 6/5 ] 
f(z) = -1/24*z^3 + 17/75*z + 1
*
4 | 0.067492928755580641364930589792948833304 | 0.016484428149581671329758944405448092681
f(z) = -1/30*z^3 + 17/60*z + 1
*
6 | 0.11132949214775884853496029440294780514 | 0.019659238756525147963161732225441222757
f(z) = -1/32*z^3 + 13/72*z + 1
*
[ 5/6 ] 
f(z) = -14/25*z^3 + 17/90*z + 1
*
[ 9/11 ] 
f(z) = -11/27*z^3 + 5/99*z + 1
*
[ 6/7 ] 
f(z) = -11/27*z^3 + 13/98*z + 1
*
0 | 0.12753735475329642465656774055343794442 | 0.028784163404497038686077074364441504202
f(z) = -10/21*z^3 + 19/84*z + 1
*
[ 9/10 ] 
f(z) = -10/27*z^3 + 17/90*z + 1
*
[ 5/6 ] 
f(z) = -9/20*z^3 + 9/80*z + 1
*
0 | 0.10021670124336607217017218517929128171 | 0.022618109886540136780827539961636459100
f(z) = -8/21*z^3 + 11/84*z + 1
*
[ 6/7 ] 
f(z) = -8/27*z^3 + 5/98*z + 1
*
-12/7 | 0.19224924724872297171575800574836704170 | 0.029530202519317268713141824111642100028
f(z) = -7/32*z^3 + 19/84*z + 1
*
-3/2 | 0.10810742367066928901212440196731079857 | 0.024398982981849139063231146402171815427
f(z) = -5/21*z^3 + 17/84*z + 1
*
7/4 | 0.10874103246019796205374718831899551409 | 0.024541983430365557009787344887116100505
f(z) = -4/21*z^3 + 1/84*z + 1
*
-7/4 | 0.10810742367066928901212440196731079857 | 0.024398982981849139063231146402171815427
f(z) = -4/21*z^3 + 13/84*z + 1
*
7/3 | 0.12522189820739373530006455014607607263 | 0.028261583336075534414778018172448949503
f(z) = -3/28*z^3 + 13/84*z + 1
*
-3 | 0.13586920210569661992870989500085397810 | 0.029767492839323201416501825542610211749
f(z) = -3/32*z^3 + 17/96*z + 1
*
-4 | 0.10810715300838274000581190517180010799 | 0.024398921895530557878826165145372529390
f(z) = -1/21*z^3 + 1/84*z + 1
*
[ 7/10 ] 
f(z) = -20/21*z^3 + 4/105*z + 1
*
[ 4/5 ] 
f(z) = -19/32*z^3 + 13/100*z + 1
*
[ 4/5 ] 
f(z) = -17/32*z^3 + 9/100*z + 1
*
[ 4/5 ] 
f(z) = -13/32*z^3 + 1/100*z + 1
*
3/2 | 0.13838559333293980984404117120359495259 | 0.029735017688377136607536743542163381738
f(z) = -12/35*z^3 + 11/105*z + 1
*
6/5 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -10/21*z^3 + 2/105*z + 1
*
7/5 | 0.065840812532891513420442531955871000217 | 0.014147265464060730227896736928483403571
f(z) = -5/21*z^3 + 4/105*z + 1
*
-7/5 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = -5/21*z^3 + 19/105*z + 1
*
[ 3/4 ] 
f(z) = -20/33*z^3 + 1/132*z + 1
*
[ 10/13 ] 
f(z) = -13/20*z^3 + 11/130*z + 1
*
[ 10/13 ] 
f(z) = -13/25*z^3 + 1/130*z + 1
*
6/11 | 0.19425172436017856292055973926978164717 | 0.027436581538544018471221099158421667100
f(z) = -11/27*z^3 + 5/132*z + 1
*
-3/2 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -7/33*z^3 + 19/132*z + 1
*
-8/5 | 0.11965785169704528862072534874779796775 | 0.024993850251010824229447921864219209263
f(z) = -5/24*z^3 + 19/120*z + 1
*
-6/5 | 0.14047655824815808654774139077396944319 | 0.022753713180859074467088698527574128706
f(z) = -5/32*z^3 + 7/120*z + 1
*
10/3 | 0.17993572375557668020619333808827947617 | 0.029145117878614919565002451239370284670
f(z) = -3/32*z^3 + 17/120*z + 1
*
11/2 | 0.099396818723539768066134005858671403794 | 0.020761773401154642940850957127030114569
f(z) = -1/30*z^3 + 1/120*z + 1
*
-11/2 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -1/33*z^3 + 13/132*z + 1
*
[ 4/5 ] 
f(z) = -15/28*z^3 + 13/140*z + 1
*
0 | 0.14120233410424416657162164564925834115 | 0.028573968334537242411390686286424115046
f(z) = -12/35*z^3 + 13/140*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -10/33*z^3 + 17/165*z + 1
*
13/10 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -20/39*z^3 + 19/195*z + 1
*
[ 10/13 ] 
f(z) = -13/24*z^3 + 4/195*z + 1
*
[ 5/6 ] 
f(z) = -11/25*z^3 + 19/180*z + 1
*
[ 9/10 ] 
f(z) = -5/27*z^3 + 7/180*z + 1
*
3/2 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -10/21*z^3 + 1/210*z + 1
*
[ 6/7 ] 
f(z) = -7/20*z^3 + 19/210*z + 1
*
-7/6 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = -6/35*z^3 + 19/210*z + 1
*
[ 9/10 ] 
f(z) = -4/27*z^3 + 2/225*z + 1
*
4/3 | 0.13277235488538494375029948000258017088 | 0.024011946402434200295972738866597076770
f(z) = -13/28*z^3 + 19/252*z + 1
*
[ 14/19 ] 
f(z) = -19/28*z^3 + 3/266*z + 1
*
17/13 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -13/21*z^3 + 16/273*z + 1
*
0 | 0.14351722310691670430821262828278761243 | 0.025635299403654394652295521169993815208
f(z) = -10/27*z^3 + 19/270*z + 1
*
5/3 | 0.15234750601521236971543771178147671257 | 0.027212580103995801138577083863586963456
f(z) = -7/30*z^3 + 13/270*z + 1
*
0 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -7/39*z^3 + 10/273*z + 1
*
-11/6 | 0.074356272113053881469792935704337184419 | 0.013335177695775091695088385591595682970
f(z) = -3/22*z^3 + 1/264*z + 1
*
10/3 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = -1/30*z^3 + 19/270*z + 1
*
[ 6/7 ] 
f(z) = -11/36*z^3 + 17/294*z + 1
*
[ 7/8 ] 
f(z) = -8/35*z^3 + 9/280*z + 1
*
[ 3 ] 
f(z) = -20/27*z^3 + 22/3*z + 1
*
[ -3/10 ] 
f(z) = -20/27*z^3 + 22/5*z + 1
*
-3/4 | 0.11503314343573168116353733164095483805 | 0.017886366285647476224682303987914462611
f(z) = -20/27*z^3 + 23/4*z + 1
*
[ -6/5 ] 
f(z) = -20/27*z^3 + 29/10*z + 1
*
-2 | 0.068382353725500737079494255337690841329 | 0.016321715734606330682682748245447690984
f(z) = -19/20*z^3 + 33/10*z + 1
*
[ -3 ] 
f(z) = -19/27*z^3 + 23/3*z + 1
*
[ 3/2 ] 
f(z) = -19/27*z^3 + 23/12*z + 1
*
-2 | 0.066831641036917642468365940545856147224 | 0.016193231138556072118365185989378903245
f(z) = -19/28*z^3 + 31/14*z + 1
*
[ 2 ] 
f(z) = -19/32*z^3 + 23/8*z + 1
*
[ -2 ] 
f(z) = -19/32*z^3 + 31/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.013003100157103600501740300327759724181
f(z) = -19/36*z^3 + 29/18*z + 1
*
[ -5/6 ] 
f(z) = -18/25*z^3 + 27/10*z + 1
*
-2 | 0.066058941798583575337100375740344057910 | 0.016268900124199485741339202568281849501
f(z) = -17/20*z^3 + 29/10*z + 1
*
[ 2 ] 
f(z) = -17/20*z^3 + 39/10*z + 1
*
[ -3/2 ] 
f(z) = -17/27*z^3 + 37/12*z + 1
*
-2 | 0.062365916913448150314299918653467908663 | 0.015634536560045690850567536057648630873
f(z) = -17/28*z^3 + 27/14*z + 1
*
[ 2 ] 
f(z) = -17/32*z^3 + 21/8*z + 1
*
[ -2 ] 
f(z) = -17/32*z^3 + 29/8*z + 1
*
[ 4 ] 
f(z) = -17/32*z^3 + 37/4*z + 1
*
[ -4 ] 
f(z) = -17/32*z^3 + 39/4*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.013496430638338722724738240932864438032
f(z) = -17/36*z^3 + 25/18*z + 1
*
[ 5/2 ] 
f(z) = -16/25*z^3 + 23/5*z + 1
*
[ -5/2 ] 
f(z) = -16/25*z^3 + 27/5*z + 1
*
[ -3 ] 
f(z) = -16/27*z^3 + 20/3*z + 1
*
3/16 | 0.12836162260900335442907603450980430228 | 0.019473297348697529820541371151906737053
f(z) = -16/27*z^3 + 27/16*z + 1
*
[ 9/4 ] 
f(z) = -16/27*z^3 + 32/9*z + 1
*
33/8 | 0.086628799921313651317829599687025357317 | 0.012447742397604196686630831231720259259
f(z) = -16/27*z^3 + 39/4*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.016117333680233638605306096178351958662
f(z) = -15/28*z^3 + 23/14*z + 1
*
[ 2 ] 
f(z) = -15/28*z^3 + 37/14*z + 1
*
[ -2 ] 
f(z) = -15/32*z^3 + 27/8*z + 1
*
[ -4/3 ] 
f(z) = -15/32*z^3 + 31/12*z + 1
*
[ 4 ] 
f(z) = -15/32*z^3 + 33/4*z + 1
*
[ -4 ] 
f(z) = -15/32*z^3 + 35/4*z + 1
*
[ -3/4 ] 
f(z) = -14/27*z^3 + 21/8*z + 1
*
3 | 0.081850473869586516572261406889921918310 | 0.015348732427622953728670600908756990643
f(z) = -14/27*z^3 + 23/6*z + 1
*
[ -3/7 ] 
f(z) = -14/27*z^3 + 24/7*z + 1
*
-12/7 | 0.16408372792123079818638522437591282283 | 0.024892574267511587842198321582194192722
f(z) = -14/27*z^3 + 27/7*z + 1
*
-15/14 | 0.10810791453960253623887748257775695998 | 0.016400677420461340385464710544460386684
f(z) = -14/27*z^3 + 27/14*z + 1
*
[ 6 ] 
f(z) = -14/27*z^3 + 39/2*z + 1
*
-2 | 0.059265415854755230812760263316119408098 | 0.015856247851562270617159140658225937779
f(z) = -13/20*z^3 + 21/10*z + 1
*
[ 2 ] 
f(z) = -13/20*z^3 + 31/10*z + 1
*
[ -6 ] 
f(z) = -13/27*z^3 + 37/2*z + 1
*
[ 2 ] 
f(z) = -13/28*z^3 + 33/14*z + 1
*
[ -2 ] 
f(z) = -13/32*z^3 + 25/8*z + 1
*
[ 4 ] 
f(z) = -13/32*z^3 + 29/4*z + 1
*
[ -4 ] 
f(z) = -13/32*z^3 + 31/4*z + 1
*
-3 | 0.12206933635294184888352094254519255855 | 0.026931419053753675432660041513337199158
f(z) = -13/36*z^3 + 31/12*z + 1
*
3 | 0.13434966134007207546251199427365814309 | 0.028867813911548412761797213935949239454
f(z) = -13/36*z^3 + 35/12*z + 1
*
[ 2 ] 
f(z) = -13/36*z^3 + 35/18*z + 1
*
[ -5/2 ] 
f(z) = -12/25*z^3 + 22/5*z + 1
*
[ 5/3 ] 
f(z) = -12/25*z^3 + 26/15*z + 1
*
5/2 | 0.059609845188054236929616728062963739289 | 0.011977704308340456342900416605611351237
f(z) = -12/25*z^3 + 29/15*z + 1
*
[ -5/6 ] 
f(z) = -12/25*z^3 + 38/15*z + 1
*
[ 2 ] 
f(z) = -11/20*z^3 + 27/10*z + 1
*
[ -2 ] 
f(z) = -11/20*z^3 + 37/10*z + 1
*
[ 6 ] 
f(z) = -11/27*z^3 + 31/2*z + 1
*
[ -3/2 ] 
f(z) = -11/27*z^3 + 31/12*z + 1
*
[ 2 ] 
f(z) = -11/28*z^3 + 29/14*z + 1
*
0 | 0.11662943059070128105482054209132379495 | 0.028973724422424632854421886002439218190
f(z) = -11/30*z^3 + 28/15*z + 1
*
[ -2 ] 
f(z) = -11/32*z^3 + 23/8*z + 1
*
[ 4 ] 
f(z) = -11/32*z^3 + 25/4*z + 1
*
[ -4 ] 
f(z) = -11/32*z^3 + 27/4*z + 1
*
-3 | 0.12206933635294184888352094254519255855 | 0.028273230439297939118501338689726784855
f(z) = -11/36*z^3 + 25/12*z + 1
*
3 | 0.12778533317305463913966159052345866777 | 0.028613515947469096019848199628842187269
f(z) = -11/36*z^3 + 29/12*z + 1
*
[ 2 ] 
f(z) = -11/36*z^3 + 31/18*z + 1
*
[ -6 ] 
f(z) = -10/27*z^3 + 29/2*z + 1
*
-3/2 | 0.12736820228565858919233895999300282918 | 0.018441106766871598421856916162779747049
f(z) = -10/27*z^3 + 37/10*z + 1
*
3/5 | 0.15936699441872566890984397069359122460 | 0.027438547641289403333841831197363131959
f(z) = -10/27*z^3 + 37/15*z + 1
*
[ 2 ] 
f(z) = -9/20*z^3 + 23/10*z + 1
*
[ -2/3 ] 
f(z) = -9/20*z^3 + 27/10*z + 1
*
[ -2 ] 
f(z) = -9/20*z^3 + 33/10*z + 1
*
2/3 | 0.081089791359795123892896154715514937780 | 0.018840279968774280006091178039754260987
f(z) = -9/20*z^3 + 37/10*z + 1
*
[ 2 ] 
f(z) = -9/28*z^3 + 25/14*z + 1
*
[ -2/3 ] 
f(z) = -9/28*z^3 + 37/14*z + 1
*
[ -2 ] 
f(z) = -9/28*z^3 + 39/14*z + 1
*
[ 4 ] 
f(z) = -9/32*z^3 + 21/4*z + 1
*
[ -4 ] 
f(z) = -9/32*z^3 + 23/4*z + 1
*
[ -8/3 ] 
f(z) = -9/32*z^3 + 27/8*z + 1
*
-2/3 | 0.11406812308586001007389580909232374528 | 0.022826351340872497528259629007198851384
f(z) = -9/32*z^3 + 37/8*z + 1
*
[ -5/4 ] 
f(z) = -8/25*z^3 + 23/10*z + 1
*
[ 6 ] 
f(z) = -8/27*z^3 + 23/2*z + 1
*
-3/2 | 0.10113440543439329748200782746898176347 | 0.018964886271917207988647842560985089268
f(z) = -8/27*z^3 + 23/6*z + 1
*
-15/4 | 0.14596456710129886142040837776783445599 | 0.026231293340072064888822048828782859629
f(z) = -8/27*z^3 + 29/6*z + 1
*
15/4 | 0.18094436477100653234935686018237605965 | 0.026886938332378433126292163251604776938
f(z) = -8/27*z^3 + 31/10*z + 1
*
15/4 | 0.18029116354178427459104705979749753163 | 0.026103599927875518532113411768422998374
f(z) = -8/27*z^3 + 37/10*z + 1
*
[ 9/4 ] 
f(z) = -8/27*z^3 + 37/18*z + 1
*
[ -2 ] 
f(z) = -7/20*z^3 + 29/10*z + 1
*
-6 | 0.12356185980409094664810386517397365566 | 0.022685481486009284674603455937712910263
f(z) = -7/24*z^3 + 29/3*z + 1
*
[ 6 ] 
f(z) = -7/24*z^3 + 34/3*z + 1
*
[ -6 ] 
f(z) = -7/24*z^3 + 35/3*z + 1
*
[ 5 ] 
f(z) = -7/25*z^3 + 39/5*z + 1
*
[ -6 ] 
f(z) = -7/27*z^3 + 21/2*z + 1
*
3 | 0.077827776893705084174685586307772763495 | 0.012021793469197322784240659319807134974
f(z) = -7/27*z^3 + 24/7*z + 1
*
-6/7 | 0.16625856492527529186373967553833296941 | 0.025222511259611735834462998660238737725
f(z) = -7/27*z^3 + 27/7*z + 1
*
12/7 | 0.078352030461253848179449342895236476754 | 0.011886515268615684719183232143912256652
f(z) = -7/27*z^3 + 27/14*z + 1
*
[ -6/7 ] 
f(z) = -7/27*z^3 + 33/14*z + 1
*
[ 2 ] 
f(z) = -7/36*z^3 + 23/18*z + 1
*
[ 3 ] 
f(z) = -7/36*z^3 + 29/12*z + 1
*
[ -3 ] 
f(z) = -7/36*z^3 + 37/12*z + 1
*
[ 5/2 ] 
f(z) = -6/25*z^3 + 21/10*z + 1
*
[ -5/2 ] 
f(z) = -6/25*z^3 + 29/10*z + 1
*
[ 5 ] 
f(z) = -6/25*z^3 + 34/5*z + 1
*
[ -5/3 ] 
f(z) = -6/25*z^3 + 34/15*z + 1
*
[ -5 ] 
f(z) = -6/25*z^3 + 36/5*z + 1
*
[ 6 ] 
f(z) = -5/24*z^3 + 25/3*z + 1
*
[ -6 ] 
f(z) = -5/24*z^3 + 26/3*z + 1
*
-4 | 0.064181427757348620568375081103452776449 | 0.015551087454266987201032066669617682008
f(z) = -5/24*z^3 + 31/12*z + 1
*
4 | 0.11552633618837880406526177870748880434 | 0.026841214918144975142485618503411892038
f(z) = -5/24*z^3 + 37/12*z + 1
*
[ -6/5 ] 
f(z) = -5/27*z^3 + 21/10*z + 1
*
[ -3/2 ] 
f(z) = -5/27*z^3 + 25/12*z + 1
*
-12/5 | 0.061402375361766881992673696989308760804 | 0.011255501566884532150295393261882494253
f(z) = -5/27*z^3 + 26/15*z + 1
*
6 | 0.15242990346828080935260945092419174883 | 0.023124612907961900475783359597589433958
f(z) = -5/27*z^3 + 27/4*z + 1
*
6/5 | 0.090838808557333892502228452061506592498 | 0.016324642899645679710477485108577444186
f(z) = -5/27*z^3 + 29/15*z + 1
*
[ -3/4 ] 
f(z) = -5/27*z^3 + 39/16*z + 1
*
[ -2 ] 
f(z) = -5/28*z^3 + 31/14*z + 1
*
-2 | 0.14180616694090005124783003708146619406 | 0.029041965901780172374498819394474340811
f(z) = -5/32*z^3 + 33/8*z + 1
*
[ 3 ] 
f(z) = -5/36*z^3 + 23/12*z + 1
*
[ -3 ] 
f(z) = -5/36*z^3 + 31/12*z + 1
*
[ 6 ] 
f(z) = -5/36*z^3 + 35/6*z + 1
*
[ -6 ] 
f(z) = -5/36*z^3 + 37/6*z + 1
*
[ -2 ] 
f(z) = -5/36*z^3 + 37/18*z + 1
*
[ 5 ] 
f(z) = -4/25*z^3 + 24/5*z + 1
*
[ -5 ] 
f(z) = -4/25*z^3 + 26/5*z + 1
*
3/4 | 0.12697881573583388933213483716535924181 | 0.019743784625322026030494689311841062839
f(z) = -4/27*z^3 + 23/4*z + 1
*
-3/8 | 0.18595450564452011444824964698280027822 | 0.028210514234273976294306945894610947088
f(z) = -4/27*z^3 + 27/16*z + 1
*
[ -3/4 ] 
f(z) = -4/27*z^3 + 29/12*z + 1
*
[ 9/2 ] 
f(z) = -4/27*z^3 + 34/9*z + 1
*
15/8 | 0.077017636247164124213749057528103676809 | 0.011241505967543373552182406504603897801
f(z) = -4/27*z^3 + 35/16*z + 1
*
[ 6 ] 
f(z) = -4/27*z^3 + 37/6*z + 1
*
[ -9/2 ] 
f(z) = -4/27*z^3 + 38/9*z + 1
*
[ -2 ] 
f(z) = -3/20*z^3 + 21/10*z + 1
*
[ -5 ] 
f(z) = -3/25*z^3 + 21/5*z + 1
*
[ -5/3 ] 
f(z) = -3/25*z^3 + 29/15*z + 1
*
5 | 0.059608811571633347207435530860229171834 | 0.011745176370651456943650736829993841106
f(z) = -3/25*z^3 + 32/15*z + 1
*
-5 | 0.059610012257911846932679755938418545057 | 0.011360727802677518864313587209424034413
f(z) = -3/25*z^3 + 38/15*z + 1
*
[ -2 ] 
f(z) = -3/28*z^3 + 27/14*z + 1
*
[ -4/3 ] 
f(z) = -3/32*z^3 + 23/12*z + 1
*
4/3 | 0.11552573588872463059504694129083848604 | 0.021210080091190822917081946752197804881
f(z) = -3/32*z^3 + 29/12*z + 1
*
15/2 | 0.059656353101979622918479919560278982370 | 0.011427641161047591041037864689407407309
f(z) = -2/25*z^3 + 37/10*z + 1
*
-3/4 | 0.20107847917112361174967780905778330032 | 0.029349445577537617627501163590835242358
f(z) = -2/27*z^3 + 35/8*z + 1
*
2 | 0.12016672574901827035359816532904013300 | 0.027919356038261009242924456458057142241
f(z) = -1/20*z^3 + 37/10*z + 1
*
-2 | 0.11575890778714858271339039358264726504 | 0.022197571200804838807158915367158972530
f(z) = -1/24*z^3 + 23/3*z + 1
*
[ -4 ] 
f(z) = -1/24*z^3 + 23/12*z + 1
*
4 | 0.11552597036512760372383539725411311337 | 0.028451567985332003667266380697905509326
f(z) = -1/24*z^3 + 29/12*z + 1
*
-4 | 0.11552669218997605200570438168871211077 | 0.027192378856060365025003420583547363187
f(z) = -1/24*z^3 + 35/12*z + 1
*
[ 12 ] 
f(z) = -1/27*z^3 + 25/4*z + 1
*
[ 9 ] 
f(z) = -1/27*z^3 + 35/9*z + 1
*
[ -9 ] 
f(z) = -1/27*z^3 + 37/9*z + 1
*
[ -2 ] 
f(z) = -1/28*z^3 + 23/14*z + 1
*
0 | 0.12546053860961230373779286876404707755 | 0.028969813828647631694252754041372739533
f(z) = -1/30*z^3 + 38/15*z + 1
*
[ 8 ] 
f(z) = -1/32*z^3 + 23/8*z + 1
*
[ -8 ] 
f(z) = -1/32*z^3 + 25/8*z + 1
*
[ -2 ] 
f(z) = -1/36*z^3 + 29/18*z + 1
*
3 | 0.12247142136112574835796986303098884803 | 0.026315527453296940478063207550635469148
f(z) = -1/36*z^3 + 35/12*z + 1
*
[ 6/5 ] 
f(z) = -20/27*z^3 + 37/30*z + 1
*
-1 | 0.057785452004615213133652358236494311215 | 0.015773025701822814830656732679306058481
f(z) = -19/20*z^3 + 39/20*z + 1
*
-1 | 0.053057034500774843129449125418350620628 | 0.014693503365165651843321255598425781100
f(z) = -17/20*z^3 + 37/20*z + 1
*
-1 | 0.039308570012265904870882204317471320277 | 0.010806223766593240357002645169357438611
f(z) = -17/21*z^3 + 38/21*z + 1
*
-1 | 0.044406278254252527673025406050357794910 | 0.012121067568540942893662823351006292641
f(z) = -17/22*z^3 + 39/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.015849250895978198092661109358736967087
f(z) = -16/23*z^3 + 39/23*z + 1
*
15/8 | 0.17882877261002837007298148378166734100 | 0.027129493946529797523229338898118630768
f(z) = -16/27*z^3 + 27/20*z + 1
*
[ 9/8 ] 
f(z) = -16/27*z^3 + 31/36*z + 1
*
[ 5/4 ] 
f(z) = -16/35*z^3 + 32/35*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.012297556767848854114022369520762020087
f(z) = -15/22*z^3 + 37/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.015962428146790400268165322626215834273
f(z) = -15/23*z^3 + 38/23*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.016080317832501401687904168885217799521
f(z) = -14/23*z^3 + 37/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.016270727049074447476495272862190728750
f(z) = -14/25*z^3 + 39/25*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.013418861581168488480788819006315165713
f(z) = -13/20*z^3 + 33/20*z + 1
*
-1 | 0.036037116995330290412952348666569902807 | 0.010219351295413242527915064727582592764
f(z) = -13/21*z^3 + 34/21*z + 1
*
-1 | 0.044406301500447773424401522798963881569 | 0.012490001184819298620283638732268589566
f(z) = -13/22*z^3 + 35/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.016203265198148421121866761183308265498
f(z) = -13/23*z^3 + 36/23*z + 1
*
-1 | 0.059609500432254980675187304763087862386 | 0.016387103374271339694197347395313193266
f(z) = -13/25*z^3 + 38/25*z + 1
*
[ 4/3 ] 
f(z) = -13/32*z^3 + 35/36*z + 1
*
-2 | 0.052466950025540028453435668005163869286 | 0.014757190890492017388334810618001928683
f(z) = -13/34*z^3 + 35/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = -13/38*z^3 + 33/38*z + 1
*
-1 | 0.058065390630550270585607297305289855591 | 0.016331844203806419564341905729352270212
f(z) = -12/23*z^3 + 35/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.016507938705253660047030421405605644706
f(z) = -12/25*z^3 + 37/25*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.013663170009354243726657827712959256189
f(z) = -11/20*z^3 + 31/20*z + 1
*
-1 | 0.036036998063067840200827376752181266731 | 0.010398079678822630566082810693151557794
f(z) = -11/21*z^3 + 32/21*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.016465902251645670851825430977770037530
f(z) = -11/23*z^3 + 34/23*z + 1
*
2 | 0.13464366642735905844458800528198697005 | 0.024147219412634930921085658716751497063
f(z) = -11/24*z^3 + 29/33*z + 1
*
-1 | 0.059609132848547344300513427963375945678 | 0.016634245241139646148717333412939442815
f(z) = -11/25*z^3 + 36/25*z + 1
*
-2 | 0.047499967221907911417629231772530525672 | 0.013832307575248966863931172014159478054
f(z) = -11/26*z^3 + 31/26*z + 1
*
-1 | 0.047499714314567362624496614435517417997 | 0.013154470819798833180912084709340281571
f(z) = -11/26*z^3 + 37/26*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013050110506735864247143152076118633892
f(z) = -11/27*z^3 + 38/27*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.014507772343837902634866186501934809195
f(z) = -11/28*z^3 + 39/28*z + 1
*
[ 4/3 ] 
f(z) = -11/32*z^3 + 31/36*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = -11/34*z^3 + 27/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014989788658763455788631469395260421822
f(z) = -11/38*z^3 + 25/38*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.010494042231726293474965623580887376019
f(z) = -10/21*z^3 + 31/21*z + 1
*
-1 | 0.058064867836092929185466282088479867104 | 0.016606532894709307282580400253591656250
f(z) = -10/23*z^3 + 33/23*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013146491421467954845177549562371076768
f(z) = -10/27*z^3 + 37/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017020958348227013228617121500709804944
f(z) = -10/29*z^3 + 39/29*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.013933777533593220644983879296627546826
f(z) = -9/20*z^3 + 29/20*z + 1
*
[ 5/3 ] 
f(z) = -9/20*z^3 + 33/20*z + 1
*
-5/3 | 0.090047096809265242859088579437539163849 | 0.024937453297941358979380468535813747518
f(z) = -9/20*z^3 + 37/20*z + 1
*
-2 | 0.044406300114383202698198860261223505948 | 0.013795592787802384856505655063536584534
f(z) = -9/22*z^3 + 25/22*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.012931168746577289730626584364612842062
f(z) = -9/22*z^3 + 31/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.016753933170581529156644993496898773498
f(z) = -9/23*z^3 + 32/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.016903776898455857527931531916634384608
f(z) = -9/25*z^3 + 34/25*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.014578776786048830488774300293459133407
f(z) = -9/26*z^3 + 23/26*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.013359890889364918890739659767048520441
f(z) = -9/26*z^3 + 35/26*z + 1
*
[ 4/3 ] 
f(z) = -9/28*z^3 + 23/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017142502595629277648480244793473868359
f(z) = -9/29*z^3 + 38/29*z + 1
*
[ 3/2 ] 
f(z) = -8/21*z^3 + 25/21*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.010701883222187696291084669688345037199
f(z) = -8/21*z^3 + 29/21*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.016908830535697128731473255255849296035
f(z) = -8/23*z^3 + 31/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.017048100289716703795851083538547422754
f(z) = -8/25*z^3 + 33/25*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013351970198472119084512705493430275275
f(z) = -8/27*z^3 + 35/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017269107660016371737472706730206496549
f(z) = -8/29*z^3 + 37/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017358068945228663894277735557336954839
f(z) = -8/31*z^3 + 39/31*z + 1
*
[ 3/2 ] 
f(z) = -8/33*z^3 + 29/33*z + 1
*
5/2 | 0.10142500840100133750933448606468437337 | 0.028303187493324186421744255165759380812
f(z) = -8/35*z^3 + 36/35*z + 1
*
[ 3/2 ] 
f(z) = -8/39*z^3 + 31/39*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.014235883902139117798331748313594577379
f(z) = -7/20*z^3 + 27/20*z + 1
*
-1 | 0.044406120154138359069097653998476875312 | 0.013187472202083513541376134841764290100
f(z) = -7/22*z^3 + 29/22*z + 1
*
[ 2 ] 
f(z) = -7/22*z^3 + 39/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.017071842997249282055714472200980554189
f(z) = -7/23*z^3 + 30/23*z + 1
*
-2 | 0.11238583930813548882937506641536909915 | 0.020267311629498875004059987368325731977
f(z) = -7/24*z^3 + 32/21*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.017199467369536017391631995773995482784
f(z) = -7/25*z^3 + 32/25*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.013584715988799957223137068977569710093
f(z) = -7/26*z^3 + 33/26*z + 1
*
6/7 | 0.16914013542907905536114433224253919079 | 0.029867793713619320608676110715124473816
f(z) = -7/27*z^3 + 32/21*z + 1
*
[ 12/7 ] 
f(z) = -7/27*z^3 + 33/28*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013461726624610908453871280770306493649
f(z) = -7/27*z^3 + 34/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017401144309788455273871346391841561256
f(z) = -7/29*z^3 + 36/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017482020451550527381538088620976098341
f(z) = -7/31*z^3 + 38/31*z + 1
*
-4/7 | 0.15155990322397816833074892289938460819 | 0.028006248334002823699233158051207340115
f(z) = -7/32*z^3 + 23/28*z + 1
*
[ 4/3 ] 
f(z) = -7/32*z^3 + 23/36*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.015182744899501916575975423020660820038
f(z) = -7/32*z^3 + 39/32*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.017243720372090057508810546525408631458
f(z) = -6/23*z^3 + 29/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.017358483891197383714129660349675318179
f(z) = -6/25*z^3 + 31/25*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017539022651642113470338118993174031688
f(z) = -6/29*z^3 + 35/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017611133007464584255171541307292520910
f(z) = -6/31*z^3 + 37/31*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.011060570589770914926887044940225269571
f(z) = -5/21*z^3 + 26/21*z + 1
*
3 | 0.10810611939196185028363070796906554054 | 0.029719191421185043209426539442990141817
f(z) = -5/21*z^3 + 38/21*z + 1
*
-1 | 0.044406120154138359069097653998476875312 | 0.013473397488867105757968799619111967827
f(z) = -5/22*z^3 + 27/22*z + 1
*
[ 2 ] 
f(z) = -5/22*z^3 + 31/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.017425313339888216425178699434940037457
f(z) = -5/23*z^3 + 28/23*z + 1
*
3 | 0.071017617403206952332494333841801296300 | 0.019667469358560341543662666026110265923
f(z) = -5/24*z^3 + 37/24*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.013832044019609305169271494125213170895
f(z) = -5/26*z^3 + 31/26*z + 1
*
[ 2 ] 
f(z) = -5/26*z^3 + 33/26*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013697206796355670703921200750166315508
f(z) = -5/27*z^3 + 32/27*z + 1
*
[ 12/5 ] 
f(z) = -5/27*z^3 + 33/20*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.015200916170011971106572430836426934059
f(z) = -5/28*z^3 + 33/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017683197662190878292003582396960691557
f(z) = -5/29*z^3 + 34/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017745784724668249951761261356603513023
f(z) = -5/31*z^3 + 36/31*z + 1
*
4 | 0.12792171393796847245210266952536304998 | 0.022941693256451471577543323366980829926
f(z) = -5/32*z^3 + 33/20*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.015404094815341246750256896504813360231
f(z) = -5/32*z^3 + 37/32*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.012207683799452801260082537480271755107
f(z) = -5/33*z^3 + 38/33*z + 1
*
[ 2 ] 
f(z) = -5/34*z^3 + 37/34*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.014321463915750309455186164821456647288
f(z) = -5/34*z^3 + 39/34*z + 1
*
[ 2 ] 
f(z) = -5/38*z^3 + 39/38*z + 1
*
-1 | 0.036035373130653950094543569323021846845 | 0.011195018102983032932993669866179259918
f(z) = -4/21*z^3 + 25/21*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.017617591544446117946935998549069184461
f(z) = -4/23*z^3 + 27/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.017702279390127949571113425235170467096
f(z) = -4/25*z^3 + 29/25*z + 1
*
-15/4 | 0.19594221353033192663874043475769804760 | 0.029115503091610626077282873445134072497
f(z) = -4/27*z^3 + 31/20*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.013823843402852611469613775861222336472
f(z) = -4/27*z^3 + 31/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017834175699245803440643145477451710581
f(z) = -4/29*z^3 + 33/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017886393832274632406779810671545923807
f(z) = -4/31*z^3 + 35/31*z + 1
*
[ 3/2 ] 
f(z) = -4/33*z^3 + 20/33*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.012297843015403048116566519531639333455
f(z) = -4/33*z^3 + 37/33*z + 1
*
[ 3/2 ] 
f(z) = -4/39*z^3 + 22/39*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.014963877383815867398603296654349971767
f(z) = -3/20*z^3 + 23/20*z + 1
*
-10/3 | 0.11508636877238740347471346095449227217 | 0.028108618369414230087757881486898050335
f(z) = -3/20*z^3 + 29/30*z + 1
*
[ 2 ] 
f(z) = -3/22*z^3 + 23/22*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.013795334281527574748140757222073808404
f(z) = -3/22*z^3 + 25/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.017821665817690026686804762654420569389
f(z) = -3/23*z^3 + 26/23*z + 1
*
[ 5/2 ] 
f(z) = -3/25*z^3 + 27/20*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.017888701425621435379270540992448558780
f(z) = -3/25*z^3 + 28/25*z + 1
*
[ 2 ] 
f(z) = -3/26*z^3 + 25/26*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.014105996197965309326973007380108202079
f(z) = -3/26*z^3 + 29/26*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.015477669299479431674789866056064273435
f(z) = -3/28*z^3 + 31/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.017992522204176193039702864165288832454
f(z) = -3/29*z^3 + 32/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.018033424317990215676777829676991664699
f(z) = -3/31*z^3 + 34/31*z + 1
*
[ 8/3 ] 
f(z) = -3/32*z^3 + 31/24*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.015644859781600135805134610916373959749
f(z) = -3/32*z^3 + 35/32*z + 1
*
[ 2 ] 
f(z) = -3/34*z^3 + 29/34*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.014530257177669063779136602023736464628
f(z) = -3/34*z^3 + 37/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.018099854141028236527751608087870091762
f(z) = -3/35*z^3 + 38/35*z + 1
*
[ 2 ] 
f(z) = -3/38*z^3 + 31/38*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.011493054767570691095346633373247030234
f(z) = -2/21*z^3 + 23/21*z + 1
*
[ 3 ] 
f(z) = -2/21*z^3 + 32/21*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.018038815680244255254181444989715068741
f(z) = -2/23*z^3 + 25/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.018086092848369471199963461823193091313
f(z) = -2/25*z^3 + 27/25*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.014097633162926749687682142238886858750
f(z) = -2/27*z^3 + 29/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.018158870861105572185620692358404872985
f(z) = -2/29*z^3 + 31/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.018187392568355369903179757383189050292
f(z) = -2/31*z^3 + 33/31*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.012489766753295656303803252115322145095
f(z) = -2/33*z^3 + 35/33*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.018233529675632276786608919053877823842
f(z) = -2/35*z^3 + 37/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.018252415734506776205355891935595660482
f(z) = -2/37*z^3 + 39/37*z + 1
*
-5 | 0.089624510508055094827131724006075559784 | 0.026616167700482408873453189293237704512
f(z) = -1/20*z^3 + 29/20*z + 1
*
-6 | 0.096165867609077969930105815740510966388 | 0.023487487715710572095104308929193267518
f(z) = -1/20*z^3 + 29/30*z + 1
*
[ 4 ] 
f(z) = -1/20*z^3 + 31/20*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.011658334458629796682069428422722273254
f(z) = -1/21*z^3 + 22/21*z + 1
*
[ 3 ] 
f(z) = -1/21*z^3 + 23/21*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.014162191015755340598329108848307921840
f(z) = -1/22*z^3 + 23/22*z + 1
*
[ -2 ] 
f(z) = -1/22*z^3 + 37/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.018270523660712981776166109471666522079
f(z) = -1/23*z^3 + 24/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.018295594030443158226811180368404793894
f(z) = -1/25*z^3 + 26/25*z + 1
*
[ -5/2 ] 
f(z) = -1/25*z^3 + 33/20*z + 1
*
-1 | 0.047499714314567362624496614435517417997 | 0.014412034407562504599515848955609496051
f(z) = -1/26*z^3 + 27/26*z + 1
*
15/2 | 0.18453238339765792977590533810818073784 | 0.028692720223350896827750600905824405707
f(z) = -1/27*z^3 + 23/20*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.014246094805179379252793178693431830044
f(z) = -1/27*z^3 + 28/27*z + 1
*
-7 | 0.036036677409361388823037263321267104882 | 0.010814665576293400124464088613232824723
f(z) = -1/28*z^3 + 25/28*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.015784214103302721174839842068995579038
f(z) = -1/28*z^3 + 29/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.018333934549385327452934340082188693022
f(z) = -1/29*z^3 + 30/29*z + 1
*
[ 3 ] 
f(z) = -1/30*z^3 + 29/30*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.018348875223655093365948605922872423791
f(z) = -1/31*z^3 + 32/31*z + 1
*
6 | 0.14346146357299815427284305476479225632 | 0.029762050540089356071698839125558438202
f(z) = -1/32*z^3 + 31/24*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.015908137168007943894305651020384726593
f(z) = -1/32*z^3 + 33/32*z + 1
*
[ 3 ] 
f(z) = -1/33*z^3 + 31/33*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.012592728769852340874407744425752403990
f(z) = -1/33*z^3 + 34/33*z + 1
*
[ 2 ] 
f(z) = -1/34*z^3 + 21/34*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.014757180695506720514765758506518723353
f(z) = -1/34*z^3 + 35/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.018372940131533509407956250083465648196
f(z) = -1/35*z^3 + 36/35*z + 1
*
-4 | 0.081379992328197045498511859696210125048 | 0.022709519253512873896493459066212647498
f(z) = -1/36*z^3 + 25/36*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.012252002293910863307213469004154616246
f(z) = -1/36*z^3 + 37/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.018382753644296383489524240758047161003
f(z) = -1/37*z^3 + 38/37*z + 1
*
[ 2 ] 
f(z) = -1/38*z^3 + 23/38*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.014883507643428336187546927004047393729
f(z) = -1/38*z^3 + 39/38*z + 1
*
[ 3 ] 
f(z) = -1/39*z^3 + 35/39*z + 1
*
[ 9/10 ] 
f(z) = -20/27*z^3 + 22/45*z + 1
*
-8/5 | 0.11965681808062439889854415154506340030 | 0.023576890651795634537195778559927157705
f(z) = -15/32*z^3 + 33/40*z + 1
*
-3/2 | 0.16914013542907905536114433224253919079 | 0.028499267190629547570665882486913455795
f(z) = -14/27*z^3 + 29/42*z + 1
*
[ 12/11 ] 
f(z) = -11/27*z^3 + 25/44*z + 1
*
-7/4 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -8/21*z^3 + 31/42*z + 1
*
0 | 0.10810611939196185028363070796906554054 | 0.028923401593106208825119099453808867205
f(z) = -8/21*z^3 + 37/42*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = -8/25*z^3 + 39/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = -8/27*z^3 + 37/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -8/29*z^3 + 35/58*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017400971624814566563093149876036044104
f(z) = -7/23*z^3 + 33/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = -7/25*z^3 + 31/50*z + 1
*
[ 6/5 ] 
f(z) = -7/27*z^3 + 27/50*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.014045750323309794244547708624249557384
f(z) = -7/27*z^3 + 29/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = -7/29*z^3 + 27/58*z + 1
*
[ 8/7 ] 
f(z) = -7/32*z^3 + 23/56*z + 1
*
2 | 0.11808972075805159753861141753739318658 | 0.021821405100500248246347948328217523214
f(z) = -7/32*z^3 + 29/56*z + 1
*
[ 3/2 ] 
f(z) = -7/36*z^3 + 37/48*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -6/23*z^3 + 25/46*z + 1
*
[ 5/4 ] 
f(z) = -6/25*z^3 + 23/40*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = -6/25*z^3 + 23/50*z + 1
*
2 | 0.092741084479479936562813532813119639765 | 0.018273479462142737491971305620728918591
f(z) = -5/32*z^3 + 29/40*z + 1
*
[ 8/5 ] 
f(z) = -5/32*z^3 + 31/40*z + 1
*
[ 3/2 ] 
f(z) = -5/36*z^3 + 31/48*z + 1
*
[ 5/3 ] 
f(z) = -4/25*z^3 + 38/45*z + 1
*
[ 3/2 ] 
f(z) = -2/21*z^3 + 23/42*z + 1
*
[ 2 ] 
f(z) = -2/23*z^3 + 39/46*z + 1
*
[ 5/3 ] 
f(z) = -2/25*z^3 + 28/45*z + 1
*
[ 2 ] 
f(z) = -1/21*z^3 + 29/42*z + 1
*
[ 2 ] 
f(z) = -1/23*z^3 + 31/46*z + 1
*
[ 5/3 ] 
f(z) = -1/25*z^3 + 23/45*z + 1
*
[ 2 ] 
f(z) = -1/25*z^3 + 33/50*z + 1
*
[ 2 ] 
f(z) = -1/27*z^3 + 35/54*z + 1
*
[ 2 ] 
f(z) = -1/29*z^3 + 37/58*z + 1
*
28/15 | 0.15359454547016214288678191214661319262 | 0.024878501277050691450947161263869553274
f(z) = -15/32*z^3 + 23/60*z + 1
*
5/3 | 0.11095408078508722281237466298579163322 | 0.019452719537972044977172959449135500138
f(z) = -12/25*z^3 + 29/60*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -12/25*z^3 + 31/75*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = -11/24*z^3 + 37/75*z + 1
*
-8/9 | 0.073222370946234521994560548175530963749 | 0.012930051552200967172022989647678320537
f(z) = -9/32*z^3 + 25/72*z + 1
*
2 | 0.081748451063048486297980414200495520568 | 0.014435638629264462036500341621848278046
f(z) = -9/32*z^3 + 37/72*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = -9/35*z^3 + 37/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -9/37*z^3 + 35/74*z + 1
*
[ 9/8 ] 
f(z) = -8/27*z^3 + 35/72*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -8/31*z^3 + 33/62*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.010598992730522775595114553976591052942
f(z) = -8/33*z^3 + 31/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -8/35*z^3 + 29/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -8/37*z^3 + 27/74*z + 1
*
-2 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = -8/39*z^3 + 25/78*z + 1
*
-10/7 | 0.12709712619951783045071345352609832033 | 0.025719612090509684443365765759380899501
f(z) = -7/20*z^3 + 29/70*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -7/31*z^3 + 25/62*z + 1
*
-2 | 0.052963874230711027074158326689226796070 | 0.012641584448339004998859870844102530389
f(z) = -7/33*z^3 + 23/66*z + 1
*
-4/5 | 0.093984700282107905957165184083649453331 | 0.019631302847426472741782501816203009928
f(z) = -5/24*z^3 + 23/60*z + 1
*
-12/5 | 0.13514911246201399529886696473704671298 | 0.028229628315448095357919743881717025524
f(z) = -5/24*z^3 + 37/60*z + 1
*
12/5 | 0.15377407621549674990255086341864810473 | 0.029612045821088576819456244456989666675
f(z) = -5/36*z^3 + 23/60*z + 1
*
[ 4/3 ] 
f(z) = -3/20*z^3 + 31/60*z + 1
*
[ 3/2 ] 
f(z) = -2/33*z^3 + 31/66*z + 1
*
7/2 | 0.11804092132056740815153662977910373584 | 0.027784171711494648184950900760686688548
f(z) = -2/35*z^3 + 29/70*z + 1
*
[ 3/2 ] 
f(z) = -2/39*z^3 + 35/78*z + 1
*
[ 2 ] 
f(z) = -1/31*z^3 + 39/62*z + 1
*
[ 6/7 ] 
f(z) = -20/27*z^3 + 37/98*z + 1
*
[ 6/7 ] 
f(z) = -17/27*z^3 + 29/98*z + 1
*
12/7 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = -7/24*z^3 + 23/84*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -7/24*z^3 + 31/96*z + 1
*
-12/7 | 0.13722610157695975412914223270134913329 | 0.026781238534963553590195548758825144332
f(z) = -7/24*z^3 + 37/84*z + 1
*
-12/7 | 0.19511514343361037065921575659300682443 | 0.029437828214958522477014673644835347810
f(z) = -7/27*z^3 + 29/84*z + 1
*
[ 5/4 ] 
f(z) = -3/25*z^3 + 31/80*z + 1
*
7/2 | 0.087380642344107825699482701448584308231 | 0.019721113806131404378863650191329144015
f(z) = -1/21*z^3 + 25/84*z + 1
*
[ 5/4 ] 
f(z) = -1/25*z^3 + 21/80*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -20/21*z^3 + 37/105*z + 1
*
-7/6 | 0.11804092132056740815153662977910373584 | 0.025363542539972876526025284999502007511
f(z) = -12/35*z^3 + 34/105*z + 1
*
[ 10/11 ] 
f(z) = -11/20*z^3 + 39/110*z + 1
*
[ 10/11 ] 
f(z) = -11/25*z^3 + 29/110*z + 1
*
7/5 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = -10/21*z^3 + 23/105*z + 1
*
-10/7 | 0.13415236140006203671404755137537193913 | 0.019923415170374683305274671891995542142
f(z) = -7/24*z^3 + 31/105*z + 1
*
16/7 | 0.11989744968458093788992494447461968939 | 0.022422861144236842622710037121273347327
f(z) = -7/30*z^3 + 23/105*z + 1
*
-7/3 | 0.10921101988933891310224589648402657414 | 0.023466254903878248451915418071231663971
f(z) = -6/35*z^3 + 23/105*z + 1
*
[ 4/3 ] 
f(z) = -1/24*z^3 + 35/108*z + 1
*
-9/8 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -16/33*z^3 + 37/132*z + 1
*
3/2 | 0.099787214223413283162732307924987009685 | 0.020843318293730614978947039559326429849
f(z) = -13/30*z^3 + 37/120*z + 1
*
-5 | 0.060402194502823264489535831996957996912 | 0.012616668131885510773219866191735751297
f(z) = -1/24*z^3 + 29/120*z + 1
*
4/3 | 0.13993318509877607692140293725680529382 | 0.028317140968870029909802925029048577887
f(z) = -18/35*z^3 + 23/140*z + 1
*
[ 7/8 ] 
f(z) = -16/35*z^3 + 29/140*z + 1
*
[ 6/7 ] 
f(z) = -13/24*z^3 + 34/147*z + 1
*
[ 12/13 ] 
f(z) = -13/36*z^3 + 35/156*z + 1
*
[ 6/7 ] 
f(z) = -11/24*z^3 + 25/147*z + 1
*
-1 | 0.12632473147192901867431734425556797132 | 0.025563308849292775621133945007864365145
f(z) = -7/20*z^3 + 29/140*z + 1
*
13/5 | 0.066051072067075697714239762468868234794 | 0.013366218438807874424597898074157115299
f(z) = -5/28*z^3 + 29/140*z + 1
*
-6/7 | 0.18265070283681142951242392568694287528 | 0.025835071391381946144875749547587967363
f(z) = -1/24*z^3 + 29/147*z + 1
*
[ 6/5 ] 
f(z) = -1/36*z^3 + 31/150*z + 1
*
-13/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -1/39*z^3 + 37/156*z + 1
*
5/3 | 0.14946122386644107250226191697517798621 | 0.029449478837121363009021146974924078258
f(z) = -9/32*z^3 + 29/160*z + 1
*
[ 15/16 ] 
f(z) = -8/27*z^3 + 31/160*z + 1
*
-9/4 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -2/21*z^3 + 25/168*z + 1
*
[ 5/6 ] 
f(z) = -13/25*z^3 + 29/180*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = -7/26*z^3 + 23/182*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.018968200624046969116364043352093388824
f(z) = -10/21*z^3 + 37/210*z + 1
*
-10/7 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = -7/30*z^3 + 37/210*z + 1
*
16/11 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -11/21*z^3 + 25/231*z + 1
*
0 | 0.13722033439220435801394615092284294408 | 0.025213120655350857756664193775768131402
f(z) = -11/21*z^3 + 37/231*z + 1
*
[ 9/10 ] 
f(z) = -8/27*z^3 + 29/225*z + 1
*
[ 4/5 ] 
f(z) = -15/26*z^3 + 31/260*z + 1
*
[ 6/7 ] 
f(z) = -13/36*z^3 + 29/294*z + 1
*
[ 6/7 ] 
f(z) = -10/27*z^3 + 31/294*z + 1
*
0 | 0.11015046955555074031589690978659490957 | 0.019548284374912125862598117675024447029
f(z) = -8/35*z^3 + 29/280*z + 1
*
12/5 | 0.20137240173038982576250404396767396670 | 0.028728870531537635310426310587543439874
f(z) = -20/27*z^3 + 41/10*z + 1
*
[ -3/5 ] 
f(z) = -20/27*z^3 + 44/15*z + 1
*
[ 6 ] 
f(z) = -20/27*z^3 + 55/2*z + 1
*
-3/2 | 0.18757636895264015279043715956024002646 | 0.029893782157417008119735099478158760570
f(z) = -20/27*z^3 + 59/15*z + 1
*
[ 2 ] 
f(z) = -19/20*z^3 + 43/10*z + 1
*
[ -2 ] 
f(z) = -19/20*z^3 + 53/10*z + 1
*
[ -6 ] 
f(z) = -19/27*z^3 + 53/2*z + 1
*
[ 2 ] 
f(z) = -19/28*z^3 + 45/14*z + 1
*
[ -2 ] 
f(z) = -19/28*z^3 + 59/14*z + 1
*
[ 4 ] 
f(z) = -19/32*z^3 + 41/4*z + 1
*
[ -4 ] 
f(z) = -19/32*z^3 + 43/4*z + 1
*
[ 2 ] 
f(z) = -19/36*z^3 + 47/18*z + 1
*
-3 | 0.12274059434551419245500425376917725388 | 0.024595181321694149404790775964257818878
f(z) = -19/36*z^3 + 49/12*z + 1
*
[ 5/2 ] 
f(z) = -18/25*z^3 + 51/10*z + 1
*
[ -5/2 ] 
f(z) = -18/25*z^3 + 59/10*z + 1
*
[ -2 ] 
f(z) = -17/20*z^3 + 49/10*z + 1
*
[ -3/4 ] 
f(z) = -17/27*z^3 + 43/16*z + 1
*
[ 6 ] 
f(z) = -17/27*z^3 + 47/2*z + 1
*
[ 2 ] 
f(z) = -17/28*z^3 + 41/14*z + 1
*
[ -2 ] 
f(z) = -17/28*z^3 + 55/14*z + 1
*
-3 | 0.12206979425005763935325200604889294079 | 0.025118211176320353042872102145413023491
f(z) = -17/36*z^3 + 43/12*z + 1
*
[ 2 ] 
f(z) = -17/36*z^3 + 43/18*z + 1
*
[ 3 ] 
f(z) = -17/36*z^3 + 59/12*z + 1
*
[ -9/4 ] 
f(z) = -16/27*z^3 + 40/9*z + 1
*
21/8 | 0.17437737880347135934077834619297489855 | 0.029501501964085460163567507394410170362
f(z) = -16/27*z^3 + 41/12*z + 1
*
[ -6 ] 
f(z) = -16/27*z^3 + 45/2*z + 1
*
[ -15/4 ] 
f(z) = -16/27*z^3 + 48/5*z + 1
*
3/8 | 0.10976034898982876558117768941805389038 | 0.017796522984897504618680453708728506850
f(z) = -16/27*z^3 + 53/12*z + 1
*
[ -2 ] 
f(z) = -15/28*z^3 + 51/14*z + 1
*
[ 5/2 ] 
f(z) = -14/25*z^3 + 41/10*z + 1
*
[ -5/2 ] 
f(z) = -14/25*z^3 + 49/10*z + 1
*
[ -2 ] 
f(z) = -13/20*z^3 + 41/10*z + 1
*
-6 | 0.16256034963029400835786888415467793575 | 0.026628313759610663463821713306235327779
f(z) = -13/24*z^3 + 56/3*z + 1
*
[ -2 ] 
f(z) = -13/28*z^3 + 47/14*z + 1
*
2 | 0.11990846744872328972234539788251419824 | 0.027210371417049992148450589344900680570
f(z) = -13/30*z^3 + 41/15*z + 1
*
[ 3 ] 
f(z) = -13/36*z^3 + 47/12*z + 1
*
[ -2 ] 
f(z) = -13/36*z^3 + 53/18*z + 1
*
[ -3 ] 
f(z) = -13/36*z^3 + 55/12*z + 1
*
-5/2 | 0.12026228821804020069810611243869003491 | 0.022592910531703731210520296695443556599
f(z) = -12/25*z^3 + 41/15*z + 1
*
[ -5/3 ] 
f(z) = -12/25*z^3 + 44/15*z + 1
*
[ 6 ] 
f(z) = -11/24*z^3 + 52/3*z + 1
*
[ -6 ] 
f(z) = -11/24*z^3 + 53/3*z + 1
*
[ 5 ] 
f(z) = -11/25*z^3 + 59/5*z + 1
*
[ -3/4 ] 
f(z) = -11/27*z^3 + 41/16*z + 1
*
-3 | 0.15168814317983412607434801082799068484 | 0.020620224587071919360040781854789415907
f(z) = -11/27*z^3 + 58/11*z + 1
*
[ -2 ] 
f(z) = -11/28*z^3 + 43/14*z + 1
*
-2 | 0.11627583112172341295314819272364035103 | 0.025035754665529939841782316192383251291
f(z) = -11/30*z^3 + 52/15*z + 1
*
[ 3 ] 
f(z) = -11/36*z^3 + 41/12*z + 1
*
[ -3 ] 
f(z) = -11/36*z^3 + 49/12*z + 1
*
[ -2 ] 
f(z) = -11/36*z^3 + 49/18*z + 1
*
-3 | 0.082006713143753269338506583037294243327 | 0.013337746768280916951302652003489853716
f(z) = -10/27*z^3 + 52/15*z + 1
*
-6/5 | 0.15070819361369015210393043256472053890 | 0.024083764677037468352068284796345293855
f(z) = -10/27*z^3 + 58/15*z + 1
*
-10/3 | 0.047979016531189051978586861123691496402 | 0.010771278784558079845237685671762339286
f(z) = -9/20*z^3 + 43/10*z + 1
*
10/3 | 0.12736262379748840725328775594396855251 | 0.028033097102683081375268775286043599613
f(z) = -9/20*z^3 + 47/10*z + 1
*
[ 10/3 ] 
f(z) = -9/20*z^3 + 57/10*z + 1
*
[ 10/3 ] 
f(z) = -9/25*z^3 + 47/10*z + 1
*
[ 5 ] 
f(z) = -9/25*z^3 + 49/5*z + 1
*
[ -5 ] 
f(z) = -9/25*z^3 + 51/5*z + 1
*
[ -10/3 ] 
f(z) = -9/25*z^3 + 53/10*z + 1
*
2/3 | 0.12111834393777074208015798899970340566 | 0.023323579882434002750877069186543844980
f(z) = -9/32*z^3 + 45/8*z + 1
*
[ 5 ] 
f(z) = -8/25*z^3 + 44/5*z + 1
*
[ -5 ] 
f(z) = -8/25*z^3 + 46/5*z + 1
*
-33/8 | 0.18564808153655770248461455617645203853 | 0.026306802985166106549936446434867133244
f(z) = -8/27*z^3 + 43/8*z + 1
*
[ 15/4 ] 
f(z) = -8/27*z^3 + 49/10*z + 1
*
[ -9/4 ] 
f(z) = -8/27*z^3 + 53/18*z + 1
*
-4 | 0.084328137621811342131418876871933839746 | 0.018561009501496131898557708505578976235
f(z) = -7/24*z^3 + 47/12*z + 1
*
[ -5 ] 
f(z) = -7/25*z^3 + 41/5*z + 1
*
0 | 0.11636909732514192472376493503055254824 | 0.026407195647280077577601938833408688370
f(z) = -7/30*z^3 + 41/15*z + 1
*
[ -2 ] 
f(z) = -7/36*z^3 + 41/18*z + 1
*
[ 6 ] 
f(z) = -7/36*z^3 + 47/6*z + 1
*
[ -6 ] 
f(z) = -7/36*z^3 + 49/6*z + 1
*
-4 | 0.11552930505861428839114550513462253030 | 0.025936303879085595842864082615817241351
f(z) = -5/24*z^3 + 43/12*z + 1
*
-14/5 | 0.11695397426540733007001280985601040399 | 0.019723790542180087825551228513774536988
f(z) = -5/24*z^3 + 47/15*z + 1
*
[ 4 ] 
f(z) = -5/24*z^3 + 49/12*z + 1
*
[ -4 ] 
f(z) = -5/24*z^3 + 55/12*z + 1
*
[ -3/5 ] 
f(z) = -5/27*z^3 + 41/15*z + 1
*
3/5 | 0.16169212146179423753076323428024439499 | 0.022988835202327853554790422158548376124
f(z) = -5/27*z^3 + 42/5*z + 1
*
[ -6 ] 
f(z) = -5/27*z^3 + 47/6*z + 1
*
-6/5 | 0.082349077221787184025486144488021957097 | 0.011393597478613919641167473894309362140
f(z) = -5/27*z^3 + 51/10*z + 1
*
6 | 0.10236206082961715281146344650368271450 | 0.020071518005087986852572254055499223299
f(z) = -5/32*z^3 + 41/8*z + 1
*
-6 | 0.15601476210955353053635818328391605276 | 0.029558805024576431185900538094388884327
f(z) = -5/32*z^3 + 49/8*z + 1
*
-3 | 0.12264620916941272932050696931164780051 | 0.020749522704874129914457874000793141535
f(z) = -4/27*z^3 + 41/12*z + 1
*
[ 15/2 ] 
f(z) = -4/27*z^3 + 46/5*z + 1
*
-21/4 | 0.089004363145158262983919732948491334029 | 0.014431151222157247372913977261863512009
f(z) = -4/27*z^3 + 53/12*z + 1
*
[ -3/8 ] 
f(z) = -4/27*z^3 + 59/16*z + 1
*
0 | 0.13654032022771460687801070708458865186 | 0.029522404939447638848276932470744542727
f(z) = -3/22*z^3 + 51/11*z + 1
*
-8 | 0.11807390130170822340712986586135765235 | 0.023152351727784985697090187473791605508
f(z) = -3/32*z^3 + 41/8*z + 1
*
4/3 | 0.10286895402290073141610995753696531226 | 0.017003882036147747766675246252977460059
f(z) = -3/32*z^3 + 53/12*z + 1
*
[ 8 ] 
f(z) = -3/32*z^3 + 55/8*z + 1
*
[ -8 ] 
f(z) = -3/32*z^3 + 57/8*z + 1
*
-15/2 | 0.19181665939338284964266258097353838039 | 0.027365596904796277120104057179560012657
f(z) = -2/27*z^3 + 41/10*z + 1
*
[ 9/2 ] 
f(z) = -2/27*z^3 + 41/18*z + 1
*
33/4 | 0.19128884070313119683104767370407682374 | 0.027106112834498418387879660113412844673
f(z) = -2/27*z^3 + 43/8*z + 1
*
[ -12 ] 
f(z) = -2/27*z^3 + 47/4*z + 1
*
-3/2 | 0.13657746249227167721452721606875257852 | 0.022584596821327293394809789056577818881
f(z) = -2/27*z^3 + 47/6*z + 1
*
[ -9/2 ] 
f(z) = -2/27*z^3 + 49/18*z + 1
*
[ -15/2 ] 
f(z) = -2/27*z^3 + 53/10*z + 1
*
-10 | 0.12475586172467735538022164666533453609 | 0.028310372121420571045720587212686656244
f(z) = -1/20*z^3 + 41/10*z + 1
*
[ 10 ] 
f(z) = -1/20*z^3 + 59/10*z + 1
*
-18 | 0.16520938891175599525363572205765711515 | 0.028518729642314471154537583949344676616
f(z) = -1/24*z^3 + 41/3*z + 1
*
-10 | 0.098116988269408086619503982052350092283 | 0.016431533384717744752942878220543242956
f(z) = -1/24*z^3 + 49/15*z + 1
*
[ 10 ] 
f(z) = -1/25*z^3 + 49/10*z + 1
*
[ -10 ] 
f(z) = -1/25*z^3 + 51/10*z + 1
*
3/2 | 0.14145812988789468308864497601009687768 | 0.023932159809713253938317269279063637351
f(z) = -1/27*z^3 + 41/12*z + 1
*
[ -15 ] 
f(z) = -1/27*z^3 + 47/5*z + 1
*
39/4 | 0.20955507337662868759137819610975913200 | 0.028993477962410309737264057469297008459
f(z) = -1/27*z^3 + 51/16*z + 1
*
-3/2 | 0.10440543526690877545953153442369906246 | 0.014295906371402045959702052378001277190
f(z) = -1/27*z^3 + 55/4*z + 1
*
-12 | 0.15621387411806902162121443642534519485 | 0.026746012387330768353039712676237766176
f(z) = -1/32*z^3 + 43/12*z + 1
*
-2 | 0.15012597083592406787876265608046880174 | 0.028909535578018234319690982607203005246
f(z) = -1/32*z^3 + 45/8*z + 1
*
2 | 0.071903911929300195575870607554690620211 | 0.013423458195621599075615069570124300539
f(z) = -1/32*z^3 + 53/8*z + 1
*
-3 | 0.12223952438036034405770922499114871776 | 0.025153136419556156187234347705605698859
f(z) = -1/36*z^3 + 43/12*z + 1
*
-3 | 0.13143684648677521806181454327642049952 | 0.025741921287374574923269468809314900673
f(z) = -1/36*z^3 + 55/12*z + 1
*
[ 12 ] 
f(z) = -1/36*z^3 + 59/12*z + 1
*
-1 | 0.046996392276861534060148499894967256104 | 0.012655306382291249983453509601625900589
f(z) = -20/21*z^3 + 41/21*z + 1
*
[ 3/2 ] 
f(z) = -20/21*z^3 + 52/21*z + 1
*
3/2 | 0.10810715189229402350809339299173611410 | 0.026512853255062265438933072984775785024
f(z) = -20/21*z^3 + 59/21*z + 1
*
-1 | 0.065292015199942968147365960669279827269 | 0.017359356905130577053147190645510584639
f(z) = -20/23*z^3 + 43/23*z + 1
*
-1 | 0.047471080389565842550836145651277745228 | 0.012329678054026128951994187057153050935
f(z) = -20/27*z^3 + 47/27*z + 1
*
-1 | 0.062358144105249114787620054309606220371 | 0.016022873444470780293109803111286651005
f(z) = -20/29*z^3 + 49/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016173747663003880918965777196083197884
f(z) = -20/31*z^3 + 51/31*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.011184694374645146011599475033451676671
f(z) = -20/33*z^3 + 53/33*z + 1
*
[ 3/2 ] 
f(z) = -20/33*z^3 + 56/33*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016539204131825694510297635453030550391
f(z) = -20/37*z^3 + 57/37*z + 1
*
[ 3/2 ] 
f(z) = -20/39*z^3 + 58/39*z + 1
*
-1 | 0.047500755799578669725871512071203382975 | 0.011649373292837131096594022370125362216
f(z) = -20/39*z^3 + 59/39*z + 1
*
[ -1 ] 
f(z) = -19/20*z^3 + 59/20*z + 1
*
-1 | 0.044986862859235559293262090256768478839 | 0.012195265098474555865938662441140645489
f(z) = -19/21*z^3 + 40/21*z + 1
*
-1 | 0.051314811043083460720706996282057306160 | 0.013818181018531823476429460037554399038
f(z) = -19/22*z^3 + 41/22*z + 1
*
-1 | 0.062660811667570971752918785536087595013 | 0.016764673731743508679019227479701450440
f(z) = -19/23*z^3 + 42/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.015752067770956983417657797032016500935
f(z) = -19/25*z^3 + 44/25*z + 1
*
-1 | 0.047499913494781266009990101550221998286 | 0.012478099548470145285083800732906764866
f(z) = -19/26*z^3 + 45/26*z + 1
*
-1 | 0.047471557283598528424285169791837023887 | 0.012399060754849083756188654584655529875
f(z) = -19/27*z^3 + 46/27*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.013804696294255863321278544769330963862
f(z) = -19/28*z^3 + 47/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016108006277439566854861271956198094081
f(z) = -19/29*z^3 + 48/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016255619036589494735891736296266726843
f(z) = -19/31*z^3 + 50/31*z + 1
*
[ 4/3 ] 
f(z) = -19/32*z^3 + 47/36*z + 1
*
-1 | 0.055623725898649047988655635155544230815 | 0.014147047985977923585528028553045352102
f(z) = -19/32*z^3 + 51/32*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.011238613660396610344920263034932562213
f(z) = -19/33*z^3 + 52/33*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.013214875611470585321750157928885720713
f(z) = -19/34*z^3 + 53/34*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.012867463914179493487484242518480302029
f(z) = -19/34*z^3 + 59/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016505400409705486462092157152479707874
f(z) = -19/35*z^3 + 54/35*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.011040004038564710544952339684616010598
f(z) = -19/36*z^3 + 55/36*z + 1
*
-1 | 0.066869510352265295194140556213809240851 | 0.016612091436923099981316002467357793462
f(z) = -19/37*z^3 + 56/37*z + 1
*
-1 | 0.047500227075243694043140019786825043913 | 0.011698286849949292578109186627064968778
f(z) = -19/39*z^3 + 58/39*z + 1
*
-1 | 0.058065754730516694710088657261953466340 | 0.015636092066485312970275844554303803118
f(z) = -18/23*z^3 + 41/23*z + 1
*
-1 | 0.059609723652518440538803139145954931979 | 0.015848591358858461884132563373706293159
f(z) = -18/25*z^3 + 43/25*z + 1
*
-1 | 0.062357646524451704852461380542897893432 | 0.016196170374547538029412501056793377635
f(z) = -18/29*z^3 + 47/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016340003075035655260882988520850274755
f(z) = -18/31*z^3 + 49/31*z + 1
*
-1 | 0.065840439666631983173445442018974260335 | 0.016583274252931737862569607908797939084
f(z) = -18/35*z^3 + 53/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016686621037794527784767321789317800348
f(z) = -18/37*z^3 + 55/37*z + 1
*
[ -1 ] 
f(z) = -17/20*z^3 + 57/20*z + 1
*
[ -1 ] 
f(z) = -17/21*z^3 + 59/21*z + 1
*
-2 | 0.052859338259103282267495263287033227444 | 0.013074120202144909698301277787869741113
f(z) = -17/22*z^3 + 57/22*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.015740473069033567187482148033301314824
f(z) = -17/23*z^3 + 40/23*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.015948122134724791198906847462809073540
f(z) = -17/25*z^3 + 42/25*z + 1
*
-1 | 0.047499714314567362624496614435517417997 | 0.012628871863630805947965052524753026273
f(z) = -17/26*z^3 + 43/26*z + 1
*
-2 | 0.051483440003840425764518579411623007004 | 0.012847307080320500099672801530760603734
f(z) = -17/26*z^3 + 55/26*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.012544535542487997408612841931904768747
f(z) = -17/27*z^3 + 44/27*z + 1
*
-1 | 0.053150118329664945388796214297297811489 | 0.013962393165271615986736600487522825329
f(z) = -17/28*z^3 + 45/28*z + 1
*
-1 | 0.062357936101638140224240721812047280296 | 0.016287222971266265048099363712844440417
f(z) = -17/29*z^3 + 46/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016427035294584163955280795225847235047
f(z) = -17/31*z^3 + 48/31*z + 1
*
[ 4/3 ] 
f(z) = -17/32*z^3 + 43/36*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014292263680260149057667598808693755805
f(z) = -17/32*z^3 + 49/32*z + 1
*
-1 | 0.044407163965659733349676617934144960924 | 0.011351457776204884930940565061339413696
f(z) = -17/33*z^3 + 50/33*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016663051840322412008294614460943804274
f(z) = -17/35*z^3 + 52/35*z + 1
*
-1 | 0.044241440686233090287941969920263366934 | 0.011143120367351369166851319440471064978
f(z) = -17/36*z^3 + 53/36*z + 1
*
-1 | 0.066869233780888092423442006856689919311 | 0.016763474859841265201154737674415745484
f(z) = -17/37*z^3 + 54/37*z + 1
*
-2 | 0.054527693171870694173339666956186949928 | 0.014010845567135361557246750466244567982
f(z) = -17/38*z^3 + 49/38*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013606716796915982928533277352441910272
f(z) = -17/38*z^3 + 55/38*z + 1
*
-1 | 0.047500124452943839679617096964639812281 | 0.011800242091211886321623514288291890490
f(z) = -17/39*z^3 + 56/39*z + 1
*
-7/4 | 0.10820162236362291504856512088846840280 | 0.029331840118265071838162229553174088773
f(z) = -16/21*z^3 + 40/21*z + 1
*
-7/4 | 0.063652717448557052218486931696336114801 | 0.016625405948681240579757039110407391316
f(z) = -16/21*z^3 + 46/21*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.016051610282747121682132113741604498466
f(z) = -16/25*z^3 + 41/25*z + 1
*
[ -5/8 ] 
f(z) = -16/25*z^3 + 57/20*z + 1
*
-1 | 0.047471482802284865083815045557065493957 | 0.012621365878462746983514590496632837012
f(z) = -16/27*z^3 + 43/27*z + 1
*
[ 15/8 ] 
f(z) = -16/27*z^3 + 51/20*z + 1
*
33/20 | 0.17884230907013722403744657095111389474 | 0.024369128648454692049265988086919170694
f(z) = -16/27*z^3 + 57/25*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016381102961585942942242196495846420275
f(z) = -16/29*z^3 + 45/29*z + 1
*
-1 | 0.063593021165761170544787368268133255887 | 0.016517034603430807092271408224128381303
f(z) = -16/31*z^3 + 47/31*z + 1
*
[ 3/2 ] 
f(z) = -16/33*z^3 + 47/33*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.011409948202475405202414415441255826844
f(z) = -16/33*z^3 + 49/33*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.016745345563773347503148561210802602508
f(z) = -16/35*z^3 + 51/35*z + 1
*
-1 | 0.066869335762931390397000286807569047566 | 0.016842422980204760810425749222805838934
f(z) = -16/37*z^3 + 53/37*z + 1
*
[ 3/2 ] 
f(z) = -16/39*z^3 + 49/39*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.011853293348972924742821633499249867213
f(z) = -16/39*z^3 + 55/39*z + 1
*
-2 | 0.049667192824079703972119819037238544879 | 0.012761944031226668257704448345414845579
f(z) = -15/22*z^3 + 49/22*z + 1
*
[ -1 ] 
f(z) = -15/22*z^3 + 59/22*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.012790666593247978444365890968626104958
f(z) = -15/26*z^3 + 41/26*z + 1
*
-2 | 0.047500707127079116847515527023374191027 | 0.012337373015512830257085397403665854110
f(z) = -15/26*z^3 + 47/26*z + 1
*
-1 | 0.053150711239766916993762405742082131058 | 0.014131317027774249791310625677653885746
f(z) = -15/28*z^3 + 43/28*z + 1
*
-1 | 0.062358001352972396188436977597689416526 | 0.016478561432029792045308265710530481037
f(z) = -15/29*z^3 + 44/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016609640092417296593513991109061012093
f(z) = -15/31*z^3 + 46/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014446958311956816822169372154990965604
f(z) = -15/32*z^3 + 47/32*z + 1
*
[ -4/5 ] 
f(z) = -15/32*z^3 + 51/20*z + 1
*
-2 | 0.052467925901226811963373255712101261104 | 0.013949783124355712876692961247104490411
f(z) = -15/34*z^3 + 43/34*z + 1
*
-1 | 0.052467378150294922554940963959427602804 | 0.013481449329961718472654903725983918673
f(z) = -15/34*z^3 + 49/34*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.016923494220234916434330254871436834185
f(z) = -15/37*z^3 + 52/37*z + 1
*
-2 | 0.054526755888686777911511380752213374098 | 0.014683101582320377913494009217293529982
f(z) = -15/38*z^3 + 41/38*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.013733826400918461619957259619748232558
f(z) = -15/38*z^3 + 53/38*z + 1
*
-1 | 0.047471581106860694883992267653560156689 | 0.012783266422237607542339360331364682945
f(z) = -14/27*z^3 + 41/27*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016579104612049088016513336795818432562
f(z) = -14/29*z^3 + 43/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016705540827301122784642644242485372633
f(z) = -14/31*z^3 + 45/31*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.011533445625581152259511616237024604676
f(z) = -14/33*z^3 + 47/33*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017007074189050315034400593937096807775
f(z) = -14/37*z^3 + 51/37*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.011963879942806868781722299950387344038
f(z) = -14/39*z^3 + 53/39*z + 1
*
[ -1 ] 
f(z) = -13/20*z^3 + 53/20*z + 1
*
[ -1 ] 
f(z) = -13/21*z^3 + 55/21*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.011957791408515079363231495005667785211
f(z) = -13/22*z^3 + 41/22*z + 1
*
[ -1 ] 
f(z) = -13/22*z^3 + 57/22*z + 1
*
[ -1 ] 
f(z) = -13/23*z^3 + 59/23*z + 1
*
2 | 0.15533427904132006597361998324262590787 | 0.026491140794761156123206957828760193440
f(z) = -13/24*z^3 + 44/39*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.012868650752266101056071879344742986545
f(z) = -13/27*z^3 + 40/27*z + 1
*
-1 | 0.053150447315295425678277491908713143923 | 0.014312485757807030603165381968019491883
f(z) = -13/28*z^3 + 41/28*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016683478357719078424992562483255373559
f(z) = -13/29*z^3 + 42/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016804748649123174460198335949688982569
f(z) = -13/31*z^3 + 44/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014611992013019735977924480831391480910
f(z) = -13/32*z^3 + 45/32*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.011598501147672583046378677471593535475
f(z) = -13/33*z^3 + 46/33*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.013627247369819127173572486985380400344
f(z) = -13/34*z^3 + 47/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.017007584656790940407165739421417967737
f(z) = -13/35*z^3 + 48/35*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.011367681742735824571836138829335790931
f(z) = -13/36*z^3 + 49/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017093163854447715291932139685086059300
f(z) = -13/37*z^3 + 50/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013868022861573461465182932392230343191
f(z) = -13/38*z^3 + 51/38*z + 1
*
[ -1 ] 
f(z) = -12/23*z^3 + 58/23*z + 1
*
[ -5/4 ] 
f(z) = -12/25*z^3 + 51/20*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016791738268398573176949447444937191745
f(z) = -12/29*z^3 + 41/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.016907464022793011545632791331747116477
f(z) = -12/31*z^3 + 43/31*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017181895645750992394112743830171527148
f(z) = -12/37*z^3 + 49/37*z + 1
*
[ -1 ] 
f(z) = -11/20*z^3 + 51/20*z + 1
*
[ -1 ] 
f(z) = -11/21*z^3 + 53/21*z + 1
*
[ -1 ] 
f(z) = -11/23*z^3 + 57/23*z + 1
*
[ 2 ] 
f(z) = -11/26*z^3 + 57/26*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.016904138766419204636104369396517040222
f(z) = -11/29*z^3 + 40/29*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017013904954986478407604699319654290501
f(z) = -11/31*z^3 + 42/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014788610067488767602603008382990160593
f(z) = -11/32*z^3 + 43/32*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.013782917166891903794619141050838644876
f(z) = -11/34*z^3 + 45/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.017196642907545847271496045153209884313
f(z) = -11/35*z^3 + 46/35*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.011490721687966211198322808594865683200
f(z) = -11/36*z^3 + 47/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017273412061459947387425363668359635592
f(z) = -11/37*z^3 + 48/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.014010576950023283774211368770081739792
f(z) = -11/38*z^3 + 49/38*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012142079871648390099881490591685203127
f(z) = -11/39*z^3 + 50/39*z + 1
*
[ -1 ] 
f(z) = -10/21*z^3 + 52/21*z + 1
*
[ -1 ] 
f(z) = -10/23*z^3 + 56/23*z + 1
*
12/5 | 0.090839073962287598045478236702710865194 | 0.014476895483011191452000102611876366528
f(z) = -10/27*z^3 + 59/30*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017124309020088647685983578388564164872
f(z) = -10/31*z^3 + 41/31*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.011806471409463148041944031606495355411
f(z) = -10/33*z^3 + 43/33*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017367866677228747017173739966534340908
f(z) = -10/37*z^3 + 47/37*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012205110244862678654129845151308197565
f(z) = -10/39*z^3 + 49/39*z + 1
*
[ -4/3 ] 
f(z) = -9/20*z^3 + 51/20*z + 1
*
[ -5/3 ] 
f(z) = -9/20*z^3 + 57/20*z + 1
*
[ 2 ] 
f(z) = -9/22*z^3 + 47/22*z + 1
*
[ -1 ] 
f(z) = -9/22*z^3 + 53/22*z + 1
*
[ -2/3 ] 
f(z) = -9/22*z^3 + 59/22*z + 1
*
[ -1 ] 
f(z) = -9/23*z^3 + 55/23*z + 1
*
[ -5/6 ] 
f(z) = -9/25*z^3 + 49/20*z + 1
*
[ 5/2 ] 
f(z) = -9/25*z^3 + 57/20*z + 1
*
[ -1 ] 
f(z) = -9/25*z^3 + 59/25*z + 1
*
[ 2 ] 
f(z) = -9/26*z^3 + 49/26*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.017238935679422632272503068202972314465
f(z) = -9/31*z^3 + 40/31*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.014978279914236196560786965948389122597
f(z) = -9/32*z^3 + 41/32*z + 1
*
-4/9 | 0.14265075944315408715954474214235105035 | 0.024057444115192421123934266993857410929
f(z) = -9/32*z^3 + 47/36*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.013949514028754079612396856830887642346
f(z) = -9/34*z^3 + 43/34*z + 1
*
[ 2 ] 
f(z) = -9/34*z^3 + 53/34*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.017398646813663558821530853941774292063
f(z) = -9/35*z^3 + 44/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017465425279962692108999951808728979077
f(z) = -9/37*z^3 + 46/37*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.014162392080105367694969619499393751160
f(z) = -9/38*z^3 + 47/38*z + 1
*
[ 2 ] 
f(z) = -9/38*z^3 + 55/38*z + 1
*
-1/2 | 0.10810715300838274000581190517180010799 | 0.028568111925312108778117376126448557097
f(z) = -8/21*z^3 + 44/21*z + 1
*
[ -3/2 ] 
f(z) = -8/21*z^3 + 53/21*z + 1
*
[ -1 ] 
f(z) = -8/23*z^3 + 54/23*z + 1
*
[ -1 ] 
f(z) = -8/25*z^3 + 58/25*z + 1
*
-21/8 | 0.15088701476675108421356217832471464746 | 0.025527356776667434992982286616525571888
f(z) = -8/27*z^3 + 41/24*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.011957894133616496045377490399868045107
f(z) = -8/33*z^3 + 41/33*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.017504992260782651508293800676965976803
f(z) = -8/35*z^3 + 43/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017566267147100537674778536676995950997
f(z) = -8/37*z^3 + 45/37*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012337214233173079869858415063299904857
f(z) = -8/39*z^3 + 47/39*z + 1
*
[ -1 ] 
f(z) = -7/22*z^3 + 51/22*z + 1
*
[ -1 ] 
f(z) = -7/23*z^3 + 53/23*z + 1
*
18/7 | 0.12094321190764098647650138890250708147 | 0.020625992373284740310426636581999620138
f(z) = -7/24*z^3 + 44/21*z + 1
*
-3 | 0.090984820135386446842455752978456588385 | 0.023631514826853695685123339006910715568
f(z) = -7/24*z^3 + 47/24*z + 1
*
-2/7 | 0.088013198339876594473151925512290585251 | 0.014548277042480379606023266066649855797
f(z) = -7/24*z^3 + 53/21*z + 1
*
[ 5/2 ] 
f(z) = -7/25*z^3 + 47/20*z + 1
*
[ -1 ] 
f(z) = -7/25*z^3 + 57/25*z + 1
*
[ 2 ] 
f(z) = -7/26*z^3 + 41/26*z + 1
*
[ -1 ] 
f(z) = -7/26*z^3 + 59/26*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.012037937857167498348298894163860830095
f(z) = -7/33*z^3 + 40/33*z + 1
*
-1 | 0.052467565918172535665164154737513861159 | 0.014128597742479263365247877741903962655
f(z) = -7/34*z^3 + 41/34*z + 1
*
[ 2 ] 
f(z) = -7/34*z^3 + 45/34*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.011762462296075640304376061315810250778
f(z) = -7/36*z^3 + 43/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017670586493551152123962617132123581554
f(z) = -7/37*z^3 + 44/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.014324003745767182699620850207407034266
f(z) = -7/38*z^3 + 45/38*z + 1
*
[ 2 ] 
f(z) = -7/38*z^3 + 47/38*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012406514706546459925821099596380349648
f(z) = -7/39*z^3 + 46/39*z + 1
*
[ -1 ] 
f(z) = -6/23*z^3 + 52/23*z + 1
*
[ -1 ] 
f(z) = -6/25*z^3 + 56/25*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.017729500797032222702056898536714423725
f(z) = -6/35*z^3 + 41/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017778594112858507053002402741652112647
f(z) = -6/37*z^3 + 43/37*z + 1
*
[ -1 ] 
f(z) = -5/22*z^3 + 49/22*z + 1
*
[ -2 ] 
f(z) = -5/22*z^3 + 53/22*z + 1
*
[ -1 ] 
f(z) = -5/23*z^3 + 51/23*z + 1
*
[ -1 ] 
f(z) = -5/26*z^3 + 57/26*z + 1
*
[ -2 ] 
f(z) = -5/26*z^3 + 59/26*z + 1
*
-3/10 | 0.21290775817587572756475233224878079473 | 0.029794041554077622641297409371765429065
f(z) = -5/27*z^3 + 47/20*z + 1
*
[ -1 ] 
f(z) = -5/27*z^3 + 59/27*z + 1
*
[ -4/5 ] 
f(z) = -5/32*z^3 + 47/20*z + 1
*
-1 | 0.044240974548840864217592033540264253648 | 0.011913320585724757969218181359860185691
f(z) = -5/36*z^3 + 41/36*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.017890519244144359897550361681027238251
f(z) = -5/37*z^3 + 42/37*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.014497314214731809605880898205870871327
f(z) = -5/38*z^3 + 43/38*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012552250385626562215773247985500695121
f(z) = -5/39*z^3 + 44/39*z + 1
*
[ -3/2 ] 
f(z) = -4/21*z^3 + 44/21*z + 1
*
[ 3 ] 
f(z) = -4/21*z^3 + 50/21*z + 1
*
-7/2 | 0.10937346345549108212722636450170992878 | 0.027293329104389451169872080977252707231
f(z) = -4/21*z^3 + 55/21*z + 1
*
[ -1 ] 
f(z) = -4/23*z^3 + 50/23*z + 1
*
[ -5/4 ] 
f(z) = -4/25*z^3 + 41/20*z + 1
*
[ -1 ] 
f(z) = -4/25*z^3 + 54/25*z + 1
*
-15/4 | 0.17882877261002837007298148378166734100 | 0.025340489652217036865517033894847004096
f(z) = -4/27*z^3 + 43/20*z + 1
*
[ 9/4 ] 
f(z) = -4/27*z^3 + 47/36*z + 1
*
[ -1 ] 
f(z) = -4/27*z^3 + 58/27*z + 1
*
[ 3 ] 
f(z) = -4/33*z^3 + 58/33*z + 1
*
[ 5/2 ] 
f(z) = -4/35*z^3 + 46/35*z + 1
*
-7/2 | 0.11804122243326810445837839978004435676 | 0.028949144932977210385822044399075068315
f(z) = -4/35*z^3 + 59/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.018006611702434673414551632115626316595
f(z) = -4/37*z^3 + 41/37*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012628973287925030190233281056783912781
f(z) = -4/39*z^3 + 43/39*z + 1
*
-4 | 0.051704162541851909496648938378902550373 | 0.013022760962579569102924174394534305991
f(z) = -3/20*z^3 + 53/20*z + 1
*
-5 | 0.089414780863512650452099048270682175767 | 0.021928622874365465437998726796307877566
f(z) = -3/20*z^3 + 59/20*z + 1
*
[ -2 ] 
f(z) = -3/22*z^3 + 45/22*z + 1
*
[ -1 ] 
f(z) = -3/22*z^3 + 47/22*z + 1
*
[ -1 ] 
f(z) = -3/23*z^3 + 49/23*z + 1
*
[ -5/2 ] 
f(z) = -3/25*z^3 + 43/20*z + 1
*
[ -1 ] 
f(z) = -3/25*z^3 + 53/25*z + 1
*
2 | 0.13135858443481632237846980659122892513 | 0.029338553224328956266518101111963264882
f(z) = -3/26*z^3 + 44/39*z + 1
*
[ -2 ] 
f(z) = -3/26*z^3 + 51/26*z + 1
*
[ -1 ] 
f(z) = -3/26*z^3 + 55/26*z + 1
*
-4 | 0.11000810461852746696065330839029875648 | 0.027451699056100758255824817505521488715
f(z) = -3/28*z^3 + 55/28*z + 1
*
[ -8/3 ] 
f(z) = -3/32*z^3 + 49/24*z + 1
*
-5 | 0.11141772003483036957293268190574493897 | 0.028938558091992042023922611162024395163
f(z) = -3/35*z^3 + 47/35*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.018127144317382989420000598759684296504
f(z) = -3/37*z^3 + 40/37*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.014683072465786930948379295366346065866
f(z) = -3/38*z^3 + 41/38*z + 1
*
[ -3 ] 
f(z) = -2/21*z^3 + 46/21*z + 1
*
2 | 0.10810728017799561155917904252499026465 | 0.027634622809730628545160369074666482730
f(z) = -2/21*z^3 + 50/21*z + 1
*
[ -1 ] 
f(z) = -2/23*z^3 + 48/23*z + 1
*
[ -1 ] 
f(z) = -2/25*z^3 + 52/25*z + 1
*
[ -1 ] 
f(z) = -2/27*z^3 + 56/27*z + 1
*
[ 3 ] 
f(z) = -2/33*z^3 + 40/33*z + 1
*
-5 | 0.11804092244657110324035965351078181651 | 0.029195999414025134474997969748767656557
f(z) = -2/35*z^3 + 57/35*z + 1
*
-1 | 0.047499062175213643260249767436394788978 | 0.012790666593247978444365890968626104958
f(z) = -2/39*z^3 + 41/39*z + 1
*
[ 3 ] 
f(z) = -2/39*z^3 + 44/39*z + 1
*
-6 | 0.11807401477910112086880785654015580049 | 0.024749909934012011941064498755361719164
f(z) = -1/20*z^3 + 59/30*z + 1
*
-7 | 0.10810715300838274000581190517180010799 | 0.027360284687069440359747454984347269915
f(z) = -1/21*z^3 + 52/21*z + 1
*
[ -1 ] 
f(z) = -1/22*z^3 + 45/22*z + 1
*
[ -1 ] 
f(z) = -1/23*z^3 + 47/23*z + 1
*
[ -3 ] 
f(z) = -1/24*z^3 + 41/24*z + 1
*
-8 | 0.089852635885550784910933737110332099784 | 0.023889352632592384041197348767594761277
f(z) = -1/24*z^3 + 43/24*z + 1
*
[ -1 ] 
f(z) = -1/25*z^3 + 51/25*z + 1
*
[ -2 ] 
f(z) = -1/26*z^3 + 43/26*z + 1
*
[ -1 ] 
f(z) = -1/26*z^3 + 53/26*z + 1
*
[ -1 ] 
f(z) = -1/27*z^3 + 55/27*z + 1
*
[ 9/2 ] 
f(z) = -1/27*z^3 + 55/36*z + 1
*
[ 15/2 ] 
f(z) = -1/27*z^3 + 59/20*z + 1
*
[ -4 ] 
f(z) = -1/28*z^3 + 51/28*z + 1
*
-7 | 0.11381131506560970557894154599311953319 | 0.028665729760859206194667093828610583757
f(z) = -1/28*z^3 + 53/28*z + 1
*
[ -1 ] 
f(z) = -1/29*z^3 + 59/29*z + 1
*
-6 | 0.064346268819339443731062445209275677712 | 0.017327324652257246314159644129985583174
f(z) = -1/30*z^3 + 41/30*z + 1
*
[ 6 ] 
f(z) = -1/32*z^3 + 47/24*z + 1
*
[ -3 ] 
f(z) = -1/33*z^3 + 53/33*z + 1
*
[ -2 ] 
f(z) = -1/34*z^3 + 55/34*z + 1
*
[ 5 ] 
f(z) = -1/35*z^3 + 53/35*z + 1
*
[ 4 ] 
f(z) = -1/36*z^3 + 43/36*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.012876564925064484034893461465970360517
f(z) = -1/39*z^3 + 40/39*z + 1
*
[ 6/5 ] 
f(z) = -19/27*z^3 + 59/50*z + 1
*
[ 5/4 ] 
f(z) = -18/25*z^3 + 53/40*z + 1
*
0 | 0.11666414960062725698581383873211488810 | 0.029384275045975330316328905189552113901
f(z) = -16/21*z^3 + 53/42*z + 1
*
[ 6/5 ] 
f(z) = -16/27*z^3 + 51/50*z + 1
*
[ 5/4 ] 
f(z) = -14/25*z^3 + 43/40*z + 1
*
[ 6/5 ] 
f(z) = -13/27*z^3 + 43/50*z + 1
*
[ 3/2 ] 
f(z) = -13/36*z^3 + 55/48*z + 1
*
-2 | 0.070914719330880963149496947819149166945 | 0.017391555640248008613970942079210832688
f(z) = -11/29*z^3 + 59/58*z + 1
*
[ 3/2 ] 
f(z) = -11/36*z^3 + 49/48*z + 1
*
0 | 0.10810622774155948141657245463014840464 | 0.028923430581649524993227603508564302428
f(z) = -10/21*z^3 + 41/42*z + 1
*
-1/2 | 0.10810698623586347102681932357176108660 | 0.028078660201974417043649257149208451555
f(z) = -10/21*z^3 + 47/42*z + 1
*
-2 | 0.058065034905710545884675101491013415541 | 0.014361686523161517511954407456858537376
f(z) = -10/23*z^3 + 57/46*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -10/27*z^3 + 53/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -10/29*z^3 + 51/58*z + 1
*
[ 4/3 ] 
f(z) = -9/22*z^3 + 43/44*z + 1
*
-2 | 0.066622169653721421968513248656481198230 | 0.017118511275061873140551519842479218192
f(z) = -9/23*z^3 + 49/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = -9/25*z^3 + 47/50*z + 1
*
[ 4/3 ] 
f(z) = -9/26*z^3 + 45/52*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = -9/29*z^3 + 43/58*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -8/23*z^3 + 41/46*z + 1
*
[ 5/3 ] 
f(z) = -8/25*z^3 + 58/45*z + 1
*
[ 5/3 ] 
f(z) = -7/25*z^3 + 53/45*z + 1
*
[ 9/5 ] 
f(z) = -5/27*z^3 + 47/45*z + 1
*
[ 2 ] 
f(z) = -4/23*z^3 + 55/46*z + 1
*
[ 2 ] 
f(z) = -4/25*z^3 + 57/50*z + 1
*
[ 2 ] 
f(z) = -4/27*z^3 + 59/54*z + 1
*
[ 2 ] 
f(z) = -3/23*z^3 + 47/46*z + 1
*
[ 2 ] 
f(z) = -3/25*z^3 + 49/50*z + 1
*
2 | 0.089029178055521685244499289361317023967 | 0.019090884700934023676561782902971754785
f(z) = -3/28*z^3 + 53/42*z + 1
*
[ 2 ] 
f(z) = -3/29*z^3 + 53/58*z + 1
*
[ 2 ] 
f(z) = -2/25*z^3 + 41/50*z + 1
*
[ 2 ] 
f(z) = -2/27*z^3 + 43/54*z + 1
*
[ 2 ] 
f(z) = -2/29*z^3 + 45/58*z + 1
*
4 | 0.11305172652620342891868047170726368774 | 0.028474411702654591308189807237134514551
f(z) = -1/21*z^3 + 53/42*z + 1
*
-3/5 | 0.12687275862481256754141354884120088779 | 0.020165519254504969601610632114353216890
f(z) = -20/27*z^3 + 41/60*z + 1
*
[ 7/6 ] 
f(z) = -18/35*z^3 + 59/70*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.016198943616676726085760567911688224548
f(z) = -12/37*z^3 + 59/74*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -11/31*z^3 + 57/62*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = -11/35*z^3 + 53/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -11/37*z^3 + 51/74*z + 1
*
-2 | 0.056057468391140030629557287126267338755 | 0.012866930203764574897530719567889411205
f(z) = -11/39*z^3 + 49/78*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -10/31*z^3 + 49/62*z + 1
*
-2 | 0.044407153770559248791278851201211442767 | 0.010599239437348166603149772169928585748
f(z) = -10/33*z^3 + 47/66*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -10/37*z^3 + 43/74*z + 1
*
-2 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = -10/39*z^3 + 41/78*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = -9/31*z^3 + 41/62*z + 1
*
[ 4/3 ] 
f(z) = -9/34*z^3 + 49/68*z + 1
*
[ 4/3 ] 
f(z) = -9/38*z^3 + 51/76*z + 1
*
[ 6/5 ] 
f(z) = -7/24*z^3 + 44/75*z + 1
*
[ 9/7 ] 
f(z) = -7/27*z^3 + 41/63*z + 1
*
3/10 | 0.10795316702194487397548403467786420082 | 0.017158385233850166097881347722529297420
f(z) = -5/27*z^3 + 41/60*z + 1
*
-14/5 | 0.14371303911908390109291559724051768281 | 0.029082039295591122707863537916567019863
f(z) = -5/28*z^3 + 53/70*z + 1
*
[ 3/2 ] 
f(z) = -4/23*z^3 + 50/69*z + 1
*
[ 3/2 ] 
f(z) = -4/25*z^3 + 52/75*z + 1
*
-3 | 0.10975919364852986123215153171308023254 | 0.026807512650806523477397051197359935676
f(z) = -3/20*z^3 + 41/60*z + 1
*
[ 2 ] 
f(z) = -3/31*z^3 + 55/62*z + 1
*
[ 2 ] 
f(z) = -3/35*z^3 + 59/70*z + 1
*
[ 2 ] 
f(z) = -2/31*z^3 + 47/62*z + 1
*
[ 2 ] 
f(z) = -2/33*z^3 + 49/66*z + 1
*
[ 2 ] 
f(z) = -2/35*z^3 + 51/70*z + 1
*
-5/2 | 0.10142500840100133750933448606468437337 | 0.023873160406807155003629174441850789965
f(z) = -2/35*z^3 + 53/70*z + 1
*
[ 2 ] 
f(z) = -2/37*z^3 + 53/74*z + 1
*
[ 2 ] 
f(z) = -2/39*z^3 + 55/78*z + 1
*
-4 | 0.093984700282107905957165184083649453331 | 0.022954760854592100119208443186485100733
f(z) = -1/30*z^3 + 47/60*z + 1
*
[ 2 ] 
f(z) = -1/33*z^3 + 41/66*z + 1
*
[ 2 ] 
f(z) = -1/35*z^3 + 43/70*z + 1
*
[ 2 ] 
f(z) = -1/37*z^3 + 45/74*z + 1
*
[ 2 ] 
f(z) = -1/39*z^3 + 47/78*z + 1
*
0 | 0.087379608727686935977301504245849740777 | 0.019720880527151971161764596098865583198
f(z) = -20/21*z^3 + 59/84*z + 1
*
0 | 0.087380642344107825699482701448584308231 | 0.019721113806131404378863650191329144015
f(z) = -16/21*z^3 + 43/84*z + 1
*
-8/11 | 0.078982117167886112255064354319986282845 | 0.013469830349592178417448778422304866415
f(z) = -11/32*z^3 + 49/88*z + 1
*
2 | 0.14034754787727516715382435640401105748 | 0.023935261900738420273359820252316772283
f(z) = -11/32*z^3 + 53/88*z + 1
*
11/6 | 0.055476523584333166545096732891528532883 | 0.012660015150378434492235685295633060032
f(z) = -9/20*z^3 + 41/80*z + 1
*
-10/9 | 0.12412741160590980339364539327375380105 | 0.023903031581059849680232752164360461692
f(z) = -9/20*z^3 + 41/90*z + 1
*
[ 10/9 ] 
f(z) = -9/20*z^3 + 59/90*z + 1
*
[ 10/9 ] 
f(z) = -9/25*z^3 + 49/90*z + 1
*
0 | 0.093839462354409748773805297146280244994 | 0.021178817950430042411224293965247873953
f(z) = -9/28*z^3 + 55/84*z + 1
*
[ 5/4 ] 
f(z) = -7/25*z^3 + 51/80*z + 1
*
3 | 0.073047111359375960504188508046059523910 | 0.016486150223689064734852153569277650946
f(z) = -4/21*z^3 + 53/84*z + 1
*
[ 3/2 ] 
f(z) = -4/29*z^3 + 56/87*z + 1
*
[ 3/2 ] 
f(z) = -4/31*z^3 + 58/93*z + 1
*
3 | 0.12908467085614947402407053254075216339 | 0.029133380303570135953369992754920105179
f(z) = -3/28*z^3 + 53/84*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -3/32*z^3 + 49/96*z + 1
*
-11/2 | 0.074356272113053881469792935704337184419 | 0.016607254534126318436988083829186128206
f(z) = -1/22*z^3 + 49/88*z + 1
*
[ 3/2 ] 
f(z) = -1/24*z^3 + 41/96*z + 1
*
-1/2 | 0.10142500840100133750933448606468437337 | 0.021793268693741318263998248253355140129
f(z) = -20/21*z^3 + 46/105*z + 1
*
-5/6 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -12/35*z^3 + 46/105*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -5/21*z^3 + 46/105*z + 1
*
0 | 0.13381933751158837988025095028882063306 | 0.028469289752905680455520567914674673116
f(z) = -5/22*z^3 + 47/110*z + 1
*
0 | 0.12492253820960369284628861004521699855 | 0.027126584504889507976502423218946731629
f(z) = -4/25*z^3 + 41/100*z + 1
*
0 | 0.14351657096756298494396578128366498341 | 0.029257600735926722672272300688647958539
f(z) = -20/27*z^3 + 46/135*z + 1
*
-3/2 | 0.11080768247263465465115029971092328101 | 0.023145247746838621359415084337422961152
f(z) = -11/30*z^3 + 59/120*z + 1
*
-12/11 | 0.20061934213285366132606524342469944115 | 0.028815329880739549080294605946190359289
f(z) = -11/32*z^3 + 43/132*z + 1
*
[ 12/11 ] 
f(z) = -11/36*z^3 + 59/132*z + 1
*
-14/9 | 0.14282031364042163286612280495247558384 | 0.025829124739657234794341022017199259380
f(z) = -9/28*z^3 + 53/126*z + 1
*
[ 6/5 ] 
f(z) = -5/32*z^3 + 47/120*z + 1
*
-8/3 | 0.10682179279778704215003586501709099427 | 0.022312684498900488467256758310358191787
f(z) = -3/20*z^3 + 53/120*z + 1
*
-10/3 | 0.14946122386644107250226191697517798621 | 0.024209005843590704613954030249727614263
f(z) = -3/32*z^3 + 41/120*z + 1
*
[ 3/2 ] 
f(z) = -1/33*z^3 + 53/132*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -20/39*z^3 + 41/156*z + 1
*
[ 6/7 ] 
f(z) = -17/24*z^3 + 52/147*z + 1
*
7/5 | 0.071544693982807622129678883077895087643 | 0.014477918041069092237394048543479907695
f(z) = -15/28*z^3 + 47/140*z + 1
*
[ 12/13 ] 
f(z) = -13/24*z^3 + 59/156*z + 1
*
[ 12/13 ] 
f(z) = -13/32*z^3 + 41/156*z + 1
*
0 | 0.14489077455820407707843122638460685809 | 0.028916647501549467887749891795347566190
f(z) = -12/25*z^3 + 47/150*z + 1
*
-5/4 | 0.10847537929765468004426906573805295395 | 0.021951280570474200618761180964693245940
f(z) = -12/35*z^3 + 47/140*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -11/39*z^3 + 47/156*z + 1
*
-5/6 | 0.10142631267970877623782818006292963140 | 0.020524818270066833305793630541619456021
f(z) = -9/35*z^3 + 53/140*z + 1
*
[ 15/14 ] 
f(z) = -7/27*z^3 + 51/140*z + 1
*
[ 9/8 ] 
f(z) = -4/27*z^3 + 43/144*z + 1
*
[ 5/4 ] 
f(z) = -4/35*z^3 + 53/140*z + 1
*
-7/2 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383
f(z) = -3/35*z^3 + 47/140*z + 1
*
[ 6/5 ] 
f(z) = -2/27*z^3 + 41/150*z + 1
*
[ 10/11 ] 
f(z) = -11/24*z^3 + 46/165*z + 1
*
0 | 0.10186420333835904199300757588928943000 | 0.019879960856052354843081968172816574824
f(z) = -8/21*z^3 + 43/168*z + 1
*
-8/7 | 0.12588881904188256511155115264070522868 | 0.024568638567311646267189597810046265865
f(z) = -7/24*z^3 + 43/168*z + 1
*
-6/7 | 0.086708318521488500734533361740331926392 | 0.013318721621501861567767765357139615270
f(z) = -7/32*z^3 + 55/168*z + 1
*
0 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = -5/33*z^3 + 58/165*z + 1
*
[ 5/6 ] 
f(z) = -19/25*z^3 + 59/180*z + 1
*
[ 5/6 ] 
f(z) = -17/25*z^3 + 49/180*z + 1
*
28/15 | 0.19886650961505664623001527307128269946 | 0.027345381658165422529186120054024495950
f(z) = -5/32*z^3 + 53/180*z + 1
*
[ 8/9 ] 
f(z) = -15/32*z^3 + 53/216*z + 1
*
-8/9 | 0.19157577235666973375734909323740489814 | 0.028333019388705691475929502921268266650
f(z) = -3/32*z^3 + 43/216*z + 1
*
-10/3 | 0.098416504723137568058171230416302996996 | 0.018405559296828308914758100410798456563
f(z) = -3/35*z^3 + 53/210*z + 1
*
5/2 | 0.071621636231605553627797917837304354904 | 0.013394463421609074248492164630473705279
f(z) = -2/21*z^3 + 41/210*z + 1
*
[ 14/17 ] 
f(z) = -17/28*z^3 + 47/238*z + 1
*
[ 4/5 ] 
f(z) = -15/22*z^3 + 41/220*z + 1
*
0 | 0.15153926297558421942186243183118046327 | 0.027778248020812960050697859810673803387
f(z) = -9/26*z^3 + 55/234*z + 1
*
[ 15/14 ] 
f(z) = -4/27*z^3 + 58/245*z + 1
*
-9/2 | 0.13776003747122339728555997044372318865 | 0.024913971278221731485362642039906255308
f(z) = -1/21*z^3 + 47/252*z + 1
*
[ 3/4 ] 
f(z) = -20/23*z^3 + 43/276*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.027739720823758016987977956030284613451
f(z) = -14/39*z^3 + 59/273*z + 1
*
0 | 0.14650111687349136868014303223396457214 | 0.026116740082238139396750046955719337003
f(z) = -13/21*z^3 + 43/273*z + 1
*
-11/8 | 0.14034858149369605687600555360674562494 | 0.025170348383291766940890988622907231441
f(z) = -8/33*z^3 + 49/264*z + 1
*
-11/4 | 0.10858576251107587205829822565288911371 | 0.019473951519716107813920365028530089236
f(z) = -2/33*z^3 + 49/264*z + 1
*
[ 15/19 ] 
f(z) = -19/25*z^3 + 59/285*z + 1
*
[ 15/19 ] 
f(z) = -19/27*z^3 + 49/285*z + 1
*
[ 6/7 ] 
f(z) = -17/36*z^3 + 53/294*z + 1
*
[ 6/7 ] 
f(z) = -13/27*z^3 + 55/294*z + 1
*
-10/7 | 0.18549659699709502259680548629819983306 | 0.026419937140842310539282528410718955545
f(z) = -7/32*z^3 + 41/280*z + 1
*
[ 9/8 ] 
f(z) = -2/27*z^3 + 59/288*z + 1
*
3/8 | 0.12888149927833622417167751540950686097 | 0.017051162769059957673912157836911001197
f(z) = -20/27*z^3 + 71/16*z + 1
*
-12/5 | 0.18337041048819358937116481328902355463 | 0.028205236157851706084172416214781184527
f(z) = -20/27*z^3 + 74/15*z + 1
*
[ 3 ] 
f(z) = -19/36*z^3 + 65/12*z + 1
*
[ -2 ] 
f(z) = -19/36*z^3 + 65/18*z + 1
*
[ -3 ] 
f(z) = -19/36*z^3 + 73/12*z + 1
*
[ 6 ] 
f(z) = -17/24*z^3 + 79/3*z + 1
*
[ -2 ] 
f(z) = -17/36*z^3 + 61/18*z + 1
*
[ -3 ] 
f(z) = -17/36*z^3 + 67/12*z + 1
*
-3/8 | 0.16198319559940918521333040181925996809 | 0.021774944773950861083740665748209759180
f(z) = -16/27*z^3 + 63/4*z + 1
*
3/8 | 0.19067451378973649513986043285562193599 | 0.029150533450137248732160385237028659209
f(z) = -16/27*z^3 + 77/12*z + 1
*
[ 5 ] 
f(z) = -14/25*z^3 + 74/5*z + 1
*
[ -5 ] 
f(z) = -14/25*z^3 + 76/5*z + 1
*
[ 6 ] 
f(z) = -13/24*z^3 + 61/3*z + 1
*
[ -6 ] 
f(z) = -13/24*z^3 + 62/3*z + 1
*
[ 5 ] 
f(z) = -13/25*z^3 + 69/5*z + 1
*
[ -5 ] 
f(z) = -13/25*z^3 + 71/5*z + 1
*
3 | 0.21094049492805781410801704844174942831 | 0.028067973854048500890957633657912802928
f(z) = -13/27*z^3 + 68/13*z + 1
*
[ 5 ] 
f(z) = -12/25*z^3 + 64/5*z + 1
*
[ -5 ] 
f(z) = -12/25*z^3 + 66/5*z + 1
*
-4 | 0.12631270167638536614192211402823353811 | 0.024950188757417156677039505696633043573
f(z) = -11/24*z^3 + 79/12*z + 1
*
[ -5 ] 
f(z) = -11/25*z^3 + 61/5*z + 1
*
[ 6 ] 
f(z) = -11/36*z^3 + 71/6*z + 1
*
[ -6 ] 
f(z) = -11/36*z^3 + 73/6*z + 1
*
-21/5 | 0.098568660847690935145625690834597234747 | 0.013141560344455620827439481995516853107
f(z) = -10/27*z^3 + 67/10*z + 1
*
[ -10/3 ] 
f(z) = -9/20*z^3 + 63/10*z + 1
*
-2/3 | 0.12316925909535453705186145875329482167 | 0.024453130457557561363755755198647796032
f(z) = -9/20*z^3 + 77/10*z + 1
*
2/3 | 0.15044112467376939460970833795691866493 | 0.029716207536319455690034343289145621541
f(z) = -9/28*z^3 + 79/14*z + 1
*
[ 9/2 ] 
f(z) = -8/27*z^3 + 61/9*z + 1
*
[ -9/2 ] 
f(z) = -8/27*z^3 + 65/9*z + 1
*
[ -6 ] 
f(z) = -8/27*z^3 + 71/6*z + 1
*
[ 4 ] 
f(z) = -7/24*z^3 + 65/12*z + 1
*
[ -4 ] 
f(z) = -7/24*z^3 + 71/12*z + 1
*
[ 6 ] 
f(z) = -7/27*z^3 + 61/6*z + 1
*
-8 | 0.10459086615602985236157786913669740811 | 0.018424414691762409847688479386807649460
f(z) = -5/32*z^3 + 73/8*z + 1
*
20/3 | 0.077217731184843878974323989276037792439 | 0.013057866227719864500298648309124786049
f(z) = -3/25*z^3 + 74/15*z + 1
*
-4/3 | 0.16615248856841514323367392927216521353 | 0.026198250963463695578637122593291118830
f(z) = -3/32*z^3 + 71/12*z + 1
*
[ 9 ] 
f(z) = -2/27*z^3 + 62/9*z + 1
*
[ -9 ] 
f(z) = -2/27*z^3 + 64/9*z + 1
*
[ -10 ] 
f(z) = -1/20*z^3 + 61/10*z + 1
*
-12 | 0.13918074698887791481833231320585016085 | 0.028971718835716701323555998688743064208
f(z) = -1/24*z^3 + 61/12*z + 1
*
12 | 0.13628754253204515940850354436340131159 | 0.027500463786969112238752140572029015037
f(z) = -1/24*z^3 + 71/12*z + 1
*
[ 10 ] 
f(z) = -1/24*z^3 + 76/15*z + 1
*
[ -10 ] 
f(z) = -1/24*z^3 + 79/15*z + 1
*
[ -12 ] 
f(z) = -1/27*z^3 + 77/12*z + 1
*
2 | 0.14832044230295753180481731014394179439 | 0.029297315178353408869368501768570743702
f(z) = -1/28*z^3 + 79/14*z + 1
*
[ 12 ] 
f(z) = -1/32*z^3 + 65/12*z + 1
*
[ -12 ] 
f(z) = -1/32*z^3 + 67/12*z + 1
*
2 | 0.15249417108194774929191526394726854333 | 0.027132258841556820135385703786093850340
f(z) = -1/32*z^3 + 69/8*z + 1
*
-2 | 0.10006888338587455415563417104283885150 | 0.017463724398520835036483991732890633393
f(z) = -1/32*z^3 + 77/8*z + 1
*
[ -12 ] 
f(z) = -1/36*z^3 + 61/12*z + 1
*
[ -1 ] 
f(z) = -20/21*z^3 + 62/21*z + 1
*
[ -1/2 ] 
f(z) = -20/21*z^3 + 68/21*z + 1
*
[ -1 ] 
f(z) = -20/23*z^3 + 66/23*z + 1
*
[ -1/2 ] 
f(z) = -20/23*z^3 + 74/23*z + 1
*
-3/4 | 0.19303862472232315288884802088407433269 | 0.025949638646240804626662821860668551372
f(z) = -20/27*z^3 + 63/20*z + 1
*
3/5 | 0.19815164179562997844150341981374306742 | 0.026418353821748483098094942571185611801
f(z) = -20/27*z^3 + 67/20*z + 1
*
[ -1 ] 
f(z) = -20/27*z^3 + 74/27*z + 1
*
[ -1 ] 
f(z) = -20/29*z^3 + 78/29*z + 1
*
[ -1 ] 
f(z) = -19/21*z^3 + 61/21*z + 1
*
[ -1 ] 
f(z) = -19/22*z^3 + 63/22*z + 1
*
-2 | 0.055329598655840368495909014887831027905 | 0.013254543739834577201927366215217631173
f(z) = -19/22*z^3 + 65/22*z + 1
*
[ -1 ] 
f(z) = -19/23*z^3 + 65/23*z + 1
*
[ -2/3 ] 
f(z) = -19/24*z^3 + 77/27*z + 1
*
[ -1 ] 
f(z) = -19/25*z^3 + 69/25*z + 1
*
-2 | 0.054607407126217440291987032399593759224 | 0.013180215158916112742352339429444632539
f(z) = -19/26*z^3 + 63/26*z + 1
*
[ -1 ] 
f(z) = -19/26*z^3 + 71/26*z + 1
*
[ -3/5 ] 
f(z) = -19/27*z^3 + 73/25*z + 1
*
[ -1 ] 
f(z) = -19/27*z^3 + 73/27*z + 1
*
[ -1 ] 
f(z) = -19/28*z^3 + 75/28*z + 1
*
[ -1 ] 
f(z) = -19/29*z^3 + 77/29*z + 1
*
[ -1 ] 
f(z) = -19/30*z^3 + 79/30*z + 1
*
[ -1 ] 
f(z) = -18/23*z^3 + 64/23*z + 1
*
[ -1 ] 
f(z) = -18/25*z^3 + 68/25*z + 1
*
[ -1 ] 
f(z) = -18/29*z^3 + 76/29*z + 1
*
[ 5/3 ] 
f(z) = -18/35*z^3 + 64/35*z + 1
*
-1/3 | 0.10822877126762364729434559589264625900 | 0.025306808681273474603333334504373631169
f(z) = -18/35*z^3 + 72/35*z + 1
*
[ -1 ] 
f(z) = -17/22*z^3 + 61/22*z + 1
*
[ 2 ] 
f(z) = -17/22*z^3 + 79/22*z + 1
*
[ -1 ] 
f(z) = -17/23*z^3 + 63/23*z + 1
*
[ -2/3 ] 
f(z) = -17/24*z^3 + 76/27*z + 1
*
[ -1 ] 
f(z) = -17/25*z^3 + 67/25*z + 1
*
[ -1 ] 
f(z) = -17/26*z^3 + 69/26*z + 1
*
[ -1 ] 
f(z) = -17/27*z^3 + 71/27*z + 1
*
[ -1 ] 
f(z) = -17/28*z^3 + 73/28*z + 1
*
[ -1 ] 
f(z) = -17/29*z^3 + 75/29*z + 1
*
[ -1 ] 
f(z) = -17/30*z^3 + 77/30*z + 1
*
[ -1 ] 
f(z) = -17/31*z^3 + 79/31*z + 1
*
[ -3/2 ] 
f(z) = -16/21*z^3 + 71/21*z + 1
*
[ -1 ] 
f(z) = -16/23*z^3 + 62/23*z + 1
*
[ -1/2 ] 
f(z) = -16/23*z^3 + 73/23*z + 1
*
[ -1 ] 
f(z) = -16/25*z^3 + 66/25*z + 1
*
[ -1/2 ] 
f(z) = -16/25*z^3 + 79/25*z + 1
*
[ -1 ] 
f(z) = -16/27*z^3 + 70/27*z + 1
*
[ -3/5 ] 
f(z) = -16/27*z^3 + 72/25*z + 1
*
[ -1 ] 
f(z) = -16/29*z^3 + 74/29*z + 1
*
[ -1 ] 
f(z) = -16/31*z^3 + 78/31*z + 1
*
[ 7/4 ] 
f(z) = -16/35*z^3 + 64/35*z + 1
*
1/4 | 0.11141772003483036957293268190574493897 | 0.026137951534883807342631489522835622722
f(z) = -16/35*z^3 + 71/35*z + 1
*
[ 2 ] 
f(z) = -15/22*z^3 + 71/22*z + 1
*
[ -1 ] 
f(z) = -15/23*z^3 + 61/23*z + 1
*
[ -1 ] 
f(z) = -15/26*z^3 + 67/26*z + 1
*
[ 2 ] 
f(z) = -15/26*z^3 + 73/26*z + 1
*
[ -1 ] 
f(z) = -15/28*z^3 + 71/28*z + 1
*
[ -1 ] 
f(z) = -15/29*z^3 + 73/29*z + 1
*
[ -1 ] 
f(z) = -15/31*z^3 + 77/31*z + 1
*
[ -1 ] 
f(z) = -15/32*z^3 + 79/32*z + 1
*
[ 2 ] 
f(z) = -15/34*z^3 + 77/34*z + 1
*
[ 2 ] 
f(z) = -15/38*z^3 + 79/38*z + 1
*
[ -1 ] 
f(z) = -14/23*z^3 + 60/23*z + 1
*
[ -1 ] 
f(z) = -14/25*z^3 + 64/25*z + 1
*
[ -1 ] 
f(z) = -14/27*z^3 + 68/27*z + 1
*
[ -1 ] 
f(z) = -14/29*z^3 + 72/29*z + 1
*
[ -1 ] 
f(z) = -14/31*z^3 + 76/31*z + 1
*
[ 2 ] 
f(z) = -13/22*z^3 + 63/22*z + 1
*
[ -2/3 ] 
f(z) = -13/24*z^3 + 74/27*z + 1
*
[ -1 ] 
f(z) = -13/25*z^3 + 63/25*z + 1
*
[ 5/2 ] 
f(z) = -13/25*z^3 + 77/20*z + 1
*
[ -1 ] 
f(z) = -13/27*z^3 + 67/27*z + 1
*
[ -3/5 ] 
f(z) = -13/27*z^3 + 71/25*z + 1
*
-24/13 | 0.12451659133030685221768001003889617256 | 0.016413357228468218459381679432835065210
f(z) = -13/27*z^3 + 73/26*z + 1
*
[ -1 ] 
f(z) = -13/28*z^3 + 69/28*z + 1
*
[ -1 ] 
f(z) = -13/29*z^3 + 71/29*z + 1
*
[ -1 ] 
f(z) = -13/31*z^3 + 75/31*z + 1
*
[ -1 ] 
f(z) = -13/33*z^3 + 79/33*z + 1
*
[ 2 ] 
f(z) = -13/34*z^3 + 69/34*z + 1
*
[ 2 ] 
f(z) = -13/38*z^3 + 71/38*z + 1
*
[ -1/2 ] 
f(z) = -12/23*z^3 + 72/23*z + 1
*
[ -1 ] 
f(z) = -12/25*z^3 + 62/25*z + 1
*
[ -1/2 ] 
f(z) = -12/25*z^3 + 78/25*z + 1
*
[ -1 ] 
f(z) = -12/29*z^3 + 70/29*z + 1
*
[ -1 ] 
f(z) = -12/31*z^3 + 74/31*z + 1
*
5/2 | 0.10142500840100133750933448606468437337 | 0.024672371800295485286864232868236905376
f(z) = -12/35*z^3 + 61/35*z + 1
*
0 | 0.10575687323476724339815295885237793820 | 0.024809949676111277420732726866854381159
f(z) = -11/20*z^3 + 71/20*z + 1
*
-2 | 0.13464366642735905844458800528198697005 | 0.021693711317958134794105336649465578760
f(z) = -11/24*z^3 + 62/33*z + 1
*
18/11 | 0.14605349656003305530742310193150427982 | 0.023186961957652571022074424430490533042
f(z) = -11/24*z^3 + 68/33*z + 1
*
[ -2/3 ] 
f(z) = -11/24*z^3 + 73/27*z + 1
*
[ -1 ] 
f(z) = -11/25*z^3 + 61/25*z + 1
*
[ 5/2 ] 
f(z) = -11/25*z^3 + 67/20*z + 1
*
[ -1 ] 
f(z) = -11/26*z^3 + 63/26*z + 1
*
[ -6/11 ] 
f(z) = -11/27*z^3 + 65/22*z + 1
*
[ -1 ] 
f(z) = -11/27*z^3 + 65/27*z + 1
*
[ -1 ] 
f(z) = -11/29*z^3 + 69/29*z + 1
*
[ -1 ] 
f(z) = -11/31*z^3 + 73/31*z + 1
*
[ 2 ] 
f(z) = -11/34*z^3 + 61/34*z + 1
*
[ -1 ] 
f(z) = -11/34*z^3 + 79/34*z + 1
*
[ 2 ] 
f(z) = -11/38*z^3 + 63/38*z + 1
*
-3 | 0.10816126230771055838466317116776178688 | 0.024975276427562118276426801006207092885
f(z) = -10/21*z^3 + 76/21*z + 1
*
[ -3/4 ] 
f(z) = -10/27*z^3 + 61/24*z + 1
*
[ -1 ] 
f(z) = -10/27*z^3 + 64/27*z + 1
*
[ -12/5 ] 
f(z) = -10/27*z^3 + 71/20*z + 1
*
[ -1 ] 
f(z) = -10/29*z^3 + 68/29*z + 1
*
[ -1 ] 
f(z) = -10/31*z^3 + 72/31*z + 1
*
[ -1 ] 
f(z) = -10/33*z^3 + 76/33*z + 1
*
[ -2 ] 
f(z) = -9/22*z^3 + 69/22*z + 1
*
10/3 | 0.11274754283639570911068278344541193768 | 0.019294375945494014061050495264606041752
f(z) = -9/25*z^3 + 69/20*z + 1
*
[ -5/2 ] 
f(z) = -9/25*z^3 + 73/20*z + 1
*
[ -1 ] 
f(z) = -9/26*z^3 + 61/26*z + 1
*
[ -2/3 ] 
f(z) = -9/26*z^3 + 69/26*z + 1
*
[ -2 ] 
f(z) = -9/26*z^3 + 75/26*z + 1
*
-7/3 | 0.11381103445829884871504825629382419542 | 0.027685362825207001756762329356106069559
f(z) = -9/28*z^3 + 61/28*z + 1
*
[ -1 ] 
f(z) = -9/29*z^3 + 67/29*z + 1
*
[ -1 ] 
f(z) = -9/31*z^3 + 71/31*z + 1
*
-1/3 | 0.11552453009332421823620535357636276135 | 0.027674607702656303917284800290416241420
f(z) = -9/32*z^3 + 65/32*z + 1
*
-2 | 0.12539589919626432590668748506972318253 | 0.022197994522467828452175017219194750868
f(z) = -9/32*z^3 + 71/24*z + 1
*
[ -1 ] 
f(z) = -9/34*z^3 + 77/34*z + 1
*
-7/3 | 0.11804092132056740815153662977910373584 | 0.028382841968524484891818974572608917134
f(z) = -9/35*z^3 + 64/35*z + 1
*
[ 7/3 ] 
f(z) = -9/35*z^3 + 69/35*z + 1
*
-1/3 | 0.11141772003483036957293268190574493897 | 0.026137951534883807342631489522835622722
f(z) = -9/35*z^3 + 71/35*z + 1
*
[ -1/2 ] 
f(z) = -8/21*z^3 + 65/21*z + 1
*
5/2 | 0.076717237186737049027915661046175080181 | 0.017997419322978983829928338291117775804
f(z) = -8/21*z^3 + 71/21*z + 1
*
[ -1/2 ] 
f(z) = -8/23*z^3 + 71/23*z + 1
*
[ -1/2 ] 
f(z) = -8/25*z^3 + 77/25*z + 1
*
[ -1 ] 
f(z) = -8/27*z^3 + 62/27*z + 1
*
[ -1 ] 
f(z) = -8/29*z^3 + 66/29*z + 1
*
[ -1 ] 
f(z) = -8/31*z^3 + 70/31*z + 1
*
[ -3/2 ] 
f(z) = -8/33*z^3 + 73/33*z + 1
*
[ -1 ] 
f(z) = -8/33*z^3 + 74/33*z + 1
*
[ 5/2 ] 
f(z) = -8/35*z^3 + 71/35*z + 1
*
-7/2 | 0.11141808473396075103101150753872451677 | 0.025968800372609608226466017434234234302
f(z) = -8/35*z^3 + 73/35*z + 1
*
0 | 0.085670044026525631631907244985318014417 | 0.020374864890583753511073391087471466514
f(z) = -7/20*z^3 + 67/20*z + 1
*
[ -2 ] 
f(z) = -7/22*z^3 + 61/22*z + 1
*
-3 | 0.064362422817600812551028018818155798672 | 0.015099051459213527255524540688095727194
f(z) = -7/24*z^3 + 71/24*z + 1
*
[ -2/3 ] 
f(z) = -7/24*z^3 + 71/27*z + 1
*
[ -5/2 ] 
f(z) = -7/25*z^3 + 63/20*z + 1
*
[ -2 ] 
f(z) = -7/26*z^3 + 67/26*z + 1
*
[ -1 ] 
f(z) = -7/27*z^3 + 61/27*z + 1
*
-12/7 | 0.097069963229778224417580969752927564872 | 0.015234757790832820469159156578815740012
f(z) = -7/27*z^3 + 65/21*z + 1
*
[ -3/5 ] 
f(z) = -7/27*z^3 + 69/25*z + 1
*
[ -3/7 ] 
f(z) = -7/27*z^3 + 71/21*z + 1
*
-15/7 | 0.21486284146197488143903135910644392980 | 0.028374084749389701714988505506728683101
f(z) = -7/27*z^3 + 72/35*z + 1
*
[ -1 ] 
f(z) = -7/29*z^3 + 65/29*z + 1
*
[ -1 ] 
f(z) = -7/31*z^3 + 69/31*z + 1
*
12/7 | 0.17228651359984631932221416794390316952 | 0.027416110029466508748371390439333538297
f(z) = -7/32*z^3 + 67/28*z + 1
*
4 | 0.10021574104469434767212521031008281699 | 0.015801611862691556239106312053117739276
f(z) = -7/32*z^3 + 71/28*z + 1
*
[ -4/3 ] 
f(z) = -7/32*z^3 + 77/36*z + 1
*
[ -4/7 ] 
f(z) = -7/32*z^3 + 79/28*z + 1
*
[ -1 ] 
f(z) = -7/33*z^3 + 73/33*z + 1
*
[ -1 ] 
f(z) = -7/34*z^3 + 75/34*z + 1
*
[ -2 ] 
f(z) = -7/34*z^3 + 79/34*z + 1
*
[ -5/6 ] 
f(z) = -6/25*z^3 + 71/30*z + 1
*
[ -1 ] 
f(z) = -6/29*z^3 + 64/29*z + 1
*
[ -1 ] 
f(z) = -6/31*z^3 + 68/31*z + 1
*
[ -1 ] 
f(z) = -6/35*z^3 + 76/35*z + 1
*
0 | 0.10810832619727887981287850653715621159 | 0.025621075668296910184206756310302336750
f(z) = -5/21*z^3 + 68/21*z + 1
*
[ -3 ] 
f(z) = -5/21*z^3 + 73/21*z + 1
*
[ 3 ] 
f(z) = -5/24*z^3 + 61/24*z + 1
*
[ -2/3 ] 
f(z) = -5/24*z^3 + 70/27*z + 1
*
[ -1 ] 
f(z) = -5/29*z^3 + 63/29*z + 1
*
[ -1 ] 
f(z) = -5/31*z^3 + 67/31*z + 1
*
4 | 0.18372394618545957786871410534375612776 | 0.028842512101952078498433281477201445156
f(z) = -5/32*z^3 + 73/20*z + 1
*
[ -4/3 ] 
f(z) = -5/32*z^3 + 73/36*z + 1
*
[ 3 ] 
f(z) = -5/33*z^3 + 67/33*z + 1
*
[ -1 ] 
f(z) = -5/33*z^3 + 71/33*z + 1
*
[ -2 ] 
f(z) = -5/34*z^3 + 71/34*z + 1
*
[ -1 ] 
f(z) = -5/34*z^3 + 73/34*z + 1
*
[ -6/5 ] 
f(z) = -5/36*z^3 + 61/30*z + 1
*
[ -1 ] 
f(z) = -5/37*z^3 + 79/37*z + 1
*
[ -2 ] 
f(z) = -5/38*z^3 + 77/38*z + 1
*
[ 3 ] 
f(z) = -5/39*z^3 + 71/39*z + 1
*
0 | 0.11398367249938399545785234254840403173 | 0.027108681375118950429458400700983155339
f(z) = -4/21*z^3 + 67/21*z + 1
*
[ -7/2 ] 
f(z) = -4/21*z^3 + 76/21*z + 1
*
[ -1/2 ] 
f(z) = -4/23*z^3 + 70/23*z + 1
*
[ -1/2 ] 
f(z) = -4/25*z^3 + 76/25*z + 1
*
0 | 0.12334206819398170032028966147133941918 | 0.028228296196358514007666393115036141477
f(z) = -4/25*z^3 + 79/25*z + 1
*
[ -15/4 ] 
f(z) = -4/27*z^3 + 67/20*z + 1
*
[ -3/5 ] 
f(z) = -4/27*z^3 + 68/25*z + 1
*
[ -9/4 ] 
f(z) = -4/27*z^3 + 79/36*z + 1
*
[ -1 ] 
f(z) = -4/29*z^3 + 62/29*z + 1
*
[ -1 ] 
f(z) = -4/31*z^3 + 66/31*z + 1
*
[ -3/2 ] 
f(z) = -4/33*z^3 + 64/33*z + 1
*
[ -1 ] 
f(z) = -4/33*z^3 + 70/33*z + 1
*
[ -1 ] 
f(z) = -4/37*z^3 + 78/37*z + 1
*
[ 3 ] 
f(z) = -4/39*z^3 + 62/39*z + 1
*
[ -3/2 ] 
f(z) = -4/39*z^3 + 74/39*z + 1
*
5 | 0.10853005285624097009472794480033634779 | 0.025460521546734262991374278919609714731
f(z) = -3/20*z^3 + 71/20*z + 1
*
[ 10/3 ] 
f(z) = -3/20*z^3 + 71/30*z + 1
*
[ -4 ] 
f(z) = -3/20*z^3 + 73/20*z + 1
*
-5 | 0.093925727021052740419487026618945857105 | 0.021496017389936717857703170435363376860
f(z) = -3/20*z^3 + 79/20*z + 1
*
[ 10/3 ] 
f(z) = -3/25*z^3 + 61/30*z + 1
*
0 | 0.11921838167173716148694080463737379750 | 0.027364321650644768471776165907063636186
f(z) = -3/25*z^3 + 78/25*z + 1
*
[ -10/3 ] 
f(z) = -3/25*z^3 + 79/30*z + 1
*
[ 4 ] 
f(z) = -3/28*z^3 + 69/28*z + 1
*
[ -1 ] 
f(z) = -3/29*z^3 + 61/29*z + 1
*
[ -1 ] 
f(z) = -3/31*z^3 + 65/31*z + 1
*
-6 | 0.15095130038615782149114698103408975238 | 0.026343572730564780186705950851092350171
f(z) = -3/32*z^3 + 77/24*z + 1
*
[ -2 ] 
f(z) = -3/34*z^3 + 63/34*z + 1
*
[ -1 ] 
f(z) = -3/34*z^3 + 71/34*z + 1
*
5 | 0.10811092698011869815906154688579474705 | 0.025621692039452395442194556868101355218
f(z) = -3/35*z^3 + 68/35*z + 1
*
[ -1 ] 
f(z) = -3/35*z^3 + 73/35*z + 1
*
[ -1 ] 
f(z) = -3/37*z^3 + 77/37*z + 1
*
[ -2 ] 
f(z) = -3/38*z^3 + 69/38*z + 1
*
[ -1 ] 
f(z) = -3/38*z^3 + 79/38*z + 1
*
6 | 0.10810715300838274000581190517180010799 | 0.025897729659156780128005879915671483412
f(z) = -2/21*z^3 + 65/21*z + 1
*
-2 | 0.10980120942529597016723526585389210383 | 0.025758727512399528351246599391101941382
f(z) = -2/21*z^3 + 71/21*z + 1
*
-6 | 0.084720611977083593965902424032996823953 | 0.013296574557329699938674473742712246564
f(z) = -2/27*z^3 + 65/24*z + 1
*
[ -1 ] 
f(z) = -2/29*z^3 + 60/29*z + 1
*
[ -1 ] 
f(z) = -2/31*z^3 + 64/31*z + 1
*
[ -3 ] 
f(z) = -2/33*z^3 + 62/33*z + 1
*
[ -1 ] 
f(z) = -2/33*z^3 + 68/33*z + 1
*
-7 | 0.11141772003483036957293268190574493897 | 0.026405383712927763123779528153739248791
f(z) = -2/35*z^3 + 68/35*z + 1
*
[ -1 ] 
f(z) = -2/35*z^3 + 72/35*z + 1
*
[ -1 ] 
f(z) = -2/37*z^3 + 76/37*z + 1
*
[ -3 ] 
f(z) = -2/39*z^3 + 70/39*z + 1
*
[ 6 ] 
f(z) = -1/20*z^3 + 79/30*z + 1
*
[ -7 ] 
f(z) = -1/21*z^3 + 73/21*z + 1
*
8 | 0.064181328112712122075628615856269434869 | 0.015612575387452045436683848419568691473
f(z) = -1/24*z^3 + 61/24*z + 1
*
-8 | 0.089853827454092647756706227270760259876 | 0.021369892067665016932225006488338118899
f(z) = -1/24*z^3 + 67/24*z + 1
*
[ -2/3 ] 
f(z) = -1/24*z^3 + 68/27*z + 1
*
10 | 0.060140713497595034281125181797064488221 | 0.010193518614536037724760538344258070010
f(z) = -1/25*z^3 + 73/20*z + 1
*
-10 | 0.065319143580515065322829429834637580224 | 0.010972026492568947828515375266107619528
f(z) = -1/25*z^3 + 77/20*z + 1
*
[ -3/5 ] 
f(z) = -1/27*z^3 + 67/25*z + 1
*
[ -9/2 ] 
f(z) = -1/27*z^3 + 71/36*z + 1
*
[ 7 ] 
f(z) = -1/28*z^3 + 73/28*z + 1
*
[ -6 ] 
f(z) = -1/30*z^3 + 71/30*z + 1
*
-10 | 0.089415357567526211564932408431681723749 | 0.020840508759964680188008625924717349436
f(z) = -1/30*z^3 + 73/30*z + 1
*
[ -1 ] 
f(z) = -1/31*z^3 + 63/31*z + 1
*
[ -4/3 ] 
f(z) = -1/32*z^3 + 65/36*z + 1
*
-6 | 0.14346146357299815427284305476479225632 | 0.025396020148906928406621399427279250876
f(z) = -1/32*z^3 + 71/24*z + 1
*
[ -1 ] 
f(z) = -1/33*z^3 + 67/33*z + 1
*
[ -1 ] 
f(z) = -1/34*z^3 + 69/34*z + 1
*
[ -5 ] 
f(z) = -1/35*z^3 + 67/35*z + 1
*
[ -1 ] 
f(z) = -1/35*z^3 + 71/35*z + 1
*
9 | 0.12209197943927555914841647963497652663 | 0.028107147439208682117761944751393930499
f(z) = -1/36*z^3 + 77/36*z + 1
*
[ -1 ] 
f(z) = -1/37*z^3 + 75/37*z + 1
*
[ -2 ] 
f(z) = -1/38*z^3 + 61/38*z + 1
*
[ -1 ] 
f(z) = -1/38*z^3 + 77/38*z + 1
*
[ -3 ] 
f(z) = -1/39*z^3 + 61/39*z + 1
*
[ -1 ] 
f(z) = -1/39*z^3 + 79/39*z + 1
*
[ 3/2 ] 
f(z) = -19/36*z^3 + 73/48*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.029000554889864305511181083381477793752
f(z) = -18/25*z^3 + 61/50*z + 1
*
[ 3/2 ] 
f(z) = -17/36*z^3 + 67/48*z + 1
*
-3/28 | 0.12950058450714648412362771138964506380 | 0.017009727662375458045406337084979931723
f(z) = -14/27*z^3 + 75/56*z + 1
*
-2 | 0.068166866507219761771966436282067650138 | 0.015600796441301447647454807685689338934
f(z) = -13/25*z^3 + 79/50*z + 1
*
-2 | 0.056028463863236901699447165653851477265 | 0.012898474591278356034350114480681680615
f(z) = -13/27*z^3 + 77/54*z + 1
*
-2 | 0.070915100442715136405033772102708596984 | 0.016425082959783980516088018836159038781
f(z) = -13/29*z^3 + 75/58*z + 1
*
-2 | 0.060917597036961245075411666154091001572 | 0.014198385481219219996017331128112981155
f(z) = -12/23*z^3 + 73/46*z + 1
*
-2 | 0.062461597678779324212438049756578923097 | 0.014653128895556030049573283407003896041
f(z) = -12/25*z^3 + 71/50*z + 1
*
-2 | 0.065209990451635376369890324775881225258 | 0.015508860303106008893063241071870848153
f(z) = -12/29*z^3 + 67/58*z + 1
*
-2 | 0.044594500221022101515500980701946343616 | 0.010605888291420800089858658521726410644
f(z) = -11/21*z^3 + 67/42*z + 1
*
-2 | 0.066622360361696790431953233470543555284 | 0.015959793870146216844323678123209550858
f(z) = -11/23*z^3 + 65/46*z + 1
*
-2 | 0.068166538503029061991680922353428454126 | 0.016452889660771127402422171376462569434
f(z) = -11/25*z^3 + 63/50*z + 1
*
[ 5/3 ] 
f(z) = -11/25*z^3 + 73/45*z + 1
*
-2 | 0.056028445843550567681812326676055676402 | 0.013629327411829450364382823730925778034
f(z) = -11/27*z^3 + 61/54*z + 1
*
-4/11 | 0.15993064304127352159988357570575691733 | 0.024799718721556894922235906852729515176
f(z) = -11/32*z^3 + 79/44*z + 1
*
-3/20 | 0.093165046554097134306309557254362780270 | 0.012421129299671984735509032534125432843
f(z) = -10/27*z^3 + 67/40*z + 1
*
[ 9/5 ] 
f(z) = -10/27*z^3 + 74/45*z + 1
*
-3/4 | 0.073046871841446502830547765347607199231 | 0.017498824885807188357918208619688799821
f(z) = -8/21*z^3 + 65/42*z + 1
*
-7/4 | 0.10810715300838274000581190517180010799 | 0.025197104061062189932572194522388164642
f(z) = -8/21*z^3 + 73/42*z + 1
*
[ 2 ] 
f(z) = -7/23*z^3 + 79/46*z + 1
*
[ 2 ] 
f(z) = -6/23*z^3 + 71/46*z + 1
*
[ 2 ] 
f(z) = -6/25*z^3 + 73/50*z + 1
*
[ 2 ] 
f(z) = -6/29*z^3 + 77/58*z + 1
*
[ 2 ] 
f(z) = -5/21*z^3 + 61/42*z + 1
*
0 | 0.081021735830918374620385044250442958514 | 0.018884163093086359358277972497580148104
f(z) = -5/21*z^3 + 73/42*z + 1
*
[ 2 ] 
f(z) = -5/23*z^3 + 63/46*z + 1
*
[ 2 ] 
f(z) = -5/27*z^3 + 67/54*z + 1
*
[ 2 ] 
f(z) = -5/29*z^3 + 69/58*z + 1
*
-2 | 0.099787521665071199530524309872053343151 | 0.017754520371268668436493647339974247066
f(z) = -5/32*z^3 + 69/40*z + 1
*
3 | 0.081020283743399917723530632309022046102 | 0.019408904470290195924511293160983230452
f(z) = -4/21*z^3 + 65/42*z + 1
*
0 | 0.061707823148883672587976992495276843308 | 0.014476297758421979255468531214820919523
f(z) = -4/21*z^3 + 71/42*z + 1
*
[ 2 ] 
f(z) = -4/29*z^3 + 61/58*z + 1
*
-14/3 | 0.13377931222520462770298699351773935401 | 0.027483999052679206184421595077513783131
f(z) = -3/28*z^3 + 65/42*z + 1
*
-7/2 | 0.10810715300838274000581190517180010799 | 0.026297852130795766594103484780549155814
f(z) = -2/21*z^3 + 61/42*z + 1
*
[ -5/4 ] 
f(z) = -2/25*z^3 + 77/40*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.027284517245195848550312219997628005849
f(z) = -2/25*z^3 + 79/50*z + 1
*
[ 15/4 ] 
f(z) = -2/27*z^3 + 71/40*z + 1
*
[ -2 ] 
f(z) = -1/21*z^3 + 71/42*z + 1
*
-6 | 0.12274185920029610149118056947145250361 | 0.028090931244549622057977481111266684356
f(z) = -1/21*z^3 + 79/42*z + 1
*
[ 4 ] 
f(z) = -1/22*z^3 + 65/44*z + 1
*
[ -2 ] 
f(z) = -1/23*z^3 + 77/46*z + 1
*
[ -5/3 ] 
f(z) = -1/25*z^3 + 77/45*z + 1
*
[ 4 ] 
f(z) = -1/26*z^3 + 71/52*z + 1
*
-21/4 | 0.095263506435139195666018914222025579546 | 0.014951241337233431331606030045587100886
f(z) = -1/27*z^3 + 65/48*z + 1
*
-8 | 0.11305172652620342891868047170726368774 | 0.025873229374364455666510936232903867829
f(z) = -1/28*z^3 + 79/56*z + 1
*
0 | 0.11804175616087500605575682493305402240 | 0.027691912028544503118660843045454558238
f(z) = -18/35*z^3 + 71/70*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = -17/24*z^3 + 64/75*z + 1
*
0 | 0.11997515987624620346147298398791933890 | 0.028239447861161646762094846353641660669
f(z) = -16/35*z^3 + 67/70*z + 1
*
4/15 | 0.093985108574118943827372316501329304778 | 0.014632024754411185674538677955492478349
f(z) = -15/32*z^3 + 77/60*z + 1
*
[ 9/7 ] 
f(z) = -14/27*z^3 + 68/63*z + 1
*
-2 | 0.044407413800510233323073938865880715165 | 0.010163163699376224395930155120034449172
f(z) = -14/33*z^3 + 79/66*z + 1
*
-2 | 0.066868860549695036837791330341704029513 | 0.015487908429914583957957386035088338209
f(z) = -14/37*z^3 + 75/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = -14/39*z^3 + 73/78*z + 1
*
[ 6/5 ] 
f(z) = -13/24*z^3 + 71/75*z + 1
*
-2 | 0.072149959742982264827466931806220203967 | 0.016816371470853595345215766470822597242
f(z) = -13/31*z^3 + 73/62*z + 1
*
-2 | 0.052963978063951054077526581285417884335 | 0.012425042365769403100111919542896712186
f(z) = -13/33*z^3 + 71/66*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = -13/35*z^3 + 69/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = -13/37*z^3 + 67/74*z + 1
*
-2 | 0.066444878376786774847910344883797912400 | 0.015917276975226102551707324515922472997
f(z) = -12/31*z^3 + 65/62*z + 1
*
-2 | 0.068692236449639122913970108915515760203 | 0.016168603831718980414783910551373971324
f(z) = -12/35*z^3 + 61/70*z + 1
*
0 | 0.12317359195180108467098216388893760512 | 0.028708718411479085587075561068653776693
f(z) = -11/20*z^3 + 73/60*z + 1
*
[ 6/5 ] 
f(z) = -11/24*z^3 + 62/75*z + 1
*
[ 3/2 ] 
f(z) = -10/33*z^3 + 67/66*z + 1
*
[ 3/2 ] 
f(z) = -10/39*z^3 + 71/78*z + 1
*
0 | 0.070495256509120564478091768974834959668 | 0.016765852558166674672305207007256409540
f(z) = -9/20*z^3 + 67/60*z + 1
*
[ 3/2 ] 
f(z) = -8/23*z^3 + 77/69*z + 1
*
[ 3/2 ] 
f(z) = -8/25*z^3 + 79/75*z + 1
*
[ 10/7 ] 
f(z) = -7/20*z^3 + 71/70*z + 1
*
[ 10/7 ] 
f(z) = -7/25*z^3 + 61/70*z + 1
*
-8/3 | 0.11132949214775884853496029440294780514 | 0.019659238756525147963161732225441222757
f(z) = -7/32*z^3 + 67/72*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.027612727587944536934061990623839781292
f(z) = -6/25*z^3 + 68/75*z + 1
*
[ 2 ] 
f(z) = -6/31*z^3 + 79/62*z + 1
*
3 | 0.065840431055824343062508181752259061781 | 0.015345776357741629093281040899598347009
f(z) = -6/35*z^3 + 73/70*z + 1
*
[ 2 ] 
f(z) = -5/31*z^3 + 71/62*z + 1
*
[ 2 ] 
f(z) = -5/33*z^3 + 73/66*z + 1
*
[ 2 ] 
f(z) = -5/37*z^3 + 77/74*z + 1
*
[ 2 ] 
f(z) = -5/39*z^3 + 79/78*z + 1
*
[ 2 ] 
f(z) = -4/31*z^3 + 63/62*z + 1
*
[ 2 ] 
f(z) = -4/33*z^3 + 65/66*z + 1
*
[ 2 ] 
f(z) = -4/35*z^3 + 67/70*z + 1
*
[ 2 ] 
f(z) = -4/37*z^3 + 69/74*z + 1
*
[ 2 ] 
f(z) = -4/39*z^3 + 71/78*z + 1
*
[ 2 ] 
f(z) = -3/37*z^3 + 61/74*z + 1
*
[ 9/4 ] 
f(z) = -2/27*z^3 + 67/72*z + 1
*
[ 5/2 ] 
f(z) = -2/35*z^3 + 67/70*z + 1
*
-3 | 0.065840431055824343062508181752259061781 | 0.015445783627909573375677984780061894944
f(z) = -2/35*z^3 + 71/70*z + 1
*
5 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = -2/39*z^3 + 61/78*z + 1
*
[ 3 ] 
f(z) = -1/20*z^3 + 67/60*z + 1
*
[ 3 ] 
f(z) = -1/22*z^3 + 71/66*z + 1
*
[ 3 ] 
f(z) = -1/23*z^3 + 73/69*z + 1
*
[ 3 ] 
f(z) = -1/25*z^3 + 77/75*z + 1
*
[ 3 ] 
f(z) = -1/26*z^3 + 79/78*z + 1
*
[ 4 ] 
f(z) = -1/30*z^3 + 77/60*z + 1
*
-7/8 | 0.10810860477178687380004035379228640197 | 0.024399249546947902144597164050574178227
f(z) = -16/21*z^3 + 61/84*z + 1
*
0 | 0.097280759873451801137616043775748962597 | 0.021955491343909190523008015449237972991
f(z) = -15/28*z^3 + 73/84*z + 1
*
[ 5/4 ] 
f(z) = -11/25*z^3 + 71/80*z + 1
*
[ 5/4 ] 
f(z) = -9/25*z^3 + 61/80*z + 1
*
-4/7 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = -7/24*z^3 + 71/84*z + 1
*
[ 3/2 ] 
f(z) = -5/21*z^3 + 73/84*z + 1
*
[ 3/2 ] 
f(z) = -5/24*z^3 + 77/96*z + 1
*
-16/5 | 0.15113144982044626904549024284781490362 | 0.029778576128132714260000053032746489041
f(z) = -5/32*z^3 + 73/80*z + 1
*
0 | 0.052679912662737355238070375433822529788 | 0.011889435978596475475099392322494166448
f(z) = -4/21*z^3 + 79/84*z + 1
*
[ 15/8 ] 
f(z) = -4/27*z^3 + 79/80*z + 1
*
-4/3 | 0.087380642344107825699482701448584308231 | 0.019721113806131404378863650191329144015
f(z) = -3/28*z^3 + 79/84*z + 1
*
0 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070
f(z) = -3/32*z^3 + 73/96*z + 1
*
-4 | 0.12949955089072559440144651418691049634 | 0.029227015417232345331666927336754493714
f(z) = -2/21*z^3 + 65/84*z + 1
*
0 | 0.11952846044117465713559908350114296655 | 0.026976619857624929568109345379169871638
f(z) = -2/21*z^3 + 71/84*z + 1
*
[ 5/2 ] 
f(z) = -1/20*z^3 + 73/80*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -20/21*z^3 + 79/105*z + 1
*
2 | 0.14262044086349388962340338514336125145 | 0.023649126875063488405733548910790196967
f(z) = -13/32*z^3 + 77/104*z + 1
*
-10/11 | 0.12988715782756139365414919941820912015 | 0.024081595681444920738034610737431245920
f(z) = -11/20*z^3 + 61/110*z + 1
*
-7/5 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -10/21*z^3 + 68/105*z + 1
*
[ 7/6 ] 
f(z) = -9/28*z^3 + 65/112*z + 1
*
3/4 | 0.23505402415091976509398563428024029535 | 0.029329196062620343793364388653449346281
f(z) = -7/27*z^3 + 75/112*z + 1
*
-16/7 | 0.15320843893539202787576551081211732393 | 0.028310875742302884927840331749113423230
f(z) = -7/32*z^3 + 65/112*z + 1
*
13/5 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = -5/21*z^3 + 64/105*z + 1
*
0 | 0.090748894423154390166465736801338393608 | 0.019499283963620961494107599464401811325
f(z) = -5/21*z^3 + 67/105*z + 1
*
[ 4/3 ] 
f(z) = -5/24*z^3 + 67/108*z + 1
*
[ 3/2 ] 
f(z) = -4/35*z^3 + 62/105*z + 1
*
[ 3/2 ] 
f(z) = -4/37*z^3 + 64/111*z + 1
*
[ 5/3 ] 
f(z) = -3/35*z^3 + 67/105*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = -3/35*z^3 + 79/105*z + 1
*
-3/2 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -13/33*z^3 + 73/132*z + 1
*
-12/11 | 0.14001613320500331733257797859345993310 | 0.025110726553439491134346510175412406191
f(z) = -11/24*z^3 + 61/132*z + 1
*
[ 12/11 ] 
f(z) = -11/32*z^3 + 65/132*z + 1
*
0 | 0.090523540014547549117221239000670285878 | 0.018908343842269201883359912301691970573
f(z) = -5/24*z^3 + 73/120*z + 1
*
11/4 | 0.13328786871097650017539309410604124034 | 0.027297414645150148245141720551225123762
f(z) = -4/33*z^3 + 73/132*z + 1
*
[ 4/3 ] 
f(z) = -3/22*z^3 + 65/132*z + 1
*
[ 3/2 ] 
f(z) = -2/23*z^3 + 73/138*z + 1
*
14/3 | 0.15972968489432256522728631139046677631 | 0.028887192939155778252263328812603814901
f(z) = -1/28*z^3 + 71/126*z + 1
*
[ 6/7 ] 
f(z) = -19/24*z^3 + 61/147*z + 1
*
-12/13 | 0.20371293629328266488146420386173998383 | 0.028574054441573254267346969964924262233
f(z) = -13/32*z^3 + 67/156*z + 1
*
-14/11 | 0.14858005986207322312662661109693090293 | 0.025929750875118125423416107748738184285
f(z) = -11/28*z^3 + 65/154*z + 1
*
-16/9 | 0.15023872434178400081869745055977280465 | 0.026530067597818967316794967326318523017
f(z) = -9/32*z^3 + 65/144*z + 1
*
[ 7/6 ] 
f(z) = -9/35*z^3 + 69/140*z + 1
*
0 | 0.11867480077238263019947191292629914194 | 0.024015254569900572291850313662153523751
f(z) = -7/20*z^3 + 69/140*z + 1
*
-11/7 | 0.14522884722725895517698045777152598351 | 0.028832680926492648704423747029155870330
f(z) = -7/22*z^3 + 65/154*z + 1
*
0 | 0.14522819508790523581273361077240335449 | 0.028832551455480075175493633995019202912
f(z) = -7/22*z^3 + 71/154*z + 1
*
[ 6/5 ] 
f(z) = -7/36*z^3 + 67/150*z + 1
*
[ 4/3 ] 
f(z) = -3/26*z^3 + 71/156*z + 1
*
[ 3/2 ] 
f(z) = -2/25*z^3 + 77/150*z + 1
*
[ 3/2 ] 
f(z) = -1/39*z^3 + 61/156*z + 1
*
-10/11 | 0.14252245628419272632435478905170433858 | 0.019835042423623738472159409121490028597
f(z) = -11/24*z^3 + 79/165*z + 1
*
-16/11 | 0.15599847056343559107920125670422812374 | 0.026604413867746988457745468471342514852
f(z) = -11/32*z^3 + 73/176*z + 1
*
-7/8 | 0.10813649927930011139692002013231841383 | 0.021104070932968146543755228068698460105
f(z) = -8/21*z^3 + 73/168*z + 1
*
0 | 0.12949955089072559440144651418691049634 | 0.025273314061393386104465816761838901135
f(z) = -7/24*z^3 + 73/168*z + 1
*
-7/6 | 0.14374734753589029148066303327969858567 | 0.027423556902479522907378352891953532914
f(z) = -8/21*z^3 + 71/189*z + 1
*
[ 7/6 ] 
f(z) = -4/21*z^3 + 76/189*z + 1
*
0 | 0.14989998243701654612932062912939706920 | 0.028033844761095189817272048056215496128
f(z) = -18/35*z^3 + 73/210*z + 1
*
-8/5 | 0.14916842724153593617981319042544128180 | 0.022315196950650205956896908825742365737
f(z) = -9/32*z^3 + 69/200*z + 1
*
-5/6 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = -6/35*z^3 + 67/210*z + 1
*
[ 5/6 ] 
f(z) = -18/23*z^3 + 79/230*z + 1
*
[ 4/3 ] 
f(z) = -1/28*z^3 + 79/252*z + 1
*
0 | 0.15306586790606170969659050726641796834 | 0.027526457737179934282604344418366916742
f(z) = -13/20*z^3 + 69/260*z + 1
*
0 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -11/24*z^3 + 73/264*z + 1
*
-5/3 | 0.14253600810162232822249352489414186475 | 0.025460033049585233475671317924083897501
f(z) = -7/30*z^3 + 67/270*z + 1
*
[ 10/9 ] 
f(z) = -3/20*z^3 + 77/270*z + 1
*
[ 10/9 ] 
f(z) = -3/25*z^3 + 67/270*z + 1
*
[ 6/7 ] 
f(z) = -19/36*z^3 + 65/294*z + 1
*
[ 5/6 ] 
f(z) = -18/29*z^3 + 67/290*z + 1
*
[ 6/7 ] 
f(z) = -16/27*z^3 + 79/294*z + 1
*
[ 11/13 ] 
f(z) = -13/22*z^3 + 69/286*z + 1
*
-21/20 | 0.25600127955225101114814108813930788049 | 0.028665545517540924433246560317827433222
f(z) = -10/27*z^3 + 61/280*z + 1
*
-3/5 | 0.10470944832378612863120192671080267340 | 0.015661326065972028744888114169417941392
f(z) = -20/27*z^3 + 89/15*z + 1
*
-6 | 0.18507738743384617916445078357784857769 | 0.028480971305433059967995604174105199865
f(z) = -19/24*z^3 + 83/3*z + 1
*
[ 6 ] 
f(z) = -19/24*z^3 + 88/3*z + 1
*
[ -6 ] 
f(z) = -19/24*z^3 + 89/3*z + 1
*
[ 5 ] 
f(z) = -19/25*z^3 + 99/5*z + 1
*
[ 10/3 ] 
f(z) = -18/25*z^3 + 87/10*z + 1
*
[ -10/3 ] 
f(z) = -18/25*z^3 + 93/10*z + 1
*
[ 5 ] 
f(z) = -18/25*z^3 + 94/5*z + 1
*
[ -5 ] 
f(z) = -18/25*z^3 + 96/5*z + 1
*
[ -6 ] 
f(z) = -17/24*z^3 + 80/3*z + 1
*
[ 5 ] 
f(z) = -17/25*z^3 + 89/5*z + 1
*
[ -5 ] 
f(z) = -17/25*z^3 + 91/5*z + 1
*
[ 5 ] 
f(z) = -16/25*z^3 + 84/5*z + 1
*
[ -5 ] 
f(z) = -16/25*z^3 + 86/5*z + 1
*
3 | 0.17285332065950174821404475603834604543 | 0.021905242529841129824833827625800474108
f(z) = -16/27*z^3 + 99/16*z + 1
*
24/7 | 0.19047980507782370704048591631356364432 | 0.024690572706985330736164709639531217903
f(z) = -14/27*z^3 + 83/14*z + 1
*
-3 | 0.12938084790263245714104479394305843846 | 0.016669041324902283412736082072911153682
f(z) = -14/27*z^3 + 87/14*z + 1
*
-4 | 0.13818223908112146999198506559843960755 | 0.026335354513482211158899321619219582197
f(z) = -13/24*z^3 + 95/12*z + 1
*
[ 6 ] 
f(z) = -13/36*z^3 + 83/6*z + 1
*
[ -6 ] 
f(z) = -13/36*z^3 + 85/6*z + 1
*
[ 4 ] 
f(z) = -11/24*z^3 + 97/12*z + 1
*
[ -6 ] 
f(z) = -11/27*z^3 + 95/6*z + 1
*
[ 6 ] 
f(z) = -10/27*z^3 + 85/6*z + 1
*
-2/3 | 0.082037742998738227910835789224747567817 | 0.014074199414537109734649864802533853125
f(z) = -9/32*z^3 + 85/8*z + 1
*
[ -15/2 ] 
f(z) = -8/27*z^3 + 89/5*z + 1
*
3/4 | 0.16612823318520303998286674765295196289 | 0.021221125849847240052342658248240131034
f(z) = -7/27*z^3 + 93/16*z + 1
*
-6/5 | 0.16598865400706046984161146943469078842 | 0.025145109475296252207678618375835743129
f(z) = -5/24*z^3 + 92/15*z + 1
*
-21/4 | 0.15396977808302360896217210322283688217 | 0.019837005517102770128426319684510167340
f(z) = -5/27*z^3 + 87/16*z + 1
*
[ 8 ] 
f(z) = -5/32*z^3 + 87/8*z + 1
*
[ -8 ] 
f(z) = -5/32*z^3 + 89/8*z + 1
*
[ 12 ] 
f(z) = -4/27*z^3 + 89/4*z + 1
*
[ 10 ] 
f(z) = -2/25*z^3 + 89/10*z + 1
*
[ -10 ] 
f(z) = -2/25*z^3 + 91/10*z + 1
*
[ 15 ] 
f(z) = -2/27*z^3 + 88/5*z + 1
*
[ 12 ] 
f(z) = -1/24*z^3 + 83/12*z + 1
*
[ -12 ] 
f(z) = -1/24*z^3 + 85/12*z + 1
*
-14 | 0.15055409913718425891108675059417447963 | 0.029314643279430331977607828733584013177
f(z) = -1/28*z^3 + 85/14*z + 1
*
[ -3/2 ] 
f(z) = -20/21*z^3 + 80/21*z + 1
*
[ -1/2 ] 
f(z) = -20/27*z^3 + 86/27*z + 1
*
[ 12/5 ] 
f(z) = -20/27*z^3 + 97/20*z + 1
*
[ -1/2 ] 
f(z) = -20/29*z^3 + 92/29*z + 1
*
[ -1 ] 
f(z) = -20/31*z^3 + 82/31*z + 1
*
[ -1/2 ] 
f(z) = -20/31*z^3 + 98/31*z + 1
*
[ -1 ] 
f(z) = -20/33*z^3 + 86/33*z + 1
*
[ -1 ] 
f(z) = -20/37*z^3 + 94/37*z + 1
*
[ -1 ] 
f(z) = -20/39*z^3 + 98/39*z + 1
*
[ 2 ] 
f(z) = -19/22*z^3 + 87/22*z + 1
*
[ 2 ] 
f(z) = -19/26*z^3 + 89/26*z + 1
*
[ -1 ] 
f(z) = -19/31*z^3 + 81/31*z + 1
*
[ -1 ] 
f(z) = -19/32*z^3 + 83/32*z + 1
*
[ -1 ] 
f(z) = -19/33*z^3 + 85/33*z + 1
*
[ -1 ] 
f(z) = -19/34*z^3 + 87/34*z + 1
*
[ 2 ] 
f(z) = -19/34*z^3 + 93/34*z + 1
*
[ -1 ] 
f(z) = -19/35*z^3 + 89/35*z + 1
*
[ -1 ] 
f(z) = -19/37*z^3 + 93/37*z + 1
*
[ -1 ] 
f(z) = -19/39*z^3 + 97/39*z + 1
*
[ -1/3 ] 
f(z) = -18/23*z^3 + 94/23*z + 1
*
[ -1 ] 
f(z) = -18/31*z^3 + 80/31*z + 1
*
7/3 | 0.12177990168584270192870976798643918625 | 0.027559242908869436451919579757892922158
f(z) = -18/35*z^3 + 83/35*z + 1
*
[ -1 ] 
f(z) = -18/35*z^3 + 88/35*z + 1
*
[ -1 ] 
f(z) = -18/37*z^3 + 92/37*z + 1
*
[ 5/2 ] 
f(z) = -17/25*z^3 + 97/20*z + 1
*
[ 2 ] 
f(z) = -17/26*z^3 + 81/26*z + 1
*
[ -1 ] 
f(z) = -17/32*z^3 + 81/32*z + 1
*
[ -4/3 ] 
f(z) = -17/32*z^3 + 97/36*z + 1
*
[ -1 ] 
f(z) = -17/33*z^3 + 83/33*z + 1
*
[ -1 ] 
f(z) = -17/35*z^3 + 87/35*z + 1
*
[ -1 ] 
f(z) = -17/37*z^3 + 91/37*z + 1
*
[ 2 ] 
f(z) = -17/38*z^3 + 87/38*z + 1
*
[ -1 ] 
f(z) = -17/38*z^3 + 93/38*z + 1
*
[ -1 ] 
f(z) = -17/39*z^3 + 95/39*z + 1
*
[ -7/4 ] 
f(z) = -16/21*z^3 + 82/21*z + 1
*
-7/4 | 0.11260335607358297814876176067208404472 | 0.025345981390972234892983175941974499165
f(z) = -16/21*z^3 + 85/21*z + 1
*
-7/4 | 0.11637952841523542995504542853179245862 | 0.025993025148097647025536891924237200165
f(z) = -16/21*z^3 + 88/21*z + 1
*
[ -1/2 ] 
f(z) = -16/27*z^3 + 85/27*z + 1
*
[ -9/8 ] 
f(z) = -16/27*z^3 + 95/36*z + 1
*
[ -1/2 ] 
f(z) = -16/29*z^3 + 91/29*z + 1
*
[ -1/2 ] 
f(z) = -16/31*z^3 + 97/31*z + 1
*
[ -1 ] 
f(z) = -16/33*z^3 + 82/33*z + 1
*
[ -3/4 ] 
f(z) = -16/33*z^3 + 86/33*z + 1
*
[ -5/4 ] 
f(z) = -16/35*z^3 + 88/35*z + 1
*
[ -1 ] 
f(z) = -16/37*z^3 + 90/37*z + 1
*
[ -1 ] 
f(z) = -16/39*z^3 + 94/39*z + 1
*
[ -2 ] 
f(z) = -15/22*z^3 + 93/22*z + 1
*
[ -2 ] 
f(z) = -15/26*z^3 + 99/26*z + 1
*
[ 8/3 ] 
f(z) = -15/32*z^3 + 95/24*z + 1
*
[ -1 ] 
f(z) = -15/34*z^3 + 83/34*z + 1
*
[ -1 ] 
f(z) = -15/37*z^3 + 89/37*z + 1
*
[ -1 ] 
f(z) = -15/38*z^3 + 91/38*z + 1
*
[ -5/7 ] 
f(z) = -14/25*z^3 + 94/35*z + 1
*
15/7 | 0.22605909347722420564599464822646925765 | 0.029395407774096071790533728512719873866
f(z) = -14/27*z^3 + 81/35*z + 1
*
[ -12/7 ] 
f(z) = -14/27*z^3 + 87/28*z + 1
*
[ -1 ] 
f(z) = -14/33*z^3 + 80/33*z + 1
*
[ -1 ] 
f(z) = -14/37*z^3 + 88/37*z + 1
*
[ -1 ] 
f(z) = -14/39*z^3 + 92/39*z + 1
*
[ -2 ] 
f(z) = -13/22*z^3 + 85/22*z + 1
*
-2 | 0.18086073344949861465283678843927482885 | 0.027832083816808500932082461156581291276
f(z) = -13/24*z^3 + 83/39*z + 1
*
[ -5/2 ] 
f(z) = -13/25*z^3 + 93/20*z + 1
*
[ -6/13 ] 
f(z) = -13/27*z^3 + 85/26*z + 1
*
[ -4/3 ] 
f(z) = -13/32*z^3 + 89/36*z + 1
*
[ -1 ] 
f(z) = -13/34*z^3 + 81/34*z + 1
*
[ -1 ] 
f(z) = -13/35*z^3 + 83/35*z + 1
*
[ -1 ] 
f(z) = -13/37*z^3 + 87/37*z + 1
*
[ -1 ] 
f(z) = -13/38*z^3 + 89/38*z + 1
*
[ -1/2 ] 
f(z) = -12/29*z^3 + 90/29*z + 1
*
[ -1/2 ] 
f(z) = -12/31*z^3 + 96/31*z + 1
*
[ -1 ] 
f(z) = -12/35*z^3 + 82/35*z + 1
*
-5/2 | 0.093417147705300459710547026215123962956 | 0.020811921485828700435508441629151533285
f(z) = -12/35*z^3 + 89/35*z + 1
*
[ 5/2 ] 
f(z) = -12/35*z^3 + 96/35*z + 1
*
[ -1 ] 
f(z) = -12/37*z^3 + 86/37*z + 1
*
0 | 0.13317905722140213436824568984100910049 | 0.029524097797547898891800563083852033061
f(z) = -11/20*z^3 + 91/20*z + 1
*
3 | 0.093073515342409275894394260509407313005 | 0.020633210856588580263782532589956401479
f(z) = -11/24*z^3 + 91/24*z + 1
*
[ -5/2 ] 
f(z) = -11/25*z^3 + 83/20*z + 1
*
[ -2 ] 
f(z) = -11/26*z^3 + 83/26*z + 1
*
-24/11 | 0.081952891194410395112690899242010285835 | 0.010622983458831910245537232103924922879
f(z) = -11/27*z^3 + 83/22*z + 1
*
[ -4/3 ] 
f(z) = -11/32*z^3 + 85/36*z + 1
*
[ -2 ] 
f(z) = -11/34*z^3 + 95/34*z + 1
*
[ -1 ] 
f(z) = -11/35*z^3 + 81/35*z + 1
*
[ -1 ] 
f(z) = -11/37*z^3 + 85/37*z + 1
*
[ -1 ] 
f(z) = -11/38*z^3 + 87/38*z + 1
*
[ -1 ] 
f(z) = -11/39*z^3 + 89/39*z + 1
*
12/5 | 0.18674198513307146625746222941632660427 | 0.027930880796280212107941043608123533224
f(z) = -10/27*z^3 + 89/30*z + 1
*
[ -1 ] 
f(z) = -10/37*z^3 + 84/37*z + 1
*
[ -1 ] 
f(z) = -10/39*z^3 + 88/39*z + 1
*
[ -1/3 ] 
f(z) = -9/20*z^3 + 81/20*z + 1
*
[ -1/3 ] 
f(z) = -9/22*z^3 + 89/22*z + 1
*
[ -1/3 ] 
f(z) = -9/23*z^3 + 93/23*z + 1
*
-10/3 | 0.11626371831818222451321232716343977306 | 0.019364741045039900257076524628601627507
f(z) = -9/25*z^3 + 81/20*z + 1
*
-1/3 | 0.13301431381376250433404523552688209495 | 0.029940300540007608987104425356236542217
f(z) = -9/28*z^3 + 85/28*z + 1
*
[ -7/3 ] 
f(z) = -9/28*z^3 + 89/28*z + 1
*
-1/3 | 0.11552453009332421823620535357636276135 | 0.025252858734939814801060082396629284553
f(z) = -9/32*z^3 + 97/32*z + 1
*
[ -2 ] 
f(z) = -9/34*z^3 + 87/34*z + 1
*
[ -2/3 ] 
f(z) = -9/34*z^3 + 89/34*z + 1
*
[ -5/3 ] 
f(z) = -9/35*z^3 + 81/35*z + 1
*
[ -7/3 ] 
f(z) = -9/35*z^3 + 99/35*z + 1
*
[ -1 ] 
f(z) = -9/37*z^3 + 83/37*z + 1
*
[ -1 ] 
f(z) = -9/38*z^3 + 85/38*z + 1
*
[ -2 ] 
f(z) = -9/38*z^3 + 93/38*z + 1
*
[ -2/3 ] 
f(z) = -9/38*z^3 + 99/38*z + 1
*
-7/2 | 0.11971169565571383230534939995304345954 | 0.027091200222179237899789483695915769712
f(z) = -8/21*z^3 + 83/21*z + 1
*
7/2 | 0.069598928118160105446216045844307317400 | 0.015391902326309335932971566396262482249
f(z) = -8/21*z^3 + 92/21*z + 1
*
[ -1/2 ] 
f(z) = -8/27*z^3 + 83/27*z + 1
*
[ -1/2 ] 
f(z) = -8/29*z^3 + 89/29*z + 1
*
[ -1/2 ] 
f(z) = -8/31*z^3 + 95/31*z + 1
*
[ 3 ] 
f(z) = -8/33*z^3 + 94/33*z + 1
*
7/2 | 0.10848432546780092170469101744725539661 | 0.024229654806624995613796065093464018437
f(z) = -8/35*z^3 + 88/35*z + 1
*
[ -5/2 ] 
f(z) = -8/35*z^3 + 99/35*z + 1
*
[ -1 ] 
f(z) = -8/37*z^3 + 82/37*z + 1
*
[ -3/2 ] 
f(z) = -8/39*z^3 + 83/39*z + 1
*
[ -1 ] 
f(z) = -8/39*z^3 + 86/39*z + 1
*
[ 3 ] 
f(z) = -8/39*z^3 + 98/39*z + 1
*
0 | 0.093339181661503866668657583489503925241 | 0.020900381105382790476162665933807345670
f(z) = -7/20*z^3 + 87/20*z + 1
*
[ -2/7 ] 
f(z) = -7/24*z^3 + 95/21*z + 1
*
[ -3 ] 
f(z) = -7/24*z^3 + 95/24*z + 1
*
0 | 0.11923152369865319900403505793997844506 | 0.027056755152412678133939496174003144803
f(z) = -7/25*z^3 + 82/25*z + 1
*
[ -5/7 ] 
f(z) = -7/25*z^3 + 89/35*z + 1
*
-3 | 0.18321540320747885693823058818834383523 | 0.027544677662574963749163319729971755993
f(z) = -7/27*z^3 + 86/21*z + 1
*
-6/7 | 0.10810916844302915765160277711138800683 | 0.013928461790062273964887926790551082713
f(z) = -7/27*z^3 + 87/28*z + 1
*
[ -15/7 ] 
f(z) = -7/27*z^3 + 93/35*z + 1
*
[ 3 ] 
f(z) = -7/30*z^3 + 83/30*z + 1
*
-20/7 | 0.11951396433660485307000126692611526841 | 0.017905890338078970411856762346147274258
f(z) = -7/32*z^3 + 99/28*z + 1
*
[ 3 ] 
f(z) = -7/33*z^3 + 85/33*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.029874711289261398222104651571001265037
f(z) = -7/36*z^3 + 85/36*z + 1
*
[ -1 ] 
f(z) = -7/37*z^3 + 81/37*z + 1
*
[ -1 ] 
f(z) = -7/38*z^3 + 83/38*z + 1
*
[ -2 ] 
f(z) = -7/38*z^3 + 85/38*z + 1
*
[ -1 ] 
f(z) = -7/39*z^3 + 85/39*z + 1
*
[ 3 ] 
f(z) = -7/39*z^3 + 89/39*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.027129139272554206799945192734789636969
f(z) = -6/25*z^3 + 81/25*z + 1
*
-5/3 | 0.17882812047067465070873463678254471198 | 0.029664873623627963170340904156451379075
f(z) = -6/25*z^3 + 83/30*z + 1
*
-10/3 | 0.17884805338510783199422323848048933786 | 0.029328611805885548135900289484126020638
f(z) = -6/25*z^3 + 89/30*z + 1
*
[ -1 ] 
f(z) = -6/37*z^3 + 80/37*z + 1
*
-3 | 0.10858779911201705160764612953105198115 | 0.024780269077506041449865744621549573795
f(z) = -5/21*z^3 + 80/21*z + 1
*
[ -3/10 ] 
f(z) = -5/27*z^3 + 87/20*z + 1
*
0 | 0.11887477727226121930094816831963297093 | 0.026483494647474661098272479969701158497
f(z) = -5/28*z^3 + 89/28*z + 1
*
[ -3 ] 
f(z) = -5/33*z^3 + 89/33*z + 1
*
[ -1 ] 
f(z) = -5/38*z^3 + 81/38*z + 1
*
[ -1 ] 
f(z) = -5/39*z^3 + 83/39*z + 1
*
[ -3 ] 
f(z) = -5/39*z^3 + 97/39*z + 1
*
0 | 0.11404455851580866905689179342818683570 | 0.025471516493248127794340403502823040834
f(z) = -4/21*z^3 + 88/21*z + 1
*
-5 | 0.18103561906331226592621885721469666658 | 0.029687342378355278258687247123328389965
f(z) = -4/25*z^3 + 89/20*z + 1
*
[ -1/2 ] 
f(z) = -4/27*z^3 + 82/27*z + 1
*
21/4 | 0.21651179330516963112161182074921521600 | 0.027813287649473947920029721722040777681
f(z) = -4/27*z^3 + 89/28*z + 1
*
[ -1/2 ] 
f(z) = -4/29*z^3 + 88/29*z + 1
*
[ -1/2 ] 
f(z) = -4/31*z^3 + 94/31*z + 1
*
[ -3 ] 
f(z) = -4/33*z^3 + 80/33*z + 1
*
-11/2 | 0.13321755205713957289111269960288355413 | 0.029321793641261152568391767497381694896
f(z) = -4/33*z^3 + 94/33*z + 1
*
[ -7/2 ] 
f(z) = -4/35*z^3 + 94/35*z + 1
*
-7/2 | 0.10142513058986172660409830278642101050 | 0.022072358044565694962106259665544606768
f(z) = -4/35*z^3 + 99/35*z + 1
*
[ -1 ] 
f(z) = -4/39*z^3 + 82/39*z + 1
*
[ -3 ] 
f(z) = -4/39*z^3 + 88/39*z + 1
*
[ -10/3 ] 
f(z) = -3/20*z^3 + 89/30*z + 1
*
[ 5 ] 
f(z) = -3/20*z^3 + 91/20*z + 1
*
[ -5 ] 
f(z) = -3/20*z^3 + 99/20*z + 1
*
[ -4 ] 
f(z) = -3/28*z^3 + 83/28*z + 1
*
-7 | 0.10812186031330888007094862480831122022 | 0.024673939555220322264803452602453450793
f(z) = -2/21*z^3 + 80/21*z + 1
*
7 | 0.11988989933288665399920586211261444328 | 0.026326996136856308741704528989043820742
f(z) = -2/21*z^3 + 95/21*z + 1
*
-6 | 0.18993484803776540075127994193615343836 | 0.028408435284770427075157553074542039010
f(z) = -2/27*z^3 + 89/24*z + 1
*
15/2 | 0.19917175886662616267905798100430136128 | 0.029411348826979841120864086594723456893
f(z) = -2/27*z^3 + 97/30*z + 1
*
3 | 0.13327021690479915895125758560836066651 | 0.029265221717040966506941381145241070599
f(z) = -2/33*z^3 + 95/33*z + 1
*
-7 | 0.065839778916470623698261334753136432762 | 0.014705120844062221970347519221185458919
f(z) = -2/35*z^3 + 88/35*z + 1
*
[ -5 ] 
f(z) = -2/35*z^3 + 92/35*z + 1
*
[ -1 ] 
f(z) = -2/39*z^3 + 80/39*z + 1
*
[ -6 ] 
f(z) = -1/20*z^3 + 89/30*z + 1
*
[ 8 ] 
f(z) = -1/24*z^3 + 85/24*z + 1
*
[ -8 ] 
f(z) = -1/24*z^3 + 91/24*z + 1
*
42/5 | 0.17322835747359825871569581711593494080 | 0.022489723531541888239406690103521880244
f(z) = -1/27*z^3 + 82/25*z + 1
*
10 | 0.094123665204809951274210258617998646265 | 0.020574778526358952243121394047791690755
f(z) = -1/30*z^3 + 97/30*z + 1
*
5 | 0.10920998627291802338006469928129200668 | 0.024851803361247107378720719012578483464
f(z) = -1/35*z^3 + 81/35*z + 1
*
11 | 0.10920998627291802338006469928129200668 | 0.024517618184997180241897689164715157160
f(z) = -1/35*z^3 + 86/35*z + 1
*
[ -7 ] 
f(z) = -1/35*z^3 + 89/35*z + 1
*
-9 | 0.098493885314345453032946805604003552182 | 0.022170069093416839503387882055541001076
f(z) = -1/36*z^3 + 85/36*z + 1
*
-3/8 | 0.19736511989951091979726449397138112773 | 0.029724218470177345556666343444848933235
f(z) = -20/27*z^3 + 85/48*z + 1
*
-2/3 | 0.11999527428678529972779809351024988935 | 0.026601421328557856002365442875142844385
f(z) = -18/25*z^3 + 91/50*z + 1
*
2 | 0.17023783385213558509562260414861523736 | 0.026054994747271677232377389811262600024
f(z) = -17/24*z^3 + 86/51*z + 1
*
0 | 0.075666901546134740863366766463835592913 | 0.016615930414302496818318887013492278552
f(z) = -16/21*z^3 + 95/42*z + 1
*
[ 5/3 ] 
f(z) = -16/25*z^3 + 98/45*z + 1
*
-2 | 0.063308771196762674540059941161947960467 | 0.013777392812705064972174929415345522267
f(z) = -16/29*z^3 + 99/58*z + 1
*
-2 | 0.070522194509538716697014210341684538298 | 0.015415661194974564283805708212757336848
f(z) = -15/23*z^3 + 97/46*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.015720884829596123068212847647041098559
f(z) = -15/29*z^3 + 91/58*z + 1
*
6/5 | 0.16224313378526151846502031562387995762 | 0.027723431365538443176511401868739788791
f(z) = -15/32*z^3 + 87/40*z + 1
*
-2 | 0.058952209981599901122661356662762379554 | 0.013133656889457027810107427338499506224
f(z) = -14/23*z^3 + 89/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.013347669080335946963322763090349121291
f(z) = -14/25*z^3 + 87/50*z + 1
*
[ 5/3 ] 
f(z) = -14/25*z^3 + 88/45*z + 1
*
-2 | 0.047472118128993439306015850757231842354 | 0.010685537844016209286756846823769136827
f(z) = -14/27*z^3 + 85/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.014111842417276618279553353145242992085
f(z) = -14/29*z^3 + 83/58*z + 1
*
-2 | 0.046478824701417934930983036734183106847 | 0.010518330219789042261661686208784375808
f(z) = -13/21*z^3 + 83/42*z + 1
*
0 | 0.12145982868281130712566286739739483434 | 0.027059404834359403383709173344407548016
f(z) = -13/21*z^3 + 89/42*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.015160507712567481784583255437551150242
f(z) = -13/23*z^3 + 81/46*z + 1
*
[ 5/3 ] 
f(z) = -13/25*z^3 + 83/45*z + 1
*
0 | 0.11305230495378643023296080570222559835 | 0.025447035661110494764695548209594537160
f(z) = -11/21*z^3 + 85/42*z + 1
*
-1/2 | 0.10819702225014791948044040502936022673 | 0.024104653025525566406518833257189330882
f(z) = -10/21*z^3 + 89/42*z + 1
*
[ 2 ] 
f(z) = -9/23*z^3 + 95/46*z + 1
*
[ 2 ] 
f(z) = -9/25*z^3 + 97/50*z + 1
*
-10/3 | 0.14946122386644107250226191697517798621 | 0.025073157185913005193416077561224267843
f(z) = -9/32*z^3 + 97/40*z + 1
*
[ 2 ] 
f(z) = -8/23*z^3 + 87/46*z + 1
*
[ 2 ] 
f(z) = -8/25*z^3 + 89/50*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.026429170562813023218536478677890364574
f(z) = -8/25*z^3 + 91/50*z + 1
*
[ 2 ] 
f(z) = -8/27*z^3 + 91/54*z + 1
*
[ 2 ] 
f(z) = -8/29*z^3 + 93/58*z + 1
*
[ 2 ] 
f(z) = -7/25*z^3 + 81/50*z + 1
*
[ 2 ] 
f(z) = -7/27*z^3 + 83/54*z + 1
*
[ 2 ] 
f(z) = -7/29*z^3 + 85/58*z + 1
*
[ -6/7 ] 
f(z) = -7/36*z^3 + 97/42*z + 1
*
[ -5/4 ] 
f(z) = -6/25*z^3 + 87/40*z + 1
*
0 | 0.11921792682651212884299451044099187205 | 0.026695114108713049385185600422133525569
f(z) = -6/25*z^3 + 87/50*z + 1
*
-18/5 | 0.17003594254545342147830892374469159013 | 0.025888234707145832475753206069190742655
f(z) = -5/24*z^3 + 89/45*z + 1
*
[ -9/5 ] 
f(z) = -5/27*z^3 + 97/45*z + 1
*
[ -8/5 ] 
f(z) = -5/32*z^3 + 81/40*z + 1
*
[ -3/2 ] 
f(z) = -5/36*z^3 + 95/48*z + 1
*
[ -2 ] 
f(z) = -4/21*z^3 + 95/42*z + 1
*
[ -5/3 ] 
f(z) = -4/25*z^3 + 92/45*z + 1
*
[ -2 ] 
f(z) = -3/23*z^3 + 93/46*z + 1
*
[ -2 ] 
f(z) = -3/25*z^3 + 99/50*z + 1
*
2 | 0.11666349199146734793075703045620352286 | 0.022234220843479115558008801863331089393
f(z) = -3/28*z^3 + 95/42*z + 1
*
-16/3 | 0.14119768150826160089976551824051127577 | 0.027248857490448942880691432715130618674
f(z) = -3/32*z^3 + 89/48*z + 1
*
2 | 0.13301453496935138005869232002522773951 | 0.025840636754154184637898694489794818499
f(z) = -3/34*z^3 + 86/51*z + 1
*
[ -2 ] 
f(z) = -2/23*z^3 + 85/46*z + 1
*
[ -5/3 ] 
f(z) = -2/25*z^3 + 82/45*z + 1
*
[ -2 ] 
f(z) = -2/25*z^3 + 91/50*z + 1
*
[ -6/5 ] 
f(z) = -2/27*z^3 + 97/50*z + 1
*
[ -2 ] 
f(z) = -2/27*z^3 + 97/54*z + 1
*
4 | 0.089028147141190722603124134952071612715 | 0.019549967919730083136324045628364516594
f(z) = -1/21*z^3 + 95/42*z + 1
*
[ -4 ] 
f(z) = -1/22*z^3 + 87/44*z + 1
*
[ -2 ] 
f(z) = -1/25*z^3 + 83/50*z + 1
*
[ -4 ] 
f(z) = -1/26*z^3 + 97/52*z + 1
*
[ -2 ] 
f(z) = -1/27*z^3 + 89/54*z + 1
*
[ 6 ] 
f(z) = -1/28*z^3 + 89/42*z + 1
*
[ -2 ] 
f(z) = -1/29*z^3 + 95/58*z + 1
*
-10 | 0.089559615669902588972377659565212109961 | 0.015244369639897681268336810407165271432
f(z) = -1/32*z^3 + 89/40*z + 1
*
-10 | 0.17891447352765215579563093746224243302 | 0.030014144147530537364545494543497846651
f(z) = -1/32*z^3 + 97/40*z + 1
*
[ -3/2 ] 
f(z) = -1/36*z^3 + 83/48*z + 1
*
[ 6/5 ] 
f(z) = -19/24*z^3 + 98/75*z + 1
*
13/6 | 0.093418351918895133013079230855329851507 | 0.020329905413927110634666444667532374757
f(z) = -18/35*z^3 + 99/70*z + 1
*
[ 6/5 ] 
f(z) = -17/24*z^3 + 89/75*z + 1
*
-2 | 0.075426357815644507360528977357435784983 | 0.016414448431292883023897236839732600823
f(z) = -17/37*z^3 + 99/74*z + 1
*
-2 | 0.056057801899015045404125472146092756718 | 0.012253845578973463629115696548658867362
f(z) = -17/39*z^3 + 97/78*z + 1
*
-2 | 0.064543174816336652440961523323429353785 | 0.014108689077763762656795634174080885860
f(z) = -16/31*z^3 + 97/62*z + 1
*
-2 | 0.066790833541314775967109725399950790126 | 0.014735657461508798913585097736699571372
f(z) = -16/35*z^3 + 93/70*z + 1
*
-2 | 0.067819982369573128626371958036162824567 | 0.015034824798155081093015436800520508061
f(z) = -16/37*z^3 + 91/74*z + 1
*
-2 | 0.048451100524294001239589152177380143109 | 0.010794169216069808112130604434797932275
f(z) = -16/39*z^3 + 89/78*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.029678736527204450211122627815375056469
f(z) = -15/22*z^3 + 89/66*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.016073863484384872256419740641362089123
f(z) = -15/31*z^3 + 89/62*z + 1
*
4/5 | 0.065284161377247405449881409965761333559 | 0.010046372237393131024070482852772908617
f(z) = -15/32*z^3 + 83/60*z + 1
*
-2 | 0.075426385061148788312380339873007982644 | 0.017069270371071215011024634312374189313
f(z) = -15/37*z^3 + 83/74*z + 1
*
-2 | 0.063593404708850495751242409291776293360 | 0.014471302880187888665269642850918921414
f(z) = -14/31*z^3 + 81/62*z + 1
*
[ 3/2 ] 
f(z) = -14/33*z^3 + 85/66*z + 1
*
[ 3/2 ] 
f(z) = -14/39*z^3 + 89/78*z + 1
*
-3/2 | 0.13321743766077480883673361820079730633 | 0.029678821514500311988102606407590584721
f(z) = -10/33*z^3 + 89/66*z + 1
*
[ 2 ] 
f(z) = -8/31*z^3 + 95/62*z + 1
*
[ 2 ] 
f(z) = -8/35*z^3 + 99/70*z + 1
*
-18/7 | 0.17626690989029069796913472763759885106 | 0.027125154900282763321007797801085009326
f(z) = -7/24*z^3 + 83/63*z + 1
*
[ 2 ] 
f(z) = -7/31*z^3 + 87/62*z + 1
*
[ 2 ] 
f(z) = -7/33*z^3 + 89/66*z + 1
*
[ 2 ] 
f(z) = -7/37*z^3 + 93/74*z + 1
*
[ 2 ] 
f(z) = -7/39*z^3 + 95/78*z + 1
*
[ 2 ] 
f(z) = -6/35*z^3 + 83/70*z + 1
*
-7/2 | 0.065840492611765095184479113353039254653 | 0.014392273724209090749800457012445957187
f(z) = -6/35*z^3 + 97/70*z + 1
*
[ 2 ] 
f(z) = -6/37*z^3 + 85/74*z + 1
*
-4/5 | 0.11553919169592975207068820499282851974 | 0.022601617311976117413540371667770834060
f(z) = -5/24*z^3 + 83/60*z + 1
*
[ 12/5 ] 
f(z) = -5/32*z^3 + 89/60*z + 1
*
-10/3 | 0.17123110034429733206484455181291368139 | 0.029146062853997939616075031901010041320
f(z) = -5/32*z^3 + 89/72*z + 1
*
0 | 0.090839726101641317409725083701833494212 | 0.020237711104021151523603042298551722183
f(z) = -3/20*z^3 + 89/60*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.029120547817364156258417678349506034336
f(z) = -3/22*z^3 + 97/66*z + 1
*
-5/2 | 0.17882773899360748035080028657893277354 | 0.029325280526114201157289563561451718864
f(z) = -3/25*z^3 + 89/60*z + 1
*
[ 7/2 ] 
f(z) = -2/35*z^3 + 99/70*z + 1
*
-22/3 | 0.088509831882410854809290101103913185612 | 0.015184535538469948949104793050418868450
f(z) = -1/32*z^3 + 85/72*z + 1
*
8 | 0.12142285502675500825116890658633065465 | 0.026663622648806123391519339150980960101
f(z) = -1/33*z^3 + 95/66*z + 1
*
[ 4 ] 
f(z) = -1/34*z^3 + 83/68*z + 1
*
[ 4 ] 
f(z) = -1/38*z^3 + 89/76*z + 1
*
0 | 0.12314715988705189600536733281764264490 | 0.027719294803332784860493003248888890583
f(z) = -19/28*z^3 + 85/84*z + 1
*
[ 10/9 ] 
f(z) = -18/25*z^3 + 89/90*z + 1
*
-1/8 | 0.10810756942069758455561391054328079441 | 0.024334021101197643409402566872414130650
f(z) = -16/21*z^3 + 85/84*z + 1
*
-1/2 | 0.10810881017761700779673716149723962230 | 0.023631833942214381468868295190228344403
f(z) = -13/21*z^3 + 97/84*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -13/24*z^3 + 85/96*z + 1
*
[ 5/4 ] 
f(z) = -13/25*z^3 + 81/80*z + 1
*
-1/2 | 0.10810774551294390763660371262193678292 | 0.023739716309051894962824571679634348556
f(z) = -11/21*z^3 + 95/84*z + 1
*
-18/11 | 0.18463700477442138757944196531393125051 | 0.027662792194983362374391377537828979170
f(z) = -11/24*z^3 + 83/99*z + 1
*
[ 4/3 ] 
f(z) = -9/23*z^3 + 87/92*z + 1
*
0 | 0.13054175631955252867983546896393124789 | 0.028600306296433524863549556768968267114
f(z) = -9/32*z^3 + 91/96*z + 1
*
0 | 0.10021684322530060538086350373620152792 | 0.022006928516259827490912052989903070716
f(z) = -8/21*z^3 + 95/84*z + 1
*
[ 3/2 ] 
f(z) = -8/29*z^3 + 83/87*z + 1
*
[ 3/2 ] 
f(z) = -8/31*z^3 + 85/93*z + 1
*
[ 3/2 ] 
f(z) = -7/24*z^3 + 95/96*z + 1
*
[ 12/7 ] 
f(z) = -7/32*z^3 + 89/84*z + 1
*
[ 12/7 ] 
f(z) = -7/36*z^3 + 83/84*z + 1
*
-1/2 | 0.10810845728709017873430559917004536603 | 0.024084922097073675375786916560555871348
f(z) = -5/21*z^3 + 89/84*z + 1
*
-18/5 | 0.15767495180135646096431213781839944279 | 0.029931510500159796411547249603965367431
f(z) = -5/36*z^3 + 97/90*z + 1
*
-7/4 | 0.10874103246019796205374718831899551409 | 0.023770033335695581420710289158645068978
f(z) = -4/21*z^3 + 97/84*z + 1
*
[ 7/3 ] 
f(z) = -3/28*z^3 + 97/84*z + 1
*
-1/2 | 0.11552453009332421823620535357636276135 | 0.025252858734939814801060082396629284553
f(z) = -1/24*z^3 + 97/96*z + 1
*
[ 3 ] 
f(z) = -1/28*z^3 + 83/84*z + 1
*
[ 3 ] 
f(z) = -1/29*z^3 + 85/87*z + 1
*
[ 3 ] 
f(z) = -1/31*z^3 + 89/93*z + 1
*
[ 3 ] 
f(z) = -1/32*z^3 + 91/96*z + 1
*
-7/10 | 0.10921151408923765936994959333221503822 | 0.023466361092986354957472005734245043484
f(z) = -20/21*z^3 + 94/105*z + 1
*
0 | 0.10421585162615338250815679045266144391 | 0.022171319421857529491101925076982034312
f(z) = -15/22*z^3 + 97/110*z + 1
*
-18/13 | 0.18773059893485039113484092575097179319 | 0.027439513310897669894328961042729705044
f(z) = -13/24*z^3 + 89/117*z + 1
*
-8/13 | 0.080013315221362446773530674465666463740 | 0.013267698738749314906435236664553130627
f(z) = -13/32*z^3 + 81/104*z + 1
*
-3/5 | 0.12687379495358782877577495902661008302 | 0.027261468815327038681541435603841266971
f(z) = -10/21*z^3 + 88/105*z + 1
*
0 | 0.12544963425463842156127263619094513678 | 0.026955458322800774806060158879489668852
f(z) = -10/21*z^3 + 92/105*z + 1
*
[ 4/3 ] 
f(z) = -9/25*z^3 + 89/100*z + 1
*
[ 4/3 ] 
f(z) = -9/29*z^3 + 93/116*z + 1
*
[ 3/2 ] 
f(z) = -8/35*z^3 + 89/105*z + 1
*
[ 3/2 ] 
f(z) = -8/37*z^3 + 91/111*z + 1
*
[ 4/3 ] 
f(z) = -7/24*z^3 + 83/108*z + 1
*
[ 10/7 ] 
f(z) = -7/24*z^3 + 94/105*z + 1
*
[ 5/3 ] 
f(z) = -6/35*z^3 + 92/105*z + 1
*
5/2 | 0.095645218318708187024160297385985586134 | 0.020551360802949442272270197526509438083
f(z) = -4/21*z^3 + 83/105*z + 1
*
-7/3 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = -3/35*z^3 + 94/105*z + 1
*
-13/2 | 0.077449866273482885025191896141377727104 | 0.016676000783612196627994750313153524532
f(z) = -1/26*z^3 + 81/104*z + 1
*
[ 3 ] 
f(z) = -1/34*z^3 + 95/102*z + 1
*
[ 3 ] 
f(z) = -1/35*z^3 + 97/105*z + 1
*
-3/4 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -20/33*z^3 + 89/132*z + 1
*
3/2 | 0.11965785169704528862072534874779796775 | 0.024993850251010824229447921864219209263
f(z) = -19/30*z^3 + 91/120*z + 1
*
-11/8 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -16/33*z^3 + 85/132*z + 1
*
-10/13 | 0.13091839699270875521194646858425635138 | 0.023543587941178281196800668531191965191
f(z) = -13/20*z^3 + 89/130*z + 1
*
[ 12/11 ] 
f(z) = -11/24*z^3 + 83/132*z + 1
*
[ 4/3 ] 
f(z) = -9/31*z^3 + 95/124*z + 1
*
-18/7 | 0.15975194091630221979458740578270186310 | 0.028891217951797665865284840908241870081
f(z) = -7/36*z^3 + 85/126*z + 1
*
-3/5 | 0.12078922592120312044617351840857117430 | 0.025230169034403729279294430436019593953
f(z) = -5/24*z^3 + 89/120*z + 1
*
0 | 0.11080664885621376492896910250818871356 | 0.023145031847474941396131991397128796769
f(z) = -5/24*z^3 + 97/120*z + 1
*
[ 3/2 ] 
f(z) = -5/33*z^3 + 89/132*z + 1
*
8/3 | 0.13249287697988264536923363527577037378 | 0.027674800103757480028355992477786062357
f(z) = -3/20*z^3 + 83/120*z + 1
*
[ 5/2 ] 
f(z) = -1/30*z^3 + 97/120*z + 1
*
-7/5 | 0.14256333568711496619994951058764156924 | 0.028849383159503909777351281092311766203
f(z) = -15/28*z^3 + 87/140*z + 1
*
-6/7 | 0.18264966922039053979024272848420830783 | 0.025834925191265492999605863939770265197
f(z) = -13/24*z^3 + 83/147*z + 1
*
-12/13 | 0.14104733125847965185104429873914011400 | 0.024559855992745574244511264966154939782
f(z) = -13/24*z^3 + 85/156*z + 1
*
0 | 0.13515566651957840344578927475337970048 | 0.027350353376684225730238765070121900939
f(z) = -12/35*z^3 + 83/140*z + 1
*
-7/4 | 0.10142631267970877623782818006292963140 | 0.020524818270066833305793630541619456021
f(z) = -12/35*z^3 + 87/140*z + 1
*
[ 6/5 ] 
f(z) = -11/36*z^3 + 91/150*z + 1
*
[ 4/3 ] 
f(z) = -9/35*z^3 + 99/140*z + 1
*
[ 6/5 ] 
f(z) = -8/27*z^3 + 89/150*z + 1
*
-21/10 | 0.22614937860765758688584222894914910187 | 0.027453711345927826434710413746777824994
f(z) = -5/27*z^3 + 81/140*z + 1
*
[ 7/5 ] 
f(z) = -5/28*z^3 + 89/140*z + 1
*
[ 3/2 ] 
f(z) = -5/39*z^3 + 97/156*z + 1
*
4 | 0.14698225171672198072784382293192861637 | 0.029743603269277397222770475452122367807
f(z) = -2/35*z^3 + 93/140*z + 1
*
0 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = -10/33*z^3 + 83/165*z + 1
*
[ 8/7 ] 
f(z) = -7/24*z^3 + 85/168*z + 1
*
0 | 0.10921644204905937858969865067939206866 | 0.021314834079254947377065614758401492028
f(z) = -7/24*z^3 + 97/168*z + 1
*
0 | 0.12545933202192977610411127538640095665 | 0.024720203994855598241322792991337849855
f(z) = -5/32*z^3 + 89/160*z + 1
*
[ 3/2 ] 
f(z) = -2/29*z^3 + 85/174*z + 1
*
-14/13 | 0.14961125791554955764509293124261108383 | 0.025370078731811288682679596001467563977
f(z) = -13/28*z^3 + 85/182*z + 1
*
-18/11 | 0.16254197254434578299802315167481266291 | 0.027174505360038574336618366098431610071
f(z) = -11/36*z^3 + 85/198*z + 1
*
-11/9 | 0.14225913263365092811991239751918146423 | 0.026900898121811996790754623320617846813
f(z) = -9/22*z^3 + 85/198*z + 1
*
-13/7 | 0.15450962970854596584317733908264761157 | 0.029690513290892293672069935813695933826
f(z) = -7/26*z^3 + 85/182*z + 1
*
-7/3 | 0.14641663443445725074692551989621872247 | 0.027932793019922437540792273009735995611
f(z) = -4/21*z^3 + 88/189*z + 1
*
[ 3/2 ] 
f(z) = -2/31*z^3 + 89/186*z + 1
*
[ 5/3 ] 
f(z) = -1/20*z^3 + 97/180*z + 1
*
[ 14/15 ] 
f(z) = -15/28*z^3 + 83/210*z + 1
*
-16/13 | 0.15702966861691192559766757684990830464 | 0.026038445357386970626907551549637654645
f(z) = -13/32*z^3 + 89/208*z + 1
*
-3/4 | 0.14883699951461430536979160045836417588 | 0.027835048885699803679391899036678919224
f(z) = -8/35*z^3 + 97/210*z + 1
*
[ 6/5 ] 
f(z) = -5/28*z^3 + 89/210*z + 1
*
[ 4/3 ] 
f(z) = -3/34*z^3 + 83/204*z + 1
*
[ 3/2 ] 
f(z) = -2/35*z^3 + 97/210*z + 1
*
[ 8/5 ] 
f(z) = -1/32*z^3 + 91/200*z + 1
*
[ 9/10 ] 
f(z) = -16/27*z^3 + 83/225*z + 1
*
-18/13 | 0.16357317059782211751648947182049284381 | 0.026603889412006660626035400402463622833
f(z) = -13/36*z^3 + 97/234*z + 1
*
-13/9 | 0.15153991511493793878610927883030309229 | 0.027778367562695083813442644504429937933
f(z) = -9/26*z^3 + 97/234*z + 1
*
[ 4/3 ] 
f(z) = -3/38*z^3 + 89/228*z + 1
*
[ 15/17 ] 
f(z) = -17/27*z^3 + 91/255*z + 1
*
3/2 | 0.14523530431036591845786650552674327777 | 0.026499703107936937600961068462747199444
f(z) = -9/20*z^3 + 83/240*z + 1
*
0 | 0.11804794063195877891249701816818211995 | 0.021349028762947292686216895951512326427
f(z) = -7/36*z^3 + 85/252*z + 1
*
[ 11/12 ] 
f(z) = -16/33*z^3 + 94/297*z + 1
*
0 | 0.13649680732773308426862736520055057899 | 0.024223940366994602736779451383072005005
f(z) = -16/35*z^3 + 93/280*z + 1
*
[ 5/4 ] 
f(z) = -2/35*z^3 + 81/280*z + 1
*
3/10 | 0.088948892844273669349608902950536040001 | 0.013057015112211273062119019696554187851
f(z) = -20/27*z^3 + 101/15*z + 1
*
[ -5 ] 
f(z) = -19/25*z^3 + 101/5*z + 1
*
[ 6 ] 
f(z) = -19/36*z^3 + 119/6*z + 1
*
[ 6 ] 
f(z) = -17/36*z^3 + 107/6*z + 1
*
[ -6 ] 
f(z) = -17/36*z^3 + 109/6*z + 1
*
[ 9/2 ] 
f(z) = -16/27*z^3 + 115/9*z + 1
*
[ -9/2 ] 
f(z) = -16/27*z^3 + 119/9*z + 1
*
-3/7 | 0.20476562557376858295898462111845916661 | 0.025666388130849246855484370646568754307
f(z) = -14/27*z^3 + 108/7*z + 1
*
-21/4 | 0.22500663184779965541979084526601119644 | 0.027923347015792377969832621450356544554
f(z) = -14/27*z^3 + 117/8*z + 1
*
[ -6 ] 
f(z) = -14/27*z^3 + 119/6*z + 1
*
[ 4 ] 
f(z) = -13/24*z^3 + 113/12*z + 1
*
[ -4 ] 
f(z) = -13/24*z^3 + 119/12*z + 1
*
[ 6 ] 
f(z) = -13/27*z^3 + 109/6*z + 1
*
[ -4 ] 
f(z) = -11/24*z^3 + 103/12*z + 1
*
-3/5 | 0.098778565489409290926245223854068310662 | 0.012455424657582719749696368139162413893
f(z) = -10/27*z^3 + 103/10*z + 1
*
[ 14/3 ] 
f(z) = -9/28*z^3 + 109/14*z + 1
*
[ -14/3 ] 
f(z) = -9/28*z^3 + 115/14*z + 1
*
-6/7 | 0.13859806768051337646921038549763700002 | 0.017200034984653716657767023807444265112
f(z) = -7/27*z^3 + 117/14*z + 1
*
[ 8 ] 
f(z) = -7/32*z^3 + 119/8*z + 1
*
6 | 0.16129855552863984876445714355484114909 | 0.023888047507482379095519019514074471007
f(z) = -5/24*z^3 + 107/15*z + 1
*
[ -12 ] 
f(z) = -5/27*z^3 + 111/4*z + 1
*
[ 9 ] 
f(z) = -4/27*z^3 + 116/9*z + 1
*
[ -9 ] 
f(z) = -4/27*z^3 + 118/9*z + 1
*
-28/3 | 0.13760741516760009304283427078503415239 | 0.020555103375649210190071978870537381581
f(z) = -3/32*z^3 + 101/12*z + 1
*
-18 | 0.20101864622785217550875686120090106336 | 0.029531906205486317052064906664529441204
f(z) = -1/24*z^3 + 113/9*z + 1
*
57/4 | 0.19767449137340034391507850742202506483 | 0.024584028158484336131003474158292505256
f(z) = -1/27*z^3 + 115/16*z + 1
*
[ 14 ] 
f(z) = -1/28*z^3 + 111/14*z + 1
*
[ -14 ] 
f(z) = -1/28*z^3 + 113/14*z + 1
*
14 | 0.13981122664210010577463193755728479488 | 0.025792883296735460834914019207910777029
f(z) = -1/30*z^3 + 113/15*z + 1
*
-16 | 0.16005485494106027035651486138579089220 | 0.029527501429756998180870155961938240820
f(z) = -1/32*z^3 + 113/16*z + 1
*
-3/4 | 0.10878692447568159581790289695275647187 | 0.013717422750811975179247539246176182334
f(z) = -20/27*z^3 + 103/20*z + 1
*
[ -3/2 ] 
f(z) = -20/33*z^3 + 100/33*z + 1
*
[ -1/2 ] 
f(z) = -20/33*z^3 + 104/33*z + 1
*
[ -1/2 ] 
f(z) = -20/37*z^3 + 116/37*z + 1
*
[ -3/2 ] 
f(z) = -20/39*z^3 + 110/39*z + 1
*
[ -2 ] 
f(z) = -19/22*z^3 + 109/22*z + 1
*
[ 5/2 ] 
f(z) = -19/25*z^3 + 107/20*z + 1
*
[ -2 ] 
f(z) = -19/26*z^3 + 115/26*z + 1
*
0 | 0.11101553863940414331937393021759353506 | 0.023663889659500998838413440919551667416
f(z) = -19/30*z^3 + 109/30*z + 1
*
[ -4/3 ] 
f(z) = -19/32*z^3 + 101/36*z + 1
*
[ -1/3 ] 
f(z) = -18/25*z^3 + 102/25*z + 1
*
5/2 | 0.18167755924627647997882088682401289050 | 0.029095564250046663921835323215559831377
f(z) = -18/25*z^3 + 103/30*z + 1
*
[ -1/3 ] 
f(z) = -18/29*z^3 + 118/29*z + 1
*
[ -5/3 ] 
f(z) = -18/35*z^3 + 106/35*z + 1
*
[ 7/3 ] 
f(z) = -18/35*z^3 + 118/35*z + 1
*
[ -2 ] 
f(z) = -17/22*z^3 + 101/22*z + 1
*
[ -5/2 ] 
f(z) = -17/25*z^3 + 113/20*z + 1
*
[ -2 ] 
f(z) = -17/26*z^3 + 107/26*z + 1
*
0 | 0.10538006745502313601980088252600080507 | 0.022551664353260661941194705045825407843
f(z) = -17/30*z^3 + 107/30*z + 1
*
[ -2 ] 
f(z) = -17/30*z^3 + 113/30*z + 1
*
[ -1/4 ] 
f(z) = -16/21*z^3 + 106/21*z + 1
*
[ -1/4 ] 
f(z) = -16/23*z^3 + 116/23*z + 1
*
-11/4 | 0.13321743766077480883673361820079730633 | 0.028927799034682471851859309467011669011
f(z) = -16/33*z^3 + 100/33*z + 1
*
[ -7/4 ] 
f(z) = -16/35*z^3 + 104/35*z + 1
*
-1/4 | 0.12850853597284491732884845928578991258 | 0.027556602194096700179760068813230052523
f(z) = -16/35*z^3 + 106/35*z + 1
*
[ -1/2 ] 
f(z) = -16/35*z^3 + 109/35*z + 1
*
-5/2 | 0.11874439120811689461279898806170987648 | 0.025071667182436067491845196644837290860
f(z) = -16/35*z^3 + 114/35*z + 1
*
[ -1/2 ] 
f(z) = -16/37*z^3 + 115/37*z + 1
*
[ -3/4 ] 
f(z) = -16/39*z^3 + 100/39*z + 1
*
[ -3/2 ] 
f(z) = -16/39*z^3 + 101/39*z + 1
*
[ -2 ] 
f(z) = -15/34*z^3 + 111/34*z + 1
*
[ -2 ] 
f(z) = -15/38*z^3 + 117/38*z + 1
*
[ 15/7 ] 
f(z) = -14/27*z^3 + 102/35*z + 1
*
-3 | 0.13321809484894900652080758602795656371 | 0.028683652548190458018134559768380884620
f(z) = -14/33*z^3 + 104/33*z + 1
*
-3 | 0.12810290471225868165934986547511663261 | 0.027639783261888450839043751658068440948
f(z) = -13/21*z^3 + 103/21*z + 1
*
-3 | 0.069817625308115827261859874495447734191 | 0.015128017795708899602238561810759144092
f(z) = -13/24*z^3 + 101/24*z + 1
*
0 | 0.10873824923662759029048352560941115061 | 0.023461619765207286194016459278718008777
f(z) = -13/30*z^3 + 103/30*z + 1
*
[ -2 ] 
f(z) = -13/34*z^3 + 103/34*z + 1
*
[ -2 ] 
f(z) = -13/38*z^3 + 109/38*z + 1
*
[ -1/2 ] 
f(z) = -12/35*z^3 + 108/35*z + 1
*
[ -1/2 ] 
f(z) = -12/37*z^3 + 114/37*z + 1
*
[ 3 ] 
f(z) = -11/21*z^3 + 113/21*z + 1
*
-18/11 | 0.17172561435854954824880206939291822678 | 0.025651508322336126411058921752984813207
f(z) = -11/24*z^3 + 101/33*z + 1
*
[ 3 ] 
f(z) = -11/24*z^3 + 115/24*z + 1
*
-12/11 | 0.19425042008147112419206604527153638914 | 0.028392478464966437450198330423525656931
f(z) = -11/27*z^3 + 104/33*z + 1
*
0 | 0.071300841904374184645941655435121738690 | 0.015449399781476309137684594954203782297
f(z) = -11/30*z^3 + 101/30*z + 1
*
[ 3 ] 
f(z) = -11/30*z^3 + 119/30*z + 1
*
0 | 0.11778654495445782182321554096264614117 | 0.024646055939803910472590719481479603673
f(z) = -11/36*z^3 + 119/36*z + 1
*
[ -2 ] 
f(z) = -11/38*z^3 + 101/38*z + 1
*
[ 3 ] 
f(z) = -10/21*z^3 + 104/21*z + 1
*
[ -3 ] 
f(z) = -10/21*z^3 + 118/21*z + 1
*
33/10 | 0.15058670383954948288829531162859678310 | 0.022104972921623737999635012882150227408
f(z) = -10/27*z^3 + 101/30*z + 1
*
[ -3/8 ] 
f(z) = -10/27*z^3 + 119/32*z + 1
*
[ 3 ] 
f(z) = -10/33*z^3 + 112/33*z + 1
*
[ 3 ] 
f(z) = -10/39*z^3 + 116/39*z + 1
*
[ -1/3 ] 
f(z) = -9/25*z^3 + 101/25*z + 1
*
[ -1/3 ] 
f(z) = -9/26*z^3 + 105/26*z + 1
*
3 | 0.093135016190624611973895305515537646772 | 0.019852506897521000145184105373607485350
f(z) = -9/28*z^3 + 109/28*z + 1
*
[ -1/3 ] 
f(z) = -9/28*z^3 + 113/28*z + 1
*
[ -1/3 ] 
f(z) = -9/29*z^3 + 117/29*z + 1
*
[ -4/9 ] 
f(z) = -9/32*z^3 + 119/36*z + 1
*
1/3 | 0.10810785046456081941122634719835068428 | 0.023182001154696088062552811010657678996
f(z) = -9/35*z^3 + 106/35*z + 1
*
0 | 0.11804160746899385239661452808325558936 | 0.024923281563298576325008951969724202872
f(z) = -9/35*z^3 + 114/35*z + 1
*
[ -3 ] 
f(z) = -8/21*z^3 + 100/21*z + 1
*
4 | 0.067624648229208858696589981238523599330 | 0.014471886436430126901635770129760360671
f(z) = -8/21*z^3 + 107/21*z + 1
*
15/4 | 0.18211068872360370179478690084439577875 | 0.028988054162708457437724142483057121282
f(z) = -8/25*z^3 + 107/30*z + 1
*
[ -3/10 ] 
f(z) = -8/27*z^3 + 109/25*z + 1
*
-15/4 | 0.20054454338435242009050738154357641473 | 0.029112641924217466824365654710852439141
f(z) = -8/27*z^3 + 109/30*z + 1
*
33/8 | 0.16379788900018435105480139628016340902 | 0.023654448744835665770021822549504472742
f(z) = -8/27*z^3 + 113/24*z + 1
*
[ -1/2 ] 
f(z) = -8/33*z^3 + 101/33*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.028508948728937403536065159777095952314
f(z) = -8/33*z^3 + 107/33*z + 1
*
[ -3 ] 
f(z) = -8/33*z^3 + 116/33*z + 1
*
[ -1/2 ] 
f(z) = -8/35*z^3 + 107/35*z + 1
*
-7/2 | 0.10846915110383257326405114013614994610 | 0.023166619183045555194734260238694230603
f(z) = -8/35*z^3 + 108/35*z + 1
*
0 | 0.10921019313867574114977969411984646206 | 0.023101593803324290472833431380347036924
f(z) = -8/35*z^3 + 113/35*z + 1
*
[ -1/2 ] 
f(z) = -8/37*z^3 + 113/37*z + 1
*
[ -1/2 ] 
f(z) = -8/39*z^3 + 119/39*z + 1
*
4 | 0.060201316536888750057272679053275770042 | 0.012883270213731498304909111166738731490
f(z) = -7/20*z^3 + 107/20*z + 1
*
-4 | 0.094899914030153115388570284539767120523 | 0.019927855498243871310351770953169552060
f(z) = -7/20*z^3 + 117/20*z + 1
*
-30/7 | 0.17038696160220643683967020544111761679 | 0.024935777889726023292366672235921777878
f(z) = -7/24*z^3 + 116/21*z + 1
*
-3/14 | 0.21884260612702818194872301755735922061 | 0.027594828685546145158303314975532151574
f(z) = -7/27*z^3 + 103/28*z + 1
*
[ -3 ] 
f(z) = -7/30*z^3 + 103/30*z + 1
*
0 | 0.13614528285203203342955688538196206339 | 0.029194180540263816943458705529836942216
f(z) = -7/33*z^3 + 106/33*z + 1
*
[ -3 ] 
f(z) = -7/33*z^3 + 107/33*z + 1
*
4 | 0.083387240265008002770442486632859994432 | 0.017991826593696924874664075303355976327
f(z) = -7/36*z^3 + 103/36*z + 1
*
0 | 0.089202124189050869205812447184900628045 | 0.018799452084011340995659851235544755130
f(z) = -7/36*z^3 + 115/36*z + 1
*
[ -3 ] 
f(z) = -7/39*z^3 + 115/39*z + 1
*
-5/2 | 0.18221137438577416109721091469007754738 | 0.029004081126577861246999131304522629740
f(z) = -6/25*z^3 + 107/30*z + 1
*
[ -10/3 ] 
f(z) = -6/25*z^3 + 119/30*z + 1
*
-4 | 0.12947392766163997327346353307235124327 | 0.028054289631044390474050379477744041147
f(z) = -5/21*z^3 + 101/21*z + 1
*
0 | 0.11774580235573898942434814709745306659 | 0.025049738152855611471716521974939077334
f(z) = -5/21*z^3 + 110/21*z + 1
*
6/5 | 0.097017910930308244072686093639966675901 | 0.014200610410950993559331161441409734191
f(z) = -5/27*z^3 + 103/30*z + 1
*
-6/5 | 0.21788619160134799705385250230517331800 | 0.027039699621606346613905121755956686301
f(z) = -5/27*z^3 + 117/20*z + 1
*
[ 4 ] 
f(z) = -5/28*z^3 + 101/28*z + 1
*
[ -4 ] 
f(z) = -5/28*z^3 + 115/28*z + 1
*
0 | 0.10902731118424713297614097713113963532 | 0.022894441210467335360661132025909532998
f(z) = -5/28*z^3 + 117/28*z + 1
*
-6 | 0.16655084971889580713033674718548587483 | 0.027164360997686118779899246165706046603
f(z) = -5/32*z^3 + 115/24*z + 1
*
0 | 0.13416230471366565726061879025422514653 | 0.028886953666727058939810653373041862580
f(z) = -5/33*z^3 + 104/33*z + 1
*
6/5 | 0.13640696942884605313279304561515989635 | 0.021290701515470887709400367755830183564
f(z) = -5/36*z^3 + 101/30*z + 1
*
[ 4 ] 
f(z) = -5/36*z^3 + 107/36*z + 1
*
0 | 0.098497192508306163783733684583309508971 | 0.020835437303964435719999629095973968496
f(z) = -5/36*z^3 + 113/36*z + 1
*
0 | 0.081764425950761930792983250806988275616 | 0.017428770580089809210451164685246384130
f(z) = -4/21*z^3 + 109/21*z + 1
*
0 | 0.13023111913518849951157260608096805496 | 0.028040516391345279182288516043859109402
f(z) = -4/25*z^3 + 104/25*z + 1
*
[ -1/2 ] 
f(z) = -4/33*z^3 + 100/33*z + 1
*
0 | 0.13321907344945251588191238242142002066 | 0.028743659831626803073337812099778113257
f(z) = -4/33*z^3 + 103/33*z + 1
*
11/2 | 0.13359996388550848298271388368145491148 | 0.028156348767752213346557518479547323241
f(z) = -4/33*z^3 + 115/33*z + 1
*
[ -1/2 ] 
f(z) = -4/35*z^3 + 106/35*z + 1
*
0 | 0.12289846248588187927952923939755635674 | 0.026196834166023384185380207182887424789
f(z) = -4/35*z^3 + 109/35*z + 1
*
-3/2 | 0.099099719246711964501303895045790848692 | 0.020923895045045119039177561944738569310
f(z) = -4/35*z^3 + 114/35*z + 1
*
[ -1/2 ] 
f(z) = -4/37*z^3 + 112/37*z + 1
*
[ -1/2 ] 
f(z) = -4/39*z^3 + 118/39*z + 1
*
0 | 0.082338444180962799356260447950176750089 | 0.017765535890031461927852383383609723958
f(z) = -3/20*z^3 + 103/20*z + 1
*
2/3 | 0.13130406291056702383355265831796757050 | 0.024469744654651111710388222548663520129
f(z) = -3/20*z^3 + 107/30*z + 1
*
0 | 0.11925164547072285023152625438049586605 | 0.025730014802068145963956801080245034794
f(z) = -3/25*z^3 + 103/25*z + 1
*
0 | 0.13294967045578764118565498351857653624 | 0.028019298666269484964160898264283039626
f(z) = -3/28*z^3 + 115/28*z + 1
*
[ 6 ] 
f(z) = -3/32*z^3 + 101/24*z + 1
*
[ 5 ] 
f(z) = -3/35*z^3 + 103/35*z + 1
*
-7 | 0.12040295529741115051175871427530222843 | 0.026088799817478851098994504356877233963
f(z) = -2/21*z^3 + 101/21*z + 1
*
[ 7 ] 
f(z) = -2/21*z^3 + 116/21*z + 1
*
0 | 0.13667066728885842533439753104089689692 | 0.029247950680521035399552208880670174680
f(z) = -2/35*z^3 + 107/35*z + 1
*
11 | 0.12457373047369495193603793519166348069 | 0.027050841867414341515532819743012057482
f(z) = -1/21*z^3 + 100/21*z + 1
*
0 | 0.064957014250719175519639650175560530076 | 0.013928993804750694782259893841040976907
f(z) = -1/21*z^3 + 106/21*z + 1
*
-2 | 0.12527751441996988112197622741065276219 | 0.026703948964117950151549054062112437633
f(z) = -1/21*z^3 + 109/21*z + 1
*
-10 | 0.096435066638876074415611556463734267141 | 0.020807056223520880013599124274812628975
f(z) = -1/30*z^3 + 103/30*z + 1
*
3 | 0.10975926540101219914596835312142617778 | 0.022966400755120803191585513812092020515
f(z) = -1/30*z^3 + 119/30*z + 1
*
-4 | 0.13424443076601674912804443005804540031 | 0.028292170917168410167797133899195727447
f(z) = -1/33*z^3 + 115/33*z + 1
*
11 | 0.14088886930935383477481986732012289958 | 0.029532211915000341552690569799111134958
f(z) = -1/33*z^3 + 118/33*z + 1
*
0 | 0.13809927563305811222586270323356350627 | 0.029613183070712458925781400744372607584
f(z) = -1/35*z^3 + 106/35*z + 1
*
[ 9 ] 
f(z) = -1/36*z^3 + 113/36*z + 1
*
0 | 0.11210890095490792148786653943754528516 | 0.024188879487801734115689863038800937481
f(z) = -20/21*z^3 + 103/42*z + 1
*
2 | 0.16535362195642413696600656964090912093 | 0.024292311912296456213829265101818803927
f(z) = -19/24*z^3 + 113/57*z + 1
*
[ 5/3 ] 
f(z) = -19/25*z^3 + 113/45*z + 1
*
[ -5/4 ] 
f(z) = -18/25*z^3 + 117/40*z + 1
*
-2 | 0.066341544005938814447581691432641758531 | 0.013881529552764502289620194597560780609
f(z) = -18/25*z^3 + 119/50*z + 1
*
-2 | 0.064368701385961231642282743827968100646 | 0.013565779160715839321453166571349514009
f(z) = -18/29*z^3 + 115/58*z + 1
*
-2 | 0.054107193560716061762691753697070429627 | 0.011403154375441018993214320855368620971
f(z) = -17/21*z^3 + 115/42*z + 1
*
-2 | 0.074011949025250016130765166901544408160 | 0.015655992667301326411384778548974034932
f(z) = -17/23*z^3 + 113/46*z + 1
*
[ 5/3 ] 
f(z) = -17/25*z^3 + 103/45*z + 1
*
-2 | 0.073351160200487519594868857830718614833 | 0.015575048267032633549707413741376520816
f(z) = -17/25*z^3 + 111/50*z + 1
*
-2 | 0.058655441392914179966538816997053349223 | 0.012502897432761568071527163111728626269
f(z) = -17/27*z^3 + 109/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.015175968411564190489038978933796854405
f(z) = -17/29*z^3 + 107/58*z + 1
*
-2 | 0.064838860167754777966957105995252121221 | 0.013931975197330627509057546605322868006
f(z) = -16/23*z^3 + 105/46*z + 1
*
-2 | 0.063809001756442800190279381739994133247 | 0.013767579920744498850417116551680237049
f(z) = -16/25*z^3 + 103/50*z + 1
*
[ -5/6 ] 
f(z) = -16/25*z^3 + 119/45*z + 1
*
-2 | 0.048421720539925103687746854711272614903 | 0.010491973148529287965862374705057951339
f(z) = -16/27*z^3 + 101/54*z + 1
*
[ -2/3 ] 
f(z) = -15/28*z^3 + 115/42*z + 1
*
[ -8/5 ] 
f(z) = -15/32*z^3 + 113/40*z + 1
*
0 | 0.13606705817410852681169495347108844661 | 0.029358147697452131139982001038779001616
f(z) = -14/25*z^3 + 103/50*z + 1
*
[ -5/4 ] 
f(z) = -14/25*z^3 + 107/40*z + 1
*
[ -6/7 ] 
f(z) = -14/27*z^3 + 107/42*z + 1
*
-4/13 | 0.16302359226853786149645512101275755032 | 0.023769344088970495727935411090911237440
f(z) = -13/32*z^3 + 119/52*z + 1
*
[ -3/2 ] 
f(z) = -13/36*z^3 + 119/48*z + 1
*
[ 2 ] 
f(z) = -12/23*z^3 + 119/46*z + 1
*
[ 2 ] 
f(z) = -11/21*z^3 + 109/42*z + 1
*
[ 2 ] 
f(z) = -11/23*z^3 + 111/46*z + 1
*
[ 2 ] 
f(z) = -11/25*z^3 + 113/50*z + 1
*
3/2 | 0.23071895514811633701063898568847646063 | 0.029092369874835635556090397967351576872
f(z) = -11/27*z^3 + 103/44*z + 1
*
[ 2 ] 
f(z) = -11/27*z^3 + 115/54*z + 1
*
[ 2 ] 
f(z) = -11/29*z^3 + 117/58*z + 1
*
[ -3/2 ] 
f(z) = -11/36*z^3 + 113/48*z + 1
*
[ -3/2 ] 
f(z) = -10/21*z^3 + 115/42*z + 1
*
[ 2 ] 
f(z) = -10/23*z^3 + 103/46*z + 1
*
[ 2 ] 
f(z) = -10/27*z^3 + 107/54*z + 1
*
[ 2 ] 
f(z) = -10/29*z^3 + 109/58*z + 1
*
-8/3 | 0.080436232040962021122000813198557220213 | 0.017355110135940631838549284276626625914
f(z) = -9/20*z^3 + 103/40*z + 1
*
8/3 | 0.12115598063152872150599151856794707768 | 0.025628525790069310296803689338102852797
f(z) = -9/20*z^3 + 113/40*z + 1
*
[ -4/3 ] 
f(z) = -9/22*z^3 + 109/44*z + 1
*
[ 2 ] 
f(z) = -9/29*z^3 + 101/58*z + 1
*
[ -3/4 ] 
f(z) = -8/21*z^3 + 107/42*z + 1
*
[ -7/4 ] 
f(z) = -8/21*z^3 + 115/42*z + 1
*
[ -5/8 ] 
f(z) = -8/25*z^3 + 109/40*z + 1
*
[ -5/6 ] 
f(z) = -8/25*z^3 + 109/45*z + 1
*
[ -5/3 ] 
f(z) = -8/25*z^3 + 112/45*z + 1
*
21/8 | 0.21859103570016270664118473990998703931 | 0.027631426276440770952254710377114797619
f(z) = -8/27*z^3 + 101/56*z + 1
*
[ -15/8 ] 
f(z) = -8/27*z^3 + 103/40*z + 1
*
[ -6/5 ] 
f(z) = -8/27*z^3 + 113/50*z + 1
*
[ -5/3 ] 
f(z) = -7/25*z^3 + 107/45*z + 1
*
[ -3/4 ] 
f(z) = -7/27*z^3 + 119/48*z + 1
*
[ -3/2 ] 
f(z) = -7/36*z^3 + 101/48*z + 1
*
[ -2 ] 
f(z) = -6/23*z^3 + 117/46*z + 1
*
15/4 | 0.17961878402966906918222569651468177313 | 0.028425334769283305345551136537721610151
f(z) = -6/25*z^3 + 111/40*z + 1
*
[ -2 ] 
f(z) = -5/21*z^3 + 103/42*z + 1
*
0 | 0.11504842580347850477266195515266123514 | 0.024246590402371911277018629185645751835
f(z) = -5/21*z^3 + 115/42*z + 1
*
[ -2 ] 
f(z) = -5/23*z^3 + 109/46*z + 1
*
0 | 0.066558455206844168493922338780505342628 | 0.014079330437707467613707441978668485566
f(z) = -4/21*z^3 + 113/42*z + 1
*
[ -2 ] 
f(z) = -4/23*z^3 + 101/46*z + 1
*
[ -5/6 ] 
f(z) = -4/25*z^3 + 104/45*z + 1
*
[ -2 ] 
f(z) = -4/25*z^3 + 107/50*z + 1
*
[ -2 ] 
f(z) = -4/27*z^3 + 113/54*z + 1
*
[ -2 ] 
f(z) = -4/29*z^3 + 119/58*z + 1
*
[ -2/3 ] 
f(z) = -3/28*z^3 + 107/42*z + 1
*
10/3 | 0.049598498516917287744388074696449816626 | 0.0091501112941021417537168787866829400319
f(z) = -3/28*z^3 + 113/42*z + 1
*
[ -2 ] 
f(z) = -3/29*z^3 + 111/58*z + 1
*
2 | 0.13370007934743804823626107846455938812 | 0.024665476630145818430449182265802226763
f(z) = -3/38*z^3 + 113/57*z + 1
*
[ -7/2 ] 
f(z) = -2/21*z^3 + 103/42*z + 1
*
[ -2 ] 
f(z) = -2/29*z^3 + 103/58*z + 1
*
[ -3/4 ] 
f(z) = -1/27*z^3 + 113/48*z + 1
*
[ -6 ] 
f(z) = -1/28*z^3 + 103/42*z + 1
*
10 | 0.17909055115315638414227962722535226804 | 0.029293402222303761208869968588138169678
f(z) = -1/32*z^3 + 113/40*z + 1
*
-2 | 0.052963794025068081813199684768251160565 | 0.011082323798790373097315724472027442902
f(z) = -19/33*z^3 + 119/66*z + 1
*
-2 | 0.074397989138092616228493808139058351075 | 0.015622694625758605481032804078607927659
f(z) = -19/35*z^3 + 117/70*z + 1
*
-2 | 0.075426278058899176961850780318088527552 | 0.015896176387441234617673208033733979181
f(z) = -19/37*z^3 + 115/74*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.011857803278341558432713971459944685527
f(z) = -19/39*z^3 + 113/78*z + 1
*
-2 | 0.063593887407336118755500118814767523348 | 0.013452225593934454041701756631821794055
f(z) = -18/31*z^3 + 113/62*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.014310282859142282012209482376662995140
f(z) = -18/37*z^3 + 107/74*z + 1
*
-2 | 0.072150593281507801622865718905194990856 | 0.015503052852408961428988484192973075113
f(z) = -17/31*z^3 + 105/62*z + 1
*
-2 | 0.052963874230711027074158326689226796070 | 0.011427609762128089095160970131039721102
f(z) = -17/33*z^3 + 103/66*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.016120305254107639905287233432012958621
f(z) = -17/35*z^3 + 101/70*z + 1
*
-15/8 | 0.19919554912632965399513887679582780182 | 0.028916811181935069265697151453048675541
f(z) = -16/27*z^3 + 109/60*z + 1
*
1/2 | 0.090955758087017345636018639663388052858 | 0.019240172707428123695772251900142718213
f(z) = -16/35*z^3 + 113/70*z + 1
*
-2/3 | 0.13321743766077480883673361820079730633 | 0.027874868237405879880946459565881484707
f(z) = -15/22*z^3 + 119/66*z + 1
*
-4/3 | 0.15359527187558199666367787738449916507 | 0.022747204024633056275692761400992808771
f(z) = -15/32*z^3 + 107/60*z + 1
*
[ 10/7 ] 
f(z) = -14/25*z^3 + 101/70*z + 1
*
-2/5 | 0.15772683345746232354912071011531383157 | 0.022997060268053623261460634586860329817
f(z) = -13/24*z^3 + 119/75*z + 1
*
[ 3/2 ] 
f(z) = -12/23*z^3 + 104/69*z + 1
*
[ 3/2 ] 
f(z) = -12/25*z^3 + 106/75*z + 1
*
-5/4 | 0.17882877261002837007298148378166734100 | 0.028220560292680664316437028698118550959
f(z) = -12/25*z^3 + 113/60*z + 1
*
0 | 0.12219302144472251354059625709980154818 | 0.025847894467436733090767431455250585921
f(z) = -11/20*z^3 + 113/60*z + 1
*
-2/5 | 0.15772579984104143382693951291257926412 | 0.023025240121933725788441375292632643046
f(z) = -11/24*z^3 + 118/75*z + 1
*
[ 2 ] 
f(z) = -11/31*z^3 + 119/62*z + 1
*
[ 2 ] 
f(z) = -10/31*z^3 + 111/62*z + 1
*
0 | 0.13321872667289226218887372213111920182 | 0.027875137954670836790219472085821971961
f(z) = -10/33*z^3 + 119/66*z + 1
*
[ 2 ] 
f(z) = -10/37*z^3 + 117/74*z + 1
*
0 | 0.050625626165913083470033660750635608474 | 0.010834042495319179576780436032481074885
f(z) = -9/20*z^3 + 107/60*z + 1
*
[ 2 ] 
f(z) = -9/31*z^3 + 103/62*z + 1
*
-2 | 0.17123110034429733206484455181291368139 | 0.028173935465135548236029055429617314120
f(z) = -9/32*z^3 + 109/72*z + 1
*
[ 2 ] 
f(z) = -9/35*z^3 + 107/70*z + 1
*
[ 2 ] 
f(z) = -9/37*z^3 + 109/74*z + 1
*
13/4 | 0.13321849655092787718153513464717866449 | 0.028743535358647670141794599994416031576
f(z) = -8/33*z^3 + 103/66*z + 1
*
1/2 | 0.13791089307222049826218256246412602268 | 0.029396859182971243395316731309057584048
f(z) = -8/35*z^3 + 109/70*z + 1
*
[ 2 ] 
f(z) = -8/37*z^3 + 101/74*z + 1
*
[ 2 ] 
f(z) = -8/39*z^3 + 103/78*z + 1
*
0 | 0.12538137263851575009733493560698979182 | 0.027167518633799598547596944493374448537
f(z) = -7/20*z^3 + 101/60*z + 1
*
2 | 0.14371356153188151663722123208556432800 | 0.026512800221966144628256731574252955588
f(z) = -7/20*z^3 + 113/70*z + 1
*
-2/5 | 0.15772683345746232354912071011531383157 | 0.023082994434323879716617297052334500945
f(z) = -7/24*z^3 + 116/75*z + 1
*
-5/2 | 0.12544924262745769026994371261248823362 | 0.027067222904736989483633830802597018493
f(z) = -6/35*z^3 + 103/70*z + 1
*
[ 12/5 ] 
f(z) = -5/24*z^3 + 107/60*z + 1
*
-2/5 | 0.14371303911908390109291559724051768281 | 0.026782273852280472539269540961819951026
f(z) = -5/28*z^3 + 107/70*z + 1
*
-3/5 | 0.15757773103050610530552021101286680658 | 0.027484449890582802476832680999830611491
f(z) = -5/36*z^3 + 103/60*z + 1
*
0 | 0.091511896714987116639640302214550379728 | 0.019357814553051285121878335842255603821
f(z) = -4/35*z^3 + 113/70*z + 1
*
-3 | 0.12687301630648034438993467655382145228 | 0.027490726589587831000591445727888453228
f(z) = -3/20*z^3 + 101/60*z + 1
*
0 | 0.10543948405190184478236443127282789655 | 0.022062515062412350606749771518982578537
f(z) = -3/22*z^3 + 119/66*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.025412452828597220763566365041630586644
f(z) = -3/25*z^3 + 109/75*z + 1
*
[ -2 ] 
f(z) = -3/31*z^3 + 117/62*z + 1
*
0 | 0.10815540263064963206098591112261649522 | 0.022965221159535528277952833564357987141
f(z) = -3/35*z^3 + 111/70*z + 1
*
[ 3 ] 
f(z) = -2/23*z^3 + 100/69*z + 1
*
[ 3 ] 
f(z) = -2/25*z^3 + 104/75*z + 1
*
[ -2 ] 
f(z) = -2/31*z^3 + 109/62*z + 1
*
11/2 | 0.13321648384654227394111010445630292945 | 0.028396206632035791132312052402431197202
f(z) = -2/33*z^3 + 109/66*z + 1
*
[ -2 ] 
f(z) = -2/33*z^3 + 115/66*z + 1
*
[ -3/2 ] 
f(z) = -2/33*z^3 + 119/66*z + 1
*
0 | 0.12887681402152758168287878818393242154 | 0.027806763750118576308984364358140934640
f(z) = -1/20*z^3 + 103/60*z + 1
*
[ -3 ] 
f(z) = -1/20*z^3 + 107/60*z + 1
*
0 | 0.13686985474582929005664418421339871595 | 0.028952533617838507066487479263218045015
f(z) = -1/22*z^3 + 113/66*z + 1
*
[ -3 ] 
f(z) = -1/22*z^3 + 115/66*z + 1
*
[ -3 ] 
f(z) = -1/23*z^3 + 119/69*z + 1
*
-2/5 | 0.15772579984104143382693951291257926412 | 0.023171698817487917481599472609861384268
f(z) = -1/24*z^3 + 113/75*z + 1
*
[ -4 ] 
f(z) = -1/30*z^3 + 107/60*z + 1
*
[ -2 ] 
f(z) = -1/31*z^3 + 101/62*z + 1
*
[ -8/3 ] 
f(z) = -1/32*z^3 + 115/72*z + 1
*
[ -2 ] 
f(z) = -1/33*z^3 + 107/66*z + 1
*
[ -4 ] 
f(z) = -1/34*z^3 + 117/68*z + 1
*
0 | 0.098962946367706353390224013968620651818 | 0.021178380350219335418068755888433934696
f(z) = -1/35*z^3 + 107/70*z + 1
*
[ -2 ] 
f(z) = -1/35*z^3 + 113/70*z + 1
*
8 | 0.12981470054389584068885525841164407687 | 0.027162867988451534813190757003403111864
f(z) = -1/36*z^3 + 119/72*z + 1
*
[ -2 ] 
f(z) = -1/37*z^3 + 119/74*z + 1
*
0 | 0.12522086459097284557788335294334150518 | 0.027132739900079170913802193994036397671
f(z) = -20/21*z^3 + 101/84*z + 1
*
-6/5 | 0.22064313915224212511034813670565227850 | 0.027688843709346799453615575455396616852
f(z) = -20/27*z^3 + 107/80*z + 1
*
-1/2 | 0.10810845728709017873430559917004536603 | 0.023325734376625379447534062959728943694
f(z) = -19/21*z^3 + 103/84*z + 1
*
-1/2 | 0.11552556370974510795838655077909732880 | 0.024347147774607958509617241378351345053
f(z) = -19/24*z^3 + 115/96*z + 1
*
[ 5/4 ] 
f(z) = -19/25*z^3 + 111/80*z + 1
*
-1/2 | 0.10810802975978762800217047443493096895 | 0.023424746843616626876273797036449984198
f(z) = -17/21*z^3 + 101/84*z + 1
*
-1/2 | 0.11552453009332421823620535357636276135 | 0.024437286409218510141039214732997869037
f(z) = -17/24*z^3 + 113/96*z + 1
*
[ 5/4 ] 
f(z) = -17/25*z^3 + 101/80*z + 1
*
-9/8 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094
f(z) = -16/21*z^3 + 109/84*z + 1
*
-1/2 | 0.11552590720709497273534190341960134365 | 0.024625312406421161142870691780706799897
f(z) = -13/24*z^3 + 109/96*z + 1
*
[ 3/2 ] 
f(z) = -12/29*z^3 + 110/87*z + 1
*
[ 3/2 ] 
f(z) = -12/31*z^3 + 112/93*z + 1
*
-1/2 | 0.11552576388827615615896756191461287035 | 0.024722875153542700362414398645608887433
f(z) = -11/24*z^3 + 107/96*z + 1
*
-1/2 | 0.11552556370974510795838655077909732880 | 0.024926066659589803706723679046110791290
f(z) = -7/24*z^3 + 103/96*z + 1
*
[ 12/7 ] 
f(z) = -7/24*z^3 + 107/84*z + 1
*
-3/7 | 0.15810470948359579897806451186821440540 | 0.027056303195504113148571594903484651056
f(z) = -7/36*z^3 + 115/84*z + 1
*
-1/2 | 0.11552556370974510795838655077909732880 | 0.025031971166987988064036322179646602729
f(z) = -5/24*z^3 + 101/96*z + 1
*
-5/2 | 0.13167218963545098399619681124374913326 | 0.028178260813744001001288767660017960303
f(z) = -3/20*z^3 + 107/80*z + 1
*
-3 | 0.12522189820739373530006455014607607263 | 0.026692093903701983048152784138233595504
f(z) = -3/28*z^3 + 109/84*z + 1
*
-3 | 0.13586920210569661992870989500085397810 | 0.028740862251217853811192574608257855949
f(z) = -3/32*z^3 + 113/96*z + 1
*
[ 3 ] 
f(z) = -2/29*z^3 + 112/87*z + 1
*
[ 3 ] 
f(z) = -2/31*z^3 + 116/93*z + 1
*
[ 10/3 ] 
f(z) = -1/20*z^3 + 113/90*z + 1
*
[ 10/3 ] 
f(z) = -1/25*z^3 + 103/90*z + 1
*
-3/5 | 0.065841183611477770895102754415084962161 | 0.014118589796660383030505092871377861262
f(z) = -20/21*z^3 + 106/105*z + 1
*
0 | 0.13791052517777852388734847339918012645 | 0.029572708551485243202063534040758680363
f(z) = -12/35*z^3 + 106/105*z + 1
*
[ 3/2 ] 
f(z) = -12/35*z^3 + 116/105*z + 1
*
[ 3/2 ] 
f(z) = -12/37*z^3 + 118/111*z + 1
*
[ 4/3 ] 
f(z) = -11/24*z^3 + 115/108*z + 1
*
1/5 | 0.093417295654496714324451033778845837143 | 0.019991593735586522398134575417667057756
f(z) = -10/21*z^3 + 107/105*z + 1
*
-2 | 0.13791155879419941360952967060191469391 | 0.029513505347576132358207381401417992279
f(z) = -6/35*z^3 + 107/105*z + 1
*
-14/5 | 0.14038436236132020292705455247101376751 | 0.020848950443831771631758233138201095046
f(z) = -5/24*z^3 + 104/105*z + 1
*
33/20 | 0.19377294812194207884207868921137103047 | 0.024316862496892635417954147667096968140
f(z) = -4/27*z^3 + 107/100*z + 1
*
[ 12/5 ] 
f(z) = -2/27*z^3 + 101/100*z + 1
*
21/4 | 0.22477064499985008793656893562800363085 | 0.028046072983160379836034618376511793645
f(z) = -1/27*z^3 + 109/112*z + 1
*
[ 3 ] 
f(z) = -1/37*z^3 + 101/111*z + 1
*
[ 3 ] 
f(z) = -1/38*z^3 + 103/114*z + 1
*
0 | 0.13321887360761868235052901331432931170 | 0.027283284417372800312998643615910661110
f(z) = -20/33*z^3 + 113/132*z + 1
*
-3/2 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803
f(z) = -17/30*z^3 + 113/120*z + 1
*
[ 6/5 ] 
f(z) = -15/32*z^3 + 101/120*z + 1
*
[ 3/2 ] 
f(z) = -7/33*z^3 + 107/132*z + 1
*
[ 8/5 ] 
f(z) = -5/24*z^3 + 109/120*z + 1
*
0 | 0.13691227953266366407140306372673854673 | 0.028127644688749805074968035975523755843
f(z) = -5/26*z^3 + 103/130*z + 1
*
0 | 0.095749703611817625587608741922182140224 | 0.019609581779041320359243163481684640957
f(z) = -4/33*z^3 + 115/132*z + 1
*
0 | 0.13032738638133998786000348644554874423 | 0.026691106550623066808468644181734251655
f(z) = -2/33*z^3 + 107/132*z + 1
*
5 | 0.066740989020975484968888663468912057891 | 0.013940700602063454359487107452901685853
f(z) = -1/24*z^3 + 101/120*z + 1
*
-6 | 0.16090446654030821214834906399646777651 | 0.029099652783995631246776891861271667512
f(z) = -1/28*z^3 + 113/126*z + 1
*
-6/7 | 0.18265092805652154984940621023506123561 | 0.025835103247636531181044951423820892922
f(z) = -19/24*z^3 + 110/147*z + 1
*
-18/17 | 0.19269845053845556417550846605296823635 | 0.027102913845347816536372343698304373587
f(z) = -17/24*z^3 + 113/153*z + 1
*
-3/2 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -17/39*z^3 + 101/156*z + 1
*
-13/8 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -16/39*z^3 + 109/156*z + 1
*
-7/5 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = -15/28*z^3 + 107/140*z + 1
*
[ 6/5 ] 
f(z) = -13/36*z^3 + 103/150*z + 1
*
[ 5/4 ] 
f(z) = -12/35*z^3 + 103/140*z + 1
*
[ 6/5 ] 
f(z) = -11/27*z^3 + 113/150*z + 1
*
[ 4/3 ] 
f(z) = -9/37*z^3 + 101/148*z + 1
*
[ 3/2 ] 
f(z) = -7/39*z^3 + 115/156*z + 1
*
0 | 0.14361544024411552231876602172393878133 | 0.029062289004772459172224913081607864576
f(z) = -5/28*z^3 + 109/140*z + 1
*
[ 9/4 ] 
f(z) = -1/27*z^3 + 107/144*z + 1
*
-11/10 | 0.13432027092531009221098641231028920502 | 0.026306640290598113492526238128983547622
f(z) = -20/33*z^3 + 106/165*z + 1
*
[ 18/19 ] 
f(z) = -19/24*z^3 + 112/171*z + 1
*
0 | 0.13872384432471992186005943916867763471 | 0.027073540111200355334421969871999177630
f(z) = -16/21*z^3 + 107/168*z + 1
*
-3/4 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884
f(z) = -10/21*z^3 + 101/168*z + 1
*
[ 14/13 ] 
f(z) = -13/28*z^3 + 111/182*z + 1
*
17/9 | 0.10842823517710615993217673248227902696 | 0.020879864456897747559458321719746657337
f(z) = -9/20*z^3 + 109/180*z + 1
*
[ 12/7 ] 
f(z) = -1/27*z^3 + 103/196*z + 1
*
6/5 | 0.11997526708272293766280084392287334726 | 0.022437414320453135831374692691031053560
f(z) = -20/21*z^3 + 113/210*z + 1
*
3/2 | 0.15147429199204717771326501468129689997 | 0.028328267408477295588317268871955441023
f(z) = -18/35*z^3 + 103/210*z + 1
*
6/17 | 0.17774671762753628932375015863791017121 | 0.023651173401836131401812378394104194290
f(z) = -17/27*z^3 + 101/204*z + 1
*
-14/15 | 0.14371303911908390109291559724051768281 | 0.023792546173717725515322610118274218800
f(z) = -15/28*z^3 + 113/210*z + 1
*
-8/9 | 0.19157577235666973375734909323740489814 | 0.028333019388705691475929502921268266650
f(z) = -15/32*z^3 + 107/216*z + 1
*
0 | 0.12709815981593872017289465072883288779 | 0.023769516338655870765485460530282714739
f(z) = -12/35*z^3 + 107/210*z + 1
*
[ 6/5 ] 
f(z) = -5/21*z^3 + 107/210*z + 1
*
-10/3 | 0.12131630250080379024335806764466496565 | 0.020084633562604746240535976416920771638
f(z) = -3/28*z^3 + 103/210*z + 1
*
[ 3/2 ] 
f(z) = -2/37*z^3 + 101/222*z + 1
*
4/3 | 0.085383922676047484397905589620990330253 | 0.015441724873349519890778832587188149452
f(z) = -19/28*z^3 + 115/252*z + 1
*
[ 15/17 ] 
f(z) = -17/25*z^3 + 101/255*z + 1
*
[ 15/16 ] 
f(z) = -16/25*z^3 + 119/240*z + 1
*
[ 15/16 ] 
f(z) = -16/27*z^3 + 109/240*z + 1
*
-16/15 | 0.15113248343686715876767144005054947107 | 0.024479708382081602787316013652969765259
f(z) = -15/32*z^3 + 113/240*z + 1
*
[ 3/2 ] 
f(z) = -1/20*z^3 + 107/240*z + 1
*
[ 16/17 ] 
f(z) = -17/32*z^3 + 111/272*z + 1
*
[ 10/9 ] 
f(z) = -6/25*z^3 + 107/270*z + 1
*
[ 3/2 ] 
f(z) = -1/22*z^3 + 115/264*z + 1
*
[ 3/2 ] 
f(z) = -1/23*z^3 + 119/276*z + 1
*
[ 6/7 ] 
f(z) = -19/27*z^3 + 103/294*z + 1
*
-21/20 | 0.25738595029429232710194874828628307128 | 0.028820592954226455236861458558268413887
f(z) = -10/27*z^3 + 101/280*z + 1
*
3 | 0.23542693604228682858954938097113504839 | 0.028680900604227461365667659292543776096
f(z) = -19/27*z^3 + 136/19*z + 1
*
[ -6 ] 
f(z) = -19/36*z^3 + 121/6*z + 1
*
-4 | 0.15593297454395659194424414687253101740 | 0.028160296457579665975171042429554792136
f(z) = -17/24*z^3 + 127/12*z + 1
*
-3 | 0.18112654570236532479203395690250824935 | 0.022361694204814965751844991501953904154
f(z) = -17/27*z^3 + 122/17*z + 1
*
[ 21/4 ] 
f(z) = -16/27*z^3 + 120/7*z + 1
*
[ 6 ] 
f(z) = -16/27*z^3 + 133/6*z + 1
*
[ 15/4 ] 
f(z) = -16/27*z^3 + 136/15*z + 1
*
6 | 0.23396060580197811313853078147986584864 | 0.028686938102167635230202094408249469561
f(z) = -14/27*z^3 + 129/7*z + 1
*
-8 | 0.17777422733132192412006994415850312300 | 0.028190051851884430573841471900237519868
f(z) = -9/32*z^3 + 137/8*z + 1
*
3/8 | 0.23186025431659048988757613901863717888 | 0.028375876167902275473736077023839736172
f(z) = -8/27*z^3 + 131/8*z + 1
*
[ -21/4 ] 
f(z) = -8/27*z^3 + 131/14*z + 1
*
[ -8 ] 
f(z) = -7/32*z^3 + 121/8*z + 1
*
[ -21/2 ] 
f(z) = -4/27*z^3 + 122/7*z + 1
*
[ 10 ] 
f(z) = -3/25*z^3 + 129/10*z + 1
*
[ -10 ] 
f(z) = -3/25*z^3 + 131/10*z + 1
*
[ 21/2 ] 
f(z) = -2/27*z^3 + 127/14*z + 1
*
[ 12 ] 
f(z) = -2/27*z^3 + 139/12*z + 1
*
[ 18 ] 
f(z) = -1/24*z^3 + 130/9*z + 1
*
[ -18 ] 
f(z) = -1/24*z^3 + 131/9*z + 1
*
[ 21 ] 
f(z) = -1/27*z^3 + 121/7*z + 1
*
[ 15 ] 
f(z) = -1/27*z^3 + 139/15*z + 1
*
-2 | 0.16150055951294998931615270767827555486 | 0.029422917068879097433483786886351590756
f(z) = -1/28*z^3 + 121/14*z + 1
*
2 | 0.16254275352888326540340667499573867457 | 0.028957606248804484463109476709107693324
f(z) = -1/36*z^3 + 137/18*z + 1
*
[ -1/2 ] 
f(z) = -20/39*z^3 + 122/39*z + 1
*
[ -5/2 ] 
f(z) = -19/25*z^3 + 123/20*z + 1
*
-24/19 | 0.24059743272451444043531426174674218951 | 0.029615087714719160558367794335538817326
f(z) = -19/27*z^3 + 125/38*z + 1
*
[ -2 ] 
f(z) = -19/30*z^3 + 121/30*z + 1
*
[ -2 ] 
f(z) = -19/34*z^3 + 127/34*z + 1
*
[ -1/3 ] 
f(z) = -18/31*z^3 + 126/31*z + 1
*
-3 | 0.058180184752913769910479524500599564005 | 0.011825286648468246938607573770672059370
f(z) = -17/24*z^3 + 137/24*z + 1
*
[ -6/17 ] 
f(z) = -17/27*z^3 + 133/34*z + 1
*
-3 | 0.13346458086319819807503613120374821532 | 0.027376241824723250234477740785834355626
f(z) = -17/33*z^3 + 131/33*z + 1
*
[ -2 ] 
f(z) = -17/38*z^3 + 125/38*z + 1
*
[ -1/4 ] 
f(z) = -16/25*z^3 + 126/25*z + 1
*
-21/8 | 0.22426560309826413192915905888789507435 | 0.027498191212457541255764447476416053179
f(z) = -16/27*z^3 + 129/28*z + 1
*
[ -1/4 ] 
f(z) = -16/27*z^3 + 136/27*z + 1
*
[ 5/2 ] 
f(z) = -16/35*z^3 + 121/35*z + 1
*
[ -1/2 ] 
f(z) = -16/39*z^3 + 121/39*z + 1
*
-4/5 | 0.18931506162682392487956774930256262343 | 0.027221407941512663065285904834921580242
f(z) = -15/32*z^3 + 131/20*z + 1
*
[ 3 ] 
f(z) = -13/21*z^3 + 131/21*z + 1
*
-3 | 0.11267040802302967824518076241920049312 | 0.023335353531931302219799076127416304684
f(z) = -13/24*z^3 + 125/24*z + 1
*
-18/13 | 0.15533324542489917625143878603989134042 | 0.022486790448052416684155891163898014316
f(z) = -13/24*z^3 + 125/39*z + 1
*
[ 3 ] 
f(z) = -13/24*z^3 + 133/24*z + 1
*
6/13 | 0.19688950314304778115808734252191310640 | 0.027750206717409724700874727823440798217
f(z) = -13/27*z^3 + 134/39*z + 1
*
-3 | 0.12470171704201713394510615407769426481 | 0.025742547679590553747914904263684770357
f(z) = -13/30*z^3 + 127/30*z + 1
*
0 | 0.12150292090795254167135286010980585059 | 0.024845449214815848575547615803911855243
f(z) = -13/30*z^3 + 133/30*z + 1
*
[ 3 ] 
f(z) = -13/30*z^3 + 137/30*z + 1
*
[ 3 ] 
f(z) = -13/33*z^3 + 139/33*z + 1
*
-7/2 | 0.13923277976313117950167055604599737584 | 0.028982549923625924628177456127978424553
f(z) = -12/35*z^3 + 122/35*z + 1
*
[ -5/2 ] 
f(z) = -12/35*z^3 + 124/35*z + 1
*
7/2 | 0.13702000170809921781036401599616297153 | 0.027849701812621597888661216351957692131
f(z) = -12/35*z^3 + 137/35*z + 1
*
[ -3 ] 
f(z) = -11/21*z^3 + 127/21*z + 1
*
-2 | 0.17189197546420703028688061928185752897 | 0.024798770057081885633450249914298158728
f(z) = -11/24*z^3 + 128/33*z + 1
*
[ -3 ] 
f(z) = -11/24*z^3 + 131/24*z + 1
*
6/11 | 0.19174980376835994319653331891759286916 | 0.027293254293244274326029350839070174257
f(z) = -11/27*z^3 + 125/33*z + 1
*
0 | 0.12707755860438910984731969696956930843 | 0.026066136441211256845810439981265150474
f(z) = -11/30*z^3 + 131/30*z + 1
*
[ -3 ] 
f(z) = -11/30*z^3 + 139/30*z + 1
*
[ 3 ] 
f(z) = -11/39*z^3 + 125/39*z + 1
*
[ -3/10 ] 
f(z) = -10/27*z^3 + 131/30*z + 1
*
[ -3 ] 
f(z) = -10/33*z^3 + 134/33*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.029416332936521053665428962898983422144
f(z) = -10/39*z^3 + 127/39*z + 1
*
4 | 0.10724956407156430307244536344326288147 | 0.021734751368626542955134952699670902531
f(z) = -9/20*z^3 + 139/20*z + 1
*
[ 11/3 ] 
f(z) = -9/22*z^3 + 137/22*z + 1
*
4 | 0.14185577584999286994644986411495417432 | 0.028832586546281353042947565577536312401
f(z) = -9/28*z^3 + 137/28*z + 1
*
[ -1/3 ] 
f(z) = -9/31*z^3 + 125/31*z + 1
*
4 | 0.10318042404856775188901737657174831552 | 0.014936896268243519066554962583115813796
f(z) = -9/32*z^3 + 125/36*z + 1
*
[ -1/3 ] 
f(z) = -9/32*z^3 + 129/32*z + 1
*
-20/9 | 0.19370365400984382170465837954578014722 | 0.027852438893411701379142229252611204915
f(z) = -9/32*z^3 + 131/36*z + 1
*
[ -1/3 ] 
f(z) = -9/34*z^3 + 137/34*z + 1
*
[ -7/2 ] 
f(z) = -8/21*z^3 + 125/21*z + 1
*
-3/2 | 0.14121231897817352966931423230843960932 | 0.029103758900320200536178025940942754937
f(z) = -8/33*z^3 + 128/33*z + 1
*
7/2 | 0.13820240943008740742497616041048356587 | 0.028483418674813316321542023840367144115
f(z) = -8/35*z^3 + 128/35*z + 1
*
[ -3 ] 
f(z) = -8/39*z^3 + 124/39*z + 1
*
0 | 0.14322047112287376902884193561111996037 | 0.029662627350909182115092100000049780287
f(z) = -8/39*z^3 + 125/39*z + 1
*
-5/2 | 0.14356431735830369019628022007587008025 | 0.029588504100204865913429904179937973348
f(z) = -8/39*z^3 + 128/39*z + 1
*
[ 4 ] 
f(z) = -7/20*z^3 + 127/20*z + 1
*
[ -4 ] 
f(z) = -7/20*z^3 + 137/20*z + 1
*
0 | 0.13436781074466022769744788470084167159 | 0.027392514550925029268973967209677881488
f(z) = -7/32*z^3 + 135/32*z + 1
*
0 | 0.13333781564836436975774744329036994880 | 0.027021688118183612229728383522132291332
f(z) = -7/33*z^3 + 139/33*z + 1
*
-4 | 0.13308385239382897796942547049913821979 | 0.027750138611874954196646741765196385319
f(z) = -7/36*z^3 + 121/36*z + 1
*
5 | 0.065856280193649871529196982224346415796 | 0.013551198012199810230602565882910113323
f(z) = -6/35*z^3 + 129/35*z + 1
*
0 | 0.14295991459707698582227003126245264195 | 0.029323923755194110176613411237301479621
f(z) = -5/21*z^3 + 131/21*z + 1
*
0 | 0.12866503274225230089058338057379408346 | 0.026309989198877083060809582439144962896
f(z) = -5/32*z^3 + 133/32*z + 1
*
0 | 0.14749175287918801594283177545449313893 | 0.029978114773760508468740110880881979513
f(z) = -5/33*z^3 + 137/33*z + 1
*
6 | 0.14848272626554616596885728459509968618 | 0.022539901166806586258346548499981830456
f(z) = -5/36*z^3 + 121/30*z + 1
*
[ -4 ] 
f(z) = -5/36*z^3 + 125/36*z + 1
*
6/5 | 0.19408806500154548333298873172537347800 | 0.029111942831539869822683427452553900281
f(z) = -5/36*z^3 + 131/30*z + 1
*
0 | 0.14249718652564092978074930230918436693 | 0.029662065423685730586488462938817940994
f(z) = -5/39*z^3 + 122/39*z + 1
*
0 | 0.093127392463321041212459284479731220822 | 0.019132354051362631250011005692426898730
f(z) = -4/21*z^3 + 130/21*z + 1
*
0 | 0.13410203479018008207755603090858064022 | 0.027594076402995261400434324065421931479
f(z) = -4/25*z^3 + 129/25*z + 1
*
[ 21/4 ] 
f(z) = -4/27*z^3 + 137/28*z + 1
*
0 | 0.14446551362682901566831559140186827638 | 0.029276781189757433396861076754132003383
f(z) = -4/27*z^3 + 139/27*z + 1
*
-11/2 | 0.13359255220419711113233287282386274786 | 0.027577909320975825455317620062035951259
f(z) = -4/33*z^3 + 127/33*z + 1
*
5 | 0.14221608050175970695488191149491870005 | 0.029080966772094823140815990724547196482
f(z) = -4/33*z^3 + 133/33*z + 1
*
[ 5 ] 
f(z) = -4/35*z^3 + 128/35*z + 1
*
-13/2 | 0.14264440121381247692208388194466442109 | 0.029036112760125299908162678375533346073
f(z) = -4/39*z^3 + 136/39*z + 1
*
0 | 0.11144280734152022841026595302527090474 | 0.023158465908959468894316841296806060008
f(z) = -3/20*z^3 + 123/20*z + 1
*
-6 | 0.058335095465920466462081872419986448520 | 0.010392617870155447492587916438817933497
f(z) = -3/20*z^3 + 137/30*z + 1
*
-2 | 0.15426252678629886833825877362484106025 | 0.027819222798699282343639858575921053440
f(z) = -3/22*z^3 + 128/33*z + 1
*
0 | 0.12199978226650403439966230628512752931 | 0.025144068695059810101311789723750725382
f(z) = -3/25*z^3 + 128/25*z + 1
*
0 | 0.14294398066347881181552639573239472966 | 0.029229810983956602121813245254672487207
f(z) = -3/26*z^3 + 133/26*z + 1
*
-7 | 0.12616796622166203084046759146001131306 | 0.026218439881839860461870280455390637391
f(z) = -3/28*z^3 + 123/28*z + 1
*
[ -7 ] 
f(z) = -2/21*z^3 + 122/21*z + 1
*
[ 7 ] 
f(z) = -2/35*z^3 + 128/35*z + 1
*
[ -7 ] 
f(z) = -2/35*z^3 + 138/35*z + 1
*
-7 | 0.14264028968907663899591599177823760050 | 0.028992041196799478919728112533399041167
f(z) = -2/39*z^3 + 137/39*z + 1
*
10 | 0.12831586076265730577703059772651208881 | 0.026755935135755796426331946771151780544
f(z) = -1/21*z^3 + 121/21*z + 1
*
0 | 0.075320812191150923342723233870966852535 | 0.015548700090816522434749504294214472704
f(z) = -1/21*z^3 + 127/21*z + 1
*
-3 | 0.12179080969262457695877488717162157523 | 0.025395356309805253265323303814741491012
f(z) = -1/28*z^3 + 121/28*z + 1
*
[ 10 ] 
f(z) = -1/30*z^3 + 127/30*z + 1
*
[ -10 ] 
f(z) = -1/30*z^3 + 133/30*z + 1
*
-11 | 0.14243579517135825137173445191397340894 | 0.029549268695775835759499705589388912214
f(z) = -1/33*z^3 + 124/33*z + 1
*
-4 | 0.14386826976734747084351579769288740691 | 0.029998864295572757529863073451353250135
f(z) = -1/35*z^3 + 121/35*z + 1
*
-2 | 0.051844566299285785822283057074371265628 | 0.010506604554377055052726292154594556999
f(z) = -20/21*z^3 + 139/42*z + 1
*
-2 | 0.071986239387317527761038308567716107764 | 0.014631406192941875226186201068576563542
f(z) = -20/23*z^3 + 137/46*z + 1
*
[ -9/10 ] 
f(z) = -20/27*z^3 + 122/45*z + 1
*
[ 9/5 ] 
f(z) = -20/27*z^3 + 128/45*z + 1
*
-2 | 0.057766689058539438916610619009461436228 | 0.011812385484948958834405070686858307662
f(z) = -20/27*z^3 + 133/54*z + 1
*
-2 | 0.070794279399261234862688480239914606957 | 0.014521315693695102110602395025707632849
f(z) = -20/29*z^3 + 131/58*z + 1
*
-2 | 0.056496419356689696742831898959453697985 | 0.011588540034640695100419939149855072024
f(z) = -19/21*z^3 + 131/42*z + 1
*
-2 | 0.076583915535305185739297438435300135813 | 0.015758615593180360529471719974995129911
f(z) = -19/23*z^3 + 129/46*z + 1
*
-2 | 0.076228731432379737478336508023926417543 | 0.015736124569893064629460542594269017621
f(z) = -19/25*z^3 + 127/50*z + 1
*
-2 | 0.062162280321941550170183170129362368403 | 0.012874532125303266025166222998922153782
f(z) = -19/27*z^3 + 125/54*z + 1
*
[ -3/4 ] 
f(z) = -19/27*z^3 + 131/48*z + 1
*
-2 | 0.074965146224933003011116747335478153461 | 0.015578194991893948471043652799690395178
f(z) = -19/29*z^3 + 123/58*z + 1
*
[ -3/2 ] 
f(z) = -19/36*z^3 + 137/48*z + 1
*
-2 | 0.066812834832825417321632341695877941186 | 0.013931558144083184549393397302596466492
f(z) = -18/23*z^3 + 121/46*z + 1
*
[ -2/3 ] 
f(z) = -18/23*z^3 + 131/46*z + 1
*
[ -5/9 ] 
f(z) = -18/25*z^3 + 136/45*z + 1
*
[ -6/5 ] 
f(z) = -17/27*z^3 + 137/50*z + 1
*
[ -3/2 ] 
f(z) = -17/36*z^3 + 131/48*z + 1
*
0 | 0.11614277955324689105225022946912635196 | 0.023606347525361165197385306224146574858
f(z) = -16/21*z^3 + 137/42*z + 1
*
-6/5 | 0.092741484211415622318344652445105590853 | 0.014885123243158073730116229294721474357
f(z) = -15/32*z^3 + 127/40*z + 1
*
[ 2 ] 
f(z) = -14/23*z^3 + 135/46*z + 1
*
[ 2 ] 
f(z) = -14/25*z^3 + 137/50*z + 1
*
[ -6/5 ] 
f(z) = -14/27*z^3 + 129/50*z + 1
*
[ 2 ] 
f(z) = -14/27*z^3 + 139/54*z + 1
*
[ 2 ] 
f(z) = -13/21*z^3 + 125/42*z + 1
*
[ 2 ] 
f(z) = -13/23*z^3 + 127/46*z + 1
*
[ 2 ] 
f(z) = -13/25*z^3 + 129/50*z + 1
*
[ -5/3 ] 
f(z) = -13/25*z^3 + 137/45*z + 1
*
[ -3/4 ] 
f(z) = -13/27*z^3 + 125/48*z + 1
*
[ 2 ] 
f(z) = -13/27*z^3 + 131/54*z + 1
*
[ 2 ] 
f(z) = -13/29*z^3 + 133/58*z + 1
*
[ 2 ] 
f(z) = -12/25*z^3 + 121/50*z + 1
*
[ 2 ] 
f(z) = -12/29*z^3 + 125/58*z + 1
*
[ -5/3 ] 
f(z) = -11/25*z^3 + 127/45*z + 1
*
[ -6/5 ] 
f(z) = -11/27*z^3 + 121/50*z + 1
*
[ -15/11 ] 
f(z) = -11/27*z^3 + 137/55*z + 1
*
[ -1/2 ] 
f(z) = -10/21*z^3 + 131/42*z + 1
*
[ -9/5 ] 
f(z) = -10/27*z^3 + 124/45*z + 1
*
[ -2/3 ] 
f(z) = -9/23*z^3 + 123/46*z + 1
*
[ -5/9 ] 
f(z) = -9/25*z^3 + 131/45*z + 1
*
[ -2/3 ] 
f(z) = -9/25*z^3 + 133/50*z + 1
*
[ -4/3 ] 
f(z) = -9/26*z^3 + 123/52*z + 1
*
-10/3 | 0.18595857188887963904821618438315293557 | 0.029771916950981319534607134356480885910
f(z) = -9/32*z^3 + 129/40*z + 1
*
[ -2 ] 
f(z) = -8/23*z^3 + 133/46*z + 1
*
[ -2 ] 
f(z) = -8/25*z^3 + 139/50*z + 1
*
-15/8 | 0.18881197851679165508868510944682281189 | 0.023195506502123125836776759934907673156
f(z) = -8/27*z^3 + 127/40*z + 1
*
[ -2 ] 
f(z) = -7/23*z^3 + 125/46*z + 1
*
[ -2 ] 
f(z) = -7/25*z^3 + 131/50*z + 1
*
-24/7 | 0.23578092715766808074843005105150891311 | 0.028855701946413529229939430270705971024
f(z) = -7/27*z^3 + 131/56*z + 1
*
[ -2 ] 
f(z) = -7/27*z^3 + 137/54*z + 1
*
[ -8/7 ] 
f(z) = -7/32*z^3 + 121/56*z + 1
*
[ -2 ] 
f(z) = -6/25*z^3 + 123/50*z + 1
*
0 | 0.12118673016034078880718441653629690298 | 0.024631544712735404137337807023555591221
f(z) = -6/25*z^3 + 137/50*z + 1
*
[ -2 ] 
f(z) = -6/29*z^3 + 135/58*z + 1
*
[ -2 ] 
f(z) = -5/27*z^3 + 121/54*z + 1
*
[ -2 ] 
f(z) = -5/29*z^3 + 127/58*z + 1
*
0 | 0.14488974094178318735625002918187229063 | 0.029627688564327208473585734101860581037
f(z) = -4/25*z^3 + 133/50*z + 1
*
[ 4 ] 
f(z) = -3/22*z^3 + 129/44*z + 1
*
[ 4 ] 
f(z) = -3/26*z^3 + 135/52*z + 1
*
-6 | 0.15412310337349878451785762806590661306 | 0.027833447637699356451085862902787600026
f(z) = -3/28*z^3 + 127/42*z + 1
*
[ 14/3 ] 
f(z) = -3/28*z^3 + 131/42*z + 1
*
-2 | 0.11920731242708806742373337673877359374 | 0.021237233529629072291690769700030258095
f(z) = -3/28*z^3 + 137/42*z + 1
*
[ -1/2 ] 
f(z) = -2/21*z^3 + 127/42*z + 1
*
6 | 0.10382174595463260438730593420646515356 | 0.021102062694919383352101103338058821577
f(z) = -2/21*z^3 + 137/42*z + 1
*
[ -1/2 ] 
f(z) = -2/23*z^3 + 139/46*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.024531456229796492803818417664194900428
f(z) = -2/25*z^3 + 129/50*z + 1
*
0 | 0.10172425586806280387441086225993592302 | 0.020615015348459556102805926329177168771
f(z) = -2/27*z^3 + 139/54*z + 1
*
[ -6 ] 
f(z) = -1/21*z^3 + 121/42*z + 1
*
33/4 | 0.10382521327159768384330611674245647180 | 0.014587918421835155295704363796767921709
f(z) = -1/27*z^3 + 137/48*z + 1
*
8 | 0.13872384432471992186005943916867763471 | 0.028926168273151405683311469023543053404
f(z) = -1/28*z^3 + 121/56*z + 1
*
-8 | 0.11470026223761728846369705961999640348 | 0.023383045276442508153453888764626158150
f(z) = -1/28*z^3 + 135/56*z + 1
*
-2 | 0.069978772074244505994592824915922790950 | 0.014399480113972855230559901490571479800
f(z) = -20/31*z^3 + 129/62*z + 1
*
-2 | 0.069721875578486163306852134301542264560 | 0.014488612744157917956335574622116417187
f(z) = -20/37*z^3 + 123/74*z + 1
*
-2 | 0.050353114001032837726094790433262867117 | 0.010499439773754212322634595417852938039
f(z) = -20/39*z^3 + 121/78*z + 1
*
-2/5 | 0.15772761493053917239958742759675954025 | 0.022913993204796301041854731175211162648
f(z) = -19/24*z^3 + 122/75*z + 1
*
-2 | 0.073505171353716151242499715806781882458 | 0.015327018695844626264478827795771743611
f(z) = -19/31*z^3 + 121/62*z + 1
*
-2/3 | 0.10847407501894724131577537173980769592 | 0.022618601456342333330755817869441074266
f(z) = -18/35*z^3 + 121/70*z + 1
*
-2/5 | 0.15772687958661798035427323829077729664 | 0.022941317119826407296313509231280350446
f(z) = -17/24*z^3 + 121/75*z + 1
*
0 | 0.092339745081969314811620066095261854947 | 0.018713189355807192833762033772636596786
f(z) = -17/35*z^3 + 139/70*z + 1
*
[ 3/2 ] 
f(z) = -16/23*z^3 + 131/69*z + 1
*
[ 3/2 ] 
f(z) = -16/25*z^3 + 133/75*z + 1
*
0 | 0.14177481026028030648385994068793528866 | 0.029080835269081610374097496657390736452
f(z) = -16/33*z^3 + 131/66*z + 1
*
-1/3 | 0.13322232871765837826980271463714369113 | 0.027077814065962982527113487875537947760
f(z) = -15/22*z^3 + 137/66*z + 1
*
-2/3 | 0.14249887228141553886717734651104156341 | 0.028963297709824009206698438309475118569
f(z) = -15/26*z^3 + 137/78*z + 1
*
-12/5 | 0.14580448271836157869463339675457835800 | 0.021058969299103551588167885739435401518
f(z) = -15/32*z^3 + 127/60*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.027500607929145738489170931275381834478
f(z) = -14/33*z^3 + 127/66*z + 1
*
-1/2 | 0.13321743766077480883673361820079730633 | 0.026997292815012320219992030579171066304
f(z) = -14/33*z^3 + 139/66*z + 1
*
[ 2 ] 
f(z) = -13/31*z^3 + 135/62*z + 1
*
[ 2 ] 
f(z) = -13/33*z^3 + 137/66*z + 1
*
0 | 0.11883255022491746912603585758869704243 | 0.024374921125631413976532223782130950434
f(z) = -13/35*z^3 + 131/70*z + 1
*
[ 2 ] 
f(z) = -13/35*z^3 + 139/70*z + 1
*
-3/2 | 0.13956229515563909610737560314494956042 | 0.028627004386357784757646290736887195093
f(z) = -12/25*z^3 + 131/75*z + 1
*
0 | 0.11921794617612481506955406116306127908 | 0.024267519080624907138967111047760001575
f(z) = -12/25*z^3 + 136/75*z + 1
*
[ 2 ] 
f(z) = -12/31*z^3 + 127/62*z + 1
*
0 | 0.065019902251710526745555540974891562315 | 0.013379097142382552013224676326950819786
f(z) = -12/35*z^3 + 129/70*z + 1
*
[ 2 ] 
f(z) = -12/35*z^3 + 131/70*z + 1
*
[ 2 ] 
f(z) = -12/37*z^3 + 133/74*z + 1
*
-8/3 | 0.14555898254578083912346558435149973443 | 0.023246694219887695075454768573003407421
f(z) = -11/32*z^3 + 131/72*z + 1
*
[ 2 ] 
f(z) = -11/35*z^3 + 123/70*z + 1
*
0 | 0.12298652845480898678658639351730188305 | 0.025388476179750513701480929714836077178
f(z) = -11/35*z^3 + 127/70*z + 1
*
[ 2 ] 
f(z) = -11/37*z^3 + 125/74*z + 1
*
[ 2 ] 
f(z) = -11/39*z^3 + 127/78*z + 1
*
-1/2 | 0.13321743766077480883673361820079730633 | 0.027076819944856151980486584165165800897
f(z) = -10/33*z^3 + 137/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028963165160661004149522844008402321491
f(z) = -10/39*z^3 + 137/78*z + 1
*
0 | 0.076199747716640218894643877658653450253 | 0.015730141374937498302949538354008562888
f(z) = -9/20*z^3 + 127/60*z + 1
*
0 | 0.055491166696339683286626018515433848937 | 0.011278736144083623834871756842346670353
f(z) = -9/22*z^3 + 137/66*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.029686338211987389830992673645232413637
f(z) = -9/35*z^3 + 123/70*z + 1
*
-5/2 | 0.13321640404435391911455242099806273888 | 0.027240673528925437733136335652249317875
f(z) = -8/33*z^3 + 133/66*z + 1
*
0 | 0.14249860539361051134013301622274596122 | 0.029138738698892519299691501431878897320
f(z) = -8/39*z^3 + 133/78*z + 1
*
0 | 0.12545006376730462078298869838887063296 | 0.026158370048601621440629214940564697355
f(z) = -7/20*z^3 + 121/60*z + 1
*
10/7 | 0.12659829392007290579866295226624171816 | 0.022862678649204456609070130525468929857
f(z) = -7/20*z^3 + 127/70*z + 1
*
[ -9/7 ] 
f(z) = -7/27*z^3 + 139/63*z + 1
*
-10/3 | 0.11132949214775884853496029440294780514 | 0.017613284804162965221195774745562356178
f(z) = -7/32*z^3 + 139/72*z + 1
*
7/2 | 0.13791052517777852388734847339918012645 | 0.028469281370922419386655243274614324750
f(z) = -6/35*z^3 + 127/70*z + 1
*
6/5 | 0.11776735887242352102719102176842998900 | 0.021391510775286827852124694180259483409
f(z) = -5/28*z^3 + 123/70*z + 1
*
[ -2 ] 
f(z) = -5/31*z^3 + 133/62*z + 1
*
[ 8/3 ] 
f(z) = -5/32*z^3 + 125/72*z + 1
*
[ -12/5 ] 
f(z) = -5/32*z^3 + 139/60*z + 1
*
[ -2 ] 
f(z) = -5/33*z^3 + 139/66*z + 1
*
24/5 | 0.13200419973764049033996822858091240955 | 0.022212461065089573228336648395763034191
f(z) = -5/36*z^3 + 127/60*z + 1
*
[ -12/5 ] 
f(z) = -5/36*z^3 + 133/60*z + 1
*
[ -2 ] 
f(z) = -4/31*z^3 + 125/62*z + 1
*
[ -2 ] 
f(z) = -4/33*z^3 + 131/66*z + 1
*
[ -2 ] 
f(z) = -4/35*z^3 + 137/70*z + 1
*
[ 3 ] 
f(z) = -3/22*z^3 + 125/66*z + 1
*
-11/3 | 0.13321743766077480883673361820079730633 | 0.026997292815012320219992030579171066304
f(z) = -3/22*z^3 + 139/66*z + 1
*
[ 3 ] 
f(z) = -3/23*z^3 + 127/69*z + 1
*
[ 3 ] 
f(z) = -3/25*z^3 + 131/75*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028878097660078912848816836238218538867
f(z) = -3/26*z^3 + 139/78*z + 1
*
[ -2 ] 
f(z) = -3/35*z^3 + 129/70*z + 1
*
[ -2 ] 
f(z) = -3/37*z^3 + 135/74*z + 1
*
[ -9/4 ] 
f(z) = -2/27*z^3 + 131/72*z + 1
*
[ -2 ] 
f(z) = -2/35*z^3 + 121/70*z + 1
*
[ -5/2 ] 
f(z) = -2/35*z^3 + 123/70*z + 1
*
[ -7/2 ] 
f(z) = -2/35*z^3 + 139/70*z + 1
*
[ -2 ] 
f(z) = -2/37*z^3 + 127/74*z + 1
*
[ -3 ] 
f(z) = -1/25*z^3 + 127/75*z + 1
*
[ -3 ] 
f(z) = -1/26*z^3 + 131/78*z + 1
*
[ 6 ] 
f(z) = -1/33*z^3 + 127/66*z + 1
*
-8 | 0.12981470054389584068885525841164407687 | 0.026385204028417162173702590639111825124
f(z) = -1/36*z^3 + 137/72*z + 1
*
[ -4 ] 
f(z) = -1/38*z^3 + 127/76*z + 1
*
[ -2 ] 
f(z) = -1/39*z^3 + 125/78*z + 1
*
[ 6 ] 
f(z) = -1/39*z^3 + 137/78*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.023411931094435748343524989575031429116
f(z) = -19/24*z^3 + 139/96*z + 1
*
-3/2 | 0.10810742367066928901212440196731079857 | 0.022390306337274510511802943036437281771
f(z) = -17/21*z^3 + 125/84*z + 1
*
0 | 0.063357923758730339427007776608567048807 | 0.013079165322875465085039528320062819304
f(z) = -16/21*z^3 + 127/84*z + 1
*
[ 3/2 ] 
f(z) = -16/29*z^3 + 137/87*z + 1
*
[ 3/2 ] 
f(z) = -16/31*z^3 + 139/93*z + 1
*
[ 3/2 ] 
f(z) = -11/21*z^3 + 127/84*z + 1
*
[ 3/2 ] 
f(z) = -11/24*z^3 + 131/96*z + 1
*
0 | 0.052702439347003558811683966621568307158 | 0.010680457544451215372874768892333508498
f(z) = -9/28*z^3 + 139/84*z + 1
*
-5/2 | 0.10682123925605415587968147364110668865 | 0.022051427277584209259407011521600667274
f(z) = -7/20*z^3 + 127/80*z + 1
*
-3 | 0.13408155869017347842764918784913936424 | 0.022224373025816999518189833476641723551
f(z) = -7/36*z^3 + 139/84*z + 1
*
-2/5 | 0.13685521163382277331511489858949339989 | 0.024381273514508511917984885187281677308
f(z) = -5/36*z^3 + 137/90*z + 1
*
[ 5/2 ] 
f(z) = -3/20*z^3 + 123/80*z + 1
*
[ 3 ] 
f(z) = -3/28*z^3 + 137/84*z + 1
*
[ 3 ] 
f(z) = -3/29*z^3 + 139/87*z + 1
*
[ -5/2 ] 
f(z) = -1/20*z^3 + 137/80*z + 1
*
[ 4 ] 
f(z) = -1/21*z^3 + 127/84*z + 1
*
[ 4 ] 
f(z) = -1/23*z^3 + 133/92*z + 1
*
[ -3 ] 
f(z) = -1/28*z^3 + 139/84*z + 1
*
-1/2 | 0.14241400836531425057602548396968377531 | 0.029398948848077613077871323549071232355
f(z) = -19/27*z^3 + 127/108*z + 1
*
-1/2 | 0.14241421729937201289298079944990791668 | 0.029495642795354548628552501810063698909
f(z) = -17/27*z^3 + 125/108*z + 1
*
[ 21/17 ] 
f(z) = -17/27*z^3 + 137/119*z + 1
*
[ 4/3 ] 
f(z) = -13/24*z^3 + 131/108*z + 1
*
-1/2 | 0.14241423008222923507485719818216921817 | 0.029695673472017449539092382371620915282
f(z) = -13/27*z^3 + 121/108*z + 1
*
-5/3 | 0.065840924987807300546713154873282713756 | 0.013728899200624847618108208841677008555
f(z) = -12/35*z^3 + 121/105*z + 1
*
[ 7/5 ] 
f(z) = -10/21*z^3 + 128/105*z + 1
*
0 | 0.12544876889385138111350264562095898407 | 0.025613081280263330010713370483210195065
f(z) = -10/21*z^3 + 134/105*z + 1
*
-2 | 0.13791052517777852388734847339918012645 | 0.028030703219558844154954945950470618558
f(z) = -10/21*z^3 + 137/105*z + 1
*
-10/7 | 0.18714616632492977186400327141366711625 | 0.026765386929037895306144342867085865633
f(z) = -7/24*z^3 + 136/105*z + 1
*
8/7 | 0.13084792177974405422368851728738277540 | 0.023311052108508162559507874719260002890
f(z) = -7/30*z^3 + 137/105*z + 1
*
-7/5 | 0.13791052517777852388734847339918012645 | 0.028610470840922367220750846036087912140
f(z) = -5/21*z^3 + 124/105*z + 1
*
14/5 | 0.19753007828323767629319841403244465034 | 0.028310464866115096661183292921438680356
f(z) = -5/24*z^3 + 134/105*z + 1
*
[ 3 ] 
f(z) = -2/35*z^3 + 124/105*z + 1
*
[ 3 ] 
f(z) = -2/37*z^3 + 128/111*z + 1
*
[ 4 ] 
f(z) = -1/25*z^3 + 139/100*z + 1
*
[ 7/2 ] 
f(z) = -1/28*z^3 + 129/112*z + 1
*
[ 21/19 ] 
f(z) = -19/27*z^3 + 127/133*z + 1
*
-1/2 | 0.11936417737100678973621158971489654314 | 0.024189848601606824197268876773596146691
f(z) = -19/30*z^3 + 139/120*z + 1
*
-3/2 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -19/33*z^3 + 127/132*z + 1
*
-1/2 | 0.091790642795507964641915378217587966558 | 0.018656707044053810168176212092883821223
f(z) = -17/30*z^3 + 137/120*z + 1
*
-8/15 | 0.064304108965457644138892031698995211901 | 0.010401686475640822556604328656678968169
f(z) = -15/32*z^3 + 121/120*z + 1
*
-1/2 | 0.11080786374204902571129784087997363840 | 0.022658477101887688191695968589478362357
f(z) = -13/30*z^3 + 133/120*z + 1
*
-1/2 | 0.11936510474659442718397772677172669870 | 0.024484158657237062333133178025565075715
f(z) = -11/30*z^3 + 131/120*z + 1
*
[ 3/2 ] 
f(z) = -11/30*z^3 + 139/120*z + 1
*
0 | 0.10858576251107587205829822565288911371 | 0.022238412336324937495295213794601413179
f(z) = -8/33*z^3 + 131/132*z + 1
*
-1/2 | 0.11936505507214015229827662219806126333 | 0.024640884619384838030522305343422824949
f(z) = -7/30*z^3 + 127/120*z + 1
*
-1/2 | 0.13321874193948224756522731219904256437 | 0.026997557134719975707587984787375429337
f(z) = -7/33*z^3 + 139/132*z + 1
*
[ 3/2 ] 
f(z) = -6/23*z^3 + 127/138*z + 1
*
-8/5 | 0.11965785169704528862072534874779796775 | 0.024249363421224520774967901918791017970
f(z) = -5/24*z^3 + 139/120*z + 1
*
-1/2 | 0.13321770832306135784304611499630799692 | 0.027076874957729297103255852268663620600
f(z) = -5/33*z^3 + 137/132*z + 1
*
[ 21/20 ] 
f(z) = -20/27*z^3 + 121/140*z + 1
*
[ 6/5 ] 
f(z) = -19/36*z^3 + 139/150*z + 1
*
[ 18/17 ] 
f(z) = -17/24*z^3 + 130/153*z + 1
*
[ 6/5 ] 
f(z) = -17/36*z^3 + 127/150*z + 1
*
17/8 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -16/39*z^3 + 133/156*z + 1
*
0 | 0.093418586859423414034209808369100158105 | 0.018904359901074385403057615492087101078
f(z) = -15/28*z^3 + 131/140*z + 1
*
[ 6/5 ] 
f(z) = -14/27*z^3 + 137/150*z + 1
*
[ 14/11 ] 
f(z) = -11/28*z^3 + 131/154*z + 1
*
-4/7 | 0.090691209370555455266603478182529139212 | 0.018352442693064859124078376871081267910
f(z) = -7/20*z^3 + 121/140*z + 1
*
5/2 | 0.16771623524230263621955993282753997041 | 0.025601309503891379122975349301317337955
f(z) = -7/25*z^3 + 129/140*z + 1
*
[ 3/2 ] 
f(z) = -6/25*z^3 + 131/150*z + 1
*
0 | 0.12544989476681140963419055961161086263 | 0.025386275257967955617403918720995441648
f(z) = -5/28*z^3 + 137/140*z + 1
*
13/4 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = -4/39*z^3 + 121/156*z + 1
*
0 | 0.13381981576120954150452375286486249922 | 0.026208626089965015384652620845677222135
f(z) = -20/33*z^3 + 133/165*z + 1
*
-18/19 | 0.19475838880209343270808433484024962189 | 0.026970717937772824635632476367548022737
f(z) = -19/24*z^3 + 131/171*z + 1
*
7/8 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = -8/21*z^3 + 121/168*z + 1
*
[ 3/2 ] 
f(z) = -6/29*z^3 + 139/174*z + 1
*
0 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = -5/33*z^3 + 124/165*z + 1
*
[ 7/4 ] 
f(z) = -2/21*z^3 + 121/168*z + 1
*
-13/10 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = -20/39*z^3 + 124/195*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -20/39*z^3 + 139/195*z + 1
*
-10/13 | 0.14561708406104261960193494669147944872 | 0.019805270396007442720557415341242121657
f(z) = -13/24*z^3 + 121/195*z + 1
*
[ 7/6 ] 
f(z) = -8/21*z^3 + 125/189*z + 1
*
16/3 | 0.11118439811401371910222962512632471097 | 0.021410614666469598676670678006250718393
f(z) = -1/20*z^3 + 121/180*z + 1
*
0 | 0.15112174190304135356925703027751411902 | 0.028262334549079848725606939101662285578
f(z) = -20/21*z^3 + 137/210*z + 1
*
-12/17 | 0.20868078789688783792213174416373642699 | 0.028209402097539244780733391687300575298
f(z) = -17/32*z^3 + 139/204*z + 1
*
[ 15/14 ] 
f(z) = -14/27*z^3 + 139/210*z + 1
*
-8/5 | 0.18339791763955792676831848037399321108 | 0.027435836980697799376076083855757903580
f(z) = -13/32*z^3 + 133/200*z + 1
*
-7/10 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -10/21*z^3 + 139/210*z + 1
*
15/7 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = -7/30*z^3 + 127/210*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.025791805757026659376876977560524120833
f(z) = -7/30*z^3 + 139/210*z + 1
*
-7/3 | 0.13791052517777852388734847339918012645 | 0.025791612453186227532647754926675936576
f(z) = -6/35*z^3 + 121/210*z + 1
*
[ 8/5 ] 
f(z) = -3/32*z^3 + 123/200*z + 1
*
10/3 | 0.12709712619951783045071345352609832033 | 0.023769323034815438921256237896434530483
f(z) = -3/35*z^3 + 137/210*z + 1
*
-14/11 | 0.15498542459028816902818759404025342789 | 0.020604669589493358475802169452327938768
f(z) = -11/24*z^3 + 122/231*z + 1
*
9/4 | 0.14922307437642937108701932155797350176 | 0.027353673820655545937221985645280565035
f(z) = -8/39*z^3 + 139/234*z + 1
*
[ 9/5 ] 
f(z) = -1/27*z^3 + 127/225*z + 1
*
[ 9/7 ] 
f(z) = -7/36*z^3 + 137/252*z + 1
*
-7 | 0.15345073858950494568759899834225381874 | 0.027751642377706490510164926328228523706
f(z) = -1/36*z^3 + 127/252*z + 1
*
[ 4/3 ] 
f(z) = -3/23*z^3 + 133/276*z + 1
*
[ 5/3 ] 
f(z) = -1/30*z^3 + 133/270*z + 1
*
-13/11 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = -11/26*z^3 + 125/286*z + 1
*
[ 5/4 ] 
f(z) = -6/35*z^3 + 131/280*z + 1
*
[ 9/2 ] 
f(z) = -20/27*z^3 + 142/9*z + 1
*
[ -9/2 ] 
f(z) = -20/27*z^3 + 146/9*z + 1
*
-4 | 0.16298373927547291655618699342471425407 | 0.028816120094743904142291711218181000730
f(z) = -19/24*z^3 + 143/12*z + 1
*
[ 6 ] 
f(z) = -19/27*z^3 + 157/6*z + 1
*
[ 4 ] 
f(z) = -17/24*z^3 + 145/12*z + 1
*
[ -4 ] 
f(z) = -17/24*z^3 + 151/12*z + 1
*
[ -6 ] 
f(z) = -17/27*z^3 + 143/6*z + 1
*
[ 15/4 ] 
f(z) = -16/25*z^3 + 146/15*z + 1
*
[ -15/4 ] 
f(z) = -16/25*z^3 + 154/15*z + 1
*
33/7 | 0.20430499073473997897458550586468729733 | 0.024424544533821927099256085449195987183
f(z) = -14/27*z^3 + 159/14*z + 1
*
[ 9/2 ] 
f(z) = -10/27*z^3 + 149/18*z + 1
*
[ -9/2 ] 
f(z) = -10/27*z^3 + 157/18*z + 1
*
[ 16/3 ] 
f(z) = -9/32*z^3 + 141/16*z + 1
*
[ -16/3 ] 
f(z) = -9/32*z^3 + 147/16*z + 1
*
[ 8 ] 
f(z) = -9/32*z^3 + 151/8*z + 1
*
[ -8 ] 
f(z) = -9/32*z^3 + 153/8*z + 1
*
[ 12 ] 
f(z) = -7/27*z^3 + 153/4*z + 1
*
[ 9 ] 
f(z) = -5/27*z^3 + 143/9*z + 1
*
[ -9 ] 
f(z) = -5/27*z^3 + 145/9*z + 1
*
[ 15/2 ] 
f(z) = -4/25*z^3 + 148/15*z + 1
*
[ -15/2 ] 
f(z) = -4/25*z^3 + 152/15*z + 1
*
[ -15/2 ] 
f(z) = -4/27*z^3 + 142/15*z + 1
*
-10 | 0.12160418542093533012761016126564448943 | 0.021553737750720427211746287741867702599
f(z) = -3/20*z^3 + 141/10*z + 1
*
10 | 0.16744011165251416769054196951947129081 | 0.029390444802973013051167602732291705912
f(z) = -3/20*z^3 + 149/10*z + 1
*
[ 10 ] 
f(z) = -3/20*z^3 + 159/10*z + 1
*
[ 15 ] 
f(z) = -1/25*z^3 + 149/15*z + 1
*
[ -15 ] 
f(z) = -1/25*z^3 + 151/15*z + 1
*
[ 16 ] 
f(z) = -1/32*z^3 + 143/16*z + 1
*
[ -16 ] 
f(z) = -1/32*z^3 + 145/16*z + 1
*
-18 | 0.16824285485071681727835495916491589008 | 0.029673084344472547493557749892813722588
f(z) = -1/36*z^3 + 145/18*z + 1
*
2 | 0.15650263252189682000267364197438033045 | 0.027281558464916129923901195642261509613
f(z) = -1/36*z^3 + 155/18*z + 1
*
[ 9/4 ] 
f(z) = -20/27*z^3 + 155/36*z + 1
*
-3 | 0.14925462899219886050513460417547278015 | 0.029481842418463856903791838592839278492
f(z) = -20/33*z^3 + 158/33*z + 1
*
-3 | 0.13814772039205971429505253895764689638 | 0.027391646983835188438319496521038451472
f(z) = -19/24*z^3 + 155/24*z + 1
*
-3 | 0.11295634217982236367485698988230846798 | 0.022513462643839584163259511131272675554
f(z) = -19/30*z^3 + 151/30*z + 1
*
-3 | 0.14283730951990146409253896271578235170 | 0.028701014945281867140991304759555401452
f(z) = -19/39*z^3 + 145/39*z + 1
*
[ -1/3 ] 
f(z) = -18/35*z^3 + 142/35*z + 1
*
[ -7/3 ] 
f(z) = -18/35*z^3 + 148/35*z + 1
*
[ -1/3 ] 
f(z) = -18/37*z^3 + 150/37*z + 1
*
3 | 0.12329913033059776503501688789907115262 | 0.024775110888417302754306709891232222839
f(z) = -17/24*z^3 + 145/24*z + 1
*
3 | 0.13511875617425056554561523220394009474 | 0.027226070175639230458446365772287050132
f(z) = -17/30*z^3 + 143/30*z + 1
*
[ 3 ] 
f(z) = -16/21*z^3 + 158/21*z + 1
*
[ -21/8 ] 
f(z) = -16/27*z^3 + 153/28*z + 1
*
[ -1/4 ] 
f(z) = -16/29*z^3 + 146/29*z + 1
*
[ -1/4 ] 
f(z) = -16/31*z^3 + 156/31*z + 1
*
[ 11/4 ] 
f(z) = -16/33*z^3 + 142/33*z + 1
*
-1/4 | 0.14270175439507282219108751892376435903 | 0.028835861419044926450728743575886543706
f(z) = -16/35*z^3 + 141/35*z + 1
*
[ -5/2 ] 
f(z) = -16/35*z^3 + 149/35*z + 1
*
[ 3 ] 
f(z) = -14/33*z^3 + 148/33*z + 1
*
[ 3 ] 
f(z) = -14/39*z^3 + 152/39*z + 1
*
[ -3 ] 
f(z) = -13/21*z^3 + 145/21*z + 1
*
[ -3 ] 
f(z) = -13/24*z^3 + 149/24*z + 1
*
-30/13 | 0.20860489559651788829122155858398740122 | 0.029208040789833340507508085122939018681
f(z) = -13/24*z^3 + 158/39*z + 1
*
[ -3 ] 
f(z) = -13/30*z^3 + 157/30*z + 1
*
-30/11 | 0.17900839702410704406779826452169296608 | 0.025495834821885798003987505319696672531
f(z) = -11/24*z^3 + 140/33*z + 1
*
-2/11 | 0.13406607805710355040130432268275468504 | 0.018926830062263100145467685784298816574
f(z) = -11/24*z^3 + 149/33*z + 1
*
[ -3/11 ] 
f(z) = -11/27*z^3 + 155/33*z + 1
*
[ -3 ] 
f(z) = -11/39*z^3 + 151/39*z + 1
*
-3 | 0.088413933868637074130617541996254335882 | 0.012277716402189522253422057702373764150
f(z) = -10/27*z^3 + 149/30*z + 1
*
[ -3 ] 
f(z) = -10/39*z^3 + 142/39*z + 1
*
-4 | 0.088271195901212559281104943783380126166 | 0.017640316363173757302246672847388545860
f(z) = -9/20*z^3 + 149/20*z + 1
*
[ 4 ] 
f(z) = -9/20*z^3 + 159/20*z + 1
*
[ -11/3 ] 
f(z) = -9/22*z^3 + 149/22*z + 1
*
-4 | 0.11725343207173681086497249550476373926 | 0.016649910158286035785381086652171842481
f(z) = -9/32*z^3 + 143/36*z + 1
*
[ -1/3 ] 
f(z) = -9/35*z^3 + 141/35*z + 1
*
[ -1/3 ] 
f(z) = -9/37*z^3 + 149/37*z + 1
*
[ -1/3 ] 
f(z) = -9/38*z^3 + 153/38*z + 1
*
[ 15/4 ] 
f(z) = -8/25*z^3 + 157/30*z + 1
*
[ -7/2 ] 
f(z) = -8/35*z^3 + 143/35*z + 1
*
0 | 0.12563846311118605671276000514484335929 | 0.025041151220886259803547106103063825756
f(z) = -7/24*z^3 + 151/24*z + 1
*
[ -3/14 ] 
f(z) = -7/27*z^3 + 159/28*z + 1
*
-5 | 0.13329210103902497843519974592357098164 | 0.026566606881477360784370316969098809428
f(z) = -7/30*z^3 + 151/30*z + 1
*
-4 | 0.12562134584968718749376663645240814455 | 0.017873896624061702946307757275120575248
f(z) = -7/32*z^3 + 141/28*z + 1
*
0 | 0.090949882279071265456702781806047413954 | 0.018127328998417632617731219192146775349
f(z) = -7/36*z^3 + 151/36*z + 1
*
[ -4 ] 
f(z) = -7/36*z^3 + 157/36*z + 1
*
5/6 | 0.073935677630761787405994734947428413227 | 0.011179703944205109601339208724333989439
f(z) = -6/25*z^3 + 149/30*z + 1
*
0 | 0.11627091969240733413806714868560796886 | 0.023330677663428958072640871760124315594
f(z) = -6/35*z^3 + 146/35*z + 1
*
0 | 0.12722499465627446223337493934022392583 | 0.025324048636977401249330427722024707715
f(z) = -5/21*z^3 + 152/21*z + 1
*
[ 21/5 ] 
f(z) = -5/27*z^3 + 141/35*z + 1
*
-3/10 | 0.10123020493432237134517930957017970612 | 0.012216619977319554733655956501403024816
f(z) = -5/27*z^3 + 147/20*z + 1
*
0 | 0.11078739439672539226814597981361284025 | 0.022261065214801069034638283148563100296
f(z) = -5/28*z^3 + 145/28*z + 1
*
[ 6 ] 
f(z) = -5/32*z^3 + 155/24*z + 1
*
4/5 | 0.071863863233733384035983696043860063401 | 0.010071049884726675168365422636313199173
f(z) = -5/32*z^3 + 157/20*z + 1
*
-6 | 0.058413781163696913077722054095187828006 | 0.011538308077699597780573212333629325093
f(z) = -5/33*z^3 + 158/33*z + 1
*
0 | 0.091153645191105493123369217814003230208 | 0.018216351578913010939583624884660516562
f(z) = -5/36*z^3 + 149/36*z + 1
*
6 | 0.16784821228554902546458024876528084692 | 0.024650792092885232486291108212157067986
f(z) = -5/36*z^3 + 151/30*z + 1
*
[ 11/2 ] 
f(z) = -4/33*z^3 + 148/33*z + 1
*
1/2 | 0.13259532098112621573540867483657575679 | 0.026793646068569657101412439123619080651
f(z) = -4/35*z^3 + 141/35*z + 1
*
[ -5 ] 
f(z) = -4/35*z^3 + 142/35*z + 1
*
-3/2 | 0.13987509996142433799557523410024438514 | 0.027952957807567033539268826222313773574
f(z) = -4/35*z^3 + 149/35*z + 1
*
7 | 0.15090554180714735005200405695552541208 | 0.029845372953887071986471111432751249384
f(z) = -4/39*z^3 + 157/39*z + 1
*
6 | 0.10246055947354474982770046075635910897 | 0.017821109067457260884442683213602270718
f(z) = -3/20*z^3 + 157/30*z + 1
*
-7 | 0.12011912876016454845418842170768727027 | 0.023941086139699698205380460104827053056
f(z) = -3/28*z^3 + 151/28*z + 1
*
0 | 0.14687957495999229846372138932678845250 | 0.029595843896547719079782836529322398974
f(z) = -3/35*z^3 + 143/35*z + 1
*
-2 | 0.070088128016731300124505228204640567852 | 0.013950994201773911442221500734807382384
f(z) = -3/35*z^3 + 152/35*z + 1
*
8 | 0.13740232846328798982512107915397091894 | 0.027174772302001009556073092781438310168
f(z) = -3/35*z^3 + 157/35*z + 1
*
[ 15/2 ] 
f(z) = -2/27*z^3 + 151/30*z + 1
*
-2 | 0.13941117022467150094153057118199407703 | 0.027897788324221219380039058850520539515
f(z) = -2/35*z^3 + 148/35*z + 1
*
-9 | 0.14510865866938839190852611229217649868 | 0.028998844071723341504301211863919035945
f(z) = -2/39*z^3 + 149/39*z + 1
*
13 | 0.10029116998799362596551348464367396913 | 0.020042415297069088197446803009558083327
f(z) = -1/20*z^3 + 149/20*z + 1
*
0 | 0.10734465318765320880630505989416828800 | 0.021480907215253556236487947865989685144
f(z) = -1/21*z^3 + 148/21*z + 1
*
[ 11 ] 
f(z) = -1/22*z^3 + 141/22*z + 1
*
[ -11 ] 
f(z) = -1/22*z^3 + 145/22*z + 1
*
0 | 0.066838857324898506373374957393911986431 | 0.013430265869998009698486307106825554564
f(z) = -1/24*z^3 + 145/24*z + 1
*
-14 | 0.11564333619428538272804533506232775705 | 0.016280176398641261749638707425493906922
f(z) = -1/24*z^3 + 152/21*z + 1
*
[ -21/2 ] 
f(z) = -1/27*z^3 + 145/28*z + 1
*
0 | 0.11489425742503337727866717605977326506 | 0.023216777530148776018786061588508713406
f(z) = -1/28*z^3 + 141/28*z + 1
*
12 | 0.099618032799752175276050618911530423512 | 0.019907894031834555204273725873012955917
f(z) = -1/30*z^3 + 149/30*z + 1
*
12 | 0.15323400477296570305580076657608245257 | 0.021512968319851097114681677866880296844
f(z) = -1/32*z^3 + 155/36*z + 1
*
[ 11 ] 
f(z) = -1/33*z^3 + 151/33*z + 1
*
[ -11 ] 
f(z) = -1/33*z^3 + 157/33*z + 1
*
0 | 0.14070227095944526147855852839851062737 | 0.028431824149118951797344234290429663758
f(z) = -1/35*z^3 + 141/35*z + 1
*
0 | 0.11342155331727649170207683271966827286 | 0.022790359940395511258135183122456203732
f(z) = -1/36*z^3 + 145/36*z + 1
*
[ -1/2 ] 
f(z) = -18/23*z^3 + 147/46*z + 1
*
[ -5/12 ] 
f(z) = -18/25*z^3 + 141/40*z + 1
*
[ -2/3 ] 
f(z) = -18/25*z^3 + 141/50*z + 1
*
[ -1/2 ] 
f(z) = -18/25*z^3 + 159/50*z + 1
*
[ 2 ] 
f(z) = -17/21*z^3 + 157/42*z + 1
*
[ 2 ] 
f(z) = -17/23*z^3 + 159/46*z + 1
*
-6/17 | 0.19753865294285322070884859239759086918 | 0.027887595200519484548406607015316405761
f(z) = -17/24*z^3 + 149/51*z + 1
*
[ -5/3 ] 
f(z) = -17/25*z^3 + 157/45*z + 1
*
[ 2 ] 
f(z) = -16/23*z^3 + 151/46*z + 1
*
[ -5/3 ] 
f(z) = -16/25*z^3 + 152/45*z + 1
*
[ 2 ] 
f(z) = -16/25*z^3 + 153/50*z + 1
*
[ -5/12 ] 
f(z) = -16/25*z^3 + 158/45*z + 1
*
[ 2 ] 
f(z) = -16/27*z^3 + 155/54*z + 1
*
[ 2 ] 
f(z) = -16/29*z^3 + 157/58*z + 1
*
-8/5 | 0.16047289203371884660851558434407391895 | 0.028101732417813047823053599480051916843
f(z) = -15/22*z^3 + 151/55*z + 1
*
[ 2 ] 
f(z) = -15/23*z^3 + 143/46*z + 1
*
[ 2 ] 
f(z) = -15/29*z^3 + 149/58*z + 1
*
[ -2/5 ] 
f(z) = -15/32*z^3 + 143/40*z + 1
*
[ -1/2 ] 
f(z) = -14/23*z^3 + 145/46*z + 1
*
[ -5/3 ] 
f(z) = -14/25*z^3 + 142/45*z + 1
*
[ -1/2 ] 
f(z) = -14/25*z^3 + 157/50*z + 1
*
-15/7 | 0.17470487620075870263504526415097962100 | 0.024260620811867631218202440485423211696
f(z) = -14/27*z^3 + 149/42*z + 1
*
-3/2 | 0.20567945715053207638311919525127213650 | 0.028406215717591274756716413321337307547
f(z) = -14/27*z^3 + 155/42*z + 1
*
[ 2 ] 
f(z) = -14/29*z^3 + 141/58*z + 1
*
[ -2 ] 
f(z) = -11/21*z^3 + 151/42*z + 1
*
[ -2 ] 
f(z) = -11/23*z^3 + 157/46*z + 1
*
[ -2 ] 
f(z) = -10/21*z^3 + 143/42*z + 1
*
[ -1/2 ] 
f(z) = -10/23*z^3 + 143/46*z + 1
*
[ -2 ] 
f(z) = -10/23*z^3 + 149/46*z + 1
*
0 | 0.13710258899834504797772512885739507707 | 0.027184420472191632978257646984147131785
f(z) = -10/27*z^3 + 155/54*z + 1
*
-8/3 | 0.13185614875152747349976310080448761487 | 0.026568663453125689418441243335812453300
f(z) = -9/20*z^3 + 143/40*z + 1
*
[ 8/3 ] 
f(z) = -9/20*z^3 + 153/40*z + 1
*
[ -2 ] 
f(z) = -9/23*z^3 + 141/46*z + 1
*
[ -2 ] 
f(z) = -9/25*z^3 + 147/50*z + 1
*
[ -2/3 ] 
f(z) = -9/29*z^3 + 153/58*z + 1
*
[ -2 ] 
f(z) = -9/29*z^3 + 159/58*z + 1
*
[ 10/3 ] 
f(z) = -9/32*z^3 + 153/40*z + 1
*
-3 | 0.11232709020951720461858050038994429114 | 0.022388045686689228851355582904576165720
f(z) = -8/21*z^3 + 151/42*z + 1
*
0 | 0.11993496138479359694468808754671762446 | 0.024235356744218308359424522108502474204
f(z) = -8/25*z^3 + 141/50*z + 1
*
[ -2 ] 
f(z) = -8/27*z^3 + 145/54*z + 1
*
[ 21/8 ] 
f(z) = -8/27*z^3 + 149/56*z + 1
*
0 | 0.10172443701603627923310176253804167851 | 0.020274818292896556815512130129348941251
f(z) = -8/27*z^3 + 151/54*z + 1
*
[ -2 ] 
f(z) = -8/29*z^3 + 151/58*z + 1
*
[ -2 ] 
f(z) = -7/29*z^3 + 143/58*z + 1
*
-2/7 | 0.098389713503677653411255013003857911156 | 0.015530997778023969409545651780265116399
f(z) = -7/32*z^3 + 141/56*z + 1
*
6/7 | 0.11161504507210344738777057295586078760 | 0.017466485362179868078563587032452874718
f(z) = -7/32*z^3 + 149/56*z + 1
*
[ -1/2 ] 
f(z) = -6/23*z^3 + 141/46*z + 1
*
[ -1/2 ] 
f(z) = -6/25*z^3 + 153/50*z + 1
*
0 | 0.11446719007330749020124131406072892526 | 0.022638770835118096856286863992796338751
f(z) = -5/21*z^3 + 157/42*z + 1
*
[ 18/5 ] 
f(z) = -5/24*z^3 + 154/45*z + 1
*
0 | 0.12858613346615352355967681654437784945 | 0.025909764065980721071426174451150462230
f(z) = -4/27*z^3 + 143/54*z + 1
*
[ -4 ] 
f(z) = -3/22*z^3 + 151/44*z + 1
*
[ -14/3 ] 
f(z) = -3/28*z^3 + 149/42*z + 1
*
6 | 0.12019157839946646436158598581972446833 | 0.020951810971210448884264041291706966708
f(z) = -3/28*z^3 + 155/42*z + 1
*
[ -1/2 ] 
f(z) = -2/25*z^3 + 151/50*z + 1
*
0 | 0.14244112721060698711278022859772545224 | 0.028465758523700580658261956382015551328
f(z) = -1/21*z^3 + 149/42*z + 1
*
[ 3/2 ] 
f(z) = -20/23*z^3 + 158/69*z + 1
*
-21/20 | 0.21291380853666520622521638319574834263 | 0.029566554104551019986078374354507484566
f(z) = -20/27*z^3 + 149/60*z + 1
*
0 | 0.065840123049751342056464338912867956608 | 0.013304368065576132062521803226130306752
f(z) = -18/35*z^3 + 141/70*z + 1
*
[ 2 ] 
f(z) = -16/31*z^3 + 159/62*z + 1
*
0 | 0.10026650019831117772131531254240038542 | 0.019880636248954265237766922007807179814
f(z) = -15/22*z^3 + 155/66*z + 1
*
0 | 0.14249925696309697512729692540762456818 | 0.028477375305523543249374984351148884627
f(z) = -15/26*z^3 + 149/78*z + 1
*
[ 2 ] 
f(z) = -15/31*z^3 + 151/62*z + 1
*
[ 2 ] 
f(z) = -15/37*z^3 + 157/74*z + 1
*
15/7 | 0.16771598319064647656906075929594465625 | 0.025113415921389553331020008829111224835
f(z) = -14/25*z^3 + 159/70*z + 1
*
[ 2 ] 
f(z) = -14/31*z^3 + 143/62*z + 1
*
[ 2 ] 
f(z) = -14/37*z^3 + 149/74*z + 1
*
0 | 0.14249826942650335992550860355778624335 | 0.028632889923742498534188727907011442266
f(z) = -14/39*z^3 + 145/78*z + 1
*
[ 2 ] 
f(z) = -13/37*z^3 + 141/74*z + 1
*
-5/12 | 0.19255002811009351964742603228735556026 | 0.029115203616171112813224289904976965348
f(z) = -12/25*z^3 + 149/60*z + 1
*
-1/3 | 0.11921853291367403565098882065601726066 | 0.023668781964822613846418438266042659252
f(z) = -12/25*z^3 + 154/75*z + 1
*
[ 21/11 ] 
f(z) = -11/27*z^3 + 151/77*z + 1
*
[ 21/10 ] 
f(z) = -10/27*z^3 + 151/70*z + 1
*
[ -3/2 ] 
f(z) = -10/33*z^3 + 155/66*z + 1
*
[ -4/3 ] 
f(z) = -9/34*z^3 + 151/68*z + 1
*
-10/3 | 0.13400596308760946855282318810050358692 | 0.026708887573765328698297134681937812908
f(z) = -9/35*z^3 + 151/70*z + 1
*
[ -2 ] 
f(z) = -8/31*z^3 + 157/62*z + 1
*
-11/4 | 0.13321640404435391911455242099806273888 | 0.026767838292984582082838046085618312743
f(z) = -8/33*z^3 + 145/66*z + 1
*
-5/4 | 0.13321705618370763847879926799718536790 | 0.026347029260878814394989159546929913363
f(z) = -8/33*z^3 + 157/66*z + 1
*
[ -7/4 ] 
f(z) = -8/35*z^3 + 159/70*z + 1
*
13/4 | 0.14249851687917417125543664646464221896 | 0.028632939645645179824581250408835887781
f(z) = -8/39*z^3 + 145/78*z + 1
*
-3 | 0.13010386566090226292465607313757144929 | 0.026000252142257966708667612869045893977
f(z) = -7/20*z^3 + 149/60*z + 1
*
[ -10/7 ] 
f(z) = -7/25*z^3 + 159/70*z + 1
*
[ -2 ] 
f(z) = -7/31*z^3 + 149/62*z + 1
*
[ 8/3 ] 
f(z) = -7/32*z^3 + 157/72*z + 1
*
[ -2 ] 
f(z) = -7/33*z^3 + 155/66*z + 1
*
0 | 0.11921923499187388046108416646799394599 | 0.024022358923944450481659570327933851881
f(z) = -6/25*z^3 + 143/75*z + 1
*
-1/3 | 0.11921817419154884746608373302973252294 | 0.023730296470399829070130346926771804889
f(z) = -6/25*z^3 + 152/75*z + 1
*
[ -2 ] 
f(z) = -6/31*z^3 + 141/62*z + 1
*
-3 | 0.065839778916470623698261334753136432762 | 0.013266540426235860875527139205943154243
f(z) = -6/35*z^3 + 143/70*z + 1
*
[ -2 ] 
f(z) = -6/35*z^3 + 153/70*z + 1
*
[ -2 ] 
f(z) = -6/37*z^3 + 159/74*z + 1
*
[ -4/5 ] 
f(z) = -5/24*z^3 + 143/60*z + 1
*
[ -12/5 ] 
f(z) = -5/24*z^3 + 157/60*z + 1
*
[ 14/5 ] 
f(z) = -5/28*z^3 + 143/70*z + 1
*
3/5 | 0.13031386337764344121147775507818009057 | 0.021498769210206604411242447238597840270
f(z) = -5/36*z^3 + 143/60*z + 1
*
[ -2 ] 
f(z) = -5/37*z^3 + 151/74*z + 1
*
[ -2 ] 
f(z) = -5/39*z^3 + 157/78*z + 1
*
[ -3/2 ] 
f(z) = -4/23*z^3 + 142/69*z + 1
*
[ 3 ] 
f(z) = -4/23*z^3 + 154/69*z + 1
*
[ -3/2 ] 
f(z) = -4/25*z^3 + 152/75*z + 1
*
[ 3 ] 
f(z) = -4/25*z^3 + 158/75*z + 1
*
-3 | 0.12142182141033411852898770938359608719 | 0.024265212691444408171309526211979611324
f(z) = -4/33*z^3 + 149/66*z + 1
*
[ -2 ] 
f(z) = -4/37*z^3 + 143/74*z + 1
*
[ -2 ] 
f(z) = -4/39*z^3 + 149/78*z + 1
*
0 | 0.11348211851510636405670555050852801033 | 0.022678524423867642967431850657883350736
f(z) = -3/20*z^3 + 149/60*z + 1
*
-5/2 | 0.18453138516329140750441767376947757005 | 0.027902716532097404586899317402720103247
f(z) = -3/25*z^3 + 149/60*z + 1
*
-1/3 | 0.11921831382737621052432401792079294844 | 0.023761543646140041712700449632910837803
f(z) = -3/25*z^3 + 151/75*z + 1
*
13/3 | 0.14249879435159171471997336473197293809 | 0.028401603854341314192991660636607868082
f(z) = -3/26*z^3 + 151/78*z + 1
*
[ 4 ] 
f(z) = -3/34*z^3 + 147/68*z + 1
*
[ 4 ] 
f(z) = -3/38*z^3 + 153/76*z + 1
*
[ -3 ] 
f(z) = -2/23*z^3 + 146/69*z + 1
*
[ -3 ] 
f(z) = -2/25*z^3 + 154/75*z + 1
*
[ -6/5 ] 
f(z) = -1/24*z^3 + 142/75*z + 1
*
[ -6 ] 
f(z) = -1/33*z^3 + 149/66*z + 1
*
0 | 0.087380642344107825699482701448584308231 | 0.017606967143666483622738474948953073437
f(z) = -20/21*z^3 + 143/84*z + 1
*
-3/4 | 0.072966909260275173621245968883575388798 | 0.014431044705756492483889160940365500483
f(z) = -20/21*z^3 + 157/84*z + 1
*
[ 4/3 ] 
f(z) = -18/23*z^3 + 151/92*z + 1
*
-7/8 | 0.12522189820739373530006455014607607263 | 0.025161462253853376503307152567031607169
f(z) = -16/21*z^3 + 145/84*z + 1
*
2 | 0.091384340307913769604404612518839373386 | 0.018213921343866378271213266637184160421
f(z) = -16/21*z^3 + 151/84*z + 1
*
-4/3 | 0.063356026640584302580939124697168509546 | 0.012766070945337313089282804000456146433
f(z) = -15/28*z^3 + 143/84*z + 1
*
0 | 0.097071663279187887801502637862186562278 | 0.019198367131698602584084493299418300508
f(z) = -15/28*z^3 + 157/84*z + 1
*
[ 3/2 ] 
f(z) = -13/21*z^3 + 145/84*z + 1
*
[ 3/2 ] 
f(z) = -13/24*z^3 + 149/96*z + 1
*
[ 21/13 ] 
f(z) = -13/27*z^3 + 149/91*z + 1
*
-2/3 | 0.16170664208790760488345704201888610634 | 0.028125863457977241523075311299366696818
f(z) = -11/20*z^3 + 157/90*z + 1
*
0 | 0.13408187205327798758316434592836064406 | 0.026941741108308418106551235866271148481
f(z) = -11/28*z^3 + 145/84*z + 1
*
2 | 0.11686020715902858759151779408735739720 | 0.023353609334332915902703044835163943582
f(z) = -8/21*z^3 + 149/84*z + 1
*
-4/7 | 0.11953002482219318615567855514615038408 | 0.020836488868922296237428078736551269920
f(z) = -7/24*z^3 + 155/84*z + 1
*
12/5 | 0.11508636877238740347471346095449227217 | 0.013888803571760987707559226294472390457
f(z) = -5/27*z^3 + 147/80*z + 1
*
[ -5/4 ] 
f(z) = -3/25*z^3 + 159/80*z + 1
*
[ 3 ] 
f(z) = -3/31*z^3 + 143/93*z + 1
*
[ 3 ] 
f(z) = -3/32*z^3 + 145/96*z + 1
*
-4 | 0.14661568506749663458774549633893970844 | 0.029300011651462888896983328768291080667
f(z) = -2/21*z^3 + 149/84*z + 1
*
[ 10/3 ] 
f(z) = -2/25*z^3 + 143/90*z + 1
*
[ -3/2 ] 
f(z) = -1/21*z^3 + 149/84*z + 1
*
[ -7/2 ] 
f(z) = -1/21*z^3 + 157/84*z + 1
*
7/2 | 0.11552453009332421823620535357636276135 | 0.023212921581200688157797822306526542970
f(z) = -1/24*z^3 + 145/96*z + 1
*
[ -5/4 ] 
f(z) = -1/25*z^3 + 149/80*z + 1
*
[ -10/3 ] 
f(z) = -1/25*z^3 + 157/90*z + 1
*
[ -15/4 ] 
f(z) = -1/27*z^3 + 143/80*z + 1
*
[ -3 ] 
f(z) = -1/29*z^3 + 143/87*z + 1
*
[ -3 ] 
f(z) = -1/31*z^3 + 151/93*z + 1
*
[ -3 ] 
f(z) = -1/32*z^3 + 155/96*z + 1
*
0 | 0.10142673625860291973390005203448462914 | 0.020466157329488389171284030563544793228
f(z) = -20/21*z^3 + 142/105*z + 1
*
[ 4/3 ] 
f(z) = -18/25*z^3 + 153/100*z + 1
*
[ 4/3 ] 
f(z) = -18/29*z^3 + 157/116*z + 1
*
[ 5/4 ] 
f(z) = -16/21*z^3 + 146/105*z + 1
*
[ 5/4 ] 
f(z) = -16/23*z^3 + 148/115*z + 1
*
[ 21/16 ] 
f(z) = -16/27*z^3 + 141/112*z + 1
*
[ 3/2 ] 
f(z) = -16/35*z^3 + 143/105*z + 1
*
[ 3/2 ] 
f(z) = -16/37*z^3 + 145/111*z + 1
*
[ 18/13 ] 
f(z) = -13/24*z^3 + 154/117*z + 1
*
[ 5/3 ] 
f(z) = -12/35*z^3 + 142/105*z + 1
*
-7/3 | 0.11141875365125125929511387910847950643 | 0.022450582670248975619509337185465561288
f(z) = -6/35*z^3 + 143/105*z + 1
*
0 | 0.10921023865536515053203075034564059008 | 0.021766822303595911582765045133304180513
f(z) = -5/21*z^3 + 151/105*z + 1
*
0 | 0.13381956652731145672125267910318950123 | 0.026466190861560194499847509516296373049
f(z) = -5/22*z^3 + 157/110*z + 1
*
0 | 0.11921892742197413314336475571870360171 | 0.024090667169722757961229608772038477303
f(z) = -4/25*z^3 + 141/100*z + 1
*
-15/4 | 0.17882877261002837007298148378166734100 | 0.021653428902775880456546967466233880233
f(z) = -4/27*z^3 + 143/100*z + 1
*
[ 3 ] 
f(z) = -3/34*z^3 + 149/102*z + 1
*
0 | 0.097437344794756546204201857367237652485 | 0.019472100385846660458935708463658306981
f(z) = -3/35*z^3 + 149/105*z + 1
*
[ 3 ] 
f(z) = -3/37*z^3 + 155/111*z + 1
*
[ 3 ] 
f(z) = -3/38*z^3 + 157/114*z + 1
*
[ 4 ] 
f(z) = -1/27*z^3 + 145/108*z + 1
*
[ 4 ] 
f(z) = -1/29*z^3 + 151/116*z + 1
*
-1/2 | 0.13321912912695071555961535799446606562 | 0.026552062763061078268760983130700805963
f(z) = -19/33*z^3 + 151/132*z + 1
*
[ 4/3 ] 
f(z) = -18/31*z^3 + 159/124*z + 1
*
2 | 0.15851003037713308748663866872276565709 | 0.024805017312427316998070369018061067272
f(z) = -17/32*z^3 + 149/136*z + 1
*
-1/2 | 0.13321904741798920150630832349314676468 | 0.026622797143067752120615093803312744730
f(z) = -17/33*z^3 + 149/132*z + 1
*
[ 5/4 ] 
f(z) = -16/27*z^3 + 152/135*z + 1
*
0 | 0.094691147308274872405495335267836629335 | 0.018823638972979149687241712468518556110
f(z) = -15/26*z^3 + 153/130*z + 1
*
[ 3/2 ] 
f(z) = -13/30*z^3 + 157/120*z + 1
*
-1/2 | 0.13321886820491843609853831369587698951 | 0.026768333429090320074399343532885541123
f(z) = -13/33*z^3 + 145/132*z + 1
*
[ 14/9 ] 
f(z) = -9/28*z^3 + 143/126*z + 1
*
5/4 | 0.17993675737199756992837453529101404363 | 0.027207969691512413823586191255948984566
f(z) = -6/25*z^3 + 149/120*z + 1
*
-4 | 0.15033218285978580413098626317507327098 | 0.029731976776281333707163588387810024183
f(z) = -4/33*z^3 + 157/132*z + 1
*
-9/2 | 0.11373580324476704452495074389591932840 | 0.022853503749921015134881731714859177097
f(z) = -2/21*z^3 + 145/126*z + 1
*
-5 | 0.059733099525907196772270810897140623808 | 0.011937198337826901099397937356334895727
f(z) = -1/24*z^3 + 149/120*z + 1
*
[ 10/3 ] 
f(z) = -1/24*z^3 + 157/135*z + 1
*
[ 4 ] 
f(z) = -1/31*z^3 + 157/124*z + 1
*
11/2 | 0.13321770832306135784304611499630799692 | 0.026347158237866647849522480494182879950
f(z) = -1/33*z^3 + 157/132*z + 1
*
[ 9/8 ] 
f(z) = -20/27*z^3 + 151/144*z + 1
*
3/2 | 0.13278073781818162887654075600345248817 | 0.026499780970814131774642072372379464178
f(z) = -18/25*z^3 + 143/150*z + 1
*
[ 5/4 ] 
f(z) = -16/29*z^3 + 154/145*z + 1
*
[ 5/4 ] 
f(z) = -16/31*z^3 + 156/155*z + 1
*
15/8 | 0.10142631267970877623782818006292963140 | 0.020495298807467117661326237213473567001
f(z) = -16/35*z^3 + 141/140*z + 1
*
-7/8 | 0.12545005799792810851840288442196463824 | 0.025070224644272084262851056693865580356
f(z) = -16/35*z^3 + 149/140*z + 1
*
[ 3/2 ] 
f(z) = -11/39*z^3 + 151/156*z + 1
*
0 | 0.13981218539589159682399154747360618281 | 0.027940384817833312980588623404327348331
f(z) = -7/20*z^3 + 149/140*z + 1
*
-20/7 | 0.21116871479561151553818445375961378003 | 0.029540920705438616926756329761524706560
f(z) = -7/32*z^3 + 159/140*z + 1
*
-7/5 | 0.13515566651957840344578927475337970048 | 0.027009815504813200924274229464287964220
f(z) = -5/28*z^3 + 149/140*z + 1
*
[ 5/2 ] 
f(z) = -3/35*z^3 + 159/140*z + 1
*
[ 7/2 ] 
f(z) = -1/35*z^3 + 149/140*z + 1
*
[ 5/4 ] 
f(z) = -16/33*z^3 + 158/165*z + 1
*
-11/5 | 0.13358539328776019986887828197153946172 | 0.026162714421960018168407426422871263736
f(z) = -10/33*z^3 + 152/165*z + 1
*
0 | 0.12949955089072559440144651418691049634 | 0.025273314061393386104465816761838901135
f(z) = -7/24*z^3 + 145/168*z + 1
*
[ 15/13 ] 
f(z) = -13/27*z^3 + 151/195*z + 1
*
[ 11/9 ] 
f(z) = -9/22*z^3 + 157/198*z + 1
*
-20/9 | 0.20225957101478743436698027300258022218 | 0.027811948699266658078685741107245256395
f(z) = -9/32*z^3 + 151/180*z + 1
*
[ 4/3 ] 
f(z) = -7/20*z^3 + 157/180*z + 1
*
[ 3/2 ] 
f(z) = -6/31*z^3 + 143/186*z + 1
*
0 | 0.13691227953266366407140306372673854673 | 0.025964781148200145882354404357583066861
f(z) = -5/39*z^3 + 142/195*z + 1
*
[ 7/3 ] 
f(z) = -1/21*z^3 + 157/189*z + 1
*
-16/3 | 0.12578480820362796583911581969644174232 | 0.023785638560522538844196454233818862135
f(z) = -1/22*z^3 + 157/198*z + 1
*
-12/17 | 0.14270343311258809367775837262644194365 | 0.023739326330430969993291836154441933845
f(z) = -17/24*z^3 + 157/204*z + 1
*
[ 15/14 ] 
f(z) = -14/25*z^3 + 149/210*z + 1
*
19/10 | 0.10142669415677594659576253026654156984 | 0.018968515889031809040403378575347261775
f(z) = -10/21*z^3 + 151/210*z + 1
*
0 | 0.14253595842445977169018587280561540179 | 0.026516944354119257509096053094616206994
f(z) = -8/27*z^3 + 145/216*z + 1
*
-14/17 | 0.15126720845008461532531544467660989822 | 0.024534786129097094449185884725233610811
f(z) = -17/28*z^3 + 149/238*z + 1
*
-20/11 | 0.21953880967974220514849169143594617947 | 0.029377329058997230242429887084350285171
f(z) = -11/32*z^3 + 151/220*z + 1
*
0 | 0.16057303317078066658454801570745677268 | 0.029343035596418781296229072251700427761
f(z) = -7/34*z^3 + 151/238*z + 1
*
[ 3/2 ] 
f(z) = -6/37*z^3 + 155/222*z + 1
*
[ 9/5 ] 
f(z) = -2/27*z^3 + 154/225*z + 1
*
[ 16/15 ] 
f(z) = -15/32*z^3 + 143/240*z + 1
*
[ 4/3 ] 
f(z) = -5/28*z^3 + 143/252*z + 1
*
-16/17 | 0.15868561915144698327789009028390711902 | 0.025192395260313189430943750023717040094
f(z) = -17/32*z^3 + 145/272*z + 1
*
-3/4 | 0.13559448560508189151649093000278007920 | 0.024317740907744403591053213701110786126
f(z) = -14/33*z^3 + 151/264*z + 1
*
-14/13 | 0.15807901875071717258358655447729397057 | 0.020559344581607017946547699797007921099
f(z) = -13/24*z^3 + 152/273*z + 1
*
-20/13 | 0.22263240384017120870389065187298672216 | 0.029139897199017092391112392226118648103
f(z) = -13/32*z^3 + 159/260*z + 1
*
8/3 | 0.10465423496640260519644332178140022981 | 0.018768864821120734842304080550045508945
f(z) = -3/22*z^3 + 157/264*z + 1
*
[ -6 ] 
f(z) = -20/27*z^3 + 167/6*z + 1
*
[ 4 ] 
f(z) = -19/24*z^3 + 161/12*z + 1
*
[ -4 ] 
f(z) = -19/24*z^3 + 167/12*z + 1
*
[ 15/2 ] 
f(z) = -16/27*z^3 + 171/5*z + 1
*
[ -12 ] 
f(z) = -8/27*z^3 + 175/4*z + 1
*
[ 10 ] 
f(z) = -4/25*z^3 + 169/10*z + 1
*
[ -10 ] 
f(z) = -4/25*z^3 + 171/10*z + 1
*
[ -15 ] 
f(z) = -4/27*z^3 + 172/5*z + 1
*
-3/4 | 0.14989928881194107771292814767228046052 | 0.020393028912218595493533373081149480691
f(z) = -4/27*z^3 + 173/12*z + 1
*
[ -10 ] 
f(z) = -3/20*z^3 + 161/10*z + 1
*
[ 12 ] 
f(z) = -3/32*z^3 + 173/12*z + 1
*
[ -12 ] 
f(z) = -3/32*z^3 + 175/12*z + 1
*
[ -24 ] 
f(z) = -1/27*z^3 + 179/8*z + 1
*
-2 | 0.17280433437716758894661579927102997109 | 0.029557195589628221465706080104394479366
f(z) = -1/36*z^3 + 173/18*z + 1
*
[ 18 ] 
f(z) = -1/36*z^3 + 179/18*z + 1
*
-3 | 0.10704373067259600650969638916132582409 | 0.012759117918455987520134711419917049889
f(z) = -20/27*z^3 + 163/20*z + 1
*
[ -21/10 ] 
f(z) = -20/27*z^3 + 166/35*z + 1
*
3 | 0.065682193559556525041695430784710527212 | 0.012894663257957486100265443764795993114
f(z) = -19/24*z^3 + 163/24*z + 1
*
-3 | 0.13327737379908699288138891761262336200 | 0.025692589444383117353516120696110042111
f(z) = -19/24*z^3 + 179/24*z + 1
*
[ -6/19 ] 
f(z) = -19/27*z^3 + 161/38*z + 1
*
[ 3 ] 
f(z) = -17/21*z^3 + 167/21*z + 1
*
-3 | 0.062970776469875823590479211746688980487 | 0.012392396264269427867485994385220314453
f(z) = -17/24*z^3 + 161/24*z + 1
*
[ 3 ] 
f(z) = -17/24*z^3 + 169/24*z + 1
*
[ 3 ] 
f(z) = -17/30*z^3 + 173/30*z + 1
*
[ 3 ] 
f(z) = -17/33*z^3 + 175/33*z + 1
*
[ 3 ] 
f(z) = -17/39*z^3 + 179/39*z + 1
*
[ -1/4 ] 
f(z) = -16/35*z^3 + 176/35*z + 1
*
[ 3 ] 
f(z) = -16/39*z^3 + 170/39*z + 1
*
-2/3 | 0.10148246327611208062138954014402021551 | 0.015690660244658202328748848276278629446
f(z) = -15/32*z^3 + 161/24*z + 1
*
[ -3 ] 
f(z) = -14/33*z^3 + 170/33*z + 1
*
[ -3 ] 
f(z) = -14/39*z^3 + 178/39*z + 1
*
-2 | 0.18104004233867391779524956016891318736 | 0.025281935220835787585130785813714210825
f(z) = -13/24*z^3 + 161/39*z + 1
*
0 | 0.13721892776646732489180039195073618458 | 0.026938684143705007205768935514013413338
f(z) = -13/30*z^3 + 163/30*z + 1
*
[ -3 ] 
f(z) = -13/33*z^3 + 161/33*z + 1
*
[ 7/2 ] 
f(z) = -12/35*z^3 + 172/35*z + 1
*
4 | 0.077574182368792576903131796973548064650 | 0.015087370364924896631498022375408705037
f(z) = -11/20*z^3 + 171/20*z + 1
*
-10/11 | 0.15860561483292462782014548135512656529 | 0.022149005424808406335946512416209210832
f(z) = -11/24*z^3 + 161/33*z + 1
*
4 | 0.11317068654581411011344857410802864834 | 0.022112314061664342296574538293520172177
f(z) = -11/36*z^3 + 167/36*z + 1
*
[ -4 ] 
f(z) = -9/20*z^3 + 169/20*z + 1
*
[ 4 ] 
f(z) = -9/28*z^3 + 165/28*z + 1
*
[ -4 ] 
f(z) = -9/28*z^3 + 179/28*z + 1
*
-2/3 | 0.14111745553971709121485965999136293141 | 0.027203963773202564553939054403841282183
f(z) = -9/35*z^3 + 179/35*z + 1
*
[ -15/4 ] 
f(z) = -8/25*z^3 + 173/30*z + 1
*
[ -15/4 ] 
f(z) = -8/27*z^3 + 163/30*z + 1
*
0 | 0.14265008529553651537871167604965817221 | 0.027971337546657392698005466265606423989
f(z) = -8/39*z^3 + 164/39*z + 1
*
-5 | 0.15157302321166884847867376190675015108 | 0.029219539260219411202948068436186403302
f(z) = -7/20*z^3 + 179/20*z + 1
*
5/7 | 0.084833072007456728832667743249806798029 | 0.012621291342620626679591526138944189747
f(z) = -7/25*z^3 + 166/35*z + 1
*
5 | 0.11955093892031874610961972578422858341 | 0.023304736713912196332414742199948982021
f(z) = -7/30*z^3 + 169/30*z + 1
*
-6 | 0.19536040902016726706859921002615592114 | 0.029980758203500348682217396581177093243
f(z) = -7/32*z^3 + 169/24*z + 1
*
0 | 0.14265923905669012502140442786286831975 | 0.028006720673914350507610815090738833733
f(z) = -7/39*z^3 + 163/39*z + 1
*
5 | 0.12232059877864101225838317648502806197 | 0.017996729626774544877789413266888359489
f(z) = -6/25*z^3 + 179/30*z + 1
*
[ 5 ] 
f(z) = -6/35*z^3 + 178/35*z + 1
*
6 | 0.12797176208687335407499566335957494871 | 0.024833013956266337863795348707007364376
f(z) = -5/21*z^3 + 173/21*z + 1
*
0 | 0.11652119185136283708472154684733519236 | 0.022611022433850566645910947230552428455
f(z) = -5/24*z^3 + 173/24*z + 1
*
[ 9/2 ] 
f(z) = -5/27*z^3 + 163/36*z + 1
*
[ -9/2 ] 
f(z) = -5/27*z^3 + 179/36*z + 1
*
0 | 0.10750885033310758008309414349046049186 | 0.020862170975905158644504492891831188123
f(z) = -5/28*z^3 + 173/28*z + 1
*
[ -6 ] 
f(z) = -5/32*z^3 + 163/24*z + 1
*
-36/5 | 0.19912275269609654692075822231471840914 | 0.027665792452413082052884648113381794316
f(z) = -5/32*z^3 + 167/20*z + 1
*
0 | 0.13850503797564894306992509366933547116 | 0.026968550201748008389965537225409968722
f(z) = -5/33*z^3 + 170/33*z + 1
*
-6 | 0.18276900606115851411191170920379456831 | 0.026591684771340677245199912585187361110
f(z) = -5/36*z^3 + 161/30*z + 1
*
0 | 0.14404678898414473972924286705031969120 | 0.028347830370824105844526171439493574668
f(z) = -5/39*z^3 + 161/39*z + 1
*
0 | 0.14748603032334727432655387746767127860 | 0.028851013818787440457667094047335452151
f(z) = -4/27*z^3 + 166/27*z + 1
*
[ -11/2 ] 
f(z) = -4/33*z^3 + 160/33*z + 1
*
6 | 0.14804623166105070017205646173226664077 | 0.028960599631762069137563587354392587616
f(z) = -4/33*z^3 + 166/33*z + 1
*
-7 | 0.13958933180061913595188004124837048370 | 0.027306272545986619884328384672060379479
f(z) = -4/35*z^3 + 166/35*z + 1
*
11/2 | 0.14571914773487779101645741073564370636 | 0.028712149187379923766602417988746671051
f(z) = -4/39*z^3 + 160/39*z + 1
*
13/2 | 0.15202834335023460924835520115884094925 | 0.029846053959645672670254529081425905734
f(z) = -4/39*z^3 + 163/39*z + 1
*
-13/2 | 0.15256924287460908851201924114717808206 | 0.029540283691311872557798371452076202871
f(z) = -4/39*z^3 + 175/39*z + 1
*
0 | 0.10592572306091487351116600832002744089 | 0.020795233155355373075288819472450137697
f(z) = -3/20*z^3 + 163/20*z + 1
*
-6 | 0.086032465988649085357533194798807858568 | 0.014804745934168049150447181710711130417
f(z) = -3/20*z^3 + 167/30*z + 1
*
-2 | 0.15966535321876395256757036066933226631 | 0.027649827343209065929466065468180667108
f(z) = -3/26*z^3 + 161/39*z + 1
*
[ -7 ] 
f(z) = -3/28*z^3 + 179/28*z + 1
*
[ 7 ] 
f(z) = -3/35*z^3 + 177/35*z + 1
*
0 | 0.085862212376796137935545970594427271870 | 0.016570011376093909541008937090184779003
f(z) = -3/35*z^3 + 178/35*z + 1
*
0 | 0.13452894694706667442355127679319428000 | 0.026194358792696929927581919400525265585
f(z) = -2/21*z^3 + 170/21*z + 1
*
[ 15/2 ] 
f(z) = -2/25*z^3 + 161/30*z + 1
*
[ -15/2 ] 
f(z) = -2/25*z^3 + 169/30*z + 1
*
0 | 0.098501672348679551667999511105441646471 | 0.019029911698419862048446732305100530663
f(z) = -2/35*z^3 + 177/35*z + 1
*
0 | 0.10651660584989240623443531083651642482 | 0.020962040845221750729286456044536883910
f(z) = -1/20*z^3 + 161/20*z + 1
*
14 | 0.21406905464701834539817169927627271624 | 0.029669013820479342463877063764722282699
f(z) = -1/24*z^3 + 170/21*z + 1
*
-14 | 0.21435766793487123719476042280449634087 | 0.029637159825885111538206503958567758141
f(z) = -1/24*z^3 + 173/21*z + 1
*
0 | 0.088596105018883298158628673054673967977 | 0.017134973264379975785744931958705888209
f(z) = -1/35*z^3 + 176/35*z + 1
*
[ -3/7 ] 
f(z) = -20/27*z^3 + 170/49*z + 1
*
[ -9/5 ] 
f(z) = -20/27*z^3 + 178/45*z + 1
*
[ 2 ] 
f(z) = -19/21*z^3 + 173/42*z + 1
*
[ 2 ] 
f(z) = -19/23*z^3 + 175/46*z + 1
*
[ -5/3 ] 
f(z) = -19/25*z^3 + 167/45*z + 1
*
[ 2 ] 
f(z) = -19/25*z^3 + 177/50*z + 1
*
[ 2 ] 
f(z) = -19/27*z^3 + 179/54*z + 1
*
[ 2 ] 
f(z) = -18/23*z^3 + 167/46*z + 1
*
[ 2 ] 
f(z) = -18/25*z^3 + 169/50*z + 1
*
[ -2/3 ] 
f(z) = -18/29*z^3 + 161/58*z + 1
*
[ 2 ] 
f(z) = -18/29*z^3 + 173/58*z + 1
*
[ 2 ] 
f(z) = -17/25*z^3 + 161/50*z + 1
*
[ 2 ] 
f(z) = -17/27*z^3 + 163/54*z + 1
*
[ -3/7 ] 
f(z) = -17/27*z^3 + 169/49*z + 1
*
[ 2 ] 
f(z) = -17/29*z^3 + 165/58*z + 1
*
-1 | 0.14652571521518380241553327331430750786 | 0.028246542805858524422352561145845940206
f(z) = -16/21*z^3 + 179/42*z + 1
*
[ -1/2 ] 
f(z) = -14/27*z^3 + 169/54*z + 1
*
51/28 | 0.22349147295789052685684465378293838261 | 0.026487876950112876309455936165480498361
f(z) = -14/27*z^3 + 171/56*z + 1
*
[ -2 ] 
f(z) = -13/21*z^3 + 167/42*z + 1
*
[ -2 ] 
f(z) = -13/23*z^3 + 173/46*z + 1
*
[ -2 ] 
f(z) = -13/25*z^3 + 179/50*z + 1
*
[ -2 ] 
f(z) = -12/23*z^3 + 165/46*z + 1
*
[ -2 ] 
f(z) = -12/25*z^3 + 171/50*z + 1
*
[ -2 ] 
f(z) = -11/25*z^3 + 163/50*z + 1
*
-6/11 | 0.15046221470830633232323165747655619304 | 0.017934400526520490149716819219913243469
f(z) = -11/27*z^3 + 163/44*z + 1
*
[ -3/7 ] 
f(z) = -11/27*z^3 + 167/49*z + 1
*
[ -2 ] 
f(z) = -11/27*z^3 + 169/54*z + 1
*
[ -2 ] 
f(z) = -11/29*z^3 + 175/58*z + 1
*
[ -4/11 ] 
f(z) = -11/32*z^3 + 167/44*z + 1
*
[ -2 ] 
f(z) = -10/27*z^3 + 161/54*z + 1
*
[ -1/2 ] 
f(z) = -10/27*z^3 + 167/54*z + 1
*
-15/4 | 0.24455380873473491078389561675384155590 | 0.028827936999270696197002870998265483797
f(z) = -10/27*z^3 + 179/40*z + 1
*
[ -2 ] 
f(z) = -10/29*z^3 + 167/58*z + 1
*
[ -1/2 ] 
f(z) = -10/29*z^3 + 179/58*z + 1
*
[ 8/3 ] 
f(z) = -9/28*z^3 + 163/56*z + 1
*
[ -10/3 ] 
f(z) = -9/32*z^3 + 177/40*z + 1
*
-7/2 | 0.11935118261653772851694950514517461453 | 0.023212561713726744258206674446420240014
f(z) = -8/25*z^3 + 171/50*z + 1
*
[ -3/7 ] 
f(z) = -8/27*z^3 + 166/49*z + 1
*
[ -1/2 ] 
f(z) = -6/29*z^3 + 177/58*z + 1
*
[ -18/5 ] 
f(z) = -5/24*z^3 + 179/45*z + 1
*
[ -3/7 ] 
f(z) = -5/27*z^3 + 165/49*z + 1
*
[ -4 ] 
f(z) = -3/26*z^3 + 161/52*z + 1
*
-6 | 0.14150702522840147007050654186720271893 | 0.024301203831858778816317525227163869222
f(z) = -3/28*z^3 + 169/42*z + 1
*
-2 | 0.11838927234986907385244196562332104072 | 0.020132405110838708757166695928533792123
f(z) = -3/28*z^3 + 179/42*z + 1
*
[ 16/3 ] 
f(z) = -3/32*z^3 + 167/48*z + 1
*
1/2 | 0.12408253519069362009591422978849893134 | 0.024188106254365750596767903629908217997
f(z) = -2/21*z^3 + 169/42*z + 1
*
[ 6 ] 
f(z) = -2/21*z^3 + 179/42*z + 1
*
[ -1/2 ] 
f(z) = -2/27*z^3 + 163/54*z + 1
*
[ -3/7 ] 
f(z) = -2/27*z^3 + 164/49*z + 1
*
[ -1/2 ] 
f(z) = -2/29*z^3 + 175/58*z + 1
*
[ 8 ] 
f(z) = -1/20*z^3 + 163/40*z + 1
*
[ -8 ] 
f(z) = -1/20*z^3 + 173/40*z + 1
*
[ 8 ] 
f(z) = -1/28*z^3 + 177/56*z + 1
*
[ 10 ] 
f(z) = -1/32*z^3 + 161/40*z + 1
*
[ -10 ] 
f(z) = -1/32*z^3 + 169/40*z + 1
*
[ -2/3 ] 
f(z) = -18/31*z^3 + 171/62*z + 1
*
[ 2 ] 
f(z) = -18/31*z^3 + 175/62*z + 1
*
3/2 | 0.24863887533948701285125092780152200652 | 0.029551209769073447222384996455864253649
f(z) = -17/27*z^3 + 167/68*z + 1
*
[ 2 ] 
f(z) = -17/31*z^3 + 167/62*z + 1
*
[ 2 ] 
f(z) = -17/33*z^3 + 169/66*z + 1
*
[ 2 ] 
f(z) = -17/35*z^3 + 171/70*z + 1
*
[ 2 ] 
f(z) = -17/37*z^3 + 173/74*z + 1
*
[ 2 ] 
f(z) = -17/39*z^3 + 175/78*z + 1
*
[ 15/8 ] 
f(z) = -16/25*z^3 + 163/60*z + 1
*
1/2 | 0.14285645472551514317154974596735138975 | 0.027721399440707840168539717732939638160
f(z) = -16/33*z^3 + 173/66*z + 1
*
[ 2 ] 
f(z) = -16/35*z^3 + 163/70*z + 1
*
[ 2 ] 
f(z) = -16/37*z^3 + 165/74*z + 1
*
7/3 | 0.13321705618370763847879926799718536790 | 0.025680961696296318107765519301848961424
f(z) = -15/22*z^3 + 179/66*z + 1
*
-1/3 | 0.14249887228141553886717734651104156341 | 0.028043206571664218712953965290953336788
f(z) = -15/26*z^3 + 161/78*z + 1
*
-4/15 | 0.16550251285231199584512476617548398067 | 0.022994650831856699537096192189921819680
f(z) = -15/32*z^3 + 167/60*z + 1
*
-28/15 | 0.20493802361484204415209282181183431055 | 0.028334796785153966001062172457361244452
f(z) = -15/32*z^3 + 173/60*z + 1
*
5/7 | 0.096627146828248925016778324407648266975 | 0.014363155328847445255531288663224109827
f(z) = -14/25*z^3 + 167/70*z + 1
*
[ -9/7 ] 
f(z) = -14/27*z^3 + 166/63*z + 1
*
[ -15/14 ] 
f(z) = -14/27*z^3 + 177/70*z + 1
*
[ -3/2 ] 
f(z) = -14/33*z^3 + 173/66*z + 1
*
3 | 0.14579098149059618436847934564210363157 | 0.028227884413154817168564401772336586110
f(z) = -14/33*z^3 + 175/66*z + 1
*
-1/2 | 0.14249822014206181950293049951191893439 | 0.027975109599896075544968036592962812087
f(z) = -14/39*z^3 + 163/78*z + 1
*
[ -15/13 ] 
f(z) = -13/27*z^3 + 163/65*z + 1
*
-8/3 | 0.17154750302841408748412453102622945550 | 0.026473198045016132157276965787675769789
f(z) = -13/32*z^3 + 163/72*z + 1
*
-5/4 | 0.19594138357213880242363061685762780305 | 0.028973712961799894654319794447010489660
f(z) = -12/25*z^3 + 173/60*z + 1
*
[ 12/5 ] 
f(z) = -10/27*z^3 + 163/60*z + 1
*
[ 9/4 ] 
f(z) = -10/27*z^3 + 175/72*z + 1
*
[ -2 ] 
f(z) = -10/31*z^3 + 173/62*z + 1
*
[ -2 ] 
f(z) = -10/33*z^3 + 179/66*z + 1
*
-1/2 | 0.14249755587715802591541291777248012713 | 0.028042947508585794137147049116961799342
f(z) = -10/39*z^3 + 161/78*z + 1
*
[ -3/2 ] 
f(z) = -10/39*z^3 + 175/78*z + 1
*
0 | 0.14512986819168331866213114551077707409 | 0.028356788521233460651245981811419378560
f(z) = -9/20*z^3 + 167/60*z + 1
*
[ -2/3 ] 
f(z) = -9/31*z^3 + 163/62*z + 1
*
[ -2 ] 
f(z) = -9/31*z^3 + 165/62*z + 1
*
[ -8/9 ] 
f(z) = -9/32*z^3 + 169/72*z + 1
*
8/3 | 0.11636450466945542261428210223673047598 | 0.022844564433298140236907918193493539433
f(z) = -9/35*z^3 + 163/70*z + 1
*
[ -2 ] 
f(z) = -9/35*z^3 + 177/70*z + 1
*
10/3 | 0.15146799785672135547204572540172316007 | 0.029199292962974806927545511493518879731
f(z) = -9/35*z^3 + 179/70*z + 1
*
[ -4/3 ] 
f(z) = -9/38*z^3 + 165/76*z + 1
*
[ -3/2 ] 
f(z) = -8/23*z^3 + 169/69*z + 1
*
[ -3/2 ] 
f(z) = -8/25*z^3 + 179/75*z + 1
*
[ -9/8 ] 
f(z) = -8/27*z^3 + 163/72*z + 1
*
1/2 | 0.15094664130968128033158706612591357411 | 0.029424877506951876337752303361650819958
f(z) = -8/33*z^3 + 169/66*z + 1
*
-5/4 | 0.12544933634749583599433425222909256856 | 0.024183536957333252846846185379607650315
f(z) = -8/35*z^3 + 179/70*z + 1
*
[ -2 ] 
f(z) = -8/37*z^3 + 175/74*z + 1
*
3 | 0.14287679985109307048108907421124127136 | 0.027851777937731780549099270002696748111
f(z) = -7/20*z^3 + 169/60*z + 1
*
[ -10/7 ] 
f(z) = -7/20*z^3 + 169/70*z + 1
*
-2/7 | 0.076406174761865293408072326545895819625 | 0.013017943357217209702393692429430256216
f(z) = -7/20*z^3 + 177/70*z + 1
*
[ 18/7 ] 
f(z) = -7/24*z^3 + 160/63*z + 1
*
[ -6/5 ] 
f(z) = -7/24*z^3 + 169/75*z + 1
*
-4 | 0.12792305595639852015003836627836023966 | 0.024660409066231995447235756784612538405
f(z) = -7/30*z^3 + 179/60*z + 1
*
[ -2 ] 
f(z) = -7/37*z^3 + 167/74*z + 1
*
[ -2 ] 
f(z) = -7/39*z^3 + 173/78*z + 1
*
-7/2 | 0.11141772003483036957293268190574493897 | 0.021769803582903920233523692245500263513
f(z) = -6/35*z^3 + 167/70*z + 1
*
[ 3 ] 
f(z) = -5/22*z^3 + 179/66*z + 1
*
4 | 0.093986244207417886349148784043418195240 | 0.016075810903619686348208160348882397582
f(z) = -5/24*z^3 + 173/60*z + 1
*
-2/5 | 0.11636344271502174725967507720818225956 | 0.019825789091472660892428365853795895327
f(z) = -5/28*z^3 + 177/70*z + 1
*
10/3 | 0.17123110034429733206484455181291368139 | 0.026474810840088996107941097420939900795
f(z) = -5/32*z^3 + 161/72*z + 1
*
[ -8/3 ] 
f(z) = -5/32*z^3 + 179/72*z + 1
*
[ -3/5 ] 
f(z) = -5/36*z^3 + 163/60*z + 1
*
[ 15/4 ] 
f(z) = -4/25*z^3 + 179/60*z + 1
*
[ 15/4 ] 
f(z) = -4/27*z^3 + 169/60*z + 1
*
5 | 0.12451644918718401180656786702337119733 | 0.024504337825428056797352062085007246921
f(z) = -4/39*z^3 + 161/78*z + 1
*
0 | 0.13321762919332902283232391563834926791 | 0.026153153166448885526542298077876154309
f(z) = -3/22*z^3 + 163/66*z + 1
*
[ -3 ] 
f(z) = -3/23*z^3 + 173/69*z + 1
*
4 | 0.13321850540458887720621587884937624101 | 0.026153325183376554181576441402817149734
f(z) = -2/33*z^3 + 163/66*z + 1
*
[ 11/2 ] 
f(z) = -2/33*z^3 + 175/66*z + 1
*
[ 6 ] 
f(z) = -1/22*z^3 + 163/66*z + 1
*
-9 | 0.11170696142795175571750341669078372981 | 0.021534346125205284711480011058350184890
f(z) = -1/24*z^3 + 179/72*z + 1
*
[ 6 ] 
f(z) = -1/26*z^3 + 173/78*z + 1
*
-39/8 | 0.20537797600455283325321293689404614318 | 0.024480105441306022683893938462821957879
f(z) = -1/27*z^3 + 163/64*z + 1
*
-8 | 0.12142182141033411852898770938359608719 | 0.023895327489983250000589385324907618649
f(z) = -1/33*z^3 + 161/66*z + 1
*
0 | 0.11082487923436053119221839160105655096 | 0.021410678778655250029151049077875463217
f(z) = -1/35*z^3 + 177/70*z + 1
*
[ -6 ] 
f(z) = -1/39*z^3 + 163/78*z + 1
*
-15/8 | 0.21747050911069882978921130253292679332 | 0.025774281270623390653472448884304888893
f(z) = -20/27*z^3 + 171/80*z + 1
*
[ 3/2 ] 
f(z) = -20/29*z^3 + 164/87*z + 1
*
[ 3/2 ] 
f(z) = -20/31*z^3 + 166/93*z + 1
*
-10/9 | 0.18786851116484333126341972210268361184 | 0.028078454606364758381912043288951962888
f(z) = -18/25*z^3 + 161/90*z + 1
*
5/9 | 0.069042657088282208731172042358162825445 | 0.010209288574607730853832426018733755343
f(z) = -18/25*z^3 + 173/90*z + 1
*
30/17 | 0.25302219897371746271077508795580257791 | 0.029845898559852519104770186314441550722
f(z) = -17/27*z^3 + 178/85*z + 1
*
-1/3 | 0.10860879361144409478559273604895235905 | 0.021075615772918185261956370275283663787
f(z) = -15/28*z^3 + 173/84*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.022417820065352581539501109760601395029
f(z) = -15/32*z^3 + 173/96*z + 1
*
[ 12/7 ] 
f(z) = -14/27*z^3 + 163/84*z + 1
*
[ 18/11 ] 
f(z) = -11/24*z^3 + 160/99*z + 1
*
3/2 | 0.13167267376610865567529260519539886615 | 0.025912654122441849929083763939984080677
f(z) = -9/20*z^3 + 161/80*z + 1
*
2 | 0.11974126973571485011578957197470535604 | 0.020605466272532917855864536121581343555
f(z) = -9/20*z^3 + 167/90*z + 1
*
-5/6 | 0.072591547546116500635462648745926621602 | 0.014150678518260971786302194608269692010
f(z) = -9/20*z^3 + 169/80*z + 1
*
[ 11/6 ] 
f(z) = -9/22*z^3 + 161/88*z + 1
*
0 | 0.14900675656731172768461821853377977607 | 0.029114290096601273224168887507818662868
f(z) = -9/28*z^3 + 167/84*z + 1
*
-3 | 0.12908764476823915269787504785935690585 | 0.024884913056378508117592101810199417196
f(z) = -9/32*z^3 + 179/96*z + 1
*
0 | 0.10021649348046590768822121817254568477 | 0.019319267398161671358608697205609930841
f(z) = -8/21*z^3 + 179/84*z + 1
*
[ -5/4 ] 
f(z) = -7/25*z^3 + 179/80*z + 1
*
3 | 0.15450072740270973889777268384525759755 | 0.024852906053633942799738520497655054281
f(z) = -7/36*z^3 + 167/84*z + 1
*
0 | 0.087379608727686935977301504245849740777 | 0.017154278337765269750826510298044910759
f(z) = -4/21*z^3 + 163/84*z + 1
*
[ 3 ] 
f(z) = -4/29*z^3 + 166/87*z + 1
*
[ -3/2 ] 
f(z) = -4/29*z^3 + 172/87*z + 1
*
[ 3 ] 
f(z) = -4/31*z^3 + 170/93*z + 1
*
[ -4/3 ] 
f(z) = -3/28*z^3 + 163/84*z + 1
*
-3/8 | 0.19593828220290994576903578147386557600 | 0.026919669041466200114330785829885310448
f(z) = -2/27*z^3 + 161/96*z + 1
*
[ -3 ] 
f(z) = -2/29*z^3 + 170/87*z + 1
*
[ -3 ] 
f(z) = -2/31*z^3 + 178/93*z + 1
*
[ -10/3 ] 
f(z) = -1/20*z^3 + 167/90*z + 1
*
9/2 | 0.14320000541044366636953313056639038492 | 0.027914782214679857210825734996626030825
f(z) = -1/22*z^3 + 169/88*z + 1
*
[ -4 ] 
f(z) = -1/23*z^3 + 179/92*z + 1
*
[ -3/2 ] 
f(z) = -1/24*z^3 + 169/96*z + 1
*
-10 | 0.11240740151816886279832625513850331222 | 0.019303883832577061347518375305035633334
f(z) = -1/36*z^3 + 169/90*z + 1
*
-7/5 | 0.11141909620428928762805449082900315404 | 0.021795649914905116777324473558425990779
f(z) = -20/21*z^3 + 166/105*z + 1
*
0 | 0.14241400836531425057602548396968377531 | 0.028026505693323168251647700232507460601
f(z) = -20/27*z^3 + 161/108*z + 1
*
[ 3/2 ] 
f(z) = -20/37*z^3 + 172/111*z + 1
*
[ 4/3 ] 
f(z) = -19/24*z^3 + 179/108*z + 1
*
[ 4/3 ] 
f(z) = -17/24*z^3 + 163/108*z + 1
*
-2/5 | 0.14315120597295947698245834280810093418 | 0.027655924455218155497668532410502210452
f(z) = -15/22*z^3 + 177/110*z + 1
*
0 | 0.13444777874477111788535310209203007151 | 0.025918214641638795445905061578880269303
f(z) = -13/35*z^3 + 179/105*z + 1
*
0 | 0.065680260129269203999946841518413117095 | 0.012702923013067863650510768999577000022
f(z) = -12/35*z^3 + 176/105*z + 1
*
-7/5 | 0.10921101988933891310224589648402657414 | 0.021192478222257908507138750975688258960
f(z) = -10/21*z^3 + 173/105*z + 1
*
[ 5/3 ] 
f(z) = -9/22*z^3 + 169/110*z + 1
*
[ 5/3 ] 
f(z) = -9/23*z^3 + 171/115*z + 1
*
0 | 0.10652953177370729322183832185405420607 | 0.020814705073549756487343524441287339765
f(z) = -9/35*z^3 + 167/105*z + 1
*
10/7 | 0.20367584695245201731989103544966398797 | 0.028049791098975564614372220881669496360
f(z) = -7/24*z^3 + 178/105*z + 1
*
0 | 0.12544907292785373950555143548241757519 | 0.024370899957820402873433878137129032840
f(z) = -5/21*z^3 + 172/105*z + 1
*
0 | 0.13358546213913676177790697725737226363 | 0.025751981275178288933788599071243186339
f(z) = -5/22*z^3 + 179/110*z + 1
*
-5/2 | 0.063613775535904675829010457987743944494 | 0.012429435803843962321969544588108954552
f(z) = -4/21*z^3 + 167/105*z + 1
*
[ 3 ] 
f(z) = -4/35*z^3 + 178/105*z + 1
*
[ -3 ] 
f(z) = -1/34*z^3 + 163/102*z + 1
*
[ -3 ] 
f(z) = -1/35*z^3 + 167/105*z + 1
*
[ -3 ] 
f(z) = -1/37*z^3 + 175/111*z + 1
*
[ -3 ] 
f(z) = -1/38*z^3 + 179/114*z + 1
*
0 | 0.095750737228238515309789939124916707679 | 0.018458379772028454377726719587651876667
f(z) = -20/33*z^3 + 179/132*z + 1
*
-8/17 | 0.081669690979503982146457108192076489006 | 0.012533344243553150726894871408712975465
f(z) = -17/32*z^3 + 169/136*z + 1
*
0 | 0.095750952592495377472420035268383813530 | 0.018797732283245863745038159095971233028
f(z) = -16/33*z^3 + 163/132*z + 1
*
[ 3/2 ] 
f(z) = -13/33*z^3 + 161/132*z + 1
*
-3/2 | 0.099787214223413283162732307924987009685 | 0.019236512948594940451351696471661669670
f(z) = -11/30*z^3 + 179/120*z + 1
*
-3/4 | 0.15155652243524386447255366607140936868 | 0.020822125105737609651046102898227908838
f(z) = -10/27*z^3 + 161/120*z + 1
*
[ 5/3 ] 
f(z) = -9/26*z^3 + 177/130*z + 1
*
-5/12 | 0.17961981764608995890440689371741634058 | 0.026560254622335179769227339656621426622
f(z) = -6/25*z^3 + 173/120*z + 1
*
-11/4 | 0.13385028349616914116248770414525814498 | 0.026092188351944161653400909641849179502
f(z) = -4/33*z^3 + 169/132*z + 1
*
-8/3 | 0.10600009932541289321312685462103809427 | 0.020569396740248555118868081119674002718
f(z) = -3/20*z^3 + 173/120*z + 1
*
[ 4 ] 
f(z) = -1/33*z^3 + 163/132*z + 1
*
-17/2 | 0.082417717877088058065859436443374170267 | 0.016066149149754503707888807320892846910
f(z) = -1/34*z^3 + 169/136*z + 1
*
-1/2 | 0.14249975610512227461857574715069350710 | 0.027590641088437979655670552042948029872
f(z) = -19/39*z^3 + 175/156*z + 1
*
[ 4/3 ] 
f(z) = -18/35*z^3 + 163/140*z + 1
*
[ 4/3 ] 
f(z) = -18/37*z^3 + 165/148*z + 1
*
[ 6/5 ] 
f(z) = -17/27*z^3 + 161/150*z + 1
*
-1/2 | 0.14249867464125702828175753349338007357 | 0.027651971953887548402120693674671773721
f(z) = -17/39*z^3 + 173/156*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.027842848124405979464462945466318347791
f(z) = -11/39*z^3 + 167/156*z + 1
*
[ 11/7 ] 
f(z) = -7/22*z^3 + 177/154*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.027975365654601552101946008426429938635
f(z) = -7/39*z^3 + 163/156*z + 1
*
-1/2 | 0.14249952442076925823142419351016419243 | 0.028043334910073618524267985461016948974
f(z) = -5/39*z^3 + 161/156*z + 1
*
7/2 | 0.13791182945648596261584216739742538449 | 0.026946462717852126753527389548277004880
f(z) = -3/35*z^3 + 167/140*z + 1
*
[ 4 ] 
f(z) = -1/37*z^3 + 175/148*z + 1
*
-10/17 | 0.13257430641557278585283803299788811543 | 0.022744131634209095734788078314865957598
f(z) = -17/20*z^3 + 169/170*z + 1
*
[ 15/11 ] 
f(z) = -11/25*z^3 + 179/165*z + 1
*
[ 15/11 ] 
f(z) = -11/27*z^3 + 169/165*z + 1
*
4/11 | 0.16986584664132682209833694033518092471 | 0.029054584025751585475530881283086278606
f(z) = -11/30*z^3 + 173/165*z + 1
*
11/5 | 0.13325832161932874117363858084199087915 | 0.026037218195932745983485588214730863949
f(z) = -10/33*z^3 + 167/165*z + 1
*
-3/5 | 0.14253810474690598826416223415458162938 | 0.027031692903408917341669443250711440884
f(z) = -20/39*z^3 + 166/195*z + 1
*
[ 5/4 ] 
f(z) = -16/37*z^3 + 162/185*z + 1
*
[ 5/4 ] 
f(z) = -16/39*z^3 + 164/195*z + 1
*
[ 15/13 ] 
f(z) = -13/25*z^3 + 161/195*z + 1
*
0 | 0.13691227953266366407140306372673854673 | 0.025964781148200145882354404357583066861
f(z) = -10/39*z^3 + 167/195*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.029690387976035312639783942375197077945
f(z) = -7/26*z^3 + 179/182*z + 1
*
[ 9/5 ] 
f(z) = -5/36*z^3 + 161/180*z + 1
*
[ 12/7 ] 
f(z) = -4/27*z^3 + 167/196*z + 1
*
-7/3 | 0.14256099780319386514010192811680074709 | 0.027197229739171560848083277284050216159
f(z) = -2/21*z^3 + 179/189*z + 1
*
-5 | 0.14669241468745995240887124488295269373 | 0.028248340762221620684404832275717573474
f(z) = -1/36*z^3 + 161/180*z + 1
*
[ 16/13 ] 
f(z) = -13/32*z^3 + 167/208*z + 1
*
[ 6/5 ] 
f(z) = -10/21*z^3 + 179/210*z + 1
*
[ 5/4 ] 
f(z) = -8/21*z^3 + 167/210*z + 1
*
[ 10/7 ] 
f(z) = -7/30*z^3 + 163/210*z + 1
*
-3/2 | 0.14989933029766282676507378213027444019 | 0.028033722799950781737461935466809807434
f(z) = -2/35*z^3 + 167/210*z + 1
*
-9/2 | 0.15587702034725524202238559090096472066 | 0.029151652449813337567999405909634493413
f(z) = -2/35*z^3 + 173/210*z + 1
*
-7 | 0.072112282359215551890238948286359895529 | 0.013486222587623856811631477111988115707
f(z) = -1/30*z^3 + 163/210*z + 1
*
[ 5/4 ] 
f(z) = -8/23*z^3 + 171/230*z + 1
*
0 | 0.15155990322397816833074892289938460819 | 0.028006248334002823699233158051207340115
f(z) = -7/32*z^3 + 177/224*z + 1
*
[ 3/2 ] 
f(z) = -3/20*z^3 + 161/240*z + 1
*
-5/6 | 0.086951155324155036692042824194280036203 | 0.015865149399613037336747431552299627883
f(z) = -3/20*z^3 + 169/240*z + 1
*
-8/11 | 0.13425891392601325472185839031703762813 | 0.024078217258162484045847465093609224944
f(z) = -11/24*z^3 + 163/264*z + 1
*
[ 5/4 ] 
f(z) = -8/27*z^3 + 179/270*z + 1
*
0 | 0.13425788030959236499967719311430306067 | 0.024078031887671869903044349606230893936
f(z) = -8/33*z^3 + 163/264*z + 1
*
[ 3/2 ] 
f(z) = -3/22*z^3 + 169/264*z + 1
*
[ 3/2 ] 
f(z) = -3/23*z^3 + 173/276*z + 1
*
-11/13 | 0.14905007690877885289888252380931696422 | 0.026352597721879234371749784073423941642
f(z) = -13/22*z^3 + 173/286*z + 1
*
[ 9/8 ] 
f(z) = -10/27*z^3 + 167/288*z + 1
*
[ 8/7 ] 
f(z) = -7/20*z^3 + 163/280*z + 1
*
-14/5 | 0.19172756434193229908763129019110709399 | 0.027307402292452719996510738741363021518
f(z) = -5/32*z^3 + 163/280*z + 1
*
[ 8 ] 
f(z) = -11/32*z^3 + 183/8*z + 1
*
[ -8 ] 
f(z) = -11/32*z^3 + 185/8*z + 1
*
[ 9 ] 
f(z) = -7/27*z^3 + 197/9*z + 1
*
[ -9 ] 
f(z) = -7/27*z^3 + 199/9*z + 1
*
[ -18 ] 
f(z) = -1/36*z^3 + 181/18*z + 1
*
-2 | 0.17556559032423239961919197691484294609 | 0.029529549191201731700303459425632935065
f(z) = -1/36*z^3 + 191/18*z + 1
*
[ 3 ] 
f(z) = -20/21*z^3 + 194/21*z + 1
*
[ -9/4 ] 
f(z) = -20/27*z^3 + 187/36*z + 1
*
[ 3 ] 
f(z) = -19/21*z^3 + 185/21*z + 1
*
[ -3 ] 
f(z) = -19/21*z^3 + 199/21*z + 1
*
[ 3 ] 
f(z) = -19/24*z^3 + 187/24*z + 1
*
-3 | 0.14634036446737115078333221273724357675 | 0.028150514194241543142615220632973769501
f(z) = -19/30*z^3 + 181/30*z + 1
*
[ 3 ] 
f(z) = -19/30*z^3 + 191/30*z + 1
*
[ 3 ] 
f(z) = -19/33*z^3 + 193/33*z + 1
*
[ 3 ] 
f(z) = -19/39*z^3 + 197/39*z + 1
*
[ -3 ] 
f(z) = -17/21*z^3 + 181/21*z + 1
*
[ -3 ] 
f(z) = -17/24*z^3 + 185/24*z + 1
*
[ -3 ] 
f(z) = -17/30*z^3 + 193/30*z + 1
*
[ -3 ] 
f(z) = -17/33*z^3 + 197/33*z + 1
*
0 | 0.14958434481758731135330247897080846294 | 0.028451636042029193223949114801246043817
f(z) = -17/35*z^3 + 192/35*z + 1
*
[ -3/20 ] 
f(z) = -16/27*z^3 + 192/25*z + 1
*
[ -3 ] 
f(z) = -16/33*z^3 + 188/33*z + 1
*
[ -1/4 ] 
f(z) = -16/37*z^3 + 186/37*z + 1
*
-12/13 | 0.16439123339045841423435960623755766973 | 0.022162379707666716873607997151559985253
f(z) = -13/27*z^3 + 185/39*z + 1
*
4 | 0.13009455619083504041191154753476244284 | 0.024720162411442739217976868917357424261
f(z) = -13/30*z^3 + 193/30*z + 1
*
[ 10/3 ] 
f(z) = -12/25*z^3 + 181/30*z + 1
*
[ -10/3 ] 
f(z) = -12/25*z^3 + 199/30*z + 1
*
0 | 0.13954885562750898683070086100137081207 | 0.026676726837191600935251135754823118875
f(z) = -12/35*z^3 + 187/35*z + 1
*
[ -7/2 ] 
f(z) = -12/35*z^3 + 192/35*z + 1
*
-4 | 0.15094122785289421308798725119065238122 | 0.029035551419010864478291932432836132374
f(z) = -11/20*z^3 + 181/20*z + 1
*
[ 4 ] 
f(z) = -11/20*z^3 + 191/20*z + 1
*
-2/11 | 0.17749038998024692863005285254168372395 | 0.024369005504765781501374459264877201894
f(z) = -11/24*z^3 + 182/33*z + 1
*
[ 4 ] 
f(z) = -11/28*z^3 + 197/28*z + 1
*
-4 | 0.081820628282418462555771820999714896290 | 0.015578135716526914993670605025733080568
f(z) = -11/30*z^3 + 191/30*z + 1
*
0 | 0.12319023478191097220043967530208370534 | 0.023573709648343333134418041580119809658
f(z) = -11/35*z^3 + 186/35*z + 1
*
[ 13/3 ] 
f(z) = -9/26*z^3 + 189/26*z + 1
*
4 | 0.20413892613537905918243176871075188647 | 0.027726301979477864037084574212684324067
f(z) = -9/32*z^3 + 197/36*z + 1
*
0 | 0.15633626188108580982843313036006546980 | 0.029978559496726183393104220054066670240
f(z) = -9/35*z^3 + 184/35*z + 1
*
0 | 0.14243581768028985937467770166763838792 | 0.027341625162512581610428953361658421262
f(z) = -8/35*z^3 + 183/35*z + 1
*
[ 5 ] 
f(z) = -7/20*z^3 + 191/20*z + 1
*
[ -5 ] 
f(z) = -7/20*z^3 + 199/20*z + 1
*
-5 | 0.12285233943672873059203598742041059664 | 0.023632280387551626940326008028636518979
f(z) = -7/30*z^3 + 181/30*z + 1
*
[ 5 ] 
f(z) = -7/30*z^3 + 199/30*z + 1
*
-5 | 0.10483969990413952842459891737876885694 | 0.015278943502860101097415673866497262620
f(z) = -6/25*z^3 + 191/30*z + 1
*
[ -5 ] 
f(z) = -6/35*z^3 + 192/35*z + 1
*
0 | 0.13212081845112727269610903238466462220 | 0.025007708435027033901683923349895219505
f(z) = -5/24*z^3 + 197/24*z + 1
*
0 | 0.13190955682447883803772842463383631506 | 0.024967721026345578562894499513207724851
f(z) = -5/32*z^3 + 197/32*z + 1
*
-6/5 | 0.20656008115092746383429970568423828314 | 0.029549714110824606927707969853789128877
f(z) = -5/36*z^3 + 181/30*z + 1
*
0 | 0.14621622160009823598149662325581402930 | 0.028008861177179325127759899689740369606
f(z) = -5/36*z^3 + 185/36*z + 1
*
7 | 0.082328939511086576978273947686441294977 | 0.015643888687321422108059306814286565746
f(z) = -4/21*z^3 + 193/21*z + 1
*
-7 | 0.15574851372888328631752255798385303361 | 0.029423681213558248886013513591974181697
f(z) = -4/21*z^3 + 199/21*z + 1
*
-6 | 0.15275321213637913327658825836318645613 | 0.028940866578038422432621291383147424312
f(z) = -4/39*z^3 + 196/39*z + 1
*
[ 6 ] 
f(z) = -3/20*z^3 + 187/30*z + 1
*
[ -6 ] 
f(z) = -3/20*z^3 + 197/30*z + 1
*
0 | 0.14497852712493712378849387720057806961 | 0.027771771117299634425453538362711988139
f(z) = -3/26*z^3 + 185/26*z + 1
*
0 | 0.12790099535005626412327709344631344826 | 0.024255832743686741644702473763421480740
f(z) = -3/32*z^3 + 195/32*z + 1
*
[ -7 ] 
f(z) = -3/35*z^3 + 187/35*z + 1
*
-7 | 0.14077353290928631289181434007126033462 | 0.026775778759267054341344350186148777746
f(z) = -3/35*z^3 + 192/35*z + 1
*
0 | 0.13292875360164045631066813813529835891 | 0.025308803020766935982873842616478643644
f(z) = -2/21*z^3 + 191/21*z + 1
*
0 | 0.13579318727357338271950260059860379521 | 0.026121624472777270762930326925689772249
f(z) = -1/20*z^3 + 181/20*z + 1
*
0 | 0.12774300892390861709837522845374609985 | 0.024132940224268574151361893951306594024
f(z) = -1/22*z^3 + 199/22*z + 1
*
[ 14 ] 
f(z) = -1/24*z^3 + 191/21*z + 1
*
0 | 0.089069222289309680231187516364477962857 | 0.016924656229449090142611199408484636595
f(z) = -1/24*z^3 + 193/24*z + 1
*
[ -14 ] 
f(z) = -1/24*z^3 + 194/21*z + 1
*
[ 13 ] 
f(z) = -1/26*z^3 + 193/26*z + 1
*
[ -13 ] 
f(z) = -1/26*z^3 + 197/26*z + 1
*
0 | 0.11400085466731897008731951078427296910 | 0.021577978158822701036404717117232499998
f(z) = -1/28*z^3 + 197/28*z + 1
*
0 | 0.15210836016931157781170690935342385511 | 0.029260064833060688387435273164163435846
f(z) = -1/30*z^3 + 181/30*z + 1
*
0 | 0.15210075117055589622983932957887073504 | 0.028901711047179575200059350787662417027
f(z) = -1/32*z^3 + 193/32*z + 1
*
[ 2 ] 
f(z) = -20/21*z^3 + 181/42*z + 1
*
[ 2 ] 
f(z) = -20/23*z^3 + 183/46*z + 1
*
[ -3/8 ] 
f(z) = -20/27*z^3 + 181/48*z + 1
*
[ 2 ] 
f(z) = -20/27*z^3 + 187/54*z + 1
*
[ 2 ] 
f(z) = -20/29*z^3 + 189/58*z + 1
*
[ 2 ] 
f(z) = -19/29*z^3 + 181/58*z + 1
*
[ -1/2 ] 
f(z) = -18/29*z^3 + 183/58*z + 1
*
[ -2 ] 
f(z) = -17/21*z^3 + 199/42*z + 1
*
-18/17 | 0.16168046125263008744849628166147725504 | 0.022148623191773933240918200443942397020
f(z) = -17/24*z^3 + 185/51*z + 1
*
[ -2 ] 
f(z) = -16/21*z^3 + 191/42*z + 1
*
[ -2 ] 
f(z) = -16/23*z^3 + 197/46*z + 1
*
[ -2 ] 
f(z) = -15/23*z^3 + 189/46*z + 1
*
[ -2 ] 
f(z) = -14/23*z^3 + 181/46*z + 1
*
[ -2 ] 
f(z) = -14/25*z^3 + 187/50*z + 1
*
-39/28 | 0.20509744052099267918570277216308921243 | 0.024052861711533726757781080094602023094
f(z) = -14/27*z^3 + 187/56*z + 1
*
[ -2 ] 
f(z) = -14/27*z^3 + 193/54*z + 1
*
-57/28 | 0.19797113289302405091941906146816889439 | 0.023103619101120028832323682224822721989
f(z) = -14/27*z^3 + 195/56*z + 1
*
[ -1/2 ] 
f(z) = -14/29*z^3 + 181/58*z + 1
*
[ -2 ] 
f(z) = -14/29*z^3 + 199/58*z + 1
*
[ -2 ] 
f(z) = -13/27*z^3 + 185/54*z + 1
*
-3/2 | 0.17917267729108846107924308430880661780 | 0.020960501342125094484831212376142975780
f(z) = -13/27*z^3 + 191/52*z + 1
*
[ -2 ] 
f(z) = -13/29*z^3 + 191/58*z + 1
*
[ -2 ] 
f(z) = -12/29*z^3 + 183/58*z + 1
*
[ -5/11 ] 
f(z) = -11/25*z^3 + 181/55*z + 1
*
4 | 0.21944203495226378197530065021473476921 | 0.029846146600887938578288894185706602827
f(z) = -11/32*z^3 + 195/44*z + 1
*
[ -8/3 ] 
f(z) = -9/20*z^3 + 183/40*z + 1
*
-1/2 | 0.054582814783557420456637830950622711883 | 0.010371656476877954184809093197040860335
f(z) = -8/21*z^3 + 193/42*z + 1
*
[ 4 ] 
f(z) = -5/22*z^3 + 193/44*z + 1
*
[ 4 ] 
f(z) = -5/26*z^3 + 199/52*z + 1
*
-24/5 | 0.24493862016813836238787104825758897208 | 0.028689454016540052113483471628578508592
f(z) = -5/27*z^3 + 189/40*z + 1
*
0 | 0.13565229157993132692890214301022468203 | 0.025676142459176927067687140551813442717
f(z) = -4/21*z^3 + 197/42*z + 1
*
0 | 0.13424317608111062006129818928898837752 | 0.025409426358270989515970934782626267837
f(z) = -4/27*z^3 + 197/54*z + 1
*
[ 6 ] 
f(z) = -3/28*z^3 + 197/42*z + 1
*
[ -16/3 ] 
f(z) = -3/32*z^3 + 185/48*z + 1
*
[ -21/4 ] 
f(z) = -2/27*z^3 + 181/56*z + 1
*
0 | 0.13221574909332335488665854836372497040 | 0.025123224880702346918413862517461299979
f(z) = -2/27*z^3 + 193/54*z + 1
*
-10/3 | 0.18438705419810433324562753273503767719 | 0.026871875695252754510827903092595658118
f(z) = -1/25*z^3 + 191/45*z + 1
*
[ -8 ] 
f(z) = -1/28*z^3 + 191/56*z + 1
*
[ 2 ] 
f(z) = -20/31*z^3 + 191/62*z + 1
*
[ 2 ] 
f(z) = -20/33*z^3 + 193/66*z + 1
*
[ 2 ] 
f(z) = -20/37*z^3 + 197/74*z + 1
*
[ 2 ] 
f(z) = -20/39*z^3 + 199/78*z + 1
*
[ 2 ] 
f(z) = -19/31*z^3 + 183/62*z + 1
*
[ -2/3 ] 
f(z) = -19/32*z^3 + 199/72*z + 1
*
[ 2 ] 
f(z) = -19/33*z^3 + 185/66*z + 1
*
[ 2 ] 
f(z) = -19/35*z^3 + 187/70*z + 1
*
[ 2 ] 
f(z) = -19/37*z^3 + 189/74*z + 1
*
[ 2 ] 
f(z) = -19/39*z^3 + 191/78*z + 1
*
[ -1/2 ] 
f(z) = -18/31*z^3 + 195/62*z + 1
*
[ -2/3 ] 
f(z) = -18/35*z^3 + 191/70*z + 1
*
5/2 | 0.14697874068516978013891381447645410616 | 0.027820002451482018274184239202871620368
f(z) = -18/35*z^3 + 197/70*z + 1
*
[ 2 ] 
f(z) = -18/37*z^3 + 181/74*z + 1
*
[ -2/3 ] 
f(z) = -17/32*z^3 + 197/72*z + 1
*
[ -3/4 ] 
f(z) = -16/23*z^3 + 188/69*z + 1
*
[ -2/3 ] 
f(z) = -15/22*z^3 + 185/66*z + 1
*
-2/5 | 0.16125489439880644310533110778294826574 | 0.027370100535795067255130618428842823380
f(z) = -15/28*z^3 + 181/70*z + 1
*
[ 12/5 ] 
f(z) = -15/32*z^3 + 197/60*z + 1
*
[ -10/7 ] 
f(z) = -14/25*z^3 + 199/70*z + 1
*
[ -1/2 ] 
f(z) = -14/31*z^3 + 193/62*z + 1
*
[ -3/2 ] 
f(z) = -14/39*z^3 + 193/78*z + 1
*
[ -6/5 ] 
f(z) = -13/24*z^3 + 196/75*z + 1
*
[ -2 ] 
f(z) = -13/31*z^3 + 197/62*z + 1
*
[ -2/3 ] 
f(z) = -13/32*z^3 + 193/72*z + 1
*
[ -3/2 ] 
f(z) = -12/23*z^3 + 196/69*z + 1
*
[ -2 ] 
f(z) = -12/31*z^3 + 189/62*z + 1
*
0 | 0.081236004008213083599699176392945998314 | 0.015346934797476221453683031655887430119
f(z) = -12/35*z^3 + 199/70*z + 1
*
[ -6/5 ] 
f(z) = -11/24*z^3 + 187/75*z + 1
*
[ -2 ] 
f(z) = -11/31*z^3 + 181/62*z + 1
*
[ -2/3 ] 
f(z) = -11/32*z^3 + 191/72*z + 1
*
[ -2 ] 
f(z) = -11/35*z^3 + 193/70*z + 1
*
0 | 0.11082510881273363426175082816515157103 | 0.020976875869825048882096313905729158778
f(z) = -11/35*z^3 + 197/70*z + 1
*
[ -6/11 ] 
f(z) = -11/36*z^3 + 193/66*z + 1
*
[ -2 ] 
f(z) = -11/37*z^3 + 199/74*z + 1
*
21/10 | 0.24601833032551498325740722557010286346 | 0.028962639484254145580961271013040467378
f(z) = -10/27*z^3 + 181/70*z + 1
*
[ -1/2 ] 
f(z) = -10/31*z^3 + 191/62*z + 1
*
0 | 0.13321706384442482099779657072605100139 | 0.025518770809540759205591429066305841158
f(z) = -10/33*z^3 + 185/66*z + 1
*
[ -2 ] 
f(z) = -10/37*z^3 + 191/74*z + 1
*
[ -2 ] 
f(z) = -10/39*z^3 + 197/78*z + 1
*
-1 | 0.13200470164183568593560896764557964256 | 0.025234555676499945223853640863809854974
f(z) = -9/20*z^3 + 187/60*z + 1
*
-3 | 0.14678076477941076974438059614525104527 | 0.027729512967742314261783943214238875730
f(z) = -9/22*z^3 + 199/66*z + 1
*
-3 | 0.15606095333990958360666584359130114045 | 0.029713029124980290122965234355993978691
f(z) = -9/26*z^3 + 191/78*z + 1
*
2 | 0.16760115326349656636065876923933385031 | 0.025452765816894540435796118304600642173
f(z) = -9/32*z^3 + 181/72*z + 1
*
[ -2/3 ] 
f(z) = -9/35*z^3 + 183/70*z + 1
*
0 | 0.12301268396766926915070907153259628229 | 0.023374487106805541919873579302948679119
f(z) = -9/35*z^3 + 193/70*z + 1
*
[ -2 ] 
f(z) = -9/37*z^3 + 183/74*z + 1
*
[ -2/3 ] 
f(z) = -9/37*z^3 + 193/74*z + 1
*
0 | 0.13482432641210079926147275017527381479 | 0.025935251208419232381694010649899895606
f(z) = -8/33*z^3 + 181/66*z + 1
*
[ -2 ] 
f(z) = -8/39*z^3 + 181/78*z + 1
*
[ -3/4 ] 
f(z) = -8/39*z^3 + 191/78*z + 1
*
-13/4 | 0.14318020483663234720920926368227257285 | 0.027206656614233784100670817583625534242
f(z) = -8/39*z^3 + 193/78*z + 1
*
11/4 | 0.14359265821166787585946252424070487597 | 0.027127222588988464682672263059222870778
f(z) = -8/39*z^3 + 199/78*z + 1
*
[ -2/3 ] 
f(z) = -7/32*z^3 + 187/72*z + 1
*
[ -1/2 ] 
f(z) = -6/31*z^3 + 189/62*z + 1
*
[ 7/2 ] 
f(z) = -6/35*z^3 + 197/70*z + 1
*
0 | 0.13926618983935296200619941753038973901 | 0.026515411230436907054329390397158604341
f(z) = -5/22*z^3 + 191/66*z + 1
*
[ 3 ] 
f(z) = -5/23*z^3 + 181/69*z + 1
*
-12/5 | 0.15359581518597901418024394720592599428 | 0.025700601841671733033605621651156089927
f(z) = -5/24*z^3 + 197/60*z + 1
*
[ 3 ] 
f(z) = -5/26*z^3 + 187/78*z + 1
*
[ -14/5 ] 
f(z) = -5/28*z^3 + 193/70*z + 1
*
[ -2/3 ] 
f(z) = -5/32*z^3 + 185/72*z + 1
*
-21/5 | 0.12538179045081965031078652731833706038 | 0.019808423202581293034568276927515888480
f(z) = -5/36*z^3 + 187/60*z + 1
*
-9/2 | 0.11373515110541332516070389689679669938 | 0.021590397400835948672366944214305925353
f(z) = -4/21*z^3 + 194/63*z + 1
*
5 | 0.089415555252578349261828187491323583243 | 0.016990465340538097177436068436748573433
f(z) = -3/20*z^3 + 193/60*z + 1
*
-4 | 0.070141308486968966050582791131324470662 | 0.013250948284585084908842972266257919372
f(z) = -3/20*z^3 + 199/60*z + 1
*
0 | 0.10544013619125556414661127827195052557 | 0.020197883003439438654895285963000646708
f(z) = -3/22*z^3 + 185/66*z + 1
*
[ -3 ] 
f(z) = -3/25*z^3 + 181/75*z + 1
*
0 | 0.11921884474094808666889074582390764658 | 0.022861038041935373215490979501011001838
f(z) = -3/25*z^3 + 184/75*z + 1
*
[ -3 ] 
f(z) = -3/26*z^3 + 185/78*z + 1
*
-13/3 | 0.14249888398488563392978293199882989691 | 0.027240666256815135667482323719647529288
f(z) = -3/26*z^3 + 187/78*z + 1
*
0 | 0.10853396812800868739311875763652200444 | 0.020664188491872460626053176936057336155
f(z) = -3/26*z^3 + 191/78*z + 1
*
-20/3 | 0.17543992459299874754417525449187723231 | 0.023795735791540649559526988884755879451
f(z) = -3/32*z^3 + 199/60*z + 1
*
[ -4 ] 
f(z) = -3/34*z^3 + 181/68*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.027480275828345498131147087671636647099
f(z) = -3/35*z^3 + 181/70*z + 1
*
[ -4 ] 
f(z) = -3/38*z^3 + 191/76*z + 1
*
[ -1/2 ] 
f(z) = -2/31*z^3 + 187/62*z + 1
*
-5 | 0.11804232130661955562088474587376730886 | 0.022474519448337367031045788712393574904
f(z) = -2/35*z^3 + 191/70*z + 1
*
-3 | 0.12379665812208576920504075532915888336 | 0.023665472692196451381096905149939306847
f(z) = -1/20*z^3 + 187/60*z + 1
*
-9 | 0.10572871066358159275748186526712909301 | 0.020211530367181557533314893533797715847
f(z) = -1/21*z^3 + 187/63*z + 1
*
[ -6 ] 
f(z) = -1/22*z^3 + 185/66*z + 1
*
[ 15/2 ] 
f(z) = -1/25*z^3 + 187/60*z + 1
*
[ -6 ] 
f(z) = -1/26*z^3 + 199/78*z + 1
*
[ -15/2 ] 
f(z) = -1/27*z^3 + 193/60*z + 1
*
-4 | 0.15312062435389811710201098731622840113 | 0.028982532610090053513528609222051278769
f(z) = -1/30*z^3 + 197/60*z + 1
*
[ -2/3 ] 
f(z) = -1/32*z^3 + 181/72*z + 1
*
[ 8 ] 
f(z) = -1/36*z^3 + 191/72*z + 1
*
7/4 | 0.13626370113605266645530741739595119445 | 0.025791869504264281362726209223020081734
f(z) = -20/21*z^3 + 197/84*z + 1
*
[ 3/2 ] 
f(z) = -17/21*z^3 + 181/84*z + 1
*
[ 3/2 ] 
f(z) = -17/24*z^3 + 185/96*z + 1
*
0 | 0.14129170323725361785210399903560177660 | 0.027065531157568883731003434347314097765
f(z) = -15/28*z^3 + 185/84*z + 1
*
-7/3 | 0.10864409941973110076883578175699372267 | 0.020564056394183984323755080418098876520
f(z) = -15/28*z^3 + 197/84*z + 1
*
-1/3 | 0.11552545216927282136175693439734572848 | 0.021866552588322892868135599244417307480
f(z) = -15/32*z^3 + 197/96*z + 1
*
[ -5/4 ] 
f(z) = -11/25*z^3 + 199/80*z + 1
*
[ -5/4 ] 
f(z) = -9/25*z^3 + 189/80*z + 1
*
-3 | 0.12167127384759363681175718005381283673 | 0.023259175589581498466134848777425850408
f(z) = -9/28*z^3 + 187/84*z + 1
*
0 | 0.15621471406185823851282322870197737553 | 0.029862640121548190330735975260410714386
f(z) = -9/32*z^3 + 187/96*z + 1
*
[ -3/2 ] 
f(z) = -8/29*z^3 + 199/87*z + 1
*
[ -12/7 ] 
f(z) = -7/32*z^3 + 187/84*z + 1
*
[ -12/7 ] 
f(z) = -7/36*z^3 + 181/84*z + 1
*
-3/7 | 0.15812688222162225736245730983838379203 | 0.024738568948322006122479524811357654623
f(z) = -7/36*z^3 + 199/84*z + 1
*
[ 3 ] 
f(z) = -5/28*z^3 + 191/84*z + 1
*
[ 3 ] 
f(z) = -5/29*z^3 + 193/87*z + 1
*
[ 3 ] 
f(z) = -5/31*z^3 + 197/93*z + 1
*
[ 16/5 ] 
f(z) = -5/32*z^3 + 183/80*z + 1
*
[ 3 ] 
f(z) = -5/32*z^3 + 199/96*z + 1
*
[ -7/4 ] 
f(z) = -4/21*z^3 + 181/84*z + 1
*
[ -3/2 ] 
f(z) = -4/31*z^3 + 182/93*z + 1
*
[ -5/2 ] 
f(z) = -3/20*z^3 + 187/80*z + 1
*
[ -3 ] 
f(z) = -3/29*z^3 + 197/87*z + 1
*
-1/3 | 0.11552453009332421823620535357636276135 | 0.021951611428101897267713977219104971298
f(z) = -3/32*z^3 + 193/96*z + 1
*
[ 4 ] 
f(z) = -2/21*z^3 + 191/84*z + 1
*
[ 4 ] 
f(z) = -2/23*z^3 + 197/92*z + 1
*
[ -10/3 ] 
f(z) = -2/25*z^3 + 197/90*z + 1
*
3/2 | 0.13400875335912294667447152493205699650 | 0.025670425129902388458993285989219743061
f(z) = -1/22*z^3 + 185/88*z + 1
*
[ 11/2 ] 
f(z) = -1/22*z^3 + 193/88*z + 1
*
17/2 | 0.089852412294807725294826386114948814380 | 0.017073475555190364541555315614859422121
f(z) = -1/24*z^3 + 193/96*z + 1
*
-7/10 | 0.11996250881371112582624861303728292103 | 0.022663064528870198297575558464808943495
f(z) = -20/21*z^3 + 199/105*z + 1
*
0 | 0.086659519084004311347458573982042475656 | 0.016450617398440572645083510393855703212
f(z) = -18/35*z^3 + 194/105*z + 1
*
-6/17 | 0.20020706365156971939732352374675247962 | 0.028380252656669654119786359399005134027
f(z) = -17/36*z^3 + 193/102*z + 1
*
0 | 0.15306771580670543324877174216385474852 | 0.028917230515752954045970738397510352851
f(z) = -16/27*z^3 + 199/108*z + 1
*
9/4 | 0.14922311077163024886868209916961804134 | 0.028411146680748441931922498094060856709
f(z) = -16/39*z^3 + 191/117*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.023744990832388610530595767191493280484
f(z) = -10/21*z^3 + 197/105*z + 1
*
[ 15/7 ] 
f(z) = -7/25*z^3 + 191/105*z + 1
*
[ 15/7 ] 
f(z) = -7/27*z^3 + 181/105*z + 1
*
[ 16/7 ] 
f(z) = -7/32*z^3 + 191/112*z + 1
*
[ 5/2 ] 
f(z) = -4/21*z^3 + 188/105*z + 1
*
[ 5/2 ] 
f(z) = -4/23*z^3 + 194/115*z + 1
*
[ 3 ] 
f(z) = -4/37*z^3 + 182/111*z + 1
*
0 | 0.10814803696693667234271686781299368081 | 0.020738134081352873494481106514444501555
f(z) = -3/35*z^3 + 184/105*z + 1
*
[ -5/3 ] 
f(z) = -3/35*z^3 + 193/105*z + 1
*
[ -7/3 ] 
f(z) = -3/35*z^3 + 199/105*z + 1
*
[ -3 ] 
f(z) = -2/35*z^3 + 194/105*z + 1
*
[ -4/3 ] 
f(z) = -1/24*z^3 + 197/108*z + 1
*
[ -4 ] 
f(z) = -1/25*z^3 + 189/100*z + 1
*
[ -4 ] 
f(z) = -1/27*z^3 + 199/108*z + 1
*
[ 6 ] 
f(z) = -1/34*z^3 + 193/102*z + 1
*
0 | 0.14572430472947533113683376390811791570 | 0.028032006915274066252166064338511132969
f(z) = -20/27*z^3 + 181/135*z + 1
*
[ 3/2 ] 
f(z) = -17/30*z^3 + 193/120*z + 1
*
[ 3/2 ] 
f(z) = -17/33*z^3 + 197/132*z + 1
*
7/8 | 0.13321770832306135784304611499630799692 | 0.025626196864562421046206872176171061897
f(z) = -16/33*z^3 + 181/132*z + 1
*
[ 4/3 ] 
f(z) = -15/22*z^3 + 193/132*z + 1
*
[ 3/2 ] 
f(z) = -10/23*z^3 + 181/138*z + 1
*
[ 15/8 ] 
f(z) = -8/25*z^3 + 191/120*z + 1
*
[ 15/8 ] 
f(z) = -8/27*z^3 + 181/120*z + 1
*
0 | 0.15359483737194063427098779639900199572 | 0.029185612654105755058035168391150644480
f(z) = -5/24*z^3 + 193/120*z + 1
*
[ 14/3 ] 
f(z) = -1/28*z^3 + 197/126*z + 1
*
[ -5/2 ] 
f(z) = -1/30*z^3 + 193/120*z + 1
*
0 | 0.14820330292345734889401268588485441521 | 0.028051786478970218669919091489481271582
f(z) = -20/39*z^3 + 197/156*z + 1
*
2 | 0.16690783514095261789033303645521063465 | 0.025025546584197203129097855780257211208
f(z) = -19/32*z^3 + 197/152*z + 1
*
5/8 | 0.14249849080434836850924299630742962497 | 0.027411478730738105850748689150554723570
f(z) = -16/39*z^3 + 181/156*z + 1
*
[ 4/3 ] 
f(z) = -15/26*z^3 + 199/156*z + 1
*
6/13 | 0.21418609413504631735601177865650347762 | 0.028875466461452204446400865905837750875
f(z) = -13/27*z^3 + 185/156*z + 1
*
0 | 0.14489009354658056179088798440941939383 | 0.027424665219410496686543712453202213505
f(z) = -12/25*z^3 + 197/150*z + 1
*
-5/2 | 0.11804222559927484688003032377734899388 | 0.022474501226257724780714497445768402938
f(z) = -11/35*z^3 + 191/140*z + 1
*
[ 5/3 ] 
f(z) = -9/28*z^3 + 181/140*z + 1
*
[ 5/3 ] 
f(z) = -9/29*z^3 + 183/145*z + 1
*
[ 5/3 ] 
f(z) = -9/31*z^3 + 187/155*z + 1
*
[ 16/9 ] 
f(z) = -9/32*z^3 + 191/144*z + 1
*
-3/2 | 0.11921827528262041377911790871958097269 | 0.022933219845196478575490713357964880574
f(z) = -6/25*z^3 + 181/150*z + 1
*
13/4 | 0.14249952442076925823142419351016419243 | 0.027411677560595018943614123812185218397
f(z) = -4/39*z^3 + 181/156*z + 1
*
-7/2 | 0.088483475608643109073735495558076206922 | 0.016914861091499824256918678217353170123
f(z) = -3/35*z^3 + 187/140*z + 1
*
[ 4 ] 
f(z) = -1/39*z^3 + 181/156*z + 1
*
[ 16/11 ] 
f(z) = -11/32*z^3 + 183/176*z + 1
*
[ 3/2 ] 
f(z) = -10/29*z^3 + 193/174*z + 1
*
[ 5/3 ] 
f(z) = -9/32*z^3 + 189/160*z + 1
*
[ 5/3 ] 
f(z) = -9/34*z^3 + 193/170*z + 1
*
0 | 0.13805797262177497734188205806441344989 | 0.026233346001031364829553109692178837076
f(z) = -7/24*z^3 + 193/168*z + 1
*
-7 | 0.10202258397599803167621046455376119927 | 0.019273891709289221863802536812079982196
f(z) = -1/24*z^3 + 199/168*z + 1
*
[ 3/2 ] 
f(z) = -10/31*z^3 + 197/186*z + 1
*
[ 5/3 ] 
f(z) = -9/37*z^3 + 199/185*z + 1
*
-9/5 | 0.090395203758695124490737687959402920327 | 0.017388718934534821953886000992915339136
f(z) = -5/36*z^3 + 181/180*z + 1
*
0 | 0.14251184812824646361523215372565012533 | 0.027026713457010731714901915571654602182
f(z) = -5/39*z^3 + 181/195*z + 1
*
9/2 | 0.14612948021600036753162036112093295908 | 0.027606473659601903043766398629943359314
f(z) = -2/33*z^3 + 199/198*z + 1
*
-8/5 | 0.12920122450935644166985177128878598971 | 0.019328156933122443129042390058233301995
f(z) = -17/32*z^3 + 197/200*z + 1
*
[ 6/5 ] 
f(z) = -15/28*z^3 + 197/210*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.022075658782334009724580354023030691375
f(z) = -7/30*z^3 + 199/210*z + 1
*
[ 8/5 ] 
f(z) = -7/32*z^3 + 187/200*z + 1
*
0 | 0.11415662702358049173729566022222472134 | 0.021349229722384709188425101951921256891
f(z) = -5/21*z^3 + 197/210*z + 1
*
10/3 | 0.17266157171425766584829719977022742703 | 0.028585147475965065479518625572565291488
f(z) = -3/28*z^3 + 187/210*z + 1
*
[ 8/3 ] 
f(z) = -1/24*z^3 + 199/216*z + 1
*
6 | 0.10276479058090063745307628340416038270 | 0.019218762665712050335764975745025375643
f(z) = -1/35*z^3 + 181/210*z + 1
*
-12/19 | 0.21074061731472754338760019038288610001 | 0.028065866367727402017655584354199268076
f(z) = -19/32*z^3 + 187/228*z + 1
*
-7/11 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -11/21*z^3 + 181/231*z + 1
*
0 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -7/33*z^3 + 181/231*z + 1
*
[ 15/14 ] 
f(z) = -16/27*z^3 + 183/245*z + 1
*
0 | 0.13523365302049915793546379053329908758 | 0.024457073394056756186649954658915026857
f(z) = -7/36*z^3 + 193/252*z + 1
*
35/12 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = -3/25*z^3 + 197/240*z + 1
*
-14/19 | 0.15195388609897711311391641239205594506 | 0.024209418036409061595358581921018889810
f(z) = -19/28*z^3 + 193/266*z + 1
*
[ 14/13 ] 
f(z) = -13/24*z^3 + 191/273*z + 1
*
[ 10/9 ] 
f(z) = -12/25*z^3 + 187/270*z + 1
*
[ 11/8 ] 
f(z) = -8/33*z^3 + 193/264*z + 1
*
[ 4/3 ] 
f(z) = -6/23*z^3 + 197/276*z + 1
*
[ 5/4 ] 
f(z) = -8/29*z^3 + 183/290*z + 1
*
[ -15/2 ] 
f(z) = -20/27*z^3 + 214/5*z + 1
*
[ 9/2 ] 
f(z) = -14/27*z^3 + 203/18*z + 1
*
[ -9/2 ] 
f(z) = -14/27*z^3 + 211/18*z + 1
*
-8 | 0.14310662517705454235327685814851646778 | 0.021392406244181264284985426835092545329
f(z) = -13/32*z^3 + 201/8*z + 1
*
[ 8 ] 
f(z) = -13/32*z^3 + 215/8*z + 1
*
[ -8 ] 
f(z) = -13/32*z^3 + 217/8*z + 1
*
[ 12 ] 
f(z) = -10/27*z^3 + 217/4*z + 1
*
[ 15 ] 
f(z) = -5/27*z^3 + 213/5*z + 1
*
-3/4 | 0.13324486912381111207013065934841236710 | 0.015408136981220689247797695018665251689
f(z) = -2/27*z^3 + 211/8*z + 1
*
[ -3 ] 
f(z) = -20/21*z^3 + 208/21*z + 1
*
[ 3 ] 
f(z) = -20/33*z^3 + 202/33*z + 1
*
[ 3 ] 
f(z) = -20/39*z^3 + 206/39*z + 1
*
[ -3 ] 
f(z) = -19/24*z^3 + 203/24*z + 1
*
[ -3 ] 
f(z) = -19/30*z^3 + 211/30*z + 1
*
[ -3 ] 
f(z) = -19/33*z^3 + 215/33*z + 1
*
[ -3 ] 
f(z) = -17/39*z^3 + 205/39*z + 1
*
4 | 0.15835434778736624636276519640840324358 | 0.029803916582945037033922079358227773921
f(z) = -13/20*z^3 + 203/20*z + 1
*
-4 | 0.088956648684198624508503614692503463424 | 0.016592389658068106162417377941016520114
f(z) = -13/20*z^3 + 213/20*z + 1
*
-2/13 | 0.14824748606220067386148059157355128716 | 0.019898778888616784819401679165767845020
f(z) = -13/24*z^3 + 215/39*z + 1
*
[ -3/13 ] 
f(z) = -13/27*z^3 + 209/39*z + 1
*
-4 | 0.12739792194576850937105656387694295507 | 0.023680362946317022611185059915975838414
f(z) = -13/36*z^3 + 217/36*z + 1
*
[ -4 ] 
f(z) = -11/20*z^3 + 201/20*z + 1
*
[ -2/11 ] 
f(z) = -11/24*z^3 + 215/33*z + 1
*
[ -4 ] 
f(z) = -11/28*z^3 + 211/28*z + 1
*
[ 4 ] 
f(z) = -11/36*z^3 + 203/36*z + 1
*
[ -13/3 ] 
f(z) = -9/26*z^3 + 201/26*z + 1
*
-4 | 0.20413523554976059105442764063290845537 | 0.027400410107973545428780127954917876538
f(z) = -9/32*z^3 + 215/36*z + 1
*
[ -3/16 ] 
f(z) = -8/27*z^3 + 203/32*z + 1
*
-6/7 | 0.17729181595078632083712258215719340545 | 0.020479285372934987869104407651173863031
f(z) = -7/27*z^3 + 213/28*z + 1
*
[ 9/2 ] 
f(z) = -7/27*z^3 + 217/36*z + 1
*
[ -5 ] 
f(z) = -7/30*z^3 + 211/30*z + 1
*
[ 6 ] 
f(z) = -7/32*z^3 + 209/24*z + 1
*
[ -6 ] 
f(z) = -7/32*z^3 + 217/24*z + 1
*
0 | 0.13887511578454632164721291011294210669 | 0.026186522968631720455295347418656406355
f(z) = -5/28*z^3 + 201/28*z + 1
*
[ 7 ] 
f(z) = -4/21*z^3 + 214/21*z + 1
*
0 | 0.15095466383327003958053446824203016635 | 0.028437650932181448092999757001248055981
f(z) = -4/33*z^3 + 202/33*z + 1
*
13/2 | 0.097304876325123168235338984436361120829 | 0.018296856114144595309724096694819592912
f(z) = -4/35*z^3 + 204/35*z + 1
*
0 | 0.11496245307904680705991794589883470483 | 0.021424332266341420393690952072872634300
f(z) = -4/35*z^3 + 214/35*z + 1
*
[ 13/2 ] 
f(z) = -4/39*z^3 + 202/39*z + 1
*
[ -13/2 ] 
f(z) = -4/39*z^3 + 214/39*z + 1
*
0 | 0.11762706971271891810034264588371646296 | 0.022179956037219163514640634440537336169
f(z) = -3/22*z^3 + 201/22*z + 1
*
0 | 0.15590766879466883943531817935475543666 | 0.029105788799082709763251699650058399403
f(z) = -2/21*z^3 + 212/21*z + 1
*
0 | 0.15973588882550195020923027539109379684 | 0.029665899394986373381685864827707210845
f(z) = -2/27*z^3 + 218/27*z + 1
*
11 | 0.15686329836377666975768701236722801309 | 0.029415257853438207731028970362918310759
f(z) = -2/35*z^3 + 207/35*z + 1
*
0 | 0.15523045899643935511315312691993060282 | 0.028979363168372421174711732333445612427
f(z) = -2/35*z^3 + 212/35*z + 1
*
2 | 0.14470644292900437420962047775584088372 | 0.027235240549642972191425353208158126552
f(z) = -2/39*z^3 + 203/39*z + 1
*
0 | 0.094153434304122066815353784589262422484 | 0.017753728276313780445229680180079646269
f(z) = -1/20*z^3 + 201/20*z + 1
*
2 | 0.14698166926810704915429895509455315059 | 0.027689196861730541990118708673523883747
f(z) = -1/33*z^3 + 202/33*z + 1
*
0 | 0.14262030203537187219848477410306432999 | 0.026509855609329572191537803791448978953
f(z) = -1/36*z^3 + 217/36*z + 1
*
[ 13 ] 
f(z) = -1/39*z^3 + 205/39*z + 1
*
[ -13 ] 
f(z) = -1/39*z^3 + 211/39*z + 1
*
[ -2 ] 
f(z) = -19/21*z^3 + 215/42*z + 1
*
[ -2 ] 
f(z) = -18/23*z^3 + 213/46*z + 1
*
[ -2 ] 
f(z) = -18/25*z^3 + 219/50*z + 1
*
[ -2 ] 
f(z) = -17/23*z^3 + 205/46*z + 1
*
-30/17 | 0.17692225358466890470088948414716024830 | 0.023884793456963381203365911000850993442
f(z) = -17/24*z^3 + 206/51*z + 1
*
[ -2 ] 
f(z) = -17/25*z^3 + 211/50*z + 1
*
[ -2 ] 
f(z) = -17/27*z^3 + 217/54*z + 1
*
[ -2 ] 
f(z) = -16/25*z^3 + 203/50*z + 1
*
[ -2 ] 
f(z) = -16/27*z^3 + 209/54*z + 1
*
[ -2 ] 
f(z) = -16/29*z^3 + 215/58*z + 1
*
[ -2 ] 
f(z) = -15/29*z^3 + 207/58*z + 1
*
[ -3/10 ] 
f(z) = -14/27*z^3 + 219/50*z + 1
*
-15/4 | 0.17290940080275627004336402177278026655 | 0.019994854214116673272087995949877352420
f(z) = -10/27*z^3 + 211/40*z + 1
*
-10/9 | 0.14205579438696138425858415428791745811 | 0.020311289068712889710679987978075783085
f(z) = -9/25*z^3 + 218/45*z + 1
*
[ -8/3 ] 
f(z) = -9/28*z^3 + 205/56*z + 1
*
-1/4 | 0.14386303924657416016638383265440500277 | 0.027127054118264099076039373382930187658
f(z) = -8/25*z^3 + 201/50*z + 1
*
33/10 | 0.17936277435342263369770440506461706120 | 0.020834229493541547579764673994793820526
f(z) = -8/27*z^3 + 203/50*z + 1
*
0 | 0.15813044378230936357962188629128981194 | 0.029706959859561382456249605538820089628
f(z) = -8/27*z^3 + 205/54*z + 1
*
-6/7 | 0.19088792993980693786967172254561424748 | 0.028451225381804340771905406944376415785
f(z) = -7/32*z^3 + 205/56*z + 1
*
[ -4 ] 
f(z) = -5/22*z^3 + 215/44*z + 1
*
[ -24/5 ] 
f(z) = -5/27*z^3 + 219/40*z + 1
*
[ -6 ] 
f(z) = -3/28*z^3 + 211/42*z + 1
*
13/2 | 0.10939758674144191952053968745207551797 | 0.020441047578813057754571005827346533295
f(z) = -2/21*z^3 + 211/42*z + 1
*
-21/20 | 0.21861229645946139252665231077013053711 | 0.028995369809950574382018890992346744353
f(z) = -20/27*z^3 + 209/60*z + 1
*
0 | 0.11593784075360711810802756487663997604 | 0.021663100527349879540064853008295525864
f(z) = -18/35*z^3 + 211/70*z + 1
*
[ -1/2 ] 
f(z) = -18/35*z^3 + 219/70*z + 1
*
[ -2/3 ] 
f(z) = -18/37*z^3 + 201/74*z + 1
*
[ -6/5 ] 
f(z) = -17/24*z^3 + 214/75*z + 1
*
[ -3/5 ] 
f(z) = -17/27*z^3 + 217/75*z + 1
*
[ -3/4 ] 
f(z) = -16/25*z^3 + 202/75*z + 1
*
[ -15/8 ] 
f(z) = -16/27*z^3 + 217/60*z + 1
*
0 | 0.13687728144272594605399392271386824100 | 0.025667447834599254332089576933519868066
f(z) = -16/35*z^3 + 207/70*z + 1
*
-3/2 | 0.12451658822994113379712858409469142311 | 0.023184691944943959487221383100444251833
f(z) = -16/39*z^3 + 215/78*z + 1
*
[ -2/3 ] 
f(z) = -15/26*z^3 + 215/78*z + 1
*
[ -2 ] 
f(z) = -15/31*z^3 + 213/62*z + 1
*
-15/7 | 0.19357440421824603052975077805869611449 | 0.028002546781341974327832071820968783388
f(z) = -14/25*z^3 + 201/70*z + 1
*
[ -3/5 ] 
f(z) = -14/27*z^3 + 214/75*z + 1
*
[ -2 ] 
f(z) = -14/31*z^3 + 205/62*z + 1
*
[ -1/2 ] 
f(z) = -14/33*z^3 + 205/66*z + 1
*
[ -2 ] 
f(z) = -14/33*z^3 + 211/66*z + 1
*
[ -2 ] 
f(z) = -13/33*z^3 + 203/66*z + 1
*
[ -2 ] 
f(z) = -13/35*z^3 + 209/70*z + 1
*
[ -2 ] 
f(z) = -13/37*z^3 + 215/74*z + 1
*
[ -3/2 ] 
f(z) = -12/25*z^3 + 206/75*z + 1
*
[ -5/12 ] 
f(z) = -12/25*z^3 + 209/60*z + 1
*
[ -2 ] 
f(z) = -12/35*z^3 + 201/70*z + 1
*
[ -2 ] 
f(z) = -12/37*z^3 + 207/74*z + 1
*
[ -3/5 ] 
f(z) = -11/27*z^3 + 211/75*z + 1
*
[ -2 ] 
f(z) = -11/39*z^3 + 205/78*z + 1
*
[ -1/2 ] 
f(z) = -10/33*z^3 + 203/66*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.026532950374816857454609339687233953507
f(z) = -10/39*z^3 + 215/78*z + 1
*
-3 | 0.10297855884574725479033265805801639842 | 0.019381623684824463012056287921609066132
f(z) = -9/20*z^3 + 203/60*z + 1
*
0 | 0.14352080984472348133568558567273509651 | 0.027012092211528906371169965510578056499
f(z) = -9/22*z^3 + 203/66*z + 1
*
3 | 0.16081666274815258605910602241189806107 | 0.029892143321716103325808547172051012588
f(z) = -9/26*z^3 + 217/78*z + 1
*
-10/3 | 0.12131671967924686383797196210096016988 | 0.020231416492012033057041668285142991459
f(z) = -9/28*z^3 + 201/70*z + 1
*
[ -3/5 ] 
f(z) = -8/27*z^3 + 208/75*z + 1
*
[ -11/4 ] 
f(z) = -8/33*z^3 + 211/66*z + 1
*
[ -18/7 ] 
f(z) = -7/24*z^3 + 209/63*z + 1
*
4 | 0.093985733898528795679346381286384020786 | 0.017592634505031689811108591106969139875
f(z) = -7/30*z^3 + 209/60*z + 1
*
[ 3 ] 
f(z) = -6/23*z^3 + 208/69*z + 1
*
[ 3 ] 
f(z) = -6/25*z^3 + 212/75*z + 1
*
[ -1/2 ] 
f(z) = -6/35*z^3 + 213/70*z + 1
*
-4 | 0.15375597103232057805073315049033772390 | 0.025598889533581102340731507234970991823
f(z) = -5/24*z^3 + 203/60*z + 1
*
[ 4 ] 
f(z) = -5/34*z^3 + 211/68*z + 1
*
-3 | 0.14188496541233223539878155153878551713 | 0.022128662960843578666696356079668378848
f(z) = -5/36*z^3 + 203/60*z + 1
*
[ 4 ] 
f(z) = -5/38*z^3 + 217/76*z + 1
*
[ -3 ] 
f(z) = -4/23*z^3 + 200/69*z + 1
*
[ -3 ] 
f(z) = -4/25*z^3 + 208/75*z + 1
*
[ -15/4 ] 
f(z) = -4/25*z^3 + 211/60*z + 1
*
0 | 0.074404828779563542629156488267509532729 | 0.013927400508906538906874514438512399587
f(z) = -3/20*z^3 + 209/60*z + 1
*
4/3 | 0.060604625487128145826504240504433283520 | 0.011324034377526567455956464253621785439
f(z) = -3/20*z^3 + 211/60*z + 1
*
-5 | 0.15101057640897673280966619588935281922 | 0.028069415917312641872852156329718573819
f(z) = -3/20*z^3 + 217/60*z + 1
*
[ -11/3 ] 
f(z) = -3/22*z^3 + 205/66*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.026487284592453865156154820256753993351
f(z) = -3/26*z^3 + 217/78*z + 1
*
[ -3/5 ] 
f(z) = -2/27*z^3 + 202/75*z + 1
*
9/4 | 0.18547909605565869791229818462240372364 | 0.028754351840590922579432333579606423752
f(z) = -2/27*z^3 + 211/72*z + 1
*
-3/2 | 0.13791152308149226942880636138093964318 | 0.025590960743472640644954622230414945365
f(z) = -2/35*z^3 + 219/70*z + 1
*
[ 6 ] 
f(z) = -2/39*z^3 + 209/78*z + 1
*
0 | 0.14854772103545156858183901839253472289 | 0.027958208588450297238016934553065174908
f(z) = -1/20*z^3 + 203/60*z + 1
*
[ -15/2 ] 
f(z) = -1/25*z^3 + 203/60*z + 1
*
-10 | 0.14371411362709198635906255128432965531 | 0.026949501595431383566445539850834913841
f(z) = -1/35*z^3 + 207/70*z + 1
*
[ -8 ] 
f(z) = -1/36*z^3 + 209/72*z + 1
*
-7/4 | 0.11088495026426546667587560940201499642 | 0.020755899019887055528623211987974947750
f(z) = -20/21*z^3 + 209/84*z + 1
*
[ 3/2 ] 
f(z) = -19/24*z^3 + 203/96*z + 1
*
3/2 | 0.12693355720562860775097337357881829397 | 0.023759942979783567516052707379283963354
f(z) = -17/21*z^3 + 209/84*z + 1
*
0 | 0.15844016168574694714115642906631268367 | 0.029604701345631341815325832172212709474
f(z) = -16/21*z^3 + 211/84*z + 1
*
[ -15/16 ] 
f(z) = -16/27*z^3 + 207/80*z + 1
*
7/3 | 0.14163286347348165677149879367316146234 | 0.026511419314767084887716402879016653676
f(z) = -15/28*z^3 + 209/84*z + 1
*
[ -5/4 ] 
f(z) = -13/25*z^3 + 209/80*z + 1
*
[ -9/10 ] 
f(z) = -10/27*z^3 + 217/90*z + 1
*
[ -10/9 ] 
f(z) = -9/25*z^3 + 211/90*z + 1
*
3 | 0.12230311351869200679323568539925509114 | 0.022772548229494046916057107925570009926
f(z) = -9/28*z^3 + 215/84*z + 1
*
3 | 0.12908764476823915269787504785935690585 | 0.024120154448936390611274662535226657429
f(z) = -9/32*z^3 + 211/96*z + 1
*
[ -3/2 ] 
f(z) = -8/31*z^3 + 209/93*z + 1
*
[ -12/7 ] 
f(z) = -7/24*z^3 + 205/84*z + 1
*
[ -3/2 ] 
f(z) = -5/24*z^3 + 205/96*z + 1
*
[ -5/8 ] 
f(z) = -4/25*z^3 + 213/80*z + 1
*
0 | 0.087380660095785331577012157735859443672 | 0.016415648371549534453266639514540756718
f(z) = -3/28*z^3 + 205/84*z + 1
*
[ -3 ] 
f(z) = -3/31*z^3 + 205/93*z + 1
*
[ -3 ] 
f(z) = -3/32*z^3 + 209/96*z + 1
*
[ -5/6 ] 
f(z) = -2/25*z^3 + 203/90*z + 1
*
17/2 | 0.10682129303957595708677899039807126414 | 0.019995247021522300988519141368036171186
f(z) = -1/20*z^3 + 209/80*z + 1
*
[ -6/7 ] 
f(z) = -1/27*z^3 + 215/98*z + 1
*
-3/5 | 0.15099034862467548534479163130057970520 | 0.028212696386741902794104512993871838545
f(z) = -20/21*z^3 + 211/105*z + 1
*
-6/5 | 0.12545220515159656349372450375714657797 | 0.023379196030768261530444531528812210321
f(z) = -20/21*z^3 + 214/105*z + 1
*
0 | 0.14570797078742148487460548265041692258 | 0.027323392895090296469435805656337509680
f(z) = -15/22*z^3 + 207/110*z + 1
*
-1/3 | 0.15740169617620089397252535234800309349 | 0.029463093987110874369695727421904527759
f(z) = -15/34*z^3 + 209/102*z + 1
*
0 | 0.15740080369897353859695506033158382881 | 0.029307654486230074677501348641927753710
f(z) = -15/34*z^3 + 215/102*z + 1
*
0 | 0.13791052517777852388734847339918012645 | 0.025768718403640633352559388510820022501
f(z) = -12/35*z^3 + 211/105*z + 1
*
0 | 0.11804308354664402194983638127364154014 | 0.021922776819392131833192005428997536416
f(z) = -10/21*z^3 + 218/105*z + 1
*
-13/6 | 0.14487423446994801246050661411116713980 | 0.027118152410000547643619231760549794075
f(z) = -9/26*z^3 + 209/104*z + 1
*
5/2 | 0.095645218318708187024160297385985586134 | 0.017919350998627512384887680732579846103
f(z) = -8/21*z^3 + 208/105*z + 1
*
0 | 0.15487334583809835640352774951510804135 | 0.025600027998615392087830377989511770759
f(z) = -7/30*z^3 + 212/105*z + 1
*
-1/3 | 0.11804195493698829787371782698183830330 | 0.022036787775665218766682160639625043213
f(z) = -6/35*z^3 + 212/105*z + 1
*
0 | 0.12544859048810397090569686561336560460 | 0.023378522404296120493807709863720558689
f(z) = -5/21*z^3 + 214/105*z + 1
*
-14/5 | 0.19753117932080137724736968011272014970 | 0.026615083076202548064332609288972118540
f(z) = -5/24*z^3 + 209/105*z + 1
*
[ 3 ] 
f(z) = -5/34*z^3 + 203/102*z + 1
*
[ 3 ] 
f(z) = -5/37*z^3 + 209/111*z + 1
*
[ 3 ] 
f(z) = -5/38*z^3 + 211/114*z + 1
*
0 | 0.14241400836531425057602548396968377531 | 0.026754413184167209501531807366704958014
f(z) = -4/27*z^3 + 205/108*z + 1
*
[ -3/2 ] 
f(z) = -4/35*z^3 + 202/105*z + 1
*
[ -3/2 ] 
f(z) = -4/37*z^3 + 212/111*z + 1
*
2/3 | 0.12544985488947712837545740593941559938 | 0.023378758037360751760302235909600393902
f(z) = -3/35*z^3 + 214/105*z + 1
*
[ 4 ] 
f(z) = -2/25*z^3 + 203/100*z + 1
*
[ 4 ] 
f(z) = -2/27*z^3 + 209/108*z + 1
*
[ 4 ] 
f(z) = -2/29*z^3 + 215/116*z + 1
*
[ -3 ] 
f(z) = -2/37*z^3 + 202/111*z + 1
*
[ 5 ] 
f(z) = -1/21*z^3 + 209/105*z + 1
*
[ 5 ] 
f(z) = -1/22*z^3 + 213/110*z + 1
*
[ 5 ] 
f(z) = -1/23*z^3 + 217/115*z + 1
*
[ 21/4 ] 
f(z) = -1/27*z^3 + 205/112*z + 1
*
[ -4 ] 
f(z) = -1/29*z^3 + 209/116*z + 1
*
[ 6 ] 
f(z) = -1/38*z^3 + 203/114*z + 1
*
[ 3/2 ] 
f(z) = -19/30*z^3 + 211/120*z + 1
*
[ 3/2 ] 
f(z) = -19/33*z^3 + 215/132*z + 1
*
-11/8 | 0.15033218285978580413098626317507327098 | 0.027943318056217860147694911663936598442
f(z) = -16/33*z^3 + 217/132*z + 1
*
-5/2 | 0.11936505507214015229827662219806126333 | 0.022465730774033928967939091999779685440
f(z) = -11/30*z^3 + 203/120*z + 1
*
-6/5 | 0.21443028153872091721826260084830410189 | 0.028440693466755547251046847465404664133
f(z) = -10/27*z^3 + 209/120*z + 1
*
-3/5 | 0.12078922592120312044617351840857117430 | 0.022609821891391219782604077050869679791
f(z) = -5/24*z^3 + 209/120*z + 1
*
0 | 0.099397852339960657788315203061405971248 | 0.018475789742447013702178372083153994508
f(z) = -5/24*z^3 + 217/120*z + 1
*
-10/3 | 0.21072557610765441400287431256825204518 | 0.028232498113861993297008026181093259287
f(z) = -5/24*z^3 + 218/135*z + 1
*
[ 5/2 ] 
f(z) = -4/27*z^3 + 206/135*z + 1
*
[ 11/4 ] 
f(z) = -4/33*z^3 + 205/132*z + 1
*
[ 8/3 ] 
f(z) = -3/20*z^3 + 203/120*z + 1
*
[ 10/3 ] 
f(z) = -3/32*z^3 + 209/120*z + 1
*
9/2 | 0.13775967048927166083020144791268844988 | 0.025650522296937983730696704527665003558
f(z) = -2/21*z^3 + 215/126*z + 1
*
[ -3/2 ] 
f(z) = -1/30*z^3 + 209/120*z + 1
*
[ -4 ] 
f(z) = -1/31*z^3 + 219/124*z + 1
*
[ 3/2 ] 
f(z) = -17/39*z^3 + 205/156*z + 1
*
-7/8 | 0.12853297640579474634690751564391024908 | 0.024059328814651144739084634245227035458
f(z) = -16/35*z^3 + 209/140*z + 1
*
[ 7/4 ] 
f(z) = -12/35*z^3 + 207/140*z + 1
*
5/2 | 0.097314410656292493845207426055887936082 | 0.018057731560311978398993083216112574381
f(z) = -11/35*z^3 + 219/140*z + 1
*
0 | 0.13791231389041951657722397553105209608 | 0.025814991609650395235487762742575195678
f(z) = -7/20*z^3 + 209/140*z + 1
*
[ 9/4 ] 
f(z) = -5/27*z^3 + 215/144*z + 1
*
0 | 0.15931141398254358551048275390859544803 | 0.029663405567119086461619243780907827274
f(z) = -5/39*z^3 + 215/156*z + 1
*
[ 5/2 ] 
f(z) = -4/29*z^3 + 212/145*z + 1
*
[ 5/2 ] 
f(z) = -4/31*z^3 + 218/155*z + 1
*
13/4 | 0.14249952442076925823142419351016419243 | 0.026770478541134443561756447075076012055
f(z) = -4/39*z^3 + 205/156*z + 1
*
0 | 0.098844331388667518865188899561957250364 | 0.018469161349848316306644863161770864764
f(z) = -4/39*z^3 + 211/156*z + 1
*
0 | 0.11883631584539403202490869954256647670 | 0.022366216614629652305296747078857204582
f(z) = -15/32*z^3 + 203/160*z + 1
*
0 | 0.12588906081426398618058451961245293472 | 0.023522495864907806591717292713241927073
f(z) = -8/21*z^3 + 211/168*z + 1
*
-8/7 | 0.12588881904188256511155115264070522868 | 0.023522450689498557834910870055525744215
f(z) = -7/24*z^3 + 211/168*z + 1
*
0 | 0.14503613925423575551747439245674064284 | 0.026958904552108014553574270855865103221
f(z) = -5/32*z^3 + 217/160*z + 1
*
[ 11/5 ] 
f(z) = -5/33*z^3 + 211/165*z + 1
*
18/5 | 0.13652800468722243840385439493474213731 | 0.025443275241077734320536705673734788400
f(z) = -5/33*z^3 + 214/165*z + 1
*
[ 21/10 ] 
f(z) = -4/27*z^3 + 206/175*z + 1
*
-14/3 | 0.10202258397599803167621046455376119927 | 0.015141032212883400766636291257697508499
f(z) = -3/32*z^3 + 211/168*z + 1
*
[ 13/10 ] 
f(z) = -20/39*z^3 + 214/195*z + 1
*
0 | 0.13691356265892123509617527583692196868 | 0.025449103144843407616643813569745476745
f(z) = -20/39*z^3 + 217/195*z + 1
*
5/3 | 0.098534645271416687966963817122192221915 | 0.018315339270659498757112871097422667326
f(z) = -13/20*z^3 + 217/180*z + 1
*
-13/5 | 0.14251184812824646361523215372565012533 | 0.026467077500564635792799252389814271653
f(z) = -10/39*z^3 + 218/195*z + 1
*
[ 5/3 ] 
f(z) = -9/38*z^3 + 201/190*z + 1
*
0 | 0.15560583370652921290812732240458295853 | 0.029232677435580507536099054816027592740
f(z) = -7/26*z^3 + 205/182*z + 1
*
0 | 0.15442449513015812854571297974577913288 | 0.028854370067141226611622416237491744544
f(z) = -7/27*z^3 + 211/189*z + 1
*
4 | 0.070321113975581833391776986254862185572 | 0.013139569888020894667394269331615728084
f(z) = -5/36*z^3 + 211/180*z + 1
*
[ 7/3 ] 
f(z) = -2/21*z^3 + 206/189*z + 1
*
[ 4/3 ] 
f(z) = -15/34*z^3 + 211/204*z + 1
*
3/5 | 0.13791221093355313297377651760103732293 | 0.025769033388778984577340820612170459826
f(z) = -10/21*z^3 + 211/210*z + 1
*
[ 8/5 ] 
f(z) = -9/32*z^3 + 219/200*z + 1
*
-5/2 | 0.095644184702287297301979100183251018679 | 0.017887088328192620364384420568005091861
f(z) = -2/21*z^3 + 209/210*z + 1
*
-12/19 | 0.14338999922568122758229099094575635243 | 0.023420198877629127370832036217182237943
f(z) = -19/24*z^3 + 205/228*z + 1
*
7/4 | 0.11647724789251342961611914284813250744 | 0.021401747180729745233109234662107560810
f(z) = -16/33*z^3 + 211/231*z + 1
*
[ 4/3 ] 
f(z) = -15/38*z^3 + 217/228*z + 1
*
[ 3/2 ] 
f(z) = -10/37*z^3 + 209/222*z + 1
*
-7/3 | 0.16192315855611562548391352476099250807 | 0.029921239675423808151501057387520420840
f(z) = -9/32*z^3 + 215/224*z + 1
*
[ 11/7 ] 
f(z) = -7/33*z^3 + 205/231*z + 1
*
[ 9/5 ] 
f(z) = -4/27*z^3 + 208/225*z + 1
*
-9/8 | 0.13776003747122339728555997044372318865 | 0.024913971278221731485362642039906255308
f(z) = -16/21*z^3 + 215/252*z + 1
*
-4/7 | 0.13672685399437303155216983054557296615 | 0.024727119532680066417650943295996662784
f(z) = -7/36*z^3 + 205/252*z + 1
*
[ 15/7 ] 
f(z) = -2/27*z^3 + 214/245*z + 1
*
-4/3 | 0.084614969854218752546955258447811153706 | 0.015302659373157924701416339664096483737
f(z) = -1/28*z^3 + 205/252*z + 1
*
0 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -11/24*z^3 + 217/264*z + 1
*
[ 13/11 ] 
f(z) = -11/26*z^3 + 213/286*z + 1
*
[ 10/7 ] 
f(z) = -7/32*z^3 + 209/280*z + 1
*
[ -12 ] 
f(z) = -11/27*z^3 + 239/4*z + 1
*
[ 9 ] 
f(z) = -8/27*z^3 + 224/9*z + 1
*
[ -9 ] 
f(z) = -8/27*z^3 + 226/9*z + 1
*
[ 21/2 ] 
f(z) = -8/27*z^3 + 235/7*z + 1
*
12 | 0.19287857020389371421794898174353683787 | 0.029334805389302394373300688398836531652
f(z) = -5/36*z^3 + 239/12*z + 1
*
[ -21 ] 
f(z) = -2/27*z^3 + 236/7*z + 1
*
[ 18 ] 
f(z) = -1/27*z^3 + 233/18*z + 1
*
[ -18 ] 
f(z) = -1/27*z^3 + 235/18*z + 1
*
[ 15/4 ] 
f(z) = -20/27*z^3 + 223/20*z + 1
*
[ -3 ] 
f(z) = -20/33*z^3 + 224/33*z + 1
*
[ -3 ] 
f(z) = -20/39*z^3 + 232/39*z + 1
*
[ -3 ] 
f(z) = -19/39*z^3 + 223/39*z + 1
*
[ -7/2 ] 
f(z) = -16/21*z^3 + 223/21*z + 1
*
-15/4 | 0.10446577918123056254069810117278472957 | 0.019179514643877816776246315055948595369
f(z) = -16/21*z^3 + 232/21*z + 1
*
[ 7/2 ] 
f(z) = -16/35*z^3 + 221/35*z + 1
*
[ -13/4 ] 
f(z) = -16/39*z^3 + 220/39*z + 1
*
[ 4 ] 
f(z) = -13/20*z^3 + 223/20*z + 1
*
[ -4 ] 
f(z) = -13/20*z^3 + 233/20*z + 1
*
-10/13 | 0.15157163498263904100232388243066602125 | 0.020197724730608288356456225179117650796
f(z) = -13/24*z^3 + 227/39*z + 1
*
-3 | 0.22391347313063887730412149621734122471 | 0.029326072212213618944541800627104591423
f(z) = -13/27*z^3 + 230/39*z + 1
*
[ 4 ] 
f(z) = -13/28*z^3 + 229/28*z + 1
*
-4 | 0.13263106884806454523989674273671487043 | 0.024528732293675531430794158057435358668
f(z) = -13/30*z^3 + 223/30*z + 1
*
[ 4 ] 
f(z) = -13/36*z^3 + 235/36*z + 1
*
[ -4 ] 
f(z) = -11/36*z^3 + 221/36*z + 1
*
-3/10 | 0.21098078002367724799431879233891251853 | 0.027777488135603142232014021535969033573
f(z) = -10/27*z^3 + 221/30*z + 1
*
-5 | 0.10653249833789562307262231351727710465 | 0.019605805793563213352008265764678069752
f(z) = -9/20*z^3 + 229/20*z + 1
*
-6 | 0.18602264301189727987315402941948082092 | 0.027382581937042786389254789777103841222
f(z) = -9/32*z^3 + 223/24*z + 1
*
[ 5 ] 
f(z) = -8/35*z^3 + 228/35*z + 1
*
[ -9/2 ] 
f(z) = -7/27*z^3 + 233/36*z + 1
*
-6 | 0.13170316260241561050767815200571277482 | 0.024277304339766131942299286736627306476
f(z) = -7/30*z^3 + 227/30*z + 1
*
[ -15/2 ] 
f(z) = -5/27*z^3 + 231/20*z + 1
*
0 | 0.10141028939555773819237739563010437773 | 0.018786075004194504909509559401652399800
f(z) = -5/36*z^3 + 221/36*z + 1
*
0 | 0.14491270841351224629939418425802625449 | 0.026461001162402065160406285226334937629
f(z) = -5/39*z^3 + 239/39*z + 1
*
[ -7 ] 
f(z) = -4/21*z^3 + 220/21*z + 1
*
0 | 0.15641197845737155662685301451514280194 | 0.028649057341835700803484651490171682254
f(z) = -4/33*z^3 + 235/33*z + 1
*
[ 7 ] 
f(z) = -4/35*z^3 + 226/35*z + 1
*
[ -7 ] 
f(z) = -4/35*z^3 + 236/35*z + 1
*
0 | 0.15480890552701345944833904871791728671 | 0.028289701799993116050857740894847372974
f(z) = -4/39*z^3 + 238/39*z + 1
*
0 | 0.13351365015842230638483738100705935850 | 0.024611037839645866535174807917595215714
f(z) = -3/28*z^3 + 227/28*z + 1
*
0 | 0.13440682168372632557034985840603096161 | 0.024775679269046295306163258515984074931
f(z) = -3/32*z^3 + 227/32*z + 1
*
-10 | 0.15169772692532448134080250425996080120 | 0.022243015091734725877557138975319472647
f(z) = -3/32*z^3 + 229/24*z + 1
*
10 | 0.060052930709531631550236284956232416920 | 0.011124698166775723446996394551981350504
f(z) = -2/21*z^3 + 221/21*z + 1
*
0 | 0.14153530975278539859400135623174944906 | 0.026089698392925441767688589965790229899
f(z) = -2/25*z^3 + 227/25*z + 1
*
10 | 0.15903413521815220462599799346973576039 | 0.029175016205237523659419607246037996211
f(z) = -2/33*z^3 + 233/33*z + 1
*
11 | 0.15589293664198388853852573955876508690 | 0.028465986336565963683593021116190803361
f(z) = -2/33*z^3 + 239/33*z + 1
*
0 | 0.13168925636493357907361457953991481197 | 0.024395199560751975155548576288504236171
f(z) = -1/22*z^3 + 221/22*z + 1
*
15 | 0.11453523912450555893173873422192210131 | 0.021182097400537579217676070426173527994
f(z) = -1/30*z^3 + 223/30*z + 1
*
-20 | 0.21810038839332641901901999034912268674 | 0.028995542336090505621682870906943949406
f(z) = -1/32*z^3 + 231/20*z + 1
*
18 | 0.15354397168741243046330759429315559420 | 0.022373508381434640788661293189452995827
f(z) = -1/32*z^3 + 239/24*z + 1
*
[ -2 ] 
f(z) = -20/21*z^3 + 223/42*z + 1
*
[ -2 ] 
f(z) = -20/23*z^3 + 229/46*z + 1
*
[ -2 ] 
f(z) = -19/23*z^3 + 221/46*z + 1
*
-18/19 | 0.20254817704884297902244381391608639921 | 0.027087309044618401000197463208351207442
f(z) = -19/24*z^3 + 221/57*z + 1
*
-30/19 | 0.18325284816151693981891029620329878793 | 0.024293544690588911869313366243098764715
f(z) = -19/24*z^3 + 236/57*z + 1
*
[ -2 ] 
f(z) = -19/25*z^3 + 227/50*z + 1
*
[ -2 ] 
f(z) = -19/27*z^3 + 233/54*z + 1
*
[ -2 ] 
f(z) = -19/29*z^3 + 239/58*z + 1
*
[ -2 ] 
f(z) = -18/29*z^3 + 231/58*z + 1
*
-2 | 0.19961059024520262326721367466435312898 | 0.026417826557135684624795229385322286667
f(z) = -17/24*z^3 + 239/51*z + 1
*
[ -2 ] 
f(z) = -17/29*z^3 + 223/58*z + 1
*
3 | 0.14206072110995533221999391205211766419 | 0.018574246274739174207508896908396745485
f(z) = -14/27*z^3 + 233/42*z + 1
*
[ -3/14 ] 
f(z) = -14/27*z^3 + 239/42*z + 1
*
[ -4/13 ] 
f(z) = -13/32*z^3 + 223/52*z + 1
*
7/2 | 0.15629690454501082242778442360722945358 | 0.028672867725372944630501770951154664058
f(z) = -10/21*z^3 + 233/42*z + 1
*
[ -1/4 ] 
f(z) = -8/23*z^3 + 231/46*z + 1
*
[ -4 ] 
f(z) = -5/26*z^3 + 225/52*z + 1
*
6 | 0.14982087271610656631719375952051626119 | 0.019588875553935933175456336528687332493
f(z) = -4/27*z^3 + 233/48*z + 1
*
-2 | 0.16910330764189624668407139065354931974 | 0.027409072464059292325311345507552290166
f(z) = -3/34*z^3 + 239/51*z + 1
*
0 | 0.14609488699241991774493490208923740703 | 0.026759336695786082261653632088145140404
f(z) = -2/21*z^3 + 235/42*z + 1
*
-39/4 | 0.18833199756213476549374351682213005847 | 0.024624152804525833740116347146792044727
f(z) = -1/27*z^3 + 233/48*z + 1
*
-12/5 | 0.21015275593399436239892964674368588058 | 0.027668471431216236793088234007147164145
f(z) = -20/27*z^3 + 221/60*z + 1
*
[ -6/5 ] 
f(z) = -19/24*z^3 + 223/75*z + 1
*
[ -2 ] 
f(z) = -18/31*z^3 + 237/62*z + 1
*
-8/3 | 0.13776494680163565584299269606642482989 | 0.025520710363713477145550437688524927759
f(z) = -18/35*z^3 + 221/70*z + 1
*
[ -1/2 ] 
f(z) = -18/37*z^3 + 231/74*z + 1
*
[ -2 ] 
f(z) = -17/31*z^3 + 229/62*z + 1
*
-4/17 | 0.19901579815737509845945255568430169183 | 0.026582887326112751615965922229688596842
f(z) = -17/32*z^3 + 223/68*z + 1
*
-8/3 | 0.17123110034429733206484455181291368139 | 0.025139473909092083231145020088735137170
f(z) = -17/32*z^3 + 227/72*z + 1
*
[ -2 ] 
f(z) = -17/33*z^3 + 235/66*z + 1
*
[ -3/2 ] 
f(z) = -16/23*z^3 + 223/69*z + 1
*
[ -15/8 ] 
f(z) = -16/25*z^3 + 227/60*z + 1
*
[ -3/2 ] 
f(z) = -16/25*z^3 + 233/75*z + 1
*
[ -2 ] 
f(z) = -16/31*z^3 + 221/62*z + 1
*
[ -2 ] 
f(z) = -16/33*z^3 + 227/66*z + 1
*
1/2 | 0.14805582337231325191046513354819917436 | 0.027034932665642409157666345757265510139
f(z) = -16/33*z^3 + 239/66*z + 1
*
[ -2 ] 
f(z) = -16/35*z^3 + 233/70*z + 1
*
[ -2 ] 
f(z) = -16/37*z^3 + 239/74*z + 1
*
0 | 0.14873460070964568721963448997505883968 | 0.027552819159716567702356730296002359946
f(z) = -15/22*z^3 + 221/66*z + 1
*
0 | 0.12444279217852211748845438666259930068 | 0.022938974880416715481593904436558079140
f(z) = -15/26*z^3 + 227/78*z + 1
*
-4/5 | 0.12001181768742937162943011259379737801 | 0.015936808511967410591197161708892781478
f(z) = -15/32*z^3 + 233/60*z + 1
*
[ -2 ] 
f(z) = -15/37*z^3 + 231/74*z + 1
*
5/14 | 0.096939497918214545997341342805533121529 | 0.013763637213199835812176892492932299878
f(z) = -14/25*z^3 + 229/70*z + 1
*
5/2 | 0.11814921252244207348119428856429318428 | 0.016693641118397567449315736889040930819
f(z) = -14/25*z^3 + 237/70*z + 1
*
[ 9/4 ] 
f(z) = -14/27*z^3 + 229/72*z + 1
*
[ -2 ] 
f(z) = -14/37*z^3 + 223/74*z + 1
*
[ -1/2 ] 
f(z) = -14/37*z^3 + 229/74*z + 1
*
[ -2 ] 
f(z) = -14/39*z^3 + 229/78*z + 1
*
[ -5/13 ] 
f(z) = -13/25*z^3 + 239/65*z + 1
*
30/13 | 0.22676344102640154306103259132372025659 | 0.026055752725584708066180562027397736747
f(z) = -13/27*z^3 + 223/65*z + 1
*
[ -3/8 ] 
f(z) = -13/27*z^3 + 239/64*z + 1
*
35/12 | 0.18363737664816532874454736946704182113 | 0.026009204921708041326712145570723822861
f(z) = -12/25*z^3 + 233/60*z + 1
*
[ 8/3 ] 
f(z) = -11/32*z^3 + 221/72*z + 1
*
[ -9/4 ] 
f(z) = -10/27*z^3 + 239/72*z + 1
*
[ -1/2 ] 
f(z) = -10/37*z^3 + 227/74*z + 1
*
[ -1/2 ] 
f(z) = -10/39*z^3 + 239/78*z + 1
*
3 | 0.13390342904466882905657363629656051514 | 0.024764042036066183031588869567154839105
f(z) = -9/20*z^3 + 223/60*z + 1
*
-1 | 0.15289828529562682574831973224496193248 | 0.028184275394782653935732571662882708924
f(z) = -9/20*z^3 + 227/60*z + 1
*
-10/3 | 0.12710141945734208680978494157362436555 | 0.023545310966934383948633087481605960590
f(z) = -9/35*z^3 + 221/70*z + 1
*
-5/4 | 0.13321829206208429447266345389014806838 | 0.024637333099945308793226497372487973684
f(z) = -8/33*z^3 + 223/66*z + 1
*
-13/4 | 0.13995992290473174687270953964298093308 | 0.025635631595500665482664072647619682342
f(z) = -8/33*z^3 + 235/66*z + 1
*
-9/4 | 0.14057814537040349765905405337737763993 | 0.026041850374550290214731475310714074200
f(z) = -8/35*z^3 + 221/70*z + 1
*
-7/4 | 0.11163130776099078310042245874534304785 | 0.020383831043962521398582844541455337808
f(z) = -8/35*z^3 + 239/70*z + 1
*
[ 13/4 ] 
f(z) = -8/39*z^3 + 223/78*z + 1
*
[ 3 ] 
f(z) = -7/20*z^3 + 229/60*z + 1
*
[ 3 ] 
f(z) = -7/22*z^3 + 233/66*z + 1
*
[ 3 ] 
f(z) = -7/23*z^3 + 235/69*z + 1
*
[ 3 ] 
f(z) = -7/25*z^3 + 239/75*z + 1
*
[ -3/8 ] 
f(z) = -7/27*z^3 + 237/64*z + 1
*
-4 | 0.080953699686172670027589013768667033437 | 0.014782112383021496103910839366961794975
f(z) = -7/30*z^3 + 239/60*z + 1
*
[ -1/2 ] 
f(z) = -6/37*z^3 + 225/74*z + 1
*
[ -3 ] 
f(z) = -5/22*z^3 + 223/66*z + 1
*
[ -3 ] 
f(z) = -5/23*z^3 + 227/69*z + 1
*
4/5 | 0.10182590567253457866745976705518930969 | 0.016572726108237940650590738427340340099
f(z) = -5/24*z^3 + 233/60*z + 1
*
[ -3 ] 
f(z) = -5/26*z^3 + 239/78*z + 1
*
-33/10 | 0.22677208555500543941962550551063150814 | 0.029856553356581690934595243932022317414
f(z) = -5/27*z^3 + 221/60*z + 1
*
-24/5 | 0.12617221812377553551666075519887735723 | 0.019340999932634630813936685309405434198
f(z) = -5/36*z^3 + 227/60*z + 1
*
9/2 | 0.11505919347928718653890359774429940880 | 0.021175023934611685491788982066289148990
f(z) = -4/21*z^3 + 229/63*z + 1
*
-6 | 0.13717338157898829132126125895759060447 | 0.025164632894720958275928465427183960640
f(z) = -4/33*z^3 + 233/66*z + 1
*
0 | 0.070486296187579434518978968993478152341 | 0.012870768794347112435484192145342009118
f(z) = -4/33*z^3 + 239/66*z + 1
*
-5 | 0.12527652020806008445310948992789589163 | 0.022875441244172240620226844131875073628
f(z) = -4/39*z^3 + 239/78*z + 1
*
16/3 | 0.13330926976388131373030835903731029102 | 0.024654158476619527561301949127397098610
f(z) = -3/22*z^3 + 223/66*z + 1
*
0 | 0.13495694408695905053595239217147611382 | 0.024836924671281060776377029143452281306
f(z) = -3/22*z^3 + 229/66*z + 1
*
[ 13/3 ] 
f(z) = -3/26*z^3 + 229/78*z + 1
*
[ -6 ] 
f(z) = -2/33*z^3 + 221/66*z + 1
*
13/2 | 0.11805754715715879539693310348740381103 | 0.021557259723845093114849805554946516318
f(z) = -2/35*z^3 + 239/70*z + 1
*
[ -1/2 ] 
f(z) = -2/37*z^3 + 223/74*z + 1
*
9 | 0.13850822207776184129312764285265891058 | 0.025369732137893676566851172118919361606
f(z) = -1/24*z^3 + 235/72*z + 1
*
[ -3/8 ] 
f(z) = -1/27*z^3 + 235/64*z + 1
*
-24/5 | 0.14141686247342146571127720205415725310 | 0.018428799827563010701101640468843722963
f(z) = -1/27*z^3 + 239/75*z + 1
*
0 | 0.11354374428132670625565754027801649549 | 0.020829745606922671875475733253154002194
f(z) = -1/33*z^3 + 233/66*z + 1
*
-4 | 0.12451771430467022174472329810602375487 | 0.022952785537824926542139958729087382568
f(z) = -1/39*z^3 + 227/78*z + 1
*
0 | 0.15224130135991417733813475897176049629 | 0.028063171249381207271927575478353007129
f(z) = -20/21*z^3 + 227/84*z + 1
*
[ -5/4 ] 
f(z) = -19/25*z^3 + 239/80*z + 1
*
-5/18 | 0.20884784193245896681934808046341897964 | 0.029473715233373876209763195186001758791
f(z) = -18/25*z^3 + 239/90*z + 1
*
[ -5/4 ] 
f(z) = -17/25*z^3 + 229/80*z + 1
*
[ -15/17 ] 
f(z) = -17/27*z^3 + 223/85*z + 1
*
[ -7/8 ] 
f(z) = -16/21*z^3 + 229/84*z + 1
*
-2 | 0.11150505532021130716139206425209117104 | 0.020423721733332125741285512939747482104
f(z) = -16/21*z^3 + 235/84*z + 1
*
[ -3/4 ] 
f(z) = -16/29*z^3 + 230/87*z + 1
*
[ -4/3 ] 
f(z) = -15/28*z^3 + 227/84*z + 1
*
[ -5/6 ] 
f(z) = -14/25*z^3 + 233/90*z + 1
*
[ -5/8 ] 
f(z) = -12/25*z^3 + 223/80*z + 1
*
[ -3/2 ] 
f(z) = -12/29*z^3 + 226/87*z + 1
*
[ -3/2 ] 
f(z) = -12/31*z^3 + 236/93*z + 1
*
[ -3/2 ] 
f(z) = -11/21*z^3 + 239/84*z + 1
*
[ -8/11 ] 
f(z) = -11/32*z^3 + 225/88*z + 1
*
-3 | 0.15621387411806902162121443642534519485 | 0.028657635686991801323999568731749534860
f(z) = -11/32*z^3 + 233/96*z + 1
*
[ -6/7 ] 
f(z) = -10/27*z^3 + 239/98*z + 1
*
[ -10/9 ] 
f(z) = -9/20*z^3 + 221/90*z + 1
*
8/3 | 0.10254404279768656238954832393613996603 | 0.018964450757590083381272044625636071853
f(z) = -9/22*z^3 + 223/88*z + 1
*
-11/6 | 0.13348052048261026163452545564272749142 | 0.024645134057758979497861532670715066723
f(z) = -9/22*z^3 + 225/88*z + 1
*
[ -4/3 ] 
f(z) = -9/23*z^3 + 225/92*z + 1
*
5/6 | 0.14224305246961879961754485216556399250 | 0.020221098677923982618524843818521026097
f(z) = -8/25*z^3 + 227/90*z + 1
*
51/28 | 0.14414252613903669010035547449482195484 | 0.016528614684071074687908230588354253119
f(z) = -8/27*z^3 + 227/98*z + 1
*
[ 5/2 ] 
f(z) = -7/20*z^3 + 223/80*z + 1
*
[ -2/3 ] 
f(z) = -7/20*z^3 + 239/90*z + 1
*
[ -3/2 ] 
f(z) = -7/24*z^3 + 223/96*z + 1
*
[ -4/7 ] 
f(z) = -7/24*z^3 + 239/84*z + 1
*
-15/14 | 0.18710741420203733874633305318031426849 | 0.024634348102690688147402085388355357334
f(z) = -7/27*z^3 + 221/84*z + 1
*
-3 | 0.15621387411806902162121443642534519485 | 0.028938341201562482131819628152778055133
f(z) = -7/32*z^3 + 221/96*z + 1
*
[ 3 ] 
f(z) = -6/29*z^3 + 220/87*z + 1
*
[ 3 ] 
f(z) = -6/31*z^3 + 224/93*z + 1
*
7/2 | 0.15945048003095602144592771009444793429 | 0.029537916666743809933193254563797645109
f(z) = -5/21*z^3 + 221/84*z + 1
*
3/2 | 0.13983386049092837878680351899734533662 | 0.025903972929828986243619209458587179386
f(z) = -5/22*z^3 + 221/88*z + 1
*
0 | 0.13965239191977661140935979455238818147 | 0.025500469526638624757410865232771227197
f(z) = -5/28*z^3 + 239/84*z + 1
*
[ -16/5 ] 
f(z) = -5/32*z^3 + 233/80*z + 1
*
[ 18/5 ] 
f(z) = -5/36*z^3 + 227/90*z + 1
*
4 | 0.12721212504514198969098176167884888053 | 0.023300692830174247914926524476671101650
f(z) = -4/21*z^3 + 235/84*z + 1
*
[ 10/3 ] 
f(z) = -4/25*z^3 + 223/90*z + 1
*
[ -6/7 ] 
f(z) = -4/27*z^3 + 223/98*z + 1
*
[ -3 ] 
f(z) = -4/29*z^3 + 224/87*z + 1
*
[ -3 ] 
f(z) = -4/31*z^3 + 232/93*z + 1
*
9/2 | 0.14612882807664664816737351412181033006 | 0.027070104433043657784991286067236322932
f(z) = -4/33*z^3 + 221/99*z + 1
*
0 | 0.097071286184916494623045462505791314341 | 0.017807852028895343157374897114533428231
f(z) = -3/28*z^3 + 233/84*z + 1
*
4 | 0.15945138860541572588856984009462800192 | 0.029205768128793788261853690754441052825
f(z) = -3/28*z^3 + 235/84*z + 1
*
[ -4 ] 
f(z) = -2/21*z^3 + 233/84*z + 1
*
[ -2/3 ] 
f(z) = -1/20*z^3 + 227/90*z + 1
*
[ -11/2 ] 
f(z) = -1/22*z^3 + 225/88*z + 1
*
-15/4 | 0.25584382172687041016862469216766392386 | 0.029164963525846914489223542753895052447
f(z) = -1/27*z^3 + 239/80*z + 1
*
0 | 0.15810470948359579897806451186821440540 | 0.029143993764756893320356877696797205228
f(z) = -1/28*z^3 + 227/84*z + 1
*
9 | 0.13152857556046088751125606507143802530 | 0.024129085986253461846310422547977577874
f(z) = -1/30*z^3 + 233/90*z + 1
*
[ 7/5 ] 
f(z) = -20/21*z^3 + 226/105*z + 1
*
0 | 0.13562096688718970341323979697391003948 | 0.025081682739027813046121499373531529386
f(z) = -12/25*z^3 + 223/100*z + 1
*
2 | 0.17524544451310991603233305250484617789 | 0.028443361075682199772910881580681640813
f(z) = -11/20*z^3 + 237/110*z + 1
*
0 | 0.11015693791534758434508035176154426836 | 0.020114611714433121216853633632139205884
f(z) = -10/21*z^3 + 239/105*z + 1
*
[ -4/3 ] 
f(z) = -9/25*z^3 + 239/100*z + 1
*
[ 13/6 ] 
f(z) = -9/26*z^3 + 225/104*z + 1
*
[ 12/5 ] 
f(z) = -8/27*z^3 + 229/100*z + 1
*
[ -3/2 ] 
f(z) = -8/35*z^3 + 229/105*z + 1
*
[ -3/2 ] 
f(z) = -8/37*z^3 + 239/111*z + 1
*
[ -4/5 ] 
f(z) = -7/32*z^3 + 239/100*z + 1
*
[ 3 ] 
f(z) = -6/35*z^3 + 232/105*z + 1
*
[ 3 ] 
f(z) = -6/37*z^3 + 236/111*z + 1
*
[ -7/5 ] 
f(z) = -5/21*z^3 + 229/105*z + 1
*
[ -4/3 ] 
f(z) = -5/24*z^3 + 229/108*z + 1
*
[ 14/5 ] 
f(z) = -5/24*z^3 + 239/105*z + 1
*
4 | 0.14962833035856217782002123771513268554 | 0.027536986665988640569607127369225376169
f(z) = -5/26*z^3 + 229/104*z + 1
*
-4 | 0.15952744928561780714178443494571448191 | 0.029129646855652601488641599269785202299
f(z) = -5/27*z^3 + 239/108*z + 1
*
4 | 0.13633336343888050607771207833542002111 | 0.025050146954965994553635318585863366822
f(z) = -4/25*z^3 + 231/100*z + 1
*
[ -12/5 ] 
f(z) = -4/27*z^3 + 227/100*z + 1
*
4 | 0.14241400836531425057602548396968377531 | 0.026209292317891887855541347800166758922
f(z) = -4/27*z^3 + 229/108*z + 1
*
[ 7/2 ] 
f(z) = -3/28*z^3 + 227/112*z + 1
*
[ -4/5 ] 
f(z) = -3/32*z^3 + 231/100*z + 1
*
[ -3 ] 
f(z) = -3/35*z^3 + 221/105*z + 1
*
[ -3 ] 
f(z) = -3/37*z^3 + 229/111*z + 1
*
[ -3 ] 
f(z) = -3/38*z^3 + 233/114*z + 1
*
-5/2 | 0.15248086668474516723275510027089885912 | 0.027972810682522795334344312709661039129
f(z) = -1/26*z^3 + 233/104*z + 1
*
39/10 | 0.11921996103839502286554595292143816916 | 0.013698706505377984760083456412083571009
f(z) = -1/27*z^3 + 223/100*z + 1
*
[ -4/5 ] 
f(z) = -1/32*z^3 + 227/100*z + 1
*
[ -6 ] 
f(z) = -1/34*z^3 + 227/102*z + 1
*
-3/4 | 0.13892235272711180726815116652555596122 | 0.025735117744422979291391738346850964962
f(z) = -20/33*z^3 + 221/132*z + 1
*
-3/2 | 0.11965767341828769408003978729270238392 | 0.021951353753524842517290836657057696434
f(z) = -17/30*z^3 + 233/120*z + 1
*
-5/4 | 0.16133217163349535566995823798268525560 | 0.029596593934860753723981684322951099926
f(z) = -16/27*z^3 + 233/135*z + 1
*
[ 3/2 ] 
f(z) = -14/23*z^3 + 235/138*z + 1
*
-4/11 | 0.10858576251107587205829822565288911371 | 0.017600099458337462901477738491310801336
f(z) = -11/24*z^3 + 239/132*z + 1
*
3 | 0.14678103420110664383267804273650219800 | 0.022381306361050042977417406891863488361
f(z) = -11/36*z^3 + 235/132*z + 1
*
[ 18/7 ] 
f(z) = -7/36*z^3 + 239/126*z + 1
*
35/12 | 0.17993640248819847551037435294704942185 | 0.025677319870363656048431771059460967167
f(z) = -6/25*z^3 + 221/120*z + 1
*
0 | 0.13691293167201738343564991072586117575 | 0.025116853025033827527977516835837302670
f(z) = -5/26*z^3 + 233/130*z + 1
*
-4 | 0.13892266911944822129091070134284378181 | 0.025735176355538262101517903619920926517
f(z) = -5/33*z^3 + 221/132*z + 1
*
4 | 0.15033146450693871773078716590606385644 | 0.027802235782560344246775583935476070416
f(z) = -4/33*z^3 + 223/132*z + 1
*
[ 15/4 ] 
f(z) = -2/25*z^3 + 223/120*z + 1
*
[ 4 ] 
f(z) = -2/31*z^3 + 221/124*z + 1
*
[ 4 ] 
f(z) = -2/33*z^3 + 227/132*z + 1
*
0 | 0.15993103172452974766323735777845157509 | 0.029203340843585671872661436802636297638
f(z) = -2/33*z^3 + 239/132*z + 1
*
[ 5 ] 
f(z) = -1/24*z^3 + 221/120*z + 1
*
[ -10/3 ] 
f(z) = -1/24*z^3 + 238/135*z + 1
*
[ 5 ] 
f(z) = -1/26*z^3 + 229/130*z + 1
*
[ 5 ] 
f(z) = -1/27*z^3 + 233/135*z + 1
*
10/3 | 0.10194785169254642111532567795944346495 | 0.016524195141786055013303393753243471856
f(z) = -1/28*z^3 + 239/126*z + 1
*
-8/19 | 0.082355843750405062353503143541731494187 | 0.012106889796286682786495030127097867278
f(z) = -19/32*z^3 + 225/152*z + 1
*
[ 3/2 ] 
f(z) = -19/39*z^3 + 223/156*z + 1
*
0 | 0.15990761930736521716412699156856340619 | 0.029335257982405989301538562948417886474
f(z) = -18/25*z^3 + 233/150*z + 1
*
-4/3 | 0.13993318509877607692140293725680529382 | 0.025670922392272109993179140337515893215
f(z) = -18/35*z^3 + 233/140*z + 1
*
[ 13/8 ] 
f(z) = -16/39*z^3 + 229/156*z + 1
*
-4/5 | 0.11111196617281735879717994480198726683 | 0.020548998786996807426573640106374914190
f(z) = -15/28*z^3 + 223/140*z + 1
*
[ 3/2 ] 
f(z) = -14/25*z^3 + 239/150*z + 1
*
0 | 0.13791182945648596261584216739742538449 | 0.025505353868061993707929294209622153999
f(z) = -12/35*z^3 + 223/140*z + 1
*
7/4 | 0.15276924399803432339209242098751226730 | 0.028160488761324893285686165442077824945
f(z) = -12/35*z^3 + 227/140*z + 1
*
33/20 | 0.18025229131973761885663153299305462295 | 0.023731810466277492227733921469043737085
f(z) = -8/27*z^3 + 221/150*z + 1
*
0 | 0.11168061402102198752056626020164431098 | 0.020586477969592618636821686571668610398
f(z) = -8/39*z^3 + 227/156*z + 1
*
-5/7 | 0.14256333568711496619994951058764156924 | 0.026409603335414791473435586872758040082
f(z) = -7/20*z^3 + 221/140*z + 1
*
4 | 0.13791201017854939623076608719679933741 | 0.025547953591649602876226941962002129506
f(z) = -4/35*z^3 + 221/140*z + 1
*
-2/3 | 0.14489093657619852399692458301104415144 | 0.026580428263429452770056859134914242428
f(z) = -3/25*z^3 + 233/150*z + 1
*
[ 4 ] 
f(z) = -2/35*z^3 + 233/140*z + 1
*
[ 4 ] 
f(z) = -2/37*z^3 + 239/148*z + 1
*
-7 | 0.075383651182883858206882806580968350163 | 0.013941419723481011173168038527685777841
f(z) = -1/20*z^3 + 223/140*z + 1
*
[ -9/4 ] 
f(z) = -1/27*z^3 + 235/144*z + 1
*
[ 5 ] 
f(z) = -1/28*z^3 + 237/140*z + 1
*
[ -7/2 ] 
f(z) = -1/35*z^3 + 229/140*z + 1
*
[ -4 ] 
f(z) = -1/35*z^3 + 239/140*z + 1
*
-19/2 | 0.084477451860610731765109303369572818446 | 0.015597467843511054492781475479736154957
f(z) = -1/38*z^3 + 225/152*z + 1
*
0 | 0.11470129585403817818587825682273097093 | 0.021042099928502311440432356389288271607
f(z) = -16/21*z^3 + 233/168*z + 1
*
-5/3 | 0.14946122386644107250226191697517798621 | 0.027687424801853120420596289354973729715
f(z) = -9/32*z^3 + 221/160*z + 1
*
-3/7 | 0.10705299053386090242703790316482314315 | 0.019639008501918396614827084165646752814
f(z) = -7/24*z^3 + 233/168*z + 1
*
0 | 0.13381971898865555023818530049243257150 | 0.024748560734648108369651561580820341708
f(z) = -5/33*z^3 + 223/165*z + 1
*
[ 5/2 ] 
f(z) = -4/33*z^3 + 224/165*z + 1
*
[ 8/3 ] 
f(z) = -3/28*z^3 + 233/168*z + 1
*
-3/4 | 0.16124968366406238752550461225003036452 | 0.029581461411005778880502183177609930381
f(z) = -2/21*z^3 + 233/168*z + 1
*
-10/19 | 0.13326088441008034375258798863995433149 | 0.021877213110134219452594906922715744495
f(z) = -19/20*z^3 + 221/190*z + 1
*
[ 7/6 ] 
f(z) = -16/21*z^3 + 223/189*z + 1
*
[ 4/3 ] 
f(z) = -11/20*z^3 + 221/180*z + 1
*
[ 18/11 ] 
f(z) = -11/36*z^3 + 239/198*z + 1
*
0 | 0.15757756860068399240200974626737714116 | 0.029190963169075901665866241234222966575
f(z) = -9/20*z^3 + 221/180*z + 1
*
[ 5/2 ] 
f(z) = -4/37*z^3 + 236/185*z + 1
*
0 | 0.12709712619951783045071345352609832033 | 0.023544515648589672096503483426462339354
f(z) = -20/21*z^3 + 221/210*z + 1
*
2 | 0.17844136179655081633347138844892621426 | 0.029042312915394862160400086916869509686
f(z) = -15/28*z^3 + 233/210*z + 1
*
0 | 0.11141940579060497865936072610760213544 | 0.020505172277441628841659477757473895586
f(z) = -7/30*z^3 + 229/210*z + 1
*
-3/2 | 0.15825519719015092557985301482367134321 | 0.029316492655113143642081810591300766773
f(z) = -6/35*z^3 + 221/210*z + 1
*
0 | 0.15251268346781091237312116152803983671 | 0.028022965450255509699524802289382263818
f(z) = -14/33*z^3 + 230/231*z + 1
*
[ 18/13 ] 
f(z) = -13/36*z^3 + 227/234*z + 1
*
-3/11 | 0.15143521709600715535083043150881546329 | 0.027869518719756403977622888264438342476
f(z) = -11/20*z^3 + 229/220*z + 1
*
[ 14/11 ] 
f(z) = -11/24*z^3 + 221/231*z + 1
*
-20/11 | 0.19933326453957987129475210668770006561 | 0.028445294690841155501376824968033346012
f(z) = -11/25*z^3 + 221/220*z + 1
*
2/7 | 0.15251262102316737971066271217115435428 | 0.027934835094725163946927491346636199841
f(z) = -7/33*z^3 + 235/231*z + 1
*
[ 4/3 ] 
f(z) = -11/28*z^3 + 239/252*z + 1
*
0 | 0.14709497816832249421364293739583557078 | 0.026380258400372030082867026122576753173
f(z) = -16/33*z^3 + 227/264*z + 1
*
20/13 | 0.15659047367955422111399448702530324801 | 0.028160301932437130667167874969176405049
f(z) = -13/20*z^3 + 231/260*z + 1
*
0 | 0.16263276715430334028379788263365542085 | 0.029127406585460658553450107603184501932
f(z) = -7/38*z^3 + 239/266*z + 1
*
[ 3/2 ] 
f(z) = -5/22*z^3 + 223/264*z + 1
*
[ 3/2 ] 
f(z) = -5/23*z^3 + 227/276*z + 1
*
[ 9/8 ] 
f(z) = -14/27*z^3 + 221/288*z + 1
*
0 | 0.10517580398122756128230954982596882843 | 0.018665435870413357752992303529363742911
f(z) = -8/35*z^3 + 239/280*z + 1
*
[ 8/5 ] 
f(z) = -5/28*z^3 + 233/280*z + 1
*
[ 8 ] 
f(z) = -15/32*z^3 + 247/8*z + 1
*
[ -8 ] 
f(z) = -15/32*z^3 + 249/8*z + 1
*
[ 10 ] 
f(z) = -6/25*z^3 + 249/10*z + 1
*
[ -10 ] 
f(z) = -6/25*z^3 + 251/10*z + 1
*
[ 12 ] 
f(z) = -5/36*z^3 + 251/12*z + 1
*
[ -12 ] 
f(z) = -5/36*z^3 + 253/12*z + 1
*
-7/2 | 0.12603142528803403366488101737270955080 | 0.022809247798577285529616523720180512639
f(z) = -20/21*z^3 + 251/21*z + 1
*
[ -7/2 ] 
f(z) = -16/35*z^3 + 241/35*z + 1
*
-2/13 | 0.18832108552978164276885417610007931504 | 0.024724514710636304099833535965898672749
f(z) = -13/24*z^3 + 254/39*z + 1
*
[ -4 ] 
f(z) = -13/28*z^3 + 243/28*z + 1
*
[ -4 ] 
f(z) = -13/36*z^3 + 253/36*z + 1
*
-5 | 0.10486744535902139086219645193240123038 | 0.018871817553942459851474253738514146799
f(z) = -11/20*z^3 + 259/20*z + 1
*
42/11 | 0.22150343692607204617860009827890000999 | 0.029172556428452330600654222199240617265
f(z) = -11/24*z^3 + 248/33*z + 1
*
-21/4 | 0.18953037672132861890677247545628913456 | 0.024516859217347188118452200315279512865
f(z) = -10/27*z^3 + 253/24*z + 1
*
[ -5 ] 
f(z) = -9/20*z^3 + 249/20*z + 1
*
[ 5 ] 
f(z) = -9/35*z^3 + 253/35*z + 1
*
[ -5 ] 
f(z) = -8/35*z^3 + 242/35*z + 1
*
-6/7 | 0.24334928603957356007926921975350607592 | 0.027537232204828427379708446651143245674
f(z) = -7/27*z^3 + 255/28*z + 1
*
-6 | 0.11323945865834377039872080564567159215 | 0.020406903226031727736484952016928130344
f(z) = -7/30*z^3 + 257/30*z + 1
*
0 | 0.13977093061999614114704348645060420202 | 0.025153006187714877328466920656012939498
f(z) = -7/36*z^3 + 259/36*z + 1
*
-5/6 | 0.18687223168618588122732569344220940637 | 0.026191323115359683545957830918297040089
f(z) = -6/25*z^3 + 251/30*z + 1
*
-7 | 0.15665759356270820327880922489138145244 | 0.028393100313205413064114451934626865127
f(z) = -5/28*z^3 + 249/28*z + 1
*
-4/5 | 0.17090271443397141013887010170126942869 | 0.022520298540686217591946485992873935875
f(z) = -5/32*z^3 + 247/20*z + 1
*
0 | 0.081214419037153402516357434747656412336 | 0.014635665071924659049588306606648452038
f(z) = -5/36*z^3 + 257/36*z + 1
*
0 | 0.13263628238986487546041298521459490573 | 0.024039404572869339653070715758751755917
f(z) = -4/35*z^3 + 249/35*z + 1
*
0 | 0.11677759349393394849017010696121687547 | 0.021015153284807214670534417514164332790
f(z) = -3/32*z^3 + 259/32*z + 1
*
0 | 0.13749859467000301450074122393115115262 | 0.024831189167858615950705675454694413404
f(z) = -2/21*z^3 + 254/21*z + 1
*
0 | 0.14972029871270994092422944883828132395 | 0.027076990471016802267065046547442703822
f(z) = -2/25*z^3 + 252/25*z + 1
*
0 | 0.15367290446802036279623413140548376306 | 0.027934137716615901980095156158142604353
f(z) = -2/27*z^3 + 245/27*z + 1
*
-11 | 0.15616543764449189247712778056990205083 | 0.028387221916825570468033249577016130351
f(z) = -2/33*z^3 + 245/33*z + 1
*
-10 | 0.13179118598596608797272345504534756233 | 0.024010326325608598540142582130781367643
f(z) = -2/35*z^3 + 242/35*z + 1
*
-2 | 0.16389727689715166526298848252096431541 | 0.029859562099989668938245440551592497053
f(z) = -2/39*z^3 + 242/39*z + 1
*
0 | 0.12553599060098659990657136483752531403 | 0.022686996976577433100748744070121521780
f(z) = -1/21*z^3 + 253/21*z + 1
*
0 | 0.10494440799138534618051260098373445041 | 0.019104903353777978270960254723716495590
f(z) = -1/22*z^3 + 243/22*z + 1
*
0 | 0.099228805375161239535889712620092921024 | 0.018091609694656402124847452866222975214
f(z) = -1/24*z^3 + 241/24*z + 1
*
0 | 0.089783373879024759295346058627615317395 | 0.016369498263609276124685913015722494847
f(z) = -1/30*z^3 + 241/30*z + 1
*
[ 15 ] 
f(z) = -1/30*z^3 + 253/30*z + 1
*
[ -15 ] 
f(z) = -1/30*z^3 + 257/30*z + 1
*
-18 | 0.19563658769194493887916539692759542476 | 0.028370880196654047218522960623779042056
f(z) = -1/32*z^3 + 247/24*z + 1
*
17 | 0.15909442423740436216569639008597395243 | 0.028690592110048522154107776080405827255
f(z) = -1/33*z^3 + 256/33*z + 1
*
0 | 0.10014675105891039186692879920080736076 | 0.018098626757239264607086197604384992994
f(z) = -1/36*z^3 + 253/36*z + 1
*
[ -2 ] 
f(z) = -20/27*z^3 + 241/54*z + 1
*
[ -2 ] 
f(z) = -20/29*z^3 + 247/58*z + 1
*
-12/17 | 0.19509773986946694705769038577223595782 | 0.025224158713572071219930030294291651490
f(z) = -17/27*z^3 + 254/51*z + 1
*
-7/2 | 0.16011827797563211592053302698264400325 | 0.028854943692604918164352722345180061349
f(z) = -10/21*z^3 + 257/42*z + 1
*
[ -15/4 ] 
f(z) = -10/27*z^3 + 259/40*z + 1
*
-7/2 | 0.059751798589093397236748381824343256827 | 0.010798408228955911289686230959096577147
f(z) = -8/21*z^3 + 253/42*z + 1
*
[ -1/4 ] 
f(z) = -8/25*z^3 + 251/50*z + 1
*
[ 4 ] 
f(z) = -7/22*z^3 + 257/44*z + 1
*
[ -24/7 ] 
f(z) = -7/27*z^3 + 243/56*z + 1
*
[ -2/7 ] 
f(z) = -7/32*z^3 + 253/56*z + 1
*
6/7 | 0.12167169725479598101626496921132153664 | 0.016628148872074198017834959496153161706
f(z) = -7/36*z^3 + 251/42*z + 1
*
0 | 0.14037413231276613613783382230860766783 | 0.025405000071328662256307146877446949100
f(z) = -4/27*z^3 + 251/54*z + 1
*
0 | 0.14590725068776642482801774676717835323 | 0.026483384683147785132358411186804162158
f(z) = -2/27*z^3 + 247/54*z + 1
*
35/3 | 0.21058878724221803055682438785599757991 | 0.029466279595097822611711948342108882682
f(z) = -1/25*z^3 + 254/45*z + 1
*
[ -3/2 ] 
f(z) = -20/23*z^3 + 250/69*z + 1
*
[ -2 ] 
f(z) = -20/31*z^3 + 253/62*z + 1
*
[ -2 ] 
f(z) = -20/33*z^3 + 259/66*z + 1
*
[ -3/8 ] 
f(z) = -19/27*z^3 + 241/64*z + 1
*
[ -2 ] 
f(z) = -19/31*z^3 + 245/62*z + 1
*
-8/3 | 0.14601804317192154288554172642301384789 | 0.021030601835856333275906708312749288493
f(z) = -19/32*z^3 + 259/72*z + 1
*
[ -2 ] 
f(z) = -19/33*z^3 + 251/66*z + 1
*
[ -2 ] 
f(z) = -19/35*z^3 + 257/70*z + 1
*
[ -2 ] 
f(z) = -18/35*z^3 + 249/70*z + 1
*
-5/2 | 0.15802072473031306721792825655584592981 | 0.028557672481257437670373609046702869946
f(z) = -18/35*z^3 + 253/70*z + 1
*
[ -2 ] 
f(z) = -18/37*z^3 + 255/74*z + 1
*
[ -2 ] 
f(z) = -17/35*z^3 + 241/70*z + 1
*
[ -2 ] 
f(z) = -17/37*z^3 + 247/74*z + 1
*
[ -2 ] 
f(z) = -17/39*z^3 + 253/78*z + 1
*
3 | 0.13633068043800109811689463063388537806 | 0.024637824739380894648464056078087446645
f(z) = -16/35*z^3 + 253/70*z + 1
*
[ -2 ] 
f(z) = -16/39*z^3 + 245/78*z + 1
*
-14/5 | 0.14371359890086686621190460349024126529 | 0.023140050416789442921484728083951036879
f(z) = -15/28*z^3 + 249/70*z + 1
*
[ -2/5 ] 
f(z) = -15/28*z^3 + 251/70*z + 1
*
[ -12/5 ] 
f(z) = -15/32*z^3 + 247/60*z + 1
*
-44/15 | 0.19877750480277163946004897581511994461 | 0.026057160058240038514860776303172112928
f(z) = -15/32*z^3 + 257/60*z + 1
*
0 | 0.13919571381658592194137084827514214616 | 0.025049490873398261416953016420783986341
f(z) = -14/33*z^3 + 259/66*z + 1
*
[ -1/2 ] 
f(z) = -14/39*z^3 + 241/78*z + 1
*
[ 8/3 ] 
f(z) = -13/32*z^3 + 253/72*z + 1
*
[ -6/13 ] 
f(z) = -13/36*z^3 + 253/78*z + 1
*
-35/12 | 0.18233868218935149438061333012185217268 | 0.025471582825343072150899651932581761978
f(z) = -12/25*z^3 + 257/60*z + 1
*
-3 | 0.13030371879290453799919794463209998790 | 0.023482056616162795437063116929025157533
f(z) = -11/20*z^3 + 257/60*z + 1
*
0 | 0.10388317015970846145371189631391027951 | 0.018800842447502893006143224964923472085
f(z) = -10/33*z^3 + 251/66*z + 1
*
-3 | 0.15827696137414220528880698549808422082 | 0.028523119696444180855421865079973219979
f(z) = -10/33*z^3 + 257/66*z + 1
*
3 | 0.14249822014206181950293049951191893439 | 0.025902841620653876322751772205691405862
f(z) = -10/39*z^3 + 245/78*z + 1
*
[ 10/3 ] 
f(z) = -9/35*z^3 + 249/70*z + 1
*
-5/4 | 0.12587485884281812842866285467185741978 | 0.022813943536060287761852250240345688185
f(z) = -8/35*z^3 + 249/70*z + 1
*
-2/7 | 0.13433571052965298873914223156494176497 | 0.021658192872478303113017468004611244999
f(z) = -7/20*z^3 + 247/70*z + 1
*
[ 3 ] 
f(z) = -7/26*z^3 + 241/78*z + 1
*
0 | 0.12182209870951051540562452524077046920 | 0.022144406615200099753123116796084749179
f(z) = -7/33*z^3 + 245/66*z + 1
*
[ -3 ] 
f(z) = -6/23*z^3 + 254/69*z + 1
*
0 | 0.13548581704801532477206857271182024846 | 0.024415923475407461485049889253813822451
f(z) = -6/35*z^3 + 257/70*z + 1
*
[ -2/5 ] 
f(z) = -5/28*z^3 + 247/70*z + 1
*
0 | 0.13086015163216545618592981435836201078 | 0.023858704929096244341688128494229564770
f(z) = -5/33*z^3 + 241/66*z + 1
*
[ -4 ] 
f(z) = -5/34*z^3 + 245/68*z + 1
*
[ -4 ] 
f(z) = -5/38*z^3 + 255/76*z + 1
*
-9/2 | 0.10315925022987832591591113072810879327 | 0.018590347050868780118485487910278487015
f(z) = -4/21*z^3 + 257/63*z + 1
*
-1 | 0.11403928764179302700859928021351362121 | 0.020609300659950099603758961677158681484
f(z) = -4/35*z^3 + 253/70*z + 1
*
-4/3 | 0.077224046282589764680648256365497113514 | 0.014016809410435345287546344423454950371
f(z) = -3/22*z^3 + 247/66*z + 1
*
0 | 0.079649259376132794268555251797881843338 | 0.014414973804599647319672159297254280438
f(z) = -3/22*z^3 + 251/66*z + 1
*
-4 | 0.12170997374257907901536664815017370101 | 0.022140485565381701102723503656485663512
f(z) = -3/25*z^3 + 244/75*z + 1
*
0 | 0.12259861584369497594066316889782227651 | 0.022062697366633760647771536507076588848
f(z) = -3/25*z^3 + 259/75*z + 1
*
-22/5 | 0.15775975910692680332144790179673025067 | 0.020777354692793755342117791272896597553
f(z) = -1/24*z^3 + 248/75*z + 1
*
-9 | 0.11386449120177011716663631418111533971 | 0.020607268301096358548782632808558085076
f(z) = -1/24*z^3 + 251/72*z + 1
*
[ -3/4 ] 
f(z) = -20/21*z^3 + 241/84*z + 1
*
[ -1/2 ] 
f(z) = -19/20*z^3 + 259/80*z + 1
*
[ -15/19 ] 
f(z) = -19/27*z^3 + 257/95*z + 1
*
[ -10/9 ] 
f(z) = -18/25*z^3 + 251/90*z + 1
*
[ -1/2 ] 
f(z) = -17/20*z^3 + 257/80*z + 1
*
[ -2/3 ] 
f(z) = -17/20*z^3 + 259/90*z + 1
*
15/8 | 0.087590699058274258229819057167644624625 | 0.015829483761573587694239105535351478077
f(z) = -16/21*z^3 + 253/84*z + 1
*
[ -6/7 ] 
f(z) = -16/27*z^3 + 255/98*z + 1
*
[ -3/2 ] 
f(z) = -16/29*z^3 + 253/87*z + 1
*
[ -3/4 ] 
f(z) = -16/31*z^3 + 244/93*z + 1
*
-1/3 | 0.15151898737371335624368035552946902723 | 0.027305263985504427861911177582921678630
f(z) = -15/28*z^3 + 257/84*z + 1
*
[ -2/3 ] 
f(z) = -13/20*z^3 + 251/90*z + 1
*
[ -1/2 ] 
f(z) = -13/20*z^3 + 253/80*z + 1
*
[ -3/2 ] 
f(z) = -13/21*z^3 + 257/84*z + 1
*
[ -6/7 ] 
f(z) = -13/27*z^3 + 247/98*z + 1
*
[ -2/3 ] 
f(z) = -11/20*z^3 + 247/90*z + 1
*
[ -1/2 ] 
f(z) = -11/20*z^3 + 251/80*z + 1
*
[ -3/2 ] 
f(z) = -11/24*z^3 + 259/96*z + 1
*
[ -9/11 ] 
f(z) = -11/27*z^3 + 247/99*z + 1
*
-3 | 0.14879716400548040836527944441914889629 | 0.027129019690211641119325003868426972592
f(z) = -11/28*z^3 + 241/84*z + 1
*
[ -1/2 ] 
f(z) = -9/20*z^3 + 249/80*z + 1
*
-2 | 0.17934945471261758617552111774363615461 | 0.028731662916504146496231926670504612017
f(z) = -9/20*z^3 + 257/90*z + 1
*
[ -11/6 ] 
f(z) = -9/22*z^3 + 257/88*z + 1
*
0 | 0.071173418052363844687454089463129066410 | 0.012881010631419357573868340938716393095
f(z) = -9/28*z^3 + 251/84*z + 1
*
[ -1/2 ] 
f(z) = -7/20*z^3 + 247/80*z + 1
*
[ 3 ] 
f(z) = -7/29*z^3 + 247/87*z + 1
*
[ 3 ] 
f(z) = -7/31*z^3 + 251/93*z + 1
*
[ 3 ] 
f(z) = -7/32*z^3 + 253/96*z + 1
*
-3/4 | 0.26085477525424128919464558516649674496 | 0.029680031111167258965746670385402487383
f(z) = -5/27*z^3 + 243/80*z + 1
*
[ -3 ] 
f(z) = -5/28*z^3 + 247/84*z + 1
*
[ -3 ] 
f(z) = -5/29*z^3 + 251/87*z + 1
*
[ -3 ] 
f(z) = -5/31*z^3 + 259/93*z + 1
*
-2 | 0.17934997441679230623520742503726158193 | 0.028731746172765997323245066117330150886
f(z) = -5/36*z^3 + 257/90*z + 1
*
[ -1/2 ] 
f(z) = -3/20*z^3 + 243/80*z + 1
*
[ -4 ] 
f(z) = -2/23*z^3 + 243/92*z + 1
*
-13/2 | 0.16316720814262316087949454970304567701 | 0.029404391946754890998582947436822749003
f(z) = -1/22*z^3 + 257/88*z + 1
*
-3 | 0.12251421750270300876123135698127924802 | 0.022172701288440202570237993478882436108
f(z) = -1/28*z^3 + 251/84*z + 1
*
-9 | 0.10503561284408424711607152805825811122 | 0.018982147029060599366790359766696805214
f(z) = -1/30*z^3 + 253/90*z + 1
*
10 | 0.16375155584217848151167129376740955401 | 0.026505833141118194044177417540731126633
f(z) = -1/36*z^3 + 241/90*z + 1
*
-10 | 0.16375139431701269495491182181045930174 | 0.026200326876465113842617513628914659381
f(z) = -1/36*z^3 + 259/90*z + 1
*
-3/10 | 0.12712808284933130199670831813616117719 | 0.022958354457041076542627688350980578529
f(z) = -20/21*z^3 + 254/105*z + 1
*
-6/19 | 0.20257823876414720934090957999295249385 | 0.027655169871205748625082771917074044887
f(z) = -19/36*z^3 + 253/114*z + 1
*
[ -4/5 ] 
f(z) = -17/32*z^3 + 259/100*z + 1
*
[ -4/5 ] 
f(z) = -13/32*z^3 + 251/100*z + 1
*
-7/3 | 0.13791155879419941360952967060191469391 | 0.025144332682965752593882434500884839020
f(z) = -12/35*z^3 + 241/105*z + 1
*
[ -7/6 ] 
f(z) = -12/35*z^3 + 244/105*z + 1
*
[ -4/5 ] 
f(z) = -11/32*z^3 + 247/100*z + 1
*
19/6 | 0.15248078789173067703573001187751201298 | 0.027478590229964361582732577060419983531
f(z) = -9/26*z^3 + 257/104*z + 1
*
[ -7/6 ] 
f(z) = -9/28*z^3 + 257/112*z + 1
*
[ -4/5 ] 
f(z) = -9/32*z^3 + 243/100*z + 1
*
[ -10/7 ] 
f(z) = -7/24*z^3 + 241/105*z + 1
*
[ -4/3 ] 
f(z) = -7/24*z^3 + 245/108*z + 1
*
20/7 | 0.18136534262621573165664788553223376156 | 0.029337245502592217444169312911274341943
f(z) = -7/30*z^3 + 242/105*z + 1
*
[ 3 ] 
f(z) = -7/34*z^3 + 257/102*z + 1
*
4/3 | 0.12544962410452486062787806281610017205 | 0.022854991323132346714407398300618387742
f(z) = -6/35*z^3 + 242/105*z + 1
*
[ -7/3 ] 
f(z) = -6/35*z^3 + 248/105*z + 1
*
0 | 0.15306759565889499434528064204528397770 | 0.027545857809406427658401658058749741204
f(z) = -4/27*z^3 + 259/108*z + 1
*
[ -3 ] 
f(z) = -4/35*z^3 + 248/105*z + 1
*
0 | 0.14401482239921798476111070964689547844 | 0.025952937064826232012301989119560038381
f(z) = -4/35*z^3 + 257/105*z + 1
*
[ -3 ] 
f(z) = -4/37*z^3 + 256/111*z + 1
*
0 | 0.15740198246546308969885968972659573697 | 0.028569774509995971866800370977572253892
f(z) = -3/34*z^3 + 247/102*z + 1
*
7/3 | 0.15740274585401187542031589810106534015 | 0.028445990685215405461430123712739421539
f(z) = -3/34*z^3 + 253/102*z + 1
*
0 | 0.12687399810429262741011413108055816132 | 0.022912468705380380560017871477934516027
f(z) = -3/35*z^3 + 254/105*z + 1
*
5/3 | 0.10921121597081344907298692549873732712 | 0.019694809961318265301778222965168136956
f(z) = -3/35*z^3 + 256/105*z + 1
*
[ -4 ] 
f(z) = -2/25*z^3 + 253/100*z + 1
*
[ -5 ] 
f(z) = -1/21*z^3 + 251/105*z + 1
*
[ -5 ] 
f(z) = -1/22*z^3 + 257/110*z + 1
*
[ 13/2 ] 
f(z) = -1/26*z^3 + 257/104*z + 1
*
0 | 0.16388502247215265440460033401684269236 | 0.029724701273440309472647631701278435712
f(z) = -1/35*z^3 + 248/105*z + 1
*
[ -6 ] 
f(z) = -1/38*z^3 + 241/114*z + 1
*
0 | 0.16007923283249650324323097070300308697 | 0.028847907360332975645904378850541118781
f(z) = -15/26*z^3 + 257/130*z + 1
*
-8/15 | 0.19585351774816310607182542710001856813 | 0.028503990028743186710698998684109883977
f(z) = -15/32*z^3 + 241/120*z + 1
*
5/2 | 0.093984700282107905957165184083649453331 | 0.017009411050540184442721149017962700239
f(z) = -11/30*z^3 + 251/120*z + 1
*
[ -8/5 ] 
f(z) = -5/24*z^3 + 259/120*z + 1
*
[ 13/5 ] 
f(z) = -5/26*z^3 + 249/130*z + 1
*
[ -6/5 ] 
f(z) = -5/32*z^3 + 247/120*z + 1
*
0 | 0.095750737228238515309789939124916707679 | 0.017379558560368751043191175263474473559
f(z) = -4/33*z^3 + 247/132*z + 1
*
10/3 | 0.17882997925776230771266579916688735193 | 0.025785209405867212192648909792738273718
f(z) = -3/32*z^3 + 257/120*z + 1
*
[ -3/2 ] 
f(z) = -2/23*z^3 + 257/138*z + 1
*
[ -14/3 ] 
f(z) = -1/28*z^3 + 251/126*z + 1
*
-5/8 | 0.12853246523384136486718532688002090361 | 0.023295616228314006908158286828900542376
f(z) = -16/35*z^3 + 249/140*z + 1
*
0 | 0.098843297772246629143007702359222682909 | 0.017787719302226480750933346509704809833
f(z) = -16/39*z^3 + 259/156*z + 1
*
-7/5 | 0.15502527037678951918160111837345609110 | 0.028138381414527911636971291436412694768
f(z) = -15/28*z^3 + 247/140*z + 1
*
0 | 0.16302477525194484265899386897053049214 | 0.029504327889101698793692442213537604642
f(z) = -14/39*z^3 + 251/156*z + 1
*
-2/3 | 0.12777558941909386570774402670868346276 | 0.023026461966687303592064238427350453014
f(z) = -12/25*z^3 + 257/150*z + 1
*
0 | 0.11804226833163043598802100061831842061 | 0.021394340929900042565357713274411582431
f(z) = -7/20*z^3 + 249/140*z + 1
*
-5/2 | 0.071621906893892102634110414632815045486 | 0.010095790236636290322541372480903793092
f(z) = -7/25*z^3 + 241/140*z + 1
*
-2/3 | 0.11921865675968758413705225892319291112 | 0.021736202489417233599366557943582388761
f(z) = -6/25*z^3 + 241/150*z + 1
*
5/4 | 0.11331972694250567353353980358296441327 | 0.020538413117240197742251401020208623250
f(z) = -4/35*z^3 + 249/140*z + 1
*
[ 7/2 ] 
f(z) = -3/35*z^3 + 247/140*z + 1
*
0 | 0.15266377010493434142718291421161107434 | 0.027589557976342904370716223834748194915
f(z) = -2/35*z^3 + 253/140*z + 1
*
[ 4 ] 
f(z) = -2/39*z^3 + 245/156*z + 1
*
[ 5 ] 
f(z) = -1/29*z^3 + 241/145*z + 1
*
[ 5 ] 
f(z) = -1/31*z^3 + 249/155*z + 1
*
[ 16/3 ] 
f(z) = -1/32*z^3 + 245/144*z + 1
*
-6 | 0.11804352987798228560852401777559425192 | 0.021394569576410583317372219507914089456
f(z) = -1/35*z^3 + 249/140*z + 1
*
[ -9/2 ] 
f(z) = -1/36*z^3 + 257/144*z + 1
*
[ -4 ] 
f(z) = -1/37*z^3 + 249/148*z + 1
*
[ -4 ] 
f(z) = -1/39*z^3 + 259/156*z + 1
*
[ 3/2 ] 
f(z) = -14/29*z^3 + 247/174*z + 1
*
-10/11 | 0.21953984329616309487067288863868074693 | 0.028975999826881984338288331557209811376
f(z) = -11/24*z^3 + 244/165*z + 1
*
0 | 0.13381911735373545214292053578068930361 | 0.024271487583260605242041598546480118919
f(z) = -10/33*z^3 + 248/165*z + 1
*
-7/8 | 0.10810807581002300837637124896643342759 | 0.019710497420589181611152886792130939178
f(z) = -8/21*z^3 + 241/168*z + 1
*
0 | 0.10812015450147230670554257977327688863 | 0.019712699633651172069046723972581606465
f(z) = -7/24*z^3 + 241/168*z + 1
*
-5 | 0.14946126199197664606638625228226574063 | 0.027128467419571018448311964460244491401
f(z) = -3/32*z^3 + 247/160*z + 1
*
[ 5 ] 
f(z) = -1/32*z^3 + 253/160*z + 1
*
[ 5 ] 
f(z) = -1/33*z^3 + 257/165*z + 1
*
[ 3/2 ] 
f(z) = -14/31*z^3 + 251/186*z + 1
*
-4/9 | 0.078472147541849105075733012203488623592 | 0.014307211095216895695538848225228243269
f(z) = -9/20*z^3 + 241/180*z + 1
*
[ 5/3 ] 
f(z) = -7/20*z^3 + 247/180*z + 1
*
[ 13/7 ] 
f(z) = -7/26*z^3 + 253/182*z + 1
*
[ 5/2 ] 
f(z) = -4/39*z^3 + 242/195*z + 1
*
5/3 | 0.11118439811401371910222962512632471097 | 0.020271379134405497171565018979613876635
f(z) = -1/20*z^3 + 241/180*z + 1
*
[ 8/5 ] 
f(z) = -11/32*z^3 + 251/200*z + 1
*
0 | 0.12544946100598957194810547786287121652 | 0.022770124983197490965023181275813976399
f(z) = -10/21*z^3 + 247/210*z + 1
*
-10/7 | 0.12545027624387857999212490981522280107 | 0.022770272955683581319404859142734826117
f(z) = -7/30*z^3 + 247/210*z + 1
*
-10/3 | 0.12544962410452486062787806281610017205 | 0.022671388732003707918413425074681096755
f(z) = -6/35*z^3 + 253/210*z + 1
*
-14/5 | 0.12659932753649379552084414946897628562 | 0.022814487601116448222603460537521048890
f(z) = -5/21*z^3 + 257/210*z + 1
*
[ 5/2 ] 
f(z) = -2/21*z^3 + 251/210*z + 1
*
-6 | 0.14891876743172217004360152574075132152 | 0.026836677881762027158007600531289855440
f(z) = -2/35*z^3 + 257/210*z + 1
*
-6 | 0.10016979795692840882949954566529117159 | 0.018128793975877771186443236115882558467
f(z) = -1/35*z^3 + 251/210*z + 1
*
5/11 | 0.15251262102316737971066271217115435428 | 0.027503650252887680381064685778956425554
f(z) = -11/21*z^3 + 256/231*z + 1
*
[ 13/9 ] 
f(z) = -9/26*z^3 + 241/234*z + 1
*
[ 21/8 ] 
f(z) = -2/27*z^3 + 253/224*z + 1
*
-10/17 | 0.15058509116652459239823671268440032951 | 0.019759994574071690871691771783152469585
f(z) = -17/24*z^3 + 241/255*z + 1
*
-2/17 | 0.17792748736582029753362099210382770620 | 0.028503864696811086087780813469450171957
f(z) = -17/30*z^3 + 257/255*z + 1
*
-1/9 | 0.083725207554696432791534429575637774772 | 0.015130908049263347104865449201006469670
f(z) = -9/28*z^3 + 253/252*z + 1
*
[ 15/8 ] 
f(z) = -4/25*z^3 + 247/240*z + 1
*
-3/2 | 0.15816602839482002803279379993991888820 | 0.028837171241298702408702331122297325547
f(z) = -3/20*z^3 + 241/240*z + 1
*
0 | 0.15243357932217718462014023001881143884 | 0.027412750708826100539362474989431240339
f(z) = -13/20*z^3 + 249/260*z + 1
*
0 | 0.13654532813205377028684065972807664611 | 0.024488266590347092890862173102293245147
f(z) = -11/24*z^3 + 241/264*z + 1
*
-6/11 | 0.14927510653582067544330730850187154721 | 0.021440661663438925365090147614656535619
f(z) = -11/32*z^3 + 247/264*z + 1
*
[ 11/6 ] 
f(z) = -3/22*z^3 + 241/264*z + 1
*
-7/12 | 0.13901988608159730307275301116484853377 | 0.024671708417188549656570821658346305267
f(z) = -18/35*z^3 + 249/280*z + 1
*
[ 11/6 ] 
f(z) = -4/33*z^3 + 256/297*z + 1
*
[ 8 ] 
f(z) = -17/32*z^3 + 279/8*z + 1
*
[ 9 ] 
f(z) = -10/27*z^3 + 278/9*z + 1
*
[ 15/2 ] 
f(z) = -8/27*z^3 + 263/15*z + 1
*
-3/5 | 0.18484202734254015706863926768472905883 | 0.023756414096838846220866092581717322717
f(z) = -5/27*z^3 + 266/15*z + 1
*
[ -12 ] 
f(z) = -4/27*z^3 + 269/12*z + 1
*
[ -15 ] 
f(z) = -2/27*z^3 + 266/15*z + 1
*
[ 7/2 ] 
f(z) = -20/21*z^3 + 260/21*z + 1
*
[ -7/2 ] 
f(z) = -20/21*z^3 + 272/21*z + 1
*
4 | 0.14471534573696105803334744922610805991 | 0.025901003263813248681424578216738941762
f(z) = -17/20*z^3 + 267/20*z + 1
*
-4 | 0.11187455710874995708054378107309285848 | 0.019892284649837888736342085432136354661
f(z) = -17/20*z^3 + 277/20*z + 1
*
[ 4 ] 
f(z) = -15/28*z^3 + 261/28*z + 1
*
[ -4 ] 
f(z) = -15/28*z^3 + 275/28*z + 1
*
0 | 0.16158649032850647870055816021506292893 | 0.028959554560501667809269286832935099536
f(z) = -13/36*z^3 + 265/36*z + 1
*
5 | 0.10213240752849837623058452908988880320 | 0.018231032006647177998384932366919531637
f(z) = -11/20*z^3 + 271/20*z + 1
*
-6/11 | 0.25414461200375137206636114011324576287 | 0.028658646013704198472481165435624162935
f(z) = -11/27*z^3 + 263/22*z + 1
*
5 | 0.15074363370073111035194165720259460379 | 0.026943951791747144296710833027103332569
f(z) = -11/30*z^3 + 269/30*z + 1
*
[ -21/5 ] 
f(z) = -10/27*z^3 + 272/35*z + 1
*
-16/3 | 0.15656494673904202038757580690567532066 | 0.028136287636398747380168190057292640357
f(z) = -9/20*z^3 + 261/20*z + 1
*
[ 6 ] 
f(z) = -9/32*z^3 + 263/24*z + 1
*
[ 20/3 ] 
f(z) = -9/32*z^3 + 267/20*z + 1
*
[ -6 ] 
f(z) = -9/32*z^3 + 271/24*z + 1
*
[ -20/3 ] 
f(z) = -9/32*z^3 + 273/20*z + 1
*
[ -5 ] 
f(z) = -9/35*z^3 + 267/35*z + 1
*
[ 11/2 ] 
f(z) = -8/33*z^3 + 269/33*z + 1
*
[ 7 ] 
f(z) = -5/21*z^3 + 263/21*z + 1
*
[ -7 ] 
f(z) = -5/21*z^3 + 269/21*z + 1
*
[ 7 ] 
f(z) = -5/28*z^3 + 269/28*z + 1
*
[ -7 ] 
f(z) = -5/28*z^3 + 277/28*z + 1
*
0 | 0.15039833036702307894268978537768276005 | 0.026725027738832741169328594161636882413
f(z) = -5/39*z^3 + 278/39*z + 1
*
0 | 0.16678065241869073191322268617887347737 | 0.029655073483538192054358070458800584864
f(z) = -4/39*z^3 + 277/39*z + 1
*
0 | 0.16456482315036119824189808402226085752 | 0.029298830286804447114985598866484433518
f(z) = -3/34*z^3 + 275/34*z + 1
*
0 | 0.12906009549137104407690153882067419150 | 0.022977631320063534120510333077729500670
f(z) = -2/21*z^3 + 275/21*z + 1
*
11 | 0.082991182869437542104716239210366190326 | 0.014873691999015163199098313397181371751
f(z) = -2/23*z^3 + 265/23*z + 1
*
[ 11 ] 
f(z) = -2/33*z^3 + 272/33*z + 1
*
[ -11 ] 
f(z) = -2/33*z^3 + 278/33*z + 1
*
0 | 0.14641348249251713713250291985395801311 | 0.026311967928061268852972067897038581865
f(z) = -1/20*z^3 + 261/20*z + 1
*
0 | 0.12543515522179539708696703969635344359 | 0.022346747276094198917877774010243070011
f(z) = -1/21*z^3 + 274/21*z + 1
*
0 | 0.11616808063720065584502543457771337127 | 0.020736454250886234929180464271478719179
f(z) = -1/30*z^3 + 271/30*z + 1
*
[ 20 ] 
f(z) = -1/32*z^3 + 269/20*z + 1
*
[ -20 ] 
f(z) = -1/32*z^3 + 271/20*z + 1
*
[ -3/14 ] 
f(z) = -16/27*z^3 + 279/49*z + 1
*
2/5 | 0.18487938039027050649398002496941352159 | 0.026569052458353425151264906000777357042
f(z) = -15/32*z^3 + 263/40*z + 1
*
-24/7 | 0.14442620340699473427759876272928075848 | 0.018589157597512082568684718174595555282
f(z) = -14/27*z^3 + 263/42*z + 1
*
[ 7/2 ] 
f(z) = -10/21*z^3 + 275/42*z + 1
*
5 | 0.19028132283199993304460271212264509786 | 0.026305729671347582501340614543015341623
f(z) = -8/25*z^3 + 277/40*z + 1
*
[ -1/4 ] 
f(z) = -8/27*z^3 + 271/54*z + 1
*
[ -4 ] 
f(z) = -7/22*z^3 + 279/44*z + 1
*
[ 4 ] 
f(z) = -7/26*z^3 + 263/52*z + 1
*
6/7 | 0.11519229284562951344683825322843257766 | 0.016572487784973698933072973489607841539
f(z) = -7/32*z^3 + 261/56*z + 1
*
6 | 0.17840335787895514296274390710363772797 | 0.028474825362945213098621857224654818318
f(z) = -5/28*z^3 + 263/42*z + 1
*
-6 | 0.14678430028239858203475584444286834549 | 0.023235788136145300702803318882438586118
f(z) = -5/28*z^3 + 277/42*z + 1
*
-6/5 | 0.18002977486762834134657909181779974297 | 0.025788515516822365932198948200788779109
f(z) = -5/32*z^3 + 269/40*z + 1
*
[ -3/14 ] 
f(z) = -4/27*z^3 + 278/49*z + 1
*
0 | 0.13717372529252110974894000512185865289 | 0.024390700267488070751048739072542990161
f(z) = -2/21*z^3 + 277/42*z + 1
*
0 | 0.16359997854288598900530020124201212315 | 0.029203232522154158642037335201255195278
f(z) = -20/33*z^3 + 271/66*z + 1
*
[ -2 ] 
f(z) = -20/37*z^3 + 271/74*z + 1
*
[ -2 ] 
f(z) = -20/39*z^3 + 277/78*z + 1
*
[ -2/5 ] 
f(z) = -19/24*z^3 + 272/75*z + 1
*
[ -2 ] 
f(z) = -19/37*z^3 + 263/74*z + 1
*
[ -2 ] 
f(z) = -19/39*z^3 + 269/78*z + 1
*
[ 5/2 ] 
f(z) = -18/35*z^3 + 267/70*z + 1
*
[ -2/5 ] 
f(z) = -17/24*z^3 + 271/75*z + 1
*
[ 9/4 ] 
f(z) = -16/21*z^3 + 278/63*z + 1
*
0 | 0.15898554389920833994858609547900893009 | 0.028532151656452330967770576412889852760
f(z) = -16/33*z^3 + 263/66*z + 1
*
-1 | 0.16825712557857108431416724240426898484 | 0.029917603455796633745946024275574523263
f(z) = -16/35*z^3 + 277/70*z + 1
*
[ -1/3 ] 
f(z) = -15/22*z^3 + 269/66*z + 1
*
[ -5/14 ] 
f(z) = -14/25*z^3 + 271/70*z + 1
*
[ -2/5 ] 
f(z) = -13/24*z^3 + 269/75*z + 1
*
[ -2/5 ] 
f(z) = -11/24*z^3 + 268/75*z + 1
*
[ -8/3 ] 
f(z) = -11/32*z^3 + 275/72*z + 1
*
-3 | 0.15767678688460326902239843350706941226 | 0.028297277134490566476076135870963967642
f(z) = -9/20*z^3 + 263/60*z + 1
*
-10/3 | 0.17158366097179545030497521543285478131 | 0.027255982659439089338358638363737423313
f(z) = -9/28*z^3 + 271/70*z + 1
*
-10/9 | 0.091743559032303921569189773847949664869 | 0.013086944028860168723885433067831170256
f(z) = -9/32*z^3 + 277/72*z + 1
*
[ 3 ] 
f(z) = -8/23*z^3 + 262/69*z + 1
*
[ 3 ] 
f(z) = -8/25*z^3 + 266/75*z + 1
*
-1/4 | 0.14475619963617520712104177977271241738 | 0.025943227387463947701983470505820692440
f(z) = -8/33*z^3 + 265/66*z + 1
*
[ -13/4 ] 
f(z) = -8/39*z^3 + 271/78*z + 1
*
1/2 | 0.14660794649233562887701797534583000287 | 0.026068188146826165589691240725475547872
f(z) = -8/39*z^3 + 277/78*z + 1
*
-6/7 | 0.17888692551133794278023548508651564698 | 0.028552007227944724952040057174852010055
f(z) = -7/20*z^3 + 263/70*z + 1
*
[ -3 ] 
f(z) = -7/20*z^3 + 269/60*z + 1
*
[ -3 ] 
f(z) = -7/22*z^3 + 277/66*z + 1
*
[ -2/5 ] 
f(z) = -7/24*z^3 + 266/75*z + 1
*
[ 4 ] 
f(z) = -7/30*z^3 + 269/60*z + 1
*
[ 4 ] 
f(z) = -7/34*z^3 + 275/68*z + 1
*
10/3 | 0.064937828152421440886890181226450254622 | 0.011607002353898530386428178424932615212
f(z) = -6/23*z^3 + 269/69*z + 1
*
[ -1/3 ] 
f(z) = -6/23*z^3 + 278/69*z + 1
*
[ -3 ] 
f(z) = -6/25*z^3 + 262/75*z + 1
*
-3/2 | 0.19843340656735355701610220034257349168 | 0.025466508922043363126471675137474841629
f(z) = -5/27*z^3 + 269/60*z + 1
*
6 | 0.15834235331261922627175963313077061658 | 0.028190992753541424900558063988794521482
f(z) = -4/39*z^3 + 275/78*z + 1
*
[ -1/3 ] 
f(z) = -3/22*z^3 + 265/66*z + 1
*
[ -1/3 ] 
f(z) = -3/23*z^3 + 277/69*z + 1
*
-20/3 | 0.20910033352711752551505880242384773958 | 0.029024986164330918557744456207932573077
f(z) = -3/25*z^3 + 269/60*z + 1
*
-14/3 | 0.15285511923608294572098487319199680769 | 0.027285233341780512500958954346345809696
f(z) = -3/25*z^3 + 271/75*z + 1
*
-7/3 | 0.12673770199790266899129824220478062925 | 0.022578800910256743149390413688338912246
f(z) = -3/25*z^3 + 274/75*z + 1
*
[ -13/3 ] 
f(z) = -3/26*z^3 + 265/78*z + 1
*
0 | 0.12030469482966767473927010943874190060 | 0.021503288850305168637156423032925153506
f(z) = -3/26*z^3 + 269/78*z + 1
*
-13/3 | 0.14610785021972551470486093748453301169 | 0.025979266611276191477451871318627528518
f(z) = -3/26*z^3 + 277/78*z + 1
*
-9/4 | 0.18643940215020573104234053958032611605 | 0.027763031747315636021981543265125787243
f(z) = -2/27*z^3 + 275/72*z + 1
*
[ -2/5 ] 
f(z) = -1/24*z^3 + 263/75*z + 1
*
10 | 0.15824658969697779151455180322404987580 | 0.020532672014377310264769643555386973486
f(z) = -1/24*z^3 + 278/75*z + 1
*
0 | 0.14953391658987559556417316600180510289 | 0.026835926596134182228908725874798935804
f(z) = -1/26*z^3 + 263/78*z + 1
*
-8/3 | 0.12243900430202567814048446116461126978 | 0.017465557398811762497181326981307689911
f(z) = -1/32*z^3 + 277/72*z + 1
*
[ 10 ] 
f(z) = -1/35*z^3 + 263/70*z + 1
*
[ -10 ] 
f(z) = -1/35*z^3 + 277/70*z + 1
*
-3/4 | 0.10874135302784321696161444800000039156 | 0.019436454474543788360198483203331397705
f(z) = -20/21*z^3 + 269/84*z + 1
*
[ -2/3 ] 
f(z) = -19/20*z^3 + 263/90*z + 1
*
[ -1/2 ] 
f(z) = -19/21*z^3 + 271/84*z + 1
*
[ -6/7 ] 
f(z) = -19/27*z^3 + 263/98*z + 1
*
[ -1/2 ] 
f(z) = -17/21*z^3 + 269/84*z + 1
*
-5/8 | 0.10810851135170465944698603181585534613 | 0.019222648441753182075602020415671349018
f(z) = -16/21*z^3 + 277/84*z + 1
*
[ -3/2 ] 
f(z) = -16/31*z^3 + 263/93*z + 1
*
[ -1/2 ] 
f(z) = -15/22*z^3 + 279/88*z + 1
*
0 | 0.12093738746372038916735360440223567622 | 0.021616376477373741654188908918195488135
f(z) = -15/28*z^3 + 269/84*z + 1
*
-5/2 | 0.16642957075299949963529019867458559865 | 0.029592648061621388797338322595590967881
f(z) = -13/20*z^3 + 277/80*z + 1
*
[ -1/2 ] 
f(z) = -13/21*z^3 + 265/84*z + 1
*
[ -1/2 ] 
f(z) = -13/22*z^3 + 277/88*z + 1
*
[ -3/2 ] 
f(z) = -13/24*z^3 + 277/96*z + 1
*
[ -1/2 ] 
f(z) = -11/21*z^3 + 263/84*z + 1
*
3 | 0.15872796623727357730264164785292800918 | 0.028447249452480124002220879688203954757
f(z) = -11/32*z^3 + 265/96*z + 1
*
[ 5/2 ] 
f(z) = -9/20*z^3 + 273/80*z + 1
*
[ -1/2 ] 
f(z) = -9/22*z^3 + 273/88*z + 1
*
[ -5/12 ] 
f(z) = -9/25*z^3 + 277/80*z + 1
*
-3 | 0.15138226691322659118489479131972713212 | 0.027022323473220267916915432593757832745
f(z) = -9/28*z^3 + 271/84*z + 1
*
-3 | 0.12908764476823915269787504785935690585 | 0.022982536144630722496661195449489835573
f(z) = -9/32*z^3 + 275/96*z + 1
*
[ 3 ] 
f(z) = -8/29*z^3 + 274/87*z + 1
*
[ 3 ] 
f(z) = -8/31*z^3 + 278/93*z + 1
*
[ -1/2 ] 
f(z) = -7/22*z^3 + 271/88*z + 1
*
-20/7 | 0.15155990322397816833074892289938460819 | 0.024190361816260063936692144149218454549
f(z) = -7/24*z^3 + 263/84*z + 1
*
[ -3 ] 
f(z) = -6/29*z^3 + 278/87*z + 1
*
[ -1/2 ] 
f(z) = -5/22*z^3 + 269/88*z + 1
*
[ 15/4 ] 
f(z) = -5/27*z^3 + 267/80*z + 1
*
[ -3 ] 
f(z) = -5/32*z^3 + 263/96*z + 1
*
[ -18/5 ] 
f(z) = -5/36*z^3 + 277/90*z + 1
*
[ -10/3 ] 
f(z) = -4/25*z^3 + 277/90*z + 1
*
-9/2 | 0.14612886614867473804411099828271856218 | 0.026189236881706244800353333548267438973
f(z) = -4/33*z^3 + 265/99*z + 1
*
[ -1/2 ] 
f(z) = -3/22*z^3 + 267/88*z + 1
*
[ 4 ] 
f(z) = -3/23*z^3 + 261/92*z + 1
*
[ -1/2 ] 
f(z) = -3/23*z^3 + 279/92*z + 1
*
0 | 0.094777233105728007229799492152845584469 | 0.016985989655686607907372046069552504346
f(z) = -3/32*z^3 + 265/96*z + 1
*
-9/2 | 0.087230368217428684775483930114960973837 | 0.015510330137034783759638732248495407603
f(z) = -1/21*z^3 + 277/84*z + 1
*
[ -1/2 ] 
f(z) = -1/22*z^3 + 265/88*z + 1
*
[ -1/2 ] 
f(z) = -1/23*z^3 + 277/92*z + 1
*
-7/5 | 0.16530071553417042644200451913482515338 | 0.029506820690428206540902657358319503450
f(z) = -20/21*z^3 + 271/105*z + 1
*
[ -4/5 ] 
f(z) = -19/32*z^3 + 263/100*z + 1
*
[ -3/4 ] 
f(z) = -16/35*z^3 + 272/105*z + 1
*
[ -2/3 ] 
f(z) = -15/34*z^3 + 275/102*z + 1
*
[ -5/3 ] 
f(z) = -12/35*z^3 + 268/105*z + 1
*
[ -3/2 ] 
f(z) = -12/37*z^3 + 266/111*z + 1
*
[ -4/3 ] 
f(z) = -11/24*z^3 + 277/108*z + 1
*
[ -10/11 ] 
f(z) = -11/25*z^3 + 271/110*z + 1
*
0 | 0.15320718817115181341212872403872822393 | 0.027224147659556519957864395915241796391
f(z) = -11/35*z^3 + 278/105*z + 1
*
[ -7/5 ] 
f(z) = -10/21*z^3 + 278/105*z + 1
*
9/5 | 0.068000353384645739228322734257954602476 | 0.012091063605302479211500501736151105979
f(z) = -10/23*z^3 + 277/115*z + 1
*
[ -4/3 ] 
f(z) = -9/29*z^3 + 267/116*z + 1
*
0 | 0.080038342417921924134536756115028895764 | 0.014277768189344369021221391017717001577
f(z) = -9/35*z^3 + 272/105*z + 1
*
0 | 0.16590365634303875589052707851264458082 | 0.029537193782378222922199624485899111014
f(z) = -8/27*z^3 + 275/108*z + 1
*
0 | 0.15602368704194406511056235086433037053 | 0.027887709741525193842390228986890702799
f(z) = -8/35*z^3 + 269/105*z + 1
*
[ 3 ] 
f(z) = -7/37*z^3 + 263/111*z + 1
*
[ 3 ] 
f(z) = -7/38*z^3 + 265/114*z + 1
*
0 | 0.10421504002904490071277023195679517318 | 0.018652300336116403837914327501179649875
f(z) = -5/22*z^3 + 267/110*z + 1
*
-2/5 | 0.13652800468722243840385439493474213731 | 0.024244871259852291191652969134607929910
f(z) = -5/22*z^3 + 279/110*z + 1
*
[ -3 ] 
f(z) = -5/34*z^3 + 271/102*z + 1
*
[ -5/2 ] 
f(z) = -4/21*z^3 + 272/105*z + 1
*
[ -21/8 ] 
f(z) = -4/27*z^3 + 269/112*z + 1
*
[ 4 ] 
f(z) = -3/25*z^3 + 267/100*z + 1
*
[ 4 ] 
f(z) = -3/29*z^3 + 279/116*z + 1
*
-8/3 | 0.10822980488404453701652679309538082645 | 0.019281549045864933613383803734884421325
f(z) = -3/35*z^3 + 274/105*z + 1
*
-19/3 | 0.16358064656165419115861344369886577529 | 0.029316947533878339066010954987404332676
f(z) = -3/38*z^3 + 265/114*z + 1
*
-5 | 0.16771493096359519749106623882929471237 | 0.029937767535116100312119718668781455511
f(z) = -2/21*z^3 + 271/105*z + 1
*
[ -4 ] 
f(z) = -2/27*z^3 + 263/108*z + 1
*
[ -4 ] 
f(z) = -2/29*z^3 + 273/116*z + 1
*
[ -5 ] 
f(z) = -1/23*z^3 + 263/115*z + 1
*
2 | 0.19668122368070258521995951784745567241 | 0.028173766214432125746435782895678473659
f(z) = -15/32*z^3 + 269/120*z + 1
*
5/2 | 0.091058018293377704720255241423710646737 | 0.016190920137286023951119411304180378901
f(z) = -13/30*z^3 + 277/120*z + 1
*
0 | 0.13032635276491909813782228924281417678 | 0.023263760896891142115616316417321738190
f(z) = -10/33*z^3 + 271/132*z + 1
*
0 | 0.10858618693220414058141715411414461533 | 0.019487290965961579694351882106109213630
f(z) = -8/33*z^3 + 263/132*z + 1
*
[ -3/2 ] 
f(z) = -7/30*z^3 + 263/120*z + 1
*
[ -3/2 ] 
f(z) = -5/33*z^3 + 265/132*z + 1
*
8/3 | 0.15440262162708136618609050753026052192 | 0.027709682958411722318708347310851112591
f(z) = -3/20*z^3 + 263/120*z + 1
*
[ -4/3 ] 
f(z) = -3/22*z^3 + 263/132*z + 1
*
-9/2 | 0.13775951901230924679351571539081956308 | 0.024590609984719471740163289800425327944
f(z) = -2/21*z^3 + 271/126*z + 1
*
[ -15/4 ] 
f(z) = -2/27*z^3 + 277/120*z + 1
*
[ -5 ] 
f(z) = -1/24*z^3 + 269/120*z + 1
*
[ -11/2 ] 
f(z) = -1/33*z^3 + 277/132*z + 1
*
0 | 0.098844965571001158195465391525110730705 | 0.017598182986674543949810294753936477893
f(z) = -20/39*z^3 + 275/156*z + 1
*
-13/8 | 0.15961234468720737269646479885539264376 | 0.028605747888338975056237239878622234550
f(z) = -16/39*z^3 + 265/156*z + 1
*
-3/8 | 0.10853454389502698305722256328546764957 | 0.019399489362532782000397869762100322733
f(z) = -16/39*z^3 + 269/156*z + 1
*
15/8 | 0.14249849080434836850924299630742962497 | 0.025337490619041768150964354126323060790
f(z) = -16/39*z^3 + 277/156*z + 1
*
0 | 0.13115350555444096933711441393812425948 | 0.023411410887183919120644616519517513546
f(z) = -15/28*z^3 + 271/140*z + 1
*
-7/3 | 0.16148620430085492064292277878538625348 | 0.028980929703004150313879094078699738142
f(z) = -9/20*z^3 + 263/140*z + 1
*
0 | 0.13002085208256651134105363518212536450 | 0.023118856216134164269940799206867967584
f(z) = -8/35*z^3 + 277/140*z + 1
*
[ 9/4 ] 
f(z) = -7/27*z^3 + 269/144*z + 1
*
0 | 0.13084830166415032847565087720783648087 | 0.023387855563241308428373239316825875962
f(z) = -6/35*z^3 + 269/140*z + 1
*
[ -7/4 ] 
f(z) = -4/35*z^3 + 269/140*z + 1
*
[ -5/4 ] 
f(z) = -4/35*z^3 + 277/140*z + 1
*
[ -5/2 ] 
f(z) = -3/35*z^3 + 271/140*z + 1
*
[ -3/2 ] 
f(z) = -2/25*z^3 + 277/150*z + 1
*
[ -3/2 ] 
f(z) = -1/39*z^3 + 269/156*z + 1
*
-11/10 | 0.13358539328776019986887828197153946172 | 0.023845512306856654859252965648106115352
f(z) = -20/33*z^3 + 271/165*z + 1
*
0 | 0.13872487794114081158224063637141220216 | 0.024698332107351251812637829423569606084
f(z) = -16/21*z^3 + 275/168*z + 1
*
0 | 0.12792162415168951058643718543070916719 | 0.022895280302114967264960944164163714915
f(z) = -15/32*z^3 + 267/160*z + 1
*
0 | 0.10921672975522505637631222842338488267 | 0.019573838368763832085122125433757811144
f(z) = -7/24*z^3 + 265/168*z + 1
*
18/7 | 0.16808730371276349447247234845121146131 | 0.024052284736929185103160596236474220797
f(z) = -7/32*z^3 + 271/168*z + 1
*
0 | 0.14188013113626883711207060402873498989 | 0.025462349087435014046458357933655720144
f(z) = -5/34*z^3 + 263/170*z + 1
*
[ 5 ] 
f(z) = -1/34*z^3 + 261/170*z + 1
*
[ 7/6 ] 
f(z) = -20/21*z^3 + 272/189*z + 1
*
5/6 | 0.19233173521815593986021163148102193278 | 0.026697355568515951676615145027689669463
f(z) = -16/25*z^3 + 269/180*z + 1
*
13/5 | 0.14262087201772361651364538743549965285 | 0.025595285269237812433438327167837084879
f(z) = -10/39*z^3 + 263/195*z + 1
*
[ 11/3 ] 
f(z) = -1/22*z^3 + 265/198*z + 1
*
[ 5 ] 
f(z) = -1/36*z^3 + 269/180*z + 1
*
[ 5 ] 
f(z) = -1/37*z^3 + 273/185*z + 1
*
[ 5 ] 
f(z) = -1/38*z^3 + 277/190*z + 1
*
0 | 0.13488210407143451632144366674270595365 | 0.024206456478504517129285506393357029251
f(z) = -20/21*z^3 + 263/210*z + 1
*
0 | 0.14142293464169829713531584627417073335 | 0.025146247230935884092841464505331884412
f(z) = -18/23*z^3 + 277/207*z + 1
*
-10/3 | 0.067489348244305372965459119868603715953 | 0.012111895660918855817892490964456156240
f(z) = -3/35*z^3 + 263/210*z + 1
*
0 | 0.13444023772343040073282086147898113755 | 0.024029879041409667651054941363051002806
f(z) = -20/23*z^3 + 269/230*z + 1
*
[ 3/2 ] 
f(z) = -14/37*z^3 + 263/222*z + 1
*
20/11 | 0.15555927562607788659552816687962306711 | 0.027624476161286126447898598669246050579
f(z) = -11/20*z^3 + 279/220*z + 1
*
[ 5/2 ] 
f(z) = -2/23*z^3 + 263/230*z + 1
*
[ 9/8 ] 
f(z) = -16/21*z^3 + 271/252*z + 1
*
[ 4/3 ] 
f(z) = -13/28*z^3 + 271/252*z + 1
*
0 | 0.12311898747367893301047321610000947279 | 0.021891643711675492305598203662205337159
f(z) = -9/28*z^3 + 277/252*z + 1
*
[ 3/2 ] 
f(z) = -7/20*z^3 + 269/240*z + 1
*
-9/7 | 0.11931569953558922300836758446257293215 | 0.021215385514771682595804372117224361293
f(z) = -7/36*z^3 + 277/252*z + 1
*
-4/3 | 0.11741536545885099559305542901923197189 | 0.020986849453386304679946333019257329661
f(z) = -5/28*z^3 + 269/252*z + 1
*
5/3 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = -17/30*z^3 + 263/270*z + 1
*
2 | 0.14650111687349136868014303223396457214 | 0.026082799944322766299358708738641013753
f(z) = -14/39*z^3 + 275/273*z + 1
*
0 | 0.14320011892350007041841372161765109997 | 0.025664346373292244853834450672426208901
f(z) = -11/24*z^3 + 265/264*z + 1
*
[ 3/2 ] 
f(z) = -7/22*z^3 + 277/264*z + 1
*
[ 7/4 ] 
f(z) = -6/35*z^3 + 267/280*z + 1
*
-8 | 0.15276924399803432339209242098751226730 | 0.027111792055573873964864863007882537885
f(z) = -1/35*z^3 + 267/280*z + 1
*
-21/4 | 0.25666694888676211175110215631980637728 | 0.028705827448435177667125106117353859532
f(z) = -17/27*z^3 + 283/16*z + 1
*
[ -8 ] 
f(z) = -17/32*z^3 + 281/8*z + 1
*
[ 12 ] 
f(z) = -13/27*z^3 + 281/4*z + 1
*
[ -9 ] 
f(z) = -10/27*z^3 + 280/9*z + 1
*
[ 15/2 ] 
f(z) = -8/25*z^3 + 283/15*z + 1
*
[ -15/2 ] 
f(z) = -8/25*z^3 + 287/15*z + 1
*
[ 10 ] 
f(z) = -7/25*z^3 + 289/10*z + 1
*
[ -10 ] 
f(z) = -7/25*z^3 + 291/10*z + 1
*
[ -15 ] 
f(z) = -7/27*z^3 + 297/5*z + 1
*
-10 | 0.18501698237093132284630235195256467233 | 0.023781454306122385289316408419472022919
f(z) = -5/24*z^3 + 299/15*z + 1
*
[ 12 ] 
f(z) = -5/32*z^3 + 281/12*z + 1
*
[ -12 ] 
f(z) = -5/32*z^3 + 283/12*z + 1
*
[ 15 ] 
f(z) = -2/25*z^3 + 284/15*z + 1
*
[ -15 ] 
f(z) = -2/25*z^3 + 286/15*z + 1
*
4 | 0.098454820474072274583306175754121261988 | 0.017271431460817051181977908522757604635
f(z) = -19/20*z^3 + 299/20*z + 1
*
4 | 0.16373440501523100325655553802620963972 | 0.028791122654101265458067357871049637027
f(z) = -19/36*z^3 + 295/36*z + 1
*
[ 4 ] 
f(z) = -17/20*z^3 + 287/20*z + 1
*
[ -4 ] 
f(z) = -17/20*z^3 + 297/20*z + 1
*
[ 4 ] 
f(z) = -17/28*z^3 + 293/28*z + 1
*
-4 | 0.14259666428764794645052126031239895351 | 0.025290474376011155060240426656305463540
f(z) = -17/36*z^3 + 281/36*z + 1
*
[ 4 ] 
f(z) = -17/36*z^3 + 299/36*z + 1
*
[ -2/13 ] 
f(z) = -13/24*z^3 + 293/39*z + 1
*
[ 5 ] 
f(z) = -11/20*z^3 + 291/20*z + 1
*
[ -5 ] 
f(z) = -11/20*z^3 + 299/20*z + 1
*
-5 | 0.072948624960827055131854916488185627816 | 0.012937927682624300794676226686086787353
f(z) = -11/30*z^3 + 281/30*z + 1
*
[ 5 ] 
f(z) = -11/30*z^3 + 299/30*z + 1
*
[ -11/2 ] 
f(z) = -8/33*z^3 + 281/33*z + 1
*
[ -6 ] 
f(z) = -7/30*z^3 + 287/30*z + 1
*
0 | 0.15241456520857254531428784203266853285 | 0.026800637537256308333944244013718234571
f(z) = -7/36*z^3 + 295/36*z + 1
*
0 | 0.093524670619928147400364363725786100903 | 0.016465110667845046875627952361881491747
f(z) = -5/36*z^3 + 293/36*z + 1
*
0 | 0.13859700318580274595579682282224473823 | 0.024534897371193777482537447101962147635
f(z) = -4/35*z^3 + 284/35*z + 1
*
0 | 0.11609135970046856556585325285701709288 | 0.020487578167033562949564469615174261988
f(z) = -3/26*z^3 + 289/26*z + 1
*
0 | 0.16469789147894270048438933745352696299 | 0.029173579074439243065317449305862149584
f(z) = -3/35*z^3 + 283/35*z + 1
*
0 | 0.16609139275631375900080463163126327908 | 0.029188207544622192084772741476251016834
f(z) = -2/21*z^3 + 296/21*z + 1
*
0 | 0.11758123552434196635563475456309280255 | 0.020626681767924834742985874842874375271
f(z) = -2/33*z^3 + 299/33*z + 1
*
0 | 0.11159401852729733338263667820834322447 | 0.019791947309423832696627185045262515788
f(z) = -1/20*z^3 + 281/20*z + 1
*
0 | 0.12379006402326638228846351039295241109 | 0.021767293906991466181684424986212164257
f(z) = -1/21*z^3 + 295/21*z + 1
*
0 | 0.14207712816947533756202791066306188281 | 0.025104262678631919635100085848298754965
f(z) = -1/26*z^3 + 287/26*z + 1
*
-2 | 0.13032240797457679165351829043386750756 | 0.022999045985714332288547731513282919473
f(z) = -1/30*z^3 + 289/30*z + 1
*
16 | 0.16145947106473902729466459760974291729 | 0.028494054534132424865145240071348365580
f(z) = -1/33*z^3 + 289/33*z + 1
*
0 | 0.13087841055006498733657812753260824510 | 0.022972838844943330520204113431059650376
f(z) = -1/33*z^3 + 298/33*z + 1
*
-2 | 0.20607372815196289875443786152274298504 | 0.026664420499928307758623822981127967547
f(z) = -19/24*z^3 + 284/57*z + 1
*
4 | 0.22375707633459532574452100372763231226 | 0.028992353544563106175147272207198625584
f(z) = -13/32*z^3 + 281/52*z + 1
*
[ -7/2 ] 
f(z) = -10/21*z^3 + 299/42*z + 1
*
-14/3 | 0.12080046848547820012129476063181174951 | 0.017045990637979037843226648098174329746
f(z) = -9/32*z^3 + 299/56*z + 1
*
[ -1/4 ] 
f(z) = -8/29*z^3 + 291/58*z + 1
*
[ -4 ] 
f(z) = -7/26*z^3 + 289/52*z + 1
*
6 | 0.13131826615322716674327570747226283277 | 0.017574874179540042259402495970973048436
f(z) = -7/36*z^3 + 293/42*z + 1
*
6 | 0.075831635332230712249378226846046467776 | 0.013449248899624707589543683816750591858
f(z) = -4/21*z^3 + 281/42*z + 1
*
-6 | 0.13934972817077229677221217261347318605 | 0.024503311415869899501923954772045838764
f(z) = -4/21*z^3 + 295/42*z + 1
*
0 | 0.15168748883326679047427762163606648876 | 0.026868995773672165577753316023762909467
f(z) = -4/25*z^3 + 283/50*z + 1
*
-2 | 0.17328867864677345918653625644930036641 | 0.027323456491269135090947838064621346605
f(z) = -3/38*z^3 + 284/57*z + 1
*
-14 | 0.17887409013541266459128010607889391505 | 0.025337645684742984216676566752114243238
f(z) = -1/32*z^3 + 291/56*z + 1
*
3 | 0.12505452825681473001494853407419805856 | 0.022151395721925983576953231728247819445
f(z) = -20/33*z^3 + 283/66*z + 1
*
-3/2 | 0.20051019490681735814490984322114599134 | 0.022321539173229243643146500968486948141
f(z) = -19/27*z^3 + 295/76*z + 1
*
-4/19 | 0.20944037360189546021538453380947012232 | 0.027063242921932087418450056816988328244
f(z) = -19/32*z^3 + 287/76*z + 1
*
-5/2 | 0.14870170947650385736371068416770080542 | 0.026085989197513352081209938165152963439
f(z) = -16/33*z^3 + 299/66*z + 1
*
-1 | 0.13881593317596778069721869694186851878 | 0.024528027102800211476323453725260032119
f(z) = -15/22*z^3 + 287/66*z + 1
*
[ -1/3 ] 
f(z) = -15/23*z^3 + 281/69*z + 1
*
[ -4/15 ] 
f(z) = -15/32*z^3 + 287/60*z + 1
*
-4/5 | 0.22836072954042483780646776711582553240 | 0.029429392377701589592332470975480101933
f(z) = -15/32*z^3 + 293/60*z + 1
*
-5/2 | 0.091578132986714163761456967341827248083 | 0.012562829346948894580586970021642358204
f(z) = -14/25*z^3 + 293/70*z + 1
*
[ -9/4 ] 
f(z) = -14/27*z^3 + 293/72*z + 1
*
[ -1/3 ] 
f(z) = -12/23*z^3 + 280/69*z + 1
*
5/12 | 0.20113215478039121790617774307517667305 | 0.027750815508483004329543586390550326873
f(z) = -12/25*z^3 + 281/60*z + 1
*
-5/2 | 0.16354906083778599730653455734026201924 | 0.029006522368539068095569577795171336966
f(z) = -10/39*z^3 + 281/78*z + 1
*
[ 3 ] 
f(z) = -9/20*z^3 + 283/60*z + 1
*
[ 3 ] 
f(z) = -9/22*z^3 + 287/66*z + 1
*
[ 3 ] 
f(z) = -9/23*z^3 + 289/69*z + 1
*
[ 3 ] 
f(z) = -9/25*z^3 + 293/75*z + 1
*
0 | 0.15703366065789576480645939704825574988 | 0.027747001345920574974970640739683557915
f(z) = -9/26*z^3 + 287/78*z + 1
*
[ 3 ] 
f(z) = -9/26*z^3 + 295/78*z + 1
*
[ 10/3 ] 
f(z) = -9/28*z^3 + 299/70*z + 1
*
[ -10/3 ] 
f(z) = -9/35*z^3 + 291/70*z + 1
*
-5/4 | 0.14075272840689226248130836577714109475 | 0.024839768720943076572230688683606076332
f(z) = -8/33*z^3 + 289/66*z + 1
*
-1/4 | 0.14263680678481934607894975471550175230 | 0.025297593916998835257513655869720343065
f(z) = -8/35*z^3 + 281/70*z + 1
*
[ -3 ] 
f(z) = -7/23*z^3 + 281/69*z + 1
*
[ -3 ] 
f(z) = -7/25*z^3 + 289/75*z + 1
*
0 | 0.16779898708749908044771557160955241568 | 0.029760275280328718641040508843684930341
f(z) = -7/26*z^3 + 281/78*z + 1
*
[ -3 ] 
f(z) = -7/26*z^3 + 293/78*z + 1
*
[ -4 ] 
f(z) = -7/30*z^3 + 299/60*z + 1
*
[ 4 ] 
f(z) = -7/38*z^3 + 281/76*z + 1
*
-6 | 0.15227166123846427364318249296336886821 | 0.026775509246529856910977555644174389009
f(z) = -5/39*z^3 + 295/78*z + 1
*
[ 9/2 ] 
f(z) = -4/21*z^3 + 292/63*z + 1
*
-6 | 0.14225028131471208490334647774694918875 | 0.024954247767441728347075691826065357109
f(z) = -4/33*z^3 + 299/66*z + 1
*
0 | 0.14732085022232592802322699060209906627 | 0.025904956675800110531269826244883805126
f(z) = -3/22*z^3 + 295/66*z + 1
*
0 | 0.15764585547588377577646963371936262651 | 0.027720509690646142659049247654524197616
f(z) = -3/26*z^3 + 295/78*z + 1
*
-3/2 | 0.10301392000824538827962352623409228415 | 0.018179696955112428990759032182210451667
f(z) = -2/35*z^3 + 289/70*z + 1
*
3/2 | 0.12171787177438766708042491169248206597 | 0.021402918800887191844264755727599052274
f(z) = -2/39*z^3 + 295/78*z + 1
*
[ 9 ] 
f(z) = -1/21*z^3 + 299/63*z + 1
*
0 | 0.16393686989765349530639425557234879226 | 0.028758616375557252487022100521545429418
f(z) = -1/33*z^3 + 299/66*z + 1
*
[ 7/4 ] 
f(z) = -20/21*z^3 + 281/84*z + 1
*
-7/4 | 0.15496315926246606624587294688479450715 | 0.027281417296451113172571894622312639819
f(z) = -20/21*z^3 + 293/84*z + 1
*
[ -3/2 ] 
f(z) = -20/29*z^3 + 280/87*z + 1
*
[ -3/2 ] 
f(z) = -20/31*z^3 + 290/93*z + 1
*
[ -1/2 ] 
f(z) = -19/22*z^3 + 283/88*z + 1
*
[ -1/2 ] 
f(z) = -19/23*z^3 + 295/92*z + 1
*
[ -4/3 ] 
f(z) = -18/23*z^3 + 289/92*z + 1
*
[ -1/2 ] 
f(z) = -17/22*z^3 + 281/88*z + 1
*
[ -1/2 ] 
f(z) = -17/23*z^3 + 293/92*z + 1
*
[ 9/4 ] 
f(z) = -16/33*z^3 + 298/99*z + 1
*
[ -1/2 ] 
f(z) = -15/23*z^3 + 291/92*z + 1
*
-7/3 | 0.14018619676407806453242431958473753057 | 0.024862961800989918593454805752147575391
f(z) = -15/28*z^3 + 281/84*z + 1
*
-1/3 | 0.13852230935198381126136244480089840311 | 0.024386989425653137058019141850256214474
f(z) = -15/32*z^3 + 293/96*z + 1
*
[ -1/2 ] 
f(z) = -13/23*z^3 + 289/92*z + 1
*
-3 | 0.14883983681529266639679999605590280498 | 0.026172055880173025132067236958895565829
f(z) = -13/28*z^3 + 295/84*z + 1
*
-3 | 0.15621443439784306776810246925058381026 | 0.027602248481820843952633184714321012310
f(z) = -13/32*z^3 + 287/96*z + 1
*
[ -1/2 ] 
f(z) = -11/23*z^3 + 287/92*z + 1
*
[ -18/11 ] 
f(z) = -11/24*z^3 + 281/99*z + 1
*
[ -1/2 ] 
f(z) = -11/24*z^3 + 299/96*z + 1
*
[ -24/11 ] 
f(z) = -11/27*z^3 + 299/88*z + 1
*
-11/6 | 0.11932857476362388178406215506743442358 | 0.021163722710214733913830137855239557384
f(z) = -9/20*z^3 + 281/80*z + 1
*
-8/3 | 0.15693425598497833783176947627486935407 | 0.027695453347029075367781731549849542905
f(z) = -9/22*z^3 + 289/88*z + 1
*
[ -1/2 ] 
f(z) = -9/23*z^3 + 285/92*z + 1
*
[ 3 ] 
f(z) = -9/28*z^3 + 299/84*z + 1
*
0 | 0.13054237501407220125448175097079152645 | 0.023123479395150939685615899068051915581
f(z) = -9/32*z^3 + 283/96*z + 1
*
[ -5/2 ] 
f(z) = -7/20*z^3 + 287/80*z + 1
*
[ -1/2 ] 
f(z) = -7/23*z^3 + 283/92*z + 1
*
[ -1/2 ] 
f(z) = -7/24*z^3 + 295/96*z + 1
*
[ -3/7 ] 
f(z) = -7/36*z^3 + 283/84*z + 1
*
[ -3 ] 
f(z) = -6/31*z^3 + 286/93*z + 1
*
4 | 0.15945280975513002883196351907572586907 | 0.027972000371943993621304004492569460876
f(z) = -5/21*z^3 + 299/84*z + 1
*
[ -1/2 ] 
f(z) = -5/23*z^3 + 281/92*z + 1
*
[ -1/2 ] 
f(z) = -5/24*z^3 + 293/96*z + 1
*
[ 18/5 ] 
f(z) = -5/27*z^3 + 281/90*z + 1
*
-1/3 | 0.12047715355711594439152360869542231493 | 0.021261574566889633361008930954190868034
f(z) = -3/32*z^3 + 289/96*z + 1
*
5/3 | 0.16248698749368659409190329215701609306 | 0.022418824167572075073164150418506911130
f(z) = -2/25*z^3 + 281/90*z + 1
*
-6 | 0.11698609984788744636369820418823239000 | 0.018415382442373238130782798832549847850
f(z) = -1/20*z^3 + 287/90*z + 1
*
26/3 | 0.11036240649087461900069910709605821241 | 0.017316313967386720658719655088278749790
f(z) = -1/20*z^3 + 293/90*z + 1
*
-2 | 0.15009333305829723587181625724851996020 | 0.026488180527099605617886196508360172661
f(z) = -1/21*z^3 + 289/84*z + 1
*
-4 | 0.15546013506451756561565025612635567966 | 0.027336171747466983837995258951085139427
f(z) = -1/21*z^3 + 295/84*z + 1
*
[ -1/2 ] 
f(z) = -1/24*z^3 + 289/96*z + 1
*
[ 5/3 ] 
f(z) = -18/23*z^3 + 296/115*z + 1
*
0 | 0.14876420169792885188690593080409342300 | 0.026096951892016057852884318024822112419
f(z) = -18/35*z^3 + 299/105*z + 1
*
[ -3/2 ] 
f(z) = -16/35*z^3 + 283/105*z + 1
*
[ -3/4 ] 
f(z) = -16/37*z^3 + 286/111*z + 1
*
[ -3/2 ] 
f(z) = -16/37*z^3 + 293/111*z + 1
*
-9/4 | 0.15672467635973797605090417049549335689 | 0.027558529189865728245011169398192428322
f(z) = -16/39*z^3 + 295/117*z + 1
*
[ -4/3 ] 
f(z) = -13/24*z^3 + 293/108*z + 1
*
[ -8/13 ] 
f(z) = -13/32*z^3 + 289/104*z + 1
*
0 | 0.10038108834413256250116219355143661182 | 0.017803258970226159821368349949781806704
f(z) = -12/35*z^3 + 281/105*z + 1
*
-7/6 | 0.11141794741716966163735787310263102679 | 0.019662823424665990828788601141088045722
f(z) = -12/35*z^3 + 289/105*z + 1
*
[ -10/11 ] 
f(z) = -11/20*z^3 + 281/110*z + 1
*
[ 12/5 ] 
f(z) = -11/27*z^3 + 293/100*z + 1
*
0 | 0.15236303315872573229979378574271386257 | 0.027022605368798067746349768003005557940
f(z) = -10/21*z^3 + 281/105*z + 1
*
[ -3/5 ] 
f(z) = -10/21*z^3 + 298/105*z + 1
*
-5/2 | 0.10664265477234946695354811843313950321 | 0.018785851648126410298231825801678383707
f(z) = -8/21*z^3 + 292/105*z + 1
*
[ 3 ] 
f(z) = -8/35*z^3 + 286/105*z + 1
*
[ 3 ] 
f(z) = -8/37*z^3 + 290/111*z + 1
*
[ -15/7 ] 
f(z) = -7/25*z^3 + 289/105*z + 1
*
[ -12/5 ] 
f(z) = -7/27*z^3 + 291/100*z + 1
*
[ -16/7 ] 
f(z) = -7/32*z^3 + 289/112*z + 1
*
0 | 0.16526050773887332544557720794726444740 | 0.029007863067425996308185925857527198158
f(z) = -6/35*z^3 + 298/105*z + 1
*
[ -3/5 ] 
f(z) = -5/21*z^3 + 289/105*z + 1
*
[ -11/5 ] 
f(z) = -5/22*z^3 + 281/110*z + 1
*
9/2 | 0.14233624515207479967256653974567891812 | 0.025058436591543220067818996018864297389
f(z) = -5/28*z^3 + 293/112*z + 1
*
[ -3 ] 
f(z) = -5/37*z^3 + 283/111*z + 1
*
[ -3 ] 
f(z) = -5/38*z^3 + 287/114*z + 1
*
[ -5/2 ] 
f(z) = -4/23*z^3 + 286/115*z + 1
*
-4 | 0.11994009838496055068118987403077846301 | 0.021272180524098394654692149639552188236
f(z) = -4/25*z^3 + 281/100*z + 1
*
-4 | 0.15987873147572890392368735816509968732 | 0.028319942490730411237776446233567339199
f(z) = -4/27*z^3 + 283/108*z + 1
*
-57/20 | 0.17882904754498293769890374228471055308 | 0.019969031355804974978216708105467646176
f(z) = -4/27*z^3 + 287/100*z + 1
*
[ -7/2 ] 
f(z) = -3/28*z^3 + 291/112*z + 1
*
[ -2/3 ] 
f(z) = -3/38*z^3 + 289/114*z + 1
*
[ -13/2 ] 
f(z) = -1/26*z^3 + 289/104*z + 1
*
[ 3/2 ] 
f(z) = -18/23*z^3 + 289/138*z + 1
*
0 | 0.11433550856207617434757504734298041741 | 0.020104801128532297501670145000401957216
f(z) = -16/33*z^3 + 295/132*z + 1
*
0 | 0.15993130504756639119127402405064353674 | 0.028258999489779341706157367434835286382
f(z) = -14/33*z^3 + 287/132*z + 1
*
3/20 | 0.22288924639983455875024592275297652311 | 0.028445790589707842315498617771723851292
f(z) = -10/27*z^3 + 281/120*z + 1
*
[ -4/3 ] 
f(z) = -9/31*z^3 + 281/124*z + 1
*
-17/6 | 0.15977778928076353158250923501715646929 | 0.028062048825915128728646107656542917409
f(z) = -9/34*z^3 + 297/136*z + 1
*
[ 18/7 ] 
f(z) = -7/27*z^3 + 293/126*z + 1
*
[ -3/2 ] 
f(z) = -7/33*z^3 + 283/132*z + 1
*
26/15 | 0.21072528657019822486331800659367402364 | 0.027229275436087246640957438576315034724
f(z) = -5/24*z^3 + 287/135*z + 1
*
-4 | 0.13892235272711180726815116652555596122 | 0.024516747568367258186016318145382772993
f(z) = -4/33*z^3 + 289/132*z + 1
*
[ -8/3 ] 
f(z) = -3/20*z^3 + 293/120*z + 1
*
[ 4 ] 
f(z) = -3/31*z^3 + 285/124*z + 1
*
[ -10/3 ] 
f(z) = -3/32*z^3 + 281/120*z + 1
*
[ -15/4 ] 
f(z) = -2/25*z^3 + 287/120*z + 1
*
[ -4 ] 
f(z) = -2/31*z^3 + 283/124*z + 1
*
[ -4 ] 
f(z) = -2/33*z^3 + 293/132*z + 1
*
[ -5 ] 
f(z) = -1/26*z^3 + 281/130*z + 1
*
[ -5 ] 
f(z) = -1/27*z^3 + 287/135*z + 1
*
15/2 | 0.15757837722748847392793885596976572661 | 0.027947581602933940394693439691264617461
f(z) = -1/30*z^3 + 281/120*z + 1
*
11/2 | 0.095749962349972686631295077263538056165 | 0.016897767785621588914051449036361621752
f(z) = -1/33*z^3 + 289/132*z + 1
*
-17/2 | 0.16738434270254619615773263278350134246 | 0.029686735318891372486878754913058812850
f(z) = -1/34*z^3 + 281/136*z + 1
*
[ 3/2 ] 
f(z) = -18/25*z^3 + 293/150*z + 1
*
-9/8 | 0.14439882488108659592455515175077058523 | 0.025483224760327378633909922873484755373
f(z) = -16/39*z^3 + 289/156*z + 1
*
-3/2 | 0.15990696716801149779988014456944077717 | 0.028220071655295481725331858476364068456
f(z) = -14/25*z^3 + 289/150*z + 1
*
0 | 0.088484374166862615080131632314893581588 | 0.015577761497317333487884338558979873379
f(z) = -12/35*z^3 + 293/140*z + 1
*
7/3 | 0.099120293388924453351245705430357853640 | 0.017557563676722113678445305984671116707
f(z) = -9/20*z^3 + 283/140*z + 1
*
-5/2 | 0.064459950391528609267756582266797657871 | 0.011432404339889724793460245096182333271
f(z) = -9/35*z^3 + 281/140*z + 1
*
-15/7 | 0.13791182945648596261584216739742538449 | 0.024459587511684905479570872441025792326
f(z) = -7/20*z^3 + 281/140*z + 1
*
0 | 0.12290794206355673018524764363551695597 | 0.021664188038562810160649817968133889343
f(z) = -7/22*z^3 + 291/154*z + 1
*
-9/2 | 0.15839504144503908559415506808220670791 | 0.027885603545496614232753676346201381901
f(z) = -5/36*z^3 + 293/144*z + 1
*
[ -9/8 ] 
f(z) = -4/27*z^3 + 299/144*z + 1
*
-4 | 0.13515641862152319652376363541423146334 | 0.023823147784227558811955745277299448929
f(z) = -4/35*z^3 + 291/140*z + 1
*
-4 | 0.15961235254307281897181719042047734484 | 0.028066299314122671229737848388401712899
f(z) = -4/39*z^3 + 295/156*z + 1
*
[ 4 ] 
f(z) = -3/35*z^3 + 297/140*z + 1
*
[ -6/5 ] 
f(z) = -1/27*z^3 + 283/150*z + 1
*
[ -5 ] 
f(z) = -1/28*z^3 + 293/140*z + 1
*
[ -5 ] 
f(z) = -1/29*z^3 + 299/145*z + 1
*
[ -16/3 ] 
f(z) = -1/32*z^3 + 299/144*z + 1
*
10 | 0.13981216353322419003115432284076634475 | 0.024796624499988229033370113872186534931
f(z) = -1/35*z^3 + 281/140*z + 1
*
[ -6/5 ] 
f(z) = -1/36*z^3 + 281/150*z + 1
*
0 | 0.13381868537223466051600410328969800404 | 0.023488939700429421013015639084826243364
f(z) = -20/33*z^3 + 298/165*z + 1
*
8/7 | 0.070076498745942977639046982956010914104 | 0.012366964685690915106853855878207744044
f(z) = -14/23*z^3 + 289/161*z + 1
*
5/4 | 0.12588881904188256511155115264070522868 | 0.022162850974288817594182704976384303453
f(z) = -10/21*z^3 + 293/168*z + 1
*
-11/5 | 0.15850493234494430689332575080088323243 | 0.027938639291388194999032018421673808063
f(z) = -5/34*z^3 + 291/170*z + 1
*
[ -15/8 ] 
f(z) = -2/27*z^3 + 287/160*z + 1
*
0 | 0.12204406896917203067116298057372001623 | 0.021538100762021268997214330472900389787
f(z) = -16/23*z^3 + 289/184*z + 1
*
[ 18/11 ] 
f(z) = -11/27*z^3 + 293/198*z + 1
*
[ 12/7 ] 
f(z) = -10/27*z^3 + 295/196*z + 1
*
0 | 0.13200413828154740675142686435523075386 | 0.023411818876790457423396682613815613151
f(z) = -9/20*z^3 + 281/180*z + 1
*
-11/9 | 0.16034328553353750740213865656317365690 | 0.028402230760593074790027128350602501953
f(z) = -9/22*z^3 + 283/198*z + 1
*
-5/3 | 0.086591927047803792203125989076230483740 | 0.015338365344283492338926653199632771080
f(z) = -7/20*z^3 + 283/180*z + 1
*
18/7 | 0.22266553835308210521684289882222859778 | 0.028811278364951256454419863631944979695
f(z) = -7/24*z^3 + 284/189*z + 1
*
-2/5 | 0.16689219606924670865405034492957166841 | 0.029452811313939524041231660614968794555
f(z) = -5/38*z^3 + 289/190*z + 1
*
[ 13/5 ] 
f(z) = -5/39*z^3 + 289/195*z + 1
*
-9/2 | 0.14612882807664664816737351412181033006 | 0.025820176211479285880175553698937621537
f(z) = -2/33*z^3 + 287/198*z + 1
*
[ 5 ] 
f(z) = -1/39*z^3 + 281/195*z + 1
*
[ 8/5 ] 
f(z) = -13/32*z^3 + 283/200*z + 1
*
-5/4 | 0.16771493096359519749106623882929471237 | 0.029526379303571487952681759176894818320
f(z) = -8/21*z^3 + 293/210*z + 1
*
0 | 0.16925303205562704957375883113156571996 | 0.029743820827876343137099277551702011409
f(z) = -14/33*z^3 + 296/231*z + 1
*
[ 18/13 ] 
f(z) = -13/27*z^3 + 281/234*z + 1
*
0 | 0.14315271381111185603478456530191480657 | 0.025389093486740068284925503231252269813
f(z) = -11/20*z^3 + 281/220*z + 1
*
[ 9/5 ] 
f(z) = -7/27*z^3 + 289/225*z + 1
*
[ 18/5 ] 
f(z) = -1/24*z^3 + 284/225*z + 1
*
-15/8 | 0.17977849770033530140733773551228165722 | 0.024662291239195887990039979391236084806
f(z) = -12/25*z^3 + 293/240*z + 1
*
-9/2 | 0.15440223910817847397841188535354404610 | 0.027086004294283072231150617494673257014
f(z) = -1/21*z^3 + 299/252*z + 1
*
-7/13 | 0.15560653112069663104301302167132710270 | 0.027563191000106036341739264790764198830
f(z) = -13/21*z^3 + 283/273*z + 1
*
4/13 | 0.15560621518359638326606167260819489697 | 0.027461083280234062448214293356112446349
f(z) = -13/21*z^3 + 289/273*z + 1
*
5/11 | 0.16316824175904405060167574690578024446 | 0.028795615074550223738100624061991438348
f(z) = -11/24*z^3 + 289/264*z + 1
*
-24/11 | 0.17494727230270905482301841677834814324 | 0.024805641834048119768330878268750869597
f(z) = -11/32*z^3 + 289/264*z + 1
*
[ 3/2 ] 
f(z) = -7/23*z^3 + 281/276*z + 1
*
[ 5/3 ] 
f(z) = -7/30*z^3 + 283/270*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.027562951948433847044002830946348053800
f(z) = -7/39*z^3 + 283/273*z + 1
*
[ 13/7 ] 
f(z) = -7/39*z^3 + 295/273*z + 1
*
5/6 | 0.13432569308503055769843916650565469955 | 0.023705537983369969057857178453454373590
f(z) = -3/22*z^3 + 289/264*z + 1
*
[ 5/2 ] 
f(z) = -2/27*z^3 + 287/270*z + 1
*
[ 11/4 ] 
f(z) = -2/33*z^3 + 289/264*z + 1
*
[ 10/3 ] 
f(z) = -1/30*z^3 + 289/270*z + 1
*
[ 5/4 ] 
f(z) = -18/35*z^3 + 281/280*z + 1
*
[ 5/2 ] 
f(z) = -2/29*z^3 + 299/290*z + 1
*
-15/4 | 0.13281115153359411369074848812358989478 | 0.023554948087238310889471644749458314345
f(z) = -2/35*z^3 + 281/280*z + 1
*
3/4 | 0.13582258735406723325727587724800885653 | 0.023969706982887249050500772570092755546
f(z) = -2/35*z^3 + 289/280*z + 1
*
[ 5/9 ] 
f(z) = -3/50*z^3 - 211/270*z + 1
*
0 | 0.14414317827839040946460232149394458385 | 0.025361336372320327320977323285615683883
f(z) = -6/49*z^3 - 209/294*z + 1
*
[ 6/11 ] 
f(z) = -5/54*z^3 - 195/242*z + 1
*
8/7 | 0.12699165230641784848580394675019712737 | 0.022537070813609836584715355696878941764
f(z) = -7/40*z^3 - 181/280*z + 1
*
0 | 0.14799172541883664991647875848408667397 | 0.026263931014496033151860058677934719703
f(z) = -5/56*z^3 - 199/280*z + 1
*
[ 3/5 ] 
f(z) = -5/57*z^3 - 181/285*z + 1
*
[ 6/11 ] 
f(z) = -11/56*z^3 - 179/231*z + 1
*
[ 3/5 ] 
f(z) = -5/51*z^3 - 161/255*z + 1
*
[ 7/12 ] 
f(z) = -4/49*z^3 - 173/252*z + 1
*
[ 3/5 ] 
f(z) = -10/57*z^3 - 172/285*z + 1
*
[ 7/12 ] 
f(z) = -20/49*z^3 - 145/252*z + 1
*
[ 3/5 ] 
f(z) = -10/51*z^3 - 152/255*z + 1
*
[ 3/5 ] 
f(z) = -5/48*z^3 - 151/240*z + 1
*
[ 3/5 ] 
f(z) = -20/57*z^3 - 154/285*z + 1
*
7/5 | 0.13870287449254755144726757733317438408 | 0.024615448714275871145187609641731669898
f(z) = -5/56*z^3 - 151/280*z + 1
*
0 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = -5/57*z^3 - 146/285*z + 1
*
[ 6/11 ] 
f(z) = -11/40*z^3 - 124/165*z + 1
*
[ 3/5 ] 
f(z) = -5/42*z^3 - 131/210*z + 1
*
[ 3/5 ] 
f(z) = -20/51*z^3 - 134/255*z + 1
*
[ 2/3 ] 
f(z) = -3/43*z^3 - 121/258*z + 1
*
[ 2/3 ] 
f(z) = -6/47*z^3 - 125/282*z + 1
*
[ 2/3 ] 
f(z) = -6/49*z^3 - 131/294*z + 1
*
[ 2/3 ] 
f(z) = -3/47*z^3 - 133/282*z + 1
*
[ 2/3 ] 
f(z) = -3/49*z^3 - 139/294*z + 1
*
[ 6/11 ] 
f(z) = -11/48*z^3 - 101/132*z + 1
*
-1/2 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -12/55*z^3 - 101/165*z + 1
*
8/7 | 0.15803663713894939654766753469326388700 | 0.027167546363330806149119761343302450499
f(z) = -7/48*z^3 - 115/168*z + 1
*
[ 7/12 ] 
f(z) = -6/49*z^3 - 113/168*z + 1
*
[ 12/19 ] 
f(z) = -19/54*z^3 - 101/228*z + 1
*
[ 5/8 ] 
f(z) = -16/55*z^3 - 107/220*z + 1
*
[ 2/3 ] 
f(z) = -7/52*z^3 - 103/234*z + 1
*
[ 2/3 ] 
f(z) = -5/52*z^3 - 107/234*z + 1
*
[ 2/3 ] 
f(z) = -1/52*z^3 - 115/234*z + 1
*
[ 2/3 ] 
f(z) = -6/41*z^3 - 107/246*z + 1
*
[ 2/3 ] 
f(z) = -6/43*z^3 - 113/258*z + 1
*
[ 2/3 ] 
f(z) = -3/41*z^3 - 115/246*z + 1
*
[ 2/3 ] 
f(z) = -15/47*z^3 - 101/282*z + 1
*
[ 2/3 ] 
f(z) = -15/49*z^3 - 107/294*z + 1
*
[ 2/3 ] 
f(z) = -12/47*z^3 - 109/282*z + 1
*
[ 2/3 ] 
f(z) = -12/49*z^3 - 115/294*z + 1
*
0 | 0.11474558715686028532459291842852082099 | 0.020363774912256244610692076277402108267
f(z) = -7/40*z^3 - 111/280*z + 1
*
8/5 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = -5/56*z^3 - 111/280*z + 1
*
[ 7/12 ] 
f(z) = -8/49*z^3 - 83/126*z + 1
*
[ 3/5 ] 
f(z) = -17/54*z^3 - 83/150*z + 1
*
[ 3/5 ] 
f(z) = -11/54*z^3 - 89/150*z + 1
*
[ 4/7 ] 
f(z) = -7/40*z^3 - 97/140*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -3/52*z^3 - 95/156*z + 1
*
[ 10/17 ] 
f(z) = -17/50*z^3 - 99/170*z + 1
*
[ 2/3 ] 
f(z) = -3/58*z^3 - 83/174*z + 1
*
-3 | 0.14990475245738329225252653632563993471 | 0.029255621831057704562753808099397310307
f(z) = -1/56*z^3 - 85/168*z + 1
*
[ 5/8 ] 
f(z) = -16/45*z^3 - 83/180*z + 1
*
[ 2/3 ] 
f(z) = -7/44*z^3 - 85/198*z + 1
*
[ 2/3 ] 
f(z) = -5/44*z^3 - 89/198*z + 1
*
[ 2/3 ] 
f(z) = -1/44*z^3 - 97/198*z + 1
*
2 | 0.12544962410452486062787806281610017205 | 0.023461212138311378920714744557321143919
f(z) = -5/42*z^3 - 89/210*z + 1
*
[ 12/19 ] 
f(z) = -19/48*z^3 - 97/228*z + 1
*
[ 2/3 ] 
f(z) = -17/52*z^3 - 83/234*z + 1
*
[ 2/3 ] 
f(z) = -11/52*z^3 - 95/234*z + 1
*
[ 2/3 ] 
f(z) = -15/41*z^3 - 83/246*z + 1
*
[ 2/3 ] 
f(z) = -15/43*z^3 - 89/258*z + 1
*
[ 2/3 ] 
f(z) = -12/41*z^3 - 91/246*z + 1
*
[ 2/3 ] 
f(z) = -12/43*z^3 - 97/258*z + 1
*
0 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = -10/49*z^3 - 97/245*z + 1
*
0 | 0.12919938606833019467867192937465005966 | 0.022928874930070657260322883469948655008
f(z) = -15/56*z^3 - 93/280*z + 1
*
[ 5/7 ] 
f(z) = -7/40*z^3 - 87/280*z + 1
*
-5 | 0.16850728027836422505098534276328896999 | 0.029904804286496950265889234578172798702
f(z) = -1/56*z^3 - 99/280*z + 1
*
[ 5/9 ] 
f(z) = -9/50*z^3 - 67/90*z + 1
*
[ 7/12 ] 
f(z) = -9/49*z^3 - 73/112*z + 1
*
3/2 | 0.12631817741436461052739503423923498382 | 0.018084940264578388524774260557992047070
f(z) = -5/54*z^3 - 79/120*z + 1
*
[ 2/3 ] 
f(z) = -3/46*z^3 - 65/138*z + 1
*
[ 2/3 ] 
f(z) = -3/50*z^3 - 71/150*z + 1
*
0 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -15/56*z^3 - 67/168*z + 1
*
[ 2/3 ] 
f(z) = -15/58*z^3 - 67/174*z + 1
*
[ 7/10 ] 
f(z) = -8/49*z^3 - 61/175*z + 1
*
[ 7/10 ] 
f(z) = -4/49*z^3 - 68/175*z + 1
*
-7/2 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = -1/42*z^3 - 71/168*z + 1
*
[ 2/3 ] 
f(z) = -19/44*z^3 - 61/198*z + 1
*
[ 2/3 ] 
f(z) = -17/44*z^3 - 65/198*z + 1
*
0 | 0.13382679052747876574921009193301922709 | 0.025770826596515491652713886535838338205
f(z) = -16/45*z^3 - 71/180*z + 1
*
[ 2/3 ] 
f(z) = -13/44*z^3 - 73/198*z + 1
*
[ 2/3 ] 
f(z) = -19/52*z^3 - 79/234*z + 1
*
[ 9/13 ] 
f(z) = -13/54*z^3 - 77/234*z + 1
*
[ 3/4 ] 
f(z) = -4/57*z^3 - 67/228*z + 1
*
0 | 0.064033896183838664192223055378666515204 | 0.011683655332796853852031826700589112926
f(z) = -5/48*z^3 - 71/240*z + 1
*
[ 3/4 ] 
f(z) = -1/45*z^3 - 77/240*z + 1
*
-5 | 0.093838301969655337795940820808781101122 | 0.017121781471499401937418354626167830944
f(z) = -1/48*z^3 - 67/240*z + 1
*
[ 8/11 ] 
f(z) = -11/48*z^3 - 67/264*z + 1
*
[ 3/4 ] 
f(z) = -8/47*z^3 - 67/282*z + 1
*
[ 3/4 ] 
f(z) = -8/49*z^3 - 71/294*z + 1
*
[ 10/17 ] 
f(z) = -17/40*z^3 - 47/85*z + 1
*
[ 7/12 ] 
f(z) = -12/49*z^3 - 53/84*z + 1
*
[ 2/3 ] 
f(z) = -9/49*z^3 - 41/98*z + 1
*
5/4 | 0.11654009884663360909873953185545467577 | 0.025898895149954222121971223749947421964
f(z) = -8/45*z^3 - 47/90*z + 1
*
4/3 | 0.12753735475329642465656774055343794442 | 0.024890369109922886359270504106198404639
f(z) = -3/56*z^3 - 55/84*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -1/49*z^3 - 41/98*z + 1
*
[ 2/3 ] 
f(z) = -18/59*z^3 - 43/118*z + 1
*
[ 2/3 ] 
f(z) = -13/48*z^3 - 41/108*z + 1
*
[ 2/3 ] 
f(z) = -11/48*z^3 - 43/108*z + 1
*
[ 2/3 ] 
f(z) = -9/53*z^3 - 45/106*z + 1
*
[ 2/3 ] 
f(z) = -9/55*z^3 - 47/110*z + 1
*
[ 2/3 ] 
f(z) = -9/59*z^3 - 51/118*z + 1
*
[ 2/3 ] 
f(z) = -7/48*z^3 - 47/108*z + 1
*
[ 2/3 ] 
f(z) = -5/48*z^3 - 49/108*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -2/57*z^3 - 41/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -2/59*z^3 - 43/118*z + 1
*
[ 2/3 ] 
f(z) = -1/48*z^3 - 53/108*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = -1/51*z^3 - 43/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -1/53*z^3 - 45/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -1/55*z^3 - 47/110*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = -1/57*z^3 - 49/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -1/59*z^3 - 51/118*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -15/44*z^3 - 43/132*z + 1
*
[ 2/3 ] 
f(z) = -15/46*z^3 - 49/138*z + 1
*
8/5 | 0.15734534105038836665975697590789764769 | 0.028709306205204650662829897457910597668
f(z) = -5/48*z^3 - 43/120*z + 1
*
5/3 | 0.099396818723539768066134005858671403794 | 0.020761773401154642940850957127030114569
f(z) = -3/40*z^3 - 47/120*z + 1
*
5/2 | 0.18215533545335084709614802630619796497 | 0.028475432007419188333462007880891193885
f(z) = -3/50*z^3 - 43/120*z + 1
*
[ 7/10 ] 
f(z) = -5/49*z^3 - 53/140*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -3/50*z^3 - 41/150*z + 1
*
[ 7/10 ] 
f(z) = -16/49*z^3 - 47/175*z + 1
*
[ 7/10 ] 
f(z) = -12/49*z^3 - 54/175*z + 1
*
12/7 | 0.13177865852636416772779548591633263930 | 0.017999626359173071199794910100871761126
f(z) = -7/54*z^3 - 55/168*z + 1
*
-7/3 | 0.10847588240552072981159295647159619409 | 0.021170305420092730751651658487294007928
f(z) = -3/56*z^3 - 47/168*z + 1
*
-3/2 | 0.12950058450714648412362771138964506380 | 0.025273515783424423898373747364997569897
f(z) = -1/42*z^3 - 47/168*z + 1
*
-9/4 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095
f(z) = -4/45*z^3 - 59/180*z + 1
*
[ 7/9 ] 
f(z) = -3/49*z^3 - 47/189*z + 1
*
[ 12/17 ] 
f(z) = -17/48*z^3 - 49/204*z + 1
*
[ 12/17 ] 
f(z) = -17/54*z^3 - 53/204*z + 1
*
-7/5 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -5/42*z^3 - 41/210*z + 1
*
[ 3/4 ] 
f(z) = -4/51*z^3 - 59/204*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -1/51*z^3 - 59/204*z + 1
*
-5/2 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -3/55*z^3 - 57/220*z + 1
*
[ 3/4 ] 
f(z) = -13/45*z^3 - 41/240*z + 1
*
[ 3/4 ] 
f(z) = -11/45*z^3 - 47/240*z + 1
*
[ 3/4 ] 
f(z) = -8/41*z^3 - 55/246*z + 1
*
[ 3/4 ] 
f(z) = -8/43*z^3 - 59/258*z + 1
*
[ 3/4 ] 
f(z) = -7/45*z^3 - 59/240*z + 1
*
[ 4/5 ] 
f(z) = -5/52*z^3 - 49/260*z + 1
*
7/5 | 0.11158703421722510605982201108327477955 | 0.019803229947479090845286498537142271033
f(z) = -15/56*z^3 - 53/280*z + 1
*
[ 3/5 ] 
f(z) = -19/54*z^3 - 27/50*z + 1
*
[ 7/12 ] 
f(z) = -18/49*z^3 - 33/56*z + 1
*
[ 3/5 ] 
f(z) = -13/54*z^3 - 29/50*z + 1
*
10/9 | 0.17245516522897076076326250757246563627 | 0.029298694740616586078795532476032490726
f(z) = -9/40*z^3 - 28/45*z + 1
*
[ 2/3 ] 
f(z) = -9/50*z^3 - 21/50*z + 1
*
[ 2/3 ] 
f(z) = -9/58*z^3 - 25/58*z + 1
*
[ 3/5 ] 
f(z) = -7/54*z^3 - 31/50*z + 1
*
[ 2/3 ] 
f(z) = -1/40*z^3 - 22/45*z + 1
*
-3 | 0.077016353395549478824136902384241840897 | 0.019894692416782374223036891846803898167
f(z) = -1/48*z^3 - 23/48*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = -1/50*z^3 - 21/50*z + 1
*
[ 3/5 ] 
f(z) = -1/54*z^3 - 33/50*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -1/54*z^3 - 23/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = -1/58*z^3 - 25/58*z + 1
*
[ 2/3 ] 
f(z) = -19/56*z^3 - 22/63*z + 1
*
[ 2/3 ] 
f(z) = -17/56*z^3 - 23/63*z + 1
*
[ 7/12 ] 
f(z) = -16/49*z^3 - 38/63*z + 1
*
[ 2/3 ] 
f(z) = -15/44*z^3 - 23/66*z + 1
*
[ 2/3 ] 
f(z) = -15/52*z^3 - 29/78*z + 1
*
[ 2/3 ] 
f(z) = -13/56*z^3 - 25/63*z + 1
*
[ 7/11 ] 
f(z) = -11/49*z^3 - 37/77*z + 1
*
[ 2/3 ] 
f(z) = -11/56*z^3 - 26/63*z + 1
*
[ 7/10 ] 
f(z) = -10/49*z^3 - 23/70*z + 1
*
[ 5/7 ] 
f(z) = -7/50*z^3 - 23/70*z + 1
*
[ 2/3 ] 
f(z) = -5/56*z^3 - 29/63*z + 1
*
[ 2/3 ] 
f(z) = -3/44*z^3 - 31/66*z + 1
*
[ 2/3 ] 
f(z) = -3/52*z^3 - 37/78*z + 1
*
[ 2/3 ] 
f(z) = -1/56*z^3 - 31/63*z + 1
*
[ 2/3 ] 
f(z) = -18/41*z^3 - 25/82*z + 1
*
[ 2/3 ] 
f(z) = -18/43*z^3 - 27/86*z + 1
*
[ 2/3 ] 
f(z) = -18/47*z^3 - 31/94*z + 1
*
[ 2/3 ] 
f(z) = -18/49*z^3 - 33/98*z + 1
*
4/3 | 0.12753735475329642465656774055343794442 | 0.024890369109922886359270504106198404639
f(z) = -15/56*z^3 - 23/84*z + 1
*
[ 2/3 ] 
f(z) = -9/41*z^3 - 33/82*z + 1
*
[ 2/3 ] 
f(z) = -9/43*z^3 - 35/86*z + 1
*
[ 2/3 ] 
f(z) = -9/47*z^3 - 39/94*z + 1
*
[ 3/4 ] 
f(z) = -7/54*z^3 - 25/96*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -3/47*z^3 - 23/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -3/49*z^3 - 25/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -2/41*z^3 - 25/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -2/43*z^3 - 27/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -2/47*z^3 - 31/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -2/49*z^3 - 33/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -1/41*z^3 - 33/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -1/43*z^3 - 35/86*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014553506155371572747316228384380784626
f(z) = -1/45*z^3 - 37/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -1/47*z^3 - 39/94*z + 1
*
[ 3/4 ] 
f(z) = -1/54*z^3 - 31/96*z + 1
*
[ 2/3 ] 
f(z) = -19/48*z^3 - 35/108*z + 1
*
[ 2/3 ] 
f(z) = -18/53*z^3 - 37/106*z + 1
*
[ 2/3 ] 
f(z) = -18/55*z^3 - 39/110*z + 1
*
[ 2/3 ] 
f(z) = -17/48*z^3 - 37/108*z + 1
*
[ 3/4 ] 
f(z) = -8/51*z^3 - 25/102*z + 1
*
[ 3/4 ] 
f(z) = -8/57*z^3 - 29/114*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.016377694726331594923688485578767360126
f(z) = -4/53*z^3 - 21/106*z + 1
*
-2 | 0.077062331333769812524277346591848159650 | 0.016394565094790794449122704230086632791
f(z) = -4/55*z^3 - 23/110*z + 1
*
-2 | 0.057380138911930878938057146029703775215 | 0.012115231136774249297206886214278127154
f(z) = -4/57*z^3 - 25/114*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.016425820687500617297958274703231232414
f(z) = -4/59*z^3 - 27/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -3/53*z^3 - 29/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -3/55*z^3 - 31/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -3/59*z^3 - 35/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -2/51*z^3 - 35/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -2/53*z^3 - 37/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -2/55*z^3 - 39/110*z + 1
*
[ 14/19 ] 
f(z) = -19/56*z^3 - 23/133*z + 1
*
18/11 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -11/48*z^3 - 29/132*z + 1
*
-21/10 | 0.10082202318902362593621209927191588222 | 0.014434662564408414674973266664572568082
f(z) = -5/54*z^3 - 31/120*z + 1
*
-5/3 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803
f(z) = -3/40*z^3 - 23/120*z + 1
*
8/3 | 0.13385131711259003088466890134799271243 | 0.027412809127774394813528093130118589758
f(z) = -3/44*z^3 - 35/132*z + 1
*
[ 3/4 ] 
f(z) = -2/45*z^3 - 37/120*z + 1
*
[ 3/4 ] 
f(z) = -16/49*z^3 - 22/147*z + 1
*
[ 3/4 ] 
f(z) = -16/53*z^3 - 26/159*z + 1
*
[ 7/10 ] 
f(z) = -15/49*z^3 - 39/140*z + 1
*
[ 4/5 ] 
f(z) = -5/56*z^3 - 27/140*z + 1
*
-3 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -3/52*z^3 - 23/156*z + 1
*
[ 3/4 ] 
f(z) = -16/55*z^3 - 28/165*z + 1
*
[ 3/4 ] 
f(z) = -16/59*z^3 - 32/177*z + 1
*
3/2 | 0.14315120597295947698245834280810093418 | 0.028036179920973989015713327669449161017
f(z) = -12/55*z^3 - 29/165*z + 1
*
0 | 0.13652800468722243840385439493474213731 | 0.026739025198192082373323010514099950971
f(z) = -6/55*z^3 - 37/165*z + 1
*
7/3 | 0.11143398651399176603529094449184142255 | 0.021747613168617446077675761159089269283
f(z) = -3/56*z^3 - 23/168*z + 1
*
[ 7/9 ] 
f(z) = -12/49*z^3 - 26/189*z + 1
*
[ 7/9 ] 
f(z) = -6/49*z^3 - 40/189*z + 1
*
[ 3/4 ] 
f(z) = -20/51*z^3 - 23/204*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -4/51*z^3 - 35/204*z + 1
*
[ 3/4 ] 
f(z) = -20/57*z^3 - 31/228*z + 1
*
[ 4/5 ] 
f(z) = -5/44*z^3 - 39/220*z + 1
*
[ 7/8 ] 
f(z) = -2/49*z^3 - 25/224*z + 1
*
[ 3/4 ] 
f(z) = -19/45*z^3 - 23/240*z + 1
*
[ 3/4 ] 
f(z) = -17/45*z^3 - 29/240*z + 1
*
[ 14/19 ] 
f(z) = -19/49*z^3 - 39/266*z + 1
*
0 | 0.10503496070473052775182468105913548220 | 0.018761529851444521989147418811195291311
f(z) = -5/54*z^3 - 29/270*z + 1
*
0 | 0.095790583014739865463203463458119370889 | 0.016999850883671520710336068813807402614
f(z) = -7/40*z^3 - 31/280*z + 1
*
[ 6/7 ] 
f(z) = -5/54*z^3 - 29/294*z + 1
*
-7/5 | 0.13817464161603486640732150804384487899 | 0.024521703798544574984188692993292712126
f(z) = -5/56*z^3 - 31/280*z + 1
*
[ 3/4 ] 
f(z) = -16/45*z^3 - 2/15*z + 1
*
[ 2/3 ] 
f(z) = -9/40*z^3 - 2/5*z + 1
*
[ 2/3 ] 
f(z) = -9/56*z^3 - 3/7*z + 1
*
[ 6/7 ] 
f(z) = -7/54*z^3 - 1/14*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -5/48*z^3 - 1/12*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -5/56*z^3 - 1/7*z + 1
*
[ 2/3 ] 
f(z) = -3/40*z^3 - 7/15*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -3/40*z^3 - 1/5*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -3/56*z^3 - 2/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -1/40*z^3 - 2/5*z + 1
*
-6 | 0.078148761236128200371766269247749614902 | 0.020187213481275779159045525605681958815
f(z) = -1/48*z^3 - 1/12*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -1/56*z^3 - 3/7*z + 1
*
[ 7/10 ] 
f(z) = -20/49*z^3 - 8/35*z + 1
*
[ 3/4 ] 
f(z) = -17/54*z^3 - 5/32*z + 1
*
[ 2/3 ] 
f(z) = -15/56*z^3 - 8/21*z + 1
*
[ 6/11 ] 
f(z) = -11/54*z^3 - 17/22*z + 1
*
[ 3/4 ] 
f(z) = -11/54*z^3 - 7/32*z + 1
*
[ 2/3 ] 
f(z) = -9/44*z^3 - 9/22*z + 1
*
[ 2/3 ] 
f(z) = -9/52*z^3 - 11/26*z + 1
*
[ 3/4 ] 
f(z) = -8/45*z^3 - 7/30*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -5/44*z^3 - 1/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -5/52*z^3 - 3/26*z + 1
*
[ 3/5 ] 
f(z) = -5/54*z^3 - 19/30*z + 1
*
[ 3/4 ] 
f(z) = -5/54*z^3 - 9/32*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -3/44*z^3 - 5/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -3/52*z^3 - 7/26*z + 1
*
[ 2/3 ] 
f(z) = -3/56*z^3 - 10/21*z + 1
*
3/2 | 0.13200283400283996802293317035698549582 | 0.029335203858333762583522812292218743870
f(z) = -2/45*z^3 - 17/30*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -1/44*z^3 - 9/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -1/52*z^3 - 11/26*z + 1
*
[ 2/3 ] 
f(z) = -19/40*z^3 - 13/45*z + 1
*
[ 2/3 ] 
f(z) = -17/40*z^3 - 14/45*z + 1
*
[ 3/4 ] 
f(z) = -16/51*z^3 - 8/51*z + 1
*
[ 3/4 ] 
f(z) = -16/57*z^3 - 10/57*z + 1
*
[ 2/3 ] 
f(z) = -13/40*z^3 - 16/45*z + 1
*
[ 2/3 ] 
f(z) = -11/40*z^3 - 17/45*z + 1
*
[ 2/3 ] 
f(z) = -9/46*z^3 - 19/46*z + 1
*
[ 5/6 ] 
f(z) = -9/50*z^3 - 3/40*z + 1
*
[ 7/8 ] 
f(z) = -8/49*z^3 - 1/56*z + 1
*
[ 2/3 ] 
f(z) = -7/40*z^3 - 19/45*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -7/58*z^3 - 1/58*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -5/46*z^3 - 3/46*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -5/54*z^3 - 7/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = -5/58*z^3 - 9/58*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.015165877837406662652242412591071095275
f(z) = -3/46*z^3 - 11/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = -3/50*z^3 - 13/50*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -3/58*z^3 - 17/58*z + 1
*
-5 | 0.099396818723539768066134005858671403794 | 0.026944989653345759767576866476696298542
f(z) = -1/40*z^3 - 7/40*z + 1
*
-5 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = -1/45*z^3 - 11/45*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -1/46*z^3 - 19/46*z + 1
*
6 | 0.074209873800601313308568572429468832210 | 0.018518518518518518518518518518518518519
f(z) = -1/55*z^3 - 19/55*z + 1
*
[ 7/9 ] 
f(z) = -18/49*z^3 - 4/63*z + 1
*
[ 10/13 ] 
f(z) = -13/40*z^3 - 7/65*z + 1
*
[ 7/9 ] 
f(z) = -9/49*z^3 - 11/63*z + 1
*
[ 4/5 ] 
f(z) = -5/48*z^3 - 11/60*z + 1
*
-6/5 | 0.090839726101641317409725083701833494212 | 0.016574659884043035664179319951601190414
f(z) = -5/48*z^3 - 1/60*z + 1
*
[ 3/4 ] 
f(z) = -4/45*z^3 - 17/60*z + 1
*
[ 3/4 ] 
f(z) = -19/54*z^3 - 13/96*z + 1
*
[ 3/4 ] 
f(z) = -13/54*z^3 - 19/96*z + 1
*
[ 6/7 ] 
f(z) = -7/48*z^3 - 5/84*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -6/49*z^3 - 1/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -5/41*z^3 - 1/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -5/43*z^3 - 3/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -5/47*z^3 - 7/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -5/49*z^3 - 9/98*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.016252977918833686566199977136492896637
f(z) = -4/41*z^3 - 9/82*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.016277202181445560246950495373030203364
f(z) = -4/43*z^3 - 11/86*z + 1
*
-2 | 0.059783092668815041742765928158482202361 | 0.013285693628999033029943139749261382141
f(z) = -4/45*z^3 - 13/90*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.016321082110682890902152802883751189147
f(z) = -4/47*z^3 - 15/94*z + 1
*
-2 | 0.074923203794476399404795912808423021131 | 0.016341054575200750653952327315588127397
f(z) = -4/49*z^3 - 17/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -3/41*z^3 - 17/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -3/43*z^3 - 19/86*z + 1
*
5/2 | 0.082482554930445779866452157010191333156 | 0.018330231937208122980698236321459659461
f(z) = -2/45*z^3 - 11/90*z + 1
*
[ 6/7 ] 
f(z) = -1/54*z^3 - 15/98*z + 1
*
[ 14/17 ] 
f(z) = -17/56*z^3 - 1/119*z + 1
*
2/5 | 0.12425377893408861604362216563645191245 | 0.018453343633730912430956828388125770533
f(z) = -15/56*z^3 - 13/105*z + 1
*
[ 6/7 ] 
f(z) = -7/40*z^3 - 4/105*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = -7/57*z^3 - 1/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -7/59*z^3 - 3/118*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -6/53*z^3 - 5/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -6/55*z^3 - 7/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -6/59*z^3 - 11/118*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = -5/51*z^3 - 11/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -5/53*z^3 - 13/106*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.013319547533577606249217887887306711535
f(z) = -5/57*z^3 - 17/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -5/59*z^3 - 19/118*z + 1
*
[ 7/8 ] 
f(z) = -4/49*z^3 - 9/112*z + 1
*
-2 | 0.055319371311987315516626081900770559581 | 0.011961015457884194209600406970748504020
f(z) = -4/51*z^3 - 19/102*z + 1
*
-10/3 | 0.13415339501648292643622874857810650658 | 0.019923568676200934777815816942458600732
f(z) = -3/56*z^3 - 11/105*z + 1
*
-3 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -2/55*z^3 - 19/110*z + 1
*
[ 3/4 ] 
f(z) = -16/41*z^3 - 14/123*z + 1
*
[ 3/4 ] 
f(z) = -16/43*z^3 - 16/129*z + 1
*
4/3 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -15/44*z^3 - 19/132*z + 1
*
[ 3/4 ] 
f(z) = -14/45*z^3 - 19/120*z + 1
*
[ 10/13 ] 
f(z) = -13/50*z^3 - 19/130*z + 1
*
0 | 0.13385335696242104796913744290061064632 | 0.027958973958383873152111130724535311923
f(z) = -9/40*z^3 - 13/120*z + 1
*
-8/5 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = -5/48*z^3 - 13/120*z + 1
*
-8/3 | 0.099788247839834172884913505127721577141 | 0.020843534193094294942230132499620594231
f(z) = -3/40*z^3 - 11/120*z + 1
*
[ 5/6 ] 
f(z) = -3/50*z^3 - 19/120*z + 1
*
3 | 0.13247960932650190687591969094130896412 | 0.027672028787566545239566955233706080186
f(z) = -1/40*z^3 - 13/120*z + 1
*
[ 3/4 ] 
f(z) = -16/47*z^3 - 20/141*z + 1
*
[ 4/5 ] 
f(z) = -15/56*z^3 - 11/140*z + 1
*
[ 5/6 ] 
f(z) = -12/55*z^3 - 8/165*z + 1
*
[ 5/6 ] 
f(z) = -9/40*z^3 - 7/160*z + 1
*
[ 15/19 ] 
f(z) = -19/54*z^3 - 9/190*z + 1
*
13/8 | 0.11654075098598732846298637885457730479 | 0.022442079595945257342662597045150522095
f(z) = -16/45*z^3 - 11/180*z + 1
*
[ 7/9 ] 
f(z) = -15/49*z^3 - 19/189*z + 1
*
0 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = -12/49*z^3 - 1/196*z + 1
*
[ 9/11 ] 
f(z) = -11/54*z^3 - 17/198*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -5/48*z^3 - 19/192*z + 1
*
-9/4 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = -4/45*z^3 - 19/180*z + 1
*
-5/4 | 0.081502644203858842509226747619790843508 | 0.015694843331865376490074865802288275799
f(z) = -4/45*z^3 - 11/180*z + 1
*
[ 6/7 ] 
f(z) = -7/45*z^3 - 11/210*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -7/51*z^3 - 5/204*z + 1
*
-7/5 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -5/42*z^3 - 11/210*z + 1
*
[ 4/5 ] 
f(z) = -15/44*z^3 - 7/220*z + 1
*
[ 5/6 ] 
f(z) = -9/55*z^3 - 19/220*z + 1
*
[ 7/8 ] 
f(z) = -6/49*z^3 - 11/224*z + 1
*
[ 4/5 ] 
f(z) = -15/52*z^3 - 17/260*z + 1
*
[ 15/19 ] 
f(z) = -19/45*z^3 - 1/285*z + 1
*
[ 6/7 ] 
f(z) = -11/54*z^3 - 5/294*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.016970587350372731962593029326892817836
f(z) = -19/40*z^3 + 7/5*z + 1
*
[ 2 ] 
f(z) = -19/40*z^3 + 12/5*z + 1
*
[ -2 ] 
f(z) = -19/40*z^3 + 17/5*z + 1
*
-2 | 0.051345383178200943071853079200170920917 | 0.012994739589648730953018340455776033822
f(z) = -19/48*z^3 + 13/12*z + 1
*
[ -3 ] 
f(z) = -19/54*z^3 + 9/2*z + 1
*
[ 3/2 ] 
f(z) = -19/54*z^3 + 9/8*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -19/56*z^3 + 6/7*z + 1
*
[ 2 ] 
f(z) = -19/56*z^3 + 13/7*z + 1
*
[ 7/6 ] 
f(z) = -18/49*z^3 + 9/14*z + 1
*
[ 7/3 ] 
f(z) = -18/49*z^3 + 18/7*z + 1
*
-2 | 0.068312847244629023658302459918346533010 | 0.017646422144482752411476924316232273266
f(z) = -17/40*z^3 + 6/5*z + 1
*
[ 2 ] 
f(z) = -17/40*z^3 + 11/5*z + 1
*
[ -2 ] 
f(z) = -17/40*z^3 + 16/5*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -17/48*z^3 + 11/12*z + 1
*
[ 3 ] 
f(z) = -17/54*z^3 + 7/2*z + 1
*
[ -3/2 ] 
f(z) = -17/54*z^3 + 19/8*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -17/56*z^3 + 5/7*z + 1
*
[ 2 ] 
f(z) = -17/56*z^3 + 12/7*z + 1
*
[ -2 ] 
f(z) = -17/56*z^3 + 19/7*z + 1
*
[ 3/2 ] 
f(z) = -16/45*z^3 + 17/15*z + 1
*
[ 7/4 ] 
f(z) = -16/49*z^3 + 10/7*z + 1
*
[ -7/4 ] 
f(z) = -16/49*z^3 + 18/7*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -15/56*z^3 + 4/7*z + 1
*
[ 2 ] 
f(z) = -15/56*z^3 + 11/7*z + 1
*
[ -2 ] 
f(z) = -15/56*z^3 + 18/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -13/40*z^3 + 4/5*z + 1
*
[ 2 ] 
f(z) = -13/40*z^3 + 9/5*z + 1
*
[ -2 ] 
f(z) = -13/40*z^3 + 14/5*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -13/48*z^3 + 7/12*z + 1
*
[ 2 ] 
f(z) = -13/48*z^3 + 19/12*z + 1
*
[ -3 ] 
f(z) = -13/54*z^3 + 7/2*z + 1
*
[ 3/2 ] 
f(z) = -13/54*z^3 + 7/8*z + 1
*
[ 3 ] 
f(z) = -13/54*z^3 + 17/6*z + 1
*
[ 6 ] 
f(z) = -13/54*z^3 + 19/2*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -13/56*z^3 + 3/7*z + 1
*
[ 2 ] 
f(z) = -13/56*z^3 + 10/7*z + 1
*
[ -2 ] 
f(z) = -13/56*z^3 + 17/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -11/40*z^3 + 3/5*z + 1
*
[ 2 ] 
f(z) = -11/40*z^3 + 8/5*z + 1
*
[ -2 ] 
f(z) = -11/40*z^3 + 13/5*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -11/48*z^3 + 5/12*z + 1
*
[ 2 ] 
f(z) = -11/48*z^3 + 17/12*z + 1
*
[ 3 ] 
f(z) = -11/54*z^3 + 5/2*z + 1
*
[ -6 ] 
f(z) = -11/54*z^3 + 17/2*z + 1
*
[ -3/2 ] 
f(z) = -11/54*z^3 + 17/8*z + 1
*
[ -3 ] 
f(z) = -11/54*z^3 + 19/6*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -11/56*z^3 + 2/7*z + 1
*
[ 2 ] 
f(z) = -11/56*z^3 + 9/7*z + 1
*
[ -2 ] 
f(z) = -11/56*z^3 + 16/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -9/40*z^3 + 2/5*z + 1
*
[ 2 ] 
f(z) = -9/40*z^3 + 7/5*z + 1
*
-10/3 | 0.12792188135832702951795598453643737531 | 0.029911589494799837014082970287519730306
f(z) = -9/40*z^3 + 9/5*z + 1
*
[ -2 ] 
f(z) = -9/40*z^3 + 12/5*z + 1
*
[ 10/3 ] 
f(z) = -9/40*z^3 + 16/5*z + 1
*
-10/3 | 0.13777609475412189755807628495968179716 | 0.028045140144925774859453650431076576137
f(z) = -9/40*z^3 + 17/5*z + 1
*
[ -10/3 ] 
f(z) = -9/40*z^3 + 19/5*z + 1
*
[ 7/3 ] 
f(z) = -9/49*z^3 + 11/7*z + 1
*
[ -7/3 ] 
f(z) = -9/49*z^3 + 17/7*z + 1
*
[ 5/3 ] 
f(z) = -9/50*z^3 + 9/10*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = -9/56*z^3 + 1/7*z + 1
*
[ 2 ] 
f(z) = -9/56*z^3 + 8/7*z + 1
*
[ -2 ] 
f(z) = -9/56*z^3 + 15/7*z + 1
*
[ -2/3 ] 
f(z) = -9/56*z^3 + 18/7*z + 1
*
-14/3 | 0.14661429608973658969569915916118646098 | 0.029183475897042094288630990192943486272
f(z) = -9/56*z^3 + 19/7*z + 1
*
[ 3/2 ] 
f(z) = -8/45*z^3 + 11/15*z + 1
*
[ 7/4 ] 
f(z) = -8/49*z^3 + 13/14*z + 1
*
[ 7/2 ] 
f(z) = -8/49*z^3 + 19/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = -7/40*z^3 + 1/5*z + 1
*
[ 2 ] 
f(z) = -7/40*z^3 + 6/5*z + 1
*
[ -2 ] 
f(z) = -7/40*z^3 + 11/5*z + 1
*
-2 | 0.051345269213453875604939132125562461387 | 0.013263395279340495765739974702588429999
f(z) = -7/48*z^3 + 1/12*z + 1
*
[ 2 ] 
f(z) = -7/48*z^3 + 13/12*z + 1
*
-4 | 0.051345269213453875604939132125562461387 | 0.011856021874128857832407612564844776809
f(z) = -7/48*z^3 + 19/12*z + 1
*
[ -3 ] 
f(z) = -7/54*z^3 + 5/2*z + 1
*
[ 3/2 ] 
f(z) = -7/54*z^3 + 5/8*z + 1
*
[ 6 ] 
f(z) = -7/54*z^3 + 11/2*z + 1
*
[ 3 ] 
f(z) = -7/54*z^3 + 11/6*z + 1
*
[ 3 ] 
f(z) = -5/54*z^3 + 3/2*z + 1
*
[ 6/5 ] 
f(z) = -5/54*z^3 + 3/10*z + 1
*
[ -6 ] 
f(z) = -5/54*z^3 + 9/2*z + 1
*
[ -3 ] 
f(z) = -5/54*z^3 + 13/6*z + 1
*
[ -3/2 ] 
f(z) = -5/54*z^3 + 15/8*z + 1
*
[ 2 ] 
f(z) = -5/56*z^3 + 6/7*z + 1
*
[ -2 ] 
f(z) = -5/56*z^3 + 13/7*z + 1
*
[ 3/2 ] 
f(z) = -4/45*z^3 + 8/15*z + 1
*
[ 7/2 ] 
f(z) = -4/49*z^3 + 12/7*z + 1
*
[ -7/2 ] 
f(z) = -4/49*z^3 + 16/7*z + 1
*
-10/3 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -3/40*z^3 + 2/15*z + 1
*
[ 2 ] 
f(z) = -3/40*z^3 + 4/5*z + 1
*
[ -2 ] 
f(z) = -3/40*z^3 + 9/5*z + 1
*
2 | 0.12555508784872591620095986997916415358 | 0.024991654822948709142616341078185102384
f(z) = -3/40*z^3 + 19/5*z + 1
*
[ 2 ] 
f(z) = -3/56*z^3 + 5/7*z + 1
*
[ -2 ] 
f(z) = -3/56*z^3 + 12/7*z + 1
*
[ 3 ] 
f(z) = -2/45*z^3 + 16/15*z + 1
*
[ 7/2 ] 
f(z) = -2/49*z^3 + 17/14*z + 1
*
-6 | 0.082509121365388062086379507977782752389 | 0.017234310949942530103346476509091242019
f(z) = -1/40*z^3 + 1/15*z + 1
*
[ 2 ] 
f(z) = -1/40*z^3 + 3/5*z + 1
*
10 | 0.10224985674117637920179082251780787949 | 0.022015773211526989232897159521079219984
f(z) = -1/40*z^3 + 13/5*z + 1
*
[ 10 ] 
f(z) = -1/40*z^3 + 17/5*z + 1
*
[ -10 ] 
f(z) = -1/40*z^3 + 18/5*z + 1
*
[ 3 ] 
f(z) = -1/45*z^3 + 13/15*z + 1
*
[ 4 ] 
f(z) = -1/48*z^3 + 13/12*z + 1
*
[ 7 ] 
f(z) = -1/49*z^3 + 13/7*z + 1
*
[ -7 ] 
f(z) = -1/49*z^3 + 15/7*z + 1
*
[ 5 ] 
f(z) = -1/50*z^3 + 13/10*z + 1
*
[ -5 ] 
f(z) = -1/50*z^3 + 17/10*z + 1
*
6 | 0.11552556370974510795838655077909732880 | 0.028961149596285718792646453749398396291
f(z) = -1/54*z^3 + 1
*
-12 | 0.11696377043807803225927498548664497662 | 0.022989986376884109761208335286200648929
f(z) = -1/54*z^3 + 3*z + 1
*
[ 3/2 ] 
f(z) = -1/54*z^3 + 3/8*z + 1
*
[ 3 ] 
f(z) = -1/54*z^3 + 5/6*z + 1
*
-12 | 0.11552556370974510795838655077909732880 | 0.021031179953357563795392137551388970188
f(z) = -1/54*z^3 + 9/4*z + 1
*
[ -6 ] 
f(z) = -1/54*z^3 + 11/6*z + 1
*
-3 | 0.069658829889495474628719041818066530693 | 0.011602288502582751326677041998591154277
f(z) = -1/54*z^3 + 15/2*z + 1
*
[ -12 ] 
f(z) = -1/54*z^3 + 15/4*z + 1
*
12 | 0.061034668176470924441760471272596279277 | 0.012133072533688360072280925628966889797
f(z) = -1/54*z^3 + 17/6*z + 1
*
[ 2 ] 
f(z) = -1/56*z^3 + 4/7*z + 1
*
[ -2 ] 
f(z) = -1/56*z^3 + 11/7*z + 1
*
-6 | 0.11952846044117465713559908350114296655 | 0.024966823310219602876288724958275323850
f(z) = -1/56*z^3 + 15/7*z + 1
*
-14 | 0.074543549828428689506612020515142767294 | 0.014999265633336441195630232608596921260
f(z) = -1/56*z^3 + 18/7*z + 1
*
[ 7/8 ] 
f(z) = -16/49*z^3 + 3/28*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -15/44*z^3 + 19/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -15/52*z^3 + 17/26*z + 1
*
-2/3 | 0.14661429608973658969569915916118646098 | 0.028613451749286381919319553648654341837
f(z) = -15/56*z^3 + 13/21*z + 1
*
3/2 | 0.12219068394989620716574213647052801898 | 0.027154633840530410746514862295147034622
f(z) = -14/45*z^3 + 1/30*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -13/44*z^3 + 15/22*z + 1
*
[ 7/6 ] 
f(z) = -12/49*z^3 + 10/21*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -11/52*z^3 + 9/26*z + 1
*
[ 3/2 ] 
f(z) = -11/54*z^3 + 19/24*z + 1
*
[ 4/3 ] 
f(z) = -9/40*z^3 + 13/20*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -9/44*z^3 + 7/22*z + 1
*
[ 7/6 ] 
f(z) = -9/49*z^3 + 11/28*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -9/52*z^3 + 5/26*z + 1
*
[ 4/3 ] 
f(z) = -9/56*z^3 + 15/28*z + 1
*
-3/4 | 0.12538028485645664880857606948274932797 | 0.027863464022302596634433778130230447512
f(z) = -8/45*z^3 + 13/30*z + 1
*
-10/7 | 0.080324373527142729713967406396576121981 | 0.014255079458861219011187938577933606421
f(z) = -7/40*z^3 + 2/35*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = -7/44*z^3 + 3/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -7/52*z^3 + 1/26*z + 1
*
[ 7/5 ] 
f(z) = -5/49*z^3 + 17/35*z + 1
*
[ 3/2 ] 
f(z) = -5/54*z^3 + 13/24*z + 1
*
-14/5 | 0.077855150471297208795913994451822165728 | 0.013816869120988670411228185241681959582
f(z) = -5/56*z^3 + 2/35*z + 1
*
[ 7/4 ] 
f(z) = -4/49*z^3 + 19/28*z + 1
*
[ 2 ] 
f(z) = -3/44*z^3 + 17/22*z + 1
*
[ 7/3 ] 
f(z) = -3/49*z^3 + 19/21*z + 1
*
[ 5/3 ] 
f(z) = -3/50*z^3 + 17/30*z + 1
*
[ 2 ] 
f(z) = -3/52*z^3 + 19/26*z + 1
*
-14/3 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -3/56*z^3 + 8/21*z + 1
*
-2/3 | 0.14661429608973658969569915916118646098 | 0.028613451749286381919319553648654341837
f(z) = -3/56*z^3 + 11/21*z + 1
*
[ 3/2 ] 
f(z) = -2/45*z^3 + 13/30*z + 1
*
[ 2 ] 
f(z) = -1/44*z^3 + 13/22*z + 1
*
-8 | 0.10268950481048686148769706704839035532 | 0.026526523557195411914431235933791028776
f(z) = -1/48*z^3 + 11/24*z + 1
*
[ 2 ] 
f(z) = -1/52*z^3 + 15/26*z + 1
*
15/2 | 0.090984820135386446842455752978456588385 | 0.016926531657471022276254131117416374994
f(z) = -1/54*z^3 + 17/24*z + 1
*
[ 10/11 ] 
f(z) = -11/40*z^3 + 7/55*z + 1
*
-10/11 | 0.083114405155186292917403152288686921796 | 0.013654917240110919528911852186532938773
f(z) = -11/40*z^3 + 18/55*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = -11/50*z^3 + 19/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = -11/54*z^3 + 17/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -11/58*z^3 + 15/58*z + 1
*
-10/9 | 0.077354658933534702656899346144231602700 | 0.013141911614239153161771992921988583395
f(z) = -9/40*z^3 + 8/45*z + 1
*
[ 10/9 ] 
f(z) = -9/40*z^3 + 17/45*z + 1
*
7/3 | 0.061520213213795634999103451973630210937 | 0.016257169741806992421034273530396436970
f(z) = -9/44*z^3 + 5/44*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -9/46*z^3 + 13/46*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = -9/50*z^3 + 11/50*z + 1
*
-7/3 | 0.11523726322488309832290264337501385914 | 0.028627874550717166850656256943792658418
f(z) = -9/56*z^3 + 17/56*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = -9/58*z^3 + 7/58*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.015165877837406662652242412591071095275
f(z) = -7/46*z^3 + 5/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = -7/50*z^3 + 3/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = -7/54*z^3 + 1/54*z + 1
*
[ 7/6 ] 
f(z) = -6/49*z^3 + 13/42*z + 1
*
-3 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -5/42*z^3 + 17/42*z + 1
*
-12/5 | 0.099397852339960657788315203061405971248 | 0.014230764398213620087468176262411414858
f(z) = -5/54*z^3 + 3/40*z + 1
*
5 | 0.099396818723539768066134005858671403794 | 0.026944989653345759767576866476696298542
f(z) = -1/40*z^3 + 17/40*z + 1
*
-7 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = -1/42*z^3 + 13/42*z + 1
*
5 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = -1/45*z^3 + 16/45*z + 1
*
15/8 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = -16/45*z^3 + 7/60*z + 1
*
-14/11 | 0.089345372500023569408228956181594182725 | 0.013909689757728606086715452974821600287
f(z) = -11/56*z^3 + 8/77*z + 1
*
-14/9 | 0.083585626278371979147725150037138863628 | 0.013432639903066803234662266105439996827
f(z) = -9/56*z^3 + 2/63*z + 1
*
-12/5 | 0.054655836239901505172059908859507292367 | 0.0099725300287750751038997845986910054752
f(z) = -5/48*z^3 + 1/60*z + 1
*
[ 7/6 ] 
f(z) = -4/49*z^3 + 16/63*z + 1
*
[ 6/7 ] 
f(z) = -19/54*z^3 + 9/98*z + 1
*
[ 6/7 ] 
f(z) = -13/54*z^3 + 1/98*z + 1
*
-14/13 | 0.090376570553499903926695276327274363620 | 0.013713572398673620751016802142125194305
f(z) = -13/56*z^3 + 18/91*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -8/45*z^3 + 19/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -8/47*z^3 + 17/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -8/49*z^3 + 15/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -7/41*z^3 + 15/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -7/43*z^3 + 13/86*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014553506155371572747316228384380784626
f(z) = -7/45*z^3 + 11/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -7/47*z^3 + 9/94*z + 1
*
-12/7 | 0.063357060257005192303120321899903077001 | 0.010891498978576499017611838869761716504
f(z) = -7/48*z^3 + 1/84*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -6/41*z^3 + 7/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -6/43*z^3 + 5/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -6/47*z^3 + 1/94*z + 1
*
[ 7/6 ] 
f(z) = -3/49*z^3 + 19/84*z + 1
*
-9/2 | 0.13200348614219368738718001735610812484 | 0.029335348784319859124414144378253851254
f(z) = -2/45*z^3 + 11/90*z + 1
*
[ 7/8 ] 
f(z) = -20/49*z^3 + 19/112*z + 1
*
[ 5/6 ] 
f(z) = -18/55*z^3 + 3/110*z + 1
*
[ 14/15 ] 
f(z) = -15/56*z^3 + 17/105*z + 1
*
[ 7/8 ] 
f(z) = -12/49*z^3 + 5/112*z + 1
*
-4/3 | 0.14241270408660681184753178997143851727 | 0.023467817478472815971573787334107921399
f(z) = -11/48*z^3 + 17/108*z + 1
*
[ 10/11 ] 
f(z) = -11/50*z^3 + 9/110*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -9/53*z^3 + 19/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -9/55*z^3 + 17/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -9/59*z^3 + 13/118*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.011344264257752723364281708739022590496
f(z) = -8/51*z^3 + 13/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -8/53*z^3 + 11/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -8/55*z^3 + 9/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -8/57*z^3 + 7/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -8/59*z^3 + 5/118*z + 1
*
-4/3 | 0.14241400836531425057602548396968377531 | 0.023468032407153817746788493673398633855
f(z) = -7/48*z^3 + 1/108*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = -7/51*z^3 + 5/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -7/53*z^3 + 3/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -7/55*z^3 + 1/110*z + 1
*
-3 | 0.090206600288639938093253597427072582829 | 0.018842142218760304704046550238633673845
f(z) = -3/40*z^3 + 1/120*z + 1
*
8/3 | 0.099788247839834172884913505127721577141 | 0.020843534193094294942230132499620594231
f(z) = -3/40*z^3 + 19/120*z + 1
*
[ 12/13 ] 
f(z) = -13/54*z^3 + 19/156*z + 1
*
-4 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = -3/50*z^3 + 19/150*z + 1
*
[ 15/17 ] 
f(z) = -17/54*z^3 + 19/170*z + 1
*
[ 14/15 ] 
f(z) = -9/56*z^3 + 12/175*z + 1
*
-8/7 | 0.13872487794114081158224063637141220216 | 0.023847726840072677406879233364040903227
f(z) = -7/48*z^3 + 11/168*z + 1
*
-11/3 | 0.13652903830364332812603559213747670477 | 0.026739227632085310009469789603026468200
f(z) = -3/55*z^3 + 1/165*z + 1
*
9/4 | 0.11308473219075194651754178056966567122 | 0.021776559181570366327156078164493815627
f(z) = -4/45*z^3 + 1/180*z + 1
*
4 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = -1/45*z^3 + 19/180*z + 1
*
[ 6/7 ] 
f(z) = -14/45*z^3 + 13/210*z + 1
*
-6/5 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -5/42*z^3 + 1/210*z + 1
*
[ 14/17 ] 
f(z) = -17/49*z^3 + 5/238*z + 1
*
[ 7/8 ] 
f(z) = -10/49*z^3 + 3/224*z + 1
*
0 | 0.17503538331208917819463631078709816594 | 0.027771849129020493858041323408505422004
f(z) = -13/42*z^3 + 11/273*z + 1
*
[ 6/7 ] 
f(z) = -17/54*z^3 + 19/294*z + 1
*
[ 2 ] 
f(z) = -19/48*z^3 + 25/12*z + 1
*
[ -2 ] 
f(z) = -19/48*z^3 + 37/12*z + 1
*
[ 3 ] 
f(z) = -19/54*z^3 + 23/6*z + 1
*
[ 6 ] 
f(z) = -19/54*z^3 + 27/2*z + 1
*
[ -2 ] 
f(z) = -19/56*z^3 + 20/7*z + 1
*
[ -7/3 ] 
f(z) = -18/49*z^3 + 24/7*z + 1
*
[ -7/6 ] 
f(z) = -18/49*z^3 + 33/14*z + 1
*
[ 2 ] 
f(z) = -17/48*z^3 + 23/12*z + 1
*
[ -2 ] 
f(z) = -17/48*z^3 + 35/12*z + 1
*
[ -6 ] 
f(z) = -17/54*z^3 + 25/2*z + 1
*
[ -3 ] 
f(z) = -17/54*z^3 + 25/6*z + 1
*
[ -3/2 ] 
f(z) = -16/45*z^3 + 37/15*z + 1
*
[ -3/4 ] 
f(z) = -16/45*z^3 + 38/15*z + 1
*
[ 7/2 ] 
f(z) = -16/49*z^3 + 33/7*z + 1
*
[ -7/2 ] 
f(z) = -16/49*z^3 + 37/7*z + 1
*
[ 7/2 ] 
f(z) = -12/49*z^3 + 26/7*z + 1
*
[ -7/2 ] 
f(z) = -12/49*z^3 + 30/7*z + 1
*
-4 | 0.051345561328500940921540676957935429933 | 0.010390383790939949846139360471110354736
f(z) = -11/48*z^3 + 35/12*z + 1
*
2/3 | 0.12279113211289337675655994317455313003 | 0.023546048852803570906876441705635748737
f(z) = -9/40*z^3 + 23/5*z + 1
*
2/3 | 0.15628993643087515296529966347234112930 | 0.027337620979592664415619389535149662469
f(z) = -9/40*z^3 + 38/5*z + 1
*
[ -5/3 ] 
f(z) = -9/50*z^3 + 21/10*z + 1
*
[ 10/3 ] 
f(z) = -9/50*z^3 + 27/10*z + 1
*
[ -10/3 ] 
f(z) = -9/50*z^3 + 33/10*z + 1
*
14/3 | 0.15404591451274847955543059378079526125 | 0.029539369547934284994622519691404575757
f(z) = -9/56*z^3 + 23/7*z + 1
*
-14/3 | 0.14220085688131448434667115730326696549 | 0.026838871106349237630578059961932867864
f(z) = -9/56*z^3 + 25/7*z + 1
*
[ 14/3 ] 
f(z) = -9/56*z^3 + 30/7*z + 1
*
[ -14/3 ] 
f(z) = -9/56*z^3 + 33/7*z + 1
*
[ -3/2 ] 
f(z) = -8/45*z^3 + 31/15*z + 1
*
[ 3 ] 
f(z) = -8/45*z^3 + 34/15*z + 1
*
[ -7/2 ] 
f(z) = -8/49*z^3 + 23/7*z + 1
*
[ -7/4 ] 
f(z) = -8/49*z^3 + 29/14*z + 1
*
[ 3 ] 
f(z) = -7/45*z^3 + 31/15*z + 1
*
3/2 | 0.19608024116675146010413142146531613570 | 0.029427635635221949823527622744650801895
f(z) = -7/54*z^3 + 29/8*z + 1
*
[ -6 ] 
f(z) = -7/54*z^3 + 35/6*z + 1
*
[ 7/2 ] 
f(z) = -6/49*z^3 + 31/14*z + 1
*
[ -7/2 ] 
f(z) = -6/49*z^3 + 39/14*z + 1
*
[ 4 ] 
f(z) = -5/48*z^3 + 29/12*z + 1
*
-6 | 0.12973136767281339257348745633937459576 | 0.018101113723806026465253487468659593636
f(z) = -5/54*z^3 + 24/5*z + 1
*
[ 6 ] 
f(z) = -5/54*z^3 + 25/6*z + 1
*
15/2 | 0.079302470191727398983811417452066775611 | 0.011395017838604950081460517389929665178
f(z) = -5/54*z^3 + 39/8*z + 1
*
[ 3 ] 
f(z) = -4/45*z^3 + 22/15*z + 1
*
[ -3/2 ] 
f(z) = -4/45*z^3 + 28/15*z + 1
*
[ -3 ] 
f(z) = -4/45*z^3 + 32/15*z + 1
*
[ 7 ] 
f(z) = -4/49*z^3 + 34/7*z + 1
*
[ -7 ] 
f(z) = -4/49*z^3 + 36/7*z + 1
*
-6 | 0.059220804337132532136717656387354292583 | 0.010943214646647563518331091915622833301
f(z) = -3/40*z^3 + 28/15*z + 1
*
[ 7 ] 
f(z) = -3/49*z^3 + 27/7*z + 1
*
[ -7 ] 
f(z) = -3/49*z^3 + 29/7*z + 1
*
[ 5 ] 
f(z) = -3/50*z^3 + 23/10*z + 1
*
[ -5 ] 
f(z) = -3/50*z^3 + 27/10*z + 1
*
-6 | 0.13677384955343868284883477420928906192 | 0.026015020437514128412335182526293877679
f(z) = -3/56*z^3 + 24/7*z + 1
*
[ -3 ] 
f(z) = -2/45*z^3 + 26/15*z + 1
*
[ 7 ] 
f(z) = -2/49*z^3 + 20/7*z + 1
*
[ -7 ] 
f(z) = -2/49*z^3 + 22/7*z + 1
*
[ -7/2 ] 
f(z) = -2/49*z^3 + 25/14*z + 1
*
[ 6 ] 
f(z) = -1/40*z^3 + 26/15*z + 1
*
-14 | 0.15684886248362069621684487608930940100 | 0.029179672304861322068311235001383333871
f(z) = -1/40*z^3 + 27/5*z + 1
*
[ -6 ] 
f(z) = -1/40*z^3 + 31/15*z + 1
*
[ -3 ] 
f(z) = -1/45*z^3 + 23/15*z + 1
*
[ -6 ] 
f(z) = -1/48*z^3 + 23/12*z + 1
*
-12 | 0.051344730847210821214831939100302365492 | 0.011149366640875667937538848849432588917
f(z) = -1/48*z^3 + 25/12*z + 1
*
-6 | 0.064171484336257944211747271051531695575 | 0.012985861551345084949624854476464650470
f(z) = -1/48*z^3 + 35/12*z + 1
*
4 | 0.056815764245179069236039429531248464921 | 0.011369491855182488312226169926049691384
f(z) = -1/48*z^3 + 37/12*z + 1
*
[ 10 ] 
f(z) = -1/50*z^3 + 29/10*z + 1
*
[ -10 ] 
f(z) = -1/50*z^3 + 31/10*z + 1
*
-15 | 0.14955001656384075950194745049978083807 | 0.028361469577777664537033768449526713883
f(z) = -1/50*z^3 + 39/10*z + 1
*
24 | 0.11947301435318413619839175914045288192 | 0.018843256135806238791493581417363936310
f(z) = -1/54*z^3 + 21/2*z + 1
*
3 | 0.062049323866056127516514038078243806582 | 0.011635588950315085938567809843424248665
f(z) = -1/54*z^3 + 23/6*z + 1
*
15 | 0.18688421236409459581318721882642543540 | 0.027513948145542233245945679500685533961
f(z) = -1/54*z^3 + 33/10*z + 1
*
15 | 0.20361386583552693142859749941051426906 | 0.029257394224589729509779320436263125301
f(z) = -1/54*z^3 + 39/10*z + 1
*
-6 | 0.060230721284275721959945676942026424690 | 0.011648952272567917246874549056033456201
f(z) = -1/56*z^3 + 22/7*z + 1
*
-10 | 0.074593385946078217627417150955843099337 | 0.014303797671378947832285949740482810620
f(z) = -1/56*z^3 + 23/7*z + 1
*
[ 14 ] 
f(z) = -1/56*z^3 + 31/7*z + 1
*
[ -14 ] 
f(z) = -1/56*z^3 + 32/7*z + 1
*
[ 7/5 ] 
f(z) = -20/49*z^3 + 38/35*z + 1
*
-2 | 0.070077894874013049915701568866734313554 | 0.017567855387732468044461753410552965493
f(z) = -19/44*z^3 + 27/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -19/52*z^3 + 25/26*z + 1
*
-2 | 0.070077646670458852513729919326400382673 | 0.018303528435627531482033570128304283327
f(z) = -17/44*z^3 + 23/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = -17/52*z^3 + 21/26*z + 1
*
[ 3/2 ] 
f(z) = -17/54*z^3 + 25/24*z + 1
*
[ 7/5 ] 
f(z) = -15/49*z^3 + 31/35*z + 1
*
[ 3/2 ] 
f(z) = -14/45*z^3 + 31/30*z + 1
*
[ 2 ] 
f(z) = -13/44*z^3 + 37/22*z + 1
*
[ 7/4 ] 
f(z) = -12/49*z^3 + 33/28*z + 1
*
0 | 0.12753632113687553493438654335070337696 | 0.029631596728926529533315189899631144455
f(z) = -11/42*z^3 + 37/21*z + 1
*
[ 2 ] 
f(z) = -11/52*z^3 + 35/26*z + 1
*
[ 7/5 ] 
f(z) = -10/49*z^3 + 24/35*z + 1
*
[ 2 ] 
f(z) = -9/44*z^3 + 29/22*z + 1
*
[ 2 ] 
f(z) = -9/52*z^3 + 31/26*z + 1
*
-10/3 | 0.10212091861725852551889771197713029749 | 0.017862589434740672094181451158061509019
f(z) = -9/56*z^3 + 38/35*z + 1
*
2 | 0.13087698021982565462222611350981070932 | 0.023226595744802037535495159268512487895
f(z) = -7/40*z^3 + 22/35*z + 1
*
[ 10/7 ] 
f(z) = -7/40*z^3 + 23/35*z + 1
*
[ 2 ] 
f(z) = -7/44*z^3 + 25/22*z + 1
*
[ 2 ] 
f(z) = -7/52*z^3 + 27/26*z + 1
*
[ 7/3 ] 
f(z) = -6/49*z^3 + 26/21*z + 1
*
[ 2 ] 
f(z) = -5/44*z^3 + 21/22*z + 1
*
[ 2 ] 
f(z) = -5/52*z^3 + 23/26*z + 1
*
[ -12/5 ] 
f(z) = -5/54*z^3 + 39/20*z + 1
*
-14/5 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = -5/56*z^3 + 22/35*z + 1
*
[ 4 ] 
f(z) = -3/40*z^3 + 39/20*z + 1
*
[ -2 ] 
f(z) = -3/44*z^3 + 39/22*z + 1
*
[ -7/3 ] 
f(z) = -3/49*z^3 + 37/21*z + 1
*
14/3 | 0.12094321190764098647650138890250708147 | 0.022204707819543915476003696654258808085
f(z) = -3/56*z^3 + 29/21*z + 1
*
-14/3 | 0.074544583444849579228793217717877334748 | 0.013443137607627251049853339294721576998
f(z) = -3/56*z^3 + 32/21*z + 1
*
[ 4 ] 
f(z) = -1/40*z^3 + 23/20*z + 1
*
[ -4 ] 
f(z) = -1/40*z^3 + 33/20*z + 1
*
[ -2 ] 
f(z) = -1/44*z^3 + 35/22*z + 1
*
[ 7/2 ] 
f(z) = -1/49*z^3 + 27/28*z + 1
*
[ 4 ] 
f(z) = -1/56*z^3 + 29/28*z + 1
*
[ 6 ] 
f(z) = -1/56*z^3 + 31/21*z + 1
*
[ -6 ] 
f(z) = -1/56*z^3 + 38/21*z + 1
*
[ 6/5 ] 
f(z) = -17/54*z^3 + 31/50*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = -17/58*z^3 + 39/58*z + 1
*
[ 5/4 ] 
f(z) = -16/45*z^3 + 34/45*z + 1
*
[ 5/4 ] 
f(z) = -16/55*z^3 + 36/55*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.015165877837406662652242412591071095275
f(z) = -15/46*z^3 + 37/46*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -15/58*z^3 + 31/58*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -13/46*z^3 + 29/46*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = -13/50*z^3 + 27/50*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -13/54*z^3 + 25/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = -13/58*z^3 + 23/58*z + 1
*
2 | 0.15598726487221772345314782653880790767 | 0.025627244619803235464599504834115158488
f(z) = -11/40*z^3 + 28/55*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.015165877837406662652242412591071095275
f(z) = -11/46*z^3 + 21/46*z + 1
*
[ 6/5 ] 
f(z) = -11/54*z^3 + 23/50*z + 1
*
2 | 0.095592176277847913461487248751572053477 | 0.016240313757128232429483986824257817774
f(z) = -9/40*z^3 + 23/45*z + 1
*
-8/3 | 0.093164012937676244584128360051628212815 | 0.025255369305651141285103397106538091828
f(z) = -9/40*z^3 + 39/40*z + 1
*
[ 4/3 ] 
f(z) = -9/44*z^3 + 27/44*z + 1
*
[ 4/3 ] 
f(z) = -9/52*z^3 + 29/52*z + 1
*
7/3 | 0.10819415820471396445695505285062045805 | 0.026878187675808889481916861322495524101
f(z) = -9/56*z^3 + 25/56*z + 1
*
[ 3/2 ] 
f(z) = -8/51*z^3 + 35/51*z + 1
*
[ 3/2 ] 
f(z) = -8/57*z^3 + 37/57*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = -7/48*z^3 + 31/48*z + 1
*
3 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = -5/48*z^3 + 29/48*z + 1
*
-3/2 | 0.093985733898528795679346381286384020786 | 0.013455912823233660987954571324516311095
f(z) = -5/54*z^3 + 27/40*z + 1
*
[ 3/2 ] 
f(z) = -4/51*z^3 + 26/51*z + 1
*
[ 3/2 ] 
f(z) = -4/57*z^3 + 28/57*z + 1
*
[ 2 ] 
f(z) = -3/46*z^3 + 35/46*z + 1
*
[ 2 ] 
f(z) = -3/50*z^3 + 37/50*z + 1
*
[ 5/2 ] 
f(z) = -3/50*z^3 + 39/40*z + 1
*
[ 7/4 ] 
f(z) = -2/49*z^3 + 31/56*z + 1
*
-5 | 0.099396818723539768066134005858671403794 | 0.026944989653345759767576866476696298542
f(z) = -1/40*z^3 + 33/40*z + 1
*
6 | 0.097070041307124874536304040595618126122 | 0.025970738781269562248511498367834433503
f(z) = -1/42*z^3 + 29/42*z + 1
*
[ 2 ] 
f(z) = -1/46*z^3 + 27/46*z + 1
*
-3 | 0.077016353395549478824136902384241840897 | 0.019894692416782374223036891846803898167
f(z) = -1/48*z^3 + 25/48*z + 1
*
[ 5/2 ] 
f(z) = -1/50*z^3 + 29/40*z + 1
*
[ 2 ] 
f(z) = -1/50*z^3 + 29/50*z + 1
*
[ 2 ] 
f(z) = -1/54*z^3 + 31/54*z + 1
*
-15/2 | 0.18120451627562801402424510158540485583 | 0.025943002975467993665897150958614442465
f(z) = -1/54*z^3 + 39/40*z + 1
*
[ 2 ] 
f(z) = -1/58*z^3 + 33/58*z + 1
*
3/2 | 0.13010386566090226292465607313757144929 | 0.025053908475784660840095985809315805778
f(z) = -16/45*z^3 + 23/60*z + 1
*
[ 7/6 ] 
f(z) = -16/49*z^3 + 37/63*z + 1
*
-10/13 | 0.084145603208662627435869472434367102691 | 0.013455053814858829324675874740871801805
f(z) = -13/40*z^3 + 32/65*z + 1
*
2 | 0.15385821722083073725650961120041222596 | 0.024602243178778436442640094811505943887
f(z) = -13/40*z^3 + 37/65*z + 1
*
[ 7/6 ] 
f(z) = -8/49*z^3 + 23/63*z + 1
*
-3/4 | 0.12538093699581036817282291648187195699 | 0.024144421106506354655315078034052819026
f(z) = -4/45*z^3 + 23/60*z + 1
*
[ 4/3 ] 
f(z) = -3/40*z^3 + 23/60*z + 1
*
[ 3/2 ] 
f(z) = -1/45*z^3 + 23/60*z + 1
*
-22/3 | 0.17374052543956645861903854772717474999 | 0.027920995734683982790517208434116811734
f(z) = -1/56*z^3 + 29/63*z + 1
*
[ 14/13 ] 
f(z) = -13/56*z^3 + 31/91*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -11/49*z^3 + 39/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -10/41*z^3 + 39/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -10/43*z^3 + 37/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -10/47*z^3 + 33/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -10/49*z^3 + 31/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -9/41*z^3 + 31/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -9/43*z^3 + 29/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -9/47*z^3 + 25/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -9/49*z^3 + 23/98*z + 1
*
[ 10/9 ] 
f(z) = -9/50*z^3 + 29/90*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -8/41*z^3 + 23/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -8/43*z^3 + 21/86*z + 1
*
-9/4 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -8/45*z^3 + 31/90*z + 1
*
-6/7 | 0.14841362476480414105481512851932339103 | 0.025513286695684000299838735223631849283
f(z) = -7/48*z^3 + 23/84*z + 1
*
14/3 | 0.12341601547476177579402627077160615508 | 0.019354132062285029765615582172584999892
f(z) = -3/49*z^3 + 31/84*z + 1
*
[ 4/3 ] 
f(z) = -3/56*z^3 + 29/84*z + 1
*
11/2 | 0.11654009884663360909873953185545467577 | 0.025898895149954222121971223749947421964
f(z) = -2/45*z^3 + 31/90*z + 1
*
-6/5 | 0.14771919658711365251431434767614749458 | 0.021938271168127938071408581987197635062
f(z) = -15/56*z^3 + 23/105*z + 1
*
-14/15 | 0.074585467403403511565698180359070907568 | 0.011076936829482964171280340061305097511
f(z) = -15/56*z^3 + 32/105*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.016425820687500617297958274703231232414
f(z) = -12/59*z^3 + 37/118*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = -11/51*z^3 + 37/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -11/53*z^3 + 35/106*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.013319547533577606249217887887306711535
f(z) = -11/57*z^3 + 31/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -11/59*z^3 + 29/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -10/51*z^3 + 29/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -10/53*z^3 + 27/106*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -10/57*z^3 + 23/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -10/59*z^3 + 21/118*z + 1
*
-6/7 | 0.17261466842782000250762456025622731691 | 0.025635580825358729580276823095417660484
f(z) = -7/40*z^3 + 31/105*z + 1
*
[ 6/5 ] 
f(z) = -5/56*z^3 + 31/105*z + 1
*
[ 4/3 ] 
f(z) = -1/48*z^3 + 31/108*z + 1
*
-12/11 | 0.066147091885048755506556067792013876817 | 0.010551296214251616639094566037982361388
f(z) = -11/48*z^3 + 25/132*z + 1
*
[ 10/9 ] 
f(z) = -3/40*z^3 + 26/135*z + 1
*
3 | 0.13342769719495899313053084871379454091 | 0.027326051580704647908249776407137705959
f(z) = -3/44*z^3 + 37/132*z + 1
*
[ 7/6 ] 
f(z) = -2/49*z^3 + 25/126*z + 1
*
[ 12/13 ] 
f(z) = -13/48*z^3 + 23/156*z + 1
*
-8/3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -3/52*z^3 + 25/156*z + 1
*
[ 6/5 ] 
f(z) = -1/54*z^3 + 29/150*z + 1
*
11/6 | 0.13652903830364332812603559213747670477 | 0.026739227632085310009469789603026468200
f(z) = -12/55*z^3 + 31/165*z + 1
*
-5/3 | 0.13321895188146199151587824644676743866 | 0.026090946830987631015353366808880749599
f(z) = -12/55*z^3 + 34/165*z + 1
*
3 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = -3/56*z^3 + 25/168*z + 1
*
-9/2 | 0.12588778542546167538936995543797066123 | 0.024568436845280608473281667206887597104
f(z) = -1/42*z^3 + 25/168*z + 1
*
[ 5/4 ] 
f(z) = -1/50*z^3 + 37/160*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -11/48*z^3 + 35/192*z + 1
*
0 | 0.15803565440469256067286840356510366997 | 0.029716451412833972383682895547905125373
f(z) = -20/51*z^3 + 29/204*z + 1
*
[ 7/8 ] 
f(z) = -18/49*z^3 + 31/224*z + 1
*
11/5 | 0.15069910487035030544094972974308085890 | 0.027940213441743136795122356730257989930
f(z) = -5/44*z^3 + 21/220*z + 1
*
0 | 0.14930596847293410130860084194616948796 | 0.026850299725874951303747215753816872188
f(z) = -15/52*z^3 + 23/260*z + 1
*
8/3 | 0.14709497282527150119254787404774460161 | 0.026380257442140365090409457382459627294
f(z) = -3/44*z^3 + 29/264*z + 1
*
[ 7/2 ] 
f(z) = -20/49*z^3 + 40/7*z + 1
*
[ -7/2 ] 
f(z) = -20/49*z^3 + 44/7*z + 1
*
3/4 | 0.073687454411609372817252059841999636960 | 0.015162612932440566389206257614207611648
f(z) = -16/45*z^3 + 43/15*z + 1
*
[ 3 ] 
f(z) = -14/45*z^3 + 52/15*z + 1
*
[ 3 ] 
f(z) = -13/45*z^3 + 49/15*z + 1
*
[ -3 ] 
f(z) = -13/45*z^3 + 59/15*z + 1
*
[ -6 ] 
f(z) = -13/54*z^3 + 59/6*z + 1
*
[ 3 ] 
f(z) = -11/45*z^3 + 43/15*z + 1
*
[ -3 ] 
f(z) = -11/45*z^3 + 53/15*z + 1
*
-4 | 0.15544856543077367206120073762645283180 | 0.029685913934347138930866721365448448741
f(z) = -11/48*z^3 + 47/12*z + 1
*
[ -4 ] 
f(z) = -11/48*z^3 + 59/12*z + 1
*
[ 6 ] 
f(z) = -11/54*z^3 + 49/6*z + 1
*
[ 7/2 ] 
f(z) = -10/49*z^3 + 45/14*z + 1
*
[ -7/2 ] 
f(z) = -10/49*z^3 + 53/14*z + 1
*
-2 | 0.16388780941487766885639767367574761940 | 0.027739591865931180982847174458287337707
f(z) = -9/40*z^3 + 46/15*z + 1
*
[ 5 ] 
f(z) = -9/50*z^3 + 53/10*z + 1
*
[ -5 ] 
f(z) = -9/50*z^3 + 57/10*z + 1
*
[ -3 ] 
f(z) = -8/45*z^3 + 44/15*z + 1
*
[ -3 ] 
f(z) = -7/45*z^3 + 41/15*z + 1
*
[ -4 ] 
f(z) = -7/48*z^3 + 43/12*z + 1
*
-6 | 0.089876811626891093045616674411817260191 | 0.016778748071670760771556585991133689598
f(z) = -7/48*z^3 + 53/12*z + 1
*
[ 5 ] 
f(z) = -7/50*z^3 + 43/10*z + 1
*
[ -5 ] 
f(z) = -7/50*z^3 + 47/10*z + 1
*
6 | 0.20432371992731773276216381060471592665 | 0.026612054239993867198611775999695882077
f(z) = -7/54*z^3 + 40/7*z + 1
*
-48/7 | 0.23679449485484491250266314092960809858 | 0.029822128767423307849626842807892471837
f(z) = -7/54*z^3 + 52/7*z + 1
*
6 | 0.10956327971489915645180472836079244679 | 0.014859313403856717212138147026241411904
f(z) = -7/54*z^3 + 59/14*z + 1
*
[ 7 ] 
f(z) = -6/49*z^3 + 48/7*z + 1
*
[ -7 ] 
f(z) = -6/49*z^3 + 50/7*z + 1
*
[ 6 ] 
f(z) = -5/48*z^3 + 55/12*z + 1
*
[ -6 ] 
f(z) = -5/48*z^3 + 59/12*z + 1
*
[ 7 ] 
f(z) = -5/49*z^3 + 41/7*z + 1
*
[ -7 ] 
f(z) = -5/49*z^3 + 43/7*z + 1
*
6/5 | 0.19516911515974148568710518342826255021 | 0.027655957545058049350301763001218994441
f(z) = -5/54*z^3 + 43/10*z + 1
*
[ 12 ] 
f(z) = -5/54*z^3 + 57/4*z + 1
*
-3/5 | 0.14460400528195139764693687931928971182 | 0.019703802898315998452952490577555566804
f(z) = -5/54*z^3 + 57/10*z + 1
*
[ 10 ] 
f(z) = -3/40*z^3 + 42/5*z + 1
*
[ -10 ] 
f(z) = -3/40*z^3 + 43/5*z + 1
*
-6 | 0.14146994976664219605564623528603776050 | 0.024221645165997533423853075708457317661
f(z) = -3/40*z^3 + 43/15*z + 1
*
[ -6 ] 
f(z) = -3/40*z^3 + 58/15*z + 1
*
2 | 0.097597996932296728052972882099700922829 | 0.016710149784499471419355837556726377564
f(z) = -1/40*z^3 + 43/5*z + 1
*
-2 | 0.14231601638671847314143553329416100115 | 0.023178940121132446319869405728634298053
f(z) = -1/40*z^3 + 58/5*z + 1
*
12 | 0.12243598770121980118717191231768945590 | 0.025193562531618245597057850254483259047
f(z) = -1/45*z^3 + 43/15*z + 1
*
-12 | 0.14003875683886934776333618066880853734 | 0.027627027707000449898282673126309518560
f(z) = -1/45*z^3 + 53/15*z + 1
*
[ 12 ] 
f(z) = -1/48*z^3 + 47/12*z + 1
*
[ -12 ] 
f(z) = -1/48*z^3 + 49/12*z + 1
*
[ 12 ] 
f(z) = -1/54*z^3 + 43/12*z + 1
*
[ 9 ] 
f(z) = -1/54*z^3 + 43/18*z + 1
*
[ -9 ] 
f(z) = -1/54*z^3 + 47/18*z + 1
*
[ 15 ] 
f(z) = -1/54*z^3 + 51/10*z + 1
*
[ 7/4 ] 
f(z) = -20/49*z^3 + 47/28*z + 1
*
0 | 0.12753835398613101938212177088483247397 | 0.028941792483219446771897264265485514299
f(z) = -19/42*z^3 + 41/21*z + 1
*
[ 2 ] 
f(z) = -19/44*z^3 + 49/22*z + 1
*
[ 2 ] 
f(z) = -19/52*z^3 + 51/26*z + 1
*
[ -3/2 ] 
f(z) = -19/54*z^3 + 59/24*z + 1
*
0 | 0.11952949405759554685778028070387753401 | 0.027277217603331876846145131311945908607
f(z) = -17/42*z^3 + 40/21*z + 1
*
[ 2 ] 
f(z) = -17/44*z^3 + 45/22*z + 1
*
[ 2 ] 
f(z) = -17/52*z^3 + 47/26*z + 1
*
[ 2 ] 
f(z) = -15/44*z^3 + 41/22*z + 1
*
[ 7/3 ] 
f(z) = -15/49*z^3 + 47/21*z + 1
*
[ 2 ] 
f(z) = -15/52*z^3 + 43/26*z + 1
*
-14/5 | 0.17641870187555326329941692459130104690 | 0.029348005463264062786574964154461889828
f(z) = -15/56*z^3 + 51/35*z + 1
*
-2/5 | 0.17641870187555326329941692459130104690 | 0.029071577019468693131989926748499490734
f(z) = -15/56*z^3 + 54/35*z + 1
*
[ -2/3 ] 
f(z) = -15/56*z^3 + 55/21*z + 1
*
-3/2 | 0.12537963271710292944432922248362669895 | 0.026054619577723915625254300833261369557
f(z) = -14/45*z^3 + 41/30*z + 1
*
[ -2 ] 
f(z) = -13/44*z^3 + 59/22*z + 1
*
[ -3/2 ] 
f(z) = -13/54*z^3 + 53/24*z + 1
*
[ 7/3 ] 
f(z) = -12/49*z^3 + 40/21*z + 1
*
[ -7/6 ] 
f(z) = -12/49*z^3 + 46/21*z + 1
*
[ -7/3 ] 
f(z) = -12/49*z^3 + 58/21*z + 1
*
0 | 0.11597044485950626783609696521518401827 | 0.024396390979701799528858605602192904713
f(z) = -11/42*z^3 + 58/21*z + 1
*
[ -4/3 ] 
f(z) = -9/40*z^3 + 43/20*z + 1
*
[ -2 ] 
f(z) = -9/44*z^3 + 51/22*z + 1
*
[ -2/3 ] 
f(z) = -9/44*z^3 + 57/22*z + 1
*
[ -7/6 ] 
f(z) = -9/49*z^3 + 59/28*z + 1
*
[ -2 ] 
f(z) = -9/52*z^3 + 57/26*z + 1
*
10/3 | 0.17646808388650379152134425385271392604 | 0.029261696850493369062332272536863465981
f(z) = -9/56*z^3 + 52/35*z + 1
*
[ -4/3 ] 
f(z) = -9/56*z^3 + 57/28*z + 1
*
15/4 | 0.10297633203236495527282299057333790225 | 0.021189363593529638912630394276968988098
f(z) = -8/45*z^3 + 43/30*z + 1
*
4 | 0.11883616163122223296312893792619730431 | 0.025694456254940593551600710738138066933
f(z) = -7/40*z^3 + 51/20*z + 1
*
[ -2 ] 
f(z) = -7/44*z^3 + 47/22*z + 1
*
[ -2 ] 
f(z) = -7/52*z^3 + 53/26*z + 1
*
[ -3/2 ] 
f(z) = -7/54*z^3 + 47/24*z + 1
*
[ -12/7 ] 
f(z) = -7/54*z^3 + 55/28*z + 1
*
[ -7/3 ] 
f(z) = -6/49*z^3 + 44/21*z + 1
*
[ -2 ] 
f(z) = -5/44*z^3 + 43/22*z + 1
*
[ 7/2 ] 
f(z) = -5/49*z^3 + 55/28*z + 1
*
[ -2 ] 
f(z) = -5/52*z^3 + 49/26*z + 1
*
[ -6/5 ] 
f(z) = -5/54*z^3 + 59/30*z + 1
*
[ 14/5 ] 
f(z) = -5/56*z^3 + 47/35*z + 1
*
-2/5 | 0.17641870187555326329941692459130104690 | 0.029161400775927085869784832240913168204
f(z) = -5/56*z^3 + 53/35*z + 1
*
2 | 0.11426106730025958398002396979539134685 | 0.018609644257696957099022260615158314028
f(z) = -5/56*z^3 + 58/35*z + 1
*
[ -7/4 ] 
f(z) = -4/49*z^3 + 51/28*z + 1
*
[ -4 ] 
f(z) = -3/40*z^3 + 49/20*z + 1
*
[ 7/2 ] 
f(z) = -3/49*z^3 + 41/28*z + 1
*
[ -7/2 ] 
f(z) = -3/49*z^3 + 57/28*z + 1
*
[ 10/3 ] 
f(z) = -3/50*z^3 + 41/30*z + 1
*
[ -5/3 ] 
f(z) = -3/50*z^3 + 53/30*z + 1
*
[ -10/3 ] 
f(z) = -3/50*z^3 + 59/30*z + 1
*
[ -2 ] 
f(z) = -3/52*z^3 + 45/26*z + 1
*
[ 14/3 ] 
f(z) = -3/56*z^3 + 41/21*z + 1
*
[ 4 ] 
f(z) = -3/56*z^3 + 45/28*z + 1
*
[ -2/3 ] 
f(z) = -3/56*z^3 + 53/21*z + 1
*
[ 6 ] 
f(z) = -3/56*z^3 + 58/21*z + 1
*
[ -4 ] 
f(z) = -3/56*z^3 + 59/28*z + 1
*
6 | 0.12537963271710292944432922248362669895 | 0.025799274186916135824383067814367019829
f(z) = -2/45*z^3 + 43/30*z + 1
*
[ -3/2 ] 
f(z) = -2/45*z^3 + 53/30*z + 1
*
2 | 0.12753674505450333628713159595944819646 | 0.028484956647016648958979746475511420152
f(z) = -1/42*z^3 + 44/21*z + 1
*
[ 6 ] 
f(z) = -1/45*z^3 + 49/30*z + 1
*
[ -6 ] 
f(z) = -1/45*z^3 + 59/30*z + 1
*
[ 8 ] 
f(z) = -1/48*z^3 + 53/24*z + 1
*
[ -8 ] 
f(z) = -1/48*z^3 + 59/24*z + 1
*
[ -7/2 ] 
f(z) = -1/49*z^3 + 43/28*z + 1
*
[ -2 ] 
f(z) = -1/52*z^3 + 41/26*z + 1
*
33/4 | 0.11552556370974510795838655077909732880 | 0.015983807175565550239267708862226341458
f(z) = -1/54*z^3 + 51/32*z + 1
*
[ -4 ] 
f(z) = -1/56*z^3 + 43/28*z + 1
*
-1 | 0.059755641779133569989522813094854768609 | 0.014654835817251476345119459972509338593
f(z) = -19/40*z^3 + 59/40*z + 1
*
-2 | 0.058064906752661080889408398204109112263 | 0.014624845733499692983141271004137557259
f(z) = -19/46*z^3 + 53/46*z + 1
*
-2 | 0.059609484807236728357177392823791244045 | 0.015160765093729211306473506061949949306
f(z) = -19/50*z^3 + 51/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = -19/54*z^3 + 49/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = -19/58*z^3 + 47/58*z + 1
*
-1 | 0.068770033651179962377099676949769517791 | 0.016865579923481398818017675653315577293
f(z) = -18/41*z^3 + 59/41*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.014779730932299228913387696748181336382
f(z) = -17/40*z^3 + 57/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.016936539414171548377850014823177910856
f(z) = -17/41*z^3 + 58/41*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = -17/46*z^3 + 45/46*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = -17/50*z^3 + 43/50*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = -17/54*z^3 + 41/54*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017009394274624126010503865122735819486
f(z) = -16/41*z^3 + 57/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017081842889861569005485841676767013533
f(z) = -16/43*z^3 + 59/43*z + 1
*
[ 3/2 ] 
f(z) = -16/51*z^3 + 53/51*z + 1
*
[ 3/2 ] 
f(z) = -16/57*z^3 + 55/57*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017084185027956497797807486556779483334
f(z) = -15/41*z^3 + 56/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017153757315005902612592099336559203725
f(z) = -15/43*z^3 + 58/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015087590012384470275964644501998539877
f(z) = -15/44*z^3 + 59/44*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017161002070040596653388319745960041422
f(z) = -14/41*z^3 + 55/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017227546568221139123012458380137962977
f(z) = -14/43*z^3 + 57/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013962014063349675246650216227682592815
f(z) = -14/45*z^3 + 59/45*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.015050583479798695500314712397683776968
f(z) = -13/40*z^3 + 53/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017239941871000592517814242701574894755
f(z) = -13/41*z^3 + 54/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017303296542917651221733698732922493712
f(z) = -13/43*z^3 + 56/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015216283232229635618873767318359367101
f(z) = -13/44*z^3 + 57/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014020794033502592997274541311510650816
f(z) = -13/45*z^3 + 58/45*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014240140894150481588482783347540186488
f(z) = -13/46*z^3 + 59/46*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017321107511611187047241563838321528358
f(z) = -12/41*z^3 + 53/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017381098794330631646798457685553185638
f(z) = -12/43*z^3 + 55/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017485806235295469834981596614295832577
f(z) = -12/47*z^3 + 59/47*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.015197828048819672794654059988491055733
f(z) = -11/40*z^3 + 51/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017404609278773245049143387687047351389
f(z) = -11/41*z^3 + 52/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017461051029852227756285708120148899108
f(z) = -11/43*z^3 + 54/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014143021407714393070043423826187159223
f(z) = -11/45*z^3 + 56/45*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014361605593364389266972679448653644229
f(z) = -11/46*z^3 + 57/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017559421342968823955027324443066518404
f(z) = -11/47*z^3 + 58/47*z + 1
*
-1 | 0.042787896613948377957812809638424479065 | 0.010493563137697017517671640709701035331
f(z) = -11/48*z^3 + 59/48*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017490565327910234233672096840055013842
f(z) = -10/41*z^3 + 51/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017543257652309359166369654630530608129
f(z) = -10/43*z^3 + 53/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017634955615956112573855524665571625632
f(z) = -10/47*z^3 + 57/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017675066692281321742592775310725463197
f(z) = -10/49*z^3 + 59/49*z + 1
*
[ 7/4 ] 
f(z) = -10/49*z^3 + 59/56*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017579102421354597265963555070622636418
f(z) = -9/41*z^3 + 50/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017627830363076562639888965617968639446
f(z) = -9/43*z^3 + 52/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015495136013501592642971724714757273191
f(z) = -9/44*z^3 + 53/44*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014489613171264981116331763905893099717
f(z) = -9/46*z^3 + 55/46*z + 1
*
[ 2 ] 
f(z) = -9/46*z^3 + 59/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017712496978935038757451245274986200458
f(z) = -9/47*z^3 + 56/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017749478585000320414709233509675003736
f(z) = -9/49*z^3 + 58/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.014618826287107326482991957072156664928
f(z) = -9/50*z^3 + 59/50*z + 1
*
[ 5/3 ] 
f(z) = -9/55*z^3 + 47/55*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017670356753240305833332959704035506049
f(z) = -8/41*z^3 + 49/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017714888832967931458047656314334174570
f(z) = -8/43*z^3 + 51/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014339156005461601788583149673685035474
f(z) = -8/45*z^3 + 53/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017792139152302911469467570699953265177
f(z) = -8/47*z^3 + 55/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017825830415429988342263371331440612368
f(z) = -8/49*z^3 + 57/49*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012867557469927887781916062540352814952
f(z) = -8/51*z^3 + 59/51*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.015520238719561140429204160749665150991
f(z) = -7/40*z^3 + 47/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017764474873132099535645856005006266759
f(z) = -7/41*z^3 + 48/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017804561450093588407724350374009250207
f(z) = -7/43*z^3 + 50/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015646729779104890218625022311558150024
f(z) = -7/44*z^3 + 51/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014408282351179728729436974446406692396
f(z) = -7/45*z^3 + 52/45*z + 1
*
[ 2 ] 
f(z) = -7/46*z^3 + 51/46*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014624795598579199980097354082337847801
f(z) = -7/46*z^3 + 53/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017873982154104496755584980924790339336
f(z) = -7/47*z^3 + 54/47*z + 1
*
-1 | 0.042787896613948377957812809638424479065 | 0.010677399316739417346382162857259522688
f(z) = -7/48*z^3 + 55/48*z + 1
*
[ 2 ] 
f(z) = -7/50*z^3 + 53/50*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.014743521074260258560970542165652657028
f(z) = -7/50*z^3 + 57/50*z + 1
*
[ 5/2 ] 
f(z) = -7/50*z^3 + 59/40*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012921729786371025314673404325846259240
f(z) = -7/51*z^3 + 58/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015846281797067572117683004083760770120
f(z) = -7/52*z^3 + 59/52*z + 1
*
[ 2 ] 
f(z) = -7/54*z^3 + 55/54*z + 1
*
[ 2 ] 
f(z) = -7/58*z^3 + 57/58*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017861614722659568571279275548106702231
f(z) = -6/41*z^3 + 47/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017896986155331817212532461294612869329
f(z) = -6/43*z^3 + 49/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017958132856157648473409163489542111362
f(z) = -6/47*z^3 + 53/47*z + 1
*
[ 7/4 ] 
f(z) = -6/49*z^3 + 45/56*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017984715253250642025733339728514738217
f(z) = -6/49*z^3 + 55/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018031452889519880644292206514552030324
f(z) = -6/53*z^3 + 59/53*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.017961946801854960878566800706322500626
f(z) = -5/41*z^3 + 46/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017992311377804216312576681432790350582
f(z) = -5/43*z^3 + 48/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015807567796401604912465984305469290169
f(z) = -5/44*z^3 + 49/44*z + 1
*
[ 2 ] 
f(z) = -5/46*z^3 + 43/46*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014767874551486445167669904080985637380
f(z) = -5/46*z^3 + 51/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.018044705601428986767921348270790254007
f(z) = -5/47*z^3 + 52/47*z + 1
*
-1 | 0.042787896613948377957812809638424479065 | 0.010777015278875831243050696588816449690
f(z) = -5/48*z^3 + 53/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.018067444096043121729876010085720183027
f(z) = -5/49*z^3 + 54/49*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.013034119204932574117499466344985374373
f(z) = -5/51*z^3 + 56/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015981446460566813285273411999451029147
f(z) = -5/52*z^3 + 57/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018107365165345610592295038738101295591
f(z) = -5/53*z^3 + 58/53*z + 1
*
[ 2 ] 
f(z) = -5/54*z^3 + 47/54*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.011642051609643021009019915960307455615
f(z) = -5/54*z^3 + 59/54*z + 1
*
[ 2 ] 
f(z) = -5/58*z^3 + 49/58*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.018065655484803995669538257527826937369
f(z) = -4/41*z^3 + 45/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.018090697084805028818340449815507526084
f(z) = -4/43*z^3 + 47/43*z + 1
*
-9/2 | 0.11118309383530628037373593112807945293 | 0.029039829621354030018061084803601538282
f(z) = -4/45*z^3 + 46/45*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014628279513132922549782268887766481485
f(z) = -4/45*z^3 + 49/45*z + 1
*
[ 5/2 ] 
f(z) = -4/45*z^3 + 52/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.018133822890791558372744909251902395777
f(z) = -4/47*z^3 + 51/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.018152505616854753796434895493955195989
f(z) = -4/49*z^3 + 53/49*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.013092983530441322191616360825336149688
f(z) = -4/51*z^3 + 55/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018185256494266162038326242749934528330
f(z) = -4/53*z^3 + 57/53*z + 1
*
[ 5/2 ] 
f(z) = -4/55*z^3 + 58/55*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.018199679297001984580991039368701741005
f(z) = -4/55*z^3 + 59/55*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.018172940507717231965381841330663244676
f(z) = -3/41*z^3 + 44/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.018192315963097699130729929609242306828
f(z) = -3/43*z^3 + 46/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.015978663567721711281717576900098747939
f(z) = -3/44*z^3 + 47/44*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.014919846085888020184164573735005131856
f(z) = -3/46*z^3 + 49/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.018225616148567141546632529081865270195
f(z) = -3/47*z^3 + 50/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.018240015396261784397507806542344996094
f(z) = -3/49*z^3 + 52/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.015013710041865113126206478525245507726
f(z) = -3/50*z^3 + 53/50*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.016123891971931528467446190053989003870
f(z) = -3/52*z^3 + 55/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018265217544659217726598599354229429823
f(z) = -3/53*z^3 + 56/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.018276299804689239978713148909527136656
f(z) = -3/55*z^3 + 58/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.016182850099278921510118159076769211437
f(z) = -3/56*z^3 + 59/56*z + 1
*
[ 2 ] 
f(z) = -3/58*z^3 + 41/58*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.018284018656751450964027910348592520017
f(z) = -2/41*z^3 + 43/41*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.018297354751439435058168468180330223718
f(z) = -2/43*z^3 + 45/43*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014786611066640814316460577521076940218
f(z) = -2/45*z^3 + 47/45*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.018320226577756205708765171176007500130
f(z) = -2/47*z^3 + 49/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.018330097261045308314973778060079706078
f(z) = -2/49*z^3 + 51/49*z + 1
*
[ 3 ] 
f(z) = -2/51*z^3 + 52/51*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.013215135949109075225927321467614994539
f(z) = -2/51*z^3 + 53/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018347344961478182924458084437683867531
f(z) = -2/53*z^3 + 55/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.018354917829263136537700509449554262548
f(z) = -2/55*z^3 + 57/55*z + 1
*
[ 3 ] 
f(z) = -2/57*z^3 + 56/57*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.013372699117762697642051940769709833543
f(z) = -2/57*z^3 + 59/57*z + 1
*
[ 10/3 ] 
f(z) = -1/40*z^3 + 44/45*z + 1
*
[ 5 ] 
f(z) = -1/40*z^3 + 57/40*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.018399125688027325829345761807184029877
f(z) = -1/41*z^3 + 42/41*z + 1
*
-7 | 0.10810677153131556964787755496818816955 | 0.026977235616370178837814752627581827084
f(z) = -1/42*z^3 + 55/42*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.018406015747737687605335896240505592037
f(z) = -1/43*z^3 + 44/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.016161194584263639851103359701206978282
f(z) = -1/44*z^3 + 45/44*z + 1
*
[ 4 ] 
f(z) = -1/44*z^3 + 49/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.014869670266808623605181802154369027519
f(z) = -1/45*z^3 + 46/45*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.015081333457438207440543405967007914973
f(z) = -1/46*z^3 + 47/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.018417806117635834707007578499211042333
f(z) = -1/47*z^3 + 48/47*z + 1
*
[ 3 ] 
f(z) = -1/48*z^3 + 41/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.018422884058019545054095573529914591813
f(z) = -1/49*z^3 + 50/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.015160593866501386691323344361525498938
f(z) = -1/50*z^3 + 51/50*z + 1
*
[ 3 ] 
f(z) = -1/51*z^3 + 43/51*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.013278843607773379852105605628599211135
f(z) = -1/51*z^3 + 52/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.016274321581663315413094549631692940559
f(z) = -1/52*z^3 + 53/52*z + 1
*
[ 4 ] 
f(z) = -1/52*z^3 + 55/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.018431741883842754640754760531049935581
f(z) = -1/53*z^3 + 54/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.011846008097639232918163234742078688874
f(z) = -1/54*z^3 + 55/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.018435624885001881117100926628704837237
f(z) = -1/55*z^3 + 56/55*z + 1
*
[ 3 ] 
f(z) = -1/57*z^3 + 47/57*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.013428743519048618509020844236254929442
f(z) = -1/57*z^3 + 58/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.015293049587438751350484026820141761152
f(z) = -1/58*z^3 + 59/58*z + 1
*
[ 7/6 ] 
f(z) = -20/49*z^3 + 44/63*z + 1
*
15/8 | 0.14911757920185096331718581533126146047 | 0.028715351096415958051758488012242508385
f(z) = -16/45*z^3 + 43/60*z + 1
*
-15/8 | 0.12243729197992723991566560631593471394 | 0.023577567751008415264908881782420180091
f(z) = -16/45*z^3 + 47/60*z + 1
*
[ 3/2 ] 
f(z) = -13/45*z^3 + 59/60*z + 1
*
[ 3/2 ] 
f(z) = -11/45*z^3 + 53/60*z + 1
*
[ 14/11 ] 
f(z) = -11/56*z^3 + 41/77*z + 1
*
2 | 0.14950688138765798463629677201597234566 | 0.023275904264065866865238662312833967784
f(z) = -11/56*z^3 + 43/77*z + 1
*
2 | 0.10622653799229916993888883920301245611 | 0.017071150824997943685864808962769671701
f(z) = -9/56*z^3 + 44/63*z + 1
*
[ 14/9 ] 
f(z) = -9/56*z^3 + 47/63*z + 1
*
[ 3/2 ] 
f(z) = -7/45*z^3 + 41/60*z + 1
*
[ 10/7 ] 
f(z) = -7/50*z^3 + 41/70*z + 1
*
-15/4 | 0.060482265659742603359640104687384695063 | 0.011646980207311820957533202597440551735
f(z) = -4/45*z^3 + 43/60*z + 1
*
[ 7/3 ] 
f(z) = -2/49*z^3 + 50/63*z + 1
*
-15/2 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = -1/45*z^3 + 47/60*z + 1
*
[ 7/3 ] 
f(z) = -1/49*z^3 + 43/63*z + 1
*
[ 7/6 ] 
f(z) = -15/49*z^3 + 47/84*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014553506155371572747316228384380784626
f(z) = -13/45*z^3 + 59/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -13/47*z^3 + 57/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -13/49*z^3 + 55/98*z + 1
*
2 | 0.16734503646845049294961997581423195603 | 0.025392623985552430576179705011746136360
f(z) = -13/56*z^3 + 46/91*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.016252977918833686566199977136492896637
f(z) = -12/41*z^3 + 55/82*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.016277202181445560246950495373030203364
f(z) = -12/43*z^3 + 53/86*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.016321082110682890902152802883751189147
f(z) = -12/47*z^3 + 49/94*z + 1
*
-2 | 0.074923203794476399404795912808423021131 | 0.016341054575200750653952327315588127397
f(z) = -12/49*z^3 + 47/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -11/41*z^3 + 47/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -11/43*z^3 + 45/86*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014553506155371572747316228384380784626
f(z) = -11/45*z^3 + 43/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -11/47*z^3 + 41/94*z + 1
*
[ 4/3 ] 
f(z) = -9/46*z^3 + 55/92*z + 1
*
9/4 | 0.13200283400283996802293317035698549582 | 0.029335203858333762583522812292218743870
f(z) = -8/45*z^3 + 41/90*z + 1
*
[ 5/4 ] 
f(z) = -8/45*z^3 + 43/90*z + 1
*
[ 2 ] 
f(z) = -2/41*z^3 + 57/82*z + 1
*
[ 2 ] 
f(z) = -2/43*z^3 + 59/86*z + 1
*
[ 2 ] 
f(z) = -1/41*z^3 + 49/82*z + 1
*
[ 2 ] 
f(z) = -1/43*z^3 + 51/86*z + 1
*
[ 2 ] 
f(z) = -1/45*z^3 + 53/90*z + 1
*
[ 2 ] 
f(z) = -1/47*z^3 + 55/94*z + 1
*
[ 2 ] 
f(z) = -1/49*z^3 + 57/98*z + 1
*
[ 5/3 ] 
f(z) = -1/50*z^3 + 41/90*z + 1
*
-4/3 | 0.15952744928561780714178443494571448191 | 0.026288111630578110338950371506836772134
f(z) = -19/48*z^3 + 49/108*z + 1
*
-14/17 | 0.092032521088034961606917789761273178007 | 0.013418626290074182039855494001195725769
f(z) = -17/56*z^3 + 50/119*z + 1
*
2 | 0.10285227078400647683937007034860860454 | 0.015274934191688494989754026678303386339
f(z) = -15/56*z^3 + 53/105*z + 1
*
[ 6/5 ] 
f(z) = -15/56*z^3 + 58/105*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -14/53*z^3 + 59/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -14/55*z^3 + 57/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = -14/57*z^3 + 55/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -14/59*z^3 + 53/118*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = -13/51*z^3 + 53/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -13/53*z^3 + 51/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -13/55*z^3 + 49/110*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = -13/57*z^3 + 47/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -13/59*z^3 + 45/118*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.016377694726331594923688485578767360126
f(z) = -12/53*z^3 + 43/106*z + 1
*
-2 | 0.077062331333769812524277346591848159650 | 0.016394565094790794449122704230086632791
f(z) = -12/55*z^3 + 41/110*z + 1
*
[ 4/3 ] 
f(z) = -9/50*z^3 + 57/100*z + 1
*
[ 5/4 ] 
f(z) = -8/55*z^3 + 47/110*z + 1
*
[ 4/3 ] 
f(z) = -7/48*z^3 + 55/108*z + 1
*
[ 4/3 ] 
f(z) = -5/48*z^3 + 47/108*z + 1
*
-2/3 | 0.15952744928561780714178443494571448191 | 0.026288111630578110338950371506836772134
f(z) = -5/48*z^3 + 59/108*z + 1
*
[ 3/2 ] 
f(z) = -2/51*z^3 + 43/102*z + 1
*
[ 3/2 ] 
f(z) = -2/57*z^3 + 47/114*z + 1
*
-2/3 | 0.14262399723721188586351021768717031930 | 0.023502635924795103556356214299203339309
f(z) = -1/48*z^3 + 55/108*z + 1
*
[ 7/4 ] 
f(z) = -1/49*z^3 + 55/112*z + 1
*
[ 2 ] 
f(z) = -1/51*z^3 + 59/102*z + 1
*
[ 15/13 ] 
f(z) = -13/54*z^3 + 59/130*z + 1
*
[ 12/11 ] 
f(z) = -11/48*z^3 + 47/132*z + 1
*
[ 12/11 ] 
f(z) = -11/54*z^3 + 43/132*z + 1
*
[ 7/6 ] 
f(z) = -10/49*z^3 + 53/126*z + 1
*
[ 9/7 ] 
f(z) = -7/54*z^3 + 55/126*z + 1
*
3 | 0.11974149073591216975863854728316262055 | 0.025011320576467360241969300937067658111
f(z) = -3/40*z^3 + 41/120*z + 1
*
[ 4/3 ] 
f(z) = -3/44*z^3 + 49/132*z + 1
*
-5/2 | 0.17883203330679696689421571877728048609 | 0.027955916814088273257246084663420152546
f(z) = -3/50*z^3 + 53/120*z + 1
*
-3/4 | 0.16185603922614083101372572354538953248 | 0.027497991602140348536809654470855409322
f(z) = -2/45*z^3 + 43/120*z + 1
*
-12/13 | 0.067178289938525090025022387937694057712 | 0.010437650784026730971889851793025373319
f(z) = -13/48*z^3 + 49/156*z + 1
*
[ 6/5 ] 
f(z) = -7/54*z^3 + 53/150*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.028883773827727215568748377788133854589
f(z) = -3/49*z^3 + 58/147*z + 1
*
[ 4/3 ] 
f(z) = -3/52*z^3 + 55/156*z + 1
*
-11/6 | 0.13358539328776019986887828197153946172 | 0.026162714421960018168407426422871263736
f(z) = -12/55*z^3 + 46/165*z + 1
*
[ 8/7 ] 
f(z) = -7/48*z^3 + 53/168*z + 1
*
[ 5/4 ] 
f(z) = -3/50*z^3 + 47/160*z + 1
*
[ 7/5 ] 
f(z) = -1/49*z^3 + 57/175*z + 1
*
0 | 0.14633361104024570180004680006447691352 | 0.028179246475957188859161774887956678671
f(z) = -2/45*z^3 + 53/180*z + 1
*
[ 4/3 ] 
f(z) = -1/40*z^3 + 53/180*z + 1
*
[ 14/15 ] 
f(z) = -15/49*z^3 + 41/210*z + 1
*
-3/2 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = -13/51*z^3 + 49/204*z + 1
*
11/4 | 0.13365479072154100148535656067404882827 | 0.024780129805575832923426055641335978776
f(z) = -4/55*z^3 + 41/220*z + 1
*
[ 15/17 ] 
f(z) = -17/45*z^3 + 41/255*z + 1
*
[ 15/16 ] 
f(z) = -16/45*z^3 + 59/240*z + 1
*
[ 7/6 ] 
f(z) = -1/49*z^3 + 43/252*z + 1
*
[ 10/9 ] 
f(z) = -3/50*z^3 + 47/270*z + 1
*
[ 3 ] 
f(z) = -19/45*z^3 + 67/15*z + 1
*
[ -3 ] 
f(z) = -19/45*z^3 + 77/15*z + 1
*
-4 | 0.10218352382868882746737839401080220117 | 0.018276473221075569212447464163064055410
f(z) = -19/48*z^3 + 67/12*z + 1
*
[ 7/2 ] 
f(z) = -18/49*z^3 + 73/14*z + 1
*
[ 3 ] 
f(z) = -17/45*z^3 + 61/15*z + 1
*
[ -3 ] 
f(z) = -17/45*z^3 + 71/15*z + 1
*
[ 4 ] 
f(z) = -17/48*z^3 + 77/12*z + 1
*
[ 6 ] 
f(z) = -17/54*z^3 + 73/6*z + 1
*
[ -3 ] 
f(z) = -16/45*z^3 + 68/15*z + 1
*
[ -3 ] 
f(z) = -14/45*z^3 + 62/15*z + 1
*
[ 4 ] 
f(z) = -13/48*z^3 + 61/12*z + 1
*
[ -4 ] 
f(z) = -13/48*z^3 + 67/12*z + 1
*
[ 5 ] 
f(z) = -13/50*z^3 + 73/10*z + 1
*
[ -5 ] 
f(z) = -13/50*z^3 + 77/10*z + 1
*
[ 5 ] 
f(z) = -11/50*z^3 + 63/10*z + 1
*
[ -5 ] 
f(z) = -11/50*z^3 + 67/10*z + 1
*
[ 7 ] 
f(z) = -10/49*z^3 + 76/7*z + 1
*
[ -7 ] 
f(z) = -10/49*z^3 + 78/7*z + 1
*
-2/3 | 0.13421605225963032458344397359357619488 | 0.021569209677397715414771028723735441873
f(z) = -9/40*z^3 + 63/5*z + 1
*
[ 14/3 ] 
f(z) = -9/49*z^3 + 67/14*z + 1
*
[ 7 ] 
f(z) = -9/49*z^3 + 69/7*z + 1
*
[ -7 ] 
f(z) = -9/49*z^3 + 71/7*z + 1
*
[ -14/3 ] 
f(z) = -9/49*z^3 + 73/14*z + 1
*
[ 7 ] 
f(z) = -8/49*z^3 + 62/7*z + 1
*
[ -7 ] 
f(z) = -8/49*z^3 + 64/7*z + 1
*
[ 6 ] 
f(z) = -7/48*z^3 + 73/12*z + 1
*
[ -6 ] 
f(z) = -7/48*z^3 + 77/12*z + 1
*
-39/7 | 0.22534740643145751962788948848207764871 | 0.029599078856746000464768730764170467822
f(z) = -7/54*z^3 + 75/14*z + 1
*
[ -12 ] 
f(z) = -7/54*z^3 + 79/4*z + 1
*
12 | 0.22570100817015718526753395850406757401 | 0.027596402531557307879227717079414316804
f(z) = -5/54*z^3 + 66/5*z + 1
*
-15/2 | 0.13456524555647370511307229166500608865 | 0.025750434140516260609006670117901049353
f(z) = -4/45*z^3 + 62/15*z + 1
*
-3/2 | 0.13865809299334762684159335603161451183 | 0.025729494789647004387668166961776881352
f(z) = -4/45*z^3 + 73/15*z + 1
*
2 | 0.18299759632940457687706011149372554962 | 0.029484469132397829441083890518175009681
f(z) = -3/40*z^3 + 62/15*z + 1
*
[ 10 ] 
f(z) = -3/50*z^3 + 69/10*z + 1
*
[ -10 ] 
f(z) = -3/50*z^3 + 71/10*z + 1
*
14 | 0.15473574637647064642040988104089821205 | 0.024291703559223646384725865533159356051
f(z) = -3/56*z^3 + 73/7*z + 1
*
-3 | 0.055889985514499883948933583701752157326 | 0.010509350217594407378004750965447635384
f(z) = -1/45*z^3 + 68/15*z + 1
*
-15 | 0.071595571478725067899699755340845627822 | 0.013285325389640511281199315551171202123
f(z) = -1/45*z^3 + 73/15*z + 1
*
[ 14 ] 
f(z) = -1/49*z^3 + 69/14*z + 1
*
[ -14 ] 
f(z) = -1/49*z^3 + 71/14*z + 1
*
[ -7/4 ] 
f(z) = -20/49*z^3 + 79/28*z + 1
*
[ -2 ] 
f(z) = -19/44*z^3 + 71/22*z + 1
*
[ -2 ] 
f(z) = -19/52*z^3 + 77/26*z + 1
*
[ -2 ] 
f(z) = -17/44*z^3 + 67/22*z + 1
*
[ -2 ] 
f(z) = -17/52*z^3 + 73/26*z + 1
*
[ -7/8 ] 
f(z) = -16/49*z^3 + 67/28*z + 1
*
[ -2 ] 
f(z) = -15/44*z^3 + 63/22*z + 1
*
[ -7/3 ] 
f(z) = -15/49*z^3 + 65/21*z + 1
*
[ -2 ] 
f(z) = -15/52*z^3 + 69/26*z + 1
*
14/5 | 0.18136430900979484193446668832949919411 | 0.029298072411352240971167371872111011537
f(z) = -15/56*z^3 + 61/35*z + 1
*
[ -3/2 ] 
f(z) = -14/45*z^3 + 71/30*z + 1
*
[ -3/4 ] 
f(z) = -13/54*z^3 + 79/32*z + 1
*
[ -7/4 ] 
f(z) = -12/49*z^3 + 65/28*z + 1
*
[ -2 ] 
f(z) = -11/52*z^3 + 61/26*z + 1
*
-21/11 | 0.19882724246762880825599180792835244283 | 0.026115690976273723275982263640273343749
f(z) = -11/54*z^3 + 75/22*z + 1
*
[ -7/5 ] 
f(z) = -10/49*z^3 + 74/35*z + 1
*
4 | 0.11893201434851501040167815431989713337 | 0.024282544796525808639313971369630666890
f(z) = -9/40*z^3 + 67/20*z + 1
*
-4 | 0.11575194459912503404783804127993298849 | 0.022980550689251772356152444398095468908
f(z) = -9/40*z^3 + 77/20*z + 1
*
[ -2/3 ] 
f(z) = -9/52*z^3 + 67/26*z + 1
*
-2 | 0.17128295747731935022052702683908883803 | 0.026889422290716669592810294859668034407
f(z) = -9/56*z^3 + 73/21*z + 1
*
-10/3 | 0.18714513270850888214182207421093254880 | 0.029379598397684465578552237270286588030
f(z) = -9/56*z^3 + 73/35*z + 1
*
[ -3/4 ] 
f(z) = -8/45*z^3 + 73/30*z + 1
*
-3/2 | 0.13200370561934816792691765696067257091 | 0.024254607536673672625066075050761775194
f(z) = -8/45*z^3 + 77/30*z + 1
*
[ 4 ] 
f(z) = -7/40*z^3 + 71/20*z + 1
*
[ -10/7 ] 
f(z) = -7/40*z^3 + 72/35*z + 1
*
6/7 | 0.19511514343361037065921575659300682443 | 0.028797727062250067371075226547502531750
f(z) = -7/48*z^3 + 73/28*z + 1
*
[ -3/4 ] 
f(z) = -7/54*z^3 + 77/32*z + 1
*
0 | 0.13606219278611289744202489877067192650 | 0.027083086912901567266258012957403751093
f(z) = -5/42*z^3 + 76/21*z + 1
*
[ -7/5 ] 
f(z) = -5/49*z^3 + 67/35*z + 1
*
[ -7/2 ] 
f(z) = -5/49*z^3 + 71/28*z + 1
*
-12/5 | 0.20833579822235740275378375149768678840 | 0.027667644757561153750376526698327393405
f(z) = -5/54*z^3 + 69/20*z + 1
*
3/5 | 0.090839138890114986405462755721633002706 | 0.014061994187632003973955262759209178131
f(z) = -5/54*z^3 + 71/30*z + 1
*
[ 4 ] 
f(z) = -5/56*z^3 + 61/28*z + 1
*
6 | 0.16322263033153578055146494079300378585 | 0.026164497704462130200210930554640291207
f(z) = -5/56*z^3 + 64/21*z + 1
*
[ -14/5 ] 
f(z) = -5/56*z^3 + 72/35*z + 1
*
[ -4 ] 
f(z) = -5/56*z^3 + 75/28*z + 1
*
-6 | 0.12504324461663044406699411797192993144 | 0.023323340857340551286698754573738149221
f(z) = -4/45*z^3 + 71/30*z + 1
*
-20/3 | 0.059609621895010314611269743113397541160 | 0.010012965798271322772945155200501200934
f(z) = -3/50*z^3 + 77/30*z + 1
*
-14/3 | 0.17549288410760881755189587648687462248 | 0.027491611452017812192964975057349778202
f(z) = -3/56*z^3 + 74/21*z + 1
*
-3 | 0.15187247494310927076824957529038134893 | 0.028637326643678149834237565629623348637
f(z) = -2/45*z^3 + 67/30*z + 1
*
3 | 0.13010366865438233226303981566317087901 | 0.023905491194263477687731252013490443796
f(z) = -2/45*z^3 + 77/30*z + 1
*
-24/5 | 0.15526477142416733943001023801925011002 | 0.018881559245658041648967550485080826955
f(z) = -1/54*z^3 + 69/25*z + 1
*
[ -3/4 ] 
f(z) = -1/54*z^3 + 75/32*z + 1
*
-1 | 0.068770101219639683896503589403103791410 | 0.016728827857983722813220669685107762175
f(z) = -20/41*z^3 + 61/41*z + 1
*
-1 | 0.069652018736000523551079619326273669109 | 0.016811429831697512421589239222096614920
f(z) = -20/43*z^3 + 63/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.016957013535896656818500106759699143396
f(z) = -20/47*z^3 + 67/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017021476947510827985363135687155986084
f(z) = -20/49*z^3 + 69/49*z + 1
*
[ 3/2 ] 
f(z) = -20/51*z^3 + 62/51*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.012308433964606225616825467532061218478
f(z) = -20/51*z^3 + 71/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017136608639134405587340182288583673683
f(z) = -20/53*z^3 + 73/53*z + 1
*
[ 3/2 ] 
f(z) = -20/57*z^3 + 64/57*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.012552737166360615630900531591572793723
f(z) = -20/57*z^3 + 77/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017281348860196894552833952152461377040
f(z) = -20/59*z^3 + 79/59*z + 1
*
-1 | 0.068770319997388076081797968138893475996 | 0.016796417339156415699845285140800216009
f(z) = -19/41*z^3 + 60/41*z + 1
*
-1 | 0.069652370572031258042166720815932403559 | 0.016876690718969709974333264389206315085
f(z) = -19/43*z^3 + 62/43*z + 1
*
-1 | 0.061520729165659435565559318774053479253 | 0.014848836262498510600347300976188119784
f(z) = -19/44*z^3 + 63/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013688924164142707581713903358291601402
f(z) = -19/45*z^3 + 64/45*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.013909912063141438939508702584351939609
f(z) = -19/46*z^3 + 65/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017017877140590329474308496707578403906
f(z) = -19/47*z^3 + 66/47*z + 1
*
-1 | 0.042786862997527488235631612435689911610 | 0.010175978810009899060589545086269513606
f(z) = -19/48*z^3 + 67/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017080368445090902585064407542207633459
f(z) = -19/49*z^3 + 68/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.014078250395192463508687840258211928369
f(z) = -19/50*z^3 + 69/50*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012349771955948005216913712657063104336
f(z) = -19/51*z^3 + 70/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015158024819605372954108438997950512445
f(z) = -19/52*z^3 + 71/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017191878505108823125338433371253603480
f(z) = -19/53*z^3 + 72/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.011064293233243135941896624797503117556
f(z) = -19/54*z^3 + 73/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017241810287157071382941182967297751820
f(z) = -19/55*z^3 + 74/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015283464712280612633570298657642651151
f(z) = -19/56*z^3 + 75/56*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.014355611328851295255792042941640469643
f(z) = -19/58*z^3 + 77/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017331879560630708451572074533948776590
f(z) = -19/59*z^3 + 78/59*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.016943320640739747593012040563900259693
f(z) = -18/43*z^3 + 61/43*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017080118602191864140367097078375299127
f(z) = -18/47*z^3 + 65/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017140550519421102703900949353830411916
f(z) = -18/49*z^3 + 67/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017248286628568395542133054377543792950
f(z) = -18/53*z^3 + 71/53*z + 1
*
[ 5/3 ] 
f(z) = -18/55*z^3 + 72/55*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017296486499529332841810448232432778718
f(z) = -18/55*z^3 + 73/55*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017383364430881314356214867844754935970
f(z) = -18/59*z^3 + 77/59*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.017011722617825664771382971496524668079
f(z) = -17/43*z^3 + 60/43*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.014965239811892703356232270956407149355
f(z) = -17/44*z^3 + 61/44*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.013794228591619882352112283296167250643
f(z) = -17/45*z^3 + 62/45*z + 1
*
-1 | 0.058065359841745380305112640180792927508 | 0.014014837478461016214790452069163356269
f(z) = -17/46*z^3 + 63/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017143792752091473370897564056267418043
f(z) = -17/47*z^3 + 64/47*z + 1
*
-1 | 0.042787896613948377957812809638424479065 | 0.010250102313822480646692110644918918391
f(z) = -17/48*z^3 + 65/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017202072891201813029959599768454330439
f(z) = -17/49*z^3 + 66/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.014176734655164272097369645680730366074
f(z) = -17/50*z^3 + 67/50*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015260316976927482376021035835135435424
f(z) = -17/52*z^3 + 69/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017305874229853990446581804335430123378
f(z) = -17/53*z^3 + 70/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.011136398399954762923393962302604384880
f(z) = -17/54*z^3 + 71/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017352272011749888297541726994595595973
f(z) = -17/55*z^3 + 72/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015379746186637118697727029840997425751
f(z) = -17/56*z^3 + 73/56*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012668879349631104137392321181029267598
f(z) = -17/57*z^3 + 74/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.014443116155614168238090248985503415783
f(z) = -17/58*z^3 + 75/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017435835165027341321741210569325178316
f(z) = -17/59*z^3 + 76/59*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017208957557456824982106183366967560025
f(z) = -16/47*z^3 + 63/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017264988033347879633785673412703251105
f(z) = -16/49*z^3 + 65/49*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012478426402270397407549437545100432335
f(z) = -16/51*z^3 + 67/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017364684673191223152296709911193133342
f(z) = -16/53*z^3 + 69/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017409206400953022964032858695534233705
f(z) = -16/55*z^3 + 71/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012709054152990061752897810792025092030
f(z) = -16/57*z^3 + 73/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017489324968418511309381659453244921646
f(z) = -16/59*z^3 + 75/59*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.014124662935642848021302623380473130253
f(z) = -15/46*z^3 + 61/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017275674356438091659337950632228712853
f(z) = -15/47*z^3 + 62/47*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017329351370725951280505983439702659313
f(z) = -15/49*z^3 + 64/49*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015367070371860786811665695406672976755
f(z) = -15/52*z^3 + 67/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017424763612789913277982785564744953220
f(z) = -15/53*z^3 + 68/53*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015479974835624662174691968181191748415
f(z) = -15/56*z^3 + 71/56*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.014533951675870881331970853236861225089
f(z) = -15/58*z^3 + 73/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017543868652020594155971962320335369301
f(z) = -15/59*z^3 + 74/59*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017344008115324520580474782747750188644
f(z) = -14/47*z^3 + 61/47*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.012568770070087562685805639459006703246
f(z) = -14/51*z^3 + 65/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017486159151317215105740721169392722906
f(z) = -14/53*z^3 + 67/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017526690393835528571744370654648587534
f(z) = -14/55*z^3 + 69/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012791878102891815605352898276715463131
f(z) = -14/57*z^3 + 71/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017599502734073071146600109749262803616
f(z) = -14/59*z^3 + 73/59*z + 1
*
[ 2 ] 
f(z) = -13/46*z^3 + 75/46*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.017414027710115745201747274134669815299
f(z) = -13/47*z^3 + 60/47*z + 1
*
-1 | 0.042787896613948377957812809638424479065 | 0.010408467403208184028721799543509832733
f(z) = -13/48*z^3 + 61/48*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017462660416985787505535586665507003345
f(z) = -13/49*z^3 + 62/49*z + 1
*
-1 | 0.059609463710987066571682377859351800853 | 0.014387527234216684114050427937163997070
f(z) = -13/50*z^3 + 63/50*z + 1
*
[ 2 ] 
f(z) = -13/50*z^3 + 77/50*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012615874585455888130705985397834243236
f(z) = -13/51*z^3 + 64/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017548922012002762159529680002334339991
f(z) = -13/53*z^3 + 66/53*z + 1
*
-1 | 0.047471553501555989980090776989602134775 | 0.011290136473384365081920945312118366948
f(z) = -13/54*z^3 + 67/54*z + 1
*
[ 2 ] 
f(z) = -13/54*z^3 + 79/54*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017587329846457542303174308847333340625
f(z) = -13/55*z^3 + 68/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015584439634968435614755173356093739818
f(z) = -13/56*z^3 + 69/56*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012834586900104354050526086272924387525
f(z) = -13/57*z^3 + 70/57*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.014628668345654968500208593213459002341
f(z) = -13/58*z^3 + 71/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017656265549739365504047986755920295373
f(z) = -13/59*z^3 + 72/59*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017531733797383536920870521992771360374
f(z) = -12/49*z^3 + 61/49*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017613105725784145520545495525199521870
f(z) = -12/53*z^3 + 65/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017649298181361550972071064280807784157
f(z) = -12/55*z^3 + 67/55*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017714197369503490172393666694049245041
f(z) = -12/59*z^3 + 71/59*z + 1
*
-3 | 0.10810780514773645937005875217092273701 | 0.025361464680939877149314170978386531441
f(z) = -11/42*z^3 + 71/42*z + 1
*
[ 2 ] 
f(z) = -11/46*z^3 + 67/46*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.017602511260604150976038669270030977246
f(z) = -11/49*z^3 + 60/49*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.014500277444932152755590541690738896876
f(z) = -11/50*z^3 + 61/50*z + 1
*
[ 2 ] 
f(z) = -11/50*z^3 + 69/50*z + 1
*
[ 5/2 ] 
f(z) = -11/50*z^3 + 79/40*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.012712673948523627262495054993454684841
f(z) = -11/51*z^3 + 62/51*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015595391325953838429405731970911101855
f(z) = -11/52*z^3 + 63/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017678766835071602405187586476975579146
f(z) = -11/53*z^3 + 64/53*z + 1
*
-1 | 0.047470901362202270615843929990479505756 | 0.011371944741339027614112649210898398050
f(z) = -11/54*z^3 + 65/54*z + 1
*
[ 2 ] 
f(z) = -11/54*z^3 + 71/54*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015693460426717480694363156237303865482
f(z) = -11/56*z^3 + 67/56*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012922759048851315057190371925729948350
f(z) = -11/57*z^3 + 68/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.014727542223272393339333668891162813073
f(z) = -11/58*z^3 + 69/58*z + 1
*
[ 2 ] 
f(z) = -11/58*z^3 + 73/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017773340527150214105194188129654255380
f(z) = -11/59*z^3 + 70/59*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.012763210239191055393196512711593962014
f(z) = -10/51*z^3 + 61/51*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017745965115905132118979365130530657361
f(z) = -10/53*z^3 + 63/53*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.012968291933468494459872671877325142352
f(z) = -10/57*z^3 + 67/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017833739558259671565419458429826930613
f(z) = -10/59*z^3 + 69/59*z + 1
*
-2 | 0.17507091015887922808196770092623446716 | 0.027793668959352882210792881938274778741
f(z) = -9/40*z^3 + 68/45*z + 1
*
-8/3 | 0.093164012937676244584128360051628212815 | 0.021321690081522583422277952869036455686
f(z) = -9/40*z^3 + 79/40*z + 1
*
[ 2 ] 
f(z) = -9/50*z^3 + 61/50*z + 1
*
[ 5/2 ] 
f(z) = -9/50*z^3 + 69/40*z + 1
*
-2/3 | 0.11921762314326669441487106172045834367 | 0.027284367995364808419759873591529903752
f(z) = -9/50*z^3 + 79/50*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.015717779116829786200456900324456125475
f(z) = -9/52*z^3 + 61/52*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017814763820499147089464729982735653174
f(z) = -9/53*z^3 + 62/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017843702819520554333548402704367849181
f(z) = -9/55*z^3 + 64/55*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.015807392309955203795448155300163243698
f(z) = -9/56*z^3 + 65/56*z + 1
*
-7/3 | 0.10847588240552072981159295647159619409 | 0.025283045765487041718328848935532422588
f(z) = -9/56*z^3 + 73/56*z + 1
*
[ 2 ] 
f(z) = -9/58*z^3 + 65/58*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.014830413499754692978621440500508929526
f(z) = -9/58*z^3 + 67/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017895441350253257438267788431832540540
f(z) = -9/59*z^3 + 68/59*z + 1
*
-5/2 | 0.091313489978095164637924087508003062316 | 0.021640792328943993748510393278417595563
f(z) = -8/45*z^3 + 68/45*z + 1
*
[ 5/2 ] 
f(z) = -8/45*z^3 + 77/45*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017885229942423643696933047013058339357
f(z) = -8/53*z^3 + 61/53*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017911528034048382667311760688122451052
f(z) = -8/55*z^3 + 63/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.013062439551787348579154982255112275260
f(z) = -8/57*z^3 + 65/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.017958495305147433993654059382825431689
f(z) = -8/59*z^3 + 67/59*z + 1
*
-3 | 0.077017711413308124777497691487132441130 | 0.017626417344659091038919459240042410590
f(z) = -7/48*z^3 + 79/48*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.017957434506961980187905599325147268807
f(z) = -7/53*z^3 + 60/53*z + 1
*
-1 | 0.047471553501555989980090776989602134775 | 0.011547801044268340061327660296583324136
f(z) = -7/54*z^3 + 61/54*z + 1
*
12/7 | 0.16914078756843277472539117924166181981 | 0.026545996778180375713242499537640805075
f(z) = -7/54*z^3 + 65/42*z + 1
*
-24/7 | 0.12845079140433425197613524939355675729 | 0.019884317533100657536631934919522162246
f(z) = -7/54*z^3 + 71/42*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.017980968603664821897384037639317397896
f(z) = -7/55*z^3 + 62/55*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.013111135919385659999654915682082484189
f(z) = -7/57*z^3 + 64/57*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.014938236031427774319873565022083065290
f(z) = -7/58*z^3 + 65/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018022953516307779854774749829751513170
f(z) = -7/59*z^3 + 66/59*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.018052092146963690607657902700929510801
f(z) = -6/55*z^3 + 61/55*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018088870960649642218130802047829502722
f(z) = -6/59*z^3 + 65/59*z + 1
*
[ 3 ] 
f(z) = -5/42*z^3 + 73/42*z + 1
*
[ 3 ] 
f(z) = -5/48*z^3 + 77/48*z + 1
*
[ 3 ] 
f(z) = -5/51*z^3 + 79/51*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.016051618076633174431582129422868082424
f(z) = -5/56*z^3 + 61/56*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.013211995610403810558508261791746177630
f(z) = -5/57*z^3 + 62/57*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.015050760910023527758464311907621574009
f(z) = -5/58*z^3 + 63/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018156305707906917465454959666458034661
f(z) = -5/59*z^3 + 64/59*z + 1
*
[ 3 ] 
f(z) = -4/51*z^3 + 70/51*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.013264255528241022924509610755234741791
f(z) = -4/57*z^3 + 61/57*z + 1
*
[ 3 ] 
f(z) = -4/57*z^3 + 74/57*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018225319148790075423890170700091962259
f(z) = -4/59*z^3 + 63/59*z + 1
*
5 | 0.092741275568783702651514379382233184627 | 0.022056612447978879426633829768075094318
f(z) = -3/40*z^3 + 67/40*z + 1
*
[ -5/2 ] 
f(z) = -3/50*z^3 + 71/40*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.015168874610429002354378961534098316391
f(z) = -3/58*z^3 + 61/58*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018295976244082426829321066192676417156
f(z) = -3/59*z^3 + 62/59*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018368345796984368289873465556910283873
f(z) = -2/59*z^3 + 61/59*z + 1
*
26/3 | 0.15504762340505462914656113604845296720 | 0.024981185316276284177037447409950291511
f(z) = -1/40*z^3 + 62/45*z + 1
*
[ -10/3 ] 
f(z) = -1/40*z^3 + 71/45*z + 1
*
[ -5 ] 
f(z) = -1/40*z^3 + 73/40*z + 1
*
[ -3 ] 
f(z) = -1/42*z^3 + 65/42*z + 1
*
[ 6 ] 
f(z) = -1/42*z^3 + 71/42*z + 1
*
[ -4 ] 
f(z) = -1/44*z^3 + 71/44*z + 1
*
9 | 0.084690288692358126059320139634644265446 | 0.019555646131460667768802743281002602056
f(z) = -1/45*z^3 + 76/45*z + 1
*
[ -5 ] 
f(z) = -1/45*z^3 + 79/45*z + 1
*
[ -2 ] 
f(z) = -1/46*z^3 + 73/46*z + 1
*
[ -5/2 ] 
f(z) = -1/50*z^3 + 61/40*z + 1
*
[ -2 ] 
f(z) = -1/50*z^3 + 79/50*z + 1
*
[ -3 ] 
f(z) = -1/51*z^3 + 77/51*z + 1
*
[ 5 ] 
f(z) = -1/55*z^3 + 69/55*z + 1
*
7 | 0.10021566762694518244799098797655671426 | 0.024007276073705219770939947978805093008
f(z) = -1/56*z^3 + 65/56*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.029532545031938725115867835961867095539
f(z) = -1/56*z^3 + 71/56*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.018442500751314304875572549110945891235
f(z) = -1/59*z^3 + 60/59*z + 1
*
[ 3/2 ] 
f(z) = -19/45*z^3 + 77/60*z + 1
*
[ 3/2 ] 
f(z) = -17/45*z^3 + 71/60*z + 1
*
[ 15/7 ] 
f(z) = -7/54*z^3 + 79/70*z + 1
*
-12/5 | 0.16396750871970451551617972657852187710 | 0.029827631609538199683274254105924445364
f(z) = -5/48*z^3 + 61/60*z + 1
*
[ 12/5 ] 
f(z) = -5/48*z^3 + 71/60*z + 1
*
[ 7/3 ] 
f(z) = -5/49*z^3 + 71/63*z + 1
*
[ 12/5 ] 
f(z) = -5/54*z^3 + 67/60*z + 1
*
[ 7/3 ] 
f(z) = -4/49*z^3 + 64/63*z + 1
*
-10 | 0.11095408078508722281237466298579163322 | 0.019641456325919414011500160327918754484
f(z) = -1/48*z^3 + 71/60*z + 1
*
[ 14/3 ] 
f(z) = -1/56*z^3 + 74/63*z + 1
*
2 | 0.17161422956481475559422100626878088289 | 0.026312754950828526624922584927125780685
f(z) = -17/40*z^3 + 67/85*z + 1
*
-10/17 | 0.085801553743197685116091985868365917079 | 0.013155524828973652578729333699117050951
f(z) = -17/40*z^3 + 72/85*z + 1
*
0 | 0.099870862577600662285050409995141044638 | 0.022194463742789949210065024271503301513
f(z) = -16/45*z^3 + 77/90*z + 1
*
-2 | 0.073021565439030733260990063366836802837 | 0.015926299538378318679749243276934719564
f(z) = -16/49*z^3 + 79/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -15/41*z^3 + 79/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -15/43*z^3 + 77/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -15/47*z^3 + 73/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -15/49*z^3 + 71/98*z + 1
*
[ 4/3 ] 
f(z) = -15/56*z^3 + 61/84*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -14/41*z^3 + 71/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -14/43*z^3 + 69/86*z + 1
*
0 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -14/45*z^3 + 73/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -14/47*z^3 + 65/94*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = -13/41*z^3 + 63/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = -13/43*z^3 + 61/86*z + 1
*
0 | 0.091313489978095164637924087508003062316 | 0.020292744953231139634005391318824197784
f(z) = -8/45*z^3 + 61/90*z + 1
*
[ 12/7 ] 
f(z) = -7/48*z^3 + 71/84*z + 1
*
[ 5/3 ] 
f(z) = -7/50*z^3 + 71/90*z + 1
*
[ 12/7 ] 
f(z) = -7/54*z^3 + 67/84*z + 1
*
[ 9/5 ] 
f(z) = -5/54*z^3 + 67/90*z + 1
*
[ 2 ] 
f(z) = -4/41*z^3 + 73/82*z + 1
*
[ 2 ] 
f(z) = -4/43*z^3 + 75/86*z + 1
*
[ 2 ] 
f(z) = -4/45*z^3 + 77/90*z + 1
*
[ 2 ] 
f(z) = -4/47*z^3 + 79/94*z + 1
*
[ 2 ] 
f(z) = -3/41*z^3 + 65/82*z + 1
*
[ 2 ] 
f(z) = -3/43*z^3 + 67/86*z + 1
*
[ 2 ] 
f(z) = -3/47*z^3 + 71/94*z + 1
*
-14/3 | 0.072073084156436228639762029847023519182 | 0.011302520045991155383498176395656572645
f(z) = -3/49*z^3 + 67/84*z + 1
*
[ 2 ] 
f(z) = -3/49*z^3 + 73/98*z + 1
*
-4/3 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = -3/56*z^3 + 71/84*z + 1
*
[ 5/2 ] 
f(z) = -2/45*z^3 + 79/90*z + 1
*
[ 2 ] 
f(z) = -2/47*z^3 + 63/94*z + 1
*
[ 2 ] 
f(z) = -2/49*z^3 + 65/98*z + 1
*
-2/3 | 0.14431434244205247799133763941302473556 | 0.023781183495373404234615630019966682592
f(z) = -19/48*z^3 + 73/108*z + 1
*
-2/3 | 0.14242052975885144421849395396091006549 | 0.023469107050558826622862025369852196136
f(z) = -17/48*z^3 + 71/108*z + 1
*
2 | 0.18224859127926601207162259672022128552 | 0.026572408419950185420824937575464010503
f(z) = -17/56*z^3 + 64/119*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.013319547533577606249217887887306711535
f(z) = -17/57*z^3 + 79/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -17/59*z^3 + 77/118*z + 1
*
-2 | 0.053418766572962539095001429661918908742 | 0.011550071477075121087824170851814870532
f(z) = -16/51*z^3 + 77/102*z + 1
*
-2 | 0.074474743502762126296800501369479364153 | 0.015969918765915038048482765018814758528
f(z) = -16/53*z^3 + 75/106*z + 1
*
-2 | 0.075160692978324146380471497150261941357 | 0.015990002537890275578761596746575797414
f(z) = -16/55*z^3 + 73/110*z + 1
*
-2 | 0.055478500556485212794251296588117556921 | 0.011713719591984504528066489583201683587
f(z) = -16/57*z^3 + 71/114*z + 1
*
-2 | 0.076460771842643563638866820530417139222 | 0.016027211576830540874994418738414606489
f(z) = -16/59*z^3 + 69/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -15/53*z^3 + 67/106*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -15/59*z^3 + 61/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -14/51*z^3 + 61/102*z + 1
*
-2/3 | 0.15952744928561780714178443494571448191 | 0.026288111630578110338950371506836772134
f(z) = -13/48*z^3 + 67/108*z + 1
*
[ 4/3 ] 
f(z) = -13/48*z^3 + 79/108*z + 1
*
-2/3 | 0.14262399723721188586351021768717031930 | 0.023502635924795103556356214299203339309
f(z) = -11/48*z^3 + 65/108*z + 1
*
[ 4/3 ] 
f(z) = -11/48*z^3 + 71/108*z + 1
*
[ 15/11 ] 
f(z) = -11/54*z^3 + 71/110*z + 1
*
[ 3/2 ] 
f(z) = -10/51*z^3 + 79/102*z + 1
*
[ 4/3 ] 
f(z) = -9/58*z^3 + 61/116*z + 1
*
-2/3 | 0.14304658353842203389546707311863392337 | 0.023572272817439678725921068229394175130
f(z) = -7/48*z^3 + 61/108*z + 1
*
[ 7/4 ] 
f(z) = -3/49*z^3 + 69/112*z + 1
*
[ 2 ] 
f(z) = -3/53*z^3 + 77/106*z + 1
*
[ 2 ] 
f(z) = -3/55*z^3 + 79/110*z + 1
*
[ 2 ] 
f(z) = -2/51*z^3 + 67/102*z + 1
*
[ 2 ] 
f(z) = -2/53*z^3 + 69/106*z + 1
*
[ 2 ] 
f(z) = -2/55*z^3 + 71/110*z + 1
*
[ 2 ] 
f(z) = -2/57*z^3 + 73/114*z + 1
*
[ 2 ] 
f(z) = -2/59*z^3 + 75/118*z + 1
*
[ 2 ] 
f(z) = -1/53*z^3 + 61/106*z + 1
*
[ 12/5 ] 
f(z) = -1/54*z^3 + 69/100*z + 1
*
[ 2 ] 
f(z) = -1/55*z^3 + 63/110*z + 1
*
[ 2 ] 
f(z) = -1/57*z^3 + 65/114*z + 1
*
[ 2 ] 
f(z) = -1/59*z^3 + 67/118*z + 1
*
-14/19 | 0.092719099082542519506667745403339394066 | 0.013302996241040862055889909216766738433
f(z) = -19/56*z^3 + 72/133*z + 1
*
2 | 0.17987042063032853552224587501167924773 | 0.025807148184102955977068181865795533193
f(z) = -19/56*z^3 + 79/133*z + 1
*
-3/4 | 0.13279518331760899558285227429097975344 | 0.022560794475950220540178099734426485850
f(z) = -14/45*z^3 + 61/120*z + 1
*
-15/8 | 0.15533043681537217120927135118860963708 | 0.026389346159263092541029407026892020334
f(z) = -8/45*z^3 + 67/120*z + 1
*
[ 8/5 ] 
f(z) = -5/48*z^3 + 77/120*z + 1
*
[ 3/2 ] 
f(z) = -4/41*z^3 + 68/123*z + 1
*
[ 3/2 ] 
f(z) = -4/43*z^3 + 70/129*z + 1
*
[ 5/3 ] 
f(z) = -3/40*z^3 + 73/120*z + 1
*
-3 | 0.13247960932650190687591969094130896412 | 0.027672028787566545239566955233706080186
f(z) = -1/40*z^3 + 67/120*z + 1
*
2 | 0.14256865119226351084158997541716286840 | 0.022151230632043591407544830325810098261
f(z) = -13/48*z^3 + 79/156*z + 1
*
[ 6/5 ] 
f(z) = -13/54*z^3 + 77/150*z + 1
*
[ 3/2 ] 
f(z) = -4/47*z^3 + 74/141*z + 1
*
[ 3/2 ] 
f(z) = -4/49*z^3 + 76/147*z + 1
*
-3/2 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = -13/42*z^3 + 61/168*z + 1
*
[ 5/4 ] 
f(z) = -9/50*z^3 + 77/160*z + 1
*
[ 5/4 ] 
f(z) = -7/50*z^3 + 67/160*z + 1
*
3 | 0.15117251136101373634839710262003074691 | 0.029503039437568296845335566387309565174
f(z) = -5/56*z^3 + 79/168*z + 1
*
[ 7/5 ] 
f(z) = -4/49*z^3 + 78/175*z + 1
*
[ 7/5 ] 
f(z) = -3/49*z^3 + 71/175*z + 1
*
0 | 0.12654895398269191706409228623526858607 | 0.024697471428639885310106793632571356652
f(z) = -3/56*z^3 + 65/168*z + 1
*
[ 7/5 ] 
f(z) = -2/49*z^3 + 64/175*z + 1
*
[ 3/2 ] 
f(z) = -1/42*z^3 + 65/168*z + 1
*
[ 14/13 ] 
f(z) = -13/49*z^3 + 69/182*z + 1
*
0 | 0.091308038066808283955931435465493288745 | 0.017583053487370238267191209607810359626
f(z) = -8/45*z^3 + 77/180*z + 1
*
-5/2 | 0.082483859209153218594945851008436591193 | 0.015883794450364689620210264552832488777
f(z) = -7/45*z^3 + 67/180*z + 1
*
[ 3/2 ] 
f(z) = -1/48*z^3 + 73/192*z + 1
*
-14/5 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -5/42*z^3 + 61/210*z + 1
*
[ 6/5 ] 
f(z) = -5/42*z^3 + 71/210*z + 1
*
[ 3/2 ] 
f(z) = -1/51*z^3 + 77/204*z + 1
*
-5/6 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -9/55*z^3 + 69/220*z + 1
*
[ 5/4 ] 
f(z) = -4/55*z^3 + 69/220*z + 1
*
[ 7/6 ] 
f(z) = -5/49*z^3 + 71/252*z + 1
*
5 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = -1/48*z^3 + 77/240*z + 1
*
[ 4/3 ] 
f(z) = -1/56*z^3 + 71/252*z + 1
*
13/5 | 0.14349902160444154286082924922712192841 | 0.025806012846348626729025721902659010582
f(z) = -5/52*z^3 + 69/260*z + 1
*
-7/5 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = -15/56*z^3 + 67/280*z + 1
*
[ 4 ] 
f(z) = -19/48*z^3 + 85/12*z + 1
*
[ -4 ] 
f(z) = -19/48*z^3 + 91/12*z + 1
*
[ -6 ] 
f(z) = -19/54*z^3 + 83/6*z + 1
*
[ -7/2 ] 
f(z) = -18/49*z^3 + 81/14*z + 1
*
[ -4 ] 
f(z) = -17/48*z^3 + 83/12*z + 1
*
[ 5 ] 
f(z) = -17/50*z^3 + 93/10*z + 1
*
[ -5 ] 
f(z) = -17/50*z^3 + 97/10*z + 1
*
[ 15/4 ] 
f(z) = -16/45*z^3 + 86/15*z + 1
*
[ -15/4 ] 
f(z) = -16/45*z^3 + 94/15*z + 1
*
[ 7 ] 
f(z) = -13/49*z^3 + 97/7*z + 1
*
[ -7 ] 
f(z) = -13/49*z^3 + 99/7*z + 1
*
[ 7 ] 
f(z) = -12/49*z^3 + 90/7*z + 1
*
[ -7 ] 
f(z) = -12/49*z^3 + 92/7*z + 1
*
-6 | 0.068324867351298412892257363877179761650 | 0.011629901777818813935848106323181463609
f(z) = -11/48*z^3 + 89/12*z + 1
*
[ 7 ] 
f(z) = -11/49*z^3 + 83/7*z + 1
*
[ -7 ] 
f(z) = -11/49*z^3 + 85/7*z + 1
*
-6 | 0.14324262425065905898236568742490526405 | 0.016767523817545666793983968552937726273
f(z) = -11/54*z^3 + 95/11*z + 1
*
-6 | 0.15583179089760869357612317153737513077 | 0.024025274113344520371119648884035383650
f(z) = -7/40*z^3 + 82/15*z + 1
*
[ 10 ] 
f(z) = -7/40*z^3 + 92/5*z + 1
*
[ -10 ] 
f(z) = -7/40*z^3 + 93/5*z + 1
*
-6 | 0.18196166714795953565836036687355500859 | 0.027345581063259023775405102032096640834
f(z) = -7/40*z^3 + 97/15*z + 1
*
6/7 | 0.19536765732961806937914392683533280064 | 0.025324151008656855763211935480379156128
f(z) = -7/54*z^3 + 83/14*z + 1
*
-48/5 | 0.16816169203191473380129847350177693350 | 0.021665449246823527451721003585374204761
f(z) = -5/54*z^3 + 87/10*z + 1
*
[ 15/2 ] 
f(z) = -4/45*z^3 + 88/15*z + 1
*
[ -15/2 ] 
f(z) = -4/45*z^3 + 92/15*z + 1
*
-26/3 | 0.18999964402930124508838381509241852566 | 0.028782460331179503608526025192961510493
f(z) = -3/40*z^3 + 92/15*z + 1
*
10 | 0.18150759527570322835874931891696084707 | 0.026639622972605190307752410164548148190
f(z) = -3/50*z^3 + 91/15*z + 1
*
-10 | 0.17724267159095834757516001584850038825 | 0.025890415084755192894671159446993272595
f(z) = -3/50*z^3 + 94/15*z + 1
*
[ 14 ] 
f(z) = -3/56*z^3 + 80/7*z + 1
*
[ -14 ] 
f(z) = -3/56*z^3 + 81/7*z + 1
*
[ 15 ] 
f(z) = -1/45*z^3 + 89/15*z + 1
*
[ -15 ] 
f(z) = -1/45*z^3 + 91/15*z + 1
*
[ 24 ] 
f(z) = -1/54*z^3 + 93/8*z + 1
*
2 | 0.12946656521251588965196644421782417613 | 0.019745453968399365962424529184703521365
f(z) = -1/56*z^3 + 88/7*z + 1
*
[ -7/5 ] 
f(z) = -20/49*z^3 + 88/35*z + 1
*
[ -7/10 ] 
f(z) = -20/49*z^3 + 92/35*z + 1
*
[ -3/4 ] 
f(z) = -19/54*z^3 + 81/32*z + 1
*
7/2 | 0.072072673683715664574971243524762354768 | 0.011323722866308082954855293596862264234
f(z) = -16/49*z^3 + 83/28*z + 1
*
-7/2 | 0.13857972367507510707491450285293283862 | 0.021186223529358220078958128680770825795
f(z) = -16/49*z^3 + 99/28*z + 1
*
[ -7/5 ] 
f(z) = -15/49*z^3 + 81/35*z + 1
*
-2/5 | 0.12951496989272432292640047816175257229 | 0.019718854075663937857741176732869874001
f(z) = -15/56*z^3 + 89/35*z + 1
*
[ 14/5 ] 
f(z) = -15/56*z^3 + 96/35*z + 1
*
2/3 | 0.17826269170417339801523715669019368290 | 0.026789691273752923273436544879865203846
f(z) = -15/56*z^3 + 97/21*z + 1
*
4 | 0.15008475930349418057539751687508197568 | 0.028380707409887125017015507442360457633
f(z) = -13/40*z^3 + 99/20*z + 1
*
-4 | 0.14537909751161751599835460912413223687 | 0.027819775161109578276983405216326050416
f(z) = -11/40*z^3 + 93/20*z + 1
*
[ 7/2 ] 
f(z) = -11/49*z^3 + 97/28*z + 1
*
-3/11 | 0.22761161399946526501439335206086196412 | 0.029597288499737071159477369894513613168
f(z) = -11/54*z^3 + 81/22*z + 1
*
[ 4 ] 
f(z) = -9/40*z^3 + 87/20*z + 1
*
[ -4 ] 
f(z) = -9/40*z^3 + 97/20*z + 1
*
[ 7/2 ] 
f(z) = -9/49*z^3 + 83/28*z + 1
*
[ -7/2 ] 
f(z) = -9/49*z^3 + 99/28*z + 1
*
[ 10/3 ] 
f(z) = -9/56*z^3 + 87/35*z + 1
*
[ 4 ] 
f(z) = -9/56*z^3 + 93/28*z + 1
*
3/4 | 0.070494281258122363830032497297943795415 | 0.012776598655385236866139619525564845222
f(z) = -8/45*z^3 + 83/30*z + 1
*
[ 15/4 ] 
f(z) = -8/45*z^3 + 97/30*z + 1
*
[ -4 ] 
f(z) = -7/40*z^3 + 81/20*z + 1
*
-2/7 | 0.10434802906766191710107148640162131123 | 0.015914527440089473565938062893770647144
f(z) = -7/40*z^3 + 88/35*z + 1
*
-12/7 | 0.22672161293851993388182993063588888727 | 0.028806331835811481348762923098036670759
f(z) = -7/54*z^3 + 97/28*z + 1
*
[ 6 ] 
f(z) = -5/56*z^3 + 85/21*z + 1
*
-2/5 | 0.18136470694109233883675357443327851088 | 0.027660643244217173348852504713670896591
f(z) = -5/56*z^3 + 88/35*z + 1
*
[ -6 ] 
f(z) = -5/56*z^3 + 92/21*z + 1
*
6/5 | 0.15487204807444547532055921888992051186 | 0.023461089113534406399043196212105492893
f(z) = -5/56*z^3 + 92/35*z + 1
*
-2 | 0.15074717256192319608841610492517147334 | 0.022798886420663073771717938296535786391
f(z) = -5/56*z^3 + 93/35*z + 1
*
6 | 0.16600898557577486777900563103191176536 | 0.029594405968539341655780188310925643619
f(z) = -4/45*z^3 + 91/30*z + 1
*
7 | 0.12386322668925719046195636209230206263 | 0.019317956547994505191873482499918845315
f(z) = -4/49*z^3 + 87/28*z + 1
*
-7 | 0.073972384616753566332892988087629911984 | 0.011380739731018858283591350798629184629
f(z) = -4/49*z^3 + 95/28*z + 1
*
28/3 | 0.075403888145737927595176035800822117724 | 0.011619896265217483152755941720001207467
f(z) = -3/49*z^3 + 94/21*z + 1
*
-10/3 | 0.17888408575464103695837509683621679204 | 0.029334520617071823987520385606984850060
f(z) = -3/50*z^3 + 89/30*z + 1
*
-2 | 0.12933253970367654583167938402174237398 | 0.019592187725244858029718392900930478721
f(z) = -3/56*z^3 + 92/21*z + 1
*
[ -6 ] 
f(z) = -2/45*z^3 + 83/30*z + 1
*
14 | 0.15317678150450091681661040164199835654 | 0.029193077713750544489983326404578904355
f(z) = -1/42*z^3 + 95/21*z + 1
*
[ 10 ] 
f(z) = -1/56*z^3 + 94/35*z + 1
*
[ -1 ] 
f(z) = -19/40*z^3 + 99/40*z + 1
*
[ 2 ] 
f(z) = -19/46*z^3 + 99/46*z + 1
*
[ 7/4 ] 
f(z) = -18/49*z^3 + 87/56*z + 1
*
[ -1 ] 
f(z) = -17/41*z^3 + 99/41*z + 1
*
[ 2 ] 
f(z) = -17/46*z^3 + 91/46*z + 1
*
[ 2 ] 
f(z) = -17/50*z^3 + 93/50*z + 1
*
[ 2 ] 
f(z) = -17/54*z^3 + 95/54*z + 1
*
[ 2 ] 
f(z) = -17/58*z^3 + 97/58*z + 1
*
[ -1 ] 
f(z) = -16/41*z^3 + 98/41*z + 1
*
[ -1 ] 
f(z) = -15/41*z^3 + 97/41*z + 1
*
[ 2 ] 
f(z) = -15/46*z^3 + 83/46*z + 1
*
[ 2 ] 
f(z) = -15/58*z^3 + 89/58*z + 1
*
[ -1 ] 
f(z) = -14/41*z^3 + 96/41*z + 1
*
[ -1 ] 
f(z) = -13/41*z^3 + 95/41*z + 1
*
[ -1 ] 
f(z) = -13/43*z^3 + 99/43*z + 1
*
-3 | 0.077016353395549478824136902384241840897 | 0.017335673891358334578059728729364326068
f(z) = -13/48*z^3 + 85/48*z + 1
*
[ 5/2 ] 
f(z) = -13/50*z^3 + 89/40*z + 1
*
[ 2 ] 
f(z) = -13/58*z^3 + 81/58*z + 1
*
[ -1 ] 
f(z) = -12/41*z^3 + 94/41*z + 1
*
[ -1 ] 
f(z) = -12/43*z^3 + 98/43*z + 1
*
[ -1 ] 
f(z) = -11/41*z^3 + 93/41*z + 1
*
[ -1 ] 
f(z) = -11/43*z^3 + 97/43*z + 1
*
3 | 0.077017387011970368546318099586976408352 | 0.017429320006718723543534337044923974126
f(z) = -11/48*z^3 + 83/48*z + 1
*
[ -12/11 ] 
f(z) = -11/54*z^3 + 95/44*z + 1
*
[ -1 ] 
f(z) = -10/41*z^3 + 92/41*z + 1
*
[ -1 ] 
f(z) = -10/43*z^3 + 96/43*z + 1
*
[ -10/9 ] 
f(z) = -9/40*z^3 + 98/45*z + 1
*
[ -1 ] 
f(z) = -9/41*z^3 + 91/41*z + 1
*
[ -1 ] 
f(z) = -9/43*z^3 + 95/43*z + 1
*
[ -5/6 ] 
f(z) = -9/50*z^3 + 93/40*z + 1
*
[ 7/3 ] 
f(z) = -9/56*z^3 + 81/56*z + 1
*
[ 8/3 ] 
f(z) = -9/56*z^3 + 99/56*z + 1
*
[ -1 ] 
f(z) = -8/41*z^3 + 90/41*z + 1
*
[ -1 ] 
f(z) = -8/43*z^3 + 94/43*z + 1
*
[ -1 ] 
f(z) = -8/45*z^3 + 98/45*z + 1
*
[ 5/2 ] 
f(z) = -8/55*z^3 + 83/55*z + 1
*
[ -1 ] 
f(z) = -7/41*z^3 + 89/41*z + 1
*
[ -1 ] 
f(z) = -7/43*z^3 + 93/43*z + 1
*
[ -1 ] 
f(z) = -7/45*z^3 + 97/45*z + 1
*
[ -2 ] 
f(z) = -7/46*z^3 + 97/46*z + 1
*
[ -1 ] 
f(z) = -7/46*z^3 + 99/46*z + 1
*
[ 3 ] 
f(z) = -7/48*z^3 + 95/48*z + 1
*
[ -5/2 ] 
f(z) = -7/50*z^3 + 91/40*z + 1
*
[ 3 ] 
f(z) = -7/51*z^3 + 97/51*z + 1
*
[ -6/7 ] 
f(z) = -7/54*z^3 + 95/42*z + 1
*
[ -1 ] 
f(z) = -6/41*z^3 + 88/41*z + 1
*
[ -1 ] 
f(z) = -6/43*z^3 + 92/43*z + 1
*
[ -7/6 ] 
f(z) = -6/49*z^3 + 85/42*z + 1
*
[ -1 ] 
f(z) = -5/41*z^3 + 87/41*z + 1
*
[ -2 ] 
f(z) = -5/42*z^3 + 83/42*z + 1
*
[ -1 ] 
f(z) = -5/43*z^3 + 91/43*z + 1
*
[ -2 ] 
f(z) = -5/46*z^3 + 89/46*z + 1
*
[ -1 ] 
f(z) = -5/46*z^3 + 97/46*z + 1
*
[ -1 ] 
f(z) = -5/47*z^3 + 99/47*z + 1
*
21/10 | 0.19418951635839753558395557370097506296 | 0.025171436786290268844255703882031141681
f(z) = -5/54*z^3 + 83/40*z + 1
*
24/5 | 0.22234632289111126038624121859345375562 | 0.028646434961542632141055103097566163220
f(z) = -5/54*z^3 + 87/40*z + 1
*
[ 3 ] 
f(z) = -5/57*z^3 + 83/57*z + 1
*
[ -1 ] 
f(z) = -4/41*z^3 + 86/41*z + 1
*
[ -1 ] 
f(z) = -4/43*z^3 + 90/43*z + 1
*
[ -5/2 ] 
f(z) = -4/45*z^3 + 88/45*z + 1
*
[ -1 ] 
f(z) = -4/45*z^3 + 94/45*z + 1
*
[ -1 ] 
f(z) = -4/47*z^3 + 98/47*z + 1
*
[ -3/2 ] 
f(z) = -4/51*z^3 + 94/51*z + 1
*
[ -1 ] 
f(z) = -3/41*z^3 + 85/41*z + 1
*
[ -1 ] 
f(z) = -3/43*z^3 + 89/43*z + 1
*
[ 4 ] 
f(z) = -3/44*z^3 + 81/44*z + 1
*
[ -2 ] 
f(z) = -3/46*z^3 + 81/46*z + 1
*
[ -1 ] 
f(z) = -3/46*z^3 + 95/46*z + 1
*
[ -1 ] 
f(z) = -3/47*z^3 + 97/47*z + 1
*
[ 14/3 ] 
f(z) = -3/49*z^3 + 89/42*z + 1
*
[ -2 ] 
f(z) = -3/50*z^3 + 87/50*z + 1
*
[ 4 ] 
f(z) = -3/52*z^3 + 87/52*z + 1
*
-7 | 0.11808972075805159753861141753739318658 | 0.025698942488865176987462066711851620460
f(z) = -3/56*z^3 + 99/56*z + 1
*
[ -2 ] 
f(z) = -3/58*z^3 + 99/58*z + 1
*
[ -1 ] 
f(z) = -2/41*z^3 + 84/41*z + 1
*
[ -1 ] 
f(z) = -2/43*z^3 + 88/43*z + 1
*
[ 5 ] 
f(z) = -2/45*z^3 + 86/45*z + 1
*
[ -1 ] 
f(z) = -2/45*z^3 + 92/45*z + 1
*
[ -1 ] 
f(z) = -2/47*z^3 + 96/47*z + 1
*
[ -7/4 ] 
f(z) = -2/49*z^3 + 95/56*z + 1
*
[ -3 ] 
f(z) = -2/51*z^3 + 86/51*z + 1
*
[ 5 ] 
f(z) = -2/55*z^3 + 94/55*z + 1
*
[ -3 ] 
f(z) = -2/57*z^3 + 94/57*z + 1
*
[ 8 ] 
f(z) = -1/40*z^3 + 99/40*z + 1
*
[ -1 ] 
f(z) = -1/41*z^3 + 83/41*z + 1
*
[ -7 ] 
f(z) = -1/42*z^3 + 97/42*z + 1
*
[ -1 ] 
f(z) = -1/43*z^3 + 87/43*z + 1
*
-11 | 0.044406960642659540019170935324236204795 | 0.010105239378055706439035256712102269430
f(z) = -1/44*z^3 + 81/44*z + 1
*
-9 | 0.12317189895519058325146123985917376666 | 0.027652064547995354841359215617989235169
f(z) = -1/45*z^3 + 86/45*z + 1
*
[ -1 ] 
f(z) = -1/46*z^3 + 93/46*z + 1
*
[ -1 ] 
f(z) = -1/47*z^3 + 95/47*z + 1
*
[ -1 ] 
f(z) = -1/49*z^3 + 99/49*z + 1
*
[ -4 ] 
f(z) = -1/52*z^3 + 81/52*z + 1
*
[ -2 ] 
f(z) = -1/54*z^3 + 85/54*z + 1
*
[ -15/2 ] 
f(z) = -1/54*z^3 + 87/40*z + 1
*
[ -6/5 ] 
f(z) = -1/54*z^3 + 93/50*z + 1
*
[ 7 ] 
f(z) = -1/56*z^3 + 97/56*z + 1
*
[ -3 ] 
f(z) = -1/57*z^3 + 85/57*z + 1
*
[ -2 ] 
f(z) = -1/58*z^3 + 91/58*z + 1
*
3/8 | 0.067739268470476614601050378169021748582 | 0.012277271730562549951313797286616583118
f(z) = -16/45*z^3 + 83/60*z + 1
*
[ 7/3 ] 
f(z) = -8/49*z^3 + 92/63*z + 1
*
-3 | 0.072395388166007143132532697720683237716 | 0.013121161072783110474254813478400871861
f(z) = -4/45*z^3 + 83/60*z + 1
*
[ -7/3 ] 
f(z) = -1/49*z^3 + 97/63*z + 1
*
[ 9/2 ] 
f(z) = -1/54*z^3 + 83/72*z + 1
*
22/3 | 0.14806840764104996567765958026576080302 | 0.022430426598968771281345305892987299217
f(z) = -1/56*z^3 + 92/63*z + 1
*
2 | 0.18635080411488827433909692953451480975 | 0.028093149151401760863037114807314928687
f(z) = -19/40*z^3 + 88/95*z + 1
*
-10/19 | 0.086488286829346635015922566109780564547 | 0.012977637861848876865932644479088936451
f(z) = -19/40*z^3 + 98/95*z + 1
*
-2 | 0.071299721984183666923658842012751068682 | 0.015585623292754852563738026150998800908
f(z) = -18/47*z^3 + 97/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -18/49*z^3 + 95/98*z + 1
*
-2 | 0.077327432592655384681075698761628962282 | 0.016980571595003589666267287981402396242
f(z) = -17/41*z^3 + 95/82*z + 1
*
-2 | 0.078209337987902993657489451324669856042 | 0.017254853005663208502395609896543892976
f(z) = -17/43*z^3 + 93/86*z + 1
*
-2 | 0.065488013983659395727310430609252459742 | 0.014517857159827012501221463785463940094
f(z) = -17/45*z^3 + 91/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = -17/47*z^3 + 89/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = -17/49*z^3 + 87/98*z + 1
*
-2 | 0.069720755654423401638625995520635334477 | 0.015611775657271636566902506098268432320
f(z) = -16/41*z^3 + 87/82*z + 1
*
-2 | 0.070602673172048063136214823116086572768 | 0.015850284783907853909508967154841952858
f(z) = -16/43*z^3 + 85/86*z + 1
*
-2 | 0.057881454313369375598960078716895984068 | 0.012863089453541519790818776870888247979
f(z) = -16/45*z^3 + 83/90*z + 1
*
-2 | 0.072249848839020214309327937123981511163 | 0.015902522794904676118083142762843126409
f(z) = -16/47*z^3 + 81/94*z + 1
*
[ 5/3 ] 
f(z) = -11/50*z^3 + 91/90*z + 1
*
-5/4 | 0.098455293807393310452266425812339854086 | 0.021521642409768795968611700113028845576
f(z) = -8/45*z^3 + 97/90*z + 1
*
[ 2 ] 
f(z) = -7/41*z^3 + 97/82*z + 1
*
[ 2 ] 
f(z) = -7/43*z^3 + 99/86*z + 1
*
[ 2 ] 
f(z) = -6/41*z^3 + 89/82*z + 1
*
[ 2 ] 
f(z) = -6/43*z^3 + 91/86*z + 1
*
[ 2 ] 
f(z) = -6/47*z^3 + 95/94*z + 1
*
[ 2 ] 
f(z) = -6/49*z^3 + 97/98*z + 1
*
[ 2 ] 
f(z) = -5/41*z^3 + 81/82*z + 1
*
[ 2 ] 
f(z) = -5/43*z^3 + 83/86*z + 1
*
[ 2 ] 
f(z) = -5/47*z^3 + 87/94*z + 1
*
[ 2 ] 
f(z) = -5/49*z^3 + 89/98*z + 1
*
[ 2 ] 
f(z) = -4/49*z^3 + 81/98*z + 1
*
[ 4 ] 
f(z) = -1/42*z^3 + 95/84*z + 1
*
[ 10/3 ] 
f(z) = -1/50*z^3 + 83/90*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -19/53*z^3 + 99/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -19/55*z^3 + 97/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = -19/59*z^3 + 93/118*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -18/53*z^3 + 91/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -18/55*z^3 + 89/110*z + 1
*
0 | 0.13333970805936943548951415592076608636 | 0.028367251362168122824210434281168037360
f(z) = -18/55*z^3 + 91/110*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -18/59*z^3 + 85/118*z + 1
*
[ 4/3 ] 
f(z) = -17/48*z^3 + 95/108*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = -17/53*z^3 + 83/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = -17/55*z^3 + 81/110*z + 1
*
7/3 | 0.16148499723517881072242163213912201890 | 0.024467903916363063077598391824207149058
f(z) = -15/49*z^3 + 88/105*z + 1
*
-14/15 | 0.10434898923066625283251098314799192067 | 0.015497216846237035963701635304599366793
f(z) = -15/56*z^3 + 92/105*z + 1
*
-15/7 | 0.16803820713349391811747673968000734267 | 0.029210966585516825648988972845987611392
f(z) = -14/45*z^3 + 94/105*z + 1
*
[ 3/2 ] 
f(z) = -14/51*z^3 + 97/102*z + 1
*
[ 3/2 ] 
f(z) = -10/57*z^3 + 83/114*z + 1
*
11/4 | 0.13358435967133931014669708476880489426 | 0.028419299577016613273567814796236255388
f(z) = -8/55*z^3 + 81/110*z + 1
*
-3 | 0.13652800468722243840385439493474213731 | 0.029045543021687801212647990472871788736
f(z) = -8/55*z^3 + 89/110*z + 1
*
18/5 | 0.15487253748326757734223209403879857408 | 0.028963797079743215874437549424393552179
f(z) = -5/42*z^3 + 92/105*z + 1
*
[ 7/4 ] 
f(z) = -5/49*z^3 + 83/112*z + 1
*
[ 2 ] 
f(z) = -5/51*z^3 + 91/102*z + 1
*
[ 2 ] 
f(z) = -5/53*z^3 + 93/106*z + 1
*
[ 2 ] 
f(z) = -5/57*z^3 + 97/114*z + 1
*
[ 2 ] 
f(z) = -5/59*z^3 + 99/118*z + 1
*
[ 2 ] 
f(z) = -4/51*z^3 + 83/102*z + 1
*
[ 2 ] 
f(z) = -4/53*z^3 + 85/106*z + 1
*
[ 2 ] 
f(z) = -4/55*z^3 + 87/110*z + 1
*
[ 2 ] 
f(z) = -4/57*z^3 + 89/114*z + 1
*
[ 2 ] 
f(z) = -4/59*z^3 + 91/118*z + 1
*
-14/3 | 0.19999214031653266041230888612850837189 | 0.029701500597933317787445451363456504333
f(z) = -3/40*z^3 + 89/105*z + 1
*
[ 2 ] 
f(z) = -3/59*z^3 + 83/118*z + 1
*
0 | 0.13892235272711180726815116652555596122 | 0.028451359471392613929005446340159783723
f(z) = -15/44*z^3 + 89/132*z + 1
*
[ 3/2 ] 
f(z) = -8/41*z^3 + 95/123*z + 1
*
[ 3/2 ] 
f(z) = -8/43*z^3 + 97/129*z + 1
*
0 | 0.091208184836492758209193638206118889732 | 0.019051350840239992543380637883911899358
f(z) = -3/40*z^3 + 89/120*z + 1
*
-5/3 | 0.11936402145571926257609542499532669588 | 0.024932475682215165237592767099702808420
f(z) = -3/40*z^3 + 97/120*z + 1
*
11/3 | 0.13892235272711180726815116652555596122 | 0.028451359471392613929005446340159783723
f(z) = -3/44*z^3 + 85/132*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -3/44*z^3 + 97/132*z + 1
*
0 | 0.13533070112486988377459340687976137784 | 0.028267558127677988833109259204636684414
f(z) = -1/40*z^3 + 83/120*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.028883566708123270190329267190921892105
f(z) = -12/49*z^3 + 85/147*z + 1
*
[ 14/11 ] 
f(z) = -11/49*z^3 + 89/154*z + 1
*
[ 3/2 ] 
f(z) = -4/53*z^3 + 80/159*z + 1
*
[ 5/4 ] 
f(z) = -13/50*z^3 + 97/160*z + 1
*
[ 5/4 ] 
f(z) = -11/50*z^3 + 87/160*z + 1
*
0 | 0.14090501165168998583300007082553914777 | 0.027499219787274909730597185820818923091
f(z) = -9/56*z^3 + 83/168*z + 1
*
[ 7/5 ] 
f(z) = -6/49*z^3 + 92/175*z + 1
*
[ 3/2 ] 
f(z) = -4/55*z^3 + 82/165*z + 1
*
[ 3/2 ] 
f(z) = -4/59*z^3 + 86/177*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -17/48*z^3 + 89/192*z + 1
*
[ 14/9 ] 
f(z) = -3/56*z^3 + 92/189*z + 1
*
4 | 0.12982166667586990404999253870012398277 | 0.024999565835717473974754667701615155883
f(z) = -2/45*z^3 + 83/180*z + 1
*
[ 15/14 ] 
f(z) = -14/45*z^3 + 89/210*z + 1
*
[ 7/6 ] 
f(z) = -9/56*z^3 + 81/224*z + 1
*
[ 3/2 ] 
f(z) = -1/57*z^3 + 85/228*z + 1
*
-18/7 | 0.13776655886476059092802844043494947883 | 0.019920773276731572588240551507064713983
f(z) = -7/48*z^3 + 89/252*z + 1
*
-16/5 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = -5/48*z^3 + 91/240*z + 1
*
[ 10/7 ] 
f(z) = -1/40*z^3 + 86/245*z + 1
*
-3/4 | 0.17478969700036745625856478279267540743 | 0.026566806976650689572807411441457278161
f(z) = -1/45*z^3 + 83/240*z + 1
*
0 | 0.14799172541883664991647875848408667397 | 0.026263931014496033151860058677934719703
f(z) = -7/40*z^3 + 89/280*z + 1
*
[ 8/7 ] 
f(z) = -7/40*z^3 + 99/280*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.025361039771261906980326591424476310801
f(z) = -6/49*z^3 + 85/294*z + 1
*
[ 5 ] 
f(z) = -19/50*z^3 + 103/10*z + 1
*
[ -5 ] 
f(z) = -19/50*z^3 + 107/10*z + 1
*
-3/4 | 0.15602718555740178544382468909163649025 | 0.026781184806320992524100840323371904460
f(z) = -16/45*z^3 + 113/15*z + 1
*
[ 7 ] 
f(z) = -16/49*z^3 + 118/7*z + 1
*
[ 7 ] 
f(z) = -15/49*z^3 + 111/7*z + 1
*
[ -7 ] 
f(z) = -15/49*z^3 + 113/7*z + 1
*
-6 | 0.14170792501100227075167285531514860766 | 0.023387529917584961873278141218095431203
f(z) = -13/48*z^3 + 107/12*z + 1
*
[ 6 ] 
f(z) = -11/48*z^3 + 109/12*z + 1
*
[ -6 ] 
f(z) = -11/48*z^3 + 113/12*z + 1
*
-6 | 0.14878442656029640931840324045784617065 | 0.021974457813576293645086642079209519550
f(z) = -9/40*z^3 + 109/15*z + 1
*
[ 10 ] 
f(z) = -9/40*z^3 + 117/5*z + 1
*
[ -10 ] 
f(z) = -9/40*z^3 + 118/5*z + 1
*
6 | 0.18365704911020503085080286642024884077 | 0.026777765928961815501354084923313526769
f(z) = -9/40*z^3 + 119/15*z + 1
*
-2/3 | 0.18868141090619755300380517247789059095 | 0.027613132542743486902531229800863626152
f(z) = -9/56*z^3 + 116/7*z + 1
*
[ 6 ] 
f(z) = -7/40*z^3 + 107/15*z + 1
*
[ -6 ] 
f(z) = -7/40*z^3 + 112/15*z + 1
*
-10 | 0.087895429165801078130825463363405790490 | 0.012912829823125898041695667198354263412
f(z) = -3/40*z^3 + 113/15*z + 1
*
2 | 0.16034322969686967617296440219148372727 | 0.026630561018201690472661909166900831096
f(z) = -1/48*z^3 + 103/12*z + 1
*
2 | 0.10964690245589577801907041512604027324 | 0.017883355417382233560834602404127664106
f(z) = -1/48*z^3 + 115/12*z + 1
*
-2 | 0.15665989309681222280243183871111962961 | 0.023137611183655416657513474174093760251
f(z) = -1/56*z^3 + 109/7*z + 1
*
-14/5 | 0.12425377893408861604362216563645191245 | 0.018560404377151697334791482735688933067
f(z) = -15/56*z^3 + 101/35*z + 1
*
-14/3 | 0.19117223852393851041015986578278936589 | 0.028351716254500580999390480750505285127
f(z) = -15/56*z^3 + 106/21*z + 1
*
-14/5 | 0.14693861056197505190186623921224310471 | 0.021643721041209306569961856875825779965
f(z) = -15/56*z^3 + 111/35*z + 1
*
2/3 | 0.086058648065971067155025228082052155899 | 0.012563074895070937166563227962514535052
f(z) = -15/56*z^3 + 118/21*z + 1
*
[ 4 ] 
f(z) = -13/40*z^3 + 119/20*z + 1
*
[ 7/2 ] 
f(z) = -13/49*z^3 + 111/28*z + 1
*
-3/2 | 0.19927502201434693253418631069406742216 | 0.029252044524970935623786883365349492315
f(z) = -13/54*z^3 + 101/24*z + 1
*
[ 4 ] 
f(z) = -11/40*z^3 + 103/20*z + 1
*
[ -4 ] 
f(z) = -11/40*z^3 + 113/20*z + 1
*
[ -7/2 ] 
f(z) = -11/49*z^3 + 113/28*z + 1
*
[ -3/11 ] 
f(z) = -11/54*z^3 + 103/22*z + 1
*
60/11 | 0.17714788553525808462617338570912274344 | 0.022031211897686296186191035748242553462
f(z) = -11/54*z^3 + 115/22*z + 1
*
[ 4 ] 
f(z) = -11/56*z^3 + 109/28*z + 1
*
5 | 0.18484732697741523124862821371499731250 | 0.029337186344912825682522650516518125848
f(z) = -9/50*z^3 + 109/30*z + 1
*
-6 | 0.19905135558237308059846757159092208839 | 0.029603854250428367473597286303602487005
f(z) = -9/56*z^3 + 104/21*z + 1
*
[ -4 ] 
f(z) = -9/56*z^3 + 107/28*z + 1
*
[ -10/3 ] 
f(z) = -9/56*z^3 + 108/35*z + 1
*
6 | 0.16701307748763069563656173279621955024 | 0.024381022106284405643895415922298620911
f(z) = -9/56*z^3 + 118/21*z + 1
*
-3 | 0.14673785709675148977590272062163240155 | 0.025593776824000593955314711852592021321
f(z) = -8/45*z^3 + 103/30*z + 1
*
-3/2 | 0.13032551818928666357431972297224381013 | 0.022581105032326388280071227506935805389
f(z) = -8/45*z^3 + 107/30*z + 1
*
[ -15/4 ] 
f(z) = -8/45*z^3 + 113/30*z + 1
*
10/7 | 0.18714513270850888214182207421093254880 | 0.026793519468996864923447748258053609451
f(z) = -7/50*z^3 + 108/35*z + 1
*
-6 | 0.18869059745776441778424127777466020062 | 0.028144232660389409727196591265628087313
f(z) = -5/56*z^3 + 102/35*z + 1
*
-22/5 | 0.15570322809374667038091567196516572433 | 0.022874560217383766689319160853641559155
f(z) = -5/56*z^3 + 113/35*z + 1
*
-6 | 0.14858102402055977990798221582268053219 | 0.026004195344467817694828931647140932612
f(z) = -4/45*z^3 + 101/30*z + 1
*
-5 | 0.17890507899410239862595083833124148642 | 0.028741810527904365615019175064038323563
f(z) = -3/50*z^3 + 101/30*z + 1
*
20/3 | 0.18156021751338304979034939194530627575 | 0.028651603376275218885015847003164356991
f(z) = -3/50*z^3 + 113/30*z + 1
*
2 | 0.20177019120019006273826814446984480823 | 0.029642316637795815530950564475952026612
f(z) = -3/56*z^3 + 113/21*z + 1
*
-10 | 0.17409431150448846704521684011243860704 | 0.025478340846735786948644719356728838787
f(z) = -3/56*z^3 + 116/21*z + 1
*
[ 15/2 ] 
f(z) = -2/45*z^3 + 101/30*z + 1
*
-15/2 | 0.14129246382829301355968101131544094432 | 0.024644000244259831528443623892341109358
f(z) = -2/45*z^3 + 103/30*z + 1
*
[ -15/2 ] 
f(z) = -2/45*z^3 + 109/30*z + 1
*
12 | 0.11774658137884821454605094787441784722 | 0.020607645717229389364605957710961085640
f(z) = -1/45*z^3 + 101/30*z + 1
*
[ -10 ] 
f(z) = -1/56*z^3 + 101/35*z + 1
*
[ -1 ] 
f(z) = -20/41*z^3 + 102/41*z + 1
*
[ -1 ] 
f(z) = -20/43*z^3 + 106/43*z + 1
*
[ -1 ] 
f(z) = -20/47*z^3 + 114/47*z + 1
*
[ -1 ] 
f(z) = -20/49*z^3 + 118/49*z + 1
*
[ -1 ] 
f(z) = -19/41*z^3 + 101/41*z + 1
*
[ -1 ] 
f(z) = -19/42*z^3 + 103/42*z + 1
*
[ -1 ] 
f(z) = -19/43*z^3 + 105/43*z + 1
*
[ -1 ] 
f(z) = -19/44*z^3 + 107/44*z + 1
*
[ -1 ] 
f(z) = -19/45*z^3 + 109/45*z + 1
*
[ -1 ] 
f(z) = -19/46*z^3 + 111/46*z + 1
*
[ -1 ] 
f(z) = -19/47*z^3 + 113/47*z + 1
*
[ -1 ] 
f(z) = -19/49*z^3 + 117/49*z + 1
*
[ 2 ] 
f(z) = -19/50*z^3 + 101/50*z + 1
*
[ 5/2 ] 
f(z) = -19/50*z^3 + 119/40*z + 1
*
[ -1 ] 
f(z) = -19/50*z^3 + 119/50*z + 1
*
[ 2 ] 
f(z) = -19/54*z^3 + 103/54*z + 1
*
[ -6/5 ] 
f(z) = -19/54*z^3 + 117/50*z + 1
*
[ 2 ] 
f(z) = -19/58*z^3 + 105/58*z + 1
*
[ -1 ] 
f(z) = -18/41*z^3 + 100/41*z + 1
*
[ -1 ] 
f(z) = -18/43*z^3 + 104/43*z + 1
*
[ -1 ] 
f(z) = -18/47*z^3 + 112/47*z + 1
*
[ -1 ] 
f(z) = -18/49*z^3 + 116/49*z + 1
*
-1/3 | 0.13432027092531009221098641231028920502 | 0.028466737958219109466632416241351905713
f(z) = -18/55*z^3 + 112/55*z + 1
*
[ -1 ] 
f(z) = -17/43*z^3 + 103/43*z + 1
*
[ -1 ] 
f(z) = -17/45*z^3 + 107/45*z + 1
*
[ -1 ] 
f(z) = -17/46*z^3 + 109/46*z + 1
*
[ -1 ] 
f(z) = -17/47*z^3 + 111/47*z + 1
*
[ -1 ] 
f(z) = -17/49*z^3 + 115/49*z + 1
*
[ 5/2 ] 
f(z) = -17/50*z^3 + 109/40*z + 1
*
[ -1 ] 
f(z) = -17/50*z^3 + 117/50*z + 1
*
[ -1 ] 
f(z) = -16/43*z^3 + 102/43*z + 1
*
-9/4 | 0.12317189895519058325146123985917376666 | 0.026688771941213246883588551029013926182
f(z) = -16/45*z^3 + 101/45*z + 1
*
[ -1 ] 
f(z) = -16/47*z^3 + 110/47*z + 1
*
[ -1 ] 
f(z) = -16/49*z^3 + 114/49*z + 1
*
[ -1 ] 
f(z) = -16/51*z^3 + 118/51*z + 1
*
[ -1 ] 
f(z) = -15/43*z^3 + 101/43*z + 1
*
[ -1 ] 
f(z) = -15/46*z^3 + 107/46*z + 1
*
[ -1 ] 
f(z) = -15/47*z^3 + 109/47*z + 1
*
[ -1 ] 
f(z) = -15/49*z^3 + 113/49*z + 1
*
[ -1 ] 
f(z) = -15/52*z^3 + 119/52*z + 1
*
[ -1 ] 
f(z) = -14/43*z^3 + 100/43*z + 1
*
[ -1 ] 
f(z) = -14/45*z^3 + 104/45*z + 1
*
[ -1 ] 
f(z) = -14/47*z^3 + 108/47*z + 1
*
[ -1 ] 
f(z) = -14/51*z^3 + 116/51*z + 1
*
[ -2/3 ] 
f(z) = -13/40*z^3 + 119/45*z + 1
*
3 | 0.10810780514773645937005875217092273701 | 0.023325593669508442181458129787566997912
f(z) = -13/42*z^3 + 103/42*z + 1
*
[ -2 ] 
f(z) = -13/42*z^3 + 115/42*z + 1
*
[ -1 ] 
f(z) = -13/45*z^3 + 103/45*z + 1
*
[ -1 ] 
f(z) = -13/46*z^3 + 105/46*z + 1
*
[ -1 ] 
f(z) = -13/47*z^3 + 107/47*z + 1
*
3 | 0.13805037277794557187802158485187206840 | 0.029912625742746972887754971274644103154
f(z) = -13/48*z^3 + 101/48*z + 1
*
[ -1 ] 
f(z) = -13/49*z^3 + 111/49*z + 1
*
[ -1 ] 
f(z) = -13/50*z^3 + 113/50*z + 1
*
[ -1 ] 
f(z) = -13/51*z^3 + 115/51*z + 1
*
[ -1 ] 
f(z) = -13/53*z^3 + 119/53*z + 1
*
[ -6/5 ] 
f(z) = -13/54*z^3 + 109/50*z + 1
*
[ -12/13 ] 
f(z) = -13/54*z^3 + 119/52*z + 1
*
[ -1 ] 
f(z) = -12/47*z^3 + 106/47*z + 1
*
[ -1 ] 
f(z) = -12/49*z^3 + 110/49*z + 1
*
[ -1 ] 
f(z) = -12/53*z^3 + 118/53*z + 1
*
[ 5/2 ] 
f(z) = -12/55*z^3 + 108/55*z + 1
*
[ -2/3 ] 
f(z) = -11/40*z^3 + 118/45*z + 1
*
[ -2 ] 
f(z) = -11/42*z^3 + 107/42*z + 1
*
-3 | 0.10820039321215988884603007783988590563 | 0.022887987480923835394578597577635481752
f(z) = -11/42*z^3 + 113/42*z + 1
*
[ -1 ] 
f(z) = -11/45*z^3 + 101/45*z + 1
*
[ -1 ] 
f(z) = -11/46*z^3 + 103/46*z + 1
*
[ -2 ] 
f(z) = -11/46*z^3 + 113/46*z + 1
*
[ -1 ] 
f(z) = -11/47*z^3 + 105/47*z + 1
*
-3 | 0.13805036943266668390165052665771549116 | 0.029094276946019613517646638246648250307
f(z) = -11/48*z^3 + 115/48*z + 1
*
[ -1 ] 
f(z) = -11/49*z^3 + 109/49*z + 1
*
[ -5/2 ] 
f(z) = -11/50*z^3 + 111/40*z + 1
*
[ -1 ] 
f(z) = -11/50*z^3 + 111/50*z + 1
*
[ -2 ] 
f(z) = -11/50*z^3 + 119/50*z + 1
*
[ -1 ] 
f(z) = -11/51*z^3 + 113/51*z + 1
*
[ -1 ] 
f(z) = -11/52*z^3 + 115/52*z + 1
*
[ -1 ] 
f(z) = -11/53*z^3 + 117/53*z + 1
*
[ -1 ] 
f(z) = -10/47*z^3 + 104/47*z + 1
*
[ -1 ] 
f(z) = -10/49*z^3 + 108/49*z + 1
*
[ -1 ] 
f(z) = -10/51*z^3 + 112/51*z + 1
*
[ -1 ] 
f(z) = -10/53*z^3 + 116/53*z + 1
*
[ -8/3 ] 
f(z) = -9/40*z^3 + 119/40*z + 1
*
11/3 | 0.13962855487068659311783333659035583623 | 0.029762993147363994767110225274304097736
f(z) = -9/44*z^3 + 109/44*z + 1
*
[ -1 ] 
f(z) = -9/46*z^3 + 101/46*z + 1
*
[ -2 ] 
f(z) = -9/46*z^3 + 105/46*z + 1
*
[ -2/3 ] 
f(z) = -9/46*z^3 + 119/46*z + 1
*
[ -1 ] 
f(z) = -9/47*z^3 + 103/47*z + 1
*
[ -1 ] 
f(z) = -9/49*z^3 + 107/49*z + 1
*
[ -5/2 ] 
f(z) = -9/50*z^3 + 101/40*z + 1
*
-1/3 | 0.11921829749628842560787064530633285703 | 0.025832109272389132892190752258595651122
f(z) = -9/50*z^3 + 101/50*z + 1
*
[ -1 ] 
f(z) = -9/50*z^3 + 109/50*z + 1
*
[ -2 ] 
f(z) = -9/50*z^3 + 111/50*z + 1
*
[ -4/3 ] 
f(z) = -9/52*z^3 + 107/52*z + 1
*
[ -1 ] 
f(z) = -9/52*z^3 + 113/52*z + 1
*
[ -1 ] 
f(z) = -9/53*z^3 + 115/53*z + 1
*
[ -5/3 ] 
f(z) = -9/55*z^3 + 113/55*z + 1
*
[ -1 ] 
f(z) = -9/55*z^3 + 119/55*z + 1
*
-1/3 | 0.12950005686644578632634674958366024681 | 0.027393575867384491981926143013067093289
f(z) = -9/56*z^3 + 113/56*z + 1
*
[ -5/2 ] 
f(z) = -8/45*z^3 + 113/45*z + 1
*
[ -1 ] 
f(z) = -8/47*z^3 + 102/47*z + 1
*
[ -1 ] 
f(z) = -8/49*z^3 + 106/49*z + 1
*
[ -3/2 ] 
f(z) = -8/51*z^3 + 103/51*z + 1
*
[ 3 ] 
f(z) = -8/51*z^3 + 106/51*z + 1
*
[ -1 ] 
f(z) = -8/51*z^3 + 110/51*z + 1
*
[ -1 ] 
f(z) = -8/53*z^3 + 114/53*z + 1
*
[ -1 ] 
f(z) = -8/55*z^3 + 118/55*z + 1
*
[ 3 ] 
f(z) = -8/57*z^3 + 110/57*z + 1
*
[ -3/2 ] 
f(z) = -8/57*z^3 + 113/57*z + 1
*
[ -2/3 ] 
f(z) = -7/40*z^3 + 116/45*z + 1
*
[ 10/3 ] 
f(z) = -7/40*z^3 + 119/45*z + 1
*
[ -1 ] 
f(z) = -7/47*z^3 + 101/47*z + 1
*
[ -2 ] 
f(z) = -7/50*z^3 + 103/50*z + 1
*
[ -1 ] 
f(z) = -7/50*z^3 + 107/50*z + 1
*
[ -1 ] 
f(z) = -7/51*z^3 + 109/51*z + 1
*
[ -1 ] 
f(z) = -7/52*z^3 + 111/52*z + 1
*
[ -1 ] 
f(z) = -7/53*z^3 + 113/53*z + 1
*
[ -6/5 ] 
f(z) = -7/54*z^3 + 101/50*z + 1
*
30/7 | 0.097070041307124874536304040595618126122 | 0.014129444924026923762296633664361113414
f(z) = -7/54*z^3 + 107/42*z + 1
*
[ -2 ] 
f(z) = -7/54*z^3 + 109/54*z + 1
*
[ -1 ] 
f(z) = -7/54*z^3 + 115/54*z + 1
*
[ -1 ] 
f(z) = -7/55*z^3 + 117/55*z + 1
*
[ 3 ] 
f(z) = -7/57*z^3 + 101/57*z + 1
*
[ -2 ] 
f(z) = -7/58*z^3 + 115/58*z + 1
*
[ -1 ] 
f(z) = -6/47*z^3 + 100/47*z + 1
*
[ -1 ] 
f(z) = -6/49*z^3 + 104/49*z + 1
*
[ -7/4 ] 
f(z) = -6/49*z^3 + 109/56*z + 1
*
[ -1 ] 
f(z) = -6/53*z^3 + 112/53*z + 1
*
[ -1 ] 
f(z) = -6/55*z^3 + 116/55*z + 1
*
[ 4 ] 
f(z) = -5/44*z^3 + 113/44*z + 1
*
[ -3 ] 
f(z) = -5/48*z^3 + 109/48*z + 1
*
[ -1 ] 
f(z) = -5/49*z^3 + 103/49*z + 1
*
[ -1 ] 
f(z) = -5/51*z^3 + 107/51*z + 1
*
[ -3 ] 
f(z) = -5/51*z^3 + 113/51*z + 1
*
[ -1 ] 
f(z) = -5/52*z^3 + 109/52*z + 1
*
[ 4 ] 
f(z) = -5/52*z^3 + 119/52*z + 1
*
[ -1 ] 
f(z) = -5/53*z^3 + 111/53*z + 1
*
[ -2 ] 
f(z) = -5/54*z^3 + 101/54*z + 1
*
[ -1 ] 
f(z) = -5/54*z^3 + 113/54*z + 1
*
[ 24/5 ] 
f(z) = -5/54*z^3 + 117/40*z + 1
*
[ -1 ] 
f(z) = -5/57*z^3 + 119/57*z + 1
*
[ -2 ] 
f(z) = -5/58*z^3 + 107/58*z + 1
*
-5 | 0.084690308860204485471979336343546798567 | 0.018052446969667699644808478228338072396
f(z) = -4/45*z^3 + 109/45*z + 1
*
[ 9/2 ] 
f(z) = -4/45*z^3 + 116/45*z + 1
*
[ -1 ] 
f(z) = -4/49*z^3 + 102/49*z + 1
*
[ -3 ] 
f(z) = -4/51*z^3 + 104/51*z + 1
*
[ -1 ] 
f(z) = -4/51*z^3 + 106/51*z + 1
*
[ -1 ] 
f(z) = -4/53*z^3 + 110/53*z + 1
*
[ -5/2 ] 
f(z) = -4/55*z^3 + 102/55*z + 1
*
[ -1 ] 
f(z) = -4/55*z^3 + 114/55*z + 1
*
3/2 | 0.13358465100278999062698950778734283027 | 0.027951705201871115182376354332554787746
f(z) = -4/55*z^3 + 119/55*z + 1
*
[ -3/2 ] 
f(z) = -4/57*z^3 + 104/57*z + 1
*
[ -3 ] 
f(z) = -4/57*z^3 + 112/57*z + 1
*
[ -1 ] 
f(z) = -4/57*z^3 + 118/57*z + 1
*
[ -4 ] 
f(z) = -3/44*z^3 + 103/44*z + 1
*
[ -1 ] 
f(z) = -3/49*z^3 + 101/49*z + 1
*
[ -14/3 ] 
f(z) = -3/49*z^3 + 107/42*z + 1
*
[ -1 ] 
f(z) = -3/50*z^3 + 103/50*z + 1
*
[ -1 ] 
f(z) = -3/52*z^3 + 107/52*z + 1
*
[ -4 ] 
f(z) = -3/52*z^3 + 113/52*z + 1
*
[ -1 ] 
f(z) = -3/53*z^3 + 109/53*z + 1
*
[ -1 ] 
f(z) = -3/55*z^3 + 113/55*z + 1
*
[ 5 ] 
f(z) = -3/55*z^3 + 119/55*z + 1
*
[ -1 ] 
f(z) = -3/58*z^3 + 119/58*z + 1
*
[ -5 ] 
f(z) = -2/45*z^3 + 104/45*z + 1
*
[ -1 ] 
f(z) = -2/49*z^3 + 100/49*z + 1
*
[ -1 ] 
f(z) = -2/51*z^3 + 104/51*z + 1
*
[ -1 ] 
f(z) = -2/53*z^3 + 108/53*z + 1
*
[ -1 ] 
f(z) = -2/55*z^3 + 112/55*z + 1
*
[ -5 ] 
f(z) = -2/55*z^3 + 116/55*z + 1
*
[ -1 ] 
f(z) = -2/57*z^3 + 116/57*z + 1
*
-26/3 | 0.12081813300703263855805584609990103792 | 0.017892964332993476710037047225791558877
f(z) = -1/40*z^3 + 107/45*z + 1
*
[ -8 ] 
f(z) = -1/40*z^3 + 109/40*z + 1
*
[ -2/3 ] 
f(z) = -1/40*z^3 + 113/45*z + 1
*
5 | 0.13321770832306135784304611499630799692 | 0.028179982990976098660458875517938663925
f(z) = -1/44*z^3 + 113/44*z + 1
*
11 | 0.13328683509455561045321189690330667289 | 0.027988653274634359679221619335822767384
f(z) = -1/44*z^3 + 117/44*z + 1
*
4 | 0.11118309383530628037373593112807945293 | 0.023841437958454966480436758243499811099
f(z) = -1/45*z^3 + 106/45*z + 1
*
[ -1 ] 
f(z) = -1/50*z^3 + 101/50*z + 1
*
-15/2 | 0.17909095611519523372259029501658695006 | 0.028107637503530791500207005188720300713
f(z) = -1/50*z^3 + 117/40*z + 1
*
13 | 0.11921762314326669441487106172045834367 | 0.024945499591107665519808786784502362318
f(z) = -1/50*z^3 + 119/50*z + 1
*
[ -1 ] 
f(z) = -1/51*z^3 + 103/51*z + 1
*
[ -1 ] 
f(z) = -1/52*z^3 + 105/52*z + 1
*
[ -1 ] 
f(z) = -1/53*z^3 + 107/53*z + 1
*
[ -1 ] 
f(z) = -1/54*z^3 + 109/54*z + 1
*
-15/2 | 0.20877827242959017310942991848840502108 | 0.026079787556771088391481599424400154332
f(z) = -1/54*z^3 + 111/40*z + 1
*
21/2 | 0.22619687376643433754442332270919329457 | 0.028071056164868748878057676415172439524
f(z) = -1/54*z^3 + 117/56*z + 1
*
11 | 0.13333905592001571612526730892164345734 | 0.028050179035097257663763355287034541424
f(z) = -1/55*z^3 + 116/55*z + 1
*
[ -1 ] 
f(z) = -1/57*z^3 + 115/57*z + 1
*
[ -1 ] 
f(z) = -1/58*z^3 + 117/58*z + 1
*
[ -1 ] 
f(z) = -1/59*z^3 + 119/59*z + 1
*
[ 7/3 ] 
f(z) = -11/49*z^3 + 113/63*z + 1
*
[ 7/3 ] 
f(z) = -10/49*z^3 + 106/63*z + 1
*
-2 | 0.20232128958868066024753311966532815057 | 0.029963446117850417431940551174781398790
f(z) = -9/56*z^3 + 107/63*z + 1
*
[ -6/5 ] 
f(z) = -5/48*z^3 + 119/60*z + 1
*
[ 14/5 ] 
f(z) = -5/49*z^3 + 101/70*z + 1
*
[ 15/4 ] 
f(z) = -4/45*z^3 + 119/60*z + 1
*
[ -7/3 ] 
f(z) = -4/49*z^3 + 118/63*z + 1
*
[ -4/3 ] 
f(z) = -3/40*z^3 + 113/60*z + 1
*
-6 | 0.15888958077624585436927063330073624753 | 0.029610564849980757810575779543329646395
f(z) = -3/44*z^3 + 107/66*z + 1
*
[ -7/3 ] 
f(z) = -2/49*z^3 + 104/63*z + 1
*
[ 6 ] 
f(z) = -1/44*z^3 + 109/66*z + 1
*
[ -3/2 ] 
f(z) = -1/45*z^3 + 103/60*z + 1
*
[ 6 ] 
f(z) = -1/52*z^3 + 119/78*z + 1
*
[ -9/2 ] 
f(z) = -1/54*z^3 + 115/72*z + 1
*
[ -14/3 ] 
f(z) = -1/56*z^3 + 101/63*z + 1
*
10/3 | 0.20232086634070970352433835739773738103 | 0.029963383435530637671025505394765464650
f(z) = -1/56*z^3 + 107/63*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.014986495059924553369512431875740800853
f(z) = -20/41*z^3 + 119/82*z + 1
*
-2 | 0.072504757612067577321822998939139378550 | 0.015225138477674433875688701854206651105
f(z) = -20/43*z^3 + 117/86*z + 1
*
-2 | 0.074151755321165863176086336343080636740 | 0.015685566356043860736514953760466293354
f(z) = -20/47*z^3 + 113/94*z + 1
*
-2 | 0.074923379305244321596727587185121432729 | 0.015908886046503438363328050026472550489
f(z) = -20/49*z^3 + 111/98*z + 1
*
-2 | 0.077327503738005958629997994287488255774 | 0.016419366780248752437484940286941557841
f(z) = -19/41*z^3 + 111/82*z + 1
*
-2 | 0.078209589912459809953539146200409042123 | 0.016671027575831296879663139694233006606
f(z) = -19/43*z^3 + 109/86*z + 1
*
-2 | 0.065488255546207123183891211334752575539 | 0.014014691713771780446161752402602923027
f(z) = -19/45*z^3 + 107/90*z + 1
*
-2 | 0.079856558897590067187749281745422104995 | 0.017158839545095640734975005968583013325
f(z) = -19/47*z^3 + 105/94*z + 1
*
-2 | 0.080628187932955473280658563263910728360 | 0.017396526989543279072247233522120607647
f(z) = -19/49*z^3 + 103/98*z + 1
*
-2 | 0.068770854851979201208412442940588499131 | 0.014838160985600185145862414475184384568
f(z) = -18/41*z^3 + 103/82*z + 1
*
-2 | 0.069652081423193099387377337721493709670 | 0.015092147901451830111025179976544086714
f(z) = -18/43*z^3 + 101/86*z + 1
*
-4/3 | 0.15156093684039905805293012010211917565 | 0.028446782927920710724163086685724273169
f(z) = -15/56*z^3 + 103/84*z + 1
*
[ 5/3 ] 
f(z) = -13/50*z^3 + 101/90*z + 1
*
[ 2 ] 
f(z) = -9/41*z^3 + 113/82*z + 1
*
[ 2 ] 
f(z) = -9/43*z^3 + 115/86*z + 1
*
[ 2 ] 
f(z) = -9/47*z^3 + 119/94*z + 1
*
[ 2 ] 
f(z) = -8/41*z^3 + 105/82*z + 1
*
[ 2 ] 
f(z) = -8/43*z^3 + 107/86*z + 1
*
[ 2 ] 
f(z) = -8/45*z^3 + 109/90*z + 1
*
[ 2 ] 
f(z) = -8/47*z^3 + 111/94*z + 1
*
[ 2 ] 
f(z) = -8/49*z^3 + 113/98*z + 1
*
[ 2 ] 
f(z) = -7/45*z^3 + 101/90*z + 1
*
[ 2 ] 
f(z) = -7/47*z^3 + 103/94*z + 1
*
-10 | 0.10701266640689880809939274829947783641 | 0.022391693071154852523102934073602459269
f(z) = -1/45*z^3 + 119/90*z + 1
*
[ 4 ] 
f(z) = -1/46*z^3 + 101/92*z + 1
*
-2 | 0.055320499016421491097539383213098758804 | 0.011792026599855427751350196159266133424
f(z) = -20/51*z^3 + 109/102*z + 1
*
-2 | 0.076376385242976579065461421179489795273 | 0.016344785556813918109681073930027524651
f(z) = -20/53*z^3 + 107/106*z + 1
*
-2 | 0.057379105295509989215875948826969207760 | 0.012115012899208371941796697994077380834
f(z) = -20/57*z^3 + 103/114*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.016425820687500617297958274703231232414
f(z) = -20/59*z^3 + 101/118*z + 1
*
[ 4/3 ] 
f(z) = -19/48*z^3 + 103/108*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.013194517858147135900237803434200331068
f(z) = -19/51*z^3 + 101/102*z + 1
*
[ 3/2 ] 
f(z) = -14/57*z^3 + 101/114*z + 1
*
[ 7/4 ] 
f(z) = -9/49*z^3 + 111/112*z + 1
*
[ 2 ] 
f(z) = -8/51*z^3 + 115/102*z + 1
*
[ 2 ] 
f(z) = -8/53*z^3 + 117/106*z + 1
*
[ 2 ] 
f(z) = -8/55*z^3 + 119/110*z + 1
*
[ 2 ] 
f(z) = -7/51*z^3 + 107/102*z + 1
*
[ 2 ] 
f(z) = -7/53*z^3 + 109/106*z + 1
*
[ 2 ] 
f(z) = -7/55*z^3 + 111/110*z + 1
*
[ 2 ] 
f(z) = -7/57*z^3 + 113/114*z + 1
*
[ 2 ] 
f(z) = -7/59*z^3 + 115/118*z + 1
*
[ 2 ] 
f(z) = -6/53*z^3 + 101/106*z + 1
*
[ 2 ] 
f(z) = -6/55*z^3 + 103/110*z + 1
*
[ 2 ] 
f(z) = -6/59*z^3 + 107/118*z + 1
*
2/5 | 0.15192785885096355936289358667012676357 | 0.028313182620579580496329447456812392399
f(z) = -5/42*z^3 + 107/105*z + 1
*
[ 4 ] 
f(z) = -1/50*z^3 + 107/100*z + 1
*
[ 4 ] 
f(z) = -1/54*z^3 + 113/108*z + 1
*
[ 4 ] 
f(z) = -1/58*z^3 + 119/116*z + 1
*
[ 4/3 ] 
f(z) = -15/44*z^3 + 113/132*z + 1
*
0 | 0.13533070112486988377459340687976137784 | 0.028267558127677988833109259204636684414
f(z) = -11/40*z^3 + 113/120*z + 1
*
30/11 | 0.13511907601622047498053946764238352463 | 0.021553198403955392134018441930974214952
f(z) = -11/48*z^3 + 115/132*z + 1
*
-6/11 | 0.15678371964893483066512236619565579048 | 0.025008982563631165369094210438797464129
f(z) = -11/48*z^3 + 119/132*z + 1
*
0 | 0.077624893643482725027998783685045338024 | 0.016214104966450415067614018085784686008
f(z) = -9/40*z^3 + 107/120*z + 1
*
[ 14/9 ] 
f(z) = -9/49*z^3 + 101/126*z + 1
*
0 | 0.12576385482324971693883214884046533791 | 0.026269257803495956213337730992052166065
f(z) = -7/40*z^3 + 101/120*z + 1
*
-8/5 | 0.15734534105038836665975697590789764769 | 0.028709306205204650662829897457910597668
f(z) = -5/48*z^3 + 107/120*z + 1
*
-8/3 | 0.067492928755580641364930589792948833304 | 0.014097764002901446988775208937032354269
f(z) = -3/40*z^3 + 109/120*z + 1
*
-6 | 0.13247960932650190687591969094130896412 | 0.022507181085935205643376196500333384306
f(z) = -2/45*z^3 + 107/120*z + 1
*
[ 3 ] 
f(z) = -1/40*z^3 + 107/120*z + 1
*
[ 3 ] 
f(z) = -1/41*z^3 + 109/123*z + 1
*
[ 3 ] 
f(z) = -1/43*z^3 + 113/129*z + 1
*
[ 3 ] 
f(z) = -1/44*z^3 + 115/132*z + 1
*
[ 3 ] 
f(z) = -1/46*z^3 + 119/138*z + 1
*
[ 6/5 ] 
f(z) = -19/54*z^3 + 101/150*z + 1
*
[ 24/19 ] 
f(z) = -19/54*z^3 + 117/152*z + 1
*
[ 4/3 ] 
f(z) = -15/52*z^3 + 119/156*z + 1
*
[ 3/2 ] 
f(z) = -8/47*z^3 + 101/141*z + 1
*
[ 3/2 ] 
f(z) = -8/49*z^3 + 103/147*z + 1
*
[ 3/2 ] 
f(z) = -8/53*z^3 + 107/159*z + 1
*
-20/7 | 0.16560530289729256986278190471821924078 | 0.029389793507844370677138537564949211741
f(z) = -7/40*z^3 + 109/140*z + 1
*
-4/7 | 0.11015046955555074031589690978659490957 | 0.019548284374912125862598117675024447029
f(z) = -7/40*z^3 + 113/140*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -3/50*z^3 + 109/150*z + 1
*
-9 | 0.11598564772770450454106657793435272097 | 0.023338029164516062288802956293178139662
f(z) = -1/48*z^3 + 115/144*z + 1
*
-3/2 | 0.13805692349023109204857283667404847866 | 0.026943382905339884011892685205246621486
f(z) = -19/42*z^3 + 115/168*z + 1
*
[ 5/4 ] 
f(z) = -17/50*z^3 + 117/160*z + 1
*
0 | 0.065515971561995601708759859164529503270 | 0.012786188939920230634620538319498294854
f(z) = -15/56*z^3 + 101/168*z + 1
*
[ 15/11 ] 
f(z) = -11/45*z^3 + 119/165*z + 1
*
[ 4/3 ] 
f(z) = -9/41*z^3 + 105/164*z + 1
*
[ 4/3 ] 
f(z) = -9/43*z^3 + 107/172*z + 1
*
[ 7/5 ] 
f(z) = -9/49*z^3 + 113/175*z + 1
*
[ 7/5 ] 
f(z) = -8/49*z^3 + 106/175*z + 1
*
[ 3/2 ] 
f(z) = -8/55*z^3 + 109/165*z + 1
*
[ 3/2 ] 
f(z) = -8/59*z^3 + 113/177*z + 1
*
[ 5/3 ] 
f(z) = -6/55*z^3 + 116/165*z + 1
*
[ 3/2 ] 
f(z) = -5/42*z^3 + 101/168*z + 1
*
-8 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = -1/42*z^3 + 109/168*z + 1
*
[ 9/8 ] 
f(z) = -16/45*z^3 + 101/180*z + 1
*
0 | 0.10827487073267952840981508891893076885 | 0.020850331293262786719440744932595433090
f(z) = -16/45*z^3 + 109/180*z + 1
*
0 | 0.15258556137175964502745066395238924566 | 0.029383175280110875080087958179680615916
f(z) = -14/45*z^3 + 101/180*z + 1
*
[ 15/13 ] 
f(z) = -13/45*z^3 + 101/195*z + 1
*
-20/9 | 0.16263558830368454280571384446587472150 | 0.027630430490984053663158090378216490987
f(z) = -9/40*z^3 + 101/180*z + 1
*
2 | 0.17319686411663396549577200374865812334 | 0.028955838535768187398043415206870026358
f(z) = -9/44*z^3 + 107/198*z + 1
*
[ 4/3 ] 
f(z) = -9/47*z^3 + 111/188*z + 1
*
[ 4/3 ] 
f(z) = -9/49*z^3 + 113/196*z + 1
*
[ 4/3 ] 
f(z) = -7/40*z^3 + 101/180*z + 1
*
5/2 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = -7/45*z^3 + 103/180*z + 1
*
[ 3/2 ] 
f(z) = -5/48*z^3 + 109/192*z + 1
*
-18/5 | 0.18287200144471166794899840747539856361 | 0.027795260517015641834078620029682537479
f(z) = -5/48*z^3 + 113/180*z + 1
*
-3/4 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -20/51*z^3 + 113/204*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -19/51*z^3 + 103/204*z + 1
*
[ 4/3 ] 
f(z) = -9/53*z^3 + 117/212*z + 1
*
[ 3/2 ] 
f(z) = -5/51*z^3 + 113/204*z + 1
*
-17/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -1/51*z^3 + 109/204*z + 1
*
0 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -12/55*z^3 + 103/220*z + 1
*
[ 5/4 ] 
f(z) = -12/55*z^3 + 119/220*z + 1
*
-20/11 | 0.16839533452533613306621765061033004060 | 0.027665774088991059850773936740357596683
f(z) = -11/40*z^3 + 101/220*z + 1
*
[ 4/3 ] 
f(z) = -9/55*z^3 + 119/220*z + 1
*
-3/4 | 0.17478969700036745625856478279267540743 | 0.026566806976650689572807411441457278161
f(z) = -13/45*z^3 + 119/240*z + 1
*
-3/4 | 0.15767495180135646096431213781839944279 | 0.023965485846402787532011150460795378567
f(z) = -11/45*z^3 + 113/240*z + 1
*
[ 7/6 ] 
f(z) = -11/49*z^3 + 113/252*z + 1
*
-3/4 | 0.18610192825807307434725030392561381572 | 0.028286186719600114231802392886075310872
f(z) = -7/45*z^3 + 101/240*z + 1
*
[ 4/3 ] 
f(z) = -5/56*z^3 + 103/252*z + 1
*
[ 10/7 ] 
f(z) = -3/40*z^3 + 111/245*z + 1
*
[ 3/2 ] 
f(z) = -2/41*z^3 + 109/246*z + 1
*
[ 3/2 ] 
f(z) = -2/43*z^3 + 113/258*z + 1
*
-20/13 | 0.16942653257881246758468397075601022149 | 0.027091648601767579505120041321326757573
f(z) = -13/40*z^3 + 109/260*z + 1
*
[ 4/3 ] 
f(z) = -3/46*z^3 + 101/276*z + 1
*
0 | 0.16370362877910715673339760912008492687 | 0.028961334300391651353818215797927769943
f(z) = -10/57*z^3 + 107/285*z + 1
*
-7 | 0.073179178117740108835249058952128562965 | 0.012987029378449369443902901753399559215
f(z) = -1/40*z^3 + 103/280*z + 1
*
[ 7 ] 
f(z) = -19/49*z^3 + 139/7*z + 1
*
[ 14/3 ] 
f(z) = -18/49*z^3 + 123/14*z + 1
*
[ -14/3 ] 
f(z) = -18/49*z^3 + 129/14*z + 1
*
[ 7 ] 
f(z) = -18/49*z^3 + 132/7*z + 1
*
[ -7 ] 
f(z) = -18/49*z^3 + 134/7*z + 1
*
[ 7 ] 
f(z) = -17/49*z^3 + 125/7*z + 1
*
[ -7 ] 
f(z) = -17/49*z^3 + 127/7*z + 1
*
[ -7 ] 
f(z) = -16/49*z^3 + 120/7*z + 1
*
[ 6 ] 
f(z) = -13/48*z^3 + 127/12*z + 1
*
[ -6 ] 
f(z) = -13/48*z^3 + 131/12*z + 1
*
6 | 0.19093499034757728671294158804121639210 | 0.021654592487160864581715844435686240270
f(z) = -13/54*z^3 + 125/13*z + 1
*
-10 | 0.20204343583155048379991136319656997728 | 0.028988451074155896587201453624851221531
f(z) = -11/40*z^3 + 133/5*z + 1
*
-6 | 0.17021445849241713108826268227702380690 | 0.024343837396894186565344918307162541897
f(z) = -11/40*z^3 + 136/15*z + 1
*
[ 12 ] 
f(z) = -11/54*z^3 + 121/4*z + 1
*
-6 | 0.20529690085564266316779574151273121935 | 0.029754368061362618567143812386243021800
f(z) = -9/40*z^3 + 124/15*z + 1
*
[ 6 ] 
f(z) = -9/40*z^3 + 134/15*z + 1
*
[ -6 ] 
f(z) = -9/40*z^3 + 139/15*z + 1
*
60/7 | 0.089507227297384366990822477785282938078 | 0.010954210351442391826031152569693640393
f(z) = -7/54*z^3 + 131/14*z + 1
*
[ 14 ] 
f(z) = -5/56*z^3 + 129/7*z + 1
*
[ -14 ] 
f(z) = -5/56*z^3 + 130/7*z + 1
*
-15 | 0.16733521531734452680670887127998366361 | 0.027836928631263313469753391044171450576
f(z) = -2/45*z^3 + 136/15*z + 1
*
[ 14 ] 
f(z) = -2/49*z^3 + 125/14*z + 1
*
[ -14 ] 
f(z) = -2/49*z^3 + 127/14*z + 1
*
2 | 0.10072469768526359754340920856252123216 | 0.016166438907287160304632633996574126415
f(z) = -1/48*z^3 + 127/12*z + 1
*
[ 18 ] 
f(z) = -1/54*z^3 + 125/18*z + 1
*
[ -18 ] 
f(z) = -1/54*z^3 + 127/18*z + 1
*
[ -21 ] 
f(z) = -1/54*z^3 + 129/14*z + 1
*
[ 7/2 ] 
f(z) = -17/49*z^3 + 139/28*z + 1
*
3 | 0.22358589229598759809677114874005091929 | 0.027363230543247575752506389177127501289
f(z) = -17/54*z^3 + 131/34*z + 1
*
[ 7/2 ] 
f(z) = -15/49*z^3 + 125/28*z + 1
*
[ -14/5 ] 
f(z) = -15/56*z^3 + 121/35*z + 1
*
[ -2/5 ] 
f(z) = -15/56*z^3 + 124/35*z + 1
*
[ 14/3 ] 
f(z) = -15/56*z^3 + 139/21*z + 1
*
[ -4 ] 
f(z) = -13/40*z^3 + 129/20*z + 1
*
[ -7/2 ] 
f(z) = -13/49*z^3 + 127/28*z + 1
*
[ -3/13 ] 
f(z) = -13/54*z^3 + 139/26*z + 1
*
[ 4 ] 
f(z) = -13/56*z^3 + 125/28*z + 1
*
[ -4 ] 
f(z) = -13/56*z^3 + 139/28*z + 1
*
[ -4 ] 
f(z) = -11/56*z^3 + 123/28*z + 1
*
-6 | 0.17833353290910200906177775445928815286 | 0.025816423093578322244390400638115234227
f(z) = -9/56*z^3 + 125/21*z + 1
*
[ 6 ] 
f(z) = -9/56*z^3 + 139/21*z + 1
*
-8 | 0.14342032006850323427492505181246223300 | 0.025485070364740153755971768679892038733
f(z) = -5/48*z^3 + 139/24*z + 1
*
[ -2/5 ] 
f(z) = -5/56*z^3 + 123/35*z + 1
*
2 | 0.19329605598052485426231613123403668971 | 0.027886726138649866439464846282425512424
f(z) = -5/56*z^3 + 128/35*z + 1
*
6 | 0.17855451022584315174810083348521079237 | 0.025509891859608640130936388280387996069
f(z) = -5/56*z^3 + 137/35*z + 1
*
[ 6 ] 
f(z) = -4/45*z^3 + 121/30*z + 1
*
[ -6 ] 
f(z) = -4/45*z^3 + 131/30*z + 1
*
-2 | 0.10651376828705643448870075041903957407 | 0.015265798105564390999077698967911021021
f(z) = -3/56*z^3 + 134/21*z + 1
*
-3 | 0.17261164370351184999882302242118606451 | 0.029045510845607463530089985465069306585
f(z) = -2/45*z^3 + 127/30*z + 1
*
-14 | 0.20092028379386305011871532276803284347 | 0.028645951682115283102507853360962786293
f(z) = -1/40*z^3 + 139/35*z + 1
*
[ -1/2 ] 
f(z) = -20/41*z^3 + 128/41*z + 1
*
[ -1/2 ] 
f(z) = -20/43*z^3 + 134/43*z + 1
*
[ -1 ] 
f(z) = -20/51*z^3 + 122/51*z + 1
*
[ -3/2 ] 
f(z) = -20/51*z^3 + 130/51*z + 1
*
[ -1 ] 
f(z) = -20/53*z^3 + 126/53*z + 1
*
[ -1 ] 
f(z) = -20/57*z^3 + 134/57*z + 1
*
[ -1 ] 
f(z) = -20/59*z^3 + 138/59*z + 1
*
[ -2/3 ] 
f(z) = -19/40*z^3 + 122/45*z + 1
*
[ -2 ] 
f(z) = -19/42*z^3 + 139/42*z + 1
*
-3 | 0.077016796490342773659894823360143532714 | 0.015607904213100024746295592960956743236
f(z) = -19/48*z^3 + 139/48*z + 1
*
[ -1 ] 
f(z) = -19/51*z^3 + 121/51*z + 1
*
[ -1 ] 
f(z) = -19/53*z^3 + 125/53*z + 1
*
[ -1 ] 
f(z) = -19/55*z^3 + 129/55*z + 1
*
[ -1 ] 
f(z) = -19/58*z^3 + 135/58*z + 1
*
[ -1 ] 
f(z) = -19/59*z^3 + 137/59*z + 1
*
[ -1 ] 
f(z) = -18/53*z^3 + 124/53*z + 1
*
[ -1 ] 
f(z) = -18/55*z^3 + 128/55*z + 1
*
[ -5/3 ] 
f(z) = -18/55*z^3 + 138/55*z + 1
*
[ -1 ] 
f(z) = -18/59*z^3 + 136/59*z + 1
*
[ -2/3 ] 
f(z) = -17/40*z^3 + 121/45*z + 1
*
0 | 0.14234586188049417328368257068050169425 | 0.028932197914270307732147386656678073216
f(z) = -17/40*z^3 + 137/40*z + 1
*
-3 | 0.10810835007649125698211455843350507973 | 0.022390498206708099882477419381654354014
f(z) = -17/42*z^3 + 125/42*z + 1
*
[ -2 ] 
f(z) = -17/42*z^3 + 131/42*z + 1
*
[ -2 ] 
f(z) = -17/46*z^3 + 137/46*z + 1
*
-3 | 0.13805036943266668390165052665771549116 | 0.028785737850752831694851118035924437536
f(z) = -17/48*z^3 + 121/48*z + 1
*
3 | 0.086023260760996062632906421545310941229 | 0.017484470378615692921875373037227934082
f(z) = -17/48*z^3 + 137/48*z + 1
*
[ -1 ] 
f(z) = -17/53*z^3 + 123/53*z + 1
*
[ -3/5 ] 
f(z) = -17/54*z^3 + 139/50*z + 1
*
[ -1 ] 
f(z) = -17/55*z^3 + 127/55*z + 1
*
[ -1 ] 
f(z) = -17/57*z^3 + 131/57*z + 1
*
[ -1 ] 
f(z) = -17/58*z^3 + 133/58*z + 1
*
[ -1 ] 
f(z) = -17/59*z^3 + 135/59*z + 1
*
[ -1/2 ] 
f(z) = -16/41*z^3 + 127/41*z + 1
*
[ -1/2 ] 
f(z) = -16/43*z^3 + 133/43*z + 1
*
[ 5/2 ] 
f(z) = -16/45*z^3 + 127/45*z + 1
*
[ -1/2 ] 
f(z) = -16/45*z^3 + 139/45*z + 1
*
[ -3/2 ] 
f(z) = -16/51*z^3 + 121/51*z + 1
*
[ -3/4 ] 
f(z) = -16/51*z^3 + 128/51*z + 1
*
[ -1 ] 
f(z) = -16/53*z^3 + 122/53*z + 1
*
[ -5/4 ] 
f(z) = -16/55*z^3 + 124/55*z + 1
*
[ -1 ] 
f(z) = -16/55*z^3 + 126/55*z + 1
*
[ 5/2 ] 
f(z) = -16/55*z^3 + 133/55*z + 1
*
[ -1 ] 
f(z) = -16/57*z^3 + 130/57*z + 1
*
[ -3/2 ] 
f(z) = -16/57*z^3 + 131/57*z + 1
*
[ -1 ] 
f(z) = -16/59*z^3 + 134/59*z + 1
*
[ -2 ] 
f(z) = -15/46*z^3 + 129/46*z + 1
*
[ -1 ] 
f(z) = -15/53*z^3 + 121/53*z + 1
*
[ -1 ] 
f(z) = -15/58*z^3 + 131/58*z + 1
*
[ -1 ] 
f(z) = -15/59*z^3 + 133/59*z + 1
*
[ -1 ] 
f(z) = -14/53*z^3 + 120/53*z + 1
*
[ -1 ] 
f(z) = -14/55*z^3 + 124/55*z + 1
*
[ -1 ] 
f(z) = -14/57*z^3 + 128/57*z + 1
*
[ -1 ] 
f(z) = -14/59*z^3 + 132/59*z + 1
*
-10/3 | 0.14969141887165611142201839641581812140 | 0.021523967208068356424055098898503573375
f(z) = -13/40*z^3 + 131/45*z + 1
*
0 | 0.11937672280613259989531359478773407585 | 0.024410674918324449088942834151288712622
f(z) = -13/40*z^3 + 133/40*z + 1
*
0 | 0.14510600576893079527214794147630634175 | 0.029406580668036451773820426200256834553
f(z) = -13/42*z^3 + 139/42*z + 1
*
[ -2 ] 
f(z) = -13/46*z^3 + 121/46*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.015748852483253216356442873357012096261
f(z) = -13/48*z^3 + 133/48*z + 1
*
[ -5/2 ] 
f(z) = -13/50*z^3 + 121/40*z + 1
*
[ -2 ] 
f(z) = -13/50*z^3 + 127/50*z + 1
*
[ -2 ] 
f(z) = -13/54*z^3 + 133/54*z + 1
*
[ -1 ] 
f(z) = -13/55*z^3 + 123/55*z + 1
*
[ -1 ] 
f(z) = -13/57*z^3 + 127/57*z + 1
*
[ -1 ] 
f(z) = -13/58*z^3 + 129/58*z + 1
*
[ -2 ] 
f(z) = -13/58*z^3 + 139/58*z + 1
*
[ -1 ] 
f(z) = -13/59*z^3 + 131/59*z + 1
*
[ -1/2 ] 
f(z) = -12/41*z^3 + 126/41*z + 1
*
[ -1/2 ] 
f(z) = -12/43*z^3 + 132/43*z + 1
*
[ -1 ] 
f(z) = -12/55*z^3 + 122/55*z + 1
*
[ -1 ] 
f(z) = -12/59*z^3 + 130/59*z + 1
*
[ -10/11 ] 
f(z) = -11/40*z^3 + 128/55*z + 1
*
0 | 0.070005265369746344285600174741482611753 | 0.014359473212825669677138522788229395667
f(z) = -11/40*z^3 + 131/40*z + 1
*
[ 3 ] 
f(z) = -11/42*z^3 + 127/42*z + 1
*
0 | 0.10810950563425316622067677921273419730 | 0.021973561943445199860625097539350324683
f(z) = -11/42*z^3 + 137/42*z + 1
*
[ 3 ] 
f(z) = -11/48*z^3 + 131/48*z + 1
*
[ 3 ] 
f(z) = -11/51*z^3 + 133/51*z + 1
*
[ -2 ] 
f(z) = -11/54*z^3 + 125/54*z + 1
*
[ -3/5 ] 
f(z) = -11/54*z^3 + 137/50*z + 1
*
[ -1 ] 
f(z) = -11/57*z^3 + 125/57*z + 1
*
[ 3 ] 
f(z) = -11/57*z^3 + 137/57*z + 1
*
[ -1 ] 
f(z) = -11/58*z^3 + 127/58*z + 1
*
[ -2 ] 
f(z) = -11/58*z^3 + 131/58*z + 1
*
[ -1 ] 
f(z) = -11/59*z^3 + 129/59*z + 1
*
[ -7/4 ] 
f(z) = -10/49*z^3 + 123/56*z + 1
*
[ 3 ] 
f(z) = -10/51*z^3 + 124/51*z + 1
*
[ -1 ] 
f(z) = -10/57*z^3 + 124/57*z + 1
*
[ 3 ] 
f(z) = -10/57*z^3 + 128/57*z + 1
*
[ -1 ] 
f(z) = -10/59*z^3 + 128/59*z + 1
*
0 | 0.093985866543235240215055258514394717992 | 0.019339402166816790925063483370479440286
f(z) = -9/40*z^3 + 129/40*z + 1
*
-7/3 | 0.13354005324563924193135273591479422506 | 0.027142392472418366228458420777383795431
f(z) = -9/44*z^3 + 137/44*z + 1
*
10/9 | 0.17814736714827199532401192761059063196 | 0.024926968801447942169930412988111010913
f(z) = -9/50*z^3 + 127/45*z + 1
*
[ -2/3 ] 
f(z) = -9/50*z^3 + 129/50*z + 1
*
[ -7/3 ] 
f(z) = -9/56*z^3 + 129/56*z + 1
*
-5/3 | 0.12949960553971793911019718825962692732 | 0.026321160080091312680825893027086697031
f(z) = -9/56*z^3 + 137/56*z + 1
*
[ -2 ] 
f(z) = -9/58*z^3 + 123/58*z + 1
*
[ -1 ] 
f(z) = -9/58*z^3 + 125/58*z + 1
*
[ -1 ] 
f(z) = -9/59*z^3 + 127/59*z + 1
*
[ -1/2 ] 
f(z) = -8/41*z^3 + 125/41*z + 1
*
[ -1/2 ] 
f(z) = -8/43*z^3 + 131/43*z + 1
*
-9/2 | 0.13200283400283996802293317035698549582 | 0.027249739047412066756616161310050709442
f(z) = -8/45*z^3 + 127/45*z + 1
*
[ -1/2 ] 
f(z) = -8/45*z^3 + 137/45*z + 1
*
[ -7/8 ] 
f(z) = -8/49*z^3 + 127/56*z + 1
*
[ -5/2 ] 
f(z) = -8/55*z^3 + 127/55*z + 1
*
3/2 | 0.14315120597295947698245834280810093418 | 0.029503362136351885056141610978854961909
f(z) = -8/55*z^3 + 128/55*z + 1
*
[ -1 ] 
f(z) = -8/57*z^3 + 122/57*z + 1
*
[ -1 ] 
f(z) = -8/59*z^3 + 126/59*z + 1
*
0 | 0.083016085278609793627341340796470795878 | 0.017137258284402849038550580215142472054
f(z) = -7/40*z^3 + 127/40*z + 1
*
-4 | 0.13532297337432000069571023050307801854 | 0.028120903810188145656405569462207342592
f(z) = -7/44*z^3 + 123/44*z + 1
*
[ -3 ] 
f(z) = -7/51*z^3 + 131/51*z + 1
*
[ 24/7 ] 
f(z) = -7/54*z^3 + 125/56*z + 1
*
3/14 | 0.13805863560158597308927029769784752654 | 0.016896103039682698283863676186359790653
f(z) = -7/54*z^3 + 131/56*z + 1
*
[ -1 ] 
f(z) = -7/57*z^3 + 121/57*z + 1
*
[ -3 ] 
f(z) = -7/57*z^3 + 139/57*z + 1
*
[ -1 ] 
f(z) = -7/58*z^3 + 123/58*z + 1
*
[ -1 ] 
f(z) = -7/59*z^3 + 125/59*z + 1
*
[ -1 ] 
f(z) = -6/59*z^3 + 124/59*z + 1
*
0 | 0.10810713214432188749361265617900645349 | 0.022174924413795131058407213626055556522
f(z) = -5/42*z^3 + 131/42*z + 1
*
[ -4 ] 
f(z) = -5/44*z^3 + 135/44*z + 1
*
0 | 0.14478364490868466338841370934343087289 | 0.029427684190526585204232620397765534149
f(z) = -5/44*z^3 + 137/44*z + 1
*
[ -3 ] 
f(z) = -5/57*z^3 + 121/57*z + 1
*
[ -1 ] 
f(z) = -5/58*z^3 + 121/58*z + 1
*
[ -1 ] 
f(z) = -5/59*z^3 + 123/59*z + 1
*
[ -1/2 ] 
f(z) = -4/41*z^3 + 124/41*z + 1
*
[ -1/2 ] 
f(z) = -4/43*z^3 + 130/43*z + 1
*
0 | 0.10947001951052513125691541423131053757 | 0.022184739648846731206236554990304406788
f(z) = -4/45*z^3 + 139/45*z + 1
*
[ -1 ] 
f(z) = -4/59*z^3 + 122/59*z + 1
*
-15/2 | 0.17927389768485078953534277979716267449 | 0.027778790635590149168004604396786146398
f(z) = -3/50*z^3 + 127/40*z + 1
*
[ -1 ] 
f(z) = -3/59*z^3 + 121/59*z + 1
*
0 | 0.12547598172875272874953827709207788682 | 0.025503347191865946414420376693009696847
f(z) = -2/45*z^3 + 137/45*z + 1
*
[ -1 ] 
f(z) = -2/59*z^3 + 120/59*z + 1
*
-34/3 | 0.19702587001847562201693840719790834682 | 0.028623075602586219177464028676295496056
f(z) = -1/40*z^3 + 122/45*z + 1
*
-6 | 0.19804132305350102652375271124745779451 | 0.028571323466037507494043435454503617368
f(z) = -1/40*z^3 + 128/45*z + 1
*
-3 | 0.070294929862163926973902114025958744363 | 0.014464535667894169144622386069478971324
f(z) = -1/40*z^3 + 129/40*z + 1
*
0 | 0.13339398336686550488985770264344502287 | 0.027276985726246236750091474024747939849
f(z) = -1/44*z^3 + 133/44*z + 1
*
[ 9 ] 
f(z) = -1/45*z^3 + 121/45*z + 1
*
[ -9 ] 
f(z) = -1/45*z^3 + 131/45*z + 1
*
0 | 0.091333267934751390255782636106377585716 | 0.018591427661637406590291977912763961226
f(z) = -1/45*z^3 + 136/45*z + 1
*
5 | 0.077017387011970368546318099586976408352 | 0.016059372543424346131481890654663273719
f(z) = -1/48*z^3 + 121/48*z + 1
*
60/7 | 0.25966757448265838514133388701590945874 | 0.029268917823940479920839292266122892366
f(z) = -1/54*z^3 + 132/49*z + 1
*
-11 | 0.13325728800290785145145738363925631170 | 0.027553664274898690355321885900313505348
f(z) = -1/55*z^3 + 126/55*z + 1
*
3 | 0.10186476905418111924156540510546839307 | 0.021240454120271857606239322215877224257
f(z) = -1/56*z^3 + 121/56*z + 1
*
[ -8 ] 
f(z) = -1/56*z^3 + 127/56*z + 1
*
-5 | 0.13805692349023109204857283667404847866 | 0.028060459089481841180388383286447048673
f(z) = -1/56*z^3 + 137/56*z + 1
*
[ -3/2 ] 
f(z) = -13/45*z^3 + 139/60*z + 1
*
[ 7/3 ] 
f(z) = -13/49*z^3 + 127/63*z + 1
*
[ -3/2 ] 
f(z) = -11/45*z^3 + 133/60*z + 1
*
[ -14/9 ] 
f(z) = -9/56*z^3 + 128/63*z + 1
*
[ -7/6 ] 
f(z) = -8/49*z^3 + 131/63*z + 1
*
[ -3/2 ] 
f(z) = -7/45*z^3 + 121/60*z + 1
*
[ -10/7 ] 
f(z) = -7/50*z^3 + 139/70*z + 1
*
[ -7/3 ] 
f(z) = -5/49*z^3 + 125/63*z + 1
*
-15/4 | 0.15187374213875852248723870797530714447 | 0.025555926180920513069295728779997635110
f(z) = -4/45*z^3 + 127/60*z + 1
*
[ -7/6 ] 
f(z) = -4/49*z^3 + 124/63*z + 1
*
[ -6 ] 
f(z) = -1/44*z^3 + 131/66*z + 1
*
[ 15/2 ] 
f(z) = -1/45*z^3 + 127/60*z + 1
*
-12 | 0.16898742353567051717302219275570125256 | 0.028077561900786315425802357855719321181
f(z) = -1/45*z^3 + 137/60*z + 1
*
10 | 0.17882877261002837007298148378166734100 | 0.028560091049521128241655975596603501747
f(z) = -1/48*z^3 + 131/60*z + 1
*
[ 5/3 ] 
f(z) = -19/50*z^3 + 131/90*z + 1
*
[ 5/3 ] 
f(z) = -17/50*z^3 + 121/90*z + 1
*
[ 2 ] 
f(z) = -12/41*z^3 + 137/82*z + 1
*
[ 2 ] 
f(z) = -12/43*z^3 + 139/86*z + 1
*
[ 2 ] 
f(z) = -11/41*z^3 + 129/82*z + 1
*
[ 2 ] 
f(z) = -11/43*z^3 + 131/86*z + 1
*
[ 2 ] 
f(z) = -11/45*z^3 + 133/90*z + 1
*
[ 2 ] 
f(z) = -11/47*z^3 + 135/94*z + 1
*
[ 2 ] 
f(z) = -11/49*z^3 + 137/98*z + 1
*
[ 24/11 ] 
f(z) = -11/54*z^3 + 133/88*z + 1
*
[ 2 ] 
f(z) = -10/41*z^3 + 121/82*z + 1
*
[ 2 ] 
f(z) = -10/43*z^3 + 123/86*z + 1
*
[ 2 ] 
f(z) = -10/47*z^3 + 127/94*z + 1
*
[ 2 ] 
f(z) = -10/49*z^3 + 129/98*z + 1
*
[ 2 ] 
f(z) = -9/49*z^3 + 121/98*z + 1
*
-9/4 | 0.11118309383530628037373593112807945293 | 0.023183475754042078963599755304537104622
f(z) = -8/45*z^3 + 121/90*z + 1
*
[ 9/4 ] 
f(z) = -8/45*z^3 + 131/90*z + 1
*
1/2 | 0.11654036915842909105974641903186784459 | 0.023617587353326984748706441547841750988
f(z) = -8/45*z^3 + 139/90*z + 1
*
[ -2 ] 
f(z) = -2/41*z^3 + 139/82*z + 1
*
0 | 0.084690940831711845423566986633766894464 | 0.017163114443281580881368150256031901772
f(z) = -2/45*z^3 + 139/90*z + 1
*
[ -2 ] 
f(z) = -1/41*z^3 + 131/82*z + 1
*
[ -4 ] 
f(z) = -1/42*z^3 + 137/84*z + 1
*
[ -2 ] 
f(z) = -1/43*z^3 + 137/86*z + 1
*
[ -10/3 ] 
f(z) = -1/50*z^3 + 137/90*z + 1
*
14/15 | 0.20179802304916461991834716550297828945 | 0.028830667670930252144133775710474289766
f(z) = -15/56*z^3 + 137/105*z + 1
*
[ 7/4 ] 
f(z) = -13/49*z^3 + 139/112*z + 1
*
[ 24/13 ] 
f(z) = -13/54*z^3 + 133/104*z + 1
*
[ 7/4 ] 
f(z) = -11/49*z^3 + 125/112*z + 1
*
[ 2 ] 
f(z) = -11/51*z^3 + 139/102*z + 1
*
[ 2 ] 
f(z) = -10/51*z^3 + 131/102*z + 1
*
[ 2 ] 
f(z) = -10/53*z^3 + 133/106*z + 1
*
[ 2 ] 
f(z) = -10/57*z^3 + 137/114*z + 1
*
[ 2 ] 
f(z) = -10/59*z^3 + 139/118*z + 1
*
[ 2 ] 
f(z) = -9/53*z^3 + 125/106*z + 1
*
[ 2 ] 
f(z) = -9/55*z^3 + 127/110*z + 1
*
[ 2 ] 
f(z) = -9/59*z^3 + 131/118*z + 1
*
[ 2 ] 
f(z) = -8/57*z^3 + 121/114*z + 1
*
[ 2 ] 
f(z) = -8/59*z^3 + 123/118*z + 1
*
[ 15/7 ] 
f(z) = -7/45*z^3 + 131/105*z + 1
*
[ 12/5 ] 
f(z) = -7/54*z^3 + 133/100*z + 1
*
14/5 | 0.11954312204378019097008193491760872495 | 0.021558033668118225682659019711336179170
f(z) = -5/42*z^3 + 128/105*z + 1
*
[ 10/3 ] 
f(z) = -3/56*z^3 + 136/105*z + 1
*
0 | 0.13311227966129880811337146520500960279 | 0.027303977836510346067511524114024076005
f(z) = -17/40*z^3 + 131/120*z + 1
*
[ 24/17 ] 
f(z) = -17/54*z^3 + 125/136*z + 1
*
[ 3/2 ] 
f(z) = -12/41*z^3 + 122/123*z + 1
*
[ 3/2 ] 
f(z) = -12/43*z^3 + 124/129*z + 1
*
[ 15/8 ] 
f(z) = -8/45*z^3 + 131/120*z + 1
*
[ 8/3 ] 
f(z) = -3/40*z^3 + 139/120*z + 1
*
[ 3 ] 
f(z) = -2/41*z^3 + 136/123*z + 1
*
-9 | 0.10572794254906616672616328404635891799 | 0.021686905275793656781615996096404188185
f(z) = -1/42*z^3 + 131/126*z + 1
*
[ 3/2 ] 
f(z) = -12/47*z^3 + 128/141*z + 1
*
[ 3/2 ] 
f(z) = -12/49*z^3 + 130/147*z + 1
*
[ 3/2 ] 
f(z) = -12/53*z^3 + 134/159*z + 1
*
-22/7 | 0.17090031288642172875411257823381730146 | 0.029825015158415762381590147986828869683
f(z) = -7/44*z^3 + 137/154*z + 1
*
-5 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -3/52*z^3 + 121/156*z + 1
*
[ 3 ] 
f(z) = -1/47*z^3 + 121/141*z + 1
*
[ 3 ] 
f(z) = -1/49*z^3 + 125/147*z + 1
*
[ 3 ] 
f(z) = -1/50*z^3 + 127/150*z + 1
*
[ 3 ] 
f(z) = -1/52*z^3 + 131/156*z + 1
*
[ 3 ] 
f(z) = -1/53*z^3 + 133/159*z + 1
*
[ 5/4 ] 
f(z) = -19/50*z^3 + 127/160*z + 1
*
[ 7/5 ] 
f(z) = -12/49*z^3 + 134/175*z + 1
*
[ 3/2 ] 
f(z) = -12/55*z^3 + 136/165*z + 1
*
[ 7/5 ] 
f(z) = -11/49*z^3 + 127/175*z + 1
*
-5/2 | 0.11589248572030960926835001734710491673 | 0.022835175688454747126909711771709208690
f(z) = -9/40*z^3 + 129/160*z + 1
*
-3 | 0.12880037789979803278457233765800800364 | 0.025136862479427154585286410670877529564
f(z) = -9/56*z^3 + 131/168*z + 1
*
0 | 0.15212333053873656942030002734082385605 | 0.029688602642451241057271885103243756324
f(z) = -9/56*z^3 + 139/168*z + 1
*
-11/3 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -6/55*z^3 + 122/165*z + 1
*
-7/2 | 0.12949955089072559440144651418691049634 | 0.025273314061393386104465816761838901135
f(z) = -5/42*z^3 + 125/168*z + 1
*
-3 | 0.13082783934864133465589256119553953016 | 0.025532544700651399355537504415232321654
f(z) = -3/56*z^3 + 137/168*z + 1
*
[ 5/2 ] 
f(z) = -1/40*z^3 + 121/160*z + 1
*
[ 3 ] 
f(z) = -1/55*z^3 + 137/165*z + 1
*
[ 14/5 ] 
f(z) = -1/56*z^3 + 137/175*z + 1
*
[ 3 ] 
f(z) = -1/56*z^3 + 139/168*z + 1
*
[ 4/3 ] 
f(z) = -11/40*z^3 + 133/180*z + 1
*
-22/9 | 0.16793059829281370169704451798147278218 | 0.028075400291930904116142950364111109097
f(z) = -9/44*z^3 + 125/198*z + 1
*
[ 3/2 ] 
f(z) = -7/48*z^3 + 127/192*z + 1
*
[ 12/7 ] 
f(z) = -5/54*z^3 + 135/196*z + 1
*
[ 5/2 ] 
f(z) = -1/45*z^3 + 133/180*z + 1
*
-12/17 | 0.068833206856639257983063704168958304645 | 0.010266848558617729688748591268761217290
f(z) = -17/48*z^3 + 121/204*z + 1
*
2 | 0.16310669001921433705635066874266691876 | 0.024328253205061272025459959535955469539
f(z) = -17/48*z^3 + 127/204*z + 1
*
[ 3/2 ] 
f(z) = -7/51*z^3 + 131/204*z + 1
*
-17/4 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -4/51*z^3 + 133/204*z + 1
*
[ 4/3 ] 
f(z) = -9/59*z^3 + 123/236*z + 1
*
[ 3/2 ] 
f(z) = -7/57*z^3 + 139/228*z + 1
*
[ 3/2 ] 
f(z) = -5/57*z^3 + 121/228*z + 1
*
17/10 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -20/51*z^3 + 139/255*z + 1
*
-3/4 | 0.13669827536706229726571578312958609310 | 0.020777178277905894177698441097600898371
f(z) = -19/45*z^3 + 137/240*z + 1
*
-10/7 | 0.21245407500620721339396049391432289375 | 0.028025654880192607672289939597136589759
f(z) = -17/40*z^3 + 139/245*z + 1
*
-3/4 | 0.19465930085757857199437662641275179804 | 0.029586847284724065252200523376406260669
f(z) = -17/45*z^3 + 131/240*z + 1
*
[ 7/6 ] 
f(z) = -13/49*z^3 + 127/252*z + 1
*
-8/11 | 0.14709393920885061147036667684501003416 | 0.023463340257056849260063976385853650256
f(z) = -11/48*z^3 + 131/264*z + 1
*
-22/13 | 0.17472154256794162647601464427160828217 | 0.027518934898914704326098425335165824274
f(z) = -13/44*z^3 + 125/286*z + 1
*
-5/7 | 0.14684202198686771502351267183121056040 | 0.026059894393266681143556868981978544316
f(z) = -7/40*z^3 + 137/280*z + 1
*
[ 7/5 ] 
f(z) = -5/56*z^3 + 129/280*z + 1
*
0 | 0.14684202198686771502351267183121056040 | 0.026059894393266681143556868981978544316
f(z) = -5/56*z^3 + 137/280*z + 1
*
0 | 0.16370259516268626701121641191735035942 | 0.028961151439993705294125076588004597063
f(z) = -5/57*z^3 + 139/285*z + 1
*
[ 3/2 ] 
f(z) = -2/47*z^3 + 121/282*z + 1
*
[ 3/2 ] 
f(z) = -2/49*z^3 + 125/294*z + 1
*
[ 7 ] 
f(z) = -20/49*z^3 + 146/7*z + 1
*
[ -7 ] 
f(z) = -20/49*z^3 + 148/7*z + 1
*
[ -7 ] 
f(z) = -19/49*z^3 + 141/7*z + 1
*
-6 | 0.11485905870746750121498015562398515807 | 0.018090493665898827025647861204684304593
f(z) = -17/48*z^3 + 143/12*z + 1
*
[ -12 ] 
f(z) = -13/54*z^3 + 143/4*z + 1
*
[ 10 ] 
f(z) = -11/40*z^3 + 142/5*z + 1
*
[ -10 ] 
f(z) = -11/40*z^3 + 143/5*z + 1
*
[ 10 ] 
f(z) = -7/50*z^3 + 149/10*z + 1
*
[ -10 ] 
f(z) = -7/50*z^3 + 151/10*z + 1
*
[ 9 ] 
f(z) = -5/54*z^3 + 151/18*z + 1
*
[ -9 ] 
f(z) = -5/54*z^3 + 155/18*z + 1
*
15 | 0.18102322108797006715993020949347130679 | 0.029663495774993532277214336813380751995
f(z) = -2/45*z^3 + 149/15*z + 1
*
2 | 0.16908407813644765428852053111007401888 | 0.026404641050458683573792992324240489154
f(z) = -1/48*z^3 + 151/12*z + 1
*
[ 7/2 ] 
f(z) = -19/49*z^3 + 153/28*z + 1
*
[ 4 ] 
f(z) = -17/40*z^3 + 151/20*z + 1
*
[ -7/2 ] 
f(z) = -17/49*z^3 + 155/28*z + 1
*
[ 4 ] 
f(z) = -17/56*z^3 + 157/28*z + 1
*
[ -7/2 ] 
f(z) = -15/49*z^3 + 141/28*z + 1
*
[ 4 ] 
f(z) = -15/56*z^3 + 141/28*z + 1
*
[ -14/3 ] 
f(z) = -15/56*z^3 + 148/21*z + 1
*
[ -4 ] 
f(z) = -15/56*z^3 + 155/28*z + 1
*
6 | 0.20221795490158845648908342305719287920 | 0.028658295288843460595765623844040688339
f(z) = -11/56*z^3 + 145/21*z + 1
*
-6 | 0.20451553581876704515297645125571264070 | 0.028791533597736999907399927716300583189
f(z) = -11/56*z^3 + 152/21*z + 1
*
[ -6 ] 
f(z) = -9/56*z^3 + 146/21*z + 1
*
[ -2/7 ] 
f(z) = -7/40*z^3 + 158/35*z + 1
*
-10/7 | 0.22042091254122295181311314217274420218 | 0.029953251486030864912328122484564480409
f(z) = -7/50*z^3 + 157/35*z + 1
*
8 | 0.15917216753948951022996184958236733933 | 0.027685038738806002940899861332459156536
f(z) = -5/48*z^3 + 157/24*z + 1
*
-10 | 0.21287517918543850973570942024118347051 | 0.029859208109136444290551144843708215740
f(z) = -3/56*z^3 + 156/35*z + 1
*
[ -15 ] 
f(z) = -1/54*z^3 + 157/30*z + 1
*
[ -1/2 ] 
f(z) = -20/47*z^3 + 146/47*z + 1
*
[ -1/2 ] 
f(z) = -20/49*z^3 + 152/49*z + 1
*
[ -1/2 ] 
f(z) = -20/51*z^3 + 158/51*z + 1
*
[ -3/2 ] 
f(z) = -20/57*z^3 + 140/57*z + 1
*
3 | 0.13919478598152424765958648430725460544 | 0.027529275937156615160962084505043207128
f(z) = -19/42*z^3 + 157/42*z + 1
*
[ -2 ] 
f(z) = -19/46*z^3 + 145/46*z + 1
*
[ -5/2 ] 
f(z) = -19/50*z^3 + 151/40*z + 1
*
[ -2 ] 
f(z) = -19/50*z^3 + 151/50*z + 1
*
[ -2 ] 
f(z) = -19/54*z^3 + 157/54*z + 1
*
[ -7/4 ] 
f(z) = -18/49*z^3 + 151/56*z + 1
*
[ -7/12 ] 
f(z) = -18/49*z^3 + 159/56*z + 1
*
[ -5/2 ] 
f(z) = -17/50*z^3 + 141/40*z + 1
*
[ -2 ] 
f(z) = -17/50*z^3 + 143/50*z + 1
*
[ -2 ] 
f(z) = -17/54*z^3 + 149/54*z + 1
*
[ -2 ] 
f(z) = -17/58*z^3 + 155/58*z + 1
*
[ -9/4 ] 
f(z) = -16/45*z^3 + 146/45*z + 1
*
0 | 0.14233378487682571055063404558085125513 | 0.028368715620052441901538677679018497828
f(z) = -16/45*z^3 + 151/45*z + 1
*
-5/2 | 0.094903876464074564426503459116837556498 | 0.018841526604518395988398166741629236680
f(z) = -16/45*z^3 + 154/45*z + 1
*
[ -1/2 ] 
f(z) = -16/47*z^3 + 145/47*z + 1
*
[ -1/2 ] 
f(z) = -16/49*z^3 + 151/49*z + 1
*
[ -1/2 ] 
f(z) = -16/51*z^3 + 157/51*z + 1
*
-11/4 | 0.13432029846791229903494108506912855338 | 0.027142213694600562811924572245372515760
f(z) = -16/55*z^3 + 141/55*z + 1
*
[ 11/4 ] 
f(z) = -16/55*z^3 + 156/55*z + 1
*
[ -3/4 ] 
f(z) = -16/57*z^3 + 142/57*z + 1
*
[ -2 ] 
f(z) = -15/58*z^3 + 147/58*z + 1
*
0 | 0.12263435971926165025514260502516876258 | 0.024507529102291352992894132496295762724
f(z) = -14/45*z^3 + 149/45*z + 1
*
[ 3 ] 
f(z) = -13/42*z^3 + 145/42*z + 1
*
0 | 0.10527688169523674410554648041603778745 | 0.021067122212908852888413927581694114225
f(z) = -13/45*z^3 + 148/45*z + 1
*
[ 3 ] 
f(z) = -13/48*z^3 + 149/48*z + 1
*
0 | 0.10273175682658304585120466241473150543 | 0.020317793236617814065668585467912794918
f(z) = -13/48*z^3 + 157/48*z + 1
*
[ 3 ] 
f(z) = -13/51*z^3 + 151/51*z + 1
*
[ 3 ] 
f(z) = -13/57*z^3 + 155/57*z + 1
*
[ -1/2 ] 
f(z) = -12/47*z^3 + 144/47*z + 1
*
[ -1/2 ] 
f(z) = -12/49*z^3 + 150/49*z + 1
*
[ -5/2 ] 
f(z) = -12/55*z^3 + 152/55*z + 1
*
[ -3 ] 
f(z) = -11/42*z^3 + 155/42*z + 1
*
0 | 0.091326719885047571189175294731317699444 | 0.018325427108799686181483944935089417153
f(z) = -11/45*z^3 + 146/45*z + 1
*
0 | 0.10269389870154513676891633028457200125 | 0.020361935851300046555536419777186816721
f(z) = -11/48*z^3 + 155/48*z + 1
*
[ -3 ] 
f(z) = -10/51*z^3 + 158/51*z + 1
*
0 | 0.13329930955957193274026143640942830154 | 0.026935901622292212120551751494477503861
f(z) = -9/44*z^3 + 141/44*z + 1
*
[ 11/3 ] 
f(z) = -9/44*z^3 + 153/44*z + 1
*
0 | 0.12798046167519374369948330327346414151 | 0.025248151586517851646415178589362873383
f(z) = -9/50*z^3 + 159/50*z + 1
*
14/3 | 0.13358467974673299379605352465355523455 | 0.026993566611801180595883482861941972805
f(z) = -9/55*z^3 + 141/55*z + 1
*
[ -8/3 ] 
f(z) = -9/56*z^3 + 141/56*z + 1
*
[ -2/3 ] 
f(z) = -9/58*z^3 + 149/58*z + 1
*
0 | 0.10021595645842286552409411098574245368 | 0.020193248816893647776235367989825026186
f(z) = -8/45*z^3 + 143/45*z + 1
*
9/2 | 0.11964625832142333142918693955319986610 | 0.023815506325231801243487643355638959187
f(z) = -8/45*z^3 + 152/45*z + 1
*
[ -1/2 ] 
f(z) = -8/47*z^3 + 143/47*z + 1
*
[ -1/2 ] 
f(z) = -8/49*z^3 + 149/49*z + 1
*
[ -3 ] 
f(z) = -8/51*z^3 + 140/51*z + 1
*
[ -1/2 ] 
f(z) = -8/51*z^3 + 155/51*z + 1
*
[ -3 ] 
f(z) = -8/57*z^3 + 148/57*z + 1
*
[ -10/3 ] 
f(z) = -7/40*z^3 + 146/45*z + 1
*
14/3 | 0.17252874111514182271170008461247027120 | 0.024356811292351026999762049347068385543
f(z) = -7/40*z^3 + 149/45*z + 1
*
[ 4 ] 
f(z) = -7/44*z^3 + 145/44*z + 1
*
0 | 0.11118484654149505701327978209948777421 | 0.022435174845530463673568513034011483938
f(z) = -7/45*z^3 + 142/45*z + 1
*
4 | 0.082134901842586175588869266421350577632 | 0.016244246226262762504576319408630250976
f(z) = -7/45*z^3 + 157/45*z + 1
*
0 | 0.10512760752001306754530766061882586646 | 0.020953108245752204815219551346342187005
f(z) = -7/48*z^3 + 151/48*z + 1
*
0 | 0.12070916276838026874581419462957527641 | 0.023873278201921793948652672692447371608
f(z) = -7/50*z^3 + 157/50*z + 1
*
[ 4 ] 
f(z) = -7/52*z^3 + 151/52*z + 1
*
30/7 | 0.19076113619281663354429740221674613936 | 0.026490294326397654316553271402888362985
f(z) = -7/54*z^3 + 149/42*z + 1
*
[ 14/3 ] 
f(z) = -6/49*z^3 + 145/42*z + 1
*
35/6 | 0.077095868158551045776136958272292535737 | 0.011071917944935383821928541795173080466
f(z) = -6/49*z^3 + 151/42*z + 1
*
0 | 0.11587664967408873289471967572609342076 | 0.023157052971653476902011645574433240932
f(z) = -5/48*z^3 + 149/48*z + 1
*
[ -4 ] 
f(z) = -5/52*z^3 + 145/52*z + 1
*
57/10 | 0.22472407065911322014160570698030389426 | 0.027120053473959423118760661820282062887
f(z) = -5/54*z^3 + 147/40*z + 1
*
[ -5 ] 
f(z) = -4/45*z^3 + 154/45*z + 1
*
[ -1/2 ] 
f(z) = -4/47*z^3 + 142/47*z + 1
*
[ -1/2 ] 
f(z) = -4/49*z^3 + 148/49*z + 1
*
[ -1/2 ] 
f(z) = -4/51*z^3 + 154/51*z + 1
*
[ 5 ] 
f(z) = -4/55*z^3 + 144/55*z + 1
*
-3 | 0.14325627902592703029897334098031816142 | 0.028261784660120292868932019861288311445
f(z) = -3/44*z^3 + 159/44*z + 1
*
0 | 0.13833128687061919301641040602830033376 | 0.027498855772049525868393135401697320211
f(z) = -3/50*z^3 + 153/50*z + 1
*
[ -5 ] 
f(z) = -3/55*z^3 + 141/55*z + 1
*
-8 | 0.093856342642658164194220116039729019585 | 0.018911803539121241596130671490027190392
f(z) = -3/56*z^3 + 143/56*z + 1
*
-7 | 0.13925912030172656858423761974083969677 | 0.027612013081061144256205135236456613371
f(z) = -3/56*z^3 + 155/56*z + 1
*
2 | 0.096074643364638116807136060885676778730 | 0.019358785237571829362246226232286326273
f(z) = -2/45*z^3 + 143/45*z + 1
*
9 | 0.14111494536989252050764281179444139461 | 0.027909035834576396439949635007861525305
f(z) = -2/45*z^3 + 157/45*z + 1
*
-26/3 | 0.20704782983946119298127052161761611803 | 0.029148027925095937524989217679163967519
f(z) = -1/40*z^3 + 152/45*z + 1
*
-14 | 0.11044766971149027436601509938661605799 | 0.021843809411849173250987567489263593080
f(z) = -1/42*z^3 + 157/42*z + 1
*
0 | 0.10269040676752597745341130861196153005 | 0.020634096996633701858325860019564519848
f(z) = -1/48*z^3 + 145/48*z + 1
*
0 | 0.11935620888402872149521725238012005382 | 0.023789027673568746920820373904839590924
f(z) = -1/50*z^3 + 151/50*z + 1
*
-7 | 0.14250039038724866283665695787358932335 | 0.028327631234897391303313316908666389235
f(z) = -1/52*z^3 + 153/52*z + 1
*
[ -7/6 ] 
f(z) = -20/49*z^3 + 152/63*z + 1
*
[ -3/2 ] 
f(z) = -19/45*z^3 + 157/60*z + 1
*
[ -7/9 ] 
f(z) = -18/49*z^3 + 158/63*z + 1
*
[ -3/2 ] 
f(z) = -17/45*z^3 + 151/60*z + 1
*
[ 7/3 ] 
f(z) = -17/49*z^3 + 155/63*z + 1
*
3/8 | 0.12579305609222815707259426044501798311 | 0.020752940716185929324659895168291404517
f(z) = -16/45*z^3 + 143/60*z + 1
*
[ -7/6 ] 
f(z) = -16/49*z^3 + 145/63*z + 1
*
[ 7/3 ] 
f(z) = -16/49*z^3 + 148/63*z + 1
*
-24/13 | 0.20353202641843811902499046792295503235 | 0.028109635877000772175831899382284637714
f(z) = -13/54*z^3 + 155/78*z + 1
*
[ 14/5 ] 
f(z) = -10/49*z^3 + 157/70*z + 1
*
[ -7/9 ] 
f(z) = -9/49*z^3 + 151/63*z + 1
*
[ -7/3 ] 
f(z) = -8/49*z^3 + 146/63*z + 1
*
[ -14/5 ] 
f(z) = -5/49*z^3 + 151/70*z + 1
*
10/3 | 0.075997661379742065488572441619717109331 | 0.010650363123237652948892063388869123644
f(z) = -5/56*z^3 + 157/63*z + 1
*
[ -15/4 ] 
f(z) = -4/45*z^3 + 151/60*z + 1
*
20/3 | 0.11589388348565419435088677476754519589 | 0.020490461684182501720841412728674495169
f(z) = -3/40*z^3 + 143/60*z + 1
*
-20/3 | 0.15359493855497605511047290774531406936 | 0.026960227863347060400384445066947658951
f(z) = -3/40*z^3 + 149/60*z + 1
*
-10/3 | 0.12142285502675500825116890658633065465 | 0.021313123141539977348952612869784047580
f(z) = -3/44*z^3 + 149/66*z + 1
*
[ -15/2 ] 
f(z) = -1/45*z^3 + 143/60*z + 1
*
[ -6 ] 
f(z) = -1/52*z^3 + 145/78*z + 1
*
[ -2/3 ] 
f(z) = -1/56*z^3 + 158/63*z + 1
*
[ 2 ] 
f(z) = -14/41*z^3 + 153/82*z + 1
*
[ 2 ] 
f(z) = -14/43*z^3 + 155/86*z + 1
*
[ 2 ] 
f(z) = -14/45*z^3 + 157/90*z + 1
*
[ 2 ] 
f(z) = -14/47*z^3 + 159/94*z + 1
*
[ 2 ] 
f(z) = -13/41*z^3 + 145/82*z + 1
*
[ 2 ] 
f(z) = -13/43*z^3 + 147/86*z + 1
*
[ 2 ] 
f(z) = -13/45*z^3 + 149/90*z + 1
*
[ 2 ] 
f(z) = -13/47*z^3 + 151/94*z + 1
*
[ 2 ] 
f(z) = -13/49*z^3 + 153/98*z + 1
*
[ 2 ] 
f(z) = -12/47*z^3 + 143/94*z + 1
*
[ 2 ] 
f(z) = -12/49*z^3 + 145/98*z + 1
*
0 | 0.11118405994347338759771772163079630183 | 0.022160226967538527287004633470668430364
f(z) = -8/45*z^3 + 151/90*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.028436420727675295699034635681230635943
f(z) = -6/49*z^3 + 159/98*z + 1
*
[ -2 ] 
f(z) = -4/41*z^3 + 155/82*z + 1
*
0 | 0.11036240649087461900069910709605821241 | 0.022237731525577674730459784554266383111
f(z) = -4/45*z^3 + 143/90*z + 1
*
[ -2 ] 
f(z) = -3/41*z^3 + 147/82*z + 1
*
[ -2 ] 
f(z) = -3/43*z^3 + 153/86*z + 1
*
[ -4/3 ] 
f(z) = -3/56*z^3 + 155/84*z + 1
*
[ -2 ] 
f(z) = -2/43*z^3 + 145/86*z + 1
*
[ -2 ] 
f(z) = -2/47*z^3 + 157/94*z + 1
*
0 | 0.14414214466196951974242112429121001640 | 0.028729141955429380801533798385510001108
f(z) = -2/49*z^3 + 151/98*z + 1
*
[ -2 ] 
f(z) = -1/45*z^3 + 143/90*z + 1
*
[ -4 ] 
f(z) = -1/46*z^3 + 147/92*z + 1
*
[ -2 ] 
f(z) = -1/47*z^3 + 149/94*z + 1
*
[ -2 ] 
f(z) = -1/49*z^3 + 155/98*z + 1
*
[ -5/3 ] 
f(z) = -1/50*z^3 + 149/90*z + 1
*
-5/6 | 0.10421504002904490071277023195679517318 | 0.020611149861189525603638089784216927275
f(z) = -18/55*z^3 + 157/110*z + 1
*
[ 7/4 ] 
f(z) = -15/49*z^3 + 153/112*z + 1
*
-2 | 0.11946818370357254748157221406302796702 | 0.016727467362273623642902592364674090149
f(z) = -15/56*z^3 + 158/105*z + 1
*
[ 2 ] 
f(z) = -13/51*z^3 + 155/102*z + 1
*
[ 2 ] 
f(z) = -13/53*z^3 + 157/106*z + 1
*
[ 2 ] 
f(z) = -13/55*z^3 + 159/110*z + 1
*
[ 2 ] 
f(z) = -12/53*z^3 + 149/106*z + 1
*
[ 2 ] 
f(z) = -12/55*z^3 + 151/110*z + 1
*
[ 2 ] 
f(z) = -12/59*z^3 + 155/118*z + 1
*
[ 2 ] 
f(z) = -11/53*z^3 + 141/106*z + 1
*
[ 2 ] 
f(z) = -11/57*z^3 + 145/114*z + 1
*
[ 2 ] 
f(z) = -11/59*z^3 + 147/118*z + 1
*
7/2 | 0.052468599534593425387345351940248428614 | 0.010542778105117965700613842436605535511
f(z) = -8/51*z^3 + 145/102*z + 1
*
-3 | 0.079402893591385558159931029036130577264 | 0.012969046442650458195649612664330914434
f(z) = -7/45*z^3 + 152/105*z + 1
*
[ 5/2 ] 
f(z) = -6/55*z^3 + 141/110*z + 1
*
-22/5 | 0.16882332377147596992383731026951488115 | 0.029363677902217065199674135530575625657
f(z) = -5/44*z^3 + 157/110*z + 1
*
15/2 | 0.14315185811231319634670518980722356320 | 0.028241184366753514200773355013790829380
f(z) = -2/55*z^3 + 159/110*z + 1
*
[ -4 ] 
f(z) = -1/50*z^3 + 157/100*z + 1
*
[ 6 ] 
f(z) = -1/51*z^3 + 157/102*z + 1
*
[ 14/9 ] 
f(z) = -18/49*z^3 + 157/126*z + 1
*
[ 3/2 ] 
f(z) = -16/41*z^3 + 149/123*z + 1
*
[ 3/2 ] 
f(z) = -16/43*z^3 + 151/129*z + 1
*
-3 | 0.14678082299797629230471580927930214142 | 0.029103400882382227760166935769687797463
f(z) = -9/44*z^3 + 155/132*z + 1
*
3 | 0.13343042850422473994782261566210207327 | 0.026665040019651856379444872711899168817
f(z) = -7/40*z^3 + 149/120*z + 1
*
-11/3 | 0.15033218285978580413098626317507327098 | 0.029731976776281333707163588387810024183
f(z) = -3/44*z^3 + 157/132*z + 1
*
[ 3 ] 
f(z) = -2/43*z^3 + 140/129*z + 1
*
[ 14/3 ] 
f(z) = -1/49*z^3 + 155/126*z + 1
*
[ 3/2 ] 
f(z) = -16/47*z^3 + 155/141*z + 1
*
[ 3/2 ] 
f(z) = -16/49*z^3 + 157/147*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -15/52*z^3 + 149/156*z + 1
*
[ 3 ] 
f(z) = -2/47*z^3 + 148/141*z + 1
*
[ 3 ] 
f(z) = -2/49*z^3 + 152/147*z + 1
*
-7/3 | 0.10814823778766705995336326611652573616 | 0.021106361836732133509334688793586536539
f(z) = -15/56*z^3 + 149/168*z + 1
*
[ 7/5 ] 
f(z) = -13/49*z^3 + 141/175*z + 1
*
[ 3/2 ] 
f(z) = -12/59*z^3 + 140/177*z + 1
*
-6/11 | 0.15340739452312085610564610647057218616 | 0.021349913955988773271957479192597791174
f(z) = -11/40*z^3 + 151/165*z + 1
*
[ 3/2 ] 
f(z) = -11/42*z^3 + 155/168*z + 1
*
3/4 | 0.16723775493376348487328914947266737811 | 0.019978203505174282302623164987832390319
f(z) = -5/54*z^3 + 147/160*z + 1
*
[ 7/3 ] 
f(z) = -3/56*z^3 + 145/168*z + 1
*
[ 15/4 ] 
f(z) = -1/54*z^3 + 159/160*z + 1
*
[ 3 ] 
f(z) = -1/58*z^3 + 143/174*z + 1
*
[ 3 ] 
f(z) = -1/59*z^3 + 145/177*z + 1
*
[ 4/3 ] 
f(z) = -13/40*z^3 + 149/180*z + 1
*
-17/8 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -16/51*z^3 + 157/204*z + 1
*
19/6 | 0.12451541557076312208438666982063662988 | 0.023328248662861221341303742162379152040
f(z) = -9/52*z^3 + 153/208*z + 1
*
-3/5 | 0.097083669293309518648605694809349317062 | 0.018156296415509516528511946150721787340
f(z) = -5/42*z^3 + 149/210*z + 1
*
19/2 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = -1/51*z^3 + 157/204*z + 1
*
-5/8 | 0.13381998965094209924449779728794326208 | 0.024810758344157963903998429341810119754
f(z) = -16/55*z^3 + 157/220*z + 1
*
30/11 | 0.21699346783034510597012769651276308287 | 0.028848381836822014236782606108685408484
f(z) = -11/56*z^3 + 145/231*z + 1
*
2 | 0.17422806217011030001423832389433830423 | 0.028336823707099738111807098396449546409
f(z) = -9/52*z^3 + 149/234*z + 1
*
[ 5/2 ] 
f(z) = -1/55*z^3 + 157/220*z + 1
*
[ 7/6 ] 
f(z) = -17/49*z^3 + 155/252*z + 1
*
[ 4/3 ] 
f(z) = -11/56*z^3 + 151/252*z + 1
*
0 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = -10/49*z^3 + 148/245*z + 1
*
-24/11 | 0.17852430990277805674464642978558085355 | 0.028476881168147458918329268445669107890
f(z) = -11/48*z^3 + 145/264*z + 1
*
-6 | 0.16582393942896401785470922081991992330 | 0.025638785362663863499878767029354702790
f(z) = -19/48*z^3 + 161/12*z + 1
*
[ 6 ] 
f(z) = -17/48*z^3 + 163/12*z + 1
*
[ -6 ] 
f(z) = -17/48*z^3 + 167/12*z + 1
*
-6 | 0.17470499984446999604527857472139995045 | 0.024355266960131227656819705126070666219
f(z) = -13/40*z^3 + 163/15*z + 1
*
[ 10 ] 
f(z) = -13/40*z^3 + 167/5*z + 1
*
[ -10 ] 
f(z) = -13/40*z^3 + 168/5*z + 1
*
[ 6 ] 
f(z) = -11/40*z^3 + 161/15*z + 1
*
[ -6 ] 
f(z) = -11/40*z^3 + 166/15*z + 1
*
[ 15/2 ] 
f(z) = -8/45*z^3 + 163/15*z + 1
*
[ -15/2 ] 
f(z) = -8/45*z^3 + 167/15*z + 1
*
[ -12 ] 
f(z) = -5/54*z^3 + 173/12*z + 1
*
[ 15 ] 
f(z) = -2/45*z^3 + 164/15*z + 1
*
[ -15 ] 
f(z) = -2/45*z^3 + 166/15*z + 1
*
-2 | 0.10925802254866910293451174042467578592 | 0.016860690000592280611871177290614700399
f(z) = -1/48*z^3 + 163/12*z + 1
*
[ -30 ] 
f(z) = -1/54*z^3 + 177/10*z + 1
*
[ 4 ] 
f(z) = -19/40*z^3 + 167/20*z + 1
*
[ -4 ] 
f(z) = -19/40*z^3 + 177/20*z + 1
*
[ -7/2 ] 
f(z) = -19/49*z^3 + 169/28*z + 1
*
[ 4 ] 
f(z) = -19/56*z^3 + 173/28*z + 1
*
[ -4 ] 
f(z) = -17/40*z^3 + 161/20*z + 1
*
[ -4 ] 
f(z) = -17/56*z^3 + 171/28*z + 1
*
[ 6 ] 
f(z) = -11/56*z^3 + 166/21*z + 1
*
[ -6 ] 
f(z) = -11/56*z^3 + 173/21*z + 1
*
[ 20/3 ] 
f(z) = -9/50*z^3 + 177/20*z + 1
*
-6 | 0.18021533616341398537997468200432699372 | 0.028989344544761242946900233730566023180
f(z) = -8/45*z^3 + 167/30*z + 1
*
6 | 0.16342029010585916212178087756101977869 | 0.026390620766084644271450504648819582872
f(z) = -7/45*z^3 + 163/30*z + 1
*
-6 | 0.17893935702731813111669763267449280627 | 0.028621578381768947047026525653027525535
f(z) = -7/45*z^3 + 173/30*z + 1
*
-8 | 0.16139884583282886082656986436749967737 | 0.027890393624832318467652748107632208702
f(z) = -5/48*z^3 + 163/24*z + 1
*
-2 | 0.17540608495849926501329869646002388438 | 0.024453003802975782193213366199431400420
f(z) = -5/56*z^3 + 163/35*z + 1
*
5/3 | 0.10249657603100232984502290189819312511 | 0.015235617427730140013400036113199303085
f(z) = -3/50*z^3 + 167/30*z + 1
*
14 | 0.20355339584812970346671042576261117666 | 0.028234677321783874351416537747863120896
f(z) = -1/40*z^3 + 169/35*z + 1
*
[ 15 ] 
f(z) = -1/50*z^3 + 163/30*z + 1
*
[ -15 ] 
f(z) = -1/50*z^3 + 167/30*z + 1
*
[ 20 ] 
f(z) = -1/50*z^3 + 179/20*z + 1
*
-39/2 | 0.21004046231349532784236879708067466618 | 0.028857146583230969906679548049163621140
f(z) = -1/54*z^3 + 161/24*z + 1
*
[ -1/2 ] 
f(z) = -20/53*z^3 + 164/53*z + 1
*
[ -1/2 ] 
f(z) = -20/57*z^3 + 176/57*z + 1
*
0 | 0.14134477576086933392631908817512190396 | 0.027247785503388179574502329560147022058
f(z) = -19/40*z^3 + 179/40*z + 1
*
[ -2 ] 
f(z) = -19/58*z^3 + 163/58*z + 1
*
[ -1/3 ] 
f(z) = -18/41*z^3 + 166/41*z + 1
*
[ -1/3 ] 
f(z) = -18/43*z^3 + 174/43*z + 1
*
0 | 0.14986764368537509191469161063482090370 | 0.028953498532364467290808194435728042690
f(z) = -17/40*z^3 + 177/40*z + 1
*
-3 | 0.13908471865564999104835674510638081479 | 0.027175632435939414034927569453452748815
f(z) = -17/42*z^3 + 167/42*z + 1
*
[ -5/2 ] 
f(z) = -16/45*z^3 + 163/45*z + 1
*
[ 3 ] 
f(z) = -16/51*z^3 + 178/51*z + 1
*
[ -1/2 ] 
f(z) = -16/53*z^3 + 163/53*z + 1
*
[ -1/2 ] 
f(z) = -16/55*z^3 + 169/55*z + 1
*
[ -5/2 ] 
f(z) = -16/55*z^3 + 177/55*z + 1
*
[ -1/2 ] 
f(z) = -16/57*z^3 + 175/57*z + 1
*
[ 3 ] 
f(z) = -14/51*z^3 + 160/51*z + 1
*
0 | 0.13432062947386791878205333895053736834 | 0.025893703399239968094024604364001122898
f(z) = -14/55*z^3 + 179/55*z + 1
*
[ 3 ] 
f(z) = -14/57*z^3 + 164/57*z + 1
*
0 | 0.14548148604979303792703048684301104147 | 0.028230788687588545889495513958414260985
f(z) = -13/40*z^3 + 173/40*z + 1
*
[ -3 ] 
f(z) = -13/42*z^3 + 173/42*z + 1
*
0 | 0.11925886772355168196507215143538307344 | 0.023412782924585334115104053180650100760
f(z) = -13/50*z^3 + 163/50*z + 1
*
0 | 0.14241895818267486462803834364788496302 | 0.027574997086371804873104458407044735028
f(z) = -13/54*z^3 + 175/54*z + 1
*
[ -1/2 ] 
f(z) = -12/53*z^3 + 162/53*z + 1
*
-5/2 | 0.13652800468722243840385439493474213731 | 0.026803042808341632659519581410214447038
f(z) = -12/55*z^3 + 163/55*z + 1
*
[ -1/2 ] 
f(z) = -12/55*z^3 + 168/55*z + 1
*
0 | 0.13323003203053856322685407521179392982 | 0.025739215230215185636607396080073807358
f(z) = -12/55*z^3 + 177/55*z + 1
*
[ 10/3 ] 
f(z) = -11/40*z^3 + 169/45*z + 1
*
0 | 0.11794268960128332039096673906855223222 | 0.022938624494813793881842716703807129921
f(z) = -11/40*z^3 + 171/40*z + 1
*
[ -3 ] 
f(z) = -11/48*z^3 + 163/48*z + 1
*
0 | 0.12028090810345239226902259585283397407 | 0.023670800326834482417827488895683862630
f(z) = -11/50*z^3 + 161/50*z + 1
*
[ -3 ] 
f(z) = -11/51*z^3 + 167/51*z + 1
*
4 | 0.14339020130894657292865323920469557735 | 0.028150222460111222916327311565840933964
f(z) = -11/52*z^3 + 163/52*z + 1
*
0 | 0.14560737527049214491141432158202143100 | 0.028450088180496499857863082341548322449
f(z) = -11/52*z^3 + 167/52*z + 1
*
0 | 0.14258396113426437582429461713984502323 | 0.027668521860184022831277356005324079078
f(z) = -11/54*z^3 + 173/54*z + 1
*
[ -3 ] 
f(z) = -11/57*z^3 + 175/57*z + 1
*
[ -3 ] 
f(z) = -10/57*z^3 + 166/57*z + 1
*
[ -1/3 ] 
f(z) = -9/40*z^3 + 161/40*z + 1
*
[ -1/3 ] 
f(z) = -9/41*z^3 + 165/41*z + 1
*
[ -1/3 ] 
f(z) = -9/43*z^3 + 173/43*z + 1
*
11/3 | 0.11934807891891607507440316977593791326 | 0.023211958076871172835722996511520224393
f(z) = -9/50*z^3 + 171/50*z + 1
*
[ 11/3 ] 
f(z) = -9/55*z^3 + 161/55*z + 1
*
0 | 0.14302502161968333809667788418523390398 | 0.027723103034282076950016297861304760497
f(z) = -9/55*z^3 + 174/55*z + 1
*
-1/3 | 0.11808972075805159753861141753739318658 | 0.023019893241658756219353609640407934522
f(z) = -9/56*z^3 + 169/56*z + 1
*
-5 | 0.060262830546675896457007349433462027022 | 0.011694046308386493062132577857194631380
f(z) = -8/45*z^3 + 173/45*z + 1
*
[ -1/2 ] 
f(z) = -8/53*z^3 + 161/53*z + 1
*
[ -1/2 ] 
f(z) = -8/55*z^3 + 167/55*z + 1
*
[ -1/2 ] 
f(z) = -8/57*z^3 + 173/57*z + 1
*
[ -1/2 ] 
f(z) = -8/59*z^3 + 179/59*z + 1
*
[ -4 ] 
f(z) = -7/44*z^3 + 167/44*z + 1
*
0 | 0.14387053966090096174433778640066986856 | 0.028244522010151645293261434317267740072
f(z) = -7/52*z^3 + 163/52*z + 1
*
[ -4 ] 
f(z) = -7/52*z^3 + 177/52*z + 1
*
0 | 0.14241270408660681184753178997143851727 | 0.027761309140923729323476117087469926281
f(z) = -7/54*z^3 + 169/54*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.027809880441402040492679760589962902103
f(z) = -7/55*z^3 + 172/55*z + 1
*
[ -14/3 ] 
f(z) = -6/49*z^3 + 163/42*z + 1
*
6 | 0.054512676555728483929785583739311411405 | 0.010727876122469376236101772118721498417
f(z) = -6/55*z^3 + 161/55*z + 1
*
0 | 0.14679268438331505954449187131878944336 | 0.028549647943741167259896333162885523015
f(z) = -6/55*z^3 + 171/55*z + 1
*
-11/2 | 0.11958035953502731194601756123796537517 | 0.023392144990524574576077029270308030343
f(z) = -4/45*z^3 + 166/45*z + 1
*
[ -1/2 ] 
f(z) = -4/53*z^3 + 160/53*z + 1
*
[ -1/2 ] 
f(z) = -4/57*z^3 + 172/57*z + 1
*
[ -1/2 ] 
f(z) = -4/59*z^3 + 178/59*z + 1
*
0 | 0.089226002522731599767845751436073379538 | 0.017516760540907509981272089372730194218
f(z) = -3/40*z^3 + 163/40*z + 1
*
-9 | 0.12190387071747871219479212499474897280 | 0.023818682707612494965672910549125378184
f(z) = -2/45*z^3 + 167/45*z + 1
*
0 | 0.14355190095461046146627685439659594843 | 0.028048470986099956998539794088330802036
f(z) = -2/55*z^3 + 167/55*z + 1
*
0 | 0.089714449507806846239147238145570236775 | 0.017655443862334927352826392599660203264
f(z) = -1/40*z^3 + 161/40*z + 1
*
3 | 0.13073857385625676012323423361819549092 | 0.025485605295857635514719252045231543440
f(z) = -1/40*z^3 + 169/40*z + 1
*
[ 11 ] 
f(z) = -1/44*z^3 + 161/44*z + 1
*
3 | 0.11199495832810290902569399594519680941 | 0.021831806932621349840949331751472326995
f(z) = -1/48*z^3 + 169/48*z + 1
*
-13 | 0.14439943032414216968755748430223275549 | 0.028020814983246608403153081549055189883
f(z) = -1/52*z^3 + 173/52*z + 1
*
0 | 0.14266480084350655802086587827981565342 | 0.028007812558399685518382551061662977103
f(z) = -1/54*z^3 + 163/54*z + 1
*
[ 21/2 ] 
f(z) = -1/54*z^3 + 165/56*z + 1
*
0 | 0.13423151321785171388533128834841091598 | 0.026258183465067686163808633488133885479
f(z) = -1/55*z^3 + 166/55*z + 1
*
[ 11 ] 
f(z) = -1/55*z^3 + 171/55*z + 1
*
[ 7/3 ] 
f(z) = -20/49*z^3 + 176/63*z + 1
*
[ 7/3 ] 
f(z) = -19/49*z^3 + 169/63*z + 1
*
[ -2/3 ] 
f(z) = -19/56*z^3 + 167/63*z + 1
*
[ -12/17 ] 
f(z) = -17/54*z^3 + 175/68*z + 1
*
[ -2/3 ] 
f(z) = -17/56*z^3 + 166/63*z + 1
*
-3/8 | 0.14690198350442385071711333219763216688 | 0.023723091752802331479642559749959880334
f(z) = -16/45*z^3 + 163/60*z + 1
*
[ -15/8 ] 
f(z) = -16/45*z^3 + 167/60*z + 1
*
[ -7/12 ] 
f(z) = -16/49*z^3 + 178/63*z + 1
*
[ -2/3 ] 
f(z) = -15/44*z^3 + 175/66*z + 1
*
[ -10/13 ] 
f(z) = -13/40*z^3 + 162/65*z + 1
*
[ -2/3 ] 
f(z) = -13/56*z^3 + 164/63*z + 1
*
[ -7/3 ] 
f(z) = -11/49*z^3 + 167/63*z + 1
*
[ -14/11 ] 
f(z) = -11/56*z^3 + 162/77*z + 1
*
[ -2/3 ] 
f(z) = -11/56*z^3 + 163/63*z + 1
*
[ -7/3 ] 
f(z) = -10/49*z^3 + 160/63*z + 1
*
[ -7/10 ] 
f(z) = -10/49*z^3 + 177/70*z + 1
*
[ -5/7 ] 
f(z) = -7/50*z^3 + 173/70*z + 1
*
12/5 | 0.17729368187860049131693988038785612060 | 0.027412173848330846307234930884199048770
f(z) = -5/48*z^3 + 161/60*z + 1
*
-4/5 | 0.18383870134427902120940966313857584898 | 0.028212592720766534390832845581486861969
f(z) = -5/48*z^3 + 169/60*z + 1
*
[ -2/3 ] 
f(z) = -5/56*z^3 + 160/63*z + 1
*
[ 14/3 ] 
f(z) = -5/56*z^3 + 172/63*z + 1
*
3/4 | 0.069109893072585612620387636389162021250 | 0.011160505088332822397847906520194243011
f(z) = -4/45*z^3 + 163/60*z + 1
*
20/3 | 0.12545933202192977610411127538640095665 | 0.021589448986620518100665031872931480543
f(z) = -3/40*z^3 + 167/60*z + 1
*
2 | 0.091818514767722731222135228967733698809 | 0.015900544664558248851424813176635440688
f(z) = -3/44*z^3 + 161/66*z + 1
*
[ -2/3 ] 
f(z) = -3/44*z^3 + 167/66*z + 1
*
2 | 0.13487996441521595370186811900003373941 | 0.022936690386252212216526816810573434395
f(z) = -3/46*z^3 + 179/69*z + 1
*
0 | 0.15526477142416733943001023801925011002 | 0.026718465721588777246925347830471170459
f(z) = -3/50*z^3 + 167/75*z + 1
*
-12 | 0.10523759414802142677060116527325945630 | 0.018224375229488045990977402969127491008
f(z) = -1/40*z^3 + 161/60*z + 1
*
-15/2 | 0.13200413828154740675142686435523075386 | 0.021234116515523037757402264631626812752
f(z) = -1/45*z^3 + 167/60*z + 1
*
[ 10 ] 
f(z) = -1/48*z^3 + 179/60*z + 1
*
10/3 | 0.16060197967392145797186205242138070453 | 0.022258716293201914145364177199253981547
f(z) = -1/56*z^3 + 170/63*z + 1
*
34/3 | 0.16060197967392145797186205242138070453 | 0.022152224717417626298221902440542274060
f(z) = -1/56*z^3 + 176/63*z + 1
*
[ 2 ] 
f(z) = -17/41*z^3 + 177/82*z + 1
*
[ 2 ] 
f(z) = -17/43*z^3 + 179/86*z + 1
*
[ 2 ] 
f(z) = -16/41*z^3 + 169/82*z + 1
*
[ 2 ] 
f(z) = -16/43*z^3 + 171/86*z + 1
*
0 | 0.11974065166938032221241324948033590619 | 0.023396013371270155445514046369037579474
f(z) = -16/45*z^3 + 167/90*z + 1
*
[ 2 ] 
f(z) = -16/45*z^3 + 173/90*z + 1
*
[ 2 ] 
f(z) = -16/47*z^3 + 175/94*z + 1
*
[ 2 ] 
f(z) = -16/49*z^3 + 177/98*z + 1
*
0 | 0.15269928268606750151244761073771011906 | 0.029436654299769879433356940262184717433
f(z) = -16/49*z^3 + 179/98*z + 1
*
[ 2 ] 
f(z) = -15/41*z^3 + 161/82*z + 1
*
[ 2 ] 
f(z) = -15/43*z^3 + 163/86*z + 1
*
[ 2 ] 
f(z) = -15/47*z^3 + 167/94*z + 1
*
[ 2 ] 
f(z) = -15/49*z^3 + 169/98*z + 1
*
0 | 0.091313489978095164637924087508003062316 | 0.017926574012921301077047700066970229465
f(z) = -14/45*z^3 + 163/90*z + 1
*
0 | 0.14414257971860438860523388040087916117 | 0.028163883154547852052055041104602605840
f(z) = -10/49*z^3 + 167/98*z + 1
*
-8/3 | 0.14709450081907490025108048281353778531 | 0.028947607837056018145168729718740313666
f(z) = -9/44*z^3 + 161/88*z + 1
*
-5/9 | 0.17916132643526831160901448626668737092 | 0.026631459636142237894476468297841924284
f(z) = -9/50*z^3 + 167/90*z + 1
*
0 | 0.14414214466196951974242112429121001640 | 0.028297843235253249302438242041298377607
f(z) = -8/49*z^3 + 163/98*z + 1
*
[ -2 ] 
f(z) = -7/41*z^3 + 179/82*z + 1
*
[ -5/3 ] 
f(z) = -7/50*z^3 + 179/90*z + 1
*
[ -2 ] 
f(z) = -6/41*z^3 + 171/82*z + 1
*
[ -2 ] 
f(z) = -6/43*z^3 + 177/86*z + 1
*
[ -2 ] 
f(z) = -5/41*z^3 + 163/82*z + 1
*
[ -2 ] 
f(z) = -5/43*z^3 + 169/86*z + 1
*
[ -9/5 ] 
f(z) = -5/54*z^3 + 167/90*z + 1
*
[ 18/5 ] 
f(z) = -5/54*z^3 + 173/90*z + 1
*
[ -2 ] 
f(z) = -4/43*z^3 + 161/86*z + 1
*
[ -2 ] 
f(z) = -4/45*z^3 + 167/90*z + 1
*
[ -2 ] 
f(z) = -4/47*z^3 + 173/94*z + 1
*
[ -2 ] 
f(z) = -4/49*z^3 + 179/98*z + 1
*
[ 4 ] 
f(z) = -3/46*z^3 + 165/92*z + 1
*
[ -2 ] 
f(z) = -3/47*z^3 + 165/94*z + 1
*
[ -7/6 ] 
f(z) = -3/49*z^3 + 163/84*z + 1
*
[ -2 ] 
f(z) = -3/49*z^3 + 171/98*z + 1
*
[ -2 ] 
f(z) = -2/49*z^3 + 163/98*z + 1
*
[ 11/6 ] 
f(z) = -18/55*z^3 + 171/110*z + 1
*
[ 7/4 ] 
f(z) = -17/49*z^3 + 167/112*z + 1
*
[ 2 ] 
f(z) = -16/51*z^3 + 179/102*z + 1
*
-2/5 | 0.16882335789052134940869240478127395409 | 0.028933819021439485512594663012171893737
f(z) = -15/44*z^3 + 171/110*z + 1
*
-7/3 | 0.072071846609261489511223165235127697358 | 0.010111524098722183555978399870380261202
f(z) = -15/49*z^3 + 178/105*z + 1
*
[ 2 ] 
f(z) = -15/53*z^3 + 173/106*z + 1
*
-14/5 | 0.20932764451662387071212418904689565621 | 0.029181939090904617541653928622337450933
f(z) = -15/56*z^3 + 163/105*z + 1
*
[ 2 ] 
f(z) = -15/59*z^3 + 179/118*z + 1
*
6/7 | 0.15873026534531221153654571262808616935 | 0.025607939077531748250240936526722378355
f(z) = -14/45*z^3 + 164/105*z + 1
*
[ 2 ] 
f(z) = -14/51*z^3 + 163/102*z + 1
*
[ 2 ] 
f(z) = -14/53*z^3 + 165/106*z + 1
*
[ 2 ] 
f(z) = -14/55*z^3 + 167/110*z + 1
*
[ 2 ] 
f(z) = -14/57*z^3 + 169/114*z + 1
*
[ 2 ] 
f(z) = -14/59*z^3 + 171/118*z + 1
*
[ 2 ] 
f(z) = -13/57*z^3 + 161/114*z + 1
*
[ 2 ] 
f(z) = -13/59*z^3 + 163/118*z + 1
*
0 | 0.14315185811231319634670518980722356320 | 0.027656050444493468653916519292688047447
f(z) = -6/55*z^3 + 177/110*z + 1
*
-2/5 | 0.15889306450493196009336527319738708283 | 0.027342834169222339626750561650541273290
f(z) = -5/44*z^3 + 167/110*z + 1
*
[ 4 ] 
f(z) = -3/50*z^3 + 171/100*z + 1
*
[ -2 ] 
f(z) = -2/51*z^3 + 169/102*z + 1
*
[ -3/2 ] 
f(z) = -2/51*z^3 + 179/102*z + 1
*
[ -2 ] 
f(z) = -2/53*z^3 + 175/106*z + 1
*
[ -5/2 ] 
f(z) = -2/55*z^3 + 179/110*z + 1
*
[ -2 ] 
f(z) = -1/51*z^3 + 161/102*z + 1
*
[ -2 ] 
f(z) = -1/53*z^3 + 167/106*z + 1
*
[ -4 ] 
f(z) = -1/54*z^3 + 167/108*z + 1
*
[ -2 ] 
f(z) = -1/55*z^3 + 173/110*z + 1
*
[ 6 ] 
f(z) = -1/57*z^3 + 167/114*z + 1
*
[ -2 ] 
f(z) = -1/57*z^3 + 179/114*z + 1
*
[ -4 ] 
f(z) = -1/58*z^3 + 177/116*z + 1
*
[ 3/2 ] 
f(z) = -20/41*z^3 + 176/123*z + 1
*
[ 3/2 ] 
f(z) = -20/43*z^3 + 178/129*z + 1
*
-3 | 0.13292713613063419703776511927832084038 | 0.026096123855775422054625328374595320813
f(z) = -9/40*z^3 + 163/120*z + 1
*
[ 3 ] 
f(z) = -3/40*z^3 + 161/120*z + 1
*
[ 3 ] 
f(z) = -3/41*z^3 + 163/123*z + 1
*
[ 3 ] 
f(z) = -3/43*z^3 + 167/129*z + 1
*
[ 3 ] 
f(z) = -3/44*z^3 + 169/132*z + 1
*
[ 3 ] 
f(z) = -3/46*z^3 + 173/138*z + 1
*
35/6 | 0.14946122386644107250226191697517798621 | 0.022100724820243293056435048090748992931
f(z) = -3/50*z^3 + 173/120*z + 1
*
[ 15/4 ] 
f(z) = -2/45*z^3 + 163/120*z + 1
*
[ 3/2 ] 
f(z) = -16/53*z^3 + 161/159*z + 1
*
[ 3 ] 
f(z) = -3/47*z^3 + 175/141*z + 1
*
[ 3 ] 
f(z) = -3/49*z^3 + 179/147*z + 1
*
[ 3 ] 
f(z) = -2/53*z^3 + 160/159*z + 1
*
[ 4/3 ] 
f(z) = -18/41*z^3 + 169/164*z + 1
*
[ 4/3 ] 
f(z) = -18/43*z^3 + 171/172*z + 1
*
[ 7/5 ] 
f(z) = -18/49*z^3 + 176/175*z + 1
*
[ 7/5 ] 
f(z) = -17/49*z^3 + 169/175*z + 1
*
[ 7/5 ] 
f(z) = -16/49*z^3 + 162/175*z + 1
*
[ 3/2 ] 
f(z) = -16/55*z^3 + 163/165*z + 1
*
[ 3/2 ] 
f(z) = -16/59*z^3 + 167/177*z + 1
*
7/3 | 0.11048316733626893296338801977104831340 | 0.021439339364035389997340899822411202356
f(z) = -15/56*z^3 + 173/168*z + 1
*
[ 3/2 ] 
f(z) = -13/42*z^3 + 173/168*z + 1
*
[ 5/3 ] 
f(z) = -12/55*z^3 + 166/165*z + 1
*
-1/2 | 0.11143502013041265575747214169457599001 | 0.021481922552385058632447283519218073334
f(z) = -11/42*z^3 + 179/168*z + 1
*
-8/7 | 0.15447862155728100724816541640730493872 | 0.026269493243984468532572923447252890835
f(z) = -7/48*z^3 + 179/168*z + 1
*
10/3 | 0.13652800468722243840385439493474213731 | 0.026676078497006406003166335776551538404
f(z) = -6/55*z^3 + 167/165*z + 1
*
[ 5/2 ] 
f(z) = -3/40*z^3 + 171/160*z + 1
*
[ 3 ] 
f(z) = -2/55*z^3 + 164/165*z + 1
*
[ 3 ] 
f(z) = -2/59*z^3 + 172/177*z + 1
*
[ 4/3 ] 
f(z) = -18/47*z^3 + 175/188*z + 1
*
[ 4/3 ] 
f(z) = -18/49*z^3 + 177/196*z + 1
*
[ 3/2 ] 
f(z) = -11/48*z^3 + 163/192*z + 1
*
-9/4 | 0.12559092586770800346030765019935850098 | 0.024184858352169514292740026164098899091
f(z) = -4/45*z^3 + 161/180*z + 1
*
-5/4 | 0.12224436177361688816591023318109070164 | 0.023540415467280643022534014266836907959
f(z) = -4/45*z^3 + 169/180*z + 1
*
-4 | 0.12982166667586990404999253870012398277 | 0.024999565835717473974754667701615155883
f(z) = -2/45*z^3 + 173/180*z + 1
*
[ 5/4 ] 
f(z) = -16/41*z^3 + 166/205*z + 1
*
[ 5/4 ] 
f(z) = -16/43*z^3 + 168/215*z + 1
*
[ 3/2 ] 
f(z) = -11/51*z^3 + 167/204*z + 1
*
[ 8/3 ] 
f(z) = -1/48*z^3 + 167/216*z + 1
*
2 | 0.18069572210245635501693536617078017306 | 0.026511922925155218909810248404667433194
f(z) = -19/48*z^3 + 163/228*z + 1
*
-12/19 | 0.069520818467567705604994857013759088159 | 0.010200189354016850200666350948305661253
f(z) = -19/48*z^3 + 169/228*z + 1
*
[ 5/4 ] 
f(z) = -16/47*z^3 + 172/235*z + 1
*
5/2 | 0.16026595117197047227671098778237689883 | 0.029713944797756048282142119400660282299
f(z) = -16/55*z^3 + 169/220*z + 1
*
[ 18/13 ] 
f(z) = -13/54*z^3 + 173/234*z + 1
*
[ 3/2 ] 
f(z) = -11/57*z^3 + 175/228*z + 1
*
[ 7/6 ] 
f(z) = -19/49*z^3 + 169/252*z + 1
*
[ 5/4 ] 
f(z) = -16/49*z^3 + 174/245*z + 1
*
[ 5/4 ] 
f(z) = -16/51*z^3 + 176/255*z + 1
*
[ 4/3 ] 
f(z) = -13/56*z^3 + 167/252*z + 1
*
[ 3/2 ] 
f(z) = -6/41*z^3 + 163/246*z + 1
*
[ 3/2 ] 
f(z) = -6/43*z^3 + 167/258*z + 1
*
-5 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = -1/48*z^3 + 173/240*z + 1
*
[ 5/4 ] 
f(z) = -16/53*z^3 + 178/265*z + 1
*
-26/11 | 0.18297112699575230262374520543704972933 | 0.028818258230631194681993370070539500977
f(z) = -11/52*z^3 + 173/286*z + 1
*
-20/7 | 0.10562778606837704455695980975157866472 | 0.014580959231452247266833102574725006598
f(z) = -7/50*z^3 + 173/280*z + 1
*
[ 3/2 ] 
f(z) = -6/47*z^3 + 175/282*z + 1
*
[ 3/2 ] 
f(z) = -6/49*z^3 + 179/294*z + 1
*
[ 6 ] 
f(z) = -19/48*z^3 + 181/12*z + 1
*
[ -6 ] 
f(z) = -19/48*z^3 + 185/12*z + 1
*
[ 12 ] 
f(z) = -17/54*z^3 + 185/4*z + 1
*
[ 6 ] 
f(z) = -13/40*z^3 + 188/15*z + 1
*
[ -6 ] 
f(z) = -13/40*z^3 + 193/15*z + 1
*
[ 10 ] 
f(z) = -9/50*z^3 + 189/10*z + 1
*
[ -10 ] 
f(z) = -9/50*z^3 + 191/10*z + 1
*
[ 12 ] 
f(z) = -5/48*z^3 + 191/12*z + 1
*
[ -12 ] 
f(z) = -5/48*z^3 + 193/12*z + 1
*
[ 14 ] 
f(z) = -3/49*z^3 + 181/14*z + 1
*
[ -14 ] 
f(z) = -3/49*z^3 + 183/14*z + 1
*
3/2 | 0.22355905616949015828128540667254619824 | 0.026089779882892205355223525060478674436
f(z) = -1/54*z^3 + 195/8*z + 1
*
-3 | 0.18049556753358738393838681410731782692 | 0.021221482962334601648498869265810758441
f(z) = -19/54*z^3 + 183/38*z + 1
*
[ -4 ] 
f(z) = -19/56*z^3 + 187/28*z + 1
*
-3/17 | 0.24012054270313851331625152177689834862 | 0.028056293000254541389446160226195044753
f(z) = -17/54*z^3 + 193/34*z + 1
*
6 | 0.17332022454799481524418182673836612890 | 0.023508230981302927357376124802731463242
f(z) = -15/56*z^3 + 199/21*z + 1
*
[ 6 ] 
f(z) = -13/56*z^3 + 193/21*z + 1
*
-20/3 | 0.14415776916194953302203114142175623777 | 0.024422619705378050076206380575871416908
f(z) = -9/40*z^3 + 183/20*z + 1
*
20/3 | 0.17922298666816523575383177413754283205 | 0.029988698687242795620647629660895606092
f(z) = -9/40*z^3 + 197/20*z + 1
*
[ 14/3 ] 
f(z) = -9/40*z^3 + 199/35*z + 1
*
[ -20/3 ] 
f(z) = -9/50*z^3 + 183/20*z + 1
*
6 | 0.14623058225501058766596300227435061653 | 0.023102216422753183658281779064787672300
f(z) = -8/45*z^3 + 187/30*z + 1
*
-6 | 0.15929336987745626904159211286335673945 | 0.024960508018876008864671233643237688858
f(z) = -8/45*z^3 + 197/30*z + 1
*
[ 6 ] 
f(z) = -7/45*z^3 + 193/30*z + 1
*
[ 8 ] 
f(z) = -5/48*z^3 + 181/24*z + 1
*
[ -8 ] 
f(z) = -5/48*z^3 + 187/24*z + 1
*
-42/5 | 0.18527999545447124862609465453465042808 | 0.024871473932953851880947333045242041542
f(z) = -5/54*z^3 + 191/30*z + 1
*
12 | 0.18262493578067444375442602124390315891 | 0.028616452633948339959111383053854379246
f(z) = -2/45*z^3 + 197/30*z + 1
*
-20 | 0.17544835556844760444020509971956225834 | 0.029779183749128264599010498228371771842
f(z) = -1/40*z^3 + 181/20*z + 1
*
[ -20 ] 
f(z) = -1/50*z^3 + 181/20*z + 1
*
[ -1/2 ] 
f(z) = -20/59*z^3 + 182/59*z + 1
*
[ 3 ] 
f(z) = -19/42*z^3 + 199/42*z + 1
*
-3 | 0.10652814375748906528560068625928269723 | 0.020364353248995119199462530131629464860
f(z) = -19/48*z^3 + 187/48*z + 1
*
[ -1/3 ] 
f(z) = -18/47*z^3 + 190/47*z + 1
*
[ -1/3 ] 
f(z) = -18/49*z^3 + 198/49*z + 1
*
-10/3 | 0.21182744603102273783399179007016735466 | 0.029105418231812311492353487864206862959
f(z) = -17/40*z^3 + 181/45*z + 1
*
[ 3 ] 
f(z) = -17/42*z^3 + 181/42*z + 1
*
[ 3 ] 
f(z) = -17/48*z^3 + 185/48*z + 1
*
[ 3 ] 
f(z) = -17/57*z^3 + 191/57*z + 1
*
-1/4 | 0.13913272398465441084151405505208898334 | 0.026764028746742558813147164739169845015
f(z) = -16/45*z^3 + 181/45*z + 1
*
[ -11/4 ] 
f(z) = -16/55*z^3 + 196/55*z + 1
*
[ 3 ] 
f(z) = -16/57*z^3 + 182/57*z + 1
*
[ -1/2 ] 
f(z) = -16/59*z^3 + 181/59*z + 1
*
[ -3 ] 
f(z) = -14/51*z^3 + 194/51*z + 1
*
[ 10/3 ] 
f(z) = -13/40*z^3 + 194/45*z + 1
*
-3 | 0.074033094243260725891593077535028780319 | 0.014152467414789809162301221435084626995
f(z) = -13/42*z^3 + 187/42*z + 1
*
[ -3 ] 
f(z) = -13/48*z^3 + 181/48*z + 1
*
[ -3 ] 
f(z) = -13/51*z^3 + 185/51*z + 1
*
[ -3 ] 
f(z) = -13/57*z^3 + 193/57*z + 1
*
[ -1/2 ] 
f(z) = -12/59*z^3 + 180/59*z + 1
*
-2 | 0.19085811443510817717043699398698409891 | 0.025994918293288152441080582520784741277
f(z) = -11/40*z^3 + 193/55*z + 1
*
[ -10/3 ] 
f(z) = -11/40*z^3 + 196/45*z + 1
*
0 | 0.13049868330435281728922000309788980309 | 0.024846132839829420486538651562970694489
f(z) = -11/45*z^3 + 191/45*z + 1
*
-5 | 0.13996017361465502690691416787694953417 | 0.026594796309637860820204153038904141360
f(z) = -9/40*z^3 + 193/40*z + 1
*
0 | 0.13464813021335513623363886878707020243 | 0.025792902768526302858601169598595336061
f(z) = -9/44*z^3 + 185/44*z + 1
*
[ -4 ] 
f(z) = -9/44*z^3 + 199/44*z + 1
*
[ -1/3 ] 
f(z) = -9/46*z^3 + 185/46*z + 1
*
[ -1/3 ] 
f(z) = -9/47*z^3 + 189/47*z + 1
*
[ -1/3 ] 
f(z) = -9/49*z^3 + 197/49*z + 1
*
-13/3 | 0.14781393830462381858115291139058824309 | 0.028433975707904051653385441414152536111
f(z) = -9/52*z^3 + 181/52*z + 1
*
[ 4 ] 
f(z) = -9/52*z^3 + 183/52*z + 1
*
[ -11/3 ] 
f(z) = -9/55*z^3 + 191/55*z + 1
*
0 | 0.11119694062614523831002558065368642879 | 0.021235209215619889131427617127649132374
f(z) = -8/45*z^3 + 188/45*z + 1
*
-11/2 | 0.10717113679507617134404957585447872874 | 0.020285255367329246786499730424852388600
f(z) = -8/55*z^3 + 197/55*z + 1
*
-5 | 0.094429315241673299325203001757053228270 | 0.018126416401005024304281898041291582214
f(z) = -7/40*z^3 + 183/40*z + 1
*
0 | 0.14488283789135877217491853747049776109 | 0.027811349073715268931684609604857395861
f(z) = -7/44*z^3 + 183/44*z + 1
*
0 | 0.10471214911734594781696058831146331855 | 0.020017200327281355031436532988503333583
f(z) = -7/45*z^3 + 187/45*z + 1
*
0 | 0.090889059133256687643742269203691568334 | 0.017170569642753817820318153121281629566
f(z) = -7/48*z^3 + 199/48*z + 1
*
-6 | 0.21850092963768426820863737785149735952 | 0.029330960217695223333652452078608119376
f(z) = -7/54*z^3 + 191/42*z + 1
*
3/7 | 0.21965983394950602737949392492373880764 | 0.029364606538791275182390385285464876624
f(z) = -7/54*z^3 + 197/42*z + 1
*
[ 5 ] 
f(z) = -6/55*z^3 + 194/55*z + 1
*
-6 | 0.097706823076568969633082679731508588768 | 0.018678033708143324060863750735199503144
f(z) = -5/42*z^3 + 187/42*z + 1
*
0 | 0.15163133053010771150186192164979581691 | 0.029168301841500854726720154429244515347
f(z) = -5/44*z^3 + 181/44*z + 1
*
0 | 0.10402305385332086254237972101637343354 | 0.019689389089329912679252013351924734310
f(z) = -5/48*z^3 + 197/48*z + 1
*
-7 | 0.13963845038216724421095694918305057262 | 0.026430638974341240172036565335729903820
f(z) = -5/56*z^3 + 197/56*z + 1
*
0 | 0.14561339104930638209082708033376182919 | 0.027922374851280849125988138058725536296
f(z) = -4/45*z^3 + 184/45*z + 1
*
[ -11/2 ] 
f(z) = -4/55*z^3 + 186/55*z + 1
*
8 | 0.11012670209386533653700390144521064965 | 0.021095631367659315642358207726766849148
f(z) = -3/56*z^3 + 185/56*z + 1
*
[ 7 ] 
f(z) = -3/56*z^3 + 195/56*z + 1
*
-8 | 0.086322833100673551663750072745489390057 | 0.016307927836966485261490171432353656574
f(z) = -3/56*z^3 + 199/56*z + 1
*
0 | 0.12969716187069787666133160480275258985 | 0.024922558649430102093294235032510470194
f(z) = -2/45*z^3 + 182/45*z + 1
*
-3 | 0.13432118142046107288877556969472229003 | 0.025783959776377942699833601058699963117
f(z) = -2/55*z^3 + 183/55*z + 1
*
-4 | 0.14315306925580764240979548727748820927 | 0.027095882840392179609041593469189256982
f(z) = -2/55*z^3 + 197/55*z + 1
*
10/3 | 0.21173931369719355134127073907291276079 | 0.028758592315717732351738700789072404520
f(z) = -1/40*z^3 + 197/45*z + 1
*
-14 | 0.12224022163224059229043169161837566647 | 0.023093365237775247532435528084179581576
f(z) = -1/42*z^3 + 199/42*z + 1
*
-3 | 0.13709906709225157742063492292176016339 | 0.026262398902702112222569219919605517545
f(z) = -1/44*z^3 + 185/44*z + 1
*
0 | 0.10977894744834462654012727876756171812 | 0.021117439673061355523106843515879340352
f(z) = -1/45*z^3 + 181/45*z + 1
*
-2 | 0.11767242488723625877109415054040484774 | 0.022564501339358455677750305099494122627
f(z) = -1/45*z^3 + 184/45*z + 1
*
0 | 0.10267636612831853569236076262216166468 | 0.019510243324751838573291046704327916250
f(z) = -1/48*z^3 + 193/48*z + 1
*
21/5 | 0.19944675555092486780249752286413406804 | 0.023449639138807406922256677160467750428
f(z) = -1/54*z^3 + 183/50*z + 1
*
-11 | 0.13366138682296502497503257288386332182 | 0.025323698982024610855753346782110604758
f(z) = -1/55*z^3 + 196/55*z + 1
*
[ -7/3 ] 
f(z) = -13/49*z^3 + 181/63*z + 1
*
12/13 | 0.16284251067736705083750069073279821271 | 0.021953588885178668246991178419857371994
f(z) = -13/54*z^3 + 185/78*z + 1
*
30/13 | 0.20353120256275813485826292658265801719 | 0.027321465475350259139779323696545295652
f(z) = -13/54*z^3 + 191/78*z + 1
*
-24/11 | 0.19425107222082484355631289227065901816 | 0.026187929443621929647319052962393008388
f(z) = -11/54*z^3 + 185/66*z + 1
*
[ -6/11 ] 
f(z) = -11/54*z^3 + 191/66*z + 1
*
-30/7 | 0.24315683630225054036232743769713093259 | 0.028588783255318284551764566222746810007
f(z) = -7/54*z^3 + 183/70*z + 1
*
6 | 0.15044813769274532121711929037603079411 | 0.022662740288388958493978041722904612829
f(z) = -5/48*z^3 + 191/60*z + 1
*
[ 9/2 ] 
f(z) = -5/54*z^3 + 191/72*z + 1
*
[ -14/3 ] 
f(z) = -5/56*z^3 + 199/63*z + 1
*
-15/4 | 0.10416450708537778232902186388513700857 | 0.016456413898833044269012192019227258703
f(z) = -4/45*z^3 + 187/60*z + 1
*
-22/3 | 0.15888955545929130177811258566221125330 | 0.026868939663647242910194214283198013876
f(z) = -3/44*z^3 + 185/66*z + 1
*
[ -2/3 ] 
f(z) = -3/52*z^3 + 197/78*z + 1
*
[ -10 ] 
f(z) = -1/48*z^3 + 191/60*z + 1
*
[ 2 ] 
f(z) = -19/41*z^3 + 193/82*z + 1
*
[ 2 ] 
f(z) = -19/43*z^3 + 195/86*z + 1
*
[ 2 ] 
f(z) = -19/45*z^3 + 197/90*z + 1
*
[ 2 ] 
f(z) = -19/47*z^3 + 199/94*z + 1
*
[ 2 ] 
f(z) = -18/41*z^3 + 185/82*z + 1
*
[ 2 ] 
f(z) = -18/43*z^3 + 187/86*z + 1
*
[ 2 ] 
f(z) = -18/47*z^3 + 191/94*z + 1
*
0 | 0.14414214466196951974242112429121001640 | 0.027669167444345690019664174739077355088
f(z) = -18/49*z^3 + 183/98*z + 1
*
[ 2 ] 
f(z) = -18/49*z^3 + 193/98*z + 1
*
[ 2 ] 
f(z) = -17/45*z^3 + 181/90*z + 1
*
[ 2 ] 
f(z) = -17/47*z^3 + 183/94*z + 1
*
[ 2 ] 
f(z) = -17/49*z^3 + 185/98*z + 1
*
[ -7/6 ] 
f(z) = -15/49*z^3 + 191/84*z + 1
*
[ -4/3 ] 
f(z) = -15/56*z^3 + 187/84*z + 1
*
[ -5/3 ] 
f(z) = -11/50*z^3 + 199/90*z + 1
*
[ -2 ] 
f(z) = -9/41*z^3 + 195/82*z + 1
*
[ 8/3 ] 
f(z) = -9/44*z^3 + 183/88*z + 1
*
[ -4/3 ] 
f(z) = -9/46*z^3 + 193/92*z + 1
*
[ -10/9 ] 
f(z) = -9/50*z^3 + 191/90*z + 1
*
[ -2 ] 
f(z) = -8/41*z^3 + 187/82*z + 1
*
[ -2 ] 
f(z) = -8/43*z^3 + 193/86*z + 1
*
[ -5/4 ] 
f(z) = -8/45*z^3 + 187/90*z + 1
*
[ -2 ] 
f(z) = -8/45*z^3 + 199/90*z + 1
*
[ -2 ] 
f(z) = -7/43*z^3 + 185/86*z + 1
*
[ -2 ] 
f(z) = -7/45*z^3 + 191/90*z + 1
*
[ -2 ] 
f(z) = -7/47*z^3 + 197/94*z + 1
*
[ -6/7 ] 
f(z) = -7/48*z^3 + 191/84*z + 1
*
[ -2 ] 
f(z) = -6/47*z^3 + 189/94*z + 1
*
[ -2 ] 
f(z) = -6/49*z^3 + 195/98*z + 1
*
[ -2 ] 
f(z) = -5/47*z^3 + 181/94*z + 1
*
[ -2 ] 
f(z) = -5/49*z^3 + 187/98*z + 1
*
[ -9/2 ] 
f(z) = -2/45*z^3 + 191/90*z + 1
*
-4 | 0.098455945946747029816513272811462483104 | 0.018600089963999285842687315735833382976
f(z) = -2/45*z^3 + 199/90*z + 1
*
10 | 0.14221156450579638267587165231774599372 | 0.027076192139274479386292237974572198014
f(z) = -1/45*z^3 + 191/90*z + 1
*
[ 7/4 ] 
f(z) = -19/49*z^3 + 181/112*z + 1
*
[ 2 ] 
f(z) = -18/53*z^3 + 197/106*z + 1
*
[ 2 ] 
f(z) = -18/55*z^3 + 199/110*z + 1
*
[ 2 ] 
f(z) = -17/53*z^3 + 189/106*z + 1
*
[ 2 ] 
f(z) = -17/55*z^3 + 191/110*z + 1
*
[ 2 ] 
f(z) = -17/57*z^3 + 193/114*z + 1
*
[ 2 ] 
f(z) = -17/59*z^3 + 195/118*z + 1
*
[ 2 ] 
f(z) = -16/53*z^3 + 181/106*z + 1
*
[ 2 ] 
f(z) = -16/55*z^3 + 183/110*z + 1
*
0 | 0.14287791274655193517421772082082062438 | 0.027043801466403326347815114326035118612
f(z) = -16/55*z^3 + 197/110*z + 1
*
[ 2 ] 
f(z) = -16/57*z^3 + 185/114*z + 1
*
[ 2 ] 
f(z) = -16/59*z^3 + 187/118*z + 1
*
[ 12/5 ] 
f(z) = -13/54*z^3 + 197/100*z + 1
*
[ 8/3 ] 
f(z) = -9/52*z^3 + 193/104*z + 1
*
0 | 0.13358435967133931014669708476880489426 | 0.025696727124765084523414856295786049614
f(z) = -8/55*z^3 + 181/110*z + 1
*
[ 11/4 ] 
f(z) = -8/55*z^3 + 191/110*z + 1
*
3 | 0.14315231438934660614209110710771263855 | 0.027044033761421900183530099677993774267
f(z) = -8/55*z^3 + 199/110*z + 1
*
[ -2 ] 
f(z) = -5/51*z^3 + 193/102*z + 1
*
[ -2 ] 
f(z) = -5/53*z^3 + 199/106*z + 1
*
[ -2 ] 
f(z) = -4/51*z^3 + 185/102*z + 1
*
[ -2 ] 
f(z) = -4/53*z^3 + 191/106*z + 1
*
[ -2 ] 
f(z) = -4/55*z^3 + 197/110*z + 1
*
[ -7/4 ] 
f(z) = -3/49*z^3 + 197/112*z + 1
*
[ -2 ] 
f(z) = -3/53*z^3 + 183/106*z + 1
*
[ -2 ] 
f(z) = -3/55*z^3 + 189/110*z + 1
*
[ -10/3 ] 
f(z) = -3/56*z^3 + 199/105*z + 1
*
[ 4 ] 
f(z) = -3/58*z^3 + 183/116*z + 1
*
-17/2 | 0.15740242709223105798917996741703089290 | 0.029736135043086922417067109884405679337
f(z) = -2/51*z^3 + 199/102*z + 1
*
[ -2 ] 
f(z) = -2/57*z^3 + 187/114*z + 1
*
[ -3/2 ] 
f(z) = -2/57*z^3 + 199/114*z + 1
*
[ -2 ] 
f(z) = -2/59*z^3 + 193/118*z + 1
*
[ -4/3 ] 
f(z) = -1/48*z^3 + 193/108*z + 1
*
[ -7/4 ] 
f(z) = -1/49*z^3 + 183/112*z + 1
*
[ -6 ] 
f(z) = -1/51*z^3 + 191/102*z + 1
*
[ -2 ] 
f(z) = -1/59*z^3 + 185/118*z + 1
*
0 | 0.15339626550160371214074897657483045163 | 0.028979299432200700723863455906302263769
f(z) = -13/40*z^3 + 199/120*z + 1
*
-2 | 0.18456092197903631907524261484056642593 | 0.027630538426641472463344256846617246660
f(z) = -11/48*z^3 + 199/132*z + 1
*
3 | 0.15248443378560585200763966360581553826 | 0.028807038104695285533871293969101761848
f(z) = -9/44*z^3 + 199/132*z + 1
*
-3 | 0.18637126493637446133707631117197954388 | 0.029443836105595919111761962346273607725
f(z) = -8/45*z^3 + 187/120*z + 1
*
0 | 0.15533053970753208025793351128192871630 | 0.029879893894968588883249245586127557559
f(z) = -7/40*z^3 + 181/120*z + 1
*
[ 18/7 ] 
f(z) = -7/54*z^3 + 185/126*z + 1
*
-24/5 | 0.17365748083314483992442799223163143896 | 0.029157525644248584949339428150148490176
f(z) = -5/48*z^3 + 193/120*z + 1
*
[ 3 ] 
f(z) = -4/41*z^3 + 190/123*z + 1
*
[ 3 ] 
f(z) = -4/43*z^3 + 194/129*z + 1
*
20/3 | 0.12379013968434546928306414671649860670 | 0.017959752752109573299965245689645349637
f(z) = -3/50*z^3 + 197/120*z + 1
*
[ -3 ] 
f(z) = -1/40*z^3 + 187/120*z + 1
*
[ -3 ] 
f(z) = -1/41*z^3 + 191/123*z + 1
*
[ -3 ] 
f(z) = -1/43*z^3 + 199/129*z + 1
*
[ 3/2 ] 
f(z) = -20/47*z^3 + 182/141*z + 1
*
[ 3/2 ] 
f(z) = -20/49*z^3 + 184/147*z + 1
*
[ 3/2 ] 
f(z) = -20/53*z^3 + 188/159*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.026972180468007138535855528578265589161
f(z) = -15/52*z^3 + 197/156*z + 1
*
-6/13 | 0.10853438249103828706625708570811369727 | 0.016349065933793062690435224327945591260
f(z) = -13/48*z^3 + 191/156*z + 1
*
[ 3 ] 
f(z) = -3/50*z^3 + 181/150*z + 1
*
-6 | 0.11921865675968758413705225892319291112 | 0.022522537565346562959552674028498517313
f(z) = -3/50*z^3 + 199/150*z + 1
*
[ 3 ] 
f(z) = -3/52*z^3 + 185/156*z + 1
*
[ 3 ] 
f(z) = -3/53*z^3 + 187/159*z + 1
*
[ 3/2 ] 
f(z) = -20/59*z^3 + 194/177*z + 1
*
-1/2 | 0.11523745966380983205945451451911903941 | 0.022029261501570763759639807523451449718
f(z) = -19/42*z^3 + 187/168*z + 1
*
[ 7/5 ] 
f(z) = -19/49*z^3 + 183/175*z + 1
*
-1/2 | 0.13805706523024359972330478605393978967 | 0.026445910940979244175637419285453775044
f(z) = -17/42*z^3 + 185/168*z + 1
*
-1/2 | 0.13805795710665198177075403387678304612 | 0.026557283052450852148869729148712187826
f(z) = -13/42*z^3 + 181/168*z + 1
*
[ 11/6 ] 
f(z) = -12/55*z^3 + 196/165*z + 1
*
3 | 0.12880037789979803278457233765800800364 | 0.024622004116833730336480568512094380202
f(z) = -9/56*z^3 + 187/168*z + 1
*
-3 | 0.15212333053873656942030002734082385605 | 0.028963330379262580350073107521628181573
f(z) = -5/56*z^3 + 191/168*z + 1
*
[ 3 ] 
f(z) = -3/55*z^3 + 191/165*z + 1
*
[ 14/5 ] 
f(z) = -3/56*z^3 + 186/175*z + 1
*
[ 3 ] 
f(z) = -3/58*z^3 + 197/174*z + 1
*
[ 3 ] 
f(z) = -3/59*z^3 + 199/177*z + 1
*
[ 4 ] 
f(z) = -1/41*z^3 + 187/164*z + 1
*
5/2 | 0.11808972075805159753861141753739318658 | 0.022439040969391533858600789128221913736
f(z) = -1/42*z^3 + 193/168*z + 1
*
[ 4 ] 
f(z) = -1/43*z^3 + 193/172*z + 1
*
[ 4/3 ] 
f(z) = -19/40*z^3 + 197/180*z + 1
*
[ 4/3 ] 
f(z) = -17/40*z^3 + 181/180*z + 1
*
[ 14/9 ] 
f(z) = -15/56*z^3 + 190/189*z + 1
*
[ 3/2 ] 
f(z) = -13/48*z^3 + 181/192*z + 1
*
0 | 0.14984640758895279880959182561684604226 | 0.028390138764207619819624465232425326071
f(z) = -12/49*z^3 + 195/196*z + 1
*
[ 18/11 ] 
f(z) = -11/54*z^3 + 185/198*z + 1
*
[ 12/7 ] 
f(z) = -11/54*z^3 + 199/196*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.029099729848929877987018490980196928357
f(z) = -7/48*z^3 + 199/192*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.029155366386810575415696854322780931855
f(z) = -5/48*z^3 + 197/192*z + 1
*
[ 9/4 ] 
f(z) = -4/45*z^3 + 181/180*z + 1
*
[ 4 ] 
f(z) = -1/45*z^3 + 199/180*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.029269011642042482630462796370131222742
f(z) = -1/48*z^3 + 193/192*z + 1
*
[ 4/3 ] 
f(z) = -18/53*z^3 + 181/212*z + 1
*
-17/8 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -16/51*z^3 + 181/204*z + 1
*
[ 3/2 ] 
f(z) = -13/51*z^3 + 185/204*z + 1
*
0 | 0.093417799844654179074793873214246591975 | 0.017470716515050051209466996417705887239
f(z) = -5/42*z^3 + 193/210*z + 1
*
-7/5 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = -5/42*z^3 + 199/210*z + 1
*
[ 4/3 ] 
f(z) = -18/55*z^3 + 183/220*z + 1
*
[ 4/3 ] 
f(z) = -18/59*z^3 + 187/236*z + 1
*
[ 3/2 ] 
f(z) = -13/57*z^3 + 193/228*z + 1
*
-26/9 | 0.17721138077410071236324139929259441023 | 0.028822037009081180295589493615567922131
f(z) = -9/52*z^3 + 185/234*z + 1
*
0 | 0.13381998965094209924449779728794326208 | 0.024810758344157963903998429341810119754
f(z) = -4/55*z^3 + 181/220*z + 1
*
-17/10 | 0.15776973057986272965707778418865041926 | 0.028471796963656608140524784187202184693
f(z) = -20/51*z^3 + 184/255*z + 1
*
[ 4/3 ] 
f(z) = -17/56*z^3 + 199/252*z + 1
*
[ 10/7 ] 
f(z) = -9/40*z^3 + 186/245*z + 1
*
16/5 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = -5/48*z^3 + 181/240*z + 1
*
[ 15/8 ] 
f(z) = -4/45*z^3 + 187/240*z + 1
*
0 | 0.13754615898447888611933834687393395283 | 0.024735485343612328845112902047168744967
f(z) = -5/52*z^3 + 181/260*z + 1
*
[ 5/4 ] 
f(z) = -16/57*z^3 + 182/285*z + 1
*
[ 5/4 ] 
f(z) = -16/59*z^3 + 184/295*z + 1
*
0 | 0.095790583014739865463203463458119370889 | 0.016999850883671520710336068813807402614
f(z) = -15/56*z^3 + 187/280*z + 1
*
-7/3 | 0.16259325265943455958412718044397941211 | 0.028855248218670857822194339592799934022
f(z) = -9/40*z^3 + 183/280*z + 1
*
[ 9/4 ] 
f(z) = -1/54*z^3 + 187/288*z + 1
*
[ -12 ] 
f(z) = -19/54*z^3 + 207/4*z + 1
*
[ 10 ] 
f(z) = -17/40*z^3 + 217/5*z + 1
*
-6 | 0.21822690049403261812215324800609314719 | 0.029255528346334471975123486117546832408
f(z) = -17/40*z^3 + 217/15*z + 1
*
[ -10 ] 
f(z) = -17/40*z^3 + 218/5*z + 1
*
[ 9 ] 
f(z) = -7/54*z^3 + 205/18*z + 1
*
[ -9 ] 
f(z) = -7/54*z^3 + 209/18*z + 1
*
[ -15 ] 
f(z) = -5/54*z^3 + 219/10*z + 1
*
[ 21/4 ] 
f(z) = -16/49*z^3 + 206/21*z + 1
*
[ -21/4 ] 
f(z) = -16/49*z^3 + 214/21*z + 1
*
[ -6 ] 
f(z) = -13/56*z^3 + 200/21*z + 1
*
[ -14/3 ] 
f(z) = -9/40*z^3 + 214/35*z + 1
*
[ 20/3 ] 
f(z) = -9/40*z^3 + 217/20*z + 1
*
[ 6 ] 
f(z) = -8/45*z^3 + 217/30*z + 1
*
[ -6 ] 
f(z) = -7/45*z^3 + 203/30*z + 1
*
-8 | 0.17225089353883819773192173071550971076 | 0.028678116148311824423451398794090621428
f(z) = -7/48*z^3 + 203/24*z + 1
*
[ 21/2 ] 
f(z) = -4/49*z^3 + 208/21*z + 1
*
[ -21/2 ] 
f(z) = -4/49*z^3 + 212/21*z + 1
*
-5/3 | 0.12647331633564771203167183057295400237 | 0.018269510654936197482948509147883420171
f(z) = -3/50*z^3 + 203/30*z + 1
*
[ 10 ] 
f(z) = -3/56*z^3 + 219/35*z + 1
*
[ 14 ] 
f(z) = -1/40*z^3 + 204/35*z + 1
*
[ -14 ] 
f(z) = -1/40*z^3 + 209/35*z + 1
*
[ 20 ] 
f(z) = -1/40*z^3 + 219/20*z + 1
*
2 | 0.18132814610436525845022722405963933596 | 0.029996358428889386983754913069290321018
f(z) = -1/44*z^3 + 211/22*z + 1
*
-18 | 0.17025961668325108241297389183241560450 | 0.025303761951158800375017508573379607749
f(z) = -1/48*z^3 + 209/36*z + 1
*
[ 21 ] 
f(z) = -1/49*z^3 + 209/21*z + 1
*
[ -21 ] 
f(z) = -1/49*z^3 + 211/21*z + 1
*
[ 3 ] 
f(z) = -20/51*z^3 + 214/51*z + 1
*
[ 3 ] 
f(z) = -20/57*z^3 + 218/57*z + 1
*
[ 3 ] 
f(z) = -19/48*z^3 + 203/48*z + 1
*
[ 3 ] 
f(z) = -19/51*z^3 + 205/51*z + 1
*
[ -1/3 ] 
f(z) = -18/53*z^3 + 214/53*z + 1
*
-11/3 | 0.14416511481786543216340679561710030287 | 0.027158599195825235127158115524999837228
f(z) = -18/55*z^3 + 202/55*z + 1
*
[ -3 ] 
f(z) = -17/42*z^3 + 209/42*z + 1
*
[ -3 ] 
f(z) = -17/48*z^3 + 217/48*z + 1
*
[ -1/4 ] 
f(z) = -16/41*z^3 + 206/41*z + 1
*
[ -1/4 ] 
f(z) = -16/43*z^3 + 216/43*z + 1
*
[ -3 ] 
f(z) = -16/51*z^3 + 212/51*z + 1
*
[ -3 ] 
f(z) = -14/57*z^3 + 202/57*z + 1
*
0 | 0.14175082686556331525442623828168860566 | 0.026629825497435448188254881748259547037
f(z) = -13/48*z^3 + 205/48*z + 1
*
0 | 0.11225770506031695153801598676278706689 | 0.021128054418203097958124613315566464506
f(z) = -11/48*z^3 + 203/48*z + 1
*
0 | 0.14088052376326146044473843336794414144 | 0.026323665584864568982899237914488289795
f(z) = -11/50*z^3 + 211/50*z + 1
*
[ 4 ] 
f(z) = -11/52*z^3 + 215/52*z + 1
*
0 | 0.14415915106823408433203885081485159644 | 0.026750275055838371232168177148152834488
f(z) = -11/52*z^3 + 219/52*z + 1
*
5 | 0.11162856488988691012788311290012402445 | 0.020895091850314682899017626481865283216
f(z) = -9/40*z^3 + 209/40*z + 1
*
5 | 0.12339846796195267231806693585196850154 | 0.022936955828858948021029887389092043879
f(z) = -9/40*z^3 + 217/40*z + 1
*
[ -1/3 ] 
f(z) = -9/50*z^3 + 201/50*z + 1
*
0 | 0.11934359117493415528009483962654828549 | 0.022339222060289807953078270305221839088
f(z) = -9/50*z^3 + 209/50*z + 1
*
0 | 0.14667780039357592556063384632179061913 | 0.027264051849808742687084576180759206215
f(z) = -9/52*z^3 + 217/52*z + 1
*
[ -1/3 ] 
f(z) = -9/53*z^3 + 213/53*z + 1
*
[ -9/2 ] 
f(z) = -8/45*z^3 + 217/45*z + 1
*
5 | 0.15668639464020898794984038532679269189 | 0.029517425188808532022353479022825676479
f(z) = -7/45*z^3 + 202/45*z + 1
*
[ 5 ] 
f(z) = -7/45*z^3 + 211/45*z + 1
*
0 | 0.13010498475028406823411238322568781015 | 0.024397495872947997645563383118448404475
f(z) = -7/50*z^3 + 207/50*z + 1
*
0 | 0.14262440792125497071183255884481320392 | 0.026556324811742593943405131957612030505
f(z) = -7/52*z^3 + 215/52*z + 1
*
[ 5 ] 
f(z) = -7/55*z^3 + 219/55*z + 1
*
[ -5 ] 
f(z) = -6/55*z^3 + 216/55*z + 1
*
0 | 0.14841110965582909341180919393629375179 | 0.027932496922055027462596381249694551535
f(z) = -3/40*z^3 + 203/40*z + 1
*
0 | 0.15875874887619164184745127195519014383 | 0.029880029026245856964119362054541598252
f(z) = -3/50*z^3 + 203/50*z + 1
*
[ -7 ] 
f(z) = -3/56*z^3 + 211/56*z + 1
*
[ 9 ] 
f(z) = -2/45*z^3 + 202/45*z + 1
*
[ -9 ] 
f(z) = -2/45*z^3 + 212/45*z + 1
*
-16 | 0.12966884101140333665163461439461169121 | 0.024228751543378932052901577117271958298
f(z) = -1/48*z^3 + 211/48*z + 1
*
0 | 0.14376350582610889598629534373079367162 | 0.027108285930843079791262383983002306143
f(z) = -1/50*z^3 + 201/50*z + 1
*
-13 | 0.16017267215153159515233116531877898890 | 0.029721755467705662343138017875541781197
f(z) = -1/50*z^3 + 219/50*z + 1
*
[ -12/19 ] 
f(z) = -19/54*z^3 + 207/76*z + 1
*
[ -7/3 ] 
f(z) = -17/49*z^3 + 209/63*z + 1
*
[ -7/3 ] 
f(z) = -16/49*z^3 + 202/63*z + 1
*
[ 14/5 ] 
f(z) = -15/49*z^3 + 213/70*z + 1
*
[ -2/3 ] 
f(z) = -15/52*z^3 + 205/78*z + 1
*
[ -7/11 ] 
f(z) = -11/49*z^3 + 205/77*z + 1
*
[ -14/5 ] 
f(z) = -10/49*z^3 + 207/70*z + 1
*
-21/10 | 0.21658153286254265770384506508000375752 | 0.029639460293158132440059144973936607761
f(z) = -10/49*z^3 + 213/70*z + 1
*
-30/7 | 0.21486570753293406415522829044389390831 | 0.024846587159450519579547671882317757618
f(z) = -7/54*z^3 + 211/70*z + 1
*
[ -21/5 ] 
f(z) = -5/54*z^3 + 201/70*z + 1
*
20/3 | 0.068314396809119166560753288917462667313 | 0.011373689657244352893595323534082878487
f(z) = -3/40*z^3 + 203/60*z + 1
*
-10/3 | 0.094877941829674652430794207557689027443 | 0.015646652802566730874326039339904730791
f(z) = -3/44*z^3 + 215/66*z + 1
*
[ 6 ] 
f(z) = -3/44*z^3 + 217/66*z + 1
*
[ 20/3 ] 
f(z) = -3/50*z^3 + 211/60*z + 1
*
2 | 0.14945830163224645086188782227556008766 | 0.024591493814201326552160359873848343082
f(z) = -3/50*z^3 + 218/75*z + 1
*
3/2 | 0.15536495938723282673192208604278961700 | 0.024231029779751443290630825380337558971
f(z) = -1/45*z^3 + 203/60*z + 1
*
[ 2 ] 
f(z) = -20/41*z^3 + 201/82*z + 1
*
[ 2 ] 
f(z) = -20/43*z^3 + 203/86*z + 1
*
[ 2 ] 
f(z) = -20/47*z^3 + 207/94*z + 1
*
[ 2 ] 
f(z) = -20/49*z^3 + 209/98*z + 1
*
[ 2 ] 
f(z) = -19/49*z^3 + 201/98*z + 1
*
7/6 | 0.21621458516547608607082380623109856903 | 0.029551446929544201847515030111331407882
f(z) = -15/49*z^3 + 215/84*z + 1
*
[ -5/3 ] 
f(z) = -13/50*z^3 + 209/90*z + 1
*
[ -14/13 ] 
f(z) = -13/56*z^3 + 200/91*z + 1
*
[ -2 ] 
f(z) = -12/41*z^3 + 219/82*z + 1
*
-7/3 | 0.21621459773231592576133035349088711652 | 0.029627495607097774531124283173167670653
f(z) = -12/49*z^3 + 211/84*z + 1
*
[ -2 ] 
f(z) = -11/41*z^3 + 211/82*z + 1
*
[ -2 ] 
f(z) = -11/43*z^3 + 217/86*z + 1
*
[ -2 ] 
f(z) = -10/41*z^3 + 203/82*z + 1
*
[ -2 ] 
f(z) = -10/43*z^3 + 209/86*z + 1
*
[ -2/3 ] 
f(z) = -9/41*z^3 + 213/82*z + 1
*
[ -2 ] 
f(z) = -9/43*z^3 + 201/86*z + 1
*
[ -2 ] 
f(z) = -9/47*z^3 + 213/94*z + 1
*
[ -2 ] 
f(z) = -9/49*z^3 + 219/98*z + 1
*
[ -9/4 ] 
f(z) = -8/45*z^3 + 211/90*z + 1
*
[ -2 ] 
f(z) = -8/47*z^3 + 205/94*z + 1
*
[ -2 ] 
f(z) = -8/49*z^3 + 211/98*z + 1
*
[ 10/3 ] 
f(z) = -7/50*z^3 + 203/90*z + 1
*
[ -6/7 ] 
f(z) = -5/54*z^3 + 219/98*z + 1
*
[ -4 ] 
f(z) = -3/46*z^3 + 211/92*z + 1
*
35/6 | 0.21621504089616214960293563916953558470 | 0.029627556333038783735267556893833026981
f(z) = -3/49*z^3 + 211/84*z + 1
*
[ 8 ] 
f(z) = -1/44*z^3 + 205/88*z + 1
*
-10 | 0.14221156450579638267587165231774599372 | 0.026619742943544503755985472181104400158
f(z) = -1/45*z^3 + 209/90*z + 1
*
[ 2 ] 
f(z) = -20/51*z^3 + 211/102*z + 1
*
[ 2 ] 
f(z) = -20/53*z^3 + 213/106*z + 1
*
[ 2 ] 
f(z) = -20/57*z^3 + 217/114*z + 1
*
[ 2 ] 
f(z) = -20/59*z^3 + 219/118*z + 1
*
[ 2 ] 
f(z) = -19/51*z^3 + 203/102*z + 1
*
[ 2 ] 
f(z) = -19/53*z^3 + 205/106*z + 1
*
[ 2 ] 
f(z) = -19/55*z^3 + 207/110*z + 1
*
[ 2 ] 
f(z) = -19/59*z^3 + 211/118*z + 1
*
0 | 0.13358501181069302951094393176792752328 | 0.025189012158756490208401946233961169278
f(z) = -18/55*z^3 + 201/110*z + 1
*
[ 2 ] 
f(z) = -18/59*z^3 + 203/118*z + 1
*
12/17 | 0.17774606548818256995950331163878754219 | 0.023666561344773647201851187309253199074
f(z) = -17/54*z^3 + 203/102*z + 1
*
-7/5 | 0.21731700765767502815068724709778330135 | 0.029837104738338141645949018594034537072
f(z) = -15/49*z^3 + 208/105*z + 1
*
[ 15/7 ] 
f(z) = -14/45*z^3 + 206/105*z + 1
*
-1/2 | 0.15740209744003858100334656674494823098 | 0.029410738011809909465116883583155695655
f(z) = -14/51*z^3 + 211/102*z + 1
*
15/11 | 0.22323422488866054357569838475774334094 | 0.025930202568002754063899639430256401735
f(z) = -11/54*z^3 + 203/110*z + 1
*
-1/2 | 0.15740305094171279362223157349785410256 | 0.029463347577666613444275678413025256436
f(z) = -10/51*z^3 + 209/102*z + 1
*
[ -3/2 ] 
f(z) = -10/51*z^3 + 215/102*z + 1
*
[ -4/3 ] 
f(z) = -9/50*z^3 + 207/100*z + 1
*
-17/4 | 0.15740139347581016826699877021429632544 | 0.029410606475395666827667658511199698329
f(z) = -8/51*z^3 + 211/102*z + 1
*
-3/2 | 0.13652800468722243840385439493474213731 | 0.025743947793714446439396465018042380948
f(z) = -8/55*z^3 + 201/110*z + 1
*
[ -4/3 ] 
f(z) = -7/48*z^3 + 217/108*z + 1
*
[ -2 ] 
f(z) = -7/51*z^3 + 209/102*z + 1
*
[ -2 ] 
f(z) = -7/53*z^3 + 215/106*z + 1
*
[ -2 ] 
f(z) = -6/53*z^3 + 207/106*z + 1
*
[ -2 ] 
f(z) = -6/55*z^3 + 213/110*z + 1
*
[ -4/3 ] 
f(z) = -5/48*z^3 + 209/108*z + 1
*
[ -7/4 ] 
f(z) = -5/49*z^3 + 211/112*z + 1
*
[ -6/5 ] 
f(z) = -5/56*z^3 + 206/105*z + 1
*
[ -2 ] 
f(z) = -5/57*z^3 + 211/114*z + 1
*
[ -2 ] 
f(z) = -5/59*z^3 + 217/118*z + 1
*
[ -2 ] 
f(z) = -4/57*z^3 + 203/114*z + 1
*
[ -2 ] 
f(z) = -4/59*z^3 + 209/118*z + 1
*
[ -2 ] 
f(z) = -3/59*z^3 + 201/118*z + 1
*
[ 11/2 ] 
f(z) = -2/55*z^3 + 211/110*z + 1
*
[ 8 ] 
f(z) = -1/52*z^3 + 219/104*z + 1
*
-10 | 0.15949080317075115345738307075111195101 | 0.029801014749088807507115960412452083193
f(z) = -1/55*z^3 + 211/110*z + 1
*
[ -6 ] 
f(z) = -1/57*z^3 + 205/114*z + 1
*
0 | 0.15203246415868829603227103146566142958 | 0.028259361502248211054714494573420206034
f(z) = -19/40*z^3 + 217/120*z + 1
*
0 | 0.14198643536892971527791387992531314186 | 0.026530306265182819139441383194360363591
f(z) = -17/40*z^3 + 211/120*z + 1
*
-2/5 | 0.17148090496702594201143024370727771234 | 0.028597060800750578615790597558415512486
f(z) = -15/52*z^3 + 201/130*z + 1
*
-3 | 0.13019060019494693836948672402088110877 | 0.024199458026698174096017699335927620554
f(z) = -11/40*z^3 + 217/120*z + 1
*
3 | 0.11295993339845470252780370014166554830 | 0.021260221012328702456997652572225961498
f(z) = -9/40*z^3 + 203/120*z + 1
*
-3/8 | 0.13251077655002417748360115788957501755 | 0.020666645718477751608820638250352215375
f(z) = -8/45*z^3 + 203/120*z + 1
*
[ 3 ] 
f(z) = -5/41*z^3 + 217/123*z + 1
*
51/10 | 0.20559934649107153244679067035049237273 | 0.027269413389553991154970814898741431406
f(z) = -5/54*z^3 + 209/120*z + 1
*
0 | 0.12078922592120312044617351840857117430 | 0.022609821891391219782604077050869679791
f(z) = -3/40*z^3 + 209/120*z + 1
*
[ -5/3 ] 
f(z) = -3/40*z^3 + 217/120*z + 1
*
[ 11/3 ] 
f(z) = -3/44*z^3 + 217/132*z + 1
*
[ -3 ] 
f(z) = -2/41*z^3 + 218/123*z + 1
*
[ 14/3 ] 
f(z) = -2/49*z^3 + 211/126*z + 1
*
0 | 0.15199569219790404360139909681123877095 | 0.028607152216093037530234614759753213467
f(z) = -1/40*z^3 + 203/120*z + 1
*
[ -3 ] 
f(z) = -1/44*z^3 + 203/132*z + 1
*
[ -3 ] 
f(z) = -1/46*z^3 + 211/138*z + 1
*
[ -14/3 ] 
f(z) = -1/49*z^3 + 209/126*z + 1
*
[ 3 ] 
f(z) = -4/47*z^3 + 202/141*z + 1
*
[ 3 ] 
f(z) = -4/49*z^3 + 206/147*z + 1
*
[ 3 ] 
f(z) = -4/53*z^3 + 214/159*z + 1
*
0 | 0.14414149252261580037817427729208738738 | 0.027078944636122361283340680132653283124
f(z) = -3/49*z^3 + 205/147*z + 1
*
-13/3 | 0.14439985849750748564673634895350515268 | 0.027127482207140310951507221667891941073
f(z) = -3/52*z^3 + 205/156*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026487405810259868498859458852734419307
f(z) = -3/52*z^3 + 217/156*z + 1
*
[ -3 ] 
f(z) = -1/47*z^3 + 215/141*z + 1
*
[ 3/2 ] 
f(z) = -17/42*z^3 + 209/168*z + 1
*
-11/6 | 0.13652800468722243840385439493474213731 | 0.025510393078851403658050917283230675701
f(z) = -12/55*z^3 + 211/165*z + 1
*
-5/2 | 0.14315126091528986895921322478352746427 | 0.026677581210676903156886960528261518838
f(z) = -12/55*z^3 + 214/165*z + 1
*
[ 3 ] 
f(z) = -4/55*z^3 + 218/165*z + 1
*
-1/2 | 0.15403386923429664018063547768899041681 | 0.028781381231092283304239832924950366814
f(z) = -19/48*z^3 + 211/192*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028832666235900366487449267819498424208
f(z) = -17/48*z^3 + 209/192*z + 1
*
[ 3/2 ] 
f(z) = -17/48*z^3 + 217/192*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028937338274998316152905705341161125781
f(z) = -13/48*z^3 + 205/192*z + 1
*
-1/2 | 0.15403374040751984737045500197121824925 | 0.028990733846027015084396747825421155922
f(z) = -11/48*z^3 + 203/192*z + 1
*
-26/7 | 0.18018109536770873942030945954493892951 | 0.029949532664260205510981890082351985079
f(z) = -7/52*z^3 + 205/182*z + 1
*
4 | 0.099597300129456775160704801984467297799 | 0.018609854305829232457171398496530393858
f(z) = -4/45*z^3 + 211/180*z + 1
*
[ 4 ] 
f(z) = -1/47*z^3 + 205/188*z + 1
*
[ 4 ] 
f(z) = -1/49*z^3 + 211/196*z + 1
*
17/8 | 0.15740204561516388763124561721341895446 | 0.029570120332677125935354989810353791897
f(z) = -16/51*z^3 + 205/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.029257636138354814529443738563686009995
f(z) = -13/51*z^3 + 217/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.029308078184978588560013182395877426570
f(z) = -11/51*z^3 + 215/204*z + 1
*
[ 5/3 ] 
f(z) = -9/41*z^3 + 207/205*z + 1
*
[ 5/3 ] 
f(z) = -9/43*z^3 + 211/215*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.029410921460534018052449090612550135654
f(z) = -7/51*z^3 + 211/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.029463352873080687044538971185508617998
f(z) = -5/51*z^3 + 209/204*z + 1
*
4 | 0.15740307923158477735342681441615352191 | 0.029570314511614407774748699364023095303
f(z) = -4/51*z^3 + 205/204*z + 1
*
-1/2 | 0.15740307923158477735342681441615352191 | 0.029570314511614407774748699364023095303
f(z) = -1/51*z^3 + 205/204*z + 1
*
-6/11 | 0.20210546278607627298232517767662030992 | 0.026869083295718476438979763566939322747
f(z) = -11/56*z^3 + 206/231*z + 1
*
[ 5/3 ] 
f(z) = -9/44*z^3 + 213/220*z + 1
*
[ 5/3 ] 
f(z) = -9/46*z^3 + 217/230*z + 1
*
[ 5/3 ] 
f(z) = -9/47*z^3 + 219/235*z + 1
*
0 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -5/44*z^3 + 201/220*z + 1
*
[ 5/2 ] 
f(z) = -3/55*z^3 + 207/220*z + 1
*
[ 7/2 ] 
f(z) = -1/56*z^3 + 209/224*z + 1
*
[ 4/3 ] 
f(z) = -19/56*z^3 + 215/252*z + 1
*
[ 10/7 ] 
f(z) = -11/40*z^3 + 211/245*z + 1
*
[ 3/2 ] 
f(z) = -10/41*z^3 + 217/246*z + 1
*
0 | 0.15776973057986272965707778418865041926 | 0.028471796963656608140524784187202184693
f(z) = -10/51*z^3 + 203/255*z + 1
*
19/10 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -20/57*z^3 + 211/285*z + 1
*
[ 10 ] 
f(z) = -11/50*z^3 + 229/10*z + 1
*
[ -10 ] 
f(z) = -11/50*z^3 + 231/10*z + 1
*
[ 14 ] 
f(z) = -9/56*z^3 + 227/7*z + 1
*
[ -14 ] 
f(z) = -9/56*z^3 + 228/7*z + 1
*
[ 12 ] 
f(z) = -7/54*z^3 + 235/12*z + 1
*
[ 14 ] 
f(z) = -4/49*z^3 + 237/14*z + 1
*
[ -14 ] 
f(z) = -4/49*z^3 + 239/14*z + 1
*
[ -3/17 ] 
f(z) = -17/54*z^3 + 227/34*z + 1
*
[ 6 ] 
f(z) = -15/56*z^3 + 220/21*z + 1
*
[ -6 ] 
f(z) = -15/56*z^3 + 227/21*z + 1
*
[ -20/3 ] 
f(z) = -9/40*z^3 + 223/20*z + 1
*
[ -6 ] 
f(z) = -8/45*z^3 + 227/30*z + 1
*
3/4 | 0.18663076998466008009509759747745529048 | 0.028494766718050706004227978415007811642
f(z) = -8/45*z^3 + 233/30*z + 1
*
[ -10 ] 
f(z) = -3/56*z^3 + 226/35*z + 1
*
[ -20 ] 
f(z) = -1/40*z^3 + 221/20*z + 1
*
-22 | 0.18188713087717790215709721238591526950 | 0.029860101422904070905174952176217703539
f(z) = -1/44*z^3 + 221/22*z + 1
*
[ -3 ] 
f(z) = -19/42*z^3 + 227/42*z + 1
*
0 | 0.15131979840904965121378740719072428898 | 0.027848277536110643690300599499703554176
f(z) = -19/42*z^3 + 229/42*z + 1
*
[ -3 ] 
f(z) = -19/48*z^3 + 235/48*z + 1
*
[ -3 ] 
f(z) = -19/51*z^3 + 239/51*z + 1
*
11/3 | 0.16044597331433677246653164596969461756 | 0.029575567110722564164113664436467153223
f(z) = -18/55*z^3 + 227/55*z + 1
*
[ -1/3 ] 
f(z) = -18/59*z^3 + 238/59*z + 1
*
[ -3 ] 
f(z) = -17/57*z^3 + 229/57*z + 1
*
[ -1/4 ] 
f(z) = -16/45*z^3 + 226/45*z + 1
*
[ -1/4 ] 
f(z) = -16/47*z^3 + 236/47*z + 1
*
[ -3 ] 
f(z) = -16/57*z^3 + 220/57*z + 1
*
[ -10/3 ] 
f(z) = -13/40*z^3 + 221/45*z + 1
*
0 | 0.12071818775634005146543705339301767124 | 0.022325569236307443775967821562185526007
f(z) = -13/42*z^3 + 223/42*z + 1
*
0 | 0.14666754562933549702167699288974296713 | 0.026822591896161613263195622882539988540
f(z) = -13/56*z^3 + 237/56*z + 1
*
0 | 0.12849668674491090304009816335645806395 | 0.023803781740180348077555533616753578375
f(z) = -11/42*z^3 + 221/42*z + 1
*
4 | 0.096111394614367208075541066684797402308 | 0.017804464209154798609410200382362690188
f(z) = -11/45*z^3 + 221/45*z + 1
*
-5 | 0.13923800933134690453714589295516750896 | 0.025424803435830158222343733251650378976
f(z) = -11/45*z^3 + 239/45*z + 1
*
0 | 0.14656110485239690558598971993499324494 | 0.027016120771641622440783653114128075733
f(z) = -11/54*z^3 + 227/54*z + 1
*
0 | 0.14817718586751257903649623885775429803 | 0.027140739069592307200924664187549653122
f(z) = -11/56*z^3 + 235/56*z + 1
*
-5 | 0.12068623995205643793561783908459201924 | 0.022140045604175047565293514507173913489
f(z) = -9/40*z^3 + 233/40*z + 1
*
5/6 | 0.21186050893749052268536598576590119926 | 0.029934378976006611900111408315227615101
f(z) = -9/50*z^3 + 237/40*z + 1
*
[ -13/3 ] 
f(z) = -9/52*z^3 + 233/52*z + 1
*
[ -1/3 ] 
f(z) = -9/55*z^3 + 221/55*z + 1
*
0 | 0.14980451951099707332566309162094021358 | 0.027569411797844787942695555514281094308
f(z) = -9/55*z^3 + 229/55*z + 1
*
[ -1/3 ] 
f(z) = -9/56*z^3 + 225/56*z + 1
*
0 | 0.13991860330007309945004027447747622491 | 0.025668247342586221418097546783891714481
f(z) = -9/56*z^3 + 233/56*z + 1
*
[ -1/3 ] 
f(z) = -9/58*z^3 + 233/58*z + 1
*
[ -1/3 ] 
f(z) = -9/59*z^3 + 237/59*z + 1
*
0 | 0.13178948211973957800902338562953586374 | 0.024176949629392508696799799897021501847
f(z) = -8/45*z^3 + 233/45*z + 1
*
[ 5 ] 
f(z) = -8/45*z^3 + 236/45*z + 1
*
[ 21/4 ] 
f(z) = -8/49*z^3 + 223/42*z + 1
*
[ -21/4 ] 
f(z) = -8/49*z^3 + 239/42*z + 1
*
0 | 0.15692379823771359295381457463349302923 | 0.028902893453834745085344268961015946728
f(z) = -8/55*z^3 + 228/55*z + 1
*
[ -5 ] 
f(z) = -7/40*z^3 + 223/40*z + 1
*
[ -5 ] 
f(z) = -7/45*z^3 + 229/45*z + 1
*
0 | 0.092095672171672778908054108850045486688 | 0.016908410647950541062124223121793588634
f(z) = -7/45*z^3 + 232/45*z + 1
*
0 | 0.14679539820460406963369981311664750504 | 0.027148277215717961333855840271121935230
f(z) = -7/54*z^3 + 223/54*z + 1
*
3/2 | 0.23831222024886059278051206288366546921 | 0.027326917104251754197493852616223906819
f(z) = -7/54*z^3 + 227/56*z + 1
*
[ -6 ] 
f(z) = -5/42*z^3 + 229/42*z + 1
*
7 | 0.11471965123866334355797695696690286241 | 0.020947761297197443989824779702928818623
f(z) = -5/42*z^3 + 239/42*z + 1
*
-3/2 | 0.24002558630104126630272213203970853040 | 0.027523386307670223080214038116697337021
f(z) = -5/54*z^3 + 227/40*z + 1
*
0 | 0.15238122615092933075867608467831813422 | 0.028043618361641539720282907177891564415
f(z) = -5/56*z^3 + 229/56*z + 1
*
7 | 0.14142873404132003510569803264663276431 | 0.025864516920247408864429399075193117988
f(z) = -5/56*z^3 + 237/56*z + 1
*
0 | 0.12400225623037734631775688134956892054 | 0.022820868669627653030518654392256774987
f(z) = -4/45*z^3 + 229/45*z + 1
*
[ 8 ] 
f(z) = -3/40*z^3 + 227/40*z + 1
*
[ -8 ] 
f(z) = -3/40*z^3 + 237/40*z + 1
*
0 | 0.13749314118861197832471253146761186082 | 0.025344591331819274208891530447196126942
f(z) = -2/45*z^3 + 227/45*z + 1
*
[ 21/2 ] 
f(z) = -2/49*z^3 + 227/42*z + 1
*
[ -21/2 ] 
f(z) = -2/49*z^3 + 235/42*z + 1
*
0 | 0.15690463564723892689623733564641740206 | 0.028946337523566139779990968488940661798
f(z) = -1/45*z^3 + 226/45*z + 1
*
-3 | 0.13283562184611793538977546035939769373 | 0.024368865304779836692721956896303161103
f(z) = -1/56*z^3 + 233/56*z + 1
*
[ -7/3 ] 
f(z) = -20/49*z^3 + 230/63*z + 1
*
[ -7/3 ] 
f(z) = -19/49*z^3 + 223/63*z + 1
*
-2 | 0.19608305134214376287732791075204636388 | 0.026053466652836327894465618601652358146
f(z) = -13/40*z^3 + 232/65*z + 1
*
-2/9 | 0.12550319476791020897156090271177869529 | 0.016783877654675432607942794024255406065
f(z) = -9/56*z^3 + 221/63*z + 1
*
-2 | 0.14950181155007160867115597133287740835 | 0.019852892729873987136640760342381292830
f(z) = -9/56*z^3 + 233/63*z + 1
*
-4/5 | 0.15444371876143698627950966392940645331 | 0.022645652224738689306261322110222309667
f(z) = -5/48*z^3 + 229/60*z + 1
*
[ -9/2 ] 
f(z) = -5/54*z^3 + 223/72*z + 1
*
2 | 0.13618011373518988553717269387244525160 | 0.022258573103216909435418421129488618853
f(z) = -3/44*z^3 + 227/66*z + 1
*
[ -6 ] 
f(z) = -3/44*z^3 + 239/66*z + 1
*
[ -20/3 ] 
f(z) = -3/50*z^3 + 229/60*z + 1
*
[ 6 ] 
f(z) = -3/52*z^3 + 227/78*z + 1
*
2 | 0.11192621296007982005336560856484300130 | 0.018141535635406446894877968553354867550
f(z) = -3/52*z^3 + 239/78*z + 1
*
[ -5/3 ] 
f(z) = -19/50*z^3 + 239/90*z + 1
*
[ -2/3 ] 
f(z) = -18/41*z^3 + 221/82*z + 1
*
[ -2/3 ] 
f(z) = -18/43*z^3 + 231/86*z + 1
*
[ -5/3 ] 
f(z) = -17/50*z^3 + 229/90*z + 1
*
[ -6/7 ] 
f(z) = -17/54*z^3 + 235/98*z + 1
*
[ -2 ] 
f(z) = -14/41*z^3 + 235/82*z + 1
*
[ 5/2 ] 
f(z) = -14/45*z^3 + 229/90*z + 1
*
[ -2 ] 
f(z) = -13/41*z^3 + 227/82*z + 1
*
[ -2 ] 
f(z) = -13/43*z^3 + 233/86*z + 1
*
[ -2 ] 
f(z) = -13/45*z^3 + 239/90*z + 1
*
[ -2 ] 
f(z) = -12/43*z^3 + 225/86*z + 1
*
[ -2 ] 
f(z) = -12/47*z^3 + 237/94*z + 1
*
[ -7/12 ] 
f(z) = -12/49*z^3 + 235/84*z + 1
*
[ -2 ] 
f(z) = -11/45*z^3 + 223/90*z + 1
*
[ -2 ] 
f(z) = -11/47*z^3 + 229/94*z + 1
*
[ -2 ] 
f(z) = -11/49*z^3 + 235/98*z + 1
*
[ -6/7 ] 
f(z) = -11/54*z^3 + 227/98*z + 1
*
[ -3/4 ] 
f(z) = -11/54*z^3 + 235/96*z + 1
*
[ -2 ] 
f(z) = -10/47*z^3 + 221/94*z + 1
*
[ -2 ] 
f(z) = -10/49*z^3 + 227/98*z + 1
*
[ -2/3 ] 
f(z) = -9/43*z^3 + 223/86*z + 1
*
7/4 | 0.091315705347504820812594737668656866982 | 0.016805369374394661831323197484706446438
f(z) = -8/45*z^3 + 229/90*z + 1
*
0 | 0.13394755719609573602103422643473041357 | 0.024458769044277371792463415674743544149
f(z) = -7/45*z^3 + 239/90*z + 1
*
30/7 | 0.12865724823327278012496893296682005379 | 0.018747164021128593143953422189960283471
f(z) = -7/48*z^3 + 239/84*z + 1
*
[ 4 ] 
f(z) = -5/42*z^3 + 223/84*z + 1
*
[ 4 ] 
f(z) = -5/46*z^3 + 229/92*z + 1
*
[ -18/5 ] 
f(z) = -5/54*z^3 + 223/90*z + 1
*
[ -3/4 ] 
f(z) = -5/54*z^3 + 229/96*z + 1
*
0 | 0.056110433433889942873794484615556654284 | 0.010293531023833870312023585827808448414
f(z) = -4/45*z^3 + 233/90*z + 1
*
-14/3 | 0.21621537202739096156668093384837817979 | 0.029196610444570460550736906291799686459
f(z) = -3/49*z^3 + 235/84*z + 1
*
20/3 | 0.15156044901480461015263427678693228239 | 0.024881421557740307773811978875181838400
f(z) = -3/56*z^3 + 221/84*z + 1
*
4 | 0.12753805080370042363486159531367621254 | 0.023626196144077261305714392719783235292
f(z) = -1/42*z^3 + 221/84*z + 1
*
[ -8 ] 
f(z) = -1/44*z^3 + 227/88*z + 1
*
0 | 0.10983535156729338151625820411656315028 | 0.020246334291257810501082730463944789025
f(z) = -1/45*z^3 + 227/90*z + 1
*
-35/3 | 0.18786891096271167707227027254702068570 | 0.026707215017777439421736850904463430437
f(z) = -1/50*z^3 + 227/90*z + 1
*
14/5 | 0.21658085997925035300321582784000138797 | 0.029296792437644735173440219834638198547
f(z) = -15/49*z^3 + 232/105*z + 1
*
[ -6/5 ] 
f(z) = -15/56*z^3 + 233/105*z + 1
*
-10/3 | 0.080325407143563619436148603599310689435 | 0.010630812079876465524412473259816290709
f(z) = -15/56*z^3 + 239/105*z + 1
*
[ -3/2 ] 
f(z) = -14/51*z^3 + 233/102*z + 1
*
-1/2 | 0.16358188274620814213779821957920670849 | 0.029962326319903999271572265495293695876
f(z) = -14/57*z^3 + 235/114*z + 1
*
[ -4/3 ] 
f(z) = -11/48*z^3 + 233/108*z + 1
*
[ -2 ] 
f(z) = -10/51*z^3 + 233/102*z + 1
*
[ -2 ] 
f(z) = -10/53*z^3 + 239/106*z + 1
*
[ -3/2 ] 
f(z) = -10/57*z^3 + 235/114*z + 1
*
[ -7/4 ] 
f(z) = -9/49*z^3 + 239/112*z + 1
*
[ -2 ] 
f(z) = -9/53*z^3 + 231/106*z + 1
*
[ -2 ] 
f(z) = -9/55*z^3 + 237/110*z + 1
*
[ -4/3 ] 
f(z) = -9/58*z^3 + 235/116*z + 1
*
[ -2 ] 
f(z) = -8/53*z^3 + 223/106*z + 1
*
[ -5/4 ] 
f(z) = -8/55*z^3 + 223/110*z + 1
*
[ -2 ] 
f(z) = -8/55*z^3 + 229/110*z + 1
*
[ -2 ] 
f(z) = -8/57*z^3 + 235/114*z + 1
*
[ -15/7 ] 
f(z) = -7/45*z^3 + 229/105*z + 1
*
[ -2 ] 
f(z) = -7/55*z^3 + 221/110*z + 1
*
[ -2 ] 
f(z) = -7/57*z^3 + 227/114*z + 1
*
[ -2 ] 
f(z) = -7/59*z^3 + 233/118*z + 1
*
[ -5/2 ] 
f(z) = -6/55*z^3 + 229/110*z + 1
*
[ -2 ] 
f(z) = -6/59*z^3 + 225/118*z + 1
*
[ -4 ] 
f(z) = -3/50*z^3 + 221/100*z + 1
*
3/2 | 0.13381898392051978179561087603246726419 | 0.024627499130980154660530872905244073940
f(z) = -2/55*z^3 + 229/110*z + 1
*
[ 6 ] 
f(z) = -2/57*z^3 + 239/114*z + 1
*
10 | 0.18103063298196746573642324024382525903 | 0.029342310371154063264766622018570099644
f(z) = -1/44*z^3 + 239/110*z + 1
*
-34/3 | 0.14241422825058821941179760770072430364 | 0.020802910779251033754434630587436987016
f(z) = -1/48*z^3 + 235/108*z + 1
*
3 | 0.16005336548046406596110450784430912938 | 0.024534657288332769897959676571103818419
f(z) = -8/45*z^3 + 227/120*z + 1
*
0 | 0.15533047631228586708832687233305324926 | 0.028774693335681230067378459209030119469
f(z) = -7/40*z^3 + 221/120*z + 1
*
-3 | 0.13248027392981661068557912198476335081 | 0.024381128413113559620082470788298661281
f(z) = -7/40*z^3 + 229/120*z + 1
*
[ 3 ] 
f(z) = -5/43*z^3 + 221/129*z + 1
*
[ 3 ] 
f(z) = -5/44*z^3 + 223/132*z + 1
*
[ 3 ] 
f(z) = -5/46*z^3 + 227/138*z + 1
*
[ -8/5 ] 
f(z) = -5/48*z^3 + 227/120*z + 1
*
-26/5 | 0.17810446167224182895437384075105138280 | 0.028987480567485678217149850038954721497
f(z) = -5/52*z^3 + 233/130*z + 1
*
[ -3/2 ] 
f(z) = -4/41*z^3 + 232/123*z + 1
*
[ -8/3 ] 
f(z) = -3/40*z^3 + 229/120*z + 1
*
[ -3 ] 
f(z) = -2/43*z^3 + 226/129*z + 1
*
[ -15/4 ] 
f(z) = -2/45*z^3 + 227/120*z + 1
*
0 | 0.13750373419764451210457946736059412205 | 0.025429880908058126283796907027245157716
f(z) = -1/44*z^3 + 223/132*z + 1
*
[ 6 ] 
f(z) = -1/46*z^3 + 223/138*z + 1
*
[ 15/2 ] 
f(z) = -1/50*z^3 + 239/120*z + 1
*
[ 15/2 ] 
f(z) = -1/54*z^3 + 229/120*z + 1
*
-2 | 0.19384142212267391566350723723201226087 | 0.028315048708796886234731995040361271865
f(z) = -13/48*z^3 + 235/156*z + 1
*
0 | 0.14414294793001633943975785908185675245 | 0.026464089985289480339997217755067255223
f(z) = -12/49*z^3 + 232/147*z + 1
*
0 | 0.15990785723777737801607104700625783489 | 0.029476374293309433192069207390355038606
f(z) = -9/50*z^3 + 227/150*z + 1
*
[ 3 ] 
f(z) = -5/47*z^3 + 229/141*z + 1
*
[ 3 ] 
f(z) = -5/49*z^3 + 233/147*z + 1
*
[ 3 ] 
f(z) = -5/52*z^3 + 239/156*z + 1
*
-2/3 | 0.11921930889904130350129910592231554014 | 0.021940634581794767961762352487539250889
f(z) = -3/50*z^3 + 229/150*z + 1
*
9 | 0.10647745595047617382203733072642162950 | 0.019627361654459923371147486258441267893
f(z) = -1/48*z^3 + 227/144*z + 1
*
[ -3 ] 
f(z) = -1/49*z^3 + 223/147*z + 1
*
[ -3 ] 
f(z) = -1/50*z^3 + 227/150*z + 1
*
[ 6 ] 
f(z) = -1/50*z^3 + 233/150*z + 1
*
[ -3 ] 
f(z) = -1/52*z^3 + 235/156*z + 1
*
[ -3 ] 
f(z) = -1/53*z^3 + 239/159*z + 1
*
[ 3/2 ] 
f(z) = -19/42*z^3 + 227/168*z + 1
*
-5/6 | 0.13381971898865555023818530049243257150 | 0.024748560734648108369651561580820341708
f(z) = -12/55*z^3 + 223/165*z + 1
*
-30/11 | 0.21301620609475420331308163733080135800 | 0.028287201643088444723925593688700022480
f(z) = -11/40*z^3 + 233/165*z + 1
*
7/12 | 0.21858928672823078324701872774011385394 | 0.029727573973894777231534949146255939798
f(z) = -6/49*z^3 + 223/168*z + 1
*
14/3 | 0.13333905592001571612526730892164345734 | 0.024578854273374476683091023351402764396
f(z) = -6/55*z^3 + 227/165*z + 1
*
[ 3 ] 
f(z) = -4/59*z^3 + 226/177*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.026345153376588529562112874673812463858
f(z) = -3/55*z^3 + 229/165*z + 1
*
0 | 0.10039725628980107092371743011927137912 | 0.018418005513083104055884528146633731007
f(z) = -3/56*z^3 + 233/168*z + 1
*
8 | 0.12588881904188256511155115264070522868 | 0.023058310693319511762090718653122654000
f(z) = -1/42*z^3 + 235/168*z + 1
*
[ 3/2 ] 
f(z) = -19/48*z^3 + 235/192*z + 1
*
-30/13 | 0.21610989103028902451839981967364876081 | 0.028797789844329964433666728116158556551
f(z) = -13/40*z^3 + 227/195*z + 1
*
-4/9 | 0.12111092963193777488050457264963774234 | 0.019711469809647536768135550671736082507
f(z) = -9/40*z^3 + 233/180*z + 1
*
[ 9/2 ] 
f(z) = -1/45*z^3 + 221/180*z + 1
*
0 | 0.15740221148969073753139004713614598557 | 0.028875637702891062867246725465899688008
f(z) = -20/51*z^3 + 233/204*z + 1
*
-1/2 | 0.15740212592550873414595386018047542390 | 0.029109880835726594843508697271508506229
f(z) = -19/51*z^3 + 223/204*z + 1
*
[ 3/2 ] 
f(z) = -19/51*z^3 + 239/204*z + 1
*
-1/2 | 0.15239630545269655910251249953976616331 | 0.028046393494737668829530022009770586976
f(z) = -13/54*z^3 + 229/216*z + 1
*
-1/2 | 0.14267682052486315436750482461610326981 | 0.026430626198937649103724637402547262172
f(z) = -5/54*z^3 + 221/216*z + 1
*
[ 4 ] 
f(z) = -1/53*z^3 + 223/212*z + 1
*
[ 3/2 ] 
f(z) = -17/57*z^3 + 229/228*z + 1
*
[ 11/6 ] 
f(z) = -9/55*z^3 + 221/220*z + 1
*
-11/5 | 0.13659843573742412974251387083998607133 | 0.025304616272313907309563336845848900067
f(z) = -5/44*z^3 + 221/220*z + 1
*
3/5 | 0.13402997852283973453198253100542980608 | 0.024666329715647890612567696561176657929
f(z) = -5/44*z^3 + 229/220*z + 1
*
[ 4 ] 
f(z) = -1/55*z^3 + 229/220*z + 1
*
[ 4 ] 
f(z) = -1/57*z^3 + 235/228*z + 1
*
-30/17 | 0.22107765185878837990914813806983834385 | 0.029010130865792473658277012479750144216
f(z) = -17/40*z^3 + 227/255*z + 1
*
[ 10/7 ] 
f(z) = -13/40*z^3 + 236/245*z + 1
*
[ 3/2 ] 
f(z) = -10/43*z^3 + 221/258*z + 1
*
[ 5/3 ] 
f(z) = -9/49*z^3 + 223/245*z + 1
*
-28/9 | 0.18132849033819637227819125614459650429 | 0.029140420707836097313755879873092049398
f(z) = -9/56*z^3 + 221/252*z + 1
*
[ 4/3 ] 
f(z) = -15/46*z^3 + 229/276*z + 1
*
0 | 0.14261719459900066250282061205149720161 | 0.025647430308459322069559117243272152253
f(z) = -15/52*z^3 + 231/260*z + 1
*
[ 5/3 ] 
f(z) = -9/52*z^3 + 229/260*z + 1
*
[ 5/3 ] 
f(z) = -9/53*z^3 + 231/265*z + 1
*
-8/3 | 0.14709497282527150119254787404774460161 | 0.026380257442140365090409457382459627294
f(z) = -3/44*z^3 + 227/264*z + 1
*
-30/19 | 0.22313738584231105360839800499603699203 | 0.028859206563878689349932964239151068541
f(z) = -19/40*z^3 + 233/285*z + 1
*
[ 7/5 ] 
f(z) = -15/56*z^3 + 227/280*z + 1
*
[ 3/2 ] 
f(z) = -10/47*z^3 + 229/282*z + 1
*
[ 3/2 ] 
f(z) = -10/49*z^3 + 233/294*z + 1
*
7/3 | 0.10900629588004582183207683948210659821 | 0.019345229113565475816178739512121795015
f(z) = -9/40*z^3 + 223/280*z + 1
*
[ 5/3 ] 
f(z) = -9/56*z^3 + 237/280*z + 1
*
[ 10 ] 
f(z) = -19/40*z^3 + 242/5*z + 1
*
[ -10 ] 
f(z) = -19/40*z^3 + 243/5*z + 1
*
-6 | 0.22507897865460568197409876726365217567 | 0.029707083455154362633717992875154425526
f(z) = -19/40*z^3 + 244/15*z + 1
*
[ 6 ] 
f(z) = -17/40*z^3 + 242/15*z + 1
*
[ -6 ] 
f(z) = -17/40*z^3 + 247/15*z + 1
*
-12 | 0.11719482530981418407429934884908585967 | 0.017056217169132636689010076543214902744
f(z) = -7/48*z^3 + 241/12*z + 1
*
-3/19 | 0.24809397105983362562652385618859668197 | 0.028254676908869914102594142395736517186
f(z) = -19/54*z^3 + 241/38*z + 1
*
[ 6 ] 
f(z) = -17/56*z^3 + 247/21*z + 1
*
[ -6 ] 
f(z) = -17/56*z^3 + 254/21*z + 1
*
[ 8 ] 
f(z) = -7/48*z^3 + 245/24*z + 1
*
[ -8 ] 
f(z) = -7/48*z^3 + 251/24*z + 1
*
42/5 | 0.097852047919643603117011080314958735324 | 0.013161271025582808925076748388735314255
f(z) = -5/49*z^3 + 242/35*z + 1
*
[ -3 ] 
f(z) = -20/51*z^3 + 248/51*z + 1
*
[ -3 ] 
f(z) = -20/57*z^3 + 256/57*z + 1
*
[ 10/3 ] 
f(z) = -17/40*z^3 + 244/45*z + 1
*
[ -1/4 ] 
f(z) = -16/49*z^3 + 246/49*z + 1
*
[ -1/4 ] 
f(z) = -16/51*z^3 + 256/51*z + 1
*
[ 4 ] 
f(z) = -13/44*z^3 + 241/44*z + 1
*
[ 14/3 ] 
f(z) = -12/49*z^3 + 257/42*z + 1
*
-5 | 0.14924834494031637390296124357581991479 | 0.027170339614761807184037005200995369731
f(z) = -11/40*z^3 + 243/40*z + 1
*
-2/11 | 0.12951002824608854045573333421680077031 | 0.017056794510689453015231078586304582978
f(z) = -11/40*z^3 + 248/55*z + 1
*
-1 | 0.11477565566226795504947634419411490920 | 0.020772171426783102599447587548872834845
f(z) = -11/40*z^3 + 251/40*z + 1
*
[ -4 ] 
f(z) = -11/52*z^3 + 241/52*z + 1
*
[ -2/9 ] 
f(z) = -9/40*z^3 + 248/45*z + 1
*
[ 5 ] 
f(z) = -9/40*z^3 + 257/40*z + 1
*
0 | 0.14675561853052442690935450461374466580 | 0.026409962104467147999293926394022682923
f(z) = -9/50*z^3 + 259/50*z + 1
*
-16/3 | 0.10409682846321964990226795205204625185 | 0.018866826852281674974460049991086933254
f(z) = -9/56*z^3 + 249/56*z + 1
*
[ -5 ] 
f(z) = -8/45*z^3 + 254/45*z + 1
*
0 | 0.16012422900712038137767793427164252726 | 0.028937819998632189503245932313950336456
f(z) = -8/49*z^3 + 253/49*z + 1
*
[ 5 ] 
f(z) = -8/55*z^3 + 244/55*z + 1
*
0 | 0.15751133932533406099234590579376524025 | 0.028589623693460483862476480709225053288
f(z) = -7/40*z^3 + 247/40*z + 1
*
0 | 0.13439576029129379263370258298361092889 | 0.024393953027016200226499381842139351948
f(z) = -7/48*z^3 + 247/48*z + 1
*
0 | 0.13082754347541461247421337321550219193 | 0.023576455156477631573087176038232196616
f(z) = -7/50*z^3 + 257/50*z + 1
*
[ -5 ] 
f(z) = -7/55*z^3 + 241/55*z + 1
*
-5 | 0.13322373802608008869572054259112881714 | 0.024093579267880404000119581619007110967
f(z) = -7/55*z^3 + 252/55*z + 1
*
0 | 0.15729233184928031194372168919021576653 | 0.028466866622882811893892425543949184796
f(z) = -6/49*z^3 + 251/49*z + 1
*
[ 15/2 ] 
f(z) = -5/54*z^3 + 243/40*z + 1
*
-7 | 0.15084447572111907954664746228448680609 | 0.027260773171383578456369855199405190274
f(z) = -5/56*z^3 + 253/56*z + 1
*
-17/2 | 0.16334089628062762647748101053361086891 | 0.029713643386257390866703975387090094123
f(z) = -4/51*z^3 + 244/51*z + 1
*
[ 8 ] 
f(z) = -3/56*z^3 + 241/56*z + 1
*
[ -8 ] 
f(z) = -3/56*z^3 + 255/56*z + 1
*
-11 | 0.14786719296376787768349067627395671419 | 0.026839130576565971028560123924950551336
f(z) = -2/55*z^3 + 247/55*z + 1
*
0 | 0.15194004603347256901182602646624481612 | 0.027702036716384742463598134228104036604
f(z) = -1/40*z^3 + 241/40*z + 1
*
[ -14 ] 
f(z) = -1/42*z^3 + 241/42*z + 1
*
0 | 0.071603001876422695686125360742377309722 | 0.012940170219770450398592482349818592734
f(z) = -1/42*z^3 + 253/42*z + 1
*
17 | 0.10649200885738636873044902694849003683 | 0.019357755041067537383272430318665259089
f(z) = -1/44*z^3 + 245/44*z + 1
*
16 | 0.11879839648593000567063131803363353952 | 0.021469371843052629015456410585822514206
f(z) = -1/48*z^3 + 253/48*z + 1
*
-16 | 0.14504575019027807041451960538007602357 | 0.026102256283581374751793658741425090297
f(z) = -1/48*z^3 + 259/48*z + 1
*
0 | 0.16319189441222987105216802782348118672 | 0.029534573221407666796027627040531264209
f(z) = -1/50*z^3 + 251/50*z + 1
*
-17 | 0.15784146007011779660520918995570867497 | 0.028777995244696095566258664383845880032
f(z) = -1/51*z^3 + 241/51*z + 1
*
[ -6/13 ] 
f(z) = -13/54*z^3 + 251/78*z + 1
*
-3 | 0.20649505849678817859796823832593710210 | 0.026822825248353537447041534201357364002
f(z) = -11/54*z^3 + 245/66*z + 1
*
-42/11 | 0.15702475064702460914942755610327829499 | 0.020332941562324939897139294331257156264
f(z) = -11/54*z^3 + 251/66*z + 1
*
-21/5 | 0.11508643679809209295534453626251749758 | 0.015355123172445264192958709842219873999
f(z) = -10/49*z^3 + 257/70*z + 1
*
5 | 0.16789216452864811650539105332060601646 | 0.023531146869864318104157421244839097680
f(z) = -7/50*z^3 + 251/70*z + 1
*
[ 9/2 ] 
f(z) = -7/54*z^3 + 245/72*z + 1
*
[ -30/7 ] 
f(z) = -7/54*z^3 + 253/70*z + 1
*
[ 20/3 ] 
f(z) = -3/40*z^3 + 251/60*z + 1
*
[ -6 ] 
f(z) = -3/52*z^3 + 253/78*z + 1
*
[ 12 ] 
f(z) = -1/45*z^3 + 247/60*z + 1
*
[ -12 ] 
f(z) = -1/45*z^3 + 257/60*z + 1
*
-48/5 | 0.19548913912912202086389518012350649640 | 0.023206870827146926633631963408586178718
f(z) = -1/54*z^3 + 253/75*z + 1
*
[ -1/2 ] 
f(z) = -18/41*z^3 + 255/82*z + 1
*
[ -2/3 ] 
f(z) = -18/47*z^3 + 251/94*z + 1
*
[ -10/17 ] 
f(z) = -17/40*z^3 + 242/85*z + 1
*
[ -2 ] 
f(z) = -17/41*z^3 + 259/82*z + 1
*
[ -3/4 ] 
f(z) = -17/54*z^3 + 241/96*z + 1
*
[ -2 ] 
f(z) = -16/41*z^3 + 251/82*z + 1
*
[ -2 ] 
f(z) = -16/43*z^3 + 257/86*z + 1
*
0 | 0.093324487065532431554544095587132212462 | 0.016818022610928865531142073858420540237
f(z) = -16/45*z^3 + 257/90*z + 1
*
[ 21/8 ] 
f(z) = -16/49*z^3 + 241/84*z + 1
*
[ -2 ] 
f(z) = -15/41*z^3 + 243/82*z + 1
*
[ -2 ] 
f(z) = -15/43*z^3 + 249/86*z + 1
*
[ -1/2 ] 
f(z) = -14/41*z^3 + 253/82*z + 1
*
[ -2 ] 
f(z) = -14/43*z^3 + 241/86*z + 1
*
[ -2 ] 
f(z) = -14/45*z^3 + 247/90*z + 1
*
[ -2 ] 
f(z) = -14/47*z^3 + 253/94*z + 1
*
0 | 0.10524687398111949732038282372632765508 | 0.019047646435598268055356991047653387196
f(z) = -13/45*z^3 + 251/90*z + 1
*
[ -2 ] 
f(z) = -13/47*z^3 + 245/94*z + 1
*
[ -2 ] 
f(z) = -13/49*z^3 + 251/98*z + 1
*
[ -2 ] 
f(z) = -12/49*z^3 + 243/98*z + 1
*
0 | 0.11663400499429711189971251779381368619 | 0.021170046086401487912443261638371548994
f(z) = -11/45*z^3 + 247/90*z + 1
*
[ -1/2 ] 
f(z) = -10/41*z^3 + 251/82*z + 1
*
[ -8/3 ] 
f(z) = -9/44*z^3 + 249/88*z + 1
*
[ -2/3 ] 
f(z) = -9/47*z^3 + 243/94*z + 1
*
[ -2/3 ] 
f(z) = -9/49*z^3 + 253/98*z + 1
*
[ -5/9 ] 
f(z) = -9/50*z^3 + 257/90*z + 1
*
[ -10/3 ] 
f(z) = -7/50*z^3 + 257/90*z + 1
*
[ -1/2 ] 
f(z) = -6/41*z^3 + 249/82*z + 1
*
0 | 0.14414232150520929406609251498436053726 | 0.025975913701664635860142350977526392919
f(z) = -6/49*z^3 + 257/98*z + 1
*
[ 21/4 ] 
f(z) = -4/49*z^3 + 257/84*z + 1
*
[ -1/2 ] 
f(z) = -2/41*z^3 + 247/82*z + 1
*
[ -1/2 ] 
f(z) = -2/43*z^3 + 259/86*z + 1
*
0 | 0.14414263280481979785472952592956171811 | 0.026124850634824410257614372452010311561
f(z) = -2/49*z^3 + 249/98*z + 1
*
-4 | 0.080153030754525705715222833481821258136 | 0.014444392098480154833196404618735216887
f(z) = -1/45*z^3 + 257/90*z + 1
*
[ 21/10 ] 
f(z) = -20/49*z^3 + 244/105*z + 1
*
[ -4/3 ] 
f(z) = -17/48*z^3 + 257/108*z + 1
*
[ -14/15 ] 
f(z) = -15/56*z^3 + 242/105*z + 1
*
-3/7 | 0.18790781099070503385328858330008373328 | 0.028367445749491273266558031746757945120
f(z) = -14/45*z^3 + 251/105*z + 1
*
[ 5/2 ] 
f(z) = -14/55*z^3 + 241/110*z + 1
*
[ -3/2 ] 
f(z) = -14/57*z^3 + 253/114*z + 1
*
[ -4/3 ] 
f(z) = -13/48*z^3 + 241/108*z + 1
*
[ -2 ] 
f(z) = -13/51*z^3 + 257/102*z + 1
*
[ -2 ] 
f(z) = -12/53*z^3 + 255/106*z + 1
*
[ -7/4 ] 
f(z) = -11/49*z^3 + 253/112*z + 1
*
-5/11 | 0.19362890952584864088817037524626155995 | 0.027199555481686284173944072846589144621
f(z) = -11/50*z^3 + 247/110*z + 1
*
[ -10/11 ] 
f(z) = -11/50*z^3 + 251/110*z + 1
*
[ -2 ] 
f(z) = -11/51*z^3 + 241/102*z + 1
*
[ -2 ] 
f(z) = -11/53*z^3 + 247/106*z + 1
*
[ -12/5 ] 
f(z) = -11/54*z^3 + 259/100*z + 1
*
[ -2 ] 
f(z) = -11/57*z^3 + 259/114*z + 1
*
[ -2 ] 
f(z) = -10/57*z^3 + 251/114*z + 1
*
[ -2 ] 
f(z) = -10/59*z^3 + 257/118*z + 1
*
[ -2 ] 
f(z) = -9/59*z^3 + 249/118*z + 1
*
19/4 | 0.15740742168255347479478742078915787660 | 0.028326847607088085421696419838516290997
f(z) = -8/51*z^3 + 259/102*z + 1
*
[ -2 ] 
f(z) = -8/59*z^3 + 241/118*z + 1
*
[ -6/7 ] 
f(z) = -7/40*z^3 + 241/105*z + 1
*
-30/7 | 0.20464614376458901030768771912907475152 | 0.026826462726083802758003634530483423255
f(z) = -7/40*z^3 + 257/105*z + 1
*
-3/7 | 0.14401462504639128472111436013132611144 | 0.021780661113218069166753234459958990643
f(z) = -7/45*z^3 + 248/105*z + 1
*
6/7 | 0.12717582930304102215085496978395397187 | 0.019130834984503275337362136361257458383
f(z) = -7/45*z^3 + 257/105*z + 1
*
4 | 0.15487253748326757734223209403879857408 | 0.025051829572092040424906139133831527654
f(z) = -5/42*z^3 + 242/105*z + 1
*
[ 4 ] 
f(z) = -5/54*z^3 + 241/108*z + 1
*
[ 4 ] 
f(z) = -5/58*z^3 + 247/116*z + 1
*
[ -7/8 ] 
f(z) = -4/49*z^3 + 247/112*z + 1
*
[ 14/3 ] 
f(z) = -3/40*z^3 + 254/105*z + 1
*
[ -4 ] 
f(z) = -3/58*z^3 + 241/116*z + 1
*
5 | 0.15740227177042236536255292117042639642 | 0.028445905008327762571164533184657696004
f(z) = -2/51*z^3 + 253/102*z + 1
*
[ -11/2 ] 
f(z) = -2/55*z^3 + 251/110*z + 1
*
-7 | 0.16358098527495643771448112924764904407 | 0.029562528646898875217940684690749312091
f(z) = -2/57*z^3 + 253/114*z + 1
*
-19/2 | 0.16358059542637818936474837099289226998 | 0.029437764424250981317141440273712094402
f(z) = -2/57*z^3 + 259/114*z + 1
*
[ -8 ] 
f(z) = -1/52*z^3 + 245/104*z + 1
*
0 | 0.16195363810110920978787529906196843395 | 0.029185694271151319547792687326218473189
f(z) = -19/40*z^3 + 257/120*z + 1
*
0 | 0.13241958906730954844215262188601710194 | 0.023965381757122824949190466561968541812
f(z) = -17/40*z^3 + 251/120*z + 1
*
0 | 0.12890361132021170293270540987735065729 | 0.023197336662021346326910776305051835293
f(z) = -13/44*z^3 + 259/132*z + 1
*
3 | 0.13723370521511607223543431454527450986 | 0.024730910716591369650910549592831639254
f(z) = -11/40*z^3 + 257/120*z + 1
*
0 | 0.085165890604534456967408811310737266247 | 0.015458320488742361219362166739925149654
f(z) = -9/44*z^3 + 247/132*z + 1
*
[ -3/2 ] 
f(z) = -8/41*z^3 + 259/123*z + 1
*
[ -15/8 ] 
f(z) = -8/45*z^3 + 259/120*z + 1
*
0 | 0.14257496918086408009323959418656248408 | 0.025994575717158954964465533365025159772
f(z) = -7/44*z^3 + 241/132*z + 1
*
[ -9/7 ] 
f(z) = -7/54*z^3 + 251/126*z + 1
*
[ 3 ] 
f(z) = -6/41*z^3 + 244/123*z + 1
*
[ 3 ] 
f(z) = -6/43*z^3 + 248/129*z + 1
*
[ -3/2 ] 
f(z) = -4/43*z^3 + 242/129*z + 1
*
[ -3 ] 
f(z) = -3/41*z^3 + 245/123*z + 1
*
[ -3 ] 
f(z) = -3/43*z^3 + 253/129*z + 1
*
[ -4/3 ] 
f(z) = -3/44*z^3 + 247/132*z + 1
*
[ -3 ] 
f(z) = -3/44*z^3 + 257/132*z + 1
*
[ -7/6 ] 
f(z) = -2/49*z^3 + 241/126*z + 1
*
42/13 | 0.14820210159197792821216685063394302181 | 0.021345166132299992096713594314536726353
f(z) = -13/48*z^3 + 259/156*z + 1
*
-22/7 | 0.17818370520526298292986048242983373379 | 0.028690255852156954820540661680714782834
f(z) = -7/44*z^3 + 249/154*z + 1
*
[ 20/7 ] 
f(z) = -7/50*z^3 + 251/140*z + 1
*
[ 3 ] 
f(z) = -6/47*z^3 + 256/141*z + 1
*
[ 3 ] 
f(z) = -5/53*z^3 + 241/159*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.021454444052606685580205100391340730427
f(z) = -3/50*z^3 + 259/150*z + 1
*
[ -3 ] 
f(z) = -2/47*z^3 + 242/141*z + 1
*
[ -3 ] 
f(z) = -2/49*z^3 + 250/147*z + 1
*
-9 | 0.11028073266136750610964902960959406609 | 0.019845986133974154942529089378658129515
f(z) = -1/48*z^3 + 259/144*z + 1
*
3 | 0.15592660724962790170791172622399629264 | 0.028428875150787488981351302367942175377
f(z) = -11/56*z^3 + 241/168*z + 1
*
0 | 0.14406371424259109544690993906394227973 | 0.025961747872720215661658825182168387119
f(z) = -11/56*z^3 + 257/168*z + 1
*
0 | 0.10667552125366799524449478087698721848 | 0.019306203930936013472459964463313722130
f(z) = -9/56*z^3 + 251/168*z + 1
*
7/4 | 0.22334441623326583832871454854681396713 | 0.029957810094681400439626783208132292782
f(z) = -6/49*z^3 + 247/168*z + 1
*
[ 3 ] 
f(z) = -5/56*z^3 + 247/168*z + 1
*
[ 3 ] 
f(z) = -5/58*z^3 + 251/174*z + 1
*
[ 3 ] 
f(z) = -5/59*z^3 + 253/177*z + 1
*
[ 11/3 ] 
f(z) = -3/55*z^3 + 241/165*z + 1
*
[ 4 ] 
f(z) = -2/41*z^3 + 251/164*z + 1
*
[ 4 ] 
f(z) = -2/43*z^3 + 257/172*z + 1
*
[ -5/2 ] 
f(z) = -1/40*z^3 + 249/160*z + 1
*
[ -3 ] 
f(z) = -1/55*z^3 + 247/165*z + 1
*
[ -3 ] 
f(z) = -1/56*z^3 + 251/168*z + 1
*
[ 6 ] 
f(z) = -1/58*z^3 + 253/174*z + 1
*
[ -3 ] 
f(z) = -1/58*z^3 + 259/174*z + 1
*
-6/13 | 0.12780044977868935915376129278972460908 | 0.016895349108597327172144268923451659130
f(z) = -13/40*z^3 + 241/195*z + 1
*
[ 20/9 ] 
f(z) = -9/50*z^3 + 259/180*z + 1
*
0 | 0.091308046648943275471723779671443493226 | 0.016454639520529730836936869893499601907
f(z) = -8/45*z^3 + 257/180*z + 1
*
[ 15/7 ] 
f(z) = -7/50*z^3 + 247/210*z + 1
*
[ 5/2 ] 
f(z) = -4/41*z^3 + 248/205*z + 1
*
[ 5/2 ] 
f(z) = -4/43*z^3 + 254/215*z + 1
*
17/4 | 0.15761306810348241264091154813364006591 | 0.028736354329015005820979863281309392620
f(z) = -4/51*z^3 + 241/204*z + 1
*
-17/4 | 0.15740307923158477735342681441615352191 | 0.028446050933562929358200676741784733572
f(z) = -4/51*z^3 + 253/204*z + 1
*
-11/5 | 0.16302216892180742870401774261951788568 | 0.029677834592483127978576289329261530013
f(z) = -15/44*z^3 + 243/220*z + 1
*
-1/2 | 0.16358124756573190872899521799201489900 | 0.029824485673642783129452637642607081124
f(z) = -13/57*z^3 + 241/228*z + 1
*
[ 20/11 ] 
f(z) = -11/50*z^3 + 259/220*z + 1
*
[ 11/5 ] 
f(z) = -5/44*z^3 + 241/220*z + 1
*
19/4 | 0.16358228118215279845117641519474946645 | 0.029562762844617832237999234493472660165
f(z) = -4/57*z^3 + 253/228*z + 1
*
[ 4 ] 
f(z) = -1/59*z^3 + 241/236*z + 1
*
-9/5 | 0.10305642682105136279766053361639794324 | 0.018789469887532154426103923070436427448
f(z) = -5/48*z^3 + 241/240*z + 1
*
[ 15/4 ] 
f(z) = -1/45*z^3 + 251/240*z + 1
*
[ 20/13 ] 
f(z) = -13/50*z^3 + 251/260*z + 1
*
0 | 0.13152841798703240143048731955169329870 | 0.023493837897592917861337172970359180535
f(z) = -5/54*z^3 + 241/270*z + 1
*
-10 | 0.16133282377284907503420508498180788462 | 0.028817553402443688601297346564872930901
f(z) = -1/54*z^3 + 257/270*z + 1
*
[ 5/3 ] 
f(z) = -9/58*z^3 + 241/290*z + 1
*
[ 5/3 ] 
f(z) = -9/59*z^3 + 243/295*z + 1
*
0 | 0.13002007341276185605170875340667130018 | 0.023074521423059511943065867632651866232
f(z) = -7/40*z^3 + 249/280*z + 1
*
[ 6 ] 
f(z) = -19/40*z^3 + 269/15*z + 1
*
[ -6 ] 
f(z) = -19/40*z^3 + 274/15*z + 1
*
[ 10 ] 
f(z) = -13/50*z^3 + 269/10*z + 1
*
[ -10 ] 
f(z) = -13/50*z^3 + 271/10*z + 1
*
-14 | 0.22108989905930182478357923540566389330 | 0.028795757965711715766586585244788089711
f(z) = -11/56*z^3 + 270/7*z + 1
*
[ 14 ] 
f(z) = -11/56*z^3 + 276/7*z + 1
*
[ -14 ] 
f(z) = -11/56*z^3 + 277/7*z + 1
*
[ 12 ] 
f(z) = -7/48*z^3 + 263/12*z + 1
*
[ -12 ] 
f(z) = -7/48*z^3 + 265/12*z + 1
*
[ -3/19 ] 
f(z) = -19/54*z^3 + 279/38*z + 1
*
[ 6 ] 
f(z) = -19/56*z^3 + 274/21*z + 1
*
[ 22/3 ] 
f(z) = -9/44*z^3 + 261/22*z + 1
*
[ -22/3 ] 
f(z) = -9/44*z^3 + 267/22*z + 1
*
3/4 | 0.13467667815702063861088973968925002654 | 0.020189086482637156802099189028254525474
f(z) = -8/45*z^3 + 263/30*z + 1
*
-6/7 | 0.22208602453309011723224915411385802989 | 0.026185194068893090093221072567928717688
f(z) = -7/54*z^3 + 268/21*z + 1
*
[ 22 ] 
f(z) = -1/44*z^3 + 263/22*z + 1
*
[ -22 ] 
f(z) = -1/44*z^3 + 265/22*z + 1
*
-2 | 0.18699929096103657724906927254788280258 | 0.029601775517003776538725968394311020316
f(z) = -1/44*z^3 + 277/22*z + 1
*
-24 | 0.18770935525353708069487272964553108289 | 0.029923965519752705113595263996676847508
f(z) = -1/48*z^3 + 265/24*z + 1
*
[ 18 ] 
f(z) = -1/48*z^3 + 277/36*z + 1
*
[ 10/3 ] 
f(z) = -19/40*z^3 + 269/45*z + 1
*
[ -10/3 ] 
f(z) = -17/40*z^3 + 271/45*z + 1
*
[ -1/4 ] 
f(z) = -16/53*z^3 + 266/53*z + 1
*
[ -1/4 ] 
f(z) = -16/55*z^3 + 276/55*z + 1
*
[ 4 ] 
f(z) = -15/44*z^3 + 273/44*z + 1
*
[ 4 ] 
f(z) = -15/52*z^3 + 279/52*z + 1
*
[ -4 ] 
f(z) = -13/44*z^3 + 263/44*z + 1
*
[ -14/3 ] 
f(z) = -12/49*z^3 + 275/42*z + 1
*
5 | 0.13328658466854588512818098853014020010 | 0.023855495399896650583848110055884287508
f(z) = -11/40*z^3 + 267/40*z + 1
*
0 | 0.15206677987263119697892902493415843952 | 0.027290483894466023684485176399683994631
f(z) = -11/42*z^3 + 263/42*z + 1
*
5 | 0.12531450010868423686366160469130238268 | 0.022443732954849478085088960255501943654
f(z) = -11/45*z^3 + 266/45*z + 1
*
[ -5 ] 
f(z) = -9/40*z^3 + 273/40*z + 1
*
5/6 | 0.20782305950148448456373255790473505059 | 0.028730813625597994952849945465921302169
f(z) = -9/50*z^3 + 277/40*z + 1
*
[ 5 ] 
f(z) = -9/55*z^3 + 269/55*z + 1
*
[ -5 ] 
f(z) = -8/55*z^3 + 266/55*z + 1
*
0 | 0.16078753704255252795670020020631362364 | 0.028589444621333407401602135622706071875
f(z) = -7/54*z^3 + 277/54*z + 1
*
0 | 0.15452242590100224582594029397905170446 | 0.027619373979574117093291931894095809496
f(z) = -5/44*z^3 + 269/44*z + 1
*
-3/2 | 0.15721210225866131289332040217103126843 | 0.017697916093090754161296950501416590848
f(z) = -5/54*z^3 + 267/40*z + 1
*
-8 | 0.11027009764441810787305407524644220053 | 0.019683641345383386720872218723300417165
f(z) = -5/56*z^3 + 271/56*z + 1
*
[ 14/5 ] 
f(z) = -20/49*z^3 + 269/70*z + 1
*
[ -14/5 ] 
f(z) = -15/49*z^3 + 263/70*z + 1
*
-2 | 0.19698390674256723380603948710047875960 | 0.025607035848163224652582866757512274306
f(z) = -11/56*z^3 + 274/77*z + 1
*
-40/7 | 0.20613984269559325630099803705493341037 | 0.028584652429250098770860029104443780549
f(z) = -7/50*z^3 + 271/70*z + 1
*
-5 | 0.16870640196377627156032225654583513698 | 0.023299898363764695014889009651480689224
f(z) = -7/50*z^3 + 279/70*z + 1
*
[ -9/2 ] 
f(z) = -7/54*z^3 + 277/72*z + 1
*
-6 | 0.21010703895815104767481650689996334513 | 0.027472923236836881883156285865609439675
f(z) = -5/56*z^3 + 262/63*z + 1
*
-22/3 | 0.22804714329031178863654060451773989355 | 0.029687606752637073050043237127147127487
f(z) = -5/56*z^3 + 271/63*z + 1
*
4/3 | 0.068868561470479958237333937322001281270 | 0.010992059141620565364340309571877640808
f(z) = -3/40*z^3 + 263/60*z + 1
*
[ -20/3 ] 
f(z) = -3/40*z^3 + 269/60*z + 1
*
-26/3 | 0.17233774294822095357194876657902293322 | 0.027408018373712713304986366839573781974
f(z) = -3/52*z^3 + 269/78*z + 1
*
[ 12 ] 
f(z) = -1/40*z^3 + 271/60*z + 1
*
[ -2 ] 
f(z) = -19/41*z^3 + 275/82*z + 1
*
0 | 0.14074686448499950121663482426599114613 | 0.025258968734931294515689065908344501221
f(z) = -19/45*z^3 + 263/90*z + 1
*
[ -2 ] 
f(z) = -18/41*z^3 + 267/82*z + 1
*
[ -1/2 ] 
f(z) = -18/43*z^3 + 267/86*z + 1
*
[ -2 ] 
f(z) = -18/43*z^3 + 273/86*z + 1
*
[ -2/3 ] 
f(z) = -18/49*z^3 + 261/98*z + 1
*
[ -2 ] 
f(z) = -17/43*z^3 + 265/86*z + 1
*
[ -2 ] 
f(z) = -17/45*z^3 + 271/90*z + 1
*
[ -2 ] 
f(z) = -17/47*z^3 + 277/94*z + 1
*
[ -2 ] 
f(z) = -16/45*z^3 + 263/90*z + 1
*
[ -2 ] 
f(z) = -16/47*z^3 + 269/94*z + 1
*
[ -2 ] 
f(z) = -16/49*z^3 + 275/98*z + 1
*
0 | 0.15488543870454065073658127046692448355 | 0.027539999392630153125978164039573608399
f(z) = -16/49*z^3 + 277/98*z + 1
*
[ -2 ] 
f(z) = -15/47*z^3 + 261/94*z + 1
*
7/2 | 0.21621426385428751599894526298386397736 | 0.028759300086052878030002866277590099218
f(z) = -15/49*z^3 + 263/84*z + 1
*
[ -2 ] 
f(z) = -15/49*z^3 + 267/98*z + 1
*
[ -1/2 ] 
f(z) = -14/43*z^3 + 265/86*z + 1
*
[ -1/2 ] 
f(z) = -14/45*z^3 + 277/90*z + 1
*
[ -7/13 ] 
f(z) = -13/49*z^3 + 267/91*z + 1
*
[ -1/2 ] 
f(z) = -10/43*z^3 + 263/86*z + 1
*
0 | 0.14809102215107694003168231283762828054 | 0.026540894769022570043613571082964599239
f(z) = -10/49*z^3 + 265/98*z + 1
*
0 | 0.14436552015729523068563174332643699123 | 0.025943928602960247153717854762042594606
f(z) = -8/49*z^3 + 261/98*z + 1
*
[ -1/2 ] 
f(z) = -6/43*z^3 + 261/86*z + 1
*
[ -4 ] 
f(z) = -5/42*z^3 + 265/84*z + 1
*
[ -4 ] 
f(z) = -5/46*z^3 + 275/92*z + 1
*
-4 | 0.13685521163382277331511489858949339989 | 0.024560557881838679359901430971976533203
f(z) = -4/45*z^3 + 263/90*z + 1
*
[ -1/2 ] 
f(z) = -2/45*z^3 + 271/90*z + 1
*
-4 | 0.15156093684039905805293012010211917565 | 0.027199703375960787688546815388264185235
f(z) = -1/42*z^3 + 263/84*z + 1
*
10 | 0.13685521163382277331511489858949339989 | 0.024560557881838679359901430971976533203
f(z) = -1/45*z^3 + 263/90*z + 1
*
-14 | 0.072073088443926334285798020426766847461 | 0.010346373556573534092512940755260067697
f(z) = -1/48*z^3 + 265/84*z + 1
*
[ 21/2 ] 
f(z) = -1/49*z^3 + 265/84*z + 1
*
35/3 | 0.14100105189801516484203365914110546795 | 0.019633676347178715020975677693135916544
f(z) = -1/50*z^3 + 263/90*z + 1
*
20/3 | 0.19713115259368522646025693804816384401 | 0.027363557389296506324299789382504900408
f(z) = -1/50*z^3 + 269/90*z + 1
*
[ -7/8 ] 
f(z) = -20/49*z^3 + 275/112*z + 1
*
[ -4/3 ] 
f(z) = -19/48*z^3 + 265/108*z + 1
*
[ 12/5 ] 
f(z) = -19/54*z^3 + 261/100*z + 1
*
[ -5/6 ] 
f(z) = -18/55*z^3 + 267/110*z + 1
*
-3 | 0.16303638257600019827863317688570319692 | 0.029141160555739529285833199450895081573
f(z) = -18/55*z^3 + 269/110*z + 1
*
-7/16 | 0.21674047166043638560720748522746058615 | 0.028829292546008515633483736094280100571
f(z) = -16/49*z^3 + 263/112*z + 1
*
[ -2 ] 
f(z) = -15/53*z^3 + 279/106*z + 1
*
[ -2 ] 
f(z) = -14/51*z^3 + 265/102*z + 1
*
[ -2 ] 
f(z) = -14/53*z^3 + 271/106*z + 1
*
[ -2 ] 
f(z) = -14/55*z^3 + 277/110*z + 1
*
[ -7/4 ] 
f(z) = -13/49*z^3 + 267/112*z + 1
*
[ -2 ] 
f(z) = -13/53*z^3 + 263/106*z + 1
*
[ -2 ] 
f(z) = -13/55*z^3 + 269/110*z + 1
*
[ -2 ] 
f(z) = -13/57*z^3 + 275/114*z + 1
*
[ -7/8 ] 
f(z) = -12/49*z^3 + 261/112*z + 1
*
[ -2 ] 
f(z) = -12/55*z^3 + 261/110*z + 1
*
[ -2 ] 
f(z) = -12/59*z^3 + 273/118*z + 1
*
[ -2 ] 
f(z) = -11/59*z^3 + 265/118*z + 1
*
0 | 0.16235085013560204215323635082760485305 | 0.028904658443896530147835146250575171566
f(z) = -10/51*z^3 + 275/102*z + 1
*
[ -8/3 ] 
f(z) = -9/52*z^3 + 271/104*z + 1
*
[ -2/3 ] 
f(z) = -9/53*z^3 + 273/106*z + 1
*
[ 10/3 ] 
f(z) = -9/55*z^3 + 277/110*z + 1
*
17/4 | 0.15741434897847465338213413865615592231 | 0.028211822774170168214742027658328608741
f(z) = -8/51*z^3 + 265/102*z + 1
*
7/4 | 0.13432097858113753986578264992232951368 | 0.024008562634860497597796178272291182211
f(z) = -8/55*z^3 + 269/110*z + 1
*
[ -11/4 ] 
f(z) = -8/55*z^3 + 271/110*z + 1
*
[ -3/4 ] 
f(z) = -8/57*z^3 + 275/114*z + 1
*
[ -2/3 ] 
f(z) = -7/48*z^3 + 277/108*z + 1
*
-22/5 | 0.080012387741906690514135696270806388564 | 0.012665870166368129223769652847984465125
f(z) = -5/44*z^3 + 277/110*z + 1
*
[ -2/3 ] 
f(z) = -5/48*z^3 + 275/108*z + 1
*
[ 21/5 ] 
f(z) = -5/49*z^3 + 269/105*z + 1
*
[ -6 ] 
f(z) = -2/51*z^3 + 263/102*z + 1
*
17/2 | 0.15740198066609704484899846824819585452 | 0.027987462786687477205621245717765503544
f(z) = -2/51*z^3 + 277/102*z + 1
*
9 | 0.13432073557151523599814760992654015095 | 0.024008519199264661524123562839578217077
f(z) = -2/55*z^3 + 269/110*z + 1
*
0 | 0.13432113769510011210991903445684654244 | 0.023852972130921193755538590367837622165
f(z) = -2/55*z^3 + 279/110*z + 1
*
-10 | 0.18103063298196746573642324024382525903 | 0.028929410269812922247692872565564971182
f(z) = -1/44*z^3 + 261/110*z + 1
*
[ -2/3 ] 
f(z) = -1/48*z^3 + 271/108*z + 1
*
0 | 0.16668559804489026139363521543212179806 | 0.029754027605347295459132028901139623905
f(z) = -17/44*z^3 + 271/132*z + 1
*
0 | 0.11114439911823884321378197959758655143 | 0.019919315555497164565660018909985246390
f(z) = -15/44*z^3 + 265/132*z + 1
*
-1/3 | 0.13321770832306135784304611499630799692 | 0.023811363854937966747741349427628209373
f(z) = -15/44*z^3 + 269/132*z + 1
*
-3 | 0.16005413302223681804157720117939779696 | 0.028570285304499041729212200910103702680
f(z) = -13/40*z^3 + 271/120*z + 1
*
[ -7/6 ] 
f(z) = -10/49*z^3 + 269/126*z + 1
*
[ -14/9 ] 
f(z) = -9/49*z^3 + 263/126*z + 1
*
[ -3/2 ] 
f(z) = -8/43*z^3 + 269/129*z + 1
*
[ 3 ] 
f(z) = -7/40*z^3 + 269/120*z + 1
*
[ 3 ] 
f(z) = -7/41*z^3 + 271/123*z + 1
*
[ 3 ] 
f(z) = -7/43*z^3 + 275/129*z + 1
*
[ 3 ] 
f(z) = -7/44*z^3 + 277/132*z + 1
*
24/5 | 0.18383814619333652097417276740133283517 | 0.029342267825780383353350260009185994983
f(z) = -5/48*z^3 + 263/120*z + 1
*
12/5 | 0.21619796884504388033723335306637102080 | 0.027746373948638260434318052464374000082
f(z) = -5/54*z^3 + 269/120*z + 1
*
[ -3 ] 
f(z) = -4/41*z^3 + 272/123*z + 1
*
[ -10/9 ] 
f(z) = -3/40*z^3 + 269/135*z + 1
*
-1/3 | 0.13321899285956248662328625026328517316 | 0.023875527492232280469769789416674697354
f(z) = -3/44*z^3 + 265/132*z + 1
*
[ -3 ] 
f(z) = -3/46*z^3 + 265/138*z + 1
*
[ -5/6 ] 
f(z) = -3/50*z^3 + 269/120*z + 1
*
[ -14/3 ] 
f(z) = -2/49*z^3 + 265/126*z + 1
*
[ -6 ] 
f(z) = -1/46*z^3 + 269/138*z + 1
*
[ -15/2 ] 
f(z) = -1/50*z^3 + 271/120*z + 1
*
-7/20 | 0.21952514370549965858505708387305573754 | 0.029141180919780391879807833368428854355
f(z) = -20/49*z^3 + 267/140*z + 1
*
0 | 0.15990726378218673992904181196638602003 | 0.028432924258550513578636921860371318263
f(z) = -9/50*z^3 + 277/150*z + 1
*
[ 3 ] 
f(z) = -6/49*z^3 + 260/147*z + 1
*
[ 3 ] 
f(z) = -6/53*z^3 + 268/159*z + 1
*
-28/5 | 0.18222121581685864050498404843263860326 | 0.028845411644742885116967121532421971820
f(z) = -5/56*z^3 + 277/140*z + 1
*
[ -3/2 ] 
f(z) = -4/47*z^3 + 262/141*z + 1
*
[ -3/2 ] 
f(z) = -4/49*z^3 + 272/147*z + 1
*
[ -3 ] 
f(z) = -3/47*z^3 + 269/141*z + 1
*
[ -3 ] 
f(z) = -3/49*z^3 + 277/147*z + 1
*
11/3 | 0.11921865675968758413705225892319291112 | 0.021280993954527846769286850221238355780
f(z) = -3/50*z^3 + 271/150*z + 1
*
[ -3 ] 
f(z) = -2/53*z^3 + 266/159*z + 1
*
[ 5/2 ] 
f(z) = -7/40*z^3 + 271/160*z + 1
*
[ 3 ] 
f(z) = -6/55*z^3 + 272/165*z + 1
*
[ -3 ] 
f(z) = -2/55*z^3 + 274/165*z + 1
*
[ -4 ] 
f(z) = -1/41*z^3 + 269/164*z + 1
*
[ -7/2 ] 
f(z) = -1/42*z^3 + 265/168*z + 1
*
-8 | 0.10186523695477993171518877309202399745 | 0.018112539095532956865622852889188962565
f(z) = -1/42*z^3 + 277/168*z + 1
*
[ -4 ] 
f(z) = -1/43*z^3 + 279/172*z + 1
*
[ 11/2 ] 
f(z) = -1/44*z^3 + 265/176*z + 1
*
[ -14/5 ] 
f(z) = -1/56*z^3 + 262/175*z + 1
*
[ -3 ] 
f(z) = -1/59*z^3 + 263/177*z + 1
*
[ 12/7 ] 
f(z) = -17/54*z^3 + 263/196*z + 1
*
[ 4 ] 
f(z) = -2/45*z^3 + 263/180*z + 1
*
[ 4 ] 
f(z) = -2/47*z^3 + 269/188*z + 1
*
[ 4 ] 
f(z) = -2/49*z^3 + 275/196*z + 1
*
[ -5/2 ] 
f(z) = -1/45*z^3 + 277/180*z + 1
*
-14/5 | 0.13791155879419941360952967060191469391 | 0.024617749677173601444633518276829032762
f(z) = -5/42*z^3 + 271/210*z + 1
*
-9/2 | 0.069582692594250701317351149915401764239 | 0.012437226493568059365052551854468717962
f(z) = -5/51*z^3 + 269/204*z + 1
*
7/8 | 0.10421634430775233944126392595504043122 | 0.018627653374170866086348265368413592861
f(z) = -16/55*z^3 + 269/220*z + 1
*
[ 5/2 ] 
f(z) = -4/47*z^3 + 266/235*z + 1
*
[ 11/4 ] 
f(z) = -4/55*z^3 + 261/220*z + 1
*
15/4 | 0.10421634430775233944126392595504043122 | 0.018627653374170866086348265368413592861
f(z) = -4/55*z^3 + 269/220*z + 1
*
[ 3/2 ] 
f(z) = -14/41*z^3 + 271/246*z + 1
*
[ 3/2 ] 
f(z) = -14/43*z^3 + 275/258*z + 1
*
[ 5/2 ] 
f(z) = -4/49*z^3 + 272/245*z + 1
*
[ 5/2 ] 
f(z) = -4/51*z^3 + 278/255*z + 1
*
-13/5 | 0.15973458360031372208571683520704105004 | 0.028550996246687816140679775010977452121
f(z) = -5/52*z^3 + 269/260*z + 1
*
[ 21/10 ] 
f(z) = -5/54*z^3 + 261/280*z + 1
*
[ 14 ] 
f(z) = -5/49*z^3 + 293/14*z + 1
*
[ -14 ] 
f(z) = -5/49*z^3 + 295/14*z + 1
*
[ -6 ] 
f(z) = -19/56*z^3 + 281/21*z + 1
*
[ 6 ] 
f(z) = -11/45*z^3 + 289/30*z + 1
*
[ -6 ] 
f(z) = -11/45*z^3 + 299/30*z + 1
*
-6/5 | 0.21435528528524683139989175104461708550 | 0.027141591821063974512779647633608541590
f(z) = -5/54*z^3 + 299/30*z + 1
*
3/2 | 0.11041536410354865662126185069883719219 | 0.016372241264973264314681373780658126260
f(z) = -2/45*z^3 + 283/30*z + 1
*
[ -18 ] 
f(z) = -1/48*z^3 + 281/36*z + 1
*
24 | 0.18803591007357189246089591129011615607 | 0.029599697753895672566679070837187303152
f(z) = -1/48*z^3 + 287/24*z + 1
*
[ -24 ] 
f(z) = -1/54*z^3 + 281/24*z + 1
*
[ -10/3 ] 
f(z) = -19/40*z^3 + 296/45*z + 1
*
[ 11/3 ] 
f(z) = -18/55*z^3 + 282/55*z + 1
*
2/3 | 0.14908096536271472637768541010039803520 | 0.026407292117998743177686682191088341918
f(z) = -18/55*z^3 + 283/55*z + 1
*
-9/2 | 0.098584985625452746384286621557002519845 | 0.017398087198811499359501295143098416949
f(z) = -16/45*z^3 + 289/45*z + 1
*
[ -1/4 ] 
f(z) = -16/57*z^3 + 286/57*z + 1
*
[ -1/4 ] 
f(z) = -16/59*z^3 + 296/59*z + 1
*
[ -4 ] 
f(z) = -15/44*z^3 + 295/44*z + 1
*
-5 | 0.15924714086700337142878300235857322365 | 0.028035616490633459020105163550603771690
f(z) = -13/40*z^3 + 293/40*z + 1
*
9/2 | 0.084468553387974301525564204002603581852 | 0.014826604756978858797845966648726708402
f(z) = -12/55*z^3 + 298/55*z + 1
*
-5 | 0.13465543233074698989206206409903353153 | 0.023852041259472404798950136128460355449
f(z) = -11/40*z^3 + 283/40*z + 1
*
0 | 0.14581804473278663500471408278448387469 | 0.025580122468619132555143340805052576532
f(z) = -11/48*z^3 + 299/48*z + 1
*
0 | 0.16525422823689420114765653269684836271 | 0.029058368971595661559016491815802953967
f(z) = -10/57*z^3 + 295/57*z + 1
*
[ -5 ] 
f(z) = -9/55*z^3 + 291/55*z + 1
*
0 | 0.13975472524960726110365127341524433813 | 0.024755298877746882729402440290969268220
f(z) = -8/55*z^3 + 283/55*z + 1
*
[ 11/2 ] 
f(z) = -8/55*z^3 + 287/55*z + 1
*
-6 | 0.14985743771040831424606948441498569453 | 0.019287165499796175943953878786953696568
f(z) = -7/40*z^3 + 296/45*z + 1
*
0 | 0.15281263710869811153699189652492279714 | 0.027102345643459701710728064949283916838
f(z) = -6/55*z^3 + 281/55*z + 1
*
[ 7 ] 
f(z) = -5/42*z^3 + 281/42*z + 1
*
[ -7 ] 
f(z) = -5/42*z^3 + 293/42*z + 1
*
0 | 0.057052417550200922345239252453201145751 | 0.010008417207481543048671406326703839774
f(z) = -5/42*z^3 + 299/42*z + 1
*
0 | 0.16038784687568778247636654250550339819 | 0.028136029207335409187694333317751421359
f(z) = -5/49*z^3 + 299/49*z + 1
*
0 | 0.13587092948982564041209128607921662375 | 0.024037362152609726963868197020122632380
f(z) = -5/56*z^3 + 285/56*z + 1
*
[ 7 ] 
f(z) = -5/56*z^3 + 293/56*z + 1
*
0 | 0.14721726834923257228521971730942311359 | 0.026077168206238953583898127904722535778
f(z) = -3/40*z^3 + 283/40*z + 1
*
[ 11 ] 
f(z) = -2/55*z^3 + 292/55*z + 1
*
0 | 0.10585594664250568342148205221036717789 | 0.018613751600751681120153864797921978701
f(z) = -1/42*z^3 + 295/42*z + 1
*
12/5 | 0.16628874695938771670103248624502870724 | 0.018497966573310406831679599212134026437
f(z) = -1/54*z^3 + 297/50*z + 1
*
0 | 0.14378153777035723222263779070115829440 | 0.025500619631532886178753166711199648640
f(z) = -1/56*z^3 + 281/56*z + 1
*
-2/9 | 0.11843302875284070016403046457644679197 | 0.015324360402783173025526140739298006006
f(z) = -9/56*z^3 + 284/63*z + 1
*
0 | 0.19243743534592515538979206787807618262 | 0.028388190250975332052028622235948839097
f(z) = -5/42*z^3 + 293/70*z + 1
*
-22/3 | 0.15485510547602926503118342222461053693 | 0.024457878896241553788074494097336835494
f(z) = -3/44*z^3 + 281/66*z + 1
*
-2 | 0.17456432737580547289751153562540764728 | 0.027389858525738755927239226936642043482
f(z) = -3/44*z^3 + 293/66*z + 1
*
[ 22/3 ] 
f(z) = -3/44*z^3 + 299/66*z + 1
*
-26/3 | 0.17698628848331422385082938527630964386 | 0.027953287020880505271832942830628750767
f(z) = -3/52*z^3 + 281/78*z + 1
*
[ -12 ] 
f(z) = -1/40*z^3 + 281/60*z + 1
*
-3/2 | 0.18503198074941782747359823991469895007 | 0.027436292540994258621388912849270958571
f(z) = -1/45*z^3 + 283/60*z + 1
*
[ -2 ] 
f(z) = -20/41*z^3 + 283/82*z + 1
*
[ -2 ] 
f(z) = -20/43*z^3 + 289/86*z + 1
*
[ -10/19 ] 
f(z) = -19/40*z^3 + 288/95*z + 1
*
[ -2 ] 
f(z) = -19/43*z^3 + 281/86*z + 1
*
[ -2 ] 
f(z) = -19/45*z^3 + 287/90*z + 1
*
[ -2 ] 
f(z) = -19/47*z^3 + 293/94*z + 1
*
[ -2 ] 
f(z) = -19/49*z^3 + 299/98*z + 1
*
[ -2 ] 
f(z) = -18/47*z^3 + 285/94*z + 1
*
[ -1/2 ] 
f(z) = -18/47*z^3 + 291/94*z + 1
*
[ -2 ] 
f(z) = -18/49*z^3 + 291/98*z + 1
*
[ -2 ] 
f(z) = -17/49*z^3 + 283/98*z + 1
*
[ -1/2 ] 
f(z) = -14/47*z^3 + 289/94*z + 1
*
-4 | 0.15034544612450830924094642921069360679 | 0.026532672952412365790603075901205461036
f(z) = -11/42*z^3 + 289/84*z + 1
*
[ 10/3 ] 
f(z) = -11/50*z^3 + 283/90*z + 1
*
[ -1/2 ] 
f(z) = -10/47*z^3 + 287/94*z + 1
*
[ -1/2 ] 
f(z) = -10/49*z^3 + 299/98*z + 1
*
-1/4 | 0.15798631857574857887011905258651985358 | 0.027780376857027522533562892846438169870
f(z) = -8/49*z^3 + 295/98*z + 1
*
[ 4 ] 
f(z) = -7/46*z^3 + 293/92*z + 1
*
[ -1/2 ] 
f(z) = -6/47*z^3 + 285/94*z + 1
*
[ -1/2 ] 
f(z) = -6/49*z^3 + 297/98*z + 1
*
[ -21/4 ] 
f(z) = -4/49*z^3 + 289/84*z + 1
*
-7/2 | 0.22515067955209700010951013472245814715 | 0.029658818333411689326485581573152428195
f(z) = -3/49*z^3 + 283/84*z + 1
*
-8/3 | 0.18875122082441836867652395856528239069 | 0.029615840261633175556187632101956603001
f(z) = -3/58*z^3 + 293/87*z + 1
*
-4 | 0.13817803443247557697922782783434669205 | 0.024385391718269041638349478494763079471
f(z) = -2/45*z^3 + 289/90*z + 1
*
[ -1/2 ] 
f(z) = -2/47*z^3 + 283/94*z + 1
*
[ -1/2 ] 
f(z) = -2/49*z^3 + 295/98*z + 1
*
[ 10 ] 
f(z) = -1/45*z^3 + 281/90*z + 1
*
[ -10 ] 
f(z) = -1/45*z^3 + 299/90*z + 1
*
[ -21/2 ] 
f(z) = -1/49*z^3 + 281/84*z + 1
*
[ 12 ] 
f(z) = -1/56*z^3 + 293/84*z + 1
*
[ -2/3 ] 
f(z) = -19/48*z^3 + 289/108*z + 1
*
[ -2/3 ] 
f(z) = -18/53*z^3 + 281/106*z + 1
*
[ -2/3 ] 
f(z) = -17/48*z^3 + 287/108*z + 1
*
[ -7/4 ] 
f(z) = -17/49*z^3 + 295/112*z + 1
*
[ -2 ] 
f(z) = -17/53*z^3 + 295/106*z + 1
*
[ -14/17 ] 
f(z) = -17/56*z^3 + 288/119*z + 1
*
[ -2 ] 
f(z) = -16/51*z^3 + 281/102*z + 1
*
0 | 0.16595914755238283627205944290504624620 | 0.029324086767203957184334294712369473849
f(z) = -16/51*z^3 + 287/102*z + 1
*
[ -2 ] 
f(z) = -16/53*z^3 + 287/106*z + 1
*
[ -2 ] 
f(z) = -16/55*z^3 + 293/110*z + 1
*
[ -2 ] 
f(z) = -16/57*z^3 + 299/114*z + 1
*
[ -7/4 ] 
f(z) = -15/49*z^3 + 281/112*z + 1
*
-7/3 | 0.22614719445058359815590802196756250788 | 0.029790087998684511418388728002823863157
f(z) = -15/49*z^3 + 283/105*z + 1
*
10/3 | 0.18143535062565395129245015563570775505 | 0.023508699331389311718492321599752903263
f(z) = -15/56*z^3 + 281/105*z + 1
*
[ -2 ] 
f(z) = -15/59*z^3 + 297/118*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.027881189533212450744496832778903145896
f(z) = -14/51*z^3 + 283/102*z + 1
*
[ -2 ] 
f(z) = -14/57*z^3 + 283/114*z + 1
*
[ -2 ] 
f(z) = -14/59*z^3 + 289/118*z + 1
*
[ -2/3 ] 
f(z) = -13/48*z^3 + 283/108*z + 1
*
3/2 | 0.25322703732766303693240462578448634799 | 0.028321105114368936775933358840170320267
f(z) = -13/54*z^3 + 283/104*z + 1
*
[ -2 ] 
f(z) = -13/59*z^3 + 281/118*z + 1
*
0 | 0.16882332377147596992383731026951488115 | 0.029615822277328148922943486855128092156
f(z) = -12/55*z^3 + 299/110*z + 1
*
[ -2/3 ] 
f(z) = -11/48*z^3 + 281/108*z + 1
*
[ -2/3 ] 
f(z) = -9/55*z^3 + 283/110*z + 1
*
0 | 0.16393172396155806459901214560471068433 | 0.028895184751791574005073303777164876475
f(z) = -8/55*z^3 + 291/110*z + 1
*
3 | 0.19174446243377575198977787796074880287 | 0.028300236453684475792475514748368288270
f(z) = -7/45*z^3 + 292/105*z + 1
*
[ 4 ] 
f(z) = -7/50*z^3 + 299/100*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.025294046436674876162295559285512336416
f(z) = -6/55*z^3 + 287/110*z + 1
*
[ -4 ] 
f(z) = -5/54*z^3 + 295/108*z + 1
*
[ -14/3 ] 
f(z) = -3/40*z^3 + 299/105*z + 1
*
[ 10 ] 
f(z) = -1/55*z^3 + 299/110*z + 1
*
[ -3/2 ] 
f(z) = -12/41*z^3 + 286/123*z + 1
*
[ -3/2 ] 
f(z) = -12/43*z^3 + 296/129*z + 1
*
-3 | 0.10309958637021791511547707340751478677 | 0.018262431343257896232759381475507444338
f(z) = -9/40*z^3 + 283/120*z + 1
*
-3 | 0.16389426391827984887047476025533284803 | 0.028959232959844508357472737146490614040
f(z) = -9/44*z^3 + 287/132*z + 1
*
-10/3 | 0.18412422714239646929182220068086580171 | 0.028952290034620540045602485788548021895
f(z) = -9/52*z^3 + 289/130*z + 1
*
[ 3 ] 
f(z) = -8/41*z^3 + 298/123*z + 1
*
[ 3 ] 
f(z) = -7/46*z^3 + 281/138*z + 1
*
[ -18/7 ] 
f(z) = -7/54*z^3 + 283/126*z + 1
*
[ -3 ] 
f(z) = -5/41*z^3 + 299/123*z + 1
*
-26/5 | 0.065991236703324698775282011733570966605 | 0.010354295544881866843783702516218324705
f(z) = -5/52*z^3 + 293/130*z + 1
*
[ -3 ] 
f(z) = -4/43*z^3 + 280/129*z + 1
*
[ -3/4 ] 
f(z) = -2/45*z^3 + 283/120*z + 1
*
[ -3/2 ] 
f(z) = -8/47*z^3 + 289/141*z + 1
*
[ -3/2 ] 
f(z) = -8/49*z^3 + 299/147*z + 1
*
[ 20/7 ] 
f(z) = -7/40*z^3 + 291/140*z + 1
*
[ 3 ] 
f(z) = -7/47*z^3 + 283/141*z + 1
*
[ 3 ] 
f(z) = -7/50*z^3 + 289/150*z + 1
*
[ 3 ] 
f(z) = -7/52*z^3 + 293/156*z + 1
*
[ 3 ] 
f(z) = -7/53*z^3 + 295/159*z + 1
*
[ -3 ] 
f(z) = -4/47*z^3 + 296/141*z + 1
*
[ -3/2 ] 
f(z) = -4/53*z^3 + 292/159*z + 1
*
[ -3 ] 
f(z) = -3/50*z^3 + 281/150*z + 1
*
6 | 0.13956339825166612160621035105654328291 | 0.024482901454044615681692369077585501519
f(z) = -3/50*z^3 + 299/150*z + 1
*
[ -3 ] 
f(z) = -3/53*z^3 + 293/159*z + 1
*
[ -6 ] 
f(z) = -1/50*z^3 + 283/150*z + 1
*
0 | 0.15889639230251005849344065961143637475 | 0.028181340412430280106553454794548126039
f(z) = -19/56*z^3 + 281/168*z + 1
*
3 | 0.14990475245738329225252653632563993471 | 0.026359311068628072980935531781665507140
f(z) = -13/56*z^3 + 295/168*z + 1
*
-3 | 0.12404679677259432368235263821193173479 | 0.021760902493910649651430659819990911283
f(z) = -9/56*z^3 + 299/168*z + 1
*
[ 21/8 ] 
f(z) = -8/49*z^3 + 293/168*z + 1
*
0 | 0.13031357360763455607820153437244383743 | 0.022860251475153645225328716702669308386
f(z) = -8/55*z^3 + 299/165*z + 1
*
[ 3 ] 
f(z) = -7/55*z^3 + 299/165*z + 1
*
[ 3 ] 
f(z) = -6/59*z^3 + 280/177*z + 1
*
-7/2 | 0.093857710055016232413908712357435097429 | 0.016523742589445351244934937185637781532
f(z) = -5/42*z^3 + 293/168*z + 1
*
0 | 0.14680465667443484792455010602343691125 | 0.025939591481644153674044175331613506145
f(z) = -4/55*z^3 + 287/165*z + 1
*
[ -5/2 ] 
f(z) = -3/40*z^3 + 299/160*z + 1
*
0 | 0.10654335093285801787879842258505436270 | 0.018860654419896748423597033792403658592
f(z) = -3/55*z^3 + 284/165*z + 1
*
[ -5/3 ] 
f(z) = -3/55*z^3 + 289/165*z + 1
*
[ -8/3 ] 
f(z) = -3/56*z^3 + 295/168*z + 1
*
[ -3 ] 
f(z) = -2/59*z^3 + 290/177*z + 1
*
[ -5/4 ] 
f(z) = -1/50*z^3 + 293/160*z + 1
*
0 | 0.14834316117701569880442682490328576746 | 0.026309654123717019965849875484704621588
f(z) = -14/45*z^3 + 281/180*z + 1
*
[ 20/9 ] 
f(z) = -9/40*z^3 + 299/180*z + 1
*
[ 5/2 ] 
f(z) = -7/45*z^3 + 283/180*z + 1
*
[ -4 ] 
f(z) = -1/45*z^3 + 289/180*z + 1
*
[ -4 ] 
f(z) = -1/47*z^3 + 299/188*z + 1
*
[ 21/10 ] 
f(z) = -10/49*z^3 + 299/210*z + 1
*
[ 13/6 ] 
f(z) = -9/52*z^3 + 281/208*z + 1
*
-4 | 0.15803565440469256067286840356510366997 | 0.027789052088737289377684596595276939156
f(z) = -7/51*z^3 + 295/204*z + 1
*
[ 8/3 ] 
f(z) = -5/48*z^3 + 295/216*z + 1
*
[ 4 ] 
f(z) = -2/51*z^3 + 281/204*z + 1
*
[ 4 ] 
f(z) = -2/53*z^3 + 287/212*z + 1
*
[ 5 ] 
f(z) = -1/41*z^3 + 289/205*z + 1
*
[ 5 ] 
f(z) = -1/42*z^3 + 293/210*z + 1
*
[ 5 ] 
f(z) = -1/43*z^3 + 297/215*z + 1
*
11/4 | 0.13928927473767630857811463309356354914 | 0.024672851815473520338931462681023703180
f(z) = -12/55*z^3 + 283/220*z + 1
*
[ 20/11 ] 
f(z) = -11/40*z^3 + 299/220*z + 1
*
[ 21/11 ] 
f(z) = -11/49*z^3 + 299/231*z + 1
*
[ 4 ] 
f(z) = -2/55*z^3 + 293/220*z + 1
*
[ 4 ] 
f(z) = -2/57*z^3 + 299/228*z + 1
*
[ 10/7 ] 
f(z) = -17/40*z^3 + 286/245*z + 1
*
-33/4 | 0.15105175051561942238570818994504064592 | 0.022397749833247970414499780782099139148
f(z) = -1/45*z^3 + 283/240*z + 1
*
0 | 0.14286644643133375954138766007817178035 | 0.025306490171925121362995530117226382580
f(z) = -15/52*z^3 + 283/260*z + 1
*
[ 20/13 ] 
f(z) = -13/40*z^3 + 291/260*z + 1
*
[ 21/13 ] 
f(z) = -13/49*z^3 + 293/273*z + 1
*
[ 5/2 ] 
f(z) = -4/53*z^3 + 284/265*z + 1
*
[ 8/3 ] 
f(z) = -3/44*z^3 + 293/264*z + 1
*
[ 8/5 ] 
f(z) = -15/56*z^3 + 297/280*z + 1
*
0 | 0.15539939458637321267063899431834854272 | 0.027260930239142766661085241028555689042
f(z) = -15/56*z^3 + 299/280*z + 1
*
[ 3/2 ] 
f(z) = -14/47*z^3 + 283/282*z + 1
*
[ 9/4 ] 
f(z) = -5/54*z^3 + 295/288*z + 1
*
[ 5/2 ] 
f(z) = -4/57*z^3 + 296/285*z + 1
*
[ 4/7 ] 
f(z) = -7/72*z^3 - 181/252*z + 1
*
[ 8/15 ] 
f(z) = -9/64*z^3 - 167/200*z + 1
*
0 | 0.14286644643133375954138766007817178035 | 0.025692254279488855197684051539976358181
f(z) = -4/65*z^3 - 179/260*z + 1
*
9/8 | 0.15234709394080271450122274150932979418 | 0.027552047694198407424528500692454376620
f(z) = -16/63*z^3 - 143/252*z + 1
*
-7/2 | 0.13842487911721648308071750044479063404 | 0.024566113176499143557560771661299295643
f(z) = -1/70*z^3 - 151/280*z + 1
*
8/3 | 0.14286617576904721053507516328266108977 | 0.027093910056757320400587382962726323136
f(z) = -3/65*z^3 - 131/195*z + 1
*
7/3 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = -3/70*z^3 - 131/210*z + 1
*
11/4 | 0.13523365302049915793546379053329908758 | 0.024457073394056756186649954658915026857
f(z) = -4/63*z^3 - 131/252*z + 1
*
[ 5/8 ] 
f(z) = -4/75*z^3 - 139/240*z + 1
*
-7/2 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -1/63*z^3 - 131/252*z + 1
*
[ 5/8 ] 
f(z) = -16/65*z^3 - 131/260*z + 1
*
[ 2/3 ] 
f(z) = -7/60*z^3 - 121/270*z + 1
*
[ 2/3 ] 
f(z) = -1/60*z^3 - 133/270*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -3/64*z^3 - 119/192*z + 1
*
[ 12/19 ] 
f(z) = -19/72*z^3 - 109/228*z + 1
*
[ 2/3 ] 
f(z) = -3/74*z^3 - 107/222*z + 1
*
-5/2 | 0.086951155324155036692042824194280036203 | 0.015865149399613037336747431552299627883
f(z) = -1/60*z^3 - 119/240*z + 1
*
-9/2 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = -1/63*z^3 - 115/252*z + 1
*
[ 2/3 ] 
f(z) = -17/60*z^3 - 101/270*z + 1
*
[ 2/3 ] 
f(z) = -13/60*z^3 - 109/270*z + 1
*
[ 2/3 ] 
f(z) = -11/60*z^3 - 113/270*z + 1
*
[ 2/3 ] 
f(z) = -3/62*z^3 - 89/186*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -15/68*z^3 - 91/204*z + 1
*
[ 2/3 ] 
f(z) = -15/74*z^3 - 91/222*z + 1
*
[ 2/3 ] 
f(z) = -19/60*z^3 - 97/270*z + 1
*
[ 3/4 ] 
f(z) = -4/69*z^3 - 83/276*z + 1
*
[ 4/7 ] 
f(z) = -17/64*z^3 - 65/98*z + 1
*
[ 4/7 ] 
f(z) = -13/64*z^3 - 67/98*z + 1
*
[ 4/7 ] 
f(z) = -9/64*z^3 - 69/98*z + 1
*
[ 4/7 ] 
f(z) = -5/64*z^3 - 71/98*z + 1
*
[ 4/7 ] 
f(z) = -1/64*z^3 - 73/98*z + 1
*
[ 3/5 ] 
f(z) = -10/63*z^3 - 64/105*z + 1
*
[ 3/5 ] 
f(z) = -5/63*z^3 - 67/105*z + 1
*
[ 5/8 ] 
f(z) = -8/75*z^3 - 67/120*z + 1
*
[ 3/5 ] 
f(z) = -5/72*z^3 - 77/120*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = -1/69*z^3 - 61/138*z + 1
*
[ 2/3 ] 
f(z) = -18/79*z^3 - 63/158*z + 1
*
[ 2/3 ] 
f(z) = -11/64*z^3 - 61/144*z + 1
*
[ 2/3 ] 
f(z) = -9/71*z^3 - 63/142*z + 1
*
[ 2/3 ] 
f(z) = -9/73*z^3 - 65/146*z + 1
*
[ 2/3 ] 
f(z) = -9/77*z^3 - 69/154*z + 1
*
[ 2/3 ] 
f(z) = -9/79*z^3 - 71/158*z + 1
*
[ 2/3 ] 
f(z) = -7/64*z^3 - 65/144*z + 1
*
[ 2/3 ] 
f(z) = -5/64*z^3 - 67/144*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -2/79*z^3 - 63/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -1/71*z^3 - 63/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -1/73*z^3 - 65/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = -1/75*z^3 - 67/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -1/77*z^3 - 69/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -1/79*z^3 - 71/158*z + 1
*
[ 2/3 ] 
f(z) = -15/62*z^3 - 73/186*z + 1
*
[ 12/17 ] 
f(z) = -17/72*z^3 - 61/204*z + 1
*
3/2 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -11/60*z^3 - 61/240*z + 1
*
-15/8 | 0.19308975599716342742303166059531872016 | 0.027233803027753436119943713077274798779
f(z) = -4/75*z^3 - 67/240*z + 1
*
5/2 | 0.13829539092118802257480075911710793013 | 0.025233443190754495986715379714815220245
f(z) = -1/60*z^3 - 71/240*z + 1
*
-20/21 | 0.24742318588413988111647316024078916442 | 0.029802777054215290416468601896476635421
f(z) = -7/64*z^3 - 41/63*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -4/75*z^3 - 41/75*z + 1
*
[ 3/5 ] 
f(z) = -20/63*z^3 - 58/105*z + 1
*
[ 12/19 ] 
f(z) = -19/64*z^3 - 53/114*z + 1
*
[ 2/3 ] 
f(z) = -15/68*z^3 - 41/102*z + 1
*
[ 2/3 ] 
f(z) = -15/76*z^3 - 47/114*z + 1
*
[ 8/13 ] 
f(z) = -13/64*z^3 - 57/104*z + 1
*
[ 2/3 ] 
f(z) = -3/68*z^3 - 49/102*z + 1
*
[ 2/3 ] 
f(z) = -3/76*z^3 - 55/114*z + 1
*
[ 2/3 ] 
f(z) = -18/61*z^3 - 45/122*z + 1
*
[ 2/3 ] 
f(z) = -18/65*z^3 - 49/130*z + 1
*
[ 2/3 ] 
f(z) = -18/67*z^3 - 51/134*z + 1
*
[ 2/3 ] 
f(z) = -9/61*z^3 - 53/122*z + 1
*
[ 2/3 ] 
f(z) = -9/65*z^3 - 57/130*z + 1
*
[ 2/3 ] 
f(z) = -9/67*z^3 - 59/134*z + 1
*
7/4 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -8/63*z^3 - 59/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -3/65*z^3 - 41/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -3/67*z^3 - 43/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -2/61*z^3 - 45/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -2/63*z^3 - 47/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -2/65*z^3 - 49/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -2/67*z^3 - 51/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -2/69*z^3 - 53/138*z + 1
*
-15/4 | 0.17882839113296119971504713357805540256 | 0.027955347451279539336056057132664022027
f(z) = -2/75*z^3 - 43/120*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -1/61*z^3 - 53/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -1/63*z^3 - 55/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -1/65*z^3 - 57/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -1/67*z^3 - 59/134*z + 1
*
[ 2/3 ] 
f(z) = -19/64*z^3 - 53/144*z + 1
*
[ 2/3 ] 
f(z) = -18/71*z^3 - 55/142*z + 1
*
[ 2/3 ] 
f(z) = -18/73*z^3 - 57/146*z + 1
*
[ 2/3 ] 
f(z) = -17/64*z^3 - 55/144*z + 1
*
[ 2/3 ] 
f(z) = -13/64*z^3 - 59/144*z + 1
*
[ 3/4 ] 
f(z) = -8/75*z^3 - 41/150*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.016515230112366698960595976072797612249
f(z) = -4/73*z^3 - 41/146*z + 1
*
-2 | 0.062461269104801846423144305022608499275 | 0.012465738462026238108002208984713026382
f(z) = -4/75*z^3 - 43/150*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.016536446787030364127418078920277026334
f(z) = -4/77*z^3 - 45/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016546486131776245221436894844570519011
f(z) = -4/79*z^3 - 47/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -3/71*z^3 - 47/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -3/73*z^3 - 49/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -3/77*z^3 - 53/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -3/79*z^3 - 55/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -2/71*z^3 - 55/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -2/73*z^3 - 57/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.011896587999773497697946138936696477019
f(z) = -2/75*z^3 - 59/150*z + 1
*
[ 3/4 ] 
f(z) = -10/63*z^3 - 41/168*z + 1
*
[ 3/4 ] 
f(z) = -2/63*z^3 - 53/168*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -3/64*z^3 - 47/192*z + 1
*
0 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -3/65*z^3 - 56/195*z + 1
*
[ 3/4 ] 
f(z) = -16/71*z^3 - 44/213*z + 1
*
[ 3/4 ] 
f(z) = -16/73*z^3 - 46/219*z + 1
*
0 | 0.14883699951461430536979160045836417588 | 0.027835048885699803679391899036678919224
f(z) = -9/70*z^3 - 43/210*z + 1
*
-5/3 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -3/70*z^3 - 59/210*z + 1
*
-10/3 | 0.10142669415677594659576253026654156984 | 0.018968515889031809040403378575347261775
f(z) = -3/70*z^3 - 47/210*z + 1
*
[ 3/4 ] 
f(z) = -16/77*z^3 - 50/231*z + 1
*
[ 3/4 ] 
f(z) = -16/79*z^3 - 52/237*z + 1
*
0 | 0.13452880637915455215881437999526267850 | 0.024329601528482686714250834498864145923
f(z) = -4/63*z^3 - 47/252*z + 1
*
-10/3 | 0.18796940056421581191433036816729890666 | 0.027373121709154013361533675916503713130
f(z) = -3/64*z^3 - 43/240*z + 1
*
[ 3/4 ] 
f(z) = -20/69*z^3 - 47/276*z + 1
*
-3/2 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -5/66*z^3 - 43/264*z + 1
*
[ 5/6 ] 
f(z) = -2/75*z^3 - 49/270*z + 1
*
-7/2 | 0.13943435281933115226935243599694869165 | 0.024745263379649035343677608973223603799
f(z) = -3/70*z^3 - 53/280*z + 1
*
[ 6/11 ] 
f(z) = -11/72*z^3 - 26/33*z + 1
*
[ 4/7 ] 
f(z) = -19/64*z^3 - 32/49*z + 1
*
[ 4/7 ] 
f(z) = -15/64*z^3 - 33/49*z + 1
*
[ 4/7 ] 
f(z) = -11/64*z^3 - 34/49*z + 1
*
[ 4/7 ] 
f(z) = -3/64*z^3 - 36/49*z + 1
*
[ 2/3 ] 
f(z) = -3/64*z^3 - 23/48*z + 1
*
[ 5/8 ] 
f(z) = -16/75*z^3 - 31/60*z + 1
*
[ 2/3 ] 
f(z) = -9/62*z^3 - 27/62*z + 1
*
[ 2/3 ] 
f(z) = -9/74*z^3 - 33/74*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -3/70*z^3 - 23/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -3/74*z^3 - 25/74*z + 1
*
-5 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677
f(z) = -1/60*z^3 - 23/60*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -1/62*z^3 - 27/62*z + 1
*
-2 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = -1/66*z^3 - 29/66*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -1/74*z^3 - 33/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = -1/78*z^3 - 35/78*z + 1
*
7 | 0.047500747930988252346677811638251985451 | 0.010902897076801272698735908495386103035
f(z) = -1/78*z^3 - 29/78*z + 1
*
[ 2/3 ] 
f(z) = -19/72*z^3 - 31/81*z + 1
*
[ 2/3 ] 
f(z) = -17/72*z^3 - 32/81*z + 1
*
[ 2/3 ] 
f(z) = -13/72*z^3 - 34/81*z + 1
*
[ 8/11 ] 
f(z) = -11/64*z^3 - 25/88*z + 1
*
[ 2/3 ] 
f(z) = -11/72*z^3 - 35/81*z + 1
*
[ 2/3 ] 
f(z) = -7/72*z^3 - 37/81*z + 1
*
[ 2/3 ] 
f(z) = -5/72*z^3 - 38/81*z + 1
*
[ 3/4 ] 
f(z) = -4/63*z^3 - 25/84*z + 1
*
[ 2/3 ] 
f(z) = -1/72*z^3 - 40/81*z + 1
*
[ 12/17 ] 
f(z) = -17/64*z^3 - 29/102*z + 1
*
[ 5/7 ] 
f(z) = -14/75*z^3 - 32/105*z + 1
*
[ 5/7 ] 
f(z) = -7/75*z^3 - 37/105*z + 1
*
[ 3/4 ] 
f(z) = -8/69*z^3 - 37/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -5/61*z^3 - 21/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -5/63*z^3 - 23/126*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -5/67*z^3 - 27/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013521138662413232769082924300762863956
f(z) = -5/69*z^3 - 29/138*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.016440342491992788117387929464245888660
f(z) = -4/61*z^3 - 29/122*z + 1
*
-2 | 0.066014060013652318233591732051389463289 | 0.013649754353394154128452252936503305822
f(z) = -4/63*z^3 - 31/126*z + 1
*
-2 | 0.080155925494198816079676307028888702336 | 0.016467459308212298552013811913629532431
f(z) = -4/65*z^3 - 33/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.016480150222726196367859977220954197903
f(z) = -4/67*z^3 - 35/134*z + 1
*
-2 | 0.060918198851981049878755764546784193385 | 0.012363519872234353313982642806133919541
f(z) = -4/69*z^3 - 37/138*z + 1
*
[ 5/6 ] 
f(z) = -4/75*z^3 - 22/135*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -3/61*z^3 - 37/122*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -7/79*z^3 - 23/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -6/71*z^3 - 23/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -6/73*z^3 - 25/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -6/77*z^3 - 29/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -6/79*z^3 - 31/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -5/71*z^3 - 31/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -5/73*z^3 - 33/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -5/77*z^3 - 37/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -5/79*z^3 - 39/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.016504000810363857853233422824964681035
f(z) = -4/71*z^3 - 39/142*z + 1
*
[ 6/7 ] 
f(z) = -1/72*z^3 - 23/147*z + 1
*
16/5 | 0.16986583365313530553114327958848977040 | 0.029291795074610248617581380378003179788
f(z) = -5/66*z^3 - 37/165*z + 1
*
[ 3/4 ] 
f(z) = -16/61*z^3 - 34/183*z + 1
*
[ 3/4 ] 
f(z) = -16/65*z^3 - 38/195*z + 1
*
-5/3 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -6/65*z^3 - 28/195*z + 1
*
[ 4/5 ] 
f(z) = -5/72*z^3 - 37/180*z + 1
*
[ 3/4 ] 
f(z) = -16/67*z^3 - 40/201*z + 1
*
-10/7 | 0.19138877127867686789100784219534027049 | 0.027512042125318276837952315675020626750
f(z) = -7/75*z^3 - 23/210*z + 1
*
0 | 0.15757077358933215582164677412584035004 | 0.028496752756123781047421894018756760799
f(z) = -8/63*z^3 - 31/252*z + 1
*
[ 5/6 ] 
f(z) = -9/65*z^3 - 27/260*z + 1
*
[ 15/19 ] 
f(z) = -19/75*z^3 - 31/285*z + 1
*
[ 5/6 ] 
f(z) = -9/70*z^3 - 31/280*z + 1
*
7/2 | 0.094960209523614337290654107351955485730 | 0.016852485400733437241607915776099058967
f(z) = -1/70*z^3 - 31/280*z + 1
*
[ 4/5 ] 
f(z) = -15/64*z^3 - 1/10*z + 1
*
[ 2/3 ] 
f(z) = -9/64*z^3 - 7/16*z + 1
*
[ 4/7 ] 
f(z) = -7/64*z^3 - 5/7*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -7/64*z^3 - 1/16*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -7/72*z^3 - 1/9*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -5/64*z^3 - 3/16*z + 1
*
-12/5 | 0.19509000644282915206542755138820827068 | 0.028410062885606892930095149134496785039
f(z) = -5/64*z^3 - 2/15*z + 1
*
[ 4/5 ] 
f(z) = -5/64*z^3 - 1/5*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -5/72*z^3 - 2/9*z + 1
*
-6/5 | 0.16388780941487766885639767367574761940 | 0.027843172417477768239317957415656903046
f(z) = -5/72*z^3 - 1/15*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -3/64*z^3 - 5/16*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -3/64*z^3 - 1/6*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -1/64*z^3 - 7/16*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -1/72*z^3 - 4/9*z + 1
*
[ 4/5 ] 
f(z) = -17/64*z^3 - 2/25*z + 1
*
[ 3/4 ] 
f(z) = -16/63*z^3 - 4/21*z + 1
*
[ 4/5 ] 
f(z) = -13/64*z^3 - 3/25*z + 1
*
[ 4/5 ] 
f(z) = -9/64*z^3 - 4/25*z + 1
*
[ 2/3 ] 
f(z) = -9/68*z^3 - 15/34*z + 1
*
[ 2/3 ] 
f(z) = -9/76*z^3 - 17/38*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -9/76*z^3 - 1/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -7/60*z^3 - 1/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -7/68*z^3 - 3/34*z + 1
*
[ 6/7 ] 
f(z) = -7/72*z^3 - 2/21*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -7/76*z^3 - 5/38*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -5/68*z^3 - 7/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -5/76*z^3 - 9/38*z + 1
*
-8/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -3/64*z^3 - 7/24*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -3/68*z^3 - 11/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -3/76*z^3 - 13/38*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.013549549321326464941932728107843769520
f(z) = -1/60*z^3 - 13/30*z + 1
*
-6 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -1/60*z^3 - 7/30*z + 1
*
[ 4/5 ] 
f(z) = -1/64*z^3 - 6/25*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -1/68*z^3 - 15/34*z + 1
*
3 | 0.12208172700066251680421103552852250991 | 0.028546003733569504268157986255007378778
f(z) = -1/72*z^3 - 5/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -1/76*z^3 - 17/38*z + 1
*
[ 4/5 ] 
f(z) = -19/64*z^3 - 3/50*z + 1
*
[ 2/3 ] 
f(z) = -15/64*z^3 - 19/48*z + 1
*
[ 4/5 ] 
f(z) = -11/64*z^3 - 7/50*z + 1
*
[ 3/4 ] 
f(z) = -8/63*z^3 - 11/42*z + 1
*
[ 4/5 ] 
f(z) = -7/64*z^3 - 9/50*z + 1
*
[ 4/5 ] 
f(z) = -3/64*z^3 - 11/50*z + 1
*
[ 3/4 ] 
f(z) = -16/69*z^3 - 14/69*z + 1
*
[ 3/4 ] 
f(z) = -16/75*z^3 - 16/75*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -16/75*z^3 - 14/75*z + 1
*
[ 8/9 ] 
f(z) = -9/64*z^3 - 1/72*z + 1
*
8/3 | 0.077303467961030316863967532866509374895 | 0.018518518518518518518518518518518518519
f(z) = -9/65*z^3 - 1/65*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -9/74*z^3 - 1/74*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -7/62*z^3 - 3/62*z + 1
*
-2 | 0.044407153770559248791278851201211442767 | 0.010599239437348166603149772169928585748
f(z) = -7/66*z^3 - 5/66*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -7/74*z^3 - 9/74*z + 1
*
-2 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = -7/78*z^3 - 11/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -5/62*z^3 - 11/62*z + 1
*
-2 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = -5/66*z^3 - 13/66*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -5/74*z^3 - 17/74*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010902897076801272698735908495386103035
f(z) = -5/78*z^3 - 19/78*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -3/62*z^3 - 19/62*z + 1
*
3 | 0.090048130425686132581269776640273731304 | 0.021993295644081018737924288966629201233
f(z) = -1/60*z^3 - 11/60*z + 1
*
-7 | 0.11804157345992112751578347677822636486 | 0.027784325210396392226893792824699174312
f(z) = -1/70*z^3 - 11/70*z + 1
*
[ 3/4 ] 
f(z) = -20/63*z^3 - 13/84*z + 1
*
[ 5/6 ] 
f(z) = -18/65*z^3 - 1/130*z + 1
*
[ 5/6 ] 
f(z) = -16/75*z^3 - 7/135*z + 1
*
11/4 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -8/63*z^3 - 5/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -8/65*z^3 - 1/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -8/67*z^3 - 3/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -8/69*z^3 - 5/138*z + 1
*
15/8 | 0.17961981764608995890440689371741634058 | 0.028079067197436731933083768189068703947
f(z) = -8/75*z^3 - 19/120*z + 1
*
[ 5/6 ] 
f(z) = -8/75*z^3 - 17/135*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -7/61*z^3 - 5/122*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -7/65*z^3 - 9/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -7/67*z^3 - 11/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = -7/69*z^3 - 13/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -6/61*z^3 - 13/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -6/65*z^3 - 17/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -6/67*z^3 - 19/134*z + 1
*
-9/2 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -2/63*z^3 - 17/126*z + 1
*
-5/4 | 0.18595757854782128966157852798663583411 | 0.029069817642310458412428206389609356390
f(z) = -2/75*z^3 - 19/120*z + 1
*
[ 6/7 ] 
f(z) = -13/72*z^3 - 5/147*z + 1
*
[ 6/7 ] 
f(z) = -11/72*z^3 - 8/147*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -9/73*z^3 - 1/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -9/77*z^3 - 5/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -9/79*z^3 - 7/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -8/71*z^3 - 7/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -8/73*z^3 - 9/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -8/75*z^3 - 11/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -8/77*z^3 - 13/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -8/79*z^3 - 15/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -7/71*z^3 - 15/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -7/73*z^3 - 17/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = -7/75*z^3 - 19/150*z + 1
*
[ 6/7 ] 
f(z) = -5/72*z^3 - 17/147*z + 1
*
-11/2 | 0.14522884722725895517698045777152598351 | 0.028832680926492648704423747029155870330
f(z) = -2/77*z^3 - 5/154*z + 1
*
[ 5/6 ] 
f(z) = -12/65*z^3 - 14/195*z + 1
*
[ 6/7 ] 
f(z) = -7/60*z^3 - 17/210*z + 1
*
-10/7 | 0.15112174190304135356925703027751411902 | 0.025019100870181947029527025400551165474
f(z) = -7/60*z^3 - 13/210*z + 1
*
[ 8/9 ] 
f(z) = -3/64*z^3 - 19/216*z + 1
*
3/2 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -17/60*z^3 - 7/240*z + 1
*
-6/5 | 0.17898473494593282595980984196609036364 | 0.026064726062058825759933794407769649349
f(z) = -5/64*z^3 - 13/240*z + 1
*
[ 5/6 ] 
f(z) = -14/75*z^3 - 19/270*z + 1
*
-13/4 | 0.14581009144721688779854497024410902341 | 0.026221621938206180598785166160194175461
f(z) = -4/65*z^3 - 11/260*z + 1
*
[ -4 ] 
f(z) = -19/64*z^3 + 6*z + 1
*
[ 4/3 ] 
f(z) = -19/64*z^3 + 7/9*z + 1
*
[ 4 ] 
f(z) = -19/64*z^3 + 11/2*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -19/64*z^3 + 11/16*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -19/72*z^3 + 5/9*z + 1
*
[ 2 ] 
f(z) = -19/72*z^3 + 14/9*z + 1
*
[ 4 ] 
f(z) = -17/64*z^3 + 5*z + 1
*
-4 | 0.15622558234063202956016208619868706070 | 0.028868403595442091121511584614289643468
f(z) = -17/64*z^3 + 7/2*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -17/64*z^3 + 9/16*z + 1
*
[ -4 ] 
f(z) = -17/64*z^3 + 11/2*z + 1
*
[ 4/3 ] 
f(z) = -17/64*z^3 + 13/18*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -17/72*z^3 + 4/9*z + 1
*
[ 2 ] 
f(z) = -17/72*z^3 + 13/9*z + 1
*
[ 5/4 ] 
f(z) = -16/75*z^3 + 8/15*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -15/64*z^3 + 1/6*z + 1
*
[ 4/3 ] 
f(z) = -15/64*z^3 + 2/3*z + 1
*
-4/5 | 0.15734430743396747693757577870516308023 | 0.027277314759130442937961116502839179340
f(z) = -15/64*z^3 + 2/5*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -15/64*z^3 + 3*z + 1
*
[ -4 ] 
f(z) = -15/64*z^3 + 5*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -15/64*z^3 + 7/16*z + 1
*
4/3 | 0.15403517263351163448053819019754673515 | 0.024691753297871400529436238762635917820
f(z) = -15/64*z^3 + 8/3*z + 1
*
[ 4 ] 
f(z) = -15/64*z^3 + 9/2*z + 1
*
-4 | 0.14957520241497926572271137751448439252 | 0.022812301147025985407126062664221265787
f(z) = -15/64*z^3 + 11/3*z + 1
*
[ -4/5 ] 
f(z) = -15/64*z^3 + 12/5*z + 1
*
12/5 | 0.18383721632727022805294811447676606846 | 0.027341135869355104326003783774492805762
f(z) = -15/64*z^3 + 13/5*z + 1
*
[ -4/3 ] 
f(z) = -15/64*z^3 + 13/6*z + 1
*
4/3 | 0.15440066241808434868041846853922583718 | 0.022275306998054123510467999986956776182
f(z) = -15/64*z^3 + 16/15*z + 1
*
4 | 0.077050562023746082441976937265497297636 | 0.012020040551547741125836105393048276013
f(z) = -15/64*z^3 + 19/6*z + 1
*
4/15 | 0.16643065584706285512904001482115456487 | 0.023429974648773859423346856225711088537
f(z) = -15/64*z^3 + 19/15*z + 1
*
[ 4 ] 
f(z) = -13/64*z^3 + 4*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -13/64*z^3 + 5/16*z + 1
*
[ -4 ] 
f(z) = -13/64*z^3 + 9/2*z + 1
*
[ 4/3 ] 
f(z) = -13/64*z^3 + 11/18*z + 1
*
[ -4/3 ] 
f(z) = -13/64*z^3 + 19/9*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -13/72*z^3 + 2/9*z + 1
*
[ 2 ] 
f(z) = -13/72*z^3 + 11/9*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -11/64*z^3 + 3/16*z + 1
*
[ -4 ] 
f(z) = -11/64*z^3 + 4*z + 1
*
[ 4/3 ] 
f(z) = -11/64*z^3 + 5/9*z + 1
*
[ 4 ] 
f(z) = -11/64*z^3 + 7/2*z + 1
*
[ 2 ] 
f(z) = -11/64*z^3 + 19/16*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = -11/72*z^3 + 1/9*z + 1
*
[ 2 ] 
f(z) = -11/72*z^3 + 10/9*z + 1
*
[ 6 ] 
f(z) = -11/72*z^3 + 19/3*z + 1
*
[ -2 ] 
f(z) = -11/72*z^3 + 19/9*z + 1
*
[ 4/3 ] 
f(z) = -9/64*z^3 + 1/2*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = -9/64*z^3 + 1/16*z + 1
*
[ -4/3 ] 
f(z) = -9/64*z^3 + 2*z + 1
*
[ 4 ] 
f(z) = -9/64*z^3 + 3*z + 1
*
-4/3 | 0.13639043503093526272693281160884239312 | 0.022920286981718271840568400216447588308
f(z) = -9/64*z^3 + 6*z + 1
*
[ -4 ] 
f(z) = -9/64*z^3 + 7/2*z + 1
*
[ 8/3 ] 
f(z) = -9/64*z^3 + 13/8*z + 1
*
[ 2 ] 
f(z) = -9/64*z^3 + 17/16*z + 1
*
[ -8/3 ] 
f(z) = -9/64*z^3 + 19/8*z + 1
*
[ 5/2 ] 
f(z) = -8/75*z^3 + 19/15*z + 1
*
[ -4 ] 
f(z) = -7/64*z^3 + 3*z + 1
*
[ 4/3 ] 
f(z) = -7/64*z^3 + 4/9*z + 1
*
[ 4 ] 
f(z) = -7/64*z^3 + 5/2*z + 1
*
-4/7 | 0.16604449783465027434645499454282429741 | 0.027199037135769625935967386546285040065
f(z) = -7/64*z^3 + 11/14*z + 1
*
[ 2 ] 
f(z) = -7/64*z^3 + 15/16*z + 1
*
[ 2 ] 
f(z) = -7/72*z^3 + 8/9*z + 1
*
[ 6 ] 
f(z) = -7/72*z^3 + 13/3*z + 1
*
[ -6 ] 
f(z) = -7/72*z^3 + 14/3*z + 1
*
[ -2 ] 
f(z) = -7/72*z^3 + 17/9*z + 1
*
[ 4 ] 
f(z) = -5/64*z^3 + 2*z + 1
*
[ -4 ] 
f(z) = -5/64*z^3 + 5/2*z + 1
*
[ 4/3 ] 
f(z) = -5/64*z^3 + 7/18*z + 1
*
[ 2 ] 
f(z) = -5/64*z^3 + 13/16*z + 1
*
4 | 0.16649572929549989180287010497125771308 | 0.024492084246239758385848536022297754091
f(z) = -5/64*z^3 + 14/5*z + 1
*
-12/5 | 0.16860751773604991578933868205297628583 | 0.024324922969439715617483446837578815062
f(z) = -5/64*z^3 + 16/5*z + 1
*
[ -4/3 ] 
f(z) = -5/64*z^3 + 17/9*z + 1
*
[ 6/5 ] 
f(z) = -5/72*z^3 + 4/15*z + 1
*
[ 2 ] 
f(z) = -5/72*z^3 + 7/9*z + 1
*
[ 6 ] 
f(z) = -5/72*z^3 + 10/3*z + 1
*
[ -6 ] 
f(z) = -5/72*z^3 + 11/3*z + 1
*
[ -2 ] 
f(z) = -5/72*z^3 + 16/9*z + 1
*
[ 5/2 ] 
f(z) = -4/75*z^3 + 14/15*z + 1
*
[ 4/3 ] 
f(z) = -3/64*z^3 + 1/3*z + 1
*
[ -4 ] 
f(z) = -3/64*z^3 + 2*z + 1
*
[ 4 ] 
f(z) = -3/64*z^3 + 3/2*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -3/64*z^3 + 5/6*z + 1
*
4/3 | 0.15403458735434061523973003397781261954 | 0.025231745202516273425719380694920218617
f(z) = -3/64*z^3 + 7/3*z + 1
*
[ -4/3 ] 
f(z) = -3/64*z^3 + 11/6*z + 1
*
[ 2 ] 
f(z) = -3/64*z^3 + 11/16*z + 1
*
[ 4 ] 
f(z) = -1/64*z^3 + z + 1
*
-12 | 0.077016353395549478824136902384241840897 | 0.015873015873015873015873015873015873016
f(z) = -1/64*z^3 + 2*z + 1
*
4 | 0.15403366721649622141971300858882499203 | 0.029297917794854176794730407167817244354
f(z) = -1/64*z^3 + 3*z + 1
*
[ -4 ] 
f(z) = -1/64*z^3 + 3/2*z + 1
*
4 | 0.16900565421296287821527048098211120490 | 0.029298933664787529437965948918953182257
f(z) = -1/64*z^3 + 5*z + 1
*
[ 4/3 ] 
f(z) = -1/64*z^3 + 5/18*z + 1
*
-4 | 0.15407829531283604357567862712006210559 | 0.028471613597127266979482107858197376022
f(z) = -1/64*z^3 + 7/2*z + 1
*
[ 2 ] 
f(z) = -1/64*z^3 + 9/16*z + 1
*
[ -12 ] 
f(z) = -1/64*z^3 + 10/3*z + 1
*
-4 | 0.10874396880007028371059282456463175564 | 0.018545499459893685149755633158427575325
f(z) = -1/64*z^3 + 11/2*z + 1
*
-20 | 0.15078684112160544298667963785637124914 | 0.025003268221474553795884212204525036094
f(z) = -1/64*z^3 + 13/2*z + 1
*
[ 8 ] 
f(z) = -1/64*z^3 + 15/8*z + 1
*
[ -4/3 ] 
f(z) = -1/64*z^3 + 16/9*z + 1
*
[ -8 ] 
f(z) = -1/64*z^3 + 17/8*z + 1
*
[ 12 ] 
f(z) = -1/64*z^3 + 19/6*z + 1
*
[ 6 ] 
f(z) = -1/72*z^3 + 4/3*z + 1
*
[ -6 ] 
f(z) = -1/72*z^3 + 5/3*z + 1
*
[ 2 ] 
f(z) = -1/72*z^3 + 5/9*z + 1
*
-6 | 0.16369650067991881073224852586340085678 | 0.029357603100708094621728265287315897021
f(z) = -1/72*z^3 + 11/3*z + 1
*
[ -2 ] 
f(z) = -1/72*z^3 + 14/9*z + 1
*
[ 5 ] 
f(z) = -1/75*z^3 + 17/15*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -17/60*z^3 + 19/30*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -17/76*z^3 + 15/38*z + 1
*
[ 3/2 ] 
f(z) = -16/63*z^3 + 19/21*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -15/68*z^3 + 13/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -15/76*z^3 + 11/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -13/60*z^3 + 11/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -13/68*z^3 + 9/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -13/76*z^3 + 7/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -11/60*z^3 + 7/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -11/68*z^3 + 5/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = -11/76*z^3 + 3/38*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -9/68*z^3 + 1/34*z + 1
*
[ 3/2 ] 
f(z) = -8/63*z^3 + 13/21*z + 1
*
[ 5/4 ] 
f(z) = -8/75*z^3 + 11/30*z + 1
*
15/4 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -8/75*z^3 + 17/30*z + 1
*
-3 | 0.12243779508779328968298949704947795407 | 0.028629262065462080084260190746940236205
f(z) = -7/72*z^3 + 5/24*z + 1
*
[ 3/2 ] 
f(z) = -4/63*z^3 + 10/21*z + 1
*
[ 2 ] 
f(z) = -1/60*z^3 + 17/30*z + 1
*
[ 3 ] 
f(z) = -1/63*z^3 + 17/21*z + 1
*
[ 2 ] 
f(z) = -1/68*z^3 + 19/34*z + 1
*
[ 3 ] 
f(z) = -1/72*z^3 + 19/24*z + 1
*
[ 8/7 ] 
f(z) = -7/64*z^3 + 15/56*z + 1
*
-18/5 | 0.066738272928560781431841831070335675597 | 0.011338276145302602783651697430143643621
f(z) = -5/72*z^3 + 8/45*z + 1
*
[ 3/2 ] 
f(z) = -2/63*z^3 + 17/42*z + 1
*
[ 12/13 ] 
f(z) = -13/64*z^3 + 7/78*z + 1
*
-2 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = -13/66*z^3 + 19/66*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -13/70*z^3 + 17/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -13/74*z^3 + 15/74*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -11/62*z^3 + 13/62*z + 1
*
[ 12/11 ] 
f(z) = -11/64*z^3 + 19/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -11/70*z^3 + 9/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -11/74*z^3 + 7/74*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.010902510143489530129595588273354646252
f(z) = -11/78*z^3 + 5/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -9/62*z^3 + 5/62*z + 1
*
-8/9 | 0.18115893614092882657161319333447197080 | 0.028501552492755424140444775785930004096
f(z) = -9/64*z^3 + 17/72*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -9/70*z^3 + 1/70*z + 1
*
7/3 | 0.11141837217418408893717952890486756799 | 0.026225372944148311003162862247899420802
f(z) = -9/70*z^3 + 19/70*z + 1
*
-18/7 | 0.077646197091155925033589029532449825067 | 0.012478143094776669313267763358226598861
f(z) = -7/72*z^3 + 2/63*z + 1
*
[ 5/4 ] 
f(z) = -4/75*z^3 + 17/60*z + 1
*
5 | 0.10652796255646101610540594126461972240 | 0.026018318912232851216702627534533682227
f(z) = -1/60*z^3 + 13/60*z + 1
*
5 | 0.10847472715830096068002221873893032494 | 0.025532505270260274903726893102655085909
f(z) = -1/70*z^3 + 11/70*z + 1
*
[ 6/5 ] 
f(z) = -1/72*z^3 + 14/75*z + 1
*
-18/11 | 0.080436228719199488237024775424560624883 | 0.012051163214686313060672608578943177832
f(z) = -11/72*z^3 + 2/99*z + 1
*
-16/5 | 0.077384309022534869856281566154983996279 | 0.013415395758828796113772939154232056978
f(z) = -5/64*z^3 + 9/80*z + 1
*
-18/13 | 0.081467426772675822755491095570240805778 | 0.011907630157346895198789100415661467830
f(z) = -13/72*z^3 + 8/117*z + 1
*
-16/7 | 0.089028144439100795522318092158582456512 | 0.014583318558011554078090658322217719730
f(z) = -7/64*z^3 + 1/112*z + 1
*
-5/4 | 0.17961878402966906918222569651468177313 | 0.028078905617354317411482607160053131545
f(z) = -14/75*z^3 + 11/120*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = -11/69*z^3 + 19/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -10/61*z^3 + 19/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -10/63*z^3 + 17/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -10/67*z^3 + 13/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -10/69*z^3 + 11/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -9/61*z^3 + 11/122*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -9/65*z^3 + 7/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -9/67*z^3 + 5/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -8/61*z^3 + 3/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -8/63*z^3 + 1/126*z + 1
*
7/2 | 0.13523234874179171920697009653505382954 | 0.027962048396602802458264965473596057830
f(z) = -2/63*z^3 + 13/126*z + 1
*
[ 6/7 ] 
f(z) = -19/72*z^3 + 4/147*z + 1
*
[ 6/7 ] 
f(z) = -17/72*z^3 + 1/147*z + 1
*
[ 12/13 ] 
f(z) = -13/72*z^3 + 11/156*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.016536446787030364127418078920277026334
f(z) = -12/77*z^3 + 19/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016546486131776245221436894844570519011
f(z) = -12/79*z^3 + 17/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -11/71*z^3 + 17/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -11/73*z^3 + 15/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = -11/75*z^3 + 13/150*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -11/79*z^3 + 9/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -10/71*z^3 + 9/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -10/73*z^3 + 7/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -10/77*z^3 + 3/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -10/79*z^3 + 1/158*z + 1
*
-16/9 | 0.086058429845492768465250031906237937231 | 0.013539485867687577662173032788706082636
f(z) = -9/64*z^3 + 1/144*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -9/71*z^3 + 1/142*z + 1
*
-6 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -2/75*z^3 + 19/150*z + 1
*
-16/11 | 0.091818176067144358725753838050693256328 | 0.014003550383994588089539761210594964033
f(z) = -11/64*z^3 + 9/176*z + 1
*
[ 8/9 ] 
f(z) = -15/64*z^3 + 13/216*z + 1
*
-10/7 | 0.19083925937487224804266897955776269857 | 0.027433050058308121450488945214839284069
f(z) = -14/75*z^3 + 17/210*z + 1
*
0 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -20/63*z^3 + 17/252*z + 1
*
[ 15/17 ] 
f(z) = -17/75*z^3 + 11/255*z + 1
*
[ 7/8 ] 
f(z) = -16/63*z^3 + 13/252*z + 1
*
-5/4 | 0.19308872238074253770085046339258415271 | 0.027233657244224592799475291990667624755
f(z) = -11/75*z^3 + 7/240*z + 1
*
[ 20/21 ] 
f(z) = -9/64*z^3 + 19/245*z + 1
*
-7/6 | 0.11252700907550700815681942741333689964 | 0.019970046266184800734496626353958485625
f(z) = -9/70*z^3 + 9/280*z + 1
*
-8 | 0.16560530289729256986278190471821924078 | 0.029389793507844370677138537564949211741
f(z) = -1/70*z^3 + 11/280*z + 1
*
[ 2 ] 
f(z) = -19/64*z^3 + 27/16*z + 1
*
[ -2 ] 
f(z) = -19/72*z^3 + 23/9*z + 1
*
[ 6 ] 
f(z) = -19/72*z^3 + 31/3*z + 1
*
[ -6 ] 
f(z) = -19/72*z^3 + 32/3*z + 1
*
[ -4/3 ] 
f(z) = -17/64*z^3 + 20/9*z + 1
*
[ 2 ] 
f(z) = -17/64*z^3 + 25/16*z + 1
*
[ -2 ] 
f(z) = -17/72*z^3 + 22/9*z + 1
*
[ 6 ] 
f(z) = -17/72*z^3 + 28/3*z + 1
*
[ -6 ] 
f(z) = -17/72*z^3 + 29/3*z + 1
*
[ 5/2 ] 
f(z) = -16/75*z^3 + 29/15*z + 1
*
[ -5/4 ] 
f(z) = -16/75*z^3 + 32/15*z + 1
*
[ 2 ] 
f(z) = -15/64*z^3 + 23/16*z + 1
*
-4/3 | 0.15962524082227748683917891030669050534 | 0.023879508238538521096774019606610185002
f(z) = -15/64*z^3 + 25/6*z + 1
*
[ 12/5 ] 
f(z) = -15/64*z^3 + 29/15*z + 1
*
-28/15 | 0.15734612247931851199926083615462378304 | 0.020722877714796321499612190541917650464
f(z) = -15/64*z^3 + 31/15*z + 1
*
-44/15 | 0.086952188940575926414224021397014603658 | 0.011314174719241945113557127283591105466
f(z) = -15/64*z^3 + 34/15*z + 1
*
4/5 | 0.20040888677692168489875382500732771570 | 0.028110607728389406504013262250437197825
f(z) = -15/64*z^3 + 39/10*z + 1
*
[ -2 ] 
f(z) = -15/64*z^3 + 39/16*z + 1
*
[ 2 ] 
f(z) = -13/64*z^3 + 21/16*z + 1
*
[ -2 ] 
f(z) = -13/64*z^3 + 37/16*z + 1
*
[ -2 ] 
f(z) = -13/72*z^3 + 20/9*z + 1
*
[ 6 ] 
f(z) = -13/72*z^3 + 22/3*z + 1
*
[ -6 ] 
f(z) = -13/72*z^3 + 23/3*z + 1
*
[ -2 ] 
f(z) = -11/64*z^3 + 35/16*z + 1
*
[ -4/3 ] 
f(z) = -11/64*z^3 + 37/18*z + 1
*
[ -6 ] 
f(z) = -11/72*z^3 + 20/3*z + 1
*
-4/9 | 0.18115893614092882657161319333447197080 | 0.027443208747858731111691875379516623528
f(z) = -9/64*z^3 + 23/18*z + 1
*
4 | 0.16221801466531869434184112234453851312 | 0.021364518096010187076778619717920140749
f(z) = -9/64*z^3 + 31/9*z + 1
*
[ -2 ] 
f(z) = -9/64*z^3 + 33/16*z + 1
*
-4 | 0.18115898793814136036207997453756936883 | 0.025802139507169825364767711855262703285
f(z) = -9/64*z^3 + 35/18*z + 1
*
[ -20/3 ] 
f(z) = -9/64*z^3 + 37/5*z + 1
*
[ -5/2 ] 
f(z) = -8/75*z^3 + 31/15*z + 1
*
-4 | 0.091088859797849637606535718715792065329 | 0.012346413176535888540977115049415310948
f(z) = -7/64*z^3 + 25/7*z + 1
*
12/7 | 0.11305243480951345278667598202068940262 | 0.016544988993255530360662613393668162359
f(z) = -7/64*z^3 + 29/14*z + 1
*
[ -2 ] 
f(z) = -7/64*z^3 + 31/16*z + 1
*
-12/7 | 0.16091182390423959208108774501892023486 | 0.021104244578822237975401961268403726190
f(z) = -7/64*z^3 + 32/7*z + 1
*
[ -4/3 ] 
f(z) = -7/64*z^3 + 35/18*z + 1
*
[ -4/7 ] 
f(z) = -7/64*z^3 + 39/14*z + 1
*
[ -4/5 ] 
f(z) = -5/64*z^3 + 23/10*z + 1
*
28/5 | 0.10682075918136615242785466781435642681 | 0.015798211870795252139050460626835029695
f(z) = -5/64*z^3 + 27/10*z + 1
*
[ -12/5 ] 
f(z) = -5/64*z^3 + 28/15*z + 1
*
[ -2 ] 
f(z) = -5/64*z^3 + 29/16*z + 1
*
-8 | 0.15443003817596277599374337299364381408 | 0.027695740280129748796395558346315604996
f(z) = -5/64*z^3 + 33/8*z + 1
*
-4 | 0.16739345812101035762975165393024405257 | 0.024043034257586534011712638214223478778
f(z) = -5/64*z^3 + 33/10*z + 1
*
[ -12 ] 
f(z) = -5/64*z^3 + 37/3*z + 1
*
6 | 0.15615112415980383258230817522063087759 | 0.024261571781668003560062571564230365480
f(z) = -5/72*z^3 + 26/15*z + 1
*
[ -6/5 ] 
f(z) = -5/72*z^3 + 29/15*z + 1
*
[ -5/2 ] 
f(z) = -4/75*z^3 + 26/15*z + 1
*
[ 5 ] 
f(z) = -4/75*z^3 + 32/15*z + 1
*
[ -5 ] 
f(z) = -4/75*z^3 + 38/15*z + 1
*
[ 12 ] 
f(z) = -3/64*z^3 + 23/3*z + 1
*
28/3 | 0.072031889949855437057040110877385842871 | 0.010911888944075441257807266085847621498
f(z) = -3/64*z^3 + 23/6*z + 1
*
4/3 | 0.19219015120801505624457836746774833074 | 0.026049936518483885016057225279347068695
f(z) = -3/64*z^3 + 25/3*z + 1
*
[ -2 ] 
f(z) = -3/64*z^3 + 27/16*z + 1
*
[ 8 ] 
f(z) = -3/64*z^3 + 31/8*z + 1
*
[ -8 ] 
f(z) = -3/64*z^3 + 33/8*z + 1
*
-12 | 0.16049282595666733512228805712572368081 | 0.022858696288631646179415697564249921688
f(z) = -3/64*z^3 + 35/6*z + 1
*
[ 5 ] 
f(z) = -2/75*z^3 + 22/15*z + 1
*
[ -5 ] 
f(z) = -2/75*z^3 + 28/15*z + 1
*
[ -2 ] 
f(z) = -1/64*z^3 + 25/16*z + 1
*
-12 | 0.18486309106760268526878745750249901075 | 0.024677737212303767720445615308225242017
f(z) = -1/64*z^3 + 28/9*z + 1
*
-20/3 | 0.22706416200900503003612294339721740660 | 0.029904917824357508888699876223157689540
f(z) = -1/64*z^3 + 31/9*z + 1
*
[ 20 ] 
f(z) = -1/64*z^3 + 36/5*z + 1
*
-18 | 0.065746207699419938334865115407038541671 | 0.011856465975651116091285678025743943886
f(z) = -1/72*z^3 + 32/9*z + 1
*
[ 12 ] 
f(z) = -1/72*z^3 + 35/12*z + 1
*
[ -12 ] 
f(z) = -1/72*z^3 + 37/12*z + 1
*
[ -5 ] 
f(z) = -1/75*z^3 + 23/15*z + 1
*
[ 3/2 ] 
f(z) = -20/63*z^3 + 22/21*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = -19/60*z^3 + 23/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = -19/68*z^3 + 21/34*z + 1
*
-12/5 | 0.16396750871970451551617972657852187710 | 0.023877836281112728310225056845858876971
f(z) = -15/64*z^3 + 23/30*z + 1
*
-8/3 | 0.15403270679109895764827380476848368179 | 0.029072004588402836880334376680198146612
f(z) = -15/64*z^3 + 25/24*z + 1
*
3 | 0.13205163344032415741000795811527494656 | 0.029133752858551810460587920281846545973
f(z) = -13/72*z^3 + 31/24*z + 1
*
[ 2 ] 
f(z) = -11/60*z^3 + 37/30*z + 1
*
-4/11 | 0.19843817480588359735312461176783792809 | 0.027834183304031632994497548365925538416
f(z) = -11/64*z^3 + 39/22*z + 1
*
[ 2 ] 
f(z) = -11/68*z^3 + 39/34*z + 1
*
3 | 0.12539589919626432590668748506972318253 | 0.029043716137427122942598036259089226344
f(z) = -11/72*z^3 + 25/24*z + 1
*
[ 2 ] 
f(z) = -9/68*z^3 + 35/34*z + 1
*
[ 2 ] 
f(z) = -9/76*z^3 + 37/38*z + 1
*
[ 3 ] 
f(z) = -8/63*z^3 + 38/21*z + 1
*
[ 2 ] 
f(z) = -7/60*z^3 + 29/30*z + 1
*
[ 2 ] 
f(z) = -7/68*z^3 + 31/34*z + 1
*
-3 | 0.12233214851249075267500028319161205306 | 0.027392446342882888502569388495358123753
f(z) = -7/72*z^3 + 29/24*z + 1
*
[ 3 ] 
f(z) = -7/72*z^3 + 37/24*z + 1
*
[ 2 ] 
f(z) = -7/76*z^3 + 33/38*z + 1
*
[ 3 ] 
f(z) = -5/63*z^3 + 29/21*z + 1
*
[ 12/5 ] 
f(z) = -5/64*z^3 + 31/30*z + 1
*
[ 2 ] 
f(z) = -5/68*z^3 + 27/34*z + 1
*
-3 | 0.12233214851249075267500028319161205306 | 0.028604559043911535611350745458124992793
f(z) = -5/72*z^3 + 23/24*z + 1
*
[ 3 ] 
f(z) = -5/72*z^3 + 31/24*z + 1
*
[ 2 ] 
f(z) = -5/76*z^3 + 29/38*z + 1
*
[ 3 ] 
f(z) = -4/63*z^3 + 26/21*z + 1
*
[ -3/2 ] 
f(z) = -4/63*z^3 + 38/21*z + 1
*
[ 8/3 ] 
f(z) = -3/64*z^3 + 23/24*z + 1
*
[ 2 ] 
f(z) = -3/68*z^3 + 23/34*z + 1
*
[ 2 ] 
f(z) = -3/76*z^3 + 25/38*z + 1
*
[ 3 ] 
f(z) = -2/63*z^3 + 20/21*z + 1
*
[ -3 ] 
f(z) = -2/63*z^3 + 34/21*z + 1
*
[ 5/2 ] 
f(z) = -2/75*z^3 + 23/30*z + 1
*
-15/2 | 0.059609463710987066571682377859351800853 | 0.011896587999773497697946138936696477019
f(z) = -2/75*z^3 + 29/30*z + 1
*
[ -3 ] 
f(z) = -1/63*z^3 + 31/21*z + 1
*
[ -3 ] 
f(z) = -1/72*z^3 + 35/24*z + 1
*
[ 4 ] 
f(z) = -1/72*z^3 + 35/36*z + 1
*
[ 2 ] 
f(z) = -1/76*z^3 + 21/38*z + 1
*
-2/3 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -15/64*z^3 + 29/48*z + 1
*
[ 8/5 ] 
f(z) = -15/64*z^3 + 39/40*z + 1
*
[ 3/2 ] 
f(z) = -10/63*z^3 + 29/42*z + 1
*
[ 12/7 ] 
f(z) = -7/64*z^3 + 31/42*z + 1
*
[ 8/5 ] 
f(z) = -5/64*z^3 + 23/40*z + 1
*
-10 | 0.12524321761923795554284337061833838129 | 0.021277778467734941497458802122115176052
f(z) = -1/72*z^3 + 22/45*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -19/74*z^3 + 39/74*z + 1
*
-2 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = -19/78*z^3 + 37/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -17/62*z^3 + 37/62*z + 1
*
-2 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = -17/66*z^3 + 35/66*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = -17/70*z^3 + 33/70*z + 1
*
[ 6/5 ] 
f(z) = -17/72*z^3 + 38/75*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = -17/74*z^3 + 31/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = -17/78*z^3 + 29/78*z + 1
*
-7/4 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = -16/63*z^3 + 22/63*z + 1
*
[ 5/4 ] 
f(z) = -16/65*z^3 + 38/65*z + 1
*
-3/4 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -16/75*z^3 + 34/75*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -15/62*z^3 + 29/62*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = -15/74*z^3 + 23/74*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = -13/62*z^3 + 21/62*z + 1
*
[ 6/5 ] 
f(z) = -13/72*z^3 + 32/75*z + 1
*
[ 6/5 ] 
f(z) = -11/72*z^3 + 29/75*z + 1
*
[ 4/3 ] 
f(z) = -9/68*z^3 + 33/68*z + 1
*
-8/3 | 0.12544924262745769026994371261248823362 | 0.029527923530625016012095289815971510902
f(z) = -9/70*z^3 + 29/70*z + 1
*
[ 4/3 ] 
f(z) = -9/76*z^3 + 35/76*z + 1
*
[ 6/5 ] 
f(z) = -7/72*z^3 + 23/75*z + 1
*
[ 3/2 ] 
f(z) = -4/69*z^3 + 32/69*z + 1
*
[ 3/2 ] 
f(z) = -4/75*z^3 + 34/75*z + 1
*
-4 | 0.051358897199638519717240786339293652326 | 0.012543862984449162527024040673513819898
f(z) = -1/60*z^3 + 31/60*z + 1
*
-5 | 0.091315889329316576677140342934664543500 | 0.022302932237768776274624724030946611314
f(z) = -1/60*z^3 + 37/60*z + 1
*
[ 2 ] 
f(z) = -1/62*z^3 + 35/62*z + 1
*
-9 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = -1/63*z^3 + 25/63*z + 1
*
8 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = -1/66*z^3 + 31/66*z + 1
*
[ 2 ] 
f(z) = -1/66*z^3 + 37/66*z + 1
*
[ 20/19 ] 
f(z) = -19/64*z^3 + 36/95*z + 1
*
[ 3/2 ] 
f(z) = -1/63*z^3 + 31/84*z + 1
*
[ 3/2 ] 
f(z) = -1/72*z^3 + 35/96*z + 1
*
-28/15 | 0.25590889245464442116325990604737652886 | 0.029038175293273250583938839606578699967
f(z) = -15/64*z^3 + 37/105*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -13/67*z^3 + 37/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013521138662413232769082924300762863956
f(z) = -13/69*z^3 + 35/138*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.016440342491992788117387929464245888660
f(z) = -12/61*z^3 + 35/122*z + 1
*
-2 | 0.080155925494198816079676307028888702336 | 0.016467459308212298552013811913629532431
f(z) = -12/65*z^3 + 31/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.016480150222726196367859977220954197903
f(z) = -12/67*z^3 + 29/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -11/61*z^3 + 27/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -11/63*z^3 + 25/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -11/65*z^3 + 23/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -11/67*z^3 + 21/134*z + 1
*
[ 12/11 ] 
f(z) = -11/72*z^3 + 35/132*z + 1
*
9/4 | 0.13523234874179171920697009653505382954 | 0.027962048396602802458264965473596057830
f(z) = -8/63*z^3 + 25/126*z + 1
*
[ 5/4 ] 
f(z) = -2/75*z^3 + 29/120*z + 1
*
-18/17 | 0.083123377307210880435713609004239620165 | 0.011691249864212492281753866160238273157
f(z) = -17/72*z^3 + 32/153*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -14/73*z^3 + 39/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -14/75*z^3 + 37/150*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -14/79*z^3 + 33/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -13/71*z^3 + 33/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -13/73*z^3 + 31/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = -13/75*z^3 + 29/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -13/77*z^3 + 27/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -13/79*z^3 + 25/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.016504000810363857853233422824964681035
f(z) = -12/71*z^3 + 25/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.016515230112366698960595976072797612249
f(z) = -12/73*z^3 + 23/146*z + 1
*
[ 18/19 ] 
f(z) = -19/72*z^3 + 31/171*z + 1
*
-16/13 | 0.092849374120620693244220158196373437223 | 0.013808995827576070175840459059096839139
f(z) = -13/64*z^3 + 25/208*z + 1
*
10/3 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = -3/70*z^3 + 37/210*z + 1
*
[ 15/16 ] 
f(z) = -16/75*z^3 + 29/240*z + 1
*
[ -4/3 ] 
f(z) = -19/64*z^3 + 41/18*z + 1
*
[ -2 ] 
f(z) = -19/64*z^3 + 43/16*z + 1
*
[ -2 ] 
f(z) = -17/64*z^3 + 41/16*z + 1
*
[ -5/2 ] 
f(z) = -16/75*z^3 + 41/15*z + 1
*
[ 15/4 ] 
f(z) = -16/75*z^3 + 56/15*z + 1
*
-4 | 0.21523715599395112674061357981365207013 | 0.026803848311825589011368454507059710139
f(z) = -11/64*z^3 + 48/11*z + 1
*
[ -2/3 ] 
f(z) = -9/64*z^3 + 41/16*z + 1
*
28/9 | 0.15839504144503908559415506808220670791 | 0.021650842491873802800131822153770451801
f(z) = -9/64*z^3 + 47/18*z + 1
*
-16/3 | 0.12836112587633172290874182563972965624 | 0.024136560668979106801848537167892493989
f(z) = -9/64*z^3 + 51/16*z + 1
*
-20/9 | 0.10414337008389765549079694551604677536 | 0.014005242134098269451278698534951281757
f(z) = -9/64*z^3 + 53/18*z + 1
*
[ -4/9 ] 
f(z) = -9/64*z^3 + 59/18*z + 1
*
[ 5 ] 
f(z) = -8/75*z^3 + 52/15*z + 1
*
[ -5 ] 
f(z) = -8/75*z^3 + 58/15*z + 1
*
[ 12 ] 
f(z) = -7/64*z^3 + 50/3*z + 1
*
-36/7 | 0.15797193845335843847876858085103314773 | 0.021354596064494583875821396375503153713
f(z) = -7/64*z^3 + 51/14*z + 1
*
[ 5 ] 
f(z) = -7/75*z^3 + 47/15*z + 1
*
[ -5 ] 
f(z) = -7/75*z^3 + 53/15*z + 1
*
-36/5 | 0.14796243125077823408200242224222056888 | 0.020473743073434078718284648984035703305
f(z) = -5/64*z^3 + 43/10*z + 1
*
[ 8 ] 
f(z) = -5/64*z^3 + 47/8*z + 1
*
[ -8 ] 
f(z) = -5/64*z^3 + 49/8*z + 1
*
6 | 0.18601827990388569522493220185545978077 | 0.026991929434743557802369565768606757235
f(z) = -5/72*z^3 + 41/15*z + 1
*
-6 | 0.15952614549794153433271027473225275983 | 0.022767672966125966221686157719316641316
f(z) = -5/72*z^3 + 46/15*z + 1
*
[ 15/2 ] 
f(z) = -4/75*z^3 + 58/15*z + 1
*
[ 20/3 ] 
f(z) = -3/64*z^3 + 44/15*z + 1
*
[ -12 ] 
f(z) = -3/64*z^3 + 47/6*z + 1
*
12 | 0.13272332275160801175779614828767793416 | 0.018486924271167168101416565309044399377
f(z) = -1/64*z^3 + 41/18*z + 1
*
-44/3 | 0.15839504144503908559415506808220670791 | 0.021650842491873802800131822153770451801
f(z) = -1/64*z^3 + 47/18*z + 1
*
-20 | 0.21552878749232664863484456578644950707 | 0.028984397693937907564342510147492806297
f(z) = -1/64*z^3 + 53/10*z + 1
*
18 | 0.13100106393175394311366481059116453556 | 0.022613629586879965611055460469498246998
f(z) = -1/72*z^3 + 41/9*z + 1
*
[ 18 ] 
f(z) = -1/72*z^3 + 49/9*z + 1
*
[ -18 ] 
f(z) = -1/72*z^3 + 50/9*z + 1
*
[ 15 ] 
f(z) = -1/75*z^3 + 59/15*z + 1
*
[ -3/2 ] 
f(z) = -20/63*z^3 + 50/21*z + 1
*
[ 2 ] 
f(z) = -19/60*z^3 + 53/30*z + 1
*
[ 2 ] 
f(z) = -19/68*z^3 + 55/34*z + 1
*
-3 | 0.14346146357299815427284305476479225632 | 0.029812129581618158027869318334524580641
f(z) = -19/72*z^3 + 41/24*z + 1
*
3 | 0.12444508001854149283478456034893007338 | 0.024936732007609240626467848581136321730
f(z) = -19/72*z^3 + 49/24*z + 1
*
[ 2 ] 
f(z) = -17/60*z^3 + 49/30*z + 1
*
3 | 0.12539589919626432590668748506972318253 | 0.025802621328288670560326610929408099239
f(z) = -17/72*z^3 + 43/24*z + 1
*
-3 | 0.13205163344032415741000795811527494656 | 0.025511555936899408681047752134226986961
f(z) = -17/72*z^3 + 59/24*z + 1
*
[ 2 ] 
f(z) = -17/76*z^3 + 53/38*z + 1
*
[ -3/2 ] 
f(z) = -16/63*z^3 + 47/21*z + 1
*
[ -3/4 ] 
f(z) = -16/63*z^3 + 52/21*z + 1
*
[ 8/3 ] 
f(z) = -15/64*z^3 + 55/24*z + 1
*
[ 2 ] 
f(z) = -15/68*z^3 + 47/34*z + 1
*
[ 2 ] 
f(z) = -15/76*z^3 + 49/38*z + 1
*
[ 5/2 ] 
f(z) = -14/75*z^3 + 53/30*z + 1
*
[ 2 ] 
f(z) = -13/60*z^3 + 41/30*z + 1
*
[ 3 ] 
f(z) = -13/63*z^3 + 53/21*z + 1
*
-4/13 | 0.20153176896631260090852357220487847077 | 0.026716752754867671025798546509891151300
f(z) = -13/64*z^3 + 59/26*z + 1
*
[ 2 ] 
f(z) = -13/68*z^3 + 43/34*z + 1
*
-3 | 0.12243779508779328968298949704947795407 | 0.024741106418569236356204684599899715580
f(z) = -13/72*z^3 + 47/24*z + 1
*
-6/13 | 0.20807527094722279282734546717546300994 | 0.029605763716179376287989203590942386088
f(z) = -13/72*z^3 + 47/39*z + 1
*
[ 3 ] 
f(z) = -13/72*z^3 + 55/24*z + 1
*
[ 2 ] 
f(z) = -13/76*z^3 + 45/38*z + 1
*
[ 3 ] 
f(z) = -11/63*z^3 + 47/21*z + 1
*
[ -4/5 ] 
f(z) = -11/64*z^3 + 59/25*z + 1
*
-3 | 0.12444549993462137048353015376093583998 | 0.025860501332557627533170267780582382288
f(z) = -11/72*z^3 + 41/24*z + 1
*
[ 3 ] 
f(z) = -11/72*z^3 + 49/24*z + 1
*
[ 2 ] 
f(z) = -11/76*z^3 + 41/38*z + 1
*
[ 3 ] 
f(z) = -10/63*z^3 + 44/21*z + 1
*
[ -3 ] 
f(z) = -10/63*z^3 + 58/21*z + 1
*
0 | 0.12063232732213083023203307481336943270 | 0.025470285638690559817890149133096596268
f(z) = -9/70*z^3 + 57/35*z + 1
*
[ -3/2 ] 
f(z) = -8/63*z^3 + 41/21*z + 1
*
[ -3 ] 
f(z) = -8/63*z^3 + 52/21*z + 1
*
[ -5/4 ] 
f(z) = -8/75*z^3 + 59/30*z + 1
*
[ -2 ] 
f(z) = -7/60*z^3 + 59/30*z + 1
*
[ -12/7 ] 
f(z) = -7/64*z^3 + 40/21*z + 1
*
[ 20/7 ] 
f(z) = -7/64*z^3 + 54/35*z + 1
*
[ -4/5 ] 
f(z) = -7/64*z^3 + 58/25*z + 1
*
[ -6/7 ] 
f(z) = -7/72*z^3 + 47/21*z + 1
*
[ -3 ] 
f(z) = -7/72*z^3 + 53/24*z + 1
*
6 | 0.16163152231596490013932927454875494752 | 0.022494476910637044331810580221955904148
f(z) = -7/72*z^3 + 55/21*z + 1
*
[ -3 ] 
f(z) = -5/63*z^3 + 43/21*z + 1
*
[ -3 ] 
f(z) = -5/72*z^3 + 47/24*z + 1
*
[ -3 ] 
f(z) = -4/63*z^3 + 40/21*z + 1
*
[ -8/3 ] 
f(z) = -3/64*z^3 + 41/24*z + 1
*
[ -4/5 ] 
f(z) = -3/64*z^3 + 57/25*z + 1
*
[ -2 ] 
f(z) = -3/68*z^3 + 57/34*z + 1
*
[ -5/2 ] 
f(z) = -2/75*z^3 + 47/30*z + 1
*
[ 6 ] 
f(z) = -1/60*z^3 + 43/30*z + 1
*
[ -2 ] 
f(z) = -1/68*z^3 + 53/34*z + 1
*
[ -4 ] 
f(z) = -1/72*z^3 + 53/36*z + 1
*
15 | 0.14346204062287628306667189884999181814 | 0.027715975780233099420837018780883560751
f(z) = -1/72*z^3 + 59/24*z + 1
*
[ -2 ] 
f(z) = -1/76*z^3 + 59/38*z + 1
*
[ 20/11 ] 
f(z) = -11/64*z^3 + 56/55*z + 1
*
[ 20/9 ] 
f(z) = -9/64*z^3 + 56/45*z + 1
*
15/4 | 0.13408047525713944621745528532041054515 | 0.027093752420243902460637620067805495497
f(z) = -8/63*z^3 + 47/42*z + 1
*
-6 | 0.14870526100495486639939937873156095158 | 0.028284430224348484913195270791115744998
f(z) = -3/64*z^3 + 41/48*z + 1
*
6 | 0.13408047525713944621745528532041054515 | 0.027723875042192544413384320013092426058
f(z) = -2/63*z^3 + 41/42*z + 1
*
[ 6 ] 
f(z) = -1/63*z^3 + 59/42*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = -19/62*z^3 + 45/62*z + 1
*
-2 | 0.044407153770559248791278851201211442767 | 0.010599239437348166603149772169928585748
f(z) = -19/66*z^3 + 43/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = -19/70*z^3 + 41/70*z + 1
*
[ 6/5 ] 
f(z) = -19/72*z^3 + 41/75*z + 1
*
11/4 | 0.093390479093040923468199355472305482626 | 0.022541019122103097562512315343262025264
f(z) = -16/63*z^3 + 58/63*z + 1
*
[ 3/2 ] 
f(z) = -16/69*z^3 + 59/69*z + 1
*
5/2 | 0.059611149466761675658110422061208997327 | 0.010451161090317486865358613553321352094
f(z) = -16/75*z^3 + 41/60*z + 1
*
[ 20/13 ] 
f(z) = -13/64*z^3 + 54/65*z + 1
*
-3 | 0.089414521636157459539646990288589015789 | 0.021838543453614469900811260786685186677
f(z) = -11/60*z^3 + 59/60*z + 1
*
[ 5/3 ] 
f(z) = -9/65*z^3 + 51/65*z + 1
*
-10/3 | 0.045970827198613227326696338132182671169 | 0.010820496335648041327324122894374468789
f(z) = -9/70*z^3 + 51/70*z + 1
*
[ 5/3 ] 
f(z) = -9/70*z^3 + 53/70*z + 1
*
-7/2 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = -8/63*z^3 + 53/63*z + 1
*
[ 3/2 ] 
f(z) = -8/69*z^3 + 41/69*z + 1
*
[ 3/2 ] 
f(z) = -8/75*z^3 + 43/75*z + 1
*
3 | 0.089484682024072601871993969398322259217 | 0.021855679380219793166057428938043685642
f(z) = -7/60*z^3 + 43/60*z + 1
*
[ 2 ] 
f(z) = -7/62*z^3 + 59/62*z + 1
*
76/21 | 0.19443041457569303568869863740522855475 | 0.023419657609903361562864250853665060896
f(z) = -7/64*z^3 + 43/63*z + 1
*
[ 2 ] 
f(z) = -5/62*z^3 + 51/62*z + 1
*
[ 2 ] 
f(z) = -5/66*z^3 + 53/66*z + 1
*
[ 12/5 ] 
f(z) = -5/72*z^3 + 59/60*z + 1
*
[ 2 ] 
f(z) = -5/74*z^3 + 57/74*z + 1
*
[ 2 ] 
f(z) = -5/78*z^3 + 59/78*z + 1
*
5 | 0.061510449927079013351241380301815390128 | 0.010784150728116010936497295938537107856
f(z) = -4/75*z^3 + 53/60*z + 1
*
[ 2 ] 
f(z) = -3/62*z^3 + 43/62*z + 1
*
[ 2 ] 
f(z) = -3/70*z^3 + 47/70*z + 1
*
[ 2 ] 
f(z) = -3/74*z^3 + 49/74*z + 1
*
[ 8/3 ] 
f(z) = -1/64*z^3 + 53/72*z + 1
*
[ 3 ] 
f(z) = -1/66*z^3 + 53/66*z + 1
*
[ 3 ] 
f(z) = -1/69*z^3 + 55/69*z + 1
*
8 | 0.11697864164463759421816577468093710338 | 0.027352764604301446304833691967606051953
f(z) = -1/72*z^3 + 55/72*z + 1
*
[ 2 ] 
f(z) = -1/74*z^3 + 41/74*z + 1
*
[ 5/2 ] 
f(z) = -1/75*z^3 + 41/60*z + 1
*
[ 3 ] 
f(z) = -1/75*z^3 + 59/75*z + 1
*
[ 2 ] 
f(z) = -1/78*z^3 + 43/78*z + 1
*
[ 20/17 ] 
f(z) = -17/64*z^3 + 44/85*z + 1
*
[ 3/2 ] 
f(z) = -7/72*z^3 + 53/96*z + 1
*
[ 12/7 ] 
f(z) = -7/72*z^3 + 59/84*z + 1
*
[ 3/2 ] 
f(z) = -5/63*z^3 + 43/84*z + 1
*
12/5 | 0.16832984337364464346206098989224490321 | 0.021132242836130168620978515777146014512
f(z) = -5/64*z^3 + 53/90*z + 1
*
[ 3/2 ] 
f(z) = -5/72*z^3 + 47/96*z + 1
*
-10 | 0.16229728276569931897295140070588495970 | 0.028135965887481920647894624095584719565
f(z) = -1/64*z^3 + 53/80*z + 1
*
21/5 | 0.14891811529236845067935467874162869250 | 0.025887220317268265963838527231681729844
f(z) = -5/63*z^3 + 47/105*z + 1
*
-2 | 0.059016560496535383734949915105197975092 | 0.011977577017054370001174052365575942046
f(z) = -16/69*z^3 + 59/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -15/61*z^3 + 59/122*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -15/67*z^3 + 53/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -14/61*z^3 + 51/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -14/65*z^3 + 47/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -14/67*z^3 + 45/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -14/69*z^3 + 43/138*z + 1
*
[ 5/4 ] 
f(z) = -14/75*z^3 + 59/120*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -13/61*z^3 + 43/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -13/63*z^3 + 41/126*z + 1
*
[ 5/4 ] 
f(z) = -8/65*z^3 + 51/130*z + 1
*
9/2 | 0.13407982311778572685320843832128791613 | 0.027723740199070024610465560956082155721
f(z) = -2/63*z^3 + 53/126*z + 1
*
[ 3/2 ] 
f(z) = -2/69*z^3 + 55/138*z + 1
*
[ 5/3 ] 
f(z) = -1/75*z^3 + 59/135*z + 1
*
[ 18/17 ] 
f(z) = -17/72*z^3 + 49/153*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -17/77*z^3 + 59/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -17/79*z^3 + 57/158*z + 1
*
-2 | 0.079889335419228674207633564211775222049 | 0.016120283151667732012226737930954426276
f(z) = -16/71*z^3 + 57/142*z + 1
*
-2 | 0.080403771791581928055090125784469823423 | 0.016133651368337780949563110845041249151
f(z) = -16/73*z^3 + 55/146*z + 1
*
-2 | 0.060560664365777070001519652783756848436 | 0.012086424337674751181343783201627687225
f(z) = -16/75*z^3 + 53/150*z + 1
*
-2 | 0.081391660323161422871297301043169202285 | 0.016158909314365953767208471377754837347
f(z) = -16/77*z^3 + 51/154*z + 1
*
-2 | 0.081866520149334342223253768081559978076 | 0.016170860915253907450564204620961376247
f(z) = -16/79*z^3 + 49/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -15/71*z^3 + 49/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -15/73*z^3 + 47/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -15/77*z^3 + 43/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -15/79*z^3 + 41/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -14/71*z^3 + 41/142*z + 1
*
[ 3/2 ] 
f(z) = -2/75*z^3 + 59/150*z + 1
*
6 | 0.14489077455820407707843122638460685809 | 0.028916647501549467887749891795347566190
f(z) = -1/75*z^3 + 47/150*z + 1
*
-18/19 | 0.083809955301718438335463564646305836225 | 0.011606250589374865609405369228746987770
f(z) = -19/72*z^3 + 50/171*z + 1
*
21/8 | 0.15889575451965738780948992180396340498 | 0.025535364722641751341955955133997769535
f(z) = -8/63*z^3 + 59/168*z + 1
*
-4/5 | 0.17536338833159751272718334978161432034 | 0.029792777598664586786343988308923083241
f(z) = -5/72*z^3 + 53/180*z + 1
*
[ 15/14 ] 
f(z) = -14/75*z^3 + 59/210*z + 1
*
-6/7 | 0.15112174190304135356925703027751411902 | 0.025019100870181947029527025400551165474
f(z) = -7/60*z^3 + 53/210*z + 1
*
[ 6/5 ] 
f(z) = -5/63*z^3 + 59/210*z + 1
*
11/3 | 0.13455208111005828846986486150905737474 | 0.024722850811309384889575525526968147582
f(z) = -3/77*z^3 + 58/231*z + 1
*
-5/4 | 0.20449855251341653456368556004210146247 | 0.028842924731299019935498436521105911113
f(z) = -19/75*z^3 + 47/240*z + 1
*
-9/8 | 0.12251421750270300876123135698127924802 | 0.022156757155889632399249155749891440337
f(z) = -16/63*z^3 + 53/252*z + 1
*
-6/5 | 0.17850966679077154000311714416167553750 | 0.025995544065455444744313142077141070047
f(z) = -15/64*z^3 + 41/240*z + 1
*
-10/3 | 0.20449958612983742428586675724483602992 | 0.029780336819722395465593370100478819055
f(z) = -3/64*z^3 + 53/240*z + 1
*
17/2 | 0.086952188940575926414224021397014603658 | 0.015865337993759695595741648086488035351
f(z) = -1/60*z^3 + 49/240*z + 1
*
[ 5/4 ] 
f(z) = -1/75*z^3 + 53/240*z + 1
*
[ 16/17 ] 
f(z) = -17/64*z^3 + 47/272*z + 1
*
[ -15/4 ] 
f(z) = -16/75*z^3 + 64/15*z + 1
*
-36/5 | 0.20008954650296478587376856205567473155 | 0.024147854776546389219555096546521014971
f(z) = -15/64*z^3 + 62/5*z + 1
*
[ 5 ] 
f(z) = -13/75*z^3 + 77/15*z + 1
*
[ 12 ] 
f(z) = -11/64*z^3 + 77/3*z + 1
*
[ 5 ] 
f(z) = -11/75*z^3 + 67/15*z + 1
*
[ -5 ] 
f(z) = -11/75*z^3 + 73/15*z + 1
*
[ -12 ] 
f(z) = -9/64*z^3 + 64/3*z + 1
*
[ 20/3 ] 
f(z) = -9/64*z^3 + 71/10*z + 1
*
-4 | 0.16240432623760987671750167976454515844 | 0.021013921981427118352001653167665235200
f(z) = -9/64*z^3 + 71/18*z + 1
*
[ 16/3 ] 
f(z) = -9/64*z^3 + 77/16*z + 1
*
[ 8 ] 
f(z) = -9/64*z^3 + 79/8*z + 1
*
[ 8 ] 
f(z) = -7/64*z^3 + 63/8*z + 1
*
[ -8 ] 
f(z) = -7/64*z^3 + 65/8*z + 1
*
[ 12 ] 
f(z) = -5/64*z^3 + 73/6*z + 1
*
[ -15/2 ] 
f(z) = -4/75*z^3 + 62/15*z + 1
*
-10 | 0.16457233079907707102160898725488097773 | 0.029435291366756117153965310504287925987
f(z) = -3/64*z^3 + 67/16*z + 1
*
[ -20 ] 
f(z) = -1/64*z^3 + 73/10*z + 1
*
[ 16 ] 
f(z) = -1/64*z^3 + 79/16*z + 1
*
[ -15 ] 
f(z) = -1/75*z^3 + 61/15*z + 1
*
-20 | 0.14070362878574961113730866294877077219 | 0.023634785424503847898650881406989399300
f(z) = -1/75*z^3 + 77/15*z + 1
*
[ 3 ] 
f(z) = -20/63*z^3 + 74/21*z + 1
*
[ 3 ] 
f(z) = -19/63*z^3 + 71/21*z + 1
*
[ -4/5 ] 
f(z) = -19/64*z^3 + 61/25*z + 1
*
0 | 0.13747112306548109280229246516074157227 | 0.028519313901993162205208391417021848058
f(z) = -19/70*z^3 + 62/35*z + 1
*
-3 | 0.12545719750475010962185770455221674299 | 0.023792377774998712172857870808701618605
f(z) = -19/72*z^3 + 65/24*z + 1
*
[ 3 ] 
f(z) = -19/72*z^3 + 73/24*z + 1
*
[ -2 ] 
f(z) = -17/60*z^3 + 79/30*z + 1
*
[ 3 ] 
f(z) = -17/63*z^3 + 65/21*z + 1
*
[ -3 ] 
f(z) = -17/63*z^3 + 79/21*z + 1
*
[ 3 ] 
f(z) = -17/72*z^3 + 67/24*z + 1
*
[ 3 ] 
f(z) = -16/63*z^3 + 62/21*z + 1
*
[ -3 ] 
f(z) = -16/63*z^3 + 76/21*z + 1
*
[ -8/3 ] 
f(z) = -15/64*z^3 + 73/24*z + 1
*
-52/15 | 0.20367009830001909052968881924132178150 | 0.026079649217946615554657530239423855653
f(z) = -15/64*z^3 + 77/30*z + 1
*
[ -5/2 ] 
f(z) = -14/75*z^3 + 77/30*z + 1
*
[ -2 ] 
f(z) = -13/60*z^3 + 71/30*z + 1
*
[ -3 ] 
f(z) = -13/63*z^3 + 67/21*z + 1
*
[ -2 ] 
f(z) = -13/68*z^3 + 77/34*z + 1
*
[ -3 ] 
f(z) = -13/72*z^3 + 71/24*z + 1
*
-4 | 0.14555898254578083912346558435149973443 | 0.028898223595757332324598458266317099966
f(z) = -13/72*z^3 + 77/36*z + 1
*
[ -2 ] 
f(z) = -11/60*z^3 + 67/30*z + 1
*
[ -3 ] 
f(z) = -11/63*z^3 + 61/21*z + 1
*
12/11 | 0.20046836061707230011436142622098838445 | 0.026238891191377081735937346097978185692
f(z) = -11/64*z^3 + 65/22*z + 1
*
[ -12/11 ] 
f(z) = -11/64*z^3 + 70/33*z + 1
*
[ -2 ] 
f(z) = -11/68*z^3 + 73/34*z + 1
*
[ -3 ] 
f(z) = -11/72*z^3 + 65/24*z + 1
*
[ -2 ] 
f(z) = -11/76*z^3 + 79/38*z + 1
*
[ -2 ] 
f(z) = -9/68*z^3 + 69/34*z + 1
*
[ -2 ] 
f(z) = -9/76*z^3 + 75/38*z + 1
*
[ 15/4 ] 
f(z) = -8/75*z^3 + 67/30*z + 1
*
-12/7 | 0.21109953972073360654489914729740081387 | 0.025195714194852650406903920034005035823
f(z) = -7/64*z^3 + 68/21*z + 1
*
[ -2 ] 
f(z) = -7/68*z^3 + 65/34*z + 1
*
[ -2 ] 
f(z) = -7/76*z^3 + 71/38*z + 1
*
[ -2 ] 
f(z) = -5/68*z^3 + 61/34*z + 1
*
[ 4 ] 
f(z) = -5/72*z^3 + 67/36*z + 1
*
[ -2 ] 
f(z) = -5/76*z^3 + 67/38*z + 1
*
-28/3 | 0.22679499169080706024558191452650226048 | 0.027116989162448549569879066152224458138
f(z) = -3/64*z^3 + 67/21*z + 1
*
8/3 | 0.15403445204734487995636032629300125457 | 0.024287528080533808585481305407623704312
f(z) = -3/64*z^3 + 71/24*z + 1
*
8 | 0.15403523177499882489389757291259246437 | 0.023980898235658347892313729917791017563
f(z) = -3/64*z^3 + 77/24*z + 1
*
[ -2 ] 
f(z) = -3/76*z^3 + 63/38*z + 1
*
[ 15/2 ] 
f(z) = -2/75*z^3 + 71/30*z + 1
*
[ -15/2 ] 
f(z) = -2/75*z^3 + 79/30*z + 1
*
[ 10 ] 
f(z) = -1/60*z^3 + 77/30*z + 1
*
6 | 0.14879668126783714936559325119504764401 | 0.028562640710097417947072901695146422952
f(z) = -1/63*z^3 + 61/21*z + 1
*
12 | 0.14763274565315579229309899695580747698 | 0.028251033750982425358788174317309275796
f(z) = -1/63*z^3 + 62/21*z + 1
*
-6 | 0.087018062944921094652877557061577021892 | 0.016362561026386294335007375625654018671
f(z) = -1/63*z^3 + 68/21*z + 1
*
3 | 0.12317732111491104873891399405453926119 | 0.023226520679157398465228627699972938255
f(z) = -1/72*z^3 + 67/24*z + 1
*
[ 10 ] 
f(z) = -1/75*z^3 + 67/30*z + 1
*
[ -10 ] 
f(z) = -1/75*z^3 + 73/30*z + 1
*
[ -8/5 ] 
f(z) = -5/64*z^3 + 73/40*z + 1
*
76/15 | 0.24780855559375668575528394906746849906 | 0.029057098916358523708154592535533936667
f(z) = -5/64*z^3 + 79/45*z + 1
*
-2/5 | 0.14969127053308101978580438232020037338 | 0.023764482720320046536361615895674532757
f(z) = -5/72*z^3 + 68/45*z + 1
*
[ 18/5 ] 
f(z) = -5/72*z^3 + 73/45*z + 1
*
[ -3/2 ] 
f(z) = -2/63*z^3 + 73/42*z + 1
*
[ -6 ] 
f(z) = -1/63*z^3 + 73/42*z + 1
*
[ 6 ] 
f(z) = -1/64*z^3 + 67/48*z + 1
*
-10 | 0.18417541811490085508475401395858802952 | 0.029308002247284578662837782665030022791
f(z) = -1/72*z^3 + 67/45*z + 1
*
[ 3/2 ] 
f(z) = -20/69*z^3 + 68/69*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.010738004564658388320719050036473917742
f(z) = -19/60*z^3 + 79/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017422634701545924401732065263136126115
f(z) = -18/61*z^3 + 79/61*z + 1
*
[ 5/3 ] 
f(z) = -18/65*z^3 + 76/65*z + 1
*
-1 | 0.046919150984827668897970410404390550561 | 0.010801393347127712848126766503378396005
f(z) = -17/60*z^3 + 77/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017473578522077162561550753856541519991
f(z) = -17/61*z^3 + 78/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014553865336259619338678582468636434147
f(z) = -17/62*z^3 + 79/62*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017525484313360550603746124920875938084
f(z) = -16/61*z^3 + 77/61*z + 1
*
[ 7/4 ] 
f(z) = -16/63*z^3 + 76/63*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014455282363610845412084710467535274644
f(z) = -16/63*z^3 + 79/63*z + 1
*
[ 3/2 ] 
f(z) = -16/75*z^3 + 61/75*z + 1
*
[ 15/8 ] 
f(z) = -16/75*z^3 + 73/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017578384028593644069532003289938472755
f(z) = -15/61*z^3 + 76/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014639779976948483035510007250345562290
f(z) = -15/62*z^3 + 77/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015667650263268744863116326554365767215
f(z) = -15/64*z^3 + 79/64*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017632311144600678322365059426440364258
f(z) = -14/61*z^3 + 75/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017691816122118090096840669484668556717
f(z) = -14/65*z^3 + 79/65*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.010935934774549419382631232369581515360
f(z) = -13/60*z^3 + 73/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017687300756948852563874237215115299705
f(z) = -13/61*z^3 + 74/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.014729168003633628568522462281545815994
f(z) = -13/62*z^3 + 75/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014584505098230735660743348105344051665
f(z) = -13/63*z^3 + 76/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015760139819253152581001802400883437462
f(z) = -13/64*z^3 + 77/64*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.010162954938604725800579827846480384745
f(z) = -13/66*z^3 + 79/66*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017743389682437108422102393909740333767
f(z) = -12/61*z^3 + 73/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017796254770555925780883979959047740053
f(z) = -12/65*z^3 + 77/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017820255731603888560934913562611576872
f(z) = -12/67*z^3 + 79/67*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.011007203438841248780084468116016324274
f(z) = -11/60*z^3 + 71/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017800616569642819692719534928748959298
f(z) = -11/61*z^3 + 72/61*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.014821957566611125951590295977669883942
f(z) = -11/62*z^3 + 73/62*z + 1
*
[ 2 ] 
f(z) = -11/62*z^3 + 75/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014674871572042847378513767179585064619
f(z) = -11/63*z^3 + 74/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015856205968792237035556738686804873114
f(z) = -11/64*z^3 + 75/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017849971791594842268343007177365156661
f(z) = -11/65*z^3 + 76/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017872362196863763636911268058769814193
f(z) = -11/67*z^3 + 78/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015924588489720390988342077023558034353
f(z) = -11/68*z^3 + 79/68*z + 1
*
[ 2 ] 
f(z) = -11/70*z^3 + 79/70*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017859022018286406809157261520922200058
f(z) = -10/61*z^3 + 71/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014721407659683617718514935620745525042
f(z) = -10/63*z^3 + 73/63*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017925452587063998805012635859534776265
f(z) = -10/67*z^3 + 77/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013289034056334650614784914132826293332
f(z) = -10/69*z^3 + 79/69*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017918648708257821078325223884884221703
f(z) = -9/61*z^3 + 70/61*z + 1
*
[ 2 ] 
f(z) = -9/62*z^3 + 67/62*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.014918551149120497867251529983479097962
f(z) = -9/62*z^3 + 71/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015956095549925567550064051830783926592
f(z) = -9/64*z^3 + 73/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017960571294120832536628891622826363397
f(z) = -9/65*z^3 + 74/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017979559584641070316451521643136152611
f(z) = -9/67*z^3 + 76/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.016018594808083369699619441901581325937
f(z) = -9/68*z^3 + 77/68*z + 1
*
[ 2 ] 
f(z) = -9/70*z^3 + 71/70*z + 1
*
[ 2 ] 
f(z) = -9/74*z^3 + 73/74*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017979541539243434079485368445100292181
f(z) = -8/61*z^3 + 69/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014817345966013209517472012749485151928
f(z) = -8/63*z^3 + 71/63*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018017526799027180389749909690257111778
f(z) = -8/65*z^3 + 73/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018034717430430487578875648303110269803
f(z) = -8/67*z^3 + 75/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013367482122169612502842865430138504535
f(z) = -8/69*z^3 + 77/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018066016326739450739430395216414625462
f(z) = -8/71*z^3 + 79/71*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = -8/75*z^3 + 68/75*z + 1
*
-1 | 0.046920184601248558620151607607125118016 | 0.011159004676076600150662768607811738913
f(z) = -7/60*z^3 + 67/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018041747781998652067790004393720280244
f(z) = -7/61*z^3 + 68/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.015019073225854674196201576153036600604
f(z) = -7/62*z^3 + 69/62*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.016060080224358929075629563177914682426
f(z) = -7/64*z^3 + 71/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018075637847271496780607966014258461959
f(z) = -7/65*z^3 + 72/65*z + 1
*
[ 2 ] 
f(z) = -7/66*z^3 + 61/66*z + 1
*
-1 | 0.044407153770559248791278851201211442767 | 0.010350209430874647796837562225129973559
f(z) = -7/66*z^3 + 73/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018090962020953830073541644373148271919
f(z) = -7/67*z^3 + 74/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.016116236373569954462292472775642125402
f(z) = -7/68*z^3 + 75/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013407831135355351135313571359466139331
f(z) = -7/69*z^3 + 76/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018118841396496676922315292885428337912
f(z) = -7/71*z^3 + 78/71*z + 1
*
[ 18/7 ] 
f(z) = -7/72*z^3 + 79/63*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.013062756525603803594193034475827918089
f(z) = -7/72*z^3 + 79/72*z + 1
*
[ 2 ] 
f(z) = -7/74*z^3 + 65/74*z + 1
*
[ 5/2 ] 
f(z) = -7/75*z^3 + 71/60*z + 1
*
[ 2 ] 
f(z) = -7/78*z^3 + 67/78*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018105317242432336956019843108641588985
f(z) = -6/61*z^3 + 67/61*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018134945665843877758075528055932425278
f(z) = -6/65*z^3 + 71/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018148331013246534618749956094801155827
f(z) = -6/67*z^3 + 73/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018172663960583084187885465615192459990
f(z) = -6/71*z^3 + 77/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018183751196160720842008834999855615801
f(z) = -6/73*z^3 + 79/73*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018170302439805930243581645116264537171
f(z) = -5/61*z^3 + 66/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.015124139002537820074912337860667698795
f(z) = -5/62*z^3 + 67/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014968950620235373295852751356815216648
f(z) = -5/63*z^3 + 68/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.016168459797058335136168241171464564058
f(z) = -5/64*z^3 + 69/64*z + 1
*
-1 | 0.044407153770559248791278851201211442767 | 0.010417660967161770928160446948897957146
f(z) = -5/66*z^3 + 71/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018206863937927492202744918886321691165
f(z) = -5/67*z^3 + 72/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.016217764072186515111528998257181031459
f(z) = -5/68*z^3 + 73/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013490906866277292969792538251762223763
f(z) = -5/69*z^3 + 74/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018227517152161286495860317580430075253
f(z) = -5/71*z^3 + 76/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.013139868825832891028912211606234910246
f(z) = -5/72*z^3 + 77/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018236920522923894222325876826627607729
f(z) = -5/73*z^3 + 78/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.015303730011652999507836573193142922811
f(z) = -5/74*z^3 + 79/74*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018236758800505465844804162026924814089
f(z) = -4/61*z^3 + 65/61*z + 1
*
[ 5/2 ] 
f(z) = -4/65*z^3 + 64/65*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018257327225259130346322895671375258593
f(z) = -4/65*z^3 + 69/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018266602321287813064312001541243786945
f(z) = -4/67*z^3 + 71/67*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013533447524410106032327313195045222816
f(z) = -4/69*z^3 + 73/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018283435684284938687512534326241330711
f(z) = -4/71*z^3 + 75/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018291093844611757434527773556912499553
f(z) = -4/73*z^3 + 77/73*z + 1
*
-5 | 0.11095304716866633309019346578305706577 | 0.018637411733135580246639283432780598315
f(z) = -4/75*z^3 + 77/60*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013642420553067841785238745652707807115
f(z) = -4/75*z^3 + 79/75*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018304744869021253939729019206744553935
f(z) = -3/61*z^3 + 64/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.015233937707989339744315957435046073876
f(z) = -3/62*z^3 + 65/62*z + 1
*
[ 12/5 ] 
f(z) = -3/64*z^3 + 64/75*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.016281566096015838496943272138031221770
f(z) = -3/64*z^3 + 67/64*z + 1
*
20/3 | 0.20449958612983742428586675724483602992 | 0.024088200918035325444242443763239420983
f(z) = -3/64*z^3 + 76/75*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018320494560586175074022372331939637158
f(z) = -3/65*z^3 + 68/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018327589817261965651812945296076826069
f(z) = -3/67*z^3 + 70/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.016323454020695957885732858326539889085
f(z) = -3/68*z^3 + 71/68*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.015345624360184569140839053549615200538
f(z) = -3/70*z^3 + 73/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018340455948527466835968955009960016925
f(z) = -3/71*z^3 + 74/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018346304510313252817352635742962992170
f(z) = -3/73*z^3 + 76/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.015394221397921181357554883144352914206
f(z) = -3/74*z^3 + 77/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016395983057882986902458861626077935470
f(z) = -3/76*z^3 + 79/76*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018374322537971239860591223040640027540
f(z) = -2/61*z^3 + 63/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.015130748154581955596385779112579281581
f(z) = -2/63*z^3 + 65/63*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018385046175438963236114700212530354349
f(z) = -2/65*z^3 + 67/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018389872350241244202548614550490373466
f(z) = -2/67*z^3 + 69/67*z + 1
*
[ 3 ] 
f(z) = -2/69*z^3 + 64/69*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013621886464323334567981089352526953319
f(z) = -2/69*z^3 + 71/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018398616121255544043672327283387819577
f(z) = -2/71*z^3 + 73/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018402587459304394660360511140805687639
f(z) = -2/73*z^3 + 75/73*z + 1
*
[ 3 ] 
f(z) = -2/75*z^3 + 68/75*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013722716784628849405752631806315073279
f(z) = -2/75*z^3 + 77/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018409841211406405920726087848779909217
f(z) = -2/77*z^3 + 79/77*z + 1
*
[ 5 ] 
f(z) = -1/60*z^3 + 73/60*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.018445557299233789422486764746619060528
f(z) = -1/61*z^3 + 62/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.015348850529415355214100529444538362918
f(z) = -1/62*z^3 + 63/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.015187155112199009308786896838978146565
f(z) = -1/63*z^3 + 64/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.016399767527500031950983585357283698619
f(z) = -1/64*z^3 + 65/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.018451035400506693637241938147284874651
f(z) = -1/65*z^3 + 66/65*z + 1
*
[ 5 ] 
f(z) = -1/65*z^3 + 77/65*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.010561176678269919401128369173381351553
f(z) = -1/66*z^3 + 67/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.018453498269798741173028746364655446859
f(z) = -1/67*z^3 + 68/67*z + 1
*
[ 4 ] 
f(z) = -1/68*z^3 + 67/68*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.016433610940650699153364735434190269111
f(z) = -1/68*z^3 + 69/68*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013667123156382027450471727999762801186
f(z) = -1/69*z^3 + 70/69*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.015445630639795867776978514143314658293
f(z) = -1/70*z^3 + 71/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018457956278258039274933662717568311773
f(z) = -1/71*z^3 + 72/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018459979320319755570777394346145382823
f(z) = -1/73*z^3 + 74/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.015487906040668230280485556319913708177
f(z) = -1/74*z^3 + 75/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013764138054201288391731206813685122886
f(z) = -1/75*z^3 + 76/75*z + 1
*
[ 4 ] 
f(z) = -1/76*z^3 + 73/76*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016492772121173903776150982191793653088
f(z) = -1/76*z^3 + 77/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018463671625849937949009421689288317613
f(z) = -1/77*z^3 + 78/77*z + 1
*
[ 3 ] 
f(z) = -1/78*z^3 + 61/78*z + 1
*
-1 | 0.047499714314567362624496614435517417997 | 0.010870873373107928122453047492884182877
f(z) = -1/78*z^3 + 79/78*z + 1
*
[ 3/2 ] 
f(z) = -17/63*z^3 + 79/84*z + 1
*
[ 3/2 ] 
f(z) = -13/63*z^3 + 67/84*z + 1
*
[ 3/2 ] 
f(z) = -13/72*z^3 + 71/96*z + 1
*
[ 3/2 ] 
f(z) = -11/63*z^3 + 61/84*z + 1
*
[ 3/2 ] 
f(z) = -11/72*z^3 + 65/96*z + 1
*
2 | 0.15509453939355545522635503425076580870 | 0.023236663847868848735604837245878943847
f(z) = -11/72*z^3 + 74/99*z + 1
*
[ 18/11 ] 
f(z) = -11/72*z^3 + 79/99*z + 1
*
-8/13 | 0.20153176896631260090852357220487847077 | 0.029972753000623364523019947847904517967
f(z) = -13/64*z^3 + 73/104*z + 1
*
2 | 0.15581794927533696824542559307474945443 | 0.022775022918353179664609142704028222574
f(z) = -13/72*z^3 + 71/117*z + 1
*
[ 18/13 ] 
f(z) = -13/72*z^3 + 73/117*z + 1
*
-3/5 | 0.15320708130933456339187625728532195484 | 0.026632793869528822840834927571592549256
f(z) = -10/63*z^3 + 76/105*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -18/65*z^3 + 79/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -18/67*z^3 + 77/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -17/61*z^3 + 75/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -17/63*z^3 + 73/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -17/65*z^3 + 71/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -17/67*z^3 + 69/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013521138662413232769082924300762863956
f(z) = -17/69*z^3 + 67/138*z + 1
*
-2 | 0.077078112958710078419150871080526715560 | 0.016044499439321220421934483930098721068
f(z) = -16/61*z^3 + 67/122*z + 1
*
-2 | 0.064112421658206652089785882609803244995 | 0.013256551808126408817350842694555003328
f(z) = -16/63*z^3 + 65/126*z + 1
*
-2 | 0.078254287138753149935870457587302484042 | 0.016076781363392066177441486846031630319
f(z) = -16/65*z^3 + 63/130*z + 1
*
-2 | 0.078815497314592574917644998727528715639 | 0.016091889594956230243925016973799089215
f(z) = -16/67*z^3 + 61/134*z + 1
*
[ 4/3 ] 
f(z) = -9/62*z^3 + 63/124*z + 1
*
-5/8 | 0.18881003608098978887728730214901516155 | 0.029515728053540721862853726042909657570
f(z) = -8/75*z^3 + 77/120*z + 1
*
[ 5/3 ] 
f(z) = -4/75*z^3 + 74/135*z + 1
*
[ 2 ] 
f(z) = -2/61*z^3 + 77/122*z + 1
*
[ 2 ] 
f(z) = -2/63*z^3 + 79/126*z + 1
*
[ 5/3 ] 
f(z) = -2/75*z^3 + 64/135*z + 1
*
[ 2 ] 
f(z) = -1/61*z^3 + 69/122*z + 1
*
[ 2 ] 
f(z) = -1/63*z^3 + 71/126*z + 1
*
[ 2 ] 
f(z) = -1/65*z^3 + 73/130*z + 1
*
[ 2 ] 
f(z) = -1/67*z^3 + 75/134*z + 1
*
[ 2 ] 
f(z) = -1/69*z^3 + 77/138*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -19/73*z^3 + 79/146*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.013604299688595406438020617578366987925
f(z) = -19/75*z^3 + 77/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = -19/77*z^3 + 75/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = -19/79*z^3 + 73/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -18/71*z^3 + 73/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -18/73*z^3 + 71/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -18/77*z^3 + 67/154*z + 1
*
[ 7/6 ] 
f(z) = -18/77*z^3 + 71/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -18/79*z^3 + 65/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -17/71*z^3 + 65/142*z + 1
*
2 | 0.16786904655298398815171943981835945648 | 0.023610674052193507895568674591993012727
f(z) = -17/72*z^3 + 77/153*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = -17/73*z^3 + 63/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = -17/75*z^3 + 61/150*z + 1
*
[ 4/3 ] 
f(z) = -9/70*z^3 + 67/140*z + 1
*
[ 4/3 ] 
f(z) = -9/74*z^3 + 69/148*z + 1
*
11/4 | 0.14522884722725895517698045777152598351 | 0.028832680926492648704423747029155870330
f(z) = -8/77*z^3 + 65/154*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -2/75*z^3 + 79/150*z + 1
*
[ 12/7 ] 
f(z) = -1/64*z^3 + 68/147*z + 1
*
[ 2 ] 
f(z) = -1/71*z^3 + 79/142*z + 1
*
[ 15/13 ] 
f(z) = -13/75*z^3 + 71/195*z + 1
*
-5/6 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = -12/65*z^3 + 64/195*z + 1
*
[ 4/3 ] 
f(z) = -3/68*z^3 + 67/204*z + 1
*
0 | 0.10142604201742222723151568326741894082 | 0.018968393927887400960593265985941573081
f(z) = -3/70*z^3 + 79/210*z + 1
*
6 | 0.082506192993466513051154885052560264056 | 0.015430060555074703699550157298184789174
f(z) = -1/70*z^3 + 73/210*z + 1
*
[ 4/3 ] 
f(z) = -3/76*z^3 + 73/228*z + 1
*
[ 16/15 ] 
f(z) = -15/64*z^3 + 79/240*z + 1
*
[ 6/5 ] 
f(z) = -5/64*z^3 + 67/240*z + 1
*
-3/2 | 0.13400875335912294667447152493205699650 | 0.024033353045404668331637506573133640013
f(z) = -17/66*z^3 + 65/264*z + 1
*
-5/2 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -9/65*z^3 + 69/260*z + 1
*
[ 5/4 ] 
f(z) = -4/65*z^3 + 77/260*z + 1
*
[ 5 ] 
f(z) = -17/75*z^3 + 97/15*z + 1
*
[ 5 ] 
f(z) = -16/75*z^3 + 92/15*z + 1
*
[ -5 ] 
f(z) = -16/75*z^3 + 98/15*z + 1
*
[ 5 ] 
f(z) = -14/75*z^3 + 82/15*z + 1
*
[ -5 ] 
f(z) = -14/75*z^3 + 88/15*z + 1
*
[ -12 ] 
f(z) = -13/64*z^3 + 91/3*z + 1
*
[ -5 ] 
f(z) = -13/75*z^3 + 83/15*z + 1
*
-12/11 | 0.16674010934900907796601728837649741117 | 0.019466244510660536577563658765410236290
f(z) = -11/64*z^3 + 82/11*z + 1
*
[ 8 ] 
f(z) = -11/64*z^3 + 95/8*z + 1
*
[ -8 ] 
f(z) = -11/64*z^3 + 97/8*z + 1
*
[ -8 ] 
f(z) = -9/64*z^3 + 81/8*z + 1
*
[ -16/3 ] 
f(z) = -9/64*z^3 + 83/16*z + 1
*
[ 28/3 ] 
f(z) = -9/64*z^3 + 92/7*z + 1
*
15/2 | 0.18055564825479702366039826626842883794 | 0.029663599583615462139930485864474412783
f(z) = -8/75*z^3 + 88/15*z + 1
*
4/5 | 0.24928632382320369818525796311022173838 | 0.028827495003098780194391723627159789592
f(z) = -5/64*z^3 + 89/5*z + 1
*
-4/3 | 0.17561731616053520537323677964745117962 | 0.022273525524740320778135868807022756014
f(z) = -3/64*z^3 + 83/6*z + 1
*
[ -20 ] 
f(z) = -3/64*z^3 + 99/5*z + 1
*
[ -16 ] 
f(z) = -1/64*z^3 + 81/16*z + 1
*
[ -28 ] 
f(z) = -1/64*z^3 + 93/7*z + 1
*
[ -3 ] 
f(z) = -20/63*z^3 + 88/21*z + 1
*
[ -2 ] 
f(z) = -19/60*z^3 + 83/30*z + 1
*
[ -3 ] 
f(z) = -19/63*z^3 + 85/21*z + 1
*
[ -2 ] 
f(z) = -19/68*z^3 + 89/34*z + 1
*
[ -3 ] 
f(z) = -19/72*z^3 + 89/24*z + 1
*
[ -3 ] 
f(z) = -17/72*z^3 + 83/24*z + 1
*
[ -2 ] 
f(z) = -17/76*z^3 + 91/38*z + 1
*
[ -4/9 ] 
f(z) = -15/64*z^3 + 89/27*z + 1
*
[ -2 ] 
f(z) = -15/68*z^3 + 81/34*z + 1
*
[ -2 ] 
f(z) = -15/76*z^3 + 87/38*z + 1
*
[ -12/13 ] 
f(z) = -13/64*z^3 + 88/39*z + 1
*
-20/13 | 0.19919870822914668262340165702599821246 | 0.024774581707933961635937151745177800095
f(z) = -13/64*z^3 + 97/26*z + 1
*
[ -2 ] 
f(z) = -13/76*z^3 + 83/38*z + 1
*
[ -4/11 ] 
f(z) = -11/64*z^3 + 83/22*z + 1
*
[ -6/11 ] 
f(z) = -11/72*z^3 + 95/33*z + 1
*
[ -2/3 ] 
f(z) = -9/68*z^3 + 87/34*z + 1
*
0 | 0.12864099044466370698317322025205412209 | 0.024667799647764936357943574079690916076
f(z) = -9/70*z^3 + 92/35*z + 1
*
[ -2/3 ] 
f(z) = -9/76*z^3 + 97/38*z + 1
*
[ -15/4 ] 
f(z) = -8/75*z^3 + 83/30*z + 1
*
-5/4 | 0.17882812047067465070873463678254471198 | 0.029325343083087028789770323131917943699
f(z) = -8/75*z^3 + 89/30*z + 1
*
[ 4 ] 
f(z) = -7/72*z^3 + 83/36*z + 1
*
6 | 0.21509867278265603447068670420794256067 | 0.027744769522361618256138721883544049346
f(z) = -7/72*z^3 + 97/21*z + 1
*
[ -4 ] 
f(z) = -5/72*z^3 + 85/36*z + 1
*
-8 | 0.15647721848730181704289950951741967548 | 0.024079782146718448633798669311541073100
f(z) = -3/64*z^3 + 83/24*z + 1
*
[ -4/9 ] 
f(z) = -3/64*z^3 + 88/27*z + 1
*
-8/3 | 0.17686701425196998544690137614309638883 | 0.026928275918387806154181326747636735019
f(z) = -3/64*z^3 + 89/24*z + 1
*
[ -20/3 ] 
f(z) = -3/64*z^3 + 97/30*z + 1
*
0 | 0.15487207334146579909464822245871224819 | 0.029887792849382143471577838862747610112
f(z) = -3/70*z^3 + 89/35*z + 1
*
-15/2 | 0.17882819289966582020068242375255753898 | 0.029325354960441717844614770917557728508
f(z) = -2/75*z^3 + 89/30*z + 1
*
15 | 0.12924755126503639314010961052359626093 | 0.023476797068706871398298939037521174169
f(z) = -1/63*z^3 + 82/21*z + 1
*
0 | 0.14933286622699133073931684893125755247 | 0.028881796437296473779268634108448256532
f(z) = -1/70*z^3 + 88/35*z + 1
*
-6/17 | 0.21304312255082796586801300747745945311 | 0.027553677110177210596355296439831690110
f(z) = -17/72*z^3 + 95/51*z + 1
*
[ -8/5 ] 
f(z) = -15/64*z^3 + 89/40*z + 1
*
[ -3/2 ] 
f(z) = -10/63*z^3 + 85/42*z + 1
*
2 | 0.14774014987275090309640621600836124748 | 0.025449907825368988763124231703155808742
f(z) = -9/64*z^3 + 83/48*z + 1
*
3/2 | 0.14879692871811045668078636623425222933 | 0.026631520774433233219325220245886774012
f(z) = -8/63*z^3 + 89/42*z + 1
*
-6 | 0.16904993301732726809190392015605216833 | 0.028458764204804221902356964287924394309
f(z) = -5/64*z^3 + 95/48*z + 1
*
[ -18/5 ] 
f(z) = -5/72*z^3 + 98/45*z + 1
*
6 | 0.16666077780439385789669714035710712968 | 0.029828774052113236931654325344386696847
f(z) = -4/63*z^3 + 89/42*z + 1
*
[ 6 ] 
f(z) = -2/63*z^3 + 83/42*z + 1
*
[ -6 ] 
f(z) = -2/63*z^3 + 97/42*z + 1
*
[ -20/3 ] 
f(z) = -1/64*z^3 + 83/45*z + 1
*
[ -6 ] 
f(z) = -1/64*z^3 + 83/48*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017323512254099969534332667828342157806
f(z) = -20/61*z^3 + 81/61*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014293704635791015212384668887993085779
f(z) = -20/63*z^3 + 83/63*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017435351571972678139867722593188361115
f(z) = -20/67*z^3 + 87/67*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.012935934862965226685263851183696698356
f(z) = -20/69*z^3 + 89/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017499661899791640321275291513307586424
f(z) = -20/71*z^3 + 91/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017529224175636344338615128687958355479
f(z) = -20/73*z^3 + 93/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017583808359354500564014190079097605191
f(z) = -20/77*z^3 + 97/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017609051256680825905068266953977110517
f(z) = -20/79*z^3 + 99/79*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.017372622333833161863792557787397249333
f(z) = -19/61*z^3 + 80/61*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.014471064153967661279423555718698376161
f(z) = -19/62*z^3 + 81/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014333021673594327217158582339095633174
f(z) = -19/63*z^3 + 82/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015492520973771949212990393859342636833
f(z) = -19/64*z^3 + 83/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017446775949123142500637347259944103440
f(z) = -19/65*z^3 + 84/65*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.0099952630650250161687486860270365463781
f(z) = -19/66*z^3 + 85/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017480603320347447315084719781442639715
f(z) = -19/67*z^3 + 86/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015580629320871976192439903754904907435
f(z) = -19/68*z^3 + 87/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.012968812426853259430105540759717626030
f(z) = -19/69*z^3 + 88/69*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014668102624762099862168381678774177895
f(z) = -19/70*z^3 + 89/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017542634472295829745559233655074102217
f(z) = -19/71*z^3 + 90/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012653250088068532688960718422101181706
f(z) = -19/72*z^3 + 91/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017571133913056767212790366376667876005
f(z) = -19/73*z^3 + 92/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.014753013689940206007116172876294095355
f(z) = -19/74*z^3 + 93/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013120172568210620125837421031765395832
f(z) = -19/75*z^3 + 94/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017623730217560339087285871574779235344
f(z) = -19/77*z^3 + 96/77*z + 1
*
-1 | 0.047500747930988252346677811638251985451 | 0.010383333101084372116868623227745591221
f(z) = -19/78*z^3 + 97/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017648042510232441698376825038232613775
f(z) = -19/79*z^3 + 98/79*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017494061185333581789133301359867162414
f(z) = -18/65*z^3 + 83/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017526624000278303569014497233588881073
f(z) = -18/67*z^3 + 85/67*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017586302328654996599975404989064876729
f(z) = -18/71*z^3 + 89/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017613705880015375139493770135063936374
f(z) = -18/73*z^3 + 91/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017664254669204777050612261859393415623
f(z) = -18/77*z^3 + 95/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017687609414416621623746109022317860116
f(z) = -18/79*z^3 + 97/79*z + 1
*
[ 2 ] 
f(z) = -17/62*z^3 + 99/62*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.014413787899119974264745802370491383359
f(z) = -17/63*z^3 + 80/63*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.015578512433863146595050052205994095168
f(z) = -17/64*z^3 + 81/64*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017542181297122861805589072563602340749
f(z) = -17/65*z^3 + 82/65*z + 1
*
-1 | 0.044406501631205529427032004202088813748 | 0.010049355831675562729627356246904918562
f(z) = -17/66*z^3 + 83/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017573436608165947349071171343711315734
f(z) = -17/67*z^3 + 84/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013035746307354811197492066892604441226
f(z) = -17/69*z^3 + 86/69*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014742752687062841587615554337926176023
f(z) = -17/70*z^3 + 87/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017630685273943461097498325556918865377
f(z) = -17/71*z^3 + 88/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012715896042054570051536632681633110098
f(z) = -17/72*z^3 + 89/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017656958501542048200461070512719192835
f(z) = -17/73*z^3 + 90/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014823970938919003995115197680476799653
f(z) = -17/74*z^3 + 91/74*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013182802373957111312163611535555624534
f(z) = -17/75*z^3 + 92/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015805807036242844922789138773671923187
f(z) = -17/76*z^3 + 93/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017705397734559338445016764498108263247
f(z) = -17/77*z^3 + 94/77*z + 1
*
-1 | 0.047500747930988252346677811638251985451 | 0.010430837078314884279551307114810522984
f(z) = -17/78*z^3 + 95/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017727766940056790542393493826523657440
f(z) = -17/79*z^3 + 96/79*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.017591162223105184539706679698718374501
f(z) = -16/65*z^3 + 81/65*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017621065127238439437097776134510871371
f(z) = -16/67*z^3 + 83/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013070065140490983129894146790924220056
f(z) = -16/69*z^3 + 85/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017675803922559686588526624485574166353
f(z) = -16/71*z^3 + 87/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017700910938036280236478934574416530801
f(z) = -16/73*z^3 + 89/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013214742135492303429098213061218025759
f(z) = -16/75*z^3 + 91/75*z + 1
*
[ 7/4 ] 
f(z) = -16/77*z^3 + 82/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017768530616376028190965611794789103086
f(z) = -16/79*z^3 + 95/79*z + 1
*
[ 2 ] 
f(z) = -15/62*z^3 + 91/62*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017669534582946058129470700365575938796
f(z) = -15/67*z^3 + 82/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015746587205490056031217949530624368600
f(z) = -15/68*z^3 + 83/68*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017721679741474127364824489316613868425
f(z) = -15/71*z^3 + 86/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017745583123640571008085562387210742328
f(z) = -15/73*z^3 + 88/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014897364082567177273290666822037658167
f(z) = -15/74*z^3 + 89/74*z + 1
*
[ 2 ] 
f(z) = -15/74*z^3 + 97/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015881982770213079175858331200830973494
f(z) = -15/76*z^3 + 91/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017789606872317547094811991822925445460
f(z) = -15/77*z^3 + 92/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017809916558217014739360868292924746474
f(z) = -15/79*z^3 + 94/79*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017718871102212981944603803950618301138
f(z) = -14/67*z^3 + 81/67*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013140492376294681253852561452289275554
f(z) = -14/69*z^3 + 83/69*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017768335096342240117237790247282934327
f(z) = -14/71*z^3 + 85/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017790995807095867974273352193151359344
f(z) = -14/73*z^3 + 87/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013280168023860543838986580554840780044
f(z) = -14/75*z^3 + 89/75*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017851941494905778370409515698685247950
f(z) = -14/79*z^3 + 93/79*z + 1
*
3 | 0.095119166040207908964752041817836980087 | 0.020792388084662378855127882873690398630
f(z) = -13/60*z^3 + 97/60*z + 1
*
[ 2 ] 
f(z) = -13/62*z^3 + 83/62*z + 1
*
[ 2 ] 
f(z) = -13/66*z^3 + 85/66*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.017769101976867507728841910281557791773
f(z) = -13/67*z^3 + 80/67*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.015833988863848036155782764184091938813
f(z) = -13/68*z^3 + 81/68*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.013176637326024455768337021630163704886
f(z) = -13/69*z^3 + 82/69*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014899785885081028721970517608481485864
f(z) = -13/70*z^3 + 83/70*z + 1
*
[ 2 ] 
f(z) = -13/70*z^3 + 87/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017815793300709956385167325709061022754
f(z) = -13/71*z^3 + 84/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012847516078313521837044838645227809357
f(z) = -13/72*z^3 + 85/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017837170595271257067335434290354086616
f(z) = -13/73*z^3 + 86/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014973180920322531382532460093265238706
f(z) = -13/74*z^3 + 87/74*z + 1
*
[ 2 ] 
f(z) = -13/74*z^3 + 89/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013313452626319831741094553103599946059
f(z) = -13/75*z^3 + 88/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.015960614106423527903088612157269238770
f(z) = -13/76*z^3 + 89/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017876498571890621054700562162712306214
f(z) = -13/77*z^3 + 90/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017894622800878014449520558018593514163
f(z) = -13/79*z^3 + 92/79*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017864078668559984373193589903296433076
f(z) = -12/71*z^3 + 83/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017884129999577489177492300897505062564
f(z) = -12/73*z^3 + 85/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.017920997496671558423958241668362707382
f(z) = -12/77*z^3 + 89/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017937978528196764506091437142983570493
f(z) = -12/79*z^3 + 91/79*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.013250651477775178342149468215378361798
f(z) = -11/69*z^3 + 80/69*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.014982487360552543644745225531301380159
f(z) = -11/70*z^3 + 81/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017913216570470621108768203128963551930
f(z) = -11/71*z^3 + 82/71*z + 1
*
-1 | 0.057077033448099110688281517270971227131 | 0.012916744122291365360941204136558189654
f(z) = -11/72*z^3 + 83/72*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017931897485493120964934620554796887914
f(z) = -11/73*z^3 + 84/73*z + 1
*
[ 2 ] 
f(z) = -11/74*z^3 + 81/74*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.015051710907043549033012114668409878926
f(z) = -11/74*z^3 + 85/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013382165243776462111616500006533821481
f(z) = -11/75*z^3 + 86/75*z + 1
*
[ 5/2 ] 
f(z) = -11/75*z^3 + 91/60*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016041842119881194704583598151262247679
f(z) = -11/76*z^3 + 87/76*z + 1
*
[ 2 ] 
f(z) = -11/78*z^3 + 83/78*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.010582299807562515811423149346052685563
f(z) = -11/78*z^3 + 89/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.017982027441101230767647910326873448742
f(z) = -11/79*z^3 + 90/79*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.017963233493684579921616826346423766942
f(z) = -10/71*z^3 + 81/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.017980497525453256972696066697327133291
f(z) = -10/73*z^3 + 83/73*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018012202447566812063435520563641029215
f(z) = -10/77*z^3 + 87/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018026789052738564291771317627645280491
f(z) = -10/79*z^3 + 89/79*z + 1
*
[ 7/3 ] 
f(z) = -9/70*z^3 + 89/70*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.018014157106413979842821040341708087915
f(z) = -9/71*z^3 + 80/71*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018029955655374344538741646131217261567
f(z) = -9/73*z^3 + 82/73*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.015132816118219231797122922516311220397
f(z) = -9/74*z^3 + 83/74*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016125819657055190327236735893006944526
f(z) = -9/76*z^3 + 85/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018058951355925100722721388975238712964
f(z) = -9/77*z^3 + 86/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018072283664243720694455985846437667639
f(z) = -9/79*z^3 + 88/79*z + 1
*
[ 5/2 ] 
f(z) = -8/65*z^3 + 89/65*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018080298535114465305495991614916944873
f(z) = -8/73*z^3 + 81/73*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.013489928802337582858607655040331879938
f(z) = -8/75*z^3 + 83/75*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018106494636040069479557939442413116014
f(z) = -8/77*z^3 + 85/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018118532406347060639105341691691372089
f(z) = -8/79*z^3 + 87/79*z + 1
*
4 | 0.052449369966943056314784680447206244330 | 0.011465067457464137596123301285787342136
f(z) = -7/60*z^3 + 97/60*z + 1
*
[ 12/5 ] 
f(z) = -7/64*z^3 + 91/75*z + 1
*
2 | 0.12998425474116338639543332122176861035 | 0.019690914027125746543876068128920201309
f(z) = -7/72*z^3 + 92/63*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.018131554013197395397624324827633284615
f(z) = -7/73*z^3 + 80/73*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.015216662630640152058003581791806720713
f(z) = -7/74*z^3 + 81/74*z + 1
*
-1 | 0.059608811571633347207435530860229171834 | 0.013526800376184448152400680726187555417
f(z) = -7/75*z^3 + 82/75*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016212712636646925806202163004242413691
f(z) = -7/76*z^3 + 83/76*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.010691835358951738113514154332330968671
f(z) = -7/78*z^3 + 85/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018165557283705432902031601431822655813
f(z) = -7/79*z^3 + 86/79*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018204060359975159682833974358638710613
f(z) = -6/77*z^3 + 83/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018213381222170185270932156204322881531
f(z) = -6/79*z^3 + 85/79*z + 1
*
[ 8/3 ] 
f(z) = -5/64*z^3 + 85/72*z + 1
*
[ 3 ] 
f(z) = -5/66*z^3 + 89/66*z + 1
*
[ 3 ] 
f(z) = -5/69*z^3 + 91/69*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.016302701530902709541589210367328130877
f(z) = -5/76*z^3 + 81/76*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018254133433932120479645419535795721105
f(z) = -5/77*z^3 + 82/77*z + 1
*
-1 | 0.047500747930988252346677811638251985451 | 0.010749595232554435314625756207430969409
f(z) = -5/78*z^3 + 83/78*z + 1
*
[ 3 ] 
f(z) = -5/78*z^3 + 97/78*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018262028119225093764478538206594450079
f(z) = -5/79*z^3 + 84/79*z + 1
*
[ 7/2 ] 
f(z) = -4/63*z^3 + 94/63*z + 1
*
[ 3 ] 
f(z) = -4/69*z^3 + 82/69*z + 1
*
[ 3 ] 
f(z) = -4/75*z^3 + 86/75*z + 1
*
[ 15/4 ] 
f(z) = -4/75*z^3 + 89/60*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018305102258359075653319021860251790007
f(z) = -4/77*z^3 + 81/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018311522897848799467966627209110858372
f(z) = -4/79*z^3 + 83/79*z + 1
*
[ 4 ] 
f(z) = -3/68*z^3 + 99/68*z + 1
*
-7 | 0.11141837217418408893717952890486756799 | 0.024948648564617224349765227055936187554
f(z) = -3/70*z^3 + 87/70*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.018356995028038012694898074226692430451
f(z) = -3/77*z^3 + 80/77*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018361891564080238792612037442879218219
f(z) = -3/79*z^3 + 82/79*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018413161268592023790532926873959001566
f(z) = -2/79*z^3 + 81/79*z + 1
*
[ -4 ] 
f(z) = -1/60*z^3 + 91/60*z + 1
*
[ -5 ] 
f(z) = -1/60*z^3 + 97/60*z + 1
*
[ -2 ] 
f(z) = -1/62*z^3 + 97/62*z + 1
*
[ 5 ] 
f(z) = -1/70*z^3 + 81/70*z + 1
*
[ 15/2 ] 
f(z) = -1/75*z^3 + 97/60*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.018465360372606088165624382934701516057
f(z) = -1/79*z^3 + 80/79*z + 1
*
[ 3/2 ] 
f(z) = -19/63*z^3 + 85/84*z + 1
*
[ 3/2 ] 
f(z) = -19/72*z^3 + 89/96*z + 1
*
[ 3/2 ] 
f(z) = -17/72*z^3 + 83/96*z + 1
*
-3/5 | 0.13739142376065424614251041225796731457 | 0.023883474818442659304165593202068970887
f(z) = -20/63*z^3 + 82/105*z + 1
*
3 | 0.15873026534531221153654571262808616935 | 0.027592918040530196971591028265066424930
f(z) = -5/63*z^3 + 82/105*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.016440342491992788117387929464245888660
f(z) = -20/61*z^3 + 99/122*z + 1
*
-2 | 0.066014060013652318233591732051389463289 | 0.013649754353394154128452252936503305822
f(z) = -20/63*z^3 + 97/126*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.016480150222726196367859977220954197903
f(z) = -20/67*z^3 + 93/134*z + 1
*
-2 | 0.060918198851981049878755764546784193385 | 0.012363519872234353313982642806133919541
f(z) = -20/69*z^3 + 91/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = -19/61*z^3 + 91/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = -19/63*z^3 + 89/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = -19/65*z^3 + 87/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = -19/67*z^3 + 85/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013521138662413232769082924300762863956
f(z) = -19/69*z^3 + 83/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -18/61*z^3 + 83/122*z + 1
*
[ 3/2 ] 
f(z) = -10/69*z^3 + 91/138*z + 1
*
[ 5/3 ] 
f(z) = -8/75*z^3 + 94/135*z + 1
*
[ 5/3 ] 
f(z) = -7/75*z^3 + 89/135*z + 1
*
-3/5 | 0.12775668066141001212408653428560947182 | 0.021704794882793581957655189107538509375
f(z) = -5/72*z^3 + 83/120*z + 1
*
[ 2 ] 
f(z) = -4/61*z^3 + 93/122*z + 1
*
[ 2 ] 
f(z) = -4/63*z^3 + 95/126*z + 1
*
[ 2 ] 
f(z) = -4/65*z^3 + 97/130*z + 1
*
[ 2 ] 
f(z) = -4/67*z^3 + 99/134*z + 1
*
[ 2 ] 
f(z) = -3/61*z^3 + 85/122*z + 1
*
[ 2 ] 
f(z) = -3/65*z^3 + 89/130*z + 1
*
[ 2 ] 
f(z) = -3/67*z^3 + 91/134*z + 1
*
-7/2 | 0.11714884798125885928899068449018426589 | 0.024222915503100386918805242114890828696
f(z) = -2/63*z^3 + 85/126*z + 1
*
[ 2 ] 
f(z) = -2/65*z^3 + 81/130*z + 1
*
[ 2 ] 
f(z) = -2/67*z^3 + 83/134*z + 1
*
[ 2 ] 
f(z) = -2/69*z^3 + 85/138*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.016504000810363857853233422824964681035
f(z) = -20/71*z^3 + 89/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.016515230112366698960595976072797612249
f(z) = -20/73*z^3 + 87/146*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.016536446787030364127418078920277026334
f(z) = -20/77*z^3 + 83/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016546486131776245221436894844570519011
f(z) = -20/79*z^3 + 81/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = -19/71*z^3 + 81/142*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = -8/75*z^3 + 91/150*z + 1
*
[ 12/7 ] 
f(z) = -5/64*z^3 + 95/147*z + 1
*
0 | 0.14488974094178318735625002918187229063 | 0.028916441217044565371068848047214918165
f(z) = -4/75*z^3 + 83/150*z + 1
*
[ 2 ] 
f(z) = -3/71*z^3 + 95/142*z + 1
*
[ 2 ] 
f(z) = -3/73*z^3 + 97/146*z + 1
*
[ 2 ] 
f(z) = -2/71*z^3 + 87/142*z + 1
*
[ 2 ] 
f(z) = -2/73*z^3 + 89/146*z + 1
*
[ 2 ] 
f(z) = -2/75*z^3 + 91/150*z + 1
*
[ 2 ] 
f(z) = -2/79*z^3 + 95/158*z + 1
*
26/3 | 0.15839504144503908559415506808220670791 | 0.024920131926729728190962714456848793224
f(z) = -1/64*z^3 + 97/144*z + 1
*
[ 2 ] 
f(z) = -1/73*z^3 + 81/146*z + 1
*
[ 2 ] 
f(z) = -1/75*z^3 + 83/150*z + 1
*
[ 2 ] 
f(z) = -1/77*z^3 + 85/154*z + 1
*
[ 2 ] 
f(z) = -1/79*z^3 + 87/158*z + 1
*
2 | 0.18545807863622600611230413724647271078 | 0.025682783467990872155641871008512217304
f(z) = -19/72*z^3 + 86/171*z + 1
*
[ 15/11 ] 
f(z) = -11/75*z^3 + 89/165*z + 1
*
10/3 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = -6/65*z^3 + 83/195*z + 1
*
[ 3/2 ] 
f(z) = -4/61*z^3 + 88/183*z + 1
*
[ 3/2 ] 
f(z) = -4/65*z^3 + 92/195*z + 1
*
-5/2 | 0.095645870458061906388407144385108215153 | 0.013749047029114329372377363217532438882
f(z) = -14/75*z^3 + 89/210*z + 1
*
[ 6/5 ] 
f(z) = -10/63*z^3 + 83/210*z + 1
*
0 | 0.14211435242574614089434356891366680687 | 0.026577799606486949043942247419714836083
f(z) = -9/70*z^3 + 97/210*z + 1
*
[ 3/2 ] 
f(z) = -4/67*z^3 + 94/201*z + 1
*
[ 3/2 ] 
f(z) = -4/71*z^3 + 98/213*z + 1
*
[ 8/5 ] 
f(z) = -3/64*z^3 + 99/200*z + 1
*
[ 8/5 ] 
f(z) = -1/64*z^3 + 83/200*z + 1
*
[ 7/6 ] 
f(z) = -12/77*z^3 + 82/231*z + 1
*
-7/8 | 0.13523365302049915793546379053329908758 | 0.024457073394056756186649954658915026857
f(z) = -16/63*z^3 + 85/252*z + 1
*
[ 5/4 ] 
f(z) = -7/75*z^3 + 83/240*z + 1
*
[ 3/2 ] 
f(z) = -1/60*z^3 + 89/240*z + 1
*
-16/17 | 0.094505324655155750924442671630372251611 | 0.013516021358716110379016334863882456713
f(z) = -17/64*z^3 + 81/272*z + 1
*
-5/6 | 0.15539939458637321267063899431834854272 | 0.027578562028113678951739318686689660221
f(z) = -9/70*z^3 + 81/280*z + 1
*
[ 7/6 ] 
f(z) = -9/70*z^3 + 89/280*z + 1
*
-4 | 0.24807883975391584075694926906176826361 | 0.027781730075971589433462782558082131657
f(z) = -19/64*z^3 + 118/19*z + 1
*
[ 5 ] 
f(z) = -19/75*z^3 + 107/15*z + 1
*
[ -5 ] 
f(z) = -19/75*z^3 + 113/15*z + 1
*
[ -12 ] 
f(z) = -17/64*z^3 + 118/3*z + 1
*
[ -5 ] 
f(z) = -17/75*z^3 + 103/15*z + 1
*
[ 12 ] 
f(z) = -15/64*z^3 + 104/3*z + 1
*
[ 8 ] 
f(z) = -13/64*z^3 + 111/8*z + 1
*
[ -8 ] 
f(z) = -13/64*z^3 + 113/8*z + 1
*
[ 15/2 ] 
f(z) = -8/75*z^3 + 103/15*z + 1
*
[ -15/2 ] 
f(z) = -8/75*z^3 + 107/15*z + 1
*
[ -12 ] 
f(z) = -7/64*z^3 + 101/6*z + 1
*
[ 15 ] 
f(z) = -2/75*z^3 + 104/15*z + 1
*
[ -15 ] 
f(z) = -2/75*z^3 + 106/15*z + 1
*
-4/17 | 0.23594957351900756929908692031183340035 | 0.028861393686051120350741275419416795990
f(z) = -17/64*z^3 + 111/34*z + 1
*
-4 | 0.14555979207939883569649501346739093070 | 0.027033136883219837277598859647454881915
f(z) = -17/72*z^3 + 109/36*z + 1
*
-4/15 | 0.23109175549838540794014827557416416230 | 0.028205573765671963680602081920728740586
f(z) = -15/64*z^3 + 113/30*z + 1
*
36/13 | 0.24658376741124924280985017146471397728 | 0.028041237821704714984279142085096215940
f(z) = -13/64*z^3 + 103/39*z + 1
*
[ -4/13 ] 
f(z) = -13/64*z^3 + 111/26*z + 1
*
[ 4 ] 
f(z) = -11/72*z^3 + 115/36*z + 1
*
[ -4/15 ] 
f(z) = -9/64*z^3 + 119/25*z + 1
*
-5/2 | 0.17882812047067465070873463678254471198 | 0.028465540811209823746670486800798215757
f(z) = -8/75*z^3 + 107/30*z + 1
*
0 | 0.14154582684479788083311481566395601972 | 0.025866013449556117625014011111537472703
f(z) = -7/66*z^3 + 119/33*z + 1
*
[ -4 ] 
f(z) = -7/72*z^3 + 101/36*z + 1
*
[ -28/3 ] 
f(z) = -3/64*z^3 + 109/21*z + 1
*
-5 | 0.17883049655844109418941623999559515956 | 0.028729828563800610378988114704390558180
f(z) = -2/75*z^3 + 101/30*z + 1
*
[ 10 ] 
f(z) = -2/75*z^3 + 107/30*z + 1
*
-14 | 0.14510665471072268940118027771550279950 | 0.026769803115412676640118127502821327092
f(z) = -1/60*z^3 + 113/30*z + 1
*
0 | 0.13033123437732984408448214978982473510 | 0.023928312581272457903280188238300542803
f(z) = -1/66*z^3 + 116/33*z + 1
*
2 | 0.077017387011970368546318099586976408352 | 0.012833204932190148388408051542978788184
f(z) = -15/64*z^3 + 101/48*z + 1
*
[ -4/5 ] 
f(z) = -13/64*z^3 + 119/50*z + 1
*
[ -4/5 ] 
f(z) = -9/64*z^3 + 117/50*z + 1
*
[ -3/4 ] 
f(z) = -8/63*z^3 + 101/42*z + 1
*
-15/4 | 0.14879619246751619803635450948443070332 | 0.025952788309861148426197002266708023482
f(z) = -8/63*z^3 + 103/42*z + 1
*
[ -8/7 ] 
f(z) = -7/64*z^3 + 113/56*z + 1
*
-20/3 | 0.26521637192658637844231926670772413065 | 0.029700919529863319732764955428702103625
f(z) = -5/64*z^3 + 118/45*z + 1
*
2 | 0.10273398010714605927582958705590884525 | 0.015214731399107335045599572869463118798
f(z) = -5/72*z^3 + 107/45*z + 1
*
-2/5 | 0.20021526252156427818929255280489308003 | 0.029413880078525847714479207744048817637
f(z) = -5/72*z^3 + 113/45*z + 1
*
-6 | 0.16666077780439385789669714035710712968 | 0.029068700039878380396083414655596672781
f(z) = -4/63*z^3 + 103/42*z + 1
*
3 | 0.15374107055094823230368955455624612125 | 0.026309557963290342345723752897047494795
f(z) = -4/63*z^3 + 115/42*z + 1
*
[ 16/3 ] 
f(z) = -3/64*z^3 + 103/48*z + 1
*
3 | 0.14879611555606037303288663781717060306 | 0.025952774895090927976403777662622659928
f(z) = -2/63*z^3 + 103/42*z + 1
*
[ -4/5 ] 
f(z) = -1/64*z^3 + 113/50*z + 1
*
[ 10 ] 
f(z) = -1/72*z^3 + 103/45*z + 1
*
[ -10 ] 
f(z) = -1/72*z^3 + 112/45*z + 1
*
[ 2 ] 
f(z) = -19/62*z^3 + 107/62*z + 1
*
[ 2 ] 
f(z) = -19/70*z^3 + 111/70*z + 1
*
[ 2 ] 
f(z) = -19/74*z^3 + 113/74*z + 1
*
[ 2 ] 
f(z) = -19/78*z^3 + 115/78*z + 1
*
-3 | 0.089416195036693356512603006920475581087 | 0.018914503837142093362056444734976419414
f(z) = -17/60*z^3 + 113/60*z + 1
*
[ 2 ] 
f(z) = -17/70*z^3 + 103/70*z + 1
*
[ 2 ] 
f(z) = -17/74*z^3 + 105/74*z + 1
*
[ 2 ] 
f(z) = -17/78*z^3 + 107/78*z + 1
*
[ 9/4 ] 
f(z) = -16/63*z^3 + 116/63*z + 1
*
15/8 | 0.17882877261002837007298148378166734100 | 0.028220560292680664316437028698118550959
f(z) = -16/75*z^3 + 113/60*z + 1
*
[ 5/2 ] 
f(z) = -13/75*z^3 + 101/60*z + 1
*
[ 5/2 ] 
f(z) = -12/65*z^3 + 114/65*z + 1
*
-3 | 0.10652969851240109355207776434876842557 | 0.022290635231742699122069224152184206296
f(z) = -11/60*z^3 + 119/60*z + 1
*
[ 12/5 ] 
f(z) = -11/64*z^3 + 118/75*z + 1
*
-2/3 | 0.11141856224715875980565805466575368193 | 0.023749797508987342099060459849997362177
f(z) = -9/70*z^3 + 109/70*z + 1
*
11/3 | 0.13326583528321627021207580037985014882 | 0.028938308444864253682764308710144371448
f(z) = -9/77*z^3 + 100/77*z + 1
*
-9/2 | 0.063161911562853383914775963663375969516 | 0.013360848313066391548311646874425907213
f(z) = -8/63*z^3 + 113/63*z + 1
*
-7/2 | 0.13523284791632151849991831509341765161 | 0.028448570970491468754154441136879244629
f(z) = -8/63*z^3 + 116/63*z + 1
*
[ 3 ] 
f(z) = -8/69*z^3 + 118/69*z + 1
*
[ 3 ] 
f(z) = -7/60*z^3 + 103/60*z + 1
*
[ 8/3 ] 
f(z) = -7/64*z^3 + 101/72*z + 1
*
[ 3 ] 
f(z) = -7/66*z^3 + 107/66*z + 1
*
[ 3 ] 
f(z) = -7/69*z^3 + 109/69*z + 1
*
[ 3 ] 
f(z) = -7/75*z^3 + 113/75*z + 1
*
[ -5/2 ] 
f(z) = -7/75*z^3 + 119/60*z + 1
*
[ 3 ] 
f(z) = -7/78*z^3 + 115/78*z + 1
*
[ -2 ] 
f(z) = -5/62*z^3 + 113/62*z + 1
*
[ -2 ] 
f(z) = -5/66*z^3 + 119/66*z + 1
*
[ -12/5 ] 
f(z) = -5/72*z^3 + 109/60*z + 1
*
[ -5/2 ] 
f(z) = -4/65*z^3 + 116/65*z + 1
*
[ 7/2 ] 
f(z) = -4/77*z^3 + 104/77*z + 1
*
[ -2 ] 
f(z) = -3/62*z^3 + 105/62*z + 1
*
[ 4 ] 
f(z) = -3/76*z^3 + 105/76*z + 1
*
-7 | 0.11741406118014355686456173502098671386 | 0.025126976685775443752735231106319294402
f(z) = -2/63*z^3 + 107/63*z + 1
*
[ 5 ] 
f(z) = -2/65*z^3 + 102/65*z + 1
*
[ -3 ] 
f(z) = -2/69*z^3 + 110/69*z + 1
*
[ -3 ] 
f(z) = -2/75*z^3 + 118/75*z + 1
*
[ 7 ] 
f(z) = -1/63*z^3 + 103/63*z + 1
*
[ -8/3 ] 
f(z) = -1/64*z^3 + 107/72*z + 1
*
[ -12/5 ] 
f(z) = -1/64*z^3 + 113/75*z + 1
*
[ -5 ] 
f(z) = -1/65*z^3 + 103/65*z + 1
*
[ -6 ] 
f(z) = -1/66*z^3 + 113/66*z + 1
*
[ -4 ] 
f(z) = -1/68*z^3 + 101/68*z + 1
*
[ -3 ] 
f(z) = -1/69*z^3 + 101/69*z + 1
*
-14 | 0.19195761100857224637117375553612948115 | 0.028200737942035406005379499918746624660
f(z) = -1/72*z^3 + 113/63*z + 1
*
[ -2 ] 
f(z) = -1/74*z^3 + 115/74*z + 1
*
[ -3 ] 
f(z) = -1/75*z^3 + 109/75*z + 1
*
[ -15/2 ] 
f(z) = -1/75*z^3 + 113/60*z + 1
*
[ -4 ] 
f(z) = -1/76*z^3 + 111/76*z + 1
*
[ 7 ] 
f(z) = -1/77*z^3 + 115/77*z + 1
*
[ 6 ] 
f(z) = -1/78*z^3 + 101/78*z + 1
*
[ -3 ] 
f(z) = -1/78*z^3 + 113/78*z + 1
*
[ 16/5 ] 
f(z) = -5/64*z^3 + 119/80*z + 1
*
-21/4 | 0.14879676769541409239713348481629323208 | 0.025952888640169447396136077358979758310
f(z) = -4/63*z^3 + 103/84*z + 1
*
-3/4 | 0.13471370256960094890114372146848332223 | 0.023053423223235850549947484985779051950
f(z) = -4/63*z^3 + 115/84*z + 1
*
[ 15/7 ] 
f(z) = -7/75*z^3 + 101/105*z + 1
*
-8/15 | 0.18383814619333652097417276740133283517 | 0.026771506082535466537462136447166862106
f(z) = -15/64*z^3 + 113/120*z + 1
*
[ 3/2 ] 
f(z) = -14/69*z^3 + 109/138*z + 1
*
[ 5/3 ] 
f(z) = -13/75*z^3 + 119/135*z + 1
*
[ 5/3 ] 
f(z) = -11/75*z^3 + 109/135*z + 1
*
[ 7/4 ] 
f(z) = -8/63*z^3 + 103/126*z + 1
*
[ 15/8 ] 
f(z) = -8/75*z^3 + 101/120*z + 1
*
[ 2 ] 
f(z) = -7/61*z^3 + 117/122*z + 1
*
[ 2 ] 
f(z) = -6/61*z^3 + 109/122*z + 1
*
[ 2 ] 
f(z) = -6/65*z^3 + 113/130*z + 1
*
[ 2 ] 
f(z) = -6/67*z^3 + 115/134*z + 1
*
[ 2 ] 
f(z) = -5/61*z^3 + 101/122*z + 1
*
[ 2 ] 
f(z) = -5/63*z^3 + 103/126*z + 1
*
[ 2 ] 
f(z) = -5/67*z^3 + 107/134*z + 1
*
[ 2 ] 
f(z) = -5/69*z^3 + 109/138*z + 1
*
3 | 0.14677306421586667356214502870147165476 | 0.024935519901048416842740856638127137623
f(z) = -5/72*z^3 + 107/120*z + 1
*
[ 2 ] 
f(z) = -4/69*z^3 + 101/138*z + 1
*
-9/2 | 0.11741406118014355686456173502098671386 | 0.024277753745367342188935584820727350494
f(z) = -2/63*z^3 + 109/126*z + 1
*
[ 5/2 ] 
f(z) = -2/65*z^3 + 103/130*z + 1
*
0 | 0.12777602935919308178417858141033089345 | 0.025500963821841962897694666014385681560
f(z) = -16/75*z^3 + 107/150*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -14/75*z^3 + 103/150*z + 1
*
[ 3/2 ] 
f(z) = -14/75*z^3 + 113/150*z + 1
*
[ 7/4 ] 
f(z) = -8/77*z^3 + 115/154*z + 1
*
[ 2 ] 
f(z) = -6/71*z^3 + 119/142*z + 1
*
7/2 | 0.14522819508790523581273361077240335449 | 0.028832551455480075175493633995019202912
f(z) = -6/77*z^3 + 103/154*z + 1
*
[ 2 ] 
f(z) = -5/71*z^3 + 111/142*z + 1
*
[ 2 ] 
f(z) = -5/73*z^3 + 113/146*z + 1
*
[ 2 ] 
f(z) = -5/77*z^3 + 117/154*z + 1
*
[ 2 ] 
f(z) = -5/79*z^3 + 119/158*z + 1
*
[ 2 ] 
f(z) = -4/71*z^3 + 103/142*z + 1
*
[ 2 ] 
f(z) = -4/73*z^3 + 105/146*z + 1
*
[ 2 ] 
f(z) = -4/75*z^3 + 107/150*z + 1
*
[ 2 ] 
f(z) = -4/77*z^3 + 109/154*z + 1
*
[ 2 ] 
f(z) = -4/79*z^3 + 111/158*z + 1
*
[ 2 ] 
f(z) = -3/77*z^3 + 101/154*z + 1
*
[ 2 ] 
f(z) = -3/79*z^3 + 103/158*z + 1
*
-3/2 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -2/75*z^3 + 109/150*z + 1
*
[ 12/5 ] 
f(z) = -1/64*z^3 + 101/150*z + 1
*
2 | 0.15888852184287041205593138845947668585 | 0.024232712044268561222087868737867057447
f(z) = -11/64*z^3 + 113/176*z + 1
*
[ 16/11 ] 
f(z) = -11/64*z^3 + 119/176*z + 1
*
3 | 0.17874626751497589543358191952303091217 | 0.028725444223502733969403425671858047201
f(z) = -7/72*z^3 + 115/168*z + 1
*
[ 3/2 ] 
f(z) = -8/61*z^3 + 115/183*z + 1
*
[ 3/2 ] 
f(z) = -8/65*z^3 + 119/195*z + 1
*
[ 5/3 ] 
f(z) = -3/65*z^3 + 103/195*z + 1
*
[ 16/13 ] 
f(z) = -13/64*z^3 + 103/208*z + 1
*
2 | 0.16816930432415742272212826977059831390 | 0.025010930269942632876885077343859557026
f(z) = -13/64*z^3 + 113/208*z + 1
*
[ 10/7 ] 
f(z) = -7/60*z^3 + 113/210*z + 1
*
[ 10/7 ] 
f(z) = -7/75*z^3 + 103/210*z + 1
*
[ 3/2 ] 
f(z) = -4/73*z^3 + 100/219*z + 1
*
[ 3/2 ] 
f(z) = -4/77*z^3 + 104/231*z + 1
*
[ 3/2 ] 
f(z) = -4/79*z^3 + 106/237*z + 1
*
7/4 | 0.11804794063195877891249701816818211995 | 0.021349028762947292686216895951512326427
f(z) = -20/63*z^3 + 101/252*z + 1
*
[ 9/8 ] 
f(z) = -16/63*z^3 + 109/252*z + 1
*
[ 5/4 ] 
f(z) = -13/75*z^3 + 113/240*z + 1
*
[ 5/4 ] 
f(z) = -11/75*z^3 + 103/240*z + 1
*
[ 3/2 ] 
f(z) = -1/69*z^3 + 101/276*z + 1
*
[ 12 ] 
f(z) = -19/64*z^3 + 131/3*z + 1
*
[ 8 ] 
f(z) = -15/64*z^3 + 127/8*z + 1
*
[ -8 ] 
f(z) = -15/64*z^3 + 129/8*z + 1
*
-4/5 | 0.11494884619565379895878919420076037353 | 0.012671373540766011879385404765409493404
f(z) = -15/64*z^3 + 136/15*z + 1
*
[ 12 ] 
f(z) = -9/64*z^3 + 127/6*z + 1
*
6/5 | 0.21898412581122121156763338267810432680 | 0.027378712565870061022446988254262415907
f(z) = -5/72*z^3 + 124/15*z + 1
*
[ 12 ] 
f(z) = -5/72*z^3 + 131/12*z + 1
*
[ -12 ] 
f(z) = -5/72*z^3 + 133/12*z + 1
*
6/5 | 0.21687453352154533853751311887804532665 | 0.026733287064715070626583128811945542249
f(z) = -5/72*z^3 + 139/15*z + 1
*
-4 | 0.14894834303031019346094475501388425113 | 0.026976255966686943583784930713117337027
f(z) = -19/72*z^3 + 125/36*z + 1
*
3/4 | 0.11740120180824013484622859906372165248 | 0.019889631487678434802552171308188808912
f(z) = -16/63*z^3 + 122/21*z + 1
*
-4 | 0.22527481248848660296155284424975776353 | 0.027161015699649879089794458032490402294
f(z) = -13/64*z^3 + 125/26*z + 1
*
0 | 0.13078046210899417817926916074017876656 | 0.023790514815838431941826997409821043708
f(z) = -13/66*z^3 + 122/33*z + 1
*
[ -6/13 ] 
f(z) = -13/72*z^3 + 125/39*z + 1
*
[ 4 ] 
f(z) = -13/72*z^3 + 131/36*z + 1
*
[ -4 ] 
f(z) = -11/72*z^3 + 133/36*z + 1
*
-6 | 0.090746478421815129977887847437164091566 | 0.016296850591862823231175205708680427831
f(z) = -7/60*z^3 + 131/30*z + 1
*
[ -28/5 ] 
f(z) = -5/64*z^3 + 127/35*z + 1
*
-10 | 0.18882966139909687916456847649954292252 | 0.029051668957456061793247168787363809745
f(z) = -4/75*z^3 + 133/30*z + 1
*
2 | 0.14651012460238903329813774319423165756 | 0.026101332773013301902912018289654848001
f(z) = -1/60*z^3 + 137/30*z + 1
*
-6/19 | 0.21510285653435063956726287440365810128 | 0.026866472806404043417674834492840281865
f(z) = -19/72*z^3 + 125/57*z + 1
*
[ -4/5 ] 
f(z) = -17/64*z^3 + 121/50*z + 1
*
[ -12/17 ] 
f(z) = -17/64*z^3 + 130/51*z + 1
*
[ -4/7 ] 
f(z) = -17/64*z^3 + 139/49*z + 1
*
[ -2/3 ] 
f(z) = -15/64*z^3 + 125/48*z + 1
*
[ -4/7 ] 
f(z) = -13/64*z^3 + 138/49*z + 1
*
[ -4/7 ] 
f(z) = -9/64*z^3 + 137/49*z + 1
*
-4/15 | 0.26615122500634995982572465744854380549 | 0.029640978355045199690131079830162085137
f(z) = -5/64*z^3 + 124/45*z + 1
*
[ -4/7 ] 
f(z) = -5/64*z^3 + 136/49*z + 1
*
[ 6 ] 
f(z) = -4/63*z^3 + 131/42*z + 1
*
[ -6 ] 
f(z) = -3/64*z^3 + 137/48*z + 1
*
21/2 | 0.15810429878057167664466537548805823985 | 0.026675598461630097263721646673906082601
f(z) = -2/63*z^3 + 125/42*z + 1
*
[ -4/7 ] 
f(z) = -1/64*z^3 + 135/49*z + 1
*
-3 | 0.13321705618370763847879926799718536790 | 0.027500394556622662514932184368473485951
f(z) = -19/66*z^3 + 127/66*z + 1
*
[ 5/2 ] 
f(z) = -19/75*z^3 + 131/60*z + 1
*
[ -1 ] 
f(z) = -17/61*z^3 + 139/61*z + 1
*
3 | 0.13321681822735798189201450646300343136 | 0.027325420776996400419993610760498352661
f(z) = -17/66*z^3 + 131/66*z + 1
*
[ 5/2 ] 
f(z) = -17/75*z^3 + 121/60*z + 1
*
[ -1 ] 
f(z) = -16/61*z^3 + 138/61*z + 1
*
[ -15/8 ] 
f(z) = -16/75*z^3 + 137/60*z + 1
*
[ -1 ] 
f(z) = -15/61*z^3 + 137/61*z + 1
*
[ -1 ] 
f(z) = -15/62*z^3 + 139/62*z + 1
*
[ -1 ] 
f(z) = -14/61*z^3 + 136/61*z + 1
*
[ -1 ] 
f(z) = -13/61*z^3 + 135/61*z + 1
*
[ -1 ] 
f(z) = -13/62*z^3 + 137/62*z + 1
*
[ -1 ] 
f(z) = -13/63*z^3 + 139/63*z + 1
*
-3 | 0.13321808980012852820098046519991993535 | 0.026997424974866147963790007683273247820
f(z) = -13/66*z^3 + 139/66*z + 1
*
[ -1 ] 
f(z) = -12/61*z^3 + 134/61*z + 1
*
[ 3 ] 
f(z) = -11/60*z^3 + 139/60*z + 1
*
[ -1 ] 
f(z) = -11/61*z^3 + 133/61*z + 1
*
[ -1 ] 
f(z) = -11/62*z^3 + 135/62*z + 1
*
[ -2 ] 
f(z) = -11/62*z^3 + 137/62*z + 1
*
[ -1 ] 
f(z) = -11/63*z^3 + 137/63*z + 1
*
[ 8/3 ] 
f(z) = -11/64*z^3 + 133/72*z + 1
*
[ -1 ] 
f(z) = -11/64*z^3 + 139/64*z + 1
*
[ -5/2 ] 
f(z) = -11/75*z^3 + 139/60*z + 1
*
-3 | 0.14249913923491354039287734941103504214 | 0.029513231117108672149060689194118561065
f(z) = -11/78*z^3 + 125/78*z + 1
*
[ -1 ] 
f(z) = -10/61*z^3 + 132/61*z + 1
*
[ -1 ] 
f(z) = -10/63*z^3 + 136/63*z + 1
*
[ 3 ] 
f(z) = -10/69*z^3 + 136/69*z + 1
*
[ -1 ] 
f(z) = -9/61*z^3 + 131/61*z + 1
*
[ -2 ] 
f(z) = -9/62*z^3 + 129/62*z + 1
*
[ -1 ] 
f(z) = -9/62*z^3 + 133/62*z + 1
*
[ -1 ] 
f(z) = -9/64*z^3 + 137/64*z + 1
*
-1/3 | 0.14360105340659710287718329362141083308 | 0.029455434085344015280040546589564043970
f(z) = -9/65*z^3 + 131/65*z + 1
*
[ -4/3 ] 
f(z) = -9/68*z^3 + 135/68*z + 1
*
-10/3 | 0.12544957899783348761089083773842076215 | 0.026158268966315703373674818404612618977
f(z) = -9/70*z^3 + 121/70*z + 1
*
[ -5/3 ] 
f(z) = -9/70*z^3 + 137/70*z + 1
*
[ -1 ] 
f(z) = -8/61*z^3 + 130/61*z + 1
*
[ -1 ] 
f(z) = -8/65*z^3 + 138/65*z + 1
*
[ -3/2 ] 
f(z) = -8/69*z^3 + 133/69*z + 1
*
[ 3 ] 
f(z) = -8/75*z^3 + 122/75*z + 1
*
[ -1 ] 
f(z) = -7/61*z^3 + 129/61*z + 1
*
[ -2 ] 
f(z) = -7/62*z^3 + 121/62*z + 1
*
[ -1 ] 
f(z) = -7/62*z^3 + 131/62*z + 1
*
[ -1 ] 
f(z) = -7/64*z^3 + 135/64*z + 1
*
[ -1 ] 
f(z) = -7/65*z^3 + 137/65*z + 1
*
[ -2 ] 
f(z) = -7/66*z^3 + 127/66*z + 1
*
[ -18/7 ] 
f(z) = -7/72*z^3 + 128/63*z + 1
*
[ -2 ] 
f(z) = -7/74*z^3 + 139/74*z + 1
*
[ -1 ] 
f(z) = -6/61*z^3 + 128/61*z + 1
*
[ -1 ] 
f(z) = -6/65*z^3 + 136/65*z + 1
*
[ -1 ] 
f(z) = -5/61*z^3 + 127/61*z + 1
*
[ -1 ] 
f(z) = -5/62*z^3 + 129/62*z + 1
*
[ -1 ] 
f(z) = -5/63*z^3 + 131/63*z + 1
*
[ -1 ] 
f(z) = -5/64*z^3 + 133/64*z + 1
*
[ -8/3 ] 
f(z) = -5/64*z^3 + 139/72*z + 1
*
-6 | 0.13321705618370763847879926799718536790 | 0.027590803628709371819189316096186997775
f(z) = -5/66*z^3 + 125/66*z + 1
*
[ -3 ] 
f(z) = -5/66*z^3 + 133/66*z + 1
*
[ -1 ] 
f(z) = -5/67*z^3 + 139/67*z + 1
*
[ 4 ] 
f(z) = -5/68*z^3 + 131/68*z + 1
*
[ -3 ] 
f(z) = -5/69*z^3 + 137/69*z + 1
*
[ -2 ] 
f(z) = -5/74*z^3 + 131/74*z + 1
*
[ 4 ] 
f(z) = -5/76*z^3 + 137/76*z + 1
*
[ -2 ] 
f(z) = -5/78*z^3 + 137/78*z + 1
*
[ -1 ] 
f(z) = -4/61*z^3 + 126/61*z + 1
*
[ -1 ] 
f(z) = -4/65*z^3 + 134/65*z + 1
*
[ -1 ] 
f(z) = -4/67*z^3 + 138/67*z + 1
*
[ -3/2 ] 
f(z) = -4/69*z^3 + 124/69*z + 1
*
[ -3 ] 
f(z) = -4/69*z^3 + 128/69*z + 1
*
[ -15/4 ] 
f(z) = -4/75*z^3 + 121/60*z + 1
*
[ -3/2 ] 
f(z) = -4/75*z^3 + 134/75*z + 1
*
[ -3 ] 
f(z) = -4/75*z^3 + 136/75*z + 1
*
[ -1 ] 
f(z) = -3/61*z^3 + 125/61*z + 1
*
[ -1 ] 
f(z) = -3/62*z^3 + 127/62*z + 1
*
[ -1 ] 
f(z) = -3/64*z^3 + 131/64*z + 1
*
[ 5 ] 
f(z) = -3/65*z^3 + 127/65*z + 1
*
[ -1 ] 
f(z) = -3/65*z^3 + 133/65*z + 1
*
[ -1 ] 
f(z) = -3/67*z^3 + 137/67*z + 1
*
[ -4 ] 
f(z) = -3/68*z^3 + 133/68*z + 1
*
[ -1 ] 
f(z) = -3/68*z^3 + 139/68*z + 1
*
[ 5 ] 
f(z) = -3/70*z^3 + 131/70*z + 1
*
[ -2 ] 
f(z) = -3/74*z^3 + 123/74*z + 1
*
[ -1 ] 
f(z) = -2/61*z^3 + 124/61*z + 1
*
[ -1 ] 
f(z) = -2/63*z^3 + 128/63*z + 1
*
[ -5 ] 
f(z) = -2/65*z^3 + 128/65*z + 1
*
[ -1 ] 
f(z) = -2/65*z^3 + 132/65*z + 1
*
[ -1 ] 
f(z) = -2/67*z^3 + 136/67*z + 1
*
12 | 0.14075781205515938948555548282859904777 | 0.028525393783133265899762481365968368697
f(z) = -1/60*z^3 + 139/60*z + 1
*
[ -1 ] 
f(z) = -1/61*z^3 + 123/61*z + 1
*
[ -1 ] 
f(z) = -1/62*z^3 + 125/62*z + 1
*
[ -7 ] 
f(z) = -1/63*z^3 + 121/63*z + 1
*
[ -1 ] 
f(z) = -1/63*z^3 + 127/63*z + 1
*
[ 9 ] 
f(z) = -1/63*z^3 + 137/63*z + 1
*
[ -1 ] 
f(z) = -1/64*z^3 + 129/64*z + 1
*
[ -1 ] 
f(z) = -1/65*z^3 + 131/65*z + 1
*
-11 | 0.13321808980012852820098046519991993535 | 0.027500607929145738489170931275381834478
f(z) = -1/66*z^3 + 127/66*z + 1
*
[ -1 ] 
f(z) = -1/67*z^3 + 135/67*z + 1
*
[ -1 ] 
f(z) = -1/68*z^3 + 137/68*z + 1
*
[ -1 ] 
f(z) = -1/69*z^3 + 139/69*z + 1
*
10 | 0.10142566054035505687358133306380700239 | 0.021148892883464042844616656780498698236
f(z) = -1/70*z^3 + 121/70*z + 1
*
[ -7 ] 
f(z) = -1/70*z^3 + 129/70*z + 1
*
[ 8 ] 
f(z) = -1/72*z^3 + 127/72*z + 1
*
[ -6/5 ] 
f(z) = -1/72*z^3 + 139/75*z + 1
*
15/2 | 0.17882877261002837007298148378166734100 | 0.027388160729113653113996335475507670426
f(z) = -1/75*z^3 + 137/60*z + 1
*
[ -7 ] 
f(z) = -1/77*z^3 + 137/77*z + 1
*
[ -2 ] 
f(z) = -1/78*z^3 + 121/78*z + 1
*
-3/4 | 0.16380832027122535868098836619472780224 | 0.027564167984003826818292157516854173505
f(z) = -20/63*z^3 + 127/84*z + 1
*
-2/5 | 0.10281112306972776877623075776923650632 | 0.016586509008440724604214507189934789850
f(z) = -15/64*z^3 + 123/80*z + 1
*
-16/5 | 0.15816547831410513986721289679740893597 | 0.025080649213245952613572192601145756099
f(z) = -15/64*z^3 + 137/80*z + 1
*
-2/5 | 0.10281112306972776877623075776923650632 | 0.016630493534313459299353058278857084947
f(z) = -5/64*z^3 + 121/80*z + 1
*
[ 20/3 ] 
f(z) = -1/64*z^3 + 139/90*z + 1
*
-15/7 | 0.18016107816418352125543783588894758391 | 0.027531097975638174835356503015058766536
f(z) = -14/75*z^3 + 139/105*z + 1
*
[ 16/7 ] 
f(z) = -7/64*z^3 + 127/112*z + 1
*
2 | 0.13377823719047834322500967543047948750 | 0.021213510527736832722666513415650366917
f(z) = -7/64*z^3 + 137/112*z + 1
*
-24/5 | 0.086659519084004311347458573982042475656 | 0.014681501321388558665554145562718528460
f(z) = -5/63*z^3 + 122/105*z + 1
*
[ 6 ] 
f(z) = -1/68*z^3 + 139/102*z + 1
*
[ 5/3 ] 
f(z) = -17/75*z^3 + 139/135*z + 1
*
[ 5/3 ] 
f(z) = -16/75*z^3 + 134/135*z + 1
*
[ 5/3 ] 
f(z) = -14/75*z^3 + 124/135*z + 1
*
[ 2 ] 
f(z) = -9/61*z^3 + 133/122*z + 1
*
[ 2 ] 
f(z) = -9/65*z^3 + 137/130*z + 1
*
[ 2 ] 
f(z) = -9/67*z^3 + 139/134*z + 1
*
[ 2 ] 
f(z) = -8/61*z^3 + 125/122*z + 1
*
-7/4 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = -8/63*z^3 + 121/126*z + 1
*
[ 2 ] 
f(z) = -8/63*z^3 + 127/126*z + 1
*
[ 2 ] 
f(z) = -8/67*z^3 + 131/134*z + 1
*
[ 2 ] 
f(z) = -8/69*z^3 + 133/138*z + 1
*
[ 2 ] 
f(z) = -7/65*z^3 + 121/130*z + 1
*
[ 2 ] 
f(z) = -7/67*z^3 + 123/134*z + 1
*
[ 2 ] 
f(z) = -7/69*z^3 + 125/138*z + 1
*
[ 7/2 ] 
f(z) = -2/63*z^3 + 139/126*z + 1
*
[ 15/4 ] 
f(z) = -2/75*z^3 + 133/120*z + 1
*
[ 4 ] 
f(z) = -1/62*z^3 + 125/124*z + 1
*
[ 4 ] 
f(z) = -1/66*z^3 + 131/132*z + 1
*
2 | 0.10705080584800609971139713315937881398 | 0.016842195186524855626913166070056630683
f(z) = -9/64*z^3 + 121/144*z + 1
*
[ 12/7 ] 
f(z) = -9/64*z^3 + 122/147*z + 1
*
[ 16/9 ] 
f(z) = -9/64*z^3 + 127/144*z + 1
*
[ 2 ] 
f(z) = -8/71*z^3 + 135/142*z + 1
*
[ 2 ] 
f(z) = -8/73*z^3 + 137/146*z + 1
*
-7/2 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = -8/75*z^3 + 121/150*z + 1
*
[ 2 ] 
f(z) = -8/75*z^3 + 139/150*z + 1
*
-7/4 | 0.12290859420291044954949449063463958499 | 0.024401379942311660310448704394096607349
f(z) = -8/77*z^3 + 137/154*z + 1
*
[ 2 ] 
f(z) = -7/71*z^3 + 127/142*z + 1
*
[ 2 ] 
f(z) = -7/73*z^3 + 129/146*z + 1
*
[ 2 ] 
f(z) = -7/75*z^3 + 131/150*z + 1
*
[ 2 ] 
f(z) = -7/79*z^3 + 135/158*z + 1
*
[ 2 ] 
f(z) = -6/73*z^3 + 121/146*z + 1
*
[ 2 ] 
f(z) = -6/77*z^3 + 125/154*z + 1
*
[ 2 ] 
f(z) = -6/79*z^3 + 127/158*z + 1
*
[ 4 ] 
f(z) = -1/70*z^3 + 137/140*z + 1
*
[ 5/3 ] 
f(z) = -6/65*z^3 + 128/195*z + 1
*
[ 6/5 ] 
f(z) = -20/63*z^3 + 131/210*z + 1
*
[ 4/3 ] 
f(z) = -15/68*z^3 + 131/204*z + 1
*
[ 3/2 ] 
f(z) = -8/67*z^3 + 121/201*z + 1
*
[ 3/2 ] 
f(z) = -8/71*z^3 + 125/213*z + 1
*
[ 3/2 ] 
f(z) = -8/73*z^3 + 127/219*z + 1
*
[ 8/5 ] 
f(z) = -7/64*z^3 + 131/200*z + 1
*
10/3 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = -3/70*z^3 + 121/210*z + 1
*
-7/3 | 0.10847407501894724131577537173980769592 | 0.020286495903775534483659012847201499241
f(z) = -3/70*z^3 + 139/210*z + 1
*
[ 4/3 ] 
f(z) = -15/76*z^3 + 137/228*z + 1
*
[ 3/2 ] 
f(z) = -8/77*z^3 + 131/231*z + 1
*
[ 3/2 ] 
f(z) = -8/79*z^3 + 133/237*z + 1
*
[ 5/4 ] 
f(z) = -17/75*z^3 + 133/240*z + 1
*
-5/2 | 0.086951155324155036692042824194280036203 | 0.015865149399613037336747431552299627883
f(z) = -11/60*z^3 + 131/240*z + 1
*
[ 4/3 ] 
f(z) = -9/61*z^3 + 125/244*z + 1
*
2 | 0.18307285913497294184413089067658764339 | 0.026182828145382472064181574124717086729
f(z) = -17/64*z^3 + 137/272*z + 1
*
[ 5/4 ] 
f(z) = -12/65*z^3 + 127/260*z + 1
*
[ 4/3 ] 
f(z) = -9/67*z^3 + 131/268*z + 1
*
[ 3/2 ] 
f(z) = -5/66*z^3 + 133/264*z + 1
*
[ 3/2 ] 
f(z) = -5/69*z^3 + 137/276*z + 1
*
[ 4/3 ] 
f(z) = -9/71*z^3 + 135/284*z + 1
*
[ 4/3 ] 
f(z) = -9/73*z^3 + 137/292*z + 1
*
[ 8 ] 
f(z) = -19/64*z^3 + 159/8*z + 1
*
[ 8 ] 
f(z) = -17/64*z^3 + 143/8*z + 1
*
[ -8 ] 
f(z) = -17/64*z^3 + 145/8*z + 1
*
-92/15 | 0.25677120248220130883345913491202967939 | 0.027982415386028879035158722574524811819
f(z) = -15/64*z^3 + 151/15*z + 1
*
[ -12 ] 
f(z) = -11/64*z^3 + 155/6*z + 1
*
2 | 0.13038283461965915123009460808246342493 | 0.018406846755309322922306935773431972199
f(z) = -1/72*z^3 + 149/9*z + 1
*
-4/19 | 0.24702363671402558955385630372560625400 | 0.029307857443506478251196340258959596088
f(z) = -19/64*z^3 + 143/38*z + 1
*
-20/17 | 0.23443053636699909207361682567906754731 | 0.027508922735994074909586878164036696840
f(z) = -17/64*z^3 + 157/34*z + 1
*
21/4 | 0.16484268113637179503843559751752630241 | 0.027195224405805826309067968596106661854
f(z) = -16/63*z^3 + 143/21*z + 1
*
[ -4 ] 
f(z) = -13/72*z^3 + 149/36*z + 1
*
6 | 0.17764372960111784938117039388533752098 | 0.021711528555607394277632845346606821652
f(z) = -11/72*z^3 + 149/33*z + 1
*
-2/3 | 0.15734807890752213553153373034355467830 | 0.027854274470676362507864752499929885517
f(z) = -9/70*z^3 + 142/35*z + 1
*
[ 6 ] 
f(z) = -7/60*z^3 + 151/30*z + 1
*
3 | 0.079187586772648862839981700043349646390 | 0.013064117724795011052086881723065180749
f(z) = -1/63*z^3 + 143/21*z + 1
*
20 | 0.18953048172122989290480205982488140418 | 0.028600958859717317289937178591028728581
f(z) = -1/75*z^3 + 151/30*z + 1
*
[ -12/19 ] 
f(z) = -19/64*z^3 + 154/57*z + 1
*
-2 | 0.077016751390477044264308539154682522093 | 0.012052245823449740331097835032240203730
f(z) = -15/64*z^3 + 149/48*z + 1
*
-3/2 | 0.077501466578735777962463405142602543655 | 0.012756716437573473275180435522786736922
f(z) = -8/63*z^3 + 145/42*z + 1
*
-6 | 0.16911201397158611751902986510390816278 | 0.026464107188195936294029428108283004155
f(z) = -7/64*z^3 + 149/48*z + 1
*
[ 6 ] 
f(z) = -5/63*z^3 + 155/42*z + 1
*
-2 | 0.086750158245710641052827069781600685547 | 0.012212617910620287506990635122515255657
f(z) = -5/72*z^3 + 152/45*z + 1
*
[ -2/5 ] 
f(z) = -5/72*z^3 + 158/45*z + 1
*
-3 | 0.13062210274966104648196286278713689624 | 0.021549621567344551064222316052296108882
f(z) = -4/63*z^3 + 143/42*z + 1
*
[ -6 ] 
f(z) = -4/63*z^3 + 145/42*z + 1
*
3 | 0.13502852121127919961032966599252303303 | 0.022225651102062821398662194987918266786
f(z) = -2/63*z^3 + 145/42*z + 1
*
-21/2 | 0.16398544987288392938708153365493325960 | 0.026643254380195383125096038626910149296
f(z) = -2/63*z^3 + 157/42*z + 1
*
[ -1 ] 
f(z) = -20/61*z^3 + 142/61*z + 1
*
[ -1 ] 
f(z) = -20/63*z^3 + 146/63*z + 1
*
[ -1 ] 
f(z) = -20/67*z^3 + 154/67*z + 1
*
[ -1 ] 
f(z) = -20/69*z^3 + 158/69*z + 1
*
3 | 0.091314855712895686954959145731929976045 | 0.018200072286752156604771578660712802287
f(z) = -19/60*z^3 + 151/60*z + 1
*
[ -1 ] 
f(z) = -19/61*z^3 + 141/61*z + 1
*
[ -1 ] 
f(z) = -19/62*z^3 + 143/62*z + 1
*
[ -1 ] 
f(z) = -19/63*z^3 + 145/63*z + 1
*
[ -1 ] 
f(z) = -19/64*z^3 + 147/64*z + 1
*
[ -1 ] 
f(z) = -19/65*z^3 + 149/65*z + 1
*
[ -1 ] 
f(z) = -19/67*z^3 + 153/67*z + 1
*
[ -1 ] 
f(z) = -19/68*z^3 + 155/68*z + 1
*
[ -1 ] 
f(z) = -19/69*z^3 + 157/69*z + 1
*
[ -1 ] 
f(z) = -19/70*z^3 + 159/70*z + 1
*
3 | 0.14249822014206181950293049951191893439 | 0.028632880020773183472598939429591154730
f(z) = -19/78*z^3 + 145/78*z + 1
*
[ -1 ] 
f(z) = -18/61*z^3 + 140/61*z + 1
*
[ -1 ] 
f(z) = -18/65*z^3 + 148/65*z + 1
*
[ -5/3 ] 
f(z) = -18/65*z^3 + 154/65*z + 1
*
[ -1 ] 
f(z) = -18/67*z^3 + 152/67*z + 1
*
[ 7/3 ] 
f(z) = -18/77*z^3 + 142/77*z + 1
*
[ -1 ] 
f(z) = -17/62*z^3 + 141/62*z + 1
*
[ -1 ] 
f(z) = -17/63*z^3 + 143/63*z + 1
*
[ -1 ] 
f(z) = -17/64*z^3 + 145/64*z + 1
*
[ -1 ] 
f(z) = -17/65*z^3 + 147/65*z + 1
*
[ -1 ] 
f(z) = -17/67*z^3 + 151/67*z + 1
*
[ -1 ] 
f(z) = -17/69*z^3 + 155/69*z + 1
*
[ -1 ] 
f(z) = -17/70*z^3 + 157/70*z + 1
*
[ -1 ] 
f(z) = -17/71*z^3 + 159/71*z + 1
*
[ -1 ] 
f(z) = -16/63*z^3 + 142/63*z + 1
*
[ -7/4 ] 
f(z) = -16/63*z^3 + 148/63*z + 1
*
[ -5/4 ] 
f(z) = -16/65*z^3 + 142/65*z + 1
*
[ -1 ] 
f(z) = -16/65*z^3 + 146/65*z + 1
*
[ -1 ] 
f(z) = -16/67*z^3 + 150/67*z + 1
*
[ -3/2 ] 
f(z) = -16/69*z^3 + 151/69*z + 1
*
[ -1 ] 
f(z) = -16/69*z^3 + 154/69*z + 1
*
[ -1 ] 
f(z) = -16/71*z^3 + 158/71*z + 1
*
5/8 | 0.19594223965842526253553556537959661872 | 0.029628134883479655409797393294149558907
f(z) = -16/75*z^3 + 149/60*z + 1
*
-7/2 | 0.14522834357411516139641974739743071963 | 0.029346411382067938546163519964480720215
f(z) = -16/77*z^3 + 141/77*z + 1
*
[ -2 ] 
f(z) = -15/62*z^3 + 153/62*z + 1
*
[ -1 ] 
f(z) = -15/64*z^3 + 143/64*z + 1
*
[ -1 ] 
f(z) = -15/67*z^3 + 149/67*z + 1
*
[ -1 ] 
f(z) = -15/68*z^3 + 151/68*z + 1
*
[ -1 ] 
f(z) = -15/71*z^3 + 157/71*z + 1
*
[ -1 ] 
f(z) = -14/65*z^3 + 144/65*z + 1
*
[ -1 ] 
f(z) = -14/67*z^3 + 148/67*z + 1
*
[ -1 ] 
f(z) = -14/69*z^3 + 152/69*z + 1
*
[ -1 ] 
f(z) = -14/71*z^3 + 156/71*z + 1
*
[ 3 ] 
f(z) = -13/60*z^3 + 157/60*z + 1
*
[ -2 ] 
f(z) = -13/62*z^3 + 145/62*z + 1
*
[ -1 ] 
f(z) = -13/64*z^3 + 141/64*z + 1
*
[ 8/3 ] 
f(z) = -13/64*z^3 + 149/72*z + 1
*
[ -2 ] 
f(z) = -13/66*z^3 + 151/66*z + 1
*
[ -1 ] 
f(z) = -13/67*z^3 + 147/67*z + 1
*
[ -1 ] 
f(z) = -13/68*z^3 + 149/68*z + 1
*
[ -1 ] 
f(z) = -13/69*z^3 + 151/69*z + 1
*
[ -1 ] 
f(z) = -13/70*z^3 + 153/70*z + 1
*
[ -2 ] 
f(z) = -13/70*z^3 + 157/70*z + 1
*
[ -1 ] 
f(z) = -13/71*z^3 + 155/71*z + 1
*
[ -6/5 ] 
f(z) = -13/72*z^3 + 157/75*z + 1
*
[ -1 ] 
f(z) = -13/73*z^3 + 159/73*z + 1
*
[ -5/2 ] 
f(z) = -13/75*z^3 + 149/60*z + 1
*
[ -1 ] 
f(z) = -12/65*z^3 + 142/65*z + 1
*
[ -1 ] 
f(z) = -12/67*z^3 + 146/67*z + 1
*
[ -1 ] 
f(z) = -12/71*z^3 + 154/71*z + 1
*
[ -1 ] 
f(z) = -12/73*z^3 + 158/73*z + 1
*
[ -1 ] 
f(z) = -11/65*z^3 + 141/65*z + 1
*
[ -1 ] 
f(z) = -11/67*z^3 + 145/67*z + 1
*
[ -1 ] 
f(z) = -11/68*z^3 + 147/68*z + 1
*
[ 3 ] 
f(z) = -11/69*z^3 + 145/69*z + 1
*
[ -1 ] 
f(z) = -11/69*z^3 + 149/69*z + 1
*
[ -2 ] 
f(z) = -11/70*z^3 + 149/70*z + 1
*
[ -1 ] 
f(z) = -11/70*z^3 + 151/70*z + 1
*
[ -1 ] 
f(z) = -11/71*z^3 + 153/71*z + 1
*
[ -6/5 ] 
f(z) = -11/72*z^3 + 154/75*z + 1
*
[ -1 ] 
f(z) = -11/73*z^3 + 157/73*z + 1
*
[ -2 ] 
f(z) = -11/74*z^3 + 155/74*z + 1
*
[ -1 ] 
f(z) = -11/74*z^3 + 159/74*z + 1
*
[ 3 ] 
f(z) = -11/75*z^3 + 149/75*z + 1
*
[ 3 ] 
f(z) = -11/78*z^3 + 151/78*z + 1
*
[ -1 ] 
f(z) = -10/67*z^3 + 144/67*z + 1
*
[ -1 ] 
f(z) = -10/69*z^3 + 148/69*z + 1
*
[ -1 ] 
f(z) = -10/71*z^3 + 152/71*z + 1
*
[ -1 ] 
f(z) = -10/73*z^3 + 156/73*z + 1
*
[ -2/3 ] 
f(z) = -9/62*z^3 + 159/62*z + 1
*
13/3 | 0.14580878716850944907005127624586376537 | 0.028947817991902514922891578403825622069
f(z) = -9/65*z^3 + 154/65*z + 1
*
[ -1 ] 
f(z) = -9/67*z^3 + 143/67*z + 1
*
[ -1 ] 
f(z) = -9/68*z^3 + 145/68*z + 1
*
[ -1 ] 
f(z) = -9/71*z^3 + 151/71*z + 1
*
[ -1 ] 
f(z) = -9/73*z^3 + 155/73*z + 1
*
[ -2 ] 
f(z) = -9/74*z^3 + 147/74*z + 1
*
[ -1 ] 
f(z) = -9/74*z^3 + 157/74*z + 1
*
[ -4/3 ] 
f(z) = -9/76*z^3 + 149/76*z + 1
*
[ -7/3 ] 
f(z) = -9/77*z^3 + 159/77*z + 1
*
[ 7/2 ] 
f(z) = -8/63*z^3 + 143/63*z + 1
*
[ -5/2 ] 
f(z) = -8/65*z^3 + 141/65*z + 1
*
[ -1 ] 
f(z) = -8/67*z^3 + 142/67*z + 1
*
[ -1 ] 
f(z) = -8/69*z^3 + 146/69*z + 1
*
[ -1 ] 
f(z) = -8/71*z^3 + 150/71*z + 1
*
[ -1 ] 
f(z) = -8/73*z^3 + 154/73*z + 1
*
[ -3/2 ] 
f(z) = -8/75*z^3 + 143/75*z + 1
*
[ -1 ] 
f(z) = -8/75*z^3 + 158/75*z + 1
*
[ 7/2 ] 
f(z) = -8/77*z^3 + 153/77*z + 1
*
[ -3 ] 
f(z) = -7/60*z^3 + 143/60*z + 1
*
[ 4 ] 
f(z) = -7/60*z^3 + 157/60*z + 1
*
[ -8/3 ] 
f(z) = -7/64*z^3 + 155/72*z + 1
*
[ -20/7 ] 
f(z) = -7/64*z^3 + 157/70*z + 1
*
[ -3 ] 
f(z) = -7/66*z^3 + 151/66*z + 1
*
[ -1 ] 
f(z) = -7/67*z^3 + 141/67*z + 1
*
[ -1 ] 
f(z) = -7/68*z^3 + 143/68*z + 1
*
[ -1 ] 
f(z) = -7/69*z^3 + 145/69*z + 1
*
[ -3 ] 
f(z) = -7/69*z^3 + 155/69*z + 1
*
[ -1 ] 
f(z) = -7/71*z^3 + 149/71*z + 1
*
[ -6/5 ] 
f(z) = -7/72*z^3 + 148/75*z + 1
*
-2 | 0.20232113397596162767448605374414983198 | 0.028404453385591514374169149768953316815
f(z) = -7/72*z^3 + 155/63*z + 1
*
-2/7 | 0.15592259207119309544777693426775315685 | 0.021831670902300592281083175079670184655
f(z) = -7/72*z^3 + 158/63*z + 1
*
[ -1 ] 
f(z) = -7/73*z^3 + 153/73*z + 1
*
[ -1 ] 
f(z) = -7/74*z^3 + 155/74*z + 1
*
[ -1 ] 
f(z) = -7/75*z^3 + 157/75*z + 1
*
[ -1 ] 
f(z) = -7/76*z^3 + 159/76*z + 1
*
[ -2 ] 
f(z) = -7/78*z^3 + 145/78*z + 1
*
[ -1 ] 
f(z) = -6/67*z^3 + 140/67*z + 1
*
[ -1 ] 
f(z) = -6/71*z^3 + 148/71*z + 1
*
[ -1 ] 
f(z) = -6/73*z^3 + 152/73*z + 1
*
[ -1 ] 
f(z) = -5/68*z^3 + 141/68*z + 1
*
[ -1 ] 
f(z) = -5/69*z^3 + 143/69*z + 1
*
[ -1 ] 
f(z) = -5/71*z^3 + 147/71*z + 1
*
[ -1 ] 
f(z) = -5/73*z^3 + 151/73*z + 1
*
[ -1 ] 
f(z) = -5/74*z^3 + 153/74*z + 1
*
[ -1 ] 
f(z) = -5/76*z^3 + 157/76*z + 1
*
[ -1 ] 
f(z) = -5/77*z^3 + 159/77*z + 1
*
[ -3 ] 
f(z) = -5/78*z^3 + 149/78*z + 1
*
-7 | 0.093390479093040923468199355472305482626 | 0.018844579927339949863483017407438513018
f(z) = -4/63*z^3 + 142/63*z + 1
*
[ -9/2 ] 
f(z) = -4/63*z^3 + 158/63*z + 1
*
[ 5 ] 
f(z) = -4/65*z^3 + 152/65*z + 1
*
[ -1 ] 
f(z) = -4/69*z^3 + 142/69*z + 1
*
[ -1 ] 
f(z) = -4/71*z^3 + 146/71*z + 1
*
[ -1 ] 
f(z) = -4/73*z^3 + 150/73*z + 1
*
[ -1 ] 
f(z) = -4/75*z^3 + 154/75*z + 1
*
[ -7/2 ] 
f(z) = -4/77*z^3 + 148/77*z + 1
*
[ -1 ] 
f(z) = -4/77*z^3 + 158/77*z + 1
*
[ -5 ] 
f(z) = -3/65*z^3 + 153/65*z + 1
*
[ -1 ] 
f(z) = -3/70*z^3 + 143/70*z + 1
*
-7 | 0.093417799844654179074793873214246591975 | 0.018475723578517547108382600987593944285
f(z) = -3/70*z^3 + 157/70*z + 1
*
[ -5 ] 
f(z) = -3/70*z^3 + 159/70*z + 1
*
[ -1 ] 
f(z) = -3/71*z^3 + 145/71*z + 1
*
[ -1 ] 
f(z) = -3/73*z^3 + 149/73*z + 1
*
[ -1 ] 
f(z) = -3/74*z^3 + 151/74*z + 1
*
[ -4 ] 
f(z) = -3/76*z^3 + 143/76*z + 1
*
[ -1 ] 
f(z) = -3/76*z^3 + 155/76*z + 1
*
[ -1 ] 
f(z) = -3/77*z^3 + 157/77*z + 1
*
[ 7 ] 
f(z) = -2/63*z^3 + 152/63*z + 1
*
9 | 0.13523250469734959192980558737554846616 | 0.026813623988127289703285738739661587822
f(z) = -2/63*z^3 + 155/63*z + 1
*
[ -1 ] 
f(z) = -2/69*z^3 + 140/69*z + 1
*
[ -1 ] 
f(z) = -2/71*z^3 + 144/71*z + 1
*
[ -1 ] 
f(z) = -2/73*z^3 + 148/73*z + 1
*
[ -1 ] 
f(z) = -2/75*z^3 + 152/75*z + 1
*
[ -1 ] 
f(z) = -2/77*z^3 + 156/77*z + 1
*
[ 28/3 ] 
f(z) = -1/64*z^3 + 142/63*z + 1
*
4 | 0.14580878716850944907005127624586376537 | 0.029257683889690210254778452032620281580
f(z) = -1/65*z^3 + 146/65*z + 1
*
[ -1 ] 
f(z) = -1/70*z^3 + 141/70*z + 1
*
3 | 0.10142604275377401962686071150515910165 | 0.020269210849297934053009203744989791949
f(z) = -1/70*z^3 + 149/70*z + 1
*
[ -1 ] 
f(z) = -1/71*z^3 + 143/71*z + 1
*
[ -1 ] 
f(z) = -1/73*z^3 + 147/73*z + 1
*
[ -1 ] 
f(z) = -1/74*z^3 + 149/74*z + 1
*
10 | 0.18453238339765792977590533810818073784 | 0.027902867473632564155060928829137291051
f(z) = -1/75*z^3 + 149/60*z + 1
*
[ -1 ] 
f(z) = -1/75*z^3 + 151/75*z + 1
*
[ -1 ] 
f(z) = -1/76*z^3 + 153/76*z + 1
*
[ -1 ] 
f(z) = -1/77*z^3 + 155/77*z + 1
*
[ -1 ] 
f(z) = -1/79*z^3 + 159/79*z + 1
*
[ -12/7 ] 
f(z) = -7/72*z^3 + 157/84*z + 1
*
[ -3/2 ] 
f(z) = -5/63*z^3 + 155/84*z + 1
*
21/4 | 0.14879676769541409239713348481629323208 | 0.024548020333324278344861674481471632171
f(z) = -4/63*z^3 + 143/84*z + 1
*
[ 15/7 ] 
f(z) = -14/75*z^3 + 146/105*z + 1
*
-5/7 | 0.19083925937487224804266897955776269857 | 0.028769802218057615149712030754104578646
f(z) = -7/75*z^3 + 152/105*z + 1
*
[ 6 ] 
f(z) = -1/76*z^3 + 149/114*z + 1
*
[ 5/3 ] 
f(z) = -19/75*z^3 + 149/135*z + 1
*
[ 2 ] 
f(z) = -12/61*z^3 + 157/122*z + 1
*
[ 2 ] 
f(z) = -11/61*z^3 + 149/122*z + 1
*
[ 2 ] 
f(z) = -11/63*z^3 + 151/126*z + 1
*
[ 2 ] 
f(z) = -11/65*z^3 + 153/130*z + 1
*
[ 2 ] 
f(z) = -11/67*z^3 + 155/134*z + 1
*
[ 2 ] 
f(z) = -11/69*z^3 + 157/138*z + 1
*
[ 2 ] 
f(z) = -10/61*z^3 + 141/122*z + 1
*
[ 2 ] 
f(z) = -10/63*z^3 + 143/126*z + 1
*
[ 2 ] 
f(z) = -10/67*z^3 + 147/134*z + 1
*
[ 2 ] 
f(z) = -10/69*z^3 + 149/138*z + 1
*
17/4 | 0.14360170554595082224143014062053346210 | 0.028329930852323430505303586081938283415
f(z) = -8/65*z^3 + 159/130*z + 1
*
[ 5/2 ] 
f(z) = -6/65*z^3 + 153/130*z + 1
*
13/2 | 0.14580943930786316843429812324498639439 | 0.029138889666865347956684452644126103827
f(z) = -2/65*z^3 + 149/130*z + 1
*
[ 12/7 ] 
f(z) = -13/64*z^3 + 149/147*z + 1
*
[ 2 ] 
f(z) = -11/71*z^3 + 159/142*z + 1
*
[ 2 ] 
f(z) = -10/71*z^3 + 151/142*z + 1
*
[ 2 ] 
f(z) = -10/73*z^3 + 153/146*z + 1
*
[ 2 ] 
f(z) = -10/77*z^3 + 157/154*z + 1
*
[ 2 ] 
f(z) = -10/79*z^3 + 159/158*z + 1
*
[ 2 ] 
f(z) = -9/71*z^3 + 143/142*z + 1
*
[ 2 ] 
f(z) = -9/73*z^3 + 145/146*z + 1
*
[ 2 ] 
f(z) = -9/77*z^3 + 149/154*z + 1
*
[ 2 ] 
f(z) = -9/79*z^3 + 151/158*z + 1
*
[ 2 ] 
f(z) = -8/77*z^3 + 141/154*z + 1
*
[ 2 ] 
f(z) = -8/79*z^3 + 143/158*z + 1
*
[ 7/2 ] 
f(z) = -2/77*z^3 + 159/154*z + 1
*
[ 4 ] 
f(z) = -1/74*z^3 + 143/148*z + 1
*
[ 4 ] 
f(z) = -1/78*z^3 + 149/156*z + 1
*
[ 3/2 ] 
f(z) = -12/61*z^3 + 142/183*z + 1
*
[ 3/2 ] 
f(z) = -12/65*z^3 + 146/195*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -3/64*z^3 + 145/192*z + 1
*
[ 3 ] 
f(z) = -1/61*z^3 + 149/183*z + 1
*
[ 3 ] 
f(z) = -1/62*z^3 + 151/186*z + 1
*
[ 3 ] 
f(z) = -1/64*z^3 + 155/192*z + 1
*
[ 3 ] 
f(z) = -1/65*z^3 + 157/195*z + 1
*
[ 10/7 ] 
f(z) = -14/75*z^3 + 143/210*z + 1
*
[ 3/2 ] 
f(z) = -12/67*z^3 + 148/201*z + 1
*
[ 3/2 ] 
f(z) = -12/71*z^3 + 152/213*z + 1
*
[ 3/2 ] 
f(z) = -12/73*z^3 + 154/219*z + 1
*
[ 8/5 ] 
f(z) = -9/64*z^3 + 147/200*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -3/68*z^3 + 145/204*z + 1
*
-6 | 0.13176304418655649062968407032935878474 | 0.024641929011081001832157101678365355299
f(z) = -3/70*z^3 + 149/210*z + 1
*
-6 | 0.077829236175708645940233490483353375514 | 0.014555390129823255936907612342076783612
f(z) = -1/70*z^3 + 143/210*z + 1
*
[ 3/2 ] 
f(z) = -12/77*z^3 + 158/231*z + 1
*
[ 5/4 ] 
f(z) = -19/75*z^3 + 143/240*z + 1
*
[ 3/2 ] 
f(z) = -7/60*z^3 + 143/240*z + 1
*
[ 7/4 ] 
f(z) = -4/63*z^3 + 157/252*z + 1
*
-5/8 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = -4/75*z^3 + 149/240*z + 1
*
[ 15/8 ] 
f(z) = -4/75*z^3 + 157/240*z + 1
*
[ 3/2 ] 
f(z) = -7/66*z^3 + 151/264*z + 1
*
[ 3/2 ] 
f(z) = -7/69*z^3 + 155/276*z + 1
*
[ -8 ] 
f(z) = -19/64*z^3 + 161/8*z + 1
*
[ 20/3 ] 
f(z) = -15/64*z^3 + 169/15*z + 1
*
[ 12 ] 
f(z) = -7/72*z^3 + 179/12*z + 1
*
[ 20 ] 
f(z) = -5/64*z^3 + 161/5*z + 1
*
-6/5 | 0.21185966249070826308764961193301907697 | 0.025593344207629418475915473354740362134
f(z) = -5/72*z^3 + 164/15*z + 1
*
66/5 | 0.084365978021863483587213863528774878780 | 0.010085062075745330996838230973246806885
f(z) = -5/72*z^3 + 179/15*z + 1
*
-16 | 0.18558945204718800224172950758830379856 | 0.028280538378305272355688202713285648291
f(z) = -3/64*z^3 + 177/16*z + 1
*
-2 | 0.17093046186444521397556419324444969865 | 0.023576857582709015011760500604157248041
f(z) = -1/72*z^3 + 176/9*z + 1
*
[ 4 ] 
f(z) = -19/72*z^3 + 179/36*z + 1
*
[ -4/17 ] 
f(z) = -17/64*z^3 + 179/34*z + 1
*
[ 4 ] 
f(z) = -17/72*z^3 + 163/36*z + 1
*
[ 21/4 ] 
f(z) = -16/63*z^3 + 164/21*z + 1
*
[ -21/4 ] 
f(z) = -16/63*z^3 + 172/21*z + 1
*
4/5 | 0.24911284377659252724850199525119682684 | 0.029021515360040655892405987297720969751
f(z) = -15/64*z^3 + 167/30*z + 1
*
76/15 | 0.18273798003063568554027730824288125718 | 0.021201693588741090103416966855792006285
f(z) = -15/64*z^3 + 173/30*z + 1
*
-6 | 0.16736195071440678899634006000849736137 | 0.028626306911553068768397873941148361498
f(z) = -11/60*z^3 + 173/30*z + 1
*
5/4 | 0.11063091131400981922253480605543729853 | 0.016534676312336126134468162605917568486
f(z) = -8/75*z^3 + 161/30*z + 1
*
[ -6 ] 
f(z) = -7/60*z^3 + 161/30*z + 1
*
[ 21/2 ] 
f(z) = -4/63*z^3 + 166/21*z + 1
*
[ -21/2 ] 
f(z) = -4/63*z^3 + 170/21*z + 1
*
12 | 0.20239072962915683773308284936813159589 | 0.021707197926663782605028801463244380618
f(z) = -3/64*z^3 + 175/27*z + 1
*
-18 | 0.068459667222425875914930398852119820955 | 0.011780761696397608426377450179822832870
f(z) = -1/60*z^3 + 167/30*z + 1
*
[ 21 ] 
f(z) = -1/63*z^3 + 167/21*z + 1
*
[ -21 ] 
f(z) = -1/63*z^3 + 169/21*z + 1
*
3 | 0.11180746272824373826033281878645812639 | 0.018055703767065046834560023963193950087
f(z) = -1/72*z^3 + 163/24*z + 1
*
-3 | 0.12906738949932495282815765578617458479 | 0.020532521257375468401380696815173020106
f(z) = -1/72*z^3 + 179/24*z + 1
*
[ -6 ] 
f(z) = -5/63*z^3 + 169/42*z + 1
*
[ 6 ] 
f(z) = -5/64*z^3 + 175/48*z + 1
*
-6 | 0.16460712312743059653534356916997046115 | 0.025261240912675692834777163989993604499
f(z) = -3/64*z^3 + 169/48*z + 1
*
[ -3/2 ] 
f(z) = -20/69*z^3 + 160/69*z + 1
*
[ -1 ] 
f(z) = -20/71*z^3 + 162/71*z + 1
*
[ -1 ] 
f(z) = -20/73*z^3 + 166/73*z + 1
*
[ -1 ] 
f(z) = -20/77*z^3 + 174/77*z + 1
*
[ -1 ] 
f(z) = -20/79*z^3 + 178/79*z + 1
*
[ -2 ] 
f(z) = -19/62*z^3 + 169/62*z + 1
*
[ 12/5 ] 
f(z) = -19/64*z^3 + 172/75*z + 1
*
[ -2 ] 
f(z) = -19/66*z^3 + 175/66*z + 1
*
[ -1 ] 
f(z) = -19/71*z^3 + 161/71*z + 1
*
[ -6/5 ] 
f(z) = -19/72*z^3 + 166/75*z + 1
*
[ -1 ] 
f(z) = -19/73*z^3 + 165/73*z + 1
*
[ -1 ] 
f(z) = -19/74*z^3 + 167/74*z + 1
*
[ -1 ] 
f(z) = -19/75*z^3 + 169/75*z + 1
*
[ -5/2 ] 
f(z) = -19/75*z^3 + 179/60*z + 1
*
[ -1 ] 
f(z) = -19/77*z^3 + 173/77*z + 1
*
[ -1 ] 
f(z) = -19/79*z^3 + 177/79*z + 1
*
[ -1 ] 
f(z) = -18/71*z^3 + 160/71*z + 1
*
[ -1 ] 
f(z) = -18/73*z^3 + 164/73*z + 1
*
[ -1 ] 
f(z) = -18/77*z^3 + 172/77*z + 1
*
[ -1 ] 
f(z) = -18/79*z^3 + 176/79*z + 1
*
-3 | 0.10652796255646101610540594126461972240 | 0.020671828986002264796654998822934651069
f(z) = -17/60*z^3 + 173/60*z + 1
*
[ -2 ] 
f(z) = -17/62*z^3 + 161/62*z + 1
*
[ -2 ] 
f(z) = -17/66*z^3 + 167/66*z + 1
*
[ -2 ] 
f(z) = -17/70*z^3 + 173/70*z + 1
*
[ -6/5 ] 
f(z) = -17/72*z^3 + 163/75*z + 1
*
[ -1 ] 
f(z) = -17/73*z^3 + 163/73*z + 1
*
[ -1 ] 
f(z) = -17/74*z^3 + 165/74*z + 1
*
[ -2 ] 
f(z) = -17/74*z^3 + 179/74*z + 1
*
[ -1 ] 
f(z) = -17/75*z^3 + 167/75*z + 1
*
[ -5/2 ] 
f(z) = -17/75*z^3 + 169/60*z + 1
*
[ -1 ] 
f(z) = -17/76*z^3 + 169/76*z + 1
*
[ -1 ] 
f(z) = -17/77*z^3 + 171/77*z + 1
*
-3 | 0.14249887228141553886717734651104156341 | 0.027470266838639308567150980753675345176
f(z) = -17/78*z^3 + 179/78*z + 1
*
[ -1 ] 
f(z) = -17/79*z^3 + 175/79*z + 1
*
[ -9/4 ] 
f(z) = -16/63*z^3 + 172/63*z + 1
*
7/2 | 0.11717661917854487463724214093817350484 | 0.022613182901462547537075105925800189412
f(z) = -16/63*z^3 + 178/63*z + 1
*
[ -3/4 ] 
f(z) = -16/69*z^3 + 170/69*z + 1
*
[ -1 ] 
f(z) = -16/73*z^3 + 162/73*z + 1
*
[ -5/8 ] 
f(z) = -16/75*z^3 + 161/60*z + 1
*
[ -3/2 ] 
f(z) = -16/75*z^3 + 161/75*z + 1
*
[ -1 ] 
f(z) = -16/75*z^3 + 166/75*z + 1
*
[ -1 ] 
f(z) = -16/79*z^3 + 174/79*z + 1
*
[ -1 ] 
f(z) = -15/73*z^3 + 161/73*z + 1
*
[ -1 ] 
f(z) = -15/74*z^3 + 163/74*z + 1
*
[ -2 ] 
f(z) = -15/74*z^3 + 171/74*z + 1
*
[ -1 ] 
f(z) = -15/76*z^3 + 167/76*z + 1
*
[ -1 ] 
f(z) = -15/77*z^3 + 169/77*z + 1
*
[ -1 ] 
f(z) = -15/79*z^3 + 173/79*z + 1
*
[ 3 ] 
f(z) = -14/69*z^3 + 172/69*z + 1
*
[ -1 ] 
f(z) = -14/73*z^3 + 160/73*z + 1
*
[ -1 ] 
f(z) = -14/75*z^3 + 164/75*z + 1
*
[ 3 ] 
f(z) = -14/75*z^3 + 176/75*z + 1
*
[ -1 ] 
f(z) = -14/79*z^3 + 172/79*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.027633566826384649868519084942134373358
f(z) = -13/60*z^3 + 163/60*z + 1
*
[ 3 ] 
f(z) = -13/66*z^3 + 161/66*z + 1
*
[ 3 ] 
f(z) = -13/69*z^3 + 163/69*z + 1
*
[ -1 ] 
f(z) = -13/74*z^3 + 161/74*z + 1
*
[ -2 ] 
f(z) = -13/74*z^3 + 163/74*z + 1
*
[ -1 ] 
f(z) = -13/75*z^3 + 163/75*z + 1
*
[ 3 ] 
f(z) = -13/75*z^3 + 167/75*z + 1
*
[ -1 ] 
f(z) = -13/76*z^3 + 165/76*z + 1
*
[ -1 ] 
f(z) = -13/77*z^3 + 167/77*z + 1
*
[ -1 ] 
f(z) = -13/79*z^3 + 171/79*z + 1
*
[ -5/2 ] 
f(z) = -12/65*z^3 + 166/65*z + 1
*
[ -1 ] 
f(z) = -12/77*z^3 + 166/77*z + 1
*
[ -1 ] 
f(z) = -12/79*z^3 + 170/79*z + 1
*
4 | 0.062523669586205735516838654870087910871 | 0.012304407422690303676563262963493232156
f(z) = -11/60*z^3 + 161/60*z + 1
*
[ -1 ] 
f(z) = -11/75*z^3 + 161/75*z + 1
*
[ -1 ] 
f(z) = -11/76*z^3 + 163/76*z + 1
*
[ -2 ] 
f(z) = -11/78*z^3 + 161/78*z + 1
*
[ -1 ] 
f(z) = -11/79*z^3 + 169/79*z + 1
*
[ -1 ] 
f(z) = -10/77*z^3 + 164/77*z + 1
*
[ -1 ] 
f(z) = -10/79*z^3 + 168/79*z + 1
*
[ -8/9 ] 
f(z) = -9/64*z^3 + 161/72*z + 1
*
[ -12/5 ] 
f(z) = -9/64*z^3 + 167/75*z + 1
*
[ -28/9 ] 
f(z) = -9/64*z^3 + 169/63*z + 1
*
[ -2/3 ] 
f(z) = -9/70*z^3 + 179/70*z + 1
*
[ -1 ] 
f(z) = -9/76*z^3 + 161/76*z + 1
*
4/3 | 0.14522867950111522417756727209926312033 | 0.028277721815057660525098244711643628266
f(z) = -9/77*z^3 + 170/77*z + 1
*
[ 11/3 ] 
f(z) = -9/77*z^3 + 177/77*z + 1
*
[ -1 ] 
f(z) = -9/79*z^3 + 167/79*z + 1
*
-9/2 | 0.085383273151004736560331970505478932738 | 0.016513593936842795222473421826999304415
f(z) = -8/63*z^3 + 176/63*z + 1
*
[ -3 ] 
f(z) = -8/69*z^3 + 164/69*z + 1
*
[ -3 ] 
f(z) = -8/75*z^3 + 172/75*z + 1
*
[ -1 ] 
f(z) = -8/77*z^3 + 162/77*z + 1
*
[ -1 ] 
f(z) = -8/79*z^3 + 166/79*z + 1
*
5 | 0.10652856550767096122996941099541478531 | 0.020913582588089747810472212997186326460
f(z) = -7/60*z^3 + 163/60*z + 1
*
-116/21 | 0.24082904303848444293640680858985830148 | 0.026028162539479768143826037363237204469
f(z) = -7/64*z^3 + 163/63*z + 1
*
[ 4 ] 
f(z) = -7/68*z^3 + 163/68*z + 1
*
-10/7 | 0.20232149111692084699075356241310070319 | 0.028040854041355114045922850734981908798
f(z) = -7/72*z^3 + 170/63*z + 1
*
[ -3 ] 
f(z) = -7/75*z^3 + 163/75*z + 1
*
[ 4 ] 
f(z) = -7/76*z^3 + 169/76*z + 1
*
[ -3 ] 
f(z) = -7/78*z^3 + 167/78*z + 1
*
[ -1 ] 
f(z) = -7/79*z^3 + 165/79*z + 1
*
[ -1 ] 
f(z) = -6/77*z^3 + 160/77*z + 1
*
[ -1 ] 
f(z) = -6/79*z^3 + 164/79*z + 1
*
4 | 0.13339019773387934364232428712618216614 | 0.025714339115414972408752389885241634545
f(z) = -5/66*z^3 + 179/66*z + 1
*
[ -4 ] 
f(z) = -5/68*z^3 + 165/68*z + 1
*
[ -4 ] 
f(z) = -5/76*z^3 + 175/76*z + 1
*
[ -1 ] 
f(z) = -5/79*z^3 + 163/79*z + 1
*
[ -5 ] 
f(z) = -4/65*z^3 + 178/65*z + 1
*
-13/2 | 0.15475316623054146897378659007550775692 | 0.029832592373656998100741535851291455544
f(z) = -4/65*z^3 + 179/65*z + 1
*
-15/4 | 0.17882810388261521387986988839768656990 | 0.026727293286550169252654404344123228957
f(z) = -4/75*z^3 + 161/60*z + 1
*
11/2 | 0.15251235831027674000902501233620012652 | 0.029464440982166159856440982235329670954
f(z) = -4/77*z^3 + 177/77*z + 1
*
[ -1 ] 
f(z) = -4/79*z^3 + 162/79*z + 1
*
68/15 | 0.17056289235672057001981019384602080506 | 0.018397720636696358629425924983421145132
f(z) = -3/64*z^3 + 166/75*z + 1
*
[ -1 ] 
f(z) = -3/79*z^3 + 161/79*z + 1
*
[ -7 ] 
f(z) = -2/63*z^3 + 170/63*z + 1
*
[ 7 ] 
f(z) = -2/77*z^3 + 164/77*z + 1
*
[ -1 ] 
f(z) = -2/79*z^3 + 160/79*z + 1
*
[ 10 ] 
f(z) = -1/70*z^3 + 163/70*z + 1
*
[ -10 ] 
f(z) = -1/70*z^3 + 177/70*z + 1
*
[ -9 ] 
f(z) = -1/72*z^3 + 161/72*z + 1
*
-4 | 0.14522843420093839440816736938737457842 | 0.028277674052245346836013197496587554346
f(z) = -1/77*z^3 + 170/77*z + 1
*
13 | 0.14249887228141553886717734651104156341 | 0.027975237627248813823457022509696375361
f(z) = -1/78*z^3 + 163/78*z + 1
*
-13 | 0.14249852793780908504401845592988548479 | 0.027590403292076351029036411332374598015
f(z) = -1/78*z^3 + 175/78*z + 1
*
-3/2 | 0.15810470948359579897806451186821440540 | 0.025432640722725672183273743725740453871
f(z) = -16/63*z^3 + 167/84*z + 1
*
[ -3/2 ] 
f(z) = -13/63*z^3 + 179/84*z + 1
*
[ -3/2 ] 
f(z) = -11/63*z^3 + 173/84*z + 1
*
2 | 0.11508533515596651375253226375175770472 | 0.017793861469067701281782824339742137554
f(z) = -5/64*z^3 + 161/80*z + 1
*
68/15 | 0.24119542077579922647999029407727104453 | 0.028099139742043506110436256929152731071
f(z) = -5/64*z^3 + 167/90*z + 1
*
[ -3/2 ] 
f(z) = -5/72*z^3 + 175/96*z + 1
*
[ -3/2 ] 
f(z) = -1/72*z^3 + 163/96*z + 1
*
30/7 | 0.16771493096359519749106623882929471237 | 0.024799887499815772633626306095429941835
f(z) = -7/75*z^3 + 173/105*z + 1
*
[ -6 ] 
f(z) = -1/68*z^3 + 173/102*z + 1
*
-8/17 | 0.20649962056991777394919111250687491394 | 0.028837322190907255621373301299085128941
f(z) = -17/64*z^3 + 161/136*z + 1
*
[ 2 ] 
f(z) = -14/61*z^3 + 173/122*z + 1
*
[ 2 ] 
f(z) = -14/65*z^3 + 177/130*z + 1
*
[ 2 ] 
f(z) = -14/67*z^3 + 179/134*z + 1
*
[ 2 ] 
f(z) = -13/61*z^3 + 165/122*z + 1
*
[ 2 ] 
f(z) = -13/63*z^3 + 167/126*z + 1
*
[ 2 ] 
f(z) = -13/67*z^3 + 171/134*z + 1
*
[ 2 ] 
f(z) = -13/69*z^3 + 173/138*z + 1
*
[ 2 ] 
f(z) = -12/65*z^3 + 161/130*z + 1
*
[ 2 ] 
f(z) = -12/67*z^3 + 163/134*z + 1
*
5/8 | 0.18215533545335084709614802630619796497 | 0.026935179836283475624333052867113476407
f(z) = -8/75*z^3 + 173/120*z + 1
*
[ 9/2 ] 
f(z) = -2/63*z^3 + 179/126*z + 1
*
-12 | 0.082914678328980268839100455394209734196 | 0.016200621057380164193261710810127695945
f(z) = -1/66*z^3 + 167/132*z + 1
*
[ 12/7 ] 
f(z) = -17/64*z^3 + 176/147*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.023404888747941624907761044330689461670
f(z) = -14/75*z^3 + 163/150*z + 1
*
[ 2 ] 
f(z) = -13/71*z^3 + 175/142*z + 1
*
[ 2 ] 
f(z) = -13/73*z^3 + 177/146*z + 1
*
[ 2 ] 
f(z) = -13/75*z^3 + 179/150*z + 1
*
[ 2 ] 
f(z) = -12/71*z^3 + 167/142*z + 1
*
[ 2 ] 
f(z) = -12/73*z^3 + 169/146*z + 1
*
[ 2 ] 
f(z) = -12/77*z^3 + 173/154*z + 1
*
[ 2 ] 
f(z) = -12/79*z^3 + 175/158*z + 1
*
[ 2 ] 
f(z) = -11/73*z^3 + 161/146*z + 1
*
[ 2 ] 
f(z) = -11/75*z^3 + 163/150*z + 1
*
[ 2 ] 
f(z) = -11/79*z^3 + 167/158*z + 1
*
-6 | 0.11921762314326669441487106172045834367 | 0.023239761595381605615865544178663645114
f(z) = -2/75*z^3 + 169/150*z + 1
*
[ 28/15 ] 
f(z) = -9/64*z^3 + 167/175*z + 1
*
[ 3/2 ] 
f(z) = -16/61*z^3 + 169/183*z + 1
*
[ 3/2 ] 
f(z) = -16/65*z^3 + 173/195*z + 1
*
0 | 0.12836058899258246470689483730706973483 | 0.024414779264574915986691880681493066198
f(z) = -15/64*z^3 + 173/192*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -12/65*z^3 + 166/195*z + 1
*
[ 5/3 ] 
f(z) = -12/65*z^3 + 178/195*z + 1
*
[ 3 ] 
f(z) = -2/61*z^3 + 176/183*z + 1
*
[ 3/2 ] 
f(z) = -16/67*z^3 + 175/201*z + 1
*
[ 3/2 ] 
f(z) = -16/71*z^3 + 179/213*z + 1
*
[ 8/5 ] 
f(z) = -13/64*z^3 + 179/200*z + 1
*
[ 8/5 ] 
f(z) = -11/64*z^3 + 163/200*z + 1
*
-10/3 | 0.12544924262745769026994371261248823362 | 0.023461140795615355156295634512878648357
f(z) = -3/70*z^3 + 163/210*z + 1
*
[ 3 ] 
f(z) = -1/67*z^3 + 161/201*z + 1
*
[ 3 ] 
f(z) = -1/68*z^3 + 163/204*z + 1
*
[ 3 ] 
f(z) = -1/70*z^3 + 167/210*z + 1
*
[ 3 ] 
f(z) = -1/71*z^3 + 169/213*z + 1
*
[ 3 ] 
f(z) = -1/73*z^3 + 173/219*z + 1
*
[ 3/2 ] 
f(z) = -12/79*z^3 + 160/237*z + 1
*
11/3 | 0.14522819508790523581273361077240335449 | 0.026684499943313141267352539774202840583
f(z) = -6/77*z^3 + 179/231*z + 1
*
-19/3 | 0.054528985657469818450842065865569705811 | 0.010043380802037973763409117578765352352
f(z) = -3/76*z^3 + 169/228*z + 1
*
[ 3 ] 
f(z) = -1/74*z^3 + 175/222*z + 1
*
[ 3 ] 
f(z) = -1/76*z^3 + 179/228*z + 1
*
-11/2 | 0.13425891392601325472185839031703762813 | 0.024078217258162484045847465093609224944
f(z) = -1/66*z^3 + 169/264*z + 1
*
[ 12/7 ] 
f(z) = -3/64*z^3 + 163/294*z + 1
*
[ 15/2 ] 
f(z) = -16/75*z^3 + 193/15*z + 1
*
[ -15/2 ] 
f(z) = -16/75*z^3 + 197/15*z + 1
*
[ 12 ] 
f(z) = -13/64*z^3 + 181/6*z + 1
*
[ -28/3 ] 
f(z) = -9/64*z^3 + 187/14*z + 1
*
[ -12 ] 
f(z) = -7/72*z^3 + 181/12*z + 1
*
[ 15 ] 
f(z) = -4/75*z^3 + 194/15*z + 1
*
[ -15 ] 
f(z) = -4/75*z^3 + 196/15*z + 1
*
[ 20 ] 
f(z) = -3/64*z^3 + 197/10*z + 1
*
[ 28 ] 
f(z) = -1/64*z^3 + 185/14*z + 1
*
[ 36 ] 
f(z) = -1/64*z^3 + 191/9*z + 1
*
12/19 | 0.23517152189919116930328043263459367141 | 0.027074492103785536563480710378587418598
f(z) = -19/64*z^3 + 185/38*z + 1
*
[ -4 ] 
f(z) = -19/72*z^3 + 197/36*z + 1
*
-4 | 0.24138669424950523103598468089168364520 | 0.027622611454111066143290144422317367455
f(z) = -17/64*z^3 + 195/34*z + 1
*
[ -4 ] 
f(z) = -17/72*z^3 + 181/36*z + 1
*
6 | 0.10563354776596035273516187489961163411 | 0.017736137038854737217011123793697006479
f(z) = -11/60*z^3 + 193/30*z + 1
*
0 | 0.14775789805403353359280379795399957132 | 0.025079229624465833457252851100754748843
f(z) = -11/78*z^3 + 181/39*z + 1
*
0 | 0.17661019650992872667246759400924354652 | 0.029865579901039793105627411789704985690
f(z) = -7/66*z^3 + 185/33*z + 1
*
[ 10 ] 
f(z) = -4/75*z^3 + 187/30*z + 1
*
[ -10 ] 
f(z) = -4/75*z^3 + 193/30*z + 1
*
-100/9 | 0.26558602766858294257622294904774379028 | 0.028236088585322179399599036920188666459
f(z) = -3/64*z^3 + 190/27*z + 1
*
-5/2 | 0.12379191236586491621254913039241754516 | 0.017960009936743815431583556045943135260
f(z) = -2/75*z^3 + 197/30*z + 1
*
-24 | 0.21944639265088279208827516616065666439 | 0.029888648243227073978024238214766634057
f(z) = -1/64*z^3 + 193/24*z + 1
*
4 | 0.16240054165116814128006484582973661991 | 0.027513235615058194753680787284239373346
f(z) = -1/70*z^3 + 183/35*z + 1
*
[ -6/17 ] 
f(z) = -17/72*z^3 + 197/51*z + 1
*
[ 21/4 ] 
f(z) = -8/63*z^3 + 181/42*z + 1
*
6 | 0.12778233299221234365411583754691007412 | 0.020222025288311171781579274290915498249
f(z) = -8/63*z^3 + 185/42*z + 1
*
[ -21/4 ] 
f(z) = -8/63*z^3 + 197/42*z + 1
*
-6 | 0.13715993775745489216198667076734204398 | 0.021458341108659226548913741533493580256
f(z) = -8/63*z^3 + 199/42*z + 1
*
8/5 | 0.12941446603103760849544808288967144088 | 0.017754938923089106532409378157857651235
f(z) = -5/64*z^3 + 183/40*z + 1
*
[ -6 ] 
f(z) = -5/64*z^3 + 191/48*z + 1
*
-116/15 | 0.17970114589271901234287572728449156245 | 0.019011592621749105823233675293616634427
f(z) = -5/64*z^3 + 199/45*z + 1
*
2 | 0.21285598701936033638059933217494395247 | 0.028910259723443246023047625488954523280
f(z) = -5/72*z^3 + 197/45*z + 1
*
[ 21/2 ] 
f(z) = -2/63*z^3 + 185/42*z + 1
*
[ -21/2 ] 
f(z) = -2/63*z^3 + 193/42*z + 1
*
[ -1/2 ] 
f(z) = -20/61*z^3 + 188/61*z + 1
*
[ -1/2 ] 
f(z) = -20/63*z^3 + 194/63*z + 1
*
0 | 0.068107164218324168157182139958837820012 | 0.012866662033178682732107863695594483982
f(z) = -19/60*z^3 + 199/60*z + 1
*
[ 8/3 ] 
f(z) = -19/64*z^3 + 197/72*z + 1
*
-3 | 0.13321808980012852820098046519991993535 | 0.025313686540200823044643209213685147567
f(z) = -19/66*z^3 + 193/66*z + 1
*
[ -2 ] 
f(z) = -19/70*z^3 + 181/70*z + 1
*
[ -2 ] 
f(z) = -19/74*z^3 + 187/74*z + 1
*
[ -2 ] 
f(z) = -19/78*z^3 + 193/78*z + 1
*
[ 3 ] 
f(z) = -17/60*z^3 + 193/60*z + 1
*
[ 8/3 ] 
f(z) = -17/64*z^3 + 181/72*z + 1
*
[ 3 ] 
f(z) = -17/66*z^3 + 197/66*z + 1
*
[ 3 ] 
f(z) = -17/69*z^3 + 199/69*z + 1
*
[ -2 ] 
f(z) = -17/78*z^3 + 185/78*z + 1
*
[ -1/2 ] 
f(z) = -16/61*z^3 + 187/61*z + 1
*
-1/4 | 0.11758372497735696311439715942774944298 | 0.022409602731046996496972441441250206711
f(z) = -16/63*z^3 + 190/63*z + 1
*
[ -1/2 ] 
f(z) = -16/63*z^3 + 193/63*z + 1
*
[ -5/2 ] 
f(z) = -16/65*z^3 + 191/65*z + 1
*
[ 3 ] 
f(z) = -16/69*z^3 + 190/69*z + 1
*
[ -3/4 ] 
f(z) = -16/75*z^3 + 184/75*z + 1
*
[ 3 ] 
f(z) = -16/75*z^3 + 194/75*z + 1
*
35/8 | 0.19599534574438547084904248672475933259 | 0.028435446951664906176655574243916084696
f(z) = -16/75*z^3 + 197/60*z + 1
*
[ -3 ] 
f(z) = -13/60*z^3 + 197/60*z + 1
*
[ -12/5 ] 
f(z) = -13/64*z^3 + 194/75*z + 1
*
[ -1/2 ] 
f(z) = -12/61*z^3 + 186/61*z + 1
*
[ -1/2 ] 
f(z) = -12/65*z^3 + 198/65*z + 1
*
[ -8/3 ] 
f(z) = -11/64*z^3 + 187/72*z + 1
*
[ -28/11 ] 
f(z) = -11/64*z^3 + 193/77*z + 1
*
[ -3 ] 
f(z) = -11/69*z^3 + 191/69*z + 1
*
[ -3 ] 
f(z) = -11/75*z^3 + 199/75*z + 1
*
[ -3 ] 
f(z) = -10/69*z^3 + 182/69*z + 1
*
-1/3 | 0.15424479784033042087213472326002122284 | 0.029309116118124988352288872865604594380
f(z) = -9/64*z^3 + 193/64*z + 1
*
-13/3 | 0.15250078533275459641663279619160493725 | 0.029243080340969573526428290161111559519
f(z) = -9/65*z^3 + 184/65*z + 1
*
[ 4 ] 
f(z) = -9/68*z^3 + 195/68*z + 1
*
[ -10/3 ] 
f(z) = -9/70*z^3 + 191/70*z + 1
*
[ -2/3 ] 
f(z) = -9/74*z^3 + 189/74*z + 1
*
[ -1/2 ] 
f(z) = -8/61*z^3 + 185/61*z + 1
*
[ -1/2 ] 
f(z) = -8/63*z^3 + 191/63*z + 1
*
[ -1/2 ] 
f(z) = -8/65*z^3 + 197/65*z + 1
*
[ -7/2 ] 
f(z) = -8/77*z^3 + 197/77*z + 1
*
[ -4 ] 
f(z) = -7/68*z^3 + 197/68*z + 1
*
-6 | 0.14249903495097638703076644387382434595 | 0.027240695116107077473000863789657749875
f(z) = -7/78*z^3 + 187/78*z + 1
*
[ -1/2 ] 
f(z) = -4/61*z^3 + 184/61*z + 1
*
[ -1/2 ] 
f(z) = -4/63*z^3 + 190/63*z + 1
*
-15/2 | 0.13691227953266366407140306372673854673 | 0.026199563063660606770157925260523587993
f(z) = -4/65*z^3 + 186/65*z + 1
*
5 | 0.14261983840130272679146419023276508539 | 0.027153924934624813048553562400711343487
f(z) = -4/65*z^3 + 191/65*z + 1
*
[ -1/2 ] 
f(z) = -4/65*z^3 + 196/65*z + 1
*
-5 | 0.18155679645755988462220421230581181569 | 0.026340669645881412543906501991447899675
f(z) = -4/75*z^3 + 197/60*z + 1
*
[ 11/2 ] 
f(z) = -4/77*z^3 + 184/77*z + 1
*
2 | 0.12735320098398183612120737197024583108 | 0.024105298134017443884155663905273951538
f(z) = -2/63*z^3 + 197/63*z + 1
*
0 | 0.15243312403912451216525202566982492984 | 0.028852403175362040520739485373246320564
f(z) = -2/65*z^3 + 197/65*z + 1
*
5 | 0.089643043863743381926653859128544994910 | 0.017033692017959587349521469450810817994
f(z) = -1/60*z^3 + 193/60*z + 1
*
[ 12 ] 
f(z) = -1/60*z^3 + 199/60*z + 1
*
[ -11 ] 
f(z) = -1/66*z^3 + 193/66*z + 1
*
[ 11 ] 
f(z) = -1/77*z^3 + 191/77*z + 1
*
8 | 0.14249783866499464914499614930830699595 | 0.027411353283065481024924183975512028870
f(z) = -1/78*z^3 + 181/78*z + 1
*
[ -3/2 ] 
f(z) = -19/63*z^3 + 197/84*z + 1
*
[ -3/2 ] 
f(z) = -17/63*z^3 + 191/84*z + 1
*
[ 21/8 ] 
f(z) = -16/63*z^3 + 199/84*z + 1
*
[ -3/2 ] 
f(z) = -13/72*z^3 + 199/96*z + 1
*
[ -3/2 ] 
f(z) = -11/72*z^3 + 193/96*z + 1
*
[ 10/3 ] 
f(z) = -9/64*z^3 + 181/80*z + 1
*
[ -20/9 ] 
f(z) = -9/64*z^3 + 193/90*z + 1
*
[ -3/2 ] 
f(z) = -7/72*z^3 + 181/96*z + 1
*
[ -3/4 ] 
f(z) = -4/63*z^3 + 199/84*z + 1
*
[ 10 ] 
f(z) = -1/64*z^3 + 197/80*z + 1
*
-3/2 | 0.080036317798267272768854626108683678786 | 0.012644525563273318737751231158735060258
f(z) = -20/63*z^3 + 187/105*z + 1
*
[ -15/7 ] 
f(z) = -7/75*z^3 + 199/105*z + 1
*
6/5 | 0.082505868671872655661368456475097259824 | 0.013034677184563713069521272512747170700
f(z) = -5/63*z^3 + 187/105*z + 1
*
[ -6 ] 
f(z) = -1/76*z^3 + 187/114*z + 1
*
-5/6 | 0.15243198845424648764865522411922256224 | 0.029322319035186510678238529482379516326
f(z) = -18/65*z^3 + 181/130*z + 1
*
[ 2 ] 
f(z) = -17/61*z^3 + 197/122*z + 1
*
[ 2 ] 
f(z) = -17/63*z^3 + 199/126*z + 1
*
[ 2 ] 
f(z) = -16/61*z^3 + 189/122*z + 1
*
[ 2 ] 
f(z) = -16/63*z^3 + 191/126*z + 1
*
[ 2 ] 
f(z) = -16/65*z^3 + 193/130*z + 1
*
[ 2 ] 
f(z) = -16/67*z^3 + 195/134*z + 1
*
[ 2 ] 
f(z) = -16/69*z^3 + 197/138*z + 1
*
[ 2 ] 
f(z) = -15/61*z^3 + 181/122*z + 1
*
8/5 | 0.18383814619333652097417276740133283517 | 0.024969034829366952253467839832179758200
f(z) = -15/64*z^3 + 197/120*z + 1
*
[ 2 ] 
f(z) = -15/67*z^3 + 187/134*z + 1
*
[ 2 ] 
f(z) = -14/69*z^3 + 181/138*z + 1
*
1/2 | 0.11741421351426207033255450447041035684 | 0.022310683186671648219950772890973976904
f(z) = -8/63*z^3 + 193/126*z + 1
*
-5/8 | 0.18881130929358912129963000021646092897 | 0.027393170735259912693658132540883181792
f(z) = -8/75*z^3 + 197/120*z + 1
*
0 | 0.11906259689155741640957832293371942959 | 0.022536060126532009262713640135481937505
f(z) = -4/63*z^3 + 197/126*z + 1
*
[ 4 ] 
f(z) = -3/62*z^3 + 189/124*z + 1
*
[ -2 ] 
f(z) = -2/61*z^3 + 199/122*z + 1
*
0 | 0.11741471331949727622880858202010934288 | 0.022310778158105889136352480329611777479
f(z) = -2/63*z^3 + 193/126*z + 1
*
-8 | 0.15243264059360020701290207111834519126 | 0.029022221078519011279126344877401384136
f(z) = -2/65*z^3 + 191/130*z + 1
*
[ -15/4 ] 
f(z) = -2/75*z^3 + 197/120*z + 1
*
[ -2 ] 
f(z) = -1/61*z^3 + 191/122*z + 1
*
[ -4 ] 
f(z) = -1/62*z^3 + 187/124*z + 1
*
[ -2 ] 
f(z) = -1/63*z^3 + 197/126*z + 1
*
[ -4 ] 
f(z) = -1/66*z^3 + 197/132*z + 1
*
[ 6 ] 
f(z) = -1/69*z^3 + 187/138*z + 1
*
[ 11/6 ] 
f(z) = -18/77*z^3 + 191/154*z + 1
*
[ 2 ] 
f(z) = -16/71*z^3 + 199/142*z + 1
*
[ 2 ] 
f(z) = -15/71*z^3 + 191/142*z + 1
*
[ 2 ] 
f(z) = -15/73*z^3 + 193/146*z + 1
*
[ 2 ] 
f(z) = -15/77*z^3 + 197/154*z + 1
*
[ 2 ] 
f(z) = -15/79*z^3 + 199/158*z + 1
*
[ 2 ] 
f(z) = -14/71*z^3 + 183/142*z + 1
*
[ 2 ] 
f(z) = -14/73*z^3 + 185/146*z + 1
*
[ 2 ] 
f(z) = -14/75*z^3 + 187/150*z + 1
*
[ 2 ] 
f(z) = -14/79*z^3 + 191/158*z + 1
*
[ 2 ] 
f(z) = -13/77*z^3 + 181/154*z + 1
*
[ 2 ] 
f(z) = -13/79*z^3 + 183/158*z + 1
*
[ 16/3 ] 
f(z) = -1/64*z^3 + 181/144*z + 1
*
[ 6 ] 
f(z) = -1/75*z^3 + 197/150*z + 1
*
[ 3/2 ] 
f(z) = -20/61*z^3 + 196/183*z + 1
*
[ 3 ] 
f(z) = -2/65*z^3 + 184/195*z + 1
*
[ 3/2 ] 
f(z) = -16/73*z^3 + 181/219*z + 1
*
-21/10 | 0.079403545730739277524177876035253206282 | 0.012318801926812297568981345882783898794
f(z) = -10/63*z^3 + 187/210*z + 1
*
[ 3 ] 
f(z) = -2/67*z^3 + 188/201*z + 1
*
[ 3 ] 
f(z) = -2/71*z^3 + 196/213*z + 1
*
[ 3/2 ] 
f(z) = -16/77*z^3 + 185/231*z + 1
*
[ 3/2 ] 
f(z) = -16/79*z^3 + 187/237*z + 1
*
[ 7/3 ] 
f(z) = -3/77*z^3 + 181/231*z + 1
*
-11/3 | 0.14522922870432612553491480797513792195 | 0.026684689861925762903826653524881093157
f(z) = -3/77*z^3 + 184/231*z + 1
*
[ 3 ] 
f(z) = -1/77*z^3 + 181/231*z + 1
*
[ 3 ] 
f(z) = -1/79*z^3 + 185/237*z + 1
*
[ 4/3 ] 
f(z) = -18/61*z^3 + 189/244*z + 1
*
[ 3/2 ] 
f(z) = -13/60*z^3 + 197/240*z + 1
*
-4/7 | 0.14689362599506431875659682765975980283 | 0.023606560959130304575150152764695100548
f(z) = -7/72*z^3 + 197/252*z + 1
*
[ 4/3 ] 
f(z) = -18/65*z^3 + 193/260*z + 1
*
[ 4/3 ] 
f(z) = -18/67*z^3 + 195/268*z + 1
*
-5/8 | 0.14262114268001016551995788423101034343 | 0.025648140307929078080925625321624873408
f(z) = -16/65*z^3 + 181/260*z + 1
*
[ 3/2 ] 
f(z) = -11/69*z^3 + 191/276*z + 1
*
4 | 0.16071579860560809817143593859568679772 | 0.028902175896780686058751199945049538582
f(z) = -4/65*z^3 + 191/260*z + 1
*
[ 5/2 ] 
f(z) = -1/65*z^3 + 181/260*z + 1
*
[ 4/3 ] 
f(z) = -18/71*z^3 + 199/284*z + 1
*
-5/2 | 0.11179900526696459986091349769932762530 | 0.019840848219795819779814886848572882645
f(z) = -3/70*z^3 + 187/280*z + 1
*
[ 5/2 ] 
f(z) = -1/70*z^3 + 193/280*z + 1
*
[ -12 ] 
f(z) = -15/64*z^3 + 209/6*z + 1
*
18 | 0.19888854677027046965288855181759377802 | 0.026921545005879288518747577561922624635
f(z) = -5/72*z^3 + 202/9*z + 1
*
[ 18 ] 
f(z) = -5/72*z^3 + 211/9*z + 1
*
[ -18 ] 
f(z) = -5/72*z^3 + 212/9*z + 1
*
[ 16 ] 
f(z) = -3/64*z^3 + 207/16*z + 1
*
[ -16 ] 
f(z) = -3/64*z^3 + 209/16*z + 1
*
[ 30 ] 
f(z) = -1/72*z^3 + 202/15*z + 1
*
[ -30 ] 
f(z) = -1/72*z^3 + 203/15*z + 1
*
[ -4/19 ] 
f(z) = -19/64*z^3 + 219/38*z + 1
*
-6 | 0.11957816666754805150116460469966673754 | 0.019812531610676538396858991944521065926
f(z) = -13/60*z^3 + 209/30*z + 1
*
6 | 0.23955463455186864998140744259081809953 | 0.028037663595204869421510765790368666730
f(z) = -13/72*z^3 + 214/39*z + 1
*
-5/4 | 0.11863871849238726382086069485247391976 | 0.017065967595997217603688769168612724082
f(z) = -8/75*z^3 + 209/30*z + 1
*
[ 24 ] 
f(z) = -1/72*z^3 + 215/24*z + 1
*
[ -24 ] 
f(z) = -1/72*z^3 + 217/24*z + 1
*
0 | 0.17441171999616667762555013290238819084 | 0.028762845977177150621977143972863650065
f(z) = -1/78*z^3 + 215/39*z + 1
*
-6 | 0.16529571998112028997648444058948094347 | 0.024672842986545954153058228536845231927
f(z) = -9/64*z^3 + 203/48*z + 1
*
8 | 0.19688089998600040025626444856018816470 | 0.026631987989978201780715456746983586166
f(z) = -5/64*z^3 + 203/40*z + 1
*
[ -20/3 ] 
f(z) = -5/64*z^3 + 208/45*z + 1
*
-8 | 0.19333250429400866207713021515204134637 | 0.025982989298758746267684005503497799547
f(z) = -5/64*z^3 + 213/40*z + 1
*
[ -4/15 ] 
f(z) = -5/64*z^3 + 214/45*z + 1
*
[ 28/3 ] 
f(z) = -3/64*z^3 + 209/42*z + 1
*
10 | 0.085441958745576132650438653660602109810 | 0.012627776798054436282674893440713435286
f(z) = -3/64*z^3 + 217/48*z + 1
*
[ -1/2 ] 
f(z) = -20/67*z^3 + 206/67*z + 1
*
[ -1/2 ] 
f(z) = -20/69*z^3 + 212/69*z + 1
*
[ -1/2 ] 
f(z) = -20/71*z^3 + 218/71*z + 1
*
[ 3 ] 
f(z) = -19/60*z^3 + 211/60*z + 1
*
[ 3 ] 
f(z) = -19/66*z^3 + 215/66*z + 1
*
0 | 0.15261500316476982111072438262082517202 | 0.028367642193830209672169387336073737934
f(z) = -19/66*z^3 + 217/66*z + 1
*
[ 3 ] 
f(z) = -19/69*z^3 + 217/69*z + 1
*
0 | 0.15574497827141977011594154128513243049 | 0.029049895707523159126134128927501158139
f(z) = -18/65*z^3 + 213/65*z + 1
*
[ -7/3 ] 
f(z) = -18/77*z^3 + 208/77*z + 1
*
0 | 0.14580878716850944907005127624586376537 | 0.027220468352754651322000007968855382115
f(z) = -17/65*z^3 + 212/65*z + 1
*
0 | 0.13323184901300715004682322009100083379 | 0.024807452730053949787104497789949945914
f(z) = -17/66*z^3 + 215/66*z + 1
*
[ 3 ] 
f(z) = -17/75*z^3 + 203/75*z + 1
*
[ 3 ] 
f(z) = -17/78*z^3 + 205/78*z + 1
*
-7/2 | 0.11714925067716930026375768743596714166 | 0.021831862525887984554659293266352794604
f(z) = -16/63*z^3 + 214/63*z + 1
*
0 | 0.14580979605955614239721650727010977001 | 0.027244705002083404657272015461420725483
f(z) = -16/65*z^3 + 211/65*z + 1
*
[ 13/4 ] 
f(z) = -16/65*z^3 + 214/65*z + 1
*
[ -1/2 ] 
f(z) = -16/67*z^3 + 205/67*z + 1
*
[ -1/2 ] 
f(z) = -16/69*z^3 + 211/69*z + 1
*
[ -1/2 ] 
f(z) = -16/71*z^3 + 217/71*z + 1
*
-5/2 | 0.17895245295546455968447941103009998517 | 0.025741990491562344989379847937294562406
f(z) = -16/75*z^3 + 209/60*z + 1
*
[ -3 ] 
f(z) = -14/69*z^3 + 218/69*z + 1
*
[ -8/3 ] 
f(z) = -13/64*z^3 + 203/72*z + 1
*
[ -3 ] 
f(z) = -13/66*z^3 + 205/66*z + 1
*
0 | 0.13325395556348628899508022018182004208 | 0.024898633753009626661477600531444232864
f(z) = -13/66*z^3 + 211/66*z + 1
*
[ -3 ] 
f(z) = -13/69*z^3 + 209/69*z + 1
*
[ -3 ] 
f(z) = -13/75*z^3 + 217/75*z + 1
*
0 | 0.15163121328229032068569733869526090233 | 0.028434128848831047344246939259299489457
f(z) = -12/65*z^3 + 207/65*z + 1
*
[ -1/2 ] 
f(z) = -12/67*z^3 + 204/67*z + 1
*
[ -1/2 ] 
f(z) = -12/71*z^3 + 216/71*z + 1
*
[ 7/2 ] 
f(z) = -12/77*z^3 + 202/77*z + 1
*
-5 | 0.11804330052720799776026032445273005840 | 0.021904199172948733480001015699546441265
f(z) = -11/70*z^3 + 219/70*z + 1
*
[ -3 ] 
f(z) = -11/78*z^3 + 203/78*z + 1
*
[ 13/3 ] 
f(z) = -9/65*z^3 + 219/65*z + 1
*
0 | 0.11807045370760630433273600669307308093 | 0.021909237736500982049673225680588419182
f(z) = -9/70*z^3 + 219/70*z + 1
*
[ 4 ] 
f(z) = -9/76*z^3 + 201/76*z + 1
*
[ -11/3 ] 
f(z) = -9/77*z^3 + 219/77*z + 1
*
[ 9/2 ] 
f(z) = -8/63*z^3 + 211/63*z + 1
*
0 | 0.14585446865244614146333109302502669295 | 0.027451310795737366691190968991100838624
f(z) = -8/65*z^3 + 203/65*z + 1
*
[ -1/2 ] 
f(z) = -8/67*z^3 + 203/67*z + 1
*
[ -1/2 ] 
f(z) = -8/69*z^3 + 209/69*z + 1
*
[ -1/2 ] 
f(z) = -8/71*z^3 + 215/71*z + 1
*
0 | 0.14540579947399145017645117896134543489 | 0.027316461934855716797421089015997157012
f(z) = -7/66*z^3 + 205/66*z + 1
*
[ -4 ] 
f(z) = -7/76*z^3 + 207/76*z + 1
*
[ 5 ] 
f(z) = -6/65*z^3 + 202/65*z + 1
*
0 | 0.15300181574032207960932204540363549666 | 0.028796515012564083781352241487026125242
f(z) = -5/66*z^3 + 203/66*z + 1
*
[ -1/2 ] 
f(z) = -4/67*z^3 + 202/67*z + 1
*
[ -1/2 ] 
f(z) = -4/69*z^3 + 208/69*z + 1
*
[ -1/2 ] 
f(z) = -4/71*z^3 + 214/71*z + 1
*
[ -11/2 ] 
f(z) = -4/77*z^3 + 212/77*z + 1
*
[ 7 ] 
f(z) = -3/70*z^3 + 207/70*z + 1
*
0 | 0.12158211812664567770529040101973474655 | 0.022677763936141969697812346890281342773
f(z) = -3/70*z^3 + 213/70*z + 1
*
[ 7 ] 
f(z) = -3/77*z^3 + 213/77*z + 1
*
[ 9 ] 
f(z) = -2/63*z^3 + 218/63*z + 1
*
-5 | 0.093760436834937498727587534661068261153 | 0.017427923001771519354597241198143725221
f(z) = -1/60*z^3 + 217/60*z + 1
*
14 | 0.089856794230300731450410703262532781812 | 0.016745657076876593905933248477761024952
f(z) = -1/63*z^3 + 214/63*z + 1
*
-14 | 0.10847472715830096068002221873893032494 | 0.020454175092489819731860659227293688869
f(z) = -1/70*z^3 + 201/70*z + 1
*
0 | 0.11141798642028653889455659473530031643 | 0.020818561262557203772557801100405189151
f(z) = -1/70*z^3 + 211/70*z + 1
*
3 | 0.10304215970536681983480154467225560482 | 0.019120576765615890212524712738970334532
f(z) = -1/70*z^3 + 219/70*z + 1
*
0 | 0.14556034870497900424697880767388365775 | 0.027056343112046016242274310435083661765
f(z) = -1/72*z^3 + 217/72*z + 1
*
[ -11 ] 
f(z) = -1/77*z^3 + 205/77*z + 1
*
-4 | 0.14249974075182180583179545359665365125 | 0.026626217885052065446518239148895225765
f(z) = -1/78*z^3 + 211/78*z + 1
*
10 | 0.14249879436700109349022995067802080970 | 0.026487270109944381196910064331896505430
f(z) = -1/78*z^3 + 217/78*z + 1
*
[ -3/4 ] 
f(z) = -20/63*z^3 + 211/84*z + 1
*
[ -2/3 ] 
f(z) = -19/72*z^3 + 212/81*z + 1
*
[ -3/2 ] 
f(z) = -19/72*z^3 + 217/96*z + 1
*
[ -2/3 ] 
f(z) = -17/72*z^3 + 211/81*z + 1
*
[ -3/2 ] 
f(z) = -17/72*z^3 + 211/96*z + 1
*
[ -28/13 ] 
f(z) = -13/64*z^3 + 219/91*z + 1
*
[ -2/3 ] 
f(z) = -13/72*z^3 + 209/81*z + 1
*
[ -8/11 ] 
f(z) = -11/64*z^3 + 217/88*z + 1
*
[ -18/11 ] 
f(z) = -11/72*z^3 + 200/99*z + 1
*
[ -2/3 ] 
f(z) = -11/72*z^3 + 208/81*z + 1
*
[ -2/3 ] 
f(z) = -7/72*z^3 + 206/81*z + 1
*
-6/5 | 0.16642957075299949963529019867458559865 | 0.024734545525273211194762546513789920040
f(z) = -5/64*z^3 + 209/80*z + 1
*
[ -2/3 ] 
f(z) = -5/72*z^3 + 205/81*z + 1
*
15/2 | 0.13408136149102116309842307563382297803 | 0.020725950446362048284531642484658097819
f(z) = -1/63*z^3 + 215/84*z + 1
*
[ -10 ] 
f(z) = -1/64*z^3 + 213/80*z + 1
*
[ -2/3 ] 
f(z) = -1/72*z^3 + 203/81*z + 1
*
[ 21/10 ] 
f(z) = -20/63*z^3 + 202/105*z + 1
*
2/3 | 0.16149573876900461592083604191215737095 | 0.026694686627778475596126855429370862254
f(z) = -3/70*z^3 + 212/105*z + 1
*
[ 2 ] 
f(z) = -19/61*z^3 + 213/122*z + 1
*
[ 2 ] 
f(z) = -19/63*z^3 + 215/126*z + 1
*
[ 2 ] 
f(z) = -19/65*z^3 + 217/130*z + 1
*
[ 2 ] 
f(z) = -19/67*z^3 + 219/134*z + 1
*
[ 2 ] 
f(z) = -18/61*z^3 + 205/122*z + 1
*
[ 2 ] 
f(z) = -18/65*z^3 + 209/130*z + 1
*
-2/3 | 0.15243264059360020701290207111834519126 | 0.028482190071543286664038730792338586401
f(z) = -18/65*z^3 + 211/130*z + 1
*
[ 2 ] 
f(z) = -18/67*z^3 + 211/134*z + 1
*
[ 2 ] 
f(z) = -17/65*z^3 + 201/130*z + 1
*
[ 2 ] 
f(z) = -17/67*z^3 + 203/134*z + 1
*
[ 2 ] 
f(z) = -17/69*z^3 + 205/138*z + 1
*
0 | 0.15972998900661039833532046875315126850 | 0.029741343238932865061627813521918714912
f(z) = -13/63*z^3 + 215/126*z + 1
*
[ 8/3 ] 
f(z) = -9/68*z^3 + 213/136*z + 1
*
0 | 0.093390479093040923468199355472305482626 | 0.017544674809750642585818969502650207648
f(z) = -8/63*z^3 + 205/126*z + 1
*
0 | 0.14251146665117929325729780352203818689 | 0.026628408880976292492121527050369651518
f(z) = -8/65*z^3 + 211/130*z + 1
*
-3/5 | 0.16195383275637669222723075025378597648 | 0.025258643647462826051368089965872418293
f(z) = -5/72*z^3 + 203/120*z + 1
*
[ -2 ] 
f(z) = -4/61*z^3 + 215/122*z + 1
*
[ -2 ] 
f(z) = -3/61*z^3 + 207/122*z + 1
*
[ -2 ] 
f(z) = -3/65*z^3 + 219/130*z + 1
*
[ -2 ] 
f(z) = -2/63*z^3 + 205/126*z + 1
*
[ -7/2 ] 
f(z) = -2/63*z^3 + 211/126*z + 1
*
[ -5/2 ] 
f(z) = -2/65*z^3 + 207/130*z + 1
*
[ -2 ] 
f(z) = -2/65*z^3 + 211/130*z + 1
*
[ -2 ] 
f(z) = -2/67*z^3 + 217/134*z + 1
*
[ -2 ] 
f(z) = -1/65*z^3 + 203/130*z + 1
*
[ -2 ] 
f(z) = -1/67*z^3 + 209/134*z + 1
*
[ -2 ] 
f(z) = -1/69*z^3 + 215/138*z + 1
*
-8/19 | 0.20855935455344044764844097943307356211 | 0.027959495805597272989880164713591185742
f(z) = -19/64*z^3 + 217/152*z + 1
*
[ 2 ] 
f(z) = -18/71*z^3 + 215/142*z + 1
*
[ 2 ] 
f(z) = -18/73*z^3 + 217/146*z + 1
*
[ 2 ] 
f(z) = -17/71*z^3 + 207/142*z + 1
*
[ 2 ] 
f(z) = -17/73*z^3 + 209/146*z + 1
*
[ 2 ] 
f(z) = -17/75*z^3 + 211/150*z + 1
*
[ 2 ] 
f(z) = -17/77*z^3 + 213/154*z + 1
*
[ 2 ] 
f(z) = -17/79*z^3 + 215/158*z + 1
*
[ 2 ] 
f(z) = -16/73*z^3 + 201/146*z + 1
*
[ 2 ] 
f(z) = -16/75*z^3 + 203/150*z + 1
*
[ 2 ] 
f(z) = -16/77*z^3 + 205/154*z + 1
*
[ 2 ] 
f(z) = -16/79*z^3 + 207/158*z + 1
*
[ 12/5 ] 
f(z) = -9/64*z^3 + 209/150*z + 1
*
[ 11/4 ] 
f(z) = -8/77*z^3 + 219/154*z + 1
*
[ 4 ] 
f(z) = -3/70*z^3 + 201/140*z + 1
*
[ 4 ] 
f(z) = -3/74*z^3 + 207/148*z + 1
*
[ -4 ] 
f(z) = -1/70*z^3 + 207/140*z + 1
*
[ -4 ] 
f(z) = -1/74*z^3 + 217/148*z + 1
*
-5/11 | 0.19362825738649492152392352824713893093 | 0.027970275579958213860565180941377515569
f(z) = -11/75*z^3 + 203/165*z + 1
*
-3/2 | 0.15243302207066737737083642132195712969 | 0.028482261350911621225274614073343164398
f(z) = -12/65*z^3 + 211/195*z + 1
*
[ 3 ] 
f(z) = -3/61*z^3 + 203/183*z + 1
*
[ 3 ] 
f(z) = -3/62*z^3 + 205/186*z + 1
*
[ 3 ] 
f(z) = -3/64*z^3 + 209/192*z + 1
*
[ 28/9 ] 
f(z) = -3/64*z^3 + 214/189*z + 1
*
[ 3 ] 
f(z) = -3/65*z^3 + 211/195*z + 1
*
-13/3 | 0.14286617576904721053507516328266108977 | 0.026624452917623677966099301145555162330
f(z) = -3/65*z^3 + 214/195*z + 1
*
[ 3/2 ] 
f(z) = -20/67*z^3 + 202/201*z + 1
*
[ 3/2 ] 
f(z) = -20/71*z^3 + 206/213*z + 1
*
[ 3/2 ] 
f(z) = -20/73*z^3 + 208/219*z + 1
*
[ 8/5 ] 
f(z) = -17/64*z^3 + 211/200*z + 1
*
[ 3 ] 
f(z) = -3/67*z^3 + 215/201*z + 1
*
[ 3 ] 
f(z) = -2/73*z^3 + 200/219*z + 1
*
[ 3/2 ] 
f(z) = -20/77*z^3 + 212/231*z + 1
*
[ 3/2 ] 
f(z) = -20/79*z^3 + 214/237*z + 1
*
[ 3 ] 
f(z) = -2/77*z^3 + 208/231*z + 1
*
[ 3 ] 
f(z) = -2/79*z^3 + 212/237*z + 1
*
[ 18/5 ] 
f(z) = -1/72*z^3 + 203/225*z + 1
*
-9/2 | 0.085383922676047484397905589620990330253 | 0.015441724873349519890778832587188149452
f(z) = -5/63*z^3 + 209/252*z + 1
*
0 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -4/63*z^3 + 205/252*z + 1
*
[ 3/2 ] 
f(z) = -13/66*z^3 + 205/264*z + 1
*
[ 3/2 ] 
f(z) = -13/69*z^3 + 209/276*z + 1
*
[ 20/9 ] 
f(z) = -3/64*z^3 + 211/270*z + 1
*
[ 4/3 ] 
f(z) = -18/73*z^3 + 201/292*z + 1
*
[ 12 ] 
f(z) = -17/64*z^3 + 235/6*z + 1
*
[ -20 ] 
f(z) = -7/64*z^3 + 224/5*z + 1
*
-4/5 | 0.19511727878348633001207910652162544110 | 0.021990229803643539188464733897158395403
f(z) = -5/64*z^3 + 223/10*z + 1
*
2 | 0.13846565574075998516961496731056722919 | 0.020251413744750877420124541505234027460
f(z) = -1/64*z^3 + 233/16*z + 1
*
-28/5 | 0.25579462964124838943657002433299606563 | 0.028686901722330116769505199723137780741
f(z) = -15/64*z^3 + 233/30*z + 1
*
-6 | 0.13069312277296056286153947643621477097 | 0.021183366088995235331364007762865395427
f(z) = -13/60*z^3 + 239/30*z + 1
*
-6 | 0.16787060555248450891003973848953922722 | 0.019513022256155387393752531944497772836
f(z) = -13/72*z^3 + 227/39*z + 1
*
[ 6 ] 
f(z) = -11/60*z^3 + 223/30*z + 1
*
[ -6 ] 
f(z) = -11/60*z^3 + 233/30*z + 1
*
-6 | 0.22231169309945425241509858315231421437 | 0.025854439316093330876639420870095738428
f(z) = -11/72*z^3 + 226/33*z + 1
*
0 | 0.16799818455398317122201422030697151971 | 0.027600526073552442214480097170560097356
f(z) = -11/78*z^3 + 220/39*z + 1
*
[ 24 ] 
f(z) = -1/64*z^3 + 239/24*z + 1
*
[ -6/19 ] 
f(z) = -19/72*z^3 + 239/57*z + 1
*
6 | 0.12890551139353374500215435818221558862 | 0.019681280188318789568396303519173227963
f(z) = -10/63*z^3 + 233/42*z + 1
*
[ 6 ] 
f(z) = -8/63*z^3 + 227/42*z + 1
*
[ 6 ] 
f(z) = -7/64*z^3 + 229/48*z + 1
*
[ 36/5 ] 
f(z) = -5/64*z^3 + 221/45*z + 1
*
-8/5 | 0.16901894885270646172724423171133886599 | 0.022444644824688294300146680442718339586
f(z) = -5/64*z^3 + 233/40*z + 1
*
7/2 | 0.15396799848576236184834521727872448778 | 0.028381459366374739335886645097331781628
f(z) = -20/63*z^3 + 227/63*z + 1
*
[ 3 ] 
f(z) = -20/69*z^3 + 226/69*z + 1
*
[ -1/2 ] 
f(z) = -20/73*z^3 + 224/73*z + 1
*
[ -1/2 ] 
f(z) = -20/77*z^3 + 236/77*z + 1
*
0 | 0.15824404644355083467824806342082491897 | 0.029265585250830602829368998186193248541
f(z) = -19/68*z^3 + 223/68*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.020504862037835424030202587937676573154
f(z) = -19/70*z^3 + 229/70*z + 1
*
0 | 0.14556833785023547295964309101004998023 | 0.026662891802520776152988428226849378121
f(z) = -19/72*z^3 + 235/72*z + 1
*
[ 3 ] 
f(z) = -19/75*z^3 + 221/75*z + 1
*
[ 3 ] 
f(z) = -19/78*z^3 + 223/78*z + 1
*
-4/3 | 0.14562755091663100107122181731916630958 | 0.026844035511361322569748252893227573101
f(z) = -18/65*z^3 + 227/65*z + 1
*
-4 | 0.15618844191094505514763808160184066425 | 0.028790761464647998721438607366492435962
f(z) = -17/60*z^3 + 227/60*z + 1
*
[ -3 ] 
f(z) = -17/60*z^3 + 233/60*z + 1
*
[ -12/5 ] 
f(z) = -17/64*z^3 + 221/75*z + 1
*
[ -8/3 ] 
f(z) = -17/64*z^3 + 235/72*z + 1
*
0 | 0.13791147668709696378530328305210255891 | 0.025421704576574882606653924076959562299
f(z) = -17/70*z^3 + 227/70*z + 1
*
0 | 0.14559919681097704201490837154999380256 | 0.026710359512458749580441603484893028413
f(z) = -17/72*z^3 + 233/72*z + 1
*
[ -3 ] 
f(z) = -16/69*z^3 + 236/69*z + 1
*
[ -1/2 ] 
f(z) = -16/73*z^3 + 223/73*z + 1
*
[ -1/2 ] 
f(z) = -16/75*z^3 + 229/75*z + 1
*
-35/8 | 0.16897132369428225320082006632618967467 | 0.023932000467840248430505825814428511283
f(z) = -16/75*z^3 + 233/60*z + 1
*
[ -11/4 ] 
f(z) = -16/77*z^3 + 226/77*z + 1
*
[ -1/2 ] 
f(z) = -16/77*z^3 + 235/77*z + 1
*
4 | 0.15741573965177907976614543932929989936 | 0.029112398552352909722889081147192940808
f(z) = -15/68*z^3 + 223/68*z + 1
*
[ -3 ] 
f(z) = -14/75*z^3 + 226/75*z + 1
*
0 | 0.12669332317637894766090038784686263311 | 0.023134148885496570559197783597885083026
f(z) = -14/75*z^3 + 239/75*z + 1
*
-4 | 0.082329806593014285251496247791188753633 | 0.015226038689498199636672690048575667456
f(z) = -13/60*z^3 + 223/60*z + 1
*
0 | 0.11587375126958910023221585525576521912 | 0.021429641255561459451126034792891207814
f(z) = -13/70*z^3 + 223/70*z + 1
*
0 | 0.15426580280895011767010593754271611431 | 0.028390448151017601050393084483845679464
f(z) = -13/72*z^3 + 229/72*z + 1
*
0 | 0.12802445655894489470059688264433030365 | 0.023395125020935831232412508982503164171
f(z) = -13/75*z^3 + 238/75*z + 1
*
[ -1/2 ] 
f(z) = -12/73*z^3 + 222/73*z + 1
*
[ -1/2 ] 
f(z) = -12/77*z^3 + 234/77*z + 1
*
[ 4 ] 
f(z) = -11/60*z^3 + 221/60*z + 1
*
-5 | 0.10553466852454522496862280579760495488 | 0.019453574352661214986578554505128017670
f(z) = -11/60*z^3 + 227/60*z + 1
*
[ 4 ] 
f(z) = -11/68*z^3 + 227/68*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.020639933658076673408728357611746656147
f(z) = -11/70*z^3 + 221/70*z + 1
*
0 | 0.14555898254578083912346558435149973443 | 0.026831396063877160194667209626828282825
f(z) = -11/72*z^3 + 227/72*z + 1
*
0 | 0.12125745347425616912136065033992767987 | 0.022192750033543137452362280394506911150
f(z) = -11/75*z^3 + 236/75*z + 1
*
[ 4 ] 
f(z) = -11/76*z^3 + 233/76*z + 1
*
-17/3 | 0.15850333038688997384752707723063202916 | 0.029077639377724040578125482019032046238
f(z) = -9/68*z^3 + 233/68*z + 1
*
16/3 | 0.13793209162624117892057922137279331924 | 0.025551673643971504283519607245819042773
f(z) = -9/70*z^3 + 221/70*z + 1
*
-5 | 0.11141856818107000102899237519493331486 | 0.020344984883862405275500796378521269385
f(z) = -9/70*z^3 + 239/70*z + 1
*
[ -4 ] 
f(z) = -9/76*z^3 + 239/76*z + 1
*
[ -9/2 ] 
f(z) = -8/63*z^3 + 239/63*z + 1
*
[ -1/2 ] 
f(z) = -8/73*z^3 + 221/73*z + 1
*
[ -1/2 ] 
f(z) = -8/75*z^3 + 227/75*z + 1
*
0 | 0.13105837897998991962910563734732892401 | 0.024042827820130381740272383545148073022
f(z) = -8/75*z^3 + 233/75*z + 1
*
11/2 | 0.15553049622007660196188264721401238581 | 0.028646269154544131145071646165326906198
f(z) = -8/77*z^3 + 228/77*z + 1
*
[ -1/2 ] 
f(z) = -8/77*z^3 + 233/77*z + 1
*
[ -1/2 ] 
f(z) = -8/79*z^3 + 239/79*z + 1
*
[ 36/7 ] 
f(z) = -7/64*z^3 + 233/63*z + 1
*
[ 5 ] 
f(z) = -7/65*z^3 + 227/65*z + 1
*
-2/7 | 0.16262260697092258123585650974528955596 | 0.021747955853488919384381251527811148672
f(z) = -7/72*z^3 + 221/63*z + 1
*
0 | 0.16154284038311939883990723179516557054 | 0.029875662769910004764445522901311100945
f(z) = -7/72*z^3 + 223/72*z + 1
*
-10/7 | 0.19933574267131589354374343163867976903 | 0.026470522834821821232969397001428719183
f(z) = -7/72*z^3 + 233/63*z + 1
*
0 | 0.13634540279866942990838378711238182855 | 0.025032490736184979924109161514707911844
f(z) = -7/75*z^3 + 232/75*z + 1
*
[ -5 ] 
f(z) = -6/65*z^3 + 228/65*z + 1
*
7 | 0.10422160489326167232939492645964991863 | 0.019074819396416827453914765629945198320
f(z) = -5/63*z^3 + 236/63*z + 1
*
[ 28/5 ] 
f(z) = -5/64*z^3 + 229/70*z + 1
*
[ 6 ] 
f(z) = -5/66*z^3 + 235/66*z + 1
*
0 | 0.16208851909662397046919045836294328280 | 0.029597297153462561675225436778228123495
f(z) = -5/78*z^3 + 239/78*z + 1
*
[ 13/2 ] 
f(z) = -4/65*z^3 + 224/65*z + 1
*
[ -1/2 ] 
f(z) = -4/73*z^3 + 220/73*z + 1
*
[ -1/2 ] 
f(z) = -4/75*z^3 + 226/75*z + 1
*
0 | 0.13697509194775992780343951745048392461 | 0.025208336359159239144820615817091658796
f(z) = -4/75*z^3 + 229/75*z + 1
*
[ -1/2 ] 
f(z) = -4/77*z^3 + 232/77*z + 1
*
[ -1/2 ] 
f(z) = -4/79*z^3 + 238/79*z + 1
*
-92/15 | 0.27384098061699214771321285809185173494 | 0.028586389930457443573047777286003710025
f(z) = -3/64*z^3 + 226/75*z + 1
*
[ -7 ] 
f(z) = -3/70*z^3 + 227/70*z + 1
*
[ -7 ] 
f(z) = -3/77*z^3 + 235/77*z + 1
*
[ -9 ] 
f(z) = -2/63*z^3 + 232/63*z + 1
*
0 | 0.11922012993061918236062625196647510648 | 0.021976263292093618274716354999154540017
f(z) = -2/75*z^3 + 227/75*z + 1
*
15 | 0.10822163953988297317511301450392071714 | 0.020047865454195233671105195497080458461
f(z) = -1/60*z^3 + 221/60*z + 1
*
[ 13 ] 
f(z) = -1/65*z^3 + 229/65*z + 1
*
[ -13 ] 
f(z) = -1/65*z^3 + 239/65*z + 1
*
3 | 0.098315751263660061595609302928975599771 | 0.018093629228611800016099836151184639600
f(z) = -1/66*z^3 + 229/66*z + 1
*
-16 | 0.094723005568307315080798590110336803874 | 0.017547267617864667220082431075867889550
f(z) = -1/70*z^3 + 221/70*z + 1
*
[ 14 ] 
f(z) = -1/72*z^3 + 230/63*z + 1
*
[ -14 ] 
f(z) = -1/72*z^3 + 239/63*z + 1
*
0 | 0.11968237763993629048145466874574571537 | 0.022079440065603083611315246587149510616
f(z) = -1/75*z^3 + 226/75*z + 1
*
35/2 | 0.20739486516870274715265622794214217508 | 0.029374061241452018247027257197332918458
f(z) = -1/75*z^3 + 233/60*z + 1
*
-6/5 | 0.086951694490084202668091001444297562515 | 0.012765904386466890906583422737121183280
f(z) = -15/64*z^3 + 227/80*z + 1
*
[ -10/3 ] 
f(z) = -9/64*z^3 + 229/80*z + 1
*
-3 | 0.14879676863752070311039738136886957898 | 0.022871458268872811537280428435575085018
f(z) = -4/63*z^3 + 223/84*z + 1
*
[ 21/2 ] 
f(z) = -1/63*z^3 + 223/84*z + 1
*
[ -21/2 ] 
f(z) = -1/63*z^3 + 239/84*z + 1
*
6/5 | 0.086659519084004311347458573982042475656 | 0.013320380492662134193715718296182603164
f(z) = -20/63*z^3 + 223/105*z + 1
*
[ -20/11 ] 
f(z) = -11/64*z^3 + 233/110*z + 1
*
[ -16/7 ] 
f(z) = -7/64*z^3 + 225/112*z + 1
*
[ 21/5 ] 
f(z) = -5/63*z^3 + 227/105*z + 1
*
16/3 | 0.15734125225671309726751476898663199253 | 0.025608154054268526736283109984224835802
f(z) = -3/70*z^3 + 233/105*z + 1
*
-14 | 0.20043133525389036489598197595311342852 | 0.029205654314676560369534714127449627556
f(z) = -1/64*z^3 + 239/112*z + 1
*
[ 2 ] 
f(z) = -20/61*z^3 + 221/122*z + 1
*
[ 2 ] 
f(z) = -20/63*z^3 + 223/126*z + 1
*
0 | 0.11906305001719784157553701087636845402 | 0.021911877335520252669873436605827629650
f(z) = -20/63*z^3 + 229/126*z + 1
*
[ 2 ] 
f(z) = -20/67*z^3 + 227/134*z + 1
*
[ 2 ] 
f(z) = -20/69*z^3 + 229/138*z + 1
*
[ 2 ] 
f(z) = -19/69*z^3 + 221/138*z + 1
*
0 | 0.14580963022878796666514425812912772562 | 0.026791333922586478883349902707463404123
f(z) = -18/65*z^3 + 231/130*z + 1
*
[ 13/6 ] 
f(z) = -18/65*z^3 + 239/130*z + 1
*
0 | 0.12597143377964905451168805750812469618 | 0.023335983138157506883323406816707450192
f(z) = -16/63*z^3 + 221/126*z + 1
*
8/3 | 0.15440066241808434868041846853922583718 | 0.020574707649628775394821453796324144843
f(z) = -15/64*z^3 + 227/120*z + 1
*
0 | 0.14286618636646177920079959287852506392 | 0.026421610484159464773115941242201168758
f(z) = -14/65*z^3 + 223/130*z + 1
*
-15/4 | 0.18595793284181328946351821547614493696 | 0.026435552701178226468458704313522959693
f(z) = -14/75*z^3 + 227/120*z + 1
*
-10/3 | 0.16258492816389602336008400860648758274 | 0.029687941245688277823717356665757912335
f(z) = -9/65*z^3 + 239/130*z + 1
*
-35/8 | 0.14946273010384184454355175732317640812 | 0.021328659884849532245232745180014750485
f(z) = -8/75*z^3 + 221/120*z + 1
*
[ -15/8 ] 
f(z) = -8/75*z^3 + 229/120*z + 1
*
[ -2 ] 
f(z) = -7/61*z^3 + 239/122*z + 1
*
[ -2 ] 
f(z) = -6/61*z^3 + 231/122*z + 1
*
[ -2 ] 
f(z) = -5/61*z^3 + 223/122*z + 1
*
[ -2 ] 
f(z) = -5/63*z^3 + 229/126*z + 1
*
3 | 0.19428285587848605654960979779286105867 | 0.029781712316190043646609309789222697586
f(z) = -5/72*z^3 + 227/120*z + 1
*
[ -2 ] 
f(z) = -4/63*z^3 + 221/126*z + 1
*
[ -2 ] 
f(z) = -4/65*z^3 + 227/130*z + 1
*
[ -2 ] 
f(z) = -4/67*z^3 + 233/134*z + 1
*
[ -2 ] 
f(z) = -4/69*z^3 + 239/138*z + 1
*
[ -5/3 ] 
f(z) = -4/75*z^3 + 236/135*z + 1
*
[ -20/9 ] 
f(z) = -3/64*z^3 + 227/135*z + 1
*
[ -2 ] 
f(z) = -3/67*z^3 + 225/134*z + 1
*
[ -9/2 ] 
f(z) = -2/63*z^3 + 235/126*z + 1
*
[ -2 ] 
f(z) = -2/69*z^3 + 223/138*z + 1
*
[ -3/2 ] 
f(z) = -2/69*z^3 + 239/138*z + 1
*
[ -5/4 ] 
f(z) = -2/75*z^3 + 221/120*z + 1
*
[ -5/3 ] 
f(z) = -2/75*z^3 + 226/135*z + 1
*
[ 8 ] 
f(z) = -1/60*z^3 + 233/120*z + 1
*
[ -6 ] 
f(z) = -1/69*z^3 + 233/138*z + 1
*
[ -5/3 ] 
f(z) = -1/75*z^3 + 221/135*z + 1
*
[ 2 ] 
f(z) = -20/71*z^3 + 231/142*z + 1
*
[ 2 ] 
f(z) = -20/73*z^3 + 233/146*z + 1
*
[ 2 ] 
f(z) = -20/77*z^3 + 237/154*z + 1
*
[ 2 ] 
f(z) = -20/79*z^3 + 239/158*z + 1
*
[ 2 ] 
f(z) = -19/71*z^3 + 223/142*z + 1
*
[ 2 ] 
f(z) = -19/73*z^3 + 225/146*z + 1
*
[ 2 ] 
f(z) = -19/75*z^3 + 227/150*z + 1
*
[ 2 ] 
f(z) = -19/77*z^3 + 229/154*z + 1
*
[ 2 ] 
f(z) = -19/79*z^3 + 231/158*z + 1
*
[ 2 ] 
f(z) = -18/77*z^3 + 221/154*z + 1
*
[ 2 ] 
f(z) = -18/79*z^3 + 223/158*z + 1
*
[ 8/3 ] 
f(z) = -9/76*z^3 + 223/152*z + 1
*
-11/2 | 0.13722098653155807737819299792196557310 | 0.025095003161957168358269567441801552688
f(z) = -6/77*z^3 + 237/154*z + 1
*
0 | 0.14488974094178318735625002918187229063 | 0.026580208922761519206401495567692002149
f(z) = -4/75*z^3 + 233/150*z + 1
*
[ -2 ] 
f(z) = -3/71*z^3 + 237/142*z + 1
*
[ -2 ] 
f(z) = -2/71*z^3 + 229/142*z + 1
*
[ -2 ] 
f(z) = -2/73*z^3 + 235/146*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.021940514564732192291743799624521703111
f(z) = -2/75*z^3 + 229/150*z + 1
*
0 | 0.13722098653155807737819299792196557310 | 0.025133956813399001971847360630264857974
f(z) = -2/77*z^3 + 235/154*z + 1
*
[ -16/3 ] 
f(z) = -1/64*z^3 + 235/144*z + 1
*
[ -2 ] 
f(z) = -1/71*z^3 + 221/142*z + 1
*
[ -2 ] 
f(z) = -1/73*z^3 + 227/146*z + 1
*
[ -2 ] 
f(z) = -1/75*z^3 + 233/150*z + 1
*
[ -2 ] 
f(z) = -1/77*z^3 + 239/154*z + 1
*
[ -4 ] 
f(z) = -1/78*z^3 + 227/156*z + 1
*
-44/15 | 0.27264908222290580038387438140004132775 | 0.028488402090506671540792938567306280586
f(z) = -15/64*z^3 + 224/165*z + 1
*
-3/4 | 0.18758297001980912214160591050874223633 | 0.028529400202736264250952081820846049050
f(z) = -10/63*z^3 + 239/168*z + 1
*
-3 | 0.18584952856316801709874782090559455245 | 0.028488963520433426936641382866596459704
f(z) = -8/63*z^3 + 227/168*z + 1
*
-4/5 | 0.17245516522897076076326250757246563627 | 0.028068026504787099507322540189155063384
f(z) = -5/72*z^3 + 233/180*z + 1
*
8/5 | 0.16633622652782727050793829215217151621 | 0.027187575016146894350053525971728193929
f(z) = -5/78*z^3 + 227/195*z + 1
*
[ 3 ] 
f(z) = -4/61*z^3 + 230/183*z + 1
*
[ 3 ] 
f(z) = -4/65*z^3 + 238/195*z + 1
*
9 | 0.10176424402041594079942766976364965658 | 0.018820235110255460309336876196965081463
f(z) = -1/60*z^3 + 223/180*z + 1
*
[ 8/5 ] 
f(z) = -19/64*z^3 + 227/200*z + 1
*
33/10 | 0.080036317798267272768854626108683678786 | 0.012302332364331465953698728102083348082
f(z) = -10/63*z^3 + 223/210*z + 1
*
[ 3 ] 
f(z) = -3/70*z^3 + 221/210*z + 1
*
[ 3 ] 
f(z) = -3/71*z^3 + 223/213*z + 1
*
[ 3 ] 
f(z) = -3/73*z^3 + 227/219*z + 1
*
[ 11/6 ] 
f(z) = -12/77*z^3 + 226/231*z + 1
*
[ 7/3 ] 
f(z) = -6/77*z^3 + 230/231*z + 1
*
[ 3 ] 
f(z) = -3/74*z^3 + 229/222*z + 1
*
[ 3 ] 
f(z) = -3/76*z^3 + 233/228*z + 1
*
[ 3 ] 
f(z) = -3/77*z^3 + 235/231*z + 1
*
[ 3 ] 
f(z) = -3/79*z^3 + 239/237*z + 1
*
[ 3/2 ] 
f(z) = -17/60*z^3 + 233/240*z + 1
*
-3/2 | 0.13167322325187187371837800844648370072 | 0.024025159309633921337845923376652801487
f(z) = -7/60*z^3 + 223/240*z + 1
*
[ 9/4 ] 
f(z) = -4/63*z^3 + 221/252*z + 1
*
[ 7/2 ] 
f(z) = -1/63*z^3 + 229/252*z + 1
*
[ 15/4 ] 
f(z) = -1/75*z^3 + 221/240*z + 1
*
[ 5/2 ] 
f(z) = -3/65*z^3 + 231/260*z + 1
*
[ 10/3 ] 
f(z) = -1/60*z^3 + 239/270*z + 1
*
[ 10/3 ] 
f(z) = -1/75*z^3 + 229/270*z + 1
*
[ 6 ] 
f(z) = -13/60*z^3 + 259/30*z + 1
*
6/7 | 0.094043823481946188723277988506371655882 | 0.010810237835540705107917945675478528276
f(z) = -7/72*z^3 + 250/21*z + 1
*
-78/7 | 0.24633242803945428625523266163422520058 | 0.028226052600546245721399522315336129344
f(z) = -7/72*z^3 + 257/21*z + 1
*
[ -24 ] 
f(z) = -1/64*z^3 + 241/24*z + 1
*
-6 | 0.16793459042613229340803522117071506956 | 0.025413827865460831765124663865204500751
f(z) = -10/63*z^3 + 247/42*z + 1
*
[ -6 ] 
f(z) = -8/63*z^3 + 241/42*z + 1
*
[ -6 ] 
f(z) = -7/64*z^3 + 245/48*z + 1
*
[ 20/3 ] 
f(z) = -7/64*z^3 + 257/45*z + 1
*
-2 | 0.18739390458573117421268233182761665765 | 0.024760110183973261663275289794959975735
f(z) = -5/72*z^3 + 242/45*z + 1
*
-2 | 0.18254289011284794168497106791548195558 | 0.026566797366821262332457417789343541053
f(z) = -3/64*z^3 + 241/48*z + 1
*
[ -1/2 ] 
f(z) = -20/79*z^3 + 242/79*z + 1
*
[ -3 ] 
f(z) = -19/60*z^3 + 251/60*z + 1
*
0 | 0.11285781988466557925322277120023264735 | 0.020309755607257062208995063640421724716
f(z) = -19/60*z^3 + 259/60*z + 1
*
[ -8/3 ] 
f(z) = -19/64*z^3 + 251/72*z + 1
*
[ -3 ] 
f(z) = -19/66*z^3 + 259/66*z + 1
*
0 | 0.11957180873045793840845613434180321487 | 0.021751528028611558411534911779809764724
f(z) = -19/75*z^3 + 244/75*z + 1
*
0 | 0.14249718652564092978074930230918436693 | 0.025752242240661453408505791601077521961
f(z) = -19/78*z^3 + 253/78*z + 1
*
[ -1/3 ] 
f(z) = -18/61*z^3 + 246/61*z + 1
*
[ -3 ] 
f(z) = -17/66*z^3 + 241/66*z + 1
*
[ -3 ] 
f(z) = -17/69*z^3 + 245/69*z + 1
*
0 | 0.11921980956427092216385088454556023822 | 0.021720014966857303212944999713093036087
f(z) = -17/75*z^3 + 242/75*z + 1
*
[ -3 ] 
f(z) = -17/75*z^3 + 253/75*z + 1
*
0 | 0.14261287160731624779371775362058998546 | 0.025810168537916287459639602417354310705
f(z) = -17/78*z^3 + 251/78*z + 1
*
[ -3 ] 
f(z) = -17/78*z^3 + 257/78*z + 1
*
[ 7/2 ] 
f(z) = -16/63*z^3 + 241/63*z + 1
*
1/4 | 0.16408639954888876047776782815735944629 | 0.029653867648962969895501606894844767854
f(z) = -16/63*z^3 + 253/63*z + 1
*
[ -13/4 ] 
f(z) = -16/65*z^3 + 254/65*z + 1
*
0 | 0.12176087174770488963138772356081785717 | 0.022199704606057927444612414915173878121
f(z) = -16/75*z^3 + 241/75*z + 1
*
[ -3 ] 
f(z) = -16/75*z^3 + 244/75*z + 1
*
[ 7/2 ] 
f(z) = -16/77*z^3 + 251/77*z + 1
*
[ -1/2 ] 
f(z) = -16/79*z^3 + 241/79*z + 1
*
[ 4 ] 
f(z) = -13/68*z^3 + 259/68*z + 1
*
-5 | 0.16316589416997409374280206357242059922 | 0.029594269134877029728033509273813580469
f(z) = -12/65*z^3 + 248/65*z + 1
*
[ -7/2 ] 
f(z) = -12/77*z^3 + 246/77*z + 1
*
[ -1/2 ] 
f(z) = -12/79*z^3 + 240/79*z + 1
*
0 | 0.14470504186250519114550206378439503586 | 0.026303990164493060196621334843231523189
f(z) = -11/78*z^3 + 245/78*z + 1
*
[ -1/3 ] 
f(z) = -9/61*z^3 + 245/61*z + 1
*
[ -1/3 ] 
f(z) = -9/62*z^3 + 249/62*z + 1
*
[ -1/3 ] 
f(z) = -9/64*z^3 + 257/64*z + 1
*
[ -13/3 ] 
f(z) = -9/65*z^3 + 249/65*z + 1
*
[ 14/3 ] 
f(z) = -9/70*z^3 + 251/70*z + 1
*
[ 5 ] 
f(z) = -8/65*z^3 + 252/65*z + 1
*
[ -5 ] 
f(z) = -7/65*z^3 + 253/65*z + 1
*
0 | 0.16047778733108821303490424053290813471 | 0.029258656113811006474326478649698013536
f(z) = -7/78*z^3 + 241/78*z + 1
*
[ -6 ] 
f(z) = -5/66*z^3 + 257/66*z + 1
*
[ 6 ] 
f(z) = -5/78*z^3 + 245/78*z + 1
*
[ 7 ] 
f(z) = -4/63*z^3 + 250/63*z + 1
*
[ -13/2 ] 
f(z) = -4/65*z^3 + 244/65*z + 1
*
-13 | 0.12001835391016934092949829653839034504 | 0.021832759884980222695780534267243636716
f(z) = -1/75*z^3 + 244/75*z + 1
*
[ 13 ] 
f(z) = -1/78*z^3 + 241/78*z + 1
*
[ -13 ] 
f(z) = -1/78*z^3 + 253/78*z + 1
*
[ 16/5 ] 
f(z) = -15/64*z^3 + 247/80*z + 1
*
[ 36/11 ] 
f(z) = -11/64*z^3 + 251/99*z + 1
*
-44/9 | 0.26996994544694079125570836942774649612 | 0.027842810829360214912617742528465092230
f(z) = -9/64*z^3 + 254/99*z + 1
*
-2 | 0.12872920718877380013353278763713135785 | 0.018734899838944752231158302706581631403
f(z) = -5/64*z^3 + 241/80*z + 1
*
[ -21/4 ] 
f(z) = -4/63*z^3 + 247/84*z + 1
*
-3/10 | 0.19535518167974600725449975605258599639 | 0.029545367406310624841600909458315859801
f(z) = -20/63*z^3 + 248/105*z + 1
*
[ -28/15 ] 
f(z) = -15/64*z^3 + 247/105*z + 1
*
[ -15/7 ] 
f(z) = -14/75*z^3 + 244/105*z + 1
*
[ 36/13 ] 
f(z) = -13/64*z^3 + 257/117*z + 1
*
[ -18/13 ] 
f(z) = -13/72*z^3 + 242/117*z + 1
*
-14/3 | 0.17475921745537387195460300849169948155 | 0.025226670035770158852354860914008308398
f(z) = -9/64*z^3 + 255/112*z + 1
*
[ -5/7 ] 
f(z) = -7/75*z^3 + 257/105*z + 1
*
[ 6 ] 
f(z) = -3/68*z^3 + 247/102*z + 1
*
[ -2/3 ] 
f(z) = -3/68*z^3 + 257/102*z + 1
*
[ 6 ] 
f(z) = -3/76*z^3 + 257/114*z + 1
*
76/45 | 0.12849953294278635103253650641737463654 | 0.013225952380040961747164604155732509956
f(z) = -15/64*z^3 + 259/135*z + 1
*
[ 5/2 ] 
f(z) = -14/65*z^3 + 253/130*z + 1
*
[ -5/4 ] 
f(z) = -14/75*z^3 + 251/120*z + 1
*
[ -2 ] 
f(z) = -9/61*z^3 + 255/122*z + 1
*
[ -4/3 ] 
f(z) = -9/62*z^3 + 249/124*z + 1
*
[ 28/9 ] 
f(z) = -9/64*z^3 + 257/126*z + 1
*
[ -2 ] 
f(z) = -8/61*z^3 + 247/122*z + 1
*
[ -2 ] 
f(z) = -8/63*z^3 + 253/126*z + 1
*
[ -5/3 ] 
f(z) = -8/75*z^3 + 256/135*z + 1
*
[ -2 ] 
f(z) = -7/65*z^3 + 251/130*z + 1
*
[ -2 ] 
f(z) = -7/67*z^3 + 257/134*z + 1
*
[ -5/3 ] 
f(z) = -7/75*z^3 + 251/135*z + 1
*
[ -2 ] 
f(z) = -6/65*z^3 + 243/130*z + 1
*
[ -5/2 ] 
f(z) = -6/65*z^3 + 257/130*z + 1
*
[ -2 ] 
f(z) = -6/67*z^3 + 249/134*z + 1
*
[ 4 ] 
f(z) = -5/62*z^3 + 253/124*z + 1
*
[ 4 ] 
f(z) = -5/66*z^3 + 259/132*z + 1
*
[ -2 ] 
f(z) = -5/67*z^3 + 241/134*z + 1
*
[ -2 ] 
f(z) = -5/69*z^3 + 247/138*z + 1
*
[ -4 ] 
f(z) = -3/62*z^3 + 251/124*z + 1
*
[ 6 ] 
f(z) = -2/69*z^3 + 259/138*z + 1
*
[ 8 ] 
f(z) = -1/68*z^3 + 247/136*z + 1
*
0 | 0.12777655876266197227542585798356706480 | 0.023026636652266177732023343122309339057
f(z) = -16/75*z^3 + 257/150*z + 1
*
0 | 0.11921873268616182824827905461798582466 | 0.021545335445666925506062009408779775407
f(z) = -14/75*z^3 + 253/150*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.021736321388869962166890428294506337202
f(z) = -8/75*z^3 + 241/150*z + 1
*
0 | 0.14522884722725895517698045777152598351 | 0.026360248788733290710462894090334976799
f(z) = -8/77*z^3 + 247/154*z + 1
*
[ 7/2 ] 
f(z) = -6/77*z^3 + 257/154*z + 1
*
[ -2 ] 
f(z) = -5/71*z^3 + 253/142*z + 1
*
[ -2 ] 
f(z) = -5/73*z^3 + 259/146*z + 1
*
[ -2 ] 
f(z) = -4/71*z^3 + 245/142*z + 1
*
[ -2 ] 
f(z) = -4/73*z^3 + 251/146*z + 1
*
[ -2 ] 
f(z) = -4/75*z^3 + 257/150*z + 1
*
[ -12/7 ] 
f(z) = -3/64*z^3 + 253/147*z + 1
*
[ -12/5 ] 
f(z) = -3/64*z^3 + 253/150*z + 1
*
[ -2 ] 
f(z) = -3/73*z^3 + 243/146*z + 1
*
[ -2 ] 
f(z) = -3/77*z^3 + 255/154*z + 1
*
[ -2 ] 
f(z) = -2/75*z^3 + 241/150*z + 1
*
[ -3/2 ] 
f(z) = -2/75*z^3 + 259/150*z + 1
*
[ -2 ] 
f(z) = -2/79*z^3 + 253/158*z + 1
*
[ -6 ] 
f(z) = -1/75*z^3 + 247/150*z + 1
*
[ -2 ] 
f(z) = -1/79*z^3 + 245/158*z + 1
*
[ 21/8 ] 
f(z) = -8/63*z^3 + 251/168*z + 1
*
-2/5 | 0.18638445977784146113343286461326704182 | 0.029858666031589121346707427211339544873
f(z) = -5/68*z^3 + 257/170*z + 1
*
[ 3 ] 
f(z) = -5/61*z^3 + 257/183*z + 1
*
[ 3 ] 
f(z) = -5/62*z^3 + 259/186*z + 1
*
-8/3 | 0.14251184812824646361523215372565012533 | 0.025646258359244550640450634427632653272
f(z) = -3/65*z^3 + 259/195*z + 1
*
[ 21/10 ] 
f(z) = -10/63*z^3 + 257/210*z + 1
*
[ 3 ] 
f(z) = -4/67*z^3 + 242/201*z + 1
*
[ 3 ] 
f(z) = -4/71*z^3 + 250/213*z + 1
*
[ 3 ] 
f(z) = -4/73*z^3 + 254/219*z + 1
*
17/3 | 0.15930237969190211504655777265675991472 | 0.028789294521274682541330613241917444734
f(z) = -3/68*z^3 + 253/204*z + 1
*
[ 10/3 ] 
f(z) = -3/70*z^3 + 247/210*z + 1
*
[ 21/11 ] 
f(z) = -11/63*z^3 + 257/231*z + 1
*
[ 3/2 ] 
f(z) = -19/60*z^3 + 251/240*z + 1
*
-1/2 | 0.16643060436942038935747139587732016610 | 0.029992489168142845606781949184602395373
f(z) = -17/60*z^3 + 257/240*z + 1
*
[ 20/7 ] 
f(z) = -3/64*z^3 + 253/245*z + 1
*
[ 4 ] 
f(z) = -1/61*z^3 + 247/244*z + 1
*
[ 4 ] 
f(z) = -1/63*z^3 + 253/252*z + 1
*
[ 28/19 ] 
f(z) = -19/64*z^3 + 257/266*z + 1
*
[ 3/2 ] 
f(z) = -19/66*z^3 + 259/264*z + 1
*
[ 3/2 ] 
f(z) = -17/66*z^3 + 241/264*z + 1
*
[ 3/2 ] 
f(z) = -17/69*z^3 + 245/276*z + 1
*
[ 21/13 ] 
f(z) = -13/63*z^3 + 251/273*z + 1
*
[ 4 ] 
f(z) = -1/65*z^3 + 259/260*z + 1
*
-5/2 | 0.11915021036124404673542337528669569651 | 0.021145458615567262761319209673167625359
f(z) = -17/70*z^3 + 257/280*z + 1
*
-7/2 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = -9/70*z^3 + 241/280*z + 1
*
[ 5/2 ] 
f(z) = -3/70*z^3 + 243/280*z + 1
*
[ 7/2 ] 
f(z) = -1/70*z^3 + 249/280*z + 1
*
[ -12 ] 
f(z) = -19/64*z^3 + 263/6*z + 1
*
[ 12 ] 
f(z) = -11/72*z^3 + 275/12*z + 1
*
[ -12 ] 
f(z) = -11/72*z^3 + 277/12*z + 1
*
[ 28 ] 
f(z) = -3/64*z^3 + 264/7*z + 1
*
2 | 0.20888346795417846043160570143836782056 | 0.029986038282901034825461503802033561513
f(z) = -1/64*z^3 + 265/16*z + 1
*
[ -6 ] 
f(z) = -13/60*z^3 + 269/30*z + 1
*
10 | 0.21202082435208598896620194433119783356 | 0.029311139985223436559839108566925302918
f(z) = -7/75*z^3 + 277/30*z + 1
*
[ 6 ] 
f(z) = -10/63*z^3 + 275/42*z + 1
*
-10 | 0.079446335184571532798971154392207429136 | 0.010337516835786600484239775733672109845
f(z) = -5/72*z^3 + 272/45*z + 1
*
2/3 | 0.18867021158076403610129408932881982839 | 0.027084346323400160127777409312998835982
f(z) = -3/64*z^3 + 265/48*z + 1
*
-7/2 | 0.14334040778342119922528005860641406804 | 0.025724415900146873395125625964770267846
f(z) = -20/63*z^3 + 263/63*z + 1
*
[ -3 ] 
f(z) = -20/69*z^3 + 272/69*z + 1
*
[ -3 ] 
f(z) = -19/69*z^3 + 263/69*z + 1
*
[ -3 ] 
f(z) = -19/75*z^3 + 271/75*z + 1
*
[ -3 ] 
f(z) = -19/78*z^3 + 275/78*z + 1
*
[ -1/3 ] 
f(z) = -18/65*z^3 + 262/65*z + 1
*
[ -1/3 ] 
f(z) = -18/67*z^3 + 270/67*z + 1
*
-11/3 | 0.14526758831942053681935474813052685744 | 0.026070275064281669892621895058457052091
f(z) = -18/77*z^3 + 263/77*z + 1
*
[ -7/2 ] 
f(z) = -16/63*z^3 + 277/63*z + 1
*
-1/4 | 0.16510233097134241559702422736932949174 | 0.029670541014473437897717717000618958562
f(z) = -16/65*z^3 + 261/65*z + 1
*
0 | 0.15547322428718429444900682964723585664 | 0.027698142878700133824702508539643820209
f(z) = -14/65*z^3 + 274/65*z + 1
*
0 | 0.15988917663234291577131181397159120935 | 0.028578628240822998081928863684813043784
f(z) = -13/64*z^3 + 269/64*z + 1
*
0 | 0.14337987755731140412066263520022680661 | 0.025494208970646002334251068964654415733
f(z) = -13/66*z^3 + 277/66*z + 1
*
[ 4 ] 
f(z) = -13/76*z^3 + 265/76*z + 1
*
0 | 0.15433130024627164241342226673919814149 | 0.027530636726216984447819157396602576512
f(z) = -12/65*z^3 + 272/65*z + 1
*
5 | 0.10934577802363106617139229685781293568 | 0.019623610078290578729489743900566769044
f(z) = -11/60*z^3 + 263/60*z + 1
*
0 | 0.15881958670154529095463848848999260304 | 0.028425365759006470135461511421218859358
f(z) = -11/64*z^3 + 267/64*z + 1
*
[ -4 ] 
f(z) = -11/68*z^3 + 261/68*z + 1
*
5 | 0.11544479072368801547606094055682363355 | 0.020746584121026340500711445483774303295
f(z) = -11/70*z^3 + 261/70*z + 1
*
[ -4 ] 
f(z) = -11/76*z^3 + 271/76*z + 1
*
0 | 0.16543502293158132090988898973169332255 | 0.029649289139611797151288616099496253712
f(z) = -9/64*z^3 + 265/64*z + 1
*
[ -1/3 ] 
f(z) = -9/65*z^3 + 261/65*z + 1
*
0 | 0.15179656376918899538660000996997392824 | 0.027132152754588022658202528470950696139
f(z) = -9/65*z^3 + 269/65*z + 1
*
[ 5 ] 
f(z) = -9/65*z^3 + 277/65*z + 1
*
[ -1/3 ] 
f(z) = -9/67*z^3 + 269/67*z + 1
*
17/3 | 0.16454101806819415288353781075285145290 | 0.029256846709166914728684978700589365902
f(z) = -9/68*z^3 + 277/68*z + 1
*
-44/7 | 0.24419184451591676240787379454304150643 | 0.025045651164193756947260002954589879678
f(z) = -7/64*z^3 + 268/77*z + 1
*
0 | 0.15888657009859555879473430600824395393 | 0.028361870781178039265525765001053241361
f(z) = -7/66*z^3 + 271/66*z + 1
*
-15/2 | 0.18559354499327109528116120668683635794 | 0.025842953265050991680531534908780476079
f(z) = -7/75*z^3 + 263/60*z + 1
*
[ -6 ] 
f(z) = -5/78*z^3 + 271/78*z + 1
*
[ 7 ] 
f(z) = -4/77*z^3 + 262/77*z + 1
*
13 | 0.14182206099512617636563788619893304519 | 0.025451927598580377126553336486491556063
f(z) = -2/75*z^3 + 263/75*z + 1
*
-4 | 0.15221496252730455177976428348861295074 | 0.027170962879256143888498246671637757379
f(z) = -1/60*z^3 + 271/60*z + 1
*
0 | 0.14733518991153213434294049588787025275 | 0.026405434403894369294530232144958908880
f(z) = -1/66*z^3 + 265/66*z + 1
*
[ 14 ] 
f(z) = -1/70*z^3 + 261/70*z + 1
*
[ -14 ] 
f(z) = -1/70*z^3 + 271/70*z + 1
*
-20 | 0.19643291827252721826526071789461853949 | 0.027352280634644662722065470191496473092
f(z) = -1/75*z^3 + 263/60*z + 1
*
[ -4/9 ] 
f(z) = -19/64*z^3 + 268/81*z + 1
*
[ -4/7 ] 
f(z) = -19/64*z^3 + 279/98*z + 1
*
[ -21/8 ] 
f(z) = -16/63*z^3 + 263/84*z + 1
*
-15/8 | 0.15895116094495086041641438367090190847 | 0.023721465366437820814064000549718678469
f(z) = -16/63*z^3 + 271/84*z + 1
*
-14/5 | 0.088156058003092066787351050748882099344 | 0.012641501996378050028501751141671386272
f(z) = -15/64*z^3 + 267/80*z + 1
*
[ -4/7 ] 
f(z) = -15/64*z^3 + 277/98*z + 1
*
[ -4/9 ] 
f(z) = -11/64*z^3 + 266/81*z + 1
*
[ -4/7 ] 
f(z) = -11/64*z^3 + 275/98*z + 1
*
[ -4/9 ] 
f(z) = -7/64*z^3 + 265/81*z + 1
*
[ -4/7 ] 
f(z) = -3/64*z^3 + 271/98*z + 1
*
[ 12 ] 
f(z) = -1/63*z^3 + 269/84*z + 1
*
[ -28/17 ] 
f(z) = -17/64*z^3 + 277/119*z + 1
*
[ -2/3 ] 
f(z) = -15/68*z^3 + 265/102*z + 1
*
[ -5/7 ] 
f(z) = -14/75*z^3 + 262/105*z + 1
*
[ 30/7 ] 
f(z) = -7/72*z^3 + 268/105*z + 1
*
[ -21/5 ] 
f(z) = -5/63*z^3 + 277/105*z + 1
*
[ -20/13 ] 
f(z) = -13/64*z^3 + 277/130*z + 1
*
[ -2 ] 
f(z) = -12/61*z^3 + 279/122*z + 1
*
[ -2 ] 
f(z) = -11/61*z^3 + 271/122*z + 1
*
[ -2 ] 
f(z) = -11/63*z^3 + 277/126*z + 1
*
[ -12/11 ] 
f(z) = -11/72*z^3 + 277/132*z + 1
*
[ -5/3 ] 
f(z) = -11/75*z^3 + 271/135*z + 1
*
[ -2 ] 
f(z) = -10/61*z^3 + 263/122*z + 1
*
[ -2 ] 
f(z) = -10/63*z^3 + 269/126*z + 1
*
[ -3/2 ] 
f(z) = -10/69*z^3 + 275/138*z + 1
*
[ -2 ] 
f(z) = -9/65*z^3 + 267/130*z + 1
*
[ -2 ] 
f(z) = -9/67*z^3 + 273/134*z + 1
*
[ -9/4 ] 
f(z) = -8/63*z^3 + 263/126*z + 1
*
5/4 | 0.13523356591048166738816520250755098009 | 0.024045722788327497384700449038459083623
f(z) = -8/63*z^3 + 277/126*z + 1
*
[ -2 ] 
f(z) = -8/67*z^3 + 265/134*z + 1
*
[ -2 ] 
f(z) = -8/69*z^3 + 271/138*z + 1
*
[ -2 ] 
f(z) = -7/69*z^3 + 263/138*z + 1
*
[ 13/2 ] 
f(z) = -2/65*z^3 + 279/130*z + 1
*
5/4 | 0.18881003608098978887728730214901516155 | 0.026208512404055252961074026611148464944
f(z) = -2/75*z^3 + 269/120*z + 1
*
[ -8 ] 
f(z) = -1/60*z^3 + 263/120*z + 1
*
-15 | 0.19166044501195750461744348897550411839 | 0.028731398432145102443526762889062377071
f(z) = -1/72*z^3 + 263/120*z + 1
*
[ 36/17 ] 
f(z) = -17/64*z^3 + 263/153*z + 1
*
0 | 0.15378577936254701596167774162989198950 | 0.027598982094621481795246760862757100421
f(z) = -16/77*z^3 + 263/154*z + 1
*
[ 12/5 ] 
f(z) = -13/64*z^3 + 263/150*z + 1
*
[ 28/11 ] 
f(z) = -11/64*z^3 + 265/154*z + 1
*
[ -4/3 ] 
f(z) = -9/70*z^3 + 277/140*z + 1
*
-14/3 | 0.16106935635571369404112834838647394667 | 0.028751506618422807353050874352315688743
f(z) = -9/77*z^3 + 271/154*z + 1
*
[ -2 ] 
f(z) = -8/71*z^3 + 277/142*z + 1
*
7/2 | 0.11921974281367191651278262811553520851 | 0.021281187819388457103974109340577308851
f(z) = -8/75*z^3 + 271/150*z + 1
*
[ -2 ] 
f(z) = -7/71*z^3 + 269/142*z + 1
*
[ -2 ] 
f(z) = -7/73*z^3 + 275/146*z + 1
*
[ -2 ] 
f(z) = -6/71*z^3 + 261/142*z + 1
*
[ -2 ] 
f(z) = -6/73*z^3 + 267/146*z + 1
*
[ 4 ] 
f(z) = -5/74*z^3 + 271/148*z + 1
*
[ -2 ] 
f(z) = -5/77*z^3 + 271/154*z + 1
*
[ 4 ] 
f(z) = -5/78*z^3 + 277/156*z + 1
*
[ -2 ] 
f(z) = -5/79*z^3 + 277/158*z + 1
*
6 | 0.12777521484822228006342316276259839509 | 0.022931027051720589681939147957745014999
f(z) = -4/75*z^3 + 263/150*z + 1
*
[ -2 ] 
f(z) = -4/77*z^3 + 263/154*z + 1
*
[ -2 ] 
f(z) = -4/79*z^3 + 269/158*z + 1
*
[ -4 ] 
f(z) = -3/70*z^3 + 271/140*z + 1
*
[ -2 ] 
f(z) = -3/79*z^3 + 261/158*z + 1
*
[ 6 ] 
f(z) = -2/75*z^3 + 269/150*z + 1
*
[ 8 ] 
f(z) = -1/76*z^3 + 261/152*z + 1
*
12 | 0.11168039028792576533587838329266422385 | 0.019883379319894701321877314144437814466
f(z) = -1/78*z^3 + 275/156*z + 1
*
[ 36/19 ] 
f(z) = -19/64*z^3 + 263/171*z + 1
*
-18/5 | 0.13039430652888229246016478447795266258 | 0.020700961607837577580820680669769942641
f(z) = -5/66*z^3 + 272/165*z + 1
*
[ 28/13 ] 
f(z) = -13/64*z^3 + 269/182*z + 1
*
[ 13/6 ] 
f(z) = -12/65*z^3 + 274/195*z + 1
*
[ 3 ] 
f(z) = -5/64*z^3 + 263/192*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.027605949608912156740966248956309553049
f(z) = -3/64*z^3 + 265/192*z + 1
*
-9 | 0.14864251104668967736049311752684663433 | 0.026675951559902541977442795803676730237
f(z) = -1/60*z^3 + 263/180*z + 1
*
[ -3 ] 
f(z) = -1/61*z^3 + 271/183*z + 1
*
[ 6 ] 
f(z) = -1/62*z^3 + 263/186*z + 1
*
[ -3 ] 
f(z) = -1/62*z^3 + 275/186*z + 1
*
[ 28/15 ] 
f(z) = -15/64*z^3 + 269/210*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.028134262619064138479950676685795195999
f(z) = -15/68*z^3 + 269/204*z + 1
*
[ 3 ] 
f(z) = -5/67*z^3 + 269/201*z + 1
*
[ 3 ] 
f(z) = -5/68*z^3 + 271/204*z + 1
*
[ 3 ] 
f(z) = -5/71*z^3 + 277/213*z + 1
*
[ 28/17 ] 
f(z) = -17/64*z^3 + 265/238*z + 1
*
11/3 | 0.080440841145438589799394376322376093138 | 0.014436219939526672015456359493254211189
f(z) = -6/77*z^3 + 263/231*z + 1
*
[ 3 ] 
f(z) = -4/77*z^3 + 262/231*z + 1
*
[ 3 ] 
f(z) = -4/79*z^3 + 266/237*z + 1
*
0 | 0.11050522429205191876245200044658144727 | 0.019751729230385479675365087257502032545
f(z) = -20/63*z^3 + 269/252*z + 1
*
-3/2 | 0.13829642453760891229698195631984249759 | 0.024590326112153854574404978440494131210
f(z) = -13/60*z^3 + 277/240*z + 1
*
[ 9/2 ] 
f(z) = -1/63*z^3 + 277/252*z + 1
*
[ 3/2 ] 
f(z) = -19/69*z^3 + 263/276*z + 1
*
[ 13/8 ] 
f(z) = -16/65*z^3 + 269/260*z + 1
*
-1/2 | 0.16316824175904405060167574690578024446 | 0.029012754953115333459219976848423595526
f(z) = -13/66*z^3 + 277/264*z + 1
*
-1/2 | 0.13400875335912294667447152493205699650 | 0.023921083726331878799586899929701269138
f(z) = -7/66*z^3 + 271/264*z + 1
*
-1/2 | 0.16316824175904405060167574690578024446 | 0.029164729096473302829355335660657048627
f(z) = -5/66*z^3 + 269/264*z + 1
*
[ 10/3 ] 
f(z) = -2/75*z^3 + 269/270*z + 1
*
[ 4 ] 
f(z) = -1/67*z^3 + 265/268*z + 1
*
[ 4 ] 
f(z) = -1/69*z^3 + 271/276*z + 1
*
[ 12/7 ] 
f(z) = -11/64*z^3 + 271/294*z + 1
*
[ 4 ] 
f(z) = -1/71*z^3 + 277/284*z + 1
*
[ 20 ] 
f(z) = -9/64*z^3 + 286/5*z + 1
*
-2/3 | 0.14707137679854269945547173055714772931 | 0.020772715582371155029414528946485376654
f(z) = -9/64*z^3 + 297/16*z + 1
*
[ 18 ] 
f(z) = -7/72*z^3 + 292/9*z + 1
*
[ -18 ] 
f(z) = -7/72*z^3 + 293/9*z + 1
*
-2 | 0.13487924391453792191139891581039403604 | 0.019200851648217892104584161986774559079
f(z) = -1/64*z^3 + 281/16*z + 1
*
-6 | 0.17312341387381336286146042647484560234 | 0.027343183020110811034103315899517054978
f(z) = -17/60*z^3 + 281/30*z + 1
*
[ 28/5 ] 
f(z) = -15/64*z^3 + 286/35*z + 1
*
-20/3 | 0.23681571945094217197298519725547133304 | 0.025951787275012520483204512417786027406
f(z) = -15/64*z^3 + 287/30*z + 1
*
6 | 0.26419184814869251400710605820449147355 | 0.029835978274170007136325973932586207265
f(z) = -13/72*z^3 + 292/39*z + 1
*
21/2 | 0.18694483643245214615481741379560556667 | 0.027591842850017183457454828276997207444
f(z) = -8/63*z^3 + 292/21*z + 1
*
-10 | 0.21393461401041708504893804265734299748 | 0.029488354344820605735135099045027237476
f(z) = -7/75*z^3 + 283/30*z + 1
*
-16/3 | 0.15686212467064461106196378713312600942 | 0.022330243687707028412627860431412300893
f(z) = -15/64*z^3 + 281/48*z + 1
*
[ 6 ] 
f(z) = -11/63*z^3 + 299/42*z + 1
*
[ -6 ] 
f(z) = -10/63*z^3 + 289/42*z + 1
*
[ 6 ] 
f(z) = -9/64*z^3 + 283/48*z + 1
*
[ -6 ] 
f(z) = -9/64*z^3 + 299/48*z + 1
*
-44/5 | 0.29292868087330678617654899435145747427 | 0.029866735543812247081338759929137877494
f(z) = -5/64*z^3 + 284/55*z + 1
*
2 | 0.15827557920614697970368993127223291787 | 0.022441775039915270602281110634203870671
f(z) = -3/64*z^3 + 289/48*z + 1
*
-84/5 | 0.25339994062827967726528149200604634221 | 0.027811969771472477877539857414430771982
f(z) = -1/64*z^3 + 283/50*z + 1
*
[ 7/2 ] 
f(z) = -20/63*z^3 + 290/63*z + 1
*
4 | 0.11378599035186204018409967413542345819 | 0.020080731052353168679605594007538160396
f(z) = -19/60*z^3 + 289/60*z + 1
*
[ -1/3 ] 
f(z) = -18/71*z^3 + 286/71*z + 1
*
[ -1/3 ] 
f(z) = -18/73*z^3 + 294/73*z + 1
*
[ 11/3 ] 
f(z) = -18/77*z^3 + 298/77*z + 1
*
-4 | 0.11006603599365677050342142684642959710 | 0.019448075247442685358202128857749312415
f(z) = -17/60*z^3 + 287/60*z + 1
*
0 | 0.16584853896507884016907985162115145090 | 0.029128265067972467537741611251055256432
f(z) = -17/70*z^3 + 297/70*z + 1
*
5 | 0.21779783175490750943916584124221867370 | 0.029877842048487077563933340576042970884
f(z) = -16/75*z^3 + 293/60*z + 1
*
[ -7/2 ] 
f(z) = -16/77*z^3 + 295/77*z + 1
*
[ 4 ] 
f(z) = -15/68*z^3 + 291/68*z + 1
*
[ 4 ] 
f(z) = -15/76*z^3 + 297/76*z + 1
*
[ -4 ] 
f(z) = -13/60*z^3 + 283/60*z + 1
*
0 | 0.16437935953213326944402714047265860882 | 0.029080879996363067029579876061049242296
f(z) = -13/68*z^3 + 285/68*z + 1
*
[ -4 ] 
f(z) = -13/68*z^3 + 293/68*z + 1
*
0 | 0.13803640446421500139004647198564454782 | 0.024301445390072694741025920205481922601
f(z) = -13/70*z^3 + 293/70*z + 1
*
5 | 0.14940289825865021184472067959126550182 | 0.026398686763714339568758671311705381894
f(z) = -12/65*z^3 + 287/65*z + 1
*
-5 | 0.089590461254488627291296330352015961706 | 0.015830151564927872117069483666849646574
f(z) = -11/60*z^3 + 287/60*z + 1
*
0 | 0.16677630048183530857559375640512095893 | 0.029541735757262752734590577621584751741
f(z) = -11/68*z^3 + 283/68*z + 1
*
0 | 0.13079604746544354369863721243232263356 | 0.023054573361312015814127198114850064265
f(z) = -11/70*z^3 + 291/70*z + 1
*
0 | 0.10546995383568254059391175657544063771 | 0.018502060844529657192873980804658850075
f(z) = -11/72*z^3 + 299/72*z + 1
*
0 | 0.16071802803026705876483348114804355509 | 0.028504419720949950301209810235983434943
f(z) = -9/68*z^3 + 281/68*z + 1
*
[ -1/3 ] 
f(z) = -9/71*z^3 + 285/71*z + 1
*
[ -1/3 ] 
f(z) = -9/73*z^3 + 293/73*z + 1
*
[ -1/3 ] 
f(z) = -9/74*z^3 + 297/74*z + 1
*
-19/3 | 0.16377176396839644757493088003287859844 | 0.028763517491856407921653671535870426595
f(z) = -9/76*z^3 + 297/76*z + 1
*
-2 | 0.19405567524311985997024099275318317297 | 0.025143923205201402915799590473526363655
f(z) = -7/72*z^3 + 281/63*z + 1
*
[ -2/7 ] 
f(z) = -7/72*z^3 + 284/63*z + 1
*
0 | 0.13375572595383130705183101417954304899 | 0.023519659849540389032169630926171625563
f(z) = -7/72*z^3 + 295/72*z + 1
*
[ 7 ] 
f(z) = -5/63*z^3 + 299/63*z + 1
*
0 | 0.15019197746036660026296926582393138927 | 0.026441446026119400276511863386344591613
f(z) = -5/72*z^3 + 293/72*z + 1
*
[ -7 ] 
f(z) = -4/77*z^3 + 284/77*z + 1
*
-10 | 0.13250321058406539305955647977403983911 | 0.023412603049637940344170965784658305328
f(z) = -3/65*z^3 + 287/65*z + 1
*
10 | 0.15140787478900252520428096183204542772 | 0.026655505952169135487131471793908205370
f(z) = -3/70*z^3 + 293/70*z + 1
*
[ 15 ] 
f(z) = -1/60*z^3 + 281/60*z + 1
*
3 | 0.11869391845328040066139391962618398785 | 0.020871185650727472222493682852578978997
f(z) = -1/66*z^3 + 295/66*z + 1
*
17 | 0.16576452697579586635416620137525353456 | 0.029325934413892577968328793941162583256
f(z) = -1/68*z^3 + 285/68*z + 1
*
0 | 0.12172377909776640658822122766466429858 | 0.021588528256266974947866147719380609481
f(z) = -1/70*z^3 + 281/70*z + 1
*
-18 | 0.15404610138421954131883822628047177142 | 0.027185757420526074558338109430158005686
f(z) = -1/70*z^3 + 289/70*z + 1
*
-6 | 0.15955730739742560352578853613610585477 | 0.028210314430122434033142987226925657688
f(z) = -1/75*z^3 + 286/75*z + 1
*
-4 | 0.14470206638683671297833609701850420136 | 0.025536740233559616134183625293548295662
f(z) = -1/78*z^3 + 289/78*z + 1
*
[ -2/5 ] 
f(z) = -15/64*z^3 + 283/80*z + 1
*
[ -16/5 ] 
f(z) = -15/64*z^3 + 297/80*z + 1
*
[ -2/5 ] 
f(z) = -5/64*z^3 + 281/80*z + 1
*
-36/5 | 0.24534676144516818956503665392670166068 | 0.026886673639742272699222613584373914925
f(z) = -5/64*z^3 + 287/90*z + 1
*
[ -12 ] 
f(z) = -1/63*z^3 + 283/84*z + 1
*
-15/2 | 0.15639025603440257738778755966536031742 | 0.023001760716089578018625194781978606815
f(z) = -1/72*z^3 + 299/96*z + 1
*
[ -3/5 ] 
f(z) = -20/63*z^3 + 292/105*z + 1
*
33/10 | 0.17859991535037373687986542876888295227 | 0.026346892259608669561286973907123111961
f(z) = -20/63*z^3 + 293/105*z + 1
*
-15/4 | 0.18301148709515123699559402271543654075 | 0.026930460668815288905622723618966524493
f(z) = -16/63*z^3 + 298/105*z + 1
*
[ -2/3 ] 
f(z) = -15/76*z^3 + 295/114*z + 1
*
[ -8/13 ] 
f(z) = -13/64*z^3 + 281/104*z + 1
*
[ -3/5 ] 
f(z) = -10/63*z^3 + 286/105*z + 1
*
-2/7 | 0.13236484079802562229235485277583123369 | 0.018842911613689231105258373910576491504
f(z) = -7/64*z^3 + 281/112*z + 1
*
6/7 | 0.21079459058602782204914657781472132840 | 0.029888406065481984509744157208943635308
f(z) = -7/64*z^3 + 289/112*z + 1
*
[ -3/5 ] 
f(z) = -5/63*z^3 + 283/105*z + 1
*
6/5 | 0.18790841212845320330074924708482639759 | 0.027734060360195719933685146359879152899
f(z) = -5/63*z^3 + 292/105*z + 1
*
[ -6 ] 
f(z) = -3/68*z^3 + 281/102*z + 1
*
[ -2/3 ] 
f(z) = -3/76*z^3 + 287/114*z + 1
*
[ -6 ] 
f(z) = -3/76*z^3 + 295/114*z + 1
*
[ -5/3 ] 
f(z) = -16/75*z^3 + 296/135*z + 1
*
[ -2 ] 
f(z) = -14/61*z^3 + 295/122*z + 1
*
[ -3/2 ] 
f(z) = -14/69*z^3 + 293/138*z + 1
*
[ -5/3 ] 
f(z) = -14/75*z^3 + 286/135*z + 1
*
[ -2 ] 
f(z) = -13/61*z^3 + 287/122*z + 1
*
[ -2 ] 
f(z) = -13/63*z^3 + 293/126*z + 1
*
[ -5/3 ] 
f(z) = -13/75*z^3 + 281/135*z + 1
*
[ -2 ] 
f(z) = -12/65*z^3 + 291/130*z + 1
*
[ -2 ] 
f(z) = -12/67*z^3 + 297/134*z + 1
*
[ -2 ] 
f(z) = -11/65*z^3 + 283/130*z + 1
*
[ -2 ] 
f(z) = -11/67*z^3 + 289/134*z + 1
*
[ -2 ] 
f(z) = -11/69*z^3 + 295/138*z + 1
*
-7/2 | 0.13523234874179171920697009653505382954 | 0.023984363643759820993284102193037264348
f(z) = -10/63*z^3 + 281/126*z + 1
*
[ -2 ] 
f(z) = -10/67*z^3 + 281/134*z + 1
*
[ -2 ] 
f(z) = -10/69*z^3 + 287/138*z + 1
*
[ 10/3 ] 
f(z) = -9/65*z^3 + 291/130*z + 1
*
[ 24/5 ] 
f(z) = -5/72*z^3 + 287/120*z + 1
*
7 | 0.081429593557892678362433822826546871191 | 0.014318611995938272910044726443991648147
f(z) = -2/63*z^3 + 295/126*z + 1
*
10 | 0.17961878402966906918222569651468177313 | 0.024640381471836405321982181099317135901
f(z) = -2/75*z^3 + 293/120*z + 1
*
-12 | 0.10858747008585960481169876715144618597 | 0.019048950961068909474719365840968363352
f(z) = -1/66*z^3 + 299/132*z + 1
*
[ -8 ] 
f(z) = -1/68*z^3 + 281/136*z + 1
*
[ -2 ] 
f(z) = -10/71*z^3 + 293/142*z + 1
*
[ -2 ] 
f(z) = -10/73*z^3 + 299/146*z + 1
*
[ -16/9 ] 
f(z) = -9/64*z^3 + 289/144*z + 1
*
[ -2 ] 
f(z) = -9/71*z^3 + 285/142*z + 1
*
[ -2 ] 
f(z) = -9/73*z^3 + 291/146*z + 1
*
[ -4/3 ] 
f(z) = -9/74*z^3 + 291/148*z + 1
*
[ -2 ] 
f(z) = -8/73*z^3 + 283/146*z + 1
*
[ -2 ] 
f(z) = -8/75*z^3 + 289/150*z + 1
*
[ -7/4 ] 
f(z) = -8/77*z^3 + 291/154*z + 1
*
[ -2 ] 
f(z) = -8/77*z^3 + 295/154*z + 1
*
0 | 0.18329253006520003959050966760522201145 | 0.027178369139647424100246113109973284436
f(z) = -7/60*z^3 + 283/140*z + 1
*
[ -2 ] 
f(z) = -7/75*z^3 + 281/150*z + 1
*
[ -2 ] 
f(z) = -7/79*z^3 + 293/158*z + 1
*
[ -2 ] 
f(z) = -6/79*z^3 + 285/158*z + 1
*
[ -4 ] 
f(z) = -3/74*z^3 + 281/148*z + 1
*
4 | 0.15251223954610020935272836196754241585 | 0.026817812631468520285180145207167871330
f(z) = -2/77*z^3 + 295/154*z + 1
*
38/3 | 0.12416555104701709500564977813365477862 | 0.017605339865317984380276266904914622141
f(z) = -1/64*z^3 + 289/144*z + 1
*
[ -8 ] 
f(z) = -1/76*z^3 + 299/152*z + 1
*
[ 30/11 ] 
f(z) = -11/72*z^3 + 292/165*z + 1
*
3 | 0.17949715502895065165057832193737205056 | 0.026615596048338707040536111150945544968
f(z) = -8/63*z^3 + 283/168*z + 1
*
[ 21/4 ] 
f(z) = -2/63*z^3 + 283/168*z + 1
*
[ -28/5 ] 
f(z) = -1/64*z^3 + 292/175*z + 1
*
[ 30/13 ] 
f(z) = -13/72*z^3 + 298/195*z + 1
*
[ 3 ] 
f(z) = -6/61*z^3 + 284/183*z + 1
*
[ 3 ] 
f(z) = -6/65*z^3 + 292/195*z + 1
*
13/3 | 0.14580878716850944907005127624586376537 | 0.025669781044513208218872958721640350755
f(z) = -6/65*z^3 + 293/195*z + 1
*
[ -3 ] 
f(z) = -2/61*z^3 + 298/183*z + 1
*
[ -3 ] 
f(z) = -1/64*z^3 + 283/192*z + 1
*
[ -3 ] 
f(z) = -1/65*z^3 + 287/195*z + 1
*
-5/2 | 0.21486349360132860080327820610556655882 | 0.029393567326363455320047277873857913595
f(z) = -14/75*z^3 + 299/210*z + 1
*
-30/7 | 0.18813114223663503552822707779957197059 | 0.029582350346362000877408878383701097855
f(z) = -7/60*z^3 + 289/210*z + 1
*
[ 3 ] 
f(z) = -6/67*z^3 + 296/201*z + 1
*
[ 3 ] 
f(z) = -5/73*z^3 + 281/219*z + 1
*
[ -3 ] 
f(z) = -1/67*z^3 + 295/201*z + 1
*
[ -3 ] 
f(z) = -1/68*z^3 + 299/204*z + 1
*
-7/3 | 0.13722033439220435801394615092284294408 | 0.024128877970120200907630269333597653303
f(z) = -12/77*z^3 + 295/231*z + 1
*
[ 3 ] 
f(z) = -5/74*z^3 + 283/222*z + 1
*
[ 3 ] 
f(z) = -5/76*z^3 + 287/228*z + 1
*
[ 3 ] 
f(z) = -5/77*z^3 + 289/231*z + 1
*
[ 3 ] 
f(z) = -5/79*z^3 + 293/237*z + 1
*
-7 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = -3/76*z^3 + 289/228*z + 1
*
[ 11/3 ] 
f(z) = -3/77*z^3 + 289/231*z + 1
*
[ 6 ] 
f(z) = -1/74*z^3 + 293/222*z + 1
*
-5/2 | 0.16643060436942038935747139587732016610 | 0.029517583431672737309843881211165747637
f(z) = -17/60*z^3 + 281/240*z + 1
*
[ 30/17 ] 
f(z) = -17/72*z^3 + 298/255*z + 1
*
45/16 | 0.18797043418063670163651156537003347412 | 0.025786073704143082924136981231623121786
f(z) = -16/75*z^3 + 293/240*z + 1
*
6/5 | 0.14798517136127224176955644846775368646 | 0.021066557306951417171477248259489979983
f(z) = -15/64*z^3 + 281/240*z + 1
*
[ 10/3 ] 
f(z) = -3/64*z^3 + 293/240*z + 1
*
-1/2 | 0.15461086915953855295454942441864226214 | 0.027386825518469192034533665004323722684
f(z) = -19/66*z^3 + 283/264*z + 1
*
-1/2 | 0.16316824175904405060167574690578024446 | 0.028938981551922268418447118744190987503
f(z) = -17/66*z^3 + 281/264*z + 1
*
-11/2 | 0.13654530478280472458839385472357318835 | 0.024097250754035594896596288153558394036
f(z) = -1/66*z^3 + 289/264*z + 1
*
[ 30/19 ] 
f(z) = -19/72*z^3 + 292/285*z + 1
*
-15/2 | 0.072970922749391871737533270159084751364 | 0.012941882344910107554004093779295390893
f(z) = -1/70*z^3 + 281/280*z + 1
*
[ 4 ] 
f(z) = -1/73*z^3 + 283/292*z + 1
*
[ 6/11 ] 
f(z) = -11/96*z^3 - 211/264*z + 1
*
[ 9/16 ] 
f(z) = -8/81*z^3 - 215/288*z + 1
*
7/6 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -12/91*z^3 - 185/273*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -3/88*z^3 - 167/264*z + 1
*
[ 7/13 ] 
f(z) = -13/98*z^3 - 149/182*z + 1
*
[ 6/11 ] 
f(z) = -11/81*z^3 - 157/198*z + 1
*
[ 7/12 ] 
f(z) = -9/98*z^3 - 153/224*z + 1
*
[ 3/5 ] 
f(z) = -8/81*z^3 - 142/225*z + 1
*
[ 3/5 ] 
f(z) = -7/81*z^3 - 143/225*z + 1
*
[ 3/5 ] 
f(z) = -4/81*z^3 - 146/225*z + 1
*
[ 3/5 ] 
f(z) = -2/81*z^3 - 148/225*z + 1
*
[ 3/5 ] 
f(z) = -1/81*z^3 - 149/225*z + 1
*
[ 2/3 ] 
f(z) = -3/98*z^3 - 143/294*z + 1
*
6/5 | 0.19095222079441732185880451374427691925 | 0.026575078054997808221581796761442534091
f(z) = -5/88*z^3 - 124/165*z + 1
*
[ 3/5 ] 
f(z) = -19/81*z^3 - 131/225*z + 1
*
[ 3/5 ] 
f(z) = -17/81*z^3 - 133/225*z + 1
*
[ 3/5 ] 
f(z) = -16/81*z^3 - 134/225*z + 1
*
[ 3/5 ] 
f(z) = -14/81*z^3 - 136/225*z + 1
*
[ 3/5 ] 
f(z) = -13/81*z^3 - 137/225*z + 1
*
[ 3/5 ] 
f(z) = -11/81*z^3 - 139/225*z + 1
*
[ 9/14 ] 
f(z) = -7/81*z^3 - 131/252*z + 1
*
[ 2/3 ] 
f(z) = -3/86*z^3 - 125/258*z + 1
*
[ 2/3 ] 
f(z) = -15/94*z^3 - 121/282*z + 1
*
[ 2/3 ] 
f(z) = -15/98*z^3 - 127/294*z + 1
*
[ 2/3 ] 
f(z) = -3/94*z^3 - 137/282*z + 1
*
[ 9/16 ] 
f(z) = -16/81*z^3 - 103/144*z + 1
*
[ 4/7 ] 
f(z) = -7/80*z^3 - 101/140*z + 1
*
[ 3/5 ] 
f(z) = -10/99*z^3 - 104/165*z + 1
*
[ 3/5 ] 
f(z) = -5/99*z^3 - 107/165*z + 1
*
3/20 | 0.18685113806023006113236261337259696649 | 0.025283701066737204708417823549219483943
f(z) = -20/81*z^3 - 119/180*z + 1
*
7/6 | 0.15560583370652921290812732240458295853 | 0.029901159445653291660704459430100225821
f(z) = -18/91*z^3 - 107/182*z + 1
*
-10/3 | 0.12829783903431727566798857610235541757 | 0.019500370923687463313966064231304065303
f(z) = -1/80*z^3 - 101/180*z + 1
*
[ 2/3 ] 
f(z) = -7/96*z^3 - 101/216*z + 1
*
[ 2/3 ] 
f(z) = -5/96*z^3 - 103/216*z + 1
*
[ 2/3 ] 
f(z) = -1/96*z^3 - 107/216*z + 1
*
[ 12/19 ] 
f(z) = -19/96*z^3 - 115/228*z + 1
*
[ 2/3 ] 
f(z) = -15/82*z^3 - 103/246*z + 1
*
[ 2/3 ] 
f(z) = -15/86*z^3 - 109/258*z + 1
*
5/3 | 0.10367550502329251688969716710224039495 | 0.018916682246980271658928458266323818599
f(z) = -3/80*z^3 - 119/240*z + 1
*
[ 2/3 ] 
f(z) = -3/82*z^3 - 119/246*z + 1
*
[ 7/10 ] 
f(z) = -5/98*z^3 - 113/280*z + 1
*
[ 7/11 ] 
f(z) = -11/98*z^3 - 81/154*z + 1
*
[ 3/5 ] 
f(z) = -20/99*z^3 - 98/165*z + 1
*
6/5 | 0.16103489860548592075967134909067804124 | 0.022411443984340201614562594636893072457
f(z) = -15/88*z^3 - 97/165*z + 1
*
[ 2/3 ] 
f(z) = -9/89*z^3 - 81/178*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -1/89*z^3 - 81/178*z + 1
*
[ 2/3 ] 
f(z) = -18/97*z^3 - 81/194*z + 1
*
[ 2/3 ] 
f(z) = -9/91*z^3 - 83/182*z + 1
*
[ 2/3 ] 
f(z) = -9/95*z^3 - 87/190*z + 1
*
[ 2/3 ] 
f(z) = -9/97*z^3 - 89/194*z + 1
*
[ 2/3 ] 
f(z) = -7/80*z^3 - 83/180*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -2/97*z^3 - 81/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -2/99*z^3 - 83/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -1/91*z^3 - 83/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = -1/93*z^3 - 85/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -1/95*z^3 - 87/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -1/97*z^3 - 89/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -1/99*z^3 - 91/198*z + 1
*
[ 2/3 ] 
f(z) = -19/96*z^3 - 89/216*z + 1
*
[ 2/3 ] 
f(z) = -17/96*z^3 - 91/216*z + 1
*
[ 2/3 ] 
f(z) = -13/96*z^3 - 95/216*z + 1
*
[ 2/3 ] 
f(z) = -11/96*z^3 - 97/216*z + 1
*
3/2 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = -12/85*z^3 - 89/255*z + 1
*
[ 8/11 ] 
f(z) = -11/96*z^3 - 83/264*z + 1
*
-3 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -3/88*z^3 - 95/264*z + 1
*
[ 3/4 ] 
f(z) = -2/99*z^3 - 85/264*z + 1
*
[ 7/10 ] 
f(z) = -15/98*z^3 - 99/280*z + 1
*
-5/3 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -3/95*z^3 - 89/285*z + 1
*
0 | 0.16358249112413254240182734944247434074 | 0.028939903449113337730915959289700778266
f(z) = -3/95*z^3 - 86/285*z + 1
*
[ 4/7 ] 
f(z) = -7/96*z^3 - 61/84*z + 1
*
[ 9/14 ] 
f(z) = -14/81*z^3 - 61/126*z + 1
*
[ 2/3 ] 
f(z) = -3/92*z^3 - 67/138*z + 1
*
12/7 | 0.15945186920968201884553327113786356679 | 0.025198081880286019540475014315646448261
f(z) = -7/80*z^3 - 69/140*z + 1
*
[ 2/3 ] 
f(z) = -18/83*z^3 - 67/166*z + 1
*
[ 2/3 ] 
f(z) = -18/85*z^3 - 69/170*z + 1
*
[ 2/3 ] 
f(z) = -18/89*z^3 - 73/178*z + 1
*
[ 2/3 ] 
f(z) = -9/83*z^3 - 75/166*z + 1
*
[ 2/3 ] 
f(z) = -9/85*z^3 - 77/170*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -3/85*z^3 - 61/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -3/89*z^3 - 65/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -2/81*z^3 - 65/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -2/83*z^3 - 67/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -2/85*z^3 - 69/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -2/87*z^3 - 71/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -2/89*z^3 - 73/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -1/81*z^3 - 73/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -1/83*z^3 - 75/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -1/85*z^3 - 77/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -1/87*z^3 - 79/174*z + 1
*
[ 2/3 ] 
f(z) = -19/80*z^3 - 71/180*z + 1
*
[ 2/3 ] 
f(z) = -18/91*z^3 - 75/182*z + 1
*
[ 2/3 ] 
f(z) = -18/95*z^3 - 79/190*z + 1
*
[ 2/3 ] 
f(z) = -17/80*z^3 - 73/180*z + 1
*
[ 2/3 ] 
f(z) = -13/80*z^3 - 77/180*z + 1
*
[ 2/3 ] 
f(z) = -11/80*z^3 - 79/180*z + 1
*
-2 | 0.066445846788203208306948569967750139533 | 0.012715091438022102768110441982264536470
f(z) = -4/93*z^3 - 61/186*z + 1
*
-2 | 0.087183511081326662819593714257083793677 | 0.016615801620560977080951343397838546813
f(z) = -4/95*z^3 - 63/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = -4/97*z^3 - 65/194*z + 1
*
-2 | 0.074384154897783007843898969727721862737 | 0.014065884809907898167182317797139027274
f(z) = -4/99*z^3 - 67/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -3/91*z^3 - 67/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -3/95*z^3 - 71/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -3/97*z^3 - 73/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -2/91*z^3 - 75/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -2/93*z^3 - 77/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -2/95*z^3 - 79/190*z + 1
*
[ 12/17 ] 
f(z) = -17/96*z^3 - 67/204*z + 1
*
0 | 0.15776869696344183993489658698591585180 | 0.028471610432838778184591408278060663820
f(z) = -6/85*z^3 - 67/255*z + 1
*
0 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -3/80*z^3 - 71/240*z + 1
*
[ 14/19 ] 
f(z) = -19/98*z^3 - 67/266*z + 1
*
[ 3/4 ] 
f(z) = -16/89*z^3 - 62/267*z + 1
*
[ 3/4 ] 
f(z) = -16/91*z^3 - 64/273*z + 1
*
[ 3/4 ] 
f(z) = -14/99*z^3 - 67/264*z + 1
*
[ 3/4 ] 
f(z) = -10/99*z^3 - 73/264*z + 1
*
-11/3 | 0.14034754787727516715382435640401105748 | 0.025170163012801152798087873135528900432
f(z) = -3/88*z^3 - 71/264*z + 1
*
7/3 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -3/91*z^3 - 68/273*z + 1
*
[ 3/4 ] 
f(z) = -16/95*z^3 - 68/285*z + 1
*
[ 3/4 ] 
f(z) = -16/97*z^3 - 70/291*z + 1
*
-4/3 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503
f(z) = -3/80*z^3 - 41/60*z + 1
*
9/4 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -2/81*z^3 - 47/72*z + 1
*
[ 2/3 ] 
f(z) = -17/88*z^3 - 41/99*z + 1
*
[ 2/3 ] 
f(z) = -13/88*z^3 - 43/99*z + 1
*
-3/10 | 0.091313489978095164637924087508003062316 | 0.013634914590725357252543776594582468984
f(z) = -10/81*z^3 - 59/90*z + 1
*
[ 2/3 ] 
f(z) = -9/94*z^3 - 43/94*z + 1
*
[ 2/3 ] 
f(z) = -9/98*z^3 - 45/98*z + 1
*
[ 2/3 ] 
f(z) = -7/88*z^3 - 46/99*z + 1
*
-12/5 | 0.18819944723085575919787283351232129383 | 0.028101909034798799323227436670690256076
f(z) = -5/81*z^3 - 43/90*z + 1
*
[ 2/3 ] 
f(z) = -5/88*z^3 - 47/99*z + 1
*
-3 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = -1/84*z^3 - 47/84*z + 1
*
[ 2/3 ] 
f(z) = -1/88*z^3 - 49/99*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = -1/90*z^3 - 41/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -1/94*z^3 - 43/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -1/98*z^3 - 45/98*z + 1
*
[ 9/13 ] 
f(z) = -13/81*z^3 - 43/117*z + 1
*
[ 2/3 ] 
f(z) = -15/92*z^3 - 59/138*z + 1
*
[ 3/4 ] 
f(z) = -4/99*z^3 - 41/132*z + 1
*
-8/3 | 0.11262327312267152963342179165569398317 | 0.020549296295183766661731405633557424064
f(z) = -3/80*z^3 - 43/120*z + 1
*
[ 3/4 ] 
f(z) = -7/81*z^3 - 41/144*z + 1
*
[ 3/4 ] 
f(z) = -5/81*z^3 - 43/144*z + 1
*
[ 3/4 ] 
f(z) = -1/81*z^3 - 47/144*z + 1
*
[ 3/4 ] 
f(z) = -8/87*z^3 - 49/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -6/89*z^3 - 41/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -5/81*z^3 - 41/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -5/83*z^3 - 43/166*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -5/87*z^3 - 47/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -5/89*z^3 - 49/178*z + 1
*
-2 | 0.070668030907743171524057245577350049949 | 0.013890259024356203474070756381049508620
f(z) = -4/81*z^3 - 49/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016565540190043406353798925646415091379
f(z) = -4/83*z^3 - 51/166*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.016574594610978289207570987963424798369
f(z) = -4/85*z^3 - 53/170*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.012639869886262210507488849649167396725
f(z) = -4/87*z^3 - 55/174*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016591845729276483360817295475094932130
f(z) = -4/89*z^3 - 57/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -3/83*z^3 - 59/166*z + 1
*
-3/2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -8/91*z^3 - 55/182*z + 1
*
[ 3/4 ] 
f(z) = -8/93*z^3 - 53/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -7/97*z^3 - 41/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -7/99*z^3 - 43/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -6/91*z^3 - 43/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -6/95*z^3 - 47/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -6/97*z^3 - 49/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -5/91*z^3 - 51/182*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -5/93*z^3 - 53/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -5/97*z^3 - 57/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -5/99*z^3 - 59/198*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.016600073372995895252244968539533833134
f(z) = -4/91*z^3 - 59/182*z + 1
*
-20/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = -1/80*z^3 - 53/180*z + 1
*
-8/3 | 0.16380613558537055596534759618928347307 | 0.024226040477021081131199666971240394937
f(z) = -5/96*z^3 - 55/216*z + 1
*
[ 4/5 ] 
f(z) = -5/88*z^3 - 47/220*z + 1
*
[ 3/4 ] 
f(z) = -16/83*z^3 - 56/249*z + 1
*
[ 3/4 ] 
f(z) = -16/85*z^3 - 58/255*z + 1
*
[ 10/13 ] 
f(z) = -13/80*z^3 - 53/260*z + 1
*
-13/3 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -3/91*z^3 - 41/273*z + 1
*
0 | 0.16394893253043075075482738496724636379 | 0.029004731774230236440195285227087428089
f(z) = -12/95*z^3 - 59/285*z + 1
*
[ 3/5 ] 
f(z) = -20/81*z^3 - 26/45*z + 1
*
[ 3/5 ] 
f(z) = -10/81*z^3 - 28/45*z + 1
*
-6/5 | 0.11653944670727988973449268485633204676 | 0.019410666024310129493964341529931384503
f(z) = -10/81*z^3 - 22/45*z + 1
*
[ 2/3 ] 
f(z) = -9/92*z^3 - 21/46*z + 1
*
[ 3/5 ] 
f(z) = -5/81*z^3 - 29/45*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -1/92*z^3 - 21/46*z + 1
*
[ 3/4 ] 
f(z) = -2/81*z^3 - 23/72*z + 1
*
[ 2/3 ] 
f(z) = -19/88*z^3 - 40/99*z + 1
*
[ 3/4 ] 
f(z) = -16/93*z^3 - 22/93*z + 1
*
5/3 | 0.10367550502329251688969716710224039495 | 0.023659259440126209190237908008734726020
f(z) = -9/80*z^3 - 23/80*z + 1
*
[ 2/3 ] 
f(z) = -9/82*z^3 - 37/82*z + 1
*
[ 2/3 ] 
f(z) = -9/86*z^3 - 39/86*z + 1
*
12/7 | 0.19387656055457806641565469647159923810 | 0.029780163921881875313105215234604679121
f(z) = -7/96*z^3 - 31/84*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -5/82*z^3 - 21/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -5/86*z^3 - 23/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -5/94*z^3 - 27/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -5/98*z^3 - 29/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -3/82*z^3 - 29/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -3/86*z^3 - 31/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -3/94*z^3 - 35/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -3/98*z^3 - 37/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -1/82*z^3 - 37/82*z + 1
*
-7 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = -1/84*z^3 - 23/84*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -1/86*z^3 - 39/86*z + 1
*
-5 | 0.11118374597465999973798277812720208195 | 0.024708544165269023644837822148929516396
f(z) = -1/90*z^3 - 29/90*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -1/96*z^3 - 23/96*z + 1
*
[ 3/4 ] 
f(z) = -20/99*z^3 - 29/132*z + 1
*
[ 7/9 ] 
f(z) = -9/98*z^3 - 29/126*z + 1
*
-8/5 | 0.093164012937676244584128360051628212815 | 0.015090256022766163231361937310708442420
f(z) = -5/96*z^3 - 29/120*z + 1
*
[ 3/4 ] 
f(z) = -19/81*z^3 - 29/144*z + 1
*
[ 3/4 ] 
f(z) = -17/81*z^3 - 31/144*z + 1
*
[ 3/4 ] 
f(z) = -13/81*z^3 - 35/144*z + 1
*
[ 3/4 ] 
f(z) = -11/81*z^3 - 37/144*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -8/85*z^3 - 21/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -8/87*z^3 - 23/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -8/89*z^3 - 25/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -7/81*z^3 - 25/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -7/83*z^3 - 27/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -7/85*z^3 - 29/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -7/87*z^3 - 31/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -7/89*z^3 - 33/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -6/83*z^3 - 35/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -6/85*z^3 - 37/170*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -9/95*z^3 - 23/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -9/97*z^3 - 25/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -8/91*z^3 - 27/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -8/93*z^3 - 29/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -8/95*z^3 - 31/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -8/97*z^3 - 33/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -8/99*z^3 - 35/198*z + 1
*
13/4 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -8/99*z^3 - 29/198*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -7/93*z^3 - 37/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -7/95*z^3 - 39/190*z + 1
*
[ 6/7 ] 
f(z) = -7/90*z^3 - 23/210*z + 1
*
-14/5 | 0.16358367659271590655090863806332864087 | 0.027082248085879256566498973153880914131
f(z) = -5/84*z^3 - 37/210*z + 1
*
[ 14/17 ] 
f(z) = -17/98*z^3 - 23/238*z + 1
*
[ 4/5 ] 
f(z) = -15/88*z^3 - 31/220*z + 1
*
[ 6/7 ] 
f(z) = -7/88*z^3 - 25/231*z + 1
*
[ 5/6 ] 
f(z) = -12/85*z^3 - 26/255*z + 1
*
-16/5 | 0.17100105367765738478130208646789129423 | 0.027697923251597888034953538738919963600
f(z) = -5/96*z^3 - 37/240*z + 1
*
8/3 | 0.078983150784307001977245551522720850300 | 0.014164969823655586895983211459723035253
f(z) = -3/88*z^3 - 35/264*z + 1
*
[ 5/6 ] 
f(z) = -12/95*z^3 - 32/285*z + 1
*
[ 3/4 ] 
f(z) = -16/81*z^3 - 2/9*z + 1
*
[ 2/3 ] 
f(z) = -9/88*z^3 - 5/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -9/88*z^3 - 1/11*z + 1
*
[ 3/4 ] 
f(z) = -8/81*z^3 - 5/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -7/88*z^3 - 2/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -5/88*z^3 - 3/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -3/88*z^3 - 4/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -1/88*z^3 - 5/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -1/96*z^3 - 7/12*z + 1
*
[ 3/4 ] 
f(z) = -20/81*z^3 - 7/36*z + 1
*
-3/8 | 0.081379992328197045498511859696210125048 | 0.014077772540137133665554844532347979454
f(z) = -16/81*z^3 - 11/36*z + 1
*
-3/2 | 0.16307478324104224728938693429047977813 | 0.028210001498170713109035515926456218670
f(z) = -16/81*z^3 - 5/36*z + 1
*
[ 3/4 ] 
f(z) = -16/99*z^3 - 8/33*z + 1
*
[ 2/3 ] 
f(z) = -15/88*z^3 - 14/33*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -11/96*z^3 - 1/24*z + 1
*
[ 2/3 ] 
f(z) = -9/80*z^3 - 9/20*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -7/80*z^3 - 3/20*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -7/96*z^3 - 5/24*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = -5/96*z^3 - 7/24*z + 1
*
[ 3/4 ] 
f(z) = -4/81*z^3 - 11/36*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -3/80*z^3 - 7/20*z + 1
*
-4 | 0.10652796255646101610540594126461972240 | 0.024310204258808440748713778366833110296
f(z) = -3/80*z^3 - 3/20*z + 1
*
[ 2/3 ] 
f(z) = -3/88*z^3 - 16/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -1/80*z^3 - 9/20*z + 1
*
-6 | 0.052448102477989158979191926235054360077 | 0.011968914580066773625378735041057865178
f(z) = -1/80*z^3 - 1/20*z + 1
*
9/2 | 0.081379992328197045498511859696210125048 | 0.014077772540137133665554844532347979454
f(z) = -1/81*z^3 - 11/36*z + 1
*
-6 | 0.12538028485645664880857606948274932797 | 0.027863464022302596634433778130230447512
f(z) = -1/90*z^3 - 13/30*z + 1
*
-8 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070
f(z) = -1/96*z^3 - 5/24*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -11/92*z^3 - 1/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -9/92*z^3 - 5/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -7/92*z^3 - 9/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -5/84*z^3 - 11/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -5/92*z^3 - 13/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -3/92*z^3 - 17/46*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.013926888366334506357836816558250953028
f(z) = -1/84*z^3 - 19/42*z + 1
*
[ 3/4 ] 
f(z) = -14/81*z^3 - 17/72*z + 1
*
[ 3/4 ] 
f(z) = -10/81*z^3 - 19/72*z + 1
*
[ 3/4 ] 
f(z) = -8/99*z^3 - 19/66*z + 1
*
[ 4/5 ] 
f(z) = -5/96*z^3 - 13/60*z + 1
*
-10/3 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503
f(z) = -3/80*z^3 - 17/60*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.025682672207249102906127531939251746416
f(z) = -3/80*z^3 - 11/60*z + 1
*
3/5 | 0.15949890832599525869058905939443317405 | 0.023816349510467425282624274691187797598
f(z) = -20/81*z^3 - 7/90*z + 1
*
[ 3/4 ] 
f(z) = -16/87*z^3 - 20/87*z + 1
*
[ 9/11 ] 
f(z) = -11/81*z^3 - 13/99*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -11/90*z^3 - 1/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -11/94*z^3 - 3/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -11/98*z^3 - 5/98*z + 1
*
[ 9/10 ] 
f(z) = -10/81*z^3 - 1/90*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -9/82*z^3 - 5/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -9/86*z^3 - 7/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -9/94*z^3 - 11/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -9/98*z^3 - 13/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -7/82*z^3 - 13/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -7/86*z^3 - 15/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -7/90*z^3 - 17/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -7/94*z^3 - 19/94*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -5/96*z^3 - 19/96*z + 1
*
-3/7 | 0.18948545958080517641789572066615303657 | 0.026940397368524626027205093729979457942
f(z) = -14/81*z^3 - 17/126*z + 1
*
[ 6/7 ] 
f(z) = -14/81*z^3 - 5/126*z + 1
*
[ 6/7 ] 
f(z) = -7/81*z^3 - 13/126*z + 1
*
-6/5 | 0.11965681808062439889854415154506340030 | 0.019381432409036535646699392811423346817
f(z) = -5/96*z^3 - 11/120*z + 1
*
15/2 | 0.15205972013105758425687433989312381146 | 0.025833678663948915673730617107005421736
f(z) = -1/90*z^3 - 13/120*z + 1
*
-10/7 | 0.14256333568711496619994951058764156924 | 0.022529197202741206668462800511974676081
f(z) = -7/80*z^3 - 17/140*z + 1
*
[ 5/6 ] 
f(z) = -18/85*z^3 - 9/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -11/89*z^3 - 1/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -10/81*z^3 - 1/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -10/83*z^3 - 3/166*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.012086966812398515243249168238499503883
f(z) = -10/87*z^3 - 7/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -10/89*z^3 - 9/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -9/83*z^3 - 11/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -9/85*z^3 - 13/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -9/89*z^3 - 17/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -8/81*z^3 - 17/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -8/83*z^3 - 19/166*z + 1
*
[ 6/7 ] 
f(z) = -7/96*z^3 - 19/168*z + 1
*
-8/7 | 0.12588881904188256511155115264070522868 | 0.019336992859144576760827782652599397341
f(z) = -7/96*z^3 - 5/168*z + 1
*
-8 | 0.081021317359820807445711829511756613557 | 0.015812233982420894565783029766173322300
f(z) = -1/84*z^3 - 19/168*z + 1
*
[ 5/6 ] 
f(z) = -18/95*z^3 - 13/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = -12/97*z^3 - 1/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -11/91*z^3 - 3/182*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -11/93*z^3 - 5/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -11/95*z^3 - 7/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -11/97*z^3 - 9/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -10/91*z^3 - 11/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -10/93*z^3 - 13/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -10/97*z^3 - 17/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -10/99*z^3 - 19/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -9/91*z^3 - 19/182*z + 1
*
[ 9/10 ] 
f(z) = -5/81*z^3 - 11/180*z + 1
*
18/5 | 0.16358367659271590655090863806332864087 | 0.027082248085879256566498973153880914131
f(z) = -5/84*z^3 - 13/210*z + 1
*
[ 9/10 ] 
f(z) = -8/81*z^3 - 7/225*z + 1
*
[ 9/10 ] 
f(z) = -4/81*z^3 - 16/225*z + 1
*
-14/3 | 0.15498542459028816902818759404025342789 | 0.020604669589493358475802169452327938768
f(z) = -3/88*z^3 - 10/231*z + 1
*
3 | 0.15593812400103340348681427422453672850 | 0.027966202904011962241972236281421689100
f(z) = -3/88*z^3 - 7/264*z + 1
*
-9 | 0.14878890935914224552171748080171498653 | 0.026274050451358684972048662491631553757
f(z) = -1/96*z^3 - 13/288*z + 1
*
[ 3/2 ] 
f(z) = -20/81*z^3 + 8/9*z + 1
*
3/2 | 0.081378719609937102444280251428054831696 | 0.016177263467235335069508210103616348046
f(z) = -20/81*z^3 + 17/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -19/88*z^3 + 4/11*z + 1
*
[ 2 ] 
f(z) = -19/88*z^3 + 15/11*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -17/88*z^3 + 3/11*z + 1
*
[ 2 ] 
f(z) = -17/88*z^3 + 14/11*z + 1
*
3/2 | 0.10414258274537934774747629095023012990 | 0.020469898923422050389705287070447766307
f(z) = -16/81*z^3 + 5/18*z + 1
*
[ 9/4 ] 
f(z) = -16/81*z^3 + 14/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -15/88*z^3 + 2/11*z + 1
*
[ 2 ] 
f(z) = -15/88*z^3 + 13/11*z + 1
*
[ 3/2 ] 
f(z) = -14/81*z^3 + 13/18*z + 1
*
[ 3 ] 
f(z) = -13/81*z^3 + 19/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = -13/88*z^3 + 1/11*z + 1
*
[ 2 ] 
f(z) = -13/88*z^3 + 12/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = -13/96*z^3 + 17/12*z + 1
*
[ 3 ] 
f(z) = -11/81*z^3 + 17/9*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.024874211972791262318615862017169284706
f(z) = -11/96*z^3 + 13/12*z + 1
*
[ 3/2 ] 
f(z) = -10/81*z^3 + 11/18*z + 1
*
[ 3 ] 
f(z) = -10/81*z^3 + 16/9*z + 1
*
[ 2 ] 
f(z) = -9/88*z^3 + 10/11*z + 1
*
[ 7/3 ] 
f(z) = -9/98*z^3 + 15/14*z + 1
*
[ 3/2 ] 
f(z) = -8/81*z^3 + 5/9*z + 1
*
[ -3/2 ] 
f(z) = -8/81*z^3 + 17/9*z + 1
*
[ 3 ] 
f(z) = -7/81*z^3 + 13/9*z + 1
*
[ -3 ] 
f(z) = -7/81*z^3 + 19/9*z + 1
*
[ 2 ] 
f(z) = -7/88*z^3 + 9/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -7/96*z^3 + 5/12*z + 1
*
[ 3 ] 
f(z) = -5/81*z^3 + 11/9*z + 1
*
[ -3 ] 
f(z) = -5/81*z^3 + 17/9*z + 1
*
[ 2 ] 
f(z) = -5/88*z^3 + 8/11*z + 1
*
[ -2 ] 
f(z) = -5/88*z^3 + 19/11*z + 1
*
-4 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = -5/96*z^3 + 1/12*z + 1
*
[ 4 ] 
f(z) = -5/96*z^3 + 19/12*z + 1
*
[ 3/2 ] 
f(z) = -4/81*z^3 + 4/9*z + 1
*
[ 3 ] 
f(z) = -4/81*z^3 + 10/9*z + 1
*
[ 2 ] 
f(z) = -3/88*z^3 + 7/11*z + 1
*
[ -2 ] 
f(z) = -3/88*z^3 + 18/11*z + 1
*
[ 3 ] 
f(z) = -2/81*z^3 + 8/9*z + 1
*
-15/2 | 0.081378688049489606770018165697964867011 | 0.015995508033121598950836321889528825554
f(z) = -2/81*z^3 + 13/18*z + 1
*
3 | 0.081378688049489606770018165697964867011 | 0.016374596618434826430293031034230696066
f(z) = -1/81*z^3 + 16/9*z + 1
*
[ 9 ] 
f(z) = -1/81*z^3 + 17/9*z + 1
*
[ 2 ] 
f(z) = -1/88*z^3 + 6/11*z + 1
*
[ -2 ] 
f(z) = -1/88*z^3 + 17/11*z + 1
*
[ 4 ] 
f(z) = -1/96*z^3 + 11/12*z + 1
*
[ -4 ] 
f(z) = -1/96*z^3 + 17/12*z + 1
*
[ 7 ] 
f(z) = -1/98*z^3 + 19/14*z + 1
*
9/4 | 0.081379992328197045498511859696210125048 | 0.014077772540137133665554844532347979454
f(z) = -20/81*z^3 + 17/36*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -19/80*z^3 + 9/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = -19/96*z^3 + 7/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -17/80*z^3 + 7/20*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.014061217901005853622479133780114616538
f(z) = -17/96*z^3 + 5/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -13/80*z^3 + 3/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = -13/96*z^3 + 1/24*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = -11/80*z^3 + 1/20*z + 1
*
[ 4/3 ] 
f(z) = -9/80*z^3 + 9/20*z + 1
*
[ 3/2 ] 
f(z) = -8/99*z^3 + 17/33*z + 1
*
-4 | 0.095118132423787019242570844615102412633 | 0.021706424984079514514810296934439573192
f(z) = -7/80*z^3 + 13/20*z + 1
*
[ 2 ] 
f(z) = -7/80*z^3 + 17/20*z + 1
*
[ 3/2 ] 
f(z) = -7/81*z^3 + 19/36*z + 1
*
[ 2 ] 
f(z) = -7/96*z^3 + 19/24*z + 1
*
[ 3/2 ] 
f(z) = -5/81*z^3 + 17/36*z + 1
*
[ 2 ] 
f(z) = -5/96*z^3 + 17/24*z + 1
*
[ 3/2 ] 
f(z) = -4/99*z^3 + 14/33*z + 1
*
[ 2 ] 
f(z) = -3/80*z^3 + 13/20*z + 1
*
-6 | 0.095118132423787019242570844615102412633 | 0.021706424984079514514810296934439573192
f(z) = -3/80*z^3 + 17/20*z + 1
*
[ 2 ] 
f(z) = -1/80*z^3 + 11/20*z + 1
*
-15/2 | 0.098493433248500602064270810672240831655 | 0.017038194650814003427557505154873314434
f(z) = -1/81*z^3 + 1/36*z + 1
*
6 | 0.12243663984057352055141875931681208492 | 0.027209293016961591083331393131108934738
f(z) = -1/90*z^3 + 7/30*z + 1
*
-6 | 0.12243598770121980118717191231768945590 | 0.027209148090975494542440061045073827353
f(z) = -1/90*z^3 + 17/30*z + 1
*
[ 9/10 ] 
f(z) = -20/81*z^3 + 4/45*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -19/84*z^3 + 17/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -19/92*z^3 + 15/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -17/84*z^3 + 13/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -17/92*z^3 + 11/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -15/92*z^3 + 7/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = -13/84*z^3 + 5/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = -13/92*z^3 + 3/46*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.013926888366334506357836816558250953028
f(z) = -11/84*z^3 + 1/42*z + 1
*
[ 4/3 ] 
f(z) = -9/88*z^3 + 19/44*z + 1
*
[ 7/6 ] 
f(z) = -9/98*z^3 + 15/56*z + 1
*
21/5 | 0.17079190540693962758117146198830862476 | 0.028446888407121486009362145036337427266
f(z) = -5/81*z^3 + 19/45*z + 1
*
-22/5 | 0.086225245355427898406221232128154565177 | 0.014165999108557144985769803936208812757
f(z) = -5/88*z^3 + 18/55*z + 1
*
6 | 0.11305172652620342891868047170726368774 | 0.025514872687969435965692375639480213368
f(z) = -1/84*z^3 + 11/42*z + 1
*
-2 | 0.15187374213875852248723870797530714447 | 0.027710955650066571013671447242873814829
f(z) = -9/80*z^3 + 17/60*z + 1
*
[ 9/8 ] 
f(z) = -8/81*z^3 + 17/72*z + 1
*
-22/7 | 0.094925435756110695815100447965815782356 | 0.014778419122762619042415223154249391684
f(z) = -7/88*z^3 + 8/77*z + 1
*
-4/5 | 0.11662839697428039133263934488858922749 | 0.018890903411857641724210888982730508778
f(z) = -5/96*z^3 + 17/60*z + 1
*
-15/4 | 0.10277211954825335088783397191580982282 | 0.015874861712781231491821880496493003132
f(z) = -2/81*z^3 + 1/72*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -17/98*z^3 + 19/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -15/82*z^3 + 19/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -15/86*z^3 + 17/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -15/94*z^3 + 13/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -15/98*z^3 + 11/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -13/82*z^3 + 11/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -13/86*z^3 + 9/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = -13/90*z^3 + 7/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -13/94*z^3 + 5/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = -13/98*z^3 + 3/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -11/82*z^3 + 3/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -11/86*z^3 + 1/86*z + 1
*
-22/9 | 0.091955721162502668758032387713471263076 | 0.013777043278870080963621480508505687069
f(z) = -9/88*z^3 + 2/99*z + 1
*
3 | 0.11000879136382840614961775461338632628 | 0.024828106500035555271709704370603242736
f(z) = -5/84*z^3 + 17/84*z + 1
*
-5 | 0.11508533515596651375253226375175770472 | 0.026263038714855135424141389441128263125
f(z) = -3/80*z^3 + 11/80*z + 1
*
-22/13 | 0.098746665437630593537002514003606763067 | 0.014021961480504787408718422213806059276
f(z) = -13/88*z^3 + 2/143*z + 1
*
[ 12/13 ] 
f(z) = -13/96*z^3 + 5/156*z + 1
*
-20/7 | 0.093160432426400976184656890127283095464 | 0.014722086457301718838431790260946557968
f(z) = -7/80*z^3 + 9/140*z + 1
*
-22/15 | 0.086225245355427898406221232128154565177 | 0.012000083665425619581008578931505216767
f(z) = -15/88*z^3 + 8/165*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -13/85*z^3 + 19/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -13/87*z^3 + 17/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -13/89*z^3 + 15/178*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016565540190043406353798925646415091379
f(z) = -12/83*z^3 + 13/166*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.016574594610978289207570987963424798369
f(z) = -12/85*z^3 + 11/170*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016591845729276483360817295475094932130
f(z) = -12/89*z^3 + 7/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -11/81*z^3 + 7/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -11/83*z^3 + 5/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -11/85*z^3 + 3/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -11/87*z^3 + 1/174*z + 1
*
-33/20 | 0.21096334192674550017533095876458655672 | 0.028546436102499666200058340251774250161
f(z) = -20/81*z^3 + 1/180*z + 1
*
-22/17 | 0.10040261597216565121722502743760557746 | 0.013733934354441772364731675024093116832
f(z) = -17/88*z^3 + 18/187*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -14/93*z^3 + 19/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -14/95*z^3 + 17/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -14/97*z^3 + 15/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -14/99*z^3 + 13/198*z + 1
*
-4/3 | 0.17079451396435450503815884998479914084 | 0.025959567200075516371407178418540578236
f(z) = -13/80*z^3 + 7/180*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -13/93*z^3 + 11/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -13/95*z^3 + 9/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -13/97*z^3 + 7/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -13/99*z^3 + 5/198*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.016600073372995895252244968539533833134
f(z) = -12/91*z^3 + 5/182*z + 1
*
-2 | 0.087183511081326662819593714257083793677 | 0.016615801620560977080951343397838546813
f(z) = -12/95*z^3 + 1/190*z + 1
*
-20/9 | 0.090190717832792949127588829874938576183 | 0.013708356000779269391931799216433471650
f(z) = -9/80*z^3 + 1/180*z + 1
*
-10/9 | 0.16788368230431287561725061977915994069 | 0.025517141220850395931017831765329017383
f(z) = -9/80*z^3 + 7/180*z + 1
*
-3/2 | 0.12224436177361688816591023318109070164 | 0.016541456114556354332051469502560462020
f(z) = -5/81*z^3 + 1/180*z + 1
*
[ 14/15 ] 
f(z) = -15/98*z^3 + 13/210*z + 1
*
[ 9/10 ] 
f(z) = -16/81*z^3 + 11/225*z + 1
*
-20/11 | 0.095950464054444539388092636019393895280 | 0.014152148854206729814324287806204264511
f(z) = -11/80*z^3 + 1/220*z + 1
*
[ 10/11 ] 
f(z) = -11/80*z^3 + 3/220*z + 1
*
-9 | 0.13776003747122339728555997044372318865 | 0.024913971278221731485362642039906255308
f(z) = -1/84*z^3 + 19/252*z + 1
*
-20/13 | 0.096981662107920873906558956165074076175 | 0.013960270226601122414002353233403523956
f(z) = -13/80*z^3 + 9/260*z + 1
*
-24/11 | 0.078983150784307001977245551522720850300 | 0.011344497099202134409141454092989795791
f(z) = -11/96*z^3 + 1/264*z + 1
*
[ -3/2 ] 
f(z) = -20/81*z^3 + 20/9*z + 1
*
[ 3 ] 
f(z) = -20/81*z^3 + 26/9*z + 1
*
[ -3 ] 
f(z) = -20/81*z^3 + 32/9*z + 1
*
-3/2 | 0.091286583138232216119545057024890440498 | 0.015645166099112967357668340504546660721
f(z) = -20/81*z^3 + 38/9*z + 1
*
[ 3 ] 
f(z) = -19/81*z^3 + 25/9*z + 1
*
[ -3 ] 
f(z) = -19/81*z^3 + 31/9*z + 1
*
[ -2 ] 
f(z) = -19/88*z^3 + 26/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.021210048479793435133305946912374248114
f(z) = -19/96*z^3 + 29/12*z + 1
*
[ 3 ] 
f(z) = -17/81*z^3 + 23/9*z + 1
*
[ -3 ] 
f(z) = -17/81*z^3 + 29/9*z + 1
*
[ -2 ] 
f(z) = -17/88*z^3 + 25/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.021804198525203181919794403592393413276
f(z) = -17/96*z^3 + 25/12*z + 1
*
3/2 | 0.11528119155045873081947307222416324661 | 0.021284906665234243822189818591560015504
f(z) = -16/81*z^3 + 25/9*z + 1
*
[ -2 ] 
f(z) = -15/88*z^3 + 24/11*z + 1
*
[ 3 ] 
f(z) = -14/81*z^3 + 20/9*z + 1
*
[ -3 ] 
f(z) = -14/81*z^3 + 26/9*z + 1
*
[ -3/2 ] 
f(z) = -14/81*z^3 + 37/18*z + 1
*
[ -3 ] 
f(z) = -13/81*z^3 + 25/9*z + 1
*
[ -2 ] 
f(z) = -13/88*z^3 + 23/11*z + 1
*
[ 4 ] 
f(z) = -13/96*z^3 + 35/12*z + 1
*
[ -3 ] 
f(z) = -11/81*z^3 + 23/9*z + 1
*
-3 | 0.14525129738371174382177744300543690026 | 0.025649357415297522626754450804852108184
f(z) = -11/81*z^3 + 32/9*z + 1
*
[ 4 ] 
f(z) = -11/96*z^3 + 31/12*z + 1
*
[ -4 ] 
f(z) = -11/96*z^3 + 37/12*z + 1
*
[ -3 ] 
f(z) = -10/81*z^3 + 22/9*z + 1
*
3 | 0.14349611985695868561489622651664952226 | 0.026494361108696209287889156414617090219
f(z) = -10/81*z^3 + 25/9*z + 1
*
[ -2 ] 
f(z) = -9/88*z^3 + 21/11*z + 1
*
[ -2/3 ] 
f(z) = -9/88*z^3 + 28/11*z + 1
*
[ -7/3 ] 
f(z) = -9/98*z^3 + 27/14*z + 1
*
[ 14/3 ] 
f(z) = -9/98*z^3 + 39/14*z + 1
*
[ -3 ] 
f(z) = -8/81*z^3 + 20/9*z + 1
*
9/2 | 0.12206868421358812951927409554606992954 | 0.022890515878644736654201288560669787535
f(z) = -8/81*z^3 + 23/18*z + 1
*
[ 9/2 ] 
f(z) = -8/81*z^3 + 25/9*z + 1
*
-3/2 | 0.081378688049489606770018165697964867011 | 0.015025328558600477569737222096347871463
f(z) = -8/81*z^3 + 25/18*z + 1
*
-3/2 | 0.077577093787637781689315331335209051684 | 0.013485634803470272273477270878987023631
f(z) = -8/81*z^3 + 35/9*z + 1
*
[ -9/4 ] 
f(z) = -8/81*z^3 + 35/18*z + 1
*
-6 | 0.16974616643469046907087090210874022521 | 0.029091974715900568475541986357273820642
f(z) = -8/81*z^3 + 38/9*z + 1
*
3 | 0.081378688049489606770018165697964867011 | 0.015388536088882358541127219173929562142
f(z) = -7/81*z^3 + 22/9*z + 1
*
6 | 0.16270210528290886866818604434322148625 | 0.028892911789988532844749812179252782246
f(z) = -7/81*z^3 + 31/9*z + 1
*
[ -2 ] 
f(z) = -7/88*z^3 + 20/11*z + 1
*
[ 4 ] 
f(z) = -7/96*z^3 + 23/12*z + 1
*
[ -4 ] 
f(z) = -7/96*z^3 + 29/12*z + 1
*
[ -4 ] 
f(z) = -5/96*z^3 + 25/12*z + 1
*
[ -9/2 ] 
f(z) = -4/81*z^3 + 20/9*z + 1
*
-3 | 0.15839504144503908559415506808220670791 | 0.029702492778181818259262588004281682977
f(z) = -4/81*z^3 + 23/18*z + 1
*
-3/2 | 0.081379404895947844080296090770294827698 | 0.015025460913321587530118707285933223259
f(z) = -4/81*z^3 + 25/9*z + 1
*
3 | 0.15839504144503908559415506808220670791 | 0.028465173968379618800956312413814656069
f(z) = -4/81*z^3 + 29/18*z + 1
*
-6 | 0.10301111394142548954064821310734203587 | 0.018292885782411020621652118036484285602
f(z) = -4/81*z^3 + 31/9*z + 1
*
-3 | 0.10098701548603469034789300193007277549 | 0.017644013968026238786552033248437875597
f(z) = -4/81*z^3 + 34/9*z + 1
*
-15/2 | 0.085835766849199279203264295905769638906 | 0.014778522909393755343564443876999010802
f(z) = -4/81*z^3 + 37/9*z + 1
*
[ 7 ] 
f(z) = -3/98*z^3 + 33/14*z + 1
*
[ -7 ] 
f(z) = -3/98*z^3 + 37/14*z + 1
*
6 | 0.081378688049489606770018165697964867011 | 0.015670973279036420984600332584991702096
f(z) = -2/81*z^3 + 20/9*z + 1
*
-3 | 0.081379311906974842873371228052452610235 | 0.015260379379041674912261300579463434881
f(z) = -2/81*z^3 + 23/9*z + 1
*
[ 9/2 ] 
f(z) = -2/81*z^3 + 23/18*z + 1
*
[ -9 ] 
f(z) = -2/81*z^3 + 28/9*z + 1
*
9 | 0.082129726364049994245985885120111685969 | 0.014759533679842463015198521787045964931
f(z) = -2/81*z^3 + 29/9*z + 1
*
-9 | 0.12206803207423441015502724854694730052 | 0.021936846868886958551293144870492534450
f(z) = -2/81*z^3 + 29/18*z + 1
*
[ 6 ] 
f(z) = -1/81*z^3 + 23/18*z + 1
*
[ -6 ] 
f(z) = -1/81*z^3 + 29/18*z + 1
*
-12 | 0.11552453009332421823620535357636276135 | 0.022152627656968773387087940337905668743
f(z) = -1/96*z^3 + 23/12*z + 1
*
[ 12 ] 
f(z) = -1/96*z^3 + 29/12*z + 1
*
[ -12 ] 
f(z) = -1/96*z^3 + 31/12*z + 1
*
4 | 0.11552556370974510795838655077909732880 | 0.020502196505219738767521141050031066890
f(z) = -1/96*z^3 + 35/12*z + 1
*
[ -7 ] 
f(z) = -1/98*z^3 + 23/14*z + 1
*
[ 3/2 ] 
f(z) = -20/99*z^3 + 26/33*z + 1
*
[ 2 ] 
f(z) = -19/80*z^3 + 29/20*z + 1
*
[ 3/2 ] 
f(z) = -19/81*z^3 + 31/36*z + 1
*
[ 2 ] 
f(z) = -19/96*z^3 + 31/24*z + 1
*
[ 2 ] 
f(z) = -17/80*z^3 + 27/20*z + 1
*
[ 3/2 ] 
f(z) = -17/81*z^3 + 29/36*z + 1
*
[ 2 ] 
f(z) = -17/96*z^3 + 29/24*z + 1
*
[ 3/2 ] 
f(z) = -16/99*z^3 + 23/33*z + 1
*
[ 2 ] 
f(z) = -13/80*z^3 + 23/20*z + 1
*
-4 | 0.14075745295448300669391123121317165168 | 0.028167195076637887831363540140302479401
f(z) = -13/80*z^3 + 37/20*z + 1
*
[ 3/2 ] 
f(z) = -13/81*z^3 + 25/36*z + 1
*
[ 2 ] 
f(z) = -13/96*z^3 + 25/24*z + 1
*
[ 2 ] 
f(z) = -11/80*z^3 + 21/20*z + 1
*
-4 | 0.095118132423787019242570844615102412633 | 0.020009746023489026021064849574822403266
f(z) = -11/80*z^3 + 29/20*z + 1
*
[ 3/2 ] 
f(z) = -11/81*z^3 + 23/36*z + 1
*
[ 2 ] 
f(z) = -11/96*z^3 + 23/24*z + 1
*
[ -2 ] 
f(z) = -7/80*z^3 + 37/20*z + 1
*
[ 3 ] 
f(z) = -5/99*z^3 + 37/33*z + 1
*
[ 9/4 ] 
f(z) = -4/81*z^3 + 29/36*z + 1
*
[ 3 ] 
f(z) = -4/99*z^3 + 34/33*z + 1
*
[ 4 ] 
f(z) = -3/80*z^3 + 27/20*z + 1
*
[ -2 ] 
f(z) = -3/80*z^3 + 33/20*z + 1
*
-22/3 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -3/88*z^3 + 32/33*z + 1
*
28/3 | 0.18759645545386752485960920586581758175 | 0.029888021483524544048294382263899438849
f(z) = -3/98*z^3 + 38/21*z + 1
*
[ 3 ] 
f(z) = -2/99*z^3 + 28/33*z + 1
*
[ -4 ] 
f(z) = -1/80*z^3 + 29/20*z + 1
*
[ 3 ] 
f(z) = -1/90*z^3 + 23/30*z + 1
*
[ 6 ] 
f(z) = -1/90*z^3 + 37/30*z + 1
*
[ 6 ] 
f(z) = -1/96*z^3 + 29/24*z + 1
*
[ 3 ] 
f(z) = -1/99*z^3 + 25/33*z + 1
*
12/5 | 0.091313489978095164637924087508003062316 | 0.015209061888984196021570643012578882269
f(z) = -20/81*z^3 + 34/45*z + 1
*
[ 2 ] 
f(z) = -7/92*z^3 + 37/46*z + 1
*
[ 9/5 ] 
f(z) = -5/81*z^3 + 29/45*z + 1
*
[ 2 ] 
f(z) = -5/84*z^3 + 31/42*z + 1
*
[ 2 ] 
f(z) = -5/92*z^3 + 33/46*z + 1
*
[ 2 ] 
f(z) = -3/92*z^3 + 29/46*z + 1
*
[ 7/3 ] 
f(z) = -3/98*z^3 + 31/42*z + 1
*
[ 2 ] 
f(z) = -1/84*z^3 + 23/42*z + 1
*
[ 2 ] 
f(z) = -1/92*z^3 + 25/46*z + 1
*
[ 9/7 ] 
f(z) = -14/81*z^3 + 32/63*z + 1
*
[ 3/2 ] 
f(z) = -10/99*z^3 + 37/66*z + 1
*
[ 9/7 ] 
f(z) = -7/81*z^3 + 23/63*z + 1
*
[ 7/5 ] 
f(z) = -5/98*z^3 + 27/70*z + 1
*
21/4 | 0.083755735993796689449775477499947639878 | 0.012937465261962023684381171583131319370
f(z) = -2/81*z^3 + 25/72*z + 1
*
[ 3/2 ] 
f(z) = -2/99*z^3 + 25/66*z + 1
*
-3/5 | 0.17547164720294278927640332819658169498 | 0.026201396127559621571635380486456146171
f(z) = -20/81*z^3 + 23/90*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = -19/82*z^3 + 35/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = -19/86*z^3 + 33/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = -19/90*z^3 + 31/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = -19/94*z^3 + 29/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = -19/98*z^3 + 27/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = -17/82*z^3 + 27/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = -17/86*z^3 + 25/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = -17/90*z^3 + 23/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = -17/94*z^3 + 21/94*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -11/96*z^3 + 35/96*z + 1
*
[ 6/5 ] 
f(z) = -10/81*z^3 + 31/90*z + 1
*
8/3 | 0.13425788030959236499967719311430306067 | 0.029986102424871719007701126654512860393
f(z) = -9/88*z^3 + 31/88*z + 1
*
[ 4/3 ] 
f(z) = -9/92*z^3 + 39/92*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -7/96*z^3 + 31/96*z + 1
*
[ 6/5 ] 
f(z) = -5/81*z^3 + 23/90*z + 1
*
[ 3/2 ] 
f(z) = -4/87*z^3 + 38/87*z + 1
*
[ 4/3 ] 
f(z) = -5/96*z^3 + 37/108*z + 1
*
[ 4/3 ] 
f(z) = -1/96*z^3 + 29/108*z + 1
*
[ 12/11 ] 
f(z) = -11/96*z^3 + 29/132*z + 1
*
[ 6/5 ] 
f(z) = -5/96*z^3 + 29/120*z + 1
*
[ 9/8 ] 
f(z) = -4/81*z^3 + 25/144*z + 1
*
-2 | 0.084073714913503200448158768066531057654 | 0.016224860436087524283159919657299963294
f(z) = -16/89*z^3 + 39/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -15/83*z^3 + 37/166*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -15/89*z^3 + 31/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -14/81*z^3 + 31/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -14/83*z^3 + 29/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -14/85*z^3 + 27/170*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = -14/87*z^3 + 25/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -14/89*z^3 + 23/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -13/81*z^3 + 23/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -13/83*z^3 + 21/166*z + 1
*
-24/7 | 0.076193119156263438773809805630610050484 | 0.011703547719757728251053198742146513878
f(z) = -7/96*z^3 + 25/168*z + 1
*
[ 7/6 ] 
f(z) = -3/98*z^3 + 31/168*z + 1
*
-4/3 | 0.17079320968564706630966515598655388280 | 0.025959368958867602341378158737014845733
f(z) = -17/80*z^3 + 23/180*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -17/97*z^3 + 39/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -17/99*z^3 + 37/198*z + 1
*
-2 | 0.084485254483590426426696261480209744969 | 0.016234655250039205106288101876870083536
f(z) = -16/91*z^3 + 37/182*z + 1
*
-2 | 0.064543174816336652440961523323429353785 | 0.012350995722966211013046046589191374032
f(z) = -16/93*z^3 + 35/186*z + 1
*
-2 | 0.085281872725880996675787864815497575383 | 0.016253379354283350140462357660566171250
f(z) = -16/95*z^3 + 33/190*z + 1
*
-2 | 0.085667689150007700148138510307903511254 | 0.016262337854070120698074468153386353096
f(z) = -16/97*z^3 + 31/194*z + 1
*
-2 | 0.072482516542337341700093120286135644443 | 0.013706289058708489799979461125572443613
f(z) = -16/99*z^3 + 29/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -15/91*z^3 + 29/182*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -15/97*z^3 + 23/194*z + 1
*
9/2 | 0.12578415606427424647486897269731911330 | 0.023785515242363691310462845572408859877
f(z) = -2/99*z^3 + 37/198*z + 1
*
-22/19 | 0.10108919396667320911697498307967179351 | 0.013620620829483566923337019291675048106
f(z) = -19/88*z^3 + 32/209*z + 1
*
14/5 | 0.092340778698390204533801263297996422402 | 0.015287563705879160977282050719940353397
f(z) = -5/84*z^3 + 23/210*z + 1
*
-13/6 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -12/91*z^3 + 22/273*z + 1
*
-2 | 0.15461086915953855295454942441864226214 | 0.022207047190044500054314582837946867614
f(z) = -11/96*z^3 + 37/264*z + 1
*
16/3 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -3/88*z^3 + 25/264*z + 1
*
3 | 0.15839603794034363157907212051013749343 | 0.026583542815542625782607438671309778331
f(z) = -20/81*z^3 + 43/18*z + 1
*
[ 9/2 ] 
f(z) = -20/81*z^3 + 52/9*z + 1
*
[ -9/2 ] 
f(z) = -20/81*z^3 + 56/9*z + 1
*
[ 4 ] 
f(z) = -19/96*z^3 + 47/12*z + 1
*
[ -4 ] 
f(z) = -19/96*z^3 + 53/12*z + 1
*
[ 4 ] 
f(z) = -17/96*z^3 + 43/12*z + 1
*
[ -4 ] 
f(z) = -17/96*z^3 + 49/12*z + 1
*
[ -9/2 ] 
f(z) = -16/81*z^3 + 47/9*z + 1
*
21/4 | 0.16776419375580217715971932672622318088 | 0.027038864037643789997357070320250083910
f(z) = -16/81*z^3 + 55/9*z + 1
*
9/2 | 0.16207183392406102843925033820945429981 | 0.025829160273393570273035049365175205850
f(z) = -16/81*z^3 + 59/18*z + 1
*
[ -4 ] 
f(z) = -13/96*z^3 + 41/12*z + 1
*
3 | 0.081378928507278580019895189220845911167 | 0.013767844405428441604801107865603473378
f(z) = -10/81*z^3 + 41/18*z + 1
*
-3/2 | 0.081379822002680512567289810198774064878 | 0.013194909510644685863702820440564891657
f(z) = -10/81*z^3 + 53/18*z + 1
*
[ 9/2 ] 
f(z) = -10/81*z^3 + 59/18*z + 1
*
[ -14/3 ] 
f(z) = -9/98*z^3 + 45/14*z + 1
*
-15/2 | 0.10546239458232598744349804172494270319 | 0.017631682217207188718381365331900334526
f(z) = -8/81*z^3 + 44/9*z + 1
*
-3 | 0.081378688049489606770018165697964867011 | 0.013364770619056673083151251722381676299
f(z) = -8/81*z^3 + 49/18*z + 1
*
9 | 0.15548216931799644021033738582240906798 | 0.025710699575715100242498825324701529229
f(z) = -5/81*z^3 + 47/9*z + 1
*
[ 9 ] 
f(z) = -5/81*z^3 + 53/9*z + 1
*
[ -9 ] 
f(z) = -5/81*z^3 + 55/9*z + 1
*
[ 6 ] 
f(z) = -5/81*z^3 + 55/18*z + 1
*
[ 7 ] 
f(z) = -5/98*z^3 + 47/14*z + 1
*
[ -7 ] 
f(z) = -5/98*z^3 + 51/14*z + 1
*
[ 9 ] 
f(z) = -4/81*z^3 + 44/9*z + 1
*
[ 6 ] 
f(z) = -4/81*z^3 + 47/18*z + 1
*
[ -6 ] 
f(z) = -4/81*z^3 + 53/18*z + 1
*
3 | 0.12738546238992158714722476791955379128 | 0.021296880284638415828139583423536112836
f(z) = -2/81*z^3 + 44/9*z + 1
*
6 | 0.081379369610150153283633518275343675585 | 0.013364882551334146485270935737620756242
f(z) = -2/81*z^3 + 49/18*z + 1
*
9 | 0.081380221960846188783417628153822680869 | 0.013116200231352948587462771533259732115
f(z) = -2/81*z^3 + 55/18*z + 1
*
3 | 0.13236580140429665596899319754743904229 | 0.021528256312581558460463265949410160859
f(z) = -1/81*z^3 + 52/9*z + 1
*
6 | 0.090020323623449444528612791804082791135 | 0.014346412392805309588127300063615125222
f(z) = -1/81*z^3 + 59/18*z + 1
*
-22 | 0.085144971584378277662529634878047224940 | 0.014211044881418329587710566420270200316
f(z) = -1/88*z^3 + 50/11*z + 1
*
-4 | 0.16101207814972287675356614141418797106 | 0.027794182619680446590599492760373579418
f(z) = -1/96*z^3 + 41/12*z + 1
*
20 | 0.13943330983816823047131332838525928856 | 0.023514834917964555729752723295314056906
f(z) = -1/96*z^3 + 47/12*z + 1
*
-20 | 0.090870803988497827698682719167716586301 | 0.015020629365069055942627337584406131101
f(z) = -1/96*z^3 + 53/12*z + 1
*
4 | 0.10812242576680649013648042102085917063 | 0.017560954165985930999005577043836218059
f(z) = -1/96*z^3 + 59/12*z + 1
*
[ 14 ] 
f(z) = -1/98*z^3 + 41/14*z + 1
*
[ -14 ] 
f(z) = -1/98*z^3 + 43/14*z + 1
*
[ -2 ] 
f(z) = -19/80*z^3 + 49/20*z + 1
*
[ -2 ] 
f(z) = -19/96*z^3 + 55/24*z + 1
*
[ -2 ] 
f(z) = -17/80*z^3 + 47/20*z + 1
*
-4 | 0.14075748857804168101586691881152262401 | 0.026277461308445062073113869961139612553
f(z) = -17/80*z^3 + 53/20*z + 1
*
[ -2 ] 
f(z) = -17/96*z^3 + 53/24*z + 1
*
[ -2 ] 
f(z) = -13/80*z^3 + 43/20*z + 1
*
4 | 0.15404633477728360176057545898221487273 | 0.029418130835929629165520119282677186516
f(z) = -13/80*z^3 + 47/20*z + 1
*
[ 3 ] 
f(z) = -13/90*z^3 + 59/30*z + 1
*
[ -2 ] 
f(z) = -13/96*z^3 + 49/24*z + 1
*
[ -2 ] 
f(z) = -11/80*z^3 + 41/20*z + 1
*
[ 4 ] 
f(z) = -11/80*z^3 + 59/20*z + 1
*
3/2 | 0.18115893614092882657161319333447197080 | 0.028871044914157996183526330343155085505
f(z) = -11/81*z^3 + 59/36*z + 1
*
[ 3 ] 
f(z) = -11/90*z^3 + 53/30*z + 1
*
[ -2 ] 
f(z) = -11/96*z^3 + 47/24*z + 1
*
[ 3 ] 
f(z) = -10/99*z^3 + 52/33*z + 1
*
[ 3 ] 
f(z) = -8/99*z^3 + 46/33*z + 1
*
[ 4 ] 
f(z) = -7/80*z^3 + 43/20*z + 1
*
[ 3 ] 
f(z) = -7/90*z^3 + 41/30*z + 1
*
-6 | 0.15187243786005108375874501397706188643 | 0.029340812323165320403337321590049148460
f(z) = -7/90*z^3 + 59/30*z + 1
*
[ 3 ] 
f(z) = -7/99*z^3 + 43/33*z + 1
*
-8 | 0.089853445911228615017007583317683381835 | 0.016445133949508069455376960661416856005
f(z) = -5/96*z^3 + 59/24*z + 1
*
[ -3 ] 
f(z) = -5/99*z^3 + 59/33*z + 1
*
[ -3 ] 
f(z) = -4/99*z^3 + 56/33*z + 1
*
[ -3/2 ] 
f(z) = -4/99*z^3 + 58/33*z + 1
*
[ -3 ] 
f(z) = -2/99*z^3 + 50/33*z + 1
*
[ 10 ] 
f(z) = -1/80*z^3 + 43/20*z + 1
*
[ -10 ] 
f(z) = -1/80*z^3 + 47/20*z + 1
*
[ -9/2 ] 
f(z) = -1/81*z^3 + 53/36*z + 1
*
[ 6 ] 
f(z) = -1/88*z^3 + 41/33*z + 1
*
[ -6 ] 
f(z) = -1/88*z^3 + 52/33*z + 1
*
[ -3 ] 
f(z) = -1/90*z^3 + 43/30*z + 1
*
[ -6 ] 
f(z) = -1/90*z^3 + 47/30*z + 1
*
[ -8 ] 
f(z) = -1/96*z^3 + 43/24*z + 1
*
[ -3 ] 
f(z) = -1/99*z^3 + 47/33*z + 1
*
3 | 0.17079190540693962758117146198830862476 | 0.028049046919596897100819453196246118355
f(z) = -20/81*z^3 + 49/45*z + 1
*
[ 9/5 ] 
f(z) = -20/81*z^3 + 56/45*z + 1
*
[ 2 ] 
f(z) = -19/84*z^3 + 59/42*z + 1
*
[ 2 ] 
f(z) = -17/84*z^3 + 55/42*z + 1
*
[ 2 ] 
f(z) = -17/92*z^3 + 57/46*z + 1
*
[ 2 ] 
f(z) = -15/92*z^3 + 53/46*z + 1
*
[ 7/3 ] 
f(z) = -15/98*z^3 + 59/42*z + 1
*
[ 2 ] 
f(z) = -13/84*z^3 + 47/42*z + 1
*
[ 2 ] 
f(z) = -13/92*z^3 + 49/46*z + 1
*
[ 2 ] 
f(z) = -11/84*z^3 + 43/42*z + 1
*
[ 2 ] 
f(z) = -11/92*z^3 + 45/46*z + 1
*
[ 8/3 ] 
f(z) = -9/80*z^3 + 57/40*z + 1
*
[ 2 ] 
f(z) = -9/92*z^3 + 41/46*z + 1
*
-6 | 0.13377823719047834322500967543047948750 | 0.028460545897403348646025765121198522088
f(z) = -5/84*z^3 + 55/42*z + 1
*
[ 4 ] 
f(z) = -3/88*z^3 + 57/44*z + 1
*
[ 6 ] 
f(z) = -1/84*z^3 + 53/42*z + 1
*
-14 | 0.13377823719047834322500967543047948750 | 0.028041727282583058254795021800445996326
f(z) = -1/84*z^3 + 59/42*z + 1
*
[ 4 ] 
f(z) = -1/88*z^3 + 41/44*z + 1
*
[ 7/2 ] 
f(z) = -1/98*z^3 + 47/56*z + 1
*
[ 7/5 ] 
f(z) = -15/98*z^3 + 41/70*z + 1
*
9/4 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = -14/81*z^3 + 55/72*z + 1
*
[ 3/2 ] 
f(z) = -14/99*z^3 + 43/66*z + 1
*
-9/4 | 0.11697864164463759421816577468093710338 | 0.018069295131990631126307710605287658743
f(z) = -10/81*z^3 + 53/72*z + 1
*
4 | 0.15359454547016214288678191214661319262 | 0.024878501277050691450947161263869553274
f(z) = -5/96*z^3 + 47/60*z + 1
*
[ 12/5 ] 
f(z) = -5/96*z^3 + 53/60*z + 1
*
-20/3 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -3/80*z^3 + 49/60*z + 1
*
[ 6/5 ] 
f(z) = -20/81*z^3 + 47/90*z + 1
*
[ 5/4 ] 
f(z) = -16/85*z^3 + 42/85*z + 1
*
[ 5/4 ] 
f(z) = -16/95*z^3 + 44/95*z + 1
*
[ 5/3 ] 
f(z) = -9/80*z^3 + 57/80*z + 1
*
[ 5/3 ] 
f(z) = -9/85*z^3 + 59/85*z + 1
*
[ 3/2 ] 
f(z) = -8/87*z^3 + 47/87*z + 1
*
[ 3/2 ] 
f(z) = -8/93*z^3 + 49/93*z + 1
*
[ 12/7 ] 
f(z) = -7/96*z^3 + 53/84*z + 1
*
24/5 | 0.19355580010282936855862958724057388765 | 0.028901718722772244838308113252640950165
f(z) = -5/81*z^3 + 53/90*z + 1
*
[ 3/2 ] 
f(z) = -4/93*z^3 + 40/93*z + 1
*
[ 2 ] 
f(z) = -3/82*z^3 + 53/82*z + 1
*
[ 2 ] 
f(z) = -3/86*z^3 + 55/86*z + 1
*
[ 2 ] 
f(z) = -3/94*z^3 + 59/94*z + 1
*
-5 | 0.086951155324155036692042824194280036203 | 0.019842680698499702234166117026238909307
f(z) = -1/80*z^3 + 41/80*z + 1
*
[ 2 ] 
f(z) = -1/82*z^3 + 45/82*z + 1
*
[ 2 ] 
f(z) = -1/86*z^3 + 47/86*z + 1
*
[ 2 ] 
f(z) = -1/90*z^3 + 49/90*z + 1
*
[ 2 ] 
f(z) = -1/94*z^3 + 51/94*z + 1
*
[ 2 ] 
f(z) = -1/98*z^3 + 53/98*z + 1
*
[ 4/3 ] 
f(z) = -13/96*z^3 + 53/108*z + 1
*
[ 4/3 ] 
f(z) = -11/96*z^3 + 49/108*z + 1
*
[ 4/3 ] 
f(z) = -7/96*z^3 + 41/108*z + 1
*
-12/7 | 0.18948545958080517641789572066615303657 | 0.026940397368524626027205093729979457942
f(z) = -14/81*z^3 + 43/126*z + 1
*
-24/5 | 0.067492928755580641364930589792948833304 | 0.010932178021671981101100430886546113985
f(z) = -5/96*z^3 + 49/120*z + 1
*
[ 3/2 ] 
f(z) = -5/99*z^3 + 59/132*z + 1
*
[ 4/3 ] 
f(z) = -3/88*z^3 + 41/132*z + 1
*
[ 3/2 ] 
f(z) = -1/90*z^3 + 43/120*z + 1
*
[ 3/2 ] 
f(z) = -1/99*z^3 + 47/132*z + 1
*
21/2 | 0.15398459994484028535089682918767468059 | 0.025743844934715720466567681419833764849
f(z) = -1/99*z^3 + 59/132*z + 1
*
4 | 0.13791182945648596261584216739742538449 | 0.021794122503103046448043257773091199447
f(z) = -7/80*z^3 + 51/140*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -18/85*z^3 + 59/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -18/89*z^3 + 55/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -17/81*z^3 + 55/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -17/83*z^3 + 53/166*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = -17/87*z^3 + 49/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -17/89*z^3 + 47/178*z + 1
*
-2 | 0.068766392552297505380251396135763831656 | 0.013516479693186289464043764287865850403
f(z) = -16/81*z^3 + 47/162*z + 1
*
-2 | 0.082781200803585757580707965892855524943 | 0.016193544317952908798614241289823962399
f(z) = -16/83*z^3 + 45/166*z + 1
*
-2 | 0.083222138742358322976537997889298927204 | 0.016204323390494436005485744048168851674
f(z) = -16/85*z^3 + 43/170*z + 1
*
-2 | 0.063309182979078427001181752152451965592 | 0.012271468186959986462233202202799867569
f(z) = -16/87*z^3 + 41/174*z + 1
*
[ 7/6 ] 
f(z) = -15/98*z^3 + 59/168*z + 1
*
[ 5/4 ] 
f(z) = -8/85*z^3 + 59/170*z + 1
*
[ 6/5 ] 
f(z) = -5/88*z^3 + 41/165*z + 1
*
-9/5 | 0.13276380760507652498968106326198633376 | 0.017964891511051647071157855810420208213
f(z) = -20/81*z^3 + 49/180*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -19/93*z^3 + 59/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = -19/97*z^3 + 55/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = -19/99*z^3 + 53/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -18/91*z^3 + 53/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -18/95*z^3 + 49/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -18/97*z^3 + 47/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -17/91*z^3 + 45/182*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = -17/93*z^3 + 43/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = -17/95*z^3 + 41/190*z + 1
*
[ 14/13 ] 
f(z) = -13/98*z^3 + 41/182*z + 1
*
[ 10/9 ] 
f(z) = -9/80*z^3 + 43/180*z + 1
*
11/4 | 0.12578415606427424647486897269731911330 | 0.023785515242363691310462845572408859877
f(z) = -8/99*z^3 + 49/198*z + 1
*
-10/3 | 0.17079320968564706630966515598655388280 | 0.025959368958867602341378158737014845733
f(z) = -7/80*z^3 + 49/180*z + 1
*
-39/10 | 0.11181697328712150242167121427527485903 | 0.015130477427799288402516672195539969148
f(z) = -5/81*z^3 + 49/180*z + 1
*
15/2 | 0.15560583370652921290812732240458295853 | 0.029901159445653291660704459430100225821
f(z) = -2/91*z^3 + 43/182*z + 1
*
[ 4/3 ] 
f(z) = -1/80*z^3 + 49/180*z + 1
*
-14/15 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -15/98*z^3 + 43/210*z + 1
*
[ 6/5 ] 
f(z) = -5/84*z^3 + 53/210*z + 1
*
-10/11 | 0.13381998965094209924449779728794326208 | 0.019737688940555069004177199995086892704
f(z) = -11/80*z^3 + 47/220*z + 1
*
-4 | 0.16362186086199929205958768383769778123 | 0.028946868475778789658359192654874550561
f(z) = -3/95*z^3 + 49/285*z + 1
*
[ 9/8 ] 
f(z) = -2/81*z^3 + 41/288*z + 1
*
-21/4 | 0.15223813450031313411864034838299611423 | 0.024133760104080189970410157679659221710
f(z) = -16/81*z^3 + 61/9*z + 1
*
-3 | 0.096760831252667107030158180605376924338 | 0.015339144141433563152674588228507079113
f(z) = -14/81*z^3 + 61/18*z + 1
*
[ 9/2 ] 
f(z) = -14/81*z^3 + 77/18*z + 1
*
-9/2 | 0.18622282294969678774907347615840169637 | 0.028358780636675771652208345748806919126
f(z) = -14/81*z^3 + 79/18*z + 1
*
[ -9/2 ] 
f(z) = -10/81*z^3 + 67/18*z + 1
*
[ 22/3 ] 
f(z) = -9/88*z^3 + 70/11*z + 1
*
[ -22/3 ] 
f(z) = -9/88*z^3 + 73/11*z + 1
*
[ 7 ] 
f(z) = -9/98*z^3 + 75/14*z + 1
*
[ -7 ] 
f(z) = -9/98*z^3 + 79/14*z + 1
*
-3/4 | 0.081403420604537241508045611951539669258 | 0.012904589451057673799428190998095146176
f(z) = -8/81*z^3 + 61/18*z + 1
*
3/4 | 0.18626172915093423762763464670316516588 | 0.029094679519778188994213988757108950456
f(z) = -8/81*z^3 + 67/18*z + 1
*
[ 6 ] 
f(z) = -8/81*z^3 + 79/18*z + 1
*
[ 9 ] 
f(z) = -7/81*z^3 + 71/9*z + 1
*
[ 6 ] 
f(z) = -7/81*z^3 + 71/18*z + 1
*
[ -9 ] 
f(z) = -7/81*z^3 + 73/9*z + 1
*
[ -6 ] 
f(z) = -7/81*z^3 + 77/18*z + 1
*
[ -6 ] 
f(z) = -5/81*z^3 + 61/18*z + 1
*
-12 | 0.13609618882410249074308899989435981049 | 0.021103818115972983984978351281531486125
f(z) = -5/96*z^3 + 79/12*z + 1
*
-9 | 0.18664383394714019622559936938148733206 | 0.028892661689548916485279594795961973380
f(z) = -4/81*z^3 + 71/18*z + 1
*
-9 | 0.19455915391554080988312422750493466913 | 0.029744421587981811683914204360998504168
f(z) = -4/81*z^3 + 77/18*z + 1
*
-3/2 | 0.084856595430501028523416507938262136959 | 0.013254872380086666507853547781152414887
f(z) = -2/81*z^3 + 67/18*z + 1
*
18 | 0.092912268910288451987685277058412906044 | 0.014582223641048401225317899671161648393
f(z) = -1/81*z^3 + 65/18*z + 1
*
18 | 0.16329847550866205964424336723637311445 | 0.024965254024043053042483141367431439786
f(z) = -1/81*z^3 + 77/18*z + 1
*
[ 22 ] 
f(z) = -1/88*z^3 + 71/11*z + 1
*
[ -22 ] 
f(z) = -1/88*z^3 + 72/11*z + 1
*
-4 | 0.082458148040010696600300622857027503485 | 0.013185226286876523579393076068159116416
f(z) = -1/96*z^3 + 65/12*z + 1
*
9/4 | 0.098494432074920987637170868682672673409 | 0.015057939206381774051126026434120861582
f(z) = -20/81*z^3 + 77/36*z + 1
*
[ -3/2 ] 
f(z) = -20/99*z^3 + 70/33*z + 1
*
-4 | 0.10652876107236176204078804438932208200 | 0.019378843198250468135056499178277955686
f(z) = -19/80*z^3 + 61/20*z + 1
*
4 | 0.16398463808397740728584121379846763250 | 0.029029100004774661715238839254627609783
f(z) = -19/80*z^3 + 71/20*z + 1
*
[ -3/2 ] 
f(z) = -19/81*z^3 + 79/36*z + 1
*
[ 3 ] 
f(z) = -19/90*z^3 + 77/30*z + 1
*
[ 3 ] 
f(z) = -19/99*z^3 + 79/33*z + 1
*
-4 | 0.16398373173258567476607158473252845515 | 0.028886884554877486808707636995195538884
f(z) = -17/80*z^3 + 73/20*z + 1
*
[ -3/2 ] 
f(z) = -17/81*z^3 + 77/36*z + 1
*
[ 3 ] 
f(z) = -17/90*z^3 + 71/30*z + 1
*
[ 3 ] 
f(z) = -17/99*z^3 + 73/33*z + 1
*
9/8 | 0.081379992328197045498511859696210125048 | 0.012900875451259251247691269618130009395
f(z) = -16/81*z^3 + 61/36*z + 1
*
[ -9/8 ] 
f(z) = -16/81*z^3 + 77/36*z + 1
*
[ -3/2 ] 
f(z) = -16/99*z^3 + 67/33*z + 1
*
[ 3 ] 
f(z) = -16/99*z^3 + 70/33*z + 1
*
[ 3 ] 
f(z) = -14/99*z^3 + 64/33*z + 1
*
[ 4 ] 
f(z) = -13/80*z^3 + 67/20*z + 1
*
[ -4 ] 
f(z) = -13/80*z^3 + 77/20*z + 1
*
[ -3/2 ] 
f(z) = -13/81*z^3 + 73/36*z + 1
*
[ -3 ] 
f(z) = -13/90*z^3 + 79/30*z + 1
*
2 | 0.14280145829627266377867911958399794074 | 0.025155478512951002209641938047384491761
f(z) = -13/96*z^3 + 73/24*z + 1
*
[ 3 ] 
f(z) = -13/99*z^3 + 61/33*z + 1
*
[ -4 ] 
f(z) = -11/80*z^3 + 69/20*z + 1
*
[ -3/2 ] 
f(z) = -11/81*z^3 + 71/36*z + 1
*
[ -3 ] 
f(z) = -11/90*z^3 + 73/30*z + 1
*
2 | 0.033397997141588321407133903331373651924 | 0.0059122233052455346140897792963686689918
f(z) = -11/96*z^3 + 71/24*z + 1
*
-6 | 0.15091130146074295223055614727346498091 | 0.026219259977367327405659972337114998299
f(z) = -11/96*z^3 + 79/24*z + 1
*
[ -3 ] 
f(z) = -10/99*z^3 + 74/33*z + 1
*
[ -4 ] 
f(z) = -9/80*z^3 + 61/20*z + 1
*
-4 | 0.074493984057234587747879051507137477338 | 0.013187170080188412478698184905164798484
f(z) = -9/80*z^3 + 71/20*z + 1
*
[ -3/2 ] 
f(z) = -8/99*z^3 + 61/33*z + 1
*
[ -3 ] 
f(z) = -8/99*z^3 + 68/33*z + 1
*
6 | 0.099939144527768752232608758035531583302 | 0.017604981298966267390277683284691729204
f(z) = -7/80*z^3 + 73/20*z + 1
*
[ -3/2 ] 
f(z) = -7/81*z^3 + 67/36*z + 1
*
[ -3 ] 
f(z) = -7/90*z^3 + 61/30*z + 1
*
6 | 0.15187308999940480312299186097618451545 | 0.027774582956192030441579513509841321527
f(z) = -7/90*z^3 + 79/30*z + 1
*
[ -3 ] 
f(z) = -7/99*z^3 + 65/33*z + 1
*
[ 9/2 ] 
f(z) = -5/81*z^3 + 73/36*z + 1
*
[ -6 ] 
f(z) = -5/96*z^3 + 73/24*z + 1
*
[ -9/4 ] 
f(z) = -4/81*z^3 + 61/36*z + 1
*
-9/4 | 0.081589981200094680785996593413696669043 | 0.012576133635304948390211116412734417377
f(z) = -4/81*z^3 + 73/36*z + 1
*
-10 | 0.081993832369351693540080392311182842212 | 0.014443788690745952604453815512717441500
f(z) = -3/80*z^3 + 73/20*z + 1
*
22/3 | 0.13749612396052755766029677944436629749 | 0.021985911047969563395905687158913835115
f(z) = -3/88*z^3 + 65/33*z + 1
*
[ 6 ] 
f(z) = -3/88*z^3 + 68/33*z + 1
*
[ -6 ] 
f(z) = -3/88*z^3 + 79/33*z + 1
*
-12 | 0.12921184284978773871769594412234426403 | 0.022873505419250664227297297116261160290
f(z) = -1/80*z^3 + 71/20*z + 1
*
-15 | 0.15187347805580827742432330140510595052 | 0.027905516653415299702990045991652214240
f(z) = -1/90*z^3 + 77/30*z + 1
*
6 | 0.082427866344197606061520555999301978993 | 0.014385066485076554747357136587645091235
f(z) = -1/96*z^3 + 77/24*z + 1
*
3/10 | 0.091313711356413498321834096650921504394 | 0.013988097427820045459824861346768094873
f(z) = -20/81*z^3 + 76/45*z + 1
*
[ 2 ] 
f(z) = -19/92*z^3 + 61/46*z + 1
*
15/4 | 0.18786851116484333126341972210268361184 | 0.028721548622787323246630425549004433744
f(z) = -16/81*z^3 + 77/45*z + 1
*
-9/5 | 0.17079190540693962758117146198830862476 | 0.026870518015775816720307820187982427967
f(z) = -5/81*z^3 + 64/45*z + 1
*
[ -2 ] 
f(z) = -5/84*z^3 + 73/42*z + 1
*
[ 4 ] 
f(z) = -5/88*z^3 + 73/44*z + 1
*
[ -2 ] 
f(z) = -5/92*z^3 + 79/46*z + 1
*
[ 7/2 ] 
f(z) = -5/98*z^3 + 75/56*z + 1
*
[ -4 ] 
f(z) = -3/88*z^3 + 79/44*z + 1
*
[ -2 ] 
f(z) = -3/92*z^3 + 75/46*z + 1
*
[ 14/3 ] 
f(z) = -3/98*z^3 + 61/42*z + 1
*
[ 7/2 ] 
f(z) = -3/98*z^3 + 61/56*z + 1
*
[ -7/3 ] 
f(z) = -3/98*z^3 + 67/42*z + 1
*
[ -14/3 ] 
f(z) = -3/98*z^3 + 79/42*z + 1
*
[ 8 ] 
f(z) = -1/80*z^3 + 67/40*z + 1
*
[ -8 ] 
f(z) = -1/80*z^3 + 77/40*z + 1
*
[ -2 ] 
f(z) = -1/84*z^3 + 65/42*z + 1
*
[ -6 ] 
f(z) = -1/84*z^3 + 67/42*z + 1
*
-14 | 0.11666452560788823765293822765893809031 | 0.023540879100885467295740709238177302649
f(z) = -1/84*z^3 + 71/42*z + 1
*
[ -4 ] 
f(z) = -1/88*z^3 + 63/44*z + 1
*
[ -2 ] 
f(z) = -1/92*z^3 + 71/46*z + 1
*
[ -7/2 ] 
f(z) = -1/98*z^3 + 79/56*z + 1
*
21/8 | 0.11697864164463759421816577468093710338 | 0.018030878401497950544348312692834642041
f(z) = -8/81*z^3 + 73/72*z + 1
*
-4 | 0.067492928755580641364930589792948833304 | 0.010507602952020362380820003288742902361
f(z) = -5/96*z^3 + 77/60*z + 1
*
[ 14/5 ] 
f(z) = -5/98*z^3 + 73/70*z + 1
*
[ 10/3 ] 
f(z) = -3/80*z^3 + 67/60*z + 1
*
[ 6 ] 
f(z) = -1/99*z^3 + 79/66*z + 1
*
[ 3/2 ] 
f(z) = -20/87*z^3 + 74/87*z + 1
*
[ 3/2 ] 
f(z) = -20/93*z^3 + 76/93*z + 1
*
[ 3/2 ] 
f(z) = -16/87*z^3 + 65/87*z + 1
*
[ 3/2 ] 
f(z) = -16/93*z^3 + 67/93*z + 1
*
-3 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = -13/84*z^3 + 61/84*z + 1
*
3 | 0.10874103246019796205374718831899551409 | 0.024541983430365557009787344887116100505
f(z) = -11/84*z^3 + 71/84*z + 1
*
-12/5 | 0.082483207069799499230699004009313962174 | 0.012316378268267025727742304391771797087
f(z) = -10/81*z^3 + 79/90*z + 1
*
-5/3 | 0.11508533515596651375253226375175770472 | 0.026263038714855135424141389441128263125
f(z) = -9/80*z^3 + 73/80*z + 1
*
[ 2 ] 
f(z) = -9/82*z^3 + 77/82*z + 1
*
[ 2 ] 
f(z) = -9/86*z^3 + 79/86*z + 1
*
[ 5/3 ] 
f(z) = -9/95*z^3 + 63/95*z + 1
*
[ 2 ] 
f(z) = -7/82*z^3 + 69/82*z + 1
*
[ 2 ] 
f(z) = -7/86*z^3 + 71/86*z + 1
*
[ 2 ] 
f(z) = -7/90*z^3 + 73/90*z + 1
*
[ 2 ] 
f(z) = -7/94*z^3 + 75/94*z + 1
*
[ 2 ] 
f(z) = -5/82*z^3 + 61/82*z + 1
*
[ 2 ] 
f(z) = -5/86*z^3 + 63/86*z + 1
*
[ 2 ] 
f(z) = -5/94*z^3 + 67/94*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -5/96*z^3 + 77/96*z + 1
*
[ 2 ] 
f(z) = -5/98*z^3 + 69/98*z + 1
*
[ 5/2 ] 
f(z) = -4/85*z^3 + 76/85*z + 1
*
[ 2 ] 
f(z) = -3/98*z^3 + 61/98*z + 1
*
[ 3 ] 
f(z) = -2/87*z^3 + 76/87*z + 1
*
-7 | 0.11381206807471973843722945349655876287 | 0.025686475709045550057476782821064669428
f(z) = -1/84*z^3 + 61/84*z + 1
*
[ 3 ] 
f(z) = -1/84*z^3 + 65/84*z + 1
*
[ 4 ] 
f(z) = -1/84*z^3 + 79/84*z + 1
*
[ 3 ] 
f(z) = -1/87*z^3 + 67/87*z + 1
*
9 | 0.13200348614219368738718001735610812484 | 0.029335348784319859124414144378253851254
f(z) = -1/90*z^3 + 71/90*z + 1
*
[ 3 ] 
f(z) = -1/93*z^3 + 71/93*z + 1
*
[ 3 ] 
f(z) = -1/96*z^3 + 73/96*z + 1
*
[ 4/3 ] 
f(z) = -19/96*z^3 + 65/108*z + 1
*
[ 4/3 ] 
f(z) = -17/96*z^3 + 61/108*z + 1
*
14/5 | 0.21740071575686968175119145485525560841 | 0.029809432158629145368526375538189675800
f(z) = -15/98*z^3 + 71/105*z + 1
*
[ 4/3 ] 
f(z) = -15/88*z^3 + 73/132*z + 1
*
[ 3/2 ] 
f(z) = -13/90*z^3 + 79/120*z + 1
*
[ 3/2 ] 
f(z) = -11/90*z^3 + 73/120*z + 1
*
[ 14/9 ] 
f(z) = -9/98*z^3 + 73/126*z + 1
*
[ 3/2 ] 
f(z) = -7/90*z^3 + 61/120*z + 1
*
[ 3/2 ] 
f(z) = -7/99*z^3 + 65/132*z + 1
*
[ 7/3 ] 
f(z) = -1/98*z^3 + 79/126*z + 1
*
-12 | 0.13687115902453672878513787821164397398 | 0.022882742139309354725227179412840573696
f(z) = -1/99*z^3 + 71/132*z + 1
*
[ 9/8 ] 
f(z) = -20/81*z^3 + 61/144*z + 1
*
[ 14/11 ] 
f(z) = -11/98*z^3 + 61/154*z + 1
*
[ 10/7 ] 
f(z) = -7/80*z^3 + 67/140*z + 1
*
-15/4 | 0.15548681834241233363023422587305802383 | 0.021694711401385927868250616666918738871
f(z) = -5/81*z^3 + 77/144*z + 1
*
-33/4 | 0.10705080584800609971139713315937881398 | 0.014936548081161651973423646866038695588
f(z) = -1/81*z^3 + 73/144*z + 1
*
-2 | 0.070668030907743171524057245577350049949 | 0.013890259024356203474070756381049508620
f(z) = -20/81*z^3 + 79/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016565540190043406353798925646415091379
f(z) = -20/83*z^3 + 77/166*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.012639869886262210507488849649167396725
f(z) = -20/87*z^3 + 73/174*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016591845729276483360817295475094932130
f(z) = -20/89*z^3 + 71/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = -19/81*z^3 + 71/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = -19/83*z^3 + 69/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = -19/85*z^3 + 67/170*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.013745676033989601035968212470503182409
f(z) = -19/87*z^3 + 65/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = -19/89*z^3 + 63/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -18/83*z^3 + 61/166*z + 1
*
[ 6/5 ] 
f(z) = -15/88*z^3 + 68/165*z + 1
*
[ 4/3 ] 
f(z) = -9/82*z^3 + 73/164*z + 1
*
[ 4/3 ] 
f(z) = -9/86*z^3 + 75/172*z + 1
*
[ 3/2 ] 
f(z) = -2/87*z^3 + 67/174*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.016600073372995895252244968539533833134
f(z) = -20/91*z^3 + 69/182*z + 1
*
-2 | 0.066445846788203208306948569967750139533 | 0.012715091438022102768110441982264536470
f(z) = -20/93*z^3 + 67/186*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = -20/97*z^3 + 63/194*z + 1
*
-2 | 0.074384154897783007843898969727721862737 | 0.014065884809907898167182317797139027274
f(z) = -20/99*z^3 + 61/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = -19/91*z^3 + 61/182*z + 1
*
[ 7/6 ] 
f(z) = -18/91*z^3 + 75/182*z + 1
*
[ 4/3 ] 
f(z) = -9/94*z^3 + 79/188*z + 1
*
[ 5/4 ] 
f(z) = -8/95*z^3 + 63/190*z + 1
*
[ 4/3 ] 
f(z) = -7/80*z^3 + 73/180*z + 1
*
[ 3/2 ] 
f(z) = -2/93*z^3 + 71/186*z + 1
*
26/3 | 0.10827487073267952840981508891893076885 | 0.016457020296630268892838495960482069861
f(z) = -1/80*z^3 + 79/180*z + 1
*
-4 | 0.14592693817276623015561024812224188981 | 0.028100934084932842654290145062051277599
f(z) = -1/90*z^3 + 77/180*z + 1
*
-8/3 | 0.14574057120863672759919202649421439928 | 0.021554241326964880295435267105555801229
f(z) = -13/96*z^3 + 73/216*z + 1
*
-16/3 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = -3/80*z^3 + 61/240*z + 1
*
[ 9/8 ] 
f(z) = -10/81*z^3 + 77/288*z + 1
*
[ 8/7 ] 
f(z) = -7/80*z^3 + 67/280*z + 1
*
[ -9/2 ] 
f(z) = -14/81*z^3 + 85/18*z + 1
*
[ 7 ] 
f(z) = -11/98*z^3 + 89/14*z + 1
*
[ -7 ] 
f(z) = -11/98*z^3 + 93/14*z + 1
*
[ 6 ] 
f(z) = -10/81*z^3 + 95/18*z + 1
*
[ 9 ] 
f(z) = -10/81*z^3 + 98/9*z + 1
*
[ 9 ] 
f(z) = -8/81*z^3 + 80/9*z + 1
*
[ -9 ] 
f(z) = -8/81*z^3 + 82/9*z + 1
*
[ -6 ] 
f(z) = -8/81*z^3 + 85/18*z + 1
*
-15/2 | 0.15656413029227418326284942906574820256 | 0.023119554077455031936278764312368216875
f(z) = -8/81*z^3 + 97/18*z + 1
*
-3/2 | 0.17316573824952524410882916651168069353 | 0.025571084783906468368981995506742215933
f(z) = -4/81*z^3 + 97/9*z + 1
*
[ 14 ] 
f(z) = -3/98*z^3 + 97/14*z + 1
*
[ -14 ] 
f(z) = -3/98*z^3 + 99/14*z + 1
*
3 | 0.18885379266677814576803301732236587968 | 0.027887712620644329324531109232439281039
f(z) = -2/81*z^3 + 97/18*z + 1
*
[ 18 ] 
f(z) = -1/81*z^3 + 89/18*z + 1
*
[ -18 ] 
f(z) = -1/81*z^3 + 91/18*z + 1
*
-3 | 0.17175263090295392797727545625585313449 | 0.025480622744326277559989630611687369369
f(z) = -1/81*z^3 + 94/9*z + 1
*
-4 | 0.17464044286124827742904747263811025116 | 0.026589276987383492025638530277211184715
f(z) = -1/96*z^3 + 89/12*z + 1
*
[ -3/4 ] 
f(z) = -20/81*z^3 + 89/36*z + 1
*
[ -9/4 ] 
f(z) = -20/81*z^3 + 97/36*z + 1
*
[ 3 ] 
f(z) = -20/99*z^3 + 82/33*z + 1
*
[ 4 ] 
f(z) = -19/80*z^3 + 91/20*z + 1
*
[ -3 ] 
f(z) = -19/90*z^3 + 97/30*z + 1
*
[ 4 ] 
f(z) = -17/80*z^3 + 83/20*z + 1
*
[ -4 ] 
f(z) = -17/80*z^3 + 93/20*z + 1
*
[ -3 ] 
f(z) = -17/90*z^3 + 91/30*z + 1
*
[ -3 ] 
f(z) = -17/99*z^3 + 95/33*z + 1
*
3/8 | 0.081379992328197045498511859696210125048 | 0.012256252129536894892457311163862759705
f(z) = -16/81*z^3 + 85/36*z + 1
*
21/8 | 0.15480939206980729006182781625850187512 | 0.022860434921934755254213810180326370555
f(z) = -16/81*z^3 + 97/36*z + 1
*
[ -3/4 ] 
f(z) = -16/99*z^3 + 80/33*z + 1
*
[ -3 ] 
f(z) = -16/99*z^3 + 92/33*z + 1
*
[ -2/3 ] 
f(z) = -15/88*z^3 + 85/33*z + 1
*
[ -3 ] 
f(z) = -14/99*z^3 + 86/33*z + 1
*
-4 | 0.17282444259767647539488348082366057774 | 0.029531521370794503220817234547563081930
f(z) = -13/80*z^3 + 87/20*z + 1
*
3/2 | 0.081380482520265933397468479380985481885 | 0.012017314968405095705747766402991029710
f(z) = -13/81*z^3 + 97/36*z + 1
*
[ -3 ] 
f(z) = -13/99*z^3 + 83/33*z + 1
*
-6 | 0.16112158218711912199775662896698627385 | 0.027425273517012506744148479663025880711
f(z) = -11/80*z^3 + 89/20*z + 1
*
-9/2 | 0.082245664508213009464554182937146705561 | 0.012182554933686396884174825992950919380
f(z) = -11/81*z^3 + 95/36*z + 1
*
-20/3 | 0.11900562631270111852676763680917536475 | 0.020500061919303345758331018885466898983
f(z) = -9/80*z^3 + 83/20*z + 1
*
4/3 | 0.17175368372838324451026732498974367862 | 0.029235014266027630582859720234357947696
f(z) = -9/80*z^3 + 89/20*z + 1
*
-20/3 | 0.092075868051831201513290658734629262545 | 0.015393661899987386450013945210290327403
f(z) = -9/80*z^3 + 99/20*z + 1
*
-6 | 0.18528774472657813167576690757683871712 | 0.027977521022016380829201398950324769385
f(z) = -9/88*z^3 + 94/33*z + 1
*
6 | 0.19690372524584279170113327415299305475 | 0.029166162907169786089709087945268098743
f(z) = -8/81*z^3 + 95/36*z + 1
*
-6 | 0.13753187058190003158633596741921546166 | 0.024615312292415206199608640568485593862
f(z) = -7/90*z^3 + 89/30*z + 1
*
[ 6 ] 
f(z) = -7/96*z^3 + 83/24*z + 1
*
[ -9/2 ] 
f(z) = -5/81*z^3 + 89/36*z + 1
*
[ 6 ] 
f(z) = -5/88*z^3 + 95/33*z + 1
*
-21/4 | 0.13272344133791979438850766945941424350 | 0.019599040812411333779791216010345445343
f(z) = -4/81*z^3 + 97/36*z + 1
*
[ -10 ] 
f(z) = -3/80*z^3 + 97/20*z + 1
*
[ -2/3 ] 
f(z) = -3/88*z^3 + 83/33*z + 1
*
[ 22/3 ] 
f(z) = -3/88*z^3 + 89/33*z + 1
*
-10/3 | 0.17172561435854954824880206939291822678 | 0.025888341723047062227570624403808015330
f(z) = -3/88*z^3 + 95/33*z + 1
*
[ -22/3 ] 
f(z) = -3/88*z^3 + 98/33*z + 1
*
-20 | 0.081251722572646933174513901960144661287 | 0.014055583395228750507082885688115890268
f(z) = -1/80*z^3 + 81/20*z + 1
*
-4 | 0.16883720988743328409365035895396674325 | 0.028738587333598592470535160317882818970
f(z) = -1/80*z^3 + 89/20*z + 1
*
[ -2 ] 
f(z) = -17/84*z^3 + 97/42*z + 1
*
[ -2 ] 
f(z) = -15/92*z^3 + 99/46*z + 1
*
[ -7/3 ] 
f(z) = -15/98*z^3 + 95/42*z + 1
*
[ -2 ] 
f(z) = -13/84*z^3 + 89/42*z + 1
*
[ -2 ] 
f(z) = -13/92*z^3 + 95/46*z + 1
*
[ -2 ] 
f(z) = -11/84*z^3 + 85/42*z + 1
*
[ -2 ] 
f(z) = -11/92*z^3 + 91/46*z + 1
*
[ -9/5 ] 
f(z) = -10/81*z^3 + 88/45*z + 1
*
[ -8/3 ] 
f(z) = -9/80*z^3 + 87/40*z + 1
*
[ -4/3 ] 
f(z) = -9/88*z^3 + 85/44*z + 1
*
[ -2 ] 
f(z) = -9/92*z^3 + 87/46*z + 1
*
[ 4 ] 
f(z) = -7/88*z^3 + 89/44*z + 1
*
[ -2 ] 
f(z) = -7/92*z^3 + 83/46*z + 1
*
6 | 0.15006266460199372945108063660126347610 | 0.029355051462327042730597940263375309616
f(z) = -5/84*z^3 + 83/42*z + 1
*
-6 | 0.11305355843552300607975680460343168913 | 0.021461010342697786444694381051865981340
f(z) = -5/84*z^3 + 97/42*z + 1
*
-2/5 | 0.17503618138499717781592284612686305776 | 0.026935761999669378926072553207527964179
f(z) = -5/88*z^3 + 83/55*z + 1
*
[ -4 ] 
f(z) = -5/88*z^3 + 95/44*z + 1
*
-28/3 | 0.072071779877728789911268335848778261145 | 0.011281378592552376667317203506014922825
f(z) = -3/98*z^3 + 85/42*z + 1
*
[ -7/2 ] 
f(z) = -3/98*z^3 + 93/56*z + 1
*
15 | 0.17916132643526831160901448626668737092 | 0.026935186124445851264956459345954503086
f(z) = -1/81*z^3 + 86/45*z + 1
*
14 | 0.11305194755775324268748523648539002643 | 0.021545917457779755631958102059736208912
f(z) = -1/84*z^3 + 95/42*z + 1
*
-16 | 0.14119664789184071117758432103777670831 | 0.027620693502719443472462813476891326693
f(z) = -1/96*z^3 + 83/48*z + 1
*
[ 9/4 ] 
f(z) = -10/81*z^3 + 85/72*z + 1
*
2 | 0.14911757920185096331718581533126146047 | 0.025015508409404472991651008333890018431
f(z) = -9/80*z^3 + 97/60*z + 1
*
-28/5 | 0.14532996949556178156210431620921191472 | 0.022364367405510548239763016425760609479
f(z) = -5/96*z^3 + 83/60*z + 1
*
[ -6 ] 
f(z) = -1/80*z^3 + 97/60*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015797470175063656170803477917296676576
f(z) = -19/80*z^3 + 99/80*z + 1
*
[ 5/3 ] 
f(z) = -18/85*z^3 + 84/85*z + 1
*
[ 5/3 ] 
f(z) = -18/95*z^3 + 88/95*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.015867946439556800822971748095581740478
f(z) = -17/80*z^3 + 97/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014790851557847482421394574102521822363
f(z) = -17/81*z^3 + 98/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014965845359855534377509227381742351232
f(z) = -17/82*z^3 + 99/82*z + 1
*
-3 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = -17/96*z^3 + 89/96*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014824012641069741256557438669037885678
f(z) = -16/81*z^3 + 97/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017808106054832526907324243878824256113
f(z) = -16/83*z^3 + 99/83*z + 1
*
[ 7/4 ] 
f(z) = -16/91*z^3 + 88/91*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.015032754101761595563476756248349815960
f(z) = -15/82*z^3 + 97/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017847538070126059603969106373872398955
f(z) = -15/83*z^3 + 98/83*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014891832824830643537670298050933612594
f(z) = -14/81*z^3 + 95/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017887552243274993181399837162834030380
f(z) = -14/83*z^3 + 97/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017904063930394717180201936467963209438
f(z) = -14/85*z^3 + 99/85*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016015372391272892668067326226281642732
f(z) = -13/80*z^3 + 93/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014926518446309446220426604554615001270
f(z) = -13/81*z^3 + 94/81*z + 1
*
[ 2 ] 
f(z) = -13/82*z^3 + 93/82*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.015101529282294655151645231621769648163
f(z) = -13/82*z^3 + 95/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017928163714334711199908951123090391393
f(z) = -13/83*z^3 + 96/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011618472116783701177492483664070337075
f(z) = -13/84*z^3 + 97/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017943708422658291078593580917634806910
f(z) = -13/85*z^3 + 98/85*z + 1
*
[ 2 ] 
f(z) = -13/86*z^3 + 95/86*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.015157930240195768714562798349188612710
f(z) = -13/86*z^3 + 99/86*z + 1
*
[ 2 ] 
f(z) = -13/90*z^3 + 97/90*z + 1
*
[ 2 ] 
f(z) = -13/94*z^3 + 99/94*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = -13/96*z^3 + 85/96*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017969388188072467839779544314615916997
f(z) = -12/83*z^3 + 95/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017983938209698782054043930478818184281
f(z) = -12/85*z^3 + 97/85*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016092558120790810218656280123724685917
f(z) = -11/80*z^3 + 91/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014997510878501029423742396132272832163
f(z) = -11/81*z^3 + 92/81*z + 1
*
[ 2 ] 
f(z) = -11/82*z^3 + 85/82*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.015172276569107309326474860175528795550
f(z) = -11/82*z^3 + 93/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018011241961495030943187593709794883228
f(z) = -11/83*z^3 + 94/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011671626882167409598053311101752155769
f(z) = -11/84*z^3 + 95/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018024768513152823577815335377852068766
f(z) = -11/85*z^3 + 96/85*z + 1
*
[ 2 ] 
f(z) = -11/86*z^3 + 87/86*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015225410812097213937223720379945505904
f(z) = -11/86*z^3 + 97/86*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013600386583988473574902515503908288043
f(z) = -11/87*z^3 + 98/87*z + 1
*
[ 2 ] 
f(z) = -11/90*z^3 + 89/90*z + 1
*
[ 2 ] 
f(z) = -11/94*z^3 + 91/94*z + 1
*
[ 2 ] 
f(z) = -11/98*z^3 + 93/98*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015033847380216861861870557817703049079
f(z) = -10/81*z^3 + 91/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018053741953038708810440904610996190051
f(z) = -10/83*z^3 + 93/83*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013630878645219880390602523385616245035
f(z) = -10/87*z^3 + 97/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018089385793353293770024945882268633653
f(z) = -10/89*z^3 + 99/89*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016172232010782387908272317317902076830
f(z) = -9/80*z^3 + 89/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.015245399017141817866500661963624208955
f(z) = -9/82*z^3 + 91/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018096905733541872903909596281054103144
f(z) = -9/83*z^3 + 92/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018108294422297993838689567435853806739
f(z) = -9/85*z^3 + 94/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015295067401315903847457061862067834648
f(z) = -9/86*z^3 + 95/86*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018129440638885873808428658025177353740
f(z) = -9/89*z^3 + 98/89*z + 1
*
[ 2 ] 
f(z) = -9/94*z^3 + 83/94*z + 1
*
[ 2 ] 
f(z) = -9/98*z^3 + 85/98*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015108279617362183100921306694726519173
f(z) = -8/81*z^3 + 89/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018140751559130220518735945849422616018
f(z) = -8/83*z^3 + 91/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018151023422411554727815012355530084702
f(z) = -8/85*z^3 + 93/85*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013693240214716940686844584912266212437
f(z) = -8/87*z^3 + 95/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018170086837480174859234391518289834290
f(z) = -8/89*z^3 + 97/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018178945931828283075483703555038645458
f(z) = -8/91*z^3 + 99/91*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016254537006733869073682854584965164590
f(z) = -7/80*z^3 + 87/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015146408721202711292285095550794892579
f(z) = -7/81*z^3 + 88/81*z + 1
*
-1 | 0.068770505226470530546964687240556102877 | 0.015321023928381710834276742537522213147
f(z) = -7/82*z^3 + 89/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018185298406156133202799154371176579804
f(z) = -7/83*z^3 + 90/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018194419788270262138015926149031230402
f(z) = -7/85*z^3 + 92/85*z + 1
*
-1 | 0.069652506133678949428558745394416092640 | 0.015367010969950674121580605025749152785
f(z) = -7/86*z^3 + 93/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013725361613053637164694182945177431197
f(z) = -7/87*z^3 + 94/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016328125217921745422039144954311109977
f(z) = -7/88*z^3 + 95/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018211339768329353268074066125162395527
f(z) = -7/89*z^3 + 96/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.012444640853414395547424322675556418989
f(z) = -7/90*z^3 + 97/90*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016360716445557055188768906486543170712
f(z) = -7/92*z^3 + 99/92*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018230566008345685366212512468145725469
f(z) = -6/83*z^3 + 89/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018238501874371814997554130590954496471
f(z) = -6/85*z^3 + 91/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018253215384258082302006019461090000646
f(z) = -6/89*z^3 + 95/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018260046524992906251980444093866494337
f(z) = -6/91*z^3 + 97/91*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015224581485061447523886637277416511087
f(z) = -5/81*z^3 + 86/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.015398850863021041249950211626010095048
f(z) = -5/82*z^3 + 87/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018276574896320263321083196572427412319
f(z) = -5/83*z^3 + 88/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011841269278236864487725973155229453529
f(z) = -5/84*z^3 + 89/84*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015440927365106144833260547509832944623
f(z) = -5/86*z^3 + 91/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013790641189608918023322584880870903660
f(z) = -5/87*z^3 + 92/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016404774396099450914606374541520674167
f(z) = -5/88*z^3 + 93/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018295730239684995400551174862939226525
f(z) = -5/89*z^3 + 94/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018301503698166371266238405011708661629
f(z) = -5/91*z^3 + 96/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016433705485367650955032425560116694694
f(z) = -5/92*z^3 + 97/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013869976079628343354266610391924705472
f(z) = -5/93*z^3 + 98/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015516250280002827401164601286382383456
f(z) = -5/94*z^3 + 99/94*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015264662801407645975054027015076428604
f(z) = -4/81*z^3 + 85/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018323346439674503007659162489082245967
f(z) = -4/83*z^3 + 87/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018328800283179331212327176578632745727
f(z) = -4/85*z^3 + 89/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013824053644602832202259202648003940674
f(z) = -4/87*z^3 + 91/87*z + 1
*
[ 3 ] 
f(z) = -4/87*z^3 + 94/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018338901520273770598126448481306252638
f(z) = -4/89*z^3 + 93/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018343586639319082226081135747126143567
f(z) = -4/91*z^3 + 95/91*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013900846619039978172836291932133319732
f(z) = -4/93*z^3 + 97/93*z + 1
*
[ 3 ] 
f(z) = -4/93*z^3 + 98/93*z + 1
*
[ 5/2 ] 
f(z) = -4/95*z^3 + 82/95*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018352307730491105220871395173860228427
f(z) = -4/95*z^3 + 99/95*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016427673054163619347962751705673334146
f(z) = -3/80*z^3 + 83/80*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.015479462401342036840513009795096411031
f(z) = -3/82*z^3 + 85/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018370902891808496866149826380926413679
f(z) = -3/83*z^3 + 86/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018375057087194695618091587593157268717
f(z) = -3/85*z^3 + 88/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015517375046016863391636482671480560468
f(z) = -3/86*z^3 + 89/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016483836839881886962197127737250235263
f(z) = -3/88*z^3 + 91/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018382747074394865447436717219098924162
f(z) = -3/89*z^3 + 92/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018386311984830223477548144797651182620
f(z) = -3/91*z^3 + 94/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016508890049282712071111409078318815142
f(z) = -3/92*z^3 + 95/92*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015585471955787437809213159687601155920
f(z) = -3/94*z^3 + 97/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018392944757071703558662571886972105933
f(z) = -3/95*z^3 + 98/95*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015346915490665343950644767057739465098
f(z) = -2/81*z^3 + 83/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018419267437730127921118494238799353711
f(z) = -2/83*z^3 + 85/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018422080656110958493482509830173669298
f(z) = -2/85*z^3 + 87/85*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013892265946384934899422071962706855726
f(z) = -2/87*z^3 + 89/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018427285446530203712970840377891244176
f(z) = -2/89*z^3 + 91/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018429697005449303849537879226976634749
f(z) = -2/91*z^3 + 93/91*z + 1
*
[ 3 ] 
f(z) = -2/93*z^3 + 80/93*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013964670272999778893329338752055970877
f(z) = -2/93*z^3 + 95/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018434181731792611878599570934901565218
f(z) = -2/95*z^3 + 97/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018436269941860935543025889451670562153
f(z) = -2/97*z^3 + 99/97*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.016518855089303018321892580812443718722
f(z) = -1/80*z^3 + 81/80*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.015389129547264767447244871537463557221
f(z) = -1/81*z^3 + 82/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.015562872524928677348430589486141312771
f(z) = -1/82*z^3 + 83/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.018468464245063155318617734703834250229
f(z) = -1/83*z^3 + 84/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.018469893363239279201322259838158200912
f(z) = -1/85*z^3 + 86/85*z + 1
*
[ 5 ] 
f(z) = -1/85*z^3 + 93/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015596347292364091369206763919981792070
f(z) = -1/86*z^3 + 87/86*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.013927326169273662933084808414527291607
f(z) = -1/87*z^3 + 88/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016565447941930547836704415877315248133
f(z) = -1/88*z^3 + 89/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018472535912764402337244772022945716460
f(z) = -1/89*z^3 + 90/89*z + 1
*
[ 5 ] 
f(z) = -1/90*z^3 + 97/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018473759637913657912695601191491390030
f(z) = -1/91*z^3 + 92/91*z + 1
*
[ 4 ] 
f(z) = -1/92*z^3 + 85/92*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016586387792472158277929051783223053810
f(z) = -1/92*z^3 + 93/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013997196374579291283523944693052908603
f(z) = -1/93*z^3 + 94/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015656775832654991290054187987157454850
f(z) = -1/94*z^3 + 95/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018476034257377365195594894733537345334
f(z) = -1/95*z^3 + 96/95*z + 1
*
-1 | 0.055622921896785734706321096166396885092 | 0.012158783835341392311621521153932618489
f(z) = -1/96*z^3 + 97/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018477092883731605703670375599309440123
f(z) = -1/97*z^3 + 98/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015684192928982465127658405967667950962
f(z) = -1/98*z^3 + 99/98*z + 1
*
[ 3/2 ] 
f(z) = -19/90*z^3 + 97/120*z + 1
*
[ 3/2 ] 
f(z) = -17/90*z^3 + 91/120*z + 1
*
[ 3/2 ] 
f(z) = -17/99*z^3 + 95/132*z + 1
*
12/7 | 0.11741406118014355686456173502098671386 | 0.016693531376197260021315011246341911092
f(z) = -14/81*z^3 + 85/126*z + 1
*
[ 3/2 ] 
f(z) = -13/99*z^3 + 83/132*z + 1
*
-12 | 0.14927510653582067544330730850187154721 | 0.026771246253232453401364641163908557200
f(z) = -1/88*z^3 + 95/132*z + 1
*
10 | 0.18120451627562801402424510158540485583 | 0.029350630751704163070553305332721613189
f(z) = -1/96*z^3 + 89/120*z + 1
*
[ 9/4 ] 
f(z) = -1/81*z^3 + 89/144*z + 1
*
14/5 | 0.20987272195772675540341215895825822503 | 0.029208269714999309971811982121258138675
f(z) = -15/88*z^3 + 83/165*z + 1
*
[ 2 ] 
f(z) = -2/81*z^3 + 97/162*z + 1
*
[ 2 ] 
f(z) = -2/83*z^3 + 99/166*z + 1
*
[ 2 ] 
f(z) = -1/81*z^3 + 89/162*z + 1
*
[ 2 ] 
f(z) = -1/83*z^3 + 91/166*z + 1
*
[ 2 ] 
f(z) = -1/85*z^3 + 93/170*z + 1
*
[ 2 ] 
f(z) = -1/87*z^3 + 95/174*z + 1
*
[ 2 ] 
f(z) = -1/89*z^3 + 97/178*z + 1
*
9/5 | 0.14911757920185096331718581533126146047 | 0.020177796803783977365356106310082495198
f(z) = -20/81*z^3 + 89/180*z + 1
*
13/6 | 0.15450962970854596584317733908264761157 | 0.029690513290892293672069935813695933826
f(z) = -18/91*z^3 + 85/182*z + 1
*
[ 4/3 ] 
f(z) = -13/80*z^3 + 97/180*z + 1
*
[ 4/3 ] 
f(z) = -11/80*z^3 + 89/180*z + 1
*
[ 4/3 ] 
f(z) = -9/98*z^3 + 81/196*z + 1
*
-2/3 | 0.17142578485875484962910674513550403086 | 0.026055515944705906905452704276995109512
f(z) = -7/80*z^3 + 97/180*z + 1
*
11/2 | 0.14225913263365092811991239751918146423 | 0.026900898121811996790754623320617846813
f(z) = -2/99*z^3 + 85/198*z + 1
*
[ 2 ] 
f(z) = -1/91*z^3 + 99/182*z + 1
*
[ 22/19 ] 
f(z) = -19/88*z^3 + 89/209*z + 1
*
-7/3 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -15/91*z^3 + 89/273*z + 1
*
[ 7/6 ] 
f(z) = -12/91*z^3 + 88/273*z + 1
*
[ 4/3 ] 
f(z) = -3/92*z^3 + 85/276*z + 1
*
[ 9/8 ] 
f(z) = -14/81*z^3 + 95/288*z + 1
*
-3/4 | 0.14947127747624130482842137401304980492 | 0.021878263082700178878067921048247280667
f(z) = -16/81*z^3 + 103/9*z + 1
*
[ 7 ] 
f(z) = -15/98*z^3 + 117/14*z + 1
*
[ 6 ] 
f(z) = -13/81*z^3 + 119/18*z + 1
*
[ 7 ] 
f(z) = -13/98*z^3 + 103/14*z + 1
*
[ -7 ] 
f(z) = -13/98*z^3 + 107/14*z + 1
*
[ 6 ] 
f(z) = -11/81*z^3 + 103/18*z + 1
*
[ 9 ] 
f(z) = -11/81*z^3 + 107/9*z + 1
*
[ -9 ] 
f(z) = -11/81*z^3 + 109/9*z + 1
*
[ -6 ] 
f(z) = -11/81*z^3 + 109/18*z + 1
*
[ -9 ] 
f(z) = -10/81*z^3 + 100/9*z + 1
*
[ -6 ] 
f(z) = -10/81*z^3 + 101/18*z + 1
*
-3/2 | 0.14673724033518176319947553479827215467 | 0.021137125904218117099786842229093784566
f(z) = -8/81*z^3 + 115/18*z + 1
*
[ 12 ] 
f(z) = -5/96*z^3 + 101/12*z + 1
*
[ -12 ] 
f(z) = -5/96*z^3 + 103/12*z + 1
*
-3 | 0.13635726628647718473135721724576129336 | 0.019794705954952050355178731550501337225
f(z) = -2/81*z^3 + 109/18*z + 1
*
33/2 | 0.16265827773920137759364221547443338311 | 0.023430510810229895426454994550087395438
f(z) = -2/81*z^3 + 115/18*z + 1
*
-15/4 | 0.16256757715455805667612980009935610966 | 0.023476776439837286966874063916864442186
f(z) = -20/81*z^3 + 113/36*z + 1
*
[ -3 ] 
f(z) = -20/99*z^3 + 104/33*z + 1
*
[ -4 ] 
f(z) = -19/80*z^3 + 101/20*z + 1
*
-3/2 | 0.16313075810686839651559258421202110251 | 0.023498570404344086963594998530291746069
f(z) = -19/81*z^3 + 115/36*z + 1
*
[ -3 ] 
f(z) = -19/99*z^3 + 101/33*z + 1
*
-3 | 0.16307539628566408761384358255511974031 | 0.023869511805172434796246621788523198786
f(z) = -16/81*z^3 + 103/36*z + 1
*
6 | 0.17560646132029622228386885111944239681 | 0.028893846378086535601941590258185800682
f(z) = -11/80*z^3 + 109/20*z + 1
*
-6 | 0.12317274448084502595293861756298709731 | 0.021341765748455727220443118434643628179
f(z) = -11/90*z^3 + 107/30*z + 1
*
[ 6 ] 
f(z) = -11/96*z^3 + 119/24*z + 1
*
[ 20/3 ] 
f(z) = -9/80*z^3 + 117/20*z + 1
*
-4/3 | 0.10404799864251801249528871629488128891 | 0.016876066002745992182711427396826369948
f(z) = -9/80*z^3 + 119/20*z + 1
*
6 | 0.19703123791427609437605655195382551881 | 0.028453756924605543123518577544150735477
f(z) = -8/81*z^3 + 113/36*z + 1
*
[ -9/2 ] 
f(z) = -7/81*z^3 + 107/36*z + 1
*
[ 6 ] 
f(z) = -7/90*z^3 + 109/30*z + 1
*
[ -6 ] 
f(z) = -7/90*z^3 + 119/30*z + 1
*
-15/2 | 0.090871896877598782163403810744893755874 | 0.013339297352282861204576666579421486742
f(z) = -5/81*z^3 + 101/36*z + 1
*
-6 | 0.087787742707664760480139501710881443115 | 0.012677639943826992349240460371219462197
f(z) = -5/81*z^3 + 113/36*z + 1
*
[ -6 ] 
f(z) = -5/88*z^3 + 106/33*z + 1
*
[ 8 ] 
f(z) = -5/96*z^3 + 101/24*z + 1
*
[ -8 ] 
f(z) = -5/96*z^3 + 107/24*z + 1
*
42/5 | 0.19303906038969696469436067071653746776 | 0.026112304130368401312278950643130997127
f(z) = -5/98*z^3 + 116/35*z + 1
*
-33/4 | 0.12288592592909294571959059446398118155 | 0.017839098978839293025135374515559503560
f(z) = -4/81*z^3 + 109/36*z + 1
*
-15/2 | 0.17330739178960590842790640698036838368 | 0.029485400198974670147591246265604622343
f(z) = -4/99*z^3 + 119/33*z + 1
*
[ 20 ] 
f(z) = -1/80*z^3 + 119/20*z + 1
*
[ -12 ] 
f(z) = -1/81*z^3 + 103/36*z + 1
*
6 | 0.081379992328197045498511859696210125048 | 0.011813767337990917338839910671456732603
f(z) = -1/81*z^3 + 109/36*z + 1
*
12 | 0.13272419692427439344563611654321031943 | 0.019118582675511864431655456240572605376
f(z) = -1/81*z^3 + 115/36*z + 1
*
[ 15 ] 
f(z) = -1/90*z^3 + 103/30*z + 1
*
[ -15 ] 
f(z) = -1/90*z^3 + 107/30*z + 1
*
[ -9/10 ] 
f(z) = -20/81*z^3 + 104/45*z + 1
*
[ -9/5 ] 
f(z) = -20/81*z^3 + 106/45*z + 1
*
[ -2 ] 
f(z) = -19/84*z^3 + 101/42*z + 1
*
[ -2 ] 
f(z) = -19/92*z^3 + 107/46*z + 1
*
[ -2 ] 
f(z) = -17/92*z^3 + 103/46*z + 1
*
0 | 0.12516250933256717483710948857510292368 | 0.022872134219302553767046887621598488500
f(z) = -13/90*z^3 + 119/45*z + 1
*
0 | 0.12787867773527402849794401239356454072 | 0.023404578013849501289608115822753467335
f(z) = -11/90*z^3 + 118/45*z + 1
*
[ 7/2 ] 
f(z) = -11/98*z^3 + 117/56*z + 1
*
9/5 | 0.11653944670727988973449268485633204676 | 0.016829742957711482893352762938115923730
f(z) = -10/81*z^3 + 113/45*z + 1
*
[ 10/3 ] 
f(z) = -9/88*z^3 + 101/55*z + 1
*
[ 4 ] 
f(z) = -9/88*z^3 + 105/44*z + 1
*
[ -2/3 ] 
f(z) = -9/92*z^3 + 117/46*z + 1
*
[ 7/2 ] 
f(z) = -9/98*z^3 + 103/56*z + 1
*
[ -7/6 ] 
f(z) = -9/98*z^3 + 111/56*z + 1
*
[ -4 ] 
f(z) = -7/88*z^3 + 111/44*z + 1
*
18/5 | 0.17079204627865094562279491049326912684 | 0.024894391338468969732421178037439006325
f(z) = -5/81*z^3 + 106/45*z + 1
*
-6/5 | 0.11118309383530628037373593112807945293 | 0.016140222736703479057401334622164264839
f(z) = -5/81*z^3 + 109/45*z + 1
*
[ 22/5 ] 
f(z) = -5/88*z^3 + 103/55*z + 1
*
[ -7/2 ] 
f(z) = -5/98*z^3 + 107/56*z + 1
*
-15/2 | 0.20595266406472991054564598114667580451 | 0.029742121621457703690652808436533188211
f(z) = -4/81*z^3 + 113/45*z + 1
*
-14 | 0.13377927080689923294719087263321405496 | 0.024931022880532657977503898266758297883
f(z) = -1/84*z^3 + 107/42*z + 1
*
-10 | 0.061707490929170443035922536784435793811 | 0.011384022229808451892243721551751112111
f(z) = -1/84*z^3 + 113/42*z + 1
*
[ 10 ] 
f(z) = -1/88*z^3 + 112/55*z + 1
*
0 | 0.14269231092493280100635042768243892877 | 0.026324396197808783795812726521499765797
f(z) = -1/90*z^3 + 113/45*z + 1
*
[ 9/4 ] 
f(z) = -14/81*z^3 + 103/72*z + 1
*
-9/4 | 0.10277211954825335088783397191580982282 | 0.015086158749663582005893091180080740047
f(z) = -10/81*z^3 + 101/72*z + 1
*
-4 | 0.14911757920185096331718581533126146047 | 0.024390796710656453901451555522765145887
f(z) = -9/80*z^3 + 113/60*z + 1
*
-14/3 | 0.15498439097386727930600639683751886043 | 0.022828846081713029706071171234068768577
f(z) = -9/88*z^3 + 111/77*z + 1
*
-12/7 | 0.11714821711093420132543547802518277702 | 0.017221614032538770897571781988836462288
f(z) = -7/81*z^3 + 100/63*z + 1
*
[ 22/7 ] 
f(z) = -7/88*z^3 + 113/77*z + 1
*
[ -12/5 ] 
f(z) = -5/96*z^3 + 103/60*z + 1
*
4 | 0.19258280106384851911942841580453274252 | 0.028521192182160607456196996789814982557
f(z) = -5/96*z^3 + 107/60*z + 1
*
28/5 | 0.15359491718356040242912468455128634385 | 0.022564825567290408494459208797444645549
f(z) = -5/96*z^3 + 113/60*z + 1
*
[ -10/3 ] 
f(z) = -3/80*z^3 + 103/60*z + 1
*
[ -4/3 ] 
f(z) = -3/80*z^3 + 109/60*z + 1
*
[ -9/4 ] 
f(z) = -2/81*z^3 + 113/72*z + 1
*
[ 6 ] 
f(z) = -2/99*z^3 + 103/66*z + 1
*
[ -3/2 ] 
f(z) = -2/99*z^3 + 113/66*z + 1
*
12 | 0.12538106734882994735351616887779811777 | 0.020508273682010502560550596198370008887
f(z) = -1/80*z^3 + 113/60*z + 1
*
[ -6 ] 
f(z) = -1/99*z^3 + 101/66*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014694215053996008155564592369451986224
f(z) = -20/81*z^3 + 101/81*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017655915121181729565096084137405982436
f(z) = -20/83*z^3 + 103/83*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013344885081487559817625870328866901958
f(z) = -20/87*z^3 + 107/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017718339765560860923984804160607761548
f(z) = -20/89*z^3 + 109/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017737318105018268133981756435420360422
f(z) = -20/91*z^3 + 111/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013452120218128509406423094243994307694
f(z) = -20/93*z^3 + 113/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017789537117333932933471131860600626272
f(z) = -20/97*z^3 + 117/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014967534835146639862680867010938770825
f(z) = -20/99*z^3 + 119/99*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.014725964651841433249846540223923312012
f(z) = -19/81*z^3 + 100/81*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014900987490178298656827131271678271153
f(z) = -19/82*z^3 + 101/82*z + 1
*
[ 2 ] 
f(z) = -19/82*z^3 + 117/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017693159490758993772481746416633608254
f(z) = -19/83*z^3 + 102/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011468017241368065970844255805840980316
f(z) = -19/84*z^3 + 103/84*z + 1
*
-3 | 0.10810845728709017873430559917004536603 | 0.022783983914303504045230285385193973330
f(z) = -19/84*z^3 + 115/84*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017714124704672322393012524441361366925
f(z) = -19/85*z^3 + 104/85*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014966146841360114329608098728749619384
f(z) = -19/86*z^3 + 105/86*z + 1
*
[ 2 ] 
f(z) = -19/86*z^3 + 119/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013371754737847351324580337557083760927
f(z) = -19/87*z^3 + 106/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015912475022555857440662747875521398552
f(z) = -19/88*z^3 + 107/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017753217862463611830600211214863315088
f(z) = -19/89*z^3 + 108/89*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.012135379576231459722245133193077840151
f(z) = -19/90*z^3 + 109/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017771467766100368318448647273732033035
f(z) = -19/91*z^3 + 110/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.015963259537109142187159220810221548157
f(z) = -19/92*z^3 + 111/92*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013477462004262411023756761163442527733
f(z) = -19/93*z^3 + 112/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015082119850433175399730573202038103800
f(z) = -19/94*z^3 + 113/94*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011722813732299673386073006270785159812
f(z) = -19/96*z^3 + 115/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017821660380144720068582196620791657559
f(z) = -19/97*z^3 + 116/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015134001245666105502807663549907245178
f(z) = -19/98*z^3 + 117/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.014994010921991377087152568007558984820
f(z) = -19/99*z^3 + 118/99*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017730930606741843870607944313160660213
f(z) = -18/83*z^3 + 101/83*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017751052925332171155672364238431872923
f(z) = -18/85*z^3 + 103/85*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017788559923862968042374545877383159956
f(z) = -18/89*z^3 + 107/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017806062863574150568841323928536880537
f(z) = -18/91*z^3 + 109/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017838827018665986548973698272832142016
f(z) = -18/95*z^3 + 113/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017854179507833696710406883169157792697
f(z) = -18/97*z^3 + 115/97*z + 1
*
[ 2 ] 
f(z) = -17/82*z^3 + 109/82*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.017769241596074758368821855111363530065
f(z) = -17/83*z^3 + 100/83*z + 1
*
-1 | 0.053151151946085835110977411500032378944 | 0.011516741925184704564066361758974474348
f(z) = -17/84*z^3 + 101/84*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015028247427457608851024021402929528223
f(z) = -17/86*z^3 + 103/86*z + 1
*
[ 2 ] 
f(z) = -17/86*z^3 + 111/86*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013426596760596537413179084951988570951
f(z) = -17/87*z^3 + 104/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.015976988740468562939808006506224562112
f(z) = -17/88*z^3 + 105/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017824376829694013020851658797207767864
f(z) = -17/89*z^3 + 106/89*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.012183473714066848306578620945473754709
f(z) = -17/90*z^3 + 107/90*z + 1
*
[ 2 ] 
f(z) = -17/90*z^3 + 113/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017841113641143013545688485629122574272
f(z) = -17/91*z^3 + 108/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016025128553391427853904809649172255976
f(z) = -17/92*z^3 + 109/92*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013528905705341308226054663280418204784
f(z) = -17/93*z^3 + 110/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.015139446771311305702447334380239376308
f(z) = -17/94*z^3 + 111/94*z + 1
*
[ 2 ] 
f(z) = -17/94*z^3 + 115/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017872432705491285524224909609517154640
f(z) = -17/95*z^3 + 112/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011766319508002124673591362667504753587
f(z) = -17/96*z^3 + 113/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017887103105023543154975830889118597419
f(z) = -17/97*z^3 + 114/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015188994133445800276079024483305642014
f(z) = -17/98*z^3 + 115/98*z + 1
*
[ 2 ] 
f(z) = -17/98*z^3 + 117/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015047931035040698309609244110551540926
f(z) = -17/99*z^3 + 116/99*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.017826472627186059236396837296696379593
f(z) = -16/85*z^3 + 101/85*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013454586872225103553887085996246478048
f(z) = -16/87*z^3 + 103/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017860679825724534348459954466888160760
f(z) = -16/89*z^3 + 105/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017876630680286173582040163070925279209
f(z) = -16/91*z^3 + 107/91*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013555241954983145943552926075713046570
f(z) = -16/93*z^3 + 109/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017906468361676265272041553431685866494
f(z) = -16/95*z^3 + 111/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017920440044489578330106421905579911094
f(z) = -16/97*z^3 + 113/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015075388947510435834618400630465988332
f(z) = -16/99*z^3 + 115/99*z + 1
*
[ 2 ] 
f(z) = -15/82*z^3 + 101/82*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.015092098622377309867970649882222701529
f(z) = -15/86*z^3 + 101/86*z + 1
*
[ 2 ] 
f(z) = -15/86*z^3 + 103/86*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016043283717751172562758652829769839345
f(z) = -15/88*z^3 + 103/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017897480539622027380951359183600814219
f(z) = -15/89*z^3 + 104/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.017912624914805025787884552808109659937
f(z) = -15/91*z^3 + 106/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016088638288429807889177905409281990226
f(z) = -15/92*z^3 + 107/92*z + 1
*
[ 2 ] 
f(z) = -15/94*z^3 + 107/94*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015197983916600721396789431764317539493
f(z) = -15/94*z^3 + 109/94*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017954199478070974151214540533036962085
f(z) = -15/97*z^3 + 112/97*z + 1
*
[ 2 ] 
f(z) = -15/98*z^3 + 109/98*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.015245501567563930778478753997512774855
f(z) = -15/98*z^3 + 113/98*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013511751984330782506147936318585142188
f(z) = -14/87*z^3 + 101/87*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017934790997894243610923428702233935417
f(z) = -14/89*z^3 + 103/89*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013608963197971859470777059353854316919
f(z) = -14/93*z^3 + 107/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.017975868698120798736558238087767716314
f(z) = -14/95*z^3 + 109/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.017988390848131324801522659836570665601
f(z) = -14/97*z^3 + 111/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015131336820193126696906439868654353180
f(z) = -14/99*z^3 + 113/99*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.013540946649722110417435669182198541846
f(z) = -13/87*z^3 + 100/87*z + 1
*
-1 | 0.074356272113053881469792935704337184419 | 0.016111447543290974366523867699483018374
f(z) = -13/88*z^3 + 101/88*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.017972623643760059054756544045224988994
f(z) = -13/89*z^3 + 102/89*z + 1
*
-1 | 0.056930635135646542527057153996102874921 | 0.012283487401362121333580540170564980717
f(z) = -13/90*z^3 + 103/90*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016153866222529816948574818167016695853
f(z) = -13/92*z^3 + 105/92*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013636364570281151171200694170905428518
f(z) = -13/93*z^3 + 106/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015258215566440223107405392916232389156
f(z) = -13/94*z^3 + 107/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018011253734115131240452143861738489101
f(z) = -13/95*z^3 + 108/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011856710887698294513600321740876354834
f(z) = -13/96*z^3 + 109/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018023023899601616665644501804521672920
f(z) = -13/97*z^3 + 110/97*z + 1
*
[ 2 ] 
f(z) = -13/98*z^3 + 101/98*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015303171055411222636951235227130577788
f(z) = -13/98*z^3 + 111/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015159841999703833771407348823283433769
f(z) = -13/99*z^3 + 112/99*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018010991356011742051378613162890347769
f(z) = -12/89*z^3 + 101/89*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018023585741045865301657262543141012296
f(z) = -12/91*z^3 + 103/91*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018047109478143168880649456083867897067
f(z) = -12/95*z^3 + 107/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018058108692640961821681432772973826119
f(z) = -12/97*z^3 + 109/97*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.018049907468934377636329105275022603006
f(z) = -11/89*z^3 + 100/89*z + 1
*
-1 | 0.056931287275000261891304000995225503939 | 0.012335818115095705188209053120403742517
f(z) = -11/90*z^3 + 101/90*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018061605695482647408596278790782771650
f(z) = -11/91*z^3 + 102/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016220895135902983779389148670708552539
f(z) = -11/92*z^3 + 103/92*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013692291846142923808688918370350078601
f(z) = -11/93*z^3 + 104/93*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.015320216855357998139501130923786395826
f(z) = -11/94*z^3 + 105/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018083446968275469742073745545457085576
f(z) = -11/95*z^3 + 106/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.011903700624123530997936871851284487734
f(z) = -11/96*z^3 + 107/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018093655615952961142839982995224720556
f(z) = -11/97*z^3 + 108/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015362481758027869968154625695343862292
f(z) = -11/98*z^3 + 109/98*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018100163365406828708933525482600921286
f(z) = -10/91*z^3 + 101/91*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013721058861593972269559659299303602743
f(z) = -10/93*z^3 + 103/93*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018129675400798269018856590169415756366
f(z) = -10/97*z^3 + 107/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015247578981634903612237166277229208484
f(z) = -10/99*z^3 + 109/99*z + 1
*
[ 8/3 ] 
f(z) = -9/88*z^3 + 119/88*z + 1
*
[ 22/9 ] 
f(z) = -9/88*z^3 + 119/99*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.018139272151121237036284457560508931707
f(z) = -9/91*z^3 + 100/91*z + 1
*
[ 7/3 ] 
f(z) = -9/91*z^3 + 101/91*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.016289813587112553010916471542869292602
f(z) = -9/92*z^3 + 101/92*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.015383786620905747100749455095925202248
f(z) = -9/94*z^3 + 103/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018157613211185300242057999540333627167
f(z) = -9/95*z^3 + 104/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018166179135746859026323173034244133795
f(z) = -9/97*z^3 + 106/97*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.015423365334888650562494154589256199931
f(z) = -9/98*z^3 + 107/98*z + 1
*
[ 5/2 ] 
f(z) = -8/85*z^3 + 101/85*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.013779356145299564157016973888824071950
f(z) = -8/93*z^3 + 101/93*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018195465961941987394845388500660733213
f(z) = -8/95*z^3 + 103/95*z + 1
*
[ 5/2 ] 
f(z) = -8/95*z^3 + 107/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018203178282216658994196588473399287699
f(z) = -8/97*z^3 + 105/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015308007183372821485462141599851724613
f(z) = -8/99*z^3 + 107/99*z + 1
*
-5 | 0.12364270775547201139965858623889568704 | 0.026253724356841018396114044505285881745
f(z) = -7/80*z^3 + 111/80*z + 1
*
-5 | 0.084690940831711845423566986633766894464 | 0.018273116086570126832771631645649018342
f(z) = -7/90*z^3 + 103/90*z + 1
*
-1 | 0.063592355638613819369058598602636244637 | 0.013808904572539561848765778704800145577
f(z) = -7/93*z^3 + 100/93*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.015449007106340266586970991877870018970
f(z) = -7/94*z^3 + 101/94*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018233848490078639470196892268287515126
f(z) = -7/95*z^3 + 102/95*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.012001555140434165567958083282742893369
f(z) = -7/96*z^3 + 103/96*z + 1
*
-4 | 0.14661429608973658969569915916118646098 | 0.021713333134256426023403370057205312669
f(z) = -7/96*z^3 + 107/84*z + 1
*
-36/7 | 0.12950058450714648412362771138964506380 | 0.019025096362880659679135422672353966463
f(z) = -7/96*z^3 + 113/84*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018240684690848657371537824317998032385
f(z) = -7/97*z^3 + 104/97*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015338829546402462314509439971465230183
f(z) = -7/99*z^3 + 106/99*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.018272773861575583587417792478818606820
f(z) = -6/95*z^3 + 101/95*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018278710618772305500473757466021995952
f(z) = -6/97*z^3 + 103/97*z + 1
*
18/5 | 0.11698560777661165757930305496941700928 | 0.017028340358418343592316995462136897800
f(z) = -5/81*z^3 + 107/90*z + 1
*
6 | 0.13685521163382277331511489858949339989 | 0.019763591636106220300610919898390428297
f(z) = -5/81*z^3 + 113/90*z + 1
*
[ 3 ] 
f(z) = -5/87*z^3 + 103/87*z + 1
*
[ 3 ] 
f(z) = -5/93*z^3 + 107/93*z + 1
*
-1 | 0.055623955513206624428502293369131452548 | 0.012052546690866805875105239253828260819
f(z) = -5/96*z^3 + 101/96*z + 1
*
[ 3 ] 
f(z) = -5/96*z^3 + 109/96*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018317268747819079836651495865754275220
f(z) = -5/97*z^3 + 102/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.015550294005041987107404044199831131287
f(z) = -5/98*z^3 + 103/98*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015401739198532764096427110931483612796
f(z) = -5/99*z^3 + 104/99*z + 1
*
[ 7/2 ] 
f(z) = -4/91*z^3 + 114/91*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018356372203746454770995168226209490417
f(z) = -4/97*z^3 + 101/97*z + 1
*
[ 4 ] 
f(z) = -3/92*z^3 + 117/92*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.018396034576539304183188535293199791198
f(z) = -3/97*z^3 + 100/97*z + 1
*
-1 | 0.072071398400661619553333985645166322709 | 0.015616363242880092621793736316672338233
f(z) = -3/98*z^3 + 101/98*z + 1
*
[ 5 ] 
f(z) = -2/85*z^3 + 118/85*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015499421326828786534284163184354641908
f(z) = -2/99*z^3 + 101/99*z + 1
*
11 | 0.13654427116638383486621265752083862089 | 0.028883661845110933685773676414104120466
f(z) = -1/88*z^3 + 113/88*z + 1
*
-10 | 0.11654009884663360909873953185545467577 | 0.024841495828541784704441109837541688611
f(z) = -1/90*z^3 + 109/90*z + 1
*
[ 5 ] 
f(z) = -1/95*z^3 + 101/95*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.015532910723312731084662689897375104821
f(z) = -1/99*z^3 + 100/99*z + 1
*
[ 3/2 ] 
f(z) = -19/99*z^3 + 101/132*z + 1
*
[ 7/3 ] 
f(z) = -5/98*z^3 + 107/126*z + 1
*
[ 8/3 ] 
f(z) = -3/80*z^3 + 107/120*z + 1
*
-10 | 0.18120451627562801402424510158540485583 | 0.029350630751704163070553305332721613189
f(z) = -1/96*z^3 + 113/120*z + 1
*
2 | 0.17013506809649405615305572170634275585 | 0.024159067658227763945373224725022676476
f(z) = -13/88*z^3 + 112/143*z + 1
*
[ 22/13 ] 
f(z) = -13/88*z^3 + 119/143*z + 1
*
-4/7 | 0.11718401451350360958101926967596432669 | 0.018518518518518518518518518518518518519
f(z) = -7/80*z^3 + 109/140*z + 1
*
2 | 0.10849475994521853925851459040309873180 | 0.015099362039924111145823616493310741780
f(z) = -15/88*z^3 + 107/165*z + 1
*
[ 22/15 ] 
f(z) = -15/88*z^3 + 113/165*z + 1
*
[ 3/2 ] 
f(z) = -10/87*z^3 + 103/174*z + 1
*
[ 2 ] 
f(z) = -4/81*z^3 + 113/162*z + 1
*
[ 2 ] 
f(z) = -4/83*z^3 + 115/166*z + 1
*
[ 2 ] 
f(z) = -4/85*z^3 + 117/170*z + 1
*
[ 2 ] 
f(z) = -4/87*z^3 + 119/174*z + 1
*
[ 2 ] 
f(z) = -3/83*z^3 + 107/166*z + 1
*
[ 2 ] 
f(z) = -3/85*z^3 + 109/170*z + 1
*
[ 2 ] 
f(z) = -3/89*z^3 + 113/178*z + 1
*
[ 2 ] 
f(z) = -2/85*z^3 + 101/170*z + 1
*
[ 2 ] 
f(z) = -2/87*z^3 + 103/174*z + 1
*
[ 2 ] 
f(z) = -2/89*z^3 + 105/178*z + 1
*
8 | 0.10313438596024802136540748148447704479 | 0.020127851478819165528034050054311887459
f(z) = -1/84*z^3 + 107/168*z + 1
*
-2/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = -19/80*z^3 + 109/180*z + 1
*
-2/3 | 0.17142578485875484962910674513550403086 | 0.026055515944705906905452704276995109512
f(z) = -17/80*z^3 + 107/180*z + 1
*
[ 4/3 ] 
f(z) = -17/80*z^3 + 113/180*z + 1
*
[ 22/17 ] 
f(z) = -17/88*z^3 + 103/187*z + 1
*
2 | 0.18503862290730957527505834261233208534 | 0.025311176162479824121320213483874446252
f(z) = -17/88*z^3 + 106/187*z + 1
*
-15/8 | 0.20595396834343734927413967514492106254 | 0.027868594342867744568850085756258851878
f(z) = -16/81*z^3 + 113/180*z + 1
*
-2/3 | 0.17079190540693962758117146198830862476 | 0.025959170717659688311349139055489113230
f(z) = -13/80*z^3 + 103/180*z + 1
*
-2/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = -11/80*z^3 + 101/180*z + 1
*
-7/2 | 0.15450962970854596584317733908264761157 | 0.029690513290892293672069935813695933826
f(z) = -10/91*z^3 + 115/182*z + 1
*
[ 3/2 ] 
f(z) = -10/93*z^3 + 107/186*z + 1
*
-9/2 | 0.17079320968564706630966515598655388280 | 0.023110827703540661594984514983220901649
f(z) = -5/81*z^3 + 109/180*z + 1
*
[ 2 ] 
f(z) = -3/91*z^3 + 115/182*z + 1
*
[ 2 ] 
f(z) = -3/95*z^3 + 119/190*z + 1
*
[ 2 ] 
f(z) = -2/91*z^3 + 107/182*z + 1
*
[ 2 ] 
f(z) = -2/93*z^3 + 109/186*z + 1
*
7 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -2/95*z^3 + 101/190*z + 1
*
[ 2 ] 
f(z) = -2/95*z^3 + 111/190*z + 1
*
[ 2 ] 
f(z) = -2/97*z^3 + 113/194*z + 1
*
[ 2 ] 
f(z) = -2/99*z^3 + 115/198*z + 1
*
[ 2 ] 
f(z) = -1/93*z^3 + 101/186*z + 1
*
[ 2 ] 
f(z) = -1/95*z^3 + 103/190*z + 1
*
[ 2 ] 
f(z) = -1/97*z^3 + 105/194*z + 1
*
[ 2 ] 
f(z) = -1/99*z^3 + 107/198*z + 1
*
2 | 0.17980799472520359950997284674141072011 | 0.024227085231970397160185856333950475166
f(z) = -19/88*z^3 + 109/209*z + 1
*
42/13 | 0.15454986802321974297164690059577360296 | 0.020195876539590272065950104001633613782
f(z) = -13/81*z^3 + 119/234*z + 1
*
[ 7/4 ] 
f(z) = -3/98*z^3 + 117/224*z + 1
*
[ 9/5 ] 
f(z) = -2/81*z^3 + 118/225*z + 1
*
[ 9/5 ] 
f(z) = -1/81*z^3 + 109/225*z + 1
*
[ 7/4 ] 
f(z) = -1/98*z^3 + 103/224*z + 1
*
[ 3/2 ] 
f(z) = -4/83*z^3 + 110/249*z + 1
*
[ 3/2 ] 
f(z) = -4/85*z^3 + 112/255*z + 1
*
-10/13 | 0.18825651512969664995416099864956644066 | 0.027099059409852490546474768048777663471
f(z) = -13/80*z^3 + 103/260*z + 1
*
-8/11 | 0.13425788030959236499967719311430306067 | 0.019283709482248423529549118588147413253
f(z) = -11/96*z^3 + 115/264*z + 1
*
[ 3/2 ] 
f(z) = -4/89*z^3 + 116/267*z + 1
*
[ 3/2 ] 
f(z) = -4/91*z^3 + 118/273*z + 1
*
[ 7 ] 
f(z) = -17/98*z^3 + 131/14*z + 1
*
[ -7 ] 
f(z) = -17/98*z^3 + 135/14*z + 1
*
[ -7 ] 
f(z) = -15/98*z^3 + 121/14*z + 1
*
[ 6 ] 
f(z) = -14/81*z^3 + 127/18*z + 1
*
[ -6 ] 
f(z) = -14/81*z^3 + 133/18*z + 1
*
[ 9 ] 
f(z) = -14/81*z^3 + 134/9*z + 1
*
[ -9 ] 
f(z) = -14/81*z^3 + 136/9*z + 1
*
[ 9 ] 
f(z) = -13/81*z^3 + 125/9*z + 1
*
[ -6 ] 
f(z) = -13/81*z^3 + 125/18*z + 1
*
[ -9 ] 
f(z) = -13/81*z^3 + 127/9*z + 1
*
12 | 0.19776936853110988375071759465698866654 | 0.028630048480850547632207631703733260718
f(z) = -7/96*z^3 + 125/12*z + 1
*
[ 12 ] 
f(z) = -7/96*z^3 + 137/12*z + 1
*
[ -12 ] 
f(z) = -7/96*z^3 + 139/12*z + 1
*
9/8 | 0.082902431049579451890387719470290013230 | 0.011855033857671554155668044248210870085
f(z) = -16/81*z^3 + 121/36*z + 1
*
-6 | 0.14943858404117758099627360012536482484 | 0.025015625497046405195317549795100769116
f(z) = -13/90*z^3 + 131/30*z + 1
*
6 | 0.15696406619074608757272531826378262112 | 0.025390150500878724210675076966362828589
f(z) = -13/96*z^3 + 121/24*z + 1
*
[ 6 ] 
f(z) = -13/96*z^3 + 137/24*z + 1
*
[ 9/2 ] 
f(z) = -11/81*z^3 + 127/36*z + 1
*
6 | 0.13319758941457357263114136698081177986 | 0.022413273780041378096646945430323344530
f(z) = -11/90*z^3 + 127/30*z + 1
*
-6 | 0.13253851632284821746287814645240274273 | 0.022021510941064969878170141728304155937
f(z) = -11/90*z^3 + 137/30*z + 1
*
[ -6 ] 
f(z) = -11/96*z^3 + 127/24*z + 1
*
[ -20/3 ] 
f(z) = -9/80*z^3 + 123/20*z + 1
*
[ 6 ] 
f(z) = -7/88*z^3 + 122/33*z + 1
*
[ -6 ] 
f(z) = -7/88*z^3 + 133/33*z + 1
*
[ 8 ] 
f(z) = -7/96*z^3 + 133/24*z + 1
*
9/4 | 0.14190406756427442442087760138977263793 | 0.019938172011639004030612499714055781446
f(z) = -4/81*z^3 + 137/36*z + 1
*
-2 | 0.10785707794234354859666044340795760312 | 0.017183878314181048283553412443077949163
f(z) = -3/80*z^3 + 133/20*z + 1
*
[ -20 ] 
f(z) = -1/80*z^3 + 121/20*z + 1
*
21 | 0.069506744937265722635329298086869991113 | 0.011548669674144698406186614215027256329
f(z) = -1/90*z^3 + 137/30*z + 1
*
-24 | 0.067472960694307091533249294302756929918 | 0.010914272727150664216157618193515066589
f(z) = -1/96*z^3 + 121/24*z + 1
*
-22/5 | 0.20152907756650595252179070472274581635 | 0.028732749673170250616119026876178729988
f(z) = -15/88*z^3 + 139/55*z + 1
*
[ 4 ] 
f(z) = -13/88*z^3 + 137/44*z + 1
*
[ 7/2 ] 
f(z) = -13/98*z^3 + 131/56*z + 1
*
[ -3/5 ] 
f(z) = -10/81*z^3 + 122/45*z + 1
*
-3 | 0.11118309383530628037373593112807945293 | 0.015772318683189899560145123725523810156
f(z) = -10/81*z^3 + 128/45*z + 1
*
12/5 | 0.20838414006430112425076766744480840183 | 0.029278926956886732957210583220931142859
f(z) = -10/81*z^3 + 137/45*z + 1
*
[ -4 ] 
f(z) = -9/88*z^3 + 127/44*z + 1
*
[ -10/3 ] 
f(z) = -9/88*z^3 + 134/55*z + 1
*
[ -7/2 ] 
f(z) = -9/98*z^3 + 135/56*z + 1
*
[ -3/5 ] 
f(z) = -5/81*z^3 + 121/45*z + 1
*
[ 6 ] 
f(z) = -5/84*z^3 + 125/42*z + 1
*
[ -6 ] 
f(z) = -5/84*z^3 + 139/42*z + 1
*
-18/5 | 0.18165938267073421639452679400022185463 | 0.026359437581839019771008891775277463360
f(z) = -5/88*z^3 + 123/55*z + 1
*
[ -22/5 ] 
f(z) = -5/88*z^3 + 128/55*z + 1
*
-18/5 | 0.21628968350143945588760349492673732715 | 0.029511108915385041927084758472441671620
f(z) = -5/96*z^3 + 127/40*z + 1
*
[ 8 ] 
f(z) = -3/80*z^3 + 131/40*z + 1
*
[ 14 ] 
f(z) = -1/84*z^3 + 137/42*z + 1
*
[ -10 ] 
f(z) = -1/88*z^3 + 123/55*z + 1
*
[ 14/5 ] 
f(z) = -15/98*z^3 + 129/70*z + 1
*
3/4 | 0.14555944592718514026978656395128911091 | 0.020671912519419315751884986081541725222
f(z) = -14/81*z^3 + 127/72*z + 1
*
[ -9/7 ] 
f(z) = -14/81*z^3 + 130/63*z + 1
*
[ -3/2 ] 
f(z) = -14/99*z^3 + 131/66*z + 1
*
[ -3/2 ] 
f(z) = -10/99*z^3 + 125/66*z + 1
*
-4 | 0.15187374213875852248723870797530714447 | 0.024196649434790269174943039682995174595
f(z) = -9/80*z^3 + 133/60*z + 1
*
2 | 0.13200413828154740675142686435523075386 | 0.020932187745554653480267372524182510894
f(z) = -9/80*z^3 + 137/60*z + 1
*
[ -9/7 ] 
f(z) = -7/81*z^3 + 121/63*z + 1
*
6 | 0.18948480744145145705364887366703040755 | 0.026910059585883219926372769745013239889
f(z) = -7/81*z^3 + 127/63*z + 1
*
[ -14/5 ] 
f(z) = -5/98*z^3 + 123/70*z + 1
*
[ -7/5 ] 
f(z) = -5/98*z^3 + 127/70*z + 1
*
4 | 0.081149674999270549208656897555677047303 | 0.013126586940128256595512954317983815045
f(z) = -3/80*z^3 + 121/60*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.014351098181766090428190224223915798042
f(z) = -3/80*z^3 + 127/60*z + 1
*
3/4 | 0.17123110034429733206484455181291368139 | 0.024486018882293051097109022421386982742
f(z) = -2/81*z^3 + 121/72*z + 1
*
[ -6 ] 
f(z) = -2/99*z^3 + 125/66*z + 1
*
-6 | 0.15187374213875852248723870797530714447 | 0.024082954712282997426980989927825092072
f(z) = -1/80*z^3 + 137/60*z + 1
*
[ 2 ] 
f(z) = -19/90*z^3 + 121/90*z + 1
*
[ 2 ] 
f(z) = -19/94*z^3 + 123/94*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.023411931094435748343524989575031429116
f(z) = -19/96*z^3 + 139/96*z + 1
*
[ 2 ] 
f(z) = -19/98*z^3 + 125/98*z + 1
*
3 | 0.11000879136382840614961775461338632628 | 0.022784101727675437217040158176574338975
f(z) = -17/84*z^3 + 125/84*z + 1
*
[ 9/4 ] 
f(z) = -16/99*z^3 + 136/99*z + 1
*
[ 5/2 ] 
f(z) = -12/85*z^3 + 126/85*z + 1
*
[ 5/2 ] 
f(z) = -12/95*z^3 + 132/95*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.023696592373801338709694099178687295084
f(z) = -11/96*z^3 + 131/96*z + 1
*
-3/2 | 0.11654009884663360909873953185545467577 | 0.016341142110198899561656206606398886122
f(z) = -10/81*z^3 + 139/90*z + 1
*
2 | 0.10901656962034273314232458509512325593 | 0.015624505345639841044114131813218798582
f(z) = -9/88*z^3 + 134/99*z + 1
*
[ 3 ] 
f(z) = -8/87*z^3 + 130/87*z + 1
*
[ 3 ] 
f(z) = -8/93*z^3 + 134/93*z + 1
*
[ 3 ] 
f(z) = -7/87*z^3 + 121/87*z + 1
*
[ 3 ] 
f(z) = -7/93*z^3 + 125/93*z + 1
*
[ 3 ] 
f(z) = -7/96*z^3 + 127/96*z + 1
*
[ 18/5 ] 
f(z) = -5/81*z^3 + 137/90*z + 1
*
[ 5 ] 
f(z) = -3/80*z^3 + 139/80*z + 1
*
[ -2 ] 
f(z) = -3/82*z^3 + 135/82*z + 1
*
[ -3 ] 
f(z) = -2/87*z^3 + 134/87*z + 1
*
[ 5 ] 
f(z) = -2/95*z^3 + 126/95*z + 1
*
[ -5 ] 
f(z) = -1/80*z^3 + 121/80*z + 1
*
[ -2 ] 
f(z) = -1/82*z^3 + 127/82*z + 1
*
[ -5 ] 
f(z) = -1/85*z^3 + 127/85*z + 1
*
[ -2 ] 
f(z) = -1/86*z^3 + 133/86*z + 1
*
[ -3 ] 
f(z) = -1/87*z^3 + 125/87*z + 1
*
-11 | 0.13654427116638383486621265752083862089 | 0.028096613573774086201199457397536041419
f(z) = -1/88*z^3 + 129/88*z + 1
*
[ -5 ] 
f(z) = -1/90*z^3 + 133/90*z + 1
*
[ -2 ] 
f(z) = -1/90*z^3 + 139/90*z + 1
*
[ -4 ] 
f(z) = -1/92*z^3 + 131/92*z + 1
*
[ -3 ] 
f(z) = -1/93*z^3 + 133/93*z + 1
*
[ -5 ] 
f(z) = -1/95*z^3 + 139/95*z + 1
*
[ -3 ] 
f(z) = -1/96*z^3 + 137/96*z + 1
*
[ 14/3 ] 
f(z) = -1/98*z^3 + 127/126*z + 1
*
[ 9/4 ] 
f(z) = -5/81*z^3 + 125/144*z + 1
*
9/8 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = -4/81*z^3 + 121/144*z + 1
*
39/4 | 0.10414258274537934774747629095023012990 | 0.014530770526672194778060873361959093010
f(z) = -1/81*z^3 + 121/144*z + 1
*
[ 3/2 ] 
f(z) = -14/87*z^3 + 121/174*z + 1
*
[ 2 ] 
f(z) = -7/81*z^3 + 137/162*z + 1
*
[ 2 ] 
f(z) = -7/83*z^3 + 139/166*z + 1
*
[ 2 ] 
f(z) = -6/83*z^3 + 131/166*z + 1
*
[ 2 ] 
f(z) = -6/85*z^3 + 133/170*z + 1
*
[ 2 ] 
f(z) = -6/89*z^3 + 137/178*z + 1
*
[ 2 ] 
f(z) = -5/81*z^3 + 121/162*z + 1
*
[ 2 ] 
f(z) = -5/83*z^3 + 123/166*z + 1
*
[ 2 ] 
f(z) = -5/87*z^3 + 127/174*z + 1
*
[ 2 ] 
f(z) = -5/89*z^3 + 129/178*z + 1
*
[ 2 ] 
f(z) = -4/89*z^3 + 121/178*z + 1
*
[ 5/2 ] 
f(z) = -2/85*z^3 + 127/170*z + 1
*
-3/4 | 0.12829783903431727566798857610235541757 | 0.017360580424222072782669786230918254810
f(z) = -20/81*z^3 + 121/180*z + 1
*
[ 4/3 ] 
f(z) = -19/80*z^3 + 121/180*z + 1
*
[ 3/2 ] 
f(z) = -14/93*z^3 + 125/186*z + 1
*
[ 2 ] 
f(z) = -6/91*z^3 + 139/182*z + 1
*
-6/5 | 0.088187469996782778297869705334949988037 | 0.011933058863745229646211290499322341103
f(z) = -5/81*z^3 + 121/180*z + 1
*
18/5 | 0.19287918902685892089310469972059436405 | 0.026099384825677820081327952724858175498
f(z) = -5/81*z^3 + 139/180*z + 1
*
[ 2 ] 
f(z) = -5/91*z^3 + 131/182*z + 1
*
[ 2 ] 
f(z) = -5/93*z^3 + 133/186*z + 1
*
[ 2 ] 
f(z) = -5/97*z^3 + 137/194*z + 1
*
[ 2 ] 
f(z) = -5/99*z^3 + 139/198*z + 1
*
[ 2 ] 
f(z) = -4/91*z^3 + 123/182*z + 1
*
[ 2 ] 
f(z) = -4/93*z^3 + 125/186*z + 1
*
[ 2 ] 
f(z) = -4/95*z^3 + 127/190*z + 1
*
[ 2 ] 
f(z) = -4/97*z^3 + 129/194*z + 1
*
[ 2 ] 
f(z) = -4/99*z^3 + 131/198*z + 1
*
[ 2 ] 
f(z) = -3/97*z^3 + 121/194*z + 1
*
[ 5/2 ] 
f(z) = -2/95*z^3 + 139/190*z + 1
*
-9/2 | 0.13686985474582929005664418421339871595 | 0.025881797184483982068136037560387442458
f(z) = -2/99*z^3 + 125/198*z + 1
*
-14/3 | 0.10827487073267952840981508891893076885 | 0.016457020296630268892838495960482069861
f(z) = -1/80*z^3 + 139/180*z + 1
*
15/2 | 0.20595396834343734927413967514492106254 | 0.027868594342867744568850085756258851878
f(z) = -1/81*z^3 + 137/180*z + 1
*
[ 18/13 ] 
f(z) = -13/81*z^3 + 137/234*z + 1
*
[ 7/4 ] 
f(z) = -5/98*z^3 + 131/224*z + 1
*
[ 9/5 ] 
f(z) = -4/81*z^3 + 136/225*z + 1
*
[ 3/2 ] 
f(z) = -8/83*z^3 + 137/249*z + 1
*
[ 3/2 ] 
f(z) = -8/85*z^3 + 139/255*z + 1
*
[ 5/3 ] 
f(z) = -3/80*z^3 + 121/240*z + 1
*
[ 5/3 ] 
f(z) = -3/85*z^3 + 127/255*z + 1
*
-13/3 | 0.14650215048991225840232422943669913959 | 0.026116924344938555673823316118054531799
f(z) = -6/91*z^3 + 128/273*z + 1
*
[ 3/2 ] 
f(z) = -4/95*z^3 + 122/285*z + 1
*
[ 3/2 ] 
f(z) = -4/97*z^3 + 124/291*z + 1
*
[ 5/3 ] 
f(z) = -3/95*z^3 + 139/285*z + 1
*
[ 7 ] 
f(z) = -19/98*z^3 + 145/14*z + 1
*
[ -7 ] 
f(z) = -19/98*z^3 + 149/14*z + 1
*
[ 6 ] 
f(z) = -17/81*z^3 + 151/18*z + 1
*
[ -6 ] 
f(z) = -17/81*z^3 + 157/18*z + 1
*
[ 6 ] 
f(z) = -16/81*z^3 + 143/18*z + 1
*
[ -6 ] 
f(z) = -16/81*z^3 + 149/18*z + 1
*
[ 9 ] 
f(z) = -16/81*z^3 + 152/9*z + 1
*
[ -9 ] 
f(z) = -16/81*z^3 + 154/9*z + 1
*
-15/2 | 0.21183153605042469275434860327970846206 | 0.029416262922216612428527537309789964141
f(z) = -10/81*z^3 + 149/18*z + 1
*
9 | 0.20933958137492737289644428395085582319 | 0.029180484753920935542559196255682718805
f(z) = -8/81*z^3 + 145/18*z + 1
*
[ 14 ] 
f(z) = -5/98*z^3 + 153/14*z + 1
*
[ -14 ] 
f(z) = -5/98*z^3 + 155/14*z + 1
*
9/2 | 0.090001183731565349238525261673385932957 | 0.012475033427802657989208720894263836798
f(z) = -19/81*z^3 + 151/36*z + 1
*
-6 | 0.14696962976209628406356861388207238974 | 0.022951187136942167808864011724943195477
f(z) = -19/96*z^3 + 151/24*z + 1
*
-3/2 | 0.11353104173476545073936967941016912895 | 0.015765636390929206832193219252694909549
f(z) = -17/81*z^3 + 149/36*z + 1
*
9/2 | 0.16363588079998740161553213828570793520 | 0.022809706093404632982238534573542739760
f(z) = -16/81*z^3 + 145/36*z + 1
*
-3/2 | 0.12801120674905220881935575964791335621 | 0.017648270413379001434938849731687049992
f(z) = -16/81*z^3 + 157/36*z + 1
*
[ 9/2 ] 
f(z) = -13/81*z^3 + 145/36*z + 1
*
9/2 | 0.12634011778558451605279420172101477627 | 0.017417885663003937715112557262657331291
f(z) = -13/81*z^3 + 157/36*z + 1
*
6 | 0.15201683002442728556298579893865170012 | 0.024856035212102596552659577405803647307
f(z) = -13/90*z^3 + 151/30*z + 1
*
[ -6 ] 
f(z) = -13/96*z^3 + 145/24*z + 1
*
-9/2 | 0.11821278292704387330721317098470802796 | 0.016326267381894013091309243237224428775
f(z) = -11/81*z^3 + 155/36*z + 1
*
[ 6 ] 
f(z) = -11/90*z^3 + 157/30*z + 1
*
-8 | 0.11411609671496814845780249982868270193 | 0.017748223247489170163804916500593669977
f(z) = -11/96*z^3 + 155/24*z + 1
*
[ 6 ] 
f(z) = -9/88*z^3 + 149/33*z + 1
*
-10 | 0.11654826634760578525508458780426957679 | 0.018090421376681545692292143213343837449
f(z) = -7/80*z^3 + 157/20*z + 1
*
-15/2 | 0.092502797064033640573191960352231385645 | 0.012821781199910387770328223845953882375
f(z) = -7/81*z^3 + 151/36*z + 1
*
-3 | 0.14209282235802481822366174666648483710 | 0.019806753262938101893601071709659477277
f(z) = -4/81*z^3 + 145/36*z + 1
*
9 | 0.13242422691022813367569864304707226811 | 0.018389263226299176985751745721818466691
f(z) = -4/81*z^3 + 149/36*z + 1
*
12 | 0.19481794058058775552832395613206715514 | 0.027208946580279580390127981248737452507
f(z) = -2/81*z^3 + 143/36*z + 1
*
9/2 | 0.10793353253767937920228830266112927976 | 0.015045185339373209766439254872114987040
f(z) = -1/81*z^3 + 145/36*z + 1
*
18 | 0.15904012551992413037214918834391076460 | 0.022044497638392080853333271825992086513
f(z) = -1/81*z^3 + 151/36*z + 1
*
9/10 | 0.17080695021154096760286353793241298483 | 0.023611109593730923951117494342321972403
f(z) = -20/81*z^3 + 154/45*z + 1
*
[ 7/2 ] 
f(z) = -17/98*z^3 + 159/56*z + 1
*
[ 15/4 ] 
f(z) = -16/81*z^3 + 158/45*z + 1
*
[ 4 ] 
f(z) = -15/88*z^3 + 153/44*z + 1
*
[ 7/2 ] 
f(z) = -15/98*z^3 + 145/56*z + 1
*
[ -4 ] 
f(z) = -13/88*z^3 + 159/44*z + 1
*
[ -7/2 ] 
f(z) = -11/98*z^3 + 149/56*z + 1
*
2 | 0.15268220666417103154030933584160924035 | 0.026800017767977027591524372730360697430
f(z) = -7/90*z^3 + 149/45*z + 1
*
-6 | 0.21578002970038443753754629498267477543 | 0.028972507484030325260503308981541090994
f(z) = -5/96*z^3 + 143/40*z + 1
*
[ -8 ] 
f(z) = -3/80*z^3 + 141/40*z + 1
*
[ -14 ] 
f(z) = -1/84*z^3 + 143/42*z + 1
*
-14 | 0.12043605572413001829624218003156891251 | 0.021139912134038976628867925861831388896
f(z) = -1/84*z^3 + 149/42*z + 1
*
-14 | 0.062850761666276492850867379254667536849 | 0.010956152630359919078891302323812457626
f(z) = -1/84*z^3 + 155/42*z + 1
*
[ -7/5 ] 
f(z) = -15/98*z^3 + 141/70*z + 1
*
3 | 0.18948480744145145705364887366703040755 | 0.026313055267354031833176015405385175702
f(z) = -14/81*z^3 + 149/63*z + 1
*
-15/4 | 0.083755735993796689449775477499947639878 | 0.011609354043711034673224418747896014364
f(z) = -14/81*z^3 + 151/72*z + 1
*
[ -9/4 ] 
f(z) = -10/81*z^3 + 149/72*z + 1
*
-2 | 0.17672434799129159133289670331118451367 | 0.027430849234141740860791680992263199336
f(z) = -9/80*z^3 + 157/60*z + 1
*
[ -3/4 ] 
f(z) = -8/99*z^3 + 157/66*z + 1
*
2 | 0.12718662836330947900881080487908594713 | 0.017921885555310643098024931319070530921
f(z) = -7/88*z^3 + 151/77*z + 1
*
-12/5 | 0.20493909635984141349847275949031194650 | 0.029101216757766679330694567391196003899
f(z) = -5/96*z^3 + 143/60*z + 1
*
[ 6 ] 
f(z) = -4/99*z^3 + 151/66*z + 1
*
-15/4 | 0.084706555171519522521678402220740749025 | 0.011807505897858517436258339558101546160
f(z) = -2/81*z^3 + 145/72*z + 1
*
6 | 0.12208324927132099225642944014773579803 | 0.018949551902948716073207536781668796663
f(z) = -1/80*z^3 + 157/60*z + 1
*
[ 12 ] 
f(z) = -1/90*z^3 + 151/60*z + 1
*
[ 7/3 ] 
f(z) = -18/91*z^3 + 150/91*z + 1
*
[ 5/2 ] 
f(z) = -16/85*z^3 + 151/85*z + 1
*
[ 5/2 ] 
f(z) = -16/95*z^3 + 157/95*z + 1
*
-3 | 0.12522234206616104903566340610377652955 | 0.025161551440615274247992611321253905304
f(z) = -13/84*z^3 + 145/84*z + 1
*
[ 3 ] 
f(z) = -11/87*z^3 + 157/87*z + 1
*
9/5 | 0.17079255754629334694541830898743125378 | 0.023673498239364338207927103971721482757
f(z) = -10/81*z^3 + 151/90*z + 1
*
[ 3 ] 
f(z) = -10/87*z^3 + 148/87*z + 1
*
[ 3 ] 
f(z) = -10/93*z^3 + 152/93*z + 1
*
[ -5/3 ] 
f(z) = -9/80*z^3 + 153/80*z + 1
*
[ -2 ] 
f(z) = -9/82*z^3 + 159/82*z + 1
*
9/2 | 0.12578415606427424647486897269731911330 | 0.025453916999088985365001589153744037344
f(z) = -8/99*z^3 + 140/99*z + 1
*
[ -2 ] 
f(z) = -7/82*z^3 + 151/82*z + 1
*
[ -2 ] 
f(z) = -7/86*z^3 + 157/86*z + 1
*
5 | 0.081747581146037908383607308053210987877 | 0.016167643799984638559023592123820519021
f(z) = -7/90*z^3 + 157/90*z + 1
*
[ -12/7 ] 
f(z) = -7/96*z^3 + 151/84*z + 1
*
-6 | 0.11036240649087461900069910709605821241 | 0.015413594937572809984039058262999515612
f(z) = -5/81*z^3 + 143/90*z + 1
*
[ -2 ] 
f(z) = -5/82*z^3 + 143/82*z + 1
*
[ 4 ] 
f(z) = -5/84*z^3 + 143/84*z + 1
*
[ -3 ] 
f(z) = -5/84*z^3 + 157/84*z + 1
*
[ -2 ] 
f(z) = -5/86*z^3 + 149/86*z + 1
*
[ 4 ] 
f(z) = -5/92*z^3 + 149/92*z + 1
*
[ -5/2 ] 
f(z) = -4/85*z^3 + 144/85*z + 1
*
[ -3 ] 
f(z) = -4/87*z^3 + 152/87*z + 1
*
[ -3/2 ] 
f(z) = -4/87*z^3 + 154/87*z + 1
*
[ -5/2 ] 
f(z) = -4/95*z^3 + 158/95*z + 1
*
[ 9/2 ] 
f(z) = -4/99*z^3 + 158/99*z + 1
*
[ 5 ] 
f(z) = -3/85*z^3 + 143/85*z + 1
*
[ -2 ] 
f(z) = -3/86*z^3 + 141/86*z + 1
*
[ -2 ] 
f(z) = -3/94*z^3 + 153/94*z + 1
*
[ 5 ] 
f(z) = -3/95*z^3 + 151/95*z + 1
*
[ -2 ] 
f(z) = -3/98*z^3 + 159/98*z + 1
*
[ -5 ] 
f(z) = -2/85*z^3 + 152/85*z + 1
*
[ -3 ] 
f(z) = -2/93*z^3 + 142/93*z + 1
*
[ -7 ] 
f(z) = -1/84*z^3 + 145/84*z + 1
*
[ 8 ] 
f(z) = -1/88*z^3 + 141/88*z + 1
*
[ 22/3 ] 
f(z) = -1/88*z^3 + 146/99*z + 1
*
-4 | 0.082482554930445779866452157010191333156 | 0.016439695933485634603587249638606933103
f(z) = -1/90*z^3 + 151/90*z + 1
*
[ -7 ] 
f(z) = -1/91*z^3 + 153/91*z + 1
*
[ -2 ] 
f(z) = -1/94*z^3 + 145/94*z + 1
*
9 | 0.11552453009332421823620535357636276135 | 0.023212921581200688157797822306526542970
f(z) = -1/96*z^3 + 145/96*z + 1
*
[ -2 ] 
f(z) = -1/98*z^3 + 151/98*z + 1
*
-14/5 | 0.18796426559803839917961835319588317787 | 0.024658605810033169639440047110805810012
f(z) = -15/98*z^3 + 146/105*z + 1
*
4 | 0.15460983554311766323236822721590769468 | 0.021827102915866818185141888689498377154
f(z) = -11/96*z^3 + 149/132*z + 1
*
[ 7/3 ] 
f(z) = -11/98*z^3 + 149/126*z + 1
*
-6 | 0.066536767221543382599494741276594596294 | 0.010412247470500932970266694991219755571
f(z) = -5/96*z^3 + 149/120*z + 1
*
[ 9/4 ] 
f(z) = -7/81*z^3 + 143/144*z + 1
*
[ 2 ] 
f(z) = -9/83*z^3 + 155/166*z + 1
*
[ 2 ] 
f(z) = -9/85*z^3 + 157/170*z + 1
*
[ 2 ] 
f(z) = -8/81*z^3 + 145/162*z + 1
*
[ 2 ] 
f(z) = -8/83*z^3 + 147/166*z + 1
*
[ 2 ] 
f(z) = -8/85*z^3 + 149/170*z + 1
*
[ 2 ] 
f(z) = -8/87*z^3 + 151/174*z + 1
*
[ 2 ] 
f(z) = -8/89*z^3 + 153/178*z + 1
*
[ 2 ] 
f(z) = -7/85*z^3 + 141/170*z + 1
*
[ 2 ] 
f(z) = -7/87*z^3 + 143/174*z + 1
*
[ 2 ] 
f(z) = -7/89*z^3 + 145/178*z + 1
*
[ 4 ] 
f(z) = -1/82*z^3 + 155/164*z + 1
*
-8 | 0.11470026223761728846369705961999640348 | 0.022385064121972101704222270837928155350
f(z) = -1/84*z^3 + 149/168*z + 1
*
-10/3 | 0.082483859209153218594945851008436591193 | 0.012536967589652599321853216803908256812
f(z) = -11/80*z^3 + 149/180*z + 1
*
[ 18/11 ] 
f(z) = -11/81*z^3 + 149/198*z + 1
*
[ 2 ] 
f(z) = -8/91*z^3 + 155/182*z + 1
*
[ 2 ] 
f(z) = -8/93*z^3 + 157/186*z + 1
*
[ 2 ] 
f(z) = -8/95*z^3 + 159/190*z + 1
*
[ 2 ] 
f(z) = -7/93*z^3 + 149/186*z + 1
*
[ 2 ] 
f(z) = -7/95*z^3 + 151/190*z + 1
*
[ 2 ] 
f(z) = -7/97*z^3 + 153/194*z + 1
*
[ 2 ] 
f(z) = -7/99*z^3 + 155/198*z + 1
*
[ 2 ] 
f(z) = -6/95*z^3 + 143/190*z + 1
*
[ 2 ] 
f(z) = -6/97*z^3 + 145/194*z + 1
*
9/2 | 0.21148255371039186969467423883553631631 | 0.028616693076389815362127886918782069642
f(z) = -5/81*z^3 + 149/180*z + 1
*
[ 8/3 ] 
f(z) = -1/96*z^3 + 151/216*z + 1
*
[ 7/4 ] 
f(z) = -9/98*z^3 + 159/224*z + 1
*
24/7 | 0.16351966439080340716709734872656646760 | 0.021163063789792337566564127683951000378
f(z) = -7/81*z^3 + 151/252*z + 1
*
[ 5/3 ] 
f(z) = -6/85*z^3 + 152/255*z + 1
*
[ 4/3 ] 
f(z) = -15/92*z^3 + 149/276*z + 1
*
[ 22/15 ] 
f(z) = -9/88*z^3 + 148/275*z + 1
*
3 | 0.14915656666357593625597942708303965625 | 0.026749987115092571310731523592191944439
f(z) = -9/88*z^3 + 155/264*z + 1
*
[ 3/2 ] 
f(z) = -8/89*z^3 + 143/267*z + 1
*
[ 3/2 ] 
f(z) = -8/91*z^3 + 145/273*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = -15/98*z^3 + 143/294*z + 1
*
[ 3/2 ] 
f(z) = -8/95*z^3 + 149/285*z + 1
*
[ 3/2 ] 
f(z) = -8/97*z^3 + 151/291*z + 1
*
[ 6 ] 
f(z) = -20/81*z^3 + 175/18*z + 1
*
[ 6 ] 
f(z) = -19/81*z^3 + 167/18*z + 1
*
[ -6 ] 
f(z) = -19/81*z^3 + 173/18*z + 1
*
[ 9 ] 
f(z) = -19/81*z^3 + 179/9*z + 1
*
[ 9 ] 
f(z) = -17/81*z^3 + 161/9*z + 1
*
[ -9 ] 
f(z) = -17/81*z^3 + 163/9*z + 1
*
[ 18 ] 
f(z) = -2/81*z^3 + 161/18*z + 1
*
[ -18 ] 
f(z) = -2/81*z^3 + 163/18*z + 1
*
9/2 | 0.15276482284701301799988892458408797108 | 0.020750421611508423885918506171023988190
f(z) = -19/81*z^3 + 175/36*z + 1
*
[ 6 ] 
f(z) = -17/96*z^3 + 173/24*z + 1
*
-9/2 | 0.18574493195259356941235026281959048212 | 0.025519219817980110641898685589302594988
f(z) = -16/81*z^3 + 161/36*z + 1
*
-3/8 | 0.21977279797483325367781079883740112932 | 0.029994417892082047884773771004588969626
f(z) = -16/81*z^3 + 169/36*z + 1
*
-6 | 0.21619006288480998361556993086332548311 | 0.029843080220652644933521972441559778010
f(z) = -15/88*z^3 + 175/33*z + 1
*
[ -9/2 ] 
f(z) = -13/81*z^3 + 161/36*z + 1
*
-6 | 0.12352959189321001317106880062697773634 | 0.019988553237991740613707126510386417802
f(z) = -13/90*z^3 + 161/30*z + 1
*
[ -6 ] 
f(z) = -11/90*z^3 + 167/30*z + 1
*
8 | 0.19479105891630618007092354882038145119 | 0.029786451350024039190075237211839665514
f(z) = -11/96*z^3 + 173/24*z + 1
*
[ -6 ] 
f(z) = -9/88*z^3 + 160/33*z + 1
*
10 | 0.19274853955914103466885496724979778959 | 0.029474119748141725881272138789312586508
f(z) = -7/80*z^3 + 173/20*z + 1
*
10 | 0.18177313095765435815554148013834496410 | 0.027698998781922120573695144645516824743
f(z) = -7/80*z^3 + 177/20*z + 1
*
3/2 | 0.090603905272248745458658312601861820172 | 0.012426857591643685154589798722932905831
f(z) = -7/81*z^3 + 163/36*z + 1
*
-9/4 | 0.087126582639657502130637211808959283462 | 0.011890967186494868565036680151384331461
f(z) = -4/81*z^3 + 169/36*z + 1
*
[ 12 ] 
f(z) = -2/81*z^3 + 161/36*z + 1
*
[ -12 ] 
f(z) = -2/81*z^3 + 167/36*z + 1
*
-9/2 | 0.15509954983068062243636203616785678432 | 0.021308896367676278621547087845315706610
f(z) = -1/81*z^3 + 161/36*z + 1
*
-24 | 0.12657068967319809051868481117859033355 | 0.020360094819440166934783953427446207666
f(z) = -1/90*z^3 + 167/30*z + 1
*
[ 24 ] 
f(z) = -1/96*z^3 + 167/24*z + 1
*
[ -24 ] 
f(z) = -1/96*z^3 + 169/24*z + 1
*
21/5 | 0.084794655490341970459761215640526225864 | 0.011601066058545856136488032801141192475
f(z) = -20/81*z^3 + 166/45*z + 1
*
9/2 | 0.18694507274522577436499596758321491310 | 0.025315495746547307075032755556252256311
f(z) = -20/81*z^3 + 179/45*z + 1
*
[ 7/2 ] 
f(z) = -19/98*z^3 + 173/56*z + 1
*
[ 4 ] 
f(z) = -17/88*z^3 + 169/44*z + 1
*
15/4 | 0.20710107188752006024775374404594539501 | 0.028310989618248922421492328117658347956
f(z) = -16/81*z^3 + 167/45*z + 1
*
[ -4 ] 
f(z) = -15/88*z^3 + 175/44*z + 1
*
[ 14/3 ] 
f(z) = -15/98*z^3 + 173/42*z + 1
*
[ -7/2 ] 
f(z) = -15/98*z^3 + 177/56*z + 1
*
[ -7/2 ] 
f(z) = -13/98*z^3 + 163/56*z + 1
*
-6 | 0.14284463659732312447218423166254460849 | 0.024684148894236501823984199624291677942
f(z) = -11/84*z^3 + 163/42*z + 1
*
9/5 | 0.18428792189407484123695013390089171152 | 0.025254984727989354712612526435961984506
f(z) = -5/81*z^3 + 164/45*z + 1
*
-3 | 0.081868654578520090827474709692197546020 | 0.011200749202853491111021298928763590770
f(z) = -5/81*z^3 + 166/45*z + 1
*
-14/5 | 0.13809737167198740933956726453326699521 | 0.019268402657233339142599684558433624262
f(z) = -5/88*z^3 + 162/55*z + 1
*
2 | 0.13786508372941701548278925901269335081 | 0.019076560713506894988898893102924224314
f(z) = -5/88*z^3 + 172/55*z + 1
*
[ 15/2 ] 
f(z) = -4/81*z^3 + 164/45*z + 1
*
[ -15/2 ] 
f(z) = -4/81*z^3 + 176/45*z + 1
*
[ 15 ] 
f(z) = -1/81*z^3 + 167/45*z + 1
*
[ -15 ] 
f(z) = -1/81*z^3 + 173/45*z + 1
*
15 | 0.20596452973786595426899418634205364393 | 0.027955032112717011568400052758820726227
f(z) = -1/81*z^3 + 176/45*z + 1
*
-6 | 0.14664169535168159600246067258826454196 | 0.024936803465060847332086953228420347651
f(z) = -1/84*z^3 + 179/42*z + 1
*
[ 16 ] 
f(z) = -1/96*z^3 + 173/48*z + 1
*
[ -16 ] 
f(z) = -1/96*z^3 + 179/48*z + 1
*
[ -14/5 ] 
f(z) = -15/98*z^3 + 179/70*z + 1
*
[ -9/4 ] 
f(z) = -14/81*z^3 + 167/72*z + 1
*
[ -3/4 ] 
f(z) = -14/81*z^3 + 175/72*z + 1
*
9/7 | 0.19015549361721321689096587616219403918 | 0.025750240534072071445148883060380665942
f(z) = -14/81*z^3 + 179/63*z + 1
*
[ -3/4 ] 
f(z) = -10/81*z^3 + 173/72*z + 1
*
18/7 | 0.18948536223278124153939159032513907496 | 0.025860812582881226835347214201019565353
f(z) = -7/81*z^3 + 169/63*z + 1
*
[ -22/7 ] 
f(z) = -7/88*z^3 + 162/77*z + 1
*
6 | 0.19833425231505682217857550052788304921 | 0.028605531723510312648028957250903898475
f(z) = -5/84*z^3 + 171/70*z + 1
*
[ 6 ] 
f(z) = -5/99*z^3 + 175/66*z + 1
*
[ -6 ] 
f(z) = -4/99*z^3 + 173/66*z + 1
*
-10/3 | 0.091315889329316576677140342934664543500 | 0.014091861322349680022661223189861284273
f(z) = -3/80*z^3 + 163/60*z + 1
*
-2 | 0.18420860998573255462919805591324078574 | 0.028022143655781443322964938490914696456
f(z) = -3/80*z^3 + 179/60*z + 1
*
[ 12 ] 
f(z) = -1/80*z^3 + 163/60*z + 1
*
[ -12 ] 
f(z) = -1/80*z^3 + 173/60*z + 1
*
[ -12 ] 
f(z) = -1/90*z^3 + 161/60*z + 1
*
-18 | 0.16590365455815324081597012577599095118 | 0.025324625263819793126375577636773715364
f(z) = -1/96*z^3 + 175/72*z + 1
*
[ -1 ] 
f(z) = -19/80*z^3 + 179/80*z + 1
*
[ -1 ] 
f(z) = -17/80*z^3 + 177/80*z + 1
*
[ -1 ] 
f(z) = -17/81*z^3 + 179/81*z + 1
*
[ -1 ] 
f(z) = -16/81*z^3 + 178/81*z + 1
*
[ -5/4 ] 
f(z) = -16/85*z^3 + 178/85*z + 1
*
[ -1 ] 
f(z) = -15/82*z^3 + 179/82*z + 1
*
[ -1 ] 
f(z) = -14/81*z^3 + 176/81*z + 1
*
[ -1 ] 
f(z) = -13/80*z^3 + 173/80*z + 1
*
[ -1 ] 
f(z) = -13/81*z^3 + 175/81*z + 1
*
[ -2 ] 
f(z) = -13/82*z^3 + 175/82*z + 1
*
[ -1 ] 
f(z) = -13/82*z^3 + 177/82*z + 1
*
[ -1 ] 
f(z) = -13/83*z^3 + 179/83*z + 1
*
[ 3 ] 
f(z) = -13/84*z^3 + 173/84*z + 1
*
[ 3 ] 
f(z) = -13/87*z^3 + 175/87*z + 1
*
[ 3 ] 
f(z) = -13/93*z^3 + 179/93*z + 1
*
[ -1 ] 
f(z) = -12/83*z^3 + 178/83*z + 1
*
[ -1 ] 
f(z) = -11/80*z^3 + 171/80*z + 1
*
[ -1 ] 
f(z) = -11/81*z^3 + 173/81*z + 1
*
[ -2 ] 
f(z) = -11/82*z^3 + 167/82*z + 1
*
[ -1 ] 
f(z) = -11/82*z^3 + 175/82*z + 1
*
[ -1 ] 
f(z) = -11/83*z^3 + 177/83*z + 1
*
[ -2 ] 
f(z) = -11/86*z^3 + 173/86*z + 1
*
[ -2 ] 
f(z) = -11/90*z^3 + 179/90*z + 1
*
[ 3 ] 
f(z) = -11/93*z^3 + 161/93*z + 1
*
[ 3 ] 
f(z) = -11/96*z^3 + 163/96*z + 1
*
[ -1 ] 
f(z) = -10/81*z^3 + 172/81*z + 1
*
[ -1 ] 
f(z) = -10/83*z^3 + 176/83*z + 1
*
[ -1 ] 
f(z) = -9/80*z^3 + 169/80*z + 1
*
[ -1 ] 
f(z) = -9/82*z^3 + 173/82*z + 1
*
[ -1 ] 
f(z) = -9/83*z^3 + 175/83*z + 1
*
[ -5/3 ] 
f(z) = -9/85*z^3 + 161/85*z + 1
*
[ -1 ] 
f(z) = -9/85*z^3 + 179/85*z + 1
*
[ -2 ] 
f(z) = -9/86*z^3 + 165/86*z + 1
*
-1/3 | 0.13559345198866100179430973280004551175 | 0.026195813296389603114007135031611151911
f(z) = -9/88*z^3 + 177/88*z + 1
*
[ -7/3 ] 
f(z) = -9/91*z^3 + 179/91*z + 1
*
[ -4/3 ] 
f(z) = -9/92*z^3 + 177/92*z + 1
*
[ -2 ] 
f(z) = -9/94*z^3 + 177/94*z + 1
*
[ -5/3 ] 
f(z) = -9/95*z^3 + 177/95*z + 1
*
[ -1 ] 
f(z) = -8/81*z^3 + 170/81*z + 1
*
[ -1 ] 
f(z) = -8/83*z^3 + 174/83*z + 1
*
[ -5/2 ] 
f(z) = -8/85*z^3 + 169/85*z + 1
*
[ -1 ] 
f(z) = -8/85*z^3 + 178/85*z + 1
*
[ -3/2 ] 
f(z) = -8/87*z^3 + 163/87*z + 1
*
[ 7/2 ] 
f(z) = -8/91*z^3 + 163/91*z + 1
*
[ -3/2 ] 
f(z) = -8/93*z^3 + 173/93*z + 1
*
-11/2 | 0.14225848049429720875566555052005883521 | 0.027995898432053277685577112974283635360
f(z) = -8/99*z^3 + 161/99*z + 1
*
[ -1 ] 
f(z) = -7/80*z^3 + 167/80*z + 1
*
[ -1 ] 
f(z) = -7/81*z^3 + 169/81*z + 1
*
[ -1 ] 
f(z) = -7/82*z^3 + 171/82*z + 1
*
[ -1 ] 
f(z) = -7/83*z^3 + 173/83*z + 1
*
[ -1 ] 
f(z) = -7/85*z^3 + 177/85*z + 1
*
[ -1 ] 
f(z) = -7/86*z^3 + 179/86*z + 1
*
[ -3 ] 
f(z) = -7/87*z^3 + 179/87*z + 1
*
[ -2 ] 
f(z) = -7/90*z^3 + 163/90*z + 1
*
[ -2 ] 
f(z) = -7/94*z^3 + 169/94*z + 1
*
[ -1 ] 
f(z) = -6/83*z^3 + 172/83*z + 1
*
[ -1 ] 
f(z) = -6/85*z^3 + 176/85*z + 1
*
[ -1 ] 
f(z) = -5/81*z^3 + 167/81*z + 1
*
[ -6/5 ] 
f(z) = -5/81*z^3 + 173/90*z + 1
*
[ -1 ] 
f(z) = -5/82*z^3 + 169/82*z + 1
*
[ -1 ] 
f(z) = -5/83*z^3 + 171/83*z + 1
*
[ -1 ] 
f(z) = -5/86*z^3 + 177/86*z + 1
*
[ -3 ] 
f(z) = -5/87*z^3 + 161/87*z + 1
*
[ -1 ] 
f(z) = -5/87*z^3 + 179/87*z + 1
*
[ -3 ] 
f(z) = -5/93*z^3 + 169/93*z + 1
*
[ -2 ] 
f(z) = -5/94*z^3 + 161/94*z + 1
*
[ -3 ] 
f(z) = -5/96*z^3 + 173/96*z + 1
*
[ -2 ] 
f(z) = -5/98*z^3 + 167/98*z + 1
*
[ -1 ] 
f(z) = -4/81*z^3 + 166/81*z + 1
*
[ -1 ] 
f(z) = -4/83*z^3 + 170/83*z + 1
*
[ 5 ] 
f(z) = -4/85*z^3 + 168/85*z + 1
*
[ -1 ] 
f(z) = -4/85*z^3 + 174/85*z + 1
*
[ -1 ] 
f(z) = -4/87*z^3 + 178/87*z + 1
*
[ -7/2 ] 
f(z) = -4/91*z^3 + 166/91*z + 1
*
[ -3 ] 
f(z) = -4/93*z^3 + 160/93*z + 1
*
[ -3/2 ] 
f(z) = -4/93*z^3 + 164/93*z + 1
*
[ 5 ] 
f(z) = -4/95*z^3 + 176/95*z + 1
*
[ -1 ] 
f(z) = -3/80*z^3 + 163/80*z + 1
*
[ -5 ] 
f(z) = -3/80*z^3 + 171/80*z + 1
*
[ -1 ] 
f(z) = -3/82*z^3 + 167/82*z + 1
*
[ -1 ] 
f(z) = -3/83*z^3 + 169/83*z + 1
*
[ -1 ] 
f(z) = -3/85*z^3 + 173/85*z + 1
*
[ -5 ] 
f(z) = -3/85*z^3 + 177/85*z + 1
*
[ -1 ] 
f(z) = -3/86*z^3 + 175/86*z + 1
*
[ -4 ] 
f(z) = -3/92*z^3 + 163/92*z + 1
*
[ -1 ] 
f(z) = -2/81*z^3 + 164/81*z + 1
*
[ -1 ] 
f(z) = -2/83*z^3 + 168/83*z + 1
*
[ -1 ] 
f(z) = -2/85*z^3 + 172/85*z + 1
*
[ -1 ] 
f(z) = -2/87*z^3 + 176/87*z + 1
*
[ 7 ] 
f(z) = -2/91*z^3 + 176/91*z + 1
*
[ -5 ] 
f(z) = -2/95*z^3 + 164/95*z + 1
*
[ -1 ] 
f(z) = -1/80*z^3 + 161/80*z + 1
*
-3 | 0.077139005271211275834851790307822559358 | 0.015037140021266098390429730175425254673
f(z) = -1/80*z^3 + 169/80*z + 1
*
[ -1 ] 
f(z) = -1/81*z^3 + 163/81*z + 1
*
[ -1 ] 
f(z) = -1/82*z^3 + 165/82*z + 1
*
[ -1 ] 
f(z) = -1/83*z^3 + 167/83*z + 1
*
[ -1 ] 
f(z) = -1/85*z^3 + 171/85*z + 1
*
[ -1 ] 
f(z) = -1/86*z^3 + 173/86*z + 1
*
[ -1 ] 
f(z) = -1/87*z^3 + 175/87*z + 1
*
[ -8 ] 
f(z) = -1/88*z^3 + 163/88*z + 1
*
[ -22/3 ] 
f(z) = -1/88*z^3 + 173/99*z + 1
*
[ -1 ] 
f(z) = -1/88*z^3 + 177/88*z + 1
*
[ -1 ] 
f(z) = -1/89*z^3 + 179/89*z + 1
*
[ 9 ] 
f(z) = -1/90*z^3 + 161/90*z + 1
*
[ 9 ] 
f(z) = -1/99*z^3 + 169/99*z + 1
*
3/14 | 0.13523300088114543857121694353417645856 | 0.018456493153870052521282789580490357678
f(z) = -14/81*z^3 + 169/126*z + 1
*
[ 7/3 ] 
f(z) = -13/98*z^3 + 163/126*z + 1
*
-30/7 | 0.14308617897866004980594070248240066082 | 0.019376266526481543023702198581348025161
f(z) = -7/81*z^3 + 179/126*z + 1
*
-24/5 | 0.19266353536453549407105714388418532070 | 0.029566885621125996805619508272686545529
f(z) = -5/96*z^3 + 169/120*z + 1
*
[ 15/2 ] 
f(z) = -1/90*z^3 + 179/120*z + 1
*
[ 6 ] 
f(z) = -1/92*z^3 + 169/138*z + 1
*
-10 | 0.18881003608098978887728730214901516155 | 0.029192769186810050231795752307609587754
f(z) = -1/96*z^3 + 161/120*z + 1
*
[ 9/4 ] 
f(z) = -11/81*z^3 + 179/144*z + 1
*
15/4 | 0.18406715924355557853553403554362065487 | 0.025041392324102554397777317607328704018
f(z) = -5/81*z^3 + 173/144*z + 1
*
-12 | 0.10705080584800609971139713315937881398 | 0.014610209433912413111422242238502152861
f(z) = -1/81*z^3 + 169/144*z + 1
*
-6/5 | 0.18137853700143743272999469331243469054 | 0.024979054457624685586875802054179587953
f(z) = -15/88*z^3 + 178/165*z + 1
*
[ 2 ] 
f(z) = -12/83*z^3 + 179/166*z + 1
*
[ 2 ] 
f(z) = -11/81*z^3 + 169/162*z + 1
*
[ 2 ] 
f(z) = -11/83*z^3 + 171/166*z + 1
*
[ 2 ] 
f(z) = -11/85*z^3 + 173/170*z + 1
*
[ 2 ] 
f(z) = -11/87*z^3 + 175/174*z + 1
*
[ 2 ] 
f(z) = -11/89*z^3 + 177/178*z + 1
*
[ 2 ] 
f(z) = -10/81*z^3 + 161/162*z + 1
*
[ 2 ] 
f(z) = -10/83*z^3 + 163/166*z + 1
*
[ 2 ] 
f(z) = -10/87*z^3 + 167/174*z + 1
*
[ 2 ] 
f(z) = -10/89*z^3 + 169/178*z + 1
*
[ 2 ] 
f(z) = -9/89*z^3 + 161/178*z + 1
*
[ 5/2 ] 
f(z) = -6/85*z^3 + 177/170*z + 1
*
[ 10/3 ] 
f(z) = -3/88*z^3 + 178/165*z + 1
*
[ 4 ] 
f(z) = -1/86*z^3 + 161/172*z + 1
*
[ 2 ] 
f(z) = -11/91*z^3 + 179/182*z + 1
*
[ 2 ] 
f(z) = -10/91*z^3 + 171/182*z + 1
*
[ 2 ] 
f(z) = -10/93*z^3 + 173/186*z + 1
*
[ 2 ] 
f(z) = -10/97*z^3 + 177/194*z + 1
*
[ 2 ] 
f(z) = -10/99*z^3 + 179/198*z + 1
*
[ 2 ] 
f(z) = -9/91*z^3 + 163/182*z + 1
*
[ 2 ] 
f(z) = -9/95*z^3 + 167/190*z + 1
*
[ 2 ] 
f(z) = -9/97*z^3 + 169/194*z + 1
*
[ 2 ] 
f(z) = -8/97*z^3 + 161/194*z + 1
*
[ 2 ] 
f(z) = -8/99*z^3 + 163/198*z + 1
*
4 | 0.14887058318864935841276755828817913286 | 0.028667787440430782044696341313683916534
f(z) = -7/90*z^3 + 179/180*z + 1
*
[ 7/2 ] 
f(z) = -2/91*z^3 + 179/182*z + 1
*
[ 4 ] 
f(z) = -1/90*z^3 + 167/180*z + 1
*
[ 4 ] 
f(z) = -1/94*z^3 + 173/188*z + 1
*
[ 4 ] 
f(z) = -1/98*z^3 + 179/196*z + 1
*
-15/7 | 0.13600676435069040692232690028176570103 | 0.021100322099270970356838045696612586045
f(z) = -7/90*z^3 + 173/210*z + 1
*
[ 7/4 ] 
f(z) = -11/98*z^3 + 173/224*z + 1
*
[ 9/5 ] 
f(z) = -8/81*z^3 + 172/225*z + 1
*
[ 9/5 ] 
f(z) = -7/81*z^3 + 163/225*z + 1
*
[ 3/2 ] 
f(z) = -12/83*z^3 + 164/249*z + 1
*
[ 3/2 ] 
f(z) = -12/85*z^3 + 166/255*z + 1
*
2 | 0.16954673365325748294290786909349852688 | 0.024405832673842423924237500646632817758
f(z) = -13/80*z^3 + 179/260*z + 1
*
[ 3/2 ] 
f(z) = -12/89*z^3 + 170/267*z + 1
*
[ 3/2 ] 
f(z) = -12/91*z^3 + 172/273*z + 1
*
-8/3 | 0.13425891392601325472185839031703762813 | 0.024078217258162484045847465093609224944
f(z) = -3/88*z^3 + 163/264*z + 1
*
-3 | 0.14320000541044366636953313056639038492 | 0.025681727498129570807990538088606767621
f(z) = -3/88*z^3 + 169/264*z + 1
*
[ 3/2 ] 
f(z) = -12/95*z^3 + 176/285*z + 1
*
[ 3/2 ] 
f(z) = -12/97*z^3 + 178/291*z + 1
*
[ 5/3 ] 
f(z) = -6/95*z^3 + 164/285*z + 1
*
[ -6 ] 
f(z) = -20/81*z^3 + 181/18*z + 1
*
[ 9 ] 
f(z) = -20/81*z^3 + 188/9*z + 1
*
[ -9 ] 
f(z) = -20/81*z^3 + 190/9*z + 1
*
[ -9 ] 
f(z) = -19/81*z^3 + 181/9*z + 1
*
-12 | 0.21118129568454740051761398691317757612 | 0.028887196052955311857474673532695633105
f(z) = -11/96*z^3 + 187/12*z + 1
*
-21/2 | 0.16883154453543935386729114270752167840 | 0.022828272002433072639038019949658075343
f(z) = -8/81*z^3 + 181/18*z + 1
*
[ 22 ] 
f(z) = -3/88*z^3 + 192/11*z + 1
*
[ -22 ] 
f(z) = -3/88*z^3 + 193/11*z + 1
*
-15/4 | 0.19308309736428544722087151084707020659 | 0.026030469086851249905985372405667375617
f(z) = -20/81*z^3 + 185/36*z + 1
*
[ 9/2 ] 
f(z) = -19/81*z^3 + 199/36*z + 1
*
[ 6 ] 
f(z) = -19/96*z^3 + 191/24*z + 1
*
[ -6 ] 
f(z) = -19/96*z^3 + 199/24*z + 1
*
[ 9/2 ] 
f(z) = -17/81*z^3 + 181/36*z + 1
*
[ -9/2 ] 
f(z) = -17/81*z^3 + 197/36*z + 1
*
6 | 0.18232910054168578098702651772351819375 | 0.028524947571623309791250344375913336369
f(z) = -17/90*z^3 + 199/30*z + 1
*
[ -6 ] 
f(z) = -17/96*z^3 + 181/24*z + 1
*
-9/8 | 0.15354832604104736717784694397651847052 | 0.020700594764172002249823348102763860852
f(z) = -16/81*z^3 + 185/36*z + 1
*
[ 6 ] 
f(z) = -13/90*z^3 + 181/30*z + 1
*
[ -6 ] 
f(z) = -13/90*z^3 + 191/30*z + 1
*
-8 | 0.15374920916425934462835222680150041826 | 0.023234070779126176735549235268434036519
f(z) = -13/96*z^3 + 187/24*z + 1
*
[ 8 ] 
f(z) = -11/96*z^3 + 197/24*z + 1
*
[ 10 ] 
f(z) = -7/80*z^3 + 193/20*z + 1
*
[ -10 ] 
f(z) = -7/80*z^3 + 197/20*z + 1
*
45/4 | 0.089099774702376175892704699782435559173 | 0.011943805994350749037635742949328452472
f(z) = -4/81*z^3 + 193/36*z + 1
*
2 | 0.078800273036526402688549802672153187379 | 0.010702712156069220489368419736950137638
f(z) = -3/88*z^3 + 197/33*z + 1
*
18 | 0.12443185948782130691467942938642434668 | 0.016824843615407757214114419734609263997
f(z) = -1/81*z^3 + 181/36*z + 1
*
[ 4 ] 
f(z) = -19/88*z^3 + 185/44*z + 1
*
[ -4 ] 
f(z) = -17/88*z^3 + 191/44*z + 1
*
[ -7/2 ] 
f(z) = -17/98*z^3 + 191/56*z + 1
*
[ -15/4 ] 
f(z) = -16/81*z^3 + 182/45*z + 1
*
[ -2/5 ] 
f(z) = -15/88*z^3 + 194/55*z + 1
*
[ -14/3 ] 
f(z) = -15/98*z^3 + 191/42*z + 1
*
6 | 0.15353258625702170357676729203890162062 | 0.025823671084728359992548474657205357046
f(z) = -11/84*z^3 + 191/42*z + 1
*
6 | 0.12705210763814690229184334691230948969 | 0.016984603346171888399131390955385444993
f(z) = -10/81*z^3 + 197/45*z + 1
*
-2 | 0.15688540719243724603635639634986309652 | 0.026318615443876144467848578430346754243
f(z) = -7/90*z^3 + 194/45*z + 1
*
-9 | 0.093365299753661666341259183118484372910 | 0.012506934356991773842693031451563490025
f(z) = -5/81*z^3 + 194/45*z + 1
*
-36/5 | 0.12803841889615190467611418037991033928 | 0.017093373782222574013780999670835156978
f(z) = -5/81*z^3 + 199/45*z + 1
*
[ -2/5 ] 
f(z) = -5/88*z^3 + 193/55*z + 1
*
-18 | 0.15068143746873756749254327584442215722 | 0.025212950135560016367350572044083881921
f(z) = -1/84*z^3 + 197/42*z + 1
*
15/4 | 0.15989215911431335292881135241388177996 | 0.021345909018169742020993911128511351607
f(z) = -14/81*z^3 + 199/72*z + 1
*
-14/3 | 0.20239715452077873879691888576656209368 | 0.027665442512310855883904874037286876250
f(z) = -9/88*z^3 + 188/77*z + 1
*
-2/7 | 0.17572851108997909742601460211496386453 | 0.023934262900508354104070019988848049865
f(z) = -7/88*z^3 + 193/77*z + 1
*
[ -6 ] 
f(z) = -5/99*z^3 + 197/66*z + 1
*
10/3 | 0.14075964847210819361216529269023510045 | 0.021271131430353566647739509691358114419
f(z) = -3/80*z^3 + 187/60*z + 1
*
-6 | 0.074100848135657636234607627071888388872 | 0.011162173903922894105414014873906904079
f(z) = -3/80*z^3 + 191/60*z + 1
*
-6 | 0.083755735993796689449775477499947639878 | 0.011227438733324758012086613894799427730
f(z) = -2/81*z^3 + 193/72*z + 1
*
-21/2 | 0.17390668568614165013121477797502055209 | 0.027383060165677510302202149071214283981
f(z) = -2/99*z^3 + 191/66*z + 1
*
12 | 0.13316022856602911449112771125301134245 | 0.020027152652284764045449936895079110879
f(z) = -1/80*z^3 + 193/60*z + 1
*
-20 | 0.17564099531201483186617727676350153601 | 0.023922343231783301703859538878965126875
f(z) = -1/96*z^3 + 193/60*z + 1
*
[ -1 ] 
f(z) = -20/81*z^3 + 182/81*z + 1
*
[ -6/5 ] 
f(z) = -20/81*z^3 + 197/90*z + 1
*
[ -1 ] 
f(z) = -20/83*z^3 + 186/83*z + 1
*
[ -3/2 ] 
f(z) = -20/87*z^3 + 190/87*z + 1
*
[ -1 ] 
f(z) = -20/87*z^3 + 194/87*z + 1
*
[ -1 ] 
f(z) = -20/89*z^3 + 198/89*z + 1
*
[ -1 ] 
f(z) = -19/81*z^3 + 181/81*z + 1
*
[ -1 ] 
f(z) = -19/82*z^3 + 183/82*z + 1
*
[ -2 ] 
f(z) = -19/82*z^3 + 199/82*z + 1
*
[ -1 ] 
f(z) = -19/83*z^3 + 185/83*z + 1
*
-3 | 0.12522189820739373530006455014607607263 | 0.023656657297062298747282489773819501175
f(z) = -19/84*z^3 + 199/84*z + 1
*
[ -1 ] 
f(z) = -19/85*z^3 + 189/85*z + 1
*
[ -1 ] 
f(z) = -19/86*z^3 + 191/86*z + 1
*
[ -1 ] 
f(z) = -19/87*z^3 + 193/87*z + 1
*
[ -1 ] 
f(z) = -19/89*z^3 + 197/89*z + 1
*
[ -1 ] 
f(z) = -19/90*z^3 + 199/90*z + 1
*
[ -1 ] 
f(z) = -18/83*z^3 + 184/83*z + 1
*
[ -5/3 ] 
f(z) = -18/85*z^3 + 186/85*z + 1
*
[ -1 ] 
f(z) = -18/85*z^3 + 188/85*z + 1
*
[ -1 ] 
f(z) = -18/89*z^3 + 196/89*z + 1
*
[ -1 ] 
f(z) = -17/82*z^3 + 181/82*z + 1
*
[ -2 ] 
f(z) = -17/82*z^3 + 191/82*z + 1
*
[ -1 ] 
f(z) = -17/83*z^3 + 183/83*z + 1
*
[ -1 ] 
f(z) = -17/86*z^3 + 189/86*z + 1
*
[ -2 ] 
f(z) = -17/86*z^3 + 197/86*z + 1
*
[ -1 ] 
f(z) = -17/87*z^3 + 191/87*z + 1
*
[ -1 ] 
f(z) = -17/88*z^3 + 193/88*z + 1
*
[ -1 ] 
f(z) = -17/89*z^3 + 195/89*z + 1
*
[ -1 ] 
f(z) = -17/90*z^3 + 197/90*z + 1
*
[ -1 ] 
f(z) = -17/91*z^3 + 199/91*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.022129825548436019373927055470598945856
f(z) = -17/96*z^3 + 185/96*z + 1
*
[ -1 ] 
f(z) = -16/83*z^3 + 182/83*z + 1
*
[ -1 ] 
f(z) = -16/85*z^3 + 186/85*z + 1
*
[ -3/2 ] 
f(z) = -16/87*z^3 + 181/87*z + 1
*
[ -1 ] 
f(z) = -16/87*z^3 + 190/87*z + 1
*
[ -1 ] 
f(z) = -16/89*z^3 + 194/89*z + 1
*
3/4 | 0.15450897756919224647893049208352498255 | 0.029417542648128202172053844948638178037
f(z) = -16/91*z^3 + 191/91*z + 1
*
[ -7/4 ] 
f(z) = -16/91*z^3 + 192/91*z + 1
*
[ -1 ] 
f(z) = -16/91*z^3 + 198/91*z + 1
*
[ -3/2 ] 
f(z) = -16/93*z^3 + 191/93*z + 1
*
[ -5/4 ] 
f(z) = -16/95*z^3 + 196/95*z + 1
*
[ 11/4 ] 
f(z) = -16/99*z^3 + 184/99*z + 1
*
[ -2 ] 
f(z) = -15/82*z^3 + 183/82*z + 1
*
[ -1 ] 
f(z) = -15/83*z^3 + 181/83*z + 1
*
[ -1 ] 
f(z) = -15/86*z^3 + 187/86*z + 1
*
[ -2 ] 
f(z) = -15/86*z^3 + 189/86*z + 1
*
[ -1 ] 
f(z) = -15/89*z^3 + 193/89*z + 1
*
[ -1 ] 
f(z) = -15/91*z^3 + 197/91*z + 1
*
[ -1 ] 
f(z) = -15/92*z^3 + 199/92*z + 1
*
[ -1 ] 
f(z) = -14/83*z^3 + 180/83*z + 1
*
[ -1 ] 
f(z) = -14/85*z^3 + 184/85*z + 1
*
[ 3 ] 
f(z) = -14/87*z^3 + 184/87*z + 1
*
[ -1 ] 
f(z) = -14/87*z^3 + 188/87*z + 1
*
[ -1 ] 
f(z) = -14/89*z^3 + 192/89*z + 1
*
[ 3 ] 
f(z) = -14/93*z^3 + 188/93*z + 1
*
[ -1 ] 
f(z) = -13/85*z^3 + 183/85*z + 1
*
[ -2 ] 
f(z) = -13/86*z^3 + 181/86*z + 1
*
[ -1 ] 
f(z) = -13/86*z^3 + 185/86*z + 1
*
[ -1 ] 
f(z) = -13/87*z^3 + 187/87*z + 1
*
[ -1 ] 
f(z) = -13/88*z^3 + 189/88*z + 1
*
[ -1 ] 
f(z) = -13/89*z^3 + 191/89*z + 1
*
[ -2 ] 
f(z) = -13/90*z^3 + 187/90*z + 1
*
[ -1 ] 
f(z) = -13/90*z^3 + 193/90*z + 1
*
[ -1 ] 
f(z) = -13/92*z^3 + 197/92*z + 1
*
[ -1 ] 
f(z) = -13/93*z^3 + 199/93*z + 1
*
[ -2 ] 
f(z) = -13/94*z^3 + 193/94*z + 1
*
[ 3 ] 
f(z) = -13/96*z^3 + 181/96*z + 1
*
[ -2 ] 
f(z) = -13/98*z^3 + 199/98*z + 1
*
[ -1 ] 
f(z) = -12/85*z^3 + 182/85*z + 1
*
[ -5/2 ] 
f(z) = -12/85*z^3 + 194/85*z + 1
*
[ -1 ] 
f(z) = -12/89*z^3 + 190/89*z + 1
*
[ -1 ] 
f(z) = -12/91*z^3 + 194/91*z + 1
*
7/2 | 0.15450983978347101116619232061563093692 | 0.029189673540388444982868581584271478032
f(z) = -12/91*z^3 + 199/91*z + 1
*
[ -1 ] 
f(z) = -11/85*z^3 + 181/85*z + 1
*
[ -1 ] 
f(z) = -11/86*z^3 + 183/86*z + 1
*
[ -1 ] 
f(z) = -11/87*z^3 + 185/87*z + 1
*
[ -1 ] 
f(z) = -11/89*z^3 + 189/89*z + 1
*
[ -1 ] 
f(z) = -11/90*z^3 + 191/90*z + 1
*
[ -1 ] 
f(z) = -11/91*z^3 + 193/91*z + 1
*
[ -1 ] 
f(z) = -11/92*z^3 + 195/92*z + 1
*
[ -1 ] 
f(z) = -11/93*z^3 + 197/93*z + 1
*
[ -2 ] 
f(z) = -11/94*z^3 + 185/94*z + 1
*
[ -1 ] 
f(z) = -11/94*z^3 + 199/94*z + 1
*
[ -2 ] 
f(z) = -11/98*z^3 + 191/98*z + 1
*
[ -1 ] 
f(z) = -10/87*z^3 + 184/87*z + 1
*
[ -1 ] 
f(z) = -10/89*z^3 + 188/89*z + 1
*
[ -1 ] 
f(z) = -10/91*z^3 + 192/91*z + 1
*
[ -1 ] 
f(z) = -10/93*z^3 + 196/93*z + 1
*
-16/3 | 0.12946452706939561363479691177572318857 | 0.024649235962862789270612247003910450082
f(z) = -9/80*z^3 + 191/80*z + 1
*
[ -1 ] 
f(z) = -9/86*z^3 + 181/86*z + 1
*
[ -1 ] 
f(z) = -9/89*z^3 + 187/89*z + 1
*
[ -1 ] 
f(z) = -9/91*z^3 + 191/91*z + 1
*
[ -1 ] 
f(z) = -9/92*z^3 + 193/92*z + 1
*
[ -1 ] 
f(z) = -9/94*z^3 + 197/94*z + 1
*
[ -1 ] 
f(z) = -9/95*z^3 + 199/95*z + 1
*
[ -2 ] 
f(z) = -9/98*z^3 + 183/98*z + 1
*
[ 15/4 ] 
f(z) = -8/81*z^3 + 191/90*z + 1
*
[ -1 ] 
f(z) = -8/87*z^3 + 182/87*z + 1
*
[ -3 ] 
f(z) = -8/87*z^3 + 188/87*z + 1
*
[ -1 ] 
f(z) = -8/89*z^3 + 186/89*z + 1
*
[ -1 ] 
f(z) = -8/91*z^3 + 190/91*z + 1
*
[ -1 ] 
f(z) = -8/93*z^3 + 194/93*z + 1
*
[ -3 ] 
f(z) = -8/93*z^3 + 196/93*z + 1
*
[ -5/2 ] 
f(z) = -8/95*z^3 + 183/95*z + 1
*
[ -1 ] 
f(z) = -8/95*z^3 + 198/95*z + 1
*
[ -1 ] 
f(z) = -7/87*z^3 + 181/87*z + 1
*
[ -1 ] 
f(z) = -7/89*z^3 + 185/89*z + 1
*
[ -1 ] 
f(z) = -7/90*z^3 + 187/90*z + 1
*
[ 4 ] 
f(z) = -7/92*z^3 + 181/92*z + 1
*
[ -1 ] 
f(z) = -7/92*z^3 + 191/92*z + 1
*
[ -3 ] 
f(z) = -7/93*z^3 + 187/93*z + 1
*
[ -1 ] 
f(z) = -7/93*z^3 + 193/93*z + 1
*
[ -1 ] 
f(z) = -7/94*z^3 + 195/94*z + 1
*
[ -1 ] 
f(z) = -7/95*z^3 + 197/95*z + 1
*
[ -3 ] 
f(z) = -7/96*z^3 + 191/96*z + 1
*
[ -1 ] 
f(z) = -6/89*z^3 + 184/89*z + 1
*
[ -1 ] 
f(z) = -6/91*z^3 + 188/91*z + 1
*
[ -1 ] 
f(z) = -6/95*z^3 + 196/95*z + 1
*
[ -18/5 ] 
f(z) = -5/81*z^3 + 187/90*z + 1
*
[ -1 ] 
f(z) = -5/88*z^3 + 181/88*z + 1
*
[ -1 ] 
f(z) = -5/89*z^3 + 183/89*z + 1
*
[ -1 ] 
f(z) = -5/91*z^3 + 187/91*z + 1
*
[ -1 ] 
f(z) = -5/92*z^3 + 189/92*z + 1
*
[ -4 ] 
f(z) = -5/92*z^3 + 195/92*z + 1
*
[ -1 ] 
f(z) = -5/93*z^3 + 191/93*z + 1
*
[ -1 ] 
f(z) = -5/94*z^3 + 193/94*z + 1
*
[ -1 ] 
f(z) = -5/97*z^3 + 199/97*z + 1
*
[ -1 ] 
f(z) = -4/89*z^3 + 182/89*z + 1
*
[ -1 ] 
f(z) = -4/91*z^3 + 186/91*z + 1
*
[ -1 ] 
f(z) = -4/93*z^3 + 190/93*z + 1
*
[ -1 ] 
f(z) = -4/95*z^3 + 194/95*z + 1
*
[ -1 ] 
f(z) = -4/97*z^3 + 198/97*z + 1
*
[ -1 ] 
f(z) = -3/89*z^3 + 181/89*z + 1
*
[ -1 ] 
f(z) = -3/91*z^3 + 185/91*z + 1
*
[ -1 ] 
f(z) = -3/92*z^3 + 187/92*z + 1
*
[ -1 ] 
f(z) = -3/94*z^3 + 191/94*z + 1
*
[ -5 ] 
f(z) = -3/95*z^3 + 189/95*z + 1
*
[ -1 ] 
f(z) = -3/95*z^3 + 193/95*z + 1
*
[ -1 ] 
f(z) = -3/97*z^3 + 197/97*z + 1
*
[ -1 ] 
f(z) = -3/98*z^3 + 199/98*z + 1
*
[ -1 ] 
f(z) = -2/89*z^3 + 180/89*z + 1
*
[ -1 ] 
f(z) = -2/91*z^3 + 184/91*z + 1
*
[ -1 ] 
f(z) = -2/93*z^3 + 188/93*z + 1
*
[ -1 ] 
f(z) = -2/95*z^3 + 192/95*z + 1
*
[ -1 ] 
f(z) = -2/97*z^3 + 196/97*z + 1
*
-5 | 0.10810884735544795388488809517458631789 | 0.020542506489051818864937321269807935677
f(z) = -1/84*z^3 + 193/84*z + 1
*
[ -10 ] 
f(z) = -1/90*z^3 + 199/90*z + 1
*
[ -1 ] 
f(z) = -1/92*z^3 + 185/92*z + 1
*
[ -1 ] 
f(z) = -1/93*z^3 + 187/93*z + 1
*
[ -1 ] 
f(z) = -1/94*z^3 + 189/94*z + 1
*
[ -1 ] 
f(z) = -1/95*z^3 + 191/95*z + 1
*
[ -1 ] 
f(z) = -1/97*z^3 + 195/97*z + 1
*
[ -1 ] 
f(z) = -1/98*z^3 + 197/98*z + 1
*
[ -9 ] 
f(z) = -1/99*z^3 + 191/99*z + 1
*
[ -1 ] 
f(z) = -1/99*z^3 + 199/99*z + 1
*
[ -4/3 ] 
f(z) = -5/96*z^3 + 199/108*z + 1
*
[ -4/3 ] 
f(z) = -1/96*z^3 + 191/108*z + 1
*
[ 7/3 ] 
f(z) = -17/98*z^3 + 191/126*z + 1
*
3/2 | 0.17390705234780616122805519784529043042 | 0.027383117899619021182967023824593648378
f(z) = -16/99*z^3 + 191/132*z + 1
*
[ -8/3 ] 
f(z) = -3/80*z^3 + 197/120*z + 1
*
[ -14/3 ] 
f(z) = -1/98*z^3 + 181/126*z + 1
*
[ -7/3 ] 
f(z) = -1/98*z^3 + 187/126*z + 1
*
12 | 0.18821409034286227593940211913622660988 | 0.029888966632206549881142528804427209456
f(z) = -1/99*z^3 + 181/132*z + 1
*
[ 9/4 ] 
f(z) = -13/81*z^3 + 197/144*z + 1
*
[ 20/7 ] 
f(z) = -7/80*z^3 + 191/140*z + 1
*
21/4 | 0.11560817844751159735852345564651679630 | 0.015454753888040903935997664273174071797
f(z) = -5/81*z^3 + 197/144*z + 1
*
-10/3 | 0.18165938267073421639452679400022185463 | 0.024673113534427441819635125188799388228
f(z) = -15/88*z^3 + 197/165*z + 1
*
[ 2 ] 
f(z) = -14/81*z^3 + 193/162*z + 1
*
[ 2 ] 
f(z) = -14/83*z^3 + 195/166*z + 1
*
[ 2 ] 
f(z) = -14/85*z^3 + 197/170*z + 1
*
[ 2 ] 
f(z) = -14/87*z^3 + 199/174*z + 1
*
[ 2 ] 
f(z) = -13/81*z^3 + 185/162*z + 1
*
[ 2 ] 
f(z) = -13/83*z^3 + 187/166*z + 1
*
[ 2 ] 
f(z) = -13/85*z^3 + 189/170*z + 1
*
[ 2 ] 
f(z) = -13/87*z^3 + 191/174*z + 1
*
[ 2 ] 
f(z) = -13/89*z^3 + 193/178*z + 1
*
[ 2 ] 
f(z) = -12/85*z^3 + 181/170*z + 1
*
[ 2 ] 
f(z) = -12/89*z^3 + 185/178*z + 1
*
-14 | 0.16192419217253651520609472196372707553 | 0.024469447109612166489859275254059883497
f(z) = -1/96*z^3 + 187/168*z + 1
*
-10/3 | 0.17079320968564706630966515598655388280 | 0.025569379978307293624118389118871278080
f(z) = -13/80*z^3 + 199/180*z + 1
*
[ 2 ] 
f(z) = -13/93*z^3 + 197/186*z + 1
*
[ 2 ] 
f(z) = -13/95*z^3 + 199/190*z + 1
*
[ 2 ] 
f(z) = -12/91*z^3 + 187/182*z + 1
*
[ 2 ] 
f(z) = -12/95*z^3 + 191/190*z + 1
*
[ 2 ] 
f(z) = -12/97*z^3 + 193/194*z + 1
*
[ 2 ] 
f(z) = -11/93*z^3 + 181/186*z + 1
*
[ 2 ] 
f(z) = -11/95*z^3 + 183/190*z + 1
*
[ 2 ] 
f(z) = -11/97*z^3 + 185/194*z + 1
*
[ 20/9 ] 
f(z) = -9/80*z^3 + 199/180*z + 1
*
[ 9/4 ] 
f(z) = -8/99*z^3 + 191/198*z + 1
*
[ 5/2 ] 
f(z) = -6/95*z^3 + 189/190*z + 1
*
-34/3 | 0.11118439811401371910222962512632471097 | 0.016645369732608986123498016248431362102
f(z) = -1/80*z^3 + 199/180*z + 1
*
[ 15/7 ] 
f(z) = -7/90*z^3 + 187/210*z + 1
*
[ 7/4 ] 
f(z) = -13/98*z^3 + 187/224*z + 1
*
2 | 0.14336249912356455099843677052383273622 | 0.021145154926572623425409674140073871261
f(z) = -11/80*z^3 + 191/220*z + 1
*
[ 20/11 ] 
f(z) = -11/80*z^3 + 199/220*z + 1
*
[ 9/5 ] 
f(z) = -11/81*z^3 + 199/225*z + 1
*
-39/10 | 0.20059631119275630118488922741842321068 | 0.026348055774818580891597202490812047748
f(z) = -8/81*z^3 + 188/225*z + 1
*
[ 3/2 ] 
f(z) = -16/83*z^3 + 191/249*z + 1
*
[ 3/2 ] 
f(z) = -16/85*z^3 + 193/255*z + 1
*
0 | 0.064886433619192857331458875470917266014 | 0.011839209721122500330892468658962320161
f(z) = -9/80*z^3 + 187/240*z + 1
*
21/4 | 0.22525561951257442893686823945837243544 | 0.029153062798371992408573870836598930090
f(z) = -4/81*z^3 + 187/252*z + 1
*
[ 3 ] 
f(z) = -1/80*z^3 + 187/240*z + 1
*
[ 3 ] 
f(z) = -1/82*z^3 + 191/246*z + 1
*
[ 3 ] 
f(z) = -1/83*z^3 + 193/249*z + 1
*
[ 3 ] 
f(z) = -1/85*z^3 + 197/255*z + 1
*
[ 3 ] 
f(z) = -1/86*z^3 + 199/258*z + 1
*
[ 3/2 ] 
f(z) = -16/89*z^3 + 197/267*z + 1
*
[ 3/2 ] 
f(z) = -16/91*z^3 + 199/273*z + 1
*
[ 20/13 ] 
f(z) = -13/80*z^3 + 191/260*z + 1
*
-11/3 | 0.13654530478280472458839385472357318835 | 0.024488262402853876261020768685470075189
f(z) = -3/88*z^3 + 193/264*z + 1
*
-22/9 | 0.23204971282678110660034499636527026054 | 0.029852634504929285112160625906587679329
f(z) = -3/88*z^3 + 182/297*z + 1
*
0 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = -3/95*z^3 + 199/285*z + 1
*
[ 12 ] 
f(z) = -11/96*z^3 + 209/12*z + 1
*
[ -12 ] 
f(z) = -11/96*z^3 + 211/12*z + 1
*
-21/2 | 0.18427933023389539661669669179041469565 | 0.024320491594962908822443161043669136839
f(z) = -8/81*z^3 + 217/18*z + 1
*
-15 | 0.10796532499607141406524377072501967978 | 0.014375384232051132794428039205617243906
f(z) = -4/81*z^3 + 203/18*z + 1
*
[ -9/2 ] 
f(z) = -19/81*z^3 + 215/36*z + 1
*
-6 | 0.15837830282630161621982245813140825137 | 0.024589290072067349536856901881296990126
f(z) = -17/90*z^3 + 209/30*z + 1
*
[ 6 ] 
f(z) = -13/88*z^3 + 203/33*z + 1
*
[ -6 ] 
f(z) = -13/88*z^3 + 214/33*z + 1
*
[ -8 ] 
f(z) = -11/96*z^3 + 203/24*z + 1
*
10 | 0.20132983978899658547612788921470415706 | 0.029714975853234188334095589907115531487
f(z) = -9/80*z^3 + 219/20*z + 1
*
-3/2 | 0.22261336509356382770154232512866624922 | 0.029526046567661258907963317565413135880
f(z) = -5/81*z^3 + 209/36*z + 1
*
-45/2 | 0.21114672898482304840943883885357723134 | 0.027866349639221551594872013025021297486
f(z) = -1/81*z^3 + 217/36*z + 1
*
-30 | 0.15943066984342449783153943237776462301 | 0.023762623031836806031916490860138963044
f(z) = -1/96*z^3 + 205/24*z + 1
*
9/10 | 0.21582482548803808876815580109410914040 | 0.028536176298974474617818721136222020856
f(z) = -20/81*z^3 + 214/45*z + 1
*
[ -4 ] 
f(z) = -19/88*z^3 + 207/44*z + 1
*
[ -7/2 ] 
f(z) = -19/98*z^3 + 205/56*z + 1
*
-18/5 | 0.17364885780224430467137116769652036137 | 0.023473797003020510450207274709102190829
f(z) = -15/88*z^3 + 204/55*z + 1
*
-22/5 | 0.21435871253149581737708344727990230894 | 0.028701657845290066947078136207231419147
f(z) = -15/88*z^3 + 219/55*z + 1
*
-6 | 0.11861486295640497707559718965554537123 | 0.019716051261259314437730121117289447876
f(z) = -11/84*z^3 + 205/42*z + 1
*
-6 | 0.17650259868957481731820372610436276275 | 0.023366033667979706512045727969686852291
f(z) = -10/81*z^3 + 212/45*z + 1
*
-9/5 | 0.089136177378984590414710318940510041611 | 0.011785510154133505836984660405639969687
f(z) = -5/81*z^3 + 214/45*z + 1
*
-14/5 | 0.19870383920925088622775510675204087341 | 0.026638264060716415148094282959226929655
f(z) = -5/88*z^3 + 217/55*z + 1
*
15 | 0.22039171901277642249429463632008266533 | 0.029194503154286163576991331237610844026
f(z) = -2/81*z^3 + 211/45*z + 1
*
9/7 | 0.11133842691719899157320714882931003672 | 0.014853952889696249907559050824448120446
f(z) = -14/81*z^3 + 200/63*z + 1
*
[ -3/7 ] 
f(z) = -14/81*z^3 + 212/63*z + 1
*
15/8 | 0.17123253078233882671484963222574476861 | 0.022598624166857915268408065030699539137
f(z) = -8/81*z^3 + 217/72*z + 1
*
-9/7 | 0.19741061064076591689312012885758446033 | 0.026250592206702264238854204503582648724
f(z) = -7/81*z^3 + 205/63*z + 1
*
-3 | 0.19055997760673149323202217948875953688 | 0.025195679432233370875872760477752081141
f(z) = -7/81*z^3 + 214/63*z + 1
*
-12/5 | 0.20637371597157451787419659157645946726 | 0.027916076803757800089131648627251703575
f(z) = -5/96*z^3 + 203/60*z + 1
*
-12 | 0.19804384081179287686900119944183030941 | 0.029560986753679829964377532962587069333
f(z) = -1/80*z^3 + 203/60*z + 1
*
-3 | 0.16170664208790760488345704201888610634 | 0.021530941651618509999730650434992560381
f(z) = -20/81*z^3 + 203/90*z + 1
*
[ -1 ] 
f(z) = -20/91*z^3 + 202/91*z + 1
*
[ -3/2 ] 
f(z) = -20/93*z^3 + 200/93*z + 1
*
[ -1 ] 
f(z) = -20/93*z^3 + 206/93*z + 1
*
[ -1 ] 
f(z) = -20/97*z^3 + 214/97*z + 1
*
[ -1 ] 
f(z) = -20/99*z^3 + 218/99*z + 1
*
[ -2 ] 
f(z) = -19/86*z^3 + 205/86*z + 1
*
[ -2 ] 
f(z) = -19/90*z^3 + 211/90*z + 1
*
[ -1 ] 
f(z) = -19/91*z^3 + 201/91*z + 1
*
[ -1 ] 
f(z) = -19/92*z^3 + 203/92*z + 1
*
[ -1 ] 
f(z) = -19/93*z^3 + 205/93*z + 1
*
[ -1 ] 
f(z) = -19/94*z^3 + 207/94*z + 1
*
[ -2 ] 
f(z) = -19/94*z^3 + 217/94*z + 1
*
[ -1 ] 
f(z) = -19/97*z^3 + 213/97*z + 1
*
[ -1 ] 
f(z) = -19/98*z^3 + 215/98*z + 1
*
[ -1 ] 
f(z) = -19/99*z^3 + 217/99*z + 1
*
[ -1 ] 
f(z) = -18/91*z^3 + 200/91*z + 1
*
[ -5/3 ] 
f(z) = -18/95*z^3 + 202/95*z + 1
*
[ -1 ] 
f(z) = -18/95*z^3 + 208/95*z + 1
*
[ -1 ] 
f(z) = -18/97*z^3 + 212/97*z + 1
*
[ 3 ] 
f(z) = -17/87*z^3 + 211/87*z + 1
*
[ -2 ] 
f(z) = -17/90*z^3 + 203/90*z + 1
*
[ -1 ] 
f(z) = -17/92*z^3 + 201/92*z + 1
*
[ -1 ] 
f(z) = -17/93*z^3 + 203/93*z + 1
*
[ 3 ] 
f(z) = -17/93*z^3 + 215/93*z + 1
*
[ -1 ] 
f(z) = -17/94*z^3 + 205/94*z + 1
*
[ -2 ] 
f(z) = -17/94*z^3 + 209/94*z + 1
*
[ -1 ] 
f(z) = -17/95*z^3 + 207/95*z + 1
*
[ 3 ] 
f(z) = -17/96*z^3 + 217/96*z + 1
*
[ -1 ] 
f(z) = -17/97*z^3 + 211/97*z + 1
*
[ -1 ] 
f(z) = -17/98*z^3 + 213/98*z + 1
*
[ -2 ] 
f(z) = -17/98*z^3 + 215/98*z + 1
*
[ -1 ] 
f(z) = -17/99*z^3 + 215/99*z + 1
*
[ 3 ] 
f(z) = -16/87*z^3 + 202/87*z + 1
*
[ -3/4 ] 
f(z) = -16/87*z^3 + 212/87*z + 1
*
[ -1 ] 
f(z) = -16/93*z^3 + 202/93*z + 1
*
[ 3 ] 
f(z) = -16/93*z^3 + 206/93*z + 1
*
[ -1 ] 
f(z) = -16/95*z^3 + 206/95*z + 1
*
[ -1 ] 
f(z) = -16/97*z^3 + 210/97*z + 1
*
[ -1 ] 
f(z) = -16/99*z^3 + 214/99*z + 1
*
[ -2 ] 
f(z) = -15/94*z^3 + 201/94*z + 1
*
[ -1 ] 
f(z) = -15/94*z^3 + 203/94*z + 1
*
[ -1 ] 
f(z) = -15/97*z^3 + 209/97*z + 1
*
[ -2 ] 
f(z) = -15/98*z^3 + 207/98*z + 1
*
[ -1 ] 
f(z) = -15/98*z^3 + 211/98*z + 1
*
[ -1 ] 
f(z) = -14/93*z^3 + 200/93*z + 1
*
[ -1 ] 
f(z) = -14/95*z^3 + 204/95*z + 1
*
[ -1 ] 
f(z) = -14/97*z^3 + 208/97*z + 1
*
[ -1 ] 
f(z) = -14/99*z^3 + 212/99*z + 1
*
[ -1 ] 
f(z) = -13/94*z^3 + 201/94*z + 1
*
[ -1 ] 
f(z) = -13/95*z^3 + 203/95*z + 1
*
[ -1 ] 
f(z) = -13/97*z^3 + 207/97*z + 1
*
[ -1 ] 
f(z) = -13/98*z^3 + 209/98*z + 1
*
[ -1 ] 
f(z) = -13/99*z^3 + 211/99*z + 1
*
[ 7/2 ] 
f(z) = -12/91*z^3 + 212/91*z + 1
*
[ -1 ] 
f(z) = -12/95*z^3 + 202/95*z + 1
*
[ -5/2 ] 
f(z) = -12/95*z^3 + 208/95*z + 1
*
[ -1 ] 
f(z) = -12/97*z^3 + 206/97*z + 1
*
-5 | 0.10367550502329251688969716710224039495 | 0.019371870934843821312813677063095620979
f(z) = -11/80*z^3 + 211/80*z + 1
*
[ -3 ] 
f(z) = -11/84*z^3 + 211/84*z + 1
*
[ -3 ] 
f(z) = -11/87*z^3 + 215/87*z + 1
*
[ -1 ] 
f(z) = -11/95*z^3 + 201/95*z + 1
*
[ -1 ] 
f(z) = -11/97*z^3 + 205/97*z + 1
*
[ -1 ] 
f(z) = -11/98*z^3 + 207/98*z + 1
*
[ 18/5 ] 
f(z) = -10/81*z^3 + 209/90*z + 1
*
9/5 | 0.084690940831711845423566986633766894464 | 0.011218706176104281790457788474465062619
f(z) = -10/81*z^3 + 211/90*z + 1
*
[ -3 ] 
f(z) = -10/87*z^3 + 206/87*z + 1
*
[ -3 ] 
f(z) = -10/93*z^3 + 214/93*z + 1
*
[ -1 ] 
f(z) = -10/97*z^3 + 204/97*z + 1
*
[ -1 ] 
f(z) = -10/99*z^3 + 208/99*z + 1
*
5 | 0.086951243404547947045073967462662558451 | 0.016275889770949636803812109885754341663
f(z) = -9/80*z^3 + 209/80*z + 1
*
[ -2/3 ] 
f(z) = -9/82*z^3 + 209/82*z + 1
*
[ -2/3 ] 
f(z) = -9/86*z^3 + 219/86*z + 1
*
[ -22/9 ] 
f(z) = -9/88*z^3 + 200/99*z + 1
*
[ 4 ] 
f(z) = -9/92*z^3 + 213/92*z + 1
*
[ -1 ] 
f(z) = -9/97*z^3 + 203/97*z + 1
*
[ -1 ] 
f(z) = -9/98*z^3 + 205/98*z + 1
*
[ -7/2 ] 
f(z) = -8/91*z^3 + 215/91*z + 1
*
[ -1 ] 
f(z) = -8/97*z^3 + 202/97*z + 1
*
[ -1 ] 
f(z) = -7/97*z^3 + 201/97*z + 1
*
[ -1 ] 
f(z) = -7/99*z^3 + 205/99*z + 1
*
[ 5 ] 
f(z) = -6/85*z^3 + 218/85*z + 1
*
[ -1 ] 
f(z) = -6/97*z^3 + 200/97*z + 1
*
6 | 0.11939190424044838895020145901871137420 | 0.015896812219248657304671007204429657117
f(z) = -5/81*z^3 + 203/90*z + 1
*
[ -1 ] 
f(z) = -5/98*z^3 + 201/98*z + 1
*
[ -1 ] 
f(z) = -5/99*z^3 + 203/99*z + 1
*
[ -5 ] 
f(z) = -4/85*z^3 + 202/85*z + 1
*
[ -5 ] 
f(z) = -4/95*z^3 + 214/95*z + 1
*
-8 | 0.15460983554311766323236822721590769468 | 0.029099160874429499870813928520333304400
f(z) = -3/88*z^3 + 203/88*z + 1
*
[ 15/2 ] 
f(z) = -2/81*z^3 + 203/90*z + 1
*
[ -7 ] 
f(z) = -2/91*z^3 + 202/91*z + 1
*
[ -1 ] 
f(z) = -2/99*z^3 + 200/99*z + 1
*
7 | 0.15816499477839913831061260273718432075 | 0.029605971344872140867261904420174754012
f(z) = -1/80*z^3 + 209/80*z + 1
*
[ -11 ] 
f(z) = -1/88*z^3 + 217/88*z + 1
*
-16 | 0.081501992064505123144979900620668214490 | 0.015228728047686318584392609101109532749
f(z) = -1/90*z^3 + 211/90*z + 1
*
6 | 0.14650145169192639819074353778802227723 | 0.027208020433403611929708412336494471997
f(z) = -1/91*z^3 + 218/91*z + 1
*
5 | 0.14119791485396308954245584418896302656 | 0.026245466330513179326969058092488926172
f(z) = -1/96*z^3 + 217/96*z + 1
*
[ 11 ] 
f(z) = -1/99*z^3 + 211/99*z + 1
*
[ -4/3 ] 
f(z) = -13/96*z^3 + 215/108*z + 1
*
[ -4/3 ] 
f(z) = -11/96*z^3 + 211/108*z + 1
*
[ -4/3 ] 
f(z) = -7/96*z^3 + 203/108*z + 1
*
[ 7/3 ] 
f(z) = -19/98*z^3 + 205/126*z + 1
*
9/7 | 0.18948545958080517641789572066615303657 | 0.025100461452013475957236815150136817086
f(z) = -14/81*z^3 + 211/126*z + 1
*
-4 | 0.15461007857595204354419678307217704761 | 0.020752809030729182630050755850870540554
f(z) = -11/96*z^3 + 215/132*z + 1
*
[ -8/5 ] 
f(z) = -5/96*z^3 + 211/120*z + 1
*
[ -7/3 ] 
f(z) = -5/98*z^3 + 215/126*z + 1
*
[ -3/2 ] 
f(z) = -1/90*z^3 + 203/120*z + 1
*
[ -15/2 ] 
f(z) = -1/90*z^3 + 211/120*z + 1
*
[ -6 ] 
f(z) = -1/92*z^3 + 215/138*z + 1
*
-12 | 0.17359500622276856739459526909528694032 | 0.027074224342414391158751460295200919720
f(z) = -1/99*z^3 + 203/132*z + 1
*
4 | 0.20667851463835305185637791816545380180 | 0.027741786205337586889010458692405028313
f(z) = -13/96*z^3 + 215/156*z + 1
*
-14 | 0.17859870881776891629449307991066341609 | 0.026468531838404193655186316867131133752
f(z) = -1/80*z^3 + 213/140*z + 1
*
[ 2 ] 
f(z) = -17/81*z^3 + 217/162*z + 1
*
[ 2 ] 
f(z) = -17/83*z^3 + 219/166*z + 1
*
[ 2 ] 
f(z) = -16/81*z^3 + 209/162*z + 1
*
[ 2 ] 
f(z) = -16/83*z^3 + 211/166*z + 1
*
[ 2 ] 
f(z) = -16/85*z^3 + 213/170*z + 1
*
[ 2 ] 
f(z) = -16/87*z^3 + 215/174*z + 1
*
[ 2 ] 
f(z) = -16/89*z^3 + 217/178*z + 1
*
[ 2 ] 
f(z) = -15/83*z^3 + 203/166*z + 1
*
[ 2 ] 
f(z) = -15/89*z^3 + 209/178*z + 1
*
[ 2 ] 
f(z) = -14/89*z^3 + 201/178*z + 1
*
[ 4 ] 
f(z) = -3/82*z^3 + 219/164*z + 1
*
[ 6 ] 
f(z) = -1/87*z^3 + 217/174*z + 1
*
-7/6 | 0.12393914011703306470371396378119713686 | 0.023283657292165000487564059462267111627
f(z) = -18/91*z^3 + 205/182*z + 1
*
[ 15/8 ] 
f(z) = -16/81*z^3 + 209/180*z + 1
*
[ 2 ] 
f(z) = -16/91*z^3 + 219/182*z + 1
*
[ 2 ] 
f(z) = -15/91*z^3 + 211/182*z + 1
*
[ 2 ] 
f(z) = -15/97*z^3 + 217/194*z + 1
*
[ 2 ] 
f(z) = -14/93*z^3 + 205/186*z + 1
*
[ 2 ] 
f(z) = -14/95*z^3 + 207/190*z + 1
*
[ 2 ] 
f(z) = -14/97*z^3 + 209/194*z + 1
*
[ 2 ] 
f(z) = -14/99*z^3 + 211/198*z + 1
*
[ 2 ] 
f(z) = -13/97*z^3 + 201/194*z + 1
*
[ 2 ] 
f(z) = -13/99*z^3 + 203/198*z + 1
*
2 | 0.10842823517710615993217673248227902696 | 0.016091686150479129403518637982063701838
f(z) = -9/80*z^3 + 211/180*z + 1
*
[ 8/3 ] 
f(z) = -5/96*z^3 + 215/216*z + 1
*
[ 7/4 ] 
f(z) = -17/98*z^3 + 215/224*z + 1
*
[ 7/4 ] 
f(z) = -15/98*z^3 + 201/224*z + 1
*
[ 9/5 ] 
f(z) = -13/81*z^3 + 217/225*z + 1
*
[ 3/2 ] 
f(z) = -20/83*z^3 + 218/249*z + 1
*
0 | 0.15105175051561942238570818994504064592 | 0.027560974665251416477900065099978458125
f(z) = -17/80*z^3 + 211/240*z + 1
*
[ 5/3 ] 
f(z) = -12/85*z^3 + 202/255*z + 1
*
9/14 | 0.18948611172015889578214256766527566558 | 0.024523696795447769078815624147267132871
f(z) = -7/81*z^3 + 205/252*z + 1
*
[ 7/3 ] 
f(z) = -3/91*z^3 + 205/273*z + 1
*
[ 3 ] 
f(z) = -1/88*z^3 + 203/264*z + 1
*
[ 3 ] 
f(z) = -1/89*z^3 + 205/267*z + 1
*
[ 3 ] 
f(z) = -1/91*z^3 + 209/273*z + 1
*
[ 3 ] 
f(z) = -1/92*z^3 + 211/276*z + 1
*
[ 3/2 ] 
f(z) = -16/95*z^3 + 203/285*z + 1
*
[ 3/2 ] 
f(z) = -16/97*z^3 + 205/291*z + 1
*
[ 5/3 ] 
f(z) = -12/95*z^3 + 214/285*z + 1
*
[ 3 ] 
f(z) = -1/94*z^3 + 215/282*z + 1
*
[ 3 ] 
f(z) = -1/95*z^3 + 217/285*z + 1
*
2 | 0.15952502055012762810468150987749653994 | 0.021270069270093467696654282130798867657
f(z) = -1/88*z^3 + 226/11*z + 1
*
21/4 | 0.13818901432240330399777182135682493275 | 0.018068025872549965248863011286424894798
f(z) = -20/81*z^3 + 233/36*z + 1
*
6 | 0.16525640604219033796638747520564774149 | 0.025401458842600002968814451516669961628
f(z) = -19/90*z^3 + 223/30*z + 1
*
-6 | 0.19372568170224211729514488380662957753 | 0.029578017107545865767421926832744431729
f(z) = -19/90*z^3 + 233/30*z + 1
*
[ 6 ] 
f(z) = -17/90*z^3 + 229/30*z + 1
*
[ -6 ] 
f(z) = -17/90*z^3 + 239/30*z + 1
*
-45/8 | 0.14936928000869240958146991358889001562 | 0.019574148295408776463110042128000337878
f(z) = -16/81*z^3 + 229/36*z + 1
*
[ 6 ] 
f(z) = -15/88*z^3 + 230/33*z + 1
*
[ 8 ] 
f(z) = -13/96*z^3 + 229/24*z + 1
*
[ -8 ] 
f(z) = -13/96*z^3 + 235/24*z + 1
*
-45/4 | 0.21385973414620397752717264653273723447 | 0.028156527941847376257228856244196560254
f(z) = -4/81*z^3 + 221/36*z + 1
*
-30 | 0.19768123129075478451430322032476613282 | 0.029137369352574367023012634650620795701
f(z) = -1/96*z^3 + 221/24*z + 1
*
30 | 0.18112207576766910418123699451418045141 | 0.026557425390624171221490204705773597359
f(z) = -1/96*z^3 + 229/24*z + 1
*
[ 22/5 ] 
f(z) = -15/88*z^3 + 224/55*z + 1
*
6 | 0.094618351187989375508370755833454420893 | 0.015465323306449031599886866346869105898
f(z) = -13/84*z^3 + 227/42*z + 1
*
[ 6 ] 
f(z) = -11/84*z^3 + 233/42*z + 1
*
-2 | 0.14837893403222394066344138897432199589 | 0.019772280385754307065559246363439201898
f(z) = -5/88*z^3 + 227/55*z + 1
*
[ 10 ] 
f(z) = -3/88*z^3 + 237/55*z + 1
*
[ 21 ] 
f(z) = -1/98*z^3 + 229/42*z + 1
*
[ -21 ] 
f(z) = -1/98*z^3 + 233/42*z + 1
*
6 | 0.20368888190202527199337435378926773600 | 0.029790692865576374383493836886848428993
f(z) = -9/80*z^3 + 233/60*z + 1
*
[ 14/3 ] 
f(z) = -9/88*z^3 + 232/77*z + 1
*
[ 6 ] 
f(z) = -7/80*z^3 + 239/60*z + 1
*
-12/7 | 0.19968639547284782215836811218670505300 | 0.026213270905269235673499570335445568966
f(z) = -7/81*z^3 + 226/63*z + 1
*
3/7 | 0.19596024256121223243451880997691010298 | 0.025635952123856836122100626296906324306
f(z) = -7/81*z^3 + 232/63*z + 1
*
[ 6 ] 
f(z) = -7/99*z^3 + 223/66*z + 1
*
-10/3 | 0.11751203076000781722511885827269991253 | 0.017297801809365806957710951709614854947
f(z) = -3/80*z^3 + 223/60*z + 1
*
18 | 0.16857120825257940601021091885885129582 | 0.024654527258130991935794718928113911678
f(z) = -1/80*z^3 + 233/60*z + 1
*
[ 3 ] 
f(z) = -20/87*z^3 + 238/87*z + 1
*
[ 3 ] 
f(z) = -19/84*z^3 + 227/84*z + 1
*
[ 3 ] 
f(z) = -19/87*z^3 + 229/87*z + 1
*
[ 3 ] 
f(z) = -19/93*z^3 + 233/93*z + 1
*
[ 3 ] 
f(z) = -19/96*z^3 + 235/96*z + 1
*
[ -2 ] 
f(z) = -19/98*z^3 + 223/98*z + 1
*
[ -7/3 ] 
f(z) = -18/91*z^3 + 228/91*z + 1
*
[ 13/4 ] 
f(z) = -16/91*z^3 + 232/91*z + 1
*
[ -3/4 ] 
f(z) = -16/93*z^3 + 226/93*z + 1
*
[ -5/2 ] 
f(z) = -16/95*z^3 + 233/95*z + 1
*
[ -9/4 ] 
f(z) = -16/99*z^3 + 224/99*z + 1
*
[ -3 ] 
f(z) = -13/87*z^3 + 233/87*z + 1
*
[ -9/11 ] 
f(z) = -11/81*z^3 + 229/99*z + 1
*
0 | 0.15536838385680332700358624527947831765 | 0.028781715640604866732161568621458479759
f(z) = -11/84*z^3 + 221/84*z + 1
*
[ -3 ] 
f(z) = -11/93*z^3 + 223/93*z + 1
*
[ -3 ] 
f(z) = -11/96*z^3 + 227/96*z + 1
*
[ -11/3 ] 
f(z) = -9/88*z^3 + 233/88*z + 1
*
[ 13/3 ] 
f(z) = -9/91*z^3 + 239/91*z + 1
*
[ -2/3 ] 
f(z) = -9/94*z^3 + 239/94*z + 1
*
[ -15/4 ] 
f(z) = -8/81*z^3 + 239/90*z + 1
*
11/2 | 0.16034282422036113699533215730688660672 | 0.029629214971551541593145141327331470878
f(z) = -8/99*z^3 + 224/99*z + 1
*
[ 9/2 ] 
f(z) = -8/99*z^3 + 239/99*z + 1
*
-3 | 0.13829539092118802257480075911710793013 | 0.025576289558828570821164500812785493319
f(z) = -7/80*z^3 + 223/80*z + 1
*
[ 5 ] 
f(z) = -7/80*z^3 + 239/80*z + 1
*
[ -4 ] 
f(z) = -7/92*z^3 + 227/92*z + 1
*
[ -4/7 ] 
f(z) = -7/96*z^3 + 233/84*z + 1
*
[ 5 ] 
f(z) = -6/95*z^3 + 226/95*z + 1
*
7 | 0.12775173104667239621147100239219127083 | 0.023436219013114071288171413950777981450
f(z) = -5/84*z^3 + 233/84*z + 1
*
[ -11/2 ] 
f(z) = -4/99*z^3 + 238/99*z + 1
*
[ 7 ] 
f(z) = -3/91*z^3 + 225/91*z + 1
*
15/2 | 0.20595335641427658831303615674802563982 | 0.027115583294569253433303278067615673366
f(z) = -2/81*z^3 + 221/90*z + 1
*
[ -15/2 ] 
f(z) = -2/81*z^3 + 227/90*z + 1
*
11 | 0.12578484142105358684949760548224474024 | 0.023075390587049271976550885948073249672
f(z) = -2/99*z^3 + 233/99*z + 1
*
[ 12 ] 
f(z) = -1/84*z^3 + 221/84*z + 1
*
[ -12 ] 
f(z) = -1/84*z^3 + 235/84*z + 1
*
7 | 0.14034759060285023603986316203284087578 | 0.025913033396819420766079807815574793525
f(z) = -1/88*z^3 + 225/88*z + 1
*
[ -11 ] 
f(z) = -1/99*z^3 + 229/99*z + 1
*
[ -4/3 ] 
f(z) = -19/96*z^3 + 227/108*z + 1
*
[ -4/3 ] 
f(z) = -17/96*z^3 + 223/108*z + 1
*
[ 18/7 ] 
f(z) = -14/81*z^3 + 221/126*z + 1
*
[ -3/2 ] 
f(z) = -13/90*z^3 + 239/120*z + 1
*
[ -3/2 ] 
f(z) = -11/90*z^3 + 233/120*z + 1
*
-4/11 | 0.11717021067325565016967732140870304163 | 0.015559461116320943715034368914230512218
f(z) = -11/96*z^3 + 233/132*z + 1
*
[ -14/9 ] 
f(z) = -9/98*z^3 + 235/126*z + 1
*
[ -3/2 ] 
f(z) = -7/90*z^3 + 221/120*z + 1
*
[ 24/5 ] 
f(z) = -5/96*z^3 + 239/120*z + 1
*
[ 14/3 ] 
f(z) = -5/98*z^3 + 239/126*z + 1
*
[ -3/2 ] 
f(z) = -5/99*z^3 + 235/132*z + 1
*
[ -4/3 ] 
f(z) = -3/88*z^3 + 239/132*z + 1
*
15/2 | 0.17326586935881482787656082019490684224 | 0.026560008355478375372092345222333914682
f(z) = -1/90*z^3 + 227/120*z + 1
*
[ -3/2 ] 
f(z) = -1/99*z^3 + 223/132*z + 1
*
-21/2 | 0.19102049326810971779381414882132113703 | 0.029126979547063497575868613991969838491
f(z) = -1/99*z^3 + 235/132*z + 1
*
[ 9/4 ] 
f(z) = -17/81*z^3 + 233/144*z + 1
*
-15/4 | 0.12981492997857972632156558952255778776 | 0.017031219681958209607274329368914530358
f(z) = -11/81*z^3 + 227/144*z + 1
*
2 | 0.12374583638690440658295417810386239072 | 0.018031502488462842586967421415028496362
f(z) = -7/80*z^3 + 239/140*z + 1
*
[ 2 ] 
f(z) = -19/81*z^3 + 233/162*z + 1
*
[ 2 ] 
f(z) = -19/83*z^3 + 235/166*z + 1
*
[ 2 ] 
f(z) = -19/85*z^3 + 237/170*z + 1
*
[ 2 ] 
f(z) = -19/87*z^3 + 239/174*z + 1
*
[ 2 ] 
f(z) = -18/83*z^3 + 227/166*z + 1
*
[ 2 ] 
f(z) = -18/89*z^3 + 233/178*z + 1
*
[ 2 ] 
f(z) = -17/87*z^3 + 223/174*z + 1
*
[ 2 ] 
f(z) = -17/89*z^3 + 225/178*z + 1
*
24/7 | 0.17627127926200030340041626764848750940 | 0.025981633848452718697861292160674665978
f(z) = -7/96*z^3 + 221/168*z + 1
*
[ 4 ] 
f(z) = -3/86*z^3 + 225/172*z + 1
*
[ -4 ] 
f(z) = -1/82*z^3 + 237/164*z + 1
*
[ 2 ] 
f(z) = -18/91*z^3 + 235/182*z + 1
*
[ 2 ] 
f(z) = -18/95*z^3 + 239/190*z + 1
*
[ 2 ] 
f(z) = -17/91*z^3 + 227/182*z + 1
*
[ 2 ] 
f(z) = -17/93*z^3 + 229/186*z + 1
*
[ 2 ] 
f(z) = -17/95*z^3 + 231/190*z + 1
*
[ 2 ] 
f(z) = -17/97*z^3 + 233/194*z + 1
*
[ 2 ] 
f(z) = -17/99*z^3 + 235/198*z + 1
*
[ 2 ] 
f(z) = -16/93*z^3 + 221/186*z + 1
*
[ 2 ] 
f(z) = -16/95*z^3 + 223/190*z + 1
*
[ 2 ] 
f(z) = -16/97*z^3 + 225/194*z + 1
*
[ 2 ] 
f(z) = -16/99*z^3 + 227/198*z + 1
*
[ 12/5 ] 
f(z) = -10/81*z^3 + 233/180*z + 1
*
-4/9 | 0.090190717832792949127588829874938576183 | 0.013224413697884489648838844443223398686
f(z) = -9/80*z^3 + 229/180*z + 1
*
-9/2 | 0.084691592971065564787813833632889523483 | 0.011098438715735690525671999727487359167
f(z) = -5/81*z^3 + 229/180*z + 1
*
[ 4 ] 
f(z) = -3/94*z^3 + 237/188*z + 1
*
[ 9/2 ] 
f(z) = -2/99*z^3 + 235/198*z + 1
*
[ 6 ] 
f(z) = -1/93*z^3 + 227/186*z + 1
*
[ 14/5 ] 
f(z) = -5/84*z^3 + 233/210*z + 1
*
[ 7/4 ] 
f(z) = -19/98*z^3 + 229/224*z + 1
*
[ 9/5 ] 
f(z) = -14/81*z^3 + 226/225*z + 1
*
[ 12/7 ] 
f(z) = -14/81*z^3 + 233/252*z + 1
*
[ 3 ] 
f(z) = -2/83*z^3 + 220/249*z + 1
*
[ 3 ] 
f(z) = -2/85*z^3 + 224/255*z + 1
*
[ 3/2 ] 
f(z) = -20/89*z^3 + 224/267*z + 1
*
[ 3/2 ] 
f(z) = -20/91*z^3 + 226/273*z + 1
*
-6/11 | 0.10858679612749676178047942285562368116 | 0.015596523833850355761102331764965277012
f(z) = -11/96*z^3 + 229/264*z + 1
*
[ 8/3 ] 
f(z) = -3/88*z^3 + 229/264*z + 1
*
[ 3 ] 
f(z) = -2/89*z^3 + 232/267*z + 1
*
[ 3 ] 
f(z) = -2/91*z^3 + 236/273*z + 1
*
[ 3/2 ] 
f(z) = -20/97*z^3 + 232/291*z + 1
*
-10/3 | 0.084332087164579053326066137297439033691 | 0.014919460166144171638152588810629893697
f(z) = -12/95*z^3 + 229/285*z + 1
*
[ 22/9 ] 
f(z) = -3/88*z^3 + 236/297*z + 1
*
[ 3 ] 
f(z) = -1/97*z^3 + 221/291*z + 1
*
[ 3 ] 
f(z) = -1/98*z^3 + 223/294*z + 1
*
[ 12 ] 
f(z) = -13/96*z^3 + 245/12*z + 1
*
[ -12 ] 
f(z) = -13/96*z^3 + 247/12*z + 1
*
3/2 | 0.22703055040171730518084832907768365801 | 0.029278953983210169145038338539750875937
f(z) = -2/81*z^3 + 259/18*z + 1
*
-2 | 0.18310477498106326009155242166016080686 | 0.023978301512564671514928486264412752265
f(z) = -1/88*z^3 + 259/11*z + 1
*
[ 6 ] 
f(z) = -19/90*z^3 + 253/30*z + 1
*
[ 6 ] 
f(z) = -17/88*z^3 + 257/33*z + 1
*
-8 | 0.17333094564820197073294301340570175586 | 0.025077731884365990199481414041150292213
f(z) = -17/96*z^3 + 251/24*z + 1
*
-6 | 0.18870970260272109446110234950636258359 | 0.024410700235461109585974387347944571406
f(z) = -16/81*z^3 + 253/36*z + 1
*
[ -6 ] 
f(z) = -15/88*z^3 + 241/33*z + 1
*
[ 10 ] 
f(z) = -9/80*z^3 + 243/20*z + 1
*
[ -10 ] 
f(z) = -9/80*z^3 + 247/20*z + 1
*
[ 28/3 ] 
f(z) = -9/98*z^3 + 249/28*z + 1
*
[ -28/3 ] 
f(z) = -9/98*z^3 + 255/28*z + 1
*
[ 28 ] 
f(z) = -1/98*z^3 + 251/28*z + 1
*
[ -28 ] 
f(z) = -1/98*z^3 + 253/28*z + 1
*
[ -22/5 ] 
f(z) = -15/88*z^3 + 249/55*z + 1
*
-6 | 0.13999178867289030673490881476048718945 | 0.022659931214739328946089041274625245186
f(z) = -13/84*z^3 + 241/42*z + 1
*
[ -6 ] 
f(z) = -11/84*z^3 + 247/42*z + 1
*
-6 | 0.12749046756868273906044692904602458340 | 0.016458238987583678391712358284770493263
f(z) = -10/81*z^3 + 257/45*z + 1
*
[ 8 ] 
f(z) = -7/80*z^3 + 259/40*z + 1
*
[ -10 ] 
f(z) = -3/88*z^3 + 248/55*z + 1
*
7/3 | 0.21842424079509666082080667388459513379 | 0.029394812414037238595255526079684116527
f(z) = -3/98*z^3 + 241/42*z + 1
*
-6 | 0.070763033517311857393665932834213761401 | 0.010261932954139999347860647323883090894
f(z) = -11/80*z^3 + 247/60*z + 1
*
-6 | 0.18416548896034878491275395325277074883 | 0.026614725897399185833665287541192924182
f(z) = -9/80*z^3 + 253/60*z + 1
*
-2 | 0.16344699694744266702740925610566130442 | 0.023567161728376773917722672252851047794
f(z) = -9/80*z^3 + 257/60*z + 1
*
14/9 | 0.19663821613832019461006586578165820886 | 0.024015023471631607142634473859315977920
f(z) = -9/98*z^3 + 257/63*z + 1
*
[ 6 ] 
f(z) = -8/99*z^3 + 247/66*z + 1
*
[ -6 ] 
f(z) = -7/80*z^3 + 259/60*z + 1
*
12/7 | 0.21679501143556774924635723955494817016 | 0.028131036793445330762070576308213450931
f(z) = -7/81*z^3 + 247/63*z + 1
*
6 | 0.22921775059578890962303281652780637414 | 0.029650652410915346343072201759090414460
f(z) = -7/81*z^3 + 253/63*z + 1
*
[ -6 ] 
f(z) = -7/99*z^3 + 245/66*z + 1
*
[ 14 ] 
f(z) = -1/88*z^3 + 243/77*z + 1
*
[ -14 ] 
f(z) = -1/88*z^3 + 254/77*z + 1
*
[ -1/2 ] 
f(z) = -20/81*z^3 + 248/81*z + 1
*
[ -1/2 ] 
f(z) = -20/83*z^3 + 254/83*z + 1
*
[ 3 ] 
f(z) = -20/93*z^3 + 242/93*z + 1
*
0 | 0.10600007183693449105481784378233518630 | 0.019075643633377908512143029786308324350
f(z) = -19/80*z^3 + 259/80*z + 1
*
-4 | 0.15945035498899483616638864289189343447 | 0.029071332434456574197941744683667726008
f(z) = -19/84*z^3 + 241/84*z + 1
*
[ -2/3 ] 
f(z) = -19/88*z^3 + 257/99*z + 1
*
0 | 0.11545495804286961887113348851720377445 | 0.020806158768870023951466557080317049226
f(z) = -17/80*z^3 + 257/80*z + 1
*
4 | 0.15954564428670574321335495265571456642 | 0.028874672546170522483556258840917334560
f(z) = -17/84*z^3 + 251/84*z + 1
*
[ -2/3 ] 
f(z) = -17/88*z^3 + 256/99*z + 1
*
[ -1/2 ] 
f(z) = -16/81*z^3 + 247/81*z + 1
*
[ -1/2 ] 
f(z) = -16/83*z^3 + 253/83*z + 1
*
13/4 | 0.16071234197932496819205389715185309486 | 0.029023413474703815148021612183940163796
f(z) = -16/85*z^3 + 254/85*z + 1
*
[ -11/4 ] 
f(z) = -16/99*z^3 + 256/99*z + 1
*
[ -3 ] 
f(z) = -14/87*z^3 + 242/87*z + 1
*
[ -3 ] 
f(z) = -14/93*z^3 + 250/93*z + 1
*
0 | 0.13841588829254115444733436499463450130 | 0.025014665707974916183291547109432049717
f(z) = -13/80*z^3 + 253/80*z + 1
*
[ -2/3 ] 
f(z) = -13/88*z^3 + 254/99*z + 1
*
[ -3 ] 
f(z) = -13/93*z^3 + 241/93*z + 1
*
[ -3 ] 
f(z) = -13/96*z^3 + 245/96*z + 1
*
[ -1/2 ] 
f(z) = -12/83*z^3 + 252/83*z + 1
*
[ -1/2 ] 
f(z) = -12/85*z^3 + 258/85*z + 1
*
0 | 0.10630353875434259850877601596897305866 | 0.019238882300759601824323846476758089761
f(z) = -11/80*z^3 + 251/80*z + 1
*
-3 | 0.14853277679892792560680992464534664992 | 0.026729777338746676999862042885574115476
f(z) = -11/80*z^3 + 259/80*z + 1
*
18/11 | 0.21459621208924834347732594483313687856 | 0.027717007136103261240621511823105720214
f(z) = -11/81*z^3 + 256/99*z + 1
*
[ 4 ] 
f(z) = -11/92*z^3 + 245/92*z + 1
*
[ -18/5 ] 
f(z) = -10/81*z^3 + 259/90*z + 1
*
-3 | 0.055661735919686018896342902138829641241 | 0.010148367677900805812631715731183829788
f(z) = -9/80*z^3 + 241/80*z + 1
*
0 | 0.11032361421472855231265730756624125311 | 0.019995388503528158260649946954316155234
f(z) = -9/80*z^3 + 249/80*z + 1
*
[ -4 ] 
f(z) = -9/92*z^3 + 259/92*z + 1
*
[ -2/3 ] 
f(z) = -9/98*z^3 + 249/98*z + 1
*
[ -1/2 ] 
f(z) = -8/81*z^3 + 245/81*z + 1
*
[ -1/2 ] 
f(z) = -8/83*z^3 + 251/83*z + 1
*
[ -1/2 ] 
f(z) = -8/85*z^3 + 257/85*z + 1
*
0 | 0.12123528018524224999832583293176036865 | 0.022005215965488528267281731307043920438
f(z) = -7/80*z^3 + 247/80*z + 1
*
[ 5 ] 
f(z) = -7/85*z^3 + 243/85*z + 1
*
[ -2/3 ] 
f(z) = -7/88*z^3 + 251/99*z + 1
*
[ 5 ] 
f(z) = -7/90*z^3 + 247/90*z + 1
*
[ 5 ] 
f(z) = -7/95*z^3 + 251/95*z + 1
*
[ -5 ] 
f(z) = -6/85*z^3 + 252/85*z + 1
*
[ -2/3 ] 
f(z) = -5/88*z^3 + 250/99*z + 1
*
[ -1/2 ] 
f(z) = -4/81*z^3 + 244/81*z + 1
*
[ -1/2 ] 
f(z) = -4/83*z^3 + 250/83*z + 1
*
[ -1/2 ] 
f(z) = -4/85*z^3 + 256/85*z + 1
*
[ 13/2 ] 
f(z) = -4/91*z^3 + 246/91*z + 1
*
0 | 0.16563756995003089842890301284964887761 | 0.029828700788638811753019274561431110825
f(z) = -3/85*z^3 + 258/85*z + 1
*
[ -7 ] 
f(z) = -3/91*z^3 + 251/91*z + 1
*
-6 | 0.15776869696344183993489658698591585180 | 0.028743029131414525041721305619002115935
f(z) = -2/85*z^3 + 242/85*z + 1
*
[ 9 ] 
f(z) = -2/99*z^3 + 250/99*z + 1
*
0 | 0.11262420844338446934783615250988023526 | 0.020533888457326668797548122484703496286
f(z) = -1/80*z^3 + 241/80*z + 1
*
-5 | 0.13250006918281648353961248449929950227 | 0.024014716875556024998564351298315528983
f(z) = -1/80*z^3 + 249/80*z + 1
*
16 | 0.12891851149869487057610357670272215525 | 0.023331754503903507284089673288063068409
f(z) = -1/80*z^3 + 251/80*z + 1
*
0 | 0.12522279381271389686291880360725921037 | 0.022630395721793048314011685324356769451
f(z) = -1/84*z^3 + 253/84*z + 1
*
[ -2/3 ] 
f(z) = -1/88*z^3 + 248/99*z + 1
*
-4 | 0.091314142117448884002170934507125691335 | 0.016648591228578884845359948810455118507
f(z) = -1/90*z^3 + 241/90*z + 1
*
[ 13 ] 
f(z) = -1/91*z^3 + 253/91*z + 1
*
[ -3/2 ] 
f(z) = -19/90*z^3 + 257/120*z + 1
*
[ -3/2 ] 
f(z) = -17/90*z^3 + 251/120*z + 1
*
9/7 | 0.11741474348262765710568205745187359294 | 0.015188281613754479959150154391205344504
f(z) = -14/81*z^3 + 253/126*z + 1
*
[ -3/2 ] 
f(z) = -13/99*z^3 + 259/132*z + 1
*
[ -7/3 ] 
f(z) = -11/98*z^3 + 257/126*z + 1
*
[ -18/7 ] 
f(z) = -7/81*z^3 + 247/126*z + 1
*
[ -3/2 ] 
f(z) = -7/99*z^3 + 241/132*z + 1
*
-8/5 | 0.19585351774816310607182542710001856813 | 0.028503990028743186710698998684109883977
f(z) = -5/96*z^3 + 241/120*z + 1
*
[ -10 ] 
f(z) = -1/96*z^3 + 257/120*z + 1
*
[ 9/4 ] 
f(z) = -19/81*z^3 + 251/144*z + 1
*
[ -9/4 ] 
f(z) = -5/81*z^3 + 253/144*z + 1
*
[ 2 ] 
f(z) = -20/81*z^3 + 241/162*z + 1
*
[ 2 ] 
f(z) = -20/83*z^3 + 243/166*z + 1
*
[ 2 ] 
f(z) = -20/87*z^3 + 247/174*z + 1
*
[ 2 ] 
f(z) = -20/89*z^3 + 249/178*z + 1
*
[ 2 ] 
f(z) = -19/89*z^3 + 241/178*z + 1
*
14/5 | 0.18166063174101763347037616453704763231 | 0.023925159373765715132364266089036555928
f(z) = -15/88*z^3 + 248/165*z + 1
*
35/6 | 0.21859032034465167296919992494284842139 | 0.029320129940393326409911214770494658864
f(z) = -3/98*z^3 + 247/168*z + 1
*
[ -2 ] 
f(z) = -2/81*z^3 + 259/162*z + 1
*
0 | 0.15752404535147196527771365813787704390 | 0.028347835060294046506253964873883898872
f(z) = -2/85*z^3 + 259/170*z + 1
*
[ -2 ] 
f(z) = -1/81*z^3 + 251/162*z + 1
*
[ -2 ] 
f(z) = -1/83*z^3 + 257/166*z + 1
*
[ -4 ] 
f(z) = -1/86*z^3 + 247/172*z + 1
*
[ 2 ] 
f(z) = -20/91*z^3 + 251/182*z + 1
*
[ 2 ] 
f(z) = -20/93*z^3 + 253/186*z + 1
*
[ 2 ] 
f(z) = -20/97*z^3 + 257/194*z + 1
*
[ 2 ] 
f(z) = -20/99*z^3 + 259/198*z + 1
*
[ 2 ] 
f(z) = -19/91*z^3 + 243/182*z + 1
*
[ 2 ] 
f(z) = -19/93*z^3 + 245/186*z + 1
*
[ 2 ] 
f(z) = -19/97*z^3 + 249/194*z + 1
*
[ 2 ] 
f(z) = -19/99*z^3 + 251/198*z + 1
*
[ 2 ] 
f(z) = -18/97*z^3 + 241/194*z + 1
*
-9/2 | 0.16034328553353750740213865656317365690 | 0.029019030168182429040914723617763273854
f(z) = -10/99*z^3 + 251/198*z + 1
*
[ 8/3 ] 
f(z) = -9/92*z^3 + 243/184*z + 1
*
14/3 | 0.17079320968564706630966515598655388280 | 0.024682227308609381959464867209466465715
f(z) = -7/80*z^3 + 253/180*z + 1
*
12/5 | 0.22213614100397261346392939691113651869 | 0.028647747358031348047517989534288184827
f(z) = -5/81*z^3 + 259/180*z + 1
*
[ 15/4 ] 
f(z) = -4/81*z^3 + 257/180*z + 1
*
[ 4 ] 
f(z) = -3/98*z^3 + 243/196*z + 1
*
[ 20/3 ] 
f(z) = -1/80*z^3 + 253/180*z + 1
*
[ -4 ] 
f(z) = -1/90*z^3 + 257/180*z + 1
*
-15/7 | 0.071828393259844956621858091587357087824 | 0.010805018109075879704110921645826617505
f(z) = -7/90*z^3 + 257/210*z + 1
*
[ 8/3 ] 
f(z) = -7/96*z^3 + 247/216*z + 1
*
[ 9/5 ] 
f(z) = -17/81*z^3 + 253/225*z + 1
*
[ 9/5 ] 
f(z) = -16/81*z^3 + 244/225*z + 1
*
0 | 0.19638298816037102158094077098721461373 | 0.029646898302901729266483158619056913864
f(z) = -7/96*z^3 + 251/224*z + 1
*
30/7 | 0.085383922676047484397905589620990330253 | 0.011044908198285355482169023129028512527
f(z) = -7/81*z^3 + 253/252*z + 1
*
[ 3 ] 
f(z) = -3/80*z^3 + 241/240*z + 1
*
[ 3 ] 
f(z) = -3/82*z^3 + 245/246*z + 1
*
[ 3 ] 
f(z) = -3/83*z^3 + 247/249*z + 1
*
[ 3 ] 
f(z) = -3/85*z^3 + 251/255*z + 1
*
[ 3 ] 
f(z) = -3/86*z^3 + 253/258*z + 1
*
[ 3 ] 
f(z) = -3/88*z^3 + 257/264*z + 1
*
[ 3 ] 
f(z) = -3/89*z^3 + 259/267*z + 1
*
[ 3 ] 
f(z) = -2/95*z^3 + 244/285*z + 1
*
[ 3 ] 
f(z) = -2/97*z^3 + 248/291*z + 1
*
-2/3 | 0.22145695727892578275497916367306224760 | 0.028843565304249517919947686109002014579
f(z) = -9/88*z^3 + 270/11*z + 1
*
[ 14 ] 
f(z) = -9/98*z^3 + 265/14*z + 1
*
[ -14 ] 
f(z) = -9/98*z^3 + 267/14*z + 1
*
[ -6 ] 
f(z) = -19/90*z^3 + 263/30*z + 1
*
[ -6 ] 
f(z) = -17/88*z^3 + 268/33*z + 1
*
[ 27/4 ] 
f(z) = -16/81*z^3 + 266/27*z + 1
*
[ -27/4 ] 
f(z) = -16/81*z^3 + 274/27*z + 1
*
[ 27/2 ] 
f(z) = -4/81*z^3 + 268/27*z + 1
*
[ -27/2 ] 
f(z) = -4/81*z^3 + 272/27*z + 1
*
[ 27 ] 
f(z) = -1/81*z^3 + 269/27*z + 1
*
[ -27 ] 
f(z) = -1/81*z^3 + 271/27*z + 1
*
-9/2 | 0.22235977036946173039073953356003477843 | 0.028469875737215962449362453276833724945
f(z) = -20/81*z^3 + 274/45*z + 1
*
[ 6 ] 
f(z) = -13/84*z^3 + 269/42*z + 1
*
[ -8 ] 
f(z) = -7/80*z^3 + 269/40*z + 1
*
-10 | 0.20498581185704236184809782613118345592 | 0.026789943336445507350827990472120844100
f(z) = -5/88*z^3 + 263/55*z + 1
*
3/4 | 0.15445019985565082642428813956284428021 | 0.019802974682584294454066721651993321938
f(z) = -14/81*z^3 + 271/72*z + 1
*
-9/4 | 0.092984260173035645696822045490958398800 | 0.011933396358351873232483708634001367621
f(z) = -10/81*z^3 + 269/72*z + 1
*
[ -14/3 ] 
f(z) = -9/88*z^3 + 265/77*z + 1
*
[ -6 ] 
f(z) = -8/99*z^3 + 269/66*z + 1
*
-12 | 0.088416188070376673059737581737174469579 | 0.012665250732373095732609537783442936122
f(z) = -3/80*z^3 + 269/60*z + 1
*
3/4 | 0.17213999105999355377994933209005197373 | 0.022134627790340720757750483134042943636
f(z) = -2/81*z^3 + 265/72*z + 1
*
[ -1/2 ] 
f(z) = -20/87*z^3 + 266/87*z + 1
*
[ -1/2 ] 
f(z) = -20/89*z^3 + 272/89*z + 1
*
[ -1/2 ] 
f(z) = -20/91*z^3 + 278/91*z + 1
*
0 | 0.11000775774740751642743655741065175883 | 0.019636812653347647963891816204761143565
f(z) = -19/84*z^3 + 271/84*z + 1
*
0 | 0.15776975187095236739212044958985436819 | 0.028107277952805157253319722299320264719
f(z) = -19/85*z^3 + 274/85*z + 1
*
[ -3 ] 
f(z) = -17/84*z^3 + 265/84*z + 1
*
0 | 0.12588088319932464560120235721612658536 | 0.022499978043243270391712597457188264150
f(z) = -17/84*z^3 + 269/84*z + 1
*
[ -3 ] 
f(z) = -17/87*z^3 + 269/87*z + 1
*
[ -3 ] 
f(z) = -17/93*z^3 + 277/93*z + 1
*
19/4 | 0.15787382062430533372876061597673280954 | 0.028089423583163049630087480607954884059
f(z) = -16/85*z^3 + 276/85*z + 1
*
[ -3 ] 
f(z) = -16/87*z^3 + 260/87*z + 1
*
[ -1/2 ] 
f(z) = -16/87*z^3 + 265/87*z + 1
*
[ -1/2 ] 
f(z) = -16/89*z^3 + 271/89*z + 1
*
[ 7/2 ] 
f(z) = -16/91*z^3 + 261/91*z + 1
*
[ -1/2 ] 
f(z) = -16/91*z^3 + 277/91*z + 1
*
[ -3 ] 
f(z) = -16/93*z^3 + 268/93*z + 1
*
0 | 0.16545601195798392426862319413313204390 | 0.029573645668520436430509075042928030930
f(z) = -14/85*z^3 + 269/85*z + 1
*
-5 | 0.13324517483322123879020558466291174175 | 0.023945491269629588862951195368737934347
f(z) = -13/80*z^3 + 261/80*z + 1
*
0 | 0.12522189820739373530006455014607607263 | 0.022442287012572450751812341154234890312
f(z) = -13/84*z^3 + 265/84*z + 1
*
[ 4 ] 
f(z) = -13/84*z^3 + 271/84*z + 1
*
[ 4 ] 
f(z) = -13/92*z^3 + 277/92*z + 1
*
[ -1/2 ] 
f(z) = -12/89*z^3 + 270/89*z + 1
*
[ -7/2 ] 
f(z) = -12/91*z^3 + 264/91*z + 1
*
[ -1/2 ] 
f(z) = -12/91*z^3 + 276/91*z + 1
*
0 | 0.11381425082650494491651296358030757961 | 0.020425539238372943833781590079349708129
f(z) = -11/84*z^3 + 263/84*z + 1
*
9/10 | 0.15332747557778082466866077004139358046 | 0.019677712499838464972860767647884976400
f(z) = -10/81*z^3 + 269/90*z + 1
*
17/3 | 0.16350799187438767793680329267431367808 | 0.029129567110414949842213059102401816814
f(z) = -9/85*z^3 + 274/85*z + 1
*
-1/3 | 0.13734583497164220801972928934224240985 | 0.024615140742476040862446221615384254877
f(z) = -9/88*z^3 + 265/88*z + 1
*
[ 5 ] 
f(z) = -8/85*z^3 + 268/85*z + 1
*
[ -1/2 ] 
f(z) = -8/87*z^3 + 263/87*z + 1
*
[ -1/2 ] 
f(z) = -8/89*z^3 + 269/89*z + 1
*
[ -1/2 ] 
f(z) = -8/91*z^3 + 275/91*z + 1
*
[ 5 ] 
f(z) = -8/95*z^3 + 276/95*z + 1
*
-11/2 | 0.16034263339418378803789180956405102788 | 0.028835068078677429483100997244309772194
f(z) = -8/99*z^3 + 260/99*z + 1
*
[ -5 ] 
f(z) = -7/80*z^3 + 271/80*z + 1
*
[ -5 ] 
f(z) = -7/85*z^3 + 277/85*z + 1
*
0 | 0.10140696623832899364665924376428286356 | 0.018031054513390962219216330243884271156
f(z) = -7/90*z^3 + 277/90*z + 1
*
-12/7 | 0.17828672185827595643210008937296168528 | 0.023300593992109226687642118347260200489
f(z) = -7/96*z^3 + 263/84*z + 1
*
[ -5 ] 
f(z) = -6/95*z^3 + 264/95*z + 1
*
17/2 | 0.16834011482783124121085853413510906841 | 0.029894118948121521449490403228159695407
f(z) = -4/85*z^3 + 279/85*z + 1
*
[ -1/2 ] 
f(z) = -4/87*z^3 + 262/87*z + 1
*
[ -1/2 ] 
f(z) = -4/89*z^3 + 268/89*z + 1
*
-19/2 | 0.16468381016798064309693551530599610710 | 0.029301079069378332360633386975949745043
f(z) = -4/95*z^3 + 276/95*z + 1
*
[ 8 ] 
f(z) = -3/88*z^3 + 269/88*z + 1
*
-10 | 0.16753912947007265578347945829576663366 | 0.029965930890929093142020327752837215207
f(z) = -2/85*z^3 + 268/85*z + 1
*
[ -9 ] 
f(z) = -2/99*z^3 + 272/99*z + 1
*
-16 | 0.13249287697988264536923363527577037378 | 0.023810295817322755991369615362259693539
f(z) = -1/80*z^3 + 261/80*z + 1
*
50/3 | 0.22743115099310177235526007042673457937 | 0.029723362767648331666234918453704603248
f(z) = -1/88*z^3 + 263/99*z + 1
*
0 | 0.082482554930445779866452157010191333156 | 0.014723456886173924742129531538854560516
f(z) = -1/90*z^3 + 271/90*z + 1
*
[ -13 ] 
f(z) = -1/91*z^3 + 267/91*z + 1
*
45/13 | 0.16962341587547079870408869087517265594 | 0.021687529175551811371903834928594474535
f(z) = -13/81*z^3 + 277/117*z + 1
*
[ -3/2 ] 
f(z) = -19/99*z^3 + 277/132*z + 1
*
[ -3/2 ] 
f(z) = -17/99*z^3 + 271/132*z + 1
*
[ -4/3 ] 
f(z) = -15/88*z^3 + 271/132*z + 1
*
-24/7 | 0.081823569199250766647728580134051556478 | 0.010461710342865173750384864362025247030
f(z) = -14/81*z^3 + 277/126*z + 1
*
[ -7/3 ] 
f(z) = -13/98*z^3 + 271/126*z + 1
*
[ -12/11 ] 
f(z) = -11/96*z^3 + 271/132*z + 1
*
-24/7 | 0.18813649827082575898813865352730608021 | 0.024076862350036886636096594693551340223
f(z) = -7/81*z^3 + 275/126*z + 1
*
[ 6 ] 
f(z) = -3/92*z^3 + 277/138*z + 1
*
-12 | 0.18786730498913142514833426737190711131 | 0.028162777101343471645034220802796749909
f(z) = -2/99*z^3 + 263/132*z + 1
*
-15/16 | 0.084231611010458218857222603294152931381 | 0.010830925146542340877752893641064734183
f(z) = -16/81*z^3 + 265/144*z + 1
*
4 | 0.18925510228812835271658607980406027185 | 0.027227757981318396987931189910178487637
f(z) = -7/80*z^3 + 261/140*z + 1
*
[ -10/7 ] 
f(z) = -7/80*z^3 + 263/140*z + 1
*
[ -9/4 ] 
f(z) = -7/81*z^3 + 271/144*z + 1
*
-2/3 | 0.16733619540441572613490469202433452075 | 0.029870161764640850288946749453552487273
f(z) = -18/85*z^3 + 271/170*z + 1
*
-2 | 0.16730052974634423126401454487448088341 | 0.021769060068924534575379104295556496326
f(z) = -15/88*z^3 + 272/165*z + 1
*
[ 5/2 ] 
f(z) = -14/85*z^3 + 277/170*z + 1
*
[ 24/7 ] 
f(z) = -7/96*z^3 + 263/168*z + 1
*
-18/7 | 0.19795956530319046530063829128674892237 | 0.028238339327866428170602426010902056130
f(z) = -7/96*z^3 + 277/168*z + 1
*
[ -2 ] 
f(z) = -4/81*z^3 + 275/162*z + 1
*
[ -2 ] 
f(z) = -3/83*z^3 + 273/166*z + 1
*
[ -2 ] 
f(z) = -3/85*z^3 + 279/170*z + 1
*
[ -10/3 ] 
f(z) = -3/88*z^3 + 277/165*z + 1
*
[ -2 ] 
f(z) = -2/83*z^3 + 265/166*z + 1
*
[ -5/2 ] 
f(z) = -2/85*z^3 + 263/170*z + 1
*
[ -2 ] 
f(z) = -2/85*z^3 + 271/170*z + 1
*
[ -2 ] 
f(z) = -2/87*z^3 + 277/174*z + 1
*
[ 8 ] 
f(z) = -1/84*z^3 + 275/168*z + 1
*
[ -2 ] 
f(z) = -1/85*z^3 + 263/170*z + 1
*
[ -2 ] 
f(z) = -1/87*z^3 + 269/174*z + 1
*
[ -6 ] 
f(z) = -1/87*z^3 + 275/174*z + 1
*
[ -2 ] 
f(z) = -1/89*z^3 + 275/178*z + 1
*
-9/4 | 0.21148255371039186969467423883553631631 | 0.027141207894821643375804399865154763666
f(z) = -20/81*z^3 + 269/180*z + 1
*
[ 13/6 ] 
f(z) = -18/91*z^3 + 267/182*z + 1
*
-18/5 | 0.19886650961505664623001527307128269946 | 0.025596192386806183327651376426527463771
f(z) = -10/81*z^3 + 263/180*z + 1
*
[ 7/2 ] 
f(z) = -6/91*z^3 + 277/182*z + 1
*
[ -4 ] 
f(z) = -1/94*z^3 + 267/188*z + 1
*
[ -4 ] 
f(z) = -1/98*z^3 + 277/196*z + 1
*
[ 9/5 ] 
f(z) = -19/81*z^3 + 271/225*z + 1
*
[ 3 ] 
f(z) = -4/83*z^3 + 274/249*z + 1
*
[ 3 ] 
f(z) = -4/85*z^3 + 278/255*z + 1
*
-13/6 | 0.15451001118561313620111168928625955000 | 0.027526542821955488172513976551707347497
f(z) = -12/91*z^3 + 274/273*z + 1
*
7 | 0.13325852244005912878428497914552293451 | 0.023882611989462333229984332026012423100
f(z) = -3/88*z^3 + 265/264*z + 1
*
[ 3 ] 
f(z) = -3/91*z^3 + 263/273*z + 1
*
[ 3 ] 
f(z) = -3/92*z^3 + 265/276*z + 1
*
[ 22/5 ] 
f(z) = -1/88*z^3 + 273/275*z + 1
*
[ 3 ] 
f(z) = -3/94*z^3 + 269/282*z + 1
*
[ 3 ] 
f(z) = -3/97*z^3 + 275/291*z + 1
*
6 | 0.16448681667434192143492566571570123315 | 0.028940706985337580143613325795320047786
f(z) = -3/98*z^3 + 275/294*z + 1
*
[ 3 ] 
f(z) = -3/98*z^3 + 277/294*z + 1
*
[ 6 ] 
f(z) = -19/88*z^3 + 284/33*z + 1
*
[ -6 ] 
f(z) = -19/88*z^3 + 295/33*z + 1
*
-8 | 0.15520187431546407207785911068775738911 | 0.022071613360637764317347973575355118376
f(z) = -19/96*z^3 + 283/24*z + 1
*
[ 8 ] 
f(z) = -17/96*z^3 + 293/24*z + 1
*
[ -8 ] 
f(z) = -17/96*z^3 + 299/24*z + 1
*
3/4 | 0.19747476795029208395834772164472096864 | 0.029190484877925955179897904324670088731
f(z) = -16/99*z^3 + 289/33*z + 1
*
[ 10 ] 
f(z) = -11/80*z^3 + 293/20*z + 1
*
[ -10 ] 
f(z) = -11/80*z^3 + 297/20*z + 1
*
-15/2 | 0.20393450215298738230539581216933370258 | 0.025956740848748086340594237472202782975
f(z) = -11/81*z^3 + 287/36*z + 1
*
[ 12 ] 
f(z) = -4/81*z^3 + 289/36*z + 1
*
[ -12 ] 
f(z) = -4/81*z^3 + 295/36*z + 1
*
-20 | 0.15892176931525630252217867032580359092 | 0.022623446185893430209156491584681873061
f(z) = -3/80*z^3 + 281/20*z + 1
*
-2 | 0.12957103455451941218148876683919907594 | 0.016676235932060471082481445507916177139
f(z) = -3/88*z^3 + 296/33*z + 1
*
3 | 0.16400612830294328618151732880716199791 | 0.024194030460967744295845865850764829314
f(z) = -1/90*z^3 + 293/30*z + 1
*
[ -6 ] 
f(z) = -13/84*z^3 + 283/42*z + 1
*
36/5 | 0.22516487856298505159811150587357467211 | 0.028583664532373475702979575910026983943
f(z) = -10/81*z^3 + 293/45*z + 1
*
[ 15/2 ] 
f(z) = -8/81*z^3 + 289/45*z + 1
*
[ 27/4 ] 
f(z) = -8/81*z^3 + 289/54*z + 1
*
[ 15 ] 
f(z) = -2/81*z^3 + 292/45*z + 1
*
[ 27/2 ] 
f(z) = -2/81*z^3 + 293/54*z + 1
*
[ -15 ] 
f(z) = -2/81*z^3 + 298/45*z + 1
*
-30/7 | 0.21959339571550220548638420984421674405 | 0.027987233165921330810873943123713788114
f(z) = -14/81*z^3 + 284/63*z + 1
*
-15/4 | 0.18275324060626518984945331178689425842 | 0.023179681152638625832417960348272607719
f(z) = -14/81*z^3 + 295/72*z + 1
*
[ 6 ] 
f(z) = -10/99*z^3 + 295/66*z + 1
*
[ 6 ] 
f(z) = -9/80*z^3 + 293/60*z + 1
*
45/8 | 0.21123026220784506530186496770161502262 | 0.026861600937970074972013196074869362029
f(z) = -8/81*z^3 + 289/72*z + 1
*
9/4 | 0.19156080043831675584274833335531569202 | 0.024360286840287223184340578527351756036
f(z) = -2/81*z^3 + 289/72*z + 1
*
15 | 0.19458158455698272079789890457557998856 | 0.028762817956384252708335571062677660857
f(z) = -2/99*z^3 + 289/66*z + 1
*
[ -3 ] 
f(z) = -20/87*z^3 + 296/87*z + 1
*
[ -1/2 ] 
f(z) = -20/93*z^3 + 284/93*z + 1
*
[ -1/2 ] 
f(z) = -20/97*z^3 + 296/97*z + 1
*
[ -3 ] 
f(z) = -19/87*z^3 + 287/87*z + 1
*
0 | 0.11428007437410683802369328761866255449 | 0.020167926043030685818676192008805028359
f(z) = -19/90*z^3 + 289/90*z + 1
*
[ -3 ] 
f(z) = -19/93*z^3 + 295/93*z + 1
*
[ -3 ] 
f(z) = -19/96*z^3 + 299/96*z + 1
*
0 | 0.089137372104819974410585361370749502058 | 0.015750093154565354735742427270150585129
f(z) = -17/90*z^3 + 287/90*z + 1
*
[ -3 ] 
f(z) = -17/96*z^3 + 281/96*z + 1
*
[ -13/4 ] 
f(z) = -16/91*z^3 + 288/91*z + 1
*
[ -1/2 ] 
f(z) = -16/93*z^3 + 283/93*z + 1
*
[ -1/2 ] 
f(z) = -16/95*z^3 + 289/95*z + 1
*
[ -1/2 ] 
f(z) = -16/97*z^3 + 295/97*z + 1
*
0 | 0.084497612337958950389383130993713929507 | 0.014967391221629156564686254025301886445
f(z) = -13/90*z^3 + 283/90*z + 1
*
0 | 0.16471133739581119927603906990382843405 | 0.028911468240070093622407882799261036959
f(z) = -13/95*z^3 + 298/95*z + 1
*
[ -1/2 ] 
f(z) = -12/95*z^3 + 288/95*z + 1
*
[ -1/2 ] 
f(z) = -12/97*z^3 + 294/97*z + 1
*
-5 | 0.10810504915500790993613575263159595880 | 0.019054977843507418786900906470406685905
f(z) = -11/80*z^3 + 291/80*z + 1
*
[ -4 ] 
f(z) = -11/84*z^3 + 281/84*z + 1
*
0 | 0.084690288692358126059320139634644265446 | 0.015020390461241687872372574296241729470
f(z) = -11/90*z^3 + 281/90*z + 1
*
[ -4 ] 
f(z) = -11/92*z^3 + 291/92*z + 1
*
0 | 0.16394789891400986103264618776451179634 | 0.028811518890854445745376583505705334548
f(z) = -11/95*z^3 + 296/95*z + 1
*
0 | 0.14550840106918638202183148533580497206 | 0.025525803245980801353846104149095969066
f(z) = -11/96*z^3 + 299/96*z + 1
*
-9/2 | 0.21148359648661668566368059960535862393 | 0.026990167520352102133425302281462047173
f(z) = -10/81*z^3 + 281/90*z + 1
*
-3/5 | 0.17079190804992758485509616790058770686 | 0.021719161021337999243525510621374400774
f(z) = -10/81*z^3 + 289/90*z + 1
*
5/3 | 0.073052797681498575609204615724616406517 | 0.012956403413006800838959497685051228695
f(z) = -9/80*z^3 + 281/80*z + 1
*
[ 5 ] 
f(z) = -9/80*z^3 + 289/80*z + 1
*
[ 5 ] 
f(z) = -9/85*z^3 + 293/85*z + 1
*
[ -13/3 ] 
f(z) = -9/91*z^3 + 281/91*z + 1
*
-5/2 | 0.16837189462006020070969490663136127187 | 0.029732133079625206607652137515629660880
f(z) = -8/85*z^3 + 288/85*z + 1
*
[ -1/2 ] 
f(z) = -8/93*z^3 + 281/93*z + 1
*
[ -1/2 ] 
f(z) = -8/95*z^3 + 287/95*z + 1
*
-7/2 | 0.16944915204135746675677896997715057446 | 0.029922361746252137621324030515747369472
f(z) = -8/95*z^3 + 288/95*z + 1
*
[ -1/2 ] 
f(z) = -8/97*z^3 + 293/97*z + 1
*
[ -9/2 ] 
f(z) = -8/99*z^3 + 283/99*z + 1
*
[ -1/2 ] 
f(z) = -8/99*z^3 + 299/99*z + 1
*
[ -5 ] 
f(z) = -7/90*z^3 + 283/90*z + 1
*
[ -5 ] 
f(z) = -7/95*z^3 + 289/95*z + 1
*
0 | 0.16107914267560269487592844246755508467 | 0.028324220272210647380484868416386595518
f(z) = -7/96*z^3 + 295/96*z + 1
*
0 | 0.15860362296394349201492034116341894472 | 0.027922324527984591948453889365709103672
f(z) = -5/96*z^3 + 293/96*z + 1
*
[ -1/2 ] 
f(z) = -4/93*z^3 + 280/93*z + 1
*
[ -1/2 ] 
f(z) = -4/95*z^3 + 286/95*z + 1
*
[ -1/2 ] 
f(z) = -4/97*z^3 + 292/97*z + 1
*
[ -1/2 ] 
f(z) = -4/99*z^3 + 298/99*z + 1
*
-11 | 0.16316835584264093083732711965402465950 | 0.028902646469096645047507682922749149233
f(z) = -3/88*z^3 + 283/88*z + 1
*
[ 28/3 ] 
f(z) = -3/98*z^3 + 299/84*z + 1
*
11 | 0.13466962408028723785514254298747285366 | 0.023666277176559176160399988780599531252
f(z) = -2/99*z^3 + 296/99*z + 1
*
-11 | 0.16503951285990731787366458973758723887 | 0.029125853371780645413460291704888604813
f(z) = -1/84*z^3 + 289/84*z + 1
*
5 | 0.14369098105720185756834744251449333411 | 0.025358305854137394683711220719668310298
f(z) = -1/88*z^3 + 289/88*z + 1
*
34/3 | 0.17473860622544308840699191536418235811 | 0.022518981334883711644864791372697489640
f(z) = -1/88*z^3 + 293/99*z + 1
*
[ -9/13 ] 
f(z) = -13/81*z^3 + 295/117*z + 1
*
[ -7/3 ] 
f(z) = -17/98*z^3 + 299/126*z + 1
*
-33/8 | 0.16647480436772648858837174954454680485 | 0.024633393963143967788579425988735900350
f(z) = -16/99*z^3 + 287/132*z + 1
*
15/8 | 0.17390705234780616122805519784529043042 | 0.025628886022236757440127856269938548043
f(z) = -16/99*z^3 + 295/132*z + 1
*
[ -6/7 ] 
f(z) = -14/81*z^3 + 289/126*z + 1
*
[ -7/9 ] 
f(z) = -9/98*z^3 + 295/126*z + 1
*
[ -6/7 ] 
f(z) = -7/81*z^3 + 281/126*z + 1
*
[ -14/3 ] 
f(z) = -5/98*z^3 + 293/126*z + 1
*
10 | 0.18215533545335084709614802630619796497 | 0.025930880626727575623266538831750139325
f(z) = -1/96*z^3 + 281/120*z + 1
*
[ -22/13 ] 
f(z) = -13/88*z^3 + 288/143*z + 1
*
60/13 | 0.20667748102193216213419672096271923435 | 0.026779338994076537603933926741331347900
f(z) = -13/96*z^3 + 281/156*z + 1
*
-4 | 0.20667877879565775103675313379506475580 | 0.026635187624257786405282728084810503763
f(z) = -13/96*z^3 + 293/156*z + 1
*
[ -20/7 ] 
f(z) = -7/80*z^3 + 289/140*z + 1
*
6 | 0.19752126902209157153216079381945568207 | 0.027979032211394290190355764762359874526
f(z) = -7/80*z^3 + 291/140*z + 1
*
[ -9/8 ] 
f(z) = -4/81*z^3 + 281/144*z + 1
*
[ -2 ] 
f(z) = -7/81*z^3 + 299/162*z + 1
*
[ -2 ] 
f(z) = -6/83*z^3 + 297/166*z + 1
*
[ -2 ] 
f(z) = -5/81*z^3 + 283/162*z + 1
*
[ 4 ] 
f(z) = -5/82*z^3 + 283/164*z + 1
*
[ -2 ] 
f(z) = -5/83*z^3 + 289/166*z + 1
*
[ 4 ] 
f(z) = -5/86*z^3 + 289/172*z + 1
*
[ -2 ] 
f(z) = -4/83*z^3 + 281/166*z + 1
*
[ -2 ] 
f(z) = -4/85*z^3 + 287/170*z + 1
*
[ -2 ] 
f(z) = -4/87*z^3 + 293/174*z + 1
*
[ -2 ] 
f(z) = -4/89*z^3 + 299/178*z + 1
*
[ -2 ] 
f(z) = -3/89*z^3 + 291/178*z + 1
*
7/2 | 0.21658303541390346981740486164339630208 | 0.028374988103885042088688142074443843591
f(z) = -3/98*z^3 + 295/168*z + 1
*
[ 6 ] 
f(z) = -2/87*z^3 + 289/174*z + 1
*
[ -3/2 ] 
f(z) = -2/87*z^3 + 299/174*z + 1
*
[ -2 ] 
f(z) = -2/89*z^3 + 283/178*z + 1
*
-9/5 | 0.16252774490750733659635005548120095034 | 0.020668228971651186743103460973778131384
f(z) = -20/81*z^3 + 289/180*z + 1
*
-10/3 | 0.18790665060595062287542410696258458941 | 0.026515253187350689922828391439033665092
f(z) = -17/80*z^3 + 299/180*z + 1
*
[ 5/2 ] 
f(z) = -14/95*z^3 + 289/190*z + 1
*
0 | 0.16950394777344090235525951307885838230 | 0.029770270824346306354011118105329553955
f(z) = -12/91*z^3 + 297/182*z + 1
*
0 | 0.15450962970854596584317733908264761157 | 0.027201572970382546393362063182203161074
f(z) = -10/91*z^3 + 293/182*z + 1
*
-4 | 0.18685134870834125525451682023519588120 | 0.026493511852234637976917348317241619391
f(z) = -9/80*z^3 + 289/180*z + 1
*
[ 13/4 ] 
f(z) = -8/91*z^3 + 295/182*z + 1
*
[ -2 ] 
f(z) = -3/91*z^3 + 297/182*z + 1
*
[ -7/2 ] 
f(z) = -2/91*z^3 + 283/182*z + 1
*
[ -2 ] 
f(z) = -2/91*z^3 + 289/182*z + 1
*
[ -2 ] 
f(z) = -2/93*z^3 + 295/186*z + 1
*
[ 6 ] 
f(z) = -2/93*z^3 + 299/186*z + 1
*
[ 11/2 ] 
f(z) = -2/99*z^3 + 283/198*z + 1
*
[ 15/2 ] 
f(z) = -1/81*z^3 + 281/180*z + 1
*
[ -2 ] 
f(z) = -1/91*z^3 + 281/182*z + 1
*
[ 8 ] 
f(z) = -1/92*z^3 + 289/184*z + 1
*
[ -2 ] 
f(z) = -1/93*z^3 + 287/186*z + 1
*
[ -6 ] 
f(z) = -1/93*z^3 + 289/186*z + 1
*
[ -2 ] 
f(z) = -1/95*z^3 + 293/190*z + 1
*
[ -2 ] 
f(z) = -1/97*z^3 + 299/194*z + 1
*
[ 3 ] 
f(z) = -5/82*z^3 + 299/246*z + 1
*
[ 16/5 ] 
f(z) = -5/96*z^3 + 293/240*z + 1
*
5 | 0.15816602839482002803279379993991888820 | 0.027912834154659714849757039215275327854
f(z) = -3/80*z^3 + 289/240*z + 1
*
-7/6 | 0.15560621518359638326606167260819489697 | 0.027563135036936782253308630066834429784
f(z) = -12/91*z^3 + 283/273*z + 1
*
[ 24/11 ] 
f(z) = -11/96*z^3 + 287/264*z + 1
*
[ 3 ] 
f(z) = -4/89*z^3 + 286/267*z + 1
*
[ 3 ] 
f(z) = -4/91*z^3 + 290/273*z + 1
*
16/3 | 0.15461086915953855295454942441864226214 | 0.027285426542956235896188516091423674105
f(z) = -3/88*z^3 + 289/264*z + 1
*
-23/3 | 0.058067045597519989391540684382650123982 | 0.010247559669189499998008371246077880501
f(z) = -3/92*z^3 + 289/276*z + 1
*
[ 3 ] 
f(z) = -4/95*z^3 + 298/285*z + 1
*
[ 6/11 ] 
f(z) = -1/108*z^3 - 201/242*z + 1
*
[ 6/11 ] 
f(z) = -19/108*z^3 - 189/242*z + 1
*
[ 6/11 ] 
f(z) = -13/108*z^3 - 193/242*z + 1
*
14/9 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -9/112*z^3 - 185/252*z + 1
*
[ 6/11 ] 
f(z) = -7/108*z^3 - 197/242*z + 1
*
[ 3/5 ] 
f(z) = -10/117*z^3 - 124/195*z + 1
*
[ 5/9 ] 
f(z) = -9/100*z^3 - 139/180*z + 1
*
[ 3/5 ] 
f(z) = -5/117*z^3 - 127/195*z + 1
*
3/2 | 0.10921101988933891310224589648402657414 | 0.020424317121351233654112954033036544431
f(z) = -2/105*z^3 - 131/210*z + 1
*
[ 2/3 ] 
f(z) = -5/112*z^3 - 121/252*z + 1
*
[ 2/3 ] 
f(z) = -1/112*z^3 - 125/252*z + 1
*
[ 10/17 ] 
f(z) = -17/100*z^3 - 109/170*z + 1
*
[ 3/5 ] 
f(z) = -20/117*z^3 - 118/195*z + 1
*
[ 2/3 ] 
f(z) = -9/109*z^3 - 101/218*z + 1
*
-7/2 | 0.10921167202869263246649274348314920315 | 0.020424439082495641733923066622442233126
f(z) = -2/105*z^3 - 101/210*z + 1
*
-6 | 0.11997612625075675694224020159561748875 | 0.022437574999479858901084507870444174451
f(z) = -1/105*z^3 - 103/210*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -1/109*z^3 - 101/218*z + 1
*
[ 2/3 ] 
f(z) = -18/119*z^3 - 103/238*z + 1
*
[ 2/3 ] 
f(z) = -9/113*z^3 - 105/226*z + 1
*
[ 2/3 ] 
f(z) = -9/115*z^3 - 107/230*z + 1
*
[ 2/3 ] 
f(z) = -9/119*z^3 - 111/238*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -2/119*z^3 - 103/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -1/111*z^3 - 103/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -1/113*z^3 - 105/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -1/115*z^3 - 107/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -1/117*z^3 - 109/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -1/119*z^3 - 111/238*z + 1
*
[ 2/3 ] 
f(z) = -19/112*z^3 - 107/252*z + 1
*
[ 2/3 ] 
f(z) = -17/112*z^3 - 109/252*z + 1
*
[ 2/3 ] 
f(z) = -13/112*z^3 - 113/252*z + 1
*
[ 2/3 ] 
f(z) = -11/112*z^3 - 115/252*z + 1
*
6 | 0.18657658433882470508972803145788172347 | 0.026978606898422167048808268526564243655
f(z) = -1/112*z^3 - 101/252*z + 1
*
[ 2/3 ] 
f(z) = -3/116*z^3 - 85/174*z + 1
*
[ 2/3 ] 
f(z) = -18/101*z^3 - 85/202*z + 1
*
[ 2/3 ] 
f(z) = -18/103*z^3 - 87/206*z + 1
*
[ 2/3 ] 
f(z) = -18/107*z^3 - 91/214*z + 1
*
[ 2/3 ] 
f(z) = -18/109*z^3 - 93/218*z + 1
*
[ 2/3 ] 
f(z) = -9/101*z^3 - 93/202*z + 1
*
[ 2/3 ] 
f(z) = -9/103*z^3 - 95/206*z + 1
*
[ 2/3 ] 
f(z) = -9/107*z^3 - 99/214*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -3/107*z^3 - 83/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -3/109*z^3 - 85/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -2/101*z^3 - 85/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -2/103*z^3 - 87/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -2/107*z^3 - 91/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -2/109*z^3 - 93/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -1/101*z^3 - 93/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -1/103*z^3 - 95/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = -1/105*z^3 - 97/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -1/107*z^3 - 99/214*z + 1
*
[ 2/3 ] 
f(z) = -18/113*z^3 - 97/226*z + 1
*
[ 2/3 ] 
f(z) = -18/115*z^3 - 99/230*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = -4/113*z^3 - 81/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = -4/115*z^3 - 83/230*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.014202234372619851156041684109187598818
f(z) = -4/117*z^3 - 85/234*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = -4/119*z^3 - 87/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -3/113*z^3 - 89/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -3/115*z^3 - 91/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -3/119*z^3 - 95/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -2/111*z^3 - 95/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -2/113*z^3 - 97/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -2/115*z^3 - 99/230*z + 1
*
[ 3/5 ] 
f(z) = -17/108*z^3 - 61/100*z + 1
*
[ 3/5 ] 
f(z) = -11/108*z^3 - 63/100*z + 1
*
14/5 | 0.17679282608513695678845480053619349853 | 0.027938462745032194130170943079690925536
f(z) = -5/112*z^3 - 61/140*z + 1
*
[ 2/3 ] 
f(z) = -3/100*z^3 - 73/150*z + 1
*
[ 2/3 ] 
f(z) = -15/116*z^3 - 77/174*z + 1
*
[ 3/4 ] 
f(z) = -8/105*z^3 - 61/210*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -6/109*z^3 - 61/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -5/101*z^3 - 61/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -5/103*z^3 - 63/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -5/107*z^3 - 67/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -5/109*z^3 - 69/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = -4/101*z^3 - 69/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = -4/103*z^3 - 71/206*z + 1
*
-2 | 0.068692236449639122913970108915515760203 | 0.012846615867555234741715785273019573133
f(z) = -4/105*z^3 - 73/210*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = -4/107*z^3 - 75/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = -4/109*z^3 - 77/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -3/101*z^3 - 77/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -3/103*z^3 - 79/206*z + 1
*
[ 3/4 ] 
f(z) = -8/111*z^3 - 65/222*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -7/117*z^3 - 61/234*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -6/113*z^3 - 65/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -6/115*z^3 - 67/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -6/119*z^3 - 71/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -5/111*z^3 - 71/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -5/113*z^3 - 73/226*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -5/117*z^3 - 77/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -5/119*z^3 - 79/238*z + 1
*
-2 | 0.069722341383741693463225076384214768301 | 0.012905146181351227292944634398498603787
f(z) = -4/111*z^3 - 79/222*z + 1
*
[ 6/11 ] 
f(z) = -11/108*z^3 - 53/66*z + 1
*
4/3 | 0.15447862155728100724816541640730493872 | 0.026555899880424178093509735265524634421
f(z) = -3/112*z^3 - 59/84*z + 1
*
-6 | 0.14879807197412153112562717881453849012 | 0.025579375721447059960388180864780059458
f(z) = -1/112*z^3 - 43/84*z + 1
*
[ 2/3 ] 
f(z) = -19/104*z^3 - 49/117*z + 1
*
[ 2/3 ] 
f(z) = -17/104*z^3 - 50/117*z + 1
*
5/4 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -16/105*z^3 - 59/105*z + 1
*
[ 2/3 ] 
f(z) = -11/104*z^3 - 53/117*z + 1
*
[ 2/3 ] 
f(z) = -9/106*z^3 - 49/106*z + 1
*
[ 2/3 ] 
f(z) = -9/110*z^3 - 51/110*z + 1
*
5/3 | 0.13358501181069302951094393176792752328 | 0.028419438315890721819133782254220998472
f(z) = -9/110*z^3 - 41/110*z + 1
*
[ 2/3 ] 
f(z) = -9/118*z^3 - 55/118*z + 1
*
3/2 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -8/105*z^3 - 52/105*z + 1
*
[ 2/3 ] 
f(z) = -7/104*z^3 - 55/117*z + 1
*
[ 2/3 ] 
f(z) = -5/104*z^3 - 56/117*z + 1
*
-7/2 | 0.12544859048810397090569686561336560460 | 0.026955234047891682525753981171909213316
f(z) = -4/105*z^3 - 41/105*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -3/106*z^3 - 41/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -3/110*z^3 - 43/110*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -3/118*z^3 - 47/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -1/102*z^3 - 47/102*z + 1
*
[ 2/3 ] 
f(z) = -1/104*z^3 - 58/117*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -1/106*z^3 - 49/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -1/110*z^3 - 51/110*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -1/114*z^3 - 53/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -1/118*z^3 - 55/118*z + 1
*
[ 5/7 ] 
f(z) = -7/100*z^3 - 51/140*z + 1
*
-14/5 | 0.13798095622798021522600794930442406046 | 0.021805046564745380784861979444943392757
f(z) = -5/112*z^3 - 41/140*z + 1
*
[ 3/4 ] 
f(z) = -4/117*z^3 - 49/156*z + 1
*
[ 3/4 ] 
f(z) = -17/108*z^3 - 47/192*z + 1
*
[ 3/4 ] 
f(z) = -11/108*z^3 - 53/192*z + 1
*
[ 3/4 ] 
f(z) = -5/108*z^3 - 59/192*z + 1
*
-9/5 | 0.18641495303292757325033654075534560725 | 0.029629325991324042248484469039427165506
f(z) = -5/108*z^3 - 53/180*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -8/107*z^3 - 43/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -8/109*z^3 - 45/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -7/101*z^3 - 45/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -7/103*z^3 - 47/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -7/107*z^3 - 51/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -7/109*z^3 - 53/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -6/101*z^3 - 53/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -6/103*z^3 - 55/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -6/107*z^3 - 59/214*z + 1
*
5/2 | 0.10142566054035505687358133306380700239 | 0.018968322585191377196174155941499077518
f(z) = -2/105*z^3 - 59/210*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -9/113*z^3 - 41/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -9/115*z^3 - 43/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -9/119*z^3 - 47/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -8/111*z^3 - 47/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -8/113*z^3 - 49/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -8/115*z^3 - 51/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -8/117*z^3 - 53/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -8/119*z^3 - 55/238*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.013960897070540810554748725601972741328
f(z) = -7/111*z^3 - 55/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -7/113*z^3 - 57/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -7/115*z^3 - 59/230*z + 1
*
-14/9 | 0.13523365302049915793546379053329908758 | 0.019554520076603577497965914288052164569
f(z) = -9/112*z^3 - 41/252*z + 1
*
[ 5/6 ] 
f(z) = -3/100*z^3 - 43/240*z + 1
*
[ 4/5 ] 
f(z) = -15/104*z^3 - 41/260*z + 1
*
[ 4/5 ] 
f(z) = -5/104*z^3 - 57/260*z + 1
*
[ 6/7 ] 
f(z) = -1/108*z^3 - 47/294*z + 1
*
[ 2/3 ] 
f(z) = -9/100*z^3 - 23/50*z + 1
*
[ 2/3 ] 
f(z) = -9/116*z^3 - 27/58*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -3/116*z^3 - 23/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -1/100*z^3 - 23/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -1/108*z^3 - 25/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -1/116*z^3 - 27/58*z + 1
*
[ 12/19 ] 
f(z) = -19/108*z^3 - 39/76*z + 1
*
[ 12/17 ] 
f(z) = -17/108*z^3 - 23/68*z + 1
*
[ 3/4 ] 
f(z) = -8/117*z^3 - 23/78*z + 1
*
[ 3/4 ] 
f(z) = -1/108*z^3 - 21/64*z + 1
*
[ 2/3 ] 
f(z) = -15/112*z^3 - 37/84*z + 1
*
[ 3/4 ] 
f(z) = -16/105*z^3 - 26/105*z + 1
*
[ 3/4 ] 
f(z) = -16/111*z^3 - 28/111*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -9/118*z^3 - 23/118*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.011344264257752723364281708739022590496
f(z) = -7/102*z^3 - 23/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -7/106*z^3 - 25/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -7/110*z^3 - 27/110*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = -7/114*z^3 - 29/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -7/118*z^3 - 31/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = -5/102*z^3 - 31/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -5/106*z^3 - 33/106*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -5/114*z^3 - 37/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -5/118*z^3 - 39/118*z + 1
*
[ 10/13 ] 
f(z) = -13/100*z^3 - 29/130*z + 1
*
[ 3/4 ] 
f(z) = -20/117*z^3 - 37/156*z + 1
*
[ 4/5 ] 
f(z) = -15/112*z^3 - 23/140*z + 1
*
[ 4/5 ] 
f(z) = -5/112*z^3 - 31/140*z + 1
*
-24/11 | 0.23590590885484078060224948804645309420 | 0.027864040676789687796951106733929300522
f(z) = -11/108*z^3 - 21/176*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -11/109*z^3 - 21/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -10/101*z^3 - 21/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -10/103*z^3 - 23/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -10/107*z^3 - 27/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -10/109*z^3 - 29/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -9/101*z^3 - 29/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -9/103*z^3 - 31/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -9/107*z^3 - 35/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -9/109*z^3 - 37/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -8/101*z^3 - 37/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -8/103*z^3 - 39/206*z + 1
*
[ 5/6 ] 
f(z) = -18/115*z^3 - 21/230*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = -12/119*z^3 - 23/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -11/111*z^3 - 23/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -11/113*z^3 - 25/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -11/115*z^3 - 27/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -11/117*z^3 - 29/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -11/119*z^3 - 31/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -10/111*z^3 - 31/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -10/113*z^3 - 33/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -10/117*z^3 - 37/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -10/119*z^3 - 39/238*z + 1
*
9/4 | 0.12887775022470325003026793313435965599 | 0.023624228070074446920625264406523702300
f(z) = -8/117*z^3 - 23/234*z + 1
*
-13/2 | 0.15153991511493793878610927883030309229 | 0.027778367562695083813442644504429937933
f(z) = -2/117*z^3 - 29/234*z + 1
*
-28/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -1/112*z^3 - 29/252*z + 1
*
[ 6/7 ] 
f(z) = -7/104*z^3 - 32/273*z + 1
*
[ 6/7 ] 
f(z) = -13/108*z^3 - 23/294*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -11/104*z^3 - 1/13*z + 1
*
[ 2/3 ] 
f(z) = -9/104*z^3 - 6/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -9/104*z^3 - 2/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -7/104*z^3 - 3/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -5/104*z^3 - 4/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -3/104*z^3 - 5/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -1/104*z^3 - 6/13*z + 1
*
[ 3/4 ] 
f(z) = -16/117*z^3 - 10/39*z + 1
*
[ 2/3 ] 
f(z) = -15/104*z^3 - 17/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -13/112*z^3 - 1/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -11/112*z^3 - 3/28*z + 1
*
[ 2/3 ] 
f(z) = -9/112*z^3 - 13/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -9/112*z^3 - 5/28*z + 1
*
[ 3/5 ] 
f(z) = -5/108*z^3 - 13/20*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -5/112*z^3 - 9/28*z + 1
*
-4 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = -5/112*z^3 - 1/28*z + 1
*
[ 2/3 ] 
f(z) = -3/104*z^3 - 19/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -3/112*z^3 - 11/28*z + 1
*
-4 | 0.12522086459097284557788335294334150518 | 0.026538284315961541893023545675395424046
f(z) = -1/112*z^3 - 17/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -1/112*z^3 - 13/28*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -13/108*z^3 - 1/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -13/116*z^3 - 3/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -11/100*z^3 - 3/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -11/108*z^3 - 5/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -11/116*z^3 - 7/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -9/100*z^3 - 7/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -9/116*z^3 - 11/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -7/100*z^3 - 11/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -7/108*z^3 - 13/54*z + 1
*
[ 6/7 ] 
f(z) = -7/108*z^3 - 5/42*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -7/116*z^3 - 15/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -5/108*z^3 - 17/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -5/116*z^3 - 19/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -3/100*z^3 - 19/50*z + 1
*
-8 | 0.13872384432471992186005943916867763471 | 0.029399995233366273641968022223578567835
f(z) = -1/112*z^3 - 17/56*z + 1
*
[ 3/4 ] 
f(z) = -19/108*z^3 - 15/64*z + 1
*
[ 3/4 ] 
f(z) = -13/108*z^3 - 17/64*z + 1
*
[ 3/4 ] 
f(z) = -7/108*z^3 - 19/64*z + 1
*
[ 6/7 ] 
f(z) = -17/108*z^3 - 5/98*z + 1
*
-4/3 | 0.11381103445829884871504825629382419542 | 0.019564871863136057581995292506356648147
f(z) = -15/112*z^3 - 1/84*z + 1
*
[ 6/7 ] 
f(z) = -11/108*z^3 - 9/98*z + 1
*
[ 5/6 ] 
f(z) = -9/100*z^3 - 11/80*z + 1
*
[ 6/7 ] 
f(z) = -5/108*z^3 - 13/98*z + 1
*
14/3 | 0.10810845728709017873430559917004536603 | 0.018584561015638905530129012649570559397
f(z) = -3/112*z^3 - 5/84*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -13/106*z^3 - 1/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -13/110*z^3 - 3/110*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011512963819589632143496291267663461803
f(z) = -13/114*z^3 - 5/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -13/118*z^3 - 7/118*z + 1
*
[ 10/11 ] 
f(z) = -11/100*z^3 - 1/110*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.011344487743697964139384604774572899357
f(z) = -11/102*z^3 - 7/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -11/106*z^3 - 9/106*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = -11/114*z^3 - 13/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -11/118*z^3 - 15/118*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -9/106*z^3 - 17/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -9/110*z^3 - 19/110*z + 1
*
10/3 | 0.088502286909472766395460877061413078986 | 0.018518518518518518518518518518518518519
f(z) = -9/119*z^3 - 19/119*z + 1
*
-5/2 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = -8/105*z^3 - 13/105*z + 1
*
5/2 | 0.12544859048810397090569686561336560460 | 0.026955234047891682525753981171909213316
f(z) = -4/105*z^3 - 17/105*z + 1
*
-5 | 0.13652865682657615776810124193386476633 | 0.029045681760561909758213957930856531821
f(z) = -3/110*z^3 - 13/110*z + 1
*
21/5 | 0.21952617732192054830723828107579030500 | 0.026649678819267389460087255758120254469
f(z) = -5/108*z^3 - 19/140*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = -13/105*z^3 - 1/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -13/107*z^3 - 3/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -13/109*z^3 - 5/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = -12/101*z^3 - 5/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = -12/103*z^3 - 7/206*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = -12/107*z^3 - 11/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = -12/109*z^3 - 13/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -11/101*z^3 - 13/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -11/103*z^3 - 15/206*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.013913531958837116920580717393984271279
f(z) = -11/105*z^3 - 17/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -11/107*z^3 - 19/214*z + 1
*
7/2 | 0.13791052517777852388734847339918012645 | 0.025791612453186227532647754926675936576
f(z) = -2/105*z^3 - 11/210*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -14/113*z^3 - 1/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -14/115*z^3 - 3/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -14/117*z^3 - 5/234*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.013960897070540810554748725601972741328
f(z) = -13/111*z^3 - 7/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -13/113*z^3 - 9/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -13/115*z^3 - 11/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -13/119*z^3 - 15/238*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = -12/113*z^3 - 17/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = -12/115*z^3 - 19/230*z + 1
*
-5 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -2/119*z^3 - 19/238*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -11/112*z^3 - 19/252*z + 1
*
-22/3 | 0.11450583807751680490064089281183802978 | 0.016557318829771681603742206275990856228
f(z) = -1/112*z^3 - 5/252*z + 1
*
[ 6/7 ] 
f(z) = -19/108*z^3 - 11/294*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -19/104*z^3 + 3/13*z + 1
*
[ 2 ] 
f(z) = -19/104*z^3 + 16/13*z + 1
*
[ 3 ] 
f(z) = -19/108*z^3 + 9/4*z + 1
*
[ -6 ] 
f(z) = -19/108*z^3 + 15/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -17/104*z^3 + 2/13*z + 1
*
[ 2 ] 
f(z) = -17/104*z^3 + 15/13*z + 1
*
[ -3 ] 
f(z) = -17/108*z^3 + 11/4*z + 1
*
[ 3/2 ] 
f(z) = -17/108*z^3 + 11/16*z + 1
*
[ 6 ] 
f(z) = -17/108*z^3 + 13/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = -15/104*z^3 + 1/13*z + 1
*
[ 2 ] 
f(z) = -15/104*z^3 + 14/13*z + 1
*
[ 3 ] 
f(z) = -13/108*z^3 + 7/4*z + 1
*
[ -6 ] 
f(z) = -13/108*z^3 + 11/2*z + 1
*
[ 2 ] 
f(z) = -11/104*z^3 + 12/13*z + 1
*
[ 6 ] 
f(z) = -11/108*z^3 + 9/2*z + 1
*
[ -3 ] 
f(z) = -11/108*z^3 + 9/4*z + 1
*
[ 3/2 ] 
f(z) = -11/108*z^3 + 9/16*z + 1
*
[ 3 ] 
f(z) = -11/108*z^3 + 19/12*z + 1
*
[ 10/3 ] 
f(z) = -9/100*z^3 + 17/10*z + 1
*
[ 2 ] 
f(z) = -9/104*z^3 + 11/13*z + 1
*
[ 2 ] 
f(z) = -7/104*z^3 + 10/13*z + 1
*
[ 3 ] 
f(z) = -7/108*z^3 + 5/4*z + 1
*
[ -6 ] 
f(z) = -7/108*z^3 + 7/2*z + 1
*
[ 6 ] 
f(z) = -7/108*z^3 + 19/6*z + 1
*
30/7 | 0.11305276014262431864086166890999825520 | 0.016305475624820925385502703500815986315
f(z) = -7/108*z^3 + 19/14*z + 1
*
[ 2 ] 
f(z) = -5/104*z^3 + 9/13*z + 1
*
[ 6 ] 
f(z) = -5/108*z^3 + 5/2*z + 1
*
[ -3 ] 
f(z) = -5/108*z^3 + 7/4*z + 1
*
[ 3/2 ] 
f(z) = -5/108*z^3 + 7/16*z + 1
*
[ 3 ] 
f(z) = -5/108*z^3 + 13/12*z + 1
*
[ -6 ] 
f(z) = -5/108*z^3 + 17/6*z + 1
*
-3 | 0.18077733943420667948654162643835485271 | 0.028969446851312961557368937782155343536
f(z) = -5/108*z^3 + 19/4*z + 1
*
[ -6/5 ] 
f(z) = -5/108*z^3 + 19/10*z + 1
*
[ 2 ] 
f(z) = -3/104*z^3 + 8/13*z + 1
*
[ 10 ] 
f(z) = -1/100*z^3 + 19/10*z + 1
*
[ 2 ] 
f(z) = -1/104*z^3 + 7/13*z + 1
*
[ -6 ] 
f(z) = -1/108*z^3 + 3/2*z + 1
*
[ 3 ] 
f(z) = -1/108*z^3 + 3/4*z + 1
*
[ 6 ] 
f(z) = -1/108*z^3 + 7/6*z + 1
*
-6 | 0.090538333931916195839396539931987186856 | 0.014635512546751207104105100337584086427
f(z) = -1/108*z^3 + 9/2*z + 1
*
[ 12 ] 
f(z) = -1/108*z^3 + 9/4*z + 1
*
[ -3 ] 
f(z) = -1/108*z^3 + 17/12*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -19/112*z^3 + 5/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -17/112*z^3 + 3/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -15/112*z^3 + 1/28*z + 1
*
[ 5/3 ] 
f(z) = -9/100*z^3 + 13/20*z + 1
*
[ 4/3 ] 
f(z) = -9/112*z^3 + 11/28*z + 1
*
[ 3/2 ] 
f(z) = -8/117*z^3 + 19/39*z + 1
*
[ 12/7 ] 
f(z) = -7/108*z^3 + 17/28*z + 1
*
[ 6/5 ] 
f(z) = -5/108*z^3 + 7/30*z + 1
*
[ 12/5 ] 
f(z) = -5/108*z^3 + 17/20*z + 1
*
[ 2 ] 
f(z) = -5/112*z^3 + 19/28*z + 1
*
[ 3/2 ] 
f(z) = -4/117*z^3 + 16/39*z + 1
*
[ 2 ] 
f(z) = -3/112*z^3 + 17/28*z + 1
*
10 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = -1/112*z^3 + 11/28*z + 1
*
[ 2 ] 
f(z) = -1/112*z^3 + 15/28*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -19/100*z^3 + 13/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -19/108*z^3 + 11/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -19/116*z^3 + 9/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -17/100*z^3 + 9/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = -17/108*z^3 + 7/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -17/116*z^3 + 5/58*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = -15/116*z^3 + 1/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = -13/100*z^3 + 1/50*z + 1
*
[ 12/13 ] 
f(z) = -13/108*z^3 + 1/52*z + 1
*
[ 6/5 ] 
f(z) = -13/108*z^3 + 17/50*z + 1
*
[ 12/11 ] 
f(z) = -11/108*z^3 + 9/44*z + 1
*
[ 6/5 ] 
f(z) = -7/108*z^3 + 13/50*z + 1
*
[ 6/5 ] 
f(z) = -1/108*z^3 + 9/50*z + 1
*
[ 3/2 ] 
f(z) = -1/108*z^3 + 17/48*z + 1
*
[ 10/9 ] 
f(z) = -9/100*z^3 + 19/90*z + 1
*
-26/7 | 0.098019029916539699370499408402856325041 | 0.014873224940666526089292460311257882525
f(z) = -7/104*z^3 + 18/91*z + 1
*
-6 | 0.12845079140433425197613524939355675729 | 0.022081543204539134037979249397700663097
f(z) = -3/112*z^3 + 11/84*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -19/118*z^3 + 17/118*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = -17/106*z^3 + 15/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = -17/110*z^3 + 13/110*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = -17/114*z^3 + 11/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = -17/118*z^3 + 9/118*z + 1
*
-5/4 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -16/105*z^3 + 4/105*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -15/106*z^3 + 7/106*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = -15/118*z^3 + 1/118*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.011344405261685080810748402542916446443
f(z) = -13/102*z^3 + 1/102*z + 1
*
-26/9 | 0.095049315322931672313431348150511805761 | 0.013892817515062662249579770543001606987
f(z) = -9/104*z^3 + 8/117*z + 1
*
-5 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = -4/105*z^3 + 16/105*z + 1
*
7/2 | 0.11141875365125125929511387910847950643 | 0.023940632336388523418165304041455814676
f(z) = -4/105*z^3 + 19/105*z + 1
*
11 | 0.11804092132056740815153662977910373584 | 0.025363542539972876526025284999502007511
f(z) = -1/105*z^3 + 16/105*z + 1
*
-26/11 | 0.10080906154458326257393515429496712486 | 0.014314820369876588951861868249515164324
f(z) = -11/104*z^3 + 2/143*z + 1
*
12/5 | 0.17597929976325583221436091635286249272 | 0.027809901675336789353005409777037837328
f(z) = -5/112*z^3 + 1/140*z + 1
*
-26/15 | 0.089319873132277791683801389767929675316 | 0.012148328958299124429237780281124113170
f(z) = -15/104*z^3 + 2/195*z + 1
*
-6/5 | 0.21080976900923234279653551893141987330 | 0.028672078583839089797220376613441713334
f(z) = -15/104*z^3 + 8/195*z + 1
*
-2 | 0.087827631811595864560371747909852398981 | 0.016311210389726394683690025528676200497
f(z) = -16/109*z^3 + 19/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -15/101*z^3 + 19/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -15/103*z^3 + 17/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -15/107*z^3 + 13/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -15/109*z^3 + 11/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -14/101*z^3 + 11/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -14/103*z^3 + 9/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -14/107*z^3 + 5/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -14/109*z^3 + 3/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -13/101*z^3 + 3/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -13/103*z^3 + 1/206*z + 1
*
-26/17 | 0.10349621013259465477262398787464612014 | 0.013840824783786282493687440292091926095
f(z) = -17/104*z^3 + 8/221*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -17/117*z^3 + 19/234*z + 1
*
-2 | 0.067819669411875137597238029739893982552 | 0.012552974130832232324817694712641999303
f(z) = -16/111*z^3 + 17/222*z + 1
*
-2 | 0.088495038042766176934534989417386103073 | 0.016325886292524032211540252065532968932
f(z) = -16/113*z^3 + 15/226*z + 1
*
-2 | 0.088819932665931167616486483332577993554 | 0.016332960153815515914739056435670661294
f(z) = -16/115*z^3 + 13/230*z + 1
*
-2 | 0.075576110702766345255492080723176187128 | 0.013853650244346958992249517116299262138
f(z) = -16/117*z^3 + 11/234*z + 1
*
-2 | 0.089453106087195599467363801782206188132 | 0.016346615769131795033419560267006336121
f(z) = -16/119*z^3 + 9/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -15/113*z^3 + 7/226*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -15/119*z^3 + 1/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -14/111*z^3 + 1/222*z + 1
*
-26/19 | 0.10418278812710221267237394351671233620 | 0.013728439008087673324614404501557595083
f(z) = -19/104*z^3 + 18/247*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = -19/112*z^3 + 13/252*z + 1
*
-15/13 | 0.25854518468676361558855335349102697697 | 0.029192643223605514139008527283759322871
f(z) = -13/108*z^3 + 7/260*z + 1
*
-10 | 0.18700428943201184861133720544409920256 | 0.029722996804758931701124971437298523785
f(z) = -1/108*z^3 + 7/270*z + 1
*
[ -2 ] 
f(z) = -19/104*z^3 + 29/13*z + 1
*
[ -3/2 ] 
f(z) = -19/108*z^3 + 33/16*z + 1
*
[ -3 ] 
f(z) = -19/108*z^3 + 35/12*z + 1
*
[ -2 ] 
f(z) = -17/104*z^3 + 28/13*z + 1
*
[ 3 ] 
f(z) = -17/108*z^3 + 25/12*z + 1
*
[ -2 ] 
f(z) = -15/104*z^3 + 27/13*z + 1
*
[ -3 ] 
f(z) = -13/108*z^3 + 29/12*z + 1
*
[ 6 ] 
f(z) = -13/108*z^3 + 31/6*z + 1
*
[ -3/2 ] 
f(z) = -13/108*z^3 + 31/16*z + 1
*
[ -2 ] 
f(z) = -11/104*z^3 + 25/13*z + 1
*
[ -6 ] 
f(z) = -11/108*z^3 + 29/6*z + 1
*
[ -10/3 ] 
f(z) = -9/100*z^3 + 23/10*z + 1
*
[ -2 ] 
f(z) = -9/104*z^3 + 24/13*z + 1
*
[ -2/3 ] 
f(z) = -9/104*z^3 + 33/13*z + 1
*
[ -2 ] 
f(z) = -7/104*z^3 + 23/13*z + 1
*
[ -3 ] 
f(z) = -7/108*z^3 + 23/12*z + 1
*
[ -3/2 ] 
f(z) = -7/108*z^3 + 29/16*z + 1
*
[ -6/7 ] 
f(z) = -7/108*z^3 + 31/14*z + 1
*
12 | 0.20585717368179149316565216888713428862 | 0.029805195099466325516720100231710493469
f(z) = -7/108*z^3 + 37/4*z + 1
*
[ -2 ] 
f(z) = -5/104*z^3 + 22/13*z + 1
*
6 | 0.20889683272494704953354007708735884203 | 0.029700240298577418388456980992974680777
f(z) = -5/108*z^3 + 21/10*z + 1
*
[ -12 ] 
f(z) = -5/108*z^3 + 31/4*z + 1
*
[ 10 ] 
f(z) = -3/100*z^3 + 39/10*z + 1
*
[ -2 ] 
f(z) = -3/104*z^3 + 21/13*z + 1
*
[ -10 ] 
f(z) = -1/100*z^3 + 21/10*z + 1
*
[ -2 ] 
f(z) = -1/104*z^3 + 20/13*z + 1
*
3 | 0.17966822129418870933715225807225969370 | 0.027256843800040301439390703178005869500
f(z) = -1/108*z^3 + 27/4*z + 1
*
[ -3/2 ] 
f(z) = -1/108*z^3 + 27/16*z + 1
*
[ -12 ] 
f(z) = -1/108*z^3 + 29/12*z + 1
*
33/2 | 0.19165942071085711287966719530755893310 | 0.027974638363902512990034407429307149749
f(z) = -1/108*z^3 + 35/16*z + 1
*
[ 3/2 ] 
f(z) = -20/117*z^3 + 28/39*z + 1
*
[ 2 ] 
f(z) = -19/112*z^3 + 33/28*z + 1
*
[ 2 ] 
f(z) = -17/112*z^3 + 31/28*z + 1
*
[ 3/2 ] 
f(z) = -16/117*z^3 + 25/39*z + 1
*
[ 2 ] 
f(z) = -15/112*z^3 + 29/28*z + 1
*
[ 2 ] 
f(z) = -13/112*z^3 + 27/28*z + 1
*
-4 | 0.11381103445829884871504825629382419542 | 0.023610868558051422215693470203386422523
f(z) = -13/112*z^3 + 31/28*z + 1
*
[ 2 ] 
f(z) = -11/112*z^3 + 25/28*z + 1
*
[ -5/3 ] 
f(z) = -9/100*z^3 + 37/20*z + 1
*
[ 2 ] 
f(z) = -9/112*z^3 + 23/28*z + 1
*
-3 | 0.15403525462820703004959963021718838158 | 0.023950758041506199051235022227314901079
f(z) = -5/108*z^3 + 23/20*z + 1
*
-33/5 | 0.19303815431866461182894048862870440412 | 0.029285150049415561190996739865292077760
f(z) = -5/108*z^3 + 27/20*z + 1
*
[ 3 ] 
f(z) = -4/117*z^3 + 38/39*z + 1
*
[ 5 ] 
f(z) = -3/100*z^3 + 31/20*z + 1
*
[ 10/3 ] 
f(z) = -3/100*z^3 + 31/30*z + 1
*
[ -5 ] 
f(z) = -3/100*z^3 + 39/20*z + 1
*
[ 4 ] 
f(z) = -3/112*z^3 + 33/28*z + 1
*
[ 3 ] 
f(z) = -2/117*z^3 + 32/39*z + 1
*
[ 5 ] 
f(z) = -1/100*z^3 + 21/20*z + 1
*
[ -5 ] 
f(z) = -1/100*z^3 + 29/20*z + 1
*
-15 | 0.17882877261002837007298148378166734100 | 0.025696009834504176797944453398271040698
f(z) = -1/108*z^3 + 39/20*z + 1
*
-14 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = -1/112*z^3 + 23/28*z + 1
*
[ 4 ] 
f(z) = -1/112*z^3 + 25/28*z + 1
*
[ 3 ] 
f(z) = -1/117*z^3 + 29/39*z + 1
*
[ 6/5 ] 
f(z) = -19/108*z^3 + 21/50*z + 1
*
[ 3/2 ] 
f(z) = -19/108*z^3 + 35/48*z + 1
*
[ 3/2 ] 
f(z) = -13/108*z^3 + 29/48*z + 1
*
[ 4/3 ] 
f(z) = -9/104*z^3 + 21/52*z + 1
*
[ 2 ] 
f(z) = -7/100*z^3 + 39/50*z + 1
*
[ 3/2 ] 
f(z) = -7/108*z^3 + 23/48*z + 1
*
[ 2 ] 
f(z) = -5/108*z^3 + 37/54*z + 1
*
[ 2 ] 
f(z) = -5/116*z^3 + 39/58*z + 1
*
[ 2 ] 
f(z) = -3/100*z^3 + 31/50*z + 1
*
[ 2 ] 
f(z) = -3/116*z^3 + 35/58*z + 1
*
[ 2 ] 
f(z) = -1/100*z^3 + 27/50*z + 1
*
[ 2 ] 
f(z) = -1/108*z^3 + 29/54*z + 1
*
[ 2 ] 
f(z) = -1/116*z^3 + 31/58*z + 1
*
[ 10/7 ] 
f(z) = -7/100*z^3 + 31/70*z + 1
*
-26/5 | 0.087111105753944555768752209940742175571 | 0.013929243728690969368227701435472523235
f(z) = -5/104*z^3 + 32/65*z + 1
*
[ 5/3 ] 
f(z) = -3/100*z^3 + 29/60*z + 1
*
[ 3/2 ] 
f(z) = -2/117*z^3 + 29/78*z + 1
*
24/7 | 0.17979502700136723785889318431638465122 | 0.027126418921814701499149191234127503431
f(z) = -7/108*z^3 + 29/84*z + 1
*
[ 4/3 ] 
f(z) = -3/112*z^3 + 25/84*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.011344487743697964139384604774572899357
f(z) = -19/102*z^3 + 25/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = -19/106*z^3 + 23/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = -19/110*z^3 + 21/110*z + 1
*
-7/2 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -8/105*z^3 + 23/105*z + 1
*
4 | 0.13633236834227768970912370669473430831 | 0.029604197637926390241636076673469307981
f(z) = -3/100*z^3 + 23/100*z + 1
*
8 | 0.093418181321721349432728223417858530411 | 0.020072835669637668634302680899796708346
f(z) = -2/105*z^3 + 23/105*z + 1
*
-11 | 0.13652865682657615776810124193386476633 | 0.029045681760561909758213957930856531821
f(z) = -1/110*z^3 + 21/110*z + 1
*
7 | 0.11095857692513034949933948213144486798 | 0.023515651895170498803176461312878743681
f(z) = -1/112*z^3 + 33/112*z + 1
*
-10/3 | 0.071621906893892102634110414632815045486 | 0.011318366371492685533522557023389560752
f(z) = -9/112*z^3 + 27/140*z + 1
*
-6 | 0.16523441295415558904875457060636350739 | 0.028969269723792402039112719923431924409
f(z) = -3/100*z^3 + 37/150*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -18/107*z^3 + 37/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -18/109*z^3 + 35/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -17/101*z^3 + 35/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -17/103*z^3 + 33/206*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.013913531958837116920580717393984271279
f(z) = -17/105*z^3 + 31/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -17/107*z^3 + 29/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -17/109*z^3 + 27/218*z + 1
*
-2 | 0.086416013934042452532721411145107723163 | 0.016279513178348102882080078967804267769
f(z) = -16/101*z^3 + 27/202*z + 1
*
-2 | 0.086779133774567939937988152777338309529 | 0.016287753511036076679127439873768955264
f(z) = -16/103*z^3 + 25/206*z + 1
*
-2 | 0.066790598094193456770164259473929541909 | 0.012490977170461274015427474566031340417
f(z) = -16/105*z^3 + 23/210*z + 1
*
-2 | 0.087484686482572947392354754665668609176 | 0.016303592531472895471347492312203817227
f(z) = -16/107*z^3 + 21/214*z + 1
*
6 | 0.12051446996930081052200408708978238835 | 0.022538254425777429401714181763137775489
f(z) = -1/105*z^3 + 37/210*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -19/113*z^3 + 39/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -19/115*z^3 + 37/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = -19/117*z^3 + 35/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = -19/119*z^3 + 33/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -18/113*z^3 + 31/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -18/115*z^3 + 29/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -18/119*z^3 + 25/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -17/111*z^3 + 25/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = -17/113*z^3 + 23/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = -17/115*z^3 + 21/230*z + 1
*
-28/9 | 0.096421685177630225618414633767845837111 | 0.013942385911442565717373789952620639841
f(z) = -9/112*z^3 + 25/252*z + 1
*
[ 10/9 ] 
f(z) = -3/100*z^3 + 37/270*z + 1
*
[ 6 ] 
f(z) = -19/108*z^3 + 43/6*z + 1
*
[ -6 ] 
f(z) = -17/108*z^3 + 41/6*z + 1
*
[ 12 ] 
f(z) = -7/108*z^3 + 41/4*z + 1
*
-6 | 0.22769530362876399826759091558647950799 | 0.029561005500048401756652436151424175911
f(z) = -7/108*z^3 + 41/14*z + 1
*
-6 | 0.18515663725442143290241908340765487151 | 0.023155239079080078700710011218529993785
f(z) = -7/108*z^3 + 55/14*z + 1
*
[ -10 ] 
f(z) = -3/100*z^3 + 41/10*z + 1
*
-21 | 0.065669734294235793712977540078461740936 | 0.011110132567400424222178953409487753251
f(z) = -1/108*z^3 + 41/12*z + 1
*
3 | 0.14884917840691480568436484370896727513 | 0.020594373136971650540574072951359732898
f(z) = -1/108*z^3 + 51/4*z + 1
*
[ -24 ] 
f(z) = -1/108*z^3 + 51/8*z + 1
*
-39/2 | 0.12858028166374341562429012234556231074 | 0.017790022941215181960027602669394241263
f(z) = -1/108*z^3 + 51/16*z + 1
*
24 | 0.11546317221384239302095786672012881034 | 0.018721177703281924948297749790488095995
f(z) = -1/108*z^3 + 53/12*z + 1
*
-4 | 0.15945035498899483616638864289189343447 | 0.029562730021435941984753022298268338998
f(z) = -19/112*z^3 + 55/28*z + 1
*
-4 | 0.12522118166782196742037109531328379275 | 0.023913409631326885332208480696437081187
f(z) = -17/112*z^3 + 47/28*z + 1
*
[ -2 ] 
f(z) = -17/112*z^3 + 59/28*z + 1
*
[ -2 ] 
f(z) = -15/112*z^3 + 57/28*z + 1
*
30/13 | 0.21951457353761129832706740189616077529 | 0.028002409372208225757935752481976499368
f(z) = -13/108*z^3 + 47/26*z + 1
*
[ -2 ] 
f(z) = -13/112*z^3 + 55/28*z + 1
*
-42/11 | 0.12142285502675500825116890658633065465 | 0.015329601384597399428524762716075272753
f(z) = -11/108*z^3 + 51/22*z + 1
*
30/11 | 0.15888955545929130177811258566221125330 | 0.019781979192055350458500013933143560347
f(z) = -11/108*z^3 + 57/22*z + 1
*
[ -2 ] 
f(z) = -11/112*z^3 + 53/28*z + 1
*
[ 3 ] 
f(z) = -11/117*z^3 + 59/39*z + 1
*
[ 3 ] 
f(z) = -10/117*z^3 + 56/39*z + 1
*
[ -2 ] 
f(z) = -9/112*z^3 + 51/28*z + 1
*
[ -4/3 ] 
f(z) = -9/112*z^3 + 53/28*z + 1
*
[ 4 ] 
f(z) = -9/112*z^3 + 57/28*z + 1
*
[ 3 ] 
f(z) = -8/117*z^3 + 50/39*z + 1
*
[ 5 ] 
f(z) = -7/100*z^3 + 51/20*z + 1
*
[ -5 ] 
f(z) = -7/100*z^3 + 59/20*z + 1
*
[ 3 ] 
f(z) = -7/117*z^3 + 47/39*z + 1
*
[ 4 ] 
f(z) = -5/112*z^3 + 41/28*z + 1
*
[ -2 ] 
f(z) = -5/112*z^3 + 47/28*z + 1
*
[ -4 ] 
f(z) = -5/112*z^3 + 55/28*z + 1
*
[ 3 ] 
f(z) = -5/117*z^3 + 41/39*z + 1
*
[ -10/3 ] 
f(z) = -3/100*z^3 + 49/30*z + 1
*
-26/3 | 0.086007238872988382672318218628515709426 | 0.014354960827483021319581741961645365053
f(z) = -3/104*z^3 + 50/39*z + 1
*
[ -2 ] 
f(z) = -3/112*z^3 + 45/28*z + 1
*
[ -4 ] 
f(z) = -3/112*z^3 + 47/28*z + 1
*
[ -3 ] 
f(z) = -2/117*z^3 + 58/39*z + 1
*
[ 6 ] 
f(z) = -1/104*z^3 + 46/39*z + 1
*
[ -6 ] 
f(z) = -1/104*z^3 + 59/39*z + 1
*
[ 9 ] 
f(z) = -1/108*z^3 + 59/36*z + 1
*
[ -3 ] 
f(z) = -1/117*z^3 + 55/39*z + 1
*
[ 2 ] 
f(z) = -17/100*z^3 + 59/50*z + 1
*
[ 2 ] 
f(z) = -15/116*z^3 + 59/58*z + 1
*
[ 2 ] 
f(z) = -13/100*z^3 + 51/50*z + 1
*
[ 2 ] 
f(z) = -13/108*z^3 + 53/54*z + 1
*
[ 2 ] 
f(z) = -13/116*z^3 + 55/58*z + 1
*
[ 2 ] 
f(z) = -11/100*z^3 + 47/50*z + 1
*
[ 2 ] 
f(z) = -11/108*z^3 + 49/54*z + 1
*
[ 2 ] 
f(z) = -11/116*z^3 + 51/58*z + 1
*
[ 2 ] 
f(z) = -9/100*z^3 + 43/50*z + 1
*
[ 2 ] 
f(z) = -9/116*z^3 + 47/58*z + 1
*
[ 2 ] 
f(z) = -7/108*z^3 + 41/54*z + 1
*
[ 2 ] 
f(z) = -7/116*z^3 + 43/58*z + 1
*
-8 | 0.11470026223761728846369705961999640348 | 0.024308634030919098045255345681272921699
f(z) = -3/112*z^3 + 47/56*z + 1
*
[ 4 ] 
f(z) = -1/104*z^3 + 47/52*z + 1
*
[ 3/2 ] 
f(z) = -14/117*z^3 + 47/78*z + 1
*
[ 3/2 ] 
f(z) = -10/117*z^3 + 41/78*z + 1
*
-12/5 | 0.18311698037624369807333622103239739975 | 0.029105136781362439723393251000173544154
f(z) = -5/108*z^3 + 41/60*z + 1
*
[ 4/3 ] 
f(z) = -15/112*z^3 + 41/84*z + 1
*
-2/3 | 0.10831844615898781402179033288753191002 | 0.018620659495816300585909273368650403183
f(z) = -15/112*z^3 + 47/84*z + 1
*
[ 5/2 ] 
f(z) = -1/100*z^3 + 53/80*z + 1
*
[ 5/4 ] 
f(z) = -16/105*z^3 + 46/105*z + 1
*
5/2 | 0.093418181321721349432728223417858530411 | 0.020072835669637668634302680899796708346
f(z) = -16/105*z^3 + 58/105*z + 1
*
[ 5/4 ] 
f(z) = -16/115*z^3 + 48/115*z + 1
*
[ 4/3 ] 
f(z) = -9/100*z^3 + 41/100*z + 1
*
[ 4/3 ] 
f(z) = -9/116*z^3 + 45/116*z + 1
*
[ 3/2 ] 
f(z) = -8/105*z^3 + 53/105*z + 1
*
[ 3/2 ] 
f(z) = -8/111*z^3 + 55/111*z + 1
*
[ 3/2 ] 
f(z) = -4/105*z^3 + 44/105*z + 1
*
[ 3/2 ] 
f(z) = -4/111*z^3 + 46/111*z + 1
*
-4 | 0.11921892742197413314336475571870360171 | 0.025888061158893819116713961106849426372
f(z) = -1/100*z^3 + 41/100*z + 1
*
[ 2 ] 
f(z) = -1/102*z^3 + 55/102*z + 1
*
-5 | 0.11804092132056740815153662977910373584 | 0.025363542539972876526025284999502007511
f(z) = -1/105*z^3 + 46/105*z + 1
*
[ 2 ] 
f(z) = -1/106*z^3 + 57/106*z + 1
*
[ 2 ] 
f(z) = -1/110*z^3 + 59/110*z + 1
*
[ 6/5 ] 
f(z) = -17/108*z^3 + 59/150*z + 1
*
-4/5 | 0.18925476077481150977010640832200802038 | 0.029907814702168917558778703291234400172
f(z) = -15/112*z^3 + 47/140*z + 1
*
-14/5 | 0.13981216353322419003115432284076634475 | 0.022094431141081935669644719582310928736
f(z) = -15/112*z^3 + 57/140*z + 1
*
[ 6/5 ] 
f(z) = -11/108*z^3 + 47/150*z + 1
*
[ 4/3 ] 
f(z) = -3/104*z^3 + 47/156*z + 1
*
[ 3/2 ] 
f(z) = -1/117*z^3 + 55/156*z + 1
*
[ 6/5 ] 
f(z) = -5/104*z^3 + 46/195*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = -20/101*z^3 + 59/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = -20/103*z^3 + 57/206*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = -20/107*z^3 + 53/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = -20/109*z^3 + 51/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = -19/101*z^3 + 51/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = -19/103*z^3 + 49/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = -19/105*z^3 + 47/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = -19/107*z^3 + 45/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = -19/109*z^3 + 43/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -18/101*z^3 + 43/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -18/103*z^3 + 41/206*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.012904954865759376882300452434974684809
f(z) = -20/111*z^3 + 49/222*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = -20/113*z^3 + 47/226*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.014202234372619851156041684109187598818
f(z) = -20/117*z^3 + 43/234*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = -20/119*z^3 + 41/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = -19/111*z^3 + 41/222*z + 1
*
-28/9 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -9/112*z^3 + 43/252*z + 1
*
24/5 | 0.17321112809045696686612504581608267090 | 0.022559808216850516273058534177476741009
f(z) = -5/108*z^3 + 41/240*z + 1
*
[ 12 ] 
f(z) = -13/108*z^3 + 73/4*z + 1
*
[ -12 ] 
f(z) = -11/108*z^3 + 63/4*z + 1
*
[ 10 ] 
f(z) = -7/100*z^3 + 79/10*z + 1
*
66/5 | 0.17416310262360008009973967190442863131 | 0.020836815413161981864623682398967784858
f(z) = -5/108*z^3 + 79/10*z + 1
*
-26 | 0.090098921204739688497745814905715836616 | 0.014175172293238864094916778898123831057
f(z) = -1/104*z^3 + 72/13*z + 1
*
[ 18 ] 
f(z) = -1/108*z^3 + 71/18*z + 1
*
[ -18 ] 
f(z) = -1/108*z^3 + 73/18*z + 1
*
[ -2 ] 
f(z) = -19/112*z^3 + 61/28*z + 1
*
[ 3 ] 
f(z) = -17/117*z^3 + 77/39*z + 1
*
[ 3 ] 
f(z) = -16/117*z^3 + 74/39*z + 1
*
[ -3/2 ] 
f(z) = -16/117*z^3 + 77/39*z + 1
*
[ 3 ] 
f(z) = -14/117*z^3 + 68/39*z + 1
*
[ 4 ] 
f(z) = -13/112*z^3 + 73/28*z + 1
*
[ 5 ] 
f(z) = -11/100*z^3 + 71/20*z + 1
*
[ -5 ] 
f(z) = -11/100*z^3 + 79/20*z + 1
*
[ -6/11 ] 
f(z) = -11/108*z^3 + 63/22*z + 1
*
[ 4 ] 
f(z) = -11/112*z^3 + 65/28*z + 1
*
[ -4 ] 
f(z) = -11/112*z^3 + 79/28*z + 1
*
[ 5 ] 
f(z) = -9/100*z^3 + 61/20*z + 1
*
[ -5 ] 
f(z) = -9/100*z^3 + 69/20*z + 1
*
10/3 | 0.10810762021326702876825094934402663283 | 0.019336052934859289726079963571449331559
f(z) = -9/112*z^3 + 67/28*z + 1
*
[ -3/2 ] 
f(z) = -8/117*z^3 + 71/39*z + 1
*
[ -3 ] 
f(z) = -8/117*z^3 + 76/39*z + 1
*
[ -3 ] 
f(z) = -7/117*z^3 + 73/39*z + 1
*
42/5 | 0.079526190565228260592545868570649827885 | 0.011074789026625441814920764727537021436
f(z) = -5/108*z^3 + 73/30*z + 1
*
12/5 | 0.081396238261656974767809232899924334196 | 0.010654456739554841567409289493788896347
f(z) = -5/108*z^3 + 77/20*z + 1
*
[ -3 ] 
f(z) = -5/117*z^3 + 67/39*z + 1
*
[ -3 ] 
f(z) = -4/117*z^3 + 64/39*z + 1
*
[ -3/2 ] 
f(z) = -4/117*z^3 + 68/39*z + 1
*
10 | 0.13662619858360371575375363044720558019 | 0.020995907140027105229447003701341270618
f(z) = -3/100*z^3 + 67/30*z + 1
*
-10 | 0.13662619858360371575375363044720558019 | 0.020722778054368899745839544682385721424
f(z) = -3/100*z^3 + 73/30*z + 1
*
[ 6 ] 
f(z) = -3/104*z^3 + 73/39*z + 1
*
10 | 0.10810742739246889848967334924921294918 | 0.019666021297120261280956982634810714280
f(z) = -3/112*z^3 + 61/28*z + 1
*
[ -15 ] 
f(z) = -1/108*z^3 + 63/20*z + 1
*
[ -9 ] 
f(z) = -1/108*z^3 + 67/36*z + 1
*
[ 14 ] 
f(z) = -1/112*z^3 + 75/28*z + 1
*
[ 2 ] 
f(z) = -19/100*z^3 + 63/50*z + 1
*
[ 2 ] 
f(z) = -19/108*z^3 + 65/54*z + 1
*
[ 2 ] 
f(z) = -19/116*z^3 + 67/58*z + 1
*
[ 2 ] 
f(z) = -17/108*z^3 + 61/54*z + 1
*
[ 2 ] 
f(z) = -17/116*z^3 + 63/58*z + 1
*
[ 8/3 ] 
f(z) = -9/112*z^3 + 67/56*z + 1
*
[ 4 ] 
f(z) = -5/104*z^3 + 79/52*z + 1
*
[ 4 ] 
f(z) = -3/104*z^3 + 63/52*z + 1
*
[ -2 ] 
f(z) = -1/100*z^3 + 77/50*z + 1
*
[ -4 ] 
f(z) = -1/104*z^3 + 73/52*z + 1
*
-6 | 0.16591020861571764896289243579232393869 | 0.028521065534660868232667812133895279778
f(z) = -5/112*z^3 + 65/84*z + 1
*
[ 5/2 ] 
f(z) = -3/100*z^3 + 63/80*z + 1
*
-22/3 | 0.087380642344107825699482701448584308231 | 0.015021312115455697494793870213127049329
f(z) = -3/112*z^3 + 79/84*z + 1
*
[ 10/3 ] 
f(z) = -1/100*z^3 + 73/90*z + 1
*
[ 3/2 ] 
f(z) = -16/105*z^3 + 71/105*z + 1
*
[ 3/2 ] 
f(z) = -16/111*z^3 + 73/111*z + 1
*
[ 5/3 ] 
f(z) = -9/110*z^3 + 69/110*z + 1
*
[ 5/3 ] 
f(z) = -9/115*z^3 + 71/115*z + 1
*
7/2 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -8/105*z^3 + 68/105*z + 1
*
[ 2 ] 
f(z) = -7/102*z^3 + 79/102*z + 1
*
[ 2 ] 
f(z) = -5/102*z^3 + 71/102*z + 1
*
[ 2 ] 
f(z) = -5/106*z^3 + 73/106*z + 1
*
[ 2 ] 
f(z) = -5/114*z^3 + 77/114*z + 1
*
[ 2 ] 
f(z) = -5/118*z^3 + 79/118*z + 1
*
-5/2 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = -4/105*z^3 + 67/105*z + 1
*
[ 2 ] 
f(z) = -3/106*z^3 + 65/106*z + 1
*
[ 2 ] 
f(z) = -3/110*z^3 + 67/110*z + 1
*
[ 2 ] 
f(z) = -3/118*z^3 + 71/118*z + 1
*
[ 3 ] 
f(z) = -1/102*z^3 + 77/102*z + 1
*
-7 | 0.12544859048810397090569686561336560460 | 0.026955234047891682525753981171909213316
f(z) = -1/105*z^3 + 64/105*z + 1
*
11 | 0.13652865682657615776810124193386476633 | 0.029045681760561909758213957930856531821
f(z) = -1/110*z^3 + 71/110*z + 1
*
-7 | 0.13377823719047834322500967543047948750 | 0.028351863768436167746931796292905432266
f(z) = -1/112*z^3 + 65/112*z + 1
*
[ 2 ] 
f(z) = -1/114*z^3 + 61/114*z + 1
*
[ 2 ] 
f(z) = -1/118*z^3 + 63/118*z + 1
*
[ 4/3 ] 
f(z) = -15/104*z^3 + 79/156*z + 1
*
[ 3/2 ] 
f(z) = -7/117*z^3 + 73/156*z + 1
*
[ 3/2 ] 
f(z) = -5/117*z^3 + 67/156*z + 1
*
[ 6/5 ] 
f(z) = -15/104*z^3 + 73/195*z + 1
*
[ 5/3 ] 
f(z) = -1/100*z^3 + 77/180*z + 1
*
[ 5/4 ] 
f(z) = -8/105*z^3 + 67/210*z + 1
*
[ 5/4 ] 
f(z) = -8/115*z^3 + 71/230*z + 1
*
[ -12 ] 
f(z) = -17/108*z^3 + 95/4*z + 1
*
[ 10 ] 
f(z) = -9/100*z^3 + 99/10*z + 1
*
[ 26/3 ] 
f(z) = -9/104*z^3 + 96/13*z + 1
*
[ -26/3 ] 
f(z) = -9/104*z^3 + 99/13*z + 1
*
[ -10 ] 
f(z) = -7/100*z^3 + 81/10*z + 1
*
[ 12 ] 
f(z) = -5/108*z^3 + 91/12*z + 1
*
[ 26 ] 
f(z) = -1/104*z^3 + 97/13*z + 1
*
[ -26 ] 
f(z) = -1/104*z^3 + 98/13*z + 1
*
-24 | 0.22319501110081795330330033148016816873 | 0.028931217391626419872127460432693113960
f(z) = -1/108*z^3 + 83/16*z + 1
*
[ 30 ] 
f(z) = -1/108*z^3 + 93/10*z + 1
*
[ -3/2 ] 
f(z) = -20/117*z^3 + 80/39*z + 1
*
[ 3 ] 
f(z) = -20/117*z^3 + 86/39*z + 1
*
30/19 | 0.24059758011411704293742961528438072017 | 0.028028269812372863372639181507631982930
f(z) = -19/108*z^3 + 99/38*z + 1
*
[ 4 ] 
f(z) = -19/112*z^3 + 97/28*z + 1
*
[ 3 ] 
f(z) = -19/117*z^3 + 83/39*z + 1
*
-42/17 | 0.23441816945431114489525089756981863613 | 0.027440241758713335556109905412620395720
f(z) = -17/108*z^3 + 95/34*z + 1
*
[ 4 ] 
f(z) = -17/112*z^3 + 89/28*z + 1
*
[ -3/4 ] 
f(z) = -16/117*z^3 + 94/39*z + 1
*
[ 4 ] 
f(z) = -15/112*z^3 + 81/28*z + 1
*
[ -4 ] 
f(z) = -15/112*z^3 + 95/28*z + 1
*
[ -3 ] 
f(z) = -14/117*z^3 + 94/39*z + 1
*
[ 5 ] 
f(z) = -13/100*z^3 + 81/20*z + 1
*
[ -5 ] 
f(z) = -13/100*z^3 + 89/20*z + 1
*
[ -6/13 ] 
f(z) = -13/108*z^3 + 83/26*z + 1
*
-42/13 | 0.20708190842337980281183205716603116568 | 0.024426890831926028636659212571248319139
f(z) = -13/108*z^3 + 89/26*z + 1
*
[ -4 ] 
f(z) = -13/112*z^3 + 87/28*z + 1
*
[ -3 ] 
f(z) = -11/117*z^3 + 85/39*z + 1
*
[ -3 ] 
f(z) = -10/117*z^3 + 82/39*z + 1
*
[ 20/3 ] 
f(z) = -9/100*z^3 + 97/20*z + 1
*
-6 | 0.19456847789833060365448744778429943188 | 0.029623351081184594200904363372881250610
f(z) = -9/104*z^3 + 89/39*z + 1
*
[ -14/3 ] 
f(z) = -9/112*z^3 + 83/28*z + 1
*
-4/3 | 0.12008522895843885699230257489967979672 | 0.020215785681842623269039586761959064091
f(z) = -9/112*z^3 + 95/28*z + 1
*
3 | 0.080608418678536878151633693105755475822 | 0.010448708834851925267919700429837556613
f(z) = -7/108*z^3 + 83/28*z + 1
*
4 | 0.14155027096098409421793365871553665068 | 0.024383631339996912794417048822222953154
f(z) = -5/112*z^3 + 83/28*z + 1
*
-6 | 0.15559874035800064571825763918156923103 | 0.026588065073920158810185297567759650211
f(z) = -5/112*z^3 + 87/28*z + 1
*
10 | 0.20452903451273818701755406962732140491 | 0.029739745444491972325946673541779410060
f(z) = -3/100*z^3 + 97/30*z + 1
*
10 | 0.18100639683983655891499895070403985484 | 0.028013199461732951959873555473059091478
f(z) = -3/104*z^3 + 80/39*z + 1
*
[ -6 ] 
f(z) = -3/104*z^3 + 86/39*z + 1
*
26/3 | 0.18100536322341566919281775350130528738 | 0.027558345936932400450641096854829815576
f(z) = -3/104*z^3 + 89/39*z + 1
*
[ -2/3 ] 
f(z) = -3/104*z^3 + 98/39*z + 1
*
[ 20 ] 
f(z) = -1/100*z^3 + 99/20*z + 1
*
21 | 0.21645211069784798687054983989424845980 | 0.027649469289565804712484117204739379770
f(z) = -1/108*z^3 + 93/28*z + 1
*
[ -3/2 ] 
f(z) = -17/108*z^3 + 97/48*z + 1
*
[ -2 ] 
f(z) = -11/100*z^3 + 97/50*z + 1
*
[ -3/2 ] 
f(z) = -11/108*z^3 + 91/48*z + 1
*
[ -6/5 ] 
f(z) = -11/108*z^3 + 99/50*z + 1
*
[ -2 ] 
f(z) = -9/100*z^3 + 93/50*z + 1
*
[ -4/3 ] 
f(z) = -9/104*z^3 + 99/52*z + 1
*
[ -2 ] 
f(z) = -7/100*z^3 + 89/50*z + 1
*
[ 4 ] 
f(z) = -7/104*z^3 + 95/52*z + 1
*
[ -2 ] 
f(z) = -7/108*z^3 + 95/54*z + 1
*
[ -3/2 ] 
f(z) = -5/108*z^3 + 85/48*z + 1
*
[ -24/5 ] 
f(z) = -5/108*z^3 + 91/40*z + 1
*
[ -2 ] 
f(z) = -5/108*z^3 + 91/54*z + 1
*
[ -2 ] 
f(z) = -5/116*z^3 + 97/58*z + 1
*
[ -2 ] 
f(z) = -3/100*z^3 + 81/50*z + 1
*
[ -4 ] 
f(z) = -3/104*z^3 + 89/52*z + 1
*
[ -2 ] 
f(z) = -3/116*z^3 + 93/58*z + 1
*
[ -2 ] 
f(z) = -1/108*z^3 + 83/54*z + 1
*
[ 8 ] 
f(z) = -1/112*z^3 + 81/56*z + 1
*
[ -8 ] 
f(z) = -1/112*z^3 + 95/56*z + 1
*
[ -2 ] 
f(z) = -1/116*z^3 + 89/58*z + 1
*
-2/5 | 0.18112801509907746620353264142488600584 | 0.027137066312883110878655385540566479598
f(z) = -15/104*z^3 + 99/65*z + 1
*
-2/5 | 0.19094016515202122706072367531134348269 | 0.028650727254129697367136945799632649454
f(z) = -5/104*z^3 + 98/65*z + 1
*
-20/3 | 0.18072807307034570776611244202227373380 | 0.029636909081098474833275601996229502789
f(z) = -3/100*z^3 + 89/60*z + 1
*
[ 6 ] 
f(z) = -1/117*z^3 + 89/78*z + 1
*
[ 5/2 ] 
f(z) = -9/100*z^3 + 93/80*z + 1
*
[ 5/2 ] 
f(z) = -7/100*z^3 + 83/80*z + 1
*
-14 | 0.15807798513429628286140535727455940312 | 0.023986458885296507162357605829409472509
f(z) = -1/104*z^3 + 87/91*z + 1
*
[ 6 ] 
f(z) = -1/112*z^3 + 97/84*z + 1
*
[ 3/2 ] 
f(z) = -20/111*z^3 + 82/111*z + 1
*
[ 5/3 ] 
f(z) = -18/115*z^3 + 96/115*z + 1
*
[ 7/4 ] 
f(z) = -16/105*z^3 + 94/105*z + 1
*
[ 2 ] 
f(z) = -11/102*z^3 + 95/102*z + 1
*
[ 2 ] 
f(z) = -11/106*z^3 + 97/106*z + 1
*
[ 2 ] 
f(z) = -9/106*z^3 + 89/106*z + 1
*
[ 2 ] 
f(z) = -9/118*z^3 + 95/118*z + 1
*
-5/2 | 0.10142604201742222723151568326741894082 | 0.021793490787687790054887925205981399408
f(z) = -8/105*z^3 + 92/105*z + 1
*
4 | 0.11921892742197413314336475571870360171 | 0.025888061158893819116713961106849426372
f(z) = -7/100*z^3 + 87/100*z + 1
*
[ 2 ] 
f(z) = -7/106*z^3 + 81/106*z + 1
*
-24/7 | 0.18512350640393221882994880755604194889 | 0.023099045569347829164603218161936653697
f(z) = -7/108*z^3 + 83/112*z + 1
*
[ 2 ] 
f(z) = -7/110*z^3 + 83/110*z + 1
*
[ 2 ] 
f(z) = -7/114*z^3 + 85/114*z + 1
*
[ 2 ] 
f(z) = -7/118*z^3 + 87/118*z + 1
*
[ 5/2 ] 
f(z) = -4/105*z^3 + 88/105*z + 1
*
[ 5/2 ] 
f(z) = -4/115*z^3 + 94/115*z + 1
*
[ 3 ] 
f(z) = -2/105*z^3 + 88/105*z + 1
*
9 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = -2/105*z^3 + 92/105*z + 1
*
[ 3 ] 
f(z) = -2/111*z^3 + 92/111*z + 1
*
[ 4 ] 
f(z) = -1/100*z^3 + 91/100*z + 1
*
[ 4 ] 
f(z) = -1/108*z^3 + 97/108*z + 1
*
10 | 0.13381933751158837988025095028882063306 | 0.028469289752905680455520567914674673116
f(z) = -1/110*z^3 + 89/110*z + 1
*
[ 3 ] 
f(z) = -1/111*z^3 + 83/111*z + 1
*
[ 3 ] 
f(z) = -1/114*z^3 + 85/114*z + 1
*
[ 3/2 ] 
f(z) = -11/117*z^3 + 85/156*z + 1
*
-28/5 | 0.087502260603348732988016392169430459237 | 0.013827929006550803502016693942790694448
f(z) = -5/112*z^3 + 81/140*z + 1
*
[ 12/7 ] 
f(z) = -1/108*z^3 + 87/196*z + 1
*
[ 4/3 ] 
f(z) = -9/106*z^3 + 85/212*z + 1
*
[ 7/6 ] 
f(z) = -18/119*z^3 + 83/238*z + 1
*
[ 4/3 ] 
f(z) = -9/110*z^3 + 87/220*z + 1
*
[ 4/3 ] 
f(z) = -9/118*z^3 + 91/236*z + 1
*
13/4 | 0.15153926297558421942186243183118046327 | 0.027778248020812960050697859810673803387
f(z) = -8/117*z^3 + 97/234*z + 1
*
[ 3/2 ] 
f(z) = -2/111*z^3 + 83/222*z + 1
*
[ 9/7 ] 
f(z) = -7/108*z^3 + 83/252*z + 1
*
[ 4/3 ] 
f(z) = -5/112*z^3 + 83/252*z + 1
*
[ 12 ] 
f(z) = -19/108*z^3 + 105/4*z + 1
*
[ 10 ] 
f(z) = -11/100*z^3 + 119/10*z + 1
*
[ -10 ] 
f(z) = -9/100*z^3 + 101/10*z + 1
*
-78/7 | 0.12343571697146003933382263278783908415 | 0.014132917525108297746920418556083754816
f(z) = -7/108*z^3 + 115/14*z + 1
*
3/2 | 0.22177571584408210294381047883766359684 | 0.027964677416515070215550529917160016379
f(z) = -5/108*z^3 + 103/16*z + 1
*
[ -3 ] 
f(z) = -20/117*z^3 + 112/39*z + 1
*
[ 5 ] 
f(z) = -19/100*z^3 + 111/20*z + 1
*
[ -5 ] 
f(z) = -19/100*z^3 + 119/20*z + 1
*
[ -4 ] 
f(z) = -19/112*z^3 + 111/28*z + 1
*
[ -3 ] 
f(z) = -19/117*z^3 + 109/39*z + 1
*
[ 5 ] 
f(z) = -17/100*z^3 + 101/20*z + 1
*
[ -5 ] 
f(z) = -17/100*z^3 + 109/20*z + 1
*
[ -4 ] 
f(z) = -17/112*z^3 + 103/28*z + 1
*
[ -3 ] 
f(z) = -17/117*z^3 + 103/39*z + 1
*
[ -3 ] 
f(z) = -16/117*z^3 + 100/39*z + 1
*
[ -2/3 ] 
f(z) = -15/104*z^3 + 100/39*z + 1
*
[ -20/3 ] 
f(z) = -9/100*z^3 + 103/20*z + 1
*
[ 6 ] 
f(z) = -5/104*z^3 + 100/39*z + 1
*
[ -6 ] 
f(z) = -5/104*z^3 + 113/39*z + 1
*
-6 | 0.14963352337802734790004876587073814910 | 0.019884587386429903565937281004209995859
f(z) = -5/108*z^3 + 103/30*z + 1
*
10 | 0.17595783017612201326963598941290604024 | 0.028865304172388305399746911712931137016
f(z) = -5/112*z^3 + 111/28*z + 1
*
12 | 0.14638135775201235245053642753245319639 | 0.024391141210644352087743169406085867991
f(z) = -3/112*z^3 + 101/28*z + 1
*
[ -20 ] 
f(z) = -1/100*z^3 + 101/20*z + 1
*
-5 | 0.18276497454381298005536242365946479935 | 0.029006695434498762643340469313525461458
f(z) = -1/100*z^3 + 109/20*z + 1
*
[ -2 ] 
f(z) = -19/100*z^3 + 113/50*z + 1
*
[ -2 ] 
f(z) = -19/108*z^3 + 119/54*z + 1
*
[ -2 ] 
f(z) = -17/100*z^3 + 109/50*z + 1
*
[ -6/5 ] 
f(z) = -17/108*z^3 + 103/50*z + 1
*
[ -2 ] 
f(z) = -17/108*z^3 + 115/54*z + 1
*
[ -2 ] 
f(z) = -15/116*z^3 + 117/58*z + 1
*
[ -2 ] 
f(z) = -13/100*z^3 + 101/50*z + 1
*
[ -2 ] 
f(z) = -13/108*z^3 + 107/54*z + 1
*
[ -2 ] 
f(z) = -13/116*z^3 + 113/58*z + 1
*
[ -2 ] 
f(z) = -11/108*z^3 + 103/54*z + 1
*
[ -2 ] 
f(z) = -11/116*z^3 + 109/58*z + 1
*
[ 4 ] 
f(z) = -9/104*z^3 + 111/52*z + 1
*
[ -8/3 ] 
f(z) = -9/112*z^3 + 109/56*z + 1
*
[ -2 ] 
f(z) = -9/116*z^3 + 105/58*z + 1
*
[ -24/7 ] 
f(z) = -7/108*z^3 + 115/56*z + 1
*
[ -2 ] 
f(z) = -7/116*z^3 + 101/58*z + 1
*
[ -4 ] 
f(z) = -5/104*z^3 + 105/52*z + 1
*
-8 | 0.13872384432471992186005943916867763471 | 0.025676869914569217920326021066323626266
f(z) = -5/112*z^3 + 111/56*z + 1
*
[ 10/3 ] 
f(z) = -9/104*z^3 + 108/65*z + 1
*
[ -5/3 ] 
f(z) = -3/100*z^3 + 101/60*z + 1
*
[ 6 ] 
f(z) = -2/117*z^3 + 113/78*z + 1
*
[ -6 ] 
f(z) = -1/117*z^3 + 115/78*z + 1
*
[ 5/2 ] 
f(z) = -13/100*z^3 + 113/80*z + 1
*
[ 5/2 ] 
f(z) = -11/100*z^3 + 103/80*z + 1
*
-24/5 | 0.21777483996645337524022933080014806004 | 0.027328896474313344632953492281816283892
f(z) = -5/108*z^3 + 107/80*z + 1
*
[ 18/5 ] 
f(z) = -5/108*z^3 + 119/90*z + 1
*
[ 14/3 ] 
f(z) = -3/112*z^3 + 115/84*z + 1
*
[ -5/2 ] 
f(z) = -1/100*z^3 + 117/80*z + 1
*
[ 15/2 ] 
f(z) = -1/108*z^3 + 111/80*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016053897096660327129560332291745858775
f(z) = -19/100*z^3 + 119/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017883027061239644858114908563539646861
f(z) = -18/101*z^3 + 119/101*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016111036224447081435123099534520625882
f(z) = -17/100*z^3 + 117/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017914660365102640547304643699556557800
f(z) = -17/101*z^3 + 118/101*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017946676439475582690532148263905618242
f(z) = -16/101*z^3 + 117/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017959007487577000722507160634004029584
f(z) = -16/103*z^3 + 119/103*z + 1
*
-3/2 | 0.10847407501894724131577537173980769592 | 0.023260532158746040635868034405171232399
f(z) = -16/105*z^3 + 106/105*z + 1
*
[ 7/4 ] 
f(z) = -16/119*z^3 + 100/119*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017979083454905101350040665796681909327
f(z) = -15/101*z^3 + 116/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017990775193289623928175488598578178347
f(z) = -15/103*z^3 + 118/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016205872559082551838870798482678318484
f(z) = -15/104*z^3 + 119/104*z + 1
*
[ 2 ] 
f(z) = -15/106*z^3 + 113/106*z + 1
*
[ 2 ] 
f(z) = -15/118*z^3 + 119/118*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018011889831983872647132085886911886999
f(z) = -14/101*z^3 + 115/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018022927295806580746442635060776023797
f(z) = -14/103*z^3 + 117/103*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016229588033152423826442796213358692051
f(z) = -13/100*z^3 + 113/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018045104251341308607179692586426635169
f(z) = -13/101*z^3 + 114/101*z + 1
*
[ 2 ] 
f(z) = -13/102*z^3 + 103/102*z + 1
*
-1 | 0.052468599534593425387345351940248428614 | 0.011057818766459850191805398121826379756
f(z) = -13/102*z^3 + 115/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018055472000389072449194789177302966565
f(z) = -13/103*z^3 + 116/103*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013800907856877027395145466818111303028
f(z) = -13/105*z^3 + 118/105*z + 1
*
[ 2 ] 
f(z) = -13/106*z^3 + 105/106*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015384395157608763864791130171639769186
f(z) = -13/106*z^3 + 119/106*z + 1
*
[ 2 ] 
f(z) = -13/110*z^3 + 107/110*z + 1
*
[ 2 ] 
f(z) = -13/114*z^3 + 109/114*z + 1
*
[ 2 ] 
f(z) = -13/118*z^3 + 111/118*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018078735664128117575689747341737735934
f(z) = -12/101*z^3 + 113/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018088417763406728318624609226132014364
f(z) = -12/103*z^3 + 115/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018106639727886749529692104113377672491
f(z) = -12/107*z^3 + 119/107*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016291127456676026799917496697319323971
f(z) = -11/100*z^3 + 111/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018112793303023899992938577430160673751
f(z) = -11/101*z^3 + 112/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.011098718659712389702338964920800565214
f(z) = -11/102*z^3 + 113/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018121773302370743388298082347789789701
f(z) = -11/103*z^3 + 114/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016322649972276627969321816272817978936
f(z) = -11/104*z^3 + 115/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013850537440028434328763387327730837391
f(z) = -11/105*z^3 + 116/105*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.015439288331562277173231066228703706722
f(z) = -11/106*z^3 + 117/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018138668580412029258597879072355322235
f(z) = -11/107*z^3 + 118/107*z + 1
*
[ 12/5 ] 
f(z) = -11/108*z^3 + 117/100*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013514119619278489411352405210756008412
f(z) = -11/108*z^3 + 119/108*z + 1
*
[ 2 ] 
f(z) = -11/114*z^3 + 101/114*z + 1
*
[ 2 ] 
f(z) = -11/118*z^3 + 103/118*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018147286693798951679100022122561300639
f(z) = -10/101*z^3 + 111/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018155547606462985085514604324384861334
f(z) = -10/103*z^3 + 113/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018171084989680265652367588790909328294
f(z) = -10/107*z^3 + 117/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018178398771049628084343293280017438351
f(z) = -10/109*z^3 + 119/109*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016354267194993932278942410486978760801
f(z) = -9/100*z^3 + 109/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018182225667463612259830978289333973541
f(z) = -9/101*z^3 + 110/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018189749947590357476239511759721427898
f(z) = -9/103*z^3 + 112/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016383226687456097347721233447536883496
f(z) = -9/104*z^3 + 113/104*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.015495390550455585137966484821240639392
f(z) = -9/106*z^3 + 115/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018203897228404109864423392050419346314
f(z) = -9/107*z^3 + 116/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018210554558215755569518502854044573313
f(z) = -9/109*z^3 + 118/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.015528062006959985761017997101806707960
f(z) = -9/110*z^3 + 119/110*z + 1
*
[ 7/3 ] 
f(z) = -9/112*z^3 + 113/112*z + 1
*
[ 7/3 ] 
f(z) = -9/119*z^3 + 117/119*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018217620373040834006620087523516130170
f(z) = -8/101*z^3 + 109/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018224389891995727707056395770717552148
f(z) = -8/103*z^3 + 111/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018237113822468880956687894006283266753
f(z) = -8/107*z^3 + 115/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018243099438064222390301705151016011937
f(z) = -8/109*z^3 + 117/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013991864895421692848391958949412810225
f(z) = -8/111*z^3 + 119/111*z + 1
*
[ 5/2 ] 
f(z) = -8/115*z^3 + 119/115*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016419081350639574371758516244927289658
f(z) = -7/100*z^3 + 107/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018253481291000171622977128053423606576
f(z) = -7/101*z^3 + 108/101*z + 1
*
-1 | 0.052466913778818816300917307738391232140 | 0.011183761063118731195125326902018779724
f(z) = -7/102*z^3 + 109/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018259477312458893917204013683501082746
f(z) = -7/103*z^3 + 110/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016445348678707080502338436929429206788
f(z) = -7/104*z^3 + 111/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015552759186375775337976235409416676597
f(z) = -7/106*z^3 + 113/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018270743561048181171944125064692941838
f(z) = -7/107*z^3 + 114/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013611500610334733838177693559448983003
f(z) = -7/108*z^3 + 115/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018276041716093550139339546470115876075
f(z) = -7/109*z^3 + 116/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015583192637786951951900210264640607065
f(z) = -7/110*z^3 + 117/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.014016615118766496942426229179148683366
f(z) = -7/111*z^3 + 118/111*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018289819247394123369215951755033592162
f(z) = -6/101*z^3 + 107/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018295022401123421470155197106897185726
f(z) = -6/103*z^3 + 109/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018304795507219557225897011122034827513
f(z) = -6/107*z^3 + 113/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018309389951978285576615325810396740127
f(z) = -6/109*z^3 + 115/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018318049113237330421947325427970923152
f(z) = -6/113*z^3 + 119/113*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018326645428740707095112627937012196388
f(z) = -5/101*z^3 + 106/101*z + 1
*
-1 | 0.052468599534593425387345351940248428614 | 0.011228444566092346948067361021156644167
f(z) = -5/102*z^3 + 107/102*z + 1
*
[ 3 ] 
f(z) = -5/102*z^3 + 113/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018331035682987710340140401042105437281
f(z) = -5/103*z^3 + 108/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016509086134256528354070270305266045988
f(z) = -5/104*z^3 + 109/104*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015611732207291394825512130592039992201
f(z) = -5/106*z^3 + 111/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018339279009109737088342013668321986163
f(z) = -5/107*z^3 + 112/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013662015691956766362363649299013727837
f(z) = -5/108*z^3 + 113/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018343152969724705442654610955785910232
f(z) = -5/109*z^3 + 114/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.014067237848075771888380358819381621377
f(z) = -5/111*z^3 + 116/111*z + 1
*
[ 3 ] 
f(z) = -5/111*z^3 + 119/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016551733978513097978612928874917357597
f(z) = -5/112*z^3 + 117/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018350451928028807185529068856271328670
f(z) = -5/113*z^3 + 118/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.011409556889952054405981511016266058057
f(z) = -5/114*z^3 + 119/114*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018363971397699351860495326322877911996
f(z) = -4/101*z^3 + 105/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018367528030101397949180650156013048365
f(z) = -4/103*z^3 + 107/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018374203711601004187689115000249570300
f(z) = -4/107*z^3 + 111/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018377339868328549040914880795675555279
f(z) = -4/109*z^3 + 113/109*z + 1
*
[ 3 ] 
f(z) = -4/111*z^3 + 110/111*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.014092906292769198724118388696218726227
f(z) = -4/111*z^3 + 115/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018383246824595717554085395111006202993
f(z) = -4/113*z^3 + 117/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018386031165518105976588439866967266843
f(z) = -4/115*z^3 + 119/115*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016554054609339962428052731629172100331
f(z) = -3/100*z^3 + 103/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018401809109590649613181979107733382564
f(z) = -3/101*z^3 + 104/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018404510676511167474018218080429028370
f(z) = -3/103*z^3 + 106/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016574513858135257079823076655863917994
f(z) = -3/104*z^3 + 107/104*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.015672377813400832324647119689263119627
f(z) = -3/106*z^3 + 109/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018409579568632463528679936467142181197
f(z) = -3/107*z^3 + 110/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018411960032964425088014998534841445878
f(z) = -3/109*z^3 + 112/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.015697998299654778109096951053124613485
f(z) = -3/110*z^3 + 113/110*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018416442172241196782222895597148543255
f(z) = -3/113*z^3 + 116/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018418554233827606481314164295052864095
f(z) = -3/115*z^3 + 118/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016629006448252304375662266895018217884
f(z) = -3/116*z^3 + 119/116*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018440170929814266973110405566678720063
f(z) = -2/101*z^3 + 103/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018441995234003242336817474692178400324
f(z) = -2/103*z^3 + 105/103*z + 1
*
7 | 0.11141772003483036957293268190574493897 | 0.023568559277875925824088772582245550129
f(z) = -2/105*z^3 + 113/105*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018445416856132321087808755887430333037
f(z) = -2/107*z^3 + 109/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018447023146738579850233745933361883123
f(z) = -2/109*z^3 + 111/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.014145207970008985786883373332374320335
f(z) = -2/111*z^3 + 113/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018450046596397039808135943222275761096
f(z) = -2/113*z^3 + 115/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018451470839008746038189772786520169766
f(z) = -2/115*z^3 + 117/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015614848963958755287228029014997678826
f(z) = -2/117*z^3 + 119/117*z + 1
*
-1 | 0.076723556770644342501688175834505136478 | 0.016624388570280819618312258091967050588
f(z) = -1/100*z^3 + 101/100*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.018479069652223392292135561363239443676
f(z) = -1/101*z^3 + 102/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.011320607424616925543431113606799653475
f(z) = -1/102*z^3 + 103/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.018479993708693326099626442699447034443
f(z) = -1/103*z^3 + 104/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016641711670547736080723252433602340128
f(z) = -1/104*z^3 + 105/104*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.014118510224786757407623174863640656509
f(z) = -1/105*z^3 + 106/105*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015734349990053904857316173603446526608
f(z) = -1/106*z^3 + 107/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018481726185619854684006860828716143503
f(z) = -1/107*z^3 + 108/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013766970214650700979955000228131281014
f(z) = -1/108*z^3 + 109/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018482539203038914829688305226622079768
f(z) = -1/109*z^3 + 110/109*z + 1
*
[ 5 ] 
f(z) = -1/110*z^3 + 113/110*z + 1
*
-8 | 0.13333970805936943548951415592076608636 | 0.027900452510080746551225732468582087642
f(z) = -1/110*z^3 + 119/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.014171855429991721417779625125782941334
f(z) = -1/111*z^3 + 112/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016673528627412519906665652120686895359
f(z) = -1/112*z^3 + 113/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018484068988857424360402617356949043692
f(z) = -1/113*z^3 + 114/113*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.011491772675275660454379891848970506978
f(z) = -1/114*z^3 + 115/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018484789381424867229434227920048191528
f(z) = -1/115*z^3 + 116/115*z + 1
*
[ 5 ] 
f(z) = -1/115*z^3 + 117/115*z + 1
*
[ 4 ] 
f(z) = -1/116*z^3 + 103/116*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016688192508726749041726050663698942644
f(z) = -1/116*z^3 + 117/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015642470085391954658989697134711845876
f(z) = -1/117*z^3 + 118/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015800094915545275083506007520091165987
f(z) = -1/118*z^3 + 119/118*z + 1
*
[ 3/2 ] 
f(z) = -19/117*z^3 + 109/156*z + 1
*
[ 3/2 ] 
f(z) = -17/117*z^3 + 103/156*z + 1
*
[ 5/3 ] 
f(z) = -7/100*z^3 + 107/180*z + 1
*
[ 9/5 ] 
f(z) = -5/108*z^3 + 107/180*z + 1
*
1/2 | 0.14285716592844099224457943434011284111 | 0.026716718358060134911189125479408833292
f(z) = -16/105*z^3 + 113/210*z + 1
*
-3 | 0.12298756207122987650876759072003645050 | 0.023000764687207917103121724575763588091
f(z) = -4/105*z^3 + 107/210*z + 1
*
[ 2 ] 
f(z) = -2/101*z^3 + 117/202*z + 1
*
[ 2 ] 
f(z) = -2/103*z^3 + 119/206*z + 1
*
[ 2 ] 
f(z) = -1/101*z^3 + 109/202*z + 1
*
[ 2 ] 
f(z) = -1/103*z^3 + 111/206*z + 1
*
-6 | 0.071643326474196890626009655797208556572 | 0.013398519865670977493337335487081304774
f(z) = -1/105*z^3 + 107/210*z + 1
*
[ 2 ] 
f(z) = -1/105*z^3 + 113/210*z + 1
*
[ 2 ] 
f(z) = -1/107*z^3 + 115/214*z + 1
*
[ 2 ] 
f(z) = -1/109*z^3 + 117/218*z + 1
*
[ 18/13 ] 
f(z) = -13/108*z^3 + 119/234*z + 1
*
[ 3/2 ] 
f(z) = -10/111*z^3 + 119/222*z + 1
*
[ 2 ] 
f(z) = -1/111*z^3 + 119/222*z + 1
*
[ 4/3 ] 
f(z) = -13/112*z^3 + 115/252*z + 1
*
[ 4/3 ] 
f(z) = -11/112*z^3 + 107/252*z + 1
*
[ 10 ] 
f(z) = -13/100*z^3 + 139/10*z + 1
*
[ -10 ] 
f(z) = -11/100*z^3 + 121/10*z + 1
*
[ -12 ] 
f(z) = -7/108*z^3 + 125/12*z + 1
*
-3/2 | 0.17868183605028925121278790542957532694 | 0.021993909859027419395832167724376941500
f(z) = -7/108*z^3 + 125/16*z + 1
*
[ -6/17 ] 
f(z) = -17/108*z^3 + 131/34*z + 1
*
2/3 | 0.17634818537403511551372048116538122205 | 0.028304102477116597818630621227428912085
f(z) = -9/112*z^3 + 127/28*z + 1
*
-20/3 | 0.11714972171851070180411701282755590909 | 0.018620111949804438069164539922469964902
f(z) = -9/112*z^3 + 135/28*z + 1
*
[ 6 ] 
f(z) = -7/104*z^3 + 127/39*z + 1
*
3/7 | 0.22350231838121152595758735145514887860 | 0.027353002472621402232660509180190695836
f(z) = -7/108*z^3 + 131/28*z + 1
*
[ -26/3 ] 
f(z) = -3/104*z^3 + 128/39*z + 1
*
-14 | 0.13330476036008134402253633667415568577 | 0.021563074977383456983892662733933869014
f(z) = -3/112*z^3 + 121/28*z + 1
*
4 | 0.12293833418894240841650839610830109817 | 0.019833630123120382652114604090706337104
f(z) = -1/112*z^3 + 123/28*z + 1
*
[ -2 ] 
f(z) = -19/116*z^3 + 125/58*z + 1
*
[ -2 ] 
f(z) = -17/116*z^3 + 121/58*z + 1
*
3 | 0.21192949009955911918431926962037640617 | 0.025749876921031004845610579699769080349
f(z) = -13/108*z^3 + 139/52*z + 1
*
[ 4 ] 
f(z) = -11/104*z^3 + 127/52*z + 1
*
[ -2/3 ] 
f(z) = -9/100*z^3 + 127/50*z + 1
*
[ -4 ] 
f(z) = -9/104*z^3 + 137/52*z + 1
*
[ -4 ] 
f(z) = -7/104*z^3 + 121/52*z + 1
*
-15/2 | 0.10382123131552186736185325250624455761 | 0.014587358938752357407635805687731049138
f(z) = -1/108*z^3 + 137/48*z + 1
*
[ -10/7 ] 
f(z) = -7/100*z^3 + 129/70*z + 1
*
[ 30/7 ] 
f(z) = -7/108*z^3 + 137/70*z + 1
*
14/5 | 0.19094016515202122706072367531134348269 | 0.027738970431670254566030314955802344066
f(z) = -5/104*z^3 + 122/65*z + 1
*
[ 26/5 ] 
f(z) = -5/104*z^3 + 137/65*z + 1
*
[ 20/3 ] 
f(z) = -3/100*z^3 + 131/60*z + 1
*
-5 | 0.18453238339765792977590533810818073784 | 0.028261685759275073944056576933703719989
f(z) = -3/100*z^3 + 137/60*z + 1
*
[ -3/2 ] 
f(z) = -2/117*z^3 + 133/78*z + 1
*
[ -6 ] 
f(z) = -2/117*z^3 + 139/78*z + 1
*
[ 10 ] 
f(z) = -1/104*z^3 + 121/65*z + 1
*
[ -10 ] 
f(z) = -1/104*z^3 + 134/65*z + 1
*
[ 5/2 ] 
f(z) = -17/100*z^3 + 133/80*z + 1
*
[ 10/3 ] 
f(z) = -7/100*z^3 + 133/90*z + 1
*
[ -5/2 ] 
f(z) = -3/100*z^3 + 127/80*z + 1
*
-28/3 | 0.12522189820739373530006455014607607263 | 0.020098269974957081364277127150032114686
f(z) = -3/112*z^3 + 127/84*z + 1
*
[ -10/3 ] 
f(z) = -1/100*z^3 + 127/90*z + 1
*
[ -6 ] 
f(z) = -1/112*z^3 + 125/84*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017820877276383464274832537217446095599
f(z) = -20/101*z^3 + 121/101*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017835624792933106186923734281597101298
f(z) = -20/103*z^3 + 123/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017863444528545629039128681754676211201
f(z) = -20/107*z^3 + 127/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017876577407782502530275250431725092538
f(z) = -20/109*z^3 + 129/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013716344061057429830630430626068828292
f(z) = -20/111*z^3 + 131/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017901425147712610394063780236644994098
f(z) = -20/113*z^3 + 133/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015167800983391552128568541015444256919
f(z) = -20/117*z^3 + 137/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017935506015191821178127082065091137076
f(z) = -20/119*z^3 + 139/119*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.017851768597861889604617870258703391493
f(z) = -19/101*z^3 + 120/101*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010940416787679185393758681288234473047
f(z) = -19/102*z^3 + 121/102*z + 1
*
[ 2 ] 
f(z) = -19/102*z^3 + 127/102*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017865932267499200168604643167030342792
f(z) = -19/103*z^3 + 122/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016094534322446796381186819970978510975
f(z) = -19/104*z^3 + 123/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013658907269290706105868848894804356794
f(z) = -19/105*z^3 + 124/105*z + 1
*
-1 | 0.073524576464393012589144423647808884025 | 0.015227795968675602397952043133965911511
f(z) = -19/106*z^3 + 125/106*z + 1
*
[ 2 ] 
f(z) = -19/106*z^3 + 129/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017892643350767000938019126732965491839
f(z) = -19/107*z^3 + 126/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013332607805705018619802345125640842988
f(z) = -19/108*z^3 + 127/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017905249536446895128250758737229749930
f(z) = -19/109*z^3 + 128/109*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.015270244973520218801986615791934243701
f(z) = -19/110*z^3 + 129/110*z + 1
*
[ 2 ] 
f(z) = -19/110*z^3 + 131/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013737725108015134535791287764374636424
f(z) = -19/111*z^3 + 130/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016168009395858707537769914121502546372
f(z) = -19/112*z^3 + 131/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017929094862539919593201234120288845320
f(z) = -19/113*z^3 + 132/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017940381285865863415940730510408969992
f(z) = -19/115*z^3 + 134/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016201350377612332481998387030445498569
f(z) = -19/116*z^3 + 135/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015190420100894706540809274752977825389
f(z) = -19/117*z^3 + 136/117*z + 1
*
[ 2 ] 
f(z) = -19/118*z^3 + 135/118*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015347610855261799948372711423667915133
f(z) = -19/118*z^3 + 137/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017961788161237955221427476518109241589
f(z) = -19/119*z^3 + 138/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017896593644117431759352106763306198305
f(z) = -18/103*z^3 + 121/103*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017922171593016392610384694959147421778
f(z) = -18/107*z^3 + 125/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017934239756496585823109770177951336548
f(z) = -18/109*z^3 + 127/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017957061645160255431228559322321545422
f(z) = -18/113*z^3 + 131/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017967861022666824558002246753160065021
f(z) = -18/115*z^3 + 133/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.017988339435396525307435462169217627130
f(z) = -18/119*z^3 + 137/119*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.017927616214951350284495674931954191286
f(z) = -17/103*z^3 + 120/103*z + 1
*
-1 | 0.077449866273482885025191896141377727104 | 0.016149551473759324513207661653536154947
f(z) = -17/104*z^3 + 121/104*z + 1
*
-1 | 0.065839778916470623698261334753136432762 | 0.013705139570246487085904992342784584982
f(z) = -17/105*z^3 + 122/105*z + 1
*
[ 2 ] 
f(z) = -17/106*z^3 + 121/106*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015278700668014876539628644086110247351
f(z) = -17/106*z^3 + 123/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017952035815150244414141179942300603069
f(z) = -17/107*z^3 + 124/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013376439493200554050663355534883185801
f(z) = -17/108*z^3 + 125/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017963554297568919428658561723391808362
f(z) = -17/109*z^3 + 126/109*z + 1
*
[ 2 ] 
f(z) = -17/110*z^3 + 123/110*z + 1
*
-1 | 0.074210525939955032672815419428591461228 | 0.015319500385813472995257156803178083242
f(z) = -17/110*z^3 + 127/110*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013781622660394047041951862903738559523
f(z) = -17/111*z^3 + 128/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016219193164213218555549033277436009118
f(z) = -17/112*z^3 + 129/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.017985331127312215156867408714940131466
f(z) = -17/113*z^3 + 130/113*z + 1
*
[ 2 ] 
f(z) = -17/114*z^3 + 125/114*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.011184712692399990779492075960463998415
f(z) = -17/114*z^3 + 131/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.017995633425503558569163602880607958057
f(z) = -17/115*z^3 + 132/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016250797908337399153286702302009202252
f(z) = -17/116*z^3 + 133/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015236368393631707727172703352095473197
f(z) = -17/117*z^3 + 134/117*z + 1
*
[ 2 ] 
f(z) = -17/118*z^3 + 127/118*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015393623410625522503648104934372474840
f(z) = -17/118*z^3 + 135/118*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.017982242764295178901345237748528569466
f(z) = -16/107*z^3 + 123/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.017993199564205052203593160406811367380
f(z) = -16/109*z^3 + 125/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013803936355199213662066735373576724292
f(z) = -16/111*z^3 + 127/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018013909093789830012467209379450017409
f(z) = -16/113*z^3 + 129/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018023703998613070836306412085481753199
f(z) = -16/115*z^3 + 131/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018042268966968460488843834055030030120
f(z) = -16/119*z^3 + 135/119*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.015330928994083226371392393950020924961
f(z) = -15/106*z^3 + 121/106*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018012799381825961677188743229633255203
f(z) = -15/107*z^3 + 122/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018023182142259015915401740554452003020
f(z) = -15/109*z^3 + 124/109*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016271509485775353078650677375093514075
f(z) = -15/112*z^3 + 127/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018042801487870866953223664327727472963
f(z) = -15/113*z^3 + 128/113*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016301304360694625971664862598142489859
f(z) = -15/116*z^3 + 131/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015440605708324536234521442304191346829
f(z) = -15/118*z^3 + 133/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018069657343704827000573781117387083103
f(z) = -15/119*z^3 + 134/119*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018043712810665022382461171940586826833
f(z) = -14/107*z^3 + 121/107*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018053508805597201389512787425516759938
f(z) = -14/109*z^3 + 123/109*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.013849317561437835012546497909983642145
f(z) = -14/111*z^3 + 125/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018072014416983166815001919693885197243
f(z) = -14/113*z^3 + 127/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018080762419830439809251542367201130484
f(z) = -14/115*z^3 + 129/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015307132527723628888105555785000510749
f(z) = -14/117*z^3 + 131/117*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.018074990402921229828365027025407887385
f(z) = -13/107*z^3 + 120/107*z + 1
*
-1 | 0.064585646561213265910096574964755470400 | 0.013467153318551959859383863172994822831
f(z) = -13/108*z^3 + 121/108*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018084186523103973963619930820981844724
f(z) = -13/109*z^3 + 122/109*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.015421244973242130055886418209823680612
f(z) = -13/110*z^3 + 123/110*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013872609502258350770880702242232225511
f(z) = -13/111*z^3 + 124/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016325002975515294602862170214571474350
f(z) = -13/112*z^3 + 125/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018101554158621479118453342133142148868
f(z) = -13/113*z^3 + 126/113*z + 1
*
-1 | 0.054528333518116099086595218866447076793 | 0.011256446653463125739771017434571223746
f(z) = -13/114*z^3 + 127/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018109762039535384180329279559926082065
f(z) = -13/115*z^3 + 128/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016352910106698700446136157009349539597
f(z) = -13/116*z^3 + 129/116*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015488727901313476413916891533613126951
f(z) = -13/118*z^3 + 131/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018125307623085803782521949042164725380
f(z) = -13/119*z^3 + 132/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018115222466010123451397658091696332903
f(z) = -12/109*z^3 + 121/109*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018131427166528013267347356130688684065
f(z) = -12/113*z^3 + 125/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018139083383843096518191178832658947663
f(z) = -12/115*z^3 + 127/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018153580469099946962754064842752480887
f(z) = -12/119*z^3 + 131/119*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.018146624015561912768303945812327445607
f(z) = -11/109*z^3 + 120/109*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013919565136768910003993146102397458298
f(z) = -11/111*z^3 + 122/111*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016379720789412969973526908464647701009
f(z) = -11/112*z^3 + 123/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018161640077150738411561507336545424013
f(z) = -11/113*z^3 + 124/113*z + 1
*
-1 | 0.054526647762341490000167174664589880319 | 0.011293103706389817820264371484448455736
f(z) = -11/114*z^3 + 125/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018168732753545402010013372181064998388
f(z) = -11/115*z^3 + 126/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016405657743092007415455363135818369051
f(z) = -11/116*z^3 + 127/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015380219715439066320110576489031173048
f(z) = -11/117*z^3 + 128/117*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015537627048556585422526698666812718644
f(z) = -11/118*z^3 + 129/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018182159327334456615297018080083092625
f(z) = -11/119*z^3 + 130/119*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.013943453788233064390788769726396153237
f(z) = -10/111*z^3 + 121/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018192199716394333859835314536388636109
f(z) = -10/113*z^3 + 123/113*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015405121683605193818737230233390420245
f(z) = -10/117*z^3 + 127/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018211050045891100081935355383037043373
f(z) = -10/119*z^3 + 129/119*z + 1
*
-1 | 0.078822236128181438330175181758711758454 | 0.016435712814971066085388771159951417828
f(z) = -9/112*z^3 + 121/112*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018223113106679623168384828946673925127
f(z) = -9/113*z^3 + 122/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018229041663291113644515980120293073660
f(z) = -9/115*z^3 + 124/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016459592252666812621841402360965244287
f(z) = -9/116*z^3 + 125/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015587744923395043041614966298937578552
f(z) = -9/118*z^3 + 127/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018240258633089797660571522031857764981
f(z) = -9/119*z^3 + 128/119*z + 1
*
-7/2 | 0.11804195493698829787371782698183830330 | 0.024328363286347358336095293702680369327
f(z) = -8/105*z^3 + 128/105*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018254387474328322822565288893115468641
f(z) = -8/113*z^3 + 121/113*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018259714715648731069028800418062213628
f(z) = -8/115*z^3 + 123/115*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015455766875401621501533594939659804569
f(z) = -8/117*z^3 + 125/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018269791263196972149675634121289934239
f(z) = -8/119*z^3 + 127/119*z + 1
*
[ 3 ] 
f(z) = -7/102*z^3 + 131/102*z + 1
*
[ 3 ] 
f(z) = -7/111*z^3 + 137/111*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.018286030257291006132293267415760762135
f(z) = -7/113*z^3 + 120/113*z + 1
*
-1 | 0.054527299901695209364414021663712509338 | 0.011369825137955512512861865140405967702
f(z) = -7/114*z^3 + 121/114*z + 1
*
[ 3 ] 
f(z) = -7/114*z^3 + 139/114*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018290742831891001893230628918959253277
f(z) = -7/115*z^3 + 122/115*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016514761180174136015156794670225925975
f(z) = -7/116*z^3 + 123/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015481521257498704040991155612174774356
f(z) = -7/117*z^3 + 124/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015639125564873524849336968534883565046
f(z) = -7/118*z^3 + 125/118*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.018322133265158010524244506582978001719
f(z) = -6/115*z^3 + 121/115*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018329854215091083437419742017255628340
f(z) = -6/119*z^3 + 125/119*z + 1
*
[ 3 ] 
f(z) = -5/114*z^3 + 121/114*z + 1
*
-1 | 0.079472075383945699501350275203200253634 | 0.016571214824407427229601558307426417870
f(z) = -5/116*z^3 + 121/116*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015533922693127395362585577123367645259
f(z) = -5/117*z^3 + 122/117*z + 1
*
-1 | 0.075510604804274449931210742808746659093 | 0.015691544468775998138865309558855689186
f(z) = -5/118*z^3 + 123/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018360397770324864600039272700713164097
f(z) = -5/119*z^3 + 124/119*z + 1
*
5 | 0.11804092132056740815153662977910373584 | 0.024613443852118765725776098684518111007
f(z) = -4/105*z^3 + 121/105*z + 1
*
[ 7/2 ] 
f(z) = -4/105*z^3 + 124/105*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.015560581892710219189335426720416295418
f(z) = -4/117*z^3 + 121/117*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018391291848714621314737635817124822591
f(z) = -4/119*z^3 + 123/119*z + 1
*
[ 7/2 ] 
f(z) = -4/119*z^3 + 134/119*z + 1
*
[ 4 ] 
f(z) = -3/100*z^3 + 123/100*z + 1
*
7 | 0.12236840705780434636217457878096217774 | 0.025100195734734859106682331822655182855
f(z) = -3/112*z^3 + 131/112*z + 1
*
[ 4 ] 
f(z) = -3/116*z^3 + 135/116*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.015745048068091767225052550189462523479
f(z) = -3/118*z^3 + 121/118*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018422543549533276257567237365234346674
f(z) = -3/119*z^3 + 122/119*z + 1
*
[ 5 ] 
f(z) = -2/105*z^3 + 134/105*z + 1
*
11 | 0.12544962410452486062787806281610017205 | 0.025497989930399850051462977240471232241
f(z) = -2/105*z^3 + 137/105*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018454160178186099403621389144146408914
f(z) = -2/119*z^3 + 121/119*z + 1
*
[ 6 ] 
f(z) = -1/102*z^3 + 121/102*z + 1
*
-14 | 0.11141772003483036957293268190574493897 | 0.023232399116581235606146673504849393263
f(z) = -1/105*z^3 + 121/105*z + 1
*
-15 | 0.12544859048810397090569686561336560460 | 0.025896726994459428668223341741456205029
f(z) = -1/105*z^3 + 127/105*z + 1
*
[ 7 ] 
f(z) = -1/105*z^3 + 139/105*z + 1
*
-11 | 0.13652865682657615776810124193386476633 | 0.028004744787833269843325692602398535699
f(z) = -1/110*z^3 + 131/110*z + 1
*
[ 6 ] 
f(z) = -1/114*z^3 + 131/114*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.018486149254023245356918439819044225250
f(z) = -1/119*z^3 + 120/119*z + 1
*
[ 18/7 ] 
f(z) = -7/108*z^3 + 131/126*z + 1
*
-28/5 | 0.11718401451350360958101926967596432669 | 0.018518518518518518518518518518518518519
f(z) = -5/112*z^3 + 121/140*z + 1
*
[ 14/5 ] 
f(z) = -5/112*z^3 + 139/140*z + 1
*
[ 9/2 ] 
f(z) = -1/108*z^3 + 139/144*z + 1
*
[ 8/3 ] 
f(z) = -3/112*z^3 + 137/168*z + 1
*
[ 5/3 ] 
f(z) = -13/100*z^3 + 137/180*z + 1
*
[ 5/3 ] 
f(z) = -11/100*z^3 + 127/180*z + 1
*
[ 18/11 ] 
f(z) = -11/108*z^3 + 131/198*z + 1
*
0 | 0.14646789777728402153447479588631810878 | 0.027391986590109050800945153108122983796
f(z) = -16/105*z^3 + 137/210*z + 1
*
[ 7/4 ] 
f(z) = -8/105*z^3 + 139/210*z + 1
*
[ 2 ] 
f(z) = -4/101*z^3 + 133/202*z + 1
*
[ 2 ] 
f(z) = -4/103*z^3 + 135/206*z + 1
*
[ 2 ] 
f(z) = -4/105*z^3 + 137/210*z + 1
*
[ 2 ] 
f(z) = -4/107*z^3 + 139/214*z + 1
*
[ 2 ] 
f(z) = -3/101*z^3 + 125/202*z + 1
*
[ 2 ] 
f(z) = -3/103*z^3 + 127/206*z + 1
*
[ 2 ] 
f(z) = -3/107*z^3 + 131/214*z + 1
*
[ 2 ] 
f(z) = -3/109*z^3 + 133/218*z + 1
*
[ 2 ] 
f(z) = -2/105*z^3 + 121/210*z + 1
*
[ 2 ] 
f(z) = -2/107*z^3 + 123/214*z + 1
*
[ 2 ] 
f(z) = -2/109*z^3 + 125/218*z + 1
*
-10 | 0.15112174190304135356925703027751411902 | 0.028262334549079848725606939101662285578
f(z) = -1/105*z^3 + 137/210*z + 1
*
[ 3/2 ] 
f(z) = -14/111*z^3 + 137/222*z + 1
*
[ 2 ] 
f(z) = -3/113*z^3 + 137/226*z + 1
*
[ 2 ] 
f(z) = -3/115*z^3 + 139/230*z + 1
*
[ 2 ] 
f(z) = -2/111*z^3 + 127/222*z + 1
*
[ 2 ] 
f(z) = -2/113*z^3 + 129/226*z + 1
*
[ 2 ] 
f(z) = -2/115*z^3 + 131/230*z + 1
*
[ 2 ] 
f(z) = -2/119*z^3 + 135/238*z + 1
*
[ 2 ] 
f(z) = -1/113*z^3 + 121/226*z + 1
*
[ 2 ] 
f(z) = -1/115*z^3 + 123/230*z + 1
*
[ 2 ] 
f(z) = -1/117*z^3 + 125/234*z + 1
*
[ 2 ] 
f(z) = -1/119*z^3 + 127/238*z + 1
*
[ 4/3 ] 
f(z) = -19/112*z^3 + 139/252*z + 1
*
[ 4/3 ] 
f(z) = -17/112*z^3 + 131/252*z + 1
*
-2/3 | 0.18969610059205653106962730138276220958 | 0.027429682809193180788156788027180988371
f(z) = -13/112*z^3 + 139/252*z + 1
*
-2/3 | 0.19011868689326667910158415681422581364 | 0.027490787956666043051956430419490855350
f(z) = -11/112*z^3 + 137/252*z + 1
*
[ 14/9 ] 
f(z) = -9/112*z^3 + 139/252*z + 1
*
-2/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = -5/112*z^3 + 131/252*z + 1
*
-2/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -1/112*z^3 + 127/252*z + 1
*
[ 8/5 ] 
f(z) = -5/112*z^3 + 137/280*z + 1
*
[ -10 ] 
f(z) = -13/100*z^3 + 141/10*z + 1
*
[ -6/19 ] 
f(z) = -19/108*z^3 + 159/38*z + 1
*
-6 | 0.23186879845068807094322124510745630978 | 0.025783453152840049982784944866731028759
f(z) = -13/108*z^3 + 149/26*z + 1
*
[ 6 ] 
f(z) = -9/104*z^3 + 154/39*z + 1
*
-4/3 | 0.14986187377280126502574310112568877103 | 0.023402848025268837667313776428115306762
f(z) = -9/112*z^3 + 151/28*z + 1
*
[ -6 ] 
f(z) = -7/104*z^3 + 140/39*z + 1
*
-12 | 0.22788519165344756009797920704718235110 | 0.027593410855780068674864616010306205161
f(z) = -5/108*z^3 + 143/20*z + 1
*
[ 21 ] 
f(z) = -1/108*z^3 + 141/28*z + 1
*
[ 24 ] 
f(z) = -1/108*z^3 + 151/24*z + 1
*
-26 | 0.17263458470403127363537957814210415105 | 0.026849473805765381068190277810862731889
f(z) = -1/112*z^3 + 155/28*z + 1
*
[ 4 ] 
f(z) = -15/104*z^3 + 159/52*z + 1
*
[ -4 ] 
f(z) = -11/104*z^3 + 153/52*z + 1
*
-3 | 0.14035801098732270019865620712489153837 | 0.016938625009373958919661780005067234117
f(z) = -11/108*z^3 + 147/44*z + 1
*
[ -2/3 ] 
f(z) = -9/116*z^3 + 147/58*z + 1
*
6 | 0.22272683102445381071177570097331634959 | 0.028165989403658251876330766253959495785
f(z) = -7/108*z^3 + 151/42*z + 1
*
-24/7 | 0.24306247567858310354441085777753497984 | 0.029102019848567738242033186176171122468
f(z) = -7/108*z^3 + 157/56*z + 1
*
[ 8 ] 
f(z) = -3/112*z^3 + 145/56*z + 1
*
[ -8 ] 
f(z) = -3/112*z^3 + 159/56*z + 1
*
[ -3/4 ] 
f(z) = -17/108*z^3 + 155/64*z + 1
*
[ -3/2 ] 
f(z) = -14/117*z^3 + 151/78*z + 1
*
[ -3/4 ] 
f(z) = -11/108*z^3 + 153/64*z + 1
*
[ -3/2 ] 
f(z) = -10/117*z^3 + 145/78*z + 1
*
[ -10/3 ] 
f(z) = -9/104*z^3 + 147/65*z + 1
*
[ -3/4 ] 
f(z) = -5/108*z^3 + 151/64*z + 1
*
[ 5/2 ] 
f(z) = -19/100*z^3 + 143/80*z + 1
*
[ -5/2 ] 
f(z) = -9/100*z^3 + 157/80*z + 1
*
[ -5/2 ] 
f(z) = -7/100*z^3 + 147/80*z + 1
*
[ 26/7 ] 
f(z) = -7/104*z^3 + 151/91*z + 1
*
[ -12/7 ] 
f(z) = -7/108*z^3 + 149/84*z + 1
*
[ 12/5 ] 
f(z) = -17/108*z^3 + 149/100*z + 1
*
-5/2 | 0.12544962410452486062787806281610017205 | 0.025313559703845979309472047279626628085
f(z) = -16/105*z^3 + 142/105*z + 1
*
-15/4 | 0.12544962410452486062787806281610017205 | 0.025103921392963123411039847547634030780
f(z) = -16/105*z^3 + 148/105*z + 1
*
[ 9/4 ] 
f(z) = -16/117*z^3 + 146/117*z + 1
*
[ 5/2 ] 
f(z) = -12/115*z^3 + 144/115*z + 1
*
4 | 0.12492259337493989150825278877700808062 | 0.024898470373987232840221086775496315249
f(z) = -11/100*z^3 + 151/100*z + 1
*
[ 30/11 ] 
f(z) = -11/108*z^3 + 153/110*z + 1
*
[ 3 ] 
f(z) = -8/105*z^3 + 142/105*z + 1
*
[ 3 ] 
f(z) = -8/111*z^3 + 146/111*z + 1
*
[ 5 ] 
f(z) = -2/115*z^3 + 142/115*z + 1
*
[ -4 ] 
f(z) = -1/100*z^3 + 141/100*z + 1
*
[ -3 ] 
f(z) = -1/102*z^3 + 145/102*z + 1
*
[ -6 ] 
f(z) = -1/102*z^3 + 155/102*z + 1
*
[ -2 ] 
f(z) = -1/102*z^3 + 157/102*z + 1
*
[ 8 ] 
f(z) = -1/104*z^3 + 155/104*z + 1
*
[ -3 ] 
f(z) = -1/105*z^3 + 149/105*z + 1
*
[ -12/5 ] 
f(z) = -1/108*z^3 + 147/100*z + 1
*
[ -4 ] 
f(z) = -1/108*z^3 + 151/108*z + 1
*
[ -5 ] 
f(z) = -1/110*z^3 + 157/110*z + 1
*
[ -3 ] 
f(z) = -1/111*z^3 + 157/111*z + 1
*
[ 7 ] 
f(z) = -1/112*z^3 + 145/112*z + 1
*
[ 7 ] 
f(z) = -1/119*z^3 + 151/119*z + 1
*
[ 30/13 ] 
f(z) = -13/108*z^3 + 157/130*z + 1
*
-12/5 | 0.16935609847751879363575696847950369585 | 0.026673868489483838805850642006646391339
f(z) = -15/112*z^3 + 143/140*z + 1
*
5 | 0.16771623524230263621955993282753997041 | 0.025161145104271430904822853333885316677
f(z) = -7/100*z^3 + 157/140*z + 1
*
[ 30/17 ] 
f(z) = -17/108*z^3 + 157/170*z + 1
*
[ 30/19 ] 
f(z) = -19/108*z^3 + 153/190*z + 1
*
[ 5/3 ] 
f(z) = -17/100*z^3 + 157/180*z + 1
*
2 | 0.11808229698177948170192603583318232756 | 0.016060284655373502239433904194508666428
f(z) = -15/104*z^3 + 158/195*z + 1
*
[ 12/7 ] 
f(z) = -13/108*z^3 + 151/196*z + 1
*
-5/9 | 0.18786981544355076999191341610092886988 | 0.027618187708903170399487817875306502888
f(z) = -9/100*z^3 + 149/180*z + 1
*
[ 2 ] 
f(z) = -7/101*z^3 + 157/202*z + 1
*
[ 2 ] 
f(z) = -7/103*z^3 + 159/206*z + 1
*
[ 2 ] 
f(z) = -6/101*z^3 + 149/202*z + 1
*
[ 2 ] 
f(z) = -6/103*z^3 + 151/206*z + 1
*
[ 2 ] 
f(z) = -6/107*z^3 + 155/214*z + 1
*
[ 2 ] 
f(z) = -6/109*z^3 + 157/218*z + 1
*
[ 2 ] 
f(z) = -5/101*z^3 + 141/202*z + 1
*
[ 2 ] 
f(z) = -5/103*z^3 + 143/206*z + 1
*
[ 2 ] 
f(z) = -5/107*z^3 + 147/214*z + 1
*
[ 2 ] 
f(z) = -5/109*z^3 + 149/218*z + 1
*
[ 2 ] 
f(z) = -4/109*z^3 + 141/218*z + 1
*
2 | 0.17751244836128041214639834027087428391 | 0.023739214137036512675513853401525068907
f(z) = -17/104*z^3 + 151/221*z + 1
*
[ 7/4 ] 
f(z) = -8/119*z^3 + 151/238*z + 1
*
[ 2 ] 
f(z) = -5/111*z^3 + 151/222*z + 1
*
[ 2 ] 
f(z) = -5/113*z^3 + 153/226*z + 1
*
[ 2 ] 
f(z) = -5/117*z^3 + 157/234*z + 1
*
[ 2 ] 
f(z) = -5/119*z^3 + 159/238*z + 1
*
[ 2 ] 
f(z) = -4/111*z^3 + 143/222*z + 1
*
[ 2 ] 
f(z) = -4/113*z^3 + 145/226*z + 1
*
[ 2 ] 
f(z) = -4/115*z^3 + 147/230*z + 1
*
[ 2 ] 
f(z) = -4/117*z^3 + 149/234*z + 1
*
[ 2 ] 
f(z) = -4/119*z^3 + 151/238*z + 1
*
[ 2 ] 
f(z) = -3/119*z^3 + 143/238*z + 1
*
2 | 0.19224902291135393089127426353660821077 | 0.025333157547896220281789295574016533249
f(z) = -19/104*z^3 + 148/247*z + 1
*
[ 26/19 ] 
f(z) = -19/104*z^3 + 151/247*z + 1
*
-2/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = -19/112*z^3 + 145/252*z + 1
*
-2/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = -17/112*z^3 + 143/252*z + 1
*
[ 10 ] 
f(z) = -17/100*z^3 + 179/10*z + 1
*
-12 | 0.28431378779539062592679655867989519695 | 0.028890193985700714648179788971272539222
f(z) = -11/108*z^3 + 174/11*z + 1
*
-6/5 | 0.17900442824901618753841544935614131472 | 0.019630083304176555202091544687364980103
f(z) = -5/108*z^3 + 169/10*z + 1
*
-3 | 0.16630739005060885469291575523952959640 | 0.022848724858556152958367530785683234159
f(z) = -1/108*z^3 + 161/12*z + 1
*
[ -6 ] 
f(z) = -9/104*z^3 + 167/39*z + 1
*
-28/3 | 0.15051229356382047404688767730079663023 | 0.023056566151798401390550988624986132046
f(z) = -9/112*z^3 + 171/28*z + 1
*
4/3 | 0.098989601552239224503170774167704292321 | 0.015058475471587670496444452954349579728
f(z) = -9/112*z^3 + 179/28*z + 1
*
[ 9 ] 
f(z) = -5/108*z^3 + 167/36*z + 1
*
[ -9 ] 
f(z) = -5/108*z^3 + 175/36*z + 1
*
[ 14 ] 
f(z) = -3/112*z^3 + 173/28*z + 1
*
[ -14 ] 
f(z) = -3/112*z^3 + 177/28*z + 1
*
-28 | 0.092139140819809831367745434032165671581 | 0.014140026200046611079909673861462481893
f(z) = -1/112*z^3 + 169/28*z + 1
*
[ 4 ] 
f(z) = -17/104*z^3 + 175/52*z + 1
*
-8 | 0.15927009819345172387899790656118938099 | 0.027407715349867490683078953644405932627
f(z) = -5/112*z^3 + 167/56*z + 1
*
15/4 | 0.088188933133710440272644049543912751980 | 0.014029424095872365335029664671768902393
f(z) = -8/117*z^3 + 179/78*z + 1
*
[ -26/5 ] 
f(z) = -5/104*z^3 + 162/65*z + 1
*
[ -3/5 ] 
f(z) = -5/108*z^3 + 161/60*z + 1
*
[ 6 ] 
f(z) = -4/117*z^3 + 161/78*z + 1
*
4 | 0.19006911353817379746499857129424009610 | 0.029064395640353901400859078193177473275
f(z) = -15/112*z^3 + 173/84*z + 1
*
-14/3 | 0.15945138860541572588856984009462800192 | 0.024256030800953676373617347625536787573
f(z) = -15/112*z^3 + 179/84*z + 1
*
[ -5/2 ] 
f(z) = -13/100*z^3 + 177/80*z + 1
*
[ -5/2 ] 
f(z) = -11/100*z^3 + 167/80*z + 1
*
[ 10/3 ] 
f(z) = -11/100*z^3 + 173/90*z + 1
*
[ -24/11 ] 
f(z) = -11/108*z^3 + 171/88*z + 1
*
-6 | 0.12167053834558422347379409625030494307 | 0.018605235739896676011091821519957631493
f(z) = -9/112*z^3 + 173/84*z + 1
*
[ -18/5 ] 
f(z) = -5/108*z^3 + 169/90*z + 1
*
-28/3 | 0.15945078667002478236133240807678807474 | 0.024469929728793913054262893904859110698
f(z) = -3/112*z^3 + 169/84*z + 1
*
[ -6 ] 
f(z) = -3/112*z^3 + 179/84*z + 1
*
-14 | 0.20342829707970333284537574803453805136 | 0.028015699073234291568334064186052961268
f(z) = -1/104*z^3 + 178/91*z + 1
*
[ 7/3 ] 
f(z) = -18/119*z^3 + 166/119*z + 1
*
[ 5/2 ] 
f(z) = -16/105*z^3 + 163/105*z + 1
*
7/2 | 0.10921128486341914431922926821142799034 | 0.021363760905721874142152473727888976927
f(z) = -16/105*z^3 + 166/105*z + 1
*
[ 5/2 ] 
f(z) = -16/115*z^3 + 169/115*z + 1
*
[ 3 ] 
f(z) = -11/102*z^3 + 167/102*z + 1
*
[ 3 ] 
f(z) = -11/105*z^3 + 169/105*z + 1
*
[ 3 ] 
f(z) = -11/111*z^3 + 173/111*z + 1
*
[ 3 ] 
f(z) = -11/114*z^3 + 175/114*z + 1
*
[ 3 ] 
f(z) = -10/111*z^3 + 164/111*z + 1
*
-4 | 0.11921918221890822789550685591583486337 | 0.023240065514762508414079665730848786739
f(z) = -9/100*z^3 + 169/100*z + 1
*
[ 26/9 ] 
f(z) = -9/104*z^3 + 161/117*z + 1
*
[ 10/3 ] 
f(z) = -9/110*z^3 + 177/110*z + 1
*
[ 7/2 ] 
f(z) = -8/105*z^3 + 173/105*z + 1
*
[ -12/5 ] 
f(z) = -7/108*z^3 + 179/100*z + 1
*
[ -2 ] 
f(z) = -5/102*z^3 + 173/102*z + 1
*
[ -2 ] 
f(z) = -5/106*z^3 + 179/106*z + 1
*
[ 4 ] 
f(z) = -5/108*z^3 + 161/108*z + 1
*
[ 4 ] 
f(z) = -5/116*z^3 + 167/116*z + 1
*
[ -5/2 ] 
f(z) = -4/105*z^3 + 172/105*z + 1
*
[ -3 ] 
f(z) = -4/105*z^3 + 176/105*z + 1
*
[ 9/2 ] 
f(z) = -4/117*z^3 + 172/117*z + 1
*
[ -4 ] 
f(z) = -3/100*z^3 + 173/100*z + 1
*
8 | 0.14286694953919980930871155081171502049 | 0.027541223052724991683221389231720373059
f(z) = -3/104*z^3 + 179/104*z + 1
*
[ -2 ] 
f(z) = -3/106*z^3 + 171/106*z + 1
*
[ 5 ] 
f(z) = -3/110*z^3 + 163/110*z + 1
*
[ -2 ] 
f(z) = -3/110*z^3 + 177/110*z + 1
*
-7 | 0.12236840705780434636217457878096217774 | 0.024023244610311533822083941056452418298
f(z) = -3/112*z^3 + 163/112*z + 1
*
[ 5 ] 
f(z) = -3/115*z^3 + 167/115*z + 1
*
[ -5 ] 
f(z) = -2/105*z^3 + 176/105*z + 1
*
[ -3 ] 
f(z) = -2/111*z^3 + 166/111*z + 1
*
-13 | 0.14262044086349388962340338514336125145 | 0.027553383930525554387699479780666903999
f(z) = -1/104*z^3 + 177/104*z + 1
*
15 | 0.15046371047418800958784138035774654466 | 0.029100507925095660867861484989566375753
f(z) = -1/105*z^3 + 176/105*z + 1
*
[ -2 ] 
f(z) = -1/106*z^3 + 163/106*z + 1
*
[ -2 ] 
f(z) = -1/110*z^3 + 169/110*z + 1
*
[ -7 ] 
f(z) = -1/112*z^3 + 177/112*z + 1
*
[ -3 ] 
f(z) = -1/114*z^3 + 161/114*z + 1
*
[ -6 ] 
f(z) = -1/114*z^3 + 169/114*z + 1
*
[ -2 ] 
f(z) = -1/114*z^3 + 175/114*z + 1
*
[ -5 ] 
f(z) = -1/115*z^3 + 163/115*z + 1
*
[ -4 ] 
f(z) = -1/116*z^3 + 161/116*z + 1
*
[ 26/11 ] 
f(z) = -11/104*z^3 + 167/143*z + 1
*
[ 20/7 ] 
f(z) = -7/100*z^3 + 171/140*z + 1
*
40/7 | 0.16771623524230263621955993282753997041 | 0.024800080362580149329025023026093775194
f(z) = -7/100*z^3 + 173/140*z + 1
*
4/5 | 0.16938515691760039403429456470193162977 | 0.025767173427288289503026213859563843675
f(z) = -5/112*z^3 + 179/140*z + 1
*
[ 6 ] 
f(z) = -1/100*z^3 + 179/150*z + 1
*
[ 5/3 ] 
f(z) = -19/100*z^3 + 167/180*z + 1
*
[ 26/15 ] 
f(z) = -15/104*z^3 + 167/195*z + 1
*
-10/3 | 0.21080976900923234279653551893141987330 | 0.028672078583839089797220376613441713334
f(z) = -15/104*z^3 + 176/195*z + 1
*
[ 20/9 ] 
f(z) = -9/100*z^3 + 179/180*z + 1
*
[ 2 ] 
f(z) = -9/101*z^3 + 173/202*z + 1
*
[ 2 ] 
f(z) = -9/103*z^3 + 175/206*z + 1
*
[ 2 ] 
f(z) = -9/107*z^3 + 179/214*z + 1
*
[ 2 ] 
f(z) = -8/101*z^3 + 165/202*z + 1
*
[ 2 ] 
f(z) = -8/103*z^3 + 167/206*z + 1
*
[ 2 ] 
f(z) = -8/107*z^3 + 171/214*z + 1
*
[ 2 ] 
f(z) = -8/109*z^3 + 173/218*z + 1
*
[ 2 ] 
f(z) = -7/107*z^3 + 163/214*z + 1
*
[ 2 ] 
f(z) = -7/109*z^3 + 165/218*z + 1
*
-6 | 0.10700484323573043240420996240565632143 | 0.020011724585866453815393336999729838442
f(z) = -2/105*z^3 + 179/210*z + 1
*
[ 26/17 ] 
f(z) = -17/104*z^3 + 161/221*z + 1
*
[ 20/11 ] 
f(z) = -11/100*z^3 + 179/220*z + 1
*
[ 2 ] 
f(z) = -8/111*z^3 + 175/222*z + 1
*
[ 2 ] 
f(z) = -8/113*z^3 + 177/226*z + 1
*
[ 2 ] 
f(z) = -8/115*z^3 + 179/230*z + 1
*
[ 2 ] 
f(z) = -7/111*z^3 + 167/222*z + 1
*
[ 2 ] 
f(z) = -7/113*z^3 + 169/226*z + 1
*
[ 2 ] 
f(z) = -7/115*z^3 + 171/230*z + 1
*
[ 2 ] 
f(z) = -7/117*z^3 + 173/234*z + 1
*
[ 2 ] 
f(z) = -6/113*z^3 + 161/226*z + 1
*
[ 2 ] 
f(z) = -6/115*z^3 + 163/230*z + 1
*
[ 2 ] 
f(z) = -6/119*z^3 + 167/238*z + 1
*
[ 5/2 ] 
f(z) = -2/115*z^3 + 163/230*z + 1
*
[ 20/13 ] 
f(z) = -13/100*z^3 + 171/260*z + 1
*
[ 10 ] 
f(z) = -19/100*z^3 + 199/10*z + 1
*
[ -10 ] 
f(z) = -17/100*z^3 + 181/10*z + 1
*
[ 12 ] 
f(z) = -11/108*z^3 + 187/12*z + 1
*
[ 6 ] 
f(z) = -11/104*z^3 + 181/39*z + 1
*
[ -6 ] 
f(z) = -11/104*z^3 + 194/39*z + 1
*
-10/3 | 0.15236882825349518101373990181648071223 | 0.020827126096194576822213304850707968728
f(z) = -3/104*z^3 + 188/39*z + 1
*
[ 4 ] 
f(z) = -19/104*z^3 + 191/52*z + 1
*
[ -4 ] 
f(z) = -15/104*z^3 + 185/52*z + 1
*
[ -3/4 ] 
f(z) = -8/117*z^3 + 185/78*z + 1
*
-42/5 | 0.25457532257274985988364466962978922326 | 0.027610928855714117283778343360552405732
f(z) = -5/108*z^3 + 187/70*z + 1
*
-12/5 | 0.21622556209988788951385273521711838986 | 0.029025521175205078847101406688757499407
f(z) = -5/108*z^3 + 191/60*z + 1
*
[ 6 ] 
f(z) = -5/117*z^3 + 185/78*z + 1
*
[ -6 ] 
f(z) = -4/117*z^3 + 187/78*z + 1
*
[ 15 ] 
f(z) = -1/100*z^3 + 191/60*z + 1
*
[ -15 ] 
f(z) = -1/100*z^3 + 199/60*z + 1
*
[ 15 ] 
f(z) = -1/108*z^3 + 181/60*z + 1
*
[ -5/2 ] 
f(z) = -17/100*z^3 + 197/80*z + 1
*
[ 10/3 ] 
f(z) = -13/100*z^3 + 193/90*z + 1
*
[ -5/6 ] 
f(z) = -9/100*z^3 + 181/80*z + 1
*
[ -10/9 ] 
f(z) = -9/100*z^3 + 181/90*z + 1
*
4 | 0.17521815040389935554382346284424511201 | 0.026521481456660612798744429602519703821
f(z) = -9/112*z^3 + 185/84*z + 1
*
[ -10/3 ] 
f(z) = -7/100*z^3 + 187/90*z + 1
*
-3/7 | 0.18773986686385753204051213252628191075 | 0.025097475596605911958719093165234753333
f(z) = -7/108*z^3 + 197/84*z + 1
*
-28/3 | 0.12522152832942853780305420844017547717 | 0.018833180824425576940214727062170924153
f(z) = -3/112*z^3 + 193/84*z + 1
*
14/3 | 0.10810845728709017873430559917004536603 | 0.016184871918093083574586311734701867688
f(z) = -3/112*z^3 + 199/84*z + 1
*
[ 12 ] 
f(z) = -1/112*z^3 + 185/84*z + 1
*
[ -12 ] 
f(z) = -1/112*z^3 + 199/84*z + 1
*
[ 3 ] 
f(z) = -13/102*z^3 + 185/102*z + 1
*
[ 3 ] 
f(z) = -13/105*z^3 + 187/105*z + 1
*
4 | 0.14241431148506514273158059460429169963 | 0.027395285719801110423149203542806950737
f(z) = -13/108*z^3 + 181/108*z + 1
*
[ 3 ] 
f(z) = -13/111*z^3 + 191/111*z + 1
*
[ 3 ] 
f(z) = -13/114*z^3 + 193/114*z + 1
*
[ -2 ] 
f(z) = -11/102*z^3 + 197/102*z + 1
*
[ -4/3 ] 
f(z) = -9/100*z^3 + 191/100*z + 1
*
[ -2 ] 
f(z) = -9/106*z^3 + 195/106*z + 1
*
[ -3/2 ] 
f(z) = -8/105*z^3 + 193/105*z + 1
*
[ 7/2 ] 
f(z) = -8/119*z^3 + 183/119*z + 1
*
[ 4 ] 
f(z) = -7/100*z^3 + 187/100*z + 1
*
[ -2 ] 
f(z) = -7/102*z^3 + 181/102*z + 1
*
[ -3 ] 
f(z) = -7/102*z^3 + 199/102*z + 1
*
[ -2 ] 
f(z) = -7/106*z^3 + 187/106*z + 1
*
[ 4 ] 
f(z) = -7/108*z^3 + 193/108*z + 1
*
[ -2 ] 
f(z) = -7/110*z^3 + 193/110*z + 1
*
-5 | 0.14315150507021757224911576876963087606 | 0.027095586772765341413758225371544743028
f(z) = -7/110*z^3 + 197/110*z + 1
*
[ -2 ] 
f(z) = -7/114*z^3 + 199/114*z + 1
*
[ 4 ] 
f(z) = -7/116*z^3 + 199/116*z + 1
*
[ -3 ] 
f(z) = -5/102*z^3 + 181/102*z + 1
*
[ -3 ] 
f(z) = -5/111*z^3 + 193/111*z + 1
*
[ -2 ] 
f(z) = -5/114*z^3 + 191/114*z + 1
*
[ -3 ] 
f(z) = -5/114*z^3 + 197/114*z + 1
*
[ -2 ] 
f(z) = -5/118*z^3 + 197/118*z + 1
*
[ -3 ] 
f(z) = -4/111*z^3 + 184/111*z + 1
*
[ -3/2 ] 
f(z) = -4/111*z^3 + 194/111*z + 1
*
[ -5/2 ] 
f(z) = -4/115*z^3 + 186/115*z + 1
*
[ 5 ] 
f(z) = -4/115*z^3 + 192/115*z + 1
*
[ -4 ] 
f(z) = -3/116*z^3 + 193/116*z + 1
*
[ -2 ] 
f(z) = -3/118*z^3 + 189/118*z + 1
*
[ 7 ] 
f(z) = -2/105*z^3 + 188/105*z + 1
*
[ -5 ] 
f(z) = -2/115*z^3 + 188/115*z + 1
*
[ -8 ] 
f(z) = -1/104*z^3 + 181/104*z + 1
*
[ 26/3 ] 
f(z) = -1/104*z^3 + 188/117*z + 1
*
-10 | 0.13791155879419941360952967060191469391 | 0.026445495247563888123058368101641822268
f(z) = -1/105*z^3 + 184/105*z + 1
*
[ 10 ] 
f(z) = -1/110*z^3 + 199/110*z + 1
*
[ 9 ] 
f(z) = -1/117*z^3 + 185/117*z + 1
*
[ -2 ] 
f(z) = -1/118*z^3 + 181/118*z + 1
*
[ -7 ] 
f(z) = -1/119*z^3 + 185/119*z + 1
*
24/11 | 0.19425172436017856292055973926978164717 | 0.026188017361692019872721999828144567245
f(z) = -11/108*z^3 + 185/132*z + 1
*
2 | 0.16188548366868338000532516054090130869 | 0.022193187578118107053138983359721320255
f(z) = -11/104*z^3 + 184/143*z + 1
*
[ 6 ] 
f(z) = -1/116*z^3 + 199/174*z + 1
*
[ 12/7 ] 
f(z) = -19/108*z^3 + 183/196*z + 1
*
[ 10/3 ] 
f(z) = -3/104*z^3 + 199/195*z + 1
*
[ 2 ] 
f(z) = -12/101*z^3 + 197/202*z + 1
*
[ 2 ] 
f(z) = -12/103*z^3 + 199/206*z + 1
*
[ 2 ] 
f(z) = -11/101*z^3 + 189/202*z + 1
*
[ 2 ] 
f(z) = -11/103*z^3 + 191/206*z + 1
*
[ 2 ] 
f(z) = -11/105*z^3 + 193/210*z + 1
*
[ 2 ] 
f(z) = -11/107*z^3 + 195/214*z + 1
*
[ 2 ] 
f(z) = -11/109*z^3 + 197/218*z + 1
*
[ 2 ] 
f(z) = -10/101*z^3 + 181/202*z + 1
*
[ 2 ] 
f(z) = -10/103*z^3 + 183/206*z + 1
*
[ 2 ] 
f(z) = -10/107*z^3 + 187/214*z + 1
*
[ 2 ] 
f(z) = -10/109*z^3 + 189/218*z + 1
*
[ 2 ] 
f(z) = -9/109*z^3 + 181/218*z + 1
*
[ 7/2 ] 
f(z) = -2/105*z^3 + 199/210*z + 1
*
[ 4 ] 
f(z) = -1/102*z^3 + 185/204*z + 1
*
-14 | 0.099306267022659887813592059288476375930 | 0.018571959971288456246614451468997699927
f(z) = -1/105*z^3 + 197/210*z + 1
*
[ 4 ] 
f(z) = -1/106*z^3 + 191/212*z + 1
*
[ 2 ] 
f(z) = -11/111*z^3 + 199/222*z + 1
*
[ 2 ] 
f(z) = -10/111*z^3 + 191/222*z + 1
*
[ 2 ] 
f(z) = -10/113*z^3 + 193/226*z + 1
*
[ 2 ] 
f(z) = -10/117*z^3 + 197/234*z + 1
*
[ 2 ] 
f(z) = -10/119*z^3 + 199/238*z + 1
*
[ 2 ] 
f(z) = -9/113*z^3 + 185/226*z + 1
*
[ 2 ] 
f(z) = -9/115*z^3 + 187/230*z + 1
*
[ 2 ] 
f(z) = -9/119*z^3 + 191/238*z + 1
*
[ 2 ] 
f(z) = -8/117*z^3 + 181/234*z + 1
*
-9/4 | 0.13790105279930562457511050435907889684 | 0.025278264997286700158184125345511298981
f(z) = -8/117*z^3 + 185/234*z + 1
*
[ 2 ] 
f(z) = -8/119*z^3 + 183/238*z + 1
*
[ 4 ] 
f(z) = -1/110*z^3 + 197/220*z + 1
*
[ -10 ] 
f(z) = -19/100*z^3 + 201/10*z + 1
*
15 | 0.19174318453123890193776342717867138880 | 0.022272299950461192471871021324647763504
f(z) = -5/108*z^3 + 203/20*z + 1
*
15 | 0.23938741405977614341502867382935038031 | 0.027743625180490214775013163764199063273
f(z) = -5/108*z^3 + 207/20*z + 1
*
-66/5 | 0.21275916576261072528246522248624860210 | 0.025725785085807496625917476594094737364
f(z) = -5/108*z^3 + 217/30*z + 1
*
-14 | 0.13725039546736375376416374879650769563 | 0.020257266341809586701997861235675550040
f(z) = -5/112*z^3 + 219/28*z + 1
*
-4 | 0.11702079129036354046709081845647979842 | 0.017416365856344283726936952332838212927
f(z) = -1/112*z^3 + 207/28*z + 1
*
[ -4 ] 
f(z) = -19/104*z^3 + 217/52*z + 1
*
[ -4 ] 
f(z) = -17/104*z^3 + 201/52*z + 1
*
[ 8 ] 
f(z) = -5/112*z^3 + 209/56*z + 1
*
3 | 0.23013412618597171336597228056532204527 | 0.026498163296354327236117034111888500460
f(z) = -19/108*z^3 + 219/76*z + 1
*
-26/5 | 0.21081055493294244665296906755719455308 | 0.028554489358143633705238108936728101012
f(z) = -15/104*z^3 + 201/65*z + 1
*
-39/5 | 0.12769056417709571365154414578745783169 | 0.016936079029034317948090336477686021247
f(z) = -5/108*z^3 + 209/60*z + 1
*
[ -6 ] 
f(z) = -5/117*z^3 + 211/78*z + 1
*
[ -5/2 ] 
f(z) = -19/100*z^3 + 207/80*z + 1
*
[ -26/7 ] 
f(z) = -7/104*z^3 + 200/91*z + 1
*
-15/2 | 0.23436169444593784548389387829213948858 | 0.027222735287093629368277392045381765050
f(z) = -5/108*z^3 + 203/80*z + 1
*
[ 6 ] 
f(z) = -5/112*z^3 + 205/84*z + 1
*
20/3 | 0.087379608727686935977301504245849740777 | 0.013023646610182381996611782216235507000
f(z) = -3/112*z^3 + 205/84*z + 1
*
15/2 | 0.18738558649078716909688346259757405308 | 0.021716912295683918711704297646730105588
f(z) = -1/108*z^3 + 207/80*z + 1
*
[ -6/7 ] 
f(z) = -1/108*z^3 + 213/98*z + 1
*
[ -1 ] 
f(z) = -19/100*z^3 + 219/100*z + 1
*
-3 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = -19/102*z^3 + 205/102*z + 1
*
[ -1 ] 
f(z) = -17/100*z^3 + 217/100*z + 1
*
[ -1 ] 
f(z) = -17/101*z^3 + 219/101*z + 1
*
[ -1 ] 
f(z) = -16/101*z^3 + 218/101*z + 1
*
[ 3 ] 
f(z) = -16/111*z^3 + 218/111*z + 1
*
[ -1 ] 
f(z) = -15/101*z^3 + 217/101*z + 1
*
[ -2 ] 
f(z) = -15/106*z^3 + 219/106*z + 1
*
[ -1 ] 
f(z) = -14/101*z^3 + 216/101*z + 1
*
[ 3 ] 
f(z) = -14/111*z^3 + 200/111*z + 1
*
[ -1 ] 
f(z) = -13/100*z^3 + 213/100*z + 1
*
[ -1 ] 
f(z) = -13/101*z^3 + 215/101*z + 1
*
[ -2 ] 
f(z) = -13/102*z^3 + 205/102*z + 1
*
[ -1 ] 
f(z) = -13/103*z^3 + 219/103*z + 1
*
[ -2 ] 
f(z) = -13/106*z^3 + 211/106*z + 1
*
[ -24/13 ] 
f(z) = -13/108*z^3 + 203/104*z + 1
*
[ -12/5 ] 
f(z) = -13/108*z^3 + 211/100*z + 1
*
[ -2 ] 
f(z) = -13/110*z^3 + 217/110*z + 1
*
[ -1 ] 
f(z) = -12/101*z^3 + 214/101*z + 1
*
[ -1 ] 
f(z) = -12/103*z^3 + 218/103*z + 1
*
[ -1 ] 
f(z) = -11/100*z^3 + 211/100*z + 1
*
[ -1 ] 
f(z) = -11/101*z^3 + 213/101*z + 1
*
[ -1 ] 
f(z) = -11/103*z^3 + 217/103*z + 1
*
[ -1 ] 
f(z) = -11/104*z^3 + 219/104*z + 1
*
[ -2 ] 
f(z) = -11/106*z^3 + 203/106*z + 1
*
-4 | 0.14241446477196644461741746470820375244 | 0.026803866692488035110170244213714587052
f(z) = -11/108*z^3 + 203/108*z + 1
*
[ -2 ] 
f(z) = -11/114*z^3 + 215/114*z + 1
*
[ -1 ] 
f(z) = -10/101*z^3 + 212/101*z + 1
*
[ -1 ] 
f(z) = -10/103*z^3 + 216/103*z + 1
*
-1/3 | 0.11921955529892443425907216249227613608 | 0.022480237769801712733937004524328977576
f(z) = -9/100*z^3 + 201/100*z + 1
*
[ -1 ] 
f(z) = -9/100*z^3 + 209/100*z + 1
*
[ 4 ] 
f(z) = -9/100*z^3 + 219/100*z + 1
*
[ -1 ] 
f(z) = -9/101*z^3 + 211/101*z + 1
*
[ -1 ] 
f(z) = -9/103*z^3 + 215/103*z + 1
*
2 | 0.10149039507431357001366458275366545450 | 0.013728558650988776312903260035859570944
f(z) = -9/104*z^3 + 203/117*z + 1
*
[ -8/3 ] 
f(z) = -9/104*z^3 + 207/104*z + 1
*
[ -7/3 ] 
f(z) = -9/112*z^3 + 209/112*z + 1
*
[ -5/3 ] 
f(z) = -9/115*z^3 + 209/115*z + 1
*
[ -4/3 ] 
f(z) = -9/116*z^3 + 219/116*z + 1
*
[ -2 ] 
f(z) = -9/118*z^3 + 213/118*z + 1
*
[ -1 ] 
f(z) = -8/101*z^3 + 210/101*z + 1
*
[ -1 ] 
f(z) = -8/103*z^3 + 214/103*z + 1
*
[ -3 ] 
f(z) = -8/105*z^3 + 212/105*z + 1
*
[ -1 ] 
f(z) = -8/105*z^3 + 218/105*z + 1
*
[ -3/2 ] 
f(z) = -8/111*z^3 + 203/111*z + 1
*
[ -5/2 ] 
f(z) = -8/115*z^3 + 211/115*z + 1
*
[ -1 ] 
f(z) = -7/100*z^3 + 207/100*z + 1
*
[ -1 ] 
f(z) = -7/101*z^3 + 209/101*z + 1
*
[ -1 ] 
f(z) = -7/103*z^3 + 213/103*z + 1
*
[ -1 ] 
f(z) = -7/104*z^3 + 215/104*z + 1
*
[ -1 ] 
f(z) = -7/106*z^3 + 219/106*z + 1
*
[ -3 ] 
f(z) = -7/111*z^3 + 211/111*z + 1
*
[ -3 ] 
f(z) = -7/114*z^3 + 215/114*z + 1
*
[ -2 ] 
f(z) = -7/118*z^3 + 205/118*z + 1
*
[ -1 ] 
f(z) = -6/101*z^3 + 208/101*z + 1
*
[ -1 ] 
f(z) = -6/103*z^3 + 212/103*z + 1
*
[ -1 ] 
f(z) = -5/101*z^3 + 207/101*z + 1
*
[ -1 ] 
f(z) = -5/103*z^3 + 211/103*z + 1
*
[ -1 ] 
f(z) = -5/104*z^3 + 213/104*z + 1
*
[ -1 ] 
f(z) = -5/106*z^3 + 217/106*z + 1
*
[ -1 ] 
f(z) = -5/107*z^3 + 219/107*z + 1
*
[ -4 ] 
f(z) = -5/108*z^3 + 215/108*z + 1
*
[ -1 ] 
f(z) = -4/101*z^3 + 206/101*z + 1
*
[ -1 ] 
f(z) = -4/103*z^3 + 210/103*z + 1
*
[ -1 ] 
f(z) = -4/107*z^3 + 218/107*z + 1
*
[ -7/2 ] 
f(z) = -4/119*z^3 + 202/119*z + 1
*
[ -1 ] 
f(z) = -3/100*z^3 + 203/100*z + 1
*
[ -1 ] 
f(z) = -3/101*z^3 + 205/101*z + 1
*
[ -1 ] 
f(z) = -3/103*z^3 + 209/103*z + 1
*
[ -1 ] 
f(z) = -3/104*z^3 + 211/104*z + 1
*
[ -1 ] 
f(z) = -3/106*z^3 + 215/106*z + 1
*
[ -1 ] 
f(z) = -3/107*z^3 + 217/107*z + 1
*
[ -5 ] 
f(z) = -3/110*z^3 + 207/110*z + 1
*
[ -5 ] 
f(z) = -3/115*z^3 + 213/115*z + 1
*
[ -1 ] 
f(z) = -2/101*z^3 + 204/101*z + 1
*
[ -1 ] 
f(z) = -2/103*z^3 + 208/103*z + 1
*
[ -1 ] 
f(z) = -2/105*z^3 + 212/105*z + 1
*
[ -1 ] 
f(z) = -2/107*z^3 + 216/107*z + 1
*
[ 7 ] 
f(z) = -2/119*z^3 + 200/119*z + 1
*
[ -1 ] 
f(z) = -1/100*z^3 + 201/100*z + 1
*
[ -1 ] 
f(z) = -1/101*z^3 + 203/101*z + 1
*
[ -1 ] 
f(z) = -1/103*z^3 + 207/103*z + 1
*
[ -26/3 ] 
f(z) = -1/104*z^3 + 215/117*z + 1
*
[ -1 ] 
f(z) = -1/106*z^3 + 213/106*z + 1
*
[ -1 ] 
f(z) = -1/107*z^3 + 215/107*z + 1
*
[ -1 ] 
f(z) = -1/109*z^3 + 219/109*z + 1
*
[ -9 ] 
f(z) = -1/117*z^3 + 211/117*z + 1
*
-2/5 | 0.16938515691760039403429456470193162977 | 0.025103072964548453530170706235774891460
f(z) = -15/112*z^3 + 213/140*z + 1
*
-5/7 | 0.19994511026176147581595296747974368535 | 0.028924135535465614604527056123221483526
f(z) = -7/100*z^3 + 201/140*z + 1
*
-5 | 0.16771623524230263621955993282753997041 | 0.024060067361978465539768186150073635842
f(z) = -7/100*z^3 + 213/140*z + 1
*
6/5 | 0.12544989476681140963419055961161086263 | 0.018515589133202626764018818228744921783
f(z) = -5/112*z^3 + 219/140*z + 1
*
[ -9/2 ] 
f(z) = -1/108*z^3 + 203/144*z + 1
*
[ 2 ] 
f(z) = -14/101*z^3 + 213/202*z + 1
*
[ 2 ] 
f(z) = -14/103*z^3 + 215/206*z + 1
*
[ 2 ] 
f(z) = -14/107*z^3 + 219/214*z + 1
*
[ 2 ] 
f(z) = -13/101*z^3 + 205/202*z + 1
*
[ 2 ] 
f(z) = -13/103*z^3 + 207/206*z + 1
*
[ 2 ] 
f(z) = -13/105*z^3 + 209/210*z + 1
*
[ 2 ] 
f(z) = -13/107*z^3 + 211/214*z + 1
*
[ 2 ] 
f(z) = -13/109*z^3 + 213/218*z + 1
*
[ 2 ] 
f(z) = -12/107*z^3 + 203/214*z + 1
*
[ 2 ] 
f(z) = -12/109*z^3 + 205/218*z + 1
*
-10 | 0.11141940579060497865936072610760213544 | 0.020818826473308879261122353477022644700
f(z) = -2/105*z^3 + 211/210*z + 1
*
[ 24/5 ] 
f(z) = -1/108*z^3 + 201/200*z + 1
*
[ 2 ] 
f(z) = -13/111*z^3 + 215/222*z + 1
*
[ 2 ] 
f(z) = -13/113*z^3 + 217/226*z + 1
*
[ 2 ] 
f(z) = -13/115*z^3 + 219/230*z + 1
*
[ 2 ] 
f(z) = -12/113*z^3 + 209/226*z + 1
*
[ 2 ] 
f(z) = -12/115*z^3 + 211/230*z + 1
*
[ 2 ] 
f(z) = -12/119*z^3 + 215/238*z + 1
*
[ 2 ] 
f(z) = -11/113*z^3 + 201/226*z + 1
*
[ 2 ] 
f(z) = -11/115*z^3 + 203/230*z + 1
*
[ 2 ] 
f(z) = -11/117*z^3 + 205/234*z + 1
*
[ 2 ] 
f(z) = -11/119*z^3 + 207/238*z + 1
*
9/2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -8/115*z^3 + 209/230*z + 1
*
[ 9/4 ] 
f(z) = -8/117*z^3 + 211/234*z + 1
*
[ 5/2 ] 
f(z) = -6/115*z^3 + 213/230*z + 1
*
[ 4 ] 
f(z) = -1/114*z^3 + 203/228*z + 1
*
[ 4 ] 
f(z) = -1/118*z^3 + 209/236*z + 1
*
-14/9 | 0.19040297164212117772952526777750538406 | 0.027531894971856299282805801943036359672
f(z) = -9/112*z^3 + 211/252*z + 1
*
[ 8/5 ] 
f(z) = -15/112*z^3 + 201/280*z + 1
*
[ -12 ] 
f(z) = -13/108*z^3 + 221/12*z + 1
*
[ 24 ] 
f(z) = -5/108*z^3 + 221/8*z + 1
*
[ 6 ] 
f(z) = -15/104*z^3 + 235/39*z + 1
*
[ 28/3 ] 
f(z) = -9/112*z^3 + 221/28*z + 1
*
[ -28/3 ] 
f(z) = -9/112*z^3 + 227/28*z + 1
*
[ 9 ] 
f(z) = -7/108*z^3 + 221/36*z + 1
*
[ -9 ] 
f(z) = -7/108*z^3 + 229/36*z + 1
*
[ 15 ] 
f(z) = -5/108*z^3 + 227/20*z + 1
*
[ 28 ] 
f(z) = -1/112*z^3 + 223/28*z + 1
*
[ -28 ] 
f(z) = -1/112*z^3 + 225/28*z + 1
*
-8 | 0.14031713395241987435533549927706356938 | 0.022743271826447308749556955253743362497
f(z) = -9/112*z^3 + 239/56*z + 1
*
[ -8 ] 
f(z) = -5/112*z^3 + 223/56*z + 1
*
-3 | 0.16802804032124789132310758950852254842 | 0.019191311740964598802366590927301545462
f(z) = -17/108*z^3 + 235/68*z + 1
*
[ -2/5 ] 
f(z) = -15/104*z^3 + 229/65*z + 1
*
[ 6 ] 
f(z) = -7/117*z^3 + 233/78*z + 1
*
[ -2/5 ] 
f(z) = -5/104*z^3 + 228/65*z + 1
*
-48/5 | 0.12743403727293036126051027481072410192 | 0.016777819562633047056144380183354066857
f(z) = -5/108*z^3 + 221/60*z + 1
*
[ -6/7 ] 
f(z) = -19/108*z^3 + 225/98*z + 1
*
[ 10/3 ] 
f(z) = -17/100*z^3 + 233/90*z + 1
*
-14/3 | 0.15945162546243565924681497801755929388 | 0.023410057927649846599929104210226783046
f(z) = -15/112*z^3 + 227/84*z + 1
*
[ -6/7 ] 
f(z) = -13/108*z^3 + 221/98*z + 1
*
[ -10/3 ] 
f(z) = -11/100*z^3 + 227/90*z + 1
*
-6 | 0.14879604050068877063272343801624693997 | 0.021845647025697296097867965047178587746
f(z) = -11/112*z^3 + 227/84*z + 1
*
6 | 0.18187012301295630355259274116436321650 | 0.026667109474252164406572790732042383384
f(z) = -9/112*z^3 + 229/84*z + 1
*
2 | 0.13677519901629131117440344751190411034 | 0.018236750244411791665623614454927508040
f(z) = -7/104*z^3 + 226/91*z + 1
*
-2/7 | 0.21704105121308345279823720207595348552 | 0.028904941141746293784058613545868030420
f(z) = -7/104*z^3 + 228/91*z + 1
*
33/7 | 0.16914223042722969659000110114982836743 | 0.022115116823758561500761100711355355319
f(z) = -7/108*z^3 + 233/84*z + 1
*
[ -6 ] 
f(z) = -5/112*z^3 + 233/84*z + 1
*
[ -1 ] 
f(z) = -20/101*z^3 + 222/101*z + 1
*
[ -1 ] 
f(z) = -20/103*z^3 + 226/103*z + 1
*
[ -1 ] 
f(z) = -20/107*z^3 + 234/107*z + 1
*
[ -1 ] 
f(z) = -20/109*z^3 + 238/109*z + 1
*
[ -3/2 ] 
f(z) = -20/111*z^3 + 230/111*z + 1
*
[ -1 ] 
f(z) = -19/101*z^3 + 221/101*z + 1
*
[ -2 ] 
f(z) = -19/102*z^3 + 229/102*z + 1
*
[ 3 ] 
f(z) = -19/102*z^3 + 239/102*z + 1
*
[ -1 ] 
f(z) = -19/103*z^3 + 225/103*z + 1
*
[ -1 ] 
f(z) = -19/104*z^3 + 227/104*z + 1
*
[ -1 ] 
f(z) = -19/105*z^3 + 229/105*z + 1
*
[ -1 ] 
f(z) = -19/106*z^3 + 231/106*z + 1
*
[ -2 ] 
f(z) = -19/106*z^3 + 235/106*z + 1
*
[ -1 ] 
f(z) = -19/107*z^3 + 233/107*z + 1
*
[ -1 ] 
f(z) = -19/109*z^3 + 237/109*z + 1
*
[ -1 ] 
f(z) = -19/110*z^3 + 239/110*z + 1
*
[ -1 ] 
f(z) = -18/101*z^3 + 220/101*z + 1
*
[ -1 ] 
f(z) = -18/103*z^3 + 224/103*z + 1
*
[ -1 ] 
f(z) = -18/107*z^3 + 232/107*z + 1
*
[ -1 ] 
f(z) = -18/109*z^3 + 236/109*z + 1
*
[ -5/3 ] 
f(z) = -18/115*z^3 + 234/115*z + 1
*
[ -1 ] 
f(z) = -17/103*z^3 + 223/103*z + 1
*
[ 3 ] 
f(z) = -17/105*z^3 + 223/105*z + 1
*
[ -1 ] 
f(z) = -17/105*z^3 + 227/105*z + 1
*
[ -2 ] 
f(z) = -17/106*z^3 + 227/106*z + 1
*
[ -1 ] 
f(z) = -17/106*z^3 + 229/106*z + 1
*
[ -1 ] 
f(z) = -17/107*z^3 + 231/107*z + 1
*
[ -1 ] 
f(z) = -17/109*z^3 + 235/109*z + 1
*
[ -2 ] 
f(z) = -17/110*z^3 + 233/110*z + 1
*
[ -1 ] 
f(z) = -17/110*z^3 + 237/110*z + 1
*
[ 3 ] 
f(z) = -17/111*z^3 + 227/111*z + 1
*
[ -1 ] 
f(z) = -17/111*z^3 + 239/111*z + 1
*
[ 3 ] 
f(z) = -17/114*z^3 + 229/114*z + 1
*
[ -2 ] 
f(z) = -17/114*z^3 + 239/114*z + 1
*
[ -1 ] 
f(z) = -16/103*z^3 + 222/103*z + 1
*
[ -1 ] 
f(z) = -16/107*z^3 + 230/107*z + 1
*
[ -1 ] 
f(z) = -16/109*z^3 + 234/109*z + 1
*
[ -3/2 ] 
f(z) = -16/111*z^3 + 221/111*z + 1
*
[ -1 ] 
f(z) = -16/111*z^3 + 238/111*z + 1
*
[ -5/4 ] 
f(z) = -16/115*z^3 + 232/115*z + 1
*
[ -7/4 ] 
f(z) = -16/119*z^3 + 236/119*z + 1
*
[ -1 ] 
f(z) = -15/103*z^3 + 221/103*z + 1
*
[ -1 ] 
f(z) = -15/104*z^3 + 223/104*z + 1
*
[ -1 ] 
f(z) = -15/106*z^3 + 227/106*z + 1
*
[ -1 ] 
f(z) = -15/107*z^3 + 229/107*z + 1
*
[ -1 ] 
f(z) = -15/109*z^3 + 233/109*z + 1
*
[ -1 ] 
f(z) = -15/112*z^3 + 239/112*z + 1
*
[ -2 ] 
f(z) = -15/118*z^3 + 237/118*z + 1
*
[ -1 ] 
f(z) = -14/103*z^3 + 220/103*z + 1
*
[ -1 ] 
f(z) = -14/107*z^3 + 228/107*z + 1
*
[ -1 ] 
f(z) = -14/109*z^3 + 232/109*z + 1
*
[ -1 ] 
f(z) = -14/111*z^3 + 236/111*z + 1
*
-4 | 0.12111942506611255542139507309792696306 | 0.022219513969284957419512426656355693200
f(z) = -13/100*z^3 + 233/100*z + 1
*
[ -1 ] 
f(z) = -13/105*z^3 + 223/105*z + 1
*
[ -1 ] 
f(z) = -13/106*z^3 + 225/106*z + 1
*
[ -1 ] 
f(z) = -13/107*z^3 + 227/107*z + 1
*
[ -1 ] 
f(z) = -13/109*z^3 + 231/109*z + 1
*
[ -1 ] 
f(z) = -13/110*z^3 + 233/110*z + 1
*
-5 | 0.14315185811231319634670518980722356320 | 0.026179642216333755985340570107710600590
f(z) = -13/110*z^3 + 237/110*z + 1
*
[ -1 ] 
f(z) = -13/111*z^3 + 235/111*z + 1
*
[ -1 ] 
f(z) = -13/112*z^3 + 237/112*z + 1
*
[ -1 ] 
f(z) = -13/113*z^3 + 239/113*z + 1
*
[ -2 ] 
f(z) = -13/114*z^3 + 223/114*z + 1
*
[ -2 ] 
f(z) = -13/118*z^3 + 229/118*z + 1
*
[ -1 ] 
f(z) = -12/107*z^3 + 226/107*z + 1
*
[ -1 ] 
f(z) = -12/109*z^3 + 230/109*z + 1
*
[ -1 ] 
f(z) = -12/113*z^3 + 238/113*z + 1
*
[ -5/2 ] 
f(z) = -12/115*z^3 + 236/115*z + 1
*
[ 7/2 ] 
f(z) = -12/119*z^3 + 232/119*z + 1
*
[ -3 ] 
f(z) = -11/102*z^3 + 235/102*z + 1
*
[ -1 ] 
f(z) = -11/105*z^3 + 221/105*z + 1
*
[ -3 ] 
f(z) = -11/105*z^3 + 239/105*z + 1
*
[ -1 ] 
f(z) = -11/106*z^3 + 223/106*z + 1
*
[ -1 ] 
f(z) = -11/107*z^3 + 225/107*z + 1
*
[ -1 ] 
f(z) = -11/109*z^3 + 229/109*z + 1
*
[ -1 ] 
f(z) = -11/111*z^3 + 233/111*z + 1
*
[ -1 ] 
f(z) = -11/112*z^3 + 235/112*z + 1
*
[ -1 ] 
f(z) = -11/113*z^3 + 237/113*z + 1
*
[ -1 ] 
f(z) = -11/114*z^3 + 239/114*z + 1
*
[ -2 ] 
f(z) = -11/118*z^3 + 221/118*z + 1
*
[ -1 ] 
f(z) = -10/107*z^3 + 224/107*z + 1
*
[ -1 ] 
f(z) = -10/109*z^3 + 228/109*z + 1
*
[ -1 ] 
f(z) = -10/111*z^3 + 232/111*z + 1
*
[ -3 ] 
f(z) = -10/111*z^3 + 238/111*z + 1
*
[ -1 ] 
f(z) = -10/113*z^3 + 236/113*z + 1
*
5/3 | 0.14251088145206903642993308929075957632 | 0.026143804096419106965605949301328959747
f(z) = -9/104*z^3 + 233/104*z + 1
*
[ -1 ] 
f(z) = -9/106*z^3 + 221/106*z + 1
*
[ -1 ] 
f(z) = -9/107*z^3 + 223/107*z + 1
*
[ -1 ] 
f(z) = -9/109*z^3 + 227/109*z + 1
*
-1/3 | 0.13432109007995698890533532662427187900 | 0.024882742056328005280760034566455609506
f(z) = -9/110*z^3 + 221/110*z + 1
*
[ -1 ] 
f(z) = -9/110*z^3 + 229/110*z + 1
*
[ -1 ] 
f(z) = -9/112*z^3 + 233/112*z + 1
*
[ -1 ] 
f(z) = -9/113*z^3 + 235/113*z + 1
*
[ -1 ] 
f(z) = -9/115*z^3 + 239/115*z + 1
*
[ 4 ] 
f(z) = -9/116*z^3 + 231/116*z + 1
*
[ -7/2 ] 
f(z) = -8/105*z^3 + 233/105*z + 1
*
[ -1 ] 
f(z) = -8/107*z^3 + 222/107*z + 1
*
[ -1 ] 
f(z) = -8/109*z^3 + 226/109*z + 1
*
[ -3 ] 
f(z) = -8/111*z^3 + 220/111*z + 1
*
[ -1 ] 
f(z) = -8/111*z^3 + 230/111*z + 1
*
[ -1 ] 
f(z) = -8/113*z^3 + 234/113*z + 1
*
[ -1 ] 
f(z) = -8/115*z^3 + 238/115*z + 1
*
[ -4 ] 
f(z) = -7/100*z^3 + 237/100*z + 1
*
6 | 0.15740313345114958206121145499968827855 | 0.028830601342055175017554899019405992031
f(z) = -7/102*z^3 + 235/102*z + 1
*
[ -1 ] 
f(z) = -7/107*z^3 + 221/107*z + 1
*
[ -1 ] 
f(z) = -7/109*z^3 + 225/109*z + 1
*
[ -1 ] 
f(z) = -7/110*z^3 + 227/110*z + 1
*
[ -1 ] 
f(z) = -7/111*z^3 + 229/111*z + 1
*
[ -1 ] 
f(z) = -7/113*z^3 + 233/113*z + 1
*
[ -1 ] 
f(z) = -7/114*z^3 + 235/114*z + 1
*
[ -1 ] 
f(z) = -7/115*z^3 + 237/115*z + 1
*
[ -1 ] 
f(z) = -7/116*z^3 + 239/116*z + 1
*
[ -1 ] 
f(z) = -6/107*z^3 + 220/107*z + 1
*
[ -1 ] 
f(z) = -6/109*z^3 + 224/109*z + 1
*
[ -1 ] 
f(z) = -6/113*z^3 + 232/113*z + 1
*
[ -1 ] 
f(z) = -6/115*z^3 + 236/115*z + 1
*
[ -1 ] 
f(z) = -5/109*z^3 + 223/109*z + 1
*
[ -1 ] 
f(z) = -5/111*z^3 + 227/111*z + 1
*
[ -1 ] 
f(z) = -5/113*z^3 + 231/113*z + 1
*
[ -1 ] 
f(z) = -5/114*z^3 + 233/114*z + 1
*
[ -4 ] 
f(z) = -5/116*z^3 + 225/116*z + 1
*
[ -1 ] 
f(z) = -5/116*z^3 + 237/116*z + 1
*
[ -1 ] 
f(z) = -5/117*z^3 + 239/117*z + 1
*
[ -1 ] 
f(z) = -4/109*z^3 + 222/109*z + 1
*
[ -1 ] 
f(z) = -4/111*z^3 + 226/111*z + 1
*
[ -1 ] 
f(z) = -4/113*z^3 + 230/113*z + 1
*
[ -1 ] 
f(z) = -4/115*z^3 + 234/115*z + 1
*
[ -5 ] 
f(z) = -4/115*z^3 + 238/115*z + 1
*
[ -9/2 ] 
f(z) = -4/117*z^3 + 224/117*z + 1
*
[ -1 ] 
f(z) = -4/117*z^3 + 238/117*z + 1
*
[ -1 ] 
f(z) = -3/109*z^3 + 221/109*z + 1
*
[ -1 ] 
f(z) = -3/110*z^3 + 223/110*z + 1
*
[ -1 ] 
f(z) = -3/112*z^3 + 227/112*z + 1
*
[ -1 ] 
f(z) = -3/113*z^3 + 229/113*z + 1
*
[ -1 ] 
f(z) = -3/115*z^3 + 233/115*z + 1
*
[ -1 ] 
f(z) = -3/116*z^3 + 235/116*z + 1
*
[ -1 ] 
f(z) = -3/118*z^3 + 239/118*z + 1
*
[ -1 ] 
f(z) = -2/109*z^3 + 220/109*z + 1
*
[ -1 ] 
f(z) = -2/111*z^3 + 224/111*z + 1
*
[ -1 ] 
f(z) = -2/113*z^3 + 228/113*z + 1
*
[ -1 ] 
f(z) = -2/115*z^3 + 232/115*z + 1
*
[ -1 ] 
f(z) = -2/117*z^3 + 236/117*z + 1
*
[ -7 ] 
f(z) = -2/119*z^3 + 234/119*z + 1
*
-15 | 0.093418272869309158157304829611037189268 | 0.017151235041231643680314893001272291124
f(z) = -1/105*z^3 + 232/105*z + 1
*
[ -21/2 ] 
f(z) = -1/108*z^3 + 237/112*z + 1
*
[ -1 ] 
f(z) = -1/111*z^3 + 223/111*z + 1
*
[ -1 ] 
f(z) = -1/112*z^3 + 225/112*z + 1
*
[ -1 ] 
f(z) = -1/113*z^3 + 227/113*z + 1
*
[ -1 ] 
f(z) = -1/114*z^3 + 229/114*z + 1
*
-8 | 0.16358097690344535972268272119650420841 | 0.029962160402040741035853998153187173931
f(z) = -1/114*z^3 + 235/114*z + 1
*
[ -1 ] 
f(z) = -1/115*z^3 + 231/115*z + 1
*
[ -1 ] 
f(z) = -1/116*z^3 + 233/116*z + 1
*
[ -1 ] 
f(z) = -1/117*z^3 + 235/117*z + 1
*
[ -1 ] 
f(z) = -1/118*z^3 + 237/118*z + 1
*
[ -1 ] 
f(z) = -1/119*z^3 + 239/119*z + 1
*
[ -18/7 ] 
f(z) = -7/108*z^3 + 229/126*z + 1
*
[ 24/5 ] 
f(z) = -5/108*z^3 + 223/120*z + 1
*
[ 21/5 ] 
f(z) = -5/108*z^3 + 221/140*z + 1
*
[ -14/5 ] 
f(z) = -5/112*z^3 + 239/140*z + 1
*
[ -6 ] 
f(z) = -1/100*z^3 + 229/150*z + 1
*
2/3 | 0.15671170837042012619439958256552612086 | 0.020882666787170644512099099439183356252
f(z) = -15/104*z^3 + 227/195*z + 1
*
[ 20/3 ] 
f(z) = -1/100*z^3 + 233/180*z + 1
*
[ 2 ] 
f(z) = -17/101*z^3 + 237/202*z + 1
*
[ 2 ] 
f(z) = -17/103*z^3 + 239/206*z + 1
*
[ 2 ] 
f(z) = -16/101*z^3 + 229/202*z + 1
*
[ 2 ] 
f(z) = -16/103*z^3 + 231/206*z + 1
*
[ 2 ] 
f(z) = -16/105*z^3 + 233/210*z + 1
*
[ 2 ] 
f(z) = -16/107*z^3 + 235/214*z + 1
*
[ 2 ] 
f(z) = -16/109*z^3 + 237/218*z + 1
*
[ 2 ] 
f(z) = -15/101*z^3 + 221/202*z + 1
*
[ 2 ] 
f(z) = -15/103*z^3 + 223/206*z + 1
*
[ 2 ] 
f(z) = -15/107*z^3 + 227/214*z + 1
*
[ 2 ] 
f(z) = -15/109*z^3 + 229/218*z + 1
*
[ 2 ] 
f(z) = -14/109*z^3 + 221/218*z + 1
*
[ 2 ] 
f(z) = -16/111*z^3 + 239/222*z + 1
*
[ 2 ] 
f(z) = -15/113*z^3 + 233/226*z + 1
*
[ 2 ] 
f(z) = -15/119*z^3 + 239/238*z + 1
*
[ 2 ] 
f(z) = -14/111*z^3 + 223/222*z + 1
*
[ 2 ] 
f(z) = -14/113*z^3 + 225/226*z + 1
*
[ 2 ] 
f(z) = -14/115*z^3 + 227/230*z + 1
*
[ 2 ] 
f(z) = -14/117*z^3 + 229/234*z + 1
*
[ 2 ] 
f(z) = -13/119*z^3 + 223/238*z + 1
*
[ -42 ] 
f(z) = -1/108*z^3 + 243/14*z + 1
*
-48 | 0.22889855365262231017892976840788785497 | 0.029549402177049582320463430217039447465
f(z) = -1/108*z^3 + 257/12*z + 1
*
[ -6 ] 
f(z) = -15/104*z^3 + 248/39*z + 1
*
[ 20 ] 
f(z) = -3/100*z^3 + 259/20*z + 1
*
6/5 | 0.096133363478783950010272821969790495652 | 0.012708928174903580509638338197226042238
f(z) = -15/104*z^3 + 241/65*z + 1
*
[ 6 ] 
f(z) = -8/117*z^3 + 257/78*z + 1
*
[ -6 ] 
f(z) = -7/117*z^3 + 259/78*z + 1
*
2 | 0.14325561777693392169421342287965024740 | 0.018817653669802840021309938291611842982
f(z) = -5/104*z^3 + 253/65*z + 1
*
-10 | 0.22011597379395405353946719120519109066 | 0.028898838474749537902779446530894128686
f(z) = -5/104*z^3 + 254/65*z + 1
*
[ 10 ] 
f(z) = -3/104*z^3 + 246/65*z + 1
*
[ -10 ] 
f(z) = -3/104*z^3 + 259/65*z + 1
*
[ 10/3 ] 
f(z) = -19/100*z^3 + 253/90*z + 1
*
4 | 0.16604449783465027434645499454282429741 | 0.023941691237279945205066138113369956643
f(z) = -15/112*z^3 + 257/84*z + 1
*
[ -10/3 ] 
f(z) = -13/100*z^3 + 247/90*z + 1
*
[ 14/3 ] 
f(z) = -9/104*z^3 + 243/91*z + 1
*
[ 14 ] 
f(z) = -1/104*z^3 + 256/91*z + 1
*
[ -1 ] 
f(z) = -20/111*z^3 + 242/111*z + 1
*
[ 3 ] 
f(z) = -20/111*z^3 + 254/111*z + 1
*
[ -1 ] 
f(z) = -20/113*z^3 + 246/113*z + 1
*
[ -1 ] 
f(z) = -20/117*z^3 + 254/117*z + 1
*
[ -1 ] 
f(z) = -20/119*z^3 + 258/119*z + 1
*
[ 3 ] 
f(z) = -19/105*z^3 + 241/105*z + 1
*
[ -12/5 ] 
f(z) = -19/108*z^3 + 243/100*z + 1
*
[ -2 ] 
f(z) = -19/110*z^3 + 241/110*z + 1
*
[ -1 ] 
f(z) = -19/111*z^3 + 241/111*z + 1
*
[ 3 ] 
f(z) = -19/111*z^3 + 245/111*z + 1
*
[ -1 ] 
f(z) = -19/112*z^3 + 243/112*z + 1
*
[ -1 ] 
f(z) = -19/113*z^3 + 245/113*z + 1
*
[ -1 ] 
f(z) = -19/115*z^3 + 249/115*z + 1
*
[ -1 ] 
f(z) = -19/116*z^3 + 251/116*z + 1
*
[ -1 ] 
f(z) = -19/117*z^3 + 253/117*z + 1
*
[ -2 ] 
f(z) = -19/118*z^3 + 253/118*z + 1
*
[ -1 ] 
f(z) = -19/118*z^3 + 255/118*z + 1
*
[ -1 ] 
f(z) = -19/119*z^3 + 257/119*z + 1
*
[ -1 ] 
f(z) = -18/113*z^3 + 244/113*z + 1
*
[ -1 ] 
f(z) = -18/115*z^3 + 248/115*z + 1
*
[ -1 ] 
f(z) = -18/119*z^3 + 256/119*z + 1
*
4 | 0.14811761915294381027894933829619717215 | 0.026924316853376240331264362294168737840
f(z) = -17/108*z^3 + 245/108*z + 1
*
[ -1 ] 
f(z) = -17/112*z^3 + 241/112*z + 1
*
[ -1 ] 
f(z) = -17/113*z^3 + 243/113*z + 1
*
[ -1 ] 
f(z) = -17/115*z^3 + 247/115*z + 1
*
[ -1 ] 
f(z) = -17/116*z^3 + 249/116*z + 1
*
[ -1 ] 
f(z) = -17/117*z^3 + 251/117*z + 1
*
[ -2 ] 
f(z) = -17/118*z^3 + 245/118*z + 1
*
[ -1 ] 
f(z) = -17/118*z^3 + 253/118*z + 1
*
[ -5/2 ] 
f(z) = -16/105*z^3 + 247/105*z + 1
*
[ -3/4 ] 
f(z) = -16/105*z^3 + 254/105*z + 1
*
9/4 | 0.11804203226221177190171154206780566712 | 0.021287331820143493745464568020502321664
f(z) = -16/105*z^3 + 256/105*z + 1
*
[ -1 ] 
f(z) = -16/113*z^3 + 242/113*z + 1
*
[ -1 ] 
f(z) = -16/115*z^3 + 246/115*z + 1
*
[ -1 ] 
f(z) = -16/119*z^3 + 254/119*z + 1
*
[ -1 ] 
f(z) = -15/113*z^3 + 241/113*z + 1
*
[ -1 ] 
f(z) = -15/116*z^3 + 247/116*z + 1
*
[ -1 ] 
f(z) = -15/118*z^3 + 251/118*z + 1
*
[ -1 ] 
f(z) = -15/119*z^3 + 253/119*z + 1
*
[ -1 ] 
f(z) = -14/113*z^3 + 240/113*z + 1
*
[ -1 ] 
f(z) = -14/115*z^3 + 244/115*z + 1
*
[ -1 ] 
f(z) = -14/117*z^3 + 248/117*z + 1
*
[ -3 ] 
f(z) = -13/102*z^3 + 253/102*z + 1
*
[ -3 ] 
f(z) = -13/105*z^3 + 257/105*z + 1
*
[ -1 ] 
f(z) = -13/115*z^3 + 243/115*z + 1
*
[ -1 ] 
f(z) = -13/116*z^3 + 245/116*z + 1
*
[ -1 ] 
f(z) = -13/118*z^3 + 249/118*z + 1
*
[ -1 ] 
f(z) = -13/119*z^3 + 251/119*z + 1
*
[ -1 ] 
f(z) = -12/115*z^3 + 242/115*z + 1
*
[ -1 ] 
f(z) = -12/119*z^3 + 250/119*z + 1
*
[ -10/11 ] 
f(z) = -11/100*z^3 + 241/110*z + 1
*
[ 4 ] 
f(z) = -11/100*z^3 + 251/100*z + 1
*
[ 4 ] 
f(z) = -11/108*z^3 + 257/108*z + 1
*
[ -3 ] 
f(z) = -11/111*z^3 + 247/111*z + 1
*
[ -3 ] 
f(z) = -11/114*z^3 + 251/114*z + 1
*
[ -1 ] 
f(z) = -11/115*z^3 + 241/115*z + 1
*
[ -1 ] 
f(z) = -11/116*z^3 + 243/116*z + 1
*
[ -1 ] 
f(z) = -11/117*z^3 + 245/117*z + 1
*
[ -1 ] 
f(z) = -11/118*z^3 + 247/118*z + 1
*
[ -1 ] 
f(z) = -11/119*z^3 + 249/119*z + 1
*
[ -1 ] 
f(z) = -10/117*z^3 + 244/117*z + 1
*
[ -1 ] 
f(z) = -10/119*z^3 + 248/119*z + 1
*
[ -26/9 ] 
f(z) = -9/104*z^3 + 242/117*z + 1
*
[ 13/3 ] 
f(z) = -9/104*z^3 + 249/104*z + 1
*
[ -10/3 ] 
f(z) = -9/110*z^3 + 243/110*z + 1
*
[ -1 ] 
f(z) = -9/116*z^3 + 241/116*z + 1
*
[ -1 ] 
f(z) = -9/118*z^3 + 245/118*z + 1
*
2 | 0.10847420168104106557385421359662193897 | 0.019762330544236999272864567209130010145
f(z) = -8/105*z^3 + 242/105*z + 1
*
[ -1 ] 
f(z) = -8/117*z^3 + 242/117*z + 1
*
[ 9/2 ] 
f(z) = -8/117*z^3 + 253/117*z + 1
*
[ -1 ] 
f(z) = -8/119*z^3 + 246/119*z + 1
*
[ -7/2 ] 
f(z) = -8/119*z^3 + 251/119*z + 1
*
[ -4 ] 
f(z) = -7/108*z^3 + 247/108*z + 1
*
[ -4 ] 
f(z) = -7/116*z^3 + 257/116*z + 1
*
[ -1 ] 
f(z) = -7/117*z^3 + 241/117*z + 1
*
[ -1 ] 
f(z) = -7/118*z^3 + 243/118*z + 1
*
[ 5 ] 
f(z) = -6/115*z^3 + 242/115*z + 1
*
[ -1 ] 
f(z) = -6/119*z^3 + 244/119*z + 1
*
[ -1 ] 
f(z) = -5/118*z^3 + 241/118*z + 1
*
[ -1 ] 
f(z) = -5/119*z^3 + 243/119*z + 1
*
[ -1 ] 
f(z) = -4/119*z^3 + 242/119*z + 1
*
-8 | 0.14315185811231319634670518980722356320 | 0.025983257916418600937006720077394280888
f(z) = -3/110*z^3 + 247/110*z + 1
*
[ 7 ] 
f(z) = -3/112*z^3 + 243/112*z + 1
*
[ -1 ] 
f(z) = -3/119*z^3 + 241/119*z + 1
*
[ 7 ] 
f(z) = -3/119*z^3 + 249/119*z + 1
*
[ -1 ] 
f(z) = -2/119*z^3 + 240/119*z + 1
*
-17 | 0.15740139347581016826699877021429632544 | 0.028445746281996643763260285480898767707
f(z) = -1/102*z^3 + 253/102*z + 1
*
[ -11 ] 
f(z) = -1/110*z^3 + 241/110*z + 1
*
11 | 0.10421554098950644547217520481627939439 | 0.018860995132442819315390801174850585465
f(z) = -1/110*z^3 + 251/110*z + 1
*
-19 | 0.16358217919094198517661215653837611671 | 0.029562744412658357661258437999226525538
f(z) = -1/114*z^3 + 253/114*z + 1
*
4 | 0.15153966390181680210374354462301737787 | 0.027445573944311947732763105201560679014
f(z) = -1/117*z^3 + 250/117*z + 1
*
-48/11 | 0.19615205843691679033587189471312260743 | 0.025479313761109131830943495143418126720
f(z) = -11/108*z^3 + 245/132*z + 1
*
-6 | 0.18557908496652799074125911203085472414 | 0.029804543813561890601579261194054158893
f(z) = -7/100*z^3 + 253/150*z + 1
*
[ -15/7 ] 
f(z) = -7/108*z^3 + 247/140*z + 1
*
[ 9/2 ] 
f(z) = -5/108*z^3 + 247/144*z + 1
*
[ 10 ] 
f(z) = -1/112*z^3 + 251/140*z + 1
*
[ 24/7 ] 
f(z) = -7/108*z^3 + 247/168*z + 1
*
[ -6 ] 
f(z) = -1/116*z^3 + 257/174*z + 1
*
10/3 | 0.19282903167077542482235408364560670370 | 0.025316359114911102231181277333871137002
f(z) = -15/104*z^3 + 254/195*z + 1
*
[ 2 ] 
f(z) = -19/101*z^3 + 253/202*z + 1
*
[ 2 ] 
f(z) = -19/103*z^3 + 255/206*z + 1
*
[ 2 ] 
f(z) = -19/105*z^3 + 257/210*z + 1
*
[ 2 ] 
f(z) = -19/107*z^3 + 259/214*z + 1
*
[ 2 ] 
f(z) = -18/101*z^3 + 245/202*z + 1
*
[ 2 ] 
f(z) = -18/103*z^3 + 247/206*z + 1
*
[ 2 ] 
f(z) = -18/107*z^3 + 251/214*z + 1
*
[ 2 ] 
f(z) = -18/109*z^3 + 253/218*z + 1
*
[ 2 ] 
f(z) = -17/105*z^3 + 241/210*z + 1
*
[ 2 ] 
f(z) = -17/107*z^3 + 243/214*z + 1
*
[ 2 ] 
f(z) = -17/109*z^3 + 245/218*z + 1
*
[ 8/3 ] 
f(z) = -9/100*z^3 + 253/200*z + 1
*
6 | 0.11140758546599069302653890196506683411 | 0.020133696659696083425946198092454879966
f(z) = -4/105*z^3 + 253/210*z + 1
*
[ 4 ] 
f(z) = -3/106*z^3 + 255/212*z + 1
*
[ 6 ] 
f(z) = -1/105*z^3 + 247/210*z + 1
*
[ 2 ] 
f(z) = -18/113*z^3 + 257/226*z + 1
*
[ 2 ] 
f(z) = -18/115*z^3 + 259/230*z + 1
*
[ 2 ] 
f(z) = -17/111*z^3 + 247/222*z + 1
*
[ 2 ] 
f(z) = -17/113*z^3 + 249/226*z + 1
*
[ 2 ] 
f(z) = -17/115*z^3 + 251/230*z + 1
*
[ 2 ] 
f(z) = -17/117*z^3 + 253/234*z + 1
*
[ 2 ] 
f(z) = -16/113*z^3 + 241/226*z + 1
*
[ 2 ] 
f(z) = -16/115*z^3 + 243/230*z + 1
*
[ 2 ] 
f(z) = -16/117*z^3 + 245/234*z + 1
*
[ 2 ] 
f(z) = -16/119*z^3 + 247/238*z + 1
*
[ 6 ] 
f(z) = -1/111*z^3 + 257/222*z + 1
*
[ 26 ] 
f(z) = -3/104*z^3 + 266/13*z + 1
*
[ -26 ] 
f(z) = -3/104*z^3 + 267/13*z + 1
*
[ 6 ] 
f(z) = -17/104*z^3 + 262/39*z + 1
*
[ -6 ] 
f(z) = -17/104*z^3 + 275/39*z + 1
*
[ 14 ] 
f(z) = -5/112*z^3 + 271/28*z + 1
*
[ -14 ] 
f(z) = -5/112*z^3 + 275/28*z + 1
*
[ -20 ] 
f(z) = -3/100*z^3 + 261/20*z + 1
*
8 | 0.16810467577801619027092559289172283524 | 0.026641339612604961304859503429994149201
f(z) = -7/102*z^3 + 275/51*z + 1
*
6 | 0.19478624534662690356795871369701497534 | 0.025261963827752494062601394140284963743
f(z) = -15/104*z^3 + 279/65*z + 1
*
-38/5 | 0.17582844106123449903313154009635129085 | 0.022813936894455226341655818666244908039
f(z) = -5/104*z^3 + 278/65*z + 1
*
[ 28/3 ] 
f(z) = -3/112*z^3 + 271/84*z + 1
*
-28/3 | 0.19627984755454155374170172454658653124 | 0.027998732619856429533376445188972746270
f(z) = -3/112*z^3 + 277/84*z + 1
*
[ -14 ] 
f(z) = -1/104*z^3 + 269/91*z + 1
*
4 | 0.13830311541414625890847522441032892086 | 0.024560098389589130292610773874680911089
f(z) = -19/100*z^3 + 279/100*z + 1
*
[ -3/5 ] 
f(z) = -19/108*z^3 + 273/100*z + 1
*
[ -7/3 ] 
f(z) = -18/119*z^3 + 268/119*z + 1
*
[ 7/2 ] 
f(z) = -16/105*z^3 + 271/105*z + 1
*
2 | 0.038804420558890078917154523371649557646 | 0.0069131542739472423479468529460038095017
f(z) = -16/105*z^3 + 274/105*z + 1
*
[ -3/4 ] 
f(z) = -16/111*z^3 + 268/111*z + 1
*
[ -5/2 ] 
f(z) = -16/115*z^3 + 261/115*z + 1
*
[ -3 ] 
f(z) = -14/111*z^3 + 274/111*z + 1
*
[ -3/5 ] 
f(z) = -13/108*z^3 + 271/100*z + 1
*
[ -3 ] 
f(z) = -13/111*z^3 + 265/111*z + 1
*
[ -3 ] 
f(z) = -13/114*z^3 + 269/114*z + 1
*
[ 4 ] 
f(z) = -11/116*z^3 + 263/116*z + 1
*
[ -4 ] 
f(z) = -9/100*z^3 + 269/100*z + 1
*
[ -2/3 ] 
f(z) = -9/106*z^3 + 269/106*z + 1
*
[ -11/3 ] 
f(z) = -9/110*z^3 + 261/110*z + 1
*
[ -2/3 ] 
f(z) = -9/110*z^3 + 279/110*z + 1
*
[ -3/5 ] 
f(z) = -7/108*z^3 + 269/100*z + 1
*
[ 5 ] 
f(z) = -7/110*z^3 + 263/110*z + 1
*
-6 | 0.16358075370201694153971163536215436541 | 0.029199800813280474204868700626618539957
f(z) = -7/114*z^3 + 271/114*z + 1
*
[ 5 ] 
f(z) = -7/115*z^3 + 267/115*z + 1
*
[ 6 ] 
f(z) = -5/102*z^3 + 265/102*z + 1
*
-6 | 0.21273623886788503942630677508645922468 | 0.027654769290430363410878058450288612260
f(z) = -5/104*z^3 + 274/117*z + 1
*
-7 | 0.10852928927306597122387178953475406774 | 0.019503799308606295801753128948192185740
f(z) = -5/112*z^3 + 261/112*z + 1
*
[ 6 ] 
f(z) = -5/114*z^3 + 275/114*z + 1
*
[ 13/2 ] 
f(z) = -4/117*z^3 + 268/117*z + 1
*
-11 | 0.16302146196952431208251703342729995381 | 0.029256452895615781474714507042134344857
f(z) = -3/110*z^3 + 263/110*z + 1
*
[ -7 ] 
f(z) = -3/112*z^3 + 275/112*z + 1
*
-17 | 0.15740322896380489108828525996562494368 | 0.028097088618889353892737814389017471797
f(z) = -1/102*z^3 + 271/102*z + 1
*
[ 13 ] 
f(z) = -1/104*z^3 + 265/104*z + 1
*
[ -3/5 ] 
f(z) = -1/108*z^3 + 267/100*z + 1
*
[ 13 ] 
f(z) = -1/117*z^3 + 277/117*z + 1
*
[ -24/17 ] 
f(z) = -17/108*z^3 + 275/136*z + 1
*
[ -12/11 ] 
f(z) = -11/108*z^3 + 269/132*z + 1
*
-3/8 | 0.16956839852815549214377070998158734753 | 0.025419628026582361761194506705582120850
f(z) = -16/117*z^3 + 263/156*z + 1
*
[ -20/7 ] 
f(z) = -7/100*z^3 + 269/140*z + 1
*
4 | 0.18925476077481150977010640832200802038 | 0.027227708848471641604351903645536075055
f(z) = -5/112*z^3 + 261/140*z + 1
*
[ -3/2 ] 
f(z) = -5/117*z^3 + 275/156*z + 1
*
[ -6/5 ] 
f(z) = -1/108*z^3 + 277/150*z + 1
*
[ -10 ] 
f(z) = -1/112*z^3 + 279/140*z + 1
*
[ -3/2 ] 
f(z) = -1/117*z^3 + 263/156*z + 1
*
[ 8/3 ] 
f(z) = -15/112*z^3 + 265/168*z + 1
*
[ -8/3 ] 
f(z) = -3/112*z^3 + 263/168*z + 1
*
5 | 0.18184176447692191023117132975293147232 | 0.025241254325190732409860838103602261654
f(z) = -9/100*z^3 + 269/180*z + 1
*
[ 2 ] 
f(z) = -20/101*z^3 + 261/202*z + 1
*
[ 2 ] 
f(z) = -20/103*z^3 + 263/206*z + 1
*
[ 2 ] 
f(z) = -20/107*z^3 + 267/214*z + 1
*
[ 2 ] 
f(z) = -20/109*z^3 + 269/218*z + 1
*
[ 2 ] 
f(z) = -19/109*z^3 + 261/218*z + 1
*
[ 2 ] 
f(z) = -20/111*z^3 + 271/222*z + 1
*
[ 2 ] 
f(z) = -20/113*z^3 + 273/226*z + 1
*
[ 2 ] 
f(z) = -20/117*z^3 + 277/234*z + 1
*
[ 2 ] 
f(z) = -20/119*z^3 + 279/238*z + 1
*
[ 2 ] 
f(z) = -19/111*z^3 + 263/222*z + 1
*
[ 2 ] 
f(z) = -19/113*z^3 + 265/226*z + 1
*
[ 2 ] 
f(z) = -19/115*z^3 + 267/230*z + 1
*
[ 2 ] 
f(z) = -19/117*z^3 + 269/234*z + 1
*
[ 2 ] 
f(z) = -19/119*z^3 + 271/238*z + 1
*
[ 2 ] 
f(z) = -18/119*z^3 + 263/238*z + 1
*
[ 8/3 ] 
f(z) = -9/116*z^3 + 273/232*z + 1
*
[ 4 ] 
f(z) = -3/110*z^3 + 261/220*z + 1
*
[ 4 ] 
f(z) = -3/118*z^3 + 273/236*z + 1
*
[ 9/2 ] 
f(z) = -2/117*z^3 + 263/234*z + 1
*
[ 24/11 ] 
f(z) = -11/108*z^3 + 271/264*z + 1
*
[ 12 ] 
f(z) = -17/108*z^3 + 283/12*z + 1
*
[ 18 ] 
f(z) = -5/108*z^3 + 287/18*z + 1
*
[ -18 ] 
f(z) = -5/108*z^3 + 289/18*z + 1
*
[ 6 ] 
f(z) = -19/104*z^3 + 289/39*z + 1
*
-6 | 0.26064177984574849181112047878156873811 | 0.026975107640721041984826154868584469882
f(z) = -19/108*z^3 + 291/38*z + 1
*
9 | 0.18652738976901152769108224798562508318 | 0.027516345862030081237980130599689053434
f(z) = -11/108*z^3 + 293/36*z + 1
*
-15 | 0.25143580106069356157424848483879369458 | 0.028011980352783017376945245886869265161
f(z) = -7/108*z^3 + 293/20*z + 1
*
2 | 0.10264489789847422827834785187451377161 | 0.013281492717591007793480601376448695548
f(z) = -3/104*z^3 + 284/39*z + 1
*
[ 30 ] 
f(z) = -1/100*z^3 + 299/30*z + 1
*
[ -30 ] 
f(z) = -1/108*z^3 + 281/30*z + 1
*
10 | 0.17468977516159692736947462083112966399 | 0.027409541797555213806191813524346450429
f(z) = -7/114*z^3 + 293/57*z + 1
*
[ -6 ] 
f(z) = -8/117*z^3 + 283/78*z + 1
*
-12/5 | 0.10892586768987124706887730721018221292 | 0.013901444202247528892892631188885072204
f(z) = -5/108*z^3 + 281/60*z + 1
*
[ -10/3 ] 
f(z) = -17/100*z^3 + 287/90*z + 1
*
-4/3 | 0.19110269877502065579939144063299662893 | 0.027043598955832495826124561053497258981
f(z) = -15/112*z^3 + 293/84*z + 1
*
-6 | 0.16602589816230075534107535503701186107 | 0.023634760604058131571213429750524196134
f(z) = -13/112*z^3 + 281/84*z + 1
*
[ -14/3 ] 
f(z) = -9/104*z^3 + 282/91*z + 1
*
2 | 0.15810524329568710582723591197876784410 | 0.022374015751271926918958500035415778381
f(z) = -9/112*z^3 + 293/84*z + 1
*
[ -3/7 ] 
f(z) = -7/108*z^3 + 281/84*z + 1
*
[ -15/2 ] 
f(z) = -5/108*z^3 + 299/80*z + 1
*
[ -28/3 ] 
f(z) = -3/112*z^3 + 289/84*z + 1
*
-4 | 0.12100725313033169828958989175732147338 | 0.021252712663749857975435068061975511176
f(z) = -17/100*z^3 + 297/100*z + 1
*
[ -3 ] 
f(z) = -17/105*z^3 + 293/105*z + 1
*
[ -3 ] 
f(z) = -16/105*z^3 + 284/105*z + 1
*
[ -3 ] 
f(z) = -16/111*z^3 + 292/111*z + 1
*
[ 7/2 ] 
f(z) = -16/119*z^3 + 281/119*z + 1
*
[ 4 ] 
f(z) = -13/100*z^3 + 283/100*z + 1
*
[ 4 ] 
f(z) = -13/108*z^3 + 289/108*z + 1
*
[ 4 ] 
f(z) = -13/116*z^3 + 295/116*z + 1
*
[ -2/3 ] 
f(z) = -11/104*z^3 + 298/117*z + 1
*
-5 | 0.13797188227803704924403908290692965073 | 0.024246602237613175269218111152483311364
f(z) = -11/105*z^3 + 296/105*z + 1
*
[ -13/3 ] 
f(z) = -9/104*z^3 + 297/104*z + 1
*
[ -4 ] 
f(z) = -9/116*z^3 + 289/116*z + 1
*
[ -2/3 ] 
f(z) = -9/118*z^3 + 299/118*z + 1
*
[ 5 ] 
f(z) = -8/105*z^3 + 284/105*z + 1
*
[ 5 ] 
f(z) = -8/115*z^3 + 292/115*z + 1
*
[ -2/3 ] 
f(z) = -7/104*z^3 + 296/117*z + 1
*
-3/2 | 0.26708611472870304429553643577950096815 | 0.029688504769051433603145342789985057768
f(z) = -7/108*z^3 + 299/112*z + 1
*
[ -5 ] 
f(z) = -6/115*z^3 + 288/115*z + 1
*
[ -6 ] 
f(z) = -5/102*z^3 + 299/102*z + 1
*
[ -2/3 ] 
f(z) = -5/104*z^3 + 295/117*z + 1
*
[ 7 ] 
f(z) = -4/105*z^3 + 286/105*z + 1
*
[ 7 ] 
f(z) = -4/119*z^3 + 298/119*z + 1
*
[ 8 ] 
f(z) = -3/104*z^3 + 283/104*z + 1
*
10 | 0.13381868537223466051600410328969800404 | 0.023616062244830980087205401999496013495
f(z) = -3/110*z^3 + 289/110*z + 1
*
[ -7 ] 
f(z) = -3/119*z^3 + 283/119*z + 1
*
[ -9 ] 
f(z) = -2/117*z^3 + 292/117*z + 1
*
17 | 0.15740361251093107810787440093508546815 | 0.027881515027028450784196123868282359177
f(z) = -1/102*z^3 + 283/102*z + 1
*
-17 | 0.15740240577215144329692516541627551675 | 0.027677701398280160165575113801977405692
f(z) = -1/102*z^3 + 295/102*z + 1
*
[ -13 ] 
f(z) = -1/104*z^3 + 281/104*z + 1
*
-9 | 0.15248115148067660633948207805922733527 | 0.026909578094527551458580861232760373518
f(z) = -1/104*z^3 + 289/104*z + 1
*
[ -2/3 ] 
f(z) = -1/104*z^3 + 293/117*z + 1
*
6 | 0.13838559333293980984404117120359495259 | 0.024543612711275591989765886238131962399
f(z) = -1/105*z^3 + 281/105*z + 1
*
4 | 0.10421534506593838453831160449970967864 | 0.018369364860447353032311368130159013579
f(z) = -1/110*z^3 + 291/110*z + 1
*
9 | 0.15153926297558421942186243183118046327 | 0.026743355436592459835444678142306810426
f(z) = -1/117*z^3 + 289/117*z + 1
*
[ -13 ] 
f(z) = -1/117*z^3 + 295/117*z + 1
*
[ -26/11 ] 
f(z) = -11/104*z^3 + 288/143*z + 1
*
[ -3/2 ] 
f(z) = -11/117*z^3 + 293/156*z + 1
*
[ -6/5 ] 
f(z) = -7/108*z^3 + 289/150*z + 1
*
[ -3/2 ] 
f(z) = -7/117*z^3 + 281/156*z + 1
*
-28/5 | 0.17679282608513695678845480053619349853 | 0.025167495958687072644952296557036152108
f(z) = -5/112*z^3 + 281/140*z + 1
*
-36/5 | 0.17597984983222517277374918372570455958 | 0.024952050223421255734933015439458859307
f(z) = -5/112*z^3 + 289/140*z + 1
*
[ 6 ] 
f(z) = -3/100*z^3 + 287/150*z + 1
*
[ -4/3 ] 
f(z) = -3/104*z^3 + 281/156*z + 1
*
[ -20/3 ] 
f(z) = -1/100*z^3 + 287/180*z + 1
*
[ -5/3 ] 
f(z) = -1/100*z^3 + 293/180*z + 1
*
15/2 | 0.15825584932950464494409986182279397222 | 0.028067735821983134097409348441675635574
f(z) = -2/105*z^3 + 281/210*z + 1
*
7/2 | 0.12545027624387857999212490981522280107 | 0.022139221620401456691991259652574382965
f(z) = -2/105*z^3 + 289/210*z + 1
*
[ -4 ] 
f(z) = -1/102*z^3 + 287/204*z + 1
*
[ -4 ] 
f(z) = -1/106*z^3 + 297/212*z + 1
*
[ 10/19 ] 
f(z) = -19/120*z^3 - 244/285*z + 1
*
[ 15/28 ] 
f(z) = -16/135*z^3 - 204/245*z + 1
*
[ 11/20 ] 
f(z) = -16/121*z^3 - 214/275*z + 1
*
[ 10/19 ] 
f(z) = -19/125*z^3 - 163/190*z + 1
*
[ 8/15 ] 
f(z) = -9/128*z^3 - 171/200*z + 1
*
[ 11/20 ] 
f(z) = -20/121*z^3 - 169/220*z + 1
*
[ 10/17 ] 
f(z) = -17/120*z^3 - 166/255*z + 1
*
[ 11/18 ] 
f(z) = -12/121*z^3 - 178/297*z + 1
*
[ 11/19 ] 
f(z) = -19/121*z^3 - 141/209*z + 1
*
-15/22 | 0.25731322619066036726960313924813504102 | 0.029612092757380178541522099236362457704
f(z) = -11/135*z^3 - 153/220*z + 1
*
[ 2/3 ] 
f(z) = -1/128*z^3 - 143/288*z + 1
*
[ 15/28 ] 
f(z) = -16/125*z^3 - 122/147*z + 1
*
[ 3/5 ] 
f(z) = -5/126*z^3 - 137/210*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = -1/129*z^3 - 121/258*z + 1
*
[ 2/3 ] 
f(z) = -18/137*z^3 - 121/274*z + 1
*
[ 2/3 ] 
f(z) = -18/139*z^3 - 123/278*z + 1
*
[ 2/3 ] 
f(z) = -9/131*z^3 - 123/262*z + 1
*
[ 2/3 ] 
f(z) = -9/133*z^3 - 125/266*z + 1
*
[ 2/3 ] 
f(z) = -9/137*z^3 - 129/274*z + 1
*
[ 2/3 ] 
f(z) = -9/139*z^3 - 131/278*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -2/137*z^3 - 121/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -2/139*z^3 - 123/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -1/131*z^3 - 123/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -1/133*z^3 - 125/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -1/135*z^3 - 127/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -1/137*z^3 - 129/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -1/139*z^3 - 131/278*z + 1
*
[ 2/3 ] 
f(z) = -19/128*z^3 - 125/288*z + 1
*
[ 2/3 ] 
f(z) = -17/128*z^3 - 127/288*z + 1
*
[ 2/3 ] 
f(z) = -13/128*z^3 - 131/288*z + 1
*
[ 2/3 ] 
f(z) = -11/128*z^3 - 133/288*z + 1
*
[ 2/3 ] 
f(z) = -7/128*z^3 - 137/288*z + 1
*
[ 2/3 ] 
f(z) = -5/128*z^3 - 139/288*z + 1
*
[ 8/15 ] 
f(z) = -15/128*z^3 - 101/120*z + 1
*
[ 5/9 ] 
f(z) = -12/125*z^3 - 104/135*z + 1
*
[ 5/9 ] 
f(z) = -6/125*z^3 - 106/135*z + 1
*
[ 5/9 ] 
f(z) = -3/125*z^3 - 107/135*z + 1
*
[ 15/26 ] 
f(z) = -13/125*z^3 - 109/156*z + 1
*
5/4 | 0.16676446247336776962199809236058545407 | 0.017020034731709212698326075000825437929
f(z) = -9/125*z^3 - 115/144*z + 1
*
[ 10/17 ] 
f(z) = -17/125*z^3 - 111/170*z + 1
*
[ 11/18 ] 
f(z) = -18/121*z^3 - 115/198*z + 1
*
-9/2 | 0.18641495303292757325033654075534560725 | 0.029629325991324042248484469039427165506
f(z) = -1/135*z^3 - 113/180*z + 1
*
[ 2/3 ] 
f(z) = -18/121*z^3 - 105/242*z + 1
*
[ 2/3 ] 
f(z) = -18/125*z^3 - 109/250*z + 1
*
[ 2/3 ] 
f(z) = -18/127*z^3 - 111/254*z + 1
*
[ 2/3 ] 
f(z) = -9/121*z^3 - 113/242*z + 1
*
[ 2/3 ] 
f(z) = -9/125*z^3 - 117/250*z + 1
*
[ 2/3 ] 
f(z) = -9/127*z^3 - 119/254*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -3/125*z^3 - 101/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -3/127*z^3 - 103/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -2/121*z^3 - 105/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -2/123*z^3 - 107/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -2/125*z^3 - 109/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -2/127*z^3 - 111/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -2/129*z^3 - 113/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -1/121*z^3 - 113/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -1/123*z^3 - 115/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -1/125*z^3 - 117/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -1/127*z^3 - 119/254*z + 1
*
[ 2/3 ] 
f(z) = -18/131*z^3 - 115/262*z + 1
*
[ 2/3 ] 
f(z) = -18/133*z^3 - 117/266*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = -4/133*z^3 - 101/266*z + 1
*
-2 | 0.080127764681187443435270469582973419114 | 0.014312562587819526807875605640820138527
f(z) = -4/135*z^3 - 103/270*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -4/137*z^3 - 105/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -4/139*z^3 - 107/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -3/131*z^3 - 107/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -3/133*z^3 - 109/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -3/137*z^3 - 113/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -3/139*z^3 - 115/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -2/131*z^3 - 115/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -2/133*z^3 - 117/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -2/135*z^3 - 119/270*z + 1
*
[ 6/11 ] 
f(z) = -11/135*z^3 - 89/110*z + 1
*
[ 3/5 ] 
f(z) = -7/135*z^3 - 81/125*z + 1
*
[ 3/5 ] 
f(z) = -4/135*z^3 - 82/125*z + 1
*
[ 3/5 ] 
f(z) = -1/135*z^3 - 83/125*z + 1
*
[ 5/8 ] 
f(z) = -18/125*z^3 - 87/160*z + 1
*
[ 5/8 ] 
f(z) = -14/125*z^3 - 89/160*z + 1
*
[ 5/8 ] 
f(z) = -6/125*z^3 - 93/160*z + 1
*
[ 11/17 ] 
f(z) = -17/121*z^3 - 91/187*z + 1
*
[ 2/3 ] 
f(z) = -15/124*z^3 - 83/186*z + 1
*
[ 2/3 ] 
f(z) = -3/124*z^3 - 91/186*z + 1
*
15/2 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = -1/125*z^3 - 83/180*z + 1
*
[ 5/7 ] 
f(z) = -17/125*z^3 - 81/245*z + 1
*
[ 5/7 ] 
f(z) = -16/125*z^3 - 82/245*z + 1
*
[ 5/7 ] 
f(z) = -12/125*z^3 - 86/245*z + 1
*
[ 5/7 ] 
f(z) = -11/125*z^3 - 87/245*z + 1
*
[ 5/7 ] 
f(z) = -9/125*z^3 - 89/245*z + 1
*
[ 5/7 ] 
f(z) = -6/125*z^3 - 92/245*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -5/121*z^3 - 81/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -5/123*z^3 - 83/246*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -5/127*z^3 - 87/254*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = -5/129*z^3 - 89/258*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = -4/121*z^3 - 89/242*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.013009627150121417336387210354385903296
f(z) = -4/123*z^3 - 91/246*z + 1
*
[ 5/7 ] 
f(z) = -4/125*z^3 - 94/245*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = -4/125*z^3 - 93/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -4/127*z^3 - 95/254*z + 1
*
-2 | 0.072505345143914619002201869760407358517 | 0.013057063361453956135670742560302060494
f(z) = -4/129*z^3 - 97/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -3/121*z^3 - 97/242*z + 1
*
[ 5/7 ] 
f(z) = -2/125*z^3 - 96/245*z + 1
*
[ 5/7 ] 
f(z) = -1/125*z^3 - 97/245*z + 1
*
[ 11/15 ] 
f(z) = -9/121*z^3 - 89/275*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -7/137*z^3 - 81/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -7/139*z^3 - 83/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -6/131*z^3 - 83/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -6/133*z^3 - 85/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -6/137*z^3 - 89/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -6/139*z^3 - 91/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -5/131*z^3 - 91/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -5/133*z^3 - 93/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -5/137*z^3 - 97/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -5/139*z^3 - 99/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -4/131*z^3 - 99/262*z + 1
*
-21/8 | 0.24754150582771389227516434116874879964 | 0.027718268889889071867076539975078972884
f(z) = -8/135*z^3 - 99/280*z + 1
*
-6 | 0.19399499504018707304230267706517894428 | 0.027519929327115451535493672427656980515
f(z) = -1/128*z^3 - 95/288*z + 1
*
[ 5/9 ] 
f(z) = -19/125*z^3 - 61/81*z + 1
*
[ 5/9 ] 
f(z) = -14/125*z^3 - 62/81*z + 1
*
[ 5/9 ] 
f(z) = -4/125*z^3 - 64/81*z + 1
*
[ 8/13 ] 
f(z) = -13/128*z^3 - 61/104*z + 1
*
[ 3/5 ] 
f(z) = -19/135*z^3 - 77/125*z + 1
*
[ 3/5 ] 
f(z) = -16/135*z^3 - 78/125*z + 1
*
[ 2/3 ] 
f(z) = -13/120*z^3 - 61/135*z + 1
*
[ 3/5 ] 
f(z) = -13/135*z^3 - 79/125*z + 1
*
[ 2/3 ] 
f(z) = -11/120*z^3 - 62/135*z + 1
*
[ 2/3 ] 
f(z) = -9/130*z^3 - 61/130*z + 1
*
[ 2/3 ] 
f(z) = -9/134*z^3 - 63/134*z + 1
*
[ 2/3 ] 
f(z) = -7/120*z^3 - 64/135*z + 1
*
[ 2/3 ] 
f(z) = -1/120*z^3 - 67/135*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -1/130*z^3 - 61/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -1/134*z^3 - 63/134*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.011784395814103307861444267318251965227
f(z) = -1/138*z^3 - 65/138*z + 1
*
[ 2/3 ] 
f(z) = -19/136*z^3 - 67/153*z + 1
*
[ 2/3 ] 
f(z) = -13/136*z^3 - 70/153*z + 1
*
[ 2/3 ] 
f(z) = -11/136*z^3 - 71/153*z + 1
*
[ 2/3 ] 
f(z) = -7/136*z^3 - 73/153*z + 1
*
[ 2/3 ] 
f(z) = -5/136*z^3 - 74/153*z + 1
*
[ 2/3 ] 
f(z) = -1/136*z^3 - 76/153*z + 1
*
[ 11/16 ] 
f(z) = -16/121*z^3 - 69/176*z + 1
*
-2 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = -11/120*z^3 - 67/165*z + 1
*
[ 5/7 ] 
f(z) = -19/125*z^3 - 79/245*z + 1
*
[ 3/4 ] 
f(z) = -19/135*z^3 - 61/240*z + 1
*
[ 3/4 ] 
f(z) = -13/135*z^3 - 67/240*z + 1
*
[ 3/4 ] 
f(z) = -8/123*z^3 - 73/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -8/125*z^3 - 61/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -8/127*z^3 - 63/254*z + 1
*
[ 3/4 ] 
f(z) = -8/129*z^3 - 77/258*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -8/129*z^3 - 65/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -7/121*z^3 - 65/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -7/123*z^3 - 67/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -7/125*z^3 - 69/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -7/127*z^3 - 71/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -7/129*z^3 - 73/258*z + 1
*
[ 3/4 ] 
f(z) = -7/135*z^3 - 73/240*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -6/121*z^3 - 73/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -6/125*z^3 - 77/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -6/127*z^3 - 79/254*z + 1
*
[ 3/4 ] 
f(z) = -1/135*z^3 - 79/240*z + 1
*
[ 11/15 ] 
f(z) = -18/121*z^3 - 78/275*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -9/133*z^3 - 61/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -9/137*z^3 - 65/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -9/139*z^3 - 67/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -8/131*z^3 - 67/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -8/133*z^3 - 69/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -8/135*z^3 - 71/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -8/137*z^3 - 73/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -8/139*z^3 - 75/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -7/131*z^3 - 75/262*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -7/135*z^3 - 79/270*z + 1
*
[ 4/7 ] 
f(z) = -7/128*z^3 - 41/56*z + 1
*
[ 2/3 ] 
f(z) = -15/128*z^3 - 43/96*z + 1
*
[ 5/8 ] 
f(z) = -4/125*z^3 - 47/80*z + 1
*
[ 2/3 ] 
f(z) = -3/128*z^3 - 47/96*z + 1
*
20/7 | 0.21492687857332800271148537578342196735 | 0.022512946193138356635252945324445470461
f(z) = -7/125*z^3 - 51/112*z + 1
*
[ 2/3 ] 
f(z) = -19/120*z^3 - 58/135*z + 1
*
[ 2/3 ] 
f(z) = -17/120*z^3 - 59/135*z + 1
*
[ 2/3 ] 
f(z) = -9/122*z^3 - 57/122*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011784528167620173424994613199747355480
f(z) = -7/138*z^3 - 41/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -5/122*z^3 - 41/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -5/126*z^3 - 43/126*z + 1
*
-3 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -5/132*z^3 - 43/132*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -5/134*z^3 - 47/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011784528167620173424994613199747355480
f(z) = -5/138*z^3 - 49/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -3/122*z^3 - 49/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -3/130*z^3 - 53/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -3/134*z^3 - 55/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -1/122*z^3 - 57/122*z + 1
*
9 | 0.082417717877088058065859436443374170267 | 0.016776614639955437692885906937513551266
f(z) = -1/136*z^3 - 55/136*z + 1
*
-15/14 | 0.21463408194842286638903664923368526293 | 0.026301525888354986851367278610245271565
f(z) = -7/125*z^3 - 47/140*z + 1
*
-15/14 | 0.19752167464454019954545889546038912378 | 0.023978412293863632903249527439175201088
f(z) = -7/135*z^3 - 57/140*z + 1
*
[ 11/15 ] 
f(z) = -15/121*z^3 - 49/165*z + 1
*
[ 10/13 ] 
f(z) = -13/120*z^3 - 46/195*z + 1
*
[ 4/5 ] 
f(z) = -9/128*z^3 - 41/200*z + 1
*
[ 4/5 ] 
f(z) = -7/128*z^3 - 43/200*z + 1
*
[ 4/5 ] 
f(z) = -3/128*z^3 - 47/200*z + 1
*
[ 4/5 ] 
f(z) = -1/128*z^3 - 49/200*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -11/129*z^3 - 41/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -10/121*z^3 - 41/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -10/123*z^3 - 43/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -10/127*z^3 - 47/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -10/129*z^3 - 49/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -9/121*z^3 - 49/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -9/125*z^3 - 53/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -9/127*z^3 - 55/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -8/121*z^3 - 57/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = -8/123*z^3 - 59/246*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -12/137*z^3 - 41/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -12/139*z^3 - 43/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -11/131*z^3 - 43/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -11/133*z^3 - 45/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -11/135*z^3 - 47/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -11/137*z^3 - 49/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -11/139*z^3 - 51/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -10/131*z^3 - 51/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -10/133*z^3 - 53/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -10/137*z^3 - 57/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -10/139*z^3 - 59/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -9/131*z^3 - 59/262*z + 1
*
-65/18 | 0.19113722955866574863792285041192247053 | 0.021677529130114957447014635307801177480
f(z) = -6/125*z^3 - 47/270*z + 1
*
[ 15/19 ] 
f(z) = -19/125*z^3 - 49/285*z + 1
*
[ 5/9 ] 
f(z) = -18/125*z^3 - 34/45*z + 1
*
-5/12 | 0.11080664885621376492896910250818871356 | 0.016040905385481636253384865063995942167
f(z) = -18/125*z^3 - 23/40*z + 1
*
[ 2/3 ] 
f(z) = -15/136*z^3 - 23/51*z + 1
*
[ 5/8 ] 
f(z) = -8/125*z^3 - 23/40*z + 1
*
[ 2/3 ] 
f(z) = -3/136*z^3 - 25/51*z + 1
*
[ 5/8 ] 
f(z) = -17/125*z^3 - 35/64*z + 1
*
[ 2/3 ] 
f(z) = -9/124*z^3 - 29/62*z + 1
*
[ 5/8 ] 
f(z) = -7/125*z^3 - 37/64*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -5/124*z^3 - 21/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = -5/132*z^3 - 23/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -3/124*z^3 - 25/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -1/124*z^3 - 29/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -1/132*z^3 - 31/66*z + 1
*
[ 3/4 ] 
f(z) = -17/135*z^3 - 21/80*z + 1
*
[ 8/11 ] 
f(z) = -11/128*z^3 - 29/88*z + 1
*
[ 3/4 ] 
f(z) = -11/135*z^3 - 23/80*z + 1
*
-24/13 | 0.20667748102193216213419672096271923435 | 0.027865450840142080095949715103137572450
f(z) = -13/128*z^3 - 29/104*z + 1
*
-15/7 | 0.20504864108350848979862798440479976170 | 0.029928931017560212030309229903717522082
f(z) = -7/135*z^3 - 31/105*z + 1
*
[ 3/4 ] 
f(z) = -16/123*z^3 - 32/123*z + 1
*
[ 3/4 ] 
f(z) = -16/129*z^3 - 34/129*z + 1
*
[ 10/13 ] 
f(z) = -13/125*z^3 - 31/130*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -11/130*z^3 - 21/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -11/134*z^3 - 23/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -11/138*z^3 - 25/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -9/122*z^3 - 25/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -9/130*z^3 - 29/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -9/134*z^3 - 31/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -7/122*z^3 - 33/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -7/130*z^3 - 37/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -7/134*z^3 - 39/134*z + 1
*
-9 | 0.13408047525713944621745528532041054515 | 0.027723875042192544413384320013092426058
f(z) = -1/126*z^3 - 31/126*z + 1
*
3 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = -1/132*z^3 - 35/132*z + 1
*
[ 11/14 ] 
f(z) = -14/121*z^3 - 31/154*z + 1
*
5/2 | 0.19752064102811930982327769825765455632 | 0.024204423669927439516844585314138942451
f(z) = -7/125*z^3 - 27/140*z + 1
*
35/24 | 0.18116045036161600925075782158044210313 | 0.021536383014808669713685768161742942396
f(z) = -16/125*z^3 - 23/180*z + 1
*
[ 5/6 ] 
f(z) = -13/125*z^3 - 23/180*z + 1
*
[ 5/6 ] 
f(z) = -7/125*z^3 - 29/180*z + 1
*
[ 4/5 ] 
f(z) = -19/128*z^3 - 31/200*z + 1
*
[ 4/5 ] 
f(z) = -17/128*z^3 - 33/200*z + 1
*
[ 4/5 ] 
f(z) = -13/128*z^3 - 37/200*z + 1
*
[ 4/5 ] 
f(z) = -11/128*z^3 - 39/200*z + 1
*
[ 8/9 ] 
f(z) = -3/128*z^3 - 23/216*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -13/125*z^3 - 21/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -13/127*z^3 - 23/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -13/129*z^3 - 25/258*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = -12/121*z^3 - 25/242*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = -12/125*z^3 - 29/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -12/127*z^3 - 31/254*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -11/123*z^3 - 35/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -11/125*z^3 - 37/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -11/127*z^3 - 39/254*z + 1
*
[ 10/11 ] 
f(z) = -2/125*z^3 - 21/242*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -14/135*z^3 - 23/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -14/137*z^3 - 25/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -14/139*z^3 - 27/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -13/131*z^3 - 27/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -13/133*z^3 - 29/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -13/135*z^3 - 31/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -13/137*z^3 - 33/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -13/139*z^3 - 35/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -12/131*z^3 - 35/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = -12/133*z^3 - 37/266*z + 1
*
[ 5/6 ] 
f(z) = -18/125*z^3 - 1/10*z + 1
*
[ 5/6 ] 
f(z) = -16/125*z^3 - 1/9*z + 1
*
[ 3/4 ] 
f(z) = -16/135*z^3 - 4/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -15/136*z^3 - 1/17*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.014268971343205801217400174708480974976
f(z) = -13/120*z^3 - 1/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -13/136*z^3 - 2/17*z + 1
*
[ 5/8 ] 
f(z) = -12/125*z^3 - 9/16*z + 1
*
5/3 | 0.089415555252578349261828187491323583243 | 0.012226563746173929302407767395578982385
f(z) = -12/125*z^3 - 7/12*z + 1
*
[ 5/6 ] 
f(z) = -12/125*z^3 - 2/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -11/120*z^3 - 2/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -11/136*z^3 - 3/17*z + 1
*
[ 5/9 ] 
f(z) = -9/125*z^3 - 7/9*z + 1
*
[ 2/3 ] 
f(z) = -9/136*z^3 - 8/17*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -9/136*z^3 - 4/17*z + 1
*
[ 3/4 ] 
f(z) = -8/135*z^3 - 3/10*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.014268971343205801217400174708480974976
f(z) = -7/120*z^3 - 4/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -7/136*z^3 - 5/17*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = -6/125*z^3 - 4/15*z + 1
*
[ 5/6 ] 
f(z) = -6/125*z^3 - 1/6*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -5/136*z^3 - 6/17*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -3/136*z^3 - 7/17*z + 1
*
-6 | 0.12934659852070861809329984089570915662 | 0.027017612869143953120755206138593605604
f(z) = -1/120*z^3 - 8/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -1/120*z^3 - 7/15*z + 1
*
-10 | 0.12792139405522476022322174748246467820 | 0.026719919516955389079053542802276820071
f(z) = -1/120*z^3 - 1/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -1/136*z^3 - 8/17*z + 1
*
[ 5/8 ] 
f(z) = -16/125*z^3 - 11/20*z + 1
*
15/8 | 0.17079320968564706630966515598655388280 | 0.020303923802222842551754936321978821707
f(z) = -16/125*z^3 - 7/36*z + 1
*
3/2 | 0.16396854233612540523836092378125644455 | 0.026061629253213023402395237966909281723
f(z) = -16/135*z^3 - 3/20*z + 1
*
8/3 | 0.064181328112712122075628615856269434869 | 0.010785613073801904208131986132787504160
f(z) = -15/128*z^3 - 1/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -15/128*z^3 - 1/32*z + 1
*
[ 5/7 ] 
f(z) = -14/125*z^3 - 12/35*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -13/128*z^3 - 3/32*z + 1
*
[ 5/6 ] 
f(z) = -11/125*z^3 - 5/36*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -11/128*z^3 - 5/32*z + 1
*
[ 5/6 ] 
f(z) = -9/125*z^3 - 3/20*z + 1
*
[ 2/3 ] 
f(z) = -9/128*z^3 - 15/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -9/128*z^3 - 7/32*z + 1
*
[ 5/7 ] 
f(z) = -7/125*z^3 - 13/35*z + 1
*
-5/2 | 0.20322425181574886952620155258416795317 | 0.024903351190785885099793121080000765271
f(z) = -7/125*z^3 - 11/28*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -7/128*z^3 - 9/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -5/128*z^3 - 11/32*z + 1
*
15/4 | 0.089414521636157459539646990288589015789 | 0.014387797302754882472669910059691427838
f(z) = -4/125*z^3 - 3/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -3/128*z^3 - 13/32*z + 1
*
4 | 0.064181328112712122075628615856269434869 | 0.010785613073801904208131986132787504160
f(z) = -3/128*z^3 - 5/24*z + 1
*
[ 5/8 ] 
f(z) = -2/125*z^3 - 19/32*z + 1
*
[ 5/6 ] 
f(z) = -1/125*z^3 - 7/36*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -1/128*z^3 - 15/32*z + 1
*
[ 5/7 ] 
f(z) = -18/125*z^3 - 16/49*z + 1
*
[ 4/5 ] 
f(z) = -15/128*z^3 - 7/40*z + 1
*
[ 3/4 ] 
f(z) = -14/135*z^3 - 11/40*z + 1
*
[ 5/7 ] 
f(z) = -13/125*z^3 - 17/49*z + 1
*
[ 5/7 ] 
f(z) = -8/125*z^3 - 18/49*z + 1
*
[ 5/6 ] 
f(z) = -8/125*z^3 - 7/45*z + 1
*
[ 4/5 ] 
f(z) = -5/128*z^3 - 9/40*z + 1
*
-12/5 | 0.11080664885621376492896910250818871356 | 0.017148834573188791844160694971861024814
f(z) = -5/128*z^3 - 1/40*z + 1
*
[ 5/6 ] 
f(z) = -4/125*z^3 - 8/45*z + 1
*
[ 5/7 ] 
f(z) = -3/125*z^3 - 19/49*z + 1
*
[ 3/4 ] 
f(z) = -2/135*z^3 - 13/40*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -15/124*z^3 - 1/62*z + 1
*
20/7 | 0.12544924262745769026994371261248823362 | 0.016799652984064392692647408193755590271
f(z) = -14/125*z^3 - 13/70*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -13/124*z^3 - 5/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -13/132*z^3 - 7/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -11/124*z^3 - 9/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -9/124*z^3 - 13/62*z + 1
*
[ 8/9 ] 
f(z) = -9/128*z^3 - 5/72*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -7/124*z^3 - 17/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -7/132*z^3 - 19/66*z + 1
*
[ 6/7 ] 
f(z) = -7/135*z^3 - 9/70*z + 1
*
10/3 | 0.15403525462820703004959963021718838158 | 0.021062575237048582233747404038110304013
f(z) = -3/125*z^3 - 17/60*z + 1
*
[ 5/6 ] 
f(z) = -3/125*z^3 - 11/60*z + 1
*
-55/12 | 0.18830770610220103574709281192728866847 | 0.020681836651349186682344890597095635509
f(z) = -2/125*z^3 - 19/72*z + 1
*
4 | 0.11589351933673049899053121454983948418 | 0.024207565373132933846840931394758110835
f(z) = -1/120*z^3 - 7/60*z + 1
*
[ 15/19 ] 
f(z) = -19/135*z^3 - 17/95*z + 1
*
[ 15/17 ] 
f(z) = -17/135*z^3 - 3/85*z + 1
*
[ 5/6 ] 
f(z) = -14/125*z^3 - 11/90*z + 1
*
30/11 | 0.24439949787966019948828835212614219181 | 0.025935291591112616677266645057981194746
f(z) = -11/125*z^3 - 10/99*z + 1
*
[ 15/16 ] 
f(z) = -8/125*z^3 - 1/96*z + 1
*
[ 5/6 ] 
f(z) = -2/125*z^3 - 17/90*z + 1
*
[ 10/11 ] 
f(z) = -11/125*z^3 - 3/110*z + 1
*
-10/7 | 0.16395676718587871031776531680548652505 | 0.024349767000338582119388853529854776080
f(z) = -7/120*z^3 - 19/105*z + 1
*
[ 6/7 ] 
f(z) = -7/120*z^3 - 13/105*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -17/138*z^3 - 1/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -15/122*z^3 - 1/122*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -15/134*z^3 - 7/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -13/122*z^3 - 9/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -13/126*z^3 - 11/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -13/134*z^3 - 15/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = -13/138*z^3 - 17/138*z + 1
*
[ 11/12 ] 
f(z) = -12/121*z^3 - 1/132*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -11/122*z^3 - 17/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -11/126*z^3 - 19/126*z + 1
*
-3 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803
f(z) = -7/120*z^3 - 17/120*z + 1
*
-8 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -1/130*z^3 - 1/130*z + 1
*
[ 11/13 ] 
f(z) = -13/121*z^3 - 15/143*z + 1
*
[ 10/11 ] 
f(z) = -11/120*z^3 - 4/165*z + 1
*
[ 11/12 ] 
f(z) = -9/121*z^3 - 5/176*z + 1
*
[ 5/6 ] 
f(z) = -19/125*z^3 - 17/180*z + 1
*
[ 5/6 ] 
f(z) = -17/125*z^3 - 19/180*z + 1
*
[ 11/12 ] 
f(z) = -8/121*z^3 - 7/198*z + 1
*
[ 8/9 ] 
f(z) = -15/128*z^3 - 7/216*z + 1
*
[ 6/7 ] 
f(z) = -14/135*z^3 - 19/210*z + 1
*
[ 15/17 ] 
f(z) = -17/125*z^3 - 7/255*z + 1
*
-2 | 0.070603706788468952858396020318821140223 | 0.012714608436946791972174512593765498936
f(z) = -16/129*z^3 - 1/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -15/121*z^3 - 1/242*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -15/127*z^3 - 7/254*z + 1
*
-6/5 | 0.22618839197520914787523083764182402893 | 0.029680769613543982820687118010591198989
f(z) = -15/136*z^3 - 2/255*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -14/121*z^3 - 9/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -14/123*z^3 - 11/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -14/125*z^3 - 13/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -14/127*z^3 - 15/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -14/129*z^3 - 17/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -13/121*z^3 - 17/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -13/123*z^3 - 19/246*z + 1
*
[ 10/11 ] 
f(z) = -12/125*z^3 - 5/242*z + 1
*
[ 10/11 ] 
f(z) = -7/125*z^3 - 13/242*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -17/137*z^3 - 1/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -17/139*z^3 - 3/278*z + 1
*
-2 | 0.091232251088855269074670036038747292352 | 0.016384088848531753747976749449162729520
f(z) = -16/131*z^3 - 3/262*z + 1
*
-2 | 0.091512840070718273166613668708404836311 | 0.016389881001047188004411200648005185992
f(z) = -16/133*z^3 - 5/266*z + 1
*
-2 | 0.078226126325741777291464620141387200820 | 0.013972888592294921479322434498560112346
f(z) = -16/135*z^3 - 7/270*z + 1
*
-2 | 0.092061577063428850022184223387086912675 | 0.016401118114275239103141614621136298658
f(z) = -16/137*z^3 - 9/274*z + 1
*
-2 | 0.092329966087550458205028571366636512525 | 0.016406571128773052502333552271090358150
f(z) = -16/139*z^3 - 11/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -15/131*z^3 - 11/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -15/133*z^3 - 13/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -15/137*z^3 - 17/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -15/139*z^3 - 19/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -14/131*z^3 - 19/262*z + 1
*
[ 11/12 ] 
f(z) = -6/121*z^3 - 13/264*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -19/120*z^3 + 2/15*z + 1
*
[ 2 ] 
f(z) = -19/120*z^3 + 17/15*z + 1
*
[ -5 ] 
f(z) = -19/125*z^3 + 5*z + 1
*
[ 5/4 ] 
f(z) = -19/125*z^3 + 7/16*z + 1
*
[ -3 ] 
f(z) = -19/135*z^3 + 13/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = -19/136*z^3 + 1/17*z + 1
*
[ 2 ] 
f(z) = -19/136*z^3 + 18/17*z + 1
*
[ -5/3 ] 
f(z) = -18/125*z^3 + 2*z + 1
*
[ 5/2 ] 
f(z) = -18/125*z^3 + 3/2*z + 1
*
[ 5/3 ] 
f(z) = -18/125*z^3 + 4/5*z + 1
*
[ 10/9 ] 
f(z) = -18/125*z^3 + 5/18*z + 1
*
20/3 | 0.18404620020369781671344882573126724239 | 0.027801233379435421052777566117558748257
f(z) = -18/125*z^3 + 6*z + 1
*
-5/3 | 0.13712639578053154346917592693998270037 | 0.019518275986740099357787826697358638349
f(z) = -18/125*z^3 + 9/2*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = -17/120*z^3 + 1/15*z + 1
*
[ 2 ] 
f(z) = -17/120*z^3 + 16/15*z + 1
*
[ 5/3 ] 
f(z) = -17/125*z^3 + 7/9*z + 1
*
[ -5/2 ] 
f(z) = -17/125*z^3 + 9/4*z + 1
*
[ 3 ] 
f(z) = -17/135*z^3 + 9/5*z + 1
*
[ 11/4 ] 
f(z) = -16/121*z^3 + 18/11*z + 1
*
[ -5/4 ] 
f(z) = -16/125*z^3 + 2*z + 1
*
[ 5/4 ] 
f(z) = -16/125*z^3 + 2/5*z + 1
*
[ 5 ] 
f(z) = -16/125*z^3 + 4*z + 1
*
-5/4 | 0.15237610173704786556249616094794762514 | 0.022493514281970080771319785505629842322
f(z) = -16/125*z^3 + 7*z + 1
*
-35/8 | 0.089415466902844419557965796023475812821 | 0.012727205076447589369027591164837858122
f(z) = -16/125*z^3 + 9/4*z + 1
*
[ -5/2 ] 
f(z) = -16/125*z^3 + 11/5*z + 1
*
[ 15/8 ] 
f(z) = -16/125*z^3 + 11/12*z + 1
*
-15/2 | 0.18895235021925367483870218487216360975 | 0.025072084066478337352588779648636307184
f(z) = -16/125*z^3 + 15/2*z + 1
*
-15/4 | 0.089413217357450020811153296290343757751 | 0.014773942495189743663614476741399357272
f(z) = -16/125*z^3 + 17/5*z + 1
*
[ 3/2 ] 
f(z) = -16/135*z^3 + 3/5*z + 1
*
3/2 | 0.10505135725771166909198674995743128692 | 0.016981541303318553956985641822793720920
f(z) = -16/135*z^3 + 18/5*z + 1
*
[ 2 ] 
f(z) = -15/136*z^3 + 16/17*z + 1
*
[ 5/4 ] 
f(z) = -14/125*z^3 + 3/8*z + 1
*
15/7 | 0.19751998888876559045903085125853192731 | 0.026451074564090123307606484712207479893
f(z) = -14/125*z^3 + 3/14*z + 1
*
[ -5 ] 
f(z) = -14/125*z^3 + 4*z + 1
*
[ 5/2 ] 
f(z) = -14/125*z^3 + 13/10*z + 1
*
[ 5 ] 
f(z) = -14/125*z^3 + 18/5*z + 1
*
[ 3 ] 
f(z) = -14/135*z^3 + 8/5*z + 1
*
[ -3/2 ] 
f(z) = -14/135*z^3 + 19/10*z + 1
*
[ 2 ] 
f(z) = -13/120*z^3 + 14/15*z + 1
*
[ 5/2 ] 
f(z) = -13/125*z^3 + 5/4*z + 1
*
[ 5 ] 
f(z) = -13/125*z^3 + 17/5*z + 1
*
[ -5/3 ] 
f(z) = -13/125*z^3 + 17/9*z + 1
*
[ -5 ] 
f(z) = -13/125*z^3 + 19/5*z + 1
*
[ 4 ] 
f(z) = -13/128*z^3 + 19/8*z + 1
*
[ -3 ] 
f(z) = -13/135*z^3 + 11/5*z + 1
*
[ 2 ] 
f(z) = -13/136*z^3 + 15/17*z + 1
*
[ -5/2 ] 
f(z) = -12/125*z^3 + 2*z + 1
*
[ 5/3 ] 
f(z) = -12/125*z^3 + 2/3*z + 1
*
[ 5/2 ] 
f(z) = -12/125*z^3 + 6/5*z + 1
*
35/6 | 0.089414836456852670298754410833610544320 | 0.012944123357830941263213542904625917513
f(z) = -12/125*z^3 + 8/3*z + 1
*
-5/2 | 0.10139905598977485244298372624768702879 | 0.014032123323313923241247248379066109649
f(z) = -12/125*z^3 + 11/3*z + 1
*
5/2 | 0.089413713312424377502035138876382220823 | 0.015919059501921017918651641792743421321
f(z) = -12/125*z^3 + 11/5*z + 1
*
[ 5 ] 
f(z) = -12/125*z^3 + 16/5*z + 1
*
-55/12 | 0.089415555252578349261828187491323583243 | 0.011670722338127332205653498894147704107
f(z) = -12/125*z^3 + 17/12*z + 1
*
[ -5 ] 
f(z) = -12/125*z^3 + 18/5*z + 1
*
5/3 | 0.17118237243605232760259534747754038738 | 0.022023391027654178675841594112823006894
f(z) = -12/125*z^3 + 19/6*z + 1
*
[ 2 ] 
f(z) = -11/120*z^3 + 13/15*z + 1
*
[ 5 ] 
f(z) = -11/125*z^3 + 3*z + 1
*
[ -5 ] 
f(z) = -11/125*z^3 + 17/5*z + 1
*
[ 4 ] 
f(z) = -11/128*z^3 + 17/8*z + 1
*
[ 3 ] 
f(z) = -11/135*z^3 + 7/5*z + 1
*
[ 2 ] 
f(z) = -11/136*z^3 + 14/17*z + 1
*
[ 11/3 ] 
f(z) = -9/121*z^3 + 19/11*z + 1
*
10/3 | 0.089414521636157459539646990288589015789 | 0.014387797302754882472669910059691427838
f(z) = -9/125*z^3 + 1/4*z + 1
*
[ -5 ] 
f(z) = -9/125*z^3 + 3*z + 1
*
[ 10/3 ] 
f(z) = -9/125*z^3 + 3/2*z + 1
*
[ 5/4 ] 
f(z) = -9/125*z^3 + 5/16*z + 1
*
[ -5/6 ] 
f(z) = -9/125*z^3 + 9/4*z + 1
*
[ -5/3 ] 
f(z) = -9/125*z^3 + 9/5*z + 1
*
20/3 | 0.089413647315744305267724414835281983843 | 0.015263685152724932196401600160839225282
f(z) = -9/125*z^3 + 14/5*z + 1
*
[ 8/3 ] 
f(z) = -9/128*z^3 + 9/8*z + 1
*
[ 2 ] 
f(z) = -9/136*z^3 + 13/17*z + 1
*
[ 5/2 ] 
f(z) = -8/125*z^3 + z + 1
*
-15/4 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -8/125*z^3 + 1/2*z + 1
*
5/2 | 0.18513516417621764160457400607654205921 | 0.027329354223006303249555643696818485956
f(z) = -8/125*z^3 + 7/2*z + 1
*
[ -5/2 ] 
f(z) = -8/125*z^3 + 9/5*z + 1
*
[ 5 ] 
f(z) = -8/125*z^3 + 12/5*z + 1
*
[ -15/4 ] 
f(z) = -8/125*z^3 + 13/6*z + 1
*
[ -10 ] 
f(z) = -8/125*z^3 + 15/2*z + 1
*
[ -5/3 ] 
f(z) = -8/125*z^3 + 16/9*z + 1
*
[ -5/4 ] 
f(z) = -8/125*z^3 + 19/10*z + 1
*
[ 3 ] 
f(z) = -8/135*z^3 + 6/5*z + 1
*
[ 3/2 ] 
f(z) = -8/135*z^3 + 7/15*z + 1
*
[ -3/2 ] 
f(z) = -8/135*z^3 + 9/5*z + 1
*
[ 2 ] 
f(z) = -7/120*z^3 + 11/15*z + 1
*
-6 | 0.12934659852070861809329984089570915662 | 0.025746352442896091791816353412400263731
f(z) = -7/120*z^3 + 19/15*z + 1
*
[ 5/3 ] 
f(z) = -7/125*z^3 + 5/9*z + 1
*
[ -5/2 ] 
f(z) = -7/125*z^3 + 7/4*z + 1
*
-30/7 | 0.10142500840100133750933448606468437337 | 0.014223313331846317052126000941403154768
f(z) = -7/125*z^3 + 10/7*z + 1
*
[ 5 ] 
f(z) = -7/125*z^3 + 11/5*z + 1
*
[ 10 ] 
f(z) = -7/125*z^3 + 13/2*z + 1
*
[ -5 ] 
f(z) = -7/125*z^3 + 13/5*z + 1
*
[ -5/7 ] 
f(z) = -7/125*z^3 + 17/7*z + 1
*
[ 4 ] 
f(z) = -7/128*z^3 + 13/8*z + 1
*
[ -4 ] 
f(z) = -7/128*z^3 + 17/8*z + 1
*
[ -3 ] 
f(z) = -7/135*z^3 + 9/5*z + 1
*
[ 3 ] 
f(z) = -7/135*z^3 + 17/15*z + 1
*
[ 2 ] 
f(z) = -7/136*z^3 + 12/17*z + 1
*
5 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = -6/125*z^3 + 1/3*z + 1
*
[ 5 ] 
f(z) = -6/125*z^3 + 2*z + 1
*
[ 5/3 ] 
f(z) = -6/125*z^3 + 8/15*z + 1
*
[ -10/3 ] 
f(z) = -6/125*z^3 + 11/6*z + 1
*
-5 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = -6/125*z^3 + 11/15*z + 1
*
[ -5 ] 
f(z) = -6/125*z^3 + 12/5*z + 1
*
-15/2 | 0.15044851725269262610450435967025576073 | 0.020349406659049563490716116959815290044
f(z) = -6/125*z^3 + 13/6*z + 1
*
[ -5/4 ] 
f(z) = -6/125*z^3 + 15/8*z + 1
*
-5 | 0.11778860357337371403172271531305499608 | 0.019462469948093514155080886172953780687
f(z) = -6/125*z^3 + 17/5*z + 1
*
5 | 0.14347732918781118208068300903450915384 | 0.018726988453373742573353292071913151349
f(z) = -6/125*z^3 + 17/6*z + 1
*
[ -5/2 ] 
f(z) = -6/125*z^3 + 17/10*z + 1
*
15/2 | 0.089413869496803740175400143289466386770 | 0.014507431851164158901777918270105177423
f(z) = -6/125*z^3 + 19/10*z + 1
*
[ 4 ] 
f(z) = -5/128*z^3 + 11/8*z + 1
*
4 | 0.089853155546675017044706707441934735959 | 0.015716760568533499901710389399367049193
f(z) = -5/128*z^3 + 19/8*z + 1
*
[ 2 ] 
f(z) = -5/136*z^3 + 11/17*z + 1
*
15/2 | 0.089413217357450020811153296290343757751 | 0.018518518518518518518518518518518518518
f(z) = -4/125*z^3 + z + 1
*
[ 5/4 ] 
f(z) = -4/125*z^3 + 1/4*z + 1
*
[ -5 ] 
f(z) = -4/125*z^3 + 2*z + 1
*
[ 5/2 ] 
f(z) = -4/125*z^3 + 4/5*z + 1
*
[ 15/2 ] 
f(z) = -4/125*z^3 + 8/3*z + 1
*
-5 | 0.10902021701086485843503961720119941523 | 0.014745886303988926083647399122611520899
f(z) = -4/125*z^3 + 13/4*z + 1
*
5 | 0.089413534092321291551008272664925062221 | 0.015459238699933410445553705178247021438
f(z) = -4/125*z^3 + 13/5*z + 1
*
[ 10/3 ] 
f(z) = -4/125*z^3 + 19/18*z + 1
*
[ 3/2 ] 
f(z) = -4/135*z^3 + 2/5*z + 1
*
[ -3 ] 
f(z) = -4/135*z^3 + 8/5*z + 1
*
15/2 | 0.10975788936982242250365783771483497450 | 0.022375482379146824646616475982438292672
f(z) = -4/135*z^3 + 11/15*z + 1
*
[ -15/2 ] 
f(z) = -4/135*z^3 + 14/5*z + 1
*
[ 3 ] 
f(z) = -4/135*z^3 + 14/15*z + 1
*
3/2 | 0.10739015372329132950100513573666666197 | 0.017521500076311250772564199667441626543
f(z) = -4/135*z^3 + 17/5*z + 1
*
[ 6 ] 
f(z) = -4/135*z^3 + 19/10*z + 1
*
20/3 | 0.089413217357450020811153296290343757751 | 0.015085934422947427775558326730784228522
f(z) = -3/125*z^3 + 2/3*z + 1
*
[ 5/2 ] 
f(z) = -3/125*z^3 + 3/4*z + 1
*
[ -5/3 ] 
f(z) = -3/125*z^3 + 5/3*z + 1
*
[ -10 ] 
f(z) = -3/125*z^3 + 7/2*z + 1
*
[ 5 ] 
f(z) = -3/125*z^3 + 7/5*z + 1
*
-10 | 0.089414712932028705038708437863871861424 | 0.012944105475781132535547975313912973164
f(z) = -3/125*z^3 + 8/3*z + 1
*
15 | 0.20429637740715839676054390454590516206 | 0.027358540988038708112942873327922745107
f(z) = -3/125*z^3 + 14/3*z + 1
*
[ 15 ] 
f(z) = -3/125*z^3 + 19/3*z + 1
*
[ -4 ] 
f(z) = -3/128*z^3 + 13/8*z + 1
*
[ 8 ] 
f(z) = -3/128*z^3 + 19/8*z + 1
*
[ 2 ] 
f(z) = -3/136*z^3 + 10/17*z + 1
*
15/2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -2/125*z^3 + 1/10*z + 1
*
-15 | 0.089835611709680492090053303223642246414 | 0.015157201442373625691109657150734432922
f(z) = -2/125*z^3 + 3*z + 1
*
[ -5/2 ] 
f(z) = -2/125*z^3 + 3/2*z + 1
*
[ 5/3 ] 
f(z) = -2/125*z^3 + 4/9*z + 1
*
[ 10 ] 
f(z) = -2/125*z^3 + 5/2*z + 1
*
10 | 0.11080664885621376492896910250818871356 | 0.016040905385481636253384865063995942167
f(z) = -2/125*z^3 + 5/8*z + 1
*
[ -5 ] 
f(z) = -2/125*z^3 + 8/5*z + 1
*
[ -15 ] 
f(z) = -2/125*z^3 + 14/3*z + 1
*
5 | 0.089414443879960524321702673857091943278 | 0.014923637313871773180203857899612958535
f(z) = -2/125*z^3 + 16/5*z + 1
*
5/2 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = -2/125*z^3 + 17/10*z + 1
*
[ 3 ] 
f(z) = -2/135*z^3 + 4/5*z + 1
*
-6 | 0.093811507668687684879490409005043742694 | 0.015458953282779216139032022307348527425
f(z) = -2/135*z^3 + 16/5*z + 1
*
3 | 0.15972953167205389888746464490686707942 | 0.025596549837723205326459989690527833420
f(z) = -2/135*z^3 + 19/5*z + 1
*
10 | 0.093692937273623659356897654736647316367 | 0.019570360077358173676493532932274937851
f(z) = -1/120*z^3 + 2/15*z + 1
*
[ 5 ] 
f(z) = -1/125*z^3 + z + 1
*
-20 | 0.089735959626593451021951813763227134419 | 0.015140387990906475801558442692474625095
f(z) = -1/125*z^3 + 3*z + 1
*
5 | 0.18087405292622270783607766436661885707 | 0.027322062352392102041413631276294357644
f(z) = -1/125*z^3 + 6*z + 1
*
-15 | 0.089413217357450020811153296290343757751 | 0.017844686773112480914489507031829068416
f(z) = -1/125*z^3 + 6/5*z + 1
*
-5 | 0.089413656699926396503853067681042021245 | 0.015676203834424078168280459324458287269
f(z) = -1/125*z^3 + 12/5*z + 1
*
-15/2 | 0.10698193244615695180829575608260917238 | 0.014470191453341518504450530570880364412
f(z) = -1/125*z^3 + 13/4*z + 1
*
45/4 | 0.12364270775547201139965858623889568704 | 0.016266845734910389441427055023592999694
f(z) = -1/125*z^3 + 13/16*z + 1
*
15 | 0.12206954629492159283417187679291743284 | 0.020373907804201779213024668090333485958
f(z) = -1/125*z^3 + 16/15*z + 1
*
[ -20 ] 
f(z) = -1/125*z^3 + 17/4*z + 1
*
[ 10 ] 
f(z) = -1/125*z^3 + 17/10*z + 1
*
[ -10 ] 
f(z) = -1/125*z^3 + 19/10*z + 1
*
[ -15/2 ] 
f(z) = -1/125*z^3 + 19/12*z + 1
*
[ -8 ] 
f(z) = -1/128*z^3 + 13/8*z + 1
*
4 | 0.064180374793929490003494012540589593951 | 0.011710381890072315795669496704139259969
f(z) = -1/128*z^3 + 15/8*z + 1
*
[ 6 ] 
f(z) = -1/135*z^3 + 11/10*z + 1
*
[ 3 ] 
f(z) = -1/135*z^3 + 11/15*z + 1
*
[ 2 ] 
f(z) = -1/136*z^3 + 9/17*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -19/128*z^3 + 3/32*z + 1
*
[ 3/2 ] 
f(z) = -19/135*z^3 + 13/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = -17/128*z^3 + 1/32*z + 1
*
5/2 | 0.15403422101178614032741843301445381412 | 0.024785830187891240939790996551610244089
f(z) = -16/125*z^3 + 3/20*z + 1
*
21/8 | 0.15734534105038836665975697590789764769 | 0.025008918691058730728038494301300769422
f(z) = -16/135*z^3 + 3/20*z + 1
*
[ 4/3 ] 
f(z) = -15/128*z^3 + 11/24*z + 1
*
[ 3/2 ] 
f(z) = -14/135*z^3 + 17/30*z + 1
*
[ 3/2 ] 
f(z) = -13/135*z^3 + 11/20*z + 1
*
[ 5/4 ] 
f(z) = -12/125*z^3 + 7/20*z + 1
*
-5/3 | 0.16643060436942038935747139587732016610 | 0.025140296666998379873428983397579065923
f(z) = -12/125*z^3 + 11/30*z + 1
*
-15/4 | 0.18383711257691563125199157019859826771 | 0.029581449009405675277223354782679150516
f(z) = -12/125*z^3 + 19/20*z + 1
*
-10/3 | 0.081148641382849659486475700352942479848 | 0.013057724654182497085893579293380578038
f(z) = -9/125*z^3 + 17/20*z + 1
*
4 | 0.12206998849229556824776778954431518757 | 0.020513749131043266693464395062217789652
f(z) = -9/128*z^3 + 13/24*z + 1
*
15/4 | 0.064346268819339443731062445209275677712 | 0.011493643975141124885267392188291674812
f(z) = -8/135*z^3 + 11/30*z + 1
*
[ 5/2 ] 
f(z) = -7/125*z^3 + 19/20*z + 1
*
[ 3/2 ] 
f(z) = -7/135*z^3 + 9/20*z + 1
*
-5/2 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = -6/125*z^3 + 1/30*z + 1
*
5 | 0.15403422101178614032741843301445381412 | 0.024785830187891240939790996551610244089
f(z) = -4/125*z^3 + 7/20*z + 1
*
15/2 | 0.15403422101178614032741843301445381412 | 0.024785830187891240939790996551610244089
f(z) = -3/125*z^3 + 11/20*z + 1
*
[ 2 ] 
f(z) = -3/128*z^3 + 19/32*z + 1
*
-15/2 | 0.12207019843427531219841872379204006186 | 0.018439403104161966547879605591145597074
f(z) = -2/125*z^3 + 11/30*z + 1
*
[ 3/2 ] 
f(z) = -2/135*z^3 + 11/30*z + 1
*
10 | 0.10652796255646101610540594126461972240 | 0.017141541488916587002574370561076970812
f(z) = -1/125*z^3 + 9/20*z + 1
*
[ 2 ] 
f(z) = -1/128*z^3 + 17/32*z + 1
*
[ 11/10 ] 
f(z) = -20/121*z^3 + 16/55*z + 1
*
-4/5 | 0.19290883911585908809248691973134675763 | 0.029855264136690341797396562117791199123
f(z) = -15/128*z^3 + 13/40*z + 1
*
-15/8 | 0.099787214223413283162732307924987009685 | 0.014445678833908691161059213774670494929
f(z) = -8/125*z^3 + 17/40*z + 1
*
-21/8 | 0.11965785169704528862072534874779796775 | 0.017131383181932754447145297993067666487
f(z) = -8/135*z^3 + 3/40*z + 1
*
[ 8/7 ] 
f(z) = -7/128*z^3 + 11/56*z + 1
*
[ 5/4 ] 
f(z) = -6/125*z^3 + 11/40*z + 1
*
[ 10/9 ] 
f(z) = -3/125*z^3 + 7/54*z + 1
*
[ 5/4 ] 
f(z) = -2/125*z^3 + 9/40*z + 1
*
[ 5/3 ] 
f(z) = -1/125*z^3 + 19/45*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -19/124*z^3 + 7/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -19/132*z^3 + 5/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = -17/124*z^3 + 3/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014352132349575648066127600144661880816
f(z) = -17/132*z^3 + 1/66*z + 1
*
[ 15/13 ] 
f(z) = -13/135*z^3 + 17/65*z + 1
*
-35/12 | 0.14075848657090389641609242841590621914 | 0.019247127683910430632731121972634516250
f(z) = -12/125*z^3 + 1/60*z + 1
*
35/6 | 0.089415555252578349261828187491323583243 | 0.012226563746173929302407767395578982385
f(z) = -3/125*z^3 + 13/60*z + 1
*
-12 | 0.093984700282107905957165184083649453331 | 0.019631302847426472741782501816203009928
f(z) = -1/120*z^3 + 17/60*z + 1
*
[ 4/3 ] 
f(z) = -1/128*z^3 + 19/72*z + 1
*
[ 11/12 ] 
f(z) = -18/121*z^3 + 3/88*z + 1
*
[ 11/12 ] 
f(z) = -16/121*z^3 + 2/99*z + 1
*
[ 15/16 ] 
f(z) = -16/135*z^3 + 3/80*z + 1
*
[ 10/9 ] 
f(z) = -9/125*z^3 + 17/90*z + 1
*
[ 15/14 ] 
f(z) = -7/125*z^3 + 11/84*z + 1
*
[ 5/4 ] 
f(z) = -3/125*z^3 + 19/80*z + 1
*
-6 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -3/128*z^3 + 1/96*z + 1
*
[ 5/4 ] 
f(z) = -1/125*z^3 + 17/80*z + 1
*
-2 | 0.12095580627740474086662184591350370496 | 0.017963550701471532681063992559885288314
f(z) = -7/120*z^3 + 2/105*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = -19/122*z^3 + 15/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = -19/126*z^3 + 13/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = -19/130*z^3 + 11/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = -19/134*z^3 + 9/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = -19/138*z^3 + 7/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = -17/122*z^3 + 7/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = -17/126*z^3 + 5/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = -17/130*z^3 + 3/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = -17/134*z^3 + 1/134*z + 1
*
28/15 | 0.17926666326867863582816087960802713959 | 0.023712269214341101940738391899894466047
f(z) = -15/128*z^3 + 19/120*z + 1
*
3 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = -7/132*z^3 + 19/132*z + 1
*
21/2 | 0.21952617732192054830723828107579030500 | 0.026649678819267389460087255758120254469
f(z) = -1/135*z^3 + 1/140*z + 1
*
-30/11 | 0.083115438771607182639584349491421489251 | 0.011567287689777046415787555329250557211
f(z) = -11/120*z^3 + 8/165*z + 1
*
-30/13 | 0.084145603208662627435869472434367102691 | 0.011444580386488907105719905018377889811
f(z) = -13/120*z^3 + 2/195*z + 1
*
-34/11 | 0.10577691314818843561460269459696356802 | 0.014469076998904551466674309756125626303
f(z) = -11/136*z^3 + 18/187*z + 1
*
[ 20/21 ] 
f(z) = -9/125*z^3 + 3/196*z + 1
*
-15/14 | 0.19704143252716133136408737155436198030 | 0.026117809993652935397479404392258078017
f(z) = -14/135*z^3 + 11/210*z + 1
*
-34/13 | 0.10680811120166477013306901474264374892 | 0.014283734165100888320953814763661852812
f(z) = -13/136*z^3 + 8/221*z + 1
*
-12/11 | 0.23652403183534177265811120208121325038 | 0.027219632949874009465180435098804409606
f(z) = -11/135*z^3 + 3/220*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -18/125*z^3 + 19/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -18/127*z^3 + 17/254*z + 1
*
-30/17 | 0.085802587359618574838273183071100484534 | 0.011259140247771617359386268789732565939
f(z) = -17/120*z^3 + 2/255*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -17/121*z^3 + 15/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -17/123*z^3 + 13/246*z + 1
*
[ 10/11 ] 
f(z) = -17/125*z^3 + 3/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -17/125*z^3 + 11/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -17/127*z^3 + 9/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = -17/129*z^3 + 7/258*z + 1
*
-2 | 0.089761755207292112481604538719501601733 | 0.016353210709523321490730732754815053523
f(z) = -16/121*z^3 + 7/242*z + 1
*
-2 | 0.069721705881260533976801962164961150460 | 0.012664397307627854056838346444438407383
f(z) = -16/123*z^3 + 5/246*z + 1
*
-2 | 0.090364036535172853883056221011136866898 | 0.016365965073272537821792553795176115600
f(z) = -16/125*z^3 + 3/250*z + 1
*
[ 15/16 ] 
f(z) = -16/125*z^3 + 11/240*z + 1
*
-2 | 0.090657987445474523313522198937761486830 | 0.016372135593375952478321420926204560703
f(z) = -16/127*z^3 + 1/254*z + 1
*
-16/15 | 0.22234632289111126038624121859345375562 | 0.029410576239213256696185997556151580412
f(z) = -15/128*z^3 + 17/240*z + 1
*
-34/15 | 0.091344079719999836467311619903988875425 | 0.011986302931176330959603736264425145924
f(z) = -15/136*z^3 + 2/255*z + 1
*
[ 20/21 ] 
f(z) = -14/125*z^3 + 13/252*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -19/135*z^3 + 17/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = -19/137*z^3 + 15/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = -19/139*z^3 + 13/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -18/131*z^3 + 13/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -18/133*z^3 + 11/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -18/137*z^3 + 7/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -18/139*z^3 + 5/278*z + 1
*
[ 16/17 ] 
f(z) = -17/128*z^3 + 15/272*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -17/131*z^3 + 5/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = -17/133*z^3 + 3/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = -17/135*z^3 + 1/270*z + 1
*
-30/19 | 0.086488131737705243015841941510432133139 | 0.011185838938286527658526818543393823158
f(z) = -19/120*z^3 + 8/285*z + 1
*
[ -2 ] 
f(z) = -19/120*z^3 + 32/15*z + 1
*
[ 5 ] 
f(z) = -19/125*z^3 + 23/5*z + 1
*
[ 4 ] 
f(z) = -19/128*z^3 + 25/8*z + 1
*
[ -4 ] 
f(z) = -19/128*z^3 + 29/8*z + 1
*
[ 3 ] 
f(z) = -19/135*z^3 + 29/15*z + 1
*
[ -2 ] 
f(z) = -19/136*z^3 + 35/17*z + 1
*
[ 11/3 ] 
f(z) = -18/121*z^3 + 30/11*z + 1
*
[ -11/3 ] 
f(z) = -18/121*z^3 + 36/11*z + 1
*
[ 5 ] 
f(z) = -18/125*z^3 + 22/5*z + 1
*
[ -5 ] 
f(z) = -18/125*z^3 + 24/5*z + 1
*
10/9 | 0.17079190540693962758117146198830862476 | 0.021223795473866448816808390507719292637
f(z) = -18/125*z^3 + 25/9*z + 1
*
[ 20/3 ] 
f(z) = -18/125*z^3 + 29/4*z + 1
*
[ -10/3 ] 
f(z) = -18/125*z^3 + 29/10*z + 1
*
[ -10 ] 
f(z) = -18/125*z^3 + 31/2*z + 1
*
-5/2 | 0.11718552646939487333002249659325262541 | 0.017450310686335338020404635779318113843
f(z) = -18/125*z^3 + 33/10*z + 1
*
[ -2 ] 
f(z) = -17/120*z^3 + 31/15*z + 1
*
[ 5 ] 
f(z) = -17/125*z^3 + 21/5*z + 1
*
[ -5 ] 
f(z) = -17/125*z^3 + 23/5*z + 1
*
[ 10 ] 
f(z) = -17/125*z^3 + 29/2*z + 1
*
[ 4 ] 
f(z) = -17/128*z^3 + 23/8*z + 1
*
[ -4 ] 
f(z) = -17/128*z^3 + 27/8*z + 1
*
-6 | 0.20535839266190451597828858008144360864 | 0.029732978691634835400079512383924692098
f(z) = -17/135*z^3 + 37/10*z + 1
*
[ -3 ] 
f(z) = -17/135*z^3 + 37/15*z + 1
*
[ -11/4 ] 
f(z) = -16/121*z^3 + 26/11*z + 1
*
[ -5 ] 
f(z) = -16/125*z^3 + 22/5*z + 1
*
[ -15/2 ] 
f(z) = -16/125*z^3 + 25/3*z + 1
*
-5 | 0.16742884409098535693045705588350112010 | 0.025421269420995634313397762287425010007
f(z) = -16/125*z^3 + 29/10*z + 1
*
[ 15/4 ] 
f(z) = -16/125*z^3 + 38/15*z + 1
*
3/2 | 0.16643060436942038935747139587732016610 | 0.026249396350703523656280811171683367768
f(z) = -16/135*z^3 + 21/10*z + 1
*
-3/4 | 0.17357029346110609730770549000939419831 | 0.026331748280905070913210844636213779062
f(z) = -16/135*z^3 + 27/5*z + 1
*
[ -3/2 ] 
f(z) = -16/135*z^3 + 29/15*z + 1
*
[ -15/2 ] 
f(z) = -16/135*z^3 + 39/5*z + 1
*
[ 4 ] 
f(z) = -15/128*z^3 + 21/8*z + 1
*
[ -4 ] 
f(z) = -15/128*z^3 + 25/8*z + 1
*
[ -2 ] 
f(z) = -15/136*z^3 + 33/17*z + 1
*
[ -10/7 ] 
f(z) = -14/125*z^3 + 27/14*z + 1
*
-10/7 | 0.23680441958223115917657916302734023994 | 0.028660832043113819372306805181444845146
f(z) = -14/125*z^3 + 31/7*z + 1
*
[ 10/3 ] 
f(z) = -14/125*z^3 + 35/18*z + 1
*
-6 | 0.18641440391132231101394635078662955294 | 0.027976991066602587223153520507558371188
f(z) = -14/135*z^3 + 29/10*z + 1
*
[ -3 ] 
f(z) = -14/135*z^3 + 34/15*z + 1
*
-6 | 0.19275451957879509585019729669509833975 | 0.027697008476051525650273635413464365895
f(z) = -14/135*z^3 + 39/10*z + 1
*
[ -2 ] 
f(z) = -13/120*z^3 + 29/15*z + 1
*
[ -10 ] 
f(z) = -13/125*z^3 + 23/2*z + 1
*
20/13 | 0.23191040388309095059190259859952812469 | 0.028965745317530219884744780886462726795
f(z) = -13/125*z^3 + 24/13*z + 1
*
[ -4 ] 
f(z) = -13/128*z^3 + 23/8*z + 1
*
[ 3 ] 
f(z) = -13/135*z^3 + 23/15*z + 1
*
[ -2 ] 
f(z) = -13/136*z^3 + 32/17*z + 1
*
[ 10 ] 
f(z) = -12/125*z^3 + 21/2*z + 1
*
5 | 0.18310357978786315839572990944078559365 | 0.028815378804235833175867020743810326461
f(z) = -12/125*z^3 + 23/15*z + 1
*
-20/3 | 0.13747561639685464266296380229456971169 | 0.017083680623496395165303675007242521892
f(z) = -12/125*z^3 + 25/6*z + 1
*
[ 15/4 ] 
f(z) = -12/125*z^3 + 25/12*z + 1
*
5 | 0.16645276084550201664694402181908521364 | 0.025550284217247442675998495600801493319
f(z) = -12/125*z^3 + 27/10*z + 1
*
[ -5/6 ] 
f(z) = -12/125*z^3 + 34/15*z + 1
*
[ -2 ] 
f(z) = -11/120*z^3 + 28/15*z + 1
*
-6 | 0.068313925317931409857870916591030400068 | 0.012005203865639838192864204755540633228
f(z) = -11/120*z^3 + 37/15*z + 1
*
[ -5/4 ] 
f(z) = -11/125*z^3 + 31/16*z + 1
*
5 | 0.18643057815932735764924152302121559683 | 0.022021353952550241620185894907248617495
f(z) = -11/125*z^3 + 38/11*z + 1
*
[ -4 ] 
f(z) = -11/128*z^3 + 21/8*z + 1
*
[ -3 ] 
f(z) = -11/135*z^3 + 31/15*z + 1
*
[ -2 ] 
f(z) = -11/136*z^3 + 31/17*z + 1
*
[ -11/3 ] 
f(z) = -9/121*z^3 + 25/11*z + 1
*
[ -10/3 ] 
f(z) = -9/125*z^3 + 21/10*z + 1
*
-55/6 | 0.14828193685869157110163573134733949288 | 0.018426549506893523567490828757873590909
f(z) = -9/125*z^3 + 25/4*z + 1
*
5/3 | 0.13920943379037275647271764461150352655 | 0.021249843792283523256261386972709767612
f(z) = -9/125*z^3 + 28/5*z + 1
*
-5 | 0.11654063249304216867120988789490679481 | 0.014051113454827184551553355344793368143
f(z) = -9/125*z^3 + 32/9*z + 1
*
-5/3 | 0.15949005344445576026109920492732724418 | 0.023644842846262597818850569052594693768
f(z) = -9/125*z^3 + 34/5*z + 1
*
[ -2 ] 
f(z) = -9/136*z^3 + 30/17*z + 1
*
[ 11/2 ] 
f(z) = -8/121*z^3 + 31/11*z + 1
*
[ -11/2 ] 
f(z) = -8/121*z^3 + 35/11*z + 1
*
[ -5/8 ] 
f(z) = -8/125*z^3 + 21/8*z + 1
*
15/2 | 0.13668585039660837670638509498664023857 | 0.021367414957448033333368651123142626293
f(z) = -8/125*z^3 + 24/5*z + 1
*
-15/2 | 0.11412117338732851264391375962729319182 | 0.016581505297829128609266359029186963435
f(z) = -8/125*z^3 + 39/10*z + 1
*
[ 15/2 ] 
f(z) = -8/135*z^3 + 21/5*z + 1
*
[ -15/4 ] 
f(z) = -8/135*z^3 + 21/10*z + 1
*
-3/2 | 0.12797145931814295362845959865341168322 | 0.019767318498325697953144572949250427082
f(z) = -8/135*z^3 + 24/5*z + 1
*
[ -3 ] 
f(z) = -8/135*z^3 + 28/15*z + 1
*
[ -2 ] 
f(z) = -7/120*z^3 + 26/15*z + 1
*
6 | 0.11883757598046086267631306944499810411 | 0.021818121174457344939770486980894133511
f(z) = -7/120*z^3 + 29/15*z + 1
*
10 | 0.22978657882605202042966727458625504920 | 0.027142605230508477793719338253368532509
f(z) = -7/125*z^3 + 38/7*z + 1
*
-4 | 0.084156848700830910415871371719414158464 | 0.014046123120506913705266411214215933225
f(z) = -7/128*z^3 + 25/8*z + 1
*
-8 | 0.15171425257536930802040421431633012384 | 0.024200338567088736042285687271968344249
f(z) = -7/128*z^3 + 33/8*z + 1
*
[ 8 ] 
f(z) = -7/128*z^3 + 35/8*z + 1
*
[ -8 ] 
f(z) = -7/128*z^3 + 37/8*z + 1
*
[ 6 ] 
f(z) = -7/135*z^3 + 27/10*z + 1
*
[ -2 ] 
f(z) = -7/136*z^3 + 29/17*z + 1
*
[ -15/2 ] 
f(z) = -6/125*z^3 + 23/6*z + 1
*
5/6 | 0.23680994524274434780214916226780104659 | 0.028894732392807782846975271414788918780
f(z) = -6/125*z^3 + 29/6*z + 1
*
-35/3 | 0.16010424929207813105198350353726536581 | 0.019097174138769882613666687111632717970
f(z) = -6/125*z^3 + 35/6*z + 1
*
[ 8 ] 
f(z) = -5/128*z^3 + 27/8*z + 1
*
[ -8 ] 
f(z) = -5/128*z^3 + 29/8*z + 1
*
8 | 0.14229605828474288481775688031212314053 | 0.022926660362282776433083965197212925686
f(z) = -5/128*z^3 + 31/8*z + 1
*
[ -2 ] 
f(z) = -5/136*z^3 + 28/17*z + 1
*
[ 11/2 ] 
f(z) = -4/121*z^3 + 20/11*z + 1
*
[ -11/2 ] 
f(z) = -4/121*z^3 + 24/11*z + 1
*
[ -5/6 ] 
f(z) = -4/125*z^3 + 20/9*z + 1
*
10/3 | 0.17149772811562032158865906663636227581 | 0.020677200590459773878556315029504746152
f(z) = -4/125*z^3 + 32/9*z + 1
*
[ -3/2 ] 
f(z) = -4/135*z^3 + 26/15*z + 1
*
15/2 | 0.15044723339456722588866692056381740801 | 0.027036873329925161516045221854746815431
f(z) = -4/135*z^3 + 29/15*z + 1
*
-3 | 0.16643160048709822276539842966036769929 | 0.024730453388359270464041218466422913527
f(z) = -4/135*z^3 + 31/10*z + 1
*
[ 15 ] 
f(z) = -4/135*z^3 + 38/5*z + 1
*
[ 15/2 ] 
f(z) = -4/135*z^3 + 38/15*z + 1
*
5/3 | 0.089413217357450020811153296290343757751 | 0.014170265511359483316661226310803432666
f(z) = -3/125*z^3 + 22/15*z + 1
*
[ 20/3 ] 
f(z) = -3/125*z^3 + 23/12*z + 1
*
5/2 | 0.090047096809265242859088579437539163849 | 0.010987236040217336784786949227231207629
f(z) = -3/125*z^3 + 29/12*z + 1
*
[ 10 ] 
f(z) = -3/125*z^3 + 33/10*z + 1
*
10 | 0.089415039450253433548085418678604983618 | 0.013091909197659099004687722465973326422
f(z) = -3/125*z^3 + 37/15*z + 1
*
-12 | 0.16719715788039691630519091808977178836 | 0.026670057423579832146096149733174906650
f(z) = -3/128*z^3 + 33/8*z + 1
*
[ -2 ] 
f(z) = -3/136*z^3 + 27/17*z + 1
*
[ 11 ] 
f(z) = -2/121*z^3 + 32/11*z + 1
*
[ -11 ] 
f(z) = -2/121*z^3 + 34/11*z + 1
*
15/4 | 0.096544361190371268850425231696292076353 | 0.012262970935001808888881467627392154152
f(z) = -2/125*z^3 + 21/8*z + 1
*
-5/2 | 0.18838264367325689044334930680857903710 | 0.023654845116753150974888449195151282058
f(z) = -2/125*z^3 + 23/2*z + 1
*
[ -10 ] 
f(z) = -2/125*z^3 + 27/10*z + 1
*
-20/3 | 0.13305757158704464539652862951645415913 | 0.016305039404595906024839542449313191243
f(z) = -2/125*z^3 + 28/9*z + 1
*
65/4 | 0.19128959402595303920250738393745289191 | 0.023340496207804878693048271724324981008
f(z) = -2/125*z^3 + 29/8*z + 1
*
-20 | 0.12709475496670187204934025403610756929 | 0.019103768468694203874801413399167895978
f(z) = -2/125*z^3 + 31/5*z + 1
*
-15 | 0.19911979620837034292605722489178999449 | 0.023594540885677909741249932333678770834
f(z) = -2/125*z^3 + 37/9*z + 1
*
[ -15 ] 
f(z) = -2/135*z^3 + 22/5*z + 1
*
[ -3 ] 
f(z) = -2/135*z^3 + 22/15*z + 1
*
15/2 | 0.18347127030392395968561898635602094965 | 0.027833791198281197117916410918412652378
f(z) = -2/135*z^3 + 27/10*z + 1
*
-15 | 0.10523541539245307384439328791857636350 | 0.015793684471535898518970134598320307530
f(z) = -2/135*z^3 + 29/10*z + 1
*
12 | 0.18581115285253974667689348773948583328 | 0.027355967418414352229375763119611718212
f(z) = -2/135*z^3 + 33/10*z + 1
*
[ -6 ] 
f(z) = -1/120*z^3 + 22/15*z + 1
*
[ -2 ] 
f(z) = -1/120*z^3 + 23/15*z + 1
*
[ 10 ] 
f(z) = -1/120*z^3 + 26/15*z + 1
*
[ -10 ] 
f(z) = -1/120*z^3 + 29/15*z + 1
*
[ 11 ] 
f(z) = -1/121*z^3 + 21/11*z + 1
*
[ -11 ] 
f(z) = -1/121*z^3 + 23/11*z + 1
*
[ -10/3 ] 
f(z) = -1/125*z^3 + 25/18*z + 1
*
20 | 0.16643084473857996166537267985211005394 | 0.025269739912700816521443078843988654914
f(z) = -1/125*z^3 + 29/10*z + 1
*
[ -5/4 ] 
f(z) = -1/125*z^3 + 29/16*z + 1
*
-5 | 0.12061186294154689001395588949439663541 | 0.018043211461681256235214731183747933106
f(z) = -1/125*z^3 + 32/5*z + 1
*
-30 | 0.10323940949877897476756156553027942360 | 0.015116036218156896439004013923481518684
f(z) = -1/125*z^3 + 37/5*z + 1
*
20 | 0.20192517186920498173708036305526095017 | 0.029339194539740431423114390180976919568
f(z) = -1/125*z^3 + 39/10*z + 1
*
8 | 0.064180410081226865790862815661371455153 | 0.010863153200946439258407946908000913687
f(z) = -1/128*z^3 + 23/8*z + 1
*
-20 | 0.081896716844215682933065471202532748788 | 0.013495546028094640118951774788060349694
f(z) = -1/128*z^3 + 27/8*z + 1
*
24 | 0.14754148525909183840140712947313415644 | 0.023534729502011409077873921477465337834
f(z) = -1/128*z^3 + 33/8*z + 1
*
-20 | 0.075093445219763001900070530965413779990 | 0.011866971461037376584368355053008126968
f(z) = -1/128*z^3 + 35/8*z + 1
*
4 | 0.10387216957011158650522647356406203914 | 0.016138866189421732735257007804072648892
f(z) = -1/128*z^3 + 39/8*z + 1
*
[ -2 ] 
f(z) = -1/136*z^3 + 26/17*z + 1
*
[ 5/2 ] 
f(z) = -19/125*z^3 + 31/20*z + 1
*
[ 2 ] 
f(z) = -19/128*z^3 + 35/32*z + 1
*
[ 11/6 ] 
f(z) = -18/121*z^3 + 21/22*z + 1
*
[ 5/2 ] 
f(z) = -17/125*z^3 + 29/20*z + 1
*
[ 2 ] 
f(z) = -17/128*z^3 + 33/32*z + 1
*
[ -3/2 ] 
f(z) = -17/135*z^3 + 39/20*z + 1
*
21/8 | 0.18641495303292757325033654075534560725 | 0.028985438730808559613187782326376742423
f(z) = -16/135*z^3 + 23/20*z + 1
*
3/8 | 0.089422076646115542904296657482549873430 | 0.013565913648287664856033443875298190814
f(z) = -16/135*z^3 + 27/20*z + 1
*
-3 | 0.15734534105038836665975697590789764769 | 0.023165100464285101498484113438884830198
f(z) = -16/135*z^3 + 33/20*z + 1
*
[ -15/8 ] 
f(z) = -16/135*z^3 + 39/20*z + 1
*
[ 2 ] 
f(z) = -15/128*z^3 + 31/32*z + 1
*
[ 15/7 ] 
f(z) = -14/125*z^3 + 22/21*z + 1
*
[ 2 ] 
f(z) = -13/128*z^3 + 29/32*z + 1
*
[ 11/6 ] 
f(z) = -12/121*z^3 + 26/33*z + 1
*
[ 5/2 ] 
f(z) = -11/125*z^3 + 23/20*z + 1
*
[ -5/2 ] 
f(z) = -11/125*z^3 + 39/20*z + 1
*
[ 2 ] 
f(z) = -11/128*z^3 + 27/32*z + 1
*
[ -3/2 ] 
f(z) = -11/135*z^3 + 37/20*z + 1
*
[ 5/2 ] 
f(z) = -9/125*z^3 + 21/20*z + 1
*
[ 2 ] 
f(z) = -9/128*z^3 + 25/32*z + 1
*
[ 11/4 ] 
f(z) = -8/121*z^3 + 25/22*z + 1
*
-5 | 0.19254239770956087973948688420657473457 | 0.028941283904393842291540332746643286895
f(z) = -8/125*z^3 + 31/20*z + 1
*
15/4 | 0.070969470105076482309666393082634474582 | 0.012676691865107962827480764098183619338
f(z) = -8/135*z^3 + 29/30*z + 1
*
[ 20/7 ] 
f(z) = -7/125*z^3 + 31/28*z + 1
*
[ 2 ] 
f(z) = -7/128*z^3 + 23/32*z + 1
*
[ 15/7 ] 
f(z) = -7/135*z^3 + 27/35*z + 1
*
6 | 0.18383814619333652097417276740133283517 | 0.026415809623893176133255330583007335969
f(z) = -7/135*z^3 + 39/20*z + 1
*
-10/3 | 0.11936505507214015229827662219806126333 | 0.014564512144229415694028009037806179569
f(z) = -6/125*z^3 + 29/24*z + 1
*
35/6 | 0.089414903113224629897581340492200954225 | 0.013440063731766876236945993046043223774
f(z) = -6/125*z^3 + 31/30*z + 1
*
[ 2 ] 
f(z) = -5/128*z^3 + 21/32*z + 1
*
[ -5/4 ] 
f(z) = -4/125*z^3 + 37/20*z + 1
*
[ 15/4 ] 
f(z) = -4/135*z^3 + 23/20*z + 1
*
[ 11/3 ] 
f(z) = -3/121*z^3 + 35/33*z + 1
*
[ -5/2 ] 
f(z) = -3/125*z^3 + 31/20*z + 1
*
8 | 0.089853445911228615017007583317683381835 | 0.014996908552951372247274601396051802786
f(z) = -3/128*z^3 + 25/24*z + 1
*
[ -8/3 ] 
f(z) = -3/128*z^3 + 37/24*z + 1
*
[ 11/2 ] 
f(z) = -2/121*z^3 + 29/22*z + 1
*
[ -11/2 ] 
f(z) = -2/121*z^3 + 37/22*z + 1
*
[ 15/4 ] 
f(z) = -2/125*z^3 + 23/24*z + 1
*
[ -5/2 ] 
f(z) = -1/125*z^3 + 29/20*z + 1
*
[ -15/2 ] 
f(z) = -1/135*z^3 + 31/20*z + 1
*
12 | 0.16785477521848335750536829208783007707 | 0.028899906554986830061921969786487833155
f(z) = -1/135*z^3 + 37/30*z + 1
*
[ 5/3 ] 
f(z) = -19/125*z^3 + 37/45*z + 1
*
[ 11/8 ] 
f(z) = -16/121*z^3 + 23/44*z + 1
*
[ 5/3 ] 
f(z) = -16/125*z^3 + 34/45*z + 1
*
[ 8/5 ] 
f(z) = -15/128*z^3 + 27/40*z + 1
*
[ 5/3 ] 
f(z) = -14/125*z^3 + 32/45*z + 1
*
15/4 | 0.11080664885621376492896910250818871356 | 0.016040905385481636253384865063995942167
f(z) = -14/125*z^3 + 39/40*z + 1
*
-15/4 | 0.20302045140604692035542750419878679212 | 0.029066384674962629464772012415432326149
f(z) = -14/135*z^3 + 29/40*z + 1
*
[ 5/3 ] 
f(z) = -13/125*z^3 + 31/45*z + 1
*
[ 20/13 ] 
f(z) = -13/125*z^3 + 31/52*z + 1
*
[ 5/3 ] 
f(z) = -11/125*z^3 + 29/45*z + 1
*
[ 15/11 ] 
f(z) = -11/135*z^3 + 23/55*z + 1
*
[ 11/6 ] 
f(z) = -9/121*z^3 + 31/44*z + 1
*
[ 5/3 ] 
f(z) = -8/125*z^3 + 26/45*z + 1
*
-5 | 0.19254239770956087973948688420657473457 | 0.027873366952561201211951758280485892506
f(z) = -8/125*z^3 + 37/40*z + 1
*
[ 11/4 ] 
f(z) = -4/121*z^3 + 39/44*z + 1
*
[ 5/3 ] 
f(z) = -4/125*z^3 + 22/45*z + 1
*
[ 3 ] 
f(z) = -1/126*z^3 + 31/42*z + 1
*
30/19 | 0.25299446492318192954014851428235865675 | 0.027622356646930740620845337710767635919
f(z) = -19/125*z^3 + 25/76*z + 1
*
[ 4/3 ] 
f(z) = -19/128*z^3 + 37/72*z + 1
*
[ 20/17 ] 
f(z) = -17/125*z^3 + 23/68*z + 1
*
[ 4/3 ] 
f(z) = -17/128*z^3 + 35/72*z + 1
*
[ 3/2 ] 
f(z) = -17/135*z^3 + 37/60*z + 1
*
[ 4/3 ] 
f(z) = -13/128*z^3 + 31/72*z + 1
*
[ 4/3 ] 
f(z) = -11/128*z^3 + 29/72*z + 1
*
[ 3/2 ] 
f(z) = -11/135*z^3 + 31/60*z + 1
*
-5/2 | 0.21148255371039186969467423883553631631 | 0.028917842279676474225158424077632095186
f(z) = -9/125*z^3 + 31/60*z + 1
*
[ 4/3 ] 
f(z) = -9/136*z^3 + 25/68*z + 1
*
[ 11/7 ] 
f(z) = -7/121*z^3 + 39/77*z + 1
*
[ 10/7 ] 
f(z) = -7/125*z^3 + 29/70*z + 1
*
[ 4/3 ] 
f(z) = -7/128*z^3 + 25/72*z + 1
*
[ 4/3 ] 
f(z) = -5/128*z^3 + 23/72*z + 1
*
[ 2 ] 
f(z) = -3/124*z^3 + 37/62*z + 1
*
[ 2 ] 
f(z) = -1/124*z^3 + 33/62*z + 1
*
-12 | 0.081380644467550764862758706695332754066 | 0.011544574043666247543324871711447846787
f(z) = -1/128*z^3 + 31/72*z + 1
*
[ 2 ] 
f(z) = -1/132*z^3 + 35/66*z + 1
*
[ 5/4 ] 
f(z) = -17/125*z^3 + 33/80*z + 1
*
[ 5/4 ] 
f(z) = -13/125*z^3 + 29/80*z + 1
*
-3/4 | 0.21737242246792753815795112541016645288 | 0.028311576840188201339413186331216364984
f(z) = -13/135*z^3 + 31/80*z + 1
*
[ 5/4 ] 
f(z) = -11/125*z^3 + 27/80*z + 1
*
[ 11/9 ] 
f(z) = -9/121*z^3 + 29/99*z + 1
*
[ 11/8 ] 
f(z) = -8/121*z^3 + 35/88*z + 1
*
[ 5/4 ] 
f(z) = -7/125*z^3 + 23/80*z + 1
*
-3/4 | 0.22699277798983527656460647656833732853 | 0.029564575870590075646519390535988673705
f(z) = -7/135*z^3 + 29/80*z + 1
*
[ 10/7 ] 
f(z) = -6/125*z^3 + 39/98*z + 1
*
[ 10/7 ] 
f(z) = -1/125*z^3 + 31/98*z + 1
*
[ 11/10 ] 
f(z) = -10/121*z^3 + 21/110*z + 1
*
-18/7 | 0.17641973549197415302159812179403561436 | 0.026200684041426507299814830971802823299
f(z) = -7/120*z^3 + 23/105*z + 1
*
-30/7 | 0.080325407143563619436148603599310689435 | 0.011929394447840545518330570082198214625
f(z) = -7/120*z^3 + 32/105*z + 1
*
-3 | 0.11080664885621376492896910250818871356 | 0.023145031847474941396131991397128796769
f(z) = -13/120*z^3 + 37/120*z + 1
*
[ 15/14 ] 
f(z) = -12/125*z^3 + 26/147*z + 1
*
-34/9 | 0.10001716692653684535409888845250824892 | 0.014067350571273697324075794351222149224
f(z) = -9/136*z^3 + 32/153*z + 1
*
[ 10/9 ] 
f(z) = -13/125*z^3 + 37/162*z + 1
*
-10/11 | 0.17232789568643028965025375168455349195 | 0.023983105615990275022187664552413395758
f(z) = -11/120*z^3 + 29/165*z + 1
*
[ 10/9 ] 
f(z) = -8/125*z^3 + 29/162*z + 1
*
-15/16 | 0.29105931233769805615913008217006589278 | 0.028858300725565757994050773093392006896
f(z) = -12/125*z^3 + 29/192*z + 1
*
15/2 | 0.11654075098598732846298637885457730479 | 0.013854382924405948233770333293810831735
f(z) = -1/125*z^3 + 37/180*z + 1
*
[ 11/10 ] 
f(z) = -5/121*z^3 + 31/220*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = -20/121*z^3 + 39/242*z + 1
*
-2 | 0.071623344236706200120607811606547368754 | 0.013009814898382197542548981957887327153
f(z) = -20/123*z^3 + 37/246*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = -20/127*z^3 + 33/254*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.013056877223520646413563004903121189673
f(z) = -20/129*z^3 + 31/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = -19/121*z^3 + 31/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = -19/123*z^3 + 29/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = -19/125*z^3 + 27/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = -19/127*z^3 + 25/254*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = -19/129*z^3 + 23/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -18/121*z^3 + 23/242*z + 1
*
[ 15/14 ] 
f(z) = -8/135*z^3 + 33/245*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = -20/131*z^3 + 29/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = -20/133*z^3 + 27/266*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = -20/137*z^3 + 23/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = -20/139*z^3 + 21/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = -19/131*z^3 + 21/262*z + 1
*
[ 11/10 ] 
f(z) = -4/121*z^3 + 36/275*z + 1
*
[ 15/14 ] 
f(z) = -2/125*z^3 + 25/294*z + 1
*
[ 10/3 ] 
f(z) = -19/125*z^3 + 43/18*z + 1
*
[ 6 ] 
f(z) = -19/135*z^3 + 59/10*z + 1
*
-5 | 0.17862437685656913083109347870392803889 | 0.025268607285268504464579996413426539488
f(z) = -18/125*z^3 + 47/15*z + 1
*
5/2 | 0.24868323935762461930639921544403347697 | 0.028655222353727241631520607182835031021
f(z) = -18/125*z^3 + 47/18*z + 1
*
5/6 | 0.16884212243212121347214803586292669482 | 0.023744809159611439885786526491270069229
f(z) = -18/125*z^3 + 49/10*z + 1
*
-5 | 0.17215462221594583102934952783235585335 | 0.024010007249212505492352524047760321372
f(z) = -18/125*z^3 + 52/15*z + 1
*
-30/17 | 0.24681465274725576258850033793181077044 | 0.028371082743210999435466541884105135294
f(z) = -17/125*z^3 + 48/17*z + 1
*
-6 | 0.20957657240446346589177437106064263553 | 0.029327879643642106807124588659404277378
f(z) = -17/135*z^3 + 47/10*z + 1
*
[ -6 ] 
f(z) = -17/135*z^3 + 57/10*z + 1
*
[ 11/2 ] 
f(z) = -16/121*z^3 + 53/11*z + 1
*
[ -11/2 ] 
f(z) = -16/121*z^3 + 57/11*z + 1
*
5/6 | 0.19355582726204081404745179962493516413 | 0.022533967646438118473958907390104609216
f(z) = -16/125*z^3 + 43/18*z + 1
*
[ -15/4 ] 
f(z) = -16/125*z^3 + 46/15*z + 1
*
[ -10/3 ] 
f(z) = -16/125*z^3 + 49/18*z + 1
*
6 | 0.18926040700685074824859900634369516782 | 0.027000908182669703735506035509741117083
f(z) = -16/135*z^3 + 41/10*z + 1
*
[ -15/4 ] 
f(z) = -16/135*z^3 + 44/15*z + 1
*
[ 6 ] 
f(z) = -16/135*z^3 + 51/10*z + 1
*
-5/2 | 0.19492250559208912233941280334156169756 | 0.028117413739099054193470456184393354810
f(z) = -14/125*z^3 + 41/10*z + 1
*
[ -5/6 ] 
f(z) = -14/125*z^3 + 41/18*z + 1
*
[ 15/2 ] 
f(z) = -14/125*z^3 + 43/6*z + 1
*
5/14 | 0.24699290095394124414826198907429674639 | 0.028603773126735675139032284241815590571
f(z) = -14/125*z^3 + 45/14*z + 1
*
-6 | 0.10949203945800146417994081414040026223 | 0.018532583344528319089161828183146589088
f(z) = -13/120*z^3 + 46/15*z + 1
*
6 | 0.12259108893226791379898310523619573757 | 0.020081120566268925967041711037462896744
f(z) = -13/120*z^3 + 56/15*z + 1
*
[ -5/13 ] 
f(z) = -13/125*z^3 + 47/13*z + 1
*
[ 8 ] 
f(z) = -13/128*z^3 + 59/8*z + 1
*
[ 6 ] 
f(z) = -13/135*z^3 + 43/10*z + 1
*
[ 11/2 ] 
f(z) = -12/121*z^3 + 42/11*z + 1
*
[ -11/2 ] 
f(z) = -12/121*z^3 + 46/11*z + 1
*
[ -5/12 ] 
f(z) = -12/125*z^3 + 41/12*z + 1
*
5/3 | 0.21912955382971678904737385119868000391 | 0.024905031834042631298059510744481334999
f(z) = -12/125*z^3 + 53/12*z + 1
*
20/3 | 0.090683806176287945180588589852212179824 | 0.012457732409673015662047357428986986957
f(z) = -12/125*z^3 + 58/15*z + 1
*
-6 | 0.13381895407574232730998758575047468886 | 0.022189676346986972358721233810035974470
f(z) = -11/120*z^3 + 52/15*z + 1
*
[ -10/3 ] 
f(z) = -11/125*z^3 + 41/18*z + 1
*
[ 8 ] 
f(z) = -11/128*z^3 + 51/8*z + 1
*
[ -8 ] 
f(z) = -11/128*z^3 + 53/8*z + 1
*
[ -6 ] 
f(z) = -11/135*z^3 + 41/10*z + 1
*
-20/9 | 0.19355682776061333583030930857473212562 | 0.021906356088874329630178132238971322764
f(z) = -9/125*z^3 + 55/18*z + 1
*
[ 15/2 ] 
f(z) = -9/125*z^3 + 59/12*z + 1
*
[ -8 ] 
f(z) = -9/128*z^3 + 45/8*z + 1
*
[ 16/3 ] 
f(z) = -9/128*z^3 + 45/16*z + 1
*
[ -16/3 ] 
f(z) = -9/128*z^3 + 51/16*z + 1
*
28/3 | 0.19628785110160138604447103079889649475 | 0.028951343950624216450151217412013976405
f(z) = -9/128*z^3 + 55/8*z + 1
*
[ -2/3 ] 
f(z) = -9/136*z^3 + 43/17*z + 1
*
-5/2 | 0.12371687266433721366532747703949152548 | 0.017724287488823561666323857655255524551
f(z) = -8/125*z^3 + 43/10*z + 1
*
[ 15 ] 
f(z) = -8/125*z^3 + 46/3*z + 1
*
3/2 | 0.092828286175175981323601385932596583212 | 0.015097790491464434416987823757055479821
f(z) = -8/135*z^3 + 52/15*z + 1
*
39/4 | 0.20189184644646351795918712653026170654 | 0.027785338324101059977990109326396811559
f(z) = -8/135*z^3 + 53/10*z + 1
*
-15/2 | 0.16103850364345541467077463796795572888 | 0.025734589027274431662406485621007735851
f(z) = -8/135*z^3 + 58/15*z + 1
*
[ 6 ] 
f(z) = -7/120*z^3 + 44/15*z + 1
*
[ -6 ] 
f(z) = -7/120*z^3 + 49/15*z + 1
*
[ -15 ] 
f(z) = -7/125*z^3 + 41/3*z + 1
*
45/4 | 0.15128689064034015208343475995592063969 | 0.017432455446941836284725567348536775837
f(z) = -6/125*z^3 + 47/8*z + 1
*
-5/3 | 0.16253678912775264154338794627378161699 | 0.022436731698123017863921155260028229139
f(z) = -6/125*z^3 + 56/15*z + 1
*
[ 10 ] 
f(z) = -6/125*z^3 + 57/10*z + 1
*
[ -10 ] 
f(z) = -6/125*z^3 + 59/10*z + 1
*
-12 | 0.13688050679361313754484714790920657585 | 0.020949637367972981264596505417265259041
f(z) = -5/128*z^3 + 43/8*z + 1
*
[ 11 ] 
f(z) = -4/121*z^3 + 54/11*z + 1
*
[ -11 ] 
f(z) = -4/121*z^3 + 56/11*z + 1
*
35/3 | 0.16885559032439208333170044974375559109 | 0.019767952206196625754539837842191788359
f(z) = -4/125*z^3 + 41/9*z + 1
*
[ 10 ] 
f(z) = -4/125*z^3 + 41/10*z + 1
*
[ -10 ] 
f(z) = -4/125*z^3 + 43/10*z + 1
*
[ -15/2 ] 
f(z) = -4/125*z^3 + 44/15*z + 1
*
35/8 | 0.19210189687653625548774203798911470229 | 0.022246951447793564639970564692357058877
f(z) = -4/125*z^3 + 45/16*z + 1
*
35/2 | 0.21096058844990761361491243872946250274 | 0.029754344464281890181227125254938230951
f(z) = -4/125*z^3 + 48/5*z + 1
*
[ 20 ] 
f(z) = -4/125*z^3 + 55/4*z + 1
*
3 | 0.063911775324794867226994819723913173257 | 0.010185529763269820753325063692304584370
f(z) = -4/135*z^3 + 59/15*z + 1
*
[ 11 ] 
f(z) = -3/121*z^3 + 43/11*z + 1
*
[ -11 ] 
f(z) = -3/121*z^3 + 45/11*z + 1
*
-35/6 | 0.20454398522986736305978515630534182301 | 0.023945998567895289751556478199765290326
f(z) = -3/125*z^3 + 41/12*z + 1
*
5 | 0.15177336620000194431131445166727142733 | 0.021535721223930773372875931555922477446
f(z) = -3/125*z^3 + 46/15*z + 1
*
-10 | 0.25351580381767504978129333544401027029 | 0.029212068120652141453598751996240989034
f(z) = -3/125*z^3 + 47/12*z + 1
*
-5/3 | 0.20734015277849361049746820957400145793 | 0.023722215617257940305002726956812978265
f(z) = -3/125*z^3 + 50/3*z + 1
*
-85/6 | 0.15709195455247145065831333710402402971 | 0.017854187445850175477417191883731278475
f(z) = -3/125*z^3 + 53/12*z + 1
*
-5 | 0.10213074102435344858446966326327059752 | 0.014732276768861051959420715542428452688
f(z) = -2/125*z^3 + 41/10*z + 1
*
15 | 0.12210070794448116919713626261697583910 | 0.017492747784439489594286152231547398246
f(z) = -2/125*z^3 + 43/15*z + 1
*
15 | 0.10416767731705738177983489303052387946 | 0.014735794611375258861972478950802202400
f(z) = -2/125*z^3 + 47/10*z + 1
*
5/3 | 0.092427810882463250045884414854842513910 | 0.010504824804085598104293404673224065522
f(z) = -2/125*z^3 + 53/18*z + 1
*
6 | 0.090838421822933878681231389703588236175 | 0.015245375498191237081349900121855217547
f(z) = -2/135*z^3 + 43/15*z + 1
*
-3/2 | 0.11921468599126073261126485706505684406 | 0.016682751904915773797295218189048367717
f(z) = -2/135*z^3 + 47/10*z + 1
*
-39/2 | 0.14609627966593858954669531761581922295 | 0.020106480919659230275201128026496195962
f(z) = -2/135*z^3 + 53/10*z + 1
*
22 | 0.14917242963620212510206853348695641520 | 0.024657686283218668410895552142401938095
f(z) = -1/120*z^3 + 53/15*z + 1
*
[ 15 ] 
f(z) = -1/125*z^3 + 41/15*z + 1
*
[ -15 ] 
f(z) = -1/125*z^3 + 43/15*z + 1
*
15 | 0.13200283400283996802293317035698549582 | 0.018730402474620313500858971211062171456
f(z) = -1/125*z^3 + 46/15*z + 1
*
[ 30 ] 
f(z) = -1/125*z^3 + 49/6*z + 1
*
30 | 0.20985997855208408873315678166515761189 | 0.023703174719874494491016308661971967725
f(z) = -1/125*z^3 + 56/9*z + 1
*
-28 | 0.19672897912586927828160233662652143265 | 0.029705090087074300198866551523084699655
f(z) = -1/128*z^3 + 47/8*z + 1
*
[ 16 ] 
f(z) = -1/128*z^3 + 47/16*z + 1
*
[ -16 ] 
f(z) = -1/128*z^3 + 49/16*z + 1
*
-4 | 0.19484662492012497078653067968554137840 | 0.029062437761749603048577400942451762587
f(z) = -1/128*z^3 + 51/8*z + 1
*
6 | 0.12587574176610768000290526350349976844 | 0.017958110730096279176454924406211234035
f(z) = -1/135*z^3 + 41/10*z + 1
*
[ -15 ] 
f(z) = -1/135*z^3 + 41/15*z + 1
*
3 | 0.15674443454341344850648604769412005289 | 0.025189636541328399352496605605813763571
f(z) = -1/135*z^3 + 56/15*z + 1
*
[ -5/2 ] 
f(z) = -19/125*z^3 + 47/20*z + 1
*
[ -11/6 ] 
f(z) = -18/121*z^3 + 45/22*z + 1
*
-5/2 | 0.21148190157103815033042739183641368729 | 0.029741378047026388704306362930960780125
f(z) = -18/125*z^3 + 49/30*z + 1
*
-65/24 | 0.12792139405522476022322174748246467820 | 0.014538825710730933117156671902363432606
f(z) = -18/125*z^3 + 53/32*z + 1
*
5/2 | 0.16396758328044639558018525622479124138 | 0.023059287085911464927027595429406119541
f(z) = -17/125*z^3 + 49/20*z + 1
*
5/6 | 0.17079320968564706630966515598655388280 | 0.019994789628952398740268819332050530744
f(z) = -16/125*z^3 + 41/36*z + 1
*
5/2 | 0.18383711257691563125199157019859826771 | 0.026337408667522354348325756618790668428
f(z) = -16/125*z^3 + 43/20*z + 1
*
21/8 | 0.20132132269340388765325200765267127309 | 0.028527740922361849220998008394810162591
f(z) = -16/135*z^3 + 43/20*z + 1
*
3/8 | 0.18420721927101522705746855813089267496 | 0.025777724553315900554664693264820220562
f(z) = -16/135*z^3 + 47/20*z + 1
*
-4 | 0.18310437365272821072743948240435919293 | 0.028024225789127990030993272472042452669
f(z) = -15/128*z^3 + 43/24*z + 1
*
[ -8/3 ] 
f(z) = -15/128*z^3 + 53/24*z + 1
*
[ -5/2 ] 
f(z) = -13/125*z^3 + 41/20*z + 1
*
-5 | 0.089414521636157459539646990288589015789 | 0.012648779929059918842653226316436046063
f(z) = -12/125*z^3 + 47/20*z + 1
*
[ 10/3 ] 
f(z) = -12/125*z^3 + 53/30*z + 1
*
[ -2 ] 
f(z) = -11/128*z^3 + 59/32*z + 1
*
-4 | 0.18624832657052564250847466720048216793 | 0.027946713054645750859344251062409001201
f(z) = -9/128*z^3 + 49/24*z + 1
*
[ -2 ] 
f(z) = -9/128*z^3 + 57/32*z + 1
*
[ -11/4 ] 
f(z) = -8/121*z^3 + 41/22*z + 1
*
[ 15/4 ] 
f(z) = -8/125*z^3 + 49/30*z + 1
*
[ 15/4 ] 
f(z) = -8/135*z^3 + 47/30*z + 1
*
-6 | 0.20493928311750706884504810693627693424 | 0.028354849600898751080637104155796593509
f(z) = -8/135*z^3 + 51/20*z + 1
*
3/2 | 0.070969825402330249529839552995221892057 | 0.011310361279372229106009903455416754439
f(z) = -8/135*z^3 + 59/30*z + 1
*
65/14 | 0.20322425181574886952620155258416795317 | 0.023535009995579891289192782152471733110
f(z) = -7/125*z^3 + 45/28*z + 1
*
-15/2 | 0.089414757532625594033736387160393309469 | 0.012254618021061015592433800651983655920
f(z) = -7/125*z^3 + 59/20*z + 1
*
[ -2 ] 
f(z) = -7/128*z^3 + 55/32*z + 1
*
6/7 | 0.11804195493698829787371782698183830330 | 0.016470117357304158240855854238077174848
f(z) = -7/135*z^3 + 48/35*z + 1
*
[ 11/3 ] 
f(z) = -6/121*z^3 + 46/33*z + 1
*
[ 11/2 ] 
f(z) = -6/121*z^3 + 51/22*z + 1
*
[ -11/2 ] 
f(z) = -6/121*z^3 + 59/22*z + 1
*
-65/12 | 0.11936402145571926257609542499532669588 | 0.013566242901695219536041478749122646375
f(z) = -6/125*z^3 + 53/24*z + 1
*
[ -2 ] 
f(z) = -5/128*z^3 + 53/32*z + 1
*
[ -11/3 ] 
f(z) = -3/121*z^3 + 53/33*z + 1
*
[ -10/3 ] 
f(z) = -3/125*z^3 + 47/30*z + 1
*
-20/3 | 0.16643060436942038935747139587732016610 | 0.022809920194855844802244520715865802000
f(z) = -3/125*z^3 + 59/30*z + 1
*
[ -2 ] 
f(z) = -3/128*z^3 + 51/32*z + 1
*
-8 | 0.20449601629606612698222990833737885485 | 0.029852883193118477218181515816170894291
f(z) = -3/128*z^3 + 59/24*z + 1
*
-10 | 0.19254285929552119168047645502123749369 | 0.027077919793717853796145616084262846360
f(z) = -2/125*z^3 + 49/20*z + 1
*
[ 15/2 ] 
f(z) = -2/125*z^3 + 53/30*z + 1
*
[ 6 ] 
f(z) = -2/135*z^3 + 41/30*z + 1
*
[ -15/2 ] 
f(z) = -2/135*z^3 + 59/30*z + 1
*
[ 12 ] 
f(z) = -1/128*z^3 + 49/24*z + 1
*
[ -2 ] 
f(z) = -1/128*z^3 + 49/32*z + 1
*
[ -12 ] 
f(z) = -1/128*z^3 + 53/24*z + 1
*
[ -6 ] 
f(z) = -1/135*z^3 + 43/30*z + 1
*
-15/2 | 0.18420721927101522705746855813089267496 | 0.025777724553315900554664693264820220562
f(z) = -1/135*z^3 + 47/20*z + 1
*
-10/3 | 0.089782980371008900339115544792874411308 | 0.012951122283970482146060348933315911014
f(z) = -18/125*z^3 + 41/40*z + 1
*
[ 9/4 ] 
f(z) = -16/135*z^3 + 52/45*z + 1
*
[ 11/5 ] 
f(z) = -10/121*z^3 + 52/55*z + 1
*
-35/8 | 0.15359351185374125316460071494387862517 | 0.022155739827551904293682294276689548887
f(z) = -8/125*z^3 + 41/40*z + 1
*
-45/8 | 0.11936402145571926257609542499532669588 | 0.016436962245966896379647486260892759809
f(z) = -8/125*z^3 + 57/40*z + 1
*
[ 11/5 ] 
f(z) = -5/121*z^3 + 41/55*z + 1
*
[ 3 ] 
f(z) = -5/126*z^3 + 43/42*z + 1
*
-24/5 | 0.099787214223413283162732307924987009685 | 0.014883807733262856713019920054656034518
f(z) = -5/128*z^3 + 51/40*z + 1
*
[ -15/4 ] 
f(z) = -2/135*z^3 + 59/40*z + 1
*
[ 11/2 ] 
f(z) = -1/121*z^3 + 47/44*z + 1
*
35/3 | 0.17079190540693962758117146198830862476 | 0.023462621883797669000243874352894149441
f(z) = -1/125*z^3 + 58/45*z + 1
*
[ 6 ] 
f(z) = -1/126*z^3 + 47/42*z + 1
*
[ -3 ] 
f(z) = -1/126*z^3 + 59/42*z + 1
*
[ 6 ] 
f(z) = -1/136*z^3 + 56/51*z + 1
*
[ 15/8 ] 
f(z) = -16/135*z^3 + 53/60*z + 1
*
[ 11/7 ] 
f(z) = -14/121*z^3 + 50/77*z + 1
*
[ 2 ] 
f(z) = -13/124*z^3 + 57/62*z + 1
*
[ 2 ] 
f(z) = -13/132*z^3 + 59/66*z + 1
*
[ 2 ] 
f(z) = -11/124*z^3 + 53/62*z + 1
*
[ 2 ] 
f(z) = -9/124*z^3 + 49/62*z + 1
*
4 | 0.11883716435261362724768852471577672724 | 0.024822427011342790037539863152476424173
f(z) = -7/120*z^3 + 41/60*z + 1
*
[ 2 ] 
f(z) = -7/124*z^3 + 45/62*z + 1
*
[ 2 ] 
f(z) = -7/132*z^3 + 47/66*z + 1
*
[ 11/6 ] 
f(z) = -6/121*z^3 + 41/66*z + 1
*
[ 2 ] 
f(z) = -5/124*z^3 + 41/62*z + 1
*
[ 2 ] 
f(z) = -5/132*z^3 + 43/66*z + 1
*
-20/3 | 0.14075848657090389641609242841590621914 | 0.019247127683910430632731121972634516250
f(z) = -3/125*z^3 + 43/60*z + 1
*
[ 4 ] 
f(z) = -1/120*z^3 + 53/60*z + 1
*
[ 8/3 ] 
f(z) = -1/128*z^3 + 49/72*z + 1
*
-6 | 0.088083563164733758239672191057787810207 | 0.014000253547387288074811116725703760517
f(z) = -1/135*z^3 + 41/60*z + 1
*
[ 4 ] 
f(z) = -1/136*z^3 + 59/68*z + 1
*
[ 11/9 ] 
f(z) = -18/121*z^3 + 40/99*z + 1
*
[ 10/7 ] 
f(z) = -16/125*z^3 + 55/98*z + 1
*
-2/3 | 0.16686876569035720411896328849919065528 | 0.028042142376337459415208760862234706897
f(z) = -15/128*z^3 + 53/96*z + 1
*
[ 10/7 ] 
f(z) = -11/125*z^3 + 47/98*z + 1
*
[ 11/6 ] 
f(z) = -4/121*z^3 + 56/99*z + 1
*
-2/3 | 0.16686979930677809384114448570192522273 | 0.028042316074624956155952762048008862251
f(z) = -3/128*z^3 + 49/96*z + 1
*
15/7 | 0.19894454121489572896486209767265377671 | 0.029037975667031420489283420919180301813
f(z) = -14/135*z^3 + 43/105*z + 1
*
[ 10/7 ] 
f(z) = -7/120*z^3 + 44/105*z + 1
*
-34/7 | 0.10298688152014487241116694870485276820 | 0.015015805929917480234595410907874605490
f(z) = -7/136*z^3 + 50/119*z + 1
*
[ 5/4 ] 
f(z) = -16/135*z^3 + 52/135*z + 1
*
-3/4 | 0.20016799387287842113971873003640746468 | 0.028657999079551619080417487230037731105
f(z) = -14/135*z^3 + 47/120*z + 1
*
3 | 0.099397852339960657788315203061405971248 | 0.020761989300518322904134050067324278951
f(z) = -11/120*z^3 + 59/120*z + 1
*
[ 4/3 ] 
f(z) = -9/124*z^3 + 47/124*z + 1
*
[ 3/2 ] 
f(z) = -8/123*z^3 + 59/123*z + 1
*
-55/12 | 0.11080768247263465465115029971092328101 | 0.013839944461250248247028084733939901813
f(z) = -6/125*z^3 + 49/120*z + 1
*
[ 3/2 ] 
f(z) = -4/123*z^3 + 50/123*z + 1
*
[ 3/2 ] 
f(z) = -4/129*z^3 + 52/129*z + 1
*
-3/4 | 0.19636471716198708885210703115323502810 | 0.028113484952336938567944786982844937714
f(z) = -2/135*z^3 + 41/120*z + 1
*
145/36 | 0.19355580010282936855862958724057388765 | 0.019754367275941805141888722975710445008
f(z) = -9/125*z^3 + 53/144*z + 1
*
30/11 | 0.16349587798533187867496288423259215094 | 0.022386973990513019671998216728368312352
f(z) = -11/135*z^3 + 56/165*z + 1
*
[ 11/8 ] 
f(z) = -4/121*z^3 + 59/176*z + 1
*
[ 9/8 ] 
f(z) = -16/135*z^3 + 47/180*z + 1
*
[ 15/13 ] 
f(z) = -13/125*z^3 + 53/195*z + 1
*
[ 15/14 ] 
f(z) = -14/125*z^3 + 41/210*z + 1
*
[ 6/5 ] 
f(z) = -5/126*z^3 + 47/210*z + 1
*
[ 4/3 ] 
f(z) = -3/136*z^3 + 59/204*z + 1
*
[ 11/10 ] 
f(z) = -15/121*z^3 + 53/220*z + 1
*
75/22 | 0.22263195929693226837638060848938632212 | 0.025620906966411260952024326971265567401
f(z) = -11/135*z^3 + 47/220*z + 1
*
-15/16 | 0.21870896783847366604182576209187309305 | 0.028485654612009498563406694956201027038
f(z) = -16/135*z^3 + 41/240*z + 1
*
[ 16/15 ] 
f(z) = -15/128*z^3 + 47/240*z + 1
*
10/3 | 0.15816602839482002803279379993991888820 | 0.018181017329427547362452139611430740117
f(z) = -12/125*z^3 + 49/240*z + 1
*
[ 6/5 ] 
f(z) = -5/136*z^3 + 56/255*z + 1
*
[ 6/5 ] 
f(z) = -2/135*z^3 + 47/250*z + 1
*
[ 11/10 ] 
f(z) = -12/121*z^3 + 58/275*z + 1
*
[ 10/9 ] 
f(z) = -12/125*z^3 + 59/270*z + 1
*
[ 12/11 ] 
f(z) = -11/128*z^3 + 49/264*z + 1
*
[ 11/10 ] 
f(z) = -8/121*z^3 + 47/275*z + 1
*
[ 10/9 ] 
f(z) = -6/125*z^3 + 43/270*z + 1
*
-32/9 | 0.098894488744751014935939515636944910714 | 0.014029069876431477719238582035451943319
f(z) = -9/128*z^3 + 49/288*z + 1
*
[ 11/2 ] 
f(z) = -20/121*z^3 + 64/11*z + 1
*
[ -11/2 ] 
f(z) = -20/121*z^3 + 68/11*z + 1
*
-6 | 0.14022781821145159267868062166577086513 | 0.022014128412588077477204047408476163927
f(z) = -19/120*z^3 + 73/15*z + 1
*
-6 | 0.092727884240037559848198572833843223852 | 0.014864228749469783659777742569795696596
f(z) = -17/120*z^3 + 64/15*z + 1
*
6 | 0.18136198807479078618111757237301239728 | 0.028411028365459872987035103273709600804
f(z) = -17/120*z^3 + 74/15*z + 1
*
-6 | 0.14713598740258311227193805683280698933 | 0.022815709560180503845549547006589246932
f(z) = -17/120*z^3 + 79/15*z + 1
*
[ -5/17 ] 
f(z) = -17/125*z^3 + 75/17*z + 1
*
[ 8 ] 
f(z) = -17/128*z^3 + 75/8*z + 1
*
[ -8 ] 
f(z) = -17/128*z^3 + 77/8*z + 1
*
5 | 0.27171720038873506202990894057238011819 | 0.029982851504994963845731969366047523126
f(z) = -16/125*z^3 + 69/16*z + 1
*
-3/2 | 0.19279574228783597507823278320784382727 | 0.029654999555159143597037118148426342346
f(z) = -16/135*z^3 + 74/15*z + 1
*
[ 8 ] 
f(z) = -15/128*z^3 + 67/8*z + 1
*
[ -8 ] 
f(z) = -15/128*z^3 + 69/8*z + 1
*
-5 | 0.19953712321118972195224984266694662132 | 0.022321617143178835123716288608774508707
f(z) = -14/125*z^3 + 61/14*z + 1
*
[ 15/2 ] 
f(z) = -14/135*z^3 + 67/10*z + 1
*
[ 6 ] 
f(z) = -13/120*z^3 + 71/15*z + 1
*
[ -6 ] 
f(z) = -13/120*z^3 + 76/15*z + 1
*
[ 15 ] 
f(z) = -13/125*z^3 + 73/3*z + 1
*
[ -8 ] 
f(z) = -13/128*z^3 + 61/8*z + 1
*
[ -20/3 ] 
f(z) = -12/125*z^3 + 65/12*z + 1
*
[ -15 ] 
f(z) = -12/125*z^3 + 68/3*z + 1
*
[ 6 ] 
f(z) = -11/120*z^3 + 62/15*z + 1
*
[ -6 ] 
f(z) = -11/120*z^3 + 67/15*z + 1
*
[ -15/2 ] 
f(z) = -11/125*z^3 + 73/12*z + 1
*
[ 35/3 ] 
f(z) = -9/125*z^3 + 75/7*z + 1
*
4/3 | 0.17236336415131963177269284169816866019 | 0.024703513548019613584835390074293492866
f(z) = -9/128*z^3 + 67/8*z + 1
*
-4/3 | 0.082141456444755511222889007999447105936 | 0.011501125146244103306977604794875279670
f(z) = -9/128*z^3 + 79/8*z + 1
*
[ 15/2 ] 
f(z) = -8/125*z^3 + 67/15*z + 1
*
[ -15/2 ] 
f(z) = -8/125*z^3 + 71/15*z + 1
*
-5/3 | 0.20535410865800520904952663566825595065 | 0.022388949063424707894710328227995147489
f(z) = -8/125*z^3 + 77/18*z + 1
*
45/4 | 0.15545248316645498695679201112424933488 | 0.020485747548007197203607912080898515551
f(z) = -8/125*z^3 + 79/10*z + 1
*
[ -15/2 ] 
f(z) = -8/135*z^3 + 67/15*z + 1
*
[ -15 ] 
f(z) = -8/135*z^3 + 72/5*z + 1
*
-21/2 | 0.20937195835696910681760719014694241724 | 0.027405989766004133515406662555223130900
f(z) = -8/135*z^3 + 77/10*z + 1
*
-10 | 0.13280733804586817078778060365305604372 | 0.020804762279107649897308760668239524665
f(z) = -7/120*z^3 + 74/15*z + 1
*
[ -10 ] 
f(z) = -7/125*z^3 + 67/10*z + 1
*
[ 15 ] 
f(z) = -7/135*z^3 + 63/5*z + 1
*
[ 11 ] 
f(z) = -6/121*z^3 + 76/11*z + 1
*
[ -11 ] 
f(z) = -6/121*z^3 + 78/11*z + 1
*
[ 11 ] 
f(z) = -5/121*z^3 + 65/11*z + 1
*
[ -11 ] 
f(z) = -5/121*z^3 + 67/11*z + 1
*
[ -35/2 ] 
f(z) = -4/125*z^3 + 76/7*z + 1
*
3/2 | 0.22591026233120254272719742445682421713 | 0.029570790597126608925622392957719103443
f(z) = -4/135*z^3 + 77/5*z + 1
*
-10/3 | 0.12162447115888643071004834625071348590 | 0.016593263933790742464684016936113182192
f(z) = -3/125*z^3 + 61/15*z + 1
*
-15/4 | 0.24278620619272784067630818632225689950 | 0.026396227367186721492386668502698042100
f(z) = -3/125*z^3 + 79/16*z + 1
*
-20 | 0.17557414920929533798990942969335489052 | 0.024671785409050185883611992626226918564
f(z) = -3/128*z^3 + 77/8*z + 1
*
20 | 0.20199741994213094070533326626731098927 | 0.027558570007394822702464761743475368031
f(z) = -2/125*z^3 + 61/10*z + 1
*
[ 15 ] 
f(z) = -2/125*z^3 + 68/15*z + 1
*
[ 15 ] 
f(z) = -2/135*z^3 + 64/15*z + 1
*
-3 | 0.17686456738213190272315446089593543539 | 0.027626812710503243862714288746206586278
f(z) = -2/135*z^3 + 67/15*z + 1
*
-24 | 0.15191765956183354995692300711810208173 | 0.019885441469331924518373187267039437434
f(z) = -2/135*z^3 + 77/10*z + 1
*
6 | 0.14974640627977306631575184527970829994 | 0.024127056213874583988775329544566005103
f(z) = -1/120*z^3 + 62/15*z + 1
*
2 | 0.16312099342341723581718141597451392880 | 0.025896540364226215106563306264398065424
f(z) = -1/120*z^3 + 68/15*z + 1
*
-26 | 0.17210025920022466725261970396139609358 | 0.026793343020637939131336842158561064281
f(z) = -1/120*z^3 + 77/15*z + 1
*
4 | 0.11812696701999127622522262266063128478 | 0.016790683305547446269681978573609996903
f(z) = -1/128*z^3 + 71/8*z + 1
*
-4 | 0.075733102950562299335557797780915548406 | 0.010681563078190876491355228765406266383
f(z) = -1/128*z^3 + 75/8*z + 1
*
[ -30 ] 
f(z) = -1/135*z^3 + 77/10*z + 1
*
[ -2 ] 
f(z) = -19/128*z^3 + 67/32*z + 1
*
3/2 | 0.13980861937048468614990193419896909932 | 0.018429100803598520730565036632347112241
f(z) = -19/135*z^3 + 73/20*z + 1
*
[ -15/4 ] 
f(z) = -18/125*z^3 + 79/24*z + 1
*
[ -2 ] 
f(z) = -17/128*z^3 + 65/32*z + 1
*
-5/2 | 0.089539506400779575176915444963695778688 | 0.012013916368321980504919218809268767937
f(z) = -16/125*z^3 + 69/20*z + 1
*
-15/8 | 0.14630309825225725722472623319762006620 | 0.019482829447547801162420095588856668048
f(z) = -16/125*z^3 + 73/20*z + 1
*
39/8 | 0.15890736646617479618433725725351073907 | 0.021361469726354428473506434323201931880
f(z) = -16/135*z^3 + 63/20*z + 1
*
[ 11/3 ] 
f(z) = -15/121*z^3 + 79/33*z + 1
*
[ -2 ] 
f(z) = -15/128*z^3 + 63/32*z + 1
*
-4/3 | 0.19254212548026897933164016267330985303 | 0.027368127138734122726832796088528696501
f(z) = -15/128*z^3 + 71/24*z + 1
*
40/7 | 0.24097358867192594863079231283683773801 | 0.026426097453700247223561056146626410795
f(z) = -14/125*z^3 + 73/28*z + 1
*
[ -15/7 ] 
f(z) = -14/135*z^3 + 68/35*z + 1
*
[ -2 ] 
f(z) = -13/128*z^3 + 61/32*z + 1
*
[ -11/6 ] 
f(z) = -12/121*z^3 + 62/33*z + 1
*
[ 11/3 ] 
f(z) = -12/121*z^3 + 68/33*z + 1
*
-5/4 | 0.17234900288946926553631258733230940192 | 0.022712394755147391113860319347479137516
f(z) = -12/125*z^3 + 79/20*z + 1
*
30/11 | 0.25588671744646907067103135183664530456 | 0.028191263915388312108603853412959324836
f(z) = -11/125*z^3 + 70/33*z + 1
*
-6 | 0.16010402027367216859885160847890466362 | 0.021345695738603488596860705266938633710
f(z) = -11/135*z^3 + 67/20*z + 1
*
[ 11/2 ] 
f(z) = -10/121*z^3 + 73/22*z + 1
*
[ -20/9 ] 
f(z) = -9/125*z^3 + 65/36*z + 1
*
-115/18 | 0.27057215349837884738276648962481572855 | 0.029499415435339459468907104779130603468
f(z) = -9/125*z^3 + 77/36*z + 1
*
15/4 | 0.13010321352154854356040922613844882028 | 0.017145185030804675857438731190563549264
f(z) = -8/125*z^3 + 79/30*z + 1
*
-15/7 | 0.19751933674941187109478400425940929829 | 0.026351575140016574393312947396215081372
f(z) = -7/125*z^3 + 72/35*z + 1
*
-3 | 0.22491824494071960553443982802487615231 | 0.029927868617392173516902828530744621599
f(z) = -7/135*z^3 + 68/35*z + 1
*
3/2 | 0.14938225975060160180406332754199802951 | 0.019838430702390133765462491352681645270
f(z) = -7/135*z^3 + 69/20*z + 1
*
[ -11/3 ] 
f(z) = -6/121*z^3 + 64/33*z + 1
*
-20/3 | 0.089414250973870910533334493493078325206 | 0.012198813706769750156431455783703608205
f(z) = -6/125*z^3 + 61/30*z + 1
*
[ -5/9 ] 
f(z) = -6/125*z^3 + 76/27*z + 1
*
-10/3 | 0.27157013231492434287677714204108473102 | 0.029608221132172265240824710053846152413
f(z) = -6/125*z^3 + 77/24*z + 1
*
45/4 | 0.092874429586524252538981732636317854178 | 0.012280621985328490290490240777837990544
f(z) = -4/125*z^3 + 77/20*z + 1
*
65/12 | 0.27057272427492400529442868854146140293 | 0.029499477664856461342911287836829525552
f(z) = -4/125*z^3 + 77/36*z + 1
*
-21/4 | 0.18313129727789139744029365852153566952 | 0.024617824520944365241879998895609287645
f(z) = -4/135*z^3 + 63/20*z + 1
*
[ -6 ] 
f(z) = -4/135*z^3 + 67/30*z + 1
*
3 | 0.14136288282300001954318979496311552014 | 0.021789421682719294968582637366141629876
f(z) = -4/135*z^3 + 73/30*z + 1
*
10 | 0.18990711000046275425876389783948000637 | 0.025909085310837715888387507226770381189
f(z) = -3/125*z^3 + 61/20*z + 1
*
10 | 0.19166093493154429555881182355352906542 | 0.025257348405418773040650424028478283549
f(z) = -3/125*z^3 + 79/30*z + 1
*
[ -15/2 ] 
f(z) = -2/125*z^3 + 61/30*z + 1
*
[ -20/3 ] 
f(z) = -2/125*z^3 + 67/36*z + 1
*
-15/2 | 0.21148124943168443096618054483729105827 | 0.028267015291713741859063731920295348613
f(z) = -2/125*z^3 + 71/30*z + 1
*
[ 12 ] 
f(z) = -2/135*z^3 + 61/20*z + 1
*
-10 | 0.15464754560433660714133213943477568823 | 0.021006156474181424454207902877977304577
f(z) = -1/125*z^3 + 63/20*z + 1
*
-15/2 | 0.24445060592606768669682884057971514007 | 0.026651486061653165594673330689830286640
f(z) = -1/125*z^3 + 77/36*z + 1
*
-15/2 | 0.18365951637118383792379352117431662936 | 0.024688831525976134359754034593156445756
f(z) = -1/135*z^3 + 63/20*z + 1
*
3/2 | 0.11384131190812675634056367636579071045 | 0.015177770066739102711546686398093285383
f(z) = -1/135*z^3 + 67/20*z + 1
*
[ 11/5 ] 
f(z) = -20/121*z^3 + 74/55*z + 1
*
[ 3 ] 
f(z) = -17/126*z^3 + 79/42*z + 1
*
15/4 | 0.11653944670727988973449268485633204676 | 0.015796049743142460886670982003965736552
f(z) = -16/125*z^3 + 64/45*z + 1
*
[ 11/5 ] 
f(z) = -15/121*z^3 + 63/55*z + 1
*
4 | 0.15359351185374125316460071494387862517 | 0.021746066046937705306345519038695694427
f(z) = -15/128*z^3 + 73/40*z + 1
*
[ -8/5 ] 
f(z) = -15/128*z^3 + 77/40*z + 1
*
[ -5/4 ] 
f(z) = -14/125*z^3 + 79/40*z + 1
*
[ 3 ] 
f(z) = -13/126*z^3 + 67/42*z + 1
*
[ 11/4 ] 
f(z) = -12/121*z^3 + 61/44*z + 1
*
[ 3 ] 
f(z) = -11/126*z^3 + 61/42*z + 1
*
[ -11/6 ] 
f(z) = -9/121*z^3 + 79/44*z + 1
*
-3/8 | 0.19414625830987881148373722675284938838 | 0.025884340390623350463938144158631473433
f(z) = -8/135*z^3 + 67/40*z + 1
*
[ 15/4 ] 
f(z) = -7/125*z^3 + 73/48*z + 1
*
[ -5/3 ] 
f(z) = -7/125*z^3 + 79/45*z + 1
*
-44/7 | 0.17228641388825308263707812662260040795 | 0.024122869168494259913170008857601827610
f(z) = -7/128*z^3 + 79/56*z + 1
*
-6 | 0.13408047525713944621745528532041054515 | 0.025282437570841225188177667073672842673
f(z) = -5/126*z^3 + 67/42*z + 1
*
[ -3 ] 
f(z) = -5/126*z^3 + 71/42*z + 1
*
[ -8/5 ] 
f(z) = -5/128*z^3 + 69/40*z + 1
*
8 | 0.11965681808062439889854415154506340030 | 0.017008137840373515520957465417575681574
f(z) = -5/128*z^3 + 71/40*z + 1
*
8/5 | 0.093164390376241650785320646795848039471 | 0.013044513200363478455039952189528506773
f(z) = -5/128*z^3 + 79/40*z + 1
*
[ -11/4 ] 
f(z) = -4/121*z^3 + 71/44*z + 1
*
[ -5/3 ] 
f(z) = -4/125*z^3 + 76/45*z + 1
*
[ -15/8 ] 
f(z) = -4/125*z^3 + 79/48*z + 1
*
[ 9/2 ] 
f(z) = -4/135*z^3 + 62/45*z + 1
*
[ 11/2 ] 
f(z) = -3/121*z^3 + 69/44*z + 1
*
[ -15/4 ] 
f(z) = -3/125*z^3 + 77/48*z + 1
*
[ 16/3 ] 
f(z) = -3/128*z^3 + 71/48*z + 1
*
[ -5/3 ] 
f(z) = -2/125*z^3 + 74/45*z + 1
*
[ -11/2 ] 
f(z) = -1/121*z^3 + 63/44*z + 1
*
[ 9 ] 
f(z) = -1/135*z^3 + 67/45*z + 1
*
[ -9 ] 
f(z) = -1/135*z^3 + 77/45*z + 1
*
[ -6 ] 
f(z) = -1/136*z^3 + 73/51*z + 1
*
[ 2 ] 
f(z) = -19/124*z^3 + 69/62*z + 1
*
[ 2 ] 
f(z) = -19/132*z^3 + 71/66*z + 1
*
[ 2 ] 
f(z) = -17/124*z^3 + 65/62*z + 1
*
[ 2 ] 
f(z) = -17/132*z^3 + 67/66*z + 1
*
-15/8 | 0.15187374213875852248723870797530714447 | 0.020014136006398154451836290417344989047
f(z) = -16/125*z^3 + 79/60*z + 1
*
[ 2 ] 
f(z) = -15/124*z^3 + 61/62*z + 1
*
-10/3 | 0.15403422101178614032741843301445381412 | 0.020749350149914048190986941996364607872
f(z) = -12/125*z^3 + 67/60*z + 1
*
4 | 0.12546036563835066582629247258913552411 | 0.025174612516937373748463116671092481820
f(z) = -11/120*z^3 + 73/60*z + 1
*
-4 | 0.12546036563835066582629247258913552411 | 0.025315727159187127626026817267276954984
f(z) = -7/120*z^3 + 71/60*z + 1
*
-40/7 | 0.18512398700819851178691223859927751376 | 0.024395900185587255280908356958054173409
f(z) = -7/125*z^3 + 79/70*z + 1
*
[ 8/3 ] 
f(z) = -7/128*z^3 + 73/72*z + 1
*
6 | 0.20037282789900126003267397562452319318 | 0.026559385911060337700662459124015522613
f(z) = -7/135*z^3 + 69/70*z + 1
*
[ 8/3 ] 
f(z) = -5/128*z^3 + 65/72*z + 1
*
[ 15/4 ] 
f(z) = -4/125*z^3 + 71/60*z + 1
*
35/6 | 0.10652899617288190582758713846735428985 | 0.014186208552303906413683793318944067561
f(z) = -3/125*z^3 + 73/60*z + 1
*
[ 4 ] 
f(z) = -3/136*z^3 + 75/68*z + 1
*
-21/2 | 0.21731779142065448275012345145221474369 | 0.028751380569554443929166658688418800490
f(z) = -2/135*z^3 + 71/70*z + 1
*
[ 15/2 ] 
f(z) = -1/125*z^3 + 79/60*z + 1
*
-44/3 | 0.14555898254578083912346558435149973443 | 0.020648846697085682712037204148500831414
f(z) = -1/128*z^3 + 67/72*z + 1
*
[ 6 ] 
f(z) = -1/132*z^3 + 73/66*z + 1
*
[ 15/2 ] 
f(z) = -1/135*z^3 + 77/60*z + 1
*
40/11 | 0.13322618613465970957825512598490217416 | 0.018376214412123558323171426075298358791
f(z) = -11/128*z^3 + 67/88*z + 1
*
[ 11/6 ] 
f(z) = -8/121*z^3 + 67/99*z + 1
*
-55/12 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = -8/125*z^3 + 67/90*z + 1
*
[ 9/4 ] 
f(z) = -8/135*z^3 + 77/90*z + 1
*
[ 15/8 ] 
f(z) = -6/125*z^3 + 61/96*z + 1
*
-34/5 | 0.094286691119462075002287732867191551024 | 0.014456508675545874316737835021204619625
f(z) = -5/136*z^3 + 72/85*z + 1
*
[ 11/4 ] 
f(z) = -2/121*z^3 + 67/88*z + 1
*
[ 10/3 ] 
f(z) = -2/125*z^3 + 79/90*z + 1
*
[ 10/3 ] 
f(z) = -1/125*z^3 + 71/90*z + 1
*
-14 | 0.19999214031653266041230888612850837189 | 0.029701500597933317787445451363456504333
f(z) = -1/120*z^3 + 74/105*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = -17/132*z^3 + 65/132*z + 1
*
[ 3/2 ] 
f(z) = -16/123*z^3 + 77/123*z + 1
*
[ 3/2 ] 
f(z) = -16/129*z^3 + 79/129*z + 1
*
3 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = -13/132*z^3 + 73/132*z + 1
*
10/3 | 0.13691293167201738343564991072586117575 | 0.028127778666097137116248753508125812736
f(z) = -9/130*z^3 + 61/130*z + 1
*
-13/3 | 0.14286579429198004017714081307904915133 | 0.029350751544985645403569676750062807445
f(z) = -9/130*z^3 + 69/130*z + 1
*
[ 5/3 ] 
f(z) = -9/130*z^3 + 77/130*z + 1
*
[ 3/2 ] 
f(z) = -8/129*z^3 + 61/129*z + 1
*
-5 | 0.089427945900299017182518280474653534597 | 0.018679498723966841263511253318280574477
f(z) = -7/120*z^3 + 79/120*z + 1
*
4 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = -7/132*z^3 + 79/132*z + 1
*
-5/2 | 0.14351657096756298494396578128366498341 | 0.029257600735926722672272300688647958539
f(z) = -4/135*z^3 + 79/135*z + 1
*
[ 11/6 ] 
f(z) = -3/121*z^3 + 71/132*z + 1
*
[ 2 ] 
f(z) = -3/122*z^3 + 73/122*z + 1
*
-20/3 | 0.17882839113296119971504713357805540256 | 0.023654297326641601013895242985494930778
f(z) = -3/128*z^3 + 71/120*z + 1
*
[ 2 ] 
f(z) = -3/130*z^3 + 77/130*z + 1
*
[ 2 ] 
f(z) = -3/134*z^3 + 79/134*z + 1
*
[ 2 ] 
f(z) = -1/122*z^3 + 65/122*z + 1
*
[ 2 ] 
f(z) = -1/130*z^3 + 69/130*z + 1
*
[ 2 ] 
f(z) = -1/134*z^3 + 71/134*z + 1
*
[ 2 ] 
f(z) = -1/138*z^3 + 73/138*z + 1
*
[ 15/11 ] 
f(z) = -11/125*z^3 + 71/165*z + 1
*
[ 3/2 ] 
f(z) = -5/126*z^3 + 71/168*z + 1
*
-10/13 | 0.17542045623043840348347151491885946718 | 0.023858804693399966263521695333739384090
f(z) = -13/120*z^3 + 71/195*z + 1
*
[ 16/13 ] 
f(z) = -13/128*z^3 + 71/208*z + 1
*
[ 8/5 ] 
f(z) = -1/128*z^3 + 79/200*z + 1
*
[ 6/5 ] 
f(z) = -14/135*z^3 + 79/250*z + 1
*
[ 6/5 ] 
f(z) = -11/135*z^3 + 71/250*z + 1
*
[ 6/5 ] 
f(z) = -8/135*z^3 + 63/250*z + 1
*
[ 11/10 ] 
f(z) = -16/121*z^3 + 69/275*z + 1
*
[ 5/4 ] 
f(z) = -8/135*z^3 + 79/270*z + 1
*
[ 11/9 ] 
f(z) = -6/121*z^3 + 76/297*z + 1
*
[ 11/9 ] 
f(z) = -3/121*z^3 + 65/297*z + 1
*
6 | 0.14932445829624003203923118795631324557 | 0.022979066599666050731534211917637559785
f(z) = -19/120*z^3 + 83/15*z + 1
*
-6 | 0.19543245037993660745448446671890738402 | 0.029806170006705953199520678095662181377
f(z) = -19/120*z^3 + 88/15*z + 1
*
[ 6 ] 
f(z) = -19/120*z^3 + 98/15*z + 1
*
[ 8 ] 
f(z) = -19/128*z^3 + 83/8*z + 1
*
[ -8 ] 
f(z) = -19/128*z^3 + 85/8*z + 1
*
[ -5/18 ] 
f(z) = -18/125*z^3 + 83/18*z + 1
*
[ -35/6 ] 
f(z) = -18/125*z^3 + 85/14*z + 1
*
[ 6 ] 
f(z) = -17/120*z^3 + 89/15*z + 1
*
[ -6 ] 
f(z) = -17/120*z^3 + 94/15*z + 1
*
[ -15 ] 
f(z) = -17/125*z^3 + 95/3*z + 1
*
-3/4 | 0.10638440776056764194541934723795477476 | 0.013706248784369545743966272315915798931
f(z) = -16/135*z^3 + 87/5*z + 1
*
-3/2 | 0.19737477015073513803320994330980991083 | 0.029521219737194915735929700377537168563
f(z) = -16/135*z^3 + 89/15*z + 1
*
15/2 | 0.25989019187449583510138567098644645406 | 0.027962555220039869583798904960628853522
f(z) = -14/125*z^3 + 87/14*z + 1
*
[ 15/2 ] 
f(z) = -12/125*z^3 + 94/15*z + 1
*
[ -15/2 ] 
f(z) = -12/125*z^3 + 98/15*z + 1
*
[ 10 ] 
f(z) = -11/125*z^3 + 97/10*z + 1
*
[ -10 ] 
f(z) = -11/125*z^3 + 99/10*z + 1
*
[ -15 ] 
f(z) = -11/135*z^3 + 97/5*z + 1
*
[ 10 ] 
f(z) = -9/125*z^3 + 81/10*z + 1
*
[ -10 ] 
f(z) = -9/125*z^3 + 83/10*z + 1
*
-5/6 | 0.18667699050809719249874938836745264588 | 0.020036276717544423343909694797654320769
f(z) = -9/125*z^3 + 89/4*z + 1
*
[ 11 ] 
f(z) = -8/121*z^3 + 98/11*z + 1
*
[ 35/4 ] 
f(z) = -8/125*z^3 + 81/14*z + 1
*
12 | 0.22313832955435190263110284038438432023 | 0.028748474730280981988374593075055792569
f(z) = -8/135*z^3 + 87/10*z + 1
*
-3/2 | 0.087549942505454984554922496532411578127 | 0.011183579771079112378330872598149645967
f(z) = -8/135*z^3 + 93/10*z + 1
*
-10 | 0.14563957272036292680190249744220167500 | 0.022173849744887387961962825107610729338
f(z) = -7/120*z^3 + 89/15*z + 1
*
[ 11 ] 
f(z) = -7/121*z^3 + 87/11*z + 1
*
[ -11 ] 
f(z) = -7/121*z^3 + 89/11*z + 1
*
[ -20 ] 
f(z) = -6/125*z^3 + 81/4*z + 1
*
5/3 | 0.13826561459517277197964120110121832229 | 0.018103004453509399240744487704546564777
f(z) = -6/125*z^3 + 83/15*z + 1
*
40/3 | 0.23943903201620622179767237113504604462 | 0.025638140097108883824320472908773870466
f(z) = -6/125*z^3 + 91/12*z + 1
*
5/2 | 0.22056237834785846659473157342394746577 | 0.023673238110541181359758296902629863643
f(z) = -3/125*z^3 + 89/12*z + 1
*
[ -15 ] 
f(z) = -3/125*z^3 + 97/15*z + 1
*
3 | 0.13771016049974855263460349494298538392 | 0.017850410592978483271889001747789506732
f(z) = -2/135*z^3 + 83/10*z + 1
*
-30 | 0.073655192054279630577027366315884859327 | 0.011052021541500001675159937281771059883
f(z) = -1/120*z^3 + 98/15*z + 1
*
30 | 0.27296968581340962259950652303523049944 | 0.029519317578827564191010713850042110895
f(z) = -1/125*z^3 + 83/12*z + 1
*
40 | 0.20721661156638956261863643065272173306 | 0.028124973936042971838390875749900480983
f(z) = -1/128*z^3 + 99/8*z + 1
*
-3 | 0.14676579470190923906721412584450738516 | 0.019054167544341215637664021985998010148
f(z) = -1/135*z^3 + 82/5*z + 1
*
[ -5/6 ] 
f(z) = -19/125*z^3 + 83/36*z + 1
*
[ -5/8 ] 
f(z) = -18/125*z^3 + 85/32*z + 1
*
[ -11/3 ] 
f(z) = -15/121*z^3 + 97/33*z + 1
*
[ 11/2 ] 
f(z) = -14/121*z^3 + 95/22*z + 1
*
20/7 | 0.19751933674941187109478400425940929829 | 0.025943899318656100934527012459851540648
f(z) = -14/125*z^3 + 81/35*z + 1
*
-3 | 0.19303737029834930886600676642674565061 | 0.029177065959405913797769535796761771632
f(z) = -14/135*z^3 + 83/30*z + 1
*
[ -11/3 ] 
f(z) = -12/121*z^3 + 86/33*z + 1
*
-5 | 0.16643126542103002781326630739787823987 | 0.021790710206160687767141984364922905326
f(z) = -12/125*z^3 + 83/30*z + 1
*
[ 35/6 ] 
f(z) = -12/125*z^3 + 86/21*z + 1
*
-3/2 | 0.18499299041084917764600781157863259594 | 0.023504461705285541597178911608733233303
f(z) = -11/135*z^3 + 97/20*z + 1
*
[ -11/2 ] 
f(z) = -10/121*z^3 + 81/22*z + 1
*
[ 20/3 ] 
f(z) = -9/125*z^3 + 81/20*z + 1
*
[ -20/3 ] 
f(z) = -9/125*z^3 + 87/20*z + 1
*
[ -2/3 ] 
f(z) = -9/128*z^3 + 81/32*z + 1
*
8 | 0.21449170939597618004047977472689084104 | 0.029727591878895110230739061155848114666
f(z) = -9/128*z^3 + 85/24*z + 1
*
8 | 0.20368770555789873062375054865536034402 | 0.027722798014799388611091320216987865711
f(z) = -9/128*z^3 + 97/24*z + 1
*
-14/3 | 0.11552691934991013607530765463168405487 | 0.019380442185145108991390679073982252206
f(z) = -9/128*z^3 + 97/32*z + 1
*
[ -15/2 ] 
f(z) = -7/135*z^3 + 81/20*z + 1
*
6 | 0.12544962410452486062787806281610017205 | 0.016162554213321361923912294361304867384
f(z) = -7/135*z^3 + 87/35*z + 1
*
[ -6 ] 
f(z) = -7/135*z^3 + 91/30*z + 1
*
5/3 | 0.089416327531181561327146990322565372799 | 0.011567838185626404611370360993753410190
f(z) = -6/125*z^3 + 91/30*z + 1
*
45/4 | 0.16209464830859398796768853337936338086 | 0.020798465763988183526640275646236323116
f(z) = -4/125*z^3 + 97/20*z + 1
*
-3 | 0.22871874325663268806573373739509139646 | 0.029467438534594376960181662955057260172
f(z) = -4/135*z^3 + 87/20*z + 1
*
10/3 | 0.11020473710476073436711608516639333770 | 0.014298353907499098817738271124229548384
f(z) = -3/125*z^3 + 89/30*z + 1
*
-40/3 | 0.19506536224877277741068797457793929150 | 0.026549258937816613408890850528370262933
f(z) = -3/128*z^3 + 97/24*z + 1
*
15 | 0.10453442732562767556089615882263196806 | 0.013523674853547242867423513690866642202
f(z) = -2/125*z^3 + 91/30*z + 1
*
15 | 0.15044788553392094525291376756294003703 | 0.022739782835271552505367285646774393329
f(z) = -2/135*z^3 + 83/30*z + 1
*
[ 20 ] 
f(z) = -1/125*z^3 + 83/20*z + 1
*
45/2 | 0.20688128290565307471680075051898572220 | 0.026841512239265492038373375177184234069
f(z) = -1/125*z^3 + 89/20*z + 1
*
[ 35/2 ] 
f(z) = -1/125*z^3 + 95/28*z + 1
*
-10/3 | 0.27057286172299397152285761787868349622 | 0.028838985736387120993167723541260306680
f(z) = -1/125*z^3 + 95/36*z + 1
*
-24 | 0.18718176528775195830070925797913253847 | 0.025476266507655719101086709131523868521
f(z) = -1/128*z^3 + 97/24*z + 1
*
[ 11/4 ] 
f(z) = -20/121*z^3 + 83/44*z + 1
*
[ -5/3 ] 
f(z) = -19/125*z^3 + 91/45*z + 1
*
[ 3 ] 
f(z) = -19/126*z^3 + 85/42*z + 1
*
[ -5/4 ] 
f(z) = -18/125*z^3 + 81/40*z + 1
*
[ -5/3 ] 
f(z) = -17/125*z^3 + 89/45*z + 1
*
[ -11/8 ] 
f(z) = -16/121*z^3 + 87/44*z + 1
*
[ -5/3 ] 
f(z) = -16/125*z^3 + 88/45*z + 1
*
-55/12 | 0.17079237755122489699027431023565071939 | 0.022003172333543113575031002366515718838
f(z) = -16/125*z^3 + 94/45*z + 1
*
[ -9/4 ] 
f(z) = -16/135*z^3 + 92/45*z + 1
*
-8/5 | 0.17926573817852438456352351750998423152 | 0.024398860190825212774424782303668666588
f(z) = -15/128*z^3 + 97/40*z + 1
*
[ -5/3 ] 
f(z) = -14/125*z^3 + 86/45*z + 1
*
[ -3 ] 
f(z) = -13/126*z^3 + 95/42*z + 1
*
[ -11/4 ] 
f(z) = -12/121*z^3 + 93/44*z + 1
*
[ -20/11 ] 
f(z) = -11/125*z^3 + 81/44*z + 1
*
[ -5/3 ] 
f(z) = -11/125*z^3 + 83/45*z + 1
*
[ -3 ] 
f(z) = -11/126*z^3 + 89/42*z + 1
*
20/9 | 0.11654001748672033131785164924831895627 | 0.014953322574954057685931512636710218207
f(z) = -9/125*z^3 + 97/45*z + 1
*
[ 9/2 ] 
f(z) = -8/135*z^3 + 89/45*z + 1
*
[ -30/7 ] 
f(z) = -7/125*z^3 + 95/42*z + 1
*
8/7 | 0.19795866740528816113795450721111125706 | 0.027019667850665572742025593813425787413
f(z) = -7/128*z^3 + 95/56*z + 1
*
[ 11/2 ] 
f(z) = -5/121*z^3 + 91/44*z + 1
*
[ -11/5 ] 
f(z) = -5/121*z^3 + 91/55*z + 1
*
[ 6 ] 
f(z) = -5/126*z^3 + 95/42*z + 1
*
-8 | 0.17926613117909388488073403976313722216 | 0.025012583197945542175144426038519465503
f(z) = -5/128*z^3 + 81/40*z + 1
*
28/5 | 0.15359351185374125316460071494387862517 | 0.020846849511617299870087064093194280542
f(z) = -5/128*z^3 + 99/40*z + 1
*
-15/2 | 0.17079212358417440984106891844297179763 | 0.022397219098130445768126306416497523633
f(z) = -4/125*z^3 + 82/45*z + 1
*
[ -9/2 ] 
f(z) = -4/135*z^3 + 82/45*z + 1
*
[ -11/2 ] 
f(z) = -3/121*z^3 + 85/44*z + 1
*
[ -16/3 ] 
f(z) = -3/128*z^3 + 89/48*z + 1
*
[ 6 ] 
f(z) = -3/136*z^3 + 83/51*z + 1
*
-34/3 | 0.090976424916881690599190681159522160356 | 0.013651086636350876721808491121243539635
f(z) = -3/136*z^3 + 98/51*z + 1
*
[ 9 ] 
f(z) = -2/135*z^3 + 94/45*z + 1
*
15 | 0.14879611555606037303288663781717060306 | 0.026631375235528523638378990690527409092
f(z) = -1/126*z^3 + 89/42*z + 1
*
20 | 0.17882894167541776050898550601092962686 | 0.024271989034141051759969691011671765797
f(z) = -1/128*z^3 + 99/40*z + 1
*
-4 | 0.15359454547016214288678191214661319262 | 0.029514671042138796040513891433101695880
f(z) = -17/120*z^3 + 91/60*z + 1
*
3/7 | 0.22024128812296173842351843345566926377 | 0.028548346819540021063062444119751411548
f(z) = -14/135*z^3 + 83/70*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.028046122434224223052567971940505764970
f(z) = -13/120*z^3 + 89/60*z + 1
*
[ 8/3 ] 
f(z) = -13/128*z^3 + 97/72*z + 1
*
-5/3 | 0.14075865639347557668615069011248667485 | 0.018060831289205885873640836528644087212
f(z) = -12/125*z^3 + 97/60*z + 1
*
[ 30/11 ] 
f(z) = -11/125*z^3 + 85/66*z + 1
*
[ 8/3 ] 
f(z) = -11/128*z^3 + 89/72*z + 1
*
10/21 | 0.27889802479890147786480216995737416530 | 0.029934476582452574218850122872149582718
f(z) = -7/125*z^3 + 89/63*z + 1
*
[ 4 ] 
f(z) = -5/136*z^3 + 91/68*z + 1
*
15/4 | 0.22859599463069542626043318981156702291 | 0.029573586265305478089361901116014548245
f(z) = -4/125*z^3 + 91/60*z + 1
*
[ -2 ] 
f(z) = -3/124*z^3 + 99/62*z + 1
*
[ -4 ] 
f(z) = -1/120*z^3 + 83/60*z + 1
*
[ -2 ] 
f(z) = -1/124*z^3 + 95/62*z + 1
*
[ -6 ] 
f(z) = -1/132*z^3 + 95/66*z + 1
*
[ -4 ] 
f(z) = -1/136*z^3 + 93/68*z + 1
*
[ 11/6 ] 
f(z) = -16/121*z^3 + 89/99*z + 1
*
-35/16 | 0.21777380635003248551804813359741349258 | 0.027942693376536379833651826098150876585
f(z) = -16/125*z^3 + 97/80*z + 1
*
-15/4 | 0.23117274567873112320530679227904080861 | 0.029371874772357799921236932181884533144
f(z) = -11/135*z^3 + 97/80*z + 1
*
15/4 | 0.17079190540693962758117146198830862476 | 0.021914416265056975015262052833096561286
f(z) = -8/125*z^3 + 97/90*z + 1
*
[ 11/4 ] 
f(z) = -6/121*z^3 + 89/88*z + 1
*
[ 16/5 ] 
f(z) = -5/128*z^3 + 87/80*z + 1
*
[ 11/3 ] 
f(z) = -2/121*z^3 + 94/99*z + 1
*
[ 9/2 ] 
f(z) = -2/135*z^3 + 97/90*z + 1
*
[ 11/3 ] 
f(z) = -1/121*z^3 + 83/99*z + 1
*
[ 30/19 ] 
f(z) = -19/125*z^3 + 85/114*z + 1
*
[ 15/7 ] 
f(z) = -7/125*z^3 + 83/105*z + 1
*
[ 16/7 ] 
f(z) = -7/128*z^3 + 95/112*z + 1
*
[ 20/9 ] 
f(z) = -6/125*z^3 + 85/108*z + 1
*
[ 3/2 ] 
f(z) = -20/123*z^3 + 86/123*z + 1
*
[ 3/2 ] 
f(z) = -20/129*z^3 + 88/129*z + 1
*
-3 | 0.11936505507214015229827662219806126333 | 0.024932691581578845200875860039996972803
f(z) = -19/120*z^3 + 91/120*z + 1
*
[ 2 ] 
f(z) = -9/122*z^3 + 97/122*z + 1
*
[ 15/8 ] 
f(z) = -8/125*z^3 + 83/120*z + 1
*
-5 | 0.14278065971359220287967645374218067265 | 0.029107576264880667254305229980534389528
f(z) = -8/135*z^3 + 92/135*z + 1
*
[ 2 ] 
f(z) = -7/122*z^3 + 89/122*z + 1
*
[ 2 ] 
f(z) = -7/130*z^3 + 93/130*z + 1
*
[ 2 ] 
f(z) = -7/134*z^3 + 95/134*z + 1
*
[ 2 ] 
f(z) = -7/138*z^3 + 97/138*z + 1
*
[ 2 ] 
f(z) = -5/122*z^3 + 81/122*z + 1
*
[ 2 ] 
f(z) = -5/126*z^3 + 83/126*z + 1
*
[ 12/5 ] 
f(z) = -5/128*z^3 + 97/120*z + 1
*
[ 2 ] 
f(z) = -5/134*z^3 + 87/134*z + 1
*
[ 2 ] 
f(z) = -5/138*z^3 + 89/138*z + 1
*
-70/9 | 0.23182592144405683265868508626178227502 | 0.028535404224252170231676666582750432827
f(z) = -3/125*z^3 + 88/135*z + 1
*
[ 3 ] 
f(z) = -1/120*z^3 + 89/120*z + 1
*
[ 3 ] 
f(z) = -1/123*z^3 + 91/123*z + 1
*
[ 3 ] 
f(z) = -1/129*z^3 + 95/129*z + 1
*
[ 16/9 ] 
f(z) = -9/128*z^3 + 95/144*z + 1
*
[ 3/2 ] 
f(z) = -13/126*z^3 + 95/168*z + 1
*
[ 11/8 ] 
f(z) = -12/121*z^3 + 81/176*z + 1
*
[ 3/2 ] 
f(z) = -11/126*z^3 + 89/168*z + 1
*
[ 16/11 ] 
f(z) = -11/128*z^3 + 87/176*z + 1
*
[ 12/7 ] 
f(z) = -7/128*z^3 + 97/168*z + 1
*
[ 15/8 ] 
f(z) = -2/135*z^3 + 83/160*z + 1
*
[ 15/8 ] 
f(z) = -1/125*z^3 + 95/192*z + 1
*
[ 4/3 ] 
f(z) = -15/136*z^3 + 91/204*z + 1
*
21/5 | 0.15847201297122747064596232863983393176 | 0.024585619203400840160071115832485951868
f(z) = -5/126*z^3 + 97/210*z + 1
*
[ 8/5 ] 
f(z) = -3/128*z^3 + 87/200*z + 1
*
-32/7 | 0.10186420333835904199300757588928943000 | 0.014984568435453671880480986398256411386
f(z) = -7/128*z^3 + 81/224*z + 1
*
[ 6/5 ] 
f(z) = -17/135*z^3 + 87/250*z + 1
*
-3/4 | 0.21870896783847366604182576209187309305 | 0.028485654612009498563406694956201027038
f(z) = -17/135*z^3 + 97/240*z + 1
*
[ 6/5 ] 
f(z) = -15/136*z^3 + 83/255*z + 1
*
[ 4/3 ] 
f(z) = -9/122*z^3 + 93/244*z + 1
*
[ 3/2 ] 
f(z) = -2/123*z^3 + 91/246*z + 1
*
[ 3/2 ] 
f(z) = -2/129*z^3 + 95/258*z + 1
*
[ 7/6 ] 
f(z) = -18/133*z^3 + 87/266*z + 1
*
[ 4/3 ] 
f(z) = -9/130*z^3 + 97/260*z + 1
*
[ 4/3 ] 
f(z) = -9/134*z^3 + 99/268*z + 1
*
[ 11/9 ] 
f(z) = -12/121*z^3 + 98/297*z + 1
*
[ -6 ] 
f(z) = -19/120*z^3 + 103/15*z + 1
*
-5 | 0.25849277977305480951000058994082169319 | 0.027401624031484299337484829628708499694
f(z) = -19/125*z^3 + 100/19*z + 1
*
[ 15/2 ] 
f(z) = -19/125*z^3 + 113/12*z + 1
*
[ 15 ] 
f(z) = -18/125*z^3 + 100/3*z + 1
*
[ 15/2 ] 
f(z) = -16/135*z^3 + 113/15*z + 1
*
[ 10 ] 
f(z) = -13/125*z^3 + 113/10*z + 1
*
[ 15 ] 
f(z) = -13/135*z^3 + 113/5*z + 1
*
[ -10 ] 
f(z) = -12/125*z^3 + 107/10*z + 1
*
[ 11 ] 
f(z) = -9/121*z^3 + 109/11*z + 1
*
[ -11 ] 
f(z) = -9/121*z^3 + 111/11*z + 1
*
10 | 0.22227113744373217613606046958607359389 | 0.028099222686243666404322964756616716575
f(z) = -9/125*z^3 + 109/15*z + 1
*
[ -40/3 ] 
f(z) = -9/125*z^3 + 111/8*z + 1
*
[ 20 ] 
f(z) = -9/125*z^3 + 119/4*z + 1
*
[ -11 ] 
f(z) = -8/121*z^3 + 100/11*z + 1
*
5/4 | 0.18685435577595392751344507912854123289 | 0.023792176996775784128516649884766679758
f(z) = -8/125*z^3 + 103/10*z + 1
*
-5/4 | 0.17579996005693252974624193230507339802 | 0.021980492004010204813266678547486003167
f(z) = -8/125*z^3 + 119/10*z + 1
*
[ 10 ] 
f(z) = -7/120*z^3 + 101/15*z + 1
*
[ -10 ] 
f(z) = -7/120*z^3 + 104/15*z + 1
*
-5/3 | 0.13464617998344433197394874540712223392 | 0.017187419308146258685192074972340758258
f(z) = -6/125*z^3 + 101/15*z + 1
*
15 | 0.18626400991540502967898087851791054402 | 0.023547249333578529557698649861677102730
f(z) = -6/125*z^3 + 109/10*z + 1
*
-40/3 | 0.11353893066319771863620883184183720499 | 0.014241381579513520318054566296806193901
f(z) = -6/125*z^3 + 116/15*z + 1
*
[ -15 ] 
f(z) = -4/135*z^3 + 116/15*z + 1
*
-80/3 | 0.18927036759980123674074982954342362180 | 0.020001005288619994484831574712851286434
f(z) = -3/125*z^3 + 103/6*z + 1
*
[ 16 ] 
f(z) = -3/128*z^3 + 111/16*z + 1
*
[ -16 ] 
f(z) = -3/128*z^3 + 113/16*z + 1
*
30 | 0.20328142402750863741151205626306579725 | 0.029864333783709916243286076141790438901
f(z) = -1/120*z^3 + 113/15*z + 1
*
30 | 0.17596915234752778089575274673564537497 | 0.025830921645165754876455243838123087074
f(z) = -1/135*z^3 + 101/15*z + 1
*
[ 11/2 ] 
f(z) = -18/121*z^3 + 117/22*z + 1
*
5 | 0.23149678871267163164138722473198225668 | 0.029334193144060513354597299167822851557
f(z) = -18/125*z^3 + 107/30*z + 1
*
-5 | 0.13884076409923281847730029961665935535 | 0.017359436851552966327279429862179686677
f(z) = -18/125*z^3 + 119/30*z + 1
*
[ -35/8 ] 
f(z) = -16/125*z^3 + 103/28*z + 1
*
-3/2 | 0.17771575346983544296109991579438013274 | 0.026012435793702027614792287196708689442
f(z) = -16/135*z^3 + 103/30*z + 1
*
-21/4 | 0.22637875679919502816130103561820942399 | 0.028278373108389572832645819503710184585
f(z) = -16/135*z^3 + 111/35*z + 1
*
-20/3 | 0.20800021438837623577718203406859659661 | 0.027543450870062045775640653714003325041
f(z) = -15/128*z^3 + 119/24*z + 1
*
[ -11/2 ] 
f(z) = -14/121*z^3 + 103/22*z + 1
*
10/7 | 0.20924038793796593525653585900556335270 | 0.026545550398414592308888784926017316544
f(z) = -14/125*z^3 + 106/35*z + 1
*
15/2 | 0.21723728268828681838558992315185186812 | 0.027660837011558016925255030101603963197
f(z) = -11/125*z^3 + 103/20*z + 1
*
[ 15/2 ] 
f(z) = -11/135*z^3 + 109/20*z + 1
*
[ 6 ] 
f(z) = -11/135*z^3 + 113/30*z + 1
*
-3/2 | 0.18717938057372426459970884415207773040 | 0.023228981097306625949470319652140209547
f(z) = -11/135*z^3 + 117/20*z + 1
*
[ 22/3 ] 
f(z) = -9/121*z^3 + 107/22*z + 1
*
[ -22/3 ] 
f(z) = -9/121*z^3 + 113/22*z + 1
*
8 | 0.22039574179939231632932013444140103174 | 0.029832757985858063773306469476863843775
f(z) = -9/128*z^3 + 101/24*z + 1
*
-10/3 | 0.13751755485916919735940452972960155575 | 0.022766847001073984261419369517410378677
f(z) = -9/128*z^3 + 105/32*z + 1
*
15/2 | 0.14883786347328841685274950338877121149 | 0.018815885490033056385769779243079830778
f(z) = -8/125*z^3 + 109/30*z + 1
*
15/2 | 0.23867681784429084625351785854445886189 | 0.029842065290970776362039792584822358757
f(z) = -8/125*z^3 + 119/30*z + 1
*
-3 | 0.098665181426036097741036089170353071749 | 0.014483291739046715418116459811866056871
f(z) = -8/135*z^3 + 101/30*z + 1
*
55/7 | 0.12544971800631319211364179233459505754 | 0.015896403048737772007936122410987631499
f(z) = -7/125*z^3 + 107/35*z + 1
*
-5 | 0.19800628048014460231317082457724845788 | 0.024836265226267011898596807736386552075
f(z) = -7/125*z^3 + 116/35*z + 1
*
[ -3/7 ] 
f(z) = -7/135*z^3 + 117/35*z + 1
*
-115/12 | 0.19140584507414121504075712062997107355 | 0.020268669206878499356711628581657070358
f(z) = -6/125*z^3 + 101/24*z + 1
*
[ 15/2 ] 
f(z) = -6/125*z^3 + 107/30*z + 1
*
-55/4 | 0.21829505149701470442721001692204540920 | 0.027351671530757545665212729389849595704
f(z) = -4/125*z^3 + 117/20*z + 1
*
35/3 | 0.27846583980042661740057571874489719293 | 0.028984403761587936685827394573311248873
f(z) = -4/125*z^3 + 119/36*z + 1
*
[ -12 ] 
f(z) = -3/128*z^3 + 107/24*z + 1
*
15/4 | 0.25529687375598596601000248881587122686 | 0.026978307206325670378275758028293117721
f(z) = -2/125*z^3 + 103/24*z + 1
*
15 | 0.19661375381212119613538181763888027291 | 0.028182904841716467740656303650893150418
f(z) = -2/135*z^3 + 119/30*z + 1
*
[ 22 ] 
f(z) = -1/121*z^3 + 109/22*z + 1
*
[ -22 ] 
f(z) = -1/121*z^3 + 111/22*z + 1
*
55/2 | 0.14876568915426790207497315584086472136 | 0.018721464052410288076713848830333076935
f(z) = -1/125*z^3 + 113/20*z + 1
*
-24 | 0.22161847249978943457817740343970692404 | 0.029998266760070354520965321805341171879
f(z) = -1/128*z^3 + 101/24*z + 1
*
22 | 0.16980168620326412310604129112989408909 | 0.028111676463947308326414174095365101564
f(z) = -1/128*z^3 + 105/32*z + 1
*
-51/2 | 0.091494903243173686976012005811587326159 | 0.011536995584536562829837769415583962654
f(z) = -1/135*z^3 + 103/20*z + 1
*
-21 | 0.21731874177898103042922106901477470908 | 0.027303833020485316548269172012479138148
f(z) = -1/135*z^3 + 106/35*z + 1
*
[ -11/4 ] 
f(z) = -20/121*z^3 + 115/44*z + 1
*
[ -11/10 ] 
f(z) = -20/121*z^3 + 116/55*z + 1
*
[ -3 ] 
f(z) = -19/126*z^3 + 113/42*z + 1
*
20/9 | 0.17079199952092752041895313643822250918 | 0.021493371876593011499467786253744317268
f(z) = -18/125*z^3 + 113/45*z + 1
*
[ -3 ] 
f(z) = -17/126*z^3 + 107/42*z + 1
*
[ -11/5 ] 
f(z) = -15/121*z^3 + 113/55*z + 1
*
4 | 0.15359476832435784088912401934609563539 | 0.020479366500106277594591700122592116862
f(z) = -15/128*z^3 + 113/40*z + 1
*
5/8 | 0.28250250207289709687493862196658689777 | 0.029915229403851838300715285442998012402
f(z) = -12/125*z^3 + 101/48*z + 1
*
[ -10/9 ] 
f(z) = -12/125*z^3 + 109/54*z + 1
*
[ -11/5 ] 
f(z) = -10/121*z^3 + 102/55*z + 1
*
-20/3 | 0.17882839113296119971504713357805540256 | 0.024018584555005401137424326211232751001
f(z) = -9/128*z^3 + 107/40*z + 1
*
[ -5/6 ] 
f(z) = -8/125*z^3 + 101/45*z + 1
*
-5 | 0.22251947122794193834032337993975492116 | 0.027880977807267221885986202134675950336
f(z) = -8/125*z^3 + 117/40*z + 1
*
[ -9/2 ] 
f(z) = -8/135*z^3 + 109/45*z + 1
*
[ 11/2 ] 
f(z) = -7/121*z^3 + 113/44*z + 1
*
[ -8/7 ] 
f(z) = -7/128*z^3 + 109/56*z + 1
*
[ -11/2 ] 
f(z) = -5/121*z^3 + 107/44*z + 1
*
[ -6 ] 
f(z) = -5/126*z^3 + 109/42*z + 1
*
-24/5 | 0.20247568541747925492824817777064279755 | 0.027061276021706760088070018564044591974
f(z) = -5/128*z^3 + 111/40*z + 1
*
[ 6 ] 
f(z) = -5/136*z^3 + 110/51*z + 1
*
35/6 | 0.17079190540693962758117146198830862476 | 0.021517430125794068037305498393343458828
f(z) = -4/125*z^3 + 112/45*z + 1
*
[ -6 ] 
f(z) = -3/136*z^3 + 100/51*z + 1
*
-34/3 | 0.15787615092531786543870338557557025100 | 0.023480084061410045883522285848306115681
f(z) = -3/136*z^3 + 104/51*z + 1
*
-34/3 | 0.19591011361700365179652933218202480934 | 0.028895629815601300598808067872070953444
f(z) = -3/136*z^3 + 110/51*z + 1
*
35/3 | 0.17079221150411560920865785733728408771 | 0.021641992304184053187364333363376406707
f(z) = -2/125*z^3 + 107/45*z + 1
*
35/4 | 0.22234528927469037066406002139071918816 | 0.027981111532124152465922577693613397940
f(z) = -2/125*z^3 + 113/40*z + 1
*
[ -5/7 ] 
f(z) = -2/125*z^3 + 118/49*z + 1
*
40/3 | 0.091313489978095164637924087508003062316 | 0.011417041480963850531364493373394469713
f(z) = -2/125*z^3 + 119/45*z + 1
*
[ -9 ] 
f(z) = -2/135*z^3 + 104/45*z + 1
*
35/3 | 0.17079214171576573172726499244955622566 | 0.021746974259632648955114000570415808722
f(z) = -1/125*z^3 + 103/45*z + 1
*
-20 | 0.17882890430609042146111607809016492319 | 0.024142194421245860774449973043313850261
f(z) = -1/128*z^3 + 103/40*z + 1
*
-4 | 0.15359351185374125316460071494387862517 | 0.028623592692878591859199966403131437688
f(z) = -19/120*z^3 + 107/60*z + 1
*
[ -3/2 ] 
f(z) = -19/135*z^3 + 119/60*z + 1
*
[ 8/3 ] 
f(z) = -17/128*z^3 + 113/72*z + 1
*
[ 35/12 ] 
f(z) = -16/125*z^3 + 110/63*z + 1
*
[ -15/8 ] 
f(z) = -16/125*z^3 + 119/60*z + 1
*
33/8 | 0.070970433883335664243482335388756654434 | 0.010417915255642905748924334467450993785
f(z) = -16/135*z^3 + 101/60*z + 1
*
-4 | 0.12545989921445697171485300086483073615 | 0.022926479097256164024696360392244895383
f(z) = -13/120*z^3 + 119/60*z + 1
*
[ -2 ] 
f(z) = -13/124*z^3 + 119/62*z + 1
*
[ -3/2 ] 
f(z) = -13/135*z^3 + 113/60*z + 1
*
-4 | 0.14533025774302972774880400599955604657 | 0.027277333995554691898763392801598632266
f(z) = -11/120*z^3 + 103/60*z + 1
*
[ -2 ] 
f(z) = -11/124*z^3 + 115/62*z + 1
*
[ -2 ] 
f(z) = -9/124*z^3 + 111/62*z + 1
*
[ 4 ] 
f(z) = -7/120*z^3 + 101/60*z + 1
*
[ -2 ] 
f(z) = -7/124*z^3 + 107/62*z + 1
*
[ -2 ] 
f(z) = -7/132*z^3 + 113/66*z + 1
*
[ 4 ] 
f(z) = -7/136*z^3 + 107/68*z + 1
*
[ -11/6 ] 
f(z) = -6/121*z^3 + 113/66*z + 1
*
[ -2 ] 
f(z) = -5/124*z^3 + 103/62*z + 1
*
[ -8/3 ] 
f(z) = -5/128*z^3 + 119/72*z + 1
*
[ -2 ] 
f(z) = -5/132*z^3 + 109/66*z + 1
*
[ -15/4 ] 
f(z) = -4/125*z^3 + 103/60*z + 1
*
[ -4 ] 
f(z) = -3/136*z^3 + 109/68*z + 1
*
12 | 0.14555898254578083912346558435149973443 | 0.019362631037345851391689400077432728554
f(z) = -1/128*z^3 + 115/72*z + 1
*
[ -2 ] 
f(z) = -1/132*z^3 + 101/66*z + 1
*
[ -3/2 ] 
f(z) = -1/135*z^3 + 101/60*z + 1
*
[ 12 ] 
f(z) = -1/135*z^3 + 119/60*z + 1
*
[ 11/6 ] 
f(z) = -20/121*z^3 + 100/99*z + 1
*
[ 11/4 ] 
f(z) = -10/121*z^3 + 111/88*z + 1
*
[ 10/3 ] 
f(z) = -7/125*z^3 + 119/90*z + 1
*
[ 15/4 ] 
f(z) = -7/135*z^3 + 117/80*z + 1
*
[ 11/3 ] 
f(z) = -4/121*z^3 + 116/99*z + 1
*
5/8 | 0.23436066082951695576171268108940492113 | 0.029493189672714580552895936267159384657
f(z) = -4/125*z^3 + 113/80*z + 1
*
[ 6 ] 
f(z) = -1/128*z^3 + 107/96*z + 1
*
[ 15/7 ] 
f(z) = -14/135*z^3 + 106/105*z + 1
*
30/7 | 0.21548517977953486986557427476207126347 | 0.027370718123552314642161076991768119687
f(z) = -7/125*z^3 + 101/105*z + 1
*
3 | 0.089502289786623024706658838374633242720 | 0.018695027499851644305572412320726347783
f(z) = -17/120*z^3 + 113/120*z + 1
*
[ 7/4 ] 
f(z) = -16/133*z^3 + 106/133*z + 1
*
[ 11/6 ] 
f(z) = -15/121*z^3 + 115/132*z + 1
*
-8/15 | 0.22234632289111126038624121859345375562 | 0.029410576239213256696185997556151580412
f(z) = -15/128*z^3 + 109/120*z + 1
*
[ 2 ] 
f(z) = -13/122*z^3 + 113/122*z + 1
*
[ 2 ] 
f(z) = -13/126*z^3 + 115/126*z + 1
*
[ 2 ] 
f(z) = -13/134*z^3 + 119/134*z + 1
*
[ 2 ] 
f(z) = -11/122*z^3 + 105/122*z + 1
*
[ 2 ] 
f(z) = -11/126*z^3 + 107/126*z + 1
*
[ 2 ] 
f(z) = -11/130*z^3 + 109/130*z + 1
*
[ 2 ] 
f(z) = -11/134*z^3 + 111/134*z + 1
*
[ 2 ] 
f(z) = -11/138*z^3 + 113/138*z + 1
*
[ 2 ] 
f(z) = -9/130*z^3 + 101/130*z + 1
*
[ 2 ] 
f(z) = -9/134*z^3 + 103/134*z + 1
*
-3 | 0.099397852339960657788315203061405971248 | 0.020761989300518322904134050067324278951
f(z) = -7/120*z^3 + 103/120*z + 1
*
-4 | 0.13385131711259003088466890134799271243 | 0.027412809127774394813528093130118589758
f(z) = -5/132*z^3 + 113/132*z + 1
*
[ 3 ] 
f(z) = -4/123*z^3 + 118/123*z + 1
*
[ 5/2 ] 
f(z) = -4/135*z^3 + 106/135*z + 1
*
[ 3 ] 
f(z) = -2/123*z^3 + 100/123*z + 1
*
[ 3 ] 
f(z) = -2/129*z^3 + 104/129*z + 1
*
[ 15/4 ] 
f(z) = -2/135*z^3 + 113/120*z + 1
*
[ 10/3 ] 
f(z) = -1/120*z^3 + 107/135*z + 1
*
[ 4 ] 
f(z) = -1/124*z^3 + 109/124*z + 1
*
11 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = -1/132*z^3 + 109/132*z + 1
*
[ 4 ] 
f(z) = -1/132*z^3 + 115/132*z + 1
*
[ 3 ] 
f(z) = -1/138*z^3 + 101/138*z + 1
*
[ 12/7 ] 
f(z) = -14/135*z^3 + 101/140*z + 1
*
[ 15/7 ] 
f(z) = -4/125*z^3 + 100/147*z + 1
*
[ 11/8 ] 
f(z) = -20/121*z^3 + 103/176*z + 1
*
[ 3/2 ] 
f(z) = -19/126*z^3 + 113/168*z + 1
*
[ 3/2 ] 
f(z) = -17/126*z^3 + 107/168*z + 1
*
35/16 | 0.29479119336200285406436623318438990093 | 0.029228313778941172915163551853493271772
f(z) = -12/125*z^3 + 101/192*z + 1
*
-15/4 | 0.17079320968564706630966515598655388280 | 0.020303923802222842551754936321978821707
f(z) = -4/125*z^3 + 109/180*z + 1
*
[ 11/6 ] 
f(z) = -2/121*z^3 + 101/198*z + 1
*
[ 8/5 ] 
f(z) = -11/128*z^3 + 119/200*z + 1
*
[ 8/5 ] 
f(z) = -9/128*z^3 + 111/200*z + 1
*
[ 8/5 ] 
f(z) = -7/128*z^3 + 103/200*z + 1
*
[ 11/9 ] 
f(z) = -15/121*z^3 + 109/297*z + 1
*
[ 15/2 ] 
f(z) = -16/125*z^3 + 121/15*z + 1
*
[ 10 ] 
f(z) = -16/125*z^3 + 137/10*z + 1
*
[ -10 ] 
f(z) = -16/125*z^3 + 139/10*z + 1
*
21/2 | 0.16720590700777400921387140793869969551 | 0.020501851105260968061656414129823604278
f(z) = -16/135*z^3 + 129/10*z + 1
*
[ 15 ] 
f(z) = -16/135*z^3 + 138/5*z + 1
*
[ 10 ] 
f(z) = -14/125*z^3 + 121/10*z + 1
*
[ -10 ] 
f(z) = -14/125*z^3 + 123/10*z + 1
*
[ -15 ] 
f(z) = -14/135*z^3 + 122/5*z + 1
*
-55/6 | 0.16823948586686395173252295231712187172 | 0.020927502435296924870106719922951763146
f(z) = -12/125*z^3 + 124/15*z + 1
*
-10 | 0.18723555875297835600838547248630860530 | 0.027136677203073716763919779553345213985
f(z) = -11/120*z^3 + 124/15*z + 1
*
10 | 0.20814563876919225073052215899921110617 | 0.029768702552936317856929045009105036436
f(z) = -11/120*z^3 + 136/15*z + 1
*
-10 | 0.20630109239427069442667009243472388835 | 0.029413113564765857850915754861917495915
f(z) = -11/120*z^3 + 139/15*z + 1
*
[ 11 ] 
f(z) = -10/121*z^3 + 120/11*z + 1
*
[ -11 ] 
f(z) = -10/121*z^3 + 122/11*z + 1
*
[ 15 ] 
f(z) = -4/125*z^3 + 122/15*z + 1
*
[ -15 ] 
f(z) = -4/125*z^3 + 124/15*z + 1
*
[ 30 ] 
f(z) = -1/120*z^3 + 127/15*z + 1
*
[ -30 ] 
f(z) = -1/120*z^3 + 128/15*z + 1
*
-34 | 0.097308236817387401707761542942878201972 | 0.014038611069409365196764628506280144124
f(z) = -1/136*z^3 + 128/17*z + 1
*
[ -11/2 ] 
f(z) = -18/121*z^3 + 125/22*z + 1
*
15/2 | 0.24186637925487226174901921467959888604 | 0.029387271654466759572781988746945293457
f(z) = -17/135*z^3 + 139/20*z + 1
*
-51/8 | 0.11050929649841004363270277302018347011 | 0.013629625956953958595289724860547896748
f(z) = -16/135*z^3 + 123/20*z + 1
*
20/3 | 0.17864472485728212221164286648718714971 | 0.023359011849419797430584413831517627042
f(z) = -15/128*z^3 + 131/24*z + 1
*
-6/7 | 0.096582094714382192943605967549636235320 | 0.011820057593440746304598354561637975507
f(z) = -14/135*z^3 + 131/35*z + 1
*
[ 6 ] 
f(z) = -14/135*z^3 + 137/30*z + 1
*
[ -15/2 ] 
f(z) = -13/135*z^3 + 131/20*z + 1
*
[ -6 ] 
f(z) = -13/135*z^3 + 139/30*z + 1
*
-5/3 | 0.087099913830609992047551883181205006591 | 0.010760949677281529740481945369448392760
f(z) = -12/125*z^3 + 131/30*z + 1
*
10 | 0.18591581794976567156675975575085237626 | 0.022842989334326287514396528987264339776
f(z) = -9/125*z^3 + 137/20*z + 1
*
[ 20/3 ] 
f(z) = -8/125*z^3 + 133/36*z + 1
*
33/4 | 0.18224726331798524283650388866252019173 | 0.025768720514840592528478597839434889683
f(z) = -8/135*z^3 + 131/30*z + 1
*
-40/7 | 0.20302272173261678327837824129180968094 | 0.025179354789284289016985942951781331037
f(z) = -7/125*z^3 + 127/35*z + 1
*
-5/2 | 0.23786972807974951903491424563298581311 | 0.024552707572291629008220337891570392476
f(z) = -7/125*z^3 + 129/28*z + 1
*
[ -20/3 ] 
f(z) = -7/125*z^3 + 131/36*z + 1
*
-15/2 | 0.28322850895825673438027803122123739621 | 0.029146354521090168796359761301253127209
f(z) = -7/135*z^3 + 123/28*z + 1
*
-12 | 0.22950792485186029927792263868911950227 | 0.028087989786538483637813727442208138577
f(z) = -7/135*z^3 + 131/20*z + 1
*
-48/7 | 0.12631133741916497240585083875137109572 | 0.015444053794791722122679765411307367871
f(z) = -7/135*z^3 + 132/35*z + 1
*
-3 | 0.13899414206207177436237389283075932924 | 0.016902907878405701870972938668411188544
f(z) = -7/135*z^3 + 138/35*z + 1
*
10 | 0.15815060761547293207039102466918180455 | 0.019732650157251448690181607396347342497
f(z) = -6/125*z^3 + 121/30*z + 1
*
-5/4 | 0.26899252282774689249033210550950280835 | 0.027855741928033833596753116452024904602
f(z) = -6/125*z^3 + 125/24*z + 1
*
15/8 | 0.24092856830200270256588192348370544895 | 0.024908611815276547453808050812034710110
f(z) = -6/125*z^3 + 127/32*z + 1
*
12 | 0.17657834869970851548885379607438236345 | 0.024913793638750919716324502565124983053
f(z) = -4/135*z^3 + 133/30*z + 1
*
-44/3 | 0.21716174076268638096567067494168812970 | 0.028510979739575275216234899747302108870
f(z) = -3/128*z^3 + 127/24*z + 1
*
-8/3 | 0.13752261907067094351566734312285638509 | 0.017946461494841436481139561770124484976
f(z) = -3/128*z^3 + 133/24*z + 1
*
-4/3 | 0.22478259654814933392032664139130056134 | 0.029165793324842795782340895523032190867
f(z) = -3/128*z^3 + 139/24*z + 1
*
[ 24 ] 
f(z) = -1/128*z^3 + 131/24*z + 1
*
[ -24 ] 
f(z) = -1/128*z^3 + 133/24*z + 1
*
-6 | 0.18924856745461170142718281994884410346 | 0.026701460234015725640591746256806131703
f(z) = -1/135*z^3 + 133/30*z + 1
*
-30 | 0.24480607677134003287324255263758538152 | 0.029744451059742283781326908344413437423
f(z) = -1/135*z^3 + 139/20*z + 1
*
[ -11/5 ] 
f(z) = -20/121*z^3 + 124/55*z + 1
*
[ -5/9 ] 
f(z) = -18/125*z^3 + 128/45*z + 1
*
[ -5/12 ] 
f(z) = -18/125*z^3 + 137/40*z + 1
*
[ -5/7 ] 
f(z) = -17/125*z^3 + 121/49*z + 1
*
[ 15/4 ] 
f(z) = -17/125*z^3 + 127/48*z + 1
*
-16/3 | 0.19254222174952244537229534077667016352 | 0.028005195941798735649823750701759102548
f(z) = -15/128*z^3 + 121/48*z + 1
*
-4 | 0.22238394743738451955900753410790279947 | 0.029020716568122817681075849737217062701
f(z) = -15/128*z^3 + 133/40*z + 1
*
-12/5 | 0.090191606199981548524646929908194761853 | 0.011724509536632456913750988588781266753
f(z) = -15/128*z^3 + 137/40*z + 1
*
[ -2/3 ] 
f(z) = -15/136*z^3 + 130/51*z + 1
*
-45/14 | 0.22581497826962435920425139793306670902 | 0.023346080024609629792045026169760858164
f(z) = -14/125*z^3 + 127/42*z + 1
*
-6 | 0.22234632289111126038624121859345375562 | 0.027478566619655581406518750214821047248
f(z) = -14/135*z^3 + 121/40*z + 1
*
[ -15/4 ] 
f(z) = -13/125*z^3 + 131/48*z + 1
*
15/26 | 0.23237933726097024652476169594119099882 | 0.023837947588911650181213869818843866900
f(z) = -13/125*z^3 + 137/52*z + 1
*
[ -5/7 ] 
f(z) = -12/125*z^3 + 120/49*z + 1
*
6 | 0.23509786939316177051431501857576092171 | 0.029111065617695824592598727631960698589
f(z) = -11/120*z^3 + 134/55*z + 1
*
-70/11 | 0.28441895737418674316771182118180676880 | 0.029176278231504807843721151713548470345
f(z) = -11/125*z^3 + 137/44*z + 1
*
6 | 0.13123770304618857288268607961780566859 | 0.022142625447177085303992391532077852106
f(z) = -11/126*z^3 + 125/42*z + 1
*
-6 | 0.16588491869209906387400132132976483493 | 0.027495864072474578980965476395522804548
f(z) = -11/126*z^3 + 139/42*z + 1
*
[ 11/2 ] 
f(z) = -9/121*z^3 + 135/44*z + 1
*
10/9 | 0.17079401618558771901649612860878370074 | 0.021310184141286934548730748441619438620
f(z) = -9/125*z^3 + 121/45*z + 1
*
[ -5/9 ] 
f(z) = -9/125*z^3 + 127/45*z + 1
*
-20/3 | 0.18870292844049339991163580555695953787 | 0.024484416032222146892204842791356040197
f(z) = -9/128*z^3 + 139/40*z + 1
*
5 | 0.23202933987218009900278097278571131993 | 0.028950592469729935539193963767096887358
f(z) = -8/125*z^3 + 121/40*z + 1
*
[ -11/2 ] 
f(z) = -7/121*z^3 + 129/44*z + 1
*
-36/7 | 0.10021566762694518244799098797655671426 | 0.013212744349959457211379589724242452647
f(z) = -7/128*z^3 + 123/56*z + 1
*
[ 6 ] 
f(z) = -7/136*z^3 + 137/51*z + 1
*
-15/2 | 0.23182680937699073119532317984676281164 | 0.023781268148755900464258519093202952224
f(z) = -6/125*z^3 + 137/54*z + 1
*
8 | 0.19606597479175333381108152911262956781 | 0.025636958673632606612199565444396940798
f(z) = -5/128*z^3 + 131/40*z + 1
*
-4 | 0.098589512044756916295366759158735025892 | 0.012792099461661608730918931341515945930
f(z) = -5/128*z^3 + 139/40*z + 1
*
[ -6 ] 
f(z) = -5/136*z^3 + 127/51*z + 1
*
-15/2 | 0.11653944670727988973449268485633204676 | 0.014453495897144514116727048605743810083
f(z) = -4/125*z^3 + 127/45*z + 1
*
[ -2/3 ] 
f(z) = -3/136*z^3 + 128/51*z + 1
*
[ -35/4 ] 
f(z) = -2/125*z^3 + 131/56*z + 1
*
-15/4 | 0.21584569385986770593298263883340446242 | 0.026621254183547509951063891380449176669
f(z) = -2/135*z^3 + 123/40*z + 1
*
-20/3 | 0.17079295596264162934475664584161711784 | 0.021245131506572933758945885863727358516
f(z) = -1/125*z^3 + 124/45*z + 1
*
-12 | 0.060616531914387660594351690554899099155 | 0.010227313728698506025575804672525906006
f(z) = -1/126*z^3 + 125/42*z + 1
*
15 | 0.13408176567770406612900255407159517057 | 0.022444934537468230438595358959001654094
f(z) = -1/126*z^3 + 131/42*z + 1
*
20 | 0.19635637001207868581911031217639984752 | 0.025674929822223833876828359751823307729
f(z) = -1/128*z^3 + 131/40*z + 1
*
4 | 0.11589351933673049899053121454983948418 | 0.020646868758408854314402968395850809438
f(z) = -19/120*z^3 + 137/60*z + 1
*
[ -2 ] 
f(z) = -19/124*z^3 + 131/62*z + 1
*
[ 8/3 ] 
f(z) = -19/128*z^3 + 121/72*z + 1
*
[ -2 ] 
f(z) = -19/132*z^3 + 137/66*z + 1
*
4 | 0.11589353007398021784173897524648625268 | 0.021114018022413967248603589513701017725
f(z) = -17/120*z^3 + 121/60*z + 1
*
[ -2 ] 
f(z) = -17/124*z^3 + 127/62*z + 1
*
[ -2 ] 
f(z) = -17/132*z^3 + 133/66*z + 1
*
[ -2 ] 
f(z) = -15/124*z^3 + 123/62*z + 1
*
[ -4/3 ] 
f(z) = -13/128*z^3 + 139/72*z + 1
*
[ -2 ] 
f(z) = -13/132*z^3 + 125/66*z + 1
*
5/4 | 0.14075750326540203430179811101451517003 | 0.017562490658888961041910968575068030238
f(z) = -12/125*z^3 + 121/60*z + 1
*
-5/4 | 0.18385857943882863429119104389119707533 | 0.022590221829754957053889302348975063765
f(z) = -12/125*z^3 + 137/60*z + 1
*
[ 4 ] 
f(z) = -11/120*z^3 + 133/60*z + 1
*
[ -4/3 ] 
f(z) = -11/128*z^3 + 137/72*z + 1
*
[ 4 ] 
f(z) = -11/136*z^3 + 139/68*z + 1
*
-5/2 | 0.22859599463069542626043318981156702291 | 0.028242392976794574372158111521328267395
f(z) = -9/125*z^3 + 131/60*z + 1
*
28/9 | 0.14555898254578083912346558435149973443 | 0.018886440795229777827705218545990611715
f(z) = -9/128*z^3 + 139/72*z + 1
*
[ 4 ] 
f(z) = -9/136*z^3 + 123/68*z + 1
*
[ -4/3 ] 
f(z) = -9/136*z^3 + 127/68*z + 1
*
6 | 0.20636353263498309327615740664565422582 | 0.029116245023759793180885253247073932442
f(z) = -8/135*z^3 + 133/60*z + 1
*
[ -4 ] 
f(z) = -7/120*z^3 + 131/60*z + 1
*
[ -11/7 ] 
f(z) = -7/121*z^3 + 137/77*z + 1
*
[ -10/7 ] 
f(z) = -7/125*z^3 + 127/70*z + 1
*
[ -8/3 ] 
f(z) = -7/128*z^3 + 127/72*z + 1
*
[ -4/3 ] 
f(z) = -7/128*z^3 + 133/72*z + 1
*
[ -4/3 ] 
f(z) = -5/128*z^3 + 131/72*z + 1
*
[ -4 ] 
f(z) = -5/136*z^3 + 125/68*z + 1
*
[ 12 ] 
f(z) = -1/120*z^3 + 127/60*z + 1
*
[ -12 ] 
f(z) = -1/120*z^3 + 137/60*z + 1
*
[ -35/3 ] 
f(z) = -1/125*z^3 + 137/63*z + 1
*
15/2 | 0.19472397305112531364164284739724868632 | 0.023882695926308103753834272372076117099
f(z) = -1/125*z^3 + 139/60*z + 1
*
[ -4/3 ] 
f(z) = -1/128*z^3 + 127/72*z + 1
*
-44/3 | 0.091362289415579354024998875266292513053 | 0.011854359241768436622964201122092966944
f(z) = -1/128*z^3 + 139/72*z + 1
*
-35/18 | 0.17079255754629334694541830898743125378 | 0.021310002145028207255831231202716895677
f(z) = -18/125*z^3 + 121/90*z + 1
*
15/16 | 0.23105094138066448332438389331069242813 | 0.028388623667678726018156387574521293361
f(z) = -16/125*z^3 + 137/80*z + 1
*
[ 11/4 ] 
f(z) = -14/121*z^3 + 133/88*z + 1
*
-35/8 | 0.23105078128276475257897788332113467027 | 0.028545674971800371546930443135522671002
f(z) = -12/125*z^3 + 131/80*z + 1
*
[ 10/3 ] 
f(z) = -9/136*z^3 + 122/85*z + 1
*
[ 10/3 ] 
f(z) = -8/125*z^3 + 127/90*z + 1
*
[ 11/3 ] 
f(z) = -5/121*z^3 + 127/99*z + 1
*
[ -16/5 ] 
f(z) = -5/128*z^3 + 137/80*z + 1
*
[ -15/8 ] 
f(z) = -4/135*z^3 + 131/80*z + 1
*
[ -11/4 ] 
f(z) = -2/121*z^3 + 131/88*z + 1
*
[ -9/2 ] 
f(z) = -2/135*z^3 + 137/90*z + 1
*
[ -11/3 ] 
f(z) = -1/121*z^3 + 137/99*z + 1
*
[ -6 ] 
f(z) = -1/128*z^3 + 139/96*z + 1
*
[ 10 ] 
f(z) = -1/136*z^3 + 139/85*z + 1
*
40/11 | 0.12142333563102130120813233762956621952 | 0.014892447795692587838925725210802936418
f(z) = -11/125*z^3 + 139/110*z + 1
*
10/7 | 0.15074761769345766008021915433262166739 | 0.021748284047217672252390556739394024179
f(z) = -7/120*z^3 + 128/105*z + 1
*
30/7 | 0.20179905666558550964052836270571285690 | 0.028830815342602549090908994031187202508
f(z) = -7/120*z^3 + 137/105*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.012109742739318524192304052531127708485
f(z) = -19/120*z^3 + 139/120*z + 1
*
[ 2 ] 
f(z) = -19/122*z^3 + 137/122*z + 1
*
[ 2 ] 
f(z) = -19/126*z^3 + 139/126*z + 1
*
3 | 0.13892131911069091754596996932282139376 | 0.028451147786291051950016909051348999420
f(z) = -19/132*z^3 + 127/132*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017998055564399934971144734262192539153
f(z) = -18/121*z^3 + 139/121*z + 1
*
-1 | 0.059755209884085915368659894135097524044 | 0.012145414948743524781605493404726368817
f(z) = -17/120*z^3 + 137/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018024429368656660621928044233531431820
f(z) = -17/121*z^3 + 138/121*z + 1
*
[ 2 ] 
f(z) = -17/122*z^3 + 129/122*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015427773446974389334604522902056108780
f(z) = -17/122*z^3 + 139/122*z + 1
*
[ 2 ] 
f(z) = -17/126*z^3 + 131/126*z + 1
*
[ 2 ] 
f(z) = -17/130*z^3 + 133/130*z + 1
*
[ 2 ] 
f(z) = -17/134*z^3 + 135/134*z + 1
*
[ 2 ] 
f(z) = -17/138*z^3 + 137/138*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018051073239602191325936442444345350963
f(z) = -16/121*z^3 + 137/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013936612903229092962995481441982378262
f(z) = -16/123*z^3 + 139/123*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018077992062384194334162843757971723657
f(z) = -15/121*z^3 + 136/121*z + 1
*
[ 2 ] 
f(z) = -15/122*z^3 + 121/122*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015473087178315350142956294663159869381
f(z) = -15/122*z^3 + 137/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016355765970460797014907078234135405017
f(z) = -15/124*z^3 + 139/124*z + 1
*
[ 2 ] 
f(z) = -15/134*z^3 + 127/134*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018105190848827802519827717227163882215
f(z) = -14/121*z^3 + 135/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.013977666605595946941329805182125282687
f(z) = -14/123*z^3 + 137/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018120111397715204347828777290711547589
f(z) = -14/125*z^3 + 139/125*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.012219218287639022615974392407770707807
f(z) = -13/120*z^3 + 133/120*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018132674741721725481416920764429986838
f(z) = -13/121*z^3 + 134/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015519475915113159452110431419137056685
f(z) = -13/122*z^3 + 135/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013998721323416129598191708716921954925
f(z) = -13/123*z^3 + 136/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016403945879940641918372973667970242590
f(z) = -13/124*z^3 + 137/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018146664058884818731199252291106862457
f(z) = -13/125*z^3 + 138/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012800068120009451800491004023500175312
f(z) = -13/126*z^3 + 139/126*z + 1
*
[ 2 ] 
f(z) = -13/138*z^3 + 121/138*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018160449019283625155424223768166211917
f(z) = -12/121*z^3 + 133/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018173488618230791634258084103124908053
f(z) = -12/125*z^3 + 137/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018179682268751333501224590703154696762
f(z) = -12/127*z^3 + 139/127*z + 1
*
-1 | 0.059756243500506805090841091337832091499 | 0.012257194845452874281687384549242536922
f(z) = -11/120*z^3 + 131/120*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015566975674806857929543390170424974537
f(z) = -11/122*z^3 + 133/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.014041064941370062279176045381854102583
f(z) = -11/123*z^3 + 134/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016453125356479526452830818363549154881
f(z) = -11/124*z^3 + 135/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018200589994029967360538522990965284056
f(z) = -11/125*z^3 + 136/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.012837906400868037558720133451964088053
f(z) = -11/126*z^3 + 137/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018206322223266970060826136011111343429
f(z) = -11/127*z^3 + 138/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016474915218312714112027820273845713307
f(z) = -11/128*z^3 + 139/128*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018216890546545970801244396574460079408
f(z) = -10/121*z^3 + 131/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014062360638068217236049645792722860102
f(z) = -10/123*z^3 + 133/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018233234969839297512377884419793787197
f(z) = -10/127*z^3 + 137/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014115565013544338808681766597094655697
f(z) = -10/129*z^3 + 139/129*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018245569072707213997422521037430029140
f(z) = -9/121*z^3 + 130/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015615223084139812798226606639232480985
f(z) = -9/122*z^3 + 131/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016503341320126119344951101671853081080
f(z) = -9/124*z^3 + 133/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018255643510093197690437734038475480503
f(z) = -9/125*z^3 + 134/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018260425442914268018701917606601962204
f(z) = -9/127*z^3 + 136/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016523446111047422452409977433810941409
f(z) = -9/128*z^3 + 137/128*z + 1
*
-5 | 0.14286579429198004017714081307904915133 | 0.029350751544985645403569676750062807445
f(z) = -9/130*z^3 + 121/130*z + 1
*
[ 7/3 ] 
f(z) = -9/133*z^3 + 125/133*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018274560546794283306343363018417154086
f(z) = -8/121*z^3 + 129/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.014106277581064425233166613831891171958
f(z) = -8/123*z^3 + 131/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018283606142034847845997931365501083641
f(z) = -8/125*z^3 + 133/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018287898704893660269681530601051585024
f(z) = -8/127*z^3 + 135/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014157145863125929612722460074734533097
f(z) = -8/129*z^3 + 137/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018296060154451583309549549563259809907
f(z) = -8/131*z^3 + 139/131*z + 1
*
[ 5/2 ] 
f(z) = -8/135*z^3 + 131/135*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018303870998080937863488693368919539464
f(z) = -7/121*z^3 + 128/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015664656872899692234157972780863500321
f(z) = -7/122*z^3 + 129/122*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014128272493414036054483182201210878843
f(z) = -7/123*z^3 + 130/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016554632661438804441318474851467403998
f(z) = -7/124*z^3 + 131/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018311866582965696628810519875596590473
f(z) = -7/125*z^3 + 132/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018315659950464443715135409091742800257
f(z) = -7/127*z^3 + 134/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016572983852533967766338677689170324551
f(z) = -7/128*z^3 + 135/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014178257832233249706900488477339420933
f(z) = -7/129*z^3 + 136/129*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015712280446975981987908596838699282108
f(z) = -7/130*z^3 + 137/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018322870645588039125561767871347915919
f(z) = -7/131*z^3 + 138/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012467640454467693482958416374630256268
f(z) = -7/132*z^3 + 139/132*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018333506622366172846926875309014689002
f(z) = -6/121*z^3 + 127/121*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018340430433847449605891529830833752100
f(z) = -6/125*z^3 + 131/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018343714511109216348489202156506698736
f(z) = -6/127*z^3 + 133/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018349955675069285052830335340541659939
f(z) = -6/131*z^3 + 137/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018352923152547306063224390007961046438
f(z) = -6/133*z^3 + 139/133*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018363473787976667658340266485632907926
f(z) = -5/121*z^3 + 126/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015715184492727991819875062583942891520
f(z) = -5/122*z^3 + 127/122*z + 1
*
[ 3 ] 
f(z) = -5/123*z^3 + 127/123*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.014173631029247227617091652289975659141
f(z) = -5/123*z^3 + 128/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016607040379828313892965446658061298107
f(z) = -5/124*z^3 + 129/124*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012955701747680369655839192007119687219
f(z) = -5/126*z^3 + 131/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018372067859806754027807594897809069707
f(z) = -5/127*z^3 + 132/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016623565631777913705474670001553931244
f(z) = -5/128*z^3 + 133/128*z + 1
*
[ 3 ] 
f(z) = -5/129*z^3 + 131/129*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014221144515883148383250385737760295082
f(z) = -5/129*z^3 + 134/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018377320208929305350973058292679963002
f(z) = -5/131*z^3 + 136/131*z + 1
*
[ 3 ] 
f(z) = -5/132*z^3 + 133/132*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012504366939158681170846979075306963915
f(z) = -5/132*z^3 + 137/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018379816968994980138937578164687951311
f(z) = -5/133*z^3 + 138/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015779864547145670975848975770175714773
f(z) = -5/134*z^3 + 139/134*z + 1
*
[ 3 ] 
f(z) = -5/138*z^3 + 137/138*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018393779042036766330854342962765077872
f(z) = -4/121*z^3 + 125/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.014196579421092010539921032291441755048
f(z) = -4/123*z^3 + 127/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018398491529673415655003483381469233770
f(z) = -4/125*z^3 + 129/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018400725615932234517783157228399996133
f(z) = -4/127*z^3 + 131/127*z + 1
*
[ 3 ] 
f(z) = -4/129*z^3 + 122/129*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014242927403441551792726964788783788431
f(z) = -4/129*z^3 + 133/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018404969341977024602724871862494669580
f(z) = -4/131*z^3 + 135/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018406986177035260807570212957782241029
f(z) = -4/133*z^3 + 137/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015660292909682348710282312444680813070
f(z) = -4/135*z^3 + 139/135*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018424429117020225473422108557017780417
f(z) = -3/121*z^3 + 124/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015766984098857573409471568776874384463
f(z) = -3/122*z^3 + 125/122*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016660607734006168677695309929904228682
f(z) = -3/124*z^3 + 127/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018428000753074304348177138329280874412
f(z) = -3/125*z^3 + 128/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018429693550367259517345014801916431026
f(z) = -3/127*z^3 + 130/127*z + 1
*
20/3 | 0.17882942474938208943722833078078997001 | 0.023383162615537276905796150047934038656
f(z) = -3/128*z^3 + 131/120*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016675230622649400248472030011069875086
f(z) = -3/128*z^3 + 131/128*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015807351568197684134185397673223804846
f(z) = -3/130*z^3 + 133/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018432908302153386526659995416009789050
f(z) = -3/131*z^3 + 134/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018434435758136251948287965899165438039
f(z) = -3/133*z^3 + 136/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015826215448947834796193278859899891637
f(z) = -3/134*z^3 + 137/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016702432517420938174572092436449276599
f(z) = -3/136*z^3 + 139/136*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018455430937598847259030263852275252914
f(z) = -2/121*z^3 + 123/121*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.014243037389185947378217991874299817492
f(z) = -2/123*z^3 + 125/123*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018457837354670949981755543231157858877
f(z) = -2/125*z^3 + 127/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018458977590830395513769096039981449362
f(z) = -2/127*z^3 + 129/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014287193521227700417355290937669081097
f(z) = -2/129*z^3 + 131/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018461142455070665489517634944973997155
f(z) = -2/131*z^3 + 133/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018462170822941222135427234241009408971
f(z) = -2/133*z^3 + 135/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015706424133140732260948769430712266520
f(z) = -2/135*z^3 + 137/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018464127913206043402630314079477278890
f(z) = -2/137*z^3 + 139/137*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.018486791627804059679534893946483389793
f(z) = -1/121*z^3 + 122/121*z + 1
*
-1 | 0.076127945920340964711494793358856235432 | 0.015819831556401247364055518925514304650
f(z) = -1/122*z^3 + 123/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.014266985396506738873659162684388464285
f(z) = -1/123*z^3 + 124/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016715380405813868590754158239388287716
f(z) = -1/124*z^3 + 125/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018488007745977553903720257866881745758
f(z) = -1/125*z^3 + 126/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.013038772758467749852683494817948527641
f(z) = -1/126*z^3 + 127/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018488583827439592204444454741538896216
f(z) = -1/127*z^3 + 128/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016728020123233581761147800107809008508
f(z) = -1/128*z^3 + 129/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014309685595389443744457441167660523855
f(z) = -1/129*z^3 + 130/129*z + 1
*
15 | 0.14360170554595082224143014062053346210 | 0.029501939227674137441653784301461462711
f(z) = -1/130*z^3 + 121/130*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015856479817368976157014842223133282838
f(z) = -1/130*z^3 + 131/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018489677308743106561688296011910126888
f(z) = -1/131*z^3 + 132/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018490196615639224976668088741435667140
f(z) = -1/133*z^3 + 134/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015873795820468086662253791672655418428
f(z) = -1/134*z^3 + 135/134*z + 1
*
[ 5 ] 
f(z) = -1/135*z^3 + 133/135*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015729846477184598552685420129782233387
f(z) = -1/135*z^3 + 136/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016751633618013592785331954900870476861
f(z) = -1/136*z^3 + 137/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018491184685734141566548187791019361641
f(z) = -1/137*z^3 + 138/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011767362054332014127328395293389277031
f(z) = -1/138*z^3 + 139/138*z + 1
*
[ 15/7 ] 
f(z) = -9/125*z^3 + 127/147*z + 1
*
[ 15/8 ] 
f(z) = -14/135*z^3 + 133/160*z + 1
*
-32/5 | 0.093164012937676244584128360051628212815 | 0.014418396933164157811472051057729416166
f(z) = -5/128*z^3 + 121/160*z + 1
*
[ 11/4 ] 
f(z) = -1/121*z^3 + 123/176*z + 1
*
[ 9/4 ] 
f(z) = -4/135*z^3 + 127/180*z + 1
*
[ 8/5 ] 
f(z) = -13/128*z^3 + 127/200*z + 1
*
[ 35/24 ] 
f(z) = -18/125*z^3 + 139/224*z + 1
*
-10/3 | 0.22571435743646875164071933704014377024 | 0.029618566112248662730606585257096331927
f(z) = -15/136*z^3 + 134/255*z + 1
*
[ 3/2 ] 
f(z) = -10/123*z^3 + 127/246*z + 1
*
[ 3/2 ] 
f(z) = -10/129*z^3 + 131/258*z + 1
*
[ 15/8 ] 
f(z) = -4/125*z^3 + 139/240*z + 1
*
[ 15/8 ] 
f(z) = -4/135*z^3 + 137/240*z + 1
*
[ 2 ] 
f(z) = -2/121*z^3 + 137/242*z + 1
*
[ 2 ] 
f(z) = -2/123*z^3 + 139/246*z + 1
*
[ 2 ] 
f(z) = -1/121*z^3 + 129/242*z + 1
*
[ 2 ] 
f(z) = -1/123*z^3 + 131/246*z + 1
*
[ 2 ] 
f(z) = -1/125*z^3 + 133/250*z + 1
*
[ 2 ] 
f(z) = -1/127*z^3 + 135/254*z + 1
*
[ 2 ] 
f(z) = -1/129*z^3 + 137/258*z + 1
*
[ 15/7 ] 
f(z) = -1/135*z^3 + 139/245*z + 1
*
[ 2 ] 
f(z) = -1/131*z^3 + 139/262*z + 1
*
[ 10 ] 
f(z) = -18/125*z^3 + 153/10*z + 1
*
[ -10 ] 
f(z) = -17/125*z^3 + 147/10*z + 1
*
[ -15 ] 
f(z) = -17/135*z^3 + 147/5*z + 1
*
[ 45/4 ] 
f(z) = -16/125*z^3 + 154/9*z + 1
*
-10 | 0.11445302470583458592517293380530175103 | 0.016157949722350012049918039526449011962
f(z) = -13/120*z^3 + 149/15*z + 1
*
[ 11 ] 
f(z) = -13/121*z^3 + 153/11*z + 1
*
[ -11 ] 
f(z) = -13/121*z^3 + 155/11*z + 1
*
[ 11 ] 
f(z) = -12/121*z^3 + 142/11*z + 1
*
[ -11 ] 
f(z) = -12/121*z^3 + 144/11*z + 1
*
[ 10 ] 
f(z) = -11/120*z^3 + 151/15*z + 1
*
[ -10 ] 
f(z) = -11/120*z^3 + 154/15*z + 1
*
[ -20 ] 
f(z) = -11/125*z^3 + 145/4*z + 1
*
5/6 | 0.28933128294660111983871717170921461897 | 0.029426732172863701880380134143609335080
f(z) = -6/125*z^3 + 149/6*z + 1
*
[ 35 ] 
f(z) = -2/125*z^3 + 144/7*z + 1
*
[ 30 ] 
f(z) = -2/135*z^3 + 143/10*z + 1
*
[ -45 ] 
f(z) = -1/125*z^3 + 155/9*z + 1
*
-6 | 0.21024563038355727021548306900023313085 | 0.028985522693448268989270823874377418694
f(z) = -19/135*z^3 + 157/30*z + 1
*
[ -20/3 ] 
f(z) = -18/125*z^3 + 151/20*z + 1
*
-15/2 | 0.19986266778301690106023465565705966235 | 0.024305848357593040523974556249907090778
f(z) = -17/125*z^3 + 149/20*z + 1
*
[ 15/2 ] 
f(z) = -17/135*z^3 + 159/20*z + 1
*
[ 25/4 ] 
f(z) = -16/125*z^3 + 146/25*z + 1
*
-65/8 | 0.12477716520022984997270487447000041659 | 0.015125763068084370127359237972537296555
f(z) = -16/125*z^3 + 153/20*z + 1
*
[ -25/4 ] 
f(z) = -16/125*z^3 + 154/25*z + 1
*
[ -21/4 ] 
f(z) = -16/135*z^3 + 156/35*z + 1
*
-4/3 | 0.12261615703549199231969646357444875427 | 0.015851233078734864543827955087953673058
f(z) = -15/128*z^3 + 143/24*z + 1
*
10/7 | 0.22316444724392511707845815356412472477 | 0.027323016724086790643799781810135097594
f(z) = -14/125*z^3 + 141/35*z + 1
*
[ 25/3 ] 
f(z) = -9/125*z^3 + 147/25*z + 1
*
[ -25/3 ] 
f(z) = -9/125*z^3 + 153/25*z + 1
*
-20/9 | 0.22255098756023164689713573434370700986 | 0.022544253940131327778035981773747444838
f(z) = -9/125*z^3 + 155/36*z + 1
*
-10/7 | 0.21131087463521556663832989258113993215 | 0.025656493552968191342542135501379309448
f(z) = -7/125*z^3 + 151/35*z + 1
*
15/7 | 0.14573622333489844244139158761272788402 | 0.017503172433786961483657482661499074420
f(z) = -7/135*z^3 + 153/35*z + 1
*
-5/2 | 0.13666292312203249186116317471183468289 | 0.016593047622670152070321120229693172712
f(z) = -6/125*z^3 + 151/30*z + 1
*
-55/6 | 0.12400498712292478040230563987248750439 | 0.014985276671961175274362635545276327200
f(z) = -6/125*z^3 + 157/30*z + 1
*
[ 12 ] 
f(z) = -5/128*z^3 + 157/24*z + 1
*
[ 25/2 ] 
f(z) = -4/125*z^3 + 148/25*z + 1
*
[ -25/2 ] 
f(z) = -4/125*z^3 + 152/25*z + 1
*
[ 21/2 ] 
f(z) = -4/135*z^3 + 146/35*z + 1
*
8/3 | 0.12203139453200807030123898135556154145 | 0.015665398409086440890660401241288979309
f(z) = -3/128*z^3 + 151/24*z + 1
*
[ 20 ] 
f(z) = -2/125*z^3 + 147/20*z + 1
*
[ -20 ] 
f(z) = -2/125*z^3 + 149/20*z + 1
*
39/2 | 0.20307369728061438475853025056153508094 | 0.028200094203023653459506899365342732379
f(z) = -2/135*z^3 + 149/30*z + 1
*
[ 25 ] 
f(z) = -1/125*z^3 + 149/25*z + 1
*
[ -25 ] 
f(z) = -1/125*z^3 + 151/25*z + 1
*
5/2 | 0.23891516990574783464554840388071188121 | 0.028961823644305761701512688114279480592
f(z) = -1/125*z^3 + 153/20*z + 1
*
-6 | 0.16373632412511371580274558225034521644 | 0.025517088280486352063013895141917024375
f(z) = -1/128*z^3 + 153/32*z + 1
*
[ -21 ] 
f(z) = -1/135*z^3 + 151/35*z + 1
*
[ -5/12 ] 
f(z) = -16/125*z^3 + 154/45*z + 1
*
[ 9/2 ] 
f(z) = -16/135*z^3 + 143/45*z + 1
*
4/5 | 0.17536583451707791898246146272754289024 | 0.022474078652568485293234322994552073211
f(z) = -15/128*z^3 + 153/40*z + 1
*
28/5 | 0.18992430015034566389782522158668547992 | 0.024259587998835584520757662174763796348
f(z) = -15/128*z^3 + 157/40*z + 1
*
6 | 0.14137126165558246957666404772058435488 | 0.023165899919480329927309633933367784742
f(z) = -13/126*z^3 + 149/42*z + 1
*
-45/8 | 0.23895322877738290574072614350315884581 | 0.024302980975516657491941339557325885671
f(z) = -12/125*z^3 + 149/48*z + 1
*
45/11 | 0.22263021948936154652788848769804753536 | 0.027119241758965401384553810530093735664
f(z) = -11/125*z^3 + 147/55*z + 1
*
-30/11 | 0.13381881613520627550499761140007142215 | 0.016171220450291443494301802588742963831
f(z) = -11/125*z^3 + 157/55*z + 1
*
20/3 | 0.24439537460728529995830948410099635169 | 0.029511107241812022270874642142204771962
f(z) = -11/125*z^3 + 158/45*z + 1
*
3 | 0.20844801936891722599704904689061135545 | 0.025054699538036154358145250155924287372
f(z) = -11/135*z^3 + 152/55*z + 1
*
[ -11/2 ] 
f(z) = -9/121*z^3 + 151/44*z + 1
*
-55/9 | 0.21485754807849550324673715826223517149 | 0.025964276741739445426674276033053927928
f(z) = -9/125*z^3 + 157/45*z + 1
*
[ 20/3 ] 
f(z) = -9/128*z^3 + 159/40*z + 1
*
[ -3/8 ] 
f(z) = -8/135*z^3 + 147/40*z + 1
*
8 | 0.12588810372094324614878987266963147408 | 0.016188199919973991000683003078221916738
f(z) = -7/128*z^3 + 149/56*z + 1
*
[ -6 ] 
f(z) = -7/136*z^3 + 154/51*z + 1
*
-85/18 | 0.19113861716999253990213495592085172978 | 0.019362203558317800631974529605186670728
f(z) = -6/125*z^3 + 155/54*z + 1
*
4/5 | 0.17052843931638178656196038927737605606 | 0.021891054775008331948669226323543258149
f(z) = -5/128*z^3 + 151/40*z + 1
*
[ 9 ] 
f(z) = -4/135*z^3 + 148/45*z + 1
*
[ -9 ] 
f(z) = -4/135*z^3 + 158/45*z + 1
*
34/3 | 0.20594850187377449080511650189909743947 | 0.029074858853425441257657098934519231117
f(z) = -3/136*z^3 + 149/51*z + 1
*
10/3 | 0.11745755148300776540320564262596742361 | 0.014249790550229665419212514440480274451
f(z) = -2/125*z^3 + 152/45*z + 1
*
-6 | 0.22550181477201390517998768467585910304 | 0.027304820372842597269453958451145035908
f(z) = -2/135*z^3 + 143/40*z + 1
*
10/3 | 0.16114790730864693216596319923594914853 | 0.019613702454757305106495398188742010921
f(z) = -1/125*z^3 + 148/45*z + 1
*
-21 | 0.15741074619642759419940653702108672566 | 0.025969127274481406015227410433461605324
f(z) = -1/126*z^3 + 143/42*z + 1
*
21 | 0.13528965728654578312902602444100164935 | 0.022268634015946294255610382161835474038
f(z) = -1/126*z^3 + 145/42*z + 1
*
-24 | 0.14898976161673295463801354464042842797 | 0.024206855680649512723230974214173301462
f(z) = -1/126*z^3 + 157/42*z + 1
*
[ -4/3 ] 
f(z) = -19/128*z^3 + 145/72*z + 1
*
-4 | 0.11883620676728829949051354547740934756 | 0.020810388856334299692680567831564391984
f(z) = -17/120*z^3 + 151/60*z + 1
*
[ -4/3 ] 
f(z) = -17/128*z^3 + 143/72*z + 1
*
15/8 | 0.18322600426572085097174945474224692727 | 0.025443918389869133397210907198724423954
f(z) = -16/135*z^3 + 149/60*z + 1
*
[ -11/7 ] 
f(z) = -14/121*z^3 + 148/77*z + 1
*
5/7 | 0.19751998888876559045903085125853192731 | 0.023982061170563255464355762448689153630
f(z) = -14/125*z^3 + 151/70*z + 1
*
[ -6/7 ] 
f(z) = -14/135*z^3 + 157/70*z + 1
*
[ 4 ] 
f(z) = -13/120*z^3 + 149/60*z + 1
*
[ -30/13 ] 
f(z) = -13/125*z^3 + 155/78*z + 1
*
[ -8/3 ] 
f(z) = -13/128*z^3 + 151/72*z + 1
*
[ 4 ] 
f(z) = -13/136*z^3 + 155/68*z + 1
*
[ -15/4 ] 
f(z) = -12/125*z^3 + 157/60*z + 1
*
[ -8/3 ] 
f(z) = -11/128*z^3 + 143/72*z + 1
*
6 | 0.21290775817587572756475233224878079473 | 0.029511071856614337727597798290140070553
f(z) = -11/135*z^3 + 151/60*z + 1
*
[ -2/3 ] 
f(z) = -9/124*z^3 + 157/62*z + 1
*
[ -8/9 ] 
f(z) = -9/128*z^3 + 157/72*z + 1
*
[ -4 ] 
f(z) = -9/136*z^3 + 157/68*z + 1
*
[ -30/7 ] 
f(z) = -7/135*z^3 + 153/70*z + 1
*
-48/7 | 0.11317623088794191989222781204644570929 | 0.013530153529541816117488035861844214394
f(z) = -7/135*z^3 + 159/70*z + 1
*
[ -4 ] 
f(z) = -7/136*z^3 + 141/68*z + 1
*
[ 6 ] 
f(z) = -5/132*z^3 + 145/66*z + 1
*
21/4 | 0.090840212419042727102829315986072973774 | 0.012614644742001389414029880433839334636
f(z) = -4/135*z^3 + 149/60*z + 1
*
[ 22/3 ] 
f(z) = -3/121*z^3 + 145/66*z + 1
*
[ -15/2 ] 
f(z) = -3/125*z^3 + 149/60*z + 1
*
-20 | 0.15359507447605249173828955292957107277 | 0.027156169883808306917838410479548523179
f(z) = -1/120*z^3 + 143/60*z + 1
*
0 | 0.16060204004528512269536265370052461427 | 0.027902924433650023574626523220163595411
f(z) = -1/126*z^3 + 158/63*z + 1
*
[ 11/4 ] 
f(z) = -18/121*z^3 + 155/88*z + 1
*
-57/16 | 0.23436218513454969244887047727500667287 | 0.028283196252547122787768553856149240516
f(z) = -16/135*z^3 + 147/80*z + 1
*
[ 16/5 ] 
f(z) = -15/128*z^3 + 151/80*z + 1
*
[ -5/4 ] 
f(z) = -13/125*z^3 + 157/80*z + 1
*
[ 10/3 ] 
f(z) = -11/125*z^3 + 151/90*z + 1
*
[ -5/4 ] 
f(z) = -9/125*z^3 + 153/80*z + 1
*
-55/12 | 0.091314388325500837419890422991400147353 | 0.011034809203536952005850750776145201666
f(z) = -8/125*z^3 + 157/90*z + 1
*
[ -9/4 ] 
f(z) = -8/135*z^3 + 157/90*z + 1
*
[ 11/3 ] 
f(z) = -7/121*z^3 + 149/99*z + 1
*
[ -5/4 ] 
f(z) = -7/125*z^3 + 151/80*z + 1
*
[ -11/4 ] 
f(z) = -6/121*z^3 + 153/88*z + 1
*
[ -10/3 ] 
f(z) = -4/125*z^3 + 149/90*z + 1
*
[ -5/4 ] 
f(z) = -3/125*z^3 + 147/80*z + 1
*
[ -11/3 ] 
f(z) = -2/121*z^3 + 148/99*z + 1
*
[ -10 ] 
f(z) = -1/136*z^3 + 156/85*z + 1
*
6/7 | 0.12687379495358782877577495902661008302 | 0.017634986251103649057545312218290039195
f(z) = -14/135*z^3 + 148/105*z + 1
*
[ 35/8 ] 
f(z) = -4/125*z^3 + 155/112*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017946099224220521631608425085179872543
f(z) = -20/121*z^3 + 141/121*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013857150853408063777414793621479447325
f(z) = -20/123*z^3 + 143/123*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.017975830092448273941502583415189208767
f(z) = -20/127*z^3 + 147/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013919591328945268313718016424305240466
f(z) = -20/129*z^3 + 149/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.017994099362104746405022148957846734305
f(z) = -20/131*z^3 + 151/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018002810552113460580695683792846639653
f(z) = -20/133*z^3 + 153/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018019447905268461934384982258697355730
f(z) = -20/137*z^3 + 157/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018027396704361197168944752702622704201
f(z) = -20/139*z^3 + 159/139*z + 1
*
-10/3 | 0.19085568271298710912750616297359763302 | 0.027101381291981406207043884756994869469
f(z) = -19/120*z^3 + 143/135*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.017971947064246506262146647607421493581
f(z) = -19/121*z^3 + 140/121*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.015383105155091661348946199426228076443
f(z) = -19/122*z^3 + 141/122*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013876772918872689846426941615394314463
f(z) = -19/123*z^3 + 142/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016262266270745238556535052171323832035
f(z) = -19/124*z^3 + 143/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.017991262843833249247831926309144650025
f(z) = -19/125*z^3 + 144/125*z + 1
*
-1 | 0.063161602480483819017882957889010135848 | 0.012691376663796242702366984966884816034
f(z) = -19/126*z^3 + 145/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018000451295050423418988070001355527977
f(z) = -19/127*z^3 + 146/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016290178913683550952983235263448333090
f(z) = -19/128*z^3 + 147/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013938348782266271666501284007171092683
f(z) = -19/129*z^3 + 148/129*z + 1
*
[ 2 ] 
f(z) = -19/130*z^3 + 141/130*z + 1
*
-1 | 0.077304120100384036228214379865632003913 | 0.015448631015191915977020470010802611842
f(z) = -19/130*z^3 + 149/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018017961119123132022053508305399673152
f(z) = -19/131*z^3 + 150/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012261872734065301258929344013829185072
f(z) = -19/132*z^3 + 151/132*z + 1
*
[ 2 ] 
f(z) = -19/134*z^3 + 143/134*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015478707689790283772440977296503968242
f(z) = -19/134*z^3 + 153/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015341678440847313471463875596112591545
f(z) = -19/135*z^3 + 154/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016341616256103460810944549109535480006
f(z) = -19/136*z^3 + 155/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018042248680934281440816150438360486658
f(z) = -19/137*z^3 + 156/137*z + 1
*
[ 2 ] 
f(z) = -19/138*z^3 + 145/138*z + 1
*
-1 | 0.058066393458166270027293837383527494963 | 0.011484092287749501163989545295538869505
f(z) = -19/138*z^3 + 157/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018049863027497834236119020620293605705
f(z) = -19/139*z^3 + 158/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018016525605551224891738039078813279581
f(z) = -18/125*z^3 + 143/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018025309954420042246770315418639399136
f(z) = -18/127*z^3 + 145/127*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018042046495156070269165568488839580973
f(z) = -18/131*z^3 + 149/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018050023885150909189859288907631432367
f(z) = -18/133*z^3 + 151/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018065254420067727813492685553310989059
f(z) = -18/137*z^3 + 155/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018072528596843566193042572838188594282
f(z) = -18/139*z^3 + 157/139*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.013916605213864309328004898156545521893
f(z) = -17/123*z^3 + 140/123*z + 1
*
-1 | 0.080707100837624814663311243576912209282 | 0.016308550551127554944111370756375465288
f(z) = -17/124*z^3 + 141/124*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018042037447676425685087074096118677646
f(z) = -17/125*z^3 + 142/125*z + 1
*
-1 | 0.063162254619837538382129804888132764867 | 0.012727026398271446907455932745572992928
f(z) = -17/126*z^3 + 143/126*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018050410118103441216221977479575940598
f(z) = -17/127*z^3 + 144/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016335018890474558333265134215703863572
f(z) = -17/128*z^3 + 145/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013976401609898680894894261028111853937
f(z) = -17/129*z^3 + 146/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015490334077617260772215397114800006291
f(z) = -17/130*z^3 + 147/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018066359194929412358123669794624828863
f(z) = -17/131*z^3 + 148/131*z + 1
*
-1 | 0.061520213213795634999103451973630210937 | 0.012294339197984627379391387493013779686
f(z) = -17/132*z^3 + 149/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018073959803001323276542991551123012572
f(z) = -17/133*z^3 + 150/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015519301428141965320115545472619166506
f(z) = -17/134*z^3 + 151/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015381597318520994921105909161058262914
f(z) = -17/135*z^3 + 152/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018088468381069768699351474033048668869
f(z) = -17/137*z^3 + 154/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.011512951289313525989871900982192414324
f(z) = -17/138*z^3 + 155/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018095396537771448842376263677787607727
f(z) = -17/139*z^3 + 156/139*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.018067802709785006556307984791297510416
f(z) = -16/125*z^3 + 141/125*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018075755932551462865594375278170411016
f(z) = -16/127*z^3 + 143/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.013995703048575887697005781980866935817
f(z) = -16/129*z^3 + 145/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018090903011157196122706345061898659789
f(z) = -16/131*z^3 + 147/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018098120034860047738456719347956314697
f(z) = -16/133*z^3 + 149/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015401833196745698845941770653874419771
f(z) = -16/135*z^3 + 151/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018111893896602618959629985175093348466
f(z) = -16/137*z^3 + 153/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018118470045936988741883685200725409049
f(z) = -16/139*z^3 + 155/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018101351646272360694946424792803299048
f(z) = -15/127*z^3 + 142/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016380734387617682789864215665154570002
f(z) = -15/128*z^3 + 143/128*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018115681827267649915113946909809548791
f(z) = -15/131*z^3 + 146/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018122508296966987482219548674666315380
f(z) = -15/133*z^3 + 148/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015560784531941810121651765431143284918
f(z) = -15/134*z^3 + 149/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016426773183416568944805349134990636561
f(z) = -15/136*z^3 + 151/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018135534375797285565133896107927927410
f(z) = -15/137*z^3 + 152/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018141752389339570632130848388353285724
f(z) = -15/139*z^3 + 154/139*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018127201613108886884934730072065010425
f(z) = -14/127*z^3 + 141/127*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014034871691540009879047104698673245349
f(z) = -14/129*z^3 + 143/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018140699620233555607412597379072567417
f(z) = -14/131*z^3 + 145/131*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015442872969321028477249466742426003231
f(z) = -14/135*z^3 + 149/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018159393306542187763393578466584088897
f(z) = -14/137*z^3 + 151/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018165246910458581136833682862461182022
f(z) = -14/139*z^3 + 153/139*z + 1
*
-3 | 0.089784013987429790061296741995608978764 | 0.017757050872103490658213228224629513581
f(z) = -13/120*z^3 + 157/120*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.018153310295645426253737469564042553175
f(z) = -13/127*z^3 + 140/127*z + 1
*
-1 | 0.081295039695302227647700063627810832058 | 0.016427355841887475929515891201370456474
f(z) = -13/128*z^3 + 141/128*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.014054745414070157147610615221392236615
f(z) = -13/129*z^3 + 142/129*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018165960463511736339885205243242264424
f(z) = -13/131*z^3 + 144/131*z + 1
*
-1 | 0.061521246830216524721284649176364778392 | 0.012361771799407925798124393974096577971
f(z) = -13/132*z^3 + 145/132*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018171984220927850298521940506222056763
f(z) = -13/133*z^3 + 146/133*z + 1
*
-1 | 0.077865330276223461209988921005858235510 | 0.015602921975644718078239387982135701073
f(z) = -13/134*z^3 + 147/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015463683132638242242890902559082663775
f(z) = -13/135*z^3 + 148/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016470544014263924374875058773193074191
f(z) = -13/136*z^3 + 149/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018183474257856403666990004797136278213
f(z) = -13/137*z^3 + 150/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011573151828755462639684726233980471021
f(z) = -13/138*z^3 + 151/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018188957028467456521606270293760093675
f(z) = -13/139*z^3 + 152/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018191468530096687894056482536149014088
f(z) = -12/131*z^3 + 143/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018197079767612412920046236406368289218
f(z) = -12/133*z^3 + 145/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018207780882351275365628669372114231558
f(z) = -12/137*z^3 + 149/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018212886241529044551643258827037974544
f(z) = -12/139*z^3 + 151/139*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.014094879401967615587480482117511977276
f(z) = -11/129*z^3 + 140/129*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.015620775643476013348158768561878112366
f(z) = -11/130*z^3 + 141/130*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018217228095693641176585408370992427633
f(z) = -11/131*z^3 + 142/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018222419119994253002485370633401625457
f(z) = -11/133*z^3 + 144/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015645739186962826360244571436552257749
f(z) = -11/134*z^3 + 145/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015505900247305163467175762551144943341
f(z) = -11/135*z^3 + 146/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016515145018778361093654905031617950942
f(z) = -11/136*z^3 + 147/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018232316918784296149021191236643680607
f(z) = -11/137*z^3 + 148/137*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.011603783124811279947461243853016441565
f(z) = -11/138*z^3 + 149/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018237038129175842058395875548649188379
f(z) = -11/139*z^3 + 150/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018243243542016628332194946672909504131
f(z) = -10/131*z^3 + 141/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018248006464037269360800846489299951122
f(z) = -10/133*z^3 + 143/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018257086194709406133416954922417341313
f(z) = -10/137*z^3 + 147/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018261416354778851311641193372201842144
f(z) = -10/139*z^3 + 149/139*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.018269519360217427590376217014005503975
f(z) = -9/131*z^3 + 140/131*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018273846088735314405432704969437975261
f(z) = -9/133*z^3 + 142/133*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015689525652708559588141954326992994286
f(z) = -9/134*z^3 + 143/134*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016560604232164906492145342263542541825
f(z) = -9/136*z^3 + 145/136*z + 1
*
[ 8/3 ] 
f(z) = -9/136*z^3 + 149/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018282092629228037252179426605931186419
f(z) = -9/137*z^3 + 146/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018286024668108990341889760226454243938
f(z) = -9/139*z^3 + 148/139*z + 1
*
[ 3 ] 
f(z) = -8/123*z^3 + 154/123*z + 1
*
[ 3 ] 
f(z) = -8/129*z^3 + 158/129*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.018299942389420510436170709325067393761
f(z) = -8/133*z^3 + 141/133*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015570768965211789837657628778805715218
f(z) = -8/135*z^3 + 143/135*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018307340235845475994993235847846923236
f(z) = -8/137*z^3 + 145/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018310866907995195660978853185649190801
f(z) = -8/139*z^3 + 147/139*z + 1
*
[ 3 ] 
f(z) = -7/120*z^3 + 143/120*z + 1
*
5 | 0.090523540014547549117221239000670285878 | 0.018042354215589021755767662740262032211
f(z) = -7/120*z^3 + 151/120*z + 1
*
[ 3 ] 
f(z) = -7/123*z^3 + 145/123*z + 1
*
[ 3 ] 
f(z) = -7/129*z^3 + 149/129*z + 1
*
[ 3 ] 
f(z) = -7/132*z^3 + 151/132*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.015734179847412151197277476469761964473
f(z) = -7/134*z^3 + 141/134*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.015592817555950398319452735155526435690
f(z) = -7/135*z^3 + 142/135*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016606951056771606123338147989301573595
f(z) = -7/136*z^3 + 143/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018332833125437353314799118827698257997
f(z) = -7/137*z^3 + 144/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011667439795678248312169481932445799390
f(z) = -7/138*z^3 + 145/138*z + 1
*
[ 3 ] 
f(z) = -7/138*z^3 + 155/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018335947005083571128606687992382549329
f(z) = -7/139*z^3 + 146/139*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018358575509331326683676017042866667897
f(z) = -6/137*z^3 + 143/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018361268984702164806687953354218419383
f(z) = -6/139*z^3 + 145/139*z + 1
*
-1 | 0.082417717877088058065859436443374170267 | 0.016654216349702503296002995521292461273
f(z) = -5/136*z^3 + 141/136*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018384571702509290354755352712174188237
f(z) = -5/137*z^3 + 142/137*z + 1
*
-1 | 0.058065741318812550663046990384404865945 | 0.011700092516450915256639280311051517985
f(z) = -5/138*z^3 + 143/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018386836969836197387948157233078425968
f(z) = -5/139*z^3 + 144/139*z + 1
*
[ 7/2 ] 
f(z) = -4/133*z^3 + 144/133*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018410826126935737537534935067854529486
f(z) = -4/137*z^3 + 141/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018412655184218822100117214854018326314
f(z) = -4/139*z^3 + 143/139*z + 1
*
[ 4 ] 
f(z) = -3/124*z^3 + 141/124*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.018437343315018203560090036012063584996
f(z) = -3/137*z^3 + 140/137*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018438727955542767861468706294814221720
f(z) = -3/139*z^3 + 142/139*z + 1
*
[ 5 ] 
f(z) = -2/135*z^3 + 158/135*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018465059718798505961077934029547837217
f(z) = -2/139*z^3 + 141/139*z + 1
*
[ 7 ] 
f(z) = -1/126*z^3 + 157/126*z + 1
*
17 | 0.15033218285978580413098626317507327098 | 0.029731976776281333707163588387810024183
f(z) = -1/132*z^3 + 157/132*z + 1
*
[ 6 ] 
f(z) = -1/138*z^3 + 151/138*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.018491655019744886802832627423104046715
f(z) = -1/139*z^3 + 140/139*z + 1
*
[ 16/3 ] 
f(z) = -1/128*z^3 + 149/144*z + 1
*
-6/11 | 0.14725926139254510348373485640162821544 | 0.020494269977836383841325460953743034732
f(z) = -11/120*z^3 + 142/165*z + 1
*
-36/7 | 0.23017610788425741853139849751338072811 | 0.029148935818077241008023547752117855413
f(z) = -7/128*z^3 + 145/168*z + 1
*
[ 11/4 ] 
f(z) = -3/121*z^3 + 145/176*z + 1
*
55/24 | 0.11654075098598732846298637885457730479 | 0.013854382924405948233770333293810831735
f(z) = -16/125*z^3 + 157/180*z + 1
*
[ 15/8 ] 
f(z) = -11/125*z^3 + 149/192*z + 1
*
[ 11/6 ] 
f(z) = -10/121*z^3 + 145/198*z + 1
*
[ 20/7 ] 
f(z) = -2/125*z^3 + 153/196*z + 1
*
[ 8/5 ] 
f(z) = -19/128*z^3 + 151/200*z + 1
*
[ 8/5 ] 
f(z) = -17/128*z^3 + 143/200*z + 1
*
15/7 | 0.19894454121489572896486209767265377671 | 0.026370066742226185564436023583861973048
f(z) = -14/135*z^3 + 149/210*z + 1
*
-3/5 | 0.14401527718574500408536120713044874046 | 0.022342776481319799157354469431763077184
f(z) = -5/126*z^3 + 143/210*z + 1
*
[ 3/2 ] 
f(z) = -14/123*z^3 + 145/246*z + 1
*
[ 3/2 ] 
f(z) = -14/129*z^3 + 149/258*z + 1
*
[ 2 ] 
f(z) = -4/121*z^3 + 153/242*z + 1
*
[ 2 ] 
f(z) = -4/123*z^3 + 155/246*z + 1
*
[ 2 ] 
f(z) = -4/125*z^3 + 157/250*z + 1
*
[ 2 ] 
f(z) = -4/127*z^3 + 159/254*z + 1
*
[ 2 ] 
f(z) = -3/121*z^3 + 145/242*z + 1
*
[ 2 ] 
f(z) = -3/125*z^3 + 149/250*z + 1
*
[ 2 ] 
f(z) = -3/127*z^3 + 151/254*z + 1
*
[ 2 ] 
f(z) = -2/125*z^3 + 141/250*z + 1
*
[ 2 ] 
f(z) = -2/127*z^3 + 143/254*z + 1
*
[ 2 ] 
f(z) = -2/129*z^3 + 145/258*z + 1
*
0 | 0.14278131185294592224392330074130330167 | 0.025503849638102523769827368735561376928
f(z) = -8/135*z^3 + 151/270*z + 1
*
[ 2 ] 
f(z) = -3/131*z^3 + 155/262*z + 1
*
[ 2 ] 
f(z) = -3/133*z^3 + 157/266*z + 1
*
[ 2 ] 
f(z) = -2/131*z^3 + 147/262*z + 1
*
[ 2 ] 
f(z) = -2/133*z^3 + 149/266*z + 1
*
[ 2 ] 
f(z) = -2/135*z^3 + 151/270*z + 1
*
[ 2 ] 
f(z) = -2/137*z^3 + 153/274*z + 1
*
[ 2 ] 
f(z) = -2/139*z^3 + 155/278*z + 1
*
[ 2 ] 
f(z) = -1/133*z^3 + 141/266*z + 1
*
[ 2 ] 
f(z) = -1/135*z^3 + 143/270*z + 1
*
[ 2 ] 
f(z) = -1/137*z^3 + 145/274*z + 1
*
[ 2 ] 
f(z) = -1/139*z^3 + 147/278*z + 1
*
-24/7 | 0.24384245338363782873420222229796715186 | 0.027304070349972043398616301107845716075
f(z) = -14/135*z^3 + 143/280*z + 1
*
[ 10 ] 
f(z) = -19/125*z^3 + 161/10*z + 1
*
[ -10 ] 
f(z) = -19/125*z^3 + 163/10*z + 1
*
[ 15 ] 
f(z) = -19/135*z^3 + 163/5*z + 1
*
[ 11 ] 
f(z) = -15/121*z^3 + 175/11*z + 1
*
[ -11 ] 
f(z) = -15/121*z^3 + 177/11*z + 1
*
[ 11 ] 
f(z) = -14/121*z^3 + 164/11*z + 1
*
[ -11 ] 
f(z) = -14/121*z^3 + 166/11*z + 1
*
10 | 0.15174020414336094955637555162914825395 | 0.021190262452393048465425565354647060284
f(z) = -13/120*z^3 + 161/15*z + 1
*
[ 10 ] 
f(z) = -13/120*z^3 + 176/15*z + 1
*
[ -10 ] 
f(z) = -13/120*z^3 + 179/15*z + 1
*
5/6 | 0.18989513021012737969099750218616633232 | 0.022604788711184251635885875353689051161
f(z) = -12/125*z^3 + 178/15*z + 1
*
[ 34/3 ] 
f(z) = -9/136*z^3 + 160/17*z + 1
*
[ -34/3 ] 
f(z) = -9/136*z^3 + 163/17*z + 1
*
[ 15 ] 
f(z) = -6/125*z^3 + 176/15*z + 1
*
[ -15 ] 
f(z) = -6/125*z^3 + 178/15*z + 1
*
[ 16 ] 
f(z) = -5/128*z^3 + 175/16*z + 1
*
[ -16 ] 
f(z) = -5/128*z^3 + 177/16*z + 1
*
[ -30 ] 
f(z) = -4/125*z^3 + 179/6*z + 1
*
[ 45/2 ] 
f(z) = -2/125*z^3 + 163/18*z + 1
*
[ 34 ] 
f(z) = -1/136*z^3 + 161/17*z + 1
*
[ -34 ] 
f(z) = -1/136*z^3 + 162/17*z + 1
*
[ 6 ] 
f(z) = -17/135*z^3 + 161/30*z + 1
*
-65/8 | 0.17091213499610935178460458482965963437 | 0.020414323607619930687136907173864055028
f(z) = -16/125*z^3 + 173/20*z + 1
*
[ -6 ] 
f(z) = -16/135*z^3 + 163/30*z + 1
*
-4/3 | 0.15978632044140342844150878448244513577 | 0.020250256522835884076203234520836037871
f(z) = -15/128*z^3 + 167/24*z + 1
*
-8 | 0.20259936634441041728844744994638730607 | 0.025452263148543656730604522282009855270
f(z) = -15/128*z^3 + 179/24*z + 1
*
-5/3 | 0.16852450748604072777742734564183953549 | 0.020303472127611654194278417755519869058
f(z) = -12/125*z^3 + 161/30*z + 1
*
-5/4 | 0.21866094918139600618240326620149650087 | 0.026011675437581506660052363713743025433
f(z) = -12/125*z^3 + 179/20*z + 1
*
3/2 | 0.20368373023788290127571646105689590767 | 0.024173999798776485258305681971735525555
f(z) = -7/135*z^3 + 169/20*z + 1
*
[ -12 ] 
f(z) = -7/135*z^3 + 171/20*z + 1
*
[ -35/3 ] 
f(z) = -6/125*z^3 + 160/21*z + 1
*
[ -12 ] 
f(z) = -5/128*z^3 + 161/24*z + 1
*
-35/12 | 0.13530939855438544722744875851049492181 | 0.013654212678679677436121502849692784185
f(z) = -4/125*z^3 + 161/36*z + 1
*
-56/3 | 0.15007589446199617829459704795395382103 | 0.018907497781922612781711899921147610625
f(z) = -3/128*z^3 + 175/24*z + 1
*
[ 25/6 ] 
f(z) = -18/125*z^3 + 163/50*z + 1
*
-15/4 | 0.24434414906990705209660182434825037485 | 0.029394339203424823658812233066891745857
f(z) = -16/125*z^3 + 163/45*z + 1
*
[ -9/2 ] 
f(z) = -16/135*z^3 + 163/45*z + 1
*
-8/5 | 0.21536826141049670951067307635512436504 | 0.027094646859348307800308095062841974327
f(z) = -15/128*z^3 + 177/40*z + 1
*
-6 | 0.19590995165065207803700157161002918433 | 0.027382317829474922717424493164535561947
f(z) = -15/136*z^3 + 160/51*z + 1
*
[ 11/2 ] 
f(z) = -13/121*z^3 + 179/44*z + 1
*
-6 | 0.16669497218970574954342871066632087982 | 0.026919446733461804184900704377971374967
f(z) = -13/126*z^3 + 163/42*z + 1
*
[ -5/11 ] 
f(z) = -11/125*z^3 + 177/55*z + 1
*
[ 6 ] 
f(z) = -11/126*z^3 + 167/42*z + 1
*
24/11 | 0.19797079093048879973431910651927628456 | 0.023512526550846865795135339771761857913
f(z) = -11/135*z^3 + 168/55*z + 1
*
[ -20/3 ] 
f(z) = -9/128*z^3 + 171/40*z + 1
*
[ 6 ] 
f(z) = -9/136*z^3 + 164/51*z + 1
*
15/8 | 0.11417450543120854402950860225109646675 | 0.013755500154174340939485033695942253611
f(z) = -8/125*z^3 + 161/40*z + 1
*
[ 25/4 ] 
f(z) = -8/125*z^3 + 167/50*z + 1
*
15/2 | 0.12439167010939174535129356805749480299 | 0.014827313737841356023267315816091455104
f(z) = -8/125*z^3 + 176/45*z + 1
*
-36/7 | 0.18967664424347685874002044273607535158 | 0.023828800403110759414036706706967494932
f(z) = -7/128*z^3 + 179/56*z + 1
*
-8 | 0.20193445129025980409349207199247007926 | 0.025711055388976337175534816927949604380
f(z) = -5/128*z^3 + 161/40*z + 1
*
-52/5 | 0.23583498443573776132979195256957296948 | 0.029627605415542312847427130148406495973
f(z) = -5/128*z^3 + 179/40*z + 1
*
[ 25/2 ] 
f(z) = -2/125*z^3 + 171/50*z + 1
*
-10/3 | 0.14794753681882356096188407335629885096 | 0.017599682631617803316376907357580347451
f(z) = -2/125*z^3 + 179/45*z + 1
*
[ -25/2 ] 
f(z) = -2/125*z^3 + 179/50*z + 1
*
[ 18 ] 
f(z) = -1/120*z^3 + 164/45*z + 1
*
[ -18 ] 
f(z) = -1/120*z^3 + 169/45*z + 1
*
[ 20 ] 
f(z) = -1/128*z^3 + 163/40*z + 1
*
[ -20 ] 
f(z) = -1/128*z^3 + 167/40*z + 1
*
24 | 0.19747949790248913096859773067585207235 | 0.023278829937813919562438573589149901631
f(z) = -1/135*z^3 + 179/40*z + 1
*
-4 | 0.14547298755739876326985096940341857463 | 0.025033463778148951985858946687947804428
f(z) = -19/120*z^3 + 167/60*z + 1
*
[ -20/19 ] 
f(z) = -19/125*z^3 + 161/76*z + 1
*
0 | 0.13141464524826406731502701187084127015 | 0.022614258612394843010110865265765879790
f(z) = -19/126*z^3 + 167/63*z + 1
*
[ -8/3 ] 
f(z) = -19/128*z^3 + 175/72*z + 1
*
[ -8/3 ] 
f(z) = -17/128*z^3 + 167/72*z + 1
*
-15/8 | 0.20465685274444931890118880942750431061 | 0.024345762924724631774286374311846323822
f(z) = -16/125*z^3 + 179/60*z + 1
*
-3/8 | 0.21015159523896816839469943960473511072 | 0.028872414970499164330538464623658275344
f(z) = -16/135*z^3 + 161/60*z + 1
*
[ 4 ] 
f(z) = -15/136*z^3 + 171/68*z + 1
*
15/14 | 0.21691038424501872773565236817531574190 | 0.025780217422407592451060161155416357722
f(z) = -14/135*z^3 + 167/70*z + 1
*
12/7 | 0.18480558123463441689782759286157728874 | 0.021872738957463068235021034159682752061
f(z) = -14/135*z^3 + 173/70*z + 1
*
[ -4 ] 
f(z) = -13/120*z^3 + 179/60*z + 1
*
[ -5/8 ] 
f(z) = -13/125*z^3 + 169/64*z + 1
*
0 | 0.15466255048670540385772593191669166596 | 0.026698116203777695296357129446656272787
f(z) = -13/126*z^3 + 164/63*z + 1
*
-6 | 0.15888914604277618939843489458000751591 | 0.027019514457315801833061759922393247737
f(z) = -13/132*z^3 + 179/66*z + 1
*
[ -4 ] 
f(z) = -11/120*z^3 + 163/60*z + 1
*
0 | 0.15256488412165692357911994905201379622 | 0.026363848201784641069639524608833424627
f(z) = -11/126*z^3 + 163/63*z + 1
*
[ -4 ] 
f(z) = -11/136*z^3 + 173/68*z + 1
*
5/2 | 0.21718616449802142939759809316204971315 | 0.026127262771981431891699800572920597482
f(z) = -9/125*z^3 + 163/60*z + 1
*
[ 21/4 ] 
f(z) = -8/135*z^3 + 171/70*z + 1
*
[ 20/3 ] 
f(z) = -6/125*z^3 + 179/60*z + 1
*
[ -6 ] 
f(z) = -5/132*z^3 + 167/66*z + 1
*
-55/16 | 0.29479071138591567170574152772489836512 | 0.029674151350256661671979266145308601203
f(z) = -4/125*z^3 + 165/64*z + 1
*
3/4 | 0.10795371956096101560626022715222028706 | 0.014831600898526032122898859305944767684
f(z) = -4/135*z^3 + 161/60*z + 1
*
[ -22/3 ] 
f(z) = -3/121*z^3 + 163/66*z + 1
*
[ -5/8 ] 
f(z) = -3/125*z^3 + 167/64*z + 1
*
-10/3 | 0.089414250973870910533334493493078325206 | 0.010709865327864792898524510691475383627
f(z) = -3/125*z^3 + 169/60*z + 1
*
10 | 0.23359564617134838187437685979616303088 | 0.027901454243617893438183339466897071680
f(z) = -3/125*z^3 + 173/60*z + 1
*
[ 40/3 ] 
f(z) = -1/125*z^3 + 169/72*z + 1
*
15/2 | 0.21215604305801213105204362846934721588 | 0.025237858679413908051325036194574840171
f(z) = -1/125*z^3 + 179/60*z + 1
*
18 | 0.12142285502675500825116890658633065465 | 0.020768686665252241738909828278875055434
f(z) = -1/132*z^3 + 173/66*z + 1
*
-22 | 0.15888955545929130177811258566221125330 | 0.027019584079663990202186826124114558661
f(z) = -1/132*z^3 + 179/66*z + 1
*
-8 | 0.17359027141213676889925234396076762729 | 0.029780732708792461382957543895999524910
f(z) = -1/138*z^3 + 170/69*z + 1
*
[ -5/4 ] 
f(z) = -19/125*z^3 + 163/80*z + 1
*
[ -5/4 ] 
f(z) = -17/125*z^3 + 161/80*z + 1
*
[ 10/3 ] 
f(z) = -13/125*z^3 + 167/90*z + 1
*
[ 15/4 ] 
f(z) = -13/135*z^3 + 167/80*z + 1
*
-20/11 | 0.19739669854064515146799983965159760629 | 0.024798659574133747883954520366572273093
f(z) = -11/128*z^3 + 179/88*z + 1
*
[ -11/4 ] 
f(z) = -10/121*z^3 + 175/88*z + 1
*
[ -10/9 ] 
f(z) = -9/125*z^3 + 179/90*z + 1
*
-6 | 0.18043188036527213858063298278218479978 | 0.027844234501934653664828706439554331939
f(z) = -9/128*z^3 + 163/96*z + 1
*
[ -10/3 ] 
f(z) = -9/136*z^3 + 173/85*z + 1
*
[ 11/3 ] 
f(z) = -8/121*z^3 + 160/99*z + 1
*
[ -11/8 ] 
f(z) = -8/121*z^3 + 163/88*z + 1
*
[ -11/6 ] 
f(z) = -8/121*z^3 + 175/99*z + 1
*
[ -10/3 ] 
f(z) = -7/125*z^3 + 173/90*z + 1
*
[ -11/6 ] 
f(z) = -4/121*z^3 + 164/99*z + 1
*
[ -11/3 ] 
f(z) = -4/121*z^3 + 170/99*z + 1
*
[ -10/7 ] 
f(z) = -4/125*z^3 + 173/98*z + 1
*
[ -35/6 ] 
f(z) = -3/125*z^3 + 167/84*z + 1
*
[ 6 ] 
f(z) = -3/128*z^3 + 161/96*z + 1
*
-32/3 | 0.089852454874426799865428041244990318142 | 0.013789102598075681023206606280091956609
f(z) = -3/128*z^3 + 169/96*z + 1
*
5/6 | 0.24415034427400718378660299830674842099 | 0.029371024694231065976565417045009046497
f(z) = -2/125*z^3 + 163/90*z + 1
*
[ 12 ] 
f(z) = -1/126*z^3 + 173/84*z + 1
*
[ -15/7 ] 
f(z) = -7/135*z^3 + 179/105*z + 1
*
[ 22/5 ] 
f(z) = -5/121*z^3 + 173/110*z + 1
*
-14 | 0.18869914323558829152172648353463292118 | 0.025967197817073718898318606377998966015
f(z) = -1/120*z^3 + 179/105*z + 1
*
[ 7/3 ] 
f(z) = -18/133*z^3 + 174/133*z + 1
*
-8/3 | 0.17926562965225774610597968240529257213 | 0.022684709223228776436848893109855183757
f(z) = -15/128*z^3 + 169/120*z + 1
*
-80/21 | 0.16503740666696211217493470896429104447 | 0.016592831645510877535128880444194391432
f(z) = -14/125*z^3 + 167/126*z + 1
*
15/4 | 0.19035584381993466028252769614994998784 | 0.026021894860525514964196170472975214434
f(z) = -14/135*z^3 + 167/120*z + 1
*
[ 3 ] 
f(z) = -10/123*z^3 + 172/123*z + 1
*
[ 3 ] 
f(z) = -10/129*z^3 + 176/129*z + 1
*
5 | 0.14572430472947533113683376390811791570 | 0.028277907829835717220975785383289984278
f(z) = -8/135*z^3 + 173/135*z + 1
*
[ 15/4 ] 
f(z) = -6/125*z^3 + 169/120*z + 1
*
[ 4 ] 
f(z) = -5/124*z^3 + 173/124*z + 1
*
[ 4 ] 
f(z) = -5/132*z^3 + 179/132*z + 1
*
[ 5 ] 
f(z) = -3/130*z^3 + 179/130*z + 1
*
[ 35/6 ] 
f(z) = -2/125*z^3 + 173/126*z + 1
*
[ -15/4 ] 
f(z) = -2/125*z^3 + 179/120*z + 1
*
33/4 | 0.18039803749283646765360904926880034614 | 0.024784617944175519617529061525070083946
f(z) = -2/135*z^3 + 161/120*z + 1
*
-15 | 0.15155652243524386447255366607140936868 | 0.029825715796130557844475446280630416162
f(z) = -1/120*z^3 + 161/120*z + 1
*
[ -3 ] 
f(z) = -1/123*z^3 + 173/123*z + 1
*
[ -4 ] 
f(z) = -1/124*z^3 + 171/124*z + 1
*
[ 7 ] 
f(z) = -1/133*z^3 + 163/133*z + 1
*
[ 35/12 ] 
f(z) = -6/125*z^3 + 179/168*z + 1
*
[ 11/4 ] 
f(z) = -5/121*z^3 + 167/176*z + 1
*
[ 11/6 ] 
f(z) = -14/121*z^3 + 167/198*z + 1
*
[ 20/9 ] 
f(z) = -9/125*z^3 + 163/180*z + 1
*
[ 9/2 ] 
f(z) = -1/135*z^3 + 167/180*z + 1
*
[ 20/11 ] 
f(z) = -11/125*z^3 + 163/220*z + 1
*
35/8 | 0.19210272216793688229885036333873411307 | 0.022082004310350692732850795061851290714
f(z) = -12/125*z^3 + 169/240*z + 1
*
[ 2 ] 
f(z) = -7/121*z^3 + 177/242*z + 1
*
[ 2 ] 
f(z) = -7/123*z^3 + 179/246*z + 1
*
[ 2 ] 
f(z) = -6/121*z^3 + 169/242*z + 1
*
[ 2 ] 
f(z) = -6/125*z^3 + 173/250*z + 1
*
[ 2 ] 
f(z) = -6/127*z^3 + 175/254*z + 1
*
[ 2 ] 
f(z) = -5/121*z^3 + 161/242*z + 1
*
[ 2 ] 
f(z) = -5/123*z^3 + 163/246*z + 1
*
[ 2 ] 
f(z) = -5/127*z^3 + 167/254*z + 1
*
[ 2 ] 
f(z) = -5/129*z^3 + 169/258*z + 1
*
[ 2 ] 
f(z) = -4/129*z^3 + 161/258*z + 1
*
[ 15/7 ] 
f(z) = -4/135*z^3 + 164/245*z + 1
*
0 | 0.15428167732898082878396008639525589803 | 0.027558065193889687174852982093865136746
f(z) = -16/135*z^3 + 167/270*z + 1
*
0 | 0.15234750601521236971543771178147671257 | 0.027212580103995801138577083863586963456
f(z) = -14/135*z^3 + 163/270*z + 1
*
[ 7/4 ] 
f(z) = -8/133*z^3 + 163/266*z + 1
*
[ 2 ] 
f(z) = -6/131*z^3 + 179/262*z + 1
*
[ 2 ] 
f(z) = -5/131*z^3 + 171/262*z + 1
*
[ 2 ] 
f(z) = -5/133*z^3 + 173/266*z + 1
*
[ 2 ] 
f(z) = -5/137*z^3 + 177/274*z + 1
*
[ 2 ] 
f(z) = -5/139*z^3 + 179/278*z + 1
*
[ 2 ] 
f(z) = -4/131*z^3 + 163/262*z + 1
*
[ 2 ] 
f(z) = -4/133*z^3 + 165/266*z + 1
*
[ 2 ] 
f(z) = -4/135*z^3 + 167/270*z + 1
*
[ 2 ] 
f(z) = -4/137*z^3 + 169/274*z + 1
*
[ 2 ] 
f(z) = -4/139*z^3 + 171/278*z + 1
*
[ 2 ] 
f(z) = -3/137*z^3 + 161/274*z + 1
*
[ 2 ] 
f(z) = -3/139*z^3 + 163/278*z + 1
*
[ 11/5 ] 
f(z) = -2/121*z^3 + 172/275*z + 1
*
[ 11/5 ] 
f(z) = -1/121*z^3 + 161/275*z + 1
*
-10 | 0.21964462145623192478648117327595707656 | 0.029791425140717557107923209579061665212
f(z) = -17/120*z^3 + 199/15*z + 1
*
[ 11 ] 
f(z) = -17/121*z^3 + 197/11*z + 1
*
[ -11 ] 
f(z) = -17/121*z^3 + 199/11*z + 1
*
[ 11 ] 
f(z) = -16/121*z^3 + 186/11*z + 1
*
[ -11 ] 
f(z) = -16/121*z^3 + 188/11*z + 1
*
[ 20 ] 
f(z) = -14/125*z^3 + 183/4*z + 1
*
[ -15 ] 
f(z) = -7/135*z^3 + 191/15*z + 1
*
[ -15/2 ] 
f(z) = -19/135*z^3 + 181/20*z + 1
*
[ -6 ] 
f(z) = -19/135*z^3 + 187/30*z + 1
*
[ 22/3 ] 
f(z) = -18/121*z^3 + 195/22*z + 1
*
[ 20/3 ] 
f(z) = -13/125*z^3 + 197/36*z + 1
*
[ 12 ] 
f(z) = -8/135*z^3 + 189/20*z + 1
*
21/2 | 0.14505163621091318925198159429966015738 | 0.019471330297169279521322749848136362263
f(z) = -8/135*z^3 + 191/30*z + 1
*
-10 | 0.10445558086795374522197856577654638922 | 0.012285886083440434855454310543859027887
f(z) = -7/125*z^3 + 197/35*z + 1
*
40/3 | 0.28564031338641255922774622910935640609 | 0.028249005586524535725739325283070815484
f(z) = -6/125*z^3 + 197/24*z + 1
*
[ -45/4 ] 
f(z) = -4/125*z^3 + 185/36*z + 1
*
[ 22 ] 
f(z) = -2/121*z^3 + 197/22*z + 1
*
[ -22 ] 
f(z) = -2/121*z^3 + 199/22*z + 1
*
30 | 0.15696298753243273224293894699522917191 | 0.021040855351692322296499198613544854856
f(z) = -1/135*z^3 + 193/30*z + 1
*
[ -25/6 ] 
f(z) = -18/125*z^3 + 187/50*z + 1
*
6 | 0.16349279917143018198318444086439859691 | 0.025618538473298413119906140576290224506
f(z) = -17/126*z^3 + 197/42*z + 1
*
[ -5/14 ] 
f(z) = -16/125*z^3 + 187/49*z + 1
*
4/5 | 0.18540913366852178727002710524153691876 | 0.023074386803346108493402527472224482870
f(z) = -15/128*z^3 + 193/40*z + 1
*
[ 16/3 ] 
f(z) = -15/128*z^3 + 199/48*z + 1
*
[ -11/2 ] 
f(z) = -13/121*z^3 + 195/44*z + 1
*
[ 6 ] 
f(z) = -13/126*z^3 + 191/42*z + 1
*
[ -6 ] 
f(z) = -11/126*z^3 + 181/42*z + 1
*
[ 6 ] 
f(z) = -11/136*z^3 + 191/51*z + 1
*
[ -6 ] 
f(z) = -9/136*z^3 + 181/51*z + 1
*
[ -25/4 ] 
f(z) = -8/125*z^3 + 183/50*z + 1
*
15/8 | 0.24659840992882232809770979192741977330 | 0.028919899913109655796362894601429334083
f(z) = -8/135*z^3 + 187/40*z + 1
*
[ 34/3 ] 
f(z) = -3/136*z^3 + 191/51*z + 1
*
-15/4 | 0.16455910661148428068894223090083520088 | 0.019401972034911860078836545187640713956
f(z) = -2/125*z^3 + 193/40*z + 1
*
55/3 | 0.24984885328975205044411710043435351151 | 0.029624666243298528974483770947572141085
f(z) = -1/125*z^3 + 184/45*z + 1
*
24 | 0.16105630137414555087278471268808738952 | 0.025487753455153511090712841753843128033
f(z) = -1/126*z^3 + 185/42*z + 1
*
[ 21 ] 
f(z) = -1/126*z^3 + 187/42*z + 1
*
[ -21 ] 
f(z) = -1/126*z^3 + 191/42*z + 1
*
[ 4 ] 
f(z) = -19/120*z^3 + 197/60*z + 1
*
[ 35/9 ] 
f(z) = -18/125*z^3 + 184/63*z + 1
*
[ 4 ] 
f(z) = -17/120*z^3 + 181/60*z + 1
*
5/2 | 0.20763672441531849337683004075209712684 | 0.024511045457482991165438747216906909026
f(z) = -14/125*z^3 + 191/70*z + 1
*
65/14 | 0.15224924755123921176599052042834142699 | 0.017907295102486087249526894120842893778
f(z) = -14/125*z^3 + 197/70*z + 1
*
[ -4 ] 
f(z) = -13/136*z^3 + 189/68*z + 1
*
[ 25/6 ] 
f(z) = -12/125*z^3 + 182/75*z + 1
*
-20/9 | 0.14555954140922612770168955926014692002 | 0.018186537451664362972677545372435878549
f(z) = -9/128*z^3 + 187/72*z + 1
*
4 | 0.069531956393400055685179438751328419436 | 0.0086204902145738713753971350043108674643
f(z) = -9/128*z^3 + 199/72*z + 1
*
[ 45/7 ] 
f(z) = -7/125*z^3 + 199/63*z + 1
*
[ 6 ] 
f(z) = -7/132*z^3 + 181/66*z + 1
*
[ -20/3 ] 
f(z) = -6/125*z^3 + 197/60*z + 1
*
[ 25/3 ] 
f(z) = -3/125*z^3 + 191/75*z + 1
*
40/3 | 0.24497122147617517784042223714673935542 | 0.028778903028555558478955654312061577474
f(z) = -3/125*z^3 + 199/60*z + 1
*
[ -21/2 ] 
f(z) = -2/135*z^3 + 191/70*z + 1
*
[ -12 ] 
f(z) = -2/135*z^3 + 193/60*z + 1
*
12 | 0.14555966130793624808086659132011139003 | 0.018186552432079668625142731386009706064
f(z) = -1/128*z^3 + 187/72*z + 1
*
-18 | 0.17359027141213676889925234396076762729 | 0.029354896961517721431658267845043325494
f(z) = -1/138*z^3 + 185/69*z + 1
*
[ -10/7 ] 
f(z) = -19/125*z^3 + 197/98*z + 1
*
[ -3/4 ] 
f(z) = -19/135*z^3 + 193/80*z + 1
*
[ -11/12 ] 
f(z) = -18/121*z^3 + 195/88*z + 1
*
[ -10/9 ] 
f(z) = -18/125*z^3 + 187/90*z + 1
*
[ 10/3 ] 
f(z) = -17/125*z^3 + 199/90*z + 1
*
[ -11/6 ] 
f(z) = -16/121*z^3 + 197/99*z + 1
*
[ 10/3 ] 
f(z) = -16/125*z^3 + 191/90*z + 1
*
[ -11/4 ] 
f(z) = -14/121*z^3 + 197/88*z + 1
*
[ -15/8 ] 
f(z) = -14/125*z^3 + 185/96*z + 1
*
5/4 | 0.23436068460323449761640230681000297764 | 0.027700169247259963566643266151908001692
f(z) = -13/125*z^3 + 189/80*z + 1
*
[ -3/4 ] 
f(z) = -13/135*z^3 + 191/80*z + 1
*
[ -15/4 ] 
f(z) = -11/135*z^3 + 193/80*z + 1
*
[ 11/3 ] 
f(z) = -10/121*z^3 + 182/99*z + 1
*
[ -11/9 ] 
f(z) = -9/121*z^3 + 191/99*z + 1
*
[ -10/7 ] 
f(z) = -9/125*z^3 + 181/98*z + 1
*
[ -10/3 ] 
f(z) = -8/125*z^3 + 181/90*z + 1
*
15/4 | 0.11654009884663360909873953185545467577 | 0.013791753067757524894921312836346985034
f(z) = -8/125*z^3 + 187/90*z + 1
*
[ -3/4 ] 
f(z) = -7/135*z^3 + 189/80*z + 1
*
[ -11/3 ] 
f(z) = -5/121*z^3 + 181/99*z + 1
*
[ -5/6 ] 
f(z) = -2/125*z^3 + 199/90*z + 1
*
[ -12 ] 
f(z) = -1/126*z^3 + 187/84*z + 1
*
[ -3/4 ] 
f(z) = -1/135*z^3 + 187/80*z + 1
*
[ 25/8 ] 
f(z) = -16/125*z^3 + 193/100*z + 1
*
[ -10/7 ] 
f(z) = -7/120*z^3 + 191/105*z + 1
*
[ 30/7 ] 
f(z) = -7/120*z^3 + 193/105*z + 1
*
[ -15/7 ] 
f(z) = -7/125*z^3 + 181/105*z + 1
*
55/28 | 0.27453569014496134991892090664365113919 | 0.027380160699309404270504984742920894728
f(z) = -7/125*z^3 + 181/112*z + 1
*
[ -16/7 ] 
f(z) = -7/128*z^3 + 193/112*z + 1
*
-3 | 0.15757865142674020992101029810154239644 | 0.029942604593931224522057472150263251028
f(z) = -17/120*z^3 + 193/120*z + 1
*
-3 | 0.15033227245481924897676787724233873322 | 0.028454755896897710199683729365901149036
f(z) = -17/132*z^3 + 197/132*z + 1
*
[ 5/2 ] 
f(z) = -16/135*z^3 + 181/135*z + 1
*
[ 3 ] 
f(z) = -13/120*z^3 + 197/120*z + 1
*
[ 3 ] 
f(z) = -13/123*z^3 + 199/123*z + 1
*
[ 3 ] 
f(z) = -11/123*z^3 + 181/123*z + 1
*
[ 3 ] 
f(z) = -11/129*z^3 + 185/129*z + 1
*
[ 3 ] 
f(z) = -11/138*z^3 + 191/138*z + 1
*
[ 10/3 ] 
f(z) = -9/130*z^3 + 191/130*z + 1
*
[ 7/2 ] 
f(z) = -8/133*z^3 + 193/133*z + 1
*
[ 10/3 ] 
f(z) = -7/120*z^3 + 182/135*z + 1
*
-5 | 0.089443674249338570877660555063201114620 | 0.016897510574406408484050870827216308364
f(z) = -7/120*z^3 + 199/120*z + 1
*
[ -12/5 ] 
f(z) = -5/128*z^3 + 197/120*z + 1
*
[ -2 ] 
f(z) = -3/122*z^3 + 195/122*z + 1
*
[ -3 ] 
f(z) = -2/123*z^3 + 182/123*z + 1
*
[ -3 ] 
f(z) = -2/129*z^3 + 190/129*z + 1
*
[ -10/3 ] 
f(z) = -1/120*z^3 + 188/135*z + 1
*
-15 | 0.089784013987429790061296741995608978764 | 0.017060478721836553103623124368425623051
f(z) = -1/120*z^3 + 193/120*z + 1
*
[ -8 ] 
f(z) = -1/120*z^3 + 199/120*z + 1
*
[ -2 ] 
f(z) = -1/122*z^3 + 187/122*z + 1
*
[ -3 ] 
f(z) = -1/129*z^3 + 181/129*z + 1
*
[ -5 ] 
f(z) = -1/130*z^3 + 181/130*z + 1
*
[ -3 ] 
f(z) = -1/132*z^3 + 185/132*z + 1
*
[ -5 ] 
f(z) = -1/135*z^3 + 187/135*z + 1
*
[ 8 ] 
f(z) = -1/136*z^3 + 183/136*z + 1
*
[ -3 ] 
f(z) = -1/138*z^3 + 193/138*z + 1
*
[ -6 ] 
f(z) = -1/138*z^3 + 197/138*z + 1
*
[ 15/7 ] 
f(z) = -19/125*z^3 + 181/147*z + 1
*
[ 22/7 ] 
f(z) = -7/121*z^3 + 193/154*z + 1
*
30/7 | 0.24886357234644485697754193918223719222 | 0.029341700806468885527774982703298202859
f(z) = -7/125*z^3 + 193/140*z + 1
*
[ 11/4 ] 
f(z) = -7/121*z^3 + 189/176*z + 1
*
55/36 | 0.28098898971411975456850238952774865590 | 0.027538241995705763644990593244137690023
f(z) = -6/125*z^3 + 197/216*z + 1
*
-10/17 | 0.18038830783404357652413905522085591034 | 0.023670815991238481736239851707987756944
f(z) = -17/120*z^3 + 191/255*z + 1
*
[ 2 ] 
f(z) = -9/121*z^3 + 193/242*z + 1
*
[ 35/18 ] 
f(z) = -9/125*z^3 + 191/252*z + 1
*
[ 2 ] 
f(z) = -9/125*z^3 + 197/250*z + 1
*
[ 2 ] 
f(z) = -9/127*z^3 + 199/254*z + 1
*
[ 2 ] 
f(z) = -8/121*z^3 + 185/242*z + 1
*
[ 2 ] 
f(z) = -8/123*z^3 + 187/246*z + 1
*
[ 2 ] 
f(z) = -8/125*z^3 + 189/250*z + 1
*
[ 2 ] 
f(z) = -8/127*z^3 + 191/254*z + 1
*
[ 2 ] 
f(z) = -8/129*z^3 + 193/258*z + 1
*
[ 2 ] 
f(z) = -7/125*z^3 + 181/250*z + 1
*
[ 2 ] 
f(z) = -7/127*z^3 + 183/254*z + 1
*
[ 2 ] 
f(z) = -7/129*z^3 + 185/258*z + 1
*
[ 2 ] 
f(z) = -8/131*z^3 + 195/262*z + 1
*
[ 2 ] 
f(z) = -8/133*z^3 + 197/266*z + 1
*
[ 2 ] 
f(z) = -8/135*z^3 + 199/270*z + 1
*
[ 2 ] 
f(z) = -7/131*z^3 + 187/262*z + 1
*
[ 2 ] 
f(z) = -7/135*z^3 + 191/270*z + 1
*
[ 2 ] 
f(z) = -7/137*z^3 + 193/274*z + 1
*
[ 2 ] 
f(z) = -7/139*z^3 + 195/278*z + 1
*
[ 2 ] 
f(z) = -6/133*z^3 + 181/266*z + 1
*
[ 2 ] 
f(z) = -6/137*z^3 + 185/274*z + 1
*
[ 2 ] 
f(z) = -6/139*z^3 + 187/278*z + 1
*
[ 11/5 ] 
f(z) = -4/121*z^3 + 194/275*z + 1
*
[ 11/5 ] 
f(z) = -3/121*z^3 + 183/275*z + 1
*
[ 5/2 ] 
f(z) = -2/135*z^3 + 187/270*z + 1
*
-28/5 | 0.24601860098780153226371972236561355404 | 0.029262225567306367100472319631340439030
f(z) = -5/128*z^3 + 193/280*z + 1
*
[ 11 ] 
f(z) = -19/121*z^3 + 219/11*z + 1
*
[ 11 ] 
f(z) = -18/121*z^3 + 208/11*z + 1
*
[ -11 ] 
f(z) = -18/121*z^3 + 210/11*z + 1
*
-10 | 0.20253051562585888986672656574994239798 | 0.027202035894354823439107759806709161313
f(z) = -17/120*z^3 + 214/15*z + 1
*
[ -20 ] 
f(z) = -16/125*z^3 + 209/4*z + 1
*
[ 15 ] 
f(z) = -8/135*z^3 + 214/15*z + 1
*
[ 15 ] 
f(z) = -7/125*z^3 + 203/15*z + 1
*
[ 35/2 ] 
f(z) = -6/125*z^3 + 219/14*z + 1
*
[ -35 ] 
f(z) = -3/125*z^3 + 213/7*z + 1
*
[ -40 ] 
f(z) = -2/125*z^3 + 213/8*z + 1
*
[ -22/3 ] 
f(z) = -18/121*z^3 + 201/22*z + 1
*
[ -5/24 ] 
f(z) = -16/125*z^3 + 209/36*z + 1
*
75/8 | 0.18359391158743072425108682467945324033 | 0.021277478970677429292248578298032385496
f(z) = -16/135*z^3 + 207/20*z + 1
*
[ -15/2 ] 
f(z) = -14/135*z^3 + 209/30*z + 1
*
[ 12 ] 
f(z) = -7/128*z^3 + 211/24*z + 1
*
[ -12 ] 
f(z) = -7/128*z^3 + 215/24*z + 1
*
[ 20 ] 
f(z) = -3/125*z^3 + 211/20*z + 1
*
[ -20 ] 
f(z) = -3/125*z^3 + 213/20*z + 1
*
-65/12 | 0.23804000068158810000880483419403890901 | 0.027931817939728666813207266924990976648
f(z) = -18/125*z^3 + 201/40*z + 1
*
-6 | 0.16398386713147364376395716615943865081 | 0.025422001249478544861764219567505452298
f(z) = -17/126*z^3 + 211/42*z + 1
*
[ 11/2 ] 
f(z) = -15/121*z^3 + 201/44*z + 1
*
[ -11/2 ] 
f(z) = -15/121*z^3 + 217/44*z + 1
*
[ -16/3 ] 
f(z) = -15/128*z^3 + 217/48*z + 1
*
[ -6 ] 
f(z) = -13/126*z^3 + 205/42*z + 1
*
[ 6 ] 
f(z) = -13/136*z^3 + 218/51*z + 1
*
-5 | 0.22357337264084475355676868729061709077 | 0.026071291557901234175729831443896754133
f(z) = -11/125*z^3 + 212/55*z + 1
*
-6 | 0.19483645580771299723665004489287449063 | 0.022631604850221802903364468962804816698
f(z) = -11/135*z^3 + 203/55*z + 1
*
-21/11 | 0.23791288182820143791628823361673289627 | 0.027408270073062950362985757609295429594
f(z) = -11/135*z^3 + 218/55*z + 1
*
[ -6 ] 
f(z) = -11/136*z^3 + 208/51*z + 1
*
-10/9 | 0.19369307551704649988504365392065434529 | 0.022714883948088775349418639515229199733
f(z) = -9/125*z^3 + 202/45*z + 1
*
5/8 | 0.19684445540241121294075630076590310803 | 0.022892155813190133397549181182086436657
f(z) = -8/125*z^3 + 217/40*z + 1
*
-10 | 0.13135816763294691697484375028559006530 | 0.015326361577827259481881310101175417389
f(z) = -6/125*z^3 + 211/40*z + 1
*
[ -34/3 ] 
f(z) = -3/136*z^3 + 200/51*z + 1
*
-34/3 | 0.21858598176342273113138929917513774386 | 0.029509464870728555048191593537796404635
f(z) = -3/136*z^3 + 206/51*z + 1
*
-34/3 | 0.17131899382402738196417572201945233725 | 0.023039046928697116992766387658381141281
f(z) = -3/136*z^3 + 212/51*z + 1
*
-15/4 | 0.22909701085172174387639749361220969685 | 0.026611205795491023682222105617281335610
f(z) = -2/135*z^3 + 203/40*z + 1
*
[ 24 ] 
f(z) = -1/135*z^3 + 209/40*z + 1
*
[ 4 ] 
f(z) = -19/136*z^3 + 203/68*z + 1
*
[ -4 ] 
f(z) = -17/120*z^3 + 211/60*z + 1
*
3/2 | 0.16790574165124418406006226365474886809 | 0.022159567073486087932605663841590200841
f(z) = -17/135*z^3 + 217/60*z + 1
*
[ -4 ] 
f(z) = -15/136*z^3 + 205/68*z + 1
*
-40/7 | 0.12544983936805011032589623036703790503 | 0.014669759848301858910971375720473321684
f(z) = -14/125*z^3 + 207/70*z + 1
*
-3 | 0.17843739365213447789671066934216693236 | 0.020556517321675462697817631024947259805
f(z) = -13/135*z^3 + 218/65*z + 1
*
[ -25/6 ] 
f(z) = -12/125*z^3 + 218/75*z + 1
*
3/2 | 0.19532225316183762269186186052670642744 | 0.025873640632137256021686035933528170572
f(z) = -11/135*z^3 + 211/60*z + 1
*
-5/2 | 0.12877572481368334900354558793872952126 | 0.015025052164676083355996821211923156480
f(z) = -9/125*z^3 + 211/60*z + 1
*
[ 45/8 ] 
f(z) = -8/125*z^3 + 205/72*z + 1
*
[ -35/6 ] 
f(z) = -8/125*z^3 + 211/63*z + 1
*
[ -6 ] 
f(z) = -7/132*z^3 + 203/66*z + 1
*
[ -25/3 ] 
f(z) = -3/125*z^3 + 209/75*z + 1
*
-20 | 0.12626681067545544191854966908794678898 | 0.021022208871219271014559834529836671264
f(z) = -1/120*z^3 + 203/60*z + 1
*
[ -11/6 ] 
f(z) = -20/121*z^3 + 208/99*z + 1
*
[ 15/4 ] 
f(z) = -19/135*z^3 + 217/80*z + 1
*
[ -11/9 ] 
f(z) = -18/121*z^3 + 202/99*z + 1
*
[ -11/4 ] 
f(z) = -18/121*z^3 + 219/88*z + 1
*
[ -11/12 ] 
f(z) = -16/121*z^3 + 218/99*z + 1
*
[ -16/5 ] 
f(z) = -15/128*z^3 + 201/80*z + 1
*
[ 11/3 ] 
f(z) = -13/121*z^3 + 215/99*z + 1
*
[ -5/8 ] 
f(z) = -12/125*z^3 + 211/80*z + 1
*
28/11 | 0.13321836046241507720729296199543062594 | 0.016475605105494511199135317872265255861
f(z) = -11/128*z^3 + 203/88*z + 1
*
[ -8/11 ] 
f(z) = -11/128*z^3 + 213/88*z + 1
*
40/9 | 0.18820036664574158785017513344895347413 | 0.021982916545293002105364735597554131736
f(z) = -9/125*z^3 + 209/90*z + 1
*
[ -11/3 ] 
f(z) = -8/121*z^3 + 214/99*z + 1
*
5/6 | 0.17079255754629334694541830898743125378 | 0.019927413261966168625166786587963357533
f(z) = -8/125*z^3 + 211/90*z + 1
*
[ -11/3 ] 
f(z) = -7/121*z^3 + 203/99*z + 1
*
[ 6 ] 
f(z) = -5/128*z^3 + 215/96*z + 1
*
[ 34/5 ] 
f(z) = -5/136*z^3 + 217/85*z + 1
*
[ -5/8 ] 
f(z) = -4/125*z^3 + 209/80*z + 1
*
15/4 | 0.23105131991000384740651450485379875245 | 0.026841627280159116902861405264963638610
f(z) = -3/125*z^3 + 219/80*z + 1
*
[ -30/17 ] 
f(z) = -17/125*z^3 + 203/102*z + 1
*
[ -15/7 ] 
f(z) = -14/125*z^3 + 208/105*z + 1
*
30/7 | 0.24751720466085507643179437886079050067 | 0.028911474247156586019450229598140581530
f(z) = -14/125*z^3 + 209/105*z + 1
*
[ -30/11 ] 
f(z) = -11/135*z^3 + 217/110*z + 1
*
[ 25/6 ] 
f(z) = -9/125*z^3 + 201/100*z + 1
*
[ -35/12 ] 
f(z) = -9/125*z^3 + 219/112*z + 1
*
30/7 | 0.23017566568688344311780258476198297338 | 0.026931361277089590521486291564863205162
f(z) = -7/125*z^3 + 206/105*z + 1
*
6 | 0.19556122886091629671023079214690530193 | 0.027467870380424076292224226281695960747
f(z) = -5/126*z^3 + 206/105*z + 1
*
[ 25/4 ] 
f(z) = -4/125*z^3 + 209/100*z + 1
*
[ 25/2 ] 
f(z) = -1/125*z^3 + 217/100*z + 1
*
-3 | 0.089537987587246584721146885540694078688 | 0.016730261780891243893940566554418624094
f(z) = -19/120*z^3 + 211/120*z + 1
*
[ 3 ] 
f(z) = -14/123*z^3 + 208/123*z + 1
*
[ 3 ] 
f(z) = -14/129*z^3 + 212/129*z + 1
*
[ 3 ] 
f(z) = -13/129*z^3 + 203/129*z + 1
*
[ 3 ] 
f(z) = -13/132*z^3 + 205/132*z + 1
*
[ 3 ] 
f(z) = -13/138*z^3 + 209/138*z + 1
*
[ -2 ] 
f(z) = -9/122*z^3 + 219/122*z + 1
*
[ -15/8 ] 
f(z) = -8/125*z^3 + 211/120*z + 1
*
[ -2 ] 
f(z) = -7/122*z^3 + 211/122*z + 1
*
[ 4 ] 
f(z) = -7/124*z^3 + 205/124*z + 1
*
[ 4 ] 
f(z) = -7/132*z^3 + 211/132*z + 1
*
[ -2 ] 
f(z) = -5/122*z^3 + 203/122*z + 1
*
[ -3 ] 
f(z) = -5/123*z^3 + 209/123*z + 1
*
[ -2 ] 
f(z) = -5/126*z^3 + 209/126*z + 1
*
[ 24/5 ] 
f(z) = -5/128*z^3 + 203/120*z + 1
*
[ -3 ] 
f(z) = -5/129*z^3 + 217/129*z + 1
*
[ -3 ] 
f(z) = -4/123*z^3 + 200/123*z + 1
*
[ -3/2 ] 
f(z) = -4/123*z^3 + 214/123*z + 1
*
[ -3 ] 
f(z) = -4/129*z^3 + 208/129*z + 1
*
[ 5 ] 
f(z) = -4/135*z^3 + 208/135*z + 1
*
[ -5/2 ] 
f(z) = -4/135*z^3 + 214/135*z + 1
*
[ -11/6 ] 
f(z) = -3/121*z^3 + 215/132*z + 1
*
[ -4 ] 
f(z) = -3/124*z^3 + 203/124*z + 1
*
[ -2 ] 
f(z) = -3/130*z^3 + 207/130*z + 1
*
[ -2 ] 
f(z) = -3/134*z^3 + 213/134*z + 1
*
[ 7 ] 
f(z) = -2/133*z^3 + 212/133*z + 1
*
[ -5 ] 
f(z) = -2/135*z^3 + 212/135*z + 1
*
15 | 0.11936402145571926257609542499532669588 | 0.022187044400980425642771301490416905323
f(z) = -1/120*z^3 + 217/120*z + 1
*
[ 10 ] 
f(z) = -1/130*z^3 + 217/130*z + 1
*
[ -7 ] 
f(z) = -1/133*z^3 + 201/133*z + 1
*
[ -2 ] 
f(z) = -1/134*z^3 + 205/134*z + 1
*
[ -2 ] 
f(z) = -1/138*z^3 + 211/138*z + 1
*
[ 21/8 ] 
f(z) = -16/135*z^3 + 201/140*z + 1
*
[ 20/7 ] 
f(z) = -14/125*z^3 + 219/140*z + 1
*
[ -16/3 ] 
f(z) = -1/128*z^3 + 203/144*z + 1
*
[ 30/11 ] 
f(z) = -11/120*z^3 + 217/165*z + 1
*
[ 11/4 ] 
f(z) = -9/121*z^3 + 211/176*z + 1
*
-9/2 | 0.18420721927101522705746855813089267496 | 0.028557176022176629136271887372686624469
f(z) = -13/135*z^3 + 211/180*z + 1
*
[ 22/9 ] 
f(z) = -9/121*z^3 + 205/198*z + 1
*
[ 35/9 ] 
f(z) = -3/125*z^3 + 209/189*z + 1
*
[ 6 ] 
f(z) = -1/124*z^3 + 209/186*z + 1
*
2 | 0.18017263578074114296352852595865343267 | 0.023642515190873575701745038952179056835
f(z) = -17/120*z^3 + 212/255*z + 1
*
[ 2 ] 
f(z) = -12/121*z^3 + 217/242*z + 1
*
[ 2 ] 
f(z) = -11/123*z^3 + 211/246*z + 1
*
[ 2 ] 
f(z) = -11/125*z^3 + 213/250*z + 1
*
[ 2 ] 
f(z) = -11/127*z^3 + 215/254*z + 1
*
[ 2 ] 
f(z) = -11/129*z^3 + 217/258*z + 1
*
[ 2 ] 
f(z) = -10/121*z^3 + 201/242*z + 1
*
[ 2 ] 
f(z) = -10/123*z^3 + 203/246*z + 1
*
[ 2 ] 
f(z) = -10/127*z^3 + 207/254*z + 1
*
[ 2 ] 
f(z) = -10/129*z^3 + 209/258*z + 1
*
[ 4 ] 
f(z) = -1/122*z^3 + 215/244*z + 1
*
[ 15/4 ] 
f(z) = -1/125*z^3 + 203/240*z + 1
*
[ 2 ] 
f(z) = -11/131*z^3 + 219/262*z + 1
*
[ 2 ] 
f(z) = -10/131*z^3 + 211/262*z + 1
*
[ 2 ] 
f(z) = -10/133*z^3 + 213/266*z + 1
*
[ 2 ] 
f(z) = -10/137*z^3 + 217/274*z + 1
*
[ 2 ] 
f(z) = -10/139*z^3 + 219/278*z + 1
*
[ 2 ] 
f(z) = -9/131*z^3 + 203/262*z + 1
*
[ 2 ] 
f(z) = -9/133*z^3 + 205/266*z + 1
*
[ 2 ] 
f(z) = -9/137*z^3 + 209/274*z + 1
*
[ 2 ] 
f(z) = -9/139*z^3 + 211/278*z + 1
*
[ 2 ] 
f(z) = -8/137*z^3 + 201/274*z + 1
*
[ 2 ] 
f(z) = -8/139*z^3 + 203/278*z + 1
*
[ 11/5 ] 
f(z) = -6/121*z^3 + 216/275*z + 1
*
2 | 0.17779343151538277669197060704737682742 | 0.022994700535880889809384732871951414130
f(z) = -19/120*z^3 + 203/285*z + 1
*
[ 30/19 ] 
f(z) = -19/120*z^3 + 217/285*z + 1
*
[ 22/13 ] 
f(z) = -13/121*z^3 + 205/286*z + 1
*
[ 11 ] 
f(z) = -20/121*z^3 + 230/11*z + 1
*
[ -11 ] 
f(z) = -20/121*z^3 + 232/11*z + 1
*
[ -11 ] 
f(z) = -19/121*z^3 + 221/11*z + 1
*
[ 10 ] 
f(z) = -17/120*z^3 + 226/15*z + 1
*
[ -10 ] 
f(z) = -17/120*z^3 + 229/15*z + 1
*
5/6 | 0.23345488791294757217238886138887938222 | 0.027063946182295323226694809119723009844
f(z) = -12/125*z^3 + 223/15*z + 1
*
[ -15 ] 
f(z) = -8/125*z^3 + 232/15*z + 1
*
[ 16 ] 
f(z) = -7/128*z^3 + 239/16*z + 1
*
3 | 0.22381463924585351997931547961010669861 | 0.029214592358456659120931509886375208444
f(z) = -1/135*z^3 + 236/15*z + 1
*
28/3 | 0.12425421570100172862070629240297980228 | 0.015062847412187654273348357950324068584
f(z) = -15/128*z^3 + 239/24*z + 1
*
[ -15/2 ] 
f(z) = -14/125*z^3 + 223/30*z + 1
*
[ -35/4 ] 
f(z) = -12/125*z^3 + 237/28*z + 1
*
45/4 | 0.12148119199551309441749974986856565298 | 0.013970839633889461023478784797578783226
f(z) = -12/125*z^3 + 239/20*z + 1
*
-10 | 0.24741906163668039790575492133665692817 | 0.028551823861192701038147277339772041234
f(z) = -7/125*z^3 + 232/35*z + 1
*
[ 40/3 ] 
f(z) = -6/125*z^3 + 227/24*z + 1
*
-32 | 0.095713811326000608429473906653067408821 | 0.014070605228918755693670459007081354688
f(z) = -1/128*z^3 + 225/32*z + 1
*
[ 30 ] 
f(z) = -1/135*z^3 + 229/30*z + 1
*
6 | 0.15864241107500384398224074721288848407 | 0.024418640219901679906631344147070183189
f(z) = -19/126*z^3 + 221/42*z + 1
*
-6 | 0.13202227735822154746175323969724715905 | 0.020130877617263710982463509308982296934
f(z) = -19/126*z^3 + 235/42*z + 1
*
[ 11/2 ] 
f(z) = -17/121*z^3 + 223/44*z + 1
*
[ -11/2 ] 
f(z) = -17/121*z^3 + 239/44*z + 1
*
[ 6 ] 
f(z) = -17/126*z^3 + 239/42*z + 1
*
[ -6 ] 
f(z) = -13/136*z^3 + 235/51*z + 1
*
70/9 | 0.25858745692253233292602016547632775078 | 0.029840641516972481147654769420965969540
f(z) = -9/125*z^3 + 232/45*z + 1
*
[ 9 ] 
f(z) = -7/135*z^3 + 229/45*z + 1
*
[ -9 ] 
f(z) = -7/135*z^3 + 239/45*z + 1
*
-56/5 | 0.23151754749326541861688842039891165529 | 0.028182272209790341757416948989606537622
f(z) = -5/128*z^3 + 231/40*z + 1
*
-15/4 | 0.23882957462254961836708823906187745987 | 0.027546936100236834035124799180241956736
f(z) = -2/125*z^3 + 233/40*z + 1
*
70/3 | 0.23255844852368454433512731765396020773 | 0.026960023803099943223267477967140155617
f(z) = -1/125*z^3 + 223/45*z + 1
*
80/3 | 0.20785896019255786265476073828281650109 | 0.024022722922562453116582289346893858794
f(z) = -1/125*z^3 + 229/45*z + 1
*
[ -4 ] 
f(z) = -19/120*z^3 + 227/60*z + 1
*
[ -4 ] 
f(z) = -19/136*z^3 + 237/68*z + 1
*
-5/2 | 0.24788973133352548158055318271073029165 | 0.024115306755784320936206697160225898116
f(z) = -17/125*z^3 + 233/68*z + 1
*
0 | 0.15723398161356348793679269589026025251 | 0.025663022481570443270004973717519058595
f(z) = -17/126*z^3 + 229/63*z + 1
*
-6 | 0.16866313390033978823080087187872691271 | 0.022052475603790815308677215847719943530
f(z) = -13/135*z^3 + 233/60*z + 1
*
0 | 0.17489555974727291126413150602762831644 | 0.028607237766499715818644056702971732680
f(z) = -11/126*z^3 + 226/63*z + 1
*
[ 15/2 ] 
f(z) = -7/135*z^3 + 227/60*z + 1
*
[ 22/3 ] 
f(z) = -6/121*z^3 + 233/66*z + 1
*
28/3 | 0.24429381325288624832077547470673668279 | 0.029800873287632088849327391746194142726
f(z) = -5/128*z^3 + 227/72*z + 1
*
-45/2 | 0.15614303341909306207821057402370544198 | 0.017957094789848323037278715895917084234
f(z) = -1/125*z^3 + 239/60*z + 1
*
0 | 0.14960223596006249943935831108705644827 | 0.024559945045684385318145630323444042925
f(z) = -1/126*z^3 + 221/63*z + 1
*
-40/3 | 0.23396382104583402471252067929028679339 | 0.028420659515657291177843331749129319707
f(z) = -1/128*z^3 + 235/72*z + 1
*
-22 | 0.16481292442111926475777224054376946636 | 0.026938592030522593255784939902021612755
f(z) = -1/132*z^3 + 227/66*z + 1
*
22 | 0.14177481026028030648385994068793528866 | 0.023074630016522231009728988688602099097
f(z) = -1/132*z^3 + 233/66*z + 1
*
18 | 0.070444271055474532415091743555586011326 | 0.011417944196136865041669930118763018613
f(z) = -1/132*z^3 + 239/66*z + 1
*
3 | 0.23630385116276220201270081014760928234 | 0.027082969473623466835869954430461542486
f(z) = -17/135*z^3 + 228/85*z + 1
*
[ -5/9 ] 
f(z) = -16/125*z^3 + 230/81*z + 1
*
[ 11/3 ] 
f(z) = -14/121*z^3 + 226/99*z + 1
*
[ -10/3 ] 
f(z) = -14/125*z^3 + 229/90*z + 1
*
[ -10/3 ] 
f(z) = -13/125*z^3 + 221/90*z + 1
*
[ -5/9 ] 
f(z) = -11/125*z^3 + 229/81*z + 1
*
-36/11 | 0.19739671366528420985552518445963264806 | 0.023978685095469088262144875347206732502
f(z) = -11/128*z^3 + 235/88*z + 1
*
[ -11/3 ] 
f(z) = -10/121*z^3 + 236/99*z + 1
*
-55/12 | 0.10682075918136615242785466781435642681 | 0.012320855287702086449938292364615340533
f(z) = -9/125*z^3 + 233/80*z + 1
*
9/2 | 0.19303747197300189130935472985317544509 | 0.029671669116112215253691123954337911396
f(z) = -8/135*z^3 + 223/90*z + 1
*
-10 | 0.22571414065048696028100527939214338644 | 0.029922572108442615297763150662245149769
f(z) = -5/136*z^3 + 236/85*z + 1
*
-15/8 | 0.16643153940003900109755002464237750018 | 0.019084463549408018624455275915497518050
f(z) = -4/135*z^3 + 227/80*z + 1
*
45/4 | 0.21777478486894998391319170181044971706 | 0.025194258750793325479793735549376502686
f(z) = -3/125*z^3 + 227/80*z + 1
*
20/3 | 0.15839735717877904906505827023798010163 | 0.018381878727100459226803946570872007627
f(z) = -1/125*z^3 + 221/90*z + 1
*
[ -5/9 ] 
f(z) = -1/125*z^3 + 227/81*z + 1
*
[ 45/13 ] 
f(z) = -13/125*z^3 + 229/117*z + 1
*
-4/13 | 0.24003999888660438989984962807893551368 | 0.029158760734885054186802754659666077167
f(z) = -13/128*z^3 + 235/104*z + 1
*
[ -10/11 ] 
f(z) = -11/125*z^3 + 239/110*z + 1
*
[ -11/10 ] 
f(z) = -10/121*z^3 + 221/110*z + 1
*
[ -6/7 ] 
f(z) = -7/120*z^3 + 232/105*z + 1
*
10/7 | 0.22399860511227145955198072531617045726 | 0.029745594604022028286954199149519400502
f(z) = -7/120*z^3 + 233/105*z + 1
*
[ 34/7 ] 
f(z) = -7/136*z^3 + 239/119*z + 1
*
[ -22/5 ] 
f(z) = -5/121*z^3 + 223/110*z + 1
*
[ -25/2 ] 
f(z) = -1/125*z^3 + 233/100*z + 1
*
[ 3 ] 
f(z) = -17/120*z^3 + 233/120*z + 1
*
[ 3 ] 
f(z) = -17/123*z^3 + 235/123*z + 1
*
[ 3 ] 
f(z) = -17/129*z^3 + 239/129*z + 1
*
[ 3 ] 
f(z) = -16/123*z^3 + 226/123*z + 1
*
[ 3 ] 
f(z) = -16/129*z^3 + 230/129*z + 1
*
-24/5 | 0.19585351774816310607182542710001856813 | 0.023866207884690210598762615240491739324
f(z) = -15/128*z^3 + 229/120*z + 1
*
-5 | 0.090522506398126659395040041797935718422 | 0.016659392280082637064287516993655215632
f(z) = -13/120*z^3 + 229/120*z + 1
*
[ -2 ] 
f(z) = -13/122*z^3 + 235/122*z + 1
*
[ 10/3 ] 
f(z) = -11/120*z^3 + 232/135*z + 1
*
[ -2 ] 
f(z) = -11/122*z^3 + 227/122*z + 1
*
[ -2 ] 
f(z) = -11/126*z^3 + 233/126*z + 1
*
[ -2 ] 
f(z) = -11/130*z^3 + 239/130*z + 1
*
[ -4/3 ] 
f(z) = -9/124*z^3 + 233/124*z + 1
*
[ 4 ] 
f(z) = -9/124*z^3 + 237/124*z + 1
*
[ -2 ] 
f(z) = -9/130*z^3 + 231/130*z + 1
*
[ -5/3 ] 
f(z) = -9/130*z^3 + 233/130*z + 1
*
[ -7/3 ] 
f(z) = -9/133*z^3 + 239/133*z + 1
*
[ -2 ] 
f(z) = -9/134*z^3 + 237/134*z + 1
*
[ -3/2 ] 
f(z) = -8/123*z^3 + 223/123*z + 1
*
[ -3 ] 
f(z) = -8/123*z^3 + 236/123*z + 1
*
[ -3/2 ] 
f(z) = -8/129*z^3 + 233/129*z + 1
*
[ -5/2 ] 
f(z) = -8/135*z^3 + 239/135*z + 1
*
[ -3 ] 
f(z) = -7/123*z^3 + 227/123*z + 1
*
[ -3 ] 
f(z) = -7/129*z^3 + 235/129*z + 1
*
[ -2 ] 
f(z) = -7/130*z^3 + 223/130*z + 1
*
[ -3 ] 
f(z) = -7/132*z^3 + 239/132*z + 1
*
[ -2 ] 
f(z) = -7/134*z^3 + 229/134*z + 1
*
[ -2 ] 
f(z) = -7/138*z^3 + 235/138*z + 1
*
[ -15/4 ] 
f(z) = -6/125*z^3 + 233/120*z + 1
*
[ -4 ] 
f(z) = -5/124*z^3 + 235/124*z + 1
*
[ -3 ] 
f(z) = -5/132*z^3 + 221/132*z + 1
*
[ -2 ] 
f(z) = -5/134*z^3 + 221/134*z + 1
*
[ -2 ] 
f(z) = -5/138*z^3 + 227/138*z + 1
*
[ -3 ] 
f(z) = -5/138*z^3 + 229/138*z + 1
*
[ -3/2 ] 
f(z) = -4/129*z^3 + 224/129*z + 1
*
[ -7/2 ] 
f(z) = -4/133*z^3 + 220/133*z + 1
*
[ 20/3 ] 
f(z) = -3/128*z^3 + 227/120*z + 1
*
[ -5 ] 
f(z) = -3/130*z^3 + 231/130*z + 1
*
[ -9 ] 
f(z) = -1/126*z^3 + 221/126*z + 1
*
-11 | 0.13892235272711180726815116652555596122 | 0.025566702278151443955221198462341926168
f(z) = -1/132*z^3 + 229/132*z + 1
*
-15/4 | 0.27348037660100559934668733183396441263 | 0.026604826016561707613403636758024278714
f(z) = -13/125*z^3 + 233/144*z + 1
*
[ 25/6 ] 
f(z) = -6/125*z^3 + 239/150*z + 1
*
[ -15/7 ] 
f(z) = -1/125*z^3 + 221/147*z + 1
*
-18 | 0.17235377852608316248300392462847701960 | 0.023063319299710531734053251647682184263
f(z) = -1/136*z^3 + 220/153*z + 1
*
22/5 | 0.17822415338701930022085491028905225034 | 0.022860804008150448630457236152935244021
f(z) = -15/121*z^3 + 221/165*z + 1
*
[ 10/3 ] 
f(z) = -9/128*z^3 + 237/160*z + 1
*
[ 24/7 ] 
f(z) = -7/128*z^3 + 227/168*z + 1
*
-10 | 0.20080545946347405838501985189800588015 | 0.029406051588758611885849169097807184072
f(z) = -3/128*z^3 + 231/160*z + 1
*
[ 20/9 ] 
f(z) = -18/125*z^3 + 227/180*z + 1
*
[ 30/13 ] 
f(z) = -13/120*z^3 + 223/195*z + 1
*
-6/13 | 0.15697605683871114561773776471202755499 | 0.020857337919557834454077246060734084777
f(z) = -13/120*z^3 + 232/195*z + 1
*
[ 25/12 ] 
f(z) = -18/125*z^3 + 229/200*z + 1
*
[ 30/17 ] 
f(z) = -17/120*z^3 + 223/255*z + 1
*
[ 2 ] 
f(z) = -14/121*z^3 + 233/242*z + 1
*
[ 2 ] 
f(z) = -14/123*z^3 + 235/246*z + 1
*
[ 2 ] 
f(z) = -14/125*z^3 + 237/250*z + 1
*
[ 2 ] 
f(z) = -14/127*z^3 + 239/254*z + 1
*
[ 2 ] 
f(z) = -13/121*z^3 + 225/242*z + 1
*
[ 2 ] 
f(z) = -13/123*z^3 + 227/246*z + 1
*
[ 2 ] 
f(z) = -13/125*z^3 + 229/250*z + 1
*
[ 2 ] 
f(z) = -13/127*z^3 + 231/254*z + 1
*
[ 2 ] 
f(z) = -13/129*z^3 + 233/258*z + 1
*
[ 15/7 ] 
f(z) = -13/135*z^3 + 239/245*z + 1
*
[ 2 ] 
f(z) = -12/125*z^3 + 221/250*z + 1
*
[ 2 ] 
f(z) = -12/127*z^3 + 223/254*z + 1
*
[ 4 ] 
f(z) = -1/126*z^3 + 221/252*z + 1
*
[ 2 ] 
f(z) = -13/131*z^3 + 235/262*z + 1
*
[ 2 ] 
f(z) = -13/133*z^3 + 237/266*z + 1
*
[ 2 ] 
f(z) = -13/135*z^3 + 239/270*z + 1
*
[ 2 ] 
f(z) = -12/131*z^3 + 227/262*z + 1
*
[ 2 ] 
f(z) = -12/133*z^3 + 229/266*z + 1
*
[ 2 ] 
f(z) = -12/137*z^3 + 233/274*z + 1
*
[ 2 ] 
f(z) = -12/139*z^3 + 235/278*z + 1
*
[ 2 ] 
f(z) = -11/133*z^3 + 221/266*z + 1
*
[ 2 ] 
f(z) = -11/135*z^3 + 223/270*z + 1
*
[ 2 ] 
f(z) = -11/137*z^3 + 225/274*z + 1
*
[ 2 ] 
f(z) = -11/139*z^3 + 227/278*z + 1
*
[ 11/5 ] 
f(z) = -8/121*z^3 + 238/275*z + 1
*
[ 11/5 ] 
f(z) = -7/121*z^3 + 227/275*z + 1
*
[ 7/2 ] 
f(z) = -2/133*z^3 + 239/266*z + 1
*
[ 4 ] 
f(z) = -1/130*z^3 + 227/260*z + 1
*
[ 4 ] 
f(z) = -1/134*z^3 + 233/268*z + 1
*
-10 | 0.12739547786037850140390167458387003073 | 0.022755604846043274953508543276759672495
f(z) = -1/135*z^3 + 227/270*z + 1
*
[ 4 ] 
f(z) = -1/138*z^3 + 239/276*z + 1
*
[ 10 ] 
f(z) = -19/120*z^3 + 251/15*z + 1
*
[ -10 ] 
f(z) = -19/120*z^3 + 254/15*z + 1
*
[ 20 ] 
f(z) = -19/125*z^3 + 247/4*z + 1
*
40/3 | 0.22746149511395246331686707644854885295 | 0.025988871105245749700821038205795455424
f(z) = -12/125*z^3 + 253/15*z + 1
*
-5/6 | 0.16514705726334438547097612919941281766 | 0.018818667926583262929762326289411671886
f(z) = -12/125*z^3 + 259/15*z + 1
*
[ 15 ] 
f(z) = -9/125*z^3 + 257/15*z + 1
*
[ -15 ] 
f(z) = -9/125*z^3 + 259/15*z + 1
*
[ -16 ] 
f(z) = -7/128*z^3 + 241/16*z + 1
*
-3/2 | 0.18566176256232812903665280713769758377 | 0.024041112964566887863121155376580428706
f(z) = -4/135*z^3 + 251/15*z + 1
*
[ -20/3 ] 
f(z) = -17/125*z^3 + 259/36*z + 1
*
[ 12 ] 
f(z) = -11/135*z^3 + 253/20*z + 1
*
-12 | 0.22476628382627706874233958636193633686 | 0.025400774565535102852877772967698248374
f(z) = -7/135*z^3 + 258/35*z + 1
*
5/3 | 0.24623774092582181512574492892327517571 | 0.028291245289448569503515425725283898168
f(z) = -6/125*z^3 + 241/30*z + 1
*
-21 | 0.23284479468221135636813601158760594730 | 0.026493058229452600650522818703427137995
f(z) = -4/135*z^3 + 243/20*z + 1
*
-45/2 | 0.21431365731569870497509853462228526885 | 0.024623358812505399023896903898881995598
f(z) = -2/125*z^3 + 241/30*z + 1
*
[ -30 ] 
f(z) = -1/125*z^3 + 247/30*z + 1
*
36 | 0.21112308634390191209572817019822474998 | 0.025516919524742747430391669116290941912
f(z) = -1/128*z^3 + 245/24*z + 1
*
[ 11/2 ] 
f(z) = -19/121*z^3 + 245/44*z + 1
*
-10/9 | 0.22721263177164125568579373744947772419 | 0.025983999218678239408317122245996740815
f(z) = -18/125*z^3 + 251/45*z + 1
*
[ -6 ] 
f(z) = -17/126*z^3 + 253/42*z + 1
*
5/12 | 0.21559360189527048028171416180708333296 | 0.024632891505284758717836080729507838937
f(z) = -16/125*z^3 + 253/45*z + 1
*
[ 6 ] 
f(z) = -15/136*z^3 + 245/51*z + 1
*
[ 40/7 ] 
f(z) = -14/125*z^3 + 251/56*z + 1
*
[ -3/11 ] 
f(z) = -11/135*z^3 + 257/55*z + 1
*
[ -5/21 ] 
f(z) = -9/125*z^3 + 255/49*z + 1
*
[ 9 ] 
f(z) = -8/135*z^3 + 256/45*z + 1
*
-35/34 | 0.26321922509545848426452868804410364600 | 0.025522777122997754271565157710328863675
f(z) = -17/125*z^3 + 241/68*z + 1
*
-45/8 | 0.25321127628457112137813767602242920352 | 0.029010496428555188966756981150833020013
f(z) = -16/125*z^3 + 247/60*z + 1
*
45/8 | 0.26187757258952075936933322690245198621 | 0.029841204303891294588194474226968137005
f(z) = -16/125*z^3 + 259/60*z + 1
*
-15/7 | 0.12545294407848713583208236167313071144 | 0.014287458849007292634732181194217955341
f(z) = -14/135*z^3 + 241/70*z + 1
*
-3/14 | 0.25862396363636399347109264538311023656 | 0.029239854034975134010874444564171744905
f(z) = -14/135*z^3 + 257/70*z + 1
*
-5 | 0.095170786885027329411497806891232133542 | 0.010934554816945175594347712614158413993
f(z) = -12/125*z^3 + 241/60*z + 1
*
-5/3 | 0.25092263178283178862255830319601320900 | 0.028748285700351584866966591846663607023
f(z) = -12/125*z^3 + 247/60*z + 1
*
8/9 | 0.23171983996926889163124635458819954137 | 0.027978807272975911889367957877260019923
f(z) = -9/128*z^3 + 247/72*z + 1
*
[ 15/2 ] 
f(z) = -7/125*z^3 + 241/60*z + 1
*
[ -15/2 ] 
f(z) = -7/125*z^3 + 257/60*z + 1
*
8/3 | 0.24231613187689825450377345334030950387 | 0.029173701847296140420227549463045397024
f(z) = -7/128*z^3 + 253/72*z + 1
*
[ -22/3 ] 
f(z) = -6/121*z^3 + 251/66*z + 1
*
[ -5/12 ] 
f(z) = -2/125*z^3 + 245/72*z + 1
*
[ 20 ] 
f(z) = -1/120*z^3 + 257/60*z + 1
*
-2 | 0.17883788375435328457698023179214498126 | 0.028703702155129571746924128490306732528
f(z) = -1/126*z^3 + 254/63*z + 1
*
56/3 | 0.10566390249049843672973790626491376977 | 0.012685630366610817157678355802726853503
f(z) = -1/128*z^3 + 259/72*z + 1
*
40/9 | 0.13071220827195398927335031846098848010 | 0.014975739259654535762702039518037555122
f(z) = -18/125*z^3 + 247/90*z + 1
*
[ 11/3 ] 
f(z) = -17/121*z^3 + 259/99*z + 1
*
[ -10/3 ] 
f(z) = -17/125*z^3 + 253/90*z + 1
*
[ -15/4 ] 
f(z) = -17/135*z^3 + 243/80*z + 1
*
[ 11/3 ] 
f(z) = -16/121*z^3 + 248/99*z + 1
*
-39/16 | 0.26085455061593383506318075803876292165 | 0.029680005551842352989453395766267745973
f(z) = -16/135*z^3 + 243/80*z + 1
*
[ -2/3 ] 
f(z) = -15/128*z^3 + 245/96*z + 1
*
[ 9/2 ] 
f(z) = -14/135*z^3 + 259/90*z + 1
*
[ -6 ] 
f(z) = -5/128*z^3 + 247/96*z + 1
*
[ -34/5 ] 
f(z) = -5/136*z^3 + 242/85*z + 1
*
18/5 | 0.18867969051314824067222694734511969832 | 0.024784431673252591510715723248180086400
f(z) = -5/136*z^3 + 253/85*z + 1
*
-55/8 | 0.12006292509719044411151608618143132764 | 0.013742949576063153410573419604787743303
f(z) = -4/125*z^3 + 249/80*z + 1
*
-35/4 | 0.12388283558747757224538865269491324574 | 0.014116569700704581425876760064016606177
f(z) = -3/125*z^3 + 259/80*z + 1
*
20 | 0.19210423872237494949883320626941841323 | 0.021909818929145833153217714900137882492
f(z) = -1/125*z^3 + 257/80*z + 1
*
[ -25/8 ] 
f(z) = -16/125*z^3 + 257/100*z + 1
*
-3/7 | 0.22024228391637897793216234254047418572 | 0.028578350356393958188316850002462016774
f(z) = -14/135*z^3 + 247/105*z + 1
*
12/13 | 0.20667751271368882503502896524883511833 | 0.025004386657244649666520310322277447380
f(z) = -13/128*z^3 + 243/104*z + 1
*
-6 | 0.24830327893468255076851762030724960711 | 0.028278514353823029381292347229601527554
f(z) = -11/135*z^3 + 241/110*z + 1
*
[ -25/6 ] 
f(z) = -9/125*z^3 + 249/100*z + 1
*
[ -30/7 ] 
f(z) = -7/120*z^3 + 242/105*z + 1
*
[ -25/4 ] 
f(z) = -4/125*z^3 + 241/100*z + 1
*
[ -3/2 ] 
f(z) = -20/123*z^3 + 250/123*z + 1
*
[ 3 ] 
f(z) = -19/120*z^3 + 251/120*z + 1
*
[ -2 ] 
f(z) = -19/122*z^3 + 259/122*z + 1
*
[ 3 ] 
f(z) = -19/123*z^3 + 253/123*z + 1
*
[ 3 ] 
f(z) = -19/129*z^3 + 257/129*z + 1
*
[ 3 ] 
f(z) = -19/132*z^3 + 259/132*z + 1
*
[ -1 ] 
f(z) = -17/121*z^3 + 259/121*z + 1
*
[ -2 ] 
f(z) = -17/122*z^3 + 251/122*z + 1
*
[ -2 ] 
f(z) = -17/126*z^3 + 257/126*z + 1
*
[ 3 ] 
f(z) = -17/132*z^3 + 241/132*z + 1
*
[ 3 ] 
f(z) = -17/138*z^3 + 245/138*z + 1
*
[ -1 ] 
f(z) = -16/121*z^3 + 258/121*z + 1
*
[ -3/2 ] 
f(z) = -16/123*z^3 + 241/123*z + 1
*
[ -3/2 ] 
f(z) = -16/129*z^3 + 251/129*z + 1
*
[ -7/4 ] 
f(z) = -16/133*z^3 + 258/133*z + 1
*
[ -1 ] 
f(z) = -15/121*z^3 + 257/121*z + 1
*
[ -11/6 ] 
f(z) = -15/121*z^3 + 259/132*z + 1
*
[ -2 ] 
f(z) = -15/122*z^3 + 243/122*z + 1
*
[ -1 ] 
f(z) = -15/122*z^3 + 259/122*z + 1
*
8/5 | 0.11965749371856119219538911454222435379 | 0.014490965870719824780944878399556942741
f(z) = -15/128*z^3 + 241/120*z + 1
*
[ -12/5 ] 
f(z) = -15/128*z^3 + 251/120*z + 1
*
[ -1 ] 
f(z) = -14/121*z^3 + 256/121*z + 1
*
[ 10/3 ] 
f(z) = -13/120*z^3 + 257/135*z + 1
*
[ -1 ] 
f(z) = -13/121*z^3 + 255/121*z + 1
*
[ -1 ] 
f(z) = -13/122*z^3 + 257/122*z + 1
*
[ -1 ] 
f(z) = -13/123*z^3 + 259/123*z + 1
*
[ -2 ] 
f(z) = -13/126*z^3 + 241/126*z + 1
*
-4 | 0.15033158409037977809742409773310105001 | 0.027408778467702575201723264697325600702
f(z) = -13/132*z^3 + 241/132*z + 1
*
[ -2 ] 
f(z) = -13/134*z^3 + 253/134*z + 1
*
[ -30/13 ] 
f(z) = -13/135*z^3 + 253/130*z + 1
*
[ -2 ] 
f(z) = -13/138*z^3 + 259/138*z + 1
*
[ -1 ] 
f(z) = -12/121*z^3 + 254/121*z + 1
*
[ 7/2 ] 
f(z) = -12/133*z^3 + 242/133*z + 1
*
[ -3 ] 
f(z) = -11/120*z^3 + 259/120*z + 1
*
[ -1 ] 
f(z) = -11/122*z^3 + 255/122*z + 1
*
[ -1 ] 
f(z) = -11/123*z^3 + 257/123*z + 1
*
[ -1 ] 
f(z) = -11/124*z^3 + 259/124*z + 1
*
[ -2 ] 
f(z) = -11/134*z^3 + 245/134*z + 1
*
[ -2 ] 
f(z) = -11/138*z^3 + 251/138*z + 1
*
[ -1 ] 
f(z) = -10/121*z^3 + 252/121*z + 1
*
[ -3 ] 
f(z) = -10/123*z^3 + 254/123*z + 1
*
[ -1 ] 
f(z) = -10/123*z^3 + 256/123*z + 1
*
[ -1 ] 
f(z) = -9/121*z^3 + 251/121*z + 1
*
[ -1 ] 
f(z) = -9/122*z^3 + 253/122*z + 1
*
[ -1 ] 
f(z) = -9/124*z^3 + 257/124*z + 1
*
[ -1 ] 
f(z) = -9/125*z^3 + 259/125*z + 1
*
[ -8/3 ] 
f(z) = -9/136*z^3 + 251/136*z + 1
*
[ -1 ] 
f(z) = -8/121*z^3 + 250/121*z + 1
*
[ -1 ] 
f(z) = -8/123*z^3 + 254/123*z + 1
*
-45/8 | 0.14198709044095001849988590502310744096 | 0.016237620322042853601026918742562039076
f(z) = -8/125*z^3 + 251/120*z + 1
*
[ -1 ] 
f(z) = -8/125*z^3 + 258/125*z + 1
*
[ -3 ] 
f(z) = -8/129*z^3 + 244/129*z + 1
*
[ -1 ] 
f(z) = -7/121*z^3 + 249/121*z + 1
*
[ -1 ] 
f(z) = -7/122*z^3 + 251/122*z + 1
*
[ -1 ] 
f(z) = -7/123*z^3 + 253/123*z + 1
*
[ -1 ] 
f(z) = -7/124*z^3 + 255/124*z + 1
*
[ -1 ] 
f(z) = -7/125*z^3 + 257/125*z + 1
*
[ -3 ] 
f(z) = -7/138*z^3 + 247/138*z + 1
*
[ -1 ] 
f(z) = -6/121*z^3 + 248/121*z + 1
*
[ -1 ] 
f(z) = -6/125*z^3 + 256/125*z + 1
*
[ -1 ] 
f(z) = -5/121*z^3 + 247/121*z + 1
*
[ -1 ] 
f(z) = -5/122*z^3 + 249/122*z + 1
*
[ -1 ] 
f(z) = -5/123*z^3 + 251/123*z + 1
*
[ -1 ] 
f(z) = -5/124*z^3 + 253/124*z + 1
*
[ -1 ] 
f(z) = -5/126*z^3 + 257/126*z + 1
*
[ -1 ] 
f(z) = -5/127*z^3 + 259/127*z + 1
*
[ -24/5 ] 
f(z) = -5/128*z^3 + 253/120*z + 1
*
[ -4 ] 
f(z) = -5/132*z^3 + 245/132*z + 1
*
[ -1 ] 
f(z) = -4/121*z^3 + 246/121*z + 1
*
[ -1 ] 
f(z) = -4/123*z^3 + 250/123*z + 1
*
[ -1 ] 
f(z) = -4/125*z^3 + 254/125*z + 1
*
[ -1 ] 
f(z) = -4/127*z^3 + 258/127*z + 1
*
[ -1 ] 
f(z) = -3/121*z^3 + 245/121*z + 1
*
[ -1 ] 
f(z) = -3/122*z^3 + 247/122*z + 1
*
[ -1 ] 
f(z) = -3/124*z^3 + 251/124*z + 1
*
[ -1 ] 
f(z) = -3/125*z^3 + 253/125*z + 1
*
[ -1 ] 
f(z) = -3/127*z^3 + 257/127*z + 1
*
[ -1 ] 
f(z) = -3/128*z^3 + 259/128*z + 1
*
[ -1 ] 
f(z) = -2/121*z^3 + 244/121*z + 1
*
[ -1 ] 
f(z) = -2/123*z^3 + 248/123*z + 1
*
[ -1 ] 
f(z) = -2/125*z^3 + 252/125*z + 1
*
[ -1 ] 
f(z) = -2/127*z^3 + 256/127*z + 1
*
[ -7 ] 
f(z) = -2/133*z^3 + 250/133*z + 1
*
[ -1 ] 
f(z) = -1/121*z^3 + 243/121*z + 1
*
[ -1 ] 
f(z) = -1/122*z^3 + 245/122*z + 1
*
[ -1 ] 
f(z) = -1/123*z^3 + 247/123*z + 1
*
[ -1 ] 
f(z) = -1/124*z^3 + 249/124*z + 1
*
[ -1 ] 
f(z) = -1/125*z^3 + 251/125*z + 1
*
[ -1 ] 
f(z) = -1/126*z^3 + 253/126*z + 1
*
[ -1 ] 
f(z) = -1/127*z^3 + 255/127*z + 1
*
[ -1 ] 
f(z) = -1/128*z^3 + 257/128*z + 1
*
[ -1 ] 
f(z) = -1/129*z^3 + 259/129*z + 1
*
[ -10 ] 
f(z) = -1/130*z^3 + 243/130*z + 1
*
[ 11 ] 
f(z) = -1/132*z^3 + 241/132*z + 1
*
[ 45/17 ] 
f(z) = -17/125*z^3 + 241/153*z + 1
*
35/8 | 0.21952514370549965858505708387305573754 | 0.025104859347154807445969709133513160463
f(z) = -16/125*z^3 + 251/140*z + 1
*
[ -16/9 ] 
f(z) = -9/128*z^3 + 257/144*z + 1
*
[ 34/9 ] 
f(z) = -9/136*z^3 + 257/153*z + 1
*
[ -20/7 ] 
f(z) = -7/125*z^3 + 253/140*z + 1
*
[ -15/7 ] 
f(z) = -6/125*z^3 + 248/147*z + 1
*
[ 21/2 ] 
f(z) = -1/135*z^3 + 241/140*z + 1
*
-2/5 | 0.17100105367765738478130208646789129423 | 0.024857131763236270313564525784190917876
f(z) = -15/128*z^3 + 243/160*z + 1
*
[ 11/4 ] 
f(z) = -13/121*z^3 + 255/176*z + 1
*
[ 25/7 ] 
f(z) = -7/125*z^3 + 251/175*z + 1
*
-28/3 | 0.21621522881840574838218315413823353558 | 0.026184465378380061397839181101212668657
f(z) = -3/128*z^3 + 241/168*z + 1
*
[ -11/4 ] 
f(z) = -1/121*z^3 + 251/176*z + 1
*
2 | 0.16526908096992562384152590505266410318 | 0.021836786334462995741566362289526879944
f(z) = -13/120*z^3 + 242/195*z + 1
*
85/12 | 0.11654075098598732846298637885457730479 | 0.013315495681438445931655816197999970901
f(z) = -4/125*z^3 + 253/180*z + 1
*
[ 22/3 ] 
f(z) = -1/121*z^3 + 259/198*z + 1
*
[ -9/2 ] 
f(z) = -1/135*z^3 + 247/180*z + 1
*
[ 25/12 ] 
f(z) = -16/125*z^3 + 242/225*z + 1
*
[ 2 ] 
f(z) = -17/121*z^3 + 257/242*z + 1
*
[ 2 ] 
f(z) = -17/123*z^3 + 259/246*z + 1
*
[ 2 ] 
f(z) = -16/121*z^3 + 249/242*z + 1
*
[ 2 ] 
f(z) = -16/123*z^3 + 251/246*z + 1
*
[ 2 ] 
f(z) = -16/125*z^3 + 253/250*z + 1
*
[ 2 ] 
f(z) = -16/127*z^3 + 255/254*z + 1
*
[ 2 ] 
f(z) = -16/129*z^3 + 257/258*z + 1
*
[ 2 ] 
f(z) = -15/121*z^3 + 241/242*z + 1
*
[ 2 ] 
f(z) = -15/127*z^3 + 247/254*z + 1
*
[ 2 ] 
f(z) = -14/129*z^3 + 241/258*z + 1
*
-45/8 | 0.19908589969047107165830877917715927374 | 0.022686032056664512879800909557464551967
f(z) = -4/125*z^3 + 259/240*z + 1
*
[ 15/4 ] 
f(z) = -3/125*z^3 + 257/240*z + 1
*
[ 10/3 ] 
f(z) = -3/136*z^3 + 241/255*z + 1
*
[ 2 ] 
f(z) = -16/131*z^3 + 259/262*z + 1
*
[ 2 ] 
f(z) = -15/131*z^3 + 251/262*z + 1
*
[ 2 ] 
f(z) = -15/133*z^3 + 253/266*z + 1
*
[ 2 ] 
f(z) = -15/137*z^3 + 257/274*z + 1
*
[ 2 ] 
f(z) = -15/139*z^3 + 259/278*z + 1
*
[ 2 ] 
f(z) = -14/131*z^3 + 243/262*z + 1
*
[ 2 ] 
f(z) = -14/135*z^3 + 247/270*z + 1
*
[ 2 ] 
f(z) = -14/137*z^3 + 249/274*z + 1
*
[ 2 ] 
f(z) = -14/139*z^3 + 251/278*z + 1
*
[ 2 ] 
f(z) = -13/137*z^3 + 241/274*z + 1
*
[ 2 ] 
f(z) = -13/139*z^3 + 243/278*z + 1
*
[ 24/11 ] 
f(z) = -11/128*z^3 + 251/264*z + 1
*
[ 11/5 ] 
f(z) = -9/121*z^3 + 249/275*z + 1
*
-5/4 | 0.11165816199046756633042862893249427907 | 0.019944577741411359931360790721087235837
f(z) = -8/135*z^3 + 241/270*z + 1
*
[ -55/4 ] 
f(z) = -16/125*z^3 + 278/11*z + 1
*
-5/7 | 0.25141057387524617025593764267329914403 | 0.024181863830269679535971539172238858098
f(z) = -7/125*z^3 + 262/7*z + 1
*
[ 30 ] 
f(z) = -6/125*z^3 + 265/6*z + 1
*
[ -30 ] 
f(z) = -4/135*z^3 + 277/10*z + 1
*
[ 55 ] 
f(z) = -1/125*z^3 + 277/11*z + 1
*
[ 15/2 ] 
f(z) = -18/125*z^3 + 269/30*z + 1
*
[ 25/3 ] 
f(z) = -18/125*z^3 + 272/25*z + 1
*
[ -15/2 ] 
f(z) = -18/125*z^3 + 277/30*z + 1
*
[ -25/3 ] 
f(z) = -18/125*z^3 + 278/25*z + 1
*
-60/7 | 0.21482545711685711107261359178059689849 | 0.024163353168127378543930254636898631457
f(z) = -14/135*z^3 + 269/35*z + 1
*
[ 12 ] 
f(z) = -9/128*z^3 + 265/24*z + 1
*
[ -12 ] 
f(z) = -9/128*z^3 + 269/24*z + 1
*
[ 25/2 ] 
f(z) = -8/125*z^3 + 273/25*z + 1
*
[ -25/2 ] 
f(z) = -8/125*z^3 + 277/25*z + 1
*
[ -21/2 ] 
f(z) = -8/135*z^3 + 267/35*z + 1
*
[ -20 ] 
f(z) = -4/125*z^3 + 277/20*z + 1
*
[ 25 ] 
f(z) = -2/125*z^3 + 274/25*z + 1
*
[ -25 ] 
f(z) = -2/125*z^3 + 276/25*z + 1
*
[ 21 ] 
f(z) = -2/135*z^3 + 262/35*z + 1
*
-3 | 0.17186480741929141508888709143780645782 | 0.022056753080248352418818683770766698549
f(z) = -2/135*z^3 + 269/30*z + 1
*
30 | 0.29403417451203887317847573060389454906 | 0.028210061015316181659975823629779387329
f(z) = -1/125*z^3 + 269/36*z + 1
*
[ -11/2 ] 
f(z) = -19/121*z^3 + 261/44*z + 1
*
[ 6 ] 
f(z) = -19/126*z^3 + 263/42*z + 1
*
[ -6 ] 
f(z) = -19/126*z^3 + 277/42*z + 1
*
[ -6 ] 
f(z) = -15/136*z^3 + 262/51*z + 1
*
65/9 | 0.28926238074257447712314747566055949532 | 0.027792195428818823467025979916433777725
f(z) = -12/125*z^3 + 265/54*z + 1
*
[ -9 ] 
f(z) = -8/135*z^3 + 266/45*z + 1
*
68/5 | 0.15556059385689821841837826199240649535 | 0.018510743297835707937123127410823127187
f(z) = -5/128*z^3 + 279/40*z + 1
*
-65/4 | 0.30066994854808071678915606787103346808 | 0.028846706707100987547079603719796260667
f(z) = -3/125*z^3 + 269/48*z + 1
*
-10/3 | 0.17090925949528067368197257431455293947 | 0.019391566172806414172708824682967688451
f(z) = -2/125*z^3 + 269/45*z + 1
*
6 | 0.12724009282660843682359628031921429526 | 0.016268527615921247396455333068089498618
f(z) = -17/135*z^3 + 277/60*z + 1
*
51/8 | 0.23024934130721323862291541141308026368 | 0.029549696324466799190163752575357487275
f(z) = -16/135*z^3 + 269/60*z + 1
*
[ -5/14 ] 
f(z) = -14/125*z^3 + 267/70*z + 1
*
-5 | 0.14262118847434054945887410377315364080 | 0.016161631079718107398746092830935787384
f(z) = -13/125*z^3 + 272/65*z + 1
*
5/12 | 0.22092287276382689547429344184298272292 | 0.024983098234145074180687761083181965816
f(z) = -12/125*z^3 + 277/60*z + 1
*
-15/2 | 0.095625379164705673428141704652220658433 | 0.012260696097389394683298111794742285637
f(z) = -11/135*z^3 + 271/60*z + 1
*
-15/2 | 0.17773708467415267128974921532237670742 | 0.020149324629715038010539081606365888388
f(z) = -9/125*z^3 + 271/60*z + 1
*
-15/2 | 0.20427422298808594952315452614864857080 | 0.023100383024037064639420670501213238573
f(z) = -7/125*z^3 + 277/60*z + 1
*
[ -5/16 ] 
f(z) = -4/125*z^3 + 269/64*z + 1
*
-51/4 | 0.21220864935027403104503482967225616660 | 0.027234393419432588712217326863829159360
f(z) = -4/135*z^3 + 269/60*z + 1
*
[ -20 ] 
f(z) = -1/120*z^3 + 263/60*z + 1
*
[ -10/3 ] 
f(z) = -19/125*z^3 + 269/90*z + 1
*
-35/9 | 0.17079190540693962758117146198830862476 | 0.019314029810484314759734816132980795277
f(z) = -18/125*z^3 + 277/90*z + 1
*
-3 | 0.16695250649568327304017243168935609993 | 0.018794427458456095105130618890402007950
f(z) = -16/135*z^3 + 267/80*z + 1
*
[ -11/3 ] 
f(z) = -13/121*z^3 + 269/99*z + 1
*
-6 | 0.20755884473867509836714865583515323537 | 0.029700425451845762148394541115590484751
f(z) = -13/128*z^3 + 271/96*z + 1
*
[ -45/11 ] 
f(z) = -11/125*z^3 + 269/99*z + 1
*
-9/2 | 0.18647051903165925438775777264185249767 | 0.027953387971176031768544540362399332037
f(z) = -8/135*z^3 + 263/90*z + 1
*
[ 6 ] 
f(z) = -7/128*z^3 + 269/96*z + 1
*
-10/3 | 0.11552535081462137988735087317931866036 | 0.016584115660760279309905723118949744692
f(z) = -3/128*z^3 + 265/96*z + 1
*
[ 10 ] 
f(z) = -3/136*z^3 + 264/85*z + 1
*
[ -8/13 ] 
f(z) = -13/128*z^3 + 277/104*z + 1
*
-35/6 | 0.24601813259554009361049848130671415225 | 0.027890067104182111928290139328958046581
f(z) = -12/125*z^3 + 271/105*z + 1
*
[ 22/5 ] 
f(z) = -10/121*z^3 + 261/110*z + 1
*
[ 14/3 ] 
f(z) = -9/136*z^3 + 265/119*z + 1
*
[ 14 ] 
f(z) = -1/120*z^3 + 269/105*z + 1
*
[ -1 ] 
f(z) = -20/121*z^3 + 262/121*z + 1
*
[ 3 ] 
f(z) = -20/123*z^3 + 262/123*z + 1
*
[ -1 ] 
f(z) = -20/123*z^3 + 266/123*z + 1
*
[ -1 ] 
f(z) = -20/127*z^3 + 274/127*z + 1
*
[ -3/2 ] 
f(z) = -20/129*z^3 + 260/129*z + 1
*
[ 3 ] 
f(z) = -20/129*z^3 + 266/129*z + 1
*
[ -1 ] 
f(z) = -20/129*z^3 + 278/129*z + 1
*
[ -1 ] 
f(z) = -19/121*z^3 + 261/121*z + 1
*
[ -1 ] 
f(z) = -19/122*z^3 + 263/122*z + 1
*
[ -1 ] 
f(z) = -19/123*z^3 + 265/123*z + 1
*
[ -1 ] 
f(z) = -19/124*z^3 + 267/124*z + 1
*
[ -1 ] 
f(z) = -19/125*z^3 + 269/125*z + 1
*
[ -2 ] 
f(z) = -19/126*z^3 + 265/126*z + 1
*
[ -1 ] 
f(z) = -19/126*z^3 + 271/126*z + 1
*
[ -1 ] 
f(z) = -19/127*z^3 + 273/127*z + 1
*
[ -1 ] 
f(z) = -19/128*z^3 + 275/128*z + 1
*
[ -1 ] 
f(z) = -19/129*z^3 + 277/129*z + 1
*
[ -2 ] 
f(z) = -19/130*z^3 + 271/130*z + 1
*
[ -1 ] 
f(z) = -19/130*z^3 + 279/130*z + 1
*
4 | 0.13385131711259003088466890134799271243 | 0.023892980743948475233915199845282335473
f(z) = -19/132*z^3 + 271/132*z + 1
*
[ -2 ] 
f(z) = -19/134*z^3 + 277/134*z + 1
*
[ 3 ] 
f(z) = -19/138*z^3 + 263/138*z + 1
*
[ -1 ] 
f(z) = -18/121*z^3 + 260/121*z + 1
*
[ -1 ] 
f(z) = -18/125*z^3 + 268/125*z + 1
*
[ -1 ] 
f(z) = -18/127*z^3 + 272/127*z + 1
*
[ -1 ] 
f(z) = -17/122*z^3 + 261/122*z + 1
*
[ -1 ] 
f(z) = -17/123*z^3 + 263/123*z + 1
*
[ -1 ] 
f(z) = -17/124*z^3 + 265/124*z + 1
*
[ -1 ] 
f(z) = -17/125*z^3 + 267/125*z + 1
*
[ -1 ] 
f(z) = -17/126*z^3 + 269/126*z + 1
*
[ -1 ] 
f(z) = -17/127*z^3 + 271/127*z + 1
*
[ -1 ] 
f(z) = -17/128*z^3 + 273/128*z + 1
*
[ -1 ] 
f(z) = -17/129*z^3 + 275/129*z + 1
*
[ -2 ] 
f(z) = -17/130*z^3 + 263/130*z + 1
*
[ -1 ] 
f(z) = -17/130*z^3 + 277/130*z + 1
*
[ -1 ] 
f(z) = -17/131*z^3 + 279/131*z + 1
*
[ -2 ] 
f(z) = -17/134*z^3 + 269/134*z + 1
*
[ -2 ] 
f(z) = -17/138*z^3 + 275/138*z + 1
*
[ -1 ] 
f(z) = -16/123*z^3 + 262/123*z + 1
*
[ -1 ] 
f(z) = -16/125*z^3 + 266/125*z + 1
*
[ -1 ] 
f(z) = -16/127*z^3 + 270/127*z + 1
*
[ -1 ] 
f(z) = -16/129*z^3 + 274/129*z + 1
*
[ -1 ] 
f(z) = -16/131*z^3 + 278/131*z + 1
*
[ -5/4 ] 
f(z) = -16/135*z^3 + 268/135*z + 1
*
[ -1 ] 
f(z) = -15/124*z^3 + 263/124*z + 1
*
[ -1 ] 
f(z) = -15/127*z^3 + 269/127*z + 1
*
[ -1 ] 
f(z) = -15/128*z^3 + 271/128*z + 1
*
[ -1 ] 
f(z) = -15/131*z^3 + 277/131*z + 1
*
[ -2 ] 
f(z) = -15/134*z^3 + 261/134*z + 1
*
[ -1 ] 
f(z) = -14/123*z^3 + 260/123*z + 1
*
[ -1 ] 
f(z) = -14/125*z^3 + 264/125*z + 1
*
[ 15/4 ] 
f(z) = -14/125*z^3 + 277/120*z + 1
*
[ -1 ] 
f(z) = -14/127*z^3 + 268/127*z + 1
*
[ -1 ] 
f(z) = -14/129*z^3 + 272/129*z + 1
*
[ -1 ] 
f(z) = -14/131*z^3 + 276/131*z + 1
*
[ 15/4 ] 
f(z) = -14/135*z^3 + 263/120*z + 1
*
[ -1 ] 
f(z) = -13/124*z^3 + 261/124*z + 1
*
[ -1 ] 
f(z) = -13/125*z^3 + 263/125*z + 1
*
[ -1 ] 
f(z) = -13/126*z^3 + 265/126*z + 1
*
[ -1 ] 
f(z) = -13/127*z^3 + 267/127*z + 1
*
[ -1 ] 
f(z) = -13/128*z^3 + 269/128*z + 1
*
[ -1 ] 
f(z) = -13/129*z^3 + 271/129*z + 1
*
[ -1 ] 
f(z) = -13/131*z^3 + 275/131*z + 1
*
[ -1 ] 
f(z) = -13/133*z^3 + 279/133*z + 1
*
[ -1 ] 
f(z) = -12/125*z^3 + 262/125*z + 1
*
65/18 | 0.23182660296022747540245608527208253337 | 0.026216148299117309595916388024941103218
f(z) = -12/125*z^3 + 277/135*z + 1
*
[ -1 ] 
f(z) = -12/127*z^3 + 266/127*z + 1
*
[ -1 ] 
f(z) = -12/131*z^3 + 274/131*z + 1
*
[ -1 ] 
f(z) = -12/133*z^3 + 278/133*z + 1
*
[ -3 ] 
f(z) = -11/123*z^3 + 263/123*z + 1
*
[ 4 ] 
f(z) = -11/124*z^3 + 269/124*z + 1
*
[ -1 ] 
f(z) = -11/125*z^3 + 261/125*z + 1
*
[ -1 ] 
f(z) = -11/126*z^3 + 263/126*z + 1
*
[ -1 ] 
f(z) = -11/127*z^3 + 265/127*z + 1
*
[ -1 ] 
f(z) = -11/128*z^3 + 267/128*z + 1
*
[ -1 ] 
f(z) = -11/129*z^3 + 269/129*z + 1
*
[ -3 ] 
f(z) = -11/129*z^3 + 271/129*z + 1
*
[ -1 ] 
f(z) = -11/130*z^3 + 271/130*z + 1
*
[ -1 ] 
f(z) = -11/131*z^3 + 273/131*z + 1
*
[ -1 ] 
f(z) = -11/133*z^3 + 277/133*z + 1
*
[ -1 ] 
f(z) = -11/134*z^3 + 279/134*z + 1
*
[ -1 ] 
f(z) = -10/127*z^3 + 264/127*z + 1
*
[ -3 ] 
f(z) = -10/129*z^3 + 262/129*z + 1
*
[ -1 ] 
f(z) = -10/129*z^3 + 268/129*z + 1
*
[ -1 ] 
f(z) = -10/131*z^3 + 272/131*z + 1
*
[ -1 ] 
f(z) = -10/133*z^3 + 276/133*z + 1
*
[ -1 ] 
f(z) = -9/127*z^3 + 263/127*z + 1
*
[ -1 ] 
f(z) = -9/128*z^3 + 265/128*z + 1
*
-1/3 | 0.14360195866331667802841970596550635334 | 0.025806708961717897625343815454706273016
f(z) = -9/130*z^3 + 261/130*z + 1
*
[ -1 ] 
f(z) = -9/131*z^3 + 271/131*z + 1
*
[ -1 ] 
f(z) = -9/133*z^3 + 275/133*z + 1
*
[ -1 ] 
f(z) = -9/134*z^3 + 277/134*z + 1
*
17/3 | 0.15851050930711573459327403482418985985 | 0.028408276789476784588097942977328584883
f(z) = -9/136*z^3 + 265/136*z + 1
*
[ -1 ] 
f(z) = -8/127*z^3 + 262/127*z + 1
*
[ -1 ] 
f(z) = -8/129*z^3 + 266/129*z + 1
*
[ -1 ] 
f(z) = -8/131*z^3 + 270/131*z + 1
*
[ -7/2 ] 
f(z) = -8/133*z^3 + 269/133*z + 1
*
[ -1 ] 
f(z) = -8/133*z^3 + 274/133*z + 1
*
[ -1 ] 
f(z) = -8/135*z^3 + 278/135*z + 1
*
[ -10/3 ] 
f(z) = -7/120*z^3 + 263/135*z + 1
*
[ 5 ] 
f(z) = -7/120*z^3 + 271/120*z + 1
*
[ -4 ] 
f(z) = -7/124*z^3 + 267/124*z + 1
*
[ -1 ] 
f(z) = -7/127*z^3 + 261/127*z + 1
*
[ -1 ] 
f(z) = -7/128*z^3 + 263/128*z + 1
*
[ -1 ] 
f(z) = -7/129*z^3 + 265/129*z + 1
*
[ -1 ] 
f(z) = -7/130*z^3 + 267/130*z + 1
*
[ 5 ] 
f(z) = -7/130*z^3 + 279/130*z + 1
*
[ -1 ] 
f(z) = -7/131*z^3 + 269/131*z + 1
*
[ -4 ] 
f(z) = -7/132*z^3 + 277/132*z + 1
*
[ -1 ] 
f(z) = -7/134*z^3 + 275/134*z + 1
*
[ -1 ] 
f(z) = -7/135*z^3 + 277/135*z + 1
*
[ -1 ] 
f(z) = -7/136*z^3 + 279/136*z + 1
*
[ -1 ] 
f(z) = -6/127*z^3 + 260/127*z + 1
*
[ -1 ] 
f(z) = -6/131*z^3 + 268/131*z + 1
*
[ -1 ] 
f(z) = -6/133*z^3 + 272/133*z + 1
*
[ -1 ] 
f(z) = -5/128*z^3 + 261/128*z + 1
*
[ -1 ] 
f(z) = -5/129*z^3 + 263/129*z + 1
*
[ -1 ] 
f(z) = -5/131*z^3 + 267/131*z + 1
*
[ -1 ] 
f(z) = -5/133*z^3 + 271/133*z + 1
*
[ -1 ] 
f(z) = -5/134*z^3 + 273/134*z + 1
*
[ -1 ] 
f(z) = -5/137*z^3 + 279/137*z + 1
*
[ -1 ] 
f(z) = -4/129*z^3 + 262/129*z + 1
*
[ -1 ] 
f(z) = -4/131*z^3 + 266/131*z + 1
*
[ -1 ] 
f(z) = -4/133*z^3 + 270/133*z + 1
*
[ -5 ] 
f(z) = -4/135*z^3 + 262/135*z + 1
*
[ -1 ] 
f(z) = -4/135*z^3 + 274/135*z + 1
*
[ -1 ] 
f(z) = -4/137*z^3 + 278/137*z + 1
*
[ -20/3 ] 
f(z) = -3/128*z^3 + 263/120*z + 1
*
[ -1 ] 
f(z) = -3/130*z^3 + 263/130*z + 1
*
[ -1 ] 
f(z) = -3/131*z^3 + 265/131*z + 1
*
[ 7 ] 
f(z) = -3/133*z^3 + 261/133*z + 1
*
[ -1 ] 
f(z) = -3/133*z^3 + 269/133*z + 1
*
[ -1 ] 
f(z) = -3/134*z^3 + 271/134*z + 1
*
[ -1 ] 
f(z) = -3/136*z^3 + 275/136*z + 1
*
[ -1 ] 
f(z) = -3/137*z^3 + 277/137*z + 1
*
[ -1 ] 
f(z) = -2/129*z^3 + 260/129*z + 1
*
[ -1 ] 
f(z) = -2/131*z^3 + 264/131*z + 1
*
[ -1 ] 
f(z) = -2/133*z^3 + 268/133*z + 1
*
[ -1 ] 
f(z) = -2/135*z^3 + 272/135*z + 1
*
[ -1 ] 
f(z) = -2/137*z^3 + 276/137*z + 1
*
-5 | 0.11714912844494633754977581627687225268 | 0.020830150033505967627129275724324742858
f(z) = -1/126*z^3 + 277/126*z + 1
*
[ -1 ] 
f(z) = -1/130*z^3 + 261/130*z + 1
*
[ -1 ] 
f(z) = -1/131*z^3 + 263/131*z + 1
*
[ -1 ] 
f(z) = -1/133*z^3 + 267/133*z + 1
*
[ -1 ] 
f(z) = -1/134*z^3 + 269/134*z + 1
*
[ -1 ] 
f(z) = -1/135*z^3 + 271/135*z + 1
*
[ -1 ] 
f(z) = -1/137*z^3 + 275/137*z + 1
*
[ -1 ] 
f(z) = -1/138*z^3 + 277/138*z + 1
*
[ -1 ] 
f(z) = -1/139*z^3 + 279/139*z + 1
*
[ -15/7 ] 
f(z) = -11/125*z^3 + 275/147*z + 1
*
-40/7 | 0.26324269306401698102833850404977568848 | 0.029944465818533116906127975498521605063
f(z) = -7/125*z^3 + 263/140*z + 1
*
[ -15/14 ] 
f(z) = -7/135*z^3 + 279/140*z + 1
*
[ 16/3 ] 
f(z) = -5/128*z^3 + 277/144*z + 1
*
[ 45/4 ] 
f(z) = -1/125*z^3 + 277/144*z + 1
*
[ 11/4 ] 
f(z) = -15/121*z^3 + 277/176*z + 1
*
-3/8 | 0.24203657065100586922816394292349723430 | 0.027224032080431450067302650336275857910
f(z) = -14/135*z^3 + 269/160*z + 1
*
2 | 0.14743092588913311552820270125440449280 | 0.019267997696172653095355752862590434215
f(z) = -11/120*z^3 + 263/165*z + 1
*
[ -11/4 ] 
f(z) = -3/121*z^3 + 273/176*z + 1
*
-3/8 | 0.25997200319444852589545341192979443946 | 0.029265957473923353130478309350242820642
f(z) = -2/135*z^3 + 267/160*z + 1
*
[ 10 ] 
f(z) = -1/128*z^3 + 269/160*z + 1
*
-65/24 | 0.24413888264786344171769281933810999140 | 0.027608484407526105804352907921648242599
f(z) = -16/125*z^3 + 277/180*z + 1
*
-10/13 | 0.22077076817584545346744190567883811542 | 0.028810199493207234868041742861677730215
f(z) = -13/120*z^3 + 266/195*z + 1
*
[ 34/11 ] 
f(z) = -11/136*z^3 + 271/187*z + 1
*
[ -6 ] 
f(z) = -1/124*z^3 + 271/186*z + 1
*
[ -20/3 ] 
f(z) = -1/125*z^3 + 271/180*z + 1
*
65/6 | 0.17079320968564706630966515598655388280 | 0.019314177305049567311773804177430523621
f(z) = -1/125*z^3 + 277/180*z + 1
*
[ 25/8 ] 
f(z) = -8/125*z^3 + 261/200*z + 1
*
-6 | 0.20179699874806422818057087183503310415 | 0.025801144702217477122690475662019334112
f(z) = -7/135*z^3 + 277/210*z + 1
*
15/22 | 0.22453125975724960606951156672999271492 | 0.025432988076640504576197558345819139677
f(z) = -11/125*z^3 + 273/220*z + 1
*
[ 25/9 ] 
f(z) = -9/125*z^3 + 269/225*z + 1
*
[ 2 ] 
f(z) = -19/121*z^3 + 273/242*z + 1
*
[ 2 ] 
f(z) = -19/123*z^3 + 275/246*z + 1
*
[ 2 ] 
f(z) = -19/125*z^3 + 277/250*z + 1
*
[ 2 ] 
f(z) = -19/127*z^3 + 279/254*z + 1
*
[ 2 ] 
f(z) = -18/121*z^3 + 265/242*z + 1
*
[ 2 ] 
f(z) = -18/125*z^3 + 269/250*z + 1
*
[ 2 ] 
f(z) = -18/127*z^3 + 271/254*z + 1
*
[ 2 ] 
f(z) = -17/125*z^3 + 261/250*z + 1
*
[ 2 ] 
f(z) = -17/127*z^3 + 263/254*z + 1
*
[ 2 ] 
f(z) = -17/129*z^3 + 265/258*z + 1
*
[ 15/7 ] 
f(z) = -16/135*z^3 + 264/245*z + 1
*
[ 4 ] 
f(z) = -3/122*z^3 + 279/244*z + 1
*
[ 6 ] 
f(z) = -1/123*z^3 + 277/246*z + 1
*
[ 2 ] 
f(z) = -18/131*z^3 + 275/262*z + 1
*
[ 2 ] 
f(z) = -17/131*z^3 + 267/262*z + 1
*
[ 2 ] 
f(z) = -17/133*z^3 + 269/266*z + 1
*
[ 2 ] 
f(z) = -17/135*z^3 + 271/270*z + 1
*
[ 2 ] 
f(z) = -17/137*z^3 + 273/274*z + 1
*
[ 2 ] 
f(z) = -17/139*z^3 + 275/278*z + 1
*
[ 2 ] 
f(z) = -16/133*z^3 + 261/266*z + 1
*
[ 2 ] 
f(z) = -16/135*z^3 + 263/270*z + 1
*
[ 2 ] 
f(z) = -16/137*z^3 + 265/274*z + 1
*
[ 2 ] 
f(z) = -16/139*z^3 + 267/278*z + 1
*
[ 25/11 ] 
f(z) = -11/125*z^3 + 279/275*z + 1
*
-10/19 | 0.18244907543398713994557011934978912597 | 0.023596832666396295792434914587482565772
f(z) = -19/120*z^3 + 269/285*z + 1
*
35/4 | 0.22444724949780112170296734265630586582 | 0.025350771533226241340049823876760691062
f(z) = -2/125*z^3 + 271/280*z + 1
*
[ 35/2 ] 
f(z) = -16/125*z^3 + 281/7*z + 1
*
[ 15 ] 
f(z) = -11/135*z^3 + 289/15*z + 1
*
15/2 | 0.23896358372527501354367426970531563299 | 0.022696276177111995442749678519298563409
f(z) = -19/125*z^3 + 299/36*z + 1
*
[ -12 ] 
f(z) = -13/135*z^3 + 299/20*z + 1
*
[ 32/3 ] 
f(z) = -9/128*z^3 + 285/32*z + 1
*
[ -32/3 ] 
f(z) = -9/128*z^3 + 291/32*z + 1
*
-185/14 | 0.31130247254012349576105844478157180317 | 0.029702158793409644189297611637623589725
f(z) = -7/125*z^3 + 285/28*z + 1
*
[ 22 ] 
f(z) = -3/121*z^3 + 285/22*z + 1
*
[ -22 ] 
f(z) = -3/121*z^3 + 287/22*z + 1
*
[ -55/2 ] 
f(z) = -2/125*z^3 + 289/22*z + 1
*
[ 32 ] 
f(z) = -1/128*z^3 + 287/32*z + 1
*
[ -32 ] 
f(z) = -1/128*z^3 + 289/32*z + 1
*
[ 6 ] 
f(z) = -19/136*z^3 + 299/51*z + 1
*
-85/12 | 0.17463742234225441790292352811856902790 | 0.019594424331699791092766887495798634061
f(z) = -18/125*z^3 + 297/40*z + 1
*
-36/5 | 0.17289610054578205214590145535487696693 | 0.020454392803738843805746093324711303937
f(z) = -15/128*z^3 + 293/40*z + 1
*
-6 | 0.18543932954851474547022998179415468845 | 0.029190956685738683691474998711462038908
f(z) = -19/132*z^3 + 287/66*z + 1
*
-3/2 | 0.12675922386449249937991888823344813581 | 0.016050208928166411912853883996941035652
f(z) = -19/135*z^3 + 299/60*z + 1
*
[ -40/9 ] 
f(z) = -18/125*z^3 + 293/72*z + 1
*
-6 | 0.12084546853646798679467580951422945797 | 0.015422659223033954958656651732539541484
f(z) = -16/135*z^3 + 281/60*z + 1
*
[ 6 ] 
f(z) = -13/132*z^3 + 289/66*z + 1
*
-3/13 | 0.25169229777908567416729861612565777758 | 0.028160607369692484821637350559628250300
f(z) = -13/135*z^3 + 282/65*z + 1
*
-3/2 | 0.097637093661618051160134074404185312337 | 0.012394588130044203176921603035014146624
f(z) = -13/135*z^3 + 293/60*z + 1
*
-3/2 | 0.22002647755871518354783242773300056951 | 0.028004924118087955970966879934262225525
f(z) = -7/135*z^3 + 287/60*z + 1
*
-8/3 | 0.25392772532093843647853131283807005402 | 0.029968931601014745590982684175602317213
f(z) = -5/128*z^3 + 299/72*z + 1
*
3 | 0.18250069875318322851895304791571099455 | 0.023291283644504522726302167028432579005
f(z) = -4/135*z^3 + 281/60*z + 1
*
-155/12 | 0.13332982082204004853380760688547657271 | 0.012687823576869303593727848868136530733
f(z) = -2/125*z^3 + 293/72*z + 1
*
-8/3 | 0.21837575576028908138807907274888391663 | 0.025941415030900491441678499369045574825
f(z) = -1/128*z^3 + 283/72*z + 1
*
-20/3 | 0.20639006110984968854502020627908729132 | 0.024397245436375193227611712260655995435
f(z) = -1/128*z^3 + 295/72*z + 1
*
-3/2 | 0.15292188891766739123771190963322078403 | 0.019516347688354694290877135381470857470
f(z) = -1/135*z^3 + 281/60*z + 1
*
[ 11/3 ] 
f(z) = -20/121*z^3 + 292/99*z + 1
*
[ 11/3 ] 
f(z) = -19/121*z^3 + 281/99*z + 1
*
5/3 | 0.14851858423894340750321915737604120122 | 0.016689265750416995586499940506340307847
f(z) = -16/125*z^3 + 293/90*z + 1
*
[ -2/5 ] 
f(z) = -15/136*z^3 + 299/85*z + 1
*
[ -11/3 ] 
f(z) = -14/121*z^3 + 280/99*z + 1
*
[ -9/2 ] 
f(z) = -14/135*z^3 + 299/90*z + 1
*
-35/8 | 0.25799182181835976319407874763039854265 | 0.029013275473028301335805168817393162346
f(z) = -12/125*z^3 + 291/80*z + 1
*
-4 | 0.13323492910463760140859124843491182140 | 0.015749621123149923170966242692160979642
f(z) = -11/128*z^3 + 295/88*z + 1
*
[ -2/5 ] 
f(z) = -5/136*z^3 + 298/85*z + 1
*
15/4 | 0.16682542433418335892593439791624166995 | 0.018703828945373212597305458664155484813
f(z) = -3/125*z^3 + 299/80*z + 1
*
[ -10 ] 
f(z) = -3/136*z^3 + 281/85*z + 1
*
-95/4 | 0.19656530721770582506465045642664334536 | 0.022054746267190804260218005379812081768
f(z) = -1/125*z^3 + 297/80*z + 1
*
69/4 | 0.15890768242250615959306494743161060590 | 0.017772356478448269708253930754590337009
f(z) = -1/135*z^3 + 283/80*z + 1
*
-30/7 | 0.16245902443811854258684811033815802362 | 0.020579234726078526407146644015531579180
f(z) = -14/135*z^3 + 298/105*z + 1
*
28/13 | 0.20667764081778786143560795004392365970 | 0.024551766011731363398036829803626123585
f(z) = -13/128*z^3 + 283/104*z + 1
*
-6 | 0.17907573932791040119187283464871317992 | 0.022703496864072869341137379321802031167
f(z) = -7/135*z^3 + 296/105*z + 1
*
[ -34/7 ] 
f(z) = -7/136*z^3 + 288/119*z + 1
*
-2/7 | 0.23194429116488513840936394373031646372 | 0.029826174552577367563967563613383263361
f(z) = -7/136*z^3 + 298/119*z + 1
*
35/3 | 0.21621564812117077694006059198956331812 | 0.024334078418297974412943968604991286399
f(z) = -3/125*z^3 + 289/105*z + 1
*
[ -14 ] 
f(z) = -1/120*z^3 + 284/105*z + 1
*
[ 14 ] 
f(z) = -1/136*z^3 + 282/119*z + 1
*
[ -14 ] 
f(z) = -1/136*z^3 + 299/119*z + 1
*
[ -1 ] 
f(z) = -20/131*z^3 + 282/131*z + 1
*
[ -1 ] 
f(z) = -20/133*z^3 + 286/133*z + 1
*
[ -1 ] 
f(z) = -20/137*z^3 + 294/137*z + 1
*
[ -1 ] 
f(z) = -20/139*z^3 + 298/139*z + 1
*
[ -1 ] 
f(z) = -19/131*z^3 + 281/131*z + 1
*
[ -1 ] 
f(z) = -19/134*z^3 + 287/134*z + 1
*
[ -1 ] 
f(z) = -19/135*z^3 + 289/135*z + 1
*
[ -1 ] 
f(z) = -19/136*z^3 + 291/136*z + 1
*
[ -1 ] 
f(z) = -19/137*z^3 + 293/137*z + 1
*
[ -2 ] 
f(z) = -19/138*z^3 + 283/138*z + 1
*
[ -1 ] 
f(z) = -19/138*z^3 + 295/138*z + 1
*
[ -1 ] 
f(z) = -19/139*z^3 + 297/139*z + 1
*
[ -1 ] 
f(z) = -18/131*z^3 + 280/131*z + 1
*
[ -1 ] 
f(z) = -18/133*z^3 + 284/133*z + 1
*
[ -7/3 ] 
f(z) = -18/133*z^3 + 288/133*z + 1
*
[ -1 ] 
f(z) = -18/137*z^3 + 292/137*z + 1
*
[ -1 ] 
f(z) = -18/139*z^3 + 296/139*z + 1
*
[ -1 ] 
f(z) = -17/133*z^3 + 283/133*z + 1
*
[ -1 ] 
f(z) = -17/134*z^3 + 285/134*z + 1
*
[ -1 ] 
f(z) = -17/135*z^3 + 287/135*z + 1
*
[ -1 ] 
f(z) = -17/137*z^3 + 291/137*z + 1
*
[ -1 ] 
f(z) = -17/138*z^3 + 293/138*z + 1
*
[ -1 ] 
f(z) = -17/139*z^3 + 295/139*z + 1
*
[ -3/4 ] 
f(z) = -16/123*z^3 + 296/123*z + 1
*
[ -1 ] 
f(z) = -16/133*z^3 + 282/133*z + 1
*
[ -1 ] 
f(z) = -16/135*z^3 + 286/135*z + 1
*
[ -5/2 ] 
f(z) = -16/135*z^3 + 289/135*z + 1
*
[ -1 ] 
f(z) = -16/137*z^3 + 290/137*z + 1
*
[ -1 ] 
f(z) = -16/139*z^3 + 294/139*z + 1
*
[ -1 ] 
f(z) = -15/133*z^3 + 281/133*z + 1
*
[ -1 ] 
f(z) = -15/134*z^3 + 283/134*z + 1
*
[ -1 ] 
f(z) = -15/136*z^3 + 287/136*z + 1
*
[ -1 ] 
f(z) = -15/137*z^3 + 289/137*z + 1
*
[ -1 ] 
f(z) = -15/139*z^3 + 293/139*z + 1
*
[ -3 ] 
f(z) = -14/123*z^3 + 290/123*z + 1
*
-80/21 | 0.30737832460508496741922731421048280689 | 0.029250485224520011560176539869446782828
f(z) = -14/125*z^3 + 293/126*z + 1
*
[ -3 ] 
f(z) = -14/129*z^3 + 298/129*z + 1
*
[ -1 ] 
f(z) = -14/135*z^3 + 284/135*z + 1
*
[ -3/4 ] 
f(z) = -14/135*z^3 + 287/120*z + 1
*
[ -1 ] 
f(z) = -14/137*z^3 + 288/137*z + 1
*
[ -1 ] 
f(z) = -14/139*z^3 + 292/139*z + 1
*
[ -3 ] 
f(z) = -13/123*z^3 + 281/123*z + 1
*
40/13 | 0.18226304818712768573503078772719510420 | 0.020450024160162620294491765020059635756
f(z) = -13/125*z^3 + 297/130*z + 1
*
[ -3 ] 
f(z) = -13/129*z^3 + 289/129*z + 1
*
[ -3 ] 
f(z) = -13/132*z^3 + 293/132*z + 1
*
[ -1 ] 
f(z) = -13/134*z^3 + 281/134*z + 1
*
[ -1 ] 
f(z) = -13/135*z^3 + 283/135*z + 1
*
[ -1 ] 
f(z) = -13/137*z^3 + 287/137*z + 1
*
[ -1 ] 
f(z) = -13/138*z^3 + 289/138*z + 1
*
[ -1 ] 
f(z) = -13/139*z^3 + 291/139*z + 1
*
[ -11/12 ] 
f(z) = -12/121*z^3 + 287/132*z + 1
*
[ -1 ] 
f(z) = -12/137*z^3 + 286/137*z + 1
*
[ -1 ] 
f(z) = -12/139*z^3 + 290/139*z + 1
*
-5 | 0.096545750558819125857052044075372697684 | 0.016936532976045696278527151667024571482
f(z) = -11/120*z^3 + 299/120*z + 1
*
[ -1 ] 
f(z) = -11/135*z^3 + 281/135*z + 1
*
[ -1 ] 
f(z) = -11/136*z^3 + 283/136*z + 1
*
[ -1 ] 
f(z) = -11/137*z^3 + 285/137*z + 1
*
[ -3 ] 
f(z) = -11/138*z^3 + 283/138*z + 1
*
[ -1 ] 
f(z) = -11/138*z^3 + 287/138*z + 1
*
[ -1 ] 
f(z) = -11/139*z^3 + 289/139*z + 1
*
[ -1 ] 
f(z) = -10/137*z^3 + 284/137*z + 1
*
[ -1 ] 
f(z) = -10/139*z^3 + 288/139*z + 1
*
[ -4 ] 
f(z) = -9/124*z^3 + 299/124*z + 1
*
[ -1 ] 
f(z) = -9/136*z^3 + 281/136*z + 1
*
[ -1 ] 
f(z) = -9/137*z^3 + 283/137*z + 1
*
[ -1 ] 
f(z) = -9/139*z^3 + 287/139*z + 1
*
15/8 | 0.22146485079777417822116125440561870431 | 0.024983843405808311451640977419191262228
f(z) = -8/125*z^3 + 283/120*z + 1
*
3/8 | 0.19340661305351605262840904313298979964 | 0.024683128964040754528468918694624264814
f(z) = -8/135*z^3 + 281/120*z + 1
*
[ -1 ] 
f(z) = -8/137*z^3 + 282/137*z + 1
*
[ -1 ] 
f(z) = -8/139*z^3 + 286/139*z + 1
*
[ 5 ] 
f(z) = -7/135*z^3 + 283/135*z + 1
*
[ -1 ] 
f(z) = -7/137*z^3 + 281/137*z + 1
*
[ -1 ] 
f(z) = -7/138*z^3 + 283/138*z + 1
*
[ -1 ] 
f(z) = -7/139*z^3 + 285/139*z + 1
*
[ -1 ] 
f(z) = -6/137*z^3 + 280/137*z + 1
*
[ -1 ] 
f(z) = -6/139*z^3 + 284/139*z + 1
*
-9 | 0.11741498457812004344485373721240178110 | 0.020671024044538369899631303017414966624
f(z) = -5/126*z^3 + 293/126*z + 1
*
36/5 | 0.21148365338039903620423770132906210455 | 0.025019475304285368377506416563500142155
f(z) = -5/128*z^3 + 293/120*z + 1
*
[ -1 ] 
f(z) = -5/138*z^3 + 281/138*z + 1
*
[ 6 ] 
f(z) = -5/138*z^3 + 295/138*z + 1
*
[ -1 ] 
f(z) = -5/139*z^3 + 283/139*z + 1
*
[ -1 ] 
f(z) = -4/139*z^3 + 282/139*z + 1
*
-20/3 | 0.24300776282761216369793520843695695037 | 0.028819463760971194493911318447413287010
f(z) = -3/128*z^3 + 287/120*z + 1
*
[ -7 ] 
f(z) = -3/133*z^3 + 299/133*z + 1
*
[ -1 ] 
f(z) = -3/139*z^3 + 281/139*z + 1
*
[ -3/4 ] 
f(z) = -2/135*z^3 + 281/120*z + 1
*
[ -1 ] 
f(z) = -2/139*z^3 + 280/139*z + 1
*
[ 13 ] 
f(z) = -1/130*z^3 + 289/130*z + 1
*
[ -12 ] 
f(z) = -1/132*z^3 + 287/132*z + 1
*
[ 22/7 ] 
f(z) = -14/121*z^3 + 281/154*z + 1
*
[ -15/14 ] 
f(z) = -8/125*z^3 + 295/147*z + 1
*
[ -22/7 ] 
f(z) = -7/121*z^3 + 291/154*z + 1
*
-20/3 | 0.23954391689692574134252187358917514993 | 0.022751395043899944144205399478192522938
f(z) = -7/125*z^3 + 299/144*z + 1
*
-35/4 | 0.21621535622395557523002166584498584550 | 0.024241239333369125440390300187430334712
f(z) = -4/125*z^3 + 299/140*z + 1
*
[ -21/4 ] 
f(z) = -4/135*z^3 + 281/140*z + 1
*
-35/2 | 0.21621545314100281904872822081074973888 | 0.024315183556175562750198747009064584057
f(z) = -1/125*z^3 + 291/140*z + 1
*
[ 34/3 ] 
f(z) = -1/136*z^3 + 284/153*z + 1
*
[ 11/4 ] 
f(z) = -17/121*z^3 + 299/176*z + 1
*
-22/5 | 0.17822415338701930022085491028905225034 | 0.022034933295235910927375801540146048631
f(z) = -15/121*z^3 + 296/165*z + 1
*
[ -12/7 ] 
f(z) = -7/128*z^3 + 293/168*z + 1
*
[ -11/4 ] 
f(z) = -5/121*z^3 + 295/176*z + 1
*
[ -3/2 ] 
f(z) = -5/126*z^3 + 295/168*z + 1
*
[ -3/2 ] 
f(z) = -1/126*z^3 + 283/168*z + 1
*
[ 21/2 ] 
f(z) = -1/126*z^3 + 299/168*z + 1
*
[ 22/9 ] 
f(z) = -18/121*z^3 + 293/198*z + 1
*
-10/3 | 0.24603921672460166913300497478145095165 | 0.027778346390066512014865768582915690778
f(z) = -17/125*z^3 + 281/180*z + 1
*
[ 20/7 ] 
f(z) = -12/125*z^3 + 281/196*z + 1
*
[ -9/4 ] 
f(z) = -4/135*z^3 + 287/180*z + 1
*
[ 20/3 ] 
f(z) = -2/125*z^3 + 281/180*z + 1
*
-35/6 | 0.21621543876038549233283408838595840987 | 0.024334054855702893519543956775393978292
f(z) = -6/125*z^3 + 289/210*z + 1
*
[ 25/4 ] 
f(z) = -2/125*z^3 + 293/200*z + 1
*
[ 34/13 ] 
f(z) = -13/136*z^3 + 281/221*z + 1
*
-3/2 | 0.13653034258235076685452928613572196281 | 0.015245726180809412919937640613036587877
f(z) = -11/135*z^3 + 287/220*z + 1
*
[ 25/6 ] 
f(z) = -4/125*z^3 + 296/225*z + 1
*
[ 2 ] 
f(z) = -20/121*z^3 + 281/242*z + 1
*
[ 2 ] 
f(z) = -20/123*z^3 + 283/246*z + 1
*
[ 2 ] 
f(z) = -20/127*z^3 + 287/254*z + 1
*
[ 2 ] 
f(z) = -20/129*z^3 + 289/258*z + 1
*
[ 2 ] 
f(z) = -19/129*z^3 + 281/258*z + 1
*
[ 15/7 ] 
f(z) = -19/135*z^3 + 289/245*z + 1
*
-15/4 | 0.22920051175174762275747445919279026082 | 0.029021289243541067119006538219660680073
f(z) = -19/135*z^3 + 299/240*z + 1
*
[ 34/15 ] 
f(z) = -15/136*z^3 + 287/255*z + 1
*
[ 8/3 ] 
f(z) = -9/124*z^3 + 283/248*z + 1
*
-16 | 0.11662943059070128105482054209132379495 | 0.020607791692662323787472848485047691951
f(z) = -1/120*z^3 + 287/240*z + 1
*
[ 6 ] 
f(z) = -1/129*z^3 + 287/258*z + 1
*
57/4 | 0.16372702989324472488046337885703983510 | 0.020895332015540128541035806690696201390
f(z) = -1/135*z^3 + 281/240*z + 1
*
[ 2 ] 
f(z) = -20/131*z^3 + 291/262*z + 1
*
[ 2 ] 
f(z) = -20/133*z^3 + 293/266*z + 1
*
[ 2 ] 
f(z) = -20/137*z^3 + 297/274*z + 1
*
[ 2 ] 
f(z) = -20/139*z^3 + 299/278*z + 1
*
[ 2 ] 
f(z) = -19/131*z^3 + 283/262*z + 1
*
[ 2 ] 
f(z) = -19/135*z^3 + 287/270*z + 1
*
[ 2 ] 
f(z) = -19/137*z^3 + 289/274*z + 1
*
[ 2 ] 
f(z) = -19/139*z^3 + 291/278*z + 1
*
[ 2 ] 
f(z) = -18/137*z^3 + 281/274*z + 1
*
[ 2 ] 
f(z) = -18/139*z^3 + 283/278*z + 1
*
-5/2 | 0.14572430472947533113683376390811791570 | 0.025812713744647879638368979558563845441
f(z) = -14/135*z^3 + 283/270*z + 1
*
[ 11/5 ] 
f(z) = -13/121*z^3 + 293/275*z + 1
*
[ 11/5 ] 
f(z) = -12/121*z^3 + 282/275*z + 1
*
[ 4 ] 
f(z) = -3/130*z^3 + 291/260*z + 1
*
[ 4 ] 
f(z) = -3/134*z^3 + 297/268*z + 1
*
-15/4 | 0.22747117446410200258190733016712680387 | 0.025440549755162439950905357899238562187
f(z) = -14/135*z^3 + 283/280*z + 1
*
[ 7/13 ] 
f(z) = -13/147*z^3 - 227/273*z + 1
*
[ 4/7 ] 
f(z) = -7/144*z^3 - 185/252*z + 1
*
[ 3/5 ] 
f(z) = -10/153*z^3 - 164/255*z + 1
*
[ 3/5 ] 
f(z) = -5/153*z^3 - 167/255*z + 1
*
[ 3/5 ] 
f(z) = -20/153*z^3 - 158/255*z + 1
*
[ 3/5 ] 
f(z) = -5/144*z^3 - 157/240*z + 1
*
[ 2/3 ] 
f(z) = -9/149*z^3 - 141/298*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -1/149*z^3 - 141/298*z + 1
*
[ 7/12 ] 
f(z) = -16/147*z^3 - 128/189*z + 1
*
10/7 | 0.19083887789780507768473462935415076014 | 0.027432995221166570696111070031053030909
f(z) = -7/150*z^3 - 127/210*z + 1
*
[ 12/19 ] 
f(z) = -19/144*z^3 - 121/228*z + 1
*
[ 7/11 ] 
f(z) = -11/147*z^3 - 125/231*z + 1
*
[ 2/3 ] 
f(z) = -18/143*z^3 - 127/286*z + 1
*
[ 2/3 ] 
f(z) = -18/145*z^3 - 129/290*z + 1
*
[ 2/3 ] 
f(z) = -18/149*z^3 - 133/298*z + 1
*
[ 2/3 ] 
f(z) = -9/143*z^3 - 135/286*z + 1
*
[ 2/3 ] 
f(z) = -9/145*z^3 - 137/290*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -3/145*z^3 - 121/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -3/149*z^3 - 125/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -2/141*z^3 - 125/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -2/143*z^3 - 127/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -2/145*z^3 - 129/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = -2/147*z^3 - 131/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -2/149*z^3 - 133/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -1/141*z^3 - 133/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -1/143*z^3 - 135/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -1/145*z^3 - 137/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -1/147*z^3 - 139/294*z + 1
*
[ 6/11 ] 
f(z) = -11/144*z^3 - 107/132*z + 1
*
[ 2/3 ] 
f(z) = -3/140*z^3 - 103/210*z + 1
*
[ 2/3 ] 
f(z) = -15/148*z^3 - 101/222*z + 1
*
[ 2/3 ] 
f(z) = -3/148*z^3 - 109/222*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -6/149*z^3 - 101/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -5/141*z^3 - 101/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -5/143*z^3 - 103/286*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -5/147*z^3 - 107/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -5/149*z^3 - 109/298*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.013142982729443693189475235259183881482
f(z) = -4/141*z^3 - 109/282*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = -4/143*z^3 - 111/286*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -4/145*z^3 - 113/290*z + 1
*
-2 | 0.074924237410897289126977110011157588585 | 0.013182578670129288632457381903636870321
f(z) = -4/147*z^3 - 115/294*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -4/149*z^3 - 117/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -3/143*z^3 - 119/286*z + 1
*
-6 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = -1/150*z^3 - 89/150*z + 1
*
-3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -1/156*z^3 - 95/156*z + 1
*
[ 2/3 ] 
f(z) = -7/152*z^3 - 82/171*z + 1
*
[ 2/3 ] 
f(z) = -5/152*z^3 - 83/171*z + 1
*
[ 2/3 ] 
f(z) = -1/152*z^3 - 85/171*z + 1
*
[ 7/10 ] 
f(z) = -10/147*z^3 - 83/210*z + 1
*
[ 3/4 ] 
f(z) = -8/141*z^3 - 85/282*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -8/145*z^3 - 81/290*z + 1
*
[ 3/4 ] 
f(z) = -8/147*z^3 - 89/294*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -8/147*z^3 - 83/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -8/149*z^3 - 85/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -7/141*z^3 - 85/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -7/143*z^3 - 87/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -7/145*z^3 - 89/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -7/149*z^3 - 93/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -6/143*z^3 - 95/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -6/145*z^3 - 97/290*z + 1
*
-5/2 | 0.18881003608098978887728730214901516155 | 0.029515728053540721862853726042909657570
f(z) = -1/150*z^3 - 67/120*z + 1
*
[ 2/3 ] 
f(z) = -9/142*z^3 - 67/142*z + 1
*
[ 2/3 ] 
f(z) = -9/146*z^3 - 69/146*z + 1
*
[ 2/3 ] 
f(z) = -9/154*z^3 - 73/154*z + 1
*
[ 2/3 ] 
f(z) = -9/158*z^3 - 75/158*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -3/146*z^3 - 61/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -3/154*z^3 - 65/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -3/158*z^3 - 67/158*z + 1
*
-7 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383
f(z) = -1/140*z^3 - 71/140*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -1/142*z^3 - 67/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -1/146*z^3 - 69/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.011896587999773497697946138936696477019
f(z) = -1/150*z^3 - 71/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -1/154*z^3 - 73/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -1/158*z^3 - 75/158*z + 1
*
[ 2/3 ] 
f(z) = -17/152*z^3 - 77/171*z + 1
*
[ 2/3 ] 
f(z) = -13/152*z^3 - 79/171*z + 1
*
[ 2/3 ] 
f(z) = -11/152*z^3 - 80/171*z + 1
*
[ 12/17 ] 
f(z) = -17/144*z^3 - 73/204*z + 1
*
[ 5/7 ] 
f(z) = -7/150*z^3 - 79/210*z + 1
*
[ 3/4 ] 
f(z) = -4/153*z^3 - 65/204*z + 1
*
-18/7 | 0.15810470948359579897806451186821440540 | 0.022861629829180950456334037735172413175
f(z) = -7/144*z^3 - 73/252*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -11/149*z^3 - 61/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -10/141*z^3 - 61/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -10/143*z^3 - 63/286*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -10/147*z^3 - 67/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -10/149*z^3 - 69/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -9/143*z^3 - 71/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -9/145*z^3 - 73/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -9/149*z^3 - 77/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -8/141*z^3 - 77/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -8/143*z^3 - 79/286*z + 1
*
15/4 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -8/143*z^3 - 61/286*z + 1
*
[ 3/4 ] 
f(z) = -16/159*z^3 - 44/159*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -9/154*z^3 - 41/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -9/158*z^3 - 43/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -7/142*z^3 - 43/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -7/146*z^3 - 45/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -7/150*z^3 - 47/150*z + 1
*
-3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -7/156*z^3 - 41/156*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -7/158*z^3 - 51/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -5/142*z^3 - 51/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -5/146*z^3 - 53/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -5/154*z^3 - 57/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -5/158*z^3 - 59/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -3/142*z^3 - 59/142*z + 1
*
-9 | 0.10705080584800609971139713315937881398 | 0.021540206723085379081979032534932281309
f(z) = -1/144*z^3 - 47/144*z + 1
*
[ 4/5 ] 
f(z) = -5/144*z^3 - 41/180*z + 1
*
[ 3/4 ] 
f(z) = -20/153*z^3 - 53/204*z + 1
*
7/2 | 0.21731713928130076338587660445309211467 | 0.029797972365270805088620884836592325714
f(z) = -10/147*z^3 - 53/210*z + 1
*
-21/10 | 0.21731675780423359302794225424948017623 | 0.029797920058107444113049501506480300893
f(z) = -10/147*z^3 - 47/210*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -13/145*z^3 - 41/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -13/147*z^3 - 43/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -13/149*z^3 - 45/298*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = -12/143*z^3 - 47/286*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = -12/145*z^3 - 49/290*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -12/149*z^3 - 53/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -11/141*z^3 - 53/282*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -11/145*z^3 - 57/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = -11/147*z^3 - 59/294*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -1/144*z^3 - 23/36*z + 1
*
[ 2/3 ] 
f(z) = -15/152*z^3 - 26/57*z + 1
*
[ 2/3 ] 
f(z) = -3/152*z^3 - 28/57*z + 1
*
[ 2/3 ] 
f(z) = -9/140*z^3 - 33/70*z + 1
*
[ 2/3 ] 
f(z) = -9/148*z^3 - 35/74*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -7/148*z^3 - 23/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -7/156*z^3 - 25/78*z + 1
*
-12/5 | 0.13390447235828563416673901979857171412 | 0.020352539832169590253127454654320518019
f(z) = -5/144*z^3 - 23/60*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -5/148*z^3 - 27/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -5/156*z^3 - 29/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -3/140*z^3 - 29/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -3/148*z^3 - 31/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -1/140*z^3 - 33/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -1/148*z^3 - 35/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -1/156*z^3 - 37/78*z + 1
*
-12/7 | 0.15810470948359579897806451186821440540 | 0.022861629829180950456334037735172413175
f(z) = -7/144*z^3 - 23/84*z + 1
*
[ 7/10 ] 
f(z) = -20/147*z^3 - 38/105*z + 1
*
[ 3/4 ] 
f(z) = -8/153*z^3 - 31/102*z + 1
*
[ 3/4 ] 
f(z) = -16/141*z^3 - 38/141*z + 1
*
[ 3/4 ] 
f(z) = -16/147*z^3 - 40/147*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -13/146*z^3 - 21/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.011896587999773497697946138936696477019
f(z) = -13/150*z^3 - 23/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -13/154*z^3 - 25/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -13/158*z^3 - 27/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -11/142*z^3 - 27/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -11/146*z^3 - 29/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -11/150*z^3 - 31/150*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -11/158*z^3 - 35/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -9/142*z^3 - 35/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -9/146*z^3 - 37/146*z + 1
*
11/3 | 0.084477451860610731765109303369572818446 | 0.016815179324045796084895631260765900335
f(z) = -9/152*z^3 - 31/152*z + 1
*
4 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -1/156*z^3 - 23/156*z + 1
*
-10 | 0.11396707265198076297056450895705576454 | 0.017322195030938999744052568204174079341
f(z) = -1/144*z^3 - 37/180*z + 1
*
-14/5 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -10/147*z^3 - 23/210*z + 1
*
[ 5/6 ] 
f(z) = -18/145*z^3 - 33/290*z + 1
*
-2 | 0.093616491510046150497688633519017562626 | 0.016432324962157235053529997938817331807
f(z) = -16/149*z^3 - 21/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -15/143*z^3 - 23/286*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -15/149*z^3 - 29/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -14/141*z^3 - 29/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -14/143*z^3 - 31/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -14/145*z^3 - 33/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -14/149*z^3 - 37/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = -13/141*z^3 - 37/282*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -17/152*z^3 - 1/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -15/152*z^3 - 2/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -13/152*z^3 - 3/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -11/152*z^3 - 4/19*z + 1
*
[ 2/3 ] 
f(z) = -9/152*z^3 - 9/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -9/152*z^3 - 5/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -7/152*z^3 - 6/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -5/152*z^3 - 7/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -3/152*z^3 - 8/19*z + 1
*
-6 | 0.12206803207423441015502724854694730052 | 0.024561894927652239645439546551346044100
f(z) = -1/144*z^3 - 7/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = -1/152*z^3 - 9/19*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -17/144*z^3 - 1/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -13/144*z^3 - 5/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -11/144*z^3 - 7/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -7/144*z^3 - 11/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -5/144*z^3 - 13/36*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -5/144*z^3 - 7/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -1/144*z^3 - 17/36*z + 1
*
[ 3/4 ] 
f(z) = -16/153*z^3 - 14/51*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = -19/156*z^3 - 1/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -17/140*z^3 - 1/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -17/148*z^3 - 3/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -17/156*z^3 - 5/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -15/148*z^3 - 7/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -13/140*z^3 - 9/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -13/148*z^3 - 11/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -11/140*z^3 - 13/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -11/148*z^3 - 15/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = -11/156*z^3 - 17/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -9/140*z^3 - 17/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -9/148*z^3 - 19/74*z + 1
*
-6/5 | 0.14911757920185096331718581533126146047 | 0.022664825281278836511613019970464428769
f(z) = -5/144*z^3 - 7/60*z + 1
*
[ 7/8 ] 
f(z) = -16/147*z^3 - 5/84*z + 1
*
[ 6/7 ] 
f(z) = -7/144*z^3 - 11/84*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -19/154*z^3 - 1/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = -19/158*z^3 - 3/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -17/142*z^3 - 3/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = -17/146*z^3 - 5/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -17/150*z^3 - 7/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = -17/154*z^3 - 9/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -17/158*z^3 - 11/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -15/142*z^3 - 11/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -15/146*z^3 - 13/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = -15/154*z^3 - 17/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = -15/158*z^3 - 19/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = -13/142*z^3 - 19/142*z + 1
*
[ 12/13 ] 
f(z) = -13/144*z^3 - 1/156*z + 1
*
3 | 0.14820313520839881793434804783667758927 | 0.029347992298322855252431468134418258632
f(z) = -5/156*z^3 - 7/156*z + 1
*
[ 7/8 ] 
f(z) = -8/147*z^3 - 17/168*z + 1
*
18/7 | 0.16351966439080340716709734872656646760 | 0.023644621651718226465098712394746272537
f(z) = -7/144*z^3 - 17/252*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -18/145*z^3 - 1/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -18/149*z^3 - 5/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -17/141*z^3 - 5/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -17/143*z^3 - 7/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -17/145*z^3 - 9/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -17/147*z^3 - 11/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -17/149*z^3 - 13/298*z + 1
*
-2 | 0.072249848839020214309327937123981511163 | 0.012805926778054286597208423090147646499
f(z) = -16/141*z^3 - 13/282*z + 1
*
-2 | 0.092855349367721116037003499156542144418 | 0.016417164747319791646962978651025291131
f(z) = -16/143*z^3 - 15/286*z + 1
*
-2 | 0.093112555148474210882718320379831984054 | 0.016422312287208879407504302629208806793
f(z) = -16/145*z^3 - 17/290*z + 1
*
-2 | 0.073022599055451622983171260569571370292 | 0.012847994053867959667995451597888816170
f(z) = -16/147*z^3 - 19/294*z + 1
*
-6/5 | 0.20540075424408861842405314632530452730 | 0.026565260557886448324670304721535596005
f(z) = -15/152*z^3 - 7/285*z + 1
*
[ 2 ] 
f(z) = -17/152*z^3 + 18/19*z + 1
*
[ 2 ] 
f(z) = -15/152*z^3 + 17/19*z + 1
*
[ 2 ] 
f(z) = -13/152*z^3 + 16/19*z + 1
*
[ 2 ] 
f(z) = -11/152*z^3 + 15/19*z + 1
*
[ 2 ] 
f(z) = -9/152*z^3 + 14/19*z + 1
*
-6 | 0.12270191152604963220296253169414270661 | 0.024689440856162129834370065106918922747
f(z) = -7/144*z^3 + 11/12*z + 1
*
[ 2 ] 
f(z) = -7/152*z^3 + 13/19*z + 1
*
-6 | 0.12206803207423441015502724854694730052 | 0.024561894927652239645439546551346044100
f(z) = -5/144*z^3 + 5/12*z + 1
*
[ 2 ] 
f(z) = -5/152*z^3 + 12/19*z + 1
*
[ 2 ] 
f(z) = -3/152*z^3 + 11/19*z + 1
*
-12 | 0.13918277727324540544927989352122326516 | 0.028005634997419274746563547551813767595
f(z) = -1/144*z^3 + 1/12*z + 1
*
12 | 0.092033579621777789267767017771810327437 | 0.018518518518518518518518518518518518519
f(z) = -1/144*z^3 + 5/12*z + 1
*
[ 6 ] 
f(z) = -1/144*z^3 + 13/12*z + 1
*
[ -6 ] 
f(z) = -1/144*z^3 + 17/12*z + 1
*
[ 2 ] 
f(z) = -1/152*z^3 + 10/19*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = -19/144*z^3 + 1/36*z + 1
*
[ 7/4 ] 
f(z) = -16/147*z^3 + 16/21*z + 1
*
-4 | 0.081379992328197045498511859696210125048 | 0.016374859058616945545908114405744220508
f(z) = -11/144*z^3 + 17/36*z + 1
*
-4 | 0.087083603115826605201435714022723521892 | 0.017522509975023838130667698034386603898
f(z) = -7/144*z^3 + 1/36*z + 1
*
[ 2 ] 
f(z) = -1/144*z^3 + 19/36*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = -19/140*z^3 + 3/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = -19/148*z^3 + 1/74*z + 1
*
[ 6/5 ] 
f(z) = -5/144*z^3 + 13/60*z + 1
*
-5/2 | 0.18595861216424217938375972518937040156 | 0.029069979222392872934029367418624928792
f(z) = -17/150*z^3 + 13/120*z + 1
*
-12/11 | 0.17217841515535604829129560387106020169 | 0.023369330296389367678446763345964187833
f(z) = -11/144*z^3 + 1/132*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = -19/142*z^3 + 5/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = -19/146*z^3 + 3/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = -19/150*z^3 + 1/150*z + 1
*
6 | 0.16367587247955379017159547636628431655 | 0.027097511661878088197751404584225185433
f(z) = -1/140*z^3 + 19/210*z + 1
*
-38/13 | 0.10886784518518744383231888166884239709 | 0.014345801254074655898817004965640832328
f(z) = -13/152*z^3 + 18/247*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.013142982729443693189475235259183881482
f(z) = -20/141*z^3 + 19/282*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = -20/143*z^3 + 17/286*z + 1
*
-2 | 0.074924237410897289126977110011157588585 | 0.013182578670129288632457381903636870321
f(z) = -20/147*z^3 + 13/294*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = -20/149*z^3 + 11/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = -19/141*z^3 + 11/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = -19/143*z^3 + 9/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = -19/145*z^3 + 7/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = -19/147*z^3 + 5/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = -19/149*z^3 + 3/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -18/143*z^3 + 1/286*z + 1
*
-38/15 | 0.093049486062721763246718477273176559163 | 0.012034443841896298371937590138484556060
f(z) = -15/152*z^3 + 8/285*z + 1
*
[ -2 ] 
f(z) = -17/152*z^3 + 37/19*z + 1
*
[ -2 ] 
f(z) = -15/152*z^3 + 36/19*z + 1
*
-6 | 0.12206823606408037743754916227035772636 | 0.020858512070618668544915889591185947685
f(z) = -13/144*z^3 + 29/12*z + 1
*
[ -2 ] 
f(z) = -13/152*z^3 + 35/19*z + 1
*
-6 | 0.13918277727324540544927989352122326516 | 0.024763852365446180447795046296054594055
f(z) = -11/144*z^3 + 23/12*z + 1
*
[ -2 ] 
f(z) = -11/152*z^3 + 34/19*z + 1
*
[ -2 ] 
f(z) = -9/152*z^3 + 33/19*z + 1
*
[ 6 ] 
f(z) = -7/144*z^3 + 31/12*z + 1
*
[ -6 ] 
f(z) = -7/144*z^3 + 35/12*z + 1
*
[ -2 ] 
f(z) = -7/152*z^3 + 32/19*z + 1
*
[ 6 ] 
f(z) = -5/144*z^3 + 25/12*z + 1
*
[ -6 ] 
f(z) = -5/144*z^3 + 29/12*z + 1
*
[ -2 ] 
f(z) = -5/152*z^3 + 31/19*z + 1
*
[ -2 ] 
f(z) = -3/152*z^3 + 30/19*z + 1
*
[ 12 ] 
f(z) = -1/144*z^3 + 23/12*z + 1
*
6 | 0.17341363513184459606645217231226728430 | 0.028447937330836309152759653929560976005
f(z) = -1/144*z^3 + 37/12*z + 1
*
-20 | 0.17513334166495756544364088443659193318 | 0.029615837093170575179224325104091980212
f(z) = -1/150*z^3 + 37/15*z + 1
*
[ -2 ] 
f(z) = -1/152*z^3 + 29/19*z + 1
*
[ 2 ] 
f(z) = -19/144*z^3 + 37/36*z + 1
*
[ 2 ] 
f(z) = -17/144*z^3 + 35/36*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = -13/144*z^3 + 25/36*z + 1
*
[ 2 ] 
f(z) = -13/144*z^3 + 31/36*z + 1
*
[ 2 ] 
f(z) = -11/144*z^3 + 29/36*z + 1
*
[ 7/2 ] 
f(z) = -8/147*z^3 + 29/21*z + 1
*
[ 2 ] 
f(z) = -7/144*z^3 + 25/36*z + 1
*
[ 2 ] 
f(z) = -5/144*z^3 + 23/36*z + 1
*
[ 7/2 ] 
f(z) = -4/147*z^3 + 22/21*z + 1
*
[ -7/2 ] 
f(z) = -4/147*z^3 + 34/21*z + 1
*
[ 7 ] 
f(z) = -2/147*z^3 + 32/21*z + 1
*
[ -7 ] 
f(z) = -2/147*z^3 + 38/21*z + 1
*
[ 4 ] 
f(z) = -1/144*z^3 + 31/36*z + 1
*
[ 7 ] 
f(z) = -1/147*z^3 + 25/21*z + 1
*
[ -7 ] 
f(z) = -1/147*z^3 + 31/21*z + 1
*
15 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = -1/150*z^3 + 23/30*z + 1
*
[ 5 ] 
f(z) = -1/150*z^3 + 29/30*z + 1
*
[ 3/2 ] 
f(z) = -20/153*z^3 + 32/51*z + 1
*
[ 3/2 ] 
f(z) = -16/153*z^3 + 29/51*z + 1
*
[ 7/4 ] 
f(z) = -8/147*z^3 + 25/42*z + 1
*
[ 3/2 ] 
f(z) = -8/153*z^3 + 23/51*z + 1
*
[ 3/2 ] 
f(z) = -4/153*z^3 + 20/51*z + 1
*
[ 7/2 ] 
f(z) = -2/147*z^3 + 37/42*z + 1
*
[ 3 ] 
f(z) = -1/144*z^3 + 35/48*z + 1
*
[ 3 ] 
f(z) = -1/153*z^3 + 37/51*z + 1
*
[ 4/3 ] 
f(z) = -9/152*z^3 + 27/76*z + 1
*
[ 2 ] 
f(z) = -1/140*z^3 + 37/70*z + 1
*
[ 2 ] 
f(z) = -1/148*z^3 + 39/74*z + 1
*
[ 7/5 ] 
f(z) = -5/147*z^3 + 37/105*z + 1
*
[ 3/2 ] 
f(z) = -2/153*z^3 + 37/102*z + 1
*
[ 12/11 ] 
f(z) = -11/144*z^3 + 23/132*z + 1
*
-12/13 | 0.16977838740005312743125544369907389153 | 0.022532678881594041726016136552050295638
f(z) = -13/144*z^3 + 25/156*z + 1
*
-7 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383
f(z) = -3/140*z^3 + 27/140*z + 1
*
7 | 0.14256333568711496619994951058764156924 | 0.028849383159503909777351281092311766203
f(z) = -1/140*z^3 + 29/140*z + 1
*
-13 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = -1/156*z^3 + 25/156*z + 1
*
18/5 | 0.19287918902685892089310469972059436405 | 0.029316282782266681636709365100404869217
f(z) = -5/144*z^3 + 31/180*z + 1
*
[ 7/6 ] 
f(z) = -4/147*z^3 + 34/189*z + 1
*
-38/11 | 0.10783664713171110931385256152316221620 | 0.014529763513477850736458543912107863401
f(z) = -11/152*z^3 + 32/209*z + 1
*
-6 | 0.15062948044517706339227902059665239935 | 0.023777141357480483333710073831843617886
f(z) = -19/144*z^3 + 47/12*z + 1
*
-6 | 0.12207196186345399418125979908707792574 | 0.019693858355705378841358825469316440578
f(z) = -17/144*z^3 + 41/12*z + 1
*
[ 6 ] 
f(z) = -13/144*z^3 + 49/12*z + 1
*
[ -6 ] 
f(z) = -13/144*z^3 + 53/12*z + 1
*
[ 6 ] 
f(z) = -11/144*z^3 + 43/12*z + 1
*
[ -6 ] 
f(z) = -11/144*z^3 + 47/12*z + 1
*
[ -2/3 ] 
f(z) = -9/152*z^3 + 48/19*z + 1
*
-12 | 0.13776979991679978591297226235528229171 | 0.021605096320174122196259009627844641644
f(z) = -5/144*z^3 + 49/12*z + 1
*
12 | 0.15688767711973431240137632370221441731 | 0.024304082295890788048226834774605653891
f(z) = -5/144*z^3 + 53/12*z + 1
*
-6 | 0.12821486454329121266194456645445783887 | 0.020684892278834417208292129244245447160
f(z) = -1/144*z^3 + 41/12*z + 1
*
[ 7/2 ] 
f(z) = -20/147*z^3 + 50/21*z + 1
*
-4 | 0.087083603115826605201435714022723521892 | 0.016498997982836981394270671191967268648
f(z) = -19/144*z^3 + 49/36*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.026024784281094859839386537578372569395
f(z) = -17/144*z^3 + 41/36*z + 1
*
[ -7/4 ] 
f(z) = -16/147*z^3 + 40/21*z + 1
*
[ 7/2 ] 
f(z) = -16/147*z^3 + 43/21*z + 1
*
[ -7/2 ] 
f(z) = -16/147*z^3 + 55/21*z + 1
*
[ -7/2 ] 
f(z) = -8/147*z^3 + 41/21*z + 1
*
[ 4 ] 
f(z) = -7/144*z^3 + 55/36*z + 1
*
[ 5 ] 
f(z) = -7/150*z^3 + 59/30*z + 1
*
[ 4 ] 
f(z) = -5/144*z^3 + 47/36*z + 1
*
[ -2 ] 
f(z) = -5/144*z^3 + 59/36*z + 1
*
[ 7 ] 
f(z) = -5/147*z^3 + 53/21*z + 1
*
[ -7 ] 
f(z) = -5/147*z^3 + 59/21*z + 1
*
[ 7 ] 
f(z) = -4/147*z^3 + 46/21*z + 1
*
[ -7 ] 
f(z) = -4/147*z^3 + 52/21*z + 1
*
[ -4 ] 
f(z) = -1/144*z^3 + 49/36*z + 1
*
[ -2 ] 
f(z) = -1/144*z^3 + 55/36*z + 1
*
[ -5 ] 
f(z) = -1/150*z^3 + 41/30*z + 1
*
[ 10 ] 
f(z) = -1/150*z^3 + 47/30*z + 1
*
[ -10 ] 
f(z) = -1/150*z^3 + 53/30*z + 1
*
[ 3 ] 
f(z) = -8/153*z^3 + 58/51*z + 1
*
[ 3 ] 
f(z) = -7/144*z^3 + 53/48*z + 1
*
[ 3 ] 
f(z) = -7/153*z^3 + 55/51*z + 1
*
[ 3 ] 
f(z) = -5/144*z^3 + 47/48*z + 1
*
[ 3 ] 
f(z) = -5/153*z^3 + 49/51*z + 1
*
[ 3 ] 
f(z) = -4/153*z^3 + 46/51*z + 1
*
[ 3 ] 
f(z) = -2/153*z^3 + 40/51*z + 1
*
[ 2 ] 
f(z) = -11/140*z^3 + 57/70*z + 1
*
[ 2 ] 
f(z) = -11/148*z^3 + 59/74*z + 1
*
[ 2 ] 
f(z) = -9/148*z^3 + 55/74*z + 1
*
[ 2 ] 
f(z) = -7/148*z^3 + 51/74*z + 1
*
[ 2 ] 
f(z) = -7/156*z^3 + 53/78*z + 1
*
[ 12/5 ] 
f(z) = -5/144*z^3 + 47/60*z + 1
*
6 | 0.095345180264646308557068991708489725872 | 0.014491798107754017612661035938586541842
f(z) = -5/144*z^3 + 53/60*z + 1
*
[ 2 ] 
f(z) = -5/148*z^3 + 47/74*z + 1
*
[ 2 ] 
f(z) = -5/156*z^3 + 49/78*z + 1
*
[ 2 ] 
f(z) = -3/140*z^3 + 41/70*z + 1
*
[ 2 ] 
f(z) = -3/148*z^3 + 43/74*z + 1
*
[ 2 ] 
f(z) = -1/156*z^3 + 41/78*z + 1
*
[ 12/7 ] 
f(z) = -7/144*z^3 + 47/84*z + 1
*
[ 7/4 ] 
f(z) = -4/147*z^3 + 43/84*z + 1
*
14 | 0.072073084156436228639762029847023519182 | 0.011302520045991155383498176395656572645
f(z) = -1/147*z^3 + 43/84*z + 1
*
-14 | 0.089185491460318895483339783620319658334 | 0.013986092267869317073906831014089769910
f(z) = -1/147*z^3 + 55/84*z + 1
*
[ 7/5 ] 
f(z) = -20/147*z^3 + 58/105*z + 1
*
[ 3/2 ] 
f(z) = -14/153*z^3 + 55/102*z + 1
*
[ 7/5 ] 
f(z) = -10/147*z^3 + 44/105*z + 1
*
[ 3/2 ] 
f(z) = -10/153*z^3 + 49/102*z + 1
*
[ 5/4 ] 
f(z) = -16/145*z^3 + 54/145*z + 1
*
[ 5/4 ] 
f(z) = -16/155*z^3 + 56/155*z + 1
*
3 | 0.14439882488108659592455515175077058523 | 0.028594642040048009117491702622920749487
f(z) = -11/156*z^3 + 47/156*z + 1
*
[ 4/3 ] 
f(z) = -9/140*z^3 + 51/140*z + 1
*
[ 4/3 ] 
f(z) = -9/148*z^3 + 53/148*z + 1
*
4 | 0.14439882488108659592455515175077058523 | 0.028594642040048009117491702622920749487
f(z) = -5/156*z^3 + 41/156*z + 1
*
[ 3/2 ] 
f(z) = -4/141*z^3 + 56/141*z + 1
*
[ 3/2 ] 
f(z) = -4/147*z^3 + 58/147*z + 1
*
-38/9 | 0.10207690091005951905334875537870689710 | 0.014135911265957283679373521626424117259
f(z) = -9/152*z^3 + 50/171*z + 1
*
[ 7/6 ] 
f(z) = -16/147*z^3 + 55/189*z + 1
*
[ 7/6 ] 
f(z) = -8/147*z^3 + 41/189*z + 1
*
-4/5 | 0.16252732943233926625649386605090734686 | 0.024703013184183267395558586192627864492
f(z) = -5/144*z^3 + 49/180*z + 1
*
-14/3 | 0.13414722643388462397933553640395621034 | 0.022208869136499494380381385159736622264
f(z) = -3/140*z^3 + 53/210*z + 1
*
[ 6 ] 
f(z) = -19/144*z^3 + 67/12*z + 1
*
[ -6 ] 
f(z) = -19/144*z^3 + 71/12*z + 1
*
[ 6 ] 
f(z) = -17/144*z^3 + 61/12*z + 1
*
[ -6 ] 
f(z) = -17/144*z^3 + 65/12*z + 1
*
-12 | 0.17490238513852336447479557898458837070 | 0.025814455306333259626888947502554618158
f(z) = -7/144*z^3 + 73/12*z + 1
*
[ 12 ] 
f(z) = -5/144*z^3 + 71/12*z + 1
*
[ -12 ] 
f(z) = -5/144*z^3 + 73/12*z + 1
*
-6 | 0.13946522973760565047879575401768520708 | 0.020942945516396611419825988192771742857
f(z) = -1/144*z^3 + 65/12*z + 1
*
-30 | 0.13674392715655214727518469122118241041 | 0.020182514910814717775451280093172581587
f(z) = -1/144*z^3 + 73/12*z + 1
*
[ -7/2 ] 
f(z) = -20/147*z^3 + 62/21*z + 1
*
[ -2 ] 
f(z) = -19/144*z^3 + 73/36*z + 1
*
[ -2 ] 
f(z) = -17/144*z^3 + 71/36*z + 1
*
[ -2 ] 
f(z) = -13/144*z^3 + 67/36*z + 1
*
[ 4 ] 
f(z) = -13/144*z^3 + 79/36*z + 1
*
[ -2 ] 
f(z) = -11/144*z^3 + 65/36*z + 1
*
[ 4 ] 
f(z) = -11/144*z^3 + 71/36*z + 1
*
[ 5 ] 
f(z) = -11/150*z^3 + 79/30*z + 1
*
[ 7 ] 
f(z) = -8/147*z^3 + 74/21*z + 1
*
[ -2 ] 
f(z) = -7/144*z^3 + 61/36*z + 1
*
[ -4 ] 
f(z) = -7/144*z^3 + 73/36*z + 1
*
[ -5 ] 
f(z) = -7/150*z^3 + 71/30*z + 1
*
[ -4 ] 
f(z) = -5/144*z^3 + 65/36*z + 1
*
20 | 0.059609845188054236929616728062963739289 | 0.010151336762163190164010736753879495250
f(z) = -1/150*z^3 + 71/30*z + 1
*
[ 15 ] 
f(z) = -1/150*z^3 + 73/30*z + 1
*
[ -15 ] 
f(z) = -1/150*z^3 + 77/30*z + 1
*
[ 3 ] 
f(z) = -14/153*z^3 + 76/51*z + 1
*
[ 3 ] 
f(z) = -13/144*z^3 + 71/48*z + 1
*
[ 3 ] 
f(z) = -13/153*z^3 + 73/51*z + 1
*
[ 3 ] 
f(z) = -11/144*z^3 + 65/48*z + 1
*
[ 3 ] 
f(z) = -11/153*z^3 + 67/51*z + 1
*
[ 7/2 ] 
f(z) = -10/147*z^3 + 65/42*z + 1
*
[ 3 ] 
f(z) = -10/153*z^3 + 64/51*z + 1
*
[ -7/4 ] 
f(z) = -8/147*z^3 + 73/42*z + 1
*
[ -3 ] 
f(z) = -5/144*z^3 + 79/48*z + 1
*
[ -7/2 ] 
f(z) = -2/147*z^3 + 61/42*z + 1
*
[ -3 ] 
f(z) = -2/153*z^3 + 74/51*z + 1
*
[ -3 ] 
f(z) = -1/144*z^3 + 67/48*z + 1
*
[ 6 ] 
f(z) = -1/152*z^3 + 61/57*z + 1
*
[ -3 ] 
f(z) = -1/153*z^3 + 71/51*z + 1
*
[ 2 ] 
f(z) = -19/140*z^3 + 73/70*z + 1
*
[ 2 ] 
f(z) = -19/148*z^3 + 75/74*z + 1
*
[ 2 ] 
f(z) = -19/156*z^3 + 77/78*z + 1
*
[ 2 ] 
f(z) = -17/140*z^3 + 69/70*z + 1
*
[ 2 ] 
f(z) = -17/148*z^3 + 71/74*z + 1
*
[ 2 ] 
f(z) = -17/156*z^3 + 73/78*z + 1
*
[ 2 ] 
f(z) = -15/148*z^3 + 67/74*z + 1
*
[ 2 ] 
f(z) = -13/140*z^3 + 61/70*z + 1
*
[ 2 ] 
f(z) = -13/148*z^3 + 63/74*z + 1
*
[ 2 ] 
f(z) = -11/156*z^3 + 61/78*z + 1
*
-6 | 0.13200419973764049033996822858091240955 | 0.019482961948613585772846959849601901475
f(z) = -5/144*z^3 + 73/60*z + 1
*
12/5 | 0.16898718305906207905299765895133785108 | 0.024746567330146053656593171999990724158
f(z) = -5/144*z^3 + 77/60*z + 1
*
[ 4 ] 
f(z) = -1/152*z^3 + 65/76*z + 1
*
[ 7/4 ] 
f(z) = -20/147*z^3 + 71/84*z + 1
*
-30/7 | 0.13407982311778572685320843832128791613 | 0.019387678543496613140497820557844525184
f(z) = -7/144*z^3 + 61/84*z + 1
*
[ 7/2 ] 
f(z) = -1/147*z^3 + 67/84*z + 1
*
-38/7 | 0.10504661550366754611041681563105141638 | 0.015071703079592024107658733350077899551
f(z) = -7/152*z^3 + 72/133*z + 1
*
[ 5/2 ] 
f(z) = -1/150*z^3 + 77/120*z + 1
*
-3 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -19/156*z^3 + 67/156*z + 1
*
[ 3/2 ] 
f(z) = -8/141*z^3 + 65/141*z + 1
*
[ 3/2 ] 
f(z) = -8/147*z^3 + 67/147*z + 1
*
[ 3/2 ] 
f(z) = -8/159*z^3 + 71/159*z + 1
*
[ 3/2 ] 
f(z) = -4/159*z^3 + 62/159*z + 1
*
[ 2 ] 
f(z) = -1/142*z^3 + 75/142*z + 1
*
9 | 0.14774014987275090309640621600836124748 | 0.029727505032302792297125548052047629342
f(z) = -1/144*z^3 + 65/144*z + 1
*
[ 2 ] 
f(z) = -1/146*z^3 + 77/146*z + 1
*
-6 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -1/150*z^3 + 61/150*z + 1
*
[ 2 ] 
f(z) = -1/150*z^3 + 79/150*z + 1
*
[ 7/4 ] 
f(z) = -2/147*z^3 + 79/168*z + 1
*
[ 7/6 ] 
f(z) = -20/147*z^3 + 62/189*z + 1
*
[ 3/2 ] 
f(z) = -5/144*z^3 + 79/192*z + 1
*
[ 3/2 ] 
f(z) = -1/144*z^3 + 67/192*z + 1
*
[ 3/2 ] 
f(z) = -1/153*z^3 + 71/204*z + 1
*
[ 4/3 ] 
f(z) = -3/152*z^3 + 65/228*z + 1
*
36/7 | 0.13452880637915455215881437999526267850 | 0.019452600639457185895076421469002280100
f(z) = -7/144*z^3 + 79/252*z + 1
*
[ 6/5 ] 
f(z) = -5/152*z^3 + 61/285*z + 1
*
[ 12 ] 
f(z) = -7/144*z^3 + 95/12*z + 1
*
[ -12 ] 
f(z) = -7/144*z^3 + 97/12*z + 1
*
5 | 0.17882794734204790550489852705258507326 | 0.029325314692382236702070513084753873177
f(z) = -19/150*z^3 + 89/30*z + 1
*
[ 4 ] 
f(z) = -17/144*z^3 + 95/36*z + 1
*
-5 | 0.17909589617599485449041917456358685619 | 0.029262613222266049077893508515541950793
f(z) = -17/150*z^3 + 91/30*z + 1
*
[ 21/4 ] 
f(z) = -16/147*z^3 + 80/21*z + 1
*
[ -21/4 ] 
f(z) = -16/147*z^3 + 88/21*z + 1
*
[ -4 ] 
f(z) = -13/144*z^3 + 97/36*z + 1
*
[ 5 ] 
f(z) = -13/150*z^3 + 89/30*z + 1
*
[ -4 ] 
f(z) = -11/144*z^3 + 89/36*z + 1
*
[ 7 ] 
f(z) = -11/147*z^3 + 95/21*z + 1
*
[ -5 ] 
f(z) = -11/150*z^3 + 91/30*z + 1
*
[ 7 ] 
f(z) = -10/147*z^3 + 88/21*z + 1
*
[ -7 ] 
f(z) = -10/147*z^3 + 94/21*z + 1
*
[ -7 ] 
f(z) = -8/147*z^3 + 80/21*z + 1
*
[ 21/2 ] 
f(z) = -4/147*z^3 + 82/21*z + 1
*
[ -21/2 ] 
f(z) = -4/147*z^3 + 86/21*z + 1
*
[ 21 ] 
f(z) = -1/147*z^3 + 83/21*z + 1
*
[ -21 ] 
f(z) = -1/147*z^3 + 85/21*z + 1
*
-28 | 0.15913597660832311758318159157076783494 | 0.024405033430903110945401623403929149632
f(z) = -1/147*z^3 + 97/21*z + 1
*
[ 3 ] 
f(z) = -20/153*z^3 + 94/51*z + 1
*
[ 3 ] 
f(z) = -19/144*z^3 + 89/48*z + 1
*
[ 3 ] 
f(z) = -19/153*z^3 + 91/51*z + 1
*
[ 3 ] 
f(z) = -17/144*z^3 + 83/48*z + 1
*
[ 3 ] 
f(z) = -16/153*z^3 + 82/51*z + 1
*
[ -3/2 ] 
f(z) = -16/153*z^3 + 97/51*z + 1
*
[ -3 ] 
f(z) = -11/144*z^3 + 97/48*z + 1
*
[ -7/2 ] 
f(z) = -10/147*z^3 + 89/42*z + 1
*
[ -3 ] 
f(z) = -10/153*z^3 + 98/51*z + 1
*
[ 21/4 ] 
f(z) = -8/147*z^3 + 97/42*z + 1
*
[ -3/2 ] 
f(z) = -8/153*z^3 + 91/51*z + 1
*
[ -3 ] 
f(z) = -8/153*z^3 + 92/51*z + 1
*
[ -3 ] 
f(z) = -7/144*z^3 + 85/48*z + 1
*
[ -3 ] 
f(z) = -7/153*z^3 + 89/51*z + 1
*
[ -3 ] 
f(z) = -5/153*z^3 + 83/51*z + 1
*
[ -3 ] 
f(z) = -4/153*z^3 + 80/51*z + 1
*
[ -3/2 ] 
f(z) = -4/153*z^3 + 88/51*z + 1
*
[ 6 ] 
f(z) = -3/152*z^3 + 88/57*z + 1
*
[ 14 ] 
f(z) = -1/147*z^3 + 95/42*z + 1
*
[ -6 ] 
f(z) = -1/152*z^3 + 80/57*z + 1
*
[ 10/3 ] 
f(z) = -9/140*z^3 + 99/70*z + 1
*
[ 4 ] 
f(z) = -5/152*z^3 + 97/76*z + 1
*
[ 4 ] 
f(z) = -3/152*z^3 + 81/76*z + 1
*
[ 8 ] 
f(z) = -1/144*z^3 + 95/72*z + 1
*
[ 6 ] 
f(z) = -1/156*z^3 + 83/78*z + 1
*
30/7 | 0.14879676769541409239713348481629323208 | 0.021337326991302194470089128487726924337
f(z) = -7/144*z^3 + 89/84*z + 1
*
[ 7/2 ] 
f(z) = -5/147*z^3 + 95/84*z + 1
*
-38/5 | 0.093048452446300873524537280070441991707 | 0.013961996054289068910576846056415953492
f(z) = -5/152*z^3 + 98/95*z + 1
*
[ 3/2 ] 
f(z) = -20/141*z^3 + 92/141*z + 1
*
[ 3/2 ] 
f(z) = -20/147*z^3 + 94/147*z + 1
*
[ 3/2 ] 
f(z) = -20/159*z^3 + 98/159*z + 1
*
[ 3/2 ] 
f(z) = -16/141*z^3 + 83/141*z + 1
*
[ 3/2 ] 
f(z) = -16/147*z^3 + 85/147*z + 1
*
[ 3/2 ] 
f(z) = -16/159*z^3 + 89/159*z + 1
*
[ 5/3 ] 
f(z) = -9/140*z^3 + 81/140*z + 1
*
[ 5/3 ] 
f(z) = -9/145*z^3 + 83/145*z + 1
*
[ 5/3 ] 
f(z) = -9/155*z^3 + 87/155*z + 1
*
[ 2 ] 
f(z) = -7/142*z^3 + 99/142*z + 1
*
[ 2 ] 
f(z) = -5/142*z^3 + 91/142*z + 1
*
[ 2 ] 
f(z) = -5/146*z^3 + 93/146*z + 1
*
[ 2 ] 
f(z) = -5/154*z^3 + 97/154*z + 1
*
[ 2 ] 
f(z) = -5/158*z^3 + 99/158*z + 1
*
-4 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = -3/140*z^3 + 83/140*z + 1
*
[ 2 ] 
f(z) = -3/142*z^3 + 83/142*z + 1
*
[ 2 ] 
f(z) = -3/146*z^3 + 85/146*z + 1
*
[ 2 ] 
f(z) = -3/154*z^3 + 89/154*z + 1
*
[ 2 ] 
f(z) = -3/158*z^3 + 91/158*z + 1
*
-9 | 0.092788518182163603632853262347482176773 | 0.018670423331612849831042365034542511730
f(z) = -1/144*z^3 + 97/144*z + 1
*
[ 2 ] 
f(z) = -1/154*z^3 + 81/154*z + 1
*
[ 2 ] 
f(z) = -1/158*z^3 + 83/158*z + 1
*
[ 3/2 ] 
f(z) = -11/144*z^3 + 97/192*z + 1
*
[ 3/2 ] 
f(z) = -7/144*z^3 + 85/192*z + 1
*
-12/17 | 0.19164969105206422175019720125961449730 | 0.024560942798838574147312974363021887281
f(z) = -17/144*z^3 + 97/204*z + 1
*
[ 10/7 ] 
f(z) = -7/150*z^3 + 83/210*z + 1
*
-5/7 | 0.19083887789780507768473462935415076014 | 0.027432995221166570696111070031053030909
f(z) = -7/150*z^3 + 89/210*z + 1
*
[ 3/2 ] 
f(z) = -7/153*z^3 + 89/204*z + 1
*
[ 3/2 ] 
f(z) = -5/153*z^3 + 83/204*z + 1
*
-6 | 0.15410902617793362333583421832698827663 | 0.025513663503329665487263188486128290576
f(z) = -1/140*z^3 + 89/210*z + 1
*
[ 4/3 ] 
f(z) = -15/152*z^3 + 97/228*z + 1
*
[ 6/5 ] 
f(z) = -15/152*z^3 + 88/285*z + 1
*
[ 5/4 ] 
f(z) = -8/145*z^3 + 83/290*z + 1
*
[ 4 ] 
f(z) = -19/144*z^3 + 103/36*z + 1
*
-5 | 0.17893771677082780431835888599779344221 | 0.028747053916185838500511453157499043824
f(z) = -19/150*z^3 + 101/30*z + 1
*
[ 5 ] 
f(z) = -19/150*z^3 + 119/30*z + 1
*
[ -4 ] 
f(z) = -17/144*z^3 + 113/36*z + 1
*
[ 5 ] 
f(z) = -17/150*z^3 + 109/30*z + 1
*
[ 7 ] 
f(z) = -13/147*z^3 + 109/21*z + 1
*
[ -7 ] 
f(z) = -13/147*z^3 + 115/21*z + 1
*
[ -5 ] 
f(z) = -13/150*z^3 + 101/30*z + 1
*
[ -7 ] 
f(z) = -11/147*z^3 + 101/21*z + 1
*
-10 | 0.18727611677719211772939200194614921308 | 0.029553616388202400807199711668962594273
f(z) = -7/150*z^3 + 113/30*z + 1
*
14 | 0.081379992328197045498511859696210125048 | 0.013515973549079298888786226900098827336
f(z) = -1/144*z^3 + 103/36*z + 1
*
[ 18 ] 
f(z) = -1/144*z^3 + 115/36*z + 1
*
[ 24 ] 
f(z) = -1/144*z^3 + 119/24*z + 1
*
[ -18 ] 
f(z) = -1/144*z^3 + 119/36*z + 1
*
[ -3/2 ] 
f(z) = -20/153*z^3 + 100/51*z + 1
*
[ -3 ] 
f(z) = -17/144*z^3 + 115/48*z + 1
*
[ -3 ] 
f(z) = -16/153*z^3 + 116/51*z + 1
*
[ -3 ] 
f(z) = -14/153*z^3 + 110/51*z + 1
*
[ -3 ] 
f(z) = -13/144*z^3 + 103/48*z + 1
*
[ -3 ] 
f(z) = -13/153*z^3 + 107/51*z + 1
*
[ -3 ] 
f(z) = -11/153*z^3 + 101/51*z + 1
*
[ -21/4 ] 
f(z) = -8/147*z^3 + 113/42*z + 1
*
[ 6 ] 
f(z) = -5/152*z^3 + 115/57*z + 1
*
[ -6 ] 
f(z) = -3/152*z^3 + 107/57*z + 1
*
14/3 | 0.17005221147208659795855372544368720912 | 0.025081736013016542557923879639054590667
f(z) = -3/152*z^3 + 110/57*z + 1
*
[ 21/2 ] 
f(z) = -2/147*z^3 + 101/42*z + 1
*
[ -21/2 ] 
f(z) = -2/147*z^3 + 109/42*z + 1
*
[ -14 ] 
f(z) = -1/147*z^3 + 101/42*z + 1
*
[ 4 ] 
f(z) = -7/152*z^3 + 113/76*z + 1
*
[ -6/5 ] 
f(z) = -5/144*z^3 + 113/60*z + 1
*
[ -2 ] 
f(z) = -3/140*z^3 + 111/70*z + 1
*
[ -2 ] 
f(z) = -3/148*z^3 + 117/74*z + 1
*
[ -4 ] 
f(z) = -3/152*z^3 + 119/76*z + 1
*
[ -2 ] 
f(z) = -1/140*z^3 + 107/70*z + 1
*
[ 10 ] 
f(z) = -1/140*z^3 + 113/70*z + 1
*
[ -8 ] 
f(z) = -1/144*z^3 + 113/72*z + 1
*
[ -2 ] 
f(z) = -1/148*z^3 + 113/74*z + 1
*
[ -4 ] 
f(z) = -1/152*z^3 + 103/76*z + 1
*
[ -6 ] 
f(z) = -1/156*z^3 + 109/78*z + 1
*
[ -2 ] 
f(z) = -1/156*z^3 + 119/78*z + 1
*
[ 21/8 ] 
f(z) = -16/147*z^3 + 115/84*z + 1
*
[ -7/2 ] 
f(z) = -1/147*z^3 + 115/84*z + 1
*
7/2 | 0.075383380520597309200570309785457659580 | 0.011421948435137969463941615311213365385
f(z) = -20/147*z^3 + 103/105*z + 1
*
[ 21/10 ] 
f(z) = -20/147*z^3 + 118/105*z + 1
*
7 | 0.16148499723517881072242163213912201890 | 0.024042688695736966605441815246998840117
f(z) = -5/147*z^3 + 118/105*z + 1
*
[ 6 ] 
f(z) = -1/153*z^3 + 109/102*z + 1
*
-6/11 | 0.18821409034286227593940211913622660988 | 0.025545810952482752590675972998379253306
f(z) = -11/144*z^3 + 113/132*z + 1
*
[ 5/2 ] 
f(z) = -7/150*z^3 + 107/120*z + 1
*
[ 5/3 ] 
f(z) = -18/145*z^3 + 108/145*z + 1
*
[ 5/3 ] 
f(z) = -18/155*z^3 + 112/155*z + 1
*
3 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = -17/156*z^3 + 101/156*z + 1
*
[ 2 ] 
f(z) = -11/142*z^3 + 115/142*z + 1
*
[ 2 ] 
f(z) = -11/146*z^3 + 117/146*z + 1
*
[ 2 ] 
f(z) = -11/150*z^3 + 119/150*z + 1
*
[ 2 ] 
f(z) = -9/142*z^3 + 107/142*z + 1
*
[ 2 ] 
f(z) = -9/146*z^3 + 109/146*z + 1
*
[ 2 ] 
f(z) = -9/154*z^3 + 113/154*z + 1
*
[ 2 ] 
f(z) = -9/158*z^3 + 115/158*z + 1
*
[ 2 ] 
f(z) = -7/146*z^3 + 101/146*z + 1
*
[ 2 ] 
f(z) = -7/150*z^3 + 103/150*z + 1
*
[ 2 ] 
f(z) = -7/158*z^3 + 107/158*z + 1
*
[ 5/2 ] 
f(z) = -4/145*z^3 + 112/145*z + 1
*
[ 5/2 ] 
f(z) = -4/155*z^3 + 118/155*z + 1
*
-5 | 0.11491490133925502181148224760605066156 | 0.023254394290750246317634247879270873246
f(z) = -3/140*z^3 + 103/140*z + 1
*
[ 3 ] 
f(z) = -2/141*z^3 + 112/141*z + 1
*
[ 3 ] 
f(z) = -2/147*z^3 + 116/147*z + 1
*
[ 3 ] 
f(z) = -1/141*z^3 + 103/141*z + 1
*
[ 3 ] 
f(z) = -1/147*z^3 + 107/147*z + 1
*
[ 3 ] 
f(z) = -1/150*z^3 + 109/150*z + 1
*
[ 3 ] 
f(z) = -1/156*z^3 + 113/156*z + 1
*
[ 3 ] 
f(z) = -1/159*z^3 + 115/159*z + 1
*
[ 7/4 ] 
f(z) = -10/147*z^3 + 107/168*z + 1
*
[ 3/2 ] 
f(z) = -17/144*z^3 + 115/192*z + 1
*
[ 3/2 ] 
f(z) = -13/144*z^3 + 103/192*z + 1
*
[ 7/3 ] 
f(z) = -1/147*z^3 + 115/189*z + 1
*
[ 3/2 ] 
f(z) = -13/153*z^3 + 107/204*z + 1
*
[ 3/2 ] 
f(z) = -11/153*z^3 + 101/204*z + 1
*
-10/3 | 0.16776421420228297926842144198284566705 | 0.027774360887308280764446032101553562167
f(z) = -3/140*z^3 + 113/210*z + 1
*
-14 | 0.15345073858950494568759899834225381874 | 0.022188674797265682434538132132876120017
f(z) = -1/144*z^3 + 109/252*z + 1
*
[ 5/3 ] 
f(z) = -1/150*z^3 + 113/270*z + 1
*
[ 4/3 ] 
f(z) = -9/142*z^3 + 103/284*z + 1
*
[ 4/3 ] 
f(z) = -9/146*z^3 + 105/292*z + 1
*
[ 3/2 ] 
f(z) = -2/141*z^3 + 103/282*z + 1
*
[ 3/2 ] 
f(z) = -2/147*z^3 + 107/294*z + 1
*
[ -4 ] 
f(z) = -19/144*z^3 + 121/36*z + 1
*
[ -5 ] 
f(z) = -19/150*z^3 + 131/30*z + 1
*
[ 7 ] 
f(z) = -17/147*z^3 + 137/21*z + 1
*
[ -5 ] 
f(z) = -17/150*z^3 + 121/30*z + 1
*
[ 7 ] 
f(z) = -16/147*z^3 + 130/21*z + 1
*
[ -7 ] 
f(z) = -16/147*z^3 + 136/21*z + 1
*
10 | 0.19440092743689607935210938460767286841 | 0.029773082758562167779571971735420761991
f(z) = -7/150*z^3 + 137/30*z + 1
*
[ -24 ] 
f(z) = -1/144*z^3 + 121/24*z + 1
*
-4 | 0.17843007803726435876445529592338365343 | 0.028229175589234251539885267068043480205
f(z) = -1/144*z^3 + 139/36*z + 1
*
[ -3 ] 
f(z) = -20/153*z^3 + 128/51*z + 1
*
[ -3 ] 
f(z) = -19/144*z^3 + 121/48*z + 1
*
[ -3 ] 
f(z) = -19/153*z^3 + 125/51*z + 1
*
[ -3/4 ] 
f(z) = -16/153*z^3 + 122/51*z + 1
*
[ -6 ] 
f(z) = -5/152*z^3 + 134/57*z + 1
*
10 | 0.17005117785566570823637252824095264167 | 0.024704307711546344756803944763903235616
f(z) = -3/152*z^3 + 122/57*z + 1
*
-38/3 | 0.093035858076537119134416823059445368223 | 0.013422237107186951555348504964805046069
f(z) = -3/152*z^3 + 128/57*z + 1
*
[ -2 ] 
f(z) = -17/140*z^3 + 139/70*z + 1
*
[ -2 ] 
f(z) = -13/140*z^3 + 131/70*z + 1
*
[ -2 ] 
f(z) = -13/148*z^3 + 137/74*z + 1
*
[ -2 ] 
f(z) = -11/140*z^3 + 127/70*z + 1
*
[ -2 ] 
f(z) = -11/148*z^3 + 133/74*z + 1
*
[ -2 ] 
f(z) = -11/156*z^3 + 139/78*z + 1
*
[ -2 ] 
f(z) = -9/140*z^3 + 123/70*z + 1
*
[ -2 ] 
f(z) = -9/148*z^3 + 129/74*z + 1
*
[ 4 ] 
f(z) = -9/152*z^3 + 129/76*z + 1
*
[ -2 ] 
f(z) = -7/148*z^3 + 125/74*z + 1
*
[ -2 ] 
f(z) = -7/156*z^3 + 131/78*z + 1
*
[ -2 ] 
f(z) = -5/148*z^3 + 121/74*z + 1
*
[ -4 ] 
f(z) = -5/152*z^3 + 135/76*z + 1
*
[ -2 ] 
f(z) = -5/156*z^3 + 127/78*z + 1
*
14 | 0.12659829392007290579866295226624171816 | 0.022995580392168458564774485239692347444
f(z) = -1/140*z^3 + 123/70*z + 1
*
[ 7/2 ] 
f(z) = -11/147*z^3 + 137/84*z + 1
*
[ 10/3 ] 
f(z) = -9/152*z^3 + 129/95*z + 1
*
-6 | 0.15810340520488836024957081786996914736 | 0.021618848720049676141125942945354673793
f(z) = -7/144*z^3 + 125/84*z + 1
*
[ 21/4 ] 
f(z) = -4/147*z^3 + 131/84*z + 1
*
[ -7/4 ] 
f(z) = -4/147*z^3 + 139/84*z + 1
*
[ 21/2 ] 
f(z) = -1/147*z^3 + 139/84*z + 1
*
[ 6 ] 
f(z) = -2/153*z^3 + 133/102*z + 1
*
[ 5/2 ] 
f(z) = -13/150*z^3 + 137/120*z + 1
*
[ 5/2 ] 
f(z) = -11/150*z^3 + 127/120*z + 1
*
[ 2 ] 
f(z) = -17/142*z^3 + 139/142*z + 1
*
[ 2 ] 
f(z) = -15/142*z^3 + 131/142*z + 1
*
[ 2 ] 
f(z) = -15/146*z^3 + 133/146*z + 1
*
[ 2 ] 
f(z) = -15/154*z^3 + 137/154*z + 1
*
[ 2 ] 
f(z) = -15/158*z^3 + 139/158*z + 1
*
[ 2 ] 
f(z) = -13/142*z^3 + 123/142*z + 1
*
[ 2 ] 
f(z) = -13/146*z^3 + 125/146*z + 1
*
[ 2 ] 
f(z) = -13/150*z^3 + 127/150*z + 1
*
[ 2 ] 
f(z) = -13/154*z^3 + 129/154*z + 1
*
[ 2 ] 
f(z) = -13/158*z^3 + 131/158*z + 1
*
[ 2 ] 
f(z) = -11/158*z^3 + 123/158*z + 1
*
-4/3 | 0.093418451984007898439040720213369220993 | 0.018904332607433125868590201148494127478
f(z) = -9/140*z^3 + 121/140*z + 1
*
[ 7/3 ] 
f(z) = -9/140*z^3 + 129/140*z + 1
*
[ 7/3 ] 
f(z) = -9/154*z^3 + 137/154*z + 1
*
[ 5/2 ] 
f(z) = -8/145*z^3 + 137/145*z + 1
*
-6 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = -7/150*z^3 + 127/150*z + 1
*
[ 3 ] 
f(z) = -5/141*z^3 + 139/141*z + 1
*
[ 3 ] 
f(z) = -4/141*z^3 + 130/141*z + 1
*
[ 3 ] 
f(z) = -4/147*z^3 + 134/147*z + 1
*
[ 3 ] 
f(z) = -2/159*z^3 + 124/159*z + 1
*
[ 4 ] 
f(z) = -1/140*z^3 + 121/140*z + 1
*
[ 5 ] 
f(z) = -1/140*z^3 + 137/140*z + 1
*
[ 4 ] 
f(z) = -1/148*z^3 + 127/148*z + 1
*
-15 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -1/156*z^3 + 121/156*z + 1
*
[ 3/2 ] 
f(z) = -19/144*z^3 + 121/192*z + 1
*
[ 7/3 ] 
f(z) = -4/147*z^3 + 136/189*z + 1
*
[ 7/3 ] 
f(z) = -2/147*z^3 + 122/189*z + 1
*
[ 3/2 ] 
f(z) = -19/153*z^3 + 125/204*z + 1
*
6 | 0.13917722223728987081854039901318825918 | 0.023041614781151536860667488720779760152
f(z) = -3/140*z^3 + 127/210*z + 1
*
-36/7 | 0.090482255990414171504278513263156798550 | 0.013083556140221519788720185525799727086
f(z) = -7/144*z^3 + 121/252*z + 1
*
[ 3/2 ] 
f(z) = -10/141*z^3 + 139/282*z + 1
*
13/2 | 0.15729900919723580968236623797563578237 | 0.027811039064152191070451180800849684933
f(z) = -2/143*z^3 + 125/286*z + 1
*
-12 | 0.20090507653673110013107380080563523918 | 0.026925054810536789344914855069358380822
f(z) = -13/144*z^3 + 145/12*z + 1
*
[ 12 ] 
f(z) = -11/144*z^3 + 143/12*z + 1
*
[ -12 ] 
f(z) = -11/144*z^3 + 145/12*z + 1
*
[ 7 ] 
f(z) = -20/147*z^3 + 158/21*z + 1
*
[ 7 ] 
f(z) = -19/147*z^3 + 151/21*z + 1
*
[ -7 ] 
f(z) = -19/147*z^3 + 157/21*z + 1
*
[ -7 ] 
f(z) = -17/147*z^3 + 143/21*z + 1
*
[ 21/2 ] 
f(z) = -8/147*z^3 + 145/21*z + 1
*
[ -21/2 ] 
f(z) = -8/147*z^3 + 149/21*z + 1
*
-10 | 0.19530109365696806829159362412559382384 | 0.029715870002282842672629900216256646657
f(z) = -7/150*z^3 + 143/30*z + 1
*
[ 21 ] 
f(z) = -2/147*z^3 + 146/21*z + 1
*
[ -21 ] 
f(z) = -2/147*z^3 + 148/21*z + 1
*
[ -2/3 ] 
f(z) = -15/152*z^3 + 145/57*z + 1
*
[ 6 ] 
f(z) = -7/152*z^3 + 142/57*z + 1
*
[ -2/3 ] 
f(z) = -3/152*z^3 + 143/57*z + 1
*
[ 14 ] 
f(z) = -2/147*z^3 + 151/42*z + 1
*
[ -14 ] 
f(z) = -2/147*z^3 + 157/42*z + 1
*
[ -2 ] 
f(z) = -19/140*z^3 + 143/70*z + 1
*
[ -2 ] 
f(z) = -19/148*z^3 + 149/74*z + 1
*
[ -2 ] 
f(z) = -19/156*z^3 + 155/78*z + 1
*
[ -2 ] 
f(z) = -17/148*z^3 + 145/74*z + 1
*
[ -2 ] 
f(z) = -17/156*z^3 + 151/78*z + 1
*
[ -2 ] 
f(z) = -15/148*z^3 + 141/74*z + 1
*
[ 4 ] 
f(z) = -11/152*z^3 + 145/76*z + 1
*
[ -10/3 ] 
f(z) = -9/140*z^3 + 141/70*z + 1
*
[ 14/3 ] 
f(z) = -9/140*z^3 + 153/70*z + 1
*
[ -4/3 ] 
f(z) = -9/152*z^3 + 141/76*z + 1
*
[ -4 ] 
f(z) = -7/152*z^3 + 151/76*z + 1
*
42/5 | 0.21148321372358116534303444798626376154 | 0.028043885199474932128104484921920375969
f(z) = -5/144*z^3 + 157/60*z + 1
*
[ 6 ] 
f(z) = -5/156*z^3 + 155/78*z + 1
*
-2/5 | 0.20539972062766772870187194912256995984 | 0.029137791901856597467368859463402097583
f(z) = -15/152*z^3 + 144/95*z + 1
*
[ 7/2 ] 
f(z) = -13/147*z^3 + 151/84*z + 1
*
[ -12/7 ] 
f(z) = -7/144*z^3 + 145/84*z + 1
*
[ -7/2 ] 
f(z) = -5/147*z^3 + 143/84*z + 1
*
[ -21/2 ] 
f(z) = -1/147*z^3 + 155/84*z + 1
*
[ 10 ] 
f(z) = -1/152*z^3 + 148/95*z + 1
*
[ 21/5 ] 
f(z) = -5/147*z^3 + 143/105*z + 1
*
-7 | 0.10187515204712457379280490407615827961 | 0.014672815174956345137523033321641975658
f(z) = -5/147*z^3 + 148/105*z + 1
*
[ -6 ] 
f(z) = -1/153*z^3 + 143/102*z + 1
*
[ 5/2 ] 
f(z) = -17/150*z^3 + 157/120*z + 1
*
[ 15/2 ] 
f(z) = -1/150*z^3 + 149/120*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016365376185082901124680174290331743705
f(z) = -19/140*z^3 + 159/140*z + 1
*
[ 2 ] 
f(z) = -19/142*z^3 + 147/142*z + 1
*
[ 2 ] 
f(z) = -19/146*z^3 + 149/146*z + 1
*
[ 2 ] 
f(z) = -19/150*z^3 + 151/150*z + 1
*
[ 2 ] 
f(z) = -19/154*z^3 + 153/154*z + 1
*
[ 2 ] 
f(z) = -19/158*z^3 + 155/158*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016406347181091437479360637628621670853
f(z) = -17/140*z^3 + 157/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014083494570701838399538753397969255496
f(z) = -17/141*z^3 + 158/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015573221594182703820355728814948401302
f(z) = -17/142*z^3 + 159/142*z + 1
*
[ 2 ] 
f(z) = -17/146*z^3 + 141/146*z + 1
*
[ 2 ] 
f(z) = -17/150*z^3 + 143/150*z + 1
*
[ 2 ] 
f(z) = -17/154*z^3 + 145/154*z + 1
*
[ 2 ] 
f(z) = -17/158*z^3 + 147/158*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014101383916561122431553244017963362098
f(z) = -16/141*z^3 + 157/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018131044999773948236311755714453717844
f(z) = -16/143*z^3 + 159/143*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015612080440790205555492139740994409422
f(z) = -15/142*z^3 + 157/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018153640492758871892071729508819949736
f(z) = -15/143*z^3 + 158/143*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014137025534910701802935843072322226933
f(z) = -14/141*z^3 + 155/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018176436377516516667754995782798469573
f(z) = -14/143*z^3 + 157/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018181786890031104033673324993572551285
f(z) = -14/145*z^3 + 159/145*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016490517408575760288665722428302757716
f(z) = -13/140*z^3 + 153/140*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014155191698077920727225127792187517908
f(z) = -13/141*z^3 + 154/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015651767283445873008001690929843409979
f(z) = -13/142*z^3 + 155/142*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013827075470382768577055122326183698706
f(z) = -13/144*z^3 + 157/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018204445619196036156924516534397327940
f(z) = -13/145*z^3 + 158/145*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015674710269413126500513052680354296814
f(z) = -13/146*z^3 + 159/146*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018222641966405907258910351501473115679
f(z) = -12/143*z^3 + 155/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018227305300953947690713156099210889268
f(z) = -12/145*z^3 + 157/145*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016533764672002610602385249988084459279
f(z) = -11/140*z^3 + 151/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014192229091011050275354996472880948224
f(z) = -11/141*z^3 + 152/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015692175805571913121192763648776427647
f(z) = -11/142*z^3 + 153/142*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013862224723594875702875421940170409496
f(z) = -11/144*z^3 + 155/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018250369087444206528472684890964526588
f(z) = -11/145*z^3 + 156/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015713823194635183237803967911648809222
f(z) = -11/146*z^3 + 157/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014236133723426913275933990287107469915
f(z) = -11/147*z^3 + 158/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016568392710278018668552880067997485918
f(z) = -11/148*z^3 + 159/148*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014210900248087629811314979237076786163
f(z) = -10/141*z^3 + 151/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018269687773934186988238558665373274739
f(z) = -10/143*z^3 + 153/143*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014254010317594518778945911890864771206
f(z) = -10/147*z^3 + 157/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018281204109506510645246199958423936925
f(z) = -10/149*z^3 + 159/149*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016577820592702776209228453094126720357
f(z) = -9/140*z^3 + 149/140*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015733459354137165112303772194242017783
f(z) = -9/142*z^3 + 151/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018293534212974654282347543087484230860
f(z) = -9/143*z^3 + 152/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018297121939680137307432019682702176078
f(z) = -9/145*z^3 + 154/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015753768673459073992028668175648492171
f(z) = -9/146*z^3 + 155/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016609871961590274700376731734272108266
f(z) = -9/148*z^3 + 157/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018303986735616448705698622058501701409
f(z) = -9/149*z^3 + 158/149*z + 1
*
[ 8/3 ] 
f(z) = -9/152*z^3 + 159/152*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014248766657028835619340278434555246484
f(z) = -8/141*z^3 + 149/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018317601006752142469000571494252416740
f(z) = -8/143*z^3 + 151/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018320817672518026337498442456127852888
f(z) = -8/145*z^3 + 153/145*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014290039921388183308581785475426282744
f(z) = -8/147*z^3 + 155/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018326971413119399485842194086191734005
f(z) = -8/149*z^3 + 157/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018329916262759530725097964673482307067
f(z) = -8/151*z^3 + 159/151*z + 1
*
[ 5/2 ] 
f(z) = -8/155*z^3 + 143/155*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014267967693117826840814572372059590867
f(z) = -7/141*z^3 + 148/141*z + 1
*
[ 3 ] 
f(z) = -7/141*z^3 + 157/141*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.015775252453791265152640452567407513863
f(z) = -7/142*z^3 + 149/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018341891755379626401823484698670587523
f(z) = -7/143*z^3 + 150/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013934461425563950851276825678809154848
f(z) = -7/144*z^3 + 151/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018344730848660124035871024930755248634
f(z) = -7/145*z^3 + 152/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015794440534884158924982347391448832578
f(z) = -7/146*z^3 + 153/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016652095249996355361031240518381419460
f(z) = -7/148*z^3 + 155/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018350161311390491767208349657699807046
f(z) = -7/149*z^3 + 156/149*z + 1
*
-1 | 0.059610497327407956293863575062086368308 | 0.011789477731552172077824425062477262464
f(z) = -7/150*z^3 + 157/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018352759595525765919229044464316981651
f(z) = -7/151*z^3 + 158/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016665821347266486080146374640557943701
f(z) = -7/152*z^3 + 159/152*z + 1
*
-4 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = -7/156*z^3 + 151/156*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018366410143290614827632609505465813101
f(z) = -6/143*z^3 + 149/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018368864996228235660446710050417248572
f(z) = -6/145*z^3 + 151/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018373559671076810490119995478024553470
f(z) = -6/149*z^3 + 155/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018375805518071783241944454309848500201
f(z) = -6/151*z^3 + 157/151*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.014306713003936234055629637784540961639
f(z) = -5/141*z^3 + 146/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015818101338548255216360171378044311461
f(z) = -5/142*z^3 + 147/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018391159941815287505957023393702298076
f(z) = -5/143*z^3 + 148/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013971591234760019774404324350521614708
f(z) = -5/144*z^3 + 149/144*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015835862299500024444691452229096541580
f(z) = -5/146*z^3 + 151/146*z + 1
*
[ 3 ] 
f(z) = -5/147*z^3 + 143/147*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014345838755255319109957684032218526576
f(z) = -5/147*z^3 + 152/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016695086341492207409882686653976972845
f(z) = -5/148*z^3 + 153/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018397169806187846982347986255901184323
f(z) = -5/149*z^3 + 154/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018399057208217838287250333635725308469
f(z) = -5/151*z^3 + 156/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016707544512818905447085340254728142364
f(z) = -5/152*z^3 + 157/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015721807217327295619172309470439441299
f(z) = -5/153*z^3 + 158/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015869473546216297466889673157747527702
f(z) = -5/154*z^3 + 159/154*z + 1
*
[ 3 ] 
f(z) = -5/156*z^3 + 149/156*z + 1
*
[ 3 ] 
f(z) = -5/159*z^3 + 151/159*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014326678293028286504414639907582994883
f(z) = -4/141*z^3 + 145/141*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018417810730952295919603819658283002069
f(z) = -4/145*z^3 + 149/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014364711999696131086311751197540229921
f(z) = -4/147*z^3 + 151/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018420995106261697107940886062638219241
f(z) = -4/149*z^3 + 153/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018422517915246054283701200000993959542
f(z) = -4/151*z^3 + 155/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015741549401031498454124794200970815317
f(z) = -4/153*z^3 + 157/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018425434314485912524445323921273819440
f(z) = -4/155*z^3 + 159/155*z + 1
*
[ 3 ] 
f(z) = -4/159*z^3 + 142/159*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016715116086786951989182763556502011086
f(z) = -3/140*z^3 + 143/140*z + 1
*
[ 4 ] 
f(z) = -3/140*z^3 + 153/140*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015861641885319200577145689757448276455
f(z) = -3/142*z^3 + 145/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018441369306651699528109972544824470225
f(z) = -3/143*z^3 + 146/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018442629794737776307303951333129647682
f(z) = -3/145*z^3 + 148/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015878058587370681098973996235709018440
f(z) = -3/146*z^3 + 149/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016738870097881139460578529351597116221
f(z) = -3/148*z^3 + 151/148*z + 1
*
[ 4 ] 
f(z) = -3/148*z^3 + 159/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018445039038610280565920494347440478059
f(z) = -3/149*z^3 + 152/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018446190961996442543228801592751223142
f(z) = -3/151*z^3 + 154/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016750016090694611213479240397411118738
f(z) = -3/152*z^3 + 155/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015909203041583000372508497104685716171
f(z) = -3/154*z^3 + 157/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018448396684928560961360270591435782741
f(z) = -3/155*z^3 + 158/155*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014366773209659042259932382151924272996
f(z) = -2/141*z^3 + 143/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018466836874680366232397205871687888927
f(z) = -2/143*z^3 + 145/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018467684788472548110965667123112933065
f(z) = -2/145*z^3 + 147/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014402988255908424062738443897932706518
f(z) = -2/147*z^3 + 149/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018469305150647019107698384475655032507
f(z) = -2/149*z^3 + 151/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018470079747038872668287628782257653732
f(z) = -2/151*z^3 + 153/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015781565361531092989662848045948924611
f(z) = -2/153*z^3 + 155/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018471562700855817837528457556328986356
f(z) = -2/155*z^3 + 157/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018472272871030291065474153579332880467
f(z) = -2/157*z^3 + 159/157*z + 1
*
-1 | 0.082954524115481618992513979727412397406 | 0.016762689229835012599124929860358887854
f(z) = -1/140*z^3 + 141/140*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014387116912878960160863133894866113650
f(z) = -1/141*z^3 + 142/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015906032580497178859809083752744230300
f(z) = -1/142*z^3 + 143/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018492551862630154231543824002545823513
f(z) = -1/143*z^3 + 144/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.014047987287612690072101031539921676355
f(z) = -1/144*z^3 + 145/144*z + 1
*
[ 5 ] 
f(z) = -1/145*z^3 + 141/145*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018492979676465544700816819732049316618
f(z) = -1/145*z^3 + 146/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015921055185547554323846677254051589289
f(z) = -1/146*z^3 + 147/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014422190275903792361252685041334505874
f(z) = -1/147*z^3 + 148/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016783472543136174257186442185663142471
f(z) = -1/148*z^3 + 149/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018493797072300585427119049083881742033
f(z) = -1/149*z^3 + 150/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011880909003850945485545832704327675368
f(z) = -1/150*z^3 + 151/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018494187746924274468867568436267973339
f(z) = -1/151*z^3 + 152/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016793259986642912595501557006149175556
f(z) = -1/152*z^3 + 153/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015801844768304726935895728982210098404
f(z) = -1/153*z^3 + 154/153*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015949774492523769408768271316822989446
f(z) = -1/154*z^3 + 155/154*z + 1
*
[ 5 ] 
f(z) = -1/155*z^3 + 149/155*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018494935556647708862636569884533902353
f(z) = -1/155*z^3 + 156/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018495293613192596899430538082810082189
f(z) = -1/157*z^3 + 158/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015963283163947553789610775160949789594
f(z) = -1/158*z^3 + 159/158*z + 1
*
[ 7/3 ] 
f(z) = -5/147*z^3 + 143/189*z + 1
*
7/2 | 0.21731675780423359302794225424948017623 | 0.029797920058107444113049501506480300893
f(z) = -10/147*z^3 + 157/210*z + 1
*
[ 15/7 ] 
f(z) = -7/150*z^3 + 157/210*z + 1
*
-12/19 | 0.18229959490291289858661197153629583572 | 0.023034342156689493479388873773201770870
f(z) = -19/144*z^3 + 145/228*z + 1
*
[ 5/3 ] 
f(z) = -7/150*z^3 + 143/270*z + 1
*
[ 3/2 ] 
f(z) = -14/141*z^3 + 157/282*z + 1
*
[ 3/2 ] 
f(z) = -10/147*z^3 + 143/294*z + 1
*
[ 2 ] 
f(z) = -2/141*z^3 + 157/282*z + 1
*
[ 2 ] 
f(z) = -2/143*z^3 + 159/286*z + 1
*
[ 2 ] 
f(z) = -1/141*z^3 + 149/282*z + 1
*
[ 2 ] 
f(z) = -1/143*z^3 + 151/286*z + 1
*
[ 2 ] 
f(z) = -1/145*z^3 + 153/290*z + 1
*
[ 2 ] 
f(z) = -1/147*z^3 + 155/294*z + 1
*
[ 2 ] 
f(z) = -1/149*z^3 + 157/298*z + 1
*
[ 12 ] 
f(z) = -13/144*z^3 + 167/12*z + 1
*
[ -12 ] 
f(z) = -13/144*z^3 + 169/12*z + 1
*
-38 | 0.10020197571122822242235047364884578042 | 0.013980946861466610593219444992205827462
f(z) = -1/152*z^3 + 162/19*z + 1
*
[ -7 ] 
f(z) = -20/147*z^3 + 164/21*z + 1
*
[ 10 ] 
f(z) = -7/150*z^3 + 167/30*z + 1
*
[ -10 ] 
f(z) = -7/150*z^3 + 173/30*z + 1
*
-5 | 0.19070234076295909494982121321503135068 | 0.028501993150634419689573124989549653166
f(z) = -1/150*z^3 + 161/30*z + 1
*
[ 6 ] 
f(z) = -9/152*z^3 + 169/57*z + 1
*
-35/4 | 0.16381491353719736054667734896139440768 | 0.023270286547334190625410319712734361758
f(z) = -8/147*z^3 + 163/42*z + 1
*
[ -6 ] 
f(z) = -7/152*z^3 + 161/57*z + 1
*
14/3 | 0.17643068801084604828692348641494919394 | 0.024512993772208921299465994743178147344
f(z) = -3/152*z^3 + 167/57*z + 1
*
-14 | 0.16785967747467138009768489711175600275 | 0.023208332771888023239953463490040048913
f(z) = -3/152*z^3 + 173/57*z + 1
*
10 | 0.17644476986859657015466208869193092147 | 0.024280853449586735889654059864343058324
f(z) = -3/152*z^3 + 179/57*z + 1
*
[ 4 ] 
f(z) = -15/152*z^3 + 177/76*z + 1
*
[ 4 ] 
f(z) = -13/152*z^3 + 161/76*z + 1
*
[ -2/3 ] 
f(z) = -9/140*z^3 + 177/70*z + 1
*
[ -4 ] 
f(z) = -9/152*z^3 + 167/76*z + 1
*
[ 14 ] 
f(z) = -1/140*z^3 + 163/70*z + 1
*
[ -14 ] 
f(z) = -1/140*z^3 + 173/70*z + 1
*
[ -7/4 ] 
f(z) = -20/147*z^3 + 167/84*z + 1
*
[ 7/2 ] 
f(z) = -17/147*z^3 + 179/84*z + 1
*
[ -21/8 ] 
f(z) = -16/147*z^3 + 179/84*z + 1
*
12/7 | 0.082430168629663917755820335680709736538 | 0.010791834146401062618195286128022509194
f(z) = -7/144*z^3 + 173/84*z + 1
*
[ -21/4 ] 
f(z) = -4/147*z^3 + 163/84*z + 1
*
[ -10 ] 
f(z) = -1/152*z^3 + 167/95*z + 1
*
-7/2 | 0.16148416560331074725701275115215366221 | 0.022939198424036838870726772389936792822
f(z) = -20/147*z^3 + 163/105*z + 1
*
[ -6 ] 
f(z) = -2/153*z^3 + 167/102*z + 1
*
[ -3/2 ] 
f(z) = -2/153*z^3 + 173/102*z + 1
*
[ 5/2 ] 
f(z) = -19/150*z^3 + 167/120*z + 1
*
[ -5/2 ] 
f(z) = -1/150*z^3 + 173/120*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014031566503355077797617548968510649042
f(z) = -20/141*z^3 + 161/141*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018042606442585697994939985592349926636
f(z) = -20/143*z^3 + 163/143*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014082037321513672228118178866796526018
f(z) = -20/147*z^3 + 167/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018063840532124990689672004482099937113
f(z) = -20/149*z^3 + 169/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018070530782423566390807825988801335727
f(z) = -20/151*z^3 + 171/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015445107591744096410618076846006950671
f(z) = -20/153*z^3 + 173/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018089542694501001448594815212322305731
f(z) = -20/157*z^3 + 177/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014173797880750358332760162573051014809
f(z) = -20/159*z^3 + 179/159*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.014048792390853964295493631865020505082
f(z) = -19/141*z^3 + 160/141*z + 1
*
-1 | 0.078939168380859560499977486490104741921 | 0.015534911750936972812112911500652164389
f(z) = -19/142*z^3 + 161/142*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018064430456784735655139413896623921857
f(z) = -19/143*z^3 + 162/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013725269122204761239817324060803299636
f(z) = -19/144*z^3 + 163/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018071401922985493292389483296395079022
f(z) = -19/145*z^3 + 164/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015560869778180899384101346516535323534
f(z) = -19/146*z^3 + 165/146*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014098582168346532803916516200876418213
f(z) = -19/147*z^3 + 166/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016409475765564791774475383872522068200
f(z) = -19/148*z^3 + 167/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018084762637834787848740258660229854425
f(z) = -19/149*z^3 + 168/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011620082286351365031529084179656957880
f(z) = -19/150*z^3 + 169/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018091167461005528717425117555488991148
f(z) = -19/151*z^3 + 170/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015462501900132328769868026558977600042
f(z) = -19/153*z^3 + 172/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015609604011410121177890734901940415573
f(z) = -19/154*z^3 + 173/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018103461972708498946526449700198381163
f(z) = -19/155*z^3 + 174/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012510452069157031116128190851001229226
f(z) = -19/156*z^3 + 175/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018109364939603360815968915918097064522
f(z) = -19/157*z^3 + 176/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015632411184399094592080345463870065437
f(z) = -19/158*z^3 + 177/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014189121800989883340381143134194659425
f(z) = -19/159*z^3 + 178/159*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018086442957247172771156304756612900236
f(z) = -18/143*z^3 + 161/143*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018093100827000614509355449317259130906
f(z) = -18/145*z^3 + 163/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018105858609580047764801848871299452010
f(z) = -18/149*z^3 + 167/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018111973497714571946286390408506446670
f(z) = -18/151*z^3 + 169/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018123709809891439220794120833418417587
f(z) = -18/155*z^3 + 173/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018129343994750955251465845783539877358
f(z) = -18/157*z^3 + 175/157*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.018108646823904689030310840930914546304
f(z) = -17/143*z^3 + 160/143*z + 1
*
-1 | 0.069913092347357357158971001001678200613 | 0.013758616186722452432676626424525076865
f(z) = -17/144*z^3 + 161/144*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018114985918304334882846908776227460885
f(z) = -17/145*z^3 + 162/145*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.015598125051612290529973726612267025545
f(z) = -17/146*z^3 + 163/146*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.014131888997739120504883318020957107536
f(z) = -17/147*z^3 + 164/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016448196688047626710703946462476095563
f(z) = -17/148*z^3 + 165/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018127131004378723984231658691004187877
f(z) = -17/149*z^3 + 166/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011647111616945472711413729290499228280
f(z) = -17/150*z^3 + 167/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018132951352532229103820583929254585293
f(z) = -17/151*z^3 + 168/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016467664676275685889670008689772856294
f(z) = -17/152*z^3 + 169/152*z + 1
*
-1 | 0.080441493284792309163641223321498722156 | 0.015645032468734362206548439374444848506
f(z) = -17/154*z^3 + 171/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018144120764991589810596384853582463961
f(z) = -17/155*z^3 + 172/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012538557115540568519912144769170225878
f(z) = -17/156*z^3 + 173/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018149482056294320899752534162575518452
f(z) = -17/157*z^3 + 174/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015666806210392213948562677065021317128
f(z) = -17/158*z^3 + 175/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014220130651602115562930848295279539781
f(z) = -17/159*z^3 + 176/159*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.018137060023372726288934284460990793716
f(z) = -16/145*z^3 + 161/145*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014149060522503412283411049771136686882
f(z) = -16/147*z^3 + 163/147*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018148582433163609302499941632236881110
f(z) = -16/149*z^3 + 165/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018154103536669327153717685095867427929
f(z) = -16/151*z^3 + 167/151*z + 1
*
[ 9/4 ] 
f(z) = -16/153*z^3 + 166/153*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015515538912514814000803441541662483475
f(z) = -16/153*z^3 + 169/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018164697164269265764398048105797433831
f(z) = -16/155*z^3 + 171/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018169781364690943714509720252486773431
f(z) = -16/157*z^3 + 173/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014235818930867671036763532390500425268
f(z) = -16/159*z^3 + 175/159*z + 1
*
-1 | 0.079453604753212814347434048062799343294 | 0.015636150765863277894398038002180280464
f(z) = -15/146*z^3 + 161/146*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016487576367577221243830789290045314728
f(z) = -15/148*z^3 + 163/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018170215562264853494608147481548604026
f(z) = -15/149*z^3 + 164/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018175432613957257623667099978360429196
f(z) = -15/151*z^3 + 166/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016505969908689640382352836959140456251
f(z) = -15/152*z^3 + 167/152*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015680785453216274305904256151882037790
f(z) = -15/154*z^3 + 169/154*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018190244205660282829263333262819248150
f(z) = -15/157*z^3 + 172/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015701750907712269487286788299789774537
f(z) = -15/158*z^3 + 173/158*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018192033114942831379636144725573798955
f(z) = -14/149*z^3 + 163/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018196941202285912938580390429346086291
f(z) = -14/151*z^3 + 165/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015551629416891421641788459522660585243
f(z) = -14/153*z^3 + 167/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018206355839489716847770786923497520744
f(z) = -14/155*z^3 + 169/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018210872911376146209042920528371993946
f(z) = -14/157*z^3 + 171/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014267571821467179734074011165367706229
f(z) = -14/159*z^3 + 173/159*z + 1
*
4 | 0.10921129055162546210855839327953726472 | 0.021192530744472416608164300731832348371
f(z) = -13/140*z^3 + 173/140*z + 1
*
-1 | 0.072071779877728789911268335848778261145 | 0.014200849567239550587021950602015217428
f(z) = -13/147*z^3 + 160/147*z + 1
*
-1 | 0.083983595433163299819587749993376838049 | 0.016527634764099331769767704231405694060
f(z) = -13/148*z^3 + 161/148*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018214037872973399939107465565068171360
f(z) = -13/149*z^3 + 162/149*z + 1
*
-1 | 0.059610497327407956293863575062086368308 | 0.011702673860600129118087718936505433968
f(z) = -13/150*z^3 + 163/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018218631975090154472376434062678720920
f(z) = -13/151*z^3 + 164/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016544918525359015118918884247070114354
f(z) = -13/152*z^3 + 165/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015569900872990376249932811438612568690
f(z) = -13/153*z^3 + 166/153*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.015717260335540308246552223200658831188
f(z) = -13/154*z^3 + 167/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018227443010890868306633111462359898751
f(z) = -13/155*z^3 + 168/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018231669861697858410880204353937854951
f(z) = -13/157*z^3 + 170/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015737260923904181654558295935941854769
f(z) = -13/158*z^3 + 171/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014283639986919553237126536352868150398
f(z) = -13/159*z^3 + 172/159*z + 1
*
[ 5/2 ] 
f(z) = -12/145*z^3 + 162/145*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018236232678287679206859589959835017457
f(z) = -12/149*z^3 + 161/149*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018240507662886765097534645566707030650
f(z) = -12/151*z^3 + 163/151*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018248705420049705169141762495398289884
f(z) = -12/155*z^3 + 167/155*z + 1
*
[ 5/2 ] 
f(z) = -12/155*z^3 + 168/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018252637485441724810405537104717952410
f(z) = -12/157*z^3 + 169/157*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.018258620434668592806667698261666783919
f(z) = -11/149*z^3 + 160/149*z + 1
*
-1 | 0.059609845188054236929616728062963739289 | 0.011730978467059371920308576150247841895
f(z) = -11/150*z^3 + 161/150*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018262571054863930384501748547296567145
f(z) = -11/151*z^3 + 162/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016584529772824540515594191197594449276
f(z) = -11/152*z^3 + 163/152*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015606907407299727843620276618081383590
f(z) = -11/153*z^3 + 164/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018270145644157864365263573426595085319
f(z) = -11/155*z^3 + 166/155*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012625033042025878337872483744777447837
f(z) = -11/156*z^3 + 167/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018273778261694364481921966857577536409
f(z) = -11/157*z^3 + 168/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015773479674282151502426187964730861851
f(z) = -11/158*z^3 + 169/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014316168915633911401462404752489011761
f(z) = -11/159*z^3 + 170/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018284825000525388856814493765586887916
f(z) = -10/151*z^3 + 161/151*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015625647114780481713975965829623405035
f(z) = -10/153*z^3 + 163/153*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018295094721169555240327742022765110979
f(z) = -10/157*z^3 + 167/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014332633454842537310080833290801095069
f(z) = -10/159*z^3 + 169/159*z + 1
*
-1 | 0.092912589570646746829559931471934746116 | 0.018307272411391493135909549696971222189
f(z) = -9/151*z^3 + 160/151*z + 1
*
-1 | 0.084477451860610731765109303369572818446 | 0.016624823728404269932439837376188095708
f(z) = -9/152*z^3 + 161/152*z + 1
*
16/3 | 0.14522884722725895517698045777152598351 | 0.027996538654159486683449187671061537126
f(z) = -9/154*z^3 + 179/154*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018313570119183922964835063450395509313
f(z) = -9/155*z^3 + 164/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018316589447610309367276309578893013096
f(z) = -9/157*z^3 + 166/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015810170171494583930923586802750924887
f(z) = -9/158*z^3 + 167/158*z + 1
*
[ 3 ] 
f(z) = -8/141*z^3 + 166/141*z + 1
*
[ 3 ] 
f(z) = -8/147*z^3 + 170/147*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015663611358528844578178998849763582511
f(z) = -8/153*z^3 + 161/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018335559802213711608856531756559360726
f(z) = -8/155*z^3 + 163/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018338265079237977466190887026258979904
f(z) = -8/157*z^3 + 165/157*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014365972417372100287210398652061372067
f(z) = -8/159*z^3 + 167/159*z + 1
*
[ 3 ] 
f(z) = -8/159*z^3 + 178/159*z + 1
*
[ 3 ] 
f(z) = -7/150*z^3 + 163/150*z + 1
*
-1 | 0.079593143128648685224256696304379521144 | 0.015682840829951282137453896706023960824
f(z) = -7/153*z^3 + 160/153*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018357738167559326809218777942465681914
f(z) = -7/155*z^3 + 162/155*z + 1
*
-1 | 0.064613807374224638554502412410670753622 | 0.012684918739044353589456937050337413182
f(z) = -7/156*z^3 + 163/156*z + 1
*
[ 3 ] 
f(z) = -7/156*z^3 + 167/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018360124310250260950320992602965333724
f(z) = -7/157*z^3 + 164/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015847349209900129642864606053087339727
f(z) = -7/158*z^3 + 165/158*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014382850856750144256095682784166430701
f(z) = -7/159*z^3 + 166/159*z + 1
*
[ 3 ] 
f(z) = -7/159*z^3 + 169/159*z + 1
*
-1 | 0.093396761424430492972776364032750830555 | 0.018380108079573404465154120314267575740
f(z) = -6/155*z^3 + 161/155*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018382169892370101109020078251999534069
f(z) = -6/157*z^3 + 163/157*z + 1
*
-1 | 0.064614840990645528276683609613405321076 | 0.012715941568417788359343361061973535638
f(z) = -5/156*z^3 + 161/156*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018404404636447504779937340972693562767
f(z) = -5/157*z^3 + 162/157*z + 1
*
-1 | 0.080916353110965228515597690359889497948 | 0.015885418389411689504946260820790382568
f(z) = -5/158*z^3 + 163/158*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014416833335850221853103319739026495997
f(z) = -5/159*z^3 + 164/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018426831414116463656134546506918370607
f(z) = -4/157*z^3 + 161/157*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014434144083742930592408633501436605868
f(z) = -4/159*z^3 + 163/159*z + 1
*
-1 | 0.093634181580524223285637874748212504606 | 0.018449453159509226472974071565673604789
f(z) = -3/157*z^3 + 160/157*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.015923885437890932071983316225263165159
f(z) = -3/158*z^3 + 161/158*z + 1
*
[ 5 ] 
f(z) = -2/145*z^3 + 166/145*z + 1
*
[ 5 ] 
f(z) = -2/155*z^3 + 174/155*z + 1
*
-1 | 0.073524957941460182947078773851420822461 | 0.014469416850214595022852507524387499548
f(z) = -2/159*z^3 + 161/159*z + 1
*
[ 6 ] 
f(z) = -1/150*z^3 + 161/150*z + 1
*
-1 | 0.073523924325039293224897576648686255006 | 0.014486976604495238963735476920844078826
f(z) = -1/159*z^3 + 160/159*z + 1
*
[ 21/8 ] 
f(z) = -8/147*z^3 + 167/168*z + 1
*
[ 7/3 ] 
f(z) = -10/147*z^3 + 178/189*z + 1
*
[ 7/3 ] 
f(z) = -8/147*z^3 + 164/189*z + 1
*
-36/5 | 0.078593116822524651816812211412396901395 | 0.011945602058644115100164834921854577473
f(z) = -5/144*z^3 + 169/180*z + 1
*
[ 21/10 ] 
f(z) = -10/147*z^3 + 173/210*z + 1
*
-10/7 | 0.19083925937487224804266897955776269857 | 0.027433050058308121450488945214839284069
f(z) = -7/150*z^3 + 167/210*z + 1
*
-40/7 | 0.095645870458061906388407144385108215153 | 0.013749047029114329372377363217532438882
f(z) = -7/150*z^3 + 173/210*z + 1
*
[ 21/11 ] 
f(z) = -11/147*z^3 + 173/231*z + 1
*
[ 21/13 ] 
f(z) = -13/147*z^3 + 167/273*z + 1
*
[ 5/3 ] 
f(z) = -13/150*z^3 + 173/270*z + 1
*
[ 5/3 ] 
f(z) = -11/150*z^3 + 163/270*z + 1
*
[ 2 ] 
f(z) = -4/141*z^3 + 173/282*z + 1
*
[ 2 ] 
f(z) = -4/143*z^3 + 175/286*z + 1
*
[ 2 ] 
f(z) = -4/145*z^3 + 177/290*z + 1
*
[ 2 ] 
f(z) = -4/147*z^3 + 179/294*z + 1
*
[ 2 ] 
f(z) = -3/143*z^3 + 167/286*z + 1
*
[ 2 ] 
f(z) = -3/145*z^3 + 169/290*z + 1
*
[ 2 ] 
f(z) = -3/149*z^3 + 173/298*z + 1
*
-11/2 | 0.14904942476942513353463567681019433521 | 0.026352482421260787253677270737903091533
f(z) = -2/143*z^3 + 173/286*z + 1
*
[ 2 ] 
f(z) = -2/145*z^3 + 161/290*z + 1
*
[ 2 ] 
f(z) = -2/147*z^3 + 163/294*z + 1
*
[ 2 ] 
f(z) = -2/149*z^3 + 165/298*z + 1
*
[ 38/3 ] 
f(z) = -9/152*z^3 + 198/19*z + 1
*
[ 38 ] 
f(z) = -1/152*z^3 + 199/19*z + 1
*
-5 | 0.11143377499850207291480238227261944142 | 0.016239939203081522068679812405775582795
f(z) = -1/150*z^3 + 191/30*z + 1
*
[ 6 ] 
f(z) = -11/152*z^3 + 196/57*z + 1
*
[ -6 ] 
f(z) = -9/152*z^3 + 188/57*z + 1
*
38/3 | 0.18621464052809305639481068161589849590 | 0.025509562960758040729320247921262240066
f(z) = -3/152*z^3 + 185/57*z + 1
*
28 | 0.21242546356092349711697459725772564082 | 0.029510981664411509612367839698028335239
f(z) = -1/147*z^3 + 191/42*z + 1
*
[ 4 ] 
f(z) = -17/152*z^3 + 193/76*z + 1
*
[ -4 ] 
f(z) = -13/152*z^3 + 199/76*z + 1
*
[ -4 ] 
f(z) = -11/152*z^3 + 183/76*z + 1
*
[ -14/3 ] 
f(z) = -9/140*z^3 + 183/70*z + 1
*
[ -2/3 ] 
f(z) = -9/148*z^3 + 187/74*z + 1
*
[ 6 ] 
f(z) = -7/156*z^3 + 191/78*z + 1
*
-6 | 0.12244058706917481625111319788351954729 | 0.015803685919443381561861385989524897818
f(z) = -5/144*z^3 + 193/60*z + 1
*
12/5 | 0.17397507086123859056575929792181639709 | 0.022396060609819840685575663464893380924
f(z) = -5/144*z^3 + 197/60*z + 1
*
[ -6 ] 
f(z) = -5/156*z^3 + 181/78*z + 1
*
14 | 0.11883255022491746912603585758869704243 | 0.019952282584840847494903903297976602883
f(z) = -1/140*z^3 + 193/70*z + 1
*
18 | 0.14646789777728402153447479588631810878 | 0.024507914612144185425549572231180243906
f(z) = -1/140*z^3 + 197/70*z + 1
*
[ 7/2 ] 
f(z) = -19/147*z^3 + 193/84*z + 1
*
[ -7/8 ] 
f(z) = -16/147*z^3 + 187/84*z + 1
*
[ -7/2 ] 
f(z) = -13/147*z^3 + 199/84*z + 1
*
[ -7/2 ] 
f(z) = -11/147*z^3 + 185/84*z + 1
*
[ -10/3 ] 
f(z) = -9/152*z^3 + 186/95*z + 1
*
6 | 0.20673415430519867953950994213041580960 | 0.026906585009320220846440236259047289294
f(z) = -7/144*z^3 + 181/84*z + 1
*
[ -6/7 ] 
f(z) = -7/144*z^3 + 185/84*z + 1
*
[ -3/2 ] 
f(z) = -14/153*z^3 + 191/102*z + 1
*
[ -7/5 ] 
f(z) = -10/147*z^3 + 194/105*z + 1
*
[ -3/2 ] 
f(z) = -10/153*z^3 + 185/102*z + 1
*
[ -7/5 ] 
f(z) = -5/147*z^3 + 187/105*z + 1
*
[ -21/5 ] 
f(z) = -5/147*z^3 + 193/105*z + 1
*
[ 6 ] 
f(z) = -4/153*z^3 + 181/102*z + 1
*
[ 24/5 ] 
f(z) = -5/144*z^3 + 191/120*z + 1
*
[ -15/2 ] 
f(z) = -1/150*z^3 + 181/120*z + 1
*
[ 5/2 ] 
f(z) = -16/145*z^3 + 187/145*z + 1
*
[ 5/2 ] 
f(z) = -16/155*z^3 + 193/155*z + 1
*
-6/13 | 0.17527200931578505184669456430810074438 | 0.022747052405742448265936024329088323149
f(z) = -13/144*z^3 + 185/156*z + 1
*
[ 3 ] 
f(z) = -11/141*z^3 + 193/141*z + 1
*
[ 3 ] 
f(z) = -11/147*z^3 + 197/147*z + 1
*
[ 3 ] 
f(z) = -11/150*z^3 + 199/150*z + 1
*
[ 3 ] 
f(z) = -10/141*z^3 + 184/141*z + 1
*
[ 3 ] 
f(z) = -10/147*z^3 + 188/147*z + 1
*
[ 3 ] 
f(z) = -10/159*z^3 + 196/159*z + 1
*
[ 4 ] 
f(z) = -5/148*z^3 + 191/148*z + 1
*
[ 4 ] 
f(z) = -5/156*z^3 + 197/156*z + 1
*
[ 5 ] 
f(z) = -3/140*z^3 + 187/140*z + 1
*
[ 5 ] 
f(z) = -3/145*z^3 + 191/145*z + 1
*
[ 5 ] 
f(z) = -3/155*z^3 + 199/155*z + 1
*
[ -4 ] 
f(z) = -1/140*z^3 + 191/140*z + 1
*
[ -5 ] 
f(z) = -1/140*z^3 + 193/140*z + 1
*
[ -3 ] 
f(z) = -1/141*z^3 + 197/141*z + 1
*
[ -5 ] 
f(z) = -1/145*z^3 + 199/145*z + 1
*
[ 8 ] 
f(z) = -1/152*z^3 + 197/152*z + 1
*
[ 7 ] 
f(z) = -1/154*z^3 + 181/154*z + 1
*
-13 | 0.14820210159197792821216685063394302181 | 0.028508644075514832511870950073962571301
f(z) = -1/156*z^3 + 181/156*z + 1
*
[ 21/4 ] 
f(z) = -2/147*z^3 + 199/168*z + 1
*
[ 7/3 ] 
f(z) = -13/147*z^3 + 199/189*z + 1
*
[ 7/3 ] 
f(z) = -11/147*z^3 + 185/189*z + 1
*
36/5 | 0.11688800890164327880515347945283810781 | 0.017499254917773513859522020560933309115
f(z) = -5/144*z^3 + 199/180*z + 1
*
[ 14/5 ] 
f(z) = -5/147*z^3 + 191/210*z + 1
*
-4/7 | 0.16875829677717654274731966994381460779 | 0.024402117584759029262847455246101505389
f(z) = -7/144*z^3 + 193/252*z + 1
*
[ 5/3 ] 
f(z) = -17/150*z^3 + 193/270*z + 1
*
[ 2 ] 
f(z) = -7/141*z^3 + 197/282*z + 1
*
[ 2 ] 
f(z) = -7/143*z^3 + 199/286*z + 1
*
[ 2 ] 
f(z) = -6/143*z^3 + 191/286*z + 1
*
[ 2 ] 
f(z) = -6/145*z^3 + 193/290*z + 1
*
[ 2 ] 
f(z) = -6/149*z^3 + 197/298*z + 1
*
[ 2 ] 
f(z) = -5/141*z^3 + 181/282*z + 1
*
[ 2 ] 
f(z) = -5/143*z^3 + 183/286*z + 1
*
[ 2 ] 
f(z) = -5/147*z^3 + 187/294*z + 1
*
[ 2 ] 
f(z) = -5/149*z^3 + 189/298*z + 1
*
[ 2 ] 
f(z) = -4/149*z^3 + 181/298*z + 1
*
[ 5/2 ] 
f(z) = -2/145*z^3 + 199/290*z + 1
*
-6 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = -2/147*z^3 + 193/294*z + 1
*
[ 12 ] 
f(z) = -17/144*z^3 + 215/12*z + 1
*
[ -12 ] 
f(z) = -17/144*z^3 + 217/12*z + 1
*
[ -38/3 ] 
f(z) = -9/152*z^3 + 201/19*z + 1
*
[ -38 ] 
f(z) = -1/152*z^3 + 200/19*z + 1
*
10 | 0.19864275981527510407573180372371859108 | 0.028420837212131831406113598391665720858
f(z) = -11/150*z^3 + 217/30*z + 1
*
-4 | 0.15750994651632282328139132384932614140 | 0.023375835830763231107259289796680559483
f(z) = -1/144*z^3 + 211/36*z + 1
*
[ 30 ] 
f(z) = -1/150*z^3 + 209/30*z + 1
*
[ -30 ] 
f(z) = -1/150*z^3 + 211/30*z + 1
*
[ -6 ] 
f(z) = -11/152*z^3 + 215/57*z + 1
*
-21 | 0.19002146893596636319578396169310802674 | 0.029458544338662676003263965334192607791
f(z) = -1/144*z^3 + 211/48*z + 1
*
[ -4 ] 
f(z) = -15/152*z^3 + 215/76*z + 1
*
8 | 0.16769676024564203829752718403990792724 | 0.027655458508883568754937744524296258144
f(z) = -7/144*z^3 + 215/72*z + 1
*
[ -6 ] 
f(z) = -7/156*z^3 + 217/78*z + 1
*
[ 10 ] 
f(z) = -3/140*z^3 + 213/70*z + 1
*
[ 20 ] 
f(z) = -1/150*z^3 + 217/60*z + 1
*
-35/8 | 0.21621457667905202901793630713911090656 | 0.029627492722207067993009868807427961800
f(z) = -16/147*z^3 + 211/84*z + 1
*
-6 | 0.23075789116112578269198324331351373051 | 0.029481383549783229495937098290028897771
f(z) = -7/144*z^3 + 209/84*z + 1
*
7/4 | 0.21621354306263113929575510993637633911 | 0.029627351087616755789887933068493557136
f(z) = -4/147*z^3 + 211/84*z + 1
*
[ -7/5 ] 
f(z) = -20/147*z^3 + 208/105*z + 1
*
[ -21/10 ] 
f(z) = -20/147*z^3 + 218/105*z + 1
*
[ 21/5 ] 
f(z) = -10/147*z^3 + 206/105*z + 1
*
[ 6 ] 
f(z) = -5/153*z^3 + 205/102*z + 1
*
[ -6 ] 
f(z) = -4/153*z^3 + 215/102*z + 1
*
[ -5/2 ] 
f(z) = -7/150*z^3 + 203/120*z + 1
*
[ 11/4 ] 
f(z) = -16/143*z^3 + 212/143*z + 1
*
-3/4 | 0.14414252613903669010035547449482195484 | 0.027079138815059643122734389686322586530
f(z) = -16/147*z^3 + 205/147*z + 1
*
[ 3 ] 
f(z) = -13/141*z^3 + 211/141*z + 1
*
[ 3 ] 
f(z) = -13/147*z^3 + 215/147*z + 1
*
[ 3 ] 
f(z) = -13/150*z^3 + 217/150*z + 1
*
-4 | 0.11804222559927484688003032377734899388 | 0.022056306922808071028941086979805020484
f(z) = -11/140*z^3 + 211/140*z + 1
*
[ 3 ] 
f(z) = -11/156*z^3 + 203/156*z + 1
*
-4 | 0.15961193172465192507500194728346033158 | 0.029719361254420006177393137760058020800
f(z) = -11/156*z^3 + 215/156*z + 1
*
[ 3 ] 
f(z) = -11/159*z^3 + 205/159*z + 1
*
[ 5 ] 
f(z) = -4/145*z^3 + 216/145*z + 1
*
[ 9/2 ] 
f(z) = -4/153*z^3 + 200/153*z + 1
*
[ -3 ] 
f(z) = -2/141*z^3 + 206/141*z + 1
*
[ -3 ] 
f(z) = -2/147*z^3 + 214/147*z + 1
*
[ -7 ] 
f(z) = -1/140*z^3 + 209/140*z + 1
*
[ -2 ] 
f(z) = -1/142*z^3 + 217/142*z + 1
*
[ 9 ] 
f(z) = -1/144*z^3 + 209/144*z + 1
*
[ -3 ] 
f(z) = -1/147*z^3 + 205/147*z + 1
*
[ -4 ] 
f(z) = -1/148*z^3 + 201/148*z + 1
*
[ -3 ] 
f(z) = -1/150*z^3 + 209/150*z + 1
*
[ -6 ] 
f(z) = -1/150*z^3 + 211/150*z + 1
*
[ -5 ] 
f(z) = -1/155*z^3 + 211/155*z + 1
*
[ -4 ] 
f(z) = -1/156*z^3 + 211/156*z + 1
*
[ 24/7 ] 
f(z) = -7/144*z^3 + 215/168*z + 1
*
[ 18/5 ] 
f(z) = -5/144*z^3 + 211/180*z + 1
*
[ 5/3 ] 
f(z) = -19/150*z^3 + 203/270*z + 1
*
[ 10/3 ] 
f(z) = -1/150*z^3 + 209/270*z + 1
*
[ 2 ] 
f(z) = -9/143*z^3 + 215/286*z + 1
*
[ 2 ] 
f(z) = -9/145*z^3 + 217/290*z + 1
*
[ 2 ] 
f(z) = -8/141*z^3 + 205/282*z + 1
*
[ 2 ] 
f(z) = -8/143*z^3 + 207/286*z + 1
*
[ 2 ] 
f(z) = -8/145*z^3 + 209/290*z + 1
*
[ 2 ] 
f(z) = -8/147*z^3 + 211/294*z + 1
*
[ 2 ] 
f(z) = -8/149*z^3 + 213/298*z + 1
*
[ 2 ] 
f(z) = -7/145*z^3 + 201/290*z + 1
*
[ 2 ] 
f(z) = -7/149*z^3 + 205/298*z + 1
*
[ 12 ] 
f(z) = -19/144*z^3 + 239/12*z + 1
*
-10 | 0.19869260903541326862400623378295444381 | 0.028317466409951258557905392475907713969
f(z) = -11/150*z^3 + 223/30*z + 1
*
[ 6 ] 
f(z) = -13/152*z^3 + 223/57*z + 1
*
[ 38/3 ] 
f(z) = -3/152*z^3 + 233/57*z + 1
*
[ -4 ] 
f(z) = -17/152*z^3 + 231/76*z + 1
*
[ 8 ] 
f(z) = -5/144*z^3 + 223/72*z + 1
*
[ -10 ] 
f(z) = -3/140*z^3 + 227/70*z + 1
*
-6 | 0.074414829540191903551744982837837113997 | 0.012145653400457040446915838777272571994
f(z) = -3/140*z^3 + 229/70*z + 1
*
[ -20 ] 
f(z) = -1/150*z^3 + 223/60*z + 1
*
7/4 | 0.21621507535301511129213316879426494245 | 0.029130179112952606015084089378199292747
f(z) = -20/147*z^3 + 239/84*z + 1
*
[ -7/2 ] 
f(z) = -17/147*z^3 + 227/84*z + 1
*
35/8 | 0.21642406288857325405691830730654236129 | 0.029433109168108178217613640066933970676
f(z) = -16/147*z^3 + 223/84*z + 1
*
-21/8 | 0.21621523697994513421168979100045637221 | 0.029196592208458798443698735311936475105
f(z) = -16/147*z^3 + 235/84*z + 1
*
-21/2 | 0.21622578975995717899355221745698538285 | 0.029131622641313437967405247624520102862
f(z) = -5/147*z^3 + 239/84*z + 1
*
-10 | 0.20212900394335314174947493782708413423 | 0.026934762445410695056923567202004261749
f(z) = -5/152*z^3 + 227/95*z + 1
*
-35/4 | 0.21621354306263113929575510993637633911 | 0.029196363470587488547412992216299876775
f(z) = -4/147*z^3 + 235/84*z + 1
*
7/2 | 0.21621509782383959671583153055004401262 | 0.029196573417534886488449767989015717320
f(z) = -1/147*z^3 + 235/84*z + 1
*
[ -6 ] 
f(z) = -5/153*z^3 + 239/102*z + 1
*
[ -5/2 ] 
f(z) = -13/150*z^3 + 233/120*z + 1
*
[ -5/2 ] 
f(z) = -11/150*z^3 + 223/120*z + 1
*
-3 | 0.15961296534107281479718314448619489903 | 0.029518752517449973762331149914316365438
f(z) = -19/156*z^3 + 223/156*z + 1
*
4 | 0.13515598451932560487652355279338014904 | 0.024717355155363774805685556839233384698
f(z) = -17/140*z^3 + 237/140*z + 1
*
4 | 0.14249954339083027340645667174388617057 | 0.026141724114533940400528306024314029531
f(z) = -17/156*z^3 + 233/156*z + 1
*
[ 3 ] 
f(z) = -16/141*z^3 + 238/141*z + 1
*
[ 3 ] 
f(z) = -14/141*z^3 + 220/141*z + 1
*
[ 3 ] 
f(z) = -14/159*z^3 + 232/159*z + 1
*
[ 3 ] 
f(z) = -13/159*z^3 + 223/159*z + 1
*
19/3 | 0.14256333568711496619994951058764156924 | 0.026409603335414791473435586872758040082
f(z) = -9/140*z^3 + 221/140*z + 1
*
[ 11/3 ] 
f(z) = -9/143*z^3 + 225/143*z + 1
*
-14/3 | 0.15251223954610020935272836196754241585 | 0.028067729531680268554317905447052687974
f(z) = -9/154*z^3 + 229/154*z + 1
*
[ 11/3 ] 
f(z) = -9/154*z^3 + 233/154*z + 1
*
[ 4 ] 
f(z) = -7/148*z^3 + 223/148*z + 1
*
[ 4 ] 
f(z) = -7/156*z^3 + 229/156*z + 1
*
[ -3 ] 
f(z) = -5/141*z^3 + 233/141*z + 1
*
[ -2 ] 
f(z) = -5/142*z^3 + 233/142*z + 1
*
[ -2 ] 
f(z) = -5/146*z^3 + 239/146*z + 1
*
[ -3 ] 
f(z) = -4/141*z^3 + 224/141*z + 1
*
[ 11/2 ] 
f(z) = -4/143*z^3 + 238/143*z + 1
*
[ -5/2 ] 
f(z) = -4/145*z^3 + 228/145*z + 1
*
[ -3 ] 
f(z) = -4/147*z^3 + 232/147*z + 1
*
[ 5 ] 
f(z) = -4/155*z^3 + 224/155*z + 1
*
[ -4 ] 
f(z) = -3/140*z^3 + 223/140*z + 1
*
[ -2 ] 
f(z) = -3/142*z^3 + 225/142*z + 1
*
[ -2 ] 
f(z) = -3/146*z^3 + 231/146*z + 1
*
[ -4 ] 
f(z) = -3/148*z^3 + 233/148*z + 1
*
[ -5 ] 
f(z) = -2/145*z^3 + 224/145*z + 1
*
[ -5 ] 
f(z) = -2/155*z^3 + 236/155*z + 1
*
[ -3 ] 
f(z) = -2/159*z^3 + 230/159*z + 1
*
[ -2 ] 
f(z) = -1/146*z^3 + 223/146*z + 1
*
[ -2 ] 
f(z) = -1/150*z^3 + 229/150*z + 1
*
[ -8 ] 
f(z) = -1/152*z^3 + 235/152*z + 1
*
[ -7 ] 
f(z) = -1/154*z^3 + 225/154*z + 1
*
[ -2 ] 
f(z) = -1/154*z^3 + 235/154*z + 1
*
[ -3 ] 
f(z) = -1/159*z^3 + 221/159*z + 1
*
[ 7/3 ] 
f(z) = -17/147*z^3 + 227/189*z + 1
*
[ 7/3 ] 
f(z) = -16/147*z^3 + 220/189*z + 1
*
-4/5 | 0.16035833291728190681794682187916177901 | 0.023512895621174077319034876814390711603
f(z) = -5/144*z^3 + 229/180*z + 1
*
15/7 | 0.18283139867917137024388151970820228816 | 0.025991088421728191204934977664645575623
f(z) = -7/150*z^3 + 227/210*z + 1
*
[ 6 ] 
f(z) = -1/140*z^3 + 229/210*z + 1
*
[ 6 ] 
f(z) = -1/148*z^3 + 239/222*z + 1
*
[ 18/7 ] 
f(z) = -7/144*z^3 + 235/252*z + 1
*
[ 24/11 ] 
f(z) = -11/144*z^3 + 239/264*z + 1
*
[ 2 ] 
f(z) = -12/143*z^3 + 239/286*z + 1
*
[ 2 ] 
f(z) = -11/141*z^3 + 229/282*z + 1
*
[ 2 ] 
f(z) = -11/145*z^3 + 233/290*z + 1
*
[ 2 ] 
f(z) = -11/147*z^3 + 235/294*z + 1
*
[ 2 ] 
f(z) = -11/149*z^3 + 237/298*z + 1
*
[ 2 ] 
f(z) = -10/141*z^3 + 221/282*z + 1
*
[ 2 ] 
f(z) = -10/143*z^3 + 223/286*z + 1
*
[ 2 ] 
f(z) = -10/147*z^3 + 227/294*z + 1
*
[ 2 ] 
f(z) = -10/149*z^3 + 229/298*z + 1
*
[ 2 ] 
f(z) = -9/149*z^3 + 221/298*z + 1
*
6 | 0.15269989873854218774748179698195993716 | 0.026866852404544229016006468533119188176
f(z) = -4/147*z^3 + 239/294*z + 1
*
[ -12 ] 
f(z) = -19/144*z^3 + 241/12*z + 1
*
10 | 0.18616569187736074282992332355496732065 | 0.026006192339194273572493580423978610681
f(z) = -13/150*z^3 + 257/30*z + 1
*
[ 10 ] 
f(z) = -11/150*z^3 + 247/30*z + 1
*
[ -10 ] 
f(z) = -11/150*z^3 + 253/30*z + 1
*
[ 6 ] 
f(z) = -15/152*z^3 + 250/57*z + 1
*
[ -6 ] 
f(z) = -13/152*z^3 + 242/57*z + 1
*
21/2 | 0.099567637761258720361441209678356897054 | 0.013399483609727226637904932168564480652
f(z) = -8/147*z^3 + 241/42*z + 1
*
[ -38/3 ] 
f(z) = -3/152*z^3 + 242/57*z + 1
*
-21 | 0.077758807314467732825851834233036715921 | 0.010430005916435283926264817378076464787
f(z) = -2/147*z^3 + 247/42*z + 1
*
-6 | 0.16825372200664224008416049283448598052 | 0.027234581423936811280894484000486384674
f(z) = -17/156*z^3 + 241/78*z + 1
*
[ -8 ] 
f(z) = -5/144*z^3 + 241/72*z + 1
*
-12 | 0.20140333723460820761160129426275177562 | 0.025068928311874140466423948552011025971
f(z) = -5/144*z^3 + 257/60*z + 1
*
[ -7/2 ] 
f(z) = -19/147*z^3 + 241/84*z + 1
*
-35/2 | 0.22191818746668158872086016146562430341 | 0.029766506048394978230712112676841002606
f(z) = -1/147*z^3 + 247/84*z + 1
*
-14/5 | 0.21952492633991176419110807227418433842 | 0.029382178827180891125976134512596075242
f(z) = -10/147*z^3 + 251/105*z + 1
*
[ -21/5 ] 
f(z) = -10/147*z^3 + 256/105*z + 1
*
[ -3/4 ] 
f(z) = -8/153*z^3 + 241/102*z + 1
*
[ 6 ] 
f(z) = -7/153*z^3 + 253/102*z + 1
*
-42/5 | 0.16148566911865988053077696493806442678 | 0.021660523643522429736069256526112538563
f(z) = -5/147*z^3 + 247/105*z + 1
*
14/5 | 0.21633515785425300970811239374486136231 | 0.028924520788203571300165309527699215516
f(z) = -5/147*z^3 + 253/105*z + 1
*
[ -5/2 ] 
f(z) = -17/150*z^3 + 253/120*z + 1
*
6 | 0.10931281828673256004927843620517628473 | 0.013606304854853881363712689944655481252
f(z) = -11/144*z^3 + 257/132*z + 1
*
[ -24/5 ] 
f(z) = -5/144*z^3 + 241/120*z + 1
*
[ 3 ] 
f(z) = -17/141*z^3 + 247/141*z + 1
*
[ 3 ] 
f(z) = -17/147*z^3 + 251/147*z + 1
*
[ 3 ] 
f(z) = -17/150*z^3 + 253/150*z + 1
*
[ 3 ] 
f(z) = -17/156*z^3 + 257/156*z + 1
*
[ 3 ] 
f(z) = -17/159*z^3 + 259/159*z + 1
*
[ 3 ] 
f(z) = -16/147*z^3 + 242/147*z + 1
*
[ 3 ] 
f(z) = -16/159*z^3 + 250/159*z + 1
*
[ -2 ] 
f(z) = -11/142*z^3 + 257/142*z + 1
*
[ -2 ] 
f(z) = -9/142*z^3 + 249/142*z + 1
*
[ -5/3 ] 
f(z) = -9/145*z^3 + 257/145*z + 1
*
[ -2 ] 
f(z) = -9/146*z^3 + 255/146*z + 1
*
[ 4 ] 
f(z) = -9/148*z^3 + 255/148*z + 1
*
[ -3/2 ] 
f(z) = -8/141*z^3 + 253/141*z + 1
*
[ -5/2 ] 
f(z) = -8/145*z^3 + 253/145*z + 1
*
[ -3 ] 
f(z) = -7/141*z^3 + 251/141*z + 1
*
[ -2 ] 
f(z) = -7/142*z^3 + 241/142*z + 1
*
[ -2 ] 
f(z) = -7/146*z^3 + 247/146*z + 1
*
[ -2 ] 
f(z) = -7/150*z^3 + 253/150*z + 1
*
[ -3 ] 
f(z) = -5/147*z^3 + 241/147*z + 1
*
[ -2 ] 
f(z) = -5/154*z^3 + 251/154*z + 1
*
[ -3 ] 
f(z) = -5/156*z^3 + 253/156*z + 1
*
[ -2 ] 
f(z) = -5/158*z^3 + 257/158*z + 1
*
[ -3 ] 
f(z) = -5/159*z^3 + 257/159*z + 1
*
[ -3/2 ] 
f(z) = -4/141*z^3 + 244/141*z + 1
*
[ -3/2 ] 
f(z) = -4/147*z^3 + 254/147*z + 1
*
[ -5/2 ] 
f(z) = -4/155*z^3 + 242/155*z + 1
*
[ -3 ] 
f(z) = -4/159*z^3 + 248/159*z + 1
*
[ -5 ] 
f(z) = -3/140*z^3 + 243/140*z + 1
*
[ -5 ] 
f(z) = -3/145*z^3 + 249/145*z + 1
*
[ -2 ] 
f(z) = -3/154*z^3 + 243/154*z + 1
*
[ -2 ] 
f(z) = -3/158*z^3 + 249/158*z + 1
*
-5 | 0.10142631267970877623782818006292963140 | 0.018382814422339228320801579433359988823
f(z) = -1/140*z^3 + 249/140*z + 1
*
[ 11 ] 
f(z) = -1/143*z^3 + 251/143*z + 1
*
[ -9 ] 
f(z) = -1/144*z^3 + 241/144*z + 1
*
[ -9 ] 
f(z) = -1/153*z^3 + 251/153*z + 1
*
[ -2 ] 
f(z) = -1/158*z^3 + 241/158*z + 1
*
[ 7/3 ] 
f(z) = -20/147*z^3 + 248/189*z + 1
*
[ 7/3 ] 
f(z) = -19/147*z^3 + 241/189*z + 1
*
[ 14/5 ] 
f(z) = -10/147*z^3 + 247/210*z + 1
*
[ 11/6 ] 
f(z) = -18/143*z^3 + 251/286*z + 1
*
[ 2 ] 
f(z) = -14/141*z^3 + 253/282*z + 1
*
[ 2 ] 
f(z) = -14/143*z^3 + 255/286*z + 1
*
[ 2 ] 
f(z) = -14/145*z^3 + 257/290*z + 1
*
[ 2 ] 
f(z) = -13/141*z^3 + 245/282*z + 1
*
[ 2 ] 
f(z) = -13/145*z^3 + 249/290*z + 1
*
[ 2 ] 
f(z) = -13/147*z^3 + 251/294*z + 1
*
[ 2 ] 
f(z) = -13/149*z^3 + 253/298*z + 1
*
[ 2 ] 
f(z) = -12/145*z^3 + 241/290*z + 1
*
[ 2 ] 
f(z) = -12/149*z^3 + 245/298*z + 1
*
[ 5/2 ] 
f(z) = -6/145*z^3 + 249/290*z + 1
*
[ 4 ] 
f(z) = -1/142*z^3 + 245/284*z + 1
*
[ 4 ] 
f(z) = -1/146*z^3 + 251/292*z + 1
*
[ 21/2 ] 
f(z) = -16/147*z^3 + 271/21*z + 1
*
[ -21/2 ] 
f(z) = -16/147*z^3 + 275/21*z + 1
*
-10 | 0.18784882198137134118354663419867378822 | 0.026156989067348602480228293785183471420
f(z) = -13/150*z^3 + 263/30*z + 1
*
[ 21 ] 
f(z) = -4/147*z^3 + 272/21*z + 1
*
[ -21 ] 
f(z) = -4/147*z^3 + 274/21*z + 1
*
[ 6 ] 
f(z) = -17/152*z^3 + 277/57*z + 1
*
[ -6 ] 
f(z) = -15/152*z^3 + 269/57*z + 1
*
[ 14 ] 
f(z) = -4/147*z^3 + 263/42*z + 1
*
[ -14 ] 
f(z) = -4/147*z^3 + 269/42*z + 1
*
0 | 0.18464222069236869565095372818049786752 | 0.029211990077269661384778474930505797356
f(z) = -17/154*z^3 + 278/77*z + 1
*
0 | 0.18551197516968525245921726747184790198 | 0.029366335115319845516127064617290950041
f(z) = -15/154*z^3 + 277/77*z + 1
*
[ 6 ] 
f(z) = -11/156*z^3 + 263/78*z + 1
*
0 | 0.16121963559301877570286251398039120541 | 0.025564953678234147814853288518960958143
f(z) = -9/154*z^3 + 274/77*z + 1
*
0 | 0.14943632382829018337986913751639464403 | 0.023751836865100538826841017575011406889
f(z) = -1/154*z^3 + 270/77*z + 1
*
-26 | 0.16834582471775243424056027482652759468 | 0.026869550082523710305757456152000607862
f(z) = -1/156*z^3 + 263/78*z + 1
*
-12/7 | 0.20116701444139486354483684133790154812 | 0.024875278947870756450595456434436674630
f(z) = -7/144*z^3 + 271/84*z + 1
*
7/2 | 0.21643296190841119202248496958772785069 | 0.028788389762444521468691547550823944429
f(z) = -5/147*z^3 + 263/84*z + 1
*
[ 38/5 ] 
f(z) = -5/152*z^3 + 263/95*z + 1
*
[ 10 ] 
f(z) = -3/152*z^3 + 273/95*z + 1
*
[ -7/10 ] 
f(z) = -20/147*z^3 + 262/105*z + 1
*
-7/2 | 0.21952517777988016336707821912783641133 | 0.029126731333337995777953599581634314376
f(z) = -20/147*z^3 + 268/105*z + 1
*
[ 6 ] 
f(z) = -8/153*z^3 + 277/102*z + 1
*
[ -5/2 ] 
f(z) = -19/150*z^3 + 263/120*z + 1
*
[ -12/11 ] 
f(z) = -11/144*z^3 + 265/132*z + 1
*
[ 14/3 ] 
f(z) = -9/152*z^3 + 276/133*z + 1
*
-35/2 | 0.17919759029693094262474373770673313801 | 0.024874219430048559867158193386182417340
f(z) = -1/150*z^3 + 269/120*z + 1
*
[ 3 ] 
f(z) = -20/141*z^3 + 274/141*z + 1
*
[ 3 ] 
f(z) = -20/147*z^3 + 278/147*z + 1
*
4 | 0.15949123894754876850329360553308700729 | 0.028507500767429997521746850856674017912
f(z) = -19/140*z^3 + 269/140*z + 1
*
[ 3 ] 
f(z) = -19/141*z^3 + 265/141*z + 1
*
[ 3 ] 
f(z) = -19/147*z^3 + 269/147*z + 1
*
[ 3 ] 
f(z) = -19/150*z^3 + 271/150*z + 1
*
[ 3 ] 
f(z) = -19/156*z^3 + 275/156*z + 1
*
[ 3 ] 
f(z) = -19/159*z^3 + 277/159*z + 1
*
[ -3/2 ] 
f(z) = -16/141*z^3 + 271/141*z + 1
*
[ 13/4 ] 
f(z) = -16/143*z^3 + 268/143*z + 1
*
[ -2 ] 
f(z) = -15/142*z^3 + 273/142*z + 1
*
[ -2 ] 
f(z) = -15/146*z^3 + 279/146*z + 1
*
[ -2 ] 
f(z) = -13/142*z^3 + 265/142*z + 1
*
[ -2 ] 
f(z) = -13/146*z^3 + 271/146*z + 1
*
[ -2 ] 
f(z) = -13/150*z^3 + 277/150*z + 1
*
[ -5/2 ] 
f(z) = -12/145*z^3 + 278/145*z + 1
*
[ -2 ] 
f(z) = -11/146*z^3 + 263/146*z + 1
*
[ -2 ] 
f(z) = -11/150*z^3 + 269/150*z + 1
*
[ -3 ] 
f(z) = -10/141*z^3 + 278/141*z + 1
*
[ -4/3 ] 
f(z) = -9/140*z^3 + 261/140*z + 1
*
[ 13/3 ] 
f(z) = -9/143*z^3 + 279/143*z + 1
*
[ -4/3 ] 
f(z) = -9/148*z^3 + 275/148*z + 1
*
[ -2 ] 
f(z) = -9/154*z^3 + 267/154*z + 1
*
[ -7/3 ] 
f(z) = -9/154*z^3 + 269/154*z + 1
*
[ -5/3 ] 
f(z) = -9/155*z^3 + 273/155*z + 1
*
[ -2 ] 
f(z) = -9/158*z^3 + 273/158*z + 1
*
[ -3 ] 
f(z) = -8/141*z^3 + 260/141*z + 1
*
[ -3/2 ] 
f(z) = -8/147*z^3 + 263/147*z + 1
*
[ -3 ] 
f(z) = -8/147*z^3 + 268/147*z + 1
*
[ -5/2 ] 
f(z) = -8/155*z^3 + 267/155*z + 1
*
[ -3 ] 
f(z) = -7/150*z^3 + 263/150*z + 1
*
-6 | 0.11921793398111677239948081551387301577 | 0.021198001935441623164226792858541332020
f(z) = -7/150*z^3 + 277/150*z + 1
*
[ -3 ] 
f(z) = -7/156*z^3 + 271/156*z + 1
*
[ -2 ] 
f(z) = -7/158*z^3 + 265/158*z + 1
*
[ -3 ] 
f(z) = -7/159*z^3 + 275/159*z + 1
*
[ 5 ] 
f(z) = -6/145*z^3 + 266/145*z + 1
*
[ 5 ] 
f(z) = -6/155*z^3 + 274/155*z + 1
*
-9 | 0.14774043655132488660614001247649483628 | 0.026269554884704085343542802340843856137
f(z) = -5/144*z^3 + 277/144*z + 1
*
[ -4 ] 
f(z) = -5/148*z^3 + 265/148*z + 1
*
[ -4 ] 
f(z) = -5/156*z^3 + 275/156*z + 1
*
[ -5 ] 
f(z) = -4/145*z^3 + 274/145*z + 1
*
[ -9/2 ] 
f(z) = -4/153*z^3 + 268/153*z + 1
*
[ -3/2 ] 
f(z) = -4/159*z^3 + 274/159*z + 1
*
[ 7 ] 
f(z) = -3/140*z^3 + 267/140*z + 1
*
[ -5 ] 
f(z) = -3/155*z^3 + 261/155*z + 1
*
[ -11 ] 
f(z) = -1/143*z^3 + 277/143*z + 1
*
-16 | 0.15839504144503908559415506808220670791 | 0.028387582622254048144615678762812425641
f(z) = -1/144*z^3 + 265/144*z + 1
*
[ 11 ] 
f(z) = -1/154*z^3 + 261/154*z + 1
*
[ -21/4 ] 
f(z) = -2/147*z^3 + 263/168*z + 1
*
[ -7/4 ] 
f(z) = -2/147*z^3 + 271/168*z + 1
*
-2/5 | 0.13603452428939111194207807455747215938 | 0.019465724299155937245775481016063970778
f(z) = -5/144*z^3 + 271/180*z + 1
*
[ -7/3 ] 
f(z) = -1/147*z^3 + 277/189*z + 1
*
[ 14/3 ] 
f(z) = -3/140*z^3 + 263/210*z + 1
*
[ 2 ] 
f(z) = -17/141*z^3 + 277/282*z + 1
*
[ 2 ] 
f(z) = -17/143*z^3 + 279/286*z + 1
*
[ 2 ] 
f(z) = -16/141*z^3 + 269/282*z + 1
*
[ 2 ] 
f(z) = -16/143*z^3 + 271/286*z + 1
*
[ 2 ] 
f(z) = -16/145*z^3 + 273/290*z + 1
*
[ 2 ] 
f(z) = -16/147*z^3 + 275/294*z + 1
*
[ 2 ] 
f(z) = -16/149*z^3 + 277/298*z + 1
*
[ 2 ] 
f(z) = -15/143*z^3 + 263/286*z + 1
*
[ 2 ] 
f(z) = -15/149*z^3 + 269/298*z + 1
*
[ 2 ] 
f(z) = -14/149*z^3 + 261/298*z + 1
*
[ 10/3 ] 
f(z) = -3/152*z^3 + 262/285*z + 1
*
[ 10 ] 
f(z) = -13/150*z^3 + 287/30*z + 1
*
[ -10 ] 
f(z) = -13/150*z^3 + 293/30*z + 1
*
-36 | 0.085236651841157528164132520271866592199 | 0.012085640598309981244560486086378328841
f(z) = -1/144*z^3 + 289/36*z + 1
*
40 | 0.20198372492741260933698718022601883279 | 0.027708438514380740726689944389683206222
f(z) = -1/150*z^3 + 293/30*z + 1
*
[ -6 ] 
f(z) = -17/152*z^3 + 296/57*z + 1
*
-8 | 0.18718694536497576340798189764999908495 | 0.029433881771083641488559738761411495481
f(z) = -11/144*z^3 + 289/72*z + 1
*
[ -6 ] 
f(z) = -11/156*z^3 + 289/78*z + 1
*
[ 8 ] 
f(z) = -7/144*z^3 + 287/72*z + 1
*
12/5 | 0.19832220941090965818120224083550406041 | 0.024350778515727791233326635071935991346
f(z) = -5/144*z^3 + 287/60*z + 1
*
-14 | 0.10963505225349480584792621591930869194 | 0.017147649337072561013438339905865413962
f(z) = -3/140*z^3 + 299/70*z + 1
*
21/4 | 0.21777447827652933185834037309039043905 | 0.028480827095043836975109849961253021917
f(z) = -20/147*z^3 + 299/84*z + 1
*
-7/2 | 0.22295772971225608032501918777622702678 | 0.029369943784849304898228352856603480187
f(z) = -16/147*z^3 + 283/84*z + 1
*
-6 | 0.23194857709094828559246871882746377863 | 0.028407388310507740720295347178219045412
f(z) = -7/144*z^3 + 293/84*z + 1
*
[ -38/5 ] 
f(z) = -5/152*z^3 + 288/95*z + 1
*
35/4 | 0.21624857818103868405240816858594392982 | 0.028486155617602557112117493798546528187
f(z) = -4/147*z^3 + 283/84*z + 1
*
[ -10 ] 
f(z) = -3/152*z^3 + 292/95*z + 1
*
[ -6 ] 
f(z) = -7/153*z^3 + 287/102*z + 1
*
21/2 | 0.19809073750055497165200785306327875895 | 0.029372627378868006712733211860059406262
f(z) = -2/153*z^3 + 283/102*z + 1
*
60/11 | 0.19812375431630183945898005020388477731 | 0.024305686702211747610309744434374182023
f(z) = -11/144*z^3 + 289/132*z + 1
*
[ 38/7 ] 
f(z) = -7/152*z^3 + 289/133*z + 1
*
45/2 | 0.20877896331724009404117159767984904953 | 0.028640619783850640110769025739161462076
f(z) = -1/150*z^3 + 293/120*z + 1
*
[ 14 ] 
f(z) = -1/152*z^3 + 295/133*z + 1
*
[ -3/2 ] 
f(z) = -20/141*z^3 + 280/141*z + 1
*
[ -3/2 ] 
f(z) = -20/147*z^3 + 290/147*z + 1
*
[ 3 ] 
f(z) = -20/159*z^3 + 286/159*z + 1
*
[ -1 ] 
f(z) = -19/140*z^3 + 299/140*z + 1
*
[ -2 ] 
f(z) = -19/142*z^3 + 289/142*z + 1
*
[ -2 ] 
f(z) = -19/146*z^3 + 295/146*z + 1
*
[ -5/3 ] 
f(z) = -18/145*z^3 + 282/145*z + 1
*
[ -5/3 ] 
f(z) = -18/155*z^3 + 298/155*z + 1
*
[ -1 ] 
f(z) = -17/140*z^3 + 297/140*z + 1
*
[ -1 ] 
f(z) = -17/141*z^3 + 299/141*z + 1
*
[ -2 ] 
f(z) = -17/142*z^3 + 281/142*z + 1
*
[ -2 ] 
f(z) = -17/146*z^3 + 287/146*z + 1
*
[ -2 ] 
f(z) = -17/150*z^3 + 293/150*z + 1
*
[ -2 ] 
f(z) = -17/154*z^3 + 299/154*z + 1
*
[ -1 ] 
f(z) = -16/141*z^3 + 298/141*z + 1
*
[ -5/4 ] 
f(z) = -16/145*z^3 + 286/145*z + 1
*
[ -3/2 ] 
f(z) = -16/147*z^3 + 281/147*z + 1
*
[ -1 ] 
f(z) = -15/142*z^3 + 299/142*z + 1
*
[ -2 ] 
f(z) = -15/154*z^3 + 291/154*z + 1
*
[ -2 ] 
f(z) = -15/158*z^3 + 297/158*z + 1
*
[ -1 ] 
f(z) = -14/141*z^3 + 296/141*z + 1
*
[ -1 ] 
f(z) = -13/140*z^3 + 293/140*z + 1
*
[ -1 ] 
f(z) = -13/141*z^3 + 295/141*z + 1
*
[ -1 ] 
f(z) = -13/142*z^3 + 297/142*z + 1
*
[ -2 ] 
f(z) = -13/154*z^3 + 283/154*z + 1
*
[ -2 ] 
f(z) = -13/158*z^3 + 289/158*z + 1
*
[ -1 ] 
f(z) = -12/143*z^3 + 298/143*z + 1
*
[ -5/2 ] 
f(z) = -12/155*z^3 + 292/155*z + 1
*
[ 4 ] 
f(z) = -11/140*z^3 + 281/140*z + 1
*
[ -1 ] 
f(z) = -11/140*z^3 + 291/140*z + 1
*
[ -3 ] 
f(z) = -11/141*z^3 + 287/141*z + 1
*
[ -1 ] 
f(z) = -11/141*z^3 + 293/141*z + 1
*
[ -1 ] 
f(z) = -11/142*z^3 + 295/142*z + 1
*
[ -3 ] 
f(z) = -11/147*z^3 + 295/147*z + 1
*
[ 4 ] 
f(z) = -11/148*z^3 + 287/148*z + 1
*
[ -3 ] 
f(z) = -11/150*z^3 + 299/150*z + 1
*
[ 4 ] 
f(z) = -11/156*z^3 + 293/156*z + 1
*
[ -2 ] 
f(z) = -11/158*z^3 + 281/158*z + 1
*
[ -1 ] 
f(z) = -10/141*z^3 + 292/141*z + 1
*
[ -1 ] 
f(z) = -10/143*z^3 + 296/143*z + 1
*
[ -3 ] 
f(z) = -10/147*z^3 + 286/147*z + 1
*
[ -1 ] 
f(z) = -9/140*z^3 + 289/140*z + 1
*
[ -1 ] 
f(z) = -9/142*z^3 + 293/142*z + 1
*
[ -1 ] 
f(z) = -9/143*z^3 + 295/143*z + 1
*
[ -1 ] 
f(z) = -9/145*z^3 + 299/145*z + 1
*
[ -1 ] 
f(z) = -8/141*z^3 + 290/141*z + 1
*
[ -1 ] 
f(z) = -8/145*z^3 + 298/145*z + 1
*
[ 9/2 ] 
f(z) = -8/153*z^3 + 281/153*z + 1
*
[ -3/2 ] 
f(z) = -8/159*z^3 + 283/159*z + 1
*
[ -3 ] 
f(z) = -8/159*z^3 + 284/159*z + 1
*
[ -1 ] 
f(z) = -7/141*z^3 + 289/141*z + 1
*
[ -1 ] 
f(z) = -7/142*z^3 + 291/142*z + 1
*
[ -1 ] 
f(z) = -7/143*z^3 + 293/143*z + 1
*
[ 5 ] 
f(z) = -7/145*z^3 + 291/145*z + 1
*
[ -1 ] 
f(z) = -7/145*z^3 + 297/145*z + 1
*
[ -1 ] 
f(z) = -7/146*z^3 + 299/146*z + 1
*
[ -4 ] 
f(z) = -7/148*z^3 + 297/148*z + 1
*
[ 5 ] 
f(z) = -7/155*z^3 + 299/155*z + 1
*
[ -1 ] 
f(z) = -6/143*z^3 + 292/143*z + 1
*
[ -1 ] 
f(z) = -6/145*z^3 + 296/145*z + 1
*
[ -1 ] 
f(z) = -5/141*z^3 + 287/141*z + 1
*
[ -1 ] 
f(z) = -5/142*z^3 + 289/142*z + 1
*
[ -1 ] 
f(z) = -5/143*z^3 + 291/143*z + 1
*
[ -1 ] 
f(z) = -5/146*z^3 + 297/146*z + 1
*
[ -1 ] 
f(z) = -5/147*z^3 + 299/147*z + 1
*
[ -1 ] 
f(z) = -4/141*z^3 + 286/141*z + 1
*
[ -1 ] 
f(z) = -4/145*z^3 + 294/145*z + 1
*
[ -1 ] 
f(z) = -4/147*z^3 + 298/147*z + 1
*
[ -5 ] 
f(z) = -4/155*z^3 + 286/155*z + 1
*
[ -1 ] 
f(z) = -3/140*z^3 + 283/140*z + 1
*
[ -1 ] 
f(z) = -3/142*z^3 + 287/142*z + 1
*
[ -1 ] 
f(z) = -3/143*z^3 + 289/143*z + 1
*
[ -1 ] 
f(z) = -3/145*z^3 + 293/145*z + 1
*
[ -1 ] 
f(z) = -3/146*z^3 + 295/146*z + 1
*
[ -1 ] 
f(z) = -3/148*z^3 + 299/148*z + 1
*
[ -1 ] 
f(z) = -2/141*z^3 + 284/141*z + 1
*
[ -1 ] 
f(z) = -2/143*z^3 + 288/143*z + 1
*
[ -1 ] 
f(z) = -2/145*z^3 + 292/145*z + 1
*
[ -1 ] 
f(z) = -2/147*z^3 + 296/147*z + 1
*
[ 9 ] 
f(z) = -2/153*z^3 + 298/153*z + 1
*
[ -1 ] 
f(z) = -1/140*z^3 + 281/140*z + 1
*
3 | 0.11804259708204356466627011223964848138 | 0.020831928758503931765434467411950238769
f(z) = -1/140*z^3 + 289/140*z + 1
*
[ -1 ] 
f(z) = -1/141*z^3 + 283/141*z + 1
*
[ -1 ] 
f(z) = -1/142*z^3 + 285/142*z + 1
*
[ -1 ] 
f(z) = -1/143*z^3 + 287/143*z + 1
*
[ -1 ] 
f(z) = -1/145*z^3 + 291/145*z + 1
*
[ -1 ] 
f(z) = -1/146*z^3 + 293/146*z + 1
*
[ -1 ] 
f(z) = -1/147*z^3 + 295/147*z + 1
*
[ -1 ] 
f(z) = -1/148*z^3 + 297/148*z + 1
*
[ -1 ] 
f(z) = -1/149*z^3 + 299/149*z + 1
*
[ -11 ] 
f(z) = -1/154*z^3 + 289/154*z + 1
*
-14 | 0.15251223954610020935272836196754241585 | 0.026817812631468520285180145207167871330
f(z) = -1/154*z^3 + 295/154*z + 1
*
[ 12 ] 
f(z) = -1/156*z^3 + 287/156*z + 1
*
[ -7/4 ] 
f(z) = -10/147*z^3 + 299/168*z + 1
*
[ -21/8 ] 
f(z) = -8/147*z^3 + 295/168*z + 1
*
-35/4 | 0.21732152782460033915114816144572304174 | 0.028471739510699002892035188542698856649
f(z) = -2/147*z^3 + 295/168*z + 1
*
[ -7/3 ] 
f(z) = -4/147*z^3 + 298/189*z + 1
*
[ -7/3 ] 
f(z) = -2/147*z^3 + 284/189*z + 1
*
[ 10 ] 
f(z) = -1/144*z^3 + 287/180*z + 1
*
-5/7 | 0.21486349360132860080327820610556655882 | 0.029393567326363455320047277873857913595
f(z) = -7/150*z^3 + 299/210*z + 1
*
[ -6 ] 
f(z) = -1/140*z^3 + 299/210*z + 1
*
44/7 | 0.19518972250778845548506642199178906243 | 0.027595402169661468445863572281980549104
f(z) = -7/144*z^3 + 295/252*z + 1
*
[ 2 ] 
f(z) = -19/141*z^3 + 293/282*z + 1
*
[ 2 ] 
f(z) = -19/143*z^3 + 295/286*z + 1
*
[ 2 ] 
f(z) = -19/145*z^3 + 297/290*z + 1
*
[ 2 ] 
f(z) = -19/147*z^3 + 299/294*z + 1
*
[ 2 ] 
f(z) = -18/143*z^3 + 287/286*z + 1
*
[ 2 ] 
f(z) = -18/145*z^3 + 289/290*z + 1
*
[ 2 ] 
f(z) = -18/149*z^3 + 293/298*z + 1
*
[ 2 ] 
f(z) = -17/145*z^3 + 281/290*z + 1
*
[ 2 ] 
f(z) = -17/147*z^3 + 283/294*z + 1
*
[ 2 ] 
f(z) = -17/149*z^3 + 285/298*z + 1
*
14/13 | 0.22890935667673069638204501068554006811 | 0.029771353460210799167907218366402928098
f(z) = -13/168*z^3 - 229/273*z + 1
*
8/7 | 0.20786427517529353304782541967162461629 | 0.029605724163468119329394588644653157173
f(z) = -7/160*z^3 - 229/280*z + 1
*
[ 6/11 ] 
f(z) = -11/168*z^3 - 188/231*z + 1
*
[ 3/5 ] 
f(z) = -10/171*z^3 - 184/285*z + 1
*
[ 3/5 ] 
f(z) = -5/171*z^3 - 187/285*z + 1
*
[ 6/11 ] 
f(z) = -11/162*z^3 - 161/198*z + 1
*
[ 3/5 ] 
f(z) = -20/171*z^3 - 178/285*z + 1
*
[ 5/8 ] 
f(z) = -8/175*z^3 - 163/280*z + 1
*
-10/7 | 0.15569219121127834899308772086808524714 | 0.022174950763039568558043095325465675503
f(z) = -7/160*z^3 - 171/280*z + 1
*
[ 2/3 ] 
f(z) = -3/164*z^3 - 121/246*z + 1
*
[ 2/3 ] 
f(z) = -3/172*z^3 - 127/258*z + 1
*
[ 13/20 ] 
f(z) = -20/169*z^3 - 127/260*z + 1
*
[ 4/7 ] 
f(z) = -7/160*z^3 - 103/140*z + 1
*
3/2 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = -4/165*z^3 - 101/165*z + 1
*
-20/3 | 0.19690321814281382500622351927432762836 | 0.027075416872648632486494950763218374813
f(z) = -1/160*z^3 - 103/180*z + 1
*
[ 13/19 ] 
f(z) = -19/169*z^3 - 101/247*z + 1
*
[ 2/3 ] 
f(z) = -15/164*z^3 - 113/246*z + 1
*
[ 2/3 ] 
f(z) = -15/172*z^3 - 119/258*z + 1
*
[ 2/3 ] 
f(z) = -9/170*z^3 - 81/170*z + 1
*
[ 2/3 ] 
f(z) = -9/178*z^3 - 85/178*z + 1
*
-7 | 0.10837126944663908252578493981646486053 | 0.021149889008247885855344442566459988784
f(z) = -1/168*z^3 - 95/168*z + 1
*
-8 | 0.10186523695477993171518877309202399745 | 0.019880162578083392636989898775975243586
f(z) = -1/168*z^3 - 83/168*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -1/170*z^3 - 81/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -1/174*z^3 - 83/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -1/178*z^3 - 85/178*z + 1
*
[ 2/3 ] 
f(z) = -19/168*z^3 - 85/189*z + 1
*
[ 2/3 ] 
f(z) = -17/168*z^3 - 86/189*z + 1
*
[ 2/3 ] 
f(z) = -13/168*z^3 - 88/189*z + 1
*
[ 2/3 ] 
f(z) = -11/168*z^3 - 89/189*z + 1
*
[ 2/3 ] 
f(z) = -5/168*z^3 - 92/189*z + 1
*
[ 2/3 ] 
f(z) = -1/168*z^3 - 94/189*z + 1
*
[ 9/13 ] 
f(z) = -13/162*z^3 - 95/234*z + 1
*
[ 3/4 ] 
f(z) = -13/162*z^3 - 83/288*z + 1
*
[ 3/4 ] 
f(z) = -11/162*z^3 - 85/288*z + 1
*
[ 3/4 ] 
f(z) = -7/162*z^3 - 89/288*z + 1
*
[ 3/4 ] 
f(z) = -5/162*z^3 - 91/288*z + 1
*
[ 3/4 ] 
f(z) = -1/162*z^3 - 95/288*z + 1
*
[ 2/3 ] 
f(z) = -15/176*z^3 - 61/132*z + 1
*
[ 2/3 ] 
f(z) = -3/176*z^3 - 65/132*z + 1
*
-6 | 0.16034616210536920228355323439404583380 | 0.025972095470561853778591790153110307003
f(z) = -1/160*z^3 - 73/120*z + 1
*
[ 5/8 ] 
f(z) = -16/175*z^3 - 79/140*z + 1
*
3/2 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -16/165*z^3 - 74/165*z + 1
*
5/3 | 0.11965681808062439889854415154506340030 | 0.023576890651795634537195778559927157705
f(z) = -9/160*z^3 - 71/160*z + 1
*
[ 2/3 ] 
f(z) = -9/166*z^3 - 79/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -7/178*z^3 - 61/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -5/162*z^3 - 61/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -5/166*z^3 - 63/166*z + 1
*
-3 | 0.13805692349023109204857283667404847866 | 0.026943382905339884011892685205246621486
f(z) = -5/168*z^3 - 67/168*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = -5/174*z^3 - 67/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -5/178*z^3 - 69/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -3/166*z^3 - 71/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -3/170*z^3 - 73/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -3/178*z^3 - 77/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -1/162*z^3 - 77/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -1/166*z^3 - 79/166*z + 1
*
10 | 0.081652877112171358923506563230578169322 | 0.015880634003931470371674721790021071192
f(z) = -1/171*z^3 - 71/171*z + 1
*
-30/11 | 0.21459574423319724524881743369515023491 | 0.028668223207006174358529107375798930816
f(z) = -11/162*z^3 - 65/198*z + 1
*
[ 3/4 ] 
f(z) = -20/171*z^3 - 61/228*z + 1
*
[ 13/18 ] 
f(z) = -18/169*z^3 - 77/234*z + 1
*
[ 3/4 ] 
f(z) = -4/171*z^3 - 73/228*z + 1
*
-16/3 | 0.15113248343686715876767144005054947107 | 0.024479708382081602787316013652969765259
f(z) = -3/160*z^3 - 67/240*z + 1
*
[ 3/4 ] 
f(z) = -19/162*z^3 - 77/288*z + 1
*
[ 3/4 ] 
f(z) = -17/162*z^3 - 79/288*z + 1
*
[ 2/3 ] 
f(z) = -9/172*z^3 - 41/86*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -1/172*z^3 - 41/86*z + 1
*
-14/5 | 0.14771919658711365251431434767614749458 | 0.021938271168127938071408581987197635062
f(z) = -5/168*z^3 - 43/105*z + 1
*
-4 | 0.15033218285978580413098626317507327098 | 0.023979880999835289664932013435411134816
f(z) = -3/176*z^3 - 41/132*z + 1
*
[ 3/4 ] 
f(z) = -16/165*z^3 - 46/165*z + 1
*
[ 3/4 ] 
f(z) = -16/177*z^3 - 50/177*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -11/170*z^3 - 41/170*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.012086966812398515243249168238499503883
f(z) = -11/174*z^3 - 43/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -11/178*z^3 - 45/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -9/166*z^3 - 47/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -9/170*z^3 - 49/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -9/178*z^3 - 53/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -7/162*z^3 - 53/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -7/166*z^3 - 55/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -7/170*z^3 - 57/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -7/174*z^3 - 59/174*z + 1
*
-5 | 0.099787214223413283162732307924987009685 | 0.019661831861578482222645532949929210669
f(z) = -3/160*z^3 - 53/160*z + 1
*
3 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884
f(z) = -1/168*z^3 - 47/168*z + 1
*
[ 13/17 ] 
f(z) = -17/169*z^3 - 55/221*z + 1
*
[ 4/5 ] 
f(z) = -15/176*z^3 - 43/220*z + 1
*
[ 4/5 ] 
f(z) = -5/176*z^3 - 51/220*z + 1
*
-22/5 | 0.16302211410887803144676388042642258283 | 0.024044836553236542394861583140222984172
f(z) = -5/176*z^3 - 49/220*z + 1
*
-10/7 | 0.19127742069580906280416087217963318775 | 0.027243289165702951561543532552040671578
f(z) = -7/160*z^3 - 59/280*z + 1
*
[ 2/3 ] 
f(z) = -9/176*z^3 - 21/44*z + 1
*
-4 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = -1/176*z^3 - 29/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -1/176*z^3 - 21/44*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -11/172*z^3 - 21/86*z + 1
*
[ 2/3 ] 
f(z) = -9/164*z^3 - 39/82*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -9/164*z^3 - 23/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -9/172*z^3 - 25/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -7/164*z^3 - 27/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -7/172*z^3 - 29/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -5/164*z^3 - 31/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -5/172*z^3 - 33/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -3/164*z^3 - 35/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -3/172*z^3 - 37/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -1/164*z^3 - 39/82*z + 1
*
[ 3/4 ] 
f(z) = -8/171*z^3 - 35/114*z + 1
*
[ 5/6 ] 
f(z) = -9/175*z^3 - 23/140*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -17/178*z^3 - 21/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -15/166*z^3 - 23/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -15/178*z^3 - 29/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = -13/162*z^3 - 29/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -13/166*z^3 - 31/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -13/170*z^3 - 33/170*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = -13/174*z^3 - 35/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = -13/178*z^3 - 37/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -11/162*z^3 - 37/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = -11/166*z^3 - 39/166*z + 1
*
-5/3 | 0.11556541405187815057311031621755633417 | 0.022770730276270102644365674806935579932
f(z) = -9/160*z^3 - 39/160*z + 1
*
-11 | 0.074210907417022203030749769632203399665 | 0.014534214632012183877612490266806411085
f(z) = -1/165*z^3 - 29/165*z + 1
*
[ 9/11 ] 
f(z) = -11/162*z^3 - 35/198*z + 1
*
[ 13/16 ] 
f(z) = -16/169*z^3 - 35/208*z + 1
*
[ 5/6 ] 
f(z) = -6/175*z^3 - 37/210*z + 1
*
-14/11 | 0.19102079772094211912273116336327527473 | 0.025395423035206462736645424073818227090
f(z) = -11/168*z^3 - 25/231*z + 1
*
-10/3 | 0.19282651989469470505048164585653716875 | 0.028440817243363488755810737636126319448
f(z) = -9/176*z^3 - 29/220*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = -19/168*z^3 - 1/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -17/168*z^3 - 2/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -13/168*z^3 - 4/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -11/168*z^3 - 5/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -5/168*z^3 - 8/21*z + 1
*
-6 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -1/168*z^3 - 13/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = -1/168*z^3 - 10/21*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -19/160*z^3 - 1/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -19/176*z^3 - 3/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -17/160*z^3 - 3/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -17/176*z^3 - 5/44*z + 1
*
[ 3/4 ] 
f(z) = -16/171*z^3 - 16/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -15/176*z^3 - 7/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -13/160*z^3 - 7/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -13/176*z^3 - 9/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -11/160*z^3 - 9/40*z + 1
*
-8/3 | 0.11965681808062439889854415154506340030 | 0.023576890651795634537195778559927157705
f(z) = -9/160*z^3 - 9/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -9/176*z^3 - 13/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -7/160*z^3 - 13/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -7/176*z^3 - 15/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -5/176*z^3 - 17/44*z + 1
*
-4 | 0.13328683509455561045321189690330667289 | 0.025778405894392893936065494651714602280
f(z) = -5/176*z^3 - 13/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = -3/160*z^3 - 17/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = -3/176*z^3 - 19/44*z + 1
*
-10 | 0.11080664885621376492896910250818871356 | 0.021833074667041448764373821946164627648
f(z) = -1/160*z^3 - 11/40*z + 1
*
[ 5/6 ] 
f(z) = -18/175*z^3 - 9/70*z + 1
*
-12 | 0.15633652599373081863192932434892591331 | 0.025322634014632205322201899083650250284
f(z) = -1/160*z^3 - 1/60*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -19/164*z^3 - 3/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -19/172*z^3 - 5/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -17/164*z^3 - 7/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -17/172*z^3 - 9/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -15/164*z^3 - 11/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -15/172*z^3 - 13/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -13/164*z^3 - 15/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = -13/172*z^3 - 17/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = -11/164*z^3 - 19/82*z + 1
*
[ 5/6 ] 
f(z) = -12/175*z^3 - 16/105*z + 1
*
-6/5 | 0.17641973549197415302159812179403561436 | 0.026200684041426507299814830971802823299
f(z) = -5/168*z^3 - 13/105*z + 1
*
-4/3 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = -15/176*z^3 - 13/132*z + 1
*
[ 6/7 ] 
f(z) = -7/162*z^3 - 17/126*z + 1
*
-12/7 | 0.18948480744145145705364887366703040755 | 0.026940304649572112626885162646949829500
f(z) = -7/162*z^3 - 5/126*z + 1
*
-6 | 0.14000149009299680059104869296955461705 | 0.022676763939799194712645591482266826910
f(z) = -3/160*z^3 - 19/120*z + 1
*
-12 | 0.13643904763656242897261782477116457373 | 0.021763750541074841943806364478657991324
f(z) = -1/176*z^3 - 13/132*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -19/162*z^3 - 5/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -19/166*z^3 - 7/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = -19/170*z^3 - 9/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = -19/174*z^3 - 11/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = -19/178*z^3 - 13/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = -17/162*z^3 - 13/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = -17/166*z^3 - 15/166*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = -17/174*z^3 - 19/174*z + 1
*
-3 | 0.11808972075805159753861141753739318658 | 0.023046555602798055561229992170628607334
f(z) = -11/168*z^3 - 13/168*z + 1
*
[ 13/15 ] 
f(z) = -15/169*z^3 - 17/195*z + 1
*
[ 13/14 ] 
f(z) = -14/169*z^3 - 1/182*z + 1
*
-8/7 | 0.14684202198686771502351267183121056040 | 0.020914437533255585748456423344113150295
f(z) = -7/160*z^3 - 19/280*z + 1
*
[ 3 ] 
f(z) = -7/162*z^3 + 19/18*z + 1
*
6 | 0.11853855557663864811657639675036146012 | 0.021728978564237306395389246528336931609
f(z) = -5/162*z^3 + 13/9*z + 1
*
[ 3 ] 
f(z) = -5/162*z^3 + 17/18*z + 1
*
[ 2 ] 
f(z) = -17/168*z^3 + 19/21*z + 1
*
[ 5/4 ] 
f(z) = -16/175*z^3 + 12/35*z + 1
*
[ 2 ] 
f(z) = -13/168*z^3 + 17/21*z + 1
*
[ 2 ] 
f(z) = -11/168*z^3 + 16/21*z + 1
*
[ 4/3 ] 
f(z) = -9/160*z^3 + 7/20*z + 1
*
[ 5/3 ] 
f(z) = -9/175*z^3 + 19/35*z + 1
*
[ 2 ] 
f(z) = -5/168*z^3 + 13/21*z + 1
*
6 | 0.11685917354260769786933659688462282975 | 0.022806400281568180285273818376785948197
f(z) = -5/168*z^3 + 19/21*z + 1
*
[ 4 ] 
f(z) = -1/160*z^3 + 17/20*z + 1
*
-14 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = -1/168*z^3 + 5/21*z + 1
*
-6 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = -1/168*z^3 + 8/21*z + 1
*
[ 2 ] 
f(z) = -1/168*z^3 + 11/21*z + 1
*
-4 | 0.15033114924336491440880506597233870352 | 0.029074869855052255377930359582514927391
f(z) = -13/176*z^3 + 19/44*z + 1
*
-4 | 0.13892131911069091754596996932282139376 | 0.026868146046676980363128259918094875044
f(z) = -9/176*z^3 + 3/44*z + 1
*
[ 4/3 ] 
f(z) = -9/176*z^3 + 15/44*z + 1
*
-12 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = -1/176*z^3 + 3/44*z + 1
*
[ 5/4 ] 
f(z) = -8/175*z^3 + 19/70*z + 1
*
[ 4/3 ] 
f(z) = -3/160*z^3 + 17/60*z + 1
*
-18/5 | 0.081747295815828717166409676467829651411 | 0.012206492126617503316444787417938400715
f(z) = -5/162*z^3 + 1/90*z + 1
*
-22/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = -3/176*z^3 + 7/132*z + 1
*
-11/2 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = -4/165*z^3 + 1/165*z + 1
*
10/3 | 0.17884291179452082532148105237461665215 | 0.025708580969680039506276445617898039218
f(z) = -6/175*z^3 + 17/210*z + 1
*
-14/13 | 0.19411439188137112267813012380031581742 | 0.025246011156177568051810514618244193760
f(z) = -13/168*z^3 + 5/273*z + 1
*
[ 3 ] 
f(z) = -19/162*z^3 + 31/18*z + 1
*
[ 13/3 ] 
f(z) = -18/169*z^3 + 36/13*z + 1
*
[ 3 ] 
f(z) = -17/162*z^3 + 29/18*z + 1
*
[ 13/4 ] 
f(z) = -16/169*z^3 + 22/13*z + 1
*
[ -13/4 ] 
f(z) = -16/169*z^3 + 30/13*z + 1
*
[ 3 ] 
f(z) = -13/162*z^3 + 25/18*z + 1
*
[ -3 ] 
f(z) = -13/162*z^3 + 37/18*z + 1
*
[ 3 ] 
f(z) = -11/162*z^3 + 23/18*z + 1
*
[ -3 ] 
f(z) = -11/162*z^3 + 35/18*z + 1
*
[ 13/3 ] 
f(z) = -9/169*z^3 + 23/13*z + 1
*
[ -13/3 ] 
f(z) = -9/169*z^3 + 29/13*z + 1
*
[ 13/2 ] 
f(z) = -8/169*z^3 + 37/13*z + 1
*
-6 | 0.14265075944315408715954474214235105035 | 0.024235174689566149375535309331065860997
f(z) = -7/162*z^3 + 20/9*z + 1
*
6 | 0.14265075944315408715954474214235105035 | 0.023201023828628808653945204415366706973
f(z) = -7/162*z^3 + 26/9*z + 1
*
[ -3 ] 
f(z) = -7/162*z^3 + 31/18*z + 1
*
[ -3 ] 
f(z) = -5/162*z^3 + 29/18*z + 1
*
[ 13/2 ] 
f(z) = -4/169*z^3 + 24/13*z + 1
*
[ -13/2 ] 
f(z) = -4/169*z^3 + 28/13*z + 1
*
[ 13 ] 
f(z) = -2/169*z^3 + 38/13*z + 1
*
[ -9 ] 
f(z) = -1/162*z^3 + 29/18*z + 1
*
6 | 0.081379699024480671005855332635939347536 | 0.014011312423010937297672045178216569164
f(z) = -1/162*z^3 + 37/18*z + 1
*
[ 13 ] 
f(z) = -1/169*z^3 + 25/13*z + 1
*
[ -13 ] 
f(z) = -1/169*z^3 + 27/13*z + 1
*
[ 2 ] 
f(z) = -19/168*z^3 + 20/21*z + 1
*
[ 13/6 ] 
f(z) = -18/169*z^3 + 27/26*z + 1
*
[ 5/3 ] 
f(z) = -18/175*z^3 + 24/35*z + 1
*
[ -2 ] 
f(z) = -13/168*z^3 + 38/21*z + 1
*
[ 13/6 ] 
f(z) = -12/169*z^3 + 34/39*z + 1
*
[ 5/2 ] 
f(z) = -12/175*z^3 + 36/35*z + 1
*
[ 4 ] 
f(z) = -11/160*z^3 + 37/20*z + 1
*
[ -2 ] 
f(z) = -11/168*z^3 + 37/21*z + 1
*
[ 4 ] 
f(z) = -9/160*z^3 + 33/20*z + 1
*
[ -4/3 ] 
f(z) = -9/160*z^3 + 37/20*z + 1
*
[ 13/4 ] 
f(z) = -8/169*z^3 + 31/26*z + 1
*
[ 5/2 ] 
f(z) = -8/175*z^3 + 31/35*z + 1
*
[ 4 ] 
f(z) = -7/160*z^3 + 29/20*z + 1
*
[ -4 ] 
f(z) = -7/160*z^3 + 39/20*z + 1
*
[ -2 ] 
f(z) = -5/168*z^3 + 34/21*z + 1
*
[ 5/2 ] 
f(z) = -4/175*z^3 + 26/35*z + 1
*
[ 4 ] 
f(z) = -3/160*z^3 + 21/20*z + 1
*
[ -4 ] 
f(z) = -3/160*z^3 + 31/20*z + 1
*
[ 13/2 ] 
f(z) = -2/169*z^3 + 35/26*z + 1
*
[ 5 ] 
f(z) = -2/175*z^3 + 38/35*z + 1
*
[ -4 ] 
f(z) = -1/160*z^3 + 27/20*z + 1
*
[ 6 ] 
f(z) = -1/168*z^3 + 22/21*z + 1
*
[ -6 ] 
f(z) = -1/168*z^3 + 29/21*z + 1
*
[ -2 ] 
f(z) = -1/168*z^3 + 32/21*z + 1
*
[ 5 ] 
f(z) = -1/175*z^3 + 33/35*z + 1
*
[ 3/2 ] 
f(z) = -20/171*z^3 + 34/57*z + 1
*
[ 2 ] 
f(z) = -19/160*z^3 + 39/40*z + 1
*
[ 2 ] 
f(z) = -17/160*z^3 + 37/40*z + 1
*
-4 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = -17/176*z^3 + 35/44*z + 1
*
[ 2 ] 
f(z) = -17/176*z^3 + 39/44*z + 1
*
[ 13/8 ] 
f(z) = -16/169*z^3 + 33/52*z + 1
*
[ 3/2 ] 
f(z) = -16/171*z^3 + 31/57*z + 1
*
[ 2 ] 
f(z) = -15/176*z^3 + 37/44*z + 1
*
[ 2 ] 
f(z) = -13/160*z^3 + 33/40*z + 1
*
[ 2 ] 
f(z) = -13/176*z^3 + 35/44*z + 1
*
[ 2 ] 
f(z) = -11/160*z^3 + 31/40*z + 1
*
-2/3 | 0.13385028349616914116248770414525814498 | 0.025887379909621302578771771178352629557
f(z) = -9/176*z^3 + 23/44*z + 1
*
[ 2 ] 
f(z) = -9/176*z^3 + 31/44*z + 1
*
[ 3/2 ] 
f(z) = -8/171*z^3 + 25/57*z + 1
*
[ 2 ] 
f(z) = -7/160*z^3 + 27/40*z + 1
*
[ 2 ] 
f(z) = -7/176*z^3 + 29/44*z + 1
*
[ 2 ] 
f(z) = -5/176*z^3 + 27/44*z + 1
*
[ 3/2 ] 
f(z) = -4/171*z^3 + 22/57*z + 1
*
[ 2 ] 
f(z) = -3/160*z^3 + 23/40*z + 1
*
-10 | 0.092741084479479936562813532813119639765 | 0.018273479462142737491971305620728918591
f(z) = -3/160*z^3 + 39/40*z + 1
*
[ 2 ] 
f(z) = -3/176*z^3 + 25/44*z + 1
*
14 | 0.099396818723539768066134005858671403794 | 0.019584909274473841644961706372205232454
f(z) = -1/160*z^3 + 29/40*z + 1
*
[ 2 ] 
f(z) = -1/176*z^3 + 23/44*z + 1
*
[ 4 ] 
f(z) = -1/176*z^3 + 37/44*z + 1
*
[ 13/10 ] 
f(z) = -20/169*z^3 + 28/65*z + 1
*
[ 3/2 ] 
f(z) = -13/162*z^3 + 37/72*z + 1
*
[ 3/2 ] 
f(z) = -11/162*z^3 + 35/72*z + 1
*
[ 3/2 ] 
f(z) = -7/162*z^3 + 31/72*z + 1
*
[ 3/2 ] 
f(z) = -5/162*z^3 + 29/72*z + 1
*
-20/3 | 0.12792242767164564994540294468519924566 | 0.020720255855770015256820088300121244883
f(z) = -3/160*z^3 + 23/60*z + 1
*
[ 3/2 ] 
f(z) = -1/162*z^3 + 25/72*z + 1
*
[ 13/12 ] 
f(z) = -18/169*z^3 + 21/104*z + 1
*
[ 13/12 ] 
f(z) = -16/169*z^3 + 22/117*z + 1
*
[ 6/5 ] 
f(z) = -5/168*z^3 + 22/105*z + 1
*
-6 | 0.17453962752091394454749678699424057848 | 0.027841274024543598693555863592343807451
f(z) = -5/176*z^3 + 25/132*z + 1
*
[ 4/3 ] 
f(z) = -3/176*z^3 + 37/132*z + 1
*
[ 13/12 ] 
f(z) = -12/169*z^3 + 25/156*z + 1
*
[ 13/11 ] 
f(z) = -11/169*z^3 + 35/143*z + 1
*
[ 5/4 ] 
f(z) = -4/175*z^3 + 33/140*z + 1
*
-6 | 0.13321895188146199151587824644676743866 | 0.026090946830987631015353366808880749599
f(z) = -4/165*z^3 + 34/165*z + 1
*
7 | 0.11523726322488309832290264337501385914 | 0.022489865988149222925421036022826033884
f(z) = -1/168*z^3 + 25/168*z + 1
*
42/11 | 0.14225848049429720875566555052005883521 | 0.019004560814907098981734307290935730839
f(z) = -11/162*z^3 + 31/198*z + 1
*
[ 13/12 ] 
f(z) = -9/169*z^3 + 29/208*z + 1
*
[ 13/12 ] 
f(z) = -8/169*z^3 + 31/234*z + 1
*
-42/13 | 0.090377604169920793648876473530008931074 | 0.011754275306577047283269326295156191569
f(z) = -13/168*z^3 + 32/273*z + 1
*
30/7 | 0.19753303167583997774396779124098450768 | 0.028134264264683166263562372015084908965
f(z) = -7/160*z^3 + 29/280*z + 1
*
[ -3 ] 
f(z) = -19/162*z^3 + 43/18*z + 1
*
[ -13/3 ] 
f(z) = -18/169*z^3 + 42/13*z + 1
*
[ -3 ] 
f(z) = -17/162*z^3 + 41/18*z + 1
*
3 | 0.11008715879081206138977101834960824040 | 0.018204131568461483829279474779699072312
f(z) = -17/162*z^3 + 47/18*z + 1
*
-3 | 0.083468634069547093758423568207614133087 | 0.013452793456626799728419858656251562105
f(z) = -13/162*z^3 + 55/18*z + 1
*
[ 13/2 ] 
f(z) = -12/169*z^3 + 50/13*z + 1
*
[ -13/2 ] 
f(z) = -12/169*z^3 + 54/13*z + 1
*
3 | 0.081379344107786217176676030594243602161 | 0.013767914717525552267508819436573777927
f(z) = -11/162*z^3 + 41/18*z + 1
*
[ 6 ] 
f(z) = -11/162*z^3 + 59/18*z + 1
*
[ -13/2 ] 
f(z) = -8/169*z^3 + 41/13*z + 1
*
[ 6 ] 
f(z) = -7/162*z^3 + 43/18*z + 1
*
3 | 0.081379340188843326134265012697087496029 | 0.013116058114535504761287161217654579825
f(z) = -7/162*z^3 + 55/18*z + 1
*
[ -6 ] 
f(z) = -5/162*z^3 + 41/18*z + 1
*
[ 13 ] 
f(z) = -3/169*z^3 + 51/13*z + 1
*
[ -13 ] 
f(z) = -3/169*z^3 + 53/13*z + 1
*
[ -13 ] 
f(z) = -2/169*z^3 + 40/13*z + 1
*
[ 18 ] 
f(z) = -1/162*z^3 + 53/18*z + 1
*
[ -18 ] 
f(z) = -1/162*z^3 + 55/18*z + 1
*
[ 4 ] 
f(z) = -19/160*z^3 + 53/20*z + 1
*
[ -2 ] 
f(z) = -19/168*z^3 + 41/21*z + 1
*
[ -13/6 ] 
f(z) = -18/169*z^3 + 51/26*z + 1
*
[ 4 ] 
f(z) = -17/160*z^3 + 49/20*z + 1
*
[ -4 ] 
f(z) = -17/160*z^3 + 59/20*z + 1
*
[ -2 ] 
f(z) = -17/168*z^3 + 40/21*z + 1
*
[ 5/2 ] 
f(z) = -16/175*z^3 + 41/35*z + 1
*
[ 4 ] 
f(z) = -13/160*z^3 + 41/20*z + 1
*
[ -4 ] 
f(z) = -13/160*z^3 + 51/20*z + 1
*
-6 | 0.14661532970615747941788035636392102844 | 0.025308991074000458161975896356134122868
f(z) = -13/168*z^3 + 41/21*z + 1
*
[ -4 ] 
f(z) = -11/160*z^3 + 47/20*z + 1
*
6 | 0.15156093684039905805293012010211917565 | 0.025653149833297998233562597263184711869
f(z) = -11/168*z^3 + 46/21*z + 1
*
[ -4 ] 
f(z) = -9/160*z^3 + 43/20*z + 1
*
-20/3 | 0.15359351185374125316460071494387862517 | 0.025086760676150754575615215122478194899
f(z) = -9/160*z^3 + 57/20*z + 1
*
[ -13/4 ] 
f(z) = -8/169*z^3 + 47/26*z + 1
*
[ -5/2 ] 
f(z) = -8/175*z^3 + 59/35*z + 1
*
[ 13/3 ] 
f(z) = -6/169*z^3 + 56/39*z + 1
*
[ 5 ] 
f(z) = -6/175*z^3 + 58/35*z + 1
*
[ 6 ] 
f(z) = -5/168*z^3 + 40/21*z + 1
*
[ -6 ] 
f(z) = -5/168*z^3 + 47/21*z + 1
*
10 | 0.12753679205276903156267929354640194168 | 0.021147976813375241822627587409139523455
f(z) = -5/168*z^3 + 52/21*z + 1
*
6/5 | 0.20807254992982297541212643424904925833 | 0.029031875302362294649809178210291804085
f(z) = -5/168*z^3 + 54/35*z + 1
*
[ 5 ] 
f(z) = -4/175*z^3 + 48/35*z + 1
*
[ -5/2 ] 
f(z) = -4/175*z^3 + 54/35*z + 1
*
[ 13/3 ] 
f(z) = -3/169*z^3 + 43/39*z + 1
*
[ 5 ] 
f(z) = -3/175*z^3 + 43/35*z + 1
*
[ -5 ] 
f(z) = -3/175*z^3 + 57/35*z + 1
*
[ -13/2 ] 
f(z) = -2/169*z^3 + 43/26*z + 1
*
[ -5 ] 
f(z) = -2/175*z^3 + 52/35*z + 1
*
-20 | 0.14532946673594320593291705491617745040 | 0.024509196711875321336428099857104346949
f(z) = -1/160*z^3 + 47/20*z + 1
*
-12 | 0.11553815807950886234850700779009395229 | 0.019098057614354667405453195864089378910
f(z) = -1/160*z^3 + 53/20*z + 1
*
[ -14 ] 
f(z) = -1/168*z^3 + 47/21*z + 1
*
6 | 0.12094217829122009675432019169977251402 | 0.020185745461783235659509231868244911343
f(z) = -1/168*z^3 + 50/21*z + 1
*
[ -5 ] 
f(z) = -1/175*z^3 + 47/35*z + 1
*
[ 2 ] 
f(z) = -19/176*z^3 + 41/44*z + 1
*
[ 8/3 ] 
f(z) = -9/160*z^3 + 41/40*z + 1
*
[ 10/3 ] 
f(z) = -9/160*z^3 + 53/40*z + 1
*
[ 13/6 ] 
f(z) = -9/169*z^3 + 41/52*z + 1
*
[ 3 ] 
f(z) = -7/171*z^3 + 59/57*z + 1
*
[ 3 ] 
f(z) = -5/171*z^3 + 53/57*z + 1
*
[ 4 ] 
f(z) = -5/176*z^3 + 53/44*z + 1
*
[ 13/4 ] 
f(z) = -4/169*z^3 + 49/52*z + 1
*
[ 3 ] 
f(z) = -4/171*z^3 + 50/57*z + 1
*
10 | 0.099396818723539768066134005858671403794 | 0.018981747421071843032500645360404976528
f(z) = -3/160*z^3 + 47/40*z + 1
*
[ 4 ] 
f(z) = -3/176*z^3 + 45/44*z + 1
*
[ 3 ] 
f(z) = -2/171*z^3 + 44/57*z + 1
*
[ 8 ] 
f(z) = -1/160*z^3 + 51/40*z + 1
*
[ 13/2 ] 
f(z) = -1/169*z^3 + 57/52*z + 1
*
[ 3 ] 
f(z) = -1/171*z^3 + 41/57*z + 1
*
[ -4 ] 
f(z) = -1/176*z^3 + 59/44*z + 1
*
[ 3/2 ] 
f(z) = -19/162*z^3 + 43/72*z + 1
*
[ 3/2 ] 
f(z) = -17/162*z^3 + 41/72*z + 1
*
9/2 | 0.11132949214775884853496029440294780514 | 0.017196690115649875005170199507505760826
f(z) = -11/162*z^3 + 59/72*z + 1
*
[ 13/6 ] 
f(z) = -6/169*z^3 + 55/78*z + 1
*
[ 5/2 ] 
f(z) = -6/175*z^3 + 57/70*z + 1
*
[ 13/5 ] 
f(z) = -5/169*z^3 + 53/65*z + 1
*
-20/3 | 0.12545933202192977610411127538640095665 | 0.020321295540614432529323374149635476911
f(z) = -3/160*z^3 + 47/60*z + 1
*
[ 5/2 ] 
f(z) = -2/175*z^3 + 47/70*z + 1
*
[ 2 ] 
f(z) = -9/164*z^3 + 59/82*z + 1
*
[ 2 ] 
f(z) = -7/164*z^3 + 55/82*z + 1
*
[ 13/7 ] 
f(z) = -7/169*z^3 + 55/91*z + 1
*
[ 2 ] 
f(z) = -7/172*z^3 + 57/86*z + 1
*
[ 2 ] 
f(z) = -5/164*z^3 + 51/82*z + 1
*
[ 2 ] 
f(z) = -5/172*z^3 + 53/86*z + 1
*
[ 2 ] 
f(z) = -3/164*z^3 + 47/82*z + 1
*
[ 2 ] 
f(z) = -3/172*z^3 + 49/86*z + 1
*
[ 2 ] 
f(z) = -1/164*z^3 + 43/82*z + 1
*
[ 2 ] 
f(z) = -1/172*z^3 + 45/86*z + 1
*
[ 3/2 ] 
f(z) = -14/171*z^3 + 59/114*z + 1
*
[ 3/2 ] 
f(z) = -10/171*z^3 + 53/114*z + 1
*
[ 13/9 ] 
f(z) = -9/169*z^3 + 49/117*z + 1
*
[ 13/8 ] 
f(z) = -8/169*z^3 + 53/104*z + 1
*
[ 5/3 ] 
f(z) = -6/175*z^3 + 52/105*z + 1
*
[ 5/3 ] 
f(z) = -3/175*z^3 + 47/105*z + 1
*
[ 3/2 ] 
f(z) = -2/171*z^3 + 41/114*z + 1
*
[ 4/3 ] 
f(z) = -15/176*z^3 + 53/132*z + 1
*
[ 13/10 ] 
f(z) = -10/169*z^3 + 43/130*z + 1
*
[ 5/4 ] 
f(z) = -12/175*z^3 + 43/140*z + 1
*
36/7 | 0.18136430900979484193446668832949919411 | 0.025831383007560618597567672132412832488
f(z) = -7/160*z^3 + 57/140*z + 1
*
-3 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -17/168*z^3 + 41/168*z + 1
*
[ 5/4 ] 
f(z) = -16/165*z^3 + 58/165*z + 1
*
[ 4/3 ] 
f(z) = -9/164*z^3 + 57/164*z + 1
*
[ 4/3 ] 
f(z) = -9/172*z^3 + 59/172*z + 1
*
-5 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -7/165*z^3 + 43/165*z + 1
*
5 | 0.12545933202192977610411127538640095665 | 0.024720203994855598241322792991337849855
f(z) = -3/160*z^3 + 43/160*z + 1
*
8 | 0.12588881904188256511155115264070522868 | 0.024568638567311646267189597810046265865
f(z) = -1/168*z^3 + 43/168*z + 1
*
12 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = -1/170*z^3 + 59/170*z + 1
*
[ 4/3 ] 
f(z) = -7/160*z^3 + 59/180*z + 1
*
[ 4/3 ] 
f(z) = -1/160*z^3 + 47/180*z + 1
*
-5/6 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = -6/175*z^3 + 47/210*z + 1
*
-42/11 | 0.089346406116444459130410153384328750180 | 0.011878234239798223901968399168712461592
f(z) = -11/168*z^3 + 50/231*z + 1
*
-4/5 | 0.14002518599164709064240396063504785991 | 0.020652920181473368193495638514982096438
f(z) = -5/176*z^3 + 59/220*z + 1
*
[ 14/13 ] 
f(z) = -13/168*z^3 + 44/273*z + 1
*
[ 8/7 ] 
f(z) = -7/160*z^3 + 51/280*z + 1
*
[ 13/2 ] 
f(z) = -20/169*z^3 + 76/13*z + 1
*
-3 | 0.081380664871256208866976091705410721097 | 0.012900982067074682693086568716690492829
f(z) = -19/162*z^3 + 61/18*z + 1
*
[ 13/2 ] 
f(z) = -16/169*z^3 + 63/13*z + 1
*
[ -13/2 ] 
f(z) = -16/169*z^3 + 67/13*z + 1
*
[ 6 ] 
f(z) = -13/162*z^3 + 67/18*z + 1
*
[ -6 ] 
f(z) = -13/162*z^3 + 73/18*z + 1
*
[ -6 ] 
f(z) = -11/162*z^3 + 65/18*z + 1
*
[ 9 ] 
f(z) = -7/162*z^3 + 79/18*z + 1
*
[ 9 ] 
f(z) = -5/162*z^3 + 61/18*z + 1
*
[ 13 ] 
f(z) = -5/169*z^3 + 77/13*z + 1
*
[ -13 ] 
f(z) = -5/169*z^3 + 79/13*z + 1
*
[ 13 ] 
f(z) = -4/169*z^3 + 64/13*z + 1
*
[ -13 ] 
f(z) = -4/169*z^3 + 66/13*z + 1
*
24 | 0.11236641036094117176000932065153699766 | 0.017111621077817039720529288711944048040
f(z) = -1/162*z^3 + 79/18*z + 1
*
[ -4 ] 
f(z) = -19/160*z^3 + 63/20*z + 1
*
-6 | 0.14661429608973658969569915916118646098 | 0.023275992605102771045798212187846006028
f(z) = -19/168*z^3 + 68/21*z + 1
*
[ -5/3 ] 
f(z) = -18/175*z^3 + 66/35*z + 1
*
6 | 0.12411382135037011561038136828033450052 | 0.019484419253133155278975718302818994571
f(z) = -17/168*z^3 + 73/21*z + 1
*
[ -5/4 ] 
f(z) = -16/175*z^3 + 68/35*z + 1
*
[ -5/2 ] 
f(z) = -16/175*z^3 + 69/35*z + 1
*
-6 | 0.15695653646738630582583495188876361335 | 0.025288748308313822624030763517840753163
f(z) = -13/168*z^3 + 62/21*z + 1
*
[ 6 ] 
f(z) = -13/168*z^3 + 76/21*z + 1
*
[ -13/6 ] 
f(z) = -12/169*z^3 + 70/39*z + 1
*
[ -5/2 ] 
f(z) = -12/175*z^3 + 64/35*z + 1
*
[ 6 ] 
f(z) = -11/168*z^3 + 67/21*z + 1
*
[ -6 ] 
f(z) = -11/168*z^3 + 74/21*z + 1
*
[ 20/3 ] 
f(z) = -9/160*z^3 + 67/20*z + 1
*
[ -20/3 ] 
f(z) = -9/160*z^3 + 73/20*z + 1
*
[ -5/3 ] 
f(z) = -9/175*z^3 + 61/35*z + 1
*
[ 5 ] 
f(z) = -9/175*z^3 + 73/35*z + 1
*
[ 5 ] 
f(z) = -8/175*z^3 + 68/35*z + 1
*
[ 13/2 ] 
f(z) = -6/169*z^3 + 61/26*z + 1
*
[ -13/2 ] 
f(z) = -6/169*z^3 + 69/26*z + 1
*
[ -13/3 ] 
f(z) = -6/169*z^3 + 74/39*z + 1
*
[ -5 ] 
f(z) = -6/175*z^3 + 72/35*z + 1
*
-10 | 0.15156233928854935182876837728702865098 | 0.023793515738647461177236377078654861638
f(z) = -5/168*z^3 + 73/21*z + 1
*
[ -5 ] 
f(z) = -4/175*z^3 + 62/35*z + 1
*
[ -13/3 ] 
f(z) = -3/169*z^3 + 61/39*z + 1
*
[ 20 ] 
f(z) = -1/160*z^3 + 69/20*z + 1
*
[ -20 ] 
f(z) = -1/160*z^3 + 71/20*z + 1
*
[ 12 ] 
f(z) = -1/162*z^3 + 65/36*z + 1
*
[ -12 ] 
f(z) = -1/162*z^3 + 71/36*z + 1
*
6 | 0.15690597429397296628905805535705579208 | 0.024740298069791931401807113978025370933
f(z) = -1/168*z^3 + 71/21*z + 1
*
[ -2 ] 
f(z) = -19/160*z^3 + 79/40*z + 1
*
[ -2 ] 
f(z) = -17/160*z^3 + 77/40*z + 1
*
[ -2 ] 
f(z) = -13/160*z^3 + 73/40*z + 1
*
[ 3 ] 
f(z) = -13/171*z^3 + 77/57*z + 1
*
[ -2 ] 
f(z) = -13/176*z^3 + 79/44*z + 1
*
[ 13/4 ] 
f(z) = -12/169*z^3 + 75/52*z + 1
*
[ -2 ] 
f(z) = -11/160*z^3 + 71/40*z + 1
*
[ 3 ] 
f(z) = -11/171*z^3 + 71/57*z + 1
*
[ 3 ] 
f(z) = -10/171*z^3 + 68/57*z + 1
*
[ -8/3 ] 
f(z) = -9/160*z^3 + 71/40*z + 1
*
[ -10/3 ] 
f(z) = -9/160*z^3 + 77/40*z + 1
*
[ 4 ] 
f(z) = -9/176*z^3 + 69/44*z + 1
*
[ -2 ] 
f(z) = -9/176*z^3 + 75/44*z + 1
*
[ 3 ] 
f(z) = -8/171*z^3 + 62/57*z + 1
*
[ -2 ] 
f(z) = -7/160*z^3 + 67/40*z + 1
*
[ 4 ] 
f(z) = -7/176*z^3 + 61/44*z + 1
*
[ -2 ] 
f(z) = -7/176*z^3 + 73/44*z + 1
*
24/5 | 0.15258556137175964502745066395238924566 | 0.021743559359081125822640101912354089087
f(z) = -5/162*z^3 + 62/45*z + 1
*
36/5 | 0.21397982390071752868847177938870261543 | 0.029579013422521227499269427395335907536
f(z) = -5/162*z^3 + 77/45*z + 1
*
[ -2 ] 
f(z) = -5/176*z^3 + 71/44*z + 1
*
[ -4 ] 
f(z) = -5/176*z^3 + 75/44*z + 1
*
[ -4 ] 
f(z) = -3/176*z^3 + 67/44*z + 1
*
[ -2 ] 
f(z) = -3/176*z^3 + 69/44*z + 1
*
[ -13/2 ] 
f(z) = -1/169*z^3 + 73/52*z + 1
*
[ -3 ] 
f(z) = -1/171*z^3 + 79/57*z + 1
*
[ -2 ] 
f(z) = -1/176*z^3 + 67/44*z + 1
*
-22 | 0.13892131911069091754596996932282139376 | 0.024136125968733536269277589018289127003
f(z) = -1/176*z^3 + 79/44*z + 1
*
[ 13/5 ] 
f(z) = -15/169*z^3 + 79/65*z + 1
*
[ 13/5 ] 
f(z) = -10/169*z^3 + 66/65*z + 1
*
[ 9/2 ] 
f(z) = -1/162*z^3 + 65/72*z + 1
*
[ 2 ] 
f(z) = -19/164*z^3 + 79/82*z + 1
*
[ 2 ] 
f(z) = -17/164*z^3 + 75/82*z + 1
*
[ 2 ] 
f(z) = -17/172*z^3 + 77/86*z + 1
*
[ 2 ] 
f(z) = -15/164*z^3 + 71/82*z + 1
*
[ 2 ] 
f(z) = -15/172*z^3 + 73/86*z + 1
*
[ 13/7 ] 
f(z) = -14/169*z^3 + 68/91*z + 1
*
[ 2 ] 
f(z) = -13/164*z^3 + 67/82*z + 1
*
[ 2 ] 
f(z) = -13/172*z^3 + 69/86*z + 1
*
[ 2 ] 
f(z) = -11/164*z^3 + 63/82*z + 1
*
[ 2 ] 
f(z) = -11/172*z^3 + 65/86*z + 1
*
[ 2 ] 
f(z) = -9/172*z^3 + 61/86*z + 1
*
24/5 | 0.17079190540693962758117146198830862476 | 0.025502617888873777672675609768589277077
f(z) = -5/162*z^3 + 79/90*z + 1
*
[ 4 ] 
f(z) = -1/168*z^3 + 71/84*z + 1
*
[ 13/9 ] 
f(z) = -18/169*z^3 + 62/117*z + 1
*
[ 5/3 ] 
f(z) = -12/175*z^3 + 62/105*z + 1
*
[ 13/6 ] 
f(z) = -4/169*z^3 + 76/117*z + 1
*
-2/3 | 0.13385131711259003088466890134799271243 | 0.021350974854298734006442310972271138296
f(z) = -15/176*z^3 + 71/132*z + 1
*
-6 | 0.17390574806909872249956150384704517238 | 0.027740162249715269629767798112992269124
f(z) = -7/176*z^3 + 79/132*z + 1
*
11/4 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = -16/165*z^3 + 61/165*z + 1
*
-3/4 | 0.13652903830364332812603559213747670477 | 0.026739227632085310009469789603026468200
f(z) = -16/165*z^3 + 64/165*z + 1
*
-7/2 | 0.13122941418681801111305225149479895928 | 0.025408490274211196872397244288522345016
f(z) = -16/175*z^3 + 71/175*z + 1
*
3 | 0.10810910942644389809855244616916799505 | 0.021098725490852176957403153043959615092
f(z) = -13/168*z^3 + 61/168*z + 1
*
[ 3/2 ] 
f(z) = -8/165*z^3 + 73/165*z + 1
*
[ 3/2 ] 
f(z) = -8/177*z^3 + 77/177*z + 1
*
[ 3/2 ] 
f(z) = -4/165*z^3 + 64/165*z + 1
*
[ 3/2 ] 
f(z) = -4/177*z^3 + 68/177*z + 1
*
-7 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = -1/168*z^3 + 73/168*z + 1
*
[ 4/3 ] 
f(z) = -17/160*z^3 + 79/180*z + 1
*
[ 4/3 ] 
f(z) = -13/160*z^3 + 71/180*z + 1
*
[ 4/3 ] 
f(z) = -11/160*z^3 + 67/180*z + 1
*
-12 | 0.20021481878568234429552549321100702679 | 0.027530782553144335968569748097922887872
f(z) = -1/160*z^3 + 77/180*z + 1
*
[ 14/11 ] 
f(z) = -11/168*z^3 + 74/231*z + 1
*
[ 3/2 ] 
f(z) = -1/171*z^3 + 79/228*z + 1
*
8/3 | 0.16883556307911472727207193763766966468 | 0.026931403736440924972761173692931570473
f(z) = -15/176*z^3 + 61/264*z + 1
*
[ 13/10 ] 
f(z) = -5/169*z^3 + 73/260*z + 1
*
[ 5/4 ] 
f(z) = -6/175*z^3 + 71/280*z + 1
*
[ 5/4 ] 
f(z) = -2/175*z^3 + 61/280*z + 1
*
[ -13/2 ] 
f(z) = -20/169*z^3 + 80/13*z + 1
*
[ 6 ] 
f(z) = -19/162*z^3 + 91/18*z + 1
*
[ -6 ] 
f(z) = -19/162*z^3 + 97/18*z + 1
*
[ 6 ] 
f(z) = -17/162*z^3 + 83/18*z + 1
*
[ -6 ] 
f(z) = -17/162*z^3 + 89/18*z + 1
*
[ -9 ] 
f(z) = -7/162*z^3 + 83/18*z + 1
*
[ 13 ] 
f(z) = -6/169*z^3 + 90/13*z + 1
*
[ -13 ] 
f(z) = -6/169*z^3 + 92/13*z + 1
*
30 | 0.084807425959368065640950075636172298858 | 0.012772441545867561853414326475012405219
f(z) = -1/162*z^3 + 85/18*z + 1
*
-6 | 0.081578206112211544095958090406472780085 | 0.012046512468929906357563132138541732783
f(z) = -1/162*z^3 + 97/18*z + 1
*
6 | 0.18402121786979049373334995276431051856 | 0.028371362329386244851865651733611486789
f(z) = -19/168*z^3 + 82/21*z + 1
*
-6 | 0.13391027621927568676517587577874176175 | 0.020388046248143280556046130408789964988
f(z) = -19/168*z^3 + 89/21*z + 1
*
[ 6 ] 
f(z) = -17/168*z^3 + 94/21*z + 1
*
[ 13/3 ] 
f(z) = -15/169*z^3 + 95/39*z + 1
*
[ 5 ] 
f(z) = -13/175*z^3 + 93/35*z + 1
*
[ 13/3 ] 
f(z) = -12/169*z^3 + 82/39*z + 1
*
[ 5 ] 
f(z) = -12/175*z^3 + 88/35*z + 1
*
[ 5 ] 
f(z) = -11/175*z^3 + 83/35*z + 1
*
[ -5 ] 
f(z) = -11/175*z^3 + 97/35*z + 1
*
[ 13/2 ] 
f(z) = -10/169*z^3 + 87/26*z + 1
*
[ -13/2 ] 
f(z) = -10/169*z^3 + 95/26*z + 1
*
[ -5 ] 
f(z) = -9/175*z^3 + 87/35*z + 1
*
[ -5 ] 
f(z) = -8/175*z^3 + 82/35*z + 1
*
28 | 0.13738698511414401610920896300435571289 | 0.021142046767731265116272934787807454170
f(z) = -1/160*z^3 + 83/20*z + 1
*
-12 | 0.19690365760565403252145103466650876589 | 0.029450755731315810418186267819133448894
f(z) = -1/162*z^3 + 89/36*z + 1
*
-30 | 0.092376265107911498158640282355900272772 | 0.013926101398124594289223584198538435354
f(z) = -1/168*z^3 + 95/21*z + 1
*
[ 3 ] 
f(z) = -20/171*z^3 + 98/57*z + 1
*
[ -2 ] 
f(z) = -19/176*z^3 + 85/44*z + 1
*
[ 3 ] 
f(z) = -17/171*z^3 + 89/57*z + 1
*
[ -2 ] 
f(z) = -17/176*z^3 + 83/44*z + 1
*
[ -13/8 ] 
f(z) = -16/169*z^3 + 97/52*z + 1
*
[ 3 ] 
f(z) = -16/171*z^3 + 86/57*z + 1
*
[ -2 ] 
f(z) = -15/176*z^3 + 81/44*z + 1
*
[ 4 ] 
f(z) = -15/176*z^3 + 93/44*z + 1
*
[ 3 ] 
f(z) = -14/171*z^3 + 80/57*z + 1
*
[ 4 ] 
f(z) = -13/176*z^3 + 85/44*z + 1
*
[ -13/6 ] 
f(z) = -9/169*z^3 + 89/52*z + 1
*
[ -4/3 ] 
f(z) = -9/176*z^3 + 81/44*z + 1
*
[ -3 ] 
f(z) = -7/171*z^3 + 97/57*z + 1
*
[ -4 ] 
f(z) = -7/176*z^3 + 83/44*z + 1
*
[ -3 ] 
f(z) = -5/171*z^3 + 91/57*z + 1
*
[ -13/4 ] 
f(z) = -4/169*z^3 + 81/52*z + 1
*
[ -3 ] 
f(z) = -4/171*z^3 + 88/57*z + 1
*
[ -3/2 ] 
f(z) = -4/171*z^3 + 98/57*z + 1
*
[ 8 ] 
f(z) = -3/160*z^3 + 83/40*z + 1
*
6 | 0.093164012937676244584128360051628212815 | 0.015919478736365679468798417535662887182
f(z) = -3/160*z^3 + 87/40*z + 1
*
[ -8 ] 
f(z) = -3/160*z^3 + 93/40*z + 1
*
[ 13/2 ] 
f(z) = -3/169*z^3 + 83/52*z + 1
*
[ -13/2 ] 
f(z) = -3/169*z^3 + 99/52*z + 1
*
[ -3 ] 
f(z) = -2/171*z^3 + 82/57*z + 1
*
[ 13/5 ] 
f(z) = -20/169*z^3 + 92/65*z + 1
*
[ 5/2 ] 
f(z) = -18/175*z^3 + 87/70*z + 1
*
[ 10/3 ] 
f(z) = -9/175*z^3 + 89/70*z + 1
*
[ 2 ] 
f(z) = -19/172*z^3 + 81/86*z + 1
*
[ 8/3 ] 
f(z) = -9/176*z^3 + 87/88*z + 1
*
[ 13/6 ] 
f(z) = -8/169*z^3 + 89/117*z + 1
*
[ 14/5 ] 
f(z) = -5/168*z^3 + 92/105*z + 1
*
[ 13/4 ] 
f(z) = -2/169*z^3 + 85/104*z + 1
*
-6 | 0.14047655824815808654774139077396944319 | 0.022753713180859074467088698527574128706
f(z) = -7/160*z^3 + 89/120*z + 1
*
-24/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = -7/162*z^3 + 85/126*z + 1
*
[ 8/3 ] 
f(z) = -3/160*z^3 + 91/120*z + 1
*
[ 13/6 ] 
f(z) = -3/169*z^3 + 97/156*z + 1
*
[ 5/2 ] 
f(z) = -3/175*z^3 + 99/140*z + 1
*
[ 5/2 ] 
f(z) = -1/175*z^3 + 89/140*z + 1
*
[ 3/2 ] 
f(z) = -16/177*z^3 + 95/177*z + 1
*
[ 5/3 ] 
f(z) = -9/160*z^3 + 89/160*z + 1
*
[ 5/3 ] 
f(z) = -9/170*z^3 + 93/170*z + 1
*
-15/2 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = -4/165*z^3 + 82/165*z + 1
*
[ 2 ] 
f(z) = -3/166*z^3 + 95/166*z + 1
*
[ 2 ] 
f(z) = -3/170*z^3 + 97/170*z + 1
*
[ 2 ] 
f(z) = -1/162*z^3 + 85/162*z + 1
*
[ 2 ] 
f(z) = -1/166*z^3 + 87/166*z + 1
*
-8 | 0.10021566762694518244799098797655671426 | 0.019558230313441114751001061876664436051
f(z) = -1/168*z^3 + 85/168*z + 1
*
[ 2 ] 
f(z) = -1/170*z^3 + 89/170*z + 1
*
[ 2 ] 
f(z) = -1/174*z^3 + 91/174*z + 1
*
[ 2 ] 
f(z) = -1/178*z^3 + 93/178*z + 1
*
[ 4/3 ] 
f(z) = -19/160*z^3 + 83/180*z + 1
*
[ 13/8 ] 
f(z) = -4/169*z^3 + 93/208*z + 1
*
[ 3/2 ] 
f(z) = -7/171*z^3 + 97/228*z + 1
*
[ 3/2 ] 
f(z) = -5/171*z^3 + 91/228*z + 1
*
[ 13/10 ] 
f(z) = -15/169*z^3 + 99/260*z + 1
*
-9 | 0.16055045682849543190162665553388591063 | 0.023369608241004045132678458947756542310
f(z) = -11/162*z^3 + 107/18*z + 1
*
[ 9 ] 
f(z) = -11/162*z^3 + 115/18*z + 1
*
[ -9 ] 
f(z) = -11/162*z^3 + 119/18*z + 1
*
[ 13 ] 
f(z) = -8/169*z^3 + 116/13*z + 1
*
[ -13 ] 
f(z) = -8/169*z^3 + 118/13*z + 1
*
[ 13 ] 
f(z) = -7/169*z^3 + 103/13*z + 1
*
[ -13 ] 
f(z) = -7/169*z^3 + 105/13*z + 1
*
[ 6 ] 
f(z) = -19/168*z^3 + 103/21*z + 1
*
[ -6 ] 
f(z) = -19/168*z^3 + 110/21*z + 1
*
[ 5 ] 
f(z) = -18/175*z^3 + 118/35*z + 1
*
[ -6 ] 
f(z) = -17/168*z^3 + 101/21*z + 1
*
[ 5 ] 
f(z) = -17/175*z^3 + 113/35*z + 1
*
[ 5 ] 
f(z) = -16/175*z^3 + 108/35*z + 1
*
[ -13/3 ] 
f(z) = -15/169*z^3 + 113/39*z + 1
*
[ 13/2 ] 
f(z) = -14/169*z^3 + 113/26*z + 1
*
[ -5 ] 
f(z) = -13/175*z^3 + 107/35*z + 1
*
[ -13/3 ] 
f(z) = -12/169*z^3 + 100/39*z + 1
*
[ -5 ] 
f(z) = -12/175*z^3 + 102/35*z + 1
*
-14 | 0.16184127508178478690077218138555834267 | 0.024104433207472750961707161446113343110
f(z) = -5/168*z^3 + 103/21*z + 1
*
14 | 0.16291551346248243769451476996232343497 | 0.023782848594473904592699931707605072724
f(z) = -5/168*z^3 + 118/21*z + 1
*
-12 | 0.091307750890515174698929969638488155234 | 0.013290690103472841147204127116197020668
f(z) = -1/162*z^3 + 107/36*z + 1
*
10 | 0.18283112664523976306884513152683571007 | 0.029235070570980451508993712500188356818
f(z) = -1/175*z^3 + 104/35*z + 1
*
[ 13/4 ] 
f(z) = -20/169*z^3 + 101/52*z + 1
*
[ -3/2 ] 
f(z) = -20/171*z^3 + 110/57*z + 1
*
[ 4 ] 
f(z) = -19/176*z^3 + 109/44*z + 1
*
[ 4 ] 
f(z) = -17/176*z^3 + 101/44*z + 1
*
[ -3/2 ] 
f(z) = -16/171*z^3 + 107/57*z + 1
*
[ -4 ] 
f(z) = -15/176*z^3 + 115/44*z + 1
*
[ -3 ] 
f(z) = -14/171*z^3 + 118/57*z + 1
*
[ -3 ] 
f(z) = -13/171*z^3 + 115/57*z + 1
*
[ -4 ] 
f(z) = -13/176*z^3 + 107/44*z + 1
*
[ -13/4 ] 
f(z) = -12/169*z^3 + 107/52*z + 1
*
[ -3 ] 
f(z) = -11/171*z^3 + 109/57*z + 1
*
[ -3 ] 
f(z) = -10/171*z^3 + 106/57*z + 1
*
[ -3 ] 
f(z) = -8/171*z^3 + 100/57*z + 1
*
[ -3/2 ] 
f(z) = -8/171*z^3 + 101/57*z + 1
*
-8 | 0.096545036401407891349091682386717663169 | 0.015933829579799068669221414617295868539
f(z) = -7/160*z^3 + 107/40*z + 1
*
[ 13/2 ] 
f(z) = -5/169*z^3 + 109/52*z + 1
*
[ 10 ] 
f(z) = -3/160*z^3 + 111/40*z + 1
*
[ -10 ] 
f(z) = -3/160*z^3 + 119/40*z + 1
*
-6 | 0.099787214223413283162732307924987009685 | 0.016418737765062388224648089665700685481
f(z) = -1/160*z^3 + 109/40*z + 1
*
14 | 0.13321770832306135784304611499630799692 | 0.021727742165710068849826778921383579477
f(z) = -1/176*z^3 + 115/44*z + 1
*
-9/2 | 0.11697864164463759421816577468093710338 | 0.016981550579787093218032924283297101510
f(z) = -13/162*z^3 + 109/72*z + 1
*
9/2 | 0.17123110034429733206484455181291368139 | 0.024924274977285854355686951027744220097
f(z) = -11/162*z^3 + 107/72*z + 1
*
[ -13/5 ] 
f(z) = -10/169*z^3 + 116/65*z + 1
*
[ 9/2 ] 
f(z) = -7/162*z^3 + 119/72*z + 1
*
[ -5/2 ] 
f(z) = -6/175*z^3 + 113/70*z + 1
*
[ 9/2 ] 
f(z) = -5/162*z^3 + 101/72*z + 1
*
[ -13/5 ] 
f(z) = -5/169*z^3 + 103/65*z + 1
*
[ 20/3 ] 
f(z) = -3/160*z^3 + 101/60*z + 1
*
[ -20/3 ] 
f(z) = -3/160*z^3 + 119/60*z + 1
*
[ -5/2 ] 
f(z) = -2/175*z^3 + 103/70*z + 1
*
[ 12 ] 
f(z) = -1/160*z^3 + 109/60*z + 1
*
[ -12 ] 
f(z) = -1/160*z^3 + 119/60*z + 1
*
[ 10 ] 
f(z) = -1/175*z^3 + 103/70*z + 1
*
[ -10 ] 
f(z) = -1/175*z^3 + 117/70*z + 1
*
[ 18/5 ] 
f(z) = -5/162*z^3 + 101/90*z + 1
*
39/5 | 0.091314142117448884002170934507125691335 | 0.013255887580982255082534650428983184651
f(z) = -5/162*z^3 + 109/90*z + 1
*
[ 4 ] 
f(z) = -5/168*z^3 + 103/84*z + 1
*
[ -4 ] 
f(z) = -1/168*z^3 + 113/84*z + 1
*
[ 8 ] 
f(z) = -1/176*z^3 + 109/88*z + 1
*
[ 13/6 ] 
f(z) = -16/169*z^3 + 115/117*z + 1
*
[ 13/4 ] 
f(z) = -6/169*z^3 + 111/104*z + 1
*
2 | 0.15655013163476303728578627817395922375 | 0.023184813835049068101567322749025386471
f(z) = -5/168*z^3 + 107/105*z + 1
*
[ 13/3 ] 
f(z) = -2/169*z^3 + 116/117*z + 1
*
[ 13/3 ] 
f(z) = -1/169*z^3 + 103/117*z + 1
*
[ 6 ] 
f(z) = -1/171*z^3 + 119/114*z + 1
*
-6 | 0.18948545958080517641789572066615303657 | 0.026940397368524626027205093729979457942
f(z) = -7/162*z^3 + 109/126*z + 1
*
[ 18/7 ] 
f(z) = -7/162*z^3 + 113/126*z + 1
*
10 | 0.13321640404435391911455242099806273888 | 0.021249698204602622779192106192713323513
f(z) = -3/176*z^3 + 115/132*z + 1
*
-4/7 | 0.16149470515258372619865484470942280350 | 0.023001392089025457276741383408910645793
f(z) = -7/160*z^3 + 107/140*z + 1
*
[ 3/2 ] 
f(z) = -20/177*z^3 + 104/177*z + 1
*
3 | 0.11808972075805159753861141753739318658 | 0.023046555602798055561229992170628607334
f(z) = -19/168*z^3 + 115/168*z + 1
*
[ 7/4 ] 
f(z) = -16/161*z^3 + 118/161*z + 1
*
-15/4 | 0.10875108469477036407166640520950729499 | 0.021298912268190016503062864578398927661
f(z) = -16/165*z^3 + 104/165*z + 1
*
[ 2 ] 
f(z) = -9/166*z^3 + 119/166*z + 1
*
[ 2 ] 
f(z) = -7/162*z^3 + 109/162*z + 1
*
[ 2 ] 
f(z) = -7/166*z^3 + 111/166*z + 1
*
[ 2 ] 
f(z) = -7/170*z^3 + 113/170*z + 1
*
[ 2 ] 
f(z) = -7/174*z^3 + 115/174*z + 1
*
[ 2 ] 
f(z) = -7/178*z^3 + 117/178*z + 1
*
[ 2 ] 
f(z) = -5/162*z^3 + 101/162*z + 1
*
[ 2 ] 
f(z) = -5/166*z^3 + 103/166*z + 1
*
[ 2 ] 
f(z) = -5/174*z^3 + 107/174*z + 1
*
[ 2 ] 
f(z) = -5/178*z^3 + 109/178*z + 1
*
[ 2 ] 
f(z) = -3/178*z^3 + 101/178*z + 1
*
[ 3 ] 
f(z) = -1/165*z^3 + 119/165*z + 1
*
[ 18/11 ] 
f(z) = -11/162*z^3 + 113/198*z + 1
*
-44/3 | 0.18071974120357112208794010350986691417 | 0.024850088161865021924575980123036165196
f(z) = -1/160*z^3 + 107/180*z + 1
*
[ 13/8 ] 
f(z) = -12/169*z^3 + 119/208*z + 1
*
-10/3 | 0.20850248286126697346307928996688166767 | 0.029972129782682442554986932184344423678
f(z) = -3/175*z^3 + 103/210*z + 1
*
[ 18/13 ] 
f(z) = -13/162*z^3 + 101/234*z + 1
*
[ 3/2 ] 
f(z) = -13/171*z^3 + 115/228*z + 1
*
[ 3/2 ] 
f(z) = -11/171*z^3 + 109/228*z + 1
*
[ 5/4 ] 
f(z) = -18/175*z^3 + 101/280*z + 1
*
[ 9 ] 
f(z) = -13/162*z^3 + 133/18*z + 1
*
[ -9 ] 
f(z) = -13/162*z^3 + 137/18*z + 1
*
[ 13 ] 
f(z) = -9/169*z^3 + 129/13*z + 1
*
[ -13 ] 
f(z) = -9/169*z^3 + 131/13*z + 1
*
30 | 0.13880641247681225791861946780478242802 | 0.019849293907803686189008223018972297888
f(z) = -1/162*z^3 + 121/18*z + 1
*
[ 5 ] 
f(z) = -19/175*z^3 + 123/35*z + 1
*
[ -5 ] 
f(z) = -19/175*z^3 + 137/35*z + 1
*
[ 13/2 ] 
f(z) = -18/169*z^3 + 139/26*z + 1
*
[ -5 ] 
f(z) = -18/175*z^3 + 132/35*z + 1
*
[ -5 ] 
f(z) = -17/175*z^3 + 127/35*z + 1
*
[ -5 ] 
f(z) = -16/175*z^3 + 122/35*z + 1
*
[ -13/2 ] 
f(z) = -14/169*z^3 + 121/26*z + 1
*
[ 26/3 ] 
f(z) = -9/169*z^3 + 127/26*z + 1
*
[ -26/3 ] 
f(z) = -9/169*z^3 + 133/26*z + 1
*
15/2 | 0.18622902906380230349993698427557338402 | 0.028684865900862870548024396158322257434
f(z) = -8/175*z^3 + 132/35*z + 1
*
-14 | 0.13702540063254178375473304858137370626 | 0.019859550666296663908776152675672666386
f(z) = -5/168*z^3 + 124/21*z + 1
*
2 | 0.13035729695716600648992994264737429880 | 0.018585524365858921162552442048197986794
f(z) = -5/168*z^3 + 139/21*z + 1
*
[ 26 ] 
f(z) = -1/169*z^3 + 129/26*z + 1
*
[ -26 ] 
f(z) = -1/169*z^3 + 131/26*z + 1
*
[ -13/4 ] 
f(z) = -20/169*z^3 + 133/52*z + 1
*
[ -3 ] 
f(z) = -20/171*z^3 + 136/57*z + 1
*
[ -4 ] 
f(z) = -19/176*z^3 + 131/44*z + 1
*
[ -3 ] 
f(z) = -17/171*z^3 + 127/57*z + 1
*
[ -4 ] 
f(z) = -17/176*z^3 + 123/44*z + 1
*
[ -3 ] 
f(z) = -16/171*z^3 + 124/57*z + 1
*
[ -3/4 ] 
f(z) = -16/171*z^3 + 136/57*z + 1
*
-10 | 0.094182843079733414008795097098858231145 | 0.014900537196625736965203460715134385328
f(z) = -7/160*z^3 + 139/40*z + 1
*
[ 13/2 ] 
f(z) = -7/169*z^3 + 135/52*z + 1
*
-24/5 | 0.19800826164562164639508600025929175953 | 0.025352025659256575428122986664886050759
f(z) = -5/162*z^3 + 137/45*z + 1
*
[ -13/2 ] 
f(z) = -5/169*z^3 + 125/52*z + 1
*
[ -13/10 ] 
f(z) = -20/169*z^3 + 128/65*z + 1
*
[ -3/2 ] 
f(z) = -19/162*z^3 + 139/72*z + 1
*
[ 10/3 ] 
f(z) = -18/175*z^3 + 129/70*z + 1
*
[ -3/2 ] 
f(z) = -17/162*z^3 + 137/72*z + 1
*
[ -13/5 ] 
f(z) = -15/169*z^3 + 129/65*z + 1
*
[ -3/2 ] 
f(z) = -13/162*z^3 + 133/72*z + 1
*
[ -3/2 ] 
f(z) = -11/162*z^3 + 131/72*z + 1
*
[ -10/3 ] 
f(z) = -9/175*z^3 + 131/70*z + 1
*
[ -5/4 ] 
f(z) = -8/175*z^3 + 131/70*z + 1
*
[ -3/2 ] 
f(z) = -7/162*z^3 + 127/72*z + 1
*
-30/7 | 0.17868613257380803725408831146537289720 | 0.022943153411616222385121951435445461759
f(z) = -7/162*z^3 + 134/63*z + 1
*
[ -13/6 ] 
f(z) = -6/169*z^3 + 127/78*z + 1
*
[ -3/2 ] 
f(z) = -5/162*z^3 + 125/72*z + 1
*
[ -9/2 ] 
f(z) = -5/162*z^3 + 133/72*z + 1
*
[ -3/2 ] 
f(z) = -1/162*z^3 + 121/72*z + 1
*
[ -2 ] 
f(z) = -7/164*z^3 + 137/82*z + 1
*
-18/5 | 0.17079255754629334694541830898743125378 | 0.024423307335085634987532955832050110803
f(z) = -5/162*z^3 + 121/90*z + 1
*
[ -2 ] 
f(z) = -5/164*z^3 + 133/82*z + 1
*
[ -2 ] 
f(z) = -5/172*z^3 + 139/86*z + 1
*
[ -2 ] 
f(z) = -3/164*z^3 + 129/82*z + 1
*
[ -2 ] 
f(z) = -3/172*z^3 + 135/86*z + 1
*
[ -2 ] 
f(z) = -1/164*z^3 + 125/82*z + 1
*
[ -2 ] 
f(z) = -1/172*z^3 + 131/86*z + 1
*
[ -8 ] 
f(z) = -1/176*z^3 + 131/88*z + 1
*
[ 13/6 ] 
f(z) = -20/169*z^3 + 128/117*z + 1
*
[ 13/4 ] 
f(z) = -10/169*z^3 + 137/104*z + 1
*
-42/5 | 0.077855150471297208795913994451822165728 | 0.011232123949260452533919350470077338982
f(z) = -5/168*z^3 + 128/105*z + 1
*
-6 | 0.16389426391827984887047476025533284803 | 0.026111768845337219962899648002408392297
f(z) = -9/176*z^3 + 133/132*z + 1
*
[ 6 ] 
f(z) = -1/160*z^3 + 127/120*z + 1
*
[ 6 ] 
f(z) = -1/176*z^3 + 137/132*z + 1
*
[ 5/2 ] 
f(z) = -11/175*z^3 + 139/140*z + 1
*
[ 5/2 ] 
f(z) = -9/175*z^3 + 129/140*z + 1
*
4 | 0.15492815530302473279773195825213869357 | 0.022066130542096523318028542881123930589
f(z) = -7/160*z^3 + 123/140*z + 1
*
[ 7/4 ] 
f(z) = -16/175*z^3 + 124/175*z + 1
*
[ 2 ] 
f(z) = -13/162*z^3 + 133/162*z + 1
*
[ 2 ] 
f(z) = -13/166*z^3 + 135/166*z + 1
*
[ 2 ] 
f(z) = -13/170*z^3 + 137/170*z + 1
*
[ 2 ] 
f(z) = -13/174*z^3 + 139/174*z + 1
*
[ 2 ] 
f(z) = -11/162*z^3 + 125/162*z + 1
*
[ 2 ] 
f(z) = -11/166*z^3 + 127/166*z + 1
*
[ 2 ] 
f(z) = -11/170*z^3 + 129/170*z + 1
*
[ 2 ] 
f(z) = -11/174*z^3 + 131/174*z + 1
*
[ 2 ] 
f(z) = -11/178*z^3 + 133/178*z + 1
*
[ 2 ] 
f(z) = -9/170*z^3 + 121/170*z + 1
*
[ 2 ] 
f(z) = -9/178*z^3 + 125/178*z + 1
*
-3/2 | 0.13321640404435391911455242099806273888 | 0.026090447836801129052127851936425345948
f(z) = -8/165*z^3 + 128/165*z + 1
*
[ 5/2 ] 
f(z) = -4/165*z^3 + 124/165*z + 1
*
[ 3 ] 
f(z) = -2/165*z^3 + 128/165*z + 1
*
[ 3 ] 
f(z) = -2/177*z^3 + 136/177*z + 1
*
[ 4 ] 
f(z) = -1/164*z^3 + 139/164*z + 1
*
-11 | 0.13358435967133931014669708476880489426 | 0.026162511988066790532260647333944746506
f(z) = -1/165*z^3 + 136/165*z + 1
*
[ 3 ] 
f(z) = -1/168*z^3 + 121/168*z + 1
*
[ 3 ] 
f(z) = -1/174*z^3 + 125/174*z + 1
*
[ 3 ] 
f(z) = -1/177*z^3 + 127/177*z + 1
*
4 | 0.20930008210471436699323991318042954521 | 0.028780062753238175263340073305415664299
f(z) = -9/160*z^3 + 137/180*z + 1
*
[ 12/5 ] 
f(z) = -5/162*z^3 + 137/180*z + 1
*
[ 3/2 ] 
f(z) = -17/171*z^3 + 127/228*z + 1
*
[ 13/6 ] 
f(z) = -2/169*z^3 + 139/234*z + 1
*
[ 12/7 ] 
f(z) = -7/162*z^3 + 137/252*z + 1
*
-14/3 | 0.16174808005701426352021346958105220398 | 0.023037479807918901763447048811905840354
f(z) = -9/160*z^3 + 123/280*z + 1
*
[ 13 ] 
f(z) = -11/169*z^3 + 155/13*z + 1
*
[ -13 ] 
f(z) = -11/169*z^3 + 157/13*z + 1
*
[ 13 ] 
f(z) = -10/169*z^3 + 142/13*z + 1
*
[ -13 ] 
f(z) = -10/169*z^3 + 144/13*z + 1
*
[ -13/2 ] 
f(z) = -18/169*z^3 + 147/26*z + 1
*
[ 14 ] 
f(z) = -5/168*z^3 + 142/21*z + 1
*
[ -14 ] 
f(z) = -5/168*z^3 + 145/21*z + 1
*
2 | 0.15311899571924151822726804557728942487 | 0.023862456617761719379208191981338162683
f(z) = -13/160*z^3 + 153/40*z + 1
*
-8 | 0.18022438820194478224802467142448235818 | 0.028448752141203348967833381407476136629
f(z) = -11/160*z^3 + 141/40*z + 1
*
[ 22/3 ] 
f(z) = -9/176*z^3 + 159/44*z + 1
*
[ -8 ] 
f(z) = -7/160*z^3 + 157/40*z + 1
*
[ -13/2 ] 
f(z) = -7/169*z^3 + 151/52*z + 1
*
-12 | 0.16320656668121049443142542047268732520 | 0.025594096785811605186070015163186107480
f(z) = -5/176*z^3 + 147/44*z + 1
*
2 | 0.17705962537252336034437772309176829849 | 0.027887186847368839617221081608097403371
f(z) = -3/160*z^3 + 143/40*z + 1
*
-18 | 0.15514533856830162549511474096571922683 | 0.024329932869311252452824140201910769941
f(z) = -1/176*z^3 + 147/44*z + 1
*
[ -13/5 ] 
f(z) = -20/169*z^3 + 142/65*z + 1
*
[ -5/2 ] 
f(z) = -18/175*z^3 + 143/70*z + 1
*
[ -5/6 ] 
f(z) = -18/175*z^3 + 159/70*z + 1
*
[ 9/2 ] 
f(z) = -11/162*z^3 + 155/72*z + 1
*
15/2 | 0.18283101720210419988594716950459034973 | 0.027376707282023909054041450628034149459
f(z) = -8/175*z^3 + 159/70*z + 1
*
[ -9/2 ] 
f(z) = -7/162*z^3 + 151/72*z + 1
*
[ 10 ] 
f(z) = -2/175*z^3 + 143/70*z + 1
*
[ -10 ] 
f(z) = -2/175*z^3 + 157/70*z + 1
*
[ -2 ] 
f(z) = -17/164*z^3 + 157/82*z + 1
*
[ -2 ] 
f(z) = -15/164*z^3 + 153/82*z + 1
*
[ -2 ] 
f(z) = -15/172*z^3 + 159/86*z + 1
*
[ -2 ] 
f(z) = -13/164*z^3 + 149/82*z + 1
*
[ -2 ] 
f(z) = -13/172*z^3 + 155/86*z + 1
*
[ -2 ] 
f(z) = -11/164*z^3 + 145/82*z + 1
*
[ 4 ] 
f(z) = -11/168*z^3 + 151/84*z + 1
*
[ -2 ] 
f(z) = -11/172*z^3 + 151/86*z + 1
*
[ -2 ] 
f(z) = -9/164*z^3 + 141/82*z + 1
*
[ -2 ] 
f(z) = -9/172*z^3 + 147/86*z + 1
*
[ -8/3 ] 
f(z) = -9/176*z^3 + 153/88*z + 1
*
[ -13/7 ] 
f(z) = -7/169*z^3 + 153/91*z + 1
*
[ -2 ] 
f(z) = -7/172*z^3 + 143/86*z + 1
*
[ -9/5 ] 
f(z) = -5/162*z^3 + 149/90*z + 1
*
[ -18/5 ] 
f(z) = -5/162*z^3 + 151/90*z + 1
*
[ -4 ] 
f(z) = -5/168*z^3 + 145/84*z + 1
*
[ 12 ] 
f(z) = -1/168*z^3 + 149/84*z + 1
*
[ 13/3 ] 
f(z) = -5/169*z^3 + 155/117*z + 1
*
[ 13/3 ] 
f(z) = -4/169*z^3 + 142/117*z + 1
*
[ -13/4 ] 
f(z) = -2/169*z^3 + 149/104*z + 1
*
[ 6 ] 
f(z) = -2/171*z^3 + 143/114*z + 1
*
[ 10 ] 
f(z) = -1/168*z^3 + 157/105*z + 1
*
[ -13/3 ] 
f(z) = -1/169*z^3 + 157/117*z + 1
*
[ -6 ] 
f(z) = -1/171*z^3 + 157/114*z + 1
*
-6 | 0.11335032889832821762440200220798115419 | 0.017852866200003422881659687638777323326
f(z) = -9/160*z^3 + 143/120*z + 1
*
[ 13/6 ] 
f(z) = -15/169*z^3 + 149/156*z + 1
*
[ 5/2 ] 
f(z) = -13/175*z^3 + 149/140*z + 1
*
[ 20/7 ] 
f(z) = -7/160*z^3 + 141/140*z + 1
*
-35/2 | 0.19083953003715879704898147635327338916 | 0.028741430534730147669459269411444698180
f(z) = -1/175*z^3 + 153/140*z + 1
*
[ 2 ] 
f(z) = -19/162*z^3 + 157/162*z + 1
*
[ 2 ] 
f(z) = -19/166*z^3 + 159/166*z + 1
*
[ 2 ] 
f(z) = -17/162*z^3 + 149/162*z + 1
*
[ 2 ] 
f(z) = -17/166*z^3 + 151/166*z + 1
*
[ 2 ] 
f(z) = -17/174*z^3 + 155/174*z + 1
*
[ 2 ] 
f(z) = -17/178*z^3 + 157/178*z + 1
*
[ 2 ] 
f(z) = -15/166*z^3 + 143/166*z + 1
*
[ 2 ] 
f(z) = -15/178*z^3 + 149/178*z + 1
*
[ 2 ] 
f(z) = -13/178*z^3 + 141/178*z + 1
*
-3 | 0.11523829684130398804508384057774842659 | 0.022490067710180260719328966625984702646
f(z) = -11/168*z^3 + 155/168*z + 1
*
[ 7/3 ] 
f(z) = -9/161*z^3 + 141/161*z + 1
*
[ 7/3 ] 
f(z) = -9/175*z^3 + 149/175*z + 1
*
[ 5/2 ] 
f(z) = -8/165*z^3 + 149/165*z + 1
*
-7/2 | 0.12322155349111713331426479164523854887 | 0.023858017372501084850445271922053719413
f(z) = -8/175*z^3 + 148/175*z + 1
*
[ 3 ] 
f(z) = -5/168*z^3 + 157/168*z + 1
*
[ 3 ] 
f(z) = -4/165*z^3 + 146/165*z + 1
*
[ 3 ] 
f(z) = -4/177*z^3 + 154/177*z + 1
*
[ 5 ] 
f(z) = -1/160*z^3 + 153/160*z + 1
*
[ 5 ] 
f(z) = -1/165*z^3 + 157/165*z + 1
*
[ 4 ] 
f(z) = -1/172*z^3 + 145/172*z + 1
*
[ 20/9 ] 
f(z) = -9/160*z^3 + 149/180*z + 1
*
36/5 | 0.18071974120357112208794010350986691417 | 0.024454033092248733527017806801162264031
f(z) = -5/162*z^3 + 143/180*z + 1
*
[ 13/8 ] 
f(z) = -20/169*z^3 + 145/208*z + 1
*
[ 13/4 ] 
f(z) = -1/169*z^3 + 157/208*z + 1
*
[ 20/11 ] 
f(z) = -11/160*z^3 + 149/220*z + 1
*
[ 20/13 ] 
f(z) = -13/160*z^3 + 141/260*z + 1
*
[ 9 ] 
f(z) = -17/162*z^3 + 169/18*z + 1
*
[ -9 ] 
f(z) = -17/162*z^3 + 173/18*z + 1
*
[ 13 ] 
f(z) = -12/169*z^3 + 168/13*z + 1
*
[ -13 ] 
f(z) = -12/169*z^3 + 170/13*z + 1
*
36 | 0.15450739837809741328383228608230374358 | 0.021191596882392534643147516770204142020
f(z) = -1/162*z^3 + 163/18*z + 1
*
4/3 | 0.19946089540203470798860123928582196313 | 0.027712773451797216726206389315172389297
f(z) = -9/160*z^3 + 167/20*z + 1
*
[ 20 ] 
f(z) = -3/160*z^3 + 169/20*z + 1
*
[ -20 ] 
f(z) = -3/160*z^3 + 171/20*z + 1
*
4 | 0.20707166998992459581059313439769451493 | 0.028539599622254727391516545581154852057
f(z) = -1/160*z^3 + 177/20*z + 1
*
-8 | 0.15549328161805081744327789372153826292 | 0.023777236460127595665770045716811423269
f(z) = -13/160*z^3 + 173/40*z + 1
*
[ 8 ] 
f(z) = -9/160*z^3 + 179/40*z + 1
*
[ 13/2 ] 
f(z) = -9/169*z^3 + 161/52*z + 1
*
[ -13/2 ] 
f(z) = -9/169*z^3 + 177/52*z + 1
*
[ -22/3 ] 
f(z) = -9/176*z^3 + 171/44*z + 1
*
-14 | 0.17171889794846538470892414207300628810 | 0.026400874833178684880595384852739200187
f(z) = -3/160*z^3 + 167/40*z + 1
*
[ -22 ] 
f(z) = -1/176*z^3 + 167/44*z + 1
*
[ -10/3 ] 
f(z) = -18/175*z^3 + 171/70*z + 1
*
[ 9/2 ] 
f(z) = -13/162*z^3 + 173/72*z + 1
*
3/2 | 0.14555939935852283188123225041811981428 | 0.019711182013085558570319417857485104378
f(z) = -11/162*z^3 + 179/72*z + 1
*
24/7 | 0.23293859127346777510076708859734947520 | 0.028837036694340463087999674619204581559
f(z) = -7/162*z^3 + 179/63*z + 1
*
3/2 | 0.17123110034429733206484455181291368139 | 0.023295112389579864682023063214083788631
f(z) = -5/162*z^3 + 173/72*z + 1
*
-20/3 | 0.093985597545781691399715932012543428308 | 0.013058206558574723352256569492847971872
f(z) = -3/160*z^3 + 167/60*z + 1
*
-4 | 0.093987248434898662648044304960740733547 | 0.012994707072044612676191362735259093092
f(z) = -3/160*z^3 + 173/60*z + 1
*
[ 26/3 ] 
f(z) = -3/169*z^3 + 173/78*z + 1
*
[ -2 ] 
f(z) = -19/164*z^3 + 161/82*z + 1
*
[ -2 ] 
f(z) = -19/172*z^3 + 167/86*z + 1
*
[ -2 ] 
f(z) = -17/172*z^3 + 163/86*z + 1
*
[ -13/7 ] 
f(z) = -14/169*z^3 + 166/91*z + 1
*
[ 4 ] 
f(z) = -13/168*z^3 + 167/84*z + 1
*
-36/5 | 0.21148124943168443096618054483729105827 | 0.028638105256502632750148482623705200465
f(z) = -5/162*z^3 + 179/90*z + 1
*
[ 8 ] 
f(z) = -3/176*z^3 + 173/88*z + 1
*
15 | 0.20595347312697817396389152524109287762 | 0.028018913000444638749824591506666449090
f(z) = -1/162*z^3 + 173/90*z + 1
*
[ -12 ] 
f(z) = -1/168*z^3 + 163/84*z + 1
*
[ 13/4 ] 
f(z) = -14/169*z^3 + 163/104*z + 1
*
[ -13/4 ] 
f(z) = -6/169*z^3 + 175/104*z + 1
*
[ -5/3 ] 
f(z) = -6/175*z^3 + 178/105*z + 1
*
[ -14/5 ] 
f(z) = -5/168*z^3 + 167/105*z + 1
*
[ -5/3 ] 
f(z) = -3/175*z^3 + 173/105*z + 1
*
[ -13/3 ] 
f(z) = -2/169*z^3 + 170/117*z + 1
*
[ -10 ] 
f(z) = -1/168*z^3 + 178/105*z + 1
*
2 | 0.18735219345148181560490865851270863408 | 0.028804411559399099712813159258247318470
f(z) = -9/160*z^3 + 167/120*z + 1
*
[ -6 ] 
f(z) = -1/160*z^3 + 167/120*z + 1
*
[ 5/2 ] 
f(z) = -19/175*z^3 + 179/140*z + 1
*
[ 5/2 ] 
f(z) = -17/175*z^3 + 169/140*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016468281111155297747778465139011958865
f(z) = -19/160*z^3 + 179/160*z + 1
*
[ 2 ] 
f(z) = -19/170*z^3 + 161/170*z + 1
*
[ 2 ] 
f(z) = -19/174*z^3 + 163/174*z + 1
*
[ 2 ] 
f(z) = -19/178*z^3 + 165/178*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018140173944088234085064885923640810439
f(z) = -18/161*z^3 + 179/161*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016504029461320056582265891115395486421
f(z) = -17/160*z^3 + 177/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018159786089046773718047962887967694791
f(z) = -17/161*z^3 + 178/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013073169398392826851013623505869850589
f(z) = -17/162*z^3 + 179/162*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018179551538254004776935795494420760507
f(z) = -16/161*z^3 + 177/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018184247509822330187221375934070882593
f(z) = -16/163*z^3 + 179/163*z + 1
*
[ 9/4 ] 
f(z) = -16/171*z^3 + 176/171*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018199472413675128054673690494808071044
f(z) = -15/161*z^3 + 176/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018203907304663538035353545027098517920
f(z) = -15/163*z^3 + 178/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016556431601718489085650257788613743899
f(z) = -15/164*z^3 + 179/164*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018223720776223122707293148353626568531
f(z) = -14/163*z^3 + 177/163*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014305832760124463682725796325554221451
f(z) = -14/165*z^3 + 179/165*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016577235368131316643174156302720496722
f(z) = -13/160*z^3 + 173/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018239789142669673640143901529863685795
f(z) = -13/161*z^3 + 174/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013130374369232083383380874266399326530
f(z) = -13/162*z^3 + 175/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018243690051621834940041608718551009305
f(z) = -13/163*z^3 + 176/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016592371303645012154734751296120591313
f(z) = -13/164*z^3 + 177/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014321498900284846114167147666415174966
f(z) = -13/165*z^3 + 178/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015774878655396273627498585186104240369
f(z) = -13/166*z^3 + 179/166*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018260189455127516923046792155921056272
f(z) = -12/161*z^3 + 173/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018263817300194746844122373440620249011
f(z) = -12/163*z^3 + 175/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018270795105732763227040571775510639199
f(z) = -12/167*z^3 + 179/167*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016614725320672236744887588935783791871
f(z) = -11/160*z^3 + 171/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018280754113853482450210876848839829392
f(z) = -11/161*z^3 + 172/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013159661573775883218176196577851967605
f(z) = -11/162*z^3 + 173/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018284104734583690961586136359864271415
f(z) = -11/163*z^3 + 174/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016628878470424625958101128155791788179
f(z) = -11/164*z^3 + 175/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015809121809382617315865342637934106042
f(z) = -11/166*z^3 + 177/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018290548471010618497245386636463247921
f(z) = -11/167*z^3 + 178/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012720506956437639031929732506273954128
f(z) = -11/168*z^3 + 179/168*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018301485462625666444863799792250064555
f(z) = -10/161*z^3 + 171/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018304554611864610258662449603354469841
f(z) = -10/163*z^3 + 173/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018310456244428401894631731935600310158
f(z) = -10/167*z^3 + 177/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018313294577677993358321430455726041076
f(z) = -10/169*z^3 + 179/169*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016652829311052674974408991121389213214
f(z) = -9/160*z^3 + 169/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018322385893144952408658841949614671315
f(z) = -9/161*z^3 + 170/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018325169234711148812131340409828948219
f(z) = -9/163*z^3 + 172/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016665969062924297224854792928945428625
f(z) = -9/164*z^3 + 173/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015843905640817704213974400370799676504
f(z) = -9/166*z^3 + 175/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018330520563230856754082343064546764523
f(z) = -9/167*z^3 + 176/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018333093891016050271513485360790539453
f(z) = -9/169*z^3 + 178/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015860006327532993222122017272261164991
f(z) = -9/170*z^3 + 179/170*z + 1
*
-11/3 | 0.13332205061965645612254163485592863989 | 0.025785216770344669476234636934629478985
f(z) = -9/176*z^3 + 169/176*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018343457846312801822458257773131267257
f(z) = -8/161*z^3 + 169/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018345950952595871834791162703501780965
f(z) = -8/163*z^3 + 171/163*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014400680818500147014539637170893650423
f(z) = -8/165*z^3 + 173/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018350743607077966080230364138079594895
f(z) = -8/167*z^3 + 175/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018353047971660911904553306031695808020
f(z) = -8/169*z^3 + 177/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015740660164554180532369462873714953432
f(z) = -8/171*z^3 + 179/171*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016691565252647889141847688792089368131
f(z) = -7/160*z^3 + 167/160*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.013219798144678446120804567695848615619
f(z) = -7/162*z^3 + 169/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018366902163030565547872400632340279405
f(z) = -7/163*z^3 + 170/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016703659689578402963717830844836365648
f(z) = -7/164*z^3 + 171/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014416698091639488023784425602294835828
f(z) = -7/165*z^3 + 172/165*z + 1
*
[ 3 ] 
f(z) = -7/165*z^3 + 173/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015879245357129420469746172674274487554
f(z) = -7/166*z^3 + 173/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018371127599142591049329263298332218197
f(z) = -7/167*z^3 + 174/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018373158961828740322806323434634388094
f(z) = -7/169*z^3 + 176/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015894308282254086968936659172235805526
f(z) = -7/170*z^3 + 177/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015757678088960079235832097805396055180
f(z) = -7/171*z^3 + 178/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016726459615870690163203502290227695664
f(z) = -7/172*z^3 + 179/172*z + 1
*
[ 3 ] 
f(z) = -7/174*z^3 + 179/174*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018386126338165861577101828680701354372
f(z) = -6/161*z^3 + 167/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018388025312847132416133574225309504385
f(z) = -6/163*z^3 + 169/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018391674807243186603728822346021557853
f(z) = -6/167*z^3 + 173/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018393429046249598829095913217626199187
f(z) = -6/169*z^3 + 175/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018396805133827083376490229315979233625
f(z) = -6/173*z^3 + 179/173*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018407728016756064319867570544157289527
f(z) = -5/161*z^3 + 166/161*z + 1
*
-1 | 0.067816225513928391672595318414093351527 | 0.013250548554669912892900411196777358994
f(z) = -5/162*z^3 + 167/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018409322899520665594623140426028765446
f(z) = -5/163*z^3 + 168/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016741967640859300653400750841086704772
f(z) = -5/164*z^3 + 169/164*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015915283617055217121248990956165380928
f(z) = -5/166*z^3 + 171/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018412387545012930226994986736769902007
f(z) = -5/167*z^3 + 172/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018413860453267643669002404693614627216
f(z) = -5/169*z^3 + 174/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015792114856274467900067664299698790204
f(z) = -5/171*z^3 + 176/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016762768404342840279212857313286943757
f(z) = -5/172*z^3 + 177/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018416694734123678411755292198824431990
f(z) = -5/173*z^3 + 178/173*z + 1
*
[ 3 ] 
f(z) = -5/174*z^3 + 161/174*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.012020954777399292825333188782678161034
f(z) = -5/174*z^3 + 179/174*z + 1
*
[ 3 ] 
f(z) = -5/177*z^3 + 163/177*z + 1
*
[ 7/2 ] 
f(z) = -4/161*z^3 + 164/161*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018429511500670181623200001389351557580
f(z) = -4/161*z^3 + 165/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018430797472536358286101508740092309120
f(z) = -4/163*z^3 + 167/163*z + 1
*
-11/2 | 0.074210907417022203030749769632203399665 | 0.014517035347003503506043876028461750506
f(z) = -4/165*z^3 + 166/165*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014466349442950950945760180436968414880
f(z) = -4/165*z^3 + 169/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018433268173106659154282264655432657838
f(z) = -4/167*z^3 + 171/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018434455455976474421162173557721507370
f(z) = -4/169*z^3 + 173/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015809537418283843555046586266162403944
f(z) = -4/171*z^3 + 175/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018436739807482332096593685368549238066
f(z) = -4/173*z^3 + 177/173*z + 1
*
[ 7/2 ] 
f(z) = -4/175*z^3 + 174/175*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018437839073892748947344090762155658762
f(z) = -4/175*z^3 + 179/175*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016771008454453104195156951611271144929
f(z) = -3/160*z^3 + 163/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018451479497511539577633787246474508421
f(z) = -3/161*z^3 + 164/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018452451634801979278547430625522656836
f(z) = -3/163*z^3 + 166/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016780910926027957484384191760682171197
f(z) = -3/164*z^3 + 167/164*z + 1
*
[ 4 ] 
f(z) = -3/164*z^3 + 171/164*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015951656391931322965541025985730639376
f(z) = -3/166*z^3 + 169/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018454319100447073429474170933342535575
f(z) = -3/167*z^3 + 170/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018455216373390982268462568392140769468
f(z) = -3/169*z^3 + 172/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015964936234509185843328285497144795826
f(z) = -3/170*z^3 + 173/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016799650485308021500069105102710599822
f(z) = -3/172*z^3 + 175/172*z + 1
*
[ 4 ] 
f(z) = -3/172*z^3 + 177/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018456942505887938295383428061799827910
f(z) = -3/173*z^3 + 176/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018457773037798164289856114096235261654
f(z) = -3/175*z^3 + 178/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016808530206898746793834578353489865653
f(z) = -3/176*z^3 + 179/176*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018473634772694934731492506380484450171
f(z) = -2/161*z^3 + 163/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018474288044107725439801869147755571475
f(z) = -2/163*z^3 + 165/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018475542785511727537897499852239647282
f(z) = -2/167*z^3 + 169/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018476145571657094650225957099605368835
f(z) = -2/169*z^3 + 171/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015844800476525130789626040805017903412
f(z) = -2/171*z^3 + 173/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018477305024033159986728824904447473092
f(z) = -2/173*z^3 + 175/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018477862821547172571801535413913254083
f(z) = -2/175*z^3 + 177/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014556655145318045174409695318948533183
f(z) = -2/177*z^3 + 179/177*z + 1
*
-1 | 0.085427327682602408310038861596511471010 | 0.016811755480684641916638126156619013265
f(z) = -1/160*z^3 + 161/160*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018495980151056430029608629470212096964
f(z) = -1/161*z^3 + 162/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013313486272615773943628317929292192474
f(z) = -1/162*z^3 + 163/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018496309414635345622062066280111997586
f(z) = -1/163*z^3 + 164/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016820508312345540561073976525679943100
f(z) = -1/164*z^3 + 165/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014517035347003503506043876028461750506
f(z) = -1/165*z^3 + 166/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015988761343816866373345291973555606815
f(z) = -1/166*z^3 + 167/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018496941737662402001894806109140883439
f(z) = -1/167*z^3 + 168/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012863258031466534980002950212311582799
f(z) = -1/168*z^3 + 169/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018497245465300877096965403466570099480
f(z) = -1/169*z^3 + 170/169*z + 1
*
[ 5 ] 
f(z) = -1/170*z^3 + 161/170*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.016000914618496767445406336505401553756
f(z) = -1/170*z^3 + 171/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015862644919770447589398976703485884428
f(z) = -1/171*z^3 + 172/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016837121983545001103658607265054715375
f(z) = -1/172*z^3 + 173/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018497829600423637959055263904624073605
f(z) = -1/173*z^3 + 174/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.012073881910219266632793088696131026979
f(z) = -1/174*z^3 + 175/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018498110581924654313647861114016303405
f(z) = -1/175*z^3 + 176/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016845017149253897627117656700843647508
f(z) = -1/176*z^3 + 177/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014572392989492052544332179600801473646
f(z) = -1/177*z^3 + 178/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.016024043486834516014127335158330991322
f(z) = -1/178*z^3 + 179/178*z + 1
*
[ 14/3 ] 
f(z) = -1/168*z^3 + 173/189*z + 1
*
5 | 0.16771596458001608721324743603202927982 | 0.024109087757792987590781888332891460390
f(z) = -6/175*z^3 + 173/210*z + 1
*
-40/7 | 0.10599649132565922265534637385799006895 | 0.015096884165576417559540089574586954509
f(z) = -7/160*z^3 + 169/280*z + 1
*
[ 9/4 ] 
f(z) = -1/162*z^3 + 169/288*z + 1
*
[ 9 ] 
f(z) = -19/162*z^3 + 187/18*z + 1
*
[ -9 ] 
f(z) = -19/162*z^3 + 191/18*z + 1
*
[ 13 ] 
f(z) = -14/169*z^3 + 194/13*z + 1
*
[ -13 ] 
f(z) = -14/169*z^3 + 196/13*z + 1
*
[ 18 ] 
f(z) = -5/162*z^3 + 197/18*z + 1
*
[ -18 ] 
f(z) = -5/162*z^3 + 199/18*z + 1
*
-4/3 | 0.22007011258822068753040882505002215108 | 0.029890087666240625298822799044035620418
f(z) = -9/160*z^3 + 197/20*z + 1
*
[ 12 ] 
f(z) = -5/162*z^3 + 193/36*z + 1
*
[ -12 ] 
f(z) = -5/162*z^3 + 199/36*z + 1
*
-4 | 0.15094556562284204425459438246264264465 | 0.020647634220336537751194973380734199353
f(z) = -1/160*z^3 + 187/20*z + 1
*
-30 | 0.20306802457415286038631409601361269556 | 0.029685935722341889020828211355219564791
f(z) = -1/175*z^3 + 187/35*z + 1
*
8 | 0.076511281534949188293104341851292615362 | 0.011507213012649289976067655679547407231
f(z) = -13/160*z^3 + 193/40*z + 1
*
[ 13/2 ] 
f(z) = -11/169*z^3 + 187/52*z + 1
*
-12 | 0.23788318420689336743573577531849206190 | 0.029103931883407948246941503708026961225
f(z) = -5/162*z^3 + 197/45*z + 1
*
26 | 0.17060638329022465253190326558819871498 | 0.025740090263070116500575077449820899793
f(z) = -1/160*z^3 + 189/40*z + 1
*
-35/6 | 0.18283152579722411656056098641359289395 | 0.026727619644776514648167915461069596953
f(z) = -18/175*z^3 + 187/70*z + 1
*
3/2 | 0.17123153238160351186943011107161144860 | 0.023084553599967023859212487731304840326
f(z) = -17/162*z^3 + 185/72*z + 1
*
[ -9/2 ] 
f(z) = -11/162*z^3 + 187/72*z + 1
*
9/2 | 0.14555973519226543079296529506992620413 | 0.019458743435060927981703155029897031579
f(z) = -5/162*z^3 + 197/72*z + 1
*
-44/3 | 0.11588242336007146584865067810297803172 | 0.015739237611469936780726068515621710561
f(z) = -3/160*z^3 + 197/60*z + 1
*
[ -26/3 ] 
f(z) = -3/169*z^3 + 191/78*z + 1
*
[ 10 ] 
f(z) = -3/175*z^3 + 183/70*z + 1
*
[ -10 ] 
f(z) = -3/175*z^3 + 197/70*z + 1
*
15 | 0.16771612634532925462007279410527706677 | 0.024517942481237560687552113589127014107
f(z) = -2/175*z^3 + 187/70*z + 1
*
15/2 | 0.19083988859752286720878738005076703817 | 0.027646965251971588638836829590411517610
f(z) = -2/175*z^3 + 199/70*z + 1
*
12 | 0.17123192413713691100527732394004238301 | 0.022953603292094595492548543694699218714
f(z) = -1/162*z^3 + 193/72*z + 1
*
24 | 0.21966711283870356598368164452659289125 | 0.029325979653490335984057764167576775894
f(z) = -1/162*z^3 + 199/72*z + 1
*
[ 18 ] 
f(z) = -1/168*z^3 + 181/63*z + 1
*
[ -18 ] 
f(z) = -1/168*z^3 + 188/63*z + 1
*
[ 4 ] 
f(z) = -17/168*z^3 + 199/84*z + 1
*
[ -4 ] 
f(z) = -11/168*z^3 + 193/84*z + 1
*
[ 16/3 ] 
f(z) = -9/160*z^3 + 193/80*z + 1
*
-42/5 | 0.091314142117448884002170934507125691335 | 0.012346887423566674166614727968463764530
f(z) = -5/162*z^3 + 181/90*z + 1
*
[ -8 ] 
f(z) = -3/176*z^3 + 195/88*z + 1
*
[ 13/4 ] 
f(z) = -18/169*z^3 + 189/104*z + 1
*
[ -13/8 ] 
f(z) = -8/169*z^3 + 181/104*z + 1
*
[ 13/3 ] 
f(z) = -8/169*z^3 + 194/117*z + 1
*
[ -13/6 ] 
f(z) = -8/169*z^3 + 197/117*z + 1
*
[ 13/3 ] 
f(z) = -7/169*z^3 + 181/117*z + 1
*
[ -6/5 ] 
f(z) = -5/168*z^3 + 197/105*z + 1
*
[ -13/6 ] 
f(z) = -4/169*z^3 + 184/117*z + 1
*
[ -13/3 ] 
f(z) = -4/169*z^3 + 196/117*z + 1
*
[ 6 ] 
f(z) = -4/171*z^3 + 191/114*z + 1
*
[ -6 ] 
f(z) = -2/171*z^3 + 181/114*z + 1
*
[ -3/2 ] 
f(z) = -2/171*z^3 + 193/114*z + 1
*
-6 | 0.16034616210536920228355323439404583380 | 0.024041713476041497992917131626292946992
f(z) = -11/160*z^3 + 197/120*z + 1
*
[ 6 ] 
f(z) = -3/176*z^3 + 191/132*z + 1
*
[ -6 ] 
f(z) = -1/176*z^3 + 181/132*z + 1
*
-4 | 0.17339028076920925573351211793482687410 | 0.023615795402706645920087053606230444417
f(z) = -7/160*z^3 + 193/140*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018101401283311378796176349434561885975
f(z) = -20/161*z^3 + 181/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018107103974332966838341636266833521314
f(z) = -20/163*z^3 + 183/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018118083590833893796132588042646843052
f(z) = -20/167*z^3 + 187/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018123370715430524372656474422267342786
f(z) = -20/169*z^3 + 189/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015546196943242316236995210259762997258
f(z) = -20/171*z^3 + 191/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018133563329497697575889037618523704426
f(z) = -20/173*z^3 + 193/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014292650853231266539574934670080037216
f(z) = -20/177*z^3 + 197/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018147963000253255086860362865569565608
f(z) = -20/179*z^3 + 199/179*z + 1
*
-1 | 0.094100080833045611035409362504692145335 | 0.018120713022468955096016073774111215617
f(z) = -19/161*z^3 + 180/161*z + 1
*
-1 | 0.067815573374574672308348471414970722509 | 0.013045226912068022901168149576765589961
f(z) = -19/162*z^3 + 181/162*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018126169525607192035399426898005782624
f(z) = -19/163*z^3 + 182/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016486193794618993315804203862704919204
f(z) = -19/164*z^3 + 183/164*z + 1
*
-1 | 0.074210907417022203030749769632203399665 | 0.014230454768065527432025875354213517404
f(z) = -19/165*z^3 + 184/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015675249804381900232937713401530344288
f(z) = -19/166*z^3 + 185/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018136673878521124771475163174058622567
f(z) = -19/167*z^3 + 186/167*z + 1
*
-1 | 0.065986177228923191859485698028004784971 | 0.012614186028620453558338031140218455679
f(z) = -19/168*z^3 + 187/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018141731546870254576491147874403286879
f(z) = -19/169*z^3 + 188/169*z + 1
*
-1 | 0.082271971703989209268881920167628447076 | 0.015695525073533731159910515515946517892
f(z) = -19/170*z^3 + 189/170*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016519817633638609639194057187179038271
f(z) = -19/172*z^3 + 191/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018151480709192846291102326163892067805
f(z) = -19/173*z^3 + 192/173*z + 1
*
-1 | 0.062359015940709313293525674430781485464 | 0.011849266003189447808542310058408498805
f(z) = -19/174*z^3 + 193/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018156180712218280572288565098731847759
f(z) = -19/175*z^3 + 194/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016535622664846470966322452017957599864
f(z) = -19/176*z^3 + 195/176*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014306235756524685369155580874358818632
f(z) = -19/177*z^3 + 196/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015733426156487842276238485937433307403
f(z) = -19/178*z^3 + 197/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018165251404777440367366102025255142181
f(z) = -19/179*z^3 + 198/179*z + 1
*
[ 7/3 ] 
f(z) = -18/161*z^3 + 190/161*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018145380646563254961062588621930834124
f(z) = -18/163*z^3 + 181/163*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018155402882231855088652814772605025091
f(z) = -18/167*z^3 + 185/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018160227842401160097023420017518528661
f(z) = -18/169*z^3 + 187/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018169527373506286678143064377642448439
f(z) = -18/173*z^3 + 191/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018174010110633154781028071674181209530
f(z) = -18/175*z^3 + 193/175*z + 1
*
[ 7/3 ] 
f(z) = -18/175*z^3 + 198/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018182660567418409240911865120760904349
f(z) = -18/179*z^3 + 197/179*z + 1
*
-1 | 0.094328707422347450630832080854087960678 | 0.018164739305734267986346230147899618143
f(z) = -17/163*z^3 + 180/163*z + 1
*
-1 | 0.085884598286127806476970485215709438502 | 0.016521044018989281521830925402358937528
f(z) = -17/164*z^3 + 181/164*z + 1
*
-1 | 0.074209873800601313308568572429468832210 | 0.014260141898911860624243870930181719977
f(z) = -17/165*z^3 + 182/165*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.015707956451948722067209356656319135202
f(z) = -17/166*z^3 + 183/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018174272435593304242987504513073505576
f(z) = -17/167*z^3 + 184/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012640366491560760068403080135144015614
f(z) = -17/168*z^3 + 185/168*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018178861372728103524188260948642898193
f(z) = -17/169*z^3 + 186/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015593198147095169983227905246387800338
f(z) = -17/171*z^3 + 188/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016552992531698702269320873519188726997
f(z) = -17/172*z^3 + 189/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018187704975544100919364981727607032814
f(z) = -17/173*z^3 + 190/173*z + 1
*
-1 | 0.062357982324288423571344477228046918009 | 0.011872569693592655655651079411225100763
f(z) = -17/174*z^3 + 191/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018191967454913414669718126790854487572
f(z) = -17/175*z^3 + 192/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016568015194232058862042376443104648150
f(z) = -17/176*z^3 + 193/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014334286156020598490455917449065884361
f(z) = -17/177*z^3 + 194/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015763873069320203107347286589583883429
f(z) = -17/178*z^3 + 195/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018200191983356205398938993728066635724
f(z) = -17/179*z^3 + 196/179*z + 1
*
[ 5/2 ] 
f(z) = -16/165*z^3 + 199/165*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018193284406986683911734143912725923580
f(z) = -16/167*z^3 + 183/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018197633941744183718808273068310993162
f(z) = -16/169*z^3 + 185/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015609096100411009737386584655586487137
f(z) = -16/171*z^3 + 187/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018206015198722270536337582838921268535
f(z) = -16/173*z^3 + 189/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018210054372180367145579926281610640363
f(z) = -16/175*z^3 + 191/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014348362447886129377691401244856220027
f(z) = -16/177*z^3 + 193/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018217847174318287032577809564665984239
f(z) = -16/179*z^3 + 195/179*z + 1
*
-1 | 0.081831033765216643873051888171185044815 | 0.015741287005273314062736586687306843281
f(z) = -15/166*z^3 + 181/166*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018212440700406087235342639383729998025
f(z) = -15/167*z^3 + 182/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018216547387341797915979890900946061019
f(z) = -15/169*z^3 + 184/169*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016586656012795260030206598869691259193
f(z) = -15/172*z^3 + 187/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018224459757491258061708761387264363206
f(z) = -15/173*z^3 + 188/173*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016600874308392543055221167419711295198
f(z) = -15/176*z^3 + 191/176*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015794877693993855547457113497140313839
f(z) = -15/178*z^3 + 193/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018235627689194070673143714599019656406
f(z) = -15/179*z^3 + 194/179*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018231743256343586356347777413518614606
f(z) = -14/167*z^3 + 181/167*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018235603582248176366816252801664825964
f(z) = -14/169*z^3 + 183/169*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015641247426069134099764670544314395912
f(z) = -14/171*z^3 + 185/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018243040398081974207426147037558433822
f(z) = -14/173*z^3 + 187/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014376819355618519225082107065034819896
f(z) = -14/177*z^3 + 191/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018253535104667037141643391304859849125
f(z) = -14/179*z^3 + 193/179*z + 1
*
-5 | 0.099787214223413283162732307924987009685 | 0.018887633214032746255380401515796291876
f(z) = -13/160*z^3 + 197/160*z + 1
*
-1 | 0.094777663192902872356662051421199617885 | 0.018251194052701491257805876462478756408
f(z) = -13/167*z^3 + 180/167*z + 1
*
-1 | 0.065987210845344081581666895230739352427 | 0.012693517077815143206232982281217389121
f(z) = -13/168*z^3 + 181/168*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015792597801562841627280401365849096267
f(z) = -13/170*z^3 + 183/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015657503928602310527108682238462842955
f(z) = -13/171*z^3 + 184/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016620820898168258975067423196178435162
f(z) = -13/172*z^3 + 185/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018261758899273882625705703719199301342
f(z) = -13/173*z^3 + 186/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011920678458183316292700237552978591025
f(z) = -13/174*z^3 + 187/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018265109282448337457922494023982127257
f(z) = -13/175*z^3 + 188/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016634211983486964214001640657307832127
f(z) = -13/176*z^3 + 189/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014391202564132629670488712082707549059
f(z) = -13/177*z^3 + 190/177*z + 1
*
-1 | 0.083123547875134086740502690344860577526 | 0.015826203455300406893760176451247599496
f(z) = -13/178*z^3 + 191/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018271571025864997572309759538398755515
f(z) = -13/179*z^3 + 192/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018274151890261904132733119200312889446
f(z) = -12/169*z^3 + 181/169*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018280617073186025099895414360278132455
f(z) = -12/173*z^3 + 185/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018283731367022768971160896930927556045
f(z) = -12/175*z^3 + 187/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018289737087029141134809375219617973328
f(z) = -12/179*z^3 + 191/179*z + 1
*
-1 | 0.094998124350427286520499534872789577956 | 0.018293647930878164588140517401192246847
f(z) = -11/169*z^3 + 180/169*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.015825981830868248978130982956457779314
f(z) = -11/170*z^3 + 181/170*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015690386662058186202157675257240208116
f(z) = -11/171*z^3 + 182/171*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016655500494230306665780449862345768652
f(z) = -11/172*z^3 + 183/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018299616766091782176656391858347933761
f(z) = -11/173*z^3 + 184/173*z + 1
*
-1 | 0.062358363801355593929278827431658856446 | 0.011945232449824430456348334559776608755
f(z) = -11/174*z^3 + 185/174*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018302491619695461165791158597317642533
f(z) = -11/175*z^3 + 186/175*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014420087762056015351930322061171510086
f(z) = -11/177*z^3 + 188/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015857861033156818006748258258800158958
f(z) = -11/178*z^3 + 189/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018308034952202510807283630506520856540
f(z) = -11/179*z^3 + 190/179*z + 1
*
-1 | 0.081652877112171358923506563230578169322 | 0.015707016205083609214852809272554369444
f(z) = -10/171*z^3 + 181/171*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018318759859258217933858520019776944522
f(z) = -10/173*z^3 + 183/173*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014434987267908350624062845557243950446
f(z) = -10/177*z^3 + 187/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018326466315938579401998794278154198843
f(z) = -10/179*z^3 + 189/179*z + 1
*
-1 | 0.086766599193336225358564543369569428265 | 0.016690708616641971354291633537643481954
f(z) = -9/172*z^3 + 181/172*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018338048269810892849832809018012430011
f(z) = -9/173*z^3 + 182/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018340433928209987878553947741808087384
f(z) = -9/175*z^3 + 184/175*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016702373158826566690301626266549350040
f(z) = -9/176*z^3 + 185/176*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015890110839595094194830811980759776684
f(z) = -9/178*z^3 + 187/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018345032904030625074351881734921962920
f(z) = -9/179*z^3 + 188/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018357483951625065683374860973644555356
f(z) = -8/173*z^3 + 181/173*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018359619719906518875514743787386202929
f(z) = -8/175*z^3 + 183/175*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014464720186043769094827568027039090105
f(z) = -8/177*z^3 + 185/177*z + 1
*
[ 3 ] 
f(z) = -8/177*z^3 + 190/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018363736474262633814820900204870261311
f(z) = -8/179*z^3 + 187/179*z + 1
*
-1 | 0.095431325824032943461731488674833175355 | 0.018377068896244243979358317334499047997
f(z) = -7/173*z^3 + 180/173*z + 1
*
-1 | 0.062357330184934704207097630228924288991 | 0.011995261286078063534282307317436626545
f(z) = -7/174*z^3 + 181/174*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016737222914923121980105037904594468943
f(z) = -7/176*z^3 + 183/176*z + 1
*
[ 3 ] 
f(z) = -7/177*z^3 + 181/177*z + 1
*
-1 | 0.075509952664920730566963895809624030075 | 0.014479555679040916205877601904484708267
f(z) = -7/177*z^3 + 184/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015922840994183229595832498381425775630
f(z) = -7/178*z^3 + 185/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018382578817182485996122680452276924176
f(z) = -7/179*z^3 + 186/179*z + 1
*
-1 | 0.095644184702287297301979100183251018679 | 0.018398430186079781346151477525208492289
f(z) = -6/175*z^3 + 181/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018401561756898214991981886992824463101
f(z) = -6/179*z^3 + 185/179*z + 1
*
-1 | 0.087192331012312127940482419435044157902 | 0.016772603790653879477303821826561169320
f(z) = -5/176*z^3 + 181/176*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014510163191922759960109437175109689356
f(z) = -5/177*z^3 + 182/177*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015956064244540216756213908703345370927
f(z) = -5/178*z^3 + 183/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018420687151898158271054518934647091178
f(z) = -5/179*z^3 + 184/179*z + 1
*
-1 | 0.075510986281341620289145093012358597530 | 0.014525541868580199112878426439809658400
f(z) = -4/177*z^3 + 181/177*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018439956895895855275370761093482462292
f(z) = -4/179*z^3 + 183/179*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.015989793826147492223241622386055196972
f(z) = -3/178*z^3 + 181/178*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018459372918700581897261917165628981830
f(z) = -3/179*z^3 + 182/179*z + 1
*
-11 | 0.13325832161932874117363858084199087915 | 0.025223014000855211149764225388197683918
f(z) = -2/165*z^3 + 197/165*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018478937187114448556908477270445411501
f(z) = -2/179*z^3 + 181/179*z + 1
*
[ 7 ] 
f(z) = -1/161*z^3 + 187/161*z + 1
*
[ 6 ] 
f(z) = -1/174*z^3 + 181/174*z + 1
*
[ 7 ] 
f(z) = -1/175*z^3 + 199/175*z + 1
*
-1 | 0.096062700108162129558848230185581521770 | 0.018498651705857027844186457746192702367
f(z) = -1/179*z^3 + 180/179*z + 1
*
[ 13/4 ] 
f(z) = -3/169*z^3 + 183/208*z + 1
*
[ 10/3 ] 
f(z) = -3/175*z^3 + 187/210*z + 1
*
-22/5 | 0.16302080983017059271827018642817732480 | 0.024044644179529995529823192701317478309
f(z) = -15/176*z^3 + 193/220*z + 1
*
-6/11 | 0.19102079772094211912273116336327527473 | 0.025395423035206462736645424073818227090
f(z) = -11/168*z^3 + 197/231*z + 1
*
[ 13/6 ] 
f(z) = -10/169*z^3 + 191/234*z + 1
*
[ 8/3 ] 
f(z) = -3/176*z^3 + 197/264*z + 1
*
[ 13 ] 
f(z) = -15/169*z^3 + 207/13*z + 1
*
[ -13 ] 
f(z) = -15/169*z^3 + 209/13*z + 1
*
-42 | 0.082434940913684257816152734262422544954 | 0.011173439243419925684168090199890163225
f(z) = -1/168*z^3 + 200/21*z + 1
*
-42 | 0.19174436337465944549345607318474772297 | 0.025689441582322022853427640137531892780
f(z) = -1/168*z^3 + 218/21*z + 1
*
[ 8 ] 
f(z) = -11/160*z^3 + 211/40*z + 1
*
[ -13/2 ] 
f(z) = -11/169*z^3 + 203/52*z + 1
*
[ 10 ] 
f(z) = -7/160*z^3 + 211/40*z + 1
*
[ -10 ] 
f(z) = -7/160*z^3 + 219/40*z + 1
*
-28 | 0.15135170305926200327957074697521631772 | 0.022525882831540545096563261621676350408
f(z) = -1/176*z^3 + 207/44*z + 1
*
-9/2 | 0.17123110034429733206484455181291368139 | 0.022682371740218059130079657435403380411
f(z) = -19/162*z^3 + 211/72*z + 1
*
[ 9/2 ] 
f(z) = -17/162*z^3 + 209/72*z + 1
*
[ -9/2 ] 
f(z) = -13/162*z^3 + 205/72*z + 1
*
-15/2 | 0.16771493096359519749106623882929471237 | 0.024261705565900092828569101225422171796
f(z) = -8/175*z^3 + 201/70*z + 1
*
-18/7 | 0.20894380605490271738637596004007933560 | 0.025516148296701220497390771044242337748
f(z) = -7/162*z^3 + 200/63*z + 1
*
4 | 0.20991691812781131025272108177037693985 | 0.028395364115415116533991815912952018126
f(z) = -3/160*z^3 + 203/60*z + 1
*
[ 12 ] 
f(z) = -3/160*z^3 + 217/60*z + 1
*
[ 4 ] 
f(z) = -19/168*z^3 + 215/84*z + 1
*
[ -4 ] 
f(z) = -13/168*z^3 + 209/84*z + 1
*
[ -2/3 ] 
f(z) = -9/164*z^3 + 207/82*z + 1
*
[ -2/3 ] 
f(z) = -9/172*z^3 + 217/86*z + 1
*
6 | 0.11118392201176987929889510560555100199 | 0.014728136685073678554584822501200010398
f(z) = -5/162*z^3 + 211/90*z + 1
*
[ 16 ] 
f(z) = -1/160*z^3 + 203/80*z + 1
*
[ -16 ] 
f(z) = -1/160*z^3 + 213/80*z + 1
*
[ 15 ] 
f(z) = -1/162*z^3 + 209/90*z + 1
*
[ -13/12 ] 
f(z) = -18/169*z^3 + 213/104*z + 1
*
[ 15/4 ] 
f(z) = -16/175*z^3 + 212/105*z + 1
*
[ -3/2 ] 
f(z) = -14/171*z^3 + 211/114*z + 1
*
[ -13/4 ] 
f(z) = -10/169*z^3 + 201/104*z + 1
*
[ -3/2 ] 
f(z) = -10/171*z^3 + 205/114*z + 1
*
[ -13/9 ] 
f(z) = -9/169*z^3 + 211/117*z + 1
*
-2 | 0.17641870187555326329941692459130104690 | 0.023724857710672892743653185245638791924
f(z) = -5/168*z^3 + 212/105*z + 1
*
[ -13/3 ] 
f(z) = -5/169*z^3 + 209/117*z + 1
*
[ 6 ] 
f(z) = -5/171*z^3 + 215/114*z + 1
*
-5 | 0.19083925937487224804266897955776269857 | 0.027509098930866032498139179190962673127
f(z) = -3/175*z^3 + 206/105*z + 1
*
9/7 | 0.11741471331949727622880858202010934288 | 0.015613171695343970947220124705998250996
f(z) = -7/162*z^3 + 205/126*z + 1
*
[ -18/7 ] 
f(z) = -7/162*z^3 + 211/126*z + 1
*
[ 26/5 ] 
f(z) = -5/169*z^3 + 209/130*z + 1
*
35/8 | 0.20795297095746235361474042732930409576 | 0.029832308614199744513883602636717617895
f(z) = -16/175*z^3 + 213/140*z + 1
*
-20/3 | 0.19083953003715879704898147635327338916 | 0.027606918844341401922970914728751423988
f(z) = -9/175*z^3 + 201/140*z + 1
*
[ -5/2 ] 
f(z) = -3/175*z^3 + 211/140*z + 1
*
[ -5/2 ] 
f(z) = -1/175*z^3 + 201/140*z + 1
*
15/2 | 0.19638606106367219679426965199105016961 | 0.028172954462751851195062903238892238164
f(z) = -1/175*z^3 + 213/140*z + 1
*
-3 | 0.10837023583021819280360374261373029308 | 0.020285184475374531110025217317718566756
f(z) = -17/168*z^3 + 209/168*z + 1
*
[ 3 ] 
f(z) = -11/168*z^3 + 211/168*z + 1
*
[ 3 ] 
f(z) = -11/174*z^3 + 215/174*z + 1
*
[ 3 ] 
f(z) = -11/177*z^3 + 217/177*z + 1
*
[ 3 ] 
f(z) = -10/177*z^3 + 208/177*z + 1
*
[ 7/2 ] 
f(z) = -8/161*z^3 + 213/161*z + 1
*
-5 | 0.12545933202192977610411127538640095665 | 0.023526335605839738532646783075599468162
f(z) = -7/160*z^3 + 207/160*z + 1
*
[ 4 ] 
f(z) = -5/164*z^3 + 203/164*z + 1
*
[ 4 ] 
f(z) = -5/172*z^3 + 209/172*z + 1
*
[ 9/2 ] 
f(z) = -4/171*z^3 + 214/171*z + 1
*
[ 5 ] 
f(z) = -3/160*z^3 + 203/160*z + 1
*
[ 5 ] 
f(z) = -3/170*z^3 + 211/170*z + 1
*
[ -5 ] 
f(z) = -1/160*z^3 + 217/160*z + 1
*
[ 8 ] 
f(z) = -1/168*z^3 + 211/168*z + 1
*
[ 20/3 ] 
f(z) = -1/160*z^3 + 203/180*z + 1
*
[ 13/4 ] 
f(z) = -5/169*z^3 + 209/208*z + 1
*
[ 13/6 ] 
f(z) = -14/169*z^3 + 217/234*z + 1
*
[ 9/4 ] 
f(z) = -5/162*z^3 + 205/288*z + 1
*
[ 13 ] 
f(z) = -17/169*z^3 + 233/13*z + 1
*
[ -13 ] 
f(z) = -17/169*z^3 + 235/13*z + 1
*
[ 13 ] 
f(z) = -16/169*z^3 + 220/13*z + 1
*
[ -13 ] 
f(z) = -16/169*z^3 + 222/13*z + 1
*
[ 26/3 ] 
f(z) = -18/169*z^3 + 231/26*z + 1
*
[ -26/3 ] 
f(z) = -18/169*z^3 + 237/26*z + 1
*
-5/2 | 0.17138889905746909096277602532323739176 | 0.024334091672177904005291877370069047262
f(z) = -4/175*z^3 + 229/35*z + 1
*
[ 26 ] 
f(z) = -2/169*z^3 + 233/26*z + 1
*
[ -26 ] 
f(z) = -2/169*z^3 + 235/26*z + 1
*
-4 | 0.21364866402455158195070245450082705576 | 0.028469818284432771055957894085006858187
f(z) = -1/160*z^3 + 227/20*z + 1
*
42 | 0.21529453460465241644653509099625996152 | 0.028791913506322142275414997242437625678
f(z) = -1/168*z^3 + 221/21*z + 1
*
-5 | 0.11601015407748471885746350040438647778 | 0.016544245097008226120907236830472839763
f(z) = -1/175*z^3 + 222/35*z + 1
*
-8 | 0.13229230109304117835610708151325694328 | 0.019300475493282144260763979643906870532
f(z) = -17/160*z^3 + 237/40*z + 1
*
[ 13/2 ] 
f(z) = -15/169*z^3 + 239/52*z + 1
*
[ -8 ] 
f(z) = -11/160*z^3 + 221/40*z + 1
*
-10 | 0.11799653863308319178059296058376729795 | 0.017193749237268106292607235235532508944
f(z) = -11/160*z^3 + 239/40*z + 1
*
-2/3 | 0.12714637994478916801467186916186815185 | 0.018740833462561193019496008456189133703
f(z) = -9/160*z^3 + 221/40*z + 1
*
-2 | 0.13745952260407332481343754896488904788 | 0.020181264239457664921398054199652107244
f(z) = -7/160*z^3 + 227/40*z + 1
*
-4 | 0.20211276522704233531884715025796779815 | 0.029790558531218040339384335327443899451
f(z) = -3/176*z^3 + 221/44*z + 1
*
6 | 0.16054744518783142112223265334995731546 | 0.023540624626566068097324106063698424064
f(z) = -1/160*z^3 + 229/40*z + 1
*
[ 9/2 ] 
f(z) = -19/162*z^3 + 227/72*z + 1
*
5/3 | 0.16771674728760654025484249581121892756 | 0.023902818432751090035798656111641056029
f(z) = -18/175*z^3 + 223/70*z + 1
*
9/2 | 0.21966711283870356598368164452659289125 | 0.028721176553573545693984962110567398836
f(z) = -17/162*z^3 + 233/72*z + 1
*
-15/4 | 0.18899769081405350843845243433415940066 | 0.026867680983343741400040347251234304905
f(z) = -8/175*z^3 + 227/70*z + 1
*
-21/2 | 0.12196073739023797043526187320746609130 | 0.016057211161540663510631866699159646541
f(z) = -5/162*z^3 + 221/72*z + 1
*
[ 10 ] 
f(z) = -4/175*z^3 + 223/70*z + 1
*
[ -10 ] 
f(z) = -4/175*z^3 + 237/70*z + 1
*
[ -12 ] 
f(z) = -3/160*z^3 + 227/60*z + 1
*
[ -16/3 ] 
f(z) = -9/160*z^3 + 223/80*z + 1
*
-24/5 | 0.11118374597465999973798277812720208195 | 0.014570111950867032798082557878005803740
f(z) = -5/162*z^3 + 229/90*z + 1
*
[ 8 ] 
f(z) = -5/176*z^3 + 237/88*z + 1
*
[ -15 ] 
f(z) = -1/162*z^3 + 221/90*z + 1
*
[ -13/6 ] 
f(z) = -20/169*z^3 + 236/117*z + 1
*
[ -13/9 ] 
f(z) = -18/169*z^3 + 224/117*z + 1
*
[ -13/6 ] 
f(z) = -16/169*z^3 + 223/117*z + 1
*
[ -13/12 ] 
f(z) = -16/169*z^3 + 238/117*z + 1
*
[ -13/4 ] 
f(z) = -14/169*z^3 + 227/104*z + 1
*
-5/2 | 0.19083925937487224804266897955776269857 | 0.027129476121622511376126517632534444182
f(z) = -12/175*z^3 + 227/105*z + 1
*
[ -5/6 ] 
f(z) = -12/175*z^3 + 236/105*z + 1
*
[ 13/3 ] 
f(z) = -11/169*z^3 + 233/117*z + 1
*
[ 13/3 ] 
f(z) = -10/169*z^3 + 220/117*z + 1
*
[ -13/3 ] 
f(z) = -7/169*z^3 + 235/117*z + 1
*
[ -6 ] 
f(z) = -4/171*z^3 + 229/114*z + 1
*
[ 15/2 ] 
f(z) = -4/175*z^3 + 226/105*z + 1
*
-40/3 | 0.095644220076338648384009095499689591121 | 0.013521924639781480342413936626994890915
f(z) = -3/175*z^3 + 236/105*z + 1
*
[ 15 ] 
f(z) = -1/175*z^3 + 233/105*z + 1
*
[ -9/7 ] 
f(z) = -7/162*z^3 + 233/126*z + 1
*
[ -6 ] 
f(z) = -3/160*z^3 + 221/120*z + 1
*
-10/3 | 0.13321874193948224756522731219904256437 | 0.019609833822618718555711924166363775315
f(z) = -3/176*z^3 + 223/132*z + 1
*
-18 | 0.16647350008901904985987805554630154681 | 0.024537483036895795286058222987572381919
f(z) = -1/176*z^3 + 221/132*z + 1
*
[ 12 ] 
f(z) = -1/176*z^3 + 229/132*z + 1
*
52/7 | 0.20647961576532969382764190769542300275 | 0.027419183889432440296831370605203158626
f(z) = -7/160*z^3 + 233/140*z + 1
*
[ -20/7 ] 
f(z) = -7/160*z^3 + 239/140*z + 1
*
[ 11/4 ] 
f(z) = -16/165*z^3 + 226/165*z + 1
*
3/4 | 0.14315223958938036670463954001083550164 | 0.026345153376588529562112874673812463858
f(z) = -16/165*z^3 + 229/165*z + 1
*
[ 3 ] 
f(z) = -14/165*z^3 + 236/165*z + 1
*
[ 3 ] 
f(z) = -13/165*z^3 + 227/165*z + 1
*
[ 3 ] 
f(z) = -13/168*z^3 + 229/168*z + 1
*
[ 3 ] 
f(z) = -13/174*z^3 + 233/174*z + 1
*
[ 3 ] 
f(z) = -13/177*z^3 + 235/177*z + 1
*
-5 | 0.13652903830364332812603559213747670477 | 0.025046427293928786755351660156487016384
f(z) = -8/165*z^3 + 233/165*z + 1
*
[ 7/2 ] 
f(z) = -8/175*z^3 + 223/175*z + 1
*
[ 4 ] 
f(z) = -7/164*z^3 + 235/164*z + 1
*
7 | 0.11143398651399176603529094449184142255 | 0.020642946994291386418921976641958123986
f(z) = -5/168*z^3 + 221/168*z + 1
*
[ 5 ] 
f(z) = -4/165*z^3 + 232/165*z + 1
*
[ 7 ] 
f(z) = -2/161*z^3 + 236/161*z + 1
*
11 | 0.14315223958938036670463954001083550164 | 0.026387752721791986227764951093505404857
f(z) = -2/165*z^3 + 227/165*z + 1
*
[ -3 ] 
f(z) = -2/165*z^3 + 238/165*z + 1
*
[ -7 ] 
f(z) = -1/161*z^3 + 233/161*z + 1
*
[ -4 ] 
f(z) = -1/164*z^3 + 221/164*z + 1
*
[ -5 ] 
f(z) = -1/165*z^3 + 223/165*z + 1
*
[ -3 ] 
f(z) = -1/165*z^3 + 229/165*z + 1
*
[ -3 ] 
f(z) = -1/168*z^3 + 233/168*z + 1
*
[ 9 ] 
f(z) = -1/171*z^3 + 233/171*z + 1
*
[ -4 ] 
f(z) = -1/172*z^3 + 231/172*z + 1
*
[ -6 ] 
f(z) = -1/174*z^3 + 239/174*z + 1
*
[ 26/7 ] 
f(z) = -7/169*z^3 + 237/182*z + 1
*
[ 13/4 ] 
f(z) = -7/169*z^3 + 235/208*z + 1
*
[ 10/3 ] 
f(z) = -6/175*z^3 + 227/210*z + 1
*
-18/11 | 0.14233814380847041483600347901715479239 | 0.018901603071562157638434053021582187023
f(z) = -11/168*z^3 + 233/231*z + 1
*
0 | 0.17701444602054381301082217960815500400 | 0.028393131894618155354347507393459619930
f(z) = -9/170*z^3 + 226/255*z + 1
*
[ 9/4 ] 
f(z) = -7/162*z^3 + 223/288*z + 1
*
[ 13 ] 
f(z) = -19/169*z^3 + 259/13*z + 1
*
[ 13 ] 
f(z) = -18/169*z^3 + 246/13*z + 1
*
[ -13 ] 
f(z) = -18/169*z^3 + 248/13*z + 1
*
-14 | 0.21741359412420025127461417813623411509 | 0.028603655326646353198312667477845890936
f(z) = -11/168*z^3 + 250/21*z + 1
*
[ 12 ] 
f(z) = -7/162*z^3 + 257/36*z + 1
*
[ 42 ] 
f(z) = -1/168*z^3 + 241/21*z + 1
*
[ -42 ] 
f(z) = -1/168*z^3 + 242/21*z + 1
*
[ -13/2 ] 
f(z) = -15/169*z^3 + 255/52*z + 1
*
[ 8 ] 
f(z) = -13/160*z^3 + 243/40*z + 1
*
[ -8 ] 
f(z) = -13/160*z^3 + 253/40*z + 1
*
[ -9/2 ] 
f(z) = -19/162*z^3 + 259/72*z + 1
*
[ -9/2 ] 
f(z) = -17/162*z^3 + 241/72*z + 1
*
-9/2 | 0.22670978684496140064887723889280111719 | 0.029417565067290292883146687045154992892
f(z) = -7/162*z^3 + 247/72*z + 1
*
5 | 0.17719851601297166911281371479124725398 | 0.024835490787372334501675459388451152794
f(z) = -2/175*z^3 + 251/70*z + 1
*
[ -4 ] 
f(z) = -19/168*z^3 + 257/84*z + 1
*
[ -4 ] 
f(z) = -17/168*z^3 + 241/84*z + 1
*
9 | 0.15187308999940480312299186097618451545 | 0.019665859370088595144430168633279659353
f(z) = -5/162*z^3 + 251/90*z + 1
*
36/5 | 0.17079267928462951875606702979248999029 | 0.022026247078181838394663789992532632881
f(z) = -5/162*z^3 + 259/90*z + 1
*
[ -8 ] 
f(z) = -5/176*z^3 + 259/88*z + 1
*
-15 | 0.20595331620408362990989282814579843353 | 0.026587312471390138262456748219651935428
f(z) = -1/162*z^3 + 257/90*z + 1
*
[ -13/4 ] 
f(z) = -18/169*z^3 + 253/104*z + 1
*
-20/3 | 0.18283064784127049059318571885909836867 | 0.025540307375173181791172281078784965229
f(z) = -12/175*z^3 + 257/105*z + 1
*
[ -13/3 ] 
f(z) = -8/169*z^3 + 248/117*z + 1
*
26/5 | 0.15734119039364971624627493480058563184 | 0.020789284578047694654396045783267218066
f(z) = -5/168*z^3 + 242/105*z + 1
*
[ -6 ] 
f(z) = -5/171*z^3 + 253/114*z + 1
*
[ -15/2 ] 
f(z) = -4/175*z^3 + 254/105*z + 1
*
[ -15 ] 
f(z) = -1/175*z^3 + 247/105*z + 1
*
[ -4/3 ] 
f(z) = -15/176*z^3 + 251/132*z + 1
*
-6 | 0.16034616210536920228355323439404583380 | 0.023199077619566702895223253760964569755
f(z) = -13/160*z^3 + 251/120*z + 1
*
-6 | 0.17961066313543572093097905217180382727 | 0.026140049001578005907871382106187944562
f(z) = -13/176*z^3 + 241/132*z + 1
*
[ -13/10 ] 
f(z) = -10/169*z^3 + 243/130*z + 1
*
30/7 | 0.18948480744145145705364887366703040755 | 0.024587300485549178125984789405945055473
f(z) = -7/162*z^3 + 247/126*z + 1
*
[ -26/5 ] 
f(z) = -5/169*z^3 + 259/130*z + 1
*
[ 6 ] 
f(z) = -5/176*z^3 + 245/132*z + 1
*
8/3 | 0.19291025173575266856162309371138466538 | 0.028075635072272292922838786514195431648
f(z) = -3/160*z^3 + 241/120*z + 1
*
10 | 0.090523540014547549117221239000670285878 | 0.013082034089829656817459152571054196673
f(z) = -3/160*z^3 + 253/120*z + 1
*
-6 | 0.15900359113655397721495246660831580618 | 0.023058426280038175361237512250749371334
f(z) = -1/160*z^3 + 247/120*z + 1
*
[ -12 ] 
f(z) = -1/176*z^3 + 251/132*z + 1
*
[ -5/2 ] 
f(z) = -11/175*z^3 + 251/140*z + 1
*
[ -5/2 ] 
f(z) = -9/175*z^3 + 241/140*z + 1
*
[ -5/4 ] 
f(z) = -4/175*z^3 + 257/140*z + 1
*
[ -13/6 ] 
f(z) = -3/169*z^3 + 241/156*z + 1
*
[ 3 ] 
f(z) = -16/165*z^3 + 254/165*z + 1
*
[ 3 ] 
f(z) = -14/177*z^3 + 244/177*z + 1
*
[ 11/3 ] 
f(z) = -9/176*z^3 + 249/176*z + 1
*
-7 | 0.15525299627392064450941463104348019051 | 0.028284707172771596432028384209096773467
f(z) = -8/175*z^3 + 242/175*z + 1
*
[ 4 ] 
f(z) = -7/172*z^3 + 241/172*z + 1
*
[ -7/2 ] 
f(z) = -4/161*z^3 + 256/161*z + 1
*
[ -4 ] 
f(z) = -3/164*z^3 + 253/164*z + 1
*
[ -5 ] 
f(z) = -2/165*z^3 + 248/165*z + 1
*
-11 | 0.16302080983017059271827018642817732480 | 0.029378009480518562123060494982910737746
f(z) = -2/165*z^3 + 257/165*z + 1
*
[ 7 ] 
f(z) = -2/175*z^3 + 248/175*z + 1
*
[ -3 ] 
f(z) = -2/177*z^3 + 254/177*z + 1
*
[ -2 ] 
f(z) = -1/162*z^3 + 247/162*z + 1
*
[ -2 ] 
f(z) = -1/166*z^3 + 253/166*z + 1
*
[ -7 ] 
f(z) = -1/168*z^3 + 241/168*z + 1
*
[ -8 ] 
f(z) = -1/168*z^3 + 253/168*z + 1
*
[ 10 ] 
f(z) = -1/170*z^3 + 253/170*z + 1
*
[ -3 ] 
f(z) = -1/174*z^3 + 241/174*z + 1
*
[ -7 ] 
f(z) = -1/175*z^3 + 249/175*z + 1
*
[ -3 ] 
f(z) = -1/177*z^3 + 245/177*z + 1
*
[ -20/3 ] 
f(z) = -1/160*z^3 + 257/180*z + 1
*
[ -14/3 ] 
f(z) = -1/168*z^3 + 254/189*z + 1
*
-5 | 0.095644836841641016666225947182373647698 | 0.013360990406294371180064855411427075520
f(z) = -6/175*z^3 + 257/210*z + 1
*
[ 26/9 ] 
f(z) = -9/169*z^3 + 257/234*z + 1
*
[ 6 ] 
f(z) = -1/164*z^3 + 259/246*z + 1
*
[ 9/4 ] 
f(z) = -11/162*z^3 + 259/288*z + 1
*
[ 13 ] 
f(z) = -20/169*z^3 + 272/13*z + 1
*
[ -13 ] 
f(z) = -20/169*z^3 + 274/13*z + 1
*
[ -13 ] 
f(z) = -19/169*z^3 + 261/13*z + 1
*
[ 18 ] 
f(z) = -7/162*z^3 + 269/18*z + 1
*
[ -18 ] 
f(z) = -7/162*z^3 + 271/18*z + 1
*
[ 35/4 ] 
f(z) = -16/175*z^3 + 276/35*z + 1
*
[ 35/3 ] 
f(z) = -9/175*z^3 + 277/35*z + 1
*
[ -12 ] 
f(z) = -7/162*z^3 + 263/36*z + 1
*
[ 35/2 ] 
f(z) = -4/175*z^3 + 278/35*z + 1
*
[ 35 ] 
f(z) = -1/175*z^3 + 279/35*z + 1
*
[ 13/2 ] 
f(z) = -17/169*z^3 + 265/52*z + 1
*
[ 10 ] 
f(z) = -9/160*z^3 + 261/40*z + 1
*
[ -10 ] 
f(z) = -9/160*z^3 + 269/40*z + 1
*
30 | 0.14068021222838629827233070910661692544 | 0.020151854539778978298906170722779906657
f(z) = -1/160*z^3 + 269/40*z + 1
*
4 | 0.18206910850123330526930005176705370439 | 0.025944987406156006436815281508262593150
f(z) = -1/176*z^3 + 279/44*z + 1
*
-3/2 | 0.15093363607980011839658483605897674437 | 0.019352095217954603583497829824731115045
f(z) = -7/162*z^3 + 271/72*z + 1
*
[ 26/3 ] 
f(z) = -6/169*z^3 + 277/78*z + 1
*
-5 | 0.19118354829855673275824763117838926594 | 0.026404198016959244129947304793344277868
f(z) = -2/175*z^3 + 279/70*z + 1
*
-12 | 0.18389659915983898904555147672673304047 | 0.029144054019591119804466516970212051788
f(z) = -1/168*z^3 + 275/84*z + 1
*
[ -15/4 ] 
f(z) = -16/175*z^3 + 268/105*z + 1
*
[ 13/3 ] 
f(z) = -14/169*z^3 + 272/117*z + 1
*
-35/6 | 0.21486284146197488143903135910644392980 | 0.029689248171992389189987527612668128195
f(z) = -12/175*z^3 + 278/105*z + 1
*
[ -13/3 ] 
f(z) = -10/169*z^3 + 274/117*z + 1
*
[ -3/4 ] 
f(z) = -8/171*z^3 + 269/114*z + 1
*
[ 6 ] 
f(z) = -7/171*z^3 + 263/114*z + 1
*
[ -6/7 ] 
f(z) = -7/162*z^3 + 277/126*z + 1
*
-10 | 0.11936505507214015229827662219806126333 | 0.017027067744133064441473252464171870152
f(z) = -3/160*z^3 + 277/120*z + 1
*
[ -22/3 ] 
f(z) = -3/176*z^3 + 271/132*z + 1
*
-18 | 0.16195363810110920978787529906196843395 | 0.023274389482733276258933228535368621818
f(z) = -1/160*z^3 + 263/120*z + 1
*
-21 | 0.21922731660946591242003743887677112068 | 0.028029731629365642980909362249391693204
f(z) = -1/162*z^3 + 277/126*z + 1
*
[ -5/2 ] 
f(z) = -13/175*z^3 + 261/140*z + 1
*
[ -5/4 ] 
f(z) = -12/175*z^3 + 267/140*z + 1
*
[ -13/11 ] 
f(z) = -11/169*z^3 + 277/143*z + 1
*
12/7 | 0.10131987051548305418143517499995141813 | 0.013241665681031544418526989928576393948
f(z) = -7/160*z^3 + 263/140*z + 1
*
-36/7 | 0.18222121581685864050498404843263860326 | 0.023767911714360804146028170982264028427
f(z) = -7/160*z^3 + 267/140*z + 1
*
[ 3 ] 
f(z) = -17/165*z^3 + 263/165*z + 1
*
[ 3 ] 
f(z) = -17/168*z^3 + 265/168*z + 1
*
[ 3 ] 
f(z) = -17/174*z^3 + 269/174*z + 1
*
[ 3 ] 
f(z) = -17/177*z^3 + 271/177*z + 1
*
[ 3 ] 
f(z) = -16/177*z^3 + 262/177*z + 1
*
[ 7/2 ] 
f(z) = -12/161*z^3 + 262/161*z + 1
*
[ 7/2 ] 
f(z) = -12/175*z^3 + 272/175*z + 1
*
[ -7/3 ] 
f(z) = -9/161*z^3 + 279/161*z + 1
*
[ 4 ] 
f(z) = -9/164*z^3 + 267/164*z + 1
*
[ 4 ] 
f(z) = -9/172*z^3 + 273/172*z + 1
*
-11/2 | 0.13381971898865555023818530049243257150 | 0.023871645378495532352220933359438822118
f(z) = -8/165*z^3 + 272/165*z + 1
*
[ -2 ] 
f(z) = -7/162*z^3 + 271/162*z + 1
*
[ -2 ] 
f(z) = -7/166*z^3 + 277/166*z + 1
*
[ -2 ] 
f(z) = -5/162*z^3 + 263/162*z + 1
*
[ -2 ] 
f(z) = -5/166*z^3 + 269/166*z + 1
*
[ -3 ] 
f(z) = -5/174*z^3 + 277/174*z + 1
*
[ -7/2 ] 
f(z) = -4/175*z^3 + 274/175*z + 1
*
[ -3 ] 
f(z) = -4/177*z^3 + 272/177*z + 1
*
[ -5 ] 
f(z) = -3/160*z^3 + 267/160*z + 1
*
[ -2 ] 
f(z) = -3/166*z^3 + 261/166*z + 1
*
[ -2 ] 
f(z) = -3/170*z^3 + 267/170*z + 1
*
[ -5 ] 
f(z) = -3/170*z^3 + 279/170*z + 1
*
[ -4 ] 
f(z) = -3/172*z^3 + 263/172*z + 1
*
[ -2 ] 
f(z) = -3/178*z^3 + 279/178*z + 1
*
[ 11 ] 
f(z) = -1/165*z^3 + 271/165*z + 1
*
[ -2 ] 
f(z) = -1/174*z^3 + 265/174*z + 1
*
[ -2 ] 
f(z) = -1/178*z^3 + 271/178*z + 1
*
30/11 | 0.12578480820362796583911581969644174232 | 0.016174044706998750950786726815305059788
f(z) = -11/162*z^3 + 265/198*z + 1
*
[ 14/3 ] 
f(z) = -5/168*z^3 + 271/189*z + 1
*
[ 13/4 ] 
f(z) = -9/169*z^3 + 261/208*z + 1
*
-4 | 0.22720110432646182507171760508171219221 | 0.029493387699564142754635243014937785509
f(z) = -11/160*z^3 + 277/220*z + 1
*
[ 10/3 ] 
f(z) = -9/176*z^3 + 279/220*z + 1
*
[ 6 ] 
f(z) = -1/172*z^3 + 269/258*z + 1
*
-14/13 | 0.22539090762671487095535984272728860226 | 0.029244722367691779336652961202053574572
f(z) = -13/168*z^3 + 278/273*z + 1
*
[ 9/4 ] 
f(z) = -13/162*z^3 + 277/288*z + 1
*
[ 26/11 ] 
f(z) = -11/169*z^3 + 269/286*z + 1
*
[ -35/4 ] 
f(z) = -16/175*z^3 + 284/35*z + 1
*
-14 | 0.23022533723381381145910441398932307269 | 0.029592382641723223819332260046035961538
f(z) = -13/168*z^3 + 299/21*z + 1
*
[ 14 ] 
f(z) = -11/168*z^3 + 289/21*z + 1
*
[ -14 ] 
f(z) = -11/168*z^3 + 292/21*z + 1
*
[ -35/3 ] 
f(z) = -9/175*z^3 + 283/35*z + 1
*
[ -35/2 ] 
f(z) = -4/175*z^3 + 282/35*z + 1
*
[ -35 ] 
f(z) = -1/175*z^3 + 281/35*z + 1
*
[ 13/2 ] 
f(z) = -19/169*z^3 + 291/52*z + 1
*
[ -13/2 ] 
f(z) = -17/169*z^3 + 281/52*z + 1
*
-10 | 0.16772620402897838671785623400012929064 | 0.023781772008015985738652391265206643229
f(z) = -13/160*z^3 + 289/40*z + 1
*
[ 27 ] 
f(z) = -1/162*z^3 + 295/54*z + 1
*
[ -27 ] 
f(z) = -1/162*z^3 + 299/54*z + 1
*
-3/2 | 0.15789147749656077538028749822636027171 | 0.020132358980008703511465138862911120678
f(z) = -19/162*z^3 + 283/72*z + 1
*
-5/2 | 0.20153097550306573188275610651785961793 | 0.027646329650949070432329152688278950016
f(z) = -8/175*z^3 + 293/70*z + 1
*
[ -26/3 ] 
f(z) = -6/169*z^3 + 295/78*z + 1
*
-4 | 0.13246910844457930274635423281316092121 | 0.017071610246584495744888567897027011243
f(z) = -3/160*z^3 + 293/60*z + 1
*
-9/2 | 0.18838465244481032744468821391761151030 | 0.023956384392646671954785543631771127432
f(z) = -1/162*z^3 + 289/72*z + 1
*
-24 | 0.21332209417499414221503962410184970040 | 0.027056910779725987661656307290109604504
f(z) = -1/162*z^3 + 295/72*z + 1
*
-12 | 0.17228873370579464533572240070319213526 | 0.027180906614331385329534614561736093456
f(z) = -5/168*z^3 + 283/84*z + 1
*
[ 13/3 ] 
f(z) = -16/169*z^3 + 298/117*z + 1
*
-35/6 | 0.16771670295659875118683381698723058151 | 0.023007635656673028110727707812214961449
f(z) = -12/175*z^3 + 293/105*z + 1
*
5 | 0.19121936832569321338510873241870387096 | 0.026159024424199347371626119564253425489
f(z) = -12/175*z^3 + 299/105*z + 1
*
[ -13/3 ] 
f(z) = -11/169*z^3 + 287/117*z + 1
*
[ 6 ] 
f(z) = -8/171*z^3 + 287/114*z + 1
*
-6 | 0.15419495550854154285499224556974936173 | 0.021799671392132211864181524337733796851
f(z) = -15/176*z^3 + 295/132*z + 1
*
[ 6 ] 
f(z) = -7/160*z^3 + 289/120*z + 1
*
12/7 | 0.093391417323303135812620430615481714171 | 0.011876342702739984277570889455960836829
f(z) = -7/162*z^3 + 289/126*z + 1
*
-45/7 | 0.13523234874179171920697009653505382954 | 0.017152323619314801555766636280355034676
f(z) = -7/162*z^3 + 295/126*z + 1
*
[ 6 ] 
f(z) = -7/176*z^3 + 299/132*z + 1
*
[ -6 ] 
f(z) = -5/176*z^3 + 289/132*z + 1
*
-40/3 | 0.093985534568443166644716020067048072536 | 0.013326138083778790498326723689621009431
f(z) = -3/160*z^3 + 289/120*z + 1
*
-38/3 | 0.18456121274496734322017935528851415793 | 0.026092771818017218061810563543043040215
f(z) = -3/176*z^3 + 295/132*z + 1
*
[ -5/2 ] 
f(z) = -19/175*z^3 + 291/140*z + 1
*
[ -5/2 ] 
f(z) = -17/175*z^3 + 281/140*z + 1
*
15/8 | 0.18016282468884321307935135673696269177 | 0.024669126341694924356357530723018232014
f(z) = -16/175*z^3 + 297/140*z + 1
*
[ -13/6 ] 
f(z) = -15/169*z^3 + 293/156*z + 1
*
35/2 | 0.18283207078163664786706588224810702458 | 0.025034617775423952066056320834204298969
f(z) = -1/175*z^3 + 297/140*z + 1
*
[ 3 ] 
f(z) = -20/177*z^3 + 298/177*z + 1
*
[ 3 ] 
f(z) = -19/165*z^3 + 281/165*z + 1
*
[ 3 ] 
f(z) = -19/168*z^3 + 283/168*z + 1
*
[ 3 ] 
f(z) = -19/174*z^3 + 287/174*z + 1
*
[ 3 ] 
f(z) = -19/177*z^3 + 289/177*z + 1
*
-5 | 0.14315120597295947698245834280810093418 | 0.025201911249265937272664035540873148113
f(z) = -17/165*z^3 + 293/165*z + 1
*
5 | 0.12545972929211993740986446665236862930 | 0.022087309299889440480321039928486197253
f(z) = -13/160*z^3 + 293/160*z + 1
*
[ -2 ] 
f(z) = -13/162*z^3 + 295/162*z + 1
*
[ -2 ] 
f(z) = -11/162*z^3 + 287/162*z + 1
*
[ 4 ] 
f(z) = -11/164*z^3 + 299/164*z + 1
*
[ -2 ] 
f(z) = -11/166*z^3 + 293/166*z + 1
*
[ -2 ] 
f(z) = -11/170*z^3 + 299/170*z + 1
*
[ -5/3 ] 
f(z) = -9/160*z^3 + 281/160*z + 1
*
[ -2 ] 
f(z) = -9/166*z^3 + 285/166*z + 1
*
[ -2 ] 
f(z) = -9/170*z^3 + 291/170*z + 1
*
[ -5/3 ] 
f(z) = -9/170*z^3 + 297/170*z + 1
*
[ -7/3 ] 
f(z) = -9/175*z^3 + 299/175*z + 1
*
[ -5/2 ] 
f(z) = -8/165*z^3 + 281/165*z + 1
*
[ -3 ] 
f(z) = -8/165*z^3 + 292/165*z + 1
*
[ -3/2 ] 
f(z) = -8/165*z^3 + 293/165*z + 1
*
[ 9/2 ] 
f(z) = -8/171*z^3 + 295/171*z + 1
*
[ -3 ] 
f(z) = -7/165*z^3 + 283/165*z + 1
*
[ -2 ] 
f(z) = -7/170*z^3 + 283/170*z + 1
*
[ -2 ] 
f(z) = -7/174*z^3 + 289/174*z + 1
*
[ -3 ] 
f(z) = -7/174*z^3 + 295/174*z + 1
*
[ -3 ] 
f(z) = -7/177*z^3 + 299/177*z + 1
*
[ -2 ] 
f(z) = -7/178*z^3 + 295/178*z + 1
*
[ -4 ] 
f(z) = -5/164*z^3 + 285/164*z + 1
*
-9 | 0.13805795710665198177075403387678304612 | 0.024305239754068388524199895626938968866
f(z) = -5/168*z^3 + 293/168*z + 1
*
8 | 0.093857376259079053916401313242463587040 | 0.016464925062533625955637265418842088944
f(z) = -5/168*z^3 + 299/168*z + 1
*
[ -4 ] 
f(z) = -5/172*z^3 + 295/172*z + 1
*
[ -2 ] 
f(z) = -5/174*z^3 + 281/174*z + 1
*
[ -3 ] 
f(z) = -5/177*z^3 + 281/177*z + 1
*
[ -2 ] 
f(z) = -5/178*z^3 + 287/178*z + 1
*
[ -3/2 ] 
f(z) = -4/165*z^3 + 284/165*z + 1
*
[ -5 ] 
f(z) = -4/165*z^3 + 298/165*z + 1
*
[ -9/2 ] 
f(z) = -4/171*z^3 + 290/171*z + 1
*
[ 7 ] 
f(z) = -3/161*z^3 + 285/161*z + 1
*
10 | 0.15850526035676634136343276152652279159 | 0.028076654201270822972546781151328303385
f(z) = -3/170*z^3 + 283/170*z + 1
*
[ 7 ] 
f(z) = -3/175*z^3 + 297/175*z + 1
*
[ -7 ] 
f(z) = -2/161*z^3 + 282/161*z + 1
*
[ -7 ] 
f(z) = -2/175*z^3 + 298/175*z + 1
*
[ -10 ] 
f(z) = -1/170*z^3 + 287/170*z + 1
*
[ 11 ] 
f(z) = -1/176*z^3 + 281/176*z + 1
*
9/11 | 0.21459509209384352588457058669602760589 | 0.027218372681955532389390743986206846545
f(z) = -11/162*z^3 + 295/198*z + 1
*
[ -12/5 ] 
f(z) = -5/162*z^3 + 287/180*z + 1
*
[ 13/4 ] 
f(z) = -11/169*z^3 + 287/208*z + 1
*
[ 15/4 ] 
f(z) = -8/175*z^3 + 289/210*z + 1
*
[ -13/4 ] 
f(z) = -1/169*z^3 + 285/208*z + 1
*
-44/5 | 0.099061304254686144876910715858861538659 | 0.014045827640591117211703692401610830197
f(z) = -5/176*z^3 + 289/220*z + 1
*
[ 22/5 ] 
f(z) = -5/176*z^3 + 291/220*z + 1
*
-20 | 0.20993996081499826161624059683256787536 | 0.029738148986095917575450748507015438916
f(z) = -1/176*z^3 + 291/220*z + 1
*
15/4 | 0.19985239289998158736251850429537309912 | 0.029394138973799378101270382025390621402
f(z) = -16/171*z^3 + 299/285*z + 1
*
[ 4/7 ] 
f(z) = -19/192*z^3 - 211/294*z + 1
*
[ 4/7 ] 
f(z) = -11/192*z^3 - 215/294*z + 1
*
-6/5 | 0.15816602839482002803279379993991888820 | 0.023032993309067003424564824667855586342
f(z) = -5/192*z^3 - 191/240*z + 1
*
-9/2 | 0.18443799583934253359416581012692627721 | 0.027826922822508747524033629024466358067
f(z) = -1/189*z^3 - 169/252*z + 1
*
[ 2/3 ] 
f(z) = -3/196*z^3 - 145/294*z + 1
*
-5 | 0.14286617576904721053507516328266108977 | 0.027093910056757320400587382962726323136
f(z) = -1/195*z^3 - 131/195*z + 1
*
[ 2/3 ] 
f(z) = -15/188*z^3 - 131/282*z + 1
*
[ 2/3 ] 
f(z) = -15/196*z^3 - 137/294*z + 1
*
[ 2/3 ] 
f(z) = -3/188*z^3 - 139/282*z + 1
*
[ 4/7 ] 
f(z) = -17/192*z^3 - 106/147*z + 1
*
[ 4/7 ] 
f(z) = -13/192*z^3 - 107/147*z + 1
*
[ 4/7 ] 
f(z) = -5/192*z^3 - 109/147*z + 1
*
[ 4/7 ] 
f(z) = -1/192*z^3 - 110/147*z + 1
*
[ 3/5 ] 
f(z) = -17/189*z^3 - 111/175*z + 1
*
[ 3/5 ] 
f(z) = -11/189*z^3 - 113/175*z + 1
*
[ 3/5 ] 
f(z) = -8/189*z^3 - 114/175*z + 1
*
[ 3/5 ] 
f(z) = -2/189*z^3 - 116/175*z + 1
*
3/2 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -8/195*z^3 - 112/195*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -1/192*z^3 - 119/192*z + 1
*
[ 2/3 ] 
f(z) = -5/184*z^3 - 101/207*z + 1
*
[ 2/3 ] 
f(z) = -1/184*z^3 - 103/207*z + 1
*
-16/5 | 0.12837525059518799854137768872353549322 | 0.018694698969286397255304422791859959273
f(z) = -5/192*z^3 - 101/240*z + 1
*
21/4 | 0.23238473725235280582772314766372015855 | 0.028996132040090832932175288970489024795
f(z) = -1/189*z^3 - 85/112*z + 1
*
[ 2/3 ] 
f(z) = -9/182*z^3 - 87/182*z + 1
*
[ 2/3 ] 
f(z) = -9/190*z^3 - 91/190*z + 1
*
[ 2/3 ] 
f(z) = -9/194*z^3 - 93/194*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -3/190*z^3 - 83/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -3/194*z^3 - 85/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -1/182*z^3 - 87/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -1/186*z^3 - 89/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -1/190*z^3 - 91/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -1/194*z^3 - 93/194*z + 1
*
[ 2/3 ] 
f(z) = -19/184*z^3 - 94/207*z + 1
*
[ 2/3 ] 
f(z) = -17/184*z^3 - 95/207*z + 1
*
[ 2/3 ] 
f(z) = -13/184*z^3 - 97/207*z + 1
*
[ 2/3 ] 
f(z) = -11/184*z^3 - 98/207*z + 1
*
[ 2/3 ] 
f(z) = -7/184*z^3 - 100/207*z + 1
*
-10 | 0.16229728276569931897295140070588495970 | 0.023634608935685550248636364137192437365
f(z) = -1/192*z^3 - 91/240*z + 1
*
[ 14/19 ] 
f(z) = -19/196*z^3 - 81/266*z + 1
*
[ 8/11 ] 
f(z) = -11/192*z^3 - 91/264*z + 1
*
[ 3/5 ] 
f(z) = -10/189*z^3 - 68/105*z + 1
*
-15/4 | 0.24404680741097588080160134098715544905 | 0.029626394053374175439494056949129420222
f(z) = -4/189*z^3 - 61/140*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -9/194*z^3 - 61/194*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -7/186*z^3 - 65/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -7/190*z^3 - 67/190*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -7/192*z^3 - 65/192*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -7/194*z^3 - 69/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -7/198*z^3 - 71/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -5/182*z^3 - 71/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -5/186*z^3 - 73/186*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -5/194*z^3 - 77/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -5/198*z^3 - 79/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -3/182*z^3 - 79/182*z + 1
*
[ 7/9 ] 
f(z) = -9/196*z^3 - 65/252*z + 1
*
-16/5 | 0.13220111397139839876896610592876823682 | 0.019251841905983824178620902423432001435
f(z) = -5/192*z^3 - 71/240*z + 1
*
[ 2/3 ] 
f(z) = -9/188*z^3 - 45/94*z + 1
*
[ 2/3 ] 
f(z) = -9/196*z^3 - 47/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -3/188*z^3 - 41/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -3/196*z^3 - 43/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -1/180*z^3 - 43/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -1/188*z^3 - 45/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -1/196*z^3 - 47/98*z + 1
*
-21/8 | 0.22769479384151106297421076463058077994 | 0.028410937762664403989154698106826379915
f(z) = -4/189*z^3 - 53/112*z + 1
*
-21/10 | 0.22491954921942704426293352202312141034 | 0.027304414534956721372399849177601806706
f(z) = -5/189*z^3 - 57/140*z + 1
*
33/10 | 0.10910898808718335308589185208973766947 | 0.013245433980999590558109500567073862894
f(z) = -5/189*z^3 - 53/140*z + 1
*
-20/11 | 0.25804698637751694456056014262806709992 | 0.027852321797719835466270393882935204454
f(z) = -11/192*z^3 - 43/165*z + 1
*
[ 3/4 ] 
f(z) = -16/183*z^3 - 52/183*z + 1
*
[ 3/4 ] 
f(z) = -16/195*z^3 - 56/195*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -13/186*z^3 - 41/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -13/190*z^3 - 43/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -13/194*z^3 - 45/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -13/198*z^3 - 47/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -11/182*z^3 - 47/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = -11/186*z^3 - 49/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = -11/190*z^3 - 51/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -11/194*z^3 - 53/194*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -9/190*z^3 - 59/190*z + 1
*
-11 | 0.14225913263365092811991239751918146423 | 0.026900898121811996790754623320617846813
f(z) = -1/198*z^3 - 59/198*z + 1
*
10 | 0.20449855251341653456368556004210146247 | 0.029780186298903556504038662839153278689
f(z) = -1/192*z^3 - 43/240*z + 1
*
-24/5 | 0.26426716657382205841819103296729256727 | 0.029591111831405124712907023965530386183
f(z) = -5/189*z^3 - 51/280*z + 1
*
[ 3/5 ] 
f(z) = -20/189*z^3 - 22/35*z + 1
*
[ 3/5 ] 
f(z) = -5/189*z^3 - 23/35*z + 1
*
[ 12/19 ] 
f(z) = -19/192*z^3 - 31/57*z + 1
*
[ 4/7 ] 
f(z) = -7/192*z^3 - 31/42*z + 1
*
-21/4 | 0.19514318542582030332183017755527987223 | 0.026654577178753627186516750206596917226
f(z) = -2/189*z^3 - 29/56*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -1/192*z^3 - 23/48*z + 1
*
[ 2/3 ] 
f(z) = -15/184*z^3 - 32/69*z + 1
*
[ 2/3 ] 
f(z) = -3/184*z^3 - 34/69*z + 1
*
[ 3/4 ] 
f(z) = -20/189*z^3 - 23/84*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -13/188*z^3 - 21/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -13/196*z^3 - 23/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -11/180*z^3 - 23/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -11/188*z^3 - 25/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -11/196*z^3 - 27/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -9/188*z^3 - 29/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -9/196*z^3 - 31/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -7/180*z^3 - 31/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -7/188*z^3 - 33/94*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -5/188*z^3 - 37/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -5/196*z^3 - 39/98*z + 1
*
-10 | 0.14221156450579638267587165231774599372 | 0.027385470087512387676810603849914173268
f(z) = -1/180*z^3 - 31/90*z + 1
*
[ 3/4 ] 
f(z) = -19/189*z^3 - 31/112*z + 1
*
[ 3/4 ] 
f(z) = -13/189*z^3 - 33/112*z + 1
*
-20/7 | 0.22565434302270451127607172260578803670 | 0.025605168720516589734790777889535826818
f(z) = -7/192*z^3 - 37/105*z + 1
*
[ 3/4 ] 
f(z) = -1/189*z^3 - 37/112*z + 1
*
-8/5 | 0.15734534105038836665975697590789764769 | 0.022913480375063600849885639993856935747
f(z) = -5/192*z^3 - 37/120*z + 1
*
-12 | 0.17537803144360402946871263540551963640 | 0.029320495998022855141694393116328377904
f(z) = -1/198*z^3 - 25/132*z + 1
*
[ 4/5 ] 
f(z) = -17/192*z^3 - 29/150*z + 1
*
[ 4/5 ] 
f(z) = -13/192*z^3 - 31/150*z + 1
*
-12/5 | 0.24631167643948334965225563424272110811 | 0.029901340908978184611520458383121489208
f(z) = -10/189*z^3 - 39/140*z + 1
*
[ 4/5 ] 
f(z) = -1/192*z^3 - 37/150*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -19/194*z^3 - 21/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = -19/198*z^3 - 23/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = -17/182*z^3 - 23/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = -17/186*z^3 - 25/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = -17/190*z^3 - 27/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = -17/194*z^3 - 29/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = -17/198*z^3 - 31/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -15/182*z^3 - 31/182*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = -15/194*z^3 - 37/194*z + 1
*
-20/13 | 0.26114161415436683783814030026784221006 | 0.027687114446656529359651998691000587013
f(z) = -13/192*z^3 - 37/195*z + 1
*
4 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = -1/180*z^3 - 29/180*z + 1
*
3/2 | 0.17245238821130129401469315317834121825 | 0.022858536148906511457458994558318969773
f(z) = -10/189*z^3 - 31/210*z + 1
*
[ 6/7 ] 
f(z) = -7/180*z^3 - 29/210*z + 1
*
[ 14/17 ] 
f(z) = -17/196*z^3 - 37/238*z + 1
*
-21/16 | 0.22912102260809531258206515171177044366 | 0.026313117667811858298273300112930315450
f(z) = -8/189*z^3 - 37/224*z + 1
*
-6/5 | 0.18976256065668506081655312535128554047 | 0.027634251389345710098500862025796533347
f(z) = -5/192*z^3 - 31/240*z + 1
*
-21/20 | 0.12802555630307804512869853655016594934 | 0.014335562767628020590960359230258931057
f(z) = -10/189*z^3 - 37/280*z + 1
*
[ 3/4 ] 
f(z) = -16/189*z^3 - 2/7*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -7/192*z^3 - 1/6*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -5/192*z^3 - 1/3*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -1/192*z^3 - 2/3*z + 1
*
-12 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -1/192*z^3 - 1/6*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -19/184*z^3 - 2/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -17/184*z^3 - 3/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -15/184*z^3 - 4/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -13/184*z^3 - 5/23*z + 1
*
[ 12/13 ] 
f(z) = -13/192*z^3 - 1/39*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -11/184*z^3 - 6/23*z + 1
*
[ 2/3 ] 
f(z) = -9/184*z^3 - 11/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -9/184*z^3 - 7/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -7/184*z^3 - 8/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -5/184*z^3 - 9/23*z + 1
*
-24/5 | 0.13791155879419941360952967060191469391 | 0.020129592217072054711675805335972594549
f(z) = -5/189*z^3 - 2/35*z + 1
*
[ 4/5 ] 
f(z) = -5/192*z^3 - 7/30*z + 1
*
[ 3/4 ] 
f(z) = -4/189*z^3 - 9/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -3/184*z^3 - 10/23*z + 1
*
-6 | 0.14884401675370707619284020732058771363 | 0.028662671581450030446658437650091990998
f(z) = -1/180*z^3 - 19/30*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = -1/184*z^3 - 11/23*z + 1
*
-21/2 | 0.10810845728709017873430559917004536603 | 0.016310769826455871739208976183987944694
f(z) = -1/189*z^3 - 1/28*z + 1
*
-8 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -1/192*z^3 - 13/24*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -19/192*z^3 - 5/48*z + 1
*
[ 12/17 ] 
f(z) = -17/192*z^3 - 19/51*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -17/192*z^3 - 7/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -13/192*z^3 - 11/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -11/192*z^3 - 13/48*z + 1
*
[ 3/4 ] 
f(z) = -10/189*z^3 - 17/56*z + 1
*
[ 3/4 ] 
f(z) = -8/189*z^3 - 13/42*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -7/192*z^3 - 17/48*z + 1
*
-12/7 | 0.15447862155728100724816541640730493872 | 0.021445220750817010650737477152157687628
f(z) = -7/192*z^3 - 13/42*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = -5/192*z^3 - 19/48*z + 1
*
[ 4/5 ] 
f(z) = -19/192*z^3 - 14/75*z + 1
*
[ 4/5 ] 
f(z) = -11/192*z^3 - 16/75*z + 1
*
-12/11 | 0.19843817480588359735312461176783792809 | 0.025921364958690487887534737255734925665
f(z) = -11/192*z^3 - 1/66*z + 1
*
[ 4/5 ] 
f(z) = -7/192*z^3 - 17/75*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -19/180*z^3 - 7/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -19/188*z^3 - 9/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -19/196*z^3 - 11/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -17/180*z^3 - 11/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -17/188*z^3 - 13/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -17/196*z^3 - 15/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = -15/188*z^3 - 17/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = -15/196*z^3 - 19/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = -13/180*z^3 - 19/90*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = -7/192*z^3 - 13/168*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = -19/182*z^3 - 15/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = -19/186*z^3 - 17/186*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -13/192*z^3 - 11/192*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -5/192*z^3 - 19/192*z + 1
*
5 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -1/195*z^3 - 14/195*z + 1
*
[ 14/15 ] 
f(z) = -15/196*z^3 - 1/210*z + 1
*
33/10 | 0.10038164194999339382560601453229752456 | 0.013305570395401135689220946868148514326
f(z) = -10/189*z^3 - 19/210*z + 1
*
-28/5 | 0.22720835354978392065597613192948840909 | 0.025781503468637628990035121245637292646
f(z) = -5/192*z^3 - 1/210*z + 1
*
-20/17 | 0.26610946575797201087880784056983865322 | 0.027433550847120116644138179605127729879
f(z) = -17/192*z^3 - 7/255*z + 1
*
-9/8 | 0.18710728273790949286042829674344641402 | 0.028229649170621191262278890179558605503
f(z) = -16/189*z^3 - 1/252*z + 1
*
[ 3/2 ] 
f(z) = -20/189*z^3 + 4/7*z + 1
*
[ -3 ] 
f(z) = -20/189*z^3 + 16/7*z + 1
*
[ 3 ] 
f(z) = -19/189*z^3 + 11/7*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -19/192*z^3 + 5/6*z + 1
*
[ 4 ] 
f(z) = -19/192*z^3 + 7/3*z + 1
*
[ -4 ] 
f(z) = -19/192*z^3 + 17/6*z + 1
*
[ -3 ] 
f(z) = -17/189*z^3 + 15/7*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -17/192*z^3 + 2/3*z + 1
*
[ -4 ] 
f(z) = -17/192*z^3 + 8/3*z + 1
*
[ 4 ] 
f(z) = -17/192*z^3 + 13/6*z + 1
*
[ 3 ] 
f(z) = -16/189*z^3 + 10/7*z + 1
*
[ 3 ] 
f(z) = -13/189*z^3 + 9/7*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -13/192*z^3 + 1/3*z + 1
*
[ -4 ] 
f(z) = -13/192*z^3 + 7/3*z + 1
*
[ 4 ] 
f(z) = -13/192*z^3 + 11/6*z + 1
*
[ -3 ] 
f(z) = -11/189*z^3 + 13/7*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -11/192*z^3 + 1/6*z + 1
*
[ 4 ] 
f(z) = -11/192*z^3 + 5/3*z + 1
*
[ -4 ] 
f(z) = -11/192*z^3 + 13/6*z + 1
*
[ 3 ] 
f(z) = -10/189*z^3 + 8/7*z + 1
*
[ 3/2 ] 
f(z) = -8/189*z^3 + 3/7*z + 1
*
[ -3 ] 
f(z) = -8/189*z^3 + 12/7*z + 1
*
[ 4 ] 
f(z) = -7/192*z^3 + 4/3*z + 1
*
[ -4 ] 
f(z) = -7/192*z^3 + 11/6*z + 1
*
-12 | 0.16648305024044663615402585841532708973 | 0.024760142627842372924318115652597633085
f(z) = -7/192*z^3 + 13/3*z + 1
*
[ -12 ] 
f(z) = -7/192*z^3 + 19/3*z + 1
*
[ -3 ] 
f(z) = -5/189*z^3 + 11/7*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.020498012830473311882920006349869093357
f(z) = -5/192*z^3 + 1/15*z + 1
*
-4/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = -5/192*z^3 + 4/15*z + 1
*
[ -4 ] 
f(z) = -5/192*z^3 + 5/3*z + 1
*
[ 4 ] 
f(z) = -5/192*z^3 + 7/6*z + 1
*
-4 | 0.16341356209164476117216787501082516845 | 0.024922843691699420184917571455073901699
f(z) = -5/192*z^3 + 11/3*z + 1
*
[ 12/5 ] 
f(z) = -5/192*z^3 + 11/15*z + 1
*
[ 12 ] 
f(z) = -5/192*z^3 + 14/3*z + 1
*
28/5 | 0.16643060436942038935747139587732016610 | 0.024010860757591584055010428789918631449
f(z) = -5/192*z^3 + 16/15*z + 1
*
4 | 0.15409957594499807474709706870666778005 | 0.024039839596034817583247104353244407466
f(z) = -5/192*z^3 + 19/6*z + 1
*
[ 3 ] 
f(z) = -4/189*z^3 + 6/7*z + 1
*
[ -3/2 ] 
f(z) = -4/189*z^3 + 12/7*z + 1
*
[ 3/2 ] 
f(z) = -2/189*z^3 + 5/14*z + 1
*
[ -3 ] 
f(z) = -2/189*z^3 + 10/7*z + 1
*
[ 6 ] 
f(z) = -2/189*z^3 + 17/14*z + 1
*
[ 3 ] 
f(z) = -1/189*z^3 + 5/7*z + 1
*
12 | 0.10810788732359972693224135555760418202 | 0.017638603636521978329664493245131687459
f(z) = -1/189*z^3 + 17/7*z + 1
*
[ -6 ] 
f(z) = -1/189*z^3 + 19/14*z + 1
*
12 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -1/192*z^3 + 1/3*z + 1
*
[ -4 ] 
f(z) = -1/192*z^3 + 4/3*z + 1
*
[ 12 ] 
f(z) = -1/192*z^3 + 5/3*z + 1
*
[ 4 ] 
f(z) = -1/192*z^3 + 5/6*z + 1
*
4 | 0.15403270679109895764827380476848368179 | 0.024453714541037592760419742093985400756
f(z) = -1/192*z^3 + 17/6*z + 1
*
33/10 | 0.19752037036583276081696520146214386574 | 0.028830103472055660384845647174189336360
f(z) = -20/189*z^3 + 17/35*z + 1
*
[ 3/2 ] 
f(z) = -17/189*z^3 + 15/28*z + 1
*
[ 4/3 ] 
f(z) = -17/192*z^3 + 11/27*z + 1
*
[ 3/2 ] 
f(z) = -16/189*z^3 + 11/21*z + 1
*
[ 2 ] 
f(z) = -15/184*z^3 + 19/23*z + 1
*
[ 2 ] 
f(z) = -13/184*z^3 + 18/23*z + 1
*
[ 4/3 ] 
f(z) = -13/192*z^3 + 10/27*z + 1
*
[ 2 ] 
f(z) = -11/184*z^3 + 17/23*z + 1
*
[ 3/2 ] 
f(z) = -11/189*z^3 + 13/28*z + 1
*
[ 12/11 ] 
f(z) = -11/192*z^3 + 5/33*z + 1
*
[ 2 ] 
f(z) = -9/184*z^3 + 16/23*z + 1
*
[ 2 ] 
f(z) = -7/184*z^3 + 15/23*z + 1
*
[ 12/7 ] 
f(z) = -7/192*z^3 + 11/21*z + 1
*
-4/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = -7/192*z^3 + 16/21*z + 1
*
[ 2 ] 
f(z) = -5/184*z^3 + 14/23*z + 1
*
[ 3/2 ] 
f(z) = -5/189*z^3 + 11/28*z + 1
*
[ 3 ] 
f(z) = -5/189*z^3 + 19/21*z + 1
*
[ 4/3 ] 
f(z) = -5/192*z^3 + 8/27*z + 1
*
-28/5 | 0.18383814619333652097417276740133283517 | 0.026771506082535466537462136447166862106
f(z) = -5/192*z^3 + 17/30*z + 1
*
-8 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = -5/192*z^3 + 19/24*z + 1
*
[ 3/2 ] 
f(z) = -4/189*z^3 + 8/21*z + 1
*
[ 2 ] 
f(z) = -3/184*z^3 + 13/23*z + 1
*
[ 3 ] 
f(z) = -2/189*z^3 + 16/21*z + 1
*
[ 2 ] 
f(z) = -1/184*z^3 + 12/23*z + 1
*
[ 4/3 ] 
f(z) = -1/192*z^3 + 7/27*z + 1
*
[ 4/3 ] 
f(z) = -11/192*z^3 + 19/54*z + 1
*
[ 3/2 ] 
f(z) = -10/189*z^3 + 19/42*z + 1
*
21/4 | 0.16914078756843277472539117924166181981 | 0.028499377072850228217960169312736373450
f(z) = -8/189*z^3 + 11/42*z + 1
*
[ 4/3 ] 
f(z) = -7/192*z^3 + 17/54*z + 1
*
-6 | 0.12836162260900335442907603450980430228 | 0.024414975863211291212466737328859302172
f(z) = -5/192*z^3 + 5/48*z + 1
*
-10 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = -1/192*z^3 + 1/48*z + 1
*
-16 | 0.12836058899258246470689483730706973483 | 0.024414779264574915986691880681493066198
f(z) = -1/192*z^3 + 19/48*z + 1
*
-12/13 | 0.20153280258273349063070476940761303823 | 0.025763403840104906681137259404911422368
f(z) = -13/192*z^3 + 11/78*z + 1
*
[ 6/5 ] 
f(z) = -10/189*z^3 + 17/70*z + 1
*
-20/19 | 0.23181810123326702457794625771964404786 | 0.023627490121095341390000356575443690224
f(z) = -19/192*z^3 + 17/285*z + 1
*
[ 21/4 ] 
f(z) = -16/189*z^3 + 22/7*z + 1
*
[ 12 ] 
f(z) = -13/192*z^3 + 32/3*z + 1
*
[ -12 ] 
f(z) = -11/192*z^3 + 28/3*z + 1
*
[ -3/2 ] 
f(z) = -10/189*z^3 + 25/14*z + 1
*
-6 | 0.18710679162959912449554597025339427627 | 0.028080904308296456253846151302849455640
f(z) = -10/189*z^3 + 29/14*z + 1
*
3 | 0.10810780514773645937005875217092273701 | 0.015652474803642868202332024221406927442
f(z) = -10/189*z^3 + 37/14*z + 1
*
[ 14/3 ] 
f(z) = -9/196*z^3 + 25/14*z + 1
*
[ -14/3 ] 
f(z) = -9/196*z^3 + 31/14*z + 1
*
3/2 | 0.10810752789349895813166309857939084540 | 0.016400618763719623849401846559626313452
f(z) = -8/189*z^3 + 27/14*z + 1
*
[ 21/2 ] 
f(z) = -8/189*z^3 + 39/7*z + 1
*
12 | 0.17428469811476674647560240319174010407 | 0.025506203531664464778981180071892066599
f(z) = -7/192*z^3 + 29/6*z + 1
*
[ 12 ] 
f(z) = -7/192*z^3 + 37/6*z + 1
*
[ 6 ] 
f(z) = -5/189*z^3 + 25/14*z + 1
*
-12 | 0.15530638826846026548297534056531671262 | 0.023233419470818283240030309167050843903
f(z) = -5/192*z^3 + 25/6*z + 1
*
[ -12 ] 
f(z) = -5/192*z^3 + 29/6*z + 1
*
[ -4/5 ] 
f(z) = -5/192*z^3 + 34/15*z + 1
*
[ -6 ] 
f(z) = -4/189*z^3 + 27/14*z + 1
*
3 | 0.18512382242841256170951239579281506491 | 0.027254775491022189837504737491626519622
f(z) = -4/189*z^3 + 33/14*z + 1
*
[ 21/2 ] 
f(z) = -2/189*z^3 + 29/14*z + 1
*
-21 | 0.20251010060695651562907647259012358501 | 0.029814462851431545780859938637769095287
f(z) = -2/189*z^3 + 33/7*z + 1
*
-6 | 0.10810799922576131704258342855196987298 | 0.017182994707318864651780881352687076874
f(z) = -1/189*z^3 + 20/7*z + 1
*
[ 21 ] 
f(z) = -1/189*z^3 + 23/7*z + 1
*
-24 | 0.18512350640393221882994880755604194889 | 0.027507926576521601056238121044549392480
f(z) = -1/189*z^3 + 31/14*z + 1
*
[ 14 ] 
f(z) = -1/196*z^3 + 27/14*z + 1
*
[ -14 ] 
f(z) = -1/196*z^3 + 29/14*z + 1
*
[ 3 ] 
f(z) = -20/189*z^3 + 34/21*z + 1
*
[ 2 ] 
f(z) = -19/184*z^3 + 21/23*z + 1
*
[ 2 ] 
f(z) = -17/184*z^3 + 20/23*z + 1
*
[ 3 ] 
f(z) = -17/189*z^3 + 31/21*z + 1
*
[ 3 ] 
f(z) = -11/189*z^3 + 25/21*z + 1
*
-3/5 | 0.20504864108350848979862798440479976170 | 0.029928931017560212030309229903717522082
f(z) = -10/189*z^3 + 24/35*z + 1
*
[ -3 ] 
f(z) = -10/189*z^3 + 38/21*z + 1
*
[ -2 ] 
f(z) = -9/184*z^3 + 39/23*z + 1
*
[ 7/3 ] 
f(z) = -9/196*z^3 + 23/28*z + 1
*
[ 3 ] 
f(z) = -8/189*z^3 + 22/21*z + 1
*
[ -3/2 ] 
f(z) = -8/189*z^3 + 37/21*z + 1
*
[ -2 ] 
f(z) = -7/184*z^3 + 38/23*z + 1
*
4 | 0.19006807992175290774281737409150552864 | 0.026216556150698889416641266225733846848
f(z) = -7/192*z^3 + 22/21*z + 1
*
-8 | 0.15403270679109895764827380476848368179 | 0.027336017427245960547284094684800086278
f(z) = -7/192*z^3 + 35/24*z + 1
*
[ -2 ] 
f(z) = -5/184*z^3 + 37/23*z + 1
*
6 | 0.19437149348924065273357803793871921448 | 0.028033987363515267704501028576606967006
f(z) = -5/189*z^3 + 38/35*z + 1
*
[ 21/4 ] 
f(z) = -4/189*z^3 + 39/28*z + 1
*
[ -2 ] 
f(z) = -3/184*z^3 + 36/23*z + 1
*
[ 6 ] 
f(z) = -1/180*z^3 + 31/30*z + 1
*
[ -2 ] 
f(z) = -1/184*z^3 + 35/23*z + 1
*
[ -3 ] 
f(z) = -1/189*z^3 + 29/21*z + 1
*
15 | 0.16914013542907905536114433224253919079 | 0.029867793713619320608676110715124473816
f(z) = -1/189*z^3 + 32/21*z + 1
*
[ 8 ] 
f(z) = -1/192*z^3 + 29/24*z + 1
*
[ -8 ] 
f(z) = -1/192*z^3 + 35/24*z + 1
*
[ 7 ] 
f(z) = -1/196*z^3 + 31/28*z + 1
*
[ -7 ] 
f(z) = -1/196*z^3 + 39/28*z + 1
*
[ 4/3 ] 
f(z) = -19/192*z^3 + 23/54*z + 1
*
[ 2 ] 
f(z) = -13/192*z^3 + 37/48*z + 1
*
[ 2 ] 
f(z) = -11/192*z^3 + 35/48*z + 1
*
[ 2 ] 
f(z) = -7/192*z^3 + 31/48*z + 1
*
[ 2 ] 
f(z) = -5/192*z^3 + 29/48*z + 1
*
15 | 0.15432056762939794115558092549616579618 | 0.029717282862256655877732830263991087840
f(z) = -1/180*z^3 + 23/60*z + 1
*
21/8 | 0.16914143970778649408963802624078444883 | 0.025519068169318105848805429552170406708
f(z) = -16/189*z^3 + 29/84*z + 1
*
[ 4/3 ] 
f(z) = -9/184*z^3 + 31/92*z + 1
*
[ 3/2 ] 
f(z) = -1/189*z^3 + 29/84*z + 1
*
[ 21/17 ] 
f(z) = -17/189*z^3 + 39/119*z + 1
*
[ 7/6 ] 
f(z) = -9/196*z^3 + 23/112*z + 1
*
[ 21/19 ] 
f(z) = -19/189*z^3 + 29/133*z + 1
*
[ 21/20 ] 
f(z) = -20/189*z^3 + 23/140*z + 1
*
12/5 | 0.23062316000705660396585737634963480719 | 0.027996812122591746141151147781737865699
f(z) = -20/189*z^3 + 27/140*z + 1
*
[ 8/7 ] 
f(z) = -7/192*z^3 + 29/168*z + 1
*
-13/4 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = -16/195*z^3 + 34/195*z + 1
*
[ 14/13 ] 
f(z) = -13/196*z^3 + 27/182*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -11/192*z^3 + 35/192*z + 1
*
-13/3 | 0.15450962970854596584317733908264761157 | 0.029690513290892293672069935813695933826
f(z) = -9/182*z^3 + 29/182*z + 1
*
-14 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = -1/182*z^3 + 27/182*z + 1
*
6 | 0.20288947131373240336127183792098609083 | 0.028071243136964494716648023522966196266
f(z) = -20/189*z^3 + 51/14*z + 1
*
[ -12 ] 
f(z) = -19/192*z^3 + 46/3*z + 1
*
[ 6 ] 
f(z) = -17/189*z^3 + 57/14*z + 1
*
[ 12 ] 
f(z) = -17/192*z^3 + 41/3*z + 1
*
3 | 0.17472923551626790612539398952300869790 | 0.024927813057234130066566256507122065452
f(z) = -16/189*z^3 + 41/14*z + 1
*
-3/2 | 0.19901996227465635535299482536892026614 | 0.027850601015693507753011338354439979342
f(z) = -16/189*z^3 + 47/14*z + 1
*
[ -6 ] 
f(z) = -16/189*z^3 + 59/14*z + 1
*
[ -6 ] 
f(z) = -13/189*z^3 + 51/14*z + 1
*
-12 | 0.20934829078007824724204728140289606027 | 0.028153242019848379573486184511519846571
f(z) = -13/192*z^3 + 53/6*z + 1
*
[ 6 ] 
f(z) = -11/189*z^3 + 41/14*z + 1
*
[ 12 ] 
f(z) = -11/192*z^3 + 55/6*z + 1
*
[ -6 ] 
f(z) = -10/189*z^3 + 43/14*z + 1
*
3/2 | 0.14724186869562780849795765520140725514 | 0.020730993600993937510539589199666747585
f(z) = -8/189*z^3 + 45/7*z + 1
*
21/2 | 0.20413582263314480152447435617921364176 | 0.027815633500651813850744258065202359799
f(z) = -8/189*z^3 + 57/14*z + 1
*
-4 | 0.23558374305495996786627335187639696017 | 0.029493961946445318742734843847367730651
f(z) = -5/192*z^3 + 46/15*z + 1
*
44/5 | 0.089014330809689743586922997008639885424 | 0.011056714748001692349773412209484020701
f(z) = -5/192*z^3 + 49/15*z + 1
*
[ 14 ] 
f(z) = -3/196*z^3 + 55/14*z + 1
*
[ -14 ] 
f(z) = -3/196*z^3 + 57/14*z + 1
*
[ -21 ] 
f(z) = -2/189*z^3 + 40/7*z + 1
*
-3 | 0.10810780514773645937005875217092273701 | 0.015423241272636164955480073190693634939
f(z) = -2/189*z^3 + 41/14*z + 1
*
-33/2 | 0.075604036638686745413304550657875744530 | 0.010253655037839666763117553787947275058
f(z) = -2/189*z^3 + 59/14*z + 1
*
-4 | 0.17526657852679971265505363781652132161 | 0.022333318278922137943464254363950566961
f(z) = -1/192*z^3 + 40/3*z + 1
*
36 | 0.11233626142256223933162668608416764840 | 0.015647226988971574431706528116146731278
f(z) = -1/192*z^3 + 41/6*z + 1
*
[ -20 ] 
f(z) = -1/192*z^3 + 47/15*z + 1
*
[ -3/2 ] 
f(z) = -20/189*z^3 + 40/21*z + 1
*
[ -2 ] 
f(z) = -19/184*z^3 + 44/23*z + 1
*
[ -3 ] 
f(z) = -19/189*z^3 + 47/21*z + 1
*
[ -3/2 ] 
f(z) = -19/189*z^3 + 53/28*z + 1
*
[ -4/3 ] 
f(z) = -19/192*z^3 + 52/27*z + 1
*
[ -2 ] 
f(z) = -17/184*z^3 + 43/23*z + 1
*
[ -3 ] 
f(z) = -16/189*z^3 + 44/21*z + 1
*
-39/8 | 0.19511537010260659970387089725371424272 | 0.027304197341057670959772003962417839320
f(z) = -16/189*z^3 + 47/28*z + 1
*
[ -3/4 ] 
f(z) = -16/189*z^3 + 50/21*z + 1
*
[ -21/8 ] 
f(z) = -16/189*z^3 + 55/28*z + 1
*
[ -2 ] 
f(z) = -15/184*z^3 + 42/23*z + 1
*
[ -2 ] 
f(z) = -13/184*z^3 + 41/23*z + 1
*
[ -3 ] 
f(z) = -13/189*z^3 + 41/21*z + 1
*
[ -3/2 ] 
f(z) = -13/189*z^3 + 51/28*z + 1
*
-6 | 0.15767495180135646096431213781839944279 | 0.028640409895796258901727424684577107514
f(z) = -11/180*z^3 + 41/30*z + 1
*
[ -2 ] 
f(z) = -11/184*z^3 + 40/23*z + 1
*
[ -4/3 ] 
f(z) = -11/192*z^3 + 50/27*z + 1
*
-4/11 | 0.16883580328852403061452840114910847981 | 0.020541319490134472017204114912798246011
f(z) = -11/192*z^3 + 58/33*z + 1
*
[ -2/3 ] 
f(z) = -9/184*z^3 + 58/23*z + 1
*
[ -7/3 ] 
f(z) = -9/196*z^3 + 47/28*z + 1
*
-20/7 | 0.15536838385680332700358624527947831765 | 0.019617014108560885255699617342850502389
f(z) = -7/192*z^3 + 43/21*z + 1
*
44/7 | 0.23505441720098110231278474523610046340 | 0.029427692872051334834229692564783742581
f(z) = -7/192*z^3 + 46/21*z + 1
*
[ -4/3 ] 
f(z) = -7/192*z^3 + 49/27*z + 1
*
[ -4/7 ] 
f(z) = -7/192*z^3 + 58/21*z + 1
*
[ 21/5 ] 
f(z) = -5/189*z^3 + 43/35*z + 1
*
[ -12/5 ] 
f(z) = -5/192*z^3 + 47/30*z + 1
*
36/5 | 0.16642962694702165296461402678420279443 | 0.022381522912144355318869316232731006728
f(z) = -5/192*z^3 + 53/30*z + 1
*
[ 7 ] 
f(z) = -5/196*z^3 + 59/28*z + 1
*
21/2 | 0.16914013542907905536114433224253919079 | 0.027685919278548055977440058682701745979
f(z) = -4/189*z^3 + 50/21*z + 1
*
[ 7 ] 
f(z) = -3/196*z^3 + 45/28*z + 1
*
[ -7 ] 
f(z) = -3/196*z^3 + 53/28*z + 1
*
[ -6 ] 
f(z) = -1/180*z^3 + 41/30*z + 1
*
6 | 0.097070041810185624884052939187550244551 | 0.015738918891192797527973874007030262132
f(z) = -1/189*z^3 + 53/21*z + 1
*
15/2 | 0.19511534034700830580161283705857905506 | 0.026716527066758538001797008736497476300
f(z) = -1/189*z^3 + 55/28*z + 1
*
-6 | 0.087380766740633586635241740561637338387 | 0.011850851871603896404310989795740374538
f(z) = -1/189*z^3 + 59/28*z + 1
*
[ 2 ] 
f(z) = -19/192*z^3 + 43/48*z + 1
*
[ 2 ] 
f(z) = -17/192*z^3 + 41/48*z + 1
*
-6 | 0.12836162260900335442907603450980430228 | 0.023492967424607920906110898877589405118
f(z) = -11/192*z^3 + 59/48*z + 1
*
[ 21/8 ] 
f(z) = -8/189*z^3 + 51/56*z + 1
*
-15/4 | 0.16914078756843277472539117924166181981 | 0.027424456475846487714191401619806237593
f(z) = -8/189*z^3 + 53/42*z + 1
*
[ 14/3 ] 
f(z) = -3/196*z^3 + 47/42*z + 1
*
[ 6 ] 
f(z) = -1/189*z^3 + 43/42*z + 1
*
[ 21/11 ] 
f(z) = -11/189*z^3 + 53/77*z + 1
*
[ 21/10 ] 
f(z) = -10/189*z^3 + 53/70*z + 1
*
[ 14/5 ] 
f(z) = -5/196*z^3 + 59/70*z + 1
*
[ 3 ] 
f(z) = -5/198*z^3 + 59/66*z + 1
*
[ 3 ] 
f(z) = -1/180*z^3 + 43/60*z + 1
*
[ 12/5 ] 
f(z) = -1/192*z^3 + 46/75*z + 1
*
[ 3 ] 
f(z) = -1/198*z^3 + 47/66*z + 1
*
[ 3/2 ] 
f(z) = -19/189*z^3 + 47/84*z + 1
*
[ 3/2 ] 
f(z) = -13/189*z^3 + 41/84*z + 1
*
[ 21/13 ] 
f(z) = -13/189*z^3 + 51/91*z + 1
*
[ 2 ] 
f(z) = -7/180*z^3 + 59/90*z + 1
*
[ 2 ] 
f(z) = -5/188*z^3 + 57/94*z + 1
*
[ 2 ] 
f(z) = -5/196*z^3 + 59/98*z + 1
*
[ 2 ] 
f(z) = -3/188*z^3 + 53/94*z + 1
*
[ 7/3 ] 
f(z) = -3/196*z^3 + 55/84*z + 1
*
[ 2 ] 
f(z) = -3/196*z^3 + 55/98*z + 1
*
[ 2 ] 
f(z) = -1/180*z^3 + 47/90*z + 1
*
[ 2 ] 
f(z) = -1/188*z^3 + 49/94*z + 1
*
[ 2 ] 
f(z) = -1/196*z^3 + 51/98*z + 1
*
-12/17 | 0.20649962056991777394919111250687491394 | 0.025523057103687960491073370198741732234
f(z) = -17/192*z^3 + 47/102*z + 1
*
[ 21/16 ] 
f(z) = -16/189*z^3 + 43/112*z + 1
*
-24/5 | 0.18648260652522117598321048988683925485 | 0.027219029773502124191688360356735260330
f(z) = -10/189*z^3 + 58/105*z + 1
*
-51/4 | 0.13872487794114081158224063637141220216 | 0.017309591523038275615020203076502178662
f(z) = -1/189*z^3 + 59/112*z + 1
*
[ 14/9 ] 
f(z) = -9/196*z^3 + 59/126*z + 1
*
[ 8/5 ] 
f(z) = -5/192*z^3 + 53/120*z + 1
*
[ 14/11 ] 
f(z) = -11/196*z^3 + 47/154*z + 1
*
[ 7/5 ] 
f(z) = -5/196*z^3 + 47/140*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -19/192*z^3 + 43/192*z + 1
*
-15/2 | 0.10865573008799264534847827963344915770 | 0.020606057118197097058289852968897370680
f(z) = -4/195*z^3 + 56/195*z + 1
*
-15 | 0.13691331314908455379358426092947311418 | 0.025964977168778075014091921897781230893
f(z) = -1/195*z^3 + 43/195*z + 1
*
[ 6/5 ] 
f(z) = -5/189*z^3 + 43/210*z + 1
*
[ 9/8 ] 
f(z) = -16/189*z^3 + 55/252*z + 1
*
6 | 0.17365728915978873471093541592916763343 | 0.025288914565797642928339507299069397657
f(z) = -5/192*z^3 + 41/240*z + 1
*
-46/13 | 0.11240590512523761477301750018592281526 | 0.014448273138056318010811813562468414805
f(z) = -13/184*z^3 + 50/299*z + 1
*
[ 6 ] 
f(z) = -20/189*z^3 + 65/14*z + 1
*
[ -6 ] 
f(z) = -19/189*z^3 + 67/14*z + 1
*
[ -21/2 ] 
f(z) = -16/189*z^3 + 73/7*z + 1
*
[ -12 ] 
f(z) = -13/192*z^3 + 65/6*z + 1
*
21/2 | 0.13400214198039809906271993894046059135 | 0.017795903021471500021919433327177091252
f(z) = -8/189*z^3 + 69/14*z + 1
*
12/5 | 0.24336337287029413279532249574829046417 | 0.028897649286078191722303490274643429590
f(z) = -5/192*z^3 + 71/15*z + 1
*
-4/5 | 0.25168426527251040112846480606275361023 | 0.029511550051981349259442155968818339793
f(z) = -5/192*z^3 + 79/15*z + 1
*
[ 21 ] 
f(z) = -4/189*z^3 + 72/7*z + 1
*
[ -36 ] 
f(z) = -1/192*z^3 + 70/9*z + 1
*
4 | 0.21291490809685706339394742753926187119 | 0.027263433183293422920419138490777021555
f(z) = -1/192*z^3 + 77/6*z + 1
*
-24/5 | 0.12544998073641221355454014961650872673 | 0.016900237990100898634589970789172236616
f(z) = -20/189*z^3 + 62/35*z + 1
*
[ -3/4 ] 
f(z) = -20/189*z^3 + 67/28*z + 1
*
[ -21/10 ] 
f(z) = -20/189*z^3 + 68/35*z + 1
*
-21/4 | 0.21222858435391392722497470756903753103 | 0.028078072930006912832612855199522165334
f(z) = -20/189*z^3 + 71/28*z + 1
*
-6 | 0.14786325608237281509749692057331767022 | 0.024099371240828583098272370752330771917
f(z) = -17/180*z^3 + 77/30*z + 1
*
-21/4 | 0.17145289980950472629982308508318139334 | 0.026908873911393763084667821555865743321
f(z) = -16/189*z^3 + 65/21*z + 1
*
[ -21/4 ] 
f(z) = -16/189*z^3 + 74/21*z + 1
*
-8 | 0.15403374040751984737045500197121824925 | 0.024511529585369777141014730664785651251
f(z) = -11/192*z^3 + 67/24*z + 1
*
28/11 | 0.18456172520647444780489339759642761670 | 0.021952351620562437203994775046504437081
f(z) = -11/192*z^3 + 70/33*z + 1
*
6/5 | 0.11141895666617265679615062312482072350 | 0.015042973963086096929751872269004666252
f(z) = -10/189*z^3 + 61/35*z + 1
*
24/5 | 0.20504900528062398951623365775831009896 | 0.027392857546007889748934315774503042840
f(z) = -10/189*z^3 + 66/35*z + 1
*
[ -21/5 ] 
f(z) = -10/189*z^3 + 76/35*z + 1
*
-21/2 | 0.19177995384215887492631763684272088695 | 0.029205043481650451942828507911700194040
f(z) = -8/189*z^3 + 79/21*z + 1
*
[ 6 ] 
f(z) = -7/180*z^3 + 67/30*z + 1
*
[ -6 ] 
f(z) = -7/180*z^3 + 77/30*z + 1
*
12/7 | 0.11723225120496768150761357579368892264 | 0.014017001264950825561032276883520209542
f(z) = -7/192*z^3 + 67/21*z + 1
*
[ 8 ] 
f(z) = -7/192*z^3 + 77/24*z + 1
*
6 | 0.15945192046067708270193010795731875381 | 0.021095662797516962755767871861890697097
f(z) = -5/189*z^3 + 71/28*z + 1
*
[ 8 ] 
f(z) = -5/192*z^3 + 61/24*z + 1
*
[ -8 ] 
f(z) = -5/192*z^3 + 67/24*z + 1
*
[ -7 ] 
f(z) = -5/196*z^3 + 67/28*z + 1
*
[ 21/2 ] 
f(z) = -4/189*z^3 + 68/21*z + 1
*
[ 15/2 ] 
f(z) = -4/189*z^3 + 72/35*z + 1
*
-6 | 0.16604553145107116406863619174555886486 | 0.021809857309032111053354460844230717357
f(z) = -4/189*z^3 + 75/28*z + 1
*
-6 | 0.16918933420296837069671753954390273362 | 0.026618387106496064024373947081728784209
f(z) = -2/189*z^3 + 64/21*z + 1
*
12 | 0.18323849746589203364217995257532975054 | 0.028622441033690341282382697458570508977
f(z) = -2/189*z^3 + 67/21*z + 1
*
[ -12 ] 
f(z) = -2/189*z^3 + 73/28*z + 1
*
[ -21 ] 
f(z) = -1/189*z^3 + 71/21*z + 1
*
[ -15 ] 
f(z) = -1/189*z^3 + 79/35*z + 1
*
-24 | 0.10268847119406597176551586984565578786 | 0.016420096278298438550129878247283862256
f(z) = -1/192*z^3 + 65/24*z + 1
*
8 | 0.15403433202806936007833137728914412908 | 0.023980758159006372198708126300632723575
f(z) = -1/192*z^3 + 77/24*z + 1
*
12 | 0.16114781500860064825508674831416233333 | 0.026155233316230223371202068578373780179
f(z) = -1/198*z^3 + 79/33*z + 1
*
21/4 | 0.16914013542907905536114433224253919079 | 0.026545894427414297160316310491448496067
f(z) = -8/189*z^3 + 65/42*z + 1
*
39/8 | 0.19795956530319046530063829128674892237 | 0.026001722747310680185667556058143919975
f(z) = -8/189*z^3 + 75/56*z + 1
*
36/7 | 0.19006807992175290774281737409150552864 | 0.024877619853175570636708294268134822385
f(z) = -7/192*z^3 + 65/42*z + 1
*
[ -12/7 ] 
f(z) = -7/192*z^3 + 71/42*z + 1
*
[ -2 ] 
f(z) = -7/192*z^3 + 79/48*z + 1
*
[ -2 ] 
f(z) = -5/192*z^3 + 77/48*z + 1
*
[ 6 ] 
f(z) = -4/189*z^3 + 67/42*z + 1
*
[ -14/3 ] 
f(z) = -3/196*z^3 + 65/42*z + 1
*
[ -6 ] 
f(z) = -2/189*z^3 + 65/42*z + 1
*
[ -3/2 ] 
f(z) = -2/189*z^3 + 71/42*z + 1
*
[ -6 ] 
f(z) = -1/192*z^3 + 65/48*z + 1
*
[ 9/4 ] 
f(z) = -16/189*z^3 + 62/63*z + 1
*
[ 3 ] 
f(z) = -13/180*z^3 + 79/60*z + 1
*
[ 12/5 ] 
f(z) = -13/192*z^3 + 73/75*z + 1
*
[ 3 ] 
f(z) = -11/180*z^3 + 73/60*z + 1
*
[ 3 ] 
f(z) = -7/180*z^3 + 61/60*z + 1
*
[ 3 ] 
f(z) = -7/198*z^3 + 65/66*z + 1
*
[ 9/2 ] 
f(z) = -4/189*z^3 + 76/63*z + 1
*
-15/2 | 0.21486349360132860080327820610556655882 | 0.028030725732021830724903205689113720275
f(z) = -2/189*z^3 + 79/70*z + 1
*
[ 6 ] 
f(z) = -1/184*z^3 + 71/69*z + 1
*
[ 6 ] 
f(z) = -1/198*z^3 + 67/66*z + 1
*
[ 2 ] 
f(z) = -17/180*z^3 + 79/90*z + 1
*
21/8 | 0.18625488062809005065539697721681515544 | 0.028101043740835721967911179677082448033
f(z) = -16/189*z^3 + 65/84*z + 1
*
[ 2 ] 
f(z) = -15/188*z^3 + 77/94*z + 1
*
[ 2 ] 
f(z) = -15/196*z^3 + 79/98*z + 1
*
[ 2 ] 
f(z) = -13/180*z^3 + 71/90*z + 1
*
[ 2 ] 
f(z) = -13/188*z^3 + 73/94*z + 1
*
[ 2 ] 
f(z) = -13/196*z^3 + 75/98*z + 1
*
[ 2 ] 
f(z) = -11/180*z^3 + 67/90*z + 1
*
[ 2 ] 
f(z) = -11/188*z^3 + 69/94*z + 1
*
[ 2 ] 
f(z) = -11/196*z^3 + 71/98*z + 1
*
[ 2 ] 
f(z) = -9/188*z^3 + 65/94*z + 1
*
[ 2 ] 
f(z) = -9/196*z^3 + 67/98*z + 1
*
[ 2 ] 
f(z) = -7/188*z^3 + 61/94*z + 1
*
[ 4 ] 
f(z) = -1/184*z^3 + 77/92*z + 1
*
-12/19 | 0.20856038816986133737062217663580812957 | 0.025428195257316882446512271204426260057
f(z) = -19/192*z^3 + 71/114*z + 1
*
-21/8 | 0.23646774200096520471270674247886984282 | 0.029505594693322308569648570870925063879
f(z) = -4/189*z^3 + 75/112*z + 1
*
[ 7/5 ] 
f(z) = -15/196*z^3 + 61/140*z + 1
*
[ 5/4 ] 
f(z) = -16/185*z^3 + 62/185*z + 1
*
[ 5/4 ] 
f(z) = -16/195*z^3 + 64/195*z + 1
*
[ 4/3 ] 
f(z) = -9/188*z^3 + 63/188*z + 1
*
[ 4/3 ] 
f(z) = -9/196*z^3 + 65/196*z + 1
*
[ 3/2 ] 
f(z) = -8/183*z^3 + 79/183*z + 1
*
[ 3/2 ] 
f(z) = -4/183*z^3 + 70/183*z + 1
*
[ 3/2 ] 
f(z) = -4/195*z^3 + 74/195*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -1/192*z^3 + 73/192*z + 1
*
[ 6/5 ] 
f(z) = -20/189*z^3 + 67/210*z + 1
*
-46/11 | 0.11137470707176128025455118004024263437 | 0.014629867210621869494018102768838401356
f(z) = -11/184*z^3 + 72/253*z + 1
*
[ 4/3 ] 
f(z) = -3/184*z^3 + 77/276*z + 1
*
[ 21/2 ] 
f(z) = -20/189*z^3 + 88/7*z + 1
*
[ 12 ] 
f(z) = -19/192*z^3 + 91/6*z + 1
*
[ -12 ] 
f(z) = -17/192*z^3 + 83/6*z + 1
*
[ -21/2 ] 
f(z) = -10/189*z^3 + 97/14*z + 1
*
[ -21 ] 
f(z) = -5/189*z^3 + 89/7*z + 1
*
[ 14 ] 
f(z) = -5/196*z^3 + 83/14*z + 1
*
[ -14 ] 
f(z) = -5/196*z^3 + 85/14*z + 1
*
24 | 0.16500450173313503857746187866355622153 | 0.021388386266761109817300419418959512260
f(z) = -2/189*z^3 + 83/14*z + 1
*
-3/10 | 0.22244902188487408461638641608012219606 | 0.028879896311521678737446271662704247265
f(z) = -20/189*z^3 + 82/35*z + 1
*
-3 | 0.16903047213329447401560288738651601202 | 0.021842828916664972345676446007567409586
f(z) = -20/189*z^3 + 85/28*z + 1
*
[ 21/5 ] 
f(z) = -20/189*z^3 + 92/35*z + 1
*
-21/4 | 0.22257132285379109156149239460371369502 | 0.028205872983510198722424934519030501908
f(z) = -20/189*z^3 + 99/28*z + 1
*
-6 | 0.17754603356429375071992887256423012180 | 0.028269879497545956803678457427905218619
f(z) = -19/180*z^3 + 89/30*z + 1
*
[ -15/4 ] 
f(z) = -16/189*z^3 + 86/35*z + 1
*
51/8 | 0.21913955413278990248724890212555681050 | 0.028233284469654592064402354989841628553
f(z) = -16/189*z^3 + 87/28*z + 1
*
-6 | 0.22031925039883429625426139268521480711 | 0.028067169988891266230019335837306312054
f(z) = -13/189*z^3 + 95/28*z + 1
*
-8 | 0.15508602159932175409015673800146127819 | 0.023865695276376545798624997043469714509
f(z) = -13/192*z^3 + 83/24*z + 1
*
-4/13 | 0.20153280258273349063070476940761303823 | 0.023335765527831019563556117082976301418
f(z) = -13/192*z^3 + 88/39*z + 1
*
[ 6 ] 
f(z) = -11/180*z^3 + 91/30*z + 1
*
[ -3/5 ] 
f(z) = -10/189*z^3 + 94/35*z + 1
*
[ 7 ] 
f(z) = -9/196*z^3 + 87/28*z + 1
*
[ -7 ] 
f(z) = -9/196*z^3 + 95/28*z + 1
*
-21/2 | 0.15773649291316167124495859410702547546 | 0.023755940150202886384903624031504194555
f(z) = -8/189*z^3 + 85/21*z + 1
*
[ -8 ] 
f(z) = -7/192*z^3 + 83/24*z + 1
*
-15/4 | 0.22484233630834256375850199046820145250 | 0.029144748704259894557643645633868537242
f(z) = -4/189*z^3 + 83/28*z + 1
*
-21/2 | 0.087380642344107825699482701448584308231 | 0.011326545100667242105213932777840921874
f(z) = -1/189*z^3 + 83/28*z + 1
*
-21/2 | 0.21930830418087062959159368942502317866 | 0.028255025720934331547755865895061117557
f(z) = -1/189*z^3 + 87/28*z + 1
*
-8 | 0.15403374040751984737045500197121824925 | 0.023703763066048207109400083913674919593
f(z) = -1/192*z^3 + 83/24*z + 1
*
[ 20 ] 
f(z) = -1/192*z^3 + 91/30*z + 1
*
[ 24 ] 
f(z) = -1/192*z^3 + 95/24*z + 1
*
[ -24 ] 
f(z) = -1/192*z^3 + 97/24*z + 1
*
[ -2 ] 
f(z) = -19/192*z^3 + 91/48*z + 1
*
[ -2 ] 
f(z) = -17/192*z^3 + 89/48*z + 1
*
3/2 | 0.17408605566597562846150955558655450058 | 0.026218269742199453102129823742451275979
f(z) = -16/189*z^3 + 85/42*z + 1
*
[ -2 ] 
f(z) = -13/192*z^3 + 85/48*z + 1
*
[ -2 ] 
f(z) = -11/192*z^3 + 83/48*z + 1
*
[ 21/4 ] 
f(z) = -8/189*z^3 + 83/42*z + 1
*
[ -6 ] 
f(z) = -5/189*z^3 + 89/42*z + 1
*
[ 6 ] 
f(z) = -5/192*z^3 + 85/48*z + 1
*
[ -4/3 ] 
f(z) = -5/192*z^3 + 97/54*z + 1
*
[ -21/4 ] 
f(z) = -2/189*z^3 + 83/56*z + 1
*
[ -4/3 ] 
f(z) = -1/192*z^3 + 95/54*z + 1
*
[ 3 ] 
f(z) = -19/180*z^3 + 97/60*z + 1
*
[ 3 ] 
f(z) = -17/180*z^3 + 91/60*z + 1
*
[ 12/5 ] 
f(z) = -17/192*z^3 + 82/75*z + 1
*
[ 3 ] 
f(z) = -17/198*z^3 + 95/66*z + 1
*
[ 14/5 ] 
f(z) = -15/196*z^3 + 87/70*z + 1
*
[ 3 ] 
f(z) = -13/198*z^3 + 83/66*z + 1
*
-3/2 | 0.19752102250518648018121204846126649476 | 0.025603276763801026966470037404422194451
f(z) = -10/189*z^3 + 83/70*z + 1
*
[ 15/4 ] 
f(z) = -8/189*z^3 + 93/70*z + 1
*
[ 6 ] 
f(z) = -3/184*z^3 + 98/69*z + 1
*
[ -6 ] 
f(z) = -1/184*z^3 + 94/69*z + 1
*
[ 9 ] 
f(z) = -1/189*z^3 + 83/63*z + 1
*
[ -9 ] 
f(z) = -1/189*z^3 + 97/63*z + 1
*
[ -6 ] 
f(z) = -1/198*z^3 + 89/66*z + 1
*
[ -3 ] 
f(z) = -1/198*z^3 + 91/66*z + 1
*
[ 2 ] 
f(z) = -19/180*z^3 + 83/90*z + 1
*
[ 2 ] 
f(z) = -19/188*z^3 + 85/94*z + 1
*
[ 2 ] 
f(z) = -19/196*z^3 + 87/98*z + 1
*
[ 2 ] 
f(z) = -17/188*z^3 + 81/94*z + 1
*
[ 2 ] 
f(z) = -17/196*z^3 + 83/98*z + 1
*
[ 7/3 ] 
f(z) = -15/196*z^3 + 83/84*z + 1
*
[ 4 ] 
f(z) = -3/184*z^3 + 93/92*z + 1
*
57/4 | 0.16439699573965730452361960383282614913 | 0.020512866085025515317542879430996383752
f(z) = -1/189*z^3 + 83/112*z + 1
*
[ 7/2 ] 
f(z) = -1/196*z^3 + 87/112*z + 1
*
[ 9/4 ] 
f(z) = -8/189*z^3 + 97/126*z + 1
*
[ 12/7 ] 
f(z) = -11/192*z^3 + 86/147*z + 1
*
69/10 | 0.24203299013973060082869247299915211695 | 0.029381923967236428665056100946380500978
f(z) = -5/189*z^3 + 83/140*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -17/192*z^3 + 89/192*z + 1
*
[ 3/2 ] 
f(z) = -16/183*z^3 + 97/183*z + 1
*
17/4 | 0.13691227953266366407140306372673854673 | 0.025964781148200145882354404357583066861
f(z) = -16/195*z^3 + 94/195*z + 1
*
[ 5/3 ] 
f(z) = -9/185*z^3 + 99/185*z + 1
*
[ 3/2 ] 
f(z) = -8/195*z^3 + 83/195*z + 1
*
[ 2 ] 
f(z) = -1/182*z^3 + 95/182*z + 1
*
[ 2 ] 
f(z) = -1/186*z^3 + 97/186*z + 1
*
[ 2 ] 
f(z) = -1/190*z^3 + 99/190*z + 1
*
-46/9 | 0.10561496085010968999404737389578731527 | 0.014248876990987332329802227739962646803
f(z) = -9/184*z^3 + 98/207*z + 1
*
[ 3/2 ] 
f(z) = -1/180*z^3 + 83/240*z + 1
*
[ 3/2 ] 
f(z) = -1/198*z^3 + 91/264*z + 1
*
-21/20 | 0.12802555630307804512869853655016594934 | 0.014335562767628020590960359230258931057
f(z) = -10/189*z^3 + 83/280*z + 1
*
-3/2 | 0.15276287476734088533674348921197093307 | 0.019125997404921362369409758302963495368
f(z) = -10/189*z^3 + 109/14*z + 1
*
-57/4 | 0.22608309764386426125334643098558811286 | 0.028241440491453386600059693885045079302
f(z) = -8/189*z^3 + 111/14*z + 1
*
-3/4 | 0.23095598958703770746906070683264714103 | 0.028661662945903300602742213682680438543
f(z) = -8/189*z^3 + 117/14*z + 1
*
-6 | 0.21465755732880427822147048728421284329 | 0.029989590674472832345502430510739423411
f(z) = -1/192*z^3 + 107/16*z + 1
*
[ -21/4 ] 
f(z) = -20/189*z^3 + 115/28*z + 1
*
-3/10 | 0.19352132550919187285956183340358093657 | 0.024016017140350442458545592631991937337
f(z) = -20/189*z^3 + 117/35*z + 1
*
-8 | 0.17273586260572087453930915548723698760 | 0.025311606743338000542350330377048664923
f(z) = -17/192*z^3 + 115/24*z + 1
*
[ -3/8 ] 
f(z) = -16/189*z^3 + 103/28*z + 1
*
[ 6 ] 
f(z) = -13/180*z^3 + 103/30*z + 1
*
[ -6 ] 
f(z) = -13/180*z^3 + 113/30*z + 1
*
28/13 | 0.21951353992119040860488620469342620783 | 0.025047033966456824751137179735979556433
f(z) = -13/192*z^3 + 100/39*z + 1
*
[ 7 ] 
f(z) = -13/196*z^3 + 115/28*z + 1
*
[ -6 ] 
f(z) = -11/180*z^3 + 101/30*z + 1
*
[ 8 ] 
f(z) = -11/192*z^3 + 109/24*z + 1
*
[ -8 ] 
f(z) = -11/192*z^3 + 115/24*z + 1
*
[ 7 ] 
f(z) = -11/196*z^3 + 101/28*z + 1
*
[ -7 ] 
f(z) = -11/196*z^3 + 109/28*z + 1
*
-12 | 0.10179096839126561652602140971530263293 | 0.011501504173964046591507566218264712151
f(z) = -7/192*z^3 + 109/21*z + 1
*
[ 21/2 ] 
f(z) = -5/189*z^3 + 107/28*z + 1
*
-6/5 | 0.12544962410452486062787806281610017205 | 0.015551886182009733914668779979605997057
f(z) = -5/189*z^3 + 118/35*z + 1
*
4 | 0.15742126540733627357581378788910204604 | 0.019342632330071445134194158411196883690
f(z) = -5/192*z^3 + 107/30*z + 1
*
[ 15 ] 
f(z) = -2/189*z^3 + 116/35*z + 1
*
[ 21 ] 
f(z) = -2/189*z^3 + 118/21*z + 1
*
[ 28 ] 
f(z) = -1/192*z^3 + 106/21*z + 1
*
[ -4/3 ] 
f(z) = -17/192*z^3 + 103/54*z + 1
*
-6 | 0.12836067104821754870759360192125786891 | 0.020995640151470870591646344938333754732
f(z) = -17/192*z^3 + 113/48*z + 1
*
[ 14/3 ] 
f(z) = -15/196*z^3 + 103/42*z + 1
*
[ -4/3 ] 
f(z) = -13/192*z^3 + 101/54*z + 1
*
[ 6 ] 
f(z) = -10/189*z^3 + 115/42*z + 1
*
3 | 0.097070237325971136903635937335572586728 | 0.014129473456388248019099438325581221430
f(z) = -8/189*z^3 + 107/42*z + 1
*
[ -6 ] 
f(z) = -8/189*z^3 + 113/42*z + 1
*
[ 6 ] 
f(z) = -7/192*z^3 + 103/48*z + 1
*
68/7 | 0.18512427790839808473474211871604550596 | 0.022595079020023977957535019659940224957
f(z) = -7/192*z^3 + 113/42*z + 1
*
[ -6 ] 
f(z) = -7/192*z^3 + 119/48*z + 1
*
[ -36/5 ] 
f(z) = -5/192*z^3 + 112/45*z + 1
*
33/2 | 0.19511495507313858155625010925787542816 | 0.028400791577262336364842063542431638292
f(z) = -2/189*z^3 + 107/42*z + 1
*
-21/4 | 0.22024671028268220391097118765103475829 | 0.027391249572890509526878241739615895196
f(z) = -2/189*z^3 + 115/56*z + 1
*
[ 16 ] 
f(z) = -1/192*z^3 + 109/48*z + 1
*
[ -16 ] 
f(z) = -1/192*z^3 + 115/48*z + 1
*
[ 3 ] 
f(z) = -19/198*z^3 + 101/66*z + 1
*
[ -9/4 ] 
f(z) = -16/189*z^3 + 118/63*z + 1
*
[ -3 ] 
f(z) = -13/180*z^3 + 119/60*z + 1
*
[ -3 ] 
f(z) = -11/180*z^3 + 113/60*z + 1
*
[ 9/2 ] 
f(z) = -8/189*z^3 + 103/63*z + 1
*
[ -3 ] 
f(z) = -7/180*z^3 + 101/60*z + 1
*
[ -3 ] 
f(z) = -7/198*z^3 + 109/66*z + 1
*
[ -14/5 ] 
f(z) = -5/196*z^3 + 109/70*z + 1
*
[ -3 ] 
f(z) = -5/198*z^3 + 103/66*z + 1
*
[ 6 ] 
f(z) = -5/198*z^3 + 115/66*z + 1
*
[ -9/2 ] 
f(z) = -4/189*z^3 + 104/63*z + 1
*
[ 9 ] 
f(z) = -2/189*z^3 + 110/63*z + 1
*
[ 12 ] 
f(z) = -1/180*z^3 + 103/60*z + 1
*
-21 | 0.070495054089268915717220542277342277459 | 0.012214463005911676480887340785190602022
f(z) = -1/180*z^3 + 107/60*z + 1
*
[ -12 ] 
f(z) = -1/180*z^3 + 113/60*z + 1
*
[ 21/8 ] 
f(z) = -16/189*z^3 + 101/84*z + 1
*
[ 4 ] 
f(z) = -5/184*z^3 + 109/92*z + 1
*
39/2 | 0.17484505049541605379256188056729784568 | 0.025249796016768983198668980763424008397
f(z) = -1/189*z^3 + 113/84*z + 1
*
[ 21/10 ] 
f(z) = -20/189*z^3 + 104/105*z + 1
*
[ 7/2 ] 
f(z) = -5/196*z^3 + 115/112*z + 1
*
[ 7/2 ] 
f(z) = -3/196*z^3 + 101/112*z + 1
*
[ 21/4 ] 
f(z) = -1/189*z^3 + 107/112*z + 1
*
[ 14/3 ] 
f(z) = -1/196*z^3 + 113/126*z + 1
*
[ 12/7 ] 
f(z) = -19/192*z^3 + 104/147*z + 1
*
[ 15/8 ] 
f(z) = -16/189*z^3 + 107/140*z + 1
*
[ 12/5 ] 
f(z) = -7/192*z^3 + 119/150*z + 1
*
[ 12/5 ] 
f(z) = -5/189*z^3 + 103/140*z + 1
*
-18 | 0.10647745595047617382203733072642162950 | 0.016751990626102549418522485066824961074
f(z) = -1/192*z^3 + 107/144*z + 1
*
[ 21/10 ] 
f(z) = -4/189*z^3 + 108/175*z + 1
*
[ 3/2 ] 
f(z) = -20/183*z^3 + 106/183*z + 1
*
[ 3/2 ] 
f(z) = -16/195*z^3 + 101/195*z + 1
*
-5 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -11/195*z^3 + 119/195*z + 1
*
[ 5/3 ] 
f(z) = -9/190*z^3 + 101/190*z + 1
*
[ 2 ] 
f(z) = -5/182*z^3 + 111/182*z + 1
*
[ 2 ] 
f(z) = -5/186*z^3 + 113/186*z + 1
*
[ 2 ] 
f(z) = -5/194*z^3 + 117/194*z + 1
*
[ 2 ] 
f(z) = -5/198*z^3 + 119/198*z + 1
*
[ 2 ] 
f(z) = -3/182*z^3 + 103/182*z + 1
*
[ 2 ] 
f(z) = -3/190*z^3 + 107/190*z + 1
*
[ 2 ] 
f(z) = -3/194*z^3 + 109/194*z + 1
*
-9 | 0.14911757920185096331718581533126146047 | 0.028715351096415958051758488012242508385
f(z) = -1/180*z^3 + 101/180*z + 1
*
[ 2 ] 
f(z) = -1/194*z^3 + 101/194*z + 1
*
[ 3/2 ] 
f(z) = -13/180*z^3 + 119/240*z + 1
*
[ 3/2 ] 
f(z) = -11/180*z^3 + 113/240*z + 1
*
-9/2 | 0.18443799583934253359416581012692627721 | 0.027826922822508747524033629024466358067
f(z) = -11/189*z^3 + 101/252*z + 1
*
[ 3/2 ] 
f(z) = -7/180*z^3 + 101/240*z + 1
*
[ 4/3 ] 
f(z) = -15/184*z^3 + 109/276*z + 1
*
-8/11 | 0.16883556307911472727207193763766966468 | 0.022054467356701279126554370349034075323
f(z) = -11/192*z^3 + 107/264*z + 1
*
[ 3/2 ] 
f(z) = -7/198*z^3 + 109/264*z + 1
*
[ 3/2 ] 
f(z) = -5/198*z^3 + 103/264*z + 1
*
[ 14 ] 
f(z) = -9/196*z^3 + 139/14*z + 1
*
[ -21 ] 
f(z) = -8/189*z^3 + 138/7*z + 1
*
[ 36 ] 
f(z) = -1/192*z^3 + 139/18*z + 1
*
-6/5 | 0.22660751247410453934482788600172610504 | 0.027976726872418593768076344804014309838
f(z) = -20/189*z^3 + 122/35*z + 1
*
[ 6 ] 
f(z) = -19/180*z^3 + 139/30*z + 1
*
-8 | 0.18912537205004844845499078947880391420 | 0.027194132682443014375181022878512632913
f(z) = -19/192*z^3 + 131/24*z + 1
*
[ 6 ] 
f(z) = -17/180*z^3 + 127/30*z + 1
*
[ -6 ] 
f(z) = -17/180*z^3 + 137/30*z + 1
*
[ 7 ] 
f(z) = -15/196*z^3 + 129/28*z + 1
*
[ -7 ] 
f(z) = -15/196*z^3 + 137/28*z + 1
*
[ 8 ] 
f(z) = -13/192*z^3 + 125/24*z + 1
*
-4 | 0.21958484811829458286404216849749300083 | 0.024389996298643437593203206198581357596
f(z) = -13/192*z^3 + 127/39*z + 1
*
[ -8 ] 
f(z) = -13/192*z^3 + 131/24*z + 1
*
-20/13 | 0.22822900683608905146285880907070916193 | 0.025220814484569869297109281804167702819
f(z) = -13/192*z^3 + 133/39*z + 1
*
[ -7 ] 
f(z) = -13/196*z^3 + 123/28*z + 1
*
[ -4/11 ] 
f(z) = -11/192*z^3 + 124/33*z + 1
*
[ 28/3 ] 
f(z) = -9/196*z^3 + 137/28*z + 1
*
[ -21/2 ] 
f(z) = -8/189*z^3 + 121/21*z + 1
*
[ -15/2 ] 
f(z) = -8/189*z^3 + 123/35*z + 1
*
[ -12 ] 
f(z) = -5/189*z^3 + 137/28*z + 1
*
68/5 | 0.14257842072791561102840548339454606734 | 0.017002532239243953909657352710935342384
f(z) = -5/192*z^3 + 137/30*z + 1
*
6 | 0.16972115487523928730017210538379039577 | 0.025763926572594413615248577668163234814
f(z) = -1/180*z^3 + 121/30*z + 1
*
30 | 0.11152939355734428935432961027034355416 | 0.013649360775491868433583648285051012270
f(z) = -1/189*z^3 + 131/28*z + 1
*
[ 28 ] 
f(z) = -1/196*z^3 + 139/28*z + 1
*
6 | 0.19428749585191631702297947327595634009 | 0.027783079606787643092641267722878556692
f(z) = -16/189*z^3 + 121/42*z + 1
*
[ -14/3 ] 
f(z) = -15/196*z^3 + 121/42*z + 1
*
[ 6 ] 
f(z) = -13/189*z^3 + 139/42*z + 1
*
[ -6 ] 
f(z) = -11/189*z^3 + 137/42*z + 1
*
[ 6 ] 
f(z) = -11/192*z^3 + 139/48*z + 1
*
[ 21/4 ] 
f(z) = -10/189*z^3 + 127/56*z + 1
*
-3 | 0.16924466444438208180400127779361654697 | 0.023731326302701719395424450623415614465
f(z) = -10/189*z^3 + 139/42*z + 1
*
-3/2 | 0.097070462433118322920680002564162783745 | 0.013638844963793770128845065421401519802
f(z) = -8/189*z^3 + 137/42*z + 1
*
-60/7 | 0.15945469700571023603063904431391091044 | 0.019015034762603793785931276056141300168
f(z) = -7/192*z^3 + 137/42*z + 1
*
-3 | 0.17850924592082207134120714177124000529 | 0.025351343515203387899906634221067540714
f(z) = -4/189*z^3 + 127/42*z + 1
*
15/2 | 0.15829590372984216851721686450301536494 | 0.022241300136614439086726366011302953526
f(z) = -2/189*z^3 + 137/42*z + 1
*
24 | 0.10937281645147319721482263358307367327 | 0.015640294569476182040500462635112476821
f(z) = -1/189*z^3 + 121/42*z + 1
*
-28 | 0.22888338946314150943264885589604934533 | 0.027440980914419972812261914027796062613
f(z) = -1/192*z^3 + 131/42*z + 1
*
[ -6/5 ] 
f(z) = -20/189*z^3 + 139/70*z + 1
*
[ -3 ] 
f(z) = -19/180*z^3 + 137/60*z + 1
*
[ -3 ] 
f(z) = -17/180*z^3 + 131/60*z + 1
*
[ -3 ] 
f(z) = -17/198*z^3 + 139/66*z + 1
*
[ -14/5 ] 
f(z) = -15/196*z^3 + 137/70*z + 1
*
36/13 | 0.21951457353761129832706740189616077529 | 0.026466513110344849785331233192012831741
f(z) = -13/192*z^3 + 125/78*z + 1
*
[ -3 ] 
f(z) = -13/198*z^3 + 127/66*z + 1
*
[ -12/11 ] 
f(z) = -11/192*z^3 + 131/66*z + 1
*
[ -12/5 ] 
f(z) = -11/192*z^3 + 131/75*z + 1
*
[ -9/2 ] 
f(z) = -8/189*z^3 + 131/63*z + 1
*
[ -12/5 ] 
f(z) = -7/192*z^3 + 122/75*z + 1
*
[ -36/7 ] 
f(z) = -7/192*z^3 + 136/63*z + 1
*
[ 6 ] 
f(z) = -7/198*z^3 + 139/66*z + 1
*
[ 6 ] 
f(z) = -5/184*z^3 + 125/69*z + 1
*
[ -6/5 ] 
f(z) = -5/189*z^3 + 131/70*z + 1
*
[ -6 ] 
f(z) = -5/198*z^3 + 137/66*z + 1
*
[ -6 ] 
f(z) = -3/184*z^3 + 121/69*z + 1
*
[ -15/2 ] 
f(z) = -2/189*z^3 + 121/70*z + 1
*
[ -9 ] 
f(z) = -2/189*z^3 + 124/63*z + 1
*
[ 15 ] 
f(z) = -1/180*z^3 + 131/60*z + 1
*
[ -15 ] 
f(z) = -1/180*z^3 + 139/60*z + 1
*
[ 4 ] 
f(z) = -7/184*z^3 + 125/92*z + 1
*
[ -4 ] 
f(z) = -3/184*z^3 + 139/92*z + 1
*
[ -7/3 ] 
f(z) = -3/196*z^3 + 127/84*z + 1
*
[ 10 ] 
f(z) = -1/180*z^3 + 131/90*z + 1
*
[ -2 ] 
f(z) = -1/180*z^3 + 137/90*z + 1
*
[ -4 ] 
f(z) = -1/184*z^3 + 123/92*z + 1
*
[ 21/2 ] 
f(z) = -1/189*z^3 + 125/84*z + 1
*
[ 9/2 ] 
f(z) = -2/189*z^3 + 125/126*z + 1
*
[ 12/5 ] 
f(z) = -11/192*z^3 + 137/150*z + 1
*
-46/7 | 0.10858467544371771705111543414813183455 | 0.015163665977320153501988010782687500817
f(z) = -7/184*z^3 + 128/161*z + 1
*
[ 5/3 ] 
f(z) = -18/185*z^3 + 124/185*z + 1
*
[ 7/4 ] 
f(z) = -16/189*z^3 + 130/189*z + 1
*
4 | 0.091314794256802603366417781506248320354 | 0.017584354516858507791428853307730405582
f(z) = -11/180*z^3 + 131/180*z + 1
*
[ 2 ] 
f(z) = -11/182*z^3 + 135/182*z + 1
*
[ 2 ] 
f(z) = -11/186*z^3 + 137/186*z + 1
*
[ 2 ] 
f(z) = -11/190*z^3 + 139/190*z + 1
*
[ 2 ] 
f(z) = -9/190*z^3 + 131/190*z + 1
*
[ 2 ] 
f(z) = -9/194*z^3 + 133/194*z + 1
*
[ 2 ] 
f(z) = -7/186*z^3 + 121/186*z + 1
*
[ 2 ] 
f(z) = -7/190*z^3 + 123/190*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -7/192*z^3 + 127/192*z + 1
*
[ 2 ] 
f(z) = -7/194*z^3 + 125/194*z + 1
*
[ 2 ] 
f(z) = -7/198*z^3 + 127/198*z + 1
*
[ 5/2 ] 
f(z) = -4/185*z^3 + 136/185*z + 1
*
16 | 0.091314794256802603366417781506248320354 | 0.017584354516858507791428853307730405582
f(z) = -1/180*z^3 + 121/180*z + 1
*
[ 3 ] 
f(z) = -1/183*z^3 + 131/183*z + 1
*
[ 3 ] 
f(z) = -1/186*z^3 + 133/186*z + 1
*
[ 3 ] 
f(z) = -1/192*z^3 + 137/192*z + 1
*
[ 3/2 ] 
f(z) = -19/180*z^3 + 137/240*z + 1
*
[ 3/2 ] 
f(z) = -17/180*z^3 + 131/240*z + 1
*
[ 3/2 ] 
f(z) = -17/198*z^3 + 139/264*z + 1
*
[ 3/2 ] 
f(z) = -13/198*z^3 + 127/264*z + 1
*
[ 12/7 ] 
f(z) = -1/192*z^3 + 127/294*z + 1
*
[ -14 ] 
f(z) = -9/196*z^3 + 141/14*z + 1
*
3/2 | 0.19050542141668996537629233606992615385 | 0.022880030539594054433834172093246314856
f(z) = -8/189*z^3 + 153/14*z + 1
*
-20 | 0.19722430821553596164449461857600374387 | 0.021638023060022760105287349047724310624
f(z) = -5/192*z^3 + 142/15*z + 1
*
-3/2 | 0.16692165855766419723524825155758463833 | 0.019955388600342386976490801178547746030
f(z) = -4/189*z^3 + 159/7*z + 1
*
[ -42 ] 
f(z) = -1/189*z^3 + 145/14*z + 1
*
3 | 0.17740400169231983912281228053318020446 | 0.021323320666241451351940168388013160901
f(z) = -1/189*z^3 + 152/7*z + 1
*
[ -3/10 ] 
f(z) = -20/189*z^3 + 152/35*z + 1
*
[ -6 ] 
f(z) = -19/180*z^3 + 149/30*z + 1
*
[ 7 ] 
f(z) = -19/196*z^3 + 157/28*z + 1
*
[ 8 ] 
f(z) = -17/192*z^3 + 157/24*z + 1
*
[ 7 ] 
f(z) = -17/196*z^3 + 143/28*z + 1
*
[ -7 ] 
f(z) = -17/196*z^3 + 151/28*z + 1
*
21/2 | 0.24560242565935477949498334625098631457 | 0.029406129623424687278555997198922854493
f(z) = -11/189*z^3 + 157/28*z + 1
*
[ -28/3 ] 
f(z) = -9/196*z^3 + 143/28*z + 1
*
3 | 0.23160374150371165281610252421726214814 | 0.028043670361724952953494628991757506954
f(z) = -4/189*z^3 + 143/28*z + 1
*
3/4 | 0.24713518187047605742560554193333301626 | 0.029544869333645874888572458247224785287
f(z) = -4/189*z^3 + 159/28*z + 1
*
[ -28 ] 
f(z) = -1/196*z^3 + 141/28*z + 1
*
[ 6 ] 
f(z) = -13/192*z^3 + 157/48*z + 1
*
[ -6 ] 
f(z) = -11/192*z^3 + 155/48*z + 1
*
-4 | 0.12290260775502790718853519734821915723 | 0.014510887743595326324278181472160012023
f(z) = -7/192*z^3 + 149/42*z + 1
*
10 | 0.12935066992508192761318267493690048895 | 0.020241908977191128335806294464171653494
f(z) = -5/192*z^3 + 149/48*z + 1
*
21 | 0.13691342355174240584256947131082581417 | 0.018908997028314431799515862026355332563
f(z) = -2/189*z^3 + 155/42*z + 1
*
[ -12/5 ] 
f(z) = -19/192*z^3 + 149/75*z + 1
*
[ -3 ] 
f(z) = -19/198*z^3 + 145/66*z + 1
*
[ 9/2 ] 
f(z) = -16/189*z^3 + 157/63*z + 1
*
[ 6 ] 
f(z) = -7/184*z^3 + 152/69*z + 1
*
[ -6 ] 
f(z) = -5/184*z^3 + 148/69*z + 1
*
[ -3/2 ] 
f(z) = -17/189*z^3 + 157/84*z + 1
*
[ -7/3 ] 
f(z) = -15/196*z^3 + 155/84*z + 1
*
[ -2 ] 
f(z) = -11/180*z^3 + 157/90*z + 1
*
[ 4 ] 
f(z) = -11/184*z^3 + 157/92*z + 1
*
[ -3/2 ] 
f(z) = -11/189*z^3 + 151/84*z + 1
*
[ 4 ] 
f(z) = -9/184*z^3 + 141/92*z + 1
*
[ -2 ] 
f(z) = -9/188*z^3 + 159/94*z + 1
*
[ -2 ] 
f(z) = -7/180*z^3 + 149/90*z + 1
*
[ -2 ] 
f(z) = -7/188*z^3 + 155/94*z + 1
*
[ -4 ] 
f(z) = -5/184*z^3 + 155/92*z + 1
*
[ -2 ] 
f(z) = -5/188*z^3 + 151/94*z + 1
*
[ -3/2 ] 
f(z) = -5/189*z^3 + 145/84*z + 1
*
[ -2 ] 
f(z) = -5/196*z^3 + 157/98*z + 1
*
[ -21/4 ] 
f(z) = -4/189*z^3 + 149/84*z + 1
*
[ -2 ] 
f(z) = -3/188*z^3 + 147/94*z + 1
*
[ -2 ] 
f(z) = -3/196*z^3 + 153/98*z + 1
*
[ -10 ] 
f(z) = -1/180*z^3 + 149/90*z + 1
*
[ -2 ] 
f(z) = -1/188*z^3 + 143/94*z + 1
*
6 | 0.16914143970778649408963802624078444883 | 0.023488046936987318774877006608507304815
f(z) = -1/189*z^3 + 149/84*z + 1
*
[ -12 ] 
f(z) = -1/189*z^3 + 155/84*z + 1
*
[ -2 ] 
f(z) = -1/196*z^3 + 149/98*z + 1
*
21/10 | 0.19894454121489572896486209767265377671 | 0.027626693552956460609499223740442868008
f(z) = -20/189*z^3 + 149/105*z + 1
*
[ 21/8 ] 
f(z) = -20/189*z^3 + 151/112*z + 1
*
-12/17 | 0.24853803144625470857271647639885593341 | 0.029344434102808743335383727538246855828
f(z) = -17/192*z^3 + 149/102*z + 1
*
[ 7/2 ] 
f(z) = -11/196*z^3 + 157/112*z + 1
*
[ 10/3 ] 
f(z) = -9/184*z^3 + 143/115*z + 1
*
[ 7/2 ] 
f(z) = -9/196*z^3 + 143/112*z + 1
*
[ -7/2 ] 
f(z) = -1/196*z^3 + 151/112*z + 1
*
[ 20/3 ] 
f(z) = -1/192*z^3 + 146/135*z + 1
*
21/5 | 0.19752167464454019954545889546038912378 | 0.023916853402554380018920694705913692187
f(z) = -20/189*z^3 + 143/140*z + 1
*
[ 2 ] 
f(z) = -17/182*z^3 + 159/182*z + 1
*
7/2 | 0.13775873319251595855706627644547793061 | 0.026281072473877965830138916470822033251
f(z) = -16/189*z^3 + 142/189*z + 1
*
[ 2 ] 
f(z) = -15/182*z^3 + 151/182*z + 1
*
[ 2 ] 
f(z) = -15/194*z^3 + 157/194*z + 1
*
[ 2 ] 
f(z) = -13/186*z^3 + 145/186*z + 1
*
[ 2 ] 
f(z) = -13/190*z^3 + 147/190*z + 1
*
[ 2 ] 
f(z) = -13/194*z^3 + 149/194*z + 1
*
[ 2 ] 
f(z) = -13/198*z^3 + 151/198*z + 1
*
[ 2 ] 
f(z) = -11/194*z^3 + 141/194*z + 1
*
[ 7/3 ] 
f(z) = -9/182*z^3 + 153/182*z + 1
*
-4 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = -7/180*z^3 + 157/180*z + 1
*
[ 3 ] 
f(z) = -4/183*z^3 + 158/183*z + 1
*
[ 5/2 ] 
f(z) = -4/195*z^3 + 142/195*z + 1
*
[ 3 ] 
f(z) = -2/183*z^3 + 140/183*z + 1
*
[ 3 ] 
f(z) = -2/195*z^3 + 148/195*z + 1
*
[ 4 ] 
f(z) = -1/180*z^3 + 151/180*z + 1
*
[ 4 ] 
f(z) = -1/188*z^3 + 157/188*z + 1
*
[ 8/3 ] 
f(z) = -1/192*z^3 + 143/216*z + 1
*
[ 21/8 ] 
f(z) = -2/189*z^3 + 155/224*z + 1
*
[ 7/3 ] 
f(z) = -1/196*z^3 + 151/252*z + 1
*
[ 3/2 ] 
f(z) = -19/198*z^3 + 145/264*z + 1
*
[ 12/7 ] 
f(z) = -5/192*z^3 + 145/294*z + 1
*
[ 14 ] 
f(z) = -11/196*z^3 + 167/14*z + 1
*
[ -14 ] 
f(z) = -11/196*z^3 + 169/14*z + 1
*
[ 21 ] 
f(z) = -10/189*z^3 + 170/7*z + 1
*
[ -20 ] 
f(z) = -5/192*z^3 + 172/15*z + 1
*
-3 | 0.13436940590667457321069433745914121409 | 0.015970062988228562532247247262522765729
f(z) = -2/189*z^3 + 167/14*z + 1
*
3/2 | 0.17948702677045024190260923665318055243 | 0.021332379225407977060575881670999394260
f(z) = -20/189*z^3 + 167/35*z + 1
*
[ 8 ] 
f(z) = -19/192*z^3 + 173/24*z + 1
*
[ -8 ] 
f(z) = -19/192*z^3 + 179/24*z + 1
*
[ -7 ] 
f(z) = -19/196*z^3 + 165/28*z + 1
*
[ -8 ] 
f(z) = -17/192*z^3 + 163/24*z + 1
*
[ -4/13 ] 
f(z) = -13/192*z^3 + 166/39*z + 1
*
3 | 0.12591411036514618087869581571141384698 | 0.014923153073778928655301639771970153785
f(z) = -4/189*z^3 + 171/28*z + 1
*
-6 | 0.18002673593705086336748457634259015468 | 0.026192702557289927492103261931674929985
f(z) = -1/180*z^3 + 161/30*z + 1
*
[ 30 ] 
f(z) = -1/180*z^3 + 179/30*z + 1
*
69/2 | 0.14220944767441722342628714957519258465 | 0.016901867069792739007898424793684942715
f(z) = -1/189*z^3 + 167/28*z + 1
*
42 | 0.18199899710570630133402273530204144397 | 0.024702252446319817645386817104003354311
f(z) = -1/189*z^3 + 176/21*z + 1
*
-4/17 | 0.20660485295908157670384512941710646630 | 0.022285377050110404173665744524280166292
f(z) = -17/192*z^3 + 166/51*z + 1
*
-4 | 0.23441867009813185202767366221692041730 | 0.025189035001258964921249287498270414165
f(z) = -17/192*z^3 + 172/51*z + 1
*
28/17 | 0.24256738568532439982077050116364351072 | 0.025968958662053446300313825776703018777
f(z) = -17/192*z^3 + 178/51*z + 1
*
[ 6 ] 
f(z) = -16/189*z^3 + 163/42*z + 1
*
[ -6 ] 
f(z) = -13/192*z^3 + 173/48*z + 1
*
51/4 | 0.21992977055677459288700354607743705524 | 0.026065749279266767530539026334891087125
f(z) = -2/189*z^3 + 171/56*z + 1
*
[ -4/5 ] 
f(z) = -17/192*z^3 + 173/75*z + 1
*
[ -2/3 ] 
f(z) = -15/184*z^3 + 175/69*z + 1
*
[ -12/13 ] 
f(z) = -13/192*z^3 + 167/78*z + 1
*
[ -4/5 ] 
f(z) = -13/192*z^3 + 172/75*z + 1
*
-60/11 | 0.21023336520045151310807442998718470855 | 0.024391773348718303378670424297634596444
f(z) = -11/192*z^3 + 173/66*z + 1
*
57/10 | 0.19752037036583276081696520146214386574 | 0.023475676884301037348764741870590631739
f(z) = -10/189*z^3 + 167/70*z + 1
*
[ 6 ] 
f(z) = -9/184*z^3 + 179/69*z + 1
*
[ -6 ] 
f(z) = -7/184*z^3 + 175/69*z + 1
*
[ -6 ] 
f(z) = -7/198*z^3 + 161/66*z + 1
*
[ 9 ] 
f(z) = -4/189*z^3 + 164/63*z + 1
*
[ -9 ] 
f(z) = -4/189*z^3 + 178/63*z + 1
*
[ -2/3 ] 
f(z) = -3/184*z^3 + 173/69*z + 1
*
[ -4/5 ] 
f(z) = -1/192*z^3 + 169/75*z + 1
*
-12 | 0.17390574806909872249956150384704517238 | 0.027920918493814908586507375110172793766
f(z) = -1/198*z^3 + 169/66*z + 1
*
[ -2 ] 
f(z) = -19/180*z^3 + 173/90*z + 1
*
[ -2 ] 
f(z) = -19/188*z^3 + 179/94*z + 1
*
[ -2 ] 
f(z) = -17/180*z^3 + 169/90*z + 1
*
[ -2 ] 
f(z) = -17/188*z^3 + 175/94*z + 1
*
[ -2 ] 
f(z) = -15/188*z^3 + 171/94*z + 1
*
[ -2 ] 
f(z) = -15/196*z^3 + 177/98*z + 1
*
[ -2 ] 
f(z) = -13/180*z^3 + 161/90*z + 1
*
[ 4 ] 
f(z) = -13/184*z^3 + 173/92*z + 1
*
[ -2 ] 
f(z) = -13/188*z^3 + 167/94*z + 1
*
[ -2 ] 
f(z) = -13/196*z^3 + 173/98*z + 1
*
[ -2 ] 
f(z) = -11/188*z^3 + 163/94*z + 1
*
[ -2 ] 
f(z) = -11/196*z^3 + 169/98*z + 1
*
[ -4/3 ] 
f(z) = -9/184*z^3 + 169/92*z + 1
*
[ -2 ] 
f(z) = -9/196*z^3 + 165/98*z + 1
*
[ -4 ] 
f(z) = -7/184*z^3 + 171/92*z + 1
*
[ 7/2 ] 
f(z) = -13/196*z^3 + 171/112*z + 1
*
[ 21/5 ] 
f(z) = -10/189*z^3 + 178/105*z + 1
*
[ -20/7 ] 
f(z) = -7/192*z^3 + 173/105*z + 1
*
-46/5 | 0.096940840027151791385078908144533374320 | 0.013525928241489478781243339702637611353
f(z) = -5/184*z^3 + 162/115*z + 1
*
-2/5 | 0.21601390044781824152396780467381121435 | 0.029866151063604452726284503766780676420
f(z) = -5/184*z^3 + 173/115*z + 1
*
42/5 | 0.10700419109637671303996311540653369241 | 0.014523401685239671045752163686467649472
f(z) = -5/189*z^3 + 176/105*z + 1
*
[ 28/5 ] 
f(z) = -5/192*z^3 + 172/105*z + 1
*
[ -7/2 ] 
f(z) = -5/196*z^3 + 179/112*z + 1
*
[ -21/8 ] 
f(z) = -4/189*z^3 + 171/112*z + 1
*
[ -7/2 ] 
f(z) = -3/196*z^3 + 165/112*z + 1
*
[ 10 ] 
f(z) = -1/184*z^3 + 166/115*z + 1
*
[ 24/5 ] 
f(z) = -5/192*z^3 + 167/120*z + 1
*
[ 14/3 ] 
f(z) = -5/196*z^3 + 169/126*z + 1
*
[ -14/3 ] 
f(z) = -1/196*z^3 + 167/126*z + 1
*
[ 12/5 ] 
f(z) = -20/189*z^3 + 167/140*z + 1
*
[ 12/5 ] 
f(z) = -19/192*z^3 + 173/150*z + 1
*
-42/11 | 0.23558777962501430477371796572262692879 | 0.027921513224056868322567763546506581240
f(z) = -11/189*z^3 + 171/154*z + 1
*
[ 15/2 ] 
f(z) = -1/189*z^3 + 163/140*z + 1
*
[ 21/5 ] 
f(z) = -2/189*z^3 + 166/175*z + 1
*
[ 2 ] 
f(z) = -19/182*z^3 + 167/182*z + 1
*
[ 2 ] 
f(z) = -19/186*z^3 + 169/186*z + 1
*
[ 2 ] 
f(z) = -19/194*z^3 + 173/194*z + 1
*
[ 2 ] 
f(z) = -19/198*z^3 + 175/198*z + 1
*
[ 2 ] 
f(z) = -17/186*z^3 + 161/186*z + 1
*
[ 2 ] 
f(z) = -17/190*z^3 + 163/190*z + 1
*
[ 2 ] 
f(z) = -17/194*z^3 + 165/194*z + 1
*
[ 2 ] 
f(z) = -17/198*z^3 + 167/198*z + 1
*
-3/2 | 0.14360208702301799259936449082414540053 | 0.027233472225461773824703353698029128196
f(z) = -16/195*z^3 + 166/195*z + 1
*
4 | 0.13276380760507652498968106326198633376 | 0.025566129551474569095067204556082107479
f(z) = -13/180*z^3 + 163/180*z + 1
*
[ 8/3 ] 
f(z) = -9/184*z^3 + 179/184*z + 1
*
[ 5/2 ] 
f(z) = -8/185*z^3 + 161/185*z + 1
*
[ 5/2 ] 
f(z) = -8/195*z^3 + 167/195*z + 1
*
[ 3 ] 
f(z) = -5/183*z^3 + 167/183*z + 1
*
[ 3 ] 
f(z) = -5/186*z^3 + 169/186*z + 1
*
[ 3 ] 
f(z) = -5/192*z^3 + 173/192*z + 1
*
[ 3 ] 
f(z) = -4/195*z^3 + 166/195*z + 1
*
[ 5 ] 
f(z) = -1/180*z^3 + 169/180*z + 1
*
[ 5 ] 
f(z) = -1/185*z^3 + 173/185*z + 1
*
[ 5 ] 
f(z) = -1/190*z^3 + 177/190*z + 1
*
[ 4 ] 
f(z) = -1/196*z^3 + 163/196*z + 1
*
3/5 | 0.12687444709294154814002180602573271204 | 0.016817187429686607576451104001328810036
f(z) = -10/189*z^3 + 179/210*z + 1
*
[ 8/3 ] 
f(z) = -5/192*z^3 + 175/216*z + 1
*
[ 7/3 ] 
f(z) = -5/196*z^3 + 179/252*z + 1
*
[ 9/4 ] 
f(z) = -4/189*z^3 + 167/252*z + 1
*
[ 14 ] 
f(z) = -13/196*z^3 + 195/14*z + 1
*
[ -14 ] 
f(z) = -13/196*z^3 + 197/14*z + 1
*
[ -21 ] 
f(z) = -11/189*z^3 + 187/7*z + 1
*
[ 15/2 ] 
f(z) = -16/189*z^3 + 197/35*z + 1
*
-3/2 | 0.10669972657454829384521053663908430827 | 0.012422629689497463001878348439567984217
f(z) = -16/189*z^3 + 199/28*z + 1
*
12/11 | 0.23382176827151226251175740918287326759 | 0.024987952333586515903575584830570925607
f(z) = -11/192*z^3 + 181/33*z + 1
*
[ -30 ] 
f(z) = -1/180*z^3 + 181/30*z + 1
*
-6 | 0.19729226541287224483448463711598970304 | 0.023166721628957259241073536442799847972
f(z) = -1/189*z^3 + 185/28*z + 1
*
[ 6 ] 
f(z) = -19/189*z^3 + 187/42*z + 1
*
[ -6 ] 
f(z) = -17/189*z^3 + 185/42*z + 1
*
[ 6 ] 
f(z) = -17/192*z^3 + 193/48*z + 1
*
-69/8 | 0.11901740519398473086323445398661960319 | 0.013889564381547167740246436736219245279
f(z) = -8/189*z^3 + 195/56*z + 1
*
-21/2 | 0.10895645749014662683747198982055148031 | 0.014565537297065266339336193384741981041
f(z) = -8/189*z^3 + 197/42*z + 1
*
10 | 0.19783835763147948534087989678749658623 | 0.029618297764145005026674735890154507001
f(z) = -7/192*z^3 + 199/48*z + 1
*
69/4 | 0.25570345524237083480350761900488035588 | 0.029841094236462790603891567000178724843
f(z) = -2/189*z^3 + 195/56*z + 1
*
-6 | 0.11217995525324989937723963927479481025 | 0.016871742505828485073722679474999349176
f(z) = -1/192*z^3 + 193/48*z + 1
*
[ 9/2 ] 
f(z) = -20/189*z^3 + 184/63*z + 1
*
[ -9/2 ] 
f(z) = -16/189*z^3 + 185/63*z + 1
*
[ 9 ] 
f(z) = -5/189*z^3 + 191/63*z + 1
*
-20 | 0.27325136355078654178532606369167659292 | 0.029201695368097446011162854712737843617
f(z) = -1/192*z^3 + 181/75*z + 1
*
[ -2 ] 
f(z) = -19/196*z^3 + 185/98*z + 1
*
[ -2 ] 
f(z) = -17/196*z^3 + 181/98*z + 1
*
[ 4 ] 
f(z) = -15/184*z^3 + 189/92*z + 1
*
[ -36/11 ] 
f(z) = -11/192*z^3 + 190/99*z + 1
*
[ -4 ] 
f(z) = -9/184*z^3 + 187/92*z + 1
*
[ 36/5 ] 
f(z) = -5/192*z^3 + 199/90*z + 1
*
[ -3/4 ] 
f(z) = -4/189*z^3 + 197/84*z + 1
*
[ 28/3 ] 
f(z) = -3/196*z^3 + 187/84*z + 1
*
21/2 | 0.16914143970778649408963802624078444883 | 0.022611197218539128508478305288249618388
f(z) = -1/189*z^3 + 197/84*z + 1
*
-21/5 | 0.086184450928843025390765876177627649515 | 0.011569162226309473351424811036024026284
f(z) = -20/189*z^3 + 191/105*z + 1
*
36/17 | 0.20874601054991032450769105534073615781 | 0.024032213461428117687267702206960242609
f(z) = -17/192*z^3 + 185/102*z + 1
*
[ 7/2 ] 
f(z) = -17/196*z^3 + 199/112*z + 1
*
3/16 | 0.13377927080689923294719087263321405496 | 0.015689002712146541929064821264289301454
f(z) = -16/189*z^3 + 187/112*z + 1
*
[ 7/2 ] 
f(z) = -15/196*z^3 + 185/112*z + 1
*
[ -10 ] 
f(z) = -1/184*z^3 + 189/115*z + 1
*
[ -9/2 ] 
f(z) = -2/189*z^3 + 181/126*z + 1
*
[ 24/7 ] 
f(z) = -7/192*z^3 + 191/168*z + 1
*
[ 21/4 ] 
f(z) = -2/189*z^3 + 185/168*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.013988497316232203802605847562023589372
f(z) = -19/180*z^3 + 199/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018186835394836787527587283842301641729
f(z) = -18/181*z^3 + 199/181*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.014015242291696545019227697100012784110
f(z) = -17/180*z^3 + 197/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018204160830606979562641159771024954704
f(z) = -17/181*z^3 + 198/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015781149597825290569425068074064158601
f(z) = -17/182*z^3 + 199/182*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018221607283154233741590215141069923028
f(z) = -16/181*z^3 + 197/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014382003288724353097256088557310384740
f(z) = -16/183*z^3 + 199/183*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018239176250861224741567458405333488751
f(z) = -15/181*z^3 + 196/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015811321992275634510132839429085818587
f(z) = -15/182*z^3 + 197/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016627705132254869133976672734258054124
f(z) = -15/184*z^3 + 199/184*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018256869258714905508160006203330696380
f(z) = -14/181*z^3 + 195/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014409500618593992865321205885222937123
f(z) = -14/183*z^3 + 197/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018263307937305624251621908378338864438
f(z) = -14/185*z^3 + 199/185*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.014069872570261571593018900995553883382
f(z) = -13/180*z^3 + 193/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018274687858922367430452278946744925178
f(z) = -13/181*z^3 + 194/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014423394017080085233363469232811874715
f(z) = -13/183*z^3 + 196/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016659496078468542841540604061263500339
f(z) = -13/184*z^3 + 197/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018280706223579708968078070071341359144
f(z) = -13/185*z^3 + 198/185*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012013929172942470385576110945256216246
f(z) = -13/186*z^3 + 199/186*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = -13/192*z^3 + 181/192*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018292633631544300242592135323873509792
f(z) = -12/181*z^3 + 193/181*z + 1
*
[ 5/2 ] 
f(z) = -12/185*z^3 + 186/185*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018298226035485773267989621970532399159
f(z) = -12/185*z^3 + 197/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018300926359109783629122893295056791968
f(z) = -12/187*z^3 + 199/187*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.014097777152892002915200003450269583923
f(z) = -11/180*z^3 + 191/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018310708185146650897721808201583595651
f(z) = -11/181*z^3 + 192/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015872953243947330630718963088144340196
f(z) = -11/182*z^3 + 193/182*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014451476311378973496906244105182406301
f(z) = -11/183*z^3 + 194/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016691735097477319080015712271142377179
f(z) = -11/184*z^3 + 195/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018315868877706935541547356321989369141
f(z) = -11/185*z^3 + 196/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.012037022356050480948038487306417876247
f(z) = -11/186*z^3 + 197/186*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016702944150757492917338532483590358641
f(z) = -11/188*z^3 + 199/188*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018328913157471104370418743096328782066
f(z) = -10/181*z^3 + 191/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014465471279590674887277609749569910457
f(z) = -10/183*z^3 + 193/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018335916380938728860497184432415106832
f(z) = -10/187*z^3 + 197/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015775829516336721022079383859082738415
f(z) = -10/189*z^3 + 199/189*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018347250216125034124274719027749188907
f(z) = -9/181*z^3 + 190/181*z + 1
*
-1 | 0.083535087445221312719040183758539264841 | 0.015904558014659339856645781292911754418
f(z) = -9/182*z^3 + 191/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016724433443986576646146486656930096246
f(z) = -9/184*z^3 + 193/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018351529806026200948750254794668141602
f(z) = -9/185*z^3 + 194/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018353595563557960216233531696624119552
f(z) = -9/187*z^3 + 196/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016734878948426996606137190625897334989
f(z) = -9/188*z^3 + 197/188*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015931768239306189261946414504290008437
f(z) = -9/190*z^3 + 199/190*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018365721059291595886224410949301624174
f(z) = -8/181*z^3 + 189/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014494160447640614434612350274419243260
f(z) = -8/183*z^3 + 191/183*z + 1
*
[ 3 ] 
f(z) = -8/183*z^3 + 194/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018369551037562737257810356901422853514
f(z) = -8/185*z^3 + 193/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018371399564461453772822322659978226344
f(z) = -8/187*z^3 + 195/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015805991739183520743573650248822346037
f(z) = -8/189*z^3 + 197/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018374971017594230680658851972203493719
f(z) = -8/191*z^3 + 199/191*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.014154816073993180747766395807326823106
f(z) = -7/180*z^3 + 187/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018384327416460665456101753380428625948
f(z) = -7/181*z^3 + 188/181*z + 1
*
[ 3 ] 
f(z) = -7/183*z^3 + 185/183*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014508661049393944209912462328288952455
f(z) = -7/183*z^3 + 190/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016757602780286841117383879406046458009
f(z) = -7/184*z^3 + 191/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018387701591581760372216354319494927794
f(z) = -7/185*z^3 + 192/185*z + 1
*
[ 3 ] 
f(z) = -7/186*z^3 + 187/186*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012083817776145373384909213259889052187
f(z) = -7/186*z^3 + 193/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018389329945593718120486751952643236139
f(z) = -7/187*z^3 + 194/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016767263846384696616953181200934069181
f(z) = -7/188*z^3 + 195/188*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015962105169149425131735573224947031098
f(z) = -7/190*z^3 + 197/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018392475678148581400951246832013663909
f(z) = -7/191*z^3 + 198/191*z + 1
*
[ 3 ] 
f(z) = -7/192*z^3 + 191/192*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012933321748767434604256873509243898689
f(z) = -7/192*z^3 + 199/192*z + 1
*
[ 3 ] 
f(z) = -7/195*z^3 + 193/195*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018403071049181349609295037242629080756
f(z) = -6/181*z^3 + 187/181*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018405983112711379860939869706735656492
f(z) = -6/185*z^3 + 191/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018407388296927593391612888521749438679
f(z) = -6/187*z^3 + 193/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018410102607350714068803953547268315019
f(z) = -6/191*z^3 + 197/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018411413842113906235812299208620947580
f(z) = -6/193*z^3 + 199/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018421953751836828786390119764273950249
f(z) = -5/181*z^3 + 186/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015968782417692564595392251854313610418
f(z) = -5/182*z^3 + 187/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014537981003392138725216549811821383641
f(z) = -5/183*z^3 + 188/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016791255195603794757854841017488593315
f(z) = -5/184*z^3 + 189/184*z + 1
*
-1 | 0.063593389255034709091239795805370812093 | 0.012107783443918244670782809618508041467
f(z) = -5/186*z^3 + 191/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018425576237119998168012949421184711119
f(z) = -5/187*z^3 + 192/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016800110150262601699466344184544614441
f(z) = -5/188*z^3 + 193/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015852035489828825689497217266689800749
f(z) = -5/189*z^3 + 194/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018427853319083479808175714183218014876
f(z) = -5/191*z^3 + 196/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012958049306347320824123541966029383679
f(z) = -5/192*z^3 + 197/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018428953219418136336889533580478810534
f(z) = -5/193*z^3 + 198/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.016004655865638342647366771292195788326
f(z) = -5/194*z^3 + 199/194*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018440977352442321274112935786327055677
f(z) = -4/181*z^3 + 185/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014553000706604203173358406264109540173
f(z) = -4/183*z^3 + 187/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018442945785484268923892359273605527212
f(z) = -4/185*z^3 + 189/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018443895414186616391774571147778134128
f(z) = -4/187*z^3 + 191/187*z + 1
*
[ 7/2 ] 
f(z) = -4/189*z^3 + 184/189*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015867602213960662797882560665353277532
f(z) = -4/189*z^3 + 193/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018445729354109218753281600205742704334
f(z) = -4/191*z^3 + 195/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018446615107863857415546363992583991704
f(z) = -4/193*z^3 + 197/193*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018460143713466991038394502539510475182
f(z) = -3/181*z^3 + 184/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.016001674618533165809075515382093467969
f(z) = -3/182*z^3 + 185/182*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016825403226588659722013706682488766042
f(z) = -3/184*z^3 + 187/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018461630379213350796366732187473980065
f(z) = -3/185*z^3 + 188/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018462347506196176079752477693232543109
f(z) = -3/187*z^3 + 190/187*z + 1
*
[ 4 ] 
f(z) = -3/188*z^3 + 189/188*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016833429575122157149614626678273719301
f(z) = -3/188*z^3 + 191/188*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016024324161424108553656014748928199182
f(z) = -3/190*z^3 + 193/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018463732280691991053692554950670263734
f(z) = -3/191*z^3 + 194/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018464401024336383404201503328825550107
f(z) = -3/193*z^3 + 196/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016035132151248952147907526637991057686
f(z) = -3/194*z^3 + 197/194*z + 1
*
[ 4 ] 
f(z) = -3/196*z^3 + 195/196*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016848735225627375458340714658955552791
f(z) = -3/196*z^3 + 199/196*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018479454732680655348828415026078390376
f(z) = -2/181*z^3 + 183/181*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014582976706624385332748033363747433193
f(z) = -2/183*z^3 + 185/183*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018480452825714340000807609714351537608
f(z) = -2/185*z^3 + 187/185*z + 1
*
[ 5 ] 
f(z) = -2/185*z^3 + 198/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018480934221984997709250725599355909719
f(z) = -2/187*z^3 + 189/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015899072208796447486636666401141566528
f(z) = -2/189*z^3 + 191/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018481863695237589668171441525547684217
f(z) = -2/191*z^3 + 193/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018482312512653826962331254432226044437
f(z) = -2/193*z^3 + 195/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014632125798396405492007938893334823864
f(z) = -2/195*z^3 + 197/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018483180041087617613567736601540286593
f(z) = -2/197*z^3 + 199/197*z + 1
*
-1 | 0.074045380334657537821309798970378839564 | 0.014243613084574101536197625696916493848
f(z) = -1/180*z^3 + 181/180*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018498912344026183914440493415259410768
f(z) = -1/181*z^3 + 182/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014597935107812549185088964421019582937
f(z) = -1/183*z^3 + 184/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016860059879029480058091419938522583773
f(z) = -1/184*z^3 + 185/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018499414926915492357466177760828769270
f(z) = -1/185*z^3 + 186/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.012156895612813119243331280157642303091
f(z) = -1/186*z^3 + 187/186*z + 1
*
[ 6 ] 
f(z) = -1/186*z^3 + 191/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018499657301892517399234190853715957164
f(z) = -1/187*z^3 + 188/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016867234264891811942598938340142133980
f(z) = -1/188*z^3 + 189/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015914978346663488911712005524362331168
f(z) = -1/189*z^3 + 190/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.016056104980719116794269180524795070060
f(z) = -1/190*z^3 + 191/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018500125222951940392048805994231190079
f(z) = -1/191*z^3 + 192/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.013008558732337373543267257689312725484
f(z) = -1/192*z^3 + 193/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018500351144190564543669495159907132589
f(z) = -1/193*z^3 + 194/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.016066162917593709214233921572225362658
f(z) = -1/194*z^3 + 195/194*z + 1
*
[ 5 ] 
f(z) = -1/195*z^3 + 181/195*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014646038017730405042273279165452811725
f(z) = -1/195*z^3 + 196/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016880948765082516861664788951351587100
f(z) = -1/196*z^3 + 197/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018500787785463072368260880197751873540
f(z) = -1/197*z^3 + 198/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013513617623246855625571215193536677887
f(z) = -1/198*z^3 + 199/198*z + 1
*
[ 8/3 ] 
f(z) = -7/192*z^3 + 191/216*z + 1
*
[ 20/7 ] 
f(z) = -7/192*z^3 + 199/210*z + 1
*
[ 12/7 ] 
f(z) = -17/192*z^3 + 199/294*z + 1
*
[ 12/7 ] 
f(z) = -13/192*z^3 + 181/294*z + 1
*
-15/8 | 0.25583193976721291772204433896258269890 | 0.028646583825925827270609314166983760656
f(z) = -8/189*z^3 + 191/280*z + 1
*
[ 21 ] 
f(z) = -13/189*z^3 + 219/7*z + 1
*
[ 21/2 ] 
f(z) = -16/189*z^3 + 215/21*z + 1
*
[ 21/2 ] 
f(z) = -11/189*z^3 + 205/28*z + 1
*
[ -12 ] 
f(z) = -8/189*z^3 + 201/28*z + 1
*
-3 | 0.097385765928201711976989597641995085706 | 0.011318524224170527139097698923115611974
f(z) = -5/189*z^3 + 202/35*z + 1
*
15 | 0.23396664753714379046214571100694708171 | 0.027130616080702543338053211869475532395
f(z) = -5/189*z^3 + 206/35*z + 1
*
84/5 | 0.25006377833862319732867942612596829433 | 0.028484500946048932435746585923752019719
f(z) = -5/192*z^3 + 203/30*z + 1
*
[ -15 ] 
f(z) = -4/189*z^3 + 204/35*z + 1
*
[ -21 ] 
f(z) = -4/189*z^3 + 218/21*z + 1
*
-3/2 | 0.21073529516906580791335002195128213310 | 0.024316149039069295419059247068246488720
f(z) = -1/189*z^3 + 215/28*z + 1
*
[ -6 ] 
f(z) = -20/189*z^3 + 209/42*z + 1
*
[ 6 ] 
f(z) = -19/192*z^3 + 211/48*z + 1
*
-4/19 | 0.21731281469662116007353871936823438692 | 0.022815331172042979731148156119451885983
f(z) = -19/192*z^3 + 214/57*z + 1
*
[ -6 ] 
f(z) = -17/192*z^3 + 209/48*z + 1
*
[ -28 ] 
f(z) = -1/192*z^3 + 215/42*z + 1
*
[ -9/2 ] 
f(z) = -20/189*z^3 + 212/63*z + 1
*
[ 6 ] 
f(z) = -13/198*z^3 + 211/66*z + 1
*
[ 6 ] 
f(z) = -11/184*z^3 + 206/69*z + 1
*
-51/10 | 0.22492443772188850022827586813291952550 | 0.025981412186178625815441546828591018551
f(z) = -10/189*z^3 + 213/70*z + 1
*
[ -6 ] 
f(z) = -9/184*z^3 + 202/69*z + 1
*
[ -9 ] 
f(z) = -5/189*z^3 + 205/63*z + 1
*
[ -42/5 ] 
f(z) = -5/189*z^3 + 209/70*z + 1
*
-46/3 | 0.096573373193821430262906207085868350948 | 0.013089797917646812850185006975117594797
f(z) = -3/184*z^3 + 200/69*z + 1
*
[ 4 ] 
f(z) = -17/184*z^3 + 205/92*z + 1
*
[ -4 ] 
f(z) = -13/184*z^3 + 219/92*z + 1
*
[ -4 ] 
f(z) = -11/184*z^3 + 203/92*z + 1
*
[ -28/3 ] 
f(z) = -3/196*z^3 + 205/84*z + 1
*
[ 12 ] 
f(z) = -2/189*z^3 + 205/84*z + 1
*
[ 7/2 ] 
f(z) = -19/196*z^3 + 213/112*z + 1
*
[ 15/4 ] 
f(z) = -16/189*z^3 + 202/105*z + 1
*
[ -10/3 ] 
f(z) = -9/184*z^3 + 212/115*z + 1
*
[ -7/2 ] 
f(z) = -9/196*z^3 + 207/112*z + 1
*
[ -7/6 ] 
f(z) = -9/196*z^3 + 215/112*z + 1
*
[ -21/4 ] 
f(z) = -5/189*z^3 + 215/112*z + 1
*
[ -9/4 ] 
f(z) = -8/189*z^3 + 209/126*z + 1
*
[ -8/5 ] 
f(z) = -5/192*z^3 + 203/120*z + 1
*
[ -24/5 ] 
f(z) = -5/192*z^3 + 217/120*z + 1
*
[ 12 ] 
f(z) = -1/198*z^3 + 217/132*z + 1
*
[ -15/4 ] 
f(z) = -4/189*z^3 + 219/140*z + 1
*
[ -12/5 ] 
f(z) = -1/192*z^3 + 217/150*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018152541709541728845536710483560667225
f(z) = -20/181*z^3 + 201/181*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014327939492892850066305912901198582787
f(z) = -20/183*z^3 + 203/183*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018165664747959803096319750285643097638
f(z) = -20/187*z^3 + 207/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015631046384292440850062114258449505636
f(z) = -20/189*z^3 + 209/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018173935167154823249078789048461218383
f(z) = -20/191*z^3 + 211/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018177935972934420237134701560772608985
f(z) = -20/193*z^3 + 213/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018185682673546708840027998557850287526
f(z) = -20/197*z^3 + 217/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018189433790327685882306915728865631179
f(z) = -20/199*z^3 + 219/199*z + 1
*
-1 | 0.096268463541959736052575685900611276430 | 0.018169629503466424224943273734383182368
f(z) = -19/181*z^3 + 200/181*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.015751392151510265008718696268872756720
f(z) = -19/182*z^3 + 201/182*z + 1
*
-1 | 0.076127293780987245347247946359733606413 | 0.014341268775547485363705090739894582586
f(z) = -19/183*z^3 + 202/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016565424368609571989871230894552987638
f(z) = -19/184*z^3 + 203/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018178088522235180384542953674195187526
f(z) = -19/185*z^3 + 204/185*z + 1
*
-1 | 0.063594041394388428455486642804493441111 | 0.011947007735026240287411690519412234907
f(z) = -19/186*z^3 + 205/186*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018182175922382878081344358165585306631
f(z) = -19/187*z^3 + 206/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016579493179345054541668018944813468729
f(z) = -19/188*z^3 + 207/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015645092034177886090220650929464749112
f(z) = -19/189*z^3 + 208/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018190081681142747283096783140855759246
f(z) = -19/191*z^3 + 210/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012791821588887979071775140004641883325
f(z) = -19/192*z^3 + 211/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018193905730833807594046042031043654476
f(z) = -19/193*z^3 + 212/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015801698451259177876842340778420991483
f(z) = -19/194*z^3 + 213/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014406419514556179945773730583982754498
f(z) = -19/195*z^3 + 214/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016606125937593891960015729522477450248
f(z) = -19/196*z^3 + 215/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018201309526196570998740986240340671372
f(z) = -19/197*z^3 + 216/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013296108208744944795080655464856998767
f(z) = -19/198*z^3 + 217/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018204894289576869378872676882399413892
f(z) = -19/199*z^3 + 218/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018194900856714680317684470951119769113
f(z) = -18/185*z^3 + 203/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018198797705294437804224033654362898746
f(z) = -18/187*z^3 + 205/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018206334189185607610741181397143868846
f(z) = -18/191*z^3 + 209/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018209979280067677109608025358351945172
f(z) = -18/193*z^3 + 211/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018217035960222581234074586056019387293
f(z) = -18/197*z^3 + 215/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018220452357946041233198646524280348676
f(z) = -18/199*z^3 + 217/199*z + 1
*
-1 | 0.076128327397408135069429143562468173868 | 0.014368397008087742117482666053458213055
f(z) = -17/183*z^3 + 200/183*z + 1
*
-1 | 0.088015511800660902705807921886653236616 | 0.016596351393431980430701082257974316615
f(z) = -17/184*z^3 + 201/184*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018211827573673006154856400686511348570
f(z) = -17/185*z^3 + 202/185*z + 1
*
-1 | 0.063593007777967538733305445601758873656 | 0.011968857979309179740687914110767054712
f(z) = -17/186*z^3 + 203/186*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016609733065843169187341199035396324519
f(z) = -17/188*z^3 + 205/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015673463843253638885771053657613462459
f(z) = -17/189*z^3 + 206/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015813894716267227146298311336999718776
f(z) = -17/190*z^3 + 207/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018222693925407469514579206202553965943
f(z) = -17/191*z^3 + 208/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012814432337487315307796888198495384579
f(z) = -17/192*z^3 + 209/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018226157817212280029242319139079550175
f(z) = -17/193*z^3 + 210/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015829431173142983094848960910192099971
f(z) = -17/194*z^3 + 211/194*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014431673012152616848650457814627361108
f(z) = -17/195*z^3 + 212/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016635073915714786697415530286845976201
f(z) = -17/196*z^3 + 213/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018232863101484085334716435253126305339
f(z) = -17/197*z^3 + 214/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013319031554534355185612174881478821125
f(z) = -17/198*z^3 + 215/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018236109087985965901561977253163953034
f(z) = -17/199*z^3 + 216/199*z + 1
*
-1 | 0.096673256019968978129052870449215459323 | 0.018228870052910051148732695134029247980
f(z) = -16/185*z^3 + 201/185*z + 1
*
[ 5/2 ] 
f(z) = -16/185*z^3 + 211/185*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018232378374887312749559932319056501338
f(z) = -16/187*z^3 + 203/187*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015687792211573628155733841403260851757
f(z) = -16/189*z^3 + 205/189*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018239162144540282595610351082583309554
f(z) = -16/191*z^3 + 207/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018242442558628354576006453132962550034
f(z) = -16/193*z^3 + 209/193*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014444229655022864760307119262536367371
f(z) = -16/195*z^3 + 211/195*z + 1
*
[ 5/2 ] 
f(z) = -16/195*z^3 + 217/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018248792094096661959269560866644504160
f(z) = -16/197*z^3 + 213/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018251865589794287476243809422603653388
f(z) = -16/199*z^3 + 215/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018249339957182218563343021023975503521
f(z) = -15/187*z^3 + 202/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016640381571702853678794183639722442468
f(z) = -15/188*z^3 + 203/188*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018255740122372504416512922122465458220
f(z) = -15/191*z^3 + 206/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018258834740887587130946510240547528138
f(z) = -15/193*z^3 + 208/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015857772673149580671075045333430160547
f(z) = -15/194*z^3 + 209/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016664397529983168959234029234218580906
f(z) = -15/196*z^3 + 211/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018264824100818046239146619536555213547
f(z) = -15/197*z^3 + 212/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018267722991382911802863478796315165669
f(z) = -15/199*z^3 + 214/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018266417540200830872217326054481485325
f(z) = -14/187*z^3 + 201/187*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018272429156209778968919128978505062014
f(z) = -14/191*z^3 + 205/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018275335621210419723961953810585685549
f(z) = -14/193*z^3 + 207/193*z + 1
*
-1 | 0.077304501577451206586148730069243942350 | 0.014470173136212892552970732801728544202
f(z) = -14/195*z^3 + 209/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018280960303444122552355243322771854909
f(z) = -14/197*z^3 + 211/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018283682439054882168128670912445868029
f(z) = -14/199*z^3 + 213/199*z + 1
*
-1 | 0.096872381793603456005768114737745478433 | 0.018283612530503776874491752691067490267
f(z) = -13/187*z^3 + 200/187*z + 1
*
-1 | 0.088413774860308376531677657377464366660 | 0.016671448538806793831040434776103685528
f(z) = -13/188*z^3 + 201/188*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015731360822992933519754873571239646182
f(z) = -13/189*z^3 + 202/189*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.015871971438865031108422895407281411962
f(z) = -13/190*z^3 + 203/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018289230565348055826033314971773142988
f(z) = -13/191*z^3 + 204/191*z + 1
*
-1 | 0.068458980796043981177010579897103858575 | 0.012860952931582681917116442572218587722
f(z) = -13/192*z^3 + 205/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018291946477915563426085816883416407577
f(z) = -13/193*z^3 + 206/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015886243632286190441280914115813005714
f(z) = -13/194*z^3 + 207/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016694105470379007706606473697139682355
f(z) = -13/196*z^3 + 209/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018297201903215299393211842882135581829
f(z) = -13/197*z^3 + 210/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013365768594870097617053650226290113263
f(z) = -13/198*z^3 + 211/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018299745097791040760203353916302711187
f(z) = -13/199*z^3 + 212/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018306145691559550191436598001475751942
f(z) = -12/191*z^3 + 203/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018308668610881590473958317441824643220
f(z) = -12/193*z^3 + 205/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018313550121233590560441731296763853769
f(z) = -12/197*z^3 + 209/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018315912151646778551479137901426622668
f(z) = -12/199*z^3 + 211/199*z + 1
*
-1 | 0.083506274492856220710387499313501352601 | 0.015760904588330140985771579204766277682
f(z) = -11/189*z^3 + 200/189*z + 1
*
-1 | 0.084331705687511882968131787093827095254 | 0.015901726781607194084280411568304088676
f(z) = -11/190*z^3 + 201/190*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018323175899591959013040702867400685725
f(z) = -11/191*z^3 + 202/191*z + 1
*
-1 | 0.068460014412464870899191777099838426030 | 0.012884878674478064346942711870263506305
f(z) = -11/192*z^3 + 203/192*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018325503342020991753081869077130471350
f(z) = -11/193*z^3 + 204/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015915219077984386884753612142688657787
f(z) = -11/194*z^3 + 205/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014509246369851832194944048507903879112
f(z) = -11/195*z^3 + 206/195*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016724206716647098522581771716784102563
f(z) = -11/196*z^3 + 207/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018330006198890738648649592906212063693
f(z) = -11/197*z^3 + 208/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018332184804159187127077010852685744578
f(z) = -11/199*z^3 + 210/199*z + 1
*
[ 3 ] 
f(z) = -10/183*z^3 + 212/183*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018340322577681363926882851834987493001
f(z) = -10/191*z^3 + 201/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018342452015767100644433359433870158093
f(z) = -10/193*z^3 + 203/193*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018346571398307729077300884668331741324
f(z) = -10/197*z^3 + 207/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018348564278764937301426748242796176612
f(z) = -10/199*z^3 + 209/199*z + 1
*
-1 | 0.097264322741604256904628702818562354567 | 0.018357587138079268059348988829151293623
f(z) = -9/191*z^3 + 200/191*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018359515999574299226795308081399280234
f(z) = -9/193*z^3 + 202/193*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.015944586057166782647042599002016188605
f(z) = -9/194*z^3 + 203/194*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016754710550956851120949450709381288492
f(z) = -9/196*z^3 + 205/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018363247002786055649773592801248327807
f(z) = -9/197*z^3 + 206/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018365051819229221150286537138512476533
f(z) = -9/199*z^3 + 208/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018376696684431938453827394346803499557
f(z) = -8/193*z^3 + 201/193*z + 1
*
[ 3 ] 
f(z) = -8/195*z^3 + 202/195*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014549307567965141769644080702038774181
f(z) = -8/195*z^3 + 203/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018380034317271111926522564997556555375
f(z) = -8/197*z^3 + 205/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018381648690086106358141403035265414630
f(z) = -8/199*z^3 + 207/199*z + 1
*
-1 | 0.097457225720460843552869093581167754892 | 0.018393995485392420221051211814345884259
f(z) = -7/193*z^3 + 200/193*z + 1
*
-1 | 0.084717522111638586440482432586233031126 | 0.015974476968672698125710421783742515653
f(z) = -7/194*z^3 + 201/194*z + 1
*
-1 | 0.077303467961030316863967532866509374895 | 0.014562842789348427808455264303800092930
f(z) = -7/195*z^3 + 202/195*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018396934668828096545983492745352797510
f(z) = -7/197*z^3 + 204/197*z + 1
*
-1 | 0.071531697364614508628190195565342535296 | 0.013438204633272687539897827966914345605
f(z) = -7/198*z^3 + 205/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018398356177090664563731018971758661887
f(z) = -7/199*z^3 + 206/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018413949407130835060875752804733597177
f(z) = -6/197*z^3 + 203/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018415175587683248703352609111804583185
f(z) = -6/199*z^3 + 205/199*z + 1
*
-1 | 0.089185491460318895483339783620319658334 | 0.016816964705308514888568189375876550762
f(z) = -5/196*z^3 + 201/196*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018431079904963935903770230275728550790
f(z) = -5/197*z^3 + 202/197*z + 1
*
-1 | 0.071532349503968227992437042564465164315 | 0.013463123730969820917505245641694979853
f(z) = -5/198*z^3 + 203/198*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018432108251466308227648898303556941597
f(z) = -5/199*z^3 + 204/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018448327558738713783359578299634280368
f(z) = -4/197*z^3 + 201/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018449155520694145529219998826890490966
f(z) = -4/199*z^3 + 203/199*z + 1
*
-1 | 0.097837106087740527903329580169682055093 | 0.018465693789023330172540812883917485377
f(z) = -3/197*z^3 + 200/197*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018466318770776031993372277153740721037
f(z) = -3/199*z^3 + 202/199*z + 1
*
[ 5 ] 
f(z) = -2/195*z^3 + 206/195*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018483599400793117801882055859202385374
f(z) = -2/199*z^3 + 201/199*z + 1
*
[ 7 ] 
f(z) = -1/182*z^3 + 205/182*z + 1
*
-14 | 0.15560583370652921290812732240458295853 | 0.029126937096700807589050908864089112087
f(z) = -1/182*z^3 + 209/182*z + 1
*
[ 7 ] 
f(z) = -1/189*z^3 + 211/189*z + 1
*
-1 | 0.098024163420823933248335579479046985220 | 0.018500998834029586010602936744732782967
f(z) = -1/199*z^3 + 200/199*z + 1
*
[ 24/11 ] 
f(z) = -11/192*z^3 + 215/264*z + 1
*
[ 14 ] 
f(z) = -15/196*z^3 + 223/14*z + 1
*
[ -14 ] 
f(z) = -15/196*z^3 + 225/14*z + 1
*
[ 20 ] 
f(z) = -7/192*z^3 + 233/15*z + 1
*
[ 12 ] 
f(z) = -10/189*z^3 + 239/28*z + 1
*
28/19 | 0.21706795758648021740366076424270446409 | 0.022659827112049431521795216033424345153
f(z) = -19/192*z^3 + 226/57*z + 1
*
[ -6 ] 
f(z) = -19/192*z^3 + 227/48*z + 1
*
-20/17 | 0.23958805484833093675572278172870307114 | 0.025045649275951637620540688943430753950
f(z) = -17/192*z^3 + 223/51*z + 1
*
-21/2 | 0.22269408090897965198924551522309031049 | 0.029116948516180738006720137449578214568
f(z) = -8/189*z^3 + 233/42*z + 1
*
-24 | 0.11928008947069572069907081983122842991 | 0.015704280123118786157983520831862707085
f(z) = -2/189*z^3 + 221/42*z + 1
*
[ -24 ] 
f(z) = -1/189*z^3 + 229/56*z + 1
*
[ 6 ] 
f(z) = -13/184*z^3 + 233/69*z + 1
*
84/13 | 0.16866127913211210307524163419365637553 | 0.018970558699792526768865462152629270920
f(z) = -13/192*z^3 + 227/78*z + 1
*
[ -6 ] 
f(z) = -13/198*z^3 + 233/66*z + 1
*
[ -6 ] 
f(z) = -11/184*z^3 + 229/69*z + 1
*
24 | 0.14673755638200495328332014222669897399 | 0.022493470514366219541089882642723498038
f(z) = -1/180*z^3 + 227/60*z + 1
*
21/4 | 0.22103905959745123147089029158502901591 | 0.028966139030638853112131749367575381459
f(z) = -20/189*z^3 + 229/84*z + 1
*
[ 4 ] 
f(z) = -19/184*z^3 + 221/92*z + 1
*
[ -4 ] 
f(z) = -15/184*z^3 + 235/92*z + 1
*
[ -2/3 ] 
f(z) = -9/188*z^3 + 237/94*z + 1
*
51/4 | 0.19685011307021523904670955191656816657 | 0.025737884834094379634996269662377888889
f(z) = -4/189*z^3 + 233/84*z + 1
*
7/3 | 0.21621354306263113929575510993637633911 | 0.029404479019795162025250452657590264832
f(z) = -3/196*z^3 + 223/84*z + 1
*
35/3 | 0.21622062688637791444177865761091669665 | 0.029197320033668333651706146319471412311
f(z) = -3/196*z^3 + 235/84*z + 1
*
[ -36/13 ] 
f(z) = -13/192*z^3 + 220/117*z + 1
*
[ -7/2 ] 
f(z) = -13/196*z^3 + 235/112*z + 1
*
[ -7/2 ] 
f(z) = -11/196*z^3 + 221/112*z + 1
*
42/5 | 0.13176239204720277126543722333023615572 | 0.017347685800569698069995031630672701067
f(z) = -5/189*z^3 + 221/105*z + 1
*
24/5 | 0.18820984534015822722836859405742762213 | 0.024526647704422456678936687654199465677
f(z) = -5/189*z^3 + 239/105*z + 1
*
[ 15 ] 
f(z) = -1/189*z^3 + 223/105*z + 1
*
[ 9/2 ] 
f(z) = -10/189*z^3 + 233/126*z + 1
*
[ -14/9 ] 
f(z) = -9/196*z^3 + 221/126*z + 1
*
[ 36/7 ] 
f(z) = -7/192*z^3 + 223/126*z + 1
*
[ -14/3 ] 
f(z) = -5/196*z^3 + 223/126*z + 1
*
[ -12 ] 
f(z) = -1/198*z^3 + 239/132*z + 1
*
[ -21/10 ] 
f(z) = -5/189*z^3 + 223/140*z + 1
*
-93/10 | 0.20413035486410844965144158485619961971 | 0.023407332112502761785510192833659035732
f(z) = -5/189*z^3 + 227/140*z + 1
*
[ 28/5 ] 
f(z) = -5/196*z^3 + 227/140*z + 1
*
[ -12/7 ] 
f(z) = -1/192*z^3 + 235/147*z + 1
*
-51/4 | 0.17912373679516880261612504181086683684 | 0.023420185220021868204258286243364726684
f(z) = -2/189*z^3 + 233/168*z + 1
*
[ -21/5 ] 
f(z) = -1/189*z^3 + 233/175*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.028213260217656838657399944702488390481
f(z) = -19/192*z^3 + 235/192*z + 1
*
4 | 0.16252732943233926625649386605090734686 | 0.029959230759474260503134101724346149226
f(z) = -17/180*z^3 + 227/180*z + 1
*
[ 3 ] 
f(z) = -13/183*z^3 + 239/183*z + 1
*
[ 3 ] 
f(z) = -11/183*z^3 + 221/183*z + 1
*
[ 3 ] 
f(z) = -11/186*z^3 + 223/186*z + 1
*
[ 3 ] 
f(z) = -11/192*z^3 + 227/192*z + 1
*
[ 3 ] 
f(z) = -11/195*z^3 + 229/195*z + 1
*
5 | 0.15243302207066737737083642132195712969 | 0.027898556820592484067706751004824069068
f(z) = -11/195*z^3 + 236/195*z + 1
*
[ 10/3 ] 
f(z) = -9/190*z^3 + 233/190*z + 1
*
[ 7/2 ] 
f(z) = -8/189*z^3 + 233/189*z + 1
*
[ 4 ] 
f(z) = -5/188*z^3 + 221/188*z + 1
*
[ 4 ] 
f(z) = -5/196*z^3 + 227/196*z + 1
*
[ 5 ] 
f(z) = -3/185*z^3 + 223/185*z + 1
*
[ 5 ] 
f(z) = -3/190*z^3 + 227/190*z + 1
*
9 | 0.15243302207066737737083642132195712969 | 0.028098511798166983669612632468276287439
f(z) = -2/195*z^3 + 227/195*z + 1
*
-20 | 0.088405266875468412674003245298854378241 | 0.016269744167559886737611226714956132288
f(z) = -1/180*z^3 + 229/180*z + 1
*
[ 8 ] 
f(z) = -1/184*z^3 + 225/184*z + 1
*
14/3 | 0.17889253905909494233912300366313468796 | 0.022258011895423542415343803480836271973
f(z) = -15/196*z^3 + 221/210*z + 1
*
[ 8/3 ] 
f(z) = -13/192*z^3 + 239/216*z + 1
*
[ 8/3 ] 
f(z) = -11/192*z^3 + 223/216*z + 1
*
21/5 | 0.21786400876178427278728854568390051504 | 0.028683726156838788659715900077996072571
f(z) = -10/189*z^3 + 221/210*z + 1
*
[ 28/11 ] 
f(z) = -11/192*z^3 + 226/231*z + 1
*
[ 7/3 ] 
f(z) = -13/196*z^3 + 235/252*z + 1
*
[ 7/3 ] 
f(z) = -11/196*z^3 + 221/252*z + 1
*
[ 16/5 ] 
f(z) = -5/192*z^3 + 229/240*z + 1
*
[ 9/2 ] 
f(z) = -1/189*z^3 + 223/252*z + 1
*
[ 28/13 ] 
f(z) = -13/192*z^3 + 232/273*z + 1
*
[ 14 ] 
f(z) = -17/196*z^3 + 251/14*z + 1
*
[ -14 ] 
f(z) = -17/196*z^3 + 253/14*z + 1
*
[ -15/2 ] 
f(z) = -20/189*z^3 + 248/35*z + 1
*
[ -21/2 ] 
f(z) = -13/189*z^3 + 243/28*z + 1
*
[ 15 ] 
f(z) = -5/189*z^3 + 241/35*z + 1
*
-46 | 0.10510638631678803150604589667459469745 | 0.013887568605799201198556353847178527327
f(z) = -1/184*z^3 + 242/23*z + 1
*
15/4 | 0.15508456999831170485095801853182207686 | 0.017580713639859691909466304065580078742
f(z) = -2/189*z^3 + 251/56*z + 1
*
[ 6 ] 
f(z) = -17/198*z^3 + 259/66*z + 1
*
[ -6 ] 
f(z) = -13/184*z^3 + 256/69*z + 1
*
-46/3 | 0.18709678373561794362340291342066327697 | 0.024563777172219387041588847316380088053
f(z) = -3/184*z^3 + 254/69*z + 1
*
[ -4 ] 
f(z) = -17/184*z^3 + 251/92*z + 1
*
7/3 | 0.21621457667905202901793630713911090656 | 0.028939107111646988311635987281936944936
f(z) = -15/196*z^3 + 251/84*z + 1
*
[ -2/3 ] 
f(z) = -9/196*z^3 + 247/98*z + 1
*
-6 | 0.16972121454951594861743759816981580975 | 0.022093301133082555502943060127034688625
f(z) = -5/189*z^3 + 241/84*z + 1
*
[ 18 ] 
f(z) = -1/180*z^3 + 247/90*z + 1
*
[ -18 ] 
f(z) = -1/180*z^3 + 257/90*z + 1
*
3 | 0.21691043618184969427870050180040671160 | 0.028044319080999263361890690280472962851
f(z) = -20/189*z^3 + 254/105*z + 1
*
[ -12/17 ] 
f(z) = -17/192*z^3 + 251/102*z + 1
*
[ -7/2 ] 
f(z) = -15/196*z^3 + 249/112*z + 1
*
87/8 | 0.23238479006663368599531786848248803641 | 0.026440718948761576360858275526479359348
f(z) = -4/189*z^3 + 243/112*z + 1
*
[ -15/2 ] 
f(z) = -4/189*z^3 + 244/105*z + 1
*
21/4 | 0.14233709187457969897174192218935359760 | 0.016135632659036467314262987594174215052
f(z) = -1/189*z^3 + 251/112*z + 1
*
[ 14/3 ] 
f(z) = -11/196*z^3 + 253/126*z + 1
*
[ -12/5 ] 
f(z) = -10/189*z^3 + 241/140*z + 1
*
[ -12/7 ] 
f(z) = -5/192*z^3 + 244/147*z + 1
*
[ -7/5 ] 
f(z) = -5/196*z^3 + 247/140*z + 1
*
4 | 0.082483859209153218594945851008436591193 | 0.014843694692962265080881014906480001851
f(z) = -19/180*z^3 + 259/180*z + 1
*
[ 11/4 ] 
f(z) = -16/187*z^3 + 240/187*z + 1
*
[ 3 ] 
f(z) = -14/183*z^3 + 248/183*z + 1
*
[ 3 ] 
f(z) = -14/195*z^3 + 256/195*z + 1
*
-4 | 0.081393620314381689610813513909941315988 | 0.014709541137524241595123933540167677718
f(z) = -13/180*z^3 + 253/180*z + 1
*
[ 3 ] 
f(z) = -13/186*z^3 + 241/186*z + 1
*
[ 3 ] 
f(z) = -13/192*z^3 + 245/192*z + 1
*
[ 36/11 ] 
f(z) = -11/192*z^3 + 259/198*z + 1
*
[ 11/3 ] 
f(z) = -9/187*z^3 + 257/187*z + 1
*
[ 4 ] 
f(z) = -7/180*z^3 + 247/180*z + 1
*
[ 4 ] 
f(z) = -7/188*z^3 + 253/188*z + 1
*
[ 5 ] 
f(z) = -4/185*z^3 + 248/185*z + 1
*
[ 5 ] 
f(z) = -4/195*z^3 + 256/195*z + 1
*
[ -7 ] 
f(z) = -1/182*z^3 + 257/182*z + 1
*
[ -3 ] 
f(z) = -1/183*z^3 + 253/183*z + 1
*
[ -5 ] 
f(z) = -1/185*z^3 + 247/185*z + 1
*
[ -6 ] 
f(z) = -1/186*z^3 + 253/186*z + 1
*
[ -3 ] 
f(z) = -1/186*z^3 + 257/186*z + 1
*
[ -4 ] 
f(z) = -1/188*z^3 + 251/188*z + 1
*
[ -5 ] 
f(z) = -1/190*z^3 + 253/190*z + 1
*
[ 9 ] 
f(z) = -1/198*z^3 + 257/198*z + 1
*
[ 15/4 ] 
f(z) = -2/189*z^3 + 247/280*z + 1
*
[ 14 ] 
f(z) = -19/196*z^3 + 279/14*z + 1
*
[ 21 ] 
f(z) = -16/189*z^3 + 268/7*z + 1
*
[ 42 ] 
f(z) = -2/189*z^3 + 275/14*z + 1
*
[ -21/2 ] 
f(z) = -20/189*z^3 + 268/21*z + 1
*
21/2 | 0.24546037162313213714948179142186629856 | 0.027540802043988098496633555342046646000
f(z) = -17/189*z^3 + 275/28*z + 1
*
[ -12 ] 
f(z) = -11/189*z^3 + 265/28*z + 1
*
[ 21 ] 
f(z) = -5/189*z^3 + 265/21*z + 1
*
[ -4/17 ] 
f(z) = -17/192*z^3 + 268/51*z + 1
*
-16 | 0.14730491703302992031690564023698411803 | 0.021034348157950233262673381962255327665
f(z) = -5/192*z^3 + 275/48*z + 1
*
34 | 0.17739235379649510989536754762499075571 | 0.025465365756961146182931753069991020335
f(z) = -1/192*z^3 + 265/48*z + 1
*
[ 6 ] 
f(z) = -15/184*z^3 + 260/69*z + 1
*
21/10 | 0.20863313500228494616293133054679464203 | 0.023526539144853429162817043686200493802
f(z) = -10/189*z^3 + 263/70*z + 1
*
[ 15/2 ] 
f(z) = -10/189*z^3 + 269/70*z + 1
*
[ 9 ] 
f(z) = -8/189*z^3 + 272/63*z + 1
*
-14/3 | 0.17682276376273926915197804349125794601 | 0.023075061707839548833405362698082515977
f(z) = -3/184*z^3 + 266/69*z + 1
*
46/3 | 0.22213421354934384218375866668360185328 | 0.028945763242914995246353181066490061330
f(z) = -3/184*z^3 + 269/69*z + 1
*
-15/4 | 0.21914030087021827214262946817031843087 | 0.028178164549427982536514883913466099323
f(z) = -20/189*z^3 + 265/84*z + 1
*
[ -4 ] 
f(z) = -19/184*z^3 + 267/92*z + 1
*
7 | 0.21649736829217024397820041735611379170 | 0.028627065088326057236345967287392294484
f(z) = -15/196*z^3 + 275/84*z + 1
*
3 | 0.22187185298975917083185721505401638354 | 0.025008702166763433666476610271736944292
f(z) = -13/189*z^3 + 264/91*z + 1
*
-7 | 0.21633150124594261660389396821693200260 | 0.028660661227934469951195898273569714005
f(z) = -3/196*z^3 + 271/84*z + 1
*
[ 21 ] 
f(z) = -1/196*z^3 + 269/84*z + 1
*
[ -21 ] 
f(z) = -1/196*z^3 + 277/84*z + 1
*
[ -7/2 ] 
f(z) = -19/196*z^3 + 277/112*z + 1
*
[ -3/4 ] 
f(z) = -17/189*z^3 + 267/112*z + 1
*
84/17 | 0.20874649850457165468574368471721987263 | 0.023096817952684166948043037229686730785
f(z) = -17/192*z^3 + 263/102*z + 1
*
[ -7/2 ] 
f(z) = -17/196*z^3 + 263/112*z + 1
*
[ -3/4 ] 
f(z) = -11/189*z^3 + 265/112*z + 1
*
21/5 | 0.10038098981063967446135916753317489554 | 0.012888837066771766061845409461529143552
f(z) = -10/189*z^3 + 268/105*z + 1
*
[ -3/4 ] 
f(z) = -5/189*z^3 + 263/112*z + 1
*
[ 20/3 ] 
f(z) = -5/192*z^3 + 271/135*z + 1
*
21/5 | 0.19752167464454019954545889546038912378 | 0.022273554056650129789025764546482205960
f(z) = -20/189*z^3 + 263/140*z + 1
*
[ -12/7 ] 
f(z) = -17/192*z^3 + 271/147*z + 1
*
[ -7/5 ] 
f(z) = -15/196*z^3 + 261/140*z + 1
*
[ -12/7 ] 
f(z) = -13/192*z^3 + 262/147*z + 1
*
[ -12/5 ] 
f(z) = -13/192*z^3 + 271/150*z + 1
*
[ -28/5 ] 
f(z) = -5/196*z^3 + 277/140*z + 1
*
[ 21/5 ] 
f(z) = -8/189*z^3 + 264/175*z + 1
*
[ 3 ] 
f(z) = -17/183*z^3 + 275/183*z + 1
*
[ 3 ] 
f(z) = -17/186*z^3 + 277/186*z + 1
*
-5 | 0.16370324730203998637546325891647298844 | 0.029183362227181363250422546296316031359
f(z) = -17/190*z^3 + 273/190*z + 1
*
[ 3 ] 
f(z) = -16/183*z^3 + 266/183*z + 1
*
[ 3 ] 
f(z) = -16/195*z^3 + 274/195*z + 1
*
[ 11/2 ] 
f(z) = -4/187*z^3 + 274/187*z + 1
*
[ -3 ] 
f(z) = -2/183*z^3 + 262/183*z + 1
*
[ -5 ] 
f(z) = -2/185*z^3 + 272/185*z + 1
*
[ 7 ] 
f(z) = -2/189*z^3 + 260/189*z + 1
*
-15 | 0.13833748399814752194148115713998302515 | 0.024742945115123023088054011087467235916
f(z) = -2/195*z^3 + 268/195*z + 1
*
[ -2 ] 
f(z) = -1/182*z^3 + 277/182*z + 1
*
[ -8 ] 
f(z) = -1/184*z^3 + 271/184*z + 1
*
[ -7 ] 
f(z) = -1/189*z^3 + 265/189*z + 1
*
[ -3 ] 
f(z) = -1/192*z^3 + 265/192*z + 1
*
[ -3 ] 
f(z) = -1/195*z^3 + 269/195*z + 1
*
[ -4 ] 
f(z) = -1/196*z^3 + 261/196*z + 1
*
[ 8/3 ] 
f(z) = -17/192*z^3 + 271/216*z + 1
*
-6 | 0.21602805855856838419150346228060159000 | 0.029246451110382413407094111732951075076
f(z) = -7/180*z^3 + 269/210*z + 1
*
[ 36/13 ] 
f(z) = -13/192*z^3 + 271/234*z + 1
*
[ 9/4 ] 
f(z) = -20/189*z^3 + 275/252*z + 1
*
[ 7/3 ] 
f(z) = -19/196*z^3 + 277/252*z + 1
*
[ 7/3 ] 
f(z) = -17/196*z^3 + 263/252*z + 1
*
[ -14 ] 
f(z) = -19/196*z^3 + 281/14*z + 1
*
[ -21 ] 
f(z) = -17/189*z^3 + 285/7*z + 1
*
[ 60 ] 
f(z) = -1/192*z^3 + 296/15*z + 1
*
[ 46/3 ] 
f(z) = -9/184*z^3 + 286/23*z + 1
*
[ -46/3 ] 
f(z) = -9/184*z^3 + 289/23*z + 1
*
[ 46 ] 
f(z) = -1/184*z^3 + 287/23*z + 1
*
[ -46 ] 
f(z) = -1/184*z^3 + 288/23*z + 1
*
[ 21/2 ] 
f(z) = -10/189*z^3 + 283/42*z + 1
*
-12 | 0.25784180498832961227041039450067109172 | 0.028682332250906891996089319592155174952
f(z) = -8/189*z^3 + 297/56*z + 1
*
[ 6 ] 
f(z) = -19/198*z^3 + 283/66*z + 1
*
[ 6 ] 
f(z) = -17/184*z^3 + 287/69*z + 1
*
[ -6 ] 
f(z) = -17/198*z^3 + 281/66*z + 1
*
[ -6 ] 
f(z) = -15/184*z^3 + 283/69*z + 1
*
-3 | 0.16934919614903503298647519154675999651 | 0.018888526288112147169211962590722929382
f(z) = -11/189*z^3 + 290/77*z + 1
*
-3/5 | 0.14353954498604409235822461113074735943 | 0.015991465404029325947839978444824495930
f(z) = -10/189*z^3 + 293/70*z + 1
*
[ -9 ] 
f(z) = -8/189*z^3 + 286/63*z + 1
*
-6/5 | 0.21214242919148257145513204670857082460 | 0.026092645043524382555502910241664174755
f(z) = -5/192*z^3 + 283/80*z + 1
*
-10 | 0.13349665829769608135933185920254305404 | 0.020946172905997558339233800995250254983
f(z) = -1/180*z^3 + 293/90*z + 1
*
-12 | 0.20286510374216281526036151794851159715 | 0.025890249764033494946048971850242231695
f(z) = -1/189*z^3 + 281/84*z + 1
*
3/10 | 0.19704133855432075023832568238183968775 | 0.025147003476234529596537323277650237897
f(z) = -20/189*z^3 + 281/105*z + 1
*
[ -3/5 ] 
f(z) = -20/189*z^3 + 284/105*z + 1
*
84/19 | 0.24059734768094518012434796353122920869 | 0.026366202380588104932310819229759358328
f(z) = -19/192*z^3 + 287/114*z + 1
*
-60/19 | 0.24059733029899483854681962358074604931 | 0.026306553360788129522480786914424712136
f(z) = -19/192*z^3 + 293/114*z + 1
*
[ -12/19 ] 
f(z) = -19/192*z^3 + 299/114*z + 1
*
-46/5 | 0.21683516384328944429046616790347437010 | 0.027956382508142756026573560943619309086
f(z) = -5/184*z^3 + 292/115*z + 1
*
[ -3/5 ] 
f(z) = -5/189*z^3 + 281/105*z + 1
*
51/8 | 0.26145364058935683800043374170842166479 | 0.029241174701595389577947334693722228569
f(z) = -4/189*z^3 + 283/112*z + 1
*
[ 10 ] 
f(z) = -3/184*z^3 + 291/115*z + 1
*
[ 14/3 ] 
f(z) = -13/196*z^3 + 281/126*z + 1
*
[ -9/2 ] 
f(z) = -10/189*z^3 + 289/126*z + 1
*
[ -36/17 ] 
f(z) = -17/192*z^3 + 286/153*z + 1
*
[ -12/5 ] 
f(z) = -17/192*z^3 + 289/150*z + 1
*
[ -14/11 ] 
f(z) = -11/196*z^3 + 289/154*z + 1
*
[ -20/11 ] 
f(z) = -11/192*z^3 + 287/165*z + 1
*
[ 14/3 ] 
f(z) = -9/184*z^3 + 298/161*z + 1
*
[ -21/8 ] 
f(z) = -8/189*z^3 + 281/168*z + 1
*
[ -21/10 ] 
f(z) = -8/189*z^3 + 291/175*z + 1
*
[ -24/7 ] 
f(z) = -7/192*z^3 + 289/168*z + 1
*
[ -21/5 ] 
f(z) = -4/189*z^3 + 282/175*z + 1
*
[ 3 ] 
f(z) = -19/183*z^3 + 293/183*z + 1
*
[ 3 ] 
f(z) = -19/186*z^3 + 295/186*z + 1
*
[ 3 ] 
f(z) = -19/192*z^3 + 299/192*z + 1
*
[ 3 ] 
f(z) = -17/192*z^3 + 281/192*z + 1
*
[ 3 ] 
f(z) = -17/195*z^3 + 283/195*z + 1
*
[ 4 ] 
f(z) = -9/188*z^3 + 285/188*z + 1
*
[ 4 ] 
f(z) = -9/196*z^3 + 291/196*z + 1
*
-15/2 | 0.13691227953266366407140306372673854673 | 0.024282310631736448811013439355968962634
f(z) = -8/195*z^3 + 281/195*z + 1
*
[ 5 ] 
f(z) = -6/185*z^3 + 298/185*z + 1
*
[ -2 ] 
f(z) = -5/182*z^3 + 293/182*z + 1
*
[ -3 ] 
f(z) = -5/183*z^3 + 289/183*z + 1
*
[ -3 ] 
f(z) = -5/186*z^3 + 293/186*z + 1
*
[ -2 ] 
f(z) = -5/186*z^3 + 299/186*z + 1
*
[ -3 ] 
f(z) = -4/183*z^3 + 280/183*z + 1
*
[ -5/2 ] 
f(z) = -4/185*z^3 + 284/185*z + 1
*
[ -7/2 ] 
f(z) = -4/189*z^3 + 292/189*z + 1
*
[ -3 ] 
f(z) = -4/195*z^3 + 296/195*z + 1
*
[ -5/2 ] 
f(z) = -4/195*z^3 + 298/195*z + 1
*
[ -2 ] 
f(z) = -3/182*z^3 + 285/182*z + 1
*
[ -5 ] 
f(z) = -3/185*z^3 + 297/185*z + 1
*
[ -4 ] 
f(z) = -3/188*z^3 + 283/188*z + 1
*
[ -2 ] 
f(z) = -3/190*z^3 + 297/190*z + 1
*
[ -4 ] 
f(z) = -3/196*z^3 + 293/196*z + 1
*
[ -5 ] 
f(z) = -2/195*z^3 + 284/195*z + 1
*
[ -9 ] 
f(z) = -1/180*z^3 + 281/180*z + 1
*
[ -2 ] 
f(z) = -1/186*z^3 + 283/186*z + 1
*
[ 11 ] 
f(z) = -1/187*z^3 + 291/187*z + 1
*
[ -2 ] 
f(z) = -1/190*z^3 + 289/190*z + 1
*
[ -28/3 ] 
f(z) = -1/192*z^3 + 295/189*z + 1
*
[ -2 ] 
f(z) = -1/194*z^3 + 295/194*z + 1
*
[ 8/3 ] 
f(z) = -19/192*z^3 + 287/216*z + 1
*
[ 28/9 ] 
f(z) = -9/196*z^3 + 283/252*z + 1
*
[ 15/2 ] 
f(z) = -1/180*z^3 + 283/240*z + 1
*
[ 6 ] 
f(z) = -1/188*z^3 + 289/282*z + 1
*
[ 6 ] 
f(z) = -1/196*z^3 + 299/294*z + 1
*
[ 3/5 ] 
f(z) = -19/216*z^3 - 127/200*z + 1
*
[ 3/5 ] 
f(z) = -13/216*z^3 - 129/200*z + 1
*
[ 3/5 ] 
f(z) = -7/216*z^3 - 131/200*z + 1
*
-7 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = -1/210*z^3 - 131/210*z + 1
*
[ 3/5 ] 
f(z) = -1/216*z^3 - 133/200*z + 1
*
[ 12/19 ] 
f(z) = -19/216*z^3 - 125/228*z + 1
*
[ 2/3 ] 
f(z) = -1/216*z^3 - 121/243*z + 1
*
-6 | 0.18318653055038573316575838515816680044 | 0.028462127213599468837791530310186418266
f(z) = -1/208*z^3 - 103/156*z + 1
*
[ 2/3 ] 
f(z) = -9/214*z^3 - 103/214*z + 1
*
[ 2/3 ] 
f(z) = -9/218*z^3 - 105/218*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -1/214*z^3 - 103/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -1/218*z^3 - 105/218*z + 1
*
[ 2/3 ] 
f(z) = -19/200*z^3 - 103/225*z + 1
*
[ 2/3 ] 
f(z) = -17/200*z^3 - 104/225*z + 1
*
[ 2/3 ] 
f(z) = -13/200*z^3 - 106/225*z + 1
*
[ 2/3 ] 
f(z) = -11/200*z^3 - 107/225*z + 1
*
[ 2/3 ] 
f(z) = -7/200*z^3 - 109/225*z + 1
*
[ 2/3 ] 
f(z) = -1/200*z^3 - 112/225*z + 1
*
[ 2/3 ] 
f(z) = -19/216*z^3 - 112/243*z + 1
*
[ 2/3 ] 
f(z) = -17/216*z^3 - 113/243*z + 1
*
[ 2/3 ] 
f(z) = -13/216*z^3 - 115/243*z + 1
*
[ 2/3 ] 
f(z) = -11/216*z^3 - 116/243*z + 1
*
[ 2/3 ] 
f(z) = -7/216*z^3 - 118/243*z + 1
*
[ 2/3 ] 
f(z) = -5/216*z^3 - 119/243*z + 1
*
[ 5/7 ] 
f(z) = -7/200*z^3 - 107/280*z + 1
*
[ 10/19 ] 
f(z) = -19/200*z^3 - 83/95*z + 1
*
[ 6/11 ] 
f(z) = -17/216*z^3 - 98/121*z + 1
*
[ 6/11 ] 
f(z) = -5/216*z^3 - 100/121*z + 1
*
[ 2/3 ] 
f(z) = -9/202*z^3 - 97/202*z + 1
*
[ 2/3 ] 
f(z) = -9/206*z^3 - 99/206*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -7/218*z^3 - 81/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -5/202*z^3 - 81/202*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -5/204*z^3 - 91/204*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -5/206*z^3 - 83/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -5/214*z^3 - 87/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -5/218*z^3 - 89/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -3/202*z^3 - 89/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -3/206*z^3 - 91/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -3/214*z^3 - 95/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -3/218*z^3 - 97/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -1/202*z^3 - 97/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -1/206*z^3 - 99/206*z + 1
*
11 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -1/210*z^3 - 89/210*z + 1
*
[ 3/4 ] 
f(z) = -4/207*z^3 - 89/276*z + 1
*
[ 3/5 ] 
f(z) = -5/216*z^3 - 79/120*z + 1
*
5/3 | 0.17993572375557668020619333808827947617 | 0.028128451218602124461529887121530942787
f(z) = -3/200*z^3 - 67/120*z + 1
*
[ 2/3 ] 
f(z) = -15/208*z^3 - 73/156*z + 1
*
[ 2/3 ] 
f(z) = -3/208*z^3 - 77/156*z + 1
*
[ 12/17 ] 
f(z) = -17/216*z^3 - 77/204*z + 1
*
[ 3/4 ] 
f(z) = -16/213*z^3 - 62/213*z + 1
*
[ 3/4 ] 
f(z) = -16/219*z^3 - 64/219*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -11/210*z^3 - 61/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -11/214*z^3 - 63/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -11/218*z^3 - 65/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -9/202*z^3 - 65/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -9/206*z^3 - 67/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -9/214*z^3 - 71/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -9/218*z^3 - 73/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -7/202*z^3 - 73/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -7/206*z^3 - 75/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -7/214*z^3 - 79/214*z + 1
*
[ 3/4 ] 
f(z) = -20/207*z^3 - 77/276*z + 1
*
[ 4/5 ] 
f(z) = -5/208*z^3 - 61/260*z + 1
*
[ 10/17 ] 
f(z) = -17/200*z^3 - 57/85*z + 1
*
[ 2/3 ] 
f(z) = -9/212*z^3 - 51/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -5/204*z^3 - 41/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -5/212*z^3 - 43/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -3/212*z^3 - 47/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -1/204*z^3 - 49/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -1/212*z^3 - 51/106*z + 1
*
[ 3/4 ] 
f(z) = -8/207*z^3 - 43/138*z + 1
*
[ 3/4 ] 
f(z) = -5/216*z^3 - 41/128*z + 1
*
-10 | 0.19984034833127009508202668917480617605 | 0.028611090153463296805381734772378243737
f(z) = -1/216*z^3 - 59/135*z + 1
*
-6 | 0.16284185853801333147325384373367558369 | 0.025301127105156284496855743445258104432
f(z) = -3/208*z^3 - 49/156*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -17/218*z^3 - 41/218*z + 1
*
[ 3/4 ] 
f(z) = -16/201*z^3 - 58/201*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -15/202*z^3 - 41/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -15/206*z^3 - 43/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -15/214*z^3 - 47/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -15/218*z^3 - 49/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -13/202*z^3 - 49/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -13/206*z^3 - 51/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -13/210*z^3 - 53/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -13/214*z^3 - 55/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = -13/218*z^3 - 57/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -11/202*z^3 - 57/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -11/206*z^3 - 59/206*z + 1
*
[ 4/5 ] 
f(z) = -15/208*z^3 - 53/260*z + 1
*
[ 2/3 ] 
f(z) = -9/208*z^3 - 25/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -5/208*z^3 - 21/52*z + 1
*
-4 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = -3/208*z^3 - 27/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -3/208*z^3 - 23/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -1/208*z^3 - 25/52*z + 1
*
[ 2/3 ] 
f(z) = -3/200*z^3 - 37/75*z + 1
*
-6 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = -3/200*z^3 - 22/75*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -15/212*z^3 - 23/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -13/204*z^3 - 25/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -13/212*z^3 - 27/106*z + 1
*
-3 | 0.23392897740859517424445087677959162177 | 0.029461242715913782098244293806353751354
f(z) = -13/216*z^3 - 29/104*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -11/204*z^3 - 29/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -11/212*z^3 - 31/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -9/212*z^3 - 35/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = -7/204*z^3 - 37/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -7/212*z^3 - 39/106*z + 1
*
[ 3/4 ] 
f(z) = -17/216*z^3 - 37/128*z + 1
*
[ 3/4 ] 
f(z) = -11/216*z^3 - 39/128*z + 1
*
[ 6/7 ] 
f(z) = -5/216*z^3 - 22/147*z + 1
*
-12 | 0.18318783482909317189425207915641205848 | 0.028462329862486270586359472428074785900
f(z) = -1/208*z^3 - 35/156*z + 1
*
[ 5/6 ] 
f(z) = -9/200*z^3 - 27/160*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = -19/202*z^3 - 25/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = -19/206*z^3 - 27/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = -19/210*z^3 - 29/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = -19/214*z^3 - 31/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = -19/218*z^3 - 33/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = -17/202*z^3 - 33/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = -17/206*z^3 - 35/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = -17/210*z^3 - 37/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = -17/214*z^3 - 39/214*z + 1
*
-3 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = -11/204*z^3 - 37/204*z + 1
*
-13 | 0.15105455912514642742787562479632234926 | 0.028300418070946906226439288240345298933
f(z) = -1/208*z^3 - 23/208*z + 1
*
[ 6/11 ] 
f(z) = -11/216*z^3 - 9/11*z + 1
*
[ 6/7 ] 
f(z) = -7/216*z^3 - 1/7*z + 1
*
6 | 0.16567360789151329353242766043096856402 | 0.023719446903565598810352274000509064276
f(z) = -5/216*z^3 - 2/15*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -19/200*z^3 - 3/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -19/216*z^3 - 4/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -17/200*z^3 - 4/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -17/216*z^3 - 5/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -13/200*z^3 - 6/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -13/216*z^3 - 7/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -11/200*z^3 - 7/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -11/216*z^3 - 8/27*z + 1
*
[ 2/3 ] 
f(z) = -9/200*z^3 - 12/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -9/200*z^3 - 8/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -7/200*z^3 - 9/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -7/216*z^3 - 10/27*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -5/216*z^3 - 11/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -3/200*z^3 - 11/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = -1/200*z^3 - 12/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = -1/216*z^3 - 13/27*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -19/208*z^3 - 7/52*z + 1
*
[ 6/7 ] 
f(z) = -19/216*z^3 - 5/49*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -17/208*z^3 - 9/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -15/208*z^3 - 11/52*z + 1
*
[ 6/7 ] 
f(z) = -13/216*z^3 - 6/49*z + 1
*
[ 10/11 ] 
f(z) = -11/200*z^3 - 3/55*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -11/208*z^3 - 15/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -9/208*z^3 - 17/52*z + 1
*
-4/3 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -9/208*z^3 - 9/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = -7/208*z^3 - 19/52*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -7/208*z^3 - 11/52*z + 1
*
3 | 0.17926666326867863582816087960802713959 | 0.025665561069721910849394881453460076081
f(z) = -5/216*z^3 - 13/40*z + 1
*
[ 6/7 ] 
f(z) = -1/216*z^3 - 8/49*z + 1
*
[ 3/4 ] 
f(z) = -16/207*z^3 - 20/69*z + 1
*
[ 10/13 ] 
f(z) = -13/200*z^3 - 17/65*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = -19/204*z^3 - 13/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -19/212*z^3 - 15/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = -17/212*z^3 - 19/106*z + 1
*
[ 6/7 ] 
f(z) = -17/216*z^3 - 16/147*z + 1
*
[ 12/13 ] 
f(z) = -13/216*z^3 - 5/156*z + 1
*
[ 6/7 ] 
f(z) = -11/216*z^3 - 19/147*z + 1
*
3 | 0.15930341330832300476873896985949448217 | 0.029954836200145633132662380590088379094
f(z) = -7/204*z^3 - 5/204*z + 1
*
[ 6 ] 
f(z) = -19/216*z^3 + 4*z + 1
*
[ -6 ] 
f(z) = -19/216*z^3 + 13/3*z + 1
*
[ -3 ] 
f(z) = -19/216*z^3 + 17/8*z + 1
*
[ -6 ] 
f(z) = -17/216*z^3 + 4*z + 1
*
[ 6 ] 
f(z) = -17/216*z^3 + 11/3*z + 1
*
[ 3 ] 
f(z) = -17/216*z^3 + 11/8*z + 1
*
[ 6 ] 
f(z) = -13/216*z^3 + 3*z + 1
*
[ -6 ] 
f(z) = -13/216*z^3 + 10/3*z + 1
*
[ -3 ] 
f(z) = -13/216*z^3 + 15/8*z + 1
*
[ -6 ] 
f(z) = -11/216*z^3 + 3*z + 1
*
[ 6 ] 
f(z) = -11/216*z^3 + 8/3*z + 1
*
[ 3 ] 
f(z) = -11/216*z^3 + 9/8*z + 1
*
[ 10/3 ] 
f(z) = -9/200*z^3 + 6/5*z + 1
*
[ -10/3 ] 
f(z) = -9/200*z^3 + 9/5*z + 1
*
[ 6 ] 
f(z) = -7/216*z^3 + 2*z + 1
*
[ -6 ] 
f(z) = -7/216*z^3 + 7/3*z + 1
*
[ -3 ] 
f(z) = -7/216*z^3 + 13/8*z + 1
*
[ -6 ] 
f(z) = -5/216*z^3 + 2*z + 1
*
42/5 | 0.10225030987312915700402397722378529869 | 0.014639149993624630471822701447806009902
f(z) = -5/216*z^3 + 4/5*z + 1
*
[ 6 ] 
f(z) = -5/216*z^3 + 5/3*z + 1
*
[ 3 ] 
f(z) = -5/216*z^3 + 7/8*z + 1
*
[ 12 ] 
f(z) = -5/216*z^3 + 17/4*z + 1
*
[ 10 ] 
f(z) = -3/200*z^3 + 12/5*z + 1
*
[ -10 ] 
f(z) = -3/200*z^3 + 13/5*z + 1
*
[ 10/3 ] 
f(z) = -3/200*z^3 + 13/15*z + 1
*
10 | 0.19166352723057917781517727351412905644 | 0.029662535200898746764683653272109904842
f(z) = -3/200*z^3 + 16/15*z + 1
*
-10 | 0.19166352723057917781517727351412905644 | 0.028894063982964219274006499951264755845
f(z) = -3/200*z^3 + 19/15*z + 1
*
[ 10 ] 
f(z) = -1/200*z^3 + 7/5*z + 1
*
[ -10 ] 
f(z) = -1/200*z^3 + 8/5*z + 1
*
[ 6 ] 
f(z) = -1/216*z^3 + z + 1
*
[ -6 ] 
f(z) = -1/216*z^3 + 4/3*z + 1
*
6 | 0.13006506621445211105765997929805225941 | 0.017765567053278727165262149170180538988
f(z) = -1/216*z^3 + 7*z + 1
*
[ -12 ] 
f(z) = -1/216*z^3 + 7/4*z + 1
*
30 | 0.15274952797059983079797990444108376329 | 0.023216855999017493884716095253093692120
f(z) = -1/216*z^3 + 10/3*z + 1
*
30 | 0.20014104694907468133055926639860766904 | 0.029253477871883756383893313973580991135
f(z) = -1/216*z^3 + 13/3*z + 1
*
-6 | 0.19990071746653519263500167008918153679 | 0.028357709001611657613595873082253873627
f(z) = -1/216*z^3 + 16/3*z + 1
*
[ 12 ] 
f(z) = -1/216*z^3 + 19/12*z + 1
*
[ 3/2 ] 
f(z) = -19/216*z^3 + 17/32*z + 1
*
[ 6/5 ] 
f(z) = -17/216*z^3 + 7/25*z + 1
*
[ 2 ] 
f(z) = -13/200*z^3 + 19/25*z + 1
*
[ 3/2 ] 
f(z) = -13/216*z^3 + 15/32*z + 1
*
[ 2 ] 
f(z) = -11/200*z^3 + 18/25*z + 1
*
[ 6/5 ] 
f(z) = -11/216*z^3 + 6/25*z + 1
*
[ 2 ] 
f(z) = -11/216*z^3 + 19/27*z + 1
*
[ 2 ] 
f(z) = -9/200*z^3 + 17/25*z + 1
*
[ 10/7 ] 
f(z) = -7/200*z^3 + 13/35*z + 1
*
[ 2 ] 
f(z) = -7/200*z^3 + 16/25*z + 1
*
[ 3/2 ] 
f(z) = -7/216*z^3 + 13/32*z + 1
*
[ 2 ] 
f(z) = -7/216*z^3 + 17/27*z + 1
*
[ 2 ] 
f(z) = -5/216*z^3 + 16/27*z + 1
*
[ 2 ] 
f(z) = -3/200*z^3 + 14/25*z + 1
*
[ 2 ] 
f(z) = -1/200*z^3 + 13/25*z + 1
*
[ 3/2 ] 
f(z) = -1/216*z^3 + 11/32*z + 1
*
[ 2 ] 
f(z) = -1/216*z^3 + 14/27*z + 1
*
[ 3 ] 
f(z) = -1/216*z^3 + 17/24*z + 1
*
-4 | 0.15961193172465192507500194728346033158 | 0.029903661452394473834034362788298843441
f(z) = -11/208*z^3 + 5/52*z + 1
*
[ 10/9 ] 
f(z) = -9/200*z^3 + 7/45*z + 1
*
[ 4/3 ] 
f(z) = -9/208*z^3 + 17/52*z + 1
*
[ 6/5 ] 
f(z) = -13/216*z^3 + 19/75*z + 1
*
[ 6/5 ] 
f(z) = -7/216*z^3 + 16/75*z + 1
*
[ 6/5 ] 
f(z) = -1/216*z^3 + 13/75*z + 1
*
[ 12/11 ] 
f(z) = -11/216*z^3 + 19/132*z + 1
*
[ 10/9 ] 
f(z) = -3/200*z^3 + 16/135*z + 1
*
-6 | 0.18325696160058742450441786106341073445 | 0.028473070253486763260460404676158270494
f(z) = -5/208*z^3 + 5/156*z + 1
*
[ 18/19 ] 
f(z) = -19/216*z^3 + 4/171*z + 1
*
[ 10 ] 
f(z) = -13/200*z^3 + 37/5*z + 1
*
[ -10 ] 
f(z) = -13/200*z^3 + 38/5*z + 1
*
[ -12 ] 
f(z) = -13/216*z^3 + 39/4*z + 1
*
[ 10 ] 
f(z) = -11/200*z^3 + 32/5*z + 1
*
[ -10 ] 
f(z) = -11/200*z^3 + 33/5*z + 1
*
3 | 0.19371248385307719973220266740046551254 | 0.029734616558682476601706853869049123538
f(z) = -11/216*z^3 + 25/8*z + 1
*
[ 12 ] 
f(z) = -11/216*z^3 + 33/4*z + 1
*
[ 10 ] 
f(z) = -9/200*z^3 + 27/5*z + 1
*
[ -10 ] 
f(z) = -9/200*z^3 + 28/5*z + 1
*
[ 10 ] 
f(z) = -7/200*z^3 + 22/5*z + 1
*
[ -10 ] 
f(z) = -7/200*z^3 + 23/5*z + 1
*
6 | 0.12434781036628032964150370401759470912 | 0.014854575522759701925485488791273523462
f(z) = -7/216*z^3 + 20/7*z + 1
*
[ -12 ] 
f(z) = -7/216*z^3 + 23/4*z + 1
*
-66/5 | 0.22633679501648944104974914492993987442 | 0.026881490331204249308723596318933134993
f(z) = -5/216*z^3 + 21/5*z + 1
*
[ -6/5 ] 
f(z) = -5/216*z^3 + 28/15*z + 1
*
[ -10/3 ] 
f(z) = -3/200*z^3 + 22/15*z + 1
*
-6 | 0.13056973960789376682744479314382774907 | 0.017721892543018353424442771408642670497
f(z) = -1/216*z^3 + 22/3*z + 1
*
[ 18 ] 
f(z) = -1/216*z^3 + 22/9*z + 1
*
[ -18 ] 
f(z) = -1/216*z^3 + 23/9*z + 1
*
-42 | 0.17321016917797612806443950800548757950 | 0.023108425044476115364481002021863813439
f(z) = -1/216*z^3 + 25/3*z + 1
*
[ -30 ] 
f(z) = -1/216*z^3 + 26/5*z + 1
*
[ 24 ] 
f(z) = -1/216*z^3 + 29/8*z + 1
*
33 | 0.11432779132869164045168738762198881215 | 0.016687301910344771817812160993866008908
f(z) = -1/216*z^3 + 35/8*z + 1
*
[ 2 ] 
f(z) = -19/200*z^3 + 22/25*z + 1
*
[ 2 ] 
f(z) = -19/216*z^3 + 23/27*z + 1
*
[ 3 ] 
f(z) = -19/216*z^3 + 35/24*z + 1
*
[ 2 ] 
f(z) = -17/200*z^3 + 21/25*z + 1
*
[ 2 ] 
f(z) = -17/216*z^3 + 22/27*z + 1
*
[ 2 ] 
f(z) = -13/216*z^3 + 20/27*z + 1
*
[ 3 ] 
f(z) = -13/216*z^3 + 29/24*z + 1
*
[ 3 ] 
f(z) = -7/216*z^3 + 23/24*z + 1
*
-6 | 0.22341610754175831415064760338701178878 | 0.029806531564278341331948328838815085049
f(z) = -7/216*z^3 + 25/21*z + 1
*
[ -12/5 ] 
f(z) = -5/216*z^3 + 31/20*z + 1
*
[ -3 ] 
f(z) = -5/216*z^3 + 37/24*z + 1
*
[ -2 ] 
f(z) = -3/200*z^3 + 39/25*z + 1
*
[ -2 ] 
f(z) = -1/200*z^3 + 38/25*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.026697419049106326512093351792460029620
f(z) = -19/208*z^3 + 37/52*z + 1
*
-4 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = -15/208*z^3 + 21/52*z + 1
*
[ 2 ] 
f(z) = -11/208*z^3 + 37/52*z + 1
*
[ 5/3 ] 
f(z) = -9/200*z^3 + 21/40*z + 1
*
-2/3 | 0.14313106597745615182868458545637977303 | 0.026815933458495454737925330325573498464
f(z) = -9/208*z^3 + 27/52*z + 1
*
[ 2 ] 
f(z) = -9/208*z^3 + 35/52*z + 1
*
[ 2 ] 
f(z) = -7/208*z^3 + 33/52*z + 1
*
[ 2 ] 
f(z) = -5/208*z^3 + 31/52*z + 1
*
[ 2 ] 
f(z) = -3/208*z^3 + 29/52*z + 1
*
[ 10/3 ] 
f(z) = -1/200*z^3 + 34/45*z + 1
*
[ 5 ] 
f(z) = -1/200*z^3 + 37/40*z + 1
*
[ 2 ] 
f(z) = -1/208*z^3 + 27/52*z + 1
*
[ 3/2 ] 
f(z) = -20/207*z^3 + 38/69*z + 1
*
[ 6/5 ] 
f(z) = -19/216*z^3 + 22/75*z + 1
*
[ 3/2 ] 
f(z) = -16/207*z^3 + 35/69*z + 1
*
[ 3/2 ] 
f(z) = -8/207*z^3 + 29/69*z + 1
*
[ 3/2 ] 
f(z) = -4/207*z^3 + 26/69*z + 1
*
[ 3/2 ] 
f(z) = -5/216*z^3 + 37/96*z + 1
*
[ 4/3 ] 
f(z) = -9/200*z^3 + 33/100*z + 1
*
[ 18/17 ] 
f(z) = -17/216*z^3 + 22/153*z + 1
*
-26/3 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = -3/208*z^3 + 31/156*z + 1
*
4 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -5/204*z^3 + 29/204*z + 1
*
-15 | 0.098173908188081047632738031907844592267 | 0.018360189621043245900696714375887507241
f(z) = -1/210*z^3 + 29/210*z + 1
*
[ 10 ] 
f(z) = -19/200*z^3 + 52/5*z + 1
*
[ -10 ] 
f(z) = -19/200*z^3 + 53/5*z + 1
*
[ -12 ] 
f(z) = -19/216*z^3 + 55/4*z + 1
*
[ 10 ] 
f(z) = -17/200*z^3 + 47/5*z + 1
*
[ -10 ] 
f(z) = -17/200*z^3 + 48/5*z + 1
*
[ 12 ] 
f(z) = -17/216*z^3 + 49/4*z + 1
*
6 | 0.13449173933510644439247736483789147497 | 0.014647419411335099503113993871814858289
f(z) = -13/216*z^3 + 45/13*z + 1
*
6/7 | 0.24978770030378273070993799622448094799 | 0.027482870469446165397811070094048557625
f(z) = -7/216*z^3 + 41/7*z + 1
*
114/7 | 0.21677544657964995940970830752644578741 | 0.022932367453576295461585414990721592721
f(z) = -7/216*z^3 + 59/7*z + 1
*
-102/5 | 0.26396654040588883274020216038798257038 | 0.028484269865478871465059404453333144874
f(z) = -5/216*z^3 + 49/5*z + 1
*
[ -12 ] 
f(z) = -5/216*z^3 + 53/12*z + 1
*
66/5 | 0.16629024613621112765780679057977749789 | 0.019945792186714235490923050614496667543
f(z) = -5/216*z^3 + 58/15*z + 1
*
10/3 | 0.21733461141267478103437504377280843595 | 0.029172119488958753656880767315876125068
f(z) = -3/200*z^3 + 43/15*z + 1
*
-10 | 0.22118155604583850195043613168266586887 | 0.029176931322327148310259387223006153738
f(z) = -3/200*z^3 + 49/15*z + 1
*
[ -2 ] 
f(z) = -19/200*z^3 + 47/25*z + 1
*
[ -6/5 ] 
f(z) = -19/216*z^3 + 49/25*z + 1
*
[ -2 ] 
f(z) = -19/216*z^3 + 50/27*z + 1
*
[ -2 ] 
f(z) = -17/200*z^3 + 46/25*z + 1
*
[ -3 ] 
f(z) = -17/216*z^3 + 49/24*z + 1
*
[ -2 ] 
f(z) = -17/216*z^3 + 49/27*z + 1
*
[ -3/2 ] 
f(z) = -17/216*z^3 + 59/32*z + 1
*
[ -2 ] 
f(z) = -13/200*z^3 + 44/25*z + 1
*
[ -2 ] 
f(z) = -13/216*z^3 + 47/27*z + 1
*
[ -6/5 ] 
f(z) = -13/216*z^3 + 48/25*z + 1
*
[ -2 ] 
f(z) = -11/200*z^3 + 43/25*z + 1
*
6 | 0.22893374489272050454524606690096486079 | 0.028740497783978277774416963115140331244
f(z) = -11/216*z^3 + 40/33*z + 1
*
[ -3 ] 
f(z) = -11/216*z^3 + 43/24*z + 1
*
[ -2 ] 
f(z) = -11/216*z^3 + 46/27*z + 1
*
[ -3/2 ] 
f(z) = -11/216*z^3 + 57/32*z + 1
*
[ -2 ] 
f(z) = -9/200*z^3 + 42/25*z + 1
*
[ 20/3 ] 
f(z) = -9/200*z^3 + 57/20*z + 1
*
[ -2 ] 
f(z) = -7/200*z^3 + 41/25*z + 1
*
[ -2 ] 
f(z) = -7/216*z^3 + 44/27*z + 1
*
[ -6/7 ] 
f(z) = -7/216*z^3 + 46/21*z + 1
*
[ -6/5 ] 
f(z) = -7/216*z^3 + 47/25*z + 1
*
[ -12/7 ] 
f(z) = -7/216*z^3 + 47/28*z + 1
*
[ -2 ] 
f(z) = -5/216*z^3 + 43/27*z + 1
*
[ -3/2 ] 
f(z) = -5/216*z^3 + 55/32*z + 1
*
[ 20 ] 
f(z) = -1/200*z^3 + 59/20*z + 1
*
[ -2 ] 
f(z) = -1/216*z^3 + 41/27*z + 1
*
[ -6/5 ] 
f(z) = -1/216*z^3 + 46/25*z + 1
*
[ 2 ] 
f(z) = -19/208*z^3 + 45/52*z + 1
*
[ 2 ] 
f(z) = -17/208*z^3 + 43/52*z + 1
*
[ 2 ] 
f(z) = -15/208*z^3 + 41/52*z + 1
*
[ 10/3 ] 
f(z) = -11/200*z^3 + 59/45*z + 1
*
[ 10/3 ] 
f(z) = -7/200*z^3 + 49/45*z + 1
*
[ 4 ] 
f(z) = -5/208*z^3 + 59/52*z + 1
*
[ 18/5 ] 
f(z) = -5/216*z^3 + 46/45*z + 1
*
[ 24/5 ] 
f(z) = -5/216*z^3 + 53/40*z + 1
*
[ 5 ] 
f(z) = -3/200*z^3 + 47/40*z + 1
*
[ 4 ] 
f(z) = -3/208*z^3 + 51/52*z + 1
*
[ -5 ] 
f(z) = -1/200*z^3 + 53/40*z + 1
*
[ 4 ] 
f(z) = -1/208*z^3 + 43/52*z + 1
*
-6 | 0.17128891451595636828860920719557340862 | 0.026776738802541775555422476232800858075
f(z) = -9/200*z^3 + 59/75*z + 1
*
[ 18/7 ] 
f(z) = -7/216*z^3 + 52/63*z + 1
*
[ 12/5 ] 
f(z) = -5/216*z^3 + 43/60*z + 1
*
[ 3 ] 
f(z) = -4/207*z^3 + 58/69*z + 1
*
[ 3 ] 
f(z) = -2/207*z^3 + 52/69*z + 1
*
[ 3 ] 
f(z) = -1/207*z^3 + 49/69*z + 1
*
[ 3/2 ] 
f(z) = -17/216*z^3 + 49/96*z + 1
*
[ 3/2 ] 
f(z) = -11/216*z^3 + 43/96*z + 1
*
[ 18/11 ] 
f(z) = -11/216*z^3 + 52/99*z + 1
*
[ 12/7 ] 
f(z) = -7/216*z^3 + 43/84*z + 1
*
[ 18/13 ] 
f(z) = -13/216*z^3 + 46/117*z + 1
*
[ 2 ] 
f(z) = -3/212*z^3 + 59/106*z + 1
*
[ 2 ] 
f(z) = -1/204*z^3 + 53/102*z + 1
*
[ 2 ] 
f(z) = -1/212*z^3 + 55/106*z + 1
*
[ 5/3 ] 
f(z) = -3/200*z^3 + 53/120*z + 1
*
[ 3/2 ] 
f(z) = -2/207*z^3 + 49/138*z + 1
*
[ 24/19 ] 
f(z) = -19/216*z^3 + 53/152*z + 1
*
[ 4/3 ] 
f(z) = -15/208*z^3 + 59/156*z + 1
*
[ 4/3 ] 
f(z) = -3/208*z^3 + 43/156*z + 1
*
3 | 0.15747220600307902996359259632315219789 | 0.029610502618473234273025346640268123719
f(z) = -13/204*z^3 + 49/204*z + 1
*
246/55 | 0.20213230147224696325397151711466807787 | 0.018388954796269113906880725454000970149
f(z) = -11/216*z^3 + 51/275*z + 1
*
-6 | 0.19596528283896627965451496733577232484 | 0.020245720468643488321025947108439828506
f(z) = -17/216*z^3 + 74/17*z + 1
*
[ 12 ] 
f(z) = -7/216*z^3 + 67/12*z + 1
*
[ 18 ] 
f(z) = -5/216*z^3 + 76/9*z + 1
*
[ -18 ] 
f(z) = -5/216*z^3 + 77/9*z + 1
*
10/3 | 0.23774162194690352285672906551028913183 | 0.029794651545388155672656668000229569160
f(z) = -3/200*z^3 + 73/15*z + 1
*
[ 42 ] 
f(z) = -1/216*z^3 + 64/7*z + 1
*
[ 30 ] 
f(z) = -1/216*z^3 + 77/15*z + 1
*
-6 | 0.24343746318222338278985736038420268151 | 0.028555173664396223513134706871703492036
f(z) = -13/216*z^3 + 70/39*z + 1
*
30/11 | 0.14394840846808255763087156108909590919 | 0.016802416102947773315591120401664490392
f(z) = -11/216*z^3 + 73/33*z + 1
*
[ -20/3 ] 
f(z) = -9/200*z^3 + 63/20*z + 1
*
[ -2/3 ] 
f(z) = -9/200*z^3 + 63/25*z + 1
*
[ -10/7 ] 
f(z) = -7/200*z^3 + 62/35*z + 1
*
[ -30/7 ] 
f(z) = -7/216*z^3 + 64/35*z + 1
*
-6 | 0.20765240257222894743928752834267854839 | 0.024483388685340582868397848389102533298
f(z) = -7/216*z^3 + 67/21*z + 1
*
12 | 0.095713828293610960884846531717396548001 | 0.011816729299254474345747586471471197723
f(z) = -5/216*z^3 + 61/20*z + 1
*
[ -20 ] 
f(z) = -1/200*z^3 + 61/20*z + 1
*
-15 | 0.068166142672679897596538828049928742390 | 0.010698414201470016319147981414188972742
f(z) = -1/216*z^3 + 65/24*z + 1
*
[ 10/3 ] 
f(z) = -19/200*z^3 + 79/45*z + 1
*
[ 10/3 ] 
f(z) = -17/200*z^3 + 74/45*z + 1
*
[ 10/3 ] 
f(z) = -13/200*z^3 + 64/45*z + 1
*
[ -5/3 ] 
f(z) = -9/200*z^3 + 69/40*z + 1
*
[ 5 ] 
f(z) = -9/200*z^3 + 77/40*z + 1
*
[ 4 ] 
f(z) = -9/208*z^3 + 75/52*z + 1
*
[ 5 ] 
f(z) = -7/200*z^3 + 67/40*z + 1
*
[ -10/3 ] 
f(z) = -7/200*z^3 + 76/45*z + 1
*
[ 4 ] 
f(z) = -7/208*z^3 + 67/52*z + 1
*
[ 24/7 ] 
f(z) = -7/216*z^3 + 61/56*z + 1
*
-3/7 | 0.20509744052099267918570277216308921243 | 0.026939273060345247042128720662749446056
f(z) = -7/216*z^3 + 75/56*z + 1
*
[ -18/5 ] 
f(z) = -5/216*z^3 + 71/45*z + 1
*
[ -5 ] 
f(z) = -3/200*z^3 + 63/40*z + 1
*
[ -4 ] 
f(z) = -3/208*z^3 + 77/52*z + 1
*
[ -10/3 ] 
f(z) = -1/200*z^3 + 61/45*z + 1
*
[ -4 ] 
f(z) = -1/208*z^3 + 69/52*z + 1
*
[ -2 ] 
f(z) = -1/208*z^3 + 79/52*z + 1
*
[ 15 ] 
f(z) = -1/216*z^3 + 79/40*z + 1
*
[ 3 ] 
f(z) = -11/207*z^3 + 79/69*z + 1
*
[ 3 ] 
f(z) = -10/207*z^3 + 76/69*z + 1
*
[ 3 ] 
f(z) = -8/207*z^3 + 70/69*z + 1
*
[ 3 ] 
f(z) = -7/207*z^3 + 67/69*z + 1
*
[ 3 ] 
f(z) = -5/207*z^3 + 61/69*z + 1
*
[ 6 ] 
f(z) = -1/200*z^3 + 76/75*z + 1
*
[ 24/11 ] 
f(z) = -11/216*z^3 + 69/88*z + 1
*
[ 2 ] 
f(z) = -13/204*z^3 + 77/102*z + 1
*
[ 2 ] 
f(z) = -13/212*z^3 + 79/106*z + 1
*
[ 24/13 ] 
f(z) = -13/216*z^3 + 69/104*z + 1
*
[ 2 ] 
f(z) = -11/204*z^3 + 73/102*z + 1
*
[ 2 ] 
f(z) = -11/212*z^3 + 75/106*z + 1
*
[ 2 ] 
f(z) = -9/212*z^3 + 71/106*z + 1
*
[ 2 ] 
f(z) = -7/204*z^3 + 65/102*z + 1
*
[ 2 ] 
f(z) = -7/212*z^3 + 67/106*z + 1
*
[ 12/5 ] 
f(z) = -7/216*z^3 + 77/100*z + 1
*
[ 2 ] 
f(z) = -5/204*z^3 + 61/102*z + 1
*
[ 2 ] 
f(z) = -5/212*z^3 + 63/106*z + 1
*
[ 12/5 ] 
f(z) = -1/216*z^3 + 61/100*z + 1
*
[ 24/17 ] 
f(z) = -17/216*z^3 + 61/136*z + 1
*
[ 3/2 ] 
f(z) = -14/207*z^3 + 67/138*z + 1
*
[ 3/2 ] 
f(z) = -10/207*z^3 + 61/138*z + 1
*
-2/3 | 0.15961193172465192507500194728346033158 | 0.024799285689325644864456427511489882093
f(z) = -3/208*z^3 + 79/156*z + 1
*
[ 5/4 ] 
f(z) = -16/205*z^3 + 66/205*z + 1
*
[ 5/4 ] 
f(z) = -16/215*z^3 + 68/215*z + 1
*
[ 4/3 ] 
f(z) = -9/212*z^3 + 69/212*z + 1
*
[ 3/2 ] 
f(z) = -4/201*z^3 + 76/201*z + 1
*
-6 | 0.10285086500583891474365942647705148081 | 0.019234860046294693663339259331995512804
f(z) = -1/210*z^3 + 71/210*z + 1
*
[ 10/7 ] 
f(z) = -1/200*z^3 + 76/245*z + 1
*
-4/5 | 0.16954673365325748294290786909349852688 | 0.024405832673842423924237500646632817758
f(z) = -15/208*z^3 + 77/260*z + 1
*
-4/5 | 0.20377622405127947353141315904205045617 | 0.029333083097159382822748264530443787223
f(z) = -5/208*z^3 + 69/260*z + 1
*
6 | 0.25199457064459464189872434677748474430 | 0.025761054084603892251639517529469322588
f(z) = -19/216*z^3 + 82/19*z + 1
*
-10/3 | 0.19621193255531906627375643095851767115 | 0.024236864967369995192004609753130587705
f(z) = -3/200*z^3 + 82/15*z + 1
*
10/3 | 0.19367148653230560389654919578628226469 | 0.023716183868063857277771090586075236289
f(z) = -3/200*z^3 + 88/15*z + 1
*
-10/3 | 0.23462593480734722549090978607548163961 | 0.028392735182185738686033818004804029652
f(z) = -3/200*z^3 + 97/15*z + 1
*
[ 30 ] 
f(z) = -1/200*z^3 + 82/15*z + 1
*
[ -30 ] 
f(z) = -1/200*z^3 + 83/15*z + 1
*
[ -6/11 ] 
f(z) = -11/216*z^3 + 94/33*z + 1
*
66/7 | 0.24509426066200153705538792312272467792 | 0.028109340457144187929049992570453296138
f(z) = -7/216*z^3 + 85/21*z + 1
*
-78/7 | 0.18300398444884669124222292797502305829 | 0.020905177418737570460654966382351620811
f(z) = -7/216*z^3 + 88/21*z + 1
*
[ 42/5 ] 
f(z) = -5/216*z^3 + 88/35*z + 1
*
12 | 0.23991787349887976726248669795682656756 | 0.028226151693334576947962961772760872741
f(z) = -5/216*z^3 + 91/20*z + 1
*
-15/2 | 0.16686998557190178167434749445879739457 | 0.021630195965883585521160877008688042389
f(z) = -1/216*z^3 + 83/32*z + 1
*
[ -24 ] 
f(z) = -1/216*z^3 + 89/24*z + 1
*
[ -2 ] 
f(z) = -19/208*z^3 + 97/52*z + 1
*
-5 | 0.18215430183692995737396682910346339752 | 0.029656983474445437855094090774784454244
f(z) = -17/200*z^3 + 93/40*z + 1
*
[ -2 ] 
f(z) = -17/208*z^3 + 95/52*z + 1
*
-6/17 | 0.23909955792251980823925743129690978458 | 0.027108913588001976326226068513627128377
f(z) = -17/216*z^3 + 94/51*z + 1
*
[ -2 ] 
f(z) = -15/208*z^3 + 93/52*z + 1
*
[ 4 ] 
f(z) = -15/208*z^3 + 99/52*z + 1
*
[ -10/3 ] 
f(z) = -13/200*z^3 + 91/45*z + 1
*
[ 5 ] 
f(z) = -13/200*z^3 + 97/40*z + 1
*
[ -10/3 ] 
f(z) = -11/200*z^3 + 86/45*z + 1
*
[ 5 ] 
f(z) = -11/200*z^3 + 87/40*z + 1
*
[ 4 ] 
f(z) = -11/208*z^3 + 83/52*z + 1
*
[ -2 ] 
f(z) = -11/208*z^3 + 89/52*z + 1
*
[ -12/11 ] 
f(z) = -11/216*z^3 + 87/44*z + 1
*
[ -30/11 ] 
f(z) = -11/216*z^3 + 96/55*z + 1
*
[ -10/9 ] 
f(z) = -9/200*z^3 + 88/45*z + 1
*
[ -5 ] 
f(z) = -9/200*z^3 + 93/40*z + 1
*
[ -2 ] 
f(z) = -9/208*z^3 + 87/52*z + 1
*
[ -4/3 ] 
f(z) = -9/208*z^3 + 95/52*z + 1
*
[ -5 ] 
f(z) = -7/200*z^3 + 83/40*z + 1
*
[ -2 ] 
f(z) = -7/208*z^3 + 85/52*z + 1
*
[ -4 ] 
f(z) = -7/208*z^3 + 93/52*z + 1
*
[ -2 ] 
f(z) = -5/208*z^3 + 83/52*z + 1
*
[ -4 ] 
f(z) = -5/208*z^3 + 85/52*z + 1
*
-39/5 | 0.099788247839834172884913505127721577141 | 0.012934856729748641939004110960201794449
f(z) = -5/216*z^3 + 83/40*z + 1
*
[ -2 ] 
f(z) = -3/208*z^3 + 81/52*z + 1
*
-20 | 0.15961193172465192507500194728346033158 | 0.027273822509778040346922579369119283005
f(z) = -1/208*z^3 + 87/52*z + 1
*
[ 3 ] 
f(z) = -17/207*z^3 + 97/69*z + 1
*
[ 3 ] 
f(z) = -16/207*z^3 + 94/69*z + 1
*
[ 3 ] 
f(z) = -14/207*z^3 + 88/69*z + 1
*
[ 3 ] 
f(z) = -13/207*z^3 + 85/69*z + 1
*
[ 20/3 ] 
f(z) = -3/200*z^3 + 91/60*z + 1
*
[ -3 ] 
f(z) = -2/207*z^3 + 98/69*z + 1
*
[ -3 ] 
f(z) = -1/207*z^3 + 95/69*z + 1
*
[ 9 ] 
f(z) = -1/216*z^3 + 91/72*z + 1
*
[ 2 ] 
f(z) = -19/204*z^3 + 89/102*z + 1
*
[ 2 ] 
f(z) = -19/212*z^3 + 91/106*z + 1
*
[ 2 ] 
f(z) = -17/212*z^3 + 87/106*z + 1
*
[ 2 ] 
f(z) = -15/212*z^3 + 83/106*z + 1
*
[ 12/5 ] 
f(z) = -13/216*z^3 + 93/100*z + 1
*
[ 8/3 ] 
f(z) = -9/208*z^3 + 97/104*z + 1
*
[ 4 ] 
f(z) = -3/200*z^3 + 99/100*z + 1
*
[ 4 ] 
f(z) = -1/200*z^3 + 83/100*z + 1
*
[ 4 ] 
f(z) = -1/216*z^3 + 89/108*z + 1
*
-24/5 | 0.19639725012030988177682355632542799525 | 0.028118142687430500975633169808722058416
f(z) = -5/216*z^3 + 89/120*z + 1
*
-2/3 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = -15/208*z^3 + 83/156*z + 1
*
[ 12/7 ] 
f(z) = -5/216*z^3 + 95/196*z + 1
*
[ 3/2 ] 
f(z) = -8/201*z^3 + 85/201*z + 1
*
[ 3/2 ] 
f(z) = -8/213*z^3 + 89/213*z + 1
*
[ 3/2 ] 
f(z) = -8/219*z^3 + 91/219*z + 1
*
[ 3/2 ] 
f(z) = -4/213*z^3 + 80/213*z + 1
*
[ 3/2 ] 
f(z) = -4/219*z^3 + 82/219*z + 1
*
-17 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -1/204*z^3 + 97/204*z + 1
*
[ 10/7 ] 
f(z) = -9/200*z^3 + 96/245*z + 1
*
[ 10/7 ] 
f(z) = -3/200*z^3 + 81/245*z + 1
*
-50/11 | 0.11291881094100296652112091771880150771 | 0.014671997283925418930712363815025449399
f(z) = -11/200*z^3 + 98/275*z + 1
*
[ 3/2 ] 
f(z) = -1/207*z^3 + 95/276*z + 1
*
[ 12 ] 
f(z) = -13/216*z^3 + 115/12*z + 1
*
[ -12 ] 
f(z) = -11/216*z^3 + 101/12*z + 1
*
[ 18 ] 
f(z) = -7/216*z^3 + 103/9*z + 1
*
[ -18 ] 
f(z) = -7/216*z^3 + 104/9*z + 1
*
[ 30 ] 
f(z) = -5/216*z^3 + 109/5*z + 1
*
[ -24 ] 
f(z) = -5/216*z^3 + 115/8*z + 1
*
-42/13 | 0.14704203286584012639324422818661169680 | 0.016396276014446844051435881402822690172
f(z) = -13/216*z^3 + 109/39*z + 1
*
-10 | 0.19569793251004097870758234004446278640 | 0.023566706791248960041966927880227778676
f(z) = -7/200*z^3 + 101/35*z + 1
*
-5 | 0.17993580661206885983199807390612504374 | 0.028816623494311502985502128704096539528
f(z) = -19/200*z^3 + 103/40*z + 1
*
[ -10/3 ] 
f(z) = -19/200*z^3 + 106/45*z + 1
*
[ 4 ] 
f(z) = -19/208*z^3 + 115/52*z + 1
*
[ -10/3 ] 
f(z) = -17/200*z^3 + 101/45*z + 1
*
[ 5 ] 
f(z) = -17/200*z^3 + 117/40*z + 1
*
[ 4 ] 
f(z) = -17/208*z^3 + 107/52*z + 1
*
[ -6/7 ] 
f(z) = -17/216*z^3 + 109/49*z + 1
*
[ -5 ] 
f(z) = -13/200*z^3 + 113/40*z + 1
*
[ -12/13 ] 
f(z) = -13/216*z^3 + 111/52*z + 1
*
[ -5 ] 
f(z) = -11/200*z^3 + 103/40*z + 1
*
[ -10/11 ] 
f(z) = -11/200*z^3 + 118/55*z + 1
*
[ -4 ] 
f(z) = -11/208*z^3 + 109/52*z + 1
*
[ -6/7 ] 
f(z) = -11/216*z^3 + 108/49*z + 1
*
[ -4 ] 
f(z) = -9/208*z^3 + 101/52*z + 1
*
33/7 | 0.13805795710665198177075403387678304612 | 0.017169745481229371766196108395079679683
f(z) = -7/216*z^3 + 115/56*z + 1
*
[ -6/7 ] 
f(z) = -5/216*z^3 + 107/49*z + 1
*
15 | 0.17993572375557668020619333808827947617 | 0.028557664015174418854861057516623352927
f(z) = -1/200*z^3 + 109/40*z + 1
*
20 | 0.16986572751617017206835706058061527812 | 0.027784520444409419410073905510463576238
f(z) = -1/208*z^3 + 113/52*z + 1
*
[ 3 ] 
f(z) = -20/207*z^3 + 106/69*z + 1
*
[ 3 ] 
f(z) = -19/207*z^3 + 103/69*z + 1
*
-6 | 0.19841514386578623721194859576156169762 | 0.029149422346376333851773981661486208245
f(z) = -13/200*z^3 + 113/75*z + 1
*
[ -30/13 ] 
f(z) = -13/216*z^3 + 114/65*z + 1
*
[ 42/11 ] 
f(z) = -11/216*z^3 + 114/77*z + 1
*
[ -3 ] 
f(z) = -8/207*z^3 + 116/69*z + 1
*
[ -3 ] 
f(z) = -7/207*z^3 + 113/69*z + 1
*
[ -18/7 ] 
f(z) = -7/216*z^3 + 101/63*z + 1
*
[ -3 ] 
f(z) = -5/207*z^3 + 107/69*z + 1
*
[ -3 ] 
f(z) = -4/207*z^3 + 104/69*z + 1
*
[ -3/2 ] 
f(z) = -4/207*z^3 + 118/69*z + 1
*
[ 6 ] 
f(z) = -3/200*z^3 + 103/75*z + 1
*
[ -20/3 ] 
f(z) = -3/200*z^3 + 109/60*z + 1
*
[ -6 ] 
f(z) = -1/200*z^3 + 101/75*z + 1
*
[ -9 ] 
f(z) = -1/216*z^3 + 107/72*z + 1
*
[ 12/5 ] 
f(z) = -19/216*z^3 + 109/100*z + 1
*
[ 6 ] 
f(z) = -1/204*z^3 + 103/102*z + 1
*
-6 | 0.15669418065237108629035427973937391753 | 0.024345947761327539520563683784028669876
f(z) = -9/208*z^3 + 113/156*z + 1
*
[ 5/2 ] 
f(z) = -3/200*z^3 + 111/160*z + 1
*
[ 5/2 ] 
f(z) = -1/200*z^3 + 101/160*z + 1
*
[ 12/7 ] 
f(z) = -11/216*z^3 + 111/196*z + 1
*
[ 3/2 ] 
f(z) = -20/201*z^3 + 112/201*z + 1
*
[ 3/2 ] 
f(z) = -20/213*z^3 + 116/213*z + 1
*
[ 3/2 ] 
f(z) = -20/219*z^3 + 118/219*z + 1
*
[ 3/2 ] 
f(z) = -16/201*z^3 + 103/201*z + 1
*
[ 3/2 ] 
f(z) = -16/213*z^3 + 107/213*z + 1
*
[ 3/2 ] 
f(z) = -16/219*z^3 + 109/219*z + 1
*
[ 5/3 ] 
f(z) = -9/205*z^3 + 107/205*z + 1
*
[ 5/3 ] 
f(z) = -9/215*z^3 + 111/215*z + 1
*
[ 2 ] 
f(z) = -3/202*z^3 + 113/202*z + 1
*
[ 2 ] 
f(z) = -3/206*z^3 + 115/206*z + 1
*
[ 2 ] 
f(z) = -3/214*z^3 + 119/214*z + 1
*
[ 2 ] 
f(z) = -1/202*z^3 + 105/202*z + 1
*
[ 2 ] 
f(z) = -1/206*z^3 + 107/206*z + 1
*
[ 2 ] 
f(z) = -1/210*z^3 + 109/210*z + 1
*
[ 2 ] 
f(z) = -1/214*z^3 + 111/214*z + 1
*
[ 2 ] 
f(z) = -1/218*z^3 + 113/218*z + 1
*
[ 10/7 ] 
f(z) = -17/200*z^3 + 116/245*z + 1
*
[ 10/7 ] 
f(z) = -13/200*z^3 + 106/245*z + 1
*
[ 10/7 ] 
f(z) = -11/200*z^3 + 101/245*z + 1
*
[ 3/2 ] 
f(z) = -7/207*z^3 + 113/276*z + 1
*
[ 3/2 ] 
f(z) = -5/207*z^3 + 107/276*z + 1
*
[ -6/13 ] 
f(z) = -13/216*z^3 + 124/39*z + 1
*
-12 | 0.22493485548084027167560156903386141829 | 0.025510633869303377386690734270895076327
f(z) = -7/216*z^3 + 125/28*z + 1
*
[ 20 ] 
f(z) = -3/200*z^3 + 139/20*z + 1
*
[ 5 ] 
f(z) = -19/200*z^3 + 127/40*z + 1
*
[ -5 ] 
f(z) = -17/200*z^3 + 133/40*z + 1
*
[ -4 ] 
f(z) = -17/208*z^3 + 133/52*z + 1
*
[ -4 ] 
f(z) = -15/208*z^3 + 125/52*z + 1
*
-26/3 | 0.14249730299344586985515827326998968967 | 0.022989076757544223344854769939924279729
f(z) = -9/208*z^3 + 123/52*z + 1
*
[ -2/3 ] 
f(z) = -9/208*z^3 + 131/52*z + 1
*
-3/7 | 0.22912102260809531258206515171177044366 | 0.028040639324552152436862479021608489833
f(z) = -7/216*z^3 + 131/56*z + 1
*
-21/5 | 0.19721724173267905877775618840466182249 | 0.024323720467420219710282099747520623711
f(z) = -5/216*z^3 + 123/40*z + 1
*
-21 | 0.21732292809576519099027501168296751707 | 0.026750233803803693655233071015034936417
f(z) = -1/216*z^3 + 125/56*z + 1
*
[ -3/2 ] 
f(z) = -20/207*z^3 + 130/69*z + 1
*
[ -3/2 ] 
f(z) = -16/207*z^3 + 127/69*z + 1
*
[ -3 ] 
f(z) = -14/207*z^3 + 134/69*z + 1
*
[ -3 ] 
f(z) = -13/207*z^3 + 131/69*z + 1
*
[ -3 ] 
f(z) = -11/207*z^3 + 125/69*z + 1
*
[ -3 ] 
f(z) = -10/207*z^3 + 122/69*z + 1
*
[ -3/2 ] 
f(z) = -8/207*z^3 + 121/69*z + 1
*
[ -6 ] 
f(z) = -3/200*z^3 + 128/75*z + 1
*
[ 42/13 ] 
f(z) = -13/216*z^3 + 120/91*z + 1
*
[ 42/17 ] 
f(z) = -17/216*z^3 + 128/119*z + 1
*
[ 4 ] 
f(z) = -7/200*z^3 + 131/100*z + 1
*
[ 4 ] 
f(z) = -7/216*z^3 + 137/108*z + 1
*
[ 4 ] 
f(z) = -5/216*z^3 + 121/108*z + 1
*
[ -4 ] 
f(z) = -1/200*z^3 + 133/100*z + 1
*
[ -6 ] 
f(z) = -1/204*z^3 + 137/102*z + 1
*
[ 8 ] 
f(z) = -1/208*z^3 + 123/104*z + 1
*
[ 42/19 ] 
f(z) = -19/216*z^3 + 130/133*z + 1
*
[ 6 ] 
f(z) = -1/207*z^3 + 139/138*z + 1
*
[ 20/7 ] 
f(z) = -7/200*z^3 + 131/140*z + 1
*
[ 5/2 ] 
f(z) = -7/200*z^3 + 131/160*z + 1
*
[ 12/7 ] 
f(z) = -17/216*z^3 + 127/196*z + 1
*
[ 20/9 ] 
f(z) = -9/200*z^3 + 139/180*z + 1
*
[ 5/3 ] 
f(z) = -18/205*z^3 + 132/205*z + 1
*
[ 5/3 ] 
f(z) = -18/215*z^3 + 136/215*z + 1
*
[ 7/4 ] 
f(z) = -16/203*z^3 + 136/203*z + 1
*
[ 2 ] 
f(z) = -9/202*z^3 + 137/202*z + 1
*
[ 2 ] 
f(z) = -9/206*z^3 + 139/206*z + 1
*
[ 2 ] 
f(z) = -7/202*z^3 + 129/202*z + 1
*
[ 2 ] 
f(z) = -7/206*z^3 + 131/206*z + 1
*
[ 2 ] 
f(z) = -7/214*z^3 + 135/214*z + 1
*
[ 2 ] 
f(z) = -7/218*z^3 + 137/218*z + 1
*
[ 2 ] 
f(z) = -5/202*z^3 + 121/202*z + 1
*
[ 2 ] 
f(z) = -5/206*z^3 + 123/206*z + 1
*
[ 2 ] 
f(z) = -5/214*z^3 + 127/214*z + 1
*
[ 2 ] 
f(z) = -5/218*z^3 + 129/218*z + 1
*
[ 2 ] 
f(z) = -3/218*z^3 + 121/218*z + 1
*
[ 20/11 ] 
f(z) = -11/200*z^3 + 139/220*z + 1
*
-50/9 | 0.10715906471935137626061711157434618862 | 0.014296373167090917797844876938870261695
f(z) = -9/200*z^3 + 128/225*z + 1
*
[ 10/7 ] 
f(z) = -19/200*z^3 + 121/245*z + 1
*
[ 20/13 ] 
f(z) = -13/200*z^3 + 131/260*z + 1
*
[ 3/2 ] 
f(z) = -13/207*z^3 + 131/276*z + 1
*
[ 3/2 ] 
f(z) = -11/207*z^3 + 125/276*z + 1
*
-54/11 | 0.10078090073157188992952931684905184164 | 0.012965219210863652128268285461322706702
f(z) = -11/216*z^3 + 128/297*z + 1
*
[ -12 ] 
f(z) = -17/216*z^3 + 149/12*z + 1
*
[ 18 ] 
f(z) = -11/216*z^3 + 157/9*z + 1
*
[ -18 ] 
f(z) = -11/216*z^3 + 158/9*z + 1
*
24 | 0.22442601216571220568774744521653300401 | 0.027039984963003552979359140910584888472
f(z) = -7/216*z^3 + 149/8*z + 1
*
[ -30 ] 
f(z) = -7/216*z^3 + 151/5*z + 1
*
[ 24 ] 
f(z) = -7/216*z^3 + 157/8*z + 1
*
6/5 | 0.28420784691531221588092894391318216181 | 0.027347246003239575124010196887930509244
f(z) = -5/216*z^3 + 151/5*z + 1
*
-6 | 0.24207473421854209080604189377820951045 | 0.026102858369050890399404952730176190887
f(z) = -13/216*z^3 + 148/39*z + 1
*
[ -20 ] 
f(z) = -3/200*z^3 + 141/20*z + 1
*
[ -5 ] 
f(z) = -19/200*z^3 + 143/40*z + 1
*
[ -4 ] 
f(z) = -19/208*z^3 + 141/52*z + 1
*
30/17 | 0.23831431113445270319016749141677716920 | 0.025534829115049596480107979498719125084
f(z) = -17/216*z^3 + 157/51*z + 1
*
-26/3 | 0.15961197824964558913028478878376069982 | 0.024824096726895188896867698394359352966
f(z) = -9/208*z^3 + 155/52*z + 1
*
3 | 0.24241285423863785938491449523534122299 | 0.029254763632773242685412971789891404256
f(z) = -5/216*z^3 + 147/40*z + 1
*
-15 | 0.18956287603483081690002319647167896396 | 0.028605847299941679508030525500325710606
f(z) = -3/200*z^3 + 151/40*z + 1
*
10 | 0.14264652627201066230437997821564296090 | 0.022185497634729373674400218228161220129
f(z) = -1/208*z^3 + 155/52*z + 1
*
-18 | 0.14249950495524969535132232175253052412 | 0.022075154397964170959011236833249120911
f(z) = -1/208*z^3 + 159/52*z + 1
*
[ -3 ] 
f(z) = -20/207*z^3 + 152/69*z + 1
*
[ -3 ] 
f(z) = -19/207*z^3 + 149/69*z + 1
*
[ -3 ] 
f(z) = -17/207*z^3 + 143/69*z + 1
*
[ -6/5 ] 
f(z) = -17/216*z^3 + 146/75*z + 1
*
[ -3 ] 
f(z) = -16/207*z^3 + 140/69*z + 1
*
[ -10/13 ] 
f(z) = -13/200*z^3 + 152/65*z + 1
*
[ -6/5 ] 
f(z) = -11/216*z^3 + 143/75*z + 1
*
[ 6 ] 
f(z) = -7/200*z^3 + 157/75*z + 1
*
-66/7 | 0.31086604198845679393202135244733705328 | 0.029874545120916527520863945851889754057
f(z) = -7/216*z^3 + 153/77*z + 1
*
[ -30/17 ] 
f(z) = -17/216*z^3 + 154/85*z + 1
*
[ 4 ] 
f(z) = -9/200*z^3 + 147/100*z + 1
*
[ 30/7 ] 
f(z) = -7/200*z^3 + 148/105*z + 1
*
[ 30/7 ] 
f(z) = -7/216*z^3 + 143/105*z + 1
*
[ -4 ] 
f(z) = -3/200*z^3 + 149/100*z + 1
*
[ -2 ] 
f(z) = -1/204*z^3 + 155/102*z + 1
*
[ -8 ] 
f(z) = -1/208*z^3 + 149/104*z + 1
*
0 | 0.11690109111758251992842275672855097002 | 0.020310341703912258650538193827946923092
f(z) = -1/210*z^3 + 158/105*z + 1
*
[ -4 ] 
f(z) = -1/216*z^3 + 143/108*z + 1
*
[ 6 ] 
f(z) = -1/208*z^3 + 157/156*z + 1
*
[ 5/2 ] 
f(z) = -11/200*z^3 + 151/160*z + 1
*
[ 5/2 ] 
f(z) = -9/200*z^3 + 141/160*z + 1
*
[ 7/4 ] 
f(z) = -16/217*z^3 + 142/217*z + 1
*
[ 2 ] 
f(z) = -13/202*z^3 + 153/202*z + 1
*
4 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = -13/204*z^3 + 157/204*z + 1
*
[ 2 ] 
f(z) = -13/206*z^3 + 155/206*z + 1
*
[ 2 ] 
f(z) = -13/214*z^3 + 159/214*z + 1
*
[ 2 ] 
f(z) = -11/202*z^3 + 145/202*z + 1
*
[ 2 ] 
f(z) = -11/206*z^3 + 147/206*z + 1
*
[ 2 ] 
f(z) = -11/214*z^3 + 151/214*z + 1
*
[ 2 ] 
f(z) = -11/218*z^3 + 153/218*z + 1
*
[ 2 ] 
f(z) = -9/214*z^3 + 143/214*z + 1
*
[ 2 ] 
f(z) = -9/218*z^3 + 145/218*z + 1
*
[ 5/2 ] 
f(z) = -4/205*z^3 + 148/205*z + 1
*
[ 5/2 ] 
f(z) = -4/215*z^3 + 154/215*z + 1
*
[ 3 ] 
f(z) = -2/201*z^3 + 152/201*z + 1
*
[ 3 ] 
f(z) = -1/201*z^3 + 143/201*z + 1
*
[ 3 ] 
f(z) = -1/204*z^3 + 145/204*z + 1
*
[ 3 ] 
f(z) = -1/210*z^3 + 149/210*z + 1
*
-16 | 0.11141875365125125929511387910847950643 | 0.020837200862557035632787109688997127231
f(z) = -1/210*z^3 + 151/210*z + 1
*
[ 3 ] 
f(z) = -1/213*z^3 + 151/213*z + 1
*
[ 3 ] 
f(z) = -1/219*z^3 + 155/219*z + 1
*
[ 3/2 ] 
f(z) = -19/207*z^3 + 149/276*z + 1
*
[ 3/2 ] 
f(z) = -17/207*z^3 + 143/276*z + 1
*
[ 12 ] 
f(z) = -19/216*z^3 + 163/12*z + 1
*
-30/11 | 0.26180009803459805353170182612194465602 | 0.025021813265215550801602201325326505573
f(z) = -11/216*z^3 + 162/55*z + 1
*
10 | 0.22512890462698059734358051353777975614 | 0.025633427967766604308889573967038675854
f(z) = -9/200*z^3 + 163/45*z + 1
*
-10 | 0.26460978483204378674349635813334512779 | 0.029945516894198776108212382044060662416
f(z) = -9/200*z^3 + 172/45*z + 1
*
-3 | 0.22626982651178425271193792341974649307 | 0.026817163280752040730814998176505912700
f(z) = -7/216*z^3 + 171/56*z + 1
*
-15 | 0.24333326578932090467994912579559021720 | 0.028839496723488234922390864372114794356
f(z) = -5/216*z^3 + 171/40*z + 1
*
-12 | 0.14251681713347680269551744855637292084 | 0.021792941953924660311622182041505519475
f(z) = -3/208*z^3 + 173/52*z + 1
*
[ -21 ] 
f(z) = -1/216*z^3 + 173/56*z + 1
*
-6 | 0.19841514386578623721194859576156169762 | 0.027567478428667449192081222150158470048
f(z) = -17/200*z^3 + 167/75*z + 1
*
[ -12/17 ] 
f(z) = -17/216*z^3 + 167/68*z + 1
*
[ -3/4 ] 
f(z) = -16/207*z^3 + 164/69*z + 1
*
[ -30/19 ] 
f(z) = -19/216*z^3 + 176/95*z + 1
*
[ -3/2 ] 
f(z) = -19/216*z^3 + 179/96*z + 1
*
[ -3/2 ] 
f(z) = -13/216*z^3 + 173/96*z + 1
*
[ -18/11 ] 
f(z) = -11/216*z^3 + 173/99*z + 1
*
[ -3/2 ] 
f(z) = -7/216*z^3 + 167/96*z + 1
*
[ -3/2 ] 
f(z) = -1/216*z^3 + 161/96*z + 1
*
0 | 0.16149573876900461592083604191215737095 | 0.027819463222428284569088050799117546340
f(z) = -17/210*z^3 + 166/105*z + 1
*
[ 4 ] 
f(z) = -13/200*z^3 + 179/100*z + 1
*
[ -2 ] 
f(z) = -13/204*z^3 + 179/102*z + 1
*
0 | 0.15734176053911309826028550598355253033 | 0.027160606063723840242767018529169390473
f(z) = -13/210*z^3 + 164/105*z + 1
*
[ 4 ] 
f(z) = -11/200*z^3 + 163/100*z + 1
*
[ -2 ] 
f(z) = -11/204*z^3 + 175/102*z + 1
*
0 | 0.11989641606816004816774374727188512193 | 0.020718600688205702767260438245321525876
f(z) = -11/210*z^3 + 163/105*z + 1
*
[ 4 ] 
f(z) = -11/216*z^3 + 169/108*z + 1
*
[ -12/5 ] 
f(z) = -11/216*z^3 + 171/100*z + 1
*
[ -8/3 ] 
f(z) = -9/208*z^3 + 175/104*z + 1
*
[ -2 ] 
f(z) = -9/212*z^3 + 177/106*z + 1
*
[ -2 ] 
f(z) = -7/204*z^3 + 167/102*z + 1
*
[ -2 ] 
f(z) = -7/212*z^3 + 173/106*z + 1
*
[ -2 ] 
f(z) = -5/204*z^3 + 163/102*z + 1
*
[ 6 ] 
f(z) = -5/204*z^3 + 175/102*z + 1
*
[ -2 ] 
f(z) = -5/212*z^3 + 169/106*z + 1
*
[ -4 ] 
f(z) = -5/216*z^3 + 175/108*z + 1
*
[ -2 ] 
f(z) = -3/212*z^3 + 165/106*z + 1
*
[ -2 ] 
f(z) = -1/212*z^3 + 161/106*z + 1
*
48/5 | 0.18604718698971521333681452954678964438 | 0.025560746187783662464367283147406597980
f(z) = -5/216*z^3 + 161/120*z + 1
*
[ 6 ] 
f(z) = -2/207*z^3 + 163/138*z + 1
*
-6 | 0.18318653055038573316575838515816680044 | 0.028163962860024969386769170869711960083
f(z) = -11/208*z^3 + 167/156*z + 1
*
[ 5/2 ] 
f(z) = -13/200*z^3 + 161/160*z + 1
*
[ 30/11 ] 
f(z) = -11/200*z^3 + 172/165*z + 1
*
[ 30/11 ] 
f(z) = -11/216*z^3 + 167/165*z + 1
*
-50/7 | 0.11012877931295940331768517182669070790 | 0.015202280584886780380467285666409427699
f(z) = -7/200*z^3 + 162/175*z + 1
*
[ 30/13 ] 
f(z) = -13/200*z^3 + 178/195*z + 1
*
[ 30/13 ] 
f(z) = -13/216*z^3 + 173/195*z + 1
*
[ 2 ] 
f(z) = -19/202*z^3 + 177/202*z + 1
*
[ 2 ] 
f(z) = -19/206*z^3 + 179/206*z + 1
*
[ 2 ] 
f(z) = -17/202*z^3 + 169/202*z + 1
*
[ 2 ] 
f(z) = -17/206*z^3 + 171/206*z + 1
*
[ 2 ] 
f(z) = -17/210*z^3 + 173/210*z + 1
*
[ 2 ] 
f(z) = -17/214*z^3 + 175/214*z + 1
*
[ 2 ] 
f(z) = -17/218*z^3 + 177/218*z + 1
*
[ 2 ] 
f(z) = -15/202*z^3 + 161/202*z + 1
*
[ 2 ] 
f(z) = -15/206*z^3 + 163/206*z + 1
*
[ 2 ] 
f(z) = -15/214*z^3 + 167/214*z + 1
*
[ 2 ] 
f(z) = -15/218*z^3 + 169/218*z + 1
*
[ 2 ] 
f(z) = -13/218*z^3 + 161/218*z + 1
*
[ 7/3 ] 
f(z) = -9/203*z^3 + 165/203*z + 1
*
[ 7/3 ] 
f(z) = -9/217*z^3 + 173/217*z + 1
*
[ 5/2 ] 
f(z) = -8/205*z^3 + 173/205*z + 1
*
[ 5/2 ] 
f(z) = -8/215*z^3 + 179/215*z + 1
*
[ 3 ] 
f(z) = -5/201*z^3 + 179/201*z + 1
*
[ 3 ] 
f(z) = -4/201*z^3 + 170/201*z + 1
*
[ 3 ] 
f(z) = -4/213*z^3 + 178/213*z + 1
*
[ 3 ] 
f(z) = -2/213*z^3 + 160/213*z + 1
*
[ 3 ] 
f(z) = -2/219*z^3 + 164/219*z + 1
*
[ 4 ] 
f(z) = -1/204*z^3 + 169/204*z + 1
*
[ 4 ] 
f(z) = -1/212*z^3 + 175/212*z + 1
*
50/9 | 0.21343237009201454765557871114913018416 | 0.028474574845939959845968581837875869550
f(z) = -9/200*z^3 + 173/225*z + 1
*
[ 18/5 ] 
f(z) = -1/216*z^3 + 176/225*z + 1
*
[ 30/17 ] 
f(z) = -17/200*z^3 + 178/255*z + 1
*
[ 30/17 ] 
f(z) = -17/216*z^3 + 173/255*z + 1
*
[ 30/19 ] 
f(z) = -19/200*z^3 + 172/285*z + 1
*
[ 30/19 ] 
f(z) = -19/216*z^3 + 167/285*z + 1
*
[ 18 ] 
f(z) = -13/216*z^3 + 184/9*z + 1
*
[ -18 ] 
f(z) = -13/216*z^3 + 185/9*z + 1
*
[ -48 ] 
f(z) = -1/216*z^3 + 187/16*z + 1
*
[ -42 ] 
f(z) = -1/216*z^3 + 193/21*z + 1
*
[ -6/17 ] 
f(z) = -17/216*z^3 + 196/51*z + 1
*
-22/3 | 0.17686488349452494738959717141391050633 | 0.026478367724420138756899789566932371145
f(z) = -9/208*z^3 + 199/52*z + 1
*
[ -3/7 ] 
f(z) = -7/216*z^3 + 187/56*z + 1
*
15/7 | 0.21894793675886295935322679670930476626 | 0.025551653212927253979872970812296740295
f(z) = -7/216*z^3 + 195/56*z + 1
*
30 | 0.21569164015728432297426450833279678810 | 0.024053951349906373522305846872638915137
f(z) = -1/200*z^3 + 196/45*z + 1
*
-6 | 0.19583583637396298535254936219754940160 | 0.029499711774209417332404603603326058098
f(z) = -1/208*z^3 + 191/52*z + 1
*
-6 | 0.19841561913599242948803840919972765267 | 0.027005243724564972206889798412466398179
f(z) = -19/200*z^3 + 194/75*z + 1
*
[ -12/19 ] 
f(z) = -19/216*z^3 + 199/76*z + 1
*
[ 6 ] 
f(z) = -9/200*z^3 + 184/75*z + 1
*
[ -6 ] 
f(z) = -7/200*z^3 + 182/75*z + 1
*
-12 | 0.16758181379296966416058020980806649950 | 0.020554463450228335379950258967932755660
f(z) = -5/216*z^3 + 193/60*z + 1
*
[ 9 ] 
f(z) = -5/216*z^3 + 199/72*z + 1
*
[ -2/3 ] 
f(z) = -3/200*z^3 + 188/75*z + 1
*
42/13 | 0.30222051127333297296176083176938135795 | 0.028341466074278104744746021009626092296
f(z) = -13/216*z^3 + 198/91*z + 1
*
[ -2 ] 
f(z) = -19/204*z^3 + 191/102*z + 1
*
[ -2 ] 
f(z) = -19/212*z^3 + 197/106*z + 1
*
[ -2 ] 
f(z) = -17/212*z^3 + 193/106*z + 1
*
[ -12/5 ] 
f(z) = -17/216*z^3 + 187/100*z + 1
*
[ -2 ] 
f(z) = -15/212*z^3 + 189/106*z + 1
*
[ -2 ] 
f(z) = -13/212*z^3 + 185/106*z + 1
*
[ 4 ] 
f(z) = -13/216*z^3 + 185/108*z + 1
*
[ -2 ] 
f(z) = -11/212*z^3 + 181/106*z + 1
*
[ -4/3 ] 
f(z) = -9/200*z^3 + 183/100*z + 1
*
[ -4 ] 
f(z) = -9/200*z^3 + 197/100*z + 1
*
[ -4 ] 
f(z) = -7/200*z^3 + 181/100*z + 1
*
[ -30/7 ] 
f(z) = -7/200*z^3 + 197/105*z + 1
*
[ -4 ] 
f(z) = -7/216*z^3 + 191/108*z + 1
*
[ 8 ] 
f(z) = -3/208*z^3 + 187/104*z + 1
*
-10 | 0.17003594254545342147830892374469159013 | 0.023191837550634784453943736248405597124
f(z) = -5/216*z^3 + 191/135*z + 1
*
[ -5/3 ] 
f(z) = -3/200*z^3 + 197/120*z + 1
*
[ -6 ] 
f(z) = -1/207*z^3 + 185/138*z + 1
*
[ 10 ] 
f(z) = -1/216*z^3 + 184/135*z + 1
*
-12 | 0.19384245573909480538568843443474682832 | 0.029437903828395134086573101522096607972
f(z) = -3/208*z^3 + 181/156*z + 1
*
[ 5/2 ] 
f(z) = -19/200*z^3 + 191/160*z + 1
*
[ 5/2 ] 
f(z) = -17/200*z^3 + 181/160*z + 1
*
[ 20/3 ] 
f(z) = -1/200*z^3 + 193/180*z + 1
*
[ 2 ] 
f(z) = -19/210*z^3 + 181/210*z + 1
*
[ 2 ] 
f(z) = -19/214*z^3 + 183/214*z + 1
*
[ 2 ] 
f(z) = -19/218*z^3 + 185/218*z + 1
*
[ 9/4 ] 
f(z) = -16/207*z^3 + 196/207*z + 1
*
[ 5/2 ] 
f(z) = -12/205*z^3 + 198/205*z + 1
*
[ 8/3 ] 
f(z) = -9/200*z^3 + 189/200*z + 1
*
[ 3 ] 
f(z) = -7/201*z^3 + 197/201*z + 1
*
[ 3 ] 
f(z) = -7/204*z^3 + 199/204*z + 1
*
[ 3 ] 
f(z) = -5/204*z^3 + 181/204*z + 1
*
[ 3 ] 
f(z) = -5/213*z^3 + 187/213*z + 1
*
[ 3 ] 
f(z) = -5/219*z^3 + 191/219*z + 1
*
[ 7/2 ] 
f(z) = -4/203*z^3 + 194/203*z + 1
*
[ 3 ] 
f(z) = -4/219*z^3 + 182/219*z + 1
*
[ 5 ] 
f(z) = -1/205*z^3 + 189/205*z + 1
*
14 | 0.10812039951750021376017920918191936049 | 0.020220352573121480517509075763428328968
f(z) = -1/210*z^3 + 181/210*z + 1
*
[ 5 ] 
f(z) = -1/210*z^3 + 193/210*z + 1
*
[ 5 ] 
f(z) = -1/215*z^3 + 197/215*z + 1
*
[ 15/7 ] 
f(z) = -7/216*z^3 + 191/280*z + 1
*
[ 30 ] 
f(z) = -3/200*z^3 + 217/15*z + 1
*
[ -30 ] 
f(z) = -3/200*z^3 + 218/15*z + 1
*
-3 | 0.15190907487935567578676113112823835020 | 0.017645292004414683375678653681551417291
f(z) = -1/216*z^3 + 203/8*z + 1
*
-42/19 | 0.24137277153209534581515407421029797510 | 0.025143845382293599518664969026115570077
f(z) = -19/216*z^3 + 205/57*z + 1
*
[ 26/3 ] 
f(z) = -9/208*z^3 + 215/52*z + 1
*
-15 | 0.25094501454106434479889572385687833938 | 0.029018717075028964220650208191721849226
f(z) = -5/216*z^3 + 211/40*z + 1
*
[ 26 ] 
f(z) = -1/208*z^3 + 219/52*z + 1
*
[ 6 ] 
f(z) = -11/200*z^3 + 211/75*z + 1
*
[ -6 ] 
f(z) = -9/200*z^3 + 209/75*z + 1
*
[ -9 ] 
f(z) = -5/216*z^3 + 215/72*z + 1
*
[ 4 ] 
f(z) = -17/200*z^3 + 211/100*z + 1
*
[ 4 ] 
f(z) = -17/216*z^3 + 217/108*z + 1
*
[ -18/13 ] 
f(z) = -13/216*z^3 + 215/117*z + 1
*
[ -4 ] 
f(z) = -11/200*z^3 + 213/100*z + 1
*
[ 6 ] 
f(z) = -7/204*z^3 + 211/102*z + 1
*
[ -6 ] 
f(z) = -5/204*z^3 + 209/102*z + 1
*
[ -8 ] 
f(z) = -3/208*z^3 + 213/104*z + 1
*
2 | 0.15487150386684668762005089683606400663 | 0.025599723527143169489065414309178084936
f(z) = -1/210*z^3 + 212/105*z + 1
*
-2/5 | 0.21072528657019822486331800659367402364 | 0.028504711739540445699089527390160776555
f(z) = -5/216*z^3 + 203/135*z + 1
*
[ -24/5 ] 
f(z) = -5/216*z^3 + 209/120*z + 1
*
[ 6 ] 
f(z) = -4/207*z^3 + 211/138*z + 1
*
[ -6 ] 
f(z) = -2/207*z^3 + 209/138*z + 1
*
[ -10 ] 
f(z) = -1/216*z^3 + 211/135*z + 1
*
[ 6 ] 
f(z) = -3/208*z^3 + 211/156*z + 1
*
[ -6 ] 
f(z) = -1/208*z^3 + 209/156*z + 1
*
-54/7 | 0.097990869103528326726093570956941041820 | 0.013281928878733934766265902101090641874
f(z) = -7/216*z^3 + 200/189*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016618746262809924646546155955394381183
f(z) = -19/200*z^3 + 219/200*z + 1
*
[ 7/3 ] 
f(z) = -18/203*z^3 + 214/203*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016647086326092123893826466857952236064
f(z) = -17/200*z^3 + 217/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014461098180106296088649184015455604979
f(z) = -17/201*z^3 + 218/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015858982593135706834350156656380720521
f(z) = -17/202*z^3 + 219/202*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014473456766242564706814457587988605128
f(z) = -16/201*z^3 + 217/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018257820316475718787547815949005491781
f(z) = -16/203*z^3 + 219/203*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015886027026161713540510541855302488179
f(z) = -15/202*z^3 + 217/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018273338942319075223623350576893992481
f(z) = -15/203*z^3 + 218/203*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014498409936674980842292808975516579407
f(z) = -14/201*z^3 + 215/201*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018291509895395280226542481580482123937
f(z) = -14/205*z^3 + 219/205*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016704856385690322539605409049568650514
f(z) = -13/200*z^3 + 213/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014511006298818416273616378225885924087
f(z) = -13/201*z^3 + 214/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015913415558582133568377194972966825556
f(z) = -13/202*z^3 + 215/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018304671098511388966445354699053765114
f(z) = -13/203*z^3 + 216/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.012933832752117285215234534915153198548
f(z) = -13/204*z^3 + 217/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018307057156418576576758511091698634158
f(z) = -13/205*z^3 + 218/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015926484381591507049188058649575968881
f(z) = -13/206*z^3 + 219/206*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018320486839790017159131284981739644341
f(z) = -12/203*z^3 + 215/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018322702534103684636065382587355498535
f(z) = -12/205*z^3 + 217/205*z + 1
*
[ 5/2 ] 
f(z) = -12/215*z^3 + 204/215*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016734303009585390289701887066223248386
f(z) = -11/200*z^3 + 211/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014536443130108719082019987724325089390
f(z) = -11/201*z^3 + 212/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015941277634953176654925490473377723192
f(z) = -11/202*z^3 + 213/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018336403860200254117146512600783331229
f(z) = -11/203*z^3 + 214/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012955939054803084220026815518537991726
f(z) = -11/204*z^3 + 215/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018338447127132583713817341312459694846
f(z) = -11/205*z^3 + 216/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015953522708079607693930949686300370325
f(z) = -11/206*z^3 + 217/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015821527563643800839197860955440186735
f(z) = -11/207*z^3 + 218/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016753520773013609305155314079430462216
f(z) = -11/208*z^3 + 219/208*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014549285465217731364881021953266060769
f(z) = -10/201*z^3 + 211/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018352423310354880524576164510231293560
f(z) = -10/203*z^3 + 213/203*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015835048785114492965530104221013645389
f(z) = -10/207*z^3 + 217/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018357914078181102977437612499893229296
f(z) = -10/209*z^3 + 219/209*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016764135571817549777446616682833546607
f(z) = -9/200*z^3 + 209/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015969378254083636951380664837984463294
f(z) = -9/202*z^3 + 211/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018368546359614698591683556437920491795
f(z) = -9/203*z^3 + 212/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018370238442545865132517942173099327152
f(z) = -9/205*z^3 + 214/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015981027607397138134894506571841704406
f(z) = -9/206*z^3 + 215/206*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018373517780863328193144883324165726635
f(z) = -9/209*z^3 + 218/209*z + 1
*
[ 3 ] 
f(z) = -8/201*z^3 + 206/201*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014575222754857218735872656247715728024
f(z) = -8/201*z^3 + 209/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018384774196486773591932318421589748197
f(z) = -8/203*z^3 + 211/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018386287452008277325100021037188819585
f(z) = -8/205*z^3 + 213/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015862349427768304989970007866645793159
f(z) = -8/207*z^3 + 215/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018389219956403041830211925261972078152
f(z) = -8/209*z^3 + 217/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018390641082937516998186006910062561089
f(z) = -8/211*z^3 + 219/211*z + 1
*
[ 3 ] 
f(z) = -8/213*z^3 + 214/213*z + 1
*
[ 3 ] 
f(z) = -8/219*z^3 + 218/219*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016794363089800727168697999619722634080
f(z) = -7/200*z^3 + 207/200*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014588126018808085559294486295955121826
f(z) = -7/201*z^3 + 208/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.015997725100200743363042417001504023896
f(z) = -7/202*z^3 + 209/202*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.013001401988328878543323248612041683471
f(z) = -7/204*z^3 + 211/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018402440251738362232167167094854601562
f(z) = -7/205*z^3 + 212/205*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016008885907356254138532321510673571870
f(z) = -7/206*z^3 + 213/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015876130794049889704263362740975532432
f(z) = -7/207*z^3 + 214/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016811024071979216456024736077595200561
f(z) = -7/208*z^3 + 215/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018405021707470799285739253434197098306
f(z) = -7/209*z^3 + 216/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018406272602639133637646009712356117723
f(z) = -7/211*z^3 + 218/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016818976266834094795831738218009649643
f(z) = -7/212*z^3 + 219/212*z + 1
*
[ 3 ] 
f(z) = -7/213*z^3 + 205/213*z + 1
*
[ 3 ] 
f(z) = -7/219*z^3 + 209/219*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018417549085290133463821717769156931311
f(z) = -6/203*z^3 + 209/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018418698032436234564516701617274401041
f(z) = -6/205*z^3 + 211/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018420924154446564199608303057173533376
f(z) = -6/209*z^3 + 215/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018422002770747686292380670817597570699
f(z) = -6/211*z^3 + 217/211*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014614775059792846463457639887586529049
f(z) = -5/201*z^3 + 206/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016026570698656126051905881144362506768
f(z) = -5/202*z^3 + 207/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018434098613699180995479038241194815839
f(z) = -5/203*z^3 + 208/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.013024773313025010253970854018738237813
f(z) = -5/204*z^3 + 209/204*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.016037105703528628671137276130117242917
f(z) = -5/206*z^3 + 211/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015903960598009378816299560796691161666
f(z) = -5/207*z^3 + 212/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016840329230741369050728021195148101421
f(z) = -5/208*z^3 + 213/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018436928435790493461954723174522839107
f(z) = -5/209*z^3 + 214/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018437832691899482261234567698047978666
f(z) = -5/211*z^3 + 216/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016847657783731103643860121524840737486
f(z) = -5/212*z^3 + 217/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014660337751450523985304549390074337642
f(z) = -5/213*z^3 + 218/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016057286234673408804249503622299040595
f(z) = -5/214*z^3 + 219/214*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014628135595923514229751468935988671206
f(z) = -4/201*z^3 + 205/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018450757883548575439559443596347254261
f(z) = -4/203*z^3 + 207/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018451533397911167562051496323457415946
f(z) = -4/205*z^3 + 209/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015918011077190019773550243046547523247
f(z) = -4/207*z^3 + 211/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018453035708423303725596694719904740364
f(z) = -4/209*z^3 + 213/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018453763488471807986825898997120425087
f(z) = -4/211*z^3 + 215/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014673058735214968351752947663336185677
f(z) = -4/213*z^3 + 217/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018455174613815803314131703994669397517
f(z) = -4/215*z^3 + 219/215*z + 1
*
[ 7/2 ] 
f(z) = -4/217*z^3 + 204/217*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016856040594544061060009376790529925008
f(z) = -3/200*z^3 + 203/200*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.016055924604805454855019412513802815103
f(z) = -3/202*z^3 + 205/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018467528185427421414616683184832731743
f(z) = -3/203*z^3 + 206/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018468113463735621411680587532538390943
f(z) = -3/205*z^3 + 208/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.016065817428894968778234728677434114232
f(z) = -3/206*z^3 + 209/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016870014660515643891290395181410310145
f(z) = -3/208*z^3 + 211/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018469247148116514332153559394572188660
f(z) = -3/209*z^3 + 212/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018469796300954375068548593101015464113
f(z) = -3/211*z^3 + 214/211*z + 1
*
[ 4 ] 
f(z) = -3/212*z^3 + 207/212*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016876704229431967451700385962428700504
f(z) = -3/212*z^3 + 215/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016084668836274914225609724506242341882
f(z) = -3/214*z^3 + 217/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018470860985175651418061352306394005575
f(z) = -3/215*z^3 + 218/215*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014655127631120629076569332646094940146
f(z) = -2/201*z^3 + 203/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018484410831691634645417863487178630222
f(z) = -2/203*z^3 + 205/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018484803473496823782931216029138254438
f(z) = -2/205*z^3 + 207/205*z + 1
*
[ 5 ] 
f(z) = -2/205*z^3 + 214/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015946388420172303973878222246027041057
f(z) = -2/207*z^3 + 209/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018485563949892872104944984800549254174
f(z) = -2/209*z^3 + 211/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018485932288330364861661692846346582102
f(z) = -2/211*z^3 + 213/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014698356032280769751356787801025796291
f(z) = -2/213*z^3 + 215/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018486646351103832869165560291245608767
f(z) = -2/215*z^3 + 217/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018486992521931066859826885104937347552
f(z) = -2/217*z^3 + 219/217*z + 1
*
-1 | 0.089559615669902588972377659565212109961 | 0.016887510188939893897637996792454827377
f(z) = -1/200*z^3 + 201/200*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014668761296912689350353333644818778293
f(z) = -1/201*z^3 + 202/201*z + 1
*
-1 | 0.085465194756319619460818486424314614016 | 0.016085428476411690102118241965036968348
f(z) = -1/202*z^3 + 203/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018501407156942549854350438778672366008
f(z) = -1/203*z^3 + 204/203*z + 1
*
-1 | 0.069582692594250701317351149915401764239 | 0.013072057513879295631512552381371092607
f(z) = -1/204*z^3 + 205/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018501604720165291902166477196770238604
f(z) = -1/205*z^3 + 206/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.016094785805055250328760116469189839021
f(z) = -1/206*z^3 + 207/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015960717428172186321244119494937378653
f(z) = -1/207*z^3 + 208/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016900089158505132910294779504908442732
f(z) = -1/208*z^3 + 209/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018501987328437274436018762606701901708
f(z) = -1/209*z^3 + 210/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018502172628467367096940749133647096639
f(z) = -1/211*z^3 + 212/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016906123882554096858855208935078442936
f(z) = -1/212*z^3 + 213/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014710933485449875874418024123308832656
f(z) = -1/213*z^3 + 214/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016112399839953086533576893733702108605
f(z) = -1/214*z^3 + 215/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018502531820112870097934534300517784000
f(z) = -1/215*z^3 + 216/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014390926140908807577336613404395024330
f(z) = -1/216*z^3 + 217/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018502705937604124328339557684858649859
f(z) = -1/217*z^3 + 218/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.016121044426362636163657099309065391194
f(z) = -1/218*z^3 + 219/218*z + 1
*
[ 18 ] 
f(z) = -17/216*z^3 + 238/9*z + 1
*
[ -18 ] 
f(z) = -17/216*z^3 + 239/9*z + 1
*
[ 30 ] 
f(z) = -11/216*z^3 + 234/5*z + 1
*
[ -66 ] 
f(z) = -1/216*z^3 + 233/11*z + 1
*
[ -6/19 ] 
f(z) = -19/216*z^3 + 238/57*z + 1
*
[ -26/3 ] 
f(z) = -9/208*z^3 + 227/52*z + 1
*
3 | 0.20640779421084820624510191608696636973 | 0.023668482783556593960829139914253708236
f(z) = -5/216*z^3 + 227/40*z + 1
*
[ -26 ] 
f(z) = -1/208*z^3 + 223/52*z + 1
*
[ 6 ] 
f(z) = -13/200*z^3 + 238/75*z + 1
*
[ -6 ] 
f(z) = -11/200*z^3 + 236/75*z + 1
*
-9 | 0.19337318388232201977782159929437233000 | 0.029524197776745964925049090330607069829
f(z) = -11/216*z^3 + 233/72*z + 1
*
[ -10/17 ] 
f(z) = -17/200*z^3 + 232/85*z + 1
*
-3/11 | 0.23749111749222600219237238938810284311 | 0.027125032600448712947843395202973017682
f(z) = -11/216*z^3 + 235/88*z + 1
*
[ 4 ] 
f(z) = -19/200*z^3 + 227/100*z + 1
*
[ 4 ] 
f(z) = -19/216*z^3 + 233/108*z + 1
*
[ -4 ] 
f(z) = -13/200*z^3 + 229/100*z + 1
*
[ -4 ] 
f(z) = -13/216*z^3 + 239/108*z + 1
*
2 | 0.18136547262542258090906137770473515189 | 0.029538905997778319123856026161268784128
f(z) = -11/210*z^3 + 232/105*z + 1
*
[ -4 ] 
f(z) = -11/216*z^3 + 223/108*z + 1
*
[ 6 ] 
f(z) = -5/207*z^3 + 235/138*z + 1
*
5 | 0.18881106969741067859946849935174972900 | 0.026943754374570858555164280864634140782
f(z) = -3/200*z^3 + 221/120*z + 1
*
[ -3/2 ] 
f(z) = -2/207*z^3 + 233/138*z + 1
*
[ -20/7 ] 
f(z) = -7/200*z^3 + 229/140*z + 1
*
[ -5/2 ] 
f(z) = -3/200*z^3 + 239/160*z + 1
*
[ -5/2 ] 
f(z) = -1/200*z^3 + 229/160*z + 1
*
[ -15/2 ] 
f(z) = -1/216*z^3 + 223/160*z + 1
*
-1 | 0.077865711753290631567923271209470173947 | 0.014424484043690982171932920644084505857
f(z) = -20/201*z^3 + 221/201*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018196703835990641311800917792976492680
f(z) = -20/203*z^3 + 223/203*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015703543217486164380290012406463490876
f(z) = -20/207*z^3 + 227/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018207062435732609528844516661020413134
f(z) = -20/209*z^3 + 229/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018210378038726180947636008170870054953
f(z) = -20/211*z^3 + 231/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014481561730002072909756191444470218458
f(z) = -20/213*z^3 + 233/213*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018219940197765591353925923692640439197
f(z) = -20/217*z^3 + 237/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014508265320647868728972969575136041480
f(z) = -20/219*z^3 + 239/219*z + 1
*
-1 | 0.077864678136869741845742074006735606491 | 0.014436421029762907239449636796887450672
f(z) = -19/201*z^3 + 220/201*z + 1
*
-1 | 0.085465846895673338825065333423437243035 | 0.015832395505908644798192017823062860849
f(z) = -19/202*z^3 + 221/202*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018211841344761363132320659422074237807
f(z) = -19/203*z^3 + 222/203*z + 1
*
-1 | 0.069581658977829811595169952712667196784 | 0.012868401803895424747646873467084632282
f(z) = -19/204*z^3 + 223/204*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018215208076874049788949798037011989343
f(z) = -19/205*z^3 + 224/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015847004368911878141649184925542307083
f(z) = -19/206*z^3 + 225/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015716333731570505100833035334350476929
f(z) = -19/207*z^3 + 226/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016642720187615192451286361504644011158
f(z) = -19/208*z^3 + 227/208*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012117074169386017169171996170832059594
f(z) = -19/210*z^3 + 229/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018224905949907000102602765077376683633
f(z) = -19/211*z^3 + 230/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016654118508547973444255681822928854279
f(z) = -19/212*z^3 + 231/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014492807501999372463399403725631125365
f(z) = -19/213*z^3 + 232/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015874749011951202214415950859045269711
f(z) = -19/214*z^3 + 233/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018231055088609688418703685634746441281
f(z) = -19/215*z^3 + 234/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014180876050003236933888529386787802975
f(z) = -19/216*z^3 + 235/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018234040198241569851501262677220292755
f(z) = -19/217*z^3 + 236/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015888169210075951085054110370870188929
f(z) = -19/218*z^3 + 237/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014519381618411876273223475737686555144
f(z) = -19/219*z^3 + 238/219*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018227072571918675880712536071342682944
f(z) = -18/203*z^3 + 221/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018230280641947335445185541617971710941
f(z) = -18/205*z^3 + 223/205*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018236502725062255354284527637974877859
f(z) = -18/209*z^3 + 227/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018239520514379069021404612146717479454
f(z) = -18/211*z^3 + 229/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018245378495740448730757877604702931533
f(z) = -18/215*z^3 + 233/215*z + 1
*
[ 7/3 ] 
f(z) = -18/217*z^3 + 222/217*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018248222051135936237103449958354422643
f(z) = -18/217*z^3 + 235/217*z + 1
*
-1 | 0.098392703315588654301641199551946135836 | 0.018242398547176348669204540760668192949
f(z) = -17/203*z^3 + 220/203*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018245446082655579763256039025992083005
f(z) = -17/205*z^3 + 222/205*z + 1
*
-1 | 0.085828966736198826230332075055667829401 | 0.015873171847289421371026700738595953011
f(z) = -17/206*z^3 + 223/206*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015742148735507049024522467933423092802
f(z) = -17/207*z^3 + 224/207*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016669913492739838905851976098811290457
f(z) = -17/208*z^3 + 225/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018251356331138512979411294417467389080
f(z) = -17/209*z^3 + 226/209*z + 1
*
-1 | 0.065840812532891513420442531955871000217 | 0.012136667125176369970716296068970837548
f(z) = -17/210*z^3 + 227/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018254222649727746589496094519640033874
f(z) = -17/211*z^3 + 228/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016680770467234582990803988869715600976
f(z) = -17/212*z^3 + 229/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014516071828595251609583354054755667686
f(z) = -17/213*z^3 + 230/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015900014303736217433071138157728781317
f(z) = -17/214*z^3 + 231/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018259786179063640106029580386971395878
f(z) = -17/215*z^3 + 232/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014203111227334577074654239554252697219
f(z) = -17/216*z^3 + 233/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018262486600247591827248906937594271528
f(z) = -17/217*z^3 + 234/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015912831578176242772397244019554750798
f(z) = -17/218*z^3 + 235/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014541617577023252301068372929107991937
f(z) = -17/219*z^3 + 236/219*z + 1
*
-1 | 0.098574258872933484786435605671548059776 | 0.018260705414680859418265382587786821083
f(z) = -16/205*z^3 + 221/205*z + 1
*
[ 5/2 ] 
f(z) = -16/205*z^3 + 223/205*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015755174914522292571060339537218433903
f(z) = -16/207*z^3 + 223/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018266300184697375595338249641028812806
f(z) = -16/209*z^3 + 225/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018269013287475923816505488931872233915
f(z) = -16/211*z^3 + 227/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014527712276463860293875450988848329281
f(z) = -16/213*z^3 + 229/213*z + 1
*
[ 5/2 ] 
f(z) = -16/215*z^3 + 229/215*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018274279019021952822042104946764297949
f(z) = -16/215*z^3 + 231/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018276834701853561431999732693722380455
f(z) = -16/217*z^3 + 233/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014552927581777073353366081281108866422
f(z) = -16/219*z^3 + 235/219*z + 1
*
-1 | 0.085828314596845106866085228056545200382 | 0.015899542000227879796455779091787623837
f(z) = -15/206*z^3 + 221/206*z + 1
*
-1 | 0.090285925172741131495881379872084700588 | 0.016697439805645546639340646371848086338
f(z) = -15/208*z^3 + 223/208*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018281335259022257053980430317033428125
f(z) = -15/209*z^3 + 224/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018283893373359998242763122808943353012
f(z) = -15/211*z^3 + 226/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016707742786933613963301673101810217873
f(z) = -15/212*z^3 + 227/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015925339435519086453787132769475969740
f(z) = -15/214*z^3 + 229/214*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018291267224949538697722707353865106878
f(z) = -15/217*z^3 + 232/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015937662772685835362307289418623205263
f(z) = -15/218*z^3 + 233/218*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015781468948364442761687482470681983625
f(z) = -14/207*z^3 + 221/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018296462542452414366355586477416710931
f(z) = -14/209*z^3 + 223/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018298863867612592033844446825185724511
f(z) = -14/211*z^3 + 225/211*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014551203163817415634299096907720288277
f(z) = -14/213*z^3 + 227/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018303523756844165716477223589921677119
f(z) = -14/215*z^3 + 229/215*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014575935742721932623266654470344370132
f(z) = -14/219*z^3 + 233/219*z + 1
*
-1 | 0.085190937052221529864205181747658587493 | 0.015794738572528061524480982911993509312
f(z) = -13/207*z^3 + 220/207*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018311683038686559874693720788647681821
f(z) = -13/209*z^3 + 222/209*z + 1
*
-1 | 0.065840431055824343062508181752259061781 | 0.012176500736177871768084875617827712380
f(z) = -13/210*z^3 + 223/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018313925745252210009996693768563970698
f(z) = -13/211*z^3 + 224/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016735042335470595095523020857550975189
f(z) = -13/212*z^3 + 225/212*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014562864413218149726182009359006862086
f(z) = -13/213*z^3 + 226/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.015951210456382879204930107971211107458
f(z) = -13/214*z^3 + 227/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018318277482602401159583667872627887495
f(z) = -13/215*z^3 + 228/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014248374394168375780578753831627325283
f(z) = -13/216*z^3 + 229/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018320389076671125113909357072543063038
f(z) = -13/217*z^3 + 230/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.015962907894025592765604069226634133542
f(z) = -13/218*z^3 + 231/218*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014587256038297327529139431883460532131
f(z) = -13/219*z^3 + 232/219*z + 1
*
-1 | 0.098932115777126129705017981663944126612 | 0.018326997767094029461103834774349835834
f(z) = -12/209*z^3 + 221/209*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018329079996380040490304562027640437214
f(z) = -12/211*z^3 + 223/211*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018333120021318767967632212351113831288
f(z) = -12/215*z^3 + 227/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018335080209127463721362836503649156606
f(z) = -12/217*z^3 + 229/217*z + 1
*
[ 3 ] 
f(z) = -11/201*z^3 + 233/201*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.029014469277680027794968875689997748297
f(z) = -11/204*z^3 + 227/204*z + 1
*
[ 3 ] 
f(z) = -11/204*z^3 + 235/204*z + 1
*
[ 3 ] 
f(z) = -11/210*z^3 + 239/210*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018344327626484108720029429890221298843
f(z) = -11/211*z^3 + 222/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016762676192839864335406878476415026946
f(z) = -11/212*z^3 + 223/212*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014586975774379647292986840811566774067
f(z) = -11/213*z^3 + 224/213*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.015977153464442748434188620345169279615
f(z) = -11/214*z^3 + 225/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018348052322048292364866341527030382872
f(z) = -11/215*z^3 + 226/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014271413600307317946184085735601127088
f(z) = -11/216*z^3 + 227/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018349859371257901349345864841355138490
f(z) = -11/217*z^3 + 228/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.015988573709954158172017527023613164834
f(z) = -11/218*z^3 + 229/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014610670738086904167098869297379112024
f(z) = -11/219*z^3 + 230/219*z + 1
*
[ 3 ] 
f(z) = -10/201*z^3 + 224/201*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018359669656750999804796752553484565334
f(z) = -10/211*z^3 + 221/211*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014598854924150075448106587420070483501
f(z) = -10/213*z^3 + 223/213*z + 1
*
[ 3 ] 
f(z) = -10/213*z^3 + 232/213*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018364727499465722822984593569538213133
f(z) = -10/217*z^3 + 227/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014622387044885350578403424365027096125
f(z) = -10/219*z^3 + 229/219*z + 1
*
[ 3 ] 
f(z) = -10/219*z^3 + 236/219*z + 1
*
-1 | 0.099108483953260490661888078989894076260 | 0.018375107124385375508808723771642096809
f(z) = -9/211*z^3 + 220/211*z + 1
*
-1 | 0.090638669524050288519150221622962219650 | 0.016790651659789029640574266143332497270
f(z) = -9/212*z^3 + 221/212*z + 1
*
-1 | 0.086533867304850114320451829944875500029 | 0.016003535852437521402765119183913981040
f(z) = -9/214*z^3 + 223/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018378190078793055702657762821296280767
f(z) = -9/215*z^3 + 224/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018379685544442186277226085994642886868
f(z) = -9/217*z^3 + 226/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016014306556543468605687701394149296224
f(z) = -9/218*z^3 + 227/218*z + 1
*
-1 | 0.078938516241505841135730639490982112903 | 0.014623219159235680146021603898013523814
f(z) = -8/213*z^3 + 221/213*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018393397506823675204471236297022788522
f(z) = -8/215*z^3 + 223/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018394734471450722455604553756242478207
f(z) = -8/217*z^3 + 225/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014646031018580230025867704476670081966
f(z) = -8/219*z^3 + 227/219*z + 1
*
-1 | 0.078939549857926730857911836693716680357 | 0.014635706522099861510427589407091740544
f(z) = -7/213*z^3 + 220/213*z + 1
*
-1 | 0.086534519444203833684698676943998129047 | 0.016030365187005886609485588802530498907
f(z) = -7/214*z^3 + 221/214*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018408698641501276463230770496388139740
f(z) = -7/215*z^3 + 222/215*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014318336596798189106416194271734792208
f(z) = -7/216*z^3 + 223/216*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016040473067765340858749827222190419683
f(z) = -7/218*z^3 + 225/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014657960190451088192527636626142862862
f(z) = -7/219*z^3 + 226/219*z + 1
*
-1 | 0.099456259780141903668029663825408049538 | 0.018424094507595831141083067144343110758
f(z) = -6/215*z^3 + 221/215*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018425108907232832797216338314948309708
f(z) = -6/217*z^3 + 223/217*z + 1
*
[ 4 ] 
f(z) = -5/204*z^3 + 233/204*z + 1
*
[ 4 ] 
f(z) = -5/212*z^3 + 239/212*z + 1
*
-1 | 0.077421705460471512380786058695462443883 | 0.014342232670886994264265897182428292072
f(z) = -5/216*z^3 + 221/216*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018440436422050823880665852411154046729
f(z) = -5/217*z^3 + 222/217*z + 1
*
-1 | 0.086876812633873031488468823189059289834 | 0.016066960012704268460785947167035048290
f(z) = -5/218*z^3 + 223/218*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014682036753502055334214176665022459928
f(z) = -5/219*z^3 + 224/219*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018455858831608824562593652889245499145
f(z) = -4/217*z^3 + 221/217*z + 1
*
-1 | 0.079452952613859094983187201063676714276 | 0.014693994563520980559064663915667298807
f(z) = -4/219*z^3 + 223/219*z + 1
*
[ 5 ] 
f(z) = -3/205*z^3 + 239/205*z + 1
*
-1 | 0.099627728769267769463602167925658091483 | 0.018471377178545573714199464696012790287
f(z) = -3/217*z^3 + 220/217*z + 1
*
-1 | 0.086877464773226750852715670188181918853 | 0.016093895196749108005315221825515037367
f(z) = -3/218*z^3 + 221/218*z + 1
*
[ 5 ] 
f(z) = -2/215*z^3 + 222/215*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014718709054089944822555754880238611655
f(z) = -2/219*z^3 + 221/219*z + 1
*
[ 8 ] 
f(z) = -1/200*z^3 + 239/200*z + 1
*
[ 7 ] 
f(z) = -1/203*z^3 + 223/203*z + 1
*
[ 7 ] 
f(z) = -1/210*z^3 + 229/210*z + 1
*
[ 7 ] 
f(z) = -1/217*z^3 + 235/217*z + 1
*
-1 | 0.079453986230279984705368398266411281731 | 0.014731085071681239318653767117945496860
f(z) = -1/219*z^3 + 220/219*z + 1
*
[ -24 ] 
f(z) = -11/216*z^3 + 243/8*z + 1
*
[ 36 ] 
f(z) = -1/216*z^3 + 251/36*z + 1
*
[ -36 ] 
f(z) = -1/216*z^3 + 253/36*z + 1
*
48 | 0.17599152688978979217624199414412745714 | 0.022719428868526872855182463724543012652
f(z) = -1/216*z^3 + 257/24*z + 1
*
10 | 0.24289158797905695069837280007573649238 | 0.026348823852258544239277638135062589985
f(z) = -11/200*z^3 + 252/55*z + 1
*
-12 | 0.18390544583603101724307479462625320519 | 0.026701131341286276959060309660733298233
f(z) = -5/208*z^3 + 245/52*z + 1
*
[ -15 ] 
f(z) = -5/216*z^3 + 251/40*z + 1
*
-6 | 0.18967589021337326969983192167033159201 | 0.027571751716983609272375145148057729505
f(z) = -1/208*z^3 + 243/52*z + 1
*
[ 9 ] 
f(z) = -7/216*z^3 + 253/72*z + 1
*
-50/3 | 0.098358200463522597912108785708039444523 | 0.012995939683086075477796278680343933451
f(z) = -3/200*z^3 + 242/75*z + 1
*
50/3 | 0.22527065589071088329103735697150458151 | 0.029530069525689714609212893594641530660
f(z) = -3/200*z^3 + 257/75*z + 1
*
15/11 | 0.14257043893844943074830496812691080892 | 0.016221650759897869229386691709377273905
f(z) = -11/216*z^3 + 243/88*z + 1
*
[ -48/5 ] 
f(z) = -5/216*z^3 + 259/80*z + 1
*
-6 | 0.18307428839954771942769615836756352073 | 0.029328378786560186378822299678540087583
f(z) = -19/204*z^3 + 257/102*z + 1
*
8 | 0.16149470515258372619865484470942280350 | 0.026036885190752033786172707579735654641
f(z) = -11/210*z^3 + 247/105*z + 1
*
[ -6 ] 
f(z) = -7/204*z^3 + 245/102*z + 1
*
[ 8 ] 
f(z) = -5/208*z^3 + 251/104*z + 1
*
-8 | 0.18136578610451426112815007033290321661 | 0.029337317238633572626291170685968895281
f(z) = -1/210*z^3 + 242/105*z + 1
*
[ -3/2 ] 
f(z) = -14/207*z^3 + 251/138*z + 1
*
[ -3/2 ] 
f(z) = -10/207*z^3 + 245/138*z + 1
*
-54/5 | 0.089290781472335980592057692556985497030 | 0.011797873535724699033181228929440700890
f(z) = -5/216*z^3 + 242/135*z + 1
*
[ -6 ] 
f(z) = -4/207*z^3 + 257/138*z + 1
*
[ -10/9 ] 
f(z) = -3/200*z^3 + 259/135*z + 1
*
[ 15 ] 
f(z) = -1/200*z^3 + 247/120*z + 1
*
[ -15 ] 
f(z) = -1/216*z^3 + 253/120*z + 1
*
[ 12 ] 
f(z) = -1/208*z^3 + 251/156*z + 1
*
[ -5/2 ] 
f(z) = -7/200*z^3 + 259/160*z + 1
*
[ -42/5 ] 
f(z) = -1/216*z^3 + 253/175*z + 1
*
[ -20/3 ] 
f(z) = -1/200*z^3 + 247/180*z + 1
*
[ 11/4 ] 
f(z) = -16/209*z^3 + 254/209*z + 1
*
[ 3 ] 
f(z) = -13/201*z^3 + 251/201*z + 1
*
[ 3 ] 
f(z) = -13/204*z^3 + 253/204*z + 1
*
[ 3 ] 
f(z) = -13/210*z^3 + 257/210*z + 1
*
[ 3 ] 
f(z) = -13/213*z^3 + 259/213*z + 1
*
[ 3 ] 
f(z) = -11/213*z^3 + 241/213*z + 1
*
[ 3 ] 
f(z) = -11/219*z^3 + 245/219*z + 1
*
[ 7/2 ] 
f(z) = -8/203*z^3 + 243/203*z + 1
*
[ 7/2 ] 
f(z) = -8/217*z^3 + 253/217*z + 1
*
[ 9/2 ] 
f(z) = -4/207*z^3 + 242/207*z + 1
*
[ 5 ] 
f(z) = -3/215*z^3 + 247/215*z + 1
*
-21 | 0.11804260707634201723796467398096093231 | 0.021521782576044597402725105033573977773
f(z) = -1/210*z^3 + 241/210*z + 1
*
[ 8 ] 
f(z) = -1/216*z^3 + 253/216*z + 1
*
[ 18/5 ] 
f(z) = -7/216*z^3 + 257/225*z + 1
*
[ 9/2 ] 
f(z) = -1/216*z^3 + 251/288*z + 1
*
[ 18 ] 
f(z) = -19/216*z^3 + 265/9*z + 1
*
[ -18 ] 
f(z) = -19/216*z^3 + 266/9*z + 1
*
[ -30 ] 
f(z) = -13/216*z^3 + 276/5*z + 1
*
-6 | 0.26329586196627319952023730050299527814 | 0.026713198560146962489130342218117962100
f(z) = -19/216*z^3 + 265/57*z + 1
*
-10 | 0.10142938755403084979810497342993997015 | 0.010952275218977224823756688191188405044
f(z) = -11/200*z^3 + 263/55*z + 1
*
[ -6 ] 
f(z) = -13/200*z^3 + 263/75*z + 1
*
[ -9 ] 
f(z) = -7/216*z^3 + 269/72*z + 1
*
[ -10/19 ] 
f(z) = -19/200*z^3 + 278/95*z + 1
*
[ -4 ] 
f(z) = -19/200*z^3 + 277/100*z + 1
*
0 | 0.15192835153495321146771461549950628483 | 0.024119634177206099117011522825481474618
f(z) = -19/210*z^3 + 272/105*z + 1
*
[ -4 ] 
f(z) = -17/200*z^3 + 261/100*z + 1
*
0 | 0.12946326236978021500350500531118116186 | 0.020565177442887025782527343843935555928
f(z) = -17/210*z^3 + 271/105*z + 1
*
[ -4 ] 
f(z) = -17/216*z^3 + 271/108*z + 1
*
0 | 0.14933286622699133073931684893125755247 | 0.023749399703919079246350662039461345267
f(z) = -13/210*z^3 + 269/105*z + 1
*
0 | 0.18136430900979484193446668832949919411 | 0.028860667891738769209097035389054219106
f(z) = -11/210*z^3 + 268/105*z + 1
*
[ -2/3 ] 
f(z) = -9/212*z^3 + 267/106*z + 1
*
[ -8 ] 
f(z) = -5/208*z^3 + 277/104*z + 1
*
0 | 0.18136534262621573165664788553223376156 | 0.028947585513923861508554692807012598887
f(z) = -1/210*z^3 + 263/105*z + 1
*
-5 | 0.20877750505026296960359022728285828130 | 0.028980174700302620709594229106592872158
f(z) = -3/200*z^3 + 269/120*z + 1
*
[ -15 ] 
f(z) = -1/200*z^3 + 263/120*z + 1
*
-6 | 0.15961296534107281479718314448619489903 | 0.022791871114215119515509749692637741329
f(z) = -15/208*z^3 + 275/156*z + 1
*
[ 6 ] 
f(z) = -5/208*z^3 + 265/156*z + 1
*
[ -6 ] 
f(z) = -3/208*z^3 + 263/156*z + 1
*
[ -4/3 ] 
f(z) = -3/208*z^3 + 277/156*z + 1
*
[ -12 ] 
f(z) = -1/208*z^3 + 277/156*z + 1
*
[ -5/2 ] 
f(z) = -11/200*z^3 + 279/160*z + 1
*
[ -5/2 ] 
f(z) = -9/200*z^3 + 269/160*z + 1
*
[ 3 ] 
f(z) = -16/201*z^3 + 278/201*z + 1
*
[ 3 ] 
f(z) = -14/201*z^3 + 260/201*z + 1
*
[ 3 ] 
f(z) = -14/213*z^3 + 268/213*z + 1
*
[ 3 ] 
f(z) = -14/219*z^3 + 272/219*z + 1
*
[ 3 ] 
f(z) = -13/219*z^3 + 263/219*z + 1
*
[ 4 ] 
f(z) = -7/204*z^3 + 265/204*z + 1
*
[ 4 ] 
f(z) = -7/212*z^3 + 271/212*z + 1
*
[ 5 ] 
f(z) = -4/205*z^3 + 264/205*z + 1
*
[ 5 ] 
f(z) = -4/215*z^3 + 272/215*z + 1
*
[ 7 ] 
f(z) = -2/203*z^3 + 272/203*z + 1
*
[ -3 ] 
f(z) = -1/201*z^3 + 277/201*z + 1
*
[ -4 ] 
f(z) = -1/204*z^3 + 271/204*z + 1
*
17 | 0.15930237969190211504655777265675991472 | 0.028325370523232450732078242749738337842
f(z) = -1/204*z^3 + 277/204*z + 1
*
[ -5 ] 
f(z) = -1/205*z^3 + 271/205*z + 1
*
[ 9 ] 
f(z) = -1/207*z^3 + 265/207*z + 1
*
[ -5 ] 
f(z) = -1/210*z^3 + 277/210*z + 1
*
[ -24/5 ] 
f(z) = -1/216*z^3 + 263/200*z + 1
*
-20/3 | 0.20400763645271994313199068261099975706 | 0.029071244441720426309966509156450010369
f(z) = -9/208*z^3 + 279/260*z + 1
*
[ 24 ] 
f(z) = -13/216*z^3 + 285/8*z + 1
*
[ -42 ] 
f(z) = -5/216*z^3 + 293/7*z + 1
*
[ 20 ] 
f(z) = -7/200*z^3 + 299/20*z + 1
*
-50 | 0.10722829542534984713094941377760388449 | 0.013849486906416440522406811293171829632
f(z) = -1/200*z^3 + 288/25*z + 1
*
[ -66/5 ] 
f(z) = -5/216*z^3 + 281/55*z + 1
*
[ 6 ] 
f(z) = -17/200*z^3 + 292/75*z + 1
*
-9 | 0.19608598441039269099378759334451252836 | 0.029014981113673708682927891808556440053
f(z) = -13/216*z^3 + 287/72*z + 1
*
50/3 | 0.12124425684216640740345458265038470476 | 0.015666811128047855376019518093176854841
f(z) = -3/200*z^3 + 287/75*z + 1
*
[ -4 ] 
f(z) = -19/216*z^3 + 287/108*z + 1
*
[ 6 ] 
f(z) = -11/204*z^3 + 283/102*z + 1
*
[ -48/7 ] 
f(z) = -7/216*z^3 + 299/112*z + 1
*
[ -42/5 ] 
f(z) = -5/216*z^3 + 289/105*z + 1
*
[ 6 ] 
f(z) = -7/207*z^3 + 283/138*z + 1
*
[ -6 ] 
f(z) = -5/207*z^3 + 281/138*z + 1
*
54/5 | 0.17649579617217623427481271664512209435 | 0.022806245636224306988907718788573118584
f(z) = -5/216*z^3 + 287/135*z + 1
*
-15 | 0.20877772964011283379180015475286543597 | 0.028640450546122008395470013511376349536
f(z) = -3/200*z^3 + 293/120*z + 1
*
[ -3/4 ] 
f(z) = -1/216*z^3 + 299/128*z + 1
*
[ -4/3 ] 
f(z) = -15/208*z^3 + 293/156*z + 1
*
[ -5/2 ] 
f(z) = -13/200*z^3 + 289/160*z + 1
*
[ -30/11 ] 
f(z) = -11/200*z^3 + 293/165*z + 1
*
[ -24/7 ] 
f(z) = -7/216*z^3 + 281/168*z + 1
*
[ 3 ] 
f(z) = -17/201*z^3 + 287/201*z + 1
*
[ 3 ] 
f(z) = -17/210*z^3 + 293/210*z + 1
*
[ 3 ] 
f(z) = -17/213*z^3 + 295/213*z + 1
*
[ 3 ] 
f(z) = -17/219*z^3 + 299/219*z + 1
*
[ 3 ] 
f(z) = -16/213*z^3 + 286/213*z + 1
*
[ 3 ] 
f(z) = -16/219*z^3 + 290/219*z + 1
*
5 | 0.13791221093355313297377651760103732293 | 0.024428927139696648165600158440741722434
f(z) = -13/210*z^3 + 283/210*z + 1
*
[ 7/2 ] 
f(z) = -12/203*z^3 + 292/203*z + 1
*
8 | 0.11170696142795175571750341669078372981 | 0.019666120929251519513982781033278810118
f(z) = -5/216*z^3 + 293/216*z + 1
*
[ 11/2 ] 
f(z) = -4/209*z^3 + 292/209*z + 1
*
[ -3 ] 
f(z) = -2/201*z^3 + 286/201*z + 1
*
[ -5 ] 
f(z) = -2/205*z^3 + 296/205*z + 1
*
[ 7 ] 
f(z) = -2/217*z^3 + 284/217*z + 1
*
[ -8 ] 
f(z) = -1/200*z^3 + 289/200*z + 1
*
[ -7 ] 
f(z) = -1/203*z^3 + 281/203*z + 1
*
[ -3 ] 
f(z) = -1/204*z^3 + 281/204*z + 1
*
[ -6 ] 
f(z) = -1/210*z^3 + 281/210*z + 1
*
[ -4 ] 
f(z) = -1/212*z^3 + 281/212*z + 1
*
[ -3 ] 
f(z) = -1/213*z^3 + 293/213*z + 1
*
[ -5 ] 
f(z) = -1/215*z^3 + 283/215*z + 1
*
[ -7 ] 
f(z) = -1/217*z^3 + 297/217*z + 1
*
[ 30/7 ] 
f(z) = -5/216*z^3 + 292/245*z + 1
*
-5 | 0.13358566395004674887519077876705015230 | 0.024767313427192234277481771591924219778
f(z) = -1/220*z^3 - 151/220*z + 1
*
-7 | 0.15155990322397816833074892289938460819 | 0.028006248334002823699233158051207340115
f(z) = -1/224*z^3 - 143/224*z + 1
*
[ 2/3 ] 
f(z) = -19/232*z^3 - 121/261*z + 1
*
[ 2/3 ] 
f(z) = -17/232*z^3 - 122/261*z + 1
*
[ 2/3 ] 
f(z) = -13/232*z^3 - 124/261*z + 1
*
[ 2/3 ] 
f(z) = -11/232*z^3 - 125/261*z + 1
*
[ 2/3 ] 
f(z) = -7/232*z^3 - 127/261*z + 1
*
[ 2/3 ] 
f(z) = -5/232*z^3 - 128/261*z + 1
*
[ 2/3 ] 
f(z) = -1/232*z^3 - 130/261*z + 1
*
-10 | 0.17104279808562511324272647535207059438 | 0.024361309301468037357079426745025081440
f(z) = -1/224*z^3 - 127/280*z + 1
*
-2 | 0.15822665954274132009222490070414603188 | 0.024304205957213456115855166205603515267
f(z) = -9/224*z^3 - 113/168*z + 1
*
[ 5/8 ] 
f(z) = -16/225*z^3 - 103/180*z + 1
*
[ 2/3 ] 
f(z) = -9/226*z^3 - 109/226*z + 1
*
[ 2/3 ] 
f(z) = -9/230*z^3 - 111/230*z + 1
*
[ 2/3 ] 
f(z) = -9/238*z^3 - 115/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -3/226*z^3 - 101/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -3/230*z^3 - 103/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -3/238*z^3 - 107/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -1/222*z^3 - 107/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -1/226*z^3 - 109/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -1/230*z^3 - 111/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -1/234*z^3 - 113/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -1/238*z^3 - 115/238*z + 1
*
7/4 | 0.12290794206355673018524764363551695597 | 0.022583334944309684727772673287374215818
f(z) = -16/231*z^3 - 83/231*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -9/238*z^3 - 83/238*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -7/222*z^3 - 83/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -7/226*z^3 - 85/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -7/230*z^3 - 87/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -7/234*z^3 - 89/234*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -5/222*z^3 - 91/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -5/226*z^3 - 93/226*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -5/234*z^3 - 97/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -5/238*z^3 - 99/238*z + 1
*
[ 2/3 ] 
f(z) = -15/224*z^3 - 79/168*z + 1
*
[ 3/4 ] 
f(z) = -16/231*z^3 - 68/231*z + 1
*
[ 3/4 ] 
f(z) = -16/237*z^3 - 70/237*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -13/226*z^3 - 61/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -13/230*z^3 - 63/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = -13/238*z^3 - 67/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = -11/222*z^3 - 67/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -11/226*z^3 - 69/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -11/230*z^3 - 71/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -11/234*z^3 - 73/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -11/238*z^3 - 75/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -9/226*z^3 - 77/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -9/230*z^3 - 79/230*z + 1
*
13/3 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -9/230*z^3 - 61/230*z + 1
*
-11/2 | 0.13455104749363739874768366430632280728 | 0.024722660892696763253101411776289895008
f(z) = -4/231*z^3 - 68/231*z + 1
*
[ 15/19 ] 
f(z) = -19/225*z^3 - 61/285*z + 1
*
-10/3 | 0.18549659699709502259680548629819983306 | 0.026419937140842310539282528410718955545
f(z) = -9/224*z^3 - 71/280*z + 1
*
[ 2/3 ] 
f(z) = -15/232*z^3 - 41/87*z + 1
*
[ 2/3 ] 
f(z) = -3/232*z^3 - 43/87*z + 1
*
[ 2/3 ] 
f(z) = -9/220*z^3 - 53/110*z + 1
*
[ 2/3 ] 
f(z) = -9/236*z^3 - 57/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -9/236*z^3 - 41/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -7/220*z^3 - 41/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -7/228*z^3 - 43/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -7/236*z^3 - 45/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -5/228*z^3 - 47/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -5/236*z^3 - 49/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -3/220*z^3 - 49/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -3/236*z^3 - 53/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -1/220*z^3 - 53/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -1/228*z^3 - 55/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -1/236*z^3 - 57/118*z + 1
*
[ 3/4 ] 
f(z) = -8/225*z^3 - 47/150*z + 1
*
-8/3 | 0.19298679825505574666023386759942585917 | 0.029643493108992010717956773717191031148
f(z) = -3/224*z^3 - 47/168*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = -19/234*z^3 - 41/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -19/238*z^3 - 43/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = -17/222*z^3 - 43/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = -17/226*z^3 - 45/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = -17/230*z^3 - 47/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = -17/234*z^3 - 49/234*z + 1
*
-9/4 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = -16/225*z^3 - 44/225*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -15/226*z^3 - 53/226*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = -15/238*z^3 - 59/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = -13/222*z^3 - 59/222*z + 1
*
7/3 | 0.11952846044117465713559908350114296655 | 0.022087265001413368550232963293289569871
f(z) = -9/224*z^3 - 47/224*z + 1
*
12 | 0.13880749267890730098237754123883166966 | 0.018242850935903090548983229880582188806
f(z) = -1/224*z^3 - 55/252*z + 1
*
-8/5 | 0.15930395667654226800516427961702508226 | 0.022689367836476404662912844005401282239
f(z) = -15/224*z^3 - 57/280*z + 1
*
[ 2/3 ] 
f(z) = -9/224*z^3 - 27/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -5/224*z^3 - 23/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -3/224*z^3 - 25/56*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = -1/224*z^3 - 33/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -1/224*z^3 - 27/56*z + 1
*
[ 3/4 ] 
f(z) = -16/225*z^3 - 22/75*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -19/236*z^3 - 21/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -17/220*z^3 - 21/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -17/228*z^3 - 23/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -17/236*z^3 - 25/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -15/236*z^3 - 29/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -13/220*z^3 - 29/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = -13/228*z^3 - 31/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -13/236*z^3 - 33/118*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = -11/228*z^3 - 35/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = -11/236*z^3 - 37/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -9/220*z^3 - 37/110*z + 1
*
[ 4/5 ] 
f(z) = -15/224*z^3 - 29/140*z + 1
*
[ 4/5 ] 
f(z) = -5/224*z^3 - 33/140*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012376983763368660046076315851475656550
f(z) = -19/222*z^3 - 35/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = -19/226*z^3 - 37/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = -19/230*z^3 - 39/230*z + 1
*
-11/4 | 0.13722033439220435801394615092284294408 | 0.025213120655350857756664193775768131402
f(z) = -16/231*z^3 - 26/231*z + 1
*
-11/3 | 0.13652930896592987713234808893298739535 | 0.025313076921350053196564775490509540506
f(z) = -9/220*z^3 - 39/220*z + 1
*
4 | 0.13432157520401753093948010630853446306 | 0.024903754300731689007252522566570549960
f(z) = -1/220*z^3 - 39/220*z + 1
*
-14/5 | 0.19799941564532350791536205672520792774 | 0.028200690470644477522300320036458738080
f(z) = -15/224*z^3 - 33/280*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -19/232*z^3 - 5/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -17/232*z^3 - 6/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -15/232*z^3 - 7/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -13/232*z^3 - 8/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -11/232*z^3 - 9/29*z + 1
*
[ 2/3 ] 
f(z) = -9/232*z^3 - 14/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -9/232*z^3 - 10/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -7/232*z^3 - 11/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -5/232*z^3 - 12/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -3/232*z^3 - 13/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = -1/232*z^3 - 14/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -19/224*z^3 - 9/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -17/224*z^3 - 11/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -15/224*z^3 - 13/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -13/224*z^3 - 15/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = -11/224*z^3 - 17/56*z + 1
*
14/3 | 0.10811068436743788583335863696292394367 | 0.019977412294061432544024935904689550496
f(z) = -9/224*z^3 - 3/56*z + 1
*
-8 | 0.065986177228923191859485698028004784971 | 0.012193365308195648398042092163392637454
f(z) = -3/224*z^3 - 1/56*z + 1
*
-8 | 0.13805692349023109204857283667404847866 | 0.025511077806521922483292530368707620502
f(z) = -1/224*z^3 - 19/56*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = -19/220*z^3 - 17/110*z + 1
*
-9/2 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = -8/225*z^3 - 13/225*z + 1
*
7/2 | 0.13455208111005828846986486150905737474 | 0.024722850811309384889575525526968147582
f(z) = -4/231*z^3 - 17/231*z + 1
*
5 | 0.15069910487035030544094972974308085890 | 0.027940213441743136795122356730257989930
f(z) = -1/220*z^3 - 19/220*z + 1
*
[ 15/17 ] 
f(z) = -17/225*z^3 - 19/255*z + 1
*
[ 15/16 ] 
f(z) = -16/225*z^3 - 1/240*z + 1
*
[ 4/3 ] 
f(z) = -9/224*z^3 + 9/28*z + 1
*
[ 2 ] 
f(z) = -9/232*z^3 + 19/29*z + 1
*
[ 2 ] 
f(z) = -7/232*z^3 + 18/29*z + 1
*
[ 2 ] 
f(z) = -5/232*z^3 + 17/29*z + 1
*
[ 2 ] 
f(z) = -3/232*z^3 + 16/29*z + 1
*
[ 2 ] 
f(z) = -1/232*z^3 + 15/29*z + 1
*
[ 5/4 ] 
f(z) = -16/225*z^3 + 14/45*z + 1
*
-14/3 | 0.12949955089072559440144651418691049634 | 0.023929789503941204953173423779926150236
f(z) = -9/224*z^3 + 5/56*z + 1
*
-8/3 | 0.11808972075805159753861141753739318658 | 0.018139022229425411148611568842535490823
f(z) = -15/224*z^3 + 17/168*z + 1
*
[ 15/4 ] 
f(z) = -16/225*z^3 + 26/15*z + 1
*
[ -15/4 ] 
f(z) = -16/225*z^3 + 34/15*z + 1
*
[ 15/2 ] 
f(z) = -4/225*z^3 + 28/15*z + 1
*
[ -15/2 ] 
f(z) = -4/225*z^3 + 32/15*z + 1
*
[ 15 ] 
f(z) = -1/225*z^3 + 29/15*z + 1
*
[ -15 ] 
f(z) = -1/225*z^3 + 31/15*z + 1
*
[ 2 ] 
f(z) = -19/232*z^3 + 24/29*z + 1
*
[ 2 ] 
f(z) = -17/232*z^3 + 23/29*z + 1
*
[ 2 ] 
f(z) = -15/232*z^3 + 22/29*z + 1
*
[ 2 ] 
f(z) = -13/232*z^3 + 21/29*z + 1
*
[ 2 ] 
f(z) = -11/232*z^3 + 20/29*z + 1
*
[ 4 ] 
f(z) = -9/224*z^3 + 39/28*z + 1
*
[ 15/4 ] 
f(z) = -8/225*z^3 + 37/30*z + 1
*
[ 4 ] 
f(z) = -5/224*z^3 + 31/28*z + 1
*
[ 4 ] 
f(z) = -3/224*z^3 + 27/28*z + 1
*
[ 4 ] 
f(z) = -1/224*z^3 + 23/28*z + 1
*
[ -4 ] 
f(z) = -1/224*z^3 + 37/28*z + 1
*
[ 2 ] 
f(z) = -11/224*z^3 + 39/56*z + 1
*
14/3 | 0.065986177228923191859485698028004784971 | 0.012193365308195648398042092163392637454
f(z) = -9/224*z^3 + 29/56*z + 1
*
[ 5/2 ] 
f(z) = -8/225*z^3 + 37/45*z + 1
*
-8 | 0.090000706011394778587396524260311044202 | 0.016630929877711374136384879343121723766
f(z) = -5/224*z^3 + 31/56*z + 1
*
[ 2 ] 
f(z) = -5/224*z^3 + 33/56*z + 1
*
[ 5/2 ] 
f(z) = -4/225*z^3 + 32/45*z + 1
*
[ 2 ] 
f(z) = -3/224*z^3 + 31/56*z + 1
*
[ 2 ] 
f(z) = -1/224*z^3 + 29/56*z + 1
*
[ 3/2 ] 
f(z) = -16/225*z^3 + 37/75*z + 1
*
[ 3/2 ] 
f(z) = -8/225*z^3 + 31/75*z + 1
*
[ 3/2 ] 
f(z) = -4/225*z^3 + 28/75*z + 1
*
[ 4/3 ] 
f(z) = -15/224*z^3 + 31/84*z + 1
*
[ 5/4 ] 
f(z) = -8/225*z^3 + 23/90*z + 1
*
[ 4/3 ] 
f(z) = -3/224*z^3 + 23/84*z + 1
*
28/3 | 0.10021566762694518244799098797655671426 | 0.015393500900440777205428538805963713378
f(z) = -3/224*z^3 + 29/84*z + 1
*
[ 4/3 ] 
f(z) = -9/232*z^3 + 37/116*z + 1
*
[ 15/14 ] 
f(z) = -14/225*z^3 + 29/210*z + 1
*
-6 | 0.20084720387144178684644424078218518030 | 0.028606295679270779338318859830278361482
f(z) = -5/224*z^3 + 29/280*z + 1
*
[ 15/2 ] 
f(z) = -8/225*z^3 + 43/15*z + 1
*
[ -15/2 ] 
f(z) = -8/225*z^3 + 47/15*z + 1
*
[ 15 ] 
f(z) = -2/225*z^3 + 44/15*z + 1
*
[ -15 ] 
f(z) = -2/225*z^3 + 46/15*z + 1
*
[ 4 ] 
f(z) = -19/224*z^3 + 59/28*z + 1
*
[ -2 ] 
f(z) = -19/232*z^3 + 53/29*z + 1
*
[ 4 ] 
f(z) = -17/224*z^3 + 55/28*z + 1
*
[ -2 ] 
f(z) = -17/232*z^3 + 52/29*z + 1
*
[ 4 ] 
f(z) = -15/224*z^3 + 51/28*z + 1
*
[ -2 ] 
f(z) = -15/232*z^3 + 51/29*z + 1
*
[ 4 ] 
f(z) = -13/224*z^3 + 47/28*z + 1
*
[ -2 ] 
f(z) = -13/232*z^3 + 50/29*z + 1
*
[ 4 ] 
f(z) = -11/224*z^3 + 43/28*z + 1
*
[ -4 ] 
f(z) = -11/224*z^3 + 57/28*z + 1
*
[ -2 ] 
f(z) = -11/232*z^3 + 49/29*z + 1
*
[ -4/3 ] 
f(z) = -9/224*z^3 + 51/28*z + 1
*
[ -4 ] 
f(z) = -9/224*z^3 + 53/28*z + 1
*
[ -2 ] 
f(z) = -9/232*z^3 + 48/29*z + 1
*
[ -15/4 ] 
f(z) = -8/225*z^3 + 53/30*z + 1
*
[ -2 ] 
f(z) = -7/232*z^3 + 47/29*z + 1
*
[ -4 ] 
f(z) = -5/224*z^3 + 45/28*z + 1
*
[ -2 ] 
f(z) = -5/232*z^3 + 46/29*z + 1
*
[ -4 ] 
f(z) = -3/224*z^3 + 41/28*z + 1
*
[ -2 ] 
f(z) = -3/232*z^3 + 45/29*z + 1
*
[ 15/2 ] 
f(z) = -2/225*z^3 + 41/30*z + 1
*
[ -15/2 ] 
f(z) = -2/225*z^3 + 49/30*z + 1
*
[ -2 ] 
f(z) = -1/232*z^3 + 44/29*z + 1
*
[ 2 ] 
f(z) = -19/224*z^3 + 47/56*z + 1
*
[ 2 ] 
f(z) = -17/224*z^3 + 45/56*z + 1
*
[ 5/2 ] 
f(z) = -16/225*z^3 + 47/45*z + 1
*
[ 2 ] 
f(z) = -15/224*z^3 + 43/56*z + 1
*
[ 2 ] 
f(z) = -13/224*z^3 + 41/56*z + 1
*
[ 8/3 ] 
f(z) = -9/224*z^3 + 51/56*z + 1
*
[ 5 ] 
f(z) = -4/225*z^3 + 56/45*z + 1
*
[ 5 ] 
f(z) = -2/225*z^3 + 46/45*z + 1
*
-18 | 0.10889846870673087784354981190305979816 | 0.020122984331061699788071870881007795892
f(z) = -1/224*z^3 + 53/56*z + 1
*
[ 5 ] 
f(z) = -1/225*z^3 + 41/45*z + 1
*
[ -5 ] 
f(z) = -1/225*z^3 + 59/45*z + 1
*
[ 15/8 ] 
f(z) = -16/225*z^3 + 43/60*z + 1
*
[ 15/4 ] 
f(z) = -4/225*z^3 + 59/60*z + 1
*
[ 3 ] 
f(z) = -2/225*z^3 + 56/75*z + 1
*
[ 3 ] 
f(z) = -1/225*z^3 + 53/75*z + 1
*
[ 3 ] 
f(z) = -1/234*z^3 + 55/78*z + 1
*
28/3 | 0.12753735475329642465656774055343794442 | 0.019590214102478737132586524622715290247
f(z) = -3/224*z^3 + 53/84*z + 1
*
[ 5/2 ] 
f(z) = -2/225*z^3 + 59/90*z + 1
*
-10 | 0.15999238872382658515236537977170315199 | 0.029663225231788076733203440689631693481
f(z) = -3/220*z^3 + 51/110*z + 1
*
[ 2 ] 
f(z) = -1/220*z^3 + 57/110*z + 1
*
[ 2 ] 
f(z) = -1/228*z^3 + 59/114*z + 1
*
[ 3/2 ] 
f(z) = -2/225*z^3 + 53/150*z + 1
*
[ 15/11 ] 
f(z) = -11/225*z^3 + 59/165*z + 1
*
[ 15/13 ] 
f(z) = -13/225*z^3 + 41/195*z + 1
*
[ 5/4 ] 
f(z) = -4/225*z^3 + 41/180*z + 1
*
-11/2 | 0.14522819508790523581273361077240335449 | 0.026684499943313141267352539774202840583
f(z) = -8/231*z^3 + 53/231*z + 1
*
-14/5 | 0.15569219121127834899308772086808524714 | 0.022174950763039568558043095325465675503
f(z) = -15/224*z^3 + 47/280*z + 1
*
[ 15/2 ] 
f(z) = -16/225*z^3 + 73/15*z + 1
*
[ -15/2 ] 
f(z) = -16/225*z^3 + 77/15*z + 1
*
[ 15 ] 
f(z) = -4/225*z^3 + 74/15*z + 1
*
[ -15 ] 
f(z) = -4/225*z^3 + 76/15*z + 1
*
[ -4 ] 
f(z) = -19/224*z^3 + 73/28*z + 1
*
[ -4 ] 
f(z) = -17/224*z^3 + 69/28*z + 1
*
[ -4 ] 
f(z) = -15/224*z^3 + 65/28*z + 1
*
[ -4 ] 
f(z) = -13/224*z^3 + 61/28*z + 1
*
[ -2/3 ] 
f(z) = -9/232*z^3 + 73/29*z + 1
*
[ -5/2 ] 
f(z) = -8/225*z^3 + 73/45*z + 1
*
[ 5 ] 
f(z) = -8/225*z^3 + 76/45*z + 1
*
[ 5 ] 
f(z) = -7/225*z^3 + 71/45*z + 1
*
[ -5/2 ] 
f(z) = -4/225*z^3 + 68/45*z + 1
*
[ -5 ] 
f(z) = -4/225*z^3 + 74/45*z + 1
*
[ -5 ] 
f(z) = -2/225*z^3 + 64/45*z + 1
*
[ 8 ] 
f(z) = -1/224*z^3 + 65/56*z + 1
*
[ -8 ] 
f(z) = -1/224*z^3 + 79/56*z + 1
*
[ 3 ] 
f(z) = -8/225*z^3 + 74/75*z + 1
*
[ 3 ] 
f(z) = -7/225*z^3 + 71/75*z + 1
*
[ 3 ] 
f(z) = -7/234*z^3 + 73/78*z + 1
*
[ 3 ] 
f(z) = -5/234*z^3 + 67/78*z + 1
*
[ 3 ] 
f(z) = -4/225*z^3 + 62/75*z + 1
*
[ 15/2 ] 
f(z) = -1/225*z^3 + 67/60*z + 1
*
[ 6 ] 
f(z) = -1/234*z^3 + 77/78*z + 1
*
[ 2 ] 
f(z) = -11/228*z^3 + 79/114*z + 1
*
[ 2 ] 
f(z) = -9/220*z^3 + 73/110*z + 1
*
[ 2 ] 
f(z) = -9/236*z^3 + 77/118*z + 1
*
[ 2 ] 
f(z) = -7/220*z^3 + 69/110*z + 1
*
[ 15/7 ] 
f(z) = -7/225*z^3 + 71/105*z + 1
*
[ 2 ] 
f(z) = -7/228*z^3 + 71/114*z + 1
*
[ 2 ] 
f(z) = -7/236*z^3 + 73/118*z + 1
*
[ 2 ] 
f(z) = -5/228*z^3 + 67/114*z + 1
*
[ 2 ] 
f(z) = -5/236*z^3 + 69/118*z + 1
*
[ 2 ] 
f(z) = -3/220*z^3 + 61/110*z + 1
*
[ 2 ] 
f(z) = -3/236*z^3 + 65/118*z + 1
*
[ 2 ] 
f(z) = -1/236*z^3 + 61/118*z + 1
*
[ 15/8 ] 
f(z) = -8/225*z^3 + 71/120*z + 1
*
[ 3/2 ] 
f(z) = -14/225*z^3 + 71/150*z + 1
*
[ 5/4 ] 
f(z) = -16/235*z^3 + 72/235*z + 1
*
[ 4/3 ] 
f(z) = -9/220*z^3 + 71/220*z + 1
*
[ 4/3 ] 
f(z) = -9/236*z^3 + 75/236*z + 1
*
7 | 0.14522922870432612553491480797513792195 | 0.026684689861925762903826653524881093157
f(z) = -2/231*z^3 + 65/231*z + 1
*
[ 4/3 ] 
f(z) = -5/224*z^3 + 73/252*z + 1
*
[ 4/3 ] 
f(z) = -1/224*z^3 + 65/252*z + 1
*
12 | 0.10021566762694518244799098797655671426 | 0.015479975230878068398113094763486841357
f(z) = -1/224*z^3 + 81/28*z + 1
*
28 | 0.15028725845944553213130761363503165438 | 0.022729329365579057101605335985797195641
f(z) = -1/224*z^3 + 93/28*z + 1
*
[ -5/2 ] 
f(z) = -16/225*z^3 + 83/45*z + 1
*
[ -5/4 ] 
f(z) = -16/225*z^3 + 86/45*z + 1
*
[ -2 ] 
f(z) = -15/224*z^3 + 99/56*z + 1
*
[ -2 ] 
f(z) = -13/224*z^3 + 97/56*z + 1
*
[ -2 ] 
f(z) = -11/224*z^3 + 95/56*z + 1
*
[ 5 ] 
f(z) = -11/225*z^3 + 91/45*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.021192618877411759537134996110083822685
f(z) = -9/224*z^3 + 95/56*z + 1
*
[ -5 ] 
f(z) = -8/225*z^3 + 94/45*z + 1
*
[ -5 ] 
f(z) = -7/225*z^3 + 89/45*z + 1
*
[ -2 ] 
f(z) = -5/224*z^3 + 89/56*z + 1
*
[ -2 ] 
f(z) = -3/224*z^3 + 87/56*z + 1
*
[ 8 ] 
f(z) = -3/224*z^3 + 97/56*z + 1
*
[ -2 ] 
f(z) = -1/224*z^3 + 85/56*z + 1
*
-6 | 0.11523726322488309832290264337501385914 | 0.019469391758341389072256833268095719889
f(z) = -1/224*z^3 + 93/56*z + 1
*
[ 3 ] 
f(z) = -16/225*z^3 + 98/75*z + 1
*
[ 3 ] 
f(z) = -14/225*z^3 + 92/75*z + 1
*
[ 3 ] 
f(z) = -13/225*z^3 + 89/75*z + 1
*
[ 3 ] 
f(z) = -11/225*z^3 + 83/75*z + 1
*
[ 3 ] 
f(z) = -11/234*z^3 + 85/78*z + 1
*
[ -15/4 ] 
f(z) = -4/225*z^3 + 91/60*z + 1
*
[ -15/2 ] 
f(z) = -1/225*z^3 + 83/60*z + 1
*
[ 5/2 ] 
f(z) = -14/225*z^3 + 89/90*z + 1
*
[ 6 ] 
f(z) = -1/232*z^3 + 86/87*z + 1
*
[ 2 ] 
f(z) = -19/220*z^3 + 93/110*z + 1
*
[ 2 ] 
f(z) = -19/236*z^3 + 97/118*z + 1
*
[ 2 ] 
f(z) = -17/220*z^3 + 89/110*z + 1
*
[ 2 ] 
f(z) = -17/228*z^3 + 91/114*z + 1
*
[ 2 ] 
f(z) = -17/236*z^3 + 93/118*z + 1
*
[ 2 ] 
f(z) = -15/236*z^3 + 89/118*z + 1
*
[ 15/7 ] 
f(z) = -14/225*z^3 + 86/105*z + 1
*
[ 2 ] 
f(z) = -13/220*z^3 + 81/110*z + 1
*
[ 2 ] 
f(z) = -13/228*z^3 + 83/114*z + 1
*
[ 2 ] 
f(z) = -13/236*z^3 + 85/118*z + 1
*
[ 2 ] 
f(z) = -11/236*z^3 + 81/118*z + 1
*
[ 4 ] 
f(z) = -1/232*z^3 + 95/116*z + 1
*
4 | 0.13358566395004674887519077876705015230 | 0.024767313427192234277481771591924219778
f(z) = -9/220*z^3 + 89/220*z + 1
*
[ 3/2 ] 
f(z) = -8/231*z^3 + 95/231*z + 1
*
[ 3/2 ] 
f(z) = -8/237*z^3 + 97/237*z + 1
*
[ 3/2 ] 
f(z) = -4/231*z^3 + 86/231*z + 1
*
[ 3/2 ] 
f(z) = -4/237*z^3 + 88/237*z + 1
*
[ 4/3 ] 
f(z) = -17/224*z^3 + 97/252*z + 1
*
[ 4/3 ] 
f(z) = -13/224*z^3 + 89/252*z + 1
*
[ 4/3 ] 
f(z) = -11/224*z^3 + 85/252*z + 1
*
[ 15 ] 
f(z) = -7/225*z^3 + 119/15*z + 1
*
28 | 0.17932987972541877147607963766767769463 | 0.026485815537575271111012062305040235696
f(z) = -1/224*z^3 + 109/28*z + 1
*
[ -2 ] 
f(z) = -19/224*z^3 + 103/56*z + 1
*
[ -2 ] 
f(z) = -17/224*z^3 + 101/56*z + 1
*
[ 5 ] 
f(z) = -16/225*z^3 + 116/45*z + 1
*
[ 5 ] 
f(z) = -14/225*z^3 + 106/45*z + 1
*
[ 5 ] 
f(z) = -13/225*z^3 + 101/45*z + 1
*
[ -5 ] 
f(z) = -13/225*z^3 + 119/45*z + 1
*
[ -5 ] 
f(z) = -11/225*z^3 + 109/45*z + 1
*
[ -14/3 ] 
f(z) = -9/224*z^3 + 117/56*z + 1
*
14 | 0.12588778542546167538936995543797066123 | 0.020908038072807308146530517527517108278
f(z) = -3/224*z^3 + 103/56*z + 1
*
[ 14 ] 
f(z) = -1/224*z^3 + 101/56*z + 1
*
[ 3 ] 
f(z) = -19/225*z^3 + 107/75*z + 1
*
[ 3 ] 
f(z) = -19/234*z^3 + 109/78*z + 1
*
[ 3 ] 
f(z) = -17/225*z^3 + 101/75*z + 1
*
[ 3 ] 
f(z) = -17/234*z^3 + 103/78*z + 1
*
[ -15/8 ] 
f(z) = -16/225*z^3 + 107/60*z + 1
*
[ -3 ] 
f(z) = -5/234*z^3 + 119/78*z + 1
*
[ -3 ] 
f(z) = -4/225*z^3 + 112/75*z + 1
*
[ -3 ] 
f(z) = -2/225*z^3 + 106/75*z + 1
*
[ -3 ] 
f(z) = -1/225*z^3 + 103/75*z + 1
*
[ -6 ] 
f(z) = -1/234*z^3 + 103/78*z + 1
*
[ -3 ] 
f(z) = -1/234*z^3 + 107/78*z + 1
*
-28/3 | 0.19387656055457806641565469647159923810 | 0.028712795808594299452589559517506443676
f(z) = -3/224*z^3 + 107/84*z + 1
*
[ 6 ] 
f(z) = -3/232*z^3 + 113/87*z + 1
*
[ -6 ] 
f(z) = -1/232*z^3 + 115/87*z + 1
*
[ 4 ] 
f(z) = -3/232*z^3 + 111/116*z + 1
*
[ 6 ] 
f(z) = -1/228*z^3 + 113/114*z + 1
*
[ 15/4 ] 
f(z) = -2/225*z^3 + 103/120*z + 1
*
-14/3 | 0.10921644204905937858969865067939206866 | 0.016776053473829272629398883547306998093
f(z) = -15/224*z^3 + 113/168*z + 1
*
18 | 0.18805420930315760201451294657495208549 | 0.028885829020426552496279533160913359975
f(z) = -1/224*z^3 + 103/168*z + 1
*
[ 5/2 ] 
f(z) = -1/225*z^3 + 113/180*z + 1
*
[ 3/2 ] 
f(z) = -16/231*z^3 + 113/231*z + 1
*
[ 3/2 ] 
f(z) = -16/237*z^3 + 115/237*z + 1
*
[ 5/3 ] 
f(z) = -9/220*z^3 + 113/220*z + 1
*
[ 5/3 ] 
f(z) = -9/230*z^3 + 117/230*z + 1
*
[ 5/3 ] 
f(z) = -9/235*z^3 + 119/235*z + 1
*
-4 | 0.14505284432840514312626419224968715248 | 0.026893374279524074578479305205589396310
f(z) = -3/220*z^3 + 103/220*z + 1
*
7 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = -3/224*z^3 + 115/224*z + 1
*
11 | 0.14505284432840514312626419224968715248 | 0.026893374279524074578479305205589396310
f(z) = -1/220*z^3 + 101/220*z + 1
*
[ 2 ] 
f(z) = -1/222*z^3 + 115/222*z + 1
*
[ 2 ] 
f(z) = -1/226*z^3 + 117/226*z + 1
*
[ 2 ] 
f(z) = -1/230*z^3 + 119/230*z + 1
*
11 | 0.15251158740674648998848151496841978683 | 0.028022764057947399394732677904385499554
f(z) = -1/231*z^3 + 100/231*z + 1
*
[ 4/3 ] 
f(z) = -19/224*z^3 + 101/252*z + 1
*
[ 15 ] 
f(z) = -8/225*z^3 + 134/15*z + 1
*
[ -15 ] 
f(z) = -8/225*z^3 + 136/15*z + 1
*
[ -15 ] 
f(z) = -7/225*z^3 + 121/15*z + 1
*
[ 15/2 ] 
f(z) = -14/225*z^3 + 131/30*z + 1
*
[ -15/2 ] 
f(z) = -14/225*z^3 + 139/30*z + 1
*
[ 28/3 ] 
f(z) = -9/224*z^3 + 123/28*z + 1
*
[ -28/3 ] 
f(z) = -9/224*z^3 + 129/28*z + 1
*
[ 28 ] 
f(z) = -1/224*z^3 + 125/28*z + 1
*
[ -28 ] 
f(z) = -1/224*z^3 + 127/28*z + 1
*
[ 5 ] 
f(z) = -19/225*z^3 + 131/45*z + 1
*
[ 5 ] 
f(z) = -17/225*z^3 + 121/45*z + 1
*
[ -5 ] 
f(z) = -17/225*z^3 + 139/45*z + 1
*
[ -5 ] 
f(z) = -16/225*z^3 + 134/45*z + 1
*
[ -5 ] 
f(z) = -14/225*z^3 + 124/45*z + 1
*
[ -3/2 ] 
f(z) = -16/225*z^3 + 137/75*z + 1
*
[ -3 ] 
f(z) = -13/225*z^3 + 139/75*z + 1
*
[ -3 ] 
f(z) = -11/225*z^3 + 133/75*z + 1
*
[ -3 ] 
f(z) = -11/234*z^3 + 137/78*z + 1
*
[ -3 ] 
f(z) = -8/225*z^3 + 124/75*z + 1
*
[ -3/2 ] 
f(z) = -8/225*z^3 + 131/75*z + 1
*
[ -3 ] 
f(z) = -7/225*z^3 + 121/75*z + 1
*
[ -3 ] 
f(z) = -7/234*z^3 + 125/78*z + 1
*
[ 6 ] 
f(z) = -5/234*z^3 + 125/78*z + 1
*
[ -3/2 ] 
f(z) = -4/225*z^3 + 128/75*z + 1
*
[ -5/2 ] 
f(z) = -2/225*z^3 + 131/90*z + 1
*
[ 12 ] 
f(z) = -1/224*z^3 + 131/84*z + 1
*
[ 10 ] 
f(z) = -1/225*z^3 + 121/90*z + 1
*
[ -10 ] 
f(z) = -1/225*z^3 + 139/90*z + 1
*
[ 10/3 ] 
f(z) = -9/220*z^3 + 127/110*z + 1
*
[ 4 ] 
f(z) = -5/232*z^3 + 127/116*z + 1
*
10 | 0.12252568829129029162542170069582255334 | 0.021772199267860271066813913139572946197
f(z) = -3/220*z^3 + 139/110*z + 1
*
-22 | 0.15925647746985580308807605223021884123 | 0.028372143740780217797945779831200511382
f(z) = -1/220*z^3 + 137/110*z + 1
*
-20/3 | 0.17913727201280800434303461436137213839 | 0.025514190248107225966835866625757360518
f(z) = -9/224*z^3 + 131/140*z + 1
*
[ 8/3 ] 
f(z) = -3/224*z^3 + 121/168*z + 1
*
[ 3/2 ] 
f(z) = -20/231*z^3 + 122/231*z + 1
*
[ 3/2 ] 
f(z) = -20/237*z^3 + 124/237*z + 1
*
[ 2 ] 
f(z) = -7/222*z^3 + 139/222*z + 1
*
[ 2 ] 
f(z) = -5/222*z^3 + 131/222*z + 1
*
[ 2 ] 
f(z) = -5/226*z^3 + 133/226*z + 1
*
[ 2 ] 
f(z) = -5/234*z^3 + 137/234*z + 1
*
[ 2 ] 
f(z) = -5/238*z^3 + 139/238*z + 1
*
[ 2 ] 
f(z) = -3/226*z^3 + 125/226*z + 1
*
[ 2 ] 
f(z) = -3/230*z^3 + 127/230*z + 1
*
[ 2 ] 
f(z) = -3/238*z^3 + 131/238*z + 1
*
9 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = -2/225*z^3 + 137/225*z + 1
*
[ 2 ] 
f(z) = -1/234*z^3 + 121/234*z + 1
*
[ 2 ] 
f(z) = -1/238*z^3 + 123/238*z + 1
*
[ 15/8 ] 
f(z) = -4/225*z^3 + 127/240*z + 1
*
[ 8/5 ] 
f(z) = -5/224*z^3 + 121/280*z + 1
*
-10 | 0.16772862589002330414025002581086992176 | 0.023889277886880424282322938929831628923
f(z) = -3/224*z^3 + 123/280*z + 1
*
[ 30 ] 
f(z) = -1/225*z^3 + 149/30*z + 1
*
[ -30 ] 
f(z) = -1/225*z^3 + 151/30*z + 1
*
[ -5 ] 
f(z) = -19/225*z^3 + 149/45*z + 1
*
-8 | 0.10186488413249370175742421138501567973 | 0.015780286715113162476554566594587417246
f(z) = -13/224*z^3 + 159/56*z + 1
*
[ -8 ] 
f(z) = -5/224*z^3 + 143/56*z + 1
*
-14 | 0.10921540843263848886751745347665750121 | 0.017201609317565710507872083052918435138
f(z) = -3/224*z^3 + 143/56*z + 1
*
-10 | 0.12950012630620577894664422340065237548 | 0.020061369923096270027056806622700314041
f(z) = -3/224*z^3 + 159/56*z + 1
*
-26 | 0.10889846870673087784354981190305979816 | 0.017189824172536408635039730374296719253
f(z) = -1/224*z^3 + 141/56*z + 1
*
-6 | 0.11809056874725613313068711213907932966 | 0.018479831183179517736499173961644831953
f(z) = -1/224*z^3 + 149/56*z + 1
*
[ -3 ] 
f(z) = -19/225*z^3 + 157/75*z + 1
*
[ -3 ] 
f(z) = -17/225*z^3 + 151/75*z + 1
*
[ -3 ] 
f(z) = -17/234*z^3 + 155/78*z + 1
*
[ -3 ] 
f(z) = -16/225*z^3 + 148/75*z + 1
*
[ -3 ] 
f(z) = -14/225*z^3 + 142/75*z + 1
*
[ 15/2 ] 
f(z) = -7/225*z^3 + 157/60*z + 1
*
[ 6 ] 
f(z) = -7/234*z^3 + 149/78*z + 1
*
[ -6 ] 
f(z) = -5/234*z^3 + 151/78*z + 1
*
[ -4/3 ] 
f(z) = -15/224*z^3 + 157/84*z + 1
*
[ 6 ] 
f(z) = -5/232*z^3 + 140/87*z + 1
*
[ -4/3 ] 
f(z) = -3/224*z^3 + 149/84*z + 1
*
20/3 | 0.15155990322397816833074892289938460819 | 0.021277936326522052380591268218338087617
f(z) = -3/224*z^3 + 155/84*z + 1
*
[ -6 ] 
f(z) = -3/232*z^3 + 142/87*z + 1
*
[ -12 ] 
f(z) = -1/224*z^3 + 145/84*z + 1
*
[ 4 ] 
f(z) = -9/232*z^3 + 159/116*z + 1
*
[ 4 ] 
f(z) = -7/232*z^3 + 143/116*z + 1
*
[ 10 ] 
f(z) = -1/220*z^3 + 149/110*z + 1
*
[ -6 ] 
f(z) = -1/228*z^3 + 151/114*z + 1
*
[ -4 ] 
f(z) = -1/232*z^3 + 153/116*z + 1
*
[ 6 ] 
f(z) = -1/225*z^3 + 149/150*z + 1
*
[ 5/2 ] 
f(z) = -7/225*z^3 + 143/180*z + 1
*
-5/4 | 0.17985458689273874869531676560710172643 | 0.026439892589362798096386986627201170176
f(z) = -4/225*z^3 + 149/180*z + 1
*
[ 5/3 ] 
f(z) = -18/235*z^3 + 144/235*z + 1
*
[ 7/4 ] 
f(z) = -16/231*z^3 + 148/231*z + 1
*
[ 2 ] 
f(z) = -11/222*z^3 + 155/222*z + 1
*
[ 2 ] 
f(z) = -11/226*z^3 + 157/226*z + 1
*
[ 2 ] 
f(z) = -11/230*z^3 + 159/230*z + 1
*
[ 2 ] 
f(z) = -9/226*z^3 + 149/226*z + 1
*
[ 2 ] 
f(z) = -9/230*z^3 + 151/230*z + 1
*
14/3 | 0.16057368531013438594879486270657940169 | 0.029343154768037403338669955596460455864
f(z) = -9/238*z^3 + 145/238*z + 1
*
[ 2 ] 
f(z) = -9/238*z^3 + 155/238*z + 1
*
[ 2 ] 
f(z) = -7/226*z^3 + 141/226*z + 1
*
[ 2 ] 
f(z) = -7/230*z^3 + 143/230*z + 1
*
[ 2 ] 
f(z) = -7/234*z^3 + 145/234*z + 1
*
[ 3 ] 
f(z) = -1/222*z^3 + 157/222*z + 1
*
[ 8/5 ] 
f(z) = -15/224*z^3 + 153/280*z + 1
*
[ 15 ] 
f(z) = -11/225*z^3 + 179/15*z + 1
*
-8 | 0.19387552693815717669347349926886467065 | 0.029646452887680633752260143065470463406
f(z) = -13/224*z^3 + 173/56*z + 1
*
-6 | 0.12966941729171013271571500623013142179 | 0.019972986301622244542583119163339472149
f(z) = -9/224*z^3 + 165/56*z + 1
*
14 | 0.17228641388825308263707812662260040795 | 0.026488127415574510134373017804972416147
f(z) = -3/224*z^3 + 167/56*z + 1
*
[ -3 ] 
f(z) = -19/234*z^3 + 161/78*z + 1
*
[ -3/4 ] 
f(z) = -16/225*z^3 + 178/75*z + 1
*
[ -15/2 ] 
f(z) = -7/225*z^3 + 173/60*z + 1
*
[ -6 ] 
f(z) = -7/234*z^3 + 175/78*z + 1
*
[ -5/2 ] 
f(z) = -14/225*z^3 + 161/90*z + 1
*
[ -5/4 ] 
f(z) = -8/225*z^3 + 167/90*z + 1
*
[ 6 ] 
f(z) = -7/232*z^3 + 167/87*z + 1
*
[ -6 ] 
f(z) = -5/232*z^3 + 169/87*z + 1
*
[ 28/3 ] 
f(z) = -3/224*z^3 + 173/84*z + 1
*
[ 10 ] 
f(z) = -2/225*z^3 + 161/90*z + 1
*
[ -10 ] 
f(z) = -2/225*z^3 + 179/90*z + 1
*
[ 4 ] 
f(z) = -11/232*z^3 + 175/116*z + 1
*
[ -2 ] 
f(z) = -7/220*z^3 + 179/110*z + 1
*
[ -15/7 ] 
f(z) = -7/225*z^3 + 169/105*z + 1
*
[ -2 ] 
f(z) = -3/220*z^3 + 171/110*z + 1
*
[ -4 ] 
f(z) = -3/232*z^3 + 169/116*z + 1
*
[ -2 ] 
f(z) = -1/220*z^3 + 167/110*z + 1
*
[ -10 ] 
f(z) = -1/220*z^3 + 171/110*z + 1
*
[ -2 ] 
f(z) = -1/228*z^3 + 173/114*z + 1
*
[ -2 ] 
f(z) = -1/236*z^3 + 179/118*z + 1
*
[ -15/4 ] 
f(z) = -2/225*z^3 + 167/120*z + 1
*
[ 10/3 ] 
f(z) = -9/232*z^3 + 164/145*z + 1
*
[ 6 ] 
f(z) = -2/225*z^3 + 173/150*z + 1
*
[ 6 ] 
f(z) = -1/224*z^3 + 167/168*z + 1
*
[ 5/2 ] 
f(z) = -13/225*z^3 + 173/180*z + 1
*
[ 5/2 ] 
f(z) = -11/225*z^3 + 163/180*z + 1
*
[ 2 ] 
f(z) = -17/222*z^3 + 179/222*z + 1
*
[ 2 ] 
f(z) = -15/226*z^3 + 173/226*z + 1
*
[ 2 ] 
f(z) = -15/238*z^3 + 179/238*z + 1
*
[ 2 ] 
f(z) = -13/222*z^3 + 163/222*z + 1
*
[ 2 ] 
f(z) = -13/226*z^3 + 165/226*z + 1
*
[ 2 ] 
f(z) = -13/230*z^3 + 167/230*z + 1
*
[ 2 ] 
f(z) = -13/238*z^3 + 171/238*z + 1
*
[ 2 ] 
f(z) = -11/234*z^3 + 161/234*z + 1
*
[ 2 ] 
f(z) = -11/238*z^3 + 163/238*z + 1
*
[ 7/3 ] 
f(z) = -9/224*z^3 + 177/224*z + 1
*
-4 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = -7/220*z^3 + 167/220*z + 1
*
[ 5/2 ] 
f(z) = -4/235*z^3 + 166/235*z + 1
*
[ 3 ] 
f(z) = -2/231*z^3 + 172/231*z + 1
*
[ 3 ] 
f(z) = -2/237*z^3 + 176/237*z + 1
*
[ 3 ] 
f(z) = -1/228*z^3 + 161/228*z + 1
*
[ 3 ] 
f(z) = -1/237*z^3 + 167/237*z + 1
*
14/5 | 0.10054829153822170774981896162107228156 | 0.014320907149043312225638197637233755512
f(z) = -15/224*z^3 + 167/280*z + 1
*
[ -15 ] 
f(z) = -11/225*z^3 + 181/15*z + 1
*
-8 | 0.10100315992315616120424072206793866356 | 0.015214600969803039299802042725460385146
f(z) = -15/224*z^3 + 191/56*z + 1
*
-6 | 0.078749747722874220860286669044627575303 | 0.011939413016576939742688777078494943337
f(z) = -11/224*z^3 + 183/56*z + 1
*
[ 8 ] 
f(z) = -9/224*z^3 + 193/56*z + 1
*
-14 | 0.19813469478839448103201188688988516966 | 0.029799241267248270255637768259048407778
f(z) = -5/224*z^3 + 193/56*z + 1
*
[ 14 ] 
f(z) = -3/224*z^3 + 199/56*z + 1
*
[ 6 ] 
f(z) = -11/234*z^3 + 197/78*z + 1
*
4 | 0.20455267453242501375852344573494521786 | 0.028105853392718960332454542168850239691
f(z) = -15/224*z^3 + 181/84*z + 1
*
[ 6 ] 
f(z) = -9/232*z^3 + 194/87*z + 1
*
[ -6 ] 
f(z) = -7/232*z^3 + 196/87*z + 1
*
[ -28/3 ] 
f(z) = -3/224*z^3 + 191/84*z + 1
*
[ -2 ] 
f(z) = -17/220*z^3 + 199/110*z + 1
*
[ -15/7 ] 
f(z) = -14/225*z^3 + 184/105*z + 1
*
[ -2 ] 
f(z) = -13/220*z^3 + 191/110*z + 1
*
[ -2 ] 
f(z) = -13/228*z^3 + 197/114*z + 1
*
[ 4 ] 
f(z) = -13/232*z^3 + 191/116*z + 1
*
[ -2 ] 
f(z) = -11/228*z^3 + 193/114*z + 1
*
[ -2 ] 
f(z) = -11/236*z^3 + 199/118*z + 1
*
[ -2 ] 
f(z) = -9/220*z^3 + 183/110*z + 1
*
[ -10/3 ] 
f(z) = -9/220*z^3 + 193/110*z + 1
*
[ -2 ] 
f(z) = -9/236*z^3 + 195/118*z + 1
*
[ -2 ] 
f(z) = -7/228*z^3 + 185/114*z + 1
*
[ -2 ] 
f(z) = -7/236*z^3 + 191/118*z + 1
*
[ -2 ] 
f(z) = -5/228*z^3 + 181/114*z + 1
*
[ 6 ] 
f(z) = -5/228*z^3 + 185/114*z + 1
*
[ -4 ] 
f(z) = -5/232*z^3 + 185/116*z + 1
*
[ -2 ] 
f(z) = -5/236*z^3 + 187/118*z + 1
*
[ -2 ] 
f(z) = -3/236*z^3 + 183/118*z + 1
*
[ 15/4 ] 
f(z) = -14/225*z^3 + 193/120*z + 1
*
[ -15/8 ] 
f(z) = -8/225*z^3 + 199/120*z + 1
*
[ -6 ] 
f(z) = -1/225*z^3 + 199/150*z + 1
*
[ 10 ] 
f(z) = -1/232*z^3 + 193/145*z + 1
*
[ 14/3 ] 
f(z) = -3/224*z^3 + 181/168*z + 1
*
[ 5/2 ] 
f(z) = -17/225*z^3 + 193/180*z + 1
*
[ 2 ] 
f(z) = -19/222*z^3 + 187/222*z + 1
*
[ 2 ] 
f(z) = -19/226*z^3 + 189/226*z + 1
*
[ 2 ] 
f(z) = -19/230*z^3 + 191/230*z + 1
*
[ 2 ] 
f(z) = -19/234*z^3 + 193/234*z + 1
*
[ 2 ] 
f(z) = -19/238*z^3 + 195/238*z + 1
*
[ 2 ] 
f(z) = -17/226*z^3 + 181/226*z + 1
*
[ 2 ] 
f(z) = -17/230*z^3 + 183/230*z + 1
*
[ 2 ] 
f(z) = -17/234*z^3 + 185/234*z + 1
*
-7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = -16/231*z^3 + 181/231*z + 1
*
[ 7/3 ] 
f(z) = -9/238*z^3 + 185/238*z + 1
*
[ 5/2 ] 
f(z) = -8/235*z^3 + 191/235*z + 1
*
[ 3 ] 
f(z) = -5/222*z^3 + 193/222*z + 1
*
[ 3 ] 
f(z) = -5/228*z^3 + 197/228*z + 1
*
[ 3 ] 
f(z) = -5/231*z^3 + 199/231*z + 1
*
[ 3 ] 
f(z) = -4/231*z^3 + 190/231*z + 1
*
[ 3 ] 
f(z) = -4/237*z^3 + 194/237*z + 1
*
[ 4 ] 
f(z) = -1/228*z^3 + 187/228*z + 1
*
[ 4 ] 
f(z) = -1/236*z^3 + 193/236*z + 1
*
[ 15/4 ] 
f(z) = -1/225*z^3 + 191/240*z + 1
*
[ 15 ] 
f(z) = -13/225*z^3 + 209/15*z + 1
*
[ -15 ] 
f(z) = -13/225*z^3 + 211/15*z + 1
*
-6 | 0.11536350442218690893927587937123331206 | 0.017245204051863304126406394611226598494
f(z) = -13/224*z^3 + 201/56*z + 1
*
[ -8 ] 
f(z) = -9/224*z^3 + 207/56*z + 1
*
-10 | 0.075443064107690598315784213150176868978 | 0.011212249693939364783646230237794141656
f(z) = -5/224*z^3 + 209/56*z + 1
*
[ -14 ] 
f(z) = -3/224*z^3 + 207/56*z + 1
*
14 | 0.15564737472597581037395930035791304570 | 0.023035212691140835501863616188294982893
f(z) = -3/224*z^3 + 215/56*z + 1
*
[ 15/2 ] 
f(z) = -11/225*z^3 + 217/60*z + 1
*
-15 | 0.18318718268973945253000523215728942946 | 0.028526620696472713157717551227672111503
f(z) = -1/234*z^3 + 205/78*z + 1
*
35/4 | 0.18786916330419705062766656910180624086 | 0.027024643337177212601169680055757421657
f(z) = -8/225*z^3 + 209/90*z + 1
*
[ -2/3 ] 
f(z) = -3/232*z^3 + 218/87*z + 1
*
[ -2 ] 
f(z) = -19/220*z^3 + 203/110*z + 1
*
[ -2 ] 
f(z) = -19/236*z^3 + 215/118*z + 1
*
[ -2 ] 
f(z) = -17/228*z^3 + 205/114*z + 1
*
[ -2 ] 
f(z) = -17/236*z^3 + 211/118*z + 1
*
[ 4 ] 
f(z) = -15/232*z^3 + 207/116*z + 1
*
[ -2 ] 
f(z) = -15/236*z^3 + 207/118*z + 1
*
[ -2 ] 
f(z) = -13/236*z^3 + 203/118*z + 1
*
[ 16/3 ] 
f(z) = -9/224*z^3 + 219/112*z + 1
*
[ -4/3 ] 
f(z) = -9/232*z^3 + 211/116*z + 1
*
[ -4 ] 
f(z) = -9/232*z^3 + 217/116*z + 1
*
[ -4 ] 
f(z) = -7/232*z^3 + 201/116*z + 1
*
[ 28/5 ] 
f(z) = -5/224*z^3 + 213/140*z + 1
*
[ 5/2 ] 
f(z) = -19/225*z^3 + 203/180*z + 1
*
4 | 0.13432157520401753093948010630853446306 | 0.024903754300731689007252522566570549960
f(z) = -17/220*z^3 + 217/220*z + 1
*
[ 9/4 ] 
f(z) = -16/225*z^3 + 206/225*z + 1
*
[ 5/2 ] 
f(z) = -12/235*z^3 + 216/235*z + 1
*
[ 8/3 ] 
f(z) = -9/232*z^3 + 209/232*z + 1
*
[ 3 ] 
f(z) = -7/222*z^3 + 211/222*z + 1
*
[ 3 ] 
f(z) = -7/228*z^3 + 215/228*z + 1
*
[ 3 ] 
f(z) = -5/237*z^3 + 203/237*z + 1
*
[ 7/2 ] 
f(z) = -4/231*z^3 + 214/231*z + 1
*
[ 4 ] 
f(z) = -3/220*z^3 + 213/220*z + 1
*
[ 5 ] 
f(z) = -1/230*z^3 + 209/230*z + 1
*
[ 5 ] 
f(z) = -1/235*z^3 + 213/235*z + 1
*
-58/9 | 0.10990758333265273326027921094304130577 | 0.014378353014563961632088487065540353388
f(z) = -9/232*z^3 + 200/261*z + 1
*
[ 15 ] 
f(z) = -14/225*z^3 + 224/15*z + 1
*
[ -15 ] 
f(z) = -14/225*z^3 + 226/15*z + 1
*
-8 | 0.12911653470915979384367700141171605561 | 0.019005987840278548203738042550490004452
f(z) = -17/224*z^3 + 223/56*z + 1
*
-6 | 0.072887539126916298450956454407794370014 | 0.010633756847991586209324215475998465880
f(z) = -17/224*z^3 + 237/56*z + 1
*
[ 8 ] 
f(z) = -11/224*z^3 + 225/56*z + 1
*
[ -8 ] 
f(z) = -11/224*z^3 + 239/56*z + 1
*
15/8 | 0.22915978714840967549421813752290869383 | 0.028238264821738937053853815158954293237
f(z) = -16/225*z^3 + 223/60*z + 1
*
[ -15/2 ] 
f(z) = -11/225*z^3 + 233/60*z + 1
*
[ -6 ] 
f(z) = -11/234*z^3 + 223/78*z + 1
*
15/4 | 0.23729262131026758635058361887553774201 | 0.028992879536956155347791079607568713630
f(z) = -4/225*z^3 + 239/60*z + 1
*
30 | 0.23314174275859106172316355367818983937 | 0.028728942171495287527662312600171293539
f(z) = -1/225*z^3 + 223/60*z + 1
*
-30 | 0.19044757211078473138614976977427872264 | 0.023416644164796514394965116209840273147
f(z) = -1/225*z^3 + 227/60*z + 1
*
-20/3 | 0.20455267453242501375852344573494521786 | 0.027225904680616411953723997279569659037
f(z) = -15/224*z^3 + 229/84*z + 1
*
[ -2/3 ] 
f(z) = -15/232*z^3 + 220/87*z + 1
*
[ 6 ] 
f(z) = -11/232*z^3 + 221/87*z + 1
*
4 | 0.19025297841773957390867767941457021822 | 0.025322619063500256501871932035439767847
f(z) = -9/224*z^3 + 229/84*z + 1
*
[ -6 ] 
f(z) = -9/232*z^3 + 223/87*z + 1
*
-10 | 0.20595331620408362990989282814579843353 | 0.029065224409315475479820169373612917735
f(z) = -8/225*z^3 + 239/90*z + 1
*
28/3 | 0.17228721003285615327580769910001174662 | 0.023040429050465812921161852938561746332
f(z) = -3/224*z^3 + 221/84*z + 1
*
[ 12 ] 
f(z) = -3/224*z^3 + 239/84*z + 1
*
[ 4 ] 
f(z) = -19/232*z^3 + 239/116*z + 1
*
[ 4 ] 
f(z) = -17/232*z^3 + 223/116*z + 1
*
[ -4 ] 
f(z) = -11/232*z^3 + 233/116*z + 1
*
[ 6 ] 
f(z) = -7/228*z^3 + 221/114*z + 1
*
[ -6 ] 
f(z) = -5/228*z^3 + 223/114*z + 1
*
[ 16 ] 
f(z) = -1/224*z^3 + 233/112*z + 1
*
[ 6 ] 
f(z) = -4/225*z^3 + 221/150*z + 1
*
[ -6 ] 
f(z) = -2/225*z^3 + 223/150*z + 1
*
[ -10 ] 
f(z) = -1/232*z^3 + 222/145*z + 1
*
[ 12 ] 
f(z) = -1/234*z^3 + 239/156*z + 1
*
[ 6 ] 
f(z) = -3/224*z^3 + 221/168*z + 1
*
[ -6 ] 
f(z) = -1/224*z^3 + 223/168*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016675837999031829514713300877918859366
f(z) = -19/220*z^3 + 239/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018253746237163425289673882666151526533
f(z) = -18/221*z^3 + 239/221*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016701465719551130251442451480728805355
f(z) = -17/220*z^3 + 237/220*z + 1
*
-1 | 0.066869502373506023889581952018223502424 | 0.012210343726275986030253619051394637240
f(z) = -17/222*z^3 + 239/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018284210171960086330248149731623531761
f(z) = -16/223*z^3 + 239/223*z + 1
*
-9/4 | 0.080441874761859479521575573525110660593 | 0.014734062604836677782814533069695703395
f(z) = -16/231*z^3 + 235/231*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018295946786298246802146402705231385287
f(z) = -15/221*z^3 + 236/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018298219615553728000940824789781497120
f(z) = -15/223*z^3 + 238/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016736767104952691706889997518749163362
f(z) = -15/224*z^3 + 239/224*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018310176788155512622297333368684673471
f(z) = -14/221*z^3 + 235/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018312309667063741922145105484900035675
f(z) = -14/223*z^3 + 237/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015837782923045725279019718467547262867
f(z) = -14/225*z^3 + 239/225*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016753618558657189702516119689273219218
f(z) = -13/220*z^3 + 233/220*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012248161271095260664754851568759990013
f(z) = -13/222*z^3 + 235/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018326481150187134900569052455196987920
f(z) = -13/223*z^3 + 236/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016762488462391355739455573461871402236
f(z) = -13/224*z^3 + 237/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015849917903141776361580139822849212202
f(z) = -13/225*z^3 + 238/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015985538483893881803310984162214539646
f(z) = -13/226*z^3 + 239/226*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018338886581994570467345657547807068691
f(z) = -12/221*z^3 + 233/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018340734900695395634313968387950383486
f(z) = -12/223*z^3 + 235/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018344326846717431949539416911382098882
f(z) = -12/227*z^3 + 239/227*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018353368105106573106510066772703798933
f(z) = -11/221*z^3 + 232/221*z + 1
*
-1 | 0.066870535989926913611763149220958069879 | 0.012267485646920126403750302785167729992
f(z) = -11/222*z^3 + 233/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018355071766665225249498695747851702346
f(z) = -11/223*z^3 + 234/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016788507990209212597228681392146611452
f(z) = -11/224*z^3 + 235/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015874398044552667501881275825252183966
f(z) = -11/225*z^3 + 236/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016010105340002674880412563684962580699
f(z) = -11/226*z^3 + 237/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018358382351976091117166948645506451727
f(z) = -11/227*z^3 + 238/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.013081877729745063059479428783470534539
f(z) = -11/228*z^3 + 239/228*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018367935221283885909086156141188026274
f(z) = -10/221*z^3 + 231/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018369492608714708597842574922263005593
f(z) = -10/223*z^3 + 233/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018372518730181979533949721567901536958
f(z) = -10/227*z^3 + 237/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018373989088599188852649104600601895701
f(z) = -10/229*z^3 + 239/229*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018382588828743455055393999805084209064
f(z) = -9/221*z^3 + 230/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018383998300245079090016162910215652966
f(z) = -9/223*z^3 + 232/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016814831854191567728331091550557917800
f(z) = -9/224*z^3 + 233/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016034956983134042566715929058165018803
f(z) = -9/226*z^3 + 235/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018386736807740338302257996977264296428
f(z) = -9/227*z^3 + 236/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018388067321200215846567491645547591071
f(z) = -9/229*z^3 + 238/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016044864108922537860810789470377518762
f(z) = -9/230*z^3 + 239/230*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018397329839223269136909968809933374349
f(z) = -8/221*z^3 + 229/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018398589727688234821510326431821845610
f(z) = -8/223*z^3 + 231/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015911654570098844273475954015003229928
f(z) = -8/225*z^3 + 233/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018401037423170590118161343545907240034
f(z) = -8/227*z^3 + 235/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018402226557517670787919273359101292348
f(z) = -8/229*z^3 + 237/229*z + 1
*
[ 3 ] 
f(z) = -8/231*z^3 + 226/231*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014688653361618409542830844606741341222
f(z) = -8/231*z^3 + 239/231*z + 1
*
[ 3 ] 
f(z) = -8/237*z^3 + 230/237*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016834186251546487992214297159059518407
f(z) = -7/220*z^3 + 227/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018412159178247685537348539734439863520
f(z) = -7/221*z^3 + 228/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012306270028244520361278031232409936153
f(z) = -7/222*z^3 + 229/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018413267790760168914909711653100422074
f(z) = -7/223*z^3 + 230/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015924219400159646546673543691431405707
f(z) = -7/225*z^3 + 232/225*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.016060218938123823265332736257405994765
f(z) = -7/226*z^3 + 233/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018415421427337828427238362173896504715
f(z) = -7/227*z^3 + 234/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.013122319705803526504918618865694997806
f(z) = -7/228*z^3 + 235/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018416467625293067969078221370463471294
f(z) = -7/229*z^3 + 236/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016069522137693115940913862087741741427
f(z) = -7/230*z^3 + 237/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016855427486712206453968094935051856217
f(z) = -7/232*z^3 + 239/232*z + 1
*
[ 3 ] 
f(z) = -7/237*z^3 + 221/237*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018427077785399182051596817437577725696
f(z) = -6/221*z^3 + 227/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018428033402720482362521665075706859316
f(z) = -6/223*z^3 + 229/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018429889683689765230029018125318013606
f(z) = -6/227*z^3 + 233/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018430791364401691554697183666453383688
f(z) = -6/229*z^3 + 235/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018432544212206126646524731516036352263
f(z) = -6/233*z^3 + 239/233*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018442086614596719037838149780309315377
f(z) = -5/221*z^3 + 226/221*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012326359438352637607484319566291272633
f(z) = -5/222*z^3 + 227/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018442887490638153214401235789704501238
f(z) = -5/223*z^3 + 228/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016868418179561870132586638902819377218
f(z) = -5/224*z^3 + 229/224*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.016085658187380047807651104016653325166
f(z) = -5/226*z^3 + 231/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018444443068499290814247143635948803127
f(z) = -5/227*z^3 + 232/227*z + 1
*
-1 | 0.071641392961352485294419819638865844962 | 0.013142705481097740730643526496965334103
f(z) = -5/228*z^3 + 233/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018445198627084459048736204492502926385
f(z) = -5/229*z^3 + 234/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014722611828546657177005382880974156191
f(z) = -5/231*z^3 + 236/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016881331203508200710651328386266021158
f(z) = -5/232*z^3 + 237/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018446667310004697044702350847196599259
f(z) = -5/233*z^3 + 238/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013626547646559920964027392429847425022
f(z) = -5/234*z^3 + 239/234*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018457186634380903604446471616680592454
f(z) = -4/221*z^3 + 225/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018457830995663741727399054001103746274
f(z) = -4/223*z^3 + 227/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015962362606097469482867825062276995346
f(z) = -4/225*z^3 + 229/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018459082471112803689192318920176357628
f(z) = -4/227*z^3 + 231/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018459690278185252237610636055155904115
f(z) = -4/229*z^3 + 233/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014734062604836677782814533069695703395
f(z) = -4/231*z^3 + 235/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018460871669666285397971531220556065107
f(z) = -4/233*z^3 + 237/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018461445874401113325619402418725951639
f(z) = -4/235*z^3 + 239/235*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016889535391059267413227968178990613439
f(z) = -3/220*z^3 + 223/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018472378828206153776458807959621807867
f(z) = -3/221*z^3 + 224/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018472864873308217079810466531654221059
f(z) = -3/223*z^3 + 226/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016895693920142905632138756590038261243
f(z) = -3/224*z^3 + 227/224*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016111280409225939833691656254797572386
f(z) = -3/226*z^3 + 229/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018473808794204474181924757956184136488
f(z) = -3/227*z^3 + 230/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018474267195393869134421437187297898756
f(z) = -3/229*z^3 + 232/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016119701637901729587288851576656389039
f(z) = -3/230*z^3 + 233/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016907535204652638994590173463613241363
f(z) = -3/232*z^3 + 235/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018475158121570292983958357498184299865
f(z) = -3/233*z^3 + 236/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018475591116782494529810837483275683834
f(z) = -3/235*z^3 + 238/235*z + 1
*
[ 4 ] 
f(z) = -3/236*z^3 + 225/236*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016913231866806387873732621127996748313
f(z) = -3/236*z^3 + 239/236*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018487664194740067276808933055191106386
f(z) = -2/221*z^3 + 223/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018487990093728597472807259747740236476
f(z) = -2/223*z^3 + 225/223*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015988173281222411444130541621149182063
f(z) = -2/225*z^3 + 227/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018488622954036610532455261636334778770
f(z) = -2/227*z^3 + 229/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018488930269494755455633639303730845435
f(z) = -2/229*z^3 + 231/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014757165161665635905093664647656525839
f(z) = -2/231*z^3 + 233/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018489527508268559441553340916353557518
f(z) = -2/233*z^3 + 235/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018489817748442994648448198207641984395
f(z) = -2/235*z^3 + 237/235*z + 1
*
[ 5 ] 
f(z) = -2/235*z^3 + 238/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014775362571251593276634026325170987113
f(z) = -2/237*z^3 + 239/237*z + 1
*
-1 | 0.091324618999612308602821217403744796854 | 0.016917722575115304975710855957794884266
f(z) = -1/220*z^3 + 221/220*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018503043748170206505684611230632990602
f(z) = -1/221*z^3 + 222/221*z + 1
*
[ 6 ] 
f(z) = -1/222*z^3 + 221/222*z + 1
*
-1 | 0.066869883850573194247516302221835440860 | 0.012366887289122696046833711540784150997
f(z) = -1/222*z^3 + 223/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018503207642020601893812283474803189122
f(z) = -1/223*z^3 + 224/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016923300570671404156969609560718473860
f(z) = -1/224*z^3 + 225/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.016001195626097333963673468397090717463
f(z) = -1/225*z^3 + 226/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.016137331880098461214628725169698793487
f(z) = -1/226*z^3 + 227/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018503525880726301904576168991727595493
f(z) = -1/227*z^3 + 228/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.013184779517780171473356718707639325111
f(z) = -1/228*z^3 + 229/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018503680404621679354075956523738622982
f(z) = -1/229*z^3 + 230/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016145235107244984904835529901690859866
f(z) = -1/230*z^3 + 231/230*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014768818335232133746071875059981453377
f(z) = -1/231*z^3 + 232/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016934045699645029957174814181865591910
f(z) = -1/232*z^3 + 233/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018503980684717965151732635169605337381
f(z) = -1/233*z^3 + 234/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013668673442647179391003972323403920664
f(z) = -1/234*z^3 + 235/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018504126601064024311372156741455141044
f(z) = -1/235*z^3 + 236/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016939224418388252029094514926127402087
f(z) = -1/236*z^3 + 237/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014786683520123368552198308336704095232
f(z) = -1/237*z^3 + 238/237*z + 1
*
-1 | 0.088502939048826485759707724060535708004 | 0.016160600396511744099769669639129313331
f(z) = -1/238*z^3 + 239/238*z + 1
*
-42/5 | 0.12624093980287299846561596954735986222 | 0.017980263509874496210566330844711110739
f(z) = -5/224*z^3 + 221/280*z + 1
*
[ 14/5 ] 
f(z) = -5/224*z^3 + 229/280*z + 1
*
[ 15 ] 
f(z) = -16/225*z^3 + 254/15*z + 1
*
[ -15 ] 
f(z) = -16/225*z^3 + 256/15*z + 1
*
-14 | 0.15095672748771021946188756382466906804 | 0.021766209701811409621237354874059541403
f(z) = -5/224*z^3 + 257/56*z + 1
*
[ 15/2 ] 
f(z) = -13/225*z^3 + 247/60*z + 1
*
15 | 0.22346743481209447114412979921885762289 | 0.027141233932382223704151153054632918822
f(z) = -4/225*z^3 + 251/60*z + 1
*
-15 | 0.23229010773296935566486610179376364232 | 0.028105690168293452834668690921651984511
f(z) = -4/225*z^3 + 259/60*z + 1
*
15/2 | 0.23260405301439830002717548041467078085 | 0.028306150626670578211794277829115685737
f(z) = -1/225*z^3 + 247/60*z + 1
*
[ 6 ] 
f(z) = -13/232*z^3 + 248/87*z + 1
*
[ -6 ] 
f(z) = -11/232*z^3 + 250/87*z + 1
*
[ 10 ] 
f(z) = -4/225*z^3 + 241/90*z + 1
*
[ -10 ] 
f(z) = -4/225*z^3 + 259/90*z + 1
*
[ -12 ] 
f(z) = -3/224*z^3 + 253/84*z + 1
*
[ -4 ] 
f(z) = -13/232*z^3 + 249/116*z + 1
*
[ -6 ] 
f(z) = -7/228*z^3 + 259/114*z + 1
*
[ 10 ] 
f(z) = -3/220*z^3 + 249/110*z + 1
*
[ -16 ] 
f(z) = -1/224*z^3 + 247/112*z + 1
*
[ -15/4 ] 
f(z) = -14/225*z^3 + 257/120*z + 1
*
[ -10/3 ] 
f(z) = -9/232*z^3 + 251/145*z + 1
*
[ -3/2 ] 
f(z) = -2/225*z^3 + 253/150*z + 1
*
-14/3 | 0.10921644204905937858969865067939206866 | 0.015747744536387728465977202718634038425
f(z) = -15/224*z^3 + 257/168*z + 1
*
[ -8/3 ] 
f(z) = -3/224*z^3 + 247/168*z + 1
*
[ -5/2 ] 
f(z) = -1/225*z^3 + 257/180*z + 1
*
-58/7 | 0.11287729792626076031734727119538582505 | 0.014914328937763127983407727630621183407
f(z) = -7/232*z^3 + 242/203*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018226012223648859675330825352355731726
f(z) = -20/221*z^3 + 241/221*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018228962412934536476946533159081754479
f(z) = -20/223*z^3 + 243/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018234698885331168481077093940883213048
f(z) = -20/227*z^3 + 247/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018237488101035821626655134929132046122
f(z) = -20/229*z^3 + 249/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014558421843060586442520329859989427908
f(z) = -20/231*z^3 + 251/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018242915441458778313431245672772880601
f(z) = -20/233*z^3 + 253/233*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014582019303770333110618922778679847894
f(z) = -20/237*z^3 + 257/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018250698163840187676753114562229963055
f(z) = -20/239*z^3 + 259/239*z + 1
*
-1 | 0.099965975954032459561167075174786021118 | 0.018239839798290355821331714247183298033
f(z) = -19/221*z^3 + 240/221*z + 1
*
-1 | 0.066868850234152304525335105019100873405 | 0.012191672917887842485978300121445789842
f(z) = -19/222*z^3 + 241/222*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018242657428126269755497804612295834814
f(z) = -19/223*z^3 + 242/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016686195115942238842589675811979338593
f(z) = -19/224*z^3 + 243/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015778131097095366519566922801125585274
f(z) = -19/225*z^3 + 244/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015913490244329912357269914610816836637
f(z) = -19/226*z^3 + 245/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018248135776214035609659791151028463047
f(z) = -19/227*z^3 + 246/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018250799308378270946817176157501366643
f(z) = -19/229*z^3 + 248/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.015925666269758319320889972849694071467
f(z) = -19/230*z^3 + 249/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014568760395497467235254728070189752338
f(z) = -19/231*z^3 + 250/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016705985065852058709743383626988758693
f(z) = -19/232*z^3 + 251/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018255981756869656166334019110311111965
f(z) = -19/233*z^3 + 252/233*z + 1
*
-1 | 0.074625943664397231547836003001505707000 | 0.013486479456474787889738662151539898785
f(z) = -19/234*z^3 + 253/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018258503202399430764010621723731350993
f(z) = -19/235*z^3 + 254/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016715447137478382105800891163173175807
f(z) = -19/236*z^3 + 255/236*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014592085065224775288026125791530447860
f(z) = -19/237*z^3 + 256/237*z + 1
*
-1 | 0.088502939048826485759707724060535708004 | 0.015949130575040158036952559556781690828
f(z) = -19/238*z^3 + 257/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018263412537310392839380666362313148577
f(z) = -19/239*z^3 + 258/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018256429872758824945569448577982506479
f(z) = -18/223*z^3 + 241/223*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018261647338821986345444545053358375334
f(z) = -18/227*z^3 + 245/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018264183861994374988702519046506716423
f(z) = -18/229*z^3 + 247/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018269118868538316936199575620733926919
f(z) = -18/233*z^3 + 251/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018271519771575702694420196656439899800
f(z) = -18/235*z^3 + 253/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018276194117880862688977416315016602486
f(z) = -18/239*z^3 + 257/239*z + 1
*
-1 | 0.10013281058259479182659454092079888938 | 0.018270280524434854248419355013768818388
f(z) = -17/223*z^3 + 240/223*z + 1
*
-1 | 0.091658295027439684800864665489418731938 | 0.016711337928988041783000933269454049451
f(z) = -17/224*z^3 + 241/224*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015801789936173032579778707773778543612
f(z) = -17/225*z^3 + 242/225*z + 1
*
-1 | 0.087544218865043343862632064696592993926 | 0.015937236415073528350666484979193162763
f(z) = -17/226*z^3 + 243/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018275234310372297797668596603086531887
f(z) = -17/227*z^3 + 244/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.013022916546700221321308543249818245953
f(z) = -17/228*z^3 + 245/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018277642479938193263573116502617140941
f(z) = -17/229*z^3 + 246/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015949096389408405840586027455848951014
f(z) = -17/230*z^3 + 247/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014589984717113001826304829076715965433
f(z) = -17/231*z^3 + 248/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016730207944747498020460675469960248560
f(z) = -17/232*z^3 + 249/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018282327458109779424852970070882994866
f(z) = -17/233*z^3 + 250/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013505732895947785795869750920353533119
f(z) = -17/234*z^3 + 251/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018284606574567122373246006690664842325
f(z) = -17/235*z^3 + 252/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016739233349220110941785562238587043717
f(z) = -17/236*z^3 + 253/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014612940213847762805143061131318789714
f(z) = -17/237*z^3 + 254/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018289043536992473514681295208930747914
f(z) = -17/239*z^3 + 256/239*z + 1
*
-1 | 0.086735040921463216130774919426217460838 | 0.015813719627768056075542092304842350805
f(z) = -16/225*z^3 + 241/225*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018288897438524148036089181713985442883
f(z) = -16/227*z^3 + 243/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018291175890349098363624569280566871492
f(z) = -16/229*z^3 + 245/229*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014600872156180944287836060497924130721
f(z) = -16/231*z^3 + 247/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018295608216645274460093253284757670120
f(z) = -16/233*z^3 + 249/233*z + 1
*
[ 5/2 ] 
f(z) = -16/235*z^3 + 241/235*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018297764284822678924019555965717862555
f(z) = -16/235*z^3 + 251/235*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014623171048495846695334601654122723439
f(z) = -16/237*z^3 + 253/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018301961434598374350145110505547822131
f(z) = -16/239*z^3 + 255/239*z + 1
*
-1 | 0.087544871004397063226878911695715622945 | 0.015961369594166803312901298864953255364
f(z) = -15/226*z^3 + 241/226*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018302637481571409956175375014543996210
f(z) = -15/227*z^3 + 242/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018304784831636426249626052081641701950
f(z) = -15/229*z^3 + 244/229*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016754697371668878869115743660165217215
f(z) = -15/232*z^3 + 247/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018308961844791803735296610842244493068
f(z) = -15/233*z^3 + 248/233*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016763276944764979398130930229712950127
f(z) = -15/236*z^3 + 251/236*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.015994226882052558433184123958460311632
f(z) = -15/238*z^3 + 253/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018314948459313569947625443966915599845
f(z) = -15/239*z^3 + 254/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018316455208639837524609337294620036608
f(z) = -14/227*z^3 + 241/227*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018318470052668298092399811192446252388
f(z) = -14/229*z^3 + 243/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018322389052955466040119991998052827657
f(z) = -14/233*z^3 + 247/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018324295167412447872342927724791217083
f(z) = -14/235*z^3 + 249/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014644362277519799160379317015779581807
f(z) = -14/237*z^3 + 251/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018328005268567746992451899140279038925
f(z) = -14/239*z^3 + 253/239*z + 1
*
-1 | 0.10046203736076671620395151068210179713 | 0.018330351399888763559048865625104131583
f(z) = -13/227*z^3 + 240/227*z + 1
*
-1 | 0.071642426577773375016601016841600412418 | 0.013062001646828232475201147662529469431
f(z) = -13/228*z^3 + 241/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018332232312964725880074214625244967680
f(z) = -13/229*z^3 + 242/229*z + 1
*
-1 | 0.087869765627562053908830405610907513425 | 0.015996501501742708616083841837748363494
f(z) = -13/230*z^3 + 243/230*z + 1
*
-1 | 0.080440841145438589799394376322376093138 | 0.014633141619228530221664863308162099141
f(z) = -13/231*z^3 + 244/231*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016779458580269716533236598251184035721
f(z) = -13/232*z^3 + 245/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018335890561478650546216528654282199750
f(z) = -13/233*z^3 + 246/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018337669733637048479791267273776369366
f(z) = -13/235*z^3 + 248/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016787582894143190571070858595428188563
f(z) = -13/236*z^3 + 249/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014654950164776511876366473802570852269
f(z) = -13/237*z^3 + 250/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016017200378758299199624458690028472054
f(z) = -13/238*z^3 + 251/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018341132528761427277980767677447343778
f(z) = -13/239*z^3 + 252/239*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018346072382895117507997154166472581479
f(z) = -12/229*z^3 + 241/229*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018349467100821199873255027546487458457
f(z) = -12/233*z^3 + 245/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018351117995249985082531552566697798320
f(z) = -12/235*z^3 + 247/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018354330915425534070332503926336860880
f(z) = -12/239*z^3 + 251/239*z + 1
*
[ 3 ] 
f(z) = -11/222*z^3 + 247/222*z + 1
*
[ 3 ] 
f(z) = -11/228*z^3 + 251/228*z + 1
*
-1 | 0.10062448154730073423039325192467793180 | 0.018359991043880300697930165898718185306
f(z) = -11/229*z^3 + 240/229*z + 1
*
-1 | 0.087869113488208334544583558611784884407 | 0.016020486182755784254886982907940359515
f(z) = -11/230*z^3 + 241/230*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016804496952261962977042427338911713062
f(z) = -11/232*z^3 + 243/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018363119411745648829092695619984228809
f(z) = -11/233*z^3 + 244/233*z + 1
*
-1 | 0.074625943664397231547836003001505707000 | 0.013565250131570878172877486529461749195
f(z) = -11/234*z^3 + 245/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018364640673723121555051602743694122010
f(z) = -11/235*z^3 + 246/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016812156305653106367746115305688299257
f(z) = -11/236*z^3 + 247/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014676300050910474028678442657962105408
f(z) = -11/237*z^3 + 248/237*z + 1
*
[ 3 ] 
f(z) = -11/237*z^3 + 257/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016040424552818630707528352315123704392
f(z) = -11/238*z^3 + 249/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018367601113384460487113072614794839213
f(z) = -11/239*z^3 + 250/239*z + 1
*
-1 | 0.080441874761859479521575573525110660593 | 0.014666336007933909135682835362994353042
f(z) = -10/231*z^3 + 241/231*z + 1
*
[ 3 ] 
f(z) = -10/231*z^3 + 244/231*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018376848245506647997898450687856727267
f(z) = -10/233*z^3 + 243/233*z + 1
*
-1 | 0.080915700971611509151350843360766868929 | 0.014686875570861644596809938923713347743
f(z) = -10/237*z^3 + 247/237*z + 1
*
[ 3 ] 
f(z) = -10/237*z^3 + 248/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018380943816922731398213869321155251051
f(z) = -10/239*z^3 + 249/239*z + 1
*
-1 | 0.092308134283203945972039758933907227117 | 0.016829818022899319559241294848561855062
f(z) = -9/232*z^3 + 241/232*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018390654364044684745763256499414659203
f(z) = -9/233*z^3 + 242/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018391912217989565314849567474885442571
f(z) = -9/235*z^3 + 244/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016837002430896650512568997335913843969
f(z) = -9/236*z^3 + 245/236*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018394359729955353133102259721236639469
f(z) = -9/239*z^3 + 248/239*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018404538540184217729456494196213101068
f(z) = -8/233*z^3 + 241/233*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018405662578139495034687581901256353839
f(z) = -8/235*z^3 + 243/235*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014708768701845779321870140978467033457
f(z) = -8/237*z^3 + 245/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018407849566201948151330312469812399555
f(z) = -8/239*z^3 + 247/239*z + 1
*
-1 | 0.10094515654751297343152268286423865701 | 0.018418501557836344635288361063630075611
f(z) = -7/233*z^3 + 240/233*z + 1
*
-1 | 0.074625291525043512183589156002383077981 | 0.013605844013909591509507148019901464399
f(z) = -7/234*z^3 + 241/234*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018419490344246614842093645711240598523
f(z) = -7/235*z^3 + 242/235*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016862126670041938331618273807513696011
f(z) = -7/236*z^3 + 243/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014719712272170195727456627788139754313
f(z) = -7/237*z^3 + 244/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018421414049364774805032110741303622023
f(z) = -7/239*z^3 + 246/239*z + 1
*
-1 | 0.10110343544711405484114277783330298793 | 0.018433396290347148366864056246910677371
f(z) = -6/235*z^3 + 241/235*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018435053913310735397840108745738811289
f(z) = -6/239*z^3 + 245/239*z + 1
*
[ 4 ] 
f(z) = -5/228*z^3 + 251/228*z + 1
*
-1 | 0.092624697863931725861216540783899994719 | 0.016887534577325394055703700047656956854
f(z) = -5/236*z^3 + 241/236*z + 1
*
[ 4 ] 
f(z) = -5/236*z^3 + 257/236*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014741784043647676435380956237925588838
f(z) = -5/237*z^3 + 242/237*z + 1
*
-1 | 0.088502286909472766395460877061413078986 | 0.016111650638236993161423342784157908750
f(z) = -5/238*z^3 + 243/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018448769902257478927986871393384780580
f(z) = -5/239*z^3 + 244/239*z + 1
*
[ 9/2 ] 
f(z) = -4/225*z^3 + 256/225*z + 1
*
-1 | 0.080916734588032398873532040563501436384 | 0.014752913475054593817778589831410532409
f(z) = -4/237*z^3 + 241/237*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018462562770963708198605281264331034117
f(z) = -4/239*z^3 + 243/239*z + 1
*
[ 5 ] 
f(z) = -3/220*z^3 + 251/220*z + 1
*
[ 5 ] 
f(z) = -3/230*z^3 + 259/230*z + 1
*
-1 | 0.088502939048826485759707724060535708004 | 0.016136046625248733502373132446635835461
f(z) = -3/238*z^3 + 241/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018476433284923804389818017586155204060
f(z) = -3/239*z^3 + 242/239*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018490382220566885719729818991908427645
f(z) = -2/239*z^3 + 241/239*z + 1
*
[ 7 ] 
f(z) = -1/224*z^3 + 241/224*z + 1
*
[ 7 ] 
f(z) = -1/238*z^3 + 253/238*z + 1
*
-1 | 0.10141599170243538272154006656040572401 | 0.018504410365460420479721020481498009451
f(z) = -1/239*z^3 + 240/239*z + 1
*
[ 15 ] 
f(z) = -17/225*z^3 + 269/15*z + 1
*
[ -15 ] 
f(z) = -17/225*z^3 + 271/15*z + 1
*
[ 30 ] 
f(z) = -2/225*z^3 + 269/30*z + 1
*
[ -30 ] 
f(z) = -2/225*z^3 + 271/30*z + 1
*
[ -8 ] 
f(z) = -13/224*z^3 + 271/56*z + 1
*
34/3 | 0.11888227682360247193094663227232319823 | 0.017103358495947880886135938191268218179
f(z) = -9/224*z^3 + 261/56*z + 1
*
-8 | 0.18431367045929714815704417552209921247 | 0.026516843938368235989154207787320381087
f(z) = -1/224*z^3 + 261/56*z + 1
*
[ 6 ] 
f(z) = -17/234*z^3 + 269/78*z + 1
*
[ -15/2 ] 
f(z) = -13/225*z^3 + 263/60*z + 1
*
[ 6 ] 
f(z) = -15/232*z^3 + 275/87*z + 1
*
[ -6 ] 
f(z) = -13/232*z^3 + 277/87*z + 1
*
[ -4 ] 
f(z) = -15/232*z^3 + 265/116*z + 1
*
[ -2/3 ] 
f(z) = -9/220*z^3 + 277/110*z + 1
*
[ -16/3 ] 
f(z) = -9/224*z^3 + 261/112*z + 1
*
[ -10 ] 
f(z) = -3/220*z^3 + 271/110*z + 1
*
-16 | 0.15320892240976828286274891842598791947 | 0.024225209751864009613707121408994801776
f(z) = -3/224*z^3 + 279/112*z + 1
*
[ -3/2 ] 
f(z) = -14/225*z^3 + 271/150*z + 1
*
[ -28/5 ] 
f(z) = -5/224*z^3 + 263/140*z + 1
*
[ -6 ] 
f(z) = -4/225*z^3 + 271/150*z + 1
*
[ -12 ] 
f(z) = -1/234*z^3 + 265/156*z + 1
*
[ 6 ] 
f(z) = -5/224*z^3 + 275/168*z + 1
*
-24 | 0.15212333053873656942030002734082385605 | 0.021767935950119307243050125972672999921
f(z) = -1/224*z^3 + 271/168*z + 1
*
[ 11/4 ] 
f(z) = -16/231*z^3 + 268/231*z + 1
*
[ 3 ] 
f(z) = -13/222*z^3 + 265/222*z + 1
*
-4 | 0.16548261525889102586648857063809042671 | 0.029657818643511440351382838179510274532
f(z) = -13/228*z^3 + 265/228*z + 1
*
[ 3 ] 
f(z) = -13/228*z^3 + 269/228*z + 1
*
[ 3 ] 
f(z) = -13/231*z^3 + 271/231*z + 1
*
[ 3 ] 
f(z) = -13/237*z^3 + 275/237*z + 1
*
-5 | 0.13622190928075575835479226175187542332 | 0.024348335425740999234523814667789020947
f(z) = -9/220*z^3 + 269/220*z + 1
*
[ 10/3 ] 
f(z) = -9/230*z^3 + 261/230*z + 1
*
[ 7/2 ] 
f(z) = -8/231*z^3 + 263/231*z + 1
*
[ 4 ] 
f(z) = -7/220*z^3 + 277/220*z + 1
*
-7 | 0.14522922870432612553491480797513792195 | 0.025806504341775717742239443414539500466
f(z) = -5/231*z^3 + 278/231*z + 1
*
[ 5 ] 
f(z) = -3/235*z^3 + 263/235*z + 1
*
[ 8 ] 
f(z) = -1/232*z^3 + 267/232*z + 1
*
[ 28/9 ] 
f(z) = -9/224*z^3 + 269/252*z + 1
*
42/5 | 0.11140860976709108476431519563301201941 | 0.015867722182748573660800404708205072070
f(z) = -5/224*z^3 + 261/280*z + 1
*
[ 15 ] 
f(z) = -19/225*z^3 + 299/15*z + 1
*
8 | 0.21178504249734279914684032378275608934 | 0.029913029633386027535195744135330251195
f(z) = -19/224*z^3 + 297/56*z + 1
*
[ 8 ] 
f(z) = -15/224*z^3 + 289/56*z + 1
*
[ 14 ] 
f(z) = -5/224*z^3 + 297/56*z + 1
*
[ 6 ] 
f(z) = -19/234*z^3 + 293/78*z + 1
*
[ -6 ] 
f(z) = -17/234*z^3 + 295/78*z + 1
*
-35/4 | 0.14227087633982460792113682989039140946 | 0.019629545787184018886072199337728672199
f(z) = -8/225*z^3 + 281/90*z + 1
*
5/2 | 0.16402100453454498096236346595351892035 | 0.022438257699883653060856537498403397916
f(z) = -8/225*z^3 + 299/90*z + 1
*
-12 | 0.20417143380022076922684809028816935798 | 0.026454628784945183436741355362647842516
f(z) = -3/224*z^3 + 281/84*z + 1
*
[ -4 ] 
f(z) = -19/232*z^3 + 297/116*z + 1
*
[ -4 ] 
f(z) = -17/232*z^3 + 281/116*z + 1
*
[ 6 ] 
f(z) = -11/228*z^3 + 293/114*z + 1
*
[ -2/3 ] 
f(z) = -9/236*z^3 + 297/118*z + 1
*
[ 6 ] 
f(z) = -7/225*z^3 + 293/150*z + 1
*
-58/5 | 0.10123383669703325541774767102785712389 | 0.013075249310457719544936954766099691905
f(z) = -5/232*z^3 + 288/145*z + 1
*
[ -5/2 ] 
f(z) = -7/225*z^3 + 287/180*z + 1
*
[ 30/7 ] 
f(z) = -7/225*z^3 + 281/210*z + 1
*
-11/2 | 0.080441874761859479521575573525110660593 | 0.014144931131481546637595751871341024744
f(z) = -16/231*z^3 + 295/231*z + 1
*
[ 3 ] 
f(z) = -16/231*z^3 + 298/231*z + 1
*
[ 3 ] 
f(z) = -14/237*z^3 + 284/237*z + 1
*
-7 | 0.13722136800862524773612734812557751154 | 0.024172506469066034273092457908576938420
f(z) = -10/231*z^3 + 292/231*z + 1
*
[ 11/3 ] 
f(z) = -9/220*z^3 + 281/220*z + 1
*
[ 4 ] 
f(z) = -7/228*z^3 + 283/228*z + 1
*
[ 4 ] 
f(z) = -7/236*z^3 + 289/236*z + 1
*
[ 5 ] 
f(z) = -4/235*z^3 + 288/235*z + 1
*
[ 7 ] 
f(z) = -2/231*z^3 + 296/231*z + 1
*
[ -5 ] 
f(z) = -1/220*z^3 + 289/220*z + 1
*
[ -4 ] 
f(z) = -1/220*z^3 + 291/220*z + 1
*
[ -6 ] 
f(z) = -1/222*z^3 + 295/222*z + 1
*
[ 9 ] 
f(z) = -1/225*z^3 + 281/225*z + 1
*
21 | 0.16925281079142875893127718752381915318 | 0.029708624440222831183437484280490363524
f(z) = -1/231*z^3 + 298/231*z + 1
*
[ 9 ] 
f(z) = -1/234*z^3 + 289/234*z + 1
*
[ 15/4 ] 
f(z) = -7/225*z^3 + 281/240*z + 1
*
[ 9/16 ] 
f(z) = -8/243*z^3 - 221/288*z + 1
*
[ 7/12 ] 
f(z) = -18/245*z^3 - 193/280*z + 1
*
[ 10/19 ] 
f(z) = -19/250*z^3 - 167/190*z + 1
*
[ 8/15 ] 
f(z) = -9/256*z^3 - 173/200*z + 1
*
-5 | 0.10082408110654490739616959014259563497 | 0.018396410074952404437368899902594693158
f(z) = -1/240*z^3 - 167/240*z + 1
*
-9 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = -1/252*z^3 - 143/252*z + 1
*
[ 9/17 ] 
f(z) = -17/243*z^3 - 133/153*z + 1
*
[ 5/9 ] 
f(z) = -13/250*z^3 - 127/162*z + 1
*
[ 2/3 ] 
f(z) = -9/250*z^3 - 121/250*z + 1
*
[ 2/3 ] 
f(z) = -9/254*z^3 - 123/254*z + 1
*
[ 9/14 ] 
f(z) = -7/243*z^3 - 137/252*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -1/250*z^3 - 121/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -1/254*z^3 - 123/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -1/258*z^3 - 125/258*z + 1
*
[ 2/3 ] 
f(z) = -19/248*z^3 - 130/279*z + 1
*
[ 2/3 ] 
f(z) = -17/248*z^3 - 131/279*z + 1
*
[ 2/3 ] 
f(z) = -13/248*z^3 - 133/279*z + 1
*
[ 2/3 ] 
f(z) = -11/248*z^3 - 134/279*z + 1
*
[ 2/3 ] 
f(z) = -7/248*z^3 - 136/279*z + 1
*
[ 2/3 ] 
f(z) = -5/248*z^3 - 137/279*z + 1
*
[ 2/3 ] 
f(z) = -1/248*z^3 - 139/279*z + 1
*
[ 8/15 ] 
f(z) = -15/256*z^3 - 103/120*z + 1
*
[ 9/16 ] 
f(z) = -16/243*z^3 - 109/144*z + 1
*
[ 2/3 ] 
f(z) = -9/242*z^3 - 117/242*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -7/258*z^3 - 101/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -5/242*z^3 - 101/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -5/246*z^3 - 103/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -5/254*z^3 - 107/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = -5/258*z^3 - 109/258*z + 1
*
-5 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -4/255*z^3 - 104/255*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -3/242*z^3 - 109/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -3/250*z^3 - 113/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -3/254*z^3 - 115/254*z + 1
*
20/3 | 0.19308872238074253770085046339258415271 | 0.023395540590002913290043504922307221267
f(z) = -3/256*z^3 - 103/240*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -1/242*z^3 - 117/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -1/246*z^3 - 119/246*z + 1
*
12 | 0.10247017571717630064571660018102454478 | 0.018518518518518518518518518518518518519
f(z) = -1/253*z^3 - 109/253*z + 1
*
[ 4/7 ] 
f(z) = -7/256*z^3 - 83/112*z + 1
*
[ 3/5 ] 
f(z) = -20/243*z^3 - 86/135*z + 1
*
[ 3/5 ] 
f(z) = -10/243*z^3 - 88/135*z + 1
*
[ 3/5 ] 
f(z) = -5/243*z^3 - 89/135*z + 1
*
[ 2/3 ] 
f(z) = -15/256*z^3 - 91/192*z + 1
*
[ 2/3 ] 
f(z) = -3/256*z^3 - 95/192*z + 1
*
-4/5 | 0.23582371303748466133607840706614905769 | 0.028573513680278641540786537078075794804
f(z) = -15/256*z^3 - 91/240*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -11/250*z^3 - 81/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -11/254*z^3 - 83/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = -11/258*z^3 - 85/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -9/242*z^3 - 85/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -9/250*z^3 - 89/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -9/254*z^3 - 91/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -7/242*z^3 - 93/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -7/246*z^3 - 95/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -7/250*z^3 - 97/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -7/254*z^3 - 99/254*z + 1
*
[ 5/9 ] 
f(z) = -9/250*z^3 - 71/90*z + 1
*
[ 8/13 ] 
f(z) = -13/256*z^3 - 63/104*z + 1
*
[ 5/8 ] 
f(z) = -19/250*z^3 - 73/128*z + 1
*
8/3 | 0.19210272216793688229885036333873411307 | 0.023276072152302240616378292626048828909
f(z) = -15/256*z^3 - 67/120*z + 1
*
[ 9/14 ] 
f(z) = -14/243*z^3 - 67/126*z + 1
*
[ 5/8 ] 
f(z) = -9/250*z^3 - 75/128*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -1/252*z^3 - 61/126*z + 1
*
-9/5 | 0.24248081301634501515643393833562773545 | 0.028564813930365116461272694083630181006
f(z) = -20/243*z^3 - 77/180*z + 1
*
[ 3/4 ] 
f(z) = -14/243*z^3 - 65/216*z + 1
*
[ 3/4 ] 
f(z) = -10/243*z^3 - 67/216*z + 1
*
15/2 | 0.22138017814248640736106685866751948406 | 0.021696298224862068153774461189469547334
f(z) = -3/250*z^3 - 67/216*z + 1
*
[ 3/4 ] 
f(z) = -2/243*z^3 - 71/216*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -17/258*z^3 - 61/258*z + 1
*
[ 3/4 ] 
f(z) = -16/249*z^3 - 74/249*z + 1
*
[ 3/4 ] 
f(z) = -16/255*z^3 - 76/255*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -15/242*z^3 - 61/242*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -15/254*z^3 - 67/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = -13/242*z^3 - 69/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -13/246*z^3 - 71/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -13/250*z^3 - 73/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -13/254*z^3 - 75/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = -13/258*z^3 - 77/258*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -11/246*z^3 - 79/246*z + 1
*
-5 | 0.055476523584333166545096732891528532883 | 0.010122273034273277410370502006836514199
f(z) = -1/240*z^3 - 71/240*z + 1
*
40/9 | 0.28631643550026384581737681556467138611 | 0.027290911434223899124408483185165286349
f(z) = -9/250*z^3 - 67/288*z + 1
*
[ 5/9 ] 
f(z) = -3/250*z^3 - 43/54*z + 1
*
[ 2/3 ] 
f(z) = -15/248*z^3 - 44/93*z + 1
*
[ 2/3 ] 
f(z) = -3/248*z^3 - 46/93*z + 1
*
[ 9/13 ] 
f(z) = -13/243*z^3 - 49/117*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -11/252*z^3 - 41/126*z + 1
*
[ 2/3 ] 
f(z) = -9/244*z^3 - 59/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -9/244*z^3 - 43/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -7/244*z^3 - 47/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -5/244*z^3 - 51/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -5/252*z^3 - 53/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -3/244*z^3 - 55/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -1/244*z^3 - 59/122*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -19/242*z^3 - 45/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = -19/246*z^3 - 47/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -19/250*z^3 - 49/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = -19/254*z^3 - 51/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = -19/258*z^3 - 53/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = -17/242*z^3 - 53/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = -17/246*z^3 - 55/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = -17/250*z^3 - 57/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = -17/254*z^3 - 59/254*z + 1
*
5/2 | 0.15776973057986272965707778418865041926 | 0.028471796963656608140524784187202184693
f(z) = -8/255*z^3 - 52/255*z + 1
*
[ 11/13 ] 
f(z) = -13/242*z^3 - 41/286*z + 1
*
[ 10/17 ] 
f(z) = -17/250*z^3 - 23/34*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -11/256*z^3 - 21/64*z + 1
*
[ 2/3 ] 
f(z) = -9/256*z^3 - 31/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -9/256*z^3 - 23/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -7/240*z^3 - 23/60*z + 1
*
[ 5/7 ] 
f(z) = -7/250*z^3 - 27/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -7/256*z^3 - 25/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -5/256*z^3 - 27/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -3/256*z^3 - 29/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -1/256*z^3 - 31/64*z + 1
*
[ 5/7 ] 
f(z) = -11/250*z^3 - 37/98*z + 1
*
[ 8/11 ] 
f(z) = -11/256*z^3 - 31/88*z + 1
*
[ 5/7 ] 
f(z) = -1/250*z^3 - 39/98*z + 1
*
[ 3/4 ] 
f(z) = -20/243*z^3 - 31/108*z + 1
*
[ 15/19 ] 
f(z) = -19/250*z^3 - 25/114*z + 1
*
[ 3/4 ] 
f(z) = -4/243*z^3 - 35/108*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -19/244*z^3 - 23/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -19/252*z^3 - 25/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -17/244*z^3 - 27/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -17/252*z^3 - 29/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -15/244*z^3 - 31/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -13/244*z^3 - 35/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = -13/252*z^3 - 37/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = -11/244*z^3 - 39/122*z + 1
*
-7/6 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -6/245*z^3 - 23/210*z + 1
*
[ 8/9 ] 
f(z) = -3/256*z^3 - 25/216*z + 1
*
[ 9/10 ] 
f(z) = -4/243*z^3 - 22/225*z + 1
*
-5/4 | 0.15776869696344183993489658698591585180 | 0.028471610432838778184591408278060663820
f(z) = -16/255*z^3 - 26/255*z + 1
*
[ 7/8 ] 
f(z) = -8/245*z^3 - 33/280*z + 1
*
9/2 | 0.18310204811135161523254087282042095077 | 0.029598427606197207888459573692260099104
f(z) = -8/243*z^3 - 1/18*z + 1
*
-5 | 0.089413217357450020811153296290343757751 | 0.013506378942947119732710932488256791535
f(z) = -3/250*z^3 - 1/6*z + 1
*
-10/3 | 0.14532996949556178156210431620921191472 | 0.021952924833550384974915564507537026938
f(z) = -3/250*z^3 - 1/15*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -19/248*z^3 - 6/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -17/248*z^3 - 7/31*z + 1
*
[ 3/4 ] 
f(z) = -16/243*z^3 - 8/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -15/248*z^3 - 8/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -13/248*z^3 - 9/31*z + 1
*
[ 10/13 ] 
f(z) = -13/250*z^3 - 7/26*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -11/248*z^3 - 10/31*z + 1
*
[ 2/3 ] 
f(z) = -9/248*z^3 - 15/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -9/248*z^3 - 11/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -7/248*z^3 - 12/31*z + 1
*
-20/7 | 0.13084792177974405422368851728738277540 | 0.017522622166110795707200557892763215289
f(z) = -7/250*z^3 - 6/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -5/248*z^3 - 13/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -3/248*z^3 - 14/31*z + 1
*
5 | 0.089413217357450020811153296290343757751 | 0.013506378942947119732710932488256791535
f(z) = -3/250*z^3 - 17/30*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = -1/248*z^3 - 15/31*z + 1
*
[ 9/10 ] 
f(z) = -20/243*z^3 - 2/45*z + 1
*
[ 5/6 ] 
f(z) = -9/250*z^3 - 7/40*z + 1
*
[ 3/4 ] 
f(z) = -8/243*z^3 - 17/54*z + 1
*
20/3 | 0.12836162260900335442907603450980430228 | 0.019320542606665039686603006104911022639
f(z) = -3/256*z^3 - 11/48*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = -19/240*z^3 - 11/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -19/256*z^3 - 13/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -17/240*z^3 - 13/60*z + 1
*
[ 5/6 ] 
f(z) = -17/250*z^3 - 11/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -17/256*z^3 - 15/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -15/256*z^3 - 17/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -13/240*z^3 - 17/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -13/256*z^3 - 19/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = -11/240*z^3 - 19/60*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885
f(z) = -11/240*z^3 - 1/60*z + 1
*
[ 8/9 ] 
f(z) = -9/256*z^3 - 7/72*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885
f(z) = -7/240*z^3 - 17/60*z + 1
*
[ 5/6 ] 
f(z) = -7/250*z^3 - 13/72*z + 1
*
-12 | 0.12231305356275574882817748100633973950 | 0.022317298270065843361255584762314456117
f(z) = -1/240*z^3 - 19/60*z + 1
*
[ 4/5 ] 
f(z) = -15/256*z^3 - 17/80*z + 1
*
[ 9/11 ] 
f(z) = -11/243*z^3 - 19/99*z + 1
*
9/2 | 0.11165816199046756633042862893249427907 | 0.014323143240274167110032752639984307681
f(z) = -10/243*z^3 - 17/90*z + 1
*
[ 9/10 ] 
f(z) = -10/243*z^3 - 7/90*z + 1
*
[ 4/5 ] 
f(z) = -5/256*z^3 - 19/80*z + 1
*
[ 10/11 ] 
f(z) = -11/250*z^3 - 7/110*z + 1
*
-16/7 | 0.13377823719047834322500967543047948750 | 0.017858319705930898268552062144309685555
f(z) = -7/256*z^3 - 19/112*z + 1
*
36/7 | 0.15089298238948933851926232040475545215 | 0.020143000666514210831400758714688223131
f(z) = -7/256*z^3 - 3/112*z + 1
*
-14 | 0.11105473619585653861079086308415901918 | 0.020084304263288394950905769789544790107
f(z) = -1/252*z^3 - 19/126*z + 1
*
[ 7/8 ] 
f(z) = -16/245*z^3 - 13/140*z + 1
*
12 | 0.20973927704207207147691300300503460184 | 0.027089690828645849925518591113635087954
f(z) = -1/256*z^3 - 11/144*z + 1
*
[ 9/10 ] 
f(z) = -5/243*z^3 - 17/180*z + 1
*
[ 8/9 ] 
f(z) = -15/256*z^3 - 17/216*z + 1
*
[ 9/10 ] 
f(z) = -16/243*z^3 - 13/225*z + 1
*
[ 9/10 ] 
f(z) = -8/243*z^3 - 19/225*z + 1
*
[ 10/11 ] 
f(z) = -19/250*z^3 - 9/242*z + 1
*
[ 10/11 ] 
f(z) = -9/250*z^3 - 17/242*z + 1
*
[ 16/17 ] 
f(z) = -17/256*z^3 - 1/272*z + 1
*
[ 5/3 ] 
f(z) = -19/250*z^3 + 11/18*z + 1
*
[ -5/2 ] 
f(z) = -19/250*z^3 + 15/8*z + 1
*
[ 10 ] 
f(z) = -19/250*z^3 + 17/2*z + 1
*
[ 5 ] 
f(z) = -17/250*z^3 + 5/2*z + 1
*
[ 9/4 ] 
f(z) = -16/243*z^3 + 8/9*z + 1
*
[ -9/4 ] 
f(z) = -16/243*z^3 + 16/9*z + 1
*
[ 9/2 ] 
f(z) = -16/243*z^3 + 19/9*z + 1
*
[ -5 ] 
f(z) = -13/250*z^3 + 5/2*z + 1
*
[ 5/2 ] 
f(z) = -11/250*z^3 + 7/8*z + 1
*
[ -10 ] 
f(z) = -11/250*z^3 + 11/2*z + 1
*
[ 5 ] 
f(z) = -11/250*z^3 + 19/10*z + 1
*
[ 5/3 ] 
f(z) = -9/250*z^3 + 1/2*z + 1
*
-20/3 | 0.089413217357450020811153296290343757751 | 0.015085934422947427775558326730784228522
f(z) = -9/250*z^3 + 3/2*z + 1
*
35/6 | 0.11936402145571926257609542499532669588 | 0.017279711952000077385951691791257230343
f(z) = -9/250*z^3 + 5/8*z + 1
*
[ 10 ] 
f(z) = -9/250*z^3 + 9/2*z + 1
*
[ -20/3 ] 
f(z) = -9/250*z^3 + 11/4*z + 1
*
[ 10/3 ] 
f(z) = -9/250*z^3 + 11/10*z + 1
*
[ -5/2 ] 
f(z) = -9/250*z^3 + 13/8*z + 1
*
10 | 0.21148124943168443096618054483729105827 | 0.027603015323961402713579283118929794632
f(z) = -9/250*z^3 + 17/6*z + 1
*
[ 4/3 ] 
f(z) = -9/256*z^3 + 5/16*z + 1
*
[ 8/3 ] 
f(z) = -9/256*z^3 + 7/8*z + 1
*
[ -8/3 ] 
f(z) = -9/256*z^3 + 13/8*z + 1
*
20/3 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = -9/256*z^3 + 13/16*z + 1
*
-9/2 | 0.18310204811135161523254087282042095077 | 0.029598427606197207888459573692260099104
f(z) = -8/243*z^3 + 7/18*z + 1
*
[ 9/2 ] 
f(z) = -8/243*z^3 + 13/9*z + 1
*
[ 9/4 ] 
f(z) = -8/243*z^3 + 13/18*z + 1
*
[ -9/2 ] 
f(z) = -8/243*z^3 + 17/9*z + 1
*
[ 5 ] 
f(z) = -7/250*z^3 + 3/2*z + 1
*
-40/7 | 0.19751933674941187109478400425940929829 | 0.026450987232236934905725280001795694357
f(z) = -7/250*z^3 + 3/14*z + 1
*
[ 10/7 ] 
f(z) = -7/250*z^3 + 5/14*z + 1
*
-40/7 | 0.21695031473419117642765993625947049036 | 0.025626373731437003711194673419877613259
f(z) = -7/250*z^3 + 19/7*z + 1
*
[ -5 ] 
f(z) = -7/250*z^3 + 19/10*z + 1
*
[ 4 ] 
f(z) = -7/256*z^3 + 19/16*z + 1
*
[ 8 ] 
f(z) = -5/256*z^3 + 17/8*z + 1
*
[ 4 ] 
f(z) = -5/256*z^3 + 17/16*z + 1
*
[ -8 ] 
f(z) = -5/256*z^3 + 19/8*z + 1
*
[ 9/2 ] 
f(z) = -4/243*z^3 + 10/9*z + 1
*
[ -9/2 ] 
f(z) = -4/243*z^3 + 14/9*z + 1
*
[ -5 ] 
f(z) = -3/250*z^3 + 3/2*z + 1
*
-40/3 | 0.20493878106719512876953984706944108655 | 0.029667927248487154376744684426266331412
f(z) = -3/250*z^3 + 4/3*z + 1
*
[ 10/3 ] 
f(z) = -3/250*z^3 + 5/6*z + 1
*
20 | 0.10078802306333194680504698800746284842 | 0.014345950238906029456313923984986229971
f(z) = -3/250*z^3 + 9/2*z + 1
*
35/3 | 0.089414250973870910533334493493078325206 | 0.012373604312979211647471424394861209794
f(z) = -3/250*z^3 + 11/6*z + 1
*
[ 5 ] 
f(z) = -3/250*z^3 + 11/10*z + 1
*
[ 8 ] 
f(z) = -3/256*z^3 + 13/8*z + 1
*
[ -8 ] 
f(z) = -3/256*z^3 + 15/8*z + 1
*
[ 4 ] 
f(z) = -3/256*z^3 + 15/16*z + 1
*
9 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -2/243*z^3 + 1/18*z + 1
*
-9 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = -2/243*z^3 + 5/18*z + 1
*
[ 9 ] 
f(z) = -2/243*z^3 + 14/9*z + 1
*
[ -9 ] 
f(z) = -2/243*z^3 + 16/9*z + 1
*
[ 9/2 ] 
f(z) = -2/243*z^3 + 17/18*z + 1
*
18 | 0.18310213412461576703526978699826696744 | 0.029341993634194074388712020078556960386
f(z) = -2/243*z^3 + 19/9*z + 1
*
[ 9 ] 
f(z) = -1/243*z^3 + 11/9*z + 1
*
[ -9 ] 
f(z) = -1/243*z^3 + 13/9*z + 1
*
[ -10 ] 
f(z) = -1/250*z^3 + 3/2*z + 1
*
-15 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = -1/250*z^3 + 3/10*z + 1
*
[ 5/2 ] 
f(z) = -1/250*z^3 + 5/8*z + 1
*
[ 5 ] 
f(z) = -1/250*z^3 + 9/10*z + 1
*
40 | 0.14479414620602574850105999326800785210 | 0.020037359285295368743038151017433006419
f(z) = -1/250*z^3 + 11/2*z + 1
*
[ 15 ] 
f(z) = -1/250*z^3 + 11/6*z + 1
*
-30 | 0.14512996839759468960846599757017489480 | 0.021166888801203793400333528061400344788
f(z) = -1/250*z^3 + 19/5*z + 1
*
[ 8 ] 
f(z) = -1/256*z^3 + 9/8*z + 1
*
[ -8 ] 
f(z) = -1/256*z^3 + 11/8*z + 1
*
24 | 0.15403270679109895764827380476848368179 | 0.024949472527684057164762437782489850349
f(z) = -1/256*z^3 + 15/8*z + 1
*
[ 3/2 ] 
f(z) = -20/243*z^3 + 14/27*z + 1
*
[ 9/8 ] 
f(z) = -16/243*z^3 + 7/36*z + 1
*
[ 3/2 ] 
f(z) = -16/243*z^3 + 13/27*z + 1
*
[ 5/4 ] 
f(z) = -13/250*z^3 + 9/32*z + 1
*
40/11 | 0.22262962140180393992570571728840649663 | 0.028112085887026205184735080281458096118
f(z) = -11/250*z^3 + 15/22*z + 1
*
5 | 0.12206954629492159283417187679291743284 | 0.018439304594774928944901458167772317326
f(z) = -9/250*z^3 + 1/30*z + 1
*
[ 3/2 ] 
f(z) = -8/243*z^3 + 11/27*z + 1
*
[ 2 ] 
f(z) = -7/248*z^3 + 19/31*z + 1
*
[ 2 ] 
f(z) = -5/248*z^3 + 18/31*z + 1
*
[ 3/2 ] 
f(z) = -4/243*z^3 + 10/27*z + 1
*
[ 2 ] 
f(z) = -3/248*z^3 + 17/31*z + 1
*
[ 5/4 ] 
f(z) = -3/250*z^3 + 7/32*z + 1
*
-10 | 0.089413217357450020811153296290343757751 | 0.013506378942947119732710932488256791535
f(z) = -3/250*z^3 + 19/30*z + 1
*
[ 8/3 ] 
f(z) = -3/256*z^3 + 17/24*z + 1
*
[ 3 ] 
f(z) = -1/243*z^3 + 19/27*z + 1
*
[ 2 ] 
f(z) = -1/248*z^3 + 16/31*z + 1
*
[ 4/3 ] 
f(z) = -15/256*z^3 + 17/48*z + 1
*
[ 8/7 ] 
f(z) = -7/256*z^3 + 9/56*z + 1
*
[ 8/5 ] 
f(z) = -5/256*z^3 + 17/40*z + 1
*
[ 3/2 ] 
f(z) = -2/243*z^3 + 19/54*z + 1
*
[ 7/6 ] 
f(z) = -18/245*z^3 + 17/70*z + 1
*
-4 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503
f(z) = -13/240*z^3 + 7/60*z + 1
*
[ 9/8 ] 
f(z) = -8/243*z^3 + 11/72*z + 1
*
[ 9/7 ] 
f(z) = -7/243*z^3 + 17/63*z + 1
*
4 | 0.12946445587353863780332882861929620097 | 0.018095236349559207888446787238745194028
f(z) = -15/256*z^3 + 7/80*z + 1
*
[ 10/9 ] 
f(z) = -9/250*z^3 + 13/90*z + 1
*
-27/4 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = -4/243*z^3 + 13/108*z + 1
*
5/2 | 0.21605273235634231611219243263059675385 | 0.026985112853087592244671989670548771077
f(z) = -9/250*z^3 + 19/120*z + 1
*
[ 9/8 ] 
f(z) = -4/243*z^3 + 19/144*z + 1
*
[ 10/9 ] 
f(z) = -1/250*z^3 + 17/162*z + 1
*
[ 9/2 ] 
f(z) = -20/243*z^3 + 22/9*z + 1
*
[ -9/2 ] 
f(z) = -20/243*z^3 + 26/9*z + 1
*
[ 5 ] 
f(z) = -19/250*z^3 + 27/10*z + 1
*
[ -5 ] 
f(z) = -19/250*z^3 + 31/10*z + 1
*
[ 4 ] 
f(z) = -19/256*z^3 + 31/16*z + 1
*
[ -4 ] 
f(z) = -19/256*z^3 + 39/16*z + 1
*
[ -5 ] 
f(z) = -17/250*z^3 + 29/10*z + 1
*
[ -10/3 ] 
f(z) = -17/250*z^3 + 37/18*z + 1
*
[ 4 ] 
f(z) = -17/256*z^3 + 29/16*z + 1
*
[ -4 ] 
f(z) = -17/256*z^3 + 37/16*z + 1
*
[ -9/2 ] 
f(z) = -16/243*z^3 + 23/9*z + 1
*
[ 4 ] 
f(z) = -15/256*z^3 + 27/16*z + 1
*
[ -4 ] 
f(z) = -15/256*z^3 + 35/16*z + 1
*
[ 8 ] 
f(z) = -15/256*z^3 + 37/8*z + 1
*
[ -8 ] 
f(z) = -15/256*z^3 + 39/8*z + 1
*
[ 9/2 ] 
f(z) = -14/243*z^3 + 35/18*z + 1
*
[ 5 ] 
f(z) = -13/250*z^3 + 21/10*z + 1
*
[ 10/3 ] 
f(z) = -13/250*z^3 + 23/18*z + 1
*
5 | 0.16604138387419468836120442160460154491 | 0.024957884017993044275348552730084204218
f(z) = -13/250*z^3 + 31/10*z + 1
*
[ 4 ] 
f(z) = -13/256*z^3 + 25/16*z + 1
*
[ 8 ] 
f(z) = -13/256*z^3 + 33/8*z + 1
*
[ -4 ] 
f(z) = -13/256*z^3 + 33/16*z + 1
*
[ -8 ] 
f(z) = -13/256*z^3 + 35/8*z + 1
*
[ -5 ] 
f(z) = -11/250*z^3 + 23/10*z + 1
*
[ -5/3 ] 
f(z) = -11/250*z^3 + 31/18*z + 1
*
[ 4 ] 
f(z) = -11/256*z^3 + 23/16*z + 1
*
[ 8 ] 
f(z) = -11/256*z^3 + 29/8*z + 1
*
[ -8 ] 
f(z) = -11/256*z^3 + 31/8*z + 1
*
[ -4 ] 
f(z) = -11/256*z^3 + 31/16*z + 1
*
[ 9/2 ] 
f(z) = -10/243*z^3 + 29/18*z + 1
*
[ -9/2 ] 
f(z) = -10/243*z^3 + 37/18*z + 1
*
[ 9 ] 
f(z) = -10/243*z^3 + 38/9*z + 1
*
-10/3 | 0.11788317141806052383867193157853371896 | 0.016945648149845930354575108219381181869
f(z) = -9/250*z^3 + 21/5*z + 1
*
[ -5 ] 
f(z) = -9/250*z^3 + 21/10*z + 1
*
-5/3 | 0.089413217357450020811153296290343757751 | 0.013724813602712341812015613266440453938
f(z) = -9/250*z^3 + 27/10*z + 1
*
[ -10/9 ] 
f(z) = -9/250*z^3 + 35/18*z + 1
*
-10/3 | 0.092667772797534074511376782899973322796 | 0.013568165651703253567951513485526821427
f(z) = -9/250*z^3 + 37/10*z + 1
*
[ 4 ] 
f(z) = -9/256*z^3 + 21/16*z + 1
*
[ 8 ] 
f(z) = -9/256*z^3 + 25/8*z + 1
*
[ -8 ] 
f(z) = -9/256*z^3 + 27/8*z + 1
*
[ -16/3 ] 
f(z) = -9/256*z^3 + 35/16*z + 1
*
4/3 | 0.12836131398483143876341378490065860131 | 0.020108276113221880364909835443004951517
f(z) = -9/256*z^3 + 37/16*z + 1
*
[ -9/4 ] 
f(z) = -8/243*z^3 + 29/18*z + 1
*
[ 9 ] 
f(z) = -8/243*z^3 + 32/9*z + 1
*
[ -9 ] 
f(z) = -8/243*z^3 + 34/9*z + 1
*
9 | 0.18310270025070533459678771981954357979 | 0.026510670512980495158441676143222646772
f(z) = -8/243*z^3 + 37/18*z + 1
*
[ 9 ] 
f(z) = -7/243*z^3 + 29/9*z + 1
*
[ -9 ] 
f(z) = -7/243*z^3 + 31/9*z + 1
*
-5 | 0.089414157935058560401938380853048476189 | 0.013576044266801227498650921427010505650
f(z) = -7/250*z^3 + 29/10*z + 1
*
[ -10/3 ] 
f(z) = -7/250*z^3 + 29/18*z + 1
*
[ 10 ] 
f(z) = -7/250*z^3 + 37/10*z + 1
*
[ -10 ] 
f(z) = -7/250*z^3 + 39/10*z + 1
*
[ 8 ] 
f(z) = -7/256*z^3 + 21/8*z + 1
*
[ -8 ] 
f(z) = -7/256*z^3 + 23/8*z + 1
*
[ -4 ] 
f(z) = -7/256*z^3 + 27/16*z + 1
*
[ 9 ] 
f(z) = -5/243*z^3 + 23/9*z + 1
*
[ -9 ] 
f(z) = -5/243*z^3 + 25/9*z + 1
*
[ -4 ] 
f(z) = -5/256*z^3 + 25/16*z + 1
*
[ 9 ] 
f(z) = -4/243*z^3 + 20/9*z + 1
*
[ -9 ] 
f(z) = -4/243*z^3 + 22/9*z + 1
*
[ 20 ] 
f(z) = -3/250*z^3 + 23/4*z + 1
*
-20 | 0.15651841568613082939032044711170266763 | 0.022209015000602811968875898924829048330
f(z) = -3/250*z^3 + 23/5*z + 1
*
[ -10 ] 
f(z) = -3/250*z^3 + 23/10*z + 1
*
-5 | 0.10198378623064571219868671510132706228 | 0.012443709695212263160343328863281931644
f(z) = -3/250*z^3 + 29/6*z + 1
*
20 | 0.10845279184363923377481361382042982131 | 0.013126221449418278362847731331249115223
f(z) = -3/250*z^3 + 31/8*z + 1
*
10/3 | 0.10106202375542980996701621502063496400 | 0.012054639867509356456622015979172470024
f(z) = -3/250*z^3 + 35/6*z + 1
*
[ -4 ] 
f(z) = -3/256*z^3 + 23/16*z + 1
*
12 | 0.12836058899258246470689483730706973483 | 0.020681385438285534961132491054158957150
f(z) = -3/256*z^3 + 31/16*z + 1
*
-18 | 0.18310255402895554510597289361699113270 | 0.029102843816448894209379986940109432557
f(z) = -2/243*z^3 + 20/9*z + 1
*
[ -9/2 ] 
f(z) = -2/243*z^3 + 25/18*z + 1
*
10 | 0.089413869496803740175400143289466386770 | 0.014071240567158413443248914496469342346
f(z) = -1/250*z^3 + 23/10*z + 1
*
15 | 0.11654009884663360909873953185545467577 | 0.014633715369711480504314355470520569929
f(z) = -1/250*z^3 + 23/18*z + 1
*
70/3 | 0.23206397680060410797069803843269480810 | 0.026550919447539297527623250959523398878
f(z) = -1/250*z^3 + 25/9*z + 1
*
30 | 0.089414937047596955346338775485436768483 | 0.013576162562008097890442704400137264047
f(z) = -1/250*z^3 + 29/10*z + 1
*
[ -5/3 ] 
f(z) = -1/250*z^3 + 29/18*z + 1
*
[ 16 ] 
f(z) = -1/256*z^3 + 31/16*z + 1
*
[ -16 ] 
f(z) = -1/256*z^3 + 33/16*z + 1
*
[ 9/4 ] 
f(z) = -20/243*z^3 + 35/36*z + 1
*
[ 3 ] 
f(z) = -20/243*z^3 + 38/27*z + 1
*
[ 3 ] 
f(z) = -19/243*z^3 + 37/27*z + 1
*
[ 2 ] 
f(z) = -19/248*z^3 + 25/31*z + 1
*
[ 7/3 ] 
f(z) = -18/245*z^3 + 34/35*z + 1
*
[ 3 ] 
f(z) = -17/243*z^3 + 35/27*z + 1
*
[ 2 ] 
f(z) = -17/248*z^3 + 24/31*z + 1
*
[ 3 ] 
f(z) = -16/243*z^3 + 34/27*z + 1
*
[ 7/4 ] 
f(z) = -16/245*z^3 + 22/35*z + 1
*
[ 2 ] 
f(z) = -15/248*z^3 + 23/31*z + 1
*
[ 8/3 ] 
f(z) = -15/256*z^3 + 25/24*z + 1
*
[ 3 ] 
f(z) = -14/243*z^3 + 32/27*z + 1
*
[ 3 ] 
f(z) = -13/243*z^3 + 31/27*z + 1
*
[ 2 ] 
f(z) = -13/248*z^3 + 22/31*z + 1
*
[ 3 ] 
f(z) = -11/243*z^3 + 29/27*z + 1
*
[ 2 ] 
f(z) = -11/248*z^3 + 21/31*z + 1
*
[ 3 ] 
f(z) = -10/243*z^3 + 28/27*z + 1
*
[ 11/3 ] 
f(z) = -9/242*z^3 + 27/22*z + 1
*
[ -11/3 ] 
f(z) = -9/242*z^3 + 39/22*z + 1
*
[ 7/3 ] 
f(z) = -9/245*z^3 + 27/35*z + 1
*
[ 2 ] 
f(z) = -9/248*z^3 + 20/31*z + 1
*
[ 3 ] 
f(z) = -8/243*z^3 + 26/27*z + 1
*
[ 7/2 ] 
f(z) = -8/245*z^3 + 39/35*z + 1
*
[ 3 ] 
f(z) = -7/243*z^3 + 25/27*z + 1
*
[ 3 ] 
f(z) = -5/243*z^3 + 23/27*z + 1
*
[ 3 ] 
f(z) = -4/243*z^3 + 22/27*z + 1
*
[ 9/4 ] 
f(z) = -4/243*z^3 + 23/36*z + 1
*
[ 7/2 ] 
f(z) = -4/245*z^3 + 32/35*z + 1
*
10 | 0.19303685003995717310044679463045914608 | 0.029159322566030903161576769575774386912
f(z) = -3/250*z^3 + 23/30*z + 1
*
-55/6 | 0.11936402145571926257609542499532669588 | 0.014564386025920288913934845398384537716
f(z) = -3/250*z^3 + 29/24*z + 1
*
[ 15/2 ] 
f(z) = -3/250*z^3 + 37/24*z + 1
*
[ -8/3 ] 
f(z) = -3/256*z^3 + 35/24*z + 1
*
[ 3 ] 
f(z) = -2/243*z^3 + 20/27*z + 1
*
[ -3 ] 
f(z) = -2/243*z^3 + 38/27*z + 1
*
[ 11 ] 
f(z) = -1/242*z^3 + 31/22*z + 1
*
[ -11 ] 
f(z) = -1/242*z^3 + 35/22*z + 1
*
[ 9/2 ] 
f(z) = -1/243*z^3 + 31/36*z + 1
*
[ -3 ] 
f(z) = -1/243*z^3 + 37/27*z + 1
*
[ 7 ] 
f(z) = -1/245*z^3 + 37/35*z + 1
*
[ 20/3 ] 
f(z) = -1/250*z^3 + 37/36*z + 1
*
[ 9/5 ] 
f(z) = -20/243*z^3 + 32/45*z + 1
*
[ 8/5 ] 
f(z) = -15/256*z^3 + 21/40*z + 1
*
[ 3/2 ] 
f(z) = -14/243*z^3 + 25/54*z + 1
*
[ 5/2 ] 
f(z) = -13/250*z^3 + 37/40*z + 1
*
[ 3/2 ] 
f(z) = -10/243*z^3 + 23/54*z + 1
*
[ 9/5 ] 
f(z) = -10/243*z^3 + 26/45*z + 1
*
[ 5/2 ] 
f(z) = -9/250*z^3 + 33/40*z + 1
*
4 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = -9/256*z^3 + 31/48*z + 1
*
[ 5/2 ] 
f(z) = -7/250*z^3 + 31/40*z + 1
*
[ 9/5 ] 
f(z) = -5/243*z^3 + 23/45*z + 1
*
[ 5/2 ] 
f(z) = -3/250*z^3 + 27/40*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885
f(z) = -19/240*z^3 + 31/60*z + 1
*
-4 | 0.089414521636157459539646990288589015789 | 0.016314616395424596485460248511486002034
f(z) = -17/240*z^3 + 23/60*z + 1
*
[ 9/7 ] 
f(z) = -14/243*z^3 + 20/63*z + 1
*
4 | 0.15734534105038836665975697590789764769 | 0.028709306205204650662829897457910597668
f(z) = -13/240*z^3 + 37/60*z + 1
*
[ 15/11 ] 
f(z) = -11/250*z^3 + 23/66*z + 1
*
[ 7/4 ] 
f(z) = -8/245*z^3 + 37/70*z + 1
*
[ 2 ] 
f(z) = -7/240*z^3 + 37/60*z + 1
*
[ 2 ] 
f(z) = -7/256*z^3 + 39/64*z + 1
*
[ 2 ] 
f(z) = -5/256*z^3 + 37/64*z + 1
*
[ 2 ] 
f(z) = -3/256*z^3 + 35/64*z + 1
*
-85/6 | 0.11155285684886515990169817963061010649 | 0.012251851031988126595906766641122880400
f(z) = -1/250*z^3 + 29/72*z + 1
*
[ 2 ] 
f(z) = -1/256*z^3 + 33/64*z + 1
*
-9/2 | 0.11165816199046756633042862893249427907 | 0.014323143240274167110032752639984307681
f(z) = -10/243*z^3 + 23/90*z + 1
*
-28/5 | 0.13829539092118802257480075911710793013 | 0.019329535414863376501503608224248205721
f(z) = -5/256*z^3 + 29/80*z + 1
*
[ 5/3 ] 
f(z) = -1/250*z^3 + 37/90*z + 1
*
[ 7/6 ] 
f(z) = -12/245*z^3 + 22/105*z + 1
*
[ 3/2 ] 
f(z) = -1/243*z^3 + 37/108*z + 1
*
-8/3 | 0.13249391059630353509141483247850494124 | 0.016053587309836526241200778959204229853
f(z) = -15/256*z^3 + 23/120*z + 1
*
[ 4/3 ] 
f(z) = -9/248*z^3 + 39/124*z + 1
*
[ 9/8 ] 
f(z) = -20/243*z^3 + 31/144*z + 1
*
[ 7/6 ] 
f(z) = -9/245*z^3 + 27/140*z + 1
*
[ 4/3 ] 
f(z) = -1/256*z^3 + 37/144*z + 1
*
[ 10/9 ] 
f(z) = -11/250*z^3 + 25/162*z + 1
*
[ 5/4 ] 
f(z) = -7/250*z^3 + 39/160*z + 1
*
[ 5/4 ] 
f(z) = -1/250*z^3 + 33/160*z + 1
*
[ 7/6 ] 
f(z) = -6/245*z^3 + 37/210*z + 1
*
[ 16/15 ] 
f(z) = -15/256*z^3 + 31/240*z + 1
*
-16 | 0.12946548948995952752551002582203076843 | 0.023622335151211510368558032419202526079
f(z) = -1/240*z^3 + 31/240*z + 1
*
[ 10/9 ] 
f(z) = -3/250*z^3 + 31/270*z + 1
*
[ 9/8 ] 
f(z) = -2/243*z^3 + 35/288*z + 1
*
[ 8 ] 
f(z) = -19/256*z^3 + 45/8*z + 1
*
[ -8 ] 
f(z) = -19/256*z^3 + 47/8*z + 1
*
[ 9 ] 
f(z) = -17/243*z^3 + 59/9*z + 1
*
[ 8 ] 
f(z) = -17/256*z^3 + 41/8*z + 1
*
[ -8 ] 
f(z) = -17/256*z^3 + 43/8*z + 1
*
[ 9 ] 
f(z) = -16/243*z^3 + 56/9*z + 1
*
[ -9 ] 
f(z) = -16/243*z^3 + 58/9*z + 1
*
[ -9/2 ] 
f(z) = -14/243*z^3 + 43/18*z + 1
*
[ 9 ] 
f(z) = -14/243*z^3 + 50/9*z + 1
*
[ -9 ] 
f(z) = -14/243*z^3 + 52/9*z + 1
*
[ 9 ] 
f(z) = -13/243*z^3 + 47/9*z + 1
*
[ -9 ] 
f(z) = -13/243*z^3 + 49/9*z + 1
*
[ 9 ] 
f(z) = -11/243*z^3 + 41/9*z + 1
*
[ -9 ] 
f(z) = -11/243*z^3 + 43/9*z + 1
*
[ 10 ] 
f(z) = -11/250*z^3 + 53/10*z + 1
*
[ -9 ] 
f(z) = -10/243*z^3 + 40/9*z + 1
*
9 | 0.18310270025070533459678771981954357979 | 0.025474601260180094529366352740581734021
f(z) = -10/243*z^3 + 49/18*z + 1
*
[ -10 ] 
f(z) = -9/250*z^3 + 47/10*z + 1
*
35/3 | 0.19018684969199542962767061383015226428 | 0.026596950078241258525063834681492097233
f(z) = -9/250*z^3 + 51/10*z + 1
*
[ -15 ] 
f(z) = -9/250*z^3 + 55/6*z + 1
*
-8/3 | 0.20741357057786283957574798342013577705 | 0.028520655687643568963559900970476428783
f(z) = -9/256*z^3 + 45/8*z + 1
*
-9 | 0.18310324349095998472912836179327190489 | 0.026122494100255559474465890117392075238
f(z) = -8/243*z^3 + 41/18*z + 1
*
45/4 | 0.10400001227542896072494853545181870257 | 0.014104805738079735275025396083588750662
f(z) = -8/243*z^3 + 59/18*z + 1
*
[ -20 ] 
f(z) = -7/250*z^3 + 49/4*z + 1
*
4 | 0.12836191668362868895509284414002323328 | 0.019145880592625736042963414351737271433
f(z) = -7/256*z^3 + 51/16*z + 1
*
-4 | 0.091912862805334413656892543202202797666 | 0.013417689043390698136505735279785302120
f(z) = -7/256*z^3 + 59/16*z + 1
*
-4 | 0.15017175799237624337585877657169824842 | 0.022033405257770733538558849878254857053
f(z) = -5/256*z^3 + 57/16*z + 1
*
-9/2 | 0.19067257163554675065524696017817757891 | 0.027202375188269318744067110756706439087
f(z) = -4/243*z^3 + 41/9*z + 1
*
-15 | 0.10534200299708517484158713049105901091 | 0.015195498710512503131295541359004622935
f(z) = -3/250*z^3 + 41/10*z + 1
*
-10 | 0.20493878106719512876953984706944108655 | 0.026402251565912562394811982362163502700
f(z) = -3/250*z^3 + 47/15*z + 1
*
20 | 0.23626628745696353227034923963240305001 | 0.027094341267860514867193452627288986131
f(z) = -3/250*z^3 + 49/12*z + 1
*
-20 | 0.20774161410608469864640881312750479695 | 0.026001632433159108624847457531126476342
f(z) = -3/250*z^3 + 59/15*z + 1
*
-4 | 0.10812029008360237957989209197379580863 | 0.015947129120239778812773854046079152816
f(z) = -3/256*z^3 + 55/16*z + 1
*
-9 | 0.18360341211729186174403165314273496104 | 0.024900866875905521667898844959159719969
f(z) = -2/243*z^3 + 59/18*z + 1
*
-9 | 0.18323034273724400778514863114630862367 | 0.026233040017599676462824368797028067926
f(z) = -1/243*z^3 + 40/9*z + 1
*
[ 18 ] 
f(z) = -1/243*z^3 + 41/18*z + 1
*
[ -18 ] 
f(z) = -1/243*z^3 + 43/18*z + 1
*
20/3 | 0.098456503114550500971530432324716450100 | 0.011526319289865599374038814328614961535
f(z) = -1/250*z^3 + 41/18*z + 1
*
[ 40 ] 
f(z) = -1/250*z^3 + 59/8*z + 1
*
-8 | 0.16825477554853632833387737305182011649 | 0.023281619640464867631333468676113032105
f(z) = -1/256*z^3 + 43/8*z + 1
*
-4 | 0.10268890122472099995706374444251714337 | 0.015229233138080149842909933800837056624
f(z) = -1/256*z^3 + 53/16*z + 1
*
[ -3/2 ] 
f(z) = -20/243*z^3 + 50/27*z + 1
*
[ -3 ] 
f(z) = -20/243*z^3 + 56/27*z + 1
*
[ -3 ] 
f(z) = -19/243*z^3 + 55/27*z + 1
*
[ -2 ] 
f(z) = -19/248*z^3 + 56/31*z + 1
*
[ -3 ] 
f(z) = -17/243*z^3 + 53/27*z + 1
*
[ -2 ] 
f(z) = -17/248*z^3 + 55/31*z + 1
*
[ -3/2 ] 
f(z) = -16/243*z^3 + 49/27*z + 1
*
[ -3 ] 
f(z) = -16/243*z^3 + 52/27*z + 1
*
[ 7/2 ] 
f(z) = -16/245*z^3 + 53/35*z + 1
*
[ -2 ] 
f(z) = -15/248*z^3 + 54/31*z + 1
*
[ -8/3 ] 
f(z) = -15/256*z^3 + 43/24*z + 1
*
[ -3 ] 
f(z) = -14/243*z^3 + 50/27*z + 1
*
6 | 0.18310659077341316326997475755833134775 | 0.028714823806867521746720368622931466198
f(z) = -13/240*z^3 + 49/20*z + 1
*
[ -3 ] 
f(z) = -13/243*z^3 + 49/27*z + 1
*
[ -2 ] 
f(z) = -13/248*z^3 + 53/31*z + 1
*
[ 7/2 ] 
f(z) = -12/245*z^3 + 46/35*z + 1
*
[ -3 ] 
f(z) = -11/243*z^3 + 47/27*z + 1
*
[ -2 ] 
f(z) = -11/248*z^3 + 52/31*z + 1
*
[ -10/11 ] 
f(z) = -11/250*z^3 + 47/22*z + 1
*
[ -3 ] 
f(z) = -10/243*z^3 + 46/27*z + 1
*
[ -7/3 ] 
f(z) = -9/245*z^3 + 57/35*z + 1
*
[ -2 ] 
f(z) = -9/248*z^3 + 51/31*z + 1
*
[ 20/3 ] 
f(z) = -9/250*z^3 + 49/20*z + 1
*
[ -3 ] 
f(z) = -8/243*z^3 + 44/27*z + 1
*
[ -3/2 ] 
f(z) = -8/243*z^3 + 47/27*z + 1
*
[ -7/2 ] 
f(z) = -8/245*z^3 + 59/35*z + 1
*
[ -3 ] 
f(z) = -7/243*z^3 + 43/27*z + 1
*
[ 9/2 ] 
f(z) = -7/243*z^3 + 49/36*z + 1
*
[ -2 ] 
f(z) = -7/248*z^3 + 50/31*z + 1
*
60/7 | 0.24097312058142818914190221918972836594 | 0.027057842723657746819922540089259066135
f(z) = -7/250*z^3 + 59/28*z + 1
*
[ -5/4 ] 
f(z) = -7/250*z^3 + 59/32*z + 1
*
[ -3 ] 
f(z) = -5/243*z^3 + 41/27*z + 1
*
[ 9/2 ] 
f(z) = -5/243*z^3 + 43/36*z + 1
*
[ -9/2 ] 
f(z) = -5/243*z^3 + 59/36*z + 1
*
[ -2 ] 
f(z) = -5/248*z^3 + 49/31*z + 1
*
[ -3 ] 
f(z) = -4/243*z^3 + 40/27*z + 1
*
45/4 | 0.11883810526087300375677535209673204841 | 0.016839660266635174663148286730671028620
f(z) = -4/243*z^3 + 43/36*z + 1
*
[ -3/2 ] 
f(z) = -4/243*z^3 + 46/27*z + 1
*
[ -9/4 ] 
f(z) = -4/243*z^3 + 55/36*z + 1
*
[ -7/2 ] 
f(z) = -4/245*z^3 + 52/35*z + 1
*
[ 7 ] 
f(z) = -4/245*z^3 + 58/35*z + 1
*
[ 11 ] 
f(z) = -3/242*z^3 + 53/22*z + 1
*
[ -11 ] 
f(z) = -3/242*z^3 + 57/22*z + 1
*
[ 7 ] 
f(z) = -3/245*z^3 + 51/35*z + 1
*
[ -2 ] 
f(z) = -3/248*z^3 + 48/31*z + 1
*
[ -10/3 ] 
f(z) = -3/250*z^3 + 43/30*z + 1
*
[ -5/3 ] 
f(z) = -3/250*z^3 + 49/30*z + 1
*
[ -5/6 ] 
f(z) = -3/250*z^3 + 53/24*z + 1
*
15 | 0.15044723339456722588866692056381740801 | 0.020619341017651565041282612829877399170
f(z) = -3/250*z^3 + 59/30*z + 1
*
40/3 | 0.15403374040751984737045500197121824925 | 0.020714519123879441570494939865186705650
f(z) = -3/256*z^3 + 53/24*z + 1
*
[ 7 ] 
f(z) = -2/245*z^3 + 44/35*z + 1
*
[ -7 ] 
f(z) = -2/245*z^3 + 54/35*z + 1
*
[ -9/2 ] 
f(z) = -1/243*z^3 + 47/36*z + 1
*
18 | 0.18310335239005905396103456681866620881 | 0.025071763508923128119206357183292861468
f(z) = -1/243*z^3 + 55/36*z + 1
*
-18 | 0.18500368646679728137634672226200716907 | 0.025090776446564833859842906685902137625
f(z) = -1/243*z^3 + 59/36*z + 1
*
[ -7 ] 
f(z) = -1/245*z^3 + 47/35*z + 1
*
[ -2 ] 
f(z) = -1/248*z^3 + 47/31*z + 1
*
20 | 0.20493807855997755548161838079204836793 | 0.029562152037105441344495290087523341774
f(z) = -1/250*z^3 + 41/20*z + 1
*
-45/2 | 0.23287487202580731339226504000822683785 | 0.026833658978114352712026657180738228755
f(z) = -1/250*z^3 + 47/24*z + 1
*
[ 20 ] 
f(z) = -1/250*z^3 + 51/20*z + 1
*
[ -20 ] 
f(z) = -1/250*z^3 + 53/20*z + 1
*
[ -15 ] 
f(z) = -1/250*z^3 + 59/30*z + 1
*
[ 5/2 ] 
f(z) = -19/250*z^3 + 43/40*z + 1
*
[ 5/2 ] 
f(z) = -17/250*z^3 + 41/40*z + 1
*
-4 | 0.16485489507176189839065886098263721213 | 0.024315161342798488816719456152346914209
f(z) = -9/256*z^3 + 55/48*z + 1
*
36/5 | 0.19303685003995717310044679463045914608 | 0.026566670629768386203440119460200510909
f(z) = -5/243*z^3 + 53/45*z + 1
*
[ -5/2 ] 
f(z) = -3/250*z^3 + 59/40*z + 1
*
[ 16/3 ] 
f(z) = -3/256*z^3 + 55/48*z + 1
*
[ 6 ] 
f(z) = -1/243*z^3 + 53/54*z + 1
*
[ 6 ] 
f(z) = -1/252*z^3 + 41/42*z + 1
*
[ -6 ] 
f(z) = -1/252*z^3 + 55/42*z + 1
*
[ 2 ] 
f(z) = -19/240*z^3 + 49/60*z + 1
*
[ 2 ] 
f(z) = -19/256*z^3 + 51/64*z + 1
*
[ 2 ] 
f(z) = -17/240*z^3 + 47/60*z + 1
*
4 | 0.15734534105038836665975697590789764769 | 0.028709306205204650662829897457910597668
f(z) = -17/240*z^3 + 53/60*z + 1
*
[ 2 ] 
f(z) = -17/256*z^3 + 49/64*z + 1
*
[ 2 ] 
f(z) = -15/256*z^3 + 47/64*z + 1
*
[ 2 ] 
f(z) = -13/240*z^3 + 43/60*z + 1
*
[ 2 ] 
f(z) = -13/256*z^3 + 45/64*z + 1
*
[ 2 ] 
f(z) = -11/240*z^3 + 41/60*z + 1
*
-6 | 0.064345616679985724366815598210153048693 | 0.011740532003657151803423963727448037529
f(z) = -11/240*z^3 + 49/60*z + 1
*
-4 | 0.15734534105038836665975697590789764769 | 0.028709306205204650662829897457910597668
f(z) = -11/240*z^3 + 59/60*z + 1
*
[ 2 ] 
f(z) = -11/256*z^3 + 43/64*z + 1
*
[ 9/4 ] 
f(z) = -10/243*z^3 + 55/72*z + 1
*
[ 2 ] 
f(z) = -9/256*z^3 + 41/64*z + 1
*
[ 8/3 ] 
f(z) = -7/256*z^3 + 59/72*z + 1
*
[ 8/3 ] 
f(z) = -5/256*z^3 + 55/72*z + 1
*
[ 11/3 ] 
f(z) = -3/242*z^3 + 59/66*z + 1
*
[ 9/4 ] 
f(z) = -2/243*z^3 + 43/72*z + 1
*
[ 7/2 ] 
f(z) = -2/245*z^3 + 57/70*z + 1
*
-20 | 0.089415555252578349261828187491323583243 | 0.016314804989571254744454465045674409503
f(z) = -1/240*z^3 + 43/60*z + 1
*
[ 4 ] 
f(z) = -1/240*z^3 + 49/60*z + 1
*
[ 6 ] 
f(z) = -1/240*z^3 + 59/60*z + 1
*
[ 8/3 ] 
f(z) = -1/256*z^3 + 47/72*z + 1
*
[ 10/7 ] 
f(z) = -17/250*z^3 + 43/98*z + 1
*
[ 5/3 ] 
f(z) = -17/250*z^3 + 53/90*z + 1
*
-4 | 0.15816499477839913831061260273718432075 | 0.022106708311797755880881455441629982032
f(z) = -15/256*z^3 + 47/80*z + 1
*
[ 5/3 ] 
f(z) = -13/250*z^3 + 49/90*z + 1
*
[ 5/3 ] 
f(z) = -11/250*z^3 + 47/90*z + 1
*
[ 11/6 ] 
f(z) = -9/242*z^3 + 51/88*z + 1
*
[ 5/3 ] 
f(z) = -7/250*z^3 + 43/90*z + 1
*
[ 3 ] 
f(z) = -1/252*z^3 + 59/84*z + 1
*
[ 3/2 ] 
f(z) = -19/243*z^3 + 55/108*z + 1
*
[ 3/2 ] 
f(z) = -17/243*z^3 + 53/108*z + 1
*
[ 3/2 ] 
f(z) = -13/243*z^3 + 49/108*z + 1
*
60/13 | 0.23301969292376758917578934410712008536 | 0.024599066672815620985350991027963966233
f(z) = -13/250*z^3 + 45/104*z + 1
*
[ 3/2 ] 
f(z) = -11/243*z^3 + 47/108*z + 1
*
[ 3/2 ] 
f(z) = -7/243*z^3 + 43/108*z + 1
*
[ 3/2 ] 
f(z) = -5/243*z^3 + 41/108*z + 1
*
[ 4/3 ] 
f(z) = -19/256*z^3 + 55/144*z + 1
*
[ 4/3 ] 
f(z) = -17/256*z^3 + 53/144*z + 1
*
[ 4/3 ] 
f(z) = -13/256*z^3 + 49/144*z + 1
*
[ 4/3 ] 
f(z) = -11/256*z^3 + 47/144*z + 1
*
[ 4/3 ] 
f(z) = -7/256*z^3 + 43/144*z + 1
*
[ 4/3 ] 
f(z) = -5/256*z^3 + 41/144*z + 1
*
[ 5/4 ] 
f(z) = -19/250*z^3 + 51/160*z + 1
*
[ 5/4 ] 
f(z) = -17/250*z^3 + 49/160*z + 1
*
[ 5/4 ] 
f(z) = -11/250*z^3 + 43/160*z + 1
*
[ 5/4 ] 
f(z) = -9/250*z^3 + 41/160*z + 1
*
[ 11/9 ] 
f(z) = -9/242*z^3 + 47/198*z + 1
*
-63/10 | 0.19303815431866461182894048862870440412 | 0.022740351663214155332640409827802181970
f(z) = -5/243*z^3 + 47/180*z + 1
*
[ 16/13 ] 
f(z) = -13/256*z^3 + 55/208*z + 1
*
[ 6/5 ] 
f(z) = -5/252*z^3 + 41/210*z + 1
*
5 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -4/255*z^3 + 49/255*z + 1
*
20/3 | 0.22161433132884841958011940221911199457 | 0.026851837953056577488198514654867346280
f(z) = -3/256*z^3 + 41/240*z + 1
*
[ 6/5 ] 
f(z) = -5/243*z^3 + 53/270*z + 1
*
[ 9/8 ] 
f(z) = -14/243*z^3 + 53/288*z + 1
*
[ 9/8 ] 
f(z) = -10/243*z^3 + 47/288*z + 1
*
[ 9 ] 
f(z) = -20/243*z^3 + 68/9*z + 1
*
[ -9 ] 
f(z) = -20/243*z^3 + 70/9*z + 1
*
[ 9 ] 
f(z) = -19/243*z^3 + 65/9*z + 1
*
[ -9 ] 
f(z) = -19/243*z^3 + 67/9*z + 1
*
[ -9 ] 
f(z) = -17/243*z^3 + 61/9*z + 1
*
[ 10 ] 
f(z) = -17/250*z^3 + 77/10*z + 1
*
[ -10 ] 
f(z) = -17/250*z^3 + 79/10*z + 1
*
[ 10 ] 
f(z) = -13/250*z^3 + 61/10*z + 1
*
[ -10 ] 
f(z) = -13/250*z^3 + 63/10*z + 1
*
[ 15 ] 
f(z) = -11/250*z^3 + 65/6*z + 1
*
40/3 | 0.18460031848830101763571460248123139899 | 0.024866790125853438011612624742176417432
f(z) = -9/250*z^3 + 67/10*z + 1
*
-9/2 | 0.18320710741759663080461547075199215605 | 0.024735285890286503281750665783435785856
f(z) = -8/243*z^3 + 61/18*z + 1
*
9/4 | 0.18548233141139349636177247565512629659 | 0.024729231685917191139784787911982345463
f(z) = -8/243*z^3 + 67/18*z + 1
*
-45/4 | 0.18625638812624052342988185676810667047 | 0.024551689070018153785288767743348051820
f(z) = -8/243*z^3 + 73/18*z + 1
*
12 | 0.098162441126442823098781639730194747546 | 0.014068866700378754793126390382832464522
f(z) = -7/256*z^3 + 67/16*z + 1
*
-4 | 0.17360656693305382189967596482662768014 | 0.024579553036740734826485122910321633181
f(z) = -5/256*z^3 + 73/16*z + 1
*
[ -30 ] 
f(z) = -3/250*z^3 + 71/6*z + 1
*
[ -16 ] 
f(z) = -3/256*z^3 + 65/16*z + 1
*
20 | 0.088044260486773382077725101318625587288 | 0.012514697803545161039099390643133953219
f(z) = -3/256*z^3 + 71/16*z + 1
*
[ 18 ] 
f(z) = -2/243*z^3 + 65/18*z + 1
*
[ -18 ] 
f(z) = -2/243*z^3 + 67/18*z + 1
*
9/2 | 0.18314359984772479687378133792219867589 | 0.024230097792166632537916992088866443680
f(z) = -2/243*z^3 + 71/18*z + 1
*
-5 | 0.16969887333741806249958918308652491981 | 0.023050615338819425029431534561040221648
f(z) = -1/250*z^3 + 63/10*z + 1
*
-28 | 0.16321483286526512016077295194830595559 | 0.023711152754345808412532029716947888018
f(z) = -1/256*z^3 + 61/16*z + 1
*
[ -9/4 ] 
f(z) = -20/243*z^3 + 67/36*z + 1
*
-60/19 | 0.25299381278382821017590166728323602773 | 0.028199884757479008286331417378194610695
f(z) = -19/250*z^3 + 63/38*z + 1
*
[ -7/3 ] 
f(z) = -18/245*z^3 + 64/35*z + 1
*
[ 9/2 ] 
f(z) = -17/243*z^3 + 79/36*z + 1
*
[ -5/4 ] 
f(z) = -17/250*z^3 + 61/32*z + 1
*
[ -3/4 ] 
f(z) = -16/243*z^3 + 64/27*z + 1
*
[ -9/8 ] 
f(z) = -16/243*z^3 + 71/36*z + 1
*
[ -7/4 ] 
f(z) = -16/245*z^3 + 62/35*z + 1
*
[ -7/2 ] 
f(z) = -16/245*z^3 + 73/35*z + 1
*
8 | 0.15464570830170642207412226520217665947 | 0.019737342879515086053186285490892534550
f(z) = -15/256*z^3 + 79/24*z + 1
*
[ 9/2 ] 
f(z) = -13/243*z^3 + 67/36*z + 1
*
[ -7/2 ] 
f(z) = -12/245*z^3 + 66/35*z + 1
*
[ 9/2 ] 
f(z) = -11/243*z^3 + 61/36*z + 1
*
[ -9/2 ] 
f(z) = -11/243*z^3 + 77/36*z + 1
*
[ 22/3 ] 
f(z) = -9/242*z^3 + 63/22*z + 1
*
[ -22/3 ] 
f(z) = -9/242*z^3 + 69/22*z + 1
*
[ -2/3 ] 
f(z) = -9/248*z^3 + 78/31*z + 1
*
5 | 0.15187243786005108375874501397706188643 | 0.020720003315680887642863165004987659417
f(z) = -9/250*z^3 + 61/30*z + 1
*
-5/2 | 0.22592003236479698670740287120691941779 | 0.024562501447753115792312066391183896626
f(z) = -9/250*z^3 + 79/24*z + 1
*
15/2 | 0.14241325981525315446838994686676615776 | 0.022194047304011017670845833325185322235
f(z) = -8/243*z^3 + 68/27*z + 1
*
[ -9/2 ] 
f(z) = -7/243*z^3 + 65/36*z + 1
*
[ -15/2 ] 
f(z) = -7/250*z^3 + 65/24*z + 1
*
[ 7 ] 
f(z) = -6/245*z^3 + 72/35*z + 1
*
[ 11 ] 
f(z) = -5/242*z^3 + 75/22*z + 1
*
[ -11 ] 
f(z) = -5/242*z^3 + 79/22*z + 1
*
15/2 | 0.14241320470501858715000990932103352400 | 0.022094228215863369441600701257387182631
f(z) = -4/243*z^3 + 70/27*z + 1
*
-45/4 | 0.18310335239005905396103456681866620881 | 0.024224773009668429653968453811679164192
f(z) = -4/243*z^3 + 71/36*z + 1
*
[ -7 ] 
f(z) = -4/245*z^3 + 68/35*z + 1
*
[ -7 ] 
f(z) = -3/245*z^3 + 61/35*z + 1
*
20/3 | 0.089413217357450020811153296290343757751 | 0.011782999929814419425298290725646214263
f(z) = -3/250*z^3 + 79/30*z + 1
*
8 | 0.20120138390954261323273104294717626339 | 0.026033975091552453026485736835927791657
f(z) = -3/256*z^3 + 71/24*z + 1
*
-8 | 0.15404512725684268138884140314729404443 | 0.019725246445722501729417159097191226756
f(z) = -3/256*z^3 + 77/24*z + 1
*
-12 | 0.14241292553018324155362235891231606062 | 0.022193995208169209847592615574819218420
f(z) = -2/243*z^3 + 68/27*z + 1
*
-30 | 0.19744241961324348338575985234962580113 | 0.028913566356558439504760619212723852584
f(z) = -1/240*z^3 + 77/20*z + 1
*
[ 22 ] 
f(z) = -1/242*z^3 + 65/22*z + 1
*
[ -22 ] 
f(z) = -1/242*z^3 + 67/22*z + 1
*
-12 | 0.14241270408660681184753178997143851727 | 0.021687194786854011731923154191298984027
f(z) = -1/243*z^3 + 79/27*z + 1
*
[ 24 ] 
f(z) = -1/256*z^3 + 77/24*z + 1
*
[ -24 ] 
f(z) = -1/256*z^3 + 79/24*z + 1
*
[ -5/2 ] 
f(z) = -17/250*z^3 + 73/40*z + 1
*
[ -8/5 ] 
f(z) = -15/256*z^3 + 71/40*z + 1
*
[ -5/2 ] 
f(z) = -13/250*z^3 + 69/40*z + 1
*
[ -5/2 ] 
f(z) = -11/250*z^3 + 67/40*z + 1
*
[ -9/5 ] 
f(z) = -10/243*z^3 + 76/45*z + 1
*
[ -5/2 ] 
f(z) = -7/250*z^3 + 63/40*z + 1
*
[ -15/7 ] 
f(z) = -7/250*z^3 + 67/42*z + 1
*
15/2 | 0.17926562965225774610597968240529257213 | 0.023961009821326841206288768822718296057
f(z) = -7/250*z^3 + 71/40*z + 1
*
[ -9/5 ] 
f(z) = -5/243*z^3 + 73/45*z + 1
*
[ 6 ] 
f(z) = -5/252*z^3 + 65/42*z + 1
*
[ -6 ] 
f(z) = -5/252*z^3 + 79/42*z + 1
*
[ -8/5 ] 
f(z) = -5/256*z^3 + 67/40*z + 1
*
[ 6 ] 
f(z) = -4/243*z^3 + 77/54*z + 1
*
[ -16/3 ] 
f(z) = -3/256*z^3 + 73/48*z + 1
*
[ -6 ] 
f(z) = -2/243*z^3 + 79/54*z + 1
*
[ -6 ] 
f(z) = -1/243*z^3 + 71/54*z + 1
*
20 | 0.19254239770956087973948688420657473457 | 0.025459541586923314417627989077361947041
f(z) = -1/250*z^3 + 77/40*z + 1
*
[ 12 ] 
f(z) = -1/256*z^3 + 71/48*z + 1
*
[ -12 ] 
f(z) = -1/256*z^3 + 79/48*z + 1
*
4 | 0.16396854233612540523836092378125644455 | 0.029827819636605687615625797349752031630
f(z) = -19/240*z^3 + 61/60*z + 1
*
[ 8/3 ] 
f(z) = -17/256*z^3 + 79/72*z + 1
*
[ 9/4 ] 
f(z) = -14/243*z^3 + 61/72*z + 1
*
[ 8/3 ] 
f(z) = -13/256*z^3 + 71/72*z + 1
*
[ 8/3 ] 
f(z) = -11/256*z^3 + 67/72*z + 1
*
[ 7/2 ] 
f(z) = -6/245*z^3 + 71/70*z + 1
*
-20/3 | 0.12546036563835066582629247258913552411 | 0.016769288452444381100852007038783140202
f(z) = -3/250*z^3 + 71/60*z + 1
*
20 | 0.10652899617288190582758713846735428985 | 0.019378885965819243283331692648117863571
f(z) = -1/240*z^3 + 61/60*z + 1
*
20 | 0.10652796255646101610540594126461972240 | 0.019053516477108197444609143933845733273
f(z) = -1/240*z^3 + 67/60*z + 1
*
[ 3 ] 
f(z) = -5/252*z^3 + 71/84*z + 1
*
[ 16/5 ] 
f(z) = -5/256*z^3 + 71/80*z + 1
*
20 | 0.21305592511292203221081188252923944479 | 0.029778809130115064230884540853917938145
f(z) = -1/256*z^3 + 73/80*z + 1
*
[ 16/7 ] 
f(z) = -7/256*z^3 + 79/112*z + 1
*
[ 7/3 ] 
f(z) = -6/245*z^3 + 74/105*z + 1
*
[ 11/5 ] 
f(z) = -5/242*z^3 + 71/110*z + 1
*
[ 7/3 ] 
f(z) = -3/245*z^3 + 67/105*z + 1
*
[ 2 ] 
f(z) = -9/244*z^3 + 79/122*z + 1
*
[ 2 ] 
f(z) = -7/244*z^3 + 75/122*z + 1
*
[ 2 ] 
f(z) = -5/244*z^3 + 71/122*z + 1
*
[ 2 ] 
f(z) = -5/252*z^3 + 73/126*z + 1
*
[ 2 ] 
f(z) = -3/244*z^3 + 67/122*z + 1
*
[ 2 ] 
f(z) = -1/244*z^3 + 63/122*z + 1
*
[ 2 ] 
f(z) = -1/252*z^3 + 65/126*z + 1
*
[ 16/9 ] 
f(z) = -9/256*z^3 + 79/144*z + 1
*
[ 11/7 ] 
f(z) = -7/242*z^3 + 67/154*z + 1
*
[ 7/4 ] 
f(z) = -4/245*z^3 + 67/140*z + 1
*
52/3 | 0.20973927704207207147691300300503460184 | 0.027089690828645849925518591113635087954
f(z) = -1/256*z^3 + 61/144*z + 1
*
[ 16/11 ] 
f(z) = -11/256*z^3 + 71/176*z + 1
*
[ 8/5 ] 
f(z) = -1/256*z^3 + 77/200*z + 1
*
[ 5/4 ] 
f(z) = -16/245*z^3 + 74/245*z + 1
*
[ 5/4 ] 
f(z) = -16/255*z^3 + 76/255*z + 1
*
44/15 | 0.10682179279778704215003586501709099427 | 0.012943032397146139945081043900012066476
f(z) = -15/256*z^3 + 61/240*z + 1
*
[ 4/3 ] 
f(z) = -9/244*z^3 + 77/244*z + 1
*
-17/2 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -4/255*z^3 + 64/255*z + 1
*
-5 | 0.15740225555714363158189655146114382875 | 0.028405480857280441931665276227114866053
f(z) = -1/255*z^3 + 76/255*z + 1
*
[ 6/5 ] 
f(z) = -20/243*z^3 + 77/270*z + 1
*
[ -10 ] 
f(z) = -19/250*z^3 + 87/10*z + 1
*
[ 20 ] 
f(z) = -13/250*z^3 + 87/4*z + 1
*
12 | 0.20603164235837498432230029574417646289 | 0.028555064414453076377436928419608955762
f(z) = -9/256*z^3 + 85/16*z + 1
*
12 | 0.20288148416104053373955501175099642289 | 0.028211566136604754847661911074554254648
f(z) = -7/256*z^3 + 83/16*z + 1
*
[ 16 ] 
f(z) = -5/256*z^3 + 95/16*z + 1
*
[ -16 ] 
f(z) = -5/256*z^3 + 97/16*z + 1
*
[ -35 ] 
f(z) = -1/250*z^3 + 83/14*z + 1
*
[ 9/2 ] 
f(z) = -19/243*z^3 + 85/36*z + 1
*
[ -9/2 ] 
f(z) = -17/243*z^3 + 95/36*z + 1
*
-8 | 0.19331741291480496569595146860021066696 | 0.024444606595633538155386894156333266792
f(z) = -15/256*z^3 + 85/24*z + 1
*
[ -9/2 ] 
f(z) = -13/243*z^3 + 83/36*z + 1
*
-5 | 0.23279394728122091546826451933684749932 | 0.025110001756784574094857668105053003487
f(z) = -13/250*z^3 + 85/26*z + 1
*
[ 15/2 ] 
f(z) = -13/250*z^3 + 91/24*z + 1
*
[ 7 ] 
f(z) = -9/245*z^3 + 93/35*z + 1
*
-10 | 0.15214538837407574374859958822375321773 | 0.019683130385631665405445965657145438563
f(z) = -9/250*z^3 + 91/30*z + 1
*
[ 7 ] 
f(z) = -8/245*z^3 + 86/35*z + 1
*
[ -7 ] 
f(z) = -8/245*z^3 + 96/35*z + 1
*
[ 11 ] 
f(z) = -7/242*z^3 + 97/22*z + 1
*
[ -7 ] 
f(z) = -6/245*z^3 + 82/35*z + 1
*
-21 | 0.14241270522558379258278660437310174735 | 0.021448097643644019514769134096047887899
f(z) = -1/243*z^3 + 85/27*z + 1
*
6 | 0.19298719618765358258958739432759161800 | 0.028630908968849511329312390610667585823
f(z) = -1/243*z^3 + 94/27*z + 1
*
-27 | 0.11709498872322506358030049844064419788 | 0.017291214270674984583948647763410211132
f(z) = -1/243*z^3 + 97/27*z + 1
*
[ -9/5 ] 
f(z) = -20/243*z^3 + 82/45*z + 1
*
[ -9/10 ] 
f(z) = -20/243*z^3 + 98/45*z + 1
*
[ -3/2 ] 
f(z) = -14/243*z^3 + 97/54*z + 1
*
[ -3/2 ] 
f(z) = -10/243*z^3 + 95/54*z + 1
*
[ -5/6 ] 
f(z) = -9/250*z^3 + 89/40*z + 1
*
20/9 | 0.19690516370347318395551858366039568135 | 0.023439251005188649561764978366088574530
f(z) = -9/250*z^3 + 89/45*z + 1
*
[ 6 ] 
f(z) = -5/243*z^3 + 85/54*z + 1
*
[ -6 ] 
f(z) = -4/243*z^3 + 95/54*z + 1
*
12 | 0.12448725475775174943998083237472134665 | 0.018439547284327428378262315697344539587
f(z) = -1/243*z^3 + 95/54*z + 1
*
-20 | 0.089536471695302980653807379124520642270 | 0.011760495176012476932812940704533953287
f(z) = -1/250*z^3 + 81/40*z + 1
*
-12 | 0.16485489507176189839065886098263721213 | 0.022501285580367272715790123288190596518
f(z) = -1/256*z^3 + 95/48*z + 1
*
-4 | 0.16396854233612540523836092378125644455 | 0.027804691214854650120884210663461032076
f(z) = -19/240*z^3 + 91/60*z + 1
*
[ 8/3 ] 
f(z) = -19/256*z^3 + 83/72*z + 1
*
[ 4 ] 
f(z) = -13/240*z^3 + 97/60*z + 1
*
[ -2 ] 
f(z) = -7/240*z^3 + 97/60*z + 1
*
[ -11/3 ] 
f(z) = -3/242*z^3 + 95/66*z + 1
*
[ 20/3 ] 
f(z) = -3/250*z^3 + 83/60*z + 1
*
[ -2 ] 
f(z) = -3/256*z^3 + 99/64*z + 1
*
[ -7/2 ] 
f(z) = -2/245*z^3 + 97/70*z + 1
*
[ -2 ] 
f(z) = -1/256*z^3 + 97/64*z + 1
*
[ 3 ] 
f(z) = -13/252*z^3 + 95/84*z + 1
*
[ 3 ] 
f(z) = -11/252*z^3 + 89/84*z + 1
*
[ 10/3 ] 
f(z) = -7/250*z^3 + 91/90*z + 1
*
[ 18/5 ] 
f(z) = -5/243*z^3 + 89/90*z + 1
*
[ 11/2 ] 
f(z) = -1/242*z^3 + 83/88*z + 1
*
[ 6 ] 
f(z) = -1/248*z^3 + 91/93*z + 1
*
[ 11/5 ] 
f(z) = -15/242*z^3 + 93/110*z + 1
*
[ 7/3 ] 
f(z) = -12/245*z^3 + 88/105*z + 1
*
[ 2 ] 
f(z) = -19/244*z^3 + 99/122*z + 1
*
[ 2 ] 
f(z) = -17/244*z^3 + 95/122*z + 1
*
[ 2 ] 
f(z) = -17/252*z^3 + 97/126*z + 1
*
[ 2 ] 
f(z) = -15/244*z^3 + 91/122*z + 1
*
[ 2 ] 
f(z) = -13/244*z^3 + 87/122*z + 1
*
[ 2 ] 
f(z) = -13/252*z^3 + 89/126*z + 1
*
[ 2 ] 
f(z) = -11/244*z^3 + 83/122*z + 1
*
[ 2 ] 
f(z) = -11/252*z^3 + 85/126*z + 1
*
[ 7/4 ] 
f(z) = -12/245*z^3 + 81/140*z + 1
*
[ 9/4 ] 
f(z) = -5/243*z^3 + 95/144*z + 1
*
[ 9/4 ] 
f(z) = -1/243*z^3 + 83/144*z + 1
*
[ 8/5 ] 
f(z) = -11/256*z^3 + 97/200*z + 1
*
[ 8/5 ] 
f(z) = -9/256*z^3 + 93/200*z + 1
*
[ 8/5 ] 
f(z) = -7/256*z^3 + 89/200*z + 1
*
[ 8/5 ] 
f(z) = -3/256*z^3 + 81/200*z + 1
*
[ 18/13 ] 
f(z) = -13/243*z^3 + 89/234*z + 1
*
-3/4 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = -16/255*z^3 + 94/255*z + 1
*
-5 | 0.13220008035497750904678490872603366936 | 0.024121289908725526464466207245499147689
f(z) = -11/240*z^3 + 83/240*z + 1
*
[ 3/2 ] 
f(z) = -4/249*z^3 + 92/249*z + 1
*
[ 3/2 ] 
f(z) = -4/255*z^3 + 94/255*z + 1
*
-7 | 0.091087533463677044100829443947503727097 | 0.016473225720428206032326190395637778026
f(z) = -1/252*z^3 + 85/252*z + 1
*
[ -15 ] 
f(z) = -19/250*z^3 + 109/6*z + 1
*
[ -20 ] 
f(z) = -17/250*z^3 + 113/4*z + 1
*
-5/3 | 0.18837037317773296006059619878278001733 | 0.023602205079550476899470143083386765153
f(z) = -9/250*z^3 + 117/10*z + 1
*
[ 18 ] 
f(z) = -4/243*z^3 + 113/18*z + 1
*
[ -18 ] 
f(z) = -4/243*z^3 + 115/18*z + 1
*
5 | 0.20800574531433463089151999136909309130 | 0.026295810714898518567428040031380352630
f(z) = -1/250*z^3 + 109/10*z + 1
*
-5 | 0.080293722519321763773251063792462105062 | 0.010104588284606910918075630563888068203
f(z) = -1/250*z^3 + 113/10*z + 1
*
[ -9/2 ] 
f(z) = -19/243*z^3 + 101/36*z + 1
*
[ -10/19 ] 
f(z) = -19/250*z^3 + 111/38*z + 1
*
[ -15/2 ] 
f(z) = -17/250*z^3 + 119/24*z + 1
*
[ 27/4 ] 
f(z) = -16/243*z^3 + 104/27*z + 1
*
-27/4 | 0.17993714068164767471597256112598096395 | 0.026121107346673808854349136494690233175
f(z) = -16/243*z^3 + 109/27*z + 1
*
[ -27/4 ] 
f(z) = -16/243*z^3 + 112/27*z + 1
*
-9/2 | 0.18569349026194658540981853981366898997 | 0.022996210755674655796337459962350341527
f(z) = -16/243*z^3 + 119/36*z + 1
*
[ 7 ] 
f(z) = -12/245*z^3 + 114/35*z + 1
*
[ 7 ] 
f(z) = -11/245*z^3 + 107/35*z + 1
*
[ -7 ] 
f(z) = -11/245*z^3 + 117/35*z + 1
*
[ 20/3 ] 
f(z) = -11/250*z^3 + 101/36*z + 1
*
[ 11 ] 
f(z) = -9/242*z^3 + 119/22*z + 1
*
[ -7 ] 
f(z) = -9/245*z^3 + 103/35*z + 1
*
[ -5/12 ] 
f(z) = -9/250*z^3 + 109/32*z + 1
*
-5/2 | 0.25974449468108205312556278945043028440 | 0.027035773271442318370180403729702724285
f(z) = -9/250*z^3 + 119/24*z + 1
*
[ -11 ] 
f(z) = -7/242*z^3 + 101/22*z + 1
*
-12 | 0.17869567442516945088392331676808132443 | 0.025708593938723017601140097761590695289
f(z) = -5/243*z^3 + 116/27*z + 1
*
[ 27/2 ] 
f(z) = -4/243*z^3 + 106/27*z + 1
*
27/2 | 0.17083515033483719046099227102080182542 | 0.024799789990975299216168172000341138757
f(z) = -4/243*z^3 + 109/27*z + 1
*
[ -27/2 ] 
f(z) = -4/243*z^3 + 110/27*z + 1
*
27/2 | 0.14289968966651018613181757133617435036 | 0.020663013888270989999832309030535148700
f(z) = -4/243*z^3 + 112/27*z + 1
*
-9 | 0.18315095680461412884849844576411113898 | 0.022777791145711092415612215343110203638
f(z) = -4/243*z^3 + 115/36*z + 1
*
63/4 | 0.18618116555303441212449609377926353243 | 0.023056604277054273211041882761716199273
f(z) = -4/243*z^3 + 119/36*z + 1
*
95/6 | 0.13333940321686206855179571625512886875 | 0.014119800024906809918874029651347757319
f(z) = -3/250*z^3 + 101/24*z + 1
*
[ 15 ] 
f(z) = -3/250*z^3 + 109/30*z + 1
*
20 | 0.23710879977945656121894475449941476838 | 0.024813332478996610893919718926858142811
f(z) = -3/250*z^3 + 113/24*z + 1
*
[ -20 ] 
f(z) = -3/250*z^3 + 117/20*z + 1
*
[ 27 ] 
f(z) = -1/243*z^3 + 107/27*z + 1
*
[ -27 ] 
f(z) = -1/243*z^3 + 109/27*z + 1
*
4/3 | 0.077017387011970368546318099586976408352 | 0.010269017055111083518053617005892066369
f(z) = -15/256*z^3 + 113/48*z + 1
*
[ 16/3 ] 
f(z) = -15/256*z^3 + 119/48*z + 1
*
[ 6 ] 
f(z) = -13/252*z^3 + 113/42*z + 1
*
[ 6 ] 
f(z) = -11/252*z^3 + 101/42*z + 1
*
[ -6 ] 
f(z) = -11/252*z^3 + 115/42*z + 1
*
36/5 | 0.18322543741199850463683817871276977717 | 0.023160968836630480935016760742702118453
f(z) = -10/243*z^3 + 101/45*z + 1
*
20/3 | 0.089443433942698574576029745734821061163 | 0.011256036541772212161806872651067256175
f(z) = -9/250*z^3 + 113/40*z + 1
*
[ 35/6 ] 
f(z) = -9/250*z^3 + 115/56*z + 1
*
10/9 | 0.22670831393394070514315399213592540602 | 0.026084972100290017024160166539580705198
f(z) = -9/250*z^3 + 119/45*z + 1
*
[ 6 ] 
f(z) = -8/243*z^3 + 109/54*z + 1
*
[ 6 ] 
f(z) = -7/243*z^3 + 101/54*z + 1
*
[ -6 ] 
f(z) = -7/243*z^3 + 119/54*z + 1
*
5/2 | 0.15359351185374125316460071494387862517 | 0.019372558790071712012489727053576586704
f(z) = -7/250*z^3 + 111/40*z + 1
*
[ -8/7 ] 
f(z) = -7/256*z^3 + 107/56*z + 1
*
72/7 | 0.18512247278751132910776761035330738143 | 0.022594858698575393450360358403017683539
f(z) = -7/256*z^3 + 113/56*z + 1
*
[ -6 ] 
f(z) = -5/243*z^3 + 103/54*z + 1
*
18/5 | 0.18347000373833700626468553659116310616 | 0.022892727451440731052205391571137664775
f(z) = -5/243*z^3 + 112/45*z + 1
*
[ 35/3 ] 
f(z) = -3/250*z^3 + 107/42*z + 1
*
-12 | 0.13805036943266668390165052665771549116 | 0.018686491978105896558431452534282010433
f(z) = -3/256*z^3 + 101/48*z + 1
*
80/3 | 0.15258594966959780585256478768945418321 | 0.017894145826337485255135625725695780752
f(z) = -1/250*z^3 + 101/45*z + 1
*
[ -2 ] 
f(z) = -19/240*z^3 + 109/60*z + 1
*
[ -2 ] 
f(z) = -19/256*z^3 + 115/64*z + 1
*
[ 7/2 ] 
f(z) = -18/245*z^3 + 113/70*z + 1
*
-6 | 0.091049876868828259482567656144092224582 | 0.015121993652235996940609292710472592282
f(z) = -17/240*z^3 + 103/60*z + 1
*
[ -2 ] 
f(z) = -17/240*z^3 + 107/60*z + 1
*
[ 4 ] 
f(z) = -17/240*z^3 + 113/60*z + 1
*
[ -2 ] 
f(z) = -17/256*z^3 + 113/64*z + 1
*
[ 11/3 ] 
f(z) = -15/242*z^3 + 103/66*z + 1
*
[ -2 ] 
f(z) = -15/256*z^3 + 111/64*z + 1
*
[ -9/7 ] 
f(z) = -14/243*z^3 + 118/63*z + 1
*
[ -2 ] 
f(z) = -13/240*z^3 + 103/60*z + 1
*
[ -2 ] 
f(z) = -13/256*z^3 + 109/64*z + 1
*
[ -2 ] 
f(z) = -11/240*z^3 + 101/60*z + 1
*
[ -4 ] 
f(z) = -11/240*z^3 + 119/60*z + 1
*
[ -2 ] 
f(z) = -11/256*z^3 + 107/64*z + 1
*
[ -9/4 ] 
f(z) = -10/243*z^3 + 119/72*z + 1
*
[ 14/3 ] 
f(z) = -9/245*z^3 + 111/70*z + 1
*
[ 40/9 ] 
f(z) = -9/250*z^3 + 107/72*z + 1
*
[ -2 ] 
f(z) = -9/256*z^3 + 105/64*z + 1
*
[ -7/4 ] 
f(z) = -8/245*z^3 + 117/70*z + 1
*
[ 6 ] 
f(z) = -7/240*z^3 + 113/60*z + 1
*
-45/7 | 0.19511383915490293193072206259476156639 | 0.024400462550315992837409275072397041553
f(z) = -7/243*z^3 + 110/63*z + 1
*
[ -9/7 ] 
f(z) = -7/243*z^3 + 115/63*z + 1
*
30/7 | 0.12544924262745769026994371261248823362 | 0.015787198645089376021400561266157358304
f(z) = -7/250*z^3 + 113/70*z + 1
*
[ -2 ] 
f(z) = -7/256*z^3 + 103/64*z + 1
*
[ -8/3 ] 
f(z) = -7/256*z^3 + 113/72*z + 1
*
[ -7/2 ] 
f(z) = -6/245*z^3 + 111/70*z + 1
*
[ -2 ] 
f(z) = -5/256*z^3 + 101/64*z + 1
*
[ -8/3 ] 
f(z) = -5/256*z^3 + 109/72*z + 1
*
[ 22/3 ] 
f(z) = -3/242*z^3 + 101/66*z + 1
*
[ -22/3 ] 
f(z) = -3/242*z^3 + 119/66*z + 1
*
[ -20/3 ] 
f(z) = -3/250*z^3 + 101/60*z + 1
*
[ -9/4 ] 
f(z) = -2/243*z^3 + 107/72*z + 1
*
[ -12 ] 
f(z) = -1/240*z^3 + 101/60*z + 1
*
20 | 0.14075745295448300669391123121317165168 | 0.023159878011661275475816642076157478173
f(z) = -1/240*z^3 + 109/60*z + 1
*
[ -8/3 ] 
f(z) = -1/256*z^3 + 101/72*z + 1
*
[ 3 ] 
f(z) = -19/252*z^3 + 113/84*z + 1
*
[ 3 ] 
f(z) = -17/252*z^3 + 107/84*z + 1
*
[ 16/5 ] 
f(z) = -15/256*z^3 + 103/80*z + 1
*
[ 10/3 ] 
f(z) = -11/250*z^3 + 107/90*z + 1
*
[ 40/11 ] 
f(z) = -11/250*z^3 + 115/88*z + 1
*
63/10 | 0.19113722955866574863792285041192247053 | 0.023986102158543629501449735969726600222
f(z) = -10/243*z^3 + 107/90*z + 1
*
[ 18/5 ] 
f(z) = -10/243*z^3 + 113/90*z + 1
*
[ 15/4 ] 
f(z) = -9/250*z^3 + 119/96*z + 1
*
-36/5 | 0.10600007183693449105481784378233518630 | 0.014348165095100557987192456582678065323
f(z) = -5/256*z^3 + 101/80*z + 1
*
[ 11/2 ] 
f(z) = -3/242*z^3 + 105/88*z + 1
*
[ 6 ] 
f(z) = -3/248*z^3 + 118/93*z + 1
*
[ -11/2 ] 
f(z) = -1/242*z^3 + 115/88*z + 1
*
[ 2 ] 
f(z) = -19/252*z^3 + 101/126*z + 1
*
-8/15 | 0.23117274567873112320530679227904080861 | 0.028009980531978369493830404239987283423
f(z) = -15/256*z^3 + 107/120*z + 1
*
[ 18/7 ] 
f(z) = -7/243*z^3 + 101/126*z + 1
*
[ 4 ] 
f(z) = -3/248*z^3 + 117/124*z + 1
*
[ 4 ] 
f(z) = -1/248*z^3 + 101/124*z + 1
*
[ 9/4 ] 
f(z) = -13/243*z^3 + 119/144*z + 1
*
[ 9/4 ] 
f(z) = -11/243*z^3 + 113/144*z + 1
*
[ 9/4 ] 
f(z) = -7/243*z^3 + 101/144*z + 1
*
[ 7/2 ] 
f(z) = -1/245*z^3 + 107/140*z + 1
*
-12 | 0.12981470054389584068885525841164407687 | 0.016766721771630651061909432756079878605
f(z) = -1/256*z^3 + 109/144*z + 1
*
[ 18/11 ] 
f(z) = -11/243*z^3 + 101/198*z + 1
*
[ 8/5 ] 
f(z) = -19/256*z^3 + 113/200*z + 1
*
[ 8/5 ] 
f(z) = -17/256*z^3 + 109/200*z + 1
*
[ 8/5 ] 
f(z) = -13/256*z^3 + 101/200*z + 1
*
[ 9/5 ] 
f(z) = -4/243*z^3 + 112/225*z + 1
*
[ 9/5 ] 
f(z) = -2/243*z^3 + 106/225*z + 1
*
[ 9/5 ] 
f(z) = -1/243*z^3 + 103/225*z + 1
*
[ 3/2 ] 
f(z) = -16/249*z^3 + 119/249*z + 1
*
4 | 0.21870896783847366604182576209187309305 | 0.026499810405151717343373380371947685886
f(z) = -15/256*z^3 + 101/240*z + 1
*
[ 3/2 ] 
f(z) = -8/249*z^3 + 101/249*z + 1
*
[ 3/2 ] 
f(z) = -8/255*z^3 + 103/255*z + 1
*
36/5 | 0.23715336723020092390755951229870500523 | 0.028734620855533654737590934249424454850
f(z) = -5/256*z^3 + 103/240*z + 1
*
-9 | 0.15234709394080271450122274150932979418 | 0.027552047694198407424528500692454376620
f(z) = -1/252*z^3 + 109/252*z + 1
*
51/10 | 0.15234815815456608907968455878059934159 | 0.019542722652250739319713877290754437705
f(z) = -10/243*z^3 + 109/270*z + 1
*
-15/7 | 0.27663797628666843660286062568826349462 | 0.028335961574221061284761772743556293052
f(z) = -7/250*z^3 + 139/14*z + 1
*
[ 16 ] 
f(z) = -7/256*z^3 + 127/16*z + 1
*
[ -16 ] 
f(z) = -7/256*z^3 + 129/16*z + 1
*
[ 18 ] 
f(z) = -5/243*z^3 + 137/18*z + 1
*
[ -18 ] 
f(z) = -5/243*z^3 + 139/18*z + 1
*
20 | 0.20345697154639704996567044958993824220 | 0.026882502098042550011055841231100817174
f(z) = -5/256*z^3 + 121/16*z + 1
*
-9/2 | 0.23643800511635551552057243163326817898 | 0.028882559629493029135941929405849688085
f(z) = -2/243*z^3 + 133/18*z + 1
*
[ 7 ] 
f(z) = -13/245*z^3 + 121/35*z + 1
*
[ -7 ] 
f(z) = -13/245*z^3 + 131/35*z + 1
*
-15/13 | 0.28660698163964151999296885069867504016 | 0.029400730234759307993364460048662334537
f(z) = -13/250*z^3 + 137/26*z + 1
*
[ -7 ] 
f(z) = -12/245*z^3 + 124/35*z + 1
*
[ -11 ] 
f(z) = -9/242*z^3 + 123/22*z + 1
*
-10 | 0.22412058816605463403581462994956240127 | 0.027963807575567626524049074740794704970
f(z) = -9/250*z^3 + 121/30*z + 1
*
5 | 0.16792756706698692446769545353170642827 | 0.020708214168235582688470796277133420010
f(z) = -3/250*z^3 + 133/30*z + 1
*
-55/3 | 0.21757692085136411135322251497752056682 | 0.026685586575984793595043321893922959484
f(z) = -3/250*z^3 + 139/30*z + 1
*
-6 | 0.14605490947450192891656605464203213995 | 0.020673728417337628391247801264606904997
f(z) = -1/243*z^3 + 130/27*z + 1
*
20/3 | 0.29001341411139976370531532400143000000 | 0.029983291745912287216077679487175980244
f(z) = -1/250*z^3 + 127/36*z + 1
*
[ 30 ] 
f(z) = -1/250*z^3 + 137/30*z + 1
*
[ -30 ] 
f(z) = -1/250*z^3 + 139/30*z + 1
*
-63/10 | 0.21290647589137008945772174047591776521 | 0.026285211202178050964303325178247608481
f(z) = -20/243*z^3 + 122/45*z + 1
*
63/10 | 0.19113735179586812633903761478051979415 | 0.023481178054523519569195678311836103268
f(z) = -20/243*z^3 + 127/45*z + 1
*
5/2 | 0.11966146660157621181215462100371807052 | 0.014930311639988388597942040925239613047
f(z) = -17/250*z^3 + 121/40*z + 1
*
[ 6 ] 
f(z) = -17/252*z^3 + 137/42*z + 1
*
[ -16/3 ] 
f(z) = -15/256*z^3 + 137/48*z + 1
*
[ -6 ] 
f(z) = -13/252*z^3 + 127/42*z + 1
*
[ 6 ] 
f(z) = -11/243*z^3 + 133/54*z + 1
*
-30/11 | 0.24874299412972318601460822612457703582 | 0.028117682723150902606013346817249288584
f(z) = -11/250*z^3 + 139/55*z + 1
*
[ 6 ] 
f(z) = -10/243*z^3 + 125/54*z + 1
*
9 | 0.18370849212710461977576040726412103639 | 0.022380298072195098738573559247474967735
f(z) = -10/243*z^3 + 136/45*z + 1
*
-55/6 | 0.17972353859778159903849974659926238470 | 0.022246623894646114816415463647978293594
f(z) = -9/250*z^3 + 129/40*z + 1
*
27/4 | 0.14241335622596053121177863697056114629 | 0.019969065716525466522245717535574730799
f(z) = -8/243*z^3 + 139/54*z + 1
*
-15/2 | 0.12548971244663175899280130532959754380 | 0.012995190378488741283913580073456436308
f(z) = -7/250*z^3 + 125/56*z + 1
*
-18/5 | 0.18420591499230778832897486413264741692 | 0.022420886107702072849009753408607344154
f(z) = -5/243*z^3 + 137/45*z + 1
*
-8 | 0.18383969574129854502714800148328379928 | 0.022122912087023650587265478377616040888
f(z) = -5/256*z^3 + 127/40*z + 1
*
[ 12 ] 
f(z) = -3/256*z^3 + 125/48*z + 1
*
[ 27/2 ] 
f(z) = -2/243*z^3 + 131/54*z + 1
*
-15/2 | 0.11936847177662483691107128104747500107 | 0.014893754307292532679531302066955753147
f(z) = -1/250*z^3 + 121/40*z + 1
*
45/2 | 0.18013704374252441683527723709530337634 | 0.022132966491529988439142459300129289040
f(z) = -1/250*z^3 + 137/40*z + 1
*
[ -8/3 ] 
f(z) = -19/256*z^3 + 137/72*z + 1
*
[ -7/6 ] 
f(z) = -18/245*z^3 + 137/70*z + 1
*
[ -8/3 ] 
f(z) = -17/256*z^3 + 133/72*z + 1
*
[ -11/3 ] 
f(z) = -15/242*z^3 + 139/66*z + 1
*
[ -9/4 ] 
f(z) = -14/243*z^3 + 125/72*z + 1
*
[ -8/3 ] 
f(z) = -13/256*z^3 + 125/72*z + 1
*
[ -8/3 ] 
f(z) = -11/256*z^3 + 121/72*z + 1
*
[ -9/8 ] 
f(z) = -8/243*z^3 + 139/72*z + 1
*
-10 | 0.14075745295448300669391123121317165168 | 0.022768605588311261865108112921220626775
f(z) = -7/240*z^3 + 121/60*z + 1
*
[ -10/7 ] 
f(z) = -7/250*z^3 + 123/70*z + 1
*
20 | 0.089414922244149553657411923708708616558 | 0.014351205921478388908389009571274210971
f(z) = -1/240*z^3 + 127/60*z + 1
*
-12 | 0.16756197859357822118291956553809337265 | 0.026760712469387814357234143079122564861
f(z) = -1/240*z^3 + 131/60*z + 1
*
[ 14 ] 
f(z) = -1/245*z^3 + 121/70*z + 1
*
[ -14 ] 
f(z) = -1/245*z^3 + 131/70*z + 1
*
[ 10/3 ] 
f(z) = -19/250*z^3 + 139/90*z + 1
*
[ 10/3 ] 
f(z) = -17/250*z^3 + 131/90*z + 1
*
-28/5 | 0.086951155324155036692042824194280036203 | 0.011415743026709103261135016847087890671
f(z) = -15/256*z^3 + 127/80*z + 1
*
[ 11/2 ] 
f(z) = -5/242*z^3 + 127/88*z + 1
*
[ -18/5 ] 
f(z) = -5/243*z^3 + 139/90*z + 1
*
[ -3 ] 
f(z) = -5/252*z^3 + 127/84*z + 1
*
[ -16/5 ] 
f(z) = -5/256*z^3 + 121/80*z + 1
*
[ -11/2 ] 
f(z) = -3/242*z^3 + 137/88*z + 1
*
[ -6 ] 
f(z) = -1/248*z^3 + 122/93*z + 1
*
[ -10/3 ] 
f(z) = -1/250*z^3 + 121/90*z + 1
*
[ -15/4 ] 
f(z) = -1/250*z^3 + 127/96*z + 1
*
[ 12 ] 
f(z) = -1/252*z^3 + 125/84*z + 1
*
[ -12 ] 
f(z) = -1/252*z^3 + 139/84*z + 1
*
[ 22/5 ] 
f(z) = -5/242*z^3 + 129/110*z + 1
*
[ 18/7 ] 
f(z) = -14/243*z^3 + 125/126*z + 1
*
[ 4 ] 
f(z) = -5/248*z^3 + 133/124*z + 1
*
-15/2 | 0.24029964568937495118349330667876622239 | 0.029524987728628587114954238890084592124
f(z) = -3/250*z^3 + 137/120*z + 1
*
[ 8 ] 
f(z) = -1/240*z^3 + 137/120*z + 1
*
[ 15/2 ] 
f(z) = -1/250*z^3 + 131/120*z + 1
*
[ 9/4 ] 
f(z) = -19/243*z^3 + 137/144*z + 1
*
[ 40/19 ] 
f(z) = -19/250*z^3 + 131/152*z + 1
*
[ 9/4 ] 
f(z) = -17/243*z^3 + 131/144*z + 1
*
[ 20/7 ] 
f(z) = -7/250*z^3 + 123/140*z + 1
*
[ 7/2 ] 
f(z) = -3/245*z^3 + 121/140*z + 1
*
[ 20/9 ] 
f(z) = -9/250*z^3 + 131/180*z + 1
*
[ 15/7 ] 
f(z) = -7/250*z^3 + 139/210*z + 1
*
[ 9/5 ] 
f(z) = -13/243*z^3 + 139/225*z + 1
*
[ 9/5 ] 
f(z) = -11/243*z^3 + 133/225*z + 1
*
[ 20/11 ] 
f(z) = -11/250*z^3 + 131/220*z + 1
*
[ 9/5 ] 
f(z) = -8/243*z^3 + 124/225*z + 1
*
[ 9/5 ] 
f(z) = -7/243*z^3 + 121/225*z + 1
*
[ 3/2 ] 
f(z) = -20/249*z^3 + 128/249*z + 1
*
[ 3/2 ] 
f(z) = -16/255*z^3 + 121/255*z + 1
*
-5 | 0.12364374137189290112183978344163025449 | 0.022560096204348608281799099085934956431
f(z) = -13/240*z^3 + 133/240*z + 1
*
[ 5/3 ] 
f(z) = -9/245*z^3 + 123/245*z + 1
*
5 | 0.078120220276505651920570893696468307042 | 0.014253852765923393459595867722498526248
f(z) = -7/240*z^3 + 127/240*z + 1
*
[ 2 ] 
f(z) = -3/242*z^3 + 133/242*z + 1
*
[ 2 ] 
f(z) = -3/250*z^3 + 137/250*z + 1
*
[ 2 ] 
f(z) = -3/254*z^3 + 139/254*z + 1
*
[ 2 ] 
f(z) = -1/242*z^3 + 125/242*z + 1
*
[ 2 ] 
f(z) = -1/246*z^3 + 127/246*z + 1
*
[ 2 ] 
f(z) = -1/250*z^3 + 129/250*z + 1
*
[ 2 ] 
f(z) = -1/254*z^3 + 131/254*z + 1
*
[ 2 ] 
f(z) = -1/258*z^3 + 133/258*z + 1
*
[ 20/13 ] 
f(z) = -13/250*z^3 + 123/260*z + 1
*
[ 11/6 ] 
f(z) = -3/242*z^3 + 131/264*z + 1
*
[ 7/4 ] 
f(z) = -2/245*z^3 + 127/280*z + 1
*
[ 16 ] 
f(z) = -9/256*z^3 + 159/16*z + 1
*
[ 30 ] 
f(z) = -7/250*z^3 + 157/6*z + 1
*
60 | 0.20605904085760955051419333897987160458 | 0.025185294705156620025555385099491464408
f(z) = -1/250*z^3 + 143/10*z + 1
*
[ 7 ] 
f(z) = -18/245*z^3 + 156/35*z + 1
*
[ 7 ] 
f(z) = -17/245*z^3 + 149/35*z + 1
*
[ -7 ] 
f(z) = -17/245*z^3 + 159/35*z + 1
*
[ 7 ] 
f(z) = -16/245*z^3 + 142/35*z + 1
*
[ -7 ] 
f(z) = -16/245*z^3 + 152/35*z + 1
*
35/3 | 0.20603393304168737111932032008015197854 | 0.029397700035726181070401921233920039601
f(z) = -9/245*z^3 + 158/35*z + 1
*
[ 32/3 ] 
f(z) = -9/256*z^3 + 157/32*z + 1
*
-10 | 0.23584566194763878471274277684394182335 | 0.026452049542923349510745540177619348337
f(z) = -7/250*z^3 + 149/35*z + 1
*
[ 22 ] 
f(z) = -3/242*z^3 + 153/22*z + 1
*
[ -22 ] 
f(z) = -3/242*z^3 + 155/22*z + 1
*
-5/6 | 0.28651797273969581881855162762700180096 | 0.029140601599167441349787829369371489870
f(z) = -3/250*z^3 + 149/24*z + 1
*
63/2 | 0.22209300098105494484689813523869697712 | 0.026715972952206462732252482887518021195
f(z) = -1/243*z^3 + 151/36*z + 1
*
[ 32 ] 
f(z) = -1/256*z^3 + 159/32*z + 1
*
[ 6 ] 
f(z) = -19/252*z^3 + 149/42*z + 1
*
[ -6 ] 
f(z) = -17/252*z^3 + 151/42*z + 1
*
[ 6 ] 
f(z) = -14/243*z^3 + 157/54*z + 1
*
[ 6 ] 
f(z) = -13/243*z^3 + 149/54*z + 1
*
-5/2 | 0.20315482589744994897333222961441423314 | 0.024706216754483961014704687247255500542
f(z) = -13/250*z^3 + 149/40*z + 1
*
[ -6 ] 
f(z) = -11/243*z^3 + 151/54*z + 1
*
[ -6 ] 
f(z) = -10/243*z^3 + 143/54*z + 1
*
[ -27/4 ] 
f(z) = -8/243*z^3 + 143/54*z + 1
*
9 | 0.23315957680658160241633771079184184623 | 0.028256067984007498425326421883899340939
f(z) = -5/243*z^3 + 142/45*z + 1
*
-12 | 0.22475772028620383772457293765850643180 | 0.028756054545367447622807847174317585054
f(z) = -5/256*z^3 + 155/48*z + 1
*
[ -7/2 ] 
f(z) = -18/245*z^3 + 153/70*z + 1
*
[ -15/13 ] 
f(z) = -13/250*z^3 + 151/78*z + 1
*
[ -14/3 ] 
f(z) = -9/245*z^3 + 141/70*z + 1
*
[ -8/9 ] 
f(z) = -9/256*z^3 + 155/72*z + 1
*
10 | 0.090048130425686132581269776640273731304 | 0.013977115873388575072708650981584426314
f(z) = -7/240*z^3 + 157/60*z + 1
*
36/7 | 0.19511463643843303633459182404106722827 | 0.023566153537734540664710179005421075307
f(z) = -7/243*z^3 + 146/63*z + 1
*
35/2 | 0.10187580418647829315705175107528090863 | 0.014745899578241504996741693645458042204
f(z) = -2/245*z^3 + 143/70*z + 1
*
[ 20 ] 
f(z) = -1/240*z^3 + 157/60*z + 1
*
[ -16/5 ] 
f(z) = -15/256*z^3 + 153/80*z + 1
*
[ -5/3 ] 
f(z) = -13/250*z^3 + 157/90*z + 1
*
[ -3 ] 
f(z) = -13/252*z^3 + 151/84*z + 1
*
[ -3 ] 
f(z) = -11/252*z^3 + 145/84*z + 1
*
[ -11/6 ] 
f(z) = -9/242*z^3 + 147/88*z + 1
*
[ 11/2 ] 
f(z) = -7/242*z^3 + 149/88*z + 1
*
[ -5/3 ] 
f(z) = -7/250*z^3 + 151/90*z + 1
*
[ -11/2 ] 
f(z) = -5/242*z^3 + 159/88*z + 1
*
[ 6 ] 
f(z) = -5/248*z^3 + 145/93*z + 1
*
-16/5 | 0.13829539092118802257480075911710793013 | 0.017910781893099695156573996520082838483
f(z) = -5/256*z^3 + 141/80*z + 1
*
[ -6 ] 
f(z) = -3/248*z^3 + 149/93*z + 1
*
[ 27/8 ] 
f(z) = -16/243*z^3 + 157/108*z + 1
*
[ -7/3 ] 
f(z) = -3/245*z^3 + 157/105*z + 1
*
8/5 | 0.24098386211525399434031662896276371800 | 0.028591274790581512404228915994237501718
f(z) = -15/256*z^3 + 143/120*z + 1
*
-33/5 | 0.14278065971359220287967645374218067265 | 0.019772688220467688157324052454339327058
f(z) = -10/243*z^3 + 152/135*z + 1
*
[ 4 ] 
f(z) = -7/248*z^3 + 149/124*z + 1
*
60/7 | 0.27889867693825519722904901695649679432 | 0.028484747817197759826893403417392087356
f(z) = -7/250*z^3 + 143/126*z + 1
*
[ 24/5 ] 
f(z) = -5/256*z^3 + 149/120*z + 1
*
[ 22/7 ] 
f(z) = -7/242*z^3 + 149/154*z + 1
*
[ 11/3 ] 
f(z) = -1/242*z^3 + 155/198*z + 1
*
[ 9/5 ] 
f(z) = -19/243*z^3 + 157/225*z + 1
*
[ 9/5 ] 
f(z) = -17/243*z^3 + 151/225*z + 1
*
[ 9/5 ] 
f(z) = -16/243*z^3 + 148/225*z + 1
*
[ 9/5 ] 
f(z) = -14/243*z^3 + 142/225*z + 1
*
[ 5/3 ] 
f(z) = -18/245*z^3 + 148/245*z + 1
*
[ 2 ] 
f(z) = -9/242*z^3 + 157/242*z + 1
*
[ 2 ] 
f(z) = -7/242*z^3 + 149/242*z + 1
*
[ 2 ] 
f(z) = -7/246*z^3 + 151/246*z + 1
*
[ 2 ] 
f(z) = -7/250*z^3 + 153/250*z + 1
*
[ 2 ] 
f(z) = -7/254*z^3 + 155/254*z + 1
*
[ 2 ] 
f(z) = -7/258*z^3 + 157/258*z + 1
*
[ 2 ] 
f(z) = -5/242*z^3 + 141/242*z + 1
*
[ 2 ] 
f(z) = -5/246*z^3 + 143/246*z + 1
*
[ 2 ] 
f(z) = -5/254*z^3 + 147/254*z + 1
*
[ 2 ] 
f(z) = -5/258*z^3 + 149/258*z + 1
*
[ 7/4 ] 
f(z) = -6/245*z^3 + 141/280*z + 1
*
15 | 0.14011773797086578672050448605302860831 | 0.014021449001801071963387159060351072617
f(z) = -11/250*z^3 + 175/18*z + 1
*
[ -16 ] 
f(z) = -9/256*z^3 + 161/16*z + 1
*
[ 7 ] 
f(z) = -19/245*z^3 + 163/35*z + 1
*
[ -7 ] 
f(z) = -19/245*z^3 + 173/35*z + 1
*
[ -20/3 ] 
f(z) = -19/250*z^3 + 163/36*z + 1
*
[ -7 ] 
f(z) = -18/245*z^3 + 166/35*z + 1
*
[ 11 ] 
f(z) = -13/242*z^3 + 163/22*z + 1
*
[ -11 ] 
f(z) = -13/242*z^3 + 167/22*z + 1
*
[ -32/3 ] 
f(z) = -9/256*z^3 + 163/32*z + 1
*
-35/2 | 0.20665812157923585145550893889989875228 | 0.029356263130405829207955904872673651482
f(z) = -4/245*z^3 + 163/35*z + 1
*
22 | 0.23675999074799411349813453975021672752 | 0.028799621101958262735388770432651679087
f(z) = -3/242*z^3 + 169/33*z + 1
*
-22 | 0.20856699406794488423589616801839194901 | 0.025316023443934040706330476460825120972
f(z) = -3/242*z^3 + 172/33*z + 1
*
[ -32 ] 
f(z) = -1/256*z^3 + 161/32*z + 1
*
9/5 | 0.19839172209977302838701527146286248253 | 0.023579238718053530094145303002767347629
f(z) = -20/243*z^3 + 167/45*z + 1
*
-15/2 | 0.23617477306663660194666609465643058511 | 0.028411572027560308740160981198113086048
f(z) = -19/250*z^3 + 163/40*z + 1
*
[ -6 ] 
f(z) = -19/252*z^3 + 163/42*z + 1
*
15/2 | 0.22447885969500797690807113525884949037 | 0.027044732775339316171878825358562076306
f(z) = -17/250*z^3 + 161/40*z + 1
*
[ 6 ] 
f(z) = -16/243*z^3 + 173/54*z + 1
*
[ -6 ] 
f(z) = -14/243*z^3 + 175/54*z + 1
*
[ -6 ] 
f(z) = -13/243*z^3 + 167/54*z + 1
*
70/11 | 0.24874392478608116102842188863465835711 | 0.027601750623821264495060113916115504517
f(z) = -11/250*z^3 + 164/55*z + 1
*
-80/9 | 0.26426007935535790528574639001247902903 | 0.029323493293235822989948453229072938754
f(z) = -9/250*z^3 + 164/45*z + 1
*
[ 25/3 ] 
f(z) = -9/250*z^3 + 169/50*z + 1
*
-24/7 | 0.19006807992175290774281737409150552864 | 0.022173955326710959645139282260361051661
f(z) = -7/256*z^3 + 165/56*z + 1
*
[ 12 ] 
f(z) = -5/256*z^3 + 179/48*z + 1
*
3 | 0.19859035849690227244038528759873802626 | 0.026975016826472890856943069955263145058
f(z) = -2/243*z^3 + 175/54*z + 1
*
[ 25 ] 
f(z) = -1/250*z^3 + 173/50*z + 1
*
[ -25 ] 
f(z) = -1/250*z^3 + 177/50*z + 1
*
-12 | 0.18144958566994697185088089823619990821 | 0.022860151198059809571371505004913675509
f(z) = -1/256*z^3 + 175/48*z + 1
*
[ 14/3 ] 
f(z) = -18/245*z^3 + 167/70*z + 1
*
-4 | 0.16396854233612540523836092378125644455 | 0.025073229933658458074787667706508745275
f(z) = -17/240*z^3 + 173/60*z + 1
*
[ 6 ] 
f(z) = -13/240*z^3 + 167/60*z + 1
*
[ -5/6 ] 
f(z) = -13/250*z^3 + 161/72*z + 1
*
[ -6 ] 
f(z) = -11/240*z^3 + 169/60*z + 1
*
[ -2/3 ] 
f(z) = -9/256*z^3 + 161/64*z + 1
*
4 | 0.18383873879685849282220637905476366775 | 0.028369980644423128139712951680268851886
f(z) = -7/240*z^3 + 163/60*z + 1
*
72/7 | 0.20985240925078328991348215072332780621 | 0.024753692539404909279645216923518851258
f(z) = -7/243*z^3 + 178/63*z + 1
*
-20/7 | 0.12544893254982093641150485407315794915 | 0.015091372108206301433201863255552852962
f(z) = -7/250*z^3 + 163/70*z + 1
*
[ -5/7 ] 
f(z) = -7/250*z^3 + 169/70*z + 1
*
45/7 | 0.093417799844654179074793873214246591975 | 0.011112882747235602873261325866475326499
f(z) = -7/250*z^3 + 179/70*z + 1
*
18 | 0.19157641846789048734868172156964921138 | 0.022582976526563695291771151526377071666
f(z) = -2/243*z^3 + 179/72*z + 1
*
[ 14 ] 
f(z) = -2/245*z^3 + 177/70*z + 1
*
[ -20 ] 
f(z) = -1/240*z^3 + 163/60*z + 1
*
-30 | 0.15044853767327466461716061456206266605 | 0.023130669130772796386435875380037947083
f(z) = -1/240*z^3 + 167/60*z + 1
*
20 | 0.18383846918787704903555109835763003087 | 0.028212557093154021540983308564405642064
f(z) = -1/240*z^3 + 169/60*z + 1
*
-24 | 0.18406770932186431123224904831074478208 | 0.021355971932979527916693216612089645568
f(z) = -1/256*z^3 + 173/72*z + 1
*
[ 18/5 ] 
f(z) = -20/243*z^3 + 161/90*z + 1
*
[ -5/3 ] 
f(z) = -19/250*z^3 + 163/90*z + 1
*
[ 15/4 ] 
f(z) = -19/250*z^3 + 173/96*z + 1
*
[ -3 ] 
f(z) = -19/252*z^3 + 169/84*z + 1
*
[ -5/3 ] 
f(z) = -17/250*z^3 + 161/90*z + 1
*
[ -3 ] 
f(z) = -17/252*z^3 + 163/84*z + 1
*
4 | 0.10682081204490334533941549769406882077 | 0.013537759927829342937822248260260221895
f(z) = -15/256*z^3 + 167/80*z + 1
*
[ -10/3 ] 
f(z) = -13/250*z^3 + 169/90*z + 1
*
[ -10/7 ] 
f(z) = -13/250*z^3 + 177/98*z + 1
*
[ -10/3 ] 
f(z) = -11/250*z^3 + 161/90*z + 1
*
[ -18/5 ] 
f(z) = -10/243*z^3 + 163/90*z + 1
*
[ 11/2 ] 
f(z) = -9/242*z^3 + 171/88*z + 1
*
[ 6 ] 
f(z) = -7/248*z^3 + 172/93*z + 1
*
[ -6 ] 
f(z) = -5/248*z^3 + 176/93*z + 1
*
[ -10/7 ] 
f(z) = -3/250*z^3 + 169/98*z + 1
*
-15/8 | 0.14304658353842203389546707311863392337 | 0.019522884743804293197146857344337885454
f(z) = -16/243*z^3 + 169/108*z + 1
*
[ -7/3 ] 
f(z) = -12/245*z^3 + 178/105*z + 1
*
[ -16/7 ] 
f(z) = -7/256*z^3 + 177/112*z + 1
*
[ -7/3 ] 
f(z) = -6/245*z^3 + 164/105*z + 1
*
[ -11/5 ] 
f(z) = -5/242*z^3 + 171/110*z + 1
*
[ -22/5 ] 
f(z) = -5/242*z^3 + 179/110*z + 1
*
[ 27/4 ] 
f(z) = -4/243*z^3 + 173/108*z + 1
*
[ -20/9 ] 
f(z) = -3/250*z^3 + 163/108*z + 1
*
[ 12 ] 
f(z) = -1/243*z^3 + 163/108*z + 1
*
-6 | 0.19375693968363979773028972489426641120 | 0.026443794099702602747449044476263045585
f(z) = -1/243*z^3 + 169/108*z + 1
*
[ 27/10 ] 
f(z) = -20/243*z^3 + 166/135*z + 1
*
88/15 | 0.16642957075299949963529019867458559865 | 0.019388957513185414417116607943485104424
f(z) = -15/256*z^3 + 167/120*z + 1
*
8/3 | 0.23436066082951695576171268108940492113 | 0.027191079376762714632142572668766220723
f(z) = -15/256*z^3 + 173/120*z + 1
*
[ 4 ] 
f(z) = -9/248*z^3 + 165/124*z + 1
*
48/5 | 0.14278065971359220287967645374218067265 | 0.019534342767732613346807567977359838465
f(z) = -5/243*z^3 + 166/135*z + 1
*
[ -4 ] 
f(z) = -3/248*z^3 + 179/124*z + 1
*
[ -8 ] 
f(z) = -1/240*z^3 + 167/120*z + 1
*
[ -4 ] 
f(z) = -1/248*z^3 + 163/124*z + 1
*
[ -15/2 ] 
f(z) = -1/250*z^3 + 163/120*z + 1
*
[ 7/2 ] 
f(z) = -11/245*z^3 + 177/140*z + 1
*
[ 7/2 ] 
f(z) = -9/245*z^3 + 163/140*z + 1
*
[ 10/3 ] 
f(z) = -9/248*z^3 + 171/155*z + 1
*
60/7 | 0.29952114586908909123255897645872270970 | 0.029905164844341514646668221608968495745
f(z) = -7/250*z^3 + 179/168*z + 1
*
[ 24/7 ] 
f(z) = -7/256*z^3 + 173/168*z + 1
*
[ 22/9 ] 
f(z) = -9/242*z^3 + 161/198*z + 1
*
[ 7/4 ] 
f(z) = -16/259*z^3 + 160/259*z + 1
*
[ 2 ] 
f(z) = -13/242*z^3 + 173/242*z + 1
*
[ 2 ] 
f(z) = -13/246*z^3 + 175/246*z + 1
*
[ 2 ] 
f(z) = -13/250*z^3 + 177/250*z + 1
*
[ 2 ] 
f(z) = -13/254*z^3 + 179/254*z + 1
*
-5 | 0.15816499477839913831061260273718432075 | 0.028858860616556194710306398331867698923
f(z) = -11/240*z^3 + 179/240*z + 1
*
[ 2 ] 
f(z) = -11/246*z^3 + 167/246*z + 1
*
[ 2 ] 
f(z) = -11/250*z^3 + 169/250*z + 1
*
[ 2 ] 
f(z) = -11/254*z^3 + 171/254*z + 1
*
[ 2 ] 
f(z) = -11/258*z^3 + 173/258*z + 1
*
[ 2 ] 
f(z) = -9/250*z^3 + 161/250*z + 1
*
[ 2 ] 
f(z) = -9/254*z^3 + 163/254*z + 1
*
99/14 | 0.20983078373253129747464710908976688234 | 0.023776142819689220441829840629224762190
f(z) = -7/243*z^3 + 167/252*z + 1
*
[ 12/5 ] 
f(z) = -5/256*z^3 + 167/240*z + 1
*
[ 5/2 ] 
f(z) = -4/245*z^3 + 172/245*z + 1
*
[ 5/2 ] 
f(z) = -4/255*z^3 + 178/255*z + 1
*
[ 3 ] 
f(z) = -1/240*z^3 + 169/240*z + 1
*
[ 3 ] 
f(z) = -1/246*z^3 + 173/246*z + 1
*
[ 3 ] 
f(z) = -1/249*z^3 + 175/249*z + 1
*
[ 3 ] 
f(z) = -1/255*z^3 + 179/255*z + 1
*
[ 11/6 ] 
f(z) = -15/242*z^3 + 175/264*z + 1
*
[ 22/13 ] 
f(z) = -13/242*z^3 + 161/286*z + 1
*
[ 15/7 ] 
f(z) = -3/250*z^3 + 173/294*z + 1
*
[ 16 ] 
f(z) = -11/256*z^3 + 191/16*z + 1
*
[ -16 ] 
f(z) = -11/256*z^3 + 193/16*z + 1
*
[ 18 ] 
f(z) = -7/243*z^3 + 185/18*z + 1
*
[ -18 ] 
f(z) = -7/243*z^3 + 187/18*z + 1
*
[ -60 ] 
f(z) = -1/250*z^3 + 185/12*z + 1
*
[ 11 ] 
f(z) = -15/242*z^3 + 185/22*z + 1
*
[ -11 ] 
f(z) = -15/242*z^3 + 189/22*z + 1
*
[ 27/2 ] 
f(z) = -8/243*z^3 + 187/27*z + 1
*
[ -27/2 ] 
f(z) = -8/243*z^3 + 191/27*z + 1
*
-10/3 | 0.13967861469510110497431348188106247133 | 0.016468493491447112817164418673305123170
f(z) = -3/250*z^3 + 193/30*z + 1
*
[ 24 ] 
f(z) = -3/256*z^3 + 185/24*z + 1
*
[ -24 ] 
f(z) = -3/256*z^3 + 187/24*z + 1
*
[ 27 ] 
f(z) = -2/243*z^3 + 188/27*z + 1
*
[ -27 ] 
f(z) = -2/243*z^3 + 190/27*z + 1
*
27 | 0.19921324978818352158603358602164442289 | 0.026741835442366217506284778410138839906
f(z) = -2/243*z^3 + 191/27*z + 1
*
[ 6 ] 
f(z) = -19/243*z^3 + 197/54*z + 1
*
[ 6 ] 
f(z) = -17/243*z^3 + 181/54*z + 1
*
[ -6 ] 
f(z) = -17/243*z^3 + 199/54*z + 1
*
[ -6 ] 
f(z) = -16/243*z^3 + 191/54*z + 1
*
[ -25/3 ] 
f(z) = -9/250*z^3 + 181/50*z + 1
*
3 | 0.14241388942235390338343514133288795513 | 0.019171715336318801228346808925206770660
f(z) = -8/243*z^3 + 187/54*z + 1
*
-8 | 0.19024369568202575706908152773509397143 | 0.021795876333630298582702614035310785637
f(z) = -7/256*z^3 + 193/56*z + 1
*
[ -12 ] 
f(z) = -5/256*z^3 + 187/48*z + 1
*
12 | 0.12803700068614184648382625178862348687 | 0.017187332702636476369145262640576528799
f(z) = -4/243*z^3 + 191/54*z + 1
*
-4/3 | 0.14413102035054395500656291427127000818 | 0.018081729993577915787581145767027627962
f(z) = -3/256*z^3 + 181/48*z + 1
*
-24 | 0.19719282064695753866159486455741284303 | 0.026470618624834880001385388918033553414
f(z) = -1/243*z^3 + 191/54*z + 1
*
[ -14/3 ] 
f(z) = -18/245*z^3 + 197/70*z + 1
*
-45/7 | 0.21913742124200556532708444214344279762 | 0.025731853328244369978338026840269349399
f(z) = -14/243*z^3 + 185/63*z + 1
*
[ -6 ] 
f(z) = -13/240*z^3 + 187/60*z + 1
*
-35/4 | 0.21625377488183135226841322557844728291 | 0.029914285282754897118956324726169911658
f(z) = -8/245*z^3 + 197/70*z + 1
*
-12 | 0.10804801867495418666303472869326906362 | 0.016200322306000778933350641636975851037
f(z) = -7/240*z^3 + 197/60*z + 1
*
-60/7 | 0.19751998888876559045903085125853192731 | 0.023288150863651344435914144955810260188
f(z) = -7/250*z^3 + 193/70*z + 1
*
-18 | 0.10885450389478325650179464252840440237 | 0.012765943456963032012555478223168755543
f(z) = -2/243*z^3 + 187/72*z + 1
*
[ -14 ] 
f(z) = -2/245*z^3 + 187/70*z + 1
*
-40/3 | 0.23541139484058856441829197046644854881 | 0.027102107854218786284517070846333757615
f(z) = -1/256*z^3 + 185/72*z + 1
*
[ -10/3 ] 
f(z) = -19/250*z^3 + 193/90*z + 1
*
[ -4/5 ] 
f(z) = -15/256*z^3 + 183/80*z + 1
*
-20/3 | 0.24413757836915600298919912533986473336 | 0.028680967711938533371873856687578667824
f(z) = -13/250*z^3 + 199/90*z + 1
*
[ -15/4 ] 
f(z) = -11/250*z^3 + 181/96*z + 1
*
[ -9/10 ] 
f(z) = -10/243*z^3 + 193/90*z + 1
*
[ 6 ] 
f(z) = -9/248*z^3 + 199/93*z + 1
*
[ 20/3 ] 
f(z) = -9/256*z^3 + 193/80*z + 1
*
[ -11/2 ] 
f(z) = -7/242*z^3 + 181/88*z + 1
*
[ -4/5 ] 
f(z) = -5/256*z^3 + 181/80*z + 1
*
-20 | 0.20449907412439596563149450527071313841 | 0.025450152556716170193463236132975975286
f(z) = -1/256*z^3 + 193/80*z + 1
*
[ -3/2 ] 
f(z) = -19/243*z^3 + 199/108*z + 1
*
[ -3/2 ] 
f(z) = -17/243*z^3 + 197/108*z + 1
*
[ -11/5 ] 
f(z) = -15/242*z^3 + 193/110*z + 1
*
[ -3/2 ] 
f(z) = -13/243*z^3 + 193/108*z + 1
*
[ -40/13 ] 
f(z) = -13/250*z^3 + 189/104*z + 1
*
[ -3/2 ] 
f(z) = -11/243*z^3 + 191/108*z + 1
*
[ -3/2 ] 
f(z) = -7/243*z^3 + 187/108*z + 1
*
[ -3/2 ] 
f(z) = -5/243*z^3 + 185/108*z + 1
*
[ -27/2 ] 
f(z) = -1/243*z^3 + 197/108*z + 1
*
[ 4 ] 
f(z) = -13/248*z^3 + 197/124*z + 1
*
[ 4 ] 
f(z) = -11/248*z^3 + 181/124*z + 1
*
[ -18/7 ] 
f(z) = -7/243*z^3 + 199/126*z + 1
*
[ -2 ] 
f(z) = -7/244*z^3 + 197/122*z + 1
*
[ 27/5 ] 
f(z) = -5/243*z^3 + 191/135*z + 1
*
[ -2 ] 
f(z) = -5/244*z^3 + 193/122*z + 1
*
[ -4 ] 
f(z) = -5/248*z^3 + 195/124*z + 1
*
[ -2 ] 
f(z) = -5/252*z^3 + 199/126*z + 1
*
[ -24/5 ] 
f(z) = -5/256*z^3 + 199/120*z + 1
*
[ -2 ] 
f(z) = -3/244*z^3 + 189/122*z + 1
*
40/3 | 0.17926666326867863582816087960802713959 | 0.021215028797393815329593221835973190890
f(z) = -3/250*z^3 + 187/120*z + 1
*
[ -2 ] 
f(z) = -1/244*z^3 + 185/122*z + 1
*
[ -2 ] 
f(z) = -1/252*z^3 + 191/126*z + 1
*
[ 7/2 ] 
f(z) = -13/245*z^3 + 191/140*z + 1
*
[ 16/3 ] 
f(z) = -5/256*z^3 + 197/144*z + 1
*
[ -7/2 ] 
f(z) = -1/245*z^3 + 187/140*z + 1
*
[ -16/3 ] 
f(z) = -1/256*z^3 + 187/144*z + 1
*
[ 35/13 ] 
f(z) = -13/250*z^3 + 183/182*z + 1
*
-60/11 | 0.24975585075163380884904510585439478563 | 0.024687773120115904369343012387549186986
f(z) = -11/250*z^3 + 191/198*z + 1
*
[ 20/7 ] 
f(z) = -9/250*z^3 + 185/196*z + 1
*
[ 11/3 ] 
f(z) = -5/242*z^3 + 199/198*z + 1
*
[ 6 ] 
f(z) = -1/256*z^3 + 187/192*z + 1
*
7 | 0.10187515204712457379280490407615827961 | 0.013968861247885875234659268490274573813
f(z) = -6/245*z^3 + 187/210*z + 1
*
[ 35/17 ] 
f(z) = -17/250*z^3 + 191/238*z + 1
*
[ 2 ] 
f(z) = -19/242*z^3 + 197/242*z + 1
*
[ 2 ] 
f(z) = -19/246*z^3 + 199/246*z + 1
*
[ 2 ] 
f(z) = -17/242*z^3 + 189/242*z + 1
*
[ 2 ] 
f(z) = -17/246*z^3 + 191/246*z + 1
*
[ 2 ] 
f(z) = -17/250*z^3 + 193/250*z + 1
*
[ 2 ] 
f(z) = -17/254*z^3 + 195/254*z + 1
*
[ 2 ] 
f(z) = -17/258*z^3 + 197/258*z + 1
*
[ 2 ] 
f(z) = -15/242*z^3 + 181/242*z + 1
*
[ 2 ] 
f(z) = -15/254*z^3 + 187/254*z + 1
*
28/5 | 0.21777380635003248551804813359741349258 | 0.026386501827150503043364945796227715471
f(z) = -15/256*z^3 + 181/240*z + 1
*
[ 2 ] 
f(z) = -13/258*z^3 + 181/258*z + 1
*
[ 7/3 ] 
f(z) = -9/259*z^3 + 197/259*z + 1
*
[ 5/2 ] 
f(z) = -8/245*z^3 + 197/245*z + 1
*
-9 | 0.13408112739649316558170213231953317417 | 0.024248638561858790805157903705885229426
f(z) = -5/252*z^3 + 181/252*z + 1
*
[ 3 ] 
f(z) = -2/249*z^3 + 184/249*z + 1
*
[ 3 ] 
f(z) = -2/255*z^3 + 188/255*z + 1
*
[ 4 ] 
f(z) = -1/244*z^3 + 199/244*z + 1
*
[ 3 ] 
f(z) = -1/258*z^3 + 181/258*z + 1
*
[ 24/11 ] 
f(z) = -11/256*z^3 + 197/264*z + 1
*
[ 7/4 ] 
f(z) = -18/245*z^3 + 183/280*z + 1
*
[ 18 ] 
f(z) = -8/243*z^3 + 209/18*z + 1
*
[ -18 ] 
f(z) = -8/243*z^3 + 211/18*z + 1
*
[ 11 ] 
f(z) = -17/242*z^3 + 207/22*z + 1
*
[ -11 ] 
f(z) = -17/242*z^3 + 211/22*z + 1
*
[ 35/4 ] 
f(z) = -16/245*z^3 + 206/35*z + 1
*
[ -35/4 ] 
f(z) = -16/245*z^3 + 214/35*z + 1
*
[ 35/3 ] 
f(z) = -9/245*z^3 + 207/35*z + 1
*
[ -35/3 ] 
f(z) = -9/245*z^3 + 213/35*z + 1
*
[ 15 ] 
f(z) = -7/250*z^3 + 217/30*z + 1
*
[ 35/2 ] 
f(z) = -4/245*z^3 + 208/35*z + 1
*
[ -35/2 ] 
f(z) = -4/245*z^3 + 212/35*z + 1
*
[ 35 ] 
f(z) = -1/245*z^3 + 209/35*z + 1
*
[ -35 ] 
f(z) = -1/245*z^3 + 211/35*z + 1
*
[ 6 ] 
f(z) = -20/243*z^3 + 205/54*z + 1
*
-9/5 | 0.22224196620482483285418445821383473053 | 0.025616502370964258989888668211799767392
f(z) = -20/243*z^3 + 217/45*z + 1
*
[ -6 ] 
f(z) = -19/243*z^3 + 215/54*z + 1
*
[ -5/14 ] 
f(z) = -7/250*z^3 + 213/56*z + 1
*
24/7 | 0.23557671372465545801128364968858517567 | 0.026774782829763466103129531992433612792
f(z) = -7/256*z^3 + 207/56*z + 1
*
-12 | 0.21068188008608839842711097338659829321 | 0.025962277245981992228418499035501436790
f(z) = -7/256*z^3 + 209/48*z + 1
*
88/5 | 0.26040635405099403010220608458054275018 | 0.029596828425729659083030982297985717589
f(z) = -5/256*z^3 + 207/40*z + 1
*
-16/3 | 0.11644246384082926856511236733040686597 | 0.014383428346195838468454253166682707213
f(z) = -3/256*z^3 + 205/48*z + 1
*
-45/8 | 0.20449627406759043756979483190520529732 | 0.023753659698100271696801342237326601213
f(z) = -8/243*z^3 + 203/72*z + 1
*
-56/3 | 0.16307478324104224728938693429047977813 | 0.018454943681172094666431171445128531659
f(z) = -1/256*z^3 + 215/72*z + 1
*
[ -18/5 ] 
f(z) = -20/243*z^3 + 211/90*z + 1
*
-4 | 0.16642957075299949963529019867458559865 | 0.020533406096514654343041432590368749304
f(z) = -15/256*z^3 + 207/80*z + 1
*
[ 11/2 ] 
f(z) = -13/242*z^3 + 215/88*z + 1
*
[ -8/11 ] 
f(z) = -11/256*z^3 + 211/88*z + 1
*
56/11 | 0.15896711702083852373440778625653629206 | 0.017952633599321948498596789126198204110
f(z) = -11/256*z^3 + 219/88*z + 1
*
[ -11/2 ] 
f(z) = -9/242*z^3 + 203/88*z + 1
*
[ -20/3 ] 
f(z) = -9/256*z^3 + 217/80*z + 1
*
[ -6 ] 
f(z) = -7/248*z^3 + 203/93*z + 1
*
[ 32/3 ] 
f(z) = -3/256*z^3 + 215/96*z + 1
*
[ 20 ] 
f(z) = -1/256*z^3 + 201/80*z + 1
*
[ -20 ] 
f(z) = -1/256*z^3 + 209/80*z + 1
*
27/8 | 0.14241400836531425057602548396968377531 | 0.018937442349148719623710737756512749016
f(z) = -16/243*z^3 + 205/108*z + 1
*
[ 22/5 ] 
f(z) = -15/242*z^3 + 217/110*z + 1
*
[ -7/6 ] 
f(z) = -12/245*z^3 + 202/105*z + 1
*
[ -27/4 ] 
f(z) = -4/243*z^3 + 205/108*z + 1
*
[ -2 ] 
f(z) = -17/244*z^3 + 217/122*z + 1
*
[ -2 ] 
f(z) = -15/244*z^3 + 213/122*z + 1
*
[ 4 ] 
f(z) = -15/248*z^3 + 213/124*z + 1
*
[ -2 ] 
f(z) = -13/244*z^3 + 209/122*z + 1
*
[ -2 ] 
f(z) = -13/252*z^3 + 215/126*z + 1
*
[ -2 ] 
f(z) = -11/244*z^3 + 205/122*z + 1
*
[ -2 ] 
f(z) = -11/252*z^3 + 211/126*z + 1
*
[ -2 ] 
f(z) = -9/244*z^3 + 201/122*z + 1
*
[ -4 ] 
f(z) = -7/248*z^3 + 211/124*z + 1
*
70/9 | 0.25240864881297650966320257985718602485 | 0.027317251417339849283522027535613043905
f(z) = -3/250*z^3 + 206/135*z + 1
*
24 | 0.15440169603450523840259966574196040463 | 0.025706396532424886091917752917390501932
f(z) = -1/240*z^3 + 203/120*z + 1
*
[ 14 ] 
f(z) = -1/252*z^3 + 215/126*z + 1
*
[ 7/2 ] 
f(z) = -17/245*z^3 + 219/140*z + 1
*
-20/9 | 0.15839504144503908559415506808220670791 | 0.019565574738539599000735187064717805992
f(z) = -9/256*z^3 + 205/144*z + 1
*
[ -7/2 ] 
f(z) = -3/245*z^3 + 201/140*z + 1
*
[ -9/4 ] 
f(z) = -1/243*z^3 + 211/144*z + 1
*
[ 10 ] 
f(z) = -1/248*z^3 + 202/155*z + 1
*
52/3 | 0.20973927704207207147691300300503460184 | 0.025907815441292340051453807645217488537
f(z) = -1/256*z^3 + 205/144*z + 1
*
[ 22/3 ] 
f(z) = -1/242*z^3 + 215/198*z + 1
*
[ 2 ] 
f(z) = -19/250*z^3 + 201/250*z + 1
*
[ 2 ] 
f(z) = -19/254*z^3 + 203/254*z + 1
*
[ 2 ] 
f(z) = -19/258*z^3 + 205/258*z + 1
*
[ 8/3 ] 
f(z) = -9/248*z^3 + 219/248*z + 1
*
[ 5/2 ] 
f(z) = -8/255*z^3 + 203/255*z + 1
*
[ 3 ] 
f(z) = -5/246*z^3 + 209/246*z + 1
*
[ 3 ] 
f(z) = -5/249*z^3 + 211/249*z + 1
*
[ 3 ] 
f(z) = -5/258*z^3 + 217/258*z + 1
*
[ 3 ] 
f(z) = -4/249*z^3 + 202/249*z + 1
*
[ 3 ] 
f(z) = -4/255*z^3 + 206/255*z + 1
*
[ 5 ] 
f(z) = -1/240*z^3 + 217/240*z + 1
*
[ 4 ] 
f(z) = -1/252*z^3 + 205/252*z + 1
*
[ 16 ] 
f(z) = -13/256*z^3 + 223/16*z + 1
*
[ -16 ] 
f(z) = -13/256*z^3 + 225/16*z + 1
*
-10/9 | 0.31692345844105264941423763835140567335 | 0.029035354086235230992329455483319394268
f(z) = -9/250*z^3 + 220/9*z + 1
*
[ 11 ] 
f(z) = -19/242*z^3 + 229/22*z + 1
*
[ -11 ] 
f(z) = -19/242*z^3 + 233/22*z + 1
*
-3/2 | 0.21907974248019747902292907076108914387 | 0.028565079618689719830789519477400880827
f(z) = -16/243*z^3 + 238/27*z + 1
*
[ -15 ] 
f(z) = -7/250*z^3 + 221/30*z + 1
*
88/3 | 0.22056579439488195969854384096480810397 | 0.024665720722454091974555707167530489238
f(z) = -3/256*z^3 + 239/24*z + 1
*
[ 36 ] 
f(z) = -1/243*z^3 + 227/36*z + 1
*
[ -36 ] 
f(z) = -1/243*z^3 + 229/36*z + 1
*
45 | 0.17695710380671906609704991326327854403 | 0.020350798989958169496604554399323610969
f(z) = -1/250*z^3 + 239/30*z + 1
*
[ -6 ] 
f(z) = -20/243*z^3 + 223/54*z + 1
*
-3 | 0.18012794816202833648768258972361444776 | 0.023632094216852337689167973587487275594
f(z) = -10/243*z^3 + 227/54*z + 1
*
-10 | 0.22383162135046488975634681997172618732 | 0.024006817485185059725479369727883513076
f(z) = -9/250*z^3 + 224/45*z + 1
*
[ 12 ] 
f(z) = -7/256*z^3 + 233/48*z + 1
*
[ 6 ] 
f(z) = -19/240*z^3 + 221/60*z + 1
*
[ 35/6 ] 
f(z) = -18/245*z^3 + 233/70*z + 1
*
[ -6 ] 
f(z) = -17/240*z^3 + 223/60*z + 1
*
2 | 0.17380733394167114374986109383288807930 | 0.025517706351532042776208593638748767932
f(z) = -17/240*z^3 + 227/60*z + 1
*
[ 35/4 ] 
f(z) = -8/245*z^3 + 237/70*z + 1
*
[ 10 ] 
f(z) = -7/240*z^3 + 229/60*z + 1
*
[ 14 ] 
f(z) = -3/245*z^3 + 233/70*z + 1
*
-20/3 | 0.19999592656163528565338593654790848959 | 0.023209357362072162032529959215976303303
f(z) = -3/250*z^3 + 221/60*z + 1
*
21 | 0.17788323943921116039917015338029564765 | 0.023992979803894227580007863921202125915
f(z) = -2/245*z^3 + 237/70*z + 1
*
-30 | 0.17806324217931655009661606549835062796 | 0.025946309695797494236417867988024179243
f(z) = -1/240*z^3 + 239/60*z + 1
*
[ -45/2 ] 
f(z) = -1/250*z^3 + 221/72*z + 1
*
[ -5/7 ] 
f(z) = -19/250*z^3 + 239/98*z + 1
*
[ 11/2 ] 
f(z) = -15/242*z^3 + 237/88*z + 1
*
[ -2/3 ] 
f(z) = -15/248*z^3 + 235/93*z + 1
*
4/5 | 0.12946573433531322195593097662763549070 | 0.015827570310283350927723306175664039581
f(z) = -15/256*z^3 + 223/80*z + 1
*
5/3 | 0.25407151821642809754220726590305542536 | 0.029363611166792314014005771618194088215
f(z) = -13/250*z^3 + 229/90*z + 1
*
[ -9/11 ] 
f(z) = -11/243*z^3 + 223/99*z + 1
*
[ 6 ] 
f(z) = -11/248*z^3 + 226/93*z + 1
*
-36/5 | 0.21290710603652200820050548524965816571 | 0.024413749456450680583901926005300189820
f(z) = -10/243*z^3 + 227/90*z + 1
*
[ -6 ] 
f(z) = -9/248*z^3 + 230/93*z + 1
*
[ -5/7 ] 
f(z) = -9/250*z^3 + 237/98*z + 1
*
-12/5 | 0.23436066082951695576171268108940492113 | 0.028558589683044306011886388936994350039
f(z) = -5/256*z^3 + 229/80*z + 1
*
[ -2/3 ] 
f(z) = -3/248*z^3 + 233/93*z + 1
*
[ -32/3 ] 
f(z) = -3/256*z^3 + 233/96*z + 1
*
[ 21 ] 
f(z) = -1/252*z^3 + 227/84*z + 1
*
[ -21 ] 
f(z) = -1/252*z^3 + 235/84*z + 1
*
20 | 0.21305592511292203221081188252923944479 | 0.025907780175121300622966881272151389637
f(z) = -1/256*z^3 + 233/80*z + 1
*
[ -15/17 ] 
f(z) = -17/250*z^3 + 223/102*z + 1
*
[ -27/8 ] 
f(z) = -16/243*z^3 + 221/108*z + 1
*
-20/7 | 0.11305172652620342891868047170726368774 | 0.013836148068033335344969655404128585869
f(z) = -7/256*z^3 + 221/112*z + 1
*
-14/3 | 0.21952487304321310957874458707754504696 | 0.029626520653976289813327515961912829217
f(z) = -6/245*z^3 + 236/105*z + 1
*
28/3 | 0.21952457485375627028764209014628978013 | 0.029576060664335710370487398436510949957
f(z) = -6/245*z^3 + 239/105*z + 1
*
[ 12 ] 
f(z) = -2/243*z^3 + 227/108*z + 1
*
[ -2 ] 
f(z) = -19/244*z^3 + 221/122*z + 1
*
[ -2 ] 
f(z) = -19/252*z^3 + 227/126*z + 1
*
[ 4 ] 
f(z) = -17/248*z^3 + 229/124*z + 1
*
[ -2 ] 
f(z) = -17/252*z^3 + 223/126*z + 1
*
[ 15/4 ] 
f(z) = -16/243*z^3 + 224/135*z + 1
*
[ -18/7 ] 
f(z) = -14/243*z^3 + 223/126*z + 1
*
40/13 | 0.23191105602244466995614944559865075370 | 0.026748944519476397499804776051097412236
f(z) = -13/250*z^3 + 233/130*z + 1
*
[ -4/3 ] 
f(z) = -9/248*z^3 + 225/124*z + 1
*
[ -4 ] 
f(z) = -9/248*z^3 + 227/124*z + 1
*
[ -35/9 ] 
f(z) = -9/250*z^3 + 227/126*z + 1
*
[ -14 ] 
f(z) = -1/252*z^3 + 233/126*z + 1
*
-18 | 0.10194785169254642111532567795944346495 | 0.016524195141786055013303393753243471856
f(z) = -1/252*z^3 + 239/126*z + 1
*
[ 7/2 ] 
f(z) = -19/245*z^3 + 233/140*z + 1
*
-35/6 | 0.21633619493829293630646999785995705757 | 0.029350196591769153469522091742186709963
f(z) = -9/245*z^3 + 227/140*z + 1
*
[ -9/4 ] 
f(z) = -7/243*z^3 + 229/144*z + 1
*
[ -20/7 ] 
f(z) = -7/250*z^3 + 221/140*z + 1
*
[ 16/3 ] 
f(z) = -7/256*z^3 + 229/144*z + 1
*
[ -9/4 ] 
f(z) = -5/243*z^3 + 223/144*z + 1
*
[ -7/4 ] 
f(z) = -4/245*z^3 + 227/140*z + 1
*
[ -10 ] 
f(z) = -1/248*z^3 + 233/155*z + 1
*
44/3 | 0.20973927704207207147691300300503460184 | 0.025558290936123218105460059837404080168
f(z) = -1/256*z^3 + 229/144*z + 1
*
[ 11/3 ] 
f(z) = -7/242*z^3 + 221/198*z + 1
*
[ 27/7 ] 
f(z) = -7/243*z^3 + 221/189*z + 1
*
[ -20/3 ] 
f(z) = -1/250*z^3 + 239/180*z + 1
*
[ 27/8 ] 
f(z) = -8/243*z^3 + 233/216*z + 1
*
[ 14/3 ] 
f(z) = -3/245*z^3 + 221/210*z + 1
*
[ 12/5 ] 
f(z) = -15/256*z^3 + 221/240*z + 1
*
52/15 | 0.16643060436942038935747139587732016610 | 0.020165517239611854320258557566856665532
f(z) = -15/256*z^3 + 229/240*z + 1
*
[ 5/2 ] 
f(z) = -12/245*z^3 + 222/245*z + 1
*
[ 3 ] 
f(z) = -8/249*z^3 + 238/249*z + 1
*
[ 3 ] 
f(z) = -7/240*z^3 + 223/240*z + 1
*
[ 3 ] 
f(z) = -7/246*z^3 + 227/246*z + 1
*
[ 3 ] 
f(z) = -7/249*z^3 + 229/249*z + 1
*
[ 3 ] 
f(z) = -7/255*z^3 + 233/255*z + 1
*
[ 3 ] 
f(z) = -7/258*z^3 + 235/258*z + 1
*
[ 7/2 ] 
f(z) = -4/259*z^3 + 234/259*z + 1
*
[ 4 ] 
f(z) = -3/244*z^3 + 231/244*z + 1
*
[ 5 ] 
f(z) = -1/245*z^3 + 221/245*z + 1
*
[ 15/7 ] 
f(z) = -13/250*z^3 + 227/294*z + 1
*
-35/2 | 0.22619735437070063050138675375242885944 | 0.025548441626717389465555707858335565533
f(z) = -1/250*z^3 + 239/280*z + 1
*
[ 16 ] 
f(z) = -15/256*z^3 + 255/16*z + 1
*
[ -16 ] 
f(z) = -15/256*z^3 + 257/16*z + 1
*
[ 18 ] 
f(z) = -10/243*z^3 + 257/18*z + 1
*
[ -18 ] 
f(z) = -10/243*z^3 + 259/18*z + 1
*
15 | 0.25475917971206584114015308229898200646 | 0.029134217912860062357002650622904531064
f(z) = -9/250*z^3 + 251/30*z + 1
*
[ 20 ] 
f(z) = -7/250*z^3 + 243/20*z + 1
*
[ 22 ] 
f(z) = -5/242*z^3 + 241/22*z + 1
*
[ -22 ] 
f(z) = -5/242*z^3 + 243/22*z + 1
*
-80/3 | 0.17106855761142140790591375195818540452 | 0.019493428655137537076557916124553264251
f(z) = -3/250*z^3 + 259/30*z + 1
*
51/4 | 0.23068282511904608621273714057828159935 | 0.029840168342086796044143222870536604726
f(z) = -8/243*z^3 + 253/54*z + 1
*
[ -12 ] 
f(z) = -7/256*z^3 + 241/48*z + 1
*
[ -6 ] 
f(z) = -19/240*z^3 + 241/60*z + 1
*
[ -35/6 ] 
f(z) = -18/245*z^3 + 257/70*z + 1
*
8 | 0.22384334108655864635642476522291817611 | 0.024830616699727150951393294806243484384
f(z) = -9/256*z^3 + 257/72*z + 1
*
-21/2 | 0.099483310646652181335447916139362576793 | 0.013343974200053020481677279538055241697
f(z) = -8/245*z^3 + 247/70*z + 1
*
[ -35/4 ] 
f(z) = -8/245*z^3 + 253/70*z + 1
*
[ -10 ] 
f(z) = -7/240*z^3 + 241/60*z + 1
*
10 | 0.12026739133099859743314398903275514243 | 0.017380474880171103374519481673991428815
f(z) = -7/240*z^3 + 253/60*z + 1
*
[ -14 ] 
f(z) = -3/245*z^3 + 243/70*z + 1
*
-20 | 0.25791924703249028103970191902147878275 | 0.029495602692150875107152600425121343579
f(z) = -3/250*z^3 + 251/60*z + 1
*
[ 35/2 ] 
f(z) = -2/245*z^3 + 241/70*z + 1
*
[ -35/2 ] 
f(z) = -2/245*z^3 + 249/70*z + 1
*
-30 | 0.12332870671337715583942947316000272090 | 0.017884916130734430556864902117409032126
f(z) = -1/240*z^3 + 247/60*z + 1
*
-30 | 0.12934684033489214970486104344952527353 | 0.018714058068960695134618323437808401081
f(z) = -1/240*z^3 + 251/60*z + 1
*
6 | 0.14595897081518874584056485262718335939 | 0.021022093796801937740949650851480212978
f(z) = -1/240*z^3 + 259/60*z + 1
*
[ 11/2 ] 
f(z) = -17/242*z^3 + 259/88*z + 1
*
-12/5 | 0.23460630955880324892962079238444852217 | 0.028327331492376366363269982238151115235
f(z) = -15/256*z^3 + 247/80*z + 1
*
[ -11/2 ] 
f(z) = -13/242*z^3 + 247/88*z + 1
*
[ 6 ] 
f(z) = -13/248*z^3 + 253/93*z + 1
*
[ -6 ] 
f(z) = -11/248*z^3 + 257/93*z + 1
*
-20/3 | 0.24413851016222527568143971663127882546 | 0.027844417108443366523283361909361463686
f(z) = -11/250*z^3 + 257/90*z + 1
*
-20/9 | 0.17079279829011882655621705963166487414 | 0.019462005612055526996256362851172184791
f(z) = -9/250*z^3 + 259/90*z + 1
*
[ 60/7 ] 
f(z) = -7/250*z^3 + 247/84*z + 1
*
-3 | 0.20150363853797923650992629407925332782 | 0.026092457973065501351442125637951348217
f(z) = -20/243*z^3 + 251/108*z + 1
*
[ -3/4 ] 
f(z) = -20/243*z^3 + 257/108*z + 1
*
27/8 | 0.14241416810859471284138124199344549235 | 0.018422102939244114510625427881601866677
f(z) = -16/243*z^3 + 253/108*z + 1
*
72/13 | 0.23060111028656525849279064025681573975 | 0.026225517657756392572254788699549654800
f(z) = -13/243*z^3 + 244/117*z + 1
*
6 | 0.21724833369986114152995582621484726630 | 0.028219629722606686557075923798832701220
f(z) = -8/243*z^3 + 245/108*z + 1
*
[ -3/4 ] 
f(z) = -4/243*z^3 + 253/108*z + 1
*
[ -12 ] 
f(z) = -2/243*z^3 + 245/108*z + 1
*
6 | 0.098815652338778775781935196495511510838 | 0.012863235568855169199931856740599756115
f(z) = -1/243*z^3 + 241/108*z + 1
*
[ 4 ] 
f(z) = -19/248*z^3 + 245/124*z + 1
*
[ -40/17 ] 
f(z) = -17/250*z^3 + 245/136*z + 1
*
[ 24/5 ] 
f(z) = -15/256*z^3 + 257/120*z + 1
*
[ -4 ] 
f(z) = -13/248*z^3 + 259/124*z + 1
*
[ -4 ] 
f(z) = -11/248*z^3 + 243/124*z + 1
*
-12/5 | 0.15234750601521236971543771178147671257 | 0.019667130499854154142452909120200536756
f(z) = -10/243*z^3 + 257/135*z + 1
*
[ -27/5 ] 
f(z) = -5/243*z^3 + 241/135*z + 1
*
[ 15/2 ] 
f(z) = -4/243*z^3 + 242/135*z + 1
*
[ 15 ] 
f(z) = -1/243*z^3 + 251/135*z + 1
*
[ -9/4 ] 
f(z) = -17/243*z^3 + 259/144*z + 1
*
[ -9/4 ] 
f(z) = -13/243*z^3 + 247/144*z + 1
*
[ -7/4 ] 
f(z) = -12/245*z^3 + 241/140*z + 1
*
[ -9/4 ] 
f(z) = -11/243*z^3 + 241/144*z + 1
*
[ -7/2 ] 
f(z) = -11/245*z^3 + 257/140*z + 1
*
[ -7/2 ] 
f(z) = -9/245*z^3 + 243/140*z + 1
*
[ -16/9 ] 
f(z) = -9/256*z^3 + 241/144*z + 1
*
[ -22/7 ] 
f(z) = -7/242*z^3 + 247/154*z + 1
*
[ -4/3 ] 
f(z) = -7/256*z^3 + 259/144*z + 1
*
[ -16/3 ] 
f(z) = -5/256*z^3 + 251/144*z + 1
*
[ -4/3 ] 
f(z) = -5/256*z^3 + 257/144*z + 1
*
[ 25/3 ] 
f(z) = -3/250*z^3 + 257/150*z + 1
*
[ -4/3 ] 
f(z) = -1/256*z^3 + 253/144*z + 1
*
[ 20/7 ] 
f(z) = -19/250*z^3 + 249/196*z + 1
*
-6 | 0.20537797600455283325321293689404614318 | 0.029818716280943910561517534006947220857
f(z) = -15/256*z^3 + 245/192*z + 1
*
[ 6 ] 
f(z) = -3/256*z^3 + 241/192*z + 1
*
[ -6 ] 
f(z) = -1/256*z^3 + 251/192*z + 1
*
-7 | 0.16148396361875792100024043493638745144 | 0.021660294880059070801402135337323807616
f(z) = -6/245*z^3 + 247/210*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.013063436186496358662312353266887718343
f(z) = -19/240*z^3 + 259/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018278469741260147676036360121824174609
f(z) = -18/241*z^3 + 259/241*z + 1
*
[ 7/3 ] 
f(z) = -18/259*z^3 + 246/259*z + 1
*
-1 | 0.072591268783344161839349377865804497526 | 0.013081685612662646253073064697765304929
f(z) = -17/240*z^3 + 257/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018291203461837187013145262142801376040
f(z) = -17/241*z^3 + 258/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015982307720064087085637084665839910909
f(z) = -17/242*z^3 + 259/242*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018304004491781657554158581433259328108
f(z) = -16/241*z^3 + 257/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015865210225702673679440632223621166220
f(z) = -16/243*z^3 + 259/243*z + 1
*
[ 5/2 ] 
f(z) = -16/245*z^3 + 247/245*z + 1
*
[ 5/2 ] 
f(z) = -16/255*z^3 + 253/255*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018316873463495281525425307755051212547
f(z) = -15/241*z^3 + 256/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.016004752288524438198628453848268839763
f(z) = -15/242*z^3 + 257/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016779723602151632338595932913899709182
f(z) = -15/244*z^3 + 259/244*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018329811017905006785387739159577379538
f(z) = -14/241*z^3 + 255/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015887373688553732674148415518939933682
f(z) = -14/243*z^3 + 257/243*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.013118957656540938656948456676220990419
f(z) = -13/240*z^3 + 253/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018342817804612817414902280718884523328
f(z) = -13/241*z^3 + 254/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.016027317135370765456985059516750270599
f(z) = -13/242*z^3 + 255/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015898543602912832067051393727871616214
f(z) = -13/243*z^3 + 256/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016803164626595470373588013527193404530
f(z) = -13/244*z^3 + 257/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018346100037132286884460464061824480135
f(z) = -13/245*z^3 + 258/245*z + 1
*
-1 | 0.068771538842891420269145884443290670332 | 0.012376042245557237789312346241923302173
f(z) = -13/246*z^3 + 259/246*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018355894482048792483088854613173279671
f(z) = -12/241*z^3 + 253/241*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018358939486238496435072790935880069027
f(z) = -12/245*z^3 + 257/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018360422313723866137036566505775795493
f(z) = -12/247*z^3 + 259/247*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.013137801226331954296924879697037125325
f(z) = -11/240*z^3 + 251/240*z + 1
*
[ 3 ] 
f(z) = -11/240*z^3 + 259/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018369041717627496836207533538499592361
f(z) = -11/241*z^3 + 252/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015921062579163229683245910383980041896
f(z) = -11/243*z^3 + 254/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016826855142355880643800928521720583013
f(z) = -11/244*z^3 + 255/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018371847081024468895264486259150582855
f(z) = -11/245*z^3 + 256/245*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012393213870455745310494283858538140712
f(z) = -11/246*z^3 + 257/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018373213126670950375634722485250859064
f(z) = -11/247*z^3 + 258/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016833912926266282682941630711120146613
f(z) = -11/248*z^3 + 259/248*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018382260187907790270074502263320957999
f(z) = -10/241*z^3 + 251/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015932412776390470006211209010643252437
f(z) = -10/243*z^3 + 253/243*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018386071550770893700050078544965847953
f(z) = -10/247*z^3 + 257/247*z + 1
*
[ 3 ] 
f(z) = -10/249*z^3 + 256/249*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014726281672507956386035809120379344706
f(z) = -10/249*z^3 + 259/249*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018395550578756144045378715394083138510
f(z) = -9/241*z^3 + 250/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016073059893534116138367061072166891803
f(z) = -9/242*z^3 + 251/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016850799888558096517794122369532454261
f(z) = -9/244*z^3 + 253/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018397869287738908352880633202774641762
f(z) = -9/245*z^3 + 254/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018398998221260827903218361289730391566
f(z) = -9/247*z^3 + 256/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016857429652390391762352026648439587499
f(z) = -9/248*z^3 + 257/248*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016090693533192257839319353760388319960
f(z) = -9/250*z^3 + 259/250*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018408913585513556393239261754695359633
f(z) = -8/241*z^3 + 249/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015955297485675395215309259809632511297
f(z) = -8/243*z^3 + 251/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018410985211625176945700529922748395496
f(z) = -8/245*z^3 + 253/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018411993781941333750594449698511357402
f(z) = -8/247*z^3 + 255/247*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014746667800898982147335674603392199529
f(z) = -8/249*z^3 + 257/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018413958726162079313840927976193168273
f(z) = -8/251*z^3 + 259/251*z + 1
*
[ 3 ] 
f(z) = -8/255*z^3 + 242/255*z + 1
*
-1 | 0.072592302399765051561530575068539064982 | 0.013176109209283873476671005939926337015
f(z) = -7/240*z^3 + 247/240*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018422349913166161438885436607725155483
f(z) = -7/241*z^3 + 248/241*z + 1
*
-1 | 0.088811588168922998773948460997831121604 | 0.016096483256944300051856289987975434197
f(z) = -7/242*z^3 + 249/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015966833180280886345961414538435052527
f(z) = -7/243*z^3 + 250/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016875003734019566331425116090080913551
f(z) = -7/244*z^3 + 251/244*z + 1
*
-1 | 0.068771538842891420269145884443290670332 | 0.012428465226059189045256283829904960123
f(z) = -7/246*z^3 + 253/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018425058885326923254888384167111323568
f(z) = -7/247*z^3 + 254/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016881196675551485288664446250265557908
f(z) = -7/248*z^3 + 255/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014757222119871048848273844549790282002
f(z) = -7/249*z^3 + 256/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.016113289515022408257355892718438293841
f(z) = -7/250*z^3 + 257/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018426786835323033496515761316361336081
f(z) = -7/251*z^3 + 258/251*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018435860276519628848027774093150417867
f(z) = -6/241*z^3 + 247/241*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018437430047704333114262202862940160294
f(z) = -6/245*z^3 + 251/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018438194192799784689712160115765599968
f(z) = -6/247*z^3 + 253/247*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018439682752781471384099910981651290771
f(z) = -6/251*z^3 + 257/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018440407833283963696613751873285441819
f(z) = -6/253*z^3 + 259/253*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018449445400377454477053576924202291047
f(z) = -5/241*z^3 + 246/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016119926678453390665731631398903778809
f(z) = -5/242*z^3 + 247/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015990094267250550857719400821515020471
f(z) = -5/243*z^3 + 248/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016899471681895610598001496753353048694
f(z) = -5/244*z^3 + 249/244*z + 1
*
-1 | 0.068771538842891420269145884443290670332 | 0.012446316998891590097374913472512390250
f(z) = -5/246*z^3 + 251/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018451400374766874565571010240258302970
f(z) = -5/247*z^3 + 252/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016905218750179577530285609037542802642
f(z) = -5/248*z^3 + 253/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014778124508337520290675317442102689638
f(z) = -5/249*z^3 + 254/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018452647115626787016150412944729097221
f(z) = -5/251*z^3 + 256/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018453254368251036758341234872777711520
f(z) = -5/253*z^3 + 258/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016143592580461279422600283172029355424
f(z) = -5/254*z^3 + 259/254*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018463106019723245388520707674214707887
f(z) = -4/241*z^3 + 245/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.016001820891955054842448939822453955955
f(z) = -4/243*z^3 + 247/243*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018464163438966699687887935336202998748
f(z) = -4/245*z^3 + 249/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018464678110820443315913613168954129641
f(z) = -4/247*z^3 + 251/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014788659899865838778497815192592168550
f(z) = -4/249*z^3 + 253/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018465680569536793219067589905732592175
f(z) = -4/251*z^3 + 255/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018466168808912842566869272621115654330
f(z) = -4/253*z^3 + 257/253*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018476842879907105781603271090583580404
f(z) = -3/241*z^3 + 244/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016143749780611614532479525720606809150
f(z) = -3/242*z^3 + 245/242*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016924208874531262195436593146715537773
f(z) = -3/244*z^3 + 247/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018477640092471794965429570021035457385
f(z) = -3/245*z^3 + 248/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018478028089902084051457019961727492195
f(z) = -3/247*z^3 + 250/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016929500760815732599980422087450443349
f(z) = -3/248*z^3 + 251/248*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.016158969051239821782089262492913435754
f(z) = -3/250*z^3 + 253/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018478783768928642666006436484004968372
f(z) = -3/251*z^3 + 254/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018479151793273866038179424284464031952
f(z) = -3/253*z^3 + 256/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016166144939323819375642196456439310163
f(z) = -3/254*z^3 + 257/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016939717685950999974919651096201545717
f(z) = -3/256*z^3 + 259/256*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018490656736836233687403847749695391454
f(z) = -2/241*z^3 + 243/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.016025469449509363849226326736270213437
f(z) = -2/243*z^3 + 245/243*z + 1
*
[ 5 ] 
f(z) = -2/245*z^3 + 246/245*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018491191003877808245015553113521144112
f(z) = -2/245*z^3 + 247/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018491451010470396441032439381197378759
f(z) = -2/247*z^3 + 249/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014809901766196566247095379616922566584
f(z) = -2/249*z^3 + 251/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018491957377113021189387146535254021045
f(z) = -2/251*z^3 + 253/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018492203967939346951867365322120097393
f(z) = -2/253*z^3 + 255/253*z + 1
*
[ 5 ] 
f(z) = -2/255*z^3 + 254/255*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014826315574407894240001696071927160292
f(z) = -2/255*z^3 + 257/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018492684513144959755503297178958212813
f(z) = -2/257*z^3 + 259/257*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018504548357169841695815962401787539645
f(z) = -1/241*z^3 + 242/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.016167839545512133933696151220236510545
f(z) = -1/242*z^3 + 243/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.016037392667248214060177895786315439862
f(z) = -1/243*z^3 + 244/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016949220598530230198003894087602002578
f(z) = -1/244*z^3 + 245/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018504816900163555873423451817126073745
f(z) = -1/245*z^3 + 246/245*z + 1
*
[ 6 ] 
f(z) = -1/246*z^3 + 241/246*z + 1
*
-1 | 0.068770886703537700904899037444168041314 | 0.012482490342227163276861774978427557634
f(z) = -1/246*z^3 + 247/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018504947580672360570206733946714326463
f(z) = -1/247*z^3 + 248/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016954047726772724595361523348042532588
f(z) = -1/248*z^3 + 249/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014820609338654274982454218284513196991
f(z) = -1/249*z^3 + 250/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.016182179177306208112096502767695318113
f(z) = -1/250*z^3 + 251/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018505202066451697815022188762950302987
f(z) = -1/251*z^3 + 252/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014507626445424046121868330984904676735
f(z) = -1/252*z^3 + 253/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018505325988266417788301354980770074045
f(z) = -1/253*z^3 + 254/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.016189055018956085404498822522258150123
f(z) = -1/254*z^3 + 255/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014836739492071921532914487727749270797
f(z) = -1/255*z^3 + 256/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016963382219751614872300081019817703299
f(z) = -1/256*z^3 + 257/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018505567466731505246359278645457274492
f(z) = -1/257*z^3 + 258/257*z + 1
*
[ 6 ] 
f(z) = -1/258*z^3 + 251/258*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.012534462686438139955574567067361050244
f(z) = -1/258*z^3 + 259/258*z + 1
*
[ 27/10 ] 
f(z) = -10/243*z^3 + 251/270*z + 1
*
-62/9 | 0.11114260878633184842224017931675326142 | 0.014414162344399755840610135604970619652
f(z) = -9/248*z^3 + 242/279*z + 1
*
[ 27/11 ] 
f(z) = -11/243*z^3 + 257/297*z + 1
*
[ 30/7 ] 
f(z) = -1/250*z^3 + 247/294*z + 1
*
4/3 | 0.23204528104533944081342106081628736932 | 0.027832822797356978631144920117411828514
f(z) = -9/256*z^3 + 261/16*z + 1
*
4 | 0.19213798629046505191702676729572750685 | 0.022962961045006141909576729860280429398
f(z) = -1/256*z^3 + 269/16*z + 1
*
-4 | 0.14826277657086068707652519610925410128 | 0.017657464520476121518193353952033501766
f(z) = -1/256*z^3 + 277/16*z + 1
*
[ 15 ] 
f(z) = -9/250*z^3 + 271/30*z + 1
*
-3 | 0.14779716621049420437232367527274902293 | 0.018896891904400676975951733587227520302
f(z) = -8/243*z^3 + 277/54*z + 1
*
[ -35/2 ] 
f(z) = -3/250*z^3 + 265/56*z + 1
*
-24 | 0.095280518505187052057719377549531103934 | 0.012251649368611658907313597130082669624
f(z) = -2/243*z^3 + 265/54*z + 1
*
-15/2 | 0.23710818396869920960266024698614799871 | 0.022684717738579601284268632148653859718
f(z) = -17/250*z^3 + 277/72*z + 1
*
[ 22/3 ] 
f(z) = -15/242*z^3 + 277/66*z + 1
*
9 | 0.12788537135225058195111954915915708975 | 0.014384419027865160057157482619906405740
f(z) = -14/243*z^3 + 269/63*z + 1
*
-10 | 0.14559276438309531062215593263649004371 | 0.020833451112779928456801779763834152417
f(z) = -13/240*z^3 + 271/60*z + 1
*
10 | 0.19899495393828578962926314919031912008 | 0.028505198438314525808964138964002752232
f(z) = -11/240*z^3 + 269/60*z + 1
*
-8 | 0.24300286218139199730503259341232607677 | 0.026755042651650714796928405159347817120
f(z) = -9/256*z^3 + 275/72*z + 1
*
2 | 0.12905822250610417910114823642867473011 | 0.018409769058630692439310204721707310342
f(z) = -7/240*z^3 + 277/60*z + 1
*
[ -11/2 ] 
f(z) = -15/242*z^3 + 269/88*z + 1
*
-36/5 | 0.21780817613335309767854629318594559369 | 0.026101245124428749130447177379381114904
f(z) = -15/256*z^3 + 263/80*z + 1
*
9/10 | 0.21290761384591751230104860288387914676 | 0.024008551236736475523706701761303471004
f(z) = -10/243*z^3 + 263/90*z + 1
*
[ 21/4 ] 
f(z) = -16/245*z^3 + 274/105*z + 1
*
[ -22/5 ] 
f(z) = -15/242*z^3 + 267/110*z + 1
*
[ -8/13 ] 
f(z) = -13/256*z^3 + 275/104*z + 1
*
[ 35/6 ] 
f(z) = -12/245*z^3 + 262/105*z + 1
*
-35/6 | 0.21658186587783022335422128189197386271 | 0.028610823741206250052544676182490966248
f(z) = -12/245*z^3 + 277/105*z + 1
*
14/3 | 0.21731610566487987366369540725035754722 | 0.028833630329433562002470899000371974896
f(z) = -3/245*z^3 + 268/105*z + 1
*
[ 35/3 ] 
f(z) = -3/245*z^3 + 271/105*z + 1
*
-14 | 0.21952487304321310957874458707754504696 | 0.028999599869515041531379236037898761774
f(z) = -3/245*z^3 + 277/105*z + 1
*
27/2 | 0.098815722078125612040268843157071433183 | 0.012706223664614765654996941476430563136
f(z) = -1/243*z^3 + 265/108*z + 1
*
28 | 0.24188461672298762365298696195059942673 | 0.028832309248322084299570184488229277130
f(z) = -1/256*z^3 + 275/112*z + 1
*
[ -27/10 ] 
f(z) = -20/243*z^3 + 266/135*z + 1
*
[ -4 ] 
f(z) = -15/248*z^3 + 275/124*z + 1
*
99/14 | 0.20983013159317757811040026209064425332 | 0.023641322168479848799124786351441641180
f(z) = -14/243*z^3 + 265/126*z + 1
*
[ 27/5 ] 
f(z) = -10/243*z^3 + 272/135*z + 1
*
[ -15/2 ] 
f(z) = -4/243*z^3 + 278/135*z + 1
*
-20/3 | 0.19254343132598176946166808140930930203 | 0.021773804581559807656780992399276138094
f(z) = -3/250*z^3 + 277/120*z + 1
*
[ -15 ] 
f(z) = -1/243*z^3 + 269/135*z + 1
*
[ -9/4 ] 
f(z) = -19/243*z^3 + 265/144*z + 1
*
[ -4/3 ] 
f(z) = -19/256*z^3 + 271/144*z + 1
*
[ -4/3 ] 
f(z) = -17/256*z^3 + 269/144*z + 1
*
[ -7/2 ] 
f(z) = -13/245*z^3 + 271/140*z + 1
*
[ -4/3 ] 
f(z) = -13/256*z^3 + 265/144*z + 1
*
[ -35/11 ] 
f(z) = -11/250*z^3 + 271/154*z + 1
*
[ -4/3 ] 
f(z) = -11/256*z^3 + 263/144*z + 1
*
[ -7/6 ] 
f(z) = -9/245*z^3 + 267/140*z + 1
*
[ -10/3 ] 
f(z) = -9/248*z^3 + 264/155*z + 1
*
[ -11/7 ] 
f(z) = -7/242*z^3 + 263/154*z + 1
*
[ -9/8 ] 
f(z) = -4/243*z^3 + 275/144*z + 1
*
88/15 | 0.20764706676576201693520894151175065237 | 0.023979418842697939225239377728903588837
f(z) = -15/242*z^3 + 262/165*z + 1
*
[ -24/7 ] 
f(z) = -7/256*z^3 + 271/168*z + 1
*
[ 32/5 ] 
f(z) = -5/256*z^3 + 263/160*z + 1
*
-35/4 | 0.25628198304780722493011658478953441303 | 0.029029439491675114390391888199053826198
f(z) = -1/250*z^3 + 273/160*z + 1
*
-80/33 | 0.24975650289098752821329195285351741465 | 0.023961997605275896390410813550182771951
f(z) = -11/250*z^3 + 269/198*z + 1
*
[ -11/3 ] 
f(z) = -1/242*z^3 + 263/198*z + 1
*
[ -22/3 ] 
f(z) = -1/242*z^3 + 269/198*z + 1
*
[ -20/7 ] 
f(z) = -1/250*z^3 + 271/196*z + 1
*
[ 25/6 ] 
f(z) = -9/250*z^3 + 277/200*z + 1
*
[ 30/7 ] 
f(z) = -7/250*z^3 + 269/210*z + 1
*
[ 14/3 ] 
f(z) = -6/245*z^3 + 277/210*z + 1
*
-6 | 0.21913070582129561971848047129790864777 | 0.029666495719807594066918237888802797422
f(z) = -5/252*z^3 + 269/210*z + 1
*
[ 27/4 ] 
f(z) = -2/243*z^3 + 265/216*z + 1
*
[ 35/4 ] 
f(z) = -1/250*z^3 + 267/224*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018253201740350826568779192775012788020
f(z) = -20/241*z^3 + 261/241*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015821573645998334287288632024106276893
f(z) = -20/243*z^3 + 263/243*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018260456295275626198179306560743107942
f(z) = -20/247*z^3 + 267/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014626565999568603451766857261572508441
f(z) = -20/249*z^3 + 269/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018265089664850539637953666885258481661
f(z) = -20/251*z^3 + 271/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018267348416857059313917527729168123444
f(z) = -20/253*z^3 + 273/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018271754688840643790619684133025213862
f(z) = -20/257*z^3 + 277/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018273903975162304056871145650760157608
f(z) = -20/259*z^3 + 279/259*z + 1
*
-1 | 0.10157031358316027769382243182797806917 | 0.018265802706027399116622627712204423373
f(z) = -19/241*z^3 + 260/241*z + 1
*
-1 | 0.088810936029569279409701613998708492586 | 0.015960213913978557102610187759509288851
f(z) = -19/242*z^3 + 261/242*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015832397820824464501529051627100146967
f(z) = -19/243*z^3 + 262/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016733571692661277957559967172213949680
f(z) = -19/244*z^3 + 263/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018270459461267308173855396559278505067
f(z) = -19/245*z^3 + 264/245*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012324943183958136986171225167475093688
f(z) = -19/246*z^3 + 265/246*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016742258212589825308268393913688394919
f(z) = -19/248*z^3 + 267/248*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014636124518105381556675869753876033903
f(z) = -19/249*z^3 + 268/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.015981739055109814139777001476239666247
f(z) = -19/250*z^3 + 269/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018277150833914879119762209327583097636
f(z) = -19/251*z^3 + 270/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014329640310429727164013664955514783693
f(z) = -19/252*z^3 + 271/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018279306779891874060588679206201897535
f(z) = -19/253*z^3 + 272/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.015992088300498139480631405844976259284
f(z) = -19/254*z^3 + 273/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014657130858536009254696258342261973743
f(z) = -19/255*z^3 + 274/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016758934440761926872323330390519712343
f(z) = -19/256*z^3 + 275/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018283512278565622522837760535553187893
f(z) = -19/257*z^3 + 276/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012384898790609481332938439720831236169
f(z) = -19/258*z^3 + 277/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018285563524250991391547149224733623466
f(z) = -19/259*z^3 + 278/259*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018282903067435254585308773776521834959
f(z) = -18/245*z^3 + 263/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018285062739488824317480855019863625480
f(z) = -18/247*z^3 + 265/247*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018289272785291846388371542786303893410
f(z) = -18/251*z^3 + 269/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018291324942137768800511388485159916688
f(z) = -18/253*z^3 + 271/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018295327769631062525043189874793412730
f(z) = -18/257*z^3 + 275/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018297280058533741986190524587553043329
f(z) = -18/259*z^3 + 277/259*z + 1
*
-1 | 0.088160245386947074000853012839461939262 | 0.015854215586668406053539719361624443883
f(z) = -17/243*z^3 + 260/243*z + 1
*
-1 | 0.093242038979998240641500591334009571057 | 0.016756527455141565744226766879455704816
f(z) = -17/244*z^3 + 261/244*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018295411136705669078454620111662230227
f(z) = -17/245*z^3 + 262/245*z + 1
*
-1 | 0.068769853087116811182717840241433473859 | 0.012341699940451842561908241150622624812
f(z) = -17/246*z^3 + 263/246*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018297460764120952378032658223729222719
f(z) = -17/247*z^3 + 264/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016764818845032380123071507896106575378
f(z) = -17/248*z^3 + 265/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014655945077563625305341316556527146523
f(z) = -17/249*z^3 + 266/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.016003202105990548534232492793866028546
f(z) = -17/250*z^3 + 267/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018301456063695769034854550388584320294
f(z) = -17/251*z^3 + 268/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014348612865389290347114006322606999530
f(z) = -17/252*z^3 + 269/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018303403435404760297381840092993505897
f(z) = -17/253*z^3 + 270/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.016013194877758517028111760836184399749
f(z) = -17/254*z^3 + 271/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016780741936408419462918846992074458447
f(z) = -17/256*z^3 + 273/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018307201669217682161011640647878095758
f(z) = -17/257*z^3 + 274/257*z + 1
*
-1 | 0.069651853994325230064311898395293463621 | 0.012400692993036757911977311307030620179
f(z) = -17/258*z^3 + 275/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018309054073436791500482561186227673520
f(z) = -17/259*z^3 + 276/259*z + 1
*
-1 | 0.10187515204712457379280490407615827961 | 0.018307984262769675187446172514106178058
f(z) = -16/245*z^3 + 261/245*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018309922760279552527007003519041648464
f(z) = -16/247*z^3 + 263/247*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014665653029427698461265856222256905642
f(z) = -16/249*z^3 + 265/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018313701220845944692964152988267943017
f(z) = -16/251*z^3 + 267/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018315542798289772284258630638029608720
f(z) = -16/253*z^3 + 269/253*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014685935056289496790615059067952776357
f(z) = -16/255*z^3 + 271/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018319134490881607939360100686674554154
f(z) = -16/257*z^3 + 273/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018320886070567614213402912461273196717
f(z) = -16/259*z^3 + 275/259*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018322449314808490529430460669965190497
f(z) = -15/247*z^3 + 262/247*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016787611971366052651163703386981115106
f(z) = -15/248*z^3 + 263/248*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018326008815584067236828384849760717602
f(z) = -15/251*z^3 + 266/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018327743576289539210812198277587044348
f(z) = -15/253*z^3 + 268/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016034279908490277377115244573157095108
f(z) = -15/254*z^3 + 269/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016802767239374452370825230172171973535
f(z) = -15/256*z^3 + 271/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018331126754658840336290593104016864010
f(z) = -15/257*z^3 + 272/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018332776557815452413107271656590736515
f(z) = -15/259*z^3 + 274/259*z + 1
*
-1 | 0.10202570993755513326041694210098466930 | 0.018335041022276286235736647350290829702
f(z) = -14/247*z^3 + 261/247*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014685777666900146373534781760858595972
f(z) = -14/249*z^3 + 263/249*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018338379413994081579205855275537855281
f(z) = -14/251*z^3 + 265/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018340006321915827240856483245008279718
f(z) = -14/253*z^3 + 267/253*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014705379348257190456086225435837549602
f(z) = -14/255*z^3 + 269/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018343178987171831455458362713719605492
f(z) = -14/257*z^3 + 271/257*z + 1
*
-1 | 0.093543159736883061134000727307619182764 | 0.016810641868396040871171578535659499861
f(z) = -13/248*z^3 + 261/248*z + 1
*
-1 | 0.081831415242283814230986238374796983252 | 0.014695824798018763713809557991610911061
f(z) = -13/249*z^3 + 262/249*z + 1
*
-1 | 0.089413217357450020811153296290343757751 | 0.016046436771329643168408590438254800277
f(z) = -13/250*z^3 + 263/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018350813589524526864408714933287798988
f(z) = -13/251*z^3 + 264/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014387138837014549977923143574483003809
f(z) = -13/252*z^3 + 265/252*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018352331594813029116550100343851889690
f(z) = -13/253*z^3 + 266/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.016055813136620037995948661384272741731
f(z) = -13/254*z^3 + 267/254*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014715175239692479856258720386880315191
f(z) = -13/255*z^3 + 268/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016825014233577771588905964675577480768
f(z) = -13/256*z^3 + 269/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018355291721738225345409925876858879998
f(z) = -13/257*z^3 + 270/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012433311366253478462710518729056646515
f(z) = -13/258*z^3 + 271/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018356735066245328661686332171620235771
f(z) = -13/259*z^3 + 272/259*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018363311923113429559082975846248184497
f(z) = -12/251*z^3 + 263/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018364719961878191111506998910185090373
f(z) = -12/253*z^3 + 265/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018367465498481813214731736724645206439
f(z) = -12/257*z^3 + 269/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018368804135547985590233161463700068784
f(z) = -12/259*z^3 + 271/259*z + 1
*
[ 3 ] 
f(z) = -11/246*z^3 + 263/246*z + 1
*
-1 | 0.081830381625862924508805041172062415797 | 0.014715890434985850773830261560509873867
f(z) = -11/249*z^3 + 260/249*z + 1
*
[ 3 ] 
f(z) = -11/249*z^3 + 265/249*z + 1
*
-1 | 0.089413869496803740175400143289466386770 | 0.016068567091449345720274967625983018863
f(z) = -11/250*z^3 + 261/250*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018375875003315809708783288009564757468
f(z) = -11/251*z^3 + 262/251*z + 1
*
-1 | 0.080276347679494814312135602863286100492 | 0.014406699315187526365879429606258782515
f(z) = -11/252*z^3 + 263/252*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.016077448766302850975866860175098672170
f(z) = -11/254*z^3 + 265/254*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014734731611667676926190735112584250114
f(z) = -11/255*z^3 + 266/255*z + 1
*
[ 3 ] 
f(z) = -11/255*z^3 + 269/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016847486902706107448267156918006013500
f(z) = -11/256*z^3 + 267/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018379700864445757249934898998657494800
f(z) = -11/257*z^3 + 268/257*z + 1
*
-1 | 0.069652887610746119786493095598028031076 | 0.012449773166976690868728134266501103715
f(z) = -11/258*z^3 + 269/258*z + 1
*
[ 3 ] 
f(z) = -11/258*z^3 + 271/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018380933791424514538228114499165270586
f(z) = -11/259*z^3 + 270/259*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018388503426433865450727445281987338228
f(z) = -10/251*z^3 + 261/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018389688283101515303455800306495080094
f(z) = -10/253*z^3 + 263/253*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018391998373708138252790874477894951925
f(z) = -10/257*z^3 + 267/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018393124574753251621707458408295340569
f(z) = -10/259*z^3 + 269/259*z + 1
*
-1 | 0.10232320257651451641145528220385654151 | 0.018401197796649902755384097497480015379
f(z) = -9/251*z^3 + 260/251*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018402269408432539164050472569317433762
f(z) = -9/253*z^3 + 262/253*z + 1
*
-1 | 0.089707820407105409605866121216091006701 | 0.016099307357453811940975072186527433969
f(z) = -9/254*z^3 + 263/254*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016870189333570952735491096722294133366
f(z) = -9/256*z^3 + 265/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018404358587499883874007166017310010194
f(z) = -9/257*z^3 + 266/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018405377033341570193032737994870480141
f(z) = -9/259*z^3 + 268/259*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018414915970535307377623615490393733115
f(z) = -8/253*z^3 + 261/253*z + 1
*
-1 | 0.082272353181056379626816270371240385512 | 0.014764910069957610607632639751999308163
f(z) = -8/255*z^3 + 263/255*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018416782074325135830537076806303282098
f(z) = -8/257*z^3 + 265/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018417691722041589896558241830596275277
f(z) = -8/259*z^3 + 267/259*z + 1
*
-1 | 0.10247017571717630064571660018102454478 | 0.018427628574459950306422055371352764983
f(z) = -7/253*z^3 + 260/253*z + 1
*
-1 | 0.089707168267751690241619274216968377682 | 0.016121275815558251896544663482079662342
f(z) = -7/254*z^3 + 261/254*z + 1
*
-1 | 0.082271319564635489904635073168505818057 | 0.014774825715087480560088160819485891858
f(z) = -7/255*z^3 + 262/255*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016893125719600975167085360450952227821
f(z) = -7/256*z^3 + 263/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018429269410084116156270324160735997555
f(z) = -7/257*z^3 + 264/257*z + 1
*
-1 | 0.069653539750099839150739942597150660094 | 0.012483317637657933385271152954690390958
f(z) = -7/258*z^3 + 265/258*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018441821178198554252240912456126830548
f(z) = -6/257*z^3 + 263/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018442510045119942994439595639711035347
f(z) = -6/259*z^3 + 265/259*z + 1
*
[ 4 ] 
f(z) = -5/244*z^3 + 263/244*z + 1
*
[ 4 ] 
f(z) = -5/252*z^3 + 269/252*z + 1
*
-1 | 0.094131098594560474118389547358517805541 | 0.016916300364482012307522560092779551570
f(z) = -5/256*z^3 + 261/256*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018454437969739738274780804215359374776
f(z) = -5/257*z^3 + 262/257*z + 1
*
-1 | 0.069653539750099839150739942597150660094 | 0.012500289717022978872445737965260719644
f(z) = -5/258*z^3 + 263/258*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018455014825501356024379176418834112067
f(z) = -5/259*z^3 + 264/259*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018467120383559256230287669028341673022
f(z) = -4/257*z^3 + 261/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018467584128249269620635437954257036699
f(z) = -4/259*z^3 + 263/259*z + 1
*
[ 5 ] 
f(z) = -3/245*z^3 + 271/245*z + 1
*
-1 | 0.10276066823880036663614433916224547133 | 0.018479869026422494035590515762139632531
f(z) = -3/257*z^3 + 260/257*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018480218545260689742898365378529674499
f(z) = -3/259*z^3 + 262/259*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018492918676223791164161066412495641226
f(z) = -2/259*z^3 + 261/259*z + 1
*
-16 | 0.13829642453760891229698195631984249759 | 0.024686449709378391989808896673011748771
f(z) = -1/240*z^3 + 271/240*z + 1
*
[ 7 ] 
f(z) = -1/252*z^3 + 265/252*z + 1
*
-1 | 0.10290422336480625461987867434212272025 | 0.018505685128751602025891303386668467035
f(z) = -1/259*z^3 + 260/259*z + 1
*
[ 7 ] 
f(z) = -1/259*z^3 + 271/259*z + 1
*
[ 16 ] 
f(z) = -17/256*z^3 + 287/16*z + 1
*
[ -16 ] 
f(z) = -17/256*z^3 + 289/16*z + 1
*
[ -30 ] 
f(z) = -13/250*z^3 + 287/6*z + 1
*
[ 18 ] 
f(z) = -11/243*z^3 + 281/18*z + 1
*
[ -18 ] 
f(z) = -11/243*z^3 + 283/18*z + 1
*
190/9 | 0.27849261698617354022358742834083709171 | 0.026553969798093502165284322191060696630
f(z) = -9/250*z^3 + 287/18*z + 1
*
[ -70/3 ] 
f(z) = -9/250*z^3 + 289/14*z + 1
*
-4/3 | 0.15411947875783805501846233588975753989 | 0.018292944058351253119141272943330175667
f(z) = -9/256*z^3 + 285/16*z + 1
*
40 | 0.26562052865003411684858501679250694726 | 0.027751176279154991758148802373713282420
f(z) = -3/250*z^3 + 287/15*z + 1
*
[ 55/3 ] 
f(z) = -9/250*z^3 + 287/22*z + 1
*
[ 24 ] 
f(z) = -5/256*z^3 + 293/24*z + 1
*
[ -24 ] 
f(z) = -5/256*z^3 + 295/24*z + 1
*
[ 40/3 ] 
f(z) = -9/250*z^3 + 293/40*z + 1
*
[ -40/3 ] 
f(z) = -9/250*z^3 + 299/40*z + 1
*
[ 40/3 ] 
f(z) = -9/256*z^3 + 287/40*z + 1
*
[ 12 ] 
f(z) = -9/256*z^3 + 287/48*z + 1
*
[ -40/3 ] 
f(z) = -9/256*z^3 + 293/40*z + 1
*
[ -12 ] 
f(z) = -9/256*z^3 + 295/48*z + 1
*
85/2 | 0.23585366575844849129671349713032788094 | 0.026628376207759439114340182638958972981
f(z) = -1/250*z^3 + 281/40*z + 1
*
[ -40 ] 
f(z) = -1/250*z^3 + 297/40*z + 1
*
[ 40 ] 
f(z) = -1/256*z^3 + 289/40*z + 1
*
[ -40 ] 
f(z) = -1/256*z^3 + 291/40*z + 1
*
-2 | 0.20756992161976224750393762280417542639 | 0.029431182684072822648752524178596593607
f(z) = -19/240*z^3 + 289/60*z + 1
*
2 | 0.20079559784463658604978329118990746361 | 0.028498717728793850073377601875414556159
f(z) = -17/240*z^3 + 287/60*z + 1
*
[ -22/3 ] 
f(z) = -15/242*z^3 + 295/66*z + 1
*
-9 | 0.21717360620396730659161693368115490295 | 0.024288861861976301142616717889885845891
f(z) = -14/243*z^3 + 283/63*z + 1
*
2 | 0.13177732391588184226383308836680500391 | 0.018740354496357173620967590386206047993
f(z) = -13/240*z^3 + 283/60*z + 1
*
-9 | 0.21588434377451352069292281569407305430 | 0.023997066924364507049818653620872924268
f(z) = -8/243*z^3 + 299/72*z + 1
*
[ 14 ] 
f(z) = -4/245*z^3 + 289/70*z + 1
*
[ -14 ] 
f(z) = -4/245*z^3 + 299/70*z + 1
*
-7 | 0.22364575583715996864817987365755360915 | 0.029460576608555457406852535380345113394
f(z) = -2/245*z^3 + 283/70*z + 1
*
[ 30 ] 
f(z) = -1/240*z^3 + 283/60*z + 1
*
[ -30 ] 
f(z) = -1/240*z^3 + 287/60*z + 1
*
35 | 0.24552659316596598185101624869760955407 | 0.027720470109329406092957630057743349110
f(z) = -1/250*z^3 + 281/70*z + 1
*
[ 11/2 ] 
f(z) = -19/242*z^3 + 281/88*z + 1
*
[ -11/2 ] 
f(z) = -17/242*z^3 + 291/88*z + 1
*
[ 6 ] 
f(z) = -15/248*z^3 + 280/93*z + 1
*
-4 | 0.24540671759056299297599396334596095915 | 0.029103967387730293672709868834726470451
f(z) = -15/256*z^3 + 287/80*z + 1
*
[ -6 ] 
f(z) = -13/248*z^3 + 284/93*z + 1
*
-55/9 | 0.19057456361988135690413807977148942320 | 0.021499055211054839014889652956076012925
f(z) = -9/250*z^3 + 283/90*z + 1
*
-5 | 0.10017993005439867714257726880772146377 | 0.011274791140543020590873963978455156342
f(z) = -9/250*z^3 + 289/90*z + 1
*
[ -9/13 ] 
f(z) = -13/243*z^3 + 289/117*z + 1
*
-14/3 | 0.22614704071252925843516733774816927638 | 0.029667717500948105460711505671959806577
f(z) = -12/245*z^3 + 292/105*z + 1
*
[ -35/6 ] 
f(z) = -12/245*z^3 + 298/105*z + 1
*
30/11 | 0.22263094215739913921512700212518986494 | 0.025056090305552931800176387513415656907
f(z) = -11/250*z^3 + 289/110*z + 1
*
28/3 | 0.23047510153079780194941492769669600905 | 0.027378727287210100521746477104670086190
f(z) = -9/256*z^3 + 283/112*z + 1
*
14/3 | 0.22614811128673583105412069897598499628 | 0.029614998295326776486390469636526663422
f(z) = -6/245*z^3 + 296/105*z + 1
*
[ 21/2 ] 
f(z) = -4/245*z^3 + 284/105*z + 1
*
[ -35/3 ] 
f(z) = -3/245*z^3 + 289/105*z + 1
*
[ 21 ] 
f(z) = -1/245*z^3 + 289/105*z + 1
*
[ -21 ] 
f(z) = -1/245*z^3 + 299/105*z + 1
*
[ -4 ] 
f(z) = -17/248*z^3 + 291/124*z + 1
*
[ -15/4 ] 
f(z) = -16/243*z^3 + 296/135*z + 1
*
5/2 | 0.23287468093044817508399635105513601407 | 0.026109019145105053995261994099140718757
f(z) = -9/250*z^3 + 299/120*z + 1
*
[ 15/2 ] 
f(z) = -7/250*z^3 + 293/120*z + 1
*
-24 | 0.16396854233612540523836092378125644455 | 0.025727336419597382855366678870481160476
f(z) = -1/240*z^3 + 293/120*z + 1
*
[ 18 ] 
f(z) = -1/252*z^3 + 281/126*z + 1
*
[ -18 ] 
f(z) = -1/252*z^3 + 295/126*z + 1
*
[ -9/8 ] 
f(z) = -20/243*z^3 + 287/144*z + 1
*
[ -7/2 ] 
f(z) = -17/245*z^3 + 299/140*z + 1
*
[ 35/8 ] 
f(z) = -16/245*z^3 + 283/140*z + 1
*
[ 60/13 ] 
f(z) = -13/250*z^3 + 295/156*z + 1
*
[ 16/3 ] 
f(z) = -11/256*z^3 + 293/144*z + 1
*
[ 35/6 ] 
f(z) = -9/245*z^3 + 291/140*z + 1
*
-60/7 | 0.21554018499678244651427668150571692947 | 0.026397806826473603730005986221117823123
f(z) = -7/240*z^3 + 293/140*z + 1
*
[ -16/3 ] 
f(z) = -7/256*z^3 + 283/144*z + 1
*
12 | 0.15839504144503908559415506808220670791 | 0.018832018487215902660801544751300177118
f(z) = -5/256*z^3 + 281/144*z + 1
*
[ 35/4 ] 
f(z) = -4/245*z^3 + 299/140*z + 1
*
[ -25/3 ] 
f(z) = -3/250*z^3 + 293/150*z + 1
*
21/2 | 0.21633619493829293630646999785995705757 | 0.028497697263808271597803136043298784055
f(z) = -1/245*z^3 + 283/140*z + 1
*
[ -5/4 ] 
f(z) = -11/250*z^3 + 299/160*z + 1
*
[ -5/4 ] 
f(z) = -9/250*z^3 + 297/160*z + 1
*
[ -5/4 ] 
f(z) = -3/250*z^3 + 291/160*z + 1
*
[ -5/4 ] 
f(z) = -1/250*z^3 + 289/160*z + 1
*
[ 11/3 ] 
f(z) = -13/242*z^3 + 287/198*z + 1
*
[ -20/9 ] 
f(z) = -9/250*z^3 + 293/180*z + 1
*
[ 6 ] 
f(z) = -5/256*z^3 + 295/192*z + 1
*
-62/7 | 0.11411232337993987547930823956909778070 | 0.014738620270350900246660448580684232076
f(z) = -7/248*z^3 + 288/217*z + 1
*
-5 | 0.13220111397139839876896610592876823682 | 0.023417298288039412133459147325134055344
f(z) = -19/240*z^3 + 283/240*z + 1
*
[ 11/4 ] 
f(z) = -16/253*z^3 + 282/253*z + 1
*
[ 3 ] 
f(z) = -14/249*z^3 + 292/249*z + 1
*
[ 3 ] 
f(z) = -14/255*z^3 + 296/255*z + 1
*
[ 3 ] 
f(z) = -13/246*z^3 + 281/246*z + 1
*
[ 3 ] 
f(z) = -13/249*z^3 + 283/249*z + 1
*
[ 3 ] 
f(z) = -13/255*z^3 + 287/255*z + 1
*
[ 3 ] 
f(z) = -13/258*z^3 + 289/258*z + 1
*
[ 7/2 ] 
f(z) = -8/259*z^3 + 283/259*z + 1
*
[ 4 ] 
f(z) = -7/244*z^3 + 295/244*z + 1
*
[ 5 ] 
f(z) = -4/245*z^3 + 296/245*z + 1
*
[ 8 ] 
f(z) = -1/248*z^3 + 281/248*z + 1
*
65/14 | 0.19778345318766821361475703890407405083 | 0.022330168930021605220227304622735236559
f(z) = -7/250*z^3 + 281/280*z + 1
*
-7 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -1/273*z^3 - 185/273*z + 1
*
[ 3/5 ] 
f(z) = -17/270*z^3 - 161/250*z + 1
*
[ 3/5 ] 
f(z) = -11/270*z^3 - 163/250*z + 1
*
-3 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = -1/264*z^3 - 167/264*z + 1
*
-6 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = -1/272*z^3 - 143/204*z + 1
*
[ 2/3 ] 
f(z) = -13/264*z^3 - 142/297*z + 1
*
[ 2/3 ] 
f(z) = -7/264*z^3 - 145/297*z + 1
*
[ 2/3 ] 
f(z) = -5/264*z^3 - 146/297*z + 1
*
[ 2/3 ] 
f(z) = -1/264*z^3 - 148/297*z + 1
*
6/5 | 0.12058215647593853160297375059149518574 | 0.016781581314197064758832016155443448015
f(z) = -5/264*z^3 - 133/165*z + 1
*
[ 5/8 ] 
f(z) = -16/275*z^3 - 127/220*z + 1
*
[ 2/3 ] 
f(z) = -9/262*z^3 - 127/262*z + 1
*
[ 2/3 ] 
f(z) = -9/266*z^3 - 129/266*z + 1
*
[ 2/3 ] 
f(z) = -9/274*z^3 - 133/274*z + 1
*
[ 2/3 ] 
f(z) = -9/278*z^3 - 135/278*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -3/266*z^3 - 121/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -3/274*z^3 - 125/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -3/278*z^3 - 127/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -1/262*z^3 - 127/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -1/266*z^3 - 129/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -1/270*z^3 - 131/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -1/274*z^3 - 133/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -1/278*z^3 - 135/278*z + 1
*
[ 2/3 ] 
f(z) = -19/264*z^3 - 139/297*z + 1
*
[ 2/3 ] 
f(z) = -17/264*z^3 - 140/297*z + 1
*
[ 2/3 ] 
f(z) = -3/272*z^3 - 101/204*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -9/274*z^3 - 101/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -9/278*z^3 - 103/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -7/262*z^3 - 103/262*z + 1
*
-3 | 0.13324678393169218022784173316131561217 | 0.023896700179079038973849374233556985970
f(z) = -7/264*z^3 - 113/264*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -7/270*z^3 - 107/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -7/274*z^3 - 109/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -7/278*z^3 - 111/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -5/262*z^3 - 111/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -5/266*z^3 - 113/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -5/274*z^3 - 117/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -5/278*z^3 - 119/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -3/262*z^3 - 119/262*z + 1
*
-11 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -1/264*z^3 - 119/264*z + 1
*
30/19 | 0.24094029651656162452201002142169022953 | 0.028203701109094797882487462006848452190
f(z) = -19/270*z^3 - 87/190*z + 1
*
[ 2/3 ] 
f(z) = -15/272*z^3 - 97/204*z + 1
*
-6 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -3/272*z^3 - 89/204*z + 1
*
-22/7 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = -7/264*z^3 - 97/231*z + 1
*
[ 3/4 ] 
f(z) = -16/273*z^3 - 82/273*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -13/266*z^3 - 81/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -13/270*z^3 - 83/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -13/274*z^3 - 85/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -13/278*z^3 - 87/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -11/262*z^3 - 87/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -11/266*z^3 - 89/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -11/270*z^3 - 91/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -11/274*z^3 - 93/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -11/278*z^3 - 95/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -9/262*z^3 - 95/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -9/266*z^3 - 97/266*z + 1
*
[ 2/3 ] 
f(z) = -9/260*z^3 - 63/130*z + 1
*
[ 2/3 ] 
f(z) = -9/268*z^3 - 65/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -3/268*z^3 - 61/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -1/260*z^3 - 63/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -1/268*z^3 - 65/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -1/276*z^3 - 67/138*z + 1
*
30/17 | 0.23569161376583222854417306848239290138 | 0.027953250501767609144157917576596270798
f(z) = -17/270*z^3 - 63/170*z + 1
*
-22/5 | 0.18166041628715510611670799120295642209 | 0.025281925092309180046695947820795127704
f(z) = -5/264*z^3 - 67/165*z + 1
*
-30/7 | 0.20504864108350848979862798440479976170 | 0.027179164191965512702586059361306391743
f(z) = -7/270*z^3 - 61/210*z + 1
*
-12 | 0.19809008536120125228776100606415612993 | 0.029546217592373398944048292082082446379
f(z) = -1/272*z^3 - 79/204*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -19/274*z^3 - 61/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -19/278*z^3 - 63/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -17/262*z^3 - 63/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -17/266*z^3 - 65/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = -17/270*z^3 - 67/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = -17/274*z^3 - 69/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = -17/278*z^3 - 71/278*z + 1
*
[ 3/4 ] 
f(z) = -16/267*z^3 - 80/267*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -15/262*z^3 - 71/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = -15/266*z^3 - 73/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = -15/274*z^3 - 77/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = -15/278*z^3 - 79/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = -13/262*z^3 - 79/262*z + 1
*
-5/3 | 0.14581009144721688779854497024410902341 | 0.026221621938206180598785166160194175461
f(z) = -9/260*z^3 - 79/260*z + 1
*
14/3 | 0.084144675729206871176474494239507027515 | 0.014980969362302105410920304514482798196
f(z) = -9/275*z^3 - 79/275*z + 1
*
-13/2 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -4/273*z^3 - 62/273*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -13/268*z^3 - 41/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -13/276*z^3 - 43/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -11/260*z^3 - 43/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -11/268*z^3 - 45/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -11/276*z^3 - 47/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -9/260*z^3 - 47/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -9/268*z^3 - 49/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -7/260*z^3 - 51/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -7/268*z^3 - 53/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -7/276*z^3 - 55/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -5/268*z^3 - 57/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -5/276*z^3 - 59/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -3/260*z^3 - 59/130*z + 1
*
-12 | 0.10858576251107587205829822565288911371 | 0.019473951519716107813920365028530089236
f(z) = -1/264*z^3 - 49/132*z + 1
*
[ 3/4 ] 
f(z) = -19/270*z^3 - 47/160*z + 1
*
[ 3/4 ] 
f(z) = -13/270*z^3 - 49/160*z + 1
*
[ 3/4 ] 
f(z) = -8/261*z^3 - 55/174*z + 1
*
[ 3/4 ] 
f(z) = -7/270*z^3 - 51/160*z + 1
*
[ 3/4 ] 
f(z) = -1/270*z^3 - 53/160*z + 1
*
[ 3/4 ] 
f(z) = -8/279*z^3 - 59/186*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = -19/262*z^3 - 55/262*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = -19/270*z^3 - 59/270*z + 1
*
-3 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = -13/264*z^3 - 59/264*z + 1
*
3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -5/264*z^3 - 43/264*z + 1
*
-13 | 0.15813690352058348608007277244398121712 | 0.028438402702026927507050559614470324029
f(z) = -1/260*z^3 - 51/260*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -13/272*z^3 - 21/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -11/272*z^3 - 23/68*z + 1
*
[ 2/3 ] 
f(z) = -9/272*z^3 - 33/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -9/272*z^3 - 25/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -7/272*z^3 - 27/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -5/272*z^3 - 29/68*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -3/272*z^3 - 39/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -3/272*z^3 - 31/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -1/272*z^3 - 33/68*z + 1
*
[ 3/4 ] 
f(z) = -16/261*z^3 - 26/87*z + 1
*
[ 3/4 ] 
f(z) = -16/279*z^3 - 28/93*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -19/260*z^3 - 27/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -19/268*z^3 - 29/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = -19/276*z^3 - 31/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = -17/260*z^3 - 31/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -17/268*z^3 - 33/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = -17/276*z^3 - 35/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = -15/268*z^3 - 37/134*z + 1
*
[ 5/6 ] 
f(z) = -12/275*z^3 - 28/165*z + 1
*
[ 6/7 ] 
f(z) = -7/270*z^3 - 31/210*z + 1
*
-6 | 0.19809008536120125228776100606415612993 | 0.029546217592373398944048292082082446379
f(z) = -5/272*z^3 - 35/204*z + 1
*
[ 5/6 ] 
f(z) = -9/275*z^3 - 39/220*z + 1
*
[ 6/7 ] 
f(z) = -7/264*z^3 - 34/231*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -19/264*z^3 - 7/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -17/264*z^3 - 8/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -13/264*z^3 - 10/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = -7/264*z^3 - 13/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -5/264*z^3 - 14/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = -1/264*z^3 - 16/33*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -19/272*z^3 - 15/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = -15/272*z^3 - 19/68*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = -11/272*z^3 - 7/68*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = -9/272*z^3 - 13/68*z + 1
*
[ 5/6 ] 
f(z) = -18/275*z^3 - 17/110*z + 1
*
-3 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = -19/264*z^3 - 5/264*z + 1
*
[ 12/13 ] 
f(z) = -13/270*z^3 - 11/260*z + 1
*
4 | 0.15813690352058348608007277244398121712 | 0.028438402702026927507050559614470324029
f(z) = -3/260*z^3 - 17/260*z + 1
*
[ 3 ] 
f(z) = -19/270*z^3 + 13/10*z + 1
*
[ -3 ] 
f(z) = -17/270*z^3 + 19/10*z + 1
*
[ 3 ] 
f(z) = -13/270*z^3 + 11/10*z + 1
*
-6 | 0.18641466932096885830474729824179160318 | 0.029872825167693767208103063663735057488
f(z) = -13/270*z^3 + 19/10*z + 1
*
[ -3 ] 
f(z) = -11/270*z^3 + 17/10*z + 1
*
[ 3 ] 
f(z) = -7/270*z^3 + 9/10*z + 1
*
[ -15 ] 
f(z) = -1/270*z^3 + 19/10*z + 1
*
[ 2 ] 
f(z) = -5/264*z^3 + 19/33*z + 1
*
[ 2 ] 
f(z) = -1/264*z^3 + 17/33*z + 1
*
[ 3/2 ] 
f(z) = -17/270*z^3 + 19/40*z + 1
*
[ 5/4 ] 
f(z) = -16/275*z^3 + 16/55*z + 1
*
[ 3/2 ] 
f(z) = -11/270*z^3 + 17/40*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -15/272*z^3 + 9/68*z + 1
*
-6 | 0.19999172371664691843156685550574234822 | 0.029829857334006856923005584813647174102
f(z) = -7/272*z^3 + 19/204*z + 1
*
18/7 | 0.16636275951199393795454705576857059108 | 0.022117239093951402054816877041262522551
f(z) = -7/264*z^3 + 2/231*z + 1
*
-7/2 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -16/273*z^3 + 1/273*z + 1
*
-12 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = -1/266*z^3 + 11/266*z + 1
*
-6 | 0.19471471138699935008022763263498430610 | 0.029539494717628356177284186920678901203
f(z) = -19/270*z^3 + 27/10*z + 1
*
[ -6 ] 
f(z) = -19/270*z^3 + 37/10*z + 1
*
[ 6 ] 
f(z) = -17/270*z^3 + 31/10*z + 1
*
[ -6 ] 
f(z) = -13/270*z^3 + 29/10*z + 1
*
[ 6 ] 
f(z) = -11/270*z^3 + 23/10*z + 1
*
[ -6 ] 
f(z) = -7/270*z^3 + 21/10*z + 1
*
[ 2 ] 
f(z) = -19/264*z^3 + 26/33*z + 1
*
[ 2 ] 
f(z) = -17/264*z^3 + 25/33*z + 1
*
[ 3 ] 
f(z) = -17/270*z^3 + 37/30*z + 1
*
[ 2 ] 
f(z) = -13/264*z^3 + 23/33*z + 1
*
[ 3 ] 
f(z) = -11/270*z^3 + 31/30*z + 1
*
[ 2 ] 
f(z) = -7/264*z^3 + 20/33*z + 1
*
[ 6 ] 
f(z) = -1/264*z^3 + 32/33*z + 1
*
-22 | 0.14605246294361216558524190472876971236 | 0.025919772206129211582737925355720849189
f(z) = -1/264*z^3 + 35/33*z + 1
*
[ 12 ] 
f(z) = -1/270*z^3 + 29/20*z + 1
*
[ 5/3 ] 
f(z) = -18/275*z^3 + 32/55*z + 1
*
[ 5/3 ] 
f(z) = -9/275*z^3 + 27/55*z + 1
*
[ 5/2 ] 
f(z) = -4/275*z^3 + 38/55*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = -19/272*z^3 + 25/68*z + 1
*
[ 4/3 ] 
f(z) = -9/272*z^3 + 21/68*z + 1
*
-2/3 | 0.15761203448706152291873035093090549845 | 0.028115875769977515845435186039126648983
f(z) = -9/272*z^3 + 35/68*z + 1
*
[ 2 ] 
f(z) = -5/272*z^3 + 39/68*z + 1
*
[ 2 ] 
f(z) = -3/272*z^3 + 37/68*z + 1
*
[ 2 ] 
f(z) = -1/272*z^3 + 35/68*z + 1
*
[ 3/2 ] 
f(z) = -8/261*z^3 + 35/87*z + 1
*
[ 3/2 ] 
f(z) = -8/279*z^3 + 37/93*z + 1
*
[ 3/2 ] 
f(z) = -4/261*z^3 + 32/87*z + 1
*
[ 3/2 ] 
f(z) = -4/279*z^3 + 34/93*z + 1
*
[ 5/4 ] 
f(z) = -8/275*z^3 + 27/110*z + 1
*
[ 6/5 ] 
f(z) = -5/264*z^3 + 32/165*z + 1
*
[ 12/11 ] 
f(z) = -11/270*z^3 + 29/220*z + 1
*
[ 15/14 ] 
f(z) = -7/270*z^3 + 27/280*z + 1
*
-3 | 0.12537918703777858575864571266490429383 | 0.017545404360202951638509881091838788362
f(z) = -11/270*z^3 + 47/10*z + 1
*
-6 | 0.19751108630131234300933098196242048636 | 0.025409323709984496462036349313616522781
f(z) = -1/270*z^3 + 44/5*z + 1
*
[ -2 ] 
f(z) = -19/264*z^3 + 59/33*z + 1
*
[ -3 ] 
f(z) = -19/270*z^3 + 59/30*z + 1
*
-6 | 0.17172458074212865852662087219018365933 | 0.028758507891550547592102468896053159573
f(z) = -17/264*z^3 + 49/33*z + 1
*
[ -2 ] 
f(z) = -17/264*z^3 + 58/33*z + 1
*
[ -2 ] 
f(z) = -13/264*z^3 + 56/33*z + 1
*
[ -3 ] 
f(z) = -13/270*z^3 + 53/30*z + 1
*
[ -2 ] 
f(z) = -7/264*z^3 + 53/33*z + 1
*
[ 6 ] 
f(z) = -7/264*z^3 + 59/33*z + 1
*
[ -3 ] 
f(z) = -7/270*z^3 + 47/30*z + 1
*
[ 6 ] 
f(z) = -7/270*z^3 + 53/30*z + 1
*
[ 6 ] 
f(z) = -5/264*z^3 + 50/33*z + 1
*
[ -2 ] 
f(z) = -5/264*z^3 + 52/33*z + 1
*
-22 | 0.082914678328980268839100455394209734196 | 0.014312874771945826181263311376640787076
f(z) = -1/264*z^3 + 41/33*z + 1
*
[ -6 ] 
f(z) = -1/264*z^3 + 43/33*z + 1
*
[ -2 ] 
f(z) = -1/264*z^3 + 50/33*z + 1
*
[ -3 ] 
f(z) = -1/270*z^3 + 41/30*z + 1
*
[ 15 ] 
f(z) = -1/270*z^3 + 53/30*z + 1
*
12 | 0.14533138647960069528668213395002830251 | 0.019710295499886762895601547923098500137
f(z) = -1/270*z^3 + 59/20*z + 1
*
[ 5/2 ] 
f(z) = -16/275*z^3 + 53/55*z + 1
*
[ 5/2 ] 
f(z) = -12/275*z^3 + 48/55*z + 1
*
[ 5/2 ] 
f(z) = -8/275*z^3 + 43/55*z + 1
*
[ 5 ] 
f(z) = -3/275*z^3 + 59/55*z + 1
*
[ 5 ] 
f(z) = -2/275*z^3 + 54/55*z + 1
*
[ 5 ] 
f(z) = -1/275*z^3 + 49/55*z + 1
*
[ 2 ] 
f(z) = -19/272*z^3 + 53/68*z + 1
*
[ 2 ] 
f(z) = -15/272*z^3 + 49/68*z + 1
*
[ 2 ] 
f(z) = -13/272*z^3 + 47/68*z + 1
*
[ 2 ] 
f(z) = -11/272*z^3 + 45/68*z + 1
*
[ 2 ] 
f(z) = -9/272*z^3 + 43/68*z + 1
*
[ 2 ] 
f(z) = -7/272*z^3 + 41/68*z + 1
*
[ 4 ] 
f(z) = -1/272*z^3 + 55/68*z + 1
*
[ 3/2 ] 
f(z) = -20/261*z^3 + 44/87*z + 1
*
[ 3/2 ] 
f(z) = -20/279*z^3 + 46/93*z + 1
*
[ 3/2 ] 
f(z) = -16/261*z^3 + 41/87*z + 1
*
[ 3/2 ] 
f(z) = -16/279*z^3 + 43/93*z + 1
*
[ 3/2 ] 
f(z) = -19/270*z^3 + 59/120*z + 1
*
[ 3/2 ] 
f(z) = -13/270*z^3 + 53/120*z + 1
*
[ 3/2 ] 
f(z) = -7/270*z^3 + 47/120*z + 1
*
[ 3/2 ] 
f(z) = -1/270*z^3 + 41/120*z + 1
*
10 | 0.18993516433655244534525782010304334861 | 0.026433532936320199819197195580021862540
f(z) = -1/264*z^3 + 46/165*z + 1
*
[ 4/3 ] 
f(z) = -3/272*z^3 + 55/204*z + 1
*
[ 5/4 ] 
f(z) = -12/275*z^3 + 59/220*z + 1
*
[ 5/4 ] 
f(z) = -4/275*z^3 + 49/220*z + 1
*
[ 6/5 ] 
f(z) = -13/270*z^3 + 59/250*z + 1
*
[ 6/5 ] 
f(z) = -7/270*z^3 + 51/250*z + 1
*
[ 6/5 ] 
f(z) = -1/270*z^3 + 43/250*z + 1
*
-5 | 0.14572495686882905050108061090724054472 | 0.026029648700310007299699978473291130050
f(z) = -11/270*z^3 + 59/270*z + 1
*
4 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = -7/260*z^3 + 47/260*z + 1
*
-12 | 0.17938175808056580129920244941794216854 | 0.025621406213076540738146570630537660546
f(z) = -7/270*z^3 + 61/15*z + 1
*
[ -15 ] 
f(z) = -7/270*z^3 + 69/10*z + 1
*
[ 6 ] 
f(z) = -13/270*z^3 + 77/30*z + 1
*
[ -6 ] 
f(z) = -11/270*z^3 + 79/30*z + 1
*
[ -6 ] 
f(z) = -7/264*z^3 + 70/33*z + 1
*
[ -6 ] 
f(z) = -5/264*z^3 + 61/33*z + 1
*
-22 | 0.15993002685439263971689128685441382486 | 0.025767835396284947927871780120849450089
f(z) = -1/264*z^3 + 62/33*z + 1
*
-22 | 0.15993005546014942996262072794407991440 | 0.025389957783828297064705123303105415989
f(z) = -1/264*z^3 + 68/33*z + 1
*
14 | 0.14605349656003305530742310193150427982 | 0.022879822159484131980372985846788104635
f(z) = -1/264*z^3 + 74/33*z + 1
*
[ -3/2 ] 
f(z) = -19/270*z^3 + 73/40*z + 1
*
[ -3/2 ] 
f(z) = -13/270*z^3 + 71/40*z + 1
*
-15/2 | 0.21342107210370023970672531188523896613 | 0.028132446118994419448627196186138045697
f(z) = -11/270*z^3 + 73/40*z + 1
*
[ -3/2 ] 
f(z) = -7/270*z^3 + 69/40*z + 1
*
[ 5 ] 
f(z) = -7/275*z^3 + 79/55*z + 1
*
[ 5 ] 
f(z) = -6/275*z^3 + 74/55*z + 1
*
[ 5 ] 
f(z) = -4/275*z^3 + 64/55*z + 1
*
[ -5 ] 
f(z) = -2/275*z^3 + 76/55*z + 1
*
[ -3/2 ] 
f(z) = -1/270*z^3 + 67/40*z + 1
*
[ -5 ] 
f(z) = -1/275*z^3 + 71/55*z + 1
*
[ 4 ] 
f(z) = -7/272*z^3 + 79/68*z + 1
*
[ 4 ] 
f(z) = -5/272*z^3 + 71/68*z + 1
*
[ 4 ] 
f(z) = -3/272*z^3 + 63/68*z + 1
*
[ 3 ] 
f(z) = -7/261*z^3 + 79/87*z + 1
*
[ 3 ] 
f(z) = -5/261*z^3 + 73/87*z + 1
*
[ 3 ] 
f(z) = -5/279*z^3 + 77/93*z + 1
*
[ 3 ] 
f(z) = -4/261*z^3 + 70/87*z + 1
*
[ 3 ] 
f(z) = -4/279*z^3 + 74/93*z + 1
*
[ 3 ] 
f(z) = -2/261*z^3 + 64/87*z + 1
*
[ 3 ] 
f(z) = -2/279*z^3 + 68/93*z + 1
*
[ 3 ] 
f(z) = -1/261*z^3 + 61/87*z + 1
*
[ 3 ] 
f(z) = -1/279*z^3 + 65/93*z + 1
*
[ 5/2 ] 
f(z) = -2/275*z^3 + 71/110*z + 1
*
[ 2 ] 
f(z) = -7/260*z^3 + 79/130*z + 1
*
[ 2 ] 
f(z) = -5/268*z^3 + 77/134*z + 1
*
[ 2 ] 
f(z) = -5/276*z^3 + 79/138*z + 1
*
[ 2 ] 
f(z) = -3/260*z^3 + 71/130*z + 1
*
[ 2 ] 
f(z) = -3/268*z^3 + 73/134*z + 1
*
[ 2 ] 
f(z) = -1/260*z^3 + 67/130*z + 1
*
[ 2 ] 
f(z) = -1/268*z^3 + 69/134*z + 1
*
[ 2 ] 
f(z) = -1/276*z^3 + 71/138*z + 1
*
[ 12/7 ] 
f(z) = -7/270*z^3 + 69/140*z + 1
*
[ 3/2 ] 
f(z) = -14/261*z^3 + 79/174*z + 1
*
[ 3/2 ] 
f(z) = -10/261*z^3 + 73/174*z + 1
*
[ 5/3 ] 
f(z) = -6/275*z^3 + 76/165*z + 1
*
[ 5/3 ] 
f(z) = -3/275*z^3 + 71/165*z + 1
*
[ 3/2 ] 
f(z) = -2/261*z^3 + 61/174*z + 1
*
-10 | 0.18993619795297333506743901730577791607 | 0.026433676786111261662145599733894446967
f(z) = -1/264*z^3 + 79/165*z + 1
*
[ 3/2 ] 
f(z) = -10/279*z^3 + 77/186*z + 1
*
[ 3/2 ] 
f(z) = -2/279*z^3 + 65/186*z + 1
*
[ 4/3 ] 
f(z) = -15/272*z^3 + 71/204*z + 1
*
-6 | 0.17096385601137138336442161749816784092 | 0.025500192404543985189426222459775561500
f(z) = -9/272*z^3 + 73/204*z + 1
*
[ 6/5 ] 
f(z) = -19/270*z^3 + 67/250*z + 1
*
3 | 0.13321939407883596692947415919816519339 | 0.023891788037244609719981996106435524969
f(z) = -17/264*z^3 + 65/264*z + 1
*
[ 5/4 ] 
f(z) = -16/265*z^3 + 78/265*z + 1
*
[ 6 ] 
f(z) = -13/264*z^3 + 86/33*z + 1
*
[ -6 ] 
f(z) = -13/264*z^3 + 97/33*z + 1
*
[ 12 ] 
f(z) = -7/270*z^3 + 93/20*z + 1
*
30/7 | 0.15734251278280623611828175802148798640 | 0.018395463709826203799454085721507726321
f(z) = -7/270*z^3 + 96/35*z + 1
*
[ 22 ] 
f(z) = -1/264*z^3 + 92/33*z + 1
*
[ -22 ] 
f(z) = -1/264*z^3 + 95/33*z + 1
*
[ -5/3 ] 
f(z) = -18/275*z^3 + 98/55*z + 1
*
[ -5/2 ] 
f(z) = -16/275*z^3 + 97/55*z + 1
*
[ -5/2 ] 
f(z) = -12/275*z^3 + 92/55*z + 1
*
[ 5 ] 
f(z) = -9/275*z^3 + 89/55*z + 1
*
[ -5/3 ] 
f(z) = -9/275*z^3 + 93/55*z + 1
*
[ 5 ] 
f(z) = -8/275*z^3 + 84/55*z + 1
*
[ -5/2 ] 
f(z) = -8/275*z^3 + 87/55*z + 1
*
[ 15/2 ] 
f(z) = -7/270*z^3 + 93/40*z + 1
*
[ -5 ] 
f(z) = -6/275*z^3 + 96/55*z + 1
*
[ -5/2 ] 
f(z) = -4/275*z^3 + 82/55*z + 1
*
[ -5 ] 
f(z) = -4/275*z^3 + 86/55*z + 1
*
[ -5 ] 
f(z) = -3/275*z^3 + 81/55*z + 1
*
-39/2 | 0.19354487037723370397194743268230142171 | 0.025087875810040380014952641447114757708
f(z) = -1/270*z^3 + 83/40*z + 1
*
-24 | 0.19585351774816310607182542710001856813 | 0.024884356415523877512666014022019680707
f(z) = -1/270*z^3 + 97/40*z + 1
*
[ 4 ] 
f(z) = -11/272*z^3 + 95/68*z + 1
*
[ 4 ] 
f(z) = -9/272*z^3 + 87/68*z + 1
*
[ 30/7 ] 
f(z) = -7/270*z^3 + 87/70*z + 1
*
[ -4 ] 
f(z) = -3/272*z^3 + 97/68*z + 1
*
[ -12 ] 
f(z) = -1/270*z^3 + 97/60*z + 1
*
-22 | 0.15740204561516388763124561721341895446 | 0.026896206370021167209156752944942878403
f(z) = -1/272*z^3 + 87/68*z + 1
*
[ -4 ] 
f(z) = -1/272*z^3 + 89/68*z + 1
*
[ 3 ] 
f(z) = -13/261*z^3 + 97/87*z + 1
*
[ 3 ] 
f(z) = -11/261*z^3 + 91/87*z + 1
*
[ 3 ] 
f(z) = -11/279*z^3 + 95/93*z + 1
*
[ 3 ] 
f(z) = -10/261*z^3 + 88/87*z + 1
*
[ 3 ] 
f(z) = -10/279*z^3 + 92/93*z + 1
*
[ 3 ] 
f(z) = -8/261*z^3 + 82/87*z + 1
*
[ 3 ] 
f(z) = -8/279*z^3 + 86/93*z + 1
*
[ 3 ] 
f(z) = -7/279*z^3 + 83/93*z + 1
*
-6/11 | 0.23081911676900477422669365375645459550 | 0.028865677796169737909423985858272371766
f(z) = -11/270*z^3 + 93/110*z + 1
*
[ 5/2 ] 
f(z) = -6/275*z^3 + 81/110*z + 1
*
[ 2 ] 
f(z) = -17/260*z^3 + 99/130*z + 1
*
[ 2 ] 
f(z) = -15/268*z^3 + 97/134*z + 1
*
[ 2 ] 
f(z) = -13/268*z^3 + 93/134*z + 1
*
[ 2 ] 
f(z) = -13/276*z^3 + 95/138*z + 1
*
[ 2 ] 
f(z) = -11/260*z^3 + 87/130*z + 1
*
[ 2 ] 
f(z) = -11/268*z^3 + 89/134*z + 1
*
[ 2 ] 
f(z) = -11/276*z^3 + 91/138*z + 1
*
[ 2 ] 
f(z) = -9/260*z^3 + 83/130*z + 1
*
[ 2 ] 
f(z) = -9/268*z^3 + 85/134*z + 1
*
[ 2 ] 
f(z) = -7/268*z^3 + 81/134*z + 1
*
[ 2 ] 
f(z) = -7/276*z^3 + 83/138*z + 1
*
-12 | 0.15992999810810885794105616057571700764 | 0.028682112255627631992168334183931698636
f(z) = -1/264*z^3 + 83/132*z + 1
*
39/2 | 0.15155652243524386447255366607140936868 | 0.021698307488696649881453216214848459762
f(z) = -1/270*z^3 + 89/120*z + 1
*
[ 5/3 ] 
f(z) = -12/275*z^3 + 86/165*z + 1
*
-22/5 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = -5/264*z^3 + 98/165*z + 1
*
[ 3/2 ] 
f(z) = -14/279*z^3 + 83/186*z + 1
*
-7/2 | 0.083535468922288483076974533962151203277 | 0.014891860048925353162434865437214544993
f(z) = -20/273*z^3 + 89/273*z + 1
*
[ 4/3 ] 
f(z) = -9/260*z^3 + 81/260*z + 1
*
[ 4/3 ] 
f(z) = -9/268*z^3 + 83/268*z + 1
*
[ 3/2 ] 
f(z) = -4/267*z^3 + 98/267*z + 1
*
-13 | 0.12394017373345395442589516098393170432 | 0.022094802908152835375682280927835329200
f(z) = -2/273*z^3 + 86/273*z + 1
*
-4 | 0.14253937476290230084614795894862319779 | 0.025633435650742485708672816582174378483
f(z) = -1/260*z^3 + 81/260*z + 1
*
12 | 0.23380540988013485590034263298285440719 | 0.029481554554560692581819897776323649760
f(z) = -19/270*z^3 + 103/10*z + 1
*
-15 | 0.21339420736508133773813992991916604692 | 0.026717074174636786340976297718567899338
f(z) = -13/270*z^3 + 109/10*z + 1
*
[ -15 ] 
f(z) = -13/270*z^3 + 119/10*z + 1
*
[ 15 ] 
f(z) = -11/270*z^3 + 101/10*z + 1
*
[ 6 ] 
f(z) = -19/264*z^3 + 113/33*z + 1
*
[ 6 ] 
f(z) = -19/270*z^3 + 101/30*z + 1
*
[ 6 ] 
f(z) = -17/264*z^3 + 104/33*z + 1
*
[ -6 ] 
f(z) = -17/264*z^3 + 115/33*z + 1
*
[ -6 ] 
f(z) = -17/270*z^3 + 103/30*z + 1
*
-6 | 0.25351709112791594349743356110566720081 | 0.029144872779831557793019728387252564486
f(z) = -7/270*z^3 + 111/35*z + 1
*
-22 | 0.17208976214633135041523235187574746161 | 0.025705902886849618506349046919157694590
f(z) = -1/264*z^3 + 101/33*z + 1
*
-22 | 0.15096404619029771432281509406456114881 | 0.022357523881701965765926561392551054685
f(z) = -1/264*z^3 + 107/33*z + 1
*
-12 | 0.18653694113841726442224958158478880803 | 0.027382191970552204812873143811586287002
f(z) = -1/270*z^3 + 101/30*z + 1
*
6 | 0.17412762452300061370292436456788202505 | 0.024959709974996263956244070828657870376
f(z) = -1/270*z^3 + 119/30*z + 1
*
[ -5/4 ] 
f(z) = -16/275*z^3 + 104/55*z + 1
*
[ 5 ] 
f(z) = -14/275*z^3 + 114/55*z + 1
*
[ 5 ] 
f(z) = -13/275*z^3 + 109/55*z + 1
*
[ 5 ] 
f(z) = -12/275*z^3 + 104/55*z + 1
*
[ -5 ] 
f(z) = -9/275*z^3 + 111/55*z + 1
*
[ -5 ] 
f(z) = -8/275*z^3 + 106/55*z + 1
*
[ -5 ] 
f(z) = -7/275*z^3 + 101/55*z + 1
*
33/2 | 0.18643195949391665252726218040660633055 | 0.023395630649056941224352194962484276991
f(z) = -1/270*z^3 + 107/40*z + 1
*
[ 4 ] 
f(z) = -15/272*z^3 + 111/68*z + 1
*
[ -2 ] 
f(z) = -15/272*z^3 + 117/68*z + 1
*
[ 4 ] 
f(z) = -13/272*z^3 + 103/68*z + 1
*
[ -2 ] 
f(z) = -13/272*z^3 + 115/68*z + 1
*
[ -2 ] 
f(z) = -11/272*z^3 + 113/68*z + 1
*
[ -2 ] 
f(z) = -9/272*z^3 + 111/68*z + 1
*
[ -15/7 ] 
f(z) = -7/270*z^3 + 111/70*z + 1
*
[ -2 ] 
f(z) = -7/272*z^3 + 109/68*z + 1
*
[ -4 ] 
f(z) = -7/272*z^3 + 113/68*z + 1
*
[ -4 ] 
f(z) = -5/272*z^3 + 105/68*z + 1
*
[ -2 ] 
f(z) = -5/272*z^3 + 107/68*z + 1
*
[ -2 ] 
f(z) = -3/272*z^3 + 105/68*z + 1
*
[ -2 ] 
f(z) = -1/272*z^3 + 103/68*z + 1
*
[ 3 ] 
f(z) = -20/261*z^3 + 118/87*z + 1
*
[ 3 ] 
f(z) = -19/261*z^3 + 115/87*z + 1
*
[ 3 ] 
f(z) = -19/279*z^3 + 119/93*z + 1
*
[ 3 ] 
f(z) = -17/261*z^3 + 109/87*z + 1
*
[ 3 ] 
f(z) = -17/279*z^3 + 113/93*z + 1
*
[ 3 ] 
f(z) = -16/261*z^3 + 106/87*z + 1
*
[ 3 ] 
f(z) = -16/279*z^3 + 110/93*z + 1
*
[ 3 ] 
f(z) = -14/261*z^3 + 100/87*z + 1
*
[ 3 ] 
f(z) = -14/279*z^3 + 104/93*z + 1
*
[ 3 ] 
f(z) = -13/279*z^3 + 101/93*z + 1
*
[ -3 ] 
f(z) = -1/261*z^3 + 119/87*z + 1
*
[ 9 ] 
f(z) = -1/270*z^3 + 107/90*z + 1
*
[ 5/2 ] 
f(z) = -18/275*z^3 + 111/110*z + 1
*
[ 5/2 ] 
f(z) = -14/275*z^3 + 101/110*z + 1
*
[ 30/11 ] 
f(z) = -11/270*z^3 + 103/110*z + 1
*
[ 10/3 ] 
f(z) = -9/275*z^3 + 117/110*z + 1
*
[ 2 ] 
f(z) = -19/260*z^3 + 103/130*z + 1
*
[ 2 ] 
f(z) = -19/268*z^3 + 105/134*z + 1
*
[ 2 ] 
f(z) = -19/276*z^3 + 107/138*z + 1
*
[ 2 ] 
f(z) = -17/268*z^3 + 101/134*z + 1
*
[ 2 ] 
f(z) = -17/276*z^3 + 103/138*z + 1
*
[ 30/13 ] 
f(z) = -13/270*z^3 + 107/130*z + 1
*
[ 8/3 ] 
f(z) = -9/272*z^3 + 117/136*z + 1
*
[ 4 ] 
f(z) = -1/264*z^3 + 107/132*z + 1
*
[ 30/17 ] 
f(z) = -17/270*z^3 + 107/170*z + 1
*
[ 30/19 ] 
f(z) = -19/270*z^3 + 103/190*z + 1
*
-2/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = -15/272*z^3 + 107/204*z + 1
*
4 | 0.15997988735163731610714661105420248696 | 0.028769833982101354708475921289995084262
f(z) = -11/260*z^3 + 111/260*z + 1
*
[ 3/2 ] 
f(z) = -8/267*z^3 + 107/267*z + 1
*
[ 3/2 ] 
f(z) = -8/273*z^3 + 109/273*z + 1
*
[ 3/2 ] 
f(z) = -4/273*z^3 + 100/273*z + 1
*
[ -6 ] 
f(z) = -19/264*z^3 + 124/33*z + 1
*
[ -12 ] 
f(z) = -11/270*z^3 + 139/20*z + 1
*
-6/7 | 0.17940471329374478942806957436845895410 | 0.020274476228343088302827966870279309219
f(z) = -7/270*z^3 + 129/35*z + 1
*
-3 | 0.18982805744314110500866182293463159291 | 0.026671712283527941454488694960911021286
f(z) = -7/270*z^3 + 137/30*z + 1
*
-10 | 0.17964401511585907400370897509505030904 | 0.025917152973303186719335577696578953696
f(z) = -1/264*z^3 + 128/33*z + 1
*
[ 5 ] 
f(z) = -19/275*z^3 + 139/55*z + 1
*
[ 5 ] 
f(z) = -18/275*z^3 + 134/55*z + 1
*
-15/2 | 0.093987632592194884975914263446517196149 | 0.011419694211556710905860783091666206715
f(z) = -17/270*z^3 + 139/40*z + 1
*
[ 5 ] 
f(z) = -17/275*z^3 + 129/55*z + 1
*
[ 5 ] 
f(z) = -16/275*z^3 + 124/55*z + 1
*
[ -5 ] 
f(z) = -14/275*z^3 + 136/55*z + 1
*
[ -5 ] 
f(z) = -13/275*z^3 + 131/55*z + 1
*
[ -5 ] 
f(z) = -12/275*z^3 + 126/55*z + 1
*
[ -15/2 ] 
f(z) = -11/270*z^3 + 137/40*z + 1
*
15/2 | 0.19541469732034257352760920913371152787 | 0.024101404274218345949790928063844264596
f(z) = -1/270*z^3 + 123/40*z + 1
*
[ -24 ] 
f(z) = -1/270*z^3 + 127/40*z + 1
*
[ -2 ] 
f(z) = -19/272*z^3 + 121/68*z + 1
*
[ 4 ] 
f(z) = -19/272*z^3 + 127/68*z + 1
*
[ -4 ] 
f(z) = -13/272*z^3 + 137/68*z + 1
*
[ -4 ] 
f(z) = -11/272*z^3 + 129/68*z + 1
*
[ -4 ] 
f(z) = -9/272*z^3 + 121/68*z + 1
*
[ -4/3 ] 
f(z) = -9/272*z^3 + 123/68*z + 1
*
[ 3 ] 
f(z) = -20/279*z^3 + 122/93*z + 1
*
[ -3 ] 
f(z) = -7/261*z^3 + 137/87*z + 1
*
[ -3 ] 
f(z) = -5/261*z^3 + 131/87*z + 1
*
[ -3 ] 
f(z) = -5/279*z^3 + 139/93*z + 1
*
[ -3 ] 
f(z) = -4/261*z^3 + 128/87*z + 1
*
[ -3 ] 
f(z) = -4/279*z^3 + 136/93*z + 1
*
[ -3 ] 
f(z) = -2/261*z^3 + 122/87*z + 1
*
[ -3 ] 
f(z) = -2/279*z^3 + 130/93*z + 1
*
[ -9 ] 
f(z) = -1/270*z^3 + 127/90*z + 1
*
[ -3 ] 
f(z) = -1/279*z^3 + 127/93*z + 1
*
[ 10 ] 
f(z) = -1/275*z^3 + 139/110*z + 1
*
[ 4 ] 
f(z) = -5/264*z^3 + 139/132*z + 1
*
[ 6 ] 
f(z) = -1/276*z^3 + 133/138*z + 1
*
[ 15/7 ] 
f(z) = -7/270*z^3 + 137/210*z + 1
*
-5/8 | 0.18376167988413910698467259846774991202 | 0.026240177385973279432384149328055746302
f(z) = -16/275*z^3 + 137/220*z + 1
*
-22/7 | 0.15649487773093068468680243199093631412 | 0.020805345125957391950486705153887459600
f(z) = -7/264*z^3 + 134/231*z + 1
*
[ 5/2 ] 
f(z) = -1/275*z^3 + 137/220*z + 1
*
[ 3/2 ] 
f(z) = -20/267*z^3 + 134/267*z + 1
*
[ 3/2 ] 
f(z) = -20/273*z^3 + 136/273*z + 1
*
[ 3/2 ] 
f(z) = -16/267*z^3 + 125/267*z + 1
*
[ 5/3 ] 
f(z) = -9/265*z^3 + 131/265*z + 1
*
[ 2 ] 
f(z) = -1/262*z^3 + 135/262*z + 1
*
[ 2 ] 
f(z) = -1/266*z^3 + 137/266*z + 1
*
[ 2 ] 
f(z) = -1/270*z^3 + 139/270*z + 1
*
15 | 0.21541866937452374163869276053703714772 | 0.026128466405316775982334808836406741865
f(z) = -17/270*z^3 + 141/10*z + 1
*
[ 15 ] 
f(z) = -17/270*z^3 + 151/10*z + 1
*
[ 12 ] 
f(z) = -13/270*z^3 + 157/20*z + 1
*
[ -5 ] 
f(z) = -18/275*z^3 + 156/55*z + 1
*
[ -5 ] 
f(z) = -17/275*z^3 + 151/55*z + 1
*
[ -5 ] 
f(z) = -16/275*z^3 + 146/55*z + 1
*
[ 15/2 ] 
f(z) = -13/270*z^3 + 143/40*z + 1
*
-15/2 | 0.20847990909536866293839344242263861646 | 0.025038797591804023174042265143374543209
f(z) = -11/270*z^3 + 153/40*z + 1
*
[ -4 ] 
f(z) = -15/272*z^3 + 145/68*z + 1
*
[ -6/7 ] 
f(z) = -7/270*z^3 + 153/70*z + 1
*
[ -3/2 ] 
f(z) = -16/261*z^3 + 157/87*z + 1
*
[ -3 ] 
f(z) = -14/261*z^3 + 158/87*z + 1
*
[ -3 ] 
f(z) = -13/261*z^3 + 155/87*z + 1
*
[ -3 ] 
f(z) = -11/261*z^3 + 149/87*z + 1
*
[ -3 ] 
f(z) = -11/279*z^3 + 157/93*z + 1
*
[ -3 ] 
f(z) = -10/261*z^3 + 146/87*z + 1
*
[ -3 ] 
f(z) = -10/279*z^3 + 154/93*z + 1
*
[ -3 ] 
f(z) = -8/261*z^3 + 140/87*z + 1
*
[ -3/2 ] 
f(z) = -8/261*z^3 + 151/87*z + 1
*
[ -3 ] 
f(z) = -8/279*z^3 + 148/93*z + 1
*
[ -3 ] 
f(z) = -7/279*z^3 + 145/93*z + 1
*
[ -3/2 ] 
f(z) = -4/261*z^3 + 148/87*z + 1
*
[ -3/2 ] 
f(z) = -4/279*z^3 + 158/93*z + 1
*
[ 10/3 ] 
f(z) = -18/275*z^3 + 157/110*z + 1
*
[ -5/2 ] 
f(z) = -2/275*z^3 + 159/110*z + 1
*
-6/13 | 0.24053591221517081636069656206685393506 | 0.028888778998654104031346844489884716656
f(z) = -13/270*z^3 + 153/130*z + 1
*
[ 10/3 ] 
f(z) = -9/260*z^3 + 141/130*z + 1
*
[ 4 ] 
f(z) = -7/264*z^3 + 155/132*z + 1
*
[ 8 ] 
f(z) = -1/272*z^3 + 151/136*z + 1
*
-6/5 | 0.19246423568299247631176990482851429318 | 0.026785507205897624839690665836197032918
f(z) = -5/264*z^3 + 142/165*z + 1
*
34/3 | 0.15740074133645644890275192321517369642 | 0.023477179810629278312115187648622119061
f(z) = -3/272*z^3 + 151/204*z + 1
*
[ 5/2 ] 
f(z) = -3/275*z^3 + 147/220*z + 1
*
[ 5/3 ] 
f(z) = -18/265*z^3 + 156/265*z + 1
*
-7 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -8/273*z^3 + 158/273*z + 1
*
[ 2 ] 
f(z) = -7/262*z^3 + 159/262*z + 1
*
-3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = -7/264*z^3 + 151/264*z + 1
*
[ 2 ] 
f(z) = -5/262*z^3 + 151/262*z + 1
*
[ 2 ] 
f(z) = -5/266*z^3 + 153/266*z + 1
*
[ 2 ] 
f(z) = -5/274*z^3 + 157/274*z + 1
*
[ 2 ] 
f(z) = -5/278*z^3 + 159/278*z + 1
*
[ 2 ] 
f(z) = -3/262*z^3 + 143/262*z + 1
*
[ 2 ] 
f(z) = -3/266*z^3 + 145/266*z + 1
*
[ 2 ] 
f(z) = -3/274*z^3 + 149/274*z + 1
*
[ 2 ] 
f(z) = -3/278*z^3 + 151/278*z + 1
*
-11 | 0.13330547647352692301005796308235222385 | 0.023907226197295673089279470220245830974
f(z) = -1/264*z^3 + 145/264*z + 1
*
13 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -1/273*z^3 + 148/273*z + 1
*
[ 2 ] 
f(z) = -1/274*z^3 + 141/274*z + 1
*
[ 2 ] 
f(z) = -1/278*z^3 + 143/278*z + 1
*
[ -15 ] 
f(z) = -19/270*z^3 + 169/10*z + 1
*
15 | 0.077232423640644571553208441902997942896 | 0.010557774153240640447557040533601697112
f(z) = -7/270*z^3 + 167/30*z + 1
*
15 | 0.21223096835867231079445820430728612328 | 0.028872934008622063618753229359718653220
f(z) = -7/270*z^3 + 173/30*z + 1
*
-24/7 | 0.13247495756961117990351146674414335611 | 0.014481240467197962234330146736610908942
f(z) = -7/270*z^3 + 174/35*z + 1
*
[ -5 ] 
f(z) = -19/275*z^3 + 161/55*z + 1
*
[ -4 ] 
f(z) = -19/272*z^3 + 161/68*z + 1
*
[ -2/3 ] 
f(z) = -9/272*z^3 + 171/68*z + 1
*
-24/7 | 0.21335187791695320886218847895528742217 | 0.025251347392139698251495969318934040931
f(z) = -7/270*z^3 + 173/70*z + 1
*
28 | 0.15740240950944691876018150366889210138 | 0.023944336431296480718237307907017851905
f(z) = -1/272*z^3 + 179/68*z + 1
*
[ -3/2 ] 
f(z) = -20/261*z^3 + 160/87*z + 1
*
[ -3 ] 
f(z) = -20/261*z^3 + 176/87*z + 1
*
[ -3/2 ] 
f(z) = -20/279*z^3 + 170/93*z + 1
*
[ -3 ] 
f(z) = -19/261*z^3 + 173/87*z + 1
*
[ -3 ] 
f(z) = -17/261*z^3 + 167/87*z + 1
*
[ -3 ] 
f(z) = -17/279*z^3 + 175/93*z + 1
*
[ -3 ] 
f(z) = -16/261*z^3 + 164/87*z + 1
*
[ -3/2 ] 
f(z) = -16/279*z^3 + 167/93*z + 1
*
[ -3 ] 
f(z) = -16/279*z^3 + 172/93*z + 1
*
[ -3 ] 
f(z) = -14/279*z^3 + 166/93*z + 1
*
[ -3 ] 
f(z) = -13/279*z^3 + 163/93*z + 1
*
[ -3/2 ] 
f(z) = -8/279*z^3 + 161/93*z + 1
*
9 | 0.18314358420925926693369268246073715261 | 0.029135163812608278354148694134693520367
f(z) = -7/270*z^3 + 179/90*z + 1
*
[ -5/2 ] 
f(z) = -6/275*z^3 + 169/110*z + 1
*
-10 | 0.20218562998600041917104985073427691326 | 0.029948539644426777953875037301967276877
f(z) = -4/275*z^3 + 171/110*z + 1
*
[ 10 ] 
f(z) = -2/275*z^3 + 179/110*z + 1
*
[ -10 ] 
f(z) = -1/275*z^3 + 161/110*z + 1
*
-24/13 | 0.17230327806723221247089511194115614933 | 0.020393023833489295963340624058560859747
f(z) = -13/270*z^3 + 173/130*z + 1
*
[ 10 ] 
f(z) = -1/260*z^3 + 167/130*z + 1
*
[ -4 ] 
f(z) = -1/264*z^3 + 173/132*z + 1
*
[ -15/2 ] 
f(z) = -1/270*z^3 + 161/120*z + 1
*
[ -6 ] 
f(z) = -1/276*z^3 + 179/138*z + 1
*
-10 | 0.20153002014436622185251983482303281270 | 0.028047204654026163184749182005495649527
f(z) = -5/264*z^3 + 164/165*z + 1
*
[ 6 ] 
f(z) = -1/261*z^3 + 169/174*z + 1
*
[ 6 ] 
f(z) = -1/279*z^3 + 179/186*z + 1
*
[ 5/2 ] 
f(z) = -9/275*z^3 + 177/220*z + 1
*
[ 5/2 ] 
f(z) = -7/275*z^3 + 167/220*z + 1
*
7/2 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -20/273*z^3 + 167/273*z + 1
*
[ 7/4 ] 
f(z) = -16/273*z^3 + 166/273*z + 1
*
[ 2 ] 
f(z) = -11/262*z^3 + 175/262*z + 1
*
[ 2 ] 
f(z) = -11/266*z^3 + 177/266*z + 1
*
[ 2 ] 
f(z) = -11/270*z^3 + 179/270*z + 1
*
[ 2 ] 
f(z) = -9/262*z^3 + 167/262*z + 1
*
[ 2 ] 
f(z) = -9/266*z^3 + 169/266*z + 1
*
[ 2 ] 
f(z) = -9/274*z^3 + 173/274*z + 1
*
[ 2 ] 
f(z) = -9/278*z^3 + 175/278*z + 1
*
-7/2 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = -8/273*z^3 + 176/273*z + 1
*
[ 2 ] 
f(z) = -7/270*z^3 + 163/270*z + 1
*
[ 2 ] 
f(z) = -7/274*z^3 + 165/274*z + 1
*
[ 2 ] 
f(z) = -7/278*z^3 + 167/278*z + 1
*
15/2 | 0.19862965940650939940085194696973582641 | 0.022241402671148798893535946380693406631
f(z) = -7/270*z^3 + 171/280*z + 1
*
12 | 0.19129333081271091532545841691460543572 | 0.025865404477937019520870176233495288789
f(z) = -11/270*z^3 + 181/30*z + 1
*
[ 15/2 ] 
f(z) = -19/270*z^3 + 193/40*z + 1
*
[ -15/2 ] 
f(z) = -17/270*z^3 + 187/40*z + 1
*
-3/2 | 0.24027439102206854346874026231637543548 | 0.028178248765055937207442085396813458307
f(z) = -1/270*z^3 + 187/40*z + 1
*
[ 21 ] 
f(z) = -1/270*z^3 + 181/70*z + 1
*
-12 | 0.18659872915857773848088950501520055623 | 0.025119865288824673214596454482884120100
f(z) = -1/270*z^3 + 187/60*z + 1
*
[ -3 ] 
f(z) = -20/279*z^3 + 184/93*z + 1
*
[ -3 ] 
f(z) = -19/279*z^3 + 181/93*z + 1
*
[ 18 ] 
f(z) = -1/270*z^3 + 193/90*z + 1
*
[ -5/2 ] 
f(z) = -18/275*z^3 + 199/110*z + 1
*
[ -5/2 ] 
f(z) = -14/275*z^3 + 189/110*z + 1
*
[ -15/11 ] 
f(z) = -11/270*z^3 + 199/110*z + 1
*
[ -10/3 ] 
f(z) = -9/275*z^3 + 183/110*z + 1
*
[ -10 ] 
f(z) = -1/260*z^3 + 193/130*z + 1
*
[ -2 ] 
f(z) = -1/260*z^3 + 197/130*z + 1
*
[ 12 ] 
f(z) = -1/264*z^3 + 193/132*z + 1
*
[ -8 ] 
f(z) = -1/272*z^3 + 185/136*z + 1
*
[ 22/5 ] 
f(z) = -5/264*z^3 + 188/165*z + 1
*
[ 6 ] 
f(z) = -2/261*z^3 + 193/174*z + 1
*
-6 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = -13/272*z^3 + 181/204*z + 1
*
[ 6 ] 
f(z) = -1/272*z^3 + 197/204*z + 1
*
[ 5/2 ] 
f(z) = -13/275*z^3 + 197/220*z + 1
*
[ 2 ] 
f(z) = -17/262*z^3 + 199/262*z + 1
*
[ 2 ] 
f(z) = -15/262*z^3 + 191/262*z + 1
*
[ 2 ] 
f(z) = -15/266*z^3 + 193/266*z + 1
*
[ 2 ] 
f(z) = -15/274*z^3 + 197/274*z + 1
*
[ 2 ] 
f(z) = -15/278*z^3 + 199/278*z + 1
*
[ 2 ] 
f(z) = -13/262*z^3 + 183/262*z + 1
*
[ 2 ] 
f(z) = -13/266*z^3 + 185/266*z + 1
*
[ 2 ] 
f(z) = -13/270*z^3 + 187/270*z + 1
*
[ 2 ] 
f(z) = -13/274*z^3 + 189/274*z + 1
*
[ 2 ] 
f(z) = -13/278*z^3 + 191/278*z + 1
*
[ 2 ] 
f(z) = -11/274*z^3 + 181/274*z + 1
*
[ 2 ] 
f(z) = -11/278*z^3 + 183/278*z + 1
*
[ 5/2 ] 
f(z) = -4/265*z^3 + 184/265*z + 1
*
[ 3 ] 
f(z) = -2/267*z^3 + 196/267*z + 1
*
[ 3 ] 
f(z) = -1/264*z^3 + 185/264*z + 1
*
[ 3 ] 
f(z) = -1/267*z^3 + 187/267*z + 1
*
-13 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = -1/273*z^3 + 190/273*z + 1
*
[ 3 ] 
f(z) = -1/273*z^3 + 191/273*z + 1
*
[ 3 ] 
f(z) = -1/276*z^3 + 193/276*z + 1
*
[ -12 ] 
f(z) = -17/270*z^3 + 203/20*z + 1
*
[ 15 ] 
f(z) = -7/270*z^3 + 203/30*z + 1
*
21 | 0.24601767818616126389316037857098023444 | 0.028448930981139304110723342279286706673
f(z) = -1/270*z^3 + 211/70*z + 1
*
[ -3/4 ] 
f(z) = -16/261*z^3 + 206/87*z + 1
*
[ 18 ] 
f(z) = -1/264*z^3 + 215/99*z + 1
*
[ -18 ] 
f(z) = -1/270*z^3 + 203/90*z + 1
*
-6/11 | 0.19790632672306069981114719949834805258 | 0.022988191635838068247127929960140173923
f(z) = -11/270*z^3 + 203/110*z + 1
*
[ -5/4 ] 
f(z) = -8/275*z^3 + 203/110*z + 1
*
[ 10 ] 
f(z) = -3/275*z^3 + 219/110*z + 1
*
[ -10 ] 
f(z) = -2/275*z^3 + 201/110*z + 1
*
[ -3/2 ] 
f(z) = -17/270*z^3 + 217/120*z + 1
*
[ 4 ] 
f(z) = -13/264*z^3 + 203/132*z + 1
*
[ -2 ] 
f(z) = -11/260*z^3 + 217/130*z + 1
*
[ -3/2 ] 
f(z) = -11/270*z^3 + 211/120*z + 1
*
[ -2 ] 
f(z) = -9/260*z^3 + 213/130*z + 1
*
[ -10/3 ] 
f(z) = -9/260*z^3 + 219/130*z + 1
*
[ -2 ] 
f(z) = -9/268*z^3 + 219/134*z + 1
*
[ -8/3 ] 
f(z) = -9/272*z^3 + 219/136*z + 1
*
[ -2 ] 
f(z) = -7/260*z^3 + 209/130*z + 1
*
[ -2 ] 
f(z) = -7/268*z^3 + 215/134*z + 1
*
[ -4 ] 
f(z) = -5/264*z^3 + 205/132*z + 1
*
[ -2 ] 
f(z) = -5/268*z^3 + 211/134*z + 1
*
[ 6 ] 
f(z) = -5/276*z^3 + 205/138*z + 1
*
[ -2 ] 
f(z) = -5/276*z^3 + 217/138*z + 1
*
[ -2 ] 
f(z) = -3/260*z^3 + 201/130*z + 1
*
[ -2 ] 
f(z) = -3/268*z^3 + 207/134*z + 1
*
[ 8 ] 
f(z) = -3/272*z^3 + 215/136*z + 1
*
-26 | 0.16821018828271135505903323241179188672 | 0.027782950437245564565839821607967289488
f(z) = -1/260*z^3 + 213/130*z + 1
*
[ -12 ] 
f(z) = -1/264*z^3 + 215/132*z + 1
*
[ -2 ] 
f(z) = -1/268*z^3 + 203/134*z + 1
*
39/2 | 0.22289005526325803609123934781886318273 | 0.029562745023891735657947271283380936163
f(z) = -1/270*z^3 + 209/120*z + 1
*
[ -2 ] 
f(z) = -1/276*z^3 + 209/138*z + 1
*
[ 15/4 ] 
f(z) = -11/270*z^3 + 209/160*z + 1
*
[ 10 ] 
f(z) = -1/264*z^3 + 211/165*z + 1
*
[ -15/4 ] 
f(z) = -1/270*z^3 + 211/160*z + 1
*
[ 6 ] 
f(z) = -2/279*z^3 + 203/186*z + 1
*
[ 5/2 ] 
f(z) = -17/275*z^3 + 217/220*z + 1
*
[ 22/7 ] 
f(z) = -7/264*z^3 + 218/231*z + 1
*
[ 2 ] 
f(z) = -19/262*z^3 + 207/262*z + 1
*
[ 2 ] 
f(z) = -19/270*z^3 + 211/270*z + 1
*
[ 2 ] 
f(z) = -19/274*z^3 + 213/274*z + 1
*
[ 2 ] 
f(z) = -19/278*z^3 + 215/278*z + 1
*
[ 2 ] 
f(z) = -17/266*z^3 + 201/266*z + 1
*
[ 2 ] 
f(z) = -17/270*z^3 + 203/270*z + 1
*
[ 2 ] 
f(z) = -17/274*z^3 + 205/274*z + 1
*
[ 2 ] 
f(z) = -17/278*z^3 + 207/278*z + 1
*
-7/4 | 0.14650111687349136868014303223396457214 | 0.026116740082238139396750046955719337003
f(z) = -16/273*z^3 + 205/273*z + 1
*
-3 | 0.13654427116638383486621265752083862089 | 0.024488077032363262118217653198091744181
f(z) = -13/264*z^3 + 205/264*z + 1
*
-4 | 0.14581009144721688779854497024410902341 | 0.026221621938206180598785166160194175461
f(z) = -9/260*z^3 + 209/260*z + 1
*
[ 7/3 ] 
f(z) = -9/266*z^3 + 201/266*z + 1
*
[ 5/2 ] 
f(z) = -8/265*z^3 + 209/265*z + 1
*
[ 3 ] 
f(z) = -4/267*z^3 + 214/267*z + 1
*
[ 3 ] 
f(z) = -4/273*z^3 + 218/273*z + 1
*
[ 3 ] 
f(z) = -2/273*z^3 + 200/273*z + 1
*
[ 4 ] 
f(z) = -1/260*z^3 + 211/260*z + 1
*
[ 4 ] 
f(z) = -1/268*z^3 + 217/268*z + 1
*
[ 12 ] 
f(z) = -19/270*z^3 + 221/20*z + 1
*
12 | 0.21296081613465242485549423427084379002 | 0.024276507414090935417754975232575067602
f(z) = -13/270*z^3 + 239/40*z + 1
*
-3/2 | 0.22106867239542064670051212712596287816 | 0.025349624448918840673313363553352579574
f(z) = -1/270*z^3 + 227/40*z + 1
*
-34/3 | 0.15972514056955457165069097574154218636 | 0.023450214335483077132292900877372609459
f(z) = -9/272*z^3 + 227/68*z + 1
*
-15/7 | 0.23920117103778570437365837939799145698 | 0.027293927672007303648909181973886841655
f(z) = -7/270*z^3 + 237/70*z + 1
*
[ -3/4 ] 
f(z) = -16/279*z^3 + 220/93*z + 1
*
[ -18 ] 
f(z) = -1/264*z^3 + 226/99*z + 1
*
[ -10/3 ] 
f(z) = -18/275*z^3 + 223/110*z + 1
*
[ -2 ] 
f(z) = -19/260*z^3 + 233/130*z + 1
*
[ -2 ] 
f(z) = -19/268*z^3 + 239/134*z + 1
*
[ -2 ] 
f(z) = -17/260*z^3 + 229/130*z + 1
*
[ 4 ] 
f(z) = -17/264*z^3 + 235/132*z + 1
*
[ -2 ] 
f(z) = -17/268*z^3 + 235/134*z + 1
*
[ -2 ] 
f(z) = -15/268*z^3 + 231/134*z + 1
*
[ -2 ] 
f(z) = -13/268*z^3 + 227/134*z + 1
*
[ -2 ] 
f(z) = -13/276*z^3 + 233/138*z + 1
*
[ -2 ] 
f(z) = -11/268*z^3 + 223/134*z + 1
*
[ -2 ] 
f(z) = -11/276*z^3 + 229/138*z + 1
*
-26/3 | 0.17810410625276298059003419158063650921 | 0.029195867897003230776263921501095542475
f(z) = -9/260*z^3 + 223/130*z + 1
*
[ -4 ] 
f(z) = -7/264*z^3 + 221/132*z + 1
*
[ -2 ] 
f(z) = -7/276*z^3 + 221/138*z + 1
*
-12 | 0.14001613320500331733257797859345993310 | 0.022694484186437644028703173574743277546
f(z) = -5/264*z^3 + 239/132*z + 1
*
-26 | 0.13445021749936867995229259163067482518 | 0.022039866858903621235401439595238399977
f(z) = -1/260*z^3 + 223/130*z + 1
*
[ -6 ] 
f(z) = -1/261*z^3 + 227/174*z + 1
*
-6 | 0.17774802190624372805224385263615542925 | 0.025964233253419142584649153896856874509
f(z) = -15/272*z^3 + 235/204*z + 1
*
-48/7 | 0.15178252898320442488604501087120010543 | 0.019983514126498377530371258866542469041
f(z) = -7/270*z^3 + 221/210*z + 1
*
60/7 | 0.17024400231003522845757832355476565694 | 0.022185421070308853643877187712231097827
f(z) = -7/270*z^3 + 239/210*z + 1
*
[ 5/2 ] 
f(z) = -19/275*z^3 + 227/220*z + 1
*
[ 9/4 ] 
f(z) = -16/261*z^3 + 226/261*z + 1
*
-21/4 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = -16/273*z^3 + 220/273*z + 1
*
[ 9/4 ] 
f(z) = -16/279*z^3 + 236/279*z + 1
*
[ 5/2 ] 
f(z) = -12/265*z^3 + 234/265*z + 1
*
5 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = -11/270*z^3 + 221/270*z + 1
*
[ 3 ] 
f(z) = -7/264*z^3 + 239/264*z + 1
*
[ 3 ] 
f(z) = -5/264*z^3 + 221/264*z + 1
*
[ 3 ] 
f(z) = -5/267*z^3 + 223/267*z + 1
*
[ 3 ] 
f(z) = -5/273*z^3 + 227/273*z + 1
*
[ 3 ] 
f(z) = -5/276*z^3 + 229/276*z + 1
*
[ 5 ] 
f(z) = -1/260*z^3 + 233/260*z + 1
*
[ 5 ] 
f(z) = -1/265*z^3 + 237/265*z + 1
*
[ 4 ] 
f(z) = -1/276*z^3 + 223/276*z + 1
*
[ 30 ] 
f(z) = -7/270*z^3 + 243/10*z + 1
*
66/7 | 0.11410348977820741653377787471876287372 | 0.012982684036392345578503275900708052480
f(z) = -7/270*z^3 + 243/70*z + 1
*
3/7 | 0.25008302340010459519243481517620790938 | 0.028274220988762874323157267949532105246
f(z) = -7/270*z^3 + 257/70*z + 1
*
20 | 0.070103679520103438596031828012569846898 | 0.010154438872756545288858206429398027343
f(z) = -3/272*z^3 + 249/68*z + 1
*
[ -5/6 ] 
f(z) = -18/275*z^3 + 247/110*z + 1
*
[ 10 ] 
f(z) = -4/275*z^3 + 259/110*z + 1
*
[ -10 ] 
f(z) = -3/275*z^3 + 241/110*z + 1
*
[ 4 ] 
f(z) = -19/264*z^3 + 251/132*z + 1
*
[ -2 ] 
f(z) = -19/276*z^3 + 245/138*z + 1
*
[ -2 ] 
f(z) = -17/276*z^3 + 241/138*z + 1
*
[ -15/13 ] 
f(z) = -13/270*z^3 + 251/130*z + 1
*
[ 6 ] 
f(z) = -7/276*z^3 + 241/138*z + 1
*
[ -6 ] 
f(z) = -5/276*z^3 + 251/138*z + 1
*
[ -8 ] 
f(z) = -3/272*z^3 + 249/136*z + 1
*
[ 15/4 ] 
f(z) = -17/270*z^3 + 259/160*z + 1
*
[ 15/4 ] 
f(z) = -16/275*z^3 + 256/165*z + 1
*
[ 6 ] 
f(z) = -4/261*z^3 + 241/174*z + 1
*
[ -6 ] 
f(z) = -2/261*z^3 + 251/174*z + 1
*
[ -10 ] 
f(z) = -1/264*z^3 + 244/165*z + 1
*
[ 6 ] 
f(z) = -4/279*z^3 + 251/186*z + 1
*
[ -6 ] 
f(z) = -1/279*z^3 + 241/186*z + 1
*
[ 6 ] 
f(z) = -3/272*z^3 + 251/204*z + 1
*
-3 | 0.13321939407883596692947415919816519339 | 0.023891788037244609719981996106435524969
f(z) = -19/264*z^3 + 259/264*z + 1
*
[ 5/2 ] 
f(z) = -16/265*z^3 + 259/265*z + 1
*
[ 3 ] 
f(z) = -8/267*z^3 + 250/267*z + 1
*
[ 3 ] 
f(z) = -7/267*z^3 + 241/267*z + 1
*
[ 3 ] 
f(z) = -7/276*z^3 + 247/276*z + 1
*
[ 7/2 ] 
f(z) = -4/273*z^3 + 244/273*z + 1
*
[ 4 ] 
f(z) = -3/260*z^3 + 243/260*z + 1
*
[ 4 ] 
f(z) = -3/268*z^3 + 249/268*z + 1
*
[ 5 ] 
f(z) = -1/270*z^3 + 241/270*z + 1
*
-22 | 0.19828262480234996819595700367768616151 | 0.025812805659745039283507662345371359521
f(z) = -5/264*z^3 + 271/33*z + 1
*
-10 | 0.18536639808857455223550134281643511911 | 0.026639041868460014272844012201581694049
f(z) = -1/272*z^3 + 263/68*z + 1
*
[ 9 ] 
f(z) = -7/270*z^3 + 269/90*z + 1
*
10 | 0.20943249340394816119755787193091860095 | 0.029071092909675276231281833046691016299
f(z) = -7/275*z^3 + 269/110*z + 1
*
-15 | 0.19362938083275094152809365437266828311 | 0.026741989877838063553909502879889493952
f(z) = -2/275*z^3 + 279/110*z + 1
*
[ -4 ] 
f(z) = -13/264*z^3 + 269/132*z + 1
*
[ 8 ] 
f(z) = -5/272*z^3 + 279/136*z + 1
*
[ 10 ] 
f(z) = -3/260*z^3 + 267/130*z + 1
*
12/7 | 0.18136574369649718885382217098339595090 | 0.020316428290179790439833983581505416679
f(z) = -7/270*z^3 + 279/140*z + 1
*
[ -15/4 ] 
f(z) = -7/270*z^3 + 261/160*z + 1
*
[ -5/3 ] 
f(z) = -6/275*z^3 + 274/165*z + 1
*
[ 6 ] 
f(z) = -5/261*z^3 + 265/174*z + 1
*
[ -22/5 ] 
f(z) = -5/264*z^3 + 263/165*z + 1
*
[ 15/2 ] 
f(z) = -4/275*z^3 + 278/165*z + 1
*
[ -5/3 ] 
f(z) = -3/275*z^3 + 269/165*z + 1
*
[ 6 ] 
f(z) = -5/279*z^3 + 275/186*z + 1
*
[ -6 ] 
f(z) = -2/279*z^3 + 265/186*z + 1
*
[ -6 ] 
f(z) = -1/272*z^3 + 265/204*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016766944099819058212750423749295106698
f(z) = -19/260*z^3 + 279/260*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016788392471425603684350376839185362434
f(z) = -17/260*z^3 + 277/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015900778984049366611320153461155345359
f(z) = -17/261*z^3 + 278/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016032327571585614493707892860254967545
f(z) = -17/262*z^3 + 279/262*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015910967459883976462684850648836674800
f(z) = -16/261*z^3 + 277/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018324304187250138893549024739354912133
f(z) = -16/263*z^3 + 279/263*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.016052952173630524148715342078468109666
f(z) = -15/262*z^3 + 277/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018335995893876028846898665134145917808
f(z) = -15/263*z^3 + 278/263*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015931494799910856334838513292925049391
f(z) = -14/261*z^3 + 275/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018347744742863594988378721310572061916
f(z) = -14/263*z^3 + 277/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018349217559961016534704580952355836412
f(z) = -14/265*z^3 + 279/265*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015941834541942311020025448613360966640
f(z) = -13/261*z^3 + 274/261*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.016073662693498921705822137072623176331
f(z) = -13/262*z^3 + 275/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018359551231005479815807750861296245586
f(z) = -13/263*z^3 + 276/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013221385894988694687077408738777665272
f(z) = -13/264*z^3 + 277/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018360925162407114477374000411656754818
f(z) = -13/265*z^3 + 278/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016082155031950149046565586753259537766
f(z) = -13/266*z^3 + 279/266*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018371415861292612567919248874364182219
f(z) = -12/263*z^3 + 275/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018372689984904548170209379806164004090
f(z) = -12/265*z^3 + 277/265*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016854018306097766252679525885741370918
f(z) = -11/260*z^3 + 271/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015962668406144839095251130499259890865
f(z) = -11/261*z^3 + 272/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016094462225236236984053787616178246236
f(z) = -11/262*z^3 + 273/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018383339143015015878614674631742848668
f(z) = -11/263*z^3 + 274/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018384512524921389864655697114095724236
f(z) = -11/265*z^3 + 276/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016102727417431118376131772317736897168
f(z) = -11/266*z^3 + 277/266*z + 1
*
[ 3 ] 
f(z) = -11/267*z^3 + 277/267*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014770704649959625127891062646966422527
f(z) = -11/267*z^3 + 278/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016866604740829065922974162596903589372
f(z) = -11/268*z^3 + 279/268*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015973163439741709526093525386084644262
f(z) = -10/261*z^3 + 271/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018395321591864635090650778566173046396
f(z) = -10/263*z^3 + 273/263*z + 1
*
[ 3 ] 
f(z) = -10/267*z^3 + 268/267*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014780169026990287324526074634855905040
f(z) = -10/267*z^3 + 277/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018398485140157981761553912978406254760
f(z) = -10/269*z^3 + 279/269*z + 1
*
[ 3 ] 
f(z) = -10/273*z^3 + 272/273*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016876333157111101601059780381125633694
f(z) = -9/260*z^3 + 269/260*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016115586762394936104246907387476131092
f(z) = -9/262*z^3 + 271/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018407363730040238539312168971960393081
f(z) = -9/263*z^3 + 272/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018408332778520099036967504471022123722
f(z) = -9/265*z^3 + 274/265*z + 1
*
-1 | 0.090562673032349159458957590986734356183 | 0.016123618259959440605156292321680605230
f(z) = -9/266*z^3 + 275/266*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016888180598902447783574319218556859615
f(z) = -9/268*z^3 + 277/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018410224177472653388631163210675096370
f(z) = -9/269*z^3 + 278/269*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015994312032077136873596115424309049353
f(z) = -8/261*z^3 + 269/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018419466086354438456087711848488601582
f(z) = -8/263*z^3 + 271/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018420331518477480327075992920282551757
f(z) = -8/265*z^3 + 273/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014799237481252213157663179244631943436
f(z) = -8/267*z^3 + 275/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018422020588474283584470884808424512652
f(z) = -8/269*z^3 + 277/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018422844877243656440437913138752843656
f(z) = -8/271*z^3 + 279/271*z + 1
*
13/2 | 0.083535468922288483076974533962151203277 | 0.014872507259017982494660434854081703525
f(z) = -8/273*z^3 + 275/273*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016898874371393252861091820196854733792
f(z) = -7/260*z^3 + 267/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.016004966537516123689042338612108422625
f(z) = -7/261*z^3 + 268/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016136923924314667337733668731611339455
f(z) = -7/262*z^3 + 269/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018431629196342883524152343284283760289
f(z) = -7/263*z^3 + 270/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013273068299147293177577948403527036546
f(z) = -7/264*z^3 + 271/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018432390028913309265819871699311396226
f(z) = -7/265*z^3 + 272/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014808842373934300923357073116615517306
f(z) = -7/267*z^3 + 274/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016909968678506222816243456116184525333
f(z) = -7/268*z^3 + 275/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018433874871966644505159102879095494462
f(z) = -7/269*z^3 + 276/269*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.013740232327336014822764238639582022023
f(z) = -7/270*z^3 + 277/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018434599457134819876986260534352500914
f(z) = -7/271*z^3 + 278/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016915324883330406940479978198736402238
f(z) = -7/272*z^3 + 279/272*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018443853602375675543055577893244938002
f(z) = -6/263*z^3 + 269/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018444508839359161575367373463919112877
f(z) = -6/265*z^3 + 271/265*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018445787532976887122797620050773225835
f(z) = -6/269*z^3 + 275/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018446411486676148597398209386316072081
f(z) = -6/271*z^3 + 277/271*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.016026438379483696272045014327013981138
f(z) = -5/261*z^3 + 266/261*z + 1
*
-1 | 0.090282084050486155367013958317076812224 | 0.016158594250991484262884662395212596799
f(z) = -5/262*z^3 + 267/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018456139853771064130994954201491304517
f(z) = -5/263*z^3 + 268/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013290641944565616728477771509066336557
f(z) = -5/264*z^3 + 269/264*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016165672987060007237997568452262892675
f(z) = -5/266*z^3 + 271/266*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014828195567583593484098204722556978130
f(z) = -5/267*z^3 + 272/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016931972706843604692110561195869037669
f(z) = -5/268*z^3 + 273/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018457759082856755968031256826287171151
f(z) = -5/269*z^3 + 274/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018458281465331834822482607803011397633
f(z) = -5/271*z^3 + 276/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016936963064491101049517921418779759589
f(z) = -5/272*z^3 + 277/272*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014843833164081880094997772794849793524
f(z) = -5/273*z^3 + 278/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016179600664252952037616542326778683062
f(z) = -5/274*z^3 + 279/274*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.016037256699780849049580090810145654020
f(z) = -4/261*z^3 + 265/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018468488506911474911029116492319741901
f(z) = -4/263*z^3 + 267/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018468929512179692156049253144806895762
f(z) = -4/265*z^3 + 269/265*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014837944715201221629370390506860017100
f(z) = -4/267*z^3 + 271/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018469790039385834720195023212915791186
f(z) = -4/269*z^3 + 273/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018470209898797689390905799778502778548
f(z) = -4/271*z^3 + 275/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014853344398445739798756271850241607371
f(z) = -4/273*z^3 + 277/273*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018471029614300083817081605626372830458
f(z) = -4/275*z^3 + 279/275*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016944652393814003889712782725056643561
f(z) = -3/260*z^3 + 263/260*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016180251504413139327231041907499761518
f(z) = -3/262*z^3 + 265/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018480900125361928194247837841947100664
f(z) = -3/263*z^3 + 266/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018481232467726960400734496675740115950
f(z) = -3/265*z^3 + 268/265*z + 1
*
-1 | 0.090562673032349159458957590986734356183 | 0.016187193027068049880779577826320006491
f(z) = -3/266*z^3 + 269/266*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016954196505415448366688077480353473566
f(z) = -3/268*z^3 + 271/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018481880926876871151204264029589690765
f(z) = -3/269*z^3 + 272/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018482197299102490510823331234195794956
f(z) = -3/271*z^3 + 274/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016958814080196091335017421782450260323
f(z) = -3/272*z^3 + 275/272*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016200297702748843022753329800194534711
f(z) = -3/274*z^3 + 277/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018482814938158589892399285461231578960
f(z) = -3/275*z^3 + 278/275*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.016059060646568616146205285655855809676
f(z) = -2/261*z^3 + 263/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018493375279990906790018895987144472343
f(z) = -2/263*z^3 + 265/263*z + 1
*
[ 5 ] 
f(z) = -2/265*z^3 + 262/265*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018493597909859467178647205749308039242
f(z) = -2/265*z^3 + 267/265*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014857405520299780904421025854697248504
f(z) = -2/267*z^3 + 269/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018494032276283231274200944025374608704
f(z) = -2/269*z^3 + 271/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018494244184711366047989594162688945265
f(z) = -2/271*z^3 + 273/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014872507259017982494660434854081703525
f(z) = -2/273*z^3 + 275/273*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018494657861926154796153888882787489003
f(z) = -2/275*z^3 + 277/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018494859787197821014645773221690356678
f(z) = -2/277*z^3 + 279/277*z + 1
*
-1 | 0.094418213160041312158220177840785339539 | 0.016967897724984636466849215458888977533
f(z) = -1/260*z^3 + 261/260*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.016070047295802831310010657385612137798
f(z) = -1/261*z^3 + 262/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016202249864196189601866387511040725100
f(z) = -1/262*z^3 + 263/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018505914549093733242798333277073174707
f(z) = -1/263*z^3 + 264/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013326327268244041059644805999096787253
f(z) = -1/264*z^3 + 265/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018506026402908444999405957969426019268
f(z) = -1/265*z^3 + 266/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016208697058227100784941273182065131540
f(z) = -1/266*z^3 + 267/266*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014867302682966596089142376772046844099
f(z) = -1/267*z^3 + 268/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016976643993141997056100112809999291781
f(z) = -1/268*z^3 + 269/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018506244625308533935345996913851294834
f(z) = -1/269*z^3 + 270/269*z + 1
*
-1 | 0.077275959287372663583808542419716720692 | 0.013794059311872649140127406428415473822
f(z) = -1/270*z^3 + 271/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018506351080631257920690934559376864329
f(z) = -1/271*z^3 + 272/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014882159704714417935264243023239575198
f(z) = -1/273*z^3 + 274/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016221198318649130416705719007322382981
f(z) = -1/274*z^3 + 275/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018506558886373313549716416044883673157
f(z) = -1/275*z^3 + 276/275*z + 1
*
-1 | 0.075179452901402656235118438155946263133 | 0.013367570925711552283883993663766052408
f(z) = -1/276*z^3 + 277/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018506660315747731330834221469313733134
f(z) = -1/277*z^3 + 278/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016227261635731243718481437753788138560
f(z) = -1/278*z^3 + 279/278*z + 1
*
[ -60 ] 
f(z) = -1/270*z^3 + 287/20*z + 1
*
[ -12 ] 
f(z) = -7/270*z^3 + 289/60*z + 1
*
9 | 0.19893373893513790013573620457401064688 | 0.029436365354879485423453252046179378714
f(z) = -11/270*z^3 + 287/90*z + 1
*
[ -9 ] 
f(z) = -7/270*z^3 + 289/90*z + 1
*
[ -10 ] 
f(z) = -4/275*z^3 + 281/110*z + 1
*
[ -6 ] 
f(z) = -7/276*z^3 + 287/138*z + 1
*
[ -10 ] 
f(z) = -3/260*z^3 + 293/130*z + 1
*
[ -5/3 ] 
f(z) = -12/275*z^3 + 284/165*z + 1
*
-10 | 0.23133344135238744844442435291421131221 | 0.029865398492402632151860289952667441815
f(z) = -7/264*z^3 + 289/165*z + 1
*
10 | 0.18973543751034642126695512320856616101 | 0.024419600657459525383657852562015013921
f(z) = -5/264*z^3 + 296/165*z + 1
*
[ -6 ] 
f(z) = -4/261*z^3 + 299/174*z + 1
*
[ -3/2 ] 
f(z) = -2/261*z^3 + 293/174*z + 1
*
[ 15 ] 
f(z) = -1/275*z^3 + 289/165*z + 1
*
[ 12 ] 
f(z) = -1/272*z^3 + 295/204*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015870509179114546031375506593935242725
f(z) = -20/261*z^3 + 281/261*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018278099059969672537063551381551583109
f(z) = -20/263*z^3 + 283/263*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014687367601282148902572135465552287649
f(z) = -20/267*z^3 + 287/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018284144839688292196656502801614863835
f(z) = -20/269*z^3 + 289/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018286097273481162224870413014898855364
f(z) = -20/271*z^3 + 291/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014706501839341812633774781771413985309
f(z) = -20/273*z^3 + 293/273*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018291775903371407121451051911639137867
f(z) = -20/277*z^3 + 297/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015914302776701862496376005487241971664
f(z) = -20/279*z^3 + 299/279*z + 1
*
-1 | 0.089483559534764573130437018794912577994 | 0.015880550266585844735694401090112086252
f(z) = -19/261*z^3 + 280/261*z + 1
*
-1 | 0.090281431911132436002767111317954183205 | 0.016012017193980546503549762016839267985
f(z) = -19/262*z^3 + 281/262*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018289567044528415886234336900362923876
f(z) = -19/263*z^3 + 282/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013171199211973131468661025308111702752
f(z) = -19/264*z^3 + 283/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018291520859279100713490497121651723880
f(z) = -19/265*z^3 + 284/265*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014696431415754023169839194788993137304
f(z) = -19/267*z^3 + 286/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016782352115428020337883992681447439064
f(z) = -19/268*z^3 + 287/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018295336273728643416092239691278124397
f(z) = -19/269*z^3 + 288/269*z + 1
*
-1 | 0.077275959287372663583808542419716720692 | 0.013637511529001073471361566944312958994
f(z) = -19/270*z^3 + 289/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018297199277487948620617954918989131202
f(z) = -19/271*z^3 + 290/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016789767177119855307209293160574499543
f(z) = -19/272*z^3 + 291/272*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014715176704067988049691641007635128761
f(z) = -19/273*z^3 + 292/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016040138945966361035908608575917278589
f(z) = -19/274*z^3 + 293/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018300839232370331787408322128513560082
f(z) = -19/275*z^3 + 294/275*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013219766537938767041664362361425916996
f(z) = -19/276*z^3 + 295/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018302617466047938660929317456135812653
f(z) = -19/277*z^3 + 296/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016049077245323871425698013531878659814
f(z) = -19/278*z^3 + 297/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015923660934005568324552700408270652687
f(z) = -19/279*z^3 + 298/279*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018301090244313195118548606606999808683
f(z) = -18/263*z^3 + 281/263*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018302949613075214618476226452730453031
f(z) = -18/265*z^3 + 283/265*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018306580414798049064158866513619342145
f(z) = -18/269*z^3 + 287/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018308353189328939715747740613202008455
f(z) = -18/271*z^3 + 289/271*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018311816690446889469607702127451394819
f(z) = -18/275*z^3 + 293/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018313508642287014599552582195899502441
f(z) = -18/277*z^3 + 295/277*z + 1
*
-1 | 0.10318803763292156576085048637416800167 | 0.018312669132292738364653520555600160455
f(z) = -17/263*z^3 + 280/263*z + 1
*
-1 | 0.074357305729474771191974132907071751875 | 0.013187766660705857401917374798145353430
f(z) = -17/264*z^3 + 281/264*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018314433189285932035733015203012578910
f(z) = -17/265*z^3 + 282/265*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016041603532007658727476904640572717529
f(z) = -17/266*z^3 + 283/266*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014714871381544638396967824269231806747
f(z) = -17/267*z^3 + 284/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016803114576040032609247514546628955032
f(z) = -17/268*z^3 + 285/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018317877704618703636454935875350306573
f(z) = -17/269*z^3 + 286/269*z + 1
*
-1 | 0.077275959287372663583808542419716720692 | 0.013654245448848117020503273440480526364
f(z) = -17/270*z^3 + 287/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018319559440914798504330488331562668997
f(z) = -17/271*z^3 + 288/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014733196350510991145344549045390533883
f(z) = -17/273*z^3 + 290/273*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016059504032304234328416575756929200747
f(z) = -17/274*z^3 + 291/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018322844923247615953116497566621218336
f(z) = -17/275*z^3 + 292/275*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013235598932060138375458502183678350784
f(z) = -17/276*z^3 + 293/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018324449836228789330326431485621573974
f(z) = -17/277*z^3 + 294/277*z + 1
*
-1 | 0.091379799049181344497372493644966032397 | 0.016068260072080578076649542889227545440
f(z) = -17/278*z^3 + 295/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015942505164503682358815001661699783255
f(z) = -17/279*z^3 + 296/279*z + 1
*
-1 | 0.10332833011085596682861534207880084092 | 0.018325972055792248223243525185921746132
f(z) = -16/265*z^3 + 281/265*z + 1
*
-1 | 0.083122895735780367376255843345737948507 | 0.014723882314875915179557484921725540756
f(z) = -16/267*z^3 + 283/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018329228590225941752169783724814668517
f(z) = -16/269*z^3 + 285/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018330818469314227161377410117770278315
f(z) = -16/271*z^3 + 287/271*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014742177658018080440119240897199493776
f(z) = -16/273*z^3 + 289/273*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018333924348766332363337572778164742011
f(z) = -16/275*z^3 + 291/275*z + 1
*
[ 11/4 ] 
f(z) = -16/275*z^3 + 296/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018335441456738595428044687239573286447
f(z) = -16/277*z^3 + 293/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015951991929648672313150220082686995424
f(z) = -16/279*z^3 + 295/279*z + 1
*
-1 | 0.090562020892995440094710743987611727164 | 0.016061781530975714597899762138688374711
f(z) = -15/266*z^3 + 281/266*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016824075234067135526820631523572308320
f(z) = -15/268*z^3 + 283/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018340633524051544011833506630291772527
f(z) = -15/269*z^3 + 284/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018342130716834263795472015498974343765
f(z) = -15/271*z^3 + 286/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016830828889451903972565719132411463794
f(z) = -15/272*z^3 + 287/272*z + 1
*
-1 | 0.091111410025059736314528145665416432547 | 0.016079165061149013324653113979712960346
f(z) = -15/274*z^3 + 289/274*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018346483917478959577875354426335561588
f(z) = -15/277*z^3 + 292/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016087389098839453373661114133664113075
f(z) = -15/278*z^3 + 293/278*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014742586131429644091860965327056512593
f(z) = -14/267*z^3 + 281/267*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018352092964008654233919960653420024236
f(z) = -14/269*z^3 + 283/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018353496631102121277538693331867488514
f(z) = -14/271*z^3 + 285/271*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018356238474703822968077064050471749376
f(z) = -14/275*z^3 + 289/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018357577636982972520158874258386659633
f(z) = -14/277*z^3 + 291/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015971096519924629759063315708620358274
f(z) = -14/279*z^3 + 293/279*z + 1
*
[ 3 ] 
f(z) = -13/264*z^3 + 293/264*z + 1
*
-1 | 0.083123929352201257098437040548472515962 | 0.014751913595043328808713373470165267038
f(z) = -13/267*z^3 + 280/267*z + 1
*
[ 3 ] 
f(z) = -13/267*z^3 + 295/267*z + 1
*
-1 | 0.094979423335880737139994718981011571136 | 0.016845237468380815416332752253453005360
f(z) = -13/268*z^3 + 281/268*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018363607373578345170503022913451043385
f(z) = -13/269*z^3 + 282/269*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.013688076169891614271979445004539329558
f(z) = -13/270*z^3 + 283/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018364916665148603396194748542492203829
f(z) = -13/271*z^3 + 284/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016851651323606620250869477627699395814
f(z) = -13/272*z^3 + 285/272*z + 1
*
-1 | 0.091111410025059736314528145665416432547 | 0.016098895013990370112113712140871799043
f(z) = -13/274*z^3 + 287/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018367474036110702926000646014039037139
f(z) = -13/275*z^3 + 288/275*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013267706555798967224609311450592380521
f(z) = -13/276*z^3 + 289/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018368723038729043312230191897131719255
f(z) = -13/277*z^3 + 290/277*z + 1
*
-1 | 0.091379799049181344497372493644966032397 | 0.016106926178162223034509793587185874355
f(z) = -13/278*z^3 + 291/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.015980715061518948382002980956942715880
f(z) = -13/279*z^3 + 292/279*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018375177221897870793659404099261916245
f(z) = -12/269*z^3 + 281/269*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018376391277493134525433565098483358159
f(z) = -12/271*z^3 + 283/271*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018378762512368296390362625711020330405
f(z) = -12/275*z^3 + 287/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018379920551217068995108769387216425850
f(z) = -12/277*z^3 + 289/277*z + 1
*
-1 | 0.10360576628892294641148061445361550218 | 0.018386802983850644265992557675122159788
f(z) = -11/269*z^3 + 280/269*z + 1
*
-1 | 0.077275307148018944219561695420594091673 | 0.013705293774495770454482092363292334792
f(z) = -11/270*z^3 + 281/270*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018387920932230439953960089301743884329
f(z) = -11/271*z^3 + 282/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016872672527680879315587310810538069306
f(z) = -11/272*z^3 + 283/272*z + 1
*
[ 3 ] 
f(z) = -11/273*z^3 + 281/273*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014787723469859558020055433245369323008
f(z) = -11/273*z^3 + 284/273*z + 1
*
-1 | 0.091111410025059736314528145665416432547 | 0.016118811928575758726413003723479017300
f(z) = -11/274*z^3 + 285/274*z + 1
*
[ 3 ] 
f(z) = -11/276*z^3 + 283/276*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013283986706146535570304951657180082204
f(z) = -11/276*z^3 + 287/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018391170608046051563221450552252378113
f(z) = -11/277*z^3 + 288/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016126414747680663451290708233430097984
f(z) = -11/278*z^3 + 289/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016000086460502792220183869186400190348
f(z) = -11/279*z^3 + 290/279*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018399506099118915018305619138540445911
f(z) = -10/271*z^3 + 281/271*z + 1
*
-1 | 0.083534435305867593354793336759416635823 | 0.014796779922018235181948057607019765867
f(z) = -10/273*z^3 + 283/273*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018402473647993194969705813796156787621
f(z) = -10/277*z^3 + 287/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016009840060008496731336636613624397258
f(z) = -10/279*z^3 + 289/279*z + 1
*
-1 | 0.10374294112740186852031240876307151924 | 0.018411147253670722204882856825563171040
f(z) = -9/271*z^3 + 280/271*z + 1
*
-1 | 0.095253776776346304536548920174081143750 | 0.016893895890306229036371173146005781182
f(z) = -9/272*z^3 + 281/272*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016138803453051934951627571191744707996
f(z) = -9/274*z^3 + 283/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018412949891638310596331430551972499447
f(z) = -9/275*z^3 + 284/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018413830115094515759088674423946010574
f(z) = -9/277*z^3 + 286/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016146202678289117787952111375950288508
f(z) = -9/278*z^3 + 287/278*z + 1
*
-1 | 0.083535468922288483076974533962151203277 | 0.014815575433135961798530034595653614921
f(z) = -8/273*z^3 + 281/273*z + 1
*
[ 7/2 ] 
f(z) = -8/273*z^3 + 293/273*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018424454515698313999075159994044946805
f(z) = -8/275*z^3 + 283/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018425240458727001804077764682168119382
f(z) = -8/277*z^3 + 285/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016029484947549632534765107086952376755
f(z) = -8/279*z^3 + 287/279*z + 1
*
-1 | 0.091110757885706016950281298666293803529 | 0.016159103715352494530592548360631422564
f(z) = -7/274*z^3 + 281/274*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018436014326113831465705870878760886637
f(z) = -7/275*z^3 + 282/275*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013317012431594845008320602729488230223
f(z) = -7/276*z^3 + 283/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018436705133692354534707282149909969487
f(z) = -7/277*z^3 + 284/277*z + 1
*
-1 | 0.091379799049181344497372493644966032397 | 0.016166293492106828101379270328043846095
f(z) = -7/278*z^3 + 285/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016039377004560012529565316176728749348
f(z) = -7/279*z^3 + 286/279*z + 1
*
-1 | 0.10401427958641798691228633785958341813 | 0.018447629793871905966177620380395949728
f(z) = -6/275*z^3 + 281/275*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018448224600302350987035083790218262557
f(z) = -6/277*z^3 + 283/277*z + 1
*
[ 4 ] 
f(z) = -5/268*z^3 + 281/268*z + 1
*
-1 | 0.075180486517823545957299635358680830588 | 0.013333763292103655873377214839870258969
f(z) = -5/276*z^3 + 281/276*z + 1
*
[ 4 ] 
f(z) = -5/276*z^3 + 287/276*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018459799324465862965929435109414111302
f(z) = -5/277*z^3 + 282/277*z + 1
*
-1 | 0.091379799049181344497372493644966032397 | 0.016186459762349192205750571535953536712
f(z) = -5/278*z^3 + 283/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016059302302283721577922962425261521386
f(z) = -5/279*z^3 + 284/279*z + 1
*
[ 9/2 ] 
f(z) = -4/261*z^3 + 284/261*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018471429777777571613169893863066063029
f(z) = -4/277*z^3 + 281/277*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016069336340107157074787381320966524194
f(z) = -4/279*z^3 + 283/279*z + 1
*
[ 9/2 ] 
f(z) = -4/279*z^3 + 298/279*z + 1
*
[ 5 ] 
f(z) = -3/260*z^3 + 283/260*z + 1
*
[ 5 ] 
f(z) = -3/265*z^3 + 287/265*z + 1
*
-1 | 0.10414847233680256481239625091712242295 | 0.018483116437608416699119919461199728711
f(z) = -3/277*z^3 + 280/277*z + 1
*
-1 | 0.091379146909827625133125646645843403378 | 0.016206704308054003724464377378332795900
f(z) = -3/278*z^3 + 281/278*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016089549222905379700011651240066700108
f(z) = -2/279*z^3 + 281/279*z + 1
*
[ 8 ] 
f(z) = -1/264*z^3 + 295/264*z + 1
*
[ 7 ] 
f(z) = -1/273*z^3 + 283/273*z + 1
*
-1 | 0.090718584988443688292397987168624533641 | 0.016099728894477200853311207513437472863
f(z) = -1/279*z^3 + 280/279*z + 1
*
[ 6/11 ] 
f(z) = -11/288*z^3 - 217/264*z + 1
*
[ 4/7 ] 
f(z) = -7/288*z^3 - 187/252*z + 1
*
[ 3/5 ] 
f(z) = -7/297*z^3 - 181/275*z + 1
*
[ 3/5 ] 
f(z) = -4/297*z^3 - 182/275*z + 1
*
[ 3/5 ] 
f(z) = -1/297*z^3 - 183/275*z + 1
*
-7 | 0.13842487911721648308071750044479063404 | 0.024566113176499143557560771661299295643
f(z) = -1/280*z^3 - 191/280*z + 1
*
[ 3/5 ] 
f(z) = -19/297*z^3 - 177/275*z + 1
*
[ 3/5 ] 
f(z) = -16/297*z^3 - 178/275*z + 1
*
[ 3/5 ] 
f(z) = -13/297*z^3 - 179/275*z + 1
*
[ 2/3 ] 
f(z) = -9/290*z^3 - 141/290*z + 1
*
[ 2/3 ] 
f(z) = -9/298*z^3 - 145/298*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -1/290*z^3 - 141/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -1/294*z^3 - 143/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -1/298*z^3 - 145/298*z + 1
*
[ 12/19 ] 
f(z) = -19/288*z^3 - 127/228*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -7/298*z^3 - 121/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -5/282*z^3 - 121/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -5/286*z^3 - 123/286*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -5/294*z^3 - 127/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -5/298*z^3 - 129/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -3/286*z^3 - 131/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -3/290*z^3 - 133/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -3/298*z^3 - 137/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -1/282*z^3 - 137/282*z + 1
*
[ 3/5 ] 
f(z) = -20/297*z^3 - 106/165*z + 1
*
[ 3/5 ] 
f(z) = -5/297*z^3 - 109/165*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -11/290*z^3 - 101/290*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = -11/294*z^3 - 103/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -11/298*z^3 - 105/298*z + 1
*
-7/3 | 0.13543219185419371816067757518169325064 | 0.024035004213470684065980269375697056444
f(z) = -9/280*z^3 - 111/280*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -9/286*z^3 - 107/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -9/290*z^3 - 109/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -9/298*z^3 - 113/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -7/282*z^3 - 113/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -7/286*z^3 - 115/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -7/290*z^3 - 117/290*z + 1
*
[ 3/4 ] 
f(z) = -10/297*z^3 - 83/264*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = -17/298*z^3 - 81/298*z + 1
*
[ 3/4 ] 
f(z) = -16/285*z^3 - 86/285*z + 1
*
[ 3/4 ] 
f(z) = -16/291*z^3 - 88/291*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -15/286*z^3 - 83/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -15/298*z^3 - 89/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -13/282*z^3 - 89/282*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = -13/290*z^3 - 93/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -13/294*z^3 - 95/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -13/298*z^3 - 97/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = -11/282*z^3 - 97/282*z + 1
*
-7 | 0.087233210415234367816077140970981388567 | 0.015481183248824522902153619109096286710
f(z) = -3/280*z^3 - 93/280*z + 1
*
-13 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = -1/286*z^3 - 95/286*z + 1
*
-10/3 | 0.13192532440307519912261547740724488341 | 0.019592670469143261525560766566653239856
f(z) = -3/280*z^3 - 61/105*z + 1
*
-6 | 0.19723844204308695094861416382020708980 | 0.029292539671839791339246954691531362712
f(z) = -1/280*z^3 - 74/105*z + 1
*
[ 2/3 ] 
f(z) = -9/284*z^3 - 69/142*z + 1
*
[ 2/3 ] 
f(z) = -9/292*z^3 - 71/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -5/284*z^3 - 61/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -5/292*z^3 - 63/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -3/284*z^3 - 65/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -3/292*z^3 - 67/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -1/284*z^3 - 69/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -1/292*z^3 - 71/146*z + 1
*
[ 12/17 ] 
f(z) = -17/288*z^3 - 79/204*z + 1
*
42/11 | 0.17360464392194029789914999095224986541 | 0.021536751089826245108176989481084627370
f(z) = -11/288*z^3 - 73/264*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = -19/282*z^3 - 65/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = -19/286*z^3 - 67/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -19/290*z^3 - 69/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = -19/294*z^3 - 71/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = -19/298*z^3 - 73/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = -17/282*z^3 - 73/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = -17/286*z^3 - 75/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = -17/290*z^3 - 77/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = -17/294*z^3 - 79/294*z + 1
*
7/3 | 0.12802452268665715540651733934743138188 | 0.022720373199853038266101009366942115926
f(z) = -9/280*z^3 - 71/280*z + 1
*
-8 | 0.14555898254578083912346558435149973443 | 0.025703690332355370249727055638170201637
f(z) = -1/288*z^3 - 47/72*z + 1
*
[ 2/3 ] 
f(z) = -15/296*z^3 - 53/111*z + 1
*
[ 2/3 ] 
f(z) = -3/280*z^3 - 52/105*z + 1
*
-6 | 0.19676337388792566499192146601579226365 | 0.029221985713707989854631714185721975024
f(z) = -3/280*z^3 - 47/105*z + 1
*
[ 2/3 ] 
f(z) = -3/296*z^3 - 55/111*z + 1
*
-24/5 | 0.21302431124999830854628762597412258104 | 0.029292167418610861047995085970335789903
f(z) = -5/288*z^3 - 47/120*z + 1
*
[ 3/4 ] 
f(z) = -4/297*z^3 - 43/132*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -15/284*z^3 - 41/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -15/292*z^3 - 43/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -13/284*z^3 - 45/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -13/292*z^3 - 47/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -11/284*z^3 - 49/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -11/292*z^3 - 51/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -9/284*z^3 - 53/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -9/292*z^3 - 55/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -7/284*z^3 - 57/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -7/292*z^3 - 59/146*z + 1
*
[ 3/4 ] 
f(z) = -17/297*z^3 - 53/176*z + 1
*
[ 3/4 ] 
f(z) = -5/297*z^3 - 57/176*z + 1
*
[ 4/5 ] 
f(z) = -5/288*z^3 - 43/180*z + 1
*
-7/5 | 0.21658084655026281096365292670799586547 | 0.029697013782230472731851344904542974191
f(z) = -5/294*z^3 - 53/210*z + 1
*
14/5 | 0.21731713928130076338587660445309211467 | 0.029797972365270805088620884836592325714
f(z) = -5/294*z^3 - 47/210*z + 1
*
[ 3/5 ] 
f(z) = -10/297*z^3 - 36/55*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -13/288*z^3 - 23/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -11/288*z^3 - 25/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -7/288*z^3 - 29/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -5/288*z^3 - 31/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -1/288*z^3 - 35/72*z + 1
*
[ 3/4 ] 
f(z) = -14/297*z^3 - 27/88*z + 1
*
[ 3/4 ] 
f(z) = -2/297*z^3 - 29/88*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -19/284*z^3 - 33/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -19/292*z^3 - 35/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = -17/284*z^3 - 37/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = -17/292*z^3 - 39/146*z + 1
*
[ 6/7 ] 
f(z) = -7/297*z^3 - 23/154*z + 1
*
[ 6/7 ] 
f(z) = -7/288*z^3 - 25/168*z + 1
*
-7/3 | 0.15569219121127834899308772086808524714 | 0.027630524327600505367613216746785213945
f(z) = -9/280*z^3 - 31/280*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -19/280*z^3 - 8/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -19/296*z^3 - 9/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -17/280*z^3 - 9/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -17/296*z^3 - 10/37*z + 1
*
[ 3/4 ] 
f(z) = -16/297*z^3 - 10/33*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -15/296*z^3 - 11/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -13/280*z^3 - 11/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -13/296*z^3 - 12/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -11/280*z^3 - 12/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -11/296*z^3 - 13/37*z + 1
*
[ 2/3 ] 
f(z) = -9/280*z^3 - 17/35*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -9/280*z^3 - 13/35*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = -9/280*z^3 - 12/35*z + 1
*
[ 2/3 ] 
f(z) = -9/296*z^3 - 18/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -9/296*z^3 - 14/37*z + 1
*
[ 3/4 ] 
f(z) = -8/297*z^3 - 7/22*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -7/296*z^3 - 15/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -5/296*z^3 - 16/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -3/280*z^3 - 16/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -3/296*z^3 - 17/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = -1/280*z^3 - 17/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = -1/296*z^3 - 18/37*z + 1
*
[ 3/4 ] 
f(z) = -20/297*z^3 - 13/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -19/288*z^3 - 17/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = -17/288*z^3 - 19/72*z + 1
*
[ 12/13 ] 
f(z) = -13/288*z^3 - 7/156*z + 1
*
-11/2 | 0.14612882807664664816737351412181033006 | 0.025664858218527855212738564272655118355
f(z) = -8/297*z^3 - 1/297*z + 1
*
[ 3 ] 
f(z) = -20/297*z^3 + 14/11*z + 1
*
[ 3 ] 
f(z) = -17/297*z^3 + 13/11*z + 1
*
[ 3/2 ] 
f(z) = -16/297*z^3 + 5/11*z + 1
*
[ 3 ] 
f(z) = -14/297*z^3 + 12/11*z + 1
*
[ -3 ] 
f(z) = -13/297*z^3 + 19/11*z + 1
*
[ -3 ] 
f(z) = -10/297*z^3 + 18/11*z + 1
*
[ 3 ] 
f(z) = -8/297*z^3 + 10/11*z + 1
*
[ -3/2 ] 
f(z) = -8/297*z^3 + 19/11*z + 1
*
[ -3 ] 
f(z) = -7/297*z^3 + 17/11*z + 1
*
[ 3 ] 
f(z) = -5/297*z^3 + 9/11*z + 1
*
[ 3/2 ] 
f(z) = -4/297*z^3 + 4/11*z + 1
*
[ -3 ] 
f(z) = -4/297*z^3 + 16/11*z + 1
*
[ 3 ] 
f(z) = -2/297*z^3 + 8/11*z + 1
*
[ 12 ] 
f(z) = -1/288*z^3 + 17/12*z + 1
*
[ -12 ] 
f(z) = -1/288*z^3 + 19/12*z + 1
*
[ -3 ] 
f(z) = -1/297*z^3 + 15/11*z + 1
*
[ 3/2 ] 
f(z) = -20/297*z^3 + 16/33*z + 1
*
[ 3/2 ] 
f(z) = -10/297*z^3 + 9/22*z + 1
*
[ 3/2 ] 
f(z) = -8/297*z^3 + 13/33*z + 1
*
[ 2 ] 
f(z) = -3/280*z^3 + 19/35*z + 1
*
[ 2 ] 
f(z) = -1/280*z^3 + 18/35*z + 1
*
[ 2 ] 
f(z) = -1/296*z^3 + 19/37*z + 1
*
[ 3/2 ] 
f(z) = -13/297*z^3 + 19/44*z + 1
*
[ 3/2 ] 
f(z) = -7/297*z^3 + 17/44*z + 1
*
[ 3/2 ] 
f(z) = -1/297*z^3 + 15/44*z + 1
*
-8 | 0.083755735993796689449775477499947639878 | 0.014790097209328580010095221698520656437
f(z) = -5/288*z^3 + 17/72*z + 1
*
-18 | 0.14555898254578083912346558435149973443 | 0.025703690332355370249727055638170201637
f(z) = -1/288*z^3 + 13/72*z + 1
*
33/8 | 0.15356238033543375953555065642079921367 | 0.021689520560002528264534380710945661841
f(z) = -16/297*z^3 + 5/132*z + 1
*
[ 12/11 ] 
f(z) = -11/288*z^3 + 17/132*z + 1
*
21/5 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = -5/294*z^3 + 13/210*z + 1
*
-5 | 0.13793987144869589527845658835969843229 | 0.024480039391552887801522507816208730894
f(z) = -9/280*z^3 + 1/280*z + 1
*
[ -3/2 ] 
f(z) = -20/297*z^3 + 20/11*z + 1
*
[ -3 ] 
f(z) = -19/297*z^3 + 21/11*z + 1
*
[ 17/4 ] 
f(z) = -16/289*z^3 + 30/17*z + 1
*
[ -17/4 ] 
f(z) = -16/289*z^3 + 38/17*z + 1
*
[ -3 ] 
f(z) = -16/297*z^3 + 20/11*z + 1
*
[ -3/4 ] 
f(z) = -16/297*z^3 + 26/11*z + 1
*
[ 17/3 ] 
f(z) = -9/289*z^3 + 31/17*z + 1
*
[ -17/3 ] 
f(z) = -9/289*z^3 + 37/17*z + 1
*
[ 17/2 ] 
f(z) = -4/289*z^3 + 32/17*z + 1
*
[ -17/2 ] 
f(z) = -4/289*z^3 + 36/17*z + 1
*
-15/2 | 0.14069580731367531320955142144704361351 | 0.020623239003185568935044224442240760214
f(z) = -4/297*z^3 + 34/11*z + 1
*
12 | 0.13321760498621164043927448888566937141 | 0.019993239076023275438661902980993292291
f(z) = -2/297*z^3 + 29/11*z + 1
*
[ 17 ] 
f(z) = -1/289*z^3 + 33/17*z + 1
*
[ -17 ] 
f(z) = -1/289*z^3 + 35/17*z + 1
*
24 | 0.13321902838335770317799645146855749027 | 0.019365044078252371227341252108489994312
f(z) = -1/297*z^3 + 36/11*z + 1
*
[ 2 ] 
f(z) = -19/280*z^3 + 27/35*z + 1
*
[ 2 ] 
f(z) = -19/296*z^3 + 28/37*z + 1
*
[ 17/6 ] 
f(z) = -18/289*z^3 + 39/34*z + 1
*
[ 2 ] 
f(z) = -17/280*z^3 + 26/35*z + 1
*
[ 2 ] 
f(z) = -17/296*z^3 + 27/37*z + 1
*
[ 3 ] 
f(z) = -16/297*z^3 + 38/33*z + 1
*
[ 2 ] 
f(z) = -15/296*z^3 + 26/37*z + 1
*
[ -3/2 ] 
f(z) = -14/297*z^3 + 39/22*z + 1
*
[ 2 ] 
f(z) = -13/280*z^3 + 24/35*z + 1
*
[ 2 ] 
f(z) = -13/296*z^3 + 25/37*z + 1
*
[ 3 ] 
f(z) = -13/297*z^3 + 35/33*z + 1
*
[ 2 ] 
f(z) = -11/280*z^3 + 23/35*z + 1
*
[ 2 ] 
f(z) = -11/296*z^3 + 24/37*z + 1
*
[ 3 ] 
f(z) = -10/297*z^3 + 32/33*z + 1
*
[ 2 ] 
f(z) = -9/280*z^3 + 22/35*z + 1
*
-10/3 | 0.12757720509542946727129150599189694978 | 0.022640988232049431658121092979690108040
f(z) = -9/280*z^3 + 23/35*z + 1
*
[ 10/3 ] 
f(z) = -9/280*z^3 + 37/35*z + 1
*
[ 2 ] 
f(z) = -9/296*z^3 + 23/37*z + 1
*
[ 2 ] 
f(z) = -7/296*z^3 + 22/37*z + 1
*
[ 3 ] 
f(z) = -7/297*z^3 + 29/33*z + 1
*
[ 6 ] 
f(z) = -7/297*z^3 + 37/22*z + 1
*
[ 6 ] 
f(z) = -5/288*z^3 + 35/24*z + 1
*
[ 4 ] 
f(z) = -5/288*z^3 + 37/36*z + 1
*
[ 2 ] 
f(z) = -5/296*z^3 + 21/37*z + 1
*
[ -6 ] 
f(z) = -5/297*z^3 + 39/22*z + 1
*
[ 3 ] 
f(z) = -4/297*z^3 + 26/33*z + 1
*
[ 6 ] 
f(z) = -4/297*z^3 + 29/22*z + 1
*
[ 2 ] 
f(z) = -3/296*z^3 + 20/37*z + 1
*
14 | 0.12946326236978021500350500531118116186 | 0.022975704771117713368585375982511259659
f(z) = -1/280*z^3 + 22/35*z + 1
*
-18 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = -1/280*z^3 + 23/35*z + 1
*
[ 6 ] 
f(z) = -1/288*z^3 + 23/24*z + 1
*
[ 4 ] 
f(z) = -1/288*z^3 + 29/36*z + 1
*
[ -6 ] 
f(z) = -1/288*z^3 + 31/24*z + 1
*
[ 6 ] 
f(z) = -1/297*z^3 + 21/22*z + 1
*
[ 3 ] 
f(z) = -1/297*z^3 + 23/33*z + 1
*
[ 3/2 ] 
f(z) = -19/297*z^3 + 21/44*z + 1
*
-33/2 | 0.19790517506165393386265150248511762424 | 0.027952603717488591079335520522081627431
f(z) = -1/297*z^3 + 23/44*z + 1
*
[ 3/2 ] 
f(z) = -14/297*z^3 + 29/66*z + 1
*
[ 3/2 ] 
f(z) = -2/297*z^3 + 23/66*z + 1
*
[ 2 ] 
f(z) = -1/288*z^3 + 37/72*z + 1
*
[ 6/5 ] 
f(z) = -20/297*z^3 + 29/110*z + 1
*
-6 | 0.18998181655046819776108661887429519140 | 0.028214833987672078512179038097594571586
f(z) = -9/280*z^3 + 34/105*z + 1
*
[ 6/5 ] 
f(z) = -5/297*z^3 + 21/110*z + 1
*
6 | 0.16149470515258372619865484470942280350 | 0.023984117946139151966397124060914177607
f(z) = -3/280*z^3 + 23/105*z + 1
*
-10 | 0.12425481255050950576580336283918647991 | 0.018453497139557163903497973438588829122
f(z) = -3/280*z^3 + 32/105*z + 1
*
-6 | 0.15758940152590643359125064237479883607 | 0.023404128263448216794787578894822154002
f(z) = -1/280*z^3 + 31/105*z + 1
*
[ 6/5 ] 
f(z) = -5/288*z^3 + 23/120*z + 1
*
-6/7 | 0.16048045314919544292932812967195192023 | 0.021091231664987946018112581098688579219
f(z) = -7/288*z^3 + 31/168*z + 1
*
[ 17/16 ] 
f(z) = -16/289*z^3 + 33/272*z + 1
*
8 | 0.16560530289729256986278190471821924078 | 0.029389793507844370677138537564949211741
f(z) = -1/280*z^3 + 29/280*z + 1
*
[ 17/3 ] 
f(z) = -18/289*z^3 + 48/17*z + 1
*
[ -17/3 ] 
f(z) = -18/289*z^3 + 54/17*z + 1
*
[ 33/4 ] 
f(z) = -16/297*z^3 + 50/11*z + 1
*
[ 17/2 ] 
f(z) = -8/289*z^3 + 49/17*z + 1
*
[ -17/2 ] 
f(z) = -8/289*z^3 + 53/17*z + 1
*
-21/2 | 0.19912038744990545245730918511766731002 | 0.028508013543280730045025396618406522644
f(z) = -8/297*z^3 + 40/11*z + 1
*
[ 12 ] 
f(z) = -7/288*z^3 + 53/12*z + 1
*
[ -12 ] 
f(z) = -7/288*z^3 + 55/12*z + 1
*
[ 12 ] 
f(z) = -5/288*z^3 + 41/12*z + 1
*
[ -12 ] 
f(z) = -5/288*z^3 + 43/12*z + 1
*
[ -33/2 ] 
f(z) = -4/297*z^3 + 52/11*z + 1
*
[ 17 ] 
f(z) = -2/289*z^3 + 50/17*z + 1
*
[ -17 ] 
f(z) = -2/289*z^3 + 52/17*z + 1
*
33 | 0.14121806060140357207048287145811725847 | 0.019882868484400070914282186178313114250
f(z) = -1/297*z^3 + 45/11*z + 1
*
[ 33 ] 
f(z) = -1/297*z^3 + 51/11*z + 1
*
[ 3 ] 
f(z) = -19/297*z^3 + 41/33*z + 1
*
[ -3/2 ] 
f(z) = -16/297*z^3 + 59/33*z + 1
*
[ -3 ] 
f(z) = -14/297*z^3 + 58/33*z + 1
*
[ -2 ] 
f(z) = -13/280*z^3 + 59/35*z + 1
*
[ 4 ] 
f(z) = -13/288*z^3 + 53/36*z + 1
*
[ 6 ] 
f(z) = -13/288*z^3 + 59/24*z + 1
*
[ 6 ] 
f(z) = -13/297*z^3 + 53/22*z + 1
*
[ -2 ] 
f(z) = -11/280*z^3 + 58/35*z + 1
*
[ 4 ] 
f(z) = -11/288*z^3 + 49/36*z + 1
*
[ 6 ] 
f(z) = -11/288*z^3 + 53/24*z + 1
*
[ 6 ] 
f(z) = -10/297*z^3 + 45/22*z + 1
*
[ 14/3 ] 
f(z) = -9/280*z^3 + 52/35*z + 1
*
[ -2 ] 
f(z) = -9/280*z^3 + 57/35*z + 1
*
[ -10/3 ] 
f(z) = -9/280*z^3 + 58/35*z + 1
*
[ 17/4 ] 
f(z) = -8/289*z^3 + 43/34*z + 1
*
[ -17/4 ] 
f(z) = -8/289*z^3 + 59/34*z + 1
*
[ -6 ] 
f(z) = -8/297*z^3 + 47/22*z + 1
*
[ -3 ] 
f(z) = -8/297*z^3 + 52/33*z + 1
*
[ 6 ] 
f(z) = -7/288*z^3 + 41/24*z + 1
*
[ 4 ] 
f(z) = -7/288*z^3 + 41/36*z + 1
*
[ -6 ] 
f(z) = -7/288*z^3 + 49/24*z + 1
*
[ -4 ] 
f(z) = -7/288*z^3 + 59/36*z + 1
*
[ -2 ] 
f(z) = -7/296*z^3 + 59/37*z + 1
*
[ -6 ] 
f(z) = -5/288*z^3 + 43/24*z + 1
*
[ -4 ] 
f(z) = -5/288*z^3 + 55/36*z + 1
*
[ -2 ] 
f(z) = -5/296*z^3 + 58/37*z + 1
*
[ -3 ] 
f(z) = -5/297*z^3 + 49/33*z + 1
*
[ -3/2 ] 
f(z) = -4/297*z^3 + 56/33*z + 1
*
[ -2 ] 
f(z) = -3/280*z^3 + 54/35*z + 1
*
[ -2 ] 
f(z) = -3/296*z^3 + 57/37*z + 1
*
[ 17/2 ] 
f(z) = -2/289*z^3 + 47/34*z + 1
*
[ -17/2 ] 
f(z) = -2/289*z^3 + 55/34*z + 1
*
[ -3 ] 
f(z) = -2/297*z^3 + 46/33*z + 1
*
[ 10 ] 
f(z) = -1/280*z^3 + 44/35*z + 1
*
[ -10 ] 
f(z) = -1/280*z^3 + 51/35*z + 1
*
[ -2 ] 
f(z) = -1/280*z^3 + 53/35*z + 1
*
[ 14 ] 
f(z) = -1/280*z^3 + 57/35*z + 1
*
18 | 0.13828464938736221737638634934407257808 | 0.022522353345751706302611999432251335666
f(z) = -1/280*z^3 + 58/35*z + 1
*
[ -4 ] 
f(z) = -1/288*z^3 + 47/36*z + 1
*
-28 | 0.18759630997105300814747368942514102249 | 0.029530498045382286086984134126915242160
f(z) = -1/294*z^3 + 41/21*z + 1
*
[ -2 ] 
f(z) = -1/296*z^3 + 56/37*z + 1
*
-12 | 0.12142285502675500825116890658633065465 | 0.016799740586685290996550497861500004856
f(z) = -1/297*z^3 + 51/22*z + 1
*
[ 17/6 ] 
f(z) = -12/289*z^3 + 50/51*z + 1
*
[ 17/3 ] 
f(z) = -3/289*z^3 + 59/51*z + 1
*
[ 7 ] 
f(z) = -1/294*z^3 + 43/42*z + 1
*
[ -7 ] 
f(z) = -1/294*z^3 + 55/42*z + 1
*
[ 2 ] 
f(z) = -19/288*z^3 + 55/72*z + 1
*
[ 2 ] 
f(z) = -17/288*z^3 + 53/72*z + 1
*
[ 17/8 ] 
f(z) = -16/289*z^3 + 53/68*z + 1
*
[ 2 ] 
f(z) = -13/288*z^3 + 49/72*z + 1
*
[ 2 ] 
f(z) = -11/288*z^3 + 47/72*z + 1
*
[ 2 ] 
f(z) = -7/288*z^3 + 43/72*z + 1
*
[ 12/5 ] 
f(z) = -5/288*z^3 + 41/60*z + 1
*
[ 2 ] 
f(z) = -5/288*z^3 + 41/72*z + 1
*
[ 17/10 ] 
f(z) = -20/289*z^3 + 52/85*z + 1
*
[ 12/7 ] 
f(z) = -7/288*z^3 + 41/84*z + 1
*
-6 | 0.20170898102216724362697122975399041086 | 0.029956474344222818536497940083869210546
f(z) = -3/280*z^3 + 58/105*z + 1
*
[ 17/12 ] 
f(z) = -18/289*z^3 + 57/136*z + 1
*
42/5 | 0.16034616210536920228355323439404583380 | 0.022048594349450002264909987016793372878
f(z) = -5/288*z^3 + 47/120*z + 1
*
[ 3/2 ] 
f(z) = -5/297*z^3 + 49/132*z + 1
*
[ 4/3 ] 
f(z) = -9/280*z^3 + 43/140*z + 1
*
[ 4/3 ] 
f(z) = -9/296*z^3 + 45/148*z + 1
*
-4/5 | 0.19727117376979921603836818304506978374 | 0.027126013059370377317836594911518876264
f(z) = -5/288*z^3 + 47/180*z + 1
*
-15/4 | 0.25731322619066036726960313924813504102 | 0.029612092757380178541522099236362457704
f(z) = -20/297*z^3 + 47/220*z + 1
*
[ 17/14 ] 
f(z) = -14/289*z^3 + 59/238*z + 1
*
[ 17/15 ] 
f(z) = -15/289*z^3 + 47/255*z + 1
*
[ 17/2 ] 
f(z) = -12/289*z^3 + 66/17*z + 1
*
[ -17/2 ] 
f(z) = -12/289*z^3 + 70/17*z + 1
*
[ 12 ] 
f(z) = -11/288*z^3 + 77/12*z + 1
*
[ -12 ] 
f(z) = -11/288*z^3 + 79/12*z + 1
*
[ 17 ] 
f(z) = -3/289*z^3 + 67/17*z + 1
*
[ -17 ] 
f(z) = -3/289*z^3 + 69/17*z + 1
*
6 | 0.16065419065663623145762490847238711174 | 0.021738869636275173790577531567224708135
f(z) = -1/297*z^3 + 60/11*z + 1
*
[ -3 ] 
f(z) = -20/297*z^3 + 64/33*z + 1
*
[ -6 ] 
f(z) = -20/297*z^3 + 79/22*z + 1
*
[ -2 ] 
f(z) = -19/280*z^3 + 62/35*z + 1
*
[ 4 ] 
f(z) = -19/288*z^3 + 65/36*z + 1
*
[ 6 ] 
f(z) = -19/288*z^3 + 77/24*z + 1
*
[ -2 ] 
f(z) = -19/296*z^3 + 65/37*z + 1
*
[ 6 ] 
f(z) = -19/297*z^3 + 69/22*z + 1
*
[ -17/6 ] 
f(z) = -18/289*z^3 + 63/34*z + 1
*
[ -2 ] 
f(z) = -17/280*z^3 + 61/35*z + 1
*
[ 4 ] 
f(z) = -17/288*z^3 + 61/36*z + 1
*
[ 6 ] 
f(z) = -17/288*z^3 + 71/24*z + 1
*
[ -6 ] 
f(z) = -17/288*z^3 + 79/24*z + 1
*
[ -4 ] 
f(z) = -17/288*z^3 + 79/36*z + 1
*
[ -2 ] 
f(z) = -17/296*z^3 + 64/37*z + 1
*
[ -3 ] 
f(z) = -17/297*z^3 + 61/33*z + 1
*
[ -6 ] 
f(z) = -17/297*z^3 + 71/22*z + 1
*
[ 6 ] 
f(z) = -16/297*z^3 + 61/22*z + 1
*
[ -2 ] 
f(z) = -15/296*z^3 + 63/37*z + 1
*
[ -6 ] 
f(z) = -14/297*z^3 + 63/22*z + 1
*
[ -6 ] 
f(z) = -13/288*z^3 + 67/24*z + 1
*
[ -4 ] 
f(z) = -13/288*z^3 + 71/36*z + 1
*
[ -2 ] 
f(z) = -13/296*z^3 + 62/37*z + 1
*
[ -6 ] 
f(z) = -11/288*z^3 + 61/24*z + 1
*
[ -4 ] 
f(z) = -11/288*z^3 + 67/36*z + 1
*
[ -2 ] 
f(z) = -11/296*z^3 + 61/37*z + 1
*
-10/3 | 0.15654909801834214756360508097122465629 | 0.024629711511400445205247798467002957613
f(z) = -9/280*z^3 + 72/35*z + 1
*
-22/3 | 0.16149470515258372619865484470942280350 | 0.025091816677598498728842818911485830009
f(z) = -9/280*z^3 + 78/35*z + 1
*
[ -2 ] 
f(z) = -9/296*z^3 + 60/37*z + 1
*
[ -33/4 ] 
f(z) = -8/297*z^3 + 65/22*z + 1
*
[ 10 ] 
f(z) = -3/280*z^3 + 69/35*z + 1
*
[ -10 ] 
f(z) = -3/280*z^3 + 76/35*z + 1
*
[ 33/2 ] 
f(z) = -2/297*z^3 + 61/22*z + 1
*
[ -14 ] 
f(z) = -1/280*z^3 + 62/35*z + 1
*
[ -24 ] 
f(z) = -1/288*z^3 + 73/24*z + 1
*
-6 | 0.17959712521690009233819775468314292247 | 0.026201902040201485336178774131429012586
f(z) = -1/288*z^3 + 79/24*z + 1
*
[ -3/2 ] 
f(z) = -17/297*z^3 + 79/44*z + 1
*
[ 17/3 ] 
f(z) = -6/289*z^3 + 76/51*z + 1
*
[ 7 ] 
f(z) = -5/294*z^3 + 71/42*z + 1
*
[ -3/2 ] 
f(z) = -5/297*z^3 + 75/44*z + 1
*
[ 33/4 ] 
f(z) = -4/297*z^3 + 79/44*z + 1
*
[ -17/3 ] 
f(z) = -3/289*z^3 + 77/51*z + 1
*
[ 14 ] 
f(z) = -1/294*z^3 + 67/42*z + 1
*
[ -14 ] 
f(z) = -1/294*z^3 + 73/42*z + 1
*
28 | 0.072071398400661619553333985645166322709 | 0.011412084379585228006075206560723140672
f(z) = -1/294*z^3 + 79/42*z + 1
*
[ -12 ] 
f(z) = -1/297*z^3 + 69/44*z + 1
*
6 | 0.18456167325780779471949155312362520027 | 0.024241927640522653528320759206265406012
f(z) = -1/297*z^3 + 75/44*z + 1
*
[ 17/6 ] 
f(z) = -9/289*z^3 + 61/68*z + 1
*
33/4 | 0.15356172819608004017130380942167658465 | 0.023771516944344184131192550020049599094
f(z) = -8/297*z^3 + 71/66*z + 1
*
[ 17/4 ] 
f(z) = -4/289*z^3 + 69/68*z + 1
*
[ 6 ] 
f(z) = -2/297*z^3 + 71/66*z + 1
*
[ 8 ] 
f(z) = -1/288*z^3 + 79/72*z + 1
*
[ 17/2 ] 
f(z) = -1/289*z^3 + 77/68*z + 1
*
[ 3 ] 
f(z) = -5/288*z^3 + 79/96*z + 1
*
[ 17/5 ] 
f(z) = -5/289*z^3 + 77/85*z + 1
*
[ 3 ] 
f(z) = -1/288*z^3 + 67/96*z + 1
*
-6 | 0.18734452407303532541761320465136246731 | 0.027823160875061652089568447206809916056
f(z) = -11/280*z^3 + 61/105*z + 1
*
[ 3/2 ] 
f(z) = -17/297*z^3 + 61/132*z + 1
*
[ 17/12 ] 
f(z) = -16/289*z^3 + 62/153*z + 1
*
[ 2 ] 
f(z) = -3/284*z^3 + 77/142*z + 1
*
[ 2 ] 
f(z) = -3/292*z^3 + 79/146*z + 1
*
[ 2 ] 
f(z) = -1/284*z^3 + 73/142*z + 1
*
[ 2 ] 
f(z) = -1/292*z^3 + 75/146*z + 1
*
33/10 | 0.21784039478769991547013095013935267517 | 0.029828196969178939174772278455898366385
f(z) = -20/297*z^3 + 71/165*z + 1
*
-20 | 0.20225957101478743436698027300258022218 | 0.027811948699266658078685741107245256395
f(z) = -1/288*z^3 + 79/180*z + 1
*
[ 17/12 ] 
f(z) = -12/289*z^3 + 77/204*z + 1
*
[ 7/5 ] 
f(z) = -5/294*z^3 + 67/210*z + 1
*
[ 17/13 ] 
f(z) = -13/289*z^3 + 69/221*z + 1
*
[ 17/2 ] 
f(z) = -16/289*z^3 + 83/17*z + 1
*
[ -17/2 ] 
f(z) = -16/289*z^3 + 87/17*z + 1
*
[ 12 ] 
f(z) = -13/288*z^3 + 89/12*z + 1
*
[ -12 ] 
f(z) = -13/288*z^3 + 91/12*z + 1
*
[ 33/2 ] 
f(z) = -8/297*z^3 + 91/11*z + 1
*
[ 17 ] 
f(z) = -4/289*z^3 + 84/17*z + 1
*
[ -17 ] 
f(z) = -4/289*z^3 + 86/17*z + 1
*
[ -33 ] 
f(z) = -2/297*z^3 + 92/11*z + 1
*
[ -4 ] 
f(z) = -19/288*z^3 + 83/36*z + 1
*
[ -6 ] 
f(z) = -19/288*z^3 + 85/24*z + 1
*
[ -2/3 ] 
f(z) = -9/280*z^3 + 88/35*z + 1
*
[ -2/3 ] 
f(z) = -9/296*z^3 + 93/37*z + 1
*
-15/4 | 0.16652069733894240039216773141135878144 | 0.021391389281742235599182827025594428106
f(z) = -8/297*z^3 + 89/22*z + 1
*
[ 17/2 ] 
f(z) = -6/289*z^3 + 81/34*z + 1
*
[ -17/2 ] 
f(z) = -6/289*z^3 + 89/34*z + 1
*
33/2 | 0.19425102048587060510895397019724683852 | 0.029054002472343745579527344377436471871
f(z) = -4/297*z^3 + 89/33*z + 1
*
-6 | 0.12204604517217626985075418301199898016 | 0.018488379131930229980862337852362536722
f(z) = -1/280*z^3 + 92/35*z + 1
*
18 | 0.15160112106335437530167194233278143485 | 0.022928036935146040147423148274550960886
f(z) = -1/280*z^3 + 93/35*z + 1
*
6 | 0.19453121340136011999129032043740226840 | 0.027637050103544587592265694328132168276
f(z) = -1/288*z^3 + 95/24*z + 1
*
[ 15/4 ] 
f(z) = -16/297*z^3 + 82/55*z + 1
*
[ -33/8 ] 
f(z) = -16/297*z^3 + 95/44*z + 1
*
[ -17/6 ] 
f(z) = -12/289*z^3 + 86/51*z + 1
*
-42/5 | 0.22861138300709242803382567113200166321 | 0.029162845231387048913543932247472173728
f(z) = -10/297*z^3 + 94/55*z + 1
*
21/2 | 0.19980550913839216127796365792845858450 | 0.025819708704803327965374375947375756544
f(z) = -7/297*z^3 + 85/44*z + 1
*
[ -17/3 ] 
f(z) = -6/289*z^3 + 94/51*z + 1
*
[ -7 ] 
f(z) = -5/294*z^3 + 83/42*z + 1
*
[ 33/5 ] 
f(z) = -5/297*z^3 + 87/55*z + 1
*
12 | 0.16302184344659148244045138363091189225 | 0.020824317394608570278872349925492161503
f(z) = -5/297*z^3 + 93/55*z + 1
*
[ 12 ] 
f(z) = -2/297*z^3 + 83/44*z + 1
*
[ -33/2 ] 
f(z) = -1/297*z^3 + 87/44*z + 1
*
[ 15 ] 
f(z) = -1/297*z^3 + 93/55*z + 1
*
[ -12/5 ] 
f(z) = -5/288*z^3 + 91/60*z + 1
*
[ 6 ] 
f(z) = -5/297*z^3 + 95/66*z + 1
*
[ -8 ] 
f(z) = -1/288*z^3 + 97/72*z + 1
*
[ -17/2 ] 
f(z) = -1/289*z^3 + 93/68*z + 1
*
[ -6 ] 
f(z) = -1/297*z^3 + 85/66*z + 1
*
[ 9/4 ] 
f(z) = -16/297*z^3 + 82/99*z + 1
*
[ 3 ] 
f(z) = -11/288*z^3 + 97/96*z + 1
*
[ 17/5 ] 
f(z) = -10/289*z^3 + 94/85*z + 1
*
[ 3 ] 
f(z) = -7/288*z^3 + 85/96*z + 1
*
-6/5 | 0.22787612389247536533378319058963998147 | 0.028497634259224152222989902220121669324
f(z) = -10/297*z^3 + 97/110*z + 1
*
[ 17/7 ] 
f(z) = -7/289*z^3 + 87/119*z + 1
*
[ 17/6 ] 
f(z) = -6/289*z^3 + 83/102*z + 1
*
[ 10/3 ] 
f(z) = -3/280*z^3 + 86/105*z + 1
*
34/3 | 0.070118465216223372521824495996705423923 | 0.010413527417875540038725191780647111748
f(z) = -3/280*z^3 + 92/105*z + 1
*
[ 17/8 ] 
f(z) = -8/289*z^3 + 89/136*z + 1
*
[ 2 ] 
f(z) = -13/284*z^3 + 97/142*z + 1
*
[ 2 ] 
f(z) = -13/292*z^3 + 99/146*z + 1
*
[ 2 ] 
f(z) = -11/284*z^3 + 93/142*z + 1
*
[ 2 ] 
f(z) = -11/292*z^3 + 95/146*z + 1
*
[ 2 ] 
f(z) = -9/284*z^3 + 89/142*z + 1
*
[ 17/9 ] 
f(z) = -9/289*z^3 + 89/153*z + 1
*
[ 2 ] 
f(z) = -9/292*z^3 + 91/146*z + 1
*
[ 2 ] 
f(z) = -7/284*z^3 + 85/142*z + 1
*
[ 2 ] 
f(z) = -7/292*z^3 + 87/146*z + 1
*
[ 2 ] 
f(z) = -5/284*z^3 + 81/142*z + 1
*
[ 2 ] 
f(z) = -5/292*z^3 + 83/146*z + 1
*
[ 17/10 ] 
f(z) = -10/289*z^3 + 87/170*z + 1
*
[ 17/11 ] 
f(z) = -11/289*z^3 + 83/187*z + 1
*
[ 17/12 ] 
f(z) = -9/289*z^3 + 97/272*z + 1
*
[ 5/4 ] 
f(z) = -16/285*z^3 + 82/285*z + 1
*
[ 5/4 ] 
f(z) = -16/295*z^3 + 84/295*z + 1
*
[ 4/3 ] 
f(z) = -9/284*z^3 + 87/284*z + 1
*
[ 4/3 ] 
f(z) = -9/292*z^3 + 89/292*z + 1
*
-6 | 0.14414317827839040946460232149394458385 | 0.025361336372320327320977323285615683883
f(z) = -1/294*z^3 + 85/294*z + 1
*
[ 17/2 ] 
f(z) = -20/289*z^3 + 100/17*z + 1
*
[ -17/2 ] 
f(z) = -20/289*z^3 + 104/17*z + 1
*
[ 12 ] 
f(z) = -17/288*z^3 + 113/12*z + 1
*
[ -12 ] 
f(z) = -17/288*z^3 + 115/12*z + 1
*
[ 17 ] 
f(z) = -6/289*z^3 + 118/17*z + 1
*
[ 17 ] 
f(z) = -5/289*z^3 + 101/17*z + 1
*
[ -17 ] 
f(z) = -5/289*z^3 + 103/17*z + 1
*
-33/4 | 0.20458009347219052033605170706348188346 | 0.029902308040486170086257925266526052286
f(z) = -16/297*z^3 + 104/33*z + 1
*
[ 17/2 ] 
f(z) = -10/289*z^3 + 115/34*z + 1
*
26/3 | 0.16470444677436395944348614760640727827 | 0.024566567347140901319854541236183233760
f(z) = -9/280*z^3 + 102/35*z + 1
*
-10/3 | 0.16150764504236795032151520716205548869 | 0.023919013316326007723081575425563914738
f(z) = -9/280*z^3 + 107/35*z + 1
*
-6 | 0.12106589409228381637280075408678566033 | 0.018084214177712566351937894509059335620
f(z) = -3/280*z^3 + 101/35*z + 1
*
-10 | 0.068346441177353095102445910760470694441 | 0.010164804340217269072309008979307959280
f(z) = -3/280*z^3 + 104/35*z + 1
*
[ 14 ] 
f(z) = -3/280*z^3 + 106/35*z + 1
*
[ -14 ] 
f(z) = -3/280*z^3 + 111/35*z + 1
*
-14 | 0.14219032128299143050022743188851488504 | 0.021208462626972086311596698101420116966
f(z) = -1/280*z^3 + 102/35*z + 1
*
-6 | 0.17879226635110079948227844076486317278 | 0.025112558484928735670049101949964110714
f(z) = -1/288*z^3 + 103/24*z + 1
*
33/5 | 0.22787598619718732199827299596185321586 | 0.028563160887226120782470679977552439298
f(z) = -20/297*z^3 + 108/55*z + 1
*
[ -33/10 ] 
f(z) = -20/297*z^3 + 112/55*z + 1
*
39/8 | 0.20360928281141278112198582211233904652 | 0.025322115702370954050993550432593435601
f(z) = -16/297*z^3 + 115/44*z + 1
*
[ 17/3 ] 
f(z) = -12/289*z^3 + 110/51*z + 1
*
[ 7 ] 
f(z) = -11/294*z^3 + 113/42*z + 1
*
-12 | 0.19811516393355156915013623620260416824 | 0.024804129387062035721114626245849207089
f(z) = -7/297*z^3 + 109/44*z + 1
*
[ -3/4 ] 
f(z) = -4/297*z^3 + 103/44*z + 1
*
[ -15/2 ] 
f(z) = -4/297*z^3 + 104/55*z + 1
*
33/4 | 0.15033218285978580413098626317507327098 | 0.018696244471777627426567159226581718773
f(z) = -4/297*z^3 + 115/44*z + 1
*
[ 21 ] 
f(z) = -1/294*z^3 + 103/42*z + 1
*
[ -21 ] 
f(z) = -1/294*z^3 + 107/42*z + 1
*
[ -17/8 ] 
f(z) = -16/289*z^3 + 117/68*z + 1
*
[ 17/4 ] 
f(z) = -12/289*z^3 + 103/68*z + 1
*
-8 | 0.17123110034429733206484455181291368139 | 0.028007851129251238897703346164402886058
f(z) = -11/288*z^3 + 113/72*z + 1
*
[ -2 ] 
f(z) = -11/288*z^3 + 119/72*z + 1
*
[ -3/2 ] 
f(z) = -10/297*z^3 + 115/66*z + 1
*
[ -17/6 ] 
f(z) = -9/289*z^3 + 109/68*z + 1
*
[ 6 ] 
f(z) = -8/297*z^3 + 119/66*z + 1
*
[ -2 ] 
f(z) = -7/288*z^3 + 115/72*z + 1
*
[ 33/7 ] 
f(z) = -7/297*z^3 + 101/77*z + 1
*
[ -2 ] 
f(z) = -5/288*z^3 + 113/72*z + 1
*
-12 | 0.19038096282853634272972883583420305681 | 0.023925690617356509288092277122254638499
f(z) = -5/288*z^3 + 119/60*z + 1
*
[ -17/4 ] 
f(z) = -4/289*z^3 + 101/68*z + 1
*
[ -6 ] 
f(z) = -4/297*z^3 + 109/66*z + 1
*
[ 17/2 ] 
f(z) = -3/289*z^3 + 111/68*z + 1
*
[ -2 ] 
f(z) = -1/288*z^3 + 109/72*z + 1
*
[ 3 ] 
f(z) = -17/288*z^3 + 115/96*z + 1
*
[ 17/5 ] 
f(z) = -15/289*z^3 + 111/85*z + 1
*
[ 3 ] 
f(z) = -13/288*z^3 + 103/96*z + 1
*
[ 33/8 ] 
f(z) = -8/297*z^3 + 107/88*z + 1
*
[ 9/2 ] 
f(z) = -4/297*z^3 + 104/99*z + 1
*
[ 9 ] 
f(z) = -1/297*z^3 + 115/99*z + 1
*
[ 17/7 ] 
f(z) = -14/289*z^3 + 104/119*z + 1
*
-15/2 | 0.22861203514644614739807251813112429223 | 0.028493784498136524708185328274235843520
f(z) = -10/297*z^3 + 113/110*z + 1
*
[ 33/10 ] 
f(z) = -10/297*z^3 + 117/110*z + 1
*
6 | 0.19492742368470977639613638261249333861 | 0.028949322618186907194045263995741807108
f(z) = -9/280*z^3 + 104/105*z + 1
*
[ 14/3 ] 
f(z) = -3/280*z^3 + 107/105*z + 1
*
[ 6 ] 
f(z) = -1/280*z^3 + 101/105*z + 1
*
[ 6 ] 
f(z) = -1/296*z^3 + 106/111*z + 1
*
-24/5 | 0.11480444044964159360636242331255549623 | 0.015786324435544297626069734510291440171
f(z) = -5/288*z^3 + 103/120*z + 1
*
[ 2 ] 
f(z) = -19/284*z^3 + 109/142*z + 1
*
[ 2 ] 
f(z) = -19/292*z^3 + 111/146*z + 1
*
[ 17/9 ] 
f(z) = -18/289*z^3 + 106/153*z + 1
*
[ 2 ] 
f(z) = -17/284*z^3 + 105/142*z + 1
*
[ 2 ] 
f(z) = -17/292*z^3 + 107/146*z + 1
*
[ 2 ] 
f(z) = -15/284*z^3 + 101/142*z + 1
*
[ 2 ] 
f(z) = -15/292*z^3 + 103/146*z + 1
*
[ 17/6 ] 
f(z) = -4/289*z^3 + 116/153*z + 1
*
[ 4 ] 
f(z) = -1/280*z^3 + 113/140*z + 1
*
[ 4 ] 
f(z) = -1/296*z^3 + 119/148*z + 1
*
36/7 | 0.22367104318655400488307537445137309645 | 0.029396089654678203001453505769713367111
f(z) = -7/288*z^3 + 113/252*z + 1
*
[ 3/2 ] 
f(z) = -8/285*z^3 + 113/285*z + 1
*
[ 3/2 ] 
f(z) = -8/291*z^3 + 115/291*z + 1
*
[ 3/2 ] 
f(z) = -4/285*z^3 + 104/285*z + 1
*
[ 3/2 ] 
f(z) = -4/291*z^3 + 106/291*z + 1
*
-5 | 0.16362082724557840233740648663496321378 | 0.028946685615380843598666053444951377681
f(z) = -2/285*z^3 + 107/285*z + 1
*
[ 12 ] 
f(z) = -19/288*z^3 + 125/12*z + 1
*
[ -12 ] 
f(z) = -19/288*z^3 + 127/12*z + 1
*
[ 17 ] 
f(z) = -7/289*z^3 + 135/17*z + 1
*
[ -17 ] 
f(z) = -7/289*z^3 + 137/17*z + 1
*
[ -17 ] 
f(z) = -6/289*z^3 + 120/17*z + 1
*
[ -17/2 ] 
f(z) = -10/289*z^3 + 123/34*z + 1
*
-15 | 0.10688929069327730569713748000754880653 | 0.013010182723324094613549873140528512164
f(z) = -8/297*z^3 + 137/22*z + 1
*
33/2 | 0.18072217406931087025007122109799408140 | 0.025723605220792170149013099623579263113
f(z) = -4/297*z^3 + 125/33*z + 1
*
42 | 0.20636862448931235226074556740792012825 | 0.027726246333846455172584771488665593383
f(z) = -1/294*z^3 + 122/21*z + 1
*
[ 17/3 ] 
f(z) = -15/289*z^3 + 127/51*z + 1
*
[ 7 ] 
f(z) = -13/294*z^3 + 127/42*z + 1
*
[ -7 ] 
f(z) = -13/294*z^3 + 139/42*z + 1
*
6 | 0.17087609782550209360097305192960380781 | 0.020761803775801592009153682443185312439
f(z) = -13/297*z^3 + 139/44*z + 1
*
[ -17/3 ] 
f(z) = -12/289*z^3 + 128/51*z + 1
*
[ -7 ] 
f(z) = -11/294*z^3 + 125/42*z + 1
*
-6 | 0.16285298354000927721500044686031843100 | 0.020006450164158913074179214830445125104
f(z) = -8/297*z^3 + 127/44*z + 1
*
[ 15/2 ] 
f(z) = -8/297*z^3 + 131/55*z + 1
*
[ -12 ] 
f(z) = -4/297*z^3 + 133/44*z + 1
*
[ 17/4 ] 
f(z) = -20/289*z^3 + 137/68*z + 1
*
[ -2 ] 
f(z) = -19/288*z^3 + 127/72*z + 1
*
[ -2 ] 
f(z) = -17/288*z^3 + 125/72*z + 1
*
[ -2 ] 
f(z) = -13/288*z^3 + 121/72*z + 1
*
[ -17/4 ] 
f(z) = -12/289*z^3 + 135/68*z + 1
*
33/4 | 0.15356172819608004017130380942167658465 | 0.021857645822828471886344631762032861293
f(z) = -8/297*z^3 + 125/66*z + 1
*
[ -6 ] 
f(z) = -7/297*z^3 + 133/66*z + 1
*
[ -17/2 ] 
f(z) = -3/289*z^3 + 127/68*z + 1
*
[ 17/5 ] 
f(z) = -20/289*z^3 + 128/85*z + 1
*
[ 3 ] 
f(z) = -19/288*z^3 + 121/96*z + 1
*
[ 9/2 ] 
f(z) = -8/297*z^3 + 131/99*z + 1
*
[ -12/7 ] 
f(z) = -7/288*z^3 + 139/84*z + 1
*
[ -17/5 ] 
f(z) = -5/289*z^3 + 127/85*z + 1
*
[ -33/4 ] 
f(z) = -2/297*z^3 + 139/88*z + 1
*
[ -3 ] 
f(z) = -1/288*z^3 + 131/96*z + 1
*
[ -9 ] 
f(z) = -1/297*z^3 + 137/99*z + 1
*
6 | 0.19002221025173613412432593178023998597 | 0.027323088077412043148300203131011813547
f(z) = -11/280*z^3 + 131/105*z + 1
*
-6 | 0.17505781982749866066032453899241694800 | 0.024958644063532521072947380688617143416
f(z) = -9/280*z^3 + 139/105*z + 1
*
[ 6 ] 
f(z) = -3/280*z^3 + 128/105*z + 1
*
26/3 | 0.15168255509963996534146381082296532665 | 0.021670724378156339381540294866646758837
f(z) = -3/280*z^3 + 137/105*z + 1
*
[ 6 ] 
f(z) = -3/296*z^3 + 133/111*z + 1
*
[ 15/2 ] 
f(z) = -2/297*z^3 + 137/110*z + 1
*
[ -6 ] 
f(z) = -1/280*z^3 + 136/105*z + 1
*
6 | 0.21302431124999830854628762597412258104 | 0.029065573304987265182134483544908795270
f(z) = -5/288*z^3 + 127/120*z + 1
*
[ 17/4 ] 
f(z) = -2/289*z^3 + 121/136*z + 1
*
-21/2 | 0.21136516528048211948631869024581235378 | 0.029697774665422845463343804354875317987
f(z) = -1/297*z^3 + 137/132*z + 1
*
[ 33/14 ] 
f(z) = -14/297*z^3 + 129/154*z + 1
*
[ 33/13 ] 
f(z) = -13/297*z^3 + 127/143*z + 1
*
[ 17/6 ] 
f(z) = -8/289*z^3 + 133/153*z + 1
*
[ 4 ] 
f(z) = -3/280*z^3 + 129/140*z + 1
*
[ 4 ] 
f(z) = -3/296*z^3 + 135/148*z + 1
*
[ 33/16 ] 
f(z) = -16/297*z^3 + 131/176*z + 1
*
[ 7/2 ] 
f(z) = -1/294*z^3 + 127/168*z + 1
*
[ 33/17 ] 
f(z) = -17/297*z^3 + 131/187*z + 1
*
[ 9/4 ] 
f(z) = -8/297*z^3 + 137/198*z + 1
*
[ 33/19 ] 
f(z) = -19/297*z^3 + 129/209*z + 1
*
[ 33/20 ] 
f(z) = -20/297*z^3 + 127/220*z + 1
*
[ 3/2 ] 
f(z) = -16/285*z^3 + 131/285*z + 1
*
-19/4 | 0.16394789891400986103264618776451179634 | 0.029004548913832290380502146017164255209
f(z) = -16/285*z^3 + 136/285*z + 1
*
[ 3/2 ] 
f(z) = -16/291*z^3 + 133/291*z + 1
*
[ 5/3 ] 
f(z) = -9/280*z^3 + 137/280*z + 1
*
6 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = -5/294*z^3 + 131/294*z + 1
*
[ 17 ] 
f(z) = -8/289*z^3 + 152/17*z + 1
*
[ -17 ] 
f(z) = -8/289*z^3 + 154/17*z + 1
*
[ -33/4 ] 
f(z) = -16/297*z^3 + 158/33*z + 1
*
[ 17/2 ] 
f(z) = -14/289*z^3 + 149/34*z + 1
*
[ -17/2 ] 
f(z) = -14/289*z^3 + 157/34*z + 1
*
[ 10 ] 
f(z) = -9/280*z^3 + 144/35*z + 1
*
[ -10 ] 
f(z) = -9/280*z^3 + 151/35*z + 1
*
[ 33/2 ] 
f(z) = -4/297*z^3 + 152/33*z + 1
*
42 | 0.17544711928879537670784276703202137341 | 0.023557059398426475750469316094317416757
f(z) = -1/288*z^3 + 143/24*z + 1
*
28 | 0.17537588253207753699895897591079615246 | 0.024903259857696411650336363176195975645
f(z) = -1/288*z^3 + 143/36*z + 1
*
-42 | 0.17204168817083480253320898903656891499 | 0.022932206294532840319881279827885132269
f(z) = -1/288*z^3 + 151/24*z + 1
*
[ -33 ] 
f(z) = -1/297*z^3 + 155/33*z + 1
*
[ 7 ] 
f(z) = -17/294*z^3 + 155/42*z + 1
*
15/4 | 0.22323339530940772607260932054241780577 | 0.026918132468179342954692140564858817678
f(z) = -16/297*z^3 + 148/55*z + 1
*
[ -17/3 ] 
f(z) = -15/289*z^3 + 145/51*z + 1
*
[ -33/5 ] 
f(z) = -10/297*z^3 + 144/55*z + 1
*
[ 12 ] 
f(z) = -5/297*z^3 + 147/44*z + 1
*
[ -3/5 ] 
f(z) = -5/297*z^3 + 147/55*z + 1
*
-39/5 | 0.23744311469831415596828141979972496949 | 0.028631581785724709523017786924348825719
f(z) = -5/297*z^3 + 148/55*z + 1
*
[ -15 ] 
f(z) = -2/297*z^3 + 142/55*z + 1
*
35 | 0.13429792455148224953382086650733923755 | 0.019179510628726134956519376261474013197
f(z) = -1/294*z^3 + 157/42*z + 1
*
-30 | 0.20444422017723795165951119120961549073 | 0.024441189333865632997104394141241254789
f(z) = -1/297*z^3 + 159/44*z + 1
*
15 | 0.22323385148087969414820105284358725663 | 0.026687478985916977802374120040049896398
f(z) = -1/297*z^3 + 159/55*z + 1
*
-8 | 0.11132949214775884853496029440294780514 | 0.017496306842620070492641058857906199467
f(z) = -13/288*z^3 + 145/72*z + 1
*
[ -6 ] 
f(z) = -10/297*z^3 + 157/66*z + 1
*
[ -3/4 ] 
f(z) = -8/297*z^3 + 155/66*z + 1
*
[ 8 ] 
f(z) = -5/288*z^3 + 143/72*z + 1
*
[ 17/2 ] 
f(z) = -5/289*z^3 + 145/68*z + 1
*
[ 18 ] 
f(z) = -1/288*z^3 + 149/72*z + 1
*
[ -17/10 ] 
f(z) = -20/289*z^3 + 152/85*z + 1
*
[ -17/5 ] 
f(z) = -10/289*z^3 + 144/85*z + 1
*
[ -3 ] 
f(z) = -7/288*z^3 + 149/96*z + 1
*
[ -3 ] 
f(z) = -5/288*z^3 + 143/96*z + 1
*
[ -9/2 ] 
f(z) = -4/297*z^3 + 148/99*z + 1
*
[ 9 ] 
f(z) = -2/297*z^3 + 142/99*z + 1
*
-6 | 0.19061524075734991237001021594684829292 | 0.027094237848548959521065695463873750588
f(z) = -17/280*z^3 + 142/105*z + 1
*
6 | 0.17816046709022589618730154800972400577 | 0.024945331100819768501306203607475640612
f(z) = -13/280*z^3 + 158/105*z + 1
*
[ -17/6 ] 
f(z) = -6/289*z^3 + 155/102*z + 1
*
[ -10/3 ] 
f(z) = -3/280*z^3 + 149/105*z + 1
*
[ -14/3 ] 
f(z) = -3/280*z^3 + 152/105*z + 1
*
[ -6 ] 
f(z) = -1/296*z^3 + 143/111*z + 1
*
[ 17/4 ] 
f(z) = -6/289*z^3 + 155/136*z + 1
*
[ 24/5 ] 
f(z) = -5/288*z^3 + 143/120*z + 1
*
[ 4 ] 
f(z) = -5/296*z^3 + 151/148*z + 1
*
[ 17/3 ] 
f(z) = -1/289*z^3 + 143/153*z + 1
*
[ 7/2 ] 
f(z) = -5/294*z^3 + 155/168*z + 1
*
[ 17/6 ] 
f(z) = -3/289*z^3 + 149/204*z + 1
*
[ 3/2 ] 
f(z) = -20/291*z^3 + 142/291*z + 1
*
[ 5/3 ] 
f(z) = -9/290*z^3 + 141/290*z + 1
*
[ 5/3 ] 
f(z) = -9/295*z^3 + 143/295*z + 1
*
-9 | 0.13700160994627534147633926186436175210 | 0.024192577438397814678085724784987956917
f(z) = -5/288*z^3 + 149/288*z + 1
*
[ 2 ] 
f(z) = -3/286*z^3 + 155/286*z + 1
*
[ 2 ] 
f(z) = -3/290*z^3 + 157/290*z + 1
*
[ 2 ] 
f(z) = -1/282*z^3 + 145/282*z + 1
*
[ 2 ] 
f(z) = -1/290*z^3 + 149/290*z + 1
*
[ 2 ] 
f(z) = -1/294*z^3 + 151/294*z + 1
*
[ 2 ] 
f(z) = -1/298*z^3 + 153/298*z + 1
*
[ -33/2 ] 
f(z) = -16/297*z^3 + 173/11*z + 1
*
[ 17 ] 
f(z) = -9/289*z^3 + 169/17*z + 1
*
[ -17 ] 
f(z) = -9/289*z^3 + 171/17*z + 1
*
[ 33 ] 
f(z) = -4/297*z^3 + 172/11*z + 1
*
[ 10 ] 
f(z) = -11/280*z^3 + 169/35*z + 1
*
[ -10 ] 
f(z) = -11/280*z^3 + 176/35*z + 1
*
[ 34/3 ] 
f(z) = -9/289*z^3 + 167/34*z + 1
*
[ -34/3 ] 
f(z) = -9/289*z^3 + 173/34*z + 1
*
33/2 | 0.24244419994454044178145163890866579490 | 0.028579256884201214791593397577376279327
f(z) = -8/297*z^3 + 179/22*z + 1
*
-10 | 0.19488662386358683131796620284990387581 | 0.027168745916727589792840164037608217658
f(z) = -1/280*z^3 + 163/35*z + 1
*
36 | 0.19801139663465704505513341082354063608 | 0.027651956097864938523688579624295604367
f(z) = -1/288*z^3 + 161/36*z + 1
*
6 | 0.18856182909968594511002561764802187940 | 0.024801301823831209353113446861933895113
f(z) = -1/288*z^3 + 167/24*z + 1
*
-6 | 0.12681163812069600843484629981609385021 | 0.016577350798072842412044131525485254939
f(z) = -1/288*z^3 + 175/24*z + 1
*
[ 34 ] 
f(z) = -1/289*z^3 + 169/34*z + 1
*
[ -34 ] 
f(z) = -1/289*z^3 + 171/34*z + 1
*
-33/4 | 0.22813773326541650004041685221955888524 | 0.027192963306611510542913361858582002999
f(z) = -20/297*z^3 + 163/44*z + 1
*
21/10 | 0.13822803426631779946352097939788673623 | 0.016476142766685501803975315848358260943
f(z) = -20/297*z^3 + 163/55*z + 1
*
[ 7 ] 
f(z) = -19/294*z^3 + 169/42*z + 1
*
[ -7 ] 
f(z) = -17/294*z^3 + 167/42*z + 1
*
12 | 0.22801896959391084144308836522304056872 | 0.027100494211121947660072692376269415347
f(z) = -8/297*z^3 + 167/44*z + 1
*
[ 14 ] 
f(z) = -5/294*z^3 + 179/42*z + 1
*
[ -17/4 ] 
f(z) = -20/289*z^3 + 169/68*z + 1
*
[ 6 ] 
f(z) = -14/297*z^3 + 167/66*z + 1
*
[ -33/7 ] 
f(z) = -14/297*z^3 + 174/77*z + 1
*
[ 33/4 ] 
f(z) = -8/297*z^3 + 179/66*z + 1
*
[ 8 ] 
f(z) = -7/288*z^3 + 175/72*z + 1
*
[ 17/2 ] 
f(z) = -7/289*z^3 + 179/68*z + 1
*
[ -17/2 ] 
f(z) = -5/289*z^3 + 161/68*z + 1
*
-15/2 | 0.19425107222082484355631289227065901816 | 0.026304850512269681509756387010622897075
f(z) = -2/297*z^3 + 179/66*z + 1
*
[ -17/5 ] 
f(z) = -20/289*z^3 + 178/85*z + 1
*
[ -3 ] 
f(z) = -17/288*z^3 + 179/96*z + 1
*
[ -9/4 ] 
f(z) = -16/297*z^3 + 170/99*z + 1
*
[ -17/5 ] 
f(z) = -15/289*z^3 + 161/85*z + 1
*
[ -3 ] 
f(z) = -13/288*z^3 + 167/96*z + 1
*
[ -3 ] 
f(z) = -11/288*z^3 + 161/96*z + 1
*
[ -9/2 ] 
f(z) = -8/297*z^3 + 175/99*z + 1
*
-75/8 | 0.19739819753643080013044052571018526744 | 0.023269246272595728588072999889356352427
f(z) = -8/297*z^3 + 179/88*z + 1
*
[ -9 ] 
f(z) = -2/297*z^3 + 164/99*z + 1
*
-6 | 0.20218404917732852958366392755840523700 | 0.028114584722798874333862823479584104050
f(z) = -11/280*z^3 + 166/105*z + 1
*
3/2 | 0.13382037112800926960243214749155520052 | 0.015795630643522046795129535329043057757
f(z) = -10/297*z^3 + 177/110*z + 1
*
[ 6 ] 
f(z) = -5/296*z^3 + 160/111*z + 1
*
[ -6 ] 
f(z) = -3/280*z^3 + 163/105*z + 1
*
[ -6 ] 
f(z) = -3/296*z^3 + 170/111*z + 1
*
[ 17/6 ] 
f(z) = -16/289*z^3 + 167/153*z + 1
*
[ 4 ] 
f(z) = -9/280*z^3 + 177/140*z + 1
*
[ 4 ] 
f(z) = -7/296*z^3 + 167/148*z + 1
*
[ 17/3 ] 
f(z) = -2/289*z^3 + 160/153*z + 1
*
[ 24/7 ] 
f(z) = -7/288*z^3 + 167/168*z + 1
*
[ 14/5 ] 
f(z) = -5/294*z^3 + 163/210*z + 1
*
[ 12/5 ] 
f(z) = -10/297*z^3 + 171/220*z + 1
*
[ 17/8 ] 
f(z) = -4/289*z^3 + 161/272*z + 1
*
[ 5/3 ] 
f(z) = -18/295*z^3 + 168/295*z + 1
*
[ 7/4 ] 
f(z) = -16/287*z^3 + 172/287*z + 1
*
[ 2 ] 
f(z) = -9/286*z^3 + 179/286*z + 1
*
[ 2 ] 
f(z) = -7/282*z^3 + 169/282*z + 1
*
[ 2 ] 
f(z) = -7/286*z^3 + 171/286*z + 1
*
[ 2 ] 
f(z) = -7/290*z^3 + 173/290*z + 1
*
[ 2 ] 
f(z) = -7/298*z^3 + 177/298*z + 1
*
[ 2 ] 
f(z) = -5/282*z^3 + 161/282*z + 1
*
[ 2 ] 
f(z) = -5/286*z^3 + 163/286*z + 1
*
[ 2 ] 
f(z) = -5/294*z^3 + 167/294*z + 1
*
[ 2 ] 
f(z) = -5/298*z^3 + 169/298*z + 1
*
[ 2 ] 
f(z) = -3/298*z^3 + 161/298*z + 1
*
[ 17 ] 
f(z) = -10/289*z^3 + 186/17*z + 1
*
[ -17 ] 
f(z) = -10/289*z^3 + 188/17*z + 1
*
[ 17/2 ] 
f(z) = -18/289*z^3 + 183/34*z + 1
*
[ -17/2 ] 
f(z) = -18/289*z^3 + 191/34*z + 1
*
-10 | 0.15712664072634744340384118960017005876 | 0.021589443102808746058067431361708084594
f(z) = -17/280*z^3 + 181/35*z + 1
*
[ 10 ] 
f(z) = -13/280*z^3 + 194/35*z + 1
*
-33/2 | 0.20074020015179379803145274726800632156 | 0.023632247399211158236025781683324713195
f(z) = -10/297*z^3 + 181/22*z + 1
*
[ 36 ] 
f(z) = -1/288*z^3 + 197/36*z + 1
*
[ -36 ] 
f(z) = -1/288*z^3 + 199/36*z + 1
*
[ -7 ] 
f(z) = -19/294*z^3 + 181/42*z + 1
*
[ -12 ] 
f(z) = -7/297*z^3 + 197/44*z + 1
*
[ -14 ] 
f(z) = -5/294*z^3 + 185/42*z + 1
*
[ 6 ] 
f(z) = -17/297*z^3 + 191/66*z + 1
*
[ -6 ] 
f(z) = -13/297*z^3 + 181/66*z + 1
*
-8 | 0.19555594618883086181499236006371264098 | 0.029599863876153425847188022210643662087
f(z) = -11/288*z^3 + 185/72*z + 1
*
33/4 | 0.18803748174169634208147178481028819768 | 0.025241631262378276499923673856235770440
f(z) = -8/297*z^3 + 191/66*z + 1
*
[ -8 ] 
f(z) = -7/288*z^3 + 193/72*z + 1
*
[ -17/2 ] 
f(z) = -7/289*z^3 + 195/68*z + 1
*
-12/7 | 0.24132355705273665912036432616986284687 | 0.028337024044257207820227704948899522123
f(z) = -7/297*z^3 + 185/77*z + 1
*
[ 21/2 ] 
f(z) = -4/297*z^3 + 184/77*z + 1
*
-12 | 0.10544076132525729867539988230144631019 | 0.014214980573845158422913801047496113114
f(z) = -2/297*z^3 + 185/66*z + 1
*
[ -33/2 ] 
f(z) = -2/297*z^3 + 191/66*z + 1
*
[ -21 ] 
f(z) = -1/297*z^3 + 195/77*z + 1
*
[ -3 ] 
f(z) = -19/288*z^3 + 185/96*z + 1
*
[ 9/2 ] 
f(z) = -16/297*z^3 + 185/99*z + 1
*
[ 9 ] 
f(z) = -4/297*z^3 + 196/99*z + 1
*
-6 | 0.19002251038684123692437367891626942141 | 0.025881108833184609268871462384912507368
f(z) = -13/280*z^3 + 193/105*z + 1
*
[ -15/4 ] 
f(z) = -8/297*z^3 + 181/110*z + 1
*
[ -17/7 ] 
f(z) = -7/289*z^3 + 185/119*z + 1
*
[ 6 ] 
f(z) = -7/296*z^3 + 187/111*z + 1
*
[ -6 ] 
f(z) = -5/296*z^3 + 197/111*z + 1
*
[ 17/4 ] 
f(z) = -10/289*z^3 + 189/136*z + 1
*
[ -24/5 ] 
f(z) = -5/288*z^3 + 193/120*z + 1
*
[ -17/4 ] 
f(z) = -2/289*z^3 + 185/136*z + 1
*
[ 12 ] 
f(z) = -1/297*z^3 + 185/132*z + 1
*
[ 17/6 ] 
f(z) = -20/289*z^3 + 184/153*z + 1
*
[ 4 ] 
f(z) = -11/280*z^3 + 193/140*z + 1
*
[ 4 ] 
f(z) = -11/296*z^3 + 199/148*z + 1
*
[ 4 ] 
f(z) = -9/296*z^3 + 183/148*z + 1
*
[ 17/3 ] 
f(z) = -4/289*z^3 + 194/153*z + 1
*
[ -4 ] 
f(z) = -3/280*z^3 + 199/140*z + 1
*
[ -4 ] 
f(z) = -1/280*z^3 + 183/140*z + 1
*
[ -17/3 ] 
f(z) = -1/289*z^3 + 197/153*z + 1
*
[ -4 ] 
f(z) = -1/296*z^3 + 193/148*z + 1
*
[ 7/2 ] 
f(z) = -11/294*z^3 + 197/168*z + 1
*
-6 | 0.10887356886888647463785023142729750613 | 0.013997249782374968920183456450860610763
f(z) = -7/288*z^3 + 199/168*z + 1
*
[ 33/4 ] 
f(z) = -1/297*z^3 + 195/176*z + 1
*
[ 10/3 ] 
f(z) = -9/296*z^3 + 192/185*z + 1
*
[ 9/2 ] 
f(z) = -2/297*z^3 + 181/198*z + 1
*
-4/7 | 0.20090714849066426390561724919910783356 | 0.026404332296029394286928156773389042587
f(z) = -7/288*z^3 + 191/252*z + 1
*
[ 17/8 ] 
f(z) = -12/289*z^3 + 195/272*z + 1
*
[ 24/11 ] 
f(z) = -11/288*z^3 + 191/264*z + 1
*
[ 2 ] 
f(z) = -13/282*z^3 + 193/282*z + 1
*
[ 2 ] 
f(z) = -13/290*z^3 + 197/290*z + 1
*
[ 2 ] 
f(z) = -13/294*z^3 + 199/294*z + 1
*
[ 2 ] 
f(z) = -11/282*z^3 + 185/282*z + 1
*
[ 2 ] 
f(z) = -11/290*z^3 + 189/290*z + 1
*
[ 2 ] 
f(z) = -11/294*z^3 + 191/294*z + 1
*
[ 2 ] 
f(z) = -11/298*z^3 + 193/298*z + 1
*
[ 2 ] 
f(z) = -9/290*z^3 + 181/290*z + 1
*
[ 2 ] 
f(z) = -9/298*z^3 + 185/298*z + 1
*
[ 5/2 ] 
f(z) = -4/285*z^3 + 196/285*z + 1
*
[ 3 ] 
f(z) = -1/282*z^3 + 197/282*z + 1
*
[ 3 ] 
f(z) = -1/285*z^3 + 199/285*z + 1
*
[ 33/2 ] 
f(z) = -20/297*z^3 + 212/11*z + 1
*
[ 17 ] 
f(z) = -11/289*z^3 + 203/17*z + 1
*
[ -17 ] 
f(z) = -11/289*z^3 + 205/17*z + 1
*
[ -33 ] 
f(z) = -5/297*z^3 + 213/11*z + 1
*
[ -10 ] 
f(z) = -13/280*z^3 + 201/35*z + 1
*
6 | 0.23166805224854154631051216517659927244 | 0.029491023442312185339796873948144407859
f(z) = -1/288*z^3 + 215/24*z + 1
*
3 | 0.25153236455358884043250383145957317069 | 0.029233996716333660582309664280848114241
f(z) = -20/297*z^3 + 202/55*z + 1
*
[ 33/5 ] 
f(z) = -20/297*z^3 + 208/55*z + 1
*
[ 12 ] 
f(z) = -8/297*z^3 + 211/44*z + 1
*
[ 15 ] 
f(z) = -4/297*z^3 + 218/55*z + 1
*
[ 6 ] 
f(z) = -20/297*z^3 + 215/66*z + 1
*
-8 | 0.14556022564911257879428960036729453428 | 0.021632970701645148306477726524792757721
f(z) = -17/288*z^3 + 209/72*z + 1
*
[ -6 ] 
f(z) = -16/297*z^3 + 205/66*z + 1
*
[ -21/4 ] 
f(z) = -16/297*z^3 + 206/77*z + 1
*
[ 17/2 ] 
f(z) = -9/289*z^3 + 213/68*z + 1
*
-8 | 0.17126087707176968876851568293495052401 | 0.025416592635610732373999728595908984993
f(z) = -7/288*z^3 + 211/72*z + 1
*
-30/7 | 0.22407220309844306101428810357425772176 | 0.025882969085663034685537049446965079717
f(z) = -7/297*z^3 + 213/77*z + 1
*
10 | 0.081749239087572137140516940214422358142 | 0.012184458319627352932208916024277990661
f(z) = -1/288*z^3 + 205/72*z + 1
*
[ 9/2 ] 
f(z) = -20/297*z^3 + 212/99*z + 1
*
[ -3/4 ] 
f(z) = -10/297*z^3 + 207/88*z + 1
*
[ -9 ] 
f(z) = -4/297*z^3 + 218/99*z + 1
*
6 | 0.19261771888852390789137129646459206187 | 0.025903308008740492169775060869757567337
f(z) = -17/280*z^3 + 212/105*z + 1
*
[ -17/7 ] 
f(z) = -14/289*z^3 + 202/119*z + 1
*
[ -6/5 ] 
f(z) = -10/297*z^3 + 207/110*z + 1
*
[ 6 ] 
f(z) = -9/280*z^3 + 209/105*z + 1
*
[ 6 ] 
f(z) = -9/296*z^3 + 214/111*z + 1
*
-50/3 | 0.21694953849432555574553983964104713471 | 0.029066369396067771086505263970578748296
f(z) = -3/280*z^3 + 218/105*z + 1
*
[ -17/8 ] 
f(z) = -8/289*z^3 + 217/136*z + 1
*
[ -17/4 ] 
f(z) = -6/289*z^3 + 219/136*z + 1
*
12/7 | 0.24132420919209037848461117316898547589 | 0.028063755143561958092894362947323963407
f(z) = -14/297*z^3 + 201/154*z + 1
*
[ 4 ] 
f(z) = -13/280*z^3 + 209/140*z + 1
*
[ 4 ] 
f(z) = -13/296*z^3 + 215/148*z + 1
*
[ 17/3 ] 
f(z) = -5/289*z^3 + 211/153*z + 1
*
[ -2 ] 
f(z) = -3/284*z^3 + 219/142*z + 1
*
[ -4 ] 
f(z) = -3/296*z^3 + 209/148*z + 1
*
[ -17/3 ] 
f(z) = -2/289*z^3 + 214/153*z + 1
*
[ -2 ] 
f(z) = -1/284*z^3 + 215/142*z + 1
*
[ 7/2 ] 
f(z) = -13/294*z^3 + 211/168*z + 1
*
[ 21/2 ] 
f(z) = -1/294*z^3 + 215/168*z + 1
*
[ 17/6 ] 
f(z) = -15/289*z^3 + 217/204*z + 1
*
[ 15/4 ] 
f(z) = -4/297*z^3 + 203/220*z + 1
*
[ 2 ] 
f(z) = -19/282*z^3 + 217/282*z + 1
*
[ 2 ] 
f(z) = -19/286*z^3 + 219/286*z + 1
*
[ 2 ] 
f(z) = -17/282*z^3 + 209/282*z + 1
*
[ 2 ] 
f(z) = -17/286*z^3 + 211/286*z + 1
*
[ 2 ] 
f(z) = -17/290*z^3 + 213/290*z + 1
*
[ 2 ] 
f(z) = -17/294*z^3 + 215/294*z + 1
*
[ 2 ] 
f(z) = -17/298*z^3 + 217/298*z + 1
*
[ 2 ] 
f(z) = -15/286*z^3 + 203/286*z + 1
*
[ 2 ] 
f(z) = -15/298*z^3 + 209/298*z + 1
*
[ 2 ] 
f(z) = -13/298*z^3 + 201/298*z + 1
*
-7 | 0.13916079037118726514500682798627494481 | 0.024696714548652750449429947585655866725
f(z) = -9/280*z^3 + 201/280*z + 1
*
[ 7/3 ] 
f(z) = -9/280*z^3 + 209/280*z + 1
*
[ 7/3 ] 
f(z) = -9/287*z^3 + 213/287*z + 1
*
[ 5/2 ] 
f(z) = -4/295*z^3 + 202/295*z + 1
*
-11 | 0.14612882807664664816737351412181033006 | 0.025664858218527855212738564272655118355
f(z) = -4/297*z^3 + 214/297*z + 1
*
[ 3 ] 
f(z) = -2/285*z^3 + 208/285*z + 1
*
[ 3 ] 
f(z) = -2/291*z^3 + 212/291*z + 1
*
[ 3 ] 
f(z) = -1/291*z^3 + 203/291*z + 1
*
[ 3 ] 
f(z) = -1/294*z^3 + 205/294*z + 1
*
[ 17 ] 
f(z) = -13/289*z^3 + 237/17*z + 1
*
[ -17 ] 
f(z) = -13/289*z^3 + 239/17*z + 1
*
[ 17 ] 
f(z) = -12/289*z^3 + 220/17*z + 1
*
[ -17 ] 
f(z) = -12/289*z^3 + 222/17*z + 1
*
[ -33/2 ] 
f(z) = -10/297*z^3 + 225/22*z + 1
*
14 | 0.21846219035795671373839796321208526597 | 0.029010393825610794064905973096795034831
f(z) = -9/280*z^3 + 233/35*z + 1
*
-6 | 0.17917928540862300402760560974117133805 | 0.022703687906371069513281102533890443159
f(z) = -1/288*z^3 + 223/24*z + 1
*
[ -15/2 ] 
f(z) = -16/297*z^3 + 229/55*z + 1
*
-12 | 0.25561373908735205301436975345921511930 | 0.029166675381866963203285866010621092565
f(z) = -13/297*z^3 + 237/44*z + 1
*
69/4 | 0.25142861387606938397536270398519822218 | 0.028716902847102308213583479595360615713
f(z) = -4/297*z^3 + 235/44*z + 1
*
[ -6 ] 
f(z) = -19/297*z^3 + 229/66*z + 1
*
[ 8 ] 
f(z) = -11/288*z^3 + 239/72*z + 1
*
[ -17/2 ] 
f(z) = -9/289*z^3 + 229/68*z + 1
*
[ -9/2 ] 
f(z) = -16/297*z^3 + 229/99*z + 1
*
-3/8 | 0.22759568647079947787558617820608719994 | 0.025994826587331307840305147039672223591
f(z) = -8/297*z^3 + 235/88*z + 1
*
12 | 0.21297608874273983210940415884355113184 | 0.024756014586286221107356619242366740933
f(z) = -7/288*z^3 + 227/84*z + 1
*
[ 9 ] 
f(z) = -5/297*z^3 + 223/99*z + 1
*
-33/4 | 0.22306984995558253413156000431574612072 | 0.025477908462915225975941483447595686301
f(z) = -2/297*z^3 + 235/88*z + 1
*
6 | 0.18735292335316917485806344516371984917 | 0.024795563341786735122591054720169895620
f(z) = -19/280*z^3 + 239/105*z + 1
*
[ 6 ] 
f(z) = -11/280*z^3 + 236/105*z + 1
*
10 | 0.14802021925062688594720633985506362541 | 0.019622809945668387184992704094940861039
f(z) = -9/280*z^3 + 236/105*z + 1
*
[ -6 ] 
f(z) = -7/296*z^3 + 224/111*z + 1
*
-10/3 | 0.12425481255050950576580336283918647991 | 0.016500251329126343680259820144076395602
f(z) = -3/280*z^3 + 233/105*z + 1
*
[ 34/3 ] 
f(z) = -3/289*z^3 + 229/102*z + 1
*
-30 | 0.18062307745356945995016205706777489600 | 0.023944920083329247540180303461536262249
f(z) = -1/280*z^3 + 236/105*z + 1
*
[ -3/2 ] 
f(z) = -19/297*z^3 + 239/132*z + 1
*
[ 33/8 ] 
f(z) = -16/297*z^3 + 221/132*z + 1
*
[ 17/4 ] 
f(z) = -14/289*z^3 + 223/136*z + 1
*
[ -3/2 ] 
f(z) = -13/297*z^3 + 233/132*z + 1
*
[ -3/2 ] 
f(z) = -7/297*z^3 + 227/132*z + 1
*
[ -6/5 ] 
f(z) = -5/288*z^3 + 223/120*z + 1
*
[ -3/2 ] 
f(z) = -1/297*z^3 + 221/132*z + 1
*
[ 4 ] 
f(z) = -15/296*z^3 + 231/148*z + 1
*
[ -2 ] 
f(z) = -13/284*z^3 + 239/142*z + 1
*
[ -2 ] 
f(z) = -11/284*z^3 + 235/142*z + 1
*
[ -2 ] 
f(z) = -9/284*z^3 + 231/142*z + 1
*
[ -2 ] 
f(z) = -9/292*z^3 + 237/146*z + 1
*
[ 21/4 ] 
f(z) = -8/297*z^3 + 239/154*z + 1
*
[ -2 ] 
f(z) = -7/284*z^3 + 227/142*z + 1
*
[ -2 ] 
f(z) = -7/292*z^3 + 233/146*z + 1
*
[ -2 ] 
f(z) = -5/284*z^3 + 223/142*z + 1
*
[ -2 ] 
f(z) = -5/292*z^3 + 229/146*z + 1
*
[ -4 ] 
f(z) = -5/296*z^3 + 225/148*z + 1
*
[ -17/6 ] 
f(z) = -4/289*z^3 + 224/153*z + 1
*
[ -2 ] 
f(z) = -3/292*z^3 + 225/146*z + 1
*
[ -2 ] 
f(z) = -1/292*z^3 + 221/146*z + 1
*
[ 33/10 ] 
f(z) = -20/297*z^3 + 236/165*z + 1
*
[ 7/2 ] 
f(z) = -17/294*z^3 + 239/168*z + 1
*
-24/7 | 0.16403062721605496861815056702627085426 | 0.020784211517010470594440610826989790006
f(z) = -7/288*z^3 + 223/168*z + 1
*
[ -7/2 ] 
f(z) = -1/294*z^3 + 223/168*z + 1
*
[ 10 ] 
f(z) = -1/296*z^3 + 229/185*z + 1
*
[ 21/5 ] 
f(z) = -5/294*z^3 + 223/210*z + 1
*
[ 17/8 ] 
f(z) = -20/289*z^3 + 229/272*z + 1
*
-6/11 | 0.19118226746105726914234697908929930641 | 0.023717366160716002255532764618668684557
f(z) = -11/288*z^3 + 223/264*z + 1
*
[ 33/10 ] 
f(z) = -4/297*z^3 + 232/275*z + 1
*
[ 17/4 ] 
f(z) = -1/289*z^3 + 225/272*z + 1
*
[ 2 ] 
f(z) = -19/290*z^3 + 221/290*z + 1
*
[ 2 ] 
f(z) = -19/294*z^3 + 223/294*z + 1
*
[ 2 ] 
f(z) = -19/298*z^3 + 225/298*z + 1
*
[ 8/3 ] 
f(z) = -9/280*z^3 + 239/280*z + 1
*
[ 5/2 ] 
f(z) = -8/285*z^3 + 221/285*z + 1
*
[ 5/2 ] 
f(z) = -8/295*z^3 + 227/295*z + 1
*
[ 3 ] 
f(z) = -5/282*z^3 + 233/282*z + 1
*
[ 3 ] 
f(z) = -5/291*z^3 + 239/291*z + 1
*
[ 3 ] 
f(z) = -4/285*z^3 + 226/285*z + 1
*
[ 3 ] 
f(z) = -4/291*z^3 + 230/291*z + 1
*
-8 | 0.10340074907139020696552773578345160900 | 0.018350418800594284722872829454917173648
f(z) = -3/280*z^3 + 227/280*z + 1
*
[ 4 ] 
f(z) = -1/284*z^3 + 229/284*z + 1
*
[ 4 ] 
f(z) = -1/292*z^3 + 235/292*z + 1
*
[ 17 ] 
f(z) = -14/289*z^3 + 254/17*z + 1
*
[ -17 ] 
f(z) = -14/289*z^3 + 256/17*z + 1
*
[ 10 ] 
f(z) = -17/280*z^3 + 244/35*z + 1
*
[ -10 ] 
f(z) = -17/280*z^3 + 251/35*z + 1
*
[ 14 ] 
f(z) = -9/280*z^3 + 253/35*z + 1
*
[ -14 ] 
f(z) = -9/280*z^3 + 258/35*z + 1
*
-39/2 | 0.19783450956149317172763195872423177431 | 0.022426936868835880509609206162850042164
f(z) = -8/297*z^3 + 251/22*z + 1
*
[ -33/4 ] 
f(z) = -20/297*z^3 + 251/44*z + 1
*
[ 15/2 ] 
f(z) = -20/297*z^3 + 256/55*z + 1
*
[ 33/2 ] 
f(z) = -5/297*z^3 + 243/44*z + 1
*
-42 | 0.21645265346756612678308000010619062776 | 0.028940230228793378652735703072541270527
f(z) = -1/294*z^3 + 253/42*z + 1
*
42 | 0.21679796647776714665975980244141609950 | 0.024667251667624223253949902181749331895
f(z) = -1/297*z^3 + 243/44*z + 1
*
-8 | 0.17123110034429733206484455181291368139 | 0.024920510149327412485844383627614497048
f(z) = -19/288*z^3 + 241/72*z + 1
*
[ -8 ] 
f(z) = -11/288*z^3 + 257/72*z + 1
*
[ 17/2 ] 
f(z) = -11/289*z^3 + 247/68*z + 1
*
[ -3/7 ] 
f(z) = -7/297*z^3 + 257/77*z + 1
*
[ -9/2 ] 
f(z) = -20/297*z^3 + 256/99*z + 1
*
-12 | 0.21297575791299788602208720947158284146 | 0.024584950580243642521463982891277607922
f(z) = -7/288*z^3 + 241/84*z + 1
*
[ -9 ] 
f(z) = -5/297*z^3 + 245/99*z + 1
*
-24 | 0.22785531362642254683967953522837862975 | 0.025761170843772873383894293264965580637
f(z) = -2/297*z^3 + 257/88*z + 1
*
[ 24 ] 
f(z) = -1/297*z^3 + 255/88*z + 1
*
-6 | 0.19237193176291468619882201052159678059 | 0.025349353569355613176033441818550022538
f(z) = -17/280*z^3 + 247/105*z + 1
*
[ 6 ] 
f(z) = -11/296*z^3 + 241/111*z + 1
*
[ -6 ] 
f(z) = -9/280*z^3 + 244/105*z + 1
*
[ -6 ] 
f(z) = -9/296*z^3 + 251/111*z + 1
*
[ -34/3 ] 
f(z) = -3/289*z^3 + 247/102*z + 1
*
6 | 0.17204333098510277981669429291290258699 | 0.022744302886514307391432162078127166877
f(z) = -1/280*z^3 + 241/105*z + 1
*
[ -17/12 ] 
f(z) = -18/289*z^3 + 249/136*z + 1
*
[ 17/4 ] 
f(z) = -18/289*z^3 + 257/136*z + 1
*
15/8 | 0.19425206370802917096971601275330032147 | 0.025232512569077032175030427874717490601
f(z) = -16/297*z^3 + 245/132*z + 1
*
[ -12/11 ] 
f(z) = -11/288*z^3 + 259/132*z + 1
*
[ -17/4 ] 
f(z) = -10/289*z^3 + 253/136*z + 1
*
12 | 0.22750882040484369366588537381802045510 | 0.029552423077829191735469623203190527097
f(z) = -4/297*z^3 + 245/132*z + 1
*
[ 33/2 ] 
f(z) = -1/297*z^3 + 245/132*z + 1
*
[ 4 ] 
f(z) = -19/280*z^3 + 257/140*z + 1
*
[ -2 ] 
f(z) = -19/284*z^3 + 251/142*z + 1
*
[ -2 ] 
f(z) = -19/292*z^3 + 257/146*z + 1
*
[ 4 ] 
f(z) = -17/280*z^3 + 241/140*z + 1
*
[ -2 ] 
f(z) = -17/284*z^3 + 247/142*z + 1
*
[ -2 ] 
f(z) = -17/292*z^3 + 253/146*z + 1
*
[ 4 ] 
f(z) = -17/296*z^3 + 247/148*z + 1
*
[ -2 ] 
f(z) = -15/284*z^3 + 243/142*z + 1
*
[ -2 ] 
f(z) = -15/292*z^3 + 249/146*z + 1
*
[ -2 ] 
f(z) = -13/292*z^3 + 245/146*z + 1
*
[ -2 ] 
f(z) = -11/292*z^3 + 241/146*z + 1
*
[ -4 ] 
f(z) = -9/280*z^3 + 247/140*z + 1
*
[ -4/3 ] 
f(z) = -9/280*z^3 + 253/140*z + 1
*
[ -17/9 ] 
f(z) = -9/289*z^3 + 251/153*z + 1
*
[ -4 ] 
f(z) = -9/296*z^3 + 257/148*z + 1
*
[ -17/6 ] 
f(z) = -8/289*z^3 + 241/153*z + 1
*
[ 17/3 ] 
f(z) = -7/289*z^3 + 245/153*z + 1
*
[ -4 ] 
f(z) = -7/296*z^3 + 241/148*z + 1
*
[ -17/3 ] 
f(z) = -4/289*z^3 + 248/153*z + 1
*
[ 7/2 ] 
f(z) = -19/294*z^3 + 253/168*z + 1
*
[ -7/2 ] 
f(z) = -5/294*z^3 + 251/168*z + 1
*
[ -33/8 ] 
f(z) = -4/297*z^3 + 259/176*z + 1
*
[ -21/2 ] 
f(z) = -1/294*z^3 + 247/168*z + 1
*
-7 | 0.21952552518256682894299143407666767598 | 0.029445571576259558651792158608762675164
f(z) = -5/294*z^3 + 247/210*z + 1
*
[ 17/4 ] 
f(z) = -3/289*z^3 + 259/272*z + 1
*
-5 | 0.11634113010583927141933663468724032528 | 0.020646934189060756294276748373092890980
f(z) = -19/280*z^3 + 251/280*z + 1
*
[ 5/2 ] 
f(z) = -12/295*z^3 + 252/295*z + 1
*
5/3 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = -9/280*z^3 + 249/280*z + 1
*
[ 8/3 ] 
f(z) = -9/296*z^3 + 249/296*z + 1
*
[ 3 ] 
f(z) = -7/282*z^3 + 251/282*z + 1
*
[ 3 ] 
f(z) = -7/285*z^3 + 253/285*z + 1
*
[ 3 ] 
f(z) = -7/291*z^3 + 257/291*z + 1
*
[ 3 ] 
f(z) = -5/294*z^3 + 241/294*z + 1
*
[ 7/2 ] 
f(z) = -4/287*z^3 + 254/287*z + 1
*
-13 | 0.14743177955552627577886846119712413443 | 0.026066476842044014070084992004368217218
f(z) = -3/286*z^3 + 243/286*z + 1
*
[ 5 ] 
f(z) = -1/280*z^3 + 249/280*z + 1
*
[ 5 ] 
f(z) = -1/285*z^3 + 253/285*z + 1
*
[ 5 ] 
f(z) = -1/290*z^3 + 257/290*z + 1
*
[ 17 ] 
f(z) = -15/289*z^3 + 271/17*z + 1
*
[ -17 ] 
f(z) = -15/289*z^3 + 273/17*z + 1
*
[ 10 ] 
f(z) = -19/280*z^3 + 269/35*z + 1
*
[ -10 ] 
f(z) = -19/280*z^3 + 276/35*z + 1
*
[ -33/2 ] 
f(z) = -8/297*z^3 + 277/33*z + 1
*
[ 24 ] 
f(z) = -5/288*z^3 + 263/24*z + 1
*
[ -24 ] 
f(z) = -5/288*z^3 + 265/24*z + 1
*
[ 33 ] 
f(z) = -2/297*z^3 + 274/33*z + 1
*
[ -12 ] 
f(z) = -10/297*z^3 + 261/44*z + 1
*
[ -15 ] 
f(z) = -5/297*z^3 + 267/55*z + 1
*
[ 8 ] 
f(z) = -13/288*z^3 + 271/72*z + 1
*
[ -17/2 ] 
f(z) = -11/289*z^3 + 263/68*z + 1
*
[ 33/4 ] 
f(z) = -10/297*z^3 + 279/88*z + 1
*
[ 9 ] 
f(z) = -7/297*z^3 + 277/99*z + 1
*
-6 | 0.20218404917732852958366392755840523700 | 0.026283031344163365842862081468077702175
f(z) = -19/280*z^3 + 274/105*z + 1
*
[ 6 ] 
f(z) = -13/280*z^3 + 263/105*z + 1
*
[ 6 ] 
f(z) = -13/296*z^3 + 268/111*z + 1
*
[ -6 ] 
f(z) = -11/280*z^3 + 271/105*z + 1
*
[ -6 ] 
f(z) = -11/296*z^3 + 278/111*z + 1
*
6 | 0.21178118754779604621853311712124608738 | 0.027610085529786129338250244714002639364
f(z) = -3/280*z^3 + 268/105*z + 1
*
[ -2/3 ] 
f(z) = -3/296*z^3 + 278/111*z + 1
*
33/8 | 0.19790517506165393386265150248511762424 | 0.025398716847183035537026029021866724575
f(z) = -16/297*z^3 + 269/132*z + 1
*
[ -33/4 ] 
f(z) = -4/297*z^3 + 269/132*z + 1
*
[ -12 ] 
f(z) = -2/297*z^3 + 271/132*z + 1
*
-6 | 0.10544078833060928351085812527107315459 | 0.013532039908095394335584697771026735585
f(z) = -1/297*z^3 + 269/132*z + 1
*
[ 4 ] 
f(z) = -19/296*z^3 + 263/148*z + 1
*
[ -17/9 ] 
f(z) = -18/289*z^3 + 268/153*z + 1
*
[ -17/6 ] 
f(z) = -16/289*z^3 + 275/153*z + 1
*
[ -17/12 ] 
f(z) = -16/289*z^3 + 278/153*z + 1
*
[ -4 ] 
f(z) = -13/280*z^3 + 279/140*z + 1
*
[ -4 ] 
f(z) = -11/280*z^3 + 263/140*z + 1
*
[ -4 ] 
f(z) = -11/296*z^3 + 273/148*z + 1
*
-28/3 | 0.17559801453112160192638010055927980639 | 0.027959704934807779156478685721914696069
f(z) = -9/280*z^3 + 267/140*z + 1
*
28/3 | 0.10434795561424536311032978594525735321 | 0.016518162939958790142920163113110877505
f(z) = -9/280*z^3 + 277/140*z + 1
*
[ -4/3 ] 
f(z) = -9/296*z^3 + 267/148*z + 1
*
[ 17/3 ] 
f(z) = -8/289*z^3 + 262/153*z + 1
*
[ -17/3 ] 
f(z) = -5/289*z^3 + 265/153*z + 1
*
[ 16 ] 
f(z) = -1/288*z^3 + 263/144*z + 1
*
[ -24/7 ] 
f(z) = -7/288*z^3 + 265/168*z + 1
*
[ 15/2 ] 
f(z) = -4/297*z^3 + 268/165*z + 1
*
[ -9/2 ] 
f(z) = -2/297*z^3 + 269/198*z + 1
*
[ -10 ] 
f(z) = -1/296*z^3 + 266/185*z + 1
*
-15/4 | 0.23934395641018747894910345107139961067 | 0.026943786114929968063535814586197491300
f(z) = -20/297*z^3 + 267/220*z + 1
*
[ 7/3 ] 
f(z) = -18/287*z^3 + 262/287*z + 1
*
[ 5/2 ] 
f(z) = -16/295*z^3 + 277/295*z + 1
*
5 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = -13/285*z^3 + 268/285*z + 1
*
[ 3 ] 
f(z) = -8/285*z^3 + 262/285*z + 1
*
[ 3 ] 
f(z) = -8/291*z^3 + 266/291*z + 1
*
[ 4 ] 
f(z) = -3/284*z^3 + 261/284*z + 1
*
[ 4 ] 
f(z) = -3/292*z^3 + 267/292*z + 1
*
[ 5 ] 
f(z) = -2/285*z^3 + 278/285*z + 1
*
[ 6 ] 
f(z) = -1/282*z^3 + 271/282*z + 1
*
[ 5 ] 
f(z) = -1/295*z^3 + 261/295*z + 1
*
[ 17 ] 
f(z) = -16/289*z^3 + 288/17*z + 1
*
[ -17 ] 
f(z) = -16/289*z^3 + 290/17*z + 1
*
[ 33 ] 
f(z) = -7/297*z^3 + 293/11*z + 1
*
12 | 0.24620837299383629479299062245356528512 | 0.027408829985492663025809807202391658143
f(z) = -14/297*z^3 + 295/44*z + 1
*
-33/2 | 0.19894200197304894511592701137138153909 | 0.022267487907121622697591068213593667370
f(z) = -7/297*z^3 + 281/44*z + 1
*
[ 42 ] 
f(z) = -1/294*z^3 + 293/42*z + 1
*
[ -42 ] 
f(z) = -1/294*z^3 + 295/42*z + 1
*
[ 17/2 ] 
f(z) = -13/289*z^3 + 281/68*z + 1
*
[ -17/2 ] 
f(z) = -13/289*z^3 + 297/68*z + 1
*
-6 | 0.16776950616966828908092661743896187410 | 0.018748702863765797528594023290751265874
f(z) = -14/297*z^3 + 285/88*z + 1
*
[ -9 ] 
f(z) = -7/297*z^3 + 299/99*z + 1
*
93/4 | 0.24137119656945776970094425053178624580 | 0.026911237282591863078626265206227173075
f(z) = -2/297*z^3 + 291/88*z + 1
*
[ -2/3 ] 
f(z) = -15/296*z^3 + 280/111*z + 1
*
[ 6 ] 
f(z) = -15/296*z^3 + 295/111*z + 1
*
[ -6 ] 
f(z) = -13/280*z^3 + 298/105*z + 1
*
[ -17/4 ] 
f(z) = -14/289*z^3 + 287/136*z + 1
*
6 | 0.19425172436017856292055973926978164717 | 0.024702484609621832597553053766894888529
f(z) = -5/297*z^3 + 289/132*z + 1
*
[ -17/6 ] 
f(z) = -20/289*z^3 + 292/153*z + 1
*
[ -4 ] 
f(z) = -13/296*z^3 + 289/148*z + 1
*
[ 17/3 ] 
f(z) = -10/289*z^3 + 296/153*z + 1
*
[ -17/3 ] 
f(z) = -7/289*z^3 + 299/153*z + 1
*
[ -21/2 ] 
f(z) = -2/297*z^3 + 283/154*z + 1
*
[ -16 ] 
f(z) = -1/288*z^3 + 281/144*z + 1
*
[ -7/2 ] 
f(z) = -11/294*z^3 + 293/168*z + 1
*
[ -17/10 ] 
f(z) = -10/289*z^3 + 287/170*z + 1
*
33/5 | 0.22405484400678354272842108826625280652 | 0.028455100230798132150197035828545487538
f(z) = -10/297*z^3 + 292/165*z + 1
*
[ 34/5 ] 
f(z) = -5/289*z^3 + 281/170*z + 1
*
28 | 0.21732152782460033915114816144572304174 | 0.028471739510699002892035188542698856649
f(z) = -1/294*z^3 + 295/168*z + 1
*
[ 9/2 ] 
f(z) = -10/297*z^3 + 289/198*z + 1
*
-56/5 | 0.21952552518256682894299143407666767598 | 0.028917823760909461018179955814329114003
f(z) = -5/294*z^3 + 283/210*z + 1
*
[ -17/6 ] 
f(z) = -3/289*z^3 + 293/204*z + 1
*
[ -15/2 ] 
f(z) = -1/297*z^3 + 291/220*z + 1
*
[ 17/4 ] 
f(z) = -5/289*z^3 + 293/272*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016804057751204539146068350641044176352
f(z) = -19/280*z^3 + 299/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018316815878229235764866323191995552086
f(z) = -18/281*z^3 + 299/281*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016823865380306261809076568710517123037
f(z) = -17/280*z^3 + 297/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018327586795855764030122049167704664806
f(z) = -17/281*z^3 + 298/281*z + 1
*
-1 | 0.071299681800651100601671859402311031035 | 0.012507742754173297958712525087918783222
f(z) = -17/282*z^3 + 299/282*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018338406657112062576717182430482674505
f(z) = -16/281*z^3 + 297/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018339855762686642167059611253652088946
f(z) = -16/283*z^3 + 299/283*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018349275857905417974960862876645528935
f(z) = -15/281*z^3 + 296/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018350640228557541355367966865875839004
f(z) = -15/283*z^3 + 298/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016850138099583591156399184962674887679
f(z) = -15/284*z^3 + 299/284*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018360194798739896420258356926887532580
f(z) = -14/281*z^3 + 295/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018361473699622162896710275581351940903
f(z) = -14/283*z^3 + 297/283*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014793770425482367685312501807066001716
f(z) = -14/285*z^3 + 299/285*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016864026783741712515044396821585034232
f(z) = -13/280*z^3 + 293/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018371163884785916404397330395455737207
f(z) = -13/281*z^3 + 294/281*z + 1
*
-1 | 0.071299029661297381237425012403188402016 | 0.012537249626343725492434044372023199882
f(z) = -13/282*z^3 + 295/282*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018372356572285787019194405867671168945
f(z) = -13/283*z^3 + 296/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016870000045473739817446112051816904937
f(z) = -13/284*z^3 + 297/284*z + 1
*
-1 | 0.084332087164579053326066137297439033691 | 0.014802651099957345439685881289793659151
f(z) = -13/285*z^3 + 298/285*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018382183525951120376133725673097254296
f(z) = -12/281*z^3 + 293/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018383289247556255654751488634935624487
f(z) = -12/283*z^3 + 295/283*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018385451038756877298312587342603396885
f(z) = -12/287*z^3 + 299/287*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016884386540958995837207733978898254899
f(z) = -11/280*z^3 + 291/280*z + 1
*
-7 | 0.13943435281933115226935243599694869165 | 0.024460263666182396444458634511057570554
f(z) = -11/280*z^3 + 299/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018393254136952574258131787988836457458
f(z) = -11/281*z^3 + 292/281*z + 1
*
[ 3 ] 
f(z) = -11/282*z^3 + 287/282*z + 1
*
-1 | 0.071300715417071990323853056605045598490 | 0.012552561396441491821955891754074630557
f(z) = -11/282*z^3 + 293/282*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018394272131113632622701534139403846576
f(z) = -11/283*z^3 + 294/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016890043550731585899748951352813909896
f(z) = -11/284*z^3 + 295/284*z + 1
*
[ 3 ] 
f(z) = -11/285*z^3 + 289/285*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014819987072007488873673830396912932655
f(z) = -11/285*z^3 + 296/285*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018396262316218064677856204726171320657
f(z) = -11/287*z^3 + 298/287*z + 1
*
-1 | 0.082749151246615603629660484732385174096 | 0.014516265301332594351728628956747096206
f(z) = -11/288*z^3 + 299/288*z + 1
*
[ 3 ] 
f(z) = -11/291*z^3 + 293/291*z + 1
*
[ 3 ] 
f(z) = -11/294*z^3 + 295/294*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018404376137390324431875095305995756239
f(z) = -10/281*z^3 + 291/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018405305633381164436557847286643047649
f(z) = -10/283*z^3 + 293/283*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018407122720706284637008733678691536859
f(z) = -10/287*z^3 + 297/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018408010921722331833214804377272600849
f(z) = -10/289*z^3 + 299/289*z + 1
*
[ 3 ] 
f(z) = -10/291*z^3 + 284/291*z + 1
*
-7 | 0.15569219121127834899308772086808524714 | 0.027613053868013532229782603929266412344
f(z) = -9/280*z^3 + 281/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018415549951822342568605178938571963847
f(z) = -9/281*z^3 + 290/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018416390169597570637435332962772286963
f(z) = -9/283*z^3 + 292/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016910271580133987377459879525241549558
f(z) = -9/284*z^3 + 293/284*z + 1
*
-1 | 0.091905182329352002329347421434871664289 | 0.016160643676237568563132917118943181475
f(z) = -9/286*z^3 + 295/286*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018418032649612332689362042089595546322
f(z) = -9/287*z^3 + 296/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018418835465170506276360260196558692772
f(z) = -9/289*z^3 + 298/289*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016167467458314400144689816063204457234
f(z) = -9/290*z^3 + 299/290*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018426776009840889473383306885869189527
f(z) = -8/281*z^3 + 289/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018427526159890693302926643668680300189
f(z) = -8/283*z^3 + 291/283*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014846565298787872228157972077008365255
f(z) = -8/285*z^3 + 293/285*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018428992504941008621685762746429316080
f(z) = -8/287*z^3 + 295/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018429709195927072617382094673058847144
f(z) = -8/289*z^3 + 297/289*z + 1
*
-1 | 0.084716869972284867076235585587110402107 | 0.014861452250442037556601967484695315980
f(z) = -8/291*z^3 + 299/291*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018438054746150329921757507809761321965
f(z) = -7/281*z^3 + 288/281*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.012582896982907819571966667892028473103
f(z) = -7/282*z^3 + 289/282*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018438714029352536147713923727627787335
f(z) = -7/283*z^3 + 290/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016930687168193997842926882061587608482
f(z) = -7/284*z^3 + 291/284*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014855506595065244706947765190858599921
f(z) = -7/285*z^3 + 292/285*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016179883344408088206037584470733753574
f(z) = -7/286*z^3 + 293/286*z + 1
*
-1 | 0.082749151246615603629660484732385174096 | 0.014550643542769557674897797265149972668
f(z) = -7/288*z^3 + 295/288*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018440632511870445075523558914894678750
f(z) = -7/289*z^3 + 296/289*z + 1
*
-1 | 0.092162388110105097175062242658161503926 | 0.016186639248801290909856382181426199810
f(z) = -7/290*z^3 + 297/290*z + 1
*
-1 | 0.084717903588705756798416782789844969562 | 0.014870372724157576557692653300645497336
f(z) = -7/291*z^3 + 298/291*z + 1
*
-1 | 0.096567697812870090277439846037952678920 | 0.016940383071879187697985773102503817297
f(z) = -7/292*z^3 + 299/292*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018449386600646431305026713217483996582
f(z) = -6/281*z^3 + 287/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018449954208115724422215385278617037262
f(z) = -6/283*z^3 + 289/283*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018451063626375768703234947025815747883
f(z) = -6/287*z^3 + 293/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018451605815498703760980809220770581026
f(z) = -6/289*z^3 + 295/289*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018452666059090030606743659770638769754
f(z) = -6/293*z^3 + 299/293*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018460772018497179761531377420250942238
f(z) = -5/281*z^3 + 286/281*z + 1
*
-1 | 0.071300063277718270959606209605922969471 | 0.012598336837100266134541398794290851697
f(z) = -5/282*z^3 + 287/282*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018461247131431417628974321002795536954
f(z) = -5/283*z^3 + 288/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016951293421306674088460758714821723298
f(z) = -5/284*z^3 + 289/284*z + 1
*
[ 4 ] 
f(z) = -5/284*z^3 + 293/284*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016199417142647409131301159480497092850
f(z) = -5/286*z^3 + 291/286*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018462175720196522361798833559058052723
f(z) = -5/287*z^3 + 292/287*z + 1
*
-1 | 0.082749151246615603629660484732385174096 | 0.014568069835633927286666855240286376817
f(z) = -5/288*z^3 + 293/288*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018462629513999513731872481139686120015
f(z) = -5/289*z^3 + 294/289*z + 1
*
-1 | 0.084717903588705756798416782789844969562 | 0.014887970482133474645066621500379913120
f(z) = -5/291*z^3 + 296/291*z + 1
*
-1 | 0.096567697812870090277439846037952678920 | 0.016960351393203531607508311563396805216
f(z) = -5/292*z^3 + 297/292*z + 1
*
[ 4 ] 
f(z) = -5/292*z^3 + 299/292*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018463516861294606071581708788249887989
f(z) = -5/293*z^3 + 298/293*z + 1
*
-1 | 0.072072432017082509275515182847900890164 | 0.012643302418343742217756539387931407707
f(z) = -5/294*z^3 + 299/294*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018472211450225148358599264782934554960
f(z) = -4/281*z^3 + 285/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018472593239748707914060165564300335424
f(z) = -4/283*z^3 + 287/283*z + 1
*
-1 | 0.084331053548158163603884940094704466236 | 0.014882580890894759755959888570168718148
f(z) = -4/285*z^3 + 289/285*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018473339396015545586797788923842456051
f(z) = -4/287*z^3 + 291/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018473704019321349507865774307683690664
f(z) = -4/289*z^3 + 293/289*z + 1
*
-1 | 0.084717903588705756798416782789844969562 | 0.014896829734678301412652337275804760366
f(z) = -4/291*z^3 + 295/291*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018474416970128776704315253868888680975
f(z) = -4/293*z^3 + 297/293*z + 1
*
-1 | 0.10531435845073740417068166123973861599 | 0.018474765532692619469182009606808161919
f(z) = -4/295*z^3 + 299/295*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016967759107738457644937168143493057287
f(z) = -3/280*z^3 + 283/280*z + 1
*
[ 5 ] 
f(z) = -3/280*z^3 + 299/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018483705351791452803601426499038147478
f(z) = -3/281*z^3 + 284/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018483992978795537853272262540839910587
f(z) = -3/283*z^3 + 286/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016972093519976628450056923129095210624
f(z) = -3/284*z^3 + 287/284*z + 1
*
-1 | 0.091904530189998282965100574435749035270 | 0.016219133370736858063945021112431638540
f(z) = -3/286*z^3 + 289/286*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018484555079981676318625502238250540007
f(z) = -3/287*z^3 + 290/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018484829748246054051235750227220397802
f(z) = -3/289*z^3 + 292/289*z + 1
*
-1 | 0.092162388110105097175062242658161503926 | 0.016225279486014326394234232324343722768
f(z) = -3/290*z^3 + 293/290*z + 1
*
-1 | 0.096567697812870090277439846037952678920 | 0.016980502246280488185047652231497589602
f(z) = -3/292*z^3 + 295/292*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018485366784436151460226961438312188327
f(z) = -3/293*z^3 + 296/293*z + 1
*
-1 | 0.10531435845073740417068166123973861599 | 0.018485629330147643787251991860776478154
f(z) = -3/295*z^3 + 298/295*z + 1
*
-1 | 0.096819654332421546290277233724083811532 | 0.016984582530448968699885991845458983954
f(z) = -3/296*z^3 + 299/296*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018495254184681331103924134949778653252
f(z) = -2/281*z^3 + 283/281*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018495446799661172241252291000326668027
f(z) = -2/283*z^3 + 285/283*z + 1
*
-1 | 0.084332087164579053326066137297439033691 | 0.014901025208586139188406032719788259135
f(z) = -2/285*z^3 + 287/285*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018495823203296905676706060824507361126
f(z) = -2/287*z^3 + 289/287*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018496007122462761974403852530064317364
f(z) = -2/289*z^3 + 291/289*z + 1
*
-1 | 0.084717903588705756798416782789844969562 | 0.014914670630645830705207641707592481368
f(z) = -2/291*z^3 + 293/291*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018496366707691211818133761500277565824
f(z) = -2/293*z^3 + 295/293*z + 1
*
[ 5 ] 
f(z) = -2/295*z^3 + 286/295*z + 1
*
-1 | 0.10531435845073740417068166123973861599 | 0.018496542493283381181150519573516683967
f(z) = -2/295*z^3 + 297/295*z + 1
*
-1 | 0.091876369376986910320694736989833752049 | 0.016117407039315334725137282705538519641
f(z) = -2/297*z^3 + 299/297*z + 1
*
-1 | 0.095790583014739865463203463458119370889 | 0.016989102075421397119736096579287396810
f(z) = -1/280*z^3 + 281/280*z + 1
*
[ 7 ] 
f(z) = -1/280*z^3 + 289/280*z + 1
*
-1 | 0.10441397535803232898345626527209577668 | 0.018506858415991384565468691157038434869
f(z) = -1/281*z^3 + 282/281*z + 1
*
-1 | 0.071300715417071990323853056605045598490 | 0.012629773463432516782987605932467028870
f(z) = -1/282*z^3 + 283/282*z + 1
*
-1 | 0.10454531291931921527122198419991000379 | 0.018506955158880259406587098923185267127
f(z) = -1/283*z^3 + 284/283*z + 1
*
-1 | 0.096053261440516836429983284465258077546 | 0.016993090721131045786327396460883599901
f(z) = -1/284*z^3 + 285/284*z + 1
*
-1 | 0.084332087164579053326066137297439033691 | 0.014910220874657679204007558389546653656
f(z) = -1/285*z^3 + 286/285*z + 1
*
-1 | 0.091905182329352002329347421434871664289 | 0.016239150301317167575672998385022093950
f(z) = -1/286*z^3 + 287/286*z + 1
*
-1 | 0.10480522621777076127726140956445532070 | 0.018507144202294484377069008608119156583
f(z) = -1/287*z^3 + 288/287*z + 1
*
[ 7 ] 
f(z) = -1/287*z^3 + 295/287*z + 1
*
-1 | 0.082749151246615603629660484732385174096 | 0.014603409838552156471641039595535142233
f(z) = -1/288*z^3 + 289/288*z + 1
*
-1 | 0.10493382755763763260183461547678246428 | 0.018507236568643217503257311833361811313
f(z) = -1/289*z^3 + 290/289*z + 1
*
-1 | 0.092161735970751377810815395659038874907 | 0.016244753142138467228486355964371704224
f(z) = -1/290*z^3 + 291/290*z + 1
*
-1 | 0.084717903588705756798416782789844969562 | 0.014923652943140621531816339602193865955
f(z) = -1/291*z^3 + 292/291*z + 1
*
-1 | 0.096567697812870090277439846037952678920 | 0.017000838611765491819338301233599445449
f(z) = -1/292*z^3 + 293/292*z + 1
*
-1 | 0.10518838164846420936925630116319441093 | 0.018507417148069400450744140403421842478
f(z) = -1/293*z^3 + 294/293*z + 1
*
[ 6 ] 
f(z) = -1/294*z^3 + 281/294*z + 1
*
-1 | 0.072070746261307900189087138646043693690 | 0.012672948579065616935296500301557964262
f(z) = -1/294*z^3 + 295/294*z + 1
*
-1 | 0.10531435845073740417068166123973861599 | 0.018507505421421107832101658267507031722
f(z) = -1/295*z^3 + 296/295*z + 1
*
-1 | 0.096819654332421546290277233724083811532 | 0.017004602951480110178774762161946074386
f(z) = -1/296*z^3 + 297/296*z + 1
*
-1 | 0.091876369376986910320694736989833752049 | 0.016126884628909933786893191215633656404
f(z) = -1/297*z^3 + 298/297*z + 1
*
-1 | 0.092665672332323317425785708798224453479 | 0.016255870466796807196044138102772979816
f(z) = -1/298*z^3 + 299/298*z + 1
*
-12 | 0.16894318718750251309653313725198216708 | 0.029636849310485017292184039336110453367
f(z) = 1/6*z^3 - 299/12*z + 1
*
-12 | 0.14270749744357300382188782747624127631 | 0.025215645531349844024541399643607692308
f(z) = 1/6*z^3 - 287/12*z + 1
*
-1 | 0.058184303238741278105971114411435376154 | 0.010268253070458995450204297807587843827
f(z) = 1/18*z^3 - 289/18*z + 1
*
[ 10 ] 
f(z) = 3/10*z^3 - 291/10*z + 1
*
[ -10 ] 
f(z) = 3/10*z^3 - 289/10*z + 1
*
-6 | 0.15506669333588959963262923195588590733 | 0.027399448823089269118307392645762899284
f(z) = 4/3*z^3 - 287/6*z + 1
*
[ 6 ] 
f(z) = 4/3*z^3 - 283/6*z + 1
*
[ -6 ] 
f(z) = 4/3*z^3 - 281/6*z + 1
*
-7 | 0.16942299338185337562680876764768232464 | 0.029827085379923233180630247496763088985
f(z) = 6/7*z^3 - 293/7*z + 1
*
[ 7 ] 
f(z) = 6/7*z^3 - 288/7*z + 1
*
[ -7 ] 
f(z) = 6/7*z^3 - 286/7*z + 1
*
[ 4 ] 
f(z) = 9/2*z^3 - 285/4*z + 1
*
[ -4 ] 
f(z) = 9/2*z^3 - 283/4*z + 1
*
[ 8 ] 
f(z) = 9/16*z^3 - 281/8*z + 1
*
[ 3 ] 
f(z) = 11*z^3 - 295/3*z + 1
*
[ -3 ] 
f(z) = 11*z^3 - 293/3*z + 1
*
[ 3/2 ] 
f(z) = 11*z^3 - 293/12*z + 1
*
[ 3 ] 
f(z) = 11/2*z^3 - 293/6*z + 1
*
[ -3 ] 
f(z) = 11/2*z^3 - 289/6*z + 1
*
[ 3 ] 
f(z) = 11/4*z^3 - 289/12*z + 1
*
[ -3 ] 
f(z) = 11/4*z^3 - 281/12*z + 1
*
[ 3 ] 
f(z) = 11/5*z^3 - 287/15*z + 1
*
[ 6 ] 
f(z) = 11/16*z^3 - 287/12*z + 1
*
[ -6 ] 
f(z) = 11/16*z^3 - 283/12*z + 1
*
[ 5 ] 
f(z) = 12/5*z^3 - 296/5*z + 1
*
[ -5 ] 
f(z) = 12/5*z^3 - 294/5*z + 1
*
[ -4/3 ] 
f(z) = 15*z^3 - 299/12*z + 1
*
[ -10/3 ] 
f(z) = 15/8*z^3 - 293/15*z + 1
*
[ -6 ] 
f(z) = 17/12*z^3 - 299/6*z + 1
*
-1 | 0.10125404749355279772339522550569163992 | 0.017515748141556243354765064175619809171
f(z) = 18*z^3 - 289/18*z + 1
*
[ -4 ] 
f(z) = 19/4*z^3 - 299/4*z + 1
*
[ 4 ] 
f(z) = 19/12*z^3 - 295/12*z + 1
*
[ -4 ] 
f(z) = 19/12*z^3 - 289/12*z + 1
*
10 | 0.16593300475390787832128218189631832087 | 0.026178203353407562085478796245108698201
f(z) = 1/12*z^3 - 283/30*z + 1
*
1/8 | 0.064415262000206140818814818197486615696 | 0.011367880596662900907725740256702291727
f(z) = 2*z^3 - 289/32*z + 1
*
-1/4 | 0.13478566851030528044447146375533053178 | 0.023786713554958974675843354097648876114
f(z) = 2/3*z^3 - 289/24*z + 1
*
-1 | 0.077829040200341160263127828492204525689 | 0.013735118176613545423817743243634036449
f(z) = 2/19*z^3 - 289/38*z + 1
*
[ 6 ] 
f(z) = 3/10*z^3 - 299/30*z + 1
*
0 | 0.16053310340234581214511206297181636447 | 0.028228204510044883799620293460869485313
f(z) = 3/17*z^3 - 295/34*z + 1
*
[ -7/4 ] 
f(z) = 4*z^3 - 299/28*z + 1
*
4/3 | 0.15953357355024812927720261625032970070 | 0.028258803322877310868177472156919184122
f(z) = 4*z^3 - 283/36*z + 1
*
[ -7/2 ] 
f(z) = 4/5*z^3 - 298/35*z + 1
*
-6 | 0.11445169115444393770293004835302759771 | 0.020273273884167297157357487859901722688
f(z) = 4/15*z^3 - 283/30*z + 1
*
[ -7/5 ] 
f(z) = 5*z^3 - 283/35*z + 1
*
[ 4 ] 
f(z) = 5/7*z^3 - 299/28*z + 1
*
[ 4 ] 
f(z) = 5/9*z^3 - 293/36*z + 1
*
1/12 | 0.15624536664446640328392108063764585073 | 0.027573879491329653366084441164016438921
f(z) = 6*z^3 - 289/24*z + 1
*
[ -13/3 ] 
f(z) = 6/13*z^3 - 290/39*z + 1
*
3/7 | 0.13515716394907114546577444364366109110 | 0.023852274350009093901787437872869786236
f(z) = 7/5*z^3 - 289/35*z + 1
*
1/7 | 0.065887504702310140475484910806812493502 | 0.011685590667196484598712714969386116489
f(z) = 7/5*z^3 - 281/35*z + 1
*
-9/2 | 0.15121143663319229103525154965762230204 | 0.026685501279036751295289814267738310516
f(z) = 8/15*z^3 - 289/30*z + 1
*
[ -7/6 ] 
f(z) = 9*z^3 - 291/28*z + 1
*
[ -7/3 ] 
f(z) = 9/5*z^3 - 293/35*z + 1
*
4 | 0.15523904930666123827685862698783703362 | 0.027329988011319391405159545630823620540
f(z) = 9/10*z^3 - 293/20*z + 1
*
-4 | 0.15696329436750321017945023660645238102 | 0.027803519759087539987326710758530777402
f(z) = 9/10*z^3 - 283/20*z + 1
*
1/4 | 0.11614172999214907366735746305698501725 | 0.020446866316664092900001508068285316978
f(z) = 10/3*z^3 - 293/24*z + 1
*
[ 3/2 ] 
f(z) = 11/2*z^3 - 289/24*z + 1
*
[ -4/3 ] 
f(z) = 11/2*z^3 - 289/36*z + 1
*
[ 3 ] 
f(z) = 11/7*z^3 - 283/21*z + 1
*
-3 | 0.13017840444651054005003143884589728250 | 0.022973632522169775032489083520130055316
f(z) = 11/8*z^3 - 289/24*z + 1
*
[ 3 ] 
f(z) = 11/8*z^3 - 281/24*z + 1
*
[ -3 ] 
f(z) = 12/7*z^3 - 296/21*z + 1
*
[ 3 ] 
f(z) = 12/13*z^3 - 298/39*z + 1
*
0 | 0.16921778807788057093113137768868520941 | 0.029755322904509720597855734735720567137
f(z) = 13/3*z^3 - 295/39*z + 1
*
[ -5/2 ] 
f(z) = 13/5*z^3 - 297/20*z + 1
*
1/7 | 0.15451887492468160491265480361451410852 | 0.027387702948993952259858025336828880898
f(z) = 14/5*z^3 - 282/35*z + 1
*
-6/5 | 0.068371851489663608608204816636661005751 | 0.011994128283072413720388896976091109190
f(z) = 15/2*z^3 - 299/30*z + 1
*
7/6 | 0.10452728282637034708856530975270921814 | 0.018402131417703238370324358950485345700
f(z) = 15/2*z^3 - 293/24*z + 1
*
-26/15 | 0.15115293174315866975763343203530067704 | 0.023716514584809568489377163314162294526
f(z) = 15/4*z^3 - 293/30*z + 1
*
[ -8/3 ] 
f(z) = 15/8*z^3 - 287/24*z + 1
*
[ -7/8 ] 
f(z) = 16*z^3 - 283/28*z + 1
*
[ 1/12 ] 
f(z) = 16/3*z^3 - 298/27*z + 1
*
[ -7/4 ] 
f(z) = 16/5*z^3 - 288/35*z + 1
*
1/8 | 0.11404482482956087733409183560165857141 | 0.020126409659338739443160522730367432276
f(z) = 16/9*z^3 - 289/36*z + 1
*
3 | 0.14478498320686157050632183783622396684 | 0.025489539345515782149015029032987280138
f(z) = 16/15*z^3 - 293/30*z + 1
*
0 | 0.16402541796015106467045853774903678608 | 0.028911699586956204489164802638270207170
f(z) = 17/2*z^3 - 291/34*z + 1
*
-1 | 0.098052579785752780817214066434751107796 | 0.016650468982296772770656734172473903539
f(z) = 19/2*z^3 - 289/38*z + 1
*
[ 4/3 ] 
f(z) = 19/4*z^3 - 295/36*z + 1
*
[ 1/7 ] 
f(z) = z^3 - 295/49*z + 1
*
6 | 0.11365073059681599179712253913444955395 | 0.020056860672925193525213882371945705348
f(z) = 1/5*z^3 - 289/45*z + 1
*
[ -7 ] 
f(z) = 1/6*z^3 - 295/42*z + 1
*
[ 7 ] 
f(z) = 1/8*z^3 - 295/56*z + 1
*
[ 1/7 ] 
f(z) = 2*z^3 - 296/49*z + 1
*
[ -7/2 ] 
f(z) = 2/3*z^3 - 289/42*z + 1
*
1/4 | 0.16152804357946458338757865731533255275 | 0.028648081408924828942668235516996040314
f(z) = 2/7*z^3 - 281/56*z + 1
*
[ 1/7 ] 
f(z) = 3*z^3 - 297/49*z + 1
*
4/3 | 0.14307566915957856067429976558936025843 | 0.025249716802960899873227693712536482022
f(z) = 3*z^3 - 289/48*z + 1
*
[ -7/3 ] 
f(z) = 3/2*z^3 - 283/42*z + 1
*
2/9 | 0.13871434047723668344490857741960394313 | 0.021695842886334943786144571466148085878
f(z) = 3/4*z^3 - 299/54*z + 1
*
-1/2 | 0.15449172131054538596773859536054975486 | 0.027365720395853849262340040796114283511
f(z) = 3/14*z^3 - 283/56*z + 1
*
5 | 0.091636359857450349201479292249147027706 | 0.016171807190181036712622665108672478411
f(z) = 3/16*z^3 - 289/48*z + 1
*
[ -19/3 ] 
f(z) = 3/19*z^3 - 295/57*z + 1
*
[ 1/7 ] 
f(z) = 4*z^3 - 298/49*z + 1
*
[ 1/7 ] 
f(z) = 5*z^3 - 299/49*z + 1
*
8/5 | 0.15348130639158006912053971864562857135 | 0.027220938623521555581077561120134605826
f(z) = 5/2*z^3 - 281/40*z + 1
*
[ 2/15 ] 
f(z) = 5/8*z^3 - 293/45*z + 1
*
2/3 | 0.22771716875934268940649306391101147175 | 0.029424914354588039873315083942879174675
f(z) = 5/8*z^3 - 287/45*z + 1
*
[ 10/3 ] 
f(z) = 5/8*z^3 - 281/45*z + 1
*
[ 4 ] 
f(z) = 5/11*z^3 - 287/44*z + 1
*
[ 4 ] 
f(z) = 5/13*z^3 - 281/52*z + 1
*
5/9 | 0.14915157379731771365395362064528020601 | 0.025801451558930558333765002321001430796
f(z) = 6*z^3 - 289/54*z + 1
*
1/6 | 0.092298347994792623298146710201587439894 | 0.016229778082632054040995052384414403484
f(z) = 6/7*z^3 - 295/42*z + 1
*
1/4 | 0.12199806541518407859552180806631761955 | 0.021609992552779780104847609247647225557
f(z) = 6/7*z^3 - 283/56*z + 1
*
1/7 | 0.069638131903056838099012535290959391873 | 0.012245196706439829610980417005715660008
f(z) = 7/6*z^3 - 295/42*z + 1
*
[ 1/8 ] 
f(z) = 8/5*z^3 - 281/40*z + 1
*
-7/6 | 0.16706464962911150704867355537597829087 | 0.029376714186543543229723493524306417391
f(z) = 9/2*z^3 - 295/56*z + 1
*
[ 1/6 ] 
f(z) = 9/14*z^3 - 281/56*z + 1
*
0 | 0.16483207541025664462701088809100010589 | 0.029197347596886945283904263485956686838
f(z) = 9/16*z^3 - 283/48*z + 1
*
[ 3/2 ] 
f(z) = 11/4*z^3 - 281/48*z + 1
*
1/2 | 0.14902295821729001979979576322962353046 | 0.026267313036718126477230989190418045654
f(z) = 11/10*z^3 - 291/40*z + 1
*
2/11 | 0.15197272300822876192437790777742229494 | 0.021569336090917549678403850339320687821
f(z) = 11/16*z^3 - 287/44*z + 1
*
-3 | 0.15474167211684915185806324621148134237 | 0.027444472934359439324698683252215524249
f(z) = 11/16*z^3 - 281/48*z + 1
*
[ -5/2 ] 
f(z) = 12/11*z^3 - 298/55*z + 1
*
[ 3 ] 
f(z) = 12/17*z^3 - 290/51*z + 1
*
0 | 0.16611501254441774671824534576606446904 | 0.029175066282508517289670401279126413303
f(z) = 13/4*z^3 - 297/52*z + 1
*
4/3 | 0.075056106300916175551094306717036471781 | 0.013174455795521019287748552967099218343
f(z) = 13/5*z^3 - 298/45*z + 1
*
[ -3 ] 
f(z) = 13/14*z^3 - 295/42*z + 1
*
[ -3 ] 
f(z) = 13/16*z^3 - 287/48*z + 1
*
[ 2/13 ] 
f(z) = 13/16*z^3 - 287/52*z + 1
*
[ -3 ] 
f(z) = 13/17*z^3 - 283/51*z + 1
*
9/14 | 0.18819531877653149628865479810429002978 | 0.029512839473007227110233358131275924194
f(z) = 14*z^3 - 299/42*z + 1
*
0 | 0.16718592025422535229416982929353530377 | 0.029614293303160677062387606912323172622
f(z) = 14/3*z^3 - 283/42*z + 1
*
[ -3/4 ] 
f(z) = 15*z^3 - 293/48*z + 1
*
9/10 | 0.13659486566427344037228334549338545308 | 0.023948119738298185813428019208666597908
f(z) = 15/2*z^3 - 283/40*z + 1
*
1/6 | 0.12863597355998871441769072929696669768 | 0.022646490241473258694113726395240158090
f(z) = 15/4*z^3 - 293/48*z + 1
*
[ -11/5 ] 
f(z) = 15/11*z^3 - 283/55*z + 1
*
8/3 | 0.073592053019906286917210324026836981575 | 0.012909881849094933810407801524716745867
f(z) = 15/14*z^3 - 299/42*z + 1
*
0 | 0.14351410742239303315654889418274863104 | 0.025235577513520261440123459828281895081
f(z) = 16/3*z^3 - 295/48*z + 1
*
0 | 0.13240617958827553702146927876219258384 | 0.023453622359560259394919205319046691702
f(z) = 16/3*z^3 - 283/48*z + 1
*
0 | 0.16540223242008996142274764556910351481 | 0.029136763400589888680311379867205032980
f(z) = 17/3*z^3 - 292/51*z + 1
*
[ 5/9 ] 
f(z) = 18*z^3 - 286/45*z + 1
*
0 | 0.13691664031477732573129930671780564039 | 0.024192432292394834124347099749387668684
f(z) = 18/5*z^3 - 287/45*z + 1
*
1/12 | 0.14046367903841937895607232357599258771 | 0.024912175142578822758806799296060337013
f(z) = 18/5*z^3 - 281/40*z + 1
*
1/12 | 0.12143814040188095325896237433819090409 | 0.021537868318636764514998075835489171989
f(z) = 18/7*z^3 - 281/56*z + 1
*
4/3 | 0.12964801158109716746579537471908814274 | 0.022880029817218861065967493548196880088
f(z) = 1/2*z^3 - 289/72*z + 1
*
1/3 | 0.096553908861220185633780583483402024306 | 0.017039646707823846346440032875848240199
f(z) = 1/8*z^3 - 289/72*z + 1
*
[ 7 ] 
f(z) = 1/9*z^3 - 289/63*z + 1
*
[ 7 ] 
f(z) = 1/10*z^3 - 283/70*z + 1
*
-15/2 | 0.16102496556361534655000398943873710378 | 0.028348604285016633769641866162965362251
f(z) = 1/17*z^3 - 293/68*z + 1
*
[ 19/2 ] 
f(z) = 1/19*z^3 - 293/76*z + 1
*
1/12 | 0.13913448677859224675382982420520970569 | 0.024554184574642389996594951259041318608
f(z) = 2*z^3 - 289/72*z + 1
*
-9/4 | 0.10997457204024861356535422378606884587 | 0.019480224335501034177244442367648359934
f(z) = 2/3*z^3 - 283/72*z + 1
*
[ 7/2 ] 
f(z) = 2/5*z^3 - 293/70*z + 1
*
[ -5 ] 
f(z) = 3/13*z^3 - 297/65*z + 1
*
[ -5 ] 
f(z) = 3/14*z^3 - 291/70*z + 1
*
-7/6 | 0.16048374317863962182042996170913427075 | 0.028321859967820223197935043065054808652
f(z) = 4*z^3 - 289/63*z + 1
*
[ -15/4 ] 
f(z) = 4/9*z^3 - 299/60*z + 1
*
[ 7/2 ] 
f(z) = 4/9*z^3 - 298/63*z + 1
*
[ 7/2 ] 
f(z) = 4/11*z^3 - 288/77*z + 1
*
-19/4 | 0.080924044001942250398797866048056640573 | 0.014246757901947957621129834132196692799
f(z) = 4/17*z^3 - 293/68*z + 1
*
-7/5 | 0.094123543303619172947810804698896399722 | 0.016570542795513198536381056129287348153
f(z) = 5/2*z^3 - 293/70*z + 1
*
-3/2 | 0.10982083717545849827328372830673529953 | 0.019334066891052204262089318500417950543
f(z) = 5/2*z^3 - 293/72*z + 1
*
4/5 | 0.12858832735070675773816330963545785436 | 0.022693018797979255283089001076740990572
f(z) = 5/3*z^3 - 289/60*z + 1
*
[ -14/5 ] 
f(z) = 5/7*z^3 - 297/70*z + 1
*
0 | 0.076816393181905584123540096606679797284 | 0.013539928814985960449816378737296366294
f(z) = 5/14*z^3 - 291/70*z + 1
*
-3/5 | 0.14838442512514506471578429345788720862 | 0.026186595767036040258318903766526011738
f(z) = 5/14*z^3 - 289/70*z + 1
*
[ 1/5 ] 
f(z) = 5/14*z^3 - 281/70*z + 1
*
-1/2 | 0.14717196089371878772055642627561676469 | 0.025878775917263648963758039675801069442
f(z) = 6/11*z^3 - 295/66*z + 1
*
0 | 0.079164956829555004025735998925430197120 | 0.014022797178838650455474716617007477520
f(z) = 6/13*z^3 - 283/78*z + 1
*
[ -4 ] 
f(z) = 6/17*z^3 - 299/68*z + 1
*
[ -4 ] 
f(z) = 6/19*z^3 - 289/76*z + 1
*
9/7 | 0.14798823854180227167517736075886882216 | 0.026069166234172434556267053826268087529
f(z) = 7/3*z^3 - 292/63*z + 1
*
10/7 | 0.13972869580218858030458078173808314455 | 0.021854494786962947170006836078105831168
f(z) = 7/4*z^3 - 299/70*z + 1
*
1/3 | 0.10996805248255644538742417617148149887 | 0.019336825920999367978042332764924518626
f(z) = 7/8*z^3 - 295/72*z + 1
*
18/7 | 0.12743510182003146148541014960124398565 | 0.022489499791354737886502903895197047043
f(z) = 7/9*z^3 - 289/63*z + 1
*
0 | 0.11325223511577591143435938099321167250 | 0.019867267109603584499130412320084841201
f(z) = 7/10*z^3 - 299/70*z + 1
*
0 | 0.16795393938190537010575990185377773158 | 0.029604154650196928257358307275792434385
f(z) = 7/11*z^3 - 291/77*z + 1
*
11/7 | 0.15123337139600452823268238278916123619 | 0.026689372283466801369916220716979933639
f(z) = 7/11*z^3 - 289/77*z + 1
*
5/2 | 0.074033102254547947503550021437442249892 | 0.013113771787571678594918303089935044345
f(z) = 7/15*z^3 - 283/60*z + 1
*
[ 3/5 ] 
f(z) = 9*z^3 - 293/75*z + 1
*
3/2 | 0.088257454907602991727169809780186955406 | 0.015633386781912193611127086873587728185
f(z) = 9/5*z^3 - 283/60*z + 1
*
0 | 0.12654050452838042407799932948330327305 | 0.022442806802597439148524407918688261609
f(z) = 9/8*z^3 - 281/72*z + 1
*
[ 7/3 ] 
f(z) = 9/11*z^3 - 299/77*z + 1
*
4/5 | 0.15384849487724581381069943195373666671 | 0.027085179530110920748116922222494133898
f(z) = 10/3*z^3 - 293/60*z + 1
*
-1/10 | 0.14914650528597241456666668529978816994 | 0.026452132587040016750975828817620859008
f(z) = 10/7*z^3 - 281/70*z + 1
*
[ -12/5 ] 
f(z) = 10/9*z^3 - 299/60*z + 1
*
[ 13/5 ] 
f(z) = 10/13*z^3 - 298/65*z + 1
*
0 | 0.15376209709780109298082783757278529560 | 0.027219472175863930653670799620023071632
f(z) = 10/13*z^3 - 284/65*z + 1
*
0 | 0.12365702280188752220718640646518166056 | 0.021769941041155421684324509269742788277
f(z) = 11/3*z^3 - 293/66*z + 1
*
0 | 0.13600609788664734836974340815260608749 | 0.023915366141868055745346155277309830596
f(z) = 11/6*z^3 - 295/66*z + 1
*
0 | 0.13444156836500464711580213972475460008 | 0.023814158702144370598140838493641423272
f(z) = 11/6*z^3 - 283/66*z + 1
*
[ 2/11 ] 
f(z) = 11/12*z^3 - 299/66*z + 1
*
5/2 | 0.10439635897032437513756563387498445560 | 0.018313725524385512788575458070904244877
f(z) = 11/15*z^3 - 299/60*z + 1
*
[ -5/2 ] 
f(z) = 12/13*z^3 - 284/65*z + 1
*
0 | 0.16404933398462587380201148141331948613 | 0.028846499888863464463316232151997151304
f(z) = 12/19*z^3 - 295/76*z + 1
*
[ 3/13 ] 
f(z) = 13/2*z^3 - 287/78*z + 1
*
-20/13 | 0.13098691239464485387418079877821974713 | 0.023019092808822280435358991877364438975
f(z) = 13/5*z^3 - 296/65*z + 1
*
0 | 0.060025834718764617766676100376191183543 | 0.010632609925677124479078454236010621275
f(z) = 13/6*z^3 - 283/78*z + 1
*
[ 5/2 ] 
f(z) = 13/15*z^3 - 289/60*z + 1
*
0 | 0.089246227015056069739138453149199017672 | 0.015730855234616466961719703835233192001
f(z) = 14/5*z^3 - 291/70*z + 1
*
[ -10/7 ] 
f(z) = 14/5*z^3 - 281/70*z + 1
*
1/4 | 0.14556553659245023154460699067882487924 | 0.025596301631617638541065262816876064776
f(z) = 14/9*z^3 - 295/72*z + 1
*
0 | 0.095781096491345976874204780688400812038 | 0.016987419576900067038036266093870211528
f(z) = 15/4*z^3 - 281/60*z + 1
*
4/15 | 0.17683302502696709559623006976681301157 | 0.027745826486874469259398259368510372779
f(z) = 15/8*z^3 - 293/60*z + 1
*
-2 | 0.12868884832584897908213620131893980793 | 0.022655798896244828117522175723359542619
f(z) = 15/14*z^3 - 293/70*z + 1
*
[ 1/5 ] 
f(z) = 15/14*z^3 - 283/70*z + 1
*
-19/32 | 0.20613492108196433659937646078003773812 | 0.029738982839898778368970307568976769276
f(z) = 16*z^3 - 297/64*z + 1
*
[ 3/10 ] 
f(z) = 16*z^3 - 283/75*z + 1
*
3/4 | 0.15057001420470059796713747553069989014 | 0.026429268636955473680452032520864077561
f(z) = 16/7*z^3 - 298/63*z + 1
*
[ -15/8 ] 
f(z) = 16/9*z^3 - 283/60*z + 1
*
-7/4 | 0.12664225971785180729317176402158309557 | 0.022216211438178239998520604193803524760
f(z) = 16/11*z^3 - 299/77*z + 1
*
0 | 0.14739963970459833927773375727782208387 | 0.026109472354816083978030161411328790683
f(z) = 16/11*z^3 - 283/66*z + 1
*
-19/34 | 0.085251029040657585709556038546735374246 | 0.012087679130587054996146935281861109674
f(z) = 17*z^3 - 293/68*z + 1
*
[ 4/17 ] 
f(z) = 17*z^3 - 285/68*z + 1
*
0 | 0.15969528953174408412791705888142566875 | 0.028047559252642579973621108011400904859
f(z) = 17/4*z^3 - 297/68*z + 1
*
0 | 0.16992377997140114559065179976842301575 | 0.029915249353805433428803711501904204160
f(z) = 17/4*z^3 - 293/68*z + 1
*
4/17 | 0.18149885747766972047630111856357831273 | 0.028417455286407655146668500892987025220
f(z) = 17/8*z^3 - 297/68*z + 1
*
-7/6 | 0.16790973917492226616316788967752080205 | 0.029742506168115457015266063860607272078
f(z) = 18/5*z^3 - 283/70*z + 1
*
0 | 0.10389662482168296985187691563553622819 | 0.018269223675439244413641934158850852431
f(z) = 18/11*z^3 - 295/66*z + 1
*
3/2 | 0.14678572759439420914308900769707722297 | 0.025936246815238465869924648122360653012
f(z) = 18/11*z^3 - 287/66*z + 1
*
3/2 | 0.16736661804012772793480935548321022358 | 0.029429812431585099033115031780419951578
f(z) = 18/13*z^3 - 295/78*z + 1
*
[ 4/19 ] 
f(z) = 19/8*z^3 - 293/76*z + 1
*
[ 4/19 ] 
f(z) = 19/16*z^3 - 289/76*z + 1
*
[ 7/2 ] 
f(z) = 1/3*z^3 - 283/84*z + 1
*
[ 1/4 ] 
f(z) = 1/6*z^3 - 289/96*z + 1
*
[ 2/9 ] 
f(z) = 1/8*z^3 - 284/81*z + 1
*
3/8 | 0.15726651499276236608069319361907727947 | 0.027857230409591708070371999766926973741
f(z) = 2*z^3 - 283/96*z + 1
*
[ -10/3 ] 
f(z) = 2/5*z^3 - 283/90*z + 1
*
7/3 | 0.16508379446969660325632786277166706188 | 0.029011136430801519550971884664691848337
f(z) = 2/11*z^3 - 296/99*z + 1
*
[ 7/3 ] 
f(z) = 3/4*z^3 - 295/84*z + 1
*
1/2 | 0.13310624117587300406899434283038164924 | 0.023490331473822102567111380689401627443
f(z) = 3/7*z^3 - 289/84*z + 1
*
-4 | 0.16222332529898262361653745478001953548 | 0.028771394283033225169816250031977651071
f(z) = 3/14*z^3 - 281/84*z + 1
*
[ 5 ] 
f(z) = 3/19*z^3 - 299/95*z + 1
*
-7/4 | 0.087815938024484432728503919031441646896 | 0.015441589337394883998298204887847127714
f(z) = 4/3*z^3 - 295/84*z + 1
*
[ 2/7 ] 
f(z) = 5*z^3 - 285/98*z + 1
*
-6/5 | 0.12951576644050645990452404439589078271 | 0.022856691451107437799575644882644379638
f(z) = 5/2*z^3 - 289/90*z + 1
*
9/5 | 0.12330474876252447681167245162196609311 | 0.021707922848468139051775635432097358895
f(z) = 5/6*z^3 - 293/90*z + 1
*
[ 1/4 ] 
f(z) = 5/6*z^3 - 293/96*z + 1
*
-9/5 | 0.13197953073841695858362165913282614204 | 0.023378048386836029479069653159836370661
f(z) = 5/6*z^3 - 283/90*z + 1
*
[ 2/9 ] 
f(z) = 5/8*z^3 - 286/81*z + 1
*
-3 | 0.11883761681600088438849921735030118840 | 0.020972232300350716370281648229667195134
f(z) = 5/16*z^3 - 289/80*z + 1
*
-18/5 | 0.14293732695657404760676060461605486785 | 0.025074772711337155841334670849722176656
f(z) = 5/18*z^3 - 299/90*z + 1
*
[ 2/7 ] 
f(z) = 6*z^3 - 293/98*z + 1
*
3/14 | 0.13051550985447718255306528961978787277 | 0.023033124231234652591115304738446904862
f(z) = 7/3*z^3 - 289/84*z + 1
*
[ -12/7 ] 
f(z) = 7/4*z^3 - 299/84*z + 1
*
[ 1/4 ] 
f(z) = 7/6*z^3 - 295/96*z + 1
*
[ 2/9 ] 
f(z) = 7/8*z^3 - 287/81*z + 1
*
-3/14 | 0.15900126531946119504352090950579504772 | 0.023576493166339883478969890853492514941
f(z) = 7/9*z^3 - 283/84*z + 1
*
-9/4 | 0.11526224399250426021558515018745175360 | 0.020292031937467823154028271765303765500
f(z) = 8/15*z^3 - 293/90*z + 1
*
9/4 | 0.14233708978836306301972989224810683009 | 0.025212723167723614646280235088408878577
f(z) = 8/15*z^3 - 283/90*z + 1
*
5/9 | 0.14411109540959733369890137088927473972 | 0.024002965711853233692769713423747138542
f(z) = 9/2*z^3 - 287/90*z + 1
*
[ 2/7 ] 
f(z) = 9/2*z^3 - 281/98*z + 1
*
5/4 | 0.14860581017986765650753958232988154049 | 0.026225665372434277277142312037482723988
f(z) = 9/5*z^3 - 289/80*z + 1
*
10/9 | 0.15203841454571547290792906827880094508 | 0.026965032081545349066573354916760691954
f(z) = 9/5*z^3 - 281/90*z + 1
*
[ 7/3 ] 
f(z) = 9/13*z^3 - 291/91*z + 1
*
[ 3/8 ] 
f(z) = 10*z^3 - 295/96*z + 1
*
4/15 | 0.11654009884663360909873953185545467577 | 0.017132216359298853462899758262433169061
f(z) = 10*z^3 - 289/90*z + 1
*
9/5 | 0.070011560037737734670549716549752260197 | 0.012355504428322461447085716690814327725
f(z) = 10/9*z^3 - 289/90*z + 1
*
[ 8/11 ] 
f(z) = 11/2*z^3 - 289/88*z + 1
*
[ 2/7 ] 
f(z) = 11/2*z^3 - 289/98*z + 1
*
-5/4 | 0.11459597749994006311069233089277706342 | 0.020199091802691043462232147489845282161
f(z) = 11/5*z^3 - 291/80*z + 1
*
[ 1/4 ] 
f(z) = 11/6*z^3 - 299/96*z + 1
*
[ 2/9 ] 
f(z) = 11/8*z^3 - 289/81*z + 1
*
-16/11 | 0.088522932983151863595459755373205628103 | 0.015622355649436650471618834942737724798
f(z) = 11/8*z^3 - 289/88*z + 1
*
[ 2/7 ] 
f(z) = 13/2*z^3 - 297/98*z + 1
*
[ 2/9 ] 
f(z) = 13/8*z^3 - 290/81*z + 1
*
[ 5/3 ] 
f(z) = 13/10*z^3 - 289/90*z + 1
*
[ 13/7 ] 
f(z) = 14/13*z^3 - 296/91*z + 1
*
[ 4/3 ] 
f(z) = 15/7*z^3 - 299/84*z + 1
*
[ -5/4 ] 
f(z) = 17/5*z^3 - 281/80*z + 1
*
3/4 | 0.14179341361198191840115593541007910737 | 0.025148012483708636267391448241172382522
f(z) = 17/6*z^3 - 281/96*z + 1
*
[ -3/2 ] 
f(z) = 17/8*z^3 - 299/96*z + 1
*
[ 2/9 ] 
f(z) = 17/8*z^3 - 292/81*z + 1
*
[ -5/3 ] 
f(z) = 17/10*z^3 - 281/90*z + 1
*
10/9 | 0.12996597341716237078423276338754796163 | 0.022799273730878662623559880535716920477
f(z) = 18/11*z^3 - 299/99*z + 1
*
[ -3/4 ] 
f(z) = 19/2*z^3 - 289/96*z + 1
*
[ 2/7 ] 
f(z) = 19/4*z^3 - 283/98*z + 1
*
[ 2/9 ] 
f(z) = 19/8*z^3 - 293/81*z + 1
*
[ 7/4 ] 
f(z) = z^3 - 295/112*z + 1
*
36/5 | 0.13633383901661571570610722832516293688 | 0.019237883533509155718435420917227551024
f(z) = 1/16*z^3 - 299/100*z + 1
*
-5/3 | 0.14764237516679030424029751714730706991 | 0.026136138870912832933996358629997260133
f(z) = 2/13*z^3 - 284/117*z + 1
*
[ -6 ] 
f(z) = 2/19*z^3 - 299/114*z + 1
*
-7/3 | 0.091925747137841649537780321906292783201 | 0.016135551813496547885404227679668956946
f(z) = 3/5*z^3 - 298/105*z + 1
*
[ 7/3 ] 
f(z) = 3/5*z^3 - 283/105*z + 1
*
[ 4/5 ] 
f(z) = 4*z^3 - 281/100*z + 1
*
-4/3 | 0.16641675316522959682066145689605166035 | 0.029478047740507903924201263152833892183
f(z) = 4/3*z^3 - 283/108*z + 1
*
[ 4/3 ] 
f(z) = 5/3*z^3 - 293/108*z + 1
*
-7/4 | 0.15112695550644502973453715663798703105 | 0.026606049834918130415243156281856648711
f(z) = 5/7*z^3 - 293/112*z + 1
*
-5/3 | 0.16867135850627391265490419862779343119 | 0.029712642890885503454958424096331281634
f(z) = 6/7*z^3 - 292/105*z + 1
*
-15/7 | 0.12961488504281045630225895613837990293 | 0.022988068797404395011310911766001425784
f(z) = 7/15*z^3 - 281/105*z + 1
*
[ -4/5 ] 
f(z) = 8*z^3 - 287/100*z + 1
*
[ 4/15 ] 
f(z) = 9/4*z^3 - 291/100*z + 1
*
[ 4/15 ] 
f(z) = 9/8*z^3 - 283/100*z + 1
*
-7/3 | 0.15731881383010587188166862333111125087 | 0.027663002558069364559316604861834886904
f(z) = 9/16*z^3 - 295/112*z + 1
*
6/5 | 0.16838767947973936542469287914456697983 | 0.029771556450561953302100308460995891840
f(z) = 10/7*z^3 - 286/105*z + 1
*
2/5 | 0.14244164508955906843942211732397756330 | 0.025107267536435511920244925368715046763
f(z) = 10/11*z^3 - 291/110*z + 1
*
0 | 0.16891324479476097505156005095856920392 | 0.029773245210998671335700877971802993577
f(z) = 11/10*z^3 - 291/110*z + 1
*
0 | 0.15426014950046362694142089705503631844 | 0.027359071670227464478473636549198840450
f(z) = 11/10*z^3 - 281/110*z + 1
*
[ 9/13 ] 
f(z) = 13/3*z^3 - 295/117*z + 1
*
0 | 0.17027609689958145914376663849064553780 | 0.029905884707703827163344800558681328894
f(z) = 13/8*z^3 - 297/104*z + 1
*
0 | 0.16465338640436968064517121458306872016 | 0.029202381911144637388063534118961469200
f(z) = 13/8*z^3 - 281/104*z + 1
*
4/3 | 0.15344716526934837505707973125846847365 | 0.027080058335752301467338823666421456278
f(z) = 13/12*z^3 - 289/108*z + 1
*
[ 5/7 ] 
f(z) = 14/3*z^3 - 292/105*z + 1
*
3/7 | 0.077392787236725017191124559520690848159 | 0.013576625439814841915850933527163389881
f(z) = 14/5*z^3 - 299/105*z + 1
*
[ -15/7 ] 
f(z) = 14/15*z^3 - 296/105*z + 1
*
[ 4/9 ] 
f(z) = 15/2*z^3 - 295/108*z + 1
*
0 | 0.16246378934376436214259309229739937948 | 0.028814042193440420763450976854580109308
f(z) = 15/7*z^3 - 281/105*z + 1
*
14/15 | 0.21800720951431806744064700332530728688 | 0.028208524971310748895032343404859385536
f(z) = 15/8*z^3 - 284/105*z + 1
*
2/5 | 0.16954553745748235582391909562881277965 | 0.029742516573431286256504402250781098709
f(z) = 15/11*z^3 - 299/110*z + 1
*
[ 7/4 ] 
f(z) = 16/15*z^3 - 298/105*z + 1
*
[ 7/4 ] 
f(z) = 16/17*z^3 - 292/119*z + 1
*
[ 6/17 ] 
f(z) = 17/2*z^3 - 295/102*z + 1
*
[ 4/5 ] 
f(z) = 17/4*z^3 - 297/100*z + 1
*
0 | 0.15982705428665320566486927440277704295 | 0.028104052553784777019553889023420340448
f(z) = 17/6*z^3 - 295/102*z + 1
*
-7/3 | 0.15676966699711507281400175771807474413 | 0.027666407001435554247760839053698631507
f(z) = 1/2*z^3 - 289/126*z + 1
*
5/2 | 0.099902443829415116113344454646341365435 | 0.017587923942808291098283049363738624014
f(z) = 1/6*z^3 - 293/120*z + 1
*
[ 14/3 ] 
f(z) = 1/7*z^3 - 293/126*z + 1
*
9/2 | 0.12354166196874946277942348836170442022 | 0.021883415823169548160252139327528837448
f(z) = 1/10*z^3 - 283/120*z + 1
*
-14/3 | 0.093391253604449809419870078125806060640 | 0.016421955038074426206307850759063442735
f(z) = 1/14*z^3 - 295/126*z + 1
*
-10/3 | 0.11714912893485830504250312279957305802 | 0.020674251231490362186760567261751418179
f(z) = 1/14*z^3 - 289/126*z + 1
*
9/4 | 0.13204895144188681823509538098987952478 | 0.023390345146459938118064047403245597156
f(z) = 2/5*z^3 - 283/120*z + 1
*
[ 15/4 ] 
f(z) = 2/9*z^3 - 287/120*z + 1
*
3/2 | 0.090187232073173350564760705838791320288 | 0.015995310221205061890523401934531508623
f(z) = 3/10*z^3 - 281/120*z + 1
*
4/3 | 0.16373372157750727415066626640150770786 | 0.028791002478141127489128443011119205685
f(z) = 3/11*z^3 - 295/132*z + 1
*
[ -5/3 ] 
f(z) = 4/3*z^3 - 284/135*z + 1
*
[ 3/10 ] 
f(z) = 5/18*z^3 - 283/120*z + 1
*
[ 5/12 ] 
f(z) = 6*z^3 - 293/120*z + 1
*
[ 5/2 ] 
f(z) = 6/13*z^3 - 297/130*z + 1
*
[ 7/4 ] 
f(z) = 8/9*z^3 - 289/126*z + 1
*
-15/8 | 0.067674466660334988026543082145912402416 | 0.012002520350202041837722660849162413338
f(z) = 8/15*z^3 - 281/120*z + 1
*
-3/2 | 0.13292916266421034039171689713462315309 | 0.023546260389005391399007463178613711729
f(z) = 9/10*z^3 - 283/120*z + 1
*
-3/2 | 0.14678082299797629230471580927930214142 | 0.025935380199489721346525331387841078202
f(z) = 9/11*z^3 - 287/132*z + 1
*
[ 4/11 ] 
f(z) = 11/3*z^3 - 295/132*z + 1
*
-12/11 | 0.082915103894608330041917617271393032861 | 0.014545377535469492571232198992813787428
f(z) = 11/6*z^3 - 299/132*z + 1
*
[ 1/3 ] 
f(z) = 11/15*z^3 - 281/135*z + 1
*
-4/3 | 0.15033218285978580413098626317507327098 | 0.026530332277159241975232462106139791984
f(z) = 12/11*z^3 - 289/132*z + 1
*
0 | 0.15678385348406032294668677227272233690 | 0.027702861764893211943972396902368682938
f(z) = 12/11*z^3 - 287/132*z + 1
*
[ 10/13 ] 
f(z) = 13/4*z^3 - 289/130*z + 1
*
[ 1/3 ] 
f(z) = 13/15*z^3 - 283/135*z + 1
*
[ 5/3 ] 
f(z) = 14/15*z^3 - 296/135*z + 1
*
[ 1/3 ] 
f(z) = 14/15*z^3 - 284/135*z + 1
*
[ 10/9 ] 
f(z) = 15/8*z^3 - 299/135*z + 1
*
[ 4/3 ] 
f(z) = 15/11*z^3 - 287/132*z + 1
*
0 | 0.11710020481824133037173357203980644090 | 0.020615606756799787508724953955023379148
f(z) = 16/15*z^3 - 293/120*z + 1
*
[ 1/3 ] 
f(z) = 16/15*z^3 - 286/135*z + 1
*
[ 7/4 ] 
f(z) = 16/19*z^3 - 286/133*z + 1
*
[ 8/17 ] 
f(z) = 17/4*z^3 - 281/136*z + 1
*
0 | 0.16738434270254619615773263278350134246 | 0.029398000928393592096879597726797786825
f(z) = 17/8*z^3 - 297/136*z + 1
*
[ 1/3 ] 
f(z) = 17/15*z^3 - 287/135*z + 1
*
[ 3/4 ] 
f(z) = 18/5*z^3 - 283/120*z + 1
*
[ -3/2 ] 
f(z) = 19/11*z^3 - 293/132*z + 1
*
[ 1/3 ] 
f(z) = 19/15*z^3 - 289/135*z + 1
*
-8/5 | 0.11921965715331387182164689205958586769 | 0.021039654038659705335258969792276206283
f(z) = 1/6*z^3 - 289/150*z + 1
*
9/4 | 0.061356376774604231458472523157458023422 | 0.010828054460375083194139256686983020219
f(z) = 1/9*z^3 - 289/144*z + 1
*
6/5 | 0.14488974094178318735625002918187229063 | 0.022733794274490547027678199676721079871
f(z) = 1/12*z^3 - 293/150*z + 1
*
[ 1/3 ] 
f(z) = 1/16*z^3 - 289/144*z + 1
*
[ 6/5 ] 
f(z) = 3/2*z^3 - 299/150*z + 1
*
[ 5/2 ] 
f(z) = 3/7*z^3 - 291/140*z + 1
*
[ 7/4 ] 
f(z) = 4/5*z^3 - 283/140*z + 1
*
-3/2 | 0.10414278161676178475328235046555981730 | 0.018334439599852812371356607841010868034
f(z) = 5/4*z^3 - 293/144*z + 1
*
[ 1/3 ] 
f(z) = 5/16*z^3 - 293/144*z + 1
*
[ 3/5 ] 
f(z) = 7/2*z^3 - 289/150*z + 1
*
[ 2/5 ] 
f(z) = 7/3*z^3 - 281/150*z + 1
*
[ 1/3 ] 
f(z) = 7/16*z^3 - 295/144*z + 1
*
[ 2/5 ] 
f(z) = 8/3*z^3 - 289/150*z + 1
*
19/8 | 0.16690781040905438575216176051654552297 | 0.029455566902367136515682693851987492625
f(z) = 8/19*z^3 - 289/152*z + 1
*
[ -16/9 ] 
f(z) = 9/8*z^3 - 287/144*z + 1
*
-3/2 | 0.15606160547926330297091269059042376947 | 0.027441934543515540701197317950564150382
f(z) = 9/13*z^3 - 295/156*z + 1
*
[ 3/7 ] 
f(z) = 10/3*z^3 - 286/147*z + 1
*
[ 3/7 ] 
f(z) = 11/3*z^3 - 295/147*z + 1
*
7/11 | 0.15251228215712222942928616149054127832 | 0.026882353600336821251198927713507019433
f(z) = 11/14*z^3 - 291/154*z + 1
*
[ 1/3 ] 
f(z) = 11/16*z^3 - 299/144*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.028066407068765798473175468846088685006
f(z) = 12/13*z^3 - 295/156*z + 1
*
3/4 | 0.14439985849750748564673634895350515268 | 0.025483407170950118735857004581219355460
f(z) = 12/13*z^3 - 289/156*z + 1
*
0 | 0.15987731380936383422052132663269633317 | 0.028249459529029538340057668272760449051
f(z) = 12/13*z^3 - 287/156*z + 1
*
[ 6/5 ] 
f(z) = 13/9*z^3 - 287/150*z + 1
*
[ 4/3 ] 
f(z) = 15/13*z^3 - 281/156*z + 1
*
[ 3/8 ] 
f(z) = 16/13*z^3 - 287/156*z + 1
*
[ 2/5 ] 
f(z) = 17/6*z^3 - 293/150*z + 1
*
[ 6/5 ] 
f(z) = 17/12*z^3 - 281/150*z + 1
*
[ 6/7 ] 
f(z) = 19/8*z^3 - 281/147*z + 1
*
[ 7/5 ] 
f(z) = z^3 - 293/175*z + 1
*
-7/2 | 0.16192315855611562548391352476099250807 | 0.028472632359063111883862050946949220876
f(z) = 1/6*z^3 - 295/168*z + 1
*
-14/5 | 0.22979654610234933401602665155862295781 | 0.029733978172053754159876396068222922069
f(z) = 1/8*z^3 - 284/175*z + 1
*
[ -8/3 ] 
f(z) = 3/7*z^3 - 281/168*z + 1
*
-1/2 | 0.11143398651399176603529094449184142255 | 0.019665653973388301617330620676923559399
f(z) = 3/14*z^3 - 289/168*z + 1
*
-21/10 | 0.078220426074320755063404907662282680739 | 0.013872916952129874570853369932251869356
f(z) = 5/8*z^3 - 281/160*z + 1
*
11/14 | 0.12950058450714648412362771138964506380 | 0.022854012172931682718869930322523439554
f(z) = 7/6*z^3 - 289/168*z + 1
*
0 | 0.16808700657097810750455152743829679340 | 0.029773906232498286270414098885388239734
f(z) = 8/7*z^3 - 283/168*z + 1
*
-3/2 | 0.12404628201118386742505771405404245790 | 0.021760812191918562731858533154964815066
f(z) = 9/14*z^3 - 299/168*z + 1
*
19/9 | 0.16659396877033889988087256716776833974 | 0.029400180738212945188184911617527214825
f(z) = 9/19*z^3 - 289/171*z + 1
*
[ -7/5 ] 
f(z) = 12/7*z^3 - 288/175*z + 1
*
[ 5/4 ] 
f(z) = 13/10*z^3 - 293/160*z + 1
*
[ 3/2 ] 
f(z) = 13/14*z^3 - 295/168*z + 1
*
[ 19/12 ] 
f(z) = 16/19*z^3 - 298/171*z + 1
*
-5/4 | 0.14450824853470923046688629497445610675 | 0.025380233037288085907637056914513179331
f(z) = 17/10*z^3 - 297/160*z + 1
*
[ 3/4 ] 
f(z) = 18/7*z^3 - 299/168*z + 1
*
[ 7/15 ] 
f(z) = 18/7*z^3 - 298/175*z + 1
*
[ -20/3 ] 
f(z) = 1/16*z^3 - 293/180*z + 1
*
5/3 | 0.13046389786027740817010083890559218353 | 0.022886622098896779231285663957542887542
f(z) = 4/11*z^3 - 299/198*z + 1
*
4/5 | 0.079574331827819027902531314801042649080 | 0.014043123860537649851393442571326232857
f(z) = 5/9*z^3 - 289/180*z + 1
*
[ 2/5 ] 
f(z) = 5/19*z^3 - 293/190*z + 1
*
[ 4/7 ] 
f(z) = 9/4*z^3 - 291/196*z + 1
*
[ 4/9 ] 
f(z) = 9/5*z^3 - 289/180*z + 1
*
[ -11/6 ] 
f(z) = 10/11*z^3 - 299/198*z + 1
*
[ 9/11 ] 
f(z) = 11/6*z^3 - 287/198*z + 1
*
0 | 0.14225848049429720875566555052005883521 | 0.025198798797254614097096755436454881973
f(z) = 11/18*z^3 - 283/198*z + 1
*
[ 3/2 ] 
f(z) = 13/16*z^3 - 287/192*z + 1
*
[ 7/9 ] 
f(z) = 15/7*z^3 - 299/189*z + 1
*
[ 4/7 ] 
f(z) = 17/8*z^3 - 283/196*z + 1
*
[ 4/7 ] 
f(z) = 19/8*z^3 - 299/196*z + 1
*
[ -4/3 ] 
f(z) = 19/10*z^3 - 293/180*z + 1
*
-7/2 | 0.10187618566354546351498610127889284706 | 0.018045725610504803555903810886564175036
f(z) = 2/15*z^3 - 283/210*z + 1
*
[ 8/9 ] 
f(z) = 3/2*z^3 - 283/216*z + 1
*
[ 7/5 ] 
f(z) = 5/6*z^3 - 283/210*z + 1
*
6/5 | 0.14989998243701654612932062912939706920 | 0.026552367802732174762526084568580952605
f(z) = 5/14*z^3 - 283/210*z + 1
*
[ 3/2 ] 
f(z) = 13/17*z^3 - 283/204*z + 1
*
0 | 0.14419360971765367912697809311920133115 | 0.025355061466357007820154722662405880676
f(z) = 16/13*z^3 - 295/208*z + 1
*
[ -8/5 ] 
f(z) = 19/16*z^3 - 283/200*z + 1
*
[ -9/5 ] 
f(z) = 8/9*z^3 - 298/225*z + 1
*
[ -7/4 ] 
f(z) = 13/14*z^3 - 285/224*z + 1
*
-25/12 | 0.16715269035213710862675626949222243593 | 0.029498782840128487115431952801227990314
f(z) = 3/5*z^3 - 289/240*z + 1
*
-23/8 | 0.11262430673909241935560298885842855062 | 0.019875719379792979911268490004222525711
f(z) = 4/15*z^3 - 289/240*z + 1
*
-9/7 | 0.13776003747122339728555997044372318865 | 0.024166546988427115405656043387438180518
f(z) = 7/12*z^3 - 299/252*z + 1
*
[ 5/7 ] 
f(z) = 8/5*z^3 - 298/245*z + 1
*
[ 4/3 ] 
f(z) = 11/14*z^3 - 289/252*z + 1
*
-23/16 | 0.070879611878172643267257653823297938044 | 0.012508696534779250194514331988998670171
f(z) = 16/15*z^3 - 289/240*z + 1
*
11/12 | 0.16316824175904405060167574690578024446 | 0.028795615074550223738100624061991438348
f(z) = 6/11*z^3 - 289/264*z + 1
*
[ -7/3 ] 
f(z) = 6/13*z^3 - 296/273*z + 1
*
[ 5/8 ] 
f(z) = 16/13*z^3 - 281/260*z + 1
*
[ 2/3 ] 
f(z) = 19/15*z^3 - 287/270*z + 1
*
3/10 | 0.16560530289729256986278190471821924078 | 0.029225702901039043839741665702816516278
f(z) = 5/14*z^3 - 289/280*z + 1
*
-11/9 | 0.14612882807664664816737351412181033006 | 0.025664858218527855212738564272655118355
f(z) = 6/11*z^3 - 296/297*z + 1
*
-8/7 | 0.15492815530302473279773195825213869357 | 0.027308183935068825277863351380440293888
f(z) = 7/10*z^3 - 291/280*z + 1
*
-1/14 | 0.16786132927604776565229060210416306458 | 0.029771332085408355791249033980510042205
f(z) = 7/10*z^3 - 281/280*z + 1
*
[ 5/8 ] 
f(z) = 8/7*z^3 - 293/280*z + 1
*
[ 6/7 ] 
f(z) = 10/9*z^3 - 289/294*z + 1
*
[ 6/7 ] 
f(z) = 13/12*z^3 - 283/294*z + 1
*
[ 12 ] 
f(z) = 1/6*z^3 - 277/12*z + 1
*
[ -12 ] 
f(z) = 1/6*z^3 - 275/12*z + 1
*
0 | 0.13321967143305044015994121978580016095 | 0.023780229533248448813699454319151131278
f(z) = 1/15*z^3 - 271/15*z + 1
*
0 | 0.075537320551171525713846505938941598612 | 0.013466030904373386235951036701383694035
f(z) = 1/16*z^3 - 273/16*z + 1
*
[ -17 ] 
f(z) = 1/17*z^3 - 271/17*z + 1
*
-1/2 | 0.14267491531719370085836287716831713723 | 0.025468027344480611048469618843814479632
f(z) = 2/9*z^3 - 271/18*z + 1
*
1/6 | 0.13916215982962224454735795465018866255 | 0.024744261495722785845534164438038339660
f(z) = 3*z^3 - 277/12*z + 1
*
-4 | 0.15341709651537128594139740298337409032 | 0.027495434599874139551174335189653486241
f(z) = 4/3*z^3 - 265/12*z + 1
*
[ 17/2 ] 
f(z) = 4/17*z^3 - 274/17*z + 1
*
[ -17/2 ] 
f(z) = 4/17*z^3 - 270/17*z + 1
*
[ 6 ] 
f(z) = 5/4*z^3 - 265/6*z + 1
*
[ -6 ] 
f(z) = 5/4*z^3 - 263/6*z + 1
*
[ -8 ] 
f(z) = 9/16*z^3 - 279/8*z + 1
*
[ 17/3 ] 
f(z) = 9/17*z^3 - 275/17*z + 1
*
[ -17/3 ] 
f(z) = 9/17*z^3 - 269/17*z + 1
*
[ 3 ] 
f(z) = 10*z^3 - 268/3*z + 1
*
[ -3 ] 
f(z) = 10*z^3 - 266/3*z + 1
*
[ -3/2 ] 
f(z) = 11*z^3 - 277/12*z + 1
*
[ -3 ] 
f(z) = 11/5*z^3 - 277/15*z + 1
*
[ 5 ] 
f(z) = 11/5*z^3 - 271/5*z + 1
*
[ -5 ] 
f(z) = 11/5*z^3 - 269/5*z + 1
*
[ 5 ] 
f(z) = 11/10*z^3 - 267/10*z + 1
*
[ -5 ] 
f(z) = 11/10*z^3 - 263/10*z + 1
*
[ 5 ] 
f(z) = 11/15*z^3 - 263/15*z + 1
*
4/3 | 0.12809186243944459867368754074676340958 | 0.022956642424313841768603254418467748189
f(z) = 12*z^3 - 265/12*z + 1
*
0 | 0.083266869531553255620010446889513502723 | 0.014843976861248790293581436622445676284
f(z) = 16*z^3 - 273/16*z + 1
*
0 | 0.15221556008021366839407190436144461699 | 0.027171069544774713303731557638583984436
f(z) = 16*z^3 - 271/16*z + 1
*
[ 17/4 ] 
f(z) = 16/17*z^3 - 276/17*z + 1
*
[ -17/4 ] 
f(z) = 16/17*z^3 - 268/17*z + 1
*
[ 4 ] 
f(z) = 17/4*z^3 - 269/4*z + 1
*
[ -4 ] 
f(z) = 17/4*z^3 - 267/4*z + 1
*
-4 | 0.11690634192175988458354567992246586770 | 0.020895866469179648987223137169361001442
f(z) = 17/12*z^3 - 269/12*z + 1
*
[ 4 ] 
f(z) = 17/12*z^3 - 263/12*z + 1
*
-17/18 | 0.14109115065460159465830315048440197058 | 0.024407094047531554746077087828234841146
f(z) = 18*z^3 - 271/18*z + 1
*
-8 | 0.16112862254779318711472243631728134145 | 0.028650092637607433816347332753500855327
f(z) = 1/6*z^3 - 277/24*z + 1
*
-10 | 0.16646616404318468556411310260937813022 | 0.026351404830779918562679337774125052582
f(z) = 1/12*z^3 - 277/30*z + 1
*
-1/4 | 0.15653145083914880371001287452217095526 | 0.028053589639796176076002180147494583157
f(z) = 2/3*z^3 - 265/24*z + 1
*
-8/3 | 0.14759544856091132958036676096274107527 | 0.026346361667804541765667410560907653447
f(z) = 3/2*z^3 - 271/24*z + 1
*
-1/6 | 0.15689043456244000877962292391040803960 | 0.028117926755478610462917575584213408011
f(z) = 3/2*z^3 - 265/24*z + 1
*
-10/3 | 0.16843449154292126678603475861289639201 | 0.026755738598560008287158586450501523010
f(z) = 3/4*z^3 - 271/30*z + 1
*
-4/3 | 0.15752462552880607937461775115488441837 | 0.028231586553738462010068330213462704478
f(z) = 4*z^3 - 265/36*z + 1
*
-9/4 | 0.13163169990398590436548236444256308344 | 0.023623126558211869236714562008869649678
f(z) = 4/3*z^3 - 263/36*z + 1
*
4 | 0.083837119877981158747265676412297345969 | 0.015066369379768066800115886015933058193
f(z) = 4/5*z^3 - 261/20*z + 1
*
4 | 0.12464028542616960539169918024520297917 | 0.022338050284386184254211602189667958199
f(z) = 4/9*z^3 - 265/36*z + 1
*
[ 6 ] 
f(z) = 4/15*z^3 - 263/30*z + 1
*
2/5 | 0.11269558302049697696261238758332065518 | 0.020224778850281023284799253655000068628
f(z) = 5/3*z^3 - 263/30*z + 1
*
[ -4 ] 
f(z) = 5/9*z^3 - 275/36*z + 1
*
[ 1/12 ] 
f(z) = 6*z^3 - 265/24*z + 1
*
-1/6 | 0.11371279833495001779487632120450089026 | 0.020298176809661758189036672013416076397
f(z) = 6/5*z^3 - 271/30*z + 1
*
4/7 | 0.15745660034990479620049989508772773214 | 0.022460712637366067590308136977836835834
f(z) = 7/16*z^3 - 277/28*z + 1
*
15/8 | 0.10860193282349347183796593602263540833 | 0.019463654372243369979426979935508429987
f(z) = 8/3*z^3 - 265/24*z + 1
*
5/2 | 0.15731765119111732555091167988388328608 | 0.028213609608155926244771205463660498163
f(z) = 8/7*z^3 - 264/35*z + 1
*
[ 17/4 ] 
f(z) = 8/17*z^3 - 263/34*z + 1
*
[ 4 ] 
f(z) = 9/10*z^3 - 273/20*z + 1
*
[ -4 ] 
f(z) = 9/10*z^3 - 263/20*z + 1
*
[ 4 ] 
f(z) = 9/14*z^3 - 267/28*z + 1
*
[ 1/10 ] 
f(z) = 10/3*z^3 - 271/30*z + 1
*
-3 | 0.17292760877049018216279128395525293993 | 0.025923199892356957137595528340562026171
f(z) = 10/9*z^3 - 263/30*z + 1
*
[ 5/2 ] 
f(z) = 11/5*z^3 - 263/20*z + 1
*
[ -3 ] 
f(z) = 11/7*z^3 - 269/21*z + 1
*
[ -3 ] 
f(z) = 11/8*z^3 - 265/24*z + 1
*
[ 3 ] 
f(z) = 11/10*z^3 - 277/30*z + 1
*
[ 3 ] 
f(z) = 11/13*z^3 - 271/39*z + 1
*
[ -3 ] 
f(z) = 12/11*z^3 - 280/33*z + 1
*
1/6 | 0.099320456292174434224019320152152429189 | 0.017694314900659742303061922365292733387
f(z) = 12/13*z^3 - 274/39*z + 1
*
[ -3 ] 
f(z) = 12/13*z^3 - 272/39*z + 1
*
0 | 0.15345136063202392762690041564353556434 | 0.027557806548854214771518938461496674549
f(z) = 13/3*z^3 - 262/39*z + 1
*
[ 5/7 ] 
f(z) = 14*z^3 - 264/35*z + 1
*
9/8 | 0.12787646600688091693740150599637623369 | 0.022766900018411976055738611263712276929
f(z) = 16/3*z^3 - 275/36*z + 1
*
[ 2/17 ] 
f(z) = 17*z^3 - 263/34*z + 1
*
[ 4/3 ] 
f(z) = 17/4*z^3 - 263/36*z + 1
*
3/2 | 0.091530566747866795511292896558814793233 | 0.016426424362876758242220678669458881846
f(z) = 18/5*z^3 - 263/30*z + 1
*
[ 17/6 ] 
f(z) = 18/17*z^3 - 267/34*z + 1
*
[ -7/2 ] 
f(z) = 1/2*z^3 - 271/56*z + 1
*
6 | 0.16542739506974615664878640914795003972 | 0.029647922073091902340836959818637203983
f(z) = 1/7*z^3 - 265/42*z + 1
*
[ -7 ] 
f(z) = 1/8*z^3 - 279/56*z + 1
*
8 | 0.10652479541699205695934433076282144771 | 0.019117345787973305359515379748304162875
f(z) = 1/14*z^3 - 263/56*z + 1
*
-5/3 | 0.16439827441622408928818149412984517598 | 0.029404159764507764583753033712592866574
f(z) = 2*z^3 - 268/45*z + 1
*
[ 1/6 ] 
f(z) = 2/3*z^3 - 271/54*z + 1
*
-2/3 | 0.068729155949870951164829931098286994953 | 0.012220651140267192602295756904830225718
f(z) = 3/14*z^3 - 277/42*z + 1
*
[ -6 ] 
f(z) = 3/14*z^3 - 275/42*z + 1
*
2 | 0.081592691135271785789932491834819073315 | 0.014623054104747841455235172803625143044
f(z) = 4/3*z^3 - 265/48*z + 1
*
1/6 | 0.15323677679296010138179888803687410074 | 0.027353360700210447402318647217517601480
f(z) = 4/5*z^3 - 271/45*z + 1
*
4 | 0.14568061072971228035069397897068517608 | 0.026038985900302150394375539757725643444
f(z) = 4/13*z^3 - 269/52*z + 1
*
-8/5 | 0.10622931684965562039363525680894689262 | 0.018962346256157135082712385358737247766
f(z) = 5/2*z^3 - 271/40*z + 1
*
-9/5 | 0.13295249186121505008592131660741021829 | 0.023860160916846233961340748342097350008
f(z) = 5/3*z^3 - 263/45*z + 1
*
1/5 | 0.14477821350739086675622874294926503197 | 0.025843474252596509403309890354587663644
f(z) = 5/9*z^3 - 271/45*z + 1
*
1/5 | 0.14276713605525685020956757631322116943 | 0.025401593136549362065006978353033220256
f(z) = 5/11*z^3 - 276/55*z + 1
*
0 | 0.13384217932022680453805123134093852459 | 0.023954935157396184926873992506501482762
f(z) = 5/11*z^3 - 267/55*z + 1
*
[ -4 ] 
f(z) = 5/11*z^3 - 265/44*z + 1
*
0 | 0.14971997948138767398894886386637588528 | 0.026725598700863888630654063770440799307
f(z) = 5/16*z^3 - 271/48*z + 1
*
[ -7/6 ] 
f(z) = 6*z^3 - 265/42*z + 1
*
6/7 | 0.12969094131094925574143801212849929473 | 0.022818531035005888902011027552184083082
f(z) = 7*z^3 - 265/42*z + 1
*
-8/7 | 0.12051896786132109597768447559428293230 | 0.021628793311411507520966377401656146442
f(z) = 7/2*z^3 - 263/56*z + 1
*
-7/8 | 0.16875829169815835184945593830499127844 | 0.027643572070892159517807195855651698070
f(z) = 8*z^3 - 279/56*z + 1
*
[ -7/4 ] 
f(z) = 8/3*z^3 - 277/42*z + 1
*
1/6 | 0.13417908908820024819629039798984244206 | 0.023935752190561793864364944389530696093
f(z) = 8/5*z^3 - 272/45*z + 1
*
[ -7/3 ] 
f(z) = 9/8*z^3 - 263/56*z + 1
*
[ 1/6 ] 
f(z) = 9/13*z^3 - 261/52*z + 1
*
-3 | 0.14357482669261248121999974974403917694 | 0.025561808412000114935191204392416486216
f(z) = 9/16*z^3 - 275/48*z + 1
*
[ 1/6 ] 
f(z) = 10/3*z^3 - 275/54*z + 1
*
-7/4 | 0.11613810045707462762469137148438511939 | 0.020758550812917872229888160730507940346
f(z) = 10/7*z^3 - 269/56*z + 1
*
1/5 | 0.096369794616214255656995307637243438742 | 0.017191080504897323989003168136374569590
f(z) = 10/9*z^3 - 272/45*z + 1
*
-11/5 | 0.14029319108859620584677399694158910899 | 0.025026426090226577551620296734665861313
f(z) = 10/11*z^3 - 272/55*z + 1
*
1/5 | 0.15144331149282732870471563082039502588 | 0.026962699540264844658362821371282416342
f(z) = 11/2*z^3 - 261/50*z + 1
*
0 | 0.15557786478773660362565108814704640499 | 0.027771254013370999237975785146628852470
f(z) = 11/5*z^3 - 271/55*z + 1
*
5/3 | 0.068700794602010000598134119382040569001 | 0.012304260771867563548851839480081024715
f(z) = 11/5*z^3 - 266/45*z + 1
*
[ 3 ] 
f(z) = 11/14*z^3 - 269/42*z + 1
*
[ 3 ] 
f(z) = 11/16*z^3 - 265/48*z + 1
*
[ 3 ] 
f(z) = 11/17*z^3 - 263/51*z + 1
*
1/4 | 0.14407743178861430827698513711705352567 | 0.025856685037169465359241619838729312369
f(z) = 12/13*z^3 - 263/52*z + 1
*
[ -3/2 ] 
f(z) = 13/4*z^3 - 271/48*z + 1
*
[ -5/2 ] 
f(z) = 13/10*z^3 - 269/40*z + 1
*
2 | 0.14683381341335507937052835274560538182 | 0.021101516475251109029603111999435929984
f(z) = 13/16*z^3 - 263/52*z + 1
*
[ -3 ] 
f(z) = 13/19*z^3 - 275/57*z + 1
*
[ 1/6 ] 
f(z) = 14/3*z^3 - 277/54*z + 1
*
[ -5/3 ] 
f(z) = 14/5*z^3 - 278/45*z + 1
*
-7/3 | 0.14000143718616106031743361879374676085 | 0.025023889113673026395293058818714205089
f(z) = 15/14*z^3 - 269/42*z + 1
*
7/3 | 0.15721027499796046227407692174848257249 | 0.028213555133277243961024776984249597129
f(z) = 15/14*z^3 - 263/42*z + 1
*
0 | 0.16019043453736994480758393311535745908 | 0.028632475148122882561226155420284041772
f(z) = 15/16*z^3 - 269/48*z + 1
*
0 | 0.12667976153198016693030510732967499183 | 0.022524780798177054658280362533465707822
f(z) = 16/3*z^3 - 277/48*z + 1
*
0 | 0.13649964131045140145144352538420558622 | 0.024365716914411475897672984073815486055
f(z) = 16/3*z^3 - 271/48*z + 1
*
1/6 | 0.14547957952775542712058486070588517892 | 0.025917737270630096856267182255831594254
f(z) = 16/5*z^3 - 274/45*z + 1
*
0 | 0.15956998978088114121016523888700622981 | 0.028409558980812449644194655697784382460
f(z) = 16/7*z^3 - 275/56*z + 1
*
-1/8 | 0.16115552636764551737022935528892491458 | 0.028961260732474102217328441258861116763
f(z) = 16/13*z^3 - 261/52*z + 1
*
-9/4 | 0.11357829906755773216544886150250349745 | 0.020314534707998893683554138361336250283
f(z) = 16/15*z^3 - 268/45*z + 1
*
9/4 | 0.15572795741676981263976659250366515545 | 0.027947532770537333204656251030405999479
f(z) = 16/15*z^3 - 263/45*z + 1
*
[ 3/17 ] 
f(z) = 17*z^3 - 265/51*z + 1
*
0 | 0.15129968580018654024191299959627547600 | 0.027171394603547300906309447293852531513
f(z) = 18/5*z^3 - 262/45*z + 1
*
11/6 | 0.082716201381401602607278066020858930092 | 0.014824409776289023179426424519580072751
f(z) = 1/2*z^3 - 265/72*z + 1
*
[ -7 ] 
f(z) = 1/9*z^3 - 271/63*z + 1
*
[ -7 ] 
f(z) = 1/10*z^3 - 263/70*z + 1
*
[ 7 ] 
f(z) = 1/11*z^3 - 277/77*z + 1
*
-15/2 | 0.13603130719277400134089414456251032170 | 0.024187568236250568063581392628763643422
f(z) = 1/15*z^3 - 277/60*z + 1
*
2 | 0.16708425415773632746736994166784918909 | 0.029825189272136695169045303779623119527
f(z) = 1/15*z^3 - 271/60*z + 1
*
-3/2 | 0.15590545146837968080108960925256350711 | 0.027866576287886196860876179224980187066
f(z) = 1/15*z^3 - 269/60*z + 1
*
8 | 0.12187067066791484441083179034455768133 | 0.021841679520096494097152240539308736176
f(z) = 1/18*z^3 - 265/72*z + 1
*
9/4 | 0.16608640424095553308942474380254104708 | 0.029569729895162434103330712651304209110
f(z) = 2/3*z^3 - 275/72*z + 1
*
5/6 | 0.13908112723034676363194739757204225624 | 0.024729853183660042119813785692910701791
f(z) = 3/5*z^3 - 277/60*z + 1
*
0 | 0.16668054762058366974229091657406027840 | 0.029753126084964013302497645007516534693
f(z) = 3/5*z^3 - 271/60*z + 1
*
4 | 0.14036889141726963161195273475284835475 | 0.025191136247611817739059876534535160037
f(z) = 3/10*z^3 - 263/60*z + 1
*
[ -7/2 ] 
f(z) = 4/9*z^3 - 262/63*z + 1
*
4 | 0.059910080457256517807631442201847723248 | 0.010694182392912693688775784607711882148
f(z) = 4/15*z^3 - 271/60*z + 1
*
-15/4 | 0.11635261592451422992620823143897860321 | 0.020796893356953605634087454451759062280
f(z) = 4/15*z^3 - 269/60*z + 1
*
[ -19/4 ] 
f(z) = 4/19*z^3 - 269/76*z + 1
*
0 | 0.15210354022244009793350146784493992405 | 0.027297081046948998730628491887968465031
f(z) = 5/4*z^3 - 263/60*z + 1
*
-12/5 | 0.099424537150742794511240344049712544045 | 0.017843106377998798780510265663287869681
f(z) = 5/6*z^3 - 263/60*z + 1
*
[ 8/3 ] 
f(z) = 5/8*z^3 - 275/72*z + 1
*
0 | 0.10625190384833535818815080384788010794 | 0.018892527224789200447968350006588486279
f(z) = 5/12*z^3 - 277/60*z + 1
*
[ 1/5 ] 
f(z) = 5/13*z^3 - 261/65*z + 1
*
0 | 0.16049838204108741300514629985587536416 | 0.028803651355337684759165531394422377237
f(z) = 5/14*z^3 - 263/70*z + 1
*
6/5 | 0.20891160971106715901723470055742052400 | 0.029800615673795036047137695929252806776
f(z) = 5/16*z^3 - 277/60*z + 1
*
[ 4 ] 
f(z) = 5/17*z^3 - 269/68*z + 1
*
[ 4 ] 
f(z) = 5/19*z^3 - 263/76*z + 1
*
4/3 | 0.15359454547016214288678191214661319262 | 0.027564662531436303092140738916841743813
f(z) = 6/5*z^3 - 263/60*z + 1
*
[ -5/2 ] 
f(z) = 6/7*z^3 - 277/70*z + 1
*
-1/6 | 0.15770836415297783304017929863097271446 | 0.028264516216984169018891491241818260170
f(z) = 6/11*z^3 - 265/66*z + 1
*
-10/7 | 0.13827613428919409937215351939874234250 | 0.021965097941464606798047610578574433607
f(z) = 7/4*z^3 - 271/70*z + 1
*
[ -18/7 ] 
f(z) = 7/8*z^3 - 277/63*z + 1
*
0 | 0.15149072275715326041065755300795739724 | 0.026988645170016322947307719307098039140
f(z) = 7/9*z^3 - 274/63*z + 1
*
0 | 0.10838961915950284904832370915660924048 | 0.019373585481940741893916496199981824331
f(z) = 7/10*z^3 - 269/70*z + 1
*
[ 3/5 ] 
f(z) = 8*z^3 - 266/75*z + 1
*
[ 8/9 ] 
f(z) = 9/2*z^3 - 265/72*z + 1
*
-3/2 | 0.12166660965476217180208502252402160117 | 0.021834753481717952381854681151014367497
f(z) = 9/5*z^3 - 263/60*z + 1
*
0 | 0.082937951127283454017871701570358984389 | 0.014747100455508566893339506146321595013
f(z) = 9/7*z^3 - 277/63*z + 1
*
-16/9 | 0.11839855546967409054907819309410788036 | 0.021219406523638810877204473772262356511
f(z) = 9/8*z^3 - 265/72*z + 1
*
[ -19/6 ] 
f(z) = 9/19*z^3 - 261/76*z + 1
*
0 | 0.13728249262883883409499411538755647541 | 0.024637239357718316265772030720804849610
f(z) = 10/3*z^3 - 263/60*z + 1
*
2/5 | 0.16362770992643087632758845958727806910 | 0.029405536856528218563373167905895319306
f(z) = 10/7*z^3 - 261/70*z + 1
*
[ 1/5 ] 
f(z) = 10/13*z^3 - 262/65*z + 1
*
[ 6/11 ] 
f(z) = 11*z^3 - 271/66*z + 1
*
3/11 | 0.14797625018872912090928999423377965385 | 0.025104536345654207604616709856259212041
f(z) = 11/2*z^3 - 269/66*z + 1
*
[ 3/2 ] 
f(z) = 11/5*z^3 - 277/60*z + 1
*
0 | 0.16348431648737721758540824180182209417 | 0.029068955832288528265299025940452168645
f(z) = 11/6*z^3 - 277/66*z + 1
*
5/12 | 0.18553165972365083816124561311837666214 | 0.028199509905469466827069532664998461517
f(z) = 12*z^3 - 269/60*z + 1
*
-4/3 | 0.11338546784565442573524167832055761149 | 0.020239747044110267915168016760935479771
f(z) = 12/5*z^3 - 271/60*z + 1
*
0 | 0.12234241758824068763944379479028569976 | 0.021867511885295408342662139479553812424
f(z) = 12/5*z^3 - 269/60*z + 1
*
1/4 | 0.15930237969190211504655777265675991472 | 0.028361914153504069216981528560086924992
f(z) = 12/17*z^3 - 275/68*z + 1
*
6/13 | 0.17330930471062126139620222997817408266 | 0.027825158310019203843659805141421761617
f(z) = 13/2*z^3 - 277/78*z + 1
*
[ 3/13 ] 
f(z) = 13/6*z^3 - 269/78*z + 1
*
6/13 | 0.18405264170839680135915970523177807143 | 0.029341025101612152747359277270189098644
f(z) = 13/12*z^3 - 265/78*z + 1
*
[ 3/13 ] 
f(z) = 13/18*z^3 - 263/78*z + 1
*
0 | 0.12158736560111397859938184127056053872 | 0.021703817696251774723416305191950814525
f(z) = 14/5*z^3 - 271/70*z + 1
*
-4/5 | 0.14170722535042243905543191518909000017 | 0.023195528324995714473661022974320003374
f(z) = 15/2*z^3 - 263/60*z + 1
*
0 | 0.14774027909641808736052842185281701770 | 0.026269526887830564587343487585020821771
f(z) = 15/4*z^3 - 277/60*z + 1
*
0 | 0.16473696433111284421485110998872355622 | 0.029406188907868289977501901421977255429
f(z) = 15/4*z^3 - 271/60*z + 1
*
0 | 0.16742021968221290168447935618981475453 | 0.029924728609347450980340379023392171903
f(z) = 15/4*z^3 - 269/60*z + 1
*
2/5 | 0.14118994812432606164452037478146653548 | 0.025236323832378673821301388384712501823
f(z) = 15/7*z^3 - 269/70*z + 1
*
0 | 0.12158781843457370869517791089110633667 | 0.021619388328860504958313552994211025425
f(z) = 15/11*z^3 - 277/66*z + 1
*
[ 1/5 ] 
f(z) = 15/13*z^3 - 263/65*z + 1
*
0 | 0.12546842907398908975733009539562975137 | 0.022396602622271188862682175308355250766
f(z) = 15/14*z^3 - 271/70*z + 1
*
4/5 | 0.19317591281427477292647800416552437412 | 0.027642314182545433858194517227702361129
f(z) = 15/16*z^3 - 271/60*z + 1
*
2 | 0.10720245734612460518245995248647982108 | 0.019136055619986046606068676385357311108
f(z) = 16/15*z^3 - 271/60*z + 1
*
0 | 0.15406216360872283407891543802359111386 | 0.027648583064835113682699624391400376644
f(z) = 17/15*z^3 - 263/60*z + 1
*
2 | 0.20516775392949171113436975769264680664 | 0.029358274702181698139008845682871288337
f(z) = 17/16*z^3 - 271/68*z + 1
*
-3/2 | 0.16392836480299293963502430605393167778 | 0.029379265648228488442290409578901648847
f(z) = 18/11*z^3 - 265/66*z + 1
*
0 | 0.13035300109069300576267137519712889199 | 0.023177915244268603080466665607628577188
f(z) = 18/13*z^3 - 277/78*z + 1
*
-6/5 | 0.21506985766370944315194704375417879584 | 0.028025224395422943006570636528425862528
f(z) = 19/8*z^3 - 269/75*z + 1
*
-2 | 0.16417490499727501537004438116761506068 | 0.023593608189349728201024881957993580812
f(z) = 19/16*z^3 - 263/76*z + 1
*
-9/2 | 0.15810861372952124480183603218479302837 | 0.028223002543293689736674367795123226927
f(z) = 1/7*z^3 - 271/84*z + 1
*
[ 7 ] 
f(z) = 1/12*z^3 - 271/84*z + 1
*
[ 7 ] 
f(z) = 1/13*z^3 - 265/91*z + 1
*
[ 2/7 ] 
f(z) = 2*z^3 - 261/98*z + 1
*
3/8 | 0.12524215137568785559762821860381066873 | 0.022445916788372668915969909002194838343
f(z) = 2/3*z^3 - 265/96*z + 1
*
[ 1/4 ] 
f(z) = 2/11*z^3 - 265/88*z + 1
*
-7/6 | 0.12600164334884030136611987532072884092 | 0.022491783444367261604302444025652116492
f(z) = 3*z^3 - 271/84*z + 1
*
[ 2/7 ] 
f(z) = 3*z^3 - 269/98*z + 1
*
[ -5/2 ] 
f(z) = 3/4*z^3 - 263/80*z + 1
*
-19/6 | 0.067048634058319259381000385121274737619 | 0.012016466056484796499167750251824006624
f(z) = 3/8*z^3 - 265/96*z + 1
*
[ -5 ] 
f(z) = 3/16*z^3 - 279/80*z + 1
*
[ 14/3 ] 
f(z) = 3/16*z^3 - 277/84*z + 1
*
[ -5 ] 
f(z) = 3/17*z^3 - 273/85*z + 1
*
[ -5 ] 
f(z) = 3/19*z^3 - 261/95*z + 1
*
[ 2/7 ] 
f(z) = 4*z^3 - 277/98*z + 1
*
[ 7/2 ] 
f(z) = 4/13*z^3 - 278/91*z + 1
*
2/3 | 0.13685521163382277331511489858949339989 | 0.022401320257493532084577756242560716971
f(z) = 5*z^3 - 263/90*z + 1
*
[ 2/7 ] 
f(z) = 5/2*z^3 - 265/98*z + 1
*
3/2 | 0.15759409057904535744962706429043543148 | 0.028057773378821894895962254137981233793
f(z) = 5/7*z^3 - 275/84*z + 1
*
0 | 0.14481789219867534029923258516919376187 | 0.025749900678536649017025578809681693749
f(z) = 5/18*z^3 - 277/90*z + 1
*
[ 1/4 ] 
f(z) = 6/11*z^3 - 267/88*z + 1
*
0 | 0.061850879949718732460005956306602657709 | 0.010997632898843692256924892486411559472
f(z) = 7/12*z^3 - 277/84*z + 1
*
0 | 0.14090474982091284204312248588054894807 | 0.025252969985156548723572728708380013319
f(z) = 7/12*z^3 - 265/84*z + 1
*
13/16 | 0.11933189953912017368009040163122310729 | 0.021386680585027816165954876449887212423
f(z) = 8/3*z^3 - 265/96*z + 1
*
0 | 0.081731076640689881190644906474315306971 | 0.014570191209597655624054321092860814083
f(z) = 8/11*z^3 - 273/88*z + 1
*
[ 3/4 ] 
f(z) = 9/2*z^3 - 275/96*z + 1
*
[ 2/7 ] 
f(z) = 9/4*z^3 - 263/98*z + 1
*
-3/2 | 0.13160110950829181548914953991697009255 | 0.023491309933984315062380092905224047700
f(z) = 9/7*z^3 - 271/84*z + 1
*
-3/2 | 0.13242444520708121406304905676007021835 | 0.023576614197807626954900405727387006699
f(z) = 9/8*z^3 - 275/96*z + 1
*
0 | 0.074334640328911893057999881170005317681 | 0.013269022436985569341561754193278609735
f(z) = 9/10*z^3 - 271/90*z + 1
*
0 | 0.074269807247990192185929432980318513545 | 0.013257449479860836287208037712072627453
f(z) = 10/9*z^3 - 271/90*z + 1
*
[ 1/4 ] 
f(z) = 10/11*z^3 - 269/88*z + 1
*
[ 9/11 ] 
f(z) = 11/3*z^3 - 265/99*z + 1
*
[ 2/7 ] 
f(z) = 11/4*z^3 - 267/98*z + 1
*
[ 3/2 ] 
f(z) = 11/7*z^3 - 269/84*z + 1
*
0 | 0.083944508517773079108250600786107061063 | 0.014964779498459925404524579200248442863
f(z) = 11/8*z^3 - 273/88*z + 1
*
[ 3/2 ] 
f(z) = 11/8*z^3 - 265/96*z + 1
*
[ 2/7 ] 
f(z) = 13/4*z^3 - 271/98*z + 1
*
4/7 | 0.13398933093709003089103188323870086439 | 0.022439031235279384187151170158451023436
f(z) = 14/3*z^3 - 275/84*z + 1
*
[ 1/4 ] 
f(z) = 14/11*z^3 - 271/88*z + 1
*
[ 2/7 ] 
f(z) = 15/4*z^3 - 275/98*z + 1
*
7/6 | 0.071256887891261600540820553639159514719 | 0.012736472546387686192579840213190821833
f(z) = 15/7*z^3 - 269/84*z + 1
*
[ -3/2 ] 
f(z) = 15/7*z^3 - 265/84*z + 1
*
0 | 0.12258781643661875111927305652651264464 | 0.021940640900653650471051450860959429309
f(z) = 15/16*z^3 - 267/80*z + 1
*
2/3 | 0.11143022758692016146725698658086025244 | 0.019677027232979233099444380742370335461
f(z) = 16/5*z^3 - 263/90*z + 1
*
0 | 0.13692153092156384332197589459593296877 | 0.024606169247107155889209295883804965338
f(z) = 16/5*z^3 - 261/80*z + 1
*
[ 2/7 ] 
f(z) = 17/4*z^3 - 279/98*z + 1
*
2/3 | 0.13648002551879374351815196220426019149 | 0.023845198959693782757563616642391245638
f(z) = 17/5*z^3 - 271/90*z + 1
*
[ 1/4 ] 
f(z) = 18/11*z^3 - 273/88*z + 1
*
0 | 0.16034263339418378803789180956405102788 | 0.028602978039167425583131095640893356789
f(z) = 18/11*z^3 - 272/99*z + 1
*
[ 7/2 ] 
f(z) = 1/4*z^3 - 263/112*z + 1
*
22/5 | 0.18068511094141566416266749383454066347 | 0.025854955371959892428476638915424244383
f(z) = 1/16*z^3 - 271/100*z + 1
*
4/9 | 0.16591206850785844496941736660656321331 | 0.029538691469336337313692640310889887756
f(z) = 3/2*z^3 - 275/108*z + 1
*
[ 7/2 ] 
f(z) = 4/15*z^3 - 268/105*z + 1
*
-7/5 | 0.073786733223688722390736682118283372825 | 0.013197443220829450112972994342092644508
f(z) = 5/3*z^3 - 268/105*z + 1
*
[ 4/9 ] 
f(z) = 6*z^3 - 263/108*z + 1
*
2/3 | 0.15740475379600825424457922338639430419 | 0.028097360807368769920519178930431775874
f(z) = 6/17*z^3 - 271/102*z + 1
*
5/7 | 0.095645957130293786314114365758831259105 | 0.017061957593071302105465152900332095661
f(z) = 7/3*z^3 - 272/105*z + 1
*
3/7 | 0.079819718589797053859834016908303315428 | 0.014238768626830502961934337799336459031
f(z) = 7/5*z^3 - 272/105*z + 1
*
5/7 | 0.14524127574289021236182189780486107829 | 0.025825182013231834613817949557954552706
f(z) = 7/15*z^3 - 277/105*z + 1
*
12/7 | 0.16121016389466430876320199119069956490 | 0.028931390439624755356980131242618501550
f(z) = 7/17*z^3 - 263/119*z + 1
*
[ 13/6 ] 
f(z) = 8/13*z^3 - 275/117*z + 1
*
4/5 | 0.13800955143236050042296439658776602765 | 0.024667858995468373420943164373872184017
f(z) = 9/4*z^3 - 269/100*z + 1
*
[ -7/4 ] 
f(z) = 9/7*z^3 - 265/112*z + 1
*
[ 4/15 ] 
f(z) = 9/16*z^3 - 279/100*z + 1
*
[ 7/3 ] 
f(z) = 9/16*z^3 - 279/112*z + 1
*
[ 7/3 ] 
f(z) = 9/17*z^3 - 275/119*z + 1
*
[ -10/11 ] 
f(z) = 11/2*z^3 - 269/110*z + 1
*
[ 10/11 ] 
f(z) = 11/4*z^3 - 261/110*z + 1
*
5/11 | 0.13767791340860328884740060344172077248 | 0.024641450886852682424231982853456144271
f(z) = 11/10*z^3 - 267/110*z + 1
*
4/5 | 0.19115500149057863839729592789722510359 | 0.027382157899617501403889168629083888068
f(z) = 11/16*z^3 - 269/100*z + 1
*
-18/13 | 0.21273662646504955149216315271358623995 | 0.027577165173109593747741519825006521967
f(z) = 13/8*z^3 - 280/117*z + 1
*
0 | 0.15123433966162709785644757255819739235 | 0.027104240595537489815638968253232477900
f(z) = 13/8*z^3 - 265/104*z + 1
*
0 | 0.13567714496181550419154922905721871817 | 0.024109147048252044184086016114544176513
f(z) = 14/15*z^3 - 278/105*z + 1
*
13/17 | 0.15740182662950243808780518635182897153 | 0.027777969308191162639146531269862709778
f(z) = 17/6*z^3 - 271/102*z + 1
*
[ 6/19 ] 
f(z) = 19/9*z^3 - 271/114*z + 1
*
[ 4/3 ] 
f(z) = 19/12*z^3 - 277/108*z + 1
*
[ 6/19 ] 
f(z) = 19/12*z^3 - 265/114*z + 1
*
[ 7/3 ] 
f(z) = 1/2*z^3 - 271/126*z + 1
*
[ 1/3 ] 
f(z) = 1/15*z^3 - 271/135*z + 1
*
[ 15/2 ] 
f(z) = 1/18*z^3 - 271/120*z + 1
*
[ 1/3 ] 
f(z) = 2/15*z^3 - 272/135*z + 1
*
5/6 | 0.14946122386644107250226191697517798621 | 0.026714733562730779276534300598726160655
f(z) = 3/2*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 4/15*z^3 - 274/135*z + 1
*
-9/7 | 0.10572794254906616672616328404635891799 | 0.018872848993314230432433499739399359953
f(z) = 7/6*z^3 - 271/126*z + 1
*
3/2 | 0.16325089150851010716715257169288969881 | 0.029179501931720424823119826199751891032
f(z) = 7/10*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 7/15*z^3 - 277/135*z + 1
*
-18/7 | 0.13408075965837513049047270677026659338 | 0.023871501495597279610202308896328809706
f(z) = 7/18*z^3 - 275/126*z + 1
*
[ 5/6 ] 
f(z) = 8/3*z^3 - 277/135*z + 1
*
-7/4 | 0.15344943431079750695910530434400856070 | 0.027391320894315007997908581964797317482
f(z) = 8/9*z^3 - 271/126*z + 1
*
[ 1/3 ] 
f(z) = 8/15*z^3 - 278/135*z + 1
*
[ 7/3 ] 
f(z) = 9/19*z^3 - 267/133*z + 1
*
6/11 | 0.095750737228238515309789939124916707679 | 0.015488421571856525601827417722032126092
f(z) = 11/3*z^3 - 265/132*z + 1
*
[ 12/11 ] 
f(z) = 11/6*z^3 - 277/132*z + 1
*
[ 4/11 ] 
f(z) = 11/6*z^3 - 263/132*z + 1
*
[ 1/3 ] 
f(z) = 11/14*z^3 - 263/126*z + 1
*
0 | 0.15243246753015799857182638116414897921 | 0.027069212353589561782470358867438405555
f(z) = 13/10*z^3 - 279/130*z + 1
*
-3/2 | 0.14047665209049357137809862180709338808 | 0.025075628807964933193836982006341046231
f(z) = 13/10*z^3 - 271/120*z + 1
*
[ 1/3 ] 
f(z) = 13/14*z^3 - 265/126*z + 1
*
[ 5/3 ] 
f(z) = 13/15*z^3 - 271/135*z + 1
*
5/4 | 0.15428860210593676959276635911769323929 | 0.027541115609845066692304411922954576623
f(z) = 14/15*z^3 - 271/120*z + 1
*
[ 1/3 ] 
f(z) = 17/14*z^3 - 269/126*z + 1
*
7/9 | 0.13523234874179171920697009653505382954 | 0.023393590871546614493317610810428575728
f(z) = 18/7*z^3 - 277/126*z + 1
*
[ 1/3 ] 
f(z) = 19/14*z^3 - 271/126*z + 1
*
4/3 | 0.15839504144503908559415506808220670791 | 0.028387582622254048144615678762812425641
f(z) = z^3 - 265/144*z + 1
*
3/5 | 0.15990761930736521716412699156856340619 | 0.028432987474068261540708239821109972926
f(z) = 1/2*z^3 - 277/150*z + 1
*
[ 3/7 ] 
f(z) = 3*z^3 - 277/147*z + 1
*
[ 6/5 ] 
f(z) = 4/3*z^3 - 263/150*z + 1
*
-7/4 | 0.16338564198612300565900395515982965574 | 0.029321810029409220621146535933609247245
f(z) = 4/5*z^3 - 263/140*z + 1
*
[ 5/14 ] 
f(z) = 7/5*z^3 - 277/140*z + 1
*
-6/5 | 0.11921827528262041377911790871958097269 | 0.021198062621864321154088580199167321425
f(z) = 7/6*z^3 - 277/150*z + 1
*
4/7 | 0.15759744220159169206399444486865883037 | 0.028022217574573469306082203235598385215
f(z) = 7/10*z^3 - 277/140*z + 1
*
[ 3/7 ] 
f(z) = 8/3*z^3 - 268/147*z + 1
*
[ 7/4 ] 
f(z) = 8/11*z^3 - 277/154*z + 1
*
[ 2/5 ] 
f(z) = 11/6*z^3 - 269/150*z + 1
*
[ 2/5 ] 
f(z) = 13/6*z^3 - 277/150*z + 1
*
-12/13 | 0.11991319038169624480187310966399804168 | 0.020592863689210113099171572748103417469
f(z) = 13/6*z^3 - 275/156*z + 1
*
0 | 0.15961193172465192507500194728346033158 | 0.028380411609503830968054149785100776126
f(z) = 13/12*z^3 - 277/156*z + 1
*
0 | 0.14249849080434836850924299630742962497 | 0.025538600478592461873722280022397478926
f(z) = 13/12*z^3 - 265/156*z + 1
*
-8/7 | 0.14045310252742379394554859738975648639 | 0.023521511247671636470041945968274357777
f(z) = 14/5*z^3 - 267/140*z + 1
*
0 | 0.15839504144503908559415506808220670791 | 0.028387582622254048144615678762812425641
f(z) = 16/9*z^3 - 265/144*z + 1
*
[ 3/5 ] 
f(z) = 19/6*z^3 - 271/150*z + 1
*
[ 2/5 ] 
f(z) = 19/12*z^3 - 263/150*z + 1
*
[ 7/4 ] 
f(z) = 2/3*z^3 - 271/168*z + 1
*
[ 5/2 ] 
f(z) = 3/8*z^3 - 279/160*z + 1
*
[ -14/5 ] 
f(z) = 3/8*z^3 - 277/175*z + 1
*
-7/3 | 0.072158785074060014362411483527598611204 | 0.012880623810604737941351504401839355301
f(z) = 3/8*z^3 - 271/168*z + 1
*
[ 2/5 ] 
f(z) = 5/17*z^3 - 263/170*z + 1
*
[ 5/2 ] 
f(z) = 6/17*z^3 - 273/170*z + 1
*
-8/7 | 0.10021670124336607217017218517929128171 | 0.017819414881463530372895746964996254612
f(z) = 7/6*z^3 - 277/168*z + 1
*
8/7 | 0.13872487794114081158224063637141220216 | 0.024698332107351251812637829423569606084
f(z) = 7/12*z^3 - 275/168*z + 1
*
[ 2/5 ] 
f(z) = 10/17*z^3 - 271/170*z + 1
*
0 | 0.16302184344659148244045138363091189225 | 0.029100033158702649059109370707501824691
f(z) = 11/15*z^3 - 271/165*z + 1
*
-15/11 | 0.10544402671396339281979831601073829353 | 0.018847089610093088817050936839308050895
f(z) = 11/15*z^3 - 269/165*z + 1
*
[ 5/8 ] 
f(z) = 14/5*z^3 - 271/160*z + 1
*
0 | 0.16524905606616210579028385623026882344 | 0.029536654324770985143384993876180603310
f(z) = 15/11*z^3 - 269/165*z + 1
*
-7/6 | 0.12950058450714648412362771138964506380 | 0.023146964288328078170310055269591076940
f(z) = 15/14*z^3 - 269/168*z + 1
*
[ 2/5 ] 
f(z) = 15/17*z^3 - 279/170*z + 1
*
[ 7/10 ] 
f(z) = 16/7*z^3 - 271/175*z + 1
*
[ 4/7 ] 
f(z) = 2*z^3 - 275/196*z + 1
*
[ 5/12 ] 
f(z) = 4/5*z^3 - 277/180*z + 1
*
5/4 | 0.087368920373278438178710202573412866935 | 0.015616340941522573135052548172066723587
f(z) = 4/9*z^3 - 269/180*z + 1
*
[ 9/10 ] 
f(z) = 5/3*z^3 - 263/180*z + 1
*
-2/15 | 0.17079320968564706630966515598655388280 | 0.024439483647814035242895466876786768966
f(z) = 5/16*z^3 - 271/180*z + 1
*
[ 5/2 ] 
f(z) = 6/19*z^3 - 261/190*z + 1
*
[ 7/4 ] 
f(z) = 8/13*z^3 - 265/182*z + 1
*
[ 5/9 ] 
f(z) = 9/4*z^3 - 269/180*z + 1
*
0 | 0.14650176901284508804438987923308720116 | 0.026220735458513085387793642699049302848
f(z) = 13/14*z^3 - 267/182*z + 1
*
[ 4/7 ] 
f(z) = 15/8*z^3 - 267/196*z + 1
*
0 | 0.13691331314908455379358426092947311418 | 0.024344396687680564811863630301655364082
f(z) = 15/13*z^3 - 277/195*z + 1
*
-10/7 | 0.10998341461692772487864200575455692314 | 0.019738042771574804263422091780695315003
f(z) = 7/15*z^3 - 263/210*z + 1
*
[ 15/7 ] 
f(z) = 7/18*z^3 - 263/210*z + 1
*
[ 8/5 ] 
f(z) = 11/16*z^3 - 277/200*z + 1
*
0 | 0.16484516541296900726118886693469277633 | 0.029583741666334120231016429632189697367
f(z) = 12/17*z^3 - 263/204*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.024617866086584856480952613378948805053
f(z) = 14/15*z^3 - 271/210*z + 1
*
[ 4/3 ] 
f(z) = 15/17*z^3 - 269/204*z + 1
*
[ 12/17 ] 
f(z) = 17/9*z^3 - 277/204*z + 1
*
[ 9/10 ] 
f(z) = 4/3*z^3 - 268/225*z + 1
*
3/2 | 0.16302211410887803144676388042642258283 | 0.029138610206641238127667016586374764789
f(z) = 5/11*z^3 - 269/220*z + 1
*
[ 7/8 ] 
f(z) = 10/7*z^3 - 277/224*z + 1
*
[ 3/2 ] 
f(z) = 13/19*z^3 - 275/228*z + 1
*
[ 4/3 ] 
f(z) = 15/19*z^3 - 263/228*z + 1
*
[ 2/3 ] 
f(z) = 19/13*z^3 - 269/234*z + 1
*
-7/2 | 0.13245705830828417571295820309086768396 | 0.023644100124153460842117569748373995121
f(z) = 1/9*z^3 - 271/252*z + 1
*
-5/2 | 0.13662619858360371575375363044720558019 | 0.024420598188807202232343306088552831737
f(z) = 1/12*z^3 - 269/240*z + 1
*
5/3 | 0.068166184171138844854561853347367154156 | 0.012184039451913612904297331106181972720
f(z) = 3/16*z^3 - 269/240*z + 1
*
[ 5/8 ] 
f(z) = 4/3*z^3 - 269/240*z + 1
*
3/4 | 0.11741536545885099559305542901923197189 | 0.020877489326744609543102609120894879451
f(z) = 4/7*z^3 - 277/252*z + 1
*
[ 15/8 ] 
f(z) = 4/9*z^3 - 263/240*z + 1
*
[ 3/4 ] 
f(z) = 7/5*z^3 - 269/240*z + 1
*
-23/18 | 0.078917459646569367026861454245208558511 | 0.013651783621081942728987646721539074592
f(z) = 9/7*z^3 - 277/252*z + 1
*
[ -10/7 ] 
f(z) = 11/8*z^3 - 271/245*z + 1
*
-16/15 | 0.13829642453760891229698195631984249759 | 0.024686449709378391989808896673011748771
f(z) = 15/16*z^3 - 271/240*z + 1
*
0 | 0.13829539092118802257480075911710793013 | 0.024686265204826821729940486942326015813
f(z) = 16/15*z^3 - 271/240*z + 1
*
-10/9 | 0.18700428943201184861133720544409920256 | 0.029602566769285952687180490664906935344
f(z) = 3/4*z^3 - 277/270*z + 1
*
-3/10 | 0.14360235768530454160567698761965609112 | 0.025667518472690961888704164622607188310
f(z) = 5/13*z^3 - 269/260*z + 1
*
[ -5/2 ] 
f(z) = 5/13*z^3 - 261/260*z + 1
*
[ 3/4 ] 
f(z) = 14/11*z^3 - 277/264*z + 1
*
[ 2/3 ] 
f(z) = 16/15*z^3 - 263/270*z + 1
*
[ 2/3 ] 
f(z) = 17/15*z^3 - 271/270*z + 1
*
[ 6/7 ] 
f(z) = z^3 - 265/294*z + 1
*
-7/2 | 0.16192315855611562548391352476099250807 | 0.028736327344865375507907461721221453287
f(z) = 1/10*z^3 - 263/280*z + 1
*
-9/8 | 0.14878890935914224552171748080171498653 | 0.026274050451358684972048662491631553757
f(z) = 2/3*z^3 - 275/288*z + 1
*
[ 7/5 ] 
f(z) = 5/8*z^3 - 263/280*z + 1
*
[ 7/10 ] 
f(z) = 15/14*z^3 - 267/280*z + 1
*
[ 6/7 ] 
f(z) = 19/18*z^3 - 277/294*z + 1
*
[ 8 ] 
f(z) = 1/2*z^3 - 249/8*z + 1
*
[ -8 ] 
f(z) = 1/2*z^3 - 247/8*z + 1
*
[ 10 ] 
f(z) = 1/4*z^3 - 241/10*z + 1
*
9 | 0.15257572301202960883990294206348343220 | 0.027734695804602447777051109808734997867
f(z) = 1/6*z^3 - 245/18*z + 1
*
-9 | 0.15162434644451594121229065468536501315 | 0.027644477686800814169395265075370104235
f(z) = 1/6*z^3 - 241/18*z + 1
*
0 | 0.15943211995883013920389935971331999514 | 0.028812741319515133121587828548336827141
f(z) = 1/12*z^3 - 253/12*z + 1
*
0 | 0.14803969547655051366198229469141065483 | 0.026990916395210011269246062291554578903
f(z) = 1/12*z^3 - 241/12*z + 1
*
0 | 0.062315648827608037743733616268719868238 | 0.011361523422517828614087471642881981236
f(z) = 1/15*z^3 - 241/15*z + 1
*
-16 | 0.15302593672309541380849489135338026864 | 0.027615711737226236371354258437166223141
f(z) = 1/16*z^3 - 255/16*z + 1
*
-1 | 0.082939436298030430826510077269429976925 | 0.014957039180161823527309717289485119013
f(z) = 1/17*z^3 - 256/17*z + 1
*
[ 5 ] 
f(z) = 2*z^3 - 246/5*z + 1
*
[ -5 ] 
f(z) = 2*z^3 - 244/5*z + 1
*
5 | 0.15145114847527711037127419201836604034 | 0.027370411713075597257382962349091689993
f(z) = 2/3*z^3 - 253/15*z + 1
*
-5 | 0.15041867022048129389273717830161011557 | 0.027302245009750952982251709946938067418
f(z) = 2/3*z^3 - 247/15*z + 1
*
[ 4 ] 
f(z) = 4*z^3 - 253/4*z + 1
*
[ -4 ] 
f(z) = 4*z^3 - 251/4*z + 1
*
4 | 0.13142787547772378332260581510338009106 | 0.023651600160816744078607585219145283161
f(z) = 4/3*z^3 - 259/12*z + 1
*
-4 | 0.11332185339362702438251083472422923598 | 0.020479645183929924021330805896068881263
f(z) = 4/3*z^3 - 253/12*z + 1
*
[ 4 ] 
f(z) = 4/3*z^3 - 247/12*z + 1
*
-7 | 0.16476678855735647968373113788573809093 | 0.029819598569098723636566863625026459950
f(z) = 5/7*z^3 - 251/7*z + 1
*
-7 | 0.11704779319424143513616255605658204095 | 0.021308298551100865037929341867826404394
f(z) = 5/14*z^3 - 243/14*z + 1
*
-5/3 | 0.14629579256803425557277634372427656106 | 0.026382526805102936163579658464875203646
f(z) = 6*z^3 - 256/15*z + 1
*
[ 5/3 ] 
f(z) = 6*z^3 - 244/15*z + 1
*
6 | 0.13919821195619207675019662905192778692 | 0.025156048067782526345731777083816885083
f(z) = 7/6*z^3 - 253/6*z + 1
*
[ 6 ] 
f(z) = 7/6*z^3 - 247/6*z + 1
*
[ -6 ] 
f(z) = 7/6*z^3 - 245/6*z + 1
*
[ 5/2 ] 
f(z) = 8*z^3 - 247/5*z + 1
*
[ -5/2 ] 
f(z) = 8*z^3 - 243/5*z + 1
*
-5/2 | 0.15941098021437666810227088334961987432 | 0.028687405556619173029503856070839706949
f(z) = 8/3*z^3 - 259/15*z + 1
*
[ 5/2 ] 
f(z) = 8/3*z^3 - 241/15*z + 1
*
-3/2 | 0.13160040718272325237918165061665308168 | 0.023886573089757786350882715037374436961
f(z) = 9*z^3 - 247/12*z + 1
*
[ 3 ] 
f(z) = 9*z^3 - 241/3*z + 1
*
[ 8/3 ] 
f(z) = 9/2*z^3 - 251/8*z + 1
*
[ -8/3 ] 
f(z) = 9/2*z^3 - 245/8*z + 1
*
-3 | 0.13861258989147468549915119528850562790 | 0.025086194999473640296926854177997880916
f(z) = 9/4*z^3 - 251/12*z + 1
*
3 | 0.13392094884062024799759968768967334762 | 0.024307770782879067368548073417574576623
f(z) = 9/4*z^3 - 247/12*z + 1
*
[ 10/3 ] 
f(z) = 9/4*z^3 - 243/10*z + 1
*
-6 | 0.14710939143428569826733930911066129462 | 0.021259553850502819639663048784969977486
f(z) = 9/16*z^3 - 253/12*z + 1
*
[ 16/3 ] 
f(z) = 9/16*z^3 - 243/16*z + 1
*
1/5 | 0.12320361240618583290531616899184026674 | 0.022445802549203284760305592621029236534
f(z) = 10/3*z^3 - 242/15*z + 1
*
-7/2 | 0.15927936872612133266773903292695738659 | 0.028744232687739361917722220304787025801
f(z) = 10/7*z^3 - 255/14*z + 1
*
[ 6 ] 
f(z) = 11/9*z^3 - 259/6*z + 1
*
[ -6 ] 
f(z) = 11/9*z^3 - 257/6*z + 1
*
[ -5 ] 
f(z) = 11/15*z^3 - 257/15*z + 1
*
-4/3 | 0.14755810517825460487524834802423545933 | 0.026554376622753456113080380163937593414
f(z) = 12*z^3 - 259/12*z + 1
*
[ 4/3 ] 
f(z) = 12*z^3 - 253/12*z + 1
*
-4/3 | 0.13779158548292898248335908734541985723 | 0.025010323662765141766728397631944787342
f(z) = 12*z^3 - 247/12*z + 1
*
0 | 0.083530375644784547436118143633125912369 | 0.015229438146513809599117280353048170701
f(z) = 15*z^3 - 241/15*z + 1
*
-1 | 0.10860982006676500255573145579437113814 | 0.019167250552207265610937312998479352993
f(z) = 17*z^3 - 256/17*z + 1
*
[ -4 ] 
f(z) = 17/12*z^3 - 257/12*z + 1
*
[ 5/3 ] 
f(z) = 18*z^3 - 248/5*z + 1
*
[ -5/3 ] 
f(z) = 18*z^3 - 242/5*z + 1
*
[ 3/2 ] 
f(z) = 18*z^3 - 241/6*z + 1
*
[ 6 ] 
f(z) = 19/8*z^3 - 254/3*z + 1
*
[ -6 ] 
f(z) = 19/8*z^3 - 253/3*z + 1
*
1/6 | 0.12600552342621637011076905838423817968 | 0.022771851445287125502794301951874442193
f(z) = z^3 - 253/36*z + 1
*
-6 | 0.15955828667965060756003324893885041802 | 0.029091010772955622530631871094946984265
f(z) = 1/5*z^3 - 241/30*z + 1
*
8 | 0.12529678129787238017918273857855681821 | 0.022548255930659615917689229138585907343
f(z) = 1/6*z^3 - 259/24*z + 1
*
-8 | 0.12334860669077635803042090645257804797 | 0.022291690643150819174378620997592623355
f(z) = 1/6*z^3 - 253/24*z + 1
*
0 | 0.15332657337004336997203754928591429653 | 0.027592463122414649139700003085149792850
f(z) = 1/8*z^3 - 259/24*z + 1
*
-17/2 | 0.068142912005611971604496228759063827521 | 0.012280046437117590422519272351931805071
f(z) = 1/8*z^3 - 257/32*z + 1
*
10 | 0.16274211651050615814720111440292944511 | 0.026136859887653977533119641683888827951
f(z) = 1/12*z^3 - 253/30*z + 1
*
-10 | 0.16253415997119588408510595506092402638 | 0.026204470658941891280121641607402008641
f(z) = 1/12*z^3 - 247/30*z + 1
*
9 | 0.12537956663820240602154791577890463556 | 0.022757438571654763375125284325596435364
f(z) = 1/12*z^3 - 247/36*z + 1
*
0 | 0.16283715619943151790699677724149680577 | 0.029344913226668486711195670950297640743
f(z) = 1/15*z^3 - 257/30*z + 1
*
0 | 0.15795050664684885576136279978468352496 | 0.028585983517881100129300368996255999386
f(z) = 2/9*z^3 - 251/36*z + 1
*
0 | 0.060400191962380840476217240101690711384 | 0.010869544871954817807829470078867129703
f(z) = 2/15*z^3 - 259/30*z + 1
*
[ -17/2 ] 
f(z) = 2/17*z^3 - 251/34*z + 1
*
0 | 0.13525748499826454061732742329894387878 | 0.024340772018937811028800407161170034657
f(z) = 3/10*z^3 - 259/30*z + 1
*
[ 4/3 ] 
f(z) = 4*z^3 - 247/36*z + 1
*
9/4 | 0.16233302169066281951057094759995758733 | 0.029213252576509231414277560002535171468
f(z) = 4/3*z^3 - 259/36*z + 1
*
-4 | 0.12893072878954320364484507064642041839 | 0.023333965596999931841710985793187301122
f(z) = 4/5*z^3 - 251/20*z + 1
*
-4 | 0.13639345136803011112960442835487452981 | 0.024756550643062813111635809274085870165
f(z) = 4/9*z^3 - 247/36*z + 1
*
[ -6 ] 
f(z) = 4/15*z^3 - 253/30*z + 1
*
[ -4/3 ] 
f(z) = 5*z^3 - 257/36*z + 1
*
6/5 | 0.11697892403363325778622472459864506117 | 0.021327849590811576878107324424194655403
f(z) = 5*z^3 - 241/30*z + 1
*
14/5 | 0.14576533514912674557689220499678847689 | 0.026576250117679056048999612886066841680
f(z) = 5/6*z^3 - 241/30*z + 1
*
-2/5 | 0.16657252171863666095596092027568432702 | 0.026684806780375656429196238827157291081
f(z) = 5/12*z^3 - 257/30*z + 1
*
-2/5 | 0.15552577772399713012158916885302397677 | 0.022501658548531430879065095620777335314
f(z) = 5/16*z^3 - 251/20*z + 1
*
1/8 | 0.13359020175342521711339642343266460380 | 0.024040729759877992223065837424454801549
f(z) = 6*z^3 - 259/32*z + 1
*
1/9 | 0.15620876742586515677700405042047769917 | 0.028395098257058103171639985585731607049
f(z) = 6*z^3 - 245/27*z + 1
*
1/10 | 0.13750539562332470003769410308537097645 | 0.024867919173407904956558821341811606422
f(z) = 8*z^3 - 252/25*z + 1
*
-1/2 | 0.16065608645509489047166393399045506921 | 0.029075641078636863854035700897393035023
f(z) = 8/19*z^3 - 251/38*z + 1
*
-17/18 | 0.11971109267864877466271197700269149218 | 0.020708597838947840619576669777236778780
f(z) = 9*z^3 - 253/36*z + 1
*
-3/2 | 0.11707798653654374918789446318943204463 | 0.021188848738062050908492025154114178707
f(z) = 9/2*z^3 - 251/24*z + 1
*
-3 | 0.10344728773917519993992657883852872700 | 0.018616247720923037554750043215040286080
f(z) = 9/8*z^3 - 259/24*z + 1
*
3 | 0.10245985170949214606340492934488560002 | 0.018543249365832386216049757449587720563
f(z) = 9/8*z^3 - 251/24*z + 1
*
[ -4 ] 
f(z) = 9/14*z^3 - 253/28*z + 1
*
3/10 | 0.16515223355463694661941406883524302578 | 0.029720594504794822519975926359191724712
f(z) = 10/3*z^3 - 259/30*z + 1
*
[ 3 ] 
f(z) = 10/7*z^3 - 256/21*z + 1
*
[ -3 ] 
f(z) = 10/7*z^3 - 242/21*z + 1
*
[ 3 ] 
f(z) = 10/11*z^3 - 248/33*z + 1
*
[ 3 ] 
f(z) = 10/13*z^3 - 244/39*z + 1
*
[ -3/2 ] 
f(z) = 11/2*z^3 - 257/24*z + 1
*
1/11 | 0.13076474292597979258171959998162882736 | 0.023805439694200210464716462591241308966
f(z) = 11/2*z^3 - 243/22*z + 1
*
[ -5/2 ] 
f(z) = 11/5*z^3 - 247/20*z + 1
*
[ -3 ] 
f(z) = 11/10*z^3 - 257/30*z + 1
*
[ -3 ] 
f(z) = 11/13*z^3 - 245/39*z + 1
*
0 | 0.14495616091062962855789374795850154569 | 0.026086133906093048926669390498202750589
f(z) = 13/3*z^3 - 259/39*z + 1
*
1/7 | 0.16070801898451951792143057496400241283 | 0.029169847751716283940079356469404756282
f(z) = 14/5*z^3 - 247/35*z + 1
*
0 | 0.071933645421621534346966347407860088368 | 0.012945091088461870344743592364951240697
f(z) = 15/2*z^3 - 259/30*z + 1
*
0 | 0.10951010647429612150326947801546406955 | 0.019790782249720052049355741615390793156
f(z) = 15/2*z^3 - 253/30*z + 1
*
0 | 0.092359451935501031638255818689538974578 | 0.016764011954189031124508067420450225314
f(z) = 15/2*z^3 - 247/30*z + 1
*
0 | 0.14794948548306704219079679719487212787 | 0.026974469114740493560145984750077689632
f(z) = 15/2*z^3 - 241/30*z + 1
*
2/15 | 0.16931936848206126378811130250210014052 | 0.027124849798161613594016877362367010489
f(z) = 15/4*z^3 - 257/30*z + 1
*
-7/3 | 0.074583685004544599834224591136164132838 | 0.013440739298486826065608181941924404721
f(z) = 15/7*z^3 - 257/21*z + 1
*
1/3 | 0.11404900965603363262476894113898602206 | 0.020731440934262319840073685688580731459
f(z) = 15/8*z^3 - 245/24*z + 1
*
-9/8 | 0.13117629988138509985349740074616168299 | 0.023809594072229004284992619079920170544
f(z) = 16/3*z^3 - 247/36*z + 1
*
[ 1/8 ] 
f(z) = 16/9*z^3 - 253/36*z + 1
*
[ 2/17 ] 
f(z) = 17/4*z^3 - 257/34*z + 1
*
-4/3 | 0.12538101815809513999758998633565995070 | 0.022791334883675653694971171004653345452
f(z) = 17/4*z^3 - 245/36*z + 1
*
[ 3/4 ] 
f(z) = 18*z^3 - 251/24*z + 1
*
-3/2 | 0.15963885519791509418053982167847036596 | 0.028850102730546492964680063292383932320
f(z) = 18/5*z^3 - 253/30*z + 1
*
[ -17/6 ] 
f(z) = 18/17*z^3 - 243/34*z + 1
*
[ -4/3 ] 
f(z) = 19/4*z^3 - 241/36*z + 1
*
1/5 | 0.12045055688012028743040440903599491300 | 0.021799218671663633850257253970756893606
f(z) = 1/2*z^3 - 251/50*z + 1
*
-17/2 | 0.086202161169417938003281161321451328827 | 0.015716563842693960214533359501203186816
f(z) = 1/12*z^3 - 241/48*z + 1
*
-8 | 0.11571758605160421018000099476509086029 | 0.020973008419473762456335407354306047356
f(z) = 1/14*z^3 - 249/56*z + 1
*
9 | 0.12090760619595317836241781517321328079 | 0.021929657888487959018040170585378692825
f(z) = 1/15*z^3 - 248/45*z + 1
*
[ -7/4 ] 
f(z) = 2*z^3 - 255/56*z + 1
*
7/10 | 0.13418768019068072128781338928790399120 | 0.024320584644530649094170745323727333467
f(z) = 2*z^3 - 249/50*z + 1
*
0 | 0.15371914771153500200785222718219791117 | 0.027701755275975387443561818455507233827
f(z) = 2/7*z^3 - 257/42*z + 1
*
5/4 | 0.13741924228512816645241062688581457645 | 0.024906282819954685693406227493555369267
f(z) = 2/7*z^3 - 249/56*z + 1
*
5 | 0.15057135486679090161603405736896853271 | 0.027096637361268137480713457096473111927
f(z) = 2/9*z^3 - 259/45*z + 1
*
-5 | 0.15420362276719906406181474915954635760 | 0.028114736905867582819538260437743427376
f(z) = 2/9*z^3 - 241/45*z + 1
*
2/9 | 0.14789274108533968748832862918465355451 | 0.026765722686361006129867071284337112813
f(z) = 3*z^3 - 251/54*z + 1
*
1/5 | 0.15144677368687079624182899936590171090 | 0.027369621096688439560157525930586868965
f(z) = 3/2*z^3 - 253/50*z + 1
*
2/9 | 0.11530685060561297500914107096952251182 | 0.020929156479861894782753935145329981036
f(z) = 3/2*z^3 - 247/54*z + 1
*
2/9 | 0.17876745181579571084077151243405808455 | 0.028859501522536841761913513867059040278
f(z) = 3/4*z^3 - 245/54*z + 1
*
0 | 0.066227297063066346365448825436694854518 | 0.012020807577271052132395395103280543357
f(z) = 3/14*z^3 - 247/42*z + 1
*
-16/3 | 0.14475574730513486701896795998007758149 | 0.026274377201323344380745801056328521774
f(z) = 3/16*z^3 - 247/48*z + 1
*
-1 | 0.070404131785803548084064680575482758532 | 0.012696461473183977264975839839644037357
f(z) = 3/19*z^3 - 256/57*z + 1
*
-4 | 0.13992563525935244085366748933779563601 | 0.025435205893652680927179977785082022643
f(z) = 4/11*z^3 - 245/44*z + 1
*
1/4 | 0.13098719877200523369746535411828225371 | 0.023810407321170816723083999338802094207
f(z) = 5/3*z^3 - 245/48*z + 1
*
[ -10/3 ] 
f(z) = 5/8*z^3 - 254/45*z + 1
*
0 | 0.15123566085742500893135972816939161907 | 0.027573611692707653906369639540178095452
f(z) = 5/9*z^3 - 241/45*z + 1
*
-1/2 | 0.13334080631064420733583038457582342933 | 0.024238238091616678538534121647522411882
f(z) = 5/12*z^3 - 245/48*z + 1
*
[ -4 ] 
f(z) = 5/13*z^3 - 255/52*z + 1
*
2/9 | 0.16217569380893797486986354324954158365 | 0.028054469700288993735459270883971346086
f(z) = 6*z^3 - 259/54*z + 1
*
1/6 | 0.079271182502604815435052470265001658096 | 0.014325971931687448380570036862134483082
f(z) = 6/7*z^3 - 253/42*z + 1
*
1/5 | 0.14142381831331636949765725557066929146 | 0.025486011752168433089390232047511687113
f(z) = 7/2*z^3 - 257/50*z + 1
*
[ 8/7 ] 
f(z) = 7/2*z^3 - 249/56*z + 1
*
1/4 | 0.11985939258282030612401784590886582155 | 0.021755480873613691159855508252806324757
f(z) = 7/3*z^3 - 247/48*z + 1
*
[ 1/7 ] 
f(z) = 7/6*z^3 - 253/42*z + 1
*
-16/7 | 0.15145869472258068885530195579427510426 | 0.027450836022474685812177810380868362952
f(z) = 7/8*z^3 - 249/56*z + 1
*
0 | 0.12501457634145539195553581735504274325 | 0.022792927041310378526171668865907107305
f(z) = 7/8*z^3 - 241/56*z + 1
*
-3/7 | 0.10434834833032902689259550909359897641 | 0.015850199313010679949187355048285195724
f(z) = 7/18*z^3 - 241/42*z + 1
*
[ 5/6 ] 
f(z) = 8*z^3 - 259/45*z + 1
*
-15/8 | 0.14543380132572610091135467644939452491 | 0.026358865957679928543147871952331423450
f(z) = 8/5*z^3 - 249/40*z + 1
*
0 | 0.14949729929550050639626323667133998255 | 0.027017310023097522222122481771091531525
f(z) = 8/13*z^3 - 253/52*z + 1
*
[ 3/4 ] 
f(z) = 9*z^3 - 259/48*z + 1
*
1/5 | 0.12672594882712621267674680805058196751 | 0.022805447175986131611121998306016049684
f(z) = 9/2*z^3 - 259/50*z + 1
*
-3/2 | 0.10320883248037384672124199846057662322 | 0.018573335603406768308323901320341592498
f(z) = 9/4*z^3 - 259/48*z + 1
*
-5/2 | 0.072819028590780890144028548334293415348 | 0.013197942956149109560368543947682471884
f(z) = 9/10*z^3 - 249/40*z + 1
*
3 | 0.16057964472473924873985313756456417702 | 0.028938086677499825143816679840115239890
f(z) = 9/14*z^3 - 257/42*z + 1
*
3 | 0.11503281662664898757802363527853819584 | 0.020701165367975516517431499460169599254
f(z) = 9/16*z^3 - 259/48*z + 1
*
0 | 0.13690703585176510021791673941631947838 | 0.024777522740656505296548622767459586606
f(z) = 9/16*z^3 - 251/48*z + 1
*
9/20 | 0.12715064398071413834479930248907464810 | 0.021221963842227596932123310103260548663
f(z) = 10*z^3 - 241/40*z + 1
*
9/5 | 0.14886937697454532592731732038683523910 | 0.027121709955850157316793003468688905069
f(z) = 10/9*z^3 - 242/45*z + 1
*
4/5 | 0.15896460686652147733024316445705794740 | 0.028748828197390834275276788573308877871
f(z) = 10/11*z^3 - 252/55*z + 1
*
[ 5/3 ] 
f(z) = 11/5*z^3 - 257/45*z + 1
*
0 | 0.15230328273032825455049193481592096701 | 0.027563945328662905243063571118628989644
f(z) = 11/5*z^3 - 251/55*z + 1
*
-5/2 | 0.15147721410678056271515722304408404691 | 0.027259654685167953629305481004243854020
f(z) = 11/10*z^3 - 259/40*z + 1
*
[ 5/2 ] 
f(z) = 11/10*z^3 - 251/40*z + 1
*
[ -3 ] 
f(z) = 11/14*z^3 - 241/42*z + 1
*
[ 3 ] 
f(z) = 11/19*z^3 - 259/57*z + 1
*
-17/24 | 0.16854994965760685179423278731945603747 | 0.026517793381610743782550176780389677535
f(z) = 12*z^3 - 241/48*z + 1
*
[ -3 ] 
f(z) = 12/19*z^3 - 248/57*z + 1
*
[ -5/3 ] 
f(z) = 13/5*z^3 - 253/45*z + 1
*
1/14 | 0.13960610062245014493763023991666288344 | 0.025229762138893733782410533690703293076
f(z) = 14/3*z^3 - 253/42*z + 1
*
0 | 0.066634517322909900492334882809153336258 | 0.012094721455720359884505057889154982577
f(z) = 14/3*z^3 - 247/42*z + 1
*
0 | 0.13949272096441128755396115014415450731 | 0.025432613578208593388966260532413291016
f(z) = 14/3*z^3 - 241/42*z + 1
*
2/9 | 0.18041629170352335246592451299213440571 | 0.028975384115768696182104057684113969958
f(z) = 15/4*z^3 - 253/54*z + 1
*
[ 1/6 ] 
f(z) = 15/4*z^3 - 245/48*z + 1
*
7/3 | 0.14558525537810225079912131687418324549 | 0.026348112450122162581669203618045836306
f(z) = 15/14*z^3 - 251/42*z + 1
*
0 | 0.13629135721555817242497276092838910385 | 0.024526826402088443434731974017970191624
f(z) = 16/3*z^3 - 259/48*z + 1
*
0 | 0.15143737559044437376994447093855801582 | 0.027309743846196681855041388193768435433
f(z) = 16/3*z^3 - 253/48*z + 1
*
3/16 | 0.18606020248981652842175366581401129753 | 0.027956106988403635415471144130713182000
f(z) = 16/9*z^3 - 259/48*z + 1
*
[ 3/17 ] 
f(z) = 17/9*z^3 - 241/51*z + 1
*
0 | 0.13512317477641512644327392873714795076 | 0.024350571646372836542325037241039228187
f(z) = 18/5*z^3 - 257/45*z + 1
*
-3/2 | 0.12941692222177893535504466090471805940 | 0.023322246846471676209230998907298731609
f(z) = 18/7*z^3 - 257/42*z + 1
*
-1 | 0.090003579567658893020106844041196552091 | 0.015283655087520028353308685120134222596
f(z) = 19/3*z^3 - 256/57*z + 1
*
[ -7/3 ] 
f(z) = z^3 - 253/63*z + 1
*
9/5 | 0.13062394462044763122234779904547492426 | 0.023556314640659298379602192069130589981
f(z) = 1/3*z^3 - 256/75*z + 1
*
1/3 | 0.11219342958101199853269889780156119137 | 0.020275715239198250600310277583430151632
f(z) = 1/7*z^3 - 253/63*z + 1
*
[ -7 ] 
f(z) = 1/11*z^3 - 255/77*z + 1
*
5/2 | 0.15026368869910668855378831614100691277 | 0.027396399633609645656459088954651153516
f(z) = 1/15*z^3 - 241/60*z + 1
*
-8 | 0.099063903413652333211658358565532857189 | 0.017980925896083125875487063231834769610
f(z) = 1/18*z^3 - 247/72*z + 1
*
5/2 | 0.10279122549381852002461381826711945289 | 0.018741117809880290959273609935866242442
f(z) = 1/18*z^3 - 241/72*z + 1
*
[ -7/2 ] 
f(z) = 2/5*z^3 - 253/70*z + 1
*
1/3 | 0.13863636010301993290927202425471104816 | 0.025036660858414426434088700159611547122
f(z) = 2/7*z^3 - 254/63*z + 1
*
2 | 0.16646924508705072806534118293841561234 | 0.029957602293733135965237937005003316147
f(z) = 3/5*z^3 - 259/60*z + 1
*
3/10 | 0.13328470056792979283324347073274213027 | 0.023985752139173638858857251290612687966
f(z) = 4/3*z^3 - 259/75*z + 1
*
1/3 | 0.10025805489776562191598347477856621091 | 0.018080224826272488989737596019732198673
f(z) = 4/7*z^3 - 256/63*z + 1
*
[ -7/2 ] 
f(z) = 4/11*z^3 - 244/77*z + 1
*
5/4 | 0.11150035916270650141487473610858119722 | 0.020150462820275381990452622111021604823
f(z) = 4/15*z^3 - 253/60*z + 1
*
[ 12/5 ] 
f(z) = 5/6*z^3 - 253/60*z + 1
*
1/3 | 0.12259296203991327000649100050038962099 | 0.022092499753898783780258339986367908330
f(z) = 5/7*z^3 - 257/63*z + 1
*
2/5 | 0.075942635288898259075806242809097286848 | 0.013724433359264995967844655161778063496
f(z) = 5/7*z^3 - 253/70*z + 1
*
-12/5 | 0.13648059986273533354051108177487431410 | 0.021947158079928284826797714139011249240
f(z) = 5/8*z^3 - 251/60*z + 1
*
12/5 | 0.16111446277014117268783313904659100811 | 0.026078977050588057245417135052791069510
f(z) = 5/8*z^3 - 241/60*z + 1
*
0 | 0.15616344026250795088568690404079831432 | 0.028222022068144692069831167553101676874
f(z) = 5/12*z^3 - 253/60*z + 1
*
0 | 0.088480821492918966607174826933454179928 | 0.015922900710708222951243987457079087465
f(z) = 5/13*z^3 - 259/65*z + 1
*
-14/5 | 0.12075983396909766462524003969529229254 | 0.022017193240414689164150549683068234930
f(z) = 5/14*z^3 - 241/70*z + 1
*
18/5 | 0.15244028550835125744948893805304366713 | 0.022029949462461755190004597125462601969
f(z) = 5/16*z^3 - 253/60*z + 1
*
0 | 0.13615811951158877361789841194294213484 | 0.024537079223371249508967806776045611859
f(z) = 6/5*z^3 - 257/60*z + 1
*
-9/7 | 0.11858963952684653892807921188430173413 | 0.021371060283287826451562894736549051073
f(z) = 7/3*z^3 - 257/63*z + 1
*
2/7 | 0.081270269336803287374581042326304023887 | 0.014687249018411771797389708582202371072
f(z) = 7/5*z^3 - 253/70*z + 1
*
10/7 | 0.16527059438438531453238961959271955310 | 0.029954146865536809901751235748559966018
f(z) = 7/5*z^3 - 249/70*z + 1
*
2/7 | 0.055124828607599133142905263228723408465 | 0.0099909921556231520581836210093572420525
f(z) = 7/10*z^3 - 249/70*z + 1
*
0 | 0.089610920187130222673833649875751493543 | 0.016265130484880035444709256785786456418
f(z) = 7/11*z^3 - 247/77*z + 1
*
0 | 0.15466204308426004952956276901579612291 | 0.027950687982353964822491989805921241626
f(z) = 7/15*z^3 - 253/60*z + 1
*
-1/2 | 0.16020454643552581357274928627503549632 | 0.029078463278843592073320548146993828436
f(z) = 7/15*z^3 - 247/60*z + 1
*
5/24 | 0.091306523846121101276786807219523156418 | 0.014365163197396897153358066109043719648
f(z) = 8*z^3 - 241/72*z + 1
*
-9/8 | 0.12391879045766688321377881236735420946 | 0.022426901798414064628221282657778347389
f(z) = 8/3*z^3 - 251/72*z + 1
*
1/3 | 0.16023348578057306720507397402422535921 | 0.028815439619281024947707079451022237953
f(z) = 8/7*z^3 - 260/63*z + 1
*
13/8 | 0.13959010327108405239749241530535030204 | 0.025450368530279496847445023081437159750
f(z) = 8/9*z^3 - 241/72*z + 1
*
0 | 0.10185388543012918139714281850947853536 | 0.018355107025362120838992723660911892008
f(z) = 8/15*z^3 - 257/60*z + 1
*
-8/9 | 0.13648198724151819192246558085060528928 | 0.023609763496454224287639192454402557577
f(z) = 9/2*z^3 - 247/72*z + 1
*
13/18 | 0.087516776959569275993398713436873351601 | 0.015139363426258830217176544173670152243
f(z) = 9/2*z^3 - 241/72*z + 1
*
0 | 0.15943296538308685736918400363202463944 | 0.028731443386957514351853299144809473987
f(z) = 9/8*z^3 - 257/72*z + 1
*
0 | 0.15038723494962752477992385859906143699 | 0.027418924852322202159241514413643187042
f(z) = 9/8*z^3 - 241/72*z + 1
*
[ -7/3 ] 
f(z) = 9/10*z^3 - 243/70*z + 1
*
[ 17/6 ] 
f(z) = 9/17*z^3 - 245/68*z + 1
*
0 | 0.13790222745961184817709740940150049402 | 0.025030406105664889173017612442413423482
f(z) = 10/11*z^3 - 247/66*z + 1
*
[ -13/5 ] 
f(z) = 10/13*z^3 - 248/65*z + 1
*
-3/2 | 0.10987484570490081052381463835084948527 | 0.019800565720117625273598516921647769867
f(z) = 11/5*z^3 - 257/60*z + 1
*
3/11 | 0.12184878718943083122543880327992517137 | 0.022052271285578439566088712237325752358
f(z) = 11/6*z^3 - 251/66*z + 1
*
0 | 0.091392631929779894882444842113883186453 | 0.016588526047832885746341906627155589566
f(z) = 11/7*z^3 - 247/77*z + 1
*
[ -8/3 ] 
f(z) = 11/16*z^3 - 253/72*z + 1
*
3/11 | 0.17396343067122675988463897127513138809 | 0.026358612747322132018408731272703680964
f(z) = 11/18*z^3 - 245/66*z + 1
*
[ 3/10 ] 
f(z) = 12*z^3 - 256/75*z + 1
*
5/4 | 0.14363249966196800757783598978397865329 | 0.025957417231259875718541694264081534646
f(z) = 12/5*z^3 - 253/60*z + 1
*
0 | 0.13630316950632830944602689989178423213 | 0.024528952127527305451712534858392478962
f(z) = 12/11*z^3 - 259/66*z + 1
*
0 | 0.092103182127860174095132103555125566606 | 0.016574776312170205256183602348836168879
f(z) = 13/5*z^3 - 259/65*z + 1
*
[ -3/2 ] 
f(z) = 13/5*z^3 - 251/60*z + 1
*
0 | 0.16170999464483582250247083242433613926 | 0.029101133389284200338370760458156991980
f(z) = 13/6*z^3 - 259/78*z + 1
*
0 | 0.14303166986092611820238762906946049088 | 0.025848834634233968812247043800505135129
f(z) = 13/6*z^3 - 253/78*z + 1
*
0 | 0.14666803621813397269793642411224316213 | 0.026740832522452376750164815782785307000
f(z) = 13/6*z^3 - 241/78*z + 1
*
0 | 0.15800242298280116956772412163390893968 | 0.028678759479043475907834994525531445759
f(z) = 13/15*z^3 - 247/60*z + 1
*
[ -5/2 ] 
f(z) = 13/15*z^3 - 241/60*z + 1
*
3/7 | 0.18952601597091710065024085147223872561 | 0.027944654826319669182829865991021575548
f(z) = 14*z^3 - 260/63*z + 1
*
[ 5/14 ] 
f(z) = 14*z^3 - 251/70*z + 1
*
0 | 0.12481776064420797188084242191228670745 | 0.022757043179130240912231298269289991639
f(z) = 14/5*z^3 - 241/70*z + 1
*
0 | 0.13774228390794339928454211165362307308 | 0.024770755286485986145323790588544454381
f(z) = 14/9*z^3 - 260/63*z + 1
*
0 | 0.12665372383464600712289179589247225489 | 0.022921871786776478376124351483801958942
f(z) = 14/15*z^3 - 251/60*z + 1
*
2/5 | 0.16584116757925896714047852819358663028 | 0.024379821129083203289107676633055390974
f(z) = 15*z^3 - 259/60*z + 1
*
2/15 | 0.18490809784260415945446971685576244740 | 0.027182794335834767696773486338755775894
f(z) = 15*z^3 - 241/60*z + 1
*
0 | 0.11485647079357422866508109872739851960 | 0.020756982863316760545592626207702764258
f(z) = 15/4*z^3 - 253/60*z + 1
*
0 | 0.14474468540863543110519729652192497412 | 0.026390163056869359172348269257102747876
f(z) = 15/7*z^3 - 241/70*z + 1
*
0 | 0.16428523196017516216938173231428287328 | 0.029564569955387293283149106955566754688
f(z) = 15/13*z^3 - 259/78*z + 1
*
0 | 0.15979720591351182809863583485667667974 | 0.029069004142580836116793610797139513280
f(z) = 15/13*z^3 - 244/65*z + 1
*
4/3 | 0.17161494305835100216353995685465370830 | 0.024976373577361725389809889098372697326
f(z) = 15/16*z^3 - 241/60*z + 1
*
[ -7/4 ] 
f(z) = 16/9*z^3 - 244/63*z + 1
*
0 | 0.097676174004322140194694811854325090205 | 0.017577685132558915411817283939733685966
f(z) = 16/15*z^3 - 259/60*z + 1
*
-15/8 | 0.094887923790814949580306809494775212448 | 0.017148245932103316576112459776296758856
f(z) = 16/15*z^3 - 253/60*z + 1
*
[ 17/8 ] 
f(z) = 16/17*z^3 - 253/68*z + 1
*
[ -19/8 ] 
f(z) = 16/19*z^3 - 253/76*z + 1
*
[ 4/17 ] 
f(z) = 17/2*z^3 - 253/68*z + 1
*
-6/5 | 0.21240542758365611926552876442831228861 | 0.028064849826741544269313747211776219211
f(z) = 17/8*z^3 - 242/75*z + 1
*
0 | 0.14723283233944619743458789333239341204 | 0.026477479220934571483238770294430639417
f(z) = 18/7*z^3 - 260/63*z + 1
*
[ 6/5 ] 
f(z) = 19/8*z^3 - 244/75*z + 1
*
[ 2/7 ] 
f(z) = z^3 - 253/98*z + 1
*
[ 2/7 ] 
f(z) = 1/2*z^3 - 249/98*z + 1
*
[ 2/7 ] 
f(z) = 1/4*z^3 - 247/98*z + 1
*
[ -7 ] 
f(z) = 1/12*z^3 - 247/84*z + 1
*
2/3 | 0.11371197713537000913802393710148470194 | 0.020732212790055110936503794877688526904
f(z) = 2/5*z^3 - 241/90*z + 1
*
5/2 | 0.13686463769252219004722596748310133760 | 0.024769849494732602412589409827977315648
f(z) = 2/9*z^3 - 251/90*z + 1
*
11/4 | 0.14323058326756630673894204473896167232 | 0.025811609189761335261041012814227047924
f(z) = 2/11*z^3 - 257/88*z + 1
*
[ 2/7 ] 
f(z) = 3/2*z^3 - 257/98*z + 1
*
[ 2/7 ] 
f(z) = 3/4*z^3 - 251/98*z + 1
*
[ 1/4 ] 
f(z) = 3/5*z^3 - 243/80*z + 1
*
5/2 | 0.10814413790369624355665834607994658154 | 0.019543922965120152794640654973526860659
f(z) = 3/7*z^3 - 253/84*z + 1
*
[ -14/3 ] 
f(z) = 3/16*z^3 - 241/84*z + 1
*
[ 2/7 ] 
f(z) = 5/4*z^3 - 255/98*z + 1
*
13/10 | 0.15356415865428462184840242108007884340 | 0.027832436730484898834619545079679398328
f(z) = 5/4*z^3 - 249/80*z + 1
*
[ -19/5 ] 
f(z) = 5/19*z^3 - 241/95*z + 1
*
[ 3/8 ] 
f(z) = 6*z^3 - 241/96*z + 1
*
[ -11/4 ] 
f(z) = 6/11*z^3 - 243/88*z + 1
*
0 | 0.14738296491107722775914488143602920638 | 0.026673463068936310261281286660361260875
f(z) = 7/4*z^3 - 251/84*z + 1
*
[ 1/4 ] 
f(z) = 7/5*z^3 - 247/80*z + 1
*
[ 12/7 ] 
f(z) = 7/6*z^3 - 253/84*z + 1
*
-12/7 | 0.11731787574748592157515511884016368435 | 0.018865640737372521039367078259520675432
f(z) = 7/8*z^3 - 251/84*z + 1
*
12/7 | 0.18419983271044598568077486304983098922 | 0.027979398894186475527703717087476593061
f(z) = 7/9*z^3 - 241/84*z + 1
*
2/3 | 0.14494959157134955742386790878792866062 | 0.026195443473956995783992615018124749699
f(z) = 7/10*z^3 - 253/90*z + 1
*
4/7 | 0.11579001003442887274875604826251970536 | 0.021016853951757952052642474011405554135
f(z) = 7/12*z^3 - 247/84*z + 1
*
0 | 0.13815627378311786567350971871657781086 | 0.025188949647255569907993870678043591406
f(z) = 7/12*z^3 - 241/84*z + 1
*
12/7 | 0.15523868275127800936467256752936750661 | 0.022593017047094403210056396830727850295
f(z) = 7/16*z^3 - 241/84*z + 1
*
[ 5/12 ] 
f(z) = 8*z^3 - 251/90*z + 1
*
7/6 | 0.057005321601869477950120683135017790182 | 0.010393333115723928504709922023443743269
f(z) = 8/5*z^3 - 241/90*z + 1
*
-10/9 | 0.11251747300760206952321237268848449723 | 0.018002866994865870306527928345064174055
f(z) = 9/4*z^3 - 259/90*z + 1
*
[ 10/9 ] 
f(z) = 9/4*z^3 - 241/90*z + 1
*
[ 1/4 ] 
f(z) = 9/5*z^3 - 249/80*z + 1
*
5/3 | 0.16250017510756511341210821404191995728 | 0.029367203490483784038170466569538552301
f(z) = 9/16*z^3 - 253/80*z + 1
*
[ 9/10 ] 
f(z) = 10/3*z^3 - 253/90*z + 1
*
-9/8 | 0.15661581813589852551507639109958636253 | 0.027151023365395565529127664259568471080
f(z) = 10/3*z^3 - 245/96*z + 1
*
2/5 | 0.10033669610494252871805291448184216682 | 0.018293602720691041700243001804299501123
f(z) = 10/9*z^3 - 241/90*z + 1
*
8/11 | 0.14781160137038553384916613257885422025 | 0.026789825693862361856069226869677450586
f(z) = 11/4*z^3 - 249/88*z + 1
*
[ 5/4 ] 
f(z) = 11/5*z^3 - 259/80*z + 1
*
[ 1/4 ] 
f(z) = 11/5*z^3 - 251/80*z + 1
*
8/11 | 0.18419857765204757712806401989298551203 | 0.029815513745603769804880757997213137728
f(z) = 11/16*z^3 - 241/88*z + 1
*
[ -5/2 ] 
f(z) = 12/17*z^3 - 256/85*z + 1
*
[ -5/2 ] 
f(z) = 12/19*z^3 - 242/95*z + 1
*
[ 1/4 ] 
f(z) = 13/5*z^3 - 253/80*z + 1
*
0 | 0.14936660851268573605588934039880569683 | 0.026993691446620841831958644186747282110
f(z) = 13/7*z^3 - 253/91*z + 1
*
2/3 | 0.11969167295415576224997797736793043218 | 0.021646298570766957130604180196911101024
f(z) = 14/5*z^3 - 247/90*z + 1
*
[ -12/7 ] 
f(z) = 14/9*z^3 - 251/84*z + 1
*
[ -3/2 ] 
f(z) = 15/8*z^3 - 245/96*z + 1
*
-7/8 | 0.16488829420381579659794938653717391503 | 0.027009644377191773652701119837025484320
f(z) = 16/3*z^3 - 247/84*z + 1
*
13/16 | 0.11466934378003973424200855363712042328 | 0.020679111701681878270036825962215648323
f(z) = 16/5*z^3 - 249/80*z + 1
*
0 | 0.16484518886133838243895428006160889929 | 0.029727667060582184110421014210008712504
f(z) = 16/5*z^3 - 241/80*z + 1
*
[ 1/4 ] 
f(z) = 17/5*z^3 - 257/80*z + 1
*
-11/9 | 0.14924247635115446484989024542602320493 | 0.026838881679312907593323490616338470695
f(z) = 18/11*z^3 - 260/99*z + 1
*
[ 1/4 ] 
f(z) = 19/5*z^3 - 259/80*z + 1
*
[ 7 ] 
f(z) = 1/15*z^3 - 253/105*z + 1
*
[ 7 ] 
f(z) = 1/16*z^3 - 247/112*z + 1
*
[ 7 ] 
f(z) = 1/17*z^3 - 241/119*z + 1
*
4/5 | 0.15772685434179303461770319480045459015 | 0.028504563913874155172113143908313426247
f(z) = 2*z^3 - 253/100*z + 1
*
[ 13/3 ] 
f(z) = 2/13*z^3 - 248/117*z + 1
*
-13/4 | 0.14962865476881075489230779041838829932 | 0.027280618878552268720817349533684963418
f(z) = 2/13*z^3 - 241/104*z + 1
*
4/9 | 0.15901514426376870746955893514355290783 | 0.028616171401771686980511940954721220996
f(z) = 3/4*z^3 - 259/108*z + 1
*
4/5 | 0.18362954062455475722922456382828058518 | 0.029567117242642870840647877146032524014
f(z) = 3/8*z^3 - 249/100*z + 1
*
[ 7/2 ] 
f(z) = 4/17*z^3 - 258/119*z + 1
*
-17/6 | 0.16186467261148381068296798139988097182 | 0.029252354807343742624876078712133820886
f(z) = 6/17*z^3 - 253/102*z + 1
*
[ 4/5 ] 
f(z) = 7/2*z^3 - 249/100*z + 1
*
[ -4/3 ] 
f(z) = 7/3*z^3 - 259/108*z + 1
*
[ 1/3 ] 
f(z) = 7/13*z^3 - 241/117*z + 1
*
3/7 | 0.11210617760217793441592065747958300728 | 0.020245513851295669266642168069073365908
f(z) = 7/15*z^3 - 254/105*z + 1
*
4/5 | 0.16084054407788145440983177394047629299 | 0.023243915122137873910946811017753184805
f(z) = 7/16*z^3 - 253/100*z + 1
*
[ 1/3 ] 
f(z) = 8/13*z^3 - 242/117*z + 1
*
[ 1/3 ] 
f(z) = 10/13*z^3 - 244/117*z + 1
*
[ 5/11 ] 
f(z) = 11/2*z^3 - 257/110*z + 1
*
0 | 0.13432158045976689471743433553620782945 | 0.024489800094436942386454812817544281028
f(z) = 11/10*z^3 - 241/110*z + 1
*
[ 1/3 ] 
f(z) = 11/13*z^3 - 245/117*z + 1
*
-7/6 | 0.16148499723517881072242163213912201890 | 0.029183739471828600424653505368297624604
f(z) = 12/5*z^3 - 253/105*z + 1
*
0 | 0.14253883253788243031758602317379836795 | 0.025834172980292008533670495585998455476
f(z) = 13/8*z^3 - 249/104*z + 1
*
[ 1/3 ] 
f(z) = 14/13*z^3 - 248/117*z + 1
*
0 | 0.13107816064095908969946068484150586118 | 0.023774345634217931809470084177604223454
f(z) = 14/15*z^3 - 248/105*z + 1
*
-10/7 | 0.093484201248776885986116405255411040793 | 0.017031383104109988206922266983164221022
f(z) = 14/15*z^3 - 242/105*z + 1
*
3/5 | 0.13791155879419941360952967060191469391 | 0.024870540244207275500673381109427715408
f(z) = 15/7*z^3 - 256/105*z + 1
*
0 | 0.13135662333893967639689363119363428250 | 0.023807475261475464955567018466633962750
f(z) = 15/11*z^3 - 249/110*z + 1
*
[ 1/3 ] 
f(z) = 16/13*z^3 - 250/117*z + 1
*
[ 6/17 ] 
f(z) = 17/3*z^3 - 259/102*z + 1
*
[ 6/17 ] 
f(z) = 17/4*z^3 - 241/102*z + 1
*
[ 4/3 ] 
f(z) = 17/12*z^3 - 245/108*z + 1
*
[ 1/3 ] 
f(z) = 17/13*z^3 - 251/117*z + 1
*
5/6 | 0.10401427958641798691228633785958341813 | 0.018744432045101798650460059930111130419
f(z) = 18/11*z^3 - 257/110*z + 1
*
[ 1/3 ] 
f(z) = 19/13*z^3 - 253/117*z + 1
*
[ 6/19 ] 
f(z) = 19/18*z^3 - 259/114*z + 1
*
[ 1/3 ] 
f(z) = 1/14*z^3 - 253/126*z + 1
*
5/3 | 0.15234776713590839649148377173362982921 | 0.027776373306668741198522485417828907640
f(z) = 1/15*z^3 - 241/135*z + 1
*
-1/6 | 0.082713566973066357324851492145230239094 | 0.014948083293534338000011495591707203993
f(z) = 2/7*z^3 - 253/126*z + 1
*
[ 7/2 ] 
f(z) = 2/9*z^3 - 253/126*z + 1
*
0 | 0.16396831876676563249973104495755227225 | 0.029548760236518140579030805926431442187
f(z) = 4/15*z^3 - 257/120*z + 1
*
[ 7/2 ] 
f(z) = 4/19*z^3 - 248/133*z + 1
*
[ 1/3 ] 
f(z) = 5/14*z^3 - 257/126*z + 1
*
0 | 0.11969290589476072277000700543379551848 | 0.021539789348485444708280194125686722308
f(z) = 8/15*z^3 - 259/120*z + 1
*
-14/9 | 0.13523300088114543857121694353417645856 | 0.024655972230330129275603638940420964037
f(z) = 9/14*z^3 - 241/126*z + 1
*
[ 3/2 ] 
f(z) = 11/10*z^3 - 257/120*z + 1
*
[ 4/11 ] 
f(z) = 11/12*z^3 - 247/132*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.024288728198128326538956252983124800887
f(z) = 11/12*z^3 - 241/132*z + 1
*
3/4 | 0.15546271441217198695086281186414017393 | 0.028015963744910069165401127963648756065
f(z) = 12/11*z^3 - 257/132*z + 1
*
0 | 0.11714884798125885928899068449018426589 | 0.021358830491232526075937977040329016210
f(z) = 14/9*z^3 - 241/126*z + 1
*
0 | 0.11080768247263465465115029971092328101 | 0.020202695526617065581911620276358770959
f(z) = 15/8*z^3 - 241/120*z + 1
*
0 | 0.15431982135657979568810443525075121579 | 0.028135922483162379782071158313578705419
f(z) = 15/13*z^3 - 241/130*z + 1
*
8/15 | 0.18383814619333652097417276740133283517 | 0.029450748295196001444608919769609549128
f(z) = 15/16*z^3 - 257/120*z + 1
*
[ 3/8 ] 
f(z) = 16/11*z^3 - 247/132*z + 1
*
[ -3/2 ] 
f(z) = 17/10*z^3 - 259/120*z + 1
*
[ 17/12 ] 
f(z) = 18/17*z^3 - 249/136*z + 1
*
[ -5/3 ] 
f(z) = 19/15*z^3 - 259/135*z + 1
*
[ 7/2 ] 
f(z) = 1/5*z^3 - 243/140*z + 1
*
3/5 | 0.11921827528262041377911790871958097269 | 0.021454375402458987167449671384353761953
f(z) = 1/6*z^3 - 259/150*z + 1
*
[ 3/7 ] 
f(z) = 2*z^3 - 250/147*z + 1
*
[ 2/5 ] 
f(z) = 2/3*z^3 - 241/150*z + 1
*
[ 19/4 ] 
f(z) = 2/19*z^3 - 241/152*z + 1
*
-13/6 | 0.14249849080434836850924299630742962497 | 0.025752477951288745373362100573812354672
f(z) = 3/13*z^3 - 253/156*z + 1
*
-9/8 | 0.11313319019453600532535780377197339353 | 0.020359310912336306456920593957330903627
f(z) = 4/3*z^3 - 259/144*z + 1
*
[ 2/5 ] 
f(z) = 4/3*z^3 - 257/150*z + 1
*
[ 3/7 ] 
f(z) = 5/3*z^3 - 241/147*z + 1
*
-7/5 | 0.11898989724613556908705754905043424425 | 0.021661854409145857790613332744323099894
f(z) = 5/4*z^3 - 243/140*z + 1
*
[ 14/5 ] 
f(z) = 5/16*z^3 - 253/140*z + 1
*
-3 | 0.15839504144503908559415506808220670791 | 0.028792511709672145620919067209942349453
f(z) = 5/16*z^3 - 245/144*z + 1
*
[ 2/5 ] 
f(z) = 7/6*z^3 - 253/150*z + 1
*
-7/4 | 0.11647621427609253989393794564539793998 | 0.021019793288457002102102662857413915833
f(z) = 8/11*z^3 - 255/154*z + 1
*
0 | 0.089936060648995104417144488185102849332 | 0.016397336444643477446722223374465203914
f(z) = 9/16*z^3 - 241/144*z + 1
*
[ 2/5 ] 
f(z) = 11/12*z^3 - 247/150*z + 1
*
[ 3/2 ] 
f(z) = 11/13*z^3 - 245/156*z + 1
*
[ 2/5 ] 
f(z) = 13/12*z^3 - 251/150*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.025980820465868948312353065245312055488
f(z) = 13/12*z^3 - 241/156*z + 1
*
[ 3/7 ] 
f(z) = 16/9*z^3 - 244/147*z + 1
*
[ 17/12 ] 
f(z) = 16/17*z^3 - 244/153*z + 1
*
[ 3/5 ] 
f(z) = 17/6*z^3 - 253/150*z + 1
*
[ 6/7 ] 
f(z) = 17/8*z^3 - 254/147*z + 1
*
[ 3/7 ] 
f(z) = 17/9*z^3 - 247/147*z + 1
*
[ 2/5 ] 
f(z) = 17/12*z^3 - 259/150*z + 1
*
[ 3/7 ] 
f(z) = 19/9*z^3 - 253/147*z + 1
*
[ -3/2 ] 
f(z) = 19/13*z^3 - 253/156*z + 1
*
[ 8/19 ] 
f(z) = 19/16*z^3 - 241/152*z + 1
*
-7/4 | 0.13625207437402002226471575450231312856 | 0.024730889537805415573202194619667593750
f(z) = 2/3*z^3 - 247/168*z + 1
*
3/4 | 0.14090501165168998583300007082553914777 | 0.025501078952964611349811991165613131342
f(z) = 2/7*z^3 - 251/168*z + 1
*
[ 7/3 ] 
f(z) = 3/8*z^3 - 247/168*z + 1
*
[ 11/4 ] 
f(z) = 3/11*z^3 - 251/176*z + 1
*
-7/5 | 0.13122941418681801111305225149479895928 | 0.023836786818433356657143913800933690746
f(z) = 4/7*z^3 - 246/175*z + 1
*
[ 19/6 ] 
f(z) = 4/19*z^3 - 244/171*z + 1
*
[ 7/5 ] 
f(z) = 6/7*z^3 - 244/175*z + 1
*
[ 3/7 ] 
f(z) = 7/8*z^3 - 251/168*z + 1
*
[ 7/15 ] 
f(z) = 9/7*z^3 - 249/175*z + 1
*
[ 5/12 ] 
f(z) = 9/10*z^3 - 249/160*z + 1
*
[ 5/4 ] 
f(z) = 11/10*z^3 - 243/160*z + 1
*
[ 3/2 ] 
f(z) = 11/14*z^3 - 241/168*z + 1
*
0 | 0.15846659145499703834685390483716256522 | 0.028577370704837701441280402484479038868
f(z) = 16/11*z^3 - 245/176*z + 1
*
5/6 | 0.14265772557512815052068202243083095625 | 0.026009664041351734567196547403839802219
f(z) = 1/5*z^3 - 241/180*z + 1
*
-10/3 | 0.14098749962112295397745369655819403885 | 0.020398242802654147427546111980297111618
f(z) = 1/16*z^3 - 251/180*z + 1
*
[ 4/7 ] 
f(z) = 3/2*z^3 - 243/196*z + 1
*
4/5 | 0.12111092963193777488050457264963774234 | 0.021825422426916434511900217956348748560
f(z) = 5/18*z^3 - 257/180*z + 1
*
[ 3/4 ] 
f(z) = 7/4*z^3 - 253/192*z + 1
*
[ 4/9 ] 
f(z) = 9/10*z^3 - 257/180*z + 1
*
[ 7/9 ] 
f(z) = 12/7*z^3 - 250/189*z + 1
*
[ 4/7 ] 
f(z) = 13/8*z^3 - 251/196*z + 1
*
-15/13 | 0.11846788014093640620566931351990663454 | 0.021440392569799228173422524856493396530
f(z) = 13/15*z^3 - 251/195*z + 1
*
[ 2/3 ] 
f(z) = 19/11*z^3 - 251/198*z + 1
*
-7/3 | 0.10187683780289918287923294827801547608 | 0.018411289863191462540640921183634361361
f(z) = 3/10*z^3 - 253/210*z + 1
*
[ 6/7 ] 
f(z) = 7/5*z^3 - 251/210*z + 1
*
[ 7/4 ] 
f(z) = 8/15*z^3 - 253/210*z + 1
*
[ -8/5 ] 
f(z) = 9/8*z^3 - 251/200*z + 1
*
-6/5 | 0.15926481975650875197233867987576201997 | 0.027922667188690174474030019706484736655
f(z) = 10/7*z^3 - 257/210*z + 1
*
-10/7 | 0.093418181321721349432728223417858530411 | 0.016882632518826025690644464813688627557
f(z) = 14/15*z^3 - 253/210*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.025144451582418481161406304851808787461
f(z) = 14/15*z^3 - 241/210*z + 1
*
0 | 0.090749546562508109530712583800461022626 | 0.016400354023041531487425205944973338146
f(z) = 15/14*z^3 - 253/210*z + 1
*
[ 7/4 ] 
f(z) = 1/2*z^3 - 247/224*z + 1
*
[ 5/2 ] 
f(z) = 3/11*z^3 - 243/220*z + 1
*
[ 7/4 ] 
f(z) = 8/17*z^3 - 241/238*z + 1
*
[ 4/5 ] 
f(z) = 15/11*z^3 - 247/220*z + 1
*
[ 5/8 ] 
f(z) = 16/11*z^3 - 257/220*z + 1
*
[ 2/3 ] 
f(z) = 16/13*z^3 - 245/234*z + 1
*
[ 2/3 ] 
f(z) = 17/13*z^3 - 253/234*z + 1
*
[ 12/19 ] 
f(z) = 19/16*z^3 - 241/228*z + 1
*
[ 4/3 ] 
f(z) = 5/7*z^3 - 257/252*z + 1
*
[ 5/7 ] 
f(z) = 6/5*z^3 - 248/245*z + 1
*
[ 4/7 ] 
f(z) = 7/9*z^3 - 253/252*z + 1
*
[ 14/9 ] 
f(z) = 9/16*z^3 - 253/252*z + 1
*
[ 3/5 ] 
f(z) = 15/17*z^3 - 251/255*z + 1
*
1/17 | 0.14698658355826637531527161319880457533 | 0.025939907396424766994805208465165910075
f(z) = 17/15*z^3 - 256/255*z + 1
*
[ 3/4 ] 
f(z) = 19/15*z^3 - 251/240*z + 1
*
[ 5/9 ] 
f(z) = 3/10*z^3 - 241/270*z + 1
*
[ 2/3 ] 
f(z) = 14/15*z^3 - 247/270*z + 1
*
[ 4/5 ] 
f(z) = 15/13*z^3 - 257/260*z + 1
*
[ -22/9 ] 
f(z) = 3/8*z^3 - 247/297*z + 1
*
[ 9/4 ] 
f(z) = 5/18*z^3 - 245/288*z + 1
*
[ 6/7 ] 
f(z) = 8/9*z^3 - 241/294*z + 1
*
[ 3/5 ] 
f(z) = 10/19*z^3 - 244/285*z + 1
*
[ 6/7 ] 
f(z) = 11/12*z^3 - 247/294*z + 1
*
[ 6/7 ] 
f(z) = 17/18*z^3 - 253/294*z + 1
*
[ 9 ] 
f(z) = 1/3*z^3 - 235/9*z + 1
*
[ -9 ] 
f(z) = 1/3*z^3 - 233/9*z + 1
*
[ -10 ] 
f(z) = 1/4*z^3 - 239/10*z + 1
*
[ 9 ] 
f(z) = 1/6*z^3 - 227/18*z + 1
*
[ -9 ] 
f(z) = 1/6*z^3 - 223/18*z + 1
*
0 | 0.15198717183585648255789405664150628940 | 0.027752795283783393834369892329585290843
f(z) = 1/14*z^3 - 239/14*z + 1
*
[ -16 ] 
f(z) = 1/16*z^3 - 239/16*z + 1
*
-1 | 0.055506558887490713310127133983915494233 | 0.010248436100796590559528298687480464952
f(z) = 1/16*z^3 - 225/16*z + 1
*
[ 5 ] 
f(z) = 2/3*z^3 - 238/15*z + 1
*
[ -5 ] 
f(z) = 2/3*z^3 - 232/15*z + 1
*
[ 9/2 ] 
f(z) = 2/3*z^3 - 229/18*z + 1
*
[ -9/2 ] 
f(z) = 2/3*z^3 - 221/18*z + 1
*
[ 11 ] 
f(z) = 2/11*z^3 - 232/11*z + 1
*
[ -11 ] 
f(z) = 2/11*z^3 - 230/11*z + 1
*
5/2 | 0.11129017593150306031450459488464473690 | 0.020481389342095030673204975021987745279
f(z) = 3*z^3 - 229/12*z + 1
*
[ 9/2 ] 
f(z) = 4/3*z^3 - 236/9*z + 1
*
[ -9/2 ] 
f(z) = 4/3*z^3 - 232/9*z + 1
*
1/4 | 0.12680335083861105628492110617672412558 | 0.023336370678453554003837514617029178265
f(z) = 4/3*z^3 - 229/12*z + 1
*
-15/2 | 0.15714968300580906118019090298499983786 | 0.029063194151750305171706637804932004323
f(z) = 4/15*z^3 - 223/15*z + 1
*
[ 7 ] 
f(z) = 5/7*z^3 - 239/7*z + 1
*
[ -7 ] 
f(z) = 5/7*z^3 - 237/7*z + 1
*
[ 7 ] 
f(z) = 5/14*z^3 - 233/14*z + 1
*
[ -7 ] 
f(z) = 5/14*z^3 - 229/14*z + 1
*
[ -5/3 ] 
f(z) = 6*z^3 - 226/15*z + 1
*
[ 4 ] 
f(z) = 7/2*z^3 - 221/4*z + 1
*
[ 9/4 ] 
f(z) = 8/3*z^3 - 233/18*z + 1
*
[ -5/2 ] 
f(z) = 8/3*z^3 - 229/15*z + 1
*
[ 11/2 ] 
f(z) = 8/11*z^3 - 233/11*z + 1
*
[ -11/2 ] 
f(z) = 8/11*z^3 - 229/11*z + 1
*
[ -3 ] 
f(z) = 9*z^3 - 239/3*z + 1
*
[ 3/2 ] 
f(z) = 9*z^3 - 239/12*z + 1
*
[ -3/2 ] 
f(z) = 9*z^3 - 223/12*z + 1
*
[ 3 ] 
f(z) = 9/2*z^3 - 239/6*z + 1
*
[ -3 ] 
f(z) = 9/2*z^3 - 235/6*z + 1
*
2/9 | 0.10963148350694786567908513465245492575 | 0.020176130364276468907731127753840393999
f(z) = 9/2*z^3 - 229/18*z + 1
*
-3 | 0.14949443790639578552958554054650245652 | 0.027297623089935499588714539891122356266
f(z) = 9/4*z^3 - 239/12*z + 1
*
[ -10/3 ] 
f(z) = 9/4*z^3 - 237/10*z + 1
*
[ 3 ] 
f(z) = 9/4*z^3 - 235/12*z + 1
*
[ -3 ] 
f(z) = 9/4*z^3 - 227/12*z + 1
*
[ 3 ] 
f(z) = 9/5*z^3 - 233/15*z + 1
*
[ -3 ] 
f(z) = 9/5*z^3 - 223/15*z + 1
*
[ 5 ] 
f(z) = 9/5*z^3 - 221/5*z + 1
*
[ -16/3 ] 
f(z) = 9/16*z^3 - 237/16*z + 1
*
[ 6 ] 
f(z) = 9/16*z^3 - 233/12*z + 1
*
[ -6 ] 
f(z) = 9/16*z^3 - 229/12*z + 1
*
[ 7/2 ] 
f(z) = 10/7*z^3 - 235/14*z + 1
*
[ -7/2 ] 
f(z) = 10/7*z^3 - 227/14*z + 1
*
[ 6 ] 
f(z) = 10/9*z^3 - 235/6*z + 1
*
[ -6 ] 
f(z) = 10/9*z^3 - 233/6*z + 1
*
[ -4/3 ] 
f(z) = 12*z^3 - 235/12*z + 1
*
[ 6 ] 
f(z) = 13/12*z^3 - 229/6*z + 1
*
[ -6 ] 
f(z) = 13/12*z^3 - 227/6*z + 1
*
0 | 0.10263912361918368016208834327376426731 | 0.018756222003602151080428012583263428641
f(z) = 15*z^3 - 238/15*z + 1
*
[ 4 ] 
f(z) = 15/4*z^3 - 237/4*z + 1
*
[ -4 ] 
f(z) = 15/4*z^3 - 235/4*z + 1
*
-1 | 0.10137124020832798277307966276892481799 | 0.018280973192164833817978014954467917126
f(z) = 16*z^3 - 225/16*z + 1
*
[ 9/4 ] 
f(z) = 16/3*z^3 - 238/9*z + 1
*
[ -9/4 ] 
f(z) = 16/3*z^3 - 230/9*z + 1
*
[ 6 ] 
f(z) = 17/8*z^3 - 227/3*z + 1
*
[ -6 ] 
f(z) = 17/8*z^3 - 226/3*z + 1
*
[ -3/2 ] 
f(z) = 18*z^3 - 233/6*z + 1
*
-5/2 | 0.12984575226885490705800187495173614197 | 0.024053693719225496051305949924956569607
f(z) = 18/5*z^3 - 221/10*z + 1
*
[ 11/3 ] 
f(z) = 18/11*z^3 - 234/11*z + 1
*
[ -11/3 ] 
f(z) = 18/11*z^3 - 228/11*z + 1
*
[ 6 ] 
f(z) = 19/18*z^3 - 223/6*z + 1
*
[ -6 ] 
f(z) = 19/18*z^3 - 221/6*z + 1
*
-15/2 | 0.15900174066422994759154595716482247420 | 0.029454788500451247864644058945428673067
f(z) = 1/5*z^3 - 221/20*z + 1
*
6 | 0.098596270280576286752116784197088048693 | 0.018264782988637015503802696750496753203
f(z) = 1/5*z^3 - 221/30*z + 1
*
[ 8 ] 
f(z) = 1/6*z^3 - 235/24*z + 1
*
[ -8 ] 
f(z) = 1/6*z^3 - 229/24*z + 1
*
-9 | 0.14189229666664439807001649700121667132 | 0.025909475215369591990822694266813706033
f(z) = 1/12*z^3 - 239/36*z + 1
*
[ 10 ] 
f(z) = 1/12*z^3 - 223/30*z + 1
*
10 | 0.081420839519412579767746588657896580888 | 0.014936757502811702804295693642696743416
f(z) = 1/15*z^3 - 233/30*z + 1
*
3/2 | 0.19683866628006945030706369659558350959 | 0.030014139890026132720955788681575404114
f(z) = 1/18*z^3 - 235/24*z + 1
*
[ 1/8 ] 
f(z) = 2*z^3 - 225/32*z + 1
*
[ 5 ] 
f(z) = 2/7*z^3 - 222/35*z + 1
*
3/4 | 0.17131112133689060926336471866353751621 | 0.026260364092085420190237529511804282080
f(z) = 2/9*z^3 - 227/24*z + 1
*
-1 | 0.074023869656140658619697714443071428071 | 0.013667373970026852583587071261661427547
f(z) = 2/17*z^3 - 225/34*z + 1
*
[ -8/3 ] 
f(z) = 3/2*z^3 - 223/24*z + 1
*
[ 10/3 ] 
f(z) = 3/4*z^3 - 229/30*z + 1
*
-4/3 | 0.089089259889910540847265093958159517500 | 0.016395623447728199184359586315909689268
f(z) = 4*z^3 - 229/36*z + 1
*
[ 1/10 ] 
f(z) = 4*z^3 - 226/25*z + 1
*
-9/4 | 0.15542141370553450290101623834921979948 | 0.028649372474345991445180044211453621233
f(z) = 4/3*z^3 - 227/36*z + 1
*
[ 9/4 ] 
f(z) = 4/3*z^3 - 223/36*z + 1
*
[ -4 ] 
f(z) = 4/5*z^3 - 231/20*z + 1
*
[ 4 ] 
f(z) = 4/7*z^3 - 235/28*z + 1
*
[ -4 ] 
f(z) = 4/7*z^3 - 221/28*z + 1
*
[ 4 ] 
f(z) = 4/9*z^3 - 229/36*z + 1
*
0 | 0.14427002814351623282367802487307994780 | 0.026466521814599297318803106944967903356
f(z) = 4/15*z^3 - 233/30*z + 1
*
-5 | 0.14734324183100033630074751982807228650 | 0.027160294814920005874533931492473261259
f(z) = 4/15*z^3 - 227/30*z + 1
*
1/10 | 0.15755332156848081492578291243570092499 | 0.029186471449662487143099618994121754612
f(z) = 5*z^3 - 221/20*z + 1
*
-6/5 | 0.10957609552594067299573287808742654889 | 0.020298776006720239933492375488152066747
f(z) = 5*z^3 - 221/30*z + 1
*
1/6 | 0.14852364117919258255808787713995823881 | 0.027513739283447964114458357743691065118
f(z) = 5*z^3 - 221/36*z + 1
*
3 | 0.087503897825121351520655226990629647662 | 0.016103859889755930503537389915737663241
f(z) = 5/6*z^3 - 229/30*z + 1
*
1/2 | 0.11421636525546933041021951816499987015 | 0.021158377687163105159302570312862866395
f(z) = 5/6*z^3 - 221/24*z + 1
*
-7/2 | 0.14807565916362295489293225140163554502 | 0.027080107998388525367500226299258553180
f(z) = 5/7*z^3 - 237/28*z + 1
*
[ 7/2 ] 
f(z) = 5/7*z^3 - 225/28*z + 1
*
-2/5 | 0.15657691844045803554765292379746114921 | 0.025592420874023492512649042652987242502
f(z) = 5/12*z^3 - 227/30*z + 1
*
-3/5 | 0.15061517083753640805167339503227119529 | 0.023150963734041888235578049360496291151
f(z) = 5/18*z^3 - 223/30*z + 1
*
[ 1/8 ] 
f(z) = 6*z^3 - 227/32*z + 1
*
4 | 0.14949884653272283318205256665961725778 | 0.027513156991641177032717777284013661503
f(z) = 7/10*z^3 - 229/20*z + 1
*
[ 1/10 ] 
f(z) = 8*z^3 - 227/25*z + 1
*
-5/2 | 0.12641974957870674298071459712279666169 | 0.023137562445173802051100670230165599201
f(z) = 8/7*z^3 - 236/35*z + 1
*
[ 5/2 ] 
f(z) = 8/7*z^3 - 229/35*z + 1
*
[ 3/2 ] 
f(z) = 9/2*z^3 - 235/24*z + 1
*
[ 3 ] 
f(z) = 9/7*z^3 - 229/21*z + 1
*
-3 | 0.099160619078843833224272990621280041840 | 0.018162664330826620769308804981678749994
f(z) = 9/8*z^3 - 235/24*z + 1
*
[ 3 ] 
f(z) = 9/8*z^3 - 227/24*z + 1
*
1/6 | 0.13050853184229510443989964997737099502 | 0.024096401866770510948471506323126539649
f(z) = 9/8*z^3 - 225/32*z + 1
*
-3 | 0.16289836541815035686578546327606019777 | 0.029883914194660150879772748819809243621
f(z) = 9/10*z^3 - 233/30*z + 1
*
[ 3 ] 
f(z) = 9/10*z^3 - 223/30*z + 1
*
[ 3 ] 
f(z) = 9/11*z^3 - 221/33*z + 1
*
[ 1/8 ] 
f(z) = 10*z^3 - 229/32*z + 1
*
3/2 | 0.14302087665712036708100607468138385274 | 0.026115553459070844541851099084443438673
f(z) = 10/3*z^3 - 239/30*z + 1
*
[ -3 ] 
f(z) = 10/11*z^3 - 226/33*z + 1
*
[ 1/11 ] 
f(z) = 11/2*z^3 - 221/22*z + 1
*
0 | 0.15988628901195416894672737720405407538 | 0.029424819471325789014144555200847643179
f(z) = 11/3*z^3 - 229/33*z + 1
*
2 | 0.15478317994571006289831673674372319235 | 0.028263345218671109410449953858399317889
f(z) = 11/9*z^3 - 239/36*z + 1
*
[ 1/10 ] 
f(z) = 12*z^3 - 228/25*z + 1
*
[ 1/8 ] 
f(z) = 14*z^3 - 231/32*z + 1
*
-9/10 | 0.076560703639997352790142561417530223986 | 0.013422795132910831340269331083936896612
f(z) = 15*z^3 - 223/20*z + 1
*
[ 1/9 ] 
f(z) = 15*z^3 - 221/27*z + 1
*
0 | 0.12573866587437428823077294165007994229 | 0.022959828853426246923296243575158872868
f(z) = 15/2*z^3 - 239/30*z + 1
*
0 | 0.15576442167864222561635369941535489800 | 0.028712600333036377726582080035046679939
f(z) = 15/2*z^3 - 227/30*z + 1
*
0 | 0.15276939195833326033151606813665447426 | 0.028206528796281955999076345039368193587
f(z) = 15/2*z^3 - 223/30*z + 1
*
2/15 | 0.16582807572801682311534721864234205166 | 0.027104518016010785503447622114131434755
f(z) = 15/4*z^3 - 227/30*z + 1
*
[ 7/3 ] 
f(z) = 15/7*z^3 - 233/21*z + 1
*
2/5 | 0.17143289869017692483935729162745041740 | 0.025073066257936738729834305565019555293
f(z) = 15/16*z^3 - 233/20*z + 1
*
[ 1/10 ] 
f(z) = 16*z^3 - 229/25*z + 1
*
[ 9/8 ] 
f(z) = 16/3*z^3 - 239/36*z + 1
*
1/8 | 0.12401666636294725882316431154345373142 | 0.022897778318967450329935227847231555524
f(z) = 16/7*z^3 - 225/28*z + 1
*
-1 | 0.095180016721134140864670897257092842466 | 0.016797184885637330437067922583498889533
f(z) = 17/2*z^3 - 225/34*z + 1
*
[ 1/8 ] 
f(z) = 18*z^3 - 233/32*z + 1
*
[ 3/2 ] 
f(z) = 18/5*z^3 - 233/30*z + 1
*
-3/2 | 0.10178296874342770844955916146158548481 | 0.018823698052400298320159998646045754711
f(z) = 18/5*z^3 - 223/30*z + 1
*
[ 5/3 ] 
f(z) = 18/7*z^3 - 236/35*z + 1
*
6 | 0.12080508235198041716824042895564424769 | 0.022341639485101648667868825060228092949
f(z) = 1/7*z^3 - 223/42*z + 1
*
2/7 | 0.20847454392494480738236614042070797578 | 0.027879857925697935503386544921822226945
f(z) = 1/8*z^3 - 221/49*z + 1
*
[ 8 ] 
f(z) = 1/10*z^3 - 221/40*z + 1
*
-9 | 0.14960898459856351052815936975929644017 | 0.027339470855923019449653455416747622661
f(z) = 1/15*z^3 - 238/45*z + 1
*
[ 5/3 ] 
f(z) = 2*z^3 - 232/45*z + 1
*
11/6 | 0.10191605307925299663906129025122545603 | 0.018756214067003964676047939328710709918
f(z) = 2/3*z^3 - 229/54*z + 1
*
2/7 | 0.21371159391884914494774081729146519321 | 0.028562977426906515102359172370043943217
f(z) = 3/8*z^3 - 222/49*z + 1
*
0 | 0.15239940665456095591982666073506757489 | 0.027957866735442230222503022728760972999
f(z) = 3/16*z^3 - 233/48*z + 1
*
[ 1/6 ] 
f(z) = 4/5*z^3 - 226/45*z + 1
*
[ 4 ] 
f(z) = 4/11*z^3 - 223/44*z + 1
*
0 | 0.078025555535609633867768047951890056568 | 0.014269330168598341750539536069507543956
f(z) = 4/13*z^3 - 237/52*z + 1
*
-8/5 | 0.13024688716632608075434187740267895881 | 0.023931806431270527881718183347248021348
f(z) = 5/2*z^3 - 231/40*z + 1
*
[ 9/5 ] 
f(z) = 5/3*z^3 - 223/45*z + 1
*
1/3 | 0.14260394637615120447256588761390842814 | 0.026417126393033047427582552310913280795
f(z) = 5/6*z^3 - 221/54*z + 1
*
2/7 | 0.19907064223367859014139336948989516893 | 0.026590212945055462785645299433529461016
f(z) = 5/8*z^3 - 223/49*z + 1
*
1/5 | 0.098005661725938850023680066689113227645 | 0.018080440720168072352220164480677233275
f(z) = 5/9*z^3 - 226/45*z + 1
*
[ 1/5 ] 
f(z) = 5/11*z^3 - 221/55*z + 1
*
0 | 0.14927670379770203245486679866296646840 | 0.027257864930928495923639859219795195042
f(z) = 5/16*z^3 - 239/48*z + 1
*
0 | 0.15747369004754611037930665346915533381 | 0.028754631260534224385551212189452786144
f(z) = 6/17*z^3 - 239/51*z + 1
*
[ 6/7 ] 
f(z) = 7*z^3 - 223/42*z + 1
*
0 | 0.11070510772519808393703695748455434358 | 0.020308994087682924386245415544053929489
f(z) = 7/8*z^3 - 233/56*z + 1
*
6/7 | 0.16375053366669273655495163847516082473 | 0.026882647055683647332839125709220250282
f(z) = 7/12*z^3 - 221/42*z + 1
*
-3 | 0.15733427596688016827955276543543712895 | 0.029145893643154532211299712461918146762
f(z) = 7/16*z^3 - 221/48*z + 1
*
[ -7/8 ] 
f(z) = 8*z^3 - 223/56*z + 1
*
[ 5/2 ] 
f(z) = 8/9*z^3 - 223/45*z + 1
*
-3/4 | 0.17392082393781094928986785923125668483 | 0.028659958239371717240592647884636342136
f(z) = 9*z^3 - 227/48*z + 1
*
[ -7/6 ] 
f(z) = 9/2*z^3 - 239/56*z + 1
*
[ 3/2 ] 
f(z) = 9/4*z^3 - 227/48*z + 1
*
[ 8/3 ] 
f(z) = 9/10*z^3 - 231/40*z + 1
*
[ 1/6 ] 
f(z) = 9/11*z^3 - 221/44*z + 1
*
7/6 | 0.078176581518598172065783123291365079426 | 0.014341594208982389674297656411194460535
f(z) = 9/14*z^3 - 233/56*z + 1
*
-3 | 0.15112786876672352520068305282388716333 | 0.027812955588797074216650252029878710214
f(z) = 9/14*z^3 - 229/42*z + 1
*
0 | 0.15724296278645847080318111534776048838 | 0.029080445273888084222870259074731575334
f(z) = 9/14*z^3 - 223/42*z + 1
*
[ 8/3 ] 
f(z) = 9/14*z^3 - 221/56*z + 1
*
-3 | 0.096535205060615904021944208213734474590 | 0.017794671794125306393448217398183255881
f(z) = 9/16*z^3 - 227/48*z + 1
*
[ 7/4 ] 
f(z) = 10/7*z^3 - 221/56*z + 1
*
0 | 0.13659228659456025188125217952459078587 | 0.025199041536102608002338266702290600411
f(z) = 10/11*z^3 - 226/55*z + 1
*
[ 3 ] 
f(z) = 10/17*z^3 - 236/51*z + 1
*
[ 3 ] 
f(z) = 10/19*z^3 - 232/57*z + 1
*
0 | 0.15478054373833064068987937426651289995 | 0.028394689389337123586559714374512933162
f(z) = 11/4*z^3 - 233/44*z + 1
*
0 | 0.14112133233205068706773905452518357955 | 0.025971393501497156195964536116796746498
f(z) = 11/4*z^3 - 229/44*z + 1
*
[ -3 ] 
f(z) = 11/16*z^3 - 233/48*z + 1
*
[ -3 ] 
f(z) = 11/17*z^3 - 229/51*z + 1
*
[ -3 ] 
f(z) = 11/19*z^3 - 221/57*z + 1
*
[ 2/9 ] 
f(z) = 12*z^3 - 221/54*z + 1
*
1/4 | 0.13330089147404469398362663360513099280 | 0.024652608999334407520472981506915941933
f(z) = 12/11*z^3 - 223/44*z + 1
*
[ -3/4 ] 
f(z) = 13*z^3 - 239/48*z + 1
*
0 | 0.082380199789440539468630779265575239912 | 0.015065708434644060807968468112848292987
f(z) = 13/4*z^3 - 237/52*z + 1
*
4/13 | 0.17687825475022934998515028298450191735 | 0.028869272288176360931018734655631107226
f(z) = 13/8*z^3 - 229/52*z + 1
*
4/13 | 0.068995956852913560299307270514567477600 | 0.010142892209801042872994271489538601377
f(z) = 13/16*z^3 - 225/52*z + 1
*
-17/28 | 0.19806789322815327653071058761094585379 | 0.029720248655707369557701094340542160294
f(z) = 14*z^3 - 233/56*z + 1
*
0 | 0.11548594944735306063075198597263071929 | 0.021152878574419868245035437336979303347
f(z) = 14/3*z^3 - 235/42*z + 1
*
0 | 0.12190617071042159132564059181821380832 | 0.022435113653345132647867524803663747032
f(z) = 14/3*z^3 - 229/42*z + 1
*
0 | 0.13126387042535377509590749120047034046 | 0.024275883210920836464786967854007572914
f(z) = 14/3*z^3 - 223/42*z + 1
*
[ 2/9 ] 
f(z) = 15*z^3 - 229/54*z + 1
*
4/5 | 0.10878890305869641900953574019694562271 | 0.019073115698588020922038390438185063202
f(z) = 15/2*z^3 - 227/40*z + 1
*
[ 1/5 ] 
f(z) = 15/11*z^3 - 223/55*z + 1
*
[ 7/3 ] 
f(z) = 15/14*z^3 - 221/42*z + 1
*
0 | 0.12790131719434989690348946347096789597 | 0.023693490594195879799269389071005696292
f(z) = 15/16*z^3 - 221/48*z + 1
*
[ 3/16 ] 
f(z) = 16*z^3 - 235/48*z + 1
*
[ 1/6 ] 
f(z) = 16/5*z^3 - 229/45*z + 1
*
0 | 0.13507539136211853503914857942333701710 | 0.024779753896940747603931677624590346531
f(z) = 16/13*z^3 - 233/52*z + 1
*
-9/4 | 0.13416149887713170151010466883832781126 | 0.024811769358846088892474922330769373947
f(z) = 16/15*z^3 - 223/45*z + 1
*
-5/4 | 0.12725727210034143335004186253371830673 | 0.023345509884836408658319407277186229882
f(z) = 18/5*z^3 - 233/40*z + 1
*
[ 3/2 ] 
f(z) = 18/7*z^3 - 229/42*z + 1
*
1/12 | 0.15983364418922861669660687101969966881 | 0.029510834792533450518763630444008060135
f(z) = 18/7*z^3 - 225/56*z + 1
*
[ 5/3 ] 
f(z) = 18/11*z^3 - 228/55*z + 1
*
[ 2/5 ] 
f(z) = 19*z^3 - 227/50*z + 1
*
3/4 | 0.16830294128913474410617091833225116501 | 0.029438888541284685446581524295530028631
f(z) = 19/3*z^3 - 235/48*z + 1
*
0 | 0.17188734351548885077244241371718774538 | 0.028094902377575333053143628247300108252
f(z) = 19/6*z^3 - 227/57*z + 1
*
3/2 | 0.15824255637577487947246213313916098670 | 0.029169403564245346035616673698531560691
f(z) = 1/5*z^3 - 227/60*z + 1
*
-9/2 | 0.15656415113547625614869900815851616364 | 0.028954906141847728750152015974674580205
f(z) = 1/5*z^3 - 223/60*z + 1
*
10/3 | 0.11823127862061638543493189323994306603 | 0.021811736043857127346174688812106304515
f(z) = 1/7*z^3 - 226/63*z + 1
*
-14/3 | 0.22348424940944174163794938171025729053 | 0.029887145954902119843359118612704421333
f(z) = 1/8*z^3 - 221/63*z + 1
*
3/2 | 0.10407311395160339581060803174471403534 | 0.019279358497724067330199537714322254569
f(z) = 3/5*z^3 - 221/60*z + 1
*
4/3 | 0.12620174425549049042085469462614494647 | 0.023263208665299582895674999419931867587
f(z) = 3/10*z^3 - 227/60*z + 1
*
10/3 | 0.18442970055082877468263896129630874730 | 0.027077240266146770118823953977390565874
f(z) = 3/16*z^3 - 227/60*z + 1
*
[ -7/6 ] 
f(z) = 4*z^3 - 226/63*z + 1
*
[ 1/4 ] 
f(z) = 4/19*z^3 - 229/76*z + 1
*
-1 | 0.061828045512773531612530949655883416539 | 0.011415601802287259885500765604269823815
f(z) = 4/19*z^3 - 225/76*z + 1
*
3/10 | 0.15945358042514184855976459045602261633 | 0.027955761134588676546720836311547279828
f(z) = 5*z^3 - 227/60*z + 1
*
[ -7/5 ] 
f(z) = 5/2*z^3 - 223/70*z + 1
*
4/5 | 0.13627105469404516141793736868867011397 | 0.025078768219078784133531225676361244498
f(z) = 5/3*z^3 - 229/60*z + 1
*
-3/2 | 0.11545731008558089142652280557802684710 | 0.021388260500766084507912737775410182834
f(z) = 5/3*z^3 - 221/60*z + 1
*
-12/5 | 0.15430672559911161746314529770729395054 | 0.023653752100083811020202240553159294118
f(z) = 5/9*z^3 - 227/60*z + 1
*
[ -4 ] 
f(z) = 5/17*z^3 - 235/68*z + 1
*
1/2 | 0.11959862927214692537502714023835083376 | 0.022155432484189566076942617173829265078
f(z) = 5/18*z^3 - 221/72*z + 1
*
[ -4 ] 
f(z) = 5/19*z^3 - 225/76*z + 1
*
4/3 | 0.15370787688443035178045642488157782527 | 0.028197907278361806062414036308490882847
f(z) = 6/5*z^3 - 233/60*z + 1
*
4/3 | 0.14409192773431973994387036780470544058 | 0.026518089744022254722406404621478720671
f(z) = 6/11*z^3 - 229/66*z + 1
*
0 | 0.076796290207210020700745097105952688976 | 0.014202672571371342260229197873903063315
f(z) = 6/11*z^3 - 223/66*z + 1
*
[ 3/5 ] 
f(z) = 7*z^3 - 239/75*z + 1
*
2/3 | 0.12833597961849261638805757806978062081 | 0.021076537001063676720364264137375250913
f(z) = 7*z^3 - 232/63*z + 1
*
5/7 | 0.098456240991956340367170876534759444960 | 0.017897040499432826923945851337246210626
f(z) = 7/2*z^3 - 223/70*z + 1
*
[ 9/7 ] 
f(z) = 7/3*z^3 - 229/63*z + 1
*
[ 10/7 ] 
f(z) = 7/4*z^3 - 229/70*z + 1
*
3/2 | 0.10614679822742559001246599017590894338 | 0.019534823120872607606898919816815711002
f(z) = 7/5*z^3 - 229/60*z + 1
*
-10/7 | 0.14575944138119514749480559421560703063 | 0.027001676207390577054325584211621823258
f(z) = 7/5*z^3 - 221/70*z + 1
*
1/3 | 0.10044108100148412415520251249245585453 | 0.018575529915958568572217792078098175853
f(z) = 7/8*z^3 - 223/72*z + 1
*
8/7 | 0.10339453228733073819289901292833186072 | 0.018879799218396003861368589367163370941
f(z) = 7/10*z^3 - 239/70*z + 1
*
1/2 | 0.10297643206379970209873935372686925555 | 0.019044416640752027027670274879380145184
f(z) = 7/18*z^3 - 223/72*z + 1
*
[ 3/10 ] 
f(z) = 8*z^3 - 229/75*z + 1
*
[ 9/8 ] 
f(z) = 8/3*z^3 - 235/72*z + 1
*
[ -7/4 ] 
f(z) = 8/5*z^3 - 233/70*z + 1
*
2 | 0.15837239555197914996334314732489055031 | 0.029053619214221951325094093405982897154
f(z) = 8/15*z^3 - 233/60*z + 1
*
0 | 0.088103989989895820793171860194383330260 | 0.016240516448260133846571550623397694005
f(z) = 8/15*z^3 - 227/60*z + 1
*
[ 3/2 ] 
f(z) = 9/5*z^3 - 223/60*z + 1
*
[ -7/3 ] 
f(z) = 9/11*z^3 - 233/77*z + 1
*
0 | 0.16293522055120176717731624073707351935 | 0.029890675316117164667105220561450356083
f(z) = 10/3*z^3 - 233/60*z + 1
*
-3/2 | 0.14074444303415567588454700270013705671 | 0.025699877612536303311337721046038093817
f(z) = 10/7*z^3 - 239/70*z + 1
*
7/5 | 0.14031178920618155154042475755983024834 | 0.025992508370807598807248186287426633014
f(z) = 10/7*z^3 - 221/70*z + 1
*
[ 1/4 ] 
f(z) = 10/9*z^3 - 221/72*z + 1
*
6/11 | 0.15693329977993605441831841636154970970 | 0.026624121932702747979580939489143294595
f(z) = 11/2*z^3 - 229/66*z + 1
*
3/5 | 0.15923057972547729103588125215174752009 | 0.028349131014370154261021545625048120031
f(z) = 11/3*z^3 - 224/75*z + 1
*
0 | 0.057043510772076798690991393251172755203 | 0.010549602117905924549996266952082468551
f(z) = 11/6*z^3 - 223/66*z + 1
*
14/11 | 0.21457302589695548594447977679337191594 | 0.028510221238091206432089023958169402435
f(z) = 11/8*z^3 - 232/77*z + 1
*
1/3 | 0.098170082500952767725867095402467483563 | 0.018096034467526650453573277920344482614
f(z) = 11/8*z^3 - 227/72*z + 1
*
1/2 | 0.097059889866303021320766848784399339811 | 0.017891388778428639834439032081849376965
f(z) = 11/18*z^3 - 227/72*z + 1
*
5/12 | 0.17882962813727482561802984510126776775 | 0.027180848150444551227926383729662962570
f(z) = 12*z^3 - 233/60*z + 1
*
5/12 | 0.19594221353033192663874043475769804760 | 0.029781841005348603857180456478007043064
f(z) = 12*z^3 - 221/60*z + 1
*
[ 1/4 ] 
f(z) = 12/19*z^3 - 231/76*z + 1
*
[ 5/13 ] 
f(z) = 13*z^3 - 229/65*z + 1
*
0 | 0.15711484606892379230998651100765219129 | 0.029032727669812574949291247927972803846
f(z) = 13/5*z^3 - 224/65*z + 1
*
0 | 0.14283104659098729646108974809518272454 | 0.026286042329283758464960998106712691754
f(z) = 13/6*z^3 - 229/78*z + 1
*
0 | 0.14315806386957478752905646408583764340 | 0.026475590182872492999622689236122575323
f(z) = 13/6*z^3 - 223/78*z + 1
*
1/3 | 0.10427571453434533329877506503536299380 | 0.019190476521643503435227100964398384728
f(z) = 13/8*z^3 - 229/72*z + 1
*
1/2 | 0.15657536486919196629540917679168431357 | 0.028815490517692073206569188557012927665
f(z) = 13/18*z^3 - 229/72*z + 1
*
0 | 0.16143527031760634908410145652277721095 | 0.029615507520774563088169613742669727003
f(z) = 14/9*z^3 - 233/63*z + 1
*
[ 1/4 ] 
f(z) = 14/9*z^3 - 223/72*z + 1
*
[ 3/10 ] 
f(z) = 15*z^3 - 221/60*z + 1
*
0 | 0.15244329784046440779073604819012060588 | 0.027965918629824802634289568684499317012
f(z) = 15/4*z^3 - 233/60*z + 1
*
0 | 0.14671822550847893148986782860880059137 | 0.027001422857575231821787440248766951814
f(z) = 15/4*z^3 - 229/60*z + 1
*
0 | 0.10781846610074556681219718251928970668 | 0.019907028691133959037635075520614343416
f(z) = 15/4*z^3 - 221/60*z + 1
*
[ -12/5 ] 
f(z) = 15/16*z^3 - 239/60*z + 1
*
4/15 | 0.16449515828819186102998411036814641849 | 0.024119466800729834499420672935374546742
f(z) = 15/16*z^3 - 229/60*z + 1
*
5/8 | 0.14267773926688246514134955059113338005 | 0.024734708656283567358154651421527428470
f(z) = 16/3*z^3 - 221/60*z + 1
*
[ -7/4 ] 
f(z) = 16/11*z^3 - 222/77*z + 1
*
1/3 | 0.088338823578458072393389454413776423335 | 0.016205870556769378610400775898040422490
f(z) = 17/8*z^3 - 233/72*z + 1
*
[ 4/17 ] 
f(z) = 17/8*z^3 - 229/68*z + 1
*
[ 4/17 ] 
f(z) = 17/16*z^3 - 225/68*z + 1
*
0 | 0.11892089133265534926923114852988844894 | 0.021714906016440623742738779935318139710
f(z) = 18/7*z^3 - 239/63*z + 1
*
0 | 0.13112684581955444930573843711391980026 | 0.024132049032648958455322068975383187912
f(z) = 18/11*z^3 - 229/66*z + 1
*
[ 3/2 ] 
f(z) = 18/11*z^3 - 221/66*z + 1
*
[ 5/3 ] 
f(z) = 18/13*z^3 - 224/65*z + 1
*
[ 3/5 ] 
f(z) = 19/3*z^3 - 221/75*z + 1
*
-1 | 0.084124407498267674778194807692111164227 | 0.014285303260399537369073813453404618151
f(z) = 19/4*z^3 - 225/76*z + 1
*
1/3 | 0.084093619446570719224977000894603857546 | 0.015402931088579749037043322917761412759
f(z) = 19/8*z^3 - 235/72*z + 1
*
[ -7/2 ] 
f(z) = 1/3*z^3 - 235/84*z + 1
*
2/3 | 0.095237420902450900789295766115797187777 | 0.017471427089301309797280457717931439342
f(z) = 1/5*z^3 - 233/90*z + 1
*
3/4 | 0.15368401576272258390545480982191893898 | 0.028193529924961893878065195296757940503
f(z) = 1/6*z^3 - 233/96*z + 1
*
2/3 | 0.081420224147397258471169975338281068850 | 0.014984245438787567569827176113622383904
f(z) = 1/10*z^3 - 229/90*z + 1
*
[ -7 ] 
f(z) = 1/13*z^3 - 239/91*z + 1
*
5 | 0.13662594774534275369035845744584346759 | 0.025309712822647762316234763785642312148
f(z) = 1/16*z^3 - 221/80*z + 1
*
5 | 0.14098877473721145698588570737291849754 | 0.025864571666154022299105301991367950386
f(z) = 1/18*z^3 - 233/90*z + 1
*
5/6 | 0.14098749962112295397745369655819403885 | 0.025864337744471142055661939693510771744
f(z) = 2*z^3 - 233/90*z + 1
*
[ -5/4 ] 
f(z) = 3*z^3 - 231/80*z + 1
*
[ -7/3 ] 
f(z) = 3/4*z^3 - 223/84*z + 1
*
3/2 | 0.093825381297975393348045677060628886807 | 0.017380984324832475953144670183674384208
f(z) = 3/7*z^3 - 221/84*z + 1
*
3/4 | 0.12820861894758067353548061214612877055 | 0.023710846328996872615972813129143599449
f(z) = 4/7*z^3 - 223/84*z + 1
*
[ -7/2 ] 
f(z) = 4/13*z^3 - 226/91*z + 1
*
6/5 | 0.099235709413188552301699823251009247134 | 0.016220028254039171416574754669831940705
f(z) = 5/4*z^3 - 227/90*z + 1
*
2/5 | 0.14462190144714085447497901588791725501 | 0.026531073423732498340733812252816256032
f(z) = 5/9*z^3 - 233/90*z + 1
*
-16/5 | 0.14664314679532247820133986419199690442 | 0.026944485814056161365421237569076685252
f(z) = 5/16*z^3 - 231/80*z + 1
*
2/5 | 0.088412985598488393711113811329455463813 | 0.016271164689812392876239447971091667561
f(z) = 5/18*z^3 - 229/90*z + 1
*
3/14 | 0.15063618410926893998531937905212773721 | 0.023622806079051145312642557229460942096
f(z) = 7*z^3 - 223/84*z + 1
*
[ 3/4 ] 
f(z) = 7/2*z^3 - 221/96*z + 1
*
3/7 | 0.070610838880591060967968883869931515935 | 0.013058737888314532462712719558002668768
f(z) = 7/4*z^3 - 223/84*z + 1
*
-12/7 | 0.11119997304156740318564564396796732257 | 0.020305069500982608539605697616833760541
f(z) = 7/6*z^3 - 239/84*z + 1
*
-3/2 | 0.15638740115651149144192166346029910634 | 0.028970486775535952917588518486989762656
f(z) = 7/8*z^3 - 221/96*z + 1
*
-12/7 | 0.16010159930730835645100124398228036854 | 0.024542051074822526009960537802318389734
f(z) = 7/9*z^3 - 227/84*z + 1
*
0 | 0.14111955338413716796583406884436920650 | 0.025971066111190409645755263034015987201
f(z) = 7/12*z^3 - 229/84*z + 1
*
-13/7 | 0.16088481133783982635426045392564860314 | 0.029704916709512569216897293532220908479
f(z) = 7/13*z^3 - 225/91*z + 1
*
[ 5/12 ] 
f(z) = 9*z^3 - 237/80*z + 1
*
0 | 0.14489823403149591654966762248562963771 | 0.026842139083869440311520688142939429949
f(z) = 9/10*z^3 - 221/90*z + 1
*
2/3 | 0.11698560777661165757930305496941700928 | 0.021635267515280284434561610691852419930
f(z) = 11/5*z^3 - 223/90*z + 1
*
3/4 | 0.14119768150826160089976551824051127577 | 0.026027462198410133476007878719754307649
f(z) = 11/6*z^3 - 227/96*z + 1
*
0 | 0.15117454286659745927372858111493835403 | 0.027733163901588201248555910579075007193
f(z) = 11/8*z^3 - 233/88*z + 1
*
0 | 0.16039286574276356697854970249644954207 | 0.029310111890929589721858973263023016602
f(z) = 11/9*z^3 - 238/99*z + 1
*
[ 5/3 ] 
f(z) = 11/10*z^3 - 239/90*z + 1
*
2/3 | 0.11698661958290435294135022882465854161 | 0.021361708787716478922481845019559649590
f(z) = 13/5*z^3 - 239/90*z + 1
*
[ 3/8 ] 
f(z) = 14/3*z^3 - 223/96*z + 1
*
[ 7/6 ] 
f(z) = 15/7*z^3 - 233/84*z + 1
*
4/3 | 0.073210583134860591216153041675564966018 | 0.013539533462072958045680702741217736445
f(z) = 15/14*z^3 - 223/84*z + 1
*
[ -10/9 ] 
f(z) = 18/5*z^3 - 229/90*z + 1
*
0 | 0.12579028847232877687286772495690793810 | 0.022969255118654704749927152686653152514
f(z) = 18/11*z^3 - 239/99*z + 1
*
[ 11/9 ] 
f(z) = 18/11*z^3 - 224/99*z + 1
*
12/19 | 0.17351474521563002786840744580380783626 | 0.029464822746089205091405693119995887204
f(z) = 19/5*z^3 - 239/95*z + 1
*
7/4 | 0.070265548172094801034404555339748521979 | 0.012973457460924441176533725807183220057
f(z) = 1/7*z^3 - 225/112*z + 1
*
4/5 | 0.18339856849276553582539400592569922699 | 0.029849125565826795189252381155337553583
f(z) = 1/8*z^3 - 233/100*z + 1
*
[ 1/3 ] 
f(z) = 1/13*z^3 - 235/117*z + 1
*
[ -7 ] 
f(z) = 1/15*z^3 - 223/105*z + 1
*
4/5 | 0.17056185874029968029762899664328623760 | 0.025009010187096429315239247205394355609
f(z) = 1/16*z^3 - 229/100*z + 1
*
[ 1/3 ] 
f(z) = 2/13*z^3 - 236/117*z + 1
*
4/5 | 0.12493306247754039930809879204245707185 | 0.018226816607813110692280621237853795985
f(z) = 3/16*z^3 - 237/100*z + 1
*
-20/9 | 0.14241457673490405446911867989306755186 | 0.020802961683491567425218289498373038497
f(z) = 3/16*z^3 - 235/108*z + 1
*
[ 4/3 ] 
f(z) = 4/3*z^3 - 229/108*z + 1
*
[ 1/3 ] 
f(z) = 4/13*z^3 - 238/117*z + 1
*
[ 1/3 ] 
f(z) = 5/12*z^3 - 221/108*z + 1
*
[ 1/3 ] 
f(z) = 5/13*z^3 - 239/117*z + 1
*
[ -5/2 ] 
f(z) = 6/11*z^3 - 221/110*z + 1
*
[ -15/7 ] 
f(z) = 7/9*z^3 - 221/105*z + 1
*
[ 1/3 ] 
f(z) = 7/12*z^3 - 223/108*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.025380679891976511649486583265065665244
f(z) = 7/15*z^3 - 229/105*z + 1
*
-13/8 | 0.14360739948210626314698557315393207229 | 0.026514907187403000864824215251560228030
f(z) = 8/13*z^3 - 225/104*z + 1
*
11/9 | 0.12887775022470325003026793313435965599 | 0.023551055477713814512151562379596201158
f(z) = 9/13*z^3 - 238/117*z + 1
*
-10/11 | 0.13314976714871040780341881942967453960 | 0.020787668702397013813742339036532956658
f(z) = 11/4*z^3 - 239/110*z + 1
*
[ 1/3 ] 
f(z) = 11/12*z^3 - 227/108*z + 1
*
[ 4/5 ] 
f(z) = 13/4*z^3 - 233/100*z + 1
*
[ -4/3 ] 
f(z) = 13/6*z^3 - 227/108*z + 1
*
[ 1/3 ] 
f(z) = 13/12*z^3 - 229/108*z + 1
*
0 | 0.11804195493698829787371782698183830330 | 0.021654948124567574294831267050624139828
f(z) = 14/15*z^3 - 233/105*z + 1
*
0 | 0.10700419109637671303996311540653369241 | 0.019538921437473472796605735248271824722
f(z) = 15/7*z^3 - 239/105*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.018621240842014855309928941760151513483
f(z) = 15/7*z^3 - 232/105*z + 1
*
[ 1/3 ] 
f(z) = 17/12*z^3 - 233/108*z + 1
*
0 | 0.12887775022470325003026793313435965599 | 0.023756486199763416921594715702205085992
f(z) = 18/13*z^3 - 227/117*z + 1
*
11/19 | 0.16358059542637818936474837099289226998 | 0.027777888518628298643798863357108332271
f(z) = 19/6*z^3 - 235/114*z + 1
*
[ 1/3 ] 
f(z) = 19/12*z^3 - 235/108*z + 1
*
-4/3 | 0.15952744928561780714178443494571448191 | 0.029502937215279183756888870292089561767
f(z) = 19/12*z^3 - 223/108*z + 1
*
[ -14/3 ] 
f(z) = 1/7*z^3 - 239/126*z + 1
*
3/2 | 0.073821616932591392740387084801872901436 | 0.013607796697611594420173733991463334624
f(z) = 1/10*z^3 - 227/120*z + 1
*
[ -15/2 ] 
f(z) = 1/18*z^3 - 239/120*z + 1
*
[ 7 ] 
f(z) = 1/18*z^3 - 235/126*z + 1
*
[ 7 ] 
f(z) = 1/19*z^3 - 229/133*z + 1
*
-7/6 | 0.16409588428303559850885893212229640340 | 0.029676822269708977629653203729805805313
f(z) = 2*z^3 - 235/126*z + 1
*
5/4 | 0.12379028418929582785741174971419560488 | 0.022931929071810086036386203224484494045
f(z) = 2/3*z^3 - 221/120*z + 1
*
[ -15/4 ] 
f(z) = 2/9*z^3 - 223/120*z + 1
*
[ 5/9 ] 
f(z) = 3*z^3 - 233/135*z + 1
*
3/10 | 0.15339626550160371214074897657483045163 | 0.026893779028775069981737425862196364695
f(z) = 5/2*z^3 - 227/120*z + 1
*
3/5 | 0.062123659482062479839729851708020962130 | 0.011451471309758559738334468179608174977
f(z) = 5/8*z^3 - 227/120*z + 1
*
-8/5 | 0.15440169603450523840259966574196040463 | 0.028325189291868982309653293462046123401
f(z) = 5/12*z^3 - 233/120*z + 1
*
-3/2 | 0.15149599288095856831397818535717114706 | 0.027880703646941059182928408884070329324
f(z) = 7/10*z^3 - 229/120*z + 1
*
[ 3/8 ] 
f(z) = 8/5*z^3 - 227/120*z + 1
*
0 | 0.093985733898528795679346381286384020786 | 0.017296750521475334804894716495679765684
f(z) = 8/15*z^3 - 229/120*z + 1
*
0 | 0.11741406118014355686456173502098671386 | 0.021506039400968941130541595567372256496
f(z) = 9/14*z^3 - 235/126*z + 1
*
[ 7/6 ] 
f(z) = 10/7*z^3 - 227/126*z + 1
*
-12/11 | 0.14927510653582067544330730850187154721 | 0.024398943283151780406923852538386522225
f(z) = 11/8*z^3 - 227/132*z + 1
*
[ 5/3 ] 
f(z) = 11/15*z^3 - 221/135*z + 1
*
11/12 | 0.13321874193948224756522731219904256437 | 0.024517033048864633972957858510869065375
f(z) = 12/11*z^3 - 229/132*z + 1
*
[ 4/3 ] 
f(z) = 12/11*z^3 - 223/132*z + 1
*
[ 10/13 ] 
f(z) = 13/5*z^3 - 239/130*z + 1
*
[ 5/13 ] 
f(z) = 13/10*z^3 - 233/130*z + 1
*
[ 3/4 ] 
f(z) = 14/5*z^3 - 229/120*z + 1
*
[ 8/15 ] 
f(z) = 15/4*z^3 - 233/120*z + 1
*
[ -3/2 ] 
f(z) = 17/11*z^3 - 239/132*z + 1
*
[ 3/7 ] 
f(z) = z^3 - 223/147*z + 1
*
6/5 | 0.15990761930736521716412699156856340619 | 0.029335257982405989301538562948417886474
f(z) = 1/2*z^3 - 233/150*z + 1
*
[ 2/5 ] 
f(z) = 1/3*z^3 - 233/150*z + 1
*
[ 2/5 ] 
f(z) = 1/6*z^3 - 229/150*z + 1
*
[ 2/5 ] 
f(z) = 1/12*z^3 - 227/150*z + 1
*
[ 7/2 ] 
f(z) = 2/11*z^3 - 233/154*z + 1
*
[ 3/7 ] 
f(z) = 4/3*z^3 - 232/147*z + 1
*
[ 9/8 ] 
f(z) = 4/3*z^3 - 227/144*z + 1
*
-19/10 | 0.076290546650431244517758437091214612983 | 0.014132687521437862224894693383771954665
f(z) = 5/7*z^3 - 221/140*z + 1
*
[ -6/5 ] 
f(z) = 7/3*z^3 - 229/150*z + 1
*
[ 6/5 ] 
f(z) = 7/6*z^3 - 227/150*z + 1
*
[ 2/5 ] 
f(z) = 7/12*z^3 - 239/150*z + 1
*
[ 3/7 ] 
f(z) = 10/9*z^3 - 226/147*z + 1
*
[ 6/5 ] 
f(z) = 11/9*z^3 - 239/150*z + 1
*
[ 3/7 ] 
f(z) = 11/9*z^3 - 229/147*z + 1
*
-6/5 | 0.14489077455820407707843122638460685809 | 0.023751344101479290732997220124434933098
f(z) = 11/12*z^3 - 223/150*z + 1
*
-14/11 | 0.15251223954610020935272836196754241585 | 0.028067729531680268554317905447052687974
f(z) = 11/14*z^3 - 229/154*z + 1
*
[ 12/13 ] 
f(z) = 13/8*z^3 - 229/156*z + 1
*
[ 3/7 ] 
f(z) = 13/9*z^3 - 235/147*z + 1
*
0 | 0.14313209959387704155086578265911434049 | 0.026341446894090869316203290082176644983
f(z) = 13/12*z^3 - 229/156*z + 1
*
[ 4/7 ] 
f(z) = 14/5*z^3 - 233/140*z + 1
*
0 | 0.12290794206355673018524764363551695597 | 0.022619475560796392108414371288911985716
f(z) = 14/11*z^3 - 229/154*z + 1
*
[ 4/5 ] 
f(z) = 15/7*z^3 - 227/140*z + 1
*
[ 6/7 ] 
f(z) = 15/8*z^3 - 227/147*z + 1
*
[ 7/2 ] 
f(z) = 1/6*z^3 - 223/168*z + 1
*
[ 5/8 ] 
f(z) = 2*z^3 - 221/160*z + 1
*
[ 8/7 ] 
f(z) = 7/6*z^3 - 235/168*z + 1
*
-3/2 | 0.14990475245738329225252653632563993471 | 0.022978971522364984957435202519321964000
f(z) = 7/18*z^3 - 227/168*z + 1
*
[ -7/5 ] 
f(z) = 11/7*z^3 - 239/175*z + 1
*
8/11 | 0.14315223958938036670463954001083550164 | 0.026345153376588529562112874673812463858
f(z) = 11/15*z^3 - 229/165*z + 1
*
0 | 0.13652903830364332812603559213747670477 | 0.025187373261490339116807351957696164143
f(z) = 11/15*z^3 - 226/165*z + 1
*
[ 5/11 ] 
f(z) = 11/15*z^3 - 223/165*z + 1
*
[ 7/10 ] 
f(z) = 12/7*z^3 - 222/175*z + 1
*
[ -5/3 ] 
f(z) = 12/11*z^3 - 236/165*z + 1
*
[ 7/6 ] 
f(z) = 15/14*z^3 - 221/168*z + 1
*
-14/9 | 0.095345861951306516180782335640209873994 | 0.017662650650470201354370957184243273502
f(z) = 18/19*z^3 - 221/171*z + 1
*
[ 2/3 ] 
f(z) = 19/9*z^3 - 233/162*z + 1
*
[ -3/2 ] 
f(z) = 19/14*z^3 - 233/168*z + 1
*
[ 7/3 ] 
f(z) = 1/3*z^3 - 235/189*z + 1
*
5/3 | 0.15810224482013394927170634153247000349 | 0.029004059715761894350085655170972827818
f(z) = 1/4*z^3 - 233/180*z + 1
*
-5/2 | 0.14098880389983039270594739055643929688 | 0.025864577016073892455928242369587395891
f(z) = 1/9*z^3 - 233/180*z + 1
*
-14/9 | 0.21230228302094464806367829696062069790 | 0.028097531717338540916257885427972099774
f(z) = 3/8*z^3 - 239/189*z + 1
*
[ 4/7 ] 
f(z) = 5/4*z^3 - 227/196*z + 1
*
-12/5 | 0.10842823517710615993217673248227902696 | 0.015898530059067828889767542047396341080
f(z) = 5/16*z^3 - 229/180*z + 1
*
[ -20/9 ] 
f(z) = 9/16*z^3 - 239/180*z + 1
*
[ 4/7 ] 
f(z) = 11/8*z^3 - 235/196*z + 1
*
[ 3/2 ] 
f(z) = 11/16*z^3 - 233/192*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.028213275977103509248989613358617479217
f(z) = 13/14*z^3 - 239/182*z + 1
*
[ 5/8 ] 
f(z) = 16/9*z^3 - 233/180*z + 1
*
[ 2/3 ] 
f(z) = 16/11*z^3 - 227/198*z + 1
*
[ 9/8 ] 
f(z) = 16/15*z^3 - 223/180*z + 1
*
[ -4/3 ] 
f(z) = 17/10*z^3 - 229/180*z + 1
*
[ 2/3 ] 
f(z) = 17/11*z^3 - 235/198*z + 1
*
[ 3/4 ] 
f(z) = 19/12*z^3 - 235/192*z + 1
*
[ 4/7 ] 
f(z) = 19/16*z^3 - 223/196*z + 1
*
[ 7/3 ] 
f(z) = 3/10*z^3 - 223/210*z + 1
*
[ -13/4 ] 
f(z) = 3/13*z^3 - 235/208*z + 1
*
[ -10/3 ] 
f(z) = 3/14*z^3 - 227/210*z + 1
*
0 | 0.098962946367706353390224013968620651818 | 0.018154879517126042145788551927472907355
f(z) = 7/15*z^3 - 233/210*z + 1
*
[ 8/15 ] 
f(z) = 9/8*z^3 - 239/200*z + 1
*
[ 3/2 ] 
f(z) = 11/17*z^3 - 229/204*z + 1
*
-15/14 | 0.10038164194999339382560601453229752456 | 0.018329646677661076689908350179211668137
f(z) = 14/15*z^3 - 239/210*z + 1
*
0 | 0.16245902443811854258684811033815802362 | 0.029664951276964195764700971126339520110
f(z) = 15/14*z^3 - 239/210*z + 1
*
[ 3/5 ] 
f(z) = 15/14*z^3 - 221/210*z + 1
*
-21/16 | 0.089569387336793564520257338432863438718 | 0.016152663865781849099919017302128260124
f(z) = 16/13*z^3 - 233/208*z + 1
*
[ 9/5 ] 
f(z) = 4/9*z^3 - 224/225*z + 1
*
-1/10 | 0.13432157520401753093948010630853446306 | 0.024882831924693848651168159604723430702
f(z) = 5/11*z^3 - 221/220*z + 1
*
[ 3/2 ] 
f(z) = 11/19*z^3 - 221/228*z + 1
*
[ 2/3 ] 
f(z) = 14/13*z^3 - 229/234*z + 1
*
[ 12/19 ] 
f(z) = 19/18*z^3 - 229/228*z + 1
*
[ 5/7 ] 
f(z) = z^3 - 223/245*z + 1
*
-7/3 | 0.15915434937713450539052285266876721558 | 0.028783143224785176651712284136678152280
f(z) = 1/4*z^3 - 235/252*z + 1
*
4/3 | 0.15757077358933215582164677412584035004 | 0.028496752756123781047421894018756760799
f(z) = 1/14*z^3 - 221/252*z + 1
*
-5/3 | 0.13662516496718282603157243324447101273 | 0.024928692964117284145724978094930824579
f(z) = 3/16*z^3 - 221/240*z + 1
*
[ 7/12 ] 
f(z) = 4/7*z^3 - 229/252*z + 1
*
[ 7/4 ] 
f(z) = 4/9*z^3 - 235/252*z + 1
*
[ 10/7 ] 
f(z) = 5/8*z^3 - 239/245*z + 1
*
[ 9/14 ] 
f(z) = 7/9*z^3 - 221/252*z + 1
*
[ 4/7 ] 
f(z) = 7/18*z^3 - 221/252*z + 1
*
[ 3/5 ] 
f(z) = 10/17*z^3 - 224/255*z + 1
*
[ 5/4 ] 
f(z) = 11/15*z^3 - 227/240*z + 1
*
[ 10/9 ] 
f(z) = 3/4*z^3 - 223/270*z + 1
*
[ 7/4 ] 
f(z) = 8/19*z^3 - 229/266*z + 1
*
[ 11/15 ] 
f(z) = 9/11*z^3 - 221/275*z + 1
*
[ 3/4 ] 
f(z) = 10/11*z^3 - 223/264*z + 1
*
[ 8/11 ] 
f(z) = 11/12*z^3 - 227/264*z + 1
*
[ 2/3 ] 
f(z) = 11/15*z^3 - 223/270*z + 1
*
[ 2/3 ] 
f(z) = 13/15*z^3 - 239/270*z + 1
*
[ 5/6 ] 
f(z) = 14/15*z^3 - 229/270*z + 1
*
0 | 0.15040781036910282316949791811739714184 | 0.026830738686513052578499461229451555752
f(z) = 16/17*z^3 - 239/272*z + 1
*
5/2 | 0.16147301490999238920044310674951860183 | 0.028656440840164284980984261742641430651
f(z) = 1/14*z^3 - 237/280*z + 1
*
[ 7/4 ] 
f(z) = 2/5*z^3 - 223/280*z + 1
*
[ 6/7 ] 
f(z) = 5/6*z^3 - 229/294*z + 1
*
[ -5/2 ] 
f(z) = 5/14*z^3 - 233/280*z + 1
*
[ 5/7 ] 
f(z) = 7/8*z^3 - 237/280*z + 1
*
[ 8/7 ] 
f(z) = 7/10*z^3 - 221/280*z + 1
*
[ 6 ] 
f(z) = z^3 - 211/6*z + 1
*
[ -6 ] 
f(z) = z^3 - 209/6*z + 1
*
-1/2 | 0.12797698121260757557099030301675716187 | 0.023955255357812930974625814586627531807
f(z) = 1/4*z^3 - 209/16*z + 1
*
[ 12 ] 
f(z) = 1/8*z^3 - 205/12*z + 1
*
[ -12 ] 
f(z) = 1/8*z^3 - 203/12*z + 1
*
0 | 0.12465033446581237581714284778782509366 | 0.023169649209716086865204626569797453764
f(z) = 1/12*z^3 - 217/12*z + 1
*
0 | 0.11483989220442759726108729740153946665 | 0.021574239510070538244368820994526619599
f(z) = 1/12*z^3 - 205/12*z + 1
*
0 | 0.068298769404389423292232674553339876820 | 0.012761692799212697090671579122687580023
f(z) = 1/14*z^3 - 211/14*z + 1
*
[ -15 ] 
f(z) = 1/15*z^3 - 209/15*z + 1
*
1/3 | 0.12465092212443575425214573225857999194 | 0.023169758442027553124393098293373687233
f(z) = 3/4*z^3 - 217/12*z + 1
*
[ 15/2 ] 
f(z) = 4/15*z^3 - 212/15*z + 1
*
[ -15/2 ] 
f(z) = 4/15*z^3 - 208/15*z + 1
*
[ -4 ] 
f(z) = 7/2*z^3 - 219/4*z + 1
*
[ 4 ] 
f(z) = 7/6*z^3 - 215/12*z + 1
*
[ -4 ] 
f(z) = 7/6*z^3 - 209/12*z + 1
*
[ 8 ] 
f(z) = 7/16*z^3 - 217/8*z + 1
*
[ -8 ] 
f(z) = 7/16*z^3 - 215/8*z + 1
*
1/12 | 0.15901778267003959016761058271559895489 | 0.029557772615381126519854133680891856387
f(z) = 8*z^3 - 217/18*z + 1
*
[ 3 ] 
f(z) = 8*z^3 - 214/3*z + 1
*
[ -3 ] 
f(z) = 8*z^3 - 212/3*z + 1
*
[ -9/4 ] 
f(z) = 8/3*z^3 - 217/18*z + 1
*
[ 3 ] 
f(z) = 8/5*z^3 - 206/15*z + 1
*
-5 | 0.14248490347992121917494190051600123756 | 0.026599945594761408016612506007989910880
f(z) = 8/15*z^3 - 212/15*z + 1
*
5 | 0.10778850308211678700438540069086000657 | 0.020286904649903287963357959799225386338
f(z) = 8/15*z^3 - 203/15*z + 1
*
[ -5 ] 
f(z) = 9/5*z^3 - 219/5*z + 1
*
10/3 | 0.14320381671755730476523011394611316188 | 0.026952430845412747470204311362042922910
f(z) = 9/5*z^3 - 203/10*z + 1
*
[ 5 ] 
f(z) = 9/10*z^3 - 217/10*z + 1
*
[ -5 ] 
f(z) = 9/10*z^3 - 213/10*z + 1
*
[ 4 ] 
f(z) = 13/4*z^3 - 205/4*z + 1
*
[ -4 ] 
f(z) = 13/4*z^3 - 203/4*z + 1
*
4 | 0.15347225691811570515217673731482725697 | 0.028676443412829121647101902444481171954
f(z) = 13/12*z^3 - 211/12*z + 1
*
-4 | 0.10088205948217000825648663608211126617 | 0.018952070328167777933105495808982879563
f(z) = 13/12*z^3 - 205/12*z + 1
*
0 | 0.084420592404181945298890908231749934389 | 0.015774071415706646197908864881620652664
f(z) = 14*z^3 - 211/14*z + 1
*
0 | 0.13102865157788244631181905665644399339 | 0.024526479512151930492784445841302807897
f(z) = 14*z^3 - 209/14*z + 1
*
38/15 | 0.18906843258134827491726883256628994898 | 0.025575199149071916838576324980558547676
f(z) = 15/8*z^3 - 203/15*z + 1
*
-15/16 | 0.13127219960662134864409827846008794374 | 0.023673218922382344087610698753041256238
f(z) = 16*z^3 - 209/16*z + 1
*
[ 15/4 ] 
f(z) = 16/15*z^3 - 214/15*z + 1
*
[ -15/4 ] 
f(z) = 16/15*z^3 - 206/15*z + 1
*
1/12 | 0.15776866178712535362313318678554721569 | 0.029325589582726757768947004025991761852
f(z) = 18*z^3 - 217/8*z + 1
*
[ 5/2 ] 
f(z) = 18/5*z^3 - 219/10*z + 1
*
2 | 0.17809918012074498529724736549404500565 | 0.023966087751266552727626385553371827382
f(z) = 19/8*z^3 - 211/19*z + 1
*
[ 9/2 ] 
f(z) = 1/3*z^3 - 215/36*z + 1
*
-6 | 0.083160570193147989960737345306999711195 | 0.015538635015935047103403458373798834816
f(z) = 1/5*z^3 - 211/30*z + 1
*
[ -10 ] 
f(z) = 1/12*z^3 - 217/30*z + 1
*
[ 9 ] 
f(z) = 1/12*z^3 - 211/36*z + 1
*
[ -9 ] 
f(z) = 1/12*z^3 - 203/36*z + 1
*
3/2 | 0.10901996349995282937599662072523603390 | 0.016901087264223734015250357297981583129
f(z) = 1/18*z^3 - 211/24*z + 1
*
-15/4 | 0.078018452450643262172624572392557342189 | 0.014501847772114101158490425513180800856
f(z) = 2/3*z^3 - 217/24*z + 1
*
[ -5 ] 
f(z) = 2/7*z^3 - 208/35*z + 1
*
[ 1/9 ] 
f(z) = 3*z^3 - 217/27*z + 1
*
[ -10/3 ] 
f(z) = 3/4*z^3 - 211/30*z + 1
*
0 | 0.077711074265496622314430514245627730873 | 0.014444713190365184112229916028116493991
f(z) = 3/13*z^3 - 217/39*z + 1
*
[ -4 ] 
f(z) = 4/9*z^3 - 211/36*z + 1
*
0 | 0.14517994572201090020696064430113654171 | 0.027274032228192437714532418952965592922
f(z) = 4/9*z^3 - 205/36*z + 1
*
0 | 0.14325440013614928412229081462273910405 | 0.026961951164931980911973623311453117924
f(z) = 4/15*z^3 - 203/30*z + 1
*
[ 6/5 ] 
f(z) = 5*z^3 - 211/30*z + 1
*
3/5 | 0.072826010931577121015215972856372277774 | 0.013631870919494239999400753396437279861
f(z) = 5/6*z^3 - 209/30*z + 1
*
[ -7/2 ] 
f(z) = 5/7*z^3 - 209/28*z + 1
*
[ 1/9 ] 
f(z) = 6*z^3 - 218/27*z + 1
*
1/12 | 0.14378734056968183541794723723046494357 | 0.026726781408767352579852680371535346061
f(z) = 6*z^3 - 217/24*z + 1
*
[ 11/3 ] 
f(z) = 6/11*z^3 - 218/33*z + 1
*
[ 4/3 ] 
f(z) = 7/2*z^3 - 215/36*z + 1
*
-3 | 0.14645416205333341928247969704913148229 | 0.027513411139056092715112848031420004463
f(z) = 7/8*z^3 - 205/24*z + 1
*
[ 4 ] 
f(z) = 7/10*z^3 - 209/20*z + 1
*
1/8 | 0.093761749248733446611526482082503409590 | 0.017428166949510612219786597052756609776
f(z) = 8/3*z^3 - 217/24*z + 1
*
[ 3 ] 
f(z) = 8/7*z^3 - 202/21*z + 1
*
[ -5/2 ] 
f(z) = 8/7*z^3 - 201/35*z + 1
*
3 | 0.15670102231418226710404549761084928127 | 0.024439404825825018405436210632483537246
f(z) = 8/9*z^3 - 203/24*z + 1
*
-15/4 | 0.13533011961226298685631027818196412544 | 0.025154777260425520098536984551963105953
f(z) = 8/15*z^3 - 217/30*z + 1
*
[ 15/4 ] 
f(z) = 8/15*z^3 - 203/30*z + 1
*
13/18 | 0.15759610236631012931413892360251758086 | 0.027262254749025903424996738040050476052
f(z) = 9*z^3 - 205/36*z + 1
*
[ -3/2 ] 
f(z) = 9/2*z^3 - 203/24*z + 1
*
[ 5/2 ] 
f(z) = 9/5*z^3 - 213/20*z + 1
*
[ -3 ] 
f(z) = 9/7*z^3 - 215/21*z + 1
*
[ -3 ] 
f(z) = 9/8*z^3 - 211/24*z + 1
*
[ -3 ] 
f(z) = 9/10*z^3 - 203/30*z + 1
*
[ 3 ] 
f(z) = 9/13*z^3 - 217/39*z + 1
*
0 | 0.16021907917388809216048051379682709497 | 0.029781066188641950934790976226369426045
f(z) = 10*z^3 - 217/20*z + 1
*
2/5 | 0.057805002013592714171204913913386368422 | 0.010800921954941281532160086196068701130
f(z) = 10/3*z^3 - 211/30*z + 1
*
[ -3 ] 
f(z) = 10/13*z^3 - 218/39*z + 1
*
0 | 0.13847287284605970433221169354718800849 | 0.026086264058207268481994725530775271238
f(z) = 11/3*z^3 - 202/33*z + 1
*
4/3 | 0.11125124986178499869092944886511221072 | 0.020938629200641052209968154039993030594
f(z) = 11/4*z^3 - 203/36*z + 1
*
[ 1/9 ] 
f(z) = 12*z^3 - 220/27*z + 1
*
0 | 0.14763214050468848376686161458138355132 | 0.027734710452033472134295147527524497849
f(z) = 12/13*z^3 - 205/39*z + 1
*
0 | 0.069357747755924204338355843630430668980 | 0.012892020646133801550993763840524324865
f(z) = 13/3*z^3 - 217/39*z + 1
*
0 | 0.14486856416503006379733881731398573203 | 0.027215534957249647338654126009684722947
f(z) = 13/3*z^3 - 205/39*z + 1
*
0 | 0.14612587969073006175216711829554366070 | 0.027527978621400281216410046910122800794
f(z) = 13/3*z^3 - 202/39*z + 1
*
[ 1/7 ] 
f(z) = 14/5*z^3 - 212/35*z + 1
*
3/2 | 0.10205129474504476440784538252480537233 | 0.019102379209521044014241882849797400018
f(z) = 14/5*z^3 - 209/30*z + 1
*
1/10 | 0.16998632089192738862401208303794667821 | 0.029802384934424312349129318585716290842
f(z) = 15*z^3 - 203/20*z + 1
*
[ 2/15 ] 
f(z) = 15*z^3 - 203/30*z + 1
*
1/3 | 0.084970175774810866071716350423777707290 | 0.015688441768957412457982186203177086908
f(z) = 15/2*z^3 - 211/30*z + 1
*
-9/8 | 0.12135860408295459512816312523062133591 | 0.022675975531535884775915545083772563880
f(z) = 16/3*z^3 - 211/36*z + 1
*
[ -4/3 ] 
f(z) = 17/4*z^3 - 209/36*z + 1
*
[ 1/5 ] 
f(z) = 1/2*z^3 - 201/50*z + 1
*
5/4 | 0.12725120875864366804549710947960929334 | 0.023653092316882375356230495682321150074
f(z) = 1/3*z^3 - 217/48*z + 1
*
-6 | 0.11997908168964695248222283940938539035 | 0.022458175776912663520517217649378732194
f(z) = 1/7*z^3 - 209/42*z + 1
*
[ -8 ] 
f(z) = 1/10*z^3 - 211/40*z + 1
*
[ 8 ] 
f(z) = 1/14*z^3 - 207/56*z + 1
*
[ 9 ] 
f(z) = 1/15*z^3 - 203/45*z + 1
*
1/4 | 0.071472294488785772947501948833831555139 | 0.013476934803460788097294365350375366380
f(z) = 2/5*z^3 - 201/40*z + 1
*
[ 5 ] 
f(z) = 2/9*z^3 - 214/45*z + 1
*
[ 5 ] 
f(z) = 2/11*z^3 - 206/55*z + 1
*
[ 1/5 ] 
f(z) = 3/2*z^3 - 203/50*z + 1
*
11/6 | 0.12878878497467194661360166767577161266 | 0.023938892605435541562423645434920996839
f(z) = 3/4*z^3 - 217/48*z + 1
*
4/3 | 0.15860496700676904891488957246694976145 | 0.029405991727039342078130400480601728140
f(z) = 3/17*z^3 - 220/51*z + 1
*
11/6 | 0.14461208449758213754581783177579477552 | 0.027020911408885880297611335126437566194
f(z) = 4/5*z^3 - 211/45*z + 1
*
1/4 | 0.15679300389613427581927652969244712973 | 0.029349156473777119097218312271183120572
f(z) = 4/13*z^3 - 209/52*z + 1
*
[ 9/2 ] 
f(z) = 4/15*z^3 - 208/45*z + 1
*
-9/5 | 0.15568457927064273979963507072624854402 | 0.028913496521993359283611356522639928128
f(z) = 5/3*z^3 - 218/45*z + 1
*
1/5 | 0.059052090583073578393831024442770600827 | 0.011134960483478158755752786204055981959
f(z) = 5/8*z^3 - 201/40*z + 1
*
0 | 0.085946928586895700815287909596445729855 | 0.016206295899805408984608232127094640997
f(z) = 5/11*z^3 - 201/55*z + 1
*
0 | 0.13964789587237254386167612679448933896 | 0.026093347840980667338785103071875358017
f(z) = 5/14*z^3 - 211/42*z + 1
*
[ 7/2 ] 
f(z) = 5/14*z^3 - 205/56*z + 1
*
[ 2/9 ] 
f(z) = 6*z^3 - 205/54*z + 1
*
1/4 | 0.080967353051029580842779688804220477296 | 0.015238888416976387722458787307148883073
f(z) = 6/5*z^3 - 203/40*z + 1
*
[ 3/4 ] 
f(z) = 7*z^3 - 205/48*z + 1
*
[ 1/5 ] 
f(z) = 7/2*z^3 - 207/50*z + 1
*
-8/7 | 0.12966988256189765113959839503250845033 | 0.024315904811192425088028359081870214757
f(z) = 7/2*z^3 - 207/56*z + 1
*
-3/2 | 0.13604683117653269956795284168649743351 | 0.025558252137365611435913935655833970444
f(z) = 7/4*z^3 - 205/48*z + 1
*
4/3 | 0.15655396276114691398720907258074632380 | 0.029492476959628811244167691585143535424
f(z) = 7/5*z^3 - 202/45*z + 1
*
0 | 0.10606688678659734484186489111916690629 | 0.019818702988994630803630755135863266783
f(z) = 7/6*z^3 - 211/42*z + 1
*
0 | 0.15030404943396559217724055805796320098 | 0.028134527407881033114298224984748552248
f(z) = 7/8*z^3 - 209/56*z + 1
*
3 | 0.11790459680647124266442554128841145838 | 0.022149986054611058515456109152765339385
f(z) = 7/16*z^3 - 205/48*z + 1
*
-15/8 | 0.14095124981667152782358727873329404522 | 0.026199616935797640044153785996816790515
f(z) = 8/5*z^3 - 217/40*z + 1
*
5/8 | 0.13058704686099260531353719432688160912 | 0.024443818133050196637211651336147515416
f(z) = 8/5*z^3 - 209/40*z + 1
*
-15/8 | 0.12216061158962711649032204210639141725 | 0.023034808238913031755284981511441323356
f(z) = 8/5*z^3 - 201/40*z + 1
*
0 | 0.14635956371224349320398853682647029175 | 0.027347429633225724036760268525602696108
f(z) = 8/7*z^3 - 211/56*z + 1
*
[ 5/2 ] 
f(z) = 8/11*z^3 - 217/55*z + 1
*
0 | 0.11183275493272224110426968923469393979 | 0.021087370398556101436207003305683176371
f(z) = 8/13*z^3 - 201/52*z + 1
*
[ 1/5 ] 
f(z) = 9/2*z^3 - 209/50*z + 1
*
-3/2 | 0.15776190094075171238605068165002558039 | 0.029477967652756956893724136633788199829
f(z) = 9/4*z^3 - 211/48*z + 1
*
0 | 0.14153394927582061210676743810713356290 | 0.026564797077101577060473466605944033950
f(z) = 9/5*z^3 - 206/45*z + 1
*
[ 3 ] 
f(z) = 9/14*z^3 - 215/42*z + 1
*
0 | 0.10937207780621727397272052762847697701 | 0.020472713358583331150158796520861585235
f(z) = 9/14*z^3 - 209/42*z + 1
*
[ 3 ] 
f(z) = 9/16*z^3 - 211/48*z + 1
*
0 | 0.12472259563997408171213047264501795407 | 0.023474074999529236722624911612223420924
f(z) = 9/16*z^3 - 203/48*z + 1
*
[ 3 ] 
f(z) = 9/17*z^3 - 209/51*z + 1
*
[ 3 ] 
f(z) = 9/19*z^3 - 205/57*z + 1
*
-7/4 | 0.11184663042420866328835808781225697427 | 0.020861879369226415245212727490797469481
f(z) = 10/7*z^3 - 213/56*z + 1
*
0 | 0.15463236248039679686482672788758682677 | 0.029103400675665889404447591161379305899
f(z) = 10/9*z^3 - 203/45*z + 1
*
[ 11/5 ] 
f(z) = 10/11*z^3 - 212/55*z + 1
*
[ -3 ] 
f(z) = 10/17*z^3 - 202/51*z + 1
*
[ 1/5 ] 
f(z) = 11/2*z^3 - 211/50*z + 1
*
1/4 | 0.10925255102818241503583235984973266727 | 0.020562453527895340222719566518635344786
f(z) = 11/3*z^3 - 203/48*z + 1
*
[ -3/2 ] 
f(z) = 11/4*z^3 - 217/48*z + 1
*
[ -5/3 ] 
f(z) = 11/5*z^3 - 203/45*z + 1
*
0 | 0.088983847112292127079325466150653845559 | 0.016778942311438544664608524927187218315
f(z) = 11/5*z^3 - 201/55*z + 1
*
[ -5/2 ] 
f(z) = 11/10*z^3 - 219/40*z + 1
*
2 | 0.15372204515561228801127815131553792175 | 0.022945300000074712873193384662177408939
f(z) = 11/16*z^3 - 203/44*z + 1
*
0 | 0.098874203132345303607235506000678259085 | 0.018378455318906247521646999583994148183
f(z) = 12/13*z^3 - 217/52*z + 1
*
1/4 | 0.14991926289531686221191676323410628632 | 0.028012562955951026052492378776035508250
f(z) = 12/13*z^3 - 211/52*z + 1
*
[ -17/6 ] 
f(z) = 12/17*z^3 - 220/51*z + 1
*
[ 1/5 ] 
f(z) = 13/2*z^3 - 213/50*z + 1
*
1/4 | 0.11647861355005023418250417988942802231 | 0.021822535373193671578692309779328491880
f(z) = 13/3*z^3 - 205/48*z + 1
*
0 | 0.14866738537724924983318982140898120919 | 0.027633870240928044845808742754742654003
f(z) = 13/4*z^3 - 217/52*z + 1
*
0 | 0.14460096042704440143289635865011791337 | 0.027066999855702189032673369918474014525
f(z) = 13/4*z^3 - 209/52*z + 1
*
0 | 0.15749464776556115270067638403546542659 | 0.029587516909193079380454406337907323766
f(z) = 13/4*z^3 - 205/52*z + 1
*
0 | 0.15765899570174625867639511010264257841 | 0.029728442628701677621908735389602581959
f(z) = 13/4*z^3 - 201/52*z + 1
*
[ 2/9 ] 
f(z) = 15/2*z^3 - 209/54*z + 1
*
-9/10 | 0.062799561393897049894837514384994207594 | 0.011010160656184969863165386746964230929
f(z) = 15/2*z^3 - 203/40*z + 1
*
8/5 | 0.15791700477028089522790284803729370335 | 0.029353163154006499470891590141830815098
f(z) = 15/8*z^3 - 217/40*z + 1
*
-8/5 | 0.14093909410656570869460671174941611177 | 0.026429125474337051950283961789234747303
f(z) = 15/8*z^3 - 207/40*z + 1
*
0 | 0.15437113016383236602237853527153511810 | 0.029000721540788685600109059047146813393
f(z) = 15/16*z^3 - 205/48*z + 1
*
3/16 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = 16*z^3 - 203/48*z + 1
*
[ 2/5 ] 
f(z) = 16*z^3 - 203/50*z + 1
*
[ 3/16 ] 
f(z) = 16/9*z^3 - 211/48*z + 1
*
[ 9/4 ] 
f(z) = 16/15*z^3 - 218/45*z + 1
*
[ 2/5 ] 
f(z) = 17*z^3 - 211/50*z + 1
*
[ 1/5 ] 
f(z) = 17/2*z^3 - 217/50*z + 1
*
13/17 | 0.15815995376511495550521556257657840779 | 0.027911762115782406781436166125985912755
f(z) = 17/3*z^3 - 220/51*z + 1
*
1/4 | 0.16414913310382477727043895425969635741 | 0.029282006600044908159544519797597121293
f(z) = 17/3*z^3 - 209/48*z + 1
*
-16/17 | 0.16369728555229655462394431112322266437 | 0.028888979697860780692041678304235341568
f(z) = 17/3*z^3 - 205/51*z + 1
*
[ 2/5 ] 
f(z) = 18*z^3 - 219/50*z + 1
*
[ 5/4 ] 
f(z) = 18/5*z^3 - 217/40*z + 1
*
0 | 0.14197955391787711476412275473150542041 | 0.026505603874842961016500117130786150497
f(z) = 18/5*z^3 - 212/45*z + 1
*
0 | 0.12862036990983985332604603497126749170 | 0.024230196599317923040187653505785210074
f(z) = 18/5*z^3 - 202/45*z + 1
*
3/4 | 0.12552218090716621751585803250427405882 | 0.023668671344243964216639129107979142568
f(z) = 18/5*z^3 - 201/40*z + 1
*
-3/2 | 0.12858811156077650425498609626044191643 | 0.023942799884729058755323227466673387607
f(z) = 18/7*z^3 - 215/42*z + 1
*
[ 1/5 ] 
f(z) = 19/2*z^3 - 219/50*z + 1
*
-1/6 | 0.13651035232483038221178821722894422875 | 0.025374155556145362294616608455588194839
f(z) = 1/2*z^3 - 217/72*z + 1
*
[ 8/3 ] 
f(z) = 1/2*z^3 - 211/72*z + 1
*
5/2 | 0.14072905676483420289017307440041671271 | 0.026342241074316283702291020625475559716
f(z) = 1/3*z^3 - 209/60*z + 1
*
1/3 | 0.085676912430486315751811186539852475064 | 0.015925380504537535505331225823561532915
f(z) = 1/8*z^3 - 217/72*z + 1
*
5 | 0.095646993309242681277399663939996006770 | 0.017903595843720467163060489800121657728
f(z) = 1/14*z^3 - 209/70*z + 1
*
-15/2 | 0.14697150613696548571071708735906112350 | 0.027318645037018211503251870103696209651
f(z) = 1/15*z^3 - 217/60*z + 1
*
-6 | 0.14755215702599158295263421667750617785 | 0.027619416919060174616375010669314601155
f(z) = 1/15*z^3 - 209/60*z + 1
*
[ -17/2 ] 
f(z) = 1/17*z^3 - 213/68*z + 1
*
1/2 | 0.15740204561516388763124561721341895446 | 0.029570120332677125935354989810353791897
f(z) = 1/17*z^3 - 205/68*z + 1
*
1/2 | 0.11132949214775884853496029440294780514 | 0.020693608972761155564050767555375114889
f(z) = 1/18*z^3 - 217/72*z + 1
*
1/12 | 0.13910792099076960866249859606861514420 | 0.025856984222798229023820275472918820817
f(z) = 2*z^3 - 217/72*z + 1
*
[ 9/4 ] 
f(z) = 2/3*z^3 - 203/72*z + 1
*
[ 1/4 ] 
f(z) = 2/9*z^3 - 217/72*z + 1
*
3/5 | 0.16139085664822202630758343898053094528 | 0.029798350226767203792520013864400171765
f(z) = 3*z^3 - 206/75*z + 1
*
2/3 | 0.15574184655273453303198078459581494827 | 0.029312216986705618114836696657501625945
f(z) = 3/13*z^3 - 203/78*z + 1
*
10/3 | 0.16829206878323185586379546933255850211 | 0.025120092579795359897462419413682776026
f(z) = 3/16*z^3 - 203/60*z + 1
*
1/2 | 0.15740204561516388763124561721341895446 | 0.029516284604008216363837691181441781253
f(z) = 3/17*z^3 - 207/68*z + 1
*
[ 3/10 ] 
f(z) = 4*z^3 - 202/75*z + 1
*
-9/5 | 0.13677172012960864528138736838274302841 | 0.025741844127464978576753010353127169148
f(z) = 5/4*z^3 - 203/60*z + 1
*
[ -12/5 ] 
f(z) = 5/6*z^3 - 203/60*z + 1
*
[ 7/3 ] 
f(z) = 5/7*z^3 - 209/63*z + 1
*
3/10 | 0.18454383813241713714727176917525365759 | 0.028781826063565348473180593933351209237
f(z) = 5/9*z^3 - 203/60*z + 1
*
0 | 0.12272426882937920317655463819918438806 | 0.022811637613980780304553235126895681700
f(z) = 5/12*z^3 - 217/60*z + 1
*
-3/5 | 0.10991161844119899527386203675270884086 | 0.020573706783841829026411072077577576045
f(z) = 5/12*z^3 - 209/60*z + 1
*
-13/5 | 0.14681781870519751616146726464548398441 | 0.027481960465352885365736622011018546901
f(z) = 5/13*z^3 - 209/65*z + 1
*
[ 3/5 ] 
f(z) = 6*z^3 - 212/75*z + 1
*
-10/7 | 0.14154836015727131802844595100988586267 | 0.023605351642169096610957020444567402517
f(z) = 7/4*z^3 - 201/70*z + 1
*
-3/2 | 0.14304812003865073198888788687724802358 | 0.026776332833543745150141867800488422936
f(z) = 7/5*z^3 - 209/60*z + 1
*
2/3 | 0.18946390821724654097046141073570303815 | 0.025383911768999718545413823020161166641
f(z) = 7/8*z^3 - 218/63*z + 1
*
0 | 0.075574239954210183783478529182782965355 | 0.014023609954210704986085157817345341393
f(z) = 7/10*z^3 - 219/70*z + 1
*
-5/2 | 0.090764987917048457243629758412707553422 | 0.016959528009404840136623786149808330498
f(z) = 7/15*z^3 - 211/60*z + 1
*
1/2 | 0.15844525399381600996535390168647759599 | 0.029605652848444394772159053574287231222
f(z) = 7/17*z^3 - 211/68*z + 1
*
0 | 0.064896986673850695037107939190013159650 | 0.012062867078893726861680511172862520842
f(z) = 8/9*z^3 - 217/72*z + 1
*
[ 5/2 ] 
f(z) = 8/13*z^3 - 211/65*z + 1
*
8/9 | 0.13014916521331270084100630700321172112 | 0.024361853653287654680809261785396743357
f(z) = 9/4*z^3 - 209/72*z + 1
*
[ 1/4 ] 
f(z) = 9/4*z^3 - 201/64*z + 1
*
-3/2 | 0.089191098598948643400869630375276648496 | 0.016786681892395569169897724409931277460
f(z) = 9/5*z^3 - 203/60*z + 1
*
0 | 0.076310003477413225632046373507874681409 | 0.014184286142038441362800320196946468004
f(z) = 9/8*z^3 - 217/72*z + 1
*
1/2 | 0.15737496703672371381496344957511065323 | 0.029674885710902943175413290396123492132
f(z) = 9/16*z^3 - 201/64*z + 1
*
[ 3/11 ] 
f(z) = 11/2*z^3 - 203/66*z + 1
*
[ 1/4 ] 
f(z) = 11/4*z^3 - 203/64*z + 1
*
6/11 | 0.17727132852694581052723859260193708908 | 0.029465873949315860064812067890923448891
f(z) = 11/12*z^3 - 205/66*z + 1
*
[ 5/12 ] 
f(z) = 12*z^3 - 209/60*z + 1
*
-4/3 | 0.11219919203374004288669616793596066465 | 0.020964530306199641635558216535272542019
f(z) = 12/5*z^3 - 211/60*z + 1
*
[ 1/4 ] 
f(z) = 12/17*z^3 - 207/68*z + 1
*
[ 1/4 ] 
f(z) = 13/4*z^3 - 205/64*z + 1
*
0 | 0.15765947074386341101238007901199162806 | 0.029511345286169467035720636759916874920
f(z) = 13/5*z^3 - 209/65*z + 1
*
0 | 0.14252746917716530251623207595030436502 | 0.026492600102001820434986870092053649785
f(z) = 13/6*z^3 - 217/78*z + 1
*
0 | 0.14252278381554577614869142216717071200 | 0.026630523504362083236146940710330495747
f(z) = 13/6*z^3 - 211/78*z + 1
*
3/2 | 0.14702812718109049270515631545482148852 | 0.027329169595463131501766802754351320170
f(z) = 13/15*z^3 - 217/60*z + 1
*
0 | 0.13803863011998554681072594835334912702 | 0.025792654939141401182946386827925795509
f(z) = 14/5*z^3 - 211/70*z + 1
*
[ 11/7 ] 
f(z) = 14/11*z^3 - 214/77*z + 1
*
0 | 0.14364327371186389666399093638725322220 | 0.026521530814568965561478269426643667256
f(z) = 15/4*z^3 - 217/60*z + 1
*
[ 1/4 ] 
f(z) = 15/4*z^3 - 207/64*z + 1
*
-4/3 | 0.15154490508897947984565797134815291187 | 0.025230768331815519035664173623023773213
f(z) = 15/8*z^3 - 203/60*z + 1
*
[ 3/10 ] 
f(z) = 16/3*z^3 - 211/75*z + 1
*
-7/6 | 0.10654131592276469391216254594418638927 | 0.020015238810431398059721403751586426419
f(z) = 16/7*z^3 - 205/63*z + 1
*
0 | 0.13500668895164608317962409297771766605 | 0.025271104836241412321279940920588599125
f(z) = 16/9*z^3 - 209/72*z + 1
*
-2 | 0.15116762960889465296778353039628495874 | 0.028245821514463482079755671361986172074
f(z) = 16/15*z^3 - 211/60*z + 1
*
15/8 | 0.11701280611050553884514058374515566574 | 0.021902936168299542253501186987449153908
f(z) = 16/15*z^3 - 209/60*z + 1
*
[ 3/5 ] 
f(z) = 17/3*z^3 - 203/75*z + 1
*
[ 1/4 ] 
f(z) = 17/4*z^3 - 209/64*z + 1
*
[ 6/5 ] 
f(z) = 17/8*z^3 - 217/75*z + 1
*
-2 | 0.15741896211419453473322298475401446124 | 0.023497119803175585561079588715704255745
f(z) = 17/16*z^3 - 203/68*z + 1
*
[ -7/6 ] 
f(z) = 18/5*z^3 - 213/70*z + 1
*
0 | 0.14056778083235693367298081559474751273 | 0.026106028363511006150858554987421370422
f(z) = 18/7*z^3 - 218/63*z + 1
*
0 | 0.15866488824685414656488959800931994794 | 0.029646691726449085589828532616708060056
f(z) = 18/7*z^3 - 211/63*z + 1
*
[ 3/2 ] 
f(z) = 18/13*z^3 - 217/78*z + 1
*
[ 1/4 ] 
f(z) = 19/4*z^3 - 211/64*z + 1
*
3/2 | 0.074539006383403507009698303207496266372 | 0.013927687267560274422999362664579559047
f(z) = 19/15*z^3 - 211/60*z + 1
*
15/4 | 0.14071004445817974973007569009692992720 | 0.026338682272908928707995987522215163561
f(z) = 1/5*z^3 - 209/80*z + 1
*
-3 | 0.056931406464434848764477467319859478925 | 0.010637689760183820828786655846630939871
f(z) = 1/10*z^3 - 211/90*z + 1
*
4/3 | 0.11572718443244966430148980563111804146 | 0.021623739184821049994550373554766547898
f(z) = 3/7*z^3 - 211/84*z + 1
*
11/6 | 0.089934939411730809720235425437238346110 | 0.016716850434431704712067820507623030047
f(z) = 3/8*z^3 - 217/96*z + 1
*
[ -7/4 ] 
f(z) = 4/3*z^3 - 211/84*z + 1
*
[ 1/3 ] 
f(z) = 4/11*z^3 - 202/99*z + 1
*
[ 9/5 ] 
f(z) = 5/6*z^3 - 203/90*z + 1
*
[ 1/3 ] 
f(z) = 5/11*z^3 - 203/99*z + 1
*
[ -18/5 ] 
f(z) = 5/18*z^3 - 209/90*z + 1
*
4/7 | 0.063357433821899395656238883535402047490 | 0.011838399345004373710828478161426247464
f(z) = 7/3*z^3 - 211/84*z + 1
*
[ 1/3 ] 
f(z) = 7/11*z^3 - 205/99*z + 1
*
6/7 | 0.11097362556672489324075247438838681611 | 0.016492755351502401325400350008689067968
f(z) = 7/16*z^3 - 209/84*z + 1
*
-9/4 | 0.11445863979007536531090516693390913535 | 0.021542292966160793059001656602495437080
f(z) = 8/15*z^3 - 203/90*z + 1
*
[ 5/4 ] 
f(z) = 9/5*z^3 - 209/80*z + 1
*
-10/9 | 0.10701266640689880809939274829947783641 | 0.020031069072015017248947302156359949240
f(z) = 9/5*z^3 - 209/90*z + 1
*
[ 3/2 ] 
f(z) = 9/7*z^3 - 215/84*z + 1
*
[ 3/2 ] 
f(z) = 9/8*z^3 - 211/96*z + 1
*
0 | 0.094121499730058792701836037542138887578 | 0.017586695570520713608366056649827936947
f(z) = 9/10*z^3 - 211/90*z + 1
*
[ -7/3 ] 
f(z) = 9/13*z^3 - 213/91*z + 1
*
[ 3/8 ] 
f(z) = 10/3*z^3 - 205/96*z + 1
*
[ 1/3 ] 
f(z) = 10/11*z^3 - 208/99*z + 1
*
-5/4 | 0.11392952533687875799470875386767970520 | 0.021287844799966847013373534628121285043
f(z) = 11/5*z^3 - 211/80*z + 1
*
0 | 0.15461104061578199276375061022526600829 | 0.028738659951204074489558239706793875906
f(z) = 11/8*z^3 - 217/88*z + 1
*
[ -18/11 ] 
f(z) = 11/8*z^3 - 205/99*z + 1
*
0 | 0.13654427116638383486621265752083862089 | 0.025747015028098175232382423660231529792
f(z) = 11/8*z^3 - 201/88*z + 1
*
1/3 | 0.10826523095898911715148894082178257664 | 0.020339099754329808556389879623085776333
f(z) = 12/7*z^3 - 205/84*z + 1
*
[ -3/2 ] 
f(z) = 13/7*z^3 - 211/84*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.028870155694661073824441099315793973897
f(z) = 13/7*z^3 - 211/91*z + 1
*
[ 1/3 ] 
f(z) = 13/11*z^3 - 211/99*z + 1
*
[ 1/3 ] 
f(z) = 14/11*z^3 - 212/99*z + 1
*
0 | 0.15527103186102230362992115569799915145 | 0.029223604820422326627931905962623012393
f(z) = 15/16*z^3 - 203/80*z + 1
*
[ 1/3 ] 
f(z) = 16/11*z^3 - 214/99*z + 1
*
11/17 | 0.16071234197932496819205389715185309486 | 0.028362202641125239679903148661002696013
f(z) = 17/5*z^3 - 206/85*z + 1
*
2/3 | 0.091314641113645652162464014512557755176 | 0.017186354429668438092202444452964723602
f(z) = 17/10*z^3 - 203/90*z + 1
*
[ 1/3 ] 
f(z) = 17/11*z^3 - 215/99*z + 1
*
[ 5/3 ] 
f(z) = 18/17*z^3 - 216/85*z + 1
*
[ 5/3 ] 
f(z) = 18/19*z^3 - 212/95*z + 1
*
[ 3/4 ] 
f(z) = 19/6*z^3 - 203/96*z + 1
*
2/3 | 0.091314142117448884002170934507125691335 | 0.017062138016378950182992041373386501314
f(z) = 19/10*z^3 - 211/90*z + 1
*
[ 1/3 ] 
f(z) = 19/11*z^3 - 217/99*z + 1
*
[ 1/3 ] 
f(z) = 1/12*z^3 - 217/108*z + 1
*
[ -7 ] 
f(z) = 1/16*z^3 - 215/112*z + 1
*
[ -7 ] 
f(z) = 1/17*z^3 - 207/119*z + 1
*
[ 4/5 ] 
f(z) = 3*z^3 - 217/100*z + 1
*
[ -7/2 ] 
f(z) = 4/15*z^3 - 208/105*z + 1
*
3/5 | 0.15210706405957517295794176475472737248 | 0.028654746280795708774680663680676135954
f(z) = 5/7*z^3 - 202/105*z + 1
*
[ 5/3 ] 
f(z) = 6/7*z^3 - 208/105*z + 1
*
[ -19/6 ] 
f(z) = 6/19*z^3 - 211/114*z + 1
*
-16/7 | 0.14037266476782881407511397860725725108 | 0.026322907734250657014775421887869159531
f(z) = 7/16*z^3 - 207/112*z + 1
*
-13/8 | 0.15248123850842063907874301405840247553 | 0.028542062573554037816960221491733644001
f(z) = 8/13*z^3 - 209/104*z + 1
*
[ 4/5 ] 
f(z) = 11/4*z^3 - 201/100*z + 1
*
[ 10/11 ] 
f(z) = 11/5*z^3 - 211/110*z + 1
*
0 | 0.15248078789173067703573001187751201298 | 0.028541978225276916011152219338160392361
f(z) = 13/8*z^3 - 209/104*z + 1
*
0 | 0.15153926297558421942186243183118046327 | 0.028468716679000596741698119764060539940
f(z) = 13/9*z^3 - 205/117*z + 1
*
6/7 | 0.13791052517777852388734847339918012645 | 0.025745972921200243786131073980017239429
f(z) = 14/15*z^3 - 212/105*z + 1
*
[ 4/9 ] 
f(z) = 15/4*z^3 - 215/108*z + 1
*
[ 6/17 ] 
f(z) = 17/9*z^3 - 211/102*z + 1
*
[ 6/17 ] 
f(z) = 17/12*z^3 - 205/102*z + 1
*
[ 3/2 ] 
f(z) = 18/17*z^3 - 209/102*z + 1
*
[ 3/2 ] 
f(z) = 18/19*z^3 - 205/114*z + 1
*
15/4 | 0.15359454547016214288678191214661319262 | 0.028549716728160812513873529632433523404
f(z) = 2/15*z^3 - 217/120*z + 1
*
-8/3 | 0.099788261417559104973919892930657552158 | 0.018645535611898961779510851232824993689
f(z) = 3/10*z^3 - 211/120*z + 1
*
[ 8/5 ] 
f(z) = 5/6*z^3 - 211/120*z + 1
*
-3/10 | 0.11432937229448030764966972550814067008 | 0.021400640039030147656302388206096011340
f(z) = 5/6*z^3 - 209/120*z + 1
*
8/5 | 0.10305746043747225251984173081913251070 | 0.019396473775718026915392847636315607804
f(z) = 5/12*z^3 - 203/120*z + 1
*
[ 2/5 ] 
f(z) = 5/13*z^3 - 203/130*z + 1
*
0 | 0.15992999810810885794105616057571700764 | 0.029778584456913103384187999599532535075
f(z) = 6/11*z^3 - 215/132*z + 1
*
[ 9/7 ] 
f(z) = 7/6*z^3 - 215/126*z + 1
*
0 | 0.11714884798125885928899068449018426589 | 0.021889378428865401243323869814788675813
f(z) = 7/18*z^3 - 211/126*z + 1
*
-9/8 | 0.12649976607722049900312147638194964868 | 0.023808556750143942223191311941085061769
f(z) = 8/5*z^3 - 203/120*z + 1
*
5/8 | 0.089677498257654144922551626917911744335 | 0.016668998005814782270276841351760577632
f(z) = 8/15*z^3 - 217/120*z + 1
*
[ 3/8 ] 
f(z) = 8/15*z^3 - 209/120*z + 1
*
[ 3/2 ] 
f(z) = 9/10*z^3 - 203/120*z + 1
*
7/9 | 0.13523234874179171920697009653505382954 | 0.025268298480467648991026060246289777478
f(z) = 9/14*z^3 - 211/126*z + 1
*
[ 2/5 ] 
f(z) = 10/13*z^3 - 211/130*z + 1
*
[ 12/11 ] 
f(z) = 11/8*z^3 - 205/132*z + 1
*
-12/11 | 0.12832116279507492265687505374824119301 | 0.020013225178465213924998400163843728573
f(z) = 11/9*z^3 - 203/132*z + 1
*
-3/2 | 0.16034616210536920228355323439404583380 | 0.029804688002057680520812212392709470572
f(z) = 11/10*z^3 - 217/120*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.024762320391078140892568875945598651756
f(z) = 11/12*z^3 - 217/132*z + 1
*
0 | 0.15033114924336491440880506597233870352 | 0.028241756042639953953432015052201916358
f(z) = 11/12*z^3 - 205/132*z + 1
*
[ 5/9 ] 
f(z) = 12/5*z^3 - 208/135*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028285388671090639437823301376300033019
f(z) = 13/10*z^3 - 219/130*z + 1
*
0 | 0.11714819584190513992474383749106163687 | 0.022007885820433301978676685598556158719
f(z) = 14/9*z^3 - 205/126*z + 1
*
-13/7 | 0.096997112294230058457879726209513266613 | 0.018222230030447957721506505851219959785
f(z) = 14/19*z^3 - 205/133*z + 1
*
0 | 0.11707422185659752245475386030826419126 | 0.021615962253754908252845013375967988588
f(z) = 15/8*z^3 - 217/120*z + 1
*
0 | 0.11058408313386938656322105072575400138 | 0.020417657525119048987114507345285362387
f(z) = 15/8*z^3 - 209/120*z + 1
*
[ 2/5 ] 
f(z) = 15/13*z^3 - 219/130*z + 1
*
[ 5/12 ] 
f(z) = 16/15*z^3 - 214/135*z + 1
*
0 | 0.13249391059630353509141483247850494124 | 0.024936716385348608792874558355438939973
f(z) = 16/15*z^3 - 203/120*z + 1
*
[ -5/3 ] 
f(z) = 17/15*z^3 - 209/135*z + 1
*
[ 2/3 ] 
f(z) = 19/7*z^3 - 215/126*z + 1
*
[ 14/19 ] 
f(z) = 19/8*z^3 - 219/133*z + 1
*
[ 3/7 ] 
f(z) = 1/3*z^3 - 205/147*z + 1
*
[ 3/7 ] 
f(z) = 2/3*z^3 - 214/147*z + 1
*
[ 3/7 ] 
f(z) = 2/9*z^3 - 202/147*z + 1
*
[ 3/7 ] 
f(z) = 4/9*z^3 - 208/147*z + 1
*
[ 3/7 ] 
f(z) = 5/9*z^3 - 211/147*z + 1
*
[ 3/7 ] 
f(z) = 8/9*z^3 - 220/147*z + 1
*
0 | 0.15629752247225640074353253849549922980 | 0.029256410232057846994498842931311774511
f(z) = 9/16*z^3 - 209/144*z + 1
*
0 | 0.13455104749363739874768366430632280728 | 0.024967388492752330474301776251176364432
f(z) = 11/14*z^3 - 219/154*z + 1
*
[ 3/5 ] 
f(z) = 13/6*z^3 - 217/150*z + 1
*
-12/13 | 0.17718590591373518270605512912118030302 | 0.028447554449462287876562069535493111841
f(z) = 13/8*z^3 - 203/156*z + 1
*
[ 12/13 ] 
f(z) = 13/9*z^3 - 205/156*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026487405810259868498859458852734419307
f(z) = 13/12*z^3 - 217/156*z + 1
*
[ 6/5 ] 
f(z) = 13/12*z^3 - 209/150*z + 1
*
[ 6/13 ] 
f(z) = 13/16*z^3 - 209/156*z + 1
*
[ 7/10 ] 
f(z) = 15/7*z^3 - 207/140*z + 1
*
[ 5/8 ] 
f(z) = 16/7*z^3 - 209/140*z + 1
*
[ 6/5 ] 
f(z) = 19/18*z^3 - 203/150*z + 1
*
[ 19/3 ] 
f(z) = 1/19*z^3 - 217/171*z + 1
*
[ -16/11 ] 
f(z) = 11/8*z^3 - 215/176*z + 1
*
0 | 0.13432027092531009221098641231028920502 | 0.025097875835895561548366045021968357774
f(z) = 11/15*z^3 - 211/165*z + 1
*
0 | 0.15888852184287041205593138845947668585 | 0.029533745980916788127930965797666976857
f(z) = 11/16*z^3 - 217/176*z + 1
*
[ 2/3 ] 
f(z) = 16/9*z^3 - 209/162*z + 1
*
[ 2/3 ] 
f(z) = 17/9*z^3 - 217/162*z + 1
*
[ 4/7 ] 
f(z) = z^3 - 211/196*z + 1
*
[ 7/2 ] 
f(z) = 2/13*z^3 - 213/182*z + 1
*
[ 4/3 ] 
f(z) = 4/5*z^3 - 211/180*z + 1
*
[ 5/6 ] 
f(z) = 7/5*z^3 - 211/180*z + 1
*
[ 4/7 ] 
f(z) = 9/8*z^3 - 219/196*z + 1
*
-18/11 | 0.13687050688518300942089103121252134497 | 0.025760436810670567358401939111528359134
f(z) = 11/18*z^3 - 203/198*z + 1
*
[ 2/3 ] 
f(z) = 13/11*z^3 - 203/198*z + 1
*
-14/13 | 0.15560583370652921290812732240458295853 | 0.029126937096700807589050908864089112087
f(z) = 13/14*z^3 - 209/182*z + 1
*
[ 7/13 ] 
f(z) = 13/14*z^3 - 205/182*z + 1
*
[ 2/3 ] 
f(z) = 14/11*z^3 - 211/198*z + 1
*
0 | 0.12393979225638678406796081078031976588 | 0.023199557798317100360436425943523227174
f(z) = 14/13*z^3 - 209/182*z + 1
*
[ 3/5 ] 
f(z) = 15/13*z^3 - 211/195*z + 1
*
[ 4/7 ] 
f(z) = 15/16*z^3 - 207/196*z + 1
*
[ 3/4 ] 
f(z) = 17/12*z^3 - 217/192*z + 1
*
[ 4/7 ] 
f(z) = 17/16*z^3 - 215/196*z + 1
*
[ -8/3 ] 
f(z) = 1/3*z^3 - 215/216*z + 1
*
-17/6 | 0.15740204561516388763124561721341895446 | 0.029570120332677125935354989810353791897
f(z) = 3/17*z^3 - 205/204*z + 1
*
[ 5/7 ] 
f(z) = 7/6*z^3 - 209/210*z + 1
*
[ 8/5 ] 
f(z) = 9/16*z^3 - 213/200*z + 1
*
[ 8/15 ] 
f(z) = 9/16*z^3 - 207/200*z + 1
*
[ 4/3 ] 
f(z) = 12/17*z^3 - 205/204*z + 1
*
[ -8/5 ] 
f(z) = 17/16*z^3 - 219/200*z + 1
*
[ 18/5 ] 
f(z) = 1/8*z^3 - 202/225*z + 1
*
[ 7/3 ] 
f(z) = 3/11*z^3 - 211/231*z + 1
*
[ 19/6 ] 
f(z) = 3/19*z^3 - 205/228*z + 1
*
[ -9/5 ] 
f(z) = 7/9*z^3 - 217/225*z + 1
*
[ 7/12 ] 
f(z) = 9/14*z^3 - 209/224*z + 1
*
[ 2/3 ] 
f(z) = 11/13*z^3 - 205/234*z + 1
*
[ 7/6 ] 
f(z) = 5/7*z^3 - 209/252*z + 1
*
[ -5/3 ] 
f(z) = 15/17*z^3 - 217/255*z + 1
*
[ 10/3 ] 
f(z) = 2/15*z^3 - 211/270*z + 1
*
[ 11/5 ] 
f(z) = 3/11*z^3 - 213/275*z + 1
*
[ 5/2 ] 
f(z) = 3/13*z^3 - 219/260*z + 1
*
[ 11/10 ] 
f(z) = 8/11*z^3 - 217/275*z + 1
*
[ 17/12 ] 
f(z) = 9/17*z^3 - 209/272*z + 1
*
[ 10/13 ] 
f(z) = 13/16*z^3 - 203/260*z + 1
*
[ 9/8 ] 
f(z) = 2/3*z^3 - 211/288*z + 1
*
[ 6/7 ] 
f(z) = 3/4*z^3 - 211/294*z + 1
*
[ 5/2 ] 
f(z) = 3/14*z^3 - 207/280*z + 1
*
[ 3/5 ] 
f(z) = 5/19*z^3 - 217/285*z + 1
*
[ 6/7 ] 
f(z) = 13/18*z^3 - 205/294*z + 1
*
1/2 | 0.10302220705948468487427604624863671087 | 0.019817690851772775092112465872816847587
f(z) = 1/3*z^3 - 181/12*z + 1
*
[ 10 ] 
f(z) = 1/5*z^3 - 191/10*z + 1
*
[ -10 ] 
f(z) = 1/5*z^3 - 189/10*z + 1
*
[ 12 ] 
f(z) = 1/9*z^3 - 181/12*z + 1
*
0 | 0.087994878924088614292203991623573556014 | 0.016720512849037668602259182692274058789
f(z) = 1/12*z^3 - 193/12*z + 1
*
0 | 0.095513148718754026743103244967027009496 | 0.018373223672977019507004607323362492651
f(z) = 1/12*z^3 - 181/12*z + 1
*
0 | 0.079509471036405790844070720172245071086 | 0.015262440229932998972845466579959008930
f(z) = 1/13*z^3 - 183/13*z + 1
*
-14 | 0.13192451411719565845692940594252531600 | 0.025018874485384765885640552903280595855
f(z) = 1/14*z^3 - 195/14*z + 1
*
[ -14 ] 
f(z) = 1/14*z^3 - 181/14*z + 1
*
-1 | 0.058937776407798063100640383868679655978 | 0.011166444879086891615180360610138785222
f(z) = 1/15*z^3 - 196/15*z + 1
*
0 | 0.099620506799353961893826445348400596293 | 0.019163328592898422251440233882442337305
f(z) = 1/15*z^3 - 181/15*z + 1
*
0 | 0.12187989139803487699012909538781195980 | 0.023025292408770076857731475456869400611
f(z) = 1/18*z^3 - 199/18*z + 1
*
0 | 0.11833596006868233956682365563435884303 | 0.022763494786466718781231420112905224245
f(z) = 1/18*z^3 - 181/18*z + 1
*
0 | 0.13117080264178000451390897435373624355 | 0.025205732914893989147209342459442949510
f(z) = 2/15*z^3 - 182/15*z + 1
*
-10 | 0.084686905554305228990353141529910365065 | 0.016290651902841253018652492727391932872
f(z) = 2/19*z^3 - 181/19*z + 1
*
[ 4 ] 
f(z) = 3*z^3 - 189/4*z + 1
*
[ -4 ] 
f(z) = 3*z^3 - 187/4*z + 1
*
[ 8 ] 
f(z) = 3/8*z^3 - 185/8*z + 1
*
[ 10 ] 
f(z) = 3/8*z^3 - 183/5*z + 1
*
[ -8 ] 
f(z) = 3/8*z^3 - 183/8*z + 1
*
[ -10 ] 
f(z) = 3/8*z^3 - 182/5*z + 1
*
2/3 | 0.11638533519902247511785023750298632691 | 0.017587766014311387066541070501063350043
f(z) = 3/16*z^3 - 187/12*z + 1
*
[ 7 ] 
f(z) = 4/7*z^3 - 190/7*z + 1
*
[ -7 ] 
f(z) = 4/7*z^3 - 188/7*z + 1
*
-1/2 | 0.14253199331633410530858136113019027241 | 0.027417923384218571336564949293257178442
f(z) = 4/15*z^3 - 181/15*z + 1
*
-6 | 0.15441045202664272462531967232750005007 | 0.029578530123341925951578998256692229838
f(z) = 5/6*z^3 - 185/6*z + 1
*
-3/2 | 0.14332484445613435554835880744418271395 | 0.027234140584277649903806184643353578093
f(z) = 7*z^3 - 193/12*z + 1
*
[ 3 ] 
f(z) = 7*z^3 - 187/3*z + 1
*
[ -3 ] 
f(z) = 7*z^3 - 185/3*z + 1
*
[ 3/2 ] 
f(z) = 7*z^3 - 185/12*z + 1
*
[ 3 ] 
f(z) = 7/2*z^3 - 185/6*z + 1
*
[ -3 ] 
f(z) = 7/2*z^3 - 181/6*z + 1
*
-3 | 0.15248341646846578819028871989914467993 | 0.028861922480678189950728085677502596727
f(z) = 7/4*z^3 - 197/12*z + 1
*
3 | 0.14633257146524685324129920447415493002 | 0.027805659503528029778210256870814082712
f(z) = 7/4*z^3 - 193/12*z + 1
*
[ 3 ] 
f(z) = 7/4*z^3 - 181/12*z + 1
*
-5 | 0.13683038074053245475232608740953641319 | 0.026265619434634790935154398944746892471
f(z) = 7/10*z^3 - 183/10*z + 1
*
-6 | 0.16107869961489255896619463993627144211 | 0.024115024739247171114247982123144318966
f(z) = 7/16*z^3 - 199/12*z + 1
*
[ 1/12 ] 
f(z) = 8*z^3 - 199/18*z + 1
*
[ 5 ] 
f(z) = 8/5*z^3 - 196/5*z + 1
*
[ -3 ] 
f(z) = 8/5*z^3 - 196/15*z + 1
*
[ -5 ] 
f(z) = 8/5*z^3 - 194/5*z + 1
*
[ 6 ] 
f(z) = 8/9*z^3 - 187/6*z + 1
*
[ -6 ] 
f(z) = 8/9*z^3 - 185/6*z + 1
*
[ 5 ] 
f(z) = 8/15*z^3 - 188/15*z + 1
*
1/9 | 0.15150935104926353302726563179364594866 | 0.029144837467065215842590180177013220002
f(z) = 9/2*z^3 - 181/18*z + 1
*
2 | 0.16832306377784851130207270832883484226 | 0.028311380280511102680287641959877213756
f(z) = 9/4*z^3 - 191/18*z + 1
*
[ 10/3 ] 
f(z) = 9/5*z^3 - 193/10*z + 1
*
[ -10/3 ] 
f(z) = 9/5*z^3 - 187/10*z + 1
*
[ 14/3 ] 
f(z) = 9/14*z^3 - 185/14*z + 1
*
[ 6 ] 
f(z) = 11/12*z^3 - 193/6*z + 1
*
[ -6 ] 
f(z) = 11/12*z^3 - 191/6*z + 1
*
0 | 0.086973565245449033057679351530548704652 | 0.016695229182634617285160489713453041186
f(z) = 13*z^3 - 183/13*z + 1
*
[ 4 ] 
f(z) = 13/12*z^3 - 199/12*z + 1
*
[ -4 ] 
f(z) = 13/12*z^3 - 193/12*z + 1
*
[ 3/2 ] 
f(z) = 14*z^3 - 187/6*z + 1
*
-1 | 0.089829428808655717414912599633766905982 | 0.016585628429652822573755631489293718428
f(z) = 15*z^3 - 196/15*z + 1
*
-14/15 | 0.14022511972656149761714548013092216001 | 0.025890421024966252893679866856519510901
f(z) = 15*z^3 - 181/15*z + 1
*
[ 6 ] 
f(z) = 15/8*z^3 - 200/3*z + 1
*
[ -6 ] 
f(z) = 15/8*z^3 - 199/3*z + 1
*
[ 7/2 ] 
f(z) = 16/7*z^3 - 191/7*z + 1
*
[ -7/2 ] 
f(z) = 16/7*z^3 - 187/7*z + 1
*
[ 6 ] 
f(z) = 17/18*z^3 - 199/6*z + 1
*
[ -6 ] 
f(z) = 17/18*z^3 - 197/6*z + 1
*
2/19 | 0.085932572351831755664081555207353282442 | 0.011647517006281876406074048306768356115
f(z) = 19/8*z^3 - 200/19*z + 1
*
[ 1/6 ] 
f(z) = z^3 - 181/36*z + 1
*
[ -9/2 ] 
f(z) = 1/3*z^3 - 199/36*z + 1
*
[ 6 ] 
f(z) = 1/5*z^3 - 191/30*z + 1
*
[ -6 ] 
f(z) = 1/5*z^3 - 181/30*z + 1
*
-15/2 | 0.065317648760767670736122913646292431041 | 0.012363265191813879473832311038796760805
f(z) = 1/7*z^3 - 197/28*z + 1
*
-10 | 0.078353702059391800540515785944896487074 | 0.014830717512025290853849740205968204445
f(z) = 1/15*z^3 - 197/30*z + 1
*
-12 | 0.16014570325415672450878890977261181308 | 0.025300594709385878818460146918161739079
f(z) = 1/18*z^3 - 187/24*z + 1
*
0 | 0.14723916505675122945185510967565652594 | 0.028263663773526351223813790919333708782
f(z) = 2/7*z^3 - 183/28*z + 1
*
0 | 0.077881995757750258591912337318913558791 | 0.014713302622205190186257990613005642112
f(z) = 2/13*z^3 - 199/26*z + 1
*
[ -15/2 ] 
f(z) = 2/15*z^3 - 191/30*z + 1
*
4 | 0.14638790726013227362758176642458714083 | 0.027708170037785066197204206106879650382
f(z) = 3/5*z^3 - 197/20*z + 1
*
-10/3 | 0.15529504414502803860980067513775531875 | 0.029567204806164048702523264069487846074
f(z) = 3/5*z^3 - 191/30*z + 1
*
-4 | 0.12389022229885522135187950813426330902 | 0.023683358800786892263977701253733575506
f(z) = 3/5*z^3 - 187/20*z + 1
*
-14/3 | 0.19800896516388502546204942102298175902 | 0.027065625777368498102980981866674052838
f(z) = 3/8*z^3 - 188/21*z + 1
*
0 | 0.14516166869385859931501095402419139513 | 0.027423636745010999774374775958814639448
f(z) = 3/10*z^3 - 199/30*z + 1
*
[ -9/4 ] 
f(z) = 4/3*z^3 - 191/36*z + 1
*
0 | 0.14456031984004989636209695178659783437 | 0.027634738719490128492885069415604846493
f(z) = 4/9*z^3 - 187/36*z + 1
*
1/4 | 0.066638700749335372365289256758205126631 | 0.012818839820152586463309757978462060232
f(z) = 4/9*z^3 - 181/36*z + 1
*
-6/5 | 0.092969935087124212499792966043048211923 | 0.017700893976820359487256189306606266257
f(z) = 5*z^3 - 191/30*z + 1
*
[ 1/6 ] 
f(z) = 5*z^3 - 185/36*z + 1
*
[ 1/10 ] 
f(z) = 5*z^3 - 181/20*z + 1
*
1/5 | 0.058304202934246680730875936946437529370 | 0.011215588387101511950759616757418739851
f(z) = 5/6*z^3 - 181/30*z + 1
*
-14/5 | 0.18722295828839467564185253188451670539 | 0.025481873057316208757570463912072770137
f(z) = 5/8*z^3 - 194/35*z + 1
*
-2/5 | 0.17442933104880290137998287399554197351 | 0.029186594578545894396610499507654967113
f(z) = 5/12*z^3 - 197/30*z + 1
*
[ -11/3 ] 
f(z) = 6/11*z^3 - 200/33*z + 1
*
0 | 0.11235577166827186167664741921885197471 | 0.021478386303481166339043104436709954589
f(z) = 6/13*z^3 - 187/39*z + 1
*
[ 1/6 ] 
f(z) = 7*z^3 - 187/36*z + 1
*
-3/2 | 0.10212050908763214603029125852781600521 | 0.019329277145257072254384608523343516426
f(z) = 7/2*z^3 - 197/24*z + 1
*
[ 3/2 ] 
f(z) = 7/2*z^3 - 181/24*z + 1
*
1/7 | 0.11424632133868105191145074665059569795 | 0.021624439867279421298865287253703041236
f(z) = 7/4*z^3 - 197/28*z + 1
*
-5/2 | 0.069669935585621433666499538070080181670 | 0.013318388259258373082641857484074384763
f(z) = 7/5*z^3 - 187/20*z + 1
*
5/2 | 0.15615812061085283810318893365811111363 | 0.029975724290135445970834565225324844932
f(z) = 7/5*z^3 - 183/20*z + 1
*
3 | 0.10321743684091652134969403774192404186 | 0.019536902633427751046618053415037491998
f(z) = 7/8*z^3 - 197/24*z + 1
*
-3 | 0.10847700386717629106173684402394157157 | 0.020866993520387240349064174708590762995
f(z) = 7/8*z^3 - 181/24*z + 1
*
[ -4 ] 
f(z) = 7/10*z^3 - 199/20*z + 1
*
-4 | 0.19508435068206410011554389643635994428 | 0.029340472851803687158824882440349786678
f(z) = 7/16*z^3 - 193/28*z + 1
*
[ 4 ] 
f(z) = 7/18*z^3 - 197/36*z + 1
*
[ -3 ] 
f(z) = 8/7*z^3 - 188/21*z + 1
*
-3 | 0.12449808028170012818525631679515871098 | 0.019668810385158571768434044636193169874
f(z) = 8/9*z^3 - 187/24*z + 1
*
[ 3 ] 
f(z) = 8/11*z^3 - 194/33*z + 1
*
[ 3 ] 
f(z) = 8/13*z^3 - 190/39*z + 1
*
[ -15/4 ] 
f(z) = 8/15*z^3 - 187/30*z + 1
*
0 | 0.13401776390583312327655829613198220243 | 0.025780098189880087559032103246428207492
f(z) = 9/4*z^3 - 181/36*z + 1
*
[ -5/2 ] 
f(z) = 9/5*z^3 - 197/20*z + 1
*
[ -3 ] 
f(z) = 9/11*z^3 - 199/33*z + 1
*
0 | 0.15630432127172821036527926714404034013 | 0.029613665364085784306884511499272061100
f(z) = 9/13*z^3 - 196/39*z + 1
*
[ -3 ] 
f(z) = 9/13*z^3 - 191/39*z + 1
*
2/9 | 0.070782594702175747067098111031453943025 | 0.010596832644117397229368762163204087701
f(z) = 9/16*z^3 - 199/36*z + 1
*
0 | 0.14078928959028631116414164045383015029 | 0.026597616092818564753953177494575718081
f(z) = 10/3*z^3 - 199/30*z + 1
*
1/10 | 0.14137903571250225386274957265919320054 | 0.027196136664538343279234776586194505869
f(z) = 10/3*z^3 - 181/30*z + 1
*
12/5 | 0.16205511938084045951661591669276029673 | 0.025393260936830968814872396355200109468
f(z) = 10/9*z^3 - 197/30*z + 1
*
-12/5 | 0.15242473544183453527802444165543863516 | 0.024080798777216795860906643201732003640
f(z) = 10/9*z^3 - 187/30*z + 1
*
[ 1/6 ] 
f(z) = 11*z^3 - 191/36*z + 1
*
0 | 0.14070455983519204077464905904672386260 | 0.026581609125923609780223970440916305295
f(z) = 11/3*z^3 - 199/33*z + 1
*
-4/3 | 0.14662482589319600208246587292722340224 | 0.028087132526257648828371292766872112624
f(z) = 11/4*z^3 - 185/36*z + 1
*
18/11 | 0.19168901000985989420084736774237154209 | 0.026318442033133449184251290316326974924
f(z) = 11/8*z^3 - 182/33*z + 1
*
[ 7/3 ] 
f(z) = 12/7*z^3 - 184/21*z + 1
*
-1/6 | 0.15047598991721959938491601845462329477 | 0.028427607118781719004144778950823453588
f(z) = 12/11*z^3 - 199/33*z + 1
*
[ 1/6 ] 
f(z) = 12/13*z^3 - 196/39*z + 1
*
-13/6 | 0.14317795292856031968849037261572502745 | 0.027287458749852112485873548658613167936
f(z) = 12/13*z^3 - 190/39*z + 1
*
[ 1/6 ] 
f(z) = 13*z^3 - 193/36*z + 1
*
0 | 0.075548937082137177314874694870775655132 | 0.014272546090536052266681414999753011049
f(z) = 13/2*z^3 - 199/26*z + 1
*
0 | 0.15511454010745083871893639350272189227 | 0.029652326393620108537855379273843508536
f(z) = 13/2*z^3 - 187/26*z + 1
*
0 | 0.15548930296877745704232867798699146334 | 0.029374711662646485409617947790964860059
f(z) = 13/3*z^3 - 199/39*z + 1
*
[ 4/3 ] 
f(z) = 13/4*z^3 - 199/36*z + 1
*
2/13 | 0.16850213458629667994922336773579335480 | 0.028194819404620822242119556295701115745
f(z) = 13/4*z^3 - 197/26*z + 1
*
-4/3 | 0.10313531481973241254572664665322460225 | 0.019839448632832849317448835951575781797
f(z) = 13/4*z^3 - 181/36*z + 1
*
[ 3/4 ] 
f(z) = 14*z^3 - 197/24*z + 1
*
0 | 0.12669445530686410707837934816063767929 | 0.023957650884778538567984058292531091591
f(z) = 14/5*z^3 - 198/35*z + 1
*
0 | 0.12486712148013387301476669553026637422 | 0.023969181953200381863911534787698748037
f(z) = 14/5*z^3 - 183/35*z + 1
*
-5/2 | 0.13418354728253546402680309531554057217 | 0.025497139764265270224661305789413809704
f(z) = 14/15*z^3 - 193/30*z + 1
*
5/2 | 0.13634942628504221042708297404279075247 | 0.026065110910854640010302441129969078735
f(z) = 14/15*z^3 - 187/30*z + 1
*
[ 4/5 ] 
f(z) = 15*z^3 - 197/20*z + 1
*
2/5 | 0.12672695594252694421503650910513600682 | 0.020743463777774157552251834386322895646
f(z) = 15*z^3 - 197/30*z + 1
*
-4/5 | 0.16774518203260495821752863753183201163 | 0.029409463417995424270335890806504953782
f(z) = 15*z^3 - 187/20*z + 1
*
[ 1/10 ] 
f(z) = 15*z^3 - 183/20*z + 1
*
[ 2/15 ] 
f(z) = 15/4*z^3 - 197/30*z + 1
*
6/5 | 0.14135265637573575201084273517672537224 | 0.023859985322953978814527541507728756822
f(z) = 15/4*z^3 - 187/30*z + 1
*
1/3 | 0.087144169126664664767467942172129952887 | 0.016542618744723314717420062436897853463
f(z) = 15/7*z^3 - 194/21*z + 1
*
[ 1/8 ] 
f(z) = 16/7*z^3 - 197/28*z + 1
*
5/2 | 0.14098281307610939193508922852959016024 | 0.027119917974018790871832451983808350459
f(z) = 16/19*z^3 - 181/38*z + 1
*
[ 1/6 ] 
f(z) = 17*z^3 - 197/36*z + 1
*
[ -3/4 ] 
f(z) = 18*z^3 - 187/24*z + 1
*
[ -3/2 ] 
f(z) = 18/5*z^3 - 193/30*z + 1
*
[ -5/3 ] 
f(z) = 18/7*z^3 - 194/35*z + 1
*
[ 1/6 ] 
f(z) = 18/19*z^3 - 191/38*z + 1
*
[ 1/6 ] 
f(z) = 19*z^3 - 199/36*z + 1
*
1/4 | 0.11443231909937765829543837352953300116 | 0.021744072896525551827314217044393134864
f(z) = 1/3*z^3 - 193/48*z + 1
*
[ 6 ] 
f(z) = 1/7*z^3 - 181/42*z + 1
*
[ -9 ] 
f(z) = 1/15*z^3 - 193/45*z + 1
*
[ -5 ] 
f(z) = 2/9*z^3 - 196/45*z + 1
*
[ -5 ] 
f(z) = 2/11*z^3 - 184/55*z + 1
*
[ 2/9 ] 
f(z) = 3*z^3 - 197/54*z + 1
*
[ 2/9 ] 
f(z) = 3/2*z^3 - 193/54*z + 1
*
[ 2/9 ] 
f(z) = 3/4*z^3 - 191/54*z + 1
*
2/5 | 0.16405719904310515602402713658973826386 | 0.027845741043528697396807640531448588633
f(z) = 3/4*z^3 - 181/50*z + 1
*
2 | 0.14378726736246095456289119467239692869 | 0.027376196104843079014851141285071446056
f(z) = 3/13*z^3 - 191/52*z + 1
*
3/2 | 0.11205004267645920806907116828987560720 | 0.021249772815641817013779249849460370975
f(z) = 3/14*z^3 - 195/56*z + 1
*
0 | 0.14205987769286939922982115090894774817 | 0.027047311919117434514892465935742131303
f(z) = 3/14*z^3 - 191/42*z + 1
*
-14/3 | 0.12298628004124408272664703859580149160 | 0.023510557522163343040419223451693047251
f(z) = 3/14*z^3 - 187/42*z + 1
*
-9/2 | 0.053895536483988070256510834566658936338 | 0.010302889966829807133009671792962990185
f(z) = 3/14*z^3 - 187/56*z + 1
*
[ -16/3 ] 
f(z) = 3/16*z^3 - 199/48*z + 1
*
1/3 | 0.065794201277172688865717227439011260016 | 0.012502009222561478542248599184095607483
f(z) = 3/16*z^3 - 193/48*z + 1
*
-1 | 0.065578389824521377249931817645855785829 | 0.012424586061205779519817252563566817351
f(z) = 3/17*z^3 - 196/51*z + 1
*
0 | 0.075298695614613093842759985380051189827 | 0.014484704937164883096591753932021874684
f(z) = 4/11*z^3 - 181/44*z + 1
*
[ -4 ] 
f(z) = 4/13*z^3 - 191/52*z + 1
*
[ -9/2 ] 
f(z) = 4/15*z^3 - 188/45*z + 1
*
[ -8/5 ] 
f(z) = 5/2*z^3 - 191/40*z + 1
*
1/4 | 0.11051525401500217768188597024116814661 | 0.020918226835329937270062386736934204424
f(z) = 5/3*z^3 - 197/48*z + 1
*
0 | 0.12464928350427235667617446034257575829 | 0.023685468653857934131992181918217094852
f(z) = 5/8*z^3 - 193/40*z + 1
*
0 | 0.11707898373197200258326383628258320182 | 0.022381294732582025108160418158384545275
f(z) = 5/9*z^3 - 187/45*z + 1
*
0 | 0.13728750362200182949102780459177701186 | 0.025985653908295530254355578713857389135
f(z) = 5/14*z^3 - 197/42*z + 1
*
-11/3 | 0.082927667478731188330098184501175790955 | 0.015885443494167749349571879048632598385
f(z) = 6/19*z^3 - 185/57*z + 1
*
0 | 0.12996456397516790315243925116647328554 | 0.024844554662165339954236839287718877437
f(z) = 7/2*z^3 - 187/42*z + 1
*
1/4 | 0.12119374840306523781715087801083516820 | 0.022895667719149948706371674371054180672
f(z) = 7/3*z^3 - 199/48*z + 1
*
2/7 | 0.091386034912016746663777985906333045809 | 0.017364889748722466278800682077469386134
f(z) = 7/6*z^3 - 193/42*z + 1
*
0 | 0.13867670348643808841416241685487801284 | 0.026510002686547733251612027218525860706
f(z) = 7/6*z^3 - 187/42*z + 1
*
0 | 0.12557106951534539139684892271308012203 | 0.024155264254285634550429339479813691256
f(z) = 7/6*z^3 - 181/42*z + 1
*
-5/2 | 0.14719987827789234725263532686514328918 | 0.027808691007239291778141631116770859679
f(z) = 7/10*z^3 - 199/40*z + 1
*
-5/2 | 0.14765295699991558826765169645490880597 | 0.028343094245366393146148984016220894588
f(z) = 7/10*z^3 - 183/40*z + 1
*
2/7 | 0.071252523796524382984101573245067286039 | 0.011984437853459756502524220597166147611
f(z) = 7/12*z^3 - 191/42*z + 1
*
24/7 | 0.17216621472479349738466968043001408644 | 0.026934988622437533263961444015678859985
f(z) = 7/18*z^3 - 199/42*z + 1
*
-24/7 | 0.15081062460567477705626236385837244846 | 0.023866337334033658738000424579030813515
f(z) = 7/18*z^3 - 185/42*z + 1
*
5/8 | 0.15264791174053164380582447125225416508 | 0.026463144449111215696903498093326394255
f(z) = 8*z^3 - 189/40*z + 1
*
0 | 0.12513160120431725567375114202013097742 | 0.023872117605983597012839353493034761860
f(z) = 8/5*z^3 - 189/40*z + 1
*
[ -5/2 ] 
f(z) = 8/9*z^3 - 187/45*z + 1
*
0 | 0.12472466457061245402484125044790906305 | 0.023607771150707779453045396275501972207
f(z) = 8/11*z^3 - 197/44*z + 1
*
[ 3 ] 
f(z) = 8/17*z^3 - 182/51*z + 1
*
0 | 0.15358649756400353325137806158099626360 | 0.029544404207653354325434593697906610257
f(z) = 9/5*z^3 - 181/45*z + 1
*
0 | 0.15429101558108564330443285653624215928 | 0.029494898095589399229272677926262050588
f(z) = 9/7*z^3 - 187/42*z + 1
*
-13/6 | 0.14283697963728534683352762030198249487 | 0.027036053684684455148754562983399918941
f(z) = 9/13*z^3 - 197/52*z + 1
*
[ -3 ] 
f(z) = 9/14*z^3 - 187/42*z + 1
*
0 | 0.14941127327149862305027924179360142229 | 0.028741244319825496946384032838174761211
f(z) = 9/14*z^3 - 181/42*z + 1
*
0 | 0.12859450544592802093619733121049482111 | 0.024582648701194549649933809975316288334
f(z) = 9/16*z^3 - 187/48*z + 1
*
9/5 | 0.15187484286371389841333978884415216335 | 0.029033012691492291144528796344921659375
f(z) = 10/9*z^3 - 187/45*z + 1
*
[ -3 ] 
f(z) = 10/19*z^3 - 194/57*z + 1
*
[ 5/11 ] 
f(z) = 11*z^3 - 191/55*z + 1
*
[ -3/4 ] 
f(z) = 11*z^3 - 185/48*z + 1
*
0 | 0.079109616431734544755534754689670777807 | 0.015217786209348181384235403448960992798
f(z) = 11/4*z^3 - 181/44*z + 1
*
0 | 0.15128620384573926528863555293095248423 | 0.028803946694375360101054528277952123406
f(z) = 12/7*z^3 - 191/42*z + 1
*
0 | 0.14636884560283072409024854262090042410 | 0.027867712450238273505602984516358243420
f(z) = 12/11*z^3 - 191/44*z + 1
*
-1/2 | 0.15553302506154737151536095313636139929 | 0.029382971548335609714744787337038651612
f(z) = 12/19*z^3 - 199/57*z + 1
*
[ 4/13 ] 
f(z) = 13*z^3 - 181/52*z + 1
*
3/4 | 0.14201520422174008633567712815629402235 | 0.026606874199516171214745017967906855850
f(z) = 13/3*z^3 - 181/48*z + 1
*
[ 2/5 ] 
f(z) = 14*z^3 - 187/50*z + 1
*
[ 3/14 ] 
f(z) = 14*z^3 - 181/42*z + 1
*
0 | 0.11507164515906128133371275963564279761 | 0.021739092867195791380767645538776107475
f(z) = 14/3*z^3 - 199/42*z + 1
*
7/10 | 0.15164774545348497528140590727337310209 | 0.026587224552708005386424025339177119767
f(z) = 15/2*z^3 - 187/40*z + 1
*
[ 2/9 ] 
f(z) = 15/4*z^3 - 199/54*z + 1
*
0 | 0.13505756602148494575942676440080178926 | 0.025980117947398085472349305904475032624
f(z) = 15/7*z^3 - 181/42*z + 1
*
0 | 0.12007797915529095381272827917093400732 | 0.022954594895697777277499456103578227807
f(z) = 15/8*z^3 - 187/40*z + 1
*
1/3 | 0.080536018729208532633484600666861179506 | 0.015243784427833594783894837313100609795
f(z) = 15/16*z^3 - 197/48*z + 1
*
[ 5/12 ] 
f(z) = 16*z^3 - 188/45*z + 1
*
0 | 0.13134405664905238341000258501839360576 | 0.025007086635605808399630142682588595092
f(z) = 16/7*z^3 - 191/56*z + 1
*
0 | 0.10157938219396188594527617117443564716 | 0.019458325370462235901936366198160023422
f(z) = 16/11*z^3 - 185/44*z + 1
*
-13/8 | 0.14855564910364764101155864393106528766 | 0.028340865874839883767189702530999596698
f(z) = 16/13*z^3 - 189/52*z + 1
*
-1 | 0.087063748541244173177038440063267168152 | 0.015364841607126898884079089610097063394
f(z) = 17/3*z^3 - 196/51*z + 1
*
0 | 0.17336200839796430283415711537514357096 | 0.029236765685734298818150870694054908114
f(z) = 17/6*z^3 - 188/51*z + 1
*
3/2 | 0.13850866124479658597825524685644408552 | 0.026532417690650127123437803148827270248
f(z) = 17/12*z^3 - 185/48*z + 1
*
[ 5/12 ] 
f(z) = 18*z^3 - 181/40*z + 1
*
0 | 0.11864859223451739256971098440571609151 | 0.022457697701326249097732530016275033201
f(z) = 18/5*z^3 - 197/45*z + 1
*
0 | 0.11059596068242371075671331612902690603 | 0.021252078894723305321441200645716035943
f(z) = 18/5*z^3 - 182/45*z + 1
*
0 | 0.12322323236209109042001678418216048940 | 0.023279073554677564259137030284040343138
f(z) = 18/7*z^3 - 199/42*z + 1
*
-16/19 | 0.17164425704700654382690412999847573083 | 0.029147192090154706464370314903655213975
f(z) = 19/3*z^3 - 199/57*z + 1
*
[ 3/4 ] 
f(z) = 19/3*z^3 - 187/48*z + 1
*
1/3 | 0.14310709455109393595380982378118937215 | 0.027528551750706220250466059329353363116
f(z) = 19/6*z^3 - 181/54*z + 1
*
6/19 | 0.21109962069792686148368464931670029091 | 0.028731592461999960963279880411291467585
f(z) = 19/8*z^3 - 194/57*z + 1
*
-3/2 | 0.093427060923444753781765191834683648814 | 0.017859896967618598711515877986668737772
f(z) = 19/12*z^3 - 187/48*z + 1
*
[ 1/4 ] 
f(z) = 1/4*z^3 - 193/64*z + 1
*
[ 9/2 ] 
f(z) = 1/6*z^3 - 187/72*z + 1
*
5 | 0.059926845657737958552797470624777902760 | 0.011342898880042399444975699182445747914
f(z) = 1/12*z^3 - 197/60*z + 1
*
1/2 | 0.15421202390314875449525446042399795435 | 0.029302888516650221259219202766201551341
f(z) = 1/16*z^3 - 193/64*z + 1
*
[ 5 ] 
f(z) = 2/13*z^3 - 198/65*z + 1
*
5/6 | 0.11509339737909705645758000930705801610 | 0.021784773650322527157491930957203813638
f(z) = 3*z^3 - 197/60*z + 1
*
[ 1/4 ] 
f(z) = 3/4*z^3 - 195/64*z + 1
*
4/3 | 0.13051337368840812885470149630473711602 | 0.024656311701301111112479406927698379999
f(z) = 3/5*z^3 - 199/60*z + 1
*
0 | 0.15431354734047484750617295121112261827 | 0.029499205358359016948215829107858882634
f(z) = 3/13*z^3 - 187/78*z + 1
*
1/2 | 0.15406262856866082797272428354188887698 | 0.029217265591925105170025096222063067128
f(z) = 3/16*z^3 - 195/64*z + 1
*
[ 3/10 ] 
f(z) = 4/3*z^3 - 184/75*z + 1
*
[ 4 ] 
f(z) = 4/19*z^3 - 199/76*z + 1
*
4/5 | 0.15366642339933479085583587884462881480 | 0.029030337093298395013335968584241565496
f(z) = 5/3*z^3 - 199/60*z + 1
*
[ 1/4 ] 
f(z) = 5/4*z^3 - 197/64*z + 1
*
2/5 | 0.073677638612704326088818823471071580594 | 0.014142976188259599728756888750311493287
f(z) = 5/7*z^3 - 183/70*z + 1
*
-12/5 | 0.16836141654238547746268790649998370092 | 0.028317831088126201736507399816076803835
f(z) = 5/8*z^3 - 191/60*z + 1
*
[ 12/5 ] 
f(z) = 5/8*z^3 - 181/60*z + 1
*
-21/10 | 0.14113101277988632235553534924593005585 | 0.022296561710445903411685680933672555160
f(z) = 5/9*z^3 - 187/60*z + 1
*
0 | 0.12182580484252486764026255064848312357 | 0.023148960031765736191014873811088987843
f(z) = 5/12*z^3 - 193/60*z + 1
*
0 | 0.14862483859369155008337652229518053504 | 0.028241228964424168004404308666746709128
f(z) = 5/14*z^3 - 193/70*z + 1
*
-14/5 | 0.13158515708624017092317437373983539452 | 0.025052990650408300326331534951085587494
f(z) = 5/14*z^3 - 191/70*z + 1
*
12/5 | 0.14455522991811377304044217256178068674 | 0.021740948385505740961947873564193430352
f(z) = 5/16*z^3 - 193/60*z + 1
*
0 | 0.15612092872535380732469854919546418871 | 0.029550427494615428440514350288211731737
f(z) = 6/5*z^3 - 197/60*z + 1
*
-9/7 | 0.13776061942131958379887566420588243971 | 0.026151163387780859094328618308364365499
f(z) = 7/3*z^3 - 194/63*z + 1
*
[ 1/4 ] 
f(z) = 7/4*z^3 - 199/64*z + 1
*
[ 2/7 ] 
f(z) = 7/5*z^3 - 183/70*z + 1
*
0 | 0.073577766600277306787395814053547121315 | 0.013981018064752947516730787831725064022
f(z) = 7/9*z^3 - 193/63*z + 1
*
11/7 | 0.14716905654470712513910487321706994298 | 0.028020067607074426085903308252304264131
f(z) = 7/10*z^3 - 191/70*z + 1
*
5/2 | 0.15174382789581779236815239695523968514 | 0.028667124399682726214806465358170221431
f(z) = 7/15*z^3 - 199/60*z + 1
*
1/2 | 0.15515262158181732777587243631589001360 | 0.029311106524059430210916450657500286175
f(z) = 7/16*z^3 - 199/64*z + 1
*
3/5 | 0.12577050889509513857945819298512121859 | 0.023737820933334770355312466132285061949
f(z) = 8/3*z^3 - 197/75*z + 1
*
[ 3/10 ] 
f(z) = 8/3*z^3 - 193/75*z + 1
*
[ 3/10 ] 
f(z) = 8/9*z^3 - 181/75*z + 1
*
[ -7/9 ] 
f(z) = 9*z^3 - 199/63*z + 1
*
11/18 | 0.14555898254578083912346558435149973443 | 0.025179975923188836427843078654921936901
f(z) = 9/2*z^3 - 193/72*z + 1
*
0 | 0.083618411539244354283106959678237384718 | 0.015888910146284809015060458083200126375
f(z) = 9/7*z^3 - 193/63*z + 1
*
-14/9 | 0.11309620678852858563472405013897842007 | 0.015392894178127665039368925783955983689
f(z) = 9/8*z^3 - 194/63*z + 1
*
0 | 0.13829548115429942514783249129669986586 | 0.026278476632704340246095617978285622076
f(z) = 9/8*z^3 - 193/72*z + 1
*
8/9 | 0.17278030527995404149197533854460044542 | 0.029217928039474313383061283086766565011
f(z) = 9/16*z^3 - 185/72*z + 1
*
[ -17/6 ] 
f(z) = 9/17*z^3 - 197/68*z + 1
*
[ -3/2 ] 
f(z) = 11/5*z^3 - 197/60*z + 1
*
0 | 0.13326313966053424434856690650302272446 | 0.025322246774375483929195605336670888157
f(z) = 11/6*z^3 - 193/66*z + 1
*
[ 3/11 ] 
f(z) = 11/6*z^3 - 185/66*z + 1
*
0 | 0.13602549488193520449399749907154123446 | 0.026166311928971749966447960338434258755
f(z) = 11/6*z^3 - 181/66*z + 1
*
-14/11 | 0.15918896110803721009111102242297462939 | 0.021759362489835596836821474958952336592
f(z) = 11/8*z^3 - 188/77*z + 1
*
0 | 0.14572254711152810787540792130346185164 | 0.027529596714489746227970611217278885259
f(z) = 12/5*z^3 - 199/60*z + 1
*
[ 6/13 ] 
f(z) = 13/2*z^3 - 199/78*z + 1
*
0 | 0.15337596387802922889007679557498442208 | 0.028975464092229411631136690700226676875
f(z) = 13/5*z^3 - 199/65*z + 1
*
0 | 0.15265826699586145540381784662197898553 | 0.029273278539073372088489533013810517176
f(z) = 13/5*z^3 - 184/65*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.027077191923978364183038300887905547204
f(z) = 13/6*z^3 - 193/78*z + 1
*
0 | 0.14249783866499464914499614930830699595 | 0.027240466429213082677575355982453782369
f(z) = 13/6*z^3 - 187/78*z + 1
*
0 | 0.14249783866499464914499614930830699595 | 0.027411353283065481024924183975512028870
f(z) = 13/6*z^3 - 181/78*z + 1
*
-6/5 | 0.20209526993218672440749470561397342687 | 0.027624178242806575040688571065569519428
f(z) = 13/8*z^3 - 188/75*z + 1
*
6/13 | 0.17417016968993079133709950472776174432 | 0.027658749569200436638818759230138735520
f(z) = 13/18*z^3 - 181/78*z + 1
*
[ 2/7 ] 
f(z) = 14/5*z^3 - 191/70*z + 1
*
8/7 | 0.13570838088451119867789900502604058108 | 0.025838026664766085513822824157026835268
f(z) = 14/9*z^3 - 191/63*z + 1
*
[ 4/15 ] 
f(z) = 15/2*z^3 - 197/60*z + 1
*
2/5 | 0.067488899204582208647966483733642860052 | 0.012749860708823790859372837908552308979
f(z) = 15/7*z^3 - 199/70*z + 1
*
7/5 | 0.12004651844743853085646238068561117517 | 0.022722295904366786446095199950533419202
f(z) = 15/14*z^3 - 197/70*z + 1
*
2/5 | 0.055092098708232994233187596453417604059 | 0.010531629668465825712519438573632713628
f(z) = 15/14*z^3 - 187/70*z + 1
*
6/5 | 0.18740490642155554666424571751559538012 | 0.028229719477653242338038557210701687237
f(z) = 15/16*z^3 - 191/60*z + 1
*
[ 3/5 ] 
f(z) = 16/3*z^3 - 194/75*z + 1
*
3/8 | 0.080075081433911487818809721662704025894 | 0.015230651815681399849621187940868778887
f(z) = 16/5*z^3 - 187/60*z + 1
*
[ 7/6 ] 
f(z) = 16/7*z^3 - 187/63*z + 1
*
0 | 0.13215986856595627931752267593127416071 | 0.025162412120480137204263358768876068129
f(z) = 16/9*z^3 - 191/72*z + 1
*
[ 3/10 ] 
f(z) = 16/9*z^3 - 187/75*z + 1
*
0 | 0.090686064567462381119238505373310244898 | 0.017132220336882344217831619938572500434
f(z) = 16/15*z^3 - 199/60*z + 1
*
[ 15/8 ] 
f(z) = 16/15*z^3 - 197/60*z + 1
*
-15/8 | 0.11940531081450764698635900559705114983 | 0.022689025294752288354061588442834212120
f(z) = 16/15*z^3 - 193/60*z + 1
*
[ -17/8 ] 
f(z) = 16/17*z^3 - 189/68*z + 1
*
1/2 | 0.099023853102208917580526857735977872242 | 0.018743144914811562998747134579990900664
f(z) = 17/15*z^3 - 197/60*z + 1
*
3/2 | 0.12666582935067587662933382846357581251 | 0.024068646415424617474235235248850047592
f(z) = 17/15*z^3 - 193/60*z + 1
*
8/9 | 0.093813506738820395025218440452316831174 | 0.017861504741521144456726202887944532180
f(z) = 18/7*z^3 - 191/63*z + 1
*
-3/2 | 0.15679167759612230924928583882541407955 | 0.029620753534495919021954680770106556320
f(z) = 18/11*z^3 - 199/66*z + 1
*
-3/2 | 0.15606030120055586424241899659217851144 | 0.029712904961727433368888006666679011533
f(z) = 18/13*z^3 - 191/78*z + 1
*
1/2 | 0.10765664687235229987422634894995489307 | 0.020338267006558732823158868124093187260
f(z) = 19/15*z^3 - 199/60*z + 1
*
[ 10/3 ] 
f(z) = 1/4*z^3 - 187/90*z + 1
*
3/2 | 0.15621387411806902162121443642534519485 | 0.029862479554477089837811795280952655967
f(z) = 1/8*z^3 - 187/96*z + 1
*
10/3 | 0.11118309383530628037373593112807945293 | 0.021004475940244603847408024955490429138
f(z) = 1/10*z^3 - 199/90*z + 1
*
[ 1/3 ] 
f(z) = 1/10*z^3 - 181/90*z + 1
*
[ 1/3 ] 
f(z) = 1/11*z^3 - 199/99*z + 1
*
-5 | 0.068166184171138844854561853347367154156 | 0.013004478082459160200482353389545940427
f(z) = 1/16*z^3 - 189/80*z + 1
*
-5 | 0.14098815176047667334170054355731666786 | 0.026686109224516853884862487227556876781
f(z) = 1/18*z^3 - 197/90*z + 1
*
[ 3/8 ] 
f(z) = 2*z^3 - 187/96*z + 1
*
[ 1/3 ] 
f(z) = 2/11*z^3 - 200/99*z + 1
*
[ 5 ] 
f(z) = 2/17*z^3 - 182/85*z + 1
*
[ -7/6 ] 
f(z) = 3*z^3 - 187/84*z + 1
*
-5/2 | 0.14119841019457880089638241442304437261 | 0.026830082168291349015131299218798443780
f(z) = 3/8*z^3 - 193/96*z + 1
*
-9/5 | 0.11165881412982128569467547593161690809 | 0.021217060119789493969626872156472190866
f(z) = 5/6*z^3 - 193/90*z + 1
*
0 | 0.098456153048983572300165182058460647292 | 0.018821278673464875211718069599363359224
f(z) = 5/18*z^3 - 187/90*z + 1
*
-1 | 0.057838720676324436015077770929611221062 | 0.010958216031774609923295857722719120044
f(z) = 5/19*z^3 - 196/95*z + 1
*
4/3 | 0.053272230481816574246584838061594175579 | 0.010142699387535317299514514338570685441
f(z) = 6/7*z^3 - 191/84*z + 1
*
6/7 | 0.087380642344107825699482701448584308231 | 0.016555275507570505293071577194171974886
f(z) = 7/3*z^3 - 193/84*z + 1
*
-5/4 | 0.12636417750762951756038713058123005457 | 0.024058948803551826783678645407971489602
f(z) = 7/5*z^3 - 191/80*z + 1
*
2/3 | 0.11698577712122645672276653842436230365 | 0.022273360045677319748231403299476062434
f(z) = 7/5*z^3 - 191/90*z + 1
*
[ 12/7 ] 
f(z) = 7/8*z^3 - 181/84*z + 1
*
[ 1/3 ] 
f(z) = 7/10*z^3 - 187/90*z + 1
*
0 | 0.11000879136382840614961775461338632628 | 0.021161653205184468611077645387370438595
f(z) = 7/12*z^3 - 181/84*z + 1
*
10/7 | 0.15560518156717549354388047540546032951 | 0.029626253030974918454307415500210925069
f(z) = 7/13*z^3 - 191/91*z + 1
*
2/3 | 0.091314142117448884002170934507125691335 | 0.017250875424919748763489920588698615669
f(z) = 8/5*z^3 - 199/90*z + 1
*
5/4 | 0.086735147956434486371710520194851849194 | 0.016417149973724961449569382749686040580
f(z) = 8/9*z^3 - 197/90*z + 1
*
[ 11/6 ] 
f(z) = 8/11*z^3 - 197/99*z + 1
*
[ 9/4 ] 
f(z) = 8/15*z^3 - 193/90*z + 1
*
[ 5/2 ] 
f(z) = 8/17*z^3 - 199/85*z + 1
*
[ 5/2 ] 
f(z) = 8/19*z^3 - 193/95*z + 1
*
[ 5/9 ] 
f(z) = 9/2*z^3 - 197/90*z + 1
*
[ 10/9 ] 
f(z) = 9/5*z^3 - 191/90*z + 1
*
5/9 | 0.11654009884663360909873953185545467577 | 0.022278279306061896840396982966210816958
f(z) = 9/10*z^3 - 187/90*z + 1
*
10/9 | 0.12578415606427424647486897269731911330 | 0.023762877867291744346925716081194123586
f(z) = 9/11*z^3 - 199/99*z + 1
*
0 | 0.11654009884663360909873953185545467577 | 0.022016510045347582083138816031719198209
f(z) = 10/9*z^3 - 199/90*z + 1
*
-12/5 | 0.093677903120128223250512115364902656028 | 0.017800383408019251139530932414686275748
f(z) = 10/19*z^3 - 193/95*z + 1
*
[ 1/3 ] 
f(z) = 11/10*z^3 - 191/90*z + 1
*
[ -5/4 ] 
f(z) = 13/5*z^3 - 181/80*z + 1
*
[ -3/2 ] 
f(z) = 13/8*z^3 - 191/96*z + 1
*
[ 1/3 ] 
f(z) = 13/10*z^3 - 193/90*z + 1
*
2/3 | 0.11118401908703287565592420660970501038 | 0.021254389314111913068366568289436691943
f(z) = 13/10*z^3 - 187/90*z + 1
*
[ -5/3 ] 
f(z) = 13/10*z^3 - 181/90*z + 1
*
[ 4/7 ] 
f(z) = 14/3*z^3 - 191/84*z + 1
*
[ 5/6 ] 
f(z) = 14/5*z^3 - 193/90*z + 1
*
[ 3/8 ] 
f(z) = 14/9*z^3 - 181/96*z + 1
*
[ -13/7 ] 
f(z) = 14/13*z^3 - 198/91*z + 1
*
-4/3 | 0.14661429608973658969569915916118646098 | 0.028203208582776903525161201397321548696
f(z) = 15/14*z^3 - 181/84*z + 1
*
0 | 0.14045438128795920680462117293420654650 | 0.026849830805542138361360795641402840163
f(z) = 15/16*z^3 - 187/80*z + 1
*
0 | 0.14709393920885061147036667684501003416 | 0.028235786581104713411572156667532152722
f(z) = 16/11*z^3 - 183/88*z + 1
*
[ -7/4 ] 
f(z) = 16/13*z^3 - 200/91*z + 1
*
[ 2/3 ] 
f(z) = 17/5*z^3 - 181/90*z + 1
*
[ 3/4 ] 
f(z) = 17/6*z^3 - 185/96*z + 1
*
[ 1/3 ] 
f(z) = 17/10*z^3 - 197/90*z + 1
*
5/9 | 0.11653944670727988973449268485633204676 | 0.020159940739267788859630244756690124375
f(z) = 18/5*z^3 - 181/90*z + 1
*
[ 2/3 ] 
f(z) = 19/5*z^3 - 197/90*z + 1
*
-1 | 0.10923157480319104975834241688668212106 | 0.018548792414457523501320602379240883975
f(z) = 19/5*z^3 - 196/95*z + 1
*
[ 1/3 ] 
f(z) = 19/9*z^3 - 181/81*z + 1
*
[ 1/3 ] 
f(z) = 19/10*z^3 - 199/90*z + 1
*
[ -7/2 ] 
f(z) = 1/4*z^3 - 199/112*z + 1
*
[ -13/3 ] 
f(z) = 2/13*z^3 - 194/117*z + 1
*
[ 4/9 ] 
f(z) = 3*z^3 - 199/108*z + 1
*
[ -7/3 ] 
f(z) = 3/5*z^3 - 193/105*z + 1
*
-7/4 | 0.11286021528057601564314533157303108627 | 0.021403418306243276764574522923460554929
f(z) = 3/7*z^3 - 195/112*z + 1
*
[ -7/2 ] 
f(z) = 4/17*z^3 - 190/119*z + 1
*
[ 7/4 ] 
f(z) = 5/7*z^3 - 197/112*z + 1
*
[ 4/3 ] 
f(z) = 7/6*z^3 - 197/108*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.026053961251207080836106439903633155830
f(z) = 7/15*z^3 - 199/105*z + 1
*
-17/8 | 0.080547532567981388595230785503634854065 | 0.015429510030913050838882498668787802842
f(z) = 8/13*z^3 - 185/104*z + 1
*
[ -7/3 ] 
f(z) = 9/16*z^3 - 183/112*z + 1
*
0 | 0.13381933751158837988025095028882063306 | 0.025280867424549548987355530337598430397
f(z) = 10/11*z^3 - 199/110*z + 1
*
0 | 0.13325728800290785145145738363925631170 | 0.025371353915302063067756145872428975574
f(z) = 11/10*z^3 - 191/110*z + 1
*
[ 8/13 ] 
f(z) = 13/4*z^3 - 193/104*z + 1
*
0 | 0.14360647556631756836463604781677632760 | 0.027508943906934339157446423452991953282
f(z) = 13/8*z^3 - 185/104*z + 1
*
[ 4/3 ] 
f(z) = 13/12*z^3 - 181/108*z + 1
*
[ 3/7 ] 
f(z) = 14/5*z^3 - 194/105*z + 1
*
5/7 | 0.12544962410452486062787806281610017205 | 0.023744990832388610530595767191493280484
f(z) = 14/15*z^3 - 197/105*z + 1
*
1/5 | 0.065839778916470623698261334753136432762 | 0.012156306941738564511326014452549933416
f(z) = 15/7*z^3 - 184/105*z + 1
*
[ 2/5 ] 
f(z) = 15/11*z^3 - 189/110*z + 1
*
[ 14/17 ] 
f(z) = 17/8*z^3 - 197/119*z + 1
*
[ 6/17 ] 
f(z) = 17/18*z^3 - 199/102*z + 1
*
-5/2 | 0.089560649286323478694558856767946677416 | 0.016951958297416829863286092652734184742
f(z) = 1/6*z^3 - 197/120*z + 1
*
8/3 | 0.12209380297614671855979360122925978408 | 0.023245896210234918747498842801171690244
f(z) = 1/7*z^3 - 191/126*z + 1
*
[ -7 ] 
f(z) = 1/18*z^3 - 199/126*z + 1
*
[ -7 ] 
f(z) = 1/19*z^3 - 191/133*z + 1
*
[ 5/3 ] 
f(z) = 2/3*z^3 - 196/135*z + 1
*
[ -7/2 ] 
f(z) = 2/9*z^3 - 181/126*z + 1
*
-15/4 | 0.15359351185374125316460071494387862517 | 0.029185360783265595087724773380822476044
f(z) = 2/15*z^3 - 193/120*z + 1
*
[ 17/4 ] 
f(z) = 2/17*z^3 - 185/136*z + 1
*
5/3 | 0.081003276686817981047432534280808695094 | 0.015332226589370504404128761417059029925
f(z) = 3/8*z^3 - 197/120*z + 1
*
[ 8/3 ] 
f(z) = 3/10*z^3 - 181/120*z + 1
*
0 | 0.12700327724347347551739325443400969703 | 0.024180629394747103757082700515331540494
f(z) = 4/11*z^3 - 191/132*z + 1
*
0 | 0.15513760728847602046688899328344471539 | 0.029364305306760167519500012494026172554
f(z) = 4/15*z^3 - 197/120*z + 1
*
5/3 | 0.15234750601521236971543771178147671257 | 0.029306067715136502571591964793117921073
f(z) = 4/15*z^3 - 181/135*z + 1
*
-8/5 | 0.11965785169704528862072534874779796775 | 0.023017778211159003456429509264879526120
f(z) = 5/6*z^3 - 181/120*z + 1
*
0 | 0.12870749983913284519598945900640258097 | 0.024604249168988461881890528256370969637
f(z) = 5/8*z^3 - 187/120*z + 1
*
-3/2 | 0.14198643536892971527791387992531314186 | 0.022431705518808296563940619462902377498
f(z) = 5/18*z^3 - 187/120*z + 1
*
[ 5/12 ] 
f(z) = 6/5*z^3 - 193/120*z + 1
*
[ -5/2 ] 
f(z) = 6/13*z^3 - 193/130*z + 1
*
[ 5/8 ] 
f(z) = 8/3*z^3 - 197/120*z + 1
*
0 | 0.14142410984806154157792428870484405420 | 0.026899521509900100627734143977246330632
f(z) = 8/5*z^3 - 187/120*z + 1
*
[ -15/8 ] 
f(z) = 8/9*z^3 - 191/120*z + 1
*
-5/8 | 0.15359454547016214288678191214661319262 | 0.029185557187838881361235600125480403722
f(z) = 8/15*z^3 - 193/120*z + 1
*
[ -14/9 ] 
f(z) = 9/7*z^3 - 185/126*z + 1
*
[ 3/2 ] 
f(z) = 9/11*z^3 - 199/132*z + 1
*
0 | 0.13691293167201738343564991072586117575 | 0.026067365598469346385342093344560042701
f(z) = 10/13*z^3 - 191/130*z + 1
*
[ 12/11 ] 
f(z) = 11/9*z^3 - 181/132*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.025313810457689846860441770374626168894
f(z) = 11/12*z^3 - 193/132*z + 1
*
-5/3 | 0.15234750601521236971543771178147671257 | 0.028920198952794337671567333608139993433
f(z) = 11/15*z^3 - 194/135*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028797130243142631790718042016379809046
f(z) = 13/10*z^3 - 199/130*z + 1
*
-5/4 | 0.099397852339960657788315203061405971248 | 0.018778032936188243922165255776105443518
f(z) = 14/15*z^3 - 199/120*z + 1
*
0 | 0.13808368085151573842954457115212615131 | 0.025495037129539542013531329683669069285
f(z) = 15/8*z^3 - 193/120*z + 1
*
[ -3/2 ] 
f(z) = 15/11*z^3 - 185/132*z + 1
*
[ 2/3 ] 
f(z) = 16/7*z^3 - 191/126*z + 1
*
[ -5/3 ] 
f(z) = 16/15*z^3 - 184/135*z + 1
*
[ 2/3 ] 
f(z) = 17/7*z^3 - 199/126*z + 1
*
[ 8/17 ] 
f(z) = 17/16*z^3 - 185/136*z + 1
*
[ 6/5 ] 
f(z) = z^3 - 191/150*z + 1
*
6/5 | 0.14489077455820407707843122638460685809 | 0.027424794120671640739077968282139605077
f(z) = 1/3*z^3 - 197/150*z + 1
*
5/2 | 0.14698842029932028318473703510607891261 | 0.028275176347177568161092918986647626475
f(z) = 1/7*z^3 - 181/140*z + 1
*
[ 3/7 ] 
f(z) = 1/9*z^3 - 199/147*z + 1
*
-6/5 | 0.12873436711366146872036074217816468727 | 0.023768829518238801927761383339020398072
f(z) = 3/2*z^3 - 199/150*z + 1
*
[ 3/5 ] 
f(z) = 3/2*z^3 - 181/150*z + 1
*
-6/5 | 0.16523441295415558904875457060636350739 | 0.027891167870615464124496896124551220253
f(z) = 3/4*z^3 - 187/150*z + 1
*
13/6 | 0.14249849080434836850924299630742962497 | 0.027411478730738105850748689150554723570
f(z) = 3/13*z^3 - 181/156*z + 1
*
[ 17/6 ] 
f(z) = 4/17*z^3 - 190/153*z + 1
*
[ -9/4 ] 
f(z) = 5/9*z^3 - 197/144*z + 1
*
[ 5/7 ] 
f(z) = 7/4*z^3 - 181/140*z + 1
*
[ 3/2 ] 
f(z) = 9/13*z^3 - 191/156*z + 1
*
[ 3/5 ] 
f(z) = 11/6*z^3 - 199/150*z + 1
*
-13/12 | 0.14249952442076925823142419351016419243 | 0.027411677560595018943614123812185218397
f(z) = 12/13*z^3 - 181/156*z + 1
*
[ 6/7 ] 
f(z) = 13/8*z^3 - 200/147*z + 1
*
0 | 0.15729900919723580968236623797563578237 | 0.029948747214353765629534858454107849080
f(z) = 13/11*z^3 - 191/143*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.027077315841467387998836862048846568530
f(z) = 13/12*z^3 - 193/156*z + 1
*
[ -3/2 ] 
f(z) = 17/13*z^3 - 199/156*z + 1
*
-13/9 | 0.093978509963620173595644577136258296016 | 0.018002318828948818873347115391510675626
f(z) = 18/17*z^3 - 185/153*z + 1
*
9/4 | 0.14746539392084859317223678468957246153 | 0.028190084496757794719645562277280657768
f(z) = 2/7*z^3 - 187/168*z + 1
*
-7/4 | 0.073797907131009699533272153413098308151 | 0.014022848482814893481493711647166906776
f(z) = 6/7*z^3 - 193/168*z + 1
*
[ 5/3 ] 
f(z) = 6/11*z^3 - 184/165*z + 1
*
[ 14/15 ] 
f(z) = 9/8*z^3 - 184/175*z + 1
*
[ 5/4 ] 
f(z) = 9/10*z^3 - 193/160*z + 1
*
[ 3/2 ] 
f(z) = 9/14*z^3 - 187/168*z + 1
*
[ 3/4 ] 
f(z) = 10/7*z^3 - 191/168*z + 1
*
[ 2/3 ] 
f(z) = 13/9*z^3 - 185/162*z + 1
*
[ 2/3 ] 
f(z) = 14/9*z^3 - 193/162*z + 1
*
[ 3/5 ] 
f(z) = 15/11*z^3 - 191/165*z + 1
*
-5/3 | 0.14098880389983039270594739055643929688 | 0.026686232660861012269671141192747829010
f(z) = 1/4*z^3 - 197/180*z + 1
*
3/2 | 0.084691592971065564787813833632889523483 | 0.016291553589758095292763740069507491405
f(z) = 1/5*z^3 - 181/180*z + 1
*
[ 4/7 ] 
f(z) = 3/4*z^3 - 195/196*z + 1
*
[ 3/4 ] 
f(z) = 5/4*z^3 - 199/192*z + 1
*
[ 4/7 ] 
f(z) = 5/8*z^3 - 187/196*z + 1
*
[ 4/7 ] 
f(z) = 9/16*z^3 - 183/196*z + 1
*
[ 3/5 ] 
f(z) = 10/13*z^3 - 184/195*z + 1
*
[ 4/7 ] 
f(z) = 11/16*z^3 - 191/196*z + 1
*
[ -5/3 ] 
f(z) = 12/13*z^3 - 188/195*z + 1
*
[ 3/4 ] 
f(z) = 13/12*z^3 - 181/192*z + 1
*
-1/13 | 0.13691331314908455379358426092947311418 | 0.025939814117081873670105083529999769975
f(z) = 13/15*z^3 - 196/195*z + 1
*
[ 4/7 ] 
f(z) = 13/16*z^3 - 199/196*z + 1
*
[ -3/2 ] 
f(z) = 19/16*z^3 - 193/192*z + 1
*
[ -8/5 ] 
f(z) = z^3 - 187/200*z + 1
*
[ 8/5 ] 
f(z) = 1/2*z^3 - 181/200*z + 1
*
[ 7/2 ] 
f(z) = 2/15*z^3 - 193/210*z + 1
*
-7/5 | 0.10187683780289918287923294827801547608 | 0.019052700402535100516504872292860453269
f(z) = 5/6*z^3 - 193/210*z + 1
*
[ 6/5 ] 
f(z) = 5/7*z^3 - 181/210*z + 1
*
[ 10/7 ] 
f(z) = 7/12*z^3 - 187/210*z + 1
*
-13/12 | 0.14630046323653226206836100119235680352 | 0.027409727303476035333330913491482218652
f(z) = 9/13*z^3 - 185/208*z + 1
*
0 | 0.12336083400873520161761142727346633612 | 0.023070572884511037340472811757519782450
f(z) = 14/15*z^3 - 181/210*z + 1
*
[ 8/9 ] 
f(z) = 15/16*z^3 - 187/216*z + 1
*
[ 12/17 ] 
f(z) = 17/16*z^3 - 193/204*z + 1
*
[ 12/17 ] 
f(z) = 17/18*z^3 - 181/204*z + 1
*
[ 7/2 ] 
f(z) = 1/8*z^3 - 183/224*z + 1
*
-9/5 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = 1/9*z^3 - 181/225*z + 1
*
-9/5 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = 4/9*z^3 - 199/225*z + 1
*
[ 9/10 ] 
f(z) = 8/9*z^3 - 187/225*z + 1
*
[ 2/3 ] 
f(z) = 8/13*z^3 - 181/234*z + 1
*
[ 4/5 ] 
f(z) = 10/11*z^3 - 183/220*z + 1
*
[ 2/3 ] 
f(z) = 10/13*z^3 - 197/234*z + 1
*
[ -7/4 ] 
f(z) = 11/14*z^3 - 187/224*z + 1
*
[ 4/3 ] 
f(z) = 12/19*z^3 - 199/228*z + 1
*
[ 9/13 ] 
f(z) = 13/18*z^3 - 185/234*z + 1
*
[ 7/3 ] 
f(z) = 1/4*z^3 - 199/252*z + 1
*
[ 15/4 ] 
f(z) = 1/9*z^3 - 199/240*z + 1
*
[ 5/7 ] 
f(z) = 4/5*z^3 - 198/245*z + 1
*
-7/4 | 0.15915434937713450539052285266876721558 | 0.028783143224785176651712284136678152280
f(z) = 4/9*z^3 - 199/252*z + 1
*
[ 3/5 ] 
f(z) = 5/16*z^3 - 187/240*z + 1
*
[ 3/5 ] 
f(z) = 5/17*z^3 - 197/255*z + 1
*
[ 9/7 ] 
f(z) = 7/12*z^3 - 187/252*z + 1
*
[ 3/4 ] 
f(z) = 13/15*z^3 - 197/240*z + 1
*
[ 7/3 ] 
f(z) = 3/13*z^3 - 187/273*z + 1
*
[ 2/3 ] 
f(z) = 7/15*z^3 - 191/270*z + 1
*
[ 2/3 ] 
f(z) = 8/15*z^3 - 199/270*z + 1
*
[ 4/5 ] 
f(z) = 10/13*z^3 - 193/260*z + 1
*
[ 6/7 ] 
f(z) = 2/3*z^3 - 193/294*z + 1
*
[ 11/9 ] 
f(z) = 6/11*z^3 - 188/297*z + 1
*
[ 5/6 ] 
f(z) = 9/14*z^3 - 181/280*z + 1
*
[ 6/7 ] 
f(z) = 11/18*z^3 - 181/294*z + 1
*
[ 5/6 ] 
f(z) = 12/19*z^3 - 182/285*z + 1
*
[ 14 ] 
f(z) = 1/8*z^3 - 165/7*z + 1
*
[ -14 ] 
f(z) = 1/8*z^3 - 164/7*z + 1
*
[ -12 ] 
f(z) = 1/9*z^3 - 179/12*z + 1
*
0 | 0.14885474737206132567351095083099395539 | 0.028950697714128880764051020154417997300
f(z) = 1/10*z^3 - 171/10*z + 1
*
0 | 0.13573472293340725266260030036603936966 | 0.026712049107672673453686508043589334653
f(z) = 1/10*z^3 - 161/10*z + 1
*
-1 | 0.064392696795326047266612482890600717035 | 0.012552430442340938530042786761805190471
f(z) = 1/14*z^3 - 169/14*z + 1
*
0 | 0.099719477104641423418477550173892160807 | 0.019506986564359597676884401733430207566
f(z) = 1/15*z^3 - 166/15*z + 1
*
0 | 0.13226933198194124045663460647312338000 | 0.026030074066413266015252982929854834214
f(z) = 1/16*z^3 - 161/16*z + 1
*
0 | 0.095470762921187530963160400185841404082 | 0.018742725724175992338844045954779343185
f(z) = 1/18*z^3 - 163/18*z + 1
*
-9 | 0.14868860509510355142270388164561851515 | 0.028951409779333674907063425987587936080
f(z) = 2/9*z^3 - 170/9*z + 1
*
0 | 0.072883796695780545719082311105883781294 | 0.014240696524282093585237724220995026545
f(z) = 2/15*z^3 - 167/15*z + 1
*
2/3 | 0.16356119805543580365281812751891076638 | 0.024967057292902532646429330121660916115
f(z) = 3/16*z^3 - 175/12*z + 1
*
0 | 0.14303286912410203940273316243895522870 | 0.028080071359103572745352315562900966595
f(z) = 3/16*z^3 - 163/16*z + 1
*
-6 | 0.11946196171234114075724413874745549778 | 0.023029318848394220386483286925749444066
f(z) = 5/6*z^3 - 179/6*z + 1
*
[ 6 ] 
f(z) = 5/6*z^3 - 175/6*z + 1
*
[ -6 ] 
f(z) = 5/6*z^3 - 173/6*z + 1
*
-4 | 0.15002940965044189646848527853290171811 | 0.029246076382366098153864799509156087597
f(z) = 5/6*z^3 - 169/12*z + 1
*
4 | 0.15049738250527657769797225654244087331 | 0.029545497241195766408520806544400018086
f(z) = 5/6*z^3 - 163/12*z + 1
*
[ -3/2 ] 
f(z) = 7*z^3 - 169/12*z + 1
*
[ -3 ] 
f(z) = 7/4*z^3 - 173/12*z + 1
*
[ 3 ] 
f(z) = 7/5*z^3 - 179/15*z + 1
*
[ 5 ] 
f(z) = 7/5*z^3 - 171/5*z + 1
*
[ -5 ] 
f(z) = 7/5*z^3 - 169/5*z + 1
*
[ -3 ] 
f(z) = 7/5*z^3 - 169/15*z + 1
*
[ 6 ] 
f(z) = 7/9*z^3 - 163/6*z + 1
*
[ -6 ] 
f(z) = 7/9*z^3 - 161/6*z + 1
*
5 | 0.10473012144821035558402726278158005540 | 0.020233209404499496884204206612315535023
f(z) = 7/10*z^3 - 177/10*z + 1
*
[ 5 ] 
f(z) = 7/10*z^3 - 167/10*z + 1
*
[ -5 ] 
f(z) = 7/10*z^3 - 163/10*z + 1
*
-5 | 0.070962630477717739309930546592077008153 | 0.013785858498219705670595398220804025109
f(z) = 7/15*z^3 - 172/15*z + 1
*
[ 5 ] 
f(z) = 7/15*z^3 - 163/15*z + 1
*
[ 6 ] 
f(z) = 7/16*z^3 - 179/12*z + 1
*
[ -6 ] 
f(z) = 7/16*z^3 - 175/12*z + 1
*
1/8 | 0.13402878585442655493596571836799744353 | 0.026126984820291215664382663038650467750
f(z) = 8*z^3 - 169/8*z + 1
*
1/2 | 0.12544823663038383153363149266016025504 | 0.024511213031566021424020157529671200325
f(z) = 8/15*z^3 - 167/15*z + 1
*
[ 1/12 ] 
f(z) = 9*z^3 - 177/16*z + 1
*
1/9 | 0.099748512895302154563566681147979014762 | 0.019582529366968899940278926312546847435
f(z) = 9/2*z^3 - 163/18*z + 1
*
[ 14/3 ] 
f(z) = 9/8*z^3 - 166/7*z + 1
*
[ -14/3 ] 
f(z) = 9/8*z^3 - 163/7*z + 1
*
[ -14/3 ] 
f(z) = 9/14*z^3 - 179/14*z + 1
*
[ 4 ] 
f(z) = 11/4*z^3 - 173/4*z + 1
*
[ -4 ] 
f(z) = 11/4*z^3 - 171/4*z + 1
*
4 | 0.092132397779094722029016426770462728923 | 0.017760853198032413547538351898401322928
f(z) = 11/12*z^3 - 179/12*z + 1
*
-4 | 0.14196202895557507629126821779228725983 | 0.027547835466393820322698659303258861672
f(z) = 11/12*z^3 - 173/12*z + 1
*
[ 4 ] 
f(z) = 11/12*z^3 - 167/12*z + 1
*
[ -4 ] 
f(z) = 11/12*z^3 - 161/12*z + 1
*
0 | 0.15534316618041199244966556960178486131 | 0.029914203148786429529082638590023819471
f(z) = 13*z^3 - 180/13*z + 1
*
[ 6 ] 
f(z) = 13/8*z^3 - 173/3*z + 1
*
[ -6 ] 
f(z) = 13/8*z^3 - 172/3*z + 1
*
[ -3/2 ] 
f(z) = 14*z^3 - 179/6*z + 1
*
-1 | 0.099410908146826469548398205549064569455 | 0.018834548804841486780514847612693641218
f(z) = 14*z^3 - 169/14*z + 1
*
[ 5/2 ] 
f(z) = 14/5*z^3 - 169/10*z + 1
*
[ -5/2 ] 
f(z) = 14/5*z^3 - 161/10*z + 1
*
-4/3 | 0.14045530017923659682792137652203765964 | 0.027574045573925257556031824680359459226
f(z) = 15/2*z^3 - 163/12*z + 1
*
-2/15 | 0.14752198813928708960283188218747435871 | 0.020396437330363073267435531339348787580
f(z) = 15/8*z^3 - 173/15*z + 1
*
2 | 0.17983571757298435048582115452356242873 | 0.024884088791265856747575095491023132846
f(z) = 17/8*z^3 - 172/17*z + 1
*
2/17 | 0.083091039333536341457357174128400748975 | 0.011593498005808574391413005260426060075
f(z) = 17/8*z^3 - 162/17*z + 1
*
-3 | 0.10074176906991803972600124222962877380 | 0.019825576126970180571986587027306357764
f(z) = 17/12*z^3 - 161/12*z + 1
*
0 | 0.087341098379777655057439893830901802610 | 0.017006332988009919976877294830345757270
f(z) = 18*z^3 - 170/9*z + 1
*
0 | 0.14448938538924063896381563208525314917 | 0.028231645188529773987376340967712503294
f(z) = 18*z^3 - 167/9*z + 1
*
[ 2/3 ] 
f(z) = 19*z^3 - 161/18*z + 1
*
-3/2 | 0.096332987390403611605139774626194511841 | 0.018651883713435405672033786522702464011
f(z) = 19/3*z^3 - 175/12*z + 1
*
[ 3 ] 
f(z) = 19/3*z^3 - 169/3*z + 1
*
[ -3 ] 
f(z) = 19/3*z^3 - 167/3*z + 1
*
[ 3/2 ] 
f(z) = 19/3*z^3 - 167/12*z + 1
*
-3 | 0.14325886045488232033742617574945873270 | 0.027737618011313910504028230802936739144
f(z) = 19/6*z^3 - 175/6*z + 1
*
-3 | 0.13886088115502832550407454715310548794 | 0.027068932326300451037600672796945268107
f(z) = 19/6*z^3 - 169/6*z + 1
*
[ 3 ] 
f(z) = 19/6*z^3 - 167/6*z + 1
*
[ -3 ] 
f(z) = 19/6*z^3 - 163/6*z + 1
*
[ 2/19 ] 
f(z) = 19/8*z^3 - 162/19*z + 1
*
-2 | 0.061510245293075960240703773725679839556 | 0.012104969586151806913451110878606794603
f(z) = 19/9*z^3 - 161/18*z + 1
*
3 | 0.099747081419307338038238092295772066411 | 0.019312916725479107866334792323268787056
f(z) = 19/12*z^3 - 175/12*z + 1
*
[ 3 ] 
f(z) = 19/12*z^3 - 163/12*z + 1
*
[ 3 ] 
f(z) = 19/15*z^3 - 161/15*z + 1
*
1/4 | 0.12534321563363528243433620517917653486 | 0.024667042146333602082659692921274127320
f(z) = 1/2*z^3 - 161/32*z + 1
*
6 | 0.082867037580379485001192041982952809540 | 0.016153737565873585857850572404853970841
f(z) = 1/5*z^3 - 169/20*z + 1
*
5 | 0.13751245186287153360249578183808424743 | 0.027061899031389523049377052879194690572
f(z) = 1/6*z^3 - 161/30*z + 1
*
[ -10 ] 
f(z) = 1/15*z^3 - 167/30*z + 1
*
-4/3 | 0.12238317397731918635897063580521053906 | 0.018681372799332085656492592528842231567
f(z) = 1/16*z^3 - 175/36*z + 1
*
-3/2 | 0.086013810697017953018501311500792727453 | 0.013683397513619251698391559575976480568
f(z) = 1/18*z^3 - 179/24*z + 1
*
21/4 | 0.12182387670346481085455885250837498431 | 0.019380196250756755852161912447077664625
f(z) = 2/9*z^3 - 179/24*z + 1
*
-3/4 | 0.14322112038601508197774238356895345244 | 0.023128671913094124212560686220187980314
f(z) = 2/9*z^3 - 163/24*z + 1
*
[ 10/3 ] 
f(z) = 3/5*z^3 - 179/30*z + 1
*
[ 4 ] 
f(z) = 3/5*z^3 - 177/20*z + 1
*
[ -4 ] 
f(z) = 3/5*z^3 - 167/20*z + 1
*
[ -10/3 ] 
f(z) = 3/5*z^3 - 161/30*z + 1
*
-7/2 | 0.064991483975299212125763962659946874159 | 0.012698624960746043848127438232051032346
f(z) = 3/7*z^3 - 167/28*z + 1
*
0 | 0.074752552338104247249953020405048011770 | 0.014675347119743863755708982035904690979
f(z) = 3/11*z^3 - 163/33*z + 1
*
0 | 0.13165871997672661448651461665005035423 | 0.025491611974137607223837851168569643841
f(z) = 3/13*z^3 - 175/26*z + 1
*
0 | 0.14379426922467182869699956561845396925 | 0.027780160283958872763984250102999833936
f(z) = 4/13*z^3 - 177/26*z + 1
*
-5 | 0.12321125608749203224626495260627977647 | 0.024074131506093156446406769059478909968
f(z) = 4/15*z^3 - 167/30*z + 1
*
[ -6/5 ] 
f(z) = 5*z^3 - 161/30*z + 1
*
-4/3 | 0.11994564607750040024834803212275595580 | 0.023381679199352198446955646023646393453
f(z) = 5/2*z^3 - 169/36*z + 1
*
0 | 0.15315542164808916377950408826283552133 | 0.029855447477462688986567616505348791874
f(z) = 5/11*z^3 - 169/33*z + 1
*
18/5 | 0.14404464676745352581216545666650296352 | 0.024787670259858564784399218288352110884
f(z) = 5/12*z^3 - 167/30*z + 1
*
-2/5 | 0.18915021348982960010825595495079262302 | 0.028975403315516034966214784573301623060
f(z) = 5/16*z^3 - 171/20*z + 1
*
5/6 | 0.10659887856725994683741964598630742534 | 0.020527587967341973009077806501844724138
f(z) = 6*z^3 - 161/30*z + 1
*
3 | 0.15293816980498728492148260941103604353 | 0.029677763619718492296812535004350938171
f(z) = 6/11*z^3 - 173/33*z + 1
*
0 | 0.13724900085702577133367969070004768552 | 0.027010052930012277548092265678411681482
f(z) = 6/11*z^3 - 161/33*z + 1
*
0 | 0.14812283364973762308594558208600579146 | 0.029149979613990142750304459597839017403
f(z) = 6/13*z^3 - 161/39*z + 1
*
[ -4/3 ] 
f(z) = 7/2*z^3 - 161/36*z + 1
*
1/7 | 0.12129070712609583870655479024568860485 | 0.023643879512329646505186280640867114659
f(z) = 7/3*z^3 - 169/21*z + 1
*
-15/7 | 0.071382454720314796960144849856841163458 | 0.013805758762393786824827590954988316642
f(z) = 7/5*z^3 - 176/35*z + 1
*
[ 5/2 ] 
f(z) = 7/5*z^3 - 163/20*z + 1
*
1/2 | 0.14977110877799857738708210891106696721 | 0.028998512142454280141675314459685624370
f(z) = 7/6*z^3 - 175/24*z + 1
*
[ 3 ] 
f(z) = 7/8*z^3 - 173/24*z + 1
*
2 | 0.15424142175577069899581916151714440967 | 0.029864049068929507403259190940333872892
f(z) = 7/9*z^3 - 175/36*z + 1
*
[ 3 ] 
f(z) = 7/10*z^3 - 169/30*z + 1
*
[ 3 ] 
f(z) = 7/11*z^3 - 167/33*z + 1
*
[ 3 ] 
f(z) = 7/13*z^3 - 163/39*z + 1
*
-4 | 0.17177040591569442813452786644371840313 | 0.026457803513223538264867289007398268512
f(z) = 7/16*z^3 - 165/28*z + 1
*
[ -4 ] 
f(z) = 7/18*z^3 - 179/36*z + 1
*
30/7 | 0.18569623477339032361586414270079702981 | 0.026628678457076236306727834037127583891
f(z) = 7/18*z^3 - 178/21*z + 1
*
[ 1/8 ] 
f(z) = 8/3*z^3 - 169/24*z + 1
*
[ -3 ] 
f(z) = 8/11*z^3 - 172/33*z + 1
*
[ -3 ] 
f(z) = 8/13*z^3 - 164/39*z + 1
*
3/4 | 0.11938355171526511241287108030997556497 | 0.023272106984875500568235404264904906441
f(z) = 8/15*z^3 - 169/30*z + 1
*
1/6 | 0.13568625413009363059766550003639035391 | 0.026450084430590623026635760578448063131
f(z) = 9/7*z^3 - 169/28*z + 1
*
[ 2/15 ] 
f(z) = 9/8*z^3 - 163/25*z + 1
*
[ 1/6 ] 
f(z) = 9/8*z^3 - 161/32*z + 1
*
2/9 | 0.16362719609236830841722833540886057734 | 0.025250936861415427728124462108630917273
f(z) = 9/16*z^3 - 163/36*z + 1
*
0 | 0.14293490999340759166157875678926867294 | 0.028060840119479978187969287142463244364
f(z) = 10/3*z^3 - 163/30*z + 1
*
1/5 | 0.15044699189634060184807018739361061341 | 0.029065425010711806424223390101083860427
f(z) = 10/7*z^3 - 177/35*z + 1
*
7/5 | 0.11422718436182492529555540105769178574 | 0.022424967825028660791356487964349319962
f(z) = 10/7*z^3 - 163/35*z + 1
*
9/11 | 0.065268816315253002396159407229266154815 | 0.012723217346452376366313949138427288431
f(z) = 11/3*z^3 - 169/33*z + 1
*
0 | 0.065915521098271813160676398585973561207 | 0.012940469889519107055683842979087078458
f(z) = 11/3*z^3 - 163/33*z + 1
*
[ 4/3 ] 
f(z) = 11/4*z^3 - 167/36*z + 1
*
[ -7/3 ] 
f(z) = 12/7*z^3 - 166/21*z + 1
*
[ 1/6 ] 
f(z) = 12/11*z^3 - 166/33*z + 1
*
0 | 0.14572551848266407107596029511791745104 | 0.028342095292945619935346717464981816998
f(z) = 13/2*z^3 - 171/26*z + 1
*
0 | 0.14862644526754023192566571665421337503 | 0.028873551188256380339506130639254999109
f(z) = 13/3*z^3 - 172/39*z + 1
*
2/13 | 0.17133923406673418709205892999327031246 | 0.029365002874624652391231066509197905424
f(z) = 13/4*z^3 - 171/26*z + 1
*
3/2 | 0.096728225450747047622000556952008625337 | 0.018770182838872293352844850868540040845
f(z) = 13/7*z^3 - 173/28*z + 1
*
3/13 | 0.17518440865003083754205339029316913001 | 0.028046976337031033593788071844068733217
f(z) = 13/9*z^3 - 172/39*z + 1
*
4/7 | 0.16867311222572572147371083750544875323 | 0.028247482148872679007828307992401172060
f(z) = 14*z^3 - 177/28*z + 1
*
[ -5/7 ] 
f(z) = 14*z^3 - 166/35*z + 1
*
[ 3/2 ] 
f(z) = 14/5*z^3 - 179/30*z + 1
*
-3/2 | 0.069865707719121204799475525421478174416 | 0.013619315234407876887826449975199952683
f(z) = 14/5*z^3 - 169/30*z + 1
*
5/7 | 0.14567296338545537603196564061454172959 | 0.028632964132128130237687977345152519521
f(z) = 14/5*z^3 - 162/35*z + 1
*
8/15 | 0.16021224773415693620639646755263459515 | 0.026224546568738454360552954840931025439
f(z) = 15*z^3 - 173/30*z + 1
*
-6/5 | 0.060406671801475452242043526117880275684 | 0.010394976111314883537207936324927029109
f(z) = 15/4*z^3 - 167/30*z + 1
*
1/5 | 0.13511592524128906098729950723000483786 | 0.026075177384372392194723672581250682305
f(z) = 15/7*z^3 - 178/35*z + 1
*
0 | 0.10966527576670748245617678111993812787 | 0.021280626907236958189524808561791018462
f(z) = 15/7*z^3 - 173/35*z + 1
*
7/5 | 0.14938262556380971364072838747631142661 | 0.029020453783232566449405795571599336662
f(z) = 15/7*z^3 - 172/35*z + 1
*
-8/3 | 0.16174401186710254252745833470522737590 | 0.027611105760622971920090405154480724382
f(z) = 15/16*z^3 - 175/24*z + 1
*
5/24 | 0.11245556189596327134028163426127280789 | 0.017692519997946542282557687680441361455
f(z) = 16*z^3 - 169/36*z + 1
*
0 | 0.14905392237081222669595305564124541579 | 0.028733918769447309487475655376245764017
f(z) = 16/3*z^3 - 179/24*z + 1
*
[ -9/8 ] 
f(z) = 16/3*z^3 - 175/36*z + 1
*
1/6 | 0.14721208518216517212360732170433308106 | 0.028797425048132302990932123168498409380
f(z) = 16/3*z^3 - 166/27*z + 1
*
0 | 0.15019009531801678462593556431617010998 | 0.029485170924602713990666365783056355203
f(z) = 16/9*z^3 - 163/36*z + 1
*
0 | 0.13917232380118295480810239603632220175 | 0.027192749522974655281581562960619630204
f(z) = 16/15*z^3 - 167/30*z + 1
*
-3/2 | 0.053725788872972968027386034239143662474 | 0.010573019782324928411589894258056429091
f(z) = 17/6*z^3 - 161/24*z + 1
*
[ 4/9 ] 
f(z) = 18*z^3 - 173/36*z + 1
*
0 | 0.11194424918093643041636993299154490496 | 0.021976784248902976958014848423533240529
f(z) = 18/5*z^3 - 163/30*z + 1
*
[ 1/6 ] 
f(z) = 18/17*z^3 - 171/34*z + 1
*
-2 | 0.060215261093175919910791070689304207211 | 0.011850121889160071854077883039911626136
f(z) = 18/17*z^3 - 161/34*z + 1
*
-2 | 0.056435957052438717340888928653975193040 | 0.011079451254500119261178094177110333155
f(z) = 18/19*z^3 - 163/38*z + 1
*
-3/2 | 0.13614237285884864959735187302786513258 | 0.026244890577747017357227641939488805585
f(z) = 19/6*z^3 - 179/24*z + 1
*
[ 3/2 ] 
f(z) = 19/6*z^3 - 163/24*z + 1
*
-4/3 | 0.15469148943811927642249083980101972063 | 0.026788485342637183527775736293224844625
f(z) = 19/8*z^3 - 161/36*z + 1
*
-2 | 0.074468975893912312275816411645956117253 | 0.014619675672772039077766030029561978334
f(z) = 19/11*z^3 - 163/22*z + 1
*
-2 | 0.073686328517697793469161268955031886601 | 0.014431475795100228285100096888171642324
f(z) = 19/13*z^3 - 165/26*z + 1
*
-2 | 0.052271813212350614945123802802285514131 | 0.010213340447097467719957717426199391067
f(z) = 19/15*z^3 - 167/30*z + 1
*
-2 | 0.070980177711647500278428232849970877401 | 0.013836565136298582688942887764045682050
f(z) = 19/17*z^3 - 169/34*z + 1
*
2/5 | 0.12550356186699765688036230226935879971 | 0.024193990299639268619709547808422797643
f(z) = 1/2*z^3 - 179/50*z + 1
*
5/4 | 0.11367329006342668344276990086934645950 | 0.022158973574419060697092779777695222869
f(z) = 1/3*z^3 - 169/48*z + 1
*
2/5 | 0.14721375545848985280477232566167133030 | 0.025082008567170696288128545882379138219
f(z) = 1/4*z^3 - 177/50*z + 1
*
5/3 | 0.12398094897296630909966254215189818141 | 0.024168303481762893396927325380873639439
f(z) = 1/5*z^3 - 169/45*z + 1
*
1/3 | 0.14895922035478114371345067577060123198 | 0.029243526769567256714030512172966258615
f(z) = 1/6*z^3 - 163/54*z + 1
*
[ -6 ] 
f(z) = 1/7*z^3 - 167/42*z + 1
*
5 | 0.13665248271512785272140658507958239145 | 0.026517514138154549082250478509184420559
f(z) = 1/8*z^3 - 173/40*z + 1
*
1/2 | 0.12949955089072559440144651418691049634 | 0.025244075582624350797905938886915278509
f(z) = 1/14*z^3 - 169/56*z + 1
*
[ -5/3 ] 
f(z) = 2*z^3 - 178/45*z + 1
*
7/3 | 0.15355367604076673973004658348492609861 | 0.029933081445462688390483195254856735091
f(z) = 2/3*z^3 - 169/54*z + 1
*
1/4 | 0.10346912434966247746418866612725002672 | 0.020362308707935084150269710285461651846
f(z) = 2/5*z^3 - 161/40*z + 1
*
11/6 | 0.11176023814510518135016886033748872622 | 0.021786051607605883629388624105196970061
f(z) = 3/4*z^3 - 169/48*z + 1
*
5/2 | 0.068387872749336627105231343823956529234 | 0.013183494598056513391494742419109262242
f(z) = 3/13*z^3 - 179/52*z + 1
*
11/3 | 0.13314893366652752591443383052131910062 | 0.025695579982112959666024767347487402452
f(z) = 3/19*z^3 - 178/57*z + 1
*
5/6 | 0.14853232003723057238843406004784887890 | 0.028602648606981627011008391102620765659
f(z) = 4*z^3 - 179/45*z + 1
*
3/8 | 0.16113217283208447659478029876001742143 | 0.025633506470967837097952117737678061969
f(z) = 4/9*z^3 - 179/48*z + 1
*
1/4 | 0.14425459080377419825896138133143111263 | 0.027869091555827910382181040046081141511
f(z) = 4/11*z^3 - 177/44*z + 1
*
-15/4 | 0.075891775785291139095446662229551159438 | 0.014726854553761628444740473197572790640
f(z) = 4/13*z^3 - 173/52*z + 1
*
-3/4 | 0.15078262567927978841795124199105279336 | 0.029530794335743766694073217521396657999
f(z) = 4/13*z^3 - 165/52*z + 1
*
11/10 | 0.14214996820180158412189919893918996508 | 0.027974543648079899408067753204700925781
f(z) = 5/2*z^3 - 161/40*z + 1
*
[ -9/5 ] 
f(z) = 5/3*z^3 - 173/45*z + 1
*
1/2 | 0.14255397847565525772357055267173263167 | 0.028054051249686588095910948603699376625
f(z) = 5/13*z^3 - 161/52*z + 1
*
-3 | 0.13722753720628372345887580641180234249 | 0.026812759498332384657877033012673139114
f(z) = 5/16*z^3 - 167/48*z + 1
*
1/4 | 0.075567441237420366365588859005089164632 | 0.014835325302259970404148412506176824170
f(z) = 6/5*z^3 - 163/40*z + 1
*
-6/7 | 0.16555977694815574998500997137327114877 | 0.029129489463588296915196449760030826756
f(z) = 7*z^3 - 167/42*z + 1
*
11/14 | 0.10923041363550449876787322167737289583 | 0.020694967936037395602943692302357564552
f(z) = 7/2*z^3 - 177/56*z + 1
*
8/7 | 0.15014371378587468053983832407297503797 | 0.029006833562215374129051145929912612662
f(z) = 7/4*z^3 - 177/56*z + 1
*
[ 3/2 ] 
f(z) = 7/4*z^3 - 173/48*z + 1
*
0 | 0.14512242341425464087522134431939444713 | 0.028036751429540434294690181351566844156
f(z) = 7/8*z^3 - 177/56*z + 1
*
3/2 | 0.13725967025710839824569656533263128209 | 0.026576061612256286198416019606496021620
f(z) = 7/12*z^3 - 175/48*z + 1
*
1/2 | 0.14546675619166860652539409031910544141 | 0.028557889660279998969540712834693759189
f(z) = 7/13*z^3 - 163/52*z + 1
*
-3 | 0.12861135013333747370048720699387745553 | 0.024957126484101365516624995438317814587
f(z) = 7/16*z^3 - 173/48*z + 1
*
0 | 0.11134306265731808071968164580696225035 | 0.021464195420350453609857393830576094649
f(z) = 8/5*z^3 - 179/40*z + 1
*
11/8 | 0.093061124568552470846022598824594215967 | 0.017978831636749818294000795153643948572
f(z) = 8/7*z^3 - 177/56*z + 1
*
[ -5/2 ] 
f(z) = 8/11*z^3 - 173/55*z + 1
*
[ 3 ] 
f(z) = 8/19*z^3 - 178/57*z + 1
*
[ 5/9 ] 
f(z) = 9*z^3 - 161/45*z + 1
*
[ -3/2 ] 
f(z) = 9/4*z^3 - 163/48*z + 1
*
[ -8/3 ] 
f(z) = 9/14*z^3 - 179/56*z + 1
*
[ -3 ] 
f(z) = 9/16*z^3 - 179/48*z + 1
*
[ -3 ] 
f(z) = 9/17*z^3 - 175/51*z + 1
*
[ -3 ] 
f(z) = 9/19*z^3 - 167/57*z + 1
*
3/20 | 0.14582719797271927167008502349209624443 | 0.024339157283857842897425683077751084162
f(z) = 10*z^3 - 169/40*z + 1
*
0 | 0.12174896185819905729523553429744224355 | 0.023546917846575927835382109805020275808
f(z) = 10/9*z^3 - 176/45*z + 1
*
-11/5 | 0.074603901156872610736774996261262466183 | 0.014576786118005111154804837036172746753
f(z) = 10/11*z^3 - 167/55*z + 1
*
[ -11/5 ] 
f(z) = 10/11*z^3 - 162/55*z + 1
*
[ 2/5 ] 
f(z) = 11*z^3 - 163/50*z + 1
*
0 | 0.13899260943550704855403301612500055498 | 0.027353188105495720600744799866262160344
f(z) = 11/4*z^3 - 161/44*z + 1
*
1/3 | 0.15355133647463578449776382893086260185 | 0.029796749060073387752604385318791379700
f(z) = 11/6*z^3 - 173/54*z + 1
*
4/11 | 0.16929314789927409967372844119144934743 | 0.028956627173026814071740630612264924241
f(z) = 11/8*z^3 - 173/44*z + 1
*
4/11 | 0.066146058268627865784374870589279309362 | 0.010151027984701129824976824813467474282
f(z) = 11/16*z^3 - 169/44*z + 1
*
[ 2/5 ] 
f(z) = 12*z^3 - 171/50*z + 1
*
[ 3/8 ] 
f(z) = 12*z^3 - 161/48*z + 1
*
1/4 | 0.14075660771609613207670577902994498299 | 0.027134401215658712449737990206182115497
f(z) = 12/11*z^3 - 179/44*z + 1
*
0 | 0.095792662175668800236789412024625285926 | 0.018673402244181594964567273196938552920
f(z) = 12/11*z^3 - 169/44*z + 1
*
[ 2/5 ] 
f(z) = 13*z^3 - 179/50*z + 1
*
0 | 0.14401305568967662941045407839996260787 | 0.027822428470991400824545243208645705889
f(z) = 13/4*z^3 - 177/52*z + 1
*
1/3 | 0.14241869716060123267503176192189077775 | 0.027574946547574079308627017398657750536
f(z) = 13/6*z^3 - 175/54*z + 1
*
15/14 | 0.13631413462750312876200396279593966393 | 0.021803619693282184130540568473676057103
f(z) = 14/9*z^3 - 173/42*z + 1
*
0 | 0.11717391631536521380982426886424143233 | 0.022588240146594231976873581852362390576
f(z) = 15/8*z^3 - 179/40*z + 1
*
[ 8/5 ] 
f(z) = 15/8*z^3 - 177/40*z + 1
*
0 | 0.14224225929560575507096467447066450303 | 0.027664637666871848635253109359834442139
f(z) = 15/8*z^3 - 171/40*z + 1
*
-8/5 | 0.10624537811822737499200324904300969834 | 0.020759184557915186241523408780255083160
f(z) = 15/8*z^3 - 167/40*z + 1
*
[ 1/5 ] 
f(z) = 15/8*z^3 - 163/40*z + 1
*
1/3 | 0.062937921737306267606672218502857938634 | 0.012213149708917251462993033627087641223
f(z) = 15/14*z^3 - 173/42*z + 1
*
0 | 0.052440760845200958543847353171990049125 | 0.010176167966352318228576854715836949791
f(z) = 15/16*z^3 - 173/48*z + 1
*
0 | 0.14313611306851829622892327274612299241 | 0.027653008599761695230282229430189073759
f(z) = 16/7*z^3 - 177/56*z + 1
*
5/4 | 0.076561768493581344782676580843603350672 | 0.015067048987709412806077897629509545789
f(z) = 16/9*z^3 - 161/45*z + 1
*
[ -9/4 ] 
f(z) = 16/15*z^3 - 178/45*z + 1
*
11/17 | 0.16911810155984186750430251362234844836 | 0.029845634800964402471444077318819724964
f(z) = 17/3*z^3 - 172/51*z + 1
*
[ 3/4 ] 
f(z) = 17/3*z^3 - 169/48*z + 1
*
[ 2/3 ] 
f(z) = 17/3*z^3 - 163/54*z + 1
*
[ 1/4 ] 
f(z) = 17/3*z^3 - 161/48*z + 1
*
1/3 | 0.14695754136514239805717238298573118812 | 0.028329788233540494692232369143292138019
f(z) = 17/6*z^3 - 179/54*z + 1
*
-3/2 | 0.15137264460487310204981270585662378126 | 0.029507920724540668428478759449091778587
f(z) = 17/12*z^3 - 169/48*z + 1
*
1/4 | 0.073540293790023849569605803852428760724 | 0.014335622958030788190513163087760518804
f(z) = 18/5*z^3 - 169/40*z + 1
*
11/12 | 0.10975668111201280114603281937566779726 | 0.021599674662449028572745849475722417613
f(z) = 18/5*z^3 - 161/40*z + 1
*
[ 1/4 ] 
f(z) = 18/7*z^3 - 177/56*z + 1
*
[ -3/2 ] 
f(z) = 18/7*z^3 - 173/42*z + 1
*
[ -5/3 ] 
f(z) = 18/11*z^3 - 162/55*z + 1
*
[ 2/3 ] 
f(z) = 19/3*z^3 - 179/54*z + 1
*
11/19 | 0.16358097690344535972268272119650420841 | 0.027777953297873151317337615197344627717
f(z) = 19/3*z^3 - 178/57*z + 1
*
[ 1/4 ] 
f(z) = 19/3*z^3 - 163/48*z + 1
*
3/2 | 0.13992406354161218123745940472217071276 | 0.027276184446793788871350257251338978300
f(z) = 1/2*z^3 - 169/72*z + 1
*
-5/2 | 0.061260644449842279131811851747804704380 | 0.012055849141230387184351188072297813520
f(z) = 1/3*z^3 - 161/60*z + 1
*
-5/3 | 0.091363319833304894184148236721247426657 | 0.017809965636850776107864199184051140963
f(z) = 1/8*z^3 - 169/72*z + 1
*
[ 6 ] 
f(z) = 1/11*z^3 - 161/66*z + 1
*
-5 | 0.075489027978777240014598686045920358727 | 0.014648701047574647496881643379509912496
f(z) = 1/12*z^3 - 173/60*z + 1
*
[ 15/2 ] 
f(z) = 1/15*z^3 - 173/60*z + 1
*
[ -8 ] 
f(z) = 1/18*z^3 - 175/72*z + 1
*
9/2 | 0.057077033448099110688281517270971227131 | 0.011126347052829681830314362764933192495
f(z) = 1/18*z^3 - 169/72*z + 1
*
-3 | 0.10869160659873315084363118937892473000 | 0.021021553630770138592773310751469745092
f(z) = 2/7*z^3 - 176/63*z + 1
*
[ -5 ] 
f(z) = 2/13*z^3 - 172/65*z + 1
*
-4 | 0.12469475425594450917545362599624784509 | 0.024197108191797713774180926795879371466
f(z) = 2/15*z^3 - 173/60*z + 1
*
5/3 | 0.086119180534145232724190544106671012535 | 0.016947909347184683748544585010514040638
f(z) = 3/4*z^3 - 161/60*z + 1
*
2/3 | 0.14179731847047035973450807251022133416 | 0.027515873276386839232880518927764445432
f(z) = 3/11*z^3 - 173/66*z + 1
*
-10/3 | 0.076730321741901386447122227919215445549 | 0.011796882255937930443112987812563562018
f(z) = 3/16*z^3 - 167/60*z + 1
*
5/4 | 0.076042207140089776857879234698665506535 | 0.014756045868097354144162816061612026188
f(z) = 4/3*z^3 - 173/60*z + 1
*
-7/3 | 0.12611325148149440748320020030954644917 | 0.024583965198889032367141715822900311604
f(z) = 4/7*z^3 - 169/63*z + 1
*
[ 3/10 ] 
f(z) = 4/9*z^3 - 178/75*z + 1
*
[ -4 ] 
f(z) = 4/17*z^3 - 171/68*z + 1
*
-1 | 0.054427130262138043793005914257193171486 | 0.010609786525376694076130379613351658148
f(z) = 4/17*z^3 - 169/68*z + 1
*
[ -4 ] 
f(z) = 4/19*z^3 - 161/76*z + 1
*
[ 3/10 ] 
f(z) = 5*z^3 - 167/60*z + 1
*
6/5 | 0.067656130716397912876999372687255488109 | 0.013188589965642716458751965492301773023
f(z) = 5/3*z^3 - 169/60*z + 1
*
4/5 | 0.12565232141913674086597417905494974009 | 0.024551088966597005559325275743062931472
f(z) = 5/6*z^3 - 167/60*z + 1
*
3/2 | 0.10486719669214150884625610120851668868 | 0.016934925381126147850984399506536537924
f(z) = 5/9*z^3 - 163/60*z + 1
*
-12/5 | 0.12530751266328768963968085013010381287 | 0.024156196850096875809549962690083135547
f(z) = 5/12*z^3 - 179/60*z + 1
*
2/5 | 0.071432493406315201198663958738284900164 | 0.013770422343733434689786217305390093955
f(z) = 5/14*z^3 - 179/70*z + 1
*
-14/5 | 0.12198706383709276467896130000950031795 | 0.023725213152621737345989699932935233321
f(z) = 5/14*z^3 - 171/70*z + 1
*
4/3 | 0.13923667397104471577324586084387411994 | 0.027018978339923381635830588987400001941
f(z) = 6/5*z^3 - 173/60*z + 1
*
2/3 | 0.17868613257380803725408831146537289720 | 0.029345510868926731848028194577865315254
f(z) = 7/2*z^3 - 170/63*z + 1
*
[ 10/7 ] 
f(z) = 7/5*z^3 - 179/70*z + 1
*
[ 3/2 ] 
f(z) = 7/5*z^3 - 169/60*z + 1
*
2 | 0.12686736530024348035534800858161994103 | 0.024730968845677481942268045846446607629
f(z) = 7/9*z^3 - 169/63*z + 1
*
[ 2/7 ] 
f(z) = 7/10*z^3 - 179/70*z + 1
*
[ 8/3 ] 
f(z) = 7/16*z^3 - 179/72*z + 1
*
-9/8 | 0.11836977004577923925041879020023501304 | 0.022514479171119991652350889287480874275
f(z) = 8/3*z^3 - 179/72*z + 1
*
2 | 0.12853933508152938074192900995015449844 | 0.024943151910668535876107867302808520422
f(z) = 8/15*z^3 - 173/60*z + 1
*
0 | 0.095244552862689141807473397369711151768 | 0.018609743652213199685599545460967263285
f(z) = 8/15*z^3 - 167/60*z + 1
*
0 | 0.13205186531798525742878231384695267760 | 0.025987277499099212480311840940092227322
f(z) = 9/8*z^3 - 161/72*z + 1
*
[ 6/11 ] 
f(z) = 11/2*z^3 - 163/66*z + 1
*
6/11 | 0.17393814305328787235609659475317083343 | 0.029509035595966595803867146474167557998
f(z) = 11/4*z^3 - 175/66*z + 1
*
0 | 0.13431925486171087254899468303977009092 | 0.026006741719768313246241809105582575954
f(z) = 11/6*z^3 - 175/66*z + 1
*
0 | 0.13321906858247832303658466211707969222 | 0.026153435745902638918257713882682823053
f(z) = 11/6*z^3 - 163/66*z + 1
*
0 | 0.13722033439220435801394615092284294408 | 0.026510116878703940937468286990492177049
f(z) = 11/7*z^3 - 177/77*z + 1
*
-6/5 | 0.19841514386578623721194859576156169762 | 0.027708338714722179027069882272873102021
f(z) = 11/8*z^3 - 161/75*z + 1
*
[ 3/11 ] 
f(z) = 11/18*z^3 - 179/66*z + 1
*
0 | 0.12542121780808428568017905298125294380 | 0.024178116396676304958486687224083102554
f(z) = 12/5*z^3 - 179/60*z + 1
*
3/4 | 0.11039585951944156894109362693632557585 | 0.021725462409598870319261230697926855224
f(z) = 12/5*z^3 - 161/60*z + 1
*
[ 3/5 ] 
f(z) = 13/3*z^3 - 167/75*z + 1
*
[ 6/13 ] 
f(z) = 13/3*z^3 - 163/78*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.027590343697013008700637977140480853411
f(z) = 13/6*z^3 - 175/78*z + 1
*
[ 6/5 ] 
f(z) = 13/8*z^3 - 163/75*z + 1
*
[ 3/5 ] 
f(z) = 14/3*z^3 - 176/75*z + 1
*
-9/7 | 0.073128397338407509081003534861919169089 | 0.014143433653132875017698249137910848345
f(z) = 14/9*z^3 - 176/63*z + 1
*
0 | 0.11748934449966940176966916033703753316 | 0.022876548980600031686475574131565237844
f(z) = 14/9*z^3 - 170/63*z + 1
*
[ 3/2 ] 
f(z) = 14/11*z^3 - 167/66*z + 1
*
[ 3/2 ] 
f(z) = 14/13*z^3 - 163/78*z + 1
*
0 | 0.14285613231202010252239823713737827366 | 0.027784029573726193955684772151347226101
f(z) = 15/7*z^3 - 171/70*z + 1
*
[ 4/15 ] 
f(z) = 15/8*z^3 - 173/60*z + 1
*
0 | 0.14185767105712456640899160628383976238 | 0.027527584739933486920306574836326746853
f(z) = 15/14*z^3 - 173/70*z + 1
*
-7/5 | 0.066009777264442105897731709753124169414 | 0.012897588329297294212938627539304081821
f(z) = 15/14*z^3 - 167/70*z + 1
*
[ 5/8 ] 
f(z) = 16/3*z^3 - 161/60*z + 1
*
-1 | 0.081114327787661487915619955786795048427 | 0.014314899362914343391734488876430766125
f(z) = 17/4*z^3 - 169/68*z + 1
*
[ 1/3 ] 
f(z) = 17/8*z^3 - 161/72*z + 1
*
-3/2 | 0.093271301545918873837611918707283286828 | 0.018099364228778665803486960229294844386
f(z) = 17/15*z^3 - 173/60*z + 1
*
7/9 | 0.13679145452289592644752719332456963270 | 0.026370017508409556685756416491203620110
f(z) = 18/7*z^3 - 179/63*z + 1
*
0 | 0.093417924277467861138837298031477290087 | 0.018067539589546404216652648932705032424
f(z) = 18/7*z^3 - 176/63*z + 1
*
[ 1/3 ] 
f(z) = 19/8*z^3 - 163/72*z + 1
*
5/3 | 0.14098815176047667334170054355731666786 | 0.027179037194752427331537192668524946914
f(z) = 1/2*z^3 - 179/90*z + 1
*
-5/3 | 0.14098815176047667334170054355731666786 | 0.027745902831904967190585347664742024178
f(z) = 1/2*z^3 - 161/90*z + 1
*
-5/2 | 0.13662516496718282603157243324447101273 | 0.026512213109201676684550033728817715936
f(z) = 1/4*z^3 - 173/80*z + 1
*
-10/3 | 0.11698560777661165757930305496941700928 | 0.022701142683545864701577462760292376180
f(z) = 1/5*z^3 - 173/90*z + 1
*
5/4 | 0.064034735760141620570605749033060924311 | 0.012482651085071543674226403391774076084
f(z) = 1/5*z^3 - 169/80*z + 1
*
3/2 | 0.076726021434106192208046346170249538388 | 0.014991425204141774603051768932286807418
f(z) = 1/7*z^3 - 167/84*z + 1
*
[ 1/3 ] 
f(z) = 1/9*z^3 - 163/81*z + 1
*
-5/2 | 0.14098862675392477331026217022699531833 | 0.027179128761770165851784768105443400003
f(z) = 2/9*z^3 - 179/90*z + 1
*
[ 1/3 ] 
f(z) = 2/9*z^3 - 164/81*z + 1
*
[ 3/8 ] 
f(z) = 2/9*z^3 - 163/96*z + 1
*
5/2 | 0.14098749962112295397745369655819403885 | 0.027745774493495567379271327494678411992
f(z) = 2/9*z^3 - 161/90*z + 1
*
-11/4 | 0.14320065734078669515801467569941959785 | 0.027665478152538002655756935518964788116
f(z) = 2/11*z^3 - 177/88*z + 1
*
[ 11/3 ] 
f(z) = 2/11*z^3 - 170/99*z + 1
*
[ 9/2 ] 
f(z) = 2/15*z^3 - 173/90*z + 1
*
[ 5 ] 
f(z) = 2/19*z^3 - 174/95*z + 1
*
-1/6 | 0.11381277979062397552309656036774339937 | 0.022186165091240145502722095275857739254
f(z) = 3/7*z^3 - 169/84*z + 1
*
4/3 | 0.074543549828428689506612020515142767294 | 0.014370157265822819976180797477312876134
f(z) = 3/14*z^3 - 179/84*z + 1
*
[ 5/8 ] 
f(z) = 4*z^3 - 173/80*z + 1
*
-4/3 | 0.14221156450579638267587165231774599372 | 0.027596258022277857234375047173231257488
f(z) = 4/5*z^3 - 173/90*z + 1
*
2/3 | 0.11974053818894265479533505972121402343 | 0.023395991198434113302906718268752711077
f(z) = 4/5*z^3 - 167/90*z + 1
*
9/8 | 0.13829539092118802257480075911710793013 | 0.027215978298080372775228660594434808441
f(z) = 4/5*z^3 - 161/80*z + 1
*
0 | 0.12607346213408304944384401210071878895 | 0.024633375255010363911958648778090190115
f(z) = 4/7*z^3 - 167/84*z + 1
*
[ 1/3 ] 
f(z) = 4/9*z^3 - 166/81*z + 1
*
-11/6 | 0.12578415606427424647486897269731911330 | 0.024605723110444418457872965258654596739
f(z) = 4/11*z^3 - 166/99*z + 1
*
[ 3/4 ] 
f(z) = 5/2*z^3 - 167/96*z + 1
*
-8/5 | 0.14647573905860168132043539254148878795 | 0.028825838004145837837359906485175968680
f(z) = 5/4*z^3 - 161/80*z + 1
*
3/4 | 0.14119768150826160089976551824051127577 | 0.027399513285648298990849818918068853160
f(z) = 5/6*z^3 - 173/96*z + 1
*
-3/2 | 0.14879676769541409239713348481629323208 | 0.029211634224200324191116904684466052782
f(z) = 5/7*z^3 - 163/84*z + 1
*
2 | 0.14221156450579638267587165231774599372 | 0.027596258022277857234375047173231257488
f(z) = 5/9*z^3 - 173/90*z + 1
*
[ 1/3 ] 
f(z) = 5/9*z^3 - 167/81*z + 1
*
[ -17/5 ] 
f(z) = 5/17*z^3 - 179/85*z + 1
*
0 | 0.13177687748842184748583852679648616060 | 0.025747760219779518739626402899452859451
f(z) = 7/4*z^3 - 167/84*z + 1
*
4/7 | 0.10021692227750996689607375586390191215 | 0.019319350059652470134812534451267217960
f(z) = 7/6*z^3 - 179/84*z + 1
*
[ 1/3 ] 
f(z) = 7/9*z^3 - 169/81*z + 1
*
2/3 | 0.081747325093181082440355153514463083497 | 0.016048553986851124652236787013292634091
f(z) = 7/10*z^3 - 163/90*z + 1
*
-12/7 | 0.14841362476480414105481512851932339103 | 0.028610485188454135558469656089154124672
f(z) = 7/12*z^3 - 179/84*z + 1
*
4/7 | 0.087380642344107825699482701448584308231 | 0.017154481256318426522262932006899190476
f(z) = 7/12*z^3 - 163/84*z + 1
*
[ 1/3 ] 
f(z) = 8/9*z^3 - 170/81*z + 1
*
0 | 0.10524644962633552084391028226245659605 | 0.020564004858895551707488315047164956215
f(z) = 9/5*z^3 - 167/90*z + 1
*
0 | 0.12317255109454430261570808685829639568 | 0.024239864070514867887878016090763147841
f(z) = 9/10*z^3 - 161/90*z + 1
*
5/3 | 0.063412373290061244624279716002682443358 | 0.012305217379464276920042297336608063224
f(z) = 9/16*z^3 - 173/80*z + 1
*
[ 3/8 ] 
f(z) = 10/9*z^3 - 175/96*z + 1
*
[ 1/3 ] 
f(z) = 10/9*z^3 - 172/81*z + 1
*
[ 8/11 ] 
f(z) = 11/4*z^3 - 161/88*z + 1
*
[ 1/3 ] 
f(z) = 11/9*z^3 - 173/81*z + 1
*
2/3 | 0.081747295815828717166409676467829651411 | 0.015758861761117722649640977913108977800
f(z) = 11/10*z^3 - 179/90*z + 1
*
0 | 0.12439013842975602458934096023429685684 | 0.023979349731361511195252977179226673678
f(z) = 12/7*z^3 - 179/84*z + 1
*
-14/13 | 0.15807798513429628286140535727455940312 | 0.021770153539114053035113796521240540879
f(z) = 13/8*z^3 - 178/91*z + 1
*
[ 14/13 ] 
f(z) = 13/8*z^3 - 165/91*z + 1
*
[ 1/3 ] 
f(z) = 13/9*z^3 - 175/81*z + 1
*
[ 1/3 ] 
f(z) = 14/9*z^3 - 176/81*z + 1
*
[ 2/3 ] 
f(z) = 16/5*z^3 - 173/90*z + 1
*
[ 3/8 ] 
f(z) = 16/7*z^3 - 167/84*z + 1
*
[ 1/3 ] 
f(z) = 16/9*z^3 - 178/81*z + 1
*
[ 1/3 ] 
f(z) = 17/9*z^3 - 179/81*z + 1
*
[ -7/4 ] 
f(z) = z^3 - 167/112*z + 1
*
[ 4/9 ] 
f(z) = 3/2*z^3 - 167/108*z + 1
*
[ -7/5 ] 
f(z) = 5/3*z^3 - 163/105*z + 1
*
[ 2/5 ] 
f(z) = 5/11*z^3 - 173/110*z + 1
*
-1 | 0.054527681378762379722348371867324447774 | 0.010629387519901562344566456508016213651
f(z) = 6/19*z^3 - 169/114*z + 1
*
[ 5/7 ] 
f(z) = 7/3*z^3 - 167/105*z + 1
*
[ 3/7 ] 
f(z) = 7/5*z^3 - 167/105*z + 1
*
-6/7 | 0.12687379495358782877577495902661008302 | 0.024538088711877282770923003562445924004
f(z) = 7/15*z^3 - 176/105*z + 1
*
5/7 | 0.12544962410452486062787806281610017205 | 0.024371007034510548702833165094604499948
f(z) = 7/15*z^3 - 172/105*z + 1
*
0 | 0.14233560978998384087213599791761746982 | 0.027498356335068338523415585379147666113
f(z) = 7/16*z^3 - 177/112*z + 1
*
[ -13/6 ] 
f(z) = 8/13*z^3 - 167/117*z + 1
*
[ 4/5 ] 
f(z) = 9/4*z^3 - 169/100*z + 1
*
[ -7/3 ] 
f(z) = 9/17*z^3 - 173/119*z + 1
*
-1/2 | 0.14489419397669424865385214502320566736 | 0.027932025764027447046495303797328272088
f(z) = 10/11*z^3 - 179/110*z + 1
*
[ -4/3 ] 
f(z) = 11/6*z^3 - 163/108*z + 1
*
0 | 0.14315185811231319634670518980722356320 | 0.027841545161248269281479306571674953799
f(z) = 11/10*z^3 - 171/110*z + 1
*
[ 2/5 ] 
f(z) = 11/16*z^3 - 161/100*z + 1
*
[ 7/8 ] 
f(z) = 12/7*z^3 - 163/112*z + 1
*
[ -18/13 ] 
f(z) = 13/8*z^3 - 163/117*z + 1
*
[ 2/5 ] 
f(z) = 13/16*z^3 - 163/100*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.026761838771446383184788779913962312296
f(z) = 14/15*z^3 - 173/105*z + 1
*
-12/7 | 0.095479020105171559449164735625739927680 | 0.018612262231887620447667715126790346315
f(z) = 14/17*z^3 - 169/119*z + 1
*
[ 14/15 ] 
f(z) = 15/8*z^3 - 179/105*z + 1
*
[ 4/9 ] 
f(z) = 15/8*z^3 - 175/108*z + 1
*
-14/15 | 0.16691716421938439369301738191219298767 | 0.022672768947719417291244232672539591948
f(z) = 15/8*z^3 - 164/105*z + 1
*
0 | 0.15018753336927961502576563728205057684 | 0.029345000965985915107755250853033657102
f(z) = 16/13*z^3 - 167/104*z + 1
*
[ -7/4 ] 
f(z) = 16/15*z^3 - 178/105*z + 1
*
[ 4/5 ] 
f(z) = 17/8*z^3 - 161/100*z + 1
*
[ 2/5 ] 
f(z) = 17/16*z^3 - 167/100*z + 1
*
-13/12 | 0.14328953584040995734066840624317862456 | 0.027682648926996852698134020903335660399
f(z) = 18/13*z^3 - 177/104*z + 1
*
[ 13/12 ] 
f(z) = 18/13*z^3 - 161/104*z + 1
*
[ 4/5 ] 
f(z) = 19/8*z^3 - 177/100*z + 1
*
[ 2/5 ] 
f(z) = 19/16*z^3 - 169/100*z + 1
*
[ -7/3 ] 
f(z) = 1/2*z^3 - 163/126*z + 1
*
5/2 | 0.14946225748286196222444311417791255367 | 0.029003260293371388418656306859549278441
f(z) = 1/6*z^3 - 173/120*z + 1
*
-3 | 0.11741471331949727622880858202010934288 | 0.023050740356466794766830281463025397826
f(z) = 2/7*z^3 - 163/126*z + 1
*
-5/3 | 0.066740989020975484968888663468912057891 | 0.012951137694640743297643799574376357797
f(z) = 3/8*z^3 - 173/120*z + 1
*
3/2 | 0.11056503993416551801947559131018218651 | 0.021758756436716601259341098761586568872
f(z) = 3/10*z^3 - 161/120*z + 1
*
[ -7/2 ] 
f(z) = 4/19*z^3 - 172/133*z + 1
*
-8/5 | 0.10682075918136615242785466781435642681 | 0.020728646385044414519298080600610045165
f(z) = 5/12*z^3 - 173/120*z + 1
*
[ 7/3 ] 
f(z) = 5/14*z^3 - 173/126*z + 1
*
1/4 | 0.059756243500506805090841091337832091499 | 0.011648620532540649396262562407072824567
f(z) = 6/5*z^3 - 169/120*z + 1
*
[ -19/7 ] 
f(z) = 7/19*z^3 - 179/133*z + 1
*
-3/2 | 0.13321993275553933336021384582805754480 | 0.026153605399503020313775412708398721541
f(z) = 9/10*z^3 - 163/120*z + 1
*
0 | 0.12607261456143856841866782547085013474 | 0.024303689619439269747080170573933117513
f(z) = 9/14*z^3 - 179/126*z + 1
*
[ 2/3 ] 
f(z) = 13/7*z^3 - 167/126*z + 1
*
[ 3/5 ] 
f(z) = 15/8*z^3 - 161/120*z + 1
*
0 | 0.13249391059630353509141483247850494124 | 0.025710540179361984979078708310075336735
f(z) = 16/15*z^3 - 173/120*z + 1
*
[ 9/4 ] 
f(z) = 1/3*z^3 - 163/144*z + 1
*
[ -7/2 ] 
f(z) = 1/5*z^3 - 163/140*z + 1
*
[ 17/3 ] 
f(z) = 1/17*z^3 - 163/153*z + 1
*
-6/5 | 0.11921930889904130350129910592231554014 | 0.023240090209233123806230177732708859732
f(z) = 2/3*z^3 - 169/150*z + 1
*
[ -19/4 ] 
f(z) = 2/19*z^3 - 177/152*z + 1
*
[ -5/2 ] 
f(z) = 3/7*z^3 - 179/140*z + 1
*
[ 3/5 ] 
f(z) = 7/6*z^3 - 163/150*z + 1
*
-10/7 | 0.071621906893892102634110414632815045486 | 0.011011490417243976770487568926711297371
f(z) = 7/16*z^3 - 167/140*z + 1
*
[ 6/5 ] 
f(z) = 8/9*z^3 - 167/150*z + 1
*
-16/9 | 0.13740266544252575434800796682906583116 | 0.026603748177806015546302540051930882449
f(z) = 9/16*z^3 - 175/144*z + 1
*
[ 4/5 ] 
f(z) = 10/7*z^3 - 163/140*z + 1
*
[ 6/7 ] 
f(z) = 11/8*z^3 - 173/147*z + 1
*
[ 6/5 ] 
f(z) = 11/12*z^3 - 173/150*z + 1
*
-12/13 | 0.19102152369048300318621395834815158722 | 0.029314896207231953315378955752344739955
f(z) = 13/9*z^3 - 179/156*z + 1
*
[ 6/5 ] 
f(z) = 17/18*z^3 - 179/150*z + 1
*
0 | 0.13384560182830842307093547343635609915 | 0.025802129789074971943164063845082825317
f(z) = 18/17*z^3 - 179/153*z + 1
*
[ -19/3 ] 
f(z) = 1/19*z^3 - 163/171*z + 1
*
[ 5/8 ] 
f(z) = 6/5*z^3 - 171/160*z + 1
*
1/14 | 0.13247700345197829544132405212965315283 | 0.025099303824387130175976629818462035835
f(z) = 7/6*z^3 - 169/168*z + 1
*
[ 7/10 ] 
f(z) = 8/7*z^3 - 173/175*z + 1
*
[ 2/3 ] 
f(z) = 10/9*z^3 - 161/162*z + 1
*
[ 3/5 ] 
f(z) = 10/11*z^3 - 164/165*z + 1
*
[ 2/3 ] 
f(z) = 11/9*z^3 - 169/162*z + 1
*
-2/11 | 0.13381971898865555023818530049243257150 | 0.026086230240641753753692952526300237437
f(z) = 11/15*z^3 - 169/165*z + 1
*
[ -3/2 ] 
f(z) = 17/14*z^3 - 179/168*z + 1
*
[ 5/6 ] 
f(z) = z^3 - 161/180*z + 1
*
[ 4/7 ] 
f(z) = 1/2*z^3 - 179/196*z + 1
*
[ 4/7 ] 
f(z) = 1/4*z^3 - 163/196*z + 1
*
[ 4/7 ] 
f(z) = 3/8*z^3 - 171/196*z + 1
*
-5/4 | 0.14098880389983039270594739055643929688 | 0.027150004890886235004533415054031187609
f(z) = 4/9*z^3 - 161/180*z + 1
*
-9/4 | 0.13723268091401568049765802087732932456 | 0.026426693857564089602692178374185029781
f(z) = 4/15*z^3 - 163/180*z + 1
*
[ 9/5 ] 
f(z) = 5/12*z^3 - 163/180*z + 1
*
[ 4/7 ] 
f(z) = 5/16*z^3 - 167/196*z + 1
*
[ 5/3 ] 
f(z) = 6/13*z^3 - 172/195*z + 1
*
[ 4/3 ] 
f(z) = 7/10*z^3 - 179/180*z + 1
*
[ 2/3 ] 
f(z) = 8/11*z^3 - 163/198*z + 1
*
[ 3/2 ] 
f(z) = 9/16*z^3 - 179/192*z + 1
*
[ 4/5 ] 
f(z) = 10/9*z^3 - 173/180*z + 1
*
[ 2/3 ] 
f(z) = 10/11*z^3 - 179/198*z + 1
*
[ -18/11 ] 
f(z) = 11/12*z^3 - 167/198*z + 1
*
[ 3/4 ] 
f(z) = 11/12*z^3 - 163/192*z + 1
*
[ 5/6 ] 
f(z) = 12/13*z^3 - 164/195*z + 1
*
0 | 0.13166565303355276583501896497241243968 | 0.025093396032265358256823679085246005178
f(z) = 15/19*z^3 - 169/190*z + 1
*
[ 5/6 ] 
f(z) = 18/19*z^3 - 163/190*z + 1
*
-17/6 | 0.15930237969190211504655777265675991472 | 0.029954641842661769258813209429571238642
f(z) = 3/17*z^3 - 169/204*z + 1
*
[ 3/5 ] 
f(z) = 5/14*z^3 - 167/210*z + 1
*
[ 5/6 ] 
f(z) = 6/7*z^3 - 167/210*z + 1
*
0 | 0.14401527718574500408536120713044874046 | 0.026933304849102445746639164529782438491
f(z) = 7/10*z^3 - 167/210*z + 1
*
[ 3/2 ] 
f(z) = 9/17*z^3 - 175/204*z + 1
*
[ 6/7 ] 
f(z) = 14/15*z^3 - 179/210*z + 1
*
[ 7/2 ] 
f(z) = 2/17*z^3 - 173/238*z + 1
*
-2 | 0.16009225682555779070380691026728379151 | 0.029486473650119719009637237522098075112
f(z) = 3/19*z^3 - 163/228*z + 1
*
[ 7/8 ] 
f(z) = 6/7*z^3 - 179/224*z + 1
*
[ 2/3 ] 
f(z) = 7/13*z^3 - 173/234*z + 1
*
[ 5/6 ] 
f(z) = 9/11*z^3 - 169/220*z + 1
*
[ 3/2 ] 
f(z) = 9/19*z^3 - 167/228*z + 1
*
-5/4 | 0.093839335586076227518122018011515668577 | 0.017121970065646060196412571160356238413
f(z) = 1/3*z^3 - 173/240*z + 1
*
[ 7/2 ] 
f(z) = 1/9*z^3 - 163/252*z + 1
*
[ 5/6 ] 
f(z) = 3/4*z^3 - 173/240*z + 1
*
[ 5/7 ] 
f(z) = 3/5*z^3 - 173/245*z + 1
*
[ 5/8 ] 
f(z) = 4/15*z^3 - 169/240*z + 1
*
-1/2 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = 5/12*z^3 - 169/240*z + 1
*
[ 3/4 ] 
f(z) = 11/15*z^3 - 179/240*z + 1
*
[ 5/6 ] 
f(z) = 12/17*z^3 - 176/255*z + 1
*
[ 5/6 ] 
f(z) = 2/3*z^3 - 179/270*z + 1
*
[ 10/9 ] 
f(z) = 3/5*z^3 - 173/270*z + 1
*
[ 2/3 ] 
f(z) = 4/15*z^3 - 167/270*z + 1
*
[ 3/4 ] 
f(z) = 6/11*z^3 - 169/264*z + 1
*
[ 5/6 ] 
f(z) = 9/13*z^3 - 177/260*z + 1
*
[ 6/7 ] 
f(z) = 5/9*z^3 - 169/294*z + 1
*
6 | 0.14028780563049446624168245132866601429 | 0.028188730378463354776295941495910049430
f(z) = 1/3*z^3 - 145/12*z + 1
*
0 | 0.13952613679959072487025715502421147797 | 0.027809119948981134816937820625228597395
f(z) = 1/10*z^3 - 151/10*z + 1
*
-12 | 0.13519595253181853630028985269144283408 | 0.027241625036473938462009736944609555147
f(z) = 1/12*z^3 - 143/12*z + 1
*
[ -13 ] 
f(z) = 1/13*z^3 - 155/13*z + 1
*
-1 | 0.074986770462105220919733087125784421474 | 0.015088448185468599713514787214494181141
f(z) = 1/13*z^3 - 144/13*z + 1
*
0 | 0.11791080330870748078229855576729764182 | 0.023500942172593617968614844148635375014
f(z) = 1/15*z^3 - 151/15*z + 1
*
6 | 0.10688878972180489043435999509053436667 | 0.021477699080163473208372979022901587628
f(z) = 2/3*z^3 - 145/6*z + 1
*
-1/2 | 0.11568856659445779037474365021916549849 | 0.022938491979657988272268081033668833131
f(z) = 2/7*z^3 - 155/14*z + 1
*
[ 9 ] 
f(z) = 2/9*z^3 - 154/9*z + 1
*
[ -9 ] 
f(z) = 2/9*z^3 - 152/9*z + 1
*
-9 | 0.082278387452765914676888174324467497941 | 0.016532607873200688302100214659517924506
f(z) = 2/17*z^3 - 145/17*z + 1
*
[ 6 ] 
f(z) = 3/4*z^3 - 157/6*z + 1
*
[ -6 ] 
f(z) = 3/4*z^3 - 155/6*z + 1
*
[ 7 ] 
f(z) = 3/7*z^3 - 141/7*z + 1
*
-7 | 0.13399564641623274932611589670769162069 | 0.026434835039403841011473369567974013449
f(z) = 3/14*z^3 - 159/14*z + 1
*
1/8 | 0.14534442481798238350873177261556405456 | 0.029204782160455711942800005321085820079
f(z) = 4*z^3 - 145/16*z + 1
*
[ 13/2 ] 
f(z) = 4/13*z^3 - 158/13*z + 1
*
[ -13/2 ] 
f(z) = 4/13*z^3 - 154/13*z + 1
*
0 | 0.14751160243619174284755434408160001609 | 0.029285882572233553028934393380455142636
f(z) = 4/15*z^3 - 154/15*z + 1
*
12/5 | 0.14961963580857437965177933035031990241 | 0.029517155945271062624899580670591695114
f(z) = 5/2*z^3 - 159/10*z + 1
*
[ 4 ] 
f(z) = 5/2*z^3 - 157/4*z + 1
*
[ -4 ] 
f(z) = 5/2*z^3 - 155/4*z + 1
*
-3 | 0.13492334853096309064229268699410874008 | 0.027186696054979474627501698203386043492
f(z) = 5/4*z^3 - 143/12*z + 1
*
-4 | 0.14880119252943358222073726931558884975 | 0.029429184865189353666867127571447184455
f(z) = 5/6*z^3 - 157/12*z + 1
*
[ 4 ] 
f(z) = 5/6*z^3 - 151/12*z + 1
*
[ -4 ] 
f(z) = 5/6*z^3 - 145/12*z + 1
*
[ 8 ] 
f(z) = 5/16*z^3 - 153/8*z + 1
*
[ -8 ] 
f(z) = 5/16*z^3 - 151/8*z + 1
*
-6 | 0.16083619836300391767513842942124660583 | 0.025276675781694682635855990681610861623
f(z) = 5/16*z^3 - 145/12*z + 1
*
[ 3 ] 
f(z) = 6*z^3 - 160/3*z + 1
*
[ -3 ] 
f(z) = 6*z^3 - 158/3*z + 1
*
[ 3 ] 
f(z) = 6/5*z^3 - 152/15*z + 1
*
[ 5 ] 
f(z) = 6/5*z^3 - 146/5*z + 1
*
[ -5 ] 
f(z) = 6/5*z^3 - 144/5*z + 1
*
[ -3 ] 
f(z) = 6/5*z^3 - 142/15*z + 1
*
[ -5 ] 
f(z) = 7/15*z^3 - 157/15*z + 1
*
[ 9/2 ] 
f(z) = 8/9*z^3 - 155/9*z + 1
*
[ -9/2 ] 
f(z) = 8/9*z^3 - 151/9*z + 1
*
[ 1/9 ] 
f(z) = 9/2*z^3 - 145/18*z + 1
*
4 | 0.14433464399809600894609327659413329314 | 0.029001881850302643704560694080558221279
f(z) = 9/4*z^3 - 145/4*z + 1
*
[ 4 ] 
f(z) = 9/4*z^3 - 141/4*z + 1
*
[ 13/3 ] 
f(z) = 9/13*z^3 - 159/13*z + 1
*
[ -13/3 ] 
f(z) = 9/13*z^3 - 153/13*z + 1
*
[ 6 ] 
f(z) = 11/8*z^3 - 146/3*z + 1
*
[ -6 ] 
f(z) = 11/8*z^3 - 145/3*z + 1
*
0 | 0.069782128501787441161145998816609177149 | 0.013801174070290354689460462525510557678
f(z) = 12*z^3 - 157/12*z + 1
*
0 | 0.13419667764633873078996214692616278231 | 0.026608242322493758615919235995860764734
f(z) = 12*z^3 - 155/12*z + 1
*
0 | 0.14119087236736258272952873043183249094 | 0.028140920371105619567917030667301930535
f(z) = 12*z^3 - 151/12*z + 1
*
5/6 | 0.15085289168091032389019527238715316746 | 0.029049517647166689216055298893370433300
f(z) = 12*z^3 - 143/15*z + 1
*
[ 7/2 ] 
f(z) = 12/7*z^3 - 142/7*z + 1
*
-1 | 0.10180454641216452473738676149879307856 | 0.019845332640976159559972750035973906250
f(z) = 13*z^3 - 144/13*z + 1
*
[ 6 ] 
f(z) = 13/18*z^3 - 151/6*z + 1
*
[ -6 ] 
f(z) = 13/18*z^3 - 149/6*z + 1
*
-13/14 | 0.15471912566808974831446745829951901812 | 0.029313331683219979916842046659279403539
f(z) = 14*z^3 - 155/14*z + 1
*
0 | 0.14798113978860519485749403682899958232 | 0.029193911323829705162412907323091366551
f(z) = 15*z^3 - 159/10*z + 1
*
-13/15 | 0.099796742874295423415924685918993826685 | 0.018425940337752400155746679749229330402
f(z) = 15*z^3 - 154/15*z + 1
*
[ 4/3 ] 
f(z) = 15/2*z^3 - 157/12*z + 1
*
-13/16 | 0.12484951541952138704570258763086972680 | 0.022514972094141709362416070629793323949
f(z) = 16*z^3 - 153/16*z + 1
*
[ 3 ] 
f(z) = 16/3*z^3 - 142/3*z + 1
*
[ 13/4 ] 
f(z) = 16/13*z^3 - 160/13*z + 1
*
[ -13/4 ] 
f(z) = 16/13*z^3 - 152/13*z + 1
*
[ 2/3 ] 
f(z) = 17*z^3 - 145/18*z + 1
*
-3/2 | 0.15020456765725469337405252581384865311 | 0.029706737654718824985827561386738960394
f(z) = 17/3*z^3 - 157/12*z + 1
*
[ 3 ] 
f(z) = 17/3*z^3 - 151/3*z + 1
*
[ -3 ] 
f(z) = 17/3*z^3 - 149/3*z + 1
*
[ 3/2 ] 
f(z) = 17/3*z^3 - 149/12*z + 1
*
-2 | 0.073779997245365848509892519185589896096 | 0.014908785004666657802705050809916222623
f(z) = 17/5*z^3 - 141/10*z + 1
*
3 | 0.13353506539737690201434097597174318611 | 0.026477059201177590126845804479086960696
f(z) = 17/6*z^3 - 155/6*z + 1
*
[ 3 ] 
f(z) = 17/6*z^3 - 149/6*z + 1
*
[ -3 ] 
f(z) = 17/6*z^3 - 145/6*z + 1
*
-2 | 0.073309509977864611828176496773374281400 | 0.014771671377918060452676885943721684737
f(z) = 17/7*z^3 - 143/14*z + 1
*
-2 | 0.059148580577838700069732327559055431384 | 0.011885020103380118672533566199240438433
f(z) = 17/9*z^3 - 145/18*z + 1
*
-3 | 0.10770377245811086199588509161696510979 | 0.021523766617987524568036127943564692731
f(z) = 17/12*z^3 - 149/12*z + 1
*
[ 3 ] 
f(z) = 17/12*z^3 - 145/12*z + 1
*
[ 3 ] 
f(z) = 17/15*z^3 - 143/15*z + 1
*
-2 | 0.066968528836284542118213872068025709733 | 0.013456321415280801210435440409207199765
f(z) = 18*z^3 - 145/2*z + 1
*
[ 2 ] 
f(z) = 18*z^3 - 143/2*z + 1
*
[ -2 ] 
f(z) = 18*z^3 - 141/2*z + 1
*
-2 | 0.066338452705268811782818383438309679881 | 0.013257227126208070934152876003396737692
f(z) = 18/5*z^3 - 149/10*z + 1
*
-2 | 0.065911451577302090803043321325802252487 | 0.013136889653566558574477800438901321967
f(z) = 18/7*z^3 - 151/14*z + 1
*
-2 | 0.076533166906517402501590557640731475269 | 0.015214016771989677195536567446009390186
f(z) = 19*z^3 - 153/2*z + 1
*
[ 2 ] 
f(z) = 19*z^3 - 151/2*z + 1
*
[ -2 ] 
f(z) = 19*z^3 - 149/2*z + 1
*
-2 | 0.055924815140733019964650965498755548108 | 0.011088657776065968415141918218514317896
f(z) = 19/3*z^3 - 155/6*z + 1
*
[ -3/2 ] 
f(z) = 19/3*z^3 - 151/12*z + 1
*
[ 2 ] 
f(z) = 19/3*z^3 - 149/6*z + 1
*
[ -2 ] 
f(z) = 19/3*z^3 - 143/6*z + 1
*
-2 | 0.075946904523353997840428010086276487145 | 0.015020413849939850119815175444532545368
f(z) = 19/5*z^3 - 157/10*z + 1
*
[ 2 ] 
f(z) = 19/5*z^3 - 147/10*z + 1
*
-2 | 0.075555260848526103775409086633310310469 | 0.014905639924193503619060559784938401465
f(z) = 19/7*z^3 - 159/14*z + 1
*
[ 2 ] 
f(z) = 19/7*z^3 - 145/14*z + 1
*
-2 | 0.20517654753156730376625041466231176782 | 0.028831532286876178130000455673606351462
f(z) = 19/8*z^3 - 154/19*z + 1
*
[ 4 ] 
f(z) = 19/8*z^3 - 149/4*z + 1
*
[ -4 ] 
f(z) = 19/8*z^3 - 147/4*z + 1
*
[ 2 ] 
f(z) = 19/9*z^3 - 143/18*z + 1
*
[ -3 ] 
f(z) = 19/12*z^3 - 155/12*z + 1
*
[ -3 ] 
f(z) = 19/15*z^3 - 151/15*z + 1
*
1/5 | 0.14169750172743187675363780053822220629 | 0.028241897270251614400234889650932714675
f(z) = z^3 - 151/25*z + 1
*
1/3 | 0.10463499058064178341736843378399492463 | 0.021024831947258165634560190115352944747
f(z) = 1/4*z^3 - 145/36*z + 1
*
-5 | 0.13366315993264999450063324849850224345 | 0.027009425167814291893097227949372597257
f(z) = 1/4*z^3 - 141/20*z + 1
*
-5 | 0.11340942082551105672351545949876328562 | 0.022663996352391549933053851373974947028
f(z) = 1/6*z^3 - 149/30*z + 1
*
8 | 0.13877490608954469299215737618526799974 | 0.027516004079052276193645575873403580861
f(z) = 1/12*z^3 - 155/24*z + 1
*
-8 | 0.13995924252974815935133606448954259061 | 0.027969773049613865061266873181197966800
f(z) = 1/12*z^3 - 149/24*z + 1
*
2 | 0.072638008394393281533774487739838181085 | 0.014636365593937439778661604539103589276
f(z) = 1/15*z^3 - 143/30*z + 1
*
-26/3 | 0.18973966607745335517715022456702330385 | 0.029630275251381542002572777565112945923
f(z) = 1/16*z^3 - 151/36*z + 1
*
10 | 0.13389609581531216406784855306256734226 | 0.020997621022401782409566410711400695459
f(z) = 1/16*z^3 - 147/20*z + 1
*
-10 | 0.17832476165390358655469260317296078598 | 0.028086447925618645925714464687053538437
f(z) = 1/16*z^3 - 143/20*z + 1
*
-3/2 | 0.16506764133634840813243788675692850863 | 0.026875062855557971049321582377749223514
f(z) = 1/18*z^3 - 155/24*z + 1
*
4/3 | 0.13155573164523148278898495873958286896 | 0.026084600959752467852218408843278543450
f(z) = 2*z^3 - 155/36*z + 1
*
3/4 | 0.083496853098852685585484954184458586551 | 0.016777440269135564231040179698829609120
f(z) = 2/3*z^3 - 145/24*z + 1
*
-5/2 | 0.084190339091961436083611620501958698147 | 0.016964129519314074380104219623383038200
f(z) = 2/3*z^3 - 143/30*z + 1
*
4 | 0.14231718915506483278240853023695450782 | 0.028291212689425485433929084416580768077
f(z) = 2/5*z^3 - 153/20*z + 1
*
21/4 | 0.16423427071565518401376999759515571531 | 0.026739379764482180084042854026598666989
f(z) = 2/9*z^3 - 155/24*z + 1
*
-4 | 0.14662428607155401931894219643337279780 | 0.029072363061299659004201124161826318517
f(z) = 2/9*z^3 - 155/36*z + 1
*
0 | 0.074637114159357769787657340196966658700 | 0.014956040956668872987034855202870278730
f(z) = 2/11*z^3 - 147/22*z + 1
*
6 | 0.10851497327107283484273843282102199579 | 0.021685878831701357049404266883954295896
f(z) = 2/15*z^3 - 149/30*z + 1
*
5/3 | 0.083075603026074737557187403919110953175 | 0.016739513165400871358713402692905232170
f(z) = 3/2*z^3 - 143/30*z + 1
*
-8/3 | 0.12426278499633888458982680207193831182 | 0.025038620842303331335372109111979107705
f(z) = 3/4*z^3 - 143/24*z + 1
*
[ -4 ] 
f(z) = 3/7*z^3 - 157/28*z + 1
*
-1/2 | 0.14604673079342327850001837074077999971 | 0.029428028010978598735726329947405202536
f(z) = 3/7*z^3 - 143/28*z + 1
*
[ 14/3 ] 
f(z) = 3/8*z^3 - 155/21*z + 1
*
2/9 | 0.19058699966422201067928544560879826973 | 0.026906192878894282144477563600966916232
f(z) = 3/8*z^3 - 149/27*z + 1
*
[ -14/3 ] 
f(z) = 3/8*z^3 - 146/21*z + 1
*
5/4 | 0.10471349850457691491399739182772842586 | 0.021159543163161033239813036116270806041
f(z) = 4*z^3 - 141/20*z + 1
*
1/4 | 0.13467899212161397346766580937217154846 | 0.027214695217577476573642370435706835346
f(z) = 4/7*z^3 - 141/28*z + 1
*
0 | 0.13329231654293458350978370843003036588 | 0.026566649833817396472122035327889194647
f(z) = 4/9*z^3 - 151/36*z + 1
*
1/4 | 0.094409840371323997742706699471984072565 | 0.018970241378717021149240760387045523298
f(z) = 4/9*z^3 - 145/36*z + 1
*
0 | 0.065117603526356911167571089272223363962 | 0.013121024004925711628840890749895368554
f(z) = 4/15*z^3 - 143/30*z + 1
*
[ 4/3 ] 
f(z) = 5/2*z^3 - 151/36*z + 1
*
-3/2 | 0.078206110786905787557853553088362705766 | 0.015758323424042006444503887128278187095
f(z) = 5/2*z^3 - 143/24*z + 1
*
0 | 0.13915717259358785411761903032979898765 | 0.027487320570925588577008077240762316553
f(z) = 5/7*z^3 - 158/35*z + 1
*
[ 1/5 ] 
f(z) = 5/7*z^3 - 141/35*z + 1
*
-3 | 0.12055587127072683372179860742519303769 | 0.024028133807911790333346664512771276316
f(z) = 5/8*z^3 - 151/24*z + 1
*
[ 14/5 ] 
f(z) = 5/8*z^3 - 149/35*z + 1
*
3 | 0.076975363476071991722863166527438884946 | 0.015510331112670908609459958814393739211
f(z) = 5/8*z^3 - 143/24*z + 1
*
[ 3 ] 
f(z) = 6/7*z^3 - 148/21*z + 1
*
1/3 | 0.14814905653297013621092450855737300352 | 0.029263461834590117052971567747753204501
f(z) = 6/13*z^3 - 158/39*z + 1
*
4/3 | 0.050612356207546036902963918937917078085 | 0.010114488268471378314095833675540902708
f(z) = 6/13*z^3 - 149/39*z + 1
*
11/14 | 0.15074275870288269157152960683863849124 | 0.028559962872208443258942698459872569431
f(z) = 7*z^3 - 149/28*z + 1
*
-13/14 | 0.13109990843000845435146156496989013532 | 0.024838397210780027477328298111253511461
f(z) = 7*z^3 - 141/28*z + 1
*
[ -3/2 ] 
f(z) = 7/2*z^3 - 149/24*z + 1
*
1/7 | 0.097141656409289578676102897799519855233 | 0.019439169498420828129230001155130892614
f(z) = 7/3*z^3 - 148/21*z + 1
*
0 | 0.13895534144818780315987081377102987638 | 0.027769151176360035970166265608888635826
f(z) = 7/5*z^3 - 149/35*z + 1
*
[ -3 ] 
f(z) = 7/8*z^3 - 157/24*z + 1
*
[ -3 ] 
f(z) = 7/10*z^3 - 149/30*z + 1
*
[ -3 ] 
f(z) = 7/11*z^3 - 145/33*z + 1
*
0 | 0.14067628058404188505270964949690331193 | 0.028386035055091809849748775072081006848
f(z) = 7/11*z^3 - 142/33*z + 1
*
0 | 0.10543612158911938519450071752121698132 | 0.021070594115657282094219288327087320037
f(z) = 7/15*z^3 - 149/30*z + 1
*
5/4 | 0.067109541320473097033274409345253079024 | 0.013411323227177042799090507318197659192
f(z) = 8/3*z^3 - 149/30*z + 1
*
0 | 0.13306535558323132726793517783479532235 | 0.026737487370282994036848819966857597176
f(z) = 8/3*z^3 - 145/24*z + 1
*
0 | 0.091467652746535704985946742083329070472 | 0.018279103562294032136667499835109841986
f(z) = 8/9*z^3 - 149/36*z + 1
*
[ 13/4 ] 
f(z) = 8/13*z^3 - 151/26*z + 1
*
11/18 | 0.13942768202154485996110070181577232033 | 0.024119333722495107641918180664895819173
f(z) = 9*z^3 - 157/36*z + 1
*
0 | 0.13562543778608314848394409013236209531 | 0.027251897490525161793834765418545193258
f(z) = 9/4*z^3 - 145/36*z + 1
*
2 | 0.11921219382889542278362592073349727223 | 0.023823635694742161835479256647127893979
f(z) = 9/5*z^3 - 149/20*z + 1
*
[ 1/6 ] 
f(z) = 9/7*z^3 - 141/28*z + 1
*
0 | 0.14836337978354894860691428553421218623 | 0.029342596364008985490288426714874690478
f(z) = 9/10*z^3 - 157/30*z + 1
*
0 | 0.090945738962701725966706685357013069543 | 0.018199294722815023937515425258919733495
f(z) = 9/11*z^3 - 148/33*z + 1
*
4/5 | 0.15489290051140465586888288474725476746 | 0.029234356833615005478006472690069456764
f(z) = 10*z^3 - 153/20*z + 1
*
[ 3/4 ] 
f(z) = 10*z^3 - 143/24*z + 1
*
-6/5 | 0.092408920365829374953811049818239665576 | 0.018467208622129566147174008343263273143
f(z) = 10/3*z^3 - 149/30*z + 1
*
0 | 0.10159464256517152412569463705701858029 | 0.020330263554853168732813065281365192120
f(z) = 10/7*z^3 - 148/35*z + 1
*
[ 1/5 ] 
f(z) = 10/7*z^3 - 142/35*z + 1
*
0 | 0.11587793339380516484201651589566578293 | 0.022917780870390797210574216846088160647
f(z) = 10/9*z^3 - 157/36*z + 1
*
0 | 0.071913172023489097300731958193283672061 | 0.014410208087773845172845461749678483496
f(z) = 11/2*z^3 - 147/22*z + 1
*
0 | 0.14024804365866437435500813863096491567 | 0.028340038063141323867319117131099567881
f(z) = 11/2*z^3 - 141/22*z + 1
*
0 | 0.13884663763253476310469922700647643943 | 0.027673688163400818800337583062936804345
f(z) = 11/3*z^3 - 151/33*z + 1
*
0 | 0.13392703318029412136498327444204143385 | 0.026800349043290595264636783044680567969
f(z) = 11/3*z^3 - 148/33*z + 1
*
0 | 0.14419581868023359817828574001986536668 | 0.028973986984905466725852984707998684226
f(z) = 11/3*z^3 - 145/33*z + 1
*
-4/3 | 0.14896082588046201437768535798545315996 | 0.029768669920273445717235066872221067680
f(z) = 11/4*z^3 - 149/36*z + 1
*
2/11 | 0.15982393031658588141063117603516541985 | 0.028188234018955427073269206461664468605
f(z) = 11/4*z^3 - 145/22*z + 1
*
4/3 | 0.11071822810463599935863084771802563955 | 0.022309428634850818700970990931710980714
f(z) = 12/5*z^3 - 143/30*z + 1
*
-7/4 | 0.12392040862723323039064985620215659865 | 0.024447179051629113990694241316806116765
f(z) = 12/7*z^3 - 159/28*z + 1
*
1/6 | 0.082559375940677771720788812912105780698 | 0.016521086441359134297170314012616719785
f(z) = 12/7*z^3 - 148/21*z + 1
*
0 | 0.11690134291539922182909355270741313208 | 0.023120185888064489537832059195318767726
f(z) = 12/11*z^3 - 157/33*z + 1
*
-13/6 | 0.14418773799956289825262092891830922256 | 0.028738229217666346664707301039675610387
f(z) = 12/13*z^3 - 151/39*z + 1
*
[ 13/6 ] 
f(z) = 12/13*z^3 - 148/39*z + 1
*
[ 3/13 ] 
f(z) = 13*z^3 - 157/39*z + 1
*
[ 2/13 ] 
f(z) = 13*z^3 - 151/26*z + 1
*
[ 2/13 ] 
f(z) = 13/4*z^3 - 145/26*z + 1
*
[ -4/3 ] 
f(z) = 13/4*z^3 - 145/36*z + 1
*
[ 4/7 ] 
f(z) = 14*z^3 - 149/28*z + 1
*
0 | 0.14910575363458049510315223979736387713 | 0.029564383366052844077928622101966533351
f(z) = 14/3*z^3 - 155/21*z + 1
*
1/7 | 0.055444651126473839627914626414456172703 | 0.011080185065254807400272789972869894676
f(z) = 14/3*z^3 - 149/21*z + 1
*
0 | 0.11347963182175727818155875748139194105 | 0.022770583722929852814416159194575669400
f(z) = 14/3*z^3 - 146/21*z + 1
*
[ 5/2 ] 
f(z) = 14/15*z^3 - 157/30*z + 1
*
5/6 | 0.051975245659157646743914401503977105154 | 0.010008795981088830481621063143465530894
f(z) = 15/2*z^3 - 149/24*z + 1
*
[ 6/5 ] 
f(z) = 15/4*z^3 - 157/30*z + 1
*
0 | 0.12753401616026369422919170861873001248 | 0.025160076235885953375345922652387351207
f(z) = 15/7*z^3 - 159/35*z + 1
*
[ 1/5 ] 
f(z) = 15/7*z^3 - 143/35*z + 1
*
0 | 0.15672464699392355690167525933144358782 | 0.027608145861689563417302027568196206121
f(z) = 15/14*z^3 - 146/35*z + 1
*
[ 8/3 ] 
f(z) = 15/16*z^3 - 145/24*z + 1
*
3/8 | 0.13272296746578951539808769035112544710 | 0.020881170450668309135478883169648217263
f(z) = 16*z^3 - 145/36*z + 1
*
0 | 0.15020060706316978265823393374581756276 | 0.029781468660908589613581938193301667506
f(z) = 16/3*z^3 - 155/24*z + 1
*
0 | 0.11060992710179053872945411410647414858 | 0.022104539165492024622757125519116186305
f(z) = 16/3*z^3 - 149/24*z + 1
*
0 | 0.12081142831096602139342551967062696013 | 0.024343181645128199643575052998194780171
f(z) = 16/3*z^3 - 143/24*z + 1
*
3/8 | 0.10878060999698081696141269959242250464 | 0.021738964278600010770599675766045115113
f(z) = 16/5*z^3 - 149/20*z + 1
*
[ 1/8 ] 
f(z) = 16/5*z^3 - 141/20*z + 1
*
0 | 0.12933665129712335737102964814412079606 | 0.026135163993022071515959237995450931845
f(z) = 16/7*z^3 - 141/28*z + 1
*
0 | 0.11934506173591300515324620023009044258 | 0.023980600111000951074617465253338581323
f(z) = 16/9*z^3 - 145/36*z + 1
*
-2 | 0.061533212188998437219427837142727306912 | 0.012434067029325253341342276395917545971
f(z) = 16/13*z^3 - 141/26*z + 1
*
-2 | 0.055196154474885063093466636188147396546 | 0.011090839360041564378377059253502032954
f(z) = 16/17*z^3 - 145/34*z + 1
*
-2 | 0.056007038732849292523208459365125099743 | 0.011222882537523897629218288338062378303
f(z) = 16/19*z^3 - 147/38*z + 1
*
[ 3/2 ] 
f(z) = 17/6*z^3 - 145/24*z + 1
*
-4/3 | 0.16164609598834336146797287047156890267 | 0.028509610375268675975264844046841574383
f(z) = 17/8*z^3 - 145/36*z + 1
*
-2 | 0.071928319298804026075583460361072369640 | 0.014413243350759875439476812157319241209
f(z) = 17/11*z^3 - 147/22*z + 1
*
-2 | 0.070843370579996583761003856218150883445 | 0.014157500150595889703500983589651404872
f(z) = 17/13*z^3 - 149/26*z + 1
*
-2 | 0.063691490222602389722844146559697473347 | 0.012628618200146500424493819130687160971
f(z) = 17/19*z^3 - 155/38*z + 1
*
0 | 0.089928013411515388737676946137591045732 | 0.018120255641935299187229492011510155895
f(z) = 18/5*z^3 - 143/30*z + 1
*
4/3 | 0.070881846877367175913142345798888960562 | 0.014165189341290217574892821671798091859
f(z) = 18/7*z^3 - 149/28*z + 1
*
-2 | 0.064694346221598593976362707825323633652 | 0.012827462433132514162768247664142102448
f(z) = 18/11*z^3 - 155/22*z + 1
*
[ 13/6 ] 
f(z) = 18/13*z^3 - 155/26*z + 1
*
[ 4/3 ] 
f(z) = 19/8*z^3 - 143/36*z + 1
*
[ 2 ] 
f(z) = 19/11*z^3 - 141/22*z + 1
*
-5/3 | 0.14238372469929887048705988321982445795 | 0.028689942020579061668070347392483079089
f(z) = z^3 - 143/45*z + 1
*
-5/2 | 0.081003475035717433062962269035016057129 | 0.016187918511330312432835844256848029500
f(z) = 1/2*z^3 - 149/40*z + 1
*
-5 | 0.10215223433303424893460059360721087821 | 0.020203178062463147839361003387839769626
f(z) = 1/8*z^3 - 157/40*z + 1
*
1/2 | 0.077557831635290506336341465529578099133 | 0.015584082984830945363772183240280451845
f(z) = 1/12*z^3 - 145/48*z + 1
*
6 | 0.079074736052252010173783679263388410155 | 0.015639021340420140636474158994071636426
f(z) = 1/14*z^3 - 157/42*z + 1
*
0 | 0.13691378463203762221639018196674308100 | 0.027587763638062423405899368110139864715
f(z) = 1/14*z^3 - 143/42*z + 1
*
5/4 | 0.14093886034118332783946843043538480000 | 0.027874210583691058449011279046783059773
f(z) = 2*z^3 - 157/40*z + 1
*
2/5 | 0.11986939281221053225816791126942936153 | 0.024222107248579906281370303000685528675
f(z) = 2*z^3 - 141/50*z + 1
*
2/5 | 0.14987583812486297625960679502605045116 | 0.029911544011485545999649561097933351022
f(z) = 3*z^3 - 149/50*z + 1
*
2 | 0.074348403522900787413821913970456275131 | 0.014857953898218977608375175862398991437
f(z) = 3/7*z^3 - 149/42*z + 1
*
[ 4 ] 
f(z) = 3/11*z^3 - 159/44*z + 1
*
1/2 | 0.14253507992565756483807590169521533429 | 0.028119505565566962598901489484897202319
f(z) = 3/13*z^3 - 159/52*z + 1
*
[ 4 ] 
f(z) = 3/13*z^3 - 153/52*z + 1
*
0 | 0.13245958048257590365969793997717691991 | 0.026471023544995579739270618655466202609
f(z) = 3/14*z^3 - 149/42*z + 1
*
[ -14/3 ] 
f(z) = 3/14*z^3 - 145/42*z + 1
*
10/3 | 0.12301189404295053114335416390417787018 | 0.024517646622047115258057355902235162372
f(z) = 3/17*z^3 - 151/51*z + 1
*
4/3 | 0.14550298679615696029500496273027461550 | 0.028887106606171794724295988170128795503
f(z) = 4/5*z^3 - 154/45*z + 1
*
-5/2 | 0.14101187128325843641425655596097862564 | 0.028068317050562516649211557648026065377
f(z) = 4/9*z^3 - 152/45*z + 1
*
5/4 | 0.13321778883414668376283436870791418436 | 0.026347174160962245923130327524644410265
f(z) = 4/11*z^3 - 157/44*z + 1
*
-11/4 | 0.13841088600269577922349259740099625610 | 0.027660345962993712077765227163385331145
f(z) = 4/11*z^3 - 149/44*z + 1
*
[ 3/4 ] 
f(z) = 5*z^3 - 151/48*z + 1
*
[ 1/4 ] 
f(z) = 5/3*z^3 - 149/48*z + 1
*
8/5 | 0.13947113597014114827424990700439550005 | 0.027725446203605123458464566664428596373
f(z) = 5/4*z^3 - 153/40*z + 1
*
-3/2 | 0.12650672043255392585794557298948994907 | 0.025214204618266434099545775799193127769
f(z) = 5/4*z^3 - 151/48*z + 1
*
-8/5 | 0.085395047395507709383729917790458643981 | 0.017206875039937632964506815339939893219
f(z) = 5/4*z^3 - 143/40*z + 1
*
0 | 0.10982026654650420715257156083064077255 | 0.021831154317496424582015353429322541286
f(z) = 5/8*z^3 - 153/40*z + 1
*
0 | 0.069539018701180616576016768786967764282 | 0.013859904363103147295875666904082420021
f(z) = 5/9*z^3 - 151/45*z + 1
*
-11/5 | 0.14595844587556416522867064834743480140 | 0.029091151106337668991725845685640593612
f(z) = 5/11*z^3 - 151/55*z + 1
*
1/2 | 0.077701716407368780521473286909484060227 | 0.015528087564618183526126819925396913820
f(z) = 5/12*z^3 - 149/48*z + 1
*
3 | 0.12785713554752786029427718957346286411 | 0.025483357457832027594021339715615428218
f(z) = 5/16*z^3 - 151/48*z + 1
*
-10/3 | 0.080942429077382222872080317440210851613 | 0.016175718948304890240080430000056676186
f(z) = 6/17*z^3 - 149/51*z + 1
*
6/7 | 0.081859328317730045912501914279242049043 | 0.016189744618654082109874926265072378111
f(z) = 7/2*z^3 - 157/42*z + 1
*
2/5 | 0.15098289649179872573401289296004227989 | 0.029233137104634386515052470787593277797
f(z) = 7/2*z^3 - 153/50*z + 1
*
[ -8/7 ] 
f(z) = 7/2*z^3 - 151/56*z + 1
*
2/7 | 0.075357742943786786311482315358052799141 | 0.014941778889703972073889434964251542196
f(z) = 7/3*z^3 - 155/42*z + 1
*
[ 1/4 ] 
f(z) = 7/3*z^3 - 151/48*z + 1
*
[ 5/3 ] 
f(z) = 7/5*z^3 - 157/45*z + 1
*
-5/3 | 0.12542101393149332603807191734581982244 | 0.025098196166283892476984968357816196102
f(z) = 7/5*z^3 - 148/45*z + 1
*
0 | 0.13337070472400470061769429078480830756 | 0.026377417130893863593911721511599761920
f(z) = 7/6*z^3 - 157/42*z + 1
*
0 | 0.14662785701271660799302434421615954769 | 0.029462668609914426836027512999355897112
f(z) = 7/6*z^3 - 145/42*z + 1
*
[ 5/2 ] 
f(z) = 7/10*z^3 - 151/40*z + 1
*
1/2 | 0.077740358482783963927581918864839946836 | 0.015494523130313415523350031562905987428
f(z) = 7/12*z^3 - 151/48*z + 1
*
[ 3 ] 
f(z) = 7/16*z^3 - 157/48*z + 1
*
[ 3 ] 
f(z) = 7/17*z^3 - 155/51*z + 1
*
-3 | 0.15831961921154417166220241606314905167 | 0.026059358331425570300943095818658111191
f(z) = 7/18*z^3 - 145/42*z + 1
*
3/7 | 0.17007683796821082447932123034532777104 | 0.028058739052836379235501096554737141352
f(z) = 7/18*z^3 - 143/42*z + 1
*
[ 3 ] 
f(z) = 7/19*z^3 - 151/57*z + 1
*
[ -5/6 ] 
f(z) = 8*z^3 - 151/45*z + 1
*
[ 5/8 ] 
f(z) = 8*z^3 - 149/40*z + 1
*
2/3 | 0.14241270408660681184753178997143851727 | 0.028615696852076395905034649988564967313
f(z) = 8/3*z^3 - 145/54*z + 1
*
0 | 0.13861631381766899917618925148434754223 | 0.027555516236109265247955891153414384306
f(z) = 8/11*z^3 - 153/44*z + 1
*
[ -3 ] 
f(z) = 8/17*z^3 - 148/51*z + 1
*
[ 2/5 ] 
f(z) = 9*z^3 - 147/50*z + 1
*
0 | 0.080879927572764771523742312280227950736 | 0.016120274372439442253738970135434019508
f(z) = 9/5*z^3 - 151/45*z + 1
*
5/3 | 0.077673627928055712748091670389017728057 | 0.015522474299088196856900265761454840161
f(z) = 9/8*z^3 - 149/40*z + 1
*
-5/3 | 0.090920490097456342746788478081298253843 | 0.018372378557753888516273626173619675412
f(z) = 9/8*z^3 - 141/40*z + 1
*
-11/6 | 0.13461609923761306309181439480610730967 | 0.027201986400541678883244661062317113548
f(z) = 9/11*z^3 - 141/44*z + 1
*
[ 13/6 ] 
f(z) = 9/13*z^3 - 141/52*z + 1
*
0 | 0.11629460401973252088222128140241794211 | 0.023058655838786509590054194891083077409
f(z) = 9/16*z^3 - 155/48*z + 1
*
[ -7/4 ] 
f(z) = 10/7*z^3 - 157/56*z + 1
*
0 | 0.14684709203387794850841138894757323936 | 0.029006288489576634407414381221113104729
f(z) = 10/9*z^3 - 158/45*z + 1
*
[ 9/5 ] 
f(z) = 10/9*z^3 - 142/45*z + 1
*
[ 4/11 ] 
f(z) = 11*z^3 - 141/44*z + 1
*
[ 1/4 ] 
f(z) = 11/3*z^3 - 155/48*z + 1
*
0 | 0.13501349580741804823507148175701796898 | 0.026839312584150931652742333580257532320
f(z) = 11/4*z^3 - 153/44*z + 1
*
0 | 0.14534514468307919756648197004432169346 | 0.029046103974054792151490796038513510603
f(z) = 11/4*z^3 - 149/44*z + 1
*
0 | 0.14476477052263983331945079753088464278 | 0.029088309323984332016652866231971158909
f(z) = 11/4*z^3 - 145/44*z + 1
*
0 | 0.13725533607359757461598198786436440197 | 0.027180049466074834429310984140607565950
f(z) = 11/5*z^3 - 156/55*z + 1
*
0 | 0.14315725603009379417955782799811056680 | 0.028532842633105562850277032386624471624
f(z) = 11/5*z^3 - 151/55*z + 1
*
1/2 | 0.14795670791157350374760646005032421410 | 0.029336552934080676574271868670482119859
f(z) = 11/12*z^3 - 155/48*z + 1
*
[ 1/4 ] 
f(z) = 12/13*z^3 - 159/52*z + 1
*
[ 4/13 ] 
f(z) = 13/2*z^3 - 149/52*z + 1
*
[ 1/4 ] 
f(z) = 13/3*z^3 - 157/48*z + 1
*
2 | 0.17791064207959543822586654431000363581 | 0.027560831837144742064951525769025528266
f(z) = 13/16*z^3 - 159/52*z + 1
*
[ 3/14 ] 
f(z) = 14/9*z^3 - 157/42*z + 1
*
-3/14 | 0.16299170252716242970686846842619755083 | 0.026889855806479591175571645818354716826
f(z) = 14/9*z^3 - 143/42*z + 1
*
1/3 | 0.089222243478839013317251469114160810010 | 0.017830375872105030803610696923674165570
f(z) = 15/16*z^3 - 149/48*z + 1
*
[ 2/3 ] 
f(z) = 16/3*z^3 - 155/54*z + 1
*
5/6 | 0.11465521632515298198476094026863189971 | 0.022762814220291052540622262011881986789
f(z) = 16/5*z^3 - 154/45*z + 1
*
0 | 0.14665172349255010376403836493372167109 | 0.029152874120342311666840320337140622281
f(z) = 16/5*z^3 - 153/40*z + 1
*
0 | 0.12937544508760287319387534880953751896 | 0.026068808259433138881745608511139436557
f(z) = 16/5*z^3 - 143/40*z + 1
*
11/8 | 0.13432736118193372906057771323826051770 | 0.027143640863058495475090852335490941232
f(z) = 16/11*z^3 - 141/44*z + 1
*
[ 13/8 ] 
f(z) = 16/13*z^3 - 149/52*z + 1
*
[ 2/5 ] 
f(z) = 17/2*z^3 - 143/50*z + 1
*
10/17 | 0.15740177495287733862493312041790826388 | 0.027777960188400517879724859485512377865
f(z) = 17/3*z^3 - 151/51*z + 1
*
-14/17 | 0.15740177495287733862493312041790826388 | 0.027777960188400517879724859485512377865
f(z) = 17/3*z^3 - 145/51*z + 1
*
6/17 | 0.20957199985873136967350639716941365358 | 0.029343450942399407878718387919554857655
f(z) = 17/8*z^3 - 158/51*z + 1
*
[ -5/4 ] 
f(z) = 18/5*z^3 - 153/40*z + 1
*
0 | 0.099038312795117745473075594841504170358 | 0.019466621616432549107770496423228519161
f(z) = 18/5*z^3 - 152/45*z + 1
*
7/9 | 0.11129107017081929012150186554301727844 | 0.021874980410712142914764972838175948165
f(z) = 18/5*z^3 - 143/45*z + 1
*
0 | 0.10393224876708394165907847158037025103 | 0.020555220764217651132323303030710329035
f(z) = 18/7*z^3 - 157/42*z + 1
*
0 | 0.080844956264805719276449331446769257951 | 0.016290043772853678537682856627963709786
f(z) = 18/7*z^3 - 143/42*z + 1
*
[ 2/5 ] 
f(z) = 19/2*z^3 - 151/50*z + 1
*
10/19 | 0.16358097690344535972268272119650420841 | 0.027777953297873151317337615197344627717
f(z) = 19/3*z^3 - 157/57*z + 1
*
[ 3/2 ] 
f(z) = 19/12*z^3 - 155/48*z + 1
*
[ -8/3 ] 
f(z) = 1/2*z^3 - 157/72*z + 1
*
-1/6 | 0.088509831882410854809290101103913185612 | 0.017784723166516360421083157631434706196
f(z) = 1/2*z^3 - 145/72*z + 1
*
5/2 | 0.11507477759773952493977542858077037228 | 0.022996805033861566467566306452729073546
f(z) = 1/3*z^3 - 149/60*z + 1
*
[ -9/2 ] 
f(z) = 1/6*z^3 - 155/72*z + 1
*
6/5 | 0.19841514386578623721194859576156169762 | 0.027958705616800020415603970031591854945
f(z) = 1/8*z^3 - 151/75*z + 1
*
[ 1/3 ] 
f(z) = 1/8*z^3 - 145/72*z + 1
*
[ 6 ] 
f(z) = 1/13*z^3 - 151/78*z + 1
*
[ -15/2 ] 
f(z) = 1/15*z^3 - 157/60*z + 1
*
-6 | 0.090840130409330588682456940493898111331 | 0.018153698072538971598129157687945183485
f(z) = 1/15*z^3 - 149/60*z + 1
*
3/5 | 0.11921865675968758413705225892319291112 | 0.024022242411696057559141194489355481301
f(z) = 2/3*z^3 - 143/75*z + 1
*
5/2 | 0.095645123722612867854856541305763216507 | 0.019013279801321572176522115130753557006
f(z) = 2/7*z^3 - 153/70*z + 1
*
-5/3 | 0.059610789865136583331760904303606996562 | 0.011912755697300304976661555534062893274
f(z) = 3/4*z^3 - 149/60*z + 1
*
-10/3 | 0.18576602980778268130218232629861562359 | 0.029258460093564894464307849238122559485
f(z) = 3/16*z^3 - 143/60*z + 1
*
[ 4 ] 
f(z) = 3/17*z^3 - 141/68*z + 1
*
[ 3/5 ] 
f(z) = 4*z^3 - 158/75*z + 1
*
[ 7/3 ] 
f(z) = 4/7*z^3 - 160/63*z + 1
*
-2/3 | 0.11823194118975251772127720417648095695 | 0.023857156397015116105265233706205043774
f(z) = 4/7*z^3 - 142/63*z + 1
*
0 | 0.089541908366785738083301951623096010718 | 0.017846704046635126685182713169258283123
f(z) = 4/15*z^3 - 151/60*z + 1
*
[ 3/10 ] 
f(z) = 5/3*z^3 - 149/60*z + 1
*
[ -7/3 ] 
f(z) = 5/7*z^3 - 155/63*z + 1
*
[ 1/3 ] 
f(z) = 5/8*z^3 - 149/72*z + 1
*
[ 12/5 ] 
f(z) = 5/9*z^3 - 157/60*z + 1
*
[ 3/10 ] 
f(z) = 5/9*z^3 - 143/60*z + 1
*
4/5 | 0.096228916855696287686255408559923413138 | 0.019179499646323184834677384668673672889
f(z) = 5/12*z^3 - 151/60*z + 1
*
9/5 | 0.13691227953266366407140306372673854673 | 0.027472529420014965187033884942722011609
f(z) = 5/13*z^3 - 146/65*z + 1
*
-14/5 | 0.061666850138092007118670879340945183465 | 0.012461071360117984066849909504998242601
f(z) = 5/14*z^3 - 141/70*z + 1
*
-12/5 | 0.096792015132852362030574610681113482574 | 0.015244904114442370297484134066459094378
f(z) = 5/16*z^3 - 143/60*z + 1
*
-4/3 | 0.11233676195406956394104240040357809341 | 0.022635558902875913202365009759299041501
f(z) = 6/5*z^3 - 143/60*z + 1
*
-11/6 | 0.13321883556079242654434182824180971157 | 0.026552004252041594177696573643726883414
f(z) = 6/11*z^3 - 151/66*z + 1
*
[ 5/7 ] 
f(z) = 7/2*z^3 - 153/70*z + 1
*
-3/2 | 0.12183798540759446287148478320192491335 | 0.024348379850285796496706457899438782322
f(z) = 7/5*z^3 - 149/60*z + 1
*
[ 1/3 ] 
f(z) = 7/8*z^3 - 151/72*z + 1
*
-5/2 | 0.14712529771721151055998674187420731201 | 0.029323717731999132521462782570120332275
f(z) = 7/15*z^3 - 151/60*z + 1
*
[ -5/2 ] 
f(z) = 8/13*z^3 - 159/65*z + 1
*
2 | 0.11856980483793150032880165765620227733 | 0.023891500474340242527930872413461423704
f(z) = 8/15*z^3 - 143/60*z + 1
*
[ -3/2 ] 
f(z) = 9/5*z^3 - 143/60*z + 1
*
[ 14/9 ] 
f(z) = 9/8*z^3 - 149/63*z + 1
*
[ 4/5 ] 
f(z) = 10/3*z^3 - 143/60*z + 1
*
-8/5 | 0.11804157345992112751578347677822636486 | 0.023527006126661737557392388013438736137
f(z) = 10/7*z^3 - 151/70*z + 1
*
3/5 | 0.12544924262745769026994371261248823362 | 0.025349632111141133489315336098721188300
f(z) = 10/7*z^3 - 141/70*z + 1
*
[ 3/5 ] 
f(z) = 11/3*z^3 - 149/75*z + 1
*
0 | 0.13321640404435391911455242099806273888 | 0.026551519623613921901795781962439761624
f(z) = 11/6*z^3 - 151/66*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.026767969330606338029527280438005350212
f(z) = 11/6*z^3 - 145/66*z + 1
*
0 | 0.14522819508790523581273361077240335449 | 0.029022732501216443023538895316447393364
f(z) = 11/7*z^3 - 149/77*z + 1
*
[ 1/3 ] 
f(z) = 11/8*z^3 - 155/72*z + 1
*
[ 14/11 ] 
f(z) = 11/8*z^3 - 155/77*z + 1
*
[ -4/3 ] 
f(z) = 12/5*z^3 - 151/60*z + 1
*
[ 6/13 ] 
f(z) = 13/4*z^3 - 145/78*z + 1
*
9/13 | 0.14360105340659710287718329362141083308 | 0.027992960755512792644591347631283922640
f(z) = 13/5*z^3 - 146/65*z + 1
*
[ 1/3 ] 
f(z) = 13/8*z^3 - 157/72*z + 1
*
3/2 | 0.090022703340847068996172264834313332253 | 0.017804257705514319350002479103175452667
f(z) = 13/15*z^3 - 157/60*z + 1
*
5/7 | 0.12544859048810397090569686561336560460 | 0.023767689523136050723678989273875276175
f(z) = 14/5*z^3 - 149/70*z + 1
*
[ 9/7 ] 
f(z) = 14/9*z^3 - 148/63*z + 1
*
0 | 0.13523234874179171920697009653505382954 | 0.027248958776029528138888111349988348114
f(z) = 14/9*z^3 - 143/63*z + 1
*
-4/3 | 0.13794134179451227270750422819115099642 | 0.024388532799964798912350404589546743189
f(z) = 15/8*z^3 - 143/60*z + 1
*
[ 1/3 ] 
f(z) = 16/7*z^3 - 142/63*z + 1
*
[ 1/3 ] 
f(z) = 17/7*z^3 - 143/63*z + 1
*
[ -5/3 ] 
f(z) = 18/13*z^3 - 146/65*z + 1
*
[ 1/3 ] 
f(z) = 19/7*z^3 - 145/63*z + 1
*
[ 3/2 ] 
f(z) = 19/15*z^3 - 151/60*z + 1
*
-5/4 | 0.10239567456916083544306714329591908344 | 0.020691178565411482930266318563340685790
f(z) = z^3 - 141/80*z + 1
*
2/3 | 0.11036240649087461900069910709605821241 | 0.022237731525577674730459784554266383111
f(z) = 1/5*z^3 - 143/90*z + 1
*
5 | 0.13662516496718282603157243324447101273 | 0.027607959972521999111115114858654562200
f(z) = 1/16*z^3 - 141/80*z + 1
*
5 | 0.14098815176047667334170054355731666786 | 0.028408737783333151731756298240387448199
f(z) = 1/18*z^3 - 143/90*z + 1
*
[ 5/6 ] 
f(z) = 2*z^3 - 143/90*z + 1
*
2/3 | 0.081501992064505123144979900620668214490 | 0.016244258784705203247519568426854245219
f(z) = 2/5*z^3 - 151/90*z + 1
*
[ -5 ] 
f(z) = 2/17*z^3 - 148/85*z + 1
*
[ 2/5 ] 
f(z) = 5/9*z^3 - 143/90*z + 1
*
0 | 0.12364323405638118150330956709066164030 | 0.024579019955812610936677182393642650973
f(z) = 5/16*z^3 - 153/80*z + 1
*
[ -16/5 ] 
f(z) = 5/16*z^3 - 151/80*z + 1
*
-1 | 0.053570780659774989397351299050617698286 | 0.010779234033669912296212426431188960904
f(z) = 5/17*z^3 - 144/85*z + 1
*
-4/3 | 0.12950058450714648412362771138964506380 | 0.025879691065685464752307191515693662095
f(z) = 6/7*z^3 - 149/84*z + 1
*
[ 5/4 ] 
f(z) = 7/5*z^3 - 159/80*z + 1
*
[ -12/7 ] 
f(z) = 7/6*z^3 - 155/84*z + 1
*
[ 3/2 ] 
f(z) = 7/8*z^3 - 157/96*z + 1
*
[ 12/7 ] 
f(z) = 7/9*z^3 - 157/84*z + 1
*
-12/7 | 0.17741619801911783493717891339455539965 | 0.029269563471630564724042933663992862956
f(z) = 7/9*z^3 - 143/84*z + 1
*
0 | 0.10810742367066928901212440196731079857 | 0.021722565294017156626173909326248541717
f(z) = 7/12*z^3 - 145/84*z + 1
*
-12/7 | 0.12806895275243173936231058709483217428 | 0.020171074050561891033319863808661091010
f(z) = 7/16*z^3 - 143/84*z + 1
*
-5/4 | 0.14098815176047667334170054355731666786 | 0.028408737783333151731756298240387448199
f(z) = 8/9*z^3 - 143/90*z + 1
*
-11/8 | 0.14034754787727516715382435640401105748 | 0.028200734686885859129615689437873037618
f(z) = 8/11*z^3 - 145/88*z + 1
*
[ 5/6 ] 
f(z) = 9/4*z^3 - 141/80*z + 1
*
-5/3 | 0.13662516496718282603157243324447101273 | 0.027021068640030480105195522714794308946
f(z) = 9/16*z^3 - 157/80*z + 1
*
[ 2/5 ] 
f(z) = 10/9*z^3 - 151/90*z + 1
*
-11/5 | 0.091963970554068177423888834208682711933 | 0.018188192207109892183765768194407859851
f(z) = 10/17*z^3 - 157/85*z + 1
*
[ -3/2 ] 
f(z) = 11/7*z^3 - 157/84*z + 1
*
0 | 0.14320000541044366636953313056639038492 | 0.028773893244446369948326746778774927568
f(z) = 11/8*z^3 - 145/88*z + 1
*
[ 2/3 ] 
f(z) = 13/5*z^3 - 149/90*z + 1
*
[ 3/4 ] 
f(z) = 13/6*z^3 - 149/96*z + 1
*
[ 2/3 ] 
f(z) = 14/5*z^3 - 157/90*z + 1
*
[ 10/19 ] 
f(z) = 19/8*z^3 - 148/95*z + 1
*
4/5 | 0.12492253820960369284628861004521699855 | 0.025243200514231761438552112437615659956
f(z) = 1/4*z^3 - 141/100*z + 1
*
[ 2/5 ] 
f(z) = 1/16*z^3 - 151/100*z + 1
*
[ 4/5 ] 
f(z) = 2*z^3 - 153/100*z + 1
*
[ 4/9 ] 
f(z) = 3/4*z^3 - 151/108*z + 1
*
[ 4/9 ] 
f(z) = 3/8*z^3 - 143/108*z + 1
*
[ 2/5 ] 
f(z) = 3/16*z^3 - 153/100*z + 1
*
[ -17/6 ] 
f(z) = 6/17*z^3 - 151/102*z + 1
*
[ 3/7 ] 
f(z) = 7/15*z^3 - 149/105*z + 1
*
[ 2/5 ] 
f(z) = 7/16*z^3 - 157/100*z + 1
*
0 | 0.13377823719047834322500967543047948750 | 0.026880730236818242101194956689591476328
f(z) = 7/16*z^3 - 145/112*z + 1
*
[ 2/5 ] 
f(z) = 9/16*z^3 - 159/100*z + 1
*
[ 5/11 ] 
f(z) = 11/10*z^3 - 157/110*z + 1
*
[ 4/3 ] 
f(z) = 11/12*z^3 - 149/108*z + 1
*
[ 5/6 ] 
f(z) = 12/7*z^3 - 146/105*z + 1
*
[ 3/2 ] 
f(z) = 14/17*z^3 - 155/102*z + 1
*
[ 3/2 ] 
f(z) = 14/19*z^3 - 151/114*z + 1
*
[ 4/9 ] 
f(z) = 15/16*z^3 - 155/108*z + 1
*
[ 13/12 ] 
f(z) = 16/13*z^3 - 160/117*z + 1
*
[ -7/4 ] 
f(z) = 16/17*z^3 - 156/119*z + 1
*
[ 5/6 ] 
f(z) = 18/11*z^3 - 147/110*z + 1
*
-5/4 | 0.059733099525907196772270810897140623808 | 0.011937198337826901099397937356334895727
f(z) = 2/3*z^3 - 149/120*z + 1
*
[ 5/6 ] 
f(z) = 3/2*z^3 - 149/120*z + 1
*
[ 5/6 ] 
f(z) = 4/3*z^3 - 152/135*z + 1
*
[ 5/9 ] 
f(z) = 6/5*z^3 - 158/135*z + 1
*
-9/7 | 0.13827897156854271846388543831962943669 | 0.027708814649633433325321972629710312333
f(z) = 7/6*z^3 - 145/126*z + 1
*
[ 3/2 ] 
f(z) = 7/10*z^3 - 149/120*z + 1
*
[ 3/2 ] 
f(z) = 7/11*z^3 - 145/132*z + 1
*
[ -18/7 ] 
f(z) = 7/18*z^3 - 149/126*z + 1
*
-1 | 0.066538438805892806698348364438930495934 | 0.013388518802420511523751217061705263193
f(z) = 7/19*z^3 - 144/133*z + 1
*
[ -7/4 ] 
f(z) = 8/9*z^3 - 145/126*z + 1
*
[ 5/3 ] 
f(z) = 8/15*z^3 - 146/135*z + 1
*
[ -7/3 ] 
f(z) = 9/19*z^3 - 153/133*z + 1
*
[ 2/3 ] 
f(z) = 10/7*z^3 - 143/126*z + 1
*
[ 2/3 ] 
f(z) = 11/7*z^3 - 151/126*z + 1
*
0 | 0.13328786871097650017539309410604124034 | 0.026361034222266166024287310984275308212
f(z) = 11/12*z^3 - 157/132*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.026768308057944760834461882690538188372
f(z) = 11/12*z^3 - 145/132*z + 1
*
0 | 0.12718007430574507086188849486275295962 | 0.025217004586643380751195232508598120819
f(z) = 12/11*z^3 - 155/132*z + 1
*
[ -3/2 ] 
f(z) = 13/10*z^3 - 151/120*z + 1
*
[ 5/4 ] 
f(z) = 14/15*z^3 - 151/120*z + 1
*
0 | 0.13249391059630353509141483247850494124 | 0.026697170769451379349336901513895342776
f(z) = 16/15*z^3 - 143/120*z + 1
*
[ 5/6 ] 
f(z) = 18/13*z^3 - 151/130*z + 1
*
[ -7/2 ] 
f(z) = 2/11*z^3 - 145/154*z + 1
*
3/10 | 0.11804222559927484688003032377734899388 | 0.023589826585273806150595175789291759875
f(z) = 5/7*z^3 - 149/140*z + 1
*
-3/2 | 0.11141902431353780830142637590399019701 | 0.022514534303870524950623979574572265296
f(z) = 5/7*z^3 - 141/140*z + 1
*
[ -14/5 ] 
f(z) = 5/16*z^3 - 153/140*z + 1
*
[ 6/5 ] 
f(z) = 7/9*z^3 - 143/150*z + 1
*
[ -19/8 ] 
f(z) = 8/19*z^3 - 145/152*z + 1
*
[ 5/6 ] 
f(z) = 9/7*z^3 - 153/140*z + 1
*
[ 6/7 ] 
f(z) = 9/8*z^3 - 146/147*z + 1
*
[ 3/5 ] 
f(z) = 17/18*z^3 - 151/150*z + 1
*
[ 3/5 ] 
f(z) = 19/18*z^3 - 157/150*z + 1
*
-5/4 | 0.14946122386644107250226191697517798621 | 0.029449478837121363009021146974924078258
f(z) = 1/2*z^3 - 157/160*z + 1
*
[ -5/2 ] 
f(z) = 3/8*z^3 - 151/160*z + 1
*
[ 8/3 ] 
f(z) = 3/14*z^3 - 151/168*z + 1
*
[ 7/5 ] 
f(z) = 4/7*z^3 - 146/175*z + 1
*
[ 5/4 ] 
f(z) = 7/10*z^3 - 143/160*z + 1
*
-8/7 | 0.078352030461253848179449342895236476754 | 0.015291292205839977495760840984609875380
f(z) = 7/12*z^3 - 149/168*z + 1
*
[ 2/3 ] 
f(z) = 8/9*z^3 - 145/162*z + 1
*
[ 5/6 ] 
f(z) = 9/8*z^3 - 157/160*z + 1
*
0 | 0.14188078327562255647631745102785761891 | 0.027625847278599892734207354280034939200
f(z) = 10/17*z^3 - 151/170*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = 11/15*z^3 - 151/165*z + 1
*
[ 5/6 ] 
f(z) = 12/11*z^3 - 158/165*z + 1
*
[ 2/3 ] 
f(z) = 17/18*z^3 - 149/162*z + 1
*
[ 5/6 ] 
f(z) = 18/17*z^3 - 159/170*z + 1
*
[ 2/3 ] 
f(z) = 19/18*z^3 - 157/162*z + 1
*
[ 4/7 ] 
f(z) = 1/8*z^3 - 155/196*z + 1
*
[ 4/7 ] 
f(z) = 1/16*z^3 - 151/196*z + 1
*
[ 3/4 ] 
f(z) = 3/4*z^3 - 145/192*z + 1
*
[ 4/7 ] 
f(z) = 3/16*z^3 - 159/196*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 3/16*z^3 - 145/192*z + 1
*
[ 9/4 ] 
f(z) = 4/15*z^3 - 143/180*z + 1
*
-9/5 | 0.13216164529949390411417575569976607578 | 0.025450172049251265563510822289593978274
f(z) = 5/12*z^3 - 143/180*z + 1
*
[ 3/5 ] 
f(z) = 5/13*z^3 - 157/195*z + 1
*
[ 7/9 ] 
f(z) = 6/7*z^3 - 152/189*z + 1
*
[ 2/3 ] 
f(z) = 7/11*z^3 - 155/198*z + 1
*
-10/9 | 0.11099025735981836308871656508150149415 | 0.016869740002815378427030889727787478812
f(z) = 9/16*z^3 - 143/180*z + 1
*
[ 8/9 ] 
f(z) = 3/4*z^3 - 155/216*z + 1
*
[ 17/6 ] 
f(z) = 3/17*z^3 - 157/204*z + 1
*
[ 6/7 ] 
f(z) = 7/10*z^3 - 143/210*z + 1
*
[ 8/5 ] 
f(z) = 7/16*z^3 - 149/200*z + 1
*
[ 13/12 ] 
f(z) = 9/13*z^3 - 153/208*z + 1
*
[ 3/4 ] 
f(z) = 12/17*z^3 - 149/204*z + 1
*
[ 9/5 ] 
f(z) = 1/3*z^3 - 143/225*z + 1
*
[ 2/3 ] 
f(z) = 4/13*z^3 - 149/234*z + 1
*
[ 2/3 ] 
f(z) = 5/13*z^3 - 157/234*z + 1
*
[ 7/4 ] 
f(z) = 5/14*z^3 - 149/224*z + 1
*
[ 13/12 ] 
f(z) = 8/13*z^3 - 151/234*z + 1
*
[ -20/11 ] 
f(z) = 11/16*z^3 - 159/220*z + 1
*
[ 10/11 ] 
f(z) = 11/16*z^3 - 147/220*z + 1
*
[ 3/4 ] 
f(z) = 12/19*z^3 - 157/228*z + 1
*
[ 14/3 ] 
f(z) = 1/16*z^3 - 145/252*z + 1
*
[ 5/7 ] 
f(z) = 2/5*z^3 - 148/245*z + 1
*
[ 5/3 ] 
f(z) = 6/17*z^3 - 148/255*z + 1
*
[ 3/4 ] 
f(z) = 7/15*z^3 - 143/240*z + 1
*
[ -10/3 ] 
f(z) = 1/6*z^3 - 149/270*z + 1
*
[ 2/3 ] 
f(z) = 1/15*z^3 - 143/270*z + 1
*
[ 2/3 ] 
f(z) = 2/15*z^3 - 151/270*z + 1
*
[ 7/2 ] 
f(z) = 2/19*z^3 - 153/266*z + 1
*
[ -8/3 ] 
f(z) = 3/11*z^3 - 149/264*z + 1
*
[ 17/8 ] 
f(z) = 4/17*z^3 - 145/272*z + 1
*
[ 11/12 ] 
f(z) = 6/11*z^3 - 145/264*z + 1
*
[ 6/7 ] 
f(z) = 1/2*z^3 - 157/294*z + 1
*
[ 7/2 ] 
f(z) = 1/10*z^3 - 143/280*z + 1
*
[ 6/7 ] 
f(z) = 4/9*z^3 - 145/294*z + 1
*
[ 8/5 ] 
f(z) = 5/14*z^3 - 151/280*z + 1
*
[ -9/4 ] 
f(z) = 7/18*z^3 - 151/288*z + 1
*
[ 5 ] 
f(z) = z^3 - 121/5*z + 1
*
5 | 0.13343600000707102887402660272749976459 | 0.027545591783619824643397610856231305227
f(z) = 1/2*z^3 - 127/10*z + 1
*
-1/3 | 0.10474805316642389475869578595476338459 | 0.021623453284708163682425456936347865774
f(z) = 1/2*z^3 - 127/18*z + 1
*
-5 | 0.13195450611292048993917044937903119549 | 0.027420916649962480675286413507878016591
f(z) = 1/2*z^3 - 123/10*z + 1
*
5 | 0.10374821276310872823119904912895201079 | 0.021382433150632860275036343253453931461
f(z) = 1/3*z^3 - 128/15*z + 1
*
-5 | 0.10070580049530158654597494833943877375 | 0.020962814183694584491938937099080191957
f(z) = 1/3*z^3 - 122/15*z + 1
*
[ 8 ] 
f(z) = 1/4*z^3 - 121/8*z + 1
*
-2/3 | 0.18174920822536267802359127445183616447 | 0.025886203490768841526914896011890675947
f(z) = 1/8*z^3 - 140/9*z + 1
*
0 | 0.13415813820853525253774745698799809779 | 0.027518504239833383851163248646764658336
f(z) = 1/10*z^3 - 131/10*z + 1
*
0 | 0.075895155798028047629785317394554464179 | 0.015519373731426270487047389064389709789
f(z) = 1/11*z^3 - 133/11*z + 1
*
[ -12 ] 
f(z) = 1/12*z^3 - 131/12*z + 1
*
0 | 0.11970340844187030406944238654042867436 | 0.024710731915472138736962066406797292054
f(z) = 1/14*z^3 - 127/14*z + 1
*
0 | 0.11431840430708825733116523561248966244 | 0.023523213407268089887706955441620475813
f(z) = 1/16*z^3 - 129/16*z + 1
*
12 | 0.12042199986023805505309542071834123982 | 0.019479188926927146710758456586746215368
f(z) = 1/16*z^3 - 121/12*z + 1
*
-5/2 | 0.14446940332456309517790761877306452653 | 0.029633549935923744526897684423962204178
f(z) = 2*z^3 - 131/10*z + 1
*
[ 4 ] 
f(z) = 2*z^3 - 125/4*z + 1
*
[ -4 ] 
f(z) = 2*z^3 - 123/4*z + 1
*
[ 6 ] 
f(z) = 2/3*z^3 - 139/6*z + 1
*
[ -6 ] 
f(z) = 2/3*z^3 - 137/6*z + 1
*
-4 | 0.12132078353618413310934885966594294946 | 0.024658791439473634450474992616412587113
f(z) = 2/3*z^3 - 137/12*z + 1
*
4 | 0.11074113234851407607497258480009559168 | 0.022715210279078354435594832860458007163
f(z) = 2/3*z^3 - 131/12*z + 1
*
-4 | 0.10848261982222745858958280792516658474 | 0.022468013829366315008241198583079817886
f(z) = 2/3*z^3 - 125/12*z + 1
*
0 | 0.13258726362814342822092234835691045590 | 0.026869584361959136328813921523233467524
f(z) = 2/9*z^3 - 139/18*z + 1
*
0 | 0.11673707388834440008055534447494746998 | 0.023727139525179229159429026612332327709
f(z) = 2/15*z^3 - 137/15*z + 1
*
0 | 0.13830938835471954760294178323032706886 | 0.028790337733085259908838047299708334972
f(z) = 2/15*z^3 - 122/15*z + 1
*
5/3 | 0.13741571001274786247227917901516301424 | 0.028056391312375123479978771190609014570
f(z) = 3*z^3 - 134/15*z + 1
*
-5/3 | 0.069392388381397673412613666350504079128 | 0.014233759944681223853857293004493360244
f(z) = 3*z^3 - 131/15*z + 1
*
[ -7 ] 
f(z) = 3/7*z^3 - 139/7*z + 1
*
[ 7 ] 
f(z) = 3/14*z^3 - 135/14*z + 1
*
[ -7 ] 
f(z) = 3/14*z^3 - 131/14*z + 1
*
0 | 0.11472204667422785314371942727744437556 | 0.023606270598277629181567066520980397962
f(z) = 3/14*z^3 - 129/14*z + 1
*
0 | 0.057824370997407425164360516525864299865 | 0.011860929345817492546937491481468172879
f(z) = 3/16*z^3 - 131/16*z + 1
*
1/8 | 0.14101568475262115036838778586283264287 | 0.029016693036558334944193376276034598619
f(z) = 4*z^3 - 129/16*z + 1
*
[ 5/2 ] 
f(z) = 4*z^3 - 122/5*z + 1
*
-5/2 | 0.12342035058733253869632052982344544455 | 0.025198935781560172701911210506935329541
f(z) = 4/3*z^3 - 134/15*z + 1
*
5/2 | 0.13149438411414520815164519276287250084 | 0.026972115259491359365070414303747300992
f(z) = 4/3*z^3 - 131/15*z + 1
*
0 | 0.14291216731018336352576724244445442220 | 0.029598774041148358141574179221150325158
f(z) = 4/9*z^3 - 125/18*z + 1
*
-1/2 | 0.090023090548653262613198108388440726878 | 0.018324733294422188149817342101454029649
f(z) = 4/15*z^3 - 136/15*z + 1
*
-1/2 | 0.13531595054360842914777238846666332936 | 0.028215567226523034245438328286567454540
f(z) = 4/15*z^3 - 121/15*z + 1
*
-3/2 | 0.12154346863274941079624812407086320748 | 0.024631494720580232816690251761427792171
f(z) = 5*z^3 - 139/12*z + 1
*
[ 3 ] 
f(z) = 5*z^3 - 133/3*z + 1
*
[ -3 ] 
f(z) = 5*z^3 - 131/3*z + 1
*
[ 3/2 ] 
f(z) = 5*z^3 - 131/12*z + 1
*
[ 3 ] 
f(z) = 5/2*z^3 - 131/6*z + 1
*
[ -3 ] 
f(z) = 5/2*z^3 - 127/6*z + 1
*
3 | 0.13184999519701617014191362682983099667 | 0.026720172602748667480309653270240536182
f(z) = 5/4*z^3 - 139/12*z + 1
*
-3 | 0.14037402316479604662103279692056148130 | 0.028793505956518631858545479452748464297
f(z) = 5/4*z^3 - 131/12*z + 1
*
[ 3 ] 
f(z) = 5/4*z^3 - 127/12*z + 1
*
0 | 0.12549753887633818475627100662852629929 | 0.025662286185684261881016519453261248892
f(z) = 5/16*z^3 - 133/16*z + 1
*
[ 6 ] 
f(z) = 5/16*z^3 - 125/12*z + 1
*
[ -6 ] 
f(z) = 5/16*z^3 - 121/12*z + 1
*
4/3 | 0.12540955053713718728383746644420631458 | 0.025489844864800651978905201256874269462
f(z) = 6*z^3 - 137/12*z + 1
*
-4/3 | 0.10909358568735164897256759396551798467 | 0.022377265668442447868795423258888568114
f(z) = 6*z^3 - 131/12*z + 1
*
[ 4/3 ] 
f(z) = 6*z^3 - 125/12*z + 1
*
[ 7/2 ] 
f(z) = 6/7*z^3 - 137/14*z + 1
*
2/7 | 0.13408244144621725911265815541375516537 | 0.027252634403993888158160873316124771242
f(z) = 7/2*z^3 - 137/14*z + 1
*
-6 | 0.16113612235173469416183628474873695890 | 0.028937886699161034226376139302502413378
f(z) = 7/12*z^3 - 131/6*z + 1
*
[ 6 ] 
f(z) = 7/12*z^3 - 121/6*z + 1
*
[ 5/4 ] 
f(z) = 8*z^3 - 123/10*z + 1
*
5/2 | 0.10535083019736406979096040134220251188 | 0.021967354327868221539718085633986805983
f(z) = 8/7*z^3 - 121/14*z + 1
*
[ 5/3 ] 
f(z) = 9*z^3 - 123/5*z + 1
*
-5/3 | 0.12537190821192835828088432077200084297 | 0.025797684721205970050251676929285266620
f(z) = 9/2*z^3 - 129/10*z + 1
*
[ 5/3 ] 
f(z) = 9/2*z^3 - 121/10*z + 1
*
[ -4 ] 
f(z) = 9/4*z^3 - 139/4*z + 1
*
-2 | 0.16134102811140472232336477505759726759 | 0.028743514320970001439198642313346786542
f(z) = 9/4*z^3 - 137/18*z + 1
*
[ 8/3 ] 
f(z) = 9/4*z^3 - 123/8*z + 1
*
[ 3/2 ] 
f(z) = 10*z^3 - 133/6*z + 1
*
[ -3/2 ] 
f(z) = 10*z^3 - 125/6*z + 1
*
0 | 0.083112935657661458719439122109449325242 | 0.016995296957025904926348984269033110864
f(z) = 11*z^3 - 133/11*z + 1
*
0 | 0.14233390302646795064178913641123120942 | 0.029241478303896965164701014698924097077
f(z) = 11*z^3 - 130/11*z + 1
*
[ 6 ] 
f(z) = 11/18*z^3 - 127/6*z + 1
*
[ -6 ] 
f(z) = 11/18*z^3 - 125/6*z + 1
*
-7/8 | 0.060288898170070308396636136063624394920 | 0.011467228005721909944561063915400749344
f(z) = 12*z^3 - 131/16*z + 1
*
[ 5/6 ] 
f(z) = 12*z^3 - 128/15*z + 1
*
-1 | 0.084496146579638385411485639619550546791 | 0.017001875419917116411708414219808534459
f(z) = 12*z^3 - 121/12*z + 1
*
[ -7/2 ] 
f(z) = 12/7*z^3 - 138/7*z + 1
*
-3/2 | 0.070870812902024166431824662123146509923 | 0.014777712293355734600353739414512464488
f(z) = 13/3*z^3 - 121/12*z + 1
*
-3 | 0.12305167997921694624734561609909090279 | 0.025658268185251948565052240597112000951
f(z) = 13/6*z^3 - 121/6*z + 1
*
3 | 0.078433772573009972042992633724534261628 | 0.016354711872273905466065188133188274028
f(z) = 13/12*z^3 - 121/12*z + 1
*
11/14 | 0.15746350433127719179643595306022201657 | 0.029833286030628480397197734533233194550
f(z) = 14*z^3 - 135/14*z + 1
*
[ 2/3 ] 
f(z) = 14*z^3 - 121/18*z + 1
*
[ 3 ] 
f(z) = 14/3*z^3 - 124/3*z + 1
*
[ -3 ] 
f(z) = 14/3*z^3 - 122/3*z + 1
*
5/6 | 0.069600853046425268502958957109834535125 | 0.013402933058165857554298967241329650354
f(z) = 15*z^3 - 137/12*z + 1
*
-2 | 0.072123229612532481360063371632401767848 | 0.015038861461277219897333195936392818541
f(z) = 15*z^3 - 121/2*z + 1
*
2/3 | 0.14152621237053001135237266995535293257 | 0.026130647857437628954116748111892091357
f(z) = 15*z^3 - 121/15*z + 1
*
[ -4/3 ] 
f(z) = 15/2*z^3 - 139/12*z + 1
*
0 | 0.16316447944865738906655708039290216958 | 0.029681551075318365913466081323277941752
f(z) = 15/2*z^3 - 122/15*z + 1
*
-2 | 0.070731281163904456460792577562888140637 | 0.014601269501259811932065637253217874425
f(z) = 15/7*z^3 - 127/14*z + 1
*
2 | 0.098771887438629833044450670186371475633 | 0.014111433892887462593602181795774786256
f(z) = 15/8*z^3 - 137/15*z + 1
*
-2 | 0.19202342579125205474703437632369993429 | 0.027896341903604890968465697762670806207
f(z) = 15/8*z^3 - 122/15*z + 1
*
[ 2/3 ] 
f(z) = 16*z^3 - 137/18*z + 1
*
0 | 0.11527294739880482181935396710401301629 | 0.023499794120708036722426363040293930518
f(z) = 16*z^3 - 135/8*z + 1
*
-2 | 0.065721532472380598298944335276526247725 | 0.013523471073368110180962837467438374205
f(z) = 16*z^3 - 129/2*z + 1
*
[ 2 ] 
f(z) = 16*z^3 - 127/2*z + 1
*
[ -2 ] 
f(z) = 16*z^3 - 125/2*z + 1
*
[ 5/4 ] 
f(z) = 16*z^3 - 124/5*z + 1
*
[ -3 ] 
f(z) = 16/3*z^3 - 140/3*z + 1
*
5/4 | 0.12556432029009204068105369933874755051 | 0.025521302253617419139392985176642297686
f(z) = 16/3*z^3 - 137/15*z + 1
*
-5/4 | 0.13084594690025326129429855788594137005 | 0.026967256959059430515541917680386506914
f(z) = 16/3*z^3 - 128/15*z + 1
*
[ 5/4 ] 
f(z) = 16/3*z^3 - 122/15*z + 1
*
-2 | 0.064984109617962934077965427910359725999 | 0.013288235239268630368823847826345239699
f(z) = 16/5*z^3 - 133/10*z + 1
*
[ 2 ] 
f(z) = 16/5*z^3 - 123/10*z + 1
*
-2 | 0.064461896763809038233613664487896457440 | 0.013141342672006270758520902019842544098
f(z) = 16/7*z^3 - 135/14*z + 1
*
[ 2 ] 
f(z) = 16/7*z^3 - 121/14*z + 1
*
-2 | 0.050221262113488446673578156513979154632 | 0.010207613173832633889414477241586542014
f(z) = 16/9*z^3 - 137/18*z + 1
*
[ 3 ] 
f(z) = 16/15*z^3 - 134/15*z + 1
*
-2 | 0.074459258654469633193303889925316364349 | 0.015134054334151050744055387757077432861
f(z) = 17*z^3 - 137/2*z + 1
*
[ 2 ] 
f(z) = 17*z^3 - 135/2*z + 1
*
[ -2 ] 
f(z) = 17*z^3 - 133/2*z + 1
*
-2 | 0.053812778544119435215789013816273400118 | 0.010905474276156071776265898558368500631
f(z) = 17/3*z^3 - 139/6*z + 1
*
[ 2 ] 
f(z) = 17/3*z^3 - 133/6*z + 1
*
[ -3/2 ] 
f(z) = 17/3*z^3 - 133/12*z + 1
*
[ -2 ] 
f(z) = 17/3*z^3 - 127/6*z + 1
*
[ 2 ] 
f(z) = 17/5*z^3 - 131/10*z + 1
*
[ -2 ] 
f(z) = 17/5*z^3 - 121/10*z + 1
*
[ 2 ] 
f(z) = 17/7*z^3 - 129/14*z + 1
*
[ 4 ] 
f(z) = 17/8*z^3 - 133/4*z + 1
*
[ -4 ] 
f(z) = 17/8*z^3 - 131/4*z + 1
*
[ 2/17 ] 
f(z) = 17/8*z^3 - 128/17*z + 1
*
-2 | 0.19869958980980178468387327739271861145 | 0.028900782880845385544840083494828635867
f(z) = 17/8*z^3 - 121/17*z + 1
*
[ 2 ] 
f(z) = 17/9*z^3 - 127/18*z + 1
*
[ -3 ] 
f(z) = 17/12*z^3 - 137/12*z + 1
*
[ -3 ] 
f(z) = 17/15*z^3 - 133/15*z + 1
*
[ 4/3 ] 
f(z) = 18*z^3 - 127/4*z + 1
*
[ 5/6 ] 
f(z) = 18*z^3 - 127/10*z + 1
*
[ -4/3 ] 
f(z) = 18*z^3 - 121/4*z + 1
*
[ 2 ] 
f(z) = 18/5*z^3 - 139/10*z + 1
*
[ -2 ] 
f(z) = 18/5*z^3 - 129/10*z + 1
*
[ 2 ] 
f(z) = 18/7*z^3 - 137/14*z + 1
*
[ -2 ] 
f(z) = 18/7*z^3 - 123/14*z + 1
*
[ -2 ] 
f(z) = 19/5*z^3 - 137/10*z + 1
*
[ -2 ] 
f(z) = 19/7*z^3 - 131/14*z + 1
*
[ -2 ] 
f(z) = 19/9*z^3 - 125/18*z + 1
*
-5/2 | 0.10815295535037369691248202816983789456 | 0.021982393220796791887579213596869179438
f(z) = z^3 - 137/20*z + 1
*
1/4 | 0.14313303500778287819917841851823807219 | 0.029452378630772097212806611775837911715
f(z) = 1/2*z^3 - 129/32*z + 1
*
5 | 0.077345361040627036230667570652126642593 | 0.015915297670998519650521552232571196666
f(z) = 1/4*z^3 - 129/20*z + 1
*
-5 | 0.067771039389401825007281357248756454709 | 0.014131359312934518968699285846711258768
f(z) = 1/4*z^3 - 121/20*z + 1
*
7/3 | 0.092371647473278180063333779604321034068 | 0.019260984522789320274800936127165821921
f(z) = 1/4*z^3 - 121/36*z + 1
*
5 | 0.074988377951392991060436618719227551072 | 0.015381608780125053556280869741758405473
f(z) = 1/6*z^3 - 131/30*z + 1
*
1/2 | 0.12983827337690589405281442903874009745 | 0.027073382822383060127616771592375807458
f(z) = 1/6*z^3 - 121/24*z + 1
*
5/2 | 0.086027827543806752029140683448050742257 | 0.017591346811487976168939973102826498124
f(z) = 1/9*z^3 - 133/36*z + 1
*
-6 | 0.096860822126474951556333753372799754774 | 0.019806524971295010590114476188746208867
f(z) = 1/10*z^3 - 133/30*z + 1
*
8 | 0.12203493593388266084752943964185387176 | 0.025031794170282341369210379480635555017
f(z) = 1/12*z^3 - 131/24*z + 1
*
-8 | 0.12101912629779664824808592202119930622 | 0.025064470306234292394119638466454980380
f(z) = 1/12*z^3 - 125/24*z + 1
*
0 | 0.12976433239631868249626306946175826602 | 0.026374966560358547639496219335983081689
f(z) = 1/15*z^3 - 137/30*z + 1
*
-4/3 | 0.11929167579267601154921563353866359986 | 0.024246369567499286352300132939758740770
f(z) = 2*z^3 - 137/36*z + 1
*
5/2 | 0.064710864136939645909477218948916747561 | 0.013152665653078237448522789486839095046
f(z) = 2/3*z^3 - 137/30*z + 1
*
0 | 0.12280066353509162353703630341808103494 | 0.024959581223258903681668728051750142396
f(z) = 2/5*z^3 - 137/30*z + 1
*
4 | 0.074161868119485762495041023628316353903 | 0.015164943478473645528430813372627243927
f(z) = 2/5*z^3 - 133/20*z + 1
*
-4 | 0.067077938064551990330726539408830724455 | 0.013939187094871969672671820587995629585
f(z) = 2/5*z^3 - 123/20*z + 1
*
0 | 0.12968847384541743556969976968198596225 | 0.026859993136626123402878659825813806001
f(z) = 2/7*z^3 - 125/21*z + 1
*
4 | 0.13292918133844446617848013231325325179 | 0.027018231034314425902214703521886676291
f(z) = 2/9*z^3 - 137/36*z + 1
*
-1 | 0.063960877709202951260870397032060415184 | 0.013336878894331338575440351935313882238
f(z) = 2/13*z^3 - 121/26*z + 1
*
1/5 | 0.13623323740443559645812145332738634186 | 0.028077573715375438846899142526735296226
f(z) = 3*z^3 - 128/25*z + 1
*
-5/3 | 0.074007215228811857955625108783096677653 | 0.015042175232895858811632887654764471333
f(z) = 3/2*z^3 - 137/30*z + 1
*
1/4 | 0.14239683783594169461066626011279510653 | 0.029208425504804203125831400350371082990
f(z) = 3/2*z^3 - 131/32*z + 1
*
8/3 | 0.13952000284681251745449725200115905657 | 0.028357834095328060341165141971821478300
f(z) = 3/4*z^3 - 137/24*z + 1
*
[ 7/2 ] 
f(z) = 3/7*z^3 - 127/28*z + 1
*
0 | 0.092996728204339471862760351903332147785 | 0.018901847305167424234244957764222939107
f(z) = 3/8*z^3 - 137/24*z + 1
*
0 | 0.13863524047712545851437349158025868539 | 0.028618886513418422278289501767989492029
f(z) = 3/11*z^3 - 127/22*z + 1
*
[ -13/3 ] 
f(z) = 3/13*z^3 - 121/39*z + 1
*
-5/4 | 0.10783947543965465605034280459102788309 | 0.022190049011535700030143420295259424670
f(z) = 4*z^3 - 129/20*z + 1
*
1/5 | 0.13330250343521176141556203889554284159 | 0.027429557428095995157809571806111861070
f(z) = 4*z^3 - 129/25*z + 1
*
[ 5/4 ] 
f(z) = 4*z^3 - 121/20*z + 1
*
[ 1/6 ] 
f(z) = 4/3*z^3 - 136/27*z + 1
*
5/2 | 0.061143072782289843077321302197580478772 | 0.012391001272043894967263051587642432187
f(z) = 4/7*z^3 - 139/35*z + 1
*
0 | 0.058650244292979911256800093039599551509 | 0.011993058727548665382061511398576337558
f(z) = 4/9*z^3 - 133/36*z + 1
*
0 | 0.10746145269932824054204683532558601716 | 0.022112263552165469846110260565563881268
f(z) = 4/11*z^3 - 129/22*z + 1
*
6/5 | 0.089368257767610651646115527782133151083 | 0.018274412608268534206169314558737250846
f(z) = 5/2*z^3 - 133/30*z + 1
*
[ 3/2 ] 
f(z) = 5/2*z^3 - 127/24*z + 1
*
4/5 | 0.13413609857180747668577054517166597627 | 0.027263540366110232353978738514259295278
f(z) = 5/3*z^3 - 137/30*z + 1
*
0 | 0.090196465909200780420578977418075205375 | 0.018443768235009090617132868498139369758
f(z) = 5/6*z^3 - 133/30*z + 1
*
0 | 0.093106612945240002027151928137647555292 | 0.019220276030525248622486861171943101379
f(z) = 5/6*z^3 - 127/30*z + 1
*
[ 3 ] 
f(z) = 5/7*z^3 - 121/21*z + 1
*
-3 | 0.069694611922461788601626684204212874133 | 0.014387266775324522141186655038021012444
f(z) = 5/8*z^3 - 127/24*z + 1
*
[ -14/5 ] 
f(z) = 5/8*z^3 - 124/35*z + 1
*
[ 4 ] 
f(z) = 5/14*z^3 - 139/28*z + 1
*
[ -4 ] 
f(z) = 5/14*z^3 - 125/28*z + 1
*
[ 4 ] 
f(z) = 5/18*z^3 - 133/36*z + 1
*
3 | 0.085716864339026811121084561892639244372 | 0.014423651031833683704755133258228596478
f(z) = 5/18*z^3 - 127/30*z + 1
*
[ 5/6 ] 
f(z) = 6*z^3 - 131/30*z + 1
*
1/12 | 0.061558941787981347973048732760559579300 | 0.012386570294951169713506907917542778392
f(z) = 6*z^3 - 121/24*z + 1
*
[ 3 ] 
f(z) = 6/11*z^3 - 140/33*z + 1
*
0 | 0.10958494521486675433819776337250416721 | 0.022208030014932160727222348446946891881
f(z) = 6/11*z^3 - 139/33*z + 1
*
[ 3 ] 
f(z) = 6/13*z^3 - 136/39*z + 1
*
[ 5/7 ] 
f(z) = 7*z^3 - 139/35*z + 1
*
1/4 | 0.14440770098495850849546262698863433363 | 0.029439268442150350473127560677731556044
f(z) = 7/2*z^3 - 135/32*z + 1
*
[ 1/7 ] 
f(z) = 7/3*z^3 - 127/21*z + 1
*
4/3 | 0.11391263844165577258197068265259438040 | 0.023085062356258827807616375724300202899
f(z) = 7/4*z^3 - 139/36*z + 1
*
0 | 0.10816568158023149692650137991083986990 | 0.022257172207543033873703423214436933278
f(z) = 7/4*z^3 - 129/28*z + 1
*
0 | 0.11362890183810355427323456063568865626 | 0.023533868762552875361939120177636603138
f(z) = 7/4*z^3 - 125/28*z + 1
*
1/2 | 0.097557076014789242495531149168431559495 | 0.020138998406461148304710985597002748466
f(z) = 7/5*z^3 - 127/20*z + 1
*
0 | 0.13636417650818284021683233194529506467 | 0.027971006600947879017293662518422400149
f(z) = 7/10*z^3 - 131/30*z + 1
*
[ -3 ] 
f(z) = 7/13*z^3 - 137/39*z + 1
*
2/7 | 0.11187726113661919528722693269607340984 | 0.017956439173749732920524630403695284615
f(z) = 7/16*z^3 - 127/28*z + 1
*
4/7 | 0.17759730540138565735724404480826969877 | 0.028651756910748447740086245614176683257
f(z) = 7/16*z^3 - 123/28*z + 1
*
-13/16 | 0.14624587691943007432777653669790284728 | 0.026373525172764935114768908461649216309
f(z) = 8*z^3 - 137/32*z + 1
*
[ 1/6 ] 
f(z) = 8/3*z^3 - 137/27*z + 1
*
-5/4 | 0.072067285658054500438488164733854403485 | 0.014782434613484257299609185989772231274
f(z) = 8/3*z^3 - 131/30*z + 1
*
0 | 0.11769567464134880082567544866938912932 | 0.024296269434009787890266729450566400967
f(z) = 8/3*z^3 - 127/24*z + 1
*
-2 | 0.13100799199860070177295974144829214207 | 0.027224225491764627937839807490862804591
f(z) = 8/5*z^3 - 123/20*z + 1
*
[ -13/4 ] 
f(z) = 8/13*z^3 - 135/26*z + 1
*
[ 5/6 ] 
f(z) = 9*z^3 - 129/20*z + 1
*
5/3 | 0.13572038805836181820127406811601715920 | 0.027585551672747092115678798303287149110
f(z) = 9/4*z^3 - 137/20*z + 1
*
-5/3 | 0.084663766957527283377040924460910390866 | 0.017312417730861073516792383772964830815
f(z) = 9/4*z^3 - 133/20*z + 1
*
0 | 0.070808339502740509237211426711017199895 | 0.014479199264958837573685278724838327038
f(z) = 9/4*z^3 - 133/36*z + 1
*
0 | 0.12831423600183741627360003216625004779 | 0.026003630324261955348996807488495184098
f(z) = 9/5*z^3 - 139/30*z + 1
*
1/2 | 0.089672750155979337233287052876535192514 | 0.018451895401455870929152384827865126338
f(z) = 9/5*z^3 - 129/20*z + 1
*
1/6 | 0.13065382479103738757211791931248045208 | 0.027243438500665401440503204215585578203
f(z) = 9/5*z^3 - 121/20*z + 1
*
4/9 | 0.15608310220660660860465993843060258633 | 0.028268442814051027107102630736787971760
f(z) = 9/8*z^3 - 125/36*z + 1
*
0 | 0.093553653074888327312494714172557936604 | 0.019015043855915253518914866219428367050
f(z) = 9/10*z^3 - 137/30*z + 1
*
0 | 0.055394125149217703781428880809962960323 | 0.011435174604231549388626269392079562800
f(z) = 9/10*z^3 - 127/30*z + 1
*
-10/3 | 0.12801781923453442996854388828013428239 | 0.020253521925646346801773217152313614784
f(z) = 9/16*z^3 - 139/20*z + 1
*
[ 2/9 ] 
f(z) = 9/16*z^3 - 127/36*z + 1
*
4/9 | 0.063987600383526495491473289182369720979 | 0.010350488766986372907401573448787378946
f(z) = 9/16*z^3 - 121/36*z + 1
*
[ 4/5 ] 
f(z) = 10*z^3 - 133/20*z + 1
*
0 | 0.11534656470900765841841192923399728254 | 0.023586570546334467675581938125199364635
f(z) = 10/3*z^3 - 133/30*z + 1
*
0 | 0.095688777907664440462357355191115923077 | 0.019753320051397730073770592449194754419
f(z) = 10/3*z^3 - 127/30*z + 1
*
3/2 | 0.13826807155565344421035386494569946527 | 0.022973486764751668269315256749870203679
f(z) = 10/9*z^3 - 137/30*z + 1
*
0 | 0.13588861807412413797421160096999184485 | 0.028051893052187494442285930736791673396
f(z) = 11/2*z^3 - 127/22*z + 1
*
0 | 0.13468140223363032378701148549377796362 | 0.027987581582004303481386535193450424806
f(z) = 11/2*z^3 - 123/22*z + 1
*
0 | 0.14455612326796675227913388590973528690 | 0.029841152021576125473440700780435164470
f(z) = 11/3*z^3 - 127/33*z + 1
*
0 | 0.13684027906969271412155458035909097963 | 0.028388441050023321771063673965371010902
f(z) = 11/3*z^3 - 124/33*z + 1
*
2/11 | 0.14924540777036995353197253393783872903 | 0.027109249787459766011600686607559303978
f(z) = 11/4*z^3 - 123/22*z + 1
*
3/11 | 0.17535690536933759017793341888582193569 | 0.029626634585233968781086266750187252126
f(z) = 11/9*z^3 - 124/33*z + 1
*
0 | 0.10846099949130905127818717671220103675 | 0.022389927877579339583204463162845341112
f(z) = 11/15*z^3 - 127/30*z + 1
*
[ 7/4 ] 
f(z) = 12/7*z^3 - 135/28*z + 1
*
-7/4 | 0.12229226279253407423382355022063326062 | 0.025084577030460490517834010019124559027
f(z) = 12/7*z^3 - 131/28*z + 1
*
1/6 | 0.061572453579461942546966530503227174437 | 0.012710585384198140157142748075761952744
f(z) = 12/7*z^3 - 127/21*z + 1
*
0 | 0.10060303513246292772252566827606364065 | 0.020836060083509060369013276682367364793
f(z) = 12/7*z^3 - 125/28*z + 1
*
11/6 | 0.13700193674294309173580717213330065655 | 0.027764243686260959308107890274038443919
f(z) = 12/11*z^3 - 139/33*z + 1
*
-11/6 | 0.13426349003807250865119649834756737096 | 0.027330128649563404567566793136196047927
f(z) = 12/11*z^3 - 136/33*z + 1
*
-1 | 0.088183688072114580317767519745615700059 | 0.017190142139762881900596560910287379520
f(z) = 13/2*z^3 - 121/26*z + 1
*
1/3 | 0.083442128738667764160919048091195106593 | 0.017399035246708224396712579292494453843
f(z) = 13/4*z^3 - 121/36*z + 1
*
3/2 | 0.12789820966909363748700680988629096754 | 0.026153185859677147789291176900910059160
f(z) = 13/6*z^3 - 133/24*z + 1
*
-3/2 | 0.080507072124005076800870167810083503612 | 0.016673952129918214205261058162292247637
f(z) = 13/6*z^3 - 125/24*z + 1
*
[ 3/13 ] 
f(z) = 13/9*z^3 - 133/39*z + 1
*
0 | 0.10311237994651073273473682640746682120 | 0.021150401329561998704747688777759938903
f(z) = 13/15*z^3 - 131/30*z + 1
*
-2 | 0.064038980266895070562170703861060009722 | 0.013353164542536685914242748491601789636
f(z) = 13/17*z^3 - 121/34*z + 1
*
-2 | 0.066800494714267538558890750515423182169 | 0.013881532747117252307099484313240683404
f(z) = 13/19*z^3 - 123/38*z + 1
*
[ -3/4 ] 
f(z) = 14*z^3 - 133/24*z + 1
*
0 | 0.11342079666635200399837752962881032989 | 0.023157310426422841486736851741581570165
f(z) = 14/3*z^3 - 134/21*z + 1
*
[ 1/7 ] 
f(z) = 14/3*z^3 - 128/21*z + 1
*
[ -3/2 ] 
f(z) = 14/5*z^3 - 139/30*z + 1
*
0 | 0.13960567299961550400550768502965008129 | 0.029010873792430038157249410188129666370
f(z) = 14/5*z^3 - 123/35*z + 1
*
-2 | 0.058448262233411055662583830713514540129 | 0.012145890081737675592566821464836821471
f(z) = 14/11*z^3 - 123/22*z + 1
*
-2 | 0.055998690113274197665318311459264078611 | 0.011597980818985068167268075102780278640
f(z) = 14/13*z^3 - 125/26*z + 1
*
-2 | 0.052469171798579326535061640609167939796 | 0.010796542630223411012291673811184072518
f(z) = 14/17*z^3 - 129/34*z + 1
*
-2 | 0.057954792664685077573053828016036473474 | 0.011887681425503985102585615977618985386
f(z) = 14/19*z^3 - 131/38*z + 1
*
-7/10 | 0.089977180064052685238559540830502228680 | 0.015775002020825858058478940485408690485
f(z) = 15*z^3 - 127/20*z + 1
*
1/10 | 0.12526165800281469709556727667580845972 | 0.021961156225608852542995495032571964878
f(z) = 15*z^3 - 123/20*z + 1
*
3/5 | 0.13961680485044208546750357707535017194 | 0.025778104998499716113868007745590526040
f(z) = 15/2*z^3 - 131/30*z + 1
*
[ 1/6 ] 
f(z) = 15/2*z^3 - 125/24*z + 1
*
4/5 | 0.13413219075078438561816659729696807557 | 0.026769497853660324200152106697931713069
f(z) = 15/2*z^3 - 121/20*z + 1
*
-6/5 | 0.10684939798119881612940318300709401735 | 0.019035624335670855454289791715166419377
f(z) = 15/4*z^3 - 137/30*z + 1
*
0 | 0.11184227897287223770043084556036160652 | 0.023087935493968721580918424379790793527
f(z) = 15/4*z^3 - 127/20*z + 1
*
0 | 0.11427175463910608722450390003808859513 | 0.023746337671276215191327875384059977798
f(z) = 15/4*z^3 - 123/20*z + 1
*
[ 7/5 ] 
f(z) = 15/7*z^3 - 137/35*z + 1
*
-2 | 0.068855304688911670495653613906163692658 | 0.014123593390000449808730013796404005865
f(z) = 15/11*z^3 - 131/22*z + 1
*
-2 | 0.067125724920079113301159887376674969726 | 0.013726162112374093298512363035981804361
f(z) = 15/13*z^3 - 133/26*z + 1
*
[ -8/3 ] 
f(z) = 15/16*z^3 - 127/24*z + 1
*
-2 | 0.061075856514013687469282746837230531931 | 0.012413840101165326608815846067157219057
f(z) = 15/17*z^3 - 137/34*z + 1
*
-2 | 0.065429753548778968788934151466892903842 | 0.013259722198444539314781764067988014968
f(z) = 15/19*z^3 - 139/38*z + 1
*
[ 5/8 ] 
f(z) = 16*z^3 - 137/20*z + 1
*
[ 1/6 ] 
f(z) = 16/3*z^3 - 139/27*z + 1
*
0 | 0.12398965158337275967668996617015215539 | 0.025201246397617482559208448180310069150
f(z) = 16/3*z^3 - 137/24*z + 1
*
0 | 0.12095132974953300101608982233768898437 | 0.024809524975311963748732170078552086913
f(z) = 16/3*z^3 - 131/24*z + 1
*
-2 | 0.062869070083697989260188064992625331804 | 0.012740784719032960735531689352140970691
f(z) = 16/11*z^3 - 139/22*z + 1
*
-13/17 | 0.16164460009972530461951050007682519684 | 0.028526725747434214966721906984830537905
f(z) = 17/2*z^3 - 135/34*z + 1
*
1/3 | 0.12836132125278569099714608574988074089 | 0.025516927802034184693360001959613080870
f(z) = 17/4*z^3 - 125/36*z + 1
*
[ 4/3 ] 
f(z) = 17/8*z^3 - 127/36*z + 1
*
[ 2 ] 
f(z) = 17/11*z^3 - 125/22*z + 1
*
[ 2 ] 
f(z) = 17/13*z^3 - 123/26*z + 1
*
[ 4/3 ] 
f(z) = 18/5*z^3 - 123/20*z + 1
*
-4/3 | 0.13027040813152720907682846202918917496 | 0.026557209130086320011779173605135526038
f(z) = 18/7*z^3 - 135/28*z + 1
*
[ 4/3 ] 
f(z) = 18/7*z^3 - 121/28*z + 1
*
-11/6 | 0.13834583035952391652702449581088062231 | 0.028377483245884967014091118804979491247
f(z) = 18/11*z^3 - 131/22*z + 1
*
[ 2 ] 
f(z) = 18/17*z^3 - 127/34*z + 1
*
[ 2 ] 
f(z) = 18/19*z^3 - 125/38*z + 1
*
-13/19 | 0.16357994328702447000050152399376964096 | 0.027777777777777777777777777777777777778
f(z) = 19/2*z^3 - 131/38*z + 1
*
1/3 | 0.14377453636744200477286136506733052247 | 0.027962649595306640814953106202531314627
f(z) = 19/4*z^3 - 127/36*z + 1
*
[ -3/2 ] 
f(z) = 19/6*z^3 - 131/24*z + 1
*
0 | 0.13197582321571666560445512442127808072 | 0.027519096582916944293983740330390753873
f(z) = 19/8*z^3 - 121/24*z + 1
*
0 | 0.13918729317667052906314608548893306422 | 0.028290209916462775995788316421696221308
f(z) = 19/10*z^3 - 137/30*z + 1
*
[ 2 ] 
f(z) = 19/13*z^3 - 139/26*z + 1
*
[ 2 ] 
f(z) = 19/17*z^3 - 135/34*z + 1
*
2/5 | 0.12654323498831491336035059167714400753 | 0.026038707764674745016077081250528932418
f(z) = 1/2*z^3 - 129/50*z + 1
*
2/3 | 0.14529549526840740117924993317241387249 | 0.029444981823264843815798837811592837778
f(z) = 1/6*z^3 - 139/54*z + 1
*
5 | 0.070969898545400852483656909180117824180 | 0.014512235565317844850364814610932876763
f(z) = 1/8*z^3 - 133/40*z + 1
*
[ 2/7 ] 
f(z) = 1/8*z^3 - 123/49*z + 1
*
10/3 | 0.19092089326764520768851003321891946063 | 0.027769374305336790443176669955064545686
f(z) = 1/8*z^3 - 121/45*z + 1
*
5 | 0.14098829925066829993426185582401460838 | 0.028785812727496998997550703797100962306
f(z) = 1/9*z^3 - 134/45*z + 1
*
-21/4 | 0.14338424643946431043446210480008512061 | 0.024002145323576529351626044955467251628
f(z) = 1/9*z^3 - 131/48*z + 1
*
2/3 | 0.16808482188512330478891075743285246424 | 0.029944946685580341999598252413788178996
f(z) = 1/12*z^3 - 137/54*z + 1
*
[ 13/2 ] 
f(z) = 1/13*z^3 - 125/52*z + 1
*
7/2 | 0.065986914576432657747384133534633333006 | 0.013759340394258584950074651571186235073
f(z) = 1/14*z^3 - 121/56*z + 1
*
-5/4 | 0.084722066251421879799744997987373958699 | 0.017324339025714677439421207621020844146
f(z) = 2*z^3 - 133/40*z + 1
*
-7/5 | 0.11921788674603203732853876643596943192 | 0.024858860205121350653193519523207795005
f(z) = 2*z^3 - 121/50*z + 1
*
1/4 | 0.12836162260900335442907603450980430228 | 0.025828258502176433873001341815236756050
f(z) = 3*z^3 - 121/48*z + 1
*
2/5 | 0.12444579475981219281921506765782248293 | 0.025293958784782409566472297925748445096
f(z) = 3/2*z^3 - 137/50*z + 1
*
-1/2 | 0.10290196832651817119065284905753991490 | 0.021456726966734962065142958637628929229
f(z) = 3/4*z^3 - 121/48*z + 1
*
[ 2/7 ] 
f(z) = 3/8*z^3 - 124/49*z + 1
*
[ -4 ] 
f(z) = 3/11*z^3 - 137/44*z + 1
*
1/2 | 0.14104899472844464482429047891121758661 | 0.028754555269449535617310307694856118115
f(z) = 3/11*z^3 - 135/44*z + 1
*
[ -4 ] 
f(z) = 3/13*z^3 - 127/52*z + 1
*
7/2 | 0.11347803904091644197976520891096232240 | 0.022996988246104678566519029071697601665
f(z) = 3/14*z^3 - 139/56*z + 1
*
-7/2 | 0.12589095297539892390405772275043243173 | 0.025822740010190278789837371890589167332
f(z) = 3/14*z^3 - 131/56*z + 1
*
0 | 0.11116544029421514117634399515208144156 | 0.022594689282358125408345589986644950074
f(z) = 3/16*z^3 - 137/48*z + 1
*
[ 5/6 ] 
f(z) = 4*z^3 - 134/45*z + 1
*
-1/6 | 0.12295273847075655202678818343598301807 | 0.025027758173640732012217630499189767429
f(z) = 4/5*z^3 - 136/45*z + 1
*
-13/4 | 0.072911669612766102565662846083925478495 | 0.015100855822493354449586160347532152702
f(z) = 4/11*z^3 - 125/44*z + 1
*
9/10 | 0.10362876723830300550711009648311666578 | 0.021608276310868046717182283481890858704
f(z) = 5/2*z^3 - 121/40*z + 1
*
0 | 0.13079538212218011274690327067851299751 | 0.026584530325219665525966776241719419221
f(z) = 5/8*z^3 - 137/40*z + 1
*
0 | 0.072978400906902949617893909863453223864 | 0.015016711517795414846405842919556129990
f(z) = 5/8*z^3 - 129/40*z + 1
*
22/15 | 0.10438606379121882515667258050922806422 | 0.015059725656951038555689109900957456746
f(z) = 5/8*z^3 - 128/45*z + 1
*
[ 2/7 ] 
f(z) = 5/8*z^3 - 125/49*z + 1
*
1/2 | 0.13361557621462419790441506359610493604 | 0.027157742728877387772984456518969333419
f(z) = 5/11*z^3 - 137/44*z + 1
*
3/2 | 0.14434261497068867748779084712613652454 | 0.029895036408992031162461002852008668550
f(z) = 5/12*z^3 - 125/48*z + 1
*
[ 2/5 ] 
f(z) = 6*z^3 - 123/50*z + 1
*
[ 1/4 ] 
f(z) = 6/5*z^3 - 123/40*z + 1
*
0 | 0.071161103976577796487315473959788325314 | 0.014689999107487214645439303526788119516
f(z) = 6/7*z^3 - 127/42*z + 1
*
[ 7/4 ] 
f(z) = 6/7*z^3 - 123/56*z + 1
*
-5/3 | 0.11921019601191592686645075329332228022 | 0.024857256562501225861516255387594351124
f(z) = 6/7*z^3 - 121/42*z + 1
*
[ 3 ] 
f(z) = 6/17*z^3 - 128/51*z + 1
*
[ 3 ] 
f(z) = 6/19*z^3 - 124/57*z + 1
*
[ 2/5 ] 
f(z) = 7*z^3 - 131/50*z + 1
*
[ -6/7 ] 
f(z) = 7*z^3 - 125/42*z + 1
*
3/7 | 0.11133235376720864523682184758760293678 | 0.022309158941884901620927151088294573778
f(z) = 7/2*z^3 - 125/42*z + 1
*
0 | 0.11776154824238995854249344711893918886 | 0.023935366827172909194907675514636654363
f(z) = 7/3*z^3 - 137/42*z + 1
*
3/4 | 0.10369405268359090373195374750950744699 | 0.021405872818879472415416162133865507245
f(z) = 7/3*z^3 - 127/48*z + 1
*
6/7 | 0.12409996318669906858602080542957554541 | 0.025876852211705023001580427454554660520
f(z) = 7/3*z^3 - 121/42*z + 1
*
-8/7 | 0.11305172652620342891868047170726368774 | 0.023046971195809931861293845493078604672
f(z) = 7/4*z^3 - 135/56*z + 1
*
[ 8/7 ] 
f(z) = 7/4*z^3 - 121/56*z + 1
*
12/7 | 0.13505119602988476226593043437311242530 | 0.027449536505500398291050629852129623785
f(z) = 7/6*z^3 - 137/42*z + 1
*
0 | 0.049653447193497647062880544384969822874 | 0.010250109318093549036355403126985880878
f(z) = 7/6*z^3 - 127/42*z + 1
*
1/2 | 0.070794478963222595372274346104538566080 | 0.014614315611616449813397250334859631495
f(z) = 7/10*z^3 - 127/40*z + 1
*
[ -3 ] 
f(z) = 7/16*z^3 - 125/48*z + 1
*
[ -3 ] 
f(z) = 7/17*z^3 - 121/51*z + 1
*
3 | 0.16420135557500314358842824216411459812 | 0.027486874581465443530768430996126160724
f(z) = 7/18*z^3 - 131/42*z + 1
*
[ 2/5 ] 
f(z) = 8*z^3 - 139/50*z + 1
*
0 | 0.13905324291550428745064601444272778107 | 0.028179952878438156274979307761850844976
f(z) = 8/5*z^3 - 139/40*z + 1
*
0 | 0.071660020030974825278094577903017240797 | 0.014745429261150100701001592899576435624
f(z) = 8/5*z^3 - 129/40*z + 1
*
[ -5/3 ] 
f(z) = 8/5*z^3 - 128/45*z + 1
*
0 | 0.12588834250874186406207963966123791053 | 0.025987506316725319897556938767638534694
f(z) = 8/7*z^3 - 127/56*z + 1
*
[ -3 ] 
f(z) = 8/19*z^3 - 140/57*z + 1
*
[ 5/6 ] 
f(z) = 9/2*z^3 - 133/40*z + 1
*
10/9 | 0.093670050030957230044776820065822151783 | 0.019067093498248627244881288968510295004
f(z) = 9/5*z^3 - 136/45*z + 1
*
[ 2/7 ] 
f(z) = 9/8*z^3 - 127/49*z + 1
*
1/2 | 0.10911058047126660204146030939656750916 | 0.022451603352701447850930117362838107228
f(z) = 9/10*z^3 - 129/40*z + 1
*
-1/6 | 0.11200289711138513934526697262405490444 | 0.023354418014402378060247913818009440810
f(z) = 9/10*z^3 - 121/40*z + 1
*
7/6 | 0.073181715470329848683997726724666453834 | 0.014874390078659094732108755009684705885
f(z) = 9/14*z^3 - 137/56*z + 1
*
0 | 0.10892439169310691957193774652476825224 | 0.022559509928194037397577679645852791711
f(z) = 9/14*z^3 - 125/42*z + 1
*
[ 3/2 ] 
f(z) = 10/7*z^3 - 121/42*z + 1
*
0 | 0.13405011502191982192887886613768474556 | 0.027583392910724312369901878483091079674
f(z) = 11/4*z^3 - 129/44*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.029363161423579783935854542620671647123
f(z) = 11/5*z^3 - 131/55*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.029599433764851396365701539491436222529
f(z) = 11/5*z^3 - 126/55*z + 1
*
2/3 | 0.14241270408660681184753178997143851727 | 0.029495329391369734974950398240107196118
f(z) = 11/6*z^3 - 125/54*z + 1
*
[ 2/7 ] 
f(z) = 11/8*z^3 - 128/49*z + 1
*
1/2 | 0.10844572410117636831734970798410540493 | 0.022244376362999959266118779365695114840
f(z) = 11/10*z^3 - 131/40*z + 1
*
3/2 | 0.13842301964955228156557449873933926239 | 0.028393316305535910745574745084557561334
f(z) = 11/12*z^3 - 131/48*z + 1
*
0 | 0.13456686159190415713995908224111761376 | 0.028059370048063677085673631255570768329
f(z) = 12/7*z^3 - 121/42*z + 1
*
[ 1/4 ] 
f(z) = 12/11*z^3 - 135/44*z + 1
*
[ 2/5 ] 
f(z) = 13/2*z^3 - 127/50*z + 1
*
[ 3/4 ] 
f(z) = 13/3*z^3 - 133/48*z + 1
*
[ 2/3 ] 
f(z) = 13/3*z^3 - 131/54*z + 1
*
2/3 | 0.14241335622596053121177863697056114629 | 0.029121306575865143801146293751560209089
f(z) = 13/6*z^3 - 133/54*z + 1
*
[ 1/3 ] 
f(z) = 13/6*z^3 - 121/54*z + 1
*
[ 2/7 ] 
f(z) = 13/8*z^3 - 129/49*z + 1
*
[ 4/13 ] 
f(z) = 13/8*z^3 - 125/52*z + 1
*
1/2 | 0.13072750851631096357745845350786656793 | 0.026731733274807430287774035967090722611
f(z) = 13/10*z^3 - 133/40*z + 1
*
-3/2 | 0.077017387011970368546318099586976408352 | 0.015748852483253216356442873357012096261
f(z) = 13/12*z^3 - 133/48*z + 1
*
[ 4/13 ] 
f(z) = 13/16*z^3 - 121/52*z + 1
*
[ 2/3 ] 
f(z) = 14/3*z^3 - 139/54*z + 1
*
[ 1/4 ] 
f(z) = 14/5*z^3 - 127/40*z + 1
*
-3/2 | 0.13641123640283983562301926358629264992 | 0.022834881803364917793177689219063378721
f(z) = 14/9*z^3 - 131/42*z + 1
*
0 | 0.13363540050311513391148287510565418126 | 0.027081995429314134415277935416722855725
f(z) = 15/7*z^3 - 139/42*z + 1
*
0 | 0.14238945213744645211361175347468761679 | 0.029490513641933089796262543542388318063
f(z) = 15/7*z^3 - 125/42*z + 1
*
0 | 0.13543331609436802012374105137949783814 | 0.027446353538327832919852687045704804274
f(z) = 15/8*z^3 - 139/40*z + 1
*
[ 2/7 ] 
f(z) = 15/8*z^3 - 130/49*z + 1
*
[ -8/5 ] 
f(z) = 15/8*z^3 - 127/40*z + 1
*
0 | 0.059557907322127437162190730179719559570 | 0.012376480808686353658880435717744965857
f(z) = 15/8*z^3 - 123/40*z + 1
*
1/3 | 0.12086681687192329899487341930185169521 | 0.024792189702089790008167964688577358513
f(z) = 15/14*z^3 - 131/42*z + 1
*
-13/16 | 0.077017387011970368546318099586976408352 | 0.013889075288049463764108039949277524200
f(z) = 16/3*z^3 - 121/48*z + 1
*
0 | 0.10611371057569809401645815723691656661 | 0.021698596111129501474545631388044888929
f(z) = 16/5*z^3 - 133/40*z + 1
*
0 | 0.11470081262113547298005251647890312173 | 0.023383157478825258203654366080895553382
f(z) = 16/7*z^3 - 135/56*z + 1
*
0 | 0.13807252482074835864330494869703868670 | 0.028321422840396374394392990154824184169
f(z) = 16/7*z^3 - 131/42*z + 1
*
-11/8 | 0.13442132050902158265066244288985836771 | 0.027840220793963176676177086275951814156
f(z) = 16/11*z^3 - 125/44*z + 1
*
-3/4 | 0.15408905308501642290502195763022065856 | 0.027487423077502611808697263689958361775
f(z) = 17/3*z^3 - 137/48*z + 1
*
[ 1/3 ] 
f(z) = 17/6*z^3 - 125/54*z + 1
*
[ 2/7 ] 
f(z) = 17/8*z^3 - 131/49*z + 1
*
[ 3/2 ] 
f(z) = 17/12*z^3 - 137/48*z + 1
*
[ 1/4 ] 
f(z) = 18/5*z^3 - 129/40*z + 1
*
1/12 | 0.11959403894257092240785940003746185481 | 0.024064090889042870486507355581209899661
f(z) = 18/5*z^3 - 121/40*z + 1
*
[ 1/3 ] 
f(z) = 19/6*z^3 - 127/54*z + 1
*
[ 6/19 ] 
f(z) = 19/8*z^3 - 137/57*z + 1
*
[ 2/7 ] 
f(z) = 19/8*z^3 - 132/49*z + 1
*
-3/2 | 0.13643724390175473578675758496852335096 | 0.027649805379596304402196185586777084800
f(z) = 19/12*z^3 - 139/48*z + 1
*
3/2 | 0.070495112882254830504402006652125138380 | 0.014552516577924169256762635082595040751
f(z) = 1/5*z^3 - 127/60*z + 1
*
[ 1/3 ] 
f(z) = 1/7*z^3 - 127/63*z + 1
*
-7/3 | 0.093390479093040923468199355472305482626 | 0.019473427416213467930415337653251767485
f(z) = 1/7*z^3 - 121/63*z + 1
*
[ 14/3 ] 
f(z) = 1/8*z^3 - 122/63*z + 1
*
[ -6 ] 
f(z) = 1/11*z^3 - 139/66*z + 1
*
5 | 0.076725471987963092752393992256880569041 | 0.015594668586047162195086199504044582277
f(z) = 1/12*z^3 - 137/60*z + 1
*
[ -6 ] 
f(z) = 1/13*z^3 - 125/78*z + 1
*
-9/2 | 0.12210911685351873010257860949167292869 | 0.024819022409719094443709490272453551489
f(z) = 1/18*z^3 - 137/72*z + 1
*
3/4 | 0.091362289415579354024998875266292513053 | 0.018383444992465596905948698284503534772
f(z) = 2*z^3 - 121/72*z + 1
*
[ -9/4 ] 
f(z) = 2/3*z^3 - 139/72*z + 1
*
[ 1/3 ] 
f(z) = 2/7*z^3 - 128/63*z + 1
*
-9/4 | 0.082487977090166245353904911205556827682 | 0.017200079174830236751154799363872164323
f(z) = 2/9*z^3 - 121/72*z + 1
*
[ 5/6 ] 
f(z) = 3*z^3 - 137/60*z + 1
*
[ 3/5 ] 
f(z) = 3*z^3 - 131/75*z + 1
*
4/3 | 0.076643714343661689969945388904997168186 | 0.015578051114245146735032397214326623486
f(z) = 3/10*z^3 - 137/60*z + 1
*
[ 4 ] 
f(z) = 3/19*z^3 - 135/76*z + 1
*
-5/4 | 0.059610514723888514198657185199385264144 | 0.012116005249320138040495664489120674841
f(z) = 4/3*z^3 - 137/60*z + 1
*
[ 1/3 ] 
f(z) = 4/7*z^3 - 130/63*z + 1
*
5/4 | 0.089416536497514513512479204467675073034 | 0.018284284854326642771261961153358632331
f(z) = 4/15*z^3 - 133/60*z + 1
*
4/5 | 0.081150317547609226546924612935694893362 | 0.016445586428728617210947182842562092953
f(z) = 5/3*z^3 - 139/60*z + 1
*
9/10 | 0.10652899617288190582758713846735428985 | 0.022213021015000663148556432716599327684
f(z) = 5/3*z^3 - 121/60*z + 1
*
3/5 | 0.087608495009572472282979493253372984066 | 0.018085283133360534966635736643685447021
f(z) = 5/4*z^3 - 127/60*z + 1
*
-2 | 0.083784510511845125352013681257759585211 | 0.017029438076071935865767881014378689124
f(z) = 5/7*z^3 - 137/70*z + 1
*
[ 1/3 ] 
f(z) = 5/7*z^3 - 131/63*z + 1
*
[ -12/5 ] 
f(z) = 5/8*z^3 - 131/60*z + 1
*
0 | 0.090060837138847232761480454748999260484 | 0.018416034270255767273631712294871858302
f(z) = 5/12*z^3 - 133/60*z + 1
*
0 | 0.093417147705300459710547026215123962956 | 0.019412628612411266855187059944783093344
f(z) = 5/14*z^3 - 123/70*z + 1
*
-4/5 | 0.11804165309649354211707883657101543924 | 0.024613596439250996895920099512641561831
f(z) = 5/14*z^3 - 121/70*z + 1
*
6/5 | 0.14405714849574087994720577040732324897 | 0.022843460194941595327729219296457990727
f(z) = 5/16*z^3 - 137/60*z + 1
*
-12/5 | 0.12233869730385278833622134317907605641 | 0.019491101814464352296484951098853595621
f(z) = 5/16*z^3 - 133/60*z + 1
*
-13/6 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = 6/13*z^3 - 121/78*z + 1
*
[ -9/7 ] 
f(z) = 7/3*z^3 - 131/63*z + 1
*
[ -10/7 ] 
f(z) = 7/4*z^3 - 131/70*z + 1
*
8/7 | 0.13523234874179171920697009653505382954 | 0.027916417414971303981077220433593767497
f(z) = 7/9*z^3 - 127/63*z + 1
*
0 | 0.11804157345992112751578347677822636486 | 0.023921815184264089911082857102778401654
f(z) = 7/10*z^3 - 139/70*z + 1
*
5/7 | 0.12544859048810397090569686561336560460 | 0.026068949405076447463772668694582540382
f(z) = 7/10*z^3 - 123/70*z + 1
*
[ 5/2 ] 
f(z) = 7/15*z^3 - 139/60*z + 1
*
[ -8/3 ] 
f(z) = 7/16*z^3 - 125/72*z + 1
*
[ 3/5 ] 
f(z) = 8/3*z^3 - 122/75*z + 1
*
-1/6 | 0.11741433056901359191866031623652565616 | 0.024199010348744761447021458350812843167
f(z) = 8/7*z^3 - 128/63*z + 1
*
0 | 0.11697864164463759421816577468093710338 | 0.024148250172178304145257870518768581678
f(z) = 8/9*z^3 - 127/72*z + 1
*
[ 8/9 ] 
f(z) = 9/4*z^3 - 137/72*z + 1
*
8/9 | 0.11741414567245766942861509762922213557 | 0.024238152568606691543015202526962648966
f(z) = 9/7*z^3 - 127/63*z + 1
*
-6/5 | 0.17128891451595636828860920719557340862 | 0.024549520956528077071603922390277769585
f(z) = 9/8*z^3 - 134/75*z + 1
*
[ 1/3 ] 
f(z) = 10/7*z^3 - 136/63*z + 1
*
[ 6/11 ] 
f(z) = 11/3*z^3 - 127/66*z + 1
*
0 | 0.13321640404435391911455242099806273888 | 0.026997083346599902456717101393288808729
f(z) = 11/6*z^3 - 139/66*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.027241018239646576382591008372536311110
f(z) = 11/6*z^3 - 133/66*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.027500394556622662514932184368473485951
f(z) = 11/6*z^3 - 127/66*z + 1
*
[ 1/3 ] 
f(z) = 11/7*z^3 - 137/63*z + 1
*
[ 6/5 ] 
f(z) = 11/8*z^3 - 136/75*z + 1
*
3/2 | 0.11688879930829962538109466070699823308 | 0.023688198760863486166560769666825564212
f(z) = 11/15*z^3 - 139/60*z + 1
*
6/11 | 0.16647415222837276922412490254542417583 | 0.027796831644112463010945344245620466123
f(z) = 11/18*z^3 - 133/66*z + 1
*
0 | 0.10902700992864214211554658159977829258 | 0.021937848236259453882538408465131340262
f(z) = 12/5*z^3 - 139/60*z + 1
*
2/3 | 0.14177481026028030648385994068793528866 | 0.029080835269081610374097496657390736452
f(z) = 12/11*z^3 - 131/66*z + 1
*
[ 1/3 ] 
f(z) = 13/7*z^3 - 139/63*z + 1
*
1/2 | 0.14075745295448300669391123121317165168 | 0.028782700225263003870508249261219356005
f(z) = 13/15*z^3 - 133/60*z + 1
*
0 | 0.14532907212104600361858687379701375418 | 0.029809885115710566531389761775108719999
f(z) = 14/15*z^3 - 131/60*z + 1
*
8/15 | 0.15734534105038836665975697590789764769 | 0.029051407722491048839048401757946880741
f(z) = 15/4*z^3 - 139/60*z + 1
*
[ 2/5 ] 
f(z) = 15/7*z^3 - 129/70*z + 1
*
[ 7/5 ] 
f(z) = 15/14*z^3 - 127/70*z + 1
*
[ 3/8 ] 
f(z) = 16/5*z^3 - 127/60*z + 1
*
0 | 0.054759433576617035039362920241269318236 | 0.011097319454654561017365663583263909620
f(z) = 16/15*z^3 - 139/60*z + 1
*
[ -15/8 ] 
f(z) = 16/15*z^3 - 133/60*z + 1
*
1/2 | 0.14075848657090389641609242841590621914 | 0.028609559405397818174730516665232224448
f(z) = 17/15*z^3 - 137/60*z + 1
*
[ 3/2 ] 
f(z) = 17/15*z^3 - 133/60*z + 1
*
[ 5/6 ] 
f(z) = 18/7*z^3 - 139/70*z + 1
*
[ -3/2 ] 
f(z) = 18/11*z^3 - 133/66*z + 1
*
1/2 | 0.14075897693796954077586640498932561146 | 0.028525629853447130589067910325563589281
f(z) = 19/15*z^3 - 139/60*z + 1
*
-3/2 | 0.14218265741996686456398932462641613011 | 0.029164492838744607629318930908104766227
f(z) = 19/15*z^3 - 131/60*z + 1
*
[ -10/3 ] 
f(z) = 1/4*z^3 - 133/90*z + 1
*
[ 10/3 ] 
f(z) = 1/5*z^3 - 137/90*z + 1
*
2/3 | 0.091314142117448884002170934507125691335 | 0.018505344917186410833059170796084609000
f(z) = 1/10*z^3 - 139/90*z + 1
*
[ -9/2 ] 
f(z) = 2/15*z^3 - 133/90*z + 1
*
[ -5 ] 
f(z) = 2/19*z^3 - 136/95*z + 1
*
-3/2 | 0.098971027523216821315863043038081715397 | 0.020116140492263828070479479219408496856
f(z) = 3/7*z^3 - 137/84*z + 1
*
4/3 | 0.087380642344107825699482701448584308231 | 0.018038246827495803931326000054960896187
f(z) = 3/7*z^3 - 127/84*z + 1
*
3/4 | 0.077358596607213975527487935319199686448 | 0.015677172005675908465745526357804504163
f(z) = 4/7*z^3 - 139/84*z + 1
*
-2/15 | 0.089985855335113892866845955036534721867 | 0.016031320438367457195813236255277070906
f(z) = 5/4*z^3 - 137/90*z + 1
*
-9/5 | 0.11118374597465999973798277812720208195 | 0.023183611735659190688071176502284220607
f(z) = 5/18*z^3 - 121/90*z + 1
*
[ 4/7 ] 
f(z) = 7/3*z^3 - 127/84*z + 1
*
[ 3/7 ] 
f(z) = 7/4*z^3 - 139/84*z + 1
*
[ 5/3 ] 
f(z) = 7/10*z^3 - 139/90*z + 1
*
-12/7 | 0.17258799981556046626527688951340883658 | 0.028890776745319818994110052754733431512
f(z) = 7/18*z^3 - 131/84*z + 1
*
-15/8 | 0.075914107679021921887913361277247636165 | 0.015429756501798664207529897731620436347
f(z) = 8/11*z^3 - 137/88*z + 1
*
[ -5/2 ] 
f(z) = 8/17*z^3 - 131/85*z + 1
*
[ 5/12 ] 
f(z) = 9/5*z^3 - 137/80*z + 1
*
0 | 0.13200283400283996802293317035698549582 | 0.027076408451127939432733453533634681764
f(z) = 9/10*z^3 - 131/90*z + 1
*
1/5 | 0.11118374597465999973798277812720208195 | 0.022532036338900900688132232416242730687
f(z) = 10/9*z^3 - 139/90*z + 1
*
[ 2/3 ] 
f(z) = 11/5*z^3 - 133/90*z + 1
*
[ -5/4 ] 
f(z) = 11/5*z^3 - 131/80*z + 1
*
[ 3/4 ] 
f(z) = 11/6*z^3 - 131/96*z + 1
*
[ -3/2 ] 
f(z) = 11/8*z^3 - 137/96*z + 1
*
0 | 0.14225848049429720875566555052005883521 | 0.028829513018430495585797619491278071689
f(z) = 11/9*z^3 - 139/99*z + 1
*
[ -5/3 ] 
f(z) = 11/10*z^3 - 131/90*z + 1
*
[ 5/8 ] 
f(z) = 12/5*z^3 - 123/80*z + 1
*
[ 4/3 ] 
f(z) = 15/14*z^3 - 139/84*z + 1
*
[ 11/12 ] 
f(z) = 16/11*z^3 - 130/99*z + 1
*
[ 10/17 ] 
f(z) = 17/8*z^3 - 122/85*z + 1
*
0 | 0.13394812281042125604784280511881189295 | 0.026328370803086318748312729643751041940
f(z) = 18/11*z^3 - 140/99*z + 1
*
[ 11/12 ] 
f(z) = 18/11*z^3 - 129/88*z + 1
*
[ 2/3 ] 
f(z) = 19/10*z^3 - 121/90*z + 1
*
[ 6 ] 
f(z) = 1/17*z^3 - 131/102*z + 1
*
[ 6 ] 
f(z) = 1/19*z^3 - 121/114*z + 1
*
[ 4/5 ] 
f(z) = 3/2*z^3 - 121/100*z + 1
*
-16/9 | 0.10172466434056944719101640112070134180 | 0.021211240018388215230527019890529075438
f(z) = 3/4*z^3 - 121/108*z + 1
*
[ 4/9 ] 
f(z) = 3/16*z^3 - 139/108*z + 1
*
[ 4/3 ] 
f(z) = 5/6*z^3 - 133/108*z + 1
*
-1 | 0.052467947395239706023098504941125799596 | 0.010940416787679185393758681288234473047
f(z) = 6/17*z^3 - 121/102*z + 1
*
[ 4/5 ] 
f(z) = 7/4*z^3 - 137/100*z + 1
*
0 | 0.13791155879419941360952967060191469391 | 0.028610685271637009506111597780908168023
f(z) = 7/15*z^3 - 124/105*z + 1
*
-4/7 | 0.12544962410452486062787806281610017205 | 0.026158278371791389636022506012959109935
f(z) = 7/15*z^3 - 121/105*z + 1
*
[ -17/7 ] 
f(z) = 7/17*z^3 - 121/119*z + 1
*
[ 7/12 ] 
f(z) = 9/7*z^3 - 129/112*z + 1
*
[ 3/5 ] 
f(z) = 10/7*z^3 - 124/105*z + 1
*
-11/10 | 0.13652865682657615776810124193386476633 | 0.028004744787833269843325692602398535699
f(z) = 10/11*z^3 - 131/110*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.029363161423579783935854542620671647123
f(z) = 11/10*z^3 - 131/110*z + 1
*
[ 4/5 ] 
f(z) = 13/8*z^3 - 129/100*z + 1
*
-11/7 | 0.073506556112403589104293407168132352139 | 0.014940414855374883250672821137552704418
f(z) = 14/15*z^3 - 137/105*z + 1
*
[ -13/9 ] 
f(z) = 18/13*z^3 - 140/117*z + 1
*
[ 15/4 ] 
f(z) = 2/15*z^3 - 137/120*z + 1
*
[ -17/4 ] 
f(z) = 2/17*z^3 - 121/136*z + 1
*
[ 5/9 ] 
f(z) = 3/5*z^3 - 133/135*z + 1
*
-3/2 | 0.091791298918177993213091805295061098074 | 0.019139972449892801818908784829525195121
f(z) = 3/10*z^3 - 121/120*z + 1
*
[ 5/3 ] 
f(z) = 7/15*z^3 - 121/135*z + 1
*
0 | 0.13523234874179171920697009653505382954 | 0.027405626329044796626989903482564948174
f(z) = 7/18*z^3 - 139/126*z + 1
*
[ 7/12 ] 
f(z) = 8/7*z^3 - 139/126*z + 1
*
[ 2/3 ] 
f(z) = 8/7*z^3 - 127/126*z + 1
*
0 | 0.11965681808062439889854415154506340030 | 0.024249153952812103011692972732908760395
f(z) = 8/15*z^3 - 139/120*z + 1
*
[ 6/11 ] 
f(z) = 11/16*z^3 - 137/132*z + 1
*
-18/11 | 0.16647480436772648858837174954454680485 | 0.026522902670896796548139593288310468473
f(z) = 11/16*z^3 - 133/132*z + 1
*
[ 3/4 ] 
f(z) = 12/11*z^3 - 125/132*z + 1
*
[ -5/3 ] 
f(z) = 14/15*z^3 - 134/135*z + 1
*
-1/4 | 0.12308260744907956490649539149806877232 | 0.025408310053330490971288319272439153838
f(z) = 14/15*z^3 - 127/120*z + 1
*
[ 8/15 ] 
f(z) = 15/16*z^3 - 137/120*z + 1
*
[ 5/6 ] 
f(z) = 16/15*z^3 - 127/135*z + 1
*
[ -7/4 ] 
f(z) = 16/19*z^3 - 134/133*z + 1
*
[ 2/3 ] 
f(z) = 17/14*z^3 - 131/126*z + 1
*
[ 2/3 ] 
f(z) = 19/14*z^3 - 139/126*z + 1
*
[ 3/5 ] 
f(z) = 1/2*z^3 - 127/150*z + 1
*
[ 9/2 ] 
f(z) = 1/12*z^3 - 131/144*z + 1
*
[ 16/3 ] 
f(z) = 1/16*z^3 - 139/144*z + 1
*
[ 6/5 ] 
f(z) = 3/4*z^3 - 137/150*z + 1
*
[ -7/4 ] 
f(z) = 4/5*z^3 - 123/140*z + 1
*
[ 4/7 ] 
f(z) = 7/10*z^3 - 137/140*z + 1
*
[ 3/2 ] 
f(z) = 7/13*z^3 - 137/156*z + 1
*
[ 3/5 ] 
f(z) = 7/18*z^3 - 121/150*z + 1
*
-1 | 0.061657791595262738039439110070538198921 | 0.012272941472118536261901265240092251847
f(z) = 8/19*z^3 - 121/152*z + 1
*
[ 7/11 ] 
f(z) = 11/14*z^3 - 137/154*z + 1
*
0 | 0.14522819508790523581273361077240335449 | 0.028832551455480075175493633995019202912
f(z) = 11/14*z^3 - 135/154*z + 1
*
[ 3/5 ] 
f(z) = 11/18*z^3 - 133/150*z + 1
*
[ 12/13 ] 
f(z) = 13/16*z^3 - 121/156*z + 1
*
[ 3/5 ] 
f(z) = 13/18*z^3 - 139/150*z + 1
*
[ 6/5 ] 
f(z) = 13/18*z^3 - 131/150*z + 1
*
[ 4/5 ] 
f(z) = 15/14*z^3 - 131/140*z + 1
*
[ -7/2 ] 
f(z) = 1/6*z^3 - 127/168*z + 1
*
[ 5/8 ] 
f(z) = 2/5*z^3 - 121/160*z + 1
*
[ -11/4 ] 
f(z) = 3/11*z^3 - 123/176*z + 1
*
7/6 | 0.076193119156263438773809805630610050484 | 0.014869956046243898914709293445752082533
f(z) = 3/14*z^3 - 121/168*z + 1
*
[ 7/10 ] 
f(z) = 4/7*z^3 - 124/175*z + 1
*
[ -19/6 ] 
f(z) = 4/19*z^3 - 136/171*z + 1
*
[ 2/3 ] 
f(z) = 5/9*z^3 - 121/162*z + 1
*
[ 3/5 ] 
f(z) = 5/11*z^3 - 137/165*z + 1
*
[ 3/4 ] 
f(z) = 6/7*z^3 - 137/168*z + 1
*
[ -5/2 ] 
f(z) = 6/17*z^3 - 137/170*z + 1
*
[ 2/3 ] 
f(z) = 7/9*z^3 - 137/162*z + 1
*
[ 11/12 ] 
f(z) = 9/11*z^3 - 137/176*z + 1
*
-16/11 | 0.14316241166417734460851177297352115026 | 0.027688396637831770900493311234268349890
f(z) = 11/16*z^3 - 135/176*z + 1
*
[ 2/3 ] 
f(z) = 11/18*z^3 - 125/162*z + 1
*
[ 2/3 ] 
f(z) = 13/18*z^3 - 133/162*z + 1
*
[ 2/3 ] 
f(z) = 4/11*z^3 - 131/198*z + 1
*
[ 2/3 ] 
f(z) = 5/11*z^3 - 139/198*z + 1
*
0 | 0.14783585472791118244301642616911709215 | 0.028036386706654406113666720588794587652
f(z) = 5/13*z^3 - 127/195*z + 1
*
[ 3/4 ] 
f(z) = 7/12*z^3 - 127/192*z + 1
*
[ 3/2 ] 
f(z) = 7/16*z^3 - 125/192*z + 1
*
[ 11/12 ] 
f(z) = 8/11*z^3 - 139/198*z + 1
*
[ 9/11 ] 
f(z) = 11/18*z^3 - 125/198*z + 1
*
[ 8/3 ] 
f(z) = 1/6*z^3 - 121/216*z + 1
*
[ 3/2 ] 
f(z) = 7/17*z^3 - 121/204*z + 1
*
[ 2/3 ] 
f(z) = 1/13*z^3 - 125/234*z + 1
*
[ 5/7 ] 
f(z) = 1/5*z^3 - 123/245*z + 1
*
-4 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = 1/15*z^3 - 121/240*z + 1
*
[ 5/4 ] 
f(z) = 7/15*z^3 - 127/240*z + 1
*
[ 6/7 ] 
f(z) = 1/3*z^3 - 121/294*z + 1
*
[ 6/7 ] 
f(z) = 5/12*z^3 - 139/294*z + 1
*
[ 5/3 ] 
f(z) = 6/19*z^3 - 136/285*z + 1
*
[ -5 ] 
f(z) = z^3 - 119/5*z + 1
*
[ 5 ] 
f(z) = 1/2*z^3 - 117/10*z + 1
*
[ -5 ] 
f(z) = 1/2*z^3 - 113/10*z + 1
*
6 | 0.13031686528174190991134388464924561420 | 0.027778128706972050279061131514482353611
f(z) = 1/2*z^3 - 109/6*z + 1
*
-1/3 | 0.10234682885350335222791461904811776836 | 0.021816081736592974865439261157628811670
f(z) = 1/2*z^3 - 109/18*z + 1
*
-6 | 0.12952768166002078394243024639883171056 | 0.027719329393099069927520420561335172157
f(z) = 1/2*z^3 - 107/6*z + 1
*
[ 6 ] 
f(z) = 1/2*z^3 - 103/6*z + 1
*
[ -6 ] 
f(z) = 1/2*z^3 - 101/6*z + 1
*
[ 5 ] 
f(z) = 1/3*z^3 - 113/15*z + 1
*
-1/2 | 0.10941244118968490639962417836960180198 | 0.023322176043294496547466329319345033830
f(z) = 1/3*z^3 - 109/12*z + 1
*
[ -5 ] 
f(z) = 1/3*z^3 - 107/15*z + 1
*
[ -8 ] 
f(z) = 1/4*z^3 - 119/8*z + 1
*
-2/3 | 0.16385164571031892401083256831915280542 | 0.029942167608530777102347971157772048606
f(z) = 1/4*z^3 - 119/18*z + 1
*
0 | 0.13511392641666686890147765521182806423 | 0.028321705803766090358236536117793586766
f(z) = 1/5*z^3 - 118/15*z + 1
*
0 | 0.12658626710548166250683323822235805922 | 0.026982920534414270548566083739805375854
f(z) = 1/9*z^3 - 109/9*z + 1
*
0 | 0.061030867047528725688443526229280315895 | 0.012959013837626982297193071312002809692
f(z) = 1/10*z^3 - 111/10*z + 1
*
-10 | 0.093387809317380583504507012944931381762 | 0.019906391864720630242842438413325934776
f(z) = 1/10*z^3 - 109/10*z + 1
*
[ -11 ] 
f(z) = 1/11*z^3 - 109/11*z + 1
*
0 | 0.085393115342292299047923095346186012079 | 0.018202256043676056412066307621975040956
f(z) = 1/12*z^3 - 109/12*z + 1
*
0 | 0.11531765024904249428844103593043617687 | 0.024393524430676611187597459617043662981
f(z) = 1/14*z^3 - 113/14*z + 1
*
-12 | 0.17362837789169408960064020174863832424 | 0.028161656192131453708064936158853155466
f(z) = 1/16*z^3 - 119/12*z + 1
*
[ 5/2 ] 
f(z) = 2*z^3 - 119/10*z + 1
*
[ -5/2 ] 
f(z) = 2*z^3 - 111/10*z + 1
*
[ 4 ] 
f(z) = 2/3*z^3 - 119/12*z + 1
*
[ -4 ] 
f(z) = 2/3*z^3 - 113/12*z + 1
*
0 | 0.057324817866943642384984496294309065910 | 0.012368537192255648630292845520841497500
f(z) = 2/9*z^3 - 103/18*z + 1
*
-8 | 0.059262932358570212996723379187280230561 | 0.012536084330545239721415475771527713332
f(z) = 2/15*z^3 - 113/15*z + 1
*
0 | 0.059709071570503164700651656690175583262 | 0.012777928249832606806760108933661384996
f(z) = 2/15*z^3 - 107/15*z + 1
*
[ 5/3 ] 
f(z) = 3*z^3 - 119/15*z + 1
*
-5/3 | 0.12612063091719240682623327222708874340 | 0.026531658356489228201725263293820915143
f(z) = 3*z^3 - 116/15*z + 1
*
[ -5/3 ] 
f(z) = 3*z^3 - 101/15*z + 1
*
0 | 0.081456930294811981431740251603179480211 | 0.017167143405043878315091027093589454643
f(z) = 3/14*z^3 - 115/14*z + 1
*
0 | 0.058050027585619231777006496870617882761 | 0.012578225719953805972234043096998513106
f(z) = 3/14*z^3 - 101/14*z + 1
*
[ -5/2 ] 
f(z) = 4*z^3 - 118/5*z + 1
*
[ 1/8 ] 
f(z) = 4*z^3 - 113/16*z + 1
*
[ 3 ] 
f(z) = 4*z^3 - 106/3*z + 1
*
[ -3 ] 
f(z) = 4*z^3 - 104/3*z + 1
*
-5/2 | 0.12607908486014877452923877280893983019 | 0.026381215099771955992066291035644022243
f(z) = 4/3*z^3 - 119/15*z + 1
*
[ 5/2 ] 
f(z) = 4/3*z^3 - 116/15*z + 1
*
[ -5/2 ] 
f(z) = 4/3*z^3 - 104/15*z + 1
*
0 | 0.13098538442236094049751647457796772441 | 0.028031282347932267132421126773346166355
f(z) = 4/9*z^3 - 107/18*z + 1
*
[ 11/2 ] 
f(z) = 4/11*z^3 - 112/11*z + 1
*
[ -11/2 ] 
f(z) = 4/11*z^3 - 108/11*z + 1
*
0 | 0.098130200909913856455735315029208275747 | 0.020917272258071437408000995488509595678
f(z) = 4/15*z^3 - 109/15*z + 1
*
5 | 0.10320553884524466491719427571555453631 | 0.022267869190916145453845862246429866700
f(z) = 4/15*z^3 - 103/15*z + 1
*
[ -3/2 ] 
f(z) = 5*z^3 - 115/12*z + 1
*
[ -3 ] 
f(z) = 5/4*z^3 - 119/12*z + 1
*
3/5 | 0.16027985139819283070019820524409579212 | 0.027308185932719347692598225279784219712
f(z) = 5/9*z^3 - 118/15*z + 1
*
[ 6 ] 
f(z) = 5/9*z^3 - 115/6*z + 1
*
[ -6 ] 
f(z) = 5/9*z^3 - 113/6*z + 1
*
0 | 0.13831384974931509838173137383733614738 | 0.029044266682205744255511155375134162455
f(z) = 5/14*z^3 - 117/14*z + 1
*
0 | 0.11645173175347151400373001569854025294 | 0.025232652393046263563099565366440514758
f(z) = 5/16*z^3 - 101/16*z + 1
*
0 | 0.10359444681300159401635512804364159819 | 0.021913676386554413488449728118085486002
f(z) = 5/18*z^3 - 113/18*z + 1
*
4 | 0.068587946065911622455587751021060733378 | 0.014678035189322268976065087075430880217
f(z) = 5/18*z^3 - 107/18*z + 1
*
-4/3 | 0.10856405920432488975241311904445346980 | 0.022716311759008850844189905883491052108
f(z) = 6*z^3 - 119/12*z + 1
*
[ -4/3 ] 
f(z) = 6*z^3 - 107/12*z + 1
*
5/3 | 0.086982074529588457155134280162177731728 | 0.018767456468433916081144390455881770437
f(z) = 6*z^3 - 103/6*z + 1
*
-4 | 0.12926444985849284083265722260770604914 | 0.027447419239921777256147626287862353497
f(z) = 7/4*z^3 - 111/4*z + 1
*
[ 4 ] 
f(z) = 7/4*z^3 - 109/4*z + 1
*
[ -4 ] 
f(z) = 7/4*z^3 - 107/4*z + 1
*
[ -6 ] 
f(z) = 7/12*z^3 - 119/6*z + 1
*
4 | 0.063386924623603733694418395599095553675 | 0.013358868558878388200337069881342435976
f(z) = 7/12*z^3 - 115/12*z + 1
*
-4 | 0.11191698567829463798510327647512628487 | 0.023856040627947653991366004398078685616
f(z) = 7/12*z^3 - 109/12*z + 1
*
[ 4 ] 
f(z) = 7/12*z^3 - 103/12*z + 1
*
-5/4 | 0.13204084507667030715660026953369877680 | 0.027727010160597572819299381987934105167
f(z) = 8*z^3 - 117/10*z + 1
*
[ -5/4 ] 
f(z) = 8*z^3 - 107/10*z + 1
*
[ -5/3 ] 
f(z) = 9*z^3 - 117/5*z + 1
*
[ -5/3 ] 
f(z) = 9/2*z^3 - 109/10*z + 1
*
0 | 0.063123181994865721996537200679346276962 | 0.013619605839990524449604866351664521037
f(z) = 9/2*z^3 - 103/18*z + 1
*
[ -8/3 ] 
f(z) = 9/4*z^3 - 117/8*z + 1
*
2/9 | 0.14518234022765586518513255498862644061 | 0.027350229585959561089540989587710212974
f(z) = 9/4*z^3 - 101/18*z + 1
*
[ 6 ] 
f(z) = 9/8*z^3 - 119/3*z + 1
*
[ -6 ] 
f(z) = 9/8*z^3 - 118/3*z + 1
*
1/3 | 0.12870279655322737729052495170523176700 | 0.027224928753208111783236960800718136615
f(z) = 9/8*z^3 - 113/8*z + 1
*
[ 11/3 ] 
f(z) = 9/11*z^3 - 113/11*z + 1
*
[ -11/3 ] 
f(z) = 9/11*z^3 - 107/11*z + 1
*
0 | 0.076651374632876465900116137739435796310 | 0.016275800633260017558059276471828276004
f(z) = 10*z^3 - 111/10*z + 1
*
0 | 0.10988059737074194774994411036198883868 | 0.023421967445000266441438825096387254667
f(z) = 10*z^3 - 109/10*z + 1
*
0 | 0.13297549303860475282104476894897289359 | 0.028813005544136377564243273526598741693
f(z) = 10/9*z^3 - 101/18*z + 1
*
3/2 | 0.12715948567491923170825561447007219555 | 0.027212528038074847450372029195903841134
f(z) = 11/3*z^3 - 107/12*z + 1
*
-3/2 | 0.11919871849897336584753549890644805002 | 0.025718595154471943943176833134824594440
f(z) = 11/3*z^3 - 103/12*z + 1
*
3 | 0.10837372724118984237304340972018080110 | 0.023482317925548863497871007070569560328
f(z) = 11/6*z^3 - 101/6*z + 1
*
-3 | 0.078211117531121833787567752677973313054 | 0.016737424010551873407627704504411673520
f(z) = 11/12*z^3 - 107/12*z + 1
*
3 | 0.12860865513106282096798913614325198118 | 0.027748905158786531348284812809041374127
f(z) = 11/12*z^3 - 103/12*z + 1
*
3 | 0.14162466982746330903823520743033555318 | 0.029634025994849563167259817278858800243
f(z) = 11/15*z^3 - 119/15*z + 1
*
[ 1/8 ] 
f(z) = 12*z^3 - 115/16*z + 1
*
-5/3 | 0.11438324187536231315536436852175283502 | 0.024527658572785805213489422500301290389
f(z) = 12/5*z^3 - 106/15*z + 1
*
-2 | 0.061132398460933064398316896241159339773 | 0.013246110960234271889934553649585830837
f(z) = 12/5*z^3 - 101/10*z + 1
*
-2 | 0.060225663944636435312969878301654987486 | 0.012994430547629778528587795613434444779
f(z) = 12/7*z^3 - 103/14*z + 1
*
[ 2/3 ] 
f(z) = 13*z^3 - 113/18*z + 1
*
-2 | 0.069449015158845323693125139801521422017 | 0.014922562706511814461445509364597265901
f(z) = 13*z^3 - 105/2*z + 1
*
[ 2 ] 
f(z) = 13*z^3 - 103/2*z + 1
*
[ -2 ] 
f(z) = 13*z^3 - 101/2*z + 1
*
[ 3 ] 
f(z) = 13/3*z^3 - 115/3*z + 1
*
[ -3 ] 
f(z) = 13/3*z^3 - 113/3*z + 1
*
[ 3/2 ] 
f(z) = 13/3*z^3 - 113/12*z + 1
*
-3/2 | 0.12539693696712990836027670131927599319 | 0.026729404877889001030956527818533324687
f(z) = 13/3*z^3 - 109/12*z + 1
*
-2 | 0.048681363526008852274932211282235395768 | 0.010417964203393444968654406211056675532
f(z) = 13/3*z^3 - 107/6*z + 1
*
[ 2 ] 
f(z) = 13/3*z^3 - 101/6*z + 1
*
-2 | 0.068460042806262508534761830536869247488 | 0.014592830147086212916213838901889852707
f(z) = 13/5*z^3 - 109/10*z + 1
*
-3 | 0.11657289311261047019069019718885475536 | 0.024567873672161868375697428399628768156
f(z) = 13/6*z^3 - 115/6*z + 1
*
[ 3 ] 
f(z) = 13/6*z^3 - 113/6*z + 1
*
[ -3 ] 
f(z) = 13/6*z^3 - 109/6*z + 1
*
-2 | 0.067691165165659739078273204098020540537 | 0.014373230932205776594177061966664075013
f(z) = 13/7*z^3 - 111/14*z + 1
*
2 | 0.16340759808627317619700418152866487417 | 0.024234093247756583386633452602400775597
f(z) = 13/8*z^3 - 106/13*z + 1
*
[ 4 ] 
f(z) = 13/8*z^3 - 101/4*z + 1
*
-2 | 0.053025487313195702997245835129826129476 | 0.011216656924846698334875185286945075579
f(z) = 13/9*z^3 - 113/18*z + 1
*
[ 3 ] 
f(z) = 13/12*z^3 - 109/12*z + 1
*
[ -3 ] 
f(z) = 13/12*z^3 - 101/12*z + 1
*
[ 3 ] 
f(z) = 13/15*z^3 - 107/15*z + 1
*
-2 | 0.062277686067154252383337442016135280995 | 0.013173805165855342676923111310098019687
f(z) = 14*z^3 - 113/2*z + 1
*
[ 2 ] 
f(z) = 14*z^3 - 111/2*z + 1
*
[ -2 ] 
f(z) = 14*z^3 - 109/2*z + 1
*
-11/14 | 0.12576460841991400585061285185554686483 | 0.023827562783232318959542012755841745080
f(z) = 14*z^3 - 107/14*z + 1
*
0 | 0.12140757609392291857432180192739008198 | 0.026140688570457759779608964800887686451
f(z) = 14*z^3 - 104/7*z + 1
*
0 | 0.13676517499278415700808418469273886946 | 0.029571022471733169619809297477494332260
f(z) = 14*z^3 - 102/7*z + 1
*
[ -2 ] 
f(z) = 14/3*z^3 - 103/6*z + 1
*
-2 | 0.061389171554353482129168418558178670842 | 0.012890997345933902236685538197241955548
f(z) = 14/5*z^3 - 117/10*z + 1
*
[ 2 ] 
f(z) = 14/5*z^3 - 107/10*z + 1
*
[ 3 ] 
f(z) = 14/15*z^3 - 116/15*z + 1
*
[ -3 ] 
f(z) = 14/15*z^3 - 106/15*z + 1
*
[ 2 ] 
f(z) = 15*z^3 - 119/2*z + 1
*
[ -2 ] 
f(z) = 15*z^3 - 117/2*z + 1
*
[ 2 ] 
f(z) = 15/7*z^3 - 113/14*z + 1
*
[ 4 ] 
f(z) = 15/8*z^3 - 117/4*z + 1
*
[ -4 ] 
f(z) = 15/8*z^3 - 115/4*z + 1
*
[ -5/4 ] 
f(z) = 16*z^3 - 116/5*z + 1
*
[ 3/2 ] 
f(z) = 16*z^3 - 107/3*z + 1
*
-11/16 | 0.14957152403302167237724326715864382523 | 0.026973261997580596824945709982379309076
f(z) = 16*z^3 - 105/16*z + 1
*
[ -3/2 ] 
f(z) = 16*z^3 - 103/3*z + 1
*
[ -2 ] 
f(z) = 16/3*z^3 - 119/6*z + 1
*
-5/4 | 0.065847799766363976902038942343906533298 | 0.013929003139052761100587961983369133668
f(z) = 16/3*z^3 - 113/15*z + 1
*
3/2 | 0.13756539088542529513308890617967766216 | 0.028835565901787765767223979691781354481
f(z) = 16/5*z^3 - 118/15*z + 1
*
[ -2 ] 
f(z) = 16/5*z^3 - 113/10*z + 1
*
[ 3/2 ] 
f(z) = 16/5*z^3 - 103/15*z + 1
*
[ -2 ] 
f(z) = 16/7*z^3 - 107/14*z + 1
*
[ -2 ] 
f(z) = 16/9*z^3 - 101/18*z + 1
*
[ 11/4 ] 
f(z) = 16/11*z^3 - 114/11*z + 1
*
[ -11/4 ] 
f(z) = 16/11*z^3 - 106/11*z + 1
*
5/2 | 0.066809231957372521475881582922382783328 | 0.014326172296690668062667032734882738204
f(z) = 16/15*z^3 - 106/15*z + 1
*
[ -2 ] 
f(z) = 17/7*z^3 - 115/14*z + 1
*
[ -2 ] 
f(z) = 17/9*z^3 - 109/18*z + 1
*
0 | 0.11728395481290385572223376915263822998 | 0.024809463346472385502049808623105266671
f(z) = 18*z^3 - 113/6*z + 1
*
[ -5/6 ] 
f(z) = 18*z^3 - 103/10*z + 1
*
[ -2/3 ] 
f(z) = 19*z^3 - 107/18*z + 1
*
-11/19 | 0.16919379785848133618072370844473253519 | 0.028731075606528524580389037079101343731
f(z) = 19*z^3 - 102/19*z + 1
*
[ 5/2 ] 
f(z) = z^3 - 113/20*z + 1
*
[ 1/5 ] 
f(z) = z^3 - 101/25*z + 1
*
[ 5 ] 
f(z) = 1/4*z^3 - 109/20*z + 1
*
1/3 | 0.091971410272007287706533366839610016821 | 0.019604474573372737540856221987359072916
f(z) = 1/4*z^3 - 109/36*z + 1
*
[ -5 ] 
f(z) = 1/4*z^3 - 101/20*z + 1
*
-11/2 | 0.058436532176489787435870318464277562106 | 0.012661973173451530043828228160246714276
f(z) = 1/5*z^3 - 101/20*z + 1
*
-5 | 0.073277827558101752603138826303309459557 | 0.015332901035874463345846089790339020137
f(z) = 1/6*z^3 - 119/30*z + 1
*
[ 5 ] 
f(z) = 1/6*z^3 - 101/30*z + 1
*
-6 | 0.12971030370896965692627449349947562846 | 0.028105507372047493727386778526201577293
f(z) = 1/7*z^3 - 101/21*z + 1
*
6 | 0.052516007521696421888349828805917616958 | 0.011108884977412511589127740423919256538
f(z) = 1/10*z^3 - 113/30*z + 1
*
-6 | 0.058265795929340045470405561262995863631 | 0.012571564826619192278795096771188550316
f(z) = 1/10*z^3 - 103/30*z + 1
*
[ 8 ] 
f(z) = 1/12*z^3 - 107/24*z + 1
*
[ -8 ] 
f(z) = 1/12*z^3 - 101/24*z + 1
*
-2 | 0.055494453798279567311244537086530362776 | 0.011738925581399688412034350790792529197
f(z) = 1/15*z^3 - 113/30*z + 1
*
20/3 | 0.18115893614092882657161319333447197080 | 0.029807436648509060360227022897665161449
f(z) = 1/16*z^3 - 109/36*z + 1
*
[ 10 ] 
f(z) = 1/16*z^3 - 107/20*z + 1
*
[ -10 ] 
f(z) = 1/16*z^3 - 103/20*z + 1
*
-3/2 | 0.13055969319445391639383373243594278315 | 0.022621679821217287176840819265640679577
f(z) = 1/18*z^3 - 107/24*z + 1
*
[ 4/3 ] 
f(z) = 2*z^3 - 119/36*z + 1
*
[ 1/5 ] 
f(z) = 2*z^3 - 102/25*z + 1
*
-4/3 | 0.12024299077780692047591894202617308925 | 0.026054138854884159200491491568680030513
f(z) = 2*z^3 - 101/36*z + 1
*
-5/2 | 0.064370691244072964248343043240657514406 | 0.013616545481899227269541204797647713260
f(z) = 2/3*z^3 - 113/30*z + 1
*
[ 5/2 ] 
f(z) = 2/3*z^3 - 107/30*z + 1
*
[ 4 ] 
f(z) = 2/5*z^3 - 113/20*z + 1
*
[ 4 ] 
f(z) = 2/7*z^3 - 107/28*z + 1
*
-4 | 0.13027825379103159490997440865720063712 | 0.027259863441237784121749413423001379333
f(z) = 2/9*z^3 - 119/36*z + 1
*
15/4 | 0.12067087904036945170315187439067721649 | 0.020650288665329034953872657132594402009
f(z) = 2/9*z^3 - 115/24*z + 1
*
[ 4 ] 
f(z) = 2/9*z^3 - 101/36*z + 1
*
[ 6 ] 
f(z) = 2/15*z^3 - 119/30*z + 1
*
[ 1/5 ] 
f(z) = 3*z^3 - 103/25*z + 1
*
[ 5/3 ] 
f(z) = 3/2*z^3 - 113/30*z + 1
*
-5/3 | 0.074465955398319104888487158459228611830 | 0.015935947588992769068261584858214129314
f(z) = 3/2*z^3 - 107/30*z + 1
*
-8/3 | 0.12589019413265367369217938195017937113 | 0.026341690963647965539147731288474243225
f(z) = 3/4*z^3 - 119/24*z + 1
*
[ 8/3 ] 
f(z) = 3/4*z^3 - 113/24*z + 1
*
8/3 | 0.077555805343251982351804771301572230534 | 0.016405636329700755268298587142357748942
f(z) = 3/5*z^3 - 113/30*z + 1
*
5/2 | 0.12048012600642612584867742708460058218 | 0.025995074644579569286885355811731759303
f(z) = 3/5*z^3 - 103/20*z + 1
*
0 | 0.11489835728966831212248507805973946502 | 0.024588608177191940819220920675414695163
f(z) = 3/7*z^3 - 107/21*z + 1
*
-1/3 | 0.079276120500329998471197950069272908141 | 0.016999497345300788303106627248682382747
f(z) = 3/7*z^3 - 106/21*z + 1
*
3 | 0.12124474776041248075496855897297475247 | 0.025647302994793744750699651397805500726
f(z) = 3/8*z^3 - 113/24*z + 1
*
0 | 0.12857030253348793691765513451581740956 | 0.026902485930485981521655884944688651563
f(z) = 3/10*z^3 - 119/30*z + 1
*
5/3 | 0.091453594832345626404078667596356596349 | 0.019732242179553821575507426520107482749
f(z) = 3/10*z^3 - 103/30*z + 1
*
4 | 0.067694282104115456475901015483047192034 | 0.014667933774879546084390933184657886516
f(z) = 3/10*z^3 - 101/20*z + 1
*
-3 | 0.12629654959588640878690318133499200220 | 0.027365818321539288594544755573181058681
f(z) = 3/10*z^3 - 101/30*z + 1
*
7/3 | 0.13323323418190564736137432546978140193 | 0.028079060053460458467568063789580762887
f(z) = 3/11*z^3 - 115/33*z + 1
*
8/3 | 0.096757209073797901782991329852362267953 | 0.020876562431055331487731228844551599780
f(z) = 3/13*z^3 - 103/39*z + 1
*
-5/4 | 0.083393758689732930022515806085342334648 | 0.017776076467411216826615004871494719703
f(z) = 4*z^3 - 109/20*z + 1
*
1/12 | 0.084747675965071919990993971939224523455 | 0.017052486855452329333443908934186724386
f(z) = 4*z^3 - 109/36*z + 1
*
[ 1/5 ] 
f(z) = 4*z^3 - 104/25*z + 1
*
1/4 | 0.11508260715555322218264918514887125262 | 0.024343804986767460146829596231513831847
f(z) = 4/7*z^3 - 113/28*z + 1
*
-5/2 | 0.10656730975351747861422264694039177846 | 0.022628012816187475551393524213204414244
f(z) = 4/7*z^3 - 111/35*z + 1
*
9/4 | 0.13354235308651667215708648986688643907 | 0.028465668383360776648115054040814453643
f(z) = 4/7*z^3 - 109/28*z + 1
*
[ 5/2 ] 
f(z) = 4/7*z^3 - 104/35*z + 1
*
[ 1/4 ] 
f(z) = 4/9*z^3 - 109/36*z + 1
*
-9/4 | 0.12498449992349841199204842118709940062 | 0.027081524624852466898621318996161623522
f(z) = 4/9*z^3 - 101/36*z + 1
*
0 | 0.067101036632459919092055333571130242970 | 0.014194104483422113568136339298906894047
f(z) = 4/15*z^3 - 113/30*z + 1
*
-3/2 | 0.13264915460662122510058751565656990113 | 0.027755958764785494962227666959279623601
f(z) = 5/2*z^3 - 119/24*z + 1
*
-6/5 | 0.087954654960077649116870838513705519161 | 0.018605339424857042911706514284239127961
f(z) = 5/2*z^3 - 113/30*z + 1
*
[ 6/5 ] 
f(z) = 5/2*z^3 - 103/30*z + 1
*
[ 1/4 ] 
f(z) = 5/2*z^3 - 101/32*z + 1
*
2/5 | 0.12150548031414632593504979842972764845 | 0.025702456615298876961261871548511766438
f(z) = 5/3*z^3 - 113/30*z + 1
*
1/3 | 0.094756673023454620287220379502130241921 | 0.020044192830632777285182220948169780284
f(z) = 5/4*z^3 - 113/36*z + 1
*
1/5 | 0.049729632303778953095827592581010971688 | 0.010775370247062486686037794731790716967
f(z) = 5/4*z^3 - 101/20*z + 1
*
0 | 0.12145704086983303916252509667295232941 | 0.026205856087440174010285561777577358940
f(z) = 5/6*z^3 - 103/30*z + 1
*
3/2 | 0.056129504770131985000748679732848027420 | 0.012162088631338465571100144101369929369
f(z) = 5/6*z^3 - 101/24*z + 1
*
0 | 0.079853589537229370891408534249823012405 | 0.017021459832410912774766175598838079640
f(z) = 5/7*z^3 - 109/35*z + 1
*
[ -3 ] 
f(z) = 5/7*z^3 - 107/21*z + 1
*
3/2 | 0.13660235948976105361903193826748514918 | 0.029598871576869721590057522261707258565
f(z) = 5/7*z^3 - 101/28*z + 1
*
[ 3 ] 
f(z) = 5/8*z^3 - 119/24*z + 1
*
1/2 | 0.13579338073577386046332597683123892318 | 0.029423582816579473553232904805852806754
f(z) = 5/8*z^3 - 101/32*z + 1
*
1/2 | 0.085147862855489764348302071146363669646 | 0.018011609396303471260893280545257935902
f(z) = 5/9*z^3 - 113/36*z + 1
*
12/5 | 0.15092715362882346913811625253534219566 | 0.026414807756375051767541499685811965269
f(z) = 5/9*z^3 - 101/30*z + 1
*
[ 3 ] 
f(z) = 5/11*z^3 - 113/33*z + 1
*
6/5 | 0.12657223495488815206626901914999480475 | 0.023350505987302110405908121150919136127
f(z) = 5/12*z^3 - 113/30*z + 1
*
2/5 | 0.068294604423557359114829023155650864944 | 0.012727340605393900153595439896518297307
f(z) = 5/12*z^3 - 107/30*z + 1
*
[ 3 ] 
f(z) = 5/13*z^3 - 109/39*z + 1
*
18/5 | 0.13540441440096721519529556491916456057 | 0.022212649497074938656585190870676566759
f(z) = 5/16*z^3 - 111/20*z + 1
*
4 | 0.16286276959569694167931392360365758697 | 0.026797031328048813236608873977596541551
f(z) = 5/16*z^3 - 109/20*z + 1
*
[ -4 ] 
f(z) = 5/18*z^3 - 115/36*z + 1
*
-3/5 | 0.16398583658088542414412764612662071147 | 0.028602141170570007718493725146943283910
f(z) = 5/18*z^3 - 103/30*z + 1
*
3/4 | 0.14662029547628285331011201708043920384 | 0.029502173751434838945724340375263097804
f(z) = 6*z^3 - 113/24*z + 1
*
[ 1/5 ] 
f(z) = 6*z^3 - 106/25*z + 1
*
5/3 | 0.13079680670409905233354358635523725842 | 0.028221025875789243732297396024515684595
f(z) = 6/5*z^3 - 103/30*z + 1
*
3/2 | 0.063587502979787553932585478636040154794 | 0.013778080712680702901496570019358988742
f(z) = 6/5*z^3 - 101/30*z + 1
*
0 | 0.12173495216081625994277474932123839111 | 0.025609054896775463723147532751540583634
f(z) = 6/7*z^3 - 116/21*z + 1
*
2/3 | 0.12936132071721223824892172402484444752 | 0.027364228550313446723989516269002634657
f(z) = 6/7*z^3 - 113/21*z + 1
*
-7/3 | 0.12206744326986599079613263871149855102 | 0.025969142251546799312433816027888038691
f(z) = 6/7*z^3 - 110/21*z + 1
*
[ -3 ] 
f(z) = 6/11*z^3 - 118/33*z + 1
*
[ -3 ] 
f(z) = 6/13*z^3 - 110/39*z + 1
*
9/14 | 0.14919969023266778231341514826025584620 | 0.028267610665058803723721475404935818972
f(z) = 7*z^3 - 109/28*z + 1
*
[ 1/5 ] 
f(z) = 7*z^3 - 107/25*z + 1
*
-5/6 | 0.10456089607215442774684010531541012648 | 0.018909890047837314682369958371943965674
f(z) = 7*z^3 - 103/36*z + 1
*
[ 1/4 ] 
f(z) = 7/2*z^3 - 103/32*z + 1
*
0 | 0.12376602965337116157881900511429060962 | 0.026704048924475960474736716635724096944
f(z) = 7/3*z^3 - 103/21*z + 1
*
1/3 | 0.095316682885662214705395742466153384974 | 0.020088102486418792071558859712571395251
f(z) = 7/4*z^3 - 115/36*z + 1
*
[ 4/3 ] 
f(z) = 7/4*z^3 - 103/36*z + 1
*
0 | 0.081186756220894772236744091981604875039 | 0.017305635450406637503813461085819572680
f(z) = 7/5*z^3 - 109/35*z + 1
*
3/2 | 0.13566698941818194689134839754297510708 | 0.029271827924075393235095766590072471723
f(z) = 7/6*z^3 - 103/24*z + 1
*
0 | 0.13232136993606483860215814400536027119 | 0.028671270761663650801410363891246577061
f(z) = 7/8*z^3 - 101/24*z + 1
*
1/2 | 0.13561997779989300470585469005175348567 | 0.028582069064636906487831495431434786470
f(z) = 7/9*z^3 - 115/36*z + 1
*
0 | 0.12857790126153312481602121041421543359 | 0.026904075914100370321981208275532616911
f(z) = 7/15*z^3 - 119/30*z + 1
*
[ 1/5 ] 
f(z) = 8*z^3 - 108/25*z + 1
*
[ 5/4 ] 
f(z) = 8/3*z^3 - 119/30*z + 1
*
0 | 0.13983067583574711465523480028591512638 | 0.029469478604319105789470758220845204387
f(z) = 8/3*z^3 - 115/24*z + 1
*
0 | 0.12318364544804033932459989855304554334 | 0.026257623297274710688178450920420020469
f(z) = 8/3*z^3 - 109/24*z + 1
*
-5/4 | 0.060115270105599295664184667806022496885 | 0.013025720538874284330017323479498695595
f(z) = 8/3*z^3 - 101/30*z + 1
*
0 | 0.10063541749972073648457474290933885276 | 0.021451280106710558111429513870660131374
f(z) = 8/7*z^3 - 109/28*z + 1
*
0 | 0.12739174825391617839915740047605761334 | 0.026947598364928627240871995914233668598
f(z) = 8/9*z^3 - 113/36*z + 1
*
[ 11/4 ] 
f(z) = 8/11*z^3 - 107/22*z + 1
*
-5/2 | 0.090418469757318998094250081947604487567 | 0.019508901164867648252318311388097968986
f(z) = 8/15*z^3 - 103/30*z + 1
*
3/2 | 0.094802898195413272462710059956903079545 | 0.020541803372081711037541500992850766460
f(z) = 8/15*z^3 - 101/30*z + 1
*
[ 1/4 ] 
f(z) = 8/17*z^3 - 103/34*z + 1
*
[ 1/4 ] 
f(z) = 8/19*z^3 - 115/38*z + 1
*
[ 1/5 ] 
f(z) = 9*z^3 - 109/25*z + 1
*
[ 4/9 ] 
f(z) = 9*z^3 - 109/36*z + 1
*
4/9 | 0.14956422251279529012510360377029512755 | 0.029397816308074627499979181876794283205
f(z) = 9/2*z^3 - 113/36*z + 1
*
[ 1/4 ] 
f(z) = 9/2*z^3 - 105/32*z + 1
*
[ 5/3 ] 
f(z) = 9/4*z^3 - 117/20*z + 1
*
-5/3 | 0.10112012008446290500443932312758499376 | 0.021390273859953020076279446105342249085
f(z) = 9/4*z^3 - 113/20*z + 1
*
0 | 0.12649773552086660300435282048978746453 | 0.026758484890990479060101577597505363834
f(z) = 9/4*z^3 - 113/36*z + 1
*
0 | 0.13282636344838963302635858710333067486 | 0.028313049209489827418756969014152937321
f(z) = 9/4*z^3 - 109/36*z + 1
*
0 | 0.12780726881248421322370879918071632474 | 0.027693159549376127500448602941240243568
f(z) = 9/4*z^3 - 101/36*z + 1
*
4/3 | 0.13687690127600318587197560662213628818 | 0.029176455192012892162957444370381947008
f(z) = 9/5*z^3 - 109/20*z + 1
*
[ 5/3 ] 
f(z) = 9/7*z^3 - 111/35*z + 1
*
0 | 0.13817841212730672340558599979672265951 | 0.029121262093789094351671157689688034832
f(z) = 9/8*z^3 - 115/24*z + 1
*
0 | 0.10316699722810282789833970978708815819 | 0.022078060396146073666941526470614094370
f(z) = 9/8*z^3 - 107/24*z + 1
*
0 | 0.072091970282279935187228378899661849767 | 0.015427907341823616547404610668269745155
f(z) = 9/10*z^3 - 107/30*z + 1
*
[ 10/3 ] 
f(z) = 9/16*z^3 - 111/20*z + 1
*
3/10 | 0.12210995762968236794829618306070980881 | 0.021408593012138426535092817748024773474
f(z) = 10*z^3 - 107/30*z + 1
*
-6/5 | 0.067223906759268495841976580672260970774 | 0.014066158126309732894747903536061960398
f(z) = 10/3*z^3 - 119/30*z + 1
*
0 | 0.090976210989006231285300901860174216969 | 0.019629240721528603748127126845531965811
f(z) = 10/3*z^3 - 103/30*z + 1
*
0 | 0.13258279697693391021242431631283715038 | 0.027840813626763203140929033236323611871
f(z) = 10/7*z^3 - 117/28*z + 1
*
-7/5 | 0.12972870092635097486272232436594793299 | 0.027707190301462517336023053129744880433
f(z) = 10/7*z^3 - 108/35*z + 1
*
6/5 | 0.12499487004884681205246881120970839664 | 0.026749293517240599240259705004113762476
f(z) = 10/7*z^3 - 107/35*z + 1
*
3/10 | 0.16439498754636499320435529445810002073 | 0.028673504612186195028525454279082765022
f(z) = 10/9*z^3 - 103/30*z + 1
*
[ 3/11 ] 
f(z) = 11*z^3 - 115/33*z + 1
*
[ 1/5 ] 
f(z) = 11*z^3 - 111/25*z + 1
*
[ 2/11 ] 
f(z) = 11*z^3 - 107/22*z + 1
*
[ 1/4 ] 
f(z) = 11/2*z^3 - 107/32*z + 1
*
1/3 | 0.090832128008003367805050835273029175757 | 0.019006022367684324204246245367571377837
f(z) = 11/4*z^3 - 119/36*z + 1
*
[ -4/3 ] 
f(z) = 11/4*z^3 - 113/36*z + 1
*
[ 2/11 ] 
f(z) = 11/4*z^3 - 101/22*z + 1
*
-3/2 | 0.048806452438825375698455732695015338945 | 0.010444733622357392078994528375823154680
f(z) = 11/6*z^3 - 107/24*z + 1
*
-2 | 0.056631930346942062626418652798453516300 | 0.012270953735722338572377917264305286606
f(z) = 11/13*z^3 - 101/26*z + 1
*
-2 | 0.064700841837256852859374350235013954972 | 0.013902319093686931107956263166747978525
f(z) = 11/17*z^3 - 105/34*z + 1
*
-2 | 0.066314320661513343240302145075443224183 | 0.014191472234644709994280475651431863838
f(z) = 11/19*z^3 - 107/38*z + 1
*
[ 1/5 ] 
f(z) = 12*z^3 - 112/25*z + 1
*
-4/3 | 0.14023814026986931820409192741115237932 | 0.029665038208789856474481422682555682355
f(z) = 12/5*z^3 - 113/30*z + 1
*
0 | 0.080198660222442467571849909728023935695 | 0.017162764368979426811773850136043159531
f(z) = 12/5*z^3 - 107/30*z + 1
*
1/4 | 0.11964192551169367967690444125691645821 | 0.025214675842573916586876045015186201653
f(z) = 12/7*z^3 - 115/28*z + 1
*
[ -7/4 ] 
f(z) = 12/7*z^3 - 103/28*z + 1
*
-2 | 0.056288178689616404607560124135644905760 | 0.012045846463387140142665162342523050812
f(z) = 12/11*z^3 - 107/22*z + 1
*
[ 11/6 ] 
f(z) = 12/11*z^3 - 106/33*z + 1
*
[ -13/6 ] 
f(z) = 12/13*z^3 - 112/39*z + 1
*
-2 | 0.050356940493336461325935458097858193116 | 0.010734002627280931251147933689347030156
f(z) = 12/13*z^3 - 109/26*z + 1
*
-2 | 0.058975508641821465974541663845164301565 | 0.012475284639939987809331635706816607583
f(z) = 12/17*z^3 - 113/34*z + 1
*
-2 | 0.060993720093585629322672347841277294304 | 0.012854497902928956736102058812342151937
f(z) = 12/19*z^3 - 115/38*z + 1
*
[ 1/5 ] 
f(z) = 13*z^3 - 113/25*z + 1
*
[ 1/4 ] 
f(z) = 13/2*z^3 - 109/32*z + 1
*
8/13 | 0.14249718652564092978074930230918436693 | 0.027777777777777777777777777777777777778
f(z) = 13/3*z^3 - 103/39*z + 1
*
[ 3/2 ] 
f(z) = 13/6*z^3 - 109/24*z + 1
*
-4/3 | 0.15885156438996305924770282401725250652 | 0.029305514014998352680852479442934587079
f(z) = 13/8*z^3 - 113/36*z + 1
*
0 | 0.12830140841285404938107333752847356457 | 0.027682612886036807301255611773555551718
f(z) = 13/8*z^3 - 103/24*z + 1
*
0 | 0.13251081813091431808876585033697357858 | 0.027727012771674770655819471067597876683
f(z) = 13/10*z^3 - 119/30*z + 1
*
-2 | 0.064810752053603417190376145038374414641 | 0.013658941856342145273286921742377645095
f(z) = 13/11*z^3 - 115/22*z + 1
*
0 | 0.11431582120146719831572013896085031414 | 0.024769845290997668904152382006671301866
f(z) = 13/15*z^3 - 101/30*z + 1
*
[ 1/5 ] 
f(z) = 14*z^3 - 114/25*z + 1
*
0 | 0.11370670922461191865501682950307822948 | 0.023920174994754329614236928773627506487
f(z) = 14/3*z^3 - 116/21*z + 1
*
0 | 0.058303899703438858674505958280118962453 | 0.012333216977176169530954587026513431463
f(z) = 14/3*z^3 - 113/21*z + 1
*
0 | 0.12785832720876471174464253083062368050 | 0.027201119302454548895331718653822922791
f(z) = 14/3*z^3 - 110/21*z + 1
*
0 | 0.10835247804549080395174165920683238091 | 0.023187769525473748620248674907215033458
f(z) = 14/3*z^3 - 107/21*z + 1
*
0 | 0.12772127096464235258750962411440110070 | 0.027500112229626214426210767911230926988
f(z) = 14/3*z^3 - 104/21*z + 1
*
1/4 | 0.098043091674674526871554691440662760717 | 0.020778449746193214622503493424317423285
f(z) = 14/3*z^3 - 103/24*z + 1
*
0 | 0.12396471454637545781463222869929416511 | 0.026860558482494622494752184428733687124
f(z) = 14/3*z^3 - 101/21*z + 1
*
0 | 0.12280927672787610361691118925458152188 | 0.025742484862249979570410426134600657971
f(z) = 14/5*z^3 - 118/35*z + 1
*
0 | 0.12791326254084313282584267420209622039 | 0.027319452688515925442128867021412455987
f(z) = 14/5*z^3 - 108/35*z + 1
*
[ 2 ] 
f(z) = 14/11*z^3 - 101/22*z + 1
*
1/10 | 0.11206594548189185439106980138715567882 | 0.019647654162801272865319517485299635182
f(z) = 15*z^3 - 103/20*z + 1
*
[ 1/4 ] 
f(z) = 15/2*z^3 - 111/32*z + 1
*
[ 4/5 ] 
f(z) = 15/2*z^3 - 101/20*z + 1
*
-5/6 | 0.10643392810619196019421630798087857291 | 0.020495823701663603321815093546698069371
f(z) = 15/2*z^3 - 101/24*z + 1
*
[ 3/5 ] 
f(z) = 15/2*z^3 - 101/30*z + 1
*
0 | 0.078206743687101546454168165378862587922 | 0.016736487994238151315558032637222827575
f(z) = 15/4*z^3 - 107/20*z + 1
*
1/5 | 0.067155541152567532833022305112683938373 | 0.014489637112140934063741307314118557381
f(z) = 15/4*z^3 - 103/20*z + 1
*
2/3 | 0.096082151266907284623009579626404960997 | 0.020687783038389464731466581569423136084
f(z) = 15/7*z^3 - 104/21*z + 1
*
0 | 0.10945169858883105532331945728050256800 | 0.023615555271256365224709439371423514815
f(z) = 15/7*z^3 - 103/35*z + 1
*
0 | 0.12850964973001756065089113275522245270 | 0.027845350790096766377820078299175502460
f(z) = 15/7*z^3 - 101/21*z + 1
*
0 | 0.062075886285208790580877981496585486228 | 0.013231993841333458064942746236938247753
f(z) = 15/8*z^3 - 109/24*z + 1
*
[ 2 ] 
f(z) = 15/11*z^3 - 109/22*z + 1
*
[ 2 ] 
f(z) = 15/13*z^3 - 107/26*z + 1
*
0 | 0.15655996119533063317319015124640148484 | 0.028978217674192367167374963757439623135
f(z) = 15/14*z^3 - 111/35*z + 1
*
12/5 | 0.15348637659457333145220173094405284035 | 0.025105390185458615539785742381940806564
f(z) = 15/16*z^3 - 113/20*z + 1
*
[ 2 ] 
f(z) = 15/17*z^3 - 103/34*z + 1
*
[ 2 ] 
f(z) = 15/19*z^3 - 101/38*z + 1
*
[ 1/5 ] 
f(z) = 16*z^3 - 116/25*z + 1
*
0 | 0.080600906865985671716457829660299339921 | 0.017180756765300316207923951482456555468
f(z) = 16/5*z^3 - 109/20*z + 1
*
0 | 0.13409247949286708589573447166008052257 | 0.029055033125038389503140438671813091279
f(z) = 16/5*z^3 - 101/30*z + 1
*
[ 5/4 ] 
f(z) = 16/7*z^3 - 118/35*z + 1
*
0 | 0.10976218086613045958274695111193248643 | 0.023218357595215828246191850035823705486
f(z) = 16/7*z^3 - 113/28*z + 1
*
[ 3/2 ] 
f(z) = 16/7*z^3 - 101/21*z + 1
*
9/8 | 0.093307499032143367046111651186468100124 | 0.019889273056383812514749893327155566534
f(z) = 16/9*z^3 - 109/36*z + 1
*
[ 2 ] 
f(z) = 16/11*z^3 - 117/22*z + 1
*
[ 2 ] 
f(z) = 16/13*z^3 - 115/26*z + 1
*
[ 2 ] 
f(z) = 16/17*z^3 - 111/34*z + 1
*
[ 2 ] 
f(z) = 16/19*z^3 - 109/38*z + 1
*
[ 1/5 ] 
f(z) = 17*z^3 - 117/25*z + 1
*
9/17 | 0.15740152314858881080593327718409928882 | 0.027777915750467692228253720654587562360
f(z) = 17/2*z^3 - 115/34*z + 1
*
[ 1/4 ] 
f(z) = 17/2*z^3 - 113/32*z + 1
*
[ -3/2 ] 
f(z) = 17/6*z^3 - 113/24*z + 1
*
[ -2 ] 
f(z) = 17/11*z^3 - 103/22*z + 1
*
0 | 0.13814214161813509216364834786273728692 | 0.029446151742747201366347806579102913929
f(z) = 17/15*z^3 - 109/30*z + 1
*
[ 2 ] 
f(z) = 17/19*z^3 - 117/38*z + 1
*
[ 1/5 ] 
f(z) = 18*z^3 - 118/25*z + 1
*
0 | 0.077196257667326978415886221809880600376 | 0.016329580019173023155664673838742319663
f(z) = 18/5*z^3 - 113/30*z + 1
*
-4/3 | 0.086609851867038691029990705189744519927 | 0.018534779452714993664573446061565791173
f(z) = 18/7*z^3 - 107/28*z + 1
*
0 | 0.084919325873151534048587562621374066700 | 0.018322392978923422051565111959165212013
f(z) = 18/7*z^3 - 103/21*z + 1
*
[ -2 ] 
f(z) = 18/13*z^3 - 105/26*z + 1
*
[ 1/5 ] 
f(z) = 19*z^3 - 119/25*z + 1
*
[ 1/4 ] 
f(z) = 19/2*z^3 - 115/32*z + 1
*
0 | 0.13646635427985677713499849083647850188 | 0.029263029177791884986732633601452234224
f(z) = 19/7*z^3 - 106/21*z + 1
*
[ -2 ] 
f(z) = 19/11*z^3 - 119/22*z + 1
*
[ -2 ] 
f(z) = 19/13*z^3 - 113/26*z + 1
*
0 | 0.13529024693828305573657588440728077377 | 0.028618393947449354941021337704822003700
f(z) = 19/15*z^3 - 113/30*z + 1
*
[ -2 ] 
f(z) = 19/15*z^3 - 107/30*z + 1
*
[ -2 ] 
f(z) = 19/17*z^3 - 101/34*z + 1
*
[ 5/3 ] 
f(z) = z^3 - 107/45*z + 1
*
[ 5/2 ] 
f(z) = 1/2*z^3 - 101/40*z + 1
*
3/2 | 0.13296575586049156825774468988185153697 | 0.028455088035725810074070176938315989589
f(z) = 1/4*z^3 - 107/48*z + 1
*
[ 1/3 ] 
f(z) = 1/6*z^3 - 109/54*z + 1
*
-5 | 0.068450628243496718414977039303787652657 | 0.014373819432196723289986331473372326789
f(z) = 1/8*z^3 - 117/40*z + 1
*
-5 | 0.14098766112013385462908799071392160697 | 0.029659195566313630671892773645584746679
f(z) = 1/9*z^3 - 116/45*z + 1
*
3/4 | 0.16485505613505904616039006531249746531 | 0.028211483368651930433834179176521085115
f(z) = 1/9*z^3 - 115/48*z + 1
*
[ -13/2 ] 
f(z) = 1/13*z^3 - 109/52*z + 1
*
6 | 0.077054256510434968890734889913629442173 | 0.016239274751652686079269981672800727763
f(z) = 1/14*z^3 - 115/42*z + 1
*
-6 | 0.052702015840915483545887506731295953038 | 0.011419423533707951728493120958817298941
f(z) = 1/14*z^3 - 101/42*z + 1
*
[ 5/4 ] 
f(z) = 2*z^3 - 117/40*z + 1
*
2/3 | 0.11889870342295884721485977925627361069 | 0.025151036467184707628189666083973013328
f(z) = 3/7*z^3 - 113/42*z + 1
*
-2 | 0.061974026400427082603106087991261805603 | 0.013262635674427314003087869750017852158
f(z) = 3/7*z^3 - 107/42*z + 1
*
0 | 0.065216856071679268091236406503509834497 | 0.013956611376540873129272805250288833360
f(z) = 3/14*z^3 - 107/42*z + 1
*
[ 7/2 ] 
f(z) = 3/14*z^3 - 107/56*z + 1
*
-3 | 0.097440166150214573260892252239933868913 | 0.020611841018102806032685088945282081111
f(z) = 3/16*z^3 - 113/48*z + 1
*
[ 1/3 ] 
f(z) = 3/17*z^3 - 103/51*z + 1
*
[ 1/3 ] 
f(z) = 3/19*z^3 - 115/57*z + 1
*
[ 3/8 ] 
f(z) = 4*z^3 - 107/48*z + 1
*
[ 2/5 ] 
f(z) = 4*z^3 - 107/50*z + 1
*
-5/3 | 0.11173190623826815693441506642898897247 | 0.023816589398861112962586487676490409821
f(z) = 4/5*z^3 - 109/45*z + 1
*
[ -13/4 ] 
f(z) = 4/13*z^3 - 101/52*z + 1
*
2/3 | 0.14375462632411026025597873345457751650 | 0.026520376004104670921769255178322318302
f(z) = 5/2*z^3 - 113/45*z + 1
*
[ 3/2 ] 
f(z) = 5/4*z^3 - 119/48*z + 1
*
[ 8/5 ] 
f(z) = 5/4*z^3 - 113/40*z + 1
*
-8/5 | 0.13801000075073475768104976232535283211 | 0.029777361546106611382075104646446353094
f(z) = 5/4*z^3 - 103/40*z + 1
*
[ 1/3 ] 
f(z) = 5/6*z^3 - 113/54*z + 1
*
-9/5 | 0.12325901224998779022283524032128834871 | 0.026707647568508204325068449704791150115
f(z) = 5/9*z^3 - 101/45*z + 1
*
8/5 | 0.13381868537223466051600410328969800404 | 0.028000675346664820407282333492880496394
f(z) = 5/11*z^3 - 119/55*z + 1
*
1/2 | 0.12836162260900335442907603450980430228 | 0.027813276411871098533092982806607675995
f(z) = 5/12*z^3 - 101/48*z + 1
*
[ 3 ] 
f(z) = 5/14*z^3 - 107/42*z + 1
*
-3 | 0.12126479119164831813692206505394901344 | 0.025373855973053506440571898842924822258
f(z) = 5/16*z^3 - 119/48*z + 1
*
[ 3 ] 
f(z) = 5/16*z^3 - 103/48*z + 1
*
[ 3 ] 
f(z) = 5/17*z^3 - 101/51*z + 1
*
-2 | 0.057428804629417694212359375540866802650 | 0.012103187796118716253591024780069315736
f(z) = 6/7*z^3 - 115/56*z + 1
*
[ 1/3 ] 
f(z) = 6/17*z^3 - 104/51*z + 1
*
[ 1/3 ] 
f(z) = 6/19*z^3 - 116/57*z + 1
*
[ 6/7 ] 
f(z) = 7/2*z^3 - 115/42*z + 1
*
4/7 | 0.12588778542546167538936995543797066123 | 0.023850900094658900813642974179541521515
f(z) = 7/2*z^3 - 113/56*z + 1
*
[ 2/5 ] 
f(z) = 7/2*z^3 - 103/50*z + 1
*
-6/7 | 0.11073498160697840248502197224350509860 | 0.022189455459302474987084173835872911474
f(z) = 7/2*z^3 - 101/42*z + 1
*
[ 2/7 ] 
f(z) = 7/3*z^3 - 113/42*z + 1
*
[ -3/2 ] 
f(z) = 7/4*z^3 - 109/48*z + 1
*
6/7 | 0.15374107055094823230368955455624612125 | 0.028855976693218838913607528290007579427
f(z) = 7/4*z^3 - 103/42*z + 1
*
[ -5/3 ] 
f(z) = 7/5*z^3 - 103/45*z + 1
*
0 | 0.13695108316470846177589690259124028183 | 0.028862601078331824780605573309921163574
f(z) = 7/6*z^3 - 115/42*z + 1
*
[ 1/3 ] 
f(z) = 7/6*z^3 - 115/54*z + 1
*
3/7 | 0.10315339387755199857946419819304721291 | 0.022075149236539604624107801921891993376
f(z) = 7/6*z^3 - 107/42*z + 1
*
0 | 0.11811872928844798901750086489043728997 | 0.025485574148655181206550855740879181426
f(z) = 7/6*z^3 - 103/42*z + 1
*
[ -5/2 ] 
f(z) = 7/10*z^3 - 119/40*z + 1
*
-18/7 | 0.13861258962283812128403418736390418076 | 0.025571754382445099620696324020894069012
f(z) = 7/12*z^3 - 113/42*z + 1
*
6/7 | 0.16075242610678488092120407060487896335 | 0.029854689108678928871996153884393733395
f(z) = 7/12*z^3 - 109/42*z + 1
*
[ 2/7 ] 
f(z) = 7/12*z^3 - 107/42*z + 1
*
1/2 | 0.12836208960072282559360308799916935302 | 0.027695705601495010411345217730313266703
f(z) = 7/12*z^3 - 103/48*z + 1
*
6/7 | 0.17002329782532553181054283133679344373 | 0.029655185277462405815117016615140666928
f(z) = 7/18*z^3 - 103/42*z + 1
*
3/7 | 0.12995440789797065973919557487155008614 | 0.022744222091145799534953134381362466597
f(z) = 7/18*z^3 - 101/42*z + 1
*
[ -3 ] 
f(z) = 7/19*z^3 - 113/57*z + 1
*
0 | 0.11997631475329411648691557194184114556 | 0.025104250795407151623882272877275276047
f(z) = 8/5*z^3 - 119/40*z + 1
*
[ 2/5 ] 
f(z) = 9/2*z^3 - 111/50*z + 1
*
0 | 0.13200323041735465953378805035687224687 | 0.028602336588103233307131109232517946788
f(z) = 9/5*z^3 - 101/45*z + 1
*
[ 5/3 ] 
f(z) = 9/8*z^3 - 109/40*z + 1
*
10/9 | 0.18420434779197566986451371269560301376 | 0.027435160750148436929011041763854326547
f(z) = 9/8*z^3 - 103/45*z + 1
*
-5/3 | 0.095639235684519671393366764194919506753 | 0.020723020197526350967631718563669033695
f(z) = 9/8*z^3 - 101/40*z + 1
*
[ 5/3 ] 
f(z) = 9/11*z^3 - 103/55*z + 1
*
[ 11/6 ] 
f(z) = 9/11*z^3 - 101/44*z + 1
*
[ 2/3 ] 
f(z) = 10/3*z^3 - 107/54*z + 1
*
0 | 0.12722084628707281841771484069812149858 | 0.027118186389243528890139509890313610539
f(z) = 10/7*z^3 - 109/42*z + 1
*
0 | 0.10909158816500000715282656831184347758 | 0.023076504900483219997824178434892413799
f(z) = 10/9*z^3 - 113/45*z + 1
*
[ 2/5 ] 
f(z) = 11/2*z^3 - 119/50*z + 1
*
[ 4/11 ] 
f(z) = 11/2*z^3 - 109/44*z + 1
*
[ 3/4 ] 
f(z) = 11/3*z^3 - 115/48*z + 1
*
[ 2/3 ] 
f(z) = 11/3*z^3 - 115/54*z + 1
*
8/11 | 0.13652800468722243840385439493474213731 | 0.028468300145546542837592490367612136650
f(z) = 11/5*z^3 - 119/55*z + 1
*
[ 1/3 ] 
f(z) = 11/5*z^3 - 101/45*z + 1
*
[ 1/3 ] 
f(z) = 11/6*z^3 - 119/54*z + 1
*
-3/2 | 0.13805090812260144113670062049436429411 | 0.029094390475553900671825156001728450778
f(z) = 11/12*z^3 - 115/48*z + 1
*
1/2 | 0.12837360991065356452508775438572563847 | 0.027472354425632683985591413176555472382
f(z) = 11/12*z^3 - 107/48*z + 1
*
2 | 0.15866287995664247398622151768102281411 | 0.025877837041054680583583967023418802287
f(z) = 11/16*z^3 - 115/44*z + 1
*
0 | 0.13321782368827742143192838984234208542 | 0.028743390180223610277121572677632290342
f(z) = 12/11*z^3 - 103/44*z + 1
*
[ 1/3 ] 
f(z) = 12/17*z^3 - 106/51*z + 1
*
[ 1/3 ] 
f(z) = 12/19*z^3 - 118/57*z + 1
*
[ 2/5 ] 
f(z) = 13/4*z^3 - 101/50*z + 1
*
[ 1/3 ] 
f(z) = 13/5*z^3 - 103/45*z + 1
*
1/2 | 0.12839550633900227894986808336899152902 | 0.027368574994270898625638685312215778018
f(z) = 13/12*z^3 - 109/48*z + 1
*
[ 3/2 ] 
f(z) = 13/12*z^3 - 101/48*z + 1
*
-2 | 0.14249849080434836850924299630742962497 | 0.023518005197229806205976900524902946348
f(z) = 13/16*z^3 - 107/52*z + 1
*
1/7 | 0.10810780514773645937005875217092273701 | 0.020482276746048790542203200245023180448
f(z) = 14/3*z^3 - 109/42*z + 1
*
[ 1/3 ] 
f(z) = 14/5*z^3 - 104/45*z + 1
*
[ -5/4 ] 
f(z) = 14/5*z^3 - 103/40*z + 1
*
2/3 | 0.13377823719047834322500967543047948750 | 0.028864306312239991107177421868661448795
f(z) = 15/7*z^3 - 103/42*z + 1
*
0 | 0.11080991682488967010518696602183392360 | 0.023713669117873830502892151570435659952
f(z) = 15/8*z^3 - 107/40*z + 1
*
0 | 0.11910425679112642580076294698290846060 | 0.025807399038984425830858957973541310959
f(z) = 15/14*z^3 - 101/42*z + 1
*
-8/5 | 0.13362001772372626858514850017355142935 | 0.024732185225803859965533844989318646816
f(z) = 15/16*z^3 - 111/40*z + 1
*
[ 1/3 ] 
f(z) = 15/16*z^3 - 101/48*z + 1
*
[ 1/3 ] 
f(z) = 15/17*z^3 - 107/51*z + 1
*
[ 1/3 ] 
f(z) = 15/19*z^3 - 119/57*z + 1
*
[ 5/6 ] 
f(z) = 16/5*z^3 - 109/45*z + 1
*
[ 1/3 ] 
f(z) = 16/5*z^3 - 106/45*z + 1
*
[ 5/4 ] 
f(z) = 16/9*z^3 - 116/45*z + 1
*
[ 5/4 ] 
f(z) = 16/11*z^3 - 114/55*z + 1
*
[ 11/8 ] 
f(z) = 16/11*z^3 - 109/44*z + 1
*
[ 2/5 ] 
f(z) = 17/4*z^3 - 109/50*z + 1
*
[ 1/3 ] 
f(z) = 17/5*z^3 - 107/45*z + 1
*
[ 6/17 ] 
f(z) = 17/8*z^3 - 107/51*z + 1
*
1/2 | 0.12836162260900335442907603450980430228 | 0.027152759098991556984616053425318226685
f(z) = 17/12*z^3 - 113/48*z + 1
*
0 | 0.12273078535506838520331234318378144500 | 0.026212589823213911672409495604711900667
f(z) = 18/7*z^3 - 101/42*z + 1
*
[ 4/3 ] 
f(z) = 18/11*z^3 - 117/44*z + 1
*
[ 4/3 ] 
f(z) = 18/13*z^3 - 115/52*z + 1
*
[ 2/5 ] 
f(z) = 19/4*z^3 - 113/50*z + 1
*
[ 1/3 ] 
f(z) = 19/5*z^3 - 109/45*z + 1
*
[ 2/3 ] 
f(z) = 19/6*z^3 - 103/54*z + 1
*
1/2 | 0.12836507107475002935726153197142825535 | 0.027053088980437992266186148635870733709
f(z) = 19/12*z^3 - 115/48*z + 1
*
-5/2 | 0.11095408078508722281237466298579163322 | 0.024041426519675774711656396300860189296
f(z) = 1/3*z^3 - 101/60*z + 1
*
-5 | 0.061510669700176847491027856560257709376 | 0.013011555653779913458853065338458038858
f(z) = 1/12*z^3 - 113/60*z + 1
*
[ 3/5 ] 
f(z) = 2*z^3 - 104/75*z + 1
*
-4 | 0.068313616100012302737967413824970073821 | 0.014450605433640889888804046389073462049
f(z) = 2/15*z^3 - 113/60*z + 1
*
-5/6 | 0.12652337554211067881545417896900852840 | 0.024364418803214438492036341882316354844
f(z) = 3*z^3 - 113/60*z + 1
*
[ 5/3 ] 
f(z) = 3/4*z^3 - 101/60*z + 1
*
-3/2 | 0.10975919364852986123215153171308023254 | 0.023782519491745075795087498684090968372
f(z) = 3/5*z^3 - 101/60*z + 1
*
[ -4 ] 
f(z) = 3/17*z^3 - 107/68*z + 1
*
[ 5/4 ] 
f(z) = 4/3*z^3 - 113/60*z + 1
*
3/4 | 0.13580747644853182262757992746408484614 | 0.029063225138262648274028524020192039204
f(z) = 4/5*z^3 - 107/60*z + 1
*
[ -7/3 ] 
f(z) = 4/7*z^3 - 106/63*z + 1
*
0 | 0.13390447235828563416673901979857171412 | 0.028891543108205381521736557852053425914
f(z) = 5/4*z^3 - 103/60*z + 1
*
4/5 | 0.065285194993668295172062607168495901014 | 0.013971236119798111774713138161309439738
f(z) = 5/6*z^3 - 107/60*z + 1
*
[ 2/5 ] 
f(z) = 5/7*z^3 - 113/70*z + 1
*
[ -12/5 ] 
f(z) = 5/9*z^3 - 107/60*z + 1
*
-12/5 | 0.12231305356275574882817748100633973950 | 0.025593197944990067908275910378338083588
f(z) = 5/12*z^3 - 119/60*z + 1
*
[ 2/5 ] 
f(z) = 5/14*z^3 - 109/70*z + 1
*
[ -14/5 ] 
f(z) = 5/14*z^3 - 101/70*z + 1
*
[ 8/3 ] 
f(z) = 5/16*z^3 - 115/72*z + 1
*
[ 4/3 ] 
f(z) = 6/5*z^3 - 113/60*z + 1
*
[ 3/5 ] 
f(z) = 7/3*z^3 - 113/75*z + 1
*
0 | 0.10682258996799068394998516334701521978 | 0.022596536198100059178737734629253783203
f(z) = 7/5*z^3 - 113/70*z + 1
*
-6/5 | 0.19841514386578623721194859576156169762 | 0.029384952440124437383601513952143635886
f(z) = 7/8*z^3 - 107/75*z + 1
*
-2 | 0.13068587336160924962361587796628761809 | 0.028023497407012288583049578218017612235
f(z) = 7/9*z^3 - 106/63*z + 1
*
3/2 | 0.054656869856322394894241106062241859822 | 0.011792894470233115706608460806609225315
f(z) = 7/15*z^3 - 103/60*z + 1
*
[ 5/4 ] 
f(z) = 8/7*z^3 - 111/70*z + 1
*
0 | 0.093984700282107905957165184083649453331 | 0.020113020102293260632649241184516159652
f(z) = 8/15*z^3 - 107/60*z + 1
*
-8/9 | 0.12369199532057232315609976298416947854 | 0.024312462540313252670377270063332798631
f(z) = 9/4*z^3 - 119/72*z + 1
*
0 | 0.093390479093040923468199355472305482626 | 0.019906960949710138927811884753137751915
f(z) = 9/7*z^3 - 109/63*z + 1
*
[ 6/5 ] 
f(z) = 9/8*z^3 - 109/75*z + 1
*
-4/5 | 0.10902398726024672594662482728636990288 | 0.020577096409624497076353454835161487743
f(z) = 10/3*z^3 - 113/60*z + 1
*
[ 3/2 ] 
f(z) = 10/11*z^3 - 113/66*z + 1
*
[ 3/2 ] 
f(z) = 10/13*z^3 - 109/78*z + 1
*
[ 6/11 ] 
f(z) = 11/4*z^3 - 109/66*z + 1
*
7/11 | 0.13321743766077480883673361820079730633 | 0.027777993303541687283359056893537520041
f(z) = 11/6*z^3 - 115/66*z + 1
*
-14/11 | 0.20239709902622699832690942788885787047 | 0.029812629465595999212449286244796864169
f(z) = 11/8*z^3 - 111/77*z + 1
*
-3/2 | 0.089414776383577068166961171905584456710 | 0.018709450909242368599895464566694094682
f(z) = 11/15*z^3 - 119/60*z + 1
*
[ 3/4 ] 
f(z) = 12/5*z^3 - 101/60*z + 1
*
[ 6/13 ] 
f(z) = 13/9*z^3 - 115/78*z + 1
*
[ 6/13 ] 
f(z) = 13/12*z^3 - 109/78*z + 1
*
[ 6/13 ] 
f(z) = 13/18*z^3 - 103/78*z + 1
*
-9/7 | 0.11741406118014355686456173502098671386 | 0.024836985177180816757264567646542447067
f(z) = 14/9*z^3 - 113/63*z + 1
*
0 | 0.093390479093040923468199355472305482626 | 0.019985854907479226898570512909900561092
f(z) = 14/9*z^3 - 107/63*z + 1
*
[ -11/7 ] 
f(z) = 14/11*z^3 - 116/77*z + 1
*
4/5 | 0.14532996949556178156210431620921191472 | 0.026832953361870965126568425109633298913
f(z) = 15/8*z^3 - 107/60*z + 1
*
0 | 0.13839342014526080840351380951068190395 | 0.028522785847890076302666340327581615173
f(z) = 16/9*z^3 - 119/72*z + 1
*
[ 5/4 ] 
f(z) = 16/13*z^3 - 112/65*z + 1
*
[ 3/5 ] 
f(z) = 17/9*z^3 - 101/75*z + 1
*
-3/2 | 0.052448102477989158979191926235054360077 | 0.011094520798650093260729224818800625751
f(z) = 17/15*z^3 - 113/60*z + 1
*
[ 7/9 ] 
f(z) = 18/7*z^3 - 116/63*z + 1
*
0 | 0.085094812039529443089859889848336679798 | 0.017805526926052924160308428814156293910
f(z) = 18/11*z^3 - 119/66*z + 1
*
[ -3/2 ] 
f(z) = 18/13*z^3 - 113/78*z + 1
*
[ 4/3 ] 
f(z) = 18/17*z^3 - 111/68*z + 1
*
[ 4/3 ] 
f(z) = 18/19*z^3 - 109/76*z + 1
*
[ -6/5 ] 
f(z) = 19/8*z^3 - 119/75*z + 1
*
[ 3/5 ] 
f(z) = 19/9*z^3 - 107/75*z + 1
*
[ 5/4 ] 
f(z) = z^3 - 109/80*z + 1
*
-5 | 0.13662516496718282603157243324447101273 | 0.029122795494386557817554928935780953997
f(z) = 1/16*z^3 - 109/80*z + 1
*
-4/3 | 0.091314142117448884002170934507125691335 | 0.019464372374376125128037216847532407243
f(z) = 2/5*z^3 - 109/90*z + 1
*
[ -11/3 ] 
f(z) = 2/11*z^3 - 116/99*z + 1
*
[ 3/4 ] 
f(z) = 3/2*z^3 - 113/96*z + 1
*
-3/2 | 0.10810845728709017873430559917004536603 | 0.023044220978922863147176564168134665094
f(z) = 3/7*z^3 - 109/84*z + 1
*
-3/2 | 0.13586920210569661992870989500085397810 | 0.028740862251217853811192574608257855949
f(z) = 3/8*z^3 - 113/96*z + 1
*
-22/15 | 0.14221156450579638267587165231774599372 | 0.026257187634098236001270188549943984491
f(z) = 5/4*z^3 - 107/90*z + 1
*
[ -9/5 ] 
f(z) = 5/6*z^3 - 103/90*z + 1
*
[ 3/2 ] 
f(z) = 5/7*z^3 - 107/84*z + 1
*
[ 3/2 ] 
f(z) = 5/8*z^3 - 103/96*z + 1
*
[ 4/3 ] 
f(z) = 6/7*z^3 - 107/84*z + 1
*
-2 | 0.13654427116638383486621265752083862089 | 0.028776864973511089341837179697353149577
f(z) = 6/11*z^3 - 115/88*z + 1
*
[ 2/3 ] 
f(z) = 7/5*z^3 - 101/90*z + 1
*
[ 2/3 ] 
f(z) = 8/5*z^3 - 109/90*z + 1
*
[ 5/4 ] 
f(z) = 8/9*z^3 - 107/90*z + 1
*
0 | 0.13425788030959236499967719311430306067 | 0.028092573984143166708119422626850782139
f(z) = 8/11*z^3 - 119/88*z + 1
*
[ -9/4 ] 
f(z) = 8/15*z^3 - 113/90*z + 1
*
[ -5/2 ] 
f(z) = 8/19*z^3 - 117/95*z + 1
*
[ -3/2 ] 
f(z) = 9/7*z^3 - 103/84*z + 1
*
0 | 0.098455293807393310452266425812339854086 | 0.020986568525506838651047977611575081008
f(z) = 10/9*z^3 - 109/90*z + 1
*
-10/7 | 0.092091772601190864231578218336438351308 | 0.019630130809534525885537539525367560912
f(z) = 14/13*z^3 - 109/91*z + 1
*
[ 5/4 ] 
f(z) = 16/17*z^3 - 108/85*z + 1
*
[ 5/4 ] 
f(z) = 16/19*z^3 - 106/95*z + 1
*
[ 2/3 ] 
f(z) = 17/10*z^3 - 113/90*z + 1
*
[ -5/3 ] 
f(z) = 18/17*z^3 - 114/85*z + 1
*
[ 4/3 ] 
f(z) = 2/3*z^3 - 101/108*z + 1
*
[ 13/6 ] 
f(z) = 4/13*z^3 - 106/117*z + 1
*
[ 5/4 ] 
f(z) = 8/11*z^3 - 103/110*z + 1
*
0 | 0.13735147447002136855507615355134360336 | 0.029573624927956449861661127750708482439
f(z) = 8/13*z^3 - 103/104*z + 1
*
[ 3/2 ] 
f(z) = 10/17*z^3 - 101/102*z + 1
*
[ 4/5 ] 
f(z) = 11/8*z^3 - 113/100*z + 1
*
3/11 | 0.13333970805936943548951415592076608636 | 0.027803488661904843763723817960333573721
f(z) = 11/10*z^3 - 119/110*z + 1
*
1/7 | 0.11141772003483036957293268190574493897 | 0.023843740907676653506330038631473379838
f(z) = 14/15*z^3 - 107/105*z + 1
*
[ 4/5 ] 
f(z) = 19/16*z^3 - 101/100*z + 1
*
3/2 | 0.13164562320050870177626946027615771403 | 0.027497827729726481009086931906246576920
f(z) = 1/10*z^3 - 107/120*z + 1
*
[ 5/4 ] 
f(z) = 2/3*z^3 - 101/120*z + 1
*
[ 2/3 ] 
f(z) = 5/7*z^3 - 103/126*z + 1
*
-3/2 | 0.14047655824815808654774139077396944319 | 0.029342412644356049581183727179401516934
f(z) = 7/10*z^3 - 109/120*z + 1
*
-9/7 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = 7/18*z^3 - 109/126*z + 1
*
0 | 0.074116130041317679943534537666307630175 | 0.015481202688873623417847805391898559279
f(z) = 8/15*z^3 - 109/120*z + 1
*
-14/9 | 0.11714819584190513992474383749106163687 | 0.024222780659977867115886483057880558359
f(z) = 9/14*z^3 - 115/126*z + 1
*
0 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = 9/14*z^3 - 109/126*z + 1
*
[ 2/3 ] 
f(z) = 11/14*z^3 - 107/126*z + 1
*
-12/11 | 0.13643904763656242897261782477116457373 | 0.021763750541074841943806364478657991324
f(z) = 11/16*z^3 - 119/132*z + 1
*
-12/11 | 0.17537803144360402946871263540551963640 | 0.029320495998022855141694393116328377904
f(z) = 11/18*z^3 - 107/132*z + 1
*
[ 2/3 ] 
f(z) = 13/14*z^3 - 115/126*z + 1
*
[ -5/3 ] 
f(z) = 13/15*z^3 - 109/135*z + 1
*
[ 3/5 ] 
f(z) = 1/6*z^3 - 109/150*z + 1
*
[ -17/3 ] 
f(z) = 1/17*z^3 - 109/153*z + 1
*
[ 3/5 ] 
f(z) = 1/18*z^3 - 103/150*z + 1
*
[ 6/5 ] 
f(z) = 2/3*z^3 - 119/150*z + 1
*
[ 6/5 ] 
f(z) = 7/12*z^3 - 101/150*z + 1
*
0 | 0.14774014987275090309640621600836124748 | 0.029727505032302792297125548052047629342
f(z) = 9/16*z^3 - 113/144*z + 1
*
[ 6/5 ] 
f(z) = 11/18*z^3 - 107/150*z + 1
*
[ 12/13 ] 
f(z) = 13/18*z^3 - 109/156*z + 1
*
[ -7/3 ] 
f(z) = 3/8*z^3 - 103/168*z + 1
*
-5/4 | 0.099787214223413283162732307924987009685 | 0.019661831861578482222645532949929210669
f(z) = 3/10*z^3 - 107/160*z + 1
*
[ 2/3 ] 
f(z) = 4/9*z^3 - 113/162*z + 1
*
[ 2/3 ] 
f(z) = 5/18*z^3 - 101/162*z + 1
*
[ 8/7 ] 
f(z) = 7/12*z^3 - 107/168*z + 1
*
-12/7 | 0.18584952856316801709874782090559455245 | 0.029866974795757770925735344503531838211
f(z) = 7/18*z^3 - 115/168*z + 1
*
[ 2/3 ] 
f(z) = 7/18*z^3 - 109/162*z + 1
*
[ -19/9 ] 
f(z) = 9/19*z^3 - 109/171*z + 1
*
[ 2/3 ] 
f(z) = 1/11*z^3 - 107/198*z + 1
*
[ 9/2 ] 
f(z) = 1/15*z^3 - 103/180*z + 1
*
[ 2/3 ] 
f(z) = 2/11*z^3 - 115/198*z + 1
*
[ -7/2 ] 
f(z) = 2/13*z^3 - 109/182*z + 1
*
[ 7/9 ] 
f(z) = 3/7*z^3 - 103/189*z + 1
*
[ 14/9 ] 
f(z) = 3/8*z^3 - 104/189*z + 1
*
-5/3 | 0.14854805076016398745232709794958437619 | 0.028090119106684824488093727988235790056
f(z) = 4/11*z^3 - 101/198*z + 1
*
[ 4/5 ] 
f(z) = 5/9*z^3 - 109/180*z + 1
*
[ 9/10 ] 
f(z) = 5/9*z^3 - 101/180*z + 1
*
[ 3/4 ] 
f(z) = 5/12*z^3 - 109/192*z + 1
*
[ -5/2 ] 
f(z) = 6/19*z^3 - 109/190*z + 1
*
[ 10/9 ] 
f(z) = 9/16*z^3 - 107/180*z + 1
*
0 | 0.14394051725914523017556731795405626709 | 0.027432791479433229337609911424636107594
f(z) = 10/19*z^3 - 119/190*z + 1
*
[ 8/5 ] 
f(z) = 3/8*z^3 - 117/200*z + 1
*
[ 6/7 ] 
f(z) = 7/15*z^3 - 107/210*z + 1
*
[ 9/10 ] 
f(z) = 4/9*z^3 - 106/225*z + 1
*
[ 3/4 ] 
f(z) = 4/19*z^3 - 103/228*z + 1
*
[ 4/5 ] 
f(z) = 5/11*z^3 - 119/220*z + 1
*
[ 11/10 ] 
f(z) = 5/11*z^3 - 101/220*z + 1
*
[ 3/2 ] 
f(z) = 7/19*z^3 - 113/228*z + 1
*
[ 3/4 ] 
f(z) = 1/5*z^3 - 107/240*z + 1
*
[ 10/7 ] 
f(z) = 3/8*z^3 - 114/245*z + 1
*
[ 15/8 ] 
f(z) = 4/15*z^3 - 113/240*z + 1
*
[ 3/4 ] 
f(z) = 2/11*z^3 - 115/264*z + 1
*
[ 13/10 ] 
f(z) = 5/13*z^3 - 109/260*z + 1
*
[ 6/7 ] 
f(z) = 1/4*z^3 - 103/294*z + 1
*
[ 6/7 ] 
f(z) = 5/18*z^3 - 109/294*z + 1
*
1/4 | 0.044481769227708235888179848450883105151 | 0.010122262805205649668682247763541900870
f(z) = z^3 - 81/16*z + 1
*
1/2 | 0.13271577439312153601961510071455710390 | 0.029567058558820476051537979508184256187
f(z) = 1/2*z^3 - 89/8*z + 1
*
0 | 0.12467662693040644724857359071743699358 | 0.028214782563197036821160648293766349838
f(z) = 1/4*z^3 - 83/12*z + 1
*
0 | 0.090997481022581218163355696170257180320 | 0.019891416408638574507925197056065351470
f(z) = 1/8*z^3 - 97/8*z + 1
*
0 | 0.058090754449821528285309526580768262337 | 0.012877979100412608651354123131396372819
f(z) = 1/9*z^3 - 91/9*z + 1
*
-10 | 0.11100054292382557287441354738908287320 | 0.024156180152858122809268218200604067287
f(z) = 1/10*z^3 - 99/10*z + 1
*
[ -10 ] 
f(z) = 1/10*z^3 - 89/10*z + 1
*
-1 | 0.053859123538242734229300415899163765791 | 0.012256171739062340106515391345887783976
f(z) = 1/10*z^3 - 81/10*z + 1
*
-1 | 0.069779940901953695835545638309844921883 | 0.015152521640626755686003797728000204707
f(z) = 1/11*z^3 - 100/11*z + 1
*
0 | 0.12356007377831481917663484805458111137 | 0.027812237928377698723003210938284679714
f(z) = 1/12*z^3 - 85/12*z + 1
*
0 | 0.074220439246311543099736405242000908997 | 0.016152013803108453143709958597127083247
f(z) = 1/14*z^3 - 99/14*z + 1
*
0 | 0.093471796616286807180622761281436428670 | 0.020721504733465510997508333881762479275
f(z) = 1/15*z^3 - 91/15*z + 1
*
[ 12 ] 
f(z) = 1/16*z^3 - 97/12*z + 1
*
[ -12 ] 
f(z) = 1/16*z^3 - 95/12*z + 1
*
-9 | 0.13465483231420163978909408047343211582 | 0.029434609737521381590440713682242704218
f(z) = 1/18*z^3 - 97/18*z + 1
*
0 | 0.13000518780892576177239920730606450225 | 0.028820491443173289020581855273770176276
f(z) = 1/18*z^3 - 91/18*z + 1
*
[ 12 ] 
f(z) = 1/18*z^3 - 85/12*z + 1
*
[ -12 ] 
f(z) = 1/18*z^3 - 83/12*z + 1
*
[ 7 ] 
f(z) = 2/7*z^3 - 92/7*z + 1
*
[ -7 ] 
f(z) = 2/7*z^3 - 90/7*z + 1
*
-1/2 | 0.11195866672085054034987277710713603590 | 0.025200867737995174344026394304399139890
f(z) = 2/7*z^3 - 85/14*z + 1
*
4 | 0.12420590526266510079486006379442377239 | 0.027534864493834161313362524907249281001
f(z) = 2/9*z^3 - 91/18*z + 1
*
-7 | 0.076605979136849470030941403485756422878 | 0.017243302414281332714462218803286479632
f(z) = 2/13*z^3 - 85/13*z + 1
*
0 | 0.063507102632535804713501737050461023883 | 0.014044686422287595810019437828731466658
f(z) = 2/15*z^3 - 92/15*z + 1
*
3/2 | 0.13446895743060132591552531826778693933 | 0.029957641108412126622420395832057493735
f(z) = 3*z^3 - 89/12*z + 1
*
[ 4 ] 
f(z) = 3/2*z^3 - 93/4*z + 1
*
[ -4 ] 
f(z) = 3/2*z^3 - 91/4*z + 1
*
-3 | 0.10372242303942278286075008749129886228 | 0.023346964920528837879459745027766755125
f(z) = 3/2*z^3 - 85/6*z + 1
*
3 | 0.11684394113004477528577611501362504414 | 0.026442216748865175876560365762247579936
f(z) = 3/2*z^3 - 83/6*z + 1
*
-3 | 0.088227687003154329480476406403231116908 | 0.019655788470211796674921598827336981870
f(z) = 3/4*z^3 - 89/12*z + 1
*
3 | 0.053422250748075533879905315285429985428 | 0.012024858055205301063631147139211550703
f(z) = 3/4*z^3 - 85/12*z + 1
*
0 | 0.13987643881472713006572217039223553658 | 0.026822274581357369264949613572216107281
f(z) = 3/10*z^3 - 92/15*z + 1
*
5 | 0.12674872893090864974615715316782492633 | 0.028381400952130078456854623495550452396
f(z) = 3/10*z^3 - 87/10*z + 1
*
0 | 0.11014187944853647033195312075379350686 | 0.024662818070184172823805174802123130695
f(z) = 3/14*z^3 - 87/14*z + 1
*
0 | 0.11790752649733178261589072722005389165 | 0.025659292976630043773739854646123370024
f(z) = 3/16*z^3 - 99/16*z + 1
*
6 | 0.17046350138014852645047255050569312068 | 0.028696731815952449957953846271898673955
f(z) = 3/16*z^3 - 95/12*z + 1
*
[ 8 ] 
f(z) = 3/16*z^3 - 89/8*z + 1
*
[ -8 ] 
f(z) = 3/16*z^3 - 87/8*z + 1
*
9/4 | 0.068009861463359986006277595248733561933 | 0.015308395266003302940779791224468477077
f(z) = 4/3*z^3 - 85/12*z + 1
*
-5 | 0.13173901371546038513909131306466231340 | 0.028669331380247194624470056198271828323
f(z) = 4/5*z^3 - 99/5*z + 1
*
[ 3 ] 
f(z) = 4/5*z^3 - 98/15*z + 1
*
[ 5 ] 
f(z) = 4/5*z^3 - 96/5*z + 1
*
[ -5 ] 
f(z) = 4/5*z^3 - 94/5*z + 1
*
[ -3 ] 
f(z) = 4/5*z^3 - 88/15*z + 1
*
[ 6 ] 
f(z) = 4/9*z^3 - 91/6*z + 1
*
[ -6 ] 
f(z) = 4/9*z^3 - 89/6*z + 1
*
0 | 0.063358780359262233442754249369782668983 | 0.014115373833020735373106567625499946133
f(z) = 4/9*z^3 - 89/18*z + 1
*
-9/2 | 0.11935901935599065977372534943961058339 | 0.026658485680600038811192710981274195819
f(z) = 4/9*z^3 - 88/9*z + 1
*
-5 | 0.097128829654363618908876846217529996042 | 0.021231686572282502040902391729354131209
f(z) = 4/15*z^3 - 97/15*z + 1
*
[ 5 ] 
f(z) = 4/15*z^3 - 88/15*z + 1
*
[ -5 ] 
f(z) = 4/15*z^3 - 82/15*z + 1
*
4 | 0.12766280432640226276748206430613685296 | 0.029050923069769416637892057433288795544
f(z) = 5/4*z^3 - 81/4*z + 1
*
6 | 0.15522609596804585144294987705653086093 | 0.029828189182293259646929092933222832557
f(z) = 5/12*z^3 - 91/6*z + 1
*
-4 | 0.12720217331427472473131596201764643648 | 0.028338711991024021557597572980642576766
f(z) = 5/12*z^3 - 89/12*z + 1
*
[ 6 ] 
f(z) = 5/12*z^3 - 85/6*z + 1
*
[ -6 ] 
f(z) = 5/12*z^3 - 83/6*z + 1
*
4 | 0.087970889212480837773629940880520866221 | 0.019908138134076411205515521662425116074
f(z) = 5/12*z^3 - 83/12*z + 1
*
0 | 0.11862377345050983259653464072823014153 | 0.026701122055711913185934075586555736218
f(z) = 5/16*z^3 - 85/16*z + 1
*
0 | 0.083520850730808782125043978713666027154 | 0.018340603560201623543571825817159744725
f(z) = 5/18*z^3 - 95/18*z + 1
*
3/2 | 0.10553714781211174504754100200486933024 | 0.023755442801847523759254127280625423816
f(z) = 6*z^3 - 85/6*z + 1
*
-3/2 | 0.11321778978778594023681764240588271503 | 0.025621605266328137254205427557855522173
f(z) = 6*z^3 - 83/6*z + 1
*
0 | 0.12796107182075264027048049159712533272 | 0.028958064609748143860688152511671676879
f(z) = 6*z^3 - 83/12*z + 1
*
0 | 0.12581449779000652247809308194472445126 | 0.028472286954188741077120402472215163293
f(z) = 6/5*z^3 - 83/15*z + 1
*
1/7 | 0.089405437617703977730565312013827684319 | 0.019456606254804282094608390429244864332
f(z) = 7/2*z^3 - 99/14*z + 1
*
[ 1/7 ] 
f(z) = 7/2*z^3 - 85/14*z + 1
*
[ 6 ] 
f(z) = 7/8*z^3 - 92/3*z + 1
*
[ -6 ] 
f(z) = 7/8*z^3 - 91/3*z + 1
*
[ -4 ] 
f(z) = 7/12*z^3 - 97/12*z + 1
*
0 | 0.10813801863221001060469937260930286248 | 0.023638218707225822335227699962737403235
f(z) = 7/15*z^3 - 97/15*z + 1
*
0 | 0.084283395442001913907311987835872225080 | 0.019126109632313451506787617214549416624
f(z) = 7/15*z^3 - 82/15*z + 1
*
0 | 0.10133530757052916460820322249283941330 | 0.022151193386140652133725787062855579885
f(z) = 7/18*z^3 - 97/18*z + 1
*
[ 7/2 ] 
f(z) = 8/7*z^3 - 93/7*z + 1
*
[ -7/2 ] 
f(z) = 8/7*z^3 - 89/7*z + 1
*
0 | 0.13227761323337422866279326017340144098 | 0.028914966181458935302592332533461306785
f(z) = 8/9*z^3 - 97/18*z + 1
*
3 | 0.13192791673636304773647542116613150019 | 0.029176047152222315269479192454864074777
f(z) = 8/15*z^3 - 92/15*z + 1
*
0 | 0.085980009967653762137389261270340636056 | 0.019457594785372144683818108621959662664
f(z) = 8/15*z^3 - 83/15*z + 1
*
0 | 0.074012444765864397732671076020153412763 | 0.016407614703791690513736419031706150372
f(z) = 9*z^3 - 91/9*z + 1
*
0 | 0.088388852973531026825449106048962320538 | 0.019741390169198596787556638247913186380
f(z) = 9*z^3 - 88/9*z + 1
*
0 | 0.088190694891718137022378301215819942690 | 0.019277872483338768678668849299508452007
f(z) = 9/2*z^3 - 97/18*z + 1
*
0 | 0.13547667540841294628469713535581910829 | 0.029749744807176213518936641419904953449
f(z) = 9/2*z^3 - 95/18*z + 1
*
0 | 0.10136802014639257961169540139586479717 | 0.022471996744732560768266821455801600116
f(z) = 9/2*z^3 - 91/18*z + 1
*
0 | 0.12443320640885294825419293578772054786 | 0.028159695597370750154244248548204663278
f(z) = 9/2*z^3 - 83/18*z + 1
*
2/9 | 0.10979237766668106384426422820199079808 | 0.021477433478372665916401292783269885256
f(z) = 9/4*z^3 - 83/18*z + 1
*
[ 1/6 ] 
f(z) = 9/4*z^3 - 81/16*z + 1
*
[ 10/3 ] 
f(z) = 9/10*z^3 - 93/10*z + 1
*
[ -10/3 ] 
f(z) = 9/10*z^3 - 87/10*z + 1
*
[ 1/6 ] 
f(z) = 10*z^3 - 95/18*z + 1
*
[ 2/3 ] 
f(z) = 10*z^3 - 89/18*z + 1
*
-2 | 0.055977523818937666210632185262909632236 | 0.012738234497358797641363531877354371856
f(z) = 10*z^3 - 81/2*z + 1
*
-1 | 0.081247684782694077045253567982448296218 | 0.017642710584269420872266826025286173591
f(z) = 10*z^3 - 81/10*z + 1
*
2/5 | 0.074275446580265136437664181875950524149 | 0.016199776100004437475475899475846047221
f(z) = 10/3*z^3 - 98/15*z + 1
*
0 | 0.12579766281823220075319243797650380501 | 0.027820332745483841541632568826717333243
f(z) = 10/3*z^3 - 92/15*z + 1
*
[ 3 ] 
f(z) = 10/3*z^3 - 88/3*z + 1
*
[ -3 ] 
f(z) = 10/3*z^3 - 86/3*z + 1
*
0 | 0.099984144712927990602467758103068776418 | 0.022446418759718921088633088361726931693
f(z) = 10/3*z^3 - 86/15*z + 1
*
0 | 0.12822719125108316141409124449151505887 | 0.029018288422723198966415583154002237945
f(z) = 10/3*z^3 - 83/15*z + 1
*
-2 | 0.053105065741375660834147641337023687394 | 0.011891213238254953783229765419594952491
f(z) = 10/7*z^3 - 87/14*z + 1
*
-1 | 0.097538667150314079476467886294306492106 | 0.020338391809014529306902122505119488353
f(z) = 11*z^3 - 100/11*z + 1
*
[ 2/3 ] 
f(z) = 11*z^3 - 97/18*z + 1
*
-2 | 0.066321665395141004953132715102206878808 | 0.014775459612269452326743900866440834084
f(z) = 11*z^3 - 89/2*z + 1
*
[ 2 ] 
f(z) = 11*z^3 - 87/2*z + 1
*
[ -2 ] 
f(z) = 11*z^3 - 85/2*z + 1
*
[ 3 ] 
f(z) = 11/3*z^3 - 97/3*z + 1
*
[ -3 ] 
f(z) = 11/3*z^3 - 95/3*z + 1
*
[ 3/2 ] 
f(z) = 11/3*z^3 - 95/12*z + 1
*
-2 | 0.045449621879406755295469189407877477478 | 0.010075601293666001477133536140453046495
f(z) = 11/3*z^3 - 91/6*z + 1
*
-2 | 0.065047744661746913823592372611662481453 | 0.014351090309215529894299067276757652396
f(z) = 11/5*z^3 - 93/10*z + 1
*
[ 2 ] 
f(z) = 11/5*z^3 - 83/10*z + 1
*
[ 3 ] 
f(z) = 11/6*z^3 - 95/6*z + 1
*
[ -3 ] 
f(z) = 11/6*z^3 - 91/6*z + 1
*
-2 | 0.063948137989369677741199270603784701213 | 0.014042570651683552646564141090602591355
f(z) = 11/7*z^3 - 95/14*z + 1
*
[ 2 ] 
f(z) = 11/7*z^3 - 81/14*z + 1
*
[ 4 ] 
f(z) = 11/8*z^3 - 85/4*z + 1
*
[ -4 ] 
f(z) = 11/8*z^3 - 83/4*z + 1
*
-2 | 0.048561153193290619153351164078614561616 | 0.010615130315659286858212931292285277002
f(z) = 11/9*z^3 - 97/18*z + 1
*
-3 | 0.078395553718975673559104635920304863253 | 0.017215123637525951037378215553018859435
f(z) = 11/12*z^3 - 95/12*z + 1
*
[ 3 ] 
f(z) = 11/12*z^3 - 91/12*z + 1
*
[ -3 ] 
f(z) = 11/12*z^3 - 83/12*z + 1
*
[ 3 ] 
f(z) = 11/15*z^3 - 89/15*z + 1
*
0 | 0.099178886129198100010734080833737294286 | 0.022444549358536936835563214703541576515
f(z) = 11/18*z^3 - 83/18*z + 1
*
-2 | 0.062246465789403496332424757746446790039 | 0.013606644459486145322308876938398008572
f(z) = 12*z^3 - 97/2*z + 1
*
[ 2 ] 
f(z) = 12*z^3 - 95/2*z + 1
*
[ -2 ] 
f(z) = 12*z^3 - 93/2*z + 1
*
[ -5/6 ] 
f(z) = 12*z^3 - 92/15*z + 1
*
[ 2 ] 
f(z) = 12/5*z^3 - 91/10*z + 1
*
-3/2 | 0.11404956164544814400765209025378509313 | 0.025604101804404365466551818322883677192
f(z) = 12/5*z^3 - 86/15*z + 1
*
[ -2 ] 
f(z) = 12/5*z^3 - 81/10*z + 1
*
[ 2 ] 
f(z) = 12/7*z^3 - 89/14*z + 1
*
9/13 | 0.15124448294243471279685555146165874560 | 0.029482937451076503916326173114734356837
f(z) = 13*z^3 - 94/13*z + 1
*
[ -3/2 ] 
f(z) = 13/3*z^3 - 97/12*z + 1
*
[ -2 ] 
f(z) = 13/3*z^3 - 95/6*z + 1
*
[ 2 ] 
f(z) = 13/5*z^3 - 99/10*z + 1
*
[ -2 ] 
f(z) = 13/5*z^3 - 89/10*z + 1
*
[ 2 ] 
f(z) = 13/7*z^3 - 97/14*z + 1
*
[ -2 ] 
f(z) = 13/7*z^3 - 83/14*z + 1
*
[ -4 ] 
f(z) = 13/8*z^3 - 99/4*z + 1
*
2/13 | 0.076087305107901885415119009072009280789 | 0.011416962085544577259665247289433969206
f(z) = 13/8*z^3 - 98/13*z + 1
*
6/13 | 0.17827695595932137818810221866649292674 | 0.027142941719611270909330993114667912929
f(z) = 13/8*z^3 - 89/13*z + 1
*
[ 2 ] 
f(z) = 13/9*z^3 - 95/18*z + 1
*
[ -3 ] 
f(z) = 13/15*z^3 - 97/15*z + 1
*
0 | 0.12775957830089943631534073625055725363 | 0.028534725796765564877521509755646238556
f(z) = 13/15*z^3 - 88/15*z + 1
*
0 | 0.12403149714447777230940532054210937424 | 0.027918350998917333299309958454368647546
f(z) = 13/18*z^3 - 85/18*z + 1
*
1/14 | 0.13527145042580253762337873290959719047 | 0.025628744193579798950700899242192395264
f(z) = 14*z^3 - 99/14*z + 1
*
[ 1/6 ] 
f(z) = 14*z^3 - 97/18*z + 1
*
9/14 | 0.13667730065212344202841226007214591094 | 0.025895098813948326468890760542439604629
f(z) = 14*z^3 - 95/14*z + 1
*
1/14 | 0.11216675134346621289976937762259712697 | 0.021251291149445911298147675610316650107
f(z) = 14*z^3 - 85/14*z + 1
*
0 | 0.13127313524165165809444140812783963046 | 0.029707596832081580476559313070343935297
f(z) = 14/3*z^3 - 83/12*z + 1
*
[ -2 ] 
f(z) = 14/5*z^3 - 97/10*z + 1
*
[ -2 ] 
f(z) = 14/9*z^3 - 85/18*z + 1
*
2/15 | 0.073687958194969794307343152666277420647 | 0.013605353062690248525136208554204753731
f(z) = 15*z^3 - 94/15*z + 1
*
2/3 | 0.061787174209171642009616588297653423935 | 0.011898264511591249498312292013887256870
f(z) = 15*z^3 - 89/12*z + 1
*
0 | 0.12966445888717378866394867235158470630 | 0.029424261363523696247072386572878530277
f(z) = 15*z^3 - 82/5*z + 1
*
0 | 0.11815721788083721098446008628319873817 | 0.025828345973343294628085568082547392268
f(z) = 15/2*z^3 - 97/10*z + 1
*
0 | 0.12291043358962607182728657147817641572 | 0.027116985247712516751088160465537978860
f(z) = 15/2*z^3 - 93/10*z + 1
*
0 | 0.060181587922362159957852322903303161700 | 0.013619316301243775746158268755534437294
f(z) = 15/2*z^3 - 83/10*z + 1
*
4/3 | 0.056604806931483863115175925878117412206 | 0.012610691147356577892013772342806246917
f(z) = 15/4*z^3 - 89/12*z + 1
*
-4/3 | 0.10513417030318560829347417289345051604 | 0.023792252229620363306431866810332952682
f(z) = 15/4*z^3 - 83/12*z + 1
*
[ -2 ] 
f(z) = 15/7*z^3 - 99/14*z + 1
*
-2 | 0.13035277956441791961203557379494125387 | 0.019746740716489136870285690243127476994
f(z) = 15/8*z^3 - 92/15*z + 1
*
[ 1/12 ] 
f(z) = 16*z^3 - 100/9*z + 1
*
9/16 | 0.16010520290803428661901180946766603520 | 0.028872872781992788521045623551186941558
f(z) = 16*z^3 - 97/16*z + 1
*
[ -2/3 ] 
f(z) = 16*z^3 - 83/18*z + 1
*
[ -5/4 ] 
f(z) = 16/3*z^3 - 98/15*z + 1
*
1/8 | 0.059487607254733588897970455010053574061 | 0.013003577173348547992759703718320868716
f(z) = 16/3*z^3 - 97/12*z + 1
*
0 | 0.057563305421158590973421762402525132170 | 0.012761050380309282361215901858801767355
f(z) = 16/3*z^3 - 91/12*z + 1
*
-3/2 | 0.097232917766085689377846092639214667158 | 0.021206893662477782570926410745400404618
f(z) = 16/5*z^3 - 98/15*z + 1
*
[ 5/2 ] 
f(z) = 16/5*z^3 - 97/5*z + 1
*
[ -5/2 ] 
f(z) = 16/5*z^3 - 93/5*z + 1
*
[ -3/2 ] 
f(z) = 16/5*z^3 - 83/15*z + 1
*
5/2 | 0.11143253119698156207217892347676460089 | 0.024526810725960776457025645238331526023
f(z) = 16/15*z^3 - 94/15*z + 1
*
[ -2/3 ] 
f(z) = 17*z^3 - 91/18*z + 1
*
-10/17 | 0.16026536390176154990600554970839582026 | 0.028283320816270586335439755227641196641
f(z) = 17*z^3 - 83/17*z + 1
*
[ 1/12 ] 
f(z) = 18*z^3 - 89/8*z + 1
*
1/9 | 0.16378003556623236155125837747448739507 | 0.028332001777765101903751295478046275526
f(z) = 18*z^3 - 85/18*z + 1
*
1/6 | 0.12077612941412049778882582756509359539 | 0.026283564597468114950740918916550025325
f(z) = 18/7*z^3 - 99/14*z + 1
*
[ 7/3 ] 
f(z) = 18/7*z^3 - 94/7*z + 1
*
[ -7/3 ] 
f(z) = 18/7*z^3 - 88/7*z + 1
*
1/6 | 0.057060013596116165100621716698618852671 | 0.012843685065929175641753695051103698953
f(z) = 18/7*z^3 - 85/14*z + 1
*
[ 2/3 ] 
f(z) = 19/2*z^3 - 85/18*z + 1
*
-2 | 0.053395771202213995704012838733243821380 | 0.012150731371061705746601523917670614496
f(z) = 19/10*z^3 - 81/10*z + 1
*
-2 | 0.051804928422300966738852312553094668442 | 0.011723647223413400144198098344636329034
f(z) = 19/14*z^3 - 83/14*z + 1
*
[ -5/2 ] 
f(z) = z^3 - 97/20*z + 1
*
-3/2 | 0.081408657331746569192118881666069703389 | 0.018324341171910758504795029019309641456
f(z) = z^3 - 85/36*z + 1
*
[ 1/4 ] 
f(z) = 1/2*z^3 - 97/32*z + 1
*
4 | 0.084300667451872204142636676832538483879 | 0.018780908166304160040614109179698724992
f(z) = 1/5*z^3 - 89/20*z + 1
*
[ -5 ] 
f(z) = 1/6*z^3 - 89/30*z + 1
*
[ 5 ] 
f(z) = 1/7*z^3 - 97/35*z + 1
*
[ -5 ] 
f(z) = 1/7*z^3 - 83/35*z + 1
*
1/2 | 0.11553116000532593977667205080149749831 | 0.025254307987588315563150966726661135851
f(z) = 1/8*z^3 - 97/32*z + 1
*
2/5 | 0.16083014088001524196468453512685272602 | 0.024528835983751933591018426823643441083
f(z) = 1/8*z^3 - 88/25*z + 1
*
-4 | 0.098502035229707992225739731651364324097 | 0.021836644454876471969744798302899969828
f(z) = 1/9*z^3 - 91/36*z + 1
*
-6 | 0.12442866107657560228886175816875138937 | 0.027199239834224992252981633062404936294
f(z) = 1/15*z^3 - 97/30*z + 1
*
15/2 | 0.10586170903012041185083708496732604496 | 0.019186699191931661691183489248491485560
f(z) = 1/18*z^3 - 83/24*z + 1
*
[ -5/2 ] 
f(z) = 2/3*z^3 - 83/30*z + 1
*
[ -4 ] 
f(z) = 2/7*z^3 - 93/28*z + 1
*
-3/4 | 0.16088512651616705441455733427560800086 | 0.028680976104428782272697401439942082562
f(z) = 2/9*z^3 - 91/24*z + 1
*
0 | 0.12456825820782202718991109753416115428 | 0.027751915714940317123595682713244830265
f(z) = 2/9*z^3 - 89/36*z + 1
*
-15/4 | 0.13067274226319536627814972617366930872 | 0.023683526568377875488224480838888363340
f(z) = 2/9*z^3 - 83/24*z + 1
*
[ -4 ] 
f(z) = 2/9*z^3 - 83/36*z + 1
*
[ -11/2 ] 
f(z) = 2/11*z^3 - 95/22*z + 1
*
-1 | 0.056683776966896480826581081890234373428 | 0.012898949327158997835962823526728285617
f(z) = 2/11*z^3 - 81/22*z + 1
*
5/2 | 0.089414903113224629897581340492200954225 | 0.019545475885446368648548756268535830097
f(z) = 2/15*z^3 - 97/30*z + 1
*
[ 1/4 ] 
f(z) = 3/2*z^3 - 99/32*z + 1
*
-3/2 | 0.056754350739885529355791316806352032336 | 0.012644007236271704312374442976643165142
f(z) = 3/2*z^3 - 89/24*z + 1
*
[ -8/3 ] 
f(z) = 3/4*z^3 - 95/24*z + 1
*
-5/2 | 0.10593162664233461682888136896386621499 | 0.023720064055918816620453677544605355359
f(z) = 3/5*z^3 - 87/20*z + 1
*
2/3 | 0.066319464697643696541920750326240794433 | 0.015008340554449893426860428904240422628
f(z) = 3/5*z^3 - 83/30*z + 1
*
3 | 0.11259861589933337103758334111454227538 | 0.025148569465497254937978266029972978010
f(z) = 3/7*z^3 - 88/21*z + 1
*
1/2 | 0.10904344273204913179155610661369001158 | 0.024416857632283749176456648149260001111
f(z) = 3/7*z^3 - 87/28*z + 1
*
3/2 | 0.085747488117540578847871953476117997002 | 0.019404974229269052399594999532129571152
f(z) = 3/7*z^3 - 83/28*z + 1
*
1/2 | 0.12036538371011308255807182876529423154 | 0.026194177221860189383704969451608791015
f(z) = 3/8*z^3 - 99/32*z + 1
*
[ 2/9 ] 
f(z) = 3/8*z^3 - 95/27*z + 1
*
2/5 | 0.16770564133172495476672832589058761677 | 0.025533442750479242163246758966485943778
f(z) = 3/8*z^3 - 89/25*z + 1
*
-4 | 0.10482609017344761693517310177319607417 | 0.023238606749335708989448814649877318449
f(z) = 3/10*z^3 - 91/20*z + 1
*
0 | 0.097487245189757021455250842114870989217 | 0.021718677379868619183724533425286749410
f(z) = 3/10*z^3 - 89/30*z + 1
*
[ 4 ] 
f(z) = 3/10*z^3 - 81/20*z + 1
*
7/3 | 0.077965449269023053898148402584358757861 | 0.017692402191817640325723252387331415285
f(z) = 3/11*z^3 - 82/33*z + 1
*
-1 | 0.049616350745903537588350154264193463510 | 0.010774053670561099612806672903322775247
f(z) = 3/13*z^3 - 100/39*z + 1
*
[ -5/4 ] 
f(z) = 4*z^3 - 89/20*z + 1
*
0 | 0.078168272728366713140385256958585724791 | 0.017328908740216097066084678402047436853
f(z) = 4/5*z^3 - 91/20*z + 1
*
[ 3 ] 
f(z) = 4/7*z^3 - 94/21*z + 1
*
0 | 0.068654700958247521793935267635031309939 | 0.015146871251685544377906068578761120132
f(z) = 4/7*z^3 - 93/28*z + 1
*
[ 1/4 ] 
f(z) = 4/7*z^3 - 85/28*z + 1
*
-11/4 | 0.055936991432090134382504943159914520276 | 0.012590903089764515924490111109609807324
f(z) = 4/9*z^3 - 85/36*z + 1
*
[ 3 ] 
f(z) = 4/11*z^3 - 86/33*z + 1
*
[ 3 ] 
f(z) = 4/13*z^3 - 82/39*z + 1
*
4/5 | 0.093759662827373747896864758329629534384 | 0.020359652095518930622336336520205329401
f(z) = 5*z^3 - 89/20*z + 1
*
0 | 0.12410906221208811281713595729968237981 | 0.027129377745452764226050601924955917209
f(z) = 5/2*z^3 - 97/30*z + 1
*
[ -4/3 ] 
f(z) = 5/2*z^3 - 97/36*z + 1
*
[ -3/2 ] 
f(z) = 5/2*z^3 - 95/24*z + 1
*
-6/5 | 0.071333107248808913185850985995909633143 | 0.016142946437793852647722043448967257737
f(z) = 5/2*z^3 - 83/30*z + 1
*
6/5 | 0.12983749701565741526808772261556873149 | 0.028381573748760356894905650550065869275
f(z) = 5/3*z^3 - 97/30*z + 1
*
0 | 0.11587905910320861947612540702357515104 | 0.025816094144895885747095997115552035945
f(z) = 5/4*z^3 - 89/20*z + 1
*
0 | 0.12450878634349926876278065034162405332 | 0.027216754660254478265106110074552892392
f(z) = 5/6*z^3 - 97/30*z + 1
*
0 | 0.044856056220371784189758470905462151701 | 0.0099440153601698583785532203618150098802
f(z) = 5/6*z^3 - 91/30*z + 1
*
[ -3 ] 
f(z) = 5/11*z^3 - 91/33*z + 1
*
[ -3 ] 
f(z) = 5/13*z^3 - 83/39*z + 1
*
2/3 | 0.13348661642248791019976645736846873226 | 0.022471846474351188483660498171841857000
f(z) = 5/16*z^3 - 95/36*z + 1
*
4/3 | 0.11639561339037258351797415907486509961 | 0.020050457743637523765469982630668935058
f(z) = 5/16*z^3 - 83/36*z + 1
*
3/5 | 0.15741297950646517914649529822594415588 | 0.028530008766785685091645169032785981886
f(z) = 5/18*z^3 - 83/30*z + 1
*
[ 3/4 ] 
f(z) = 6*z^3 - 89/24*z + 1
*
-5/6 | 0.14409237115491763073172381220401477918 | 0.027747654234834703280068769160717448033
f(z) = 6*z^3 - 89/30*z + 1
*
-5/3 | 0.13010398046101884115444342162110502668 | 0.028439825176361714560027505968827959923
f(z) = 6/5*z^3 - 97/30*z + 1
*
-7/3 | 0.11116788764231986892381474506433134317 | 0.024766516706933387008410851675625949900
f(z) = 6/7*z^3 - 89/21*z + 1
*
0 | 0.097690200442869571476199375728889619577 | 0.021818818751131746134292492462861101386
f(z) = 6/7*z^3 - 88/21*z + 1
*
0 | 0.13321957653768446985677148843898130483 | 0.029679298023785867827835764005210537391
f(z) = 6/11*z^3 - 89/22*z + 1
*
-8/3 | 0.076388221519242289165197607604041430113 | 0.017018135403960283302260841554057223354
f(z) = 6/13*z^3 - 89/39*z + 1
*
[ 4/7 ] 
f(z) = 7*z^3 - 85/28*z + 1
*
4/7 | 0.13738865318435460642960005020357917925 | 0.029965022396231030330476264575598966802
f(z) = 7/2*z^3 - 81/28*z + 1
*
0 | 0.070845998076379250691914967749837523071 | 0.015630323875602968646335533805771288124
f(z) = 7/4*z^3 - 93/28*z + 1
*
8/7 | 0.11926629407443591900238079986112791641 | 0.026845747547750573928227727183000584094
f(z) = 7/4*z^3 - 85/28*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.029874711289261398222104651571001265037
f(z) = 7/4*z^3 - 85/36*z + 1
*
0 | 0.12596137111807499888896843378596502808 | 0.027724674967081902330747577702731135337
f(z) = 7/5*z^3 - 94/35*z + 1
*
4/7 | 0.15041747977644250587657300857342625634 | 0.029288041892632095370355771233835285252
f(z) = 7/8*z^3 - 85/28*z + 1
*
2/3 | 0.13280882623663132989016422326317191566 | 0.022279601958052372365900030438917538349
f(z) = 7/16*z^3 - 97/36*z + 1
*
10/7 | 0.17153270187075860964573668976701248565 | 0.028876726709217592680256053336764191665
f(z) = 7/16*z^3 - 95/28*z + 1
*
4/7 | 0.066492391878714828128680867770378979664 | 0.011502394406024973597129302858389761491
f(z) = 7/16*z^3 - 81/28*z + 1
*
3/8 | 0.14011175800548044070321708196807066686 | 0.026649906103757586923521372960692887789
f(z) = 8*z^3 - 91/24*z + 1
*
0 | 0.050120328396435231856285878021653633853 | 0.010955955170053628735231543111226452146
f(z) = 8/3*z^3 - 97/24*z + 1
*
0 | 0.11226777895505409027056054533312339084 | 0.024888334206122036936645705516140892568
f(z) = 8/3*z^3 - 91/24*z + 1
*
0 | 0.069613401961402706952617741107224955249 | 0.015669337506450398936423344698916899276
f(z) = 8/3*z^3 - 85/24*z + 1
*
0 | 0.13364129672608737239602724659049162993 | 0.029484470650442422005976174067334939475
f(z) = 8/11*z^3 - 93/22*z + 1
*
1/4 | 0.13357963883023933440230144558152346081 | 0.029759514433157507644120059914977600135
f(z) = 8/11*z^3 - 89/22*z + 1
*
5/2 | 0.11102418258279313463606322391589851788 | 0.024269114071795352555347866697148141997
f(z) = 8/15*z^3 - 97/30*z + 1
*
-2 | 0.053997221421918341566375312161648579588 | 0.012287597266771262050276850072341504136
f(z) = 8/17*z^3 - 81/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.012339729974755662439370630977391239914
f(z) = 8/19*z^3 - 83/38*z + 1
*
[ -5/6 ] 
f(z) = 9*z^3 - 81/20*z + 1
*
[ -5/3 ] 
f(z) = 9/4*z^3 - 93/20*z + 1
*
0 | 0.12206977056411744652696540993917948203 | 0.027195290620389902840255479154561517448
f(z) = 9/4*z^3 - 89/36*z + 1
*
0 | 0.087083603115826605201435714022723521892 | 0.019601719353641644398069256768414997737
f(z) = 9/4*z^3 - 85/36*z + 1
*
0 | 0.13506803628210699775485919474525830600 | 0.029524933250820256197669994590852867602
f(z) = 9/7*z^3 - 97/21*z + 1
*
4/3 | 0.065300882015972117024302408459839642388 | 0.014698628869545716470216353383747412100
f(z) = 9/7*z^3 - 85/28*z + 1
*
0 | 0.065994323554855328587135273919793689016 | 0.014630099531921391887815486753813353751
f(z) = 9/8*z^3 - 91/24*z + 1
*
4/9 | 0.14740492783358654569049906792988617165 | 0.028446755138060074125137099758799292677
f(z) = 9/8*z^3 - 89/36*z + 1
*
-2 | 0.052978093858154107071717568952334032651 | 0.011989138907766804613672624670191152484
f(z) = 9/11*z^3 - 83/22*z + 1
*
-2 | 0.059758475666083133788991312668710605542 | 0.013451084097312689429904643502038441498
f(z) = 9/13*z^3 - 85/26*z + 1
*
[ -10/3 ] 
f(z) = 9/16*z^3 - 99/20*z + 1
*
-2 | 0.063654210534491681823263020945439865623 | 0.014181191188425507942814411380586497851
f(z) = 9/17*z^3 - 89/34*z + 1
*
-2 | 0.064688071169803083504388149296436665514 | 0.014340520044206223861342532760386708402
f(z) = 9/19*z^3 - 91/38*z + 1
*
[ 3/10 ] 
f(z) = 10*z^3 - 97/30*z + 1
*
[ -4/5 ] 
f(z) = 10*z^3 - 83/20*z + 1
*
0 | 0.13186220811976406968930050088273380909 | 0.028633514678995851485226510029350642247
f(z) = 10/3*z^3 - 97/30*z + 1
*
2/5 | 0.055288585006196886108636610095164711766 | 0.012005763690215086945729293240864828705
f(z) = 10/3*z^3 - 91/30*z + 1
*
[ -6/5 ] 
f(z) = 10/3*z^3 - 89/30*z + 1
*
0 | 0.11783285009941591498612687661527508242 | 0.026058903040600515522976291116008183537
f(z) = 10/7*z^3 - 92/35*z + 1
*
[ 7/5 ] 
f(z) = 10/7*z^3 - 88/35*z + 1
*
0 | 0.13529034796752578268104466671327615898 | 0.029573529038939643407014031227929849312
f(z) = 10/11*z^3 - 97/22*z + 1
*
-2 | 0.050419906694022521371529512991890025175 | 0.011123838929555677601037648291183343308
f(z) = 10/13*z^3 - 93/26*z + 1
*
-2 | 0.055783795345369466245629958674880450624 | 0.012193949652228989723280768461998726657
f(z) = 10/17*z^3 - 97/34*z + 1
*
-2 | 0.057111390943221090775439545349801509534 | 0.012428705410490721416846428460141646285
f(z) = 10/19*z^3 - 99/38*z + 1
*
-1 | 0.083767413973425461433529713668389919860 | 0.017466862486381224329991308401162907812
f(z) = 11/2*z^3 - 81/22*z + 1
*
7/11 | 0.13321743766077480883673361820079730633 | 0.027777993303541687283359056893537520041
f(z) = 11/3*z^3 - 82/33*z + 1
*
[ 1/3 ] 
f(z) = 11/4*z^3 - 83/36*z + 1
*
[ 3/2 ] 
f(z) = 11/6*z^3 - 91/24*z + 1
*
-3/2 | 0.10484808124861236768616877207663654919 | 0.023727509216697818563090379722813593810
f(z) = 11/6*z^3 - 83/24*z + 1
*
0 | 0.12812665873272055237987010617011641349 | 0.028007596400032511401054811646171810657
f(z) = 11/8*z^3 - 97/24*z + 1
*
-4/3 | 0.15363059675498227747453965436046127897 | 0.029163768673357590776385872920022167472
f(z) = 11/8*z^3 - 97/36*z + 1
*
[ 3/11 ] 
f(z) = 11/9*z^3 - 91/33*z + 1
*
0 | 0.12085657752981216374749612063495334972 | 0.026418407216918959501273806881074619314
f(z) = 11/15*z^3 - 97/30*z + 1
*
0 | 0.12025467020742570135843824728497824018 | 0.026286834462877265607663486612460356759
f(z) = 12/5*z^3 - 97/30*z + 1
*
0 | 0.099354914895315266922720064793292675558 | 0.021920073689589473173248201976947209620
f(z) = 12/5*z^3 - 93/20*z + 1
*
5/4 | 0.10718918748507134589319751775769648855 | 0.023762475273329807308377093284528492833
f(z) = 12/5*z^3 - 91/20*z + 1
*
3/4 | 0.093457374067424225646736261569409746698 | 0.020926846586261507270485911568454864252
f(z) = 12/5*z^3 - 87/20*z + 1
*
1/4 | 0.054133965797324795736713849517703604472 | 0.012250717009753843788205753482886688698
f(z) = 12/5*z^3 - 83/20*z + 1
*
2/3 | 0.12759841388949779970925454420185007162 | 0.027707643525908069413223367081120250251
f(z) = 12/7*z^3 - 100/21*z + 1
*
0 | 0.13339945735123590091983137962118249038 | 0.029160193502514457738725797753347849802
f(z) = 12/7*z^3 - 97/28*z + 1
*
3/2 | 0.13482263592567452385449320070308618134 | 0.029606122241545426638103673591757343291
f(z) = 12/7*z^3 - 95/21*z + 1
*
[ 1/4 ] 
f(z) = 12/7*z^3 - 87/28*z + 1
*
0 | 0.047264575026324349713575379620554802787 | 0.010638821797518999390491845534257425397
f(z) = 12/7*z^3 - 85/21*z + 1
*
0 | 0.13003212925533514038958807124554366227 | 0.029426752579829782122274493627151673116
f(z) = 12/7*z^3 - 83/28*z + 1
*
-11/6 | 0.13431609456238235738701551915446820947 | 0.029166369349619012960692072129014283197
f(z) = 12/11*z^3 - 100/33*z + 1
*
[ 2 ] 
f(z) = 12/11*z^3 - 85/22*z + 1
*
[ 2 ] 
f(z) = 12/13*z^3 - 83/26*z + 1
*
[ 1/3 ] 
f(z) = 12/13*z^3 - 82/39*z + 1
*
-1 | 0.079865050109599076655306124883619786967 | 0.015568543269142636597524634432690215089
f(z) = 13/3*z^3 - 100/39*z + 1
*
7/13 | 0.14249822014206181950293049951191893439 | 0.027777979266438340001374089868102913101
f(z) = 13/3*z^3 - 88/39*z + 1
*
[ 1/3 ] 
f(z) = 13/4*z^3 - 85/36*z + 1
*
[ 4/3 ] 
f(z) = 13/8*z^3 - 95/36*z + 1
*
[ 2 ] 
f(z) = 13/11*z^3 - 93/22*z + 1
*
[ 2 ] 
f(z) = 13/17*z^3 - 87/34*z + 1
*
[ 2 ] 
f(z) = 13/19*z^3 - 85/38*z + 1
*
[ 3/7 ] 
f(z) = 14*z^3 - 82/21*z + 1
*
0 | 0.093795233880951427734423081659156242914 | 0.020457120866677924323718426000104065060
f(z) = 14/3*z^3 - 92/21*z + 1
*
5/7 | 0.12544870129029299509579255437921361297 | 0.027300419876234269184863469317289120996
f(z) = 14/5*z^3 - 99/35*z + 1
*
0 | 0.048309279480955886507441152182747381740 | 0.010536449757973711665915856194851099266
f(z) = 14/5*z^3 - 93/35*z + 1
*
[ 2 ] 
f(z) = 14/13*z^3 - 99/26*z + 1
*
3/2 | 0.074763486890978575005498360114990901569 | 0.016919254059326320560148925741399714740
f(z) = 14/15*z^3 - 83/30*z + 1
*
[ 2 ] 
f(z) = 14/17*z^3 - 95/34*z + 1
*
[ 2 ] 
f(z) = 14/19*z^3 - 93/38*z + 1
*
0 | 0.13425253399585926782084767222759012708 | 0.029216329143608092010595288808403376694
f(z) = 15/4*z^3 - 99/20*z + 1
*
0 | 0.091697315638015556043681151807547813305 | 0.020328124940610589664293686128401665657
f(z) = 15/4*z^3 - 91/20*z + 1
*
0 | 0.081084198087402319188827940977003003539 | 0.018156262048631231078442196867869451616
f(z) = 15/4*z^3 - 87/20*z + 1
*
2/3 | 0.10682075918136615242785466781435642681 | 0.019722817386821111499473713672105750860
f(z) = 15/4*z^3 - 83/30*z + 1
*
0 | 0.12548588598774149261780957722006207387 | 0.027492619038642367488210070235859687483
f(z) = 15/7*z^3 - 96/35*z + 1
*
0 | 0.12559954937886165684676601126227496365 | 0.027645036344330560174105513407834804474
f(z) = 15/7*z^3 - 94/21*z + 1
*
1/3 | 0.12577715240407273447648278362000623415 | 0.028021238978549404767179248358168899155
f(z) = 15/7*z^3 - 89/21*z + 1
*
[ -7/5 ] 
f(z) = 15/7*z^3 - 87/35*z + 1
*
[ 2/9 ] 
f(z) = 15/8*z^3 - 97/27*z + 1
*
[ -2 ] 
f(z) = 15/11*z^3 - 87/22*z + 1
*
[ 1/3 ] 
f(z) = 15/13*z^3 - 83/39*z + 1
*
[ -2 ] 
f(z) = 15/13*z^3 - 81/26*z + 1
*
0 | 0.12523528033615163521445624303856637289 | 0.027900518112948648702235459569783006680
f(z) = 16/5*z^3 - 89/20*z + 1
*
1/8 | 0.10388377021770590662883991518599211010 | 0.023639770665511176926887727716135466977
f(z) = 16/5*z^3 - 81/20*z + 1
*
7/8 | 0.12522086459097284557788335294334150518 | 0.028495235735707762483039295094310436543
f(z) = 16/7*z^3 - 81/28*z + 1
*
9/8 | 0.088577011693534672198731553697982607978 | 0.019362318649147240967929971468758147236
f(z) = 16/9*z^3 - 97/36*z + 1
*
0 | 0.13287496798812002576524661582182449067 | 0.029456685094305248544322974960563857086
f(z) = 16/9*z^3 - 91/36*z + 1
*
[ 3/2 ] 
f(z) = 16/11*z^3 - 97/33*z + 1
*
[ -2 ] 
f(z) = 16/11*z^3 - 95/22*z + 1
*
[ 3/2 ] 
f(z) = 16/13*z^3 - 95/39*z + 1
*
[ -2 ] 
f(z) = 16/13*z^3 - 89/26*z + 1
*
[ -2 ] 
f(z) = 16/15*z^3 - 83/30*z + 1
*
[ 1/3 ] 
f(z) = 17/4*z^3 - 89/36*z + 1
*
1/2 | 0.13272403178818610670107428703535854050 | 0.029568898181009578316232277609132086003
f(z) = 17/9*z^3 - 89/36*z + 1
*
[ -2 ] 
f(z) = 17/13*z^3 - 97/26*z + 1
*
[ -2 ] 
f(z) = 17/15*z^3 - 91/30*z + 1
*
[ -4/3 ] 
f(z) = 18/5*z^3 - 93/20*z + 1
*
-1 | 0.12317189895519058325146123985917376666 | 0.026306801962670142048821982146547052932
f(z) = 18/5*z^3 - 83/30*z + 1
*
[ -11/6 ] 
f(z) = 18/11*z^3 - 87/22*z + 1
*
[ -2 ] 
f(z) = 18/17*z^3 - 93/34*z + 1
*
[ -2 ] 
f(z) = 18/19*z^3 - 87/38*z + 1
*
[ 1/3 ] 
f(z) = 19/4*z^3 - 91/36*z + 1
*
[ -4/3 ] 
f(z) = 19/8*z^3 - 89/36*z + 1
*
1/2 | 0.13314915271976980531548218316737120902 | 0.029517468351077857884258129184977662321
f(z) = 19/9*z^3 - 91/36*z + 1
*
-4/3 | 0.081789485503403844749859748986669319663 | 0.014031608951077585205875808451175292721
f(z) = 19/16*z^3 - 85/36*z + 1
*
[ 2/5 ] 
f(z) = z^3 - 83/50*z + 1
*
-10/3 | 0.17949567631889769338952214775031495929 | 0.027102947715098732957461032826068831827
f(z) = 1/8*z^3 - 94/45*z + 1
*
[ 5 ] 
f(z) = 1/8*z^3 - 93/40*z + 1
*
[ 5 ] 
f(z) = 1/9*z^3 - 89/45*z + 1
*
5/2 | 0.059755873060517514901302564561562580551 | 0.013598034920254232411400825100575238593
f(z) = 1/10*z^3 - 81/40*z + 1
*
[ 11/2 ] 
f(z) = 1/11*z^3 - 85/44*z + 1
*
[ 5 ] 
f(z) = 1/11*z^3 - 81/55*z + 1
*
-7/2 | 0.12949955089072559440144651418691049634 | 0.028850532817487619917528743101328815337
f(z) = 1/14*z^3 - 89/56*z + 1
*
-5/2 | 0.12588778542546167538936995543797066123 | 0.028647000111859371850762120867971220825
f(z) = 1/14*z^3 - 81/56*z + 1
*
3 | 0.083476207022272291620640695284672345115 | 0.018505610050961242751711613683507489553
f(z) = 1/16*z^3 - 91/48*z + 1
*
-5/4 | 0.12378956540094459731769749368115125735 | 0.027310942779730623153643052629574318868
f(z) = 2*z^3 - 93/40*z + 1
*
[ 2/5 ] 
f(z) = 2*z^3 - 91/50*z + 1
*
-2/3 | 0.11118309383530628037373593112807945293 | 0.024249483633751798137283261210711845766
f(z) = 2/5*z^3 - 98/45*z + 1
*
[ 1/3 ] 
f(z) = 2/5*z^3 - 92/45*z + 1
*
7/4 | 0.090224756167694161346287726276742278099 | 0.020100705144239237957284021527784241572
f(z) = 2/5*z^3 - 89/40*z + 1
*
3/2 | 0.11029703401199842102183974941931624600 | 0.024110164451980769133149685258423873038
f(z) = 2/7*z^3 - 97/42*z + 1
*
[ 4 ] 
f(z) = 2/11*z^3 - 95/44*z + 1
*
[ 4 ] 
f(z) = 2/13*z^3 - 89/52*z + 1
*
[ 2/5 ] 
f(z) = 3*z^3 - 99/50*z + 1
*
[ 3/4 ] 
f(z) = 3*z^3 - 97/48*z + 1
*
[ 2/5 ] 
f(z) = 3/2*z^3 - 87/50*z + 1
*
[ 2/5 ] 
f(z) = 3/4*z^3 - 81/50*z + 1
*
-5/2 | 0.12067112520177191911310356215809739284 | 0.026260713351848155086528500603922956178
f(z) = 3/10*z^3 - 99/40*z + 1
*
5/2 | 0.059756012917661153128283793657277791876 | 0.013523007101054449451075154805356273855
f(z) = 3/10*z^3 - 83/40*z + 1
*
3 | 0.12845162091776215943056933801220577876 | 0.028207091226968930663437871620523478743
f(z) = 3/14*z^3 - 95/42*z + 1
*
7/8 | 0.12836067337593814471811610550777848323 | 0.028058750373325519357022621769366697374
f(z) = 4/3*z^3 - 97/48*z + 1
*
[ 3/8 ] 
f(z) = 4/3*z^3 - 89/48*z + 1
*
[ 1/3 ] 
f(z) = 4/5*z^3 - 94/45*z + 1
*
[ 5/3 ] 
f(z) = 4/5*z^3 - 82/45*z + 1
*
[ 5/2 ] 
f(z) = 4/9*z^3 - 98/45*z + 1
*
[ 3/8 ] 
f(z) = 4/9*z^3 - 83/48*z + 1
*
[ 5/2 ] 
f(z) = 4/11*z^3 - 92/55*z + 1
*
-1 | 0.049400700530659309404055616877981007271 | 0.011241613861462831356249549631854134569
f(z) = 4/13*z^3 - 81/52*z + 1
*
4/5 | 0.099787214223413283162732307924987009685 | 0.021668518250863036741588820662005742393
f(z) = 5/2*z^3 - 89/40*z + 1
*
7/5 | 0.11653944670727988973449268485633204676 | 0.025650866230839708676926773369494094256
f(z) = 5/9*z^3 - 94/45*z + 1
*
[ 3 ] 
f(z) = 5/19*z^3 - 97/57*z + 1
*
-5/4 | 0.090522514225306922948067915350328221395 | 0.020485580327470760068991717675781193733
f(z) = 6/5*z^3 - 83/40*z + 1
*
-3/2 | 0.12861559746983960938777293483900702646 | 0.028243099348396169661214492054173274186
f(z) = 6/7*z^3 - 95/42*z + 1
*
[ -3 ] 
f(z) = 6/17*z^3 - 94/51*z + 1
*
[ -3 ] 
f(z) = 6/19*z^3 - 86/57*z + 1
*
[ 3/7 ] 
f(z) = 7/2*z^3 - 83/42*z + 1
*
0 | 0.11343660489570022514064998774725013081 | 0.024740983534433178441507352099424335452
f(z) = 7/3*z^3 - 95/42*z + 1
*
[ 2/3 ] 
f(z) = 7/3*z^3 - 83/54*z + 1
*
[ 2/5 ] 
f(z) = 7/4*z^3 - 89/50*z + 1
*
[ 1/3 ] 
f(z) = 7/5*z^3 - 97/45*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.023631614249673088461914321177210853127
f(z) = 7/6*z^3 - 97/42*z + 1
*
0 | 0.11523726322488309832290264337501385914 | 0.025190064195614600577464673347105563142
f(z) = 7/8*z^3 - 97/56*z + 1
*
-2 | 0.13378450467237747550972972494163856336 | 0.025497215723138677011752447838060941827
f(z) = 7/12*z^3 - 95/42*z + 1
*
[ 2/3 ] 
f(z) = 8/3*z^3 - 91/54*z + 1
*
[ 1/3 ] 
f(z) = 8/5*z^3 - 98/45*z + 1
*
5/8 | 0.093164012937676244584128360051628212815 | 0.021200384771460774539335004429666962046
f(z) = 8/5*z^3 - 81/40*z + 1
*
3/4 | 0.044693926511948961648649659772885267729 | 0.010114401147009250043705900235394531128
f(z) = 8/7*z^3 - 83/42*z + 1
*
[ 2/5 ] 
f(z) = 9/4*z^3 - 93/50*z + 1
*
7/9 | 0.091313489978095164637924087508003062316 | 0.020098517563606438818818162304165567496
f(z) = 9/5*z^3 - 94/45*z + 1
*
0 | 0.12971748846384559890732717500756489002 | 0.028899085998268670793506664529484714498
f(z) = 9/7*z^3 - 89/42*z + 1
*
5/6 | 0.099396818723539768066134005858671403794 | 0.022618720851020697311737027164466366605
f(z) = 9/10*z^3 - 81/40*z + 1
*
[ -13/6 ] 
f(z) = 9/13*z^3 - 93/52*z + 1
*
0 | 0.11770569742029428220914598523322427440 | 0.026093851349226143259383036877816017638
f(z) = 9/16*z^3 - 91/48*z + 1
*
[ -9/5 ] 
f(z) = 10/9*z^3 - 92/45*z + 1
*
[ 2/5 ] 
f(z) = 11/4*z^3 - 97/50*z + 1
*
[ 4/11 ] 
f(z) = 11/8*z^3 - 85/44*z + 1
*
[ 3/2 ] 
f(z) = 11/12*z^3 - 83/48*z + 1
*
[ 4/11 ] 
f(z) = 11/16*z^3 - 81/44*z + 1
*
2/3 | 0.11666501296273471985290480384872436626 | 0.025618833301778329589043307896727712095
f(z) = 12/7*z^3 - 95/42*z + 1
*
-3/2 | 0.12836058899258246470689483730706973483 | 0.028892789818930557630099547882273876780
f(z) = 13/12*z^3 - 85/48*z + 1
*
6/7 | 0.13408063729827939532120556254519888667 | 0.023633526768011406252307768595313310858
f(z) = 14/9*z^3 - 97/42*z + 1
*
0 | 0.091790265301757103490910608092326530618 | 0.020348730695147449620789296669899614108
f(z) = 15/8*z^3 - 91/40*z + 1
*
0 | 0.074115096424896790221353340463573062720 | 0.016772520894763252750459746090995117406
f(z) = 15/8*z^3 - 83/40*z + 1
*
0 | 0.13652800468722243840385439493474213731 | 0.029844072189209117971473113394565250027
f(z) = 15/11*z^3 - 97/55*z + 1
*
[ 1/3 ] 
f(z) = 15/14*z^3 - 89/42*z + 1
*
2/3 | 0.10810611939196185028363070796906554054 | 0.024464815318574632896380286194691899218
f(z) = 15/14*z^3 - 83/42*z + 1
*
[ 8/5 ] 
f(z) = 15/16*z^3 - 81/40*z + 1
*
[ 5/12 ] 
f(z) = 16/5*z^3 - 88/45*z + 1
*
-5/4 | 0.068650888021576636848548660382225268168 | 0.015294375032137742674282399327265301659
f(z) = 16/9*z^3 - 89/45*z + 1
*
[ -13/8 ] 
f(z) = 16/13*z^3 - 85/52*z + 1
*
[ 3/2 ] 
f(z) = 16/17*z^3 - 91/51*z + 1
*
[ 3/2 ] 
f(z) = 16/19*z^3 - 89/57*z + 1
*
[ 2/3 ] 
f(z) = 17/6*z^3 - 95/54*z + 1
*
2/3 | 0.051197837284580417721533571647959541722 | 0.010301762701819876959015643353632871044
f(z) = 18/5*z^3 - 89/40*z + 1
*
[ 5/9 ] 
f(z) = 18/5*z^3 - 86/45*z + 1
*
[ 5/12 ] 
f(z) = 18/5*z^3 - 81/40*z + 1
*
[ 7/12 ] 
f(z) = 18/7*z^3 - 89/56*z + 1
*
[ -3/2 ] 
f(z) = 19/12*z^3 - 91/48*z + 1
*
[ 5/2 ] 
f(z) = 1/3*z^3 - 89/60*z + 1
*
[ 8/3 ] 
f(z) = 1/4*z^3 - 83/72*z + 1
*
-7/3 | 0.11741406118014355686456173502098671386 | 0.026428826932704228480874085833468283961
f(z) = 1/7*z^3 - 85/63*z + 1
*
[ -14/3 ] 
f(z) = 1/8*z^3 - 95/63*z + 1
*
-5/2 | 0.095644184702287297301979100183251018679 | 0.020907153512368403738859229926715468495
f(z) = 2/7*z^3 - 97/70*z + 1
*
[ 5/2 ] 
f(z) = 2/7*z^3 - 83/70*z + 1
*
-5/3 | 0.060243724639869458977552011210159145387 | 0.013421386736984558586312889761269192793
f(z) = 3/4*z^3 - 89/60*z + 1
*
[ 10/3 ] 
f(z) = 3/16*z^3 - 83/60*z + 1
*
[ -4 ] 
f(z) = 3/19*z^3 - 97/76*z + 1
*
[ 3/5 ] 
f(z) = 4/3*z^3 - 86/75*z + 1
*
0 | 0.12221416096663010427862862843894266365 | 0.027657517392909706135265901506531295363
f(z) = 4/5*z^3 - 83/60*z + 1
*
[ 5/2 ] 
f(z) = 4/13*z^3 - 86/65*z + 1
*
0 | 0.081148641382849659486475700352942479848 | 0.017989618445357035345574135922301817939
f(z) = 4/15*z^3 - 91/60*z + 1
*
0 | 0.12219198822860364589423583046877327701 | 0.027652499620151092297119642615058790699
f(z) = 5/4*z^3 - 83/60*z + 1
*
-3/2 | 0.060482265659742603359640104687384695063 | 0.010961990395694441638350731540950574330
f(z) = 5/9*z^3 - 83/60*z + 1
*
0 | 0.089414521636157459539646990288589015789 | 0.019545392497212890528757895316885450621
f(z) = 5/12*z^3 - 97/60*z + 1
*
4/5 | 0.081149674999270549208656897555677047303 | 0.017989847584929969606538346721841792074
f(z) = 5/12*z^3 - 91/60*z + 1
*
[ 1/2 ] 
f(z) = 5/19*z^3 - 81/76*z + 1
*
-4/3 | 0.12792242767164564994540294468519924566 | 0.028949319295640455380758507129796299282
f(z) = 6/5*z^3 - 83/60*z + 1
*
[ -3/2 ] 
f(z) = 7/5*z^3 - 89/60*z + 1
*
[ -10/7 ] 
f(z) = 7/5*z^3 - 81/70*z + 1
*
[ 6/5 ] 
f(z) = 7/8*z^3 - 82/75*z + 1
*
0 | 0.13523234874179171920697009653505382954 | 0.029765259623815222460288714646685414160
f(z) = 7/9*z^3 - 94/63*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.025688322648888041230363352409148874799
f(z) = 7/10*z^3 - 99/70*z + 1
*
0 | 0.10847472715830096068002221873893032494 | 0.024166521460675641458961572466483299648
f(z) = 7/10*z^3 - 89/70*z + 1
*
11/7 | 0.13722033439220435801394615092284294408 | 0.029797017015726679970131291648306883457
f(z) = 7/11*z^3 - 100/77*z + 1
*
[ -5/2 ] 
f(z) = 7/15*z^3 - 91/60*z + 1
*
[ 1/2 ] 
f(z) = 7/19*z^3 - 83/76*z + 1
*
[ 7/6 ] 
f(z) = 8/7*z^3 - 89/63*z + 1
*
-13/8 | 0.061864782373492116299629384536591337073 | 0.013523211119608519260243552252581852878
f(z) = 8/9*z^3 - 97/72*z + 1
*
-9/8 | 0.13205163344032415741000795811527494656 | 0.029419098042955161852047722051755235321
f(z) = 8/9*z^3 - 89/72*z + 1
*
0 | 0.13407982311778572685320843832128791613 | 0.029443005665148974633894904995273892598
f(z) = 9/7*z^3 - 95/63*z + 1
*
0 | 0.081501942387342566612672248532141751530 | 0.017815757710229365274308100397171999163
f(z) = 9/8*z^3 - 97/72*z + 1
*
0 | 0.13205163344032415741000795811527494656 | 0.029419098042955161852047722051755235321
f(z) = 9/8*z^3 - 89/72*z + 1
*
[ 5/3 ] 
f(z) = 9/13*z^3 - 99/65*z + 1
*
[ 5/3 ] 
f(z) = 9/14*z^3 - 97/70*z + 1
*
[ 1/2 ] 
f(z) = 9/19*z^3 - 85/76*z + 1
*
-9/5 | 0.088094178917052873309446806357912540949 | 0.019256774762604323740204813399052627125
f(z) = 10/13*z^3 - 97/65*z + 1
*
[ 3/5 ] 
f(z) = 11/9*z^3 - 83/75*z + 1
*
[ 1/2 ] 
f(z) = 11/18*z^3 - 83/72*z + 1
*
[ 1/2 ] 
f(z) = 11/19*z^3 - 87/76*z + 1
*
0 | 0.070078619429722022368410971663502760713 | 0.015859051196840043684498753944158407375
f(z) = 12/11*z^3 - 83/66*z + 1
*
[ 10/13 ] 
f(z) = 13/8*z^3 - 82/65*z + 1
*
[ 3/5 ] 
f(z) = 13/9*z^3 - 89/75*z + 1
*
[ 3/2 ] 
f(z) = 13/15*z^3 - 97/60*z + 1
*
[ 1/2 ] 
f(z) = 13/17*z^3 - 81/68*z + 1
*
[ 1/2 ] 
f(z) = 13/18*z^3 - 85/72*z + 1
*
[ 1/2 ] 
f(z) = 13/19*z^3 - 89/76*z + 1
*
[ 3/5 ] 
f(z) = 14/9*z^3 - 92/75*z + 1
*
-9/7 | 0.090179326081259153481456766460298649631 | 0.019668476712381606405862852091066325185
f(z) = 14/11*z^3 - 85/77*z + 1
*
-7/5 | 0.10812039951750021376017920918191936049 | 0.023634367291301933534770402307794136164
f(z) = 15/14*z^3 - 97/70*z + 1
*
-8/5 | 0.12961409238882164992929437751958484110 | 0.029023009194347168753488472730961387455
f(z) = 15/14*z^3 - 87/70*z + 1
*
[ 1/2 ] 
f(z) = 15/17*z^3 - 83/68*z + 1
*
[ 1/2 ] 
f(z) = 15/19*z^3 - 91/76*z + 1
*
[ 7/12 ] 
f(z) = 16/7*z^3 - 94/63*z + 1
*
[ 3/5 ] 
f(z) = 16/9*z^3 - 98/75*z + 1
*
-3/2 | 0.081577632465211530661137114197859942146 | 0.018174257334656781335408532199652013726
f(z) = 16/15*z^3 - 89/60*z + 1
*
[ 1/2 ] 
f(z) = 17/16*z^3 - 81/64*z + 1
*
[ 1/2 ] 
f(z) = 17/18*z^3 - 89/72*z + 1
*
[ 1/2 ] 
f(z) = 17/19*z^3 - 93/76*z + 1
*
0 | 0.11344884502010387191478860529453047054 | 0.024230172012881519218795236594803851005
f(z) = 18/13*z^3 - 95/78*z + 1
*
[ 1/2 ] 
f(z) = 19/16*z^3 - 83/64*z + 1
*
[ 1/2 ] 
f(z) = 19/17*z^3 - 87/68*z + 1
*
[ 1/2 ] 
f(z) = 19/18*z^3 - 91/72*z + 1
*
[ 5/3 ] 
f(z) = 1/2*z^3 - 89/90*z + 1
*
[ -10/3 ] 
f(z) = 1/5*z^3 - 83/90*z + 1
*
-5/4 | 0.11508533515596651375253226375175770472 | 0.025512950467577729132954570788248473499
f(z) = 3/5*z^3 - 91/80*z + 1
*
4/3 | 0.10021670124336607217017218517929128171 | 0.022006897338004922293283578910705942281
f(z) = 3/14*z^3 - 95/84*z + 1
*
-13/8 | 0.12219124223440314108549727998667674569 | 0.027222352663353508600491198963765404390
f(z) = 4/5*z^3 - 89/80*z + 1
*
-13/10 | 0.069234334397486246616766676600830552971 | 0.015034044693536388129902781742282781551
f(z) = 5/4*z^3 - 89/80*z + 1
*
[ 4/7 ] 
f(z) = 7/6*z^3 - 95/84*z + 1
*
[ 3/4 ] 
f(z) = 7/6*z^3 - 95/96*z + 1
*
[ -12/7 ] 
f(z) = 7/8*z^3 - 83/84*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.023631756802799785159091248023741681361
f(z) = 7/12*z^3 - 97/84*z + 1
*
-12/7 | 0.12439004267770150765845274897064215981 | 0.027315196620078682026606474359201408367
f(z) = 7/12*z^3 - 95/84*z + 1
*
[ -11/6 ] 
f(z) = 8/11*z^3 - 89/99*z + 1
*
[ 5/9 ] 
f(z) = 9/10*z^3 - 97/90*z + 1
*
[ 5/3 ] 
f(z) = 9/16*z^3 - 93/80*z + 1
*
[ 5/3 ] 
f(z) = 9/17*z^3 - 91/85*z + 1
*
[ 5/3 ] 
f(z) = 9/19*z^3 - 87/95*z + 1
*
[ 2/3 ] 
f(z) = 11/10*z^3 - 89/90*z + 1
*
[ 2/3 ] 
f(z) = 13/10*z^3 - 97/90*z + 1
*
-4/3 | 0.10021670124336607217017218517929128171 | 0.021906673823611033133479924640474860412
f(z) = 15/14*z^3 - 97/84*z + 1
*
[ 3/4 ] 
f(z) = 17/18*z^3 - 83/96*z + 1
*
[ -5/3 ] 
f(z) = 18/19*z^3 - 98/95*z + 1
*
[ 3/4 ] 
f(z) = 19/18*z^3 - 89/96*z + 1
*
[ 4/5 ] 
f(z) = z^3 - 89/100*z + 1
*
[ -6 ] 
f(z) = 1/17*z^3 - 97/102*z + 1
*
[ -6 ] 
f(z) = 1/19*z^3 - 83/114*z + 1
*
[ 13/4 ] 
f(z) = 2/13*z^3 - 97/104*z + 1
*
[ 7/4 ] 
f(z) = 3/7*z^3 - 99/112*z + 1
*
[ 5/3 ] 
f(z) = 3/7*z^3 - 83/105*z + 1
*
-7/4 | 0.13872384432471992186005943916867763471 | 0.029399995233366273641968022223578567835
f(z) = 3/7*z^3 - 83/112*z + 1
*
[ 3/5 ] 
f(z) = 5/7*z^3 - 97/105*z + 1
*
[ 4/5 ] 
f(z) = 7/8*z^3 - 81/100*z + 1
*
[ 4/3 ] 
f(z) = 7/12*z^3 - 85/108*z + 1
*
[ -16/7 ] 
f(z) = 7/16*z^3 - 95/112*z + 1
*
-1 | 0.064478704822370132999098497512731847755 | 0.013491742767331207614159846286684090663
f(z) = 7/17*z^3 - 100/119*z + 1
*
[ 4/5 ] 
f(z) = 9/8*z^3 - 97/100*z + 1
*
[ 3/2 ] 
f(z) = 10/19*z^3 - 97/114*z + 1
*
[ 2/3 ] 
f(z) = 12/17*z^3 - 83/102*z + 1
*
[ 2/3 ] 
f(z) = 12/19*z^3 - 89/114*z + 1
*
[ 8/13 ] 
f(z) = 13/16*z^3 - 97/104*z + 1
*
[ 5/7 ] 
f(z) = 14/15*z^3 - 92/105*z + 1
*
[ 2/3 ] 
f(z) = 15/17*z^3 - 91/102*z + 1
*
[ 2/3 ] 
f(z) = 15/19*z^3 - 97/114*z + 1
*
[ 4/5 ] 
f(z) = 17/16*z^3 - 93/100*z + 1
*
[ 14/3 ] 
f(z) = 1/14*z^3 - 97/126*z + 1
*
[ -8/3 ] 
f(z) = 3/10*z^3 - 91/120*z + 1
*
[ 2/3 ] 
f(z) = 4/7*z^3 - 95/126*z + 1
*
[ 3/2 ] 
f(z) = 5/11*z^3 - 91/132*z + 1
*
[ 8/5 ] 
f(z) = 5/12*z^3 - 83/120*z + 1
*
[ 2/3 ] 
f(z) = 5/14*z^3 - 83/126*z + 1
*
[ 4/3 ] 
f(z) = 6/11*z^3 - 95/132*z + 1
*
[ 5/4 ] 
f(z) = 8/13*z^3 - 99/130*z + 1
*
[ 5/8 ] 
f(z) = 8/15*z^3 - 97/120*z + 1
*
[ -17/8 ] 
f(z) = 8/17*z^3 - 89/136*z + 1
*
-1 | 0.059598057611740064340189243144339550742 | 0.012131537630453888824532276054833638593
f(z) = 8/17*z^3 - 81/136*z + 1
*
[ 7/9 ] 
f(z) = 9/14*z^3 - 85/126*z + 1
*
[ 12/11 ] 
f(z) = 11/16*z^3 - 97/132*z + 1
*
[ 12/11 ] 
f(z) = 11/18*z^3 - 85/132*z + 1
*
[ 6/5 ] 
f(z) = 1/2*z^3 - 83/150*z + 1
*
[ -16/3 ] 
f(z) = 1/16*z^3 - 85/144*z + 1
*
[ 13/6 ] 
f(z) = 3/13*z^3 - 85/156*z + 1
*
[ 5/4 ] 
f(z) = 4/7*z^3 - 97/140*z + 1
*
-9/8 | 0.10705080584800609971139713315937881398 | 0.021540206723085379081979032534932281309
f(z) = 4/9*z^3 - 97/144*z + 1
*
[ -17/6 ] 
f(z) = 4/17*z^3 - 82/153*z + 1
*
[ 4/5 ] 
f(z) = 5/7*z^3 - 99/140*z + 1
*
[ 6/7 ] 
f(z) = 5/8*z^3 - 92/147*z + 1
*
[ 3/2 ] 
f(z) = 5/13*z^3 - 83/156*z + 1
*
[ 4/3 ] 
f(z) = 6/13*z^3 - 89/156*z + 1
*
[ 10/7 ] 
f(z) = 7/16*z^3 - 83/140*z + 1
*
[ 5/4 ] 
f(z) = 1/2*z^3 - 93/160*z + 1
*
[ 2/3 ] 
f(z) = 1/9*z^3 - 89/162*z + 1
*
[ 2/3 ] 
f(z) = 1/18*z^3 - 85/162*z + 1
*
[ 3/4 ] 
f(z) = 2/7*z^3 - 83/168*z + 1
*
[ 2/3 ] 
f(z) = 2/9*z^3 - 97/162*z + 1
*
[ 7/5 ] 
f(z) = 3/7*z^3 - 97/175*z + 1
*
[ 5/4 ] 
f(z) = 8/17*z^3 - 91/170*z + 1
*
-1 | 0.063568724212284779641280304186585976653 | 0.012363454651148739509216326152024474757
f(z) = 9/19*z^3 - 100/171*z + 1
*
[ 3/4 ] 
f(z) = 1/4*z^3 - 91/192*z + 1
*
[ 4/3 ] 
f(z) = 2/5*z^3 - 83/180*z + 1
*
[ 5/4 ] 
f(z) = 4/9*z^3 - 89/180*z + 1
*
[ 5/4 ] 
f(z) = 8/19*z^3 - 87/190*z + 1
*
-16/5 | 0.14916842724153593617981319042544128180 | 0.028153924523913947990268199718087603350
f(z) = 1/8*z^3 - 81/200*z + 1
*
[ 8/9 ] 
f(z) = 3/8*z^3 - 91/216*z + 1
*
[ 13/8 ] 
f(z) = 4/13*z^3 - 89/208*z + 1
*
[ 3/4 ] 
f(z) = 4/17*z^3 - 95/204*z + 1
*
[ 7/8 ] 
f(z) = 2/7*z^3 - 81/224*z + 1
*
[ 5/4 ] 
f(z) = 4/11*z^3 - 81/220*z + 1
*
[ 3/4 ] 
f(z) = 1/15*z^3 - 89/240*z + 1
*
[ 4/3 ] 
f(z) = 5/14*z^3 - 97/252*z + 1
*
[ 17/4 ] 
f(z) = 1/17*z^3 - 81/272*z + 1
*
[ 11/5 ] 
f(z) = 2/11*z^3 - 92/275*z + 1
*
[ 11/10 ] 
f(z) = 4/11*z^3 - 96/275*z + 1
*
[ 6/7 ] 
f(z) = 1/6*z^3 - 85/294*z + 1
*
[ 9/4 ] 
f(z) = 1/6*z^3 - 83/288*z + 1
*
[ 6/7 ] 
f(z) = 2/9*z^3 - 97/294*z + 1
*
1/4 | 0.10451880550639434106943960418404634924 | 0.025038119069629922362073796153579423726
f(z) = z^3 - 65/16*z + 1
*
[ 4 ] 
f(z) = z^3 - 61/4*z + 1
*
4 | 0.12661014662955580369739710886470221015 | 0.028976234733656521335817246316343328724
f(z) = 1/3*z^3 - 79/12*z + 1
*
-6 | 0.11489392698187039779989292987921327761 | 0.026450062980224455644238560717819105483
f(z) = 1/3*z^3 - 77/6*z + 1
*
-6 | 0.087569474074328493244053327653538799220 | 0.020543291215926261898829812557001047276
f(z) = 1/3*z^3 - 71/6*z + 1
*
[ 6 ] 
f(z) = 1/3*z^3 - 67/6*z + 1
*
4 | 0.055148266398013242765248240082706463769 | 0.013115885366669505109038532127483283820
f(z) = 1/3*z^3 - 67/12*z + 1
*
[ -6 ] 
f(z) = 1/3*z^3 - 65/6*z + 1
*
-9/2 | 0.054088118862930250302040434915892588808 | 0.012957139662866616310592968496579767585
f(z) = 1/4*z^3 - 65/16*z + 1
*
0 | 0.11427365047736400138091463069567600719 | 0.027177646696541663166189791753684840597
f(z) = 1/6*z^3 - 67/6*z + 1
*
0 | 0.090602720659826394745422861484202349602 | 0.022039771506841508485500170763241563162
f(z) = 1/6*z^3 - 61/6*z + 1
*
0 | 0.060663649950324319318478832911094565972 | 0.014139196695001734187574647594802199466
f(z) = 1/8*z^3 - 73/8*z + 1
*
-8 | 0.10982067742785026921332919730272472041 | 0.026506663355236506509564854012621039338
f(z) = 1/8*z^3 - 63/8*z + 1
*
15/2 | 0.15175008829067226636265849909860532861 | 0.027752088377574063291233231482339567082
f(z) = 1/9*z^3 - 79/12*z + 1
*
[ -9 ] 
f(z) = 1/9*z^3 - 71/9*z + 1
*
3/2 | 0.072548086537262139658546990085257361240 | 0.013531828576938283803636214336218003950
f(z) = 1/9*z^3 - 71/12*z + 1
*
-1 | 0.049601235110518135347456778955845173553 | 0.011926575985985341444821917245364934977
f(z) = 1/9*z^3 - 64/9*z + 1
*
0 | 0.099701736582371927689061717862202272413 | 0.023389449702606786373964068957973838550
f(z) = 1/10*z^3 - 71/10*z + 1
*
0 | 0.064271875754369729759167222130198779747 | 0.015634601760590550049605853653306949563
f(z) = 1/10*z^3 - 61/10*z + 1
*
0 | 0.080867777111023652241348298605829816421 | 0.018672998487059236124500276830477652437
f(z) = 1/15*z^3 - 76/15*z + 1
*
0 | 0.10792229590703159823924547047763839244 | 0.025853446009988847672102148255925283542
f(z) = 1/16*z^3 - 65/16*z + 1
*
-9 | 0.093464711311351536988978300166999382658 | 0.021390508473188595857559787193766762806
f(z) = 1/18*z^3 - 79/18*z + 1
*
0 | 0.10948006989143983333053693285961615639 | 0.025517097036613921574214198019011205812
f(z) = 1/18*z^3 - 73/18*z + 1
*
[ 9 ] 
f(z) = 1/18*z^3 - 65/18*z + 1
*
-5/3 | 0.092512809149124835013423577683639979621 | 0.021562448128949731048064392376675528955
f(z) = 2*z^3 - 73/18*z + 1
*
1/2 | 0.077760856549415500057963555358607188778 | 0.018915894556412778018319185612908131793
f(z) = 2/3*z^3 - 61/6*z + 1
*
-1/2 | 0.12671098581928445931107350029540399612 | 0.029725663074477298126427911897482194534
f(z) = 2/7*z^3 - 71/14*z + 1
*
0 | 0.066442855302246200786661679575308301952 | 0.015802071950712582393759188867929543866
f(z) = 2/7*z^3 - 67/14*z + 1
*
0 | 0.10620690174584396467929943810605673350 | 0.025442512847759623134417061507672996079
f(z) = 2/9*z^3 - 65/9*z + 1
*
-6 | 0.073182824121972246827276415737272172008 | 0.017802254834371857003136930986367035174
f(z) = 2/11*z^3 - 61/11*z + 1
*
5 | 0.061362893607607310847126788428295173690 | 0.014542666560919634543765806859818898456
f(z) = 2/15*z^3 - 68/15*z + 1
*
[ 3 ] 
f(z) = 3*z^3 - 79/3*z + 1
*
[ -3 ] 
f(z) = 3*z^3 - 77/3*z + 1
*
[ 3/2 ] 
f(z) = 3*z^3 - 77/12*z + 1
*
3/4 | 0.12339968475454858717497928295394525537 | 0.028581360622085424388264818588994881525
f(z) = 3*z^3 - 75/16*z + 1
*
-4/3 | 0.048201022829540746502755017684224357727 | 0.011463625808757093806188907146671215267
f(z) = 3*z^3 - 67/12*z + 1
*
1/4 | 0.11445259639588510095669727324066930834 | 0.027220205317282653079566036277408356521
f(z) = 3*z^3 - 67/16*z + 1
*
-3 | 0.094182984189943832176522256252456774530 | 0.021554893746304226059083351854430387392
f(z) = 3/2*z^3 - 79/6*z + 1
*
[ 3 ] 
f(z) = 3/2*z^3 - 77/6*z + 1
*
1/3 | 0.070961384181894332707521280215048286970 | 0.016876711475801725263198934940468629290
f(z) = 3/2*z^3 - 67/6*z + 1
*
-3 | 0.082738139495682869368956702718608370261 | 0.019047386211046036491360333961174011315
f(z) = 3/4*z^3 - 77/12*z + 1
*
[ -3 ] 
f(z) = 3/4*z^3 - 65/12*z + 1
*
-3 | 0.10826828609867886993745631942094938991 | 0.024999989053013500965365713767213613230
f(z) = 3/5*z^3 - 76/15*z + 1
*
[ 5 ] 
f(z) = 3/5*z^3 - 71/5*z + 1
*
[ 3 ] 
f(z) = 3/5*z^3 - 71/15*z + 1
*
[ -5 ] 
f(z) = 3/5*z^3 - 69/5*z + 1
*
0 | 0.085200747834087057237449157653689196755 | 0.020122485757403308300346417680090471225
f(z) = 3/7*z^3 - 69/14*z + 1
*
-10/3 | 0.14563100535747041403313971727764699030 | 0.022862365639600641474388173565506747448
f(z) = 3/8*z^3 - 73/15*z + 1
*
10/3 | 0.17601739189291219154707206586617073334 | 0.028009808094695297427890225425866715129
f(z) = 3/8*z^3 - 67/15*z + 1
*
5 | 0.12314531887856090923214333781819974303 | 0.028349639755735108385040431170648658195
f(z) = 3/10*z^3 - 77/10*z + 1
*
-2/3 | 0.14931721962947512671194737027791988001 | 0.029644356700502729168452635475752139549
f(z) = 3/10*z^3 - 77/15*z + 1
*
[ 5 ] 
f(z) = 3/10*z^3 - 67/10*z + 1
*
-6 | 0.16292973112399627725913872023898720317 | 0.028307336409088472606629059451558450443
f(z) = 3/16*z^3 - 79/12*z + 1
*
[ 6 ] 
f(z) = 3/16*z^3 - 71/12*z + 1
*
0 | 0.12085341868058362565670039453554442455 | 0.028742509767120334621545090078709404391
f(z) = 3/16*z^3 - 67/16*z + 1
*
7/8 | 0.12222131266941474639078373462339006802 | 0.029278862924586863528441114213938328802
f(z) = 4*z^3 - 65/16*z + 1
*
0 | 0.11210832421994797490226067098002974444 | 0.026299963275159492076162367568008977319
f(z) = 4/7*z^3 - 71/14*z + 1
*
3/4 | 0.10330167293453577282144203534157479543 | 0.018891831887037560141749673384716931524
f(z) = 4/9*z^3 - 79/12*z + 1
*
[ 9/2 ] 
f(z) = 4/9*z^3 - 74/9*z + 1
*
[ -9/2 ] 
f(z) = 4/9*z^3 - 70/9*z + 1
*
3 | 0.12359804042104212130264800232367487903 | 0.023305852211744132019463726621341869066
f(z) = 4/9*z^3 - 67/12*z + 1
*
-9/2 | 0.11116541296449648705402723657790527838 | 0.025668958171676916632309326958503783081
f(z) = 4/15*z^3 - 76/15*z + 1
*
-1/2 | 0.089472976737729240417214232733098495661 | 0.021764953071777618818549347604717423185
f(z) = 4/15*z^3 - 61/15*z + 1
*
0 | 0.10858468309467467520470958169318251721 | 0.024850893467779226812444089811736717485
f(z) = 5/3*z^3 - 79/15*z + 1
*
1/5 | 0.061103772827734665520928327082326776245 | 0.014109336231654180780374074042587375581
f(z) = 5/3*z^3 - 76/15*z + 1
*
6/5 | 0.10996774148119666980537031498613089764 | 0.025797794967780739833610914105065104707
f(z) = 5/3*z^3 - 71/15*z + 1
*
0 | 0.10714411659986874380908979205829470187 | 0.025482033123122366754524555115240042929
f(z) = 5/3*z^3 - 67/15*z + 1
*
[ 4 ] 
f(z) = 5/4*z^3 - 77/4*z + 1
*
[ -4 ] 
f(z) = 5/4*z^3 - 75/4*z + 1
*
[ 6 ] 
f(z) = 5/8*z^3 - 65/3*z + 1
*
[ -6 ] 
f(z) = 5/8*z^3 - 64/3*z + 1
*
12/5 | 0.061968924910115677307823633926180507008 | 0.011498997975338831498818421922181548781
f(z) = 5/9*z^3 - 73/15*z + 1
*
[ 4 ] 
f(z) = 5/12*z^3 - 71/12*z + 1
*
0 | 0.10858525743955589026156818363624937918 | 0.025150099915531053853492587372540611994
f(z) = 5/14*z^3 - 75/14*z + 1
*
0 | 0.11145754663723253013774690331541425360 | 0.026323746584129482614372085608116507334
f(z) = 5/16*z^3 - 69/16*z + 1
*
0 | 0.12029081167017332090740015369610595450 | 0.027692495401610367123280442648698218681
f(z) = 5/18*z^3 - 77/18*z + 1
*
6/5 | 0.16254922838584606930819541225353680864 | 0.026847940674474803499843433862998326465
f(z) = 5/18*z^3 - 71/15*z + 1
*
[ 3/2 ] 
f(z) = 6*z^3 - 79/6*z + 1
*
-3/2 | 0.11803160182282755558554273320052471857 | 0.027172396173412971075419824764446660164
f(z) = 6*z^3 - 77/6*z + 1
*
1/4 | 0.12517728725554121938540347140272188305 | 0.028993082080083060268237033888676256045
f(z) = 6*z^3 - 75/8*z + 1
*
[ -3/2 ] 
f(z) = 6*z^3 - 71/6*z + 1
*
7/6 | 0.055963870432398704518345863627292913237 | 0.013613618972873284738208545420125165195
f(z) = 6*z^3 - 61/6*z + 1
*
[ 5/2 ] 
f(z) = 6/5*z^3 - 69/10*z + 1
*
0 | 0.076926904699807778473293775553333211492 | 0.018231251149379553748961617814416511868
f(z) = 6/5*z^3 - 68/15*z + 1
*
[ -5/2 ] 
f(z) = 6/5*z^3 - 61/10*z + 1
*
0 | 0.052993109877807176374070839418159624274 | 0.012890959836945517145919855588985971136
f(z) = 6/7*z^3 - 61/14*z + 1
*
[ 2/3 ] 
f(z) = 7*z^3 - 65/18*z + 1
*
4/3 | 0.13238077535176847905100732195009426716 | 0.026490924959658275507313788833745990247
f(z) = 7/2*z^3 - 74/9*z + 1
*
0 | 0.062471008978255574754952754435183394428 | 0.014857449671863116089532638387543560874
f(z) = 7/2*z^3 - 67/14*z + 1
*
0 | 0.11456378834347992818955595831593479742 | 0.027868475688810384737003086490262320632
f(z) = 7/2*z^3 - 61/14*z + 1
*
1/3 | 0.096968496590466605864491784871761678838 | 0.023404620654207258774661301787109347330
f(z) = 7/2*z^3 - 61/18*z + 1
*
3 | 0.12238718431259543365715054501657008005 | 0.029427897312690828341255351636272679971
f(z) = 7/3*z^3 - 64/3*z + 1
*
[ 3 ] 
f(z) = 7/3*z^3 - 61/3*z + 1
*
2/7 | 0.13755295273517996249586772372809449338 | 0.028259266397653443936278693260679501145
f(z) = 7/4*z^3 - 65/14*z + 1
*
-2 | 0.054925686210665842488039295269558714952 | 0.013361073101597412141892673805246087078
f(z) = 7/5*z^3 - 61/10*z + 1
*
-3 | 0.090658507503088408634697417586940198750 | 0.021561268732224224535394553613734608287
f(z) = 7/6*z^3 - 67/6*z + 1
*
-3 | 0.078041578178476643954641804685609703308 | 0.018984182136702619013271203493337247850
f(z) = 7/6*z^3 - 61/6*z + 1
*
-3 | 0.11592657376057750732298377584357287050 | 0.027195702493390381662037919686018122769
f(z) = 7/12*z^3 - 71/12*z + 1
*
0 | 0.099530428855253027344550254534808081264 | 0.023671273471036661961568787554686445909
f(z) = 7/15*z^3 - 67/15*z + 1
*
0 | 0.077064918091761456956285303532143397541 | 0.018078983248737755529596282763346523166
f(z) = 7/16*z^3 - 71/16*z + 1
*
[ 6 ] 
f(z) = 7/18*z^3 - 79/6*z + 1
*
0 | 0.088511745446307880050760333937969460811 | 0.020256963450504053003331091028336642585
f(z) = 7/18*z^3 - 79/18*z + 1
*
[ -6 ] 
f(z) = 7/18*z^3 - 77/6*z + 1
*
0 | 0.11508429402205783589283197473217557248 | 0.027995092485086759999730062144679652494
f(z) = 7/18*z^3 - 61/18*z + 1
*
0 | 0.065420222048515708836691731488447380170 | 0.015247836029188806223260849798523162829
f(z) = 8*z^3 - 73/8*z + 1
*
0 | 0.10857581376792065898498142530163326352 | 0.025471256791462856378799896257311599700
f(z) = 8*z^3 - 71/8*z + 1
*
0 | 0.11940739888217352551033469870656309409 | 0.028201321519079582803656682271747751982
f(z) = 8*z^3 - 69/8*z + 1
*
-2 | 0.051780948197739499997934630547256982615 | 0.012404442819948055152858060657331385956
f(z) = 8*z^3 - 65/2*z + 1
*
[ 2 ] 
f(z) = 8*z^3 - 63/2*z + 1
*
[ -2 ] 
f(z) = 8*z^3 - 61/2*z + 1
*
[ 3 ] 
f(z) = 8/3*z^3 - 70/3*z + 1
*
[ -3 ] 
f(z) = 8/3*z^3 - 68/3*z + 1
*
-2 | 0.049577315961485108628775998066632348105 | 0.011709038473088861050567356754946079627
f(z) = 8/5*z^3 - 69/10*z + 1
*
3/2 | 0.051844502955226884514007175852815993642 | 0.012465967885143172393828523171782408824
f(z) = 8/5*z^3 - 64/15*z + 1
*
-2 | 0.046781424054140246371478234618886099010 | 0.010974651018506878141697454902797593768
f(z) = 8/7*z^3 - 71/14*z + 1
*
0 | 0.062276225783214685196947042426014364358 | 0.014918650752011237973751086442607070378
f(z) = 8/7*z^3 - 65/14*z + 1
*
0 | 0.092259808972742818743925115567827269285 | 0.021114752272567407125219327966355615317
f(z) = 8/9*z^3 - 79/18*z + 1
*
[ 9/4 ] 
f(z) = 8/9*z^3 - 71/18*z + 1
*
0 | 0.11528455758930235504617909893508518096 | 0.028043808055999756564715048003555220278
f(z) = 8/9*z^3 - 61/18*z + 1
*
0 | 0.090043157508848529801051631754599326914 | 0.021339730556337604861283946767108806616
f(z) = 8/15*z^3 - 68/15*z + 1
*
-2 | 0.062555204827049101201112824417483026461 | 0.014580071361845918437965484858179636796
f(z) = 9*z^3 - 73/2*z + 1
*
[ 2 ] 
f(z) = 9*z^3 - 71/2*z + 1
*
1/2 | 0.12484624403335127503574957542347483886 | 0.026664405155946952448095408351297615053
f(z) = 9*z^3 - 71/12*z + 1
*
[ 2/9 ] 
f(z) = 9*z^3 - 71/18*z + 1
*
[ -2 ] 
f(z) = 9*z^3 - 69/2*z + 1
*
-4/3 | 0.11381979205393916778850719639704252574 | 0.027266227279575033307573698974621735339
f(z) = 9*z^3 - 65/4*z + 1
*
-1 | 0.087857666429199820820740911695180499444 | 0.019992873585938374834179708638988775309
f(z) = 9*z^3 - 64/9*z + 1
*
[ 4/3 ] 
f(z) = 9*z^3 - 63/4*z + 1
*
[ 2/9 ] 
f(z) = 9/4*z^3 - 65/18*z + 1
*
-2 | 0.060778889702547554285281250463332751870 | 0.013992083852736353561451505637174023085
f(z) = 9/5*z^3 - 77/10*z + 1
*
[ 2 ] 
f(z) = 9/5*z^3 - 67/10*z + 1
*
0 | 0.043878841552687004467068176865557497104 | 0.010435683538513378876329168143036030970
f(z) = 9/5*z^3 - 67/15*z + 1
*
-2 | 0.058917286081750934236092672383168868510 | 0.013483920181925460747075900342219235100
f(z) = 9/7*z^3 - 79/14*z + 1
*
[ 2 ] 
f(z) = 9/7*z^3 - 65/14*z + 1
*
[ 4 ] 
f(z) = 9/8*z^3 - 69/4*z + 1
*
[ -4 ] 
f(z) = 9/8*z^3 - 67/4*z + 1
*
0 | 0.11368368188958600882945575648051690298 | 0.027233621257288902241984450812572358684
f(z) = 9/14*z^3 - 65/14*z + 1
*
0 | 0.081914380731625200007909373962641013358 | 0.019092216545857817943138665795063509963
f(z) = 9/16*z^3 - 73/16*z + 1
*
1/3 | 0.049475775052397843067166179893838102752 | 0.011852224495125670374289926894407552885
f(z) = 9/16*z^3 - 65/16*z + 1
*
[ 2 ] 
f(z) = 10*z^3 - 79/2*z + 1
*
3/5 | 0.14891859442909928740773460345994381661 | 0.029720501630713679763673908752089784651
f(z) = 10*z^3 - 79/15*z + 1
*
[ -2 ] 
f(z) = 10*z^3 - 77/2*z + 1
*
-9/10 | 0.091887145117225440094918746669839151047 | 0.019953040041127169215398856610637445993
f(z) = 10*z^3 - 71/10*z + 1
*
[ 3/5 ] 
f(z) = 10*z^3 - 64/15*z + 1
*
1/10 | 0.089606064807615894904127411706160033301 | 0.019457709745506375865421559858873680423
f(z) = 10*z^3 - 61/10*z + 1
*
[ -2 ] 
f(z) = 10/3*z^3 - 71/6*z + 1
*
0 | 0.12347004111060439808026697017769695446 | 0.029160825542896599143273771188341982013
f(z) = 10/7*z^3 - 69/14*z + 1
*
0 | 0.11306644485943609987725458943767937729 | 0.027085758351850964675583303730233578894
f(z) = 10/9*z^3 - 65/18*z + 1
*
[ -2 ] 
f(z) = 11/3*z^3 - 79/6*z + 1
*
[ -3/2 ] 
f(z) = 11/3*z^3 - 79/12*z + 1
*
[ -2 ] 
f(z) = 11/5*z^3 - 73/10*z + 1
*
[ -2 ] 
f(z) = 11/7*z^3 - 67/14*z + 1
*
2 | 0.14463932660800217272341162544585928944 | 0.022428563705756801148340071380765796493
f(z) = 11/8*z^3 - 79/11*z + 1
*
2/11 | 0.071531212408330711771218072171255023205 | 0.011253933417562533561355635429361182904
f(z) = 11/8*z^3 - 72/11*z + 1
*
-2/11 | 0.18480441467256934949670708444793844012 | 0.029853796221405889338136118778422727235
f(z) = 11/8*z^3 - 61/11*z + 1
*
[ -2 ] 
f(z) = 11/9*z^3 - 61/18*z + 1
*
[ -3 ] 
f(z) = 11/15*z^3 - 79/15*z + 1
*
0 | 0.10525259972967005416553734204807052898 | 0.024378202547837743083590356533910767527
f(z) = 11/16*z^3 - 75/16*z + 1
*
0 | 0.10841411949456000193065410753849047973 | 0.025971265358249915854933684076101257208
f(z) = 11/18*z^3 - 65/18*z + 1
*
[ 3/2 ] 
f(z) = 12*z^3 - 80/3*z + 1
*
[ -3/2 ] 
f(z) = 12*z^3 - 76/3*z + 1
*
-3/4 | 0.14700675820542541717576001549410738465 | 0.029579935773033423929703038268941960430
f(z) = 12*z^3 - 65/12*z + 1
*
-5/2 | 0.12412382560932408685523125956694386697 | 0.028490273402925235962400266387150804998
f(z) = 12/5*z^3 - 78/5*z + 1
*
[ 5/2 ] 
f(z) = 12/5*z^3 - 72/5*z + 1
*
-3/2 | 0.056967823784934561538604428720758129675 | 0.013364321372515398244698336506858393427
f(z) = 12/5*z^3 - 71/15*z + 1
*
[ -5/2 ] 
f(z) = 12/5*z^3 - 68/5*z + 1
*
5/6 | 0.11957061483304348283477781762691189830 | 0.028750655509279360328693763845550626816
f(z) = 12/5*z^3 - 64/15*z + 1
*
0 | 0.084362077481133380188832971416901279389 | 0.020521689613577679097432752596871411281
f(z) = 12/5*z^3 - 61/15*z + 1
*
[ -2 ] 
f(z) = 12/7*z^3 - 75/14*z + 1
*
[ 1/4 ] 
f(z) = 13*z^3 - 61/16*z + 1
*
[ 2/3 ] 
f(z) = 13/2*z^3 - 61/18*z + 1
*
[ 2/13 ] 
f(z) = 13/8*z^3 - 72/13*z + 1
*
-2 | 0.18297922912957177854168600853495191836 | 0.029117651603159366559642242481728603515
f(z) = 13/8*z^3 - 67/13*z + 1
*
[ -2 ] 
f(z) = 13/9*z^3 - 77/18*z + 1
*
0 | 0.096129766582608582751821499580879385195 | 0.023384265671683432237542329822639115791
f(z) = 13/12*z^3 - 61/12*z + 1
*
0 | 0.097665236988202326459308211801640537431 | 0.023227675796750338761863922057362128519
f(z) = 13/18*z^3 - 67/18*z + 1
*
[ -2/3 ] 
f(z) = 14*z^3 - 67/18*z + 1
*
3/2 | 0.090631946184673974143704728447010913599 | 0.021554951666788349273186582215100375394
f(z) = 14/3*z^3 - 67/6*z + 1
*
[ 3/2 ] 
f(z) = 14/3*z^3 - 61/6*z + 1
*
0 | 0.097129310737992241249599933503948822730 | 0.022638440491117766402453320100667328551
f(z) = 14/9*z^3 - 73/18*z + 1
*
0 | 0.11254492016575385776900958035968353880 | 0.025909291332328192288802519523622969344
f(z) = 15*z^3 - 77/5*z + 1
*
[ 1/4 ] 
f(z) = 15*z^3 - 63/16*z + 1
*
2/5 | 0.089414250973870910533334493493078325206 | 0.016508972200271287411245192674577692499
f(z) = 15*z^3 - 61/15*z + 1
*
0 | 0.12402839745675964633042492246149992674 | 0.028552935827367591972138421409170479421
f(z) = 15/2*z^3 - 77/10*z + 1
*
-2 | 0.050563915889820504752973093241486820514 | 0.012300040711657498167777109768075522819
f(z) = 15/2*z^3 - 61/2*z + 1
*
0 | 0.084769966155894382340334248103707379203 | 0.019757782894506216269872370520789431089
f(z) = 15/4*z^3 - 73/12*z + 1
*
-4/3 | 0.065763092632747994555453452250867977995 | 0.015427640481976215519789373081255313815
f(z) = 15/4*z^3 - 71/12*z + 1
*
0 | 0.12075732033352376965369693461503825206 | 0.028928154607117416648296833976645391826
f(z) = 15/4*z^3 - 65/12*z + 1
*
0 | 0.11763517918477763576618581083995041385 | 0.028615613874699568741565759825270029728
f(z) = 15/4*z^3 - 61/12*z + 1
*
2/3 | 0.13819862542262055037212036780393238348 | 0.021939949030642056510899749251191557158
f(z) = 15/8*z^3 - 68/15*z + 1
*
-26/15 | 0.12995317659763128968885447441544971114 | 0.020937982251705845143882289951446797314
f(z) = 15/8*z^3 - 62/15*z + 1
*
-2 | 0.044315350135605338429167070823462403238 | 0.010539498162418410153397798356964601939
f(z) = 15/14*z^3 - 67/14*z + 1
*
-9/16 | 0.075298395979729864775498593585373537993 | 0.013579077808356216888795006147003646081
f(z) = 16*z^3 - 65/16*z + 1
*
0 | 0.11479260946328390338091511748649093588 | 0.026271651096252625017380093869352396013
f(z) = 16/3*z^3 - 79/12*z + 1
*
3/8 | 0.10446781489973077750911196878362068273 | 0.024049837585761376484789575005224954866
f(z) = 16/3*z^3 - 77/12*z + 1
*
0 | 0.075639162905909175967111800667515152866 | 0.017629618446098975016608740878879259672
f(z) = 16/3*z^3 - 73/12*z + 1
*
0 | 0.067855818884925963243589018834988342143 | 0.016138116392145360642177051554204873616
f(z) = 16/3*z^3 - 67/12*z + 1
*
0 | 0.12329760608602410307120406955265108029 | 0.029323809668608617202358448734435533942
f(z) = 16/7*z^3 - 67/14*z + 1
*
0 | 0.090000969342046585248501605454230538833 | 0.020719383259952606057298997177253130805
f(z) = 16/9*z^3 - 77/18*z + 1
*
[ 9/4 ] 
f(z) = 16/9*z^3 - 76/9*z + 1
*
[ -9/4 ] 
f(z) = 16/9*z^3 - 68/9*z + 1
*
[ 1/4 ] 
f(z) = 17*z^3 - 65/16*z + 1
*
[ 2/3 ] 
f(z) = 17/2*z^3 - 77/18*z + 1
*
-2 | 0.052923301707028250593777485200494829236 | 0.012499284477035662131057282710061149877
f(z) = 17/2*z^3 - 69/2*z + 1
*
[ 2 ] 
f(z) = 17/2*z^3 - 67/2*z + 1
*
[ -2 ] 
f(z) = 17/2*z^3 - 65/2*z + 1
*
-2 | 0.050955662551453296248513333478793536250 | 0.011876504894267086553163639050341663665
f(z) = 17/10*z^3 - 73/10*z + 1
*
[ 2 ] 
f(z) = 17/10*z^3 - 63/10*z + 1
*
0 | 0.11910409737020329641979151234966699539 | 0.028532114935560588362375811611435328664
f(z) = 17/12*z^3 - 65/12*z + 1
*
-2 | 0.048718341918704642292271591630831144856 | 0.011283955077018399511512856091897564047
f(z) = 17/14*z^3 - 75/14*z + 1
*
0 | 0.089415387795932670905501013450082498514 | 0.021665247470480840957664248921251715117
f(z) = 17/15*z^3 - 62/15*z + 1
*
-4 | 0.12617392763790134008857386751892088181 | 0.022335723676263769592451786067803091867
f(z) = 17/16*z^3 - 71/4*z + 1
*
[ 4 ] 
f(z) = 17/16*z^3 - 65/4*z + 1
*
[ -4 ] 
f(z) = 17/16*z^3 - 63/4*z + 1
*
0 | 0.081441337520848475411130027783678535117 | 0.019105665888609049019413933718520682348
f(z) = 17/18*z^3 - 71/18*z + 1
*
[ 2/9 ] 
f(z) = 18*z^3 - 79/18*z + 1
*
[ 1/9 ] 
f(z) = 18*z^3 - 74/9*z + 1
*
7/12 | 0.064678676070362584334882413898763615458 | 0.013014307011468749225025374106390261016
f(z) = 18*z^3 - 73/8*z + 1
*
0 | 0.11862146195701518504288685126565586101 | 0.027147929432328768865164839224471573273
f(z) = 18/5*z^3 - 79/15*z + 1
*
[ 1/4 ] 
f(z) = 19*z^3 - 67/16*z + 1
*
-2 | 0.055013842917690453768572931156430548057 | 0.012664895771094125350188581757992467428
f(z) = 19/2*z^3 - 77/2*z + 1
*
[ 2 ] 
f(z) = 19/2*z^3 - 75/2*z + 1
*
[ -2 ] 
f(z) = 19/2*z^3 - 73/2*z + 1
*
[ -2 ] 
f(z) = 19/6*z^3 - 67/6*z + 1
*
-3/2 | 0.13950500502695511755134353991136358736 | 0.026779033657832953555138152103959353371
f(z) = 19/9*z^3 - 61/12*z + 1
*
[ 2 ] 
f(z) = 19/10*z^3 - 71/10*z + 1
*
[ -2 ] 
f(z) = 19/10*z^3 - 61/10*z + 1
*
[ 2 ] 
f(z) = 19/14*z^3 - 69/14*z + 1
*
0 | 0.10415041774365367040341014702369871779 | 0.025042881864213842000692090591538300886
f(z) = 19/15*z^3 - 64/15*z + 1
*
[ 4 ] 
f(z) = 19/16*z^3 - 73/4*z + 1
*
[ -4 ] 
f(z) = 19/16*z^3 - 71/4*z + 1
*
0 | 0.086590983293078592990909532286051669058 | 0.020182216958541277824154983063501388044
f(z) = 19/18*z^3 - 73/18*z + 1
*
-3/2 | 0.068165159870038453116785559679421968860 | 0.016329380927740955498753243888729278004
f(z) = 1/6*z^3 - 65/24*z + 1
*
-7/2 | 0.10811098541328479543139903097827402778 | 0.025533364665225424812768990874984447127
f(z) = 1/7*z^3 - 69/28*z + 1
*
3/2 | 0.12522175161175170505133328439251383563 | 0.029997636423149197908989536734157480906
f(z) = 1/7*z^3 - 65/28*z + 1
*
4/3 | 0.14555898254578083912346558435149973443 | 0.029371279678236972432987690241680743493
f(z) = 1/8*z^3 - 71/36*z + 1
*
[ -6 ] 
f(z) = 1/10*z^3 - 73/30*z + 1
*
3 | 0.070494401949915196352973695278219648441 | 0.016765649318766622664505712341341956182
f(z) = 1/10*z^3 - 67/30*z + 1
*
-6 | 0.11651053962145037162261035716500218314 | 0.027709644953386981679939052192401235428
f(z) = 1/15*z^3 - 67/30*z + 1
*
-10/3 | 0.098493433248500602064270810672240831655 | 0.017112203707803069120516026669867168935
f(z) = 1/16*z^3 - 79/36*z + 1
*
4 | 0.11988754050375734962473171941541821503 | 0.027599657180914036169216156646501687813
f(z) = 1/18*z^3 - 77/36*z + 1
*
[ -4/3 ] 
f(z) = 2*z^3 - 65/36*z + 1
*
3/2 | 0.10521017266744284170473208581445454336 | 0.024220737912920890231919417518986664359
f(z) = 2/5*z^3 - 77/30*z + 1
*
-3 | 0.12545507043339293735691120631510195750 | 0.029240474628473223763450768951246335241
f(z) = 2/5*z^3 - 73/30*z + 1
*
15/4 | 0.15758934443849087116475600817204880500 | 0.029715309070578413169992592595414703798
f(z) = 2/9*z^3 - 67/24*z + 1
*
-3 | 0.070969470105076482309666393082634474582 | 0.016649026469784003619735582119487354548
f(z) = 2/15*z^3 - 71/30*z + 1
*
5/2 | 0.089414903113224629897581340492200954225 | 0.021265502905222128443017150888161509871
f(z) = 2/15*z^3 - 67/30*z + 1
*
[ -5/3 ] 
f(z) = 3/2*z^3 - 77/30*z + 1
*
-3/2 | 0.11419386290764196316317115661858490339 | 0.027355838240302246198255617180648041409
f(z) = 3/2*z^3 - 65/24*z + 1
*
-5/2 | 0.091941822341821920156592946209631162880 | 0.021866478875961056089650768147844496277
f(z) = 3/5*z^3 - 67/20*z + 1
*
0 | 0.067429003662284630422201059909106654022 | 0.015431927771883976807833712249334405213
f(z) = 3/7*z^3 - 79/21*z + 1
*
-7/3 | 0.11125099797062353196439562069617372054 | 0.027062615309165145503643638246481050031
f(z) = 3/7*z^3 - 61/21*z + 1
*
-8/3 | 0.089993020951749638959648174481108531792 | 0.020595970930500735002648378032905459185
f(z) = 3/8*z^3 - 79/24*z + 1
*
[ 3 ] 
f(z) = 3/8*z^3 - 65/24*z + 1
*
[ -4 ] 
f(z) = 3/10*z^3 - 71/20*z + 1
*
[ -11/3 ] 
f(z) = 3/11*z^3 - 79/33*z + 1
*
[ 1/3 ] 
f(z) = 3/11*z^3 - 67/33*z + 1
*
-1 | 0.044405468014784639704850806999354246293 | 0.010677258082213880420368404465203064687
f(z) = 3/11*z^3 - 64/33*z + 1
*
[ 1/3 ] 
f(z) = 3/13*z^3 - 79/39*z + 1
*
[ 4 ] 
f(z) = 3/14*z^3 - 75/28*z + 1
*
[ -4 ] 
f(z) = 3/14*z^3 - 61/28*z + 1
*
8/3 | 0.14233942446753062983265774587463188798 | 0.029242612644314866553219351134344105587
f(z) = 3/16*z^3 - 65/24*z + 1
*
[ -3 ] 
f(z) = 4/7*z^3 - 80/21*z + 1
*
[ -5/2 ] 
f(z) = 4/7*z^3 - 76/35*z + 1
*
-7/4 | 0.10810823998234289978697977777132022149 | 0.026298116545126167940416863901004457725
f(z) = 4/7*z^3 - 61/28*z + 1
*
[ -3 ] 
f(z) = 4/11*z^3 - 64/33*z + 1
*
[ 6/5 ] 
f(z) = 5/3*z^3 - 67/30*z + 1
*
6/5 | 0.12799444191731794589249368743204363626 | 0.025282378124720164826842027694500833423
f(z) = 5/4*z^3 - 79/30*z + 1
*
0 | 0.10620772115612025112500861171888724264 | 0.024450386433468966178367173814150675396
f(z) = 5/4*z^3 - 77/20*z + 1
*
[ 1/3 ] 
f(z) = 5/4*z^3 - 77/36*z + 1
*
0 | 0.12440135815842128023525117531935182346 | 0.028994880353681613372388888666699012461
f(z) = 5/4*z^3 - 73/20*z + 1
*
[ 4/3 ] 
f(z) = 5/4*z^3 - 71/36*z + 1
*
-8/5 | 0.10845026206561309669721094961863216523 | 0.025613494121572336580536365898223160729
f(z) = 5/4*z^3 - 69/20*z + 1
*
0 | 0.065324428330281929248870355113933061610 | 0.015890642838640962517998380356200207013
f(z) = 5/4*z^3 - 61/20*z + 1
*
1/2 | 0.083058149950207817411820595039912627355 | 0.019121056742629927320500481010812751434
f(z) = 5/6*z^3 - 77/24*z + 1
*
0 | 0.10853406293119767559118958829000479993 | 0.025296606207317339754776933384297694313
f(z) = 5/6*z^3 - 73/30*z + 1
*
0 | 0.094371330903095748409664323129358425644 | 0.022444287715082745191176368059464022146
f(z) = 5/6*z^3 - 67/30*z + 1
*
2 | 0.11766381243726312983808817621019790672 | 0.027424525054074173591634071776945597471
f(z) = 5/7*z^3 - 73/28*z + 1
*
6/5 | 0.12544916907182389237710444532225568260 | 0.029429648176840560355102796319880585781
f(z) = 5/7*z^3 - 71/35*z + 1
*
-7/5 | 0.11804097005332487842026693601652489377 | 0.028382853686275740092032776359495992527
f(z) = 5/7*z^3 - 64/35*z + 1
*
-12/5 | 0.12664343469327487633985372887159459869 | 0.025142868057283151099407125570573084961
f(z) = 5/8*z^3 - 77/20*z + 1
*
-4/5 | 0.12632161792244311932880054546320524425 | 0.021947059690103970984042727433179000317
f(z) = 5/16*z^3 - 79/20*z + 1
*
6/5 | 0.15215296655482102534656025138097214430 | 0.028690216608817719754643175005069483356
f(z) = 5/18*z^3 - 67/30*z + 1
*
5/3 | 0.10665541173063235202576239631939931327 | 0.025020741600859043242797914251848350039
f(z) = 6/7*z^3 - 71/21*z + 1
*
[ -7/3 ] 
f(z) = 6/7*z^3 - 68/21*z + 1
*
[ 1/3 ] 
f(z) = 6/11*z^3 - 68/33*z + 1
*
-7/3 | 0.073727148708255771300119553562276480370 | 0.017661789369652568595954108777437746066
f(z) = 6/11*z^3 - 65/33*z + 1
*
[ 1/3 ] 
f(z) = 6/13*z^3 - 80/39*z + 1
*
-2 | 0.048797784009066190941610847930291048437 | 0.011870416271913351577922979584911108830
f(z) = 6/13*z^3 - 61/26*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.012568926294058065467698176644509649478
f(z) = 6/17*z^3 - 65/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.012968201206963205801351098778513602245
f(z) = 6/19*z^3 - 67/38*z + 1
*
0 | 0.057112278596975224710548567748031684658 | 0.013070822796232531743276713827635850337
f(z) = 7/3*z^3 - 79/21*z + 1
*
0 | 0.11237679891618381620245332862838483707 | 0.026726519412603619436898486963892791149
f(z) = 7/3*z^3 - 67/21*z + 1
*
0 | 0.11023361118218423008024772842550341064 | 0.026815128564970454336281151946013532921
f(z) = 7/3*z^3 - 61/21*z + 1
*
[ 1/3 ] 
f(z) = 7/3*z^3 - 61/27*z + 1
*
[ 1/3 ] 
f(z) = 7/4*z^3 - 79/36*z + 1
*
0 | 0.11002693041885028707810124985292983360 | 0.025644556702626771749951581726170743219
f(z) = 7/4*z^3 - 73/28*z + 1
*
0 | 0.11381105137290708005839115821878880736 | 0.027685366939808614507738275696797159348
f(z) = 7/4*z^3 - 61/28*z + 1
*
6/7 | 0.11141778720241234685395137597343120223 | 0.026137967292009351544037260080513990260
f(z) = 7/5*z^3 - 71/35*z + 1
*
1/2 | 0.10844802784699860349898092408303546268 | 0.025792141700647523953480845876545166653
f(z) = 7/5*z^3 - 67/20*z + 1
*
-3/2 | 0.096566974751227818476224910037183217090 | 0.022654052740703112560385936002232550816
f(z) = 7/6*z^3 - 71/24*z + 1
*
-10/7 | 0.099451631718691566252635225360610160684 | 0.015612743743865101959066987477086810598
f(z) = 7/8*z^3 - 73/35*z + 1
*
-4/3 | 0.14555898254578083912346558435149973443 | 0.029904047732452531627707707160060999891
f(z) = 7/8*z^3 - 65/36*z + 1
*
-2 | 0.056599221834686521781782510337631490151 | 0.013460965392253740197368244399433493875
f(z) = 7/11*z^3 - 67/22*z + 1
*
-2 | 0.058814349887222155300978851354668778158 | 0.013890616550000192022075996142933941719
f(z) = 7/13*z^3 - 69/26*z + 1
*
[ 2/7 ] 
f(z) = 7/16*z^3 - 71/28*z + 1
*
-2 | 0.061024460428623200149439849125437331542 | 0.014223292695266523016405716811425611985
f(z) = 7/17*z^3 - 73/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.014611278294910457011666620591488382460
f(z) = 7/19*z^3 - 75/38*z + 1
*
[ 3/8 ] 
f(z) = 8*z^3 - 67/24*z + 1
*
0 | 0.095640693853184922972994692272282075253 | 0.021888507903621164284953504982645514989
f(z) = 8/3*z^3 - 79/24*z + 1
*
[ -5/4 ] 
f(z) = 8/3*z^3 - 71/30*z + 1
*
0 | 0.090087222532025055115164245886466340241 | 0.021425400305498158171278601661532260560
f(z) = 8/3*z^3 - 67/24*z + 1
*
[ 1/3 ] 
f(z) = 8/3*z^3 - 62/27*z + 1
*
0 | 0.10403400170260014446798466627685192839 | 0.025014889723362534027012757815796675960
f(z) = 8/3*z^3 - 61/24*z + 1
*
-2 | 0.047925782687509549128864661619333265807 | 0.011100385554566157171791924385759419081
f(z) = 8/11*z^3 - 75/22*z + 1
*
[ 1/4 ] 
f(z) = 8/11*z^3 - 67/22*z + 1
*
[ 1/4 ] 
f(z) = 8/13*z^3 - 79/26*z + 1
*
-2 | 0.051023260679498115252707971994147757370 | 0.011746212301039108520054646578694884204
f(z) = 8/13*z^3 - 77/26*z + 1
*
[ 4/9 ] 
f(z) = 9/2*z^3 - 77/36*z + 1
*
0 | 0.13082168320194074751073638318883996783 | 0.029769756935938917659641618801446727002
f(z) = 9/4*z^3 - 73/36*z + 1
*
0 | 0.11426738384444316090723403214385962673 | 0.026385227365878003998748018787385226507
f(z) = 9/7*z^3 - 76/21*z + 1
*
[ -5/3 ] 
f(z) = 9/7*z^3 - 69/35*z + 1
*
0 | 0.095131636002880519619057961625831796389 | 0.021900528859850233112727991860817160924
f(z) = 9/10*z^3 - 77/30*z + 1
*
[ 2 ] 
f(z) = 9/11*z^3 - 61/22*z + 1
*
2 | 0.088033263367201831139730636170420990541 | 0.015294858612568146535453373913306462177
f(z) = 9/16*z^3 - 79/36*z + 1
*
[ -3/4 ] 
f(z) = 10*z^3 - 79/24*z + 1
*
[ 1/3 ] 
f(z) = 10/3*z^3 - 64/27*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.023793719286140588119991450987666441935
f(z) = 10/7*z^3 - 71/35*z + 1
*
-3/2 | 0.12243714861805925196368914057600872418 | 0.023086952521247600290472893034005871348
f(z) = 10/9*z^3 - 67/30*z + 1
*
[ 2 ] 
f(z) = 10/11*z^3 - 69/22*z + 1
*
[ 2 ] 
f(z) = 10/13*z^3 - 67/26*z + 1
*
[ 2 ] 
f(z) = 10/17*z^3 - 63/34*z + 1
*
[ 2 ] 
f(z) = 10/19*z^3 - 61/38*z + 1
*
7/11 | 0.13321768074350690224407286222803250929 | 0.027778043990228226709886652480067621639
f(z) = 11/2*z^3 - 71/22*z + 1
*
[ 1/3 ] 
f(z) = 11/3*z^3 - 65/27*z + 1
*
-1 | 0.075288229670101313064095045705410753994 | 0.015698815232710123494326158452388608719
f(z) = 11/3*z^3 - 64/33*z + 1
*
[ 4/3 ] 
f(z) = 11/8*z^3 - 79/36*z + 1
*
[ 2 ] 
f(z) = 11/13*z^3 - 75/26*z + 1
*
[ 2 ] 
f(z) = 11/17*z^3 - 71/34*z + 1
*
[ 2 ] 
f(z) = 11/19*z^3 - 69/38*z + 1
*
-5/4 | 0.10610972620324940113783592766326261477 | 0.024284470209053780366665249763045059379
f(z) = 12/5*z^3 - 79/20*z + 1
*
0 | 0.085207410134566068705840061176695025119 | 0.019859740268692370893314028864857400968
f(z) = 12/5*z^3 - 73/20*z + 1
*
[ 5/4 ] 
f(z) = 12/5*z^3 - 71/20*z + 1
*
[ 3/2 ] 
f(z) = 12/7*z^3 - 74/21*z + 1
*
7/6 | 0.11708446535896579244404069396773679812 | 0.028152862923085928927184714072920654011
f(z) = 12/7*z^3 - 64/21*z + 1
*
[ -2 ] 
f(z) = 12/11*z^3 - 63/22*z + 1
*
[ 3/2 ] 
f(z) = 12/13*z^3 - 68/39*z + 1
*
[ 2 ] 
f(z) = 12/17*z^3 - 79/34*z + 1
*
[ 2 ] 
f(z) = 12/19*z^3 - 77/38*z + 1
*
7/13 | 0.14249783866499464914499614930830699595 | 0.027777904902968733744546099241497857073
f(z) = 13/2*z^3 - 75/26*z + 1
*
[ 1/3 ] 
f(z) = 13/3*z^3 - 67/27*z + 1
*
[ -3/2 ] 
f(z) = 13/6*z^3 - 77/24*z + 1
*
1/2 | 0.090540946579924455590507248019014510368 | 0.022024744512109243256431691606331114832
f(z) = 13/6*z^3 - 61/24*z + 1
*
[ -2 ] 
f(z) = 13/11*z^3 - 71/22*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.024143871572975841469145978191610559399
f(z) = 13/16*z^3 - 61/36*z + 1
*
[ 1/4 ] 
f(z) = 14/3*z^3 - 79/24*z + 1
*
5/7 | 0.11189112344168286953154583123737313395 | 0.024403907762095208967825642671815165155
f(z) = 14/3*z^3 - 71/21*z + 1
*
[ 3/4 ] 
f(z) = 14/3*z^3 - 71/24*z + 1
*
[ 1/3 ] 
f(z) = 14/3*z^3 - 68/27*z + 1
*
0 | 0.11750899299206389796199401673566394885 | 0.027566928876119532886217256919864291428
f(z) = 14/5*z^3 - 71/20*z + 1
*
[ 5/7 ] 
f(z) = 14/5*z^3 - 64/35*z + 1
*
[ -2 ] 
f(z) = 14/11*z^3 - 79/22*z + 1
*
[ -2 ] 
f(z) = 14/13*z^3 - 73/26*z + 1
*
[ -2 ] 
f(z) = 14/17*z^3 - 61/34*z + 1
*
1/6 | 0.089852447955991468203555181236081972830 | 0.017302752658264121383928195716310495034
f(z) = 15/2*z^3 - 77/24*z + 1
*
0 | 0.12137711476671702940078307761863982531 | 0.027778593283402305097368623735215370868
f(z) = 15/4*z^3 - 79/20*z + 1
*
2/15 | 0.097970589956955518458279618777481740073 | 0.018088769166295416448546945642953925232
f(z) = 15/4*z^3 - 77/30*z + 1
*
4/5 | 0.096720526422863742404237771497977566938 | 0.022402036526660680657758091982155898141
f(z) = 15/4*z^3 - 73/20*z + 1
*
1/3 | 0.11046791049504428835607216603759177011 | 0.026180284102700498550615702741658291955
f(z) = 15/7*z^3 - 68/21*z + 1
*
0 | 0.090984820135386446842455752978456588385 | 0.022132719986455560462639948339495919361
f(z) = 15/8*z^3 - 61/24*z + 1
*
[ 1/3 ] 
f(z) = 15/11*z^3 - 71/33*z + 1
*
2/5 | 0.087859032681588971462221643874586493684 | 0.015476984865273320322503040271044799554
f(z) = 15/16*z^3 - 73/20*z + 1
*
[ -2 ] 
f(z) = 15/17*z^3 - 69/34*z + 1
*
[ -2 ] 
f(z) = 15/19*z^3 - 63/38*z + 1
*
[ 1/3 ] 
f(z) = 16/3*z^3 - 70/27*z + 1
*
0 | 0.063352741527160850413045346170773312594 | 0.014499026802984143556146074299795972735
f(z) = 16/5*z^3 - 79/20*z + 1
*
[ -3/2 ] 
f(z) = 16/7*z^3 - 73/21*z + 1
*
0 | 0.087380484897181857341237967796453530640 | 0.020498955450023566092905204084273485914
f(z) = 16/7*z^3 - 71/28*z + 1
*
7/8 | 0.11381103445829884871504825629382419542 | 0.027264129343980155446593808898828518210
f(z) = 16/7*z^3 - 65/28*z + 1
*
[ -5/4 ] 
f(z) = 16/7*z^3 - 62/35*z + 1
*
[ 9/8 ] 
f(z) = 16/9*z^3 - 77/36*z + 1
*
0 | 0.12039974990925927778707314267948171286 | 0.027717574388467809823092228546567879243
f(z) = 16/15*z^3 - 77/30*z + 1
*
[ -2 ] 
f(z) = 16/17*z^3 - 77/34*z + 1
*
[ -2 ] 
f(z) = 16/19*z^3 - 71/38*z + 1
*
[ 1/3 ] 
f(z) = 17/3*z^3 - 71/27*z + 1
*
1/2 | 0.10385264701221913735952295041483568595 | 0.024612503227526328372927813046190355199
f(z) = 17/6*z^3 - 65/24*z + 1
*
[ -4/3 ] 
f(z) = 17/8*z^3 - 73/36*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.023162410546653245195997845074688786074
f(z) = 17/16*z^3 - 77/36*z + 1
*
[ -2 ] 
f(z) = 17/19*z^3 - 79/38*z + 1
*
[ -4/3 ] 
f(z) = 18/7*z^3 - 79/28*z + 1
*
[ 1/3 ] 
f(z) = 19/3*z^3 - 73/27*z + 1
*
1/2 | 0.11765563504639723951509044807393252084 | 0.027167600912278360467303294294113019080
f(z) = 19/6*z^3 - 67/24*z + 1
*
0 | 0.12537963271710292944432922248362669895 | 0.029818977049329160839654873805033708792
f(z) = 19/10*z^3 - 67/30*z + 1
*
[ 4/3 ] 
f(z) = 19/16*z^3 - 67/36*z + 1
*
-3/2 | 0.14382510824211246232140691256733281195 | 0.027275767169092532627590345697541998906
f(z) = 19/18*z^3 - 65/24*z + 1
*
[ 2/5 ] 
f(z) = 1/2*z^3 - 79/50*z + 1
*
[ -5/2 ] 
f(z) = 1/2*z^3 - 69/40*z + 1
*
3/4 | 0.10268847119406597176551586984565578786 | 0.023934143324888351325096077746175889887
f(z) = 1/3*z^3 - 73/48*z + 1
*
[ 2/5 ] 
f(z) = 1/4*z^3 - 77/50*z + 1
*
[ -5 ] 
f(z) = 1/8*z^3 - 77/40*z + 1
*
[ -5 ] 
f(z) = 1/9*z^3 - 71/45*z + 1
*
[ -11/2 ] 
f(z) = 1/11*z^3 - 69/44*z + 1
*
[ 6 ] 
f(z) = 1/14*z^3 - 73/42*z + 1
*
-7/4 | 0.11808972075805159753861141753739318658 | 0.027523793751664860618106362387077696230
f(z) = 2/7*z^3 - 73/56*z + 1
*
[ -4 ] 
f(z) = 2/11*z^3 - 73/44*z + 1
*
[ -4 ] 
f(z) = 2/13*z^3 - 63/52*z + 1
*
-11/6 | 0.056212562810270908990801216101144396439 | 0.013101758350435534224663964500517433000
f(z) = 3/4*z^3 - 73/48*z + 1
*
[ 3/2 ] 
f(z) = 3/4*z^3 - 65/48*z + 1
*
[ -7/2 ] 
f(z) = 3/14*z^3 - 75/56*z + 1
*
-7/3 | 0.10810677153131556964787755496818816955 | 0.025197015148191108636164008845071520073
f(z) = 3/14*z^3 - 73/42*z + 1
*
0 | 0.077016353395549478824136902384241840897 | 0.017950607493666263493822058309631917416
f(z) = 3/16*z^3 - 73/48*z + 1
*
-3 | 0.097361025407921880516641443808733057650 | 0.023323429071868547779476240331614902968
f(z) = 3/16*z^3 - 65/48*z + 1
*
5/8 | 0.10268950481048686148769706704839035532 | 0.023934384235316492573946250773475680928
f(z) = 4/3*z^3 - 73/48*z + 1
*
[ -5/2 ] 
f(z) = 4/9*z^3 - 62/45*z + 1
*
[ -11/4 ] 
f(z) = 4/11*z^3 - 61/44*z + 1
*
[ 3 ] 
f(z) = 4/17*z^3 - 74/51*z + 1
*
[ 3 ] 
f(z) = 4/19*z^3 - 70/57*z + 1
*
[ 2/3 ] 
f(z) = 5/3*z^3 - 67/54*z + 1
*
[ 3/4 ] 
f(z) = 5/3*z^3 - 61/48*z + 1
*
[ -8/5 ] 
f(z) = 5/4*z^3 - 63/40*z + 1
*
-8/5 | 0.089975064170469522305541274038529532841 | 0.020591861307984018588004540612472898589
f(z) = 5/8*z^3 - 79/40*z + 1
*
0 | 0.11936402145571926257609542499532669588 | 0.027820801733012094541948161829725195897
f(z) = 5/8*z^3 - 73/40*z + 1
*
-2/3 | 0.17644907078534273993328607554626293949 | 0.028429374403617584148539351928111267212
f(z) = 5/8*z^3 - 62/45*z + 1
*
[ -3 ] 
f(z) = 5/14*z^3 - 79/42*z + 1
*
[ 1/2 ] 
f(z) = 5/14*z^3 - 61/56*z + 1
*
[ -3 ] 
f(z) = 5/16*z^3 - 71/48*z + 1
*
[ -3 ] 
f(z) = 5/17*z^3 - 67/51*z + 1
*
0 | 0.097070041307124874536304040595618126122 | 0.022772069239808888632881456459521234922
f(z) = 6/7*z^3 - 71/42*z + 1
*
[ 6/7 ] 
f(z) = 7/3*z^3 - 79/42*z + 1
*
[ 3/4 ] 
f(z) = 7/3*z^3 - 79/48*z + 1
*
-6/7 | 0.096388295191524936891676763607211193730 | 0.021022678053863334145415613804587495341
f(z) = 7/3*z^3 - 65/42*z + 1
*
[ 6/7 ] 
f(z) = 7/4*z^3 - 61/42*z + 1
*
0 | 0.10810715300838274000581190517180010799 | 0.024741605039946790661874015434669994373
f(z) = 7/6*z^3 - 79/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.025197256058619249885014181872371311113
f(z) = 7/6*z^3 - 73/42*z + 1
*
[ 3/7 ] 
f(z) = 7/6*z^3 - 65/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.026298010768441986495380971811455299964
f(z) = 7/6*z^3 - 61/42*z + 1
*
-8/7 | 0.12588778542546167538936995543797066123 | 0.029532545031938725115867835961867095539
f(z) = 7/8*z^3 - 71/56*z + 1
*
0 | 0.11523726322488309832290264337501385914 | 0.027605791167469739445572633593771928597
f(z) = 7/8*z^3 - 65/56*z + 1
*
-3/2 | 0.077017387011970368546318099586976408352 | 0.017626343101562775546364676230604343357
f(z) = 7/12*z^3 - 79/48*z + 1
*
0 | 0.099787214223413283162732307924987009685 | 0.022837488303487295001153501401899228116
f(z) = 8/5*z^3 - 79/40*z + 1
*
0 | 0.074115096424896790221353340463573062720 | 0.017504306125607599774939032807950016866
f(z) = 8/5*z^3 - 69/40*z + 1
*
0 | 0.10186420333835904199300757588928943000 | 0.023896751873626971313131813101297712303
f(z) = 8/7*z^3 - 71/56*z + 1
*
-11/8 | 0.071396192918864046378633224235212620587 | 0.017103394654767861550714605776118351761
f(z) = 8/7*z^3 - 65/56*z + 1
*
0 | 0.11605658493379736158885860010643502335 | 0.026409814028772894716289003519366416526
f(z) = 9/5*z^3 - 76/45*z + 1
*
-10/9 | 0.12524321761923795554284337061833838129 | 0.019930067437945468642075658360400083645
f(z) = 9/8*z^3 - 67/45*z + 1
*
[ -5/3 ] 
f(z) = 9/8*z^3 - 61/40*z + 1
*
[ 1/2 ] 
f(z) = 9/13*z^3 - 61/52*z + 1
*
[ 1/2 ] 
f(z) = 9/14*z^3 - 65/56*z + 1
*
[ -3/2 ] 
f(z) = 10/7*z^3 - 65/42*z + 1
*
0 | 0.091313489978095164637924087508003062316 | 0.021640792328943993748510393278417595563
f(z) = 10/9*z^3 - 68/45*z + 1
*
-8/5 | 0.085877699320544679241565291401573858074 | 0.020015968102837611030317995784228981488
f(z) = 10/11*z^3 - 73/55*z + 1
*
[ 2/3 ] 
f(z) = 11/6*z^3 - 71/54*z + 1
*
[ 10/11 ] 
f(z) = 11/8*z^3 - 68/55*z + 1
*
[ 1/2 ] 
f(z) = 11/13*z^3 - 63/52*z + 1
*
[ 1/2 ] 
f(z) = 11/14*z^3 - 67/56*z + 1
*
-2 | 0.13321770832306135784304611499630799692 | 0.023582636901248281871093987357075400988
f(z) = 11/16*z^3 - 71/44*z + 1
*
0 | 0.069531755458356902010657710179082113078 | 0.016258401643557404934565946258910887460
f(z) = 12/7*z^3 - 65/42*z + 1
*
[ 3/2 ] 
f(z) = 12/17*z^3 - 64/51*z + 1
*
[ 3/2 ] 
f(z) = 12/19*z^3 - 62/57*z + 1
*
[ 2/3 ] 
f(z) = 13/6*z^3 - 79/54*z + 1
*
[ 1/2 ] 
f(z) = 13/12*z^3 - 61/48*z + 1
*
[ 1/2 ] 
f(z) = 13/14*z^3 - 69/56*z + 1
*
[ 2/3 ] 
f(z) = 15/7*z^3 - 61/42*z + 1
*
[ 1/2 ] 
f(z) = 15/13*z^3 - 67/52*z + 1
*
[ 1/2 ] 
f(z) = 15/14*z^3 - 71/56*z + 1
*
0 | 0.077017387011970368546318099586976408352 | 0.017730395248483257621344400202253425460
f(z) = 15/16*z^3 - 77/48*z + 1
*
[ 3/4 ] 
f(z) = 17/9*z^3 - 67/48*z + 1
*
[ 1/2 ] 
f(z) = 17/11*z^3 - 61/44*z + 1
*
[ -3/2 ] 
f(z) = 17/12*z^3 - 73/48*z + 1
*
[ 1/2 ] 
f(z) = 17/12*z^3 - 65/48*z + 1
*
[ 2/3 ] 
f(z) = 17/12*z^3 - 61/54*z + 1
*
[ 1/2 ] 
f(z) = 17/13*z^3 - 69/52*z + 1
*
[ 1/2 ] 
f(z) = 17/14*z^3 - 73/56*z + 1
*
[ 3/4 ] 
f(z) = 19/9*z^3 - 73/48*z + 1
*
[ 1/2 ] 
f(z) = 19/11*z^3 - 63/44*z + 1
*
[ 1/2 ] 
f(z) = 19/12*z^3 - 67/48*z + 1
*
[ 2/3 ] 
f(z) = 19/12*z^3 - 65/54*z + 1
*
[ 1/2 ] 
f(z) = 19/13*z^3 - 71/52*z + 1
*
[ 1/2 ] 
f(z) = 19/14*z^3 - 75/56*z + 1
*
[ 3/5 ] 
f(z) = z^3 - 77/75*z + 1
*
3/2 | 0.12183798540759446287148478320192491335 | 0.028976668792793285717992611810738162183
f(z) = 1/5*z^3 - 67/60*z + 1
*
[ 5 ] 
f(z) = 1/12*z^3 - 77/60*z + 1
*
[ 5 ] 
f(z) = 1/13*z^3 - 73/65*z + 1
*
[ 5 ] 
f(z) = 1/14*z^3 - 69/70*z + 1
*
4 | 0.051712191224018376914902598693570049313 | 0.011834948709782931512830330945377812769
f(z) = 1/15*z^3 - 79/60*z + 1
*
[ 1/2 ] 
f(z) = 1/16*z^3 - 65/64*z + 1
*
[ 1/2 ] 
f(z) = 1/17*z^3 - 69/68*z + 1
*
[ 1/2 ] 
f(z) = 1/19*z^3 - 77/76*z + 1
*
[ 3/5 ] 
f(z) = 2/3*z^3 - 68/75*z + 1
*
[ 7/3 ] 
f(z) = 2/7*z^3 - 62/63*z + 1
*
[ 4 ] 
f(z) = 2/17*z^3 - 77/68*z + 1
*
[ 4 ] 
f(z) = 2/19*z^3 - 71/76*z + 1
*
-4/3 | 0.10652899617288190582758713846735428985 | 0.024380425117726230105957795689181724857
f(z) = 3/5*z^3 - 79/60*z + 1
*
-4/3 | 0.12545933202192977610411127538640095665 | 0.028882355409094503214732646852543312931
f(z) = 3/10*z^3 - 77/60*z + 1
*
[ 1/2 ] 
f(z) = 3/16*z^3 - 67/64*z + 1
*
[ 1/2 ] 
f(z) = 3/17*z^3 - 71/68*z + 1
*
[ 1/2 ] 
f(z) = 3/19*z^3 - 79/76*z + 1
*
-5/4 | 0.067925815551775526564580325943636477101 | 0.015501004721033761866306824467901737604
f(z) = 4/3*z^3 - 77/60*z + 1
*
[ 3/5 ] 
f(z) = 4/9*z^3 - 62/75*z + 1
*
5/4 | 0.090048130425686132581269776640273731304 | 0.020987992465810073761257016364675388745
f(z) = 4/15*z^3 - 73/60*z + 1
*
[ 4/5 ] 
f(z) = 5/3*z^3 - 79/60*z + 1
*
[ 3/5 ] 
f(z) = 5/4*z^3 - 67/60*z + 1
*
-12/5 | 0.081148641382849659486475700352942479848 | 0.018571829696292760752277213313656801350
f(z) = 5/12*z^3 - 79/60*z + 1
*
0 | 0.089414521636157459539646990288589015789 | 0.020840313925033778643679113853723520955
f(z) = 5/12*z^3 - 73/60*z + 1
*
[ -13/5 ] 
f(z) = 5/13*z^3 - 79/65*z + 1
*
-1 | 0.047867017802199034292394431207136944360 | 0.011466836857088189260996987132071058272
f(z) = 5/13*z^3 - 64/65*z + 1
*
0 | 0.12544859048810397090569686561336560460 | 0.029527770031723271970152397751959025139
f(z) = 5/14*z^3 - 67/70*z + 1
*
[ 12/5 ] 
f(z) = 5/16*z^3 - 73/60*z + 1
*
[ 1/2 ] 
f(z) = 5/16*z^3 - 69/64*z + 1
*
[ -8/3 ] 
f(z) = 5/16*z^3 - 61/72*z + 1
*
[ 1/2 ] 
f(z) = 5/17*z^3 - 73/68*z + 1
*
[ 1/2 ] 
f(z) = 5/18*z^3 - 77/72*z + 1
*
[ 12/5 ] 
f(z) = 5/18*z^3 - 61/60*z + 1
*
[ 3/5 ] 
f(z) = 7/9*z^3 - 71/75*z + 1
*
-1/7 | 0.11741406118014355686456173502098671386 | 0.028232113965871076645854707077231780382
f(z) = 7/9*z^3 - 64/63*z + 1
*
1/7 | 0.11804157345992112751578347677822636486 | 0.027691869167959343401969733460129655692
f(z) = 7/10*z^3 - 71/70*z + 1
*
[ 1/2 ] 
f(z) = 7/16*z^3 - 71/64*z + 1
*
[ 1/2 ] 
f(z) = 7/17*z^3 - 75/68*z + 1
*
[ 1/2 ] 
f(z) = 7/18*z^3 - 79/72*z + 1
*
[ 3/5 ] 
f(z) = 8/9*z^3 - 74/75*z + 1
*
0 | 0.074115096424896790221353340463573062720 | 0.017062250544654638778981295051880734834
f(z) = 8/15*z^3 - 77/60*z + 1
*
[ -14/9 ] 
f(z) = 9/8*z^3 - 68/63*z + 1
*
[ 1/2 ] 
f(z) = 9/16*z^3 - 73/64*z + 1
*
[ 1/2 ] 
f(z) = 9/17*z^3 - 77/68*z + 1
*
[ 6/11 ] 
f(z) = 11/9*z^3 - 79/66*z + 1
*
[ 6/11 ] 
f(z) = 11/12*z^3 - 73/66*z + 1
*
[ 3/2 ] 
f(z) = 11/15*z^3 - 79/60*z + 1
*
[ 1/2 ] 
f(z) = 11/15*z^3 - 71/60*z + 1
*
[ 1/2 ] 
f(z) = 11/16*z^3 - 75/64*z + 1
*
[ 1/2 ] 
f(z) = 11/17*z^3 - 79/68*z + 1
*
[ 6/11 ] 
f(z) = 11/18*z^3 - 67/66*z + 1
*
[ 2/3 ] 
f(z) = 12/11*z^3 - 65/66*z + 1
*
[ 2/3 ] 
f(z) = 12/13*z^3 - 71/78*z + 1
*
-3/2 | 0.11241913559270412329717652183749511701 | 0.025880334102242122521408129726943107675
f(z) = 13/15*z^3 - 77/60*z + 1
*
[ 1/2 ] 
f(z) = 13/15*z^3 - 73/60*z + 1
*
[ 1/2 ] 
f(z) = 13/16*z^3 - 77/64*z + 1
*
[ -3/2 ] 
f(z) = 14/11*z^3 - 79/66*z + 1
*
[ 2/3 ] 
f(z) = 15/11*z^3 - 73/66*z + 1
*
[ 2/3 ] 
f(z) = 15/13*z^3 - 79/78*z + 1
*
[ 1/2 ] 
f(z) = 15/16*z^3 - 79/64*z + 1
*
[ 1/2 ] 
f(z) = 17/15*z^3 - 77/60*z + 1
*
[ 1/2 ] 
f(z) = 19/15*z^3 - 79/60*z + 1
*
[ -3/2 ] 
f(z) = 19/15*z^3 - 71/60*z + 1
*
[ 5/2 ] 
f(z) = 1/4*z^3 - 77/80*z + 1
*
5/3 | 0.11118309383530628037373593112807945293 | 0.024708399239282927103946490062894409011
f(z) = 1/10*z^3 - 79/90*z + 1
*
[ 5 ] 
f(z) = 1/16*z^3 - 61/80*z + 1
*
[ 5/2 ] 
f(z) = 2/9*z^3 - 71/90*z + 1
*
[ 11/4 ] 
f(z) = 2/11*z^3 - 65/88*z + 1
*
-7/6 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = 3/7*z^3 - 61/84*z + 1
*
[ 2/3 ] 
f(z) = 4/5*z^3 - 77/90*z + 1
*
[ 5/8 ] 
f(z) = 4/5*z^3 - 73/80*z + 1
*
[ 11/6 ] 
f(z) = 4/11*z^3 - 76/99*z + 1
*
[ 5/2 ] 
f(z) = 4/17*z^3 - 74/85*z + 1
*
[ 5/2 ] 
f(z) = 4/19*z^3 - 68/95*z + 1
*
[ 3/4 ] 
f(z) = 5/6*z^3 - 77/96*z + 1
*
0 | 0.084690288692358126059320139634644265446 | 0.018820860191213877144025025070800794042
f(z) = 5/18*z^3 - 79/90*z + 1
*
[ 2/3 ] 
f(z) = 7/10*z^3 - 73/90*z + 1
*
[ 4/7 ] 
f(z) = 7/12*z^3 - 79/84*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = 7/12*z^3 - 73/84*z + 1
*
[ 12/7 ] 
f(z) = 7/16*z^3 - 73/84*z + 1
*
[ 12/7 ] 
f(z) = 7/18*z^3 - 61/84*z + 1
*
-5/3 | 0.071018641704307344070270627509746481596 | 0.016206802839205627165809185577888740198
f(z) = 9/16*z^3 - 77/80*z + 1
*
[ 8/11 ] 
f(z) = 11/16*z^3 - 65/88*z + 1
*
[ 3/4 ] 
f(z) = 11/18*z^3 - 65/96*z + 1
*
[ 3/4 ] 
f(z) = 13/18*z^3 - 71/96*z + 1
*
[ 13/3 ] 
f(z) = 1/13*z^3 - 79/117*z + 1
*
[ 4/5 ] 
f(z) = 3/4*z^3 - 73/100*z + 1
*
[ 2/3 ] 
f(z) = 3/19*z^3 - 65/114*z + 1
*
[ 7/8 ] 
f(z) = 4/7*z^3 - 65/112*z + 1
*
[ 2/3 ] 
f(z) = 6/17*z^3 - 67/102*z + 1
*
[ 2/3 ] 
f(z) = 6/19*z^3 - 73/114*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = 7/15*z^3 - 79/105*z + 1
*
[ -15/7 ] 
f(z) = 7/15*z^3 - 71/105*z + 1
*
[ 5/7 ] 
f(z) = 7/15*z^3 - 67/105*z + 1
*
[ 3/4 ] 
f(z) = 8/17*z^3 - 61/102*z + 1
*
[ 3/4 ] 
f(z) = 8/19*z^3 - 65/114*z + 1
*
[ 4/5 ] 
f(z) = 9/16*z^3 - 61/100*z + 1
*
[ 4/5 ] 
f(z) = 11/16*z^3 - 69/100*z + 1
*
[ 4/5 ] 
f(z) = 13/16*z^3 - 77/100*z + 1
*
[ 5/3 ] 
f(z) = 1/3*z^3 - 71/135*z + 1
*
[ 2/3 ] 
f(z) = 1/7*z^3 - 71/126*z + 1
*
-8/3 | 0.10814651309322978664687002087501033511 | 0.022361499013898325129645106639147011642
f(z) = 1/7*z^3 - 65/126*z + 1
*
[ 3/4 ] 
f(z) = 2/5*z^3 - 67/120*z + 1
*
[ 2/3 ] 
f(z) = 2/7*z^3 - 79/126*z + 1
*
[ -15/4 ] 
f(z) = 2/15*z^3 - 73/120*z + 1
*
[ 5/3 ] 
f(z) = 3/8*z^3 - 77/120*z + 1
*
-10/9 | 0.19984034833127009508202668917480617605 | 0.028611090153463296805381734772378243737
f(z) = 3/8*z^3 - 76/135*z + 1
*
[ 11/6 ] 
f(z) = 3/11*z^3 - 61/132*z + 1
*
[ 3/4 ] 
f(z) = 4/11*z^3 - 71/132*z + 1
*
[ -7/3 ] 
f(z) = 5/14*z^3 - 65/126*z + 1
*
-12/5 | 0.070757866248817819508699882923761771963 | 0.012021171537361572805179564929223610598
f(z) = 5/18*z^3 - 67/120*z + 1
*
0 | 0.093164012937676244584128360051628212815 | 0.019459879607758438549874443104460224838
f(z) = 8/15*z^3 - 79/120*z + 1
*
[ 5/6 ] 
f(z) = 8/15*z^3 - 77/135*z + 1
*
-6/5 | 0.11921827528262041377911790871958097269 | 0.023793045848515151640939143624582522629
f(z) = 1/6*z^3 - 61/150*z + 1
*
-5/2 | 0.12296483821221764978837465555739768138 | 0.024883394567284231258011316588597072969
f(z) = 1/7*z^3 - 69/140*z + 1
*
[ -9/2 ] 
f(z) = 1/12*z^3 - 67/144*z + 1
*
[ 6/7 ] 
f(z) = 3/8*z^3 - 65/147*z + 1
*
-13/6 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 3/13*z^3 - 61/156*z + 1
*
[ 6/5 ] 
f(z) = 4/9*z^3 - 71/150*z + 1
*
[ 9/8 ] 
f(z) = 4/9*z^3 - 65/144*z + 1
*
[ 3/4 ] 
f(z) = 4/13*z^3 - 79/156*z + 1
*
[ 4/5 ] 
f(z) = 5/14*z^3 - 67/140*z + 1
*
-7/6 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = 3/14*z^3 - 73/168*z + 1
*
[ 11/8 ] 
f(z) = 4/11*z^3 - 73/176*z + 1
*
[ 3/2 ] 
f(z) = 5/14*z^3 - 79/168*z + 1
*
[ -7/3 ] 
f(z) = 1/3*z^3 - 73/189*z + 1
*
[ 3/4 ] 
f(z) = 1/12*z^3 - 73/192*z + 1
*
[ 3/2 ] 
f(z) = 5/16*z^3 - 71/192*z + 1
*
[ 4/5 ] 
f(z) = 5/18*z^3 - 77/180*z + 1
*
[ -7/2 ] 
f(z) = 2/15*z^3 - 73/210*z + 1
*
[ 6/5 ] 
f(z) = 5/14*z^3 - 73/210*z + 1
*
[ 3/2 ] 
f(z) = 5/17*z^3 - 67/204*z + 1
*
[ 4/3 ] 
f(z) = 6/17*z^3 - 77/204*z + 1
*
[ -18/5 ] 
f(z) = 1/8*z^3 - 77/225*z + 1
*
[ 9/5 ] 
f(z) = 2/9*z^3 - 62/225*z + 1
*
[ -5/2 ] 
f(z) = 3/11*z^3 - 67/220*z + 1
*
[ -19/6 ] 
f(z) = 3/19*z^3 - 61/228*z + 1
*
[ 4/3 ] 
f(z) = 6/19*z^3 - 71/228*z + 1
*
[ 5/4 ] 
f(z) = 1/3*z^3 - 77/240*z + 1
*
[ -15/4 ] 
f(z) = 1/9*z^3 - 71/240*z + 1
*
-5/4 | 0.097970589956955518458279618777481740073 | 0.017875760714631220697820908470488752781
f(z) = 1/15*z^3 - 73/240*z + 1
*
[ 4/3 ] 
f(z) = 2/7*z^3 - 65/252*z + 1
*
[ 10/3 ] 
f(z) = 1/12*z^3 - 61/270*z + 1
*
[ 5/6 ] 
f(z) = 2/15*z^3 - 79/270*z + 1
*
[ 10/9 ] 
f(z) = 3/10*z^3 - 73/270*z + 1
*
[ 5/4 ] 
f(z) = 4/13*z^3 - 73/260*z + 1
*
[ 6/7 ] 
f(z) = 1/9*z^3 - 73/294*z + 1
*
[ 6/7 ] 
f(z) = 1/12*z^3 - 67/294*z + 1
*
[ 6/7 ] 
f(z) = 1/18*z^3 - 61/294*z + 1
*
[ 5/4 ] 
f(z) = 2/7*z^3 - 69/280*z + 1
*
[ 11/9 ] 
f(z) = 3/11*z^3 - 67/297*z + 1
*
[ -4 ] 
f(z) = z^3 - 59/4*z + 1
*
2/3 | 0.10388947270927369628821912793498582353 | 0.026694313907481602540512251113087837074
f(z) = 1/2*z^3 - 49/18*z + 1
*
-1/2 | 0.10718839277705409354639268014051117123 | 0.028863959242396181305582035945181370835
f(z) = 1/2*z^3 - 41/8*z + 1
*
[ 4 ] 
f(z) = 1/3*z^3 - 55/12*z + 1
*
-10/3 | 0.092807863985679361611990736342647925235 | 0.019453783113167788466005698985026681560
f(z) = 1/4*z^3 - 59/18*z + 1
*
[ 6 ] 
f(z) = 1/4*z^3 - 49/6*z + 1
*
1/2 | 0.081719183098737796956614626805689528062 | 0.020997676367125750367268901061791748704
f(z) = 1/4*z^3 - 49/16*z + 1
*
[ -6 ] 
f(z) = 1/4*z^3 - 47/6*z + 1
*
2/3 | 0.10910992794644353978209811449259700479 | 0.024015595107814695949990749480760157307
f(z) = 1/4*z^3 - 47/18*z + 1
*
10/3 | 0.10510480695910025566506428560962740265 | 0.023851033174929545470439926508584290519
f(z) = 1/4*z^3 - 41/18*z + 1
*
3 | 0.098796611495538690693236618870025126557 | 0.025660473757332777892103678949515758281
f(z) = 1/5*z^3 - 47/15*z + 1
*
0 | 0.048028830376920131971823984964357900029 | 0.011985235106956526589920005078193996460
f(z) = 1/6*z^3 - 55/6*z + 1
*
4 | 0.10005385031418296542826628801606808979 | 0.025987016775601965037726879238998598086
f(z) = 1/6*z^3 - 47/12*z + 1
*
-4 | 0.066829670197406745147521806360956650120 | 0.017996061203873774184828114404785858948
f(z) = 1/6*z^3 - 41/12*z + 1
*
0 | 0.066518273209867741783931030171960908184 | 0.016452493130391292451297333762262639039
f(z) = 1/7*z^3 - 57/7*z + 1
*
0 | 0.11511677663202386358394021052717061705 | 0.029278199845363058279329498790730215140
f(z) = 1/7*z^3 - 51/14*z + 1
*
[ -7 ] 
f(z) = 1/7*z^3 - 41/7*z + 1
*
[ 10 ] 
f(z) = 1/8*z^3 - 58/5*z + 1
*
[ -10 ] 
f(z) = 1/8*z^3 - 57/5*z + 1
*
[ -8 ] 
f(z) = 1/8*z^3 - 55/8*z + 1
*
6 | 0.12202470660943771145476958413059691124 | 0.021064115304827377092499940198774698693
f(z) = 1/8*z^3 - 41/9*z + 1
*
3/2 | 0.12743590686675103317698912896430193350 | 0.024619826212674842193862315954393829396
f(z) = 1/9*z^3 - 59/12*z + 1
*
6 | 0.071236422689371183314842112177409225302 | 0.014394802792488589606545855969956873325
f(z) = 1/9*z^3 - 47/12*z + 1
*
-6 | 0.050385903809218658659980184539550369918 | 0.010367870118607337327069758445396447169
f(z) = 1/9*z^3 - 43/12*z + 1
*
-7 | 0.086577129516693586336890159223234283529 | 0.021232700056768728709961770098158208210
f(z) = 1/10*z^3 - 59/10*z + 1
*
0 | 0.064463251263570458082055951741852946385 | 0.016395246708563844664047631871370769466
f(z) = 1/10*z^3 - 51/10*z + 1
*
7 | 0.11533065549644396714429847885789413394 | 0.029332596678895045013154011231407596498
f(z) = 1/14*z^3 - 51/14*z + 1
*
-7 | 0.11046458832812397028533024899652757721 | 0.028691000905799216066906272881381338684
f(z) = 1/14*z^3 - 47/14*z + 1
*
0 | 0.10810611939196185028363070796906554054 | 0.028742453490015158256087720701960046147
f(z) = 1/14*z^3 - 43/14*z + 1
*
5 | 0.089414250973870910533334493493078325206 | 0.023772798102603214205358072535612445986
f(z) = 1/15*z^3 - 43/15*z + 1
*
6 | 0.092034487712361292601091866326557740629 | 0.018046450630595591568814122841587287642
f(z) = 1/16*z^3 - 41/12*z + 1
*
0 | 0.082005120289506959929181844533689607240 | 0.020463763929514568160169319599288649281
f(z) = 1/18*z^3 - 55/18*z + 1
*
[ 3 ] 
f(z) = 2*z^3 - 52/3*z + 1
*
[ -3 ] 
f(z) = 2*z^3 - 50/3*z + 1
*
2/3 | 0.081379340188843326134265012697087496029 | 0.021636535596521175281944646576237356231
f(z) = 2*z^3 - 43/18*z + 1
*
1/4 | 0.10875195972475320483324472641655297497 | 0.029285000471599182495804452366906484868
f(z) = 2*z^3 - 41/8*z + 1
*
1/2 | 0.10395219180670025824069657234319666022 | 0.025940491344662135546196434415295863840
f(z) = 2/3*z^3 - 55/6*z + 1
*
[ 5 ] 
f(z) = 2/5*z^3 - 46/5*z + 1
*
[ -5 ] 
f(z) = 2/5*z^3 - 44/5*z + 1
*
[ 3 ] 
f(z) = 2/5*z^3 - 44/15*z + 1
*
0 | 0.11661976101738810151165796885815959278 | 0.029660461045568631456921774291585887275
f(z) = 2/7*z^3 - 51/7*z + 1
*
[ -9/2 ] 
f(z) = 2/9*z^3 - 59/18*z + 1
*
0 | 0.095033516187692898604205348761158493521 | 0.023608748623486596559499597135065100566
f(z) = 2/9*z^3 - 56/9*z + 1
*
1/2 | 0.081383451443066425911449381771722472553 | 0.020308631122307155944075730250109087561
f(z) = 2/9*z^3 - 55/18*z + 1
*
6 | 0.14696343387553626812789243650921412692 | 0.029449036996289610628064508458347213474
f(z) = 2/9*z^3 - 49/6*z + 1
*
-6 | 0.14154086084677943398539821079763180731 | 0.028601278700543973586164823862970339553
f(z) = 2/9*z^3 - 47/6*z + 1
*
[ 6 ] 
f(z) = 2/9*z^3 - 43/6*z + 1
*
[ -6 ] 
f(z) = 2/9*z^3 - 41/6*z + 1
*
-5 | 0.055632480749312296181829585765041106932 | 0.014980853946018766675810182624741781494
f(z) = 2/9*z^3 - 41/9*z + 1
*
-4/3 | 0.071338004524765199885116172968914813876 | 0.017801865037740001138907870091088179345
f(z) = 3*z^3 - 55/12*z + 1
*
[ 1/4 ] 
f(z) = 3*z^3 - 51/16*z + 1
*
[ -4/3 ] 
f(z) = 3*z^3 - 43/12*z + 1
*
4/3 | 0.079061877442758812030873503064535012068 | 0.021289980650065594422440357997572517152
f(z) = 3/2*z^3 - 41/12*z + 1
*
0 | 0.080324423343908930822753138948284852984 | 0.020231364618236511185843094635650302603
f(z) = 3/4*z^3 - 53/12*z + 1
*
-4 | 0.094944915673677568951355992931463874829 | 0.024660071637645113058985370897586024169
f(z) = 3/4*z^3 - 47/4*z + 1
*
[ 4 ] 
f(z) = 3/4*z^3 - 45/4*z + 1
*
[ -4 ] 
f(z) = 3/4*z^3 - 43/4*z + 1
*
2/3 | 0.13037974882832182748429501767167305672 | 0.029586579383123447204005772197626999564
f(z) = 3/4*z^3 - 41/6*z + 1
*
0 | 0.092678159280403005520508539931238770158 | 0.024956607173818037958591011622852088588
f(z) = 3/4*z^3 - 41/12*z + 1
*
0 | 0.091474619153166051905930218683503143193 | 0.022433790102868058901286408659482980831
f(z) = 3/5*z^3 - 59/15*z + 1
*
0 | 0.086997987385111233581514607715794601119 | 0.023427036239617004146347668324129020605
f(z) = 3/5*z^3 - 41/10*z + 1
*
[ 10/3 ] 
f(z) = 3/8*z^3 - 52/15*z + 1
*
0 | 0.10839683058206323324720078880740085378 | 0.027569083857606388204272329635766356897
f(z) = 3/8*z^3 - 51/8*z + 1
*
-6 | 0.17125052289624975877583587711759598737 | 0.029320498147674929870423937737192402906
f(z) = 3/8*z^3 - 43/3*z + 1
*
0 | 0.082402953810148507107146729591559789714 | 0.021908686396749582539750239123106875203
f(z) = 3/8*z^3 - 43/8*z + 1
*
[ -10/3 ] 
f(z) = 3/8*z^3 - 43/15*z + 1
*
4/3 | 0.11951472205924912148267949719566332161 | 0.027121020276806916680593085261768759814
f(z) = 3/8*z^3 - 41/12*z + 1
*
2 | 0.12560834937806913302596604857494361942 | 0.026934703518838459550797881357981155305
f(z) = 3/10*z^3 - 53/15*z + 1
*
-4 | 0.11182386744260481343352686246992139376 | 0.029730900777127243557608971997306804397
f(z) = 3/10*z^3 - 43/10*z + 1
*
-3 | 0.043950697094249496381585246266804951243 | 0.011835153944717847061260169979601029586
f(z) = 3/14*z^3 - 41/14*z + 1
*
3 | 0.10664035167157971598010280821636481815 | 0.026153126277470291476653946010524985614
f(z) = 3/16*z^3 - 59/16*z + 1
*
4/3 | 0.090271094130012770101168739598658602468 | 0.017102905101188756841028718009031743131
f(z) = 3/16*z^3 - 49/12*z + 1
*
0 | 0.054527503233371781314730279002474559648 | 0.014683302829171544222189287464789067952
f(z) = 3/19*z^3 - 41/19*z + 1
*
1/6 | 0.098952859620650924344873540904975691807 | 0.024692945419488629977424010274348625919
f(z) = 4*z^3 - 55/9*z + 1
*
[ 1/6 ] 
f(z) = 4*z^3 - 46/9*z + 1
*
1/4 | 0.10092877379900257985497756360803292710 | 0.026513717480924413900024045475087551677
f(z) = 4*z^3 - 45/4*z + 1
*
3/4 | 0.073738440923401611816503716729881883378 | 0.019047949387187246923817817613205129718
f(z) = 4*z^3 - 43/12*z + 1
*
[ 2/3 ] 
f(z) = 4*z^3 - 41/18*z + 1
*
0 | 0.10341929027257603317178772601475085204 | 0.025807509755787011673316415728187049477
f(z) = 4/3*z^3 - 55/12*z + 1
*
0 | 0.091473218294613976238864388878128465133 | 0.024320221067989195458044518400614768330
f(z) = 4/3*z^3 - 43/12*z + 1
*
0 | 0.069179060721574150023889272882363637713 | 0.018392815748602513312110501639621010572
f(z) = 4/5*z^3 - 43/10*z + 1
*
0 | 0.066894430456918192292800791450660753629 | 0.016545531091607134155896410204211992120
f(z) = 4/7*z^3 - 57/14*z + 1
*
[ 7/2 ] 
f(z) = 4/7*z^3 - 44/7*z + 1
*
-1 | 0.11191168395841271312222335148569265749 | 0.028755614439017856464324547945632859007
f(z) = 4/15*z^3 - 49/15*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.014588407572359060671891879124083970731
f(z) = 4/19*z^3 - 42/19*z + 1
*
0 | 0.10468045486449808521345954341241568998 | 0.025891448791982476907838476493185425329
f(z) = 5*z^3 - 57/10*z + 1
*
[ 1/4 ] 
f(z) = 5*z^3 - 53/16*z + 1
*
[ 2/3 ] 
f(z) = 5*z^3 - 49/18*z + 1
*
-2 | 0.051425037870204204911708314590264797294 | 0.013847863174994877509044750359961457144
f(z) = 5*z^3 - 41/2*z + 1
*
1/3 | 0.081555758061121347665786829525893966371 | 0.020001228482405341334116736108229679554
f(z) = 5/2*z^3 - 59/18*z + 1
*
2/3 | 0.081379340188843326134265012697087496029 | 0.021136680617828356488685180510839605109
f(z) = 5/2*z^3 - 47/18*z + 1
*
[ 1/5 ] 
f(z) = 5/2*z^3 - 41/10*z + 1
*
[ 1/3 ] 
f(z) = 5/2*z^3 - 41/18*z + 1
*
3/2 | 0.053444574093745579024111244208705240597 | 0.013461119549249980050255658757464091604
f(z) = 5/3*z^3 - 53/12*z + 1
*
-3/2 | 0.078554170508452861185458563643302942412 | 0.020184429005262340667705656946417563363
f(z) = 5/3*z^3 - 49/12*z + 1
*
-3 | 0.10923435311671368544369980608022227313 | 0.028371471542596654453334764057384484076
f(z) = 5/3*z^3 - 47/3*z + 1
*
6/5 | 0.089711709384724144481182059191666632469 | 0.023431734679301837701532434374769346171
f(z) = 5/3*z^3 - 46/15*z + 1
*
-3 | 0.10071127999498968129103703252062957188 | 0.026613697974408925727344097692640409319
f(z) = 5/3*z^3 - 44/3*z + 1
*
[ 3 ] 
f(z) = 5/3*z^3 - 43/3*z + 1
*
0 | 0.10467542027726649009193391442940740790 | 0.027830324645718677131491391408995280116
f(z) = 5/3*z^3 - 43/15*z + 1
*
[ -3 ] 
f(z) = 5/3*z^3 - 41/3*z + 1
*
6/5 | 0.12488214032934073705301500475676176640 | 0.028036013364826187739094083644563538652
f(z) = 5/4*z^3 - 43/10*z + 1
*
3 | 0.059155526410908807241654377176127915150 | 0.015364482749865132854435277751991998993
f(z) = 5/6*z^3 - 47/6*z + 1
*
[ 3 ] 
f(z) = 5/6*z^3 - 41/6*z + 1
*
0 | 0.11601430647098321435889926414418311042 | 0.028452051775607358329731160487683346488
f(z) = 5/7*z^3 - 59/14*z + 1
*
-2 | 0.048205417512567329976944598740869224447 | 0.012520407656879621797564026497523401302
f(z) = 5/7*z^3 - 47/14*z + 1
*
-3 | 0.12808639278520648498442813936905914980 | 0.024827489793472025299851355013406384056
f(z) = 5/9*z^3 - 58/15*z + 1
*
0 | 0.083322248601993826133960320931370431105 | 0.022437224081109596034032523207881317031
f(z) = 5/9*z^3 - 41/9*z + 1
*
3 | 0.069064831259303891871890286921952418199 | 0.017746151150101405665125537057503609393
f(z) = 5/12*z^3 - 49/12*z + 1
*
0 | 0.11345830635859107924315673868999788221 | 0.027825202814057703267822136054282257232
f(z) = 5/18*z^3 - 59/18*z + 1
*
[ 6 ] 
f(z) = 5/18*z^3 - 55/6*z + 1
*
[ -6 ] 
f(z) = 5/18*z^3 - 53/6*z + 1
*
0 | 0.054721574099120226299665454417912501312 | 0.014548966397931105536428338867265117320
f(z) = 5/19*z^3 - 43/19*z + 1
*
-2 | 0.046341340641619311020530318239905527007 | 0.011907369069460061473744887979243836819
f(z) = 6*z^3 - 49/2*z + 1
*
[ 2 ] 
f(z) = 6*z^3 - 47/2*z + 1
*
[ -2 ] 
f(z) = 6*z^3 - 45/2*z + 1
*
0 | 0.077295117065924005948899847454955412940 | 0.020814222984642729232925304422426212704
f(z) = 6*z^3 - 41/6*z + 1
*
5/3 | 0.090817405583000072481071836388399708196 | 0.022272611063016873791412840190622092342
f(z) = 6/5*z^3 - 59/15*z + 1
*
0 | 0.091093104285762985229667670047573504975 | 0.022434277257225797717491563014400200455
f(z) = 6/5*z^3 - 58/15*z + 1
*
-5/3 | 0.089900694358804341526975826272351138288 | 0.022333624802454414703667168514022306756
f(z) = 6/5*z^3 - 56/15*z + 1
*
-2 | 0.042128714798666288630250614148595755799 | 0.010610986727415408353181057569259907264
f(z) = 6/5*z^3 - 53/10*z + 1
*
5/3 | 0.054464344802348024751613787481272020681 | 0.013717969859203658527617114903235731463
f(z) = 6/5*z^3 - 53/15*z + 1
*
0 | 0.071573518962439359274406431547113081934 | 0.018589811707647180107162575007212651189
f(z) = 6/5*z^3 - 47/10*z + 1
*
[ 5/3 ] 
f(z) = 6/5*z^3 - 44/15*z + 1
*
-5/3 | 0.098757853491656914690103617936605601740 | 0.026593762479289050167516316820243222496
f(z) = 6/5*z^3 - 41/15*z + 1
*
[ 2 ] 
f(z) = 6/7*z^3 - 41/14*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.014409068529127330331216696652147404175
f(z) = 6/19*z^3 - 44/19*z + 1
*
-2 | 0.057818227707535102029973083626294006508 | 0.014300641737472308758331485038970398520
f(z) = 7*z^3 - 57/2*z + 1
*
0 | 0.072903963988270843609217377657791817312 | 0.018031916777379391249887448480517214489
f(z) = 7*z^3 - 57/7*z + 1
*
[ 2 ] 
f(z) = 7*z^3 - 55/2*z + 1
*
[ 1/4 ] 
f(z) = 7*z^3 - 55/16*z + 1
*
0 | 0.11564699012636943115643711237259279398 | 0.028991590033050290008822891685961657093
f(z) = 7*z^3 - 54/7*z + 1
*
[ -2 ] 
f(z) = 7*z^3 - 53/2*z + 1
*
[ 2/7 ] 
f(z) = 7*z^3 - 43/14*z + 1
*
0 | 0.11846235137215474733458057167240689219 | 0.029052425146753312300999815736173041317
f(z) = 7/2*z^3 - 59/14*z + 1
*
2/3 | 0.11330296774695588237332348926007110600 | 0.027347159875159844213351029515726532489
f(z) = 7/2*z^3 - 55/18*z + 1
*
0 | 0.10988394796260502256862864204254294349 | 0.027947309526660633466854277700783330176
f(z) = 7/2*z^3 - 51/14*z + 1
*
[ 1/3 ] 
f(z) = 7/2*z^3 - 43/18*z + 1
*
[ -3 ] 
f(z) = 7/3*z^3 - 59/3*z + 1
*
[ 3/2 ] 
f(z) = 7/3*z^3 - 59/12*z + 1
*
-3/2 | 0.064207292616341321071963029298592442383 | 0.016022449257015440200777342702514601083
f(z) = 7/3*z^3 - 55/12*z + 1
*
[ -2 ] 
f(z) = 7/3*z^3 - 47/6*z + 1
*
[ -3/2 ] 
f(z) = 7/3*z^3 - 43/12*z + 1
*
2/7 | 0.12912983264588113298521799990745491104 | 0.027920127935667553519423488922747222789
f(z) = 7/4*z^3 - 51/14*z + 1
*
[ 2 ] 
f(z) = 7/5*z^3 - 51/10*z + 1
*
[ -2 ] 
f(z) = 7/5*z^3 - 41/10*z + 1
*
[ 3 ] 
f(z) = 7/6*z^3 - 59/6*z + 1
*
[ -3 ] 
f(z) = 7/6*z^3 - 55/6*z + 1
*
[ 4 ] 
f(z) = 7/8*z^3 - 53/4*z + 1
*
[ -4 ] 
f(z) = 7/8*z^3 - 51/4*z + 1
*
[ 2 ] 
f(z) = 7/9*z^3 - 47/18*z + 1
*
0 | 0.11585777147523696787812445592176856050 | 0.028656023334893338928651494964799921509
f(z) = 7/10*z^3 - 57/10*z + 1
*
-3 | 0.089733161402670854846707684465986564179 | 0.022006704447750905566465681634685960449
f(z) = 7/12*z^3 - 59/12*z + 1
*
[ -3 ] 
f(z) = 7/12*z^3 - 47/12*z + 1
*
0 | 0.079981675189748637568752834029217863335 | 0.021264934789304630727230198078681461835
f(z) = 7/12*z^3 - 43/12*z + 1
*
[ 3 ] 
f(z) = 7/15*z^3 - 53/15*z + 1
*
[ -3 ] 
f(z) = 7/15*z^3 - 43/15*z + 1
*
0 | 0.065511490367715298101710697368672030474 | 0.017641098433254569511937881803830765266
f(z) = 7/17*z^3 - 41/17*z + 1
*
0 | 0.037941438527824581154042133480737276854 | 0.010087588365616172198853857199278183486
f(z) = 7/18*z^3 - 43/18*z + 1
*
0 | 0.062909137898947484863769332281460362261 | 0.016526061364253807184066439236319090664
f(z) = 7/19*z^3 - 45/19*z + 1
*
[ 3/2 ] 
f(z) = 8*z^3 - 53/3*z + 1
*
[ -3/2 ] 
f(z) = 8*z^3 - 49/3*z + 1
*
[ 1/6 ] 
f(z) = 8*z^3 - 47/9*z + 1
*
-7/8 | 0.045457802650989618362280699920363403165 | 0.010930291075715316106412339507000648861
f(z) = 8*z^3 - 41/8*z + 1
*
0 | 0.099628215287836498025497483436622321408 | 0.024433427444483841504680561891455446148
f(z) = 8/3*z^3 - 59/12*z + 1
*
[ -2 ] 
f(z) = 8/3*z^3 - 55/6*z + 1
*
0 | 0.10168058703799977694604045094501725892 | 0.026409529596433636488574379558323299593
f(z) = 8/3*z^3 - 47/12*z + 1
*
0 | 0.065103193997454757568406426178846607351 | 0.017531151362637223923186303616271179862
f(z) = 8/3*z^3 - 41/12*z + 1
*
[ 2 ] 
f(z) = 8/5*z^3 - 59/10*z + 1
*
[ 3/2 ] 
f(z) = 8/5*z^3 - 49/15*z + 1
*
-5/2 | 0.10894055982336207299524937898284856678 | 0.028141282128311094395669211569481056751
f(z) = 8/5*z^3 - 48/5*z + 1
*
[ 5/2 ] 
f(z) = 8/5*z^3 - 47/5*z + 1
*
-3/2 | 0.079215740203922484391973486554764251582 | 0.020933343163857298256865742786615932333
f(z) = 8/5*z^3 - 44/15*z + 1
*
[ -5/2 ] 
f(z) = 8/5*z^3 - 43/5*z + 1
*
-7/4 | 0.10897848370936197653625112450128730350 | 0.027194764865312786454814254440785298105
f(z) = 8/7*z^3 - 55/14*z + 1
*
0 | 0.097301186036085360215718330588650999507 | 0.025869717920643819814441800514787554811
f(z) = 8/9*z^3 - 43/18*z + 1
*
-5/2 | 0.089461105175275823870881640004854757634 | 0.021939983729391434520536945053457684115
f(z) = 8/15*z^3 - 59/15*z + 1
*
5/2 | 0.098042703411980902866107334741262831694 | 0.024356307459454650063105584769651581812
f(z) = 8/15*z^3 - 56/15*z + 1
*
[ -3 ] 
f(z) = 8/15*z^3 - 52/15*z + 1
*
-5/2 | 0.099528292494148313435849573901111114986 | 0.026301084808768897315435460457151218061
f(z) = 8/15*z^3 - 44/15*z + 1
*
[ 5/2 ] 
f(z) = 8/15*z^3 - 41/15*z + 1
*
0 | 0.069979812083430892288107804155612817077 | 0.018722845845206383668924637236792644801
f(z) = 8/17*z^3 - 42/17*z + 1
*
0 | 0.068377518446261150302039766950146327396 | 0.017859473208685478896973585712383563359
f(z) = 8/19*z^3 - 46/19*z + 1
*
[ 1/4 ] 
f(z) = 9*z^3 - 57/16*z + 1
*
-8/9 | 0.10388073511439172320969348225511683475 | 0.023639079997987818210258553874034184807
f(z) = 9*z^3 - 55/9*z + 1
*
1/2 | 0.13361765051988506735181690085360279138 | 0.028537784192339578046595353060568526567
f(z) = 9*z^3 - 47/12*z + 1
*
1/6 | 0.11498276927072655355740905211997300401 | 0.029544727264654941817285435963815320594
f(z) = 9/2*z^3 - 49/8*z + 1
*
-1 | 0.073864804922758280662570030446094510772 | 0.016808660726958427243248652180389367836
f(z) = 9/2*z^3 - 49/18*z + 1
*
5/9 | 0.081378688049489606770018165697964867011 | 0.018518518518518518518518518518518518519
f(z) = 9/2*z^3 - 43/18*z + 1
*
0 | 0.066775476633470686722377189860090571776 | 0.017981467825056124441509907888990153468
f(z) = 9/2*z^3 - 41/6*z + 1
*
[ 1/6 ] 
f(z) = 9/2*z^3 - 41/8*z + 1
*
0 | 0.057707488022609476278289763931863689289 | 0.014152534174482932099699716888379120133
f(z) = 9/4*z^3 - 59/12*z + 1
*
0 | 0.068353362506489737166225041343048387749 | 0.017057069963231536097535301392433808905
f(z) = 9/4*z^3 - 55/12*z + 1
*
0 | 0.078769347317804684587369639286972844685 | 0.020942610043305201061307580211400631128
f(z) = 9/4*z^3 - 43/12*z + 1
*
[ -2 ] 
f(z) = 9/5*z^3 - 57/10*z + 1
*
0 | 0.089590250164464167202329993003173105780 | 0.022673936751395531135411823056634201776
f(z) = 9/5*z^3 - 52/15*z + 1
*
0 | 0.10975653213598548064899171176240288739 | 0.029181252993699448534316388399625672176
f(z) = 9/5*z^3 - 43/10*z + 1
*
[ -2 ] 
f(z) = 9/7*z^3 - 51/14*z + 1
*
[ 7/3 ] 
f(z) = 9/7*z^3 - 45/7*z + 1
*
[ 10/3 ] 
f(z) = 9/8*z^3 - 59/5*z + 1
*
[ 8/3 ] 
f(z) = 9/8*z^3 - 59/8*z + 1
*
[ -10/3 ] 
f(z) = 9/8*z^3 - 56/5*z + 1
*
2 | 0.10026394900425555100882177781174729072 | 0.016423807520929304193429560724047204152
f(z) = 9/8*z^3 - 56/9*z + 1
*
[ -8/3 ] 
f(z) = 9/8*z^3 - 53/8*z + 1
*
2/9 | 0.061087395782962346450000438486413454653 | 0.010195736835737199018574002398781953404
f(z) = 9/8*z^3 - 50/9*z + 1
*
2/3 | 0.11100245006939241246772658106531500792 | 0.027222913730760826271420152164533906906
f(z) = 9/10*z^3 - 59/10*z + 1
*
7/3 | 0.10811192281707291224375784294845102713 | 0.026978521081171639753198304342974407017
f(z) = 9/14*z^3 - 55/14*z + 1
*
[ 7/3 ] 
f(z) = 9/14*z^3 - 41/14*z + 1
*
1/3 | 0.087719708305131933677457282042474713426 | 0.022539506345582676873798139681339634369
f(z) = 9/16*z^3 - 49/16*z + 1
*
0 | 0.048285675544094357260636183004779915846 | 0.013002487814097157101861144186611189794
f(z) = 9/16*z^3 - 41/16*z + 1
*
0 | 0.073423844704749700110650539019489347034 | 0.019521387441840594362242611734008803083
f(z) = 9/17*z^3 - 43/17*z + 1
*
0 | 0.072240967472267205657751654949166699232 | 0.018763168310789198983415553523123124484
f(z) = 9/19*z^3 - 47/19*z + 1
*
7/10 | 0.088389079915990494836004727834025206298 | 0.019193444834010106767127980206605934289
f(z) = 10*z^3 - 59/10*z + 1
*
0 | 0.091612032667179691943238486017863508108 | 0.022966256971141674364866626174972818309
f(z) = 10*z^3 - 54/5*z + 1
*
0 | 0.085775152979620814339081222979624328975 | 0.021604243427753378856514935177333589079
f(z) = 10*z^3 - 53/5*z + 1
*
3/5 | 0.053691228917466044120643461877259873494 | 0.011658902222729904057517151032397653864
f(z) = 10*z^3 - 51/10*z + 1
*
2/5 | 0.12401010975014282875940205033370616913 | 0.026928453182351838885484989802115445104
f(z) = 10*z^3 - 41/10*z + 1
*
0 | 0.10596945547161027085045308855086995058 | 0.025988591626544604588729517228449634137
f(z) = 10/3*z^3 - 59/15*z + 1
*
0 | 0.10728674938893729206312997021114264096 | 0.026652764188498404943869427399163344031
f(z) = 10/3*z^3 - 56/15*z + 1
*
0 | 0.098857847408213732164210471268916394355 | 0.024899390160903323785273966978709863469
f(z) = 10/3*z^3 - 53/15*z + 1
*
-3/2 | 0.050016258015634795985610499401219185735 | 0.012990737807927122910307425383358859751
f(z) = 10/3*z^3 - 47/6*z + 1
*
[ 3/2 ] 
f(z) = 10/3*z^3 - 43/6*z + 1
*
-3/2 | 0.050959910301392106326631900006198294627 | 0.013722612456695262981855424381870643736
f(z) = 10/3*z^3 - 41/6*z + 1
*
[ -2 ] 
f(z) = 10/7*z^3 - 59/14*z + 1
*
[ -2 ] 
f(z) = 10/9*z^3 - 53/18*z + 1
*
0 | 0.10519712093597455472758285490382606476 | 0.027322880008353661338235237517875411659
f(z) = 10/9*z^3 - 47/18*z + 1
*
1/2 | 0.081380133891247304583598435602049102511 | 0.021914246560851023407857215185305891525
f(z) = 10/9*z^3 - 41/18*z + 1
*
0 | 0.076263908795290516939291137456229397670 | 0.020153299959316421572800474863783356265
f(z) = 10/17*z^3 - 44/17*z + 1
*
0 | 0.075319675176757665257325572079507283366 | 0.019456410288313436569498864134050253570
f(z) = 10/19*z^3 - 48/19*z + 1
*
[ 1/4 ] 
f(z) = 11*z^3 - 59/16*z + 1
*
[ 2/3 ] 
f(z) = 11/2*z^3 - 53/18*z + 1
*
[ 1/3 ] 
f(z) = 11/2*z^3 - 47/18*z + 1
*
-2 | 0.044686148225517799990449386734614610406 | 0.011738930978410434413253713119142488450
f(z) = 11/2*z^3 - 45/2*z + 1
*
[ 2 ] 
f(z) = 11/2*z^3 - 43/2*z + 1
*
[ -2 ] 
f(z) = 11/2*z^3 - 41/2*z + 1
*
0 | 0.078071782104621869227815204933451772171 | 0.020277607557161178003800771481267149864
f(z) = 11/5*z^3 - 47/10*z + 1
*
-2 | 0.17307044824463646638031119791089907986 | 0.029293842022176404059289969300957088589
f(z) = 11/8*z^3 - 46/11*z + 1
*
-2 | 0.039161326007728368448784740776047105834 | 0.010062470260186507582050303541289941048
f(z) = 11/10*z^3 - 49/10*z + 1
*
0 | 0.093712469280491716247808071953669270298 | 0.025235128764758006483562980154481890589
f(z) = 11/10*z^3 - 41/10*z + 1
*
0 | 0.078904019652578125573355073382775716429 | 0.019350900080760248945991791815652512389
f(z) = 11/12*z^3 - 59/12*z + 1
*
0 | 0.054436444927888538955558473734381313516 | 0.014138794290304707375927063078714975662
f(z) = 11/12*z^3 - 47/12*z + 1
*
0 | 0.10971330774551384239055683807194883915 | 0.027633561998557446991421861774436618171
f(z) = 11/14*z^3 - 53/14*z + 1
*
0 | 0.10385177402552844057383286425383192751 | 0.025799428721857098237274712546110003622
f(z) = 11/15*z^3 - 56/15*z + 1
*
0 | 0.059076212615986253580754719369396963420 | 0.015908190700177996956426558168177175241
f(z) = 11/15*z^3 - 41/15*z + 1
*
4 | 0.15363195410242226333657042186006172573 | 0.029107354428867195370412719001042231082
f(z) = 11/16*z^3 - 49/4*z + 1
*
-4 | 0.15286273500942258870177017097555094612 | 0.029192099539056178099948678881313807602
f(z) = 11/16*z^3 - 47/4*z + 1
*
0 | 0.053392203010697706443960044059672809360 | 0.014195523069330817847624764905214620814
f(z) = 11/16*z^3 - 43/16*z + 1
*
[ 4 ] 
f(z) = 11/16*z^3 - 41/4*z + 1
*
0 | 0.078694545976162685523484187869818124554 | 0.020672845619394754831747643015311725252
f(z) = 11/17*z^3 - 45/17*z + 1
*
0 | 0.051910520050351976748932529261925757382 | 0.013482735058597678148272989910332377465
f(z) = 11/18*z^3 - 47/18*z + 1
*
0 | 0.077906072894792486270306874628761089827 | 0.020017900860585411786802481587771544464
f(z) = 11/19*z^3 - 49/19*z + 1
*
-5/8 | 0.12836058899258246470689483730706973483 | 0.024414779264574915986691880681493066198
f(z) = 12*z^3 - 59/16*z + 1
*
0 | 0.11352826411741834287309066473080639383 | 0.028330128509349893718081159432564461131
f(z) = 12*z^3 - 55/4*z + 1
*
[ -3/4 ] 
f(z) = 12*z^3 - 53/12*z + 1
*
0 | 0.073404997337928607294520719404744290094 | 0.018669443712606085393974188572646332142
f(z) = 12*z^3 - 51/4*z + 1
*
1/3 | 0.084448354277713534452107717470320867467 | 0.016992258901339058689240578437285396083
f(z) = 12*z^3 - 49/12*z + 1
*
2/3 | 0.12176961971820154291389964646505166793 | 0.028473024624661937432679638629102131307
f(z) = 12*z^3 - 41/6*z + 1
*
[ -3/2 ] 
f(z) = 12/5*z^3 - 56/15*z + 1
*
0 | 0.039082268426923289156221357911333406331 | 0.010042156480322761147590320129719504930
f(z) = 12/5*z^3 - 49/10*z + 1
*
1/3 | 0.090960073564129896493838314919539789101 | 0.023372115513218467360272222082773127116
f(z) = 12/5*z^3 - 49/15*z + 1
*
5/6 | 0.091988141817340576550274536944620226997 | 0.024457125116401320109861985319962875819
f(z) = 12/5*z^3 - 43/15*z + 1
*
0 | 0.076697136251734096340744285938959515322 | 0.020653197211223283789662277449878439862
f(z) = 12/5*z^3 - 41/15*z + 1
*
0 | 0.080825433554558312849211876174359110310 | 0.021110734901596189594609711745954398742
f(z) = 12/17*z^3 - 46/17*z + 1
*
0 | 0.080147245769527180830397094260615029931 | 0.020487416781117720979322791051379726139
f(z) = 12/19*z^3 - 50/19*z + 1
*
-8/13 | 0.14249718652564092978074930230918436693 | 0.027777777777777777777777777777777777778
f(z) = 13*z^3 - 51/13*z + 1
*
-2 | 0.047859252325754605774390765451856246228 | 0.012054340932059103471160696891293274462
f(z) = 13/2*z^3 - 53/2*z + 1
*
[ 2 ] 
f(z) = 13/2*z^3 - 51/2*z + 1
*
[ -2 ] 
f(z) = 13/2*z^3 - 49/2*z + 1
*
[ 1/3 ] 
f(z) = 13/2*z^3 - 49/18*z + 1
*
0 | 0.11430470725160859576722714008259255133 | 0.029071662359657571278474148834125121800
f(z) = 13/5*z^3 - 51/10*z + 1
*
[ -2 ] 
f(z) = 13/6*z^3 - 43/6*z + 1
*
-3/2 | 0.13599162085639312528939833919776971830 | 0.027982895128696924991031117132952143235
f(z) = 13/9*z^3 - 43/12*z + 1
*
-2 | 0.044432128257616459527656442144533655457 | 0.010989751381860219396527796061103241580
f(z) = 13/10*z^3 - 57/10*z + 1
*
0 | 0.10641864515526235401524547451929827884 | 0.028293800351444165919962250023581307657
f(z) = 13/10*z^3 - 43/10*z + 1
*
0 | 0.056739088029992633628304178610819335402 | 0.014579061643092288907805054181346543572
f(z) = 13/12*z^3 - 49/12*z + 1
*
0 | 0.10810784704148807196148045485863582218 | 0.026977504001883134362568841014882754940
f(z) = 13/14*z^3 - 55/14*z + 1
*
[ 2 ] 
f(z) = 13/14*z^3 - 45/14*z + 1
*
0 | 0.070719476335397100819151496154885182201 | 0.019043517956596079832006157155167123863
f(z) = 13/14*z^3 - 41/14*z + 1
*
0 | 0.094224406678615122683979834242592658653 | 0.023205449857042868868532206263251113865
f(z) = 13/15*z^3 - 58/15*z + 1
*
0 | 0.062942626499849198144519275740115528902 | 0.016734718856681366973249353577366668177
f(z) = 13/15*z^3 - 43/15*z + 1
*
-4 | 0.11020126791512293814443453894274663279 | 0.020431753391954286438131923329575891587
f(z) = 13/16*z^3 - 55/4*z + 1
*
[ 4 ] 
f(z) = 13/16*z^3 - 49/4*z + 1
*
[ -4 ] 
f(z) = 13/16*z^3 - 47/4*z + 1
*
0 | 0.057337945537132113852957253203056075995 | 0.015062524111663936364693150295271103463
f(z) = 13/16*z^3 - 45/16*z + 1
*
0 | 0.082725715731420997402448875586839608281 | 0.021486375144339411062374601518061519082
f(z) = 13/17*z^3 - 47/17*z + 1
*
0 | 0.056034072589877596265548482799793394265 | 0.014397908510082189939016095080426504009
f(z) = 13/18*z^3 - 49/18*z + 1
*
0 | 0.082129994058145925853943629164161640306 | 0.020888513817750053511118973056006385522
f(z) = 13/19*z^3 - 51/19*z + 1
*
1/7 | 0.15456316928168317727995685325078765566 | 0.029283783938148957243139213060011798739
f(z) = 14*z^3 - 53/14*z + 1
*
[ 2/7 ] 
f(z) = 14*z^3 - 51/14*z + 1
*
[ 1/7 ] 
f(z) = 14*z^3 - 44/7*z + 1
*
[ -3/2 ] 
f(z) = 14/3*z^3 - 53/6*z + 1
*
0 | 0.078580377098052781720332212206972688410 | 0.020892368042364217653115625023871002229
f(z) = 14/3*z^3 - 43/6*z + 1
*
0 | 0.050163604308982676884579178114987436855 | 0.012634739561027023481788819551824016927
f(z) = 14/5*z^3 - 53/10*z + 1
*
0 | 0.11631584068829410946793513642396635271 | 0.029025747376567707910824216227687100757
f(z) = 14/9*z^3 - 55/18*z + 1
*
1/2 | 0.081378688049489606770018165697964867011 | 0.021636362210544981587648483901593681016
f(z) = 14/9*z^3 - 43/18*z + 1
*
0 | 0.10978815959871363478137895485993861083 | 0.029564030972515252933744403191518426190
f(z) = 14/9*z^3 - 41/9*z + 1
*
0 | 0.089919170771776490016838639464303947916 | 0.022052322512983793729830134247254730248
f(z) = 14/15*z^3 - 59/15*z + 1
*
0 | 0.064602525079590783770438763005165396313 | 0.017071693368785916433751435468827011056
f(z) = 14/15*z^3 - 44/15*z + 1
*
0 | 0.084442284900230598196134787697429609824 | 0.021812942459535787732428670435383582226
f(z) = 14/17*z^3 - 48/17*z + 1
*
0 | 0.083910699941974227102815264858779600556 | 0.021236528525782708626900977340794790951
f(z) = 14/19*z^3 - 52/19*z + 1
*
4/5 | 0.12447741764558352779888526846353741867 | 0.028830980971393625627633601071913272322
f(z) = 15*z^3 - 53/5*z + 1
*
0 | 0.097255189862389352924137532308779463122 | 0.025260119850780024139642023313982590373
f(z) = 15*z^3 - 47/3*z + 1
*
[ 2/3 ] 
f(z) = 15*z^3 - 43/6*z + 1
*
[ 2 ] 
f(z) = 15/2*z^3 - 59/2*z + 1
*
0 | 0.084132408565279018630514410812643235572 | 0.020633141871210324213922557564241342766
f(z) = 15/2*z^3 - 59/6*z + 1
*
[ -2 ] 
f(z) = 15/2*z^3 - 57/2*z + 1
*
0 | 0.084339907504012319521418357165562925731 | 0.021242747218693925532715797190926557895
f(z) = 15/2*z^3 - 53/6*z + 1
*
1/5 | 0.079577939615886156397442336537197663288 | 0.018431536468251332728864224808765232175
f(z) = 15/2*z^3 - 53/10*z + 1
*
0 | 0.10161074380759208873174582078221609323 | 0.026108796404839492177600275599875120490
f(z) = 15/2*z^3 - 49/6*z + 1
*
0 | 0.058966965627799034321223944540821509793 | 0.015315507800690191382566847477276532932
f(z) = 15/2*z^3 - 47/6*z + 1
*
8/15 | 0.11662953176738163326372382100407457925 | 0.021533857038527565938134350139362980767
f(z) = 15/2*z^3 - 47/15*z + 1
*
[ 1/5 ] 
f(z) = 15/2*z^3 - 43/10*z + 1
*
[ -4/3 ] 
f(z) = 15/4*z^3 - 59/12*z + 1
*
4/3 | 0.12993104565415725425903021259039006367 | 0.028338487951899548892235730280543763971
f(z) = 15/8*z^3 - 49/12*z + 1
*
-4/3 | 0.080262333644612155224007741904644260363 | 0.018018876460782421825603527955526186931
f(z) = 15/8*z^3 - 43/12*z + 1
*
-6/5 | 0.078696516188470935028083576608000320281 | 0.013473950433018285090996537416398335937
f(z) = 15/8*z^3 - 43/15*z + 1
*
0 | 0.086904336360203291978314090911646292447 | 0.023401817656746992877127100251117590726
f(z) = 15/13*z^3 - 41/13*z + 1
*
0 | 0.11367334109054859465628463754373977574 | 0.028115730808289205711272794339341659526
f(z) = 15/14*z^3 - 57/14*z + 1
*
0 | 0.073852331581463244877781351286277839412 | 0.019635310355680166047706933564815744338
f(z) = 15/14*z^3 - 43/14*z + 1
*
2/3 | 0.10833098035542246104469713081631838236 | 0.019826924440788984377014222393046217080
f(z) = 15/16*z^3 - 59/12*z + 1
*
[ 4 ] 
f(z) = 15/16*z^3 - 57/4*z + 1
*
[ -4 ] 
f(z) = 15/16*z^3 - 55/4*z + 1
*
0 | 0.060568051511471808251492682919618342250 | 0.015731358321060279318176357316252535919
f(z) = 15/16*z^3 - 47/16*z + 1
*
0 | 0.086008631679854472291514071437444971027 | 0.022099846624883819641671100067690090833
f(z) = 15/17*z^3 - 49/17*z + 1
*
0 | 0.085528433712741799388291053028713849908 | 0.021542102085945017633586705826802280202
f(z) = 15/19*z^3 - 53/19*z + 1
*
3/8 | 0.12312268594937312342083979584432339998 | 0.023418505816370411648512197579126964679
f(z) = 16*z^3 - 55/12*z + 1
*
7/8 | 0.11327895918225045449366835416076558453 | 0.027237832108216006045433372859097934418
f(z) = 16*z^3 - 53/4*z + 1
*
[ 1/6 ] 
f(z) = 16*z^3 - 49/9*z + 1
*
[ 3/8 ] 
f(z) = 16*z^3 - 47/12*z + 1
*
-7/8 | 0.10555625014508171856518505424890432178 | 0.025380913103190719927629463822895286014
f(z) = 16*z^3 - 45/4*z + 1
*
1/8 | 0.076360414330977633612894424447141478266 | 0.018360798512587994079223594463351922859
f(z) = 16/3*z^3 - 49/12*z + 1
*
0 | 0.10028085066639296959089471701300369494 | 0.026045975645674681481270840897620377187
f(z) = 16/3*z^3 - 47/6*z + 1
*
0 | 0.087380598940489351959631633618461608600 | 0.023530066838863641500558784943093743924
f(z) = 16/3*z^3 - 41/6*z + 1
*
[ 7/4 ] 
f(z) = 16/7*z^3 - 46/7*z + 1
*
[ 3 ] 
f(z) = 16/9*z^3 - 46/3*z + 1
*
[ -3 ] 
f(z) = 16/9*z^3 - 44/3*z + 1
*
0 | 0.089936516492227049184494916805035950362 | 0.024218330727601366510391842458326171917
f(z) = 16/9*z^3 - 41/18*z + 1
*
0 | 0.088272191803275537998476361258152189781 | 0.023616905938256005421967719556636274734
f(z) = 16/13*z^3 - 42/13*z + 1
*
1/2 | 0.084533069117134030168639341065829665384 | 0.021720702047361371393346646758053865004
f(z) = 16/15*z^3 - 49/15*z + 1
*
[ 1/4 ] 
f(z) = 16/17*z^3 - 52/17*z + 1
*
0 | 0.087449620127611822721035267913380413978 | 0.022354065915837071491113552407590549107
f(z) = 16/17*z^3 - 50/17*z + 1
*
[ 1/4 ] 
f(z) = 16/19*z^3 - 58/19*z + 1
*
0 | 0.087011565026496687510526602434265392976 | 0.021812963905293140083998603643159644217
f(z) = 16/19*z^3 - 54/19*z + 1
*
[ 1/3 ] 
f(z) = 17/2*z^3 - 53/18*z + 1
*
1/2 | 0.12646280698984267984760852396136672803 | 0.029970986149571348728824104559480689876
f(z) = 17/3*z^3 - 41/12*z + 1
*
[ 2/3 ] 
f(z) = 17/4*z^3 - 43/18*z + 1
*
0 | 0.11113285819844996603282250709962976782 | 0.027254895810840179395117978081562074403
f(z) = 17/5*z^3 - 59/10*z + 1
*
[ -2 ] 
f(z) = 17/6*z^3 - 59/6*z + 1
*
-3/2 | 0.14107650909208130833647787331989597366 | 0.027629850301614923042097226737050921914
f(z) = 17/9*z^3 - 55/12*z + 1
*
[ 3 ] 
f(z) = 17/9*z^3 - 49/3*z + 1
*
[ -3 ] 
f(z) = 17/9*z^3 - 47/3*z + 1
*
[ 3/2 ] 
f(z) = 17/9*z^3 - 47/12*z + 1
*
[ -2 ] 
f(z) = 17/10*z^3 - 53/10*z + 1
*
0 | 0.064585042862318442513515613667820349225 | 0.016267076645388475827141295188235058108
f(z) = 17/12*z^3 - 53/12*z + 1
*
0 | 0.043712233787456572221235878196472432396 | 0.011770939947383320110704100927993672265
f(z) = 17/12*z^3 - 41/12*z + 1
*
0 | 0.089544909808479671566444919828161974954 | 0.023807536704801908343168243535634969258
f(z) = 17/13*z^3 - 43/13*z + 1
*
0 | 0.11428171339428699535534424798832307073 | 0.028027140146828633151369339605709893005
f(z) = 17/14*z^3 - 59/14*z + 1
*
[ -2 ] 
f(z) = 17/14*z^3 - 47/14*z + 1
*
0 | 0.076524530602740725607741622553036168731 | 0.020102788415938062039281725138137414668
f(z) = 17/14*z^3 - 45/14*z + 1
*
0 | 0.068827979055691421470635706484853999621 | 0.017876711798041508059657616533745874175
f(z) = 17/15*z^3 - 47/15*z + 1
*
0 | 0.063307670406120350685427468543750902648 | 0.016266853440497884938702489789656529012
f(z) = 17/16*z^3 - 49/16*z + 1
*
0 | 0.062186371342375451632690068752750055765 | 0.015662921693518209218689154948992680103
f(z) = 17/18*z^3 - 53/18*z + 1
*
[ 3 ] 
f(z) = 17/18*z^3 - 47/6*z + 1
*
[ -3 ] 
f(z) = 17/18*z^3 - 43/6*z + 1
*
[ -2 ] 
f(z) = 17/18*z^3 - 41/18*z + 1
*
0 | 0.088381437568081760707553169379512579680 | 0.022054926177283816683209461153110380238
f(z) = 17/19*z^3 - 55/19*z + 1
*
-7/12 | 0.094216652319062801743675226733833229216 | 0.018957785059471125574547172871770980258
f(z) = 18*z^3 - 41/8*z + 1
*
-5/9 | 0.077769327181393319318869369439760945518 | 0.015286064785216707113889770978325829618
f(z) = 18*z^3 - 41/9*z + 1
*
-4/3 | 0.072099298597648344666075228920147466815 | 0.017682069040324285456014056284621626071
f(z) = 18/5*z^3 - 59/10*z + 1
*
0 | 0.069508309142074129801116415398735993839 | 0.017046639080153912695435012661607815480
f(z) = 18/5*z^3 - 59/15*z + 1
*
5/3 | 0.098946486030290793056759843054526706631 | 0.024921715628150329840524903014944956228
f(z) = 18/5*z^3 - 53/5*z + 1
*
-5/3 | 0.074951896583038942785968056775232682964 | 0.018969190948805384793082426452792327553
f(z) = 18/5*z^3 - 52/5*z + 1
*
[ 1/6 ] 
f(z) = 18/5*z^3 - 51/10*z + 1
*
[ 5/3 ] 
f(z) = 18/5*z^3 - 48/5*z + 1
*
0 | 0.10886272668498942631893655001257087522 | 0.029314828076462260887674309582334634107
f(z) = 18/5*z^3 - 41/10*z + 1
*
[ 7/6 ] 
f(z) = 18/7*z^3 - 47/14*z + 1
*
0 | 0.090734993896244084356668290659513304827 | 0.023977390848220892410324746450531336894
f(z) = 18/13*z^3 - 44/13*z + 1
*
0 | 0.090027513838791436245871659639507082298 | 0.022784601571252367283642848152477637015
f(z) = 18/17*z^3 - 52/17*z + 1
*
0 | 0.089654563653381635300468113197495480835 | 0.022272479659288612109810862187819527834
f(z) = 18/19*z^3 - 56/19*z + 1
*
[ 1/3 ] 
f(z) = 19/2*z^3 - 55/18*z + 1
*
[ 2/3 ] 
f(z) = 19/4*z^3 - 47/18*z + 1
*
[ 3 ] 
f(z) = 19/9*z^3 - 55/3*z + 1
*
[ -3 ] 
f(z) = 19/9*z^3 - 53/3*z + 1
*
[ 3/2 ] 
f(z) = 19/9*z^3 - 53/12*z + 1
*
0 | 0.092168434657469068655415755405819623200 | 0.024819347248932211431901080639541492831
f(z) = 19/11*z^3 - 41/11*z + 1
*
0 | 0.085063548727816253217421217985381908102 | 0.021226971852823762536822338363559445335
f(z) = 19/12*z^3 - 55/12*z + 1
*
0 | 0.045997228547770010203567008559821281545 | 0.012229402087872731135944399761776953413
f(z) = 19/12*z^3 - 43/12*z + 1
*
-2 | 0.045202881969835352335598611162329608049 | 0.010257717688254787632784488661104029549
f(z) = 19/12*z^3 - 41/6*z + 1
*
0 | 0.091852612314332366023990960143219042380 | 0.024129434264573957629716260062323327017
f(z) = 19/13*z^3 - 45/13*z + 1
*
[ -2 ] 
f(z) = 19/14*z^3 - 55/14*z + 1
*
0 | 0.078855731013144513132897544042703619698 | 0.020481222844059386746580930308031462391
f(z) = 19/14*z^3 - 47/14*z + 1
*
0 | 0.071183520343397162262754452578411073909 | 0.018290546554257614157331740485301560011
f(z) = 19/15*z^3 - 49/15*z + 1
*
0 | 0.065688453181413246541602051898157492482 | 0.016706858166520045365118960613513893783
f(z) = 19/16*z^3 - 51/16*z + 1
*
0 | 0.091191263608548076623611620661623859504 | 0.022968402725572264485379626525155936315
f(z) = 19/17*z^3 - 53/17*z + 1
*
0 | 0.064620597073917064725880324243982933613 | 0.016125586290666353680524927251006018489
f(z) = 19/18*z^3 - 55/18*z + 1
*
[ 3 ] 
f(z) = 19/18*z^3 - 53/6*z + 1
*
[ -3 ] 
f(z) = 19/18*z^3 - 49/6*z + 1
*
[ -2 ] 
f(z) = 19/18*z^3 - 49/18*z + 1
*
[ 4/3 ] 
f(z) = z^3 - 55/36*z + 1
*
[ 1/3 ] 
f(z) = 1/3*z^3 - 55/27*z + 1
*
-4 | 0.088051736562526557252917386628733939251 | 0.021594341627476292930184688307258440861
f(z) = 1/5*z^3 - 59/20*z + 1
*
-1/2 | 0.10652875868990308709563701257372063513 | 0.028686331321003393200865046483525736223
f(z) = 1/5*z^3 - 41/20*z + 1
*
[ 4 ] 
f(z) = 1/7*z^3 - 43/28*z + 1
*
3 | 0.050693394170843985995903836981915290734 | 0.012432355280172901161923697856786750382
f(z) = 1/8*z^3 - 59/24*z + 1
*
-3 | 0.050672945390834550639989792417310079548 | 0.013472547014821756773778628070820715486
f(z) = 1/8*z^3 - 43/24*z + 1
*
[ 9/2 ] 
f(z) = 1/9*z^3 - 53/36*z + 1
*
4 | 0.068643979096286849185411350870269984030 | 0.016978260860157833614229407226061559615
f(z) = 1/10*z^3 - 57/20*z + 1
*
2 | 0.097971623573376408180460815980216307528 | 0.024676176388683627861261587936614970587
f(z) = 1/15*z^3 - 53/30*z + 1
*
-4 | 0.11988686474726434618208661689008578746 | 0.029401781441994371122519276330906826561
f(z) = 1/18*z^3 - 59/36*z + 1
*
3/2 | 0.14346171418020280533801197248537981601 | 0.029520010700710627808208166124644469621
f(z) = 1/18*z^3 - 43/24*z + 1
*
3/4 | 0.10487049550887355106326009644693380503 | 0.025719076023596746075745506814064058156
f(z) = 2*z^3 - 59/24*z + 1
*
[ 1/3 ] 
f(z) = 2/3*z^3 - 56/27*z + 1
*
3/2 | 0.050624798092704080617161851658143257830 | 0.013148794106028265604624485142914095296
f(z) = 2/5*z^3 - 47/30*z + 1
*
0 | 0.11554100717294500193537981337029189799 | 0.028577675502697378612741083997204775084
f(z) = 2/7*z^3 - 57/28*z + 1
*
3/4 | 0.13219919476484550171787160197767538932 | 0.025540063868884592919862594289459578127
f(z) = 2/9*z^3 - 59/24*z + 1
*
3/2 | 0.062138535057427097538194462584822745422 | 0.015239231009466080235940525155169847728
f(z) = 2/15*z^3 - 59/30*z + 1
*
-5/2 | 0.089414903113224629897581340492200954225 | 0.023772971488579407899654235210256121202
f(z) = 2/15*z^3 - 43/30*z + 1
*
[ -3/2 ] 
f(z) = 3/2*z^3 - 41/24*z + 1
*
[ -5/2 ] 
f(z) = 3/5*z^3 - 47/20*z + 1
*
-2 | 0.10810742367066928901212440196731079857 | 0.026977398352864394637029495662391546842
f(z) = 3/7*z^3 - 55/28*z + 1
*
[ -3 ] 
f(z) = 3/7*z^3 - 53/21*z + 1
*
-8/3 | 0.090595163398143206390461068326635638428 | 0.022607344887616989141348920992507965973
f(z) = 3/8*z^3 - 55/24*z + 1
*
0 | 0.090984820135386446842455752978456588385 | 0.024500620561844367498312144067625552789
f(z) = 3/8*z^3 - 41/24*z + 1
*
0 | 0.070969830228484233848567624002764441514 | 0.017405071370848015574833315535566511116
f(z) = 3/10*z^3 - 59/30*z + 1
*
5/3 | 0.089414250973870910533334493493078325206 | 0.023772798102603214205358072535612445986
f(z) = 3/10*z^3 - 43/30*z + 1
*
[ -3 ] 
f(z) = 3/10*z^3 - 41/30*z + 1
*
[ 3 ] 
f(z) = 3/11*z^3 - 59/33*z + 1
*
[ 3 ] 
f(z) = 3/13*z^3 - 55/39*z + 1
*
-8/3 | 0.10268885679866892393845954315563704074 | 0.022602287925363637154089053753379696468
f(z) = 3/16*z^3 - 47/24*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.016432772888794824256224696240594519648
f(z) = 3/17*z^3 - 41/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.016772311608369272465831352205533374664
f(z) = 3/19*z^3 - 43/38*z + 1
*
[ 1/3 ] 
f(z) = 4/3*z^3 - 58/27*z + 1
*
-2 | 0.047257925547953138920559581161733573734 | 0.012564586859063948956795179291256186537
f(z) = 4/11*z^3 - 43/22*z + 1
*
[ -3 ] 
f(z) = 4/13*z^3 - 56/39*z + 1
*
-2 | 0.050351519708382142475958541598774116418 | 0.013227208832853519149191748112247456426
f(z) = 4/13*z^3 - 45/26*z + 1
*
0 | 0.11508636877238740347471346095449227217 | 0.028986878365178564396811001156649840933
f(z) = 4/15*z^3 - 53/30*z + 1
*
-2 | 0.055319371311987315516626081900770559581 | 0.014214266609083511025213311095833676023
f(z) = 4/17*z^3 - 49/34*z + 1
*
-2 | 0.057379105295509989215875948826969207760 | 0.014593502015437173793658397897728277121
f(z) = 4/19*z^3 - 51/38*z + 1
*
4/5 | 0.096695152195978269825066296006330682191 | 0.023916380424176018968356063733125132260
f(z) = 5/2*z^3 - 57/20*z + 1
*
[ -6/5 ] 
f(z) = 5/2*z^3 - 53/30*z + 1
*
[ 3/5 ] 
f(z) = 5/2*z^3 - 47/30*z + 1
*
[ 1/3 ] 
f(z) = 5/3*z^3 - 59/27*z + 1
*
-6/5 | 0.062397768006998791939830503538662921998 | 0.015950255895841735405148869396830758639
f(z) = 5/3*z^3 - 47/30*z + 1
*
-6/5 | 0.096165867609077969930105815740510966388 | 0.020157666074992102683680475211073482843
f(z) = 5/4*z^3 - 59/30*z + 1
*
-4/3 | 0.081379992328197045498511859696210125048 | 0.020497231463111331297270058120339720529
f(z) = 5/4*z^3 - 53/36*z + 1
*
[ 6/5 ] 
f(z) = 5/4*z^3 - 49/30*z + 1
*
3/5 | 0.090838421822933878681231389703588236175 | 0.022277765213094690253093013342187918254
f(z) = 5/6*z^3 - 59/30*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.023772523292332796268793681328937884262
f(z) = 5/6*z^3 - 43/30*z + 1
*
-6/5 | 0.070969470105076482309666393082634474582 | 0.019110836905895815389952101212386083003
f(z) = 5/6*z^3 - 41/30*z + 1
*
-7/5 | 0.11804092132056740815153662977910373584 | 0.028949071086273203694387822478114305616
f(z) = 5/7*z^3 - 59/35*z + 1
*
4/5 | 0.13806743808968514690035687764217562919 | 0.029606356018245286672574552336950072507
f(z) = 5/8*z^3 - 53/20*z + 1
*
[ 1/2 ] 
f(z) = 5/9*z^3 - 41/36*z + 1
*
-2 | 0.054059459114072875154977049590636270929 | 0.013749200540364648313091469655524088490
f(z) = 5/11*z^3 - 51/22*z + 1
*
[ 2/5 ] 
f(z) = 5/12*z^3 - 47/30*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.014118970593415847145319843021675505386
f(z) = 5/13*z^3 - 53/26*z + 1
*
0 | 0.13747112306548109280229246516074157227 | 0.028919430901443705829841910643126270237
f(z) = 5/14*z^3 - 58/35*z + 1
*
4/5 | 0.062561998499285593802948139483531726550 | 0.011450205777150995817993086774953742855
f(z) = 5/16*z^3 - 59/20*z + 1
*
-2/5 | 0.099853021668625848918881731771617837895 | 0.018776000124895046132857160516866487111
f(z) = 5/16*z^3 - 51/20*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.015093621706906723146260269261986842611
f(z) = 5/17*z^3 - 57/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.015471107556874126933789051068134192221
f(z) = 5/19*z^3 - 59/38*z + 1
*
0 | 0.070969470105076482309666393082634474582 | 0.019110836905895815389952101212386083003
f(z) = 6/5*z^3 - 41/30*z + 1
*
[ 1/3 ] 
f(z) = 6/7*z^3 - 44/21*z + 1
*
-2 | 0.047257064471334820709545348882553479941 | 0.011589608954288120427840459779086743129
f(z) = 6/11*z^3 - 59/22*z + 1
*
[ 1/2 ] 
f(z) = 6/19*z^3 - 41/38*z + 1
*
[ 3/7 ] 
f(z) = 7*z^3 - 55/21*z + 1
*
[ 4/7 ] 
f(z) = 7/2*z^3 - 53/28*z + 1
*
0 | 0.10814816463089114379011612256030899863 | 0.026987564954526564971080128912406828495
f(z) = 7/3*z^3 - 55/21*z + 1
*
0 | 0.10810611939196185028363070796906554054 | 0.027360023094392676596261709813517494142
f(z) = 7/3*z^3 - 52/21*z + 1
*
5/7 | 0.10810611939196185028363070796906554054 | 0.027777777777777777777777777777777777778
f(z) = 7/3*z^3 - 46/21*z + 1
*
0 | 0.10810742367066928901212440196731079857 | 0.026739068220762731075227221189277336129
f(z) = 7/4*z^3 - 57/28*z + 1
*
[ -4/3 ] 
f(z) = 7/4*z^3 - 49/36*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.028949071086273203694387822478114305616
f(z) = 7/5*z^3 - 59/35*z + 1
*
[ 10/7 ] 
f(z) = 7/8*z^3 - 52/35*z + 1
*
[ 4/3 ] 
f(z) = 7/8*z^3 - 47/36*z + 1
*
[ 2/5 ] 
f(z) = 7/8*z^3 - 41/25*z + 1
*
[ 1/2 ] 
f(z) = 7/9*z^3 - 43/36*z + 1
*
[ 2 ] 
f(z) = 7/11*z^3 - 45/22*z + 1
*
[ 2 ] 
f(z) = 7/13*z^3 - 43/26*z + 1
*
[ 2 ] 
f(z) = 7/15*z^3 - 41/30*z + 1
*
2 | 0.10810742367066928901212440196731079857 | 0.020328127946681317051617126358729690319
f(z) = 7/16*z^3 - 51/28*z + 1
*
0 | 0.11315332720840898986831706647326001167 | 0.027987111642295269863534794179530881296
f(z) = 8/5*z^3 - 57/20*z + 1
*
0 | 0.093985505742777609966421280035797031159 | 0.024410883806385388576121978613409660746
f(z) = 8/5*z^3 - 47/20*z + 1
*
[ 3/2 ] 
f(z) = 8/7*z^3 - 47/21*z + 1
*
[ 3/8 ] 
f(z) = 8/9*z^3 - 43/24*z + 1
*
[ 2 ] 
f(z) = 8/11*z^3 - 53/22*z + 1
*
[ 3/2 ] 
f(z) = 8/11*z^3 - 43/33*z + 1
*
[ 2 ] 
f(z) = 8/13*z^3 - 51/26*z + 1
*
[ 3/2 ] 
f(z) = 8/13*z^3 - 41/39*z + 1
*
[ 2 ] 
f(z) = 8/17*z^3 - 47/34*z + 1
*
[ 2 ] 
f(z) = 8/19*z^3 - 45/38*z + 1
*
[ 4/3 ] 
f(z) = 9/5*z^3 - 59/20*z + 1
*
[ 7/6 ] 
f(z) = 9/7*z^3 - 45/28*z + 1
*
-4/3 | 0.063356026640584302580939124697168509546 | 0.016844630621016956909489446790499298666
f(z) = 9/7*z^3 - 43/28*z + 1
*
0 | 0.054874662017549999996930088607337092246 | 0.013457794752949620805428123860575564366
f(z) = 9/8*z^3 - 59/24*z + 1
*
[ 4/9 ] 
f(z) = 9/8*z^3 - 53/36*z + 1
*
0 | 0.062082775523508547502824889066827389310 | 0.016506108054306632179440783636562286890
f(z) = 9/8*z^3 - 43/24*z + 1
*
[ 2/5 ] 
f(z) = 9/8*z^3 - 42/25*z + 1
*
[ 1/2 ] 
f(z) = 9/8*z^3 - 41/32*z + 1
*
[ 2 ] 
f(z) = 9/13*z^3 - 59/26*z + 1
*
4/3 | 0.10021566762694518244799098797655671426 | 0.025241385220283388906527747322108361791
f(z) = 9/14*z^3 - 53/28*z + 1
*
[ 4/9 ] 
f(z) = 9/16*z^3 - 49/36*z + 1
*
-2 | 0.081379992328197045498511859696210125048 | 0.015809631791693573527945716112012181646
f(z) = 9/16*z^3 - 43/36*z + 1
*
[ 2 ] 
f(z) = 9/17*z^3 - 55/34*z + 1
*
[ 2 ] 
f(z) = 9/19*z^3 - 53/38*z + 1
*
[ 3/4 ] 
f(z) = 10/3*z^3 - 53/24*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.027557830127270552433448976006363843943
f(z) = 10/7*z^3 - 57/35*z + 1
*
[ 6/5 ] 
f(z) = 10/9*z^3 - 43/30*z + 1
*
[ -2 ] 
f(z) = 10/11*z^3 - 47/22*z + 1
*
[ -2 ] 
f(z) = 10/13*z^3 - 41/26*z + 1
*
[ 1/2 ] 
f(z) = 10/19*z^3 - 43/38*z + 1
*
-9/11 | 0.13321705618370763847879926799718536790 | 0.027777913759394889502249198975524893762
f(z) = 11/2*z^3 - 59/22*z + 1
*
[ 2/5 ] 
f(z) = 11/8*z^3 - 43/25*z + 1
*
[ 1/2 ] 
f(z) = 11/8*z^3 - 43/32*z + 1
*
[ 6/11 ] 
f(z) = 11/8*z^3 - 41/33*z + 1
*
[ 1/2 ] 
f(z) = 11/9*z^3 - 47/36*z + 1
*
[ -2 ] 
f(z) = 11/13*z^3 - 49/26*z + 1
*
[ -2 ] 
f(z) = 11/15*z^3 - 43/30*z + 1
*
-4/3 | 0.087083603115826605201435714022723521892 | 0.016257294973029963099182553351280156278
f(z) = 11/16*z^3 - 53/36*z + 1
*
-3/2 | 0.14346146357299815427284305476479225632 | 0.029812129581618158027869318334524580641
f(z) = 11/18*z^3 - 41/24*z + 1
*
-5/4 | 0.091256614687256043813180220586486200872 | 0.022380325366146673988480992741315901809
f(z) = 12/5*z^3 - 59/20*z + 1
*
1/3 | 0.080327954038417998113438876320921239332 | 0.018782844347198952732926125426192278958
f(z) = 12/5*z^3 - 53/30*z + 1
*
[ 2/3 ] 
f(z) = 12/5*z^3 - 47/30*z + 1
*
7/6 | 0.12009382274255130121929443553680212167 | 0.029576532026339193025767552599014763603
f(z) = 12/7*z^3 - 58/21*z + 1
*
-7/6 | 0.10810764381567691766028099300972605179 | 0.027360408902969327665040471924841065703
f(z) = 12/7*z^3 - 52/21*z + 1
*
0 | 0.10810611939196185028363070796906554054 | 0.028742453490015158256087720701960046147
f(z) = 12/7*z^3 - 43/21*z + 1
*
[ -2 ] 
f(z) = 12/13*z^3 - 57/26*z + 1
*
[ -2 ] 
f(z) = 12/17*z^3 - 45/34*z + 1
*
[ 1/2 ] 
f(z) = 13/7*z^3 - 41/28*z + 1
*
[ 6/13 ] 
f(z) = 13/8*z^3 - 59/39*z + 1
*
[ 1/2 ] 
f(z) = 13/8*z^3 - 45/32*z + 1
*
[ 2/5 ] 
f(z) = 13/8*z^3 - 44/25*z + 1
*
[ 1/2 ] 
f(z) = 13/9*z^3 - 49/36*z + 1
*
[ -2 ] 
f(z) = 13/15*z^3 - 59/30*z + 1
*
[ 4/3 ] 
f(z) = 13/16*z^3 - 43/36*z + 1
*
[ -2 ] 
f(z) = 13/17*z^3 - 53/34*z + 1
*
[ -2 ] 
f(z) = 13/19*z^3 - 47/38*z + 1
*
-3/4 | 0.10289862927939656507772785918969755898 | 0.021807492612826205975814123369318307354
f(z) = 14/3*z^3 - 55/24*z + 1
*
4/7 | 0.10810715300838274000581190517180010799 | 0.023578608465883558283483385365669797009
f(z) = 14/3*z^3 - 53/21*z + 1
*
[ 3/7 ] 
f(z) = 14/3*z^3 - 46/21*z + 1
*
[ 3/2 ] 
f(z) = 14/15*z^3 - 53/30*z + 1
*
[ 1/2 ] 
f(z) = 14/17*z^3 - 41/34*z + 1
*
[ -2 ] 
f(z) = 14/19*z^3 - 55/38*z + 1
*
[ 1/2 ] 
f(z) = 14/19*z^3 - 45/38*z + 1
*
[ 4/5 ] 
f(z) = 15/4*z^3 - 53/20*z + 1
*
0 | 0.10904547152959304110550887560527691488 | 0.026742972450828677967213986213756065882
f(z) = 15/7*z^3 - 59/21*z + 1
*
[ 1/3 ] 
f(z) = 15/7*z^3 - 47/21*z + 1
*
[ 1/2 ] 
f(z) = 15/7*z^3 - 43/28*z + 1
*
4/5 | 0.12545992335458483107222709543946051740 | 0.027363318047124381012234763411230662090
f(z) = 15/8*z^3 - 49/20*z + 1
*
[ 1/2 ] 
f(z) = 15/8*z^3 - 47/32*z + 1
*
5/8 | 0.089624510508055094827131724006075559784 | 0.021550139475345312599673104507668615534
f(z) = 16/5*z^3 - 41/20*z + 1
*
3/4 | 0.077808108009964989569823309847469886368 | 0.019416430931347984241560369198558509963
f(z) = 16/7*z^3 - 55/21*z + 1
*
[ 7/8 ] 
f(z) = 16/7*z^3 - 53/28*z + 1
*
0 | 0.12270610733798402052538100321034493010 | 0.029504582090549731549045383230032861420
f(z) = 16/9*z^3 - 55/36*z + 1
*
-9/8 | 0.11938849778161786452934111965110647288 | 0.028706865614787183686567032265351548187
f(z) = 16/9*z^3 - 49/36*z + 1
*
[ -3/2 ] 
f(z) = 16/11*z^3 - 53/33*z + 1
*
[ -3/2 ] 
f(z) = 16/13*z^3 - 43/39*z + 1
*
[ 1/2 ] 
f(z) = 17/6*z^3 - 41/24*z + 1
*
[ 1/2 ] 
f(z) = 17/7*z^3 - 45/28*z + 1
*
[ 1/2 ] 
f(z) = 17/8*z^3 - 49/32*z + 1
*
[ 2/5 ] 
f(z) = 17/8*z^3 - 46/25*z + 1
*
[ 1/2 ] 
f(z) = 17/9*z^3 - 53/36*z + 1
*
[ 4/3 ] 
f(z) = 17/16*z^3 - 59/36*z + 1
*
-3/2 | 0.15201883617250365191996937725193023864 | 0.029369095568437626681910110900184085851
f(z) = 17/18*z^3 - 59/24*z + 1
*
[ 3/2 ] 
f(z) = 17/18*z^3 - 43/24*z + 1
*
0 | 0.11129281593569252384718481980966913552 | 0.027900040370316699372611741424721477517
f(z) = 18/7*z^3 - 47/21*z + 1
*
[ 1/2 ] 
f(z) = 18/17*z^3 - 43/34*z + 1
*
[ 1/2 ] 
f(z) = 18/19*z^3 - 47/38*z + 1
*
[ 1/2 ] 
f(z) = 19/6*z^3 - 43/24*z + 1
*
[ 1/2 ] 
f(z) = 19/7*z^3 - 47/28*z + 1
*
[ 1/2 ] 
f(z) = 19/8*z^3 - 51/32*z + 1
*
[ 2/5 ] 
f(z) = 19/8*z^3 - 47/25*z + 1
*
[ 1/2 ] 
f(z) = 19/9*z^3 - 55/36*z + 1
*
[ 3/2 ] 
f(z) = 19/18*z^3 - 49/24*z + 1
*
[ -5/3 ] 
f(z) = z^3 - 53/45*z + 1
*
[ 3/4 ] 
f(z) = z^3 - 43/48*z + 1
*
-10/3 | 0.091313489978095164637924087508003062316 | 0.023850102561663416418899644250433023523
f(z) = 1/5*z^3 - 46/45*z + 1
*
[ 1/2 ] 
f(z) = 1/10*z^3 - 41/40*z + 1
*
[ -5 ] 
f(z) = 1/11*z^3 - 59/55*z + 1
*
[ 1/2 ] 
f(z) = 1/11*z^3 - 45/44*z + 1
*
[ 1/2 ] 
f(z) = 1/12*z^3 - 49/48*z + 1
*
[ 1/2 ] 
f(z) = 1/13*z^3 - 53/52*z + 1
*
[ -6 ] 
f(z) = 1/14*z^3 - 59/42*z + 1
*
-3 | 0.11770569742029428220914598523322427440 | 0.028866858744906688221844483049594481541
f(z) = 1/16*z^3 - 59/48*z + 1
*
[ 2/3 ] 
f(z) = 2/3*z^3 - 43/54*z + 1
*
0 | 0.11305276014262431864086166890999825520 | 0.028474672040293081212366970775863788376
f(z) = 3/7*z^3 - 53/42*z + 1
*
[ 5/2 ] 
f(z) = 3/10*z^3 - 51/40*z + 1
*
[ 1/2 ] 
f(z) = 3/10*z^3 - 43/40*z + 1
*
[ 1/2 ] 
f(z) = 3/11*z^3 - 47/44*z + 1
*
[ 1/2 ] 
f(z) = 3/13*z^3 - 55/52*z + 1
*
[ 1/2 ] 
f(z) = 3/14*z^3 - 59/56*z + 1
*
[ 3 ] 
f(z) = 3/14*z^3 - 53/42*z + 1
*
[ 3 ] 
f(z) = 3/16*z^3 - 49/48*z + 1
*
[ 3 ] 
f(z) = 3/17*z^3 - 47/51*z + 1
*
[ 3 ] 
f(z) = 3/19*z^3 - 43/57*z + 1
*
[ 2/3 ] 
f(z) = 4/3*z^3 - 59/54*z + 1
*
-1 | 0.044408076572199517161838194995844762368 | 0.011410618469141146126009911793772853740
f(z) = 4/11*z^3 - 49/44*z + 1
*
[ -5/2 ] 
f(z) = 4/11*z^3 - 48/55*z + 1
*
[ -3/2 ] 
f(z) = 5/4*z^3 - 55/48*z + 1
*
[ 2/3 ] 
f(z) = 5/6*z^3 - 47/54*z + 1
*
0 | 0.11936402145571926257609542499532669588 | 0.029523252006559487474358238913833993410
f(z) = 5/8*z^3 - 57/40*z + 1
*
0 | 0.099396818723539768066134005858671403794 | 0.026765824639496410111031728603143256883
f(z) = 5/8*z^3 - 41/40*z + 1
*
-2/5 | 0.11118309383530628037373593112807945293 | 0.028568403810752172273351408818011136699
f(z) = 5/9*z^3 - 49/45*z + 1
*
[ 1/2 ] 
f(z) = 5/11*z^3 - 49/44*z + 1
*
[ -11/5 ] 
f(z) = 5/11*z^3 - 41/55*z + 1
*
[ 1/2 ] 
f(z) = 5/12*z^3 - 53/48*z + 1
*
[ 1/2 ] 
f(z) = 5/13*z^3 - 57/52*z + 1
*
-8/5 | 0.13249287697988264536923363527577037378 | 0.029162289336128908402680357044918085742
f(z) = 5/16*z^3 - 47/40*z + 1
*
[ -3 ] 
f(z) = 5/19*z^3 - 59/57*z + 1
*
-5/4 | 0.099356097749125168372458024914140037055 | 0.025665445289244678979860038948591453121
f(z) = 6/5*z^3 - 43/40*z + 1
*
[ -7/4 ] 
f(z) = 6/7*z^3 - 59/56*z + 1
*
-7/6 | 0.10810780514773645937005875217092273701 | 0.026977493547611009704906401619128021669
f(z) = 6/7*z^3 - 55/42*z + 1
*
0 | 0.10810715300838274000581190517180010799 | 0.026977330811116793905691658584318301911
f(z) = 7/6*z^3 - 55/42*z + 1
*
[ 2/3 ] 
f(z) = 7/6*z^3 - 55/54*z + 1
*
[ 1/2 ] 
f(z) = 7/10*z^3 - 47/40*z + 1
*
[ 1/2 ] 
f(z) = 7/11*z^3 - 51/44*z + 1
*
[ 1/2 ] 
f(z) = 7/12*z^3 - 55/48*z + 1
*
[ 3/2 ] 
f(z) = 7/12*z^3 - 47/48*z + 1
*
[ 2/3 ] 
f(z) = 7/12*z^3 - 41/54*z + 1
*
[ 1/2 ] 
f(z) = 7/13*z^3 - 59/52*z + 1
*
[ 3/7 ] 
f(z) = 7/18*z^3 - 59/42*z + 1
*
[ 5/6 ] 
f(z) = 8/5*z^3 - 59/45*z + 1
*
[ 3/4 ] 
f(z) = 8/7*z^3 - 41/42*z + 1
*
[ 10/9 ] 
f(z) = 9/8*z^3 - 58/45*z + 1
*
1/6 | 0.074115096424896790221353340463573062720 | 0.019957899050730388106904415564049737356
f(z) = 9/10*z^3 - 41/40*z + 1
*
[ 4/3 ] 
f(z) = 9/13*z^3 - 51/52*z + 1
*
[ 7/6 ] 
f(z) = 9/14*z^3 - 41/56*z + 1
*
0 | 0.11770569742029428220914598523322427440 | 0.028866858744906688221844483049594481541
f(z) = 9/16*z^3 - 59/48*z + 1
*
0 | 0.11653944670727988973449268485633204676 | 0.028580840350457001729642173299839257743
f(z) = 10/9*z^3 - 59/45*z + 1
*
-7/5 | 0.069851437966928625659030163702627299932 | 0.017593526996969417866678956855439533700
f(z) = 10/9*z^3 - 53/45*z + 1
*
[ 3/4 ] 
f(z) = 11/9*z^3 - 49/48*z + 1
*
[ 1/2 ] 
f(z) = 11/10*z^3 - 51/40*z + 1
*
[ 1/2 ] 
f(z) = 11/12*z^3 - 59/48*z + 1
*
[ 2/3 ] 
f(z) = 11/12*z^3 - 49/54*z + 1
*
[ 2/3 ] 
f(z) = 12/7*z^3 - 53/42*z + 1
*
[ 3/4 ] 
f(z) = 13/9*z^3 - 55/48*z + 1
*
[ 1/2 ] 
f(z) = 13/10*z^3 - 53/40*z + 1
*
[ 1/2 ] 
f(z) = 13/11*z^3 - 57/44*z + 1
*
[ 2/3 ] 
f(z) = 13/12*z^3 - 53/54*z + 1
*
[ 6/7 ] 
f(z) = 14/9*z^3 - 55/42*z + 1
*
[ 1/2 ] 
f(z) = 15/11*z^3 - 59/44*z + 1
*
0 | 0.10810715300838274000581190517180010799 | 0.026512853528778627790386844502351401786
f(z) = 15/14*z^3 - 59/42*z + 1
*
[ 2/3 ] 
f(z) = 15/14*z^3 - 41/42*z + 1
*
[ 3/4 ] 
f(z) = 16/17*z^3 - 44/51*z + 1
*
[ 3/4 ] 
f(z) = 16/19*z^3 - 46/57*z + 1
*
[ 1/2 ] 
f(z) = 17/10*z^3 - 57/40*z + 1
*
[ 1/2 ] 
f(z) = 19/10*z^3 - 59/40*z + 1
*
[ 3/5 ] 
f(z) = 1/3*z^3 - 59/75*z + 1
*
[ -5/2 ] 
f(z) = 1/3*z^3 - 41/60*z + 1
*
3 | 0.10277211954825335088783397191580982282 | 0.024030896190675372050214092475811380488
f(z) = 1/8*z^3 - 49/72*z + 1
*
[ 3/5 ] 
f(z) = 1/9*z^3 - 53/75*z + 1
*
[ -5 ] 
f(z) = 1/12*z^3 - 53/60*z + 1
*
[ -5 ] 
f(z) = 1/13*z^3 - 47/65*z + 1
*
[ -5 ] 
f(z) = 1/14*z^3 - 41/70*z + 1
*
-11/2 | 0.11697864164463759421816577468093710338 | 0.027352764604301446304833691967606051953
f(z) = 1/18*z^3 - 49/72*z + 1
*
[ 3/5 ] 
f(z) = 2/9*z^3 - 56/75*z + 1
*
[ 9/4 ] 
f(z) = 2/9*z^3 - 41/72*z + 1
*
[ -4 ] 
f(z) = 2/17*z^3 - 43/68*z + 1
*
-3/2 | 0.10149331339522206117898024177743369660 | 0.024788659540695608636702328570946072661
f(z) = 3/5*z^3 - 41/60*z + 1
*
-6/5 | 0.15772579984104143382693951291257926412 | 0.024656484961098423104987453490459801561
f(z) = 3/8*z^3 - 53/75*z + 1
*
[ 2/3 ] 
f(z) = 3/11*z^3 - 41/66*z + 1
*
[ 2/3 ] 
f(z) = 3/13*z^3 - 47/78*z + 1
*
[ -10/3 ] 
f(z) = 3/16*z^3 - 47/60*z + 1
*
[ 3/4 ] 
f(z) = 4/5*z^3 - 47/60*z + 1
*
[ 4/5 ] 
f(z) = 5/6*z^3 - 47/60*z + 1
*
[ -12/5 ] 
f(z) = 5/12*z^3 - 59/60*z + 1
*
[ 3/2 ] 
f(z) = 6/11*z^3 - 59/66*z + 1
*
[ 2/3 ] 
f(z) = 6/11*z^3 - 49/66*z + 1
*
0 | 0.10544013619125556414661127827195052557 | 0.025166784063036409066713652364565757024
f(z) = 6/11*z^3 - 47/66*z + 1
*
-1 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = 6/13*z^3 - 49/78*z + 1
*
[ 5/7 ] 
f(z) = 7/10*z^3 - 53/70*z + 1
*
-10/7 | 0.10142500840100133750933448606468437337 | 0.023873160406807155003629174441850789965
f(z) = 7/10*z^3 - 51/70*z + 1
*
[ 3/2 ] 
f(z) = 7/15*z^3 - 43/60*z + 1
*
[ 3/4 ] 
f(z) = 8/11*z^3 - 49/66*z + 1
*
[ 3/4 ] 
f(z) = 8/13*z^3 - 53/78*z + 1
*
[ 8/9 ] 
f(z) = 9/16*z^3 - 41/72*z + 1
*
[ 4/3 ] 
f(z) = 9/17*z^3 - 47/68*z + 1
*
[ 4/3 ] 
f(z) = 9/19*z^3 - 45/76*z + 1
*
-3/2 | 0.081148641382849659486475700352942479848 | 0.019819690343503555060116538160271323662
f(z) = 11/15*z^3 - 59/60*z + 1
*
[ 3/4 ] 
f(z) = 1/2*z^3 - 59/96*z + 1
*
[ 2/3 ] 
f(z) = 1/5*z^3 - 53/90*z + 1
*
[ 3/4 ] 
f(z) = 1/6*z^3 - 41/96*z + 1
*
[ 2/3 ] 
f(z) = 1/10*z^3 - 49/90*z + 1
*
[ 11/3 ] 
f(z) = 1/11*z^3 - 49/99*z + 1
*
[ 5 ] 
f(z) = 1/17*z^3 - 57/85*z + 1
*
[ 5 ] 
f(z) = 1/18*z^3 - 53/90*z + 1
*
[ 5 ] 
f(z) = 1/19*z^3 - 49/95*z + 1
*
[ 5/6 ] 
f(z) = 2/5*z^3 - 43/90*z + 1
*
[ 5/4 ] 
f(z) = 3/5*z^3 - 59/80*z + 1
*
[ 3/2 ] 
f(z) = 3/7*z^3 - 53/84*z + 1
*
[ 4/3 ] 
f(z) = 3/7*z^3 - 43/84*z + 1
*
[ 3/2 ] 
f(z) = 3/8*z^3 - 49/96*z + 1
*
[ 3/4 ] 
f(z) = 4/7*z^3 - 55/84*z + 1
*
0 | 0.10082304749012401767398839293986106751 | 0.023008314621443977631762037650636341744
f(z) = 5/16*z^3 - 57/80*z + 1
*
0 | 0.11262327312267152963342179165569398317 | 0.025701184066639786260448950249124367793
f(z) = 5/16*z^3 - 41/80*z + 1
*
[ 3/4 ] 
f(z) = 5/18*z^3 - 47/96*z + 1
*
0 | 0.11653944670727988973449268485633204676 | 0.025898750223968125581079891663912314579
f(z) = 5/18*z^3 - 43/90*z + 1
*
[ 9/5 ] 
f(z) = 5/18*z^3 - 41/90*z + 1
*
[ 6/7 ] 
f(z) = 7/16*z^3 - 41/84*z + 1
*
[ 3/4 ] 
f(z) = 7/18*z^3 - 53/96*z + 1
*
[ 4/5 ] 
f(z) = 1/2*z^3 - 57/100*z + 1
*
[ 4/5 ] 
f(z) = 1/4*z^3 - 41/100*z + 1
*
[ 5/2 ] 
f(z) = 2/11*z^3 - 59/110*z + 1
*
[ 4/5 ] 
f(z) = 3/8*z^3 - 49/100*z + 1
*
[ 2/3 ] 
f(z) = 3/17*z^3 - 59/102*z + 1
*
[ 4/3 ] 
f(z) = 5/12*z^3 - 53/108*z + 1
*
[ 3/2 ] 
f(z) = 6/17*z^3 - 47/102*z + 1
*
[ 3/2 ] 
f(z) = 6/19*z^3 - 43/114*z + 1
*
[ 4/5 ] 
f(z) = 7/16*z^3 - 53/100*z + 1
*
[ 5/2 ] 
f(z) = 1/6*z^3 - 53/120*z + 1
*
[ -14/3 ] 
f(z) = 1/14*z^3 - 43/126*z + 1
*
[ 5/2 ] 
f(z) = 2/13*z^3 - 47/130*z + 1
*
-5/3 | 0.089560649286323478694558856767946677416 | 0.018707217494704051270049175993099050255
f(z) = 3/8*z^3 - 53/120*z + 1
*
[ 10/9 ] 
f(z) = 3/8*z^3 - 49/135*z + 1
*
[ 3/2 ] 
f(z) = 3/10*z^3 - 41/120*z + 1
*
[ 5/6 ] 
f(z) = 4/15*z^3 - 52/135*z + 1
*
[ 5/3 ] 
f(z) = 4/15*z^3 - 46/135*z + 1
*
-8/5 | 0.10305642682105136279766053361639794324 | 0.021526183721658918121366674900602928976
f(z) = 5/12*z^3 - 53/120*z + 1
*
[ 9/7 ] 
f(z) = 7/18*z^3 - 53/126*z + 1
*
[ 6/5 ] 
f(z) = 1/3*z^3 - 47/150*z + 1
*
[ 5/2 ] 
f(z) = 1/7*z^3 - 41/140*z + 1
*
[ 6/5 ] 
f(z) = 7/18*z^3 - 59/150*z + 1
*
[ 14/5 ] 
f(z) = 1/8*z^3 - 59/175*z + 1
*
[ 7/5 ] 
f(z) = 2/7*z^3 - 48/175*z + 1
*
[ 5/4 ] 
f(z) = 3/10*z^3 - 43/160*z + 1
*
[ 5/3 ] 
f(z) = 3/11*z^3 - 59/165*z + 1
*
[ 5/3 ] 
f(z) = 1/4*z^3 - 53/180*z + 1
*
[ 5/3 ] 
f(z) = 3/13*z^3 - 47/195*z + 1
*
[ 8/5 ] 
f(z) = 1/4*z^3 - 53/200*z + 1
*
[ 5/3 ] 
f(z) = 3/14*z^3 - 41/210*z + 1
*
[ 8/9 ] 
f(z) = 3/16*z^3 - 59/216*z + 1
*
[ -7/2 ] 
f(z) = 1/8*z^3 - 55/224*z + 1
*
[ 13/6 ] 
f(z) = 2/13*z^3 - 43/234*z + 1
*
[ 7/4 ] 
f(z) = 3/14*z^3 - 51/224*z + 1
*
[ 3/2 ] 
f(z) = 5/19*z^3 - 59/228*z + 1
*
[ 15/4 ] 
f(z) = 1/15*z^3 - 49/240*z + 1
*
[ -10/3 ] 
f(z) = 2/15*z^3 - 49/270*z + 1
*
[ 9/8 ] 
f(z) = 2/9*z^3 - 49/288*z + 1
*
3/2 | 0.10368064011884677016498249678506805789 | 0.029161881853956280276459508079180173110
f(z) = z^3 - 35/12*z + 1
*
-3/2 | 0.040696448692185311252683019492869022146 | 0.011851077557607522600830972766027161838
f(z) = z^3 - 31/12*z + 1
*
1/3 | 0.093851314329886371040061077733266755528 | 0.028164932267303054694362206525089244579
f(z) = z^3 - 28/9*z + 1
*
[ 3 ] 
f(z) = z^3 - 25/3*z + 1
*
[ -3 ] 
f(z) = z^3 - 23/3*z + 1
*
[ 3/2 ] 
f(z) = z^3 - 23/12*z + 1
*
[ 1/3 ] 
f(z) = 1/2*z^3 - 37/18*z + 1
*
-3 | 0.087492124879137397797455844037067158524 | 0.025478290881475486308660325706179253835
f(z) = 1/2*z^3 - 31/6*z + 1
*
2/3 | 0.081378688049489606770018165697964867011 | 0.023698017262033048233623615762095433952
f(z) = 1/2*z^3 - 31/18*z + 1
*
[ 4 ] 
f(z) = 1/2*z^3 - 29/4*z + 1
*
3 | 0.046553374451398644161735722472317736463 | 0.013825151338599686616464812391539811206
f(z) = 1/2*z^3 - 29/6*z + 1
*
[ -4 ] 
f(z) = 1/2*z^3 - 27/4*z + 1
*
-3 | 0.041950086882543433203049668162710738799 | 0.013032527243967576950507369001214539955
f(z) = 1/2*z^3 - 25/6*z + 1
*
1/2 | 0.033515324334777740399923184110924937685 | 0.010412120926146646286739719660885402803
f(z) = 1/2*z^3 - 25/8*z + 1
*
-4/3 | 0.081379340188843326134265012697087496029 | 0.025281913505369677748604900969579525268
f(z) = 1/2*z^3 - 25/18*z + 1
*
[ 3 ] 
f(z) = 1/2*z^3 - 23/6*z + 1
*
0 | 0.096472391755090405378378702900267413000 | 0.027134443685008998461520860203458837587
f(z) = 1/3*z^3 - 35/6*z + 1
*
0 | 0.077025040997535698775010792739451234329 | 0.022874450267069376547032034582523135936
f(z) = 1/3*z^3 - 29/6*z + 1
*
-3 | 0.041592571396406561572328146195032388614 | 0.011698593408315279409426827991706937170
f(z) = 1/4*z^3 - 35/12*z + 1
*
0 | 0.095822682141110207695421092915591825099 | 0.027405255231571969645808823959464608754
f(z) = 1/4*z^3 - 33/4*z + 1
*
3 | 0.044158093389833397843394303338027103982 | 0.012859131604264078795232608324785874512
f(z) = 1/4*z^3 - 31/12*z + 1
*
-3 | 0.057804405934834633361302577512975660204 | 0.018435500738981683482331056688834363567
f(z) = 1/4*z^3 - 23/12*z + 1
*
0 | 0.047374462198188688826477851609749419015 | 0.015560556102721152224975916298755729743
f(z) = 1/4*z^3 - 21/4*z + 1
*
0 | 0.059998642628722104624226057075580421092 | 0.017472005297619515196432129115920786219
f(z) = 1/5*z^3 - 31/5*z + 1
*
-5 | 0.066214142183544963181293947581608173470 | 0.019663892193223467524256862664754363540
f(z) = 1/5*z^3 - 29/5*z + 1
*
0 | 0.097145899562102145769039790970977521432 | 0.029475336162458759526522939399268025590
f(z) = 1/5*z^3 - 27/10*z + 1
*
-6 | 0.078592054814344008546000642376255694082 | 0.022105305431451924918516789449897814771
f(z) = 1/6*z^3 - 35/6*z + 1
*
4 | 0.069416553831150412676668409690737665730 | 0.019524545172680023909231223862896749111
f(z) = 1/6*z^3 - 35/12*z + 1
*
[ -6 ] 
f(z) = 1/6*z^3 - 29/6*z + 1
*
-4 | 0.064185786051464816235178510740800482265 | 0.019061522744713119510402191860495838455
f(z) = 1/6*z^3 - 29/12*z + 1
*
[ 4 ] 
f(z) = 1/6*z^3 - 23/12*z + 1
*
-1 | 0.054061141368794769594010540619414609184 | 0.015086048740706800718007707005850390418
f(z) = 1/7*z^3 - 36/7*z + 1
*
14/3 | 0.092939236484490353971290563034848759548 | 0.016256565708371505448968026272140085713
f(z) = 1/8*z^3 - 38/9*z + 1
*
3 | 0.035638480860577613113786486849608287647 | 0.011071716586655484625586884438582279547
f(z) = 1/8*z^3 - 25/8*z + 1
*
2/3 | 0.11994707762212448647816402388417312737 | 0.023000681733636436448595559209597228283
f(z) = 1/8*z^3 - 23/9*z + 1
*
2 | 0.093728866553135866335050765534650130020 | 0.025408492665328747991044944033092552272
f(z) = 1/9*z^3 - 40/9*z + 1
*
2 | 0.089936060648995104417144488185102849332 | 0.025295993273670906356657874833014927247
f(z) = 1/9*z^3 - 35/18*z + 1
*
-3/2 | 0.12206933635294184888352094254519255855 | 0.026931419053753675432660041513337199158
f(z) = 1/9*z^3 - 31/12*z + 1
*
0 | 0.094172085984561663046049971064154141077 | 0.028261196363247881969878030302698296214
f(z) = 1/9*z^3 - 28/9*z + 1
*
-4 | 0.081569492999952397391597547660870729795 | 0.025340987797593068256310810496172992660
f(z) = 1/9*z^3 - 25/9*z + 1
*
3/2 | 0.12206933635294184888352094254519255855 | 0.028830010822921627299374577442646240182
f(z) = 1/9*z^3 - 23/12*z + 1
*
5 | 0.089413869496803740175400143289466386770 | 0.027129337140161200946500533003704512675
f(z) = 1/10*z^3 - 27/10*z + 1
*
-5 | 0.089414119096486886294712069772133713272 | 0.028516754597166607299239641300500015249
f(z) = 1/10*z^3 - 23/10*z + 1
*
0 | 0.044405468014784639704850806999354246293 | 0.014162191015755340598329108848307921840
f(z) = 1/11*z^3 - 23/11*z + 1
*
4 | 0.051344235597032985882757934922827893931 | 0.014951784191266655608778992614364791297
f(z) = 1/12*z^3 - 31/12*z + 1
*
0 | 0.047499062175213643260249767436394788978 | 0.014411836539955510452960508686694620345
f(z) = 1/13*z^3 - 27/13*z + 1
*
[ -7 ] 
f(z) = 1/14*z^3 - 33/14*z + 1
*
0 | 0.036036672874063148729979937421168426242 | 0.010701962255038311611762140413203127890
f(z) = 1/14*z^3 - 29/14*z + 1
*
-5 | 0.089414617490291215055635427992815521665 | 0.024762295807720022962856146866702960095
f(z) = 1/15*z^3 - 37/15*z + 1
*
3 | 0.061402425278148023428669208638230552680 | 0.018234936393573316866146401174037068459
f(z) = 1/15*z^3 - 29/15*z + 1
*
5 | 0.089413217357450020811153296290343757751 | 0.026833052138432153068905811488672838170
f(z) = 1/15*z^3 - 28/15*z + 1
*
-5 | 0.089414250973870910533334493493078325206 | 0.028926891921760980927520387789758037284
f(z) = 1/15*z^3 - 22/15*z + 1
*
-6 | 0.062119845527527235900477675922784847604 | 0.012430899894659847691005815119162042466
f(z) = 1/16*z^3 - 37/12*z + 1
*
-6 | 0.12206933635294184888352094254519255855 | 0.025679398401091674745640774078310391770
f(z) = 1/16*z^3 - 29/12*z + 1
*
[ 8 ] 
f(z) = 1/16*z^3 - 25/8*z + 1
*
2 | 0.056414179118951513589749149049050345474 | 0.012476076260020080754618246455693032333
f(z) = 1/16*z^3 - 23/4*z + 1
*
[ -8 ] 
f(z) = 1/16*z^3 - 23/8*z + 1
*
0 | 0.052466913778818816300917307738391232140 | 0.014757180695506720514765758506518723353
f(z) = 1/17*z^3 - 35/17*z + 1
*
2 | 0.081379391308116417435067959986156168021 | 0.023698222055640284782371120409123801603
f(z) = 1/18*z^3 - 31/18*z + 1
*
-2 | 0.11853902930071804613125316155617554723 | 0.029193619758442586241316952570178649073
f(z) = 1/18*z^3 - 29/9*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.014883507643428336187546927004047393729
f(z) = 1/19*z^3 - 39/19*z + 1
*
3/2 | 0.070700047699613114825492964381414249952 | 0.020588325899197138011680047725860856403
f(z) = 2*z^3 - 31/6*z + 1
*
-3/2 | 0.059438293696663593865620680778015765966 | 0.017651639979877369274133294871361458185
f(z) = 2*z^3 - 29/6*z + 1
*
1/3 | 0.089563721217513408285374998122323235540 | 0.026598114849289369881054583387494228574
f(z) = 2*z^3 - 29/9*z + 1
*
[ 3/2 ] 
f(z) = 2*z^3 - 25/6*z + 1
*
[ 1/4 ] 
f(z) = 2*z^3 - 25/8*z + 1
*
[ 2/3 ] 
f(z) = 2*z^3 - 25/18*z + 1
*
-3/2 | 0.057814441135523826483503009288685963643 | 0.018438701255390934571754085392194390568
f(z) = 2*z^3 - 23/6*z + 1
*
3 | 0.067622925684208279708499922795114942430 | 0.018727350585128356327838082432405509928
f(z) = 2/3*z^3 - 37/6*z + 1
*
0 | 0.074742021778719957603676489519936573759 | 0.021765375736141085304419765843131691557
f(z) = 2/3*z^3 - 31/6*z + 1
*
[ -3 ] 
f(z) = 2/5*z^3 - 34/15*z + 1
*
0 | 0.045474501196123030288242285501354095267 | 0.013797558266666739698676540673279604196
f(z) = 2/5*z^3 - 27/5*z + 1
*
0 | 0.092649360285948855132945741635775550284 | 0.029973499776843367404455453487465406720
f(z) = 2/5*z^3 - 22/5*z + 1
*
[ -7/2 ] 
f(z) = 2/7*z^3 - 31/14*z + 1
*
-4 | 0.064415147180862435293097894222399630883 | 0.020011690629134462223384714106729749102
f(z) = 2/7*z^3 - 25/7*z + 1
*
-1 | 0.036035428848844888144632224655379683452 | 0.011195035412812293069647491629558174648
f(z) = 2/7*z^3 - 25/14*z + 1
*
-2 | 0.036036025270007669458790416322144475864 | 0.011492933103475368465712057919570565172
f(z) = 2/7*z^3 - 23/14*z + 1
*
1/2 | 0.081378688049489606770018165697964867011 | 0.022536842436802208306018656392636131603
f(z) = 2/9*z^3 - 37/18*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.023698207169366677084098756479879998866
f(z) = 2/9*z^3 - 31/18*z + 1
*
3/2 | 0.12875755151893442964227671652267735119 | 0.029822329125875326566106243547167089542
f(z) = 2/9*z^3 - 25/6*z + 1
*
0 | 0.044406411610148624827891630606757756896 | 0.013972831796019905430740610425269519511
f(z) = 2/11*z^3 - 24/11*z + 1
*
0 | 0.047499062175213643260249767436394788978 | 0.014254545911023987805195693539769615627
f(z) = 2/13*z^3 - 28/13*z + 1
*
0 | 0.052466913778818816300917307738391232140 | 0.014641171061153418618942814694669655670
f(z) = 2/17*z^3 - 36/17*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.014781357981630959719780939839757076734
f(z) = 2/19*z^3 - 40/19*z + 1
*
2/3 | 0.045458902134988563244310797096724681099 | 0.013500121293225123471835110648173939111
f(z) = 3*z^3 - 29/6*z + 1
*
-2 | 0.041512682965282550814579105648846662292 | 0.012896640076813872841621917131825326706
f(z) = 3*z^3 - 25/2*z + 1
*
1/3 | 0.072617324880582502160005407004337505923 | 0.022559840401285399763138776307815266999
f(z) = 3*z^3 - 25/3*z + 1
*
[ 2 ] 
f(z) = 3*z^3 - 23/2*z + 1
*
1/2 | 0.064756581932276167597296621376450875172 | 0.020652751200526986207505466180366185726
f(z) = 3*z^3 - 23/4*z + 1
*
0 | 0.081695492629831124726187243378578699241 | 0.026055060862429967194791750741302320558
f(z) = 3*z^3 - 23/6*z + 1
*
4/3 | 0.078720564224457855147600364269147183797 | 0.025467319007194661458022678155064669593
f(z) = 3*z^3 - 22/3*z + 1
*
[ -2 ] 
f(z) = 3*z^3 - 21/2*z + 1
*
2 | 0.095888077789444396745235167584238539789 | 0.026555042266033376777640942185460652222
f(z) = 3/2*z^3 - 37/6*z + 1
*
-4/3 | 0.049531120430585017034288559660370366191 | 0.013931440628019789090608016767077585868
f(z) = 3/2*z^3 - 35/12*z + 1
*
2/3 | 0.056020316836495675452993565158495133179 | 0.016313490266745107793383674639862248813
f(z) = 3/2*z^3 - 31/6*z + 1
*
[ 4/3 ] 
f(z) = 3/2*z^3 - 29/12*z + 1
*
-4/3 | 0.064181328112712122075628615856269434869 | 0.020469286081490375590432037881167178798
f(z) = 3/2*z^3 - 23/12*z + 1
*
2/3 | 0.079456075683941945949277731093749411062 | 0.018702168922664130830357890366771731361
f(z) = 3/4*z^3 - 35/6*z + 1
*
2 | 0.080898081418847898375202988997795387731 | 0.019923461851016432211367285655798339501
f(z) = 3/4*z^3 - 29/6*z + 1
*
2 | 0.10567351692434410065074660396555500685 | 0.027600787323996403231788705778274900677
f(z) = 3/4*z^3 - 23/6*z + 1
*
-2 | 0.041776911382597088865113504588751288897 | 0.012406665019023559055370275269823337846
f(z) = 3/5*z^3 - 29/10*z + 1
*
0 | 0.091412874454604966604285716746360591483 | 0.027433152489730761045649484310357331585
f(z) = 3/5*z^3 - 28/5*z + 1
*
2 | 0.056017955371875368794649298109262995020 | 0.018122674216594374064847317423129170537
f(z) = 3/5*z^3 - 22/5*z + 1
*
-2 | 0.044604738595687967601383793902013599204 | 0.012989197670110568971735109456472905622
f(z) = 3/7*z^3 - 31/14*z + 1
*
[ 6 ] 
f(z) = 3/8*z^3 - 38/3*z + 1
*
[ -6 ] 
f(z) = 3/8*z^3 - 37/3*z + 1
*
0 | 0.039289396900471337975605403423776945134 | 0.011050787776882847157638624045364633128
f(z) = 3/8*z^3 - 35/8*z + 1
*
4/3 | 0.11547923155719314695426110947859004697 | 0.028440057219680802700245938592763390178
f(z) = 3/8*z^3 - 29/12*z + 1
*
2/3 | 0.082295363724395413003445834701449768803 | 0.015418225124681557255567098183546964371
f(z) = 3/8*z^3 - 26/3*z + 1
*
[ 4 ] 
f(z) = 3/8*z^3 - 21/4*z + 1
*
0 | 0.044747039729154454757258026716413309520 | 0.013901449500925266474513007683217490056
f(z) = 3/11*z^3 - 25/11*z + 1
*
0 | 0.047500087648404302486497759692483579632 | 0.014106300737050211571940113901029718931
f(z) = 3/13*z^3 - 29/13*z + 1
*
0 | 0.036038549645247516753716835839377038037 | 0.010494666257980636556960815992069061845
f(z) = 3/14*z^3 - 31/14*z + 1
*
-4 | 0.076230223061960544756712831714529443657 | 0.015254549714083021011144805505037450005
f(z) = 3/16*z^3 - 37/12*z + 1
*
4/3 | 0.051345269213453875604939132125562461387 | 0.011149483545619968690788528588945922548
f(z) = 3/16*z^3 - 25/12*z + 1
*
0 | 0.052466913778818816300917307738391232140 | 0.014530076575570235724703644373090985945
f(z) = 3/17*z^3 - 37/17*z + 1
*
-2 | 0.041431162066856469898853247795979386154 | 0.011849298575370364059513597712634368181
f(z) = 4*z^3 - 33/2*z + 1
*
[ 2 ] 
f(z) = 4*z^3 - 31/2*z + 1
*
[ 3/4 ] 
f(z) = 4*z^3 - 31/12*z + 1
*
[ -2 ] 
f(z) = 4*z^3 - 29/2*z + 1
*
[ 3/2 ] 
f(z) = 4*z^3 - 26/3*z + 1
*
[ -3/2 ] 
f(z) = 4*z^3 - 22/3*z + 1
*
[ 1/3 ] 
f(z) = 4*z^3 - 22/9*z + 1
*
3 | 0.089400882718262149968411034009913958902 | 0.024758492128887842779984634938084178137
f(z) = 4/3*z^3 - 37/3*z + 1
*
[ 3 ] 
f(z) = 4/3*z^3 - 34/3*z + 1
*
[ -3 ] 
f(z) = 4/3*z^3 - 32/3*z + 1
*
0 | 0.063311442377191047873295295664538700705 | 0.018436714701353483828726176873983691181
f(z) = 4/3*z^3 - 31/12*z + 1
*
1/2 | 0.078707397078069424292261295475922308286 | 0.025463059231864133343045060578505685840
f(z) = 4/3*z^3 - 22/3*z + 1
*
3/2 | 0.047689058065649423573527262254265689689 | 0.013206907279353630199518285743394001103
f(z) = 4/5*z^3 - 37/15*z + 1
*
0 | 0.089547951001975728284032949274469100841 | 0.025610684212110831549420973885848509197
f(z) = 4/5*z^3 - 33/10*z + 1
*
[ 2 ] 
f(z) = 4/5*z^3 - 27/10*z + 1
*
[ 5/2 ] 
f(z) = 4/5*z^3 - 22/5*z + 1
*
[ 3/2 ] 
f(z) = 4/5*z^3 - 22/15*z + 1
*
[ -7/2 ] 
f(z) = 4/7*z^3 - 40/7*z + 1
*
-2 | 0.042042201096156642180171750263564468878 | 0.011475772801741152749859494561277187162
f(z) = 4/7*z^3 - 39/14*z + 1
*
[ 2 ] 
f(z) = 4/7*z^3 - 25/14*z + 1
*
0 | 0.086048006169721924380153353777815901859 | 0.023326326392628228450602992658770975993
f(z) = 4/9*z^3 - 40/9*z + 1
*
1/2 | 0.081378688049489606770018165697964867011 | 0.024421876808878935861931163474454565790
f(z) = 4/9*z^3 - 28/9*z + 1
*
-3/4 | 0.12206970885248767049535049764979878717 | 0.028830098798872496075009771192211658699
f(z) = 4/9*z^3 - 23/12*z + 1
*
0 | 0.042821501157927787578951671513868629784 | 0.013853417351613413287858550630047182897
f(z) = 4/9*z^3 - 22/9*z + 1
*
0 | 0.052126716226396902708607894051076184499 | 0.015999131891301008659623371264843807058
f(z) = 4/11*z^3 - 26/11*z + 1
*
0 | 0.047546481442227590134925636838572750107 | 0.013979336129851940977910479448503929500
f(z) = 4/13*z^3 - 30/13*z + 1
*
[ 3 ] 
f(z) = 4/15*z^3 - 26/15*z + 1
*
0 | 0.052490076288882971533532169998388483907 | 0.014429919728095513459171469321280014336
f(z) = 4/17*z^3 - 38/17*z + 1
*
[ 2 ] 
f(z) = 5*z^3 - 39/2*z + 1
*
[ -2 ] 
f(z) = 5*z^3 - 37/2*z + 1
*
[ 3/5 ] 
f(z) = 5*z^3 - 37/15*z + 1
*
0 | 0.065592050954365169002760857742013759447 | 0.019100843144871097387159871262208165588
f(z) = 5*z^3 - 31/5*z + 1
*
0 | 0.097269024764582952483671826704361146738 | 0.029512693958820226948120793245626157637
f(z) = 5*z^3 - 27/5*z + 1
*
[ 1/3 ] 
f(z) = 5*z^3 - 23/9*z + 1
*
[ 2/5 ] 
f(z) = 5*z^3 - 23/10*z + 1
*
0 | 0.055900315962026543380233109943038794017 | 0.015258461945380989038952294201973095576
f(z) = 5/2*z^3 - 39/10*z + 1
*
0 | 0.090471121253157310750984090455774155685 | 0.025874710596997124485643362593599385647
f(z) = 5/2*z^3 - 33/10*z + 1
*
0 | 0.093684154871448776528887711298420698020 | 0.027281451354590802610547196605090782666
f(z) = 5/2*z^3 - 31/10*z + 1
*
[ 2/3 ] 
f(z) = 5/2*z^3 - 29/18*z + 1
*
0 | 0.089770310135912563683608587658934642951 | 0.027237485890721464666860342329688721528
f(z) = 5/2*z^3 - 27/10*z + 1
*
1/2 | 0.089876939698967430896399128331198041588 | 0.029520866256506868163975215677737056703
f(z) = 5/2*z^3 - 21/8*z + 1
*
0 | 0.089415289766682521939251096975223724570 | 0.024762481986527619999882557027488886635
f(z) = 5/3*z^3 - 37/15*z + 1
*
[ -2 ] 
f(z) = 5/3*z^3 - 31/6*z + 1
*
1/2 | 0.051354714825600563432206195275892572709 | 0.015251025576154040611744076498352294058
f(z) = 5/3*z^3 - 29/12*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.026833052138432153068905811488672838170
f(z) = 5/3*z^3 - 28/15*z + 1
*
0 | 0.078372697473566449656500092493882867931 | 0.024347847427999331942562939695797901029
f(z) = 5/3*z^3 - 25/6*z + 1
*
[ -3/2 ] 
f(z) = 5/3*z^3 - 25/12*z + 1
*
2/5 | 0.12232008275160803449826515467349724378 | 0.028419663760369991863793731532634546828
f(z) = 5/4*z^3 - 37/10*z + 1
*
2/5 | 0.11518145766249799736204373956198552547 | 0.028874885514196072354237359105500232812
f(z) = 5/4*z^3 - 27/10*z + 1
*
[ 1/2 ] 
f(z) = 5/4*z^3 - 21/16*z + 1
*
[ -3 ] 
f(z) = 5/6*z^3 - 37/6*z + 1
*
0 | 0.067091333245663352499028760786779159630 | 0.019924395310979507650919643668074579590
f(z) = 5/6*z^3 - 29/6*z + 1
*
[ 2 ] 
f(z) = 5/7*z^3 - 33/14*z + 1
*
[ 4 ] 
f(z) = 5/8*z^3 - 37/4*z + 1
*
0 | 0.046294440604542762424451787763744089194 | 0.012820684857563542376553880764545793692
f(z) = 5/8*z^3 - 37/8*z + 1
*
[ -4 ] 
f(z) = 5/8*z^3 - 35/4*z + 1
*
2 | 0.10504486160405538417218919524512810873 | 0.020316253121537857679319077878348594683
f(z) = 5/8*z^3 - 22/5*z + 1
*
0 | 0.035339598063270036873896136479790521760 | 0.011607599807901442717692249116279513267
f(z) = 5/8*z^3 - 21/8*z + 1
*
-12/5 | 0.056906889746303004168192819756212490383 | 0.012015309401909381130892516043161870941
f(z) = 5/9*z^3 - 38/15*z + 1
*
[ 2 ] 
f(z) = 5/9*z^3 - 31/18*z + 1
*
0 | 0.049405584953909046240965313448221538354 | 0.015756873255551055873177191298085719289
f(z) = 5/9*z^3 - 23/9*z + 1
*
0 | 0.060829503755763027828586954164749347317 | 0.018456466818246679693073193130353948360
f(z) = 5/11*z^3 - 27/11*z + 1
*
[ 3 ] 
f(z) = 5/12*z^3 - 37/12*z + 1
*
0 | 0.057847916291408386773697429143399966933 | 0.016845699429471653597762850351808118864
f(z) = 5/13*z^3 - 31/13*z + 1
*
0 | 0.042776042784849716514952059500159297418 | 0.012233934013547190523505593268212933382
f(z) = 5/14*z^3 - 33/14*z + 1
*
-2 | 0.036035373130653950094543569323021846845 | 0.010933603389885322593011903130138627889
f(z) = 5/14*z^3 - 27/14*z + 1
*
-4 | 0.066982797816866438427641224790990351364 | 0.014813341374881355400397790615341466251
f(z) = 5/16*z^3 - 23/4*z + 1
*
0 | 0.052547698872626992875550350177615791305 | 0.014343336880420936280134352502743974202
f(z) = 5/17*z^3 - 39/17*z + 1
*
3/4 | 0.043950058438079792699380564768908869129 | 0.011353080946776368373305161609814338710
f(z) = 6*z^3 - 35/8*z + 1
*
[ 1/4 ] 
f(z) = 6*z^3 - 27/8*z + 1
*
0 | 0.086647582954161343177899313559108550582 | 0.027634426022528899733098216514149969698
f(z) = 6*z^3 - 23/3*z + 1
*
0 | 0.10507694224331943045624078389297167863 | 0.028886447668698842203952204417938341042
f(z) = 6/5*z^3 - 38/15*z + 1
*
0 | 0.039976534671659814402878172053803676731 | 0.011071017297755616892473401586470315507
f(z) = 6/5*z^3 - 37/10*z + 1
*
[ -2 ] 
f(z) = 6/5*z^3 - 33/10*z + 1
*
[ 1/3 ] 
f(z) = 6/5*z^3 - 32/15*z + 1
*
[ -5/3 ] 
f(z) = 6/5*z^3 - 26/15*z + 1
*
1/2 | 0.089414690858756032910156684802920551283 | 0.028516936948728999572237918901223557973
f(z) = 6/5*z^3 - 23/10*z + 1
*
0 | 0.089965510651910569899161303452609490336 | 0.029549958160000727437761458176639882484
f(z) = 6/5*z^3 - 21/5*z + 1
*
[ -2 ] 
f(z) = 6/7*z^3 - 27/14*z + 1
*
0 | 0.066186383544965272511142316869920218396 | 0.019862641486397021827125418435798748680
f(z) = 6/11*z^3 - 28/11*z + 1
*
0 | 0.064407433774738358130972258558640866352 | 0.018584057060639871672199490846673435069
f(z) = 6/13*z^3 - 32/13*z + 1
*
0 | 0.058504836734478589186836594763262393397 | 0.015859785461200810458186971555381162288
f(z) = 6/17*z^3 - 40/17*z + 1
*
-1 | 0.085847818248205017399935737568063603405 | 0.022058525746906096605776515148011825309
f(z) = 7*z^3 - 36/7*z + 1
*
[ 1/3 ] 
f(z) = 7*z^3 - 25/9*z + 1
*
4/7 | 0.10810661092999399981972965825452557087 | 0.027777904078067744445690460174659547470
f(z) = 7*z^3 - 23/7*z + 1
*
[ 2/3 ] 
f(z) = 7/2*z^3 - 37/18*z + 1
*
-2 | 0.035984733760779855473764471475670256649 | 0.010686537678195147259130089038548568956
f(z) = 7/2*z^3 - 29/2*z + 1
*
[ 2 ] 
f(z) = 7/2*z^3 - 27/2*z + 1
*
[ -2 ] 
f(z) = 7/2*z^3 - 25/2*z + 1
*
1/2 | 0.051346268828103859145580610432371591675 | 0.014952376281728791766569323066795525722
f(z) = 7/3*z^3 - 31/12*z + 1
*
0 | 0.083765561597767475323543016607880756080 | 0.024876211009385519382013772796576357351
f(z) = 7/3*z^3 - 29/6*z + 1
*
[ 2/7 ] 
f(z) = 7/4*z^3 - 37/14*z + 1
*
[ 1/2 ] 
f(z) = 7/4*z^3 - 23/16*z + 1
*
[ 2/3 ] 
f(z) = 7/4*z^3 - 23/18*z + 1
*
0 | 0.10231387376368925482867704333369571360 | 0.027927433368503105806517685480960661688
f(z) = 7/5*z^3 - 39/10*z + 1
*
0 | 0.076716636453790340678217180408983628922 | 0.020940451905548605554841753344320095528
f(z) = 7/8*z^3 - 39/8*z + 1
*
2 | 0.11424007394043374416002395104376143256 | 0.020076073375931214826394233502156549842
f(z) = 7/8*z^3 - 37/7*z + 1
*
0 | 0.094984488512085675277401873868422128254 | 0.027660117192057677003421458858548688324
f(z) = 7/8*z^3 - 31/8*z + 1
*
6/7 | 0.14899412117595367210518602171474971320 | 0.027354746705984868394820646017537194565
f(z) = 7/8*z^3 - 29/7*z + 1
*
-2/7 | 0.12495042402972215401687050787225840939 | 0.023583038799944507474545016629114880041
f(z) = 7/8*z^3 - 25/7*z + 1
*
0 | 0.034145574403634384210997016073583879870 | 0.010890013520090621986978680053693233784
f(z) = 7/8*z^3 - 23/8*z + 1
*
0 | 0.081543988781010889417783483070526253269 | 0.023124121374369916425745676637212423960
f(z) = 7/9*z^3 - 34/9*z + 1
*
[ -2 ] 
f(z) = 7/9*z^3 - 29/18*z + 1
*
0 | 0.057781020708808383794859531428865179347 | 0.017950683360447515993596080795979583218
f(z) = 7/9*z^3 - 25/9*z + 1
*
-3/2 | 0.12207001469968941191641972509363100991 | 0.028273387555363976743724600324541517994
f(z) = 7/9*z^3 - 25/12*z + 1
*
0 | 0.057961793225421013217181694630640443724 | 0.017586365946470628663191222117194598921
f(z) = 7/10*z^3 - 27/10*z + 1
*
[ 2 ] 
f(z) = 7/10*z^3 - 23/10*z + 1
*
0 | 0.070215982734995003344262202042948218463 | 0.020852335607019431811801351460681991114
f(z) = 7/11*z^3 - 29/11*z + 1
*
0 | 0.068925877891598191974794641074560659174 | 0.019712778159327014988118438676600556760
f(z) = 7/13*z^3 - 33/13*z + 1
*
0 | 0.047058295052409117095587340019201201881 | 0.013032225099226636510189963476661076603
f(z) = 7/15*z^3 - 37/15*z + 1
*
0 | 0.040844376811662104580853248721800445285 | 0.011148816577117507125837171088008763768
f(z) = 7/16*z^3 - 39/16*z + 1
*
4 | 0.12638375341316920813195012840756017713 | 0.025883448769149539989299954406442817374
f(z) = 7/16*z^3 - 33/4*z + 1
*
-4 | 0.12968072032368541607819367201433126166 | 0.026903142183439656243241720619696672080
f(z) = 7/16*z^3 - 31/4*z + 1
*
[ 4 ] 
f(z) = 7/16*z^3 - 25/4*z + 1
*
[ -4 ] 
f(z) = 7/16*z^3 - 23/4*z + 1
*
0 | 0.071711895646751495142854249006181123444 | 0.020170147734202372632354873899454717243
f(z) = 8*z^3 - 35/4*z + 1
*
5/8 | 0.072280425932522318339921444582666460623 | 0.017379768674365329513451233925081151943
f(z) = 8*z^3 - 33/8*z + 1
*
[ 3/4 ] 
f(z) = 8*z^3 - 29/6*z + 1
*
[ 1/3 ] 
f(z) = 8*z^3 - 26/9*z + 1
*
1/8 | 0.10396162511383585138704777319954846983 | 0.024997486832414749777690263113557473162
f(z) = 8*z^3 - 25/8*z + 1
*
0 | 0.068582628834325149218254121960755914319 | 0.019289990079225709933125411328672892589
f(z) = 8/3*z^3 - 35/12*z + 1
*
3/4 | 0.083055972817840928541499159455767111965 | 0.024665481446034562746763396489208036960
f(z) = 8/3*z^3 - 29/6*z + 1
*
5/4 | 0.10371605154879005049990501529348152392 | 0.029662756257644186165833935230756917816
f(z) = 8/5*z^3 - 33/10*z + 1
*
[ -3/2 ] 
f(z) = 8/5*z^3 - 29/15*z + 1
*
-5/4 | 0.098033925508006270040368825223689005902 | 0.029744774845866871465301177939232565251
f(z) = 8/5*z^3 - 27/10*z + 1
*
[ 5/4 ] 
f(z) = 8/5*z^3 - 23/10*z + 1
*
[ -7/4 ] 
f(z) = 8/7*z^3 - 27/14*z + 1
*
0 | 0.075236608845595511559607591243450251543 | 0.024340205604052255316835336935631470603
f(z) = 8/7*z^3 - 22/7*z + 1
*
[ -2 ] 
f(z) = 8/9*z^3 - 37/18*z + 1
*
0 | 0.086492485968927058071495995845253417769 | 0.024327431371850959929405490468662246226
f(z) = 8/9*z^3 - 35/9*z + 1
*
3/4 | 0.13336166874732753572540133112026473679 | 0.029862161335174216209396579543696237588
f(z) = 8/9*z^3 - 29/6*z + 1
*
0 | 0.060833856905844393847787706465584488006 | 0.018671594348394132761263402838815147799
f(z) = 8/9*z^3 - 26/9*z + 1
*
3/2 | 0.12267114208380619071328210833945166342 | 0.028412618369279157488938359437372559325
f(z) = 8/9*z^3 - 25/6*z + 1
*
[ 3 ] 
f(z) = 8/9*z^3 - 22/3*z + 1
*
0 | 0.073478851863583588865306749773742908145 | 0.021603818778572234861903099600216761514
f(z) = 8/11*z^3 - 30/11*z + 1
*
0 | 0.072460855025443471336088049321849278801 | 0.020548340000865543266219232812523378638
f(z) = 8/13*z^3 - 34/13*z + 1
*
0 | 0.050967645323951335041137584611649898943 | 0.014011391919245990110207918933316502576
f(z) = 8/15*z^3 - 38/15*z + 1
*
[ -5/2 ] 
f(z) = 8/15*z^3 - 29/15*z + 1
*
3/2 | 0.090838421822933878681231389703588236175 | 0.027260758319469919586083643102065203733
f(z) = 8/15*z^3 - 28/15*z + 1
*
[ 1/2 ] 
f(z) = 8/19*z^3 - 21/19*z + 1
*
-7/9 | 0.086285296757776737871254603521052500547 | 0.019635065447516464471902923945571816903
f(z) = 9*z^3 - 40/9*z + 1
*
5/9 | 0.084830245592053759580739220279566521911 | 0.019303954285568923979435254164613310498
f(z) = 9*z^3 - 34/9*z + 1
*
0 | 0.10021482989156709973534058630810967397 | 0.029761219373460765750296045234037144553
f(z) = 9*z^3 - 29/3*z + 1
*
5/6 | 0.067164334591040001573039825172683974934 | 0.018742564430251472130018922686189913936
f(z) = 9*z^3 - 29/4*z + 1
*
-2 | 0.040849350118764586235114767093948109940 | 0.011312732969011522387626263441005677447
f(z) = 9/2*z^3 - 37/2*z + 1
*
[ 2 ] 
f(z) = 9/2*z^3 - 35/2*z + 1
*
0 | 0.10426365301471615939029423721513906599 | 0.029325863800529790232854696540458986557
f(z) = 9/2*z^3 - 35/6*z + 1
*
[ -2 ] 
f(z) = 9/2*z^3 - 33/2*z + 1
*
5/6 | 0.10538758419282516444449911623638000175 | 0.029408965322289986799439426721891093012
f(z) = 9/2*z^3 - 33/8*z + 1
*
[ 4/3 ] 
f(z) = 9/2*z^3 - 31/4*z + 1
*
0 | 0.063448032652864526580518276755415126688 | 0.018476490701536325957352873258843746717
f(z) = 9/2*z^3 - 31/6*z + 1
*
0 | 0.058357098390137368959225445658824408839 | 0.017330552863949521639196783585405243022
f(z) = 9/2*z^3 - 29/6*z + 1
*
[ -4/3 ] 
f(z) = 9/2*z^3 - 25/4*z + 1
*
1/6 | 0.049450352452885220437679499262819404584 | 0.013799383595329888434815970934094234972
f(z) = 9/2*z^3 - 25/8*z + 1
*
0 | 0.041829307155319729650843335576937154573 | 0.011765179226305204775644439104317266735
f(z) = 9/4*z^3 - 35/12*z + 1
*
0 | 0.094326137101069266381482606265176178754 | 0.027468400865870866192001089570872436422
f(z) = 9/4*z^3 - 31/12*z + 1
*
[ 1/2 ] 
f(z) = 9/4*z^3 - 25/16*z + 1
*
0 | 0.050624219172510594570771300804417332323 | 0.014607061989811403501046665894949040263
f(z) = 9/5*z^3 - 32/15*z + 1
*
[ 5/3 ] 
f(z) = 9/5*z^3 - 23/5*z + 1
*
2/3 | 0.055476523584333166545096732891528532883 | 0.017693071574649246980699544235775076889
f(z) = 9/5*z^3 - 23/10*z + 1
*
-5/3 | 0.090632373007082015122634203640092082699 | 0.029320973223325653747427911715174592816
f(z) = 9/5*z^3 - 22/5*z + 1
*
0 | 0.077726516462284751580596661803466576461 | 0.024789239306331119333219531463511052879
f(z) = 9/7*z^3 - 23/7*z + 1
*
2 | 0.16992061848669597295787782368896693797 | 0.029721846274227509485743857139024759548
f(z) = 9/8*z^3 - 38/9*z + 1
*
-2 | 0.11990494859773387207942298852298462838 | 0.022014086675350675168036947848601524483
f(z) = 9/8*z^3 - 29/9*z + 1
*
0 | 0.094077389637343389980084890504999125189 | 0.025679215671648663014901028068024551722
f(z) = 9/10*z^3 - 39/10*z + 1
*
0 | 0.076231425700390117074763511256291047667 | 0.022199100101719629761732945287682432359
f(z) = 9/11*z^3 - 31/11*z + 1
*
[ 1/3 ] 
f(z) = 9/11*z^3 - 23/11*z + 1
*
0 | 0.075388378557524258397188575566186363588 | 0.021204218898878329426266163915664137164
f(z) = 9/13*z^3 - 35/13*z + 1
*
[ 1/3 ] 
f(z) = 9/13*z^3 - 27/13*z + 1
*
0 | 0.062100987541686359028618199584720073714 | 0.017198116668404316767458474407011348662
f(z) = 9/14*z^3 - 37/14*z + 1
*
-4 | 0.10828850536147611941820788276359008238 | 0.021443879826675833568061451163978152759
f(z) = 9/16*z^3 - 39/4*z + 1
*
[ 4 ] 
f(z) = 9/16*z^3 - 33/4*z + 1
*
[ 1/3 ] 
f(z) = 9/16*z^3 - 33/16*z + 1
*
2 | 0.12288793641974872593687137024651685048 | 0.025851605098324099329495149794173200118
f(z) = 9/16*z^3 - 29/12*z + 1
*
2/3 | 0.10453561804763247834439079167095423596 | 0.022326503247504789973023805920113743414
f(z) = 9/16*z^3 - 27/4*z + 1
*
[ 8/3 ] 
f(z) = 9/16*z^3 - 27/8*z + 1
*
-2 | 0.12206958603555000992626214042543623648 | 0.026507073811726807898849067774851776796
f(z) = 9/16*z^3 - 25/12*z + 1
*
-10/3 | 0.11679875013240907192479998495109084604 | 0.025830210356414536630119768648870733676
f(z) = 9/16*z^3 - 23/4*z + 1
*
[ -8/3 ] 
f(z) = 9/16*z^3 - 21/8*z + 1
*
[ 1/3 ] 
f(z) = 9/17*z^3 - 35/17*z + 1
*
[ 1/3 ] 
f(z) = 9/19*z^3 - 39/19*z + 1
*
-3/4 | 0.058430364595205012050980772163907408549 | 0.013334096176609274762643588732627255497
f(z) = 10*z^3 - 37/8*z + 1
*
[ 2/5 ] 
f(z) = 10*z^3 - 31/10*z + 1
*
[ 1/4 ] 
f(z) = 10*z^3 - 29/8*z + 1
*
[ 1/3 ] 
f(z) = 10*z^3 - 28/9*z + 1
*
-4/5 | 0.045347918143076807817413749270763312672 | 0.011591935446226693737029493818664245074
f(z) = 10*z^3 - 27/5*z + 1
*
[ 1/5 ] 
f(z) = 10*z^3 - 22/5*z + 1
*
0 | 0.081746997354656859227497005837574565205 | 0.026850515647959594504989972845676630000
f(z) = 10*z^3 - 21/2*z + 1
*
0 | 0.060979398926950894695450000898936105830 | 0.018109308479497579726956578818375440214
f(z) = 10/3*z^3 - 29/6*z + 1
*
[ 3/5 ] 
f(z) = 10/3*z^3 - 28/15*z + 1
*
0 | 0.079918243895909825143718687582105311602 | 0.025146913224927995269187509554652752689
f(z) = 10/7*z^3 - 24/7*z + 1
*
0 | 0.083663368953055116138632454090232759607 | 0.023169557153347085297923159112041003926
f(z) = 10/9*z^3 - 37/9*z + 1
*
3/5 | 0.12317189895519058325146123985917376666 | 0.027174670769223841417228346818076244611
f(z) = 10/9*z^3 - 31/15*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.024167564805011567979420480769345450109
f(z) = 10/9*z^3 - 29/18*z + 1
*
[ 3 ] 
f(z) = 10/9*z^3 - 28/3*z + 1
*
0 | 0.065724881059049378545702178039079606751 | 0.019724143838816673094529882805419643337
f(z) = 10/9*z^3 - 28/9*z + 1
*
[ -3 ] 
f(z) = 10/9*z^3 - 26/3*z + 1
*
[ 1/2 ] 
f(z) = 10/9*z^3 - 23/18*z + 1
*
0 | 0.078616465270554802895832914616028142874 | 0.022683916915609766605500272626356233877
f(z) = 10/11*z^3 - 32/11*z + 1
*
0 | 0.077895936915589542488410033455759583715 | 0.021737275078878055008861481316581993168
f(z) = 10/13*z^3 - 36/13*z + 1
*
-7/11 | 0.13321640404435391911455242099806273888 | 0.027777777777777777777777777777777777778
f(z) = 11*z^3 - 38/11*z + 1
*
[ 1/3 ] 
f(z) = 11*z^3 - 29/9*z + 1
*
1/2 | 0.093227079144701308689445536910435195002 | 0.024635942741635611699922941621222026793
f(z) = 11/3*z^3 - 35/12*z + 1
*
[ 1/2 ] 
f(z) = 11/3*z^3 - 23/12*z + 1
*
[ 2/3 ] 
f(z) = 11/4*z^3 - 31/18*z + 1
*
[ 1/2 ] 
f(z) = 11/4*z^3 - 27/16*z + 1
*
-2 | 0.056896282196064561397284755156618381463 | 0.014860697648058410241819120301639260630
f(z) = 11/4*z^3 - 23/2*z + 1
*
[ 2 ] 
f(z) = 11/4*z^3 - 21/2*z + 1
*
0 | 0.082409061046249208848854737312143895208 | 0.027067976253074206645647645882450280072
f(z) = 11/5*z^3 - 21/5*z + 1
*
[ -2 ] 
f(z) = 11/6*z^3 - 35/6*z + 1
*
0 | 0.060218988797157774674667568425404195667 | 0.017883486286204816825982023139580594150
f(z) = 11/6*z^3 - 29/6*z + 1
*
0 | 0.048966797739872904862985859291788146685 | 0.015616931293034593585021959276090732162
f(z) = 11/6*z^3 - 23/6*z + 1
*
0 | 0.081876136943323086730749054408361382211 | 0.025436252094836732541544946712234976353
f(z) = 11/7*z^3 - 25/7*z + 1
*
0 | 0.050222467499414649612005917540259436109 | 0.015238153325319555581367477146193508503
f(z) = 11/8*z^3 - 27/8*z + 1
*
0 | 0.089785248852629500241517941244914699249 | 0.024682645279083375234218206392243690677
f(z) = 11/9*z^3 - 38/9*z + 1
*
-3/2 | 0.12990641848231199044022587826215028470 | 0.027583731907295746286229829020218894209
f(z) = 11/9*z^3 - 37/12*z + 1
*
[ 3 ] 
f(z) = 11/9*z^3 - 31/3*z + 1
*
[ -3 ] 
f(z) = 11/9*z^3 - 29/3*z + 1
*
0 | 0.067752328582398249216216757159829687427 | 0.020120693875200861450485159458753513089
f(z) = 11/9*z^3 - 29/9*z + 1
*
[ 3/2 ] 
f(z) = 11/9*z^3 - 29/12*z + 1
*
0 | 0.068188015017280399652764084022506124558 | 0.019856805211219111213786126077611566164
f(z) = 11/10*z^3 - 31/10*z + 1
*
[ -2 ] 
f(z) = 11/10*z^3 - 29/10*z + 1
*
0 | 0.080093139512028187064734353380026057450 | 0.022180825332962805161930418751356216715
f(z) = 11/13*z^3 - 37/13*z + 1
*
0 | 0.066927012036332461144555377501080005327 | 0.018268291488158035601818175602520662896
f(z) = 11/14*z^3 - 39/14*z + 1
*
[ 2 ] 
f(z) = 11/14*z^3 - 37/14*z + 1
*
[ -2 ] 
f(z) = 11/14*z^3 - 23/14*z + 1
*
[ -4 ] 
f(z) = 11/16*z^3 - 39/4*z + 1
*
[ 3 ] 
f(z) = 11/18*z^3 - 29/6*z + 1
*
[ -3 ] 
f(z) = 11/18*z^3 - 25/6*z + 1
*
0 | 0.10507294554379647571433407293249016459 | 0.028483702666568932545269497739275618581
f(z) = 12*z^3 - 40/3*z + 1
*
0 | 0.093134976841255400780872390098584091163 | 0.025792604289099988439150313423829838140
f(z) = 12*z^3 - 37/3*z + 1
*
[ 2/3 ] 
f(z) = 12*z^3 - 35/6*z + 1
*
3/4 | 0.064060533441441674162101568505311236040 | 0.016547973939079417301666033052309960394
f(z) = 12*z^3 - 31/4*z + 1
*
5/6 | 0.098323001920132567568696321461965631853 | 0.027437556103022337037238232424237042865
f(z) = 12*z^3 - 28/3*z + 1
*
-3/4 | 0.074924203173051345673867400991354746979 | 0.019354252843481200444937972329484532560
f(z) = 12*z^3 - 23/4*z + 1
*
1/3 | 0.077018061729850499101206846810847343038 | 0.018008902165028085648277610826949220975
f(z) = 12*z^3 - 23/6*z + 1
*
-5/6 | 0.073048204789632834567388102585717804220 | 0.020384489671792900944915494651915911905
f(z) = 12*z^3 - 22/3*z + 1
*
[ 5/6 ] 
f(z) = 12/5*z^3 - 28/15*z + 1
*
0 | 0.084128239046452114937636518997335029546 | 0.027216785377712801428179481297844777568
f(z) = 12/5*z^3 - 22/5*z + 1
*
0 | 0.083645600075860605232840918509082602091 | 0.025673149674888207214978594619936624844
f(z) = 12/7*z^3 - 26/7*z + 1
*
0 | 0.082610030438951961531621646034951154869 | 0.023426427860192749023173054630809988306
f(z) = 12/11*z^3 - 34/11*z + 1
*
0 | 0.082050502828408459131069919256188011357 | 0.022556304985111386382709845476910057745
f(z) = 12/13*z^3 - 38/13*z + 1
*
[ 1/2 ] 
f(z) = 12/19*z^3 - 22/19*z + 1
*
[ 1/3 ] 
f(z) = 13*z^3 - 31/9*z + 1
*
[ 1/2 ] 
f(z) = 13/2*z^3 - 21/8*z + 1
*
1/2 | 0.10695029394121464537266440190344056733 | 0.027067501161282924377947245289645741322
f(z) = 13/3*z^3 - 37/12*z + 1
*
0 | 0.095634608947594089915919324358206064281 | 0.028401011902770135058458395280838037049
f(z) = 13/3*z^3 - 29/6*z + 1
*
[ 1/2 ] 
f(z) = 13/3*z^3 - 25/12*z + 1
*
[ 2/3 ] 
f(z) = 13/4*z^3 - 35/18*z + 1
*
[ 1/2 ] 
f(z) = 13/4*z^3 - 29/16*z + 1
*
-2 | 0.060205775022845451247510082632931893932 | 0.015093009728805732226805359199936965849
f(z) = 13/4*z^3 - 27/2*z + 1
*
[ 2 ] 
f(z) = 13/4*z^3 - 25/2*z + 1
*
[ -2 ] 
f(z) = 13/4*z^3 - 23/2*z + 1
*
0 | 0.060244343094684175497259553377173984450 | 0.019787780949886046022394789441201062787
f(z) = 13/4*z^3 - 21/4*z + 1
*
0 | 0.085700969509674791845812985150284910548 | 0.027332523553796059558934662971570934753
f(z) = 13/5*z^3 - 23/5*z + 1
*
0 | 0.079806379346794611459471282602542745505 | 0.023240150470729517518542260722227814315
f(z) = 13/6*z^3 - 31/6*z + 1
*
0 | 0.052303583464134707092201828761672014757 | 0.016249021804460666323541055466743631664
f(z) = 13/6*z^3 - 25/6*z + 1
*
0 | 0.085259909585397667582994313977194459679 | 0.025868971387762151115748826975795798260
f(z) = 13/7*z^3 - 27/7*z + 1
*
0 | 0.056507993913566441873150530224720531307 | 0.016781416533216633614577608317885097463
f(z) = 13/8*z^3 - 29/8*z + 1
*
0 | 0.081577854785610624533254940465756134032 | 0.022114535267514050933683382753539076621
f(z) = 13/9*z^3 - 40/9*z + 1
*
[ 3 ] 
f(z) = 13/9*z^3 - 37/3*z + 1
*
[ -3 ] 
f(z) = 13/9*z^3 - 35/3*z + 1
*
[ 3/2 ] 
f(z) = 13/9*z^3 - 35/12*z + 1
*
0 | 0.071237228832434111807725069408395397845 | 0.020744756631414014728891349514497398260
f(z) = 13/9*z^3 - 31/9*z + 1
*
[ -2 ] 
f(z) = 13/10*z^3 - 37/10*z + 1
*
0 | 0.071727538142118510734409750603747668982 | 0.020514052059431285439609897487629461991
f(z) = 13/10*z^3 - 33/10*z + 1
*
0 | 0.084320059762622541713459724249810429151 | 0.023716400842987791711318452178379593830
f(z) = 13/11*z^3 - 35/11*z + 1
*
0 | 0.038056893044566632848686164721696782246 | 0.010539395789448479839121103444599915047
f(z) = 13/12*z^3 - 37/12*z + 1
*
[ -2 ] 
f(z) = 13/14*z^3 - 31/14*z + 1
*
[ 3 ] 
f(z) = 13/18*z^3 - 35/6*z + 1
*
[ -3 ] 
f(z) = 13/18*z^3 - 31/6*z + 1
*
[ -2 ] 
f(z) = 13/18*z^3 - 25/18*z + 1
*
[ 1/3 ] 
f(z) = 14*z^3 - 32/9*z + 1
*
[ 1/4 ] 
f(z) = 14*z^3 - 31/8*z + 1
*
-4/7 | 0.076527677239357191516215437284231735001 | 0.016690996739969608524187304676167592330
f(z) = 14*z^3 - 25/7*z + 1
*
0 | 0.073586674270403209909864750730174615037 | 0.020378938555409231784883254950224711959
f(z) = 14/3*z^3 - 37/6*z + 1
*
-1 | 0.060756070504231119573775651461905635054 | 0.018232995699605672516788871704996646691
f(z) = 14/3*z^3 - 25/6*z + 1
*
0 | 0.10248022064249916263072923710656286863 | 0.029309309029355463548396425249905501320
f(z) = 14/5*z^3 - 33/10*z + 1
*
0 | 0.087150300480837906512717575122290753602 | 0.027422537544399099965698224171074166736
f(z) = 14/5*z^3 - 24/5*z + 1
*
[ 3 ] 
f(z) = 14/9*z^3 - 40/3*z + 1
*
[ -3 ] 
f(z) = 14/9*z^3 - 38/3*z + 1
*
0 | 0.081379340188843326134265012697087496029 | 0.022537023038901036360451614043281610287
f(z) = 14/9*z^3 - 37/18*z + 1
*
0 | 0.072759461888772533053814033606403770961 | 0.020993942968936332856658274301615290521
f(z) = 14/9*z^3 - 32/9*z + 1
*
3/2 | 0.12374764262118838348620256233768638139 | 0.028661953285571600296668562619393865549
f(z) = 14/9*z^3 - 25/6*z + 1
*
[ 1/2 ] 
f(z) = 14/9*z^3 - 25/18*z + 1
*
0 | 0.085883741037663212328915712860437429294 | 0.023966314260547640698025286412089867906
f(z) = 14/11*z^3 - 36/11*z + 1
*
0 | 0.085425716673329804609615806444104242546 | 0.023157633025405798342980264140692528376
f(z) = 14/13*z^3 - 40/13*z + 1
*
[ 2/5 ] 
f(z) = 15*z^3 - 39/10*z + 1
*
3/5 | 0.075478697643489363657069641121398928600 | 0.017482085800502014843382146807642086369
f(z) = 15*z^3 - 32/5*z + 1
*
[ -2/3 ] 
f(z) = 15*z^3 - 25/6*z + 1
*
[ 1/5 ] 
f(z) = 15*z^3 - 23/5*z + 1
*
-3/5 | 0.089442016826672975545248163451571892382 | 0.020716216113311775678308658539535143349
f(z) = 15*z^3 - 22/5*z + 1
*
2/3 | 0.084864869018730964212269388009564721852 | 0.022293772890764319738387028654175640264
f(z) = 15/2*z^3 - 29/6*z + 1
*
[ 2/5 ] 
f(z) = 15/2*z^3 - 27/10*z + 1
*
[ 1/2 ] 
f(z) = 15/2*z^3 - 23/8*z + 1
*
-2 | 0.063000125680727726983219091054075915432 | 0.015264859295353284391646412109231756847
f(z) = 15/4*z^3 - 31/2*z + 1
*
2/5 | 0.11693017104391412089323293147881617444 | 0.027082916725887756923935878841459338521
f(z) = 15/4*z^3 - 31/10*z + 1
*
[ 1/2 ] 
f(z) = 15/4*z^3 - 31/16*z + 1
*
[ 2 ] 
f(z) = 15/4*z^3 - 29/2*z + 1
*
[ 1/3 ] 
f(z) = 15/4*z^3 - 29/12*z + 1
*
[ -2 ] 
f(z) = 15/4*z^3 - 27/2*z + 1
*
0 | 0.063006965658001704501877324232786214296 | 0.020094747851202996319064297601450561229
f(z) = 15/4*z^3 - 23/4*z + 1
*
[ 2/5 ] 
f(z) = 15/4*z^3 - 21/10*z + 1
*
0 | 0.088117935101138657042132749559905135851 | 0.026168753667684913473399664443203623558
f(z) = 15/7*z^3 - 29/7*z + 1
*
[ 4/3 ] 
f(z) = 15/8*z^3 - 37/12*z + 1
*
0 | 0.052744604545555212434287445342750697933 | 0.015359580978247456912668708434669881958
f(z) = 15/8*z^3 - 31/8*z + 1
*
-4/3 | 0.11552453009332421823620535357636276135 | 0.027991463159506990375338075401719840062
f(z) = 15/8*z^3 - 31/12*z + 1
*
-6/5 | 0.13810374005344142432606520373240948278 | 0.025498740753999221814186497819139523335
f(z) = 15/8*z^3 - 28/15*z + 1
*
2/3 | 0.14532996949556178156210431620921191472 | 0.026832953361870965126568425109633298913
f(z) = 15/8*z^3 - 23/15*z + 1
*
0 | 0.087324409578997270917991936198490753350 | 0.024183438031979750247207920611958614355
f(z) = 15/11*z^3 - 37/11*z + 1
*
[ -2 ] 
f(z) = 15/14*z^3 - 39/14*z + 1
*
[ 1/3 ] 
f(z) = 16*z^3 - 34/9*z + 1
*
[ 3/4 ] 
f(z) = 16*z^3 - 28/3*z + 1
*
-3/2 | 0.085181351872752554469874506255776159107 | 0.023589944145358720580673331293763387131
f(z) = 16/3*z^3 - 37/3*z + 1
*
[ 3/2 ] 
f(z) = 16/3*z^3 - 35/3*z + 1
*
-3/2 | 0.089491414498107174800378390507975550492 | 0.025377840374914068034250135484530435269
f(z) = 16/3*z^3 - 34/3*z + 1
*
-1 | 0.086750542204172613542395867838819596754 | 0.025030915406477710889918717125576226011
f(z) = 16/3*z^3 - 29/6*z + 1
*
[ 3/8 ] 
f(z) = 16/3*z^3 - 29/12*z + 1
*
0 | 0.069742497646328823986730470410593066609 | 0.022562775729772296253951798681861970763
f(z) = 16/3*z^3 - 22/3*z + 1
*
[ 3/4 ] 
f(z) = 16/5*z^3 - 32/15*z + 1
*
0 | 0.089747061030460954862100314284154938100 | 0.027545856908512885050510957535456895518
f(z) = 16/5*z^3 - 26/5*z + 1
*
[ -7/4 ] 
f(z) = 16/7*z^3 - 38/7*z + 1
*
0 | 0.089396492979455236469467353237690472064 | 0.026283829765788960926994127539298784837
f(z) = 16/7*z^3 - 30/7*z + 1
*
[ 1/4 ] 
f(z) = 16/7*z^3 - 22/7*z + 1
*
1/4 | 0.092904419653834991224329825541362800759 | 0.025728754267305509104631139422442743155
f(z) = 16/9*z^3 - 37/9*z + 1
*
0 | 0.075471432880834277049467429646269042334 | 0.021402075129300405217457324712364118343
f(z) = 16/9*z^3 - 34/9*z + 1
*
[ 1/4 ] 
f(z) = 16/9*z^3 - 28/9*z + 1
*
[ 3/8 ] 
f(z) = 16/9*z^3 - 23/12*z + 1
*
1/2 | 0.081382586497238013621250238083090695302 | 0.026328524349064993559397016826953651004
f(z) = 16/9*z^3 - 22/9*z + 1
*
0 | 0.088660179478458964046364978621505877254 | 0.024373355182637889976786950922771179578
f(z) = 16/11*z^3 - 38/11*z + 1
*
[ 1/4 ] 
f(z) = 16/11*z^3 - 34/11*z + 1
*
[ 1/4 ] 
f(z) = 16/13*z^3 - 40/13*z + 1
*
5/4 | 0.094827286217553242138519605409052797115 | 0.026261268882767969936647302383778957215
f(z) = 16/15*z^3 - 37/15*z + 1
*
1/2 | 0.089413549570902230677995187138907978434 | 0.025355759556273603133649769454326645774
f(z) = 16/15*z^3 - 34/15*z + 1
*
-5/4 | 0.089413217357450020811153296290343757751 | 0.026833052138432153068905811488672838170
f(z) = 16/15*z^3 - 28/15*z + 1
*
-3/2 | 0.090838421822933878681231389703588236175 | 0.027880825740693550166041336132538530277
f(z) = 16/15*z^3 - 26/15*z + 1
*
[ 5/4 ] 
f(z) = 16/15*z^3 - 22/15*z + 1
*
[ 1/2 ] 
f(z) = 16/17*z^3 - 21/17*z + 1
*
[ 1/2 ] 
f(z) = 16/19*z^3 - 23/19*z + 1
*
[ 1/3 ] 
f(z) = 17*z^3 - 35/9*z + 1
*
[ 1/2 ] 
f(z) = 17*z^3 - 21/4*z + 1
*
[ 1/2 ] 
f(z) = 17/2*z^3 - 25/8*z + 1
*
0 | 0.078560251070844793046157534140020009715 | 0.025803800982852710708414184984652509474
f(z) = 17/2*z^3 - 21/2*z + 1
*
[ 1/2 ] 
f(z) = 17/3*z^3 - 29/12*z + 1
*
0 | 0.070895744686175118174855710923695056545 | 0.022610708170343853008658477101236056204
f(z) = 17/3*z^3 - 23/3*z + 1
*
-2 | 0.065421095578526863003911963190376752014 | 0.015398651016723158461727977553403002423
f(z) = 17/4*z^3 - 35/2*z + 1
*
[ 2 ] 
f(z) = 17/4*z^3 - 33/2*z + 1
*
[ 1/2 ] 
f(z) = 17/4*z^3 - 33/16*z + 1
*
[ -2 ] 
f(z) = 17/4*z^3 - 31/2*z + 1
*
0 | 0.065410174071444715178211349583299376289 | 0.020320813113106959670348514295657013191
f(z) = 17/4*z^3 - 25/4*z + 1
*
0 | 0.090920390620747683977024798982915260570 | 0.027586435347746444029212580182546705586
f(z) = 17/5*z^3 - 27/5*z + 1
*
0 | 0.10430648484428882091065827178445335705 | 0.029337910955641438661093028847744654952
f(z) = 17/6*z^3 - 35/6*z + 1
*
0 | 0.057578461515361308869623517890302584017 | 0.017099317797567133796301468315884918954
f(z) = 17/6*z^3 - 29/6*z + 1
*
0 | 0.090592245107419347849854054765963393513 | 0.026381066589035744243436050776143685009
f(z) = 17/7*z^3 - 31/7*z + 1
*
0 | 0.061899934415008127998135941961059168027 | 0.017703360661129672914941149270414427100
f(z) = 17/8*z^3 - 33/8*z + 1
*
0 | 0.076691083730022219580113499448795421822 | 0.021570626111327798935690144289976697004
f(z) = 17/9*z^3 - 35/9*z + 1
*
[ -3/2 ] 
f(z) = 17/9*z^3 - 31/12*z + 1
*
0 | 0.077245795634763419566492874699484613599 | 0.021392287917782492300782361930382412305
f(z) = 17/10*z^3 - 37/10*z + 1
*
0 | 0.089905405968854657103470460517218638980 | 0.024540437599524175453348874254011273880
f(z) = 17/11*z^3 - 39/11*z + 1
*
[ -2 ] 
f(z) = 17/12*z^3 - 25/6*z + 1
*
[ 1/4 ] 
f(z) = 18*z^3 - 33/8*z + 1
*
5/6 | 0.089413869496803740175400143289466386770 | 0.024762088659979318124978589759053945743
f(z) = 18/5*z^3 - 37/10*z + 1
*
2/3 | 0.037592362975426131106518364368066127597 | 0.010490348626878493749784244366712567934
f(z) = 18/5*z^3 - 31/10*z + 1
*
0 | 0.092023715695190732957998628695899977202 | 0.027616466940785762151380897605905401381
f(z) = 18/5*z^3 - 28/5*z + 1
*
[ 5/6 ] 
f(z) = 18/5*z^3 - 27/10*z + 1
*
0 | 0.091071665641412874054186827223801647776 | 0.024688165274646569076687214413522471699
f(z) = 18/11*z^3 - 40/11*z + 1
*
[ 1/3 ] 
f(z) = 18/11*z^3 - 24/11*z + 1
*
[ 1/3 ] 
f(z) = 18/13*z^3 - 28/13*z + 1
*
[ 1/3 ] 
f(z) = 18/17*z^3 - 36/17*z + 1
*
[ 1/3 ] 
f(z) = 18/19*z^3 - 40/19*z + 1
*
[ 1/3 ] 
f(z) = 19*z^3 - 37/9*z + 1
*
[ 1/2 ] 
f(z) = 19*z^3 - 23/4*z + 1
*
[ 1/2 ] 
f(z) = 19/2*z^3 - 27/8*z + 1
*
0 | 0.080652622011879127555460587421673411048 | 0.025722459190689054596658707170851628573
f(z) = 19/2*z^3 - 23/2*z + 1
*
[ 1/2 ] 
f(z) = 19/3*z^3 - 31/12*z + 1
*
0 | 0.073005053999677779047245094874160165864 | 0.022680295224705359662561582388765368407
f(z) = 19/3*z^3 - 25/3*z + 1
*
-2 | 0.067558116165625113543997298293457701156 | 0.015506686091059836861686116958200502833
f(z) = 19/4*z^3 - 39/2*z + 1
*
[ 2 ] 
f(z) = 19/4*z^3 - 37/2*z + 1
*
[ -2 ] 
f(z) = 19/4*z^3 - 35/2*z + 1
*
[ 1/2 ] 
f(z) = 19/4*z^3 - 35/16*z + 1
*
0 | 0.067536864451675238170779201587968904100 | 0.020491567755764805093900683954016700408
f(z) = 19/4*z^3 - 27/4*z + 1
*
0 | 0.093064928868263289735327390092993604351 | 0.027637883205716772141246591207084528834
f(z) = 19/5*z^3 - 29/5*z + 1
*
0 | 0.059741340342097376548796127823922467077 | 0.017397077153947732030459352655269756769
f(z) = 19/6*z^3 - 31/6*z + 1
*
0 | 0.092773985110734875839489351657327513665 | 0.026533328894568234090910959252100508718
f(z) = 19/7*z^3 - 33/7*z + 1
*
0 | 0.061248628707059763261069967198316087044 | 0.017227182162694181476331779578761593305
f(z) = 19/8*z^3 - 35/8*z + 1
*
0 | 0.078912230443743992104545595552967575438 | 0.021853786863284763701160310482266416664
f(z) = 19/9*z^3 - 37/9*z + 1
*
[ -3/2 ] 
f(z) = 19/9*z^3 - 37/12*z + 1
*
0 | 0.079487555334378195737659222169454265246 | 0.021696797546276442115778731519486520022
f(z) = 19/10*z^3 - 39/10*z + 1
*
[ -2 ] 
f(z) = 19/12*z^3 - 29/6*z + 1
*
-2 | 0.063343175515576127343091327371575803790 | 0.014296049327092957884026732342831730311
f(z) = 19/16*z^3 - 21/4*z + 1
*
-3/2 | 0.070640148123014045149951211553965371632 | 0.019868701151420131242237219377910829661
f(z) = 1/2*z^3 - 35/24*z + 1
*
[ 4/3 ] 
f(z) = 1/2*z^3 - 23/36*z + 1
*
-3 | 0.081402165066223503882904657666379511681 | 0.022543344112360018265605131815873364213
f(z) = 1/4*z^3 - 37/36*z + 1
*
[ -4 ] 
f(z) = 1/5*z^3 - 39/20*z + 1
*
-5/2 | 0.089414521636157459539646990288589015789 | 0.024762269262078146179411547409699424427
f(z) = 1/5*z^3 - 37/20*z + 1
*
[ 2/5 ] 
f(z) = 1/8*z^3 - 38/25*z + 1
*
3 | 0.044017211146774719136669319371758315520 | 0.012380563136295279916702704751270301918
f(z) = 1/8*z^3 - 35/24*z + 1
*
[ 1/2 ] 
f(z) = 1/8*z^3 - 33/32*z + 1
*
4 | 0.093984971367592620733933677216336891165 | 0.026027999982632877672326661249935523153
f(z) = 1/10*z^3 - 37/20*z + 1
*
-4 | 0.074115096424896790221353340463573062720 | 0.022487489350390511777139808894691467512
f(z) = 1/10*z^3 - 27/20*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.017205271274361955841937112443498723481
f(z) = 1/13*z^3 - 21/26*z + 1
*
[ -6 ] 
f(z) = 1/15*z^3 - 37/30*z + 1
*
-2 | 0.038362812001743060973025285119987135694 | 0.011279207789756460742327965525236467407
f(z) = 1/15*z^3 - 23/30*z + 1
*
-14/3 | 0.081379992328197045498511859696210125048 | 0.016374859058616945545908114405744220508
f(z) = 1/16*z^3 - 31/36*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.017305175109673934520269770412445278716
f(z) = 1/17*z^3 - 25/34*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.017342275231933497608556168810765819620
f(z) = 1/19*z^3 - 27/38*z + 1
*
[ 3/4 ] 
f(z) = 2*z^3 - 35/24*z + 1
*
[ 3 ] 
f(z) = 2/7*z^3 - 40/21*z + 1
*
[ -3 ] 
f(z) = 2/7*z^3 - 26/21*z + 1
*
[ 3 ] 
f(z) = 2/11*z^3 - 32/33*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.013473397488867105757968799619111967827
f(z) = 2/11*z^3 - 27/22*z + 1
*
[ 1/2 ] 
f(z) = 2/11*z^3 - 23/22*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.014105996197965309326973007380108202079
f(z) = 2/13*z^3 - 29/26*z + 1
*
[ 3 ] 
f(z) = 2/13*z^3 - 28/39*z + 1
*
[ 1/2 ] 
f(z) = 2/13*z^3 - 27/26*z + 1
*
5/2 | 0.089413217357450020811153296290343757751 | 0.024761908057880490070545632108408467060
f(z) = 2/15*z^3 - 37/30*z + 1
*
3/2 | 0.070968817965722762945419546083511845564 | 0.020865833411597096366649652381145626480
f(z) = 2/15*z^3 - 29/30*z + 1
*
[ 1/2 ] 
f(z) = 2/17*z^3 - 35/34*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = 2/17*z^3 - 33/34*z + 1
*
[ 1/2 ] 
f(z) = 2/19*z^3 - 39/38*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = 2/19*z^3 - 35/38*z + 1
*
[ 1/2 ] 
f(z) = 3/5*z^3 - 23/20*z + 1
*
[ 2/3 ] 
f(z) = 3/5*z^3 - 23/30*z + 1
*
-7/3 | 0.10810611939196185028363070796906554054 | 0.029305950692262127416803898768798736263
f(z) = 3/7*z^3 - 40/21*z + 1
*
[ 1/2 ] 
f(z) = 3/7*z^3 - 31/28*z + 1
*
-7/3 | 0.036036406747074839816724766525756414300 | 0.011658334458629796682069428422722273254
f(z) = 3/7*z^3 - 22/21*z + 1
*
[ 2/5 ] 
f(z) = 3/8*z^3 - 39/25*z + 1
*
[ 1/2 ] 
f(z) = 3/8*z^3 - 35/32*z + 1
*
[ -8/3 ] 
f(z) = 3/8*z^3 - 31/24*z + 1
*
-5/3 | 0.089413869496803740175400143289466386770 | 0.024762088659979318124978589759053945743
f(z) = 3/10*z^3 - 37/30*z + 1
*
[ -3 ] 
f(z) = 3/11*z^3 - 37/33*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.014896668258157215658439346102456600442
f(z) = 3/11*z^3 - 35/22*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.015524150958521735395749418828666089076
f(z) = 3/13*z^3 - 37/26*z + 1
*
[ -3 ] 
f(z) = 3/13*z^3 - 29/39*z + 1
*
0 | 0.061279037525638543750663856732866089237 | 0.017844864839799552894467269339310677660
f(z) = 4/5*z^3 - 31/20*z + 1
*
0 | 0.087379608727686935977301504245849740777 | 0.026222762876907757688835221283772980005
f(z) = 4/7*z^3 - 23/28*z + 1
*
[ -9/4 ] 
f(z) = 4/9*z^3 - 29/36*z + 1
*
[ 2 ] 
f(z) = 4/11*z^3 - 21/22*z + 1
*
[ 4/5 ] 
f(z) = 5/2*z^3 - 37/20*z + 1
*
0 | 0.089414521636157459539646990288589015789 | 0.025572523457851713987983519323766648645
f(z) = 5/4*z^3 - 33/20*z + 1
*
0 | 0.095118132423787019242570844615102412633 | 0.028247631698035006309812526745769805070
f(z) = 5/4*z^3 - 29/20*z + 1
*
[ 3/2 ] 
f(z) = 5/6*z^3 - 37/24*z + 1
*
0 | 0.089414903113224629897581340492200954225 | 0.024762374907533512127522739769931259112
f(z) = 5/6*z^3 - 37/30*z + 1
*
[ 3/5 ] 
f(z) = 5/6*z^3 - 29/30*z + 1
*
[ 1/2 ] 
f(z) = 5/7*z^3 - 33/28*z + 1
*
[ 1/2 ] 
f(z) = 5/8*z^3 - 37/32*z + 1
*
[ 4/3 ] 
f(z) = 5/8*z^3 - 31/36*z + 1
*
[ 2 ] 
f(z) = 5/11*z^3 - 29/22*z + 1
*
-6/5 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = 5/12*z^3 - 23/30*z + 1
*
[ 2 ] 
f(z) = 5/13*z^3 - 27/26*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = 5/16*z^3 - 29/36*z + 1
*
[ 2/3 ] 
f(z) = 5/16*z^3 - 23/36*z + 1
*
[ 2 ] 
f(z) = 5/17*z^3 - 23/34*z + 1
*
[ 3/5 ] 
f(z) = 5/18*z^3 - 23/30*z + 1
*
[ 2 ] 
f(z) = 5/19*z^3 - 21/38*z + 1
*
-5/3 | 0.067246727214783696934951419331684518432 | 0.019970543311323441980123162728514085932
f(z) = 6/7*z^3 - 29/21*z + 1
*
[ 2 ] 
f(z) = 6/11*z^3 - 37/22*z + 1
*
[ 1/2 ] 
f(z) = 6/11*z^3 - 25/22*z + 1
*
[ 2 ] 
f(z) = 6/13*z^3 - 35/26*z + 1
*
[ 1/2 ] 
f(z) = 6/13*z^3 - 29/26*z + 1
*
[ 1/2 ] 
f(z) = 6/17*z^3 - 37/34*z + 1
*
[ 2 ] 
f(z) = 6/17*z^3 - 31/34*z + 1
*
[ 2 ] 
f(z) = 6/19*z^3 - 29/38*z + 1
*
[ 1/2 ] 
f(z) = 7/5*z^3 - 27/20*z + 1
*
[ 1/2 ] 
f(z) = 7/6*z^3 - 31/24*z + 1
*
[ 1/2 ] 
f(z) = 7/8*z^3 - 39/32*z + 1
*
6/7 | 0.15665875526783018149892485086143188432 | 0.027402133319958674865566049414046154378
f(z) = 7/8*z^3 - 38/21*z + 1
*
[ 4/7 ] 
f(z) = 7/8*z^3 - 29/28*z + 1
*
[ 3/7 ] 
f(z) = 7/9*z^3 - 31/21*z + 1
*
[ -2 ] 
f(z) = 7/11*z^3 - 23/22*z + 1
*
-4/3 | 0.087083603115826605201435714022723521892 | 0.017426436650094812263972263338232857326
f(z) = 7/16*z^3 - 37/36*z + 1
*
[ 4/7 ] 
f(z) = 7/16*z^3 - 25/28*z + 1
*
[ 2/3 ] 
f(z) = 7/16*z^3 - 25/36*z + 1
*
-2 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = 7/16*z^3 - 23/28*z + 1
*
[ 2 ] 
f(z) = 7/17*z^3 - 39/34*z + 1
*
-3/2 | 0.12219128641208736999768133138112418504 | 0.027360904695213294412569058692866186298
f(z) = 7/18*z^3 - 29/24*z + 1
*
[ 2 ] 
f(z) = 7/19*z^3 - 37/38*z + 1
*
[ 3/4 ] 
f(z) = 8/5*z^3 - 37/30*z + 1
*
0 | 0.076192085539842549051628608427875483029 | 0.020797271316653110612006481240314003617
f(z) = 8/7*z^3 - 39/28*z + 1
*
[ -2 ] 
f(z) = 8/11*z^3 - 31/22*z + 1
*
[ -2 ] 
f(z) = 8/13*z^3 - 25/26*z + 1
*
0 | 0.050624798092704080617161851658143257830 | 0.014019924938042208881947356081231151936
f(z) = 9/10*z^3 - 37/30*z + 1
*
[ 4/3 ] 
f(z) = 9/10*z^3 - 27/20*z + 1
*
[ -2 ] 
f(z) = 9/11*z^3 - 39/22*z + 1
*
[ -2 ] 
f(z) = 9/13*z^3 - 33/26*z + 1
*
[ 2/3 ] 
f(z) = 9/13*z^3 - 21/26*z + 1
*
[ 4/3 ] 
f(z) = 9/14*z^3 - 25/28*z + 1
*
[ 2/3 ] 
f(z) = 9/17*z^3 - 25/34*z + 1
*
[ -2 ] 
f(z) = 9/17*z^3 - 21/34*z + 1
*
[ 2/3 ] 
f(z) = 9/19*z^3 - 27/38*z + 1
*
[ 3/4 ] 
f(z) = 10/9*z^3 - 23/24*z + 1
*
[ 1/2 ] 
f(z) = 10/11*z^3 - 27/22*z + 1
*
[ 1/2 ] 
f(z) = 10/13*z^3 - 31/26*z + 1
*
[ 1/2 ] 
f(z) = 10/17*z^3 - 39/34*z + 1
*
[ -2 ] 
f(z) = 10/17*z^3 - 29/34*z + 1
*
[ -2 ] 
f(z) = 10/19*z^3 - 23/38*z + 1
*
[ 1/2 ] 
f(z) = 11/5*z^3 - 31/20*z + 1
*
[ 1/2 ] 
f(z) = 11/6*z^3 - 35/24*z + 1
*
[ 1/2 ] 
f(z) = 11/7*z^3 - 39/28*z + 1
*
[ 4/3 ] 
f(z) = 11/16*z^3 - 35/36*z + 1
*
[ 2/3 ] 
f(z) = 11/16*z^3 - 29/36*z + 1
*
[ -2 ] 
f(z) = 11/17*z^3 - 37/34*z + 1
*
[ 3/2 ] 
f(z) = 11/18*z^3 - 25/24*z + 1
*
[ -2 ] 
f(z) = 11/19*z^3 - 31/38*z + 1
*
[ -5/4 ] 
f(z) = 12/5*z^3 - 39/20*z + 1
*
[ -2 ] 
f(z) = 12/19*z^3 - 39/38*z + 1
*
[ 1/2 ] 
f(z) = 13/5*z^3 - 33/20*z + 1
*
[ 1/2 ] 
f(z) = 13/6*z^3 - 37/24*z + 1
*
[ 2/3 ] 
f(z) = 13/16*z^3 - 31/36*z + 1
*
[ 3/2 ] 
f(z) = 13/18*z^3 - 31/24*z + 1
*
[ 3/7 ] 
f(z) = 14/9*z^3 - 34/21*z + 1
*
[ 3/4 ] 
f(z) = 14/9*z^3 - 29/24*z + 1
*
[ 1/2 ] 
f(z) = 14/11*z^3 - 29/22*z + 1
*
[ 1/2 ] 
f(z) = 14/13*z^3 - 33/26*z + 1
*
[ 1/2 ] 
f(z) = 14/15*z^3 - 37/30*z + 1
*
0 | 0.073571000193842367544027212256976045632 | 0.019326903919522787933095484702057003152
f(z) = 15/7*z^3 - 38/21*z + 1
*
[ 4/5 ] 
f(z) = 15/8*z^3 - 29/20*z + 1
*
[ 2/5 ] 
f(z) = 15/16*z^3 - 33/20*z + 1
*
[ 5/8 ] 
f(z) = 16/5*z^3 - 37/20*z + 1
*
[ 3/4 ] 
f(z) = 16/7*z^3 - 34/21*z + 1
*
[ 3/4 ] 
f(z) = 16/11*z^3 - 38/33*z + 1
*
[ 3/4 ] 
f(z) = 16/13*z^3 - 40/39*z + 1
*
[ 1/2 ] 
f(z) = 17/5*z^3 - 37/20*z + 1
*
[ 2/3 ] 
f(z) = 17/16*z^3 - 35/36*z + 1
*
[ 1/2 ] 
f(z) = 18/11*z^3 - 31/22*z + 1
*
[ 2/3 ] 
f(z) = 18/11*z^3 - 27/22*z + 1
*
[ 1/2 ] 
f(z) = 18/13*z^3 - 35/26*z + 1
*
[ 2/3 ] 
f(z) = 18/13*z^3 - 29/26*z + 1
*
[ 2/3 ] 
f(z) = 18/17*z^3 - 33/34*z + 1
*
[ 2/3 ] 
f(z) = 18/19*z^3 - 35/38*z + 1
*
[ 1/2 ] 
f(z) = 19/5*z^3 - 39/20*z + 1
*
[ 2/3 ] 
f(z) = 19/16*z^3 - 37/36*z + 1
*
[ 2/3 ] 
f(z) = 1/3*z^3 - 35/54*z + 1
*
[ 2/3 ] 
f(z) = 1/6*z^3 - 31/54*z + 1
*
[ 10/3 ] 
f(z) = 1/8*z^3 - 31/45*z + 1
*
[ 4 ] 
f(z) = 1/11*z^3 - 31/44*z + 1
*
[ 2/3 ] 
f(z) = 1/12*z^3 - 29/54*z + 1
*
-3/2 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = 1/12*z^3 - 25/48*z + 1
*
[ 4 ] 
f(z) = 1/13*z^3 - 25/52*z + 1
*
-9/2 | 0.11048316733626893296338801977104831340 | 0.027446835910154079626757164899417092754
f(z) = 1/14*z^3 - 25/56*z + 1
*
-5/4 | 0.096544361190371268850425231696292076353 | 0.026171731115448197719253118123213615920
f(z) = 2/5*z^3 - 33/40*z + 1
*
[ 5/3 ] 
f(z) = 2/5*z^3 - 32/45*z + 1
*
-5/3 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = 2/5*z^3 - 23/45*z + 1
*
[ 7/4 ] 
f(z) = 2/7*z^3 - 25/56*z + 1
*
[ 2/3 ] 
f(z) = 3/7*z^3 - 29/42*z + 1
*
0 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789
f(z) = 3/14*z^3 - 37/42*z + 1
*
-7/3 | 0.10810611939196185028363070796906554054 | 0.028923401593106208825119099453808867205
f(z) = 3/14*z^3 - 31/42*z + 1
*
[ 5/6 ] 
f(z) = 4/5*z^3 - 34/45*z + 1
*
[ -3 ] 
f(z) = 4/17*z^3 - 40/51*z + 1
*
[ -3 ] 
f(z) = 4/19*z^3 - 32/57*z + 1
*
-8/5 | 0.099787214223413283162732307924987009685 | 0.027050820029407014810914045050205270300
f(z) = 5/8*z^3 - 39/40*z + 1
*
[ 3/4 ] 
f(z) = 5/9*z^3 - 31/48*z + 1
*
-1 | 0.047717068657653158994152780936033644728 | 0.011907437303565519747336498679812730807
f(z) = 5/11*z^3 - 36/55*z + 1
*
[ 2/3 ] 
f(z) = 5/12*z^3 - 37/54*z + 1
*
[ 3/2 ] 
f(z) = 5/12*z^3 - 29/48*z + 1
*
[ 3/4 ] 
f(z) = 7/9*z^3 - 37/48*z + 1
*
[ 6/7 ] 
f(z) = 7/9*z^3 - 31/42*z + 1
*
[ 6/7 ] 
f(z) = 7/12*z^3 - 25/42*z + 1
*
-8/7 | 0.13872384432471992186005943916867763471 | 0.029399995233366273641968022223578567835
f(z) = 7/16*z^3 - 39/56*z + 1
*
[ 8/7 ] 
f(z) = 7/16*z^3 - 25/56*z + 1
*
[ 3/2 ] 
f(z) = 8/17*z^3 - 37/51*z + 1
*
[ 3/2 ] 
f(z) = 8/19*z^3 - 35/57*z + 1
*
[ 5/6 ] 
f(z) = 9/10*z^3 - 33/40*z + 1
*
[ -8/3 ] 
f(z) = 1/4*z^3 - 29/72*z + 1
*
[ 9/2 ] 
f(z) = 1/18*z^3 - 25/72*z + 1
*
[ -5/2 ] 
f(z) = 2/7*z^3 - 27/70*z + 1
*
[ -4 ] 
f(z) = 2/19*z^3 - 33/76*z + 1
*
[ 5/6 ] 
f(z) = 3/5*z^3 - 37/60*z + 1
*
[ 6/5 ] 
f(z) = 3/8*z^3 - 28/75*z + 1
*
0 | 0.12142285502675500825116890658633065465 | 0.028981589773678098926766533325627110266
f(z) = 3/11*z^3 - 29/66*z + 1
*
[ 7/6 ] 
f(z) = 4/7*z^3 - 40/63*z + 1
*
[ -5/2 ] 
f(z) = 4/13*z^3 - 34/65*z + 1
*
-5/4 | 0.089415555252578349261828187491323583243 | 0.021838795903403485399138578054907036738
f(z) = 4/15*z^3 - 37/60*z + 1
*
[ 3/4 ] 
f(z) = 4/15*z^3 - 29/60*z + 1
*
0 | 0.10652796255646101610540594126461972240 | 0.026018318912232851216702627534533682227
f(z) = 5/12*z^3 - 37/60*z + 1
*
[ 4/5 ] 
f(z) = 5/12*z^3 - 31/60*z + 1
*
[ 7/5 ] 
f(z) = 5/14*z^3 - 29/70*z + 1
*
[ -12/5 ] 
f(z) = 5/16*z^3 - 23/60*z + 1
*
0 | 0.12857053689111794677671221302313906289 | 0.026584582818945232337070181622884637674
f(z) = 7/18*z^3 - 29/63*z + 1
*
[ 10/3 ] 
f(z) = 1/10*z^3 - 37/90*z + 1
*
[ -5 ] 
f(z) = 1/16*z^3 - 29/80*z + 1
*
[ -5 ] 
f(z) = 1/17*z^3 - 23/85*z + 1
*
[ 3/4 ] 
f(z) = 1/18*z^3 - 35/96*z + 1
*
-9/5 | 0.11118309383530628037373593112807945293 | 0.024708399239282927103946490062894409011
f(z) = 5/18*z^3 - 31/90*z + 1
*
[ 4/3 ] 
f(z) = 1/3*z^3 - 37/108*z + 1
*
[ 4/5 ] 
f(z) = 1/8*z^3 - 33/100*z + 1
*
[ -13/3 ] 
f(z) = 1/13*z^3 - 25/117*z + 1
*
[ 4/5 ] 
f(z) = 1/16*z^3 - 29/100*z + 1
*
[ -13/4 ] 
f(z) = 2/13*z^3 - 33/104*z + 1
*
[ 4/5 ] 
f(z) = 3/16*z^3 - 37/100*z + 1
*
[ 7/6 ] 
f(z) = 2/7*z^3 - 31/126*z + 1
*
[ 3/2 ] 
f(z) = 3/11*z^3 - 37/132*z + 1
*
[ 4/3 ] 
f(z) = 3/11*z^3 - 31/132*z + 1
*
[ 6/5 ] 
f(z) = 1/4*z^3 - 29/150*z + 1
*
[ 6/7 ] 
f(z) = 1/8*z^3 - 38/147*z + 1
*
[ 6/5 ] 
f(z) = 2/9*z^3 - 23/150*z + 1
*
[ 3/2 ] 
f(z) = 3/13*z^3 - 29/156*z + 1
*
[ 4/3 ] 
f(z) = 3/13*z^3 - 25/156*z + 1
*
[ 5/2 ] 
f(z) = 1/8*z^3 - 29/160*z + 1
*
[ 5/2 ] 
f(z) = 2/17*z^3 - 23/170*z + 1
*
[ -9/2 ] 
f(z) = 1/15*z^3 - 23/180*z + 1
*
[ 11/6 ] 
f(z) = 2/11*z^3 - 31/198*z + 1
*
[ 13/4 ] 
f(z) = 1/13*z^3 - 25/208*z + 1
*
[ 8/5 ] 
f(z) = 3/16*z^3 - 21/200*z + 1
*
[ -7/2 ] 
f(z) = 2/17*z^3 - 37/238*z + 1
*
[ -14/3 ] 
f(z) = 1/16*z^3 - 37/252*z + 1
*
[ 5/3 ] 
f(z) = 3/16*z^3 - 29/240*z + 1
*
[ 5/3 ] 
f(z) = 3/17*z^3 - 23/255*z + 1
*
[ 1/3 ] 
f(z) = z^3 - 19/9*z + 1
*
[ 2/3 ] 
f(z) = z^3 - 17/18*z + 1
*
1/2 | 0.051348105549205187012689691993596187327 | 0.023369529941930873495554299465160082304
f(z) = z^3 - 9/4*z + 1
*
[ -2 ] 
f(z) = z^3 - 5/2*z + 1
*
[ -3 ] 
f(z) = 1/2*z^3 - 19/6*z + 1
*
[ 2/3 ] 
f(z) = 1/2*z^3 - 13/18*z + 1
*
0 | 0.066701666747008899147740804993347865738 | 0.027816755595488250684925132534916538222
f(z) = 1/2*z^3 - 11/2*z + 1
*
[ 1/2 ] 
f(z) = 1/2*z^3 - 9/8*z + 1
*
0 | 0.031993706561747291049277228791835125138 | 0.016441512768346148667488215792492724367
f(z) = 1/2*z^3 - 7/2*z + 1
*
0 | 0.057666026473454073119297512154857778955 | 0.019584724588104422913803336696619763145
f(z) = 1/3*z^3 - 19/3*z + 1
*
2 | 0.076155132301625946496307913178773054155 | 0.026879420309589961767144293545043264313
f(z) = 1/3*z^3 - 17/6*z + 1
*
0 | 0.030684409915077337623912543217945601938 | 0.011962969103391926311013055377351346257
f(z) = 1/3*z^3 - 13/3*z + 1
*
[ -3 ] 
f(z) = 1/3*z^3 - 5/3*z + 1
*
[ 3/2 ] 
f(z) = 1/3*z^3 - 5/12*z + 1
*
[ 3 ] 
f(z) = 1/4*z^3 - 19/12*z + 1
*
[ 1/2 ] 
f(z) = 1/4*z^3 - 17/16*z + 1
*
-4 | 0.064092609499313497345216435769157475552 | 0.023667437728158440063225782548571253908
f(z) = 1/4*z^3 - 15/4*z + 1
*
[ -4 ] 
f(z) = 1/4*z^3 - 11/4*z + 1
*
[ -3 ] 
f(z) = 1/4*z^3 - 11/12*z + 1
*
[ 2/3 ] 
f(z) = 1/4*z^3 - 11/18*z + 1
*
-2 | 0.025672117798516492941378967461413946966 | 0.014327881749427466180379486609919291721
f(z) = 1/4*z^3 - 3/2*z + 1
*
[ 2 ] 
f(z) = 1/4*z^3 - 1/2*z + 1
*
[ 3 ] 
f(z) = 1/5*z^3 - 17/15*z + 1
*
-1 | 0.039063556539234386327463603341587292675 | 0.014089199824659771719197605922208747366
f(z) = 1/5*z^3 - 16/5*z + 1
*
3 | 0.064316991397972964276795925463856324511 | 0.024371199017245136221590395434720889330
f(z) = 1/5*z^3 - 14/5*z + 1
*
-2 | 0.038361778385322171250844087917252568239 | 0.014956154309139194675761265959092838537
f(z) = 1/5*z^3 - 13/10*z + 1
*
0 | 0.029805373439831158472607562945061837731 | 0.012429806162905502973836380810922707775
f(z) = 1/5*z^3 - 11/5*z + 1
*
[ -3 ] 
f(z) = 1/5*z^3 - 7/15*z + 1
*
[ 2 ] 
f(z) = 1/5*z^3 - 3/10*z + 1
*
[ -4 ] 
f(z) = 1/6*z^3 - 17/12*z + 1
*
3 | 0.061034352280003681291438327773336813539 | 0.025453301890359836704769501708865015657
f(z) = 1/6*z^3 - 11/6*z + 1
*
[ 3 ] 
f(z) = 1/6*z^3 - 5/6*z + 1
*
0 | 0.036035373130653950094543569323021846845 | 0.013306759644258849289002121434755284046
f(z) = 1/7*z^3 - 15/7*z + 1
*
-2 | 0.044592745730159447741669891810159829167 | 0.016466735259194842985146290309629386150
f(z) = 1/7*z^3 - 15/14*z + 1
*
[ 2 ] 
f(z) = 1/7*z^3 - 1/14*z + 1
*
-6 | 0.13646997050970823683230498905823815828 | 0.028126364240659879301675770124861079616
f(z) = 1/8*z^3 - 16/3*z + 1
*
[ 6 ] 
f(z) = 1/8*z^3 - 11/3*z + 1
*
-4 | 0.072105499495123003375904303665892791295 | 0.023327243343676096145774476354267641586
f(z) = 1/8*z^3 - 11/4*z + 1
*
[ -6 ] 
f(z) = 1/8*z^3 - 10/3*z + 1
*
[ 4 ] 
f(z) = 1/8*z^3 - 5/4*z + 1
*
[ 2/3 ] 
f(z) = 1/8*z^3 - 5/9*z + 1
*
2 | 0.043044964244706232827093198329391775332 | 0.012420151290216085288278542864034311152
f(z) = 1/8*z^3 - 4*z + 1
*
[ -4 ] 
f(z) = 1/8*z^3 - 3/4*z + 1
*
2 | 0.038508842269365851470737877972792731963 | 0.013889128943097352374867900878477529586
f(z) = 1/8*z^3 - 2*z + 1
*
-2 | 0.038508176697774739412068451192120920449 | 0.018518518518518518518518518518518518519
f(z) = 1/8*z^3 - z + 1
*
[ 6 ] 
f(z) = 1/9*z^3 - 19/6*z + 1
*
[ -6 ] 
f(z) = 1/9*z^3 - 17/6*z + 1
*
-2 | 0.035683601949335366570465711053126271325 | 0.012345679012345679012345679012345679012
f(z) = 1/9*z^3 - 17/18*z + 1
*
-5 | 0.081378688049489606770018165697964867011 | 0.029351157420762151508402573036070676088
f(z) = 1/9*z^3 - 16/9*z + 1
*
3 | 0.069481933942380860095053008868745958021 | 0.020428668538026816565416873401158300486
f(z) = 1/9*z^3 - 10/3*z + 1
*
[ 3 ] 
f(z) = 1/9*z^3 - 1/3*z + 1
*
[ 5 ] 
f(z) = 1/10*z^3 - 17/10*z + 1
*
[ -5 ] 
f(z) = 1/10*z^3 - 13/10*z + 1
*
-2 | 0.029805057925170392967964612429237214936 | 0.012944172189708285694746162861006704646
f(z) = 1/10*z^3 - 9/10*z + 1
*
4 | 0.051345269213453875604939132125562461387 | 0.017438048326608394223339338545566429791
f(z) = 1/12*z^3 - 19/12*z + 1
*
-3 | 0.061035320315824643806007318271718908295 | 0.021542790077517576660902071514043092867
f(z) = 1/12*z^3 - 17/12*z + 1
*
[ 6 ] 
f(z) = 1/12*z^3 - 13/6*z + 1
*
[ 4 ] 
f(z) = 1/12*z^3 - 7/12*z + 1
*
-2 | 0.025672117798516492941378967461413946966 | 0.010331220209301105303372003001403170485
f(z) = 1/12*z^3 - 5/6*z + 1
*
-2 | 0.036035373130653950094543569323021846845 | 0.013654638240051971333723946878424431100
f(z) = 1/14*z^3 - 11/14*z + 1
*
[ 5 ] 
f(z) = 1/15*z^3 - 13/15*z + 1
*
[ -5 ] 
f(z) = 1/15*z^3 - 7/15*z + 1
*
[ 6 ] 
f(z) = 1/16*z^3 - 17/12*z + 1
*
2 | 0.068191909278609738616888107607925714617 | 0.016655146688875722211709864054078545795
f(z) = 1/16*z^3 - 15/4*z + 1
*
[ -6 ] 
f(z) = 1/16*z^3 - 13/12*z + 1
*
4 | 0.051344235597032985882757934922827893931 | 0.014327881749427466180379486609919291721
f(z) = 1/16*z^3 - 9/4*z + 1
*
[ 4 ] 
f(z) = 1/16*z^3 - 1/4*z + 1
*
3 | 0.045091122490049548320925995266142857624 | 0.011468240634772586495447192204456745132
f(z) = 1/18*z^3 - 17/6*z + 1
*
-3 | 0.040689996164098522749255929848105062524 | 0.011106677079416771944522868598313083887
f(z) = 1/18*z^3 - 13/6*z + 1
*
[ 6 ] 
f(z) = 1/18*z^3 - 7/6*z + 1
*
-5 | 0.081379340188843326134265012697087496029 | 0.028155319455542106911190322959930885718
f(z) = 1/18*z^3 - 7/18*z + 1
*
[ -6 ] 
f(z) = 1/18*z^3 - 5/6*z + 1
*
[ 1/3 ] 
f(z) = 2*z^3 - 20/9*z + 1
*
[ -3/2 ] 
f(z) = 2*z^3 - 17/6*z + 1
*
0 | 0.043241750065765818192397259154253742250 | 0.022221863679964111984626813072801004827
f(z) = 2*z^3 - 7/2*z + 1
*
-3 | 0.061810544819299384266293491327590764789 | 0.020632866750128629374342337637094441073
f(z) = 2/3*z^3 - 20/3*z + 1
*
-3 | 0.033750283854354557683326444984922114801 | 0.011912369368568416205702052798068359787
f(z) = 2/3*z^3 - 17/3*z + 1
*
[ 3 ] 
f(z) = 2/3*z^3 - 16/3*z + 1
*
-3/2 | 0.061034781639006008011844797009670136956 | 0.025453480946971356545525129276988134177
f(z) = 2/3*z^3 - 11/6*z + 1
*
-3 | 0.058430414739843010921195203088299658218 | 0.022780338555171344000242575951329636638
f(z) = 2/5*z^3 - 13/5*z + 1
*
0 | 0.041751455329770028743022189356085883350 | 0.016802021650725612618280740587414713464
f(z) = 2/5*z^3 - 12/5*z + 1
*
-1 | 0.029804405785816673603717765430114585917 | 0.012943888969185533421967798245842721727
f(z) = 2/5*z^3 - 9/10*z + 1
*
0 | 0.036388168750901187675959741624373186939 | 0.013124257650988972367651325156960863417
f(z) = 2/7*z^3 - 16/7*z + 1
*
[ 1/2 ] 
f(z) = 2/7*z^3 - 15/14*z + 1
*
[ 2 ] 
f(z) = 2/7*z^3 - 9/14*z + 1
*
3/2 | 0.080872000263067481021997941761965034542 | 0.020002714510811127094843260550162518212
f(z) = 2/9*z^3 - 19/6*z + 1
*
[ 1/2 ] 
f(z) = 2/9*z^3 - 19/18*z + 1
*
3 | 0.089806724734950872548050851297112015209 | 0.022840973411306803052243836518947794213
f(z) = 2/9*z^3 - 17/6*z + 1
*
-3 | 0.040690877930442069579838061775484689665 | 0.011106917764965076657439020707732787966
f(z) = 2/9*z^3 - 13/6*z + 1
*
0 | 0.081378688049489606770018165697964867011 | 0.028155093830809946491270956855165812527
f(z) = 2/9*z^3 - 13/18*z + 1
*
-3/2 | 0.040689996164098522749255929848105062524 | 0.011637325373617271714196366682125922366
f(z) = 2/9*z^3 - 11/6*z + 1
*
[ 3 ] 
f(z) = 2/9*z^3 - 4/3*z + 1
*
[ -3 ] 
f(z) = 2/9*z^3 - 2/3*z + 1
*
[ 3/2 ] 
f(z) = 2/9*z^3 - 1/6*z + 1
*
[ 3 ] 
f(z) = 2/15*z^3 - 8/15*z + 1
*
2/3 | 0.042967282491249370465862650413144184474 | 0.014865659538039587639622306097747856350
f(z) = 3*z^3 - 17/6*z + 1
*
0 | 0.048347126640980882040108659307491648741 | 0.018849154467840553473217568966167725719
f(z) = 3*z^3 - 13/3*z + 1
*
0 | 0.069051438865555105794422712638641522655 | 0.028796686681387592886259285982946061499
f(z) = 3*z^3 - 11/3*z + 1
*
1/2 | 0.073014710035575414839992524870303623437 | 0.029383280873671717716093777616327037723
f(z) = 3*z^3 - 11/4*z + 1
*
[ 2/3 ] 
f(z) = 3*z^3 - 11/6*z + 1
*
[ 1/2 ] 
f(z) = 3*z^3 - 7/4*z + 1
*
[ -1 ]
f(z) = 3*z^3 - z + 1
*
0 | 0.061034016037117205077513624273473650258 | 0.025453161666184790137901012994041812163
f(z) = 3/2*z^3 - 11/6*z + 1
*
[ 1/2 ] 
f(z) = 3/2*z^3 - 11/8*z + 1
*
0 | 0.044888515220700659196031550250034921329 | 0.023068133563357392451747028130810856570
f(z) = 3/2*z^3 - 7/2*z + 1
*
0 | 0.050492914165961782527106201944488591091 | 0.017148568716562818896653748317454909621
f(z) = 3/4*z^3 - 19/4*z + 1
*
-4/3 | 0.051345269213453875604939132125562461387 | 0.017438048326608394223339338545566429791
f(z) = 3/4*z^3 - 19/12*z + 1
*
[ 1/2 ] 
f(z) = 3/4*z^3 - 19/16*z + 1
*
0 | 0.061035320315824643806007318271718908295 | 0.021542790077517576660902071514043092867
f(z) = 3/4*z^3 - 17/12*z + 1
*
0 | 0.062263733765385799546196334232227374737 | 0.022992089932470116907117295837228409842
f(z) = 3/4*z^3 - 15/4*z + 1
*
0 | 0.029803812806440127572572350195915947086 | 0.012429155328230304826649959223933386738
f(z) = 3/4*z^3 - 11/4*z + 1
*
-2 | 0.028936229790848743859165626909991245497 | 0.010964608258459956393498514271716042410
f(z) = 3/4*z^3 - 7/2*z + 1
*
[ 2 ] 
f(z) = 3/4*z^3 - 5/2*z + 1
*
[ 2/3 ] 
f(z) = 3/4*z^3 - 5/6*z + 1
*
[ -2 ] 
f(z) = 3/4*z^3 - 3/2*z + 1
*
[ 2 ] 
f(z) = 3/5*z^3 - 19/10*z + 1
*
-2 | 0.029804405785816673603717765430114585917 | 0.010749667105960010869769997358747176740
f(z) = 3/5*z^3 - 16/15*z + 1
*
0 | 0.064345616679985724366815598210153048693 | 0.023760865531147191880566933974560094171
f(z) = 3/5*z^3 - 14/15*z + 1
*
0 | 0.054115956993714069170480420544078271651 | 0.021098255541104022340202822385130241218
f(z) = 3/5*z^3 - 13/5*z + 1
*
[ -2 ] 
f(z) = 3/5*z^3 - 9/10*z + 1
*
0 | 0.050505801624992861369649917245888154371 | 0.017826331974240036214099941248053761166
f(z) = 3/7*z^3 - 17/7*z + 1
*
[ 2 ] 
f(z) = 3/7*z^3 - 17/14*z + 1
*
[ -4 ] 
f(z) = 3/8*z^3 - 19/4*z + 1
*
10/3 | 0.13036748280321610611240607709299236971 | 0.026537073300577156257898191509947741627
f(z) = 3/8*z^3 - 17/3*z + 1
*
10/3 | 0.084299145933909031296719855116075742538 | 0.017865670467093128491473793763982522415
f(z) = 3/8*z^3 - 14/3*z + 1
*
-4/3 | 0.064181328112712122075628615856269434869 | 0.020195167086167732454663445432048654603
f(z) = 3/8*z^3 - 11/12*z + 1
*
[ 4/3 ] 
f(z) = 3/8*z^3 - 5/12*z + 1
*
-2 | 0.038508672312554284948535321650156695911 | 0.013889067644135049294468402856921739153
f(z) = 3/8*z^3 - 2*z + 1
*
[ 2 ] 
f(z) = 3/8*z^3 - z + 1
*
[ 2 ] 
f(z) = 3/10*z^3 - 7/10*z + 1
*
-2 | 0.036036025270007669458790416322144475864 | 0.012238672808294818843545085086660088405
f(z) = 3/14*z^3 - 19/14*z + 1
*
[ 2 ] 
f(z) = 3/14*z^3 - 5/14*z + 1
*
4 | 0.087676526674512280128680991101883398893 | 0.020778852131721130503068738847785118042
f(z) = 3/16*z^3 - 17/4*z + 1
*
-4 | 0.086206049929139194481301290100612535732 | 0.021054908452148704355927198284001617680
f(z) = 3/16*z^3 - 15/4*z + 1
*
[ -4 ] 
f(z) = 3/16*z^3 - 7/4*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.017139126900722901797310940822047444140
f(z) = 3/16*z^3 - 5/4*z + 1
*
[ 2 ] 
f(z) = 3/16*z^3 - 1/4*z + 1
*
[ 4/3 ] 
f(z) = 3/16*z^3 - 1/12*z + 1
*
0 | 0.063409539769597793426132117729947242295 | 0.021535355365913813007082713741967448674
f(z) = 4*z^3 - 19/4*z + 1
*
0 | 0.045799744922125310855923246678653685749 | 0.020844362198810882981843517180032002074
f(z) = 4*z^3 - 9/2*z + 1
*
-1 | 0.064245161354269544330212272781032119122 | 0.023171543921728987993034243854698908447
f(z) = 4*z^3 - 9/4*z + 1
*
0 | 0.051345269213453875604939132125562461387 | 0.017438048326608394223339338545566429791
f(z) = 4/3*z^3 - 19/12*z + 1
*
0 | 0.055553761514973577300791919123980975095 | 0.019608040330432415940237862702864631682
f(z) = 4/3*z^3 - 17/6*z + 1
*
0 | 0.025673151414937382663560164664148514421 | 0.010706535729968110095096299257455172163
f(z) = 4/3*z^3 - 11/6*z + 1
*
[ 3/2 ] 
f(z) = 4/3*z^3 - 8/3*z + 1
*
[ -5/2 ] 
f(z) = 4/5*z^3 - 18/5*z + 1
*
[ -2 ] 
f(z) = 4/5*z^3 - 17/10*z + 1
*
-3/2 | 0.041057299651730194417153746619724588887 | 0.014491425341428698031442651334584005787
f(z) = 4/5*z^3 - 17/15*z + 1
*
1/2 | 0.067295561271778819418523868206484371074 | 0.024271743130158671550129788616856428278
f(z) = 4/5*z^3 - 16/5*z + 1
*
0 | 0.061112819090620829169530512965015271521 | 0.023157063851860433058301262282123197408
f(z) = 4/5*z^3 - 14/5*z + 1
*
[ 1/2 ] 
f(z) = 4/5*z^3 - 6/5*z + 1
*
0 | 0.059069019984431365625233621161138640310 | 0.020436478395231190066725208841390783644
f(z) = 4/7*z^3 - 18/7*z + 1
*
[ -2 ] 
f(z) = 4/7*z^3 - 11/14*z + 1
*
[ 1/2 ] 
f(z) = 4/7*z^3 - 8/7*z + 1
*
1/2 | 0.081379547009118914053038007092603556217 | 0.027638388020578764399309660278208465714
f(z) = 4/9*z^3 - 19/9*z + 1
*
3/2 | 0.044230530533203605715808766224602572271 | 0.012649917025963116297984058630513967326
f(z) = 4/9*z^3 - 11/3*z + 1
*
[ 3 ] 
f(z) = 4/9*z^3 - 10/3*z + 1
*
[ 1/2 ] 
f(z) = 4/9*z^3 - 10/9*z + 1
*
[ -3 ] 
f(z) = 4/9*z^3 - 8/3*z + 1
*
[ 3/4 ] 
f(z) = 4/9*z^3 - 7/12*z + 1
*
[ 3/2 ] 
f(z) = 4/9*z^3 - 2/3*z + 1
*
[ 1/2 ] 
f(z) = 4/11*z^3 - 12/11*z + 1
*
[ 1/2 ] 
f(z) = 4/13*z^3 - 14/13*z + 1
*
[ 1/2 ] 
f(z) = 4/17*z^3 - 18/17*z + 1
*
[ 1/2 ] 
f(z) = 4/19*z^3 - 20/19*z + 1
*
-1 | 0.070320348017085093313753655818580360456 | 0.021846244416702347304943188058976221979
f(z) = 5*z^3 - 16/5*z + 1
*
3/5 | 0.089413217357450020811153296290343757751 | 0.027777777777777777777777777777777777778
f(z) = 5*z^3 - 14/5*z + 1
*
[ 1/2 ] 
f(z) = 5*z^3 - 9/4*z + 1
*
[ -1 ] 
f(z) = 5*z^3 - 3*z + 1
*
[ -2 ] 
f(z) = 5/2*z^3 - 17/2*z + 1
*
[ 1/2 ] 
f(z) = 5/2*z^3 - 13/8*z + 1
*
0 | 0.055127577409771144595684687499038200190 | 0.025089641713640599216859161089484665887
f(z) = 5/2*z^3 - 9/2*z + 1
*
[ 1/2 ] 
f(z) = 5/3*z^3 - 17/12*z + 1
*
0 | 0.045131454717948211459425076562800224359 | 0.017101354416020894192164164547394020975
f(z) = 5/3*z^3 - 14/3*z + 1
*
0 | 0.047040124588681717696471352431191879823 | 0.019617255650112428525647827459907804254
f(z) = 5/3*z^3 - 11/3*z + 1
*
[ 2/3 ] 
f(z) = 5/4*z^3 - 19/18*z + 1
*
0 | 0.064339286730670173856288212850234087095 | 0.022708945256680806444541564365777471265
f(z) = 5/4*z^3 - 17/4*z + 1
*
[ 2/5 ] 
f(z) = 5/4*z^3 - 17/10*z + 1
*
0 | 0.041100997838267657496946970524595711673 | 0.016024097208275581549127505235513682737
f(z) = 5/4*z^3 - 13/4*z + 1
*
-2 | 0.039205127888492983220547953852025114410 | 0.012683464714597466169534991221332630472
f(z) = 5/4*z^3 - 11/2*z + 1
*
[ 2 ] 
f(z) = 5/4*z^3 - 9/2*z + 1
*
[ -2 ] 
f(z) = 5/4*z^3 - 7/2*z + 1
*
0 | 0.064678199913388109760427260268497766289 | 0.021966221874870799177432504516857710045
f(z) = 5/7*z^3 - 19/7*z + 1
*
[ -2 ] 
f(z) = 5/7*z^3 - 19/14*z + 1
*
6/5 | 0.055137301229716208602804818584823772659 | 0.011223524247511864664183802830282933687
f(z) = 5/8*z^3 - 17/5*z + 1
*
-6/5 | 0.079320172598181339807792421964684072414 | 0.016347831378550408980930470596687441085
f(z) = 5/8*z^3 - 16/15*z + 1
*
2 | 0.086525275908031180919735402016862880301 | 0.018956764970247757179110135930949447159
f(z) = 5/8*z^3 - 12/5*z + 1
*
[ 6/5 ] 
f(z) = 5/8*z^3 - 11/15*z + 1
*
[ 2/5 ] 
f(z) = 5/8*z^3 - 8/5*z + 1
*
[ 2/3 ] 
f(z) = 5/8*z^3 - 7/9*z + 1
*
-2 | 0.042089139983059086323577520679420510996 | 0.013243683785699440013057983879628444866
f(z) = 5/8*z^3 - 3*z + 1
*
[ 2 ] 
f(z) = 5/8*z^3 - 2*z + 1
*
[ -2 ] 
f(z) = 5/8*z^3 - z + 1
*
[ 3 ] 
f(z) = 5/9*z^3 - 13/3*z + 1
*
[ 3/5 ] 
f(z) = 5/9*z^3 - 13/15*z + 1
*
[ -2 ] 
f(z) = 5/9*z^3 - 13/18*z + 1
*
[ -3 ] 
f(z) = 5/9*z^3 - 11/3*z + 1
*
[ 3/2 ] 
f(z) = 5/9*z^3 - 11/12*z + 1
*
[ 2 ] 
f(z) = 5/14*z^3 - 13/14*z + 1
*
4 | 0.11305551659799835666174748501993321113 | 0.026105397796328778337362640704060922653
f(z) = 5/16*z^3 - 19/4*z + 1
*
[ 4 ] 
f(z) = 5/16*z^3 - 17/4*z + 1
*
2 | 0.062646673926108194663622006739770654001 | 0.016554845286979444346157624473261247919
f(z) = 5/16*z^3 - 11/4*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.015408488716778478340633405530508922974
f(z) = 5/16*z^3 - 7/4*z + 1
*
[ 2 ] 
f(z) = 5/16*z^3 - 3/4*z + 1
*
[ 3 ] 
f(z) = 5/18*z^3 - 11/6*z + 1
*
[ -3 ] 
f(z) = 5/18*z^3 - 7/6*z + 1
*
0 | 0.038804115074360309369268207399807032976 | 0.015128608664914821827038868995418045827
f(z) = 6*z^3 - 13/2*z + 1
*
[ 1/3 ] 
f(z) = 6*z^3 - 8/3*z + 1
*
[ 1/2 ] 
f(z) = 6*z^3 - 5/2*z + 1
*
[ -1 ] 
f(z) = 6*z^3 - 4*z + 1
*
-4/3 | 0.063134267872279869165934768175346140329 | 0.021842957640242739804546294770288635805
f(z) = 6/5*z^3 - 17/15*z + 1
*
0 | 0.070042604536874862729639066373297129994 | 0.025262529554074043487548784811565047538
f(z) = 6/5*z^3 - 16/5*z + 1
*
[ 1/2 ] 
f(z) = 6/5*z^3 - 13/10*z + 1
*
0 | 0.068922441114138733025464101905833056905 | 0.023006876055840765348475390273188131746
f(z) = 6/7*z^3 - 20/7*z + 1
*
[ 1/2 ] 
f(z) = 6/7*z^3 - 17/14*z + 1
*
[ 1/2 ] 
f(z) = 7*z^3 - 11/4*z + 1
*
[ -1 ] 
f(z) = 7*z^3 - 5*z + 1
*
[ 1/2 ] 
f(z) = 7/2*z^3 - 15/8*z + 1
*
0 | 0.061676523608204094013383547707787394681 | 0.025721108135063339379117365600323442241
f(z) = 7/2*z^3 - 11/2*z + 1
*
-1 | 0.046963316000914657822986277004324422738 | 0.024134370245056831777743043987422178986
f(z) = 7/2*z^3 - 5/2*z + 1
*
[ 1/2 ] 
f(z) = 7/3*z^3 - 19/12*z + 1
*
0 | 0.082974607697329506203781312677067153093 | 0.029286395912048598561510215054123106584
f(z) = 7/3*z^3 - 17/6*z + 1
*
0 | 0.053769398454890229300838020530844025086 | 0.020963142332020307803485678930306662741
f(z) = 7/3*z^3 - 13/3*z + 1
*
-2 | 0.047468551206759270158281675354230952678 | 0.013956423541512173500266948415640222580
f(z) = 7/4*z^3 - 15/2*z + 1
*
0 | 0.048028556214722997314065039685406384595 | 0.017735474842813024078023966334273167528
f(z) = 7/4*z^3 - 15/4*z + 1
*
[ 2 ] 
f(z) = 7/4*z^3 - 13/2*z + 1
*
[ -2 ] 
f(z) = 7/4*z^3 - 11/2*z + 1
*
0 | 0.073269367333563079383286400613721270004 | 0.025860871892077775888690160783276716844
f(z) = 7/5*z^3 - 17/5*z + 1
*
[ 2/7 ] 
f(z) = 7/8*z^3 - 18/7*z + 1
*
[ 2/3 ] 
f(z) = 7/8*z^3 - 8/9*z + 1
*
-2 | 0.038525765533633609275004425910027134079 | 0.011116186176364831415655072299861026926
f(z) = 7/8*z^3 - 4*z + 1
*
[ 2 ] 
f(z) = 7/8*z^3 - 3*z + 1
*
[ -2 ] 
f(z) = 7/8*z^3 - 2*z + 1
*
[ 3 ] 
f(z) = 7/9*z^3 - 19/3*z + 1
*
[ -3 ] 
f(z) = 7/9*z^3 - 17/3*z + 1
*
[ 3/2 ] 
f(z) = 7/9*z^3 - 17/12*z + 1
*
[ -2 ] 
f(z) = 7/10*z^3 - 13/10*z + 1
*
[ -2 ] 
f(z) = 7/12*z^3 - 5/6*z + 1
*
2 | 0.10413789132723578012687127147337025709 | 0.026355724613368898971765453991200088750
f(z) = 7/16*z^3 - 13/4*z + 1
*
-2 | 0.051774785735187619946224426791222783289 | 0.014448029053111070621983285696276497026
f(z) = 7/16*z^3 - 9/4*z + 1
*
[ 2 ] 
f(z) = 7/16*z^3 - 5/4*z + 1
*
[ 3 ] 
f(z) = 7/18*z^3 - 17/6*z + 1
*
[ -3 ] 
f(z) = 7/18*z^3 - 13/6*z + 1
*
0 | 0.065460867491495371309348895656762690941 | 0.023104814054622957906096758853584920828
f(z) = 8*z^3 - 17/2*z + 1
*
3/4 | 0.066896720788407997717304217125171914978 | 0.024127891833292461164088699216057988866
f(z) = 8*z^3 - 11/2*z + 1
*
-1 | 0.061375735340163849114204561138628906189 | 0.029515489668722626907194771703479641777
f(z) = 8*z^3 - 7*z + 1
*
[ 1/2 ] 
f(z) = 8*z^3 - 3*z + 1
*
3/2 | 0.054591589781863889679570320190975375791 | 0.018223120358181769045171131910551924837
f(z) = 8/3*z^3 - 20/3*z + 1
*
-3/2 | 0.082874012518041149484000758647227115338 | 0.028145943286453322602891499854287050200
f(z) = 8/3*z^3 - 19/3*z + 1
*
3/4 | 0.061242597008778104416796553689674419945 | 0.021615949655629936372446282322353664815
f(z) = 8/3*z^3 - 17/6*z + 1
*
-3/2 | 0.076366174747923066833873292940162407076 | 0.027543275400122148433443657616312246881
f(z) = 8/3*z^3 - 16/3*z + 1
*
0 | 0.056393441774983298426134147224963803503 | 0.021368782383823678952230966194852308717
f(z) = 8/3*z^3 - 14/3*z + 1
*
[ -3/2 ] 
f(z) = 8/3*z^3 - 13/3*z + 1
*
[ 3/4 ] 
f(z) = 8/3*z^3 - 11/6*z + 1
*
[ 1/2 ] 
f(z) = 8/5*z^3 - 7/5*z + 1
*
[ 1/2 ] 
f(z) = 8/7*z^3 - 9/7*z + 1
*
[ -3 ] 
f(z) = 8/9*z^3 - 20/3*z + 1
*
1/2 | 0.081378688049489606770018165697964867011 | 0.027164873432747009549096825382172789155
f(z) = 8/9*z^3 - 20/9*z + 1
*
-3/2 | 0.040689344024744803385009082848982433506 | 0.011637138861978942567092919674153165109
f(z) = 8/9*z^3 - 11/6*z + 1
*
[ 1/2 ] 
f(z) = 8/9*z^3 - 11/9*z + 1
*
[ 3/2 ] 
f(z) = 8/9*z^3 - 5/3*z + 1
*
[ 3/4 ] 
f(z) = 8/9*z^3 - 5/6*z + 1
*
[ -3/2 ]
f(z) = 8/9*z^3 - 1/3*z + 1
*
[ 1/2 ] 
f(z) = 8/11*z^3 - 13/11*z + 1
*
[ 1/2 ] 
f(z) = 8/13*z^3 - 15/13*z + 1
*
[ 1/2 ] 
f(z) = 8/15*z^3 - 17/15*z + 1
*
[ 3/2 ] 
f(z) = 8/15*z^3 - 13/15*z + 1
*
[ 1/2 ] 
f(z) = 8/17*z^3 - 19/17*z + 1
*
[ 2/3 ] 
f(z) = 9*z^3 - 9/2*z + 1
*
-1 | 0.063476204295308020243787328252208530386 | 0.028889265553484153117646612382577042106
f(z) = 9*z^3 - 8*z + 1
*
[ -2/3 ]
f(z) = 9*z^3 - 3/2*z + 1
*
0 | 0.066503397411920497103228850678418689392 | 0.025927762362426199859393248706606308258
f(z) = 9/2*z^3 - 13/2*z + 1
*
-2 | 0.052823154334729131709041135863793379286 | 0.014521485406878284572490219152427614944
f(z) = 9/4*z^3 - 19/2*z + 1
*
4/3 | 0.053227978340705330495351388415343627528 | 0.018077460160432317694315568500403253321
f(z) = 9/4*z^3 - 19/4*z + 1
*
[ 2 ] 
f(z) = 9/4*z^3 - 17/2*z + 1
*
[ -2 ] 
f(z) = 9/4*z^3 - 15/2*z + 1
*
[ 4/3 ] 
f(z) = 9/4*z^3 - 15/4*z + 1
*
[ 2/3 ] 
f(z) = 9/4*z^3 - 3/2*z + 1
*
0 | 0.078400079686141290251541263617828211735 | 0.026626491579844543534880789330918266849
f(z) = 9/5*z^3 - 19/5*z + 1
*
[ -5/3 ] 
f(z) = 9/5*z^3 - 17/5*z + 1
*
[ 2/3 ] 
f(z) = 9/5*z^3 - 13/10*z + 1
*
[ 1/3 ] 
f(z) = 9/5*z^3 - 11/5*z + 1
*
[ 1/3 ] 
f(z) = 9/7*z^3 - 15/7*z + 1
*
[ 2/3 ] 
f(z) = 9/7*z^3 - 15/14*z + 1
*
-4/3 | 0.064180925588641173314382487774050221295 | 0.022205076358536314017161154492260767902
f(z) = 9/8*z^3 - 9/4*z + 1
*
[ 4/3 ] 
f(z) = 9/8*z^3 - 7/4*z + 1
*
[ 2 ] 
f(z) = 9/8*z^3 - 4*z + 1
*
[ -2 ] 
f(z) = 9/8*z^3 - 3*z + 1
*
[ 2/3 ] 
f(z) = 9/8*z^3 - z + 1
*
[ -4/3 ]
f(z) = 9/8*z^3 - 1/4*z + 1
*
[ -2 ] 
f(z) = 9/14*z^3 - 15/14*z + 1
*
[ 2/3 ] 
f(z) = 9/14*z^3 - 11/14*z + 1
*
2 | 0.10365901861156186770287104738148391122 | 0.025317609946170136033498777992302874283
f(z) = 9/16*z^3 - 15/4*z + 1
*
-4/3 | 0.051344235597032985882757934922827893931 | 0.017139126900722901797310940822047444140
f(z) = 9/16*z^3 - 5/4*z + 1
*
-1 | 0.065362368047728827706602446080628279121 | 0.028386515767258052856294144465220744705
f(z) = 10*z^3 - 9*z + 1
*
[ -1 ] 
f(z) = 10*z^3 - 8*z + 1
*
[ 1/2 ] 
f(z) = 10*z^3 - 7/2*z + 1
*
0 | 0.060734119104092965193038452021608461403 | 0.021905203111058643511166798922014989668
f(z) = 10/3*z^3 - 16/3*z + 1
*
[ 1/2 ] 
f(z) = 10/3*z^3 - 11/6*z + 1
*
-1 | 0.046137422158274749638242332832148788506 | 0.020037227852579543137118752279793752531
f(z) = 10/3*z^3 - 7/3*z + 1
*
[ 1/2 ] 
f(z) = 10/7*z^3 - 19/14*z + 1
*
[ 3/5 ] 
f(z) = 10/9*z^3 - 16/15*z + 1
*
[ 3/2 ] 
f(z) = 10/9*z^3 - 13/6*z + 1
*
[ -3/2 ]
f(z) = 10/9*z^3 - 5/6*z + 1
*
[ 1/2 ] 
f(z) = 11*z^3 - 15/4*z + 1
*
-1 | 0.067073957762023154928053455032232943347 | 0.027972013007785405769180755874329943895
f(z) = 11*z^3 - 10*z + 1
*
[ -1 ] 
f(z) = 11*z^3 - 9*z + 1
*
[ 1/2 ] 
f(z) = 11/2*z^3 - 19/8*z + 1
*
0 | 0.070328219782583758060012122598130571047 | 0.025970057628163354995322519934616391252
f(z) = 11/2*z^3 - 15/2*z + 1
*
-1 | 0.054762180290289006468056047700911765793 | 0.022837603006064952502660130116677581327
f(z) = 11/2*z^3 - 9/2*z + 1
*
[ -1 ] 
f(z) = 11/2*z^3 - 7/2*z + 1
*
0 | 0.062573965365148030285176923409621947362 | 0.022085864270130463414542967776883442082
f(z) = 11/3*z^3 - 17/3*z + 1
*
-1 | 0.047754753545428180143028214921345969446 | 0.019915279072925420053303857550627088428
f(z) = 11/3*z^3 - 8/3*z + 1
*
[ -2 ] 
f(z) = 11/4*z^3 - 19/2*z + 1
*
0 | 0.056995379419535742224529994606131488315 | 0.019356957241365864066324733146926053373
f(z) = 11/4*z^3 - 19/4*z + 1
*
-1 | 0.060024288178930236272454609668943092184 | 0.025032072442797396273151527108717844676
f(z) = 11/4*z^3 - 7/4*z + 1
*
[ 2/3 ] 
f(z) = 11/8*z^3 - 10/9*z + 1
*
-2 | 0.054614121649806034463250805820901665876 | 0.014107797940721681275806280532881264886
f(z) = 11/8*z^3 - 6*z + 1
*
[ 2 ] 
f(z) = 11/8*z^3 - 5*z + 1
*
[ -2 ] 
f(z) = 11/8*z^3 - 4*z + 1
*
[ -3/2 ] 
f(z) = 11/9*z^3 - 13/12*z + 1
*
[ -2 ] 
f(z) = 11/12*z^3 - 13/6*z + 1
*
2 | 0.11637930751703690079777141296063793877 | 0.027581252517745943412199301139808464059
f(z) = 11/16*z^3 - 17/4*z + 1
*
-2 | 0.055055949268757036700744850313366131770 | 0.013933827723621964668678765186032295639
f(z) = 11/16*z^3 - 13/4*z + 1
*
[ 2 ] 
f(z) = 11/16*z^3 - 9/4*z + 1
*
[ -2 ] 
f(z) = 11/16*z^3 - 5/4*z + 1
*
[ -2 ] 
f(z) = 11/18*z^3 - 17/18*z + 1
*
2/3 | 0.062606118254289694686041856627765807675 | 0.017470569942421549720079944098928668011
f(z) = 12*z^3 - 19/3*z + 1
*
[ 1/6 ] 
f(z) = 12*z^3 - 16/3*z + 1
*
[ 1/4 ] 
f(z) = 12*z^3 - 15/4*z + 1
*
-1 | 0.068640582455189673324362246635888467458 | 0.027623002441981368303145824081317335635
f(z) = 12*z^3 - 11*z + 1
*
[ -1 ] 
f(z) = 12*z^3 - 10*z + 1
*
[ 1/2 ] 
f(z) = 12*z^3 - 4*z + 1
*
[ 1/2 ] 
f(z) = 12/5*z^3 - 8/5*z + 1
*
[ 1/2 ] 
f(z) = 12/7*z^3 - 10/7*z + 1
*
[ 1/2 ] 
f(z) = 12/11*z^3 - 14/11*z + 1
*
[ 1/2 ] 
f(z) = 12/13*z^3 - 16/13*z + 1
*
[ 1/2 ] 
f(z) = 12/17*z^3 - 20/17*z + 1
*
[ 1/2 ] 
f(z) = 13*z^3 - 17/4*z + 1
*
-1 | 0.070084901002377030453363380315068863459 | 0.027324087627109419078603593021502831001
f(z) = 13*z^3 - 12*z + 1
*
[ -1 ] 
f(z) = 13*z^3 - 11*z + 1
*
0 | 0.073496477104082427586065766898987427453 | 0.025941031676372100437061584503271122284
f(z) = 13/2*z^3 - 17/2*z + 1
*
-1 | 0.057697090014227981345340230162286577955 | 0.022494436331222259146407358847707864908
f(z) = 13/2*z^3 - 11/2*z + 1
*
[ -1 ] 
f(z) = 13/2*z^3 - 9/2*z + 1
*
0 | 0.065781758962023768633473231499711079860 | 0.022341016209697894920600416153489660611
f(z) = 13/3*z^3 - 19/3*z + 1
*
-1 | 0.050619290054215126179417139577835940274 | 0.019735005647172587075380592455512024851
f(z) = 13/3*z^3 - 10/3*z + 1
*
[ -1 ] 
f(z) = 13/3*z^3 - 7/3*z + 1
*
-1 | 0.062823333734359040542307786049880526011 | 0.024493011353851309597583701172209328745
f(z) = 13/4*z^3 - 9/4*z + 1
*
-1 | 0.071783958981366900894383496821635385806 | 0.027986501477132323103824829011554970502
f(z) = 13/5*z^3 - 8/5*z + 1
*
[ 2/3 ] 
f(z) = 13/8*z^3 - 11/9*z + 1
*
-2 | 0.058637222634399883199005152904594819067 | 0.014566981257652788617611496775926272874
f(z) = 13/8*z^3 - 7*z + 1
*
[ 2 ] 
f(z) = 13/8*z^3 - 6*z + 1
*
[ -2 ] 
f(z) = 13/8*z^3 - 5*z + 1
*
[ -3/2 ] 
f(z) = 13/9*z^3 - 19/12*z + 1
*
[ -2 ] 
f(z) = 13/12*z^3 - 17/6*z + 1
*
2 | 0.12669987143871542045900397542099780784 | 0.029255985414779318320384222949792007662
f(z) = 13/16*z^3 - 19/4*z + 1
*
-2 | 0.052249204321750605095956359303979484122 | 0.012761311005391712116075750429542414072
f(z) = 13/16*z^3 - 15/4*z + 1
*
[ 2 ] 
f(z) = 13/16*z^3 - 11/4*z + 1
*
[ -2 ] 
f(z) = 13/16*z^3 - 7/4*z + 1
*
-1 | 0.071424641030803573370634299194526266607 | 0.027064452230454723853599181927482372642
f(z) = 14*z^3 - 13*z + 1
*
[ -1 ] 
f(z) = 14*z^3 - 12*z + 1
*
[ 1/2 ] 
f(z) = 14*z^3 - 9/2*z + 1
*
0 | 0.067197652078200575914733622493893681871 | 0.022431127331175209260985877493477388022
f(z) = 14/3*z^3 - 20/3*z + 1
*
1/2 | 0.061233448193655865380356407466856000628 | 0.018376257521611803158876777135683395904
f(z) = 14/3*z^3 - 19/6*z + 1
*
[ 1/2 ] 
f(z) = 14/3*z^3 - 13/6*z + 1
*
-1 | 0.051901521017899580925693150820912281643 | 0.019666689478650382439195893522230202940
f(z) = 14/3*z^3 - 11/3*z + 1
*
[ -1 ] 
f(z) = 14/3*z^3 - 8/3*z + 1
*
[ 1/2 ] 
f(z) = 14/5*z^3 - 17/10*z + 1
*
-1 | 0.073013788098732048510115990301377504137 | 0.027666616893607438617195699770282700129
f(z) = 14/5*z^3 - 9/5*z + 1
*
[ 3/2 ] 
f(z) = 14/9*z^3 - 19/6*z + 1
*
[ -3/2 ] 
f(z) = 14/9*z^3 - 11/6*z + 1
*
[ 1/2 ] 
f(z) = 15*z^3 - 19/4*z + 1
*
-2/3 | 0.080713078098950013255204190573950588953 | 0.021203108580246090684539460061468131945
f(z) = 15*z^3 - 17/3*z + 1
*
-1 | 0.072673933933737779360769245516282016825 | 0.026836258022158741974236611806081096523
f(z) = 15*z^3 - 14*z + 1
*
[ -1 ] 
f(z) = 15*z^3 - 13*z + 1
*
[ 1/3 ] 
f(z) = 15*z^3 - 11/3*z + 1
*
0 | 0.076200944798052904609379987913907223640 | 0.025879614193813282526207702931552813977
f(z) = 15/2*z^3 - 19/2*z + 1
*
-4/5 | 0.12089301251078304536428052861511907643 | 0.028000774832883931897603760453802472980
f(z) = 15/2*z^3 - 19/5*z + 1
*
[ 1/3 ] 
f(z) = 15/2*z^3 - 17/6*z + 1
*
-1 | 0.060228734738477223767286700891215685648 | 0.022240627117607857005086396081216615782
f(z) = 15/2*z^3 - 13/2*z + 1
*
[ -1 ] 
f(z) = 15/2*z^3 - 11/2*z + 1
*
[ 2/3 ] 
f(z) = 15/4*z^3 - 13/6*z + 1
*
-1 | 0.065252839063001986987029408120182905808 | 0.024095874971757639885766129853812687387
f(z) = 15/4*z^3 - 11/4*z + 1
*
[ -4/3 ] 
f(z) = 15/8*z^3 - 19/12*z + 1
*
[ 2/5 ] 
f(z) = 15/8*z^3 - 9/5*z + 1
*
-2 | 0.061813793124069670298063530530073297022 | 0.014863075466438603018477672447642717958
f(z) = 15/8*z^3 - 8*z + 1
*
[ 2 ] 
f(z) = 15/8*z^3 - 7*z + 1
*
2/3 | 0.11552556370974510795838655077909732880 | 0.028699495742357531911865945862904005747
f(z) = 15/8*z^3 - 7/3*z + 1
*
[ -2 ] 
f(z) = 15/8*z^3 - 6*z + 1
*
[ 2/3 ] 
f(z) = 15/8*z^3 - 4/3*z + 1
*
-2 | 0.052986101391148689753484676895033079992 | 0.012557413113892452337864129501990601743
f(z) = 15/16*z^3 - 17/4*z + 1
*
[ 4/3 ] 
f(z) = 15/16*z^3 - 17/12*z + 1
*
[ 2 ] 
f(z) = 15/16*z^3 - 13/4*z + 1
*
[ -2 ] 
f(z) = 15/16*z^3 - 9/4*z + 1
*
[ -3/4 ] 
f(z) = 16*z^3 - 20/3*z + 1
*
-1 | 0.073844226502481078415183819837951331081 | 0.026633674843352703682235097664299732352
f(z) = 16*z^3 - 15*z + 1
*
[ -1 ] 
f(z) = 16*z^3 - 14*z + 1
*
[ 1/2 ] 
f(z) = 16*z^3 - 5*z + 1
*
[ 1/4 ] 
f(z) = 16*z^3 - 4*z + 1
*
[ -1/2 ]
f(z) = 16*z^3 - z + 1
*
1/2 | 0.077017430688601814966792179990339469819 | 0.022222533063291060119727028490858703072
f(z) = 16/3*z^3 - 17/6*z + 1
*
[ -3/4 ]
f(z) = 16/3*z^3 - 2/3*z + 1
*
-1 | 0.075251466414899849846213844559443690921 | 0.027141229354099598865724445613156627895
f(z) = 16/5*z^3 - 11/5*z + 1
*
[ 1/2 ] 
f(z) = 16/5*z^3 - 9/5*z + 1
*
[ 1/2 ] 
f(z) = 16/7*z^3 - 11/7*z + 1
*
3/4 | 0.046872161739983952564359848586258658963 | 0.012794151229719811452897786197095170739
f(z) = 16/9*z^3 - 13/3*z + 1
*
[ 1/2 ] 
f(z) = 16/9*z^3 - 13/9*z + 1
*
[ 3/2 ] 
f(z) = 16/9*z^3 - 11/3*z + 1
*
[ -3/2 ] 
f(z) = 16/9*z^3 - 7/3*z + 1
*
[ 3/4 ] 
f(z) = 16/9*z^3 - 4/3*z + 1
*
[ 1/2 ] 
f(z) = 16/11*z^3 - 15/11*z + 1
*
[ 1/2 ] 
f(z) = 16/13*z^3 - 17/13*z + 1
*
[ 3/4 ] 
f(z) = 16/15*z^3 - 14/15*z + 1
*
-1 | 0.074944920766464487850531693726607472027 | 0.026452268737082951204830123376637393015
f(z) = 17*z^3 - 16*z + 1
*
[ -1 ] 
f(z) = 17*z^3 - 15*z + 1
*
-1 | 0.062456411383541548990122559807996120623 | 0.022044372872437770346628345597045147201
f(z) = 17/2*z^3 - 15/2*z + 1
*
[ -1 ] 
f(z) = 17/2*z^3 - 13/2*z + 1
*
-1 | 0.055285219091962979933022497128110231807 | 0.019513256637713344446237028488702814039
f(z) = 17/3*z^3 - 14/3*z + 1
*
[ -1 ] 
f(z) = 17/3*z^3 - 11/3*z + 1
*
-1 | 0.067399350138909601134002723248795868278 | 0.023789013376033384956766029559907482241
f(z) = 17/4*z^3 - 13/4*z + 1
*
[ -1 ] 
f(z) = 17/4*z^3 - 9/4*z + 1
*
-1 | 0.076276028112348844124188514589576399604 | 0.026922091226334203543594357414520442723
f(z) = 17/5*z^3 - 12/5*z + 1
*
-1 | 0.043408281902991515271093997828863615250 | 0.015321218924108743855519414158881018301
f(z) = 17/6*z^3 - 11/6*z + 1
*
[ 2/3 ] 
f(z) = 17/8*z^3 - 13/9*z + 1
*
-2 | 0.064471976675102678500375850815913263865 | 0.015075288760193402427794284997759284506
f(z) = 17/8*z^3 - 9*z + 1
*
[ 2 ] 
f(z) = 17/8*z^3 - 8*z + 1
*
[ -2 ] 
f(z) = 17/8*z^3 - 7*z + 1
*
-2 | 0.059251324742398330925199774377945913096 | 0.013681591565848029343652567527498236185
f(z) = 17/16*z^3 - 19/4*z + 1
*
[ 2 ] 
f(z) = 17/16*z^3 - 15/4*z + 1
*
[ -2 ] 
f(z) = 17/16*z^3 - 11/4*z + 1
*
-1 | 0.075983833848717243582764051205809821999 | 0.026288602371351750767218143401050826061
f(z) = 18*z^3 - 17*z + 1
*
[ 2/3 ] 
f(z) = 18*z^3 - 17/2*z + 1
*
[ -1 ] 
f(z) = 18*z^3 - 16*z + 1
*
[ 1/3 ] 
f(z) = 18*z^3 - 4*z + 1
*
-1 | 0.077246647042496169900754100711707617966 | 0.026725505752492624866170745627219001948
f(z) = 18/5*z^3 - 13/5*z + 1
*
[ 1/3 ] 
f(z) = 18/5*z^3 - 12/5*z + 1
*
[ 1/3 ] 
f(z) = 18/7*z^3 - 16/7*z + 1
*
-1 | 0.076967535378868262919581686962733045236 | 0.026139966195073766180247671154533835399
f(z) = 19*z^3 - 18*z + 1
*
[ -1 ] 
f(z) = 19*z^3 - 17*z + 1
*
-1 | 0.064443305774173061012642160012982212137 | 0.021886446358761599186371515566835603611
f(z) = 19/2*z^3 - 17/2*z + 1
*
[ -1 ] 
f(z) = 19/2*z^3 - 15/2*z + 1
*
-1 | 0.057239541630790586725674956793849929049 | 0.019439880410425379064255104642943869444
f(z) = 19/3*z^3 - 16/3*z + 1
*
[ -1 ] 
f(z) = 19/3*z^3 - 13/3*z + 1
*
-1 | 0.069322112889901079123369945058853220275 | 0.023543402794350286425854458680519984527
f(z) = 19/4*z^3 - 15/4*z + 1
*
[ -1 ] 
f(z) = 19/4*z^3 - 11/4*z + 1
*
-1 | 0.078168738440684935553637806216733350306 | 0.026547922709138366927469177026424580248
f(z) = 19/5*z^3 - 14/5*z + 1
*
-1 | 0.045271657753122318201523515037799222221 | 0.015375308530230962132963649454402491033
f(z) = 19/6*z^3 - 13/6*z + 1
*
-1 | 0.078727714960062203801530399959455860209 | 0.026737764143561814339730316482023808045
f(z) = 19/7*z^3 - 12/7*z + 1
*
[ 2/3 ] 
f(z) = 19/8*z^3 - 14/9*z + 1
*
-2 | 0.066769862760803627996112812898415063417 | 0.015237210616765856914048558682228691247
f(z) = 19/8*z^3 - 10*z + 1
*
[ 2 ] 
f(z) = 19/8*z^3 - 9*z + 1
*
[ -2 ] 
f(z) = 19/8*z^3 - 8*z + 1
*
[ 2 ] 
f(z) = 19/16*z^3 - 17/4*z + 1
*
[ -2 ] 
f(z) = 19/16*z^3 - 13/4*z + 1
*
[ 3/2 ] 
f(z) = 1/2*z^3 - 19/24*z + 1
*
[ 4/3 ] 
f(z) = 1/4*z^3 - 7/36*z + 1
*
[ 5/2 ] 
f(z) = 1/5*z^3 - 13/20*z + 1
*
-3/2 | 0.082427447535880949195329430491318606063 | 0.025936454174804356154040544803984292902
f(z) = 1/6*z^3 - 17/24*z + 1
*
[ 3 ] 
f(z) = 1/7*z^3 - 13/21*z + 1
*
[ -7/2 ] 
f(z) = 1/7*z^3 - 13/28*z + 1
*
-3 | 0.047820487857666051424281018254930752107 | 0.015047098133145995057124377539658372340
f(z) = 1/8*z^3 - 19/24*z + 1
*
[ 3 ] 
f(z) = 1/8*z^3 - 11/24*z + 1
*
[ -4 ] 
f(z) = 1/9*z^3 - 19/36*z + 1
*
[ 4 ] 
f(z) = 1/10*z^3 - 17/20*z + 1
*
[ -4 ] 
f(z) = 1/10*z^3 - 7/20*z + 1
*
[ 3 ] 
f(z) = 1/10*z^3 - 7/30*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.017134297381372991114336034948126663760
f(z) = 1/11*z^3 - 19/22*z + 1
*
[ 3 ] 
f(z) = 1/11*z^3 - 5/33*z + 1
*
[ 3 ] 
f(z) = 1/13*z^3 - 1/39*z + 1
*
[ 4 ] 
f(z) = 1/14*z^3 - 11/28*z + 1
*
-4 | 0.078121253892926541642752090899202874497 | 0.022968750450686548986644885812026676088
f(z) = 1/15*z^3 - 17/30*z + 1
*
[ 2/3 ] 
f(z) = 1/16*z^3 - 19/36*z + 1
*
-4/3 | 0.13272292364652259265277610062079276094 | 0.026705816827735931733665034035633866552
f(z) = 1/16*z^3 - 13/36*z + 1
*
[ 4 ] 
f(z) = 1/18*z^3 - 5/36*z + 1
*
[ 3/4 ] 
f(z) = 2/3*z^3 - 17/24*z + 1
*
[ 3/2 ] 
f(z) = 2/5*z^3 - 17/30*z + 1
*
[ 3/4 ] 
f(z) = 2/9*z^3 - 11/24*z + 1
*
[ -3 ] 
f(z) = 2/11*z^3 - 10/33*z + 1
*
[ 2 ] 
f(z) = 2/11*z^3 - 5/22*z + 1
*
[ 2 ] 
f(z) = 2/13*z^3 - 3/26*z + 1
*
[ -3 ] 
f(z) = 2/13*z^3 - 2/39*z + 1
*
-5/2 | 0.089414250973870910533334493493078325206 | 0.026289050866602285610633833921299260293
f(z) = 2/15*z^3 - 13/30*z + 1
*
[ 5/2 ] 
f(z) = 2/15*z^3 - 7/30*z + 1
*
[ -7/3 ] 
f(z) = 3/7*z^3 - 19/21*z + 1
*
-1 | 0.036036406747074839816724766525756414300 | 0.011836472709336141857882870080782498783
f(z) = 3/7*z^3 - 16/21*z + 1
*
[ 5/3 ] 
f(z) = 3/10*z^3 - 13/30*z + 1
*
[ 2 ] 
f(z) = 3/11*z^3 - 13/22*z + 1
*
[ 2 ] 
f(z) = 3/13*z^3 - 11/26*z + 1
*
[ 8/3 ] 
f(z) = 3/16*z^3 - 17/24*z + 1
*
[ 2 ] 
f(z) = 3/17*z^3 - 7/34*z + 1
*
[ 2 ] 
f(z) = 3/19*z^3 - 5/38*z + 1
*
[ 3/2 ] 
f(z) = 4/7*z^3 - 20/21*z + 1
*
[ 3/2 ] 
f(z) = 4/11*z^3 - 16/33*z + 1
*
[ 2 ] 
f(z) = 4/13*z^3 - 19/26*z + 1
*
[ 3/2 ] 
f(z) = 4/13*z^3 - 14/39*z + 1
*
[ 2 ] 
f(z) = 4/17*z^3 - 15/34*z + 1
*
[ 2 ] 
f(z) = 4/19*z^3 - 13/38*z + 1
*
[ 4/5 ] 
f(z) = 5/8*z^3 - 13/20*z + 1
*
[ 6/5 ] 
f(z) = 5/9*z^3 - 19/30*z + 1
*
[ 6/5 ] 
f(z) = 5/12*z^3 - 13/30*z + 1
*
[ 4/3 ] 
f(z) = 5/16*z^3 - 11/36*z + 1
*
[ 4/5 ] 
f(z) = 5/16*z^3 - 9/20*z + 1
*
-6/5 | 0.13200283400283996802293317035698549582 | 0.029335203858333762583522812292218743870
f(z) = 5/18*z^3 - 17/30*z + 1
*
[ 3/2 ] 
f(z) = 5/18*z^3 - 7/24*z + 1
*
[ 6/5 ] 
f(z) = 5/18*z^3 - 7/30*z + 1
*
[ -2 ] 
f(z) = 6/11*z^3 - 15/22*z + 1
*
[ 6/7 ] 
f(z) = 7/8*z^3 - 17/21*z + 1
*
[ -2 ] 
f(z) = 7/13*z^3 - 17/26*z + 1
*
[ 4/3 ] 
f(z) = 7/16*z^3 - 19/36*z + 1
*
[ 3/2 ] 
f(z) = 7/18*z^3 - 13/24*z + 1
*
[ 2/3 ] 
f(z) = 9/11*z^3 - 19/22*z + 1
*
[ 4/5 ] 
f(z) = 15/16*z^3 - 17/20*z + 1
*
[ 3/2 ] 
f(z) = 1/4*z^3 - 11/48*z + 1
*
[ 5/3 ] 
f(z) = 1/5*z^3 - 7/45*z + 1
*
[ -10/3 ] 
f(z) = 1/8*z^3 - 4/45*z + 1
*
[ 3/4 ] 
f(z) = 1/9*z^3 - 19/48*z + 1
*
[ 5/2 ] 
f(z) = 1/10*z^3 - 1/40*z + 1
*
[ -4 ] 
f(z) = 1/11*z^3 - 9/44*z + 1
*
[ 7/2 ] 
f(z) = 1/14*z^3 - 9/56*z + 1
*
[ 5/4 ] 
f(z) = 2/5*z^3 - 17/40*z + 1
*
[ 3/2 ] 
f(z) = 2/7*z^3 - 13/42*z + 1
*
[ 3 ] 
f(z) = 2/17*z^3 - 20/51*z + 1
*
[ 3 ] 
f(z) = 2/19*z^3 - 16/57*z + 1
*
[ -5/2 ] 
f(z) = 3/10*z^3 - 19/40*z + 1
*
[ -3 ] 
f(z) = 3/16*z^3 - 17/48*z + 1
*
[ -3 ] 
f(z) = 3/17*z^3 - 13/51*z + 1
*
[ -3 ] 
f(z) = 3/19*z^3 - 5/57*z + 1
*
[ 3/2 ] 
f(z) = 4/17*z^3 - 10/51*z + 1
*
[ 3/2 ] 
f(z) = 4/19*z^3 - 8/57*z + 1
*
[ 8/5 ] 
f(z) = 5/16*z^3 - 17/40*z + 1
*
[ 6/7 ] 
f(z) = 7/18*z^3 - 19/42*z + 1
*
[ 3/2 ] 
f(z) = 1/5*z^3 - 7/60*z + 1
*
[ 7/3 ] 
f(z) = 1/7*z^3 - 13/63*z + 1
*
[ 8/3 ] 
f(z) = 1/8*z^3 - 19/72*z + 1
*
[ 6/5 ] 
f(z) = 1/8*z^3 - 1/75*z + 1
*
[ 4 ] 
f(z) = 1/15*z^3 - 19/60*z + 1
*
5/2 | 0.091314855712895686954959145731929976045 | 0.022302679787979760776297406762724761253
f(z) = 1/15*z^3 - 1/60*z + 1
*
[ 4 ] 
f(z) = 1/17*z^3 - 13/68*z + 1
*
-9/2 | 0.083755735993796689449775477499947639878 | 0.019584352311577366926513940489067566284
f(z) = 1/18*z^3 - 1/72*z + 1
*
[ 4 ] 
f(z) = 1/19*z^3 - 7/76*z + 1
*
[ 3/2 ] 
f(z) = 2/11*z^3 - 5/66*z + 1
*
[ 3/2 ] 
f(z) = 2/13*z^3 - 1/78*z + 1
*
[ 4/3 ] 
f(z) = 3/10*z^3 - 17/60*z + 1
*
[ 5/4 ] 
f(z) = 4/15*z^3 - 13/60*z + 1
*
[ 6/5 ] 
f(z) = 5/16*z^3 - 17/60*z + 1
*
[ 5/4 ] 
f(z) = 1/5*z^3 - 9/80*z + 1
*
[ -5 ] 
f(z) = 1/18*z^3 - 17/90*z + 1
*
[ -5 ] 
f(z) = 1/19*z^3 - 11/95*z + 1
*
[ 4/3 ] 
f(z) = 3/14*z^3 - 11/84*z + 1
*
[ 4/3 ] 
f(z) = 1/6*z^3 - 5/108*z + 1
*
[ 7/4 ] 
f(z) = 1/7*z^3 - 1/112*z + 1
*
[ 5/4 ] 
f(z) = 2/15*z^3 - 1/120*z + 1
*
[ 6/5 ] 
f(z) = 1/6*z^3 - 11/150*z + 1
*
[ 9/4 ] 
f(z) = 1/9*z^3 - 1/144*z + 1
*
[ 11/4 ] 
f(z) = 1/11*z^3 - 9/176*z + 1
*
[ 4/3 ] 
f(z) = 1/5*z^3 - 19/180*z + 1
*
[ 5/2 ] 
f(z) = 1/9*z^3 - 17/180*z + 1
*
[ 5/2 ] 
f(z) = 2/19*z^3 - 11/190*z + 1
*
[ 3/2 ] 
f(z) = 3/16*z^3 - 17/192*z + 1
*
[ 4/3 ] 
f(z) = 3/19*z^3 - 7/228*z + 1
*
[ 3/2 ] 
f(z) = 3/19*z^3 - 5/228*z + 1
*
[ 7/6 ] 
f(z) = 1/7*z^3 - 13/252*z + 1
*
[ 4/3 ] 
f(z) = 1/7*z^3 - 1/252*z + 1
*
[ -7/2 ] 
f(z) = 1/9*z^3 - 19/252*z + 1
*
-9/4 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = 1/15*z^3 - 1/240*z + 1
*
[ 5/3 ] 
f(z) = 1/6*z^3 - 17/270*z + 1
*
[ 10/3 ] 
f(z) = 1/15*z^3 - 11/270*z + 1
*
[ -7/2 ] 
f(z) = 2/19*z^3 - 1/266*z + 1
*
[ 5/3 ] 
f(z) = 3/19*z^3 - 11/285*z + 1
*
[ -1 ]
f(z) = z^3 + z + 1
*
[ -2 ]
f(z) = 1/4*z^3 + 1/2*z + 1
*
[ 2 ] 
f(z) = 1/8*z^3 + 1
*
[ -2 ]
f(z) = 1/8*z^3 + z + 1
*
[ -3 ]
f(z) = 1/9*z^3 + 1/3*z + 1
*
[ 3/2 ] 
f(z) = 1/9*z^3 + 1/12*z + 1
*
[ 2 ] 
f(z) = 1/9*z^3 + 1/18*z + 1
*
[ 2 ] 
f(z) = 1/12*z^3 + 1/6*z + 1
*
[ 2 ] 
f(z) = 1/14*z^3 + 3/14*z + 1
*
[ 3 ] 
f(z) = 1/15*z^3 + 1/15*z + 1
*
[ 3 ] 
f(z) = 1/18*z^3 + 1/6*z + 1
*
[ -3 ]
f(z) = 1/18*z^3 + 5/6*z + 1
*
[ -1/2 ]
f(z) = 4*z^3 + 2*z + 1
*
[ -3/2 ]
f(z) = 4/9*z^3 + 2/3*z + 1
*
[ -1/2 ]
f(z) = 8*z^3 + z + 1
*
[ -3/4 ]
f(z) = 8/3*z^3 + 5/6*z + 1
*
[ -1/3 ]
f(z) = 9*z^3 + 3*z + 1
*
[ -2/3 ]
f(z) = 9/2*z^3 + 1/2*z + 1
*
[ -2/3 ]
f(z) = 9/4*z^3 + 3/2*z + 1
*
[ -2/3 ]
f(z) = 9/8*z^3 + 2*z + 1
*
[ -4/3 ]
f(z) = 9/16*z^3 + 3/4*z + 1
*
[ -1/4 ]
f(z) = 16*z^3 + 4*z + 1
*
[ -3/4 ]
f(z) = 16/9*z^3 + 4/3*z + 1
*
[ -1/3 ]
f(z) = 18*z^3 + 2*z + 1
*
[ 4/3 ] 
f(z) = 1/8*z^3 + 1/36*z + 1
*
[ 2 ] 
f(z) = 1/11*z^3 + 3/22*z + 1
*
[ 2 ] 
f(z) = 1/13*z^3 + 5/26*z + 1
*
[ -4 ] 
f(z) = 1/14*z^3 + 3/28*z + 1
*
[ 2 ] 
f(z) = 1/15*z^3 + 7/30*z + 1
*
[ 4/3 ] 
f(z) = 1/16*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 1/17*z^3 + 9/34*z + 1
*
[ 3/2 ] 
f(z) = 1/18*z^3 + 5/24*z + 1
*
[ 2 ] 
f(z) = 1/19*z^3 + 11/38*z + 1
*
[ 3/2 ] 
f(z) = 2/15*z^3 + 1/30*z + 1
*
[ 2 ] 
f(z) = 2/17*z^3 + 1/34*z + 1
*
[ 2 ] 
f(z) = 2/19*z^3 + 3/38*z + 1
*
[ 3/2 ] 
f(z) = 1/12*z^3 + 7/48*z + 1
*
[ -4 ] 
f(z) = 1/13*z^3 + 1/52*z + 1
*
[ 3 ] 
f(z) = 1/14*z^3 + 1/42*z + 1
*
[ 3 ] 
f(z) = 1/16*z^3 + 5/48*z + 1
*
[ 3 ] 
f(z) = 1/17*z^3 + 7/51*z + 1
*
[ 3 ] 
f(z) = 1/19*z^3 + 11/57*z + 1
*
[ 8/3 ] 
f(z) = 1/16*z^3 + 13/72*z + 1
*
[ -9/2 ] 
f(z) = 1/18*z^3 + 7/72*z + 1
*
[ 3/2 ] 
f(z) = 1/7*z^3 + 1/84*z + 1
*
[ 3/2 ] 
f(z) = 1/8*z^3 + 5/96*z + 1
*
[ 5/3 ] 
f(z) = 1/10*z^3 + 11/90*z + 1
*
[ -11/3 ] 
f(z) = 1/11*z^3 + 5/99*z + 1
*
[ 4/3 ] 
f(z) = 1/12*z^3 + 11/108*z + 1
*
[ 3/2 ] 
f(z) = 2/17*z^3 + 7/102*z + 1
*
[ 3/2 ] 
f(z) = 2/19*z^3 + 11/114*z + 1
*
[ 3/2 ] 
f(z) = 1/10*z^3 + 13/120*z + 1
*
[ 3/2 ] 
f(z) = 1/11*z^3 + 17/132*z + 1
*
-7/3 | 0.11741471331949727622880858202010934288 | 0.024277888588489861991854343877737620831
f(z) = 1/14*z^3 + 5/126*z + 1
*
[ 5/3 ] 
f(z) = 2/15*z^3 + 4/135*z + 1
*
[ 6/5 ] 
f(z) = 1/9*z^3 + 1/150*z + 1
*
[ 6/5 ] 
f(z) = 1/12*z^3 + 7/150*z + 1
*
[ 6/5 ] 
f(z) = 1/18*z^3 + 13/150*z + 1
*
[ 7/5 ] 
f(z) = 1/7*z^3 + 1/175*z + 1
*
[ 5/4 ] 
f(z) = 1/10*z^3 + 7/160*z + 1
*
[ 4/3 ] 
f(z) = 1/10*z^3 + 13/180*z + 1
*
[ 10/3 ] 
f(z) = 1/16*z^3 + 1/180*z + 1
*
[ 8/5 ] 
f(z) = 1/8*z^3 + 11/200*z + 1
*
[ 8/3 ] 
f(z) = 1/12*z^3 + 7/216*z + 1
*
[ 9/5 ] 
f(z) = 1/9*z^3 + 19/225*z + 1
*
[ 5/2 ] 
f(z) = 1/11*z^3 + 7/220*z + 1
*
[ 10/7 ] 
f(z) = 1/8*z^3 + 11/245*z + 1
*
[ 5/2 ] 
f(z) = 1/12*z^3 + 19/240*z + 1
*
[ -7/2 ] 
f(z) = 1/10*z^3 + 17/280*z + 1
*
-4/5 | 0.12492253820960369284628861004521699855 | 0.020850083853020963117354481816214450905
f(z) = 1/16*z^3 + 21/100*z + 1
*
[ 7/3 ] 
f(z) = 1/14*z^3 + 23/126*z + 1
*
[ 5/3 ] 
f(z) = 1/15*z^3 + 29/135*z + 1
*
[ 3/2 ] 
f(z) = 1/13*z^3 + 25/156*z + 1
*
[ 3/2 ] 
f(z) = 1/14*z^3 + 29/168*z + 1
*
[ 3/2 ] 
f(z) = 1/16*z^3 + 37/192*z + 1
*
[ 4/3 ] 
f(z) = 1/14*z^3 + 31/252*z + 1
*
[ 5/4 ] 
f(z) = 1/15*z^3 + 23/240*z + 1
*
[ 11/5 ] 
f(z) = 1/11*z^3 + 29/275*z + 1
*
[ 5/2 ] 
f(z) = 1/13*z^3 + 31/260*z + 1
*
-6/7 | 0.16981361032113229331955324475350133435 | 0.026630215110134566833674901725818879051
f(z) = 1/12*z^3 + 31/294*z + 1
*
[ 8/5 ] 
f(z) = 1/16*z^3 + 43/200*z + 1
*
[ 3/2 ] 
f(z) = 1/17*z^3 + 41/204*z + 1
*
[ 7/4 ] 
f(z) = 1/14*z^3 + 47/224*z + 1
*
[ 3/2 ] 
f(z) = 1/19*z^3 + 49/228*z + 1
*
[ -17/4 ] 
f(z) = 1/17*z^3 + 47/272*z + 1
*
[ 5/2 ] 
f(z) = 1/14*z^3 + 43/280*z + 1
*
-9/4 | 0.16832287724167058010092370960376499732 | 0.029723477292857568086220983823941493292
f(z) = 1/18*z^3 + 47/288*z + 1
*
[ 9/4 ] 
f(z) = 1/18*z^3 + 79/288*z + 1
*
[ 14 ] 
f(z) = 3/28*z^3 - 281/14*z + 1
*
[ 10 ] 
f(z) = 5/24*z^3 - 299/15*z + 1
*
[ -10 ] 
f(z) = 5/24*z^3 - 296/15*z + 1
*
[ 15 ] 
f(z) = 7/27*z^3 - 287/5*z + 1
*
[ 9 ] 
f(z) = 11/27*z^3 - 289/9*z + 1
*
[ -9 ] 
f(z) = 11/27*z^3 - 287/9*z + 1
*
[ 12 ] 
f(z) = 14/27*z^3 - 295/4*z + 1
*
[ 15/2 ] 
f(z) = 14/27*z^3 - 283/10*z + 1
*
[ 8 ] 
f(z) = 19/32*z^3 - 297/8*z + 1
*
[ -8 ] 
f(z) = 19/32*z^3 - 295/8*z + 1
*
0 | 0.14089051425421902540826932825511068924 | 0.024774243851286393053405481223544433482
f(z) = 1/21*z^3 - 295/21*z + 1
*
0 | 0.14841471833252251661312223546418872364 | 0.026224080697566455971602084059100678272
f(z) = 1/22*z^3 - 287/22*z + 1
*
[ -20 ] 
f(z) = 1/25*z^3 - 299/20*z + 1
*
2 | 0.095355727092307016432672027199294646182 | 0.016828193911403338751519671530584138883
f(z) = 1/30*z^3 - 289/30*z + 1
*
-16 | 0.16061929705289350056373011252470636237 | 0.028345782252835973340666220939336414910
f(z) = 1/33*z^3 - 289/33*z + 1
*
0 | 0.10836142522352797268498619744595669598 | 0.019042984207471280095853192352060122918
f(z) = 2/21*z^3 - 296/21*z + 1
*
[ -13 ] 
f(z) = 2/39*z^3 - 296/39*z + 1
*
-2/3 | 0.12373769251437471266953719493975895028 | 0.019478185298525816719462103166890010204
f(z) = 3/20*z^3 - 287/30*z + 1
*
0 | 0.13858486267174868142988263849278300081 | 0.024457187977475321912405059354233881410
f(z) = 3/22*z^3 - 289/22*z + 1
*
0 | 0.15583058726742612778077661508141947646 | 0.027602878938154489472511173869535786317
f(z) = 3/28*z^3 - 283/28*z + 1
*
0 | 0.16670707101248442956287117782279614855 | 0.029511034036287115498921612017680654971
f(z) = 4/35*z^3 - 284/35*z + 1
*
[ 8 ] 
f(z) = 5/24*z^3 - 299/24*z + 1
*
[ -8 ] 
f(z) = 5/24*z^3 - 293/24*z + 1
*
0 | 0.14283061146688881687099487706283686603 | 0.025145470269715117285250176365931948334
f(z) = 5/32*z^3 - 293/32*z + 1
*
0 | 0.12162102185610852158560460600934476025 | 0.021411501063020439797753128659510275593
f(z) = 5/36*z^3 - 293/36*z + 1
*
0 | 0.13163579242321783436343122321001588962 | 0.023273688651988490141417213874928598264
f(z) = 6/35*z^3 - 286/35*z + 1
*
0 | 0.11768011181873596283660177081509012913 | 0.020692917490410186900022978848926774180
f(z) = 7/36*z^3 - 295/36*z + 1
*
[ -13/2 ] 
f(z) = 8/39*z^3 - 293/39*z + 1
*
0 | 0.14776737600552747171464673369985718917 | 0.026207534763503685861064511616007111607
f(z) = 8/39*z^3 - 281/39*z + 1
*
[ -20/3 ] 
f(z) = 9/25*z^3 - 297/20*z + 1
*
5 | 0.16336119208183735681566341027974174260 | 0.028657628126414086421948899239763618601
f(z) = 11/20*z^3 - 299/20*z + 1
*
-5 | 0.12320496648216342588761748110754926038 | 0.021613224461562341027632403439971677303
f(z) = 11/30*z^3 - 299/30*z + 1
*
5 | 0.081834414761497535440241034364944989996 | 0.014513882073893636569817896290653663193
f(z) = 11/30*z^3 - 281/30*z + 1
*
2/13 | 0.15710301577931604764486042306594247574 | 0.020246240692935276559561087354241497043
f(z) = 13/24*z^3 - 293/39*z + 1
*
[ -5 ] 
f(z) = 13/30*z^3 - 289/30*z + 1
*
[ 5 ] 
f(z) = 13/35*z^3 - 297/35*z + 1
*
[ -5 ] 
f(z) = 13/35*z^3 - 283/35*z + 1
*
4 | 0.12910116378835277933681672613424688030 | 0.022896956888951431256851273741391981537
f(z) = 17/36*z^3 - 281/36*z + 1
*
-4 | 0.12264072145745670357557778102089239455 | 0.021514241809170063565603500379542580294
f(z) = 19/20*z^3 - 299/20*z + 1
*
[ 4 ] 
f(z) = 19/20*z^3 - 289/20*z + 1
*
[ 4 ] 
f(z) = 19/28*z^3 - 283/28*z + 1
*
-4 | 0.14007843179673406352203385540073271026 | 0.024631446950192096018743932257042768660
f(z) = 19/36*z^3 - 295/36*z + 1
*
2 | 0.15573921152694050573186518412170311358 | 0.027621393236219277413627322239161380945
f(z) = 1/21*z^3 - 281/42*z + 1
*
[ 14 ] 
f(z) = 1/32*z^3 - 291/56*z + 1
*
[ -14 ] 
f(z) = 1/32*z^3 - 283/56*z + 1
*
9 | 0.13131972930850683545311546068810640749 | 0.023175051321850122975300204045303241030
f(z) = 2/21*z^3 - 289/42*z + 1
*
2 | 0.18062402374387035804222517223536800027 | 0.028480063975232446656751908942664662363
f(z) = 3/38*z^3 - 284/57*z + 1
*
6 | 0.078250041678562564827988411597499230693 | 0.013759518333648078448395624246827557856
f(z) = 4/21*z^3 - 295/42*z + 1
*
-6 | 0.22135829399793233944740072199537479189 | 0.029625308645728633650182699176477162099
f(z) = 7/36*z^3 - 293/42*z + 1
*
[ -21/4 ] 
f(z) = 8/27*z^3 - 293/42*z + 1
*
[ 14/3 ] 
f(z) = 9/32*z^3 - 299/56*z + 1
*
[ -24/5 ] 
f(z) = 10/27*z^3 - 293/40*z + 1
*
[ -4 ] 
f(z) = 11/26*z^3 - 287/52*z + 1
*
-3 | 0.10452640899563325600741519459655091489 | 0.018538459377899436588003650606990049258
f(z) = 16/21*z^3 - 281/42*z + 1
*
[ 1/6 ] 
f(z) = 18/29*z^3 - 291/58*z + 1
*
2 | 0.18059091055141599863426199339178739509 | 0.023367131854172886117363381888904400332
f(z) = 19/24*z^3 - 284/57*z + 1
*
-9 | 0.14805680808051327840219456530681076010 | 0.025972857405629482151009207558388757107
f(z) = 1/21*z^3 - 299/63*z + 1
*
12 | 0.16571923790199352217421591166044334434 | 0.029175035568271334360847502086551762143
f(z) = 1/30*z^3 - 293/60*z + 1
*
12 | 0.12901082000435921059842905210795394811 | 0.022631715996027684272671819391242927917
f(z) = 1/33*z^3 - 299/66*z + 1
*
7 | 0.13728870353778234917130017337131561896 | 0.024140900027768432753392685521618613655
f(z) = 2/33*z^3 - 295/66*z + 1
*
7/2 | 0.14287329266252066668209883468985838971 | 0.025307702871523759902222221423703117211
f(z) = 2/39*z^3 - 283/78*z + 1
*
5/3 | 0.14863815705497768431018120881816221438 | 0.026231373886263263743700933950707914747
f(z) = 3/22*z^3 - 289/66*z + 1
*
35/6 | 0.19189810683279902047938110453053927175 | 0.026476765810810796167790225578164709912
f(z) = 3/25*z^3 - 281/60*z + 1
*
6 | 0.15775069821956354174315990578090529779 | 0.027673407549534201314790418508511038269
f(z) = 4/33*z^3 - 299/66*z + 1
*
[ -6 ] 
f(z) = 5/33*z^3 - 283/66*z + 1
*
[ 6 ] 
f(z) = 5/39*z^3 - 295/78*z + 1
*
0 | 0.15913654185876977928829881930844356361 | 0.028016145425958765818036943506319650482
f(z) = 6/25*z^3 - 293/75*z + 1
*
-1/2 | 0.16789440454289909359553698806560128170 | 0.029739789885011355159051375405394673536
f(z) = 6/35*z^3 - 283/70*z + 1
*
4 | 0.12571646657512230876256518125824861585 | 0.022053804227088379739744291512227643003
f(z) = 7/30*z^3 - 299/60*z + 1
*
5/4 | 0.15909022619051643245635757318524376473 | 0.028075934790486394527201585331653130350
f(z) = 8/33*z^3 - 289/66*z + 1
*
1/4 | 0.13175799982891880783420749516065809521 | 0.023368164572110527846958083483892500571
f(z) = 8/35*z^3 - 281/70*z + 1
*
0 | 0.093789697745682579807009863159134310157 | 0.016572134016873845231630898160845813758
f(z) = 9/20*z^3 - 287/60*z + 1
*
-3 | 0.14413793608855435372027712066823065302 | 0.025531714087812346062581734473570169098
f(z) = 9/20*z^3 - 283/60*z + 1
*
-10/3 | 0.16065633749462918849127230121881705663 | 0.025127716752180116193692634964463017863
f(z) = 9/28*z^3 - 299/70*z + 1
*
5/2 | 0.15534844538231752382505232853723494092 | 0.027552088240783586481201258702838646160
f(z) = 10/39*z^3 - 281/78*z + 1
*
[ 4 ] 
f(z) = 11/38*z^3 - 295/76*z + 1
*
-35/12 | 0.12528805702149210353625229458320036806 | 0.017187208651656547189884780948039815913
f(z) = 12/25*z^3 - 293/60*z + 1
*
0 | 0.14600893813382141586319079497227448124 | 0.025814913284440734074963399377591398703
f(z) = 12/25*z^3 - 286/75*z + 1
*
-5/12 | 0.21069775509136867629838401110587628452 | 0.029070610494757882510524180452133303752
f(z) = 12/25*z^3 - 281/60*z + 1
*
0 | 0.16795697244394054101048507108444040179 | 0.029788295042423629362207671290797256058
f(z) = 13/22*z^3 - 281/66*z + 1
*
10/3 | 0.15548831607885503627031770545494412715 | 0.022046571102621404074900104151693580491
f(z) = 13/32*z^3 - 289/72*z + 1
*
[ -3 ] 
f(z) = 14/23*z^3 - 286/69*z + 1
*
0 | 0.16629627811365325831438829168715571927 | 0.026120639289688300155054467179830552511
f(z) = 15/26*z^3 - 291/65*z + 1
*
-14/5 | 0.16496209820168471736904247498940105288 | 0.025801166285119799231765946261700219293
f(z) = 15/28*z^3 - 299/70*z + 1
*
4/15 | 0.17585447631200264410313016172922085194 | 0.022723376250212190390040299076068237211
f(z) = 15/32*z^3 - 287/60*z + 1
*
0 | 0.15233829166533657532147147642408109859 | 0.026819306762527793811249827756772004395
f(z) = 17/22*z^3 - 293/66*z + 1
*
0 | 0.065840431055824343062508181752259061781 | 0.011677241840411638186385388972050517987
f(z) = 18/35*z^3 - 281/70*z + 1
*
[ 4/19 ] 
f(z) = 19/32*z^3 - 287/76*z + 1
*
0 | 0.11883509442647258770354271187125407799 | 0.021049723180654091938642709792274169911
f(z) = 19/35*z^3 - 283/70*z + 1
*
-26/3 | 0.16393493174492448289329216897245882318 | 0.025722062780064044292409913878649421875
f(z) = 1/20*z^3 - 293/90*z + 1
*
6 | 0.12757278274137535776717475663896011381 | 0.020081886535878420257903994098574147047
f(z) = 1/20*z^3 - 287/90*z + 1
*
2 | 0.084776798665616209606756875323161363272 | 0.014961245125339577056142578080900291530
f(z) = 1/21*z^3 - 289/84*z + 1
*
1/2 | 0.11956775188323597370628471919255485856 | 0.021101085121965233324332987847836477630
f(z) = 1/24*z^3 - 289/96*z + 1
*
-9 | 0.15374547983812260910999936909275769063 | 0.026970792335494184993111516103095432373
f(z) = 1/28*z^3 - 299/84*z + 1
*
0 | 0.16093793708948588209398056874104585265 | 0.028507563707077190939804545417747140880
f(z) = 1/28*z^3 - 283/84*z + 1
*
-5/3 | 0.20721253102121997994655262209557155807 | 0.028589743523079369391121866779220171760
f(z) = 2/25*z^3 - 281/90*z + 1
*
5/2 | 0.088188547430790354180774819401063579308 | 0.015621180932125278808344686426005741643
f(z) = 3/20*z^3 - 283/80*z + 1
*
1/3 | 0.11552780036228228977385518009939013751 | 0.020388122307246553956356804058477165773
f(z) = 3/32*z^3 - 289/96*z + 1
*
1/2 | 0.11630539521234384127262455187329378897 | 0.020475679740385575416968671596152784900
f(z) = 5/24*z^3 - 293/96*z + 1
*
[ 10/3 ] 
f(z) = 7/20*z^3 - 287/90*z + 1
*
1/2 | 0.12468454556262027691189073171991405627 | 0.021924579895290453585697083811354972168
f(z) = 7/24*z^3 - 295/96*z + 1
*
-3/14 | 0.14592362946510927844206313746121564094 | 0.018623208938525535717776945306495818396
f(z) = 7/27*z^3 - 281/84*z + 1
*
3/7 | 0.15843239663069544198541095905921455600 | 0.023492142084439474638881297363687350437
f(z) = 7/36*z^3 - 283/84*z + 1
*
7/6 | 0.14265458400437254176384798630520844737 | 0.025175404510861645977630585043924887575
f(z) = 9/20*z^3 - 289/80*z + 1
*
8/3 | 0.14524083230523157669492449281791031533 | 0.025631820598673160796656745362722320189
f(z) = 9/22*z^3 - 289/88*z + 1
*
-3 | 0.14312111203852877491313148219852478886 | 0.025107013199219997899134599737129038344
f(z) = 9/28*z^3 - 299/84*z + 1
*
0 | 0.15593659895441341666946411650746871435 | 0.027621657201223715186522150105217001397
f(z) = 9/32*z^3 - 283/96*z + 1
*
1/2 | 0.11574240360801140109796614636817774492 | 0.020304104780247223570013125108146981285
f(z) = 11/24*z^3 - 299/96*z + 1
*
[ 3 ] 
f(z) = 13/28*z^3 - 295/84*z + 1
*
[ 3 ] 
f(z) = 13/29*z^3 - 293/87*z + 1
*
[ 3 ] 
f(z) = 13/31*z^3 - 289/93*z + 1
*
[ 3 ] 
f(z) = 13/32*z^3 - 287/96*z + 1
*
7/3 | 0.13609508622757549532869256051452480571 | 0.024137375920634862129917874067783305848
f(z) = 15/28*z^3 - 281/84*z + 1
*
[ -3 ] 
f(z) = 15/29*z^3 - 289/87*z + 1
*
[ -3 ] 
f(z) = 15/31*z^3 - 281/93*z + 1
*
1/3 | 0.12588987085439549810227354557984135878 | 0.022163036146920942061075719562477925292
f(z) = 15/32*z^3 - 293/96*z + 1
*
0 | 0.084352484108367306558270791677049752120 | 0.014832574228466008456611661918576573407
f(z) = 16/21*z^3 - 295/84*z + 1
*
13/2 | 0.077449925665342835544220627672592814336 | 0.013668212778226645407788186044664196918
f(z) = 1/26*z^3 - 289/104*z + 1
*
[ 5 ] 
f(z) = 3/22*z^3 - 287/110*z + 1
*
[ 5 ] 
f(z) = 3/23*z^3 - 283/115*z + 1
*
5/2 | 0.14487423446994801246050661411116713980 | 0.025662137488252271501124436863422373815
f(z) = 3/26*z^3 - 283/104*z + 1
*
2/3 | 0.16358207038888664959981393381671874981 | 0.028868646749116978123890673092119004636
f(z) = 3/38*z^3 - 289/114*z + 1
*
4 | 0.12224648010345215905583974015022954055 | 0.021681232783800273460937756403392461670
f(z) = 4/25*z^3 - 281/100*z + 1
*
4 | 0.15952744928561780714178443494571448191 | 0.028257718508027156350518072903129113717
f(z) = 4/27*z^3 - 283/108*z + 1
*
3/5 | 0.11840934109011263523508158013262574085 | 0.020896651030273274685761337217903777707
f(z) = 5/21*z^3 - 289/105*z + 1
*
-9/2 | 0.091454961886830201432931213778740158605 | 0.016100736400448250046995718159240146239
f(z) = 5/28*z^3 - 293/112*z + 1
*
[ 4 ] 
f(z) = 6/29*z^3 - 297/116*z + 1
*
5/2 | 0.079793279298144945564859076462579309503 | 0.014056145832194034296061805055514958415
f(z) = 8/21*z^3 - 292/105*z + 1
*
[ -7/2 ] 
f(z) = 9/28*z^3 - 297/112*z + 1
*
8/13 | 0.082805933812947481658589280286280696877 | 0.011740990921789083510866850280282883346
f(z) = 13/32*z^3 - 289/104*z + 1
*
[ 3 ] 
f(z) = 13/34*z^3 - 283/102*z + 1
*
[ 3 ] 
f(z) = 13/35*z^3 - 281/105*z + 1
*
[ -3 ] 
f(z) = 16/35*z^3 - 292/105*z + 1
*
[ -3 ] 
f(z) = 16/37*z^3 - 284/111*z + 1
*
9/4 | 0.15507521012079639480664119788604347670 | 0.027268486392844854544626886478606952590
f(z) = 16/39*z^3 - 295/117*z + 1
*
0 | 0.16279102802170819219797958765690449605 | 0.028557607127558724579560914054404556229
f(z) = 18/35*z^3 - 299/105*z + 1
*
2 | 0.13275923550352010861478994188472500778 | 0.023472317489843795997011651643562890330
f(z) = 18/35*z^3 - 286/105*z + 1
*
4 | 0.15461133497068041272068283277145044265 | 0.027219478282269194604560740860507727475
f(z) = 2/33*z^3 - 293/132*z + 1
*
10/3 | 0.12378935983096938537336490898870111437 | 0.017622141589467472766453752786301067945
f(z) = 3/32*z^3 - 281/120*z + 1
*
4 | 0.13892322604031375501716666844639089939 | 0.024516901688988597886458775760632472835
f(z) = 4/33*z^3 - 289/132*z + 1
*
-26/15 | 0.10931364700448327657538784230270447336 | 0.014125174304682824816874856644262009834
f(z) = 5/24*z^3 - 287/135*z + 1
*
[ -24/5 ] 
f(z) = 5/32*z^3 - 287/120*z + 1
*
[ 24/5 ] 
f(z) = 5/36*z^3 - 289/120*z + 1
*
-1 | 0.058064707702391660940865793181670298490 | 0.010247147081988251438838013801722251948
f(z) = 6/23*z^3 - 289/138*z + 1
*
[ 4 ] 
f(z) = 6/31*z^3 - 291/124*z + 1
*
-18/7 | 0.19567830280757779924324691816969883329 | 0.028866279983953780293496099548457043652
f(z) = 7/27*z^3 - 293/126*z + 1
*
[ -4 ] 
f(z) = 7/31*z^3 - 293/124*z + 1
*
-3/20 | 0.23084268511486364294417003811972277176 | 0.029460832166679858522414575964737086479
f(z) = 10/27*z^3 - 281/120*z + 1
*
2 | 0.15851003037713308748663866872276565709 | 0.022519520517300039984794069473348278982
f(z) = 17/32*z^3 - 285/136*z + 1
*
5 | 0.071621906893892102634110414632815045486 | 0.012609107473282578046958004800410172842
f(z) = 1/28*z^3 - 293/140*z + 1
*
-10 | 0.12735064996186110737898189460641019361 | 0.022586491526420677081997521714394823592
f(z) = 1/35*z^3 - 281/140*z + 1
*
-21/2 | 0.16468923232770110858438826950136160163 | 0.029064036542324250778890665859618072266
f(z) = 1/38*z^3 - 289/152*z + 1
*
4 | 0.13515566651957840344578927475337970048 | 0.023823015216081980876650359852592634773
f(z) = 4/35*z^3 - 291/140*z + 1
*
-21/4 | 0.10713058158392201221660455255757064077 | 0.019000326844742645542245104033487353391
f(z) = 4/35*z^3 - 281/140*z + 1
*
4 | 0.15961336542737582283818084978516404978 | 0.028066477420099844967014304790226519259
f(z) = 4/39*z^3 - 295/156*z + 1
*
21/10 | 0.22614937860765758688584222894914910187 | 0.025312797214292089500807862143269766853
f(z) = 5/27*z^3 - 281/140*z + 1
*
3 | 0.10142631267970877623782818006292963140 | 0.017988636513299327708799704313435397825
f(z) = 5/28*z^3 - 281/140*z + 1
*
[ 9/2 ] 
f(z) = 5/36*z^3 - 293/144*z + 1
*
15/7 | 0.10847537929765468004426906573805295395 | 0.019238835734764559574428774462076097170
f(z) = 7/20*z^3 - 281/140*z + 1
*
0 | 0.12290817677842898665784170822095922774 | 0.021664229410235320811127785441945976821
f(z) = 7/22*z^3 - 291/154*z + 1
*
[ -22/7 ] 
f(z) = 7/22*z^3 - 281/154*z + 1
*
-7/3 | 0.10189862906385847090569139604457292428 | 0.018049701097427260778680603608560322589
f(z) = 9/20*z^3 - 283/140*z + 1
*
5/2 | 0.093160432426400976184656890127283095464 | 0.016522627236113411530438870070539020559
f(z) = 9/35*z^3 - 281/140*z + 1
*
[ 5/2 ] 
f(z) = 12/29*z^3 - 288/145*z + 1
*
[ 5/2 ] 
f(z) = 12/31*z^3 - 282/155*z + 1
*
-1/4 | 0.16714911898084685437500211019572527377 | 0.029607774550253115205636374258429533430
f(z) = 12/35*z^3 - 283/140*z + 1
*
3/2 | 0.15990696716801149779988014456944077717 | 0.028220071655295481725331858476364068456
f(z) = 14/25*z^3 - 289/150*z + 1
*
[ -5/2 ] 
f(z) = 16/29*z^3 - 297/145*z + 1
*
[ -5/2 ] 
f(z) = 16/31*z^3 - 283/155*z + 1
*
1/8 | 0.16530215216898799514931096988678194550 | 0.029317444868809727953741531364160499936
f(z) = 16/35*z^3 - 281/140*z + 1
*
9/8 | 0.14820340718520901280244757379753282390 | 0.026154650071821133740180419567959123012
f(z) = 16/39*z^3 - 289/156*z + 1
*
0 | 0.15990761930736521716412699156856340619 | 0.028325059504876514148930091658188435143
f(z) = 18/25*z^3 - 283/150*z + 1
*
[ 33/4 ] 
f(z) = 1/27*z^3 - 289/176*z + 1
*
11/4 | 0.12588881904188256511155115264070522868 | 0.022216614803467603446071741628152600927
f(z) = 2/21*z^3 - 289/168*z + 1
*
[ 6 ] 
f(z) = 2/29*z^3 - 287/174*z + 1
*
11/5 | 0.16071299411867868755630074415097572388 | 0.028327840059571326920144610950074964900
f(z) = 5/34*z^3 - 291/170*z + 1
*
[ -24/7 ] 
f(z) = 7/27*z^3 - 295/168*z + 1
*
-15/7 | 0.099757781134906042788068149048400318575 | 0.017605059877362816040432423001998498547
f(z) = 14/23*z^3 - 289/161*z + 1
*
6/7 | 0.12857404574218721181878933222773364181 | 0.016409003303339668819912908324778433164
f(z) = 14/27*z^3 - 281/168*z + 1
*
[ -10 ] 
f(z) = 1/38*z^3 - 291/190*z + 1
*
9/2 | 0.10336800702537255067381347775206179659 | 0.018264569634573610553010675746751573845
f(z) = 2/33*z^3 - 287/198*z + 1
*
[ 2/5 ] 
f(z) = 5/38*z^3 - 289/190*z + 1
*
-13/5 | 0.14360208702301799259936449082414540053 | 0.025342618007267275405029437548834825040
f(z) = 5/39*z^3 - 289/195*z + 1
*
5/3 | 0.12829783903431727566798857610235541757 | 0.022725895993792238536929045729863143987
f(z) = 7/20*z^3 - 283/180*z + 1
*
[ 7/3 ] 
f(z) = 8/21*z^3 - 284/189*z + 1
*
[ -23/8 ] 
f(z) = 8/23*z^3 - 281/184*z + 1
*
0 | 0.13200413828154740675142686435523075386 | 0.023411818876790457423396682613815613151
f(z) = 9/20*z^3 - 281/180*z + 1
*
11/9 | 0.16034263339418378803789180956405102788 | 0.028402115244609036111358167466089098521
f(z) = 9/22*z^3 - 283/198*z + 1
*
-18/11 | 0.19220763636536062695009745218409417071 | 0.028354290520561552391393488017058493388
f(z) = 11/27*z^3 - 293/198*z + 1
*
[ -30/13 ] 
f(z) = 13/24*z^3 - 283/195*z + 1
*
[ 2/5 ] 
f(z) = 15/38*z^3 - 297/190*z + 1
*
[ 12/7 ] 
f(z) = 17/27*z^3 - 281/196*z + 1
*
[ -23/3 ] 
f(z) = 1/23*z^3 - 295/207*z + 1
*
[ -8 ] 
f(z) = 1/25*z^3 - 287/200*z + 1
*
0 | 0.097071555527812057215448668841588258448 | 0.017216291138223570475648559476553824475
f(z) = 6/35*z^3 - 281/210*z + 1
*
5/4 | 0.16771493096359519749106623882929471237 | 0.029526379303571487952681759176894818320
f(z) = 8/21*z^3 - 293/210*z + 1
*
-1 | 0.066739955404554595246707466266177490435 | 0.011778137983249304106516765873521665108
f(z) = 8/25*z^3 - 289/200*z + 1
*
0 | 0.13412135921569337855436024796160411797 | 0.023612197805887201684242892715128212060
f(z) = 8/35*z^3 - 293/210*z + 1
*
0 | 0.14884474665539443544599499397159892872 | 0.026111081486744714123755107883410621321
f(z) = 9/35*z^3 - 299/210*z + 1
*
-8/5 | 0.20907003543807441970969744783540715805 | 0.029732327704397003951031299546553581289
f(z) = 13/32*z^3 - 283/200*z + 1
*
0 | 0.082506192993466513051154885052560264056 | 0.014614643355853680005642838601161283106
f(z) = 18/35*z^3 - 283/210*z + 1
*
-1 | 0.056541790764510652265609743957513514331 | 0.0099783856523070153958070500906004898530
f(z) = 9/26*z^3 - 289/234*z + 1
*
-23/11 | 0.16925281079142875893127718752381915318 | 0.029708624440222831183437484280490363524
f(z) = 11/21*z^3 - 298/231*z + 1
*
0 | 0.14522922870432612553491480797513792195 | 0.025521977982246367918112528065040319267
f(z) = 14/33*z^3 - 296/231*z + 1
*
[ -25/12 ] 
f(z) = 16/25*z^3 - 292/225*z + 1
*
[ 8 ] 
f(z) = 1/31*z^3 - 295/248*z + 1
*
[ 15/7 ] 
f(z) = 10/27*z^3 - 286/245*z + 1
*
[ 15/8 ] 
f(z) = 12/25*z^3 - 293/240*z + 1
*
[ 8 ] 
f(z) = 1/33*z^3 - 281/264*z + 1
*
-11/4 | 0.13559448560508189151649093000278007920 | 0.023929452028302929580828276156828642454
f(z) = 2/33*z^3 - 289/264*z + 1
*
10/9 | 0.18867451538601704515456553131673611997 | 0.029603804863923057774170770925585664099
f(z) = 3/20*z^3 - 293/270*z + 1
*
-5/6 | 0.16316824175904405060167574690578024446 | 0.028795615074550223738100624061991438348
f(z) = 3/22*z^3 - 289/264*z + 1
*
-13/7 | 0.14383182997492440941388054561744443534 | 0.025291445973048080615568428209032287472
f(z) = 7/39*z^3 - 295/273*z + 1
*
-5/11 | 0.13358616705791279864251466950059339244 | 0.023575027863355673812259835789331233470
f(z) = 11/24*z^3 - 289/264*z + 1
*
[ 24/11 ] 
f(z) = 11/32*z^3 - 289/264*z + 1
*
-4/13 | 0.15560621518359638326606167260819489697 | 0.027461083280234062448214293356112446349
f(z) = 13/21*z^3 - 289/273*z + 1
*
[ 7/13 ] 
f(z) = 13/21*z^3 - 283/273*z + 1
*
0 | 0.14709393920885061147036667684501003416 | 0.025896033330984402827480777586369464368
f(z) = 16/33*z^3 - 293/264*z + 1
*
-5/4 | 0.14123839229980843963900870992195600847 | 0.025049575733145184631228364047186035301
f(z) = 18/35*z^3 - 281/280*z + 1
*
-34/19 | 0.17753702776897048856720537098500461078 | 0.027856287402887929890242439401814990641
f(z) = 19/30*z^3 - 293/285*z + 1
*
[ -14 ] 
f(z) = 3/28*z^3 - 279/14*z + 1
*
[ 10 ] 
f(z) = 7/25*z^3 - 271/10*z + 1
*
[ -10 ] 
f(z) = 7/25*z^3 - 269/10*z + 1
*
[ 9 ] 
f(z) = 10/27*z^3 - 262/9*z + 1
*
[ -12 ] 
f(z) = 13/27*z^3 - 273/4*z + 1
*
[ 8 ] 
f(z) = 17/32*z^3 - 265/8*z + 1
*
[ -8 ] 
f(z) = 17/32*z^3 - 263/8*z + 1
*
0 | 0.14544151425992237591368369129465860645 | 0.026066049575118174996662678122757447512
f(z) = 1/22*z^3 - 265/22*z + 1
*
-17 | 0.12307261738221028454166856170199032679 | 0.022057092586997631193016008147857528506
f(z) = 1/24*z^3 - 265/24*z + 1
*
0 | 0.14395386205514702719923177934892731771 | 0.025629291198096207092038972737099403282
f(z) = 2/21*z^3 - 275/21*z + 1
*
-12 | 0.088892454614336081062918606909263783103 | 0.015931318789010408879178375445322241396
f(z) = 2/23*z^3 - 265/23*z + 1
*
-11 | 0.078328460998620002349387058858140379710 | 0.013972748247669596963634026555296236641
f(z) = 2/33*z^3 - 272/33*z + 1
*
0 | 0.14959871226061757708817449213568909503 | 0.026775023165597024455554126736529721876
f(z) = 3/22*z^3 - 267/22*z + 1
*
0 | 0.14801845566171685934244302084978795905 | 0.026302135959655112857949464577778080618
f(z) = 3/25*z^3 - 278/25*z + 1
*
0 | 0.16634361487505400608062866557307791381 | 0.029852659117903448067103500270124714349
f(z) = 3/26*z^3 - 263/26*z + 1
*
0 | 0.16419846308304136400689989664679521839 | 0.029252577167475270483612091739581819223
f(z) = 4/27*z^3 - 274/27*z + 1
*
0 | 0.11575290081660111664194595419667342243 | 0.020801954587905685612459164605663067843
f(z) = 5/32*z^3 - 261/32*z + 1
*
0 | 0.15326193957667423469112324461493150323 | 0.027394074363775577610597170077555954068
f(z) = 5/33*z^3 - 269/33*z + 1
*
0 | 0.16580548860973076942484969523672327955 | 0.029481680742870666942915415339532181147
f(z) = 5/34*z^3 - 277/34*z + 1
*
[ 7 ] 
f(z) = 6/35*z^3 - 264/35*z + 1
*
[ -15/2 ] 
f(z) = 7/27*z^3 - 269/20*z + 1
*
-6 | 0.11802885806125480728017799199073809068 | 0.020986573731572451837227034438511850558
f(z) = 7/30*z^3 - 277/30*z + 1
*
0 | 0.16368747121376919658367691233188746604 | 0.029375977452977055308193632950492979321
f(z) = 7/32*z^3 - 263/32*z + 1
*
0 | 0.15864739415434839986547315970669206148 | 0.028154980989018336621471589037607953946
f(z) = 7/39*z^3 - 280/39*z + 1
*
6 | 0.16805085655646070810685592606032468136 | 0.024047069367523628896882452526854278573
f(z) = 9/32*z^3 - 271/24*z + 1
*
-6 | 0.20107885327448402159515443638850655834 | 0.028897081922481774704643509591436816074
f(z) = 9/32*z^3 - 263/24*z + 1
*
[ 17/3 ] 
f(z) = 9/34*z^3 - 261/34*z + 1
*
-5 | 0.11413947293902273618392639334673877509 | 0.020374339886118197515708646409877955797
f(z) = 11/20*z^3 - 271/20*z + 1
*
[ 9/2 ] 
f(z) = 11/27*z^3 - 269/36*z + 1
*
-5 | 0.13900786469133284094064846606520521608 | 0.024846297737207967474243567725890884354
f(z) = 11/30*z^3 - 269/30*z + 1
*
[ 6 ] 
f(z) = 11/32*z^3 - 277/24*z + 1
*
[ -6 ] 
f(z) = 11/32*z^3 - 269/24*z + 1
*
[ 5 ] 
f(z) = 12/35*z^3 - 272/35*z + 1
*
4 | 0.11735981965476238583245631224989216100 | 0.020867612792038325237058819678517764559
f(z) = 17/20*z^3 - 277/20*z + 1
*
-4 | 0.14053184010861664806685247478601107002 | 0.025152243742961309658880754801779928053
f(z) = 17/20*z^3 - 267/20*z + 1
*
[ -4 ] 
f(z) = 19/20*z^3 - 279/20*z + 1
*
[ -4 ] 
f(z) = 19/28*z^3 - 269/28*z + 1
*
[ 4 ] 
f(z) = 19/36*z^3 - 277/36*z + 1
*
6 | 0.13422010132420062245402560444088218628 | 0.021246889701289507554014893069972353413
f(z) = 5/28*z^3 - 277/42*z + 1
*
-6 | 0.14465868299396075024399503419525620408 | 0.023088863261651572155580754601084729512
f(z) = 5/28*z^3 - 263/42*z + 1
*
-6/7 | 0.13972614317233651441940649015990059438 | 0.020102124402265417298464210029245015125
f(z) = 7/32*z^3 - 261/56*z + 1
*
1/4 | 0.14521549568120778228816946576766927325 | 0.025921530821512384182632574268171934182
f(z) = 8/27*z^3 - 271/54*z + 1
*
[ -14/3 ] 
f(z) = 9/32*z^3 - 275/56*z + 1
*
0 | 0.11510414237334139509522364292503353555 | 0.020657028091586199670539447501280867470
f(z) = 10/27*z^3 - 263/54*z + 1
*
[ 3/22 ] 
f(z) = 11/27*z^3 - 279/44*z + 1
*
0 | 0.11885546837578621041768432168027200769 | 0.021216163415313338956389877556210390506
f(z) = 14/27*z^3 - 271/54*z + 1
*
[ -24/7 ] 
f(z) = 14/27*z^3 - 269/56*z + 1
*
0 | 0.14431941295539482309275527546149612791 | 0.025900111899632910457892699943061595295
f(z) = 16/21*z^3 - 263/42*z + 1
*
0 | 0.16756697567085765821334449461839971864 | 0.029833328216005028705916780166973911670
f(z) = 16/27*z^3 - 275/54*z + 1
*
-35/12 | 0.19206319306993220399807438511853263610 | 0.026552067021176975940487920482001080232
f(z) = 18/25*z^3 - 277/40*z + 1
*
-10 | 0.19196468147630683367960046653512098242 | 0.024907632136938846334967871644363200557
f(z) = 1/24*z^3 - 278/75*z + 1
*
2/5 | 0.16442412255037889227287310353780459346 | 0.021488867382399227767615433239812111918
f(z) = 1/24*z^3 - 263/75*z + 1
*
8/3 | 0.14588639231830156520726669389306607921 | 0.020810257101206371801784247023715388475
f(z) = 1/32*z^3 - 277/72*z + 1
*
-10 | 0.14961980256239652716779833841292086592 | 0.026851340020103613453568121545610948865
f(z) = 1/35*z^3 - 263/70*z + 1
*
7 | 0.13119713931422297169291055236601429092 | 0.023577438792671622880878344179703188098
f(z) = 2/35*z^3 - 261/70*z + 1
*
0 | 0.14349924303642365616722026950755558422 | 0.025515433207409300191930519290488563740
f(z) = 2/39*z^3 - 277/78*z + 1
*
0 | 0.16334179102550516855263926370307480513 | 0.029195749332314936003253126489091290924
f(z) = 3/20*z^3 - 269/60*z + 1
*
[ 6 ] 
f(z) = 3/22*z^3 - 269/66*z + 1
*
1/3 | 0.15088347300819290207536427231109929937 | 0.027041358222308571014348023288436973184
f(z) = 3/22*z^3 - 265/66*z + 1
*
14/3 | 0.13717853586001676293988785493453150106 | 0.024486902232194284841256274098985382224
f(z) = 3/25*z^3 - 271/75*z + 1
*
[ 20/3 ] 
f(z) = 3/25*z^3 - 269/60*z + 1
*
-6 | 0.15981660808370864907186085791020088358 | 0.028453466467612109835409249026360817523
f(z) = 4/39*z^3 - 275/78*z + 1
*
[ -6 ] 
f(z) = 5/39*z^3 - 269/78*z + 1
*
-13/3 | 0.086462390964776975128848764843712916122 | 0.015454307666346548172076239624385415301
f(z) = 6/23*z^3 - 269/69*z + 1
*
3 | 0.16577595983744049100086984238011071348 | 0.029630833226152647402812455473201742975
f(z) = 7/20*z^3 - 269/60*z + 1
*
2/5 | 0.15899707823966771079088491680035377633 | 0.020748840893977940125291813457068561513
f(z) = 7/24*z^3 - 266/75*z + 1
*
1/4 | 0.14678059069359377411639968815631738595 | 0.026306039050492946435929682624223368876
f(z) = 8/33*z^3 - 265/66*z + 1
*
0 | 0.10399939607058320805575590698855157049 | 0.018689732170579162483811048606605569746
f(z) = 8/35*z^3 - 261/70*z + 1
*
-1/2 | 0.15243589040620223152638404960688394995 | 0.027104448063772532091817586607546486316
f(z) = 8/39*z^3 - 277/78*z + 1
*
3 | 0.10876081139433241800933227911773831445 | 0.019518629737488688567580357152481374398
f(z) = 9/20*z^3 - 263/60*z + 1
*
0 | 0.11066648937114414858404362765145074495 | 0.019780553787748742019939187158554129424
f(z) = 9/22*z^3 - 269/66*z + 1
*
3 | 0.15598361017404332878809197399433180357 | 0.027955405555227414075563589419744221256
f(z) = 9/22*z^3 - 265/66*z + 1
*
3 | 0.16754151573034892514907086696001199262 | 0.029946409092915962746054865806045125809
f(z) = 9/26*z^3 - 269/78*z + 1
*
10/3 | 0.18485516484390087776146130827808335836 | 0.029364154715881248501518001049486567924
f(z) = 9/28*z^3 - 271/70*z + 1
*
-3 | 0.15083983995289419810350974094343214765 | 0.026820656192294159727128787661256431531
f(z) = 11/20*z^3 - 277/60*z + 1
*
2/5 | 0.16983418786935028933259291792322320185 | 0.022141421092448331927391437344558925302
f(z) = 11/24*z^3 - 268/75*z + 1
*
[ -4 ] 
f(z) = 11/30*z^3 - 277/60*z + 1
*
[ -4 ] 
f(z) = 11/34*z^3 - 267/68*z + 1
*
0 | 0.15986379624352036794561948059780123409 | 0.028612257305421742232954211339098193605
f(z) = 11/35*z^3 - 267/70*z + 1
*
[ 3 ] 
f(z) = 12/23*z^3 - 278/69*z + 1
*
[ 3 ] 
f(z) = 12/25*z^3 - 274/75*z + 1
*
0 | 0.083130219799748689542717744277222827777 | 0.014858714625179618941898288723846382261
f(z) = 12/35*z^3 - 269/70*z + 1
*
[ -3 ] 
f(z) = 13/20*z^3 - 271/60*z + 1
*
[ -3 ] 
f(z) = 13/22*z^3 - 263/66*z + 1
*
2/5 | 0.15773530582603230718433574455794514822 | 0.020554099904447646904691739983598595951
f(z) = 13/24*z^3 - 269/75*z + 1
*
[ -3 ] 
f(z) = 14/25*z^3 - 278/75*z + 1
*
1/3 | 0.13406833378415523545976740095739952820 | 0.023963404845684197948945513994168082401
f(z) = 15/22*z^3 - 269/66*z + 1
*
0 | 0.15919268633141187665365716641372744926 | 0.028569326226826254971358985858380365241
f(z) = 16/33*z^3 - 263/66*z + 1
*
0 | 0.068293293916452723765351693017533569884 | 0.012143151019945961752414835342704295469
f(z) = 16/35*z^3 - 277/70*z + 1
*
0 | 0.16465257228723092111619000121904480017 | 0.029391124599776968377637327932716481612
f(z) = 17/20*z^3 - 271/60*z + 1
*
2/5 | 0.15824609108459647865023401146498419469 | 0.020600774271839222807196153945958879196
f(z) = 17/24*z^3 - 271/75*z + 1
*
0 | 0.095736304351030422579607206864027362624 | 0.017001012936520274498291195936960767206
f(z) = 17/35*z^3 - 279/70*z + 1
*
2/5 | 0.19057783857585946593935746008733417278 | 0.024797891686618185660413096798896724000
f(z) = 19/24*z^3 - 272/75*z + 1
*
9/2 | 0.10902503100215772514609336604379919130 | 0.019385613732925328015563176153962173206
f(z) = 1/21*z^3 - 277/84*z + 1
*
-3/2 | 0.15461107905662217546630004431324842917 | 0.027562502264355216785427036729969666811
f(z) = 1/22*z^3 - 273/88*z + 1
*
1/2 | 0.14623838775207913164526436100967133240 | 0.026208865359575249068916657132106699560
f(z) = 1/22*z^3 - 265/88*z + 1
*
1/2 | 0.16316720814262316087949454970304567701 | 0.029203498558688002161117281096930129858
f(z) = 3/22*z^3 - 267/88*z + 1
*
0 | 0.089990020354737025576908825935214826283 | 0.016128024682419315786838422117238542826
f(z) = 3/32*z^3 - 265/96*z + 1
*
[ 1/4 ] 
f(z) = 4/23*z^3 - 277/92*z + 1
*
[ 21/4 ] 
f(z) = 4/27*z^3 - 275/84*z + 1
*
9/2 | 0.14612882807664664816737351412181033006 | 0.026189230058431771444025070436980578387
f(z) = 4/33*z^3 - 265/99*z + 1
*
1/2 | 0.15485254579588490560718454795335209576 | 0.027678379685585381171384164341124942198
f(z) = 5/22*z^3 - 269/88*z + 1
*
3 | 0.16185251627358056275192130027860080752 | 0.029046669445769745834864019201938579668
f(z) = 5/32*z^3 - 263/96*z + 1
*
[ -4 ] 
f(z) = 6/23*z^3 - 269/92*z + 1
*
20/7 | 0.17533729029444657144293601085504564534 | 0.027985452628833869238719887750053144992
f(z) = 7/24*z^3 - 263/84*z + 1
*
-6/7 | 0.22815115753428797934622605346896285969 | 0.029197758358652597777531462972224498516
f(z) = 7/27*z^3 - 275/84*z + 1
*
0 | 0.13140289135322159985828029067329682665 | 0.023582063703624039531993656771329411814
f(z) = 8/21*z^3 - 263/84*z + 1
*
-5/2 | 0.16644531606539746282368615979917312977 | 0.029672190563159664196659052995263880045
f(z) = 9/20*z^3 - 273/80*z + 1
*
1/2 | 0.13674263233806374275837047105619602373 | 0.024377095978170429789245922574700217322
f(z) = 9/22*z^3 - 273/88*z + 1
*
3 | 0.13419979257221567546434408684575074415 | 0.023955184968951136542507457821410825180
f(z) = 9/28*z^3 - 271/84*z + 1
*
3 | 0.13682069840192061090888450272209718418 | 0.024359315347346331527882692083804554394
f(z) = 9/32*z^3 - 275/96*z + 1
*
1/2 | 0.11061380398777427687521143319485582163 | 0.019851174850696489448615648465574290184
f(z) = 11/21*z^3 - 263/84*z + 1
*
-3 | 0.16381673214940766965830438702940935306 | 0.029359258827635604483805047702880708873
f(z) = 11/32*z^3 - 265/96*z + 1
*
[ 1/4 ] 
f(z) = 12/23*z^3 - 279/92*z + 1
*
[ 3 ] 
f(z) = 12/29*z^3 - 266/87*z + 1
*
[ 3 ] 
f(z) = 12/31*z^3 - 262/93*z + 1
*
[ 5/2 ] 
f(z) = 13/20*z^3 - 277/80*z + 1
*
1/2 | 0.12571567765471560672460441720094606996 | 0.022530782237739485692991097515420249446
f(z) = 13/21*z^3 - 265/84*z + 1
*
1/2 | 0.15557162052635294488669646108886790916 | 0.027662008582867804767357281222419461207
f(z) = 13/22*z^3 - 277/88*z + 1
*
[ -3 ] 
f(z) = 14/29*z^3 - 262/87*z + 1
*
0 | 0.14079157302699581771724750237015503420 | 0.025165118175768270580955670020855215680
f(z) = 15/28*z^3 - 269/84*z + 1
*
[ -16/5 ] 
f(z) = 15/32*z^3 - 279/80*z + 1
*
[ -3 ] 
f(z) = 15/32*z^3 - 277/96*z + 1
*
-2 | 0.14535810597644949237661828772359806784 | 0.025845955460937277860044241941463534356
f(z) = 16/21*z^3 - 277/84*z + 1
*
-1/2 | 0.15797791299622376760455295600291678163 | 0.028237008538493479919586903434714400437
f(z) = 16/23*z^3 - 269/92*z + 1
*
[ 5/19 ] 
f(z) = 19/25*z^3 - 271/95*z + 1
*
6 | 0.11921892742197413314336475571870360171 | 0.021309218533889523116127671835228362932
f(z) = 1/25*z^3 - 269/100*z + 1
*
4 | 0.16380689792041093629027932999209641763 | 0.029397410224927019544128129679300704792
f(z) = 2/27*z^3 - 263/108*z + 1
*
-17/3 | 0.15740242709223105798917996741703089290 | 0.028096945481694397506363622476692168329
f(z) = 3/34*z^3 - 271/102*z + 1
*
[ 19/3 ] 
f(z) = 3/38*z^3 - 265/114*z + 1
*
5/2 | 0.10717851296027588865077855625874026015 | 0.019119211076800201359683313114896090019
f(z) = 4/21*z^3 - 272/105*z + 1
*
0 | 0.11338568993476952331368353991893489767 | 0.020160977416949134946112219206251025560
f(z) = 5/21*z^3 - 277/105*z + 1
*
2/5 | 0.13437987282904766627547718424200198242 | 0.023863402414175175158124294196746422528
f(z) = 5/22*z^3 - 279/110*z + 1
*
0 | 0.10464903364653431757571282948439337481 | 0.018729976065983361047641797116762783623
f(z) = 5/22*z^3 - 267/110*z + 1
*
[ 21/5 ] 
f(z) = 5/27*z^3 - 263/105*z + 1
*
[ 4/15 ] 
f(z) = 9/32*z^3 - 277/100*z + 1
*
-14/5 | 0.096766326500477167556733965121528536922 | 0.017205907768604630407861386960109988027
f(z) = 10/23*z^3 - 277/115*z + 1
*
-5/2 | 0.057694611193694174656452176660762626741 | 0.010278513174861323882774140945684562108
f(z) = 12/35*z^3 - 274/105*z + 1
*
[ 3 ] 
f(z) = 13/37*z^3 - 277/111*z + 1
*
[ 3 ] 
f(z) = 13/38*z^3 - 275/114*z + 1
*
0 | 0.15558906713803273714601299829853168120 | 0.027736848106017179312411672450463372052
f(z) = 15/22*z^3 - 273/110*z + 1
*
2/3 | 0.15768813386931122084328142331572876047 | 0.028074516680022994704591190729505658900
f(z) = 15/34*z^3 - 275/102*z + 1
*
[ -3 ] 
f(z) = 15/34*z^3 - 269/102*z + 1
*
3/4 | 0.16540200459797687575693962583406666671 | 0.029505502092631917459799048454131244611
f(z) = 16/35*z^3 - 272/105*z + 1
*
5 | 0.089560649286323478694558856767946677416 | 0.016008091072018316437890323750764091354
f(z) = 1/24*z^3 - 269/120*z + 1
*
11/2 | 0.13321770832306135784304611499630799692 | 0.023687285499467258826060593250945442726
f(z) = 1/33*z^3 - 277/132*z + 1
*
9/2 | 0.13775910010100328690247634525559082859 | 0.024590535207421925218402187338024979283
f(z) = 2/21*z^3 - 271/126*z + 1
*
[ -6 ] 
f(z) = 2/23*z^3 - 271/138*z + 1
*
-8/3 | 0.16396854233612540523836092378125644455 | 0.029426419547853308692843876331473694365
f(z) = 3/20*z^3 - 263/120*z + 1
*
[ 5 ] 
f(z) = 3/26*z^3 - 271/130*z + 1
*
[ -10/3 ] 
f(z) = 7/24*z^3 - 262/135*z + 1
*
3/2 | 0.092362249464486507063235352301356801369 | 0.016575681313028702454878840324827238375
f(z) = 7/30*z^3 - 263/120*z + 1
*
-5/2 | 0.095941396086066773275926048136687244631 | 0.017059227852778828658407134500277134452
f(z) = 13/30*z^3 - 277/120*z + 1
*
3/2 | 0.15990787298575674741019857810391573276 | 0.028433032580327488358259445406418564752
f(z) = 2/25*z^3 - 277/150*z + 1
*
[ 5 ] 
f(z) = 3/28*z^3 - 263/140*z + 1
*
5/2 | 0.12545028204666001462701629755230019028 | 0.022393363307306743766884675206085343648
f(z) = 3/35*z^3 - 271/140*z + 1
*
7/4 | 0.10921151874882924639691651972143245711 | 0.019520492003754006509654385783228862311
f(z) = 4/35*z^3 - 269/140*z + 1
*
[ 4 ] 
f(z) = 6/35*z^3 - 279/140*z + 1
*
[ 4 ] 
f(z) = 6/37*z^3 - 273/148*z + 1
*
-5/2 | 0.19654314082478835675190533067978678600 | 0.027281936125624624011715516880596244506
f(z) = 7/25*z^3 - 269/140*z + 1
*
[ -4 ] 
f(z) = 7/37*z^3 - 263/148*z + 1
*
[ 7/3 ] 
f(z) = 9/20*z^3 - 263/140*z + 1
*
[ -7/2 ] 
f(z) = 9/35*z^3 - 261/140*z + 1
*
[ 9/4 ] 
f(z) = 13/27*z^3 - 271/144*z + 1
*
-15/8 | 0.14249849080434836850924299630742962497 | 0.025337490619041768150964354126323060790
f(z) = 16/39*z^3 - 277/156*z + 1
*
[ 3/8 ] 
f(z) = 16/39*z^3 - 269/156*z + 1
*
13/8 | 0.15961296534107281479718314448619489903 | 0.028605859122016016470979160110099540899
f(z) = 16/39*z^3 - 265/156*z + 1
*
[ -5/2 ] 
f(z) = 19/35*z^3 - 279/140*z + 1
*
-18/7 | 0.18805420930315760201451294657495208549 | 0.026909429137295190055189861040181722764
f(z) = 7/32*z^3 - 271/168*z + 1
*
[ 24/7 ] 
f(z) = 7/36*z^3 - 265/168*z + 1
*
[ -10/3 ] 
f(z) = 9/34*z^3 - 279/170*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.027112157562000133180211497641462631277
f(z) = 11/30*z^3 - 263/165*z + 1
*
[ 2/5 ] 
f(z) = 15/34*z^3 - 267/170*z + 1
*
0 | 0.13872487794114081158224063637141220216 | 0.024698332107351251812637829423569606084
f(z) = 16/21*z^3 - 275/168*z + 1
*
[ 7/4 ] 
f(z) = 16/23*z^3 - 274/161*z + 1
*
[ 7/4 ] 
f(z) = 16/25*z^3 - 268/175*z + 1
*
[ -5/2 ] 
f(z) = 16/33*z^3 - 269/165*z + 1
*
-5 | 0.14098880389983039270594739055643929688 | 0.025200371267385055894225313128414121057
f(z) = 1/36*z^3 - 269/180*z + 1
*
[ 6 ] 
f(z) = 2/31*z^3 - 277/186*z + 1
*
[ -5 ] 
f(z) = 4/37*z^3 - 278/185*z + 1
*
[ -5 ] 
f(z) = 4/39*z^3 - 266/195*z + 1
*
-12/5 | 0.14286514215262632081289396607992652232 | 0.025451965364916111339834285137171800446
f(z) = 5/39*z^3 - 274/195*z + 1
*
-13/5 | 0.14262087201772361651364538743549965285 | 0.025595285269237812433438327167837084879
f(z) = 10/39*z^3 - 263/195*z + 1
*
[ -7/3 ] 
f(z) = 11/21*z^3 - 269/189*z + 1
*
[ 5/2 ] 
f(z) = 12/37*z^3 - 264/185*z + 1
*
[ 7/4 ] 
f(z) = 16/27*z^3 - 262/189*z + 1
*
[ -8 ] 
f(z) = 1/27*z^3 - 269/216*z + 1
*
[ -23/6 ] 
f(z) = 4/23*z^3 - 268/207*z + 1
*
0 | 0.16702873343137924892884180412784928507 | 0.029815278606523865465253342410420324118
f(z) = 16/35*z^3 - 271/210*z + 1
*
-20/11 | 0.15555927562607788659552816687962306711 | 0.027624476161286126447898598669246050579
f(z) = 11/20*z^3 - 279/220*z + 1
*
0 | 0.16323210298077566673424861414390912683 | 0.029334442329651363880641930346084608833
f(z) = 11/20*z^3 - 261/220*z + 1
*
[ 9/5 ] 
f(z) = 14/27*z^3 - 278/225*z + 1
*
4/3 | 0.11741536545885099559305542901923197189 | 0.020986849453386304679946333019257329661
f(z) = 5/28*z^3 - 269/252*z + 1
*
9/7 | 0.13452880637915455215881437999526267850 | 0.023920410317206672360192404779672594787
f(z) = 7/36*z^3 - 277/252*z + 1
*
[ 3/2 ] 
f(z) = 13/20*z^3 - 271/240*z + 1
*
[ -7/3 ] 
f(z) = 13/28*z^3 - 277/252*z + 1
*
-9/8 | 0.13776003747122339728555997044372318865 | 0.024590702531652289041318668448483619384
f(z) = 16/21*z^3 - 271/252*z + 1
*
0 | 0.13654427116638383486621265752083862089 | 0.024471484359415110840065804515292840792
f(z) = 11/24*z^3 - 265/264*z + 1
*
[ 3/2 ] 
f(z) = 13/22*z^3 - 263/264*z + 1
*
[ 8 ] 
f(z) = 1/35*z^3 - 267/280*z + 1
*
[ 11/3 ] 
f(z) = 4/33*z^3 - 268/297*z + 1
*
[ -26/11 ] 
f(z) = 11/26*z^3 - 269/286*z + 1
*
[ 8/5 ] 
f(z) = 15/28*z^3 - 279/280*z + 1
*
[ 15 ] 
f(z) = 2/25*z^3 - 256/15*z + 1
*
[ -15 ] 
f(z) = 2/25*z^3 - 254/15*z + 1
*
[ 12 ] 
f(z) = 4/27*z^3 - 245/12*z + 1
*
[ 12 ] 
f(z) = 5/32*z^3 - 259/12*z + 1
*
[ -12 ] 
f(z) = 5/32*z^3 - 257/12*z + 1
*
[ 15/2 ] 
f(z) = 8/25*z^3 - 257/15*z + 1
*
[ -15/2 ] 
f(z) = 8/25*z^3 - 253/15*z + 1
*
[ -9 ] 
f(z) = 10/27*z^3 - 260/9*z + 1
*
0 | 0.12937815010170873547273669458660635829 | 0.023588503215445281560892194502042662119
f(z) = 1/20*z^3 - 241/20*z + 1
*
0 | 0.11202502685497063043388439914209297258 | 0.020393914761463831350441205956661064924
f(z) = 1/22*z^3 - 243/22*z + 1
*
0 | 0.10256108827464298824129378929615385633 | 0.018699158695993996723613094437149707970
f(z) = 1/24*z^3 - 241/24*z + 1
*
0 | 0.092675750796512544783075972556608367364 | 0.016748459689184941296203808813513289399
f(z) = 1/28*z^3 - 253/28*z + 1
*
-15 | 0.15811066429810394901419452571774508384 | 0.028573926455060312813549803948090170479
f(z) = 1/30*z^3 - 253/30*z + 1
*
0 | 0.16631620162163159661911047079128691069 | 0.029971872628373243052565885972406822284
f(z) = 1/32*z^3 - 257/32*z + 1
*
-17 | 0.15775866472843865213690334634444349408 | 0.028449705407622883814967581225288490530
f(z) = 1/33*z^3 - 256/33*z + 1
*
[ 17 ] 
f(z) = 1/34*z^3 - 257/34*z + 1
*
[ -17 ] 
f(z) = 1/34*z^3 - 253/34*z + 1
*
0 | 0.13130198480442162947529548437520825377 | 0.023849968698058582182818801874790731979
f(z) = 1/35*z^3 - 246/35*z + 1
*
0 | 0.14174816699581478746000199473089297293 | 0.025598629261031800440831557499297151252
f(z) = 2/21*z^3 - 254/21*z + 1
*
11 | 0.15843716970382918505495425199782018601 | 0.028800169641217578020980606572463587271
f(z) = 2/33*z^3 - 245/33*z + 1
*
0 | 0.10889422124560272937653356775105731143 | 0.019765210689840656712048948371167343232
f(z) = 2/35*z^3 - 247/35*z + 1
*
10 | 0.16164874338204016456304989468357580107 | 0.029449913889845753307013159687817544086
f(z) = 2/35*z^3 - 242/35*z + 1
*
2 | 0.16355654014001237540506059037826328427 | 0.029797485105471119132186554911848896862
f(z) = 2/39*z^3 - 242/39*z + 1
*
0 | 0.12331892375417352956684583749671113193 | 0.022416494379012735010982711331008005987
f(z) = 3/22*z^3 - 245/22*z + 1
*
0 | 0.14930306039035319943492517518630972180 | 0.026982206962750332583873459229905609806
f(z) = 3/25*z^3 - 253/25*z + 1
*
0 | 0.10233380548872471363807508167147073992 | 0.018467594016194543565543804235122179072
f(z) = 3/28*z^3 - 255/28*z + 1
*
0 | 0.16421815562678547837711925751909066756 | 0.029552498980247355497429821088944198062
f(z) = 3/32*z^3 - 259/32*z + 1
*
0 | 0.11132836547347478582827370952732864966 | 0.020192219868790779053405877325491300312
f(z) = 3/35*z^3 - 248/35*z + 1
*
0 | 0.12262004605125206661292832731203585726 | 0.022256562536359835368365847511375117218
f(z) = 4/27*z^3 - 247/27*z + 1
*
0 | 0.10370660676483758567542887155426620562 | 0.018796101880867401971836240365417483095
f(z) = 4/35*z^3 - 249/35*z + 1
*
7 | 0.16154003202580494618626806992196385987 | 0.029299377839637191736029410725821673882
f(z) = 5/21*z^3 - 248/21*z + 1
*
-7 | 0.16020652385914483206351348937289377531 | 0.029187163683002877728691648377391163390
f(z) = 5/21*z^3 - 242/21*z + 1
*
0 | 0.11233574040678925558907449343742600905 | 0.020244043997264894341646616101144680603
f(z) = 5/28*z^3 - 257/28*z + 1
*
7 | 0.14400797539799232791299546403861941665 | 0.026100444915490811361745639875148224675
f(z) = 5/28*z^3 - 249/28*z + 1
*
-7 | 0.12399072113396789489428979214741175162 | 0.022606255552848199253194580074266339621
f(z) = 5/28*z^3 - 241/28*z + 1
*
4/5 | 0.18864577878223380669797778016164822378 | 0.024858348626507724270526934567753550957
f(z) = 5/32*z^3 - 247/20*z + 1
*
[ -7 ] 
f(z) = 6/35*z^3 - 254/35*z + 1
*
0 | 0.056404384820583712907234863289508903620 | 0.010208101569578574888932152207567023559
f(z) = 6/35*z^3 - 251/35*z + 1
*
0 | 0.15418561855618850266988163160489994155 | 0.027985977595937239253289877959832472947
f(z) = 7/24*z^3 - 247/24*z + 1
*
6 | 0.21397442826484126784798199497692189711 | 0.024368904699925870149211008561775130747
f(z) = 7/27*z^3 - 241/28*z + 1
*
6 | 0.094184367458175057939277248177306302356 | 0.016972981811251104947866553954580102765
f(z) = 7/30*z^3 - 257/30*z + 1
*
-6 | 0.058310558128603787523299156317028749652 | 0.010583853336483589088848228775322335301
f(z) = 7/30*z^3 - 247/30*z + 1
*
0 | 0.15280016927725674507751343537182853411 | 0.027497732083962178843430422297847632016
f(z) = 7/36*z^3 - 259/36*z + 1
*
11/2 | 0.15375580785046166506195138795617120297 | 0.027887511552119136205771308612545735051
f(z) = 8/33*z^3 - 248/33*z + 1
*
[ -17/3 ] 
f(z) = 9/34*z^3 - 249/34*z + 1
*
0 | 0.099679833126768889940441152279581630012 | 0.018001411567382122299181375463450634896
f(z) = 9/35*z^3 - 254/35*z + 1
*
0 | 0.14441176493282863222913791354108736722 | 0.026270210227216788063393305831828566949
f(z) = 10/39*z^3 - 244/39*z + 1
*
[ 5 ] 
f(z) = 11/20*z^3 - 259/20*z + 1
*
[ -5 ] 
f(z) = 11/20*z^3 - 251/20*z + 1
*
-42/11 | 0.20863110679439366257661182063494889710 | 0.027477238367733542475924048138262326505
f(z) = 11/24*z^3 - 248/33*z + 1
*
[ -9/2 ] 
f(z) = 11/27*z^3 - 253/36*z + 1
*
[ 5 ] 
f(z) = 11/30*z^3 - 251/30*z + 1
*
0 | 0.15997605552679534627533279103744627280 | 0.028849582746185636572950699193645948583
f(z) = 11/35*z^3 - 256/35*z + 1
*
[ 5 ] 
f(z) = 11/35*z^3 - 247/35*z + 1
*
[ -5 ] 
f(z) = 12/35*z^3 - 258/35*z + 1
*
0 | 0.11851042318959721354108968046506616836 | 0.021356784692894507635457746567059276615
f(z) = 12/35*z^3 - 257/35*z + 1
*
2/13 | 0.17075761994542627130009657736313393953 | 0.022418622292968206234822975008898608052
f(z) = 13/24*z^3 - 254/39*z + 1
*
0 | 0.11358279856746119149505101242064774017 | 0.020454461594836992655640107606980786768
f(z) = 13/35*z^3 - 258/35*z + 1
*
[ 4 ] 
f(z) = 17/20*z^3 - 257/20*z + 1
*
[ -4 ] 
f(z) = 17/20*z^3 - 247/20*z + 1
*
[ 4 ] 
f(z) = 17/28*z^3 - 251/28*z + 1
*
[ 4 ] 
f(z) = 17/36*z^3 - 245/36*z + 1
*
[ -4 ] 
f(z) = 19/36*z^3 - 259/36*z + 1
*
12 | 0.19543015563405485882264664231891834735 | 0.025228836854591988399616753310563782566
f(z) = 1/27*z^3 - 257/48*z + 1
*
-5/4 | 0.20279188387355337609614288955423506215 | 0.028390981957729207670756424207189326204
f(z) = 2/25*z^3 - 253/40*z + 1
*
0 | 0.14609360155442676181360782675742701195 | 0.026517208921933318462561220075564990506
f(z) = 2/27*z^3 - 247/54*z + 1
*
[ 6 ] 
f(z) = 4/21*z^3 - 253/42*z + 1
*
0 | 0.094241149781735314202658665123536293897 | 0.017182249575420107465832439140386087601
f(z) = 5/21*z^3 - 241/42*z + 1
*
2/7 | 0.099912980287821904780394291788852854355 | 0.014438951613378280581489435354833783976
f(z) = 7/32*z^3 - 253/56*z + 1
*
0 | 0.087115698481200845024868574148312241188 | 0.015812226904034148140355185401286412191
f(z) = 8/21*z^3 - 247/42*z + 1
*
1/4 | 0.16265675842547837324553326416865497724 | 0.029437723968930713497020262930097013056
f(z) = 8/25*z^3 - 251/50*z + 1
*
0 | 0.11977004892267061398900884840118300368 | 0.021836733497159048169625105688587257605
f(z) = 8/25*z^3 - 241/50*z + 1
*
0 | 0.12780212573865815541772503630393530520 | 0.022999114660310416703456409750465967121
f(z) = 8/27*z^3 - 259/54*z + 1
*
[ 4 ] 
f(z) = 9/22*z^3 - 255/44*z + 1
*
[ 4 ] 
f(z) = 9/26*z^3 - 249/52*z + 1
*
7/2 | 0.13921655650696092657548696488179947633 | 0.025088240704774852171725447842651323421
f(z) = 10/21*z^3 - 257/42*z + 1
*
0 | 0.12313931304071998378809598950100814260 | 0.022285831477929282985848988977487779112
f(z) = 10/21*z^3 - 251/42*z + 1
*
0 | 0.16330256811827247911573759793579459746 | 0.029597455779442745972874949520921525034
f(z) = 12/25*z^3 - 249/50*z + 1
*
0 | 0.16522382560469393626394185000797951468 | 0.029859424488603900847788764021065381730
f(z) = 14/25*z^3 - 253/50*z + 1
*
[ -15/4 ] 
f(z) = 14/27*z^3 - 241/40*z + 1
*
3/16 | 0.20894597525915025851427602088868305474 | 0.026973646437183372507524907845807505704
f(z) = 16/27*z^3 - 257/48*z + 1
*
[ 1/6 ] 
f(z) = 18/25*z^3 - 251/50*z + 1
*
9 | 0.13168444182120100990494983931245752474 | 0.023832334339253756563044060058152490773
f(z) = 1/24*z^3 - 251/72*z + 1
*
22/5 | 0.13482357790590732147995810877151034021 | 0.017756602285402142604988645552531261386
f(z) = 1/24*z^3 - 248/75*z + 1
*
0 | 0.11801623730633772775767247786605500649 | 0.021420932796065996979189049916543117658
f(z) = 1/35*z^3 - 247/70*z + 1
*
0 | 0.11271201406071510947712663634997735332 | 0.020398692252444662534899300985560940019
f(z) = 3/22*z^3 - 251/66*z + 1
*
0 | 0.14631689242451522959162346826212273942 | 0.026331009489569249868486470979032556275
f(z) = 3/25*z^3 - 259/75*z + 1
*
[ -20/3 ] 
f(z) = 3/25*z^3 - 251/60*z + 1
*
0 | 0.14316057456455386660458428233637295578 | 0.025909292168733724037861323220325169879
f(z) = 3/35*z^3 - 251/70*z + 1
*
9/2 | 0.11992706842284934443114901424527626726 | 0.021612078585351359871173760919346353342
f(z) = 4/21*z^3 - 257/63*z + 1
*
0 | 0.12203595589852231352485394415670513923 | 0.022054467003837493557315655861196690108
f(z) = 4/35*z^3 - 253/70*z + 1
*
2/5 | 0.063218577004475191444517798787740121738 | 0.010192376461092308892804770550442665122
f(z) = 5/28*z^3 - 247/70*z + 1
*
0 | 0.073421069370127280029403091917889214765 | 0.013231224125757080939601591863359306569
f(z) = 6/35*z^3 - 257/70*z + 1
*
2/7 | 0.15449125989390045644171542626983399922 | 0.024907759006907388896980282283446758138
f(z) = 7/20*z^3 - 247/70*z + 1
*
0 | 0.15690650701280271018886579109648221513 | 0.028607532587891760589388541587520128524
f(z) = 7/20*z^3 - 241/60*z + 1
*
[ -30/7 ] 
f(z) = 7/27*z^3 - 247/70*z + 1
*
0 | 0.070175428926247743343512478331621018705 | 0.012737426487020632842378902571547323152
f(z) = 9/20*z^3 - 247/60*z + 1
*
-10/3 | 0.13676466921362716558863785501384426101 | 0.024787645998982382202867667143088642836
f(z) = 9/35*z^3 - 249/70*z + 1
*
-3 | 0.15214415533237348907971662043879114593 | 0.027656246900162932925591479455717185872
f(z) = 10/39*z^3 - 245/78*z + 1
*
[ 3 ] 
f(z) = 11/20*z^3 - 257/60*z + 1
*
0 | 0.15747895003144216437865649978691622528 | 0.028459762384747045184721332241890176649
f(z) = 11/20*z^3 - 253/60*z + 1
*
[ 3 ] 
f(z) = 11/23*z^3 - 251/69*z + 1
*
[ 3 ] 
f(z) = 11/25*z^3 - 247/75*z + 1
*
[ 3 ] 
f(z) = 11/26*z^3 - 245/78*z + 1
*
[ -4 ] 
f(z) = 11/38*z^3 - 257/76*z + 1
*
35/12 | 0.20737507510330124531586149334602025100 | 0.028969011610603569432678863161600587851
f(z) = 12/25*z^3 - 257/60*z + 1
*
0 | 0.13126736400990271863197195610069838881 | 0.023622714712852753488369922542148208149
f(z) = 13/20*z^3 - 259/60*z + 1
*
[ -3 ] 
f(z) = 13/23*z^3 - 259/69*z + 1
*
[ -3 ] 
f(z) = 13/25*z^3 - 251/75*z + 1
*
-8/3 | 0.14783926473933554380828709047407810898 | 0.021365031690370596303258227361022317568
f(z) = 13/32*z^3 - 253/72*z + 1
*
6/13 | 0.20610418920913677250744157787248650898 | 0.028136518505237300692553239118988469861
f(z) = 13/36*z^3 - 253/78*z + 1
*
0 | 0.16169630088369647866578193262583784698 | 0.029098669076732633708741948247349606494
f(z) = 14/33*z^3 - 259/66*z + 1
*
1/2 | 0.15011852335813532266396375557592140825 | 0.027369932775723809722669819607724787420
f(z) = 14/39*z^3 - 241/78*z + 1
*
4/3 | 0.13955439505725220531824439336494202330 | 0.025367723112824715420049930639613936686
f(z) = 15/22*z^3 - 245/66*z + 1
*
2/5 | 0.091618966120262751512272636601929957022 | 0.014733053156150603499402923961377248640
f(z) = 15/28*z^3 - 251/70*z + 1
*
[ 14/5 ] 
f(z) = 15/28*z^3 - 249/70*z + 1
*
44/15 | 0.21284377975135469297509328346634173816 | 0.027901066782605612445026484767913000130
f(z) = 15/32*z^3 - 257/60*z + 1
*
0 | 0.15190513494360175844920504114133742660 | 0.027491888288070490535964350104538232785
f(z) = 17/20*z^3 - 251/60*z + 1
*
5/2 | 0.10075128933177947860155726617189535436 | 0.018207879553215516896312320147588964681
f(z) = 18/35*z^3 - 253/70*z + 1
*
[ 8/3 ] 
f(z) = 19/32*z^3 - 259/72*z + 1
*
13/2 | 0.16429024887320218988163063788894797931 | 0.029606775318941115901045066893067758907
f(z) = 1/22*z^3 - 257/88*z + 1
*
[ -21/2 ] 
f(z) = 1/27*z^3 - 251/84*z + 1
*
9 | 0.10172884483123831139655648670776402999 | 0.018384544416849331919729898376621639830
f(z) = 1/30*z^3 - 253/90*z + 1
*
10 | 0.16375139431701269495491182181045930174 | 0.026200326876465113842617513628914659381
f(z) = 1/36*z^3 - 259/90*z + 1
*
-10 | 0.16375139431701269495491182181045930174 | 0.026505806995662229300597442058445439838
f(z) = 1/36*z^3 - 241/90*z + 1
*
1/2 | 0.080327954038417998113438876320921239332 | 0.014623530952089147642210495712834455362
f(z) = 3/20*z^3 - 243/80*z + 1
*
[ -11/2 ] 
f(z) = 3/22*z^3 - 259/88*z + 1
*
0 | 0.082859984653231766097821389454228808846 | 0.015039779298611984367565550187688347953
f(z) = 4/21*z^3 - 247/84*z + 1
*
[ 4 ] 
f(z) = 5/23*z^3 - 251/92*z + 1
*
1/2 | 0.095464174614790426959796452178866410170 | 0.017327545052527428845789638200770501198
f(z) = 7/20*z^3 - 247/80*z + 1
*
-3 | 0.15621514032423610998547341849330245323 | 0.028231365357973373232673595324503110184
f(z) = 7/32*z^3 - 253/96*z + 1
*
-3 | 0.16724282547982118840667691654942904662 | 0.025247762473403202398007155910633634325
f(z) = 7/36*z^3 - 251/84*z + 1
*
[ 10/3 ] 
f(z) = 8/25*z^3 - 257/90*z + 1
*
1/2 | 0.10685542097115942957024119873678495281 | 0.019366802576534316993148258450646403220
f(z) = 9/20*z^3 - 249/80*z + 1
*
1/2 | 0.081791289811826073970718891543052654291 | 0.014802639840178959954451265429083419077
f(z) = 11/20*z^3 - 251/80*z + 1
*
2/3 | 0.17424748816289443448159267331638645546 | 0.028092944841675646288869231734587748841
f(z) = 11/20*z^3 - 247/90*z + 1
*
[ 3 ] 
f(z) = 11/28*z^3 - 241/84*z + 1
*
1/2 | 0.10606261676813563834291961923302745594 | 0.019167748264278828156798536613421808066
f(z) = 13/20*z^3 - 253/80*z + 1
*
[ -3 ] 
f(z) = 14/31*z^3 - 254/93*z + 1
*
1/3 | 0.11935130480794279681988057407075004422 | 0.021508320120681214797082695144965377945
f(z) = 15/28*z^3 - 257/84*z + 1
*
0 | 0.12647430991195599564014464284820178474 | 0.023059068812501093253599084943056088392
f(z) = 15/28*z^3 - 241/84*z + 1
*
-15/8 | 0.13155102666792088723601354244973949297 | 0.023774040655535504858450046413305265828
f(z) = 16/21*z^3 - 253/84*z + 1
*
1/2 | 0.15062389891783345412703341966931897792 | 0.027143959933769335534786524103544046402
f(z) = 17/20*z^3 - 257/80*z + 1
*
5 | 0.071621636231605553627797917837304354904 | 0.012962129443610731988183629255612313831
f(z) = 1/21*z^3 - 251/105*z + 1
*
-13/2 | 0.15248078789173067703573001187751201298 | 0.027478590229964361582732577060419983531
f(z) = 1/26*z^3 - 257/104*z + 1
*
4 | 0.14061147597332339927677967602485669398 | 0.025411454635494845873030877749860721944
f(z) = 2/25*z^3 - 253/100*z + 1
*
[ -5 ] 
f(z) = 3/22*z^3 - 243/110*z + 1
*
-7/3 | 0.15740139347581016826699877021429632544 | 0.028445746281996643763260285480898767707
f(z) = 3/34*z^3 - 253/102*z + 1
*
0 | 0.15740093835427661986793899308148741585 | 0.028569584995094738950717831768082803814
f(z) = 3/34*z^3 - 247/102*z + 1
*
0 | 0.13634175235059268869543839692762536752 | 0.024858122188276086331060945256645594232
f(z) = 4/25*z^3 - 241/100*z + 1
*
0 | 0.15312120592886160449371886484648351026 | 0.027555505448198082770746185150756226621
f(z) = 4/27*z^3 - 259/108*z + 1
*
3 | 0.15873026534531221153654571262808616935 | 0.028789755459471828111425954125926418600
f(z) = 4/35*z^3 - 248/105*z + 1
*
[ -4 ] 
f(z) = 6/25*z^3 - 259/100*z + 1
*
7/3 | 0.12494455107033790777270607320034598729 | 0.022661860127828176854402467877580339305
f(z) = 6/35*z^3 - 248/105*z + 1
*
-4/3 | 0.12544859048810397090569686561336560460 | 0.022854803014123854199999696679954026629
f(z) = 6/35*z^3 - 242/105*z + 1
*
10/7 | 0.16562358745730858010065977987552554444 | 0.021895606279596516549629719415503277541
f(z) = 7/24*z^3 - 241/105*z + 1
*
-5/6 | 0.11323044859240645241732048056229989513 | 0.020522232036626636733457722271454114894
f(z) = 9/28*z^3 - 249/112*z + 1
*
[ 3 ] 
f(z) = 12/35*z^3 - 254/105*z + 1
*
7/3 | 0.10851856090327560725623832237095492408 | 0.019785337947636981796576402665962497360
f(z) = 12/35*z^3 - 241/105*z + 1
*
[ 3 ] 
f(z) = 12/37*z^3 - 250/111*z + 1
*
[ -3 ] 
f(z) = 15/37*z^3 - 257/111*z + 1
*
[ -3 ] 
f(z) = 15/38*z^3 - 253/114*z + 1
*
[ 6/19 ] 
f(z) = 19/36*z^3 - 253/114*z + 1
*
8/5 | 0.11965681808062439889854415154506340030 | 0.021533295029471858649772178814988491202
f(z) = 5/24*z^3 - 259/120*z + 1
*
6/5 | 0.10487493663303366262078331942034891967 | 0.015208782252594924448608398226517743152
f(z) = 5/32*z^3 - 247/120*z + 1
*
[ -15/4 ] 
f(z) = 6/25*z^3 - 253/120*z + 1
*
-5/2 | 0.059756243500506805090841091337832091499 | 0.010814723093071230092917869683674846870
f(z) = 11/30*z^3 - 251/120*z + 1
*
[ -18/7 ] 
f(z) = 14/27*z^3 - 257/126*z + 1
*
0 | 0.14286514215262632081289396607992652232 | 0.025745752980664702131542841538762920541
f(z) = 15/26*z^3 - 257/130*z + 1
*
8/15 | 0.19585351774816310607182542710001856813 | 0.028503990028743186710698998684109883977
f(z) = 15/32*z^3 - 241/120*z + 1
*
-1/2 | 0.15896695132209912540508243070296086287 | 0.028853829428802779986993602586075298182
f(z) = 16/33*z^3 - 247/132*z + 1
*
[ -5/2 ] 
f(z) = 17/30*z^3 - 257/120*z + 1
*
3/2 | 0.16082123026053048824024593219846065994 | 0.029105528909961248794927770124947354530
f(z) = 19/30*z^3 - 251/120*z + 1
*
4 | 0.15961193172465192507500194728346033158 | 0.028723568545296169562007819752821272092
f(z) = 1/39*z^3 - 259/156*z + 1
*
[ -6 ] 
f(z) = 2/25*z^3 - 257/150*z + 1
*
-4 | 0.16389165164082556362074630572976389019 | 0.029791666809363823478333651541033456752
f(z) = 2/39*z^3 - 245/156*z + 1
*
[ 5 ] 
f(z) = 3/29*z^3 - 259/145*z + 1
*
[ 5 ] 
f(z) = 3/31*z^3 - 251/155*z + 1
*
-7/2 | 0.13791182945648596261584216739742538449 | 0.025032148948297759620455788781073453712
f(z) = 3/35*z^3 - 247/140*z + 1
*
2/3 | 0.11921762314326669441487106172045834367 | 0.021736014038243302552087198909408858128
f(z) = 6/25*z^3 - 241/150*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.021394333184957513651585377750938980288
f(z) = 7/20*z^3 - 249/140*z + 1
*
[ 5/14 ] 
f(z) = 7/25*z^3 - 257/140*z + 1
*
-15/14 | 0.071621955820526556756073877481298057233 | 0.010095797133311621310153457221228900658
f(z) = 7/25*z^3 - 241/140*z + 1
*
[ -4 ] 
f(z) = 7/39*z^3 - 253/156*z + 1
*
[ 7/3 ] 
f(z) = 9/22*z^3 - 255/154*z + 1
*
[ 19/6 ] 
f(z) = 9/38*z^3 - 257/152*z + 1
*
2/3 | 0.12777499574277219206199738420759632599 | 0.023026354980170522960137573393194277655
f(z) = 12/25*z^3 - 257/150*z + 1
*
[ 5/2 ] 
f(z) = 13/35*z^3 - 241/140*z + 1
*
7/5 | 0.13981220629577318725935598883052475054 | 0.025377083217434857853197833346062109360
f(z) = 15/28*z^3 - 247/140*z + 1
*
5/8 | 0.15502533869743847065815530876175563229 | 0.028097265460439276116593996880595523273
f(z) = 16/35*z^3 - 249/140*z + 1
*
[ -9/4 ] 
f(z) = 17/27*z^3 - 251/144*z + 1
*
-5 | 0.14946122386644107250226191697517798621 | 0.027010790433407888799994024860023591932
f(z) = 1/32*z^3 - 253/160*z + 1
*
[ -21/4 ] 
f(z) = 2/21*z^3 - 241/168*z + 1
*
[ 5 ] 
f(z) = 3/32*z^3 - 247/160*z + 1
*
-1 | 0.070076498745942977639046982956010914104 | 0.012637377152954199632966368865524565850
f(z) = 7/23*z^3 - 256/161*z + 1
*
0 | 0.11809075437447248726079261474012775403 | 0.021530560895226567178791837068259302962
f(z) = 7/24*z^3 - 241/168*z + 1
*
0 | 0.064626209262473281953339030292356124337 | 0.011679316880571690310277248182979652136
f(z) = 8/21*z^3 - 253/168*z + 1
*
7/8 | 0.10921644204905937858969865067939206866 | 0.019912577142496220313964101695168922096
f(z) = 8/21*z^3 - 241/168*z + 1
*
[ 7/3 ] 
f(z) = 9/23*z^3 - 251/161*z + 1
*
[ 7/3 ] 
f(z) = 9/25*z^3 - 243/175*z + 1
*
[ 20/3 ] 
f(z) = 1/20*z^3 - 247/180*z + 1
*
[ -22/3 ] 
f(z) = 1/22*z^3 - 259/198*z + 1
*
[ 5/12 ] 
f(z) = 4/25*z^3 - 257/180*z + 1
*
-5/3 | 0.084691592971065564787813833632889523483 | 0.015372231506719506357375108394382293063
f(z) = 7/20*z^3 - 247/180*z + 1
*
[ -8/3 ] 
f(z) = 9/23*z^3 - 259/184*z + 1
*
[ -10/3 ] 
f(z) = 9/38*z^3 - 253/190*z + 1
*
[ 5/3 ] 
f(z) = 13/20*z^3 - 253/180*z + 1
*
[ -5/2 ] 
f(z) = 16/37*z^3 - 241/185*z + 1
*
[ -23/12 ] 
f(z) = 18/23*z^3 - 249/184*z + 1
*
[ 4/3 ] 
f(z) = 19/20*z^3 - 259/180*z + 1
*
6 | 0.071007705915413295248821267555335847308 | 0.012851019943094612229552773940348475373
f(z) = 1/35*z^3 - 251/210*z + 1
*
[ 14/5 ] 
f(z) = 5/21*z^3 - 257/210*z + 1
*
[ 10/3 ] 
f(z) = 6/35*z^3 - 253/210*z + 1
*
-7/2 | 0.13791117731713224325159532039830275547 | 0.025144263131244550114126945817635256828
f(z) = 6/35*z^3 - 241/210*z + 1
*
10/7 | 0.12544859048810397090569686561336560460 | 0.022769966976930295459406534086658045924
f(z) = 7/30*z^3 - 247/210*z + 1
*
0 | 0.16590365455815324081597012577599095118 | 0.029982283895996826058605940092330558325
f(z) = 8/27*z^3 - 253/216*z + 1
*
[ -23/9 ] 
f(z) = 9/23*z^3 - 241/207*z + 1
*
0 | 0.12545027624387857999212490981522280107 | 0.022770272955683581319404859142734826117
f(z) = 10/21*z^3 - 247/210*z + 1
*
-8/5 | 0.18339791763955792676831848037399321108 | 0.026534233627563313353938663495737482394
f(z) = 11/32*z^3 - 251/200*z + 1
*
0 | 0.10865272680779057258497970331926640814 | 0.019721377432307033018437960677957445434
f(z) = 12/35*z^3 - 247/210*z + 1
*
[ 7/4 ] 
f(z) = 16/29*z^3 - 256/203*z + 1
*
[ 7/4 ] 
f(z) = 16/31*z^3 - 250/217*z + 1
*
[ -8 ] 
f(z) = 1/29*z^3 - 251/232*z + 1
*
[ 6 ] 
f(z) = 2/37*z^3 - 247/222*z + 1
*
0 | 0.15873603692509364790013001352255639384 | 0.028686944457545713856083992158440120591
f(z) = 7/34*z^3 - 253/238*z + 1
*
-1 | 0.068650888021576636848548660382225268168 | 0.012380286962669019286903473638528880967
f(z) = 9/25*z^3 - 256/225*z + 1
*
0 | 0.16302211410887803144676388042642258283 | 0.029722543256515221129698693676303484786
f(z) = 11/20*z^3 - 241/220*z + 1
*
-5/11 | 0.15251262102316737971066271217115435428 | 0.027503650252887680381064685778956425554
f(z) = 11/21*z^3 - 256/231*z + 1
*
[ 9/5 ] 
f(z) = 13/27*z^3 - 251/225*z + 1
*
[ 7/4 ] 
f(z) = 16/33*z^3 - 244/231*z + 1
*
3/2 | 0.12840250656755728676598099715099787510 | 0.023410621783191320975945307526258351364
f(z) = 3/20*z^3 - 241/240*z + 1
*
-1/7 | 0.056252765592392180915773223314604869263 | 0.010166059285540784451041610789160324836
f(z) = 7/36*z^3 - 253/252*z + 1
*
[ 15/28 ] 
f(z) = 16/27*z^3 - 254/245*z + 1
*
[ 10/17 ] 
f(z) = 17/24*z^3 - 241/255*z + 1
*
[ 6/11 ] 
f(z) = 17/27*z^3 - 247/242*z + 1
*
[ 4/3 ] 
f(z) = 19/28*z^3 - 241/252*z + 1
*
-11/6 | 0.13330444285710603328787676587961765639 | 0.023907040826805058946476354732867499966
f(z) = 3/22*z^3 - 241/264*z + 1
*
-2 | 0.16048537459667447636388453454695939353 | 0.028554079758899353531288490335835674908
f(z) = 3/23*z^3 - 259/276*z + 1
*
[ 33/10 ] 
f(z) = 4/27*z^3 - 252/275*z + 1
*
[ -5/2 ] 
f(z) = 10/27*z^3 - 247/270*z + 1
*
[ -11/4 ] 
f(z) = 10/33*z^3 - 245/264*z + 1
*
[ 6/11 ] 
f(z) = 11/32*z^3 - 247/264*z + 1
*
[ 24/11 ] 
f(z) = 11/36*z^3 - 241/264*z + 1
*
[ 3/2 ] 
f(z) = 13/23*z^3 - 259/276*z + 1
*
[ 4/3 ] 
f(z) = 15/23*z^3 - 251/276*z + 1
*
[ 8 ] 
f(z) = 1/37*z^3 - 253/296*z + 1
*
[ 9/16 ] 
f(z) = 8/27*z^3 - 251/288*z + 1
*
0 | 0.16832287724167058010092370960376499732 | 0.029723477292857568086220983823941493292
f(z) = 9/32*z^3 - 241/288*z + 1
*
-1 | 0.062272724033797150517460865656930921187 | 0.010937065972845730635652870008930572731
f(z) = 11/27*z^3 - 256/297*z + 1
*
[ 7/12 ] 
f(z) = 18/35*z^3 - 249/280*z + 1
*
[ 15 ] 
f(z) = 2/27*z^3 - 236/15*z + 1
*
[ 21 ] 
f(z) = 2/27*z^3 - 222/7*z + 1
*
-12 | 0.18766033926929689155762951531006037353 | 0.028541167253240842712663517832000834827
f(z) = 5/36*z^3 - 239/12*z + 1
*
[ 12 ] 
f(z) = 5/36*z^3 - 229/12*z + 1
*
[ -12 ] 
f(z) = 5/36*z^3 - 227/12*z + 1
*
[ 10 ] 
f(z) = 6/25*z^3 - 231/10*z + 1
*
[ -10 ] 
f(z) = 6/25*z^3 - 229/10*z + 1
*
[ -15/2 ] 
f(z) = 8/27*z^3 - 233/15*z + 1
*
[ -21/2 ] 
f(z) = 8/27*z^3 - 221/7*z + 1
*
[ 12 ] 
f(z) = 11/27*z^3 - 231/4*z + 1
*
[ 8 ] 
f(z) = 15/32*z^3 - 233/8*z + 1
*
[ -8 ] 
f(z) = 15/32*z^3 - 231/8*z + 1
*
0 | 0.15761726405788806400924693067833637230 | 0.029198316681631740487257423164703103268
f(z) = 1/20*z^3 - 221/20*z + 1
*
-15 | 0.11328957848997577870009348152241344452 | 0.020951725463565913557975825844153490255
f(z) = 1/30*z^3 - 223/30*z + 1
*
[ 20 ] 
f(z) = 1/32*z^3 - 231/20*z + 1
*
[ -20 ] 
f(z) = 1/32*z^3 - 229/20*z + 1
*
0 | 0.16224805513848664752286786997886074627 | 0.029764613939267837447306587901486632271
f(z) = 2/21*z^3 - 233/21*z + 1
*
-11 | 0.066536061676153915580271538183191955444 | 0.012325686600266155377245142976568509065
f(z) = 2/21*z^3 - 221/21*z + 1
*
0 | 0.15308671669192744988444845636789582742 | 0.028311790925515368427720580514309682179
f(z) = 3/20*z^3 - 223/20*z + 1
*
0 | 0.15917567706796235570688896843760339481 | 0.029437880614060750285321288983693606064
f(z) = 3/22*z^3 - 223/22*z + 1
*
0 | 0.081101031811814566323316892873877652591 | 0.014949636687983105380792605351811499748
f(z) = 3/28*z^3 - 227/28*z + 1
*
10 | 0.10462249908235096554940304876224447048 | 0.015340505577709119177731878527830643142
f(z) = 3/32*z^3 - 229/24*z + 1
*
-7 | 0.10061077852408444070386355434535481714 | 0.018561042136540318102488556575749598269
f(z) = 4/35*z^3 - 226/35*z + 1
*
-8 | 0.14005893276195191086316574895923534523 | 0.025945667166084638658812551063403242510
f(z) = 4/35*z^3 - 221/35*z + 1
*
[ 7 ] 
f(z) = 5/21*z^3 - 227/21*z + 1
*
[ -7 ] 
f(z) = 5/21*z^3 - 221/21*z + 1
*
0 | 0.099558902011738695812872603867102888177 | 0.018443108797692706722935834284020513876
f(z) = 5/24*z^3 - 221/24*z + 1
*
0 | 0.062358246375853986502316569316068392391 | 0.011476156920627329584268322237611747918
f(z) = 5/28*z^3 - 229/28*z + 1
*
[ 7 ] 
f(z) = 5/28*z^3 - 221/28*z + 1
*
0 | 0.14048315519001486413861058861102882212 | 0.026024253613274101561421948816227407674
f(z) = 5/36*z^3 - 221/36*z + 1
*
[ 6 ] 
f(z) = 7/30*z^3 - 227/30*z + 1
*
0 | 0.15240869941798830645525361441385486693 | 0.027851089338702929459877803417085215984
f(z) = 7/33*z^3 - 238/33*z + 1
*
0 | 0.11707953468485075803092226153103679008 | 0.021652638316913563604145289175889924934
f(z) = 7/36*z^3 - 223/36*z + 1
*
-11/2 | 0.14357463421307102223100045379608661045 | 0.026277279267822933887691467944785811363
f(z) = 8/33*z^3 - 236/33*z + 1
*
5 | 0.093880500229481161823927537271317053588 | 0.017277383746918447334864720182444729435
f(z) = 9/20*z^3 - 229/20*z + 1
*
-5 | 0.15642780237333478756538136584616206784 | 0.028977971028800853006092515446684897810
f(z) = 9/20*z^3 - 221/20*z + 1
*
0 | 0.16051791199344734914979009317803667872 | 0.029447216958898426224248833093054257050
f(z) = 9/28*z^3 - 233/28*z + 1
*
[ 20/3 ] 
f(z) = 9/32*z^3 - 233/20*z + 1
*
[ -20/3 ] 
f(z) = 9/32*z^3 - 227/20*z + 1
*
[ 6 ] 
f(z) = 9/32*z^3 - 223/24*z + 1
*
[ -5 ] 
f(z) = 11/30*z^3 - 239/30*z + 1
*
0 | 0.11512055470972141095935776381312216850 | 0.021325877168791892994683459556239762386
f(z) = 11/30*z^3 - 221/30*z + 1
*
[ -5 ] 
f(z) = 11/35*z^3 - 233/35*z + 1
*
0 | 0.15958288541620202595375054424277028625 | 0.029562444527900861994160929525044854172
f(z) = 11/35*z^3 - 221/35*z + 1
*
0 | 0.11007869252372133975063501143579210913 | 0.020291190180370855667295491121771088627
f(z) = 11/36*z^3 - 227/36*z + 1
*
0 | 0.15760466002597099013678314682139095832 | 0.029147337404340017115529970309877129189
f(z) = 13/30*z^3 - 223/30*z + 1
*
0 | 0.15402562715238985313230453725128206990 | 0.028346247204336272160065610222795709938
f(z) = 13/36*z^3 - 229/36*z + 1
*
[ -4 ] 
f(z) = 17/28*z^3 - 237/28*z + 1
*
0 | 0.15978613877635026462569856327858070640 | 0.029453937503839505019659476553603804068
f(z) = 17/30*z^3 - 227/30*z + 1
*
[ -4 ] 
f(z) = 17/36*z^3 - 227/36*z + 1
*
35/3 | 0.17522753170564139490684746927581828386 | 0.024773200896483344963070873501591705610
f(z) = 1/25*z^3 - 236/45*z + 1
*
0 | 0.071875888915565366139253411474662568857 | 0.013165081621920997287928044544829354689
f(z) = 2/21*z^3 - 235/42*z + 1
*
-2/3 | 0.17245855495276644657606451170101263371 | 0.028068578200975583596091499843735054939
f(z) = 3/28*z^3 - 233/42*z + 1
*
2 | 0.17564341184064204286626653849624290713 | 0.028469123816132962766720390877975256067
f(z) = 3/34*z^3 - 239/51*z + 1
*
-21/4 | 0.20551020713780027087261844983869110131 | 0.026931155258305999103371535356441660405
f(z) = 5/27*z^3 - 229/48*z + 1
*
[ 6 ] 
f(z) = 5/28*z^3 - 235/42*z + 1
*
[ -6 ] 
f(z) = 5/28*z^3 - 221/42*z + 1
*
26/5 | 0.15506611056493325743021753585753479535 | 0.022736911800994267673107485849463705665
f(z) = 5/32*z^3 - 229/40*z + 1
*
-6 | 0.11617471973674359291795164593288575043 | 0.017123657599150239129969655633275445563
f(z) = 5/32*z^3 - 221/40*z + 1
*
0 | 0.16088458765274102973169796827755845655 | 0.029422607561032148839613152288660745431
f(z) = 6/25*z^3 - 237/50*z + 1
*
-5/8 | 0.18352027980102071926918169606953592213 | 0.026188747034989289398613048079572185276
f(z) = 8/25*z^3 - 221/40*z + 1
*
[ -4 ] 
f(z) = 9/22*z^3 - 233/44*z + 1
*
[ -4 ] 
f(z) = 9/26*z^3 - 223/52*z + 1
*
-7/2 | 0.12929045093731912538603158711288292174 | 0.023718499151798509062496761905815245008
f(z) = 10/21*z^3 - 233/42*z + 1
*
4/13 | 0.17916694219931014530955601073617254660 | 0.023931641011143111510817548952682216360
f(z) = 13/32*z^3 - 223/52*z + 1
*
3/4 | 0.15139702746072459375687640351897663869 | 0.017360477842592413513914954427542561355
f(z) = 14/27*z^3 - 227/56*z + 1
*
0 | 0.11073424145729282607945908976666736176 | 0.020513320472196711699900429504060237468
f(z) = 16/21*z^3 - 221/42*z + 1
*
3 | 0.21058447170213909874842300225620722927 | 0.027533633565071828523738621163238322240
f(z) = 16/27*z^3 - 233/48*z + 1
*
0 | 0.15115019053268440868108021451341046372 | 0.028000302860487489596643273202500792744
f(z) = 16/27*z^3 - 221/54*z + 1
*
2 | 0.16524298038644330701460861773510045906 | 0.021869382733004311220420960795776111658
f(z) = 17/24*z^3 - 239/51*z + 1
*
[ 3/17 ] 
f(z) = 17/27*z^3 - 239/51*z + 1
*
-3 | 0.22334341628878315388443088073067802690 | 0.029251411550326722129786282047138992502
f(z) = 17/27*z^3 - 230/51*z + 1
*
[ 1/6 ] 
f(z) = 18/23*z^3 - 231/46*z + 1
*
30/19 | 0.20730276888279841096309910123885380865 | 0.027481805226286636207042667222483529472
f(z) = 19/24*z^3 - 236/57*z + 1
*
18/19 | 0.20071306674734691417116639062812252739 | 0.026841894839505115792253195288505020762
f(z) = 19/24*z^3 - 221/57*z + 1
*
-9 | 0.12399301627061163389491959442361659224 | 0.022711067708232187598503967068977865224
f(z) = 1/24*z^3 - 235/72*z + 1
*
[ 12 ] 
f(z) = 1/30*z^3 - 233/60*z + 1
*
[ -12 ] 
f(z) = 1/30*z^3 - 223/60*z + 1
*
0 | 0.14537538469149165164520826393878757677 | 0.026627549713227745173723530428571384007
f(z) = 2/33*z^3 - 235/66*z + 1
*
3/2 | 0.13184652973676133937032590020557616621 | 0.024264496720759638250894994147916038669
f(z) = 2/33*z^3 - 229/66*z + 1
*
-13/2 | 0.12574485678482320760615159654079899641 | 0.022960959311136813787975210393987381345
f(z) = 2/35*z^3 - 239/70*z + 1
*
16/3 | 0.13435138715230818363877632328477949168 | 0.024846887214021088426393477983330938517
f(z) = 3/22*z^3 - 223/66*z + 1
*
13/3 | 0.14992345284494609947412256193935340548 | 0.027396936625643727512987978056024989680
f(z) = 3/23*z^3 - 238/69*z + 1
*
-5/6 | 0.19114087147109935406112234091355599131 | 0.027071951177621822097655069907330610496
f(z) = 3/25*z^3 - 233/60*z + 1
*
[ -6 ] 
f(z) = 3/26*z^3 - 233/78*z + 1
*
-13/3 | 0.15939875304694119247256139649932448105 | 0.029335095343979179190651768939024137317
f(z) = 3/26*z^3 - 229/78*z + 1
*
-9/2 | 0.14985357856012175762113902435911093434 | 0.027578440424832439204844306603159548049
f(z) = 4/21*z^3 - 229/63*z + 1
*
-51/10 | 0.21908884075753147033856836103433020966 | 0.028550657397962074699388977888942159937
f(z) = 4/27*z^3 - 239/75*z + 1
*
[ 6 ] 
f(z) = 4/33*z^3 - 233/66*z + 1
*
[ 6 ] 
f(z) = 4/39*z^3 - 223/78*z + 1
*
-4/5 | 0.084329265791112716823533439319388812336 | 0.013725051750184184082028621426503830526
f(z) = 5/24*z^3 - 233/60*z + 1
*
33/10 | 0.19251445472345316647559170587971761485 | 0.025346232872078203495535676396302916635
f(z) = 5/27*z^3 - 221/60*z + 1
*
-3 | 0.15697592195986772409917758924446676251 | 0.028889207408326844420170933769821161488
f(z) = 7/20*z^3 - 229/60*z + 1
*
4 | 0.087700077045585440350421433518675264934 | 0.016013998123780853458544543188917829183
f(z) = 7/30*z^3 - 239/60*z + 1
*
-1/2 | 0.13336201347377204750774956569344848055 | 0.024427131533753032372657186738162793318
f(z) = 8/33*z^3 - 235/66*z + 1
*
[ 1/4 ] 
f(z) = 8/37*z^3 - 223/74*z + 1
*
[ 1/4 ] 
f(z) = 8/39*z^3 - 235/78*z + 1
*
-13/4 | 0.14256325091431112379930796741535981983 | 0.026365585733151998144846111670062356976
f(z) = 8/39*z^3 - 223/78*z + 1
*
0 | 0.10021042004378945875170376633726020865 | 0.018472137018934846082578168657364063905
f(z) = 9/20*z^3 - 227/60*z + 1
*
-3 | 0.13040141630015713342476850849314003043 | 0.024116381319423916261098600684833315594
f(z) = 9/20*z^3 - 223/60*z + 1
*
-3 | 0.15789906604971377431988891783838260686 | 0.029250519997353676504707334954199597953
f(z) = 9/22*z^3 - 221/66*z + 1
*
-10/3 | 0.18350530987667467058440663792614381493 | 0.029950910385432953801453847518278587870
f(z) = 9/28*z^3 - 229/70*z + 1
*
[ 4 ] 
f(z) = 9/34*z^3 - 237/68*z + 1
*
10/3 | 0.16088832714775971673347155053433023114 | 0.029804275277313185464650580003234205552
f(z) = 9/35*z^3 - 221/70*z + 1
*
[ 4 ] 
f(z) = 9/38*z^3 - 231/76*z + 1
*
[ 3 ] 
f(z) = 10/23*z^3 - 224/69*z + 1
*
1/2 | 0.14834964295408619337784847753494990176 | 0.027088584000849289762419834488004167933
f(z) = 10/39*z^3 - 239/78*z + 1
*
0 | 0.14039409021110735161540847253808588306 | 0.025755476026640581885381536639732047147
f(z) = 11/20*z^3 - 233/60*z + 1
*
-8/3 | 0.17203791107452622068448657468278392053 | 0.025357653454975477804627612685561124567
f(z) = 11/32*z^3 - 221/72*z + 1
*
[ -3 ] 
f(z) = 12/23*z^3 - 232/69*z + 1
*
[ -3 ] 
f(z) = 12/25*z^3 - 224/75*z + 1
*
0 | 0.12822513764386298963016949468501973506 | 0.023413857579429862901350707806756611685
f(z) = 13/20*z^3 - 239/60*z + 1
*
1/3 | 0.15325157319960723003061235930395180208 | 0.027983674454576889189881033508982460287
f(z) = 15/26*z^3 - 239/78*z + 1
*
[ 8/3 ] 
f(z) = 17/32*z^3 - 227/72*z + 1
*
[ 4/17 ] 
f(z) = 17/32*z^3 - 223/68*z + 1
*
8/3 | 0.11805147815199495335109871672141735362 | 0.021868825502203459309570285017196305744
f(z) = 18/35*z^3 - 221/70*z + 1
*
2/3 | 0.13685623881020639910093929710274397344 | 0.022369085416625883835035728068420177954
f(z) = 1/20*z^3 - 227/90*z + 1
*
11/2 | 0.074356582126190770116050217771755333069 | 0.013728804232640650028836256852832608867
f(z) = 1/22*z^3 - 225/88*z + 1
*
-9 | 0.10172543121263984963430842583670873365 | 0.018661660907216303856372324886101937425
f(z) = 1/30*z^3 - 233/90*z + 1
*
0 | 0.12756010915741092496963240079435315608 | 0.023292423650372211503080926179811944335
f(z) = 2/21*z^3 - 239/84*z + 1
*
4 | 0.12967889612723840193613564878089447165 | 0.023789759920407687004947423731098823801
f(z) = 2/21*z^3 - 233/84*z + 1
*
-4 | 0.063389542200304508095292170464700564964 | 0.011610687667787434791650023702712419830
f(z) = 3/28*z^3 - 235/84*z + 1
*
3 | 0.11292493995543118034259059546248689617 | 0.020919143456658149901002567515974518787
f(z) = 3/28*z^3 - 221/84*z + 1
*
-4 | 0.12982656706797047467730232803099924809 | 0.023779564718169269676260392389879480713
f(z) = 4/21*z^3 - 235/84*z + 1
*
-9/2 | 0.14612974835700631480579993777536048723 | 0.027070274913336778237155763422200228214
f(z) = 4/33*z^3 - 221/99*z + 1
*
33/20 | 0.17398280144171412383828496373532248598 | 0.019950355829836829485093783758435153411
f(z) = 5/27*z^3 - 227/80*z + 1
*
-18/5 | 0.13685640324971716750148593169759629822 | 0.022369112294183635131358594229156750697
f(z) = 5/36*z^3 - 227/90*z + 1
*
2/3 | 0.10767627273598279523777515780807317742 | 0.017452685007972974474967621871513852364
f(z) = 7/20*z^3 - 239/90*z + 1
*
[ -10/3 ] 
f(z) = 7/20*z^3 - 233/90*z + 1
*
4/7 | 0.10694217124683724029768870799829200200 | 0.017333698329400288436371005581300830056
f(z) = 7/24*z^3 - 239/84*z + 1
*
3/2 | 0.15135614335124601492686216887809152975 | 0.027991739443183021182072873770387761680
f(z) = 7/24*z^3 - 223/96*z + 1
*
[ 15/4 ] 
f(z) = 7/27*z^3 - 233/80*z + 1
*
15/14 | 0.14593757101736242363357306891727344971 | 0.019213973647355895142627611681409740985
f(z) = 7/27*z^3 - 221/84*z + 1
*
3 | 0.15621535946040248110359641751877913061 | 0.028938616358577116363212486033271762132
f(z) = 7/32*z^3 - 221/96*z + 1
*
24/7 | 0.12167293866249742743440971831825546375 | 0.018651303222443511824568038693893144139
f(z) = 7/36*z^3 - 227/84*z + 1
*
10/9 | 0.17953212681370986504070171611602203688 | 0.029473484404716061126507327581240088524
f(z) = 9/20*z^3 - 221/90*z + 1
*
-8/3 | 0.14025251630815857116324847741586973809 | 0.025938239478248655883750856449777191708
f(z) = 9/22*z^3 - 223/88*z + 1
*
0 | 0.11246054718233623143813205467148126500 | 0.020798404773438164787342843462520935937
f(z) = 9/28*z^3 - 223/84*z + 1
*
[ 5/2 ] 
f(z) = 11/20*z^3 - 227/80*z + 1
*
3/2 | 0.12009535568263470394933362327170261571 | 0.021929362725381036440123071512275307497
f(z) = 11/21*z^3 - 239/84*z + 1
*
[ 3 ] 
f(z) = 11/29*z^3 - 239/87*z + 1
*
[ 3 ] 
f(z) = 11/31*z^3 - 235/93*z + 1
*
[ 3 ] 
f(z) = 11/32*z^3 - 233/96*z + 1
*
8/11 | 0.080774027989968972185371108671448169003 | 0.011874351724699808084624694802247900485
f(z) = 11/32*z^3 - 225/88*z + 1
*
5/8 | 0.20522701993859971921280618775016374472 | 0.029248743935361486568620955572268084914
f(z) = 12/25*z^3 - 223/80*z + 1
*
[ -3 ] 
f(z) = 13/28*z^3 - 239/84*z + 1
*
[ -3 ] 
f(z) = 13/29*z^3 - 235/87*z + 1
*
[ -3 ] 
f(z) = 13/31*z^3 - 227/93*z + 1
*
[ -3 ] 
f(z) = 13/32*z^3 - 223/96*z + 1
*
4/3 | 0.13486779119759092065477722031758095145 | 0.024860651390886895349736292981785623941
f(z) = 15/28*z^3 - 227/84*z + 1
*
2 | 0.10875688697805210031190730984837393993 | 0.019920355986053413519590327252502017456
f(z) = 16/21*z^3 - 235/84*z + 1
*
[ -21/8 ] 
f(z) = 16/27*z^3 - 227/84*z + 1
*
[ 5/18 ] 
f(z) = 18/25*z^3 - 239/90*z + 1
*
-26/3 | 0.17206616993246925481548070358870528999 | 0.027889307347431994846068931604458262593
f(z) = 1/26*z^3 - 239/117*z + 1
*
5/2 | 0.14253827130492524972830066325390999511 | 0.026148828800076865371198305498938066832
f(z) = 1/26*z^3 - 233/104*z + 1
*
-11/2 | 0.14487423446994801246050661411116713980 | 0.026748808868274007565383574078610619773
f(z) = 1/26*z^3 - 225/104*z + 1
*
[ -5 ] 
f(z) = 3/23*z^3 - 237/115*z + 1
*
[ 6 ] 
f(z) = 3/34*z^3 - 239/102*z + 1
*
-11/3 | 0.13791232357820816522865998736256509054 | 0.025442566757104802451741218755468846780
f(z) = 3/35*z^3 - 226/105*z + 1
*
3 | 0.13838631093719904363570076289837208237 | 0.025635816960146497667847180345232828888
f(z) = 3/35*z^3 - 221/105*z + 1
*
[ 1/3 ] 
f(z) = 3/37*z^3 - 223/111*z + 1
*
-4 | 0.13633341128317072187216506224928464426 | 0.025050155745965282112429908164652018386
f(z) = 4/25*z^3 - 231/100*z + 1
*
-4 | 0.14241400836531425057602548396968377531 | 0.026209292317891887855541347800166758922
f(z) = 4/27*z^3 - 229/108*z + 1
*
7/5 | 0.13791468299781737810531916585465782750 | 0.025381254857647541733470457947635325401
f(z) = 5/21*z^3 - 229/105*z + 1
*
-14/5 | 0.12051466850726971699202254407989433887 | 0.015949732959082166445748053857167786821
f(z) = 5/24*z^3 - 239/105*z + 1
*
-4 | 0.14582507933063773114562617360669978382 | 0.026837051883635640044436177739542347553
f(z) = 5/26*z^3 - 229/104*z + 1
*
[ 4 ] 
f(z) = 5/27*z^3 - 239/108*z + 1
*
-7/2 | 0.078822236128181438330175181758711758454 | 0.014506122336884957157410636128426475435
f(z) = 5/28*z^3 - 229/112*z + 1
*
[ 4 ] 
f(z) = 5/29*z^3 - 233/116*z + 1
*
[ -4 ] 
f(z) = 6/29*z^3 - 239/116*z + 1
*
[ 1/3 ] 
f(z) = 6/37*z^3 - 224/111*z + 1
*
-13/5 | 0.074929733144237430789196201968433032200 | 0.013745955707801596730852027627201453388
f(z) = 10/21*z^3 - 233/105*z + 1
*
[ 3/10 ] 
f(z) = 11/27*z^3 - 237/100*z + 1
*
[ 3 ] 
f(z) = 11/34*z^3 - 229/102*z + 1
*
[ 3 ] 
f(z) = 11/35*z^3 - 227/105*z + 1
*
[ 3 ] 
f(z) = 11/37*z^3 - 223/111*z + 1
*
[ 3 ] 
f(z) = 11/38*z^3 - 221/114*z + 1
*
-7/3 | 0.10921210688490006232267655627047082409 | 0.020147846457879514608424441316456724865
f(z) = 12/35*z^3 - 226/105*z + 1
*
[ 1/3 ] 
f(z) = 12/37*z^3 - 226/111*z + 1
*
[ -3 ] 
f(z) = 14/37*z^3 - 230/111*z + 1
*
[ 1/3 ] 
f(z) = 15/37*z^3 - 227/111*z + 1
*
[ 1/3 ] 
f(z) = 15/38*z^3 - 233/114*z + 1
*
[ 3/10 ] 
f(z) = 17/27*z^3 - 239/100*z + 1
*
[ -12/5 ] 
f(z) = 17/27*z^3 - 221/100*z + 1
*
0 | 0.15210836435380610027132815901412316569 | 0.027993401991178577229296498411921258422
f(z) = 18/35*z^3 - 229/105*z + 1
*
-5 | 0.069592412937723094462416240428556817876 | 0.012891870213203544631752859008957649271
f(z) = 1/24*z^3 - 221/120*z + 1
*
-10/3 | 0.16090446654030821214834906399646777651 | 0.026080165105543154572923293288302034881
f(z) = 1/28*z^3 - 239/126*z + 1
*
-4 | 0.15461086915953855295454942441864226214 | 0.028499961964869582507506737263015536002
f(z) = 2/33*z^3 - 227/132*z + 1
*
10/3 | 0.18881106969741067859946849935174972900 | 0.027614725626909971002225593518201871653
f(z) = 3/32*z^3 - 233/120*z + 1
*
-4 | 0.15033114924336491440880506597233870352 | 0.027802177477851870339688378460495429396
f(z) = 4/33*z^3 - 223/132*z + 1
*
[ 4 ] 
f(z) = 5/31*z^3 - 227/124*z + 1
*
[ 4 ] 
f(z) = 5/33*z^3 - 221/132*z + 1
*
[ -24/5 ] 
f(z) = 5/36*z^3 - 239/120*z + 1
*
-35/12 | 0.17961878402966906918222569651468177313 | 0.025631995018673757989533877884588007663
f(z) = 6/25*z^3 - 221/120*z + 1
*
[ -4 ] 
f(z) = 6/31*z^3 - 229/124*z + 1
*
-18/7 | 0.14308630371758322422674451535721043297 | 0.023192112099396763388963174202663128121
f(z) = 7/36*z^3 - 239/126*z + 1
*
[ 4/11 ] 
f(z) = 11/24*z^3 - 239/132*z + 1
*
3/2 | 0.19425172436017856292055973926978164717 | 0.025574959805010519208727925997268995032
f(z) = 11/27*z^3 - 221/132*z + 1
*
5/4 | 0.16133217163349535566995823798268525560 | 0.029596593934860753723981684322951099926
f(z) = 16/27*z^3 - 233/135*z + 1
*
3/2 | 0.093165046554097134306309557254362780270 | 0.017091247355474967150373395541353509866
f(z) = 17/30*z^3 - 233/120*z + 1
*
[ 7 ] 
f(z) = 1/20*z^3 - 223/140*z + 1
*
4 | 0.15502527037678951918160111837345609110 | 0.028307550832163063112814141475581727160
f(z) = 1/35*z^3 - 239/140*z + 1
*
[ 19/2 ] 
f(z) = 1/38*z^3 - 225/152*z + 1
*
2/3 | 0.14489077455820407707843122638460685809 | 0.026580398541020442623140220342605858793
f(z) = 3/25*z^3 - 233/150*z + 1
*
16/5 | 0.14361544024411552231876602172393878133 | 0.026604503825669511908377936700585231703
f(z) = 5/28*z^3 - 221/140*z + 1
*
[ -9/2 ] 
f(z) = 5/36*z^3 - 229/144*z + 1
*
-1 | 0.056417911197689675767278843772817490927 | 0.010416703348912602357952470977358706235
f(z) = 7/22*z^3 - 225/154*z + 1
*
[ 20/7 ] 
f(z) = 7/25*z^3 - 229/140*z + 1
*
0 | 0.13791182945648596261584216739742538449 | 0.025505353868061993707929294209622153999
f(z) = 12/35*z^3 - 223/140*z + 1
*
-8/5 | 0.12544989476681140963419055961161086263 | 0.023124617620910912966448897389985062263
f(z) = 15/28*z^3 - 227/140*z + 1
*
4/5 | 0.12853246523384136486718532688002090361 | 0.023770738320586635245483735152230150842
f(z) = 15/28*z^3 - 223/140*z + 1
*
-13/8 | 0.14249952442076925823142419351016419243 | 0.026225030343392469398207012955155300943
f(z) = 16/39*z^3 - 229/156*z + 1
*
[ -5/2 ] 
f(z) = 17/35*z^3 - 229/140*z + 1
*
0 | 0.15990761930736521716412699156856340619 | 0.029335257982405989301538562948417886474
f(z) = 18/25*z^3 - 233/150*z + 1
*
[ 8/19 ] 
f(z) = 19/32*z^3 - 225/152*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.026353800183101928759834726520899122985
f(z) = 19/39*z^3 - 223/156*z + 1
*
3/4 | 0.13722610157695975412914223270134913329 | 0.025174304446008030366199505678405773341
f(z) = 2/21*z^3 - 233/168*z + 1
*
[ -6 ] 
f(z) = 2/29*z^3 - 229/174*z + 1
*
[ 5 ] 
f(z) = 3/34*z^3 - 239/170*z + 1
*
[ 7/2 ] 
f(z) = 4/23*z^3 - 228/161*z + 1
*
[ -33/8 ] 
f(z) = 4/27*z^3 - 225/176*z + 1
*
[ 3/7 ] 
f(z) = 7/24*z^3 - 233/168*z + 1
*
[ 21/8 ] 
f(z) = 8/27*z^3 - 239/168*z + 1
*
5/3 | 0.14946122386644107250226191697517798621 | 0.027687424801853120420596289354973729715
f(z) = 9/32*z^3 - 221/160*z + 1
*
-3/4 | 0.17151718337338613804090164404452196366 | 0.022425638694745571159232311303515126168
f(z) = 14/27*z^3 - 233/168*z + 1
*
[ 5 ] 
f(z) = 3/37*z^3 - 227/185*z + 1
*
[ 5 ] 
f(z) = 3/38*z^3 - 223/190*z + 1
*
[ 19/5 ] 
f(z) = 5/38*z^3 - 221/190*z + 1
*
-1 | 0.065195851535312908980137728587618617091 | 0.012037415611567575015567152973053411988
f(z) = 8/23*z^3 - 225/184*z + 1
*
0 | 0.12578480820362796583911581969644174232 | 0.023039259643018140313911970613287617649
f(z) = 9/22*z^3 - 235/198*z + 1
*
[ 20/9 ] 
f(z) = 9/25*z^3 - 221/180*z + 1
*
[ 7/3 ] 
f(z) = 9/26*z^3 - 239/182*z + 1
*
-18/11 | 0.15145627386279073941624794015873306027 | 0.024548756871347796102594493582317110680
f(z) = 11/36*z^3 - 239/198*z + 1
*
[ -5/2 ] 
f(z) = 16/39*z^3 - 227/195*z + 1
*
[ 4/3 ] 
f(z) = 17/20*z^3 - 227/180*z + 1
*
[ 10/19 ] 
f(z) = 19/20*z^3 - 221/190*z + 1
*
[ 14/3 ] 
f(z) = 3/35*z^3 - 227/210*z + 1
*
3/2 | 0.13838559333293980984404117120359495259 | 0.025635684025239027756032667186065553701
f(z) = 6/35*z^3 - 221/210*z + 1
*
[ -8/3 ] 
f(z) = 9/25*z^3 - 237/200*z + 1
*
[ 7/3 ] 
f(z) = 9/29*z^3 - 227/203*z + 1
*
[ 21/10 ] 
f(z) = 10/27*z^3 - 233/210*z + 1
*
-2 | 0.16644708144904117305664585567124930275 | 0.027090177830007504614872598323781279195
f(z) = 15/28*z^3 - 233/210*z + 1
*
[ 8/5 ] 
f(z) = 19/32*z^3 - 229/200*z + 1
*
[ 5/2 ] 
f(z) = 6/23*z^3 - 237/230*z + 1
*
3/11 | 0.15364274988623343369810703990901810196 | 0.028275784036381419768114460156904228889
f(z) = 11/20*z^3 - 229/220*z + 1
*
2/11 | 0.13366231881053596871444403263688399580 | 0.024482136686797328423765574783181716292
f(z) = 11/21*z^3 - 235/231*z + 1
*
-14/11 | 0.15498439097386727930600639683751886043 | 0.020604532174475843067596521672443390405
f(z) = 11/24*z^3 - 221/231*z + 1
*
[ 20/11 ] 
f(z) = 11/25*z^3 - 221/220*z + 1
*
[ 21/11 ] 
f(z) = 11/27*z^3 - 233/231*z + 1
*
-18/13 | 0.15454986802321974297164690059577360296 | 0.025136320232119450282275850151283677008
f(z) = 13/36*z^3 - 227/234*z + 1
*
[ -8 ] 
f(z) = 1/31*z^3 - 233/248*z + 1
*
[ 15/4 ] 
f(z) = 3/25*z^3 - 229/240*z + 1
*
[ 6/11 ] 
f(z) = 8/27*z^3 - 223/242*z + 1
*
[ 6/11 ] 
f(z) = 14/27*z^3 - 239/242*z + 1
*
[ 7/4 ] 
f(z) = 16/37*z^3 - 232/259*z + 1
*
0 | 0.069115269003243748709500927745086573346 | 0.012395247468138541875736455107661240256
f(z) = 8/33*z^3 - 229/264*z + 1
*
[ -25/11 ] 
f(z) = 11/25*z^3 - 229/275*z + 1
*
-20/13 | 0.15659047367955422111399448702530324801 | 0.028160301932437130667167874969176405049
f(z) = 13/20*z^3 - 231/260*z + 1
*
[ 20/13 ] 
f(z) = 13/25*z^3 - 229/260*z + 1
*
[ 21/13 ] 
f(z) = 13/27*z^3 - 239/273*z + 1
*
-1/2 | 0.16085515699006914557131087820930860438 | 0.028848031790552771878334922238950202038
f(z) = 15/22*z^3 - 221/264*z + 1
*
[ 7/4 ] 
f(z) = 16/39*z^3 - 226/273*z + 1
*
[ -11/3 ] 
f(z) = 5/33*z^3 - 227/297*z + 1
*
-1 | 0.062301536986162242526113550101968833427 | 0.011015139178062468259994942401139729577
f(z) = 11/26*z^3 - 225/286*z + 1
*
-42/5 | 0.20107476706117731134833946799643011061 | 0.026939506284228979101469732659384785181
f(z) = 5/24*z^3 - 218/15*z + 1
*
[ -15 ] 
f(z) = 5/27*z^3 - 203/5*z + 1
*
[ 9 ] 
f(z) = 8/27*z^3 - 208/9*z + 1
*
[ -9 ] 
f(z) = 8/27*z^3 - 206/9*z + 1
*
[ -12 ] 
f(z) = 10/27*z^3 - 209/4*z + 1
*
8 | 0.16855218022871453244472654915171422206 | 0.024910937693874600507215371986568663258
f(z) = 13/32*z^3 - 217/8*z + 1
*
[ 8 ] 
f(z) = 13/32*z^3 - 201/8*z + 1
*
0 | 0.10203205708420335299593342558268991925 | 0.019239334500483292758908537019792319257
f(z) = 1/20*z^3 - 201/20*z + 1
*
0 | 0.10785242520058678297805296590537938648 | 0.020047301670097873207131865727833828394
f(z) = 1/24*z^3 - 217/24*z + 1
*
0 | 0.077489382280682613430025283105744786270 | 0.014478967930032322832802307572868738791
f(z) = 1/30*z^3 - 211/30*z + 1
*
0 | 0.13389851461591287920574609509127150986 | 0.024888674600416963997298138458229445321
f(z) = 1/36*z^3 - 217/36*z + 1
*
13 | 0.15907636867249899063570618845082051020 | 0.029723577252070741945505442355657085551
f(z) = 1/39*z^3 - 211/39*z + 1
*
[ 11 ] 
f(z) = 2/33*z^3 - 212/33*z + 1
*
-11 | 0.14172718670293423351855186773282197411 | 0.026576909864799155099317587270193535968
f(z) = 2/35*z^3 - 207/35*z + 1
*
0 | 0.096291620976528300810105206290109535367 | 0.018123073217254426703919945936794605238
f(z) = 3/20*z^3 - 203/20*z + 1
*
0 | 0.14966991955124603484044258603653726758 | 0.027749398390043785600153367137855893963
f(z) = 4/27*z^3 - 220/27*z + 1
*
[ -7 ] 
f(z) = 5/28*z^3 - 213/28*z + 1
*
0 | 0.10042464243803416585443063307561455375 | 0.018936237719506866677181702583771991307
f(z) = 5/28*z^3 - 201/28*z + 1
*
6 | 0.15945376472990050899182744587084773583 | 0.023566249886832357034789575770000861716
f(z) = 7/32*z^3 - 217/24*z + 1
*
0 | 0.13978616944276540008990781943140136673 | 0.026260737813869632650537800022315543165
f(z) = 7/33*z^3 - 205/33*z + 1
*
3/16 | 0.25466085654532604915915922385300537876 | 0.029580623668502824961175746027830910511
f(z) = 8/27*z^3 - 203/32*z + 1
*
[ 11/2 ] 
f(z) = 8/33*z^3 - 215/33*z + 1
*
0 | 0.15039473486878081844869014394135651568 | 0.028227896089211922870501051474277134412
f(z) = 8/33*z^3 - 206/33*z + 1
*
[ -11/2 ] 
f(z) = 8/33*z^3 - 203/33*z + 1
*
0 | 0.12742580903541238893051389468402194052 | 0.023665321919602188222882574635072958824
f(z) = 8/35*z^3 - 218/35*z + 1
*
[ 5 ] 
f(z) = 9/20*z^3 - 209/20*z + 1
*
[ -5 ] 
f(z) = 9/20*z^3 - 201/20*z + 1
*
0 | 0.15231907053108878814126493336757774077 | 0.028615214160418204332068825457175292061
f(z) = 9/28*z^3 - 205/28*z + 1
*
[ -6 ] 
f(z) = 9/32*z^3 - 215/24*z + 1
*
4 | 0.21073183463742118640658941730495042334 | 0.028285850192988777513917420667387623277
f(z) = 9/32*z^3 - 215/36*z + 1
*
0 | 0.13816671278858953116413805513749674482 | 0.026052945320686138804948923246975226162
f(z) = 9/32*z^3 - 201/32*z + 1
*
0 | 0.13842372966126042629279392211963486257 | 0.025686006162321722770711148963173396902
f(z) = 9/35*z^3 - 219/35*z + 1
*
[ 21/5 ] 
f(z) = 10/27*z^3 - 202/35*z + 1
*
0 | 0.15581853555411852245555144477301656863 | 0.029192959980313233642636948125464718966
f(z) = 10/33*z^3 - 208/33*z + 1
*
2/11 | 0.14473606983540961597266575198018888349 | 0.019427452885466218637631713171756728204
f(z) = 11/24*z^3 - 215/33*z + 1
*
0 | 0.15508534577308291233121258402498526979 | 0.029188656789295387531765719655015199781
f(z) = 11/24*z^3 - 203/24*z + 1
*
0 | 0.14778695900449422065387230871044436565 | 0.027738437291433774061889007059673018047
f(z) = 11/39*z^3 - 206/39*z + 1
*
4 | 0.080514072762685699903980636464525356822 | 0.015017661838623523973022224013083179485
f(z) = 13/20*z^3 - 213/20*z + 1
*
-4 | 0.12951678664921590558469995472925290494 | 0.024376391045275017227427084876561107243
f(z) = 13/20*z^3 - 203/20*z + 1
*
[ 2/13 ] 
f(z) = 13/24*z^3 - 215/39*z + 1
*
-4 | 0.15086007370463149924576856092590239161 | 0.028446426581164434385254069127141581978
f(z) = 13/28*z^3 - 201/28*z + 1
*
4 | 0.11573988144487385008564276884784196172 | 0.021513399576054463024536855681954119475
f(z) = 13/36*z^3 - 217/36*z + 1
*
0 | 0.14323520612311353098740726153632848074 | 0.026811352372876012168492851780400794884
f(z) = 14/39*z^3 - 209/39*z + 1
*
[ 4 ] 
f(z) = 15/28*z^3 - 219/28*z + 1
*
[ -4 ] 
f(z) = 15/28*z^3 - 205/28*z + 1
*
2/3 | 0.15064087345006999060486583389172958976 | 0.022388049944847459281350785690509732146
f(z) = 15/32*z^3 - 209/24*z + 1
*
13/4 | 0.15770561745529368048939672921284974061 | 0.029239248743074202225795476001834991219
f(z) = 16/39*z^3 - 220/39*z + 1
*
0 | 0.14564734768308147404118883016056912086 | 0.027214351361829275371502533761741743698
f(z) = 16/39*z^3 - 211/39*z + 1
*
3 | 0.13246453471426355501315471347640360643 | 0.024751129684416164145478106294170930016
f(z) = 19/30*z^3 - 211/30*z + 1
*
-13/2 | 0.080838380968838544529060868156275457687 | 0.015104731656317932495598719775900023116
f(z) = 2/21*z^3 - 211/42*z + 1
*
6 | 0.14001601492073220313503360988371717611 | 0.023162264985214550327745265570814772957
f(z) = 3/28*z^3 - 211/42*z + 1
*
1/4 | 0.13131271625600372655697664426531056641 | 0.024760544327077370978132805614194106211
f(z) = 8/25*z^3 - 201/50*z + 1
*
1/4 | 0.15506183768438230668575672539815480003 | 0.028822452826602273051096577954663809260
f(z) = 8/27*z^3 - 217/54*z + 1
*
0 | 0.054815362376620130157652888692708105416 | 0.010260563976591330119127615850050885690
f(z) = 10/21*z^3 - 209/42*z + 1
*
0 | 0.13707893992286670237421577028452564975 | 0.025613335874027184591741851381077658881
f(z) = 11/21*z^3 - 211/42*z + 1
*
0 | 0.12365266407146338062685383153949507853 | 0.023272702876421060441350224390567482151
f(z) = 14/25*z^3 - 203/50*z + 1
*
0 | 0.14409463796975595414100755836204707568 | 0.026783900974417037180490079552987571538
f(z) = 14/27*z^3 - 217/54*z + 1
*
0 | 0.16452095657166270134344559663567265609 | 0.027049496079627298917526239267990513011
f(z) = 15/22*z^3 - 219/55*z + 1
*
0 | 0.13186540029708268496841375664223025322 | 0.024727611826000280440040788832983640521
f(z) = 16/25*z^3 - 207/50*z + 1
*
[ 3/16 ] 
f(z) = 16/27*z^3 - 209/48*z + 1
*
30/17 | 0.20896226216343309404047682123068733056 | 0.028210246992388115655704221338853994199
f(z) = 17/24*z^3 - 206/51*z + 1
*
0 | 0.11982550831490597957389602857013671053 | 0.022389515066812605586433772463094015104
f(z) = 18/25*z^3 - 211/50*z + 1
*
0 | 0.12592483257136758454191701311022135695 | 0.023700348352404278247530545212306396311
f(z) = 1/20*z^3 - 203/60*z + 1
*
-4 | 0.11636332716907194820798244564394308618 | 0.021820638154786240136841612852433503406
f(z) = 1/35*z^3 - 207/70*z + 1
*
8 | 0.10414391514955798974980882125667109217 | 0.019494084465279535453652795910451636979
f(z) = 1/36*z^3 - 209/72*z + 1
*
5 | 0.092222141385059486543798809049333666459 | 0.017141989024078492460413069079028298056
f(z) = 3/20*z^3 - 217/60*z + 1
*
-4/3 | 0.061413984742608522075622439157825673526 | 0.011475263957103388595343817310768546565
f(z) = 3/20*z^3 - 211/60*z + 1
*
0 | 0.10208906866329246114867675967469554942 | 0.019109449886207701012064736297712875281
f(z) = 3/20*z^3 - 209/60*z + 1
*
5/2 | 0.088950741337064086858265680648573908393 | 0.012795405147567182863472552161638391557
f(z) = 3/25*z^3 - 209/60*z + 1
*
0 | 0.14250148830717315667692343470846024661 | 0.026487770851872159861711666284447777326
f(z) = 3/26*z^3 - 217/78*z + 1
*
[ -6 ] 
f(z) = 4/33*z^3 - 211/66*z + 1
*
4 | 0.15371295935675460246646561291488881125 | 0.025591728503514593965657073416983966522
f(z) = 5/24*z^3 - 203/60*z + 1
*
0 | 0.14146790617957897017132734762180829594 | 0.026273198234915026873879667731684922717
f(z) = 6/25*z^3 - 218/75*z + 1
*
1/2 | 0.11804313162897190570248922477761733773 | 0.022017664395156502659470473814443713917
f(z) = 6/35*z^3 - 213/70*z + 1
*
3 | 0.14228493862805713679150467894420038473 | 0.026633477412186889522190460081869410362
f(z) = 7/20*z^3 - 209/60*z + 1
*
-4 | 0.085680067744078891344715902149085057863 | 0.016037945905868274480611343076892001521
f(z) = 7/30*z^3 - 209/60*z + 1
*
[ 3 ] 
f(z) = 9/20*z^3 - 203/60*z + 1
*
[ 10/3 ] 
f(z) = 9/28*z^3 - 201/70*z + 1
*
[ -4 ] 
f(z) = 9/34*z^3 - 203/68*z + 1
*
1/2 | 0.14280567133041653863874493839390739488 | 0.026877495789495233456128576671658016766
f(z) = 10/33*z^3 - 203/66*z + 1
*
[ -3 ] 
f(z) = 11/20*z^3 - 217/60*z + 1
*
[ -3 ] 
f(z) = 11/23*z^3 - 205/69*z + 1
*
5/12 | 0.18310661624141588574400494432624790601 | 0.026339559454944866597648593100314587700
f(z) = 12/25*z^3 - 209/60*z + 1
*
15/7 | 0.074928623292539554517543977063553345834 | 0.010839203083096026178464843669193508796
f(z) = 14/25*z^3 - 201/70*z + 1
*
1/2 | 0.13383112986018652201958713956100903823 | 0.025142002435593529677177901783194708358
f(z) = 14/33*z^3 - 205/66*z + 1
*
1/3 | 0.14434747527780213385593228770309546663 | 0.027167679146486722159116072376881088575
f(z) = 15/22*z^3 - 203/66*z + 1
*
-4/5 | 0.22075443002824655414851126024106051532 | 0.029861349321670067922685728004178385055
f(z) = 15/32*z^3 - 203/60*z + 1
*
[ 9/4 ] 
f(z) = 16/21*z^3 - 208/63*z + 1
*
1/2 | 0.11136161526860889594210337466906099972 | 0.020664340883137732059715741284521473991
f(z) = 18/35*z^3 - 219/70*z + 1
*
[ -8/3 ] 
f(z) = 19/32*z^3 - 205/72*z + 1
*
-17/2 | 0.11508533515596651375253226375175770472 | 0.021542144262808017235852050218423492998
f(z) = 1/20*z^3 - 209/80*z + 1
*
-3/2 | 0.13559345198866100179430973280004551175 | 0.025520081947418621929157476085853826707
f(z) = 3/22*z^3 - 203/88*z + 1
*
3 | 0.11019708430718012698733092753944003113 | 0.020627141453504466231583482232535872630
f(z) = 3/32*z^3 - 209/96*z + 1
*
5/8 | 0.19308872238074253770085046339258415271 | 0.027699928159055435457494101638073668674
f(z) = 4/25*z^3 - 213/80*z + 1
*
[ -4 ] 
f(z) = 5/21*z^3 - 215/84*z + 1
*
[ -4 ] 
f(z) = 5/23*z^3 - 205/92*z + 1
*
0 | 0.13960738974703048331450700601020186153 | 0.026085779231288139566828342109127372939
f(z) = 5/28*z^3 - 211/84*z + 1
*
[ 10/3 ] 
f(z) = 7/25*z^3 - 217/90*z + 1
*
[ -10/3 ] 
f(z) = 8/25*z^3 - 203/90*z + 1
*
-3 | 0.14379556149585703499731900212971469091 | 0.026774390815906042914021590654351693788
f(z) = 9/28*z^3 - 215/84*z + 1
*
-3 | 0.12908764476823915269787504785935690585 | 0.024120154448936390611274662535226657429
f(z) = 9/32*z^3 - 211/96*z + 1
*
[ 3 ] 
f(z) = 10/29*z^3 - 212/87*z + 1
*
[ 3 ] 
f(z) = 10/31*z^3 - 208/93*z + 1
*
[ -3 ] 
f(z) = 12/29*z^3 - 208/87*z + 1
*
[ -5/2 ] 
f(z) = 13/20*z^3 - 213/80*z + 1
*
-7/3 | 0.12035947370031248254799472345229833857 | 0.022529379111021836672943544909444442938
f(z) = 15/28*z^3 - 209/84*z + 1
*
0 | 0.11014034290337672625107008644818525718 | 0.020579832304306590557938045955241864633
f(z) = 16/21*z^3 - 211/84*z + 1
*
[ 5/17 ] 
f(z) = 17/25*z^3 - 209/85*z + 1
*
-33/20 | 0.17882877261002837007298148378166734100 | 0.020725226755408568756926129819603967157
f(z) = 4/27*z^3 - 207/100*z + 1
*
0 | 0.14241400836531425057602548396968377531 | 0.026754413184167209501531807366704958014
f(z) = 4/27*z^3 - 205/108*z + 1
*
3/2 | 0.054628076301200800152308734583800834016 | 0.010291130631551483631599978380422262370
f(z) = 4/35*z^3 - 202/105*z + 1
*
-6/5 | 0.12545027814817068563388621742355840029 | 0.023440508888581080164609670648562233630
f(z) = 5/21*z^3 - 211/105*z + 1
*
14/5 | 0.19090791061392152743677566336182042093 | 0.025722672837597464903758088513576599869
f(z) = 5/24*z^3 - 209/105*z + 1
*
-2/3 | 0.065841625958646105429579575355973550020 | 0.012228003775815724211422286269057652392
f(z) = 6/35*z^3 - 218/105*z + 1
*
[ 1/3 ] 
f(z) = 6/35*z^3 - 212/105*z + 1
*
0 | 0.13747215668190198252447366236347613972 | 0.022723671662428811996681847336872979840
f(z) = 7/30*z^3 - 212/105*z + 1
*
-5/2 | 0.095644184702287297301979100183251018679 | 0.017919157348220628999790198746875713141
f(z) = 8/21*z^3 - 208/105*z + 1
*
0 | 0.10822997887761326887680689293754251942 | 0.020100302371073535062375633451704757060
f(z) = 10/21*z^3 - 218/105*z + 1
*
[ -5/2 ] 
f(z) = 12/23*z^3 - 214/115*z + 1
*
0 | 0.13791165329490603583058014228128180904 | 0.025768929193444730649110110467088656824
f(z) = 12/35*z^3 - 211/105*z + 1
*
[ 12/5 ] 
f(z) = 13/27*z^3 - 219/100*z + 1
*
[ -3 ] 
f(z) = 13/34*z^3 - 215/102*z + 1
*
[ -3 ] 
f(z) = 13/35*z^3 - 211/105*z + 1
*
[ -3 ] 
f(z) = 13/37*z^3 - 203/111*z + 1
*
[ 15/7 ] 
f(z) = 14/25*z^3 - 214/105*z + 1
*
[ -11/5 ] 
f(z) = 15/22*z^3 - 203/110*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.029307835331391992735699455817254647120
f(z) = 15/34*z^3 - 215/102*z + 1
*
[ 1/3 ] 
f(z) = 15/34*z^3 - 209/102*z + 1
*
[ 5/3 ] 
f(z) = 18/23*z^3 - 204/115*z + 1
*
3/2 | 0.12078927675517749164830625592356172035 | 0.022609831406702687331895673493275401790
f(z) = 1/30*z^3 - 209/120*z + 1
*
-9/2 | 0.10216824121162316834023312155854277323 | 0.019023482997092161741889551683986048669
f(z) = 2/21*z^3 - 215/126*z + 1
*
-8/3 | 0.077385342638955759578462763357718563734 | 0.014564717224253341694156636849768312919
f(z) = 3/20*z^3 - 203/120*z + 1
*
[ -5 ] 
f(z) = 3/26*z^3 - 219/130*z + 1
*
-10/3 | 0.14946225748286196222444311417791255367 | 0.022212885578528287658150918095834797045
f(z) = 3/32*z^3 - 209/120*z + 1
*
-11/4 | 0.13321770832306135784304611499630799692 | 0.025026762836282379470988697665559634513
f(z) = 4/33*z^3 - 205/132*z + 1
*
[ 10/3 ] 
f(z) = 5/24*z^3 - 218/135*z + 1
*
0 | 0.096544361190371268850425231696292076353 | 0.017945390933311457722057550943351840525
f(z) = 5/24*z^3 - 217/120*z + 1
*
0 | 0.15234750601521236971543771178147671257 | 0.028391387808801447986958727334147329232
f(z) = 5/27*z^3 - 214/135*z + 1
*
[ 17/6 ] 
f(z) = 9/34*z^3 - 201/136*z + 1
*
0 | 0.14572430472947533113683376390811791570 | 0.027204696658861922813224191509383251297
f(z) = 10/27*z^3 - 212/135*z + 1
*
[ 5/2 ] 
f(z) = 11/30*z^3 - 203/120*z + 1
*
[ 2/5 ] 
f(z) = 15/26*z^3 - 207/130*z + 1
*
11/8 | 0.15033218285978580413098626317507327098 | 0.027943318056217860147694911663936598442
f(z) = 16/33*z^3 - 217/132*z + 1
*
-3/2 | 0.11936402145571926257609542499532669588 | 0.022303285789489258770447662593264540402
f(z) = 19/30*z^3 - 211/120*z + 1
*
[ 7 ] 
f(z) = 1/22*z^3 - 211/154*z + 1
*
[ -5 ] 
f(z) = 3/28*z^3 - 207/140*z + 1
*
[ -5 ] 
f(z) = 3/29*z^3 - 201/145*z + 1
*
-13/4 | 0.14249849080434836850924299630742962497 | 0.026770284362197161722362737521406708649
f(z) = 4/39*z^3 - 205/156*z + 1
*
[ 4 ] 
f(z) = 5/37*z^3 - 209/148*z + 1
*
[ 4 ] 
f(z) = 5/39*z^3 - 203/156*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.022276246104753825147764534209515605390
f(z) = 6/25*z^3 - 211/150*z + 1
*
[ -4 ] 
f(z) = 6/35*z^3 - 209/140*z + 1
*
[ -20/7 ] 
f(z) = 7/20*z^3 - 211/140*z + 1
*
[ 3/7 ] 
f(z) = 10/27*z^3 - 206/147*z + 1
*
[ 9/4 ] 
f(z) = 11/27*z^3 - 217/144*z + 1
*
-5/2 | 0.097314410656292493845207426055887936082 | 0.018057731560311978398993083216112574381
f(z) = 11/35*z^3 - 219/140*z + 1
*
[ 3/7 ] 
f(z) = 13/27*z^3 - 209/147*z + 1
*
[ 3/7 ] 
f(z) = 16/27*z^3 - 212/147*z + 1
*
7/8 | 0.15502527037678951918160111837345609110 | 0.029018264875466021811577838568893508387
f(z) = 16/35*z^3 - 209/140*z + 1
*
[ 3/7 ] 
f(z) = 19/27*z^3 - 215/147*z + 1
*
[ 7 ] 
f(z) = 1/23*z^3 - 205/161*z + 1
*
[ 14/3 ] 
f(z) = 3/32*z^3 - 211/168*z + 1
*
[ 7/2 ] 
f(z) = 4/25*z^3 - 218/175*z + 1
*
-11/5 | 0.14315223958938036670463954001083550164 | 0.026748137939972272880114191758195137143
f(z) = 5/33*z^3 - 211/165*z + 1
*
8/7 | 0.12588881904188256511155115264070522868 | 0.023522450689498557834910870055525744215
f(z) = 7/24*z^3 - 211/168*z + 1
*
[ -24/7 ] 
f(z) = 7/32*z^3 - 215/168*z + 1
*
0 | 0.12588778542546167538936995543797066123 | 0.023522257557245214941902212364348236554
f(z) = 8/21*z^3 - 211/168*z + 1
*
[ -21/8 ] 
f(z) = 8/21*z^3 - 209/168*z + 1
*
[ 15/8 ] 
f(z) = 14/27*z^3 - 217/160*z + 1
*
0 | 0.12545933202192977610411127538640095665 | 0.023612736362341404879213025907166951590
f(z) = 15/32*z^3 - 203/160*z + 1
*
[ 9/19 ] 
f(z) = 19/27*z^3 - 217/171*z + 1
*
[ -6 ] 
f(z) = 2/31*z^3 - 215/186*z + 1
*
[ 7/2 ] 
f(z) = 4/27*z^3 - 208/189*z + 1
*
[ -22/9 ] 
f(z) = 9/22*z^3 - 205/198*z + 1
*
[ -7/3 ] 
f(z) = 10/21*z^3 - 220/189*z + 1
*
[ 13/5 ] 
f(z) = 10/39*z^3 - 218/195*z + 1
*
[ 5/3 ] 
f(z) = 11/20*z^3 - 203/180*z + 1
*
-5/3 | 0.086591927047803792203125989076230483740 | 0.016095460815961193800278430800437047104
f(z) = 13/20*z^3 - 217/180*z + 1
*
[ 10/19 ] 
f(z) = 19/25*z^3 - 211/190*z + 1
*
5/2 | 0.095645870458061906388407144385108215153 | 0.017887403593177460288423755791258964812
f(z) = 2/21*z^3 - 209/210*z + 1
*
[ 7/3 ] 
f(z) = 9/31*z^3 - 219/217*z + 1
*
-3/5 | 0.11804157345992112751578347677822636486 | 0.022056185069923062697168312569632090821
f(z) = 10/21*z^3 - 211/210*z + 1
*
[ -23/12 ] 
f(z) = 16/23*z^3 - 214/207*z + 1
*
0 | 0.14522922870432612553491480797513792195 | 0.026684689861925762903826653524881093157
f(z) = 7/33*z^3 - 214/231*z + 1
*
-11/7 | 0.13455208111005828846986486150905737474 | 0.024722850811309384889575525526968147582
f(z) = 7/33*z^3 - 205/231*z + 1
*
0 | 0.12887775022470325003026793313435965599 | 0.023624228070074446920625264406523702300
f(z) = 9/26*z^3 - 211/234*z + 1
*
[ 7/3 ] 
f(z) = 9/32*z^3 - 215/224*z + 1
*
[ 7/3 ] 
f(z) = 9/34*z^3 - 207/238*z + 1
*
-7/4 | 0.086872568932902780090704074312495109121 | 0.015962128148479408929675116294418024501
f(z) = 16/33*z^3 - 211/231*z + 1
*
[ 12/19 ] 
f(z) = 19/24*z^3 - 205/228*z + 1
*
4/3 | 0.10249736359635104096366454059702103686 | 0.018536699173491171128657378620727499215
f(z) = 1/28*z^3 - 205/252*z + 1
*
[ 6/11 ] 
f(z) = 2/27*z^3 - 207/242*z + 1
*
[ 6/11 ] 
f(z) = 5/27*z^3 - 215/242*z + 1
*
[ 4/7 ] 
f(z) = 7/36*z^3 - 205/252*z + 1
*
[ 3/2 ] 
f(z) = 11/20*z^3 - 217/240*z + 1
*
[ 9/8 ] 
f(z) = 16/21*z^3 - 215/252*z + 1
*
[ 4/3 ] 
f(z) = 17/28*z^3 - 209/252*z + 1
*
0 | 0.17792727941716948212720978032752675625 | 0.028539550447515227468152921544081155978
f(z) = 17/30*z^3 - 212/255*z + 1
*
[ -8 ] 
f(z) = 1/33*z^3 - 215/264*z + 1
*
0 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = 7/39*z^3 - 205/273*z + 1
*
[ 3/2 ] 
f(z) = 11/23*z^3 - 205/276*z + 1
*
0 | 0.13654427116638383486621265752083862089 | 0.024488077032363262118217653198091744181
f(z) = 11/24*z^3 - 217/264*z + 1
*
[ 5/3 ] 
f(z) = 13/30*z^3 - 217/270*z + 1
*
[ 13/7 ] 
f(z) = 14/39*z^3 - 212/273*z + 1
*
[ 2/3 ] 
f(z) = 17/30*z^3 - 203/270*z + 1
*
[ 2/3 ] 
f(z) = 19/30*z^3 - 211/270*z + 1
*
[ 5/2 ] 
f(z) = 6/29*z^3 - 201/290*z + 1
*
-10/7 | 0.18549659699709502259680548629819983306 | 0.026419937140842310539282528410718955545
f(z) = 7/32*z^3 - 209/280*z + 1
*
[ -5/2 ] 
f(z) = 10/29*z^3 - 219/290*z + 1
*
[ 15/19 ] 
f(z) = 19/25*z^3 - 211/285*z + 1
*
0 | 0.17115607835304277105498771675591367527 | 0.026972248112038629108803278889674159647
f(z) = 19/30*z^3 - 203/285*z + 1
*
[ 18 ] 
f(z) = 1/27*z^3 - 199/18*z + 1
*
[ -18 ] 
f(z) = 1/27*z^3 - 197/18*z + 1
*
[ 9 ] 
f(z) = 7/27*z^3 - 181/9*z + 1
*
[ -15/2 ] 
f(z) = 10/27*z^3 - 197/10*z + 1
*
-8 | 0.15544923042838849038800407444394104005 | 0.023567981090236184113622593015424156657
f(z) = 11/32*z^3 - 183/8*z + 1
*
[ -8 ] 
f(z) = 13/32*z^3 - 199/8*z + 1
*
0 | 0.090750991877767865708590896766732696168 | 0.017295707172237296409395637791297476719
f(z) = 1/21*z^3 - 190/21*z + 1
*
14 | 0.16314656852151724958319671085709269782 | 0.022204969875533362824858944460873095853
f(z) = 1/24*z^3 - 194/21*z + 1
*
0 | 0.079181981852532832266930363211014298163 | 0.015045913593672864415547861321844118696
f(z) = 1/24*z^3 - 193/24*z + 1
*
-14 | 0.18459059855110721032664679526068643770 | 0.025177001467365278829665855379558206858
f(z) = 1/24*z^3 - 191/21*z + 1
*
0 | 0.15578722506136829694533086586801613309 | 0.029487264368391404713416830304282818093
f(z) = 1/28*z^3 - 197/28*z + 1
*
[ 15 ] 
f(z) = 1/30*z^3 - 197/30*z + 1
*
[ -15 ] 
f(z) = 1/30*z^3 - 193/30*z + 1
*
0 | 0.085387505897573388277160369352322643349 | 0.016425421690927015225801858432076531975
f(z) = 1/30*z^3 - 181/30*z + 1
*
0 | 0.13370510955905571461474319040961953481 | 0.025719954970619408703478895409773484368
f(z) = 1/36*z^3 - 181/36*z + 1
*
0 | 0.10967141010895396812768057463110818855 | 0.020880750328670874633460362390146782159
f(z) = 2/21*z^3 - 191/21*z + 1
*
-6 | 0.14207281177858464372302445552776631123 | 0.023981545807084860276807173700748759516
f(z) = 3/20*z^3 - 187/30*z + 1
*
0 | 0.12111108761911220300808335141045065813 | 0.023248183038754086888474725176259197171
f(z) = 3/20*z^3 - 183/20*z + 1
*
7 | 0.14493952101134167451945846013674472001 | 0.027568169014942841515351899497971399906
f(z) = 3/35*z^3 - 192/35*z + 1
*
7 | 0.15348668846861133478958566461174559224 | 0.029341139653280865713119177530595455407
f(z) = 3/35*z^3 - 187/35*z + 1
*
7 | 0.13911670434197313211847861564318740853 | 0.026281634810104464816971213919081403086
f(z) = 4/21*z^3 - 199/21*z + 1
*
0 | 0.15183954529609881625424596519549519262 | 0.028823772529801226296870372985732655518
f(z) = 5/21*z^3 - 194/21*z + 1
*
0 | 0.072620658810502944252920509027745721795 | 0.013745572296499346708326142852060635569
f(z) = 5/24*z^3 - 197/24*z + 1
*
[ 15/2 ] 
f(z) = 5/27*z^3 - 191/20*z + 1
*
0 | 0.15278946614880486560369195092614177760 | 0.029268017596580680096430496942634160636
f(z) = 5/36*z^3 - 185/36*z + 1
*
6/5 | 0.13440408176109491683936207952809309220 | 0.019227346199899660437753631740571678285
f(z) = 5/36*z^3 - 181/30*z + 1
*
0 | 0.11562135614345981938299428609092176082 | 0.021842943108699151161404158855896331490
f(z) = 7/24*z^3 - 199/24*z + 1
*
5 | 0.093682856743742911332624547710322741556 | 0.018021142684182948342576030571753157340
f(z) = 7/30*z^3 - 181/30*z + 1
*
0 | 0.11761380432909927869865230795744543021 | 0.022219352223914457676334892441825786812
f(z) = 7/32*z^3 - 199/32*z + 1
*
0 | 0.13506471637941932784257889492616190405 | 0.025819520539918055286472271778779625969
f(z) = 7/36*z^3 - 187/36*z + 1
*
-5 | 0.12914191277971170692431345451637495796 | 0.024539144077296497316418002042706658905
f(z) = 8/35*z^3 - 193/35*z + 1
*
[ 5 ] 
f(z) = 9/35*z^3 - 197/35*z + 1
*
[ -5 ] 
f(z) = 9/35*z^3 - 183/35*z + 1
*
-21/5 | 0.19478618268101055036135315728663902280 | 0.026147558203285937676603222901240702864
f(z) = 10/27*z^3 - 191/30*z + 1
*
4 | 0.12048377313317645986589864786769839696 | 0.023176655177167400058518208014387641974
f(z) = 11/20*z^3 - 181/20*z + 1
*
2/11 | 0.14881997839424614307778775779023708604 | 0.020432626651573170026876670926907397266
f(z) = 11/24*z^3 - 182/33*z + 1
*
4 | 0.13901032873046979050879366888766730118 | 0.026684076826780525339278986162799438904
f(z) = 11/28*z^3 - 183/28*z + 1
*
0 | 0.10486784713381615368206078841692776273 | 0.019966181991560461683278413581286424923
f(z) = 11/30*z^3 - 191/30*z + 1
*
0 | 0.12718020900242430326619916196617085662 | 0.024337231967667361721079406445038483968
f(z) = 11/35*z^3 - 186/35*z + 1
*
0 | 0.098946784532723158698260769405203434144 | 0.018838848717272970118861619946246885576
f(z) = 11/36*z^3 - 191/36*z + 1
*
4 | 0.13328498291767087981027675030525805070 | 0.025531781239389195786620384845646268287
f(z) = 11/36*z^3 - 185/36*z + 1
*
0 | 0.12337992486915679597254175169266775414 | 0.023585808268562374599842046491945095486
f(z) = 12/35*z^3 - 187/35*z + 1
*
[ 4 ] 
f(z) = 13/20*z^3 - 193/20*z + 1
*
[ -4 ] 
f(z) = 13/20*z^3 - 183/20*z + 1
*
[ 4 ] 
f(z) = 13/28*z^3 - 187/28*z + 1
*
0 | 0.10678454442914523051389164862071808824 | 0.020290866571297454935591275660054773541
f(z) = 13/30*z^3 - 193/30*z + 1
*
0 | 0.15468172142648702134286522839412802730 | 0.029539470221282051802721843310242593663
f(z) = 13/35*z^3 - 188/35*z + 1
*
-4 | 0.13952031745452300970469031812195704000 | 0.026357884549334414599660622675379702011
f(z) = 13/36*z^3 - 199/36*z + 1
*
0 | 0.10529204963216945079084354012821052015 | 0.020007267358080924452552503997906357908
f(z) = 13/36*z^3 - 193/36*z + 1
*
[ 4 ] 
f(z) = 13/36*z^3 - 181/36*z + 1
*
[ 7/2 ] 
f(z) = 16/21*z^3 - 181/21*z + 1
*
-7/2 | 0.11961988701716075606924000034430373382 | 0.022890487137250334925377954511919348672
f(z) = 16/35*z^3 - 186/35*z + 1
*
13/4 | 0.14625476645965100576785815494203927526 | 0.028134048279727150886256369033492530739
f(z) = 16/39*z^3 - 181/39*z + 1
*
3 | 0.14251347412779041636511502906831175123 | 0.027299570930234852796471391414382571677
f(z) = 17/24*z^3 - 185/24*z + 1
*
0 | 0.15291915379713045521290488505935912422 | 0.028944398446216765280103142843549739782
f(z) = 17/30*z^3 - 197/30*z + 1
*
0 | 0.15530938740829123080994258717547425855 | 0.029396819691712012613415746916502038068
f(z) = 17/36*z^3 - 197/36*z + 1
*
-3 | 0.073992145114109773065867589522332594623 | 0.014144639412706462032685823449126972538
f(z) = 19/24*z^3 - 187/24*z + 1
*
0 | 0.14240126342751561031011724825976075050 | 0.026902146795395890757536725074480579993
f(z) = 19/30*z^3 - 199/30*z + 1
*
3 | 0.12695117174145002543303205716996060270 | 0.024420745261162074247535826501427587693
f(z) = 19/30*z^3 - 181/30*z + 1
*
0 | 0.15600412790519064300507514849974544847 | 0.029471971305433065669324390923285258880
f(z) = 19/36*z^3 - 199/36*z + 1
*
3 | 0.14381475502705859334865812616848227620 | 0.027577473953964244070118264412621373526
f(z) = 19/39*z^3 - 184/39*z + 1
*
0 | 0.11774409359932670568123487191638775653 | 0.022417738758722020093073545380053160217
f(z) = 1/21*z^3 - 191/42*z + 1
*
-33/4 | 0.21355677775863044676116698581167745208 | 0.028790625267656581040378164838280936271
f(z) = 1/27*z^3 - 185/48*z + 1
*
16/3 | 0.17465423510475008050104989266031294167 | 0.029534818015349750957729138442480438391
f(z) = 3/32*z^3 - 185/48*z + 1
*
0 | 0.17261236064833281259314576960601607093 | 0.029189527845636396849616915251813402853
f(z) = 3/38*z^3 - 185/57*z + 1
*
0 | 0.10930875840905777749899287134061080039 | 0.020689862443591328569861937760300654954
f(z) = 4/21*z^3 - 197/42*z + 1
*
0 | 0.15503775483226483381805809978907214808 | 0.029289406139638725216141326501931324760
f(z) = 5/21*z^3 - 199/42*z + 1
*
[ 4 ] 
f(z) = 7/22*z^3 - 191/44*z + 1
*
[ 4 ] 
f(z) = 7/26*z^3 - 185/52*z + 1
*
7/2 | 0.069038641571965796318909889834765944287 | 0.013118507663156220031818759173539347445
f(z) = 8/21*z^3 - 193/42*z + 1
*
0 | 0.15586063943307086234697291100057368697 | 0.029674890610376487423604649712897891281
f(z) = 8/25*z^3 - 191/50*z + 1
*
[ -7/2 ] 
f(z) = 10/21*z^3 - 191/42*z + 1
*
3/14 | 0.22239867197521613868776709379766491118 | 0.029730740390175979742629728959205190234
f(z) = 14/27*z^3 - 197/42*z + 1
*
15/7 | 0.18902486433557689628698636522806615940 | 0.025374174769761873688010013509502170847
f(z) = 14/27*z^3 - 191/42*z + 1
*
39/28 | 0.22922493105100866403664250576162710384 | 0.026882420148199902770031080830764938173
f(z) = 14/27*z^3 - 187/56*z + 1
*
[ 3/14 ] 
f(z) = 16/27*z^3 - 181/49*z + 1
*
0 | 0.10416080165639029524753601370075739554 | 0.020036714656164246371358458864874895607
f(z) = 17/21*z^3 - 181/42*z + 1
*
0 | 0.11320737868567726316151727898591891368 | 0.021685759070643183601015730817680560643
f(z) = 19/21*z^3 - 185/42*z + 1
*
-2 | 0.074613640571536525433429572287836710742 | 0.014352925494191967019440281034382848675
f(z) = 19/29*z^3 - 181/58*z + 1
*
[ 9 ] 
f(z) = 1/21*z^3 - 187/63*z + 1
*
[ 10 ] 
f(z) = 1/28*z^3 - 187/70*z + 1
*
2/3 | 0.084706555171519522521678402220740749025 | 0.012863969429535677382501084706780965325
f(z) = 1/32*z^3 - 181/72*z + 1
*
-5 | 0.13697129444710119675093946338133905199 | 0.026026858798542269093946932983808534508
f(z) = 3/20*z^3 - 193/60*z + 1
*
1/3 | 0.097069112192734842793459314021629862945 | 0.018672533928349415367123567168444398211
f(z) = 3/20*z^3 - 181/60*z + 1
*
7/3 | 0.13328382499020106652132996129557447458 | 0.025638915284279130853608133524494093254
f(z) = 3/22*z^3 - 181/66*z + 1
*
3 | 0.11921774241169782434734395239605550318 | 0.022933117340391842825116326074704939291
f(z) = 3/25*z^3 - 181/75*z + 1
*
13/3 | 0.14249822014206181950293049951191893439 | 0.027240539353920847536850171034675216213
f(z) = 3/26*z^3 - 187/78*z + 1
*
[ 20/3 ] 
f(z) = 3/32*z^3 - 199/60*z + 1
*
[ -20/3 ] 
f(z) = 3/32*z^3 - 181/60*z + 1
*
[ 9/2 ] 
f(z) = 4/21*z^3 - 194/63*z + 1
*
0 | 0.13500879988252263685950360821516153574 | 0.025915953305468429828435809638208337596
f(z) = 4/35*z^3 - 183/70*z + 1
*
[ -6 ] 
f(z) = 4/39*z^3 - 197/78*z + 1
*
12/5 | 0.11833893521999936247148459485804129009 | 0.019801202609419920628822222374444227574
f(z) = 5/24*z^3 - 197/60*z + 1
*
-6/5 | 0.17312764994410934869690941709569158951 | 0.029068565711972412029282663522577774709
f(z) = 5/28*z^3 - 193/70*z + 1
*
2/3 | 0.082668329440467058109048458963493156143 | 0.012512896416578458883708902816387191840
f(z) = 5/32*z^3 - 185/72*z + 1
*
21/5 | 0.17779427828311676373429361740315542263 | 0.028088802166299439758529743321392433337
f(z) = 5/36*z^3 - 187/60*z + 1
*
-7/2 | 0.11447573993261182313928629560370733578 | 0.021667864010225650819966289278096403623
f(z) = 6/35*z^3 - 197/70*z + 1
*
2/3 | 0.10798601936123027083994668348981018843 | 0.016318489250337863234374814406694153180
f(z) = 7/32*z^3 - 187/72*z + 1
*
[ 1/4 ] 
f(z) = 8/31*z^3 - 187/62*z + 1
*
[ 1/4 ] 
f(z) = 8/33*z^3 - 199/66*z + 1
*
0 | 0.15011216206070296075173459346949819991 | 0.028876069594320974035783145080290045300
f(z) = 8/33*z^3 - 181/66*z + 1
*
-11/4 | 0.14624144909155100218032271531454853232 | 0.027627626583768982811399032122886739287
f(z) = 8/39*z^3 - 199/78*z + 1
*
13/4 | 0.14264771699661379981241047928045046154 | 0.027105474933210422754451219359950711787
f(z) = 8/39*z^3 - 193/78*z + 1
*
0 | 0.10213408272448529989891945220296555026 | 0.019524366669697924179910158755741284757
f(z) = 9/20*z^3 - 187/60*z + 1
*
[ 3 ] 
f(z) = 9/22*z^3 - 199/66*z + 1
*
[ 3 ] 
f(z) = 9/23*z^3 - 197/69*z + 1
*
[ 3 ] 
f(z) = 9/25*z^3 - 193/75*z + 1
*
[ 3 ] 
f(z) = 9/26*z^3 - 191/78*z + 1
*
2/3 | 0.14646930989422428493804318730357607264 | 0.028115884292030457276468239911527035448
f(z) = 9/35*z^3 - 183/70*z + 1
*
[ -4 ] 
f(z) = 9/38*z^3 - 193/76*z + 1
*
0 | 0.15487634896897609083600743940234899912 | 0.029429121496738599956100117067495522241
f(z) = 11/20*z^3 - 193/60*z + 1
*
[ -3 ] 
f(z) = 11/25*z^3 - 197/75*z + 1
*
[ -3 ] 
f(z) = 11/26*z^3 - 193/78*z + 1
*
2/3 | 0.11158981949803878607081744123990830381 | 0.016809321384070555825887142197196010844
f(z) = 11/32*z^3 - 191/72*z + 1
*
6/11 | 0.19989924679364355391526811932952337124 | 0.028336618231187392821974363906346902187
f(z) = 11/36*z^3 - 193/66*z + 1
*
2/3 | 0.093922759313647702602517128679974524798 | 0.014125880216295241261034400453689919253
f(z) = 13/32*z^3 - 193/72*z + 1
*
[ -14/5 ] 
f(z) = 15/28*z^3 - 199/70*z + 1
*
2/5 | 0.12645118018955543212111850155853673031 | 0.021462799796318534561810564420055114790
f(z) = 15/28*z^3 - 181/70*z + 1
*
-12/5 | 0.14817090937694733414929711689199476977 | 0.020124683987191297813559007035537773476
f(z) = 15/32*z^3 - 197/60*z + 1
*
2/3 | 0.11634338460787733364338345325904159258 | 0.017444098947235249037853141665763731346
f(z) = 17/32*z^3 - 197/72*z + 1
*
-5/2 | 0.13480152281872287604799161425069121623 | 0.025515109721298451189396927125909451224
f(z) = 18/35*z^3 - 197/70*z + 1
*
[ 5/2 ] 
f(z) = 18/35*z^3 - 183/70*z + 1
*
-2 | 0.068753752989414795465058827249575205767 | 0.013225698230835262422866747127424780401
f(z) = 18/37*z^3 - 181/74*z + 1
*
-2 | 0.075657841074929615704911890182876546015 | 0.014523090925899361692785740812196223596
f(z) = 19/31*z^3 - 183/62*z + 1
*
2/3 | 0.15799122888166270010134632746100719435 | 0.023652800787281172302444842788437141484
f(z) = 19/32*z^3 - 199/72*z + 1
*
-2 | 0.056161568600582577608382110498074956231 | 0.010758187848189437257897978067781551231
f(z) = 19/33*z^3 - 185/66*z + 1
*
-2 | 0.077214125275631059761658683975283066236 | 0.014760566245336183109590184231602694827
f(z) = 19/35*z^3 - 187/70*z + 1
*
-2 | 0.077808990245641809662357942619694495201 | 0.014844094921425060900773249025738631273
f(z) = 19/37*z^3 - 189/74*z + 1
*
-2 | 0.057956609229146817621801902041771655495 | 0.011034575793343917424781324532396273516
f(z) = 19/39*z^3 - 191/78*z + 1
*
-11/2 | 0.15460983554311766323236822721590769468 | 0.029378479445564790227132705978290822877
f(z) = 1/22*z^3 - 193/88*z + 1
*
-3/2 | 0.13323009897078202576373620797963794827 | 0.025521267789975423195262884732589876237
f(z) = 1/22*z^3 - 185/88*z + 1
*
-17/2 | 0.11552453009332421823620535357636276135 | 0.021951611428101897267713977219104971298
f(z) = 1/24*z^3 - 193/96*z + 1
*
-4 | 0.12950058450714648412362771138964506380 | 0.024656101073418216045244075865758304978
f(z) = 2/21*z^3 - 191/84*z + 1
*
[ 1/3 ] 
f(z) = 3/31*z^3 - 187/93*z + 1
*
[ 1/3 ] 
f(z) = 3/32*z^3 - 193/96*z + 1
*
7/4 | 0.10810929192191168905024018259885638599 | 0.020796259240257226551879421577043937474
f(z) = 4/21*z^3 - 181/84*z + 1
*
[ 4 ] 
f(z) = 4/23*z^3 - 187/92*z + 1
*
-3 | 0.14879676769541409239713348481629323208 | 0.028329973626440277802134664325980710420
f(z) = 5/28*z^3 - 191/84*z + 1
*
-3 | 0.15621467234891262153313020912969716262 | 0.029511746918342895968373707855613595510
f(z) = 5/32*z^3 - 199/96*z + 1
*
-16/5 | 0.17100191519573048352737989206696300172 | 0.028970445144894573550733179715814293458
f(z) = 5/32*z^3 - 183/80*z + 1
*
[ 1/3 ] 
f(z) = 6/31*z^3 - 188/93*z + 1
*
12/7 | 0.22184244942151884131245707944065841566 | 0.029656383343902889040297502360905959471
f(z) = 7/27*z^3 - 197/84*z + 1
*
12/7 | 0.20269227995110048316495134889083643234 | 0.027725995384146995129528624479434625396
f(z) = 7/32*z^3 - 187/84*z + 1
*
3/7 | 0.17521966082233259455222778398108068597 | 0.027412692892278797939688566374079706343
f(z) = 7/36*z^3 - 199/84*z + 1
*
[ 3 ] 
f(z) = 9/28*z^3 - 187/84*z + 1
*
[ 3 ] 
f(z) = 9/29*z^3 - 185/87*z + 1
*
[ 3 ] 
f(z) = 9/31*z^3 - 181/93*z + 1
*
0 | 0.15546188012520228490138026178681885559 | 0.029718725324170378447320210932920120504
f(z) = 10/21*z^3 - 187/84*z + 1
*
[ -3 ] 
f(z) = 11/28*z^3 - 185/84*z + 1
*
[ -3 ] 
f(z) = 11/29*z^3 - 181/87*z + 1
*
[ -3 ] 
f(z) = 12/31*z^3 - 200/93*z + 1
*
[ 1/3 ] 
f(z) = 12/31*z^3 - 190/93*z + 1
*
[ 7/3 ] 
f(z) = 15/28*z^3 - 197/84*z + 1
*
[ 1/3 ] 
f(z) = 15/31*z^3 - 191/93*z + 1
*
[ 1/3 ] 
f(z) = 15/32*z^3 - 197/96*z + 1
*
[ 5/16 ] 
f(z) = 16/25*z^3 - 181/80*z + 1
*
[ 9/4 ] 
f(z) = 16/33*z^3 - 188/99*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.022129825548436019373927055470598945856
f(z) = 17/24*z^3 - 185/96*z + 1
*
4 | 0.11921892742197413314336475571870360171 | 0.022744120820683601736688393446390600820
f(z) = 1/25*z^3 - 189/100*z + 1
*
7/3 | 0.10921148284077980012758047505967526814 | 0.020632003343292075371189537284145403239
f(z) = 3/35*z^3 - 199/105*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.021365118423992757865768733343778523387
f(z) = 3/35*z^3 - 184/105*z + 1
*
[ -6 ] 
f(z) = 3/38*z^3 - 191/114*z + 1
*
[ 4 ] 
f(z) = 4/25*z^3 - 181/100*z + 1
*
[ -4 ] 
f(z) = 5/27*z^3 - 185/108*z + 1
*
-16/7 | 0.17723202102249466127212789036079855516 | 0.029809837299977407044796762668573420728
f(z) = 7/32*z^3 - 191/112*z + 1
*
[ 5/2 ] 
f(z) = 8/21*z^3 - 187/105*z + 1
*
[ 5/2 ] 
f(z) = 8/23*z^3 - 181/115*z + 1
*
[ 8/3 ] 
f(z) = 9/26*z^3 - 191/104*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.023744990832388610530595767191493280484
f(z) = 10/21*z^3 - 197/105*z + 1
*
[ 3 ] 
f(z) = 10/37*z^3 - 196/111*z + 1
*
[ -30/11 ] 
f(z) = 11/27*z^3 - 183/110*z + 1
*
2 | 0.14582505364767084553240953883196024895 | 0.022145736281986816298303877994419127794
f(z) = 13/32*z^3 - 181/104*z + 1
*
[ -3 ] 
f(z) = 13/38*z^3 - 199/114*z + 1
*
[ 15/7 ] 
f(z) = 14/27*z^3 - 194/105*z + 1
*
-9/4 | 0.14922242223707565172277247455885087274 | 0.028411015588077043592628912911363641836
f(z) = 16/39*z^3 - 191/117*z + 1
*
[ 6/17 ] 
f(z) = 17/36*z^3 - 193/102*z + 1
*
5/2 | 0.099397852339960657788315203061405971248 | 0.018887270345025645606011758960962022126
f(z) = 1/30*z^3 - 193/120*z + 1
*
0 | 0.14262049054065644615571103723188771441 | 0.027434947001581452067876515465412154576
f(z) = 5/26*z^3 - 181/130*z + 1
*
-7/8 | 0.13321770832306135784304611499630799692 | 0.025626196864562421046206872176171061897
f(z) = 16/33*z^3 - 181/132*z + 1
*
-3/2 | 0.15155652243524386447255366607140936868 | 0.028798298397797438486489099436857341434
f(z) = 17/30*z^3 - 193/120*z + 1
*
-3/2 | 0.13321874193948224756522731219904256437 | 0.025215522395026876359981416349274209092
f(z) = 17/33*z^3 - 197/132*z + 1
*
[ 3/2 ] 
f(z) = 18/23*z^3 - 197/138*z + 1
*
[ -7 ] 
f(z) = 1/20*z^3 - 183/140*z + 1
*
[ 3/7 ] 
f(z) = 1/27*z^3 - 197/147*z + 1
*
[ -19/2 ] 
f(z) = 1/38*z^3 - 193/152*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.027411478730738105850748689150554723570
f(z) = 1/39*z^3 - 181/156*z + 1
*
[ -5 ] 
f(z) = 3/31*z^3 - 189/155*z + 1
*
7/2 | 0.087747564354672327009446168016591896158 | 0.016774181302974752844273241734817698395
f(z) = 3/35*z^3 - 187/140*z + 1
*
[ 3/7 ] 
f(z) = 4/27*z^3 - 200/147*z + 1
*
-13/4 | 0.14249952442076925823142419351016419243 | 0.027411677560595018943614123812185218397
f(z) = 4/39*z^3 - 181/156*z + 1
*
3/2 | 0.11921930889904130350129910592231554014 | 0.022933418675053391668356148019595375401
f(z) = 6/25*z^3 - 181/150*z + 1
*
[ -4 ] 
f(z) = 6/37*z^3 - 199/148*z + 1
*
-16/9 | 0.16832287724167058010092370960376499732 | 0.028311348905745512307779745853302294537
f(z) = 9/32*z^3 - 191/144*z + 1
*
[ 5/2 ] 
f(z) = 11/35*z^3 - 191/140*z + 1
*
0 | 0.14488974094178318735625002918187229063 | 0.027424598478694923588213076201511459940
f(z) = 12/25*z^3 - 197/150*z + 1
*
-7/5 | 0.10823007554633108602283928989089151703 | 0.020689701452119483940162983529437595637
f(z) = 15/28*z^3 - 187/140*z + 1
*
-5/8 | 0.14249849080434836850924299630742962497 | 0.027411478730738105850748689150554723570
f(z) = 16/39*z^3 - 181/156*z + 1
*
[ 3/2 ] 
f(z) = 18/25*z^3 - 193/150*z + 1
*
[ 5/3 ] 
f(z) = 18/29*z^3 - 192/145*z + 1
*
[ 5/3 ] 
f(z) = 18/31*z^3 - 188/155*z + 1
*
-2 | 0.17356354465311421725548223356209728700 | 0.026023479175599058739737554555622010470
f(z) = 19/32*z^3 - 197/152*z + 1
*
[ 7 ] 
f(z) = 1/24*z^3 - 199/168*z + 1
*
[ 7 ] 
f(z) = 1/25*z^3 - 193/175*z + 1
*
-5/4 | 0.12588881904188256511155115264070522868 | 0.023921001336405630081208801120226157262
f(z) = 2/21*z^3 - 193/168*z + 1
*
[ -5 ] 
f(z) = 3/32*z^3 - 183/160*z + 1
*
0 | 0.11143502013041265575747214169457599001 | 0.021174535480987756091996407308816180516
f(z) = 7/24*z^3 - 193/168*z + 1
*
[ -21/10 ] 
f(z) = 16/27*z^3 - 199/175*z + 1
*
[ 3/2 ] 
f(z) = 18/29*z^3 - 185/174*z + 1
*
[ -20/3 ] 
f(z) = 1/20*z^3 - 193/180*z + 1
*
[ 7 ] 
f(z) = 1/26*z^3 - 187/182*z + 1
*
[ 7 ] 
f(z) = 1/27*z^3 - 181/189*z + 1
*
-9/2 | 0.14612948021600036753162036112093295908 | 0.027606473659601903043766398629943359314
f(z) = 2/33*z^3 - 199/198*z + 1
*
9/5 | 0.098616085124162399074985698595821550115 | 0.018970114733363527462667924802498545053
f(z) = 5/36*z^3 - 181/180*z + 1
*
0 | 0.14249973436274900218207512775788906672 | 0.027024416137361275691459677370250440782
f(z) = 5/39*z^3 - 181/195*z + 1
*
0 | 0.11308473219075194651754178056966567122 | 0.021753351307236583023075421962347000132
f(z) = 9/20*z^3 - 181/180*z + 1
*
-28/13 | 0.17295942781356430908654224002553031309 | 0.028940641277351392116455065866325009019
f(z) = 13/30*z^3 - 197/195*z + 1
*
[ 7/12 ] 
f(z) = 16/21*z^3 - 184/189*z + 1
*
[ 4/7 ] 
f(z) = 17/32*z^3 - 181/196*z + 1
*
[ 3/2 ] 
f(z) = 18/31*z^3 - 181/186*z + 1
*
[ -5/3 ] 
f(z) = 19/20*z^3 - 187/180*z + 1
*
[ 4/7 ] 
f(z) = 19/32*z^3 - 185/196*z + 1
*
-6 | 0.078414136825366545361474202725930568906 | 0.014664776493627953563988066706096088833
f(z) = 1/35*z^3 - 181/210*z + 1
*
[ 24/5 ] 
f(z) = 2/27*z^3 - 183/200*z + 1
*
[ -6 ] 
f(z) = 2/35*z^3 - 187/210*z + 1
*
-10/3 | 0.17266157171425766584829719977022742703 | 0.028585147475965065479518625572565291488
f(z) = 3/28*z^3 - 187/210*z + 1
*
[ 7/2 ] 
f(z) = 4/29*z^3 - 198/203*z + 1
*
[ 7/2 ] 
f(z) = 4/31*z^3 - 188/217*z + 1
*
0 | 0.14285716592844099224457943434011284111 | 0.026716718358060134911189125479408833292
f(z) = 5/21*z^3 - 197/210*z + 1
*
[ 8/3 ] 
f(z) = 5/24*z^3 - 185/216*z + 1
*
0 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = 7/30*z^3 - 199/210*z + 1
*
-8/5 | 0.14061105464203043853268686793830329947 | 0.021035036943138307602102115068238481276
f(z) = 7/32*z^3 - 187/200*z + 1
*
-1 | 0.067106784152334950581978922703666394824 | 0.012583972032630589449029311374583937876
f(z) = 9/23*z^3 - 196/207*z + 1
*
[ 8/15 ] 
f(z) = 9/32*z^3 - 191/200*z + 1
*
-6/5 | 0.13708983783334686251431164936715888594 | 0.022696035910107279023446152819591753130
f(z) = 15/28*z^3 - 197/210*z + 1
*
[ 8/5 ] 
f(z) = 17/32*z^3 - 197/200*z + 1
*
[ -8/3 ] 
f(z) = 9/29*z^3 - 193/232*z + 1
*
[ -23/10 ] 
f(z) = 10/23*z^3 - 199/230*z + 1
*
[ 7/11 ] 
f(z) = 11/21*z^3 - 181/231*z + 1
*
[ 9/5 ] 
f(z) = 11/27*z^3 - 197/225*z + 1
*
0 | 0.15251158740674648998848151496841978683 | 0.028022764057947399394732677904385499554
f(z) = 14/33*z^3 - 197/231*z + 1
*
[ 2/3 ] 
f(z) = 17/26*z^3 - 185/234*z + 1
*
[ 2/3 ] 
f(z) = 19/26*z^3 - 193/234*z + 1
*
[ 12/19 ] 
f(z) = 19/27*z^3 - 197/228*z + 1
*
[ 12/19 ] 
f(z) = 19/32*z^3 - 187/228*z + 1
*
[ 12/19 ] 
f(z) = 19/36*z^3 - 181/228*z + 1
*
[ -16/5 ] 
f(z) = 5/24*z^3 - 197/240*z + 1
*
0 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = 9/28*z^3 - 193/252*z + 1
*
[ 7/3 ] 
f(z) = 9/37*z^3 - 195/259*z + 1
*
[ 5/7 ] 
f(z) = 17/25*z^3 - 183/245*z + 1
*
[ 5/7 ] 
f(z) = 18/25*z^3 - 188/245*z + 1
*
[ 5/7 ] 
f(z) = 19/25*z^3 - 193/245*z + 1
*
[ -23/6 ] 
f(z) = 3/23*z^3 - 181/276*z + 1
*
[ 19/7 ] 
f(z) = 7/38*z^3 - 193/266*z + 1
*
-11/8 | 0.13654530478280472458839385472357318835 | 0.024488262402853876261020768685470075189
f(z) = 8/33*z^3 - 193/264*z + 1
*
[ 7/3 ] 
f(z) = 9/38*z^3 - 191/266*z + 1
*
0 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = 11/24*z^3 - 193/264*z + 1
*
[ -24/11 ] 
f(z) = 11/24*z^3 - 191/264*z + 1
*
-1 | 0.074410634243228227109052466526680587265 | 0.013247937818605665721369267514244280150
f(z) = 11/25*z^3 - 196/275*z + 1
*
[ 4/3 ] 
f(z) = 12/23*z^3 - 187/276*z + 1
*
-14/13 | 0.11233814748409055231449817381729034706 | 0.014610406251489519504918551674774186896
f(z) = 13/24*z^3 - 191/273*z + 1
*
[ 2/3 ] 
f(z) = 13/30*z^3 - 187/270*z + 1
*
[ -11/6 ] 
f(z) = 15/22*z^3 - 197/264*z + 1
*
[ 14/19 ] 
f(z) = 19/28*z^3 - 193/266*z + 1
*
[ -8 ] 
f(z) = 1/35*z^3 - 197/280*z + 1
*
-7/4 | 0.15569219121127834899308772086808524714 | 0.027630524327600505367613216746785213945
f(z) = 6/35*z^3 - 187/280*z + 1
*
[ 5/8 ] 
f(z) = 8/35*z^3 - 193/280*z + 1
*
[ 6/7 ] 
f(z) = 17/27*z^3 - 185/294*z + 1
*
[ 5/6 ] 
f(z) = 18/29*z^3 - 183/290*z + 1
*
[ 24 ] 
f(z) = 1/27*z^3 - 163/8*z + 1
*
10 | 0.14928272807931815240953933316319213582 | 0.025851830553751546978027756049999256136
f(z) = 3/20*z^3 - 161/10*z + 1
*
-12 | 0.21687563861303463096698205838074387587 | 0.029985295258335768976763956019384459619
f(z) = 3/32*z^3 - 173/12*z + 1
*
-12 | 0.20389278215144863084135560226337897744 | 0.028473281621895280662462786658572303263
f(z) = 3/32*z^3 - 161/12*z + 1
*
[ 15 ] 
f(z) = 4/27*z^3 - 162/5*z + 1
*
-48/5 | 0.23088559978342017527423541378113616738 | 0.027402426478473360207620047910718811731
f(z) = 5/27*z^3 - 169/10*z + 1
*
[ -9 ] 
f(z) = 7/27*z^3 - 179/9*z + 1
*
[ 12 ] 
f(z) = 8/27*z^3 - 167/4*z + 1
*
-3/8 | 0.22416925884066248862591413823717050049 | 0.026719939498270197136528473167723629875
f(z) = 8/27*z^3 - 163/8*z + 1
*
[ 8 ] 
f(z) = 11/32*z^3 - 169/8*z + 1
*
[ -8 ] 
f(z) = 11/32*z^3 - 167/8*z + 1
*
[ 9/2 ] 
f(z) = 14/27*z^3 - 175/18*z + 1
*
[ -9/2 ] 
f(z) = 14/27*z^3 - 167/18*z + 1
*
[ -15/2 ] 
f(z) = 16/27*z^3 - 161/5*z + 1
*
14 | 0.21447990550504589914645244032018108790 | 0.029654060431489269439593380286597006312
f(z) = 1/24*z^3 - 173/21*z + 1
*
-14 | 0.21410475819498072222004669466469207820 | 0.029673962172587883245307296761328605437
f(z) = 1/24*z^3 - 170/21*z + 1
*
-2 | 0.14591370179158426097618470978357555448 | 0.028443778308354445177696916923267587518
f(z) = 1/30*z^3 - 169/30*z + 1
*
0 | 0.15394703908176091120776164817958275292 | 0.029774202807608724127002165094037323618
f(z) = 1/35*z^3 - 176/35*z + 1
*
13 | 0.14668050157991950903777964314235028246 | 0.028495514126461346469543802216031242101
f(z) = 1/39*z^3 - 172/39*z + 1
*
-13 | 0.14266981563560054785606273705542922906 | 0.027908872544757696555859689289766590594
f(z) = 1/39*z^3 - 166/39*z + 1
*
0 | 0.10991470850094802447809872291495183815 | 0.021401678794091727385994524154804627124
f(z) = 2/21*z^3 - 170/21*z + 1
*
9 | 0.065444995678444842742550233453142990773 | 0.012699649239395092673216836999085817761
f(z) = 2/33*z^3 - 173/33*z + 1
*
3 | 0.14288507035127864586163232150626399747 | 0.028119208802961606879273087113636981988
f(z) = 2/39*z^3 - 161/39*z + 1
*
6 | 0.096685504580148880661117216073208154184 | 0.016637955385526220373525692800539249925
f(z) = 3/20*z^3 - 167/30*z + 1
*
0 | 0.10202794814858299651575020228777960661 | 0.020030025840769248189098533785974877693
f(z) = 3/20*z^3 - 163/20*z + 1
*
-20/3 | 0.16715249380228279546402819236061135719 | 0.024936267784594183961761929155878728258
f(z) = 3/25*z^3 - 163/30*z + 1
*
2 | 0.16427916160123080720071136757547607482 | 0.028448817246767347855542385855329067504
f(z) = 3/26*z^3 - 161/39*z + 1
*
[ 7 ] 
f(z) = 4/21*z^3 - 178/21*z + 1
*
[ 7 ] 
f(z) = 4/35*z^3 - 166/35*z + 1
*
0 | 0.12474946371225094279594726723127472956 | 0.024207724601776308320428969389448804702
f(z) = 5/21*z^3 - 173/21*z + 1
*
0 | 0.094142082086028849329645269827625371053 | 0.018268339828963937018651127906650523490
f(z) = 5/24*z^3 - 173/24*z + 1
*
6 | 0.14854056145988379491932433922218595813 | 0.022922768514992985676518833512018329348
f(z) = 5/32*z^3 - 163/24*z + 1
*
6 | 0.12658696667215214871109535766813620345 | 0.018417568637319650413523763943671693797
f(z) = 5/36*z^3 - 161/30*z + 1
*
5 | 0.15482530135184906166287207777268361217 | 0.029846498245324837400387486212195357991
f(z) = 7/20*z^3 - 179/20*z + 1
*
-5 | 0.13565154999421674324173529479093291284 | 0.026382813364491397387598930808222443652
f(z) = 7/20*z^3 - 171/20*z + 1
*
-30/7 | 0.075990258124660466606755177525930646979 | 0.011305675537813607984149496941217232360
f(z) = 7/25*z^3 - 166/35*z + 1
*
0 | 0.14776868814660987922255704981861747899 | 0.028805381228433430616981558908744585421
f(z) = 7/27*z^3 - 169/27*z + 1
*
[ 9/2 ] 
f(z) = 7/27*z^3 - 161/36*z + 1
*
-5 | 0.097662998220677081880812995086161879477 | 0.019037997365634461443004886535833288806
f(z) = 7/30*z^3 - 169/30*z + 1
*
[ 6 ] 
f(z) = 7/32*z^3 - 169/24*z + 1
*
[ -6 ] 
f(z) = 7/32*z^3 - 161/24*z + 1
*
0 | 0.14395603996219506008997673779714766328 | 0.027841888709130960655641821017767563702
f(z) = 8/21*z^3 - 176/21*z + 1
*
0 | 0.14799300171814833882730457869735077036 | 0.028815967669312953111358431286583936988
f(z) = 8/27*z^3 - 170/27*z + 1
*
[ 5 ] 
f(z) = 8/35*z^3 - 172/35*z + 1
*
0 | 0.14837608030044895009271428460576428440 | 0.028728408311512787881242545311200797891
f(z) = 10/33*z^3 - 175/33*z + 1
*
-4 | 0.085993738905253595088079862426852960828 | 0.016724886403058665302891436263080234043
f(z) = 11/20*z^3 - 171/20*z + 1
*
[ 4 ] 
f(z) = 11/20*z^3 - 161/20*z + 1
*
10/11 | 0.18882528732591316490275029649611438211 | 0.026369131494671794326934926912034528255
f(z) = 11/24*z^3 - 161/33*z + 1
*
0 | 0.14556264361750008449411352626464827488 | 0.028310417828371338561949991605636484679
f(z) = 11/32*z^3 - 171/32*z + 1
*
-4 | 0.10806084677125546369208029303646149545 | 0.021113907271456492922092655798817124256
f(z) = 11/36*z^3 - 167/36*z + 1
*
2 | 0.14441670387890379806142080939121467974 | 0.020167548046872678730542914137370715946
f(z) = 13/24*z^3 - 161/39*z + 1
*
-6/13 | 0.22026181250414116432806291840921946679 | 0.029965489137776362078259148875841662234
f(z) = 13/27*z^3 - 173/39*z + 1
*
[ -4 ] 
f(z) = 13/28*z^3 - 173/28*z + 1
*
0 | 0.14172197833695718533139235256336296623 | 0.027501253468419128688748406113006770024
f(z) = 13/32*z^3 - 173/32*z + 1
*
0 | 0.15217716096706703587807694951967089279 | 0.029367718564487156446842982582015155123
f(z) = 13/33*z^3 - 178/33*z + 1
*
[ -4 ] 
f(z) = 13/36*z^3 - 163/36*z + 1
*
2/3 | 0.14591185233320218728914471399625310393 | 0.022560087986826855880163436420195816867
f(z) = 15/32*z^3 - 161/24*z + 1
*
[ -7/2 ] 
f(z) = 16/21*z^3 - 169/21*z + 1
*
1/4 | 0.14697061037674425978051560467728281825 | 0.028424923182778326792892323944238767792
f(z) = 16/35*z^3 - 176/35*z + 1
*
[ 7/2 ] 
f(z) = 16/35*z^3 - 171/35*z + 1
*
0 | 0.14267934916781569346246212969538482104 | 0.027718213163803350264546035416890794025
f(z) = 16/39*z^3 - 172/39*z + 1
*
3 | 0.057089282424401327761674857177110493814 | 0.011234941823917586432568887038742622668
f(z) = 17/24*z^3 - 161/24*z + 1
*
-3 | 0.14279447342365904065065272965571604195 | 0.027709371923785979861290543307159011472
f(z) = 17/30*z^3 - 173/30*z + 1
*
0 | 0.11353545434336767568722514306828932476 | 0.022183585698739909506154932158532539126
f(z) = 17/30*z^3 - 167/30*z + 1
*
3 | 0.13448162856555225696960847544486154862 | 0.026369637414783695746614203619658870127
f(z) = 17/33*z^3 - 164/33*z + 1
*
0 | 0.091352567484417065683808250344645374868 | 0.017977818910441382897050981653929959241
f(z) = 17/36*z^3 - 161/36*z + 1
*
0 | 0.14346311693332356210146916016959448018 | 0.027839122685489128742582436589535820144
f(z) = 17/39*z^3 - 173/39*z + 1
*
3 | 0.12367038527576938295043834479269997848 | 0.023840599081048162015621494636540580942
f(z) = 19/24*z^3 - 179/24*z + 1
*
6/19 | 0.24794468976913463077869290352132011605 | 0.029597415537223217935207524948884238773
f(z) = 19/27*z^3 - 161/38*z + 1
*
0 | 0.12589073871697730217004673724916949749 | 0.024540589534595738020412571939299412096
f(z) = 19/30*z^3 - 169/30*z + 1
*
0 | 0.081901726797443513169292801742264153239 | 0.016078865976677005033507852973413880745
f(z) = 19/36*z^3 - 163/36*z + 1
*
0 | 0.14953741020735057273638304576559902102 | 0.028953263690373608207650347339068999933
f(z) = 19/39*z^3 - 175/39*z + 1
*
8 | 0.10735910355052350628850384372868197165 | 0.020833112503307962721361981970074067810
f(z) = 1/20*z^3 - 173/40*z + 1
*
-8 | 0.10107043037640324371254446074836804604 | 0.019526179805108959453922632237332325772
f(z) = 1/28*z^3 - 177/56*z + 1
*
10 | 0.15691067221305833995165381040357876259 | 0.024080114014722261084709003849688848267
f(z) = 1/32*z^3 - 169/40*z + 1
*
-10 | 0.10379462490424630426574967911970150401 | 0.016048153957035694706587904890671376526
f(z) = 1/32*z^3 - 161/40*z + 1
*
-7 | 0.12426937111268059165251218775295626219 | 0.024224527231147116405056424765252347330
f(z) = 2/21*z^3 - 169/42*z + 1
*
0 | 0.14170978381036726174190389602609921511 | 0.027318150049839871241496387443070370801
f(z) = 2/25*z^3 - 179/50*z + 1
*
1/2 | 0.14279211892566067725203491534300634763 | 0.028032807518328021666267736546003577986
f(z) = 2/27*z^3 - 163/54*z + 1
*
2 | 0.12453597218984860112023517836069178009 | 0.021177667479776076081226634091648964913
f(z) = 3/28*z^3 - 179/42*z + 1
*
6 | 0.11157922763440505613838018717080966858 | 0.019161660347028677215256206040393914589
f(z) = 3/28*z^3 - 169/42*z + 1
*
-16/3 | 0.17218132494086989275853971330014951567 | 0.029629521147218230685825388944187283523
f(z) = 3/32*z^3 - 167/48*z + 1
*
[ 3/14 ] 
f(z) = 4/27*z^3 - 180/49*z + 1
*
24/5 | 0.18842245815160077230096110053000650229 | 0.022362730985543403279089046711754294397
f(z) = 5/27*z^3 - 169/40*z + 1
*
[ -4 ] 
f(z) = 7/22*z^3 - 169/44*z + 1
*
10/7 | 0.19139626934691064252765782855918623720 | 0.029480776159019876198239764886243358999
f(z) = 7/32*z^3 - 165/56*z + 1
*
0 | 0.068922192673035645431317040362434604392 | 0.013530736678473074067702439123051232044
f(z) = 8/21*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 8/27*z^3 - 163/54*z + 1
*
[ 1/4 ] 
f(z) = 8/29*z^3 - 175/58*z + 1
*
[ 15/4 ] 
f(z) = 10/27*z^3 - 179/40*z + 1
*
1/2 | 0.14829341477252760226529241334082076507 | 0.028974910913872781399826287818137618099
f(z) = 10/27*z^3 - 167/54*z + 1
*
0 | 0.11357758528025868811409715937292858886 | 0.022140317302923955653705526557055739134
f(z) = 11/21*z^3 - 169/42*z + 1
*
4/11 | 0.16016327365370125701014760742285462849 | 0.022252825593291439730663255662096530146
f(z) = 11/32*z^3 - 167/44*z + 1
*
0 | 0.081092840520313559847464131575061115117 | 0.015736124966593622983093161630112967820
f(z) = 13/21*z^3 - 173/42*z + 1
*
1/2 | 0.14508732428816192168183962537081584808 | 0.028282687895200989491875285128778782222
f(z) = 14/27*z^3 - 169/54*z + 1
*
-2 | 0.071886624188624824657477345618716214751 | 0.014146999338212405114117815632361494937
f(z) = 17/25*z^3 - 161/50*z + 1
*
-2 | 0.059633363803161612149453504077046490379 | 0.011707162984497495384599292892350365946
f(z) = 17/27*z^3 - 163/54*z + 1
*
-2 | 0.074213354434697540122869431737532533816 | 0.014534693880701353240005875247824904052
f(z) = 17/29*z^3 - 165/58*z + 1
*
-2 | 0.060639997626345487353723576880748183720 | 0.011848392133501002642335898779722984253
f(z) = 18/23*z^3 - 167/46*z + 1
*
-2 | 0.063185303863648325284495336122806753008 | 0.012317066549450544940821875485737030267
f(z) = 18/25*z^3 - 169/50*z + 1
*
-2 | 0.065913948865918575294050361170011737766 | 0.012790649948141020919739107707518881711
f(z) = 18/29*z^3 - 173/58*z + 1
*
-2 | 0.066747849441604308461784099838222117808 | 0.012923642872832969304511395555089799303
f(z) = 19/23*z^3 - 175/46*z + 1
*
-2 | 0.071269580342935222053350274037385684575 | 0.013768840552357162780139766980726411827
f(z) = 19/25*z^3 - 177/50*z + 1
*
-2 | 0.059693726809526062680187224082899963731 | 0.011507477763137205727350875767277026380
f(z) = 19/27*z^3 - 179/54*z + 1
*
0 | 0.13200513740557980070176328954474754896 | 0.025915117978237813788762562356678330266
f(z) = 1/20*z^3 - 163/60*z + 1
*
[ -9 ] 
f(z) = 1/21*z^3 - 173/63*z + 1
*
[ 9 ] 
f(z) = 1/24*z^3 - 179/72*z + 1
*
[ -9 ] 
f(z) = 1/24*z^3 - 163/72*z + 1
*
[ -10 ] 
f(z) = 1/28*z^3 - 173/70*z + 1
*
-4 | 0.14532893587914089183992311900647734726 | 0.028395684169558516347445078224743731805
f(z) = 1/30*z^3 - 167/60*z + 1
*
-8 | 0.12451541557076312208438666982063662988 | 0.024328950001595646305356369667610358385
f(z) = 1/39*z^3 - 167/78*z + 1
*
-11/2 | 0.13709253609206663976428216746178692619 | 0.026543701284861191396050419983437845051
f(z) = 2/33*z^3 - 175/66*z + 1
*
-4 | 0.13321705618370763847879926799718536790 | 0.026153040673766913489777327809674810813
f(z) = 2/33*z^3 - 163/66*z + 1
*
0 | 0.11141933014775535291859591800510966251 | 0.021478897910832537775290931180441016265
f(z) = 2/35*z^3 - 179/70*z + 1
*
3 | 0.056642597386297219791748936329264330389 | 0.011147035999854030773566782403007291666
f(z) = 3/20*z^3 - 161/60*z + 1
*
0 | 0.13330666278764075378709206341272184739 | 0.026170632153600165455090205711064917570
f(z) = 3/22*z^3 - 163/66*z + 1
*
-5/6 | 0.076802645532304957685170198522829796085 | 0.011356752544010716318841484967962872121
f(z) = 3/25*z^3 - 173/60*z + 1
*
-5/2 | 0.17701707961571650124847804157017000321 | 0.026456621195980813389648253586250622018
f(z) = 3/25*z^3 - 161/60*z + 1
*
[ -9/2 ] 
f(z) = 4/21*z^3 - 166/63*z + 1
*
[ 3/10 ] 
f(z) = 4/27*z^3 - 176/75*z + 1
*
-4 | 0.072413095082680665492515290284823218714 | 0.012385846815263314152439769095253279757
f(z) = 5/24*z^3 - 173/60*z + 1
*
33/10 | 0.15226416065572256189701396764483324178 | 0.020919346467904352763306813579572415604
f(z) = 5/27*z^3 - 161/60*z + 1
*
2/5 | 0.090193834396459096649434886505555429295 | 0.015367059416372615993083607741637622260
f(z) = 5/28*z^3 - 177/70*z + 1
*
12/5 | 0.17124796632611932143855444961022600803 | 0.023565712812008443224805137713527012409
f(z) = 5/32*z^3 - 179/60*z + 1
*
8/3 | 0.18863148174269727339163575773870402003 | 0.028694958828505254513180189746598211021
f(z) = 5/32*z^3 - 179/72*z + 1
*
-10/3 | 0.091362289415579354024998875266292513053 | 0.014125934630633143329350952702837056249
f(z) = 5/32*z^3 - 161/72*z + 1
*
24/5 | 0.18209464550511726813183390142137139847 | 0.029291649260734050522247966277018805712
f(z) = 5/36*z^3 - 167/60*z + 1
*
3/5 | 0.13200413828154740675142686435523075386 | 0.021317249838961170211164414381284394331
f(z) = 5/36*z^3 - 163/60*z + 1
*
5/2 | 0.060193303227516942768135154439869908512 | 0.011680554481292293947928710493042450587
f(z) = 6/35*z^3 - 173/70*z + 1
*
7/2 | 0.13791183106618015333492839771376962778 | 0.026946463032368761536049048535499431672
f(z) = 6/35*z^3 - 167/70*z + 1
*
[ 2/7 ] 
f(z) = 7/20*z^3 - 177/70*z + 1
*
[ 4 ] 
f(z) = 7/30*z^3 - 179/60*z + 1
*
[ 4 ] 
f(z) = 7/34*z^3 - 173/68*z + 1
*
[ 4 ] 
f(z) = 7/38*z^3 - 167/76*z + 1
*
2 | 0.15105559274156731715005682199905691671 | 0.029312448164751803790624748607735913871
f(z) = 7/39*z^3 - 173/78*z + 1
*
[ 3 ] 
f(z) = 8/23*z^3 - 170/69*z + 1
*
[ 3 ] 
f(z) = 8/25*z^3 - 166/75*z + 1
*
9/8 | 0.18322730216647930104349373606296363255 | 0.029589240371168490639794148779970655499
f(z) = 8/27*z^3 - 163/72*z + 1
*
-1/2 | 0.14947254670839174415366009419866377581 | 0.029137523958040406008903428631633624660
f(z) = 8/33*z^3 - 169/66*z + 1
*
3 | 0.13038287038885710441382623602042273671 | 0.025134600600181320691702465112764999106
f(z) = 8/35*z^3 - 179/70*z + 1
*
[ -3 ] 
f(z) = 9/20*z^3 - 163/60*z + 1
*
8/9 | 0.073222370946234521994560548175530963749 | 0.011236986088616588300481711929191880062
f(z) = 9/32*z^3 - 169/72*z + 1
*
-10/3 | 0.15436722141987323695348082639651095748 | 0.029758191736204183982812534668748193385
f(z) = 9/35*z^3 - 179/70*z + 1
*
[ -3 ] 
f(z) = 10/23*z^3 - 178/69*z + 1
*
-9/4 | 0.18615146455938880262020514179026324049 | 0.029720521792648132294835264491440630249
f(z) = 10/27*z^3 - 175/72*z + 1
*
-12/5 | 0.21693712529286227827962718167819165671 | 0.029754200486771725273189266602211854518
f(z) = 10/27*z^3 - 163/60*z + 1
*
1/2 | 0.14249822014206181950293049951191893439 | 0.028043078233254818901639945120889724602
f(z) = 10/39*z^3 - 161/78*z + 1
*
-5/12 | 0.18159415013000074823084351415537134470 | 0.027140701065824966376598644073888698320
f(z) = 12/25*z^3 - 161/60*z + 1
*
[ 8/3 ] 
f(z) = 13/32*z^3 - 163/72*z + 1
*
-3 | 0.14063303232465497527714186188890964346 | 0.027229208148158905105644332825450401228
f(z) = 14/33*z^3 - 175/66*z + 1
*
1/2 | 0.14249822014206181950293049951191893439 | 0.027975109599896075544968036592962812087
f(z) = 14/39*z^3 - 163/78*z + 1
*
[ 1/3 ] 
f(z) = 15/26*z^3 - 161/78*z + 1
*
[ 4/15 ] 
f(z) = 15/32*z^3 - 167/60*z + 1
*
[ 3/10 ] 
f(z) = 16/27*z^3 - 179/75*z + 1
*
-5/2 | 0.088535683146422121705303903620043578533 | 0.017298903904812441995382715952220505072
f(z) = 16/33*z^3 - 167/66*z + 1
*
-2 | 0.067964770953380993649157196149073620486 | 0.013342776593680731352223040230296125495
f(z) = 16/35*z^3 - 163/70*z + 1
*
-2 | 0.067819669411875137597238029739893982552 | 0.013282489944034932058968051002984617552
f(z) = 16/37*z^3 - 165/74*z + 1
*
-2 | 0.075038211057541450023372922015709432195 | 0.014661645521237518520775643212065500699
f(z) = 17/31*z^3 - 167/62*z + 1
*
[ -8/3 ] 
f(z) = 17/32*z^3 - 173/72*z + 1
*
-2 | 0.055373504784526261650816636387690072417 | 0.010794268632135484035152419724667094414
f(z) = 17/33*z^3 - 169/66*z + 1
*
-2 | 0.076266082439170280574870156600872416647 | 0.014832958555352498050377084166524986647
f(z) = 17/35*z^3 - 171/70*z + 1
*
-2 | 0.076666749203187283279218744610957321142 | 0.014877238711864304230549354285112172716
f(z) = 17/37*z^3 - 173/74*z + 1
*
-2 | 0.056390037884842972807456219988403722505 | 0.010918175151797308485949790671013537060
f(z) = 17/39*z^3 - 175/78*z + 1
*
-2 | 0.066839729053027554055993793958396049445 | 0.012941432498944706853655068462043345654
f(z) = 18/31*z^3 - 175/62*z + 1
*
-2 | 0.068235904459370670862506435293744225791 | 0.013154198861118102714418212712764800869
f(z) = 18/35*z^3 - 179/70*z + 1
*
[ 8 ] 
f(z) = 1/22*z^3 - 179/88*z + 1
*
3/2 | 0.11552570641193481497489623264813657345 | 0.022520075508677407910902103856670026793
f(z) = 1/24*z^3 - 169/96*z + 1
*
[ 9 ] 
f(z) = 1/30*z^3 - 163/90*z + 1
*
[ 10 ] 
f(z) = 1/36*z^3 - 169/90*z + 1
*
[ 3/8 ] 
f(z) = 2/27*z^3 - 161/96*z + 1
*
4/3 | 0.087380642344107825699482701448584308231 | 0.017154481256318426522262932006899190476
f(z) = 3/28*z^3 - 163/84*z + 1
*
[ 1/3 ] 
f(z) = 3/29*z^3 - 175/87*z + 1
*
0 | 0.087380642344107825699482701448584308231 | 0.017154481256318426522262932006899190476
f(z) = 4/21*z^3 - 163/84*z + 1
*
[ 9/2 ] 
f(z) = 4/33*z^3 - 166/99*z + 1
*
3 | 0.15069762021487072447279896278288343124 | 0.029584807710241231686552383239867613971
f(z) = 5/28*z^3 - 163/84*z + 1
*
2 | 0.11407781791767470967026288825426230193 | 0.019630881105027096873998305539890257598
f(z) = 5/36*z^3 - 167/90*z + 1
*
[ 1/3 ] 
f(z) = 6/29*z^3 - 176/87*z + 1
*
[ -10/3 ] 
f(z) = 7/25*z^3 - 163/90*z + 1
*
0 | 0.10021723951436809120994188379047997536 | 0.019319411215091837517113287836453539841
f(z) = 8/21*z^3 - 179/84*z + 1
*
[ 5/2 ] 
f(z) = 9/20*z^3 - 177/80*z + 1
*
5/6 | 0.13249289119335688292327763813427559248 | 0.025827584238248202782029136879577503632
f(z) = 9/20*z^3 - 169/80*z + 1
*
11/6 | 0.13432569308503055769843916650565469955 | 0.025950890145180827367920636062344034521
f(z) = 9/22*z^3 - 177/88*z + 1
*
[ 3 ] 
f(z) = 9/32*z^3 - 179/96*z + 1
*
[ -5/2 ] 
f(z) = 11/20*z^3 - 163/80*z + 1
*
[ -3 ] 
f(z) = 11/31*z^3 - 173/93*z + 1
*
[ -3 ] 
f(z) = 11/32*z^3 - 169/96*z + 1
*
[ 1/3 ] 
f(z) = 12/29*z^3 - 178/87*z + 1
*
2/3 | 0.16832985939083731044617780306383522440 | 0.029150291250013883075815738341168742552
f(z) = 13/20*z^3 - 161/90*z + 1
*
[ 3/8 ] 
f(z) = 14/27*z^3 - 167/96*z + 1
*
[ 1/3 ] 
f(z) = 15/28*z^3 - 173/84*z + 1
*
[ 1/3 ] 
f(z) = 15/29*z^3 - 179/87*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.022417820065352581539501109760601395029
f(z) = 15/32*z^3 - 173/96*z + 1
*
2/3 | 0.15949897851589949043520795856064063216 | 0.027390987702780097859810287098025863985
f(z) = 17/20*z^3 - 169/90*z + 1
*
-35/18 | 0.086268326161997717687062446330762697669 | 0.012756436003180615569518135700658267713
f(z) = 18/25*z^3 - 173/90*z + 1
*
10/9 | 0.18786851116484333126341972210268361184 | 0.028078454606364758381912043288951962888
f(z) = 18/25*z^3 - 161/90*z + 1
*
2/3 | 0.16832984337364464346206098989224490321 | 0.028791859429329721286194108144064015138
f(z) = 19/20*z^3 - 173/90*z + 1
*
[ 8 ] 
f(z) = 1/26*z^3 - 165/104*z + 1
*
[ 5 ] 
f(z) = 2/21*z^3 - 166/105*z + 1
*
[ -17/3 ] 
f(z) = 3/34*z^3 - 169/102*z + 1
*
5/2 | 0.060943455020916826840566774168489240236 | 0.011907684388570776676818830879881017244
f(z) = 4/21*z^3 - 167/105*z + 1
*
[ 4 ] 
f(z) = 4/27*z^3 - 175/108*z + 1
*
[ 4 ] 
f(z) = 4/29*z^3 - 169/116*z + 1
*
0 | 0.12544962410452486062787806281610017205 | 0.024371007034510548702833165094604499948
f(z) = 5/21*z^3 - 172/105*z + 1
*
0 | 0.14315120597295947698245834280810093418 | 0.027596020679969066754453274770638755480
f(z) = 5/22*z^3 - 179/110*z + 1
*
[ 2/5 ] 
f(z) = 5/22*z^3 - 169/110*z + 1
*
[ 7/2 ] 
f(z) = 5/28*z^3 - 165/112*z + 1
*
[ -4 ] 
f(z) = 5/29*z^3 - 175/116*z + 1
*
[ 3 ] 
f(z) = 9/34*z^3 - 175/102*z + 1
*
[ 3 ] 
f(z) = 9/35*z^3 - 173/105*z + 1
*
[ 3 ] 
f(z) = 9/37*z^3 - 169/111*z + 1
*
[ 3 ] 
f(z) = 9/38*z^3 - 167/114*z + 1
*
7/5 | 0.10921101988933891310224589648402657414 | 0.021192478222257908507138750975688258960
f(z) = 10/21*z^3 - 173/105*z + 1
*
[ -3 ] 
f(z) = 11/34*z^3 - 161/102*z + 1
*
[ -3 ] 
f(z) = 12/37*z^3 - 176/111*z + 1
*
[ 2/5 ] 
f(z) = 15/22*z^3 - 177/110*z + 1
*
0 | 0.13652865682657615776810124193386476633 | 0.026803170835694370938008567326948010312
f(z) = 15/22*z^3 - 163/110*z + 1
*
3/2 | 0.14879697763739383634778441906401810637 | 0.028715398123683976542122735778162372327
f(z) = 16/35*z^3 - 178/105*z + 1
*
[ 9/4 ] 
f(z) = 16/39*z^3 - 178/117*z + 1
*
22/3 | 0.090380941798756264294854902621189538800 | 0.015369515315664568029857917294333260382
f(z) = 1/28*z^3 - 179/126*z + 1
*
-4 | 0.15033218285978580413098626317507327098 | 0.029513065410230712647671162357430096314
f(z) = 1/33*z^3 - 163/132*z + 1
*
[ 17/2 ] 
f(z) = 1/34*z^3 - 169/136*z + 1
*
8/3 | 0.13249391059630353509141483247850494124 | 0.025710540179361984979078708310075336735
f(z) = 3/20*z^3 - 173/120*z + 1
*
[ 4 ] 
f(z) = 4/31*z^3 - 163/124*z + 1
*
11/4 | 0.13342873081137988285271204591652910837 | 0.026010012716865257411124913241562931715
f(z) = 4/33*z^3 - 169/132*z + 1
*
[ -4 ] 
f(z) = 5/31*z^3 - 165/124*z + 1
*
[ 5/12 ] 
f(z) = 6/25*z^3 - 173/120*z + 1
*
[ 9/4 ] 
f(z) = 8/21*z^3 - 173/126*z + 1
*
[ 5/2 ] 
f(z) = 8/27*z^3 - 169/135*z + 1
*
[ 8/3 ] 
f(z) = 9/34*z^3 - 171/136*z + 1
*
3/2 | 0.11965681808062439889854415154506340030 | 0.023066882348696021524782725023167646888
f(z) = 11/30*z^3 - 179/120*z + 1
*
[ 8/17 ] 
f(z) = 17/32*z^3 - 169/136*z + 1
*
[ -7 ] 
f(z) = 1/22*z^3 - 167/154*z + 1
*
[ 1/2 ] 
f(z) = 5/39*z^3 - 161/156*z + 1
*
[ 1/2 ] 
f(z) = 7/39*z^3 - 163/156*z + 1
*
[ 5/2 ] 
f(z) = 8/29*z^3 - 163/145*z + 1
*
[ 1/2 ] 
f(z) = 11/38*z^3 - 163/152*z + 1
*
[ 1/2 ] 
f(z) = 11/39*z^3 - 167/156*z + 1
*
[ -5/2 ] 
f(z) = 12/29*z^3 - 172/145*z + 1
*
-3/4 | 0.065841083195178062426755028751381690799 | 0.012864627353679313763522714191301931989
f(z) = 12/35*z^3 - 167/140*z + 1
*
24/13 | 0.18318783482909317189425207915641205848 | 0.029142203366099801060991449219773287413
f(z) = 13/36*z^3 - 179/156*z + 1
*
[ 1/2 ] 
f(z) = 13/37*z^3 - 161/148*z + 1
*
[ 1/2 ] 
f(z) = 13/38*z^3 - 165/152*z + 1
*
[ 1/2 ] 
f(z) = 15/37*z^3 - 163/148*z + 1
*
[ 1/2 ] 
f(z) = 15/38*z^3 - 167/152*z + 1
*
[ 9/17 ] 
f(z) = 17/27*z^3 - 163/153*z + 1
*
[ 1/2 ] 
f(z) = 17/36*z^3 - 161/144*z + 1
*
[ 1/2 ] 
f(z) = 17/37*z^3 - 165/148*z + 1
*
[ 1/2 ] 
f(z) = 17/38*z^3 - 169/152*z + 1
*
[ 1/2 ] 
f(z) = 17/39*z^3 - 173/156*z + 1
*
[ 1/2 ] 
f(z) = 19/36*z^3 - 163/144*z + 1
*
[ 1/2 ] 
f(z) = 19/37*z^3 - 167/148*z + 1
*
[ 1/2 ] 
f(z) = 19/39*z^3 - 175/156*z + 1
*
[ -5 ] 
f(z) = 3/34*z^3 - 171/170*z + 1
*
2 | 0.13325832161932874117363858084199087915 | 0.026067809066924641145971281920288662477
f(z) = 5/33*z^3 - 166/165*z + 1
*
[ 17/5 ] 
f(z) = 5/34*z^3 - 169/170*z + 1
*
[ -24/7 ] 
f(z) = 7/36*z^3 - 167/168*z + 1
*
-11/5 | 0.14315223958938036670463954001083550164 | 0.027970381527636666738313197706448299880
f(z) = 10/33*z^3 - 167/165*z + 1
*
[ 10/17 ] 
f(z) = 17/20*z^3 - 169/170*z + 1
*
[ 20/3 ] 
f(z) = 1/25*z^3 - 167/180*z + 1
*
-9/5 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = 5/36*z^3 - 161/180*z + 1
*
-4 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = 5/39*z^3 - 166/195*z + 1
*
0 | 0.15187374213875852248723870797530714447 | 0.029246101305987809168970844298746569441
f(z) = 9/20*z^3 - 161/180*z + 1
*
-1 | 0.053448196604081648710210783520472971646 | 0.010106939814849331252083370523659251342
f(z) = 9/22*z^3 - 169/198*z + 1
*
[ 4/7 ] 
f(z) = 9/32*z^3 - 165/196*z + 1
*
[ 4/7 ] 
f(z) = 11/32*z^3 - 169/196*z + 1
*
[ 4/3 ] 
f(z) = 13/20*z^3 - 163/180*z + 1
*
[ 4/7 ] 
f(z) = 13/32*z^3 - 173/196*z + 1
*
0 | 0.14641663443445725074692551989621872247 | 0.027932793019922437540792273009735995611
f(z) = 14/27*z^3 - 179/189*z + 1
*
[ 4/7 ] 
f(z) = 15/32*z^3 - 177/196*z + 1
*
[ 7/6 ] 
f(z) = 16/21*z^3 - 169/189*z + 1
*
[ 2/3 ] 
f(z) = 17/22*z^3 - 167/198*z + 1
*
[ 5/3 ] 
f(z) = 18/37*z^3 - 176/185*z + 1
*
[ 2/3 ] 
f(z) = 19/22*z^3 - 175/198*z + 1
*
[ 7 ] 
f(z) = 1/29*z^3 - 169/203*z + 1
*
[ 7 ] 
f(z) = 1/30*z^3 - 163/210*z + 1
*
-10/7 | 0.10142669415677594659576253026654156984 | 0.018968515889031809040403378575347261775
f(z) = 7/30*z^3 - 163/210*z + 1
*
0 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = 10/21*z^3 - 163/210*z + 1
*
[ 3/2 ] 
f(z) = 18/35*z^3 - 173/210*z + 1
*
[ -6 ] 
f(z) = 2/37*z^3 - 173/222*z + 1
*
[ 7/2 ] 
f(z) = 4/33*z^3 - 178/231*z + 1
*
0 | 0.12753632113687553493438654335070337696 | 0.023567010834560732337483011982769012432
f(z) = 7/32*z^3 - 177/224*z + 1
*
-1 | 0.061376308345260180230167767118349696925 | 0.011286394489420093069206789855065426444
f(z) = 10/23*z^3 - 169/230*z + 1
*
0 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = 11/20*z^3 - 161/220*z + 1
*
[ 2/3 ] 
f(z) = 11/26*z^3 - 161/234*z + 1
*
[ 5/6 ] 
f(z) = 18/23*z^3 - 171/230*z + 1
*
[ 3/2 ] 
f(z) = 18/37*z^3 - 169/222*z + 1
*
[ -9/5 ] 
f(z) = 19/27*z^3 - 163/225*z + 1
*
[ 15/2 ] 
f(z) = 1/36*z^3 - 167/240*z + 1
*
[ 9/14 ] 
f(z) = 7/27*z^3 - 167/252*z + 1
*
[ 3/2 ] 
f(z) = 9/20*z^3 - 163/240*z + 1
*
[ -8/3 ] 
f(z) = 9/31*z^3 - 171/248*z + 1
*
[ -7/3 ] 
f(z) = 11/28*z^3 - 179/252*z + 1
*
[ 5/7 ] 
f(z) = 13/25*z^3 - 163/245*z + 1
*
[ 5/7 ] 
f(z) = 16/25*z^3 - 178/245*z + 1
*
[ 15/17 ] 
f(z) = 17/25*z^3 - 169/255*z + 1
*
-3/2 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = 3/22*z^3 - 169/264*z + 1
*
[ 2/3 ] 
f(z) = 7/30*z^3 - 163/270*z + 1
*
[ 8/11 ] 
f(z) = 11/24*z^3 - 163/264*z + 1
*
[ 2/3 ] 
f(z) = 11/30*z^3 - 179/270*z + 1
*
[ 5/3 ] 
f(z) = 11/30*z^3 - 167/270*z + 1
*
[ 3/4 ] 
f(z) = 12/23*z^3 - 173/276*z + 1
*
0 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = 14/39*z^3 - 176/273*z + 1
*
[ 4/5 ] 
f(z) = 15/26*z^3 - 161/260*z + 1
*
[ -8 ] 
f(z) = 1/37*z^3 - 179/296*z + 1
*
[ 14/5 ] 
f(z) = 5/32*z^3 - 163/280*z + 1
*
-9/8 | 0.18642991523338153098420110934319683279 | 0.027571974983914294170444209593911653039
f(z) = 10/27*z^3 - 167/288*z + 1
*
[ 11/13 ] 
f(z) = 13/22*z^3 - 173/286*z + 1
*
0 | 0.14203544496758844114936141310535703314 | 0.025206876382341153972596558027015328865
f(z) = 16/35*z^3 - 163/280*z + 1
*
[ 6/7 ] 
f(z) = 19/36*z^3 - 163/294*z + 1
*
[ 18 ] 
f(z) = 1/36*z^3 - 145/18*z + 1
*
[ -18 ] 
f(z) = 1/36*z^3 - 143/18*z + 1
*
-10 | 0.12980267833238147584728420493427563828 | 0.022784017611759852372569736961434150824
f(z) = 3/20*z^3 - 149/10*z + 1
*
[ 10 ] 
f(z) = 3/20*z^3 - 141/10*z + 1
*
[ 12 ] 
f(z) = 3/32*z^3 - 151/12*z + 1
*
[ -12 ] 
f(z) = 3/32*z^3 - 149/12*z + 1
*
[ 10 ] 
f(z) = 4/25*z^3 - 151/10*z + 1
*
[ -10 ] 
f(z) = 4/25*z^3 - 149/10*z + 1
*
[ -12 ] 
f(z) = 7/27*z^3 - 145/4*z + 1
*
-6 | 0.24704095795805120203666043209734925219 | 0.029764748408483573235571182851349047960
f(z) = 14/27*z^3 - 149/8*z + 1
*
-4 | 0.16724654023678850338484108318989793021 | 0.029497363790996695072971833576674172610
f(z) = 17/24*z^3 - 145/12*z + 1
*
[ 4 ] 
f(z) = 19/24*z^3 - 143/12*z + 1
*
[ -6 ] 
f(z) = 19/27*z^3 - 145/6*z + 1
*
0 | 0.12340959684199932289775276110908122600 | 0.024937479202000394350286426382985373509
f(z) = 1/20*z^3 - 141/20*z + 1
*
0 | 0.10736135179948217028581654602084149268 | 0.021484248800704434705450975518966634857
f(z) = 1/21*z^3 - 148/21*z + 1
*
[ 14 ] 
f(z) = 1/24*z^3 - 152/21*z + 1
*
[ -14 ] 
f(z) = 1/24*z^3 - 149/21*z + 1
*
0 | 0.088807213171492717829597325245758812237 | 0.017844477476164684759201397745172033890
f(z) = 1/24*z^3 - 145/24*z + 1
*
[ 13 ] 
f(z) = 1/26*z^3 - 145/26*z + 1
*
[ -13 ] 
f(z) = 1/26*z^3 - 141/26*z + 1
*
21/2 | 0.23125628529391158087298122465275780782 | 0.027862930934807151895267058615970821222
f(z) = 1/27*z^3 - 149/28*z + 1
*
-12 | 0.10789363457987028840228629028502107889 | 0.021561709095814243243009604696883063818
f(z) = 1/30*z^3 - 149/30*z + 1
*
-12 | 0.15710214595828925799716025033891649976 | 0.022056027929236559993078367583989959638
f(z) = 1/32*z^3 - 155/36*z + 1
*
11 | 0.14701165750740763005583360438651331719 | 0.029075259227291558266175610716397778225
f(z) = 1/33*z^3 - 157/33*z + 1
*
0 | 0.081388228711991095915724130551834026104 | 0.016353743825645300091548289609757312190
f(z) = 1/36*z^3 - 145/36*z + 1
*
-6 | 0.14520367187472542621000027124192906447 | 0.025255478661942092428404983199288538206
f(z) = 3/20*z^3 - 157/30*z + 1
*
0 | 0.11116173252405347538817110537734530717 | 0.022398793596371737687599378581595169833
f(z) = 3/20*z^3 - 143/20*z + 1
*
7 | 0.14448095775806064847041596151358795106 | 0.028796671195796849415479823092878882282
f(z) = 3/28*z^3 - 151/28*z + 1
*
-7 | 0.059996256110758048379623530971207292856 | 0.012089086115036409448986355866414644535
f(z) = 3/28*z^3 - 143/28*z + 1
*
-8 | 0.13960799321340166029237638673942967111 | 0.027610998078006717315491701256752298812
f(z) = 3/35*z^3 - 157/35*z + 1
*
-11/2 | 0.091818192152855020228469088943146449474 | 0.018373882701543437053569968137875355727
f(z) = 4/33*z^3 - 148/33*z + 1
*
5 | 0.14110768734591463410157056715377336656 | 0.028473085461988284618641935587760077386
f(z) = 4/35*z^3 - 142/35*z + 1
*
-6 | 0.23728865378137124050421095654375216059 | 0.028732026279098824642278778383013444996
f(z) = 5/27*z^3 - 143/20*z + 1
*
-5 | 0.060358818947837746197632211697561071142 | 0.011922505859953944754680932314555437445
f(z) = 5/33*z^3 - 158/33*z + 1
*
-6 | 0.11192858909253184815866032966248668485 | 0.016438235125650682186414368514961198915
f(z) = 5/36*z^3 - 151/30*z + 1
*
0 | 0.12423407805051469393804197537036159646 | 0.024827220448569855591107800647725913859
f(z) = 5/36*z^3 - 149/36*z + 1
*
0 | 0.13783275576941829526018793132228299428 | 0.027294393260232881920654222042819270705
f(z) = 6/25*z^3 - 156/25*z + 1
*
-5 | 0.18747534110266514034493030789789402432 | 0.028347867734894914795856768048295796397
f(z) = 6/25*z^3 - 149/30*z + 1
*
[ 5 ] 
f(z) = 7/20*z^3 - 159/20*z + 1
*
[ -5 ] 
f(z) = 7/20*z^3 - 151/20*z + 1
*
0 | 0.14180994175542358849777577513305832913 | 0.028046488880232508877864114372207919608
f(z) = 7/25*z^3 - 157/25*z + 1
*
3/14 | 0.24623564009526817507206896203565861184 | 0.029437329630041061143822507097085482813
f(z) = 7/27*z^3 - 159/28*z + 1
*
[ -9/2 ] 
f(z) = 7/27*z^3 - 145/36*z + 1
*
[ 5 ] 
f(z) = 7/30*z^3 - 151/30*z + 1
*
4 | 0.11264220951347474975454354282516626183 | 0.016027174320826310976190790600164656428
f(z) = 7/32*z^3 - 141/28*z + 1
*
0 | 0.12513367137020648263611875780864509977 | 0.024940540579782369018398980250080267368
f(z) = 7/36*z^3 - 151/36*z + 1
*
4 | 0.064132954331119695391733463229062112885 | 0.012816475319673167765025530676322391006
f(z) = 9/20*z^3 - 149/20*z + 1
*
[ 13/3 ] 
f(z) = 9/26*z^3 - 149/26*z + 1
*
0 | 0.12779008648573853034786537787831517784 | 0.025537861254407190523098496501946506078
f(z) = 9/28*z^3 - 149/28*z + 1
*
4 | 0.17687578523181727766889804799908151856 | 0.025116245053571603425276322273225394922
f(z) = 9/32*z^3 - 143/36*z + 1
*
1/3 | 0.12440378950948114738301857990498851388 | 0.025138376535777857432346156536053604254
f(z) = 9/35*z^3 - 141/35*z + 1
*
0 | 0.13638903108599598641058696516744374966 | 0.026974367215638282633977750861878910135
f(z) = 10/21*z^3 - 157/21*z + 1
*
3/4 | 0.19070988223032502659537613997216703417 | 0.026292225950985798961189599474416021864
f(z) = 10/27*z^3 - 157/24*z + 1
*
[ -4 ] 
f(z) = 11/20*z^3 - 151/20*z + 1
*
0 | 0.11008272249492306928587326822880455052 | 0.021826976695981282161998710181574500246
f(z) = 11/24*z^3 - 155/24*z + 1
*
[ 2/11 ] 
f(z) = 11/24*z^3 - 149/33*z + 1
*
0 | 0.14473301117206811435092025831752590557 | 0.029041820945822347709400090720114562174
f(z) = 11/27*z^3 - 146/27*z + 1
*
[ 4 ] 
f(z) = 11/28*z^3 - 155/28*z + 1
*
0 | 0.14449224716295481162284610455674059007 | 0.028798921300487308520136298824332740744
f(z) = 11/28*z^3 - 151/28*z + 1
*
[ -4 ] 
f(z) = 11/28*z^3 - 141/28*z + 1
*
0 | 0.11686984623422655210434160918795305315 | 0.023172713686609858521277584145329643459
f(z) = 11/36*z^3 - 155/36*z + 1
*
[ 4 ] 
f(z) = 11/36*z^3 - 149/36*z + 1
*
-10/3 | 0.19223360424544695589307674345025004475 | 0.029008871589141079962074804320572798441
f(z) = 12/25*z^3 - 151/30*z + 1
*
7/2 | 0.11905690978261086621544447148910392591 | 0.023546503545511357770386243737772357934
f(z) = 12/35*z^3 - 157/35*z + 1
*
0 | 0.14907272097821796153032260152707760042 | 0.029482886457089250355618017694056640894
f(z) = 13/24*z^3 - 157/24*z + 1
*
3 | 0.13885625683117385115461112829900347672 | 0.027462323268440961937098371572467431406
f(z) = 13/30*z^3 - 157/30*z + 1
*
0 | 0.11733167297249016712886130944088771738 | 0.023709308103756890679447829383254028987
f(z) = 13/32*z^3 - 141/32*z + 1
*
0 | 0.13501484578383946598169197040408882089 | 0.027129208185883619143802594148439323419
f(z) = 13/33*z^3 - 145/33*z + 1
*
0 | 0.10484257385521256029499340226151569359 | 0.020735260486013951213536784274387560863
f(z) = 13/36*z^3 - 157/36*z + 1
*
0 | 0.13875978618314355121515035537434228415 | 0.027843246210227146529441002793465572354
f(z) = 14/33*z^3 - 146/33*z + 1
*
4 | 0.17827139960762565134093666849060403626 | 0.025120247801730331800754092404814204396
f(z) = 15/32*z^3 - 151/20*z + 1
*
0 | 0.12563432198011339300017092205170760333 | 0.025314981898503206800725410444879170242
f(z) = 15/32*z^3 - 143/32*z + 1
*
[ 3/20 ] 
f(z) = 16/27*z^3 - 142/25*z + 1
*
0 | 0.14107995235589562664457535994284206080 | 0.028231730938583512074497371165357200293
f(z) = 16/33*z^3 - 148/33*z + 1
*
5/2 | 0.14403875195994511216099468748292154574 | 0.028785031483812063211351691579191301764
f(z) = 16/35*z^3 - 149/35*z + 1
*
1/4 | 0.11795818196808794693284136183534106604 | 0.023835907294155256118455527567538759743
f(z) = 16/35*z^3 - 141/35*z + 1
*
[ 13/4 ] 
f(z) = 16/39*z^3 - 142/39*z + 1
*
-3 | 0.10342085080612198037164446282134335548 | 0.020780868770331350171718689412506960539
f(z) = 17/24*z^3 - 145/24*z + 1
*
-3 | 0.094336769842109656880716454655902781856 | 0.019008608342665198686180681798589605602
f(z) = 17/30*z^3 - 143/30*z + 1
*
0 | 0.11664316790200570755245547601007365180 | 0.023437695070516877366226657877532803752
f(z) = 17/32*z^3 - 145/32*z + 1
*
0 | 0.13897447467603672768974905971664415824 | 0.027772974804088852985537953091608746524
f(z) = 17/33*z^3 - 149/33*z + 1
*
1/3 | 0.14013534509664104823925834351146121681 | 0.028276883649864472765176598570387820241
f(z) = 18/35*z^3 - 142/35*z + 1
*
[ 3 ] 
f(z) = 19/21*z^3 - 157/21*z + 1
*
[ -3 ] 
f(z) = 19/21*z^3 - 143/21*z + 1
*
[ 3 ] 
f(z) = 19/24*z^3 - 155/24*z + 1
*
[ 3 ] 
f(z) = 19/30*z^3 - 151/30*z + 1
*
0 | 0.13241338856248930184431677607865390008 | 0.026533449006664277559688279414471300625
f(z) = 19/32*z^3 - 147/32*z + 1
*
-3 | 0.13645031928881479079250455058313422482 | 0.026885841599994178172637773504606865943
f(z) = 19/33*z^3 - 160/33*z + 1
*
0 | 0.14616689528654926446006409395749298804 | 0.029132697405879419754284949831676873004
f(z) = 19/33*z^3 - 151/33*z + 1
*
[ 3 ] 
f(z) = 19/33*z^3 - 149/33*z + 1
*
[ 3 ] 
f(z) = 19/39*z^3 - 145/39*z + 1
*
0 | 0.11499456964915355561917134973800018580 | 0.022980776095163589248965502739678740287
f(z) = 1/21*z^3 - 149/42*z + 1
*
1/2 | 0.11996699175512856596757315943077462620 | 0.023910763532632885227958168345746564968
f(z) = 2/25*z^3 - 151/50*z + 1
*
-6 | 0.12352025557253300472130452168831855265 | 0.021532066392122559223646618849111358855
f(z) = 3/28*z^3 - 155/42*z + 1
*
14/3 | 0.16806880411639762769740063253606565288 | 0.029500797997171534056689647097720566277
f(z) = 3/28*z^3 - 149/42*z + 1
*
0 | 0.16855821381812487893912800690023481905 | 0.029586703152648885195567550932122926322
f(z) = 3/34*z^3 - 149/51*z + 1
*
-4 | 0.13377891898587326891641204890652461072 | 0.026734683149362194914941502568812022024
f(z) = 4/21*z^3 - 149/42*z + 1
*
0 | 0.15128538292074527299492844695995283853 | 0.029920496104188851459467909809181490011
f(z) = 5/21*z^3 - 157/42*z + 1
*
-18/5 | 0.16693317612678752652327631804527590381 | 0.023457550656513364771016841836510032964
f(z) = 5/24*z^3 - 154/45*z + 1
*
1/2 | 0.12074916246347465034222491504688908571 | 0.024003707897870457413531933091436967503
f(z) = 6/25*z^3 - 153/50*z + 1
*
[ -4 ] 
f(z) = 7/26*z^3 - 159/52*z + 1
*
6/7 | 0.10976603975534464376249028880124116236 | 0.017177137055426980209132790067158790696
f(z) = 7/32*z^3 - 149/56*z + 1
*
[ 2/7 ] 
f(z) = 7/32*z^3 - 141/56*z + 1
*
7/4 | 0.14479242852284921010838019783516875436 | 0.028636350782173838242762455122200541668
f(z) = 8/21*z^3 - 157/42*z + 1
*
3 | 0.12061051336190708109121950064773233907 | 0.024039024587967410138682553259408543885
f(z) = 8/21*z^3 - 151/42*z + 1
*
[ 1/4 ] 
f(z) = 8/25*z^3 - 151/50*z + 1
*
0 | 0.14278909833919102007261894692639578306 | 0.028853511082001502696920401783403188393
f(z) = 8/25*z^3 - 141/50*z + 1
*
-21/8 | 0.21997864260027280240196673540807396436 | 0.026338178303094646505723738215030177612
f(z) = 8/27*z^3 - 157/56*z + 1
*
-8/3 | 0.12265702074780708581311366477274251776 | 0.024382970760099425425864957053840283474
f(z) = 9/20*z^3 - 153/40*z + 1
*
8/3 | 0.11685242369452659846537004166442104751 | 0.023545452739351012865538548066592335143
f(z) = 9/20*z^3 - 143/40*z + 1
*
-10/3 | 0.18144449037209774266609303460203020521 | 0.028276774280671292885774688073910673164
f(z) = 9/32*z^3 - 153/40*z + 1
*
1/2 | 0.12281205450280985836409979838543049245 | 0.024289178024712297773639534135572661956
f(z) = 14/25*z^3 - 157/50*z + 1
*
[ 3/14 ] 
f(z) = 14/27*z^3 - 155/42*z + 1
*
-3 | 0.17340705565557535887689024739245943237 | 0.024080397266805483210843317443742069563
f(z) = 14/27*z^3 - 149/42*z + 1
*
-2 | 0.064164709833742077285592567791753005955 | 0.012965815932693961637863495552733062073
f(z) = 14/29*z^3 - 141/58*z + 1
*
-2 | 0.070313580872456067660317849265160758460 | 0.014167999627418056287705944602750204708
f(z) = 15/23*z^3 - 143/46*z + 1
*
-2 | 0.073358123092302509846586066811843461889 | 0.014660054006802942258672288203856897405
f(z) = 15/29*z^3 - 149/58*z + 1
*
2/5 | 0.10123401348026764356617988917621820200 | 0.015944526276352223895844764545820836391
f(z) = 15/32*z^3 - 143/40*z + 1
*
-2 | 0.062708872669722370763908895646427400891 | 0.012498579849899560987696786716071523731
f(z) = 16/23*z^3 - 151/46*z + 1
*
-2 | 0.064211001241011090157354259776999373104 | 0.012764495307246998930012748765045440335
f(z) = 16/25*z^3 - 153/50*z + 1
*
-2 | 0.051776480883505585018391775043151999929 | 0.010266134558003116293328533454708231293
f(z) = 16/27*z^3 - 155/54*z + 1
*
-2 | 0.066238309783770865657682379440475099958 | 0.013100294632374568166903449555268111867
f(z) = 16/29*z^3 - 157/58*z + 1
*
-2 | 0.070025084068966288333451850007051053903 | 0.013814639471445246541645789400116234723
f(z) = 17/23*z^3 - 159/46*z + 1
*
6 | 0.14177481026028030648385994068793528866 | 0.028332600230308224821775111141452134420
f(z) = 1/33*z^3 - 149/66*z + 1
*
[ 1/3 ] 
f(z) = 3/25*z^3 - 151/75*z + 1
*
5/2 | 0.19594221353033192663874043475769804760 | 0.029628130932689489115963725562570327842
f(z) = 3/25*z^3 - 149/60*z + 1
*
-13/3 | 0.14249783866499464914499614930830699595 | 0.028401413375311212442657187166612454424
f(z) = 3/26*z^3 - 151/78*z + 1
*
2 | 0.14534964405880942899645807647156369437 | 0.029047003139524430680268648687848995538
f(z) = 4/39*z^3 - 149/78*z + 1
*
4/5 | 0.093984700282107905957165184083649453331 | 0.016616838111808466038311672263203944460
f(z) = 5/24*z^3 - 143/60*z + 1
*
3/2 | 0.12595543967039584036520475067727507610 | 0.017490966637497166403962180036240754005
f(z) = 5/27*z^3 - 149/60*z + 1
*
-14/5 | 0.16358264297629501682872744086059407342 | 0.028922008455415927008223357763933135225
f(z) = 5/28*z^3 - 143/70*z + 1
*
3 | 0.11169278122019819920477550330605954525 | 0.018426721943930161991378210956749935280
f(z) = 5/36*z^3 - 143/60*z + 1
*
[ 1/3 ] 
f(z) = 6/25*z^3 - 152/75*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.024022034140734966522317385438417706108
f(z) = 6/25*z^3 - 143/75*z + 1
*
3 | 0.13791117731713224325159532039830275547 | 0.027788735612686256623886131986882709921
f(z) = 6/35*z^3 - 143/70*z + 1
*
[ 3 ] 
f(z) = 7/20*z^3 - 149/60*z + 1
*
[ 3 ] 
f(z) = 7/22*z^3 - 145/66*z + 1
*
[ 3 ] 
f(z) = 7/23*z^3 - 143/69*z + 1
*
-18/7 | 0.17665994662307145806615130648199770280 | 0.024691746209998703786915762030909520508
f(z) = 7/24*z^3 - 160/63*z + 1
*
[ -4 ] 
f(z) = 7/30*z^3 - 149/60*z + 1
*
-8/3 | 0.17123152122429448098461679542445715086 | 0.026578262113989057564780542741746297771
f(z) = 7/32*z^3 - 157/72*z + 1
*
11/4 | 0.13321838170750756783140293561931232712 | 0.026768235674732532863255663679162351803
f(z) = 8/33*z^3 - 145/66*z + 1
*
-13/4 | 0.14249822014206181950293049951191893439 | 0.028632880020773183472598939429591154730
f(z) = 8/39*z^3 - 145/78*z + 1
*
[ -3 ] 
f(z) = 9/22*z^3 - 155/66*z + 1
*
[ -3 ] 
f(z) = 9/23*z^3 - 151/69*z + 1
*
[ -3 ] 
f(z) = 9/25*z^3 - 143/75*z + 1
*
[ -10/3 ] 
f(z) = 9/28*z^3 - 159/70*z + 1
*
[ 10/3 ] 
f(z) = 9/35*z^3 - 151/70*z + 1
*
[ 1/3 ] 
f(z) = 12/23*z^3 - 142/69*z + 1
*
[ 1/3 ] 
f(z) = 12/25*z^3 - 154/75*z + 1
*
5/12 | 0.18491586010484390167363211383671467380 | 0.027960852416669781648967597065589932204
f(z) = 12/25*z^3 - 149/60*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.015241439169499487146100943598161251551
f(z) = 13/37*z^3 - 141/74*z + 1
*
[ 9/4 ] 
f(z) = 14/27*z^3 - 149/72*z + 1
*
-2 | 0.064597391610567362718604388666898469452 | 0.013016202686801492087179575358180344974
f(z) = 14/31*z^3 - 143/62*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013363353298586508185787181245455635779
f(z) = 14/37*z^3 - 149/74*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.028633011058394939419288173781978192199
f(z) = 14/39*z^3 - 145/78*z + 1
*
0 | 0.14858487875550251892803732778926572410 | 0.029461105362116473503883733833375269491
f(z) = 15/22*z^3 - 155/66*z + 1
*
[ 1/3 ] 
f(z) = 15/23*z^3 - 143/69*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.028477298429862231856201897094781647674
f(z) = 15/26*z^3 - 149/78*z + 1
*
-2 | 0.073980068423934361554605936527782532647 | 0.014745055255059976546584787364624498830
f(z) = 15/31*z^3 - 151/62*z + 1
*
-2 | 0.075426858945001395356920151040568562333 | 0.014917561734284689984082411984417667176
f(z) = 15/37*z^3 - 157/74*z + 1
*
[ -9/4 ] 
f(z) = 16/21*z^3 - 152/63*z + 1
*
-2 | 0.066968677210298268155724453267443274160 | 0.013211667559423456323230996908963324726
f(z) = 16/31*z^3 - 159/62*z + 1
*
3/2 | 0.16358228118215279845117641519474946645 | 0.019807312009325972260176190586121843505
f(z) = 19/27*z^3 - 143/76*z + 1
*
14/3 | 0.083341979521732427993809919494919938110 | 0.014735166228900844855334278726530010750
f(z) = 1/20*z^3 - 143/90*z + 1
*
7/2 | 0.10810845728709017873430559917004536603 | 0.021381171218522859080369104690164104959
f(z) = 1/21*z^3 - 157/84*z + 1
*
3/2 | 0.073047307155023829949238461401019121033 | 0.014597939843645479382178595087933106381
f(z) = 1/21*z^3 - 149/84*z + 1
*
[ -8 ] 
f(z) = 1/22*z^3 - 157/88*z + 1
*
-7/2 | 0.14119768150826160089976551824051127577 | 0.028371556288961952384442706274789353210
f(z) = 1/24*z^3 - 145/96*z + 1
*
5/4 | 0.18358083880396312668306251786705419012 | 0.027758985829640019180298922887778022076
f(z) = 1/25*z^3 - 149/80*z + 1
*
[ -9 ] 
f(z) = 1/30*z^3 - 143/90*z + 1
*
3 | 0.13054175631955252867983546896393124789 | 0.025883552009451340680486235146875719500
f(z) = 1/32*z^3 - 155/96*z + 1
*
[ 9 ] 
f(z) = 1/33*z^3 - 155/99*z + 1
*
[ -10 ] 
f(z) = 1/36*z^3 - 151/90*z + 1
*
4 | 0.14661429608973658969569915916118646098 | 0.029299734074991216015027040545154653173
f(z) = 2/21*z^3 - 149/84*z + 1
*
-3 | 0.11552453009332421823620535357636276135 | 0.023212921581200688157797822306526542970
f(z) = 3/32*z^3 - 145/96*z + 1
*
[ -4 ] 
f(z) = 4/21*z^3 - 151/84*z + 1
*
[ -4 ] 
f(z) = 4/23*z^3 - 141/92*z + 1
*
[ 18/5 ] 
f(z) = 5/27*z^3 - 151/90*z + 1
*
2 | 0.16835949431528149600882623186952878869 | 0.029448780574190672855274466210035340836
f(z) = 5/34*z^3 - 152/85*z + 1
*
2/3 | 0.16832984337364464346206098989224490321 | 0.029546617722241051420704634615570023569
f(z) = 7/20*z^3 - 149/90*z + 1
*
4/7 | 0.12753751294640435727578513334759714897 | 0.022232355199715317399470206038765825780
f(z) = 7/24*z^3 - 155/84*z + 1
*
-6/7 | 0.16914143970778649408963802624078444883 | 0.023488046936987318774877006608507304815
f(z) = 7/27*z^3 - 149/84*z + 1
*
[ 3 ] 
f(z) = 8/29*z^3 - 158/87*z + 1
*
[ 3 ] 
f(z) = 8/31*z^3 - 154/93*z + 1
*
[ -3 ] 
f(z) = 10/29*z^3 - 154/87*z + 1
*
[ -3 ] 
f(z) = 10/31*z^3 - 146/93*z + 1
*
-18/11 | 0.18463700477442138757944196531393125051 | 0.025806698971734737859668503165650663112
f(z) = 11/24*z^3 - 160/99*z + 1
*
2 | 0.13325748882363823906210378194278836705 | 0.021034940433560874304537683094087667986
f(z) = 11/32*z^3 - 141/88*z + 1
*
-3/2 | 0.10810845728709017873430559917004536603 | 0.021722772983733823484419277226394342408
f(z) = 13/21*z^3 - 145/84*z + 1
*
4/3 | 0.063357060257005192303120321899903077001 | 0.012766279216298404126106613051393921626
f(z) = 15/28*z^3 - 143/84*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.017415733538824767878201448030053415568
f(z) = 16/21*z^3 - 151/84*z + 1
*
[ 3/8 ] 
f(z) = 16/21*z^3 - 149/84*z + 1
*
7/8 | 0.12522086459097284557788335294334150518 | 0.025161254564136709645061784666885806478
f(z) = 16/21*z^3 - 145/84*z + 1
*
[ 3/2 ] 
f(z) = 19/21*z^3 - 143/84*z + 1
*
-4 | 0.14304658353842203389546707311863392337 | 0.028743065420423176086970440508765387302
f(z) = 1/27*z^3 - 145/108*z + 1
*
[ 5 ] 
f(z) = 2/23*z^3 - 158/115*z + 1
*
0 | 0.11921892742197413314336475571870360171 | 0.024090667169722757961229608772038477303
f(z) = 4/25*z^3 - 141/100*z + 1
*
[ 9/2 ] 
f(z) = 4/39*z^3 - 152/117*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.023526876147993030619941133367143770307
f(z) = 5/21*z^3 - 151/105*z + 1
*
7/3 | 0.10921101988933891310224589648402657414 | 0.022005730186161291054281237455124492656
f(z) = 6/35*z^3 - 143/105*z + 1
*
[ 3 ] 
f(z) = 8/35*z^3 - 146/105*z + 1
*
[ 3 ] 
f(z) = 8/37*z^3 - 142/111*z + 1
*
-7/6 | 0.14360647556631756836463604781677632760 | 0.028547509741769560177519400369808327569
f(z) = 9/26*z^3 - 153/104*z + 1
*
[ -3 ] 
f(z) = 11/35*z^3 - 157/105*z + 1
*
[ -3 ] 
f(z) = 11/37*z^3 - 149/111*z + 1
*
[ -3 ] 
f(z) = 11/38*z^3 - 145/114*z + 1
*
-18/13 | 0.18773059893485039113484092575097179319 | 0.026380017061121450519461575994430275949
f(z) = 13/24*z^3 - 154/117*z + 1
*
[ -12/5 ] 
f(z) = 14/27*z^3 - 157/100*z + 1
*
[ 4/9 ] 
f(z) = 15/32*z^3 - 145/108*z + 1
*
5 | 0.066740989020975484968888663468912057891 | 0.013337670898202266400745209316989922474
f(z) = 1/24*z^3 - 149/120*z + 1
*
[ 8 ] 
f(z) = 1/30*z^3 - 151/120*z + 1
*
-11/2 | 0.13321874193948224756522731219904256437 | 0.026347362661555819843755290575460849998
f(z) = 1/33*z^3 - 157/132*z + 1
*
[ 9/2 ] 
f(z) = 2/21*z^3 - 145/126*z + 1
*
[ 5 ] 
f(z) = 2/27*z^3 - 142/135*z + 1
*
[ 4 ] 
f(z) = 4/33*z^3 - 157/132*z + 1
*
[ -4 ] 
f(z) = 5/33*z^3 - 155/132*z + 1
*
[ 1/2 ] 
f(z) = 5/34*z^3 - 141/136*z + 1
*
-5/4 | 0.18215430183692995737396682910346339752 | 0.027543281294726016305362302048535017077
f(z) = 6/25*z^3 - 149/120*z + 1
*
[ 1/2 ] 
f(z) = 7/34*z^3 - 143/136*z + 1
*
-14/9 | 0.16090446654030821214834906399646777651 | 0.028448497084543097693289267273017177600
f(z) = 9/28*z^3 - 143/126*z + 1
*
[ 1/2 ] 
f(z) = 9/34*z^3 - 145/136*z + 1
*
[ 1/2 ] 
f(z) = 11/34*z^3 - 147/136*z + 1
*
[ -30/13 ] 
f(z) = 13/27*z^3 - 147/130*z + 1
*
[ 1/2 ] 
f(z) = 13/32*z^3 - 141/128*z + 1
*
[ 1/2 ] 
f(z) = 13/33*z^3 - 145/132*z + 1
*
[ 1/2 ] 
f(z) = 13/34*z^3 - 149/136*z + 1
*
[ 3/2 ] 
f(z) = 14/23*z^3 - 143/138*z + 1
*
[ 1/2 ] 
f(z) = 15/32*z^3 - 143/128*z + 1
*
[ 1/2 ] 
f(z) = 15/34*z^3 - 151/136*z + 1
*
[ 1/2 ] 
f(z) = 17/31*z^3 - 141/124*z + 1
*
-2 | 0.16738434270254619615773263278350134246 | 0.026193746280203196160679873596589308568
f(z) = 17/32*z^3 - 149/136*z + 1
*
[ 1/2 ] 
f(z) = 17/32*z^3 - 145/128*z + 1
*
[ 1/2 ] 
f(z) = 17/33*z^3 - 149/132*z + 1
*
[ 1/2 ] 
f(z) = 19/31*z^3 - 143/124*z + 1
*
[ 1/2 ] 
f(z) = 19/32*z^3 - 147/128*z + 1
*
[ 1/2 ] 
f(z) = 19/33*z^3 - 151/132*z + 1
*
[ 1/2 ] 
f(z) = 19/34*z^3 - 155/136*z + 1
*
[ 1/2 ] 
f(z) = 1/35*z^3 - 141/140*z + 1
*
[ 1/2 ] 
f(z) = 1/36*z^3 - 145/144*z + 1
*
[ 1/2 ] 
f(z) = 1/37*z^3 - 149/148*z + 1
*
[ 1/2 ] 
f(z) = 1/38*z^3 - 153/152*z + 1
*
[ 1/2 ] 
f(z) = 3/35*z^3 - 143/140*z + 1
*
[ 1/2 ] 
f(z) = 3/37*z^3 - 151/148*z + 1
*
[ 1/2 ] 
f(z) = 3/38*z^3 - 155/152*z + 1
*
[ 4 ] 
f(z) = 4/35*z^3 - 151/140*z + 1
*
[ 4 ] 
f(z) = 4/37*z^3 - 145/148*z + 1
*
7/5 | 0.11331935839027603571673853134733115726 | 0.022645998070689763293514797164422252398
f(z) = 5/28*z^3 - 149/140*z + 1
*
[ 1/2 ] 
f(z) = 5/36*z^3 - 149/144*z + 1
*
[ 1/2 ] 
f(z) = 5/37*z^3 - 153/148*z + 1
*
[ 1/2 ] 
f(z) = 5/38*z^3 - 157/152*z + 1
*
[ 20/7 ] 
f(z) = 7/32*z^3 - 159/140*z + 1
*
[ 1/2 ] 
f(z) = 7/36*z^3 - 151/144*z + 1
*
[ 1/2 ] 
f(z) = 7/37*z^3 - 155/148*z + 1
*
[ 1/2 ] 
f(z) = 7/38*z^3 - 159/152*z + 1
*
[ 5/2 ] 
f(z) = 8/31*z^3 - 157/155*z + 1
*
[ -7/3 ] 
f(z) = 9/20*z^3 - 143/140*z + 1
*
[ 1/2 ] 
f(z) = 9/35*z^3 - 149/140*z + 1
*
[ 5/2 ] 
f(z) = 9/35*z^3 - 141/140*z + 1
*
[ 1/2 ] 
f(z) = 9/37*z^3 - 157/148*z + 1
*
[ 1/2 ] 
f(z) = 11/35*z^3 - 151/140*z + 1
*
[ 1/2 ] 
f(z) = 11/36*z^3 - 155/144*z + 1
*
[ 1/2 ] 
f(z) = 11/37*z^3 - 159/148*z + 1
*
[ -5/2 ] 
f(z) = 12/31*z^3 - 158/155*z + 1
*
[ -9/4 ] 
f(z) = 13/27*z^3 - 143/144*z + 1
*
[ 1/2 ] 
f(z) = 13/35*z^3 - 153/140*z + 1
*
[ 1/2 ] 
f(z) = 13/36*z^3 - 157/144*z + 1
*
0 | 0.14209209640376648632704247452143172009 | 0.028032113201415151004385237181194760047
f(z) = 15/28*z^3 - 159/140*z + 1
*
7/8 | 0.10921129055162546210855839327953726472 | 0.021825032459254333598909376521819028901
f(z) = 16/35*z^3 - 149/140*z + 1
*
-15/8 | 0.13791182945648596261584216739742538449 | 0.027867957328992008374715234327549305419
f(z) = 16/35*z^3 - 141/140*z + 1
*
[ 1/2 ] 
f(z) = 17/35*z^3 - 157/140*z + 1
*
-3/2 | 0.13278073781818162887654075600345248817 | 0.026499780970814131774642072372379464178
f(z) = 18/25*z^3 - 143/150*z + 1
*
[ 1/2 ] 
f(z) = 19/35*z^3 - 159/140*z + 1
*
[ -7 ] 
f(z) = 1/23*z^3 - 159/161*z + 1
*
[ -7 ] 
f(z) = 1/24*z^3 - 151/168*z + 1
*
[ -7 ] 
f(z) = 1/25*z^3 - 143/175*z + 1
*
[ -21/4 ] 
f(z) = 2/27*z^3 - 143/168*z + 1
*
0 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = 7/24*z^3 - 145/168*z + 1
*
[ 5/2 ] 
f(z) = 8/33*z^3 - 151/165*z + 1
*
[ 11/5 ] 
f(z) = 10/33*z^3 - 152/165*z + 1
*
0 | 0.13122941418681801111305225149479895928 | 0.025408490274211196872397244288522345016
f(z) = 14/25*z^3 - 148/175*z + 1
*
0 | 0.13872384432471992186005943916867763471 | 0.027073540111200355334421969871999177630
f(z) = 16/21*z^3 - 149/168*z + 1
*
[ 10/17 ] 
f(z) = 17/25*z^3 - 159/170*z + 1
*
[ 5/8 ] 
f(z) = 18/25*z^3 - 141/160*z + 1
*
[ 4/7 ] 
f(z) = 1/32*z^3 - 149/196*z + 1
*
[ 4/7 ] 
f(z) = 3/32*z^3 - 153/196*z + 1
*
[ -5 ] 
f(z) = 3/37*z^3 - 153/185*z + 1
*
[ -5 ] 
f(z) = 3/38*z^3 - 147/190*z + 1
*
[ 4/7 ] 
f(z) = 5/32*z^3 - 157/196*z + 1
*
[ 20/9 ] 
f(z) = 9/32*z^3 - 151/180*z + 1
*
[ 3/5 ] 
f(z) = 10/39*z^3 - 148/195*z + 1
*
[ 12/7 ] 
f(z) = 11/27*z^3 - 153/196*z + 1
*
[ 2/3 ] 
f(z) = 13/22*z^3 - 151/198*z + 1
*
[ 7 ] 
f(z) = 1/31*z^3 - 157/217*z + 1
*
8/3 | 0.065840431055824343062508181752259061781 | 0.012313279783058701732093431801942912754
f(z) = 6/35*z^3 - 151/210*z + 1
*
[ -8/3 ] 
f(z) = 7/24*z^3 - 151/216*z + 1
*
0 | 0.14245378886589113179508315091616414544 | 0.026501657786180529835987890252630315355
f(z) = 8/27*z^3 - 145/216*z + 1
*
-21/10 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = 10/21*z^3 - 151/210*z + 1
*
[ 12/17 ] 
f(z) = 17/24*z^3 - 157/204*z + 1
*
[ 12/17 ] 
f(z) = 17/27*z^3 - 149/204*z + 1
*
[ 7 ] 
f(z) = 1/32*z^3 - 151/224*z + 1
*
[ 7 ] 
f(z) = 1/33*z^3 - 145/231*z + 1
*
[ -33/10 ] 
f(z) = 5/27*z^3 - 157/220*z + 1
*
[ 2/3 ] 
f(z) = 7/26*z^3 - 145/234*z + 1
*
0 | 0.12290794206355673018524764363551695597 | 0.022583334944309684727772673287374215818
f(z) = 7/33*z^3 - 148/231*z + 1
*
[ 17/7 ] 
f(z) = 7/34*z^3 - 149/238*z + 1
*
[ 20/11 ] 
f(z) = 11/32*z^3 - 151/220*z + 1
*
[ 2/3 ] 
f(z) = 12/37*z^3 - 143/222*z + 1
*
[ 18/13 ] 
f(z) = 13/27*z^3 - 151/234*z + 1
*
[ 11/7 ] 
f(z) = 14/33*z^3 - 158/231*z + 1
*
[ 4/5 ] 
f(z) = 15/22*z^3 - 151/220*z + 1
*
[ 2/3 ] 
f(z) = 15/37*z^3 - 151/222*z + 1
*
[ 14/17 ] 
f(z) = 17/28*z^3 - 149/238*z + 1
*
[ 7/2 ] 
f(z) = 4/37*z^3 - 158/259*z + 1
*
[ 5/7 ] 
f(z) = 9/25*z^3 - 143/245*z + 1
*
[ -23/11 ] 
f(z) = 11/23*z^3 - 155/253*z + 1
*
-1 | 0.072866530373986540842482728848121713920 | 0.013168516426040201180816945783426509241
f(z) = 11/23*z^3 - 144/253*z + 1
*
[ 5/7 ] 
f(z) = 11/25*z^3 - 153/245*z + 1
*
[ 5/7 ] 
f(z) = 12/25*z^3 - 158/245*z + 1
*
[ 4/3 ] 
f(z) = 13/28*z^3 - 145/252*z + 1
*
-16/15 | 0.17100105367765738478130208646789129423 | 0.027697923251597888034953538738919963600
f(z) = 15/32*z^3 - 143/240*z + 1
*
[ 15/16 ] 
f(z) = 16/25*z^3 - 151/240*z + 1
*
-8/3 | 0.10465526858282349491862451898413479727 | 0.018769050191611348985107196037423839953
f(z) = 3/22*z^3 - 157/264*z + 1
*
[ 7/2 ] 
f(z) = 4/39*z^3 - 148/273*z + 1
*
[ 3/2 ] 
f(z) = 9/22*z^3 - 155/264*z + 1
*
[ 3/2 ] 
f(z) = 9/23*z^3 - 151/276*z + 1
*
[ 14/13 ] 
f(z) = 13/24*z^3 - 152/273*z + 1
*
[ 20/13 ] 
f(z) = 13/32*z^3 - 159/260*z + 1
*
[ 3/4 ] 
f(z) = 14/33*z^3 - 151/264*z + 1
*
[ 16/17 ] 
f(z) = 17/32*z^3 - 145/272*z + 1
*
0 | 0.12844423734676984382921293937722376978 | 0.022681464544440259106444393931805712197
f(z) = 9/32*z^3 - 145/288*z + 1
*
[ 9/8 ] 
f(z) = 14/27*z^3 - 157/288*z + 1
*
[ 11/12 ] 
f(z) = 16/33*z^3 - 148/297*z + 1
*
[ 6/7 ] 
f(z) = 17/36*z^3 - 151/294*z + 1
*
[ 15 ] 
f(z) = 1/25*z^3 - 121/15*z + 1
*
-3/2 | 0.13868808719884717378042866044584077263 | 0.019740563781407970696649051929856502220
f(z) = 1/27*z^3 - 125/12*z + 1
*
-2 | 0.15263906999634245098769156381182760495 | 0.027193227573521830654622698114476039206
f(z) = 1/36*z^3 - 137/18*z + 1
*
[ -10 ] 
f(z) = 3/20*z^3 - 139/10*z + 1
*
[ 15/2 ] 
f(z) = 4/25*z^3 - 122/15*z + 1
*
[ 9 ] 
f(z) = 5/27*z^3 - 127/9*z + 1
*
[ -9 ] 
f(z) = 5/27*z^3 - 125/9*z + 1
*
6 | 0.12612174825237639586782314329177551503 | 0.015435224640106417300982851569927371775
f(z) = 7/27*z^3 - 131/14*z + 1
*
-3/7 | 0.19550977218402650474076286769947759041 | 0.024089073346020453597154391954655463416
f(z) = 7/27*z^3 - 124/7*z + 1
*
[ 8 ] 
f(z) = 9/32*z^3 - 137/8*z + 1
*
[ -8 ] 
f(z) = 9/32*z^3 - 135/8*z + 1
*
[ 9/2 ] 
f(z) = 10/27*z^3 - 121/18*z + 1
*
[ 15/4 ] 
f(z) = 16/25*z^3 - 124/15*z + 1
*
33/8 | 0.15953294330088707822729132272461288610 | 0.022707575726757018077340853115707088092
f(z) = 16/27*z^3 - 125/12*z + 1
*
[ -6 ] 
f(z) = 16/27*z^3 - 121/6*z + 1
*
[ 4 ] 
f(z) = 17/24*z^3 - 127/12*z + 1
*
[ -4 ] 
f(z) = 17/24*z^3 - 121/12*z + 1
*
[ 6 ] 
f(z) = 17/27*z^3 - 131/6*z + 1
*
[ -4 ] 
f(z) = 19/24*z^3 - 137/12*z + 1
*
-10 | 0.12707429192746759299446813390130638314 | 0.026497047925527305484797435569521657984
f(z) = 1/21*z^3 - 121/21*z + 1
*
3 | 0.11602873475698485423923152979797760126 | 0.024193870364817481350575138444661385414
f(z) = 1/28*z^3 - 121/28*z + 1
*
10 | 0.10155624971407140445394841956517593876 | 0.020766666561288979193533703513055568742
f(z) = 1/30*z^3 - 133/30*z + 1
*
-10 | 0.12680994896839054750900556724083312612 | 0.026177756289156181637786518781282172639
f(z) = 1/30*z^3 - 127/30*z + 1
*
0 | 0.11598746269627093993253206389317724215 | 0.023866654316156816943500696761044113608
f(z) = 1/32*z^3 - 129/32*z + 1
*
11 | 0.13335591473650363891570130035878789769 | 0.027665586111828083518343736318489985394
f(z) = 1/33*z^3 - 124/33*z + 1
*
4 | 0.11813199133065909997588785092680004870 | 0.024632433424166549969961520970461275266
f(z) = 1/35*z^3 - 121/35*z + 1
*
-2 | 0.13705225714990484527904382871884409982 | 0.027734151002681818052584372560068267591
f(z) = 2/33*z^3 - 140/33*z + 1
*
-7 | 0.14069531408253165357996440303189391018 | 0.028997204557597650438456431660297062378
f(z) = 2/35*z^3 - 128/35*z + 1
*
[ 6 ] 
f(z) = 3/20*z^3 - 137/30*z + 1
*
[ -6 ] 
f(z) = 3/20*z^3 - 127/30*z + 1
*
0 | 0.086288185365896916375637138608460597884 | 0.017931188623221195776799468905688008499
f(z) = 3/20*z^3 - 123/20*z + 1
*
2 | 0.15768567836348710195010631923317515312 | 0.028436543274276869627157420033003289327
f(z) = 3/22*z^3 - 128/33*z + 1
*
7 | 0.13597829885689165971943156144924429507 | 0.027556797482283956658197303927982848473
f(z) = 3/28*z^3 - 139/28*z + 1
*
7 | 0.093871064887174117476237351841552608426 | 0.019254823684867079165751633401780280165
f(z) = 3/28*z^3 - 131/28*z + 1
*
[ 7 ] 
f(z) = 3/28*z^3 - 123/28*z + 1
*
9/2 | 0.054356640567234767649567006799020341355 | 0.011064616145754483364688718658996299032
f(z) = 4/33*z^3 - 136/33*z + 1
*
5 | 0.094805830745899333275809249182494471383 | 0.019768551158462369116430143228662340848
f(z) = 4/35*z^3 - 121/35*z + 1
*
[ 13/2 ] 
f(z) = 4/39*z^3 - 136/39*z + 1
*
[ -13/2 ] 
f(z) = 4/39*z^3 - 124/39*z + 1
*
0 | 0.12747580023993213441694207848338670078 | 0.026147823726697689462562475960352601882
f(z) = 5/21*z^3 - 131/21*z + 1
*
6/5 | 0.24028475404692737590085376778472884817 | 0.029518924692380618320852201788018589884
f(z) = 5/27*z^3 - 127/20*z + 1
*
-6/5 | 0.10578376980689884037917859343007628441 | 0.015866874962655176271482106734766791659
f(z) = 5/36*z^3 - 131/30*z + 1
*
2 | 0.054518922163808133002288952130721986482 | 0.011218318245139978476688937074025624412
f(z) = 6/35*z^3 - 129/35*z + 1
*
[ 5 ] 
f(z) = 6/35*z^3 - 122/35*z + 1
*
0 | 0.070645447197697710540861120646094635016 | 0.014583550539404130175959122424010178597
f(z) = 7/20*z^3 - 127/20*z + 1
*
0 | 0.070471536357697524746761492662579523783 | 0.014547649605584638560404339657714093607
f(z) = 7/24*z^3 - 127/24*z + 1
*
0 | 0.12063919090171165072546866755153295149 | 0.024706959818228770163473430049858191797
f(z) = 7/25*z^3 - 132/25*z + 1
*
[ -5 ] 
f(z) = 7/30*z^3 - 139/30*z + 1
*
-5 | 0.056514157924780345707864746825237843708 | 0.011452924605668099871630087148257362507
f(z) = 7/36*z^3 - 139/36*z + 1
*
4 | 0.14311525843644267547217422682661650116 | 0.029841849237524366879234702665450617621
f(z) = 7/36*z^3 - 121/36*z + 1
*
0 | 0.13371379103330226951989085100574439425 | 0.027342381398017641389485484831203429013
f(z) = 8/25*z^3 - 133/25*z + 1
*
[ 3/16 ] 
f(z) = 8/27*z^3 - 139/32*z + 1
*
-7/2 | 0.12088208934859895140919599961201307268 | 0.024913712976502898883337922999582316032
f(z) = 8/35*z^3 - 128/35*z + 1
*
5/2 | 0.10147500960928395718286951838408379003 | 0.020947789133278219530910601372648294774
f(z) = 8/35*z^3 - 127/35*z + 1
*
-4 | 0.12028723934501201367726758378435781776 | 0.024376912508826531508328827749611179862
f(z) = 9/20*z^3 - 139/20*z + 1
*
-1/3 | 0.11409628680867420943756506931259069822 | 0.023790923670224048068622068604937153165
f(z) = 9/20*z^3 - 121/20*z + 1
*
0 | 0.12103473305550798686378713153839893272 | 0.024711860330082878222088166497606777458
f(z) = 9/25*z^3 - 134/25*z + 1
*
0 | 0.14428072432224869993222216216223473050 | 0.029239332556512131073686299060999454014
f(z) = 9/26*z^3 - 139/26*z + 1
*
[ -13/3 ] 
f(z) = 9/26*z^3 - 137/26*z + 1
*
-4 | 0.10815659760552073208421331100287087192 | 0.021983133519428421666101100136818035952
f(z) = 9/28*z^3 - 137/28*z + 1
*
[ 4 ] 
f(z) = 9/28*z^3 - 123/28*z + 1
*
1/3 | 0.11142320361474858761513457860695183110 | 0.022927470104555163609941939563830043200
f(z) = 9/32*z^3 - 129/32*z + 1
*
-4 | 0.19690847033972803536292335646824226726 | 0.028505420702851338837812634594221303658
f(z) = 9/32*z^3 - 125/36*z + 1
*
8/3 | 0.11254429331311373797121666142943119835 | 0.022978353296537325266369861852893776140
f(z) = 9/35*z^3 - 134/35*z + 1
*
0 | 0.12380027012002491831130444814362320784 | 0.025393899346567412004990421147541302026
f(z) = 11/20*z^3 - 131/20*z + 1
*
2 | 0.14615498293698377101389062943085253263 | 0.021085706908439755063652852717701590226
f(z) = 11/24*z^3 - 128/33*z + 1
*
12/11 | 0.19434192188873099775807157818886253399 | 0.027305930930661708575530755726640483394
f(z) = 11/27*z^3 - 137/33*z + 1
*
0 | 0.10841526347928545240328988693472142380 | 0.022529324621208353053197765776418390952
f(z) = 11/28*z^3 - 123/28*z + 1
*
0 | 0.11090296094729726463689357537744240769 | 0.022748404545495642481839980857745738695
f(z) = 11/30*z^3 - 131/30*z + 1
*
0 | 0.14388362318695365956824850932325027159 | 0.029158857689145044110467374333834993459
f(z) = 11/32*z^3 - 139/32*z + 1
*
[ -4 ] 
f(z) = 11/36*z^3 - 131/36*z + 1
*
[ 10/3 ] 
f(z) = 12/25*z^3 - 139/30*z + 1
*
[ -10/3 ] 
f(z) = 12/25*z^3 - 121/30*z + 1
*
-7/2 | 0.12094715349888718706467969658632196652 | 0.024582850080568049442895607532605252214
f(z) = 12/35*z^3 - 137/35*z + 1
*
[ 7/2 ] 
f(z) = 12/35*z^3 - 122/35*z + 1
*
3 | 0.14346282862108786294986788205596901054 | 0.029762333728544455652083997930168333077
f(z) = 13/21*z^3 - 124/21*z + 1
*
3 | 0.079584348352751209127777108398005880463 | 0.016482845291908674175821070765561637675
f(z) = 13/24*z^3 - 125/24*z + 1
*
[ 3/13 ] 
f(z) = 13/27*z^3 - 131/39*z + 1
*
0 | 0.11816079064689408353427209824130227735 | 0.024472475708033308902086716238707497263
f(z) = 13/28*z^3 - 125/28*z + 1
*
0 | 0.089459267650089597614957872606112747448 | 0.018293022707484914552352230337287414495
f(z) = 13/30*z^3 - 133/30*z + 1
*
3 | 0.089470695182121918687890184261390137567 | 0.018469702673587424328888111454847186987
f(z) = 13/30*z^3 - 127/30*z + 1
*
-3/7 | 0.17984753951559317053964681581767286609 | 0.025718168251316865403003634063149407769
f(z) = 14/27*z^3 - 121/21*z + 1
*
3 | 0.13939523699715903254541751446994822090 | 0.028332475084483422873313263025752877617
f(z) = 14/33*z^3 - 137/33*z + 1
*
0 | 0.10892502358925370932508598646103426606 | 0.022485717757215034901197310623124827472
f(z) = 15/28*z^3 - 127/28*z + 1
*
4/5 | 0.18191370821151406954816204673966194602 | 0.026157175339488616437334114431223460627
f(z) = 15/32*z^3 - 131/20*z + 1
*
[ 3 ] 
f(z) = 16/21*z^3 - 130/21*z + 1
*
5/8 | 0.18686645415071553993467497643093012462 | 0.028619155667527859933957539641961054669
f(z) = 16/25*z^3 - 137/20*z + 1
*
1/4 | 0.12562187236069810927889918827195738409 | 0.025974886240633379765233723282653236394
f(z) = 16/25*z^3 - 126/25*z + 1
*
1/4 | 0.12392677383196953360429795555629819870 | 0.025226028840697175171016072796596157557
f(z) = 16/27*z^3 - 136/27*z + 1
*
[ 3 ] 
f(z) = 16/33*z^3 - 122/33*z + 1
*
[ 3 ] 
f(z) = 17/21*z^3 - 139/21*z + 1
*
[ -3 ] 
f(z) = 17/21*z^3 - 125/21*z + 1
*
[ 3 ] 
f(z) = 17/24*z^3 - 137/24*z + 1
*
[ -3 ] 
f(z) = 17/24*z^3 - 121/24*z + 1
*
6/17 | 0.24413225599570616319032444459066863275 | 0.029822466307007758335169838445018591885
f(z) = 17/27*z^3 - 133/34*z + 1
*
0 | 0.12592936616987782273597606742138478148 | 0.025912392432443783886363011856350948170
f(z) = 17/28*z^3 - 129/28*z + 1
*
0 | 0.098140101354192309137766264755154310997 | 0.019947252404779088128128842240777814793
f(z) = 17/30*z^3 - 137/30*z + 1
*
[ 3 ] 
f(z) = 17/30*z^3 - 133/30*z + 1
*
[ 3 ] 
f(z) = 17/33*z^3 - 131/33*z + 1
*
[ 3 ] 
f(z) = 17/39*z^3 - 127/39*z + 1
*
[ -3 ] 
f(z) = 19/24*z^3 - 139/24*z + 1
*
0 | 0.13038670374693091034509775377895778461 | 0.026744907970477060997660474616934329431
f(z) = 19/28*z^3 - 131/28*z + 1
*
0 | 0.10323477610237490941555316093345595387 | 0.020921131107663445838840481517477031010
f(z) = 19/30*z^3 - 139/30*z + 1
*
[ -3 ] 
f(z) = 19/30*z^3 - 131/30*z + 1
*
[ -3 ] 
f(z) = 19/33*z^3 - 127/33*z + 1
*
6 | 0.082849559779602702363875919208686358201 | 0.017275475021666884870508745141560325918
f(z) = 1/21*z^3 - 121/42*z + 1
*
8 | 0.13872384432471992186005943916867763471 | 0.028280545043978553261190270026500812425
f(z) = 1/28*z^3 - 135/56*z + 1
*
-8 | 0.13872384432471992186005943916867763471 | 0.028926168273151405683311469023543053404
f(z) = 1/28*z^3 - 121/56*z + 1
*
-6 | 0.078035084270600722056405655893209843384 | 0.015860850976259822833533371766517174914
f(z) = 2/21*z^3 - 137/42*z + 1
*
1/2 | 0.10810929448153488287316291460363599914 | 0.022317324362583537237627049154633383588
f(z) = 2/21*z^3 - 127/42*z + 1
*
0 | 0.11968112434231373438714026576474178323 | 0.024626696338093248144301803909422638633
f(z) = 2/25*z^3 - 129/50*z + 1
*
0 | 0.14254777640754189775136204379326449506 | 0.028888140527089994033607168942769013100
f(z) = 2/27*z^3 - 139/54*z + 1
*
2 | 0.13477520938820580522529856702393937873 | 0.024010713248255225611104628048189531435
f(z) = 3/28*z^3 - 137/42*z + 1
*
-14/3 | 0.15648160901415029398051764338566615774 | 0.028101998521904662285325054277221964477
f(z) = 3/28*z^3 - 131/42*z + 1
*
[ 6 ] 
f(z) = 3/28*z^3 - 127/42*z + 1
*
0 | 0.14543091073780798168652497217709020421 | 0.029738349333494332626620576464526430860
f(z) = 4/25*z^3 - 133/50*z + 1
*
[ 4 ] 
f(z) = 5/22*z^3 - 127/44*z + 1
*
[ 4 ] 
f(z) = 5/26*z^3 - 121/52*z + 1
*
[ 24/5 ] 
f(z) = 5/27*z^3 - 139/40*z + 1
*
0 | 0.13582397189540647121177146879078441770 | 0.027606605379785035135984214078590435055
f(z) = 6/25*z^3 - 137/50*z + 1
*
[ 24/7 ] 
f(z) = 7/27*z^3 - 131/56*z + 1
*
-24/7 | 0.20692612648688995543809355221050621490 | 0.029590401686433430301707422089909314589
f(z) = 7/27*z^3 - 121/42*z + 1
*
8/7 | 0.076192940976908166724499256941278350646 | 0.012324796913437252373205709913072876285
f(z) = 7/32*z^3 - 121/56*z + 1
*
[ 1/4 ] 
f(z) = 8/23*z^3 - 139/46*z + 1
*
2/3 | 0.12778483808576415712671978259838837154 | 0.026130003141969893840989868644347551424
f(z) = 9/25*z^3 - 133/50*z + 1
*
-10/3 | 0.18007810645501035456831552322325389834 | 0.028555383052768846071382377256701614612
f(z) = 9/32*z^3 - 137/40*z + 1
*
1/2 | 0.11063035436182269387254929699524322666 | 0.022692487509240057270492996351194074872
f(z) = 10/21*z^3 - 131/42*z + 1
*
-2 | 0.064208335470247887708489236000484886874 | 0.013388477845263868351611656782806881889
f(z) = 12/25*z^3 - 121/50*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.013505706394824610628219272259703477263
f(z) = 12/29*z^3 - 125/58*z + 1
*
-2 | 0.048140651468405653606756186094968250576 | 0.0099704895099263023352798005785297782120
f(z) = 13/21*z^3 - 125/42*z + 1
*
-2 | 0.069709752274704915923785505993444791550 | 0.014390392243431534474227823181803223910
f(z) = 13/23*z^3 - 127/46*z + 1
*
-2 | 0.070653393403637240595579074430948061360 | 0.014538296445398994906057780685432774293
f(z) = 13/25*z^3 - 129/50*z + 1
*
-2 | 0.057807579331860672958476959026295721914 | 0.011857485041016363704782051784984116568
f(z) = 13/27*z^3 - 131/54*z + 1
*
-30/13 | 0.21024739165994803876335261517356851210 | 0.025779356699888194622934157340687471568
f(z) = 13/27*z^3 - 129/52*z + 1
*
-2 | 0.071806759358909693610302567839819173827 | 0.014683360528294290552055128144671381111
f(z) = 13/29*z^3 - 133/58*z + 1
*
-2 | 0.061544866665239861882350524281321788576 | 0.012546670562832847694018003762535585434
f(z) = 14/23*z^3 - 135/46*z + 1
*
-2 | 0.062638299349249788221364705809254628721 | 0.012731411014303188493215956723880732659
f(z) = 14/25*z^3 - 137/50*z + 1
*
-2 | 0.049934708193821810336946999147736817391 | 0.010119560640203967042599893985913227759
f(z) = 14/27*z^3 - 139/54*z + 1
*
6/5 | 0.16527207112425414703026625763025143196 | 0.026526372402326667411101011255442926911
f(z) = 15/32*z^3 - 127/40*z + 1
*
[ 2 ] 
f(z) = 18/23*z^3 - 121/46*z + 1
*
[ 2 ] 
f(z) = 19/23*z^3 - 129/46*z + 1
*
[ 2 ] 
f(z) = 19/25*z^3 - 127/50*z + 1
*
[ 2 ] 
f(z) = 19/27*z^3 - 125/54*z + 1
*
[ 2 ] 
f(z) = 19/29*z^3 - 123/58*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.029538516118267127363089680177158938722
f(z) = 1/30*z^3 - 137/60*z + 1
*
[ 10 ] 
f(z) = 1/35*z^3 - 137/70*z + 1
*
[ -10 ] 
f(z) = 1/35*z^3 - 123/70*z + 1
*
8 | 0.12981492553980255255823179775710430447 | 0.026385249759469803195548105969995463154
f(z) = 1/36*z^3 - 137/72*z + 1
*
5/2 | 0.10142566054035505687358133306380700239 | 0.021076844328942104983126616652864278428
f(z) = 2/35*z^3 - 123/70*z + 1
*
11/3 | 0.13321808980012852820098046519991993535 | 0.026997424974866147963790007683273247820
f(z) = 3/22*z^3 - 139/66*z + 1
*
[ 1/3 ] 
f(z) = 3/23*z^3 - 139/69*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028878097660078912848816836238218538867
f(z) = 3/26*z^3 - 139/78*z + 1
*
2 | 0.13607053818675737667505989178449325024 | 0.027910775537062929478756549247284289651
f(z) = 4/33*z^3 - 131/66*z + 1
*
-6/5 | 0.071642292857776000903828458594473989116 | 0.013013256765769497717939797869192467750
f(z) = 5/28*z^3 - 123/70*z + 1
*
12/5 | 0.18601827990388569522493220185545978077 | 0.026521317596703822646957086048039281915
f(z) = 5/32*z^3 - 139/60*z + 1
*
-8/3 | 0.14555898254578083912346558435149973443 | 0.023422069459655287631322315235873126306
f(z) = 5/32*z^3 - 125/72*z + 1
*
2 | 0.14177377664385941676167874348520072120 | 0.028731284948527556573772661422114673288
f(z) = 5/33*z^3 - 139/66*z + 1
*
[ 1/3 ] 
f(z) = 6/23*z^3 - 140/69*z + 1
*
-7/2 | 0.11804168508437938098679165395306810379 | 0.024367697402594613087926673356225544642
f(z) = 6/35*z^3 - 127/70*z + 1
*
[ 3 ] 
f(z) = 7/25*z^3 - 139/75*z + 1
*
[ 3 ] 
f(z) = 7/26*z^3 - 137/78*z + 1
*
10/3 | 0.091306523846121101276786807219523156418 | 0.014445478713271959546065564350289709124
f(z) = 7/32*z^3 - 139/72*z + 1
*
[ -4 ] 
f(z) = 7/34*z^3 - 139/68*z + 1
*
[ -4 ] 
f(z) = 7/38*z^3 - 129/76*z + 1
*
[ -3 ] 
f(z) = 8/23*z^3 - 124/69*z + 1
*
5/2 | 0.13321640404435391911455242099806273888 | 0.027240673528925437733136335652249317875
f(z) = 8/33*z^3 - 133/66*z + 1
*
0 | 0.14249718652564092978074930230918436693 | 0.029138448562558204556558261654170330897
f(z) = 8/39*z^3 - 133/78*z + 1
*
0 | 0.12183803760987885240348693542288812856 | 0.025151389786423423148198908649186446662
f(z) = 9/20*z^3 - 127/60*z + 1
*
[ -3 ] 
f(z) = 9/26*z^3 - 139/78*z + 1
*
1/2 | 0.13321830082812687371894627832613224374 | 0.027076995386055026058435311117619182302
f(z) = 10/33*z^3 - 137/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028963165160661004149522844008402321491
f(z) = 10/39*z^3 - 137/78*z + 1
*
[ 8/3 ] 
f(z) = 11/32*z^3 - 131/72*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.015460162375723962968803715851435096691
f(z) = 11/35*z^3 - 123/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.015621649076143156208719775970740702360
f(z) = 11/37*z^3 - 125/74*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.011571897157196700775499981103650724790
f(z) = 11/39*z^3 - 127/78*z + 1
*
3/2 | 0.13956233506624383702958580649419640587 | 0.028627012572817141179370200246942768201
f(z) = 12/25*z^3 - 131/75*z + 1
*
-2 | 0.066444916990178993149775605680025283584 | 0.013716422550218730646030662697625139950
f(z) = 12/31*z^3 - 127/62*z + 1
*
-2 | 0.068692236449639122913970108915515760203 | 0.014090144848646748512414163708798770714
f(z) = 12/35*z^3 - 131/70*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.014256918256605764045301431099350786784
f(z) = 12/37*z^3 - 133/74*z + 1
*
-2 | 0.072152293036878313329721539352808398977 | 0.014709123605884449063795381531726429139
f(z) = 13/31*z^3 - 135/62*z + 1
*
-2 | 0.052963874230711027074158326689226796070 | 0.010765056822206320912698560398063706925
f(z) = 13/33*z^3 - 137/66*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.015077017839017061312914602188595433520
f(z) = 13/35*z^3 - 139/70*z + 1
*
[ 5/14 ] 
f(z) = 14/25*z^3 - 131/70*z + 1
*
1/2 | 0.13321640404435391911455242099806273888 | 0.026997083346599902456717101393288808729
f(z) = 14/33*z^3 - 139/66*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.027500607929145738489170931275381834478
f(z) = 14/33*z^3 - 127/66*z + 1
*
[ 1/3 ] 
f(z) = 15/22*z^3 - 137/66*z + 1
*
2/3 | 0.14249887228141553886717734651104156341 | 0.028963297709824009206698438309475118569
f(z) = 15/26*z^3 - 137/78*z + 1
*
-4/15 | 0.20440158384304403890599810473755179937 | 0.029202635616280802997853351869984836886
f(z) = 15/32*z^3 - 137/60*z + 1
*
[ 12/5 ] 
f(z) = 15/32*z^3 - 127/60*z + 1
*
0 | 0.14177481026028030648385994068793528866 | 0.029080835269081610374097496657390736452
f(z) = 16/33*z^3 - 131/66*z + 1
*
[ 2/5 ] 
f(z) = 17/24*z^3 - 121/75*z + 1
*
[ -5/2 ] 
f(z) = 18/35*z^3 - 127/70*z + 1
*
2/3 | 0.13791052517777852388734847339918012645 | 0.028756578058731356084664374223524264239
f(z) = 18/35*z^3 - 121/70*z + 1
*
[ 2/5 ] 
f(z) = 19/24*z^3 - 122/75*z + 1
*
[ 2 ] 
f(z) = 19/31*z^3 - 121/62*z + 1
*
-4 | 0.12522086459097284557788335294334150518 | 0.025849716857760185816276547076813105627
f(z) = 1/21*z^3 - 127/84*z + 1
*
[ -9 ] 
f(z) = 1/33*z^3 - 133/99*z + 1
*
-5/2 | 0.078120220276505651920570893696468307042 | 0.016233837797442381383902254787788131718
f(z) = 3/20*z^3 - 123/80*z + 1
*
[ 4 ] 
f(z) = 3/23*z^3 - 123/92*z + 1
*
-3 | 0.12845209568304169070462894339180201533 | 0.026108250747216219698161281402385799292
f(z) = 3/28*z^3 - 137/84*z + 1
*
[ -9/2 ] 
f(z) = 4/33*z^3 - 122/99*z + 1
*
[ -7/2 ] 
f(z) = 5/21*z^3 - 137/84*z + 1
*
[ 2/5 ] 
f(z) = 5/36*z^3 - 137/90*z + 1
*
[ 5/2 ] 
f(z) = 7/20*z^3 - 127/80*z + 1
*
[ 3 ] 
f(z) = 7/29*z^3 - 131/87*z + 1
*
[ 3 ] 
f(z) = 7/31*z^3 - 127/93*z + 1
*
[ 3 ] 
f(z) = 7/32*z^3 - 125/96*z + 1
*
3 | 0.13408112739649316558170213231953317417 | 0.022224301537748628393020315664668175509
f(z) = 7/36*z^3 - 139/84*z + 1
*
[ 5/12 ] 
f(z) = 8/25*z^3 - 131/90*z + 1
*
5/6 | 0.13167218963545098399619681124374913326 | 0.027455784063869492769649065154673577964
f(z) = 9/20*z^3 - 121/80*z + 1
*
[ -8/3 ] 
f(z) = 9/22*z^3 - 135/88*z + 1
*
[ -3 ] 
f(z) = 9/28*z^3 - 131/84*z + 1
*
[ -3 ] 
f(z) = 9/29*z^3 - 127/87*z + 1
*
-3/2 | 0.11552556370974510795838655077909732880 | 0.023696592373801338709694099178687295084
f(z) = 11/24*z^3 - 131/96*z + 1
*
[ 24/11 ] 
f(z) = 11/27*z^3 - 123/88*z + 1
*
[ -7/3 ] 
f(z) = 15/28*z^3 - 125/84*z + 1
*
[ 3/2 ] 
f(z) = 17/21*z^3 - 125/84*z + 1
*
[ 3/2 ] 
f(z) = 17/24*z^3 - 121/96*z + 1
*
[ 3/2 ] 
f(z) = 19/24*z^3 - 139/96*z + 1
*
[ -8 ] 
f(z) = 1/26*z^3 - 139/104*z + 1
*
[ 9 ] 
f(z) = 1/39*z^3 - 139/117*z + 1
*
[ -5 ] 
f(z) = 2/21*z^3 - 124/105*z + 1
*
[ 4/9 ] 
f(z) = 3/32*z^3 - 137/108*z + 1
*
[ -4 ] 
f(z) = 4/25*z^3 - 131/100*z + 1
*
[ -4 ] 
f(z) = 4/27*z^3 - 121/108*z + 1
*
7/5 | 0.13791155879419941360952967060191469391 | 0.028610685271637009506111597780908168023
f(z) = 5/21*z^3 - 124/105*z + 1
*
-14/5 | 0.19090687699750063771459446615908585347 | 0.027361212433621232548227499889058351892
f(z) = 5/24*z^3 - 134/105*z + 1
*
[ 1/2 ] 
f(z) = 5/29*z^3 - 121/116*z + 1
*
10/7 | 0.17646798511424104507677212774485200158 | 0.025238208160618774995837381037467161098
f(z) = 7/24*z^3 - 136/105*z + 1
*
[ 1/2 ] 
f(z) = 7/29*z^3 - 123/116*z + 1
*
-22/7 | 0.14933389984341222046149804613399211992 | 0.026604399011214700639213404223006796390
f(z) = 7/30*z^3 - 137/105*z + 1
*
[ 3 ] 
f(z) = 7/34*z^3 - 121/102*z + 1
*
[ 1/2 ] 
f(z) = 9/28*z^3 - 121/112*z + 1
*
[ 1/2 ] 
f(z) = 9/29*z^3 - 125/116*z + 1
*
-7/5 | 0.13791155879419941360952967060191469391 | 0.028423474564808314857912435553631674752
f(z) = 10/21*z^3 - 128/105*z + 1
*
[ -3 ] 
f(z) = 10/37*z^3 - 122/111*z + 1
*
[ 1/2 ] 
f(z) = 11/28*z^3 - 123/112*z + 1
*
[ 1/2 ] 
f(z) = 11/29*z^3 - 127/116*z + 1
*
0 | 0.13633236834227768970912370669473430831 | 0.028330661976836682421032384583193545856
f(z) = 12/25*z^3 - 123/100*z + 1
*
[ 7/3 ] 
f(z) = 12/35*z^3 - 136/105*z + 1
*
[ 24/13 ] 
f(z) = 13/27*z^3 - 123/104*z + 1
*
[ 1/2 ] 
f(z) = 13/27*z^3 - 121/108*z + 1
*
[ 1/2 ] 
f(z) = 13/28*z^3 - 125/112*z + 1
*
[ 1/2 ] 
f(z) = 13/29*z^3 - 129/116*z + 1
*
[ 1/2 ] 
f(z) = 15/28*z^3 - 127/112*z + 1
*
[ 1/2 ] 
f(z) = 15/29*z^3 - 131/116*z + 1
*
[ 1/2 ] 
f(z) = 17/26*z^3 - 121/104*z + 1
*
[ 1/2 ] 
f(z) = 17/27*z^3 - 125/108*z + 1
*
[ 1/2 ] 
f(z) = 17/28*z^3 - 129/112*z + 1
*
[ 1/2 ] 
f(z) = 17/29*z^3 - 133/116*z + 1
*
[ 4/3 ] 
f(z) = 19/24*z^3 - 125/108*z + 1
*
[ 1/2 ] 
f(z) = 19/26*z^3 - 123/104*z + 1
*
[ 1/2 ] 
f(z) = 19/27*z^3 - 127/108*z + 1
*
[ 1/2 ] 
f(z) = 19/28*z^3 - 131/112*z + 1
*
[ 1/2 ] 
f(z) = 19/29*z^3 - 135/116*z + 1
*
[ 1/2 ] 
f(z) = 1/31*z^3 - 125/124*z + 1
*
[ 1/2 ] 
f(z) = 1/32*z^3 - 129/128*z + 1
*
[ 1/2 ] 
f(z) = 3/31*z^3 - 127/124*z + 1
*
[ 1/2 ] 
f(z) = 3/32*z^3 - 131/128*z + 1
*
[ 1/2 ] 
f(z) = 3/34*z^3 - 139/136*z + 1
*
8/5 | 0.11965785169704528862072534874779796775 | 0.024249363421224520774967901918791017970
f(z) = 5/24*z^3 - 139/120*z + 1
*
[ -10/3 ] 
f(z) = 5/24*z^3 - 137/135*z + 1
*
[ 1/2 ] 
f(z) = 5/31*z^3 - 129/124*z + 1
*
[ 1/2 ] 
f(z) = 5/32*z^3 - 133/128*z + 1
*
-6/5 | 0.18182324195832032552368714268204482456 | 0.029182855849604871130802485681783607854
f(z) = 5/32*z^3 - 127/120*z + 1
*
[ 1/2 ] 
f(z) = 5/33*z^3 - 137/132*z + 1
*
[ 18/7 ] 
f(z) = 7/27*z^3 - 139/126*z + 1
*
[ 1/2 ] 
f(z) = 7/30*z^3 - 127/120*z + 1
*
[ 1/2 ] 
f(z) = 7/31*z^3 - 131/124*z + 1
*
[ 1/2 ] 
f(z) = 7/32*z^3 - 135/128*z + 1
*
[ 1/2 ] 
f(z) = 7/33*z^3 - 139/132*z + 1
*
[ 1/2 ] 
f(z) = 9/31*z^3 - 133/124*z + 1
*
[ 1/2 ] 
f(z) = 9/32*z^3 - 137/128*z + 1
*
[ 1/2 ] 
f(z) = 11/30*z^3 - 131/120*z + 1
*
[ 1/2 ] 
f(z) = 11/31*z^3 - 135/124*z + 1
*
[ 1/2 ] 
f(z) = 11/32*z^3 - 139/128*z + 1
*
[ 5/9 ] 
f(z) = 12/25*z^3 - 128/135*z + 1
*
[ 1/2 ] 
f(z) = 13/30*z^3 - 133/120*z + 1
*
[ 1/2 ] 
f(z) = 13/31*z^3 - 137/124*z + 1
*
[ 4/3 ] 
f(z) = 15/22*z^3 - 127/132*z + 1
*
[ 1/2 ] 
f(z) = 15/31*z^3 - 139/124*z + 1
*
[ 8/15 ] 
f(z) = 15/32*z^3 - 121/120*z + 1
*
[ 24/17 ] 
f(z) = 17/27*z^3 - 131/136*z + 1
*
[ 1/2 ] 
f(z) = 17/30*z^3 - 137/120*z + 1
*
[ 1/2 ] 
f(z) = 19/30*z^3 - 139/120*z + 1
*
[ 3/2 ] 
f(z) = 19/30*z^3 - 131/120*z + 1
*
[ 3/2 ] 
f(z) = 19/33*z^3 - 127/132*z + 1
*
[ 8 ] 
f(z) = 1/38*z^3 - 123/152*z + 1
*
[ 5 ] 
f(z) = 2/29*z^3 - 134/145*z + 1
*
[ 5 ] 
f(z) = 2/31*z^3 - 126/155*z + 1
*
[ 4 ] 
f(z) = 4/39*z^3 - 139/156*z + 1
*
-13/4 | 0.14313209959387704155086578265911434049 | 0.028343798197096635327549704153894845065
f(z) = 4/39*z^3 - 121/156*z + 1
*
[ -4 ] 
f(z) = 5/37*z^3 - 135/148*z + 1
*
[ -4 ] 
f(z) = 5/39*z^3 - 125/156*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.023887245475148271570291402698805576383
f(z) = 7/20*z^3 - 129/140*z + 1
*
[ 4/7 ] 
f(z) = 7/20*z^3 - 121/140*z + 1
*
[ -20/7 ] 
f(z) = 7/25*z^3 - 131/140*z + 1
*
[ -7/3 ] 
f(z) = 9/22*z^3 - 123/154*z + 1
*
[ -5/2 ] 
f(z) = 13/35*z^3 - 129/140*z + 1
*
[ 3/2 ] 
f(z) = 14/25*z^3 - 139/150*z + 1
*
[ 4/3 ] 
f(z) = 15/26*z^3 - 121/156*z + 1
*
[ 9/16 ] 
f(z) = 16/27*z^3 - 139/144*z + 1
*
-17/8 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = 16/39*z^3 - 133/156*z + 1
*
-18/17 | 0.19269845053845556417550846605296823635 | 0.027102913845347816536372343698304373587
f(z) = 17/24*z^3 - 130/153*z + 1
*
[ 24/19 ] 
f(z) = 19/27*z^3 - 139/152*z + 1
*
[ 6/5 ] 
f(z) = 19/27*z^3 - 127/150*z + 1
*
-7/4 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = 2/21*z^3 - 121/168*z + 1
*
[ -14/3 ] 
f(z) = 3/32*z^3 - 139/168*z + 1
*
[ -7/2 ] 
f(z) = 4/23*z^3 - 136/161*z + 1
*
-7/8 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = 8/21*z^3 - 121/168*z + 1
*
[ 21/10 ] 
f(z) = 8/27*z^3 - 137/175*z + 1
*
[ 3/5 ] 
f(z) = 10/33*z^3 - 128/165*z + 1
*
[ 5/8 ] 
f(z) = 14/25*z^3 - 131/160*z + 1
*
-57/28 | 0.18692180146257888046688357971144431148 | 0.025531619628961623153533336606144774589
f(z) = 14/27*z^3 - 137/168*z + 1
*
[ 3/2 ] 
f(z) = 14/29*z^3 - 131/174*z + 1
*
[ 2/3 ] 
f(z) = 15/29*z^3 - 127/174*z + 1
*
[ 18/19 ] 
f(z) = 19/24*z^3 - 131/171*z + 1
*
-16/3 | 0.11118439811401371910222962512632471097 | 0.021410614666469598676670678006250718393
f(z) = 1/20*z^3 - 121/180*z + 1
*
[ -7 ] 
f(z) = 1/26*z^3 - 135/182*z + 1
*
[ -7 ] 
f(z) = 1/27*z^3 - 127/189*z + 1
*
[ 7/3 ] 
f(z) = 5/21*z^3 - 137/189*z + 1
*
[ -19/5 ] 
f(z) = 5/38*z^3 - 121/190*z + 1
*
[ 2/3 ] 
f(z) = 7/22*z^3 - 127/198*z + 1
*
[ -7/3 ] 
f(z) = 8/21*z^3 - 122/189*z + 1
*
[ 9/4 ] 
f(z) = 8/33*z^3 - 133/198*z + 1
*
[ 5/2 ] 
f(z) = 8/37*z^3 - 139/185*z + 1
*
[ 5/2 ] 
f(z) = 8/39*z^3 - 133/195*z + 1
*
[ -20/9 ] 
f(z) = 9/20*z^3 - 139/180*z + 1
*
[ 4/3 ] 
f(z) = 11/20*z^3 - 131/180*z + 1
*
[ 18/11 ] 
f(z) = 11/27*z^3 - 139/198*z + 1
*
[ 2/3 ] 
f(z) = 12/31*z^3 - 125/186*z + 1
*
[ 10/13 ] 
f(z) = 13/24*z^3 - 121/195*z + 1
*
[ 3/2 ] 
f(z) = 14/31*z^3 - 127/186*z + 1
*
[ 2/3 ] 
f(z) = 15/31*z^3 - 133/186*z + 1
*
[ 5/6 ] 
f(z) = 17/25*z^3 - 121/180*z + 1
*
[ 5/6 ] 
f(z) = 19/25*z^3 - 131/180*z + 1
*
[ 3/4 ] 
f(z) = 19/36*z^3 - 121/192*z + 1
*
-8/5 | 0.18339791763955792676831848037399321108 | 0.027435836980697799376076083855757903580
f(z) = 3/32*z^3 - 123/200*z + 1
*
[ -10/3 ] 
f(z) = 6/35*z^3 - 127/210*z + 1
*
-15/7 | 0.12544962410452486062787806281610017205 | 0.023461212138311378920714744557321143919
f(z) = 7/30*z^3 - 127/210*z + 1
*
[ 7/10 ] 
f(z) = 10/21*z^3 - 139/210*z + 1
*
[ -21/10 ] 
f(z) = 10/21*z^3 - 131/210*z + 1
*
[ 2/3 ] 
f(z) = 12/35*z^3 - 137/210*z + 1
*
[ 8/5 ] 
f(z) = 13/32*z^3 - 133/200*z + 1
*
[ 15/14 ] 
f(z) = 14/25*z^3 - 121/210*z + 1
*
[ 6/5 ] 
f(z) = 15/28*z^3 - 127/210*z + 1
*
[ 12/17 ] 
f(z) = 17/32*z^3 - 139/204*z + 1
*
[ 12/17 ] 
f(z) = 17/36*z^3 - 133/204*z + 1
*
[ 2/3 ] 
f(z) = 1/26*z^3 - 121/234*z + 1
*
[ 7 ] 
f(z) = 1/34*z^3 - 139/238*z + 1
*
[ 2/3 ] 
f(z) = 5/26*z^3 - 137/234*z + 1
*
[ 2/3 ] 
f(z) = 6/37*z^3 - 127/222*z + 1
*
-9/4 | 0.14922242223707565172277247455885087274 | 0.027353554278773422174477200951524430489
f(z) = 8/39*z^3 - 139/234*z + 1
*
[ 14/11 ] 
f(z) = 11/24*z^3 - 122/231*z + 1
*
[ 9/10 ] 
f(z) = 16/27*z^3 - 133/225*z + 1
*
[ 7 ] 
f(z) = 1/36*z^3 - 127/252*z + 1
*
[ 7 ] 
f(z) = 1/37*z^3 - 121/259*z + 1
*
[ 5/7 ] 
f(z) = 6/25*z^3 - 128/245*z + 1
*
-9/7 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = 7/36*z^3 - 137/252*z + 1
*
[ 5/7 ] 
f(z) = 8/25*z^3 - 138/245*z + 1
*
0 | 0.12607326670079228778291467246997276376 | 0.022800412973110911908759539736351067749
f(z) = 9/28*z^3 - 137/252*z + 1
*
[ -33/5 ] 
f(z) = 1/27*z^3 - 127/275*z + 1
*
[ 2/3 ] 
f(z) = 1/30*z^3 - 139/270*z + 1
*
[ 3/4 ] 
f(z) = 10/33*z^3 - 133/264*z + 1
*
[ -24/11 ] 
f(z) = 11/27*z^3 - 127/264*z + 1
*
[ 10/9 ] 
f(z) = 12/25*z^3 - 133/270*z + 1
*
0 | 0.12393914011703306470371396378119713686 | 0.022094618645452419098609011765500134404
f(z) = 14/39*z^3 - 137/273*z + 1
*
[ -8/3 ] 
f(z) = 9/35*z^3 - 127/280*z + 1
*
[ 13/11 ] 
f(z) = 11/26*z^3 - 125/286*z + 1
*
[ 6/7 ] 
f(z) = 11/27*z^3 - 137/294*z + 1
*
0 | 0.16605812582083491845875664875655548835 | 0.029470155501003380798946961987025071421
f(z) = 12/35*z^3 - 131/280*z + 1
*
[ 6/7 ] 
f(z) = 13/36*z^3 - 127/294*z + 1
*
[ 18 ] 
f(z) = 1/24*z^3 - 113/9*z + 1
*
[ -18 ] 
f(z) = 1/24*z^3 - 112/9*z + 1
*
[ -15 ] 
f(z) = 1/25*z^3 - 119/15*z + 1
*
[ -15 ] 
f(z) = 1/27*z^3 - 109/15*z + 1
*
[ -21 ] 
f(z) = 1/27*z^3 - 107/7*z + 1
*
[ 16 ] 
f(z) = 1/32*z^3 - 113/16*z + 1
*
[ -16 ] 
f(z) = 1/32*z^3 - 111/16*z + 1
*
[ -12 ] 
f(z) = 2/27*z^3 - 115/12*z + 1
*
[ 10 ] 
f(z) = 3/25*z^3 - 111/10*z + 1
*
[ -10 ] 
f(z) = 3/25*z^3 - 109/10*z + 1
*
28/3 | 0.14723922436366784608812764383484338312 | 0.021993854575783058653259591593433623578
f(z) = 3/32*z^3 - 101/12*z + 1
*
[ -15/2 ] 
f(z) = 4/25*z^3 - 118/15*z + 1
*
[ 15/2 ] 
f(z) = 4/27*z^3 - 112/15*z + 1
*
[ 21/2 ] 
f(z) = 4/27*z^3 - 108/7*z + 1
*
-6 | 0.18321079268553409863155021179332056390 | 0.027133213345971052974008217597190183695
f(z) = 5/24*z^3 - 107/15*z + 1
*
[ 12 ] 
f(z) = 5/27*z^3 - 103/4*z + 1
*
6 | 0.12024474180117163174949925987892532109 | 0.017651005657940756084096083011133669438
f(z) = 5/27*z^3 - 101/15*z + 1
*
-21/4 | 0.15369268216199275666207326759060556742 | 0.019242409811039490162824837857845149115
f(z) = 7/27*z^3 - 109/16*z + 1
*
-8 | 0.17487722509260252412508907086739368191 | 0.028364212974240119985185153546933053587
f(z) = 7/32*z^3 - 119/8*z + 1
*
[ 8 ] 
f(z) = 7/32*z^3 - 105/8*z + 1
*
[ -8 ] 
f(z) = 7/32*z^3 - 103/8*z + 1
*
-3/8 | 0.21494632436471735147522263054032165278 | 0.026732060641871886566590851737658483692
f(z) = 8/27*z^3 - 115/8*z + 1
*
21/4 | 0.23346591247208524895818873075295894298 | 0.029035271705433164290560818135891590396
f(z) = 8/27*z^3 - 115/14*z + 1
*
[ 21/4 ] 
f(z) = 8/27*z^3 - 103/14*z + 1
*
-14/3 | 0.14132630451804117550566635480329255907 | 0.026246900195844219908758325885769811539
f(z) = 9/28*z^3 - 109/14*z + 1
*
[ 16/3 ] 
f(z) = 9/32*z^3 - 115/16*z + 1
*
[ -16/3 ] 
f(z) = 9/32*z^3 - 109/16*z + 1
*
[ -9/2 ] 
f(z) = 10/27*z^3 - 113/18*z + 1
*
-4 | 0.15341940076329187232576596129264706315 | 0.028303368723546408877736571905276363283
f(z) = 13/24*z^3 - 113/12*z + 1
*
[ 6 ] 
f(z) = 14/27*z^3 - 107/6*z + 1
*
[ -15/4 ] 
f(z) = 16/25*z^3 - 116/15*z + 1
*
[ -21/4 ] 
f(z) = 16/27*z^3 - 106/7*z + 1
*
[ -15/4 ] 
f(z) = 16/27*z^3 - 106/15*z + 1
*
[ 9/2 ] 
f(z) = 16/27*z^3 - 101/9*z + 1
*
[ 6 ] 
f(z) = 19/36*z^3 - 109/6*z + 1
*
[ -6 ] 
f(z) = 19/36*z^3 - 107/6*z + 1
*
0 | 0.093932577588829072398094649443827939430 | 0.020353223116504793586928783088536311951
f(z) = 1/20*z^3 - 101/20*z + 1
*
[ 11 ] 
f(z) = 1/22*z^3 - 101/22*z + 1
*
0 | 0.11932721981894740250902979636483467487 | 0.025241681959456859697407835122539899717
f(z) = 1/28*z^3 - 113/28*z + 1
*
10 | 0.090378155871155412603366480617161329585 | 0.019500202946208916168383657483340425784
f(z) = 1/30*z^3 - 103/30*z + 1
*
-11 | 0.13433181749496677753492557567597108581 | 0.028157765199164148009374532448263618842
f(z) = 1/33*z^3 - 118/33*z + 1
*
4 | 0.13384442452791762409223672319399377930 | 0.028207869134281347887849594130900669744
f(z) = 1/33*z^3 - 115/33*z + 1
*
-9 | 0.13959022970706464135583664338785069777 | 0.029527983541889023154927374244461747082
f(z) = 1/36*z^3 - 113/36*z + 1
*
7 | 0.12494911944107787132511308388482115582 | 0.027073858414990463937345569362909085923
f(z) = 2/21*z^3 - 101/21*z + 1
*
[ 15/2 ] 
f(z) = 2/25*z^3 - 109/30*z + 1
*
[ -15/2 ] 
f(z) = 2/25*z^3 - 101/30*z + 1
*
42/5 | 0.18390900303700505990872534091642394799 | 0.022896936559444165789472615401911279365
f(z) = 2/27*z^3 - 114/25*z + 1
*
0 | 0.13321855589201254487368654689344479919 | 0.028865672176030565297912968528080953550
f(z) = 2/33*z^3 - 101/33*z + 1
*
-2/3 | 0.12651365490438828026307903719256530098 | 0.023577007155868378904519723298854656510
f(z) = 3/20*z^3 - 107/30*z + 1
*
0 | 0.083472795057247290471940258817084707427 | 0.018010286096389868253162406831135118110
f(z) = 3/20*z^3 - 103/20*z + 1
*
-4/3 | 0.16023019593899747226550669398890245299 | 0.029860401069710144469863224458418363910
f(z) = 3/22*z^3 - 107/33*z + 1
*
[ -7 ] 
f(z) = 3/28*z^3 - 115/28*z + 1
*
-6 | 0.15320554202642243372820681320719687014 | 0.025528237114390378255116914707213099078
f(z) = 3/32*z^3 - 101/24*z + 1
*
[ -7 ] 
f(z) = 3/35*z^3 - 107/35*z + 1
*
5/4 | 0.11513967249551156241446338841657505530 | 0.018497645062497340740790310773945288900
f(z) = 4/25*z^3 - 101/20*z + 1
*
11/2 | 0.13359730840047469104230253970866903525 | 0.028155789121173094006885717428609672127
f(z) = 4/33*z^3 - 115/33*z + 1
*
1/2 | 0.10816282232043502572518823327770155944 | 0.023193788990832644944287715630673186921
f(z) = 4/35*z^3 - 106/35*z + 1
*
0 | 0.053423267272338986880955260488360050374 | 0.011575703619740710755951570894216274873
f(z) = 5/24*z^3 - 101/24*z + 1
*
-6 | 0.17147247341446665330043885522221543752 | 0.021372014389812890273342111200619393701
f(z) = 5/27*z^3 - 113/20*z + 1
*
57/10 | 0.11001594326575957275220207899544724455 | 0.013806068343326624564170822048914680820
f(z) = 5/27*z^3 - 107/20*z + 1
*
[ 9/2 ] 
f(z) = 5/27*z^3 - 107/36*z + 1
*
[ 6 ] 
f(z) = 5/32*z^3 - 115/24*z + 1
*
[ -6 ] 
f(z) = 5/32*z^3 - 107/24*z + 1
*
-5/6 | 0.19073259691120968580880337435212137549 | 0.029855328109649707640078342985822271256
f(z) = 6/25*z^3 - 119/30*z + 1
*
5/3 | 0.18317668309871166836917925650437917397 | 0.028906694119481782040192107104405728708
f(z) = 6/25*z^3 - 113/30*z + 1
*
[ -5 ] 
f(z) = 6/35*z^3 - 108/35*z + 1
*
4 | 0.085043048015531968750243721693223054786 | 0.017858030634730196215652231763782511532
f(z) = 7/20*z^3 - 117/20*z + 1
*
30/7 | 0.15241735825429219119023210609784602614 | 0.022305963767585680760676304523814753010
f(z) = 7/24*z^3 - 116/21*z + 1
*
0 | 0.067294096683746837397407005345372050427 | 0.014519532178612173349880425703291312667
f(z) = 7/24*z^3 - 103/24*z + 1
*
[ 3/14 ] 
f(z) = 7/27*z^3 - 103/28*z + 1
*
3 | 0.076886325547597828678631555849693397242 | 0.016589173982525935974908349585969550696
f(z) = 7/30*z^3 - 103/30*z + 1
*
-4 | 0.087043461848617531777075762674509259633 | 0.018780701540407913685603641301612366238
f(z) = 7/36*z^3 - 103/36*z + 1
*
0 | 0.12778529286276593374171956970186240654 | 0.027030846159258509435744634264989480781
f(z) = 8/21*z^3 - 113/21*z + 1
*
7/2 | 0.11115793369578087701554867703665761647 | 0.023933802324074636770586059452549630019
f(z) = 8/21*z^3 - 104/21*z + 1
*
[ 15/4 ] 
f(z) = 8/25*z^3 - 113/30*z + 1
*
[ 15/4 ] 
f(z) = 8/27*z^3 - 103/30*z + 1
*
1/2 | 0.13589111535125940684951011378861979995 | 0.029444759861713809325110086217080343121
f(z) = 8/33*z^3 - 101/33*z + 1
*
7/2 | 0.11730671579958038795937195426323947329 | 0.025054128154291514019360720820510515570
f(z) = 8/35*z^3 - 108/35*z + 1
*
1/2 | 0.10823170580005593566824629986665022006 | 0.023161923886843850963813520542112436611
f(z) = 8/35*z^3 - 107/35*z + 1
*
[ -4 ] 
f(z) = 9/20*z^3 - 119/20*z + 1
*
0 | 0.064524543712232745078693846033054073419 | 0.013753945631841146646780550542954519945
f(z) = 9/20*z^3 - 109/20*z + 1
*
0 | 0.13855626284161882102279983165445441860 | 0.028991982115827146523414129990128236813
f(z) = 9/22*z^3 - 119/22*z + 1
*
-11/3 | 0.13966083653259119426665067434929492547 | 0.029433684772381934131619014375197148804
f(z) = 9/22*z^3 - 115/22*z + 1
*
[ 11/3 ] 
f(z) = 9/22*z^3 - 105/22*z + 1
*
5/6 | 0.17971532387962762500484739931411008210 | 0.028522684270880344684149986692644464254
f(z) = 9/25*z^3 - 109/20*z + 1
*
4/9 | 0.14304187303423418698767634975240833917 | 0.020855947608373952099790356427611062393
f(z) = 9/32*z^3 - 119/36*z + 1
*
-1/3 | 0.13820416942971948652119864719731351696 | 0.029635675869384111008397428898807314109
f(z) = 9/35*z^3 - 106/35*z + 1
*
3/8 | 0.23021856981008868226245020076834734948 | 0.028510179563939768534156043199424339510
f(z) = 10/27*z^3 - 119/32*z + 1
*
3/10 | 0.20425883140625706293332174636218056515 | 0.029983629511199804074156321280896583510
f(z) = 10/27*z^3 - 101/30*z + 1
*
0 | 0.11556087464309881101759406491141202072 | 0.024537665054339644229239026088839134460
f(z) = 11/20*z^3 - 111/20*z + 1
*
-3 | 0.10397840397086610846102294469483316087 | 0.021913570343678054524191030231616811225
f(z) = 11/24*z^3 - 115/24*z + 1
*
-3 | 0.11907441548096292917061657348156753407 | 0.024915534334401037194648661744503037120
f(z) = 11/30*z^3 - 119/30*z + 1
*
0 | 0.12309319829476449633894168602982667020 | 0.026671719155670833304822952226830972274
f(z) = 11/30*z^3 - 101/30*z + 1
*
5/3 | 0.14849813946161985602781050707635188580 | 0.023781897861480120080016411346559399788
f(z) = 12/25*z^3 - 103/30*z + 1
*
[ -7/2 ] 
f(z) = 12/35*z^3 - 102/35*z + 1
*
[ 3 ] 
f(z) = 13/21*z^3 - 103/21*z + 1
*
[ 3 ] 
f(z) = 13/24*z^3 - 101/24*z + 1
*
0 | 0.12279596875297352919740473463685577229 | 0.026494746308754264469945608829383841662
f(z) = 13/30*z^3 - 103/30*z + 1
*
6/7 | 0.094074742850181253903099834940739645115 | 0.013712192778329573741588368454064629700
f(z) = 14/27*z^3 - 106/21*z + 1
*
[ 3 ] 
f(z) = 14/33*z^3 - 104/33*z + 1
*
[ -3 ] 
f(z) = 16/21*z^3 - 116/21*z + 1
*
1/4 | 0.12743061792646021831722082590893354439 | 0.027325459892325106472287535001416937698
f(z) = 16/21*z^3 - 106/21*z + 1
*
1/4 | 0.11928209262331020753604473467233310554 | 0.025845932340885174121282152016363076313
f(z) = 16/25*z^3 - 101/25*z + 1
*
5/2 | 0.10038298315868748579183976540300102321 | 0.021194843132621671004609195617816255450
f(z) = 16/35*z^3 - 114/35*z + 1
*
1/2 | 0.11169942326423477880094790479338700467 | 0.023809665381532015742907118855943139559
f(z) = 16/35*z^3 - 109/35*z + 1
*
[ 1/4 ] 
f(z) = 16/35*z^3 - 106/35*z + 1
*
[ 1/4 ] 
f(z) = 16/37*z^3 - 112/37*z + 1
*
0 | 0.14034805130866815027594188602346725634 | 0.029471424863995137889400579615422415715
f(z) = 17/20*z^3 - 117/20*z + 1
*
0 | 0.059206867035726254901596083664688299230 | 0.012524224647144179275244528673370235067
f(z) = 17/24*z^3 - 113/24*z + 1
*
[ -3 ] 
f(z) = 17/30*z^3 - 113/30*z + 1
*
0 | 0.11888385230252602702951858630429287357 | 0.025441516587503242037117719214390774292
f(z) = 17/30*z^3 - 107/30*z + 1
*
[ -3 ] 
f(z) = 17/33*z^3 - 109/33*z + 1
*
[ -3 ] 
f(z) = 17/39*z^3 - 101/39*z + 1
*
7/3 | 0.11901916638155562132971343037469786714 | 0.025176518395728828250067099493319749228
f(z) = 18/35*z^3 - 113/35*z + 1
*
0 | 0.089626191511524466921400803405209264400 | 0.018888824768593844908362418078238978936
f(z) = 19/24*z^3 - 115/24*z + 1
*
0 | 0.11494545355678142677901646212175130941 | 0.024501583860833589570930036952503925338
f(z) = 19/30*z^3 - 109/30*z + 1
*
[ -3 ] 
f(z) = 19/39*z^3 - 119/39*z + 1
*
-6 | 0.11666433090863186347981133668608109189 | 0.024966532060459304252590346863141045397
f(z) = 1/21*z^3 - 107/42*z + 1
*
6 | 0.10239778625574870045399872343237215068 | 0.019219250412685932371840388591927629589
f(z) = 1/28*z^3 - 103/42*z + 1
*
7/2 | 0.10810780514773645937005875217092273701 | 0.023325593669508442181458129787566997912
f(z) = 2/21*z^3 - 103/42*z + 1
*
[ 3/10 ] 
f(z) = 2/27*z^3 - 117/50*z + 1
*
21/4 | 0.23760737721503998578891913557078709896 | 0.029487100860101703860170778840162970437
f(z) = 2/27*z^3 - 117/56*z + 1
*
2/3 | 0.13377989294699204746255073882237896127 | 0.024931138822178888385014019585846670271
f(z) = 3/28*z^3 - 107/42*z + 1
*
-2 | 0.12158408012778305129173845907516287106 | 0.022430273053140672969151432014561417763
f(z) = 3/38*z^3 - 113/57*z + 1
*
4 | 0.13572434173320737821418808694764430350 | 0.029045434048909807108224770759857078638
f(z) = 4/21*z^3 - 107/42*z + 1
*
[ -4 ] 
f(z) = 5/22*z^3 - 105/44*z + 1
*
6/5 | 0.076421250221491336599506209814469665425 | 0.012574160696135355425735788181498764811
f(z) = 5/32*z^3 - 109/40*z + 1
*
3/4 | 0.075054508935517398612939193889914640836 | 0.016061899888562943219378091817477974069
f(z) = 8/21*z^3 - 107/42*z + 1
*
5/8 | 0.17998708015304523587212271780193518416 | 0.028565814807653676673145672590303827462
f(z) = 8/25*z^3 - 109/40*z + 1
*
-8/3 | 0.14153554592663334258294384569056024490 | 0.029939482723713833125691451561019648613
f(z) = 9/20*z^3 - 113/40*z + 1
*
[ 8/3 ] 
f(z) = 9/20*z^3 - 103/40*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.015365731517879528976326000199562247701
f(z) = 9/29*z^3 - 101/58*z + 1
*
-2 | 0.058316635505992382926960937652724815164 | 0.012582534092952013403098184702050647606
f(z) = 10/23*z^3 - 103/46*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.010159061070556528961151398670094833847
f(z) = 10/27*z^3 - 107/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.013292124969137519371461223645569822617
f(z) = 10/29*z^3 - 109/58*z + 1
*
-2 | 0.047139976519447870261308319243085161575 | 0.010048279876667089219273101315764174105
f(z) = 11/21*z^3 - 109/42*z + 1
*
-2 | 0.068330691199528759544823436469170763131 | 0.014509024951254813234799874878873357975
f(z) = 11/23*z^3 - 111/46*z + 1
*
-2 | 0.068725637927987132515817771768224370002 | 0.014537761775319465661591110492913114994
f(z) = 11/25*z^3 - 113/50*z + 1
*
-2 | 0.056029217263346812928863417969996291140 | 0.011808223120500971496297647921242297054
f(z) = 11/27*z^3 - 115/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.014891245837590739996284231243706195642
f(z) = 11/29*z^3 - 117/58*z + 1
*
-2 | 0.063431514287816582272400616923633289339 | 0.013272625070108497938386616906871337627
f(z) = 12/23*z^3 - 119/46*z + 1
*
[ 4/13 ] 
f(z) = 13/32*z^3 - 119/52*z + 1
*
[ 3/10 ] 
f(z) = 14/27*z^3 - 119/50*z + 1
*
15/7 | 0.18786849377741792788520545562290508314 | 0.027346001918236379908872463297156689384
f(z) = 14/27*z^3 - 107/42*z + 1
*
[ 2 ] 
f(z) = 16/23*z^3 - 105/46*z + 1
*
[ 2 ] 
f(z) = 16/25*z^3 - 103/50*z + 1
*
[ 2 ] 
f(z) = 16/27*z^3 - 101/54*z + 1
*
[ 2 ] 
f(z) = 17/21*z^3 - 115/42*z + 1
*
[ 2 ] 
f(z) = 17/23*z^3 - 113/46*z + 1
*
[ 2 ] 
f(z) = 17/25*z^3 - 111/50*z + 1
*
[ 2 ] 
f(z) = 17/27*z^3 - 109/54*z + 1
*
[ 2 ] 
f(z) = 17/29*z^3 - 107/58*z + 1
*
[ 2 ] 
f(z) = 18/25*z^3 - 119/50*z + 1
*
[ 2 ] 
f(z) = 18/29*z^3 - 115/58*z + 1
*
-2 | 0.20208915360122009913475117238862512886 | 0.029689175811743384466305768291631983400
f(z) = 19/24*z^3 - 113/57*z + 1
*
[ 2/5 ] 
f(z) = 1/24*z^3 - 113/75*z + 1
*
[ 3/8 ] 
f(z) = 1/27*z^3 - 107/64*z + 1
*
8/3 | 0.17123110034429733206484455181291368139 | 0.027927707553783750024505033038874939289
f(z) = 1/32*z^3 - 115/72*z + 1
*
-8 | 0.12981470054389584068885525841164407687 | 0.027162867988451534813190757003403111864
f(z) = 1/36*z^3 - 119/72*z + 1
*
2 | 0.13321812547454963189673012175641614571 | 0.028075875875700422273460336097278476182
f(z) = 2/33*z^3 - 115/66*z + 1
*
-11/2 | 0.13321640404435391911455242099806273888 | 0.028396189621532550236925385027773850585
f(z) = 2/33*z^3 - 109/66*z + 1
*
[ 13/2 ] 
f(z) = 2/39*z^3 - 103/78*z + 1
*
3 | 0.11039176882163764455159312086203038060 | 0.023919585289008532440669216959158399204
f(z) = 3/20*z^3 - 101/60*z + 1
*
-5/2 | 0.18453238339765792977590533810818073784 | 0.029645859299796228345880925356015491208
f(z) = 3/25*z^3 - 101/60*z + 1
*
[ 13/3 ] 
f(z) = 3/26*z^3 - 109/78*z + 1
*
3 | 0.12298652845480898678658639351730188305 | 0.026319502128515552272233474084852668006
f(z) = 4/35*z^3 - 107/70*z + 1
*
-12/5 | 0.093984700282107905957165184083649453331 | 0.017514931117657106922882349810443403880
f(z) = 5/24*z^3 - 107/60*z + 1
*
-3/10 | 0.15044853767327466461716061456206266605 | 0.022084691188334432222612435938581983721
f(z) = 5/27*z^3 - 101/60*z + 1
*
2 | 0.14285613231202010252239823713737827366 | 0.026354618562780007993763228946163297853
f(z) = 5/28*z^3 - 113/70*z + 1
*
[ 2/5 ] 
f(z) = 5/28*z^3 - 107/70*z + 1
*
[ 4 ] 
f(z) = 5/34*z^3 - 109/68*z + 1
*
[ 4 ] 
f(z) = 5/38*z^3 - 103/76*z + 1
*
[ 3 ] 
f(z) = 6/23*z^3 - 116/69*z + 1
*
[ 3 ] 
f(z) = 6/25*z^3 - 112/75*z + 1
*
5/2 | 0.089561511074037074103723434435705987574 | 0.019324001748859019168995340287439305443
f(z) = 6/35*z^3 - 103/70*z + 1
*
[ -3 ] 
f(z) = 7/20*z^3 - 109/60*z + 1
*
[ -3 ] 
f(z) = 7/22*z^3 - 101/66*z + 1
*
[ 2/5 ] 
f(z) = 7/24*z^3 - 116/75*z + 1
*
[ 3/8 ] 
f(z) = 7/27*z^3 - 109/64*z + 1
*
[ -3 ] 
f(z) = 8/25*z^3 - 116/75*z + 1
*
-13/4 | 0.13321808980012852820098046519991993535 | 0.028743447597140927899593528090320890808
f(z) = 8/33*z^3 - 103/66*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.014489079968797770191743148037175535100
f(z) = 8/37*z^3 - 101/74*z + 1
*
[ 13/4 ] 
f(z) = 8/39*z^3 - 115/78*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010248872814704207800459170275369639197
f(z) = 8/39*z^3 - 103/78*z + 1
*
0 | 0.13010386566090226292465607313757144929 | 0.027842634573171609164541810317300696483
f(z) = 9/20*z^3 - 107/60*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.015567194634540847564564714334454885717
f(z) = 9/31*z^3 - 103/62*z + 1
*
2 | 0.081748451063048486297980414200495520568 | 0.013450684951472510625862954894898622426
f(z) = 9/32*z^3 - 109/72*z + 1
*
2/3 | 0.13390088906614014023572456335406020596 | 0.028324498475907239579596742827015841447
f(z) = 9/35*z^3 - 113/70*z + 1
*
[ -10/3 ] 
f(z) = 9/35*z^3 - 109/70*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.015921223342764112467126335417091744794
f(z) = 9/35*z^3 - 107/70*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.016077729626355961574842812531318934504
f(z) = 9/37*z^3 - 109/74*z + 1
*
-21/10 | 0.22614872646830386752159538195002647285 | 0.028586770920886655089060465498731129678
f(z) = 10/27*z^3 - 101/70*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013503047025847085381142403543557466748
f(z) = 10/31*z^3 - 111/62*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.027874788415851211915917287214688566693
f(z) = 10/33*z^3 - 119/66*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.014041801767231312263568193759862785958
f(z) = 10/37*z^3 - 117/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.0099390012379951848056129624097400253814
f(z) = 10/39*z^3 - 119/78*z + 1
*
[ 2/5 ] 
f(z) = 11/24*z^3 - 118/75*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.015096853710123530009627686542061778657
f(z) = 11/31*z^3 - 119/62*z + 1
*
5/4 | 0.17882773899360748035080028657893277354 | 0.028220397180033300614490327300981679499
f(z) = 12/25*z^3 - 113/60*z + 1
*
[ 2/5 ] 
f(z) = 13/24*z^3 - 119/75*z + 1
*
[ 5/13 ] 
f(z) = 13/25*z^3 - 109/65*z + 1
*
[ 3/8 ] 
f(z) = 13/27*z^3 - 111/64*z + 1
*
[ -8/3 ] 
f(z) = 13/32*z^3 - 109/72*z + 1
*
-10/7 | 0.18283101720210419988594716950459034973 | 0.029372528072387090397072508906251900680
f(z) = 14/25*z^3 - 101/70*z + 1
*
2/3 | 0.13321708075750592721763849157465442426 | 0.027874793557756066259752451973673273681
f(z) = 15/22*z^3 - 119/66*z + 1
*
[ 2/5 ] 
f(z) = 15/28*z^3 - 111/70*z + 1
*
[ 15/8 ] 
f(z) = 16/25*z^3 - 107/60*z + 1
*
3/2 | 0.12298652845480898678658639351730188305 | 0.026319502128515552272233474084852668006
f(z) = 16/35*z^3 - 107/70*z + 1
*
[ 2 ] 
f(z) = 17/31*z^3 - 105/62*z + 1
*
[ 2 ] 
f(z) = 17/33*z^3 - 103/66*z + 1
*
[ 2 ] 
f(z) = 17/35*z^3 - 101/70*z + 1
*
[ 2 ] 
f(z) = 18/31*z^3 - 113/62*z + 1
*
[ 2 ] 
f(z) = 18/37*z^3 - 107/74*z + 1
*
[ 3/8 ] 
f(z) = 19/27*z^3 - 113/64*z + 1
*
[ 2 ] 
f(z) = 19/33*z^3 - 119/66*z + 1
*
[ 2 ] 
f(z) = 19/35*z^3 - 117/70*z + 1
*
[ 2 ] 
f(z) = 19/37*z^3 - 115/74*z + 1
*
[ 2 ] 
f(z) = 19/39*z^3 - 113/78*z + 1
*
-10/3 | 0.10717345772366789672211202108295953244 | 0.019771749050242471955743508323882301660
f(z) = 1/20*z^3 - 113/90*z + 1
*
-3/2 | 0.052721664926133046103537534245728106915 | 0.011282601352164474100666407213576866611
f(z) = 3/20*z^3 - 107/80*z + 1
*
3 | 0.11381206807471973843722945349655876287 | 0.024259993275246244850321828243223653943
f(z) = 3/28*z^3 - 109/84*z + 1
*
3 | 0.13586920210569661992870989500085397810 | 0.028740862251217853811192574608257855949
f(z) = 3/32*z^3 - 113/96*z + 1
*
[ 1/2 ] 
f(z) = 5/24*z^3 - 101/96*z + 1
*
[ -18/5 ] 
f(z) = 5/27*z^3 - 101/90*z + 1
*
[ 3 ] 
f(z) = 6/29*z^3 - 104/87*z + 1
*
-12/7 | 0.10021670124336607217017218517929128171 | 0.018676322995632690471675453225840914113
f(z) = 7/24*z^3 - 107/84*z + 1
*
[ 1/2 ] 
f(z) = 7/24*z^3 - 103/96*z + 1
*
[ 3/7 ] 
f(z) = 7/36*z^3 - 115/84*z + 1
*
[ -5/2 ] 
f(z) = 9/20*z^3 - 113/80*z + 1
*
[ 1/2 ] 
f(z) = 9/23*z^3 - 101/92*z + 1
*
[ 5/12 ] 
f(z) = 9/25*z^3 - 117/80*z + 1
*
[ -3 ] 
f(z) = 9/31*z^3 - 119/93*z + 1
*
[ -3 ] 
f(z) = 9/32*z^3 - 115/96*z + 1
*
[ 1/2 ] 
f(z) = 11/23*z^3 - 103/92*z + 1
*
[ 1/2 ] 
f(z) = 11/24*z^3 - 107/96*z + 1
*
[ 1/2 ] 
f(z) = 13/22*z^3 - 101/88*z + 1
*
[ 1/2 ] 
f(z) = 13/23*z^3 - 105/92*z + 1
*
[ 1/2 ] 
f(z) = 13/24*z^3 - 109/96*z + 1
*
[ 1/2 ] 
f(z) = 15/22*z^3 - 103/88*z + 1
*
[ 1/2 ] 
f(z) = 15/23*z^3 - 107/92*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.023424839479832948989982744784312186470
f(z) = 15/28*z^3 - 101/84*z + 1
*
9/8 | 0.10810742367066928901212440196731079857 | 0.023044000654946292348002152415431775370
f(z) = 16/21*z^3 - 109/84*z + 1
*
[ 1/2 ] 
f(z) = 17/21*z^3 - 101/84*z + 1
*
[ 1/2 ] 
f(z) = 17/22*z^3 - 105/88*z + 1
*
[ 1/2 ] 
f(z) = 17/23*z^3 - 109/92*z + 1
*
[ 1/2 ] 
f(z) = 17/24*z^3 - 113/96*z + 1
*
[ 4/3 ] 
f(z) = 18/23*z^3 - 105/92*z + 1
*
[ 1/2 ] 
f(z) = 19/21*z^3 - 103/84*z + 1
*
[ 1/2 ] 
f(z) = 19/22*z^3 - 107/88*z + 1
*
[ 1/2 ] 
f(z) = 19/23*z^3 - 111/92*z + 1
*
[ 1/2 ] 
f(z) = 19/24*z^3 - 115/96*z + 1
*
[ 1/2 ] 
f(z) = 1/25*z^3 - 101/100*z + 1
*
[ 1/2 ] 
f(z) = 1/26*z^3 - 105/104*z + 1
*
[ 1/2 ] 
f(z) = 1/27*z^3 - 109/108*z + 1
*
[ 1/2 ] 
f(z) = 1/28*z^3 - 113/112*z + 1
*
[ 1/2 ] 
f(z) = 1/29*z^3 - 117/116*z + 1
*
[ -9 ] 
f(z) = 1/39*z^3 - 113/117*z + 1
*
[ -5 ] 
f(z) = 2/23*z^3 - 112/115*z + 1
*
[ 4 ] 
f(z) = 3/25*z^3 - 117/100*z + 1
*
[ 1/2 ] 
f(z) = 3/25*z^3 - 103/100*z + 1
*
[ 1/2 ] 
f(z) = 3/26*z^3 - 107/104*z + 1
*
[ 1/2 ] 
f(z) = 3/28*z^3 - 115/112*z + 1
*
[ 1/2 ] 
f(z) = 3/29*z^3 - 119/116*z + 1
*
[ 4 ] 
f(z) = 3/29*z^3 - 105/116*z + 1
*
[ -4 ] 
f(z) = 4/29*z^3 - 111/116*z + 1
*
[ 14/5 ] 
f(z) = 5/24*z^3 - 104/105*z + 1
*
[ 1/2 ] 
f(z) = 5/26*z^3 - 109/104*z + 1
*
[ 1/2 ] 
f(z) = 5/27*z^3 - 113/108*z + 1
*
[ 1/2 ] 
f(z) = 5/28*z^3 - 117/112*z + 1
*
[ -7/2 ] 
f(z) = 5/28*z^3 - 101/112*z + 1
*
[ 1/2 ] 
f(z) = 7/25*z^3 - 107/100*z + 1
*
[ 1/2 ] 
f(z) = 7/26*z^3 - 111/104*z + 1
*
[ 1/2 ] 
f(z) = 7/27*z^3 - 115/108*z + 1
*
[ 3 ] 
f(z) = 7/37*z^3 - 115/111*z + 1
*
[ 3 ] 
f(z) = 7/38*z^3 - 113/114*z + 1
*
[ -5/2 ] 
f(z) = 8/21*z^3 - 103/105*z + 1
*
[ 1/2 ] 
f(z) = 9/25*z^3 - 109/100*z + 1
*
[ -3 ] 
f(z) = 9/34*z^3 - 107/102*z + 1
*
[ -3 ] 
f(z) = 9/35*z^3 - 103/105*z + 1
*
[ 1/2 ] 
f(z) = 11/25*z^3 - 111/100*z + 1
*
[ 1/2 ] 
f(z) = 11/26*z^3 - 115/104*z + 1
*
[ 1/2 ] 
f(z) = 11/27*z^3 - 119/108*z + 1
*
-7/3 | 0.11141875365125125929511387910847950643 | 0.023891971440546008833907618964762879541
f(z) = 12/35*z^3 - 106/105*z + 1
*
[ 1/2 ] 
f(z) = 13/25*z^3 - 113/100*z + 1
*
[ -15/7 ] 
f(z) = 14/25*z^3 - 116/105*z + 1
*
[ 1/2 ] 
f(z) = 15/26*z^3 - 119/104*z + 1
*
[ 5/4 ] 
f(z) = 16/21*z^3 - 104/105*z + 1
*
[ 5/4 ] 
f(z) = 16/23*z^3 - 102/115*z + 1
*
[ 4/3 ] 
f(z) = 17/24*z^3 - 109/108*z + 1
*
[ 1/2 ] 
f(z) = 17/25*z^3 - 117/100*z + 1
*
[ 4/3 ] 
f(z) = 18/25*z^3 - 103/100*z + 1
*
[ 1/2 ] 
f(z) = 19/25*z^3 - 119/100*z + 1
*
[ 6 ] 
f(z) = 1/23*z^3 - 101/138*z + 1
*
-5 | 0.062937712310084152681276964585739621303 | 0.013146281119956688207726762696202125120
f(z) = 1/24*z^3 - 101/120*z + 1
*
[ -8 ] 
f(z) = 1/34*z^3 - 103/136*z + 1
*
[ 5/9 ] 
f(z) = 3/25*z^3 - 113/135*z + 1
*
[ -4 ] 
f(z) = 4/31*z^3 - 101/124*z + 1
*
-8/5 | 0.090220367921793116326971049885690969762 | 0.018845017969548582359175511346741911500
f(z) = 5/24*z^3 - 109/120*z + 1
*
[ 5/9 ] 
f(z) = 6/25*z^3 - 118/135*z + 1
*
5/4 | 0.17909055115315638414227962722535226804 | 0.027996329615274638994737140557590112808
f(z) = 6/25*z^3 - 101/120*z + 1
*
[ -17/6 ] 
f(z) = 9/34*z^3 - 105/136*z + 1
*
[ -5/2 ] 
f(z) = 11/30*z^3 - 107/120*z + 1
*
[ 2/3 ] 
f(z) = 12/23*z^3 - 101/138*z + 1
*
[ 2/3 ] 
f(z) = 15/23*z^3 - 109/138*z + 1
*
-6/5 | 0.14000149009299680059104869296955461705 | 0.022676763939799194712645591482266826910
f(z) = 15/32*z^3 - 101/120*z + 1
*
[ 3/2 ] 
f(z) = 17/30*z^3 - 113/120*z + 1
*
[ 3/2 ] 
f(z) = 17/33*z^3 - 109/132*z + 1
*
[ 2/3 ] 
f(z) = 19/28*z^3 - 101/126*z + 1
*
0 | 0.082483284832133139119606943661202548250 | 0.016691471737159810556844643020977451608
f(z) = 5/28*z^3 - 109/140*z + 1
*
[ 9/4 ] 
f(z) = 7/27*z^3 - 109/144*z + 1
*
-15/14 | 0.19084056365357968677116267355600795661 | 0.023167349739788921192272131689169318549
f(z) = 7/27*z^3 - 107/140*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 7/39*z^3 - 115/156*z + 1
*
[ 2/3 ] 
f(z) = 12/25*z^3 - 107/150*z + 1
*
-9/4 | 0.065841083195178062426755028751381690799 | 0.013323724698075667380946383300757075039
f(z) = 12/35*z^3 - 103/140*z + 1
*
[ 7/5 ] 
f(z) = 15/28*z^3 - 107/140*z + 1
*
0 | 0.13981216353322419003115432284076634475 | 0.028292650818591616071058347372076700609
f(z) = 15/28*z^3 - 103/140*z + 1
*
[ 6/5 ] 
f(z) = 16/27*z^3 - 103/150*z + 1
*
[ 13/8 ] 
f(z) = 16/39*z^3 - 109/156*z + 1
*
[ 18/17 ] 
f(z) = 17/24*z^3 - 113/153*z + 1
*
[ 6/7 ] 
f(z) = 17/24*z^3 - 101/147*z + 1
*
[ 3/2 ] 
f(z) = 17/39*z^3 - 101/156*z + 1
*
[ 6/7 ] 
f(z) = 19/24*z^3 - 110/147*z + 1
*
[ 3/2 ] 
f(z) = 19/39*z^3 - 119/156*z + 1
*
[ 5/8 ] 
f(z) = 2/25*z^3 - 101/160*z + 1
*
[ 5 ] 
f(z) = 2/33*z^3 - 118/165*z + 1
*
[ -7/2 ] 
f(z) = 4/25*z^3 - 118/175*z + 1
*
[ 3/5 ] 
f(z) = 5/33*z^3 - 119/165*z + 1
*
[ 5/8 ] 
f(z) = 6/25*z^3 - 111/160*z + 1
*
[ 2/3 ] 
f(z) = 6/29*z^3 - 103/174*z + 1
*
[ -7/3 ] 
f(z) = 9/23*z^3 - 113/161*z + 1
*
[ 3/4 ] 
f(z) = 10/21*z^3 - 101/168*z + 1
*
[ 2/3 ] 
f(z) = 11/36*z^3 - 103/162*z + 1
*
[ 2/3 ] 
f(z) = 12/29*z^3 - 119/174*z + 1
*
[ 2/3 ] 
f(z) = 13/36*z^3 - 107/162*z + 1
*
[ 21/20 ] 
f(z) = 16/27*z^3 - 106/175*z + 1
*
[ 2/3 ] 
f(z) = 17/36*z^3 - 115/162*z + 1
*
[ 2/3 ] 
f(z) = 19/36*z^3 - 119/162*z + 1
*
[ -20/3 ] 
f(z) = 1/25*z^3 - 113/180*z + 1
*
[ 5 ] 
f(z) = 2/37*z^3 - 102/185*z + 1
*
[ 2/3 ] 
f(z) = 3/31*z^3 - 101/186*z + 1
*
[ 2/3 ] 
f(z) = 5/22*z^3 - 119/198*z + 1
*
[ 2/3 ] 
f(z) = 6/31*z^3 - 109/186*z + 1
*
[ 5/3 ] 
f(z) = 7/20*z^3 - 103/180*z + 1
*
[ -5/2 ] 
f(z) = 12/37*z^3 - 116/185*z + 1
*
[ 15/13 ] 
f(z) = 13/25*z^3 - 109/195*z + 1
*
[ 5/6 ] 
f(z) = 13/25*z^3 - 101/180*z + 1
*
[ 3/4 ] 
f(z) = 13/36*z^3 - 103/192*z + 1
*
[ 3/4 ] 
f(z) = 17/36*z^3 - 115/192*z + 1
*
[ -7 ] 
f(z) = 1/29*z^3 - 111/203*z + 1
*
[ -7 ] 
f(z) = 1/30*z^3 - 103/210*z + 1
*
[ 10/3 ] 
f(z) = 3/28*z^3 - 103/210*z + 1
*
[ 2/3 ] 
f(z) = 3/35*z^3 - 113/210*z + 1
*
[ 15/7 ] 
f(z) = 7/30*z^3 - 113/210*z + 1
*
[ 8/5 ] 
f(z) = 11/32*z^3 - 101/200*z + 1
*
-1/3 | 0.11883358384133835884821705479143160988 | 0.022223900147636156951067646908029262454
f(z) = 12/35*z^3 - 113/210*z + 1
*
0 | 0.13414619281746373425715433920122164288 | 0.025087618314544004288551207391542640900
f(z) = 12/35*z^3 - 107/210*z + 1
*
[ 14/15 ] 
f(z) = 15/28*z^3 - 113/210*z + 1
*
[ 8/9 ] 
f(z) = 15/32*z^3 - 107/216*z + 1
*
[ 4/3 ] 
f(z) = 15/34*z^3 - 109/204*z + 1
*
[ 2/3 ] 
f(z) = 3/37*z^3 - 119/222*z + 1
*
[ 9/5 ] 
f(z) = 8/27*z^3 - 116/225*z + 1
*
[ 3/4 ] 
f(z) = 8/37*z^3 - 101/222*z + 1
*
[ 9/4 ] 
f(z) = 8/39*z^3 - 113/234*z + 1
*
[ 3/2 ] 
f(z) = 14/37*z^3 - 115/222*z + 1
*
[ 4/3 ] 
f(z) = 15/38*z^3 - 103/228*z + 1
*
[ 5/7 ] 
f(z) = 1/25*z^3 - 103/245*z + 1
*
[ -15/2 ] 
f(z) = 1/36*z^3 - 103/240*z + 1
*
[ 5/7 ] 
f(z) = 2/25*z^3 - 108/245*z + 1
*
[ 5/7 ] 
f(z) = 3/25*z^3 - 113/245*z + 1
*
[ -15/4 ] 
f(z) = 3/25*z^3 - 101/240*z + 1
*
[ 9/4 ] 
f(z) = 4/21*z^3 - 103/252*z + 1
*
[ 5/7 ] 
f(z) = 4/25*z^3 - 118/245*z + 1
*
[ 7/3 ] 
f(z) = 5/28*z^3 - 101/252*z + 1
*
[ 3/2 ] 
f(z) = 7/20*z^3 - 109/240*z + 1
*
0 | 0.13713398709723738535077594597664004783 | 0.024800749756781120629420249725668081700
f(z) = 9/28*z^3 - 109/252*z + 1
*
[ 4/3 ] 
f(z) = 11/28*z^3 - 113/252*z + 1
*
[ 16/15 ] 
f(z) = 15/32*z^3 - 113/240*z + 1
*
[ 7 ] 
f(z) = 1/38*z^3 - 115/266*z + 1
*
[ 7 ] 
f(z) = 1/39*z^3 - 109/273*z + 1
*
[ 3/4 ] 
f(z) = 4/23*z^3 - 119/276*z + 1
*
[ 3/2 ] 
f(z) = 7/22*z^3 - 101/264*z + 1
*
[ -11/3 ] 
f(z) = 4/33*z^3 - 106/297*z + 1
*
[ 6/7 ] 
f(z) = 8/27*z^3 - 113/294*z + 1
*
[ 11/6 ] 
f(z) = 8/33*z^3 - 107/297*z + 1
*
[ -8/3 ] 
f(z) = 9/37*z^3 - 105/296*z + 1
*
[ 9/8 ] 
f(z) = 10/27*z^3 - 103/288*z + 1
*
[ 21/20 ] 
f(z) = 10/27*z^3 - 101/280*z + 1
*
[ 6/7 ] 
f(z) = 11/36*z^3 - 115/294*z + 1
*
-12 | 0.12659039669022052400855204094714167881 | 0.024763438789613807951640305528407657916
f(z) = 1/24*z^3 - 83/12*z + 1
*
-3/2 | 0.19151946592669031834582132554707219869 | 0.028645445581794290044714790574061251408
f(z) = 1/27*z^3 - 89/12*z + 1
*
[ 14 ] 
f(z) = 1/28*z^3 - 85/14*z + 1
*
[ -14 ] 
f(z) = 1/28*z^3 - 83/14*z + 1
*
[ -21/2 ] 
f(z) = 2/27*z^3 - 99/14*z + 1
*
20/3 | 0.17403902787948663319498446580901450634 | 0.028701384018375231480946909798427640951
f(z) = 3/25*z^3 - 86/15*z + 1
*
4/3 | 0.071469550981737866649384798392950411197 | 0.010774328369819268608455817096627227091
f(z) = 3/32*z^3 - 95/12*z + 1
*
[ 9 ] 
f(z) = 4/27*z^3 - 100/9*z + 1
*
6 | 0.22210142775154125943996814671411470840 | 0.028146324424424988845424911179243539571
f(z) = 4/27*z^3 - 99/16*z + 1
*
[ -9 ] 
f(z) = 4/27*z^3 - 98/9*z + 1
*
[ -12 ] 
f(z) = 4/27*z^3 - 81/4*z + 1
*
6/5 | 0.16796519522454064613111555561805510129 | 0.025444529610927090712481079608529728874
f(z) = 5/24*z^3 - 92/15*z + 1
*
22/5 | 0.16933544257570510014374658405144161219 | 0.026058493411116112458859239128746509800
f(z) = 5/24*z^3 - 83/15*z + 1
*
0 | 0.15262075607072960401176528263799320068 | 0.028805514187264547060023239186790154727
f(z) = 5/26*z^3 - 100/13*z + 1
*
8 | 0.10811321007828138931358577519159163402 | 0.018402465498108422500924261939182991199
f(z) = 5/32*z^3 - 89/8*z + 1
*
-14/3 | 0.13800917408506805573689863694722018765 | 0.026409465039568096251821289022811827362
f(z) = 9/28*z^3 - 93/14*z + 1
*
[ 14/3 ] 
f(z) = 9/28*z^3 - 87/14*z + 1
*
[ -14/3 ] 
f(z) = 9/28*z^3 - 81/14*z + 1
*
3/5 | 0.21822676996620706110308108844548846754 | 0.028287218838027379948636027196789069547
f(z) = 10/27*z^3 - 83/10*z + 1
*
-4 | 0.14488538531901732828589426080934454133 | 0.027503661059996959728433244572941523619
f(z) = 11/24*z^3 - 97/12*z + 1
*
[ 6 ] 
f(z) = 11/27*z^3 - 83/6*z + 1
*
5/6 | 0.10742677875430504806577368703843180313 | 0.017820473688099251113403586485975932608
f(z) = 12/25*z^3 - 83/15*z + 1
*
[ 4 ] 
f(z) = 13/24*z^3 - 95/12*z + 1
*
[ -4 ] 
f(z) = 13/24*z^3 - 89/12*z + 1
*
[ -6 ] 
f(z) = 13/27*z^3 - 97/6*z + 1
*
-24/7 | 0.099261994546314982841950118154365521459 | 0.012866642174401856780672360694214279476
f(z) = 14/27*z^3 - 83/14*z + 1
*
[ -9/2 ] 
f(z) = 16/27*z^3 - 97/9*z + 1
*
[ 5 ] 
f(z) = 17/25*z^3 - 81/5*z + 1
*
3 | 0.20626871123187912433587580894328046773 | 0.026535970983099733733937899649889210835
f(z) = 17/27*z^3 - 88/17*z + 1
*
[ 6 ] 
f(z) = 17/36*z^3 - 97/6*z + 1
*
[ -6 ] 
f(z) = 17/36*z^3 - 95/6*z + 1
*
[ 5 ] 
f(z) = 18/25*z^3 - 86/5*z + 1
*
[ -5 ] 
f(z) = 18/25*z^3 - 84/5*z + 1
*
[ 6 ] 
f(z) = 19/24*z^3 - 83/3*z + 1
*
[ -6 ] 
f(z) = 19/24*z^3 - 82/3*z + 1
*
[ 5 ] 
f(z) = 19/25*z^3 - 91/5*z + 1
*
[ -5 ] 
f(z) = 19/25*z^3 - 89/5*z + 1
*
-3 | 0.16505722540028338616518011048155530371 | 0.020944210537572015841779150744595329395
f(z) = 19/27*z^3 - 98/19*z + 1
*
-11 | 0.12179679380219284797152851550091965048 | 0.026447837730900268087792630314359612785
f(z) = 1/21*z^3 - 100/21*z + 1
*
8 | 0.097673316851167903208189550393514382414 | 0.021652928163703395641861526983385649121
f(z) = 1/24*z^3 - 91/24*z + 1
*
-8 | 0.11864043799799468327374173475820956204 | 0.026704873092316576957957391387800205130
f(z) = 1/24*z^3 - 85/24*z + 1
*
5/2 | 0.11555468790236087070386437196823028742 | 0.018813738873886018352142467943090951343
f(z) = 1/25*z^3 - 93/20*z + 1
*
[ 21/2 ] 
f(z) = 1/27*z^3 - 89/28*z + 1
*
-10 | 0.089416257275065005867302717330813686599 | 0.019545771895805654555591984500649798948
f(z) = 1/30*z^3 - 97/30*z + 1
*
[ -11 ] 
f(z) = 1/33*z^3 - 85/33*z + 1
*
-11 | 0.12544874368495282081471698256474616533 | 0.028163215695028111219142854748943763848
f(z) = 1/35*z^3 - 86/35*z + 1
*
9 | 0.081449687777732392226541775952701396697 | 0.018333576748510628057834271205463616650
f(z) = 1/36*z^3 - 85/36*z + 1
*
-7 | 0.12352619783426027190271397836547008624 | 0.027125502242298165839221101489212231567
f(z) = 2/21*z^3 - 95/21*z + 1
*
2 | 0.11375976531608086633914976199626013545 | 0.025158134525237247427377172052655763306
f(z) = 2/21*z^3 - 92/21*z + 1
*
[ -15/2 ] 
f(z) = 2/27*z^3 - 91/30*z + 1
*
4 | 0.13321879277205495906358545275510094120 | 0.029055558930743437900462717158109701878
f(z) = 2/33*z^3 - 98/33*z + 1
*
5 | 0.10142568801108646993787128992539154472 | 0.022430435718707967894633928109612452333
f(z) = 2/35*z^3 - 92/35*z + 1
*
10/3 | 0.15221117242442426689215263493011625741 | 0.029374282222931614989872873003388403553
f(z) = 3/20*z^3 - 89/30*z + 1
*
3/2 | 0.11051709308765672892500228247634513848 | 0.023998481841978666456378720543101749292
f(z) = 4/21*z^3 - 100/21*z + 1
*
5 | 0.11598945668753334897562485594229355276 | 0.019020669693503636595406583652825029826
f(z) = 4/25*z^3 - 89/20*z + 1
*
-5 | 0.094987868124041391534564735661467582014 | 0.015821061765876787971446035381481792789
f(z) = 4/25*z^3 - 81/20*z + 1
*
[ -21/4 ] 
f(z) = 4/27*z^3 - 81/28*z + 1
*
1/2 | 0.13321640404435391911455242099806273888 | 0.028927574587728473354172221423417340047
f(z) = 4/33*z^3 - 100/33*z + 1
*
[ 11/2 ] 
f(z) = 4/33*z^3 - 94/33*z + 1
*
[ -11/2 ] 
f(z) = 4/33*z^3 - 82/33*z + 1
*
7/2 | 0.11234243961148548331129178489465896844 | 0.024448206635610385868070838294665581155
f(z) = 4/35*z^3 - 99/35*z + 1
*
0 | 0.047500095791634532982430964639129356433 | 0.010779015663664798143463526361025823574
f(z) = 4/39*z^3 - 82/39*z + 1
*
[ -9/2 ] 
f(z) = 5/27*z^3 - 91/36*z + 1
*
28/5 | 0.19765103981629140314729281367276170655 | 0.029892591224863854732826972897301368237
f(z) = 5/32*z^3 - 93/20*z + 1
*
0 | 0.054527299901695209364414021663712509338 | 0.012408221823142168502743202517515763865
f(z) = 5/38*z^3 - 81/38*z + 1
*
0 | 0.047500095791634532982430964639129356433 | 0.010749447651002711378209689769446483978
f(z) = 5/39*z^3 - 83/39*z + 1
*
-5/6 | 0.062273499950512437499247118864624367886 | 0.010211994322966955519397166686176289730
f(z) = 6/25*z^3 - 89/30*z + 1
*
5/3 | 0.10105884278408960265518540169815420197 | 0.016764129667356866993630033972933717227
f(z) = 6/25*z^3 - 83/30*z + 1
*
[ 4 ] 
f(z) = 7/20*z^3 - 97/20*z + 1
*
2/7 | 0.10930927512427516645858499006328598692 | 0.016478822209989762394326795784366880929
f(z) = 7/24*z^3 - 95/21*z + 1
*
20/7 | 0.11129053902843420128018980747241040673 | 0.016673835551938906198448705443715530155
f(z) = 7/32*z^3 - 99/28*z + 1
*
[ 4 ] 
f(z) = 7/36*z^3 - 85/36*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015216662630640152058003581791806720713
f(z) = 7/37*z^3 - 81/37*z + 1
*
0 | 0.054527391827549565940168774644264967641 | 0.012339750777917060563093354680987692837
f(z) = 7/38*z^3 - 83/38*z + 1
*
0 | 0.047500095791634532982430964639129356433 | 0.010691835358951738113514154332330968671
f(z) = 7/39*z^3 - 85/39*z + 1
*
[ 7/2 ] 
f(z) = 8/21*z^3 - 83/21*z + 1
*
[ -15/4 ] 
f(z) = 8/25*z^3 - 97/30*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015174293273996370453549152833988035534
f(z) = 8/37*z^3 - 82/37*z + 1
*
0 | 0.047500095791634532982430964639129356433 | 0.010663761182606087269255287602491635434
f(z) = 8/39*z^3 - 86/39*z + 1
*
0 | 0.097088748835598977345952032048707647497 | 0.021629898445391949947753052236252431812
f(z) = 9/20*z^3 - 89/20*z + 1
*
1/3 | 0.089597243087450364577483261230272909995 | 0.020388731313954393124596265930595588643
f(z) = 9/20*z^3 - 81/20*z + 1
*
0 | 0.13321748804789448882753470594022430316 | 0.029120416278511348504264774376397715192
f(z) = 9/22*z^3 - 97/22*z + 1
*
1/3 | 0.13328923568528147435226782593208757639 | 0.029694817023735770523413678293167945417
f(z) = 9/22*z^3 - 89/22*z + 1
*
1/3 | 0.11766257749687931722053592696108040622 | 0.026484765673421879956809950577459933634
f(z) = 9/28*z^3 - 85/28*z + 1
*
1/3 | 0.12464741411507505327328260115685478491 | 0.027247057726880369590935135725906383851
f(z) = 9/32*z^3 - 97/32*z + 1
*
7/3 | 0.087241545992781977206634259026516103015 | 0.018985695441703592093662754402562617879
f(z) = 9/35*z^3 - 99/35*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015132668536667507860706856078326734966
f(z) = 9/37*z^3 - 83/37*z + 1
*
0 | 0.054547613695749002122835877790520264910 | 0.012278166920273071924065388172375076513
f(z) = 9/38*z^3 - 85/38*z + 1
*
3 | 0.10994179557106688259935886043605168526 | 0.024032511799692830559202175439620289262
f(z) = 10/21*z^3 - 97/21*z + 1
*
0 | 0.11771993686890936864920131514838649779 | 0.025910697524691977902851702448814197493
f(z) = 10/21*z^3 - 94/21*z + 1
*
0 | 0.067190570523741190200084765771974193685 | 0.015164375683797537529756913690918784541
f(z) = 10/37*z^3 - 84/37*z + 1
*
0 | 0.047501634022881895810522289774713601273 | 0.010609350154153588298654256703785180774
f(z) = 10/39*z^3 - 88/39*z + 1
*
0 | 0.092517016262320556301719424681989539849 | 0.020509842110724351068412599365319170762
f(z) = 11/20*z^3 - 91/20*z + 1
*
0 | 0.11247986439273938395118060656160568174 | 0.024699803501540495057196693132789183318
f(z) = 11/21*z^3 - 95/21*z + 1
*
-3 | 0.11019688483620623849282679753195731107 | 0.024370198420051233725846440850257328564
f(z) = 11/21*z^3 - 92/21*z + 1
*
[ 3 ] 
f(z) = 11/21*z^3 - 85/21*z + 1
*
-3 | 0.080676656495364021997070574110097457495 | 0.017884985417703711242077676545609331840
f(z) = 11/24*z^3 - 91/24*z + 1
*
[ 3/11 ] 
f(z) = 11/27*z^3 - 89/33*z + 1
*
-3 | 0.19425328089139381641727251078967895384 | 0.029204116648379386299119519874460220674
f(z) = 11/27*z^3 - 86/33*z + 1
*
0 | 0.065840982308899260557379359861905663984 | 0.014982761204300936396308256545534563524
f(z) = 11/35*z^3 - 81/35*z + 1
*
0 | 0.066869520359891912102848151291503129945 | 0.015051714955613839563191323317124381875
f(z) = 11/37*z^3 - 85/37*z + 1
*
0 | 0.054829497424114938256632313192285531001 | 0.012277345607511754838703925956217633807
f(z) = 11/38*z^3 - 87/38*z + 1
*
0 | 0.047867989957851465123862734687202981357 | 0.010664261039418525187885157500905731261
f(z) = 11/39*z^3 - 89/39*z + 1
*
5/2 | 0.13062420415020303515145398444544675726 | 0.029101088480018277224991436714784660662
f(z) = 12/35*z^3 - 89/35*z + 1
*
0 | 0.069836950463496772337339417922842429525 | 0.015847832944395636725930546185455936437
f(z) = 12/35*z^3 - 82/35*z + 1
*
0 | 0.067030544247277510408771219762782989657 | 0.015048342616584030090025541791157858375
f(z) = 12/37*z^3 - 86/37*z + 1
*
0 | 0.092878078901340875672559590996430851504 | 0.020491128554737383799788625936049084430
f(z) = 13/20*z^3 - 93/20*z + 1
*
0 | 0.12537863585370148653346826083078354606 | 0.027406897712851604112269384362975146642
f(z) = 13/21*z^3 - 97/21*z + 1
*
[ -3 ] 
f(z) = 13/21*z^3 - 89/21*z + 1
*
2 | 0.18100536322341566919281775350130528738 | 0.027854340433340411192546015011395862181
f(z) = 13/24*z^3 - 83/39*z + 1
*
24/13 | 0.22715685338532209456787925394865918179 | 0.028786985096589273365285608189232846833
f(z) = 13/27*z^3 - 99/26*z + 1
*
[ 3 ] 
f(z) = 13/30*z^3 - 97/30*z + 1
*
[ 3 ] 
f(z) = 13/33*z^3 - 95/33*z + 1
*
0 | 0.062562063789139037409032430986804589850 | 0.014236611139901196405573618436242112611
f(z) = 13/34*z^3 - 81/34*z + 1
*
0 | 0.074616195896402100218321671640782714595 | 0.016885921561585489016122135006077119145
f(z) = 13/35*z^3 - 83/35*z + 1
*
0 | 0.072623517291819916007868937944506309104 | 0.016261758048371749764230511264128616885
f(z) = 13/37*z^3 - 87/37*z + 1
*
0 | 0.058340149140057646132592135482766176971 | 0.012997299031273300660026666683397166183
f(z) = 13/38*z^3 - 89/38*z + 1
*
[ -3 ] 
f(z) = 14/33*z^3 - 82/33*z + 1
*
0 | 0.076502113060140843380732084295855165136 | 0.017086521794107303464854298228858838229
f(z) = 14/37*z^3 - 88/37*z + 1
*
[ 3 ] 
f(z) = 14/39*z^3 - 100/39*z + 1
*
0 | 0.054528214164205337642262908356859922036 | 0.012058992417507263944805896943455973482
f(z) = 14/39*z^3 - 92/39*z + 1
*
-8/3 | 0.10892688685374309723983690518845521175 | 0.018337331066651932809832135724773593887
f(z) = 15/32*z^3 - 95/24*z + 1
*
0 | 0.067919070244198613055317727966553403074 | 0.015370337215685551960481666191279532552
f(z) = 15/34*z^3 - 83/34*z + 1
*
0 | 0.079331755514585608580654526660862467422 | 0.017673910065323412461746916518902101401
f(z) = 15/37*z^3 - 89/37*z + 1
*
0 | 0.065950931599218396060921001130772130565 | 0.014620480088980585582700119249048237291
f(z) = 15/38*z^3 - 91/38*z + 1
*
1/4 | 0.10858955578444305510079905299675481425 | 0.024442511805490790782137041727076111850
f(z) = 16/21*z^3 - 85/21*z + 1
*
[ 21/8 ] 
f(z) = 16/27*z^3 - 97/28*z + 1
*
[ 1/4 ] 
f(z) = 16/27*z^3 - 82/27*z + 1
*
[ 1/4 ] 
f(z) = 16/29*z^3 - 88/29*z + 1
*
[ 1/4 ] 
f(z) = 16/31*z^3 - 94/31*z + 1
*
0 | 0.062826036983124866918493530863169433875 | 0.014256873074482351705594554488453168901
f(z) = 16/33*z^3 - 82/33*z + 1
*
0 | 0.081647049888574859680514099036795756651 | 0.018144556296884962821752664336322020511
f(z) = 16/37*z^3 - 90/37*z + 1
*
0 | 0.060409025858700337705819856644703464777 | 0.013296303399560104524684489882637468558
f(z) = 16/39*z^3 - 94/39*z + 1
*
[ -3 ] 
f(z) = 16/39*z^3 - 92/39*z + 1
*
0 | 0.10811306502396379289477641850913523309 | 0.024085948630856782677921960011516869695
f(z) = 17/24*z^3 - 89/24*z + 1
*
-2 | 0.051195484662081792547882887907697242894 | 0.011650034591399861641968661901251569774
f(z) = 17/26*z^3 - 81/26*z + 1
*
0 | 0.059561651508269258952518412144562459110 | 0.013553837901376053314834277284752410567
f(z) = 17/32*z^3 - 81/32*z + 1
*
0 | 0.064594346522682624834396758815472048085 | 0.014617939920419945631295548661528659615
f(z) = 17/33*z^3 - 83/33*z + 1
*
0 | 0.084312687903965116264124669508205415632 | 0.018879181045347048882510022877654639722
f(z) = 17/35*z^3 - 87/35*z + 1
*
0 | 0.044747067810932918415999129925398772025 | 0.0099689669924416727760905516470095896864
f(z) = 17/36*z^3 - 89/36*z + 1
*
0 | 0.083634859648264024804519087519942370102 | 0.018540781313946163327767574678723253783
f(z) = 17/37*z^3 - 91/37*z + 1
*
0 | 0.070437272406067839806812707354428273324 | 0.015540149204108429192372919148748919382
f(z) = 17/38*z^3 - 93/38*z + 1
*
-2 | 0.055386527585011167931154910690519327754 | 0.012402075034561418967586091295599274363
f(z) = 17/38*z^3 - 87/38*z + 1
*
0 | 0.062548911614081736241168932534864473520 | 0.013735310177016623615141789171498749948
f(z) = 17/39*z^3 - 95/39*z + 1
*
0 | 0.085979730555463260804069993375582176433 | 0.019203319767553254482792538772943503436
f(z) = 18/35*z^3 - 88/35*z + 1
*
0 | 0.085389209153927548174146400627813371136 | 0.018883945522648321210633164052505100767
f(z) = 18/37*z^3 - 92/37*z + 1
*
0 | 0.11245273827897564993577014003779954984 | 0.025518471218421216220052581864414312851
f(z) = 19/21*z^3 - 82/21*z + 1
*
0 | 0.089853919286782642553655038388379193183 | 0.019919467488838980692959412306206940664
f(z) = 19/24*z^3 - 91/24*z + 1
*
[ 5/2 ] 
f(z) = 19/25*z^3 - 83/20*z + 1
*
-2 | 0.050987725781060108582647482253329714571 | 0.011359290791493277066382595060984493585
f(z) = 19/26*z^3 - 89/26*z + 1
*
[ 6/19 ] 
f(z) = 19/27*z^3 - 85/38*z + 1
*
0 | 0.088450929962492460782647366124015402370 | 0.020127876520870924233519192137621494041
f(z) = 19/31*z^3 - 81/31*z + 1
*
0 | 0.062548313264723171692375652233553649570 | 0.014154915014215038823888532243401296527
f(z) = 19/32*z^3 - 83/32*z + 1
*
0 | 0.067640100350070034044648085707087608723 | 0.015225165434998727909164129958502788596
f(z) = 19/33*z^3 - 85/33*z + 1
*
-2 | 0.055482124529128036789717089090451956034 | 0.012240685419688387868826316256785772371
f(z) = 19/34*z^3 - 93/34*z + 1
*
0 | 0.074905028667554044633598666593883130804 | 0.016772630935837572801866818903824353664
f(z) = 19/34*z^3 - 87/34*z + 1
*
0 | 0.087490058563657330984910870145449491587 | 0.019491456058597661711721155451642542713
f(z) = 19/35*z^3 - 89/35*z + 1
*
0 | 0.047998165453774557202069911084773188057 | 0.010640580888061684741843799973708278050
f(z) = 19/36*z^3 - 91/36*z + 1
*
0 | 0.086965965724270661856621259414105975428 | 0.019186774797914000186015241755679048906
f(z) = 19/37*z^3 - 93/37*z + 1
*
0 | 0.066062915568988149655914777759782083506 | 0.014440893835570928118877352919146506037
f(z) = 19/39*z^3 - 97/39*z + 1
*
[ 8 ] 
f(z) = 1/20*z^3 - 93/40*z + 1
*
[ -8 ] 
f(z) = 1/20*z^3 - 83/40*z + 1
*
[ 10 ] 
f(z) = 1/32*z^3 - 89/40*z + 1
*
[ -10 ] 
f(z) = 1/32*z^3 - 81/40*z + 1
*
[ -6 ] 
f(z) = 2/21*z^3 - 95/42*z + 1
*
[ 16/3 ] 
f(z) = 3/32*z^3 - 89/48*z + 1
*
-2 | 0.12135522079628053199182180719447413237 | 0.023575590288229946290411631013977527597
f(z) = 3/34*z^3 - 86/51*z + 1
*
2 | 0.11880491175243688795787305065330266573 | 0.026088740337176922172942160906102451099
f(z) = 4/21*z^3 - 95/42*z + 1
*
[ 18/5 ] 
f(z) = 5/24*z^3 - 89/45*z + 1
*
[ -4 ] 
f(z) = 5/26*z^3 - 95/52*z + 1
*
8/5 | 0.067491895139159751642749392590214265849 | 0.011675296604109769272741615731567270969
f(z) = 5/32*z^3 - 81/40*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.015511883690509996724353852893144080380
f(z) = 7/25*z^3 - 81/50*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.012679405965187234417075136172835455173
f(z) = 7/27*z^3 - 83/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.015962248371586709308255385558043145445
f(z) = 7/29*z^3 - 85/58*z + 1
*
2 | 0.11143398651399176603529094449184142255 | 0.019117348801013221833737661670660818376
f(z) = 7/32*z^3 - 85/56*z + 1
*
6/7 | 0.18377552300340485319094978533138309433 | 0.028866155040253037020336675063493585759
f(z) = 7/36*z^3 - 97/42*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.013001915466912554632665078390016163655
f(z) = 8/23*z^3 - 87/46*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.013279937749822784927492891767968432436
f(z) = 8/25*z^3 - 89/50*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.010523837737126088185577864626926395682
f(z) = 8/27*z^3 - 91/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.013757520442547135614837642819282598535
f(z) = 8/29*z^3 - 93/58*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.014629749966403164308342269476690853958
f(z) = 9/23*z^3 - 95/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.014900653722487058445236774593410624587
f(z) = 9/25*z^3 - 97/50*z + 1
*
[ 8/3 ] 
f(z) = 9/28*z^3 - 93/56*z + 1
*
[ 10/3 ] 
f(z) = 9/32*z^3 - 97/40*z + 1
*
1/2 | 0.10810715300838274000581190517180010799 | 0.024084631523589881106759496171242232639
f(z) = 10/21*z^3 - 89/42*z + 1
*
21/20 | 0.11936505507214015229827662219806126333 | 0.015472462131761738220972282007970125335
f(z) = 10/27*z^3 - 83/40*z + 1
*
[ 2 ] 
f(z) = 13/21*z^3 - 83/42*z + 1
*
[ 2 ] 
f(z) = 13/23*z^3 - 81/46*z + 1
*
3/2 | 0.14249952442076925823142419351016419243 | 0.018359212355265412098659628182559526825
f(z) = 13/27*z^3 - 87/52*z + 1
*
[ 2 ] 
f(z) = 14/23*z^3 - 89/46*z + 1
*
[ 2 ] 
f(z) = 14/25*z^3 - 87/50*z + 1
*
[ 2 ] 
f(z) = 14/27*z^3 - 85/54*z + 1
*
-15/28 | 0.19795956530319046530063829128674892237 | 0.025660122017474077858129859930648358414
f(z) = 14/27*z^3 - 83/56*z + 1
*
[ 2 ] 
f(z) = 14/29*z^3 - 83/58*z + 1
*
[ 2 ] 
f(z) = 15/23*z^3 - 97/46*z + 1
*
[ 2 ] 
f(z) = 15/29*z^3 - 91/58*z + 1
*
0 | 0.12621678989834449504720967761667090751 | 0.027716337727782396139404225397353200428
f(z) = 16/21*z^3 - 95/42*z + 1
*
[ 2 ] 
f(z) = 16/29*z^3 - 99/58*z + 1
*
-2 | 0.19590891803423118831482037440729461687 | 0.029983968397760119022789867299728829837
f(z) = 17/24*z^3 - 86/51*z + 1
*
2/3 | 0.11921831008236428895376691355343887736 | 0.026429178277472241688846130179825771221
f(z) = 18/25*z^3 - 91/50*z + 1
*
[ -2 ] 
f(z) = 19/21*z^3 - 89/42*z + 1
*
[ -2 ] 
f(z) = 19/23*z^3 - 83/46*z + 1
*
[ 15/2 ] 
f(z) = 1/25*z^3 - 83/60*z + 1
*
22/3 | 0.11697864164463759421816577468093710338 | 0.020068576603498547757325305994995385085
f(z) = 1/32*z^3 - 85/72*z + 1
*
8 | 0.12451541557076312208438666982063662988 | 0.027740143178092548700076029140232487058
f(z) = 1/39*z^3 - 89/78*z + 1
*
[ 6 ] 
f(z) = 2/33*z^3 - 89/66*z + 1
*
-7/2 | 0.11141837217418408893717952890486756799 | 0.024247109065266420048152243697215737087
f(z) = 2/35*z^3 - 99/70*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.029120547817364156258417678349506034336
f(z) = 3/22*z^3 - 97/66*z + 1
*
5/2 | 0.17882877261002837007298148378166734100 | 0.029325450024938430393639913399054106288
f(z) = 3/25*z^3 - 89/60*z + 1
*
[ 15/4 ] 
f(z) = 4/25*z^3 - 91/60*z + 1
*
[ 3 ] 
f(z) = 5/22*z^3 - 91/66*z + 1
*
[ 3 ] 
f(z) = 5/23*z^3 - 89/69*z + 1
*
4/5 | 0.11883716435261362724768852471577672724 | 0.023246762174058063596426969901694149532
f(z) = 5/24*z^3 - 83/60*z + 1
*
[ 3 ] 
f(z) = 5/26*z^3 - 83/78*z + 1
*
-21/10 | 0.081460361878996719661068243184429013337 | 0.012183974887290432997958356824160229291
f(z) = 5/27*z^3 - 89/60*z + 1
*
-12/5 | 0.16614867604667457948912035823538339016 | 0.025296392382616649939104034202403210265
f(z) = 5/32*z^3 - 89/60*z + 1
*
10/3 | 0.081388470139795397233720870684804302290 | 0.013853519959373508441276145537220640154
f(z) = 5/32*z^3 - 89/72*z + 1
*
[ 7/2 ] 
f(z) = 6/35*z^3 - 97/70*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.014899933466632752658386584046465971295
f(z) = 6/35*z^3 - 83/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015051710907043549033012114668409878926
f(z) = 6/37*z^3 - 85/74*z + 1
*
[ -3 ] 
f(z) = 7/23*z^3 - 97/69*z + 1
*
[ 18/7 ] 
f(z) = 7/24*z^3 - 83/63*z + 1
*
[ -3 ] 
f(z) = 7/25*z^3 - 89/75*z + 1
*
[ -3 ] 
f(z) = 7/26*z^3 - 85/78*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.016155667855489918943114922004144788709
f(z) = 7/31*z^3 - 87/62*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.011799316373995050114441480160356317827
f(z) = 7/33*z^3 - 89/66*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.016640831149452607503257918307901277661
f(z) = 7/37*z^3 - 93/74*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.012309606980837181190585169837973934962
f(z) = 7/39*z^3 - 95/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013964586503263299196564762855088392858
f(z) = 8/31*z^3 - 95/62*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.014328338150722204357495820283272981745
f(z) = 8/35*z^3 - 99/70*z + 1
*
5/4 | 0.10811066205402339832106459270697593752 | 0.024601641354542408474377374376020828680
f(z) = 8/35*z^3 - 81/70*z + 1
*
[ 9/4 ] 
f(z) = 10/27*z^3 - 95/72*z + 1
*
3/2 | 0.13321640404435391911455242099806273888 | 0.029678591240462553076608917620718237114
f(z) = 10/33*z^3 - 89/66*z + 1
*
[ 1/2 ] 
f(z) = 10/39*z^3 - 83/78*z + 1
*
[ 6/13 ] 
f(z) = 13/36*z^3 - 97/78*z + 1
*
-5/7 | 0.17927131586466120150001700701677420497 | 0.028988842123024086685174557451094786820
f(z) = 14/25*z^3 - 97/70*z + 1
*
[ -9/4 ] 
f(z) = 14/27*z^3 - 85/72*z + 1
*
[ 2 ] 
f(z) = 14/31*z^3 - 81/62*z + 1
*
[ 1/2 ] 
f(z) = 14/37*z^3 - 81/74*z + 1
*
[ 1/2 ] 
f(z) = 14/39*z^3 - 85/78*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.029678736527204450211122627815375056469
f(z) = 15/22*z^3 - 89/66*z + 1
*
[ 2 ] 
f(z) = 15/31*z^3 - 89/62*z + 1
*
-4/5 | 0.11564718196898601524692024149994347981 | 0.017796577512151223040907225907128951240
f(z) = 15/32*z^3 - 83/60*z + 1
*
[ 2 ] 
f(z) = 15/37*z^3 - 83/74*z + 1
*
[ 3/2 ] 
f(z) = 16/23*z^3 - 85/69*z + 1
*
[ 3/2 ] 
f(z) = 16/25*z^3 - 83/75*z + 1
*
[ 15/8 ] 
f(z) = 16/27*z^3 - 97/60*z + 1
*
[ 2 ] 
f(z) = 16/31*z^3 - 97/62*z + 1
*
[ 2 ] 
f(z) = 16/33*z^3 - 95/66*z + 1
*
[ 2 ] 
f(z) = 16/35*z^3 - 93/70*z + 1
*
[ 2 ] 
f(z) = 16/37*z^3 - 91/74*z + 1
*
[ 2 ] 
f(z) = 16/39*z^3 - 89/78*z + 1
*
[ 2 ] 
f(z) = 17/37*z^3 - 99/74*z + 1
*
[ 2 ] 
f(z) = 17/39*z^3 - 97/78*z + 1
*
[ 1/2 ] 
f(z) = 18/37*z^3 - 83/74*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.023667039789398941644016285380591218990
f(z) = 19/24*z^3 - 98/75*z + 1
*
[ 1/2 ] 
f(z) = 1/20*z^3 - 81/80*z + 1
*
[ 1/2 ] 
f(z) = 1/22*z^3 - 89/88*z + 1
*
-13/2 | 0.13400875335912294667447152493205699650 | 0.029930460653704576684666023794876840997
f(z) = 1/22*z^3 - 81/88*z + 1
*
[ 1/2 ] 
f(z) = 1/23*z^3 - 93/92*z + 1
*
[ 1/2 ] 
f(z) = 1/24*z^3 - 97/96*z + 1
*
[ 1/2 ] 
f(z) = 3/20*z^3 - 83/80*z + 1
*
[ 1/2 ] 
f(z) = 3/22*z^3 - 91/88*z + 1
*
[ 1/2 ] 
f(z) = 3/23*z^3 - 95/92*z + 1
*
-7/3 | 0.10810845728709017873430559917004536603 | 0.023631756802799785159091248023741681361
f(z) = 3/28*z^3 - 97/84*z + 1
*
7/3 | 0.12522189820739373530006455014607607263 | 0.028186299346466984742579961113393036915
f(z) = 3/28*z^3 - 85/84*z + 1
*
7/4 | 0.11000879136382840614961775461338632628 | 0.024047156613993960732656078814575157148
f(z) = 4/21*z^3 - 97/84*z + 1
*
[ 10/3 ] 
f(z) = 4/25*z^3 - 97/90*z + 1
*
[ 1/2 ] 
f(z) = 5/21*z^3 - 89/84*z + 1
*
[ 1/2 ] 
f(z) = 5/22*z^3 - 93/88*z + 1
*
[ 1/2 ] 
f(z) = 5/23*z^3 - 97/92*z + 1
*
[ 18/5 ] 
f(z) = 5/36*z^3 - 97/90*z + 1
*
[ 3 ] 
f(z) = 6/31*z^3 - 100/93*z + 1
*
[ 1/2 ] 
f(z) = 7/20*z^3 - 87/80*z + 1
*
[ 1/2 ] 
f(z) = 7/22*z^3 - 95/88*z + 1
*
[ 1/2 ] 
f(z) = 7/23*z^3 - 99/92*z + 1
*
-12/7 | 0.16822566516162033831939562619968581047 | 0.025612617181250205897915181016062750925
f(z) = 7/32*z^3 - 89/84*z + 1
*
[ -3 ] 
f(z) = 8/29*z^3 - 100/87*z + 1
*
[ -3 ] 
f(z) = 8/31*z^3 - 92/93*z + 1
*
[ 1/2 ] 
f(z) = 9/20*z^3 - 89/80*z + 1
*
[ 11/6 ] 
f(z) = 9/22*z^3 - 81/88*z + 1
*
[ 1/2 ] 
f(z) = 11/20*z^3 - 91/80*z + 1
*
[ 1/2 ] 
f(z) = 11/21*z^3 - 95/84*z + 1
*
[ 18/11 ] 
f(z) = 11/24*z^3 - 83/99*z + 1
*
[ 1/2 ] 
f(z) = 13/20*z^3 - 93/80*z + 1
*
[ 1/2 ] 
f(z) = 13/21*z^3 - 97/84*z + 1
*
[ 3/2 ] 
f(z) = 13/21*z^3 - 89/84*z + 1
*
[ 3/2 ] 
f(z) = 13/24*z^3 - 85/96*z + 1
*
[ -9/4 ] 
f(z) = 16/33*z^3 - 100/99*z + 1
*
[ 1/2 ] 
f(z) = 17/20*z^3 - 97/80*z + 1
*
[ 1/2 ] 
f(z) = 19/20*z^3 - 99/80*z + 1
*
[ 2/3 ] 
f(z) = 19/20*z^3 - 83/90*z + 1
*
[ 13/2 ] 
f(z) = 1/26*z^3 - 81/104*z + 1
*
7/2 | 0.14037238003613378140507602708141035044 | 0.029749372388342975606980097533802946358
f(z) = 1/28*z^3 - 81/112*z + 1
*
7/3 | 0.11804195493698829787371782698183830330 | 0.025363764633919348316914961952128266789
f(z) = 3/35*z^3 - 94/105*z + 1
*
-5/2 | 0.071620602615184663905616720634569787449 | 0.015389173354852606219624787655329105617
f(z) = 4/21*z^3 - 83/105*z + 1
*
[ -9/2 ] 
f(z) = 4/39*z^3 - 100/117*z + 1
*
0 | 0.090747860806733500444284539598603826153 | 0.019499061869674489703217922511775552047
f(z) = 5/21*z^3 - 88/105*z + 1
*
[ 3 ] 
f(z) = 6/37*z^3 - 88/111*z + 1
*
-10/7 | 0.13415339501648292643622874857810650658 | 0.019923568676200934777815816942458600732
f(z) = 7/24*z^3 - 94/105*z + 1
*
[ 12/5 ] 
f(z) = 7/27*z^3 - 91/100*z + 1
*
[ -5/2 ] 
f(z) = 8/23*z^3 - 89/115*z + 1
*
[ 5/3 ] 
f(z) = 9/22*z^3 - 81/110*z + 1
*
[ -3 ] 
f(z) = 9/37*z^3 - 95/111*z + 1
*
[ -3 ] 
f(z) = 9/38*z^3 - 91/114*z + 1
*
[ 3/5 ] 
f(z) = 10/21*z^3 - 88/105*z + 1
*
[ -12/5 ] 
f(z) = 11/27*z^3 - 93/100*z + 1
*
[ 18/13 ] 
f(z) = 13/24*z^3 - 89/117*z + 1
*
[ 8/13 ] 
f(z) = 13/32*z^3 - 81/104*z + 1
*
[ 4/3 ] 
f(z) = 18/29*z^3 - 99/116*z + 1
*
-5/2 | 0.11936402145571926257609542499532669588 | 0.024932475682215165237592767099702808420
f(z) = 1/30*z^3 - 97/120*z + 1
*
[ -15/2 ] 
f(z) = 1/30*z^3 - 89/120*z + 1
*
[ -9/2 ] 
f(z) = 2/21*z^3 - 89/126*z + 1
*
[ -5 ] 
f(z) = 2/27*z^3 - 88/135*z + 1
*
-8/3 | 0.10305746043747225251984173081913251070 | 0.021526399621022598084649767840897093359
f(z) = 3/20*z^3 - 83/120*z + 1
*
[ 4 ] 
f(z) = 3/31*z^3 - 99/124*z + 1
*
[ -4 ] 
f(z) = 4/33*z^3 - 91/132*z + 1
*
[ 3/5 ] 
f(z) = 5/24*z^3 - 89/120*z + 1
*
[ 13/5 ] 
f(z) = 5/26*z^3 - 89/130*z + 1
*
-3/2 | 0.13321770832306135784304611499630799692 | 0.027283045766578481941790966256207502197
f(z) = 5/33*z^3 - 89/132*z + 1
*
[ 2/3 ] 
f(z) = 6/23*z^3 - 85/138*z + 1
*
[ 18/7 ] 
f(z) = 7/36*z^3 - 85/126*z + 1
*
[ 3/2 ] 
f(z) = 10/23*z^3 - 89/138*z + 1
*
-12/11 | 0.10858679612749676178047942285562368116 | 0.019474136890206721956723480515908420245
f(z) = 11/24*z^3 - 83/132*z + 1
*
[ 2/3 ] 
f(z) = 11/28*z^3 - 85/126*z + 1
*
[ 10/13 ] 
f(z) = 13/20*z^3 - 89/130*z + 1
*
[ 2/3 ] 
f(z) = 13/28*z^3 - 89/126*z + 1
*
[ 9/14 ] 
f(z) = 14/27*z^3 - 97/126*z + 1
*
[ 5/4 ] 
f(z) = 16/27*z^3 - 98/135*z + 1
*
[ 11/8 ] 
f(z) = 16/33*z^3 - 85/132*z + 1
*
[ 2/3 ] 
f(z) = 17/28*z^3 - 97/126*z + 1
*
[ 4/3 ] 
f(z) = 18/31*z^3 - 97/124*z + 1
*
-3/2 | 0.090221401538214006049152247088425537217 | 0.018845233868912262322458604287036075883
f(z) = 19/30*z^3 - 91/120*z + 1
*
[ 6 ] 
f(z) = 1/25*z^3 - 91/150*z + 1
*
[ -8 ] 
f(z) = 1/38*z^3 - 85/152*z + 1
*
[ 2/3 ] 
f(z) = 3/25*z^3 - 83/150*z + 1
*
[ 4 ] 
f(z) = 3/35*z^3 - 87/140*z + 1
*
[ 4 ] 
f(z) = 3/37*z^3 - 81/148*z + 1
*
[ -4 ] 
f(z) = 4/35*z^3 - 81/140*z + 1
*
-7/5 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = 5/28*z^3 - 89/140*z + 1
*
[ 2/3 ] 
f(z) = 6/25*z^3 - 91/150*z + 1
*
0 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = 7/20*z^3 - 89/140*z + 1
*
[ -9/4 ] 
f(z) = 11/27*z^3 - 89/144*z + 1
*
[ 7/4 ] 
f(z) = 12/35*z^3 - 87/140*z + 1
*
0 | 0.11853975360001233280358713103896033801 | 0.023987926171602787465740992912935780576
f(z) = 12/35*z^3 - 83/140*z + 1
*
[ 12/13 ] 
f(z) = 13/24*z^3 - 85/156*z + 1
*
[ 6/7 ] 
f(z) = 13/24*z^3 - 83/147*z + 1
*
[ 4/5 ] 
f(z) = 15/28*z^3 - 83/140*z + 1
*
[ 5/4 ] 
f(z) = 16/29*z^3 - 96/145*z + 1
*
[ 5/4 ] 
f(z) = 16/31*z^3 - 94/155*z + 1
*
[ 4/3 ] 
f(z) = 18/35*z^3 - 93/140*z + 1
*
[ 4/3 ] 
f(z) = 18/37*z^3 - 91/148*z + 1
*
[ 6/5 ] 
f(z) = 19/36*z^3 - 89/150*z + 1
*
[ 2/3 ] 
f(z) = 1/36*z^3 - 83/162*z + 1
*
[ 2/3 ] 
f(z) = 3/29*z^3 - 95/174*z + 1
*
0 | 0.11965681808062439889854415154506340030 | 0.023576890651795634537195778559927157705
f(z) = 5/32*z^3 - 89/160*z + 1
*
[ 2/3 ] 
f(z) = 5/36*z^3 - 91/162*z + 1
*
0 | 0.13805692349023109204857283667404847866 | 0.026943382905339884011892685205246621486
f(z) = 7/24*z^3 - 97/168*z + 1
*
-8/7 | 0.10186523695477993171518877309202399745 | 0.019880162578083392636989898775975243586
f(z) = 7/24*z^3 - 85/168*z + 1
*
[ 2/3 ] 
f(z) = 7/36*z^3 - 95/162*z + 1
*
0 | 0.10021566762694518244799098797655671426 | 0.019558230313441114751001061876664436051
f(z) = 8/21*z^3 - 85/168*z + 1
*
[ 3/4 ] 
f(z) = 8/29*z^3 - 85/174*z + 1
*
[ -7/3 ] 
f(z) = 9/25*z^3 - 93/175*z + 1
*
[ 15/11 ] 
f(z) = 11/25*z^3 - 91/165*z + 1
*
[ 5/4 ] 
f(z) = 16/33*z^3 - 92/165*z + 1
*
[ 20/3 ] 
f(z) = 1/32*z^3 - 97/180*z + 1
*
-5 | 0.14119879277172802799343212427392584088 | 0.027190442136549394641958363184077267674
f(z) = 1/36*z^3 - 89/180*z + 1
*
[ 9/2 ] 
f(z) = 2/33*z^3 - 89/198*z + 1
*
[ 5 ] 
f(z) = 2/39*z^3 - 94/195*z + 1
*
[ 7/3 ] 
f(z) = 4/21*z^3 - 88/189*z + 1
*
[ -7/2 ] 
f(z) = 4/27*z^3 - 100/189*z + 1
*
[ 13/7 ] 
f(z) = 7/26*z^3 - 85/182*z + 1
*
[ 3/4 ] 
f(z) = 7/36*z^3 - 85/192*z + 1
*
[ 12/7 ] 
f(z) = 8/27*z^3 - 89/196*z + 1
*
[ 3/4 ] 
f(z) = 8/31*z^3 - 89/186*z + 1
*
[ 11/9 ] 
f(z) = 9/22*z^3 - 85/198*z + 1
*
[ -7/3 ] 
f(z) = 9/26*z^3 - 83/182*z + 1
*
[ 5/6 ] 
f(z) = 11/25*z^3 - 91/180*z + 1
*
[ 3/4 ] 
f(z) = 11/36*z^3 - 97/192*z + 1
*
[ 18/11 ] 
f(z) = 11/36*z^3 - 85/198*z + 1
*
[ 14/13 ] 
f(z) = 13/28*z^3 - 85/182*z + 1
*
[ 5/4 ] 
f(z) = 16/37*z^3 - 88/185*z + 1
*
[ 5/4 ] 
f(z) = 16/39*z^3 - 86/195*z + 1
*
[ -7 ] 
f(z) = 1/31*z^3 - 95/217*z + 1
*
[ -7/2 ] 
f(z) = 4/29*z^3 - 82/203*z + 1
*
-6/5 | 0.17459023309088494362073364620304263947 | 0.028904448808246034436136614011563806302
f(z) = 5/28*z^3 - 89/210*z + 1
*
[ 6/7 ] 
f(z) = 7/20*z^3 - 89/210*z + 1
*
[ 5/4 ] 
f(z) = 8/21*z^3 - 83/210*z + 1
*
0 | 0.12920122450935644166985177128878598971 | 0.024385331336528395061335965703987843604
f(z) = 8/25*z^3 - 89/200*z + 1
*
[ 3/4 ] 
f(z) = 8/35*z^3 - 97/210*z + 1
*
[ 16/13 ] 
f(z) = 13/32*z^3 - 89/208*z + 1
*
[ -7 ] 
f(z) = 1/32*z^3 - 87/224*z + 1
*
[ 4/5 ] 
f(z) = 5/22*z^3 - 87/220*z + 1
*
[ 9/5 ] 
f(z) = 7/27*z^3 - 89/225*z + 1
*
[ 13/9 ] 
f(z) = 9/26*z^3 - 97/234*z + 1
*
[ 18/13 ] 
f(z) = 13/36*z^3 - 97/234*z + 1
*
0 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = 7/36*z^3 - 85/252*z + 1
*
[ -15/7 ] 
f(z) = 11/27*z^3 - 99/245*z + 1
*
[ 8/3 ] 
f(z) = 3/22*z^3 - 91/264*z + 1
*
[ 4/5 ] 
f(z) = 5/26*z^3 - 97/260*z + 1
*
[ 3/2 ] 
f(z) = 7/23*z^3 - 97/276*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.027739720823758016987977956030284613451
f(z) = 7/39*z^3 - 88/273*z + 1
*
[ 6/7 ] 
f(z) = 5/27*z^3 - 89/294*z + 1
*
[ 8/7 ] 
f(z) = 7/20*z^3 - 93/280*z + 1
*
0 | 0.12699165230641784848580394675019712737 | 0.022537070813609836584715355696878941764
f(z) = 8/35*z^3 - 99/280*z + 1
*
[ 7/8 ] 
f(z) = 8/35*z^3 - 89/280*z + 1
*
-21/8 | 0.10923933254383539477117281424181031252 | 0.019386585877562219018624646766302458713
f(z) = 8/35*z^3 - 81/280*z + 1
*
10 | 0.098663614954434458970701460819574966831 | 0.015299318832167218348505079129414704602
f(z) = 1/24*z^3 - 79/15*z + 1
*
-10 | 0.14626096601015694169088039410038122103 | 0.022817000893631611394190309171389516739
f(z) = 1/24*z^3 - 76/15*z + 1
*
-12 | 0.13460356305469143033280124465720908530 | 0.027160665917152239418004304041293492007
f(z) = 1/24*z^3 - 71/12*z + 1
*
10 | 0.18403522120854712339960518402581379417 | 0.029500744554052701983851762619587801940
f(z) = 1/24*z^3 - 64/15*z + 1
*
[ 12 ] 
f(z) = 1/24*z^3 - 61/12*z + 1
*
-10 | 0.18184242052283670731736231714110069993 | 0.029375307815640331880771444307900003001
f(z) = 1/24*z^3 - 61/15*z + 1
*
12 | 0.18841124070530335324148843248357850843 | 0.028804521723434658332807611374861542761
f(z) = 1/27*z^3 - 77/12*z + 1
*
-2 | 0.13094290399076929958255236382731531023 | 0.025864779453330572008075356460746902757
f(z) = 1/28*z^3 - 79/14*z + 1
*
2 | 0.097630832493771178568394157772180584968 | 0.017038242996024528950838932172916783533
f(z) = 1/32*z^3 - 77/8*z + 1
*
12 | 0.17443284000355222144348227465164279744 | 0.027757656907475900744758554784578575265
f(z) = 1/32*z^3 - 67/12*z + 1
*
2 | 0.12513090835872702075091019087524975788 | 0.022762794084231054619752232762536481132
f(z) = 1/32*z^3 - 61/8*z + 1
*
3 | 0.098633835059519265605400225790240227947 | 0.018598560099690300835099104566169333570
f(z) = 1/36*z^3 - 67/12*z + 1
*
[ 10 ] 
f(z) = 2/25*z^3 - 71/10*z + 1
*
[ -10 ] 
f(z) = 2/25*z^3 - 69/10*z + 1
*
[ -15 ] 
f(z) = 2/27*z^3 - 78/5*z + 1
*
5/3 | 0.090756350193626044931968455163394502421 | 0.015347307696824332108026992640235675101
f(z) = 3/25*z^3 - 74/15*z + 1
*
21/4 | 0.11293515010196539214988687102414759215 | 0.017724737917145723545703377781232539522
f(z) = 4/27*z^3 - 65/12*z + 1
*
-24/5 | 0.13804313556738870388135339292830939272 | 0.021233192576068452165802925629011665011
f(z) = 5/27*z^3 - 74/15*z + 1
*
-3/5 | 0.10044889691790338621469464889495710953 | 0.013532168389268980335157997109407640193
f(z) = 5/27*z^3 - 62/5*z + 1
*
6/5 | 0.15936281444643867163991266843849214767 | 0.021516003561086361181410004887426603114
f(z) = 5/27*z^3 - 61/10*z + 1
*
[ 8 ] 
f(z) = 5/32*z^3 - 73/8*z + 1
*
[ -8 ] 
f(z) = 5/32*z^3 - 71/8*z + 1
*
10/3 | 0.16997144457522420788640621386436489663 | 0.029234198242513460381697961079147663697
f(z) = 6/25*z^3 - 67/15*z + 1
*
-4 | 0.12196077540148523845282301234408613939 | 0.025055965528928137537871227327011941480
f(z) = 7/24*z^3 - 65/12*z + 1
*
[ 15/2 ] 
f(z) = 8/27*z^3 - 79/5*z + 1
*
-2/3 | 0.11337100011306807419685874431005013395 | 0.023291257877477782733829139956182374129
f(z) = 9/28*z^3 - 65/14*z + 1
*
-21/4 | 0.19109790258089619810404346053399098382 | 0.024930307170508585882102094140988362884
f(z) = 10/27*z^3 - 79/8*z + 1
*
[ -6 ] 
f(z) = 10/27*z^3 - 73/6*z + 1
*
6/5 | 0.15656136190481416579864533505482865151 | 0.024132088039235868694423102514205859801
f(z) = 10/27*z^3 - 73/15*z + 1
*
3 | 0.16332716468090458991630825758653114194 | 0.025512226987940640312825492550902594117
f(z) = 10/27*z^3 - 67/15*z + 1
*
[ 4 ] 
f(z) = 11/24*z^3 - 79/12*z + 1
*
[ -4 ] 
f(z) = 11/24*z^3 - 73/12*z + 1
*
[ 6 ] 
f(z) = 11/36*z^3 - 61/6*z + 1
*
[ 5 ] 
f(z) = 13/25*z^3 - 61/5*z + 1
*
0 | 0.11882388226770066664011983140156014894 | 0.023778033783263205567851422399745179928
f(z) = 13/30*z^3 - 74/15*z + 1
*
[ 6 ] 
f(z) = 13/36*z^3 - 73/6*z + 1
*
[ -6 ] 
f(z) = 13/36*z^3 - 71/6*z + 1
*
[ 5 ] 
f(z) = 14/25*z^3 - 66/5*z + 1
*
[ -5 ] 
f(z) = 14/25*z^3 - 64/5*z + 1
*
30/7 | 0.20459354934368837765468470698700014577 | 0.026826416568608062887558408507818934005
f(z) = 14/27*z^3 - 76/7*z + 1
*
[ 5 ] 
f(z) = 16/25*z^3 - 76/5*z + 1
*
[ -5 ] 
f(z) = 16/25*z^3 - 74/5*z + 1
*
-3/8 | 0.073213469978538229983564864628817386246 | 0.011490572830538285936394532007257432872
f(z) = 16/27*z^3 - 65/12*z + 1
*
-6 | 0.18425294103203094677570633625477668721 | 0.028571267046270423930592993791115932579
f(z) = 17/24*z^3 - 79/3*z + 1
*
[ 6 ] 
f(z) = 17/24*z^3 - 74/3*z + 1
*
[ -6 ] 
f(z) = 17/24*z^3 - 73/3*z + 1
*
[ -5 ] 
f(z) = 17/25*z^3 - 79/5*z + 1
*
[ 10/3 ] 
f(z) = 18/25*z^3 - 73/10*z + 1
*
[ -10/3 ] 
f(z) = 18/25*z^3 - 67/10*z + 1
*
3 | 0.13453146697943232910965945632196576262 | 0.025824325669059423334569719087433730402
f(z) = 19/36*z^3 - 61/12*z + 1
*
-6 | 0.066402345781815228663293012951589953291 | 0.013116266529047796519648613916430226132
f(z) = 1/20*z^3 - 79/30*z + 1
*
-1 | 0.095712996680398123473907317946632352276 | 0.023282883358340604605945742465017319848
f(z) = 1/20*z^3 - 61/20*z + 1
*
7 | 0.11233885813650635963901195129423089272 | 0.026183409883589894512396245795514793490
f(z) = 1/21*z^3 - 73/21*z + 1
*
2/3 | 0.18092181065459991743423623081316920707 | 0.028722538246344058982422622440991025714
f(z) = 1/24*z^3 - 68/27*z + 1
*
8 | 0.089852727443263515164709464793214544831 | 0.021369630452624702302891741487574242554
f(z) = 1/24*z^3 - 67/24*z + 1
*
-8 | 0.064181328112712122075628615856269434869 | 0.015612575387452045436683848419568691473
f(z) = 1/24*z^3 - 61/24*z + 1
*
-5/2 | 0.069254709543615069032773281335640708183 | 0.011633105797094106268048086074922666354
f(z) = 1/25*z^3 - 77/20*z + 1
*
-15/2 | 0.18407380088959397418768644431379965369 | 0.024541440874009558277522116225256171234
f(z) = 1/27*z^3 - 67/20*z + 1
*
-7 | 0.10810742367066928901212440196731079857 | 0.025197167145748168588605996195054666544
f(z) = 1/28*z^3 - 73/28*z + 1
*
[ 10 ] 
f(z) = 1/30*z^3 - 73/30*z + 1
*
[ -10 ] 
f(z) = 1/30*z^3 - 67/30*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.015348850529415355214100529444538362918
f(z) = 1/31*z^3 - 63/31*z + 1
*
6 | 0.14346224141191860588411715906412913958 | 0.025396157844511060742887687449759100464
f(z) = 1/32*z^3 - 71/24*z + 1
*
0 | 0.044405468014784639704850806999354246293 | 0.010560930853779414923386241440442601120
f(z) = 1/33*z^3 - 67/33*z + 1
*
0 | 0.052467565918172535665164154737513861159 | 0.012391650011922209889357122712589669407
f(z) = 1/34*z^3 - 69/34*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.015445630639795867776978514143314658293
f(z) = 1/35*z^3 - 71/35*z + 1
*
5 | 0.12544859048810397090569686561336560460 | 0.029835377242456959498004943198010755069
f(z) = 1/35*z^3 - 67/35*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015487906040668230280485556319913708177
f(z) = 1/37*z^3 - 75/37*z + 1
*
0 | 0.054527299901695209364414021663712509338 | 0.012552887297245953738206782561341130137
f(z) = 1/38*z^3 - 77/38*z + 1
*
0 | 0.047499062175213643260249767436394788978 | 0.010870724123276887991900701086786080779
f(z) = 1/39*z^3 - 79/39*z + 1
*
[ 7 ] 
f(z) = 2/21*z^3 - 80/21*z + 1
*
2 | 0.11130655365118300870951513006456902475 | 0.026111872545409110883040991789849298153
f(z) = 2/21*z^3 - 71/21*z + 1
*
15/4 | 0.15089381047855393904965784892789562129 | 0.023682203827923020420153362767647393119
f(z) = 2/27*z^3 - 65/24*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.015290729353045911138290504935727019826
f(z) = 2/31*z^3 - 64/31*z + 1
*
0 | 0.044406501631205529427032004202088813748 | 0.010524095400212609808531079709469500992
f(z) = 2/33*z^3 - 68/33*z + 1
*
[ 7 ] 
f(z) = 2/35*z^3 - 68/35*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015440537428640480271516593412089139857
f(z) = 2/37*z^3 - 76/37*z + 1
*
0 | 0.047500095791634532982430964639129356433 | 0.010839755152508235828228436757993988104
f(z) = 2/39*z^3 - 80/39*z + 1
*
5 | 0.11994739752028642154511457480510678733 | 0.027451385522901540846926105218614281032
f(z) = 3/20*z^3 - 79/20*z + 1
*
2/3 | 0.055476923783146308501744425249987426635 | 0.011013985669939127784634541617584856379
f(z) = 3/20*z^3 - 77/30*z + 1
*
4 | 0.11415746383951679116395865102070904246 | 0.026607281901949695312469055011992584710
f(z) = 3/20*z^3 - 73/20*z + 1
*
-5 | 0.10599388910409785747814867729346381278 | 0.024865552225720309869601190035305028684
f(z) = 3/20*z^3 - 71/20*z + 1
*
-10/3 | 0.11508533515596651375253226375175770472 | 0.023222225840074124538677320165257116889
f(z) = 3/20*z^3 - 71/30*z + 1
*
-4/3 | 0.13032738638133998786000348644554874423 | 0.026080018066387201720314458493957293746
f(z) = 3/22*z^3 - 74/33*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.015168874610429002354378961534098316391
f(z) = 3/29*z^3 - 61/29*z + 1
*
0 | 0.063593091505893157873630462627649914315 | 0.015234113989496483402747842160788180193
f(z) = 3/31*z^3 - 65/31*z + 1
*
6 | 0.071029149646262871644637752975303990476 | 0.012395796292643799001748146251033207525
f(z) = 3/32*z^3 - 77/24*z + 1
*
0 | 0.052467565918172535665164154737513861159 | 0.012308586952719931215524938168808455129
f(z) = 3/34*z^3 - 71/34*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.015345624360184569140839053549615200538
f(z) = 3/35*z^3 - 73/35*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015394071267035843250248632174584577792
f(z) = 3/37*z^3 - 77/37*z + 1
*
0 | 0.054527299901695209364414021663712509338 | 0.012479219741896840817232126393584595764
f(z) = 3/38*z^3 - 79/38*z + 1
*
2 | 0.11236801138093067833302164935914174498 | 0.025716753048668814253411459923325634225
f(z) = 4/21*z^3 - 79/21*z + 1
*
1/2 | 0.11921762314326669441487106172045834367 | 0.027528276108402576783462413627370245773
f(z) = 4/25*z^3 - 76/25*z + 1
*
-5/4 | 0.084746815477126919945230799578803362265 | 0.014502639054154744985057984738711474581
f(z) = 4/25*z^3 - 69/20*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.015109110672744282570038666713105949815
f(z) = 4/29*z^3 - 62/29*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.015178423892718155926596061280190941318
f(z) = 4/31*z^3 - 66/31*z + 1
*
0 | 0.044406501631205529427032004202088813748 | 0.010452289363936073578402147425410137780
f(z) = 4/33*z^3 - 70/33*z + 1
*
[ 5 ] 
f(z) = 4/35*z^3 - 72/35*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.015348478150412001120807328940364673486
f(z) = 4/37*z^3 - 78/37*z + 1
*
3 | 0.12111255773006514231060171744305829165 | 0.027638480508477913214085745351387321304
f(z) = 5/21*z^3 - 80/21*z + 1
*
2/3 | 0.18622739792863990690026177032649739443 | 0.029429402393443622405034040163062464753
f(z) = 5/24*z^3 - 70/27*z + 1
*
-3 | 0.090986126449050127360632628846570097586 | 0.022133037756765923224236851177821445941
f(z) = 5/24*z^3 - 61/24*z + 1
*
[ -21/5 ] 
f(z) = 5/27*z^3 - 71/35*z + 1
*
-4 | 0.12522216793209085721745952143117505404 | 0.029186190814700650006347037156567773089
f(z) = 5/28*z^3 - 73/28*z + 1
*
0 | 0.062358074012149786017959232411547566565 | 0.015050940442494519752469449674582169082
f(z) = 5/29*z^3 - 63/29*z + 1
*
0 | 0.063593022968768434391848831940469293278 | 0.015124297713343822270396911901596533394
f(z) = 5/31*z^3 - 67/31*z + 1
*
12/5 | 0.17657392986257080275966437311229939360 | 0.027720043111905991794527875487923032965
f(z) = 5/32*z^3 - 73/20*z + 1
*
0 | 0.044406583222108953005325813182246011282 | 0.010417527119801248092447408912894334364
f(z) = 5/33*z^3 - 71/33*z + 1
*
0 | 0.052468312621861807208237922645014901334 | 0.012229066220427445887617825815512944458
f(z) = 5/34*z^3 - 73/34*z + 1
*
0 | 0.066869696158397949369531108775449544399 | 0.015303923611456500361913478926362908459
f(z) = 5/37*z^3 - 79/37*z + 1
*
5/2 | 0.10627640841876801037665291839191328641 | 0.017851850235428412863499217921411944725
f(z) = 6/25*z^3 - 77/30*z + 1
*
0 | 0.062358334665005908056558582573245303888 | 0.014994010029883060464164544326841664457
f(z) = 6/29*z^3 - 64/29*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.015071036737438475381917718069594737861
f(z) = 6/31*z^3 - 68/31*z + 1
*
0 | 0.065840643744212170055512032245432607186 | 0.015203116555742276500987012254807707231
f(z) = 6/35*z^3 - 76/35*z + 1
*
0 | 0.066869600598823679581591948247048881887 | 0.015259971281256312311904996684094441330
f(z) = 6/37*z^3 - 80/37*z + 1
*
3 | 0.070083159510543307873851503272093372304 | 0.016441103139836845123359031493974998329
f(z) = 7/24*z^3 - 71/24*z + 1
*
2/3 | 0.18164749113207275220165384620799205695 | 0.028641440164780197365321842210998562718
f(z) = 7/24*z^3 - 71/27*z + 1
*
10/7 | 0.12265667692011789131167456944180046037 | 0.019613053157625217254900676534758352001
f(z) = 7/24*z^3 - 65/21*z + 1
*
3/7 | 0.18443799278020059708320098633031716538 | 0.028551195158191038967921399252668642232
f(z) = 7/27*z^3 - 71/21*z + 1
*
12/7 | 0.18422715214379288379063406778265310266 | 0.028913743737203683518006097595546114915
f(z) = 7/27*z^3 - 65/21*z + 1
*
0 | 0.047470901362202270615843929990479505756 | 0.011547642406622120160050173265677179986
f(z) = 7/27*z^3 - 61/27*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.014938079807457271537981027836580119057
f(z) = 7/29*z^3 - 65/29*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.015019073225854674196201576153036600604
f(z) = 7/31*z^3 - 69/31*z + 1
*
4/7 | 0.15733711197337566626809054630179389215 | 0.024397551633646874843842461314811008690
f(z) = 7/32*z^3 - 79/28*z + 1
*
-4 | 0.15211330033630511340657960170042598614 | 0.023984608665372697615290328140799354395
f(z) = 7/32*z^3 - 71/28*z + 1
*
0 | 0.044407444638818575696942555698307501772 | 0.010350277225073221796504007785790696726
f(z) = 7/33*z^3 - 73/33*z + 1
*
0 | 0.052467565918172535665164154737513861159 | 0.012152335927382114608191387829008415933
f(z) = 7/34*z^3 - 75/34*z + 1
*
[ -4 ] 
f(z) = 7/36*z^3 - 67/36*z + 1
*
[ -7/2 ] 
f(z) = 8/21*z^3 - 71/21*z + 1
*
1/2 | 0.12897521287835162895112102208706305307 | 0.029691756502139200210698556351945113842
f(z) = 8/25*z^3 - 77/25*z + 1
*
3/8 | 0.18950548522020435768743376401563567384 | 0.029742157834447325721481427686349449686
f(z) = 8/27*z^3 - 65/24*z + 1
*
0 | 0.047470901362202270615843929990479505756 | 0.011502145782850155719529404593529963223
f(z) = 8/27*z^3 - 62/27*z + 1
*
0 | 0.062715511362145585917120534100407777851 | 0.014969135936917739066454132009734712668
f(z) = 8/29*z^3 - 66/29*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.014968206862799401437889551240071196449
f(z) = 8/31*z^3 - 70/31*z + 1
*
0 | 0.044407522893961164795540783343351176807 | 0.010317576972541067386081910700575695461
f(z) = 8/33*z^3 - 74/33*z + 1
*
0 | 0.065840986074528076383899584007713979938 | 0.015112551399161736363437999410389651792
f(z) = 8/35*z^3 - 78/35*z + 1
*
[ 7/2 ] 
f(z) = 8/35*z^3 - 73/35*z + 1
*
1/3 | 0.099914221138816974777137095094621724443 | 0.024304861798261360818087724743086780695
f(z) = 9/20*z^3 - 61/20*z + 1
*
-5/6 | 0.15591064746845471292627681361308463301 | 0.027255620595023198989911755888436086058
f(z) = 9/25*z^3 - 61/20*z + 1
*
0 | 0.052239031870710317814575775421610044250 | 0.012707524871044781054521713156011125769
f(z) = 9/26*z^3 - 61/26*z + 1
*
0 | 0.062397220997551369436694179150527614984 | 0.014839900712311610697863147184767788218
f(z) = 9/29*z^3 - 67/29*z + 1
*
0 | 0.063874414043440032019211983919163983933 | 0.014984567428454102114707259696495965488
f(z) = 9/31*z^3 - 71/31*z + 1
*
[ 1/3 ] 
f(z) = 9/31*z^3 - 63/31*z + 1
*
2 | 0.13291955704990790777823759607930677284 | 0.023093382593845177444467210228144926172
f(z) = 9/32*z^3 - 79/24*z + 1
*
[ 1/3 ] 
f(z) = 9/32*z^3 - 65/32*z + 1
*
0 | 0.052704506647891114221914858656271802343 | 0.012133256794315591618855865379699155662
f(z) = 9/34*z^3 - 77/34*z + 1
*
[ 1/3 ] 
f(z) = 9/34*z^3 - 69/34*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.015068214827028319800445037257124855649
f(z) = 9/35*z^3 - 79/35*z + 1
*
[ 1/3 ] 
f(z) = 9/35*z^3 - 71/35*z + 1
*
[ 1/3 ] 
f(z) = 9/37*z^3 - 75/37*z + 1
*
[ 1/3 ] 
f(z) = 9/38*z^3 - 77/38*z + 1
*
[ 3 ] 
f(z) = 10/21*z^3 - 76/21*z + 1
*
[ -3 ] 
f(z) = 10/21*z^3 - 62/21*z + 1
*
[ 3/10 ] 
f(z) = 10/27*z^3 - 71/30*z + 1
*
0 | 0.056110461286702576204242348924676616356 | 0.013491714040052995249841121594877689560
f(z) = 10/27*z^3 - 64/27*z + 1
*
3/4 | 0.18645384753176702036444581541266029930 | 0.029557853172492427939655166801748894405
f(z) = 10/27*z^3 - 61/24*z + 1
*
0 | 0.066809527118392235315686558336207048899 | 0.015833488593097343782329231682938584716
f(z) = 10/29*z^3 - 68/29*z + 1
*
0 | 0.063735837395355305078968477464168444163 | 0.014903159522310146984220644846685718488
f(z) = 10/31*z^3 - 72/31*z + 1
*
0 | 0.044410200606021265289274087102984469195 | 0.010254660612072004704183806737957480048
f(z) = 10/33*z^3 - 76/33*z + 1
*
[ 3 ] 
f(z) = 10/33*z^3 - 68/33*z + 1
*
[ 3 ] 
f(z) = 10/39*z^3 - 64/39*z + 1
*
[ -3 ] 
f(z) = 11/21*z^3 - 71/21*z + 1
*
2/3 | 0.18184340880338842579360900971440490348 | 0.028547289713544371079364931161860784813
f(z) = 11/24*z^3 - 73/27*z + 1
*
-18/11 | 0.17172533996784238589185041791907113423 | 0.027262537486479569250975230793675292880
f(z) = 11/24*z^3 - 68/33*z + 1
*
[ -3 ] 
f(z) = 11/24*z^3 - 67/24*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027668333777907289338432500731778166381
f(z) = 11/24*z^3 - 62/33*z + 1
*
0 | 0.074971545111863109398370251558847836266 | 0.018237374239391736125279190695089411796
f(z) = 11/25*z^3 - 61/25*z + 1
*
0 | 0.061520138613746412022233373316348931920 | 0.014848693725035448691882124269738836154
f(z) = 11/26*z^3 - 63/26*z + 1
*
0 | 0.060119731665324030529124772224658395964 | 0.014402049397498059641396887962799358960
f(z) = 11/27*z^3 - 65/27*z + 1
*
0 | 0.047267861172523761846241053710176721690 | 0.011241692425871152997706279202942857700
f(z) = 11/28*z^3 - 67/28*z + 1
*
0 | 0.072100475462686545863677811375364406002 | 0.017028498311131787128645990408484706141
f(z) = 11/29*z^3 - 69/29*z + 1
*
[ 3 ] 
f(z) = 11/30*z^3 - 79/30*z + 1
*
0 | 0.069955068448394577077797521020421431959 | 0.016304796585996928412120671772715783959
f(z) = 11/31*z^3 - 73/31*z + 1
*
0 | 0.052625218040159071470467748468951564948 | 0.012043905732951246266386783876400263441
f(z) = 11/34*z^3 - 79/34*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.012762958804470594180398810920201846762
f(z) = 11/34*z^3 - 61/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.013160880227804181367996043568013220436
f(z) = 11/38*z^3 - 63/38*z + 1
*
[ 3 ] 
f(z) = 11/39*z^3 - 73/39*z + 1
*
1/2 | 0.12224817813698077499889138641638899548 | 0.028059754048303020668448573349440633153
f(z) = 12/25*z^3 - 78/25*z + 1
*
0 | 0.077726022349052188803130614890135187709 | 0.018832927425551465975292368249061183219
f(z) = 12/25*z^3 - 62/25*z + 1
*
0 | 0.075582168624389017451797685111171481709 | 0.017790338535940133771603646038059347563
f(z) = 12/29*z^3 - 70/29*z + 1
*
0 | 0.074213870728119318646557167593087309504 | 0.017242738927275529679167571929032464244
f(z) = 12/31*z^3 - 74/31*z + 1
*
-5/2 | 0.10142513862674481197230758216579826262 | 0.024672403478655799232210066445678785446
f(z) = 12/35*z^3 - 61/35*z + 1
*
-2 | 0.047745800794150028871698589879184737590 | 0.011524076320765528563290177442410974159
f(z) = 13/22*z^3 - 63/22*z + 1
*
0 | 0.080062262112916751455874982458227319408 | 0.019324078843713358628802816569092158547
f(z) = 13/25*z^3 - 63/25*z + 1
*
0 | 0.065681115200407508496748490805845654225 | 0.015620907672894569745814493499467403280
f(z) = 13/27*z^3 - 67/27*z + 1
*
0 | 0.053131129282983978680120118515766002856 | 0.012548368640537471888361781670654416962
f(z) = 13/28*z^3 - 69/28*z + 1
*
0 | 0.078333298405911776525354873050793000346 | 0.018376537921088776641100884563443515893
f(z) = 13/29*z^3 - 71/29*z + 1
*
[ -3 ] 
f(z) = 13/30*z^3 - 77/30*z + 1
*
0 | 0.044655148915696126084959719549024670433 | 0.010408010966709816657606436149845422297
f(z) = 13/30*z^3 - 73/30*z + 1
*
0 | 0.077299383734413500724584272673901319169 | 0.017903786113981945618721936706001365033
f(z) = 13/31*z^3 - 75/31*z + 1
*
0 | 0.051049844192037771986231023799001315437 | 0.011752332168288666957790445859769190820
f(z) = 13/32*z^3 - 77/32*z + 1
*
0 | 0.055748858918346656259741492069627226994 | 0.012758788020978543541237396102037245274
f(z) = 13/33*z^3 - 79/33*z + 1
*
[ -3 ] 
f(z) = 13/33*z^3 - 73/33*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.012391650011922209889357122712589669407
f(z) = 13/34*z^3 - 69/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.012791635622468536167050300807638392902
f(z) = 13/38*z^3 - 71/38*z + 1
*
0 | 0.082102827328347504191018275678500989898 | 0.019741556971594967471408769635304884241
f(z) = 14/25*z^3 - 64/25*z + 1
*
0 | 0.067843657038653891296261616962990447768 | 0.016078571667360504823141980899033113060
f(z) = 14/27*z^3 - 68/27*z + 1
*
0 | 0.080647273973663420899187510311542210781 | 0.018857509969054626055355433088450113477
f(z) = 14/29*z^3 - 72/29*z + 1
*
0 | 0.079808501736075894773327186593045664059 | 0.018428403567050210045629465997510516736
f(z) = 14/31*z^3 - 76/31*z + 1
*
0 | 0.058523608815083373433465175517497797375 | 0.013355374965546919087762028256497140514
f(z) = 14/33*z^3 - 80/33*z + 1
*
[ -3 ] 
f(z) = 14/39*z^3 - 74/39*z + 1
*
-2 | 0.048125136370568349043920356182274694824 | 0.011289878142097674338616864289201685057
f(z) = 15/22*z^3 - 71/22*z + 1
*
0 | 0.084488333169519768387583536437300487473 | 0.020552402229084255330588783826681593408
f(z) = 15/23*z^3 - 61/23*z + 1
*
-2 | 0.050709435392863795715880222329862348878 | 0.011819115432376824520131818900808163979
f(z) = 15/26*z^3 - 73/26*z + 1
*
0 | 0.070786742339817498921874497367662401628 | 0.016835176491467453046929906816658900216
f(z) = 15/26*z^3 - 67/26*z + 1
*
0 | 0.057322269204613879909978192612361145438 | 0.013447472214216730854366171189742505925
f(z) = 15/28*z^3 - 71/28*z + 1
*
0 | 0.082660196468535240357256006187222332236 | 0.019266047751382607646071407316660264734
f(z) = 15/29*z^3 - 73/29*z + 1
*
0 | 0.081951409888439466794692395300604793548 | 0.018866270914470972115165056400871287753
f(z) = 15/31*z^3 - 77/31*z + 1
*
0 | 0.055900212839371154743787006052699349703 | 0.012793427162154937940411575024864074502
f(z) = 15/32*z^3 - 79/32*z + 1
*
-2 | 0.053080618435081016588791358914354680476 | 0.012219842575828198991153644707817133789
f(z) = 15/34*z^3 - 77/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.012479219741896840817232126393584595764
f(z) = 15/38*z^3 - 79/38*z + 1
*
0 | 0.11533430045899710923652114256550998598 | 0.026395623509702384635621326096328596150
f(z) = 16/21*z^3 - 79/21*z + 1
*
7/4 | 0.11901671388456016773408439100908627100 | 0.028951682249801697036432794955452911915
f(z) = 16/21*z^3 - 61/21*z + 1
*
[ 1/4 ] 
f(z) = 16/23*z^3 - 70/23*z + 1
*
0 | 0.086070794153746812189992186541219283684 | 0.020854856208615177983117764578640507686
f(z) = 16/23*z^3 - 62/23*z + 1
*
-5/2 | 0.15496506777674630551012805255161130334 | 0.026030360103747638704073854624874486085
f(z) = 16/25*z^3 - 77/20*z + 1
*
[ 1/4 ] 
f(z) = 16/25*z^3 - 76/25*z + 1
*
0 | 0.085562278192953436841064726459683234034 | 0.020422274259183757609063371000051908330
f(z) = 16/25*z^3 - 66/25*z + 1
*
0 | 0.071460296526095735731141586849147315047 | 0.016820142769331483339139645811419986041
f(z) = 16/27*z^3 - 70/27*z + 1
*
0 | 0.084449382813043658110773908432269809657 | 0.019620842386046524308863203821392567170
f(z) = 16/29*z^3 - 74/29*z + 1
*
0 | 0.083834102997769437802427671881294546432 | 0.019242530619488305388724231844780548345
f(z) = 16/31*z^3 - 78/31*z + 1
*
[ -11/4 ] 
f(z) = 16/33*z^3 - 76/33*z + 1
*
0 | 0.10957145364292516133744362622494271026 | 0.025004743872598498729751525383136333948
f(z) = 17/21*z^3 - 80/21*z + 1
*
-2 | 0.047245691367792524313173664883619975494 | 0.010812737206857216344397696217348522071
f(z) = 17/22*z^3 - 79/22*z + 1
*
0 | 0.074908958309266364746251436172658429270 | 0.018222149543946274984479930470042212342
f(z) = 17/22*z^3 - 61/22*z + 1
*
0 | 0.087522248693882505720584967369637902313 | 0.021124644616640331969013387976366883581
f(z) = 17/23*z^3 - 63/23*z + 1
*
[ 5/2 ] 
f(z) = 17/25*z^3 - 73/20*z + 1
*
0 | 0.087061586719194677969405227882558406593 | 0.020705814812166988309409660688874047770
f(z) = 17/25*z^3 - 67/25*z + 1
*
0 | 0.073986937087903757744379778398511129296 | 0.017474037794649490641762340237938328416
f(z) = 17/26*z^3 - 69/26*z + 1
*
0 | 0.073013522052962005597394656793208307552 | 0.017128549212951918878026329312935461975
f(z) = 17/27*z^3 - 71/27*z + 1
*
[ 6/17 ] 
f(z) = 17/27*z^3 - 65/34*z + 1
*
0 | 0.060653208548381179969879362912217315090 | 0.014136763062406819227484499242512312147
f(z) = 17/28*z^3 - 73/28*z + 1
*
0 | 0.086064008459740647765665355983930261946 | 0.019933814800765830103188135905509740644
f(z) = 17/29*z^3 - 75/29*z + 1
*
0 | 0.052617003730972303412194792172122505409 | 0.012113112494923500145457373249636328310
f(z) = 17/30*z^3 - 77/30*z + 1
*
0 | 0.085519531655933821176135772991120559269 | 0.019572159811370418858322578743059640861
f(z) = 17/31*z^3 - 79/31*z + 1
*
0 | 0.088863642591628787159319293245461892158 | 0.021367189413712020544105748111069641961
f(z) = 18/23*z^3 - 64/23*z + 1
*
0 | 0.088442379218513802083245941046405145109 | 0.020960354950891728057933584404747222878
f(z) = 18/25*z^3 - 68/25*z + 1
*
0 | 0.087537733536700152685616423094099401386 | 0.020213143285084484458694495204217271053
f(z) = 18/29*z^3 - 76/29*z + 1
*
0 | 0.087048886299048792637962797729380996059 | 0.019864983386968191943089433240714042004
f(z) = 18/31*z^3 - 80/31*z + 1
*
[ 1/3 ] 
f(z) = 18/31*z^3 - 64/31*z + 1
*
[ 1/3 ] 
f(z) = 18/35*z^3 - 72/35*z + 1
*
[ 1/3 ] 
f(z) = 18/37*z^3 - 76/37*z + 1
*
0 | 0.070140714800312908818600234993799251723 | 0.017062239591342477339637799050134770448
f(z) = 19/21*z^3 - 61/21*z + 1
*
[ 2 ] 
f(z) = 19/22*z^3 - 65/22*z + 1
*
0 | 0.077464100525033370821888992355413130354 | 0.018696978409027216511972055993150537181
f(z) = 19/22*z^3 - 63/22*z + 1
*
0 | 0.090111099274892733462109069913771506986 | 0.021586664927987282834285870828166925049
f(z) = 19/23*z^3 - 65/23*z + 1
*
0 | 0.089722871137377100795825697328819579831 | 0.021190508798009411291506944025139871406
f(z) = 19/25*z^3 - 69/25*z + 1
*
[ -5/2 ] 
f(z) = 19/25*z^3 - 67/20*z + 1
*
0 | 0.076687245496857576714522514899704934293 | 0.017990383446313460156313687458108100437
f(z) = 19/26*z^3 - 71/26*z + 1
*
[ 2 ] 
f(z) = 19/26*z^3 - 63/26*z + 1
*
0 | 0.075754955936814760049977794135212560642 | 0.017656606938239245835228700692964263229
f(z) = 19/27*z^3 - 73/27*z + 1
*
0 | 0.063438069950876497706446389651741990518 | 0.014693281899719346654515143701817100535
f(z) = 19/28*z^3 - 75/28*z + 1
*
0 | 0.088894827040142805101852495391988189558 | 0.020464735043819632296889592453866970108
f(z) = 19/29*z^3 - 77/29*z + 1
*
0 | 0.055496568734789866309461991785997132535 | 0.012701048418155650230117911382027514625
f(z) = 19/30*z^3 - 79/30*z + 1
*
6 | 0.12274150696628764811343616105790944407 | 0.028090850631616284381477884935788556015
f(z) = 1/21*z^3 - 79/42*z + 1
*
2 | 0.11666452560788823765293822765893809031 | 0.027368821720871037685068395738878630094
f(z) = 1/21*z^3 - 71/42*z + 1
*
-6 | 0.061708524545591332758103733987170361266 | 0.014782654448621412475839051011949619289
f(z) = 1/21*z^3 - 65/42*z + 1
*
[ 8 ] 
f(z) = 1/28*z^3 - 79/56*z + 1
*
[ -8 ] 
f(z) = 1/28*z^3 - 65/56*z + 1
*
6 | 0.11904034086957776184227722854148434280 | 0.024779312946616677667754597710416242401
f(z) = 1/28*z^3 - 61/42*z + 1
*
7/2 | 0.10810780514773645937005875217092273701 | 0.026298010768441986495380971811455299964
f(z) = 2/21*z^3 - 61/42*z + 1
*
[ 21/4 ] 
f(z) = 2/27*z^3 - 69/56*z + 1
*
[ 3/7 ] 
f(z) = 2/27*z^3 - 66/49*z + 1
*
-51/10 | 0.11921865675968758413705225892319291112 | 0.016026228260039766687485331126935202765
f(z) = 2/27*z^3 - 63/50*z + 1
*
[ 4 ] 
f(z) = 3/22*z^3 - 63/44*z + 1
*
[ 14/3 ] 
f(z) = 3/28*z^3 - 65/42*z + 1
*
[ -16/3 ] 
f(z) = 3/32*z^3 - 71/48*z + 1
*
-2 | 0.065209787718103203422806404391303616431 | 0.015862755674994850542107234717572830890
f(z) = 4/29*z^3 - 61/58*z + 1
*
-2 | 0.044593779346580337463851089012894396622 | 0.010847761527109774236417782338201338935
f(z) = 5/21*z^3 - 61/42*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.016080114382358433637428065463053964336
f(z) = 5/23*z^3 - 63/46*z + 1
*
[ -18/5 ] 
f(z) = 5/24*z^3 - 64/45*z + 1
*
[ 3/7 ] 
f(z) = 5/27*z^3 - 67/49*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.013325177137401129074818299695245059342
f(z) = 5/27*z^3 - 67/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.016748445677368590711320251466330342270
f(z) = 5/29*z^3 - 69/58*z + 1
*
[ 2/5 ] 
f(z) = 5/32*z^3 - 61/40*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.013621643983900055129678491883449883090
f(z) = 6/23*z^3 - 71/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.013893491950836832444972080119154631813
f(z) = 6/25*z^3 - 73/50*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.014355611328851295255792042941640469643
f(z) = 6/29*z^3 - 77/58*z + 1
*
[ 1/2 ] 
f(z) = 6/29*z^3 - 61/58*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.015247253783857806147315646095179158995
f(z) = 7/23*z^3 - 79/46*z + 1
*
7/4 | 0.10810687855358475030714207512021581165 | 0.025197040092435576779537356066661553887
f(z) = 8/21*z^3 - 73/42*z + 1
*
3/4 | 0.073045807080668521775694814047814265873 | 0.017498569815851015442823399316129434582
f(z) = 8/21*z^3 - 65/42*z + 1
*
[ 3/7 ] 
f(z) = 8/27*z^3 - 68/49*z + 1
*
[ -8/3 ] 
f(z) = 9/20*z^3 - 73/40*z + 1
*
[ -10/3 ] 
f(z) = 9/32*z^3 - 73/40*z + 1
*
[ 1/2 ] 
f(z) = 10/29*z^3 - 63/58*z + 1
*
[ 2 ] 
f(z) = 11/21*z^3 - 67/42*z + 1
*
[ 2 ] 
f(z) = 11/23*z^3 - 65/46*z + 1
*
[ 5/11 ] 
f(z) = 11/25*z^3 - 71/55*z + 1
*
[ 2 ] 
f(z) = 11/25*z^3 - 63/50*z + 1
*
[ 3/7 ] 
f(z) = 11/27*z^3 - 69/49*z + 1
*
[ 2 ] 
f(z) = 11/27*z^3 - 61/54*z + 1
*
[ 4/11 ] 
f(z) = 11/32*z^3 - 79/44*z + 1
*
[ 2 ] 
f(z) = 12/23*z^3 - 73/46*z + 1
*
[ 2 ] 
f(z) = 12/25*z^3 - 71/50*z + 1
*
[ 2 ] 
f(z) = 12/29*z^3 - 67/58*z + 1
*
[ 2 ] 
f(z) = 13/25*z^3 - 79/50*z + 1
*
[ 2 ] 
f(z) = 13/27*z^3 - 77/54*z + 1
*
[ 2 ] 
f(z) = 13/29*z^3 - 75/58*z + 1
*
3/2 | 0.16914078756843277472539117924166181981 | 0.026183171711435302928719689527219755669
f(z) = 14/27*z^3 - 71/42*z + 1
*
[ 1/2 ] 
f(z) = 14/27*z^3 - 61/54*z + 1
*
[ 1/2 ] 
f(z) = 14/29*z^3 - 65/58*z + 1
*
[ -2 ] 
f(z) = 16/21*z^3 - 65/42*z + 1
*
[ 5/12 ] 
f(z) = 16/25*z^3 - 68/45*z + 1
*
[ 5/3 ] 
f(z) = 16/25*z^3 - 62/45*z + 1
*
[ -2 ] 
f(z) = 17/21*z^3 - 73/42*z + 1
*
[ -2 ] 
f(z) = 17/23*z^3 - 67/46*z + 1
*
[ 5/3 ] 
f(z) = 17/25*z^3 - 67/45*z + 1
*
[ -2 ] 
f(z) = 17/25*z^3 - 61/50*z + 1
*
[ 3/7 ] 
f(z) = 17/27*z^3 - 71/49*z + 1
*
[ -2 ] 
f(z) = 18/23*z^3 - 75/46*z + 1
*
[ -2 ] 
f(z) = 18/25*z^3 - 69/50*z + 1
*
[ 5/12 ] 
f(z) = 18/25*z^3 - 61/40*z + 1
*
[ 1/2 ] 
f(z) = 18/29*z^3 - 67/58*z + 1
*
[ 5/3 ] 
f(z) = 19/25*z^3 - 77/45*z + 1
*
[ -2 ] 
f(z) = 19/25*z^3 - 77/50*z + 1
*
[ -2 ] 
f(z) = 19/27*z^3 - 71/54*z + 1
*
[ -2 ] 
f(z) = 19/29*z^3 - 65/58*z + 1
*
[ -15/2 ] 
f(z) = 1/25*z^3 - 67/60*z + 1
*
[ 15/2 ] 
f(z) = 1/27*z^3 - 73/60*z + 1
*
-4 | 0.12792242767164564994540294468519924566 | 0.029449391777096633403159834061229101806
f(z) = 1/30*z^3 - 77/60*z + 1
*
[ 8 ] 
f(z) = 1/36*z^3 - 65/72*z + 1
*
[ 1/2 ] 
f(z) = 2/31*z^3 - 63/62*z + 1
*
[ 1/2 ] 
f(z) = 2/35*z^3 - 71/70*z + 1
*
7/2 | 0.11804092132056740815153662977910373584 | 0.027784171711494648184950900760686688548
f(z) = 2/35*z^3 - 69/70*z + 1
*
[ 1/2 ] 
f(z) = 2/37*z^3 - 75/74*z + 1
*
[ 11/3 ] 
f(z) = 3/22*z^3 - 73/66*z + 1
*
-10/3 | 0.076724590387065232223869373037239703933 | 0.012887863989225660012254051311698983758
f(z) = 3/25*z^3 - 77/60*z + 1
*
[ -13/3 ] 
f(z) = 3/26*z^3 - 73/78*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = 3/37*z^3 - 61/74*z + 1
*
[ 3 ] 
f(z) = 4/23*z^3 - 62/69*z + 1
*
-2 | 0.066444813171782318584767372765015572078 | 0.016037328631514837251034979637730765912
f(z) = 4/31*z^3 - 63/62*z + 1
*
-2 | 0.047257925547953138920559581161733573734 | 0.011279670631068689496832430777304615926
f(z) = 4/33*z^3 - 65/66*z + 1
*
-2 | 0.068692236449639122913970108915515760203 | 0.016168603831718980414783910551373971324
f(z) = 4/35*z^3 - 67/70*z + 1
*
-2 | 0.069721307767320803741043879181480200846 | 0.016198943616676726085760567911688224548
f(z) = 4/37*z^3 - 69/74*z + 1
*
-2 | 0.050351519708382142475958541598774116418 | 0.011557237747889917586155949803049751040
f(z) = 4/39*z^3 - 71/78*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.016925908189051658403005754743971196614
f(z) = 5/31*z^3 - 71/62*z + 1
*
-2 | 0.052962840614290137351977129486492228615 | 0.012344328466630142539303408326695026871
f(z) = 5/33*z^3 - 73/66*z + 1
*
[ -4 ] 
f(z) = 5/34*z^3 - 75/68*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017364088744442487322873857474695007474
f(z) = 5/37*z^3 - 77/74*z + 1
*
[ -4 ] 
f(z) = 5/38*z^3 - 65/76*z + 1
*
-2 | 0.056057468391140030629557287126267338755 | 0.012829416961570918675149050763024656921
f(z) = 5/39*z^3 - 79/78*z + 1
*
[ -3 ] 
f(z) = 6/23*z^3 - 70/69*z + 1
*
[ -3 ] 
f(z) = 6/25*z^3 - 62/75*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.014553865336259619338678582468636434147
f(z) = 6/31*z^3 - 79/62*z + 1
*
[ 1/2 ] 
f(z) = 6/31*z^3 - 65/62*z + 1
*
[ 1/2 ] 
f(z) = 6/35*z^3 - 73/70*z + 1
*
[ 1/2 ] 
f(z) = 6/37*z^3 - 77/74*z + 1
*
[ 8/3 ] 
f(z) = 7/32*z^3 - 67/72*z + 1
*
[ 11/4 ] 
f(z) = 8/33*z^3 - 79/66*z + 1
*
-3 | 0.044406120154138359069097653998476875312 | 0.010561085951764630742606796074569811446
f(z) = 8/33*z^3 - 67/66*z + 1
*
[ -13/4 ] 
f(z) = 8/39*z^3 - 67/78*z + 1
*
[ 1/2 ] 
f(z) = 10/31*z^3 - 67/62*z + 1
*
[ 1/2 ] 
f(z) = 10/33*z^3 - 71/66*z + 1
*
[ 1/2 ] 
f(z) = 10/37*z^3 - 79/74*z + 1
*
[ 3/5 ] 
f(z) = 11/27*z^3 - 61/75*z + 1
*
[ -8/3 ] 
f(z) = 11/32*z^3 - 77/72*z + 1
*
[ 6/11 ] 
f(z) = 11/36*z^3 - 61/66*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.027612727587944536934061990623839781292
f(z) = 12/25*z^3 - 61/75*z + 1
*
[ 2 ] 
f(z) = 12/31*z^3 - 65/62*z + 1
*
[ 2 ] 
f(z) = 12/35*z^3 - 61/70*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = 13/24*z^3 - 71/75*z + 1
*
[ 2 ] 
f(z) = 13/31*z^3 - 73/62*z + 1
*
[ 2 ] 
f(z) = 13/33*z^3 - 71/66*z + 1
*
[ 2 ] 
f(z) = 13/35*z^3 - 69/70*z + 1
*
[ 2 ] 
f(z) = 13/37*z^3 - 67/74*z + 1
*
[ 3/5 ] 
f(z) = 14/27*z^3 - 64/75*z + 1
*
[ 1/2 ] 
f(z) = 14/31*z^3 - 69/62*z + 1
*
[ 2 ] 
f(z) = 14/33*z^3 - 79/66*z + 1
*
[ 1/2 ] 
f(z) = 14/33*z^3 - 73/66*z + 1
*
[ 2 ] 
f(z) = 14/37*z^3 - 75/74*z + 1
*
[ 2 ] 
f(z) = 14/39*z^3 - 73/78*z + 1
*
[ 6/5 ] 
f(z) = 17/24*z^3 - 64/75*z + 1
*
[ 3/5 ] 
f(z) = 17/27*z^3 - 67/75*z + 1
*
[ 1/2 ] 
f(z) = 18/31*z^3 - 71/62*z + 1
*
[ 6/5 ] 
f(z) = 19/24*z^3 - 73/75*z + 1
*
[ 4 ] 
f(z) = 2/21*z^3 - 65/84*z + 1
*
[ -4 ] 
f(z) = 3/23*z^3 - 77/92*z + 1
*
4/3 | 0.063356026640584302580939124697168509546 | 0.014298949723473943459158571420441367959
f(z) = 3/28*z^3 - 79/84*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 3/32*z^3 - 73/96*z + 1
*
-3/2 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = 5/24*z^3 - 77/96*z + 1
*
[ 3 ] 
f(z) = 5/28*z^3 - 79/84*z + 1
*
[ 3 ] 
f(z) = 5/29*z^3 - 77/87*z + 1
*
[ 3 ] 
f(z) = 5/31*z^3 - 73/93*z + 1
*
[ 16/5 ] 
f(z) = 5/32*z^3 - 73/80*z + 1
*
[ 3 ] 
f(z) = 5/32*z^3 - 71/96*z + 1
*
[ -5/2 ] 
f(z) = 7/20*z^3 - 63/80*z + 1
*
[ 4/7 ] 
f(z) = 7/24*z^3 - 71/84*z + 1
*
[ -3 ] 
f(z) = 7/29*z^3 - 73/87*z + 1
*
[ -3 ] 
f(z) = 7/31*z^3 - 65/93*z + 1
*
[ -3 ] 
f(z) = 7/32*z^3 - 61/96*z + 1
*
0 | 0.12753735475329642465656774055343794442 | 0.028784163404497038686077074364441504202
f(z) = 10/21*z^3 - 61/84*z + 1
*
[ 2/3 ] 
f(z) = 11/20*z^3 - 67/90*z + 1
*
[ 3/2 ] 
f(z) = 11/24*z^3 - 67/96*z + 1
*
[ 5/8 ] 
f(z) = 12/25*z^3 - 63/80*z + 1
*
[ 2/3 ] 
f(z) = 13/20*z^3 - 71/90*z + 1
*
[ 7/8 ] 
f(z) = 16/21*z^3 - 61/84*z + 1
*
[ 3/2 ] 
f(z) = 16/29*z^3 - 79/87*z + 1
*
[ 3/2 ] 
f(z) = 16/31*z^3 - 77/93*z + 1
*
[ 2/3 ] 
f(z) = 17/20*z^3 - 79/90*z + 1
*
[ 5/4 ] 
f(z) = 17/25*z^3 - 69/80*z + 1
*
[ 10/9 ] 
f(z) = 18/25*z^3 - 71/90*z + 1
*
[ 5/4 ] 
f(z) = 19/25*z^3 - 79/80*z + 1
*
[ 15/19 ] 
f(z) = 19/27*z^3 - 67/95*z + 1
*
[ 6/7 ] 
f(z) = 19/27*z^3 - 67/98*z + 1
*
[ -4 ] 
f(z) = 3/25*z^3 - 67/100*z + 1
*
[ 7/2 ] 
f(z) = 3/28*z^3 - 67/112*z + 1
*
[ 2/3 ] 
f(z) = 3/38*z^3 - 61/114*z + 1
*
[ 5/2 ] 
f(z) = 4/21*z^3 - 62/105*z + 1
*
-13/5 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = 5/21*z^3 - 64/105*z + 1
*
[ 11/5 ] 
f(z) = 5/22*z^3 - 61/110*z + 1
*
[ 3 ] 
f(z) = 5/34*z^3 - 67/102*z + 1
*
[ 3 ] 
f(z) = 5/37*z^3 - 61/111*z + 1
*
[ 15/7 ] 
f(z) = 7/25*z^3 - 79/105*z + 1
*
[ 16/7 ] 
f(z) = 7/32*z^3 - 65/112*z + 1
*
[ -3 ] 
f(z) = 8/35*z^3 - 76/105*z + 1
*
[ -3 ] 
f(z) = 8/37*z^3 - 68/111*z + 1
*
[ 5/3 ] 
f(z) = 9/23*z^3 - 79/115*z + 1
*
[ 7/5 ] 
f(z) = 10/21*z^3 - 68/105*z + 1
*
[ 10/11 ] 
f(z) = 11/20*z^3 - 61/110*z + 1
*
[ 4/3 ] 
f(z) = 11/24*z^3 - 61/108*z + 1
*
[ 4/3 ] 
f(z) = 13/24*z^3 - 77/108*z + 1
*
[ 9/13 ] 
f(z) = 13/27*z^3 - 79/117*z + 1
*
-2 | 0.15248078789173067703573001187751201298 | 0.025284156163229260514435994346466313439
f(z) = 13/32*z^3 - 77/104*z + 1
*
[ 2/3 ] 
f(z) = 15/34*z^3 - 71/102*z + 1
*
[ 2/3 ] 
f(z) = 15/38*z^3 - 77/114*z + 1
*
[ 3/2 ] 
f(z) = 16/35*z^3 - 73/105*z + 1
*
[ 3/4 ] 
f(z) = 16/35*z^3 - 62/105*z + 1
*
[ 3/2 ] 
f(z) = 16/37*z^3 - 71/111*z + 1
*
[ 3/4 ] 
f(z) = 16/37*z^3 - 64/111*z + 1
*
[ -9/4 ] 
f(z) = 16/39*z^3 - 74/117*z + 1
*
[ 4/5 ] 
f(z) = 19/32*z^3 - 63/100*z + 1
*
[ 2/3 ] 
f(z) = 1/28*z^3 - 65/126*z + 1
*
[ 2/3 ] 
f(z) = 3/23*z^3 - 77/138*z + 1
*
-11/4 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = 4/33*z^3 - 73/132*z + 1
*
0 | 0.089536471695302980653807379124520642270 | 0.018702167336433397362213026276327549703
f(z) = 5/24*z^3 - 73/120*z + 1
*
[ 2/3 ] 
f(z) = 5/28*z^3 - 73/126*z + 1
*
-5/12 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = 6/25*z^3 - 77/120*z + 1
*
[ -9/4 ] 
f(z) = 8/21*z^3 - 61/126*z + 1
*
[ 3/4 ] 
f(z) = 8/23*z^3 - 73/138*z + 1
*
[ 15/8 ] 
f(z) = 8/25*z^3 - 79/120*z + 1
*
[ -5/2 ] 
f(z) = 8/27*z^3 - 61/135*z + 1
*
[ 5/3 ] 
f(z) = 9/26*z^3 - 73/130*z + 1
*
-2 | 0.15972968489432256522728631139046677631 | 0.028887192939155778252263328812603814901
f(z) = 9/28*z^3 - 71/126*z + 1
*
[ -8/3 ] 
f(z) = 9/34*z^3 - 69/136*z + 1
*
0 | 0.13152776584767868206624047255257066968 | 0.026813536812620701245753288411797834239
f(z) = 10/27*z^3 - 77/135*z + 1
*
[ 12/11 ] 
f(z) = 11/24*z^3 - 61/132*z + 1
*
-12/11 | 0.20061934213285366132606524342469944115 | 0.028815329880739549080294605946190359289
f(z) = 11/32*z^3 - 65/132*z + 1
*
[ 10/13 ] 
f(z) = 13/25*z^3 - 79/130*z + 1
*
[ 3/2 ] 
f(z) = 13/30*z^3 - 77/120*z + 1
*
[ 3/2 ] 
f(z) = 13/33*z^3 - 73/132*z + 1
*
-3/2 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 1/39*z^3 - 61/156*z + 1
*
[ -5 ] 
f(z) = 2/29*z^3 - 76/145*z + 1
*
[ -5 ] 
f(z) = 2/31*z^3 - 64/155*z + 1
*
[ -4 ] 
f(z) = 4/37*z^3 - 71/148*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = 6/25*z^3 - 61/150*z + 1
*
[ 11/7 ] 
f(z) = 7/22*z^3 - 65/154*z + 1
*
[ -20/7 ] 
f(z) = 7/32*z^3 - 61/140*z + 1
*
[ 3/4 ] 
f(z) = 8/25*z^3 - 77/150*z + 1
*
[ 5/3 ] 
f(z) = 9/28*z^3 - 69/140*z + 1
*
[ 5/3 ] 
f(z) = 9/29*z^3 - 67/145*z + 1
*
[ 5/3 ] 
f(z) = 9/31*z^3 - 63/155*z + 1
*
[ 16/9 ] 
f(z) = 9/32*z^3 - 65/144*z + 1
*
-7/6 | 0.10847537929765468004426906573805295395 | 0.021951280570474200618761180964693245940
f(z) = 9/35*z^3 - 69/140*z + 1
*
[ 6/7 ] 
f(z) = 11/24*z^3 - 74/147*z + 1
*
[ 14/11 ] 
f(z) = 11/28*z^3 - 65/154*z + 1
*
[ -5/2 ] 
f(z) = 11/35*z^3 - 79/140*z + 1
*
[ 6/5 ] 
f(z) = 13/27*z^3 - 79/150*z + 1
*
[ 12/13 ] 
f(z) = 13/27*z^3 - 77/156*z + 1
*
[ 12/13 ] 
f(z) = 13/32*z^3 - 67/156*z + 1
*
[ 12/13 ] 
f(z) = 13/36*z^3 - 61/156*z + 1
*
[ 7/8 ] 
f(z) = 16/35*z^3 - 69/140*z + 1
*
[ 6/5 ] 
f(z) = 17/36*z^3 - 77/150*z + 1
*
[ 6 ] 
f(z) = 1/29*z^3 - 71/174*z + 1
*
[ 3/4 ] 
f(z) = 2/21*z^3 - 65/168*z + 1
*
[ -17/5 ] 
f(z) = 5/34*z^3 - 69/170*z + 1
*
[ 7/8 ] 
f(z) = 8/21*z^3 - 73/168*z + 1
*
[ 5/3 ] 
f(z) = 9/32*z^3 - 61/160*z + 1
*
[ 3/2 ] 
f(z) = 10/29*z^3 - 77/174*z + 1
*
[ 10/11 ] 
f(z) = 11/24*z^3 - 79/165*z + 1
*
[ 16/11 ] 
f(z) = 11/32*z^3 - 73/176*z + 1
*
[ 6 ] 
f(z) = 1/31*z^3 - 61/186*z + 1
*
[ 3/4 ] 
f(z) = 1/36*z^3 - 67/192*z + 1
*
[ 3/4 ] 
f(z) = 5/36*z^3 - 79/192*z + 1
*
[ 4/3 ] 
f(z) = 7/20*z^3 - 67/180*z + 1
*
[ 5/6 ] 
f(z) = 7/25*z^3 - 71/180*z + 1
*
0 | 0.15560583370652921290812732240458295853 | 0.029901159445653291660704459430100225821
f(z) = 7/26*z^3 - 75/182*z + 1
*
[ 7/6 ] 
f(z) = 8/21*z^3 - 71/189*z + 1
*
[ 3/2 ] 
f(z) = 10/31*z^3 - 73/186*z + 1
*
[ -13/5 ] 
f(z) = 10/39*z^3 - 68/195*z + 1
*
[ -7/2 ] 
f(z) = 4/31*z^3 - 64/217*z + 1
*
[ 5/6 ] 
f(z) = 6/35*z^3 - 67/210*z + 1
*
[ 6/7 ] 
f(z) = 7/30*z^3 - 71/210*z + 1
*
[ 8/5 ] 
f(z) = 9/32*z^3 - 69/200*z + 1
*
[ -7 ] 
f(z) = 1/33*z^3 - 79/231*z + 1
*
[ -7 ] 
f(z) = 1/34*z^3 - 71/238*z + 1
*
[ 9/2 ] 
f(z) = 2/39*z^3 - 61/234*z + 1
*
[ 5/4 ] 
f(z) = 8/23*z^3 - 79/230*z + 1
*
[ 9/10 ] 
f(z) = 8/27*z^3 - 79/225*z + 1
*
[ 21/16 ] 
f(z) = 8/27*z^3 - 61/224*z + 1
*
[ 3/2 ] 
f(z) = 10/37*z^3 - 61/222*z + 1
*
[ 5/6 ] 
f(z) = 3/20*z^3 - 73/240*z + 1
*
[ 15/14 ] 
f(z) = 8/27*z^3 - 67/245*z + 1
*
-10/9 | 0.15719988364619517500761944001398461665 | 0.024985799275064614666519624942060218431
f(z) = 3/20*z^3 - 77/270*z + 1
*
[ 5/3 ] 
f(z) = 7/30*z^3 - 67/270*z + 1
*
[ 5/4 ] 
f(z) = 8/27*z^3 - 71/270*z + 1
*
[ 6/7 ] 
f(z) = 2/27*z^3 - 65/294*z + 1
*
[ 6/7 ] 
f(z) = 5/36*z^3 - 79/294*z + 1
*
[ 5/4 ] 
f(z) = 8/29*z^3 - 67/290*z + 1
*
2 | 0.10430690398236247834282367598043785338 | 0.022023338996219858369558273671538775654
f(z) = 1/20*z^3 - 57/10*z + 1
*
-10 | 0.050510140661484968723086531553303351898 | 0.011117513408682711529648211771532222153
f(z) = 1/20*z^3 - 47/10*z + 1
*
[ 10 ] 
f(z) = 1/20*z^3 - 41/10*z + 1
*
[ -12 ] 
f(z) = 1/24*z^3 - 59/12*z + 1
*
[ 10 ] 
f(z) = 1/24*z^3 - 49/15*z + 1
*
[ -10 ] 
f(z) = 1/24*z^3 - 46/15*z + 1
*
3/2 | 0.17082576609027528525786696202532211036 | 0.023905140972817307344457862279005159656
f(z) = 1/27*z^3 - 47/4*z + 1
*
-21/2 | 0.14125607352019994033228941048964733694 | 0.023897975522913527359298170833722089836
f(z) = 1/27*z^3 - 41/12*z + 1
*
0 | 0.12850375146645171758467167322822519415 | 0.027555576233148857946042251221237371363
f(z) = 1/30*z^3 - 53/15*z + 1
*
-2 | 0.073919517999587488434824014040921214752 | 0.013799743756412031754124762190675298226
f(z) = 1/32*z^3 - 53/8*z + 1
*
[ 12 ] 
f(z) = 1/32*z^3 - 43/12*z + 1
*
[ -12 ] 
f(z) = 1/32*z^3 - 41/12*z + 1
*
-12 | 0.13922890458139940192388016732642908635 | 0.028134099787726815302811726199206237537
f(z) = 1/36*z^3 - 47/12*z + 1
*
[ 9 ] 
f(z) = 2/27*z^3 - 46/9*z + 1
*
[ -9 ] 
f(z) = 2/27*z^3 - 44/9*z + 1
*
10/3 | 0.066069989892336989592240210054614596507 | 0.012101649423966221692885751257308104192
f(z) = 3/25*z^3 - 47/15*z + 1
*
8 | 0.16112633302922047438699110985784399406 | 0.029676934209150627763660409947749698980
f(z) = 3/32*z^3 - 57/8*z + 1
*
-8 | 0.075764290004580465750709883929984109044 | 0.014047000715838980362040195868478445908
f(z) = 3/32*z^3 - 55/8*z + 1
*
-4/3 | 0.12785790756348090767637892185446862122 | 0.021134469561283936501548501747025394195
f(z) = 3/32*z^3 - 53/12*z + 1
*
8 | 0.096062278031577940086302392324546020836 | 0.018344952300333079008515988371423869775
f(z) = 3/32*z^3 - 47/8*z + 1
*
[ 8 ] 
f(z) = 3/32*z^3 - 41/8*z + 1
*
4 | 0.066698953644368127107544592834178675945 | 0.011513688410439034458264902089482667154
f(z) = 3/32*z^3 - 41/12*z + 1
*
3/8 | 0.19756092593407228590429331852696620668 | 0.026793828392591455226747427750522023786
f(z) = 4/27*z^3 - 59/16*z + 1
*
-4 | 0.10466012355065634464788777568654355730 | 0.022826797362803308268385239241886685580
f(z) = 5/24*z^3 - 49/12*z + 1
*
14/5 | 0.14830286310836676698197632637439647404 | 0.025010647368998539188398481177598945127
f(z) = 5/24*z^3 - 47/15*z + 1
*
4 | 0.12747612281267421496144281847885962416 | 0.028618361868616011688079701405489882237
f(z) = 5/24*z^3 - 43/12*z + 1
*
-3/5 | 0.15071771003026327206686024071729786341 | 0.021091245119718218777100240418856111108
f(z) = 5/27*z^3 - 47/5*z + 1
*
-6/5 | 0.11040360579406820925711849601928815437 | 0.018457776354350368239076744669641172162
f(z) = 5/27*z^3 - 44/15*z + 1
*
15/2 | 0.20897099701664249231406875866360129175 | 0.029611719133483271922187613345240707694
f(z) = 5/27*z^3 - 43/4*z + 1
*
12/5 | 0.11085637440627591523651918190694208742 | 0.018754895673503707172846830655635915918
f(z) = 5/27*z^3 - 41/15*z + 1
*
-6 | 0.14163591932311242685702651989445411249 | 0.027772476265332271559243404680053371481
f(z) = 5/32*z^3 - 41/8*z + 1
*
4 | 0.12293514814342558047159013078761133211 | 0.025768869212811315396076642523645120770
f(z) = 7/24*z^3 - 59/12*z + 1
*
-4 | 0.12758933077470907564779630413864134240 | 0.027359493326673856498184714463049662664
f(z) = 7/24*z^3 - 53/12*z + 1
*
[ 4 ] 
f(z) = 7/24*z^3 - 47/12*z + 1
*
[ -4 ] 
f(z) = 7/24*z^3 - 41/12*z + 1
*
[ -6 ] 
f(z) = 7/27*z^3 - 49/6*z + 1
*
2 | 0.11981377011829562577162706185572560837 | 0.027188882112850172010650640521484685340
f(z) = 7/36*z^3 - 41/18*z + 1
*
[ 6 ] 
f(z) = 8/27*z^3 - 59/6*z + 1
*
-21/4 | 0.17421995473345748861131802793855147609 | 0.028809200025279981585869281342977429457
f(z) = 8/27*z^3 - 47/6*z + 1
*
[ 9/2 ] 
f(z) = 8/27*z^3 - 47/9*z + 1
*
[ -9/2 ] 
f(z) = 8/27*z^3 - 43/9*z + 1
*
-10/3 | 0.10830641629918181825005986405470826954 | 0.023838738512377087921545925526183016763
f(z) = 9/20*z^3 - 47/10*z + 1
*
[ 10/3 ] 
f(z) = 9/20*z^3 - 43/10*z + 1
*
[ 5 ] 
f(z) = 9/25*z^3 - 41/5*z + 1
*
-3/5 | 0.079152029208144730181972540993070310858 | 0.012873454883177769774248116189193016023
f(z) = 10/27*z^3 - 52/15*z + 1
*
33/10 | 0.13839400881523586865677174737195061324 | 0.019366682007286897450812186706706000892
f(z) = 10/27*z^3 - 47/10*z + 1
*
-24/5 | 0.20256714498397220235616526372316020635 | 0.028432558500512257369696185039156109275
f(z) = 10/27*z^3 - 46/5*z + 1
*
-6 | 0.16131998381196877517369254147276580192 | 0.026749859568194414284419402898615297943
f(z) = 11/24*z^3 - 52/3*z + 1
*
[ 6 ] 
f(z) = 11/24*z^3 - 47/3*z + 1
*
[ -6 ] 
f(z) = 11/24*z^3 - 46/3*z + 1
*
[ 5 ] 
f(z) = 11/25*z^3 - 51/5*z + 1
*
[ -5 ] 
f(z) = 11/25*z^3 - 49/5*z + 1
*
[ -6 ] 
f(z) = 11/36*z^3 - 59/6*z + 1
*
-3 | 0.13998143106269680890346517203117246100 | 0.029088958511412552031137722882900984605
f(z) = 11/36*z^3 - 41/12*z + 1
*
[ 5 ] 
f(z) = 12/25*z^3 - 56/5*z + 1
*
[ -5 ] 
f(z) = 12/25*z^3 - 54/5*z + 1
*
[ 6 ] 
f(z) = 13/24*z^3 - 56/3*z + 1
*
[ -6 ] 
f(z) = 13/24*z^3 - 55/3*z + 1
*
[ -5 ] 
f(z) = 13/25*z^3 - 59/5*z + 1
*
-3 | 0.14571819812312273386649137223621394393 | 0.020717717179709121728615501982671320044
f(z) = 13/27*z^3 - 42/13*z + 1
*
2 | 0.13335052332479092633091664886706161694 | 0.028261217595287879691937453120290348098
f(z) = 13/30*z^3 - 56/15*z + 1
*
3 | 0.13940593282330170312181685624431637157 | 0.028685455574002229271731554259442478653
f(z) = 13/36*z^3 - 43/12*z + 1
*
3 | 0.078197313587316118619919893554814356383 | 0.010605363338494351671837275186375681041
f(z) = 14/27*z^3 - 59/14*z + 1
*
3/4 | 0.15784264761910409096810628488494029552 | 0.021723073235806225329538485537666702020
f(z) = 14/27*z^3 - 53/8*z + 1
*
-3/14 | 0.12527432864705794738704594703465334304 | 0.017530730610043769319992626066608218901
f(z) = 14/27*z^3 - 47/14*z + 1
*
15/14 | 0.19692220620985606625636732030606210728 | 0.028093981689517388651029790479707461583
f(z) = 14/27*z^3 - 41/14*z + 1
*
-21/8 | 0.12055285437328222561134014126507662422 | 0.019546417841181700188625775945788926421
f(z) = 16/27*z^3 - 53/12*z + 1
*
[ 6 ] 
f(z) = 16/27*z^3 - 41/2*z + 1
*
15/8 | 0.13654001160467334305395703775792471744 | 0.023100103053340158333099392218694758469
f(z) = 16/27*z^3 - 41/12*z + 1
*
[ -6 ] 
f(z) = 17/27*z^3 - 43/2*z + 1
*
-2 | 0.065176020232694159183706726465769881944 | 0.014790145814974769393602665984105000326
f(z) = 17/28*z^3 - 41/14*z + 1
*
3 | 0.12283581302011933239860552996420196275 | 0.024057407907703619401474344429949540932
f(z) = 17/36*z^3 - 55/12*z + 1
*
-3 | 0.14702900503981842240442971118995321159 | 0.029710272532253113576616385900324755269
f(z) = 17/36*z^3 - 47/12*z + 1
*
[ 3 ] 
f(z) = 17/36*z^3 - 43/12*z + 1
*
-2 | 0.054367895578271027408268425372375931032 | 0.012205580742210905125100461930113080683
f(z) = 17/36*z^3 - 43/18*z + 1
*
5/3 | 0.059610573884748347029133958729553133771 | 0.011198659051621207007419783034593870644
f(z) = 18/25*z^3 - 41/10*z + 1
*
-2 | 0.057403018236438315168731992870000752934 | 0.012886965119383311295690146297118245925
f(z) = 19/20*z^3 - 43/10*z + 1
*
[ 6 ] 
f(z) = 19/27*z^3 - 49/2*z + 1
*
-2 | 0.065428746371299483937326036730541735443 | 0.014540336406383454605682022780885483576
f(z) = 19/28*z^3 - 45/14*z + 1
*
-3 | 0.13921091774178713207775267534682387100 | 0.027463710535466686495793774916599611587
f(z) = 19/36*z^3 - 53/12*z + 1
*
[ 3 ] 
f(z) = 19/36*z^3 - 49/12*z + 1
*
-2 | 0.055404214827732599083745609336724200547 | 0.012194721558448059501111382813794322917
f(z) = 19/36*z^3 - 47/18*z + 1
*
[ -3 ] 
f(z) = 19/36*z^3 - 41/12*z + 1
*
-6 | 0.12764049934889984007705190704326246971 | 0.027838910514128590818598238789537996953
f(z) = 1/20*z^3 - 49/30*z + 1
*
7 | 0.10810715300838274000581190517180010799 | 0.027360284687069440359747454984347269915
f(z) = 1/21*z^3 - 52/21*z + 1
*
0 | 0.044406120154138359069097653998476875312 | 0.011665368357050657176456294286012218647
f(z) = 1/22*z^3 - 45/22*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.015081164077086807480208769251542929675
f(z) = 1/23*z^3 - 47/23*z + 1
*
[ 8 ] 
f(z) = 1/24*z^3 - 43/24*z + 1
*
3 | 0.063411063981424287757270936075456423125 | 0.017075490347949500827152793426543765519
f(z) = 1/24*z^3 - 41/24*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.015160593866501386691323344361525498938
f(z) = 1/25*z^3 - 51/25*z + 1
*
0 | 0.047499714314567362624496614435517417997 | 0.011963783859930476687960299855234508060
f(z) = 1/26*z^3 - 53/26*z + 1
*
0 | 0.047470901362202270615843929990479505756 | 0.011846008097639232918163234742078688874
f(z) = 1/27*z^3 - 55/27*z + 1
*
-15/2 | 0.17882877261002837007298148378166734100 | 0.025340489652217036865517033894847004096
f(z) = 1/27*z^3 - 43/20*z + 1
*
-7 | 0.11381103445829884871504825629382419542 | 0.029897852715901218439861509498349824985
f(z) = 1/28*z^3 - 45/28*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.015292889652830500468418165305751067084
f(z) = 1/29*z^3 - 59/29*z + 1
*
6 | 0.090839073962287598045478236702710865194 | 0.024461373666811522617329472459587582492
f(z) = 1/30*z^3 - 41/30*z + 1
*
6 | 0.070640736260665835016406084151900941795 | 0.013097073473017102184374748677392198003
f(z) = 1/32*z^3 - 55/24*z + 1
*
-6 | 0.13054175631955252867983546896393124789 | 0.024929476397558195555968740062690713649
f(z) = 1/32*z^3 - 47/24*z + 1
*
[ -9 ] 
f(z) = 1/36*z^3 - 41/36*z + 1
*
3 | 0.10810735628587205377149051115631560843 | 0.027229069962553730673686429705896964243
f(z) = 2/21*z^3 - 53/21*z + 1
*
-2 | 0.10810714052824885488788852647379294165 | 0.027634587112152530742662106096784364001
f(z) = 2/21*z^3 - 50/21*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.014999145624002116254129019289779282307
f(z) = 2/23*z^3 - 48/23*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.015086088284383039619081422379542612454
f(z) = 2/25*z^3 - 52/25*z + 1
*
0 | 0.047470901362202270615843929990479505756 | 0.011792982330329668336807820102788740712
f(z) = 2/27*z^3 - 56/27*z + 1
*
-21/4 | 0.063411174446359654620710713834300857166 | 0.010728025047231666856708369876844745462
f(z) = 2/27*z^3 - 41/24*z + 1
*
0 | 0.062357971888212114640982379454983419084 | 0.015230269690435853774776624205621614686
f(z) = 2/29*z^3 - 60/29*z + 1
*
[ -7 ] 
f(z) = 2/35*z^3 - 58/35*z + 1
*
[ 5 ] 
f(z) = 3/20*z^3 - 59/20*z + 1
*
4 | 0.051358290470417109237376469331855818188 | 0.012935645939562191752468740258280808779
f(z) = 3/20*z^3 - 53/20*z + 1
*
[ -5 ] 
f(z) = 3/20*z^3 - 51/20*z + 1
*
0 | 0.044406794022499893486111990945962584210 | 0.011533790029965717887485468125092737203
f(z) = 3/22*z^3 - 47/22*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.014919678519221584953265699646875875132
f(z) = 3/23*z^3 - 49/23*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.015013710041865113126206478525245507726
f(z) = 3/25*z^3 - 53/25*z + 1
*
0 | 0.047499714314567362624496614435517417997 | 0.011853198154226309674944727542513392387
f(z) = 3/26*z^3 - 55/26*z + 1
*
-2 | 0.12080220366834795637623310551373996012 | 0.026980816649244283373284964019570230558
f(z) = 3/26*z^3 - 44/39*z + 1
*
-3 | 0.041740618962740707183680324828006225450 | 0.010416059018142080535509029323955048847
f(z) = 3/28*z^3 - 55/28*z + 1
*
[ -6 ] 
f(z) = 3/32*z^3 - 53/24*z + 1
*
8/3 | 0.064181999302548297506769159308770508791 | 0.012160023691471913994335119611302041094
f(z) = 3/32*z^3 - 49/24*z + 1
*
[ 5 ] 
f(z) = 3/35*z^3 - 47/35*z + 1
*
7/2 | 0.10817242792872029082472759314817149421 | 0.026993619678880047819120069716636682419
f(z) = 4/21*z^3 - 55/21*z + 1
*
3/2 | 0.097069389167771155172057193596495497103 | 0.025651301482812492352347037909643601413
f(z) = 4/21*z^3 - 44/21*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.014842629407297375456152936607268977092
f(z) = 4/23*z^3 - 50/23*z + 1
*
0 | 0.059609488005211460145486543726588936780 | 0.014943526298771065843062727865210371730
f(z) = 4/25*z^3 - 54/25*z + 1
*
0 | 0.047471736504705790932568953310712734351 | 0.011691270233667792521848737125259571032
f(z) = 4/27*z^3 - 58/27*z + 1
*
15/4 | 0.18087667034214729095428933749334404127 | 0.025025611029010206310290756967990525313
f(z) = 4/27*z^3 - 51/20*z + 1
*
[ -5 ] 
f(z) = 4/35*z^3 - 58/35*z + 1
*
0 | 0.044406120154138359069097653998476875312 | 0.011410115769141840433313289529385083568
f(z) = 5/22*z^3 - 49/22*z + 1
*
0 | 0.058065527706237951507136040060014364410 | 0.014768083106982768740177058830273285929
f(z) = 5/23*z^3 - 51/23*z + 1
*
0 | 0.047499714314567362624496614435517417997 | 0.011748481819279059204530965143877804867
f(z) = 5/26*z^3 - 57/26*z + 1
*
0 | 0.047470901362202270615843929990479505756 | 0.011642051609643021009019915960307455615
f(z) = 5/27*z^3 - 59/27*z + 1
*
[ 4 ] 
f(z) = 5/28*z^3 - 59/28*z + 1
*
[ -4 ] 
f(z) = 5/28*z^3 - 45/28*z + 1
*
4/5 | 0.14623827359154133383525193249416368376 | 0.024662463124373940242638007606707321590
f(z) = 5/32*z^3 - 47/20*z + 1
*
[ 4 ] 
f(z) = 5/36*z^3 - 53/36*z + 1
*
0 | 0.058157139913557380264331354882313415907 | 0.014718692152565297673864030184669762458
f(z) = 6/23*z^3 - 52/23*z + 1
*
[ 10/3 ] 
f(z) = 6/25*z^3 - 59/30*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.014808348723623450898020767534901471917
f(z) = 6/25*z^3 - 56/25*z + 1
*
-5/2 | 0.059610497327407956293863575062086368308 | 0.010683402097676252251188505255989614599
f(z) = 6/25*z^3 - 53/30*z + 1
*
-5/3 | 0.059610497327407956293863575062086368308 | 0.010918502361209458717380414517403813086
f(z) = 6/25*z^3 - 47/30*z + 1
*
[ -10/3 ] 
f(z) = 6/25*z^3 - 41/30*z + 1
*
0 | 0.044406120154138359069097653998476875312 | 0.011294020717640463461381848726559914971
f(z) = 7/22*z^3 - 51/22*z + 1
*
0 | 0.058065816946827653166899791694152499082 | 0.014625074984694917555259781194781228006
f(z) = 7/23*z^3 - 53/23*z + 1
*
[ 2/7 ] 
f(z) = 7/24*z^3 - 53/21*z + 1
*
[ 3 ] 
f(z) = 7/24*z^3 - 47/24*z + 1
*
-18/7 | 0.14661535172109104525476069652981458891 | 0.025004190633824459733376326432541519985
f(z) = 7/24*z^3 - 44/21*z + 1
*
0 | 0.059977163827059409953631926727550142611 | 0.014834628564871761849660475675474178954
f(z) = 7/25*z^3 - 57/25*z + 1
*
0 | 0.047810611402360886617449174885180101292 | 0.011725364159149180922175397249970392656
f(z) = 7/26*z^3 - 59/26*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.012790666593247978444365890968626104958
f(z) = 7/26*z^3 - 41/26*z + 1
*
3/2 | 0.10810845728709017873430559917004536603 | 0.014802949476547090797588145853067782235
f(z) = 7/27*z^3 - 55/28*z + 1
*
-6/7 | 0.12898024575819857465494440109042742553 | 0.020912833544709475540336810752027695079
f(z) = 7/27*z^3 - 53/21*z + 1
*
3 | 0.097069389167771155172057193596495497103 | 0.016228501444545973990358802270489915025
f(z) = 7/27*z^3 - 44/21*z + 1
*
[ 3 ] 
f(z) = 7/33*z^3 - 41/33*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.013782917166891903794619141050838644876
f(z) = 7/34*z^3 - 45/34*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014162392080105367694969619499393751160
f(z) = 7/38*z^3 - 47/38*z + 1
*
[ 3 ] 
f(z) = 8/21*z^3 - 58/21*z + 1
*
3/2 | 0.060705766912222926405197434558064316638 | 0.015290000895151052100207640500612259962
f(z) = 8/21*z^3 - 53/21*z + 1
*
0 | 0.063147938926118074902788212441459464707 | 0.015830581969989980506328618187146265741
f(z) = 8/23*z^3 - 54/23*z + 1
*
0 | 0.059611700888672445953493126921869657466 | 0.014681083008390854946507736406922347083
f(z) = 8/25*z^3 - 58/25*z + 1
*
[ 3/10 ] 
f(z) = 8/27*z^3 - 59/25*z + 1
*
[ 3 ] 
f(z) = 8/33*z^3 - 50/33*z + 1
*
[ -7/2 ] 
f(z) = 8/35*z^3 - 53/35*z + 1
*
[ 3 ] 
f(z) = 8/39*z^3 - 46/39*z + 1
*
[ 1/2 ] 
f(z) = 8/39*z^3 - 41/39*z + 1
*
0 | 0.057209268540532127096772981309335648909 | 0.014409335581914028976459153897741118344
f(z) = 9/22*z^3 - 53/22*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.011533445625581152259511616237024604676
f(z) = 9/22*z^3 - 47/22*z + 1
*
[ 1/3 ] 
f(z) = 9/22*z^3 - 45/22*z + 1
*
0 | 0.069134580555510378230792105504621649900 | 0.017252017079657873761624689693157383464
f(z) = 9/23*z^3 - 55/23*z + 1
*
[ 1/3 ] 
f(z) = 9/23*z^3 - 47/23*z + 1
*
0 | 0.066794127344865842602016197969811532194 | 0.016380996683352652486096788069490276367
f(z) = 9/25*z^3 - 59/25*z + 1
*
[ 1/3 ] 
f(z) = 9/25*z^3 - 51/25*z + 1
*
[ 1/3 ] 
f(z) = 9/26*z^3 - 53/26*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.012205012224646443193637857154009732816
f(z) = 9/26*z^3 - 49/26*z + 1
*
[ 1/3 ] 
f(z) = 9/29*z^3 - 59/29*z + 1
*
-2 | 0.14346146357299815427284305476479225632 | 0.027396744696367599648104065822542267662
f(z) = 9/32*z^3 - 47/24*z + 1
*
[ 4/9 ] 
f(z) = 9/32*z^3 - 47/36*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.013215039866232683132165321372462158561
f(z) = 9/34*z^3 - 53/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.013606716796915982928533277352441910272
f(z) = 9/38*z^3 - 55/38*z + 1
*
0 | 0.053910833114029072939508325161574564404 | 0.013644016151295294186814373434518095525
f(z) = 10/21*z^3 - 52/21*z + 1
*
0 | 0.073027016324459273748430815209479788211 | 0.018141772926956939578474633160943849843
f(z) = 10/23*z^3 - 56/23*z + 1
*
[ 3/8 ] 
f(z) = 10/27*z^3 - 55/32*z + 1
*
[ -3 ] 
f(z) = 10/33*z^3 - 46/33*z + 1
*
0 | 0.051812781405718085700585083459810178867 | 0.013177792263849067646166155602028958889
f(z) = 11/20*z^3 - 51/20*z + 1
*
0 | 0.056694496888539371821463981926503993332 | 0.014279679711967629536840267473902619110
f(z) = 11/21*z^3 - 53/21*z + 1
*
0 | 0.076072023239201426220173444914415498251 | 0.018815498048320679252767097087766180741
f(z) = 11/23*z^3 - 57/23*z + 1
*
[ 5/2 ] 
f(z) = 11/25*z^3 - 43/20*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.011748320520470184923614883047819596079
f(z) = 11/26*z^3 - 57/26*z + 1
*
[ -3 ] 
f(z) = 11/39*z^3 - 47/39*z + 1
*
0 | 0.078612376418323467619909529514425105651 | 0.019360541747326357190298084223998724555
f(z) = 12/23*z^3 - 58/23*z + 1
*
[ 5/2 ] 
f(z) = 12/35*z^3 - 54/35*z + 1
*
0 | 0.056146308963983180646048661931818656300 | 0.014141607263771813875143699155927401122
f(z) = 13/20*z^3 - 53/20*z + 1
*
0 | 0.061149442229323766081238663951789836399 | 0.015259385582079170863039758822635921272
f(z) = 13/21*z^3 - 55/21*z + 1
*
0 | 0.068321437610541466241760266194981462774 | 0.016898484111267351329433291124062567371
f(z) = 13/22*z^3 - 57/22*z + 1
*
[ 2 ] 
f(z) = 13/22*z^3 - 41/22*z + 1
*
0 | 0.080807238815125974401868965837789116267 | 0.019817657085136112363646100776983706139
f(z) = 13/23*z^3 - 59/23*z + 1
*
[ 5/2 ] 
f(z) = 13/25*z^3 - 53/20*z + 1
*
0 | 0.082746823478400612352829948220783445445 | 0.020210029278408335143350749464181025087
f(z) = 14/23*z^3 - 60/23*z + 1
*
0 | 0.071924073715529260057602648109551397680 | 0.017639095828053488183469312814962214920
f(z) = 15/22*z^3 - 59/22*z + 1
*
[ 2 ] 
f(z) = 15/22*z^3 - 49/22*z + 1
*
[ 2 ] 
f(z) = 15/26*z^3 - 47/26*z + 1
*
4/5 | 0.17980754360293162803755146534891609732 | 0.029911753776067056370788979071628141504
f(z) = 15/32*z^3 - 51/20*z + 1
*
[ -8/3 ] 
f(z) = 15/32*z^3 - 47/24*z + 1
*
[ 2 ] 
f(z) = 15/34*z^3 - 43/34*z + 1
*
[ 2 ] 
f(z) = 15/38*z^3 - 41/38*z + 1
*
-15/8 | 0.17882746833132093134448778978342208296 | 0.025024889032332045706044524536062167839
f(z) = 16/27*z^3 - 47/20*z + 1
*
[ 1/2 ] 
f(z) = 16/37*z^3 - 41/37*z + 1
*
[ 1/2 ] 
f(z) = 16/39*z^3 - 43/39*z + 1
*
0 | 0.062502878472756576737632563657995465003 | 0.015459333639920175542960290506262047808
f(z) = 17/20*z^3 - 57/20*z + 1
*
0 | 0.067617781516865226181418406827117801130 | 0.016582994625328738005115786777486307295
f(z) = 17/21*z^3 - 59/21*z + 1
*
[ 2 ] 
f(z) = 17/22*z^3 - 57/22*z + 1
*
[ -5/2 ] 
f(z) = 17/25*z^3 - 57/20*z + 1
*
[ 2 ] 
f(z) = 17/26*z^3 - 55/26*z + 1
*
[ 2 ] 
f(z) = 17/38*z^3 - 49/38*z + 1
*
[ 1/3 ] 
f(z) = 18/23*z^3 - 48/23*z + 1
*
[ 1/3 ] 
f(z) = 18/25*z^3 - 52/25*z + 1
*
[ 1/3 ] 
f(z) = 18/29*z^3 - 60/29*z + 1
*
[ -7/3 ] 
f(z) = 18/35*z^3 - 48/35*z + 1
*
0 | 0.064994989057596380510156521788770334797 | 0.015939765103748533552691280287515379054
f(z) = 19/20*z^3 - 59/20*z + 1
*
[ -2 ] 
f(z) = 19/22*z^3 - 43/22*z + 1
*
[ 2 ] 
f(z) = 19/34*z^3 - 59/34*z + 1
*
[ 1/2 ] 
f(z) = 2/23*z^3 - 47/46*z + 1
*
[ 1/2 ] 
f(z) = 2/25*z^3 - 51/50*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = 2/25*z^3 - 41/50*z + 1
*
[ 1/2 ] 
f(z) = 2/27*z^3 - 55/54*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011900662661823228282754485708974223927
f(z) = 2/27*z^3 - 43/54*z + 1
*
[ 1/2 ] 
f(z) = 2/29*z^3 - 59/58*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = 2/29*z^3 - 45/58*z + 1
*
[ -4 ] 
f(z) = 3/22*z^3 - 41/44*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017303773048157086991311749583080001307
f(z) = 3/23*z^3 - 47/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = 3/25*z^3 - 49/50*z + 1
*
[ 4 ] 
f(z) = 3/26*z^3 - 57/52*z + 1
*
-2 | 0.078352030461253848179449342895236476754 | 0.016801341001789648308286169010653099051
f(z) = 3/28*z^3 - 53/42*z + 1
*
[ -14/3 ] 
f(z) = 3/28*z^3 - 47/42*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = 3/29*z^3 - 53/58*z + 1
*
-2 | 0.060917165235560160156574567344049625930 | 0.015201422596964886881617798163607321591
f(z) = 4/23*z^3 - 55/46*z + 1
*
-2 | 0.062461269104801846423144305022608499275 | 0.015449042064276363287913630324257895872
f(z) = 4/25*z^3 - 57/50*z + 1
*
-2 | 0.050323358895370769831552704152858833197 | 0.012341605586132379165098179905203310838
f(z) = 4/27*z^3 - 59/54*z + 1
*
[ 1/2 ] 
f(z) = 6/23*z^3 - 49/46*z + 1
*
[ 1/2 ] 
f(z) = 6/25*z^3 - 53/50*z + 1
*
[ 2 ] 
f(z) = 8/23*z^3 - 41/46*z + 1
*
[ 2 ] 
f(z) = 9/23*z^3 - 49/46*z + 1
*
[ 2 ] 
f(z) = 9/25*z^3 - 47/50*z + 1
*
[ 5/9 ] 
f(z) = 9/25*z^3 - 41/45*z + 1
*
[ -8/3 ] 
f(z) = 9/28*z^3 - 51/56*z + 1
*
[ 2 ] 
f(z) = 9/29*z^3 - 43/58*z + 1
*
[ 1/2 ] 
f(z) = 10/21*z^3 - 47/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.028923852610972090539402667955495631531
f(z) = 10/21*z^3 - 41/42*z + 1
*
[ 2 ] 
f(z) = 10/23*z^3 - 57/46*z + 1
*
[ 1/2 ] 
f(z) = 10/23*z^3 - 51/46*z + 1
*
[ 1/2 ] 
f(z) = 10/27*z^3 - 59/54*z + 1
*
[ 2 ] 
f(z) = 10/27*z^3 - 53/54*z + 1
*
[ 2 ] 
f(z) = 10/29*z^3 - 51/58*z + 1
*
[ 2 ] 
f(z) = 11/29*z^3 - 59/58*z + 1
*
[ -2 ] 
f(z) = 13/21*z^3 - 41/42*z + 1
*
[ 5/3 ] 
f(z) = 13/25*z^3 - 47/45*z + 1
*
[ 1/2 ] 
f(z) = 14/23*z^3 - 53/46*z + 1
*
[ -2 ] 
f(z) = 14/23*z^3 - 43/46*z + 1
*
[ 1/2 ] 
f(z) = 14/25*z^3 - 57/50*z + 1
*
[ 5/3 ] 
f(z) = 14/25*z^3 - 52/45*z + 1
*
-3/7 | 0.12845079140433425197613524939355675729 | 0.020826987912250037646689349524330159609
f(z) = 14/27*z^3 - 53/42*z + 1
*
-6/7 | 0.20455370814884590348070464293767978531 | 0.027939959005774432055523714764046429583
f(z) = 14/27*z^3 - 47/56*z + 1
*
[ -2 ] 
f(z) = 15/23*z^3 - 51/46*z + 1
*
0 | 0.11666349199146734793075703045620352286 | 0.029384109413529598962427049850950229157
f(z) = 16/21*z^3 - 53/42*z + 1
*
[ -2 ] 
f(z) = 16/23*z^3 - 59/46*z + 1
*
[ -2 ] 
f(z) = 16/25*z^3 - 53/50*z + 1
*
[ -2 ] 
f(z) = 16/27*z^3 - 47/54*z + 1
*
[ -2 ] 
f(z) = 16/29*z^3 - 41/58*z + 1
*
[ -2 ] 
f(z) = 17/27*z^3 - 55/54*z + 1
*
[ -2 ] 
f(z) = 17/29*z^3 - 49/58*z + 1
*
[ 1/2 ] 
f(z) = 18/23*z^3 - 55/46*z + 1
*
[ 1/2 ] 
f(z) = 18/25*z^3 - 59/50*z + 1
*
[ 5/9 ] 
f(z) = 18/25*z^3 - 46/45*z + 1
*
[ 2/3 ] 
f(z) = 18/25*z^3 - 41/50*z + 1
*
[ -2 ] 
f(z) = 18/29*z^3 - 57/58*z + 1
*
[ 2/3 ] 
f(z) = 18/29*z^3 - 45/58*z + 1
*
[ 3/2 ] 
f(z) = 19/36*z^3 - 41/48*z + 1
*
[ 6 ] 
f(z) = 1/22*z^3 - 53/66*z + 1
*
[ 6 ] 
f(z) = 1/26*z^3 - 43/78*z + 1
*
4 | 0.065284161377247405449881409965761333559 | 0.015944960270226035474116892466454671111
f(z) = 1/30*z^3 - 47/60*z + 1
*
-2 | 0.052963874230711027074158326689226796070 | 0.012641584448339004998859870844102530389
f(z) = 1/33*z^3 - 41/66*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = 1/35*z^3 - 43/70*z + 1
*
[ -8 ] 
f(z) = 1/36*z^3 - 47/72*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.017524414989157750333050825401305535388
f(z) = 1/37*z^3 - 45/74*z + 1
*
-2 | 0.056056434774719140907376089923532771300 | 0.012866692956690692499276672862439960618
f(z) = 1/39*z^3 - 47/78*z + 1
*
[ 3/5 ] 
f(z) = 2/27*z^3 - 52/75*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = 2/31*z^3 - 47/62*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.010598992730522775595114553976591052942
f(z) = 2/33*z^3 - 49/66*z + 1
*
[ -11/2 ] 
f(z) = 2/33*z^3 - 43/66*z + 1
*
5/2 | 0.10142500840100133750933448606468437337 | 0.023873160406807155003629174441850789965
f(z) = 2/35*z^3 - 53/70*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = 2/35*z^3 - 51/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = 2/37*z^3 - 53/74*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010902897076801272698735908495386103035
f(z) = 2/39*z^3 - 55/78*z + 1
*
[ -6 ] 
f(z) = 2/39*z^3 - 53/78*z + 1
*
[ 3 ] 
f(z) = 3/20*z^3 - 41/60*z + 1
*
[ 2/3 ] 
f(z) = 3/26*z^3 - 43/78*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = 3/31*z^3 - 55/62*z + 1
*
[ 4 ] 
f(z) = 3/34*z^3 - 45/68*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.017511412224175859331203686532599426864
f(z) = 3/35*z^3 - 59/70*z + 1
*
[ -15/4 ] 
f(z) = 4/25*z^3 - 59/60*z + 1
*
[ 3 ] 
f(z) = 4/25*z^3 - 58/75*z + 1
*
[ -15/4 ] 
f(z) = 4/27*z^3 - 49/60*z + 1
*
[ -3 ] 
f(z) = 5/22*z^3 - 47/66*z + 1
*
[ -3 ] 
f(z) = 5/23*z^3 - 43/69*z + 1
*
-6/5 | 0.16110212496685540838641577263766286844 | 0.025606032675366113701639617473421092611
f(z) = 5/27*z^3 - 41/60*z + 1
*
[ 14/5 ] 
f(z) = 5/28*z^3 - 53/70*z + 1
*
[ 2/3 ] 
f(z) = 5/32*z^3 - 41/72*z + 1
*
[ -7/2 ] 
f(z) = 6/35*z^3 - 57/70*z + 1
*
-5/2 | 0.065839778916470623698261334753136432762 | 0.015497199635490540956574022560761243554
f(z) = 6/35*z^3 - 47/70*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = 7/24*z^3 - 44/75*z + 1
*
[ 2/3 ] 
f(z) = 7/32*z^3 - 43/72*z + 1
*
[ 3/5 ] 
f(z) = 8/27*z^3 - 58/75*z + 1
*
0 | 0.12183798540759446287148478320192491335 | 0.029757628737887662213288118981620821660
f(z) = 9/20*z^3 - 47/60*z + 1
*
[ 2 ] 
f(z) = 9/31*z^3 - 41/62*z + 1
*
[ 2/3 ] 
f(z) = 9/35*z^3 - 43/70*z + 1
*
[ 2/3 ] 
f(z) = 9/37*z^3 - 45/74*z + 1
*
[ -12/5 ] 
f(z) = 10/27*z^3 - 43/60*z + 1
*
[ 2 ] 
f(z) = 10/31*z^3 - 49/62*z + 1
*
[ 2 ] 
f(z) = 10/33*z^3 - 47/66*z + 1
*
[ 2 ] 
f(z) = 10/37*z^3 - 43/74*z + 1
*
[ 2 ] 
f(z) = 10/39*z^3 - 41/78*z + 1
*
[ 2 ] 
f(z) = 11/31*z^3 - 57/62*z + 1
*
[ 2/3 ] 
f(z) = 11/32*z^3 - 47/72*z + 1
*
[ 2 ] 
f(z) = 11/35*z^3 - 53/70*z + 1
*
[ 2 ] 
f(z) = 11/37*z^3 - 51/74*z + 1
*
[ 2 ] 
f(z) = 11/39*z^3 - 49/78*z + 1
*
[ 3/2 ] 
f(z) = 12/23*z^3 - 58/69*z + 1
*
[ 3/2 ] 
f(z) = 12/25*z^3 - 56/75*z + 1
*
[ 2 ] 
f(z) = 12/37*z^3 - 59/74*z + 1
*
[ 6/5 ] 
f(z) = 13/24*z^3 - 46/75*z + 1
*
[ 2/3 ] 
f(z) = 13/32*z^3 - 49/72*z + 1
*
[ 10/7 ] 
f(z) = 14/25*z^3 - 59/70*z + 1
*
[ 3/2 ] 
f(z) = 14/33*z^3 - 41/66*z + 1
*
[ 2/3 ] 
f(z) = 15/22*z^3 - 53/66*z + 1
*
[ 2/3 ] 
f(z) = 15/26*z^3 - 59/78*z + 1
*
[ 3/4 ] 
f(z) = 16/23*z^3 - 50/69*z + 1
*
[ 3/4 ] 
f(z) = 16/25*z^3 - 52/75*z + 1
*
[ -15/8 ] 
f(z) = 16/25*z^3 - 43/60*z + 1
*
[ -2 ] 
f(z) = 17/31*z^3 - 43/62*z + 1
*
[ 2/3 ] 
f(z) = 17/32*z^3 - 53/72*z + 1
*
[ -2 ] 
f(z) = 18/31*z^3 - 51/62*z + 1
*
[ 2/3 ] 
f(z) = 18/31*z^3 - 47/62*z + 1
*
-7/6 | 0.11804157345992112751578347677822636486 | 0.027784325210396392226893792824699174312
f(z) = 18/35*z^3 - 59/70*z + 1
*
[ 2/3 ] 
f(z) = 18/35*z^3 - 51/70*z + 1
*
[ 2/3 ] 
f(z) = 18/37*z^3 - 53/74*z + 1
*
[ -2 ] 
f(z) = 19/31*z^3 - 59/62*z + 1
*
[ 2/3 ] 
f(z) = 19/32*z^3 - 55/72*z + 1
*
[ -2 ] 
f(z) = 19/33*z^3 - 53/66*z + 1
*
[ -2 ] 
f(z) = 19/35*z^3 - 47/70*z + 1
*
[ -2 ] 
f(z) = 19/37*z^3 - 41/74*z + 1
*
-14/3 | 0.13394698853119602135119405638034471582 | 0.025793972947846458417796360110837631345
f(z) = 1/20*z^3 - 53/90*z + 1
*
[ 2/3 ] 
f(z) = 1/20*z^3 - 47/90*z + 1
*
[ 11/2 ] 
f(z) = 1/22*z^3 - 49/88*z + 1
*
[ 4 ] 
f(z) = 2/23*z^3 - 59/92*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 3/32*z^3 - 49/96*z + 1
*
[ 5/8 ] 
f(z) = 4/25*z^3 - 53/80*z + 1
*
[ -10/3 ] 
f(z) = 4/25*z^3 - 43/90*z + 1
*
[ 3 ] 
f(z) = 4/29*z^3 - 50/87*z + 1
*
[ 3 ] 
f(z) = 4/31*z^3 - 46/93*z + 1
*
[ -18/5 ] 
f(z) = 5/36*z^3 - 47/90*z + 1
*
[ -3 ] 
f(z) = 6/29*z^3 - 46/87*z + 1
*
[ 2/3 ] 
f(z) = 7/20*z^3 - 59/90*z + 1
*
-3/2 | 0.16914143970778649408963802624078444883 | 0.025519068169318105848805429552170406708
f(z) = 7/27*z^3 - 53/84*z + 1
*
0 | 0.10021566762694518244799098797655671426 | 0.022617876607560703563728485869172898283
f(z) = 8/21*z^3 - 53/84*z + 1
*
-10/9 | 0.14221156450579638267587165231774599372 | 0.027385470087512387676810603849914173268
f(z) = 9/20*z^3 - 59/90*z + 1
*
[ 5/6 ] 
f(z) = 9/20*z^3 - 41/80*z + 1
*
[ 10/9 ] 
f(z) = 9/20*z^3 - 41/90*z + 1
*
[ 4/3 ] 
f(z) = 9/23*z^3 - 41/92*z + 1
*
[ 6/7 ] 
f(z) = 10/27*z^3 - 43/98*z + 1
*
[ 9/11 ] 
f(z) = 11/27*z^3 - 49/99*z + 1
*
-2 | 0.14320000541044366636953313056639038492 | 0.024421727956966376200778216180058907410
f(z) = 11/32*z^3 - 53/88*z + 1
*
[ 8/11 ] 
f(z) = 11/32*z^3 - 49/88*z + 1
*
[ 3/2 ] 
f(z) = 12/29*z^3 - 52/87*z + 1
*
[ 3/2 ] 
f(z) = 12/31*z^3 - 50/93*z + 1
*
[ 5/4 ] 
f(z) = 13/25*z^3 - 49/80*z + 1
*
[ 6/7 ] 
f(z) = 13/27*z^3 - 51/98*z + 1
*
[ 5/6 ] 
f(z) = 14/25*z^3 - 53/90*z + 1
*
[ 4/3 ] 
f(z) = 15/28*z^3 - 59/84*z + 1
*
[ 6/7 ] 
f(z) = 16/27*z^3 - 59/98*z + 1
*
[ 15/16 ] 
f(z) = 16/27*z^3 - 47/80*z + 1
*
[ 3/4 ] 
f(z) = 16/29*z^3 - 56/87*z + 1
*
[ 3/4 ] 
f(z) = 16/31*z^3 - 58/93*z + 1
*
[ 15/17 ] 
f(z) = 17/27*z^3 - 53/85*z + 1
*
[ 5 ] 
f(z) = 1/21*z^3 - 41/105*z + 1
*
[ -13/2 ] 
f(z) = 1/26*z^3 - 49/104*z + 1
*
[ 4 ] 
f(z) = 2/25*z^3 - 53/100*z + 1
*
[ 4 ] 
f(z) = 2/27*z^3 - 47/108*z + 1
*
[ 4 ] 
f(z) = 2/29*z^3 - 41/116*z + 1
*
[ -4 ] 
f(z) = 3/29*z^3 - 47/116*z + 1
*
[ 2/3 ] 
f(z) = 3/34*z^3 - 55/102*z + 1
*
[ 5/2 ] 
f(z) = 4/23*z^3 - 56/115*z + 1
*
[ 21/8 ] 
f(z) = 4/27*z^3 - 45/112*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.023940410242442051627275627088829555397
f(z) = 5/21*z^3 - 46/105*z + 1
*
[ 3 ] 
f(z) = 5/38*z^3 - 59/114*z + 1
*
[ -3 ] 
f(z) = 7/34*z^3 - 53/102*z + 1
*
[ -3 ] 
f(z) = 7/37*z^3 - 41/111*z + 1
*
[ 4/5 ] 
f(z) = 9/32*z^3 - 43/100*z + 1
*
[ 10/11 ] 
f(z) = 11/25*z^3 - 51/110*z + 1
*
[ 4/5 ] 
f(z) = 11/32*z^3 - 47/100*z + 1
*
[ 5/3 ] 
f(z) = 12/35*z^3 - 58/105*z + 1
*
[ 3/2 ] 
f(z) = 12/37*z^3 - 44/111*z + 1
*
[ 4/5 ] 
f(z) = 13/32*z^3 - 51/100*z + 1
*
[ 4/5 ] 
f(z) = 17/32*z^3 - 59/100*z + 1
*
[ -6 ] 
f(z) = 1/23*z^3 - 55/138*z + 1
*
-11/2 | 0.13511907601622047498053946764238352463 | 0.027672446713678949592397431432628888249
f(z) = 1/33*z^3 - 49/132*z + 1
*
[ 15/4 ] 
f(z) = 2/25*z^3 - 47/120*z + 1
*
[ 8/3 ] 
f(z) = 3/20*z^3 - 53/120*z + 1
*
[ 10/3 ] 
f(z) = 3/32*z^3 - 41/120*z + 1
*
[ 5/2 ] 
f(z) = 4/27*z^3 - 44/135*z + 1
*
[ 3/4 ] 
f(z) = 4/33*z^3 - 53/132*z + 1
*
-6/5 | 0.16034616210536920228355323439404583380 | 0.025972095470561853778591790153110307003
f(z) = 5/32*z^3 - 47/120*z + 1
*
[ -18/7 ] 
f(z) = 7/27*z^3 - 41/126*z + 1
*
[ 14/9 ] 
f(z) = 9/28*z^3 - 53/126*z + 1
*
[ 12/11 ] 
f(z) = 11/27*z^3 - 53/132*z + 1
*
[ 3/2 ] 
f(z) = 11/30*z^3 - 59/120*z + 1
*
[ 12/11 ] 
f(z) = 11/32*z^3 - 43/132*z + 1
*
[ -6 ] 
f(z) = 1/25*z^3 - 41/150*z + 1
*
-9/2 | 0.12936526415368727466701851836506930109 | 0.026030206037060600621766958503930527399
f(z) = 1/36*z^3 - 49/144*z + 1
*
[ 7/2 ] 
f(z) = 3/35*z^3 - 47/140*z + 1
*
[ 6/7 ] 
f(z) = 5/24*z^3 - 47/147*z + 1
*
[ 9/4 ] 
f(z) = 5/27*z^3 - 55/144*z + 1
*
[ 21/10 ] 
f(z) = 5/27*z^3 - 41/140*z + 1
*
[ 4/5 ] 
f(z) = 5/28*z^3 - 51/140*z + 1
*
[ -5/2 ] 
f(z) = 8/29*z^3 - 47/145*z + 1
*
[ 5/6 ] 
f(z) = 9/35*z^3 - 53/140*z + 1
*
[ -8/3 ] 
f(z) = 9/38*z^3 - 47/152*z + 1
*
[ 6/5 ] 
f(z) = 11/36*z^3 - 41/150*z + 1
*
[ 3/2 ] 
f(z) = 11/39*z^3 - 47/156*z + 1
*
[ 5/4 ] 
f(z) = 12/35*z^3 - 47/140*z + 1
*
[ 6/5 ] 
f(z) = 13/36*z^3 - 53/150*z + 1
*
[ -5 ] 
f(z) = 2/33*z^3 - 52/165*z + 1
*
[ 8/7 ] 
f(z) = 7/24*z^3 - 43/168*z + 1
*
[ 6/7 ] 
f(z) = 7/32*z^3 - 55/168*z + 1
*
[ 5/3 ] 
f(z) = 9/34*z^3 - 57/170*z + 1
*
[ 5/6 ] 
f(z) = 1/25*z^3 - 41/180*z + 1
*
[ -20/3 ] 
f(z) = 1/32*z^3 - 43/180*z + 1
*
[ 9/10 ] 
f(z) = 5/27*z^3 - 47/180*z + 1
*
[ 13/5 ] 
f(z) = 5/39*z^3 - 49/195*z + 1
*
[ 5/3 ] 
f(z) = 9/37*z^3 - 51/185*z + 1
*
[ 5/3 ] 
f(z) = 9/38*z^3 - 49/190*z + 1
*
[ 6 ] 
f(z) = 1/35*z^3 - 41/210*z + 1
*
-5/2 | 0.095645218318708187024160297385985586134 | 0.017887281632033052208613643201853276118
f(z) = 2/21*z^3 - 41/210*z + 1
*
[ 8/9 ] 
f(z) = 3/32*z^3 - 43/216*z + 1
*
[ 10/3 ] 
f(z) = 3/35*z^3 - 53/210*z + 1
*
[ 9/10 ] 
f(z) = 4/27*z^3 - 52/225*z + 1
*
[ -7/2 ] 
f(z) = 4/33*z^3 - 46/231*z + 1
*
[ -5/2 ] 
f(z) = 6/23*z^3 - 53/230*z + 1
*
[ 9/2 ] 
f(z) = 1/21*z^3 - 47/252*z + 1
*
[ -7 ] 
f(z) = 1/36*z^3 - 55/252*z + 1
*
[ -7 ] 
f(z) = 1/37*z^3 - 47/259*z + 1
*
11/4 | 0.10858576251107587205829822565288911371 | 0.019473951519716107813920365028530089236
f(z) = 2/33*z^3 - 49/264*z + 1
*
[ 3/2 ] 
f(z) = 5/22*z^3 - 47/264*z + 1
*
[ 3/2 ] 
f(z) = 5/23*z^3 - 43/276*z + 1
*
[ 4/3 ] 
f(z) = 6/23*z^3 - 59/276*z + 1
*
[ 10/9 ] 
f(z) = 6/25*z^3 - 53/270*z + 1
*
[ 13/7 ] 
f(z) = 7/39*z^3 - 43/273*z + 1
*
[ 11/8 ] 
f(z) = 8/33*z^3 - 49/264*z + 1
*
[ 6/7 ] 
f(z) = 1/36*z^3 - 55/294*z + 1
*
[ 10/7 ] 
f(z) = 7/32*z^3 - 41/280*z + 1
*
[ -10 ] 
f(z) = 1/20*z^3 - 39/10*z + 1
*
-2 | 0.10013299244191132691692494292218730308 | 0.023264748621022160948785005756039636021
f(z) = 1/20*z^3 - 37/10*z + 1
*
-6 | 0.080327954038417998113438876320921239332 | 0.020980798596619570797516875656879291921
f(z) = 1/20*z^3 - 23/10*z + 1
*
4 | 0.11552684941319826886085782160951170442 | 0.027192415862862364175867740312249969678
f(z) = 1/24*z^3 - 35/12*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.028451467834835754973141468930632071176
f(z) = 1/24*z^3 - 29/12*z + 1
*
2 | 0.078475499514899998536724096415899291550 | 0.015048219798373989650489130806730767937
f(z) = 1/24*z^3 - 23/3*z + 1
*
4 | 0.064181328112712122075628615856269434869 | 0.016763473375063824092209916912093259194
f(z) = 1/24*z^3 - 23/12*z + 1
*
[ 10 ] 
f(z) = 1/25*z^3 - 31/10*z + 1
*
[ -10 ] 
f(z) = 1/25*z^3 - 29/10*z + 1
*
[ 15 ] 
f(z) = 1/27*z^3 - 37/5*z + 1
*
33/4 | 0.077017387011970368546318099586976408352 | 0.011241469589136369022372244904495985369
f(z) = 1/27*z^3 - 35/16*z + 1
*
0 | 0.11662839697428039133263934488858922749 | 0.026930403654585063831367482126548036901
f(z) = 1/30*z^3 - 38/15*z + 1
*
8 | 0.064204760016488634979113232098513917745 | 0.013941886493541774999723956311456546452
f(z) = 1/32*z^3 - 25/8*z + 1
*
-8 | 0.10030318715758378801185701066972257706 | 0.022182193052255120152658381464750528913
f(z) = 1/32*z^3 - 23/8*z + 1
*
[ 12 ] 
f(z) = 1/36*z^3 - 37/12*z + 1
*
2 | 0.10705080584800609971139713315937881398 | 0.026364316792516717829689380786912112986
f(z) = 1/36*z^3 - 29/18*z + 1
*
5 | 0.087549578653602734609501309259476844956 | 0.016770806739459980049860193748157855682
f(z) = 2/25*z^3 - 37/10*z + 1
*
[ 12 ] 
f(z) = 2/27*z^3 - 39/4*z + 1
*
-15 | 0.19976917599353918493095776960588101016 | 0.029410931398825580289307859272914260329
f(z) = 2/27*z^3 - 33/2*z + 1
*
[ 15/2 ] 
f(z) = 2/27*z^3 - 33/10*z + 1
*
-15/2 | 0.12879459047280725115260019828811229275 | 0.023145676724146533227788917099849574803
f(z) = 2/27*z^3 - 29/6*z + 1
*
-10/3 | 0.061317498728315730040683667753459206225 | 0.011686147783017120727335087907431885157
f(z) = 3/25*z^3 - 38/15*z + 1
*
-4 | 0.13940876185310502985299199097386284116 | 0.024740721778626039037107650585295351981
f(z) = 3/32*z^3 - 35/12*z + 1
*
-4/3 | 0.064180294496291232353447418653534867414 | 0.011783254839888980640590926022796745925
f(z) = 3/32*z^3 - 29/12*z + 1
*
4/3 | 0.11552453009332421823620535357636276135 | 0.022152627656968773387087940337905668743
f(z) = 3/32*z^3 - 23/12*z + 1
*
-3/4 | 0.086616009718138647211545554944109277177 | 0.012445904565907577517387808227264056648
f(z) = 4/27*z^3 - 39/4*z + 1
*
[ -15/2 ] 
f(z) = 4/27*z^3 - 36/5*z + 1
*
-3/4 | 0.098244451590753293939748529556782436118 | 0.014904325606057507167479229680919279896
f(z) = 4/27*z^3 - 27/4*z + 1
*
[ 3/8 ] 
f(z) = 4/27*z^3 - 27/16*z + 1
*
[ -6 ] 
f(z) = 4/27*z^3 - 25/6*z + 1
*
6 | 0.17257991926711134172097913720452185951 | 0.027219264871258111623829729896454677264
f(z) = 4/27*z^3 - 21/4*z + 1
*
-4 | 0.12395401770514486251808924883052288415 | 0.028799289746072833992206828121214842651
f(z) = 5/24*z^3 - 37/12*z + 1
*
[ 4 ] 
f(z) = 5/24*z^3 - 31/12*z + 1
*
-6 | 0.12105396960406415238358770325760935571 | 0.022847625241998917238561358130281556455
f(z) = 5/24*z^3 - 25/3*z + 1
*
[ -4 ] 
f(z) = 5/24*z^3 - 25/12*z + 1
*
-6 | 0.12281457436314997604447483749363651152 | 0.023753013157183896528249755301477522506
f(z) = 5/24*z^3 - 22/3*z + 1
*
[ 6 ] 
f(z) = 5/27*z^3 - 35/6*z + 1
*
-6 | 0.13397046770743179799474255167828734571 | 0.019813506751791957718949384634964426204
f(z) = 5/27*z^3 - 32/5*z + 1
*
6/5 | 0.17515995253353962724365988222966399479 | 0.027235412125740000970797892445012515088
f(z) = 5/27*z^3 - 23/5*z + 1
*
2 | 0.10739307812129704480794728999211267503 | 0.021994150044163990205198426688352206703
f(z) = 5/32*z^3 - 33/8*z + 1
*
2 | 0.10705083125262721567313474815570622996 | 0.024872028869092454420923549186647940183
f(z) = 5/36*z^3 - 37/18*z + 1
*
[ 6 ] 
f(z) = 5/36*z^3 - 25/6*z + 1
*
[ -6 ] 
f(z) = 5/36*z^3 - 23/6*z + 1
*
-3 | 0.12206933635294184888352094254519255855 | 0.028830010822921627299374577442646240182
f(z) = 5/36*z^3 - 23/12*z + 1
*
[ 5 ] 
f(z) = 6/25*z^3 - 26/5*z + 1
*
[ -5 ] 
f(z) = 6/25*z^3 - 24/5*z + 1
*
6 | 0.16528166866505417717157892647026182386 | 0.029332358491627196075166948906046264383
f(z) = 7/24*z^3 - 35/3*z + 1
*
[ 6 ] 
f(z) = 7/24*z^3 - 29/3*z + 1
*
[ -6 ] 
f(z) = 7/24*z^3 - 28/3*z + 1
*
[ 5 ] 
f(z) = 7/25*z^3 - 31/5*z + 1
*
[ -5 ] 
f(z) = 7/25*z^3 - 29/5*z + 1
*
6 | 0.19615196377377954291635252877882407098 | 0.028400018541292506702690295482489151283
f(z) = 7/27*z^3 - 37/4*z + 1
*
[ 6 ] 
f(z) = 7/36*z^3 - 37/6*z + 1
*
[ -6 ] 
f(z) = 7/36*z^3 - 35/6*z + 1
*
-3 | 0.12219063426681278951802602038031498684 | 0.027360758667740884848667366587646503607
f(z) = 7/36*z^3 - 29/12*z + 1
*
3 | 0.12396967042968007629883309798853351881 | 0.028713378513077284671023937536447458154
f(z) = 7/36*z^3 - 25/12*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.013790361039496414938991853179511101868
f(z) = 7/36*z^3 - 23/18*z + 1
*
5/2 | 0.093117691846619354505047037077621992766 | 0.017659339966260615050247427155961027197
f(z) = 8/25*z^3 - 39/10*z + 1
*
[ 5 ] 
f(z) = 8/25*z^3 - 36/5*z + 1
*
[ -5 ] 
f(z) = 8/25*z^3 - 34/5*z + 1
*
[ -15/4 ] 
f(z) = 8/27*z^3 - 29/10*z + 1
*
-3/4 | 0.071937770459666571973796724781271644660 | 0.013489886350376467962777354714372762002
f(z) = 8/27*z^3 - 23/6*z + 1
*
[ -10/3 ] 
f(z) = 9/20*z^3 - 37/10*z + 1
*
-2 | 0.056427709391605225720150351325306691396 | 0.014738311465615462741701494304893525802
f(z) = 9/20*z^3 - 23/10*z + 1
*
[ -5 ] 
f(z) = 9/25*z^3 - 39/5*z + 1
*
[ 10/3 ] 
f(z) = 9/25*z^3 - 33/10*z + 1
*
[ -10/3 ] 
f(z) = 9/25*z^3 - 27/10*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.015773805737734139495402540041782321985
f(z) = 9/28*z^3 - 25/14*z + 1
*
-3/4 | 0.14177925716791669788998466529951742543 | 0.021067305130549240638210442826477497560
f(z) = 10/27*z^3 - 31/8*z + 1
*
[ 6 ] 
f(z) = 10/27*z^3 - 25/2*z + 1
*
-12/5 | 0.15044723339456722588866692056381740801 | 0.028449250486280421240468871127409909603
f(z) = 10/27*z^3 - 22/15*z + 1
*
-2 | 0.058385287779678109771141870527608599154 | 0.014636631056463000404723141655979704015
f(z) = 11/20*z^3 - 27/10*z + 1
*
3 | 0.16552424547230467955467652931689213404 | 0.024061009515597668681107006540030965965
f(z) = 11/27*z^3 - 36/11*z + 1
*
[ -6 ] 
f(z) = 11/27*z^3 - 27/2*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.015197231131897202045120376853021031646
f(z) = 11/28*z^3 - 29/14*z + 1
*
3 | 0.13368764164706696084652800440175210977 | 0.028386619457247398293328366938009530025
f(z) = 11/36*z^3 - 37/12*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.012792979879614340812028438428431054554
f(z) = 11/36*z^3 - 31/18*z + 1
*
[ 3 ] 
f(z) = 11/36*z^3 - 25/12*z + 1
*
-2 | 0.059162017297783467286301660253096211710 | 0.014334889969214580058281847725792350463
f(z) = 13/20*z^3 - 31/10*z + 1
*
[ 2 ] 
f(z) = 13/20*z^3 - 21/10*z + 1
*
[ 6 ] 
f(z) = 13/27*z^3 - 33/2*z + 1
*
-2 | 0.063078994387860719608191354496763277882 | 0.015055893211227012229666342647719710092
f(z) = 13/28*z^3 - 33/14*z + 1
*
[ 4 ] 
f(z) = 13/32*z^3 - 23/4*z + 1
*
[ -4 ] 
f(z) = 13/32*z^3 - 21/4*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.012427540609149386690771638886830762801
f(z) = 13/36*z^3 - 35/18*z + 1
*
[ 3 ] 
f(z) = 13/36*z^3 - 31/12*z + 1
*
[ -3 ] 
f(z) = 13/36*z^3 - 23/12*z + 1
*
[ 5/2 ] 
f(z) = 14/25*z^3 - 29/10*z + 1
*
[ -5/2 ] 
f(z) = 14/25*z^3 - 21/10*z + 1
*
[ -6 ] 
f(z) = 14/27*z^3 - 35/2*z + 1
*
-3/14 | 0.19505507948036931105872183401089739323 | 0.028716900558147907202977253236871498858
f(z) = 14/27*z^3 - 33/14*z + 1
*
3/2 | 0.10440646360145179755618869744761086106 | 0.019578467878956143876438736578205472422
f(z) = 14/27*z^3 - 23/6*z + 1
*
-2 | 0.064427474979886576520083412441387676317 | 0.014968982481610986883928154438604448717
f(z) = 15/28*z^3 - 37/14*z + 1
*
[ 2 ] 
f(z) = 15/28*z^3 - 23/14*z + 1
*
[ 4 ] 
f(z) = 15/32*z^3 - 27/4*z + 1
*
[ -4 ] 
f(z) = 15/32*z^3 - 25/4*z + 1
*
[ 15/4 ] 
f(z) = 16/27*z^3 - 38/5*z + 1
*
-3/8 | 0.061052513700423269546583414040318990534 | 0.010971747649641202741688333287472560849
f(z) = 16/27*z^3 - 29/12*z + 1
*
[ 9/4 ] 
f(z) = 16/27*z^3 - 22/9*z + 1
*
-2 | 0.056008941179629710261474777420082955297 | 0.012855791701413203998524502112906707684
f(z) = 17/20*z^3 - 39/10*z + 1
*
[ 2 ] 
f(z) = 17/20*z^3 - 29/10*z + 1
*
[ 2 ] 
f(z) = 17/28*z^3 - 27/14*z + 1
*
[ 4 ] 
f(z) = 17/32*z^3 - 31/4*z + 1
*
[ -4 ] 
f(z) = 17/32*z^3 - 29/4*z + 1
*
-2 | 0.066836930409195091813617599574068700913 | 0.015084561931480263236881257672036361528
f(z) = 17/32*z^3 - 21/8*z + 1
*
[ -3 ] 
f(z) = 17/36*z^3 - 35/12*z + 1
*
[ 2 ] 
f(z) = 17/36*z^3 - 25/18*z + 1
*
[ 5/2 ] 
f(z) = 18/25*z^3 - 39/10*z + 1
*
[ -5/2 ] 
f(z) = 18/25*z^3 - 31/10*z + 1
*
[ 2 ] 
f(z) = 19/20*z^3 - 33/10*z + 1
*
[ -2 ] 
f(z) = 19/20*z^3 - 23/10*z + 1
*
[ 2 ] 
f(z) = 19/28*z^3 - 31/14*z + 1
*
[ 4 ] 
f(z) = 19/32*z^3 - 35/4*z + 1
*
[ -4 ] 
f(z) = 19/32*z^3 - 33/4*z + 1
*
-2 | 0.067544822185670216150625512286729681324 | 0.014937633866497705994029126440906449393
f(z) = 19/32*z^3 - 23/8*z + 1
*
[ 2 ] 
f(z) = 19/36*z^3 - 29/18*z + 1
*
[ 6 ] 
f(z) = 1/20*z^3 - 29/30*z + 1
*
[ 7 ] 
f(z) = 1/21*z^3 - 31/21*z + 1
*
[ -7 ] 
f(z) = 1/21*z^3 - 25/21*z + 1
*
[ -8 ] 
f(z) = 1/24*z^3 - 37/24*z + 1
*
[ 7 ] 
f(z) = 1/28*z^3 - 25/28*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014878673224679301592206697115724202744
f(z) = 1/34*z^3 - 21/34*z + 1
*
4 | 0.081379992328197045498511859696210125048 | 0.022709519253512873896493459066212647498
f(z) = 1/36*z^3 - 25/36*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014989788658763455788631469395260421822
f(z) = 1/38*z^3 - 23/38*z + 1
*
[ 5 ] 
f(z) = 2/35*z^3 - 22/35*z + 1
*
[ 4 ] 
f(z) = 3/20*z^3 - 33/20*z + 1
*
[ 10/3 ] 
f(z) = 3/20*z^3 - 29/30*z + 1
*
-2 | 0.12045847098385584487007766546517989982 | 0.028751407550492635142213195142080997998
f(z) = 3/22*z^3 - 29/33*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.014162399001900046693404714415110347164
f(z) = 3/22*z^3 - 23/22*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.014578776786048830488774300293459133407
f(z) = 3/26*z^3 - 25/26*z + 1
*
[ 4 ] 
f(z) = 3/28*z^3 - 27/28*z + 1
*
-8/3 | 0.089853445911228615017007583317683381835 | 0.018640704840226548343445724985332415575
f(z) = 3/32*z^3 - 31/24*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.014878488291984766523772274200298799111
f(z) = 3/34*z^3 - 29/34*z + 1
*
[ -5 ] 
f(z) = 3/35*z^3 - 33/35*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.014989967936813537334266275423260384129
f(z) = 3/38*z^3 - 31/38*z + 1
*
[ 7/2 ] 
f(z) = 4/21*z^3 - 34/21*z + 1
*
[ 1/2 ] 
f(z) = 4/23*z^3 - 24/23*z + 1
*
[ 1/2 ] 
f(z) = 4/25*z^3 - 26/25*z + 1
*
[ 1/2 ] 
f(z) = 4/27*z^3 - 28/27*z + 1
*
[ 15/4 ] 
f(z) = 4/27*z^3 - 27/20*z + 1
*
[ 1/2 ] 
f(z) = 4/29*z^3 - 30/29*z + 1
*
[ 1/2 ] 
f(z) = 4/31*z^3 - 32/31*z + 1
*
[ 1/2 ] 
f(z) = 4/33*z^3 - 34/33*z + 1
*
[ 1/2 ] 
f(z) = 4/35*z^3 - 36/35*z + 1
*
[ 7/2 ] 
f(z) = 4/35*z^3 - 24/35*z + 1
*
[ 1/2 ] 
f(z) = 4/37*z^3 - 38/37*z + 1
*
[ 1/2 ] 
f(z) = 4/39*z^3 - 40/39*z + 1
*
-3 | 0.10810611939196185028363070796906554054 | 0.029719191421185043209426539442990141817
f(z) = 5/21*z^3 - 38/21*z + 1
*
[ 3 ] 
f(z) = 5/21*z^3 - 31/21*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.012931168746577289730626584364612842062
f(z) = 5/22*z^3 - 31/22*z + 1
*
-3 | 0.071017617403206952332494333841801296300 | 0.019667469358560341543662666026110265923
f(z) = 5/24*z^3 - 37/24*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.013584902500438286370240515985542467350
f(z) = 5/26*z^3 - 33/26*z + 1
*
-12/5 | 0.20025767726891654286369848043589048824 | 0.029482850789927373368898717915503644803
f(z) = 5/27*z^3 - 33/20*z + 1
*
-33/10 | 0.18368129688894208028066396430689490819 | 0.027865653604334192085174887335269102330
f(z) = 5/27*z^3 - 27/20*z + 1
*
-3/2 | 0.089415555252578349261828187491323583243 | 0.013903118050283451702570623074309382965
f(z) = 5/27*z^3 - 23/20*z + 1
*
[ 3 ] 
f(z) = 5/33*z^3 - 23/33*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.014530257177669063779136602023736464628
f(z) = 5/34*z^3 - 37/34*z + 1
*
[ -4 ] 
f(z) = 5/36*z^3 - 35/36*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.014883507643428336187546927004047393729
f(z) = 5/38*z^3 - 39/38*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.012121024413783512886146136996125202424
f(z) = 7/22*z^3 - 39/22*z + 1
*
2 | 0.14661532970615747941788035636392102844 | 0.026440151135671714510232826874498571483
f(z) = 7/24*z^3 - 32/21*z + 1
*
[ 5/2 ] 
f(z) = 7/25*z^3 - 23/20*z + 1
*
[ 3/7 ] 
f(z) = 7/27*z^3 - 29/21*z + 1
*
[ 15/7 ] 
f(z) = 7/27*z^3 - 23/35*z + 1
*
[ -3 ] 
f(z) = 7/30*z^3 - 23/30*z + 1
*
[ 4/7 ] 
f(z) = 7/32*z^3 - 23/28*z + 1
*
[ 3 ] 
f(z) = 7/39*z^3 - 37/39*z + 1
*
[ 1/2 ] 
f(z) = 8/21*z^3 - 23/21*z + 1
*
[ 1/2 ] 
f(z) = 8/23*z^3 - 25/23*z + 1
*
[ 1/2 ] 
f(z) = 8/25*z^3 - 27/25*z + 1
*
[ 1/2 ] 
f(z) = 8/27*z^3 - 29/27*z + 1
*
[ 1/2 ] 
f(z) = 8/29*z^3 - 31/29*z + 1
*
[ 1/2 ] 
f(z) = 8/31*z^3 - 33/31*z + 1
*
[ 1/2 ] 
f(z) = 8/33*z^3 - 35/33*z + 1
*
[ -3 ] 
f(z) = 8/33*z^3 - 28/33*z + 1
*
[ 1/2 ] 
f(z) = 8/35*z^3 - 37/35*z + 1
*
[ 5/2 ] 
f(z) = 8/35*z^3 - 29/35*z + 1
*
[ 1/2 ] 
f(z) = 8/37*z^3 - 39/37*z + 1
*
5/3 | 0.10652807485812434261612590280877867930 | 0.029501660640110018563699464246055777690
f(z) = 9/20*z^3 - 37/20*z + 1
*
-5/3 | 0.089414521636157459539646990288589015789 | 0.025572523457851713987983519323766648645
f(z) = 9/20*z^3 - 33/20*z + 1
*
[ 2 ] 
f(z) = 9/22*z^3 - 25/22*z + 1
*
[ 5/2 ] 
f(z) = 9/25*z^3 - 33/20*z + 1
*
[ 2 ] 
f(z) = 9/26*z^3 - 23/26*z + 1
*
[ 7/3 ] 
f(z) = 9/28*z^3 - 33/28*z + 1
*
2 | 0.13205163344032415741000795811527494656 | 0.027395004138881494984957890142636259194
f(z) = 9/32*z^3 - 31/24*z + 1
*
[ 2/3 ] 
f(z) = 9/34*z^3 - 21/34*z + 1
*
[ 7/3 ] 
f(z) = 9/35*z^3 - 29/35*z + 1
*
[ 2/3 ] 
f(z) = 9/38*z^3 - 23/38*z + 1
*
[ 12/5 ] 
f(z) = 10/27*z^3 - 31/20*z + 1
*
[ -3 ] 
f(z) = 10/39*z^3 - 38/39*z + 1
*
[ -5/2 ] 
f(z) = 11/25*z^3 - 27/20*z + 1
*
[ 2 ] 
f(z) = 11/26*z^3 - 31/26*z + 1
*
[ 6/11 ] 
f(z) = 11/27*z^3 - 21/22*z + 1
*
[ 2 ] 
f(z) = 11/34*z^3 - 27/34*z + 1
*
[ 2 ] 
f(z) = 11/38*z^3 - 25/38*z + 1
*
[ 1/2 ] 
f(z) = 12/23*z^3 - 26/23*z + 1
*
[ 1/2 ] 
f(z) = 12/25*z^3 - 28/25*z + 1
*
[ 1/2 ] 
f(z) = 12/29*z^3 - 32/29*z + 1
*
[ 1/2 ] 
f(z) = 12/31*z^3 - 34/31*z + 1
*
[ 1/2 ] 
f(z) = 12/35*z^3 - 38/35*z + 1
*
[ -5/2 ] 
f(z) = 12/35*z^3 - 26/35*z + 1
*
[ 1/2 ] 
f(z) = 12/37*z^3 - 40/37*z + 1
*
[ -5/2 ] 
f(z) = 13/25*z^3 - 37/20*z + 1
*
[ 6/13 ] 
f(z) = 13/27*z^3 - 33/26*z + 1
*
[ 3/5 ] 
f(z) = 13/27*z^3 - 21/25*z + 1
*
[ 2 ] 
f(z) = 13/34*z^3 - 35/34*z + 1
*
[ 2 ] 
f(z) = 13/38*z^3 - 33/38*z + 1
*
[ 5/7 ] 
f(z) = 14/25*z^3 - 24/35*z + 1
*
[ -15/7 ] 
f(z) = 14/27*z^3 - 32/35*z + 1
*
[ 12/7 ] 
f(z) = 14/27*z^3 - 31/28*z + 1
*
[ -2 ] 
f(z) = 15/22*z^3 - 27/22*z + 1
*
[ -2 ] 
f(z) = 15/26*z^3 - 21/26*z + 1
*
[ 7/4 ] 
f(z) = 16/21*z^3 - 40/21*z + 1
*
[ 3/2 ] 
f(z) = 16/21*z^3 - 29/21*z + 1
*
[ 1/2 ] 
f(z) = 16/21*z^3 - 25/21*z + 1
*
[ 1/2 ] 
f(z) = 16/23*z^3 - 27/23*z + 1
*
[ 1/2 ] 
f(z) = 16/25*z^3 - 29/25*z + 1
*
[ 1/2 ] 
f(z) = 16/27*z^3 - 31/27*z + 1
*
[ 9/8 ] 
f(z) = 16/27*z^3 - 23/36*z + 1
*
[ 3/5 ] 
f(z) = 16/27*z^3 - 22/25*z + 1
*
[ 1/2 ] 
f(z) = 16/29*z^3 - 33/29*z + 1
*
[ 1/2 ] 
f(z) = 16/31*z^3 - 35/31*z + 1
*
[ 1/2 ] 
f(z) = 16/33*z^3 - 37/33*z + 1
*
[ 3/2 ] 
f(z) = 16/33*z^3 - 25/33*z + 1
*
[ 7/4 ] 
f(z) = 16/35*z^3 - 34/35*z + 1
*
[ 3/2 ] 
f(z) = 16/39*z^3 - 23/39*z + 1
*
[ 3/4 ] 
f(z) = 16/39*z^3 - 22/39*z + 1
*
[ -2 ] 
f(z) = 17/22*z^3 - 35/22*z + 1
*
[ 2/3 ] 
f(z) = 17/24*z^3 - 22/27*z + 1
*
[ -2 ] 
f(z) = 17/26*z^3 - 29/26*z + 1
*
[ -2 ] 
f(z) = 17/30*z^3 - 23/30*z + 1
*
[ 4/3 ] 
f(z) = 17/32*z^3 - 25/36*z + 1
*
[ 5/3 ] 
f(z) = 18/35*z^3 - 36/35*z + 1
*
[ 2/3 ] 
f(z) = 19/24*z^3 - 23/27*z + 1
*
[ -2 ] 
f(z) = 19/26*z^3 - 37/26*z + 1
*
[ 3/5 ] 
f(z) = 19/27*z^3 - 23/25*z + 1
*
[ -2 ] 
f(z) = 19/30*z^3 - 31/30*z + 1
*
[ 4/3 ] 
f(z) = 19/32*z^3 - 29/36*z + 1
*
[ -2 ] 
f(z) = 19/34*z^3 - 25/34*z + 1
*
[ 6 ] 
f(z) = 1/21*z^3 - 37/42*z + 1
*
-2 | 0.044593779346580337463851089012894396622 | 0.011930904520946210945090326843837332366
f(z) = 1/21*z^3 - 29/42*z + 1
*
[ -6 ] 
f(z) = 1/21*z^3 - 23/42*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.017400971624814566563093149876036044104
f(z) = 1/23*z^3 - 31/46*z + 1
*
-2 | 0.068166184171138844854561853347367154156 | 0.017424791233731124023792726305714347505
f(z) = 1/25*z^3 - 33/50*z + 1
*
-2 | 0.056028273961707768262970252477617488078 | 0.014045750323309794244547708624249557384
f(z) = 1/27*z^3 - 35/54*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.017464769878619011545557558502154596889
f(z) = 1/29*z^3 - 37/58*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = 2/23*z^3 - 39/46*z + 1
*
[ -4 ] 
f(z) = 3/26*z^3 - 31/52*z + 1
*
[ 2/3 ] 
f(z) = 3/28*z^3 - 23/42*z + 1
*
-8/5 | 0.11965681808062439889854415154506340030 | 0.023576890651795634537195778559927157705
f(z) = 5/32*z^3 - 31/40*z + 1
*
-2 | 0.099396818723539768066134005858671403794 | 0.019584909274473841644961706372205232454
f(z) = 5/32*z^3 - 29/40*z + 1
*
[ 2 ] 
f(z) = 6/23*z^3 - 25/46*z + 1
*
[ 2 ] 
f(z) = 6/25*z^3 - 23/50*z + 1
*
[ 2 ] 
f(z) = 7/23*z^3 - 33/46*z + 1
*
[ 2 ] 
f(z) = 7/25*z^3 - 31/50*z + 1
*
[ 2 ] 
f(z) = 7/27*z^3 - 29/54*z + 1
*
[ 3/4 ] 
f(z) = 7/27*z^3 - 23/48*z + 1
*
[ 2 ] 
f(z) = 7/29*z^3 - 27/58*z + 1
*
-2 | 0.11808972075805159753861141753739318658 | 0.021821405100500248246347948328217523214
f(z) = 7/32*z^3 - 29/56*z + 1
*
-8/7 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = 7/32*z^3 - 23/56*z + 1
*
0 | 0.10810611939196185028363070796906554054 | 0.028923401593106208825119099453808867205
f(z) = 8/21*z^3 - 37/42*z + 1
*
[ 7/4 ] 
f(z) = 8/21*z^3 - 31/42*z + 1
*
[ 3/4 ] 
f(z) = 8/21*z^3 - 23/42*z + 1
*
[ 2 ] 
f(z) = 8/25*z^3 - 39/50*z + 1
*
[ 5/8 ] 
f(z) = 8/25*z^3 - 29/40*z + 1
*
[ 5/3 ] 
f(z) = 8/25*z^3 - 22/45*z + 1
*
[ 2 ] 
f(z) = 8/27*z^3 - 37/54*z + 1
*
[ -21/8 ] 
f(z) = 8/27*z^3 - 37/56*z + 1
*
[ 15/8 ] 
f(z) = 8/27*z^3 - 23/40*z + 1
*
[ 2 ] 
f(z) = 8/29*z^3 - 35/58*z + 1
*
[ 4/3 ] 
f(z) = 9/22*z^3 - 21/44*z + 1
*
[ 2/3 ] 
f(z) = 9/23*z^3 - 31/46*z + 1
*
[ 2/3 ] 
f(z) = 9/25*z^3 - 33/50*z + 1
*
[ 2/3 ] 
f(z) = 9/29*z^3 - 37/58*z + 1
*
[ 3/2 ] 
f(z) = 10/21*z^3 - 31/42*z + 1
*
[ 9/5 ] 
f(z) = 10/27*z^3 - 34/45*z + 1
*
-6/5 | 0.19585351774816310607182542710001856813 | 0.028040296666600614327352834240432017129
f(z) = 10/27*z^3 - 23/40*z + 1
*
[ -2 ] 
f(z) = 11/21*z^3 - 25/42*z + 1
*
[ 5/3 ] 
f(z) = 11/25*z^3 - 37/45*z + 1
*
[ 15/11 ] 
f(z) = 11/27*z^3 - 27/55*z + 1
*
[ 6/5 ] 
f(z) = 11/27*z^3 - 21/50*z + 1
*
[ -2 ] 
f(z) = 12/23*z^3 - 27/46*z + 1
*
[ -2 ] 
f(z) = 13/23*z^3 - 35/46*z + 1
*
[ -2 ] 
f(z) = 13/25*z^3 - 29/50*z + 1
*
[ 3/4 ] 
f(z) = 13/27*z^3 - 29/48*z + 1
*
[ 3/2 ] 
f(z) = 13/36*z^3 - 23/48*z + 1
*
[ -2 ] 
f(z) = 14/25*z^3 - 37/50*z + 1
*
[ 5/4 ] 
f(z) = 14/25*z^3 - 27/40*z + 1
*
[ -2 ] 
f(z) = 14/27*z^3 - 31/54*z + 1
*
[ 6/5 ] 
f(z) = 14/27*z^3 - 29/50*z + 1
*
[ 6/7 ] 
f(z) = 14/27*z^3 - 23/42*z + 1
*
[ 2/3 ] 
f(z) = 15/28*z^3 - 31/42*z + 1
*
[ -2 ] 
f(z) = 15/29*z^3 - 33/58*z + 1
*
[ 8/5 ] 
f(z) = 15/32*z^3 - 33/40*z + 1
*
-2 | 0.074115096424896790221353340463573062720 | 0.014603459728301366203968272908520571483
f(z) = 15/32*z^3 - 23/40*z + 1
*
[ 5/6 ] 
f(z) = 16/25*z^3 - 29/45*z + 1
*
[ 6/5 ] 
f(z) = 17/27*z^3 - 37/50*z + 1
*
[ 3/2 ] 
f(z) = 17/36*z^3 - 35/48*z + 1
*
[ 2/3 ] 
f(z) = 18/23*z^3 - 39/46*z + 1
*
[ 5/4 ] 
f(z) = 18/25*z^3 - 37/40*z + 1
*
[ 3/4 ] 
f(z) = 19/27*z^3 - 35/48*z + 1
*
[ -6 ] 
f(z) = 1/22*z^3 - 31/66*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.017481797660759000356468960170306672590
f(z) = 1/31*z^3 - 39/62*z + 1
*
[ 2/3 ] 
f(z) = 1/32*z^3 - 37/72*z + 1
*
-7/2 | 0.11804092132056740815153662977910373584 | 0.027784171711494648184950900760686688548
f(z) = 2/35*z^3 - 29/70*z + 1
*
0 | 0.11274620726113558199241622296704369957 | 0.027537058874191444359010780448674617200
f(z) = 3/20*z^3 - 29/60*z + 1
*
[ 3 ] 
f(z) = 3/23*z^3 - 35/69*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.027612727587944536934061990623839781292
f(z) = 3/25*z^3 - 34/75*z + 1
*
[ 3 ] 
f(z) = 3/25*z^3 - 31/75*z + 1
*
[ 3 ] 
f(z) = 3/26*z^3 - 29/78*z + 1
*
[ 4 ] 
f(z) = 3/38*z^3 - 39/76*z + 1
*
[ 12/5 ] 
f(z) = 5/24*z^3 - 37/60*z + 1
*
[ 4/5 ] 
f(z) = 5/24*z^3 - 23/60*z + 1
*
[ -3 ] 
f(z) = 5/26*z^3 - 31/78*z + 1
*
[ 12/5 ] 
f(z) = 5/27*z^3 - 29/60*z + 1
*
[ 8/3 ] 
f(z) = 5/32*z^3 - 35/72*z + 1
*
[ 5/2 ] 
f(z) = 6/35*z^3 - 33/70*z + 1
*
[ 10/7 ] 
f(z) = 7/20*z^3 - 29/70*z + 1
*
[ -18/7 ] 
f(z) = 7/24*z^3 - 34/63*z + 1
*
[ 2 ] 
f(z) = 7/31*z^3 - 25/62*z + 1
*
[ 2 ] 
f(z) = 7/33*z^3 - 23/66*z + 1
*
[ 3/2 ] 
f(z) = 8/23*z^3 - 31/69*z + 1
*
[ 3/2 ] 
f(z) = 8/25*z^3 - 29/75*z + 1
*
[ 2 ] 
f(z) = 8/31*z^3 - 33/62*z + 1
*
[ 2 ] 
f(z) = 8/35*z^3 - 29/70*z + 1
*
[ 2 ] 
f(z) = 8/37*z^3 - 27/74*z + 1
*
[ 3/4 ] 
f(z) = 8/39*z^3 - 35/78*z + 1
*
[ 2 ] 
f(z) = 8/39*z^3 - 25/78*z + 1
*
[ 2/3 ] 
f(z) = 9/31*z^3 - 39/62*z + 1
*
-2 | 0.091362289415579354024998875266292513053 | 0.016133308670624184962665293568015985077
f(z) = 9/32*z^3 - 37/72*z + 1
*
[ 8/9 ] 
f(z) = 9/32*z^3 - 25/72*z + 1
*
[ 2 ] 
f(z) = 9/35*z^3 - 37/70*z + 1
*
[ 2 ] 
f(z) = 9/37*z^3 - 35/74*z + 1
*
[ -9/4 ] 
f(z) = 10/27*z^3 - 31/72*z + 1
*
[ 3/2 ] 
f(z) = 10/33*z^3 - 23/66*z + 1
*
[ 6/5 ] 
f(z) = 11/24*z^3 - 37/75*z + 1
*
[ 15/13 ] 
f(z) = 13/27*z^3 - 33/65*z + 1
*
[ 9/7 ] 
f(z) = 14/27*z^3 - 40/63*z + 1
*
[ 15/14 ] 
f(z) = 14/27*z^3 - 37/70*z + 1
*
[ 3/2 ] 
f(z) = 14/39*z^3 - 37/78*z + 1
*
[ -2 ] 
f(z) = 16/31*z^3 - 35/62*z + 1
*
-3/2 | 0.092339745081969314811620066095261854947 | 0.021734694243749964466794052689997644130
f(z) = 16/35*z^3 - 37/70*z + 1
*
[ -2 ] 
f(z) = 17/33*z^3 - 37/66*z + 1
*
-7/2 | 0.063357060257005192303120321899903077001 | 0.014299183002453376676257625512904928777
f(z) = 1/21*z^3 - 25/84*z + 1
*
0 | 0.11686020715902858759151779408735739720 | 0.026374416380640137484918841174030741874
f(z) = 2/21*z^3 - 29/84*z + 1
*
[ -4 ] 
f(z) = 2/21*z^3 - 23/84*z + 1
*
[ 5/6 ] 
f(z) = 2/25*z^3 - 23/90*z + 1
*
[ 5/2 ] 
f(z) = 3/20*z^3 - 27/80*z + 1
*
[ 3 ] 
f(z) = 3/29*z^3 - 23/87*z + 1
*
[ 6/7 ] 
f(z) = 4/27*z^3 - 27/98*z + 1
*
[ -3 ] 
f(z) = 5/28*z^3 - 23/84*z + 1
*
[ -16/5 ] 
f(z) = 5/32*z^3 - 23/80*z + 1
*
[ -3 ] 
f(z) = 6/31*z^3 - 38/93*z + 1
*
[ 12/7 ] 
f(z) = 7/24*z^3 - 37/84*z + 1
*
[ 3/2 ] 
f(z) = 7/24*z^3 - 31/96*z + 1
*
-12/7 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = 7/24*z^3 - 23/84*z + 1
*
[ 12/7 ] 
f(z) = 7/27*z^3 - 29/84*z + 1
*
[ 3/2 ] 
f(z) = 8/29*z^3 - 25/87*z + 1
*
[ 3/2 ] 
f(z) = 8/31*z^3 - 23/93*z + 1
*
[ 10/9 ] 
f(z) = 9/25*z^3 - 31/90*z + 1
*
[ 5/4 ] 
f(z) = 9/25*z^3 - 29/80*z + 1
*
[ 9/10 ] 
f(z) = 10/27*z^3 - 37/90*z + 1
*
[ 5/4 ] 
f(z) = 11/25*z^3 - 39/80*z + 1
*
[ 5 ] 
f(z) = 1/22*z^3 - 37/110*z + 1
*
[ 5 ] 
f(z) = 1/23*z^3 - 33/115*z + 1
*
[ 4/5 ] 
f(z) = 1/32*z^3 - 27/100*z + 1
*
[ 6 ] 
f(z) = 1/34*z^3 - 23/102*z + 1
*
[ 4/5 ] 
f(z) = 3/32*z^3 - 31/100*z + 1
*
[ 12/5 ] 
f(z) = 4/27*z^3 - 27/100*z + 1
*
[ 3 ] 
f(z) = 4/35*z^3 - 38/105*z + 1
*
[ 3 ] 
f(z) = 4/37*z^3 - 34/111*z + 1
*
[ -14/5 ] 
f(z) = 5/24*z^3 - 29/105*z + 1
*
[ 7/3 ] 
f(z) = 6/35*z^3 - 38/105*z + 1
*
[ -3 ] 
f(z) = 6/35*z^3 - 22/105*z + 1
*
[ 10/7 ] 
f(z) = 7/24*z^3 - 31/105*z + 1
*
[ 4/3 ] 
f(z) = 7/24*z^3 - 29/108*z + 1
*
[ 4/5 ] 
f(z) = 7/32*z^3 - 39/100*z + 1
*
[ -3 ] 
f(z) = 7/38*z^3 - 37/114*z + 1
*
[ -12/5 ] 
f(z) = 8/27*z^3 - 29/100*z + 1
*
[ 4/3 ] 
f(z) = 9/25*z^3 - 39/100*z + 1
*
[ 7/6 ] 
f(z) = 9/28*z^3 - 33/112*z + 1
*
[ 4/3 ] 
f(z) = 9/29*z^3 - 35/116*z + 1
*
-2 | 0.12717582930304102215085496978395397187 | 0.027326367165705758682486316394172666241
f(z) = 9/35*z^3 - 38/105*z + 1
*
[ 7/6 ] 
f(z) = 12/35*z^3 - 34/105*z + 1
*
[ 5 ] 
f(z) = 1/24*z^3 - 29/120*z + 1
*
[ 5 ] 
f(z) = 1/26*z^3 - 21/130*z + 1
*
[ 15/4 ] 
f(z) = 2/27*z^3 - 37/120*z + 1
*
[ 4 ] 
f(z) = 2/31*z^3 - 35/124*z + 1
*
[ 4 ] 
f(z) = 2/33*z^3 - 29/132*z + 1
*
[ -4 ] 
f(z) = 3/31*z^3 - 37/124*z + 1
*
[ 3/2 ] 
f(z) = 6/23*z^3 - 35/138*z + 1
*
[ 3/2 ] 
f(z) = 7/30*z^3 - 23/120*z + 1
*
[ 4/3 ] 
f(z) = 9/31*z^3 - 33/124*z + 1
*
[ 12/11 ] 
f(z) = 11/36*z^3 - 37/132*z + 1
*
[ 6/7 ] 
f(z) = 1/24*z^3 - 29/147*z + 1
*
[ 13/2 ] 
f(z) = 1/39*z^3 - 37/156*z + 1
*
[ 4 ] 
f(z) = 2/35*z^3 - 23/140*z + 1
*
[ 5/2 ] 
f(z) = 4/29*z^3 - 38/145*z + 1
*
[ 5/2 ] 
f(z) = 4/31*z^3 - 32/155*z + 1
*
-13/5 | 0.13981216353322419003115432284076634475 | 0.028292650818591616071058347372076700609
f(z) = 5/28*z^3 - 29/140*z + 1
*
[ 3/2 ] 
f(z) = 6/25*z^3 - 31/150*z + 1
*
[ 6/5 ] 
f(z) = 7/27*z^3 - 31/150*z + 1
*
[ -5/2 ] 
f(z) = 8/31*z^3 - 33/155*z + 1
*
[ 4/3 ] 
f(z) = 9/37*z^3 - 27/148*z + 1
*
9/4 | 0.057428804629417694212359375540866802650 | 0.011207886093708625213866719659625834297
f(z) = 2/21*z^3 - 25/168*z + 1
*
[ 8/3 ] 
f(z) = 3/28*z^3 - 23/168*z + 1
*
[ 5/2 ] 
f(z) = 4/33*z^3 - 26/165*z + 1
*
[ 11/5 ] 
f(z) = 5/33*z^3 - 31/165*z + 1
*
[ 3/2 ] 
f(z) = 6/29*z^3 - 23/174*z + 1
*
[ 14/3 ] 
f(z) = 1/24*z^3 - 23/189*z + 1
*
[ -5 ] 
f(z) = 2/37*z^3 - 28/185*z + 1
*
[ 7/6 ] 
f(z) = 4/21*z^3 - 22/189*z + 1
*
[ 12/7 ] 
f(z) = 5/27*z^3 - 25/196*z + 1
*
[ 6/5 ] 
f(z) = 5/21*z^3 - 37/210*z + 1
*
[ 10/7 ] 
f(z) = 7/30*z^3 - 37/210*z + 1
*
[ 8/5 ] 
f(z) = 7/32*z^3 - 37/200*z + 1
*
[ 6 ] 
f(z) = 1/37*z^3 - 31/222*z + 1
*
[ 11/7 ] 
f(z) = 7/33*z^3 - 37/231*z + 1
*
[ 15/8 ] 
f(z) = 4/25*z^3 - 23/240*z + 1
*
[ 15/7 ] 
f(z) = 4/27*z^3 - 36/245*z + 1
*
[ -7 ] 
f(z) = 1/38*z^3 - 39/266*z + 1
*
[ -7 ] 
f(z) = 1/39*z^3 - 31/273*z + 1
*
[ 10/9 ] 
f(z) = 3/20*z^3 - 23/270*z + 1
*
[ 11/3 ] 
f(z) = 2/33*z^3 - 26/297*z + 1
*
[ 8/5 ] 
f(z) = 5/28*z^3 - 23/280*z + 1
*
[ 7/4 ] 
f(z) = 6/35*z^3 - 27/280*z + 1
*
6 | 0.086951155324155036692042824194280036203 | 0.026687716066558654549600506078423776316
f(z) = 1/20*z^3 - 13/10*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.018518518518518518518518518518518518518
f(z) = 1/20*z^3 - 7/10*z + 1
*
2 | 0.14215570830931862082879009725321077025 | 0.028936636424852333478948960892532290912
f(z) = 1/24*z^3 - 17/3*z + 1
*
-4 | 0.064181328112712122075628615856269434869 | 0.018200444244054755377490532481876795191
f(z) = 1/24*z^3 - 17/12*z + 1
*
-6 | 0.099542192734891944489582075465594570707 | 0.024728818841842008660906985691599034222
f(z) = 1/24*z^3 - 7/3*z + 1
*
[ -6 ] 
f(z) = 1/24*z^3 - 1/3*z + 1
*
[ 5 ] 
f(z) = 1/25*z^3 - 1/5*z + 1
*
[ 9 ] 
f(z) = 1/27*z^3 - 19/9*z + 1
*
[ -12 ] 
f(z) = 1/27*z^3 - 17/4*z + 1
*
[ -9 ] 
f(z) = 1/27*z^3 - 17/9*z + 1
*
-21/4 | 0.12836162260900335442907603450980430228 | 0.021152376467739566391972188858100808393
f(z) = 1/27*z^3 - 11/16*z + 1
*
3 | 0.061034897176921342082052267605154129725 | 0.014271606779292794962313245631145201654
f(z) = 1/27*z^3 - 8/3*z + 1
*
-12 | 0.083934806527094023335847340251658025085 | 0.017111132468263941759487236183597848188
f(z) = 1/27*z^3 - 5*z + 1
*
-6 | 0.061034016037117205077513624273473650258 | 0.016033471893327684218159751819337483934
f(z) = 1/27*z^3 - 5/3*z + 1
*
[ 6 ] 
f(z) = 1/27*z^3 - 1/2*z + 1
*
[ -6 ] 
f(z) = 1/27*z^3 - 1/6*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = 1/28*z^3 - 9/14*z + 1
*
-12 | 0.14487655706259871876866248856219538225 | 0.028837580125849441103662910109919707914
f(z) = 1/32*z^3 - 19/4*z + 1
*
4 | 0.090937792176412036216738963185462261564 | 0.018994871858215974499486202316023457043
f(z) = 1/32*z^3 - 15/4*z + 1
*
[ 8 ] 
f(z) = 1/32*z^3 - 9/8*z + 1
*
4 | 0.11552453009332421823620535357636276135 | 0.028699238965683019540747936678326245633
f(z) = 1/32*z^3 - 7/4*z + 1
*
[ -8 ] 
f(z) = 1/32*z^3 - 7/8*z + 1
*
6 | 0.11999104482227533476294027178777655809 | 0.025334885379000664180043538735607245348
f(z) = 1/36*z^3 - 19/6*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014733659303916923375742260113998894299
f(z) = 1/36*z^3 - 11/18*z + 1
*
[ 6 ] 
f(z) = 1/36*z^3 - 1/6*z + 1
*
[ 5 ] 
f(z) = 2/25*z^3 - 6/5*z + 1
*
[ -5 ] 
f(z) = 2/25*z^3 - 4/5*z + 1
*
3/2 | 0.097104875347190003346108485072587107497 | 0.019303463607858453814101303052379542913
f(z) = 2/27*z^3 - 17/6*z + 1
*
[ 9/2 ] 
f(z) = 2/27*z^3 - 13/18*z + 1
*
[ 6 ] 
f(z) = 2/27*z^3 - 11/6*z + 1
*
6 | 0.13114249784884019195814986087784220246 | 0.029144009959695682764676556529191150242
f(z) = 2/27*z^3 - 10/3*z + 1
*
-3 | 0.061034016037117205077513624273473650258 | 0.014731361654337232250705528253380267182
f(z) = 2/27*z^3 - 7/3*z + 1
*
-3 | 0.061034016037117205077513624273473650258 | 0.015300641798677037089818266507134905347
f(z) = 2/27*z^3 - 5/6*z + 1
*
[ -9/2 ] 
f(z) = 2/27*z^3 - 5/18*z + 1
*
[ 3/4 ] 
f(z) = 2/27*z^3 - 3/8*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.017947512666498562718437042421597460700
f(z) = 3/20*z^3 - 11/10*z + 1
*
[ 2 ] 
f(z) = 3/20*z^3 - 1/10*z + 1
*
[ 5 ] 
f(z) = 3/25*z^3 - 11/5*z + 1
*
[ -5 ] 
f(z) = 3/25*z^3 - 9/5*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.018518518518518518518518518518518518519
f(z) = 3/28*z^3 - 13/14*z + 1
*
4 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = 3/32*z^3 - 17/12*z + 1
*
2 | 0.089852412294807725294826386114948814380 | 0.021945493577619815413643335183496439498
f(z) = 3/32*z^3 - 15/8*z + 1
*
4 | 0.11552666060895840948031953860976700434 | 0.025802539633691151658209650518097019486
f(z) = 3/32*z^3 - 11/4*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 3/32*z^3 - 11/12*z + 1
*
-4 | 0.11552453009332421823620535357636276135 | 0.027012754065520381126478423319468671294
f(z) = 3/32*z^3 - 9/4*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.018518518518518518518518518518518518519
f(z) = 3/32*z^3 - 7/8*z + 1
*
-4/3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 3/32*z^3 - 5/12*z + 1
*
[ 4 ] 
f(z) = 3/32*z^3 - 3/4*z + 1
*
[ -4 ] 
f(z) = 3/32*z^3 - 1/4*z + 1
*
[ 5 ] 
f(z) = 4/25*z^3 - 16/5*z + 1
*
[ -5 ] 
f(z) = 4/25*z^3 - 14/5*z + 1
*
[ 5/2 ] 
f(z) = 4/25*z^3 - 2/5*z + 1
*
[ 9/2 ] 
f(z) = 4/27*z^3 - 20/9*z + 1
*
3 | 0.062935654392562871221319473715059868552 | 0.012510969298502376487548380124004046975
f(z) = 4/27*z^3 - 17/12*z + 1
*
[ -9/2 ] 
f(z) = 4/27*z^3 - 16/9*z + 1
*
3 | 0.13805036943266668390165052665771549116 | 0.028988938943182368122409767034584204837
f(z) = 4/27*z^3 - 13/6*z + 1
*
[ 6 ] 
f(z) = 4/27*z^3 - 9/2*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.028041510548595979763164661044086313014
f(z) = 4/27*z^3 - 9/4*z + 1
*
-3/2 | 0.061034016037117205077513624273473650258 | 0.016033471893327684218159751819337483934
f(z) = 4/27*z^3 - 5/3*z + 1
*
[ 3/4 ] 
f(z) = 4/27*z^3 - 5/12*z + 1
*
3/2 | 0.063799664694344465045578346156055862408 | 0.014518239362607911992734157864090129672
f(z) = 4/27*z^3 - 3*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.017526061697648934784524517573364534203
f(z) = 4/27*z^3 - 3/2*z + 1
*
-3 | 0.051345269213453875604939132125562461387 | 0.010966217460118115446073229633623507492
f(z) = 4/27*z^3 - 3/4*z + 1
*
[ 3 ] 
f(z) = 4/27*z^3 - 2/3*z + 1
*
[ 6 ] 
f(z) = 5/24*z^3 - 20/3*z + 1
*
[ -6 ] 
f(z) = 5/24*z^3 - 19/3*z + 1
*
2 | 0.12592789953601134241026492279682286969 | 0.028737365158754477904595205611680983354
f(z) = 5/24*z^3 - 10/3*z + 1
*
-2 | 0.12792139405522476022322174748246467820 | 0.026719919516955389079053542802276820071
f(z) = 5/24*z^3 - 8/15*z + 1
*
2 | 0.062368853448211182277523878066619904283 | 0.015494013502412945719433830059742035930
f(z) = 5/24*z^3 - 7/3*z + 1
*
-6/5 | 0.12934659852070861809329984089570915662 | 0.027017612869143953120755206138593605604
f(z) = 5/24*z^3 - 7/15*z + 1
*
-2 | 0.038509210314195629134249648394855487904 | 0.011111409349768030911461752807732927609
f(z) = 5/24*z^3 - 4/3*z + 1
*
[ 2 ] 
f(z) = 5/24*z^3 - 1/3*z + 1
*
-12/5 | 0.16643060436942038935747139587732016610 | 0.026670392222840254732486963004603965236
f(z) = 5/27*z^3 - 19/10*z + 1
*
-3/5 | 0.089483872067828830081890343962209834570 | 0.014599957416068365575583384628737685599
f(z) = 5/27*z^3 - 17/5*z + 1
*
-3 | 0.090838421822933878681231389703588236175 | 0.018518518518518518518518518518518518518
f(z) = 5/27*z^3 - 14/15*z + 1
*
[ -6 ] 
f(z) = 5/27*z^3 - 11/2*z + 1
*
[ 3/5 ] 
f(z) = 5/27*z^3 - 11/15*z + 1
*
3 | 0.089414250973870910533334493493078325206 | 0.016634347877879187937831437762583059018
f(z) = 5/27*z^3 - 8/5*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029385954714139747378396423881182947792
f(z) = 5/27*z^3 - 7/4*z + 1
*
[ 3/4 ] 
f(z) = 5/27*z^3 - 7/16*z + 1
*
-12/5 | 0.089414250973870910533334493493078325206 | 0.018228183947390508017102815944854502294
f(z) = 5/27*z^3 - 2/5*z + 1
*
[ 3 ] 
f(z) = 5/27*z^3 - z + 1
*
[ -3 ] 
f(z) = 5/27*z^3 - 1/3*z + 1
*
[ 6/5 ] 
f(z) = 5/27*z^3 - 1/10*z + 1
*
[ 3/2 ] 
f(z) = 5/27*z^3 - 1/12*z + 1
*
-2 | 0.061707490929170443035922536784435793811 | 0.017498917225965488343331941927149277267
f(z) = 5/28*z^3 - 17/14*z + 1
*
[ 2 ] 
f(z) = 5/28*z^3 - 3/14*z + 1
*
2 | 0.089852412294807725294826386114948814380 | 0.021294524995080585304768637022147168085
f(z) = 5/32*z^3 - 17/8*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.017909852186784332725474358262399114651
f(z) = 5/32*z^3 - 9/8*z + 1
*
[ 4 ] 
f(z) = 5/32*z^3 - 7/4*z + 1
*
[ -4 ] 
f(z) = 5/32*z^3 - 5/4*z + 1
*
[ 2 ] 
f(z) = 5/32*z^3 - 1/8*z + 1
*
-2 | 0.052798347148346361864718356027402235969 | 0.014514665723359190743855899432869698474
f(z) = 5/36*z^3 - 19/18*z + 1
*
[ 3 ] 
f(z) = 5/36*z^3 - 7/12*z + 1
*
[ 2 ] 
f(z) = 5/36*z^3 - 1/18*z + 1
*
[ 5/2 ] 
f(z) = 6/25*z^3 - 9/10*z + 1
*
[ 5/3 ] 
f(z) = 6/25*z^3 - 4/15*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.015250916720143347584383526520056237883
f(z) = 7/20*z^3 - 19/10*z + 1
*
[ 2 ] 
f(z) = 7/20*z^3 - 9/10*z + 1
*
2 | 0.12926794574759455058028928696586983432 | 0.028871615226619838860479045837595943343
f(z) = 7/24*z^3 - 11/3*z + 1
*
2 | 0.095654991488973007355811681526635184584 | 0.023000163642902893261855844660083656572
f(z) = 7/24*z^3 - 8/3*z + 1
*
-2 | 0.038508176697774739412068451192120920449 | 0.010438990261617087652370602772016215397
f(z) = 7/24*z^3 - 5/3*z + 1
*
[ 2 ] 
f(z) = 7/24*z^3 - 2/3*z + 1
*
[ 6 ] 
f(z) = 7/27*z^3 - 17/2*z + 1
*
3/2 | 0.15406277501536503560835889099422394379 | 0.026287049064938876238708174439404770966
f(z) = 7/27*z^3 - 13/4*z + 1
*
-3 | 0.10810715300838274000581190517180010799 | 0.019310290256814513880166680770889830833
f(z) = 7/27*z^3 - 10/7*z + 1
*
[ 3 ] 
f(z) = 7/27*z^3 - 5/3*z + 1
*
[ 6/7 ] 
f(z) = 7/27*z^3 - 5/14*z + 1
*
[ -3 ] 
f(z) = 7/27*z^3 - z + 1
*
[ 3/2 ] 
f(z) = 7/27*z^3 - 1/4*z + 1
*
2 | 0.11980079337986528811194359698724533742 | 0.027662934650218969655972720636613673227
f(z) = 7/32*z^3 - 19/8*z + 1
*
[ 4 ] 
f(z) = 7/32*z^3 - 11/4*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.016960115825336445731131837410915611618
f(z) = 7/32*z^3 - 11/8*z + 1
*
[ -4 ] 
f(z) = 7/32*z^3 - 9/4*z + 1
*
[ 2 ] 
f(z) = 7/32*z^3 - 3/8*z + 1
*
[ 3 ] 
f(z) = 7/36*z^3 - 13/12*z + 1
*
[ -3 ] 
f(z) = 7/36*z^3 - 5/12*z + 1
*
[ 2 ] 
f(z) = 7/36*z^3 - 5/18*z + 1
*
[ 5/2 ] 
f(z) = 8/25*z^3 - 7/5*z + 1
*
[ -5/2 ] 
f(z) = 8/25*z^3 - 3/5*z + 1
*
[ 5/4 ] 
f(z) = 8/25*z^3 - 3/10*z + 1
*
-3 | 0.079592169274263346920710389211022325765 | 0.015822115393928183561778909682799574206
f(z) = 8/27*z^3 - 17/6*z + 1
*
[ 9/4 ] 
f(z) = 8/27*z^3 - 17/18*z + 1
*
3/2 | 0.061034668176470924441760471272596279277 | 0.013282497555462722929273130773384506173
f(z) = 8/27*z^3 - 11/6*z + 1
*
3/2 | 0.066224044670034864067518338544814529899 | 0.014717076836979713344793019126264163086
f(z) = 8/27*z^3 - 10/3*z + 1
*
-3/4 | 0.061034668176470924441760471272596279277 | 0.015300805283751458747158544932781980671
f(z) = 8/27*z^3 - 5/6*z + 1
*
[ -3 ] 
f(z) = 8/27*z^3 - 4/3*z + 1
*
[ 3/2 ] 
f(z) = 8/27*z^3 - 1/3*z + 1
*
2/3 | 0.086951155324155036692042824194280036203 | 0.024657477508945154889799387895424047216
f(z) = 9/20*z^3 - 17/10*z + 1
*
[ 2 ] 
f(z) = 9/20*z^3 - 13/10*z + 1
*
[ 2/3 ] 
f(z) = 9/20*z^3 - 7/10*z + 1
*
[ 5/3 ] 
f(z) = 9/25*z^3 - 3/5*z + 1
*
[ 2 ] 
f(z) = 9/28*z^3 - 11/14*z + 1
*
[ 2/3 ] 
f(z) = 9/28*z^3 - 9/14*z + 1
*
4/3 | 0.068476789175173898304205338490783906342 | 0.013938856029556852399869021825781528935
f(z) = 9/32*z^3 - 17/4*z + 1
*
[ 4 ] 
f(z) = 9/32*z^3 - 15/4*z + 1
*
[ -4 ] 
f(z) = 9/32*z^3 - 13/4*z + 1
*
[ 8/3 ] 
f(z) = 9/32*z^3 - 11/8*z + 1
*
[ 4/3 ] 
f(z) = 9/32*z^3 - 1/4*z + 1
*
[ 3 ] 
f(z) = 10/27*z^3 - 8/3*z + 1
*
[ 3/5 ] 
f(z) = 10/27*z^3 - 4/5*z + 1
*
[ -3 ] 
f(z) = 10/27*z^3 - 2*z + 1
*
[ 3/2 ] 
f(z) = 10/27*z^3 - 1/2*z + 1
*
[ 2 ] 
f(z) = 11/20*z^3 - 17/10*z + 1
*
[ -2 ] 
f(z) = 11/20*z^3 - 7/10*z + 1
*
2 | 0.12868661699731979329016293090449296878 | 0.029366918032641507495441366853784957207
f(z) = 11/24*z^3 - 10/3*z + 1
*
[ 2 ] 
f(z) = 11/24*z^3 - 4/3*z + 1
*
[ 3/4 ] 
f(z) = 11/27*z^3 - 9/16*z + 1
*
[ -3 ] 
f(z) = 11/27*z^3 - 7/3*z + 1
*
[ 3/2 ] 
f(z) = 11/27*z^3 - 7/12*z + 1
*
[ 3 ] 
f(z) = 11/27*z^3 - 3*z + 1
*
[ 2 ] 
f(z) = 11/28*z^3 - 15/14*z + 1
*
[ 4 ] 
f(z) = 11/32*z^3 - 19/4*z + 1
*
[ -4 ] 
f(z) = 11/32*z^3 - 17/4*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.015675352555442725295459525131068885356
f(z) = 11/32*z^3 - 15/8*z + 1
*
[ 2 ] 
f(z) = 11/32*z^3 - 7/8*z + 1
*
[ -3 ] 
f(z) = 11/36*z^3 - 17/12*z + 1
*
[ 2 ] 
f(z) = 11/36*z^3 - 13/18*z + 1
*
[ 5/3 ] 
f(z) = 12/25*z^3 - 14/15*z + 1
*
[ 5/2 ] 
f(z) = 12/25*z^3 - 12/5*z + 1
*
[ -5/2 ] 
f(z) = 12/25*z^3 - 8/5*z + 1
*
[ 5/6 ] 
f(z) = 12/25*z^3 - 8/15*z + 1
*
[ -2 ] 
f(z) = 13/20*z^3 - 11/10*z + 1
*
[ 2 ] 
f(z) = 13/24*z^3 - 5/3*z + 1
*
[ -2 ] 
f(z) = 13/24*z^3 - 2/3*z + 1
*
3/2 | 0.17776016756097251541048839853586243482 | 0.029607513528171791039499532998196489431
f(z) = 13/27*z^3 - 15/4*z + 1
*
[ 3 ] 
f(z) = 13/27*z^3 - 11/3*z + 1
*
[ -3 ] 
f(z) = 13/27*z^3 - 3*z + 1
*
[ 3/2 ] 
f(z) = 13/27*z^3 - 3/4*z + 1
*
[ 2 ] 
f(z) = 13/28*z^3 - 19/14*z + 1
*
-2 | 0.064181035854988945313921364933709988395 | 0.015210550694399138545922125748466627418
f(z) = 13/32*z^3 - 17/8*z + 1
*
[ 2 ] 
f(z) = 13/32*z^3 - 9/8*z + 1
*
[ 2 ] 
f(z) = 13/36*z^3 - 17/18*z + 1
*
-15/7 | 0.10810780514773645937005875217092273701 | 0.017638590228920400409091821799370072831
f(z) = 14/27*z^3 - 17/14*z + 1
*
[ -3 ] 
f(z) = 14/27*z^3 - 10/3*z + 1
*
[ 3/7 ] 
f(z) = 14/27*z^3 - 10/7*z + 1
*
[ 3/2 ] 
f(z) = 14/27*z^3 - 5/6*z + 1
*
[ 3/4 ] 
f(z) = 14/27*z^3 - 5/8*z + 1
*
[ 3 ] 
f(z) = 14/27*z^3 - 4*z + 1
*
[ -2 ] 
f(z) = 15/28*z^3 - 9/14*z + 1
*
-2 | 0.065665553914327254399709208170437417052 | 0.015162686952687256862224662094748060603
f(z) = 15/32*z^3 - 19/8*z + 1
*
-4/3 | 0.11552556370974510795838655077909732880 | 0.024874211972791262318615862017169284706
f(z) = 15/32*z^3 - 13/12*z + 1
*
[ 2 ] 
f(z) = 15/32*z^3 - 11/8*z + 1
*
[ 4/3 ] 
f(z) = 15/32*z^3 - 7/12*z + 1
*
[ 5/2 ] 
f(z) = 16/25*z^3 - 17/5*z + 1
*
[ -5/2 ] 
f(z) = 16/25*z^3 - 13/5*z + 1
*
[ 5/4 ] 
f(z) = 16/25*z^3 - 4/5*z + 1
*
[ 3 ] 
f(z) = 16/27*z^3 - 14/3*z + 1
*
[ -9/4 ] 
f(z) = 16/27*z^3 - 14/9*z + 1
*
-3 | 0.16495083010110396479284967681499408106 | 0.028970598911207381443278018583740787102
f(z) = 16/27*z^3 - 11/2*z + 1
*
3/2 | 0.12611874970853916698138800703705672858 | 0.025710843001681643257442123768064084119
f(z) = 16/27*z^3 - 5/2*z + 1
*
[ 3/4 ] 
f(z) = 16/27*z^3 - 2/3*z + 1
*
[ -2 ] 
f(z) = 17/20*z^3 - 19/10*z + 1
*
[ 2 ] 
f(z) = 17/24*z^3 - 7/3*z + 1
*
[ -2 ] 
f(z) = 17/24*z^3 - 4/3*z + 1
*
[ -3 ] 
f(z) = 17/27*z^3 - 13/3*z + 1
*
[ 3/2 ] 
f(z) = 17/27*z^3 - 13/12*z + 1
*
[ 3/4 ] 
f(z) = 17/27*z^3 - 11/16*z + 1
*
[ 3 ] 
f(z) = 17/27*z^3 - 5*z + 1
*
[ -2 ] 
f(z) = 17/28*z^3 - 13/14*z + 1
*
[ 2 ] 
f(z) = 17/32*z^3 - 13/8*z + 1
*
[ -2 ] 
f(z) = 17/32*z^3 - 5/8*z + 1
*
[ 5/3 ] 
f(z) = 18/25*z^3 - 8/5*z + 1
*
[ 5/6 ] 
f(z) = 18/25*z^3 - 7/10*z + 1
*
[ 2 ] 
f(z) = 19/24*z^3 - 8/3*z + 1
*
[ -2 ] 
f(z) = 19/24*z^3 - 5/3*z + 1
*
[ 3 ] 
f(z) = 19/27*z^3 - 17/3*z + 1
*
[ -3 ] 
f(z) = 19/27*z^3 - 5*z + 1
*
[ 3/2 ] 
f(z) = 19/27*z^3 - 5/4*z + 1
*
[ -2 ] 
f(z) = 19/28*z^3 - 17/14*z + 1
*
[ 2 ] 
f(z) = 19/32*z^3 - 15/8*z + 1
*
[ -2 ] 
f(z) = 19/32*z^3 - 7/8*z + 1
*
[ -2 ] 
f(z) = 19/36*z^3 - 11/18*z + 1
*
[ -6 ] 
f(z) = 1/20*z^3 - 19/30*z + 1
*
-4 | 0.081148641382849659486475700352942479848 | 0.027088081968879969417173988929542240589
f(z) = 1/20*z^3 - 11/20*z + 1
*
[ 5 ] 
f(z) = 1/20*z^3 - 9/20*z + 1
*
-2 | 0.044405468014784639704850806999354246293 | 0.014365855107081936305971067807342954243
f(z) = 1/22*z^3 - 15/22*z + 1
*
3 | 0.071017617403206952332494333841801296300 | 0.022346260068046635014462967743187776217
f(z) = 1/24*z^3 - 17/24*z + 1
*
[ 2/3 ] 
f(z) = 1/24*z^3 - 14/27*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.014578976945665376223064283742030238391
f(z) = 1/26*z^3 - 17/26*z + 1
*
[ -15/2 ] 
f(z) = 1/27*z^3 - 19/20*z + 1
*
[ 3/5 ] 
f(z) = 1/27*z^3 - 17/25*z + 1
*
[ -7 ] 
f(z) = 1/28*z^3 - 17/28*z + 1
*
[ 6 ] 
f(z) = 1/30*z^3 - 11/30*z + 1
*
[ 6 ] 
f(z) = 1/32*z^3 - 7/24*z + 1
*
[ 7 ] 
f(z) = 1/35*z^3 - 19/35*z + 1
*
[ -7 ] 
f(z) = 1/35*z^3 - 9/35*z + 1
*
-4 | 0.036036406747074839816724766525756414300 | 0.011836472709336141857882870080782498783
f(z) = 2/21*z^3 - 11/21*z + 1
*
[ 3 ] 
f(z) = 2/21*z^3 - 4/21*z + 1
*
[ -5 ] 
f(z) = 2/35*z^3 - 8/35*z + 1
*
[ 2/3 ] 
f(z) = 3/20*z^3 - 17/30*z + 1
*
[ -10/3 ] 
f(z) = 3/20*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 3/22*z^3 - 1/22*z + 1
*
[ 10/3 ] 
f(z) = 3/25*z^3 - 19/30*z + 1
*
[ 5/2 ] 
f(z) = 3/25*z^3 - 3/20*z + 1
*
[ -10/3 ] 
f(z) = 3/25*z^3 - 1/30*z + 1
*
[ -4 ] 
f(z) = 3/28*z^3 - 13/28*z + 1
*
[ 8/3 ] 
f(z) = 3/32*z^3 - 1/24*z + 1
*
[ -3 ] 
f(z) = 4/21*z^3 - 8/21*z + 1
*
[ 3/2 ] 
f(z) = 4/21*z^3 - 2/21*z + 1
*
[ 5/4 ] 
f(z) = 4/25*z^3 - 1/20*z + 1
*
[ 3/5 ] 
f(z) = 4/27*z^3 - 18/25*z + 1
*
[ 9/4 ] 
f(z) = 4/27*z^3 - 7/36*z + 1
*
[ 3 ] 
f(z) = 4/33*z^3 - 14/33*z + 1
*
[ 3 ] 
f(z) = 4/39*z^3 - 10/39*z + 1
*
[ -3 ] 
f(z) = 5/21*z^3 - 17/21*z + 1
*
[ 2 ] 
f(z) = 5/22*z^3 - 9/22*z + 1
*
[ 2/3 ] 
f(z) = 5/24*z^3 - 16/27*z + 1
*
[ -3 ] 
f(z) = 5/24*z^3 - 13/24*z + 1
*
[ 2 ] 
f(z) = 5/26*z^3 - 7/26*z + 1
*
6/5 | 0.15513760728847602046688899328344471539 | 0.024658015170340633169919579746097931988
f(z) = 5/27*z^3 - 17/20*z + 1
*
[ 4/5 ] 
f(z) = 5/32*z^3 - 7/20*z + 1
*
[ 4/3 ] 
f(z) = 5/32*z^3 - 1/36*z + 1
*
[ -3 ] 
f(z) = 5/33*z^3 - 1/33*z + 1
*
[ 2 ] 
f(z) = 5/34*z^3 - 3/34*z + 1
*
[ 6/5 ] 
f(z) = 5/36*z^3 - 1/30*z + 1
*
[ 2 ] 
f(z) = 5/38*z^3 - 1/38*z + 1
*
[ 3 ] 
f(z) = 5/39*z^3 - 19/39*z + 1
*
[ 5/6 ] 
f(z) = 6/25*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 7/22*z^3 - 17/22*z + 1
*
[ 2/3 ] 
f(z) = 7/24*z^3 - 17/27*z + 1
*
-2 | 0.14661532970615747941788035636392102844 | 0.028613653471317419713227484251813010599
f(z) = 7/24*z^3 - 11/21*z + 1
*
[ 5/7 ] 
f(z) = 7/25*z^3 - 19/35*z + 1
*
[ -5/2 ] 
f(z) = 7/25*z^3 - 7/20*z + 1
*
[ 2 ] 
f(z) = 7/26*z^3 - 15/26*z + 1
*
[ 3/5 ] 
f(z) = 7/27*z^3 - 19/25*z + 1
*
[ 4/3 ] 
f(z) = 7/32*z^3 - 5/36*z + 1
*
[ -3 ] 
f(z) = 7/33*z^3 - 19/33*z + 1
*
[ 2 ] 
f(z) = 7/34*z^3 - 11/34*z + 1
*
[ 2 ] 
f(z) = 7/38*z^3 - 9/38*z + 1
*
[ -3 ] 
f(z) = 7/39*z^3 - 11/39*z + 1
*
[ 3/2 ] 
f(z) = 8/21*z^3 - 11/21*z + 1
*
-15/8 | 0.15088642833192493037234001038842246464 | 0.028070439684803495972104842925131379666
f(z) = 8/27*z^3 - 17/24*z + 1
*
[ 3/2 ] 
f(z) = 8/33*z^3 - 7/33*z + 1
*
[ -3 ] 
f(z) = 8/39*z^3 - 20/39*z + 1
*
[ 3/2 ] 
f(z) = 8/39*z^3 - 5/39*z + 1
*
[ 5/3 ] 
f(z) = 9/20*z^3 - 17/20*z + 1
*
[ 4/3 ] 
f(z) = 9/20*z^3 - 11/20*z + 1
*
[ 2/3 ] 
f(z) = 9/22*z^3 - 15/22*z + 1
*
[ -5/2 ] 
f(z) = 9/25*z^3 - 17/20*z + 1
*
[ 5/6 ] 
f(z) = 9/25*z^3 - 9/20*z + 1
*
[ 2/3 ] 
f(z) = 9/26*z^3 - 17/26*z + 1
*
-2 | 0.12919917590715565819429918395289561912 | 0.028306161249632195334289545517102813721
f(z) = 9/32*z^3 - 7/24*z + 1
*
[ 2 ] 
f(z) = 9/34*z^3 - 19/34*z + 1
*
[ 5/3 ] 
f(z) = 9/35*z^3 - 11/35*z + 1
*
[ 2 ] 
f(z) = 9/38*z^3 - 17/38*z + 1
*
[ 3/4 ] 
f(z) = 10/27*z^3 - 13/24*z + 1
*
[ 2/3 ] 
f(z) = 11/24*z^3 - 19/27*z + 1
*
[ 4/3 ] 
f(z) = 11/32*z^3 - 13/36*z + 1
*
[ 5/4 ] 
f(z) = 12/25*z^3 - 11/20*z + 1
*
[ -2 ] 
f(z) = 13/22*z^3 - 19/22*z + 1
*
[ 2/3 ] 
f(z) = 13/24*z^3 - 20/27*z + 1
*
[ 4/3 ] 
f(z) = 13/32*z^3 - 17/36*z + 1
*
[ 2/3 ] 
f(z) = 15/32*z^3 - 17/24*z + 1
*
[ 4/5 ] 
f(z) = 15/32*z^3 - 11/20*z + 1
*
[ 5/8 ] 
f(z) = 16/25*z^3 - 17/20*z + 1
*
[ 3/4 ] 
f(z) = 16/33*z^3 - 20/33*z + 1
*
[ 5/4 ] 
f(z) = 16/35*z^3 - 18/35*z + 1
*
[ 3/4 ] 
f(z) = 1/27*z^3 - 17/48*z + 1
*
[ 6 ] 
f(z) = 1/28*z^3 - 19/42*z + 1
*
[ -6 ] 
f(z) = 1/28*z^3 - 5/42*z + 1
*
[ 7/2 ] 
f(z) = 2/21*z^3 - 19/42*z + 1
*
-7/2 | 0.10810677153131556964787755496818816955 | 0.028923576070633738098265640651775806789
f(z) = 2/21*z^3 - 1/42*z + 1
*
[ 2 ] 
f(z) = 3/23*z^3 - 1/46*z + 1
*
[ 2 ] 
f(z) = 4/21*z^3 - 11/42*z + 1
*
[ 2 ] 
f(z) = 4/23*z^3 - 9/46*z + 1
*
[ 5/6 ] 
f(z) = 4/25*z^3 - 14/45*z + 1
*
[ 2 ] 
f(z) = 4/25*z^3 - 7/50*z + 1
*
[ 5/3 ] 
f(z) = 4/25*z^3 - 2/45*z + 1
*
[ 2 ] 
f(z) = 4/27*z^3 - 5/54*z + 1
*
[ 2 ] 
f(z) = 4/29*z^3 - 3/58*z + 1
*
[ 2 ] 
f(z) = 5/21*z^3 - 19/42*z + 1
*
[ 2 ] 
f(z) = 5/23*z^3 - 17/46*z + 1
*
[ 2 ] 
f(z) = 5/27*z^3 - 13/54*z + 1
*
[ 9/5 ] 
f(z) = 5/27*z^3 - 7/45*z + 1
*
[ 2 ] 
f(z) = 5/29*z^3 - 11/58*z + 1
*
[ 8/5 ] 
f(z) = 5/32*z^3 - 1/40*z + 1
*
[ 5/4 ] 
f(z) = 6/25*z^3 - 7/40*z + 1
*
[ 2 ] 
f(z) = 6/29*z^3 - 19/58*z + 1
*
[ 5/3 ] 
f(z) = 7/25*z^3 - 17/45*z + 1
*
[ 8/7 ] 
f(z) = 7/32*z^3 - 9/56*z + 1
*
[ 6/7 ] 
f(z) = 7/36*z^3 - 13/42*z + 1
*
[ 3/2 ] 
f(z) = 7/36*z^3 - 5/48*z + 1
*
[ 5/6 ] 
f(z) = 8/25*z^3 - 19/45*z + 1
*
[ 6/5 ] 
f(z) = 8/27*z^3 - 13/50*z + 1
*
[ 4/3 ] 
f(z) = 9/26*z^3 - 19/52*z + 1
*
[ 3/2 ] 
f(z) = 11/36*z^3 - 17/48*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.024656646541180837626588614519475373963
f(z) = 1/24*z^3 - 17/75*z + 1
*
[ -6 ] 
f(z) = 1/26*z^3 - 17/78*z + 1
*
-4 | 0.093984700282107905957165184083649453331 | 0.022954760854592100119208443186485100733
f(z) = 1/30*z^3 - 17/60*z + 1
*
-6 | 0.11697864164463759421816577468093710338 | 0.020656799929112234656372998704848024972
f(z) = 1/32*z^3 - 13/72*z + 1
*
[ 6 ] 
f(z) = 1/33*z^3 - 17/66*z + 1
*
[ 6 ] 
f(z) = 1/39*z^3 - 7/78*z + 1
*
[ 3 ] 
f(z) = 2/23*z^3 - 8/69*z + 1
*
[ 3 ] 
f(z) = 2/25*z^3 - 4/75*z + 1
*
[ 5/6 ] 
f(z) = 3/25*z^3 - 17/60*z + 1
*
[ -4 ] 
f(z) = 3/34*z^3 - 11/68*z + 1
*
[ -4 ] 
f(z) = 3/38*z^3 - 1/76*z + 1
*
[ -3 ] 
f(z) = 4/23*z^3 - 16/69*z + 1
*
[ 3/2 ] 
f(z) = 4/23*z^3 - 4/69*z + 1
*
[ -3 ] 
f(z) = 4/25*z^3 - 8/75*z + 1
*
[ 3/2 ] 
f(z) = 4/25*z^3 - 2/75*z + 1
*
[ 2 ] 
f(z) = 4/31*z^3 - 1/62*z + 1
*
[ 2 ] 
f(z) = 5/31*z^3 - 9/62*z + 1
*
[ 12/5 ] 
f(z) = 5/32*z^3 - 19/60*z + 1
*
[ 2 ] 
f(z) = 5/33*z^3 - 7/66*z + 1
*
[ 12/5 ] 
f(z) = 5/36*z^3 - 13/60*z + 1
*
[ 2 ] 
f(z) = 5/37*z^3 - 3/74*z + 1
*
[ 2 ] 
f(z) = 5/39*z^3 - 1/78*z + 1
*
[ 2 ] 
f(z) = 6/31*z^3 - 17/62*z + 1
*
[ 2 ] 
f(z) = 6/35*z^3 - 13/70*z + 1
*
[ 2 ] 
f(z) = 6/37*z^3 - 11/74*z + 1
*
[ 6/5 ] 
f(z) = 7/24*z^3 - 19/75*z + 1
*
[ 10/7 ] 
f(z) = 7/25*z^3 - 19/70*z + 1
*
[ 9/7 ] 
f(z) = 7/27*z^3 - 13/63*z + 1
*
[ -8/3 ] 
f(z) = 7/32*z^3 - 13/72*z + 1
*
[ 2 ] 
f(z) = 7/37*z^3 - 19/74*z + 1
*
[ 2 ] 
f(z) = 7/39*z^3 - 17/78*z + 1
*
[ 9/8 ] 
f(z) = 8/27*z^3 - 19/72*z + 1
*
[ 7/4 ] 
f(z) = 8/35*z^3 - 19/70*z + 1
*
[ 5/4 ] 
f(z) = 8/35*z^3 - 11/70*z + 1
*
[ 4/3 ] 
f(z) = 9/34*z^3 - 15/68*z + 1
*
[ 4/3 ] 
f(z) = 9/38*z^3 - 13/76*z + 1
*
[ 3/2 ] 
f(z) = 10/39*z^3 - 19/78*z + 1
*
[ 4 ] 
f(z) = 1/21*z^3 - 1/84*z + 1
*
[ -11/2 ] 
f(z) = 1/22*z^3 - 17/88*z + 1
*
[ 6/7 ] 
f(z) = 1/27*z^3 - 19/98*z + 1
*
[ -4 ] 
f(z) = 2/23*z^3 - 13/92*z + 1
*
[ 10/3 ] 
f(z) = 2/25*z^3 - 17/90*z + 1
*
-7/3 | 0.10874103246019796205374718831899551409 | 0.024541983430365557009787344887116100505
f(z) = 3/28*z^3 - 13/84*z + 1
*
[ 3 ] 
f(z) = 3/31*z^3 - 19/93*z + 1
*
[ 3 ] 
f(z) = 3/32*z^3 - 17/96*z + 1
*
[ 7/4 ] 
f(z) = 4/21*z^3 - 13/84*z + 1
*
[ 3/2 ] 
f(z) = 5/21*z^3 - 17/84*z + 1
*
[ 3/2 ] 
f(z) = 5/24*z^3 - 13/96*z + 1
*
[ -3 ] 
f(z) = 5/29*z^3 - 19/87*z + 1
*
[ -3 ] 
f(z) = 5/31*z^3 - 11/93*z + 1
*
[ -3 ] 
f(z) = 5/32*z^3 - 7/96*z + 1
*
[ 5/4 ] 
f(z) = 7/25*z^3 - 19/80*z + 1
*
[ 12/7 ] 
f(z) = 7/32*z^3 - 19/84*z + 1
*
[ 12/7 ] 
f(z) = 7/36*z^3 - 13/84*z + 1
*
[ 6 ] 
f(z) = 1/38*z^3 - 13/114*z + 1
*
[ -4 ] 
f(z) = 2/25*z^3 - 3/100*z + 1
*
[ -7/2 ] 
f(z) = 3/28*z^3 - 3/112*z + 1
*
[ 3 ] 
f(z) = 3/34*z^3 - 13/102*z + 1
*
[ 3 ] 
f(z) = 3/35*z^3 - 11/105*z + 1
*
[ 3 ] 
f(z) = 3/37*z^3 - 7/111*z + 1
*
[ 3 ] 
f(z) = 3/38*z^3 - 5/114*z + 1
*
[ 7/5 ] 
f(z) = 5/21*z^3 - 19/105*z + 1
*
[ 4/3 ] 
f(z) = 5/24*z^3 - 13/108*z + 1
*
[ 5/3 ] 
f(z) = 6/35*z^3 - 8/105*z + 1
*
[ -3 ] 
f(z) = 6/37*z^3 - 14/111*z + 1
*
[ 3/2 ] 
f(z) = 8/35*z^3 - 19/105*z + 1
*
[ 3/2 ] 
f(z) = 8/37*z^3 - 17/111*z + 1
*
[ 5 ] 
f(z) = 1/27*z^3 - 17/135*z + 1
*
-11/2 | 0.067492928755580641364930589792948833304 | 0.014097764002901446988775208937032354269
f(z) = 1/30*z^3 - 1/120*z + 1
*
[ 11/2 ] 
f(z) = 1/33*z^3 - 13/132*z + 1
*
-6 | 0.13511804239979958525835827043964895717 | 0.027672235028577387613408894143818103947
f(z) = 1/33*z^3 - 1/132*z + 1
*
[ 8/5 ] 
f(z) = 5/24*z^3 - 19/120*z + 1
*
[ 6/5 ] 
f(z) = 5/32*z^3 - 7/120*z + 1
*
[ 3/2 ] 
f(z) = 5/33*z^3 - 1/132*z + 1
*
[ 3/2 ] 
f(z) = 7/33*z^3 - 19/132*z + 1
*
[ 5 ] 
f(z) = 1/28*z^3 - 13/140*z + 1
*
[ 5 ] 
f(z) = 1/29*z^3 - 9/145*z + 1
*
[ 5 ] 
f(z) = 1/31*z^3 - 1/155*z + 1
*
[ 16/3 ] 
f(z) = 1/32*z^3 - 11/144*z + 1
*
[ 4 ] 
f(z) = 2/37*z^3 - 17/148*z + 1
*
[ 4 ] 
f(z) = 2/39*z^3 - 11/156*z + 1
*
[ -4 ] 
f(z) = 3/35*z^3 - 17/140*z + 1
*
[ -4 ] 
f(z) = 3/37*z^3 - 7/148*z + 1
*
[ 9/8 ] 
f(z) = 4/27*z^3 - 11/144*z + 1
*
[ 6/5 ] 
f(z) = 4/27*z^3 - 7/150*z + 1
*
[ 6/5 ] 
f(z) = 7/36*z^3 - 17/150*z + 1
*
[ 3/2 ] 
f(z) = 7/39*z^3 - 11/156*z + 1
*
[ -6 ] 
f(z) = 1/29*z^3 - 13/174*z + 1
*
2 | 0.10186523695477993171518877309202399745 | 0.019880162578083392636989898775975243586
f(z) = 2/21*z^3 - 1/168*z + 1
*
[ -21/5 ] 
f(z) = 2/27*z^3 - 12/175*z + 1
*
[ -9/2 ] 
f(z) = 2/33*z^3 - 1/198*z + 1
*
[ -5 ] 
f(z) = 2/39*z^3 - 16/195*z + 1
*
[ 5/2 ] 
f(z) = 4/37*z^3 - 14/185*z + 1
*
[ 5/2 ] 
f(z) = 4/39*z^3 - 8/195*z + 1
*
[ 3/2 ] 
f(z) = 6/31*z^3 - 19/186*z + 1
*
[ 6/5 ] 
f(z) = 5/28*z^3 - 19/210*z + 1
*
[ 7/6 ] 
f(z) = 6/35*z^3 - 19/210*z + 1
*
[ 3/2 ] 
f(z) = 6/35*z^3 - 11/210*z + 1
*
[ 9/5 ] 
f(z) = 4/27*z^3 - 8/225*z + 1
*
[ 3/2 ] 
f(z) = 6/37*z^3 - 7/222*z + 1
*
[ 3/2 ] 
f(z) = 3/20*z^3 - 1/240*z + 1
*
[ 15/8 ] 
f(z) = 4/27*z^3 - 13/240*z + 1
*
[ -7/2 ] 
f(z) = 4/37*z^3 - 10/259*z + 1
*
[ 4/3 ] 
f(z) = 5/28*z^3 - 17/252*z + 1
*
[ 11/6 ] 
f(z) = 3/22*z^3 - 1/264*z + 1
*
[ 10/9 ] 
f(z) = 3/25*z^3 - 13/270*z + 1
*
[ 9/2 ] 
f(z) = 1/24*z^3 - 19/288*z + 1
*
[ 5/4 ] 
f(z) = 6/35*z^3 - 19/280*z + 1
*
[ 2 ] 
f(z) = 1/20*z^3 + 3/10*z + 1
*
[ 2 ] 
f(z) = 1/24*z^3 + 1/3*z + 1
*
[ 4 ] 
f(z) = 1/24*z^3 + 1/12*z + 1
*
[ -5 ] 
f(z) = 1/25*z^3 + 1/5*z + 1
*
[ -3 ]
f(z) = 1/27*z^3 + z + 1
*
[ 3 ] 
f(z) = 1/27*z^3 + 1/3*z + 1
*
[ 3/2 ] 
f(z) = 1/27*z^3 + 1/4*z + 1
*
[ 2 ] 
f(z) = 1/28*z^3 + 5/14*z + 1
*
[ 4 ] 
f(z) = 1/32*z^3 + 1/4*z + 1
*
[ -4 ]
f(z) = 1/32*z^3 + 3/4*z + 1
*
[ 2 ] 
f(z) = 1/32*z^3 + 3/8*z + 1
*
[ -6 ] 
f(z) = 1/36*z^3 + 1/6*z + 1
*
[ 3 ] 
f(z) = 1/36*z^3 + 5/12*z + 1
*
[ 2 ] 
f(z) = 1/36*z^3 + 7/18*z + 1
*
[ 5/2 ] 
f(z) = 2/25*z^3 + 1/10*z + 1
*
[ -5/2 ]
f(z) = 2/25*z^3 + 9/10*z + 1
*
[ 3 ] 
f(z) = 2/27*z^3 + 1
*
[ 3/2 ] 
f(z) = 2/27*z^3 + 1/6*z + 1
*
[ -3 ]
f(z) = 2/27*z^3 + 2/3*z + 1
*
[ 5/3 ] 
f(z) = 3/25*z^3 + 1/15*z + 1
*
[ 2 ] 
f(z) = 3/28*z^3 + 1/14*z + 1
*
[ 2 ] 
f(z) = 3/32*z^3 + 1/8*z + 1
*
[ 4/3 ] 
f(z) = 3/32*z^3 + 1/12*z + 1
*
[ -5/2 ]
f(z) = 4/25*z^3 + 2/5*z + 1
*
[ -3/2 ]
f(z) = 4/27*z^3 + 4/3*z + 1
*
[ -3/2 ]
f(z) = 8/27*z^3 + z + 1
*
[ -4/3 ]
f(z) = 9/32*z^3 + 5/4*z + 1
*
[ -3/2 ]
f(z) = 10/27*z^3 + 5/6*z + 1
*
[ -5/4 ]
f(z) = 16/25*z^3 + 4/5*z + 1
*
[ -3/2 ]
f(z) = 16/27*z^3 + 1/3*z + 1
*
[ -3/4 ]
f(z) = 16/27*z^3 + 2*z + 1
*
[ 3 ] 
f(z) = 1/21*z^3 + 5/21*z + 1
*
[ 2 ] 
f(z) = 1/22*z^3 + 7/22*z + 1
*
[ 3 ] 
f(z) = 1/24*z^3 + 7/24*z + 1
*
[ 5/2 ] 
f(z) = 1/25*z^3 + 7/20*z + 1
*
[ 2 ] 
f(z) = 1/26*z^3 + 9/26*z + 1
*
[ 9/2 ] 
f(z) = 1/27*z^3 + 1/36*z + 1
*
[ 4 ] 
f(z) = 1/28*z^3 + 5/28*z + 1
*
[ -6 ] 
f(z) = 1/32*z^3 + 1/24*z + 1
*
[ 4/3 ] 
f(z) = 1/32*z^3 + 7/36*z + 1
*
[ 3 ] 
f(z) = 1/33*z^3 + 13/33*z + 1
*
[ 2 ] 
f(z) = 1/34*z^3 + 13/34*z + 1
*
[ 5 ] 
f(z) = 1/35*z^3 + 3/35*z + 1
*
[ 4 ] 
f(z) = 1/36*z^3 + 11/36*z + 1
*
[ 2 ] 
f(z) = 1/38*z^3 + 15/38*z + 1
*
[ 3 ] 
f(z) = 1/39*z^3 + 17/39*z + 1
*
[ 3 ] 
f(z) = 2/33*z^3 + 4/33*z + 1
*
[ 3 ] 
f(z) = 2/39*z^3 + 8/39*z + 1
*
[ 2 ] 
f(z) = 3/26*z^3 + 1/26*z + 1
*
[ 2 ] 
f(z) = 3/34*z^3 + 5/34*z + 1
*
[ 2 ] 
f(z) = 3/38*z^3 + 7/38*z + 1
*
[ 3/2 ] 
f(z) = 4/33*z^3 + 2/33*z + 1
*
[ 3/2 ] 
f(z) = 4/39*z^3 + 4/39*z + 1
*
[ 2 ] 
f(z) = 1/21*z^3 + 13/42*z + 1
*
[ 4 ] 
f(z) = 1/22*z^3 + 1/44*z + 1
*
[ 2 ] 
f(z) = 1/23*z^3 + 15/46*z + 1
*
[ 5/3 ] 
f(z) = 1/25*z^3 + 13/45*z + 1
*
[ 2 ] 
f(z) = 1/25*z^3 + 17/50*z + 1
*
[ 4 ] 
f(z) = 1/26*z^3 + 7/52*z + 1
*
[ 2 ] 
f(z) = 1/27*z^3 + 19/54*z + 1
*
[ 3/2 ] 
f(z) = 1/36*z^3 + 13/48*z + 1
*
[ 2 ] 
f(z) = 2/23*z^3 + 7/46*z + 1
*
[ 5/4 ] 
f(z) = 2/25*z^3 + 3/40*z + 1
*
[ 5/3 ] 
f(z) = 2/25*z^3 + 8/45*z + 1
*
[ 2 ] 
f(z) = 2/25*z^3 + 9/50*z + 1
*
[ 6/5 ] 
f(z) = 2/27*z^3 + 3/50*z + 1
*
[ 2 ] 
f(z) = 2/27*z^3 + 11/54*z + 1
*
[ 2 ] 
f(z) = 2/29*z^3 + 13/58*z + 1
*
[ 2 ] 
f(z) = 3/25*z^3 + 1/50*z + 1
*
[ 2 ] 
f(z) = 3/29*z^3 + 5/58*z + 1
*
[ 3/2 ] 
f(z) = 5/36*z^3 + 1/48*z + 1
*
[ 3 ] 
f(z) = 1/20*z^3 + 13/60*z + 1
*
[ 3 ] 
f(z) = 1/22*z^3 + 17/66*z + 1
*
[ 3 ] 
f(z) = 1/23*z^3 + 19/69*z + 1
*
[ 6/5 ] 
f(z) = 1/24*z^3 + 8/75*z + 1
*
[ 4 ] 
f(z) = 1/30*z^3 + 13/60*z + 1
*
10/3 | 0.091362289415579354024998875266292513053 | 0.016133308670624184962665293568015985077
f(z) = 1/32*z^3 + 11/72*z + 1
*
[ -6 ] 
f(z) = 1/33*z^3 + 5/66*z + 1
*
[ 4 ] 
f(z) = 1/34*z^3 + 19/68*z + 1
*
[ -6 ] 
f(z) = 1/39*z^3 + 19/78*z + 1
*
[ 9/4 ] 
f(z) = 2/27*z^3 + 13/72*z + 1
*
[ 2 ] 
f(z) = 2/31*z^3 + 15/62*z + 1
*
[ 3/2 ] 
f(z) = 2/33*z^3 + 13/66*z + 1
*
[ 2 ] 
f(z) = 2/33*z^3 + 17/66*z + 1
*
[ 7/2 ] 
f(z) = 2/35*z^3 + 1/70*z + 1
*
-5/2 | 0.093417147705300459710547026215123962956 | 0.021988290531835116014788100005148044906
f(z) = 2/35*z^3 + 3/70*z + 1
*
[ 5/2 ] 
f(z) = 2/35*z^3 + 17/70*z + 1
*
[ 2 ] 
f(z) = 2/35*z^3 + 19/70*z + 1
*
[ 3/2 ] 
f(z) = 2/39*z^3 + 17/78*z + 1
*
[ 2 ] 
f(z) = 3/31*z^3 + 7/62*z + 1
*
[ 2 ] 
f(z) = 3/35*z^3 + 11/70*z + 1
*
[ 2 ] 
f(z) = 3/37*z^3 + 13/74*z + 1
*
[ 2 ] 
f(z) = 4/33*z^3 + 1/66*z + 1
*
[ 2 ] 
f(z) = 4/35*z^3 + 3/70*z + 1
*
[ 2 ] 
f(z) = 4/37*z^3 + 5/74*z + 1
*
[ 2 ] 
f(z) = 4/39*z^3 + 7/78*z + 1
*
[ 10/3 ] 
f(z) = 1/20*z^3 + 13/90*z + 1
*
[ 7/2 ] 
f(z) = 1/21*z^3 + 11/84*z + 1
*
[ 3/2 ] 
f(z) = 1/21*z^3 + 19/84*z + 1
*
[ 4 ] 
f(z) = 1/23*z^3 + 5/92*z + 1
*
[ 5/4 ] 
f(z) = 1/25*z^3 + 11/80*z + 1
*
[ 15/4 ] 
f(z) = 1/27*z^3 + 17/80*z + 1
*
[ 3 ] 
f(z) = 2/29*z^3 + 4/87*z + 1
*
[ 3 ] 
f(z) = 2/31*z^3 + 8/93*z + 1
*
[ 5/4 ] 
f(z) = 3/25*z^3 + 1/80*z + 1
*
[ 4/3 ] 
f(z) = 3/28*z^3 + 5/84*z + 1
*
[ 3/2 ] 
f(z) = 4/29*z^3 + 2/87*z + 1
*
[ 3/2 ] 
f(z) = 4/31*z^3 + 4/93*z + 1
*
[ -5 ] 
f(z) = 1/21*z^3 + 1/105*z + 1
*
[ -5 ] 
f(z) = 1/22*z^3 + 7/110*z + 1
*
[ -5 ] 
f(z) = 1/23*z^3 + 13/115*z + 1
*
[ 4/3 ] 
f(z) = 1/24*z^3 + 19/108*z + 1
*
[ 4 ] 
f(z) = 1/25*z^3 + 11/100*z + 1
*
[ 4 ] 
f(z) = 1/27*z^3 + 17/108*z + 1
*
[ -21/4 ] 
f(z) = 1/27*z^3 + 19/112*z + 1
*
[ -6 ] 
f(z) = 1/34*z^3 + 11/102*z + 1
*
[ -4 ] 
f(z) = 2/27*z^3 + 7/108*z + 1
*
[ -4 ] 
f(z) = 2/29*z^3 + 17/116*z + 1
*
[ 3 ] 
f(z) = 2/35*z^3 + 16/105*z + 1
*
[ 7/3 ] 
f(z) = 3/35*z^3 + 11/105*z + 1
*
[ 5/3 ] 
f(z) = 3/35*z^3 + 17/105*z + 1
*
[ 3/2 ] 
f(z) = 4/35*z^3 + 8/105*z + 1
*
[ 3/2 ] 
f(z) = 4/37*z^3 + 10/111*z + 1
*
[ -5 ] 
f(z) = 1/24*z^3 + 19/120*z + 1
*
[ 14/3 ] 
f(z) = 1/28*z^3 + 1/126*z + 1
*
[ 3/2 ] 
f(z) = 2/23*z^3 + 19/138*z + 1
*
[ -15/4 ] 
f(z) = 2/25*z^3 + 17/120*z + 1
*
[ 4/3 ] 
f(z) = 3/22*z^3 + 1/132*z + 1
*
-10/3 | 0.18215533545335084709614802630619796497 | 0.029504639841381225151817270998045624611
f(z) = 3/32*z^3 + 7/120*z + 1
*
[ 6/5 ] 
f(z) = 1/27*z^3 + 17/150*z + 1
*
[ 6/5 ] 
f(z) = 1/36*z^3 + 19/150*z + 1
*
[ -13/2 ] 
f(z) = 1/39*z^3 + 11/156*z + 1
*
[ 4/3 ] 
f(z) = 3/26*z^3 + 7/156*z + 1
*
[ 5/2 ] 
f(z) = 3/35*z^3 + 9/140*z + 1
*
[ 5/4 ] 
f(z) = 4/35*z^3 + 3/140*z + 1
*
[ 7/4 ] 
f(z) = 4/35*z^3 + 11/140*z + 1
*
[ 3/2 ] 
f(z) = 5/39*z^3 + 7/156*z + 1
*
[ 21/5 ] 
f(z) = 1/27*z^3 + 19/175*z + 1
*
[ 5 ] 
f(z) = 1/32*z^3 + 3/160*z + 1
*
[ 5 ] 
f(z) = 1/33*z^3 + 7/165*z + 1
*
[ 5 ] 
f(z) = 1/34*z^3 + 11/170*z + 1
*
[ -6 ] 
f(z) = 1/31*z^3 + 1/186*z + 1
*
[ 5 ] 
f(z) = 1/36*z^3 + 19/180*z + 1
*
[ 7/3 ] 
f(z) = 2/21*z^3 + 10/189*z + 1
*
[ 5/2 ] 
f(z) = 2/21*z^3 + 1/210*z + 1
*
-8/9 | 0.12311679156062575258033851334030103957 | 0.018208306820071667256190724482884543126
f(z) = 3/32*z^3 + 11/216*z + 1
*
[ 4/3 ] 
f(z) = 3/34*z^3 + 19/204*z + 1
*
[ 13/3 ] 
f(z) = 1/26*z^3 + 11/234*z + 1
*
[ 5/2 ] 
f(z) = 2/23*z^3 + 13/230*z + 1
*
[ 3/2 ] 
f(z) = 3/22*z^3 + 7/264*z + 1
*
[ 4/3 ] 
f(z) = 3/23*z^3 + 5/276*z + 1
*
[ 3/2 ] 
f(z) = 3/23*z^3 + 11/276*z + 1
*
[ -7/2 ] 
f(z) = 4/39*z^3 + 8/273*z + 1
*
[ 9/8 ] 
f(z) = 2/27*z^3 + 5/288*z + 1
*
[ 11/6 ] 
f(z) = 4/33*z^3 + 14/297*z + 1
*
[ 2 ] 
f(z) = 1/29*z^3 + 21/58*z + 1
*
[ 3 ] 
f(z) = 1/25*z^3 + 23/75*z + 1
*
[ 3 ] 
f(z) = 1/26*z^3 + 25/78*z + 1
*
[ 2 ] 
f(z) = 1/31*z^3 + 23/62*z + 1
*
[ 8/3 ] 
f(z) = 1/32*z^3 + 29/72*z + 1
*
[ 2 ] 
f(z) = 1/33*z^3 + 25/66*z + 1
*
[ 2 ] 
f(z) = 1/35*z^3 + 27/70*z + 1
*
[ 2 ] 
f(z) = 1/37*z^3 + 29/74*z + 1
*
[ 4 ] 
f(z) = 1/38*z^3 + 25/76*z + 1
*
[ 2 ] 
f(z) = 1/39*z^3 + 31/78*z + 1
*
[ 2 ] 
f(z) = 2/37*z^3 + 21/74*z + 1
*
[ 2 ] 
f(z) = 2/39*z^3 + 23/78*z + 1
*
[ 5/2 ] 
f(z) = 1/20*z^3 + 23/80*z + 1
*
[ 3/2 ] 
f(z) = 1/24*z^3 + 23/96*z + 1
*
[ 10/3 ] 
f(z) = 1/25*z^3 + 23/90*z + 1
*
[ 3 ] 
f(z) = 1/28*z^3 + 29/84*z + 1
*
[ 3 ] 
f(z) = 1/29*z^3 + 31/87*z + 1
*
[ 3 ] 
f(z) = 1/31*z^3 + 35/93*z + 1
*
[ 3 ] 
f(z) = 1/32*z^3 + 37/96*z + 1
*
[ 12/5 ] 
f(z) = 1/27*z^3 + 37/100*z + 1
*
[ 7/2 ] 
f(z) = 1/28*z^3 + 31/112*z + 1
*
[ 4 ] 
f(z) = 1/29*z^3 + 23/116*z + 1
*
[ -6 ] 
f(z) = 1/38*z^3 + 25/114*z + 1
*
[ 3 ] 
f(z) = 2/37*z^3 + 20/111*z + 1
*
[ 10/3 ] 
f(z) = 1/24*z^3 + 32/135*z + 1
*
[ -5 ] 
f(z) = 1/26*z^3 + 31/130*z + 1
*
[ -5 ] 
f(z) = 1/27*z^3 + 37/135*z + 1
*
[ 3/2 ] 
f(z) = 1/30*z^3 + 31/120*z + 1
*
[ 4 ] 
f(z) = 1/31*z^3 + 29/124*z + 1
*
[ -4 ] 
f(z) = 2/31*z^3 + 27/124*z + 1
*
-5/2 | 0.087502260603348732988016392169430459237 | 0.017707121058173502140234969626377157762
f(z) = 1/35*z^3 + 31/140*z + 1
*
[ 9/2 ] 
f(z) = 1/36*z^3 + 31/144*z + 1
*
-9/2 | 0.14439985849750748564673634895350515268 | 0.028594846722403190308770145149025698457
f(z) = 1/39*z^3 + 23/156*z + 1
*
[ 3/2 ] 
f(z) = 2/25*z^3 + 23/150*z + 1
*
[ 7/4 ] 
f(z) = 2/21*z^3 + 23/168*z + 1
*
[ 15/8 ] 
f(z) = 2/27*z^3 + 33/160*z + 1
*
[ 3/2 ] 
f(z) = 2/29*z^3 + 31/174*z + 1
*
[ 4/3 ] 
f(z) = 1/20*z^3 + 29/180*z + 1
*
[ 11/3 ] 
f(z) = 1/22*z^3 + 23/198*z + 1
*
[ 5 ] 
f(z) = 1/37*z^3 + 23/185*z + 1
*
[ 5 ] 
f(z) = 1/38*z^3 + 27/190*z + 1
*
[ 5 ] 
f(z) = 1/39*z^3 + 31/195*z + 1
*
[ 12/7 ] 
f(z) = 2/27*z^3 + 39/196*z + 1
*
[ 3/2 ] 
f(z) = 2/31*z^3 + 35/186*z + 1
*
[ -6 ] 
f(z) = 1/35*z^3 + 29/210*z + 1
*
[ 8/5 ] 
f(z) = 3/32*z^3 + 27/200*z + 1
*
[ 4/3 ] 
f(z) = 3/38*z^3 + 25/228*z + 1
*
[ 5/2 ] 
f(z) = 2/27*z^3 + 37/270*z + 1
*
[ 5/4 ] 
f(z) = 2/35*z^3 + 31/280*z + 1
*
[ -1 ]
f(z) = 2/21*z^3 + 40/21*z + 1
*
[ 3 ] 
f(z) = 1/34*z^3 + 41/102*z + 1
*
[ 3 ] 
f(z) = 1/35*z^3 + 43/105*z + 1
*
[ 3 ] 
f(z) = 1/37*z^3 + 47/111*z + 1
*
[ 3 ] 
f(z) = 1/38*z^3 + 49/114*z + 1
*
[ 5/2 ] 
f(z) = 1/30*z^3 + 47/120*z + 1
*
[ 9/4 ] 
f(z) = 1/27*z^3 + 53/144*z + 1
*
[ -5 ] 
f(z) = 1/28*z^3 + 43/140*z + 1
*
[ -5 ] 
f(z) = 1/29*z^3 + 49/145*z + 1
*
[ -16/3 ] 
f(z) = 1/32*z^3 + 43/144*z + 1
*
[ 4 ] 
f(z) = 1/35*z^3 + 41/140*z + 1
*
[ 7/2 ] 
f(z) = 1/35*z^3 + 51/140*z + 1
*
[ 5/2 ] 
f(z) = 1/35*z^3 + 59/140*z + 1
*
[ 4 ] 
f(z) = 1/37*z^3 + 47/148*z + 1
*
[ 3/2 ] 
f(z) = 1/39*z^3 + 43/156*z + 1
*
[ 4 ] 
f(z) = 1/39*z^3 + 53/156*z + 1
*
[ 5/3 ] 
f(z) = 1/20*z^3 + 47/180*z + 1
*
[ 7/3 ] 
f(z) = 1/21*z^3 + 59/189*z + 1
*
[ -14/3 ] 
f(z) = 1/24*z^3 + 58/189*z + 1
*
[ 8/5 ] 
f(z) = 1/32*z^3 + 59/200*z + 1
*
[ 3/2 ] 
f(z) = 2/35*z^3 + 43/210*z + 1
*
[ 18/5 ] 
f(z) = 1/24*z^3 + 41/225*z + 1
*
[ -6 ] 
f(z) = 1/37*z^3 + 43/222*z + 1
*
[ 9/5 ] 
f(z) = 2/27*z^3 + 46/225*z + 1
*
[ 3/2 ] 
f(z) = 2/37*z^3 + 47/222*z + 1
*
[ -9/2 ] 
f(z) = 2/39*z^3 + 43/234*z + 1
*
[ 3/2 ] 
f(z) = 1/20*z^3 + 53/240*z + 1
*
[ 15/4 ] 
f(z) = 1/25*z^3 + 41/240*z + 1
*
[ 4/3 ] 
f(z) = 1/28*z^3 + 47/252*z + 1
*
[ 11/4 ] 
f(z) = 2/33*z^3 + 47/264*z + 1
*
[ 5/2 ] 
f(z) = 2/29*z^3 + 49/290*z + 1
*
[ -5 ] 
f(z) = 1/31*z^3 + 61/155*z + 1
*
[ 8/3 ] 
f(z) = 1/24*z^3 + 71/216*z + 1
*
[ -24/5 ] 
f(z) = 1/27*z^3 + 71/200*z + 1
*
[ 9/5 ] 
f(z) = 1/27*z^3 + 73/225*z + 1
*
[ -9/2 ] 
f(z) = 1/21*z^3 + 65/252*z + 1
*
[ 3/2 ] 
f(z) = 1/22*z^3 + 61/264*z + 1
*
[ 3/2 ] 
f(z) = 1/23*z^3 + 65/276*z + 1
*
[ 7/4 ] 
f(z) = 2/35*z^3 + 71/280*z + 1
*
[ 15/7 ] 
f(z) = 1/27*z^3 + 89/245*z + 1
*
[ 7/3 ] 
f(z) = 1/28*z^3 + 95/252*z + 1
*
[ 5/3 ] 
f(z) = 1/30*z^3 + 83/270*z + 1
*
[ 10/3 ] 
f(z) = 1/30*z^3 + 89/270*z + 1
*
[ 11/3 ] 
f(z) = 1/33*z^3 + 95/297*z + 1
*
[ 15 ] 
f(z) = 4/45*z^3 - 286/15*z + 1
*
[ -15 ] 
f(z) = 4/45*z^3 - 284/15*z + 1
*
[ -15 ] 
f(z) = 7/54*z^3 - 281/10*z + 1
*
[ 9 ] 
f(z) = 11/54*z^3 - 281/18*z + 1
*
[ 15/2 ] 
f(z) = 16/45*z^3 - 287/15*z + 1
*
[ -15/2 ] 
f(z) = 16/45*z^3 - 283/15*z + 1
*
-24 | 0.18731605280333356158109562361458312619 | 0.029486381326109819913922167037359882620
f(z) = 1/48*z^3 - 287/24*z + 1
*
18 | 0.14436259494948908387939828339137787294 | 0.020550862302677414335893188482416099914
f(z) = 1/48*z^3 - 281/36*z + 1
*
[ 10 ] 
f(z) = 5/56*z^3 - 281/35*z + 1
*
-15/2 | 0.12102945552674408285398308033076311649 | 0.017854151939247000514211098244894032255
f(z) = 8/45*z^3 - 293/30*z + 1
*
[ 6 ] 
f(z) = 13/45*z^3 - 287/30*z + 1
*
6 | 0.22718179254273094459134649435562249117 | 0.029436096306680667880833054722129759815
f(z) = 19/56*z^3 - 281/21*z + 1
*
0 | 0.15663132956573183713003253954458938830 | 0.027779616351136726943019754943175761073
f(z) = 1/40*z^3 - 281/40*z + 1
*
0 | 0.098735168078380230603304074300621683953 | 0.017361631076581089402101069480328907447
f(z) = 1/42*z^3 - 295/42*z + 1
*
35/2 | 0.14285721705353732606695124960038308617 | 0.019597373087787171874644733568374031463
f(z) = 1/50*z^3 - 293/40*z + 1
*
[ -21 ] 
f(z) = 1/54*z^3 - 299/42*z + 1
*
[ 9 ] 
f(z) = 4/45*z^3 - 284/45*z + 1
*
[ -19/2 ] 
f(z) = 4/57*z^3 - 298/57*z + 1
*
0 | 0.10117755994911616232894123589096621673 | 0.017749067883314673136491579863553353049
f(z) = 5/42*z^3 - 299/42*z + 1
*
7 | 0.11463477478279526508324533871887558300 | 0.020181565363139974279054121843729648408
f(z) = 5/42*z^3 - 293/42*z + 1
*
0 | 0.14090170562432264175698293754113124402 | 0.024805884490313958368879985328139369479
f(z) = 5/48*z^3 - 293/48*z + 1
*
-7 | 0.067901897228971995026433841822265428982 | 0.011954196096291194432678479865754753387
f(z) = 5/56*z^3 - 293/56*z + 1
*
7/6 | 0.11030301089641837483176777751308381165 | 0.014451023904191039810460824482551527695
f(z) = 6/49*z^3 - 295/42*z + 1
*
6 | 0.18338574058156429623935818584592525292 | 0.023602372914812338945675746921940681410
f(z) = 7/40*z^3 - 296/45*z + 1
*
0 | 0.094555428279087510357732624707589953271 | 0.016707434474444441814395943607439388884
f(z) = 7/40*z^3 - 287/40*z + 1
*
5 | 0.11195305453138393456957349233983927977 | 0.019830680646047726813946258742727381913
f(z) = 11/40*z^3 - 283/40*z + 1
*
0 | 0.10673443795721904269225017886867376040 | 0.018930068116809558690264929943514820366
f(z) = 11/45*z^3 - 281/45*z + 1
*
0 | 0.096429819951976554762404499767158410213 | 0.016916195855723388746797779139364200805
f(z) = 11/48*z^3 - 299/48*z + 1
*
[ -11/2 ] 
f(z) = 12/55*z^3 - 298/55*z + 1
*
[ 5 ] 
f(z) = 13/40*z^3 - 293/40*z + 1
*
[ 5 ] 
f(z) = 13/45*z^3 - 289/45*z + 1
*
0 | 0.13068391889395376971626756616550689184 | 0.023148551613958038504265141692427839891
f(z) = 13/45*z^3 - 283/45*z + 1
*
[ 5 ] 
f(z) = 13/55*z^3 - 281/55*z + 1
*
[ -5 ] 
f(z) = 14/45*z^3 - 296/45*z + 1
*
0 | 0.14884642798254493736764976287814137699 | 0.026349284260675942135679593466350748767
f(z) = 14/45*z^3 - 284/45*z + 1
*
[ -5 ] 
f(z) = 14/55*z^3 - 284/55*z + 1
*
[ 9/2 ] 
f(z) = 16/45*z^3 - 289/45*z + 1
*
0 | 0.16139056193922467393123467237117076371 | 0.028534440525618554418564572671816533851
f(z) = 16/45*z^3 - 286/45*z + 1
*
0 | 0.13771522532991890166793382455730727407 | 0.024274172093595255178005553162045495566
f(z) = 16/55*z^3 - 291/55*z + 1
*
[ -19/4 ] 
f(z) = 16/57*z^3 - 292/57*z + 1
*
0 | 0.16093631478917769573908407543338125522 | 0.028436579293601803436483589898033262899
f(z) = 17/45*z^3 - 287/45*z + 1
*
4 | 0.16074940770316855119599478731277689844 | 0.028438693569605113549217701002574989763
f(z) = 17/52*z^3 - 285/52*z + 1
*
0 | 0.15810489127071062455226005613407498219 | 0.027936282020720094271578671120312914828
f(z) = 17/54*z^3 - 287/54*z + 1
*
0 | 0.15363529753997623335671146931860898712 | 0.027047645928239185822372556770936530161
f(z) = 18/55*z^3 - 293/55*z + 1
*
-4 | 0.14858660475599857838291287224686667055 | 0.026190399834218916347440222492967741232
f(z) = 19/52*z^3 - 291/52*z + 1
*
0 | 0.14695770903609292400974796525558123890 | 0.025934811676712372758893568313797591615
f(z) = 19/54*z^3 - 289/54*z + 1
*
0 | 0.16318213608264459290928352065561517327 | 0.028711154371473546857043268292878201843
f(z) = 19/55*z^3 - 294/55*z + 1
*
[ -18 ] 
f(z) = 1/56*z^3 - 298/63*z + 1
*
2 | 0.16091012703753636539263250730225788832 | 0.025247458522431324890715475466277758782
f(z) = 3/44*z^3 - 293/66*z + 1
*
26/3 | 0.18402196466253781668563205830426520685 | 0.029064504603378996555061150365967496344
f(z) = 3/52*z^3 - 281/78*z + 1
*
-6/5 | 0.19372296804341989466827893763856177652 | 0.027335985870175789650066718057248724714
f(z) = 5/48*z^3 - 299/60*z + 1
*
-40/7 | 0.20682636386693179173104228688191127670 | 0.028294078948886708093394624596645595866
f(z) = 7/50*z^3 - 299/70*z + 1
*
[ -6 ] 
f(z) = 7/52*z^3 - 287/78*z + 1
*
30/7 | 0.22328349043452900846942753542435441109 | 0.024992019652965704573028196371441952488
f(z) = 7/54*z^3 - 281/70*z + 1
*
2/9 | 0.17651737457607446887322275730218460738 | 0.022840046343845268335360772659537253665
f(z) = 9/56*z^3 - 284/63*z + 1
*
-50/13 | 0.17655462821660980960409289788457507745 | 0.022753016424244903835898009486604154240
f(z) = 13/40*z^3 - 293/65*z + 1
*
[ 9/2 ] 
f(z) = 13/54*z^3 - 295/72*z + 1
*
3 | 0.16933214712255979369095370157345200753 | 0.025056196981503839370088335290665000458
f(z) = 16/45*z^3 - 287/60*z + 1
*
-10 | 0.14004942800331094131414848167716991398 | 0.024838704944373397084047559396070638770
f(z) = 1/45*z^3 - 281/90*z + 1
*
-21/2 | 0.21379167193138648035521733275442777162 | 0.028034271160391378312186626391333296911
f(z) = 1/49*z^3 - 293/84*z + 1
*
4 | 0.081381490045486650691911758256275334693 | 0.014362047640396807097367565172241906759
f(z) = 2/45*z^3 - 289/90*z + 1
*
[ -8 ] 
f(z) = 3/44*z^3 - 285/88*z + 1
*
[ -28/3 ] 
f(z) = 3/56*z^3 - 299/84*z + 1
*
[ 1/4 ] 
f(z) = 8/47*z^3 - 283/94*z + 1
*
[ 1/4 ] 
f(z) = 8/49*z^3 - 295/98*z + 1
*
[ 4 ] 
f(z) = 11/42*z^3 - 289/84*z + 1
*
[ 4 ] 
f(z) = 11/46*z^3 - 283/92*z + 1
*
10/19 | 0.089923303826922193698591398794402097078 | 0.011614393514253731384287628505152155383
f(z) = 19/40*z^3 - 288/95*z + 1
*
14/3 | 0.14038338990783304679828914101974880466 | 0.018044403976595291013274615213162917547
f(z) = 3/40*z^3 - 299/105*z + 1
*
[ 8 ] 
f(z) = 3/52*z^3 - 293/104*z + 1
*
10/3 | 0.22934743607264698745473743074988361902 | 0.029689417248431427080810548240760669027
f(z) = 3/56*z^3 - 283/105*z + 1
*
0 | 0.13652910015193815819797864214707366406 | 0.024123956034662279076025669400389396823
f(z) = 6/55*z^3 - 287/110*z + 1
*
0 | 0.16302244071692726975178514098985215881 | 0.028734911275063686158830884218857212494
f(z) = 8/55*z^3 - 291/110*z + 1
*
[ 21/5 ] 
f(z) = 10/49*z^3 - 298/105*z + 1
*
2/3 | 0.19854485382208917284329583714708539026 | 0.028264024716586813288128282307906792338
f(z) = 11/48*z^3 - 281/108*z + 1
*
2/3 | 0.19376489180185267541571779602533378756 | 0.027555748238087987062989877612333810430
f(z) = 13/48*z^3 - 283/108*z + 1
*
[ -4 ] 
f(z) = 13/50*z^3 - 291/100*z + 1
*
[ -4 ] 
f(z) = 13/54*z^3 - 281/108*z + 1
*
-10/3 | 0.16276156055393375280596683433394793182 | 0.021089123903228613869902719686488714843
f(z) = 15/56*z^3 - 281/105*z + 1
*
2/3 | 0.19378581240527758529180421144298772709 | 0.027503825914829526357118635664054331369
f(z) = 17/48*z^3 - 287/108*z + 1
*
14/17 | 0.092701731057710252078451585563687327800 | 0.011973252073000652345549394901409561356
f(z) = 17/56*z^3 - 288/119*z + 1
*
2/3 | 0.13436491549957809542312548140855426658 | 0.023683634647980747505013300454277977090
f(z) = 18/55*z^3 - 291/110*z + 1
*
2/3 | 0.19629484351730979403841584272873480863 | 0.027832497861045584475595939150580322634
f(z) = 19/48*z^3 - 289/108*z + 1
*
[ -12 ] 
f(z) = 1/44*z^3 - 289/132*z + 1
*
-14/5 | 0.065991236703324698775282011733570966605 | 0.010354295544881866843783702516218324705
f(z) = 5/52*z^3 - 293/130*z + 1
*
-3/8 | 0.14615861612203943854910859716484706423 | 0.021672202465052900334809160774696487733
f(z) = 8/45*z^3 - 283/120*z + 1
*
[ -14/3 ] 
f(z) = 8/49*z^3 - 295/126*z + 1
*
3 | 0.10389198445244520331798595683359902839 | 0.018402791902234739091185552238546826345
f(z) = 9/40*z^3 - 283/120*z + 1
*
3 | 0.14699081186987392759220054299678868541 | 0.025972484101205834501678332860834186598
f(z) = 9/44*z^3 - 287/132*z + 1
*
10/3 | 0.18412422714239646929182220068086580171 | 0.028952290034620540045602485788548021895
f(z) = 9/52*z^3 - 289/130*z + 1
*
[ 3 ] 
f(z) = 14/41*z^3 - 296/123*z + 1
*
[ 3 ] 
f(z) = 14/43*z^3 - 292/129*z + 1
*
[ 1/3 ] 
f(z) = 15/46*z^3 - 281/138*z + 1
*
[ -3 ] 
f(z) = 17/40*z^3 - 299/120*z + 1
*
[ -3 ] 
f(z) = 17/41*z^3 - 295/123*z + 1
*
[ -3 ] 
f(z) = 17/43*z^3 - 287/129*z + 1
*
[ -3 ] 
f(z) = 17/44*z^3 - 283/132*z + 1
*
[ 12 ] 
f(z) = 1/52*z^3 - 289/156*z + 1
*
[ 1/3 ] 
f(z) = 3/47*z^3 - 283/141*z + 1
*
[ 1/3 ] 
f(z) = 3/49*z^3 - 295/147*z + 1
*
-6 | 0.13956344647373180747652162695931877651 | 0.024482909913397833555454627905053009688
f(z) = 3/50*z^3 - 299/150*z + 1
*
3 | 0.13956294729499281547162245014407218944 | 0.024752424329398246777009064950901366519
f(z) = 3/50*z^3 - 281/150*z + 1
*
[ -28/5 ] 
f(z) = 5/49*z^3 - 283/140*z + 1
*
[ 1/3 ] 
f(z) = 6/47*z^3 - 284/141*z + 1
*
[ 1/3 ] 
f(z) = 6/49*z^3 - 296/147*z + 1
*
-20/7 | 0.18962888498439520325914428426690047201 | 0.029785559603432322095892052330439166445
f(z) = 7/40*z^3 - 291/140*z + 1
*
[ -9/2 ] 
f(z) = 8/51*z^3 - 299/153*z + 1
*
3 | 0.16176573916907531114059378148261238860 | 0.028444951671671909498463744372062572620
f(z) = 9/52*z^3 - 295/156*z + 1
*
[ 1/3 ] 
f(z) = 12/47*z^3 - 286/141*z + 1
*
[ 1/3 ] 
f(z) = 12/49*z^3 - 298/147*z + 1
*
[ 3 ] 
f(z) = 14/47*z^3 - 284/141*z + 1
*
[ 1/3 ] 
f(z) = 15/47*z^3 - 287/141*z + 1
*
[ 1/3 ] 
f(z) = 15/49*z^3 - 299/147*z + 1
*
-5/3 | 0.064614110747558482358487789172733474956 | 0.011459745712518930007333960551225048874
f(z) = 15/52*z^3 - 281/156*z + 1
*
[ 3 ] 
f(z) = 15/53*z^3 - 299/159*z + 1
*
[ -3 ] 
f(z) = 18/47*z^3 - 298/141*z + 1
*
[ -3 ] 
f(z) = 18/49*z^3 - 290/147*z + 1
*
[ -9 ] 
f(z) = 2/57*z^3 - 296/171*z + 1
*
5/3 | 0.10421624624138663793855076712794071244 | 0.018391881158547656304602864667459420253
f(z) = 3/55*z^3 - 289/165*z + 1
*
8/3 | 0.10186420333835904199300757588928943000 | 0.017911841876508431104448300695650917324
f(z) = 3/56*z^3 - 295/168*z + 1
*
7/3 | 0.12949955089072559440144651418691049634 | 0.022853829762308942616922848614788839468
f(z) = 3/56*z^3 - 289/168*z + 1
*
[ -4 ] 
f(z) = 8/43*z^3 - 297/172*z + 1
*
3 | 0.12277852310755342332918714775965164571 | 0.021538415656051027219999448644556303802
f(z) = 9/56*z^3 - 299/168*z + 1
*
-3 | 0.14883654819599097361619115176277360221 | 0.026171477608051971074825470365670915155
f(z) = 13/56*z^3 - 295/168*z + 1
*
[ 3 ] 
f(z) = 15/58*z^3 - 289/174*z + 1
*
[ 3 ] 
f(z) = 15/59*z^3 - 287/177*z + 1
*
[ -3 ] 
f(z) = 19/55*z^3 - 293/165*z + 1
*
[ -3 ] 
f(z) = 19/56*z^3 - 289/168*z + 1
*
[ -3 ] 
f(z) = 19/58*z^3 - 281/174*z + 1
*
4 | 0.11118309383530628037373593112807945293 | 0.019621376919700863616765351309558288076
f(z) = 1/45*z^3 - 289/180*z + 1
*
[ -4 ] 
f(z) = 8/45*z^3 - 287/180*z + 1
*
-20/9 | 0.18071974120357112208794010350986691417 | 0.028265766164639719742418054496186309457
f(z) = 9/40*z^3 - 299/180*z + 1
*
[ -23/6 ] 
f(z) = 9/46*z^3 - 297/184*z + 1
*
-5 | 0.16771558310294891685531308582841734139 | 0.029526494113349043676385515477759049657
f(z) = 1/42*z^3 - 293/210*z + 1
*
[ 21/5 ] 
f(z) = 5/42*z^3 - 281/210*z + 1
*
[ -30/7 ] 
f(z) = 7/50*z^3 - 281/210*z + 1
*
[ 4 ] 
f(z) = 7/51*z^3 - 295/204*z + 1
*
[ 4 ] 
f(z) = 7/53*z^3 - 289/212*z + 1
*
[ 8/3 ] 
f(z) = 13/48*z^3 - 281/216*z + 1
*
[ 10 ] 
f(z) = 1/46*z^3 - 293/230*z + 1
*
[ 4 ] 
f(z) = 7/55*z^3 - 283/220*z + 1
*
[ 7/16 ] 
f(z) = 8/49*z^3 - 295/224*z + 1
*
[ 7/2 ] 
f(z) = 9/56*z^3 - 281/224*z + 1
*
[ -4 ] 
f(z) = 9/59*z^3 - 281/236*z + 1
*
-11/4 | 0.16872572489650759114968773475293597968 | 0.029887044897534020570579105571640504286
f(z) = 12/55*z^3 - 283/220*z + 1
*
[ 5/2 ] 
f(z) = 17/55*z^3 - 293/220*z + 1
*
33/4 | 0.16433205178021681478466766908787812054 | 0.024366934992766274185915589530107670223
f(z) = 1/45*z^3 - 283/240*z + 1
*
[ 5 ] 
f(z) = 4/51*z^3 - 296/255*z + 1
*
[ 10/21 ] 
f(z) = 9/40*z^3 - 282/245*z + 1
*
[ 5 ] 
f(z) = 4/53*z^3 - 288/265*z + 1
*
[ -5 ] 
f(z) = 5/56*z^3 - 289/280*z + 1
*
[ -5 ] 
f(z) = 5/57*z^3 - 283/285*z + 1
*
[ 10/3 ] 
f(z) = 9/58*z^3 - 297/290*z + 1
*
[ 9/4 ] 
f(z) = 17/54*z^3 - 299/288*z + 1
*
[ 14 ] 
f(z) = 5/49*z^3 - 267/14*z + 1
*
[ -14 ] 
f(z) = 5/49*z^3 - 265/14*z + 1
*
12 | 0.13730330083644398881658251777073748333 | 0.019710425509372762652020356651141175680
f(z) = 7/48*z^3 - 265/12*z + 1
*
[ -9 ] 
f(z) = 11/54*z^3 - 277/18*z + 1
*
[ 14 ] 
f(z) = 11/56*z^3 - 263/7*z + 1
*
[ -14 ] 
f(z) = 11/56*z^3 - 262/7*z + 1
*
-6 | 0.20718566398408968179857481146712180472 | 0.026997854500596426178703552357227063039
f(z) = 19/40*z^3 - 269/15*z + 1
*
[ 24 ] 
f(z) = 1/48*z^3 - 265/24*z + 1
*
[ -24 ] 
f(z) = 1/48*z^3 - 263/24*z + 1
*
[ -10 ] 
f(z) = 5/56*z^3 - 274/35*z + 1
*
-6/5 | 0.19020092851363739871109260147292420598 | 0.024808740610341941214447989368015187491
f(z) = 5/56*z^3 - 267/35*z + 1
*
[ -6 ] 
f(z) = 13/45*z^3 - 277/30*z + 1
*
0 | 0.13299215990837955393387778972676286144 | 0.023739617841146716475939599526859534984
f(z) = 1/45*z^3 - 271/45*z + 1
*
0 | 0.16475121693562743532805896276104395250 | 0.029408733053212274849686167592027499776
f(z) = 1/54*z^3 - 271/54*z + 1
*
0 | 0.16467986163149806554240776455586463353 | 0.029300376532926410842663417928027691897
f(z) = 1/55*z^3 - 276/55*z + 1
*
0 | 0.14438936354764511316327953564249882327 | 0.025757128389488354839589065063517960001
f(z) = 2/45*z^3 - 272/45*z + 1
*
[ -9 ] 
f(z) = 4/45*z^3 - 274/45*z + 1
*
[ 8 ] 
f(z) = 5/56*z^3 - 271/56*z + 1
*
7 | 0.13357217648604415034148458113696134222 | 0.017748945860954096299942079826894187798
f(z) = 6/49*z^3 - 265/42*z + 1
*
0 | 0.14623723842927425497765512541865335369 | 0.026002272978060503954048449270158183087
f(z) = 7/45*z^3 - 277/45*z + 1
*
-48/7 | 0.23279163042539916875276882792096703442 | 0.029962709004853288609874205560690961354
f(z) = 7/54*z^3 - 263/42*z + 1
*
0 | 0.15758983492572921288802094635011976926 | 0.028002921970413283756186933147593263654
f(z) = 8/45*z^3 - 278/45*z + 1
*
0 | 0.15710020881451343500191973044181059405 | 0.028006239188039880052887248319734205160
f(z) = 9/44*z^3 - 273/44*z + 1
*
-6 | 0.091836591470983425188892976815781691460 | 0.016414893502070019893855804006469803181
f(z) = 9/55*z^3 - 269/55*z + 1
*
-5 | 0.099970910824564602111735840477522618218 | 0.017892690470158606133357720704020742217
f(z) = 11/40*z^3 - 267/40*z + 1
*
0 | 0.11394049415417963496823630466681981611 | 0.020448195347113956217683981292001104774
f(z) = 11/42*z^3 - 263/42*z + 1
*
-5 | 0.11639001391634164022615006549497367956 | 0.020845364173212387542546847265168233366
f(z) = 11/45*z^3 - 266/45*z + 1
*
0 | 0.16132357741071663111543979276202079592 | 0.028991461186559950312897968227193280726
f(z) = 11/50*z^3 - 261/50*z + 1
*
[ -5 ] 
f(z) = 13/40*z^3 - 277/40*z + 1
*
0 | 0.14356809386984293004454081811951777709 | 0.025730294897292297083446531806135094200
f(z) = 13/42*z^3 - 265/42*z + 1
*
0 | 0.13985805783445788919685229296367327355 | 0.024867998309143093143647606406716965267
f(z) = 13/44*z^3 - 277/44*z + 1
*
[ -5 ] 
f(z) = 13/45*z^3 - 271/45*z + 1
*
0 | 0.14259343116797954946087479602189493245 | 0.025590360629756275641196993090324858257
f(z) = 13/50*z^3 - 263/50*z + 1
*
0 | 0.16271518582193808160600784340770018703 | 0.029083749773972807406999445800374416382
f(z) = 14/51*z^3 - 269/51*z + 1
*
0 | 0.14444514231976389123087270918462828475 | 0.025716757868194435106089748177868716673
f(z) = 15/52*z^3 - 275/52*z + 1
*
[ -9/2 ] 
f(z) = 16/45*z^3 - 269/45*z + 1
*
-17/4 | 0.16139715796672788095518185488700259582 | 0.028697840607566499730996617293219286398
f(z) = 16/51*z^3 - 277/51*z + 1
*
0 | 0.12579760147094418717776970198895065496 | 0.022515124914265542791849752076423122552
f(z) = 17/50*z^3 - 267/50*z + 1
*
[ 4 ] 
f(z) = 19/44*z^3 - 271/44*z + 1
*
0 | 0.13873507643343756523759447112058874676 | 0.024797539501190671917902325362517318482
f(z) = 19/50*z^3 - 269/50*z + 1
*
0 | 0.16098012574547665640372809783132784910 | 0.028587119785682977634698998647312811535
f(z) = 19/52*z^3 - 279/52*z + 1
*
[ 4 ] 
f(z) = 19/52*z^3 - 265/52*z + 1
*
-12 | 0.15322143771696382591874320003455801856 | 0.024339152258526336715075925284756969428
f(z) = 1/40*z^3 - 271/60*z + 1
*
-3/2 | 0.15983791228115153962776572787179027958 | 0.023960952099560817387682392334332567540
f(z) = 1/45*z^3 - 263/60*z + 1
*
20/3 | 0.18598913635788606123216552945467405354 | 0.029579090333911808822145975751221482922
f(z) = 3/40*z^3 - 269/60*z + 1
*
-4/3 | 0.18697972615623804677415730158974987731 | 0.029843693033640225268935001573424658384
f(z) = 3/40*z^3 - 263/60*z + 1
*
[ 26/3 ] 
f(z) = 3/52*z^3 - 269/78*z + 1
*
-14/3 | 0.22785910817970420225407017992574783176 | 0.029620675353512610295188794487991737513
f(z) = 11/56*z^3 - 274/63*z + 1
*
2 | 0.17444478994723253716837125484165396975 | 0.022677050443221755788482041895167937025
f(z) = 11/56*z^3 - 274/77*z + 1
*
[ -9/2 ] 
f(z) = 13/54*z^3 - 263/72*z + 1
*
-12/13 | 0.20353176635660963447669639980561579834 | 0.026196659551045052224231110152567231780
f(z) = 13/54*z^3 - 263/78*z + 1
*
[ 14/3 ] 
f(z) = 13/56*z^3 - 269/63*z + 1
*
[ 14 ] 
f(z) = 1/48*z^3 - 265/84*z + 1
*
1/2 | 0.085835079229925627489121906466145030991 | 0.015321895513891821061796235845522579764
f(z) = 2/45*z^3 - 271/90*z + 1
*
4 | 0.12826992022833011718599757028615076271 | 0.023019808764726195784182182005547514078
f(z) = 4/45*z^3 - 263/90*z + 1
*
[ 1/4 ] 
f(z) = 8/45*z^3 - 271/90*z + 1
*
-7/2 | 0.21444002873534055315420225712000201069 | 0.028327883501875651821055307044322912040
f(z) = 9/49*z^3 - 277/84*z + 1
*
1/2 | 0.12092328336217164940526465228198065156 | 0.021501228121913965035150014347091812539
f(z) = 14/45*z^3 - 277/90*z + 1
*
[ 10/3 ] 
f(z) = 17/50*z^3 - 277/90*z + 1
*
[ -10/3 ] 
f(z) = 19/50*z^3 - 263/90*z + 1
*
10 | 0.18103146633473535042571240397372254881 | 0.028929543442877195970928318021035233914
f(z) = 1/44*z^3 - 261/110*z + 1
*
2/3 | 0.19375693968363979773028972489426641120 | 0.027725455641734138531656084250882638033
f(z) = 1/48*z^3 - 271/108*z + 1
*
-17/2 | 0.15740074133645644890275192321517369642 | 0.027987242422928077011529738666932308656
f(z) = 2/51*z^3 - 277/102*z + 1
*
[ -8 ] 
f(z) = 3/52*z^3 - 267/104*z + 1
*
22/5 | 0.14189742961223255124031805458565935747 | 0.022462202055602213458463835454113612420
f(z) = 5/44*z^3 - 277/110*z + 1
*
2/3 | 0.19375704301233410807287424232123044925 | 0.027667461364256564615056253948079960331
f(z) = 5/48*z^3 - 275/108*z + 1
*
[ 6 ] 
f(z) = 5/51*z^3 - 275/102*z + 1
*
[ 6 ] 
f(z) = 5/57*z^3 - 265/114*z + 1
*
30/7 | 0.16086583029014678950017084070086905829 | 0.020941816857186739336078138999166858759
f(z) = 7/40*z^3 - 271/105*z + 1
*
2/3 | 0.19375693968363979773028972489426641120 | 0.027638847365297726919551716399812916872
f(z) = 7/48*z^3 - 277/108*z + 1
*
-17/4 | 0.15740286898048770813867216085890549166 | 0.028209765327242634202177408703977481180
f(z) = 8/51*z^3 - 265/102*z + 1
*
11/4 | 0.14407589256016576775107669511045462674 | 0.025718107231710148852314677198454613661
f(z) = 8/55*z^3 - 271/110*z + 1
*
-7/4 | 0.16302461371969907868998020367026702225 | 0.029139056987654850510642888186298951388
f(z) = 8/55*z^3 - 269/110*z + 1
*
-10/3 | 0.14204259397354871159777442393597028293 | 0.025256428134741515550138954693668654556
f(z) = 9/55*z^3 - 277/110*z + 1
*
0 | 0.16668143044466073564855530206342523762 | 0.029675667308911126828496098835675003141
f(z) = 10/51*z^3 - 275/102*z + 1
*
[ 4 ] 
f(z) = 11/50*z^3 - 277/100*z + 1
*
[ 4 ] 
f(z) = 11/54*z^3 - 271/108*z + 1
*
[ 4 ] 
f(z) = 11/58*z^3 - 265/116*z + 1
*
[ -4 ] 
f(z) = 13/58*z^3 - 271/116*z + 1
*
14/5 | 0.16192278640268843326678121385506850888 | 0.021161963519858908675808149643927577334
f(z) = 15/56*z^3 - 263/105*z + 1
*
3 | 0.075318259938278798670492613960060797879 | 0.013462403121077355938530660335888927207
f(z) = 18/55*z^3 - 269/110*z + 1
*
5/6 | 0.10603904077904659037340241306146750042 | 0.018978758108361668582460415033706140747
f(z) = 18/55*z^3 - 267/110*z + 1
*
4/3 | 0.19841947679852981605803771333368275258 | 0.028483891452142514617366750111486450715
f(z) = 19/48*z^3 - 265/108*z + 1
*
10/9 | 0.22964532767994630394450435376731979609 | 0.029924518058938131797061886586627822050
f(z) = 3/40*z^3 - 269/135*z + 1
*
[ 1/3 ] 
f(z) = 3/44*z^3 - 265/132*z + 1
*
[ 1/3 ] 
f(z) = 3/46*z^3 - 277/138*z + 1
*
-24/5 | 0.18383899268275654047900456780458217348 | 0.029342402933318118098523591538259142868
f(z) = 5/48*z^3 - 263/120*z + 1
*
-3 | 0.16005336548046406596110450784430912938 | 0.028607975393335597414312478041990117334
f(z) = 7/40*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 12/43*z^3 - 262/129*z + 1
*
[ 3 ] 
f(z) = 13/40*z^3 - 271/120*z + 1
*
[ 3 ] 
f(z) = 13/41*z^3 - 269/123*z + 1
*
[ 3 ] 
f(z) = 13/43*z^3 - 265/129*z + 1
*
[ 3 ] 
f(z) = 13/44*z^3 - 263/132*z + 1
*
[ 1/3 ] 
f(z) = 15/43*z^3 - 263/129*z + 1
*
[ 1/3 ] 
f(z) = 15/44*z^3 - 269/132*z + 1
*
[ -3 ] 
f(z) = 16/41*z^3 - 268/123*z + 1
*
[ -3 ] 
f(z) = 17/46*z^3 - 275/138*z + 1
*
[ -12 ] 
f(z) = 1/52*z^3 - 263/156*z + 1
*
-11/3 | 0.11921930889904130350129910592231554014 | 0.021281110363939101805605945323358128071
f(z) = 3/50*z^3 - 271/150*z + 1
*
[ 28/5 ] 
f(z) = 5/56*z^3 - 277/140*z + 1
*
0 | 0.15990696716801149779988014456944077717 | 0.028432871517929611206784869277871699254
f(z) = 9/50*z^3 - 277/150*z + 1
*
[ -42/11 ] 
f(z) = 11/54*z^3 - 263/154*z + 1
*
[ 3 ] 
f(z) = 14/53*z^3 - 272/159*z + 1
*
[ -3 ] 
f(z) = 17/47*z^3 - 271/141*z + 1
*
[ -3 ] 
f(z) = 17/49*z^3 - 263/147*z + 1
*
[ -3 ] 
f(z) = 18/53*z^3 - 274/159*z + 1
*
8 | 0.12588881904188256511155115264070522868 | 0.022384144235572575600300552082877648634
f(z) = 1/42*z^3 - 277/168*z + 1
*
7/2 | 0.12950058450714648412362771138964506380 | 0.023209113800462039512516481914339169101
f(z) = 1/42*z^3 - 265/168*z + 1
*
[ 2/5 ] 
f(z) = 1/56*z^3 - 263/175*z + 1
*
[ 2/5 ] 
f(z) = 3/56*z^3 - 264/175*z + 1
*
[ 4 ] 
f(z) = 6/41*z^3 - 261/164*z + 1
*
[ -9/2 ] 
f(z) = 8/57*z^3 - 277/171*z + 1
*
[ 2/5 ] 
f(z) = 9/56*z^3 - 267/175*z + 1
*
[ 2/5 ] 
f(z) = 11/56*z^3 - 268/175*z + 1
*
[ -11/3 ] 
f(z) = 12/55*z^3 - 274/165*z + 1
*
[ 2/5 ] 
f(z) = 13/56*z^3 - 269/175*z + 1
*
[ 3 ] 
f(z) = 14/55*z^3 - 268/165*z + 1
*
0 | 0.11143502013041265575747214169457599001 | 0.019917921152590930087590728715692368509
f(z) = 15/56*z^3 - 269/168*z + 1
*
[ 2/5 ] 
f(z) = 17/56*z^3 - 271/175*z + 1
*
[ -3 ] 
f(z) = 18/55*z^3 - 266/165*z + 1
*
[ 2/5 ] 
f(z) = 19/56*z^3 - 272/175*z + 1
*
[ -3 ] 
f(z) = 19/59*z^3 - 277/177*z + 1
*
5/2 | 0.11654075098598732846298637885457730479 | 0.020721975146374180707383754743051767494
f(z) = 1/45*z^3 - 277/180*z + 1
*
[ -4 ] 
f(z) = 8/47*z^3 - 277/188*z + 1
*
[ -4 ] 
f(z) = 8/49*z^3 - 267/196*z + 1
*
[ -10 ] 
f(z) = 1/42*z^3 - 269/210*z + 1
*
[ -13/2 ] 
f(z) = 3/52*z^3 - 267/208*z + 1
*
14/5 | 0.13791155879419941360952967060191469391 | 0.024617749677173601444633518276829032762
f(z) = 5/42*z^3 - 271/210*z + 1
*
9/2 | 0.16310669001921433705635066874266691876 | 0.029153727324325747646489671344678962656
f(z) = 5/51*z^3 - 269/204*z + 1
*
-15/4 | 0.13652930896592987713234808893298739535 | 0.024403280116238330234399756889711159975
f(z) = 4/55*z^3 - 269/220*z + 1
*
[ 4 ] 
f(z) = 7/57*z^3 - 277/228*z + 1
*
[ 4 ] 
f(z) = 7/59*z^3 - 271/236*z + 1
*
-11/5 | 0.16365468928198581476620546957537273089 | 0.029370094282556052129736883654609401412
f(z) = 15/44*z^3 - 263/220*z + 1
*
-7/8 | 0.14315251025166691571095203680634619222 | 0.025587112638839057207716571813877061178
f(z) = 16/55*z^3 - 269/220*z + 1
*
[ 28/9 ] 
f(z) = 9/49*z^3 - 277/252*z + 1
*
13/5 | 0.15245546547098038476154171608763720691 | 0.027249924996458036992351638925611458144
f(z) = 5/52*z^3 - 269/260*z + 1
*
[ -8/3 ] 
f(z) = 15/44*z^3 - 277/264*z + 1
*
[ 5 ] 
f(z) = 4/57*z^3 - 272/285*z + 1
*
[ 5 ] 
f(z) = 4/59*z^3 - 264/295*z + 1
*
[ -5 ] 
f(z) = 5/58*z^3 - 277/290*z + 1
*
[ -5 ] 
f(z) = 5/59*z^3 - 271/295*z + 1
*
-21/20 | 0.22285170654882213560822362639758636152 | 0.029397247461677414299232191171723861935
f(z) = 10/49*z^3 - 263/280*z + 1
*
[ -7/3 ] 
f(z) = 18/41*z^3 - 276/287*z + 1
*
[ 12 ] 
f(z) = 7/48*z^3 - 241/12*z + 1
*
[ 10 ] 
f(z) = 13/50*z^3 - 251/10*z + 1
*
[ -10 ] 
f(z) = 13/50*z^3 - 249/10*z + 1
*
-6 | 0.20801294289470458014798592592088840251 | 0.027484476601047324582825983471007073365
f(z) = 17/40*z^3 - 242/15*z + 1
*
[ 6 ] 
f(z) = 19/40*z^3 - 244/15*z + 1
*
-10 | 0.20898725963713009856198864129567504002 | 0.027613211790966530907600685207108392108
f(z) = 19/40*z^3 - 242/5*z + 1
*
-3/2 | 0.19531903144019412697589284386116442274 | 0.029450992022637154545740854187355908679
f(z) = 2/45*z^3 - 253/30*z + 1
*
7/5 | 0.11445262246424135893354562803926581647 | 0.015394077240750244555069629277989517923
f(z) = 5/49*z^3 - 242/35*z + 1
*
-48/5 | 0.17035287895836075657505033634924534457 | 0.022058784481819501282823233128913219728
f(z) = 5/54*z^3 - 251/30*z + 1
*
-6 | 0.18275170787730768201665250814371721949 | 0.027458995687221875938444988018819654079
f(z) = 11/45*z^3 - 259/30*z + 1
*
6 | 0.22042997931526346253272981181423217127 | 0.028940063991844423915916973351130148079
f(z) = 17/56*z^3 - 254/21*z + 1
*
3/19 | 0.22385496192313533749104500067300556239 | 0.025494168989943561814631961032752113949
f(z) = 19/54*z^3 - 241/38*z + 1
*
3 | 0.098738699795916058553179666552086526261 | 0.017895703261768234038036313450105566932
f(z) = 1/40*z^3 - 249/40*z + 1
*
0 | 0.10179127857541575075775999382527536035 | 0.018558805332220998784535509340260851034
f(z) = 1/40*z^3 - 241/40*z + 1
*
0 | 0.15777032644468611562330355724088592074 | 0.028512420238281038378781544999167375431
f(z) = 1/42*z^3 - 253/42*z + 1
*
14 | 0.12589504361391823484544179818364294097 | 0.022953455732370321307415514718983929574
f(z) = 1/42*z^3 - 241/42*z + 1
*
-17 | 0.14765184424458059203800753475907071313 | 0.026839649875289222333747869815324934296
f(z) = 1/44*z^3 - 245/44*z + 1
*
16 | 0.14029443267452548969078255679154945895 | 0.025247214978902351490981082820492975027
f(z) = 1/48*z^3 - 259/48*z + 1
*
-16 | 0.11372222872772840169842006911297891489 | 0.020552001437708374232093579747164913913
f(z) = 1/48*z^3 - 253/48*z + 1
*
0 | 0.14461992786826517780158922683115231949 | 0.026173406861191971601704228328613439971
f(z) = 1/50*z^3 - 251/50*z + 1
*
[ 17 ] 
f(z) = 1/51*z^3 - 241/51*z + 1
*
[ 17/2 ] 
f(z) = 4/51*z^3 - 244/51*z + 1
*
7 | 0.12865055472352614673371479067724052364 | 0.023283259515687965994438374802875095044
f(z) = 5/42*z^3 - 251/42*z + 1
*
[ -8 ] 
f(z) = 5/56*z^3 - 257/56*z + 1
*
7 | 0.12661605231552868668493052784635522864 | 0.022882186871802116077184344911750106912
f(z) = 5/56*z^3 - 253/56*z + 1
*
-7 | 0.11943653213664869080457267252821745220 | 0.015968946013781378908399216278455880980
f(z) = 6/49*z^3 - 253/42*z + 1
*
0 | 0.087614042493972506625083153873286082307 | 0.015902680504746686259335470282691722401
f(z) = 7/40*z^3 - 247/40*z + 1
*
0 | 0.15657942351905407239330737912833357012 | 0.028420473190838559783119035735738989280
f(z) = 7/48*z^3 - 247/48*z + 1
*
[ 15/2 ] 
f(z) = 7/54*z^3 - 257/40*z + 1
*
-5 | 0.15823596765472115034750076674000785625 | 0.028515732210889127594058563652920589928
f(z) = 9/40*z^3 - 257/40*z + 1
*
2/9 | 0.11662470873894845371211289839457707384 | 0.015359765716747354409991352171603888550
f(z) = 9/40*z^3 - 248/45*z + 1
*
16/3 | 0.12395272254421348670171085699167678467 | 0.022465569687715112918550030512994746244
f(z) = 9/56*z^3 - 249/56*z + 1
*
0 | 0.080986362481596788295976427351349054125 | 0.014656963578142826469105233497557999047
f(z) = 11/40*z^3 - 251/40*z + 1
*
[ 2/11 ] 
f(z) = 11/40*z^3 - 248/55*z + 1
*
[ 5 ] 
f(z) = 11/40*z^3 - 243/40*z + 1
*
0 | 0.14195661933621443313264817524880720484 | 0.025691399582985158902863266393654291960
f(z) = 11/48*z^3 - 251/48*z + 1
*
[ 5 ] 
f(z) = 12/55*z^3 - 256/55*z + 1
*
0 | 0.091401996759805165306972070850466115866 | 0.016518265512667593534412095462368765662
f(z) = 13/40*z^3 - 253/40*z + 1
*
0 | 0.10828982934974833235631917124857278220 | 0.019570252477320385164540464547044241649
f(z) = 13/48*z^3 - 253/48*z + 1
*
[ -5 ] 
f(z) = 13/55*z^3 - 259/55*z + 1
*
0 | 0.16172778441669605233176987547765935069 | 0.029144993138033332730886240691042695285
f(z) = 15/44*z^3 - 257/44*z + 1
*
4 | 0.14211861111997563736667261135101820534 | 0.025720716959414874373873053062264089738
f(z) = 15/44*z^3 - 251/44*z + 1
*
[ 14/3 ] 
f(z) = 15/49*z^3 - 247/42*z + 1
*
0 | 0.11592132212620740949251434225875272919 | 0.021135025331271895920602652835979459954
f(z) = 16/45*z^3 - 241/45*z + 1
*
[ 17/4 ] 
f(z) = 16/51*z^3 - 250/51*z + 1
*
0 | 0.12595619183757043746557651651797636954 | 0.022698588001059783647471307406078543290
f(z) = 17/40*z^3 - 257/40*z + 1
*
-10/3 | 0.18383940728527460645507898970147173622 | 0.024264072314591574414741461433145551014
f(z) = 17/40*z^3 - 244/45*z + 1
*
0 | 0.11035148674576083429195119397241226446 | 0.020104342998809740406323690345281012753
f(z) = 17/45*z^3 - 242/45*z + 1
*
0 | 0.10803341464092698786895359150415947480 | 0.019468721096652060843259003641064282511
f(z) = 17/48*z^3 - 257/48*z + 1
*
0 | 0.15101092000197455631560430402758532736 | 0.027532636455488174533727701592628919954
f(z) = 17/56*z^3 - 241/56*z + 1
*
0 | 0.14651690766831474201518610286767818221 | 0.026367003988873289593124275109094594518
f(z) = 19/40*z^3 - 259/40*z + 1
*
[ -4 ] 
f(z) = 19/44*z^3 - 249/44*z + 1
*
0 | 0.11364926579043626741333097854514488102 | 0.020674147330532997979204760290226555494
f(z) = 19/45*z^3 - 244/45*z + 1
*
0 | 0.12094220021329959069602216218463537407 | 0.021764610830213417290344558417771822960
f(z) = 19/48*z^3 - 259/48*z + 1
*
-12 | 0.15804436216243198779598351757852824025 | 0.023917122761372384307337080451030710205
f(z) = 1/45*z^3 - 247/60*z + 1
*
9/2 | 0.18367104520118991475167395634429477213 | 0.027597128894866272963914835669590370704
f(z) = 1/54*z^3 - 259/72*z + 1
*
[ -26/3 ] 
f(z) = 3/52*z^3 - 251/78*z + 1
*
15/7 | 0.16783992739475019533228886376352283933 | 0.023658637053883961698513453250517233459
f(z) = 7/50*z^3 - 241/70*z + 1
*
7/5 | 0.14128907887194897554647718709107536619 | 0.018890683047140596229084645307238746511
f(z) = 10/49*z^3 - 253/70*z + 1
*
-21/5 | 0.18369007717418888222206948642982099203 | 0.024638862887506962271740415815452575319
f(z) = 10/49*z^3 - 247/70*z + 1
*
[ 9/2 ] 
f(z) = 11/54*z^3 - 241/72*z + 1
*
[ -14/3 ] 
f(z) = 13/56*z^3 - 242/63*z + 1
*
[ -14 ] 
f(z) = 1/48*z^3 - 253/84*z + 1
*
4 | 0.19609064463381320578910091707774479234 | 0.028338093024024109311195940611963744975
f(z) = 7/48*z^3 - 253/84*z + 1
*
20/7 | 0.16485721700580957484460414998140278421 | 0.023907308997795387960316414986665869225
f(z) = 7/48*z^3 - 247/84*z + 1
*
[ 1/4 ] 
f(z) = 8/41*z^3 - 247/82*z + 1
*
[ 1/4 ] 
f(z) = 8/43*z^3 - 259/86*z + 1
*
0 | 0.093297646471894669519555103048707972931 | 0.017010228018144298391371254351359019444
f(z) = 8/45*z^3 - 241/90*z + 1
*
5/9 | 0.20610077312263809462558580150774242391 | 0.028790999528607422751030476821000563752
f(z) = 9/50*z^3 - 257/90*z + 1
*
[ -4 ] 
f(z) = 11/42*z^3 - 247/84*z + 1
*
0 | 0.10547002565657608017195016059403192216 | 0.019060654571928638521501731936453470496
f(z) = 14/45*z^3 - 253/90*z + 1
*
0 | 0.14535327486208737258018708530885227853 | 0.026194139824059017174739870974066421929
f(z) = 16/45*z^3 - 257/90*z + 1
*
10/17 | 0.088810986933000885200360742815119150443 | 0.011734478914187418669051476517823181949
f(z) = 17/40*z^3 - 242/85*z + 1
*
-5 | 0.15740177495287733862493312041790826388 | 0.028445815222935637393344367769049900860
f(z) = 2/51*z^3 - 253/102*z + 1
*
11/2 | 0.16302146196952431208251703342729995381 | 0.029503728249134255474274896473643039884
f(z) = 2/55*z^3 - 251/110*z + 1
*
[ 19/2 ] 
f(z) = 2/57*z^3 - 259/114*z + 1
*
7 | 0.16358163256307618780679799517311946423 | 0.029562645625492388060502227297360024681
f(z) = 2/57*z^3 - 253/114*z + 1
*
-14/3 | 0.19999317393295355013449008333124293935 | 0.026256933242614409603761486794219297696
f(z) = 3/40*z^3 - 254/105*z + 1
*
-5 | 0.12948326717436829512505421012263307304 | 0.023433964346588759577878466814307716618
f(z) = 4/51*z^3 - 251/102*z + 1
*
2 | 0.17360286578190052328937280097176425078 | 0.027811063206058186018441959855087931395
f(z) = 5/46*z^3 - 257/115*z + 1
*
[ -6 ] 
f(z) = 5/51*z^3 - 241/102*z + 1
*
-3/2 | 0.16302080983017059271827018642817732480 | 0.029589638607676642533356950110314657760
f(z) = 6/55*z^3 - 247/110*z + 1
*
[ 30/7 ] 
f(z) = 7/40*z^3 - 257/105*z + 1
*
6/7 | 0.11035468362213949234882875733848246573 | 0.014589001124749996736577718546134629080
f(z) = 7/40*z^3 - 241/105*z + 1
*
-6/7 | 0.087061572926005831648774013126792422898 | 0.013096518373549845194577000744572533889
f(z) = 7/45*z^3 - 257/105*z + 1
*
3/7 | 0.15193685592755694635409446725684521403 | 0.022978813217754371846475536564229994612
f(z) = 7/45*z^3 - 248/105*z + 1
*
-19/4 | 0.15740139347581016826699877021429632544 | 0.028325762778355511173141043949658400490
f(z) = 8/51*z^3 - 259/102*z + 1
*
17/4 | 0.15741145276923278290322700823153216375 | 0.028447564208141750152737016324916545863
f(z) = 8/51*z^3 - 253/102*z + 1
*
-7/2 | 0.16302146196952431208251703342729995381 | 0.029503728249134255474274896473643039884
f(z) = 8/55*z^3 - 251/110*z + 1
*
[ -21/5 ] 
f(z) = 10/49*z^3 - 248/105*z + 1
*
2 | 0.16358059542637818936474837099289226998 | 0.029604920579068701372147570945857809590
f(z) = 10/57*z^3 - 251/114*z + 1
*
5/11 | 0.18376037560543166825617890446950465398 | 0.025813296908270873783662653022088955944
f(z) = 11/50*z^3 - 247/110*z + 1
*
4/3 | 0.20565773288553341980204109489829048192 | 0.029930868921337789905066560342896520309
f(z) = 13/48*z^3 - 241/108*z + 1
*
3/7 | 0.16067207429635304947688099378490639966 | 0.024255811011951404811945134371508421456
f(z) = 14/45*z^3 - 251/105*z + 1
*
14/15 | 0.077898303227287274123999495371752440329 | 0.010292600366677327631711376042932321410
f(z) = 15/56*z^3 - 242/105*z + 1
*
[ -10/3 ] 
f(z) = 18/55*z^3 - 257/110*z + 1
*
-11/6 | 0.095560411713290732389514319337884090489 | 0.017294584311183395794089415071616542859
f(z) = 18/55*z^3 - 251/110*z + 1
*
[ 6/19 ] 
f(z) = 19/54*z^3 - 251/114*z + 1
*
-3 | 0.22464862631566812127447090297665780330 | 0.029180896094138570535063202497347781310
f(z) = 19/54*z^3 - 245/114*z + 1
*
[ 1/3 ] 
f(z) = 3/41*z^3 - 247/123*z + 1
*
[ 1/3 ] 
f(z) = 3/43*z^3 - 259/129*z + 1
*
3 | 0.15356274774325159182310606788765120736 | 0.027673570409541651492951850581676470771
f(z) = 3/44*z^3 - 257/132*z + 1
*
[ 1/3 ] 
f(z) = 6/41*z^3 - 248/123*z + 1
*
[ 1/3 ] 
f(z) = 6/43*z^3 - 260/129*z + 1
*
-3 | 0.13343097371455606016350477545250629144 | 0.024045619788447280778939682976501810453
f(z) = 11/40*z^3 - 257/120*z + 1
*
[ 1/3 ] 
f(z) = 12/41*z^3 - 250/123*z + 1
*
[ 3 ] 
f(z) = 12/41*z^3 - 242/123*z + 1
*
[ 3 ] 
f(z) = 13/46*z^3 - 259/138*z + 1
*
[ 1/3 ] 
f(z) = 15/41*z^3 - 251/123*z + 1
*
[ -3 ] 
f(z) = 15/41*z^3 - 241/123*z + 1
*
[ -3 ] 
f(z) = 16/43*z^3 - 260/129*z + 1
*
3/2 | 0.15777153796643621815289536892043891743 | 0.017951230337786952104406205797726158117
f(z) = 17/54*z^3 - 243/136*z + 1
*
9 | 0.11028083672023388540746043013805972785 | 0.019846004860280821964316751404793220011
f(z) = 1/48*z^3 - 259/144*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.021454444052606685580205100391340730427
f(z) = 3/50*z^3 - 259/150*z + 1
*
[ -33/7 ] 
f(z) = 7/54*z^3 - 257/154*z + 1
*
[ 3 ] 
f(z) = 13/47*z^3 - 257/141*z + 1
*
-42/13 | 0.14249718652564092978074930230918436693 | 0.020523501941620148790279133362548041807
f(z) = 13/48*z^3 - 259/156*z + 1
*
[ 3 ] 
f(z) = 13/49*z^3 - 253/147*z + 1
*
[ 3 ] 
f(z) = 13/50*z^3 - 251/150*z + 1
*
[ 3 ] 
f(z) = 13/53*z^3 - 245/159*z + 1
*
[ -3 ] 
f(z) = 16/47*z^3 - 244/141*z + 1
*
[ -3 ] 
f(z) = 17/50*z^3 - 259/150*z + 1
*
[ -3 ] 
f(z) = 17/52*z^3 - 251/156*z + 1
*
[ -3 ] 
f(z) = 17/53*z^3 - 247/159*z + 1
*
[ -21/2 ] 
f(z) = 1/42*z^3 - 257/168*z + 1
*
3 | 0.14905957985496299618861282546271272658 | 0.026976897911718486856826440278355247332
f(z) = 1/56*z^3 - 251/168*z + 1
*
-11/3 | 0.13323106564695945294903527241452849727 | 0.024290975083040684138996770991714650788
f(z) = 3/55*z^3 - 241/165*z + 1
*
[ 4 ] 
f(z) = 6/43*z^3 - 255/172*z + 1
*
-7/4 | 0.21859032034465167296919992494284842139 | 0.029320129940393326409911214770494658864
f(z) = 6/49*z^3 - 247/168*z + 1
*
[ -4 ] 
f(z) = 7/41*z^3 - 243/164*z + 1
*
-3 | 0.14879611555606037303288663781717060306 | 0.027128828534653331675352885365489924907
f(z) = 11/56*z^3 - 241/168*z + 1
*
[ 3 ] 
f(z) = 13/55*z^3 - 241/165*z + 1
*
[ 3 ] 
f(z) = 14/59*z^3 - 260/177*z + 1
*
[ -3 ] 
f(z) = 18/59*z^3 - 250/177*z + 1
*
[ -5/2 ] 
f(z) = 19/40*z^3 - 251/160*z + 1
*
6 | 0.22125182050303666559812179062359905032 | 0.029233712089891492586206331041153463726
f(z) = 3/56*z^3 - 242/189*z + 1
*
[ 4 ] 
f(z) = 6/47*z^3 - 243/188*z + 1
*
0 | 0.14568163442144263613418047227508045289 | 0.026253313559349666697327813425797592337
f(z) = 8/45*z^3 - 257/180*z + 1
*
[ 6/13 ] 
f(z) = 13/40*z^3 - 241/195*z + 1
*
5/2 | 0.10842823517710615993217673248227902696 | 0.019595265324805599135652194732753212371
f(z) = 13/45*z^3 - 253/180*z + 1
*
-5/2 | 0.098861388875485993096415474442982987036 | 0.017790974955098675405171450758824985561
f(z) = 19/45*z^3 - 259/180*z + 1
*
[ -5 ] 
f(z) = 4/41*z^3 - 254/205*z + 1
*
[ -5 ] 
f(z) = 4/43*z^3 - 242/215*z + 1
*
17/4 | 0.15740204561516388763124561721341895446 | 0.028445864137310289745688439967266184063
f(z) = 4/51*z^3 - 253/204*z + 1
*
-17/4 | 0.15742421835319034601563841518358834109 | 0.028701922835455247326825843181038711069
f(z) = 4/51*z^3 - 241/204*z + 1
*
[ -30/7 ] 
f(z) = 7/54*z^3 - 241/210*z + 1
*
[ -4 ] 
f(z) = 8/51*z^3 - 257/204*z + 1
*
[ -4 ] 
f(z) = 8/53*z^3 - 247/212*z + 1
*
[ 5/2 ] 
f(z) = 12/41*z^3 - 252/205*z + 1
*
[ 5/2 ] 
f(z) = 12/43*z^3 - 246/215*z + 1
*
[ -8/3 ] 
f(z) = 17/48*z^3 - 247/216*z + 1
*
[ -10 ] 
f(z) = 1/46*z^3 - 247/230*z + 1
*
-19/4 | 0.16358228118215279845117641519474946645 | 0.029562762844617832237999234493472660165
f(z) = 4/57*z^3 - 253/228*z + 1
*
-11/5 | 0.16302211410887803144676388042642258283 | 0.029722543256515221129698693676303484786
f(z) = 5/44*z^3 - 241/220*z + 1
*
[ -23/5 ] 
f(z) = 5/46*z^3 - 249/230*z + 1
*
[ 1/2 ] 
f(z) = 5/59*z^3 - 241/236*z + 1
*
[ 1/2 ] 
f(z) = 7/59*z^3 - 243/236*z + 1
*
[ 1/2 ] 
f(z) = 9/58*z^3 - 241/232*z + 1
*
[ 1/2 ] 
f(z) = 9/59*z^3 - 245/236*z + 1
*
[ -7/2 ] 
f(z) = 11/56*z^3 - 251/224*z + 1
*
[ 1/2 ] 
f(z) = 11/58*z^3 - 243/232*z + 1
*
[ 1/2 ] 
f(z) = 11/59*z^3 - 247/236*z + 1
*
[ 1/2 ] 
f(z) = 13/57*z^3 - 241/228*z + 1
*
[ 1/2 ] 
f(z) = 13/58*z^3 - 245/232*z + 1
*
[ 1/2 ] 
f(z) = 13/59*z^3 - 249/236*z + 1
*
-3/5 | 0.071455015142401192867009373783668406242 | 0.012969682072935025047946696642215359294
f(z) = 15/44*z^3 - 247/220*z + 1
*
[ 11/5 ] 
f(z) = 15/44*z^3 - 243/220*z + 1
*
[ 1/2 ] 
f(z) = 15/58*z^3 - 247/232*z + 1
*
[ 1/2 ] 
f(z) = 15/59*z^3 - 251/236*z + 1
*
[ 1/2 ] 
f(z) = 17/56*z^3 - 241/224*z + 1
*
[ 1/2 ] 
f(z) = 17/57*z^3 - 245/228*z + 1
*
[ 1/2 ] 
f(z) = 17/58*z^3 - 249/232*z + 1
*
[ 1/2 ] 
f(z) = 17/59*z^3 - 253/236*z + 1
*
[ 1/2 ] 
f(z) = 19/56*z^3 - 243/224*z + 1
*
[ 1/2 ] 
f(z) = 19/58*z^3 - 251/232*z + 1
*
[ 1/2 ] 
f(z) = 19/59*z^3 - 255/236*z + 1
*
9/5 | 0.15816602839482002803279379993991888820 | 0.028837171241298702408702331122297325547
f(z) = 5/48*z^3 - 241/240*z + 1
*
[ -17/5 ] 
f(z) = 10/51*z^3 - 248/255*z + 1
*
[ 10 ] 
f(z) = 1/54*z^3 - 257/270*z + 1
*
-3/2 | 0.19433845889422323836539039015309130665 | 0.025001172864847049674300607908735629299
f(z) = 11/54*z^3 - 257/264*z + 1
*
7/5 | 0.065853473842898730347445121734711642153 | 0.011686944585448210134019688982648395854
f(z) = 5/56*z^3 - 249/280*z + 1
*
0 | 0.12366074842847483779793788146984360550 | 0.021945938914724106024505776826005331148
f(z) = 7/40*z^3 - 249/280*z + 1
*
[ -12 ] 
f(z) = 7/48*z^3 - 239/12*z + 1
*
[ -6 ] 
f(z) = 19/40*z^3 - 239/15*z + 1
*
[ 10 ] 
f(z) = 19/40*z^3 - 233/5*z + 1
*
[ -10 ] 
f(z) = 19/40*z^3 - 232/5*z + 1
*
[ 22 ] 
f(z) = 1/44*z^3 - 221/22*z + 1
*
[ 24 ] 
f(z) = 1/54*z^3 - 233/24*z + 1
*
14 | 0.21258186869538308037739524622518937960 | 0.028429141444436537561034509064266587253
f(z) = 3/56*z^3 - 221/21*z + 1
*
0 | 0.16065921698505306822660174687083818577 | 0.026336199508363781193878740457207532459
f(z) = 5/42*z^3 - 223/21*z + 1
*
8 | 0.16393824637196001780615280366226165459 | 0.026795626330428899581178848583741269507
f(z) = 7/48*z^3 - 227/24*z + 1
*
-8 | 0.15935168243075414686242329532482754794 | 0.026160495117743137242654041245602730989
f(z) = 7/48*z^3 - 221/24*z + 1
*
[ 22/3 ] 
f(z) = 9/44*z^3 - 223/22*z + 1
*
[ 6 ] 
f(z) = 11/45*z^3 - 239/30*z + 1
*
[ -6 ] 
f(z) = 11/45*z^3 - 229/30*z + 1
*
6 | 0.21641020582110705317491222436115331397 | 0.028837808383934472312342287725581636444
f(z) = 15/56*z^3 - 227/21*z + 1
*
6 | 0.22464933682662717043086875035379175299 | 0.029832007650038558249540178056838643855
f(z) = 17/56*z^3 - 233/21*z + 1
*
-6 | 0.21504339943491811726756142901152297840 | 0.028672542942063437960000993156800015915
f(z) = 17/56*z^3 - 226/21*z + 1
*
[ 6 ] 
f(z) = 19/56*z^3 - 239/21*z + 1
*
[ -6 ] 
f(z) = 19/56*z^3 - 232/21*z + 1
*
-14 | 0.084113057308678158433881319256810404710 | 0.015406491406859787237965023386301562738
f(z) = 1/42*z^3 - 235/42*z + 1
*
0 | 0.14017020336285290722892360702668623745 | 0.025859108627039756363379062239185147412
f(z) = 1/45*z^3 - 226/45*z + 1
*
[ -17 ] 
f(z) = 1/51*z^3 - 235/51*z + 1
*
0 | 0.12973021691417805398439104782233439728 | 0.023913624364488955114747352670464114591
f(z) = 2/45*z^3 - 227/45*z + 1
*
-11 | 0.15113385512906420138594091901307560639 | 0.027639391526094273373251911723004484266
f(z) = 2/55*z^3 - 237/55*z + 1
*
8 | 0.15216537499838530837600702771454150636 | 0.027828036098885488257823867452316594426
f(z) = 3/40*z^3 - 237/40*z + 1
*
0 | 0.13559839161567335738624165002403721009 | 0.024954974054060439451535746158750771136
f(z) = 4/45*z^3 - 229/45*z + 1
*
[ -17/2 ] 
f(z) = 4/51*z^3 - 232/51*z + 1
*
5/2 | 0.16334623628713902112350941196604216237 | 0.029942552020868257816544545467674572414
f(z) = 4/55*z^3 - 234/55*z + 1
*
-7 | 0.12803559990241110584738306218522779100 | 0.023379248065524664876705746446876934905
f(z) = 5/42*z^3 - 239/42*z + 1
*
3/2 | 0.24319552141264231360649601934693049064 | 0.027886878175313938753741941627272126211
f(z) = 5/54*z^3 - 227/40*z + 1
*
-7 | 0.15155121635884550666488920149160768606 | 0.027715718636442160658136106698656884754
f(z) = 5/56*z^3 - 237/56*z + 1
*
-7 | 0.15646459049433659637930907146304971268 | 0.028795104054272908306428141119546578808
f(z) = 5/56*z^3 - 229/56*z + 1
*
-7/6 | 0.082663052649685918014345718649824863516 | 0.011241959975864304172404366400544730617
f(z) = 6/49*z^3 - 223/42*z + 1
*
5 | 0.11169107430986216226628485661642897366 | 0.020656098794453834215120962369242561196
f(z) = 7/40*z^3 - 223/40*z + 1
*
0 | 0.13489543684849335957640338597695729905 | 0.024766282573162703522389001663745849531
f(z) = 7/45*z^3 - 232/45*z + 1
*
0 | 0.16184119642133573074864161003349327467 | 0.029689975185456666416662268412220992222
f(z) = 8/45*z^3 - 233/45*z + 1
*
5 | 0.10371381662753099873287628409329294431 | 0.019026432763410141910244637606598760301
f(z) = 9/40*z^3 - 233/40*z + 1
*
0 | 0.15189164899668750809645748284273108205 | 0.027864717941464945561077243665445171980
f(z) = 9/56*z^3 - 233/56*z + 1
*
1/3 | 0.067106447279371637952577651858052117832 | 0.012390177857865869776663760173211766460
f(z) = 9/56*z^3 - 225/56*z + 1
*
[ -5 ] 
f(z) = 11/40*z^3 - 227/40*z + 1
*
0 | 0.12975131878815795410060173658983765638 | 0.024036200085572993886883102892298000129
f(z) = 11/42*z^3 - 221/42*z + 1
*
[ 5 ] 
f(z) = 11/45*z^3 - 239/45*z + 1
*
0 | 0.14432947084192851975773598652877148811 | 0.026415430780496366092089508064121743213
f(z) = 11/45*z^3 - 236/45*z + 1
*
[ -5 ] 
f(z) = 11/45*z^3 - 221/45*z + 1
*
[ -5 ] 
f(z) = 12/55*z^3 - 234/55*z + 1
*
10/3 | 0.21699569873203089511261528629485665956 | 0.029019414731587712536298261144695227937
f(z) = 13/40*z^3 - 221/45*z + 1
*
-4 | 0.14597711680164034759977013480330145823 | 0.026865032238704075191980028034610391533
f(z) = 13/42*z^3 - 229/42*z + 1
*
0 | 0.12411364669750174920297854835294044976 | 0.022953523938816332132742644743127679502
f(z) = 13/42*z^3 - 223/42*z + 1
*
0 | 0.14535950938487016264710152487020474633 | 0.026666388546532047656380671432411883961
f(z) = 13/44*z^3 - 233/44*z + 1
*
0 | 0.11294310947482927873985266181061663686 | 0.020639167214119746491275372160628453296
f(z) = 13/45*z^3 - 238/45*z + 1
*
0 | 0.097503514924927572727300400095110616539 | 0.017804101862512854680491408178025837186
f(z) = 14/45*z^3 - 239/45*z + 1
*
0 | 0.15672892782093868883577747115153771924 | 0.028707111082865310261473074019968853678
f(z) = 15/44*z^3 - 235/44*z + 1
*
[ -14/3 ] 
f(z) = 15/49*z^3 - 229/42*z + 1
*
-4 | 0.15678431136679569611680536184513519658 | 0.028900600164346706807307471264213730281
f(z) = 15/52*z^3 - 227/52*z + 1
*
1/4 | 0.071168786628247315582616775946777183943 | 0.013129476451642101934763180943461368233
f(z) = 16/45*z^3 - 226/45*z + 1
*
[ -17/4 ] 
f(z) = 16/51*z^3 - 226/51*z + 1
*
1/4 | 0.15591353784563045664033968300289676156 | 0.028882704443456965576238571716657844799
f(z) = 16/55*z^3 - 221/55*z + 1
*
0 | 0.11623229220085643802479488720617828503 | 0.021425504719178713631173060008577857293
f(z) = 17/42*z^3 - 227/42*z + 1
*
[ 4 ] 
f(z) = 17/44*z^3 - 239/44*z + 1
*
0 | 0.15520066893875080177588304298052963494 | 0.028383131299381104519797572411818146828
f(z) = 17/44*z^3 - 237/44*z + 1
*
[ 4 ] 
f(z) = 17/52*z^3 - 233/52*z + 1
*
-11/3 | 0.14543740353105650909071781740171616694 | 0.026808984979105401406942199955229460542
f(z) = 18/55*z^3 - 227/55*z + 1
*
0 | 0.15571593564111516909210947020350387666 | 0.028657324673448544021848259847264086665
f(z) = 19/42*z^3 - 229/42*z + 1
*
3 | 0.14606867721244246310875782637995884841 | 0.026754536005347302081823791249925866857
f(z) = 19/48*z^3 - 235/48*z + 1
*
[ -4 ] 
f(z) = 19/52*z^3 - 239/52*z + 1
*
-9/2 | 0.18548040839547737080102707658353849593 | 0.028432380912593123050667434882485750819
f(z) = 1/54*z^3 - 227/72*z + 1
*
-20/3 | 0.12087079712975953398219323959793892526 | 0.019756272778480079963407879160289991550
f(z) = 3/40*z^3 - 227/60*z + 1
*
-2 | 0.083051245843307506155828611369437869620 | 0.013461342934640734270638812147172633581
f(z) = 3/52*z^3 - 239/78*z + 1
*
-3/4 | 0.10211555923852095171419690755212195290 | 0.015696118760589213705629594975856365665
f(z) = 4/45*z^3 - 223/60*z + 1
*
-4/5 | 0.19888909522803798234555834700094460682 | 0.029162553957821943732147007158476853741
f(z) = 5/48*z^3 - 229/60*z + 1
*
2 | 0.11610620864702232562807528714668008215 | 0.015418168393027727925572606509531116267
f(z) = 9/56*z^3 - 233/63*z + 1
*
[ 2/9 ] 
f(z) = 9/56*z^3 - 221/63*z + 1
*
7/2 | 0.12335626602375176262939835539079356899 | 0.016776131064116419741101381349850932130
f(z) = 10/49*z^3 - 223/70*z + 1
*
2 | 0.16573020832026130839900883817692817808 | 0.022020498081220541884221912853985564202
f(z) = 13/40*z^3 - 232/65*z + 1
*
24/13 | 0.20353185470211185422250977358178064621 | 0.026611513474335936818724722960456123534
f(z) = 13/54*z^3 - 233/78*z + 1
*
35/3 | 0.14098771136127286447765266481557170051 | 0.020042640918577603455109889828137588592
f(z) = 1/50*z^3 - 227/90*z + 1
*
14/3 | 0.21621460988127807117700563579731403172 | 0.029196507528284022390583955070923522897
f(z) = 3/49*z^3 - 235/84*z + 1
*
-20/3 | 0.15156137033141077178521092828954297955 | 0.024881572808723100883443299899406936691
f(z) = 3/56*z^3 - 221/84*z + 1
*
0 | 0.11698560777661165757930305496941700928 | 0.021461159882313357678645045263245973339
f(z) = 4/45*z^3 - 233/90*z + 1
*
-4 | 0.14661950187851363029239075783449856287 | 0.027115747025532613957625284632990535434
f(z) = 5/42*z^3 - 223/84*z + 1
*
-30/7 | 0.18287289178499298323469533380017294820 | 0.026647143043937252434363066027120380316
f(z) = 7/48*z^3 - 239/84*z + 1
*
[ -4 ] 
f(z) = 11/46*z^3 - 237/92*z + 1
*
7/4 | 0.13124060890712753537665423867504726279 | 0.017848381172112374267505532614454001913
f(z) = 12/49*z^3 - 223/84*z + 1
*
[ -10/3 ] 
f(z) = 17/50*z^3 - 223/90*z + 1
*
-10 | 0.18103063298196746573642324024382525903 | 0.029342310371154063264766622018570099644
f(z) = 1/44*z^3 - 239/110*z + 1
*
34/3 | 0.14241270408660681184753178997143851727 | 0.020802688139647479685883003996641032253
f(z) = 1/48*z^3 - 235/108*z + 1
*
[ -19/2 ] 
f(z) = 2/57*z^3 - 235/114*z + 1
*
4 | 0.15772650249325217069358191751637261961 | 0.029218552906696500594756888747672673121
f(z) = 3/50*z^3 - 221/100*z + 1
*
2 | 0.13135662333893967639689363119363428250 | 0.021319948588063537629986694558429277134
f(z) = 5/44*z^3 - 237/110*z + 1
*
[ -6 ] 
f(z) = 5/57*z^3 - 227/114*z + 1
*
[ -11/2 ] 
f(z) = 6/55*z^3 - 233/110*z + 1
*
[ -19/4 ] 
f(z) = 8/57*z^3 - 223/114*z + 1
*
4/3 | 0.14811761915294381027894933829619717215 | 0.021663069967108931855509232014168241939
f(z) = 11/48*z^3 - 233/108*z + 1
*
[ -4 ] 
f(z) = 11/50*z^3 - 227/100*z + 1
*
-14/5 | 0.082031768830509036053216075051708713561 | 0.011096399307632837904408122592904256757
f(z) = 15/49*z^3 - 232/105*z + 1
*
[ 10/3 ] 
f(z) = 15/56*z^3 - 239/105*z + 1
*
3 | 0.15949080317075115345738307075111195101 | 0.029258792527215261232110938603753706274
f(z) = 16/55*z^3 - 233/110*z + 1
*
-1 | 0.15033114924336491440880506597233870352 | 0.027666330582431737458383752860578064210
f(z) = 3/44*z^3 - 229/132*z + 1
*
-5/6 | 0.20021986621366378574012239879853247131 | 0.028571814697178092839278920340116311625
f(z) = 3/50*z^3 - 221/120*z + 1
*
24/5 | 0.15513760728847602046688899328344471539 | 0.025249498717424904729743771540213305855
f(z) = 5/48*z^3 - 233/120*z + 1
*
8/5 | 0.13249438171585980976920873301436036639 | 0.021656142004131064794958944425417888957
f(z) = 5/48*z^3 - 227/120*z + 1
*
[ 26/5 ] 
f(z) = 5/52*z^3 - 233/130*z + 1
*
3 | 0.14008671441197977002521890795799998792 | 0.025780986646049975525412241028047036308
f(z) = 7/40*z^3 - 229/120*z + 1
*
-3 | 0.15238679179948904295211404102267239402 | 0.023359444525553139880305689569488352715
f(z) = 8/45*z^3 - 227/120*z + 1
*
0 | 0.13385335696242104796913744290061064632 | 0.024673657182294935676864048383999537212
f(z) = 9/40*z^3 - 227/120*z + 1
*
[ 3 ] 
f(z) = 12/43*z^3 - 238/129*z + 1
*
[ -3 ] 
f(z) = 15/43*z^3 - 233/129*z + 1
*
[ -3 ] 
f(z) = 15/44*z^3 - 229/132*z + 1
*
[ -3 ] 
f(z) = 15/46*z^3 - 221/138*z + 1
*
[ 7/19 ] 
f(z) = 19/49*z^3 - 235/133*z + 1
*
-9 | 0.12739547786037850140390167458387003073 | 0.023483253753464693023910995764609077455
f(z) = 1/48*z^3 - 227/144*z + 1
*
-6 | 0.15990761930736521716412699156856340619 | 0.029335257982405989301538562948417886474
f(z) = 1/50*z^3 - 233/150*z + 1
*
3 | 0.15990761930736521716412699156856340619 | 0.029476330434764857823989207868791682002
f(z) = 1/50*z^3 - 227/150*z + 1
*
2/3 | 0.11921930889904130350129910592231554014 | 0.021940634581794767961762352487539250889
f(z) = 3/50*z^3 - 229/150*z + 1
*
[ -28/5 ] 
f(z) = 5/56*z^3 - 227/140*z + 1
*
[ 3 ] 
f(z) = 12/47*z^3 - 230/141*z + 1
*
[ 3 ] 
f(z) = 12/49*z^3 - 226/147*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.020815219285286117965080854354746032884
f(z) = 13/48*z^3 - 235/156*z + 1
*
[ -3 ] 
f(z) = 16/49*z^3 - 236/147*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.023058121371910732298873113548255142670
f(z) = 1/42*z^3 - 235/168*z + 1
*
-7/12 | 0.21622696732677269693862640012244085792 | 0.029406304684773013466976815977411721400
f(z) = 6/49*z^3 - 223/168*z + 1
*
[ -4 ] 
f(z) = 7/43*z^3 - 233/172*z + 1
*
[ 5/12 ] 
f(z) = 9/50*z^3 - 229/160*z + 1
*
[ 30/11 ] 
f(z) = 11/40*z^3 - 233/165*z + 1
*
-30/11 | 0.15009111936213737286552408921773628182 | 0.023070412109432831325659926553695846098
f(z) = 11/45*z^3 - 223/165*z + 1
*
5/6 | 0.13381868537223466051600410328969800404 | 0.024748369578075952606439261040813812564
f(z) = 12/55*z^3 - 223/165*z + 1
*
[ 5/2 ] 
f(z) = 13/40*z^3 - 229/160*z + 1
*
[ 3 ] 
f(z) = 13/56*z^3 - 239/168*z + 1
*
[ 3 ] 
f(z) = 13/58*z^3 - 235/174*z + 1
*
[ 3 ] 
f(z) = 13/59*z^3 - 233/177*z + 1
*
[ -3 ] 
f(z) = 17/55*z^3 - 239/165*z + 1
*
[ -3 ] 
f(z) = 17/56*z^3 - 235/168*z + 1
*
[ -3 ] 
f(z) = 17/58*z^3 - 227/174*z + 1
*
[ -3 ] 
f(z) = 17/59*z^3 - 223/177*z + 1
*
[ -14/5 ] 
f(z) = 19/56*z^3 - 228/175*z + 1
*
-9/2 | 0.15187374213875852248723870797530714447 | 0.028134339503338339444867339101293460158
f(z) = 1/45*z^3 - 221/180*z + 1
*
[ 4 ] 
f(z) = 6/49*z^3 - 237/196*z + 1
*
[ -4 ] 
f(z) = 7/45*z^3 - 223/180*z + 1
*
[ 4/9 ] 
f(z) = 9/40*z^3 - 233/180*z + 1
*
[ 30/13 ] 
f(z) = 13/40*z^3 - 227/195*z + 1
*
[ -5/2 ] 
f(z) = 19/45*z^3 - 223/180*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.028213449539065618120617549807355901811
f(z) = 19/48*z^3 - 235/192*z + 1
*
[ 1/2 ] 
f(z) = 5/54*z^3 - 221/216*z + 1
*
[ 4 ] 
f(z) = 6/53*z^3 - 225/212*z + 1
*
[ 1/2 ] 
f(z) = 7/54*z^3 - 223/216*z + 1
*
[ 1/2 ] 
f(z) = 9/53*z^3 - 221/212*z + 1
*
[ 1/2 ] 
f(z) = 11/53*z^3 - 223/212*z + 1
*
[ 1/2 ] 
f(z) = 11/54*z^3 - 227/216*z + 1
*
[ 1/2 ] 
f(z) = 13/53*z^3 - 225/212*z + 1
*
[ 1/2 ] 
f(z) = 13/54*z^3 - 229/216*z + 1
*
[ 1/2 ] 
f(z) = 15/52*z^3 - 223/208*z + 1
*
[ 1/2 ] 
f(z) = 15/53*z^3 - 227/212*z + 1
*
[ 1/2 ] 
f(z) = 17/52*z^3 - 225/208*z + 1
*
[ 1/2 ] 
f(z) = 17/53*z^3 - 229/212*z + 1
*
[ 1/2 ] 
f(z) = 17/54*z^3 - 233/216*z + 1
*
[ 1/2 ] 
f(z) = 19/51*z^3 - 223/204*z + 1
*
[ 1/2 ] 
f(z) = 19/52*z^3 - 227/208*z + 1
*
[ 1/2 ] 
f(z) = 19/53*z^3 - 231/212*z + 1
*
[ 1/2 ] 
f(z) = 19/54*z^3 - 235/216*z + 1
*
[ 1/2 ] 
f(z) = 1/55*z^3 - 221/220*z + 1
*
[ 1/2 ] 
f(z) = 1/56*z^3 - 225/224*z + 1
*
[ 1/2 ] 
f(z) = 1/57*z^3 - 229/228*z + 1
*
[ 1/2 ] 
f(z) = 1/58*z^3 - 233/232*z + 1
*
[ 1/2 ] 
f(z) = 1/59*z^3 - 237/236*z + 1
*
[ 1/2 ] 
f(z) = 3/55*z^3 - 223/220*z + 1
*
[ 1/2 ] 
f(z) = 3/56*z^3 - 227/224*z + 1
*
[ 1/2 ] 
f(z) = 3/58*z^3 - 235/232*z + 1
*
[ 1/2 ] 
f(z) = 3/59*z^3 - 239/236*z + 1
*
11/4 | 0.14315251025166691571095203680634619222 | 0.026518746871304566822745556673716858734
f(z) = 4/55*z^3 - 221/220*z + 1
*
11/5 | 0.15364274988623343369810703990901810196 | 0.028462045029327308844748619159548980726
f(z) = 5/44*z^3 - 221/220*z + 1
*
[ 1/2 ] 
f(z) = 5/56*z^3 - 229/224*z + 1
*
[ 1/2 ] 
f(z) = 5/57*z^3 - 233/228*z + 1
*
[ 1/2 ] 
f(z) = 5/58*z^3 - 237/232*z + 1
*
[ 1/2 ] 
f(z) = 7/55*z^3 - 227/220*z + 1
*
[ 1/2 ] 
f(z) = 7/57*z^3 - 235/228*z + 1
*
[ 1/2 ] 
f(z) = 7/58*z^3 - 239/232*z + 1
*
[ -4 ] 
f(z) = 8/55*z^3 - 237/220*z + 1
*
[ -4 ] 
f(z) = 8/57*z^3 - 227/228*z + 1
*
[ 1/2 ] 
f(z) = 9/55*z^3 - 229/220*z + 1
*
-11/6 | 0.054341574222097636301250422807637699636 | 0.010066679577260408438975602264982478179
f(z) = 9/55*z^3 - 221/220*z + 1
*
[ 1/2 ] 
f(z) = 9/56*z^3 - 233/224*z + 1
*
2/11 | 0.15649487773093068468680243199093631412 | 0.025470401945822855285635622742857132253
f(z) = 11/42*z^3 - 233/231*z + 1
*
[ 1/2 ] 
f(z) = 11/56*z^3 - 235/224*z + 1
*
[ 1/2 ] 
f(z) = 11/57*z^3 - 239/228*z + 1
*
[ 5/2 ] 
f(z) = 12/47*z^3 - 234/235*z + 1
*
[ 11/4 ] 
f(z) = 12/55*z^3 - 223/220*z + 1
*
[ 1/2 ] 
f(z) = 13/55*z^3 - 233/220*z + 1
*
[ 1/2 ] 
f(z) = 13/56*z^3 - 237/224*z + 1
*
[ 1/2 ] 
f(z) = 15/56*z^3 - 239/224*z + 1
*
[ 19/8 ] 
f(z) = 16/57*z^3 - 229/228*z + 1
*
[ 1/2 ] 
f(z) = 17/55*z^3 - 237/220*z + 1
*
[ 1/2 ] 
f(z) = 19/55*z^3 - 239/220*z + 1
*
[ 28/3 ] 
f(z) = 1/49*z^3 - 223/252*z + 1
*
[ 6 ] 
f(z) = 2/41*z^3 - 227/246*z + 1
*
[ -16/3 ] 
f(z) = 3/40*z^3 - 227/240*z + 1
*
[ -15/4 ] 
f(z) = 7/45*z^3 - 221/240*z + 1
*
[ 28/9 ] 
f(z) = 9/56*z^3 - 221/252*z + 1
*
[ 5/2 ] 
f(z) = 12/49*z^3 - 228/245*z + 1
*
-10/7 | 0.19258447114899609765814865029424650314 | 0.025404577076473978232915779355090465011
f(z) = 13/40*z^3 - 236/245*z + 1
*
[ 30/17 ] 
f(z) = 17/40*z^3 - 227/255*z + 1
*
[ 6/11 ] 
f(z) = 19/54*z^3 - 227/242*z + 1
*
8/3 | 0.14709393920885061147036667684501003416 | 0.026380072071649750947606341895081296286
f(z) = 3/44*z^3 - 227/264*z + 1
*
[ 5/9 ] 
f(z) = 3/50*z^3 - 221/270*z + 1
*
[ 10 ] 
f(z) = 1/58*z^3 - 239/290*z + 1
*
-7/3 | 0.078710214026206335230049349105498974139 | 0.013968616322770295349696206366524740121
f(z) = 9/40*z^3 - 223/280*z + 1
*
-7/5 | 0.13943435281933115226935243599694869165 | 0.024745263379649035343677608973223603799
f(z) = 15/56*z^3 - 227/280*z + 1
*
[ 30/19 ] 
f(z) = 19/40*z^3 - 233/285*z + 1
*
[ 14 ] 
f(z) = 4/49*z^3 - 211/14*z + 1
*
[ -14 ] 
f(z) = 4/49*z^3 - 209/14*z + 1
*
[ -12 ] 
f(z) = 7/54*z^3 - 211/12*z + 1
*
[ 14 ] 
f(z) = 9/56*z^3 - 214/7*z + 1
*
[ -14 ] 
f(z) = 9/56*z^3 - 213/7*z + 1
*
[ 10 ] 
f(z) = 11/50*z^3 - 211/10*z + 1
*
[ -10 ] 
f(z) = 11/50*z^3 - 209/10*z + 1
*
-6/13 | 0.27700674598944889682107977802465019326 | 0.029625514765631653871753934756068609178
f(z) = 13/54*z^3 - 213/13*z + 1
*
[ 6 ] 
f(z) = 17/40*z^3 - 217/15*z + 1
*
[ -6 ] 
f(z) = 17/40*z^3 - 212/15*z + 1
*
[ 10 ] 
f(z) = 17/40*z^3 - 208/5*z + 1
*
[ -10 ] 
f(z) = 17/40*z^3 - 207/5*z + 1
*
14 | 0.13066381589738859895210576759666036381 | 0.017605465259308634275336045956822415735
f(z) = 1/40*z^3 - 209/35*z + 1
*
[ -22 ] 
f(z) = 1/44*z^3 - 219/22*z + 1
*
-2 | 0.16853341753276996491684987267035340342 | 0.027879779880664297413702212261570865734
f(z) = 1/44*z^3 - 211/22*z + 1
*
[ 18 ] 
f(z) = 1/48*z^3 - 209/36*z + 1
*
[ -18 ] 
f(z) = 1/48*z^3 - 205/36*z + 1
*
42/5 | 0.17059988959928142301466519921988544257 | 0.022856556618813882629038124347637620242
f(z) = 5/56*z^3 - 218/35*z + 1
*
[ 8 ] 
f(z) = 7/48*z^3 - 203/24*z + 1
*
14/3 | 0.20552723933930016300653273713764219321 | 0.027604528258365206594973194469359879838
f(z) = 9/40*z^3 - 214/35*z + 1
*
[ -22/3 ] 
f(z) = 9/44*z^3 - 217/22*z + 1
*
-6 | 0.20074179188048356076662870098529046059 | 0.024397665487678627141059511544990226500
f(z) = 11/54*z^3 - 208/33*z + 1
*
6 | 0.21817551632336408115379694048338022455 | 0.029454051365313699832584339607508338617
f(z) = 15/56*z^3 - 206/21*z + 1
*
[ 6 ] 
f(z) = 17/56*z^3 - 212/21*z + 1
*
[ -6 ] 
f(z) = 17/56*z^3 - 205/21*z + 1
*
[ 3/19 ] 
f(z) = 19/54*z^3 - 203/38*z + 1
*
0 | 0.12643638142860929699267357104454751308 | 0.023841054516113609206597967355590723299
f(z) = 1/40*z^3 - 201/40*z + 1
*
-14 | 0.093725868446970805986155329460395315628 | 0.017607682272679383747546208669352944779
f(z) = 1/42*z^3 - 205/42*z + 1
*
[ 16 ] 
f(z) = 1/48*z^3 - 211/48*z + 1
*
[ -16 ] 
f(z) = 1/48*z^3 - 205/48*z + 1
*
0 | 0.14482590179799059307552547504145616696 | 0.027109105302560640915819824978795955465
f(z) = 1/52*z^3 - 209/52*z + 1
*
0 | 0.14285254650516124605988608881130115879 | 0.026553024550022564405044771131986933911
f(z) = 1/54*z^3 - 217/54*z + 1
*
9 | 0.091721762411023743687176136977469405245 | 0.017123174669046086025019699126082199785
f(z) = 2/45*z^3 - 212/45*z + 1
*
0 | 0.12649198627070125815313411410436567628 | 0.023807092510558665707541049369231800234
f(z) = 3/40*z^3 - 203/40*z + 1
*
-8 | 0.12979628301760429625766058334989128129 | 0.024428995135816750107674116670597477505
f(z) = 3/44*z^3 - 203/44*z + 1
*
7 | 0.11826885744478334413873719621673501996 | 0.022098653307905782579873572338917583670
f(z) = 3/56*z^3 - 211/56*z + 1
*
3 | 0.14671971937262430330220085256464519270 | 0.027665714477337370254158791620051561053
f(z) = 4/55*z^3 - 201/55*z + 1
*
[ 7 ] 
f(z) = 5/42*z^3 - 209/42*z + 1
*
-15/2 | 0.20364982680809740730047117290404403973 | 0.023549607938338931693555111999700964192
f(z) = 5/54*z^3 - 211/40*z + 1
*
-5 | 0.10188836955284546009531610772262219878 | 0.018938719989851421240012750659089442176
f(z) = 9/40*z^3 - 217/40*z + 1
*
0 | 0.10811099935612087565488776951439077197 | 0.020236659530683551730849307167343789018
f(z) = 9/40*z^3 - 209/40*z + 1
*
-5 | 0.14978146049661723049514684606606151344 | 0.027913181139332261085362859671551524348
f(z) = 9/55*z^3 - 214/55*z + 1
*
0 | 0.099249326289953123691189116445907231949 | 0.018544835048811363747595227975774481371
f(z) = 11/40*z^3 - 211/40*z + 1
*
0 | 0.11962230130097151598861947777597115493 | 0.022514147159516834128005439066437684026
f(z) = 11/48*z^3 - 203/48*z + 1
*
0 | 0.086302245825280491730615140135542388622 | 0.016097284601884902832442702568701183810
f(z) = 13/40*z^3 - 213/40*z + 1
*
0 | 0.11661927678031271217781240882160378696 | 0.021908521163281552749214832441343321041
f(z) = 13/48*z^3 - 205/48*z + 1
*
[ 4 ] 
f(z) = 15/44*z^3 - 207/44*z + 1
*
[ 4 ] 
f(z) = 15/52*z^3 - 201/52*z + 1
*
0 | 0.12035309674597995767856714230463241446 | 0.022370890899391737154364945056787774803
f(z) = 17/40*z^3 - 217/40*z + 1
*
[ -4 ] 
f(z) = 17/44*z^3 - 217/44*z + 1
*
0 | 0.10263045056144943371695048261697442089 | 0.019210787966646577031979811832915993295
f(z) = 17/48*z^3 - 209/48*z + 1
*
[ -4 ] 
f(z) = 17/52*z^3 - 207/52*z + 1
*
[ 11/3 ] 
f(z) = 18/55*z^3 - 202/55*z + 1
*
0 | 0.13204467546067466644381133886806412730 | 0.024502304307827578160750676947520825350
f(z) = 19/40*z^3 - 219/40*z + 1
*
[ 10/3 ] 
f(z) = 19/40*z^3 - 206/45*z + 1
*
0 | 0.077355519066659470142491352542808903381 | 0.014453955455731887992306529653595658530
f(z) = 19/48*z^3 - 211/48*z + 1
*
-20/3 | 0.10118199393631874205338602096495193471 | 0.016845828283435116156590846223321355282
f(z) = 3/40*z^3 - 203/60*z + 1
*
-2 | 0.12215605824885190768528162413927713756 | 0.020099251215803519486710775661469580660
f(z) = 3/50*z^3 - 218/75*z + 1
*
[ 6 ] 
f(z) = 5/44*z^3 - 215/66*z + 1
*
[ 6 ] 
f(z) = 5/52*z^3 - 205/78*z + 1
*
21/5 | 0.24610560152295759719775124568640423906 | 0.028459098238055929437625647338633448936
f(z) = 5/54*z^3 - 211/70*z + 1
*
-14/3 | 0.21476471669431781896744293839630351011 | 0.028955818629352709086000933664701909813
f(z) = 5/56*z^3 - 208/63*z + 1
*
[ -9/2 ] 
f(z) = 11/54*z^3 - 209/72*z + 1
*
[ 14/3 ] 
f(z) = 11/56*z^3 - 220/63*z + 1
*
2/3 | 0.16879012967079087510108859498243859599 | 0.028056137030711131053602658692828863070
f(z) = 15/52*z^3 - 205/78*z + 1
*
[ 12 ] 
f(z) = 1/42*z^3 - 211/84*z + 1
*
10 | 0.14221156450579638267587165231774599372 | 0.026619742943544503755985472181104400158
f(z) = 1/45*z^3 - 209/90*z + 1
*
11/2 | 0.082483207069799499230699004009313962174 | 0.015412069044555581744252552328337229606
f(z) = 2/45*z^3 - 211/90*z + 1
*
-35/6 | 0.21621457667905202901793630713911090656 | 0.029627492722207067993009868807427961800
f(z) = 3/49*z^3 - 211/84*z + 1
*
[ 4 ] 
f(z) = 9/46*z^3 - 219/92*z + 1
*
3/2 | 0.15221035363552120703457035940101316003 | 0.017680287620255867794335624094531725392
f(z) = 11/54*z^3 - 203/88*z + 1
*
7/3 | 0.11782834012797552423873029909070968374 | 0.016145804520817747971343245604966536469
f(z) = 12/49*z^3 - 211/84*z + 1
*
-2 | 0.080628691917135380059130721748604923498 | 0.015203480341967398537350364918945647040
f(z) = 19/49*z^3 - 201/98*z + 1
*
10 | 0.15949107577884849038700233889446236856 | 0.029801065686182156778856780317075367486
f(z) = 1/55*z^3 - 211/110*z + 1
*
[ 6 ] 
f(z) = 4/51*z^3 - 203/102*z + 1
*
4/3 | 0.19375693968363979773028972489426641120 | 0.028795903418841395634876852019903357546
f(z) = 5/48*z^3 - 209/108*z + 1
*
6/5 | 0.21710804590029806668442600744028348041 | 0.029309941113156260420427950595910419171
f(z) = 5/56*z^3 - 206/105*z + 1
*
[ -30/7 ] 
f(z) = 7/40*z^3 - 208/105*z + 1
*
4/3 | 0.15952744928561780714178443494571448191 | 0.023577139994417935102192671690633068629
f(z) = 7/48*z^3 - 217/108*z + 1
*
[ 17/4 ] 
f(z) = 8/51*z^3 - 211/102*z + 1
*
-9/2 | 0.15740177495287733862493312041790826388 | 0.029570069485076311777912906107610730218
f(z) = 8/51*z^3 - 205/102*z + 1
*
[ 4 ] 
f(z) = 9/50*z^3 - 213/100*z + 1
*
4/3 | 0.15772579984104143382693951291257926412 | 0.029576995516851850981680428309320294776
f(z) = 9/50*z^3 - 207/100*z + 1
*
[ 4 ] 
f(z) = 9/58*z^3 - 201/116*z + 1
*
3/2 | 0.15740242709223105798917996741703089290 | 0.029307956758185290647856319106566036845
f(z) = 10/51*z^3 - 215/102*z + 1
*
1/2 | 0.15740312145556602742028485918023812323 | 0.029463360776738387709311944177168580172
f(z) = 10/51*z^3 - 209/102*z + 1
*
[ -4 ] 
f(z) = 11/54*z^3 - 217/108*z + 1
*
[ -4 ] 
f(z) = 11/58*z^3 - 207/116*z + 1
*
1/2 | 0.15740074133645644890275192321517369642 | 0.029410484622510658495894884101026768666
f(z) = 14/51*z^3 - 211/102*z + 1
*
7/5 | 0.21731766260316792713086812847535634730 | 0.029837194660785906581451246162170872669
f(z) = 15/49*z^3 - 208/105*z + 1
*
14/15 | 0.12094369251190727943346481994574264635 | 0.016264556225294332822350546088580877262
f(z) = 15/56*z^3 - 212/105*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014211872286173337098389371534941008824
f(z) = 18/59*z^3 - 203/118*z + 1
*
-2 | 0.061024824042106234042234259468660134216 | 0.011485499392047244713574087357453382119
f(z) = 19/51*z^3 - 203/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.015420090746820394829838921562052160478
f(z) = 19/53*z^3 - 205/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015520647086179125143455841473934408472
f(z) = 19/55*z^3 - 207/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015708063100286994408460165276065000583
f(z) = 19/59*z^3 - 211/118*z + 1
*
5/3 | 0.099397126941161432620664977764481885070 | 0.018475654907383897155993118199258731893
f(z) = 3/40*z^3 - 217/120*z + 1
*
-11/3 | 0.13321874193948224756522731219904256437 | 0.024762320391078140892568875945598651756
f(z) = 3/44*z^3 - 217/132*z + 1
*
[ 6 ] 
f(z) = 3/46*z^3 - 209/138*z + 1
*
[ 3/8 ] 
f(z) = 5/54*z^3 - 215/128*z + 1
*
[ 3/8 ] 
f(z) = 8/45*z^3 - 203/120*z + 1
*
-3 | 0.10324044847062129779279602521800265479 | 0.019430914005189809286817687994603117344
f(z) = 9/40*z^3 - 203/120*z + 1
*
[ 3 ] 
f(z) = 11/40*z^3 - 217/120*z + 1
*
[ 3 ] 
f(z) = 11/41*z^3 - 215/123*z + 1
*
[ 3 ] 
f(z) = 11/43*z^3 - 211/129*z + 1
*
[ 3 ] 
f(z) = 11/46*z^3 - 205/138*z + 1
*
[ 3/8 ] 
f(z) = 11/54*z^3 - 217/128*z + 1
*
[ 5/13 ] 
f(z) = 13/50*z^3 - 213/130*z + 1
*
[ -3 ] 
f(z) = 14/41*z^3 - 214/123*z + 1
*
[ -3 ] 
f(z) = 14/43*z^3 - 206/129*z + 1
*
[ 2/5 ] 
f(z) = 15/52*z^3 - 201/130*z + 1
*
[ 3/8 ] 
f(z) = 17/54*z^3 - 219/128*z + 1
*
[ 7/18 ] 
f(z) = 18/49*z^3 - 205/126*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026487405810259868498859458852734419307
f(z) = 3/52*z^3 - 217/156*z + 1
*
[ 3 ] 
f(z) = 11/47*z^3 - 203/141*z + 1
*
[ 3 ] 
f(z) = 12/53*z^3 - 218/159*z + 1
*
[ -3 ] 
f(z) = 15/47*z^3 - 217/141*z + 1
*
[ -3 ] 
f(z) = 15/49*z^3 - 209/147*z + 1
*
[ -3 ] 
f(z) = 16/53*z^3 - 220/159*z + 1
*
[ 11/2 ] 
f(z) = 3/44*z^3 - 219/176*z + 1
*
6 | 0.10421607364546579043495142915952974064 | 0.019421643584264399423660897833088391828
f(z) = 3/55*z^3 - 214/165*z + 1
*
[ 7/15 ] 
f(z) = 9/49*z^3 - 207/175*z + 1
*
[ 3 ] 
f(z) = 12/55*z^3 - 214/165*z + 1
*
11/6 | 0.13432027092531009221098641231028920502 | 0.025097875835895561548366045021968357774
f(z) = 12/55*z^3 - 211/165*z + 1
*
[ 3 ] 
f(z) = 12/59*z^3 - 206/177*z + 1
*
[ 14/5 ] 
f(z) = 13/56*z^3 - 206/175*z + 1
*
[ 8/3 ] 
f(z) = 15/56*z^3 - 215/168*z + 1
*
[ -3 ] 
f(z) = 16/55*z^3 - 212/165*z + 1
*
[ -5/2 ] 
f(z) = 17/40*z^3 - 201/160*z + 1
*
-3/2 | 0.13805795710665198177075403387678304612 | 0.025842253703215375811553285430999293974
f(z) = 17/42*z^3 - 209/168*z + 1
*
[ 7/15 ] 
f(z) = 18/49*z^3 - 214/175*z + 1
*
-4 | 0.12829783903431727566798857610235541757 | 0.023972578464255179883074737892940526911
f(z) = 4/45*z^3 - 211/180*z + 1
*
[ 1/2 ] 
f(z) = 5/49*z^3 - 201/196*z + 1
*
[ -4 ] 
f(z) = 7/47*z^3 - 213/188*z + 1
*
[ 26/7 ] 
f(z) = 7/52*z^3 - 205/182*z + 1
*
[ 1/2 ] 
f(z) = 9/49*z^3 - 205/196*z + 1
*
[ 1/2 ] 
f(z) = 11/48*z^3 - 203/192*z + 1
*
[ 1/2 ] 
f(z) = 11/49*z^3 - 207/196*z + 1
*
[ 5/2 ] 
f(z) = 13/45*z^3 - 217/180*z + 1
*
[ 1/2 ] 
f(z) = 13/47*z^3 - 201/188*z + 1
*
[ 1/2 ] 
f(z) = 13/48*z^3 - 205/192*z + 1
*
[ 1/2 ] 
f(z) = 13/49*z^3 - 209/196*z + 1
*
[ -42/13 ] 
f(z) = 13/54*z^3 - 219/182*z + 1
*
[ 1/2 ] 
f(z) = 15/47*z^3 - 203/188*z + 1
*
[ 1/2 ] 
f(z) = 15/49*z^3 - 211/196*z + 1
*
[ 1/2 ] 
f(z) = 17/46*z^3 - 201/184*z + 1
*
[ 1/2 ] 
f(z) = 17/47*z^3 - 205/188*z + 1
*
[ 1/2 ] 
f(z) = 17/48*z^3 - 209/192*z + 1
*
[ 1/2 ] 
f(z) = 17/49*z^3 - 213/196*z + 1
*
[ 1/2 ] 
f(z) = 19/46*z^3 - 203/184*z + 1
*
[ 1/2 ] 
f(z) = 19/47*z^3 - 207/188*z + 1
*
[ 1/2 ] 
f(z) = 19/48*z^3 - 211/192*z + 1
*
[ 1/2 ] 
f(z) = 19/49*z^3 - 215/196*z + 1
*
[ 1/2 ] 
f(z) = 1/50*z^3 - 201/200*z + 1
*
[ 1/2 ] 
f(z) = 1/51*z^3 - 205/204*z + 1
*
[ 1/2 ] 
f(z) = 1/52*z^3 - 209/208*z + 1
*
[ 1/2 ] 
f(z) = 1/53*z^3 - 213/212*z + 1
*
[ 1/2 ] 
f(z) = 1/54*z^3 - 217/216*z + 1
*
[ 5 ] 
f(z) = 3/41*z^3 - 211/205*z + 1
*
[ 5 ] 
f(z) = 3/43*z^3 - 203/215*z + 1
*
[ 1/2 ] 
f(z) = 3/50*z^3 - 203/200*z + 1
*
[ 1/2 ] 
f(z) = 3/52*z^3 - 211/208*z + 1
*
[ 1/2 ] 
f(z) = 3/53*z^3 - 215/212*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.029570120332677125935354989810353791897
f(z) = 4/51*z^3 - 205/204*z + 1
*
[ 1/2 ] 
f(z) = 5/51*z^3 - 209/204*z + 1
*
[ 1/2 ] 
f(z) = 5/52*z^3 - 213/208*z + 1
*
[ 1/2 ] 
f(z) = 5/53*z^3 - 217/212*z + 1
*
[ 1/2 ] 
f(z) = 7/50*z^3 - 207/200*z + 1
*
[ 1/2 ] 
f(z) = 7/51*z^3 - 211/204*z + 1
*
[ 1/2 ] 
f(z) = 7/52*z^3 - 215/208*z + 1
*
[ 1/2 ] 
f(z) = 7/53*z^3 - 219/212*z + 1
*
[ 1/2 ] 
f(z) = 9/50*z^3 - 209/200*z + 1
*
[ 8/3 ] 
f(z) = 11/48*z^3 - 217/216*z + 1
*
[ 1/2 ] 
f(z) = 11/50*z^3 - 211/200*z + 1
*
[ 1/2 ] 
f(z) = 11/51*z^3 - 215/204*z + 1
*
[ 1/2 ] 
f(z) = 11/52*z^3 - 219/208*z + 1
*
[ 1/2 ] 
f(z) = 13/50*z^3 - 213/200*z + 1
*
[ 1/2 ] 
f(z) = 13/51*z^3 - 217/204*z + 1
*
[ -5/2 ] 
f(z) = 16/41*z^3 - 213/205*z + 1
*
-17/8 | 0.15740307923158477735342681441615352191 | 0.029570314511614407774748699364023095303
f(z) = 16/51*z^3 - 205/204*z + 1
*
[ 1/2 ] 
f(z) = 17/50*z^3 - 217/200*z + 1
*
[ 1/2 ] 
f(z) = 19/50*z^3 - 219/200*z + 1
*
[ -5 ] 
f(z) = 4/47*z^3 - 218/235*z + 1
*
0 | 0.13652930896592987713234808893298739535 | 0.025313076921350053196564775490509540506
f(z) = 5/44*z^3 - 201/220*z + 1
*
[ 4 ] 
f(z) = 6/55*z^3 - 219/220*z + 1
*
[ 4 ] 
f(z) = 6/59*z^3 - 207/236*z + 1
*
[ -4 ] 
f(z) = 8/59*z^3 - 217/236*z + 1
*
[ -10/3 ] 
f(z) = 9/46*z^3 - 201/230*z + 1
*
[ 6/11 ] 
f(z) = 11/56*z^3 - 206/231*z + 1
*
[ 6/11 ] 
f(z) = 1/54*z^3 - 203/242*z + 1
*
[ 6 ] 
f(z) = 2/43*z^3 - 217/258*z + 1
*
[ -5 ] 
f(z) = 4/49*z^3 - 206/245*z + 1
*
[ 6/11 ] 
f(z) = 7/54*z^3 - 211/242*z + 1
*
0 | 0.15776869696344183993489658698591585180 | 0.028471610432838778184591408278060663820
f(z) = 10/51*z^3 - 203/255*z + 1
*
[ 6/11 ] 
f(z) = 13/54*z^3 - 219/242*z + 1
*
[ -10 ] 
f(z) = 1/54*z^3 - 203/270*z + 1
*
[ 5/2 ] 
f(z) = 12/53*z^3 - 216/265*z + 1
*
0 | 0.14799172541883664991647875848408667397 | 0.026263931014496033151860058677934719703
f(z) = 7/40*z^3 - 209/280*z + 1
*
[ 3/5 ] 
f(z) = 10/57*z^3 - 208/285*z + 1
*
[ 7/4 ] 
f(z) = 16/41*z^3 - 220/287*z + 1
*
-12 | 0.12370239815772543556485968842744172262 | 0.018633898468220117113265832767955842486
f(z) = 5/48*z^3 - 191/12*z + 1
*
[ 15 ] 
f(z) = 5/54*z^3 - 199/10*z + 1
*
9 | 0.18653043519271294806687970013602695520 | 0.029370774961638515047285177512720224923
f(z) = 7/54*z^3 - 191/18*z + 1
*
-6 | 0.21404075726724048437664557125935367622 | 0.029256993654327290658953995898462653474
f(z) = 13/40*z^3 - 188/15*z + 1
*
-6 | 0.11519291847554871552105039519395136046 | 0.017493784026135034275146793310022647775
f(z) = 19/48*z^3 - 181/12*z + 1
*
[ 12 ] 
f(z) = 19/54*z^3 - 199/4*z + 1
*
[ 20 ] 
f(z) = 1/40*z^3 - 181/20*z + 1
*
[ -8 ] 
f(z) = 7/48*z^3 - 197/24*z + 1
*
6 | 0.14503446040927525475299318455937109455 | 0.022726205207687074531154600436272898994
f(z) = 8/45*z^3 - 197/30*z + 1
*
[ 20/3 ] 
f(z) = 9/40*z^3 - 183/20*z + 1
*
-6 | 0.19573526917953717588674632851034552102 | 0.026548488100913313067190400036307317217
f(z) = 15/56*z^3 - 199/21*z + 1
*
[ 6 ] 
f(z) = 15/56*z^3 - 185/21*z + 1
*
3/17 | 0.20235264481274125520591956744296266305 | 0.023643396055711566569150252740417512036
f(z) = 17/54*z^3 - 193/34*z + 1
*
14 | 0.11580332614170281255271442977091766884 | 0.021877320497545723850853102075409402268
f(z) = 1/42*z^3 - 199/42*z + 1
*
0 | 0.081170394725348742250407112052524179338 | 0.015423745615213482463831212498630299141
f(z) = 1/48*z^3 - 193/48*z + 1
*
-15 | 0.20452173976620075224580307288229094104 | 0.023839698333114581022836620328982783268
f(z) = 1/54*z^3 - 197/50*z + 1
*
-5 | 0.11708007941222412941922151466916622714 | 0.022247192065202559621029709992261766781
f(z) = 1/56*z^3 - 193/56*z + 1
*
[ 11 ] 
f(z) = 2/55*z^3 - 192/55*z + 1
*
8 | 0.076323707272451182526465051283840846748 | 0.014418914043255331133383139391206305888
f(z) = 3/56*z^3 - 199/56*z + 1
*
5 | 0.13808807601761208552130554714108677766 | 0.026397478265447117926962478478300630118
f(z) = 3/56*z^3 - 187/56*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.024114790187424223867626500740500518098
f(z) = 3/56*z^3 - 185/56*z + 1
*
11/2 | 0.13432935752003601479999314301582171575 | 0.025705294555464374052556530694035954850
f(z) = 4/55*z^3 - 186/55*z + 1
*
[ -7 ] 
f(z) = 5/42*z^3 - 197/42*z + 1
*
6 | 0.088630433099441429518575451648798322617 | 0.016942954083169854713407646345973069017
f(z) = 5/42*z^3 - 187/42*z + 1
*
0 | 0.11689375343772901170899373269906193201 | 0.022125543408800497228722705587991062907
f(z) = 5/48*z^3 - 197/48*z + 1
*
3/2 | 0.13743563689789953497386257527458654348 | 0.016117804103963860666755133708826779898
f(z) = 5/54*z^3 - 187/40*z + 1
*
[ 7 ] 
f(z) = 5/56*z^3 - 197/56*z + 1
*
[ -7 ] 
f(z) = 5/56*z^3 - 181/56*z + 1
*
35/6 | 0.20100124105835209308161724912920322735 | 0.027765612954770905353687526470356433693
f(z) = 6/49*z^3 - 199/42*z + 1
*
5 | 0.10548472322407669993024108470603560859 | 0.020248585009971078716577452641935472936
f(z) = 7/40*z^3 - 183/40*z + 1
*
0 | 0.12020198614469319592103585130758232683 | 0.022708306081909708824289477639434966130
f(z) = 7/48*z^3 - 199/48*z + 1
*
-3/14 | 0.12764067276917071064139198890941916561 | 0.014969096850185950135108660120795069405
f(z) = 7/54*z^3 - 187/56*z + 1
*
[ 11/2 ] 
f(z) = 8/55*z^3 - 197/55*z + 1
*
[ 5 ] 
f(z) = 9/40*z^3 - 193/40*z + 1
*
2 | 0.14980547308274473074357188557663631262 | 0.020403539268943945120802305087925596610
f(z) = 11/40*z^3 - 193/55*z + 1
*
[ 14/3 ] 
f(z) = 12/49*z^3 - 191/42*z + 1
*
0 | 0.14300928013705025565276622838499753327 | 0.027509735848060631425915977520666367610
f(z) = 13/42*z^3 - 181/42*z + 1
*
-4 | 0.14480458847599343067097466504730145230 | 0.027408480897363246027075593321184749053
f(z) = 13/44*z^3 - 197/44*z + 1
*
3 | 0.092082230973471419055248241446273134085 | 0.017713241042488302139839775521214998677
f(z) = 13/48*z^3 - 181/48*z + 1
*
[ -4 ] 
f(z) = 15/44*z^3 - 185/44*z + 1
*
1/4 | 0.10240103305775211459138083857649626237 | 0.019698199776179852150134332207512411698
f(z) = 16/45*z^3 - 181/45*z + 1
*
11/4 | 0.12510630508761833798866414221927246484 | 0.023702839586637033132070581086101587238
f(z) = 16/55*z^3 - 196/55*z + 1
*
[ 10/3 ] 
f(z) = 17/40*z^3 - 181/45*z + 1
*
0 | 0.10955108149005154919304774577002395317 | 0.020985366737603154501892588396027353842
f(z) = 17/42*z^3 - 185/42*z + 1
*
0 | 0.14346542324319425026681495111423596285 | 0.027260852927587592644623058235352002380
f(z) = 17/44*z^3 - 193/44*z + 1
*
-3 | 0.10460778867638230654952531440358256993 | 0.020038440325054432345834820936474147628
f(z) = 17/48*z^3 - 185/48*z + 1
*
1/3 | 0.14467800818562137446391514165678969315 | 0.027358302322078480499255993035284342940
f(z) = 18/49*z^3 - 198/49*z + 1
*
-3 | 0.14955377778740242246241227991460765736 | 0.028253384745358292267848406639379100099
f(z) = 19/42*z^3 - 199/42*z + 1
*
0 | 0.11650500723570982405503146091497925852 | 0.022271571050987490589787214752066261217
f(z) = 19/42*z^3 - 187/42*z + 1
*
0 | 0.13606842434124330599820875217983864840 | 0.025804747910562210952860465771206689274
f(z) = 19/44*z^3 - 195/44*z + 1
*
3 | 0.087540014067292031167432401883874378835 | 0.016734505145857393320336109623943339504
f(z) = 19/48*z^3 - 187/48*z + 1
*
[ 22/3 ] 
f(z) = 3/44*z^3 - 185/66*z + 1
*
2/3 | 0.16817126528661630537192894239054721513 | 0.028139456306853987272908034890392511908
f(z) = 3/52*z^3 - 197/78*z + 1
*
[ -6 ] 
f(z) = 5/44*z^3 - 193/66*z + 1
*
-6 | 0.18847456978555683451440309179859086119 | 0.028390848112318519329260447106350863892
f(z) = 5/48*z^3 - 191/60*z + 1
*
-7/2 | 0.091772511915439256749583748367356908572 | 0.012825636490757672331916843029623342960
f(z) = 10/49*z^3 - 183/70*z + 1
*
[ -14/3 ] 
f(z) = 11/56*z^3 - 193/63*z + 1
*
[ -12 ] 
f(z) = 1/42*z^3 - 197/84*z + 1
*
-10 | 0.14221190094244249435556948007260161037 | 0.027076256194706992693899336587864689006
f(z) = 1/45*z^3 - 191/90*z + 1
*
4 | 0.11118374597465999973798277812720208195 | 0.021004599141037929273740769671368122729
f(z) = 2/45*z^3 - 199/90*z + 1
*
7/2 | 0.073974345343377297556356945410446929622 | 0.010218559002779983750999929918958621768
f(z) = 3/49*z^3 - 199/84*z + 1
*
6/7 | 0.097280682318376229188035621312227299136 | 0.014653865925287165916606010163491688095
f(z) = 7/48*z^3 - 191/84*z + 1
*
5/4 | 0.098455945946747029816513272811462483104 | 0.018821239082958978392439500044894141861
f(z) = 8/45*z^3 - 187/90*z + 1
*
[ 10/3 ] 
f(z) = 13/50*z^3 - 197/90*z + 1
*
14/13 | 0.090376722469973062997181355166265006668 | 0.012249888291847344414812099561394578151
f(z) = 13/56*z^3 - 200/91*z + 1
*
4/3 | 0.085395331204712073098145942460360613708 | 0.014414524646619811092975072194199390105
f(z) = 15/56*z^3 - 187/84*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.012597488724391137067040718786676638150
f(z) = 17/45*z^3 - 181/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.015329036284556900913028398182953929912
f(z) = 17/47*z^3 - 183/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.015444946965775781224862293114215232938
f(z) = 17/49*z^3 - 185/98*z + 1
*
-2 | 0.069282210328915024382620855665932185798 | 0.013271549421226575618869250492673673208
f(z) = 18/41*z^3 - 185/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.013315056374333191698556830943202043089
f(z) = 18/43*z^3 - 187/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.013575013330402359900928375985590601193
f(z) = 18/47*z^3 - 191/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.013694782670772982348083878682358636253
f(z) = 18/49*z^3 - 193/98*z + 1
*
-2 | 0.078675748433992223319356656861661734694 | 0.014949720696054098987221373463708317173
f(z) = 19/41*z^3 - 193/82*z + 1
*
-2 | 0.078853068338016709351842553721372074803 | 0.014954120034004822119351312586458006207
f(z) = 19/43*z^3 - 195/86*z + 1
*
-2 | 0.065488924204064171206563116566730456703 | 0.012395684052052951391026579662467814565
f(z) = 19/45*z^3 - 197/90*z + 1
*
-2 | 0.079857205186664410012394862048165415334 | 0.015086455027804079486175840245684652079
f(z) = 19/47*z^3 - 199/94*z + 1
*
4/3 | 0.19375695928169188468823225200437135050 | 0.029140834637819979051570240367672554982
f(z) = 1/48*z^3 - 193/108*z + 1
*
8 | 0.13135662333893967639689363119363428250 | 0.025214890583266750462537136023674565349
f(z) = 1/55*z^3 - 183/110*z + 1
*
[ 17/2 ] 
f(z) = 2/51*z^3 - 199/102*z + 1
*
-9/2 | 0.13333970805936943548951415592076608636 | 0.025387046178393597667470836518305401677
f(z) = 2/55*z^3 - 191/110*z + 1
*
10/3 | 0.20622414127779082662531588722415020027 | 0.027971142777608647409035259454826542899
f(z) = 3/56*z^3 - 199/105*z + 1
*
[ 6 ] 
f(z) = 4/57*z^3 - 193/114*z + 1
*
-3 | 0.15873026534531221153654571262808616935 | 0.025076976965417177120807000962876635117
f(z) = 7/45*z^3 - 187/105*z + 1
*
-2 | 0.074474743502762126296800501369479364153 | 0.014326206796857137932960906174461214751
f(z) = 16/53*z^3 - 181/106*z + 1
*
-2 | 0.075160692978324146380471497150261941357 | 0.014427659614246040799099712389350187775
f(z) = 16/55*z^3 - 183/110*z + 1
*
-2 | 0.055477466940064323072070099385382989466 | 0.010627142823014742301460131403641586490
f(z) = 16/57*z^3 - 185/114*z + 1
*
-2 | 0.076460771842643563638866820530417139222 | 0.014616552138926654947397248653439038641
f(z) = 16/59*z^3 - 187/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.015659148884660707337641196806079085008
f(z) = 17/53*z^3 - 189/106*z + 1
*
[ 6/17 ] 
f(z) = 17/54*z^3 - 191/102*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015758365883645309784549458322366910396
f(z) = 17/55*z^3 - 191/110*z + 1
*
-2 | 0.063084020361846987647293497151727862641 | 0.011987029085399031704932862160273847874
f(z) = 17/57*z^3 - 193/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015942979765263698198907197330953372844
f(z) = 17/59*z^3 - 195/118*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.013916665008478861703321097626680181868
f(z) = 18/53*z^3 - 197/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014019696276195007456602983089589909218
f(z) = 18/55*z^3 - 199/110*z + 1
*
[ 2/5 ] 
f(z) = 1/40*z^3 - 188/125*z + 1
*
3 | 0.057755289786271609292186940064968947413 | 0.011040736107100618438488559871635222912
f(z) = 1/40*z^3 - 187/120*z + 1
*
[ 2/5 ] 
f(z) = 3/40*z^3 - 189/125*z + 1
*
7/3 | 0.13892235272711180726815116652555596122 | 0.026723561039196060800194567761209404456
f(z) = 3/44*z^3 - 181/132*z + 1
*
[ 24/5 ] 
f(z) = 5/48*z^3 - 193/120*z + 1
*
[ 14/3 ] 
f(z) = 5/49*z^3 - 181/126*z + 1
*
[ 2/5 ] 
f(z) = 5/52*z^3 - 197/130*z + 1
*
-2 | 0.17170724432802323777531795061196279742 | 0.028830076054184166675238434760880921398
f(z) = 5/52*z^3 - 193/130*z + 1
*
[ -26/5 ] 
f(z) = 5/52*z^3 - 183/130*z + 1
*
[ 2/5 ] 
f(z) = 7/40*z^3 - 191/125*z + 1
*
-18/7 | 0.18710597845920205413193460274520115598 | 0.029610210890630580851612696943124808590
f(z) = 7/54*z^3 - 185/126*z + 1
*
[ 2/5 ] 
f(z) = 9/40*z^3 - 192/125*z + 1
*
0 | 0.15149599288095856831397818535717114706 | 0.028960590187869506723937361554353840756
f(z) = 9/40*z^3 - 187/120*z + 1
*
[ 3 ] 
f(z) = 10/41*z^3 - 188/123*z + 1
*
[ 3 ] 
f(z) = 10/43*z^3 - 184/129*z + 1
*
[ 2/5 ] 
f(z) = 11/40*z^3 - 193/125*z + 1
*
2 | 0.13321770832306135784304611499630799692 | 0.019943967387351702382800738833720888751
f(z) = 11/48*z^3 - 199/132*z + 1
*
[ 2/5 ] 
f(z) = 13/40*z^3 - 194/125*z + 1
*
[ -3 ] 
f(z) = 13/40*z^3 - 191/120*z + 1
*
[ -3 ] 
f(z) = 13/41*z^3 - 187/123*z + 1
*
[ 2/5 ] 
f(z) = 17/40*z^3 - 196/125*z + 1
*
[ 2/5 ] 
f(z) = 19/40*z^3 - 197/125*z + 1
*
[ 6 ] 
f(z) = 3/50*z^3 - 199/150*z + 1
*
[ 3 ] 
f(z) = 11/49*z^3 - 199/147*z + 1
*
[ 3 ] 
f(z) = 11/50*z^3 - 197/150*z + 1
*
[ 3 ] 
f(z) = 11/52*z^3 - 193/156*z + 1
*
[ 3 ] 
f(z) = 11/53*z^3 - 191/159*z + 1
*
[ 6/13 ] 
f(z) = 13/48*z^3 - 191/156*z + 1
*
[ -3 ] 
f(z) = 14/47*z^3 - 190/141*z + 1
*
[ -3 ] 
f(z) = 15/53*z^3 - 193/159*z + 1
*
[ 21/2 ] 
f(z) = 1/54*z^3 - 191/168*z + 1
*
10 | 0.20367428465770960479117726608573510460 | 0.027942969555151707337969511637049421241
f(z) = 1/56*z^3 - 183/175*z + 1
*
[ 4 ] 
f(z) = 5/41*z^3 - 197/164*z + 1
*
[ 4 ] 
f(z) = 5/43*z^3 - 191/172*z + 1
*
[ 1/2 ] 
f(z) = 5/44*z^3 - 181/176*z + 1
*
3 | 0.14958781273147568122855889475204223166 | 0.028480583652155520497811851465035872645
f(z) = 5/56*z^3 - 191/168*z + 1
*
[ 1/2 ] 
f(z) = 7/44*z^3 - 183/176*z + 1
*
[ 1/2 ] 
f(z) = 9/43*z^3 - 181/172*z + 1
*
[ 1/2 ] 
f(z) = 9/44*z^3 - 185/176*z + 1
*
-3 | 0.12179248840472974458795448508623656956 | 0.023282347457346881032212443444912536806
f(z) = 9/56*z^3 - 187/168*z + 1
*
[ 1/2 ] 
f(z) = 11/43*z^3 - 183/172*z + 1
*
[ 3 ] 
f(z) = 11/56*z^3 - 185/168*z + 1
*
[ 3 ] 
f(z) = 11/58*z^3 - 181/174*z + 1
*
3/2 | 0.15687267669959484009635893635923335407 | 0.029867576174140132526440622186102118100
f(z) = 12/55*z^3 - 191/165*z + 1
*
[ 1/2 ] 
f(z) = 13/42*z^3 - 181/168*z + 1
*
[ 1/2 ] 
f(z) = 13/43*z^3 - 185/172*z + 1
*
[ 1/2 ] 
f(z) = 13/44*z^3 - 189/176*z + 1
*
[ 1/2 ] 
f(z) = 15/43*z^3 - 187/172*z + 1
*
[ 1/2 ] 
f(z) = 15/44*z^3 - 191/176*z + 1
*
[ -3 ] 
f(z) = 15/56*z^3 - 181/168*z + 1
*
[ -3 ] 
f(z) = 16/59*z^3 - 196/177*z + 1
*
[ 1/2 ] 
f(z) = 17/41*z^3 - 181/164*z + 1
*
[ 1/2 ] 
f(z) = 17/42*z^3 - 185/168*z + 1
*
[ 1/2 ] 
f(z) = 17/43*z^3 - 189/172*z + 1
*
[ 1/2 ] 
f(z) = 17/44*z^3 - 193/176*z + 1
*
[ 1/2 ] 
f(z) = 19/41*z^3 - 183/164*z + 1
*
[ 1/2 ] 
f(z) = 19/42*z^3 - 187/168*z + 1
*
[ 1/2 ] 
f(z) = 19/43*z^3 - 191/172*z + 1
*
[ 1/2 ] 
f(z) = 19/44*z^3 - 195/176*z + 1
*
[ 1/2 ] 
f(z) = 1/45*z^3 - 181/180*z + 1
*
[ 1/2 ] 
f(z) = 1/46*z^3 - 185/184*z + 1
*
[ 1/2 ] 
f(z) = 1/47*z^3 - 189/188*z + 1
*
[ 1/2 ] 
f(z) = 1/48*z^3 - 193/192*z + 1
*
[ 1/2 ] 
f(z) = 1/49*z^3 - 197/196*z + 1
*
[ 1/2 ] 
f(z) = 3/46*z^3 - 187/184*z + 1
*
[ 1/2 ] 
f(z) = 3/47*z^3 - 191/188*z + 1
*
[ 1/2 ] 
f(z) = 3/49*z^3 - 199/196*z + 1
*
[ 1/2 ] 
f(z) = 5/46*z^3 - 189/184*z + 1
*
[ 1/2 ] 
f(z) = 5/47*z^3 - 193/188*z + 1
*
[ 1/2 ] 
f(z) = 5/48*z^3 - 197/192*z + 1
*
[ 1/2 ] 
f(z) = 7/45*z^3 - 187/180*z + 1
*
[ 1/2 ] 
f(z) = 7/46*z^3 - 191/184*z + 1
*
[ 1/2 ] 
f(z) = 7/47*z^3 - 195/188*z + 1
*
[ 1/2 ] 
f(z) = 7/48*z^3 - 199/192*z + 1
*
[ 1/2 ] 
f(z) = 9/46*z^3 - 193/184*z + 1
*
[ 1/2 ] 
f(z) = 9/47*z^3 - 197/188*z + 1
*
[ 1/2 ] 
f(z) = 11/45*z^3 - 191/180*z + 1
*
[ 1/2 ] 
f(z) = 11/46*z^3 - 195/184*z + 1
*
[ 1/2 ] 
f(z) = 11/47*z^3 - 199/188*z + 1
*
[ 1/2 ] 
f(z) = 13/45*z^3 - 193/180*z + 1
*
[ 1/2 ] 
f(z) = 13/46*z^3 - 197/184*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 13/48*z^3 - 181/192*z + 1
*
[ 1/2 ] 
f(z) = 15/46*z^3 - 199/184*z + 1
*
0 | 0.13382679052747876574921009193301922709 | 0.025282275432615809140035991207539625630
f(z) = 16/45*z^3 - 199/180*z + 1
*
[ 1/2 ] 
f(z) = 17/45*z^3 - 197/180*z + 1
*
[ 1/2 ] 
f(z) = 19/45*z^3 - 199/180*z + 1
*
[ 10/19 ] 
f(z) = 19/50*z^3 - 191/190*z + 1
*
7/5 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = 5/42*z^3 - 199/210*z + 1
*
[ -21/5 ] 
f(z) = 5/42*z^3 - 181/210*z + 1
*
[ -4 ] 
f(z) = 7/51*z^3 - 193/204*z + 1
*
[ -4 ] 
f(z) = 7/53*z^3 - 183/212*z + 1
*
15/14 | 0.14989998243701654612932062912939706920 | 0.023255739721449043000960202314643524668
f(z) = 14/45*z^3 - 187/210*z + 1
*
[ -5/2 ] 
f(z) = 16/43*z^3 - 199/215*z + 1
*
[ 17/8 ] 
f(z) = 16/51*z^3 - 181/204*z + 1
*
[ 5 ] 
f(z) = 3/44*z^3 - 199/220*z + 1
*
[ 5 ] 
f(z) = 3/46*z^3 - 191/230*z + 1
*
[ 5 ] 
f(z) = 3/47*z^3 - 187/235*z + 1
*
[ 11/2 ] 
f(z) = 3/55*z^3 - 183/220*z + 1
*
0 | 0.13432157520401753093948010630853446306 | 0.024903754300731689007252522566570549960
f(z) = 4/55*z^3 - 181/220*z + 1
*
[ 19/4 ] 
f(z) = 4/57*z^3 - 181/228*z + 1
*
-9/2 | 0.067634712940337051404502285940737500707 | 0.012497992716495709626649265861298720570
f(z) = 5/56*z^3 - 181/224*z + 1
*
[ 26/9 ] 
f(z) = 9/52*z^3 - 185/234*z + 1
*
[ 5/2 ] 
f(z) = 13/55*z^3 - 193/220*z + 1
*
-15/8 | 0.13393700531660842709145554497076468127 | 0.020357484613463760264750518835150484803
f(z) = 4/45*z^3 - 187/240*z + 1
*
[ 7/12 ] 
f(z) = 4/49*z^3 - 187/252*z + 1
*
[ -5 ] 
f(z) = 4/51*z^3 - 194/255*z + 1
*
-16/5 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = 5/48*z^3 - 181/240*z + 1
*
[ 3/5 ] 
f(z) = 10/51*z^3 - 188/255*z + 1
*
[ -5 ] 
f(z) = 4/53*z^3 - 182/265*z + 1
*
[ -10 ] 
f(z) = 1/58*z^3 - 181/290*z + 1
*
[ 6 ] 
f(z) = 2/47*z^3 - 197/282*z + 1
*
[ 6 ] 
f(z) = 2/49*z^3 - 187/294*z + 1
*
[ 3/5 ] 
f(z) = 5/57*z^3 - 199/285*z + 1
*
[ 7/3 ] 
f(z) = 9/40*z^3 - 183/280*z + 1
*
-7/4 | 0.21637597543886981752552766480643742770 | 0.028543008232897510547541127203136744872
f(z) = 10/49*z^3 - 183/280*z + 1
*
[ 5/2 ] 
f(z) = 12/59*z^3 - 198/295*z + 1
*
[ 9/4 ] 
f(z) = 13/54*z^3 - 191/288*z + 1
*
[ 2/3 ] 
f(z) = 15/47*z^3 - 181/282*z + 1
*
[ 2/3 ] 
f(z) = 15/49*z^3 - 187/294*z + 1
*
0 | 0.14504166901069977192662040880512844505 | 0.025740387703051425077174609422999163161
f(z) = 15/56*z^3 - 187/280*z + 1
*
2 | 0.12463065034765862533132072086055226974 | 0.019232992791426626081198707518080158765
f(z) = 1/48*z^3 - 163/12*z + 1
*
-3/2 | 0.12465812476613903688733427132018547931 | 0.014694666117850015425090611728663521568
f(z) = 1/54*z^3 - 179/8*z + 1
*
-12 | 0.19193480794240220565910151272699089460 | 0.029197466726030824554611192593560789133
f(z) = 5/48*z^3 - 179/12*z + 1
*
[ 12 ] 
f(z) = 5/48*z^3 - 169/12*z + 1
*
[ -12 ] 
f(z) = 5/48*z^3 - 167/12*z + 1
*
[ 9 ] 
f(z) = 7/54*z^3 - 173/18*z + 1
*
[ -9 ] 
f(z) = 7/54*z^3 - 169/18*z + 1
*
[ 10 ] 
f(z) = 9/50*z^3 - 171/10*z + 1
*
[ -10 ] 
f(z) = 9/50*z^3 - 169/10*z + 1
*
-6 | 0.20552427339870954616519799876097848942 | 0.028701116610739623040058172948621523833
f(z) = 11/40*z^3 - 161/15*z + 1
*
[ 6 ] 
f(z) = 13/40*z^3 - 163/15*z + 1
*
6 | 0.18990379558993389981316952193871331627 | 0.029196706929833874662682296086749744984
f(z) = 17/48*z^3 - 167/12*z + 1
*
-6 | 0.17048543959141759632640040536774460862 | 0.026309300493564615988035209640842343071
f(z) = 17/48*z^3 - 163/12*z + 1
*
[ -12 ] 
f(z) = 17/54*z^3 - 177/4*z + 1
*
[ 6 ] 
f(z) = 19/48*z^3 - 161/12*z + 1
*
[ -20 ] 
f(z) = 1/40*z^3 - 179/20*z + 1
*
14 | 0.20129897584731990743847631129612713734 | 0.027809499716856692782772067928441629913
f(z) = 1/40*z^3 - 174/35*z + 1
*
[ 21 ] 
f(z) = 1/49*z^3 - 169/21*z + 1
*
[ -21 ] 
f(z) = 1/49*z^3 - 167/21*z + 1
*
[ 21/2 ] 
f(z) = 4/49*z^3 - 170/21*z + 1
*
[ -21/2 ] 
f(z) = 4/49*z^3 - 166/21*z + 1
*
2 | 0.14788467000743751527810030174752601254 | 0.020616299593878283885460943001431075029
f(z) = 5/56*z^3 - 163/35*z + 1
*
-6/7 | 0.16232396004518184984438168443259280540 | 0.022648681761274016921981470522258259927
f(z) = 7/40*z^3 - 162/35*z + 1
*
6 | 0.17608058039635557455330117174312823916 | 0.028164313413467018099976938245350405549
f(z) = 7/45*z^3 - 173/30*z + 1
*
-6 | 0.17582366931155089040599963206530507381 | 0.028393633223248398933821245442149563238
f(z) = 7/45*z^3 - 163/30*z + 1
*
[ 6 ] 
f(z) = 8/45*z^3 - 167/30*z + 1
*
[ -20/3 ] 
f(z) = 9/40*z^3 - 177/20*z + 1
*
6 | 0.19961332045112691813114797955147588309 | 0.027469115599565481990790081215344726709
f(z) = 13/56*z^3 - 179/21*z + 1
*
[ -6 ] 
f(z) = 15/56*z^3 - 178/21*z + 1
*
[ 21/4 ] 
f(z) = 16/49*z^3 - 172/21*z + 1
*
[ -21/4 ] 
f(z) = 16/49*z^3 - 164/21*z + 1
*
-3 | 0.090763137448958256465785373645466551976 | 0.017692968710069223095132967816858518378
f(z) = 1/40*z^3 - 169/40*z + 1
*
10 | 0.056815988841576072956868801878649276001 | 0.011154058719365036493178749640082283542
f(z) = 1/42*z^3 - 163/42*z + 1
*
0 | 0.13652272237739760053961594628827802284 | 0.026375342567517260596866272022594169448
f(z) = 1/44*z^3 - 177/44*z + 1
*
-3 | 0.14131159472751980176556004000459676797 | 0.027546663702431183567573593894080288089
f(z) = 1/48*z^3 - 169/48*z + 1
*
-13 | 0.14439974268027677127163945436986730471 | 0.028280705976667157375713535253959666918
f(z) = 1/52*z^3 - 165/52*z + 1
*
-21/2 | 0.21961033217312875321263673923649820212 | 0.025992069264866867315834409589574798900
f(z) = 1/54*z^3 - 173/56*z + 1
*
0 | 0.14241404491779552499049240162735283325 | 0.027958584403145563003906095206218507908
f(z) = 1/54*z^3 - 163/54*z + 1
*
9 | 0.082573137742887107762369086891508481803 | 0.016133887763317840376679763709702876543
f(z) = 2/45*z^3 - 167/45*z + 1
*
0 | 0.13119091077859654528174864519847921995 | 0.025755269812370886128936636198307194380
f(z) = 3/40*z^3 - 163/40*z + 1
*
0 | 0.14269705947479836581003383370660675627 | 0.027881444312926150817089641182763420369
f(z) = 5/54*z^3 - 167/54*z + 1
*
5 | 0.13677444787652586582701326551885676030 | 0.026916662806649923072412809483962782266
f(z) = 6/55*z^3 - 161/55*z + 1
*
-5 | 0.051554619440511689025011454087731270402 | 0.010073208630193167549278282196769874073
f(z) = 7/40*z^3 - 167/40*z + 1
*
-4 | 0.069742821898264430884270184420983476975 | 0.013533645558254367053406658168543845547
f(z) = 8/45*z^3 - 173/45*z + 1
*
[ 5 ] 
f(z) = 8/45*z^3 - 164/45*z + 1
*
[ -11/2 ] 
f(z) = 8/55*z^3 - 177/55*z + 1
*
1/2 | 0.13358448811115932181876714769923329491 | 0.026100947560169034963801509807741595385
f(z) = 8/55*z^3 - 167/55*z + 1
*
[ -5 ] 
f(z) = 9/40*z^3 - 177/40*z + 1
*
-11/3 | 0.11957686270983648277925068550311785242 | 0.023256454140918588955745814328859432105
f(z) = 9/50*z^3 - 171/50*z + 1
*
1/3 | 0.12437742927666625078709107073176535819 | 0.024245591616623444380591469448094926035
f(z) = 9/56*z^3 - 169/56*z + 1
*
0 | 0.13193589053857461416948920680666266775 | 0.025660156307138250263594655944373804485
f(z) = 11/40*z^3 - 171/40*z + 1
*
0 | 0.14851143854439466083074031536856381493 | 0.028629341271894157700714123805514634680
f(z) = 11/42*z^3 - 179/42*z + 1
*
-4 | 0.15143696795065941664973016657287079509 | 0.029729955726269106831418274194814000443
f(z) = 11/52*z^3 - 163/52*z + 1
*
[ -14/3 ] 
f(z) = 12/49*z^3 - 173/42*z + 1
*
1/2 | 0.14315292455666124282810112305097648770 | 0.027937925624007401903157353585439720707
f(z) = 12/55*z^3 - 168/55*z + 1
*
0 | 0.15167412665985376182581255154720630169 | 0.029432475123627342589130982192140596265
f(z) = 13/40*z^3 - 173/40*z + 1
*
[ 4 ] 
f(z) = 13/44*z^3 - 175/44*z + 1
*
[ -4 ] 
f(z) = 15/52*z^3 - 175/52*z + 1
*
[ 1/4 ] 
f(z) = 16/55*z^3 - 166/55*z + 1
*
[ 1/4 ] 
f(z) = 16/57*z^3 - 172/57*z + 1
*
[ 1/4 ] 
f(z) = 16/59*z^3 - 178/59*z + 1
*
0 | 0.12485576949411868483539111435156266982 | 0.024121359687180924406448416591797329024
f(z) = 17/40*z^3 - 177/40*z + 1
*
3 | 0.11782784174357655979283815372953455286 | 0.023022271237943792706114708585706083023
f(z) = 17/42*z^3 - 167/42*z + 1
*
3 | 0.14965024083809546614231481896127492881 | 0.029172162873851122291277050890847489081
f(z) = 17/48*z^3 - 169/48*z + 1
*
[ -11/3 ] 
f(z) = 18/55*z^3 - 172/55*z + 1
*
0 | 0.10914155906427560514761853376315220763 | 0.021039799843186386694998983784137825746
f(z) = 19/40*z^3 - 179/40*z + 1
*
[ -10/3 ] 
f(z) = 19/40*z^3 - 179/45*z + 1
*
[ 12 ] 
f(z) = 1/40*z^3 - 161/60*z + 1
*
-10 | 0.12065658293877930824651044107710188744 | 0.018354495484158172024442146529185615860
f(z) = 1/48*z^3 - 179/60*z + 1
*
10 | 0.17882866452277800594124651050559567285 | 0.027493963943719547079400438900150748200
f(z) = 1/48*z^3 - 167/60*z + 1
*
-2 | 0.081950294286081105458009214273058979374 | 0.014191629192281296825722073611552703450
f(z) = 3/44*z^3 - 161/66*z + 1
*
-2 | 0.12197719789889973695181608335483847308 | 0.020742541225597028620068981954670877549
f(z) = 3/46*z^3 - 179/69*z + 1
*
4/5 | 0.16950723730189917599773012574003749721 | 0.026013231241581697596246321577906947768
f(z) = 5/48*z^3 - 169/60*z + 1
*
[ -6 ] 
f(z) = 5/52*z^3 - 179/78*z + 1
*
14/11 | 0.089346209659428525927423735633208614652 | 0.012466267263250688528107752526190664699
f(z) = 11/56*z^3 - 162/77*z + 1
*
10/13 | 0.085507177199774415075265647786852216524 | 0.011930616060398655615235842305892322495
f(z) = 13/40*z^3 - 162/65*z + 1
*
2/3 | 0.15914383308952939779973150372210564727 | 0.027167232689865403125995539525617734732
f(z) = 15/44*z^3 - 175/66*z + 1
*
-21/8 | 0.063571556107890262151783463246438627599 | 0.010226087204849015625305020521567694868
f(z) = 16/45*z^3 - 167/60*z + 1
*
-18/5 | 0.18347000373833700626468553659116310616 | 0.029346261101734982474694402775979346725
f(z) = 5/54*z^3 - 173/90*z + 1
*
8/3 | 0.14709393920885061147036667684501003416 | 0.028947497314416222188307400049064923484
f(z) = 9/44*z^3 - 161/88*z + 1
*
[ -4 ] 
f(z) = 9/46*z^3 - 173/92*z + 1
*
5/9 | 0.18786940691162111459363324005650046343 | 0.027925873438096631970082541727162100225
f(z) = 9/50*z^3 - 167/90*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.015217687893425255108358732717044321614
f(z) = 15/41*z^3 - 161/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.015353957989821277990121127177901422887
f(z) = 15/43*z^3 - 163/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.015603067371254613949240742196579732318
f(z) = 15/47*z^3 - 167/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.015717292551266769909327794634689847012
f(z) = 15/49*z^3 - 169/98*z + 1
*
-2 | 0.069721004875542159061033399009485774927 | 0.013591107495499095009107409419823524379
f(z) = 16/41*z^3 - 169/82*z + 1
*
-2 | 0.070603032176351488103264123701320095850 | 0.013731554272363826986917825851470899906
f(z) = 16/43*z^3 - 171/86*z + 1
*
-2 | 0.057881454313369375598960078716895984068 | 0.011231938509974864247016828394810215522
f(z) = 16/45*z^3 - 173/90*z + 1
*
-2 | 0.072249848839020214309327937123981511163 | 0.013988933753267308407673644672621535152
f(z) = 16/47*z^3 - 175/94*z + 1
*
-2 | 0.073021565439030733260990063366836802837 | 0.014107313198360844062284949699574002435
f(z) = 16/49*z^3 - 177/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.014939140032985775868650883253567548931
f(z) = 17/41*z^3 - 177/82*z + 1
*
-2 | 0.078209415279670329297490155825050581867 | 0.015076845680460120695619160684099324672
f(z) = 17/43*z^3 - 179/86*z + 1
*
[ -17/2 ] 
f(z) = 2/51*z^3 - 175/102*z + 1
*
[ -6 ] 
f(z) = 4/51*z^3 - 169/102*z + 1
*
[ 2/5 ] 
f(z) = 5/44*z^3 - 167/110*z + 1
*
[ -17/4 ] 
f(z) = 8/51*z^3 - 163/102*z + 1
*
11/4 | 0.14315120597295947698245834280810093418 | 0.028171583225968512148944610430955396687
f(z) = 8/55*z^3 - 161/110*z + 1
*
[ 10/3 ] 
f(z) = 9/44*z^3 - 173/110*z + 1
*
[ -4 ] 
f(z) = 9/50*z^3 - 163/100*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.012414885619609760676485212747748477998
f(z) = 13/57*z^3 - 161/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.016504014125213955575794037673740200412
f(z) = 13/59*z^3 - 163/118*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.010300455524287328907961060366760807762
f(z) = 14/51*z^3 - 163/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014399796637120263847552503277639691581
f(z) = 14/53*z^3 - 165/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014499924904151508754135130223747936303
f(z) = 14/55*z^3 - 167/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010629514645092518311334777971736292946
f(z) = 14/57*z^3 - 169/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.014685899191016363496234572247104498502
f(z) = 14/59*z^3 - 171/118*z + 1
*
[ 2/5 ] 
f(z) = 15/44*z^3 - 171/110*z + 1
*
-14/15 | 0.082006581806334347779174257658816456451 | 0.011505345945749991241062607469324199145
f(z) = 15/49*z^3 - 178/105*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.015927935654210565876091662332525692166
f(z) = 15/53*z^3 - 173/106*z + 1
*
[ -10/3 ] 
f(z) = 15/56*z^3 - 176/105*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.016206106198958699479019684026864366180
f(z) = 15/59*z^3 - 179/118*z + 1
*
-2 | 0.053417732956541649372820232459184341287 | 0.010297620989824155382420056190376662611
f(z) = 16/51*z^3 - 179/102*z + 1
*
[ 7/17 ] 
f(z) = 17/49*z^3 - 177/119*z + 1
*
-11/6 | 0.13432092306466381157523325930941183404 | 0.026124020288100763402794127338505637758
f(z) = 18/55*z^3 - 171/110*z + 1
*
-15/4 | 0.13533070112486988377459340687976137784 | 0.021854453991492069278686457225635274582
f(z) = 2/45*z^3 - 163/120*z + 1
*
-3 | 0.13970869346809166426859996641981791263 | 0.027494110571245364838611584687548590609
f(z) = 3/40*z^3 - 161/120*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.025968876916716873888129089833372263426
f(z) = 3/44*z^3 - 169/132*z + 1
*
[ -6 ] 
f(z) = 3/46*z^3 - 163/138*z + 1
*
15/8 | 0.13467404430685270934217426693263188684 | 0.021748410971702240956052932133481742262
f(z) = 8/45*z^3 - 163/120*z + 1
*
[ 3 ] 
f(z) = 9/40*z^3 - 163/120*z + 1
*
[ 3 ] 
f(z) = 9/41*z^3 - 161/123*z + 1
*
[ -3 ] 
f(z) = 13/43*z^3 - 179/129*z + 1
*
[ -3 ] 
f(z) = 13/44*z^3 - 175/132*z + 1
*
[ -3 ] 
f(z) = 13/46*z^3 - 167/138*z + 1
*
[ 3 ] 
f(z) = 10/47*z^3 - 176/141*z + 1
*
[ 3 ] 
f(z) = 10/49*z^3 - 172/147*z + 1
*
[ 3 ] 
f(z) = 10/53*z^3 - 164/159*z + 1
*
[ -3 ] 
f(z) = 13/47*z^3 - 163/141*z + 1
*
[ -3 ] 
f(z) = 14/53*z^3 - 166/159*z + 1
*
[ 1/2 ] 
f(z) = 1/40*z^3 - 161/160*z + 1
*
[ 1/2 ] 
f(z) = 1/41*z^3 - 165/164*z + 1
*
[ 1/2 ] 
f(z) = 1/43*z^3 - 173/172*z + 1
*
[ 1/2 ] 
f(z) = 1/44*z^3 - 177/176*z + 1
*
[ 1/2 ] 
f(z) = 3/40*z^3 - 163/160*z + 1
*
[ 1/2 ] 
f(z) = 3/41*z^3 - 167/164*z + 1
*
[ 1/2 ] 
f(z) = 3/43*z^3 - 175/172*z + 1
*
[ 1/2 ] 
f(z) = 3/44*z^3 - 179/176*z + 1
*
[ 6 ] 
f(z) = 3/58*z^3 - 179/174*z + 1
*
[ 1/2 ] 
f(z) = 5/41*z^3 - 169/164*z + 1
*
[ 1/2 ] 
f(z) = 5/43*z^3 - 177/172*z + 1
*
[ -4 ] 
f(z) = 6/41*z^3 - 179/164*z + 1
*
[ -4 ] 
f(z) = 6/43*z^3 - 169/172*z + 1
*
[ 1/2 ] 
f(z) = 7/40*z^3 - 167/160*z + 1
*
[ 1/2 ] 
f(z) = 7/41*z^3 - 171/164*z + 1
*
[ 1/2 ] 
f(z) = 7/43*z^3 - 179/172*z + 1
*
8/7 | 0.16604449783465027434645499454282429741 | 0.028236300726251207192288468408493894869
f(z) = 7/48*z^3 - 179/168*z + 1
*
[ 24/7 ] 
f(z) = 7/48*z^3 - 169/168*z + 1
*
[ 1/2 ] 
f(z) = 9/40*z^3 - 169/160*z + 1
*
[ 1/2 ] 
f(z) = 9/41*z^3 - 173/164*z + 1
*
[ 5/2 ] 
f(z) = 11/40*z^3 - 179/160*z + 1
*
[ 1/2 ] 
f(z) = 11/40*z^3 - 171/160*z + 1
*
[ 1/2 ] 
f(z) = 11/41*z^3 - 175/164*z + 1
*
[ 1/2 ] 
f(z) = 11/42*z^3 - 179/168*z + 1
*
[ 3 ] 
f(z) = 11/59*z^3 - 179/177*z + 1
*
[ 1/2 ] 
f(z) = 13/40*z^3 - 173/160*z + 1
*
[ 1/2 ] 
f(z) = 13/41*z^3 - 177/164*z + 1
*
[ 1/2 ] 
f(z) = 15/41*z^3 - 179/164*z + 1
*
-7/3 | 0.11143502013041265575747214169457599001 | 0.021624047094364491800267215009870793504
f(z) = 15/56*z^3 - 173/168*z + 1
*
[ -3 ] 
f(z) = 15/58*z^3 - 173/174*z + 1
*
[ -3 ] 
f(z) = 15/59*z^3 - 169/177*z + 1
*
[ 1/2 ] 
f(z) = 17/40*z^3 - 177/160*z + 1
*
[ -14/5 ] 
f(z) = 17/56*z^3 - 179/175*z + 1
*
[ 1/2 ] 
f(z) = 19/40*z^3 - 179/160*z + 1
*
4 | 0.14969127053308101978580438232020037338 | 0.028825825985328564859996492400135468693
f(z) = 2/45*z^3 - 173/180*z + 1
*
5/4 | 0.12224436177361688816591023318109070164 | 0.023540415467280643022534014266836907959
f(z) = 4/45*z^3 - 169/180*z + 1
*
9/4 | 0.15250631731186630580668029712425729253 | 0.029367915369010370809660905435841903798
f(z) = 4/45*z^3 - 161/180*z + 1
*
[ 4 ] 
f(z) = 5/47*z^3 - 179/188*z + 1
*
[ 4 ] 
f(z) = 5/49*z^3 - 173/196*z + 1
*
0 | 0.14592693817276623015561024812224188981 | 0.028100934084932842654290145062051277599
f(z) = 8/45*z^3 - 167/180*z + 1
*
[ 5/2 ] 
f(z) = 11/45*z^3 - 167/180*z + 1
*
[ -5/2 ] 
f(z) = 17/45*z^3 - 173/180*z + 1
*
[ 4 ] 
f(z) = 5/51*z^3 - 167/204*z + 1
*
[ 4 ] 
f(z) = 5/53*z^3 - 161/212*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 11/51*z^3 - 167/204*z + 1
*
[ 5/3 ] 
f(z) = 18/41*z^3 - 168/205*z + 1
*
[ 5/3 ] 
f(z) = 18/43*z^3 - 164/215*z + 1
*
[ -4 ] 
f(z) = 7/55*z^3 - 173/220*z + 1
*
[ -4 ] 
f(z) = 7/57*z^3 - 163/228*z + 1
*
[ -5/2 ] 
f(z) = 16/47*z^3 - 171/235*z + 1
*
[ 12/19 ] 
f(z) = 19/48*z^3 - 169/228*z + 1
*
-2 | 0.16358124756573190872899521799201489900 | 0.024000863866629770622440377084152401368
f(z) = 19/48*z^3 - 163/228*z + 1
*
[ -5/2 ] 
f(z) = 19/55*z^3 - 167/220*z + 1
*
5 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = 1/48*z^3 - 173/240*z + 1
*
[ -28/3 ] 
f(z) = 1/49*z^3 - 169/252*z + 1
*
[ 28/3 ] 
f(z) = 1/56*z^3 - 167/252*z + 1
*
[ 5 ] 
f(z) = 3/49*z^3 - 179/245*z + 1
*
[ 3/5 ] 
f(z) = 5/51*z^3 - 179/255*z + 1
*
[ 2/3 ] 
f(z) = 12/43*z^3 - 161/258*z + 1
*
[ 2/3 ] 
f(z) = 15/41*z^3 - 163/246*z + 1
*
[ 2/3 ] 
f(z) = 15/43*z^3 - 169/258*z + 1
*
[ 3/2 ] 
f(z) = 18/41*z^3 - 161/246*z + 1
*
[ 10/7 ] 
f(z) = 19/40*z^3 - 164/245*z + 1
*
[ 5 ] 
f(z) = 3/52*z^3 - 167/260*z + 1
*
[ 5 ] 
f(z) = 3/53*z^3 - 163/265*z + 1
*
[ 2/3 ] 
f(z) = 6/49*z^3 - 163/294*z + 1
*
[ 7/3 ] 
f(z) = 9/41*z^3 - 179/287*z + 1
*
[ 26/11 ] 
f(z) = 11/52*z^3 - 173/286*z + 1
*
[ 2/3 ] 
f(z) = 12/47*z^3 - 173/282*z + 1
*
[ 2/3 ] 
f(z) = 12/49*z^3 - 179/294*z + 1
*
[ 30 ] 
f(z) = 1/54*z^3 - 157/10*z + 1
*
-15 | 0.16264828097137226297218972219505406064 | 0.026652473458416929696105985161568566225
f(z) = 2/45*z^3 - 149/15*z + 1
*
[ 14 ] 
f(z) = 3/49*z^3 - 155/14*z + 1
*
[ -14 ] 
f(z) = 3/49*z^3 - 153/14*z + 1
*
[ 12 ] 
f(z) = 5/54*z^3 - 149/12*z + 1
*
6 | 0.20475534570236734742114732834205300665 | 0.028852104342554403840123725545330966480
f(z) = 11/40*z^3 - 151/15*z + 1
*
10 | 0.19896392494394004324779229607176602655 | 0.028252746350569984064784891537234369384
f(z) = 11/40*z^3 - 143/5*z + 1
*
-6/11 | 0.16567306041572424170366064972700884630 | 0.018395314923146890650641785562708183970
f(z) = 11/54*z^3 - 151/11*z + 1
*
[ 10 ] 
f(z) = 13/40*z^3 - 158/5*z + 1
*
[ -6 ] 
f(z) = 13/40*z^3 - 158/15*z + 1
*
[ -10 ] 
f(z) = 13/40*z^3 - 157/5*z + 1
*
[ 6 ] 
f(z) = 17/48*z^3 - 143/12*z + 1
*
[ -6 ] 
f(z) = 19/48*z^3 - 157/12*z + 1
*
[ 20 ] 
f(z) = 1/50*z^3 - 141/20*z + 1
*
5/3 | 0.18829848573459743198064320288360907288 | 0.028650394214094917875705788434522620047
f(z) = 3/50*z^3 - 143/30*z + 1
*
[ 10 ] 
f(z) = 3/56*z^3 - 156/35*z + 1
*
[ -10 ] 
f(z) = 3/56*z^3 - 149/35*z + 1
*
2/7 | 0.19606086063626150906378827199383551537 | 0.027451674124801057172344018088862648307
f(z) = 7/40*z^3 - 158/35*z + 1
*
[ 6 ] 
f(z) = 7/45*z^3 - 143/30*z + 1
*
[ -6 ] 
f(z) = 8/45*z^3 - 157/30*z + 1
*
[ 14/3 ] 
f(z) = 9/40*z^3 - 144/35*z + 1
*
[ 20/3 ] 
f(z) = 9/50*z^3 - 143/20*z + 1
*
6 | 0.17650949430154733363854787948887198967 | 0.024990555100062495598004958438580096672
f(z) = 9/56*z^3 - 146/21*z + 1
*
6 | 0.19683480671462666363200990905481383630 | 0.027710246696125089977875889907457818187
f(z) = 11/56*z^3 - 152/21*z + 1
*
-6 | 0.17556987567621144604127387258226876889 | 0.024881733886602959696240295233415581413
f(z) = 11/56*z^3 - 145/21*z + 1
*
[ 6 ] 
f(z) = 13/56*z^3 - 158/21*z + 1
*
[ -6 ] 
f(z) = 13/56*z^3 - 151/21*z + 1
*
4 | 0.16400881611340024494197310397891655161 | 0.029069747879794397157069789198246364767
f(z) = 17/40*z^3 - 141/20*z + 1
*
[ 3/17 ] 
f(z) = 17/54*z^3 - 159/34*z + 1
*
-4 | 0.16303099031768605861925942088333010564 | 0.028684560961836347761284439692258162106
f(z) = 19/40*z^3 - 147/20*z + 1
*
26/3 | 0.20473404474435765950343714800272715746 | 0.028822295109557415285916019250559521827
f(z) = 1/40*z^3 - 152/45*z + 1
*
[ 14 ] 
f(z) = 1/42*z^3 - 157/42*z + 1
*
0 | 0.12867219059747330174802363506013579383 | 0.025854746759044007762905367372210277745
f(z) = 1/48*z^3 - 145/48*z + 1
*
7 | 0.14249959958400335540633029994218498039 | 0.028327474031238850073491801590560171492
f(z) = 1/52*z^3 - 153/52*z + 1
*
[ 21/2 ] 
f(z) = 2/49*z^3 - 151/42*z + 1
*
[ -21/2 ] 
f(z) = 2/49*z^3 - 143/42*z + 1
*
[ 8 ] 
f(z) = 3/40*z^3 - 157/40*z + 1
*
7 | 0.12949955089072559440144651418691049634 | 0.025676905652131464234683596743656178495
f(z) = 3/56*z^3 - 155/56*z + 1
*
[ 8 ] 
f(z) = 3/56*z^3 - 143/56*z + 1
*
-2 | 0.14576218427587750549178303448537283486 | 0.029052033973933260238707964871942359754
f(z) = 4/45*z^3 - 151/45*z + 1
*
[ 6 ] 
f(z) = 5/42*z^3 - 145/42*z + 1
*
0 | 0.13805283793965345122918854425258759371 | 0.027588792824500416949281855061603076555
f(z) = 5/48*z^3 - 149/48*z + 1
*
7/3 | 0.10165563847453728749528614124792624807 | 0.014599004002593314965360593550493544640
f(z) = 6/49*z^3 - 151/42*z + 1
*
0 | 0.14971487289861291741860372631574893294 | 0.029839849035340052830989476134513090628
f(z) = 7/48*z^3 - 151/48*z + 1
*
-30/7 | 0.18858680084298275708425555175902463286 | 0.026188352408190736256079140729324224039
f(z) = 7/54*z^3 - 149/42*z + 1
*
-9/2 | 0.12675393841782921627071195926553175748 | 0.025230285213167733062593698854448875216
f(z) = 8/45*z^3 - 152/45*z + 1
*
[ -5 ] 
f(z) = 8/45*z^3 - 146/45*z + 1
*
[ 21/4 ] 
f(z) = 8/49*z^3 - 155/42*z + 1
*
[ 5 ] 
f(z) = 8/55*z^3 - 156/55*z + 1
*
13/3 | 0.14497403702364429394083213643386223428 | 0.028819367078784104187486909098349530859
f(z) = 9/52*z^3 - 153/52*z + 1
*
[ -5 ] 
f(z) = 9/55*z^3 - 159/55*z + 1
*
8/3 | 0.12364945863585597565960926569376398753 | 0.024985948272872677728896253097924654667
f(z) = 9/56*z^3 - 141/56*z + 1
*
4 | 0.061181188372023887229182299597851997781 | 0.012130880691928690500076247965928979833
f(z) = 11/42*z^3 - 155/42*z + 1
*
-3 | 0.12695187962568264992537429598271175122 | 0.025509076072037567630097609384933846180
f(z) = 13/42*z^3 - 145/42*z + 1
*
[ -4 ] 
f(z) = 13/44*z^3 - 153/44*z + 1
*
-3 | 0.14461786752069852187718559027549112168 | 0.028900763253368689190526814149288739441
f(z) = 13/48*z^3 - 149/48*z + 1
*
[ 1/4 ] 
f(z) = 16/47*z^3 - 142/47*z + 1
*
[ 1/4 ] 
f(z) = 16/49*z^3 - 148/49*z + 1
*
[ 1/4 ] 
f(z) = 16/51*z^3 - 154/51*z + 1
*
[ 1/4 ] 
f(z) = 16/53*z^3 - 160/53*z + 1
*
11/4 | 0.14092630359591736591053785400841384621 | 0.028477094609079575302171816738188828370
f(z) = 16/55*z^3 - 141/55*z + 1
*
[ -10/3 ] 
f(z) = 17/40*z^3 - 154/45*z + 1
*
0 | 0.14175327321549824884631693980071010534 | 0.028562907722556396287578172004114256587
f(z) = 17/42*z^3 - 143/42*z + 1
*
-3 | 0.11825531091745996145879474222632937284 | 0.023387967173663493214098066990054465891
f(z) = 19/42*z^3 - 157/42*z + 1
*
0 | 0.14120032673941078426588672646525139565 | 0.028372087808485819213526411231395877901
f(z) = 19/42*z^3 - 145/42*z + 1
*
[ 3 ] 
f(z) = 19/42*z^3 - 143/42*z + 1
*
-3 | 0.14886822027727829204518059524162246202 | 0.029517285738588257227286891313438195240
f(z) = 19/48*z^3 - 155/48*z + 1
*
[ -12 ] 
f(z) = 1/40*z^3 - 151/60*z + 1
*
-22/3 | 0.20090780152993429240678137079428156973 | 0.028206031526279984328888559945718377495
f(z) = 1/56*z^3 - 155/63*z + 1
*
[ 20/3 ] 
f(z) = 3/40*z^3 - 149/60*z + 1
*
3 | 0.10297863519409508081532595141380703705 | 0.016989089681149972872033844103856832401
f(z) = 4/45*z^3 - 143/60*z + 1
*
21/5 | 0.24601847027516190311664445830676813868 | 0.029594011376230155151836182044386227962
f(z) = 5/54*z^3 - 151/70*z + 1
*
-6 | 0.075998553472678081723058947516972355276 | 0.010650488141738693044415688545832297742
f(z) = 5/56*z^3 - 157/63*z + 1
*
-7/5 | 0.10187663732132873015499654374130607531 | 0.014603147132650190290076325642288568543
f(z) = 10/49*z^3 - 153/70*z + 1
*
-3/8 | 0.14184626200180609051940629669045661500 | 0.023401347877086279495890148724999495216
f(z) = 16/45*z^3 - 143/60*z + 1
*
-7/2 | 0.089185491460318895483339783620319658334 | 0.012808137023590456095424643787837378398
f(z) = 3/49*z^3 - 151/84*z + 1
*
4/3 | 0.10021702651743255270913728972480455201 | 0.017469844590204271971730094255765974835
f(z) = 3/56*z^3 - 155/84*z + 1
*
[ 4 ] 
f(z) = 7/46*z^3 - 155/92*z + 1
*
[ 10/3 ] 
f(z) = 11/50*z^3 - 157/90*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.014941327548789799742051177159412973944
f(z) = 12/47*z^3 - 143/94*z + 1
*
-2 | 0.074923203794476399404795912808423021131 | 0.015054694036742940640574684421884867803
f(z) = 12/49*z^3 - 145/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.015537746178281990663474215442943319942
f(z) = 13/41*z^3 - 145/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.015671833099405483555854103808753964667
f(z) = 13/43*z^3 - 147/86*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.013087272270955864898104960467404463668
f(z) = 13/45*z^3 - 149/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.015916274327544268892407968591685683340
f(z) = 13/47*z^3 - 151/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.016028051656881468940925578812167007770
f(z) = 13/49*z^3 - 153/98*z + 1
*
[ -10/3 ] 
f(z) = 13/50*z^3 - 143/90*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.013670878420746859077232812278278791772
f(z) = 14/41*z^3 - 153/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.013810426918140057458471078039137516837
f(z) = 14/43*z^3 - 155/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.011259596441055233414930241023272059810
f(z) = 14/45*z^3 - 157/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.014066093766266309744147412362577967449
f(z) = 14/47*z^3 - 159/94*z + 1
*
[ 10 ] 
f(z) = 1/44*z^3 - 151/110*z + 1
*
5 | 0.12948326717436829512505421012263307304 | 0.025876230330553752139953596338094799050
f(z) = 4/51*z^3 - 149/102*z + 1
*
[ -6 ] 
f(z) = 4/57*z^3 - 155/114*z + 1
*
[ 22/5 ] 
f(z) = 5/44*z^3 - 157/110*z + 1
*
3 | 0.16141500584775687953887279180664854580 | 0.026364262216350358159217291093136886451
f(z) = 7/45*z^3 - 152/105*z + 1
*
[ 3/7 ] 
f(z) = 7/45*z^3 - 143/105*z + 1
*
[ 4 ] 
f(z) = 7/50*z^3 - 149/100*z + 1
*
[ 4 ] 
f(z) = 7/54*z^3 - 143/108*z + 1
*
[ -4 ] 
f(z) = 9/58*z^3 - 143/116*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.016586235489851661151161313211837760845
f(z) = 11/53*z^3 - 141/106*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.012675995390419397323492962788728270832
f(z) = 11/57*z^3 - 145/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.016845699005562695496660754386276309537
f(z) = 11/59*z^3 - 147/118*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.015263229696821663317724033722777119115
f(z) = 12/53*z^3 - 149/106*z + 1
*
-2 | 0.077062331333769812524277346591848159650 | 0.015359384734396360711357426903191271904
f(z) = 12/55*z^3 - 151/110*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.015537538157393432852177995887062856650
f(z) = 12/59*z^3 - 155/118*z + 1
*
-2 | 0.061024286378324313948043630225529214463 | 0.012099770486054271539133630579018725626
f(z) = 13/51*z^3 - 155/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.016233644503145448184992716075299211365
f(z) = 13/53*z^3 - 157/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.016328429794323971710448751145296358222
f(z) = 13/55*z^3 - 159/110*z + 1
*
[ 3/7 ] 
f(z) = 14/45*z^3 - 146/105*z + 1
*
2 | 0.10434898923066625283251098314799192067 | 0.014610536944071869633464629727959675363
f(z) = 15/56*z^3 - 158/105*z + 1
*
[ 7/16 ] 
f(z) = 16/49*z^3 - 151/112*z + 1
*
[ 5/2 ] 
f(z) = 18/55*z^3 - 159/110*z + 1
*
5/6 | 0.10421569216839862007701707895591780220 | 0.020611278838177359058171410731469893862
f(z) = 18/55*z^3 - 157/110*z + 1
*
11/3 | 0.13892235272711180726815116652555596122 | 0.027475395397147213192180295249906619277
f(z) = 3/44*z^3 - 157/132*z + 1
*
[ -24/5 ] 
f(z) = 5/48*z^3 - 143/120*z + 1
*
-3 | 0.13121185042287146278004912464691815193 | 0.026221674334708901535299756463048582460
f(z) = 7/40*z^3 - 149/120*z + 1
*
[ 3 ] 
f(z) = 9/43*z^3 - 157/129*z + 1
*
[ 3 ] 
f(z) = 9/44*z^3 - 155/132*z + 1
*
[ 3 ] 
f(z) = 9/46*z^3 - 151/138*z + 1
*
[ 10/3 ] 
f(z) = 9/52*z^3 - 159/130*z + 1
*
[ -3 ] 
f(z) = 12/41*z^3 - 160/123*z + 1
*
[ -3 ] 
f(z) = 12/43*z^3 - 152/129*z + 1
*
[ -6 ] 
f(z) = 3/50*z^3 - 149/150*z + 1
*
[ 3 ] 
f(z) = 9/47*z^3 - 149/141*z + 1
*
[ 3 ] 
f(z) = 9/49*z^3 - 145/147*z + 1
*
[ 3 ] 
f(z) = 9/50*z^3 - 143/150*z + 1
*
[ -3 ] 
f(z) = 13/49*z^3 - 155/147*z + 1
*
[ -3 ] 
f(z) = 13/50*z^3 - 151/150*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 15/52*z^3 - 149/156*z + 1
*
[ 9/4 ] 
f(z) = 16/51*z^3 - 158/153*z + 1
*
[ -11/2 ] 
f(z) = 3/44*z^3 - 155/176*z + 1
*
-7/3 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = 3/56*z^3 - 145/168*z + 1
*
[ 3 ] 
f(z) = 10/59*z^3 - 152/177*z + 1
*
[ 6/11 ] 
f(z) = 11/40*z^3 - 151/165*z + 1
*
-3/2 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = 11/42*z^3 - 155/168*z + 1
*
[ 14/5 ] 
f(z) = 11/56*z^3 - 157/175*z + 1
*
[ -3 ] 
f(z) = 14/55*z^3 - 158/165*z + 1
*
[ -3 ] 
f(z) = 14/59*z^3 - 142/177*z + 1
*
[ 7/3 ] 
f(z) = 15/56*z^3 - 149/168*z + 1
*
[ 9/4 ] 
f(z) = 16/57*z^3 - 148/171*z + 1
*
0 | 0.13603452428939111194207807455747215938 | 0.026195966613138946195518533724562817406
f(z) = 4/45*z^3 - 151/180*z + 1
*
[ -4 ] 
f(z) = 6/47*z^3 - 149/188*z + 1
*
[ 8/3 ] 
f(z) = 9/46*z^3 - 141/184*z + 1
*
-19/2 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = 1/51*z^3 - 157/204*z + 1
*
[ 3/5 ] 
f(z) = 5/42*z^3 - 149/210*z + 1
*
[ 19/2 ] 
f(z) = 1/57*z^3 - 157/228*z + 1
*
[ 4 ] 
f(z) = 5/57*z^3 - 149/228*z + 1
*
[ 4 ] 
f(z) = 5/59*z^3 - 143/236*z + 1
*
[ -4 ] 
f(z) = 7/59*z^3 - 153/236*z + 1
*
-2 | 0.16367271502006282373418282001958390668 | 0.026620079529195164305141171269254475521
f(z) = 9/52*z^3 - 149/234*z + 1
*
[ -7/2 ] 
f(z) = 9/56*z^3 - 153/224*z + 1
*
[ 5/8 ] 
f(z) = 16/55*z^3 - 157/220*z + 1
*
-19/8 | 0.13334036019872315485376100291988871538 | 0.024721833136012416034224854600375443050
f(z) = 16/55*z^3 - 141/220*z + 1
*
[ 2/3 ] 
f(z) = 17/52*z^3 - 151/234*z + 1
*
[ 5/3 ] 
f(z) = 18/47*z^3 - 156/235*z + 1
*
[ 2/3 ] 
f(z) = 19/52*z^3 - 155/234*z + 1
*
[ -6 ] 
f(z) = 2/41*z^3 - 145/246*z + 1
*
[ 2/3 ] 
f(z) = 6/43*z^3 - 145/258*z + 1
*
[ 2/3 ] 
f(z) = 12/41*z^3 - 155/246*z + 1
*
[ -5/2 ] 
f(z) = 16/49*z^3 - 157/245*z + 1
*
[ -5/2 ] 
f(z) = 16/51*z^3 - 143/255*z + 1
*
[ 3/2 ] 
f(z) = 18/43*z^3 - 157/258*z + 1
*
[ 5/3 ] 
f(z) = 18/49*z^3 - 152/245*z + 1
*
[ 24/11 ] 
f(z) = 11/48*z^3 - 145/264*z + 1
*
[ -13/5 ] 
f(z) = 15/52*z^3 - 147/260*z + 1
*
[ 5/3 ] 
f(z) = 18/53*z^3 - 144/265*z + 1
*
[ 14/19 ] 
f(z) = 19/49*z^3 - 151/266*z + 1
*
[ 2/3 ] 
f(z) = 3/47*z^3 - 149/282*z + 1
*
[ 2/3 ] 
f(z) = 3/49*z^3 - 155/294*z + 1
*
[ 5 ] 
f(z) = 3/56*z^3 - 151/280*z + 1
*
[ 5 ] 
f(z) = 3/58*z^3 - 143/290*z + 1
*
[ -5 ] 
f(z) = 4/57*z^3 - 158/285*z + 1
*
[ -5 ] 
f(z) = 4/59*z^3 - 146/295*z + 1
*
[ 19/5 ] 
f(z) = 5/57*z^3 - 151/285*z + 1
*
[ 2/3 ] 
f(z) = 6/47*z^3 - 157/282*z + 1
*
[ 3/2 ] 
f(z) = 18/47*z^3 - 149/282*z + 1
*
[ 3/2 ] 
f(z) = 18/49*z^3 - 145/294*z + 1
*
[ 15/19 ] 
f(z) = 19/45*z^3 - 151/285*z + 1
*
2 | 0.15251404994725364327459790210325569024 | 0.024129036668846341345567805247027720025
f(z) = 1/48*z^3 - 139/12*z + 1
*
-2 | 0.092410708498155265865114497413536713264 | 0.014832033330918801332141919681375933459
f(z) = 1/48*z^3 - 127/12*z + 1
*
[ 15 ] 
f(z) = 2/45*z^3 - 136/15*z + 1
*
[ -15 ] 
f(z) = 2/45*z^3 - 134/15*z + 1
*
[ 10 ] 
f(z) = 7/50*z^3 - 131/10*z + 1
*
[ -10 ] 
f(z) = 7/50*z^3 - 129/10*z + 1
*
[ 15/2 ] 
f(z) = 8/45*z^3 - 137/15*z + 1
*
[ -15/2 ] 
f(z) = 8/45*z^3 - 133/15*z + 1
*
-6 | 0.13851020628750989455709010770624530688 | 0.019851601147437312544724606079255366715
f(z) = 9/40*z^3 - 134/15*z + 1
*
6 | 0.16596346209195780472653510661171105960 | 0.024053640923174161930113344803498434497
f(z) = 9/40*z^3 - 124/15*z + 1
*
[ 6 ] 
f(z) = 11/40*z^3 - 136/15*z + 1
*
[ 10 ] 
f(z) = 11/40*z^3 - 133/5*z + 1
*
[ -10 ] 
f(z) = 11/40*z^3 - 132/5*z + 1
*
[ -6 ] 
f(z) = 11/40*z^3 - 131/15*z + 1
*
-6 | 0.095749331946698819836275661709980367174 | 0.015367886535303372962456541844662162944
f(z) = 13/48*z^3 - 127/12*z + 1
*
[ 12 ] 
f(z) = 13/54*z^3 - 135/4*z + 1
*
[ -6 ] 
f(z) = 17/48*z^3 - 139/12*z + 1
*
[ 7 ] 
f(z) = 19/49*z^3 - 127/7*z + 1
*
[ -7 ] 
f(z) = 19/49*z^3 - 125/7*z + 1
*
[ 14 ] 
f(z) = 1/40*z^3 - 139/35*z + 1
*
[ -14 ] 
f(z) = 1/40*z^3 - 134/35*z + 1
*
-12 | 0.14933637013075779385418144396966440792 | 0.024998515157571122947783048719167768631
f(z) = 1/45*z^3 - 131/30*z + 1
*
-14 | 0.19316405830498917704058012496730982829 | 0.028318577165166597659026872792461571230
f(z) = 1/49*z^3 - 131/28*z + 1
*
[ -20 ] 
f(z) = 1/50*z^3 - 139/20*z + 1
*
-3/2 | 0.13619121086576850479988283564867105052 | 0.022740372058782466986148932461066022176
f(z) = 2/45*z^3 - 133/30*z + 1
*
3 | 0.14480033034067048239201141390632678445 | 0.024365677048887979263243812030579062591
f(z) = 2/45*z^3 - 127/30*z + 1
*
2 | 0.087840068285307139601203573316274872313 | 0.012589440497575943173128725025040785425
f(z) = 3/56*z^3 - 134/21*z + 1
*
[ 8 ] 
f(z) = 5/48*z^3 - 139/24*z + 1
*
[ -8 ] 
f(z) = 5/48*z^3 - 133/24*z + 1
*
-6 | 0.15245927470512288452268808201168180969 | 0.021781693477262520140672409442071389242
f(z) = 5/56*z^3 - 137/35*z + 1
*
2/5 | 0.10549034998701732654474184645256549577 | 0.015307033719305422946272328333443702241
f(z) = 5/56*z^3 - 123/35*z + 1
*
2 | 0.14203000823159640157025995479031376409 | 0.020513810872866581506536174038797727703
f(z) = 7/40*z^3 - 127/35*z + 1
*
[ -6 ] 
f(z) = 7/45*z^3 - 133/30*z + 1
*
12/7 | 0.15551435589045336103907415778577781998 | 0.019142229567624840274864774429992391760
f(z) = 7/54*z^3 - 125/28*z + 1
*
3/2 | 0.10629359416800033167721991519058898042 | 0.017660870303044274932156053167150927967
f(z) = 8/45*z^3 - 137/30*z + 1
*
[ -14/3 ] 
f(z) = 9/40*z^3 - 129/35*z + 1
*
[ -20/3 ] 
f(z) = 9/50*z^3 - 137/20*z + 1
*
6 | 0.15908458493732559650580527265082264181 | 0.023029852464716559852754904572407864871
f(z) = 9/56*z^3 - 125/21*z + 1
*
0 | 0.13726045219626654600714522945150685710 | 0.025006742478088797616286713522711699776
f(z) = 11/42*z^3 - 121/21*z + 1
*
[ 6 ] 
f(z) = 11/56*z^3 - 131/21*z + 1
*
[ -6 ] 
f(z) = 11/56*z^3 - 124/21*z + 1
*
2/5 | 0.080339856296523508158422182648584319062 | 0.011643924697746058522825753708927953613
f(z) = 15/56*z^3 - 124/35*z + 1
*
[ 4 ] 
f(z) = 17/40*z^3 - 121/20*z + 1
*
[ 4 ] 
f(z) = 19/40*z^3 - 137/20*z + 1
*
[ -4 ] 
f(z) = 19/40*z^3 - 127/20*z + 1
*
[ 4 ] 
f(z) = 19/56*z^3 - 131/28*z + 1
*
7 | 0.093985623769549247054512346912646748218 | 0.019339352211455185758651049385272304026
f(z) = 1/40*z^3 - 129/40*z + 1
*
34/3 | 0.17245519158317049837561360693797077800 | 0.025053552542519922990130127866205375608
f(z) = 1/40*z^3 - 122/45*z + 1
*
5 | 0.059755629878088524804708832140883304088 | 0.012460016614560701364428367991915614572
f(z) = 1/40*z^3 - 121/40*z + 1
*
11 | 0.13892261687261808961638183094564909062 | 0.028772491687799394765089676158379760076
f(z) = 1/44*z^3 - 125/44*z + 1
*
-2 | 0.11641198348003860243093518706096938473 | 0.023591569244784858161595107239734859715
f(z) = 1/45*z^3 - 139/45*z + 1
*
-9 | 0.11653944670727988973449268485633204676 | 0.024300362077797721090086353924203647800
f(z) = 1/45*z^3 - 121/45*z + 1
*
-5 | 0.077017387011970368546318099586976408352 | 0.016059372543424346131481890654663273719
f(z) = 1/48*z^3 - 121/48*z + 1
*
[ 13 ] 
f(z) = 1/52*z^3 - 121/52*z + 1
*
11 | 0.13652868604568350773983766523127271423 | 0.028230092594363169816054622090158095717
f(z) = 1/55*z^3 - 126/55*z + 1
*
-3 | 0.11143414559987921529999999469885644338 | 0.023235824112917642931672752075199198449
f(z) = 1/56*z^3 - 121/56*z + 1
*
5 | 0.12128777476273186447260496137350889197 | 0.025204307608731531932996357227453635623
f(z) = 3/40*z^3 - 123/40*z + 1
*
-7 | 0.13805692349023109204857283667404847866 | 0.027978042920299806649442809289487685249
f(z) = 3/56*z^3 - 139/56*z + 1
*
[ -8 ] 
f(z) = 3/56*z^3 - 129/56*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015745048068091767225052550189462523479
f(z) = 3/59*z^3 - 121/59*z + 1
*
-9/2 | 0.14315120597295947698245834280810093418 | 0.029139275870690732319081879302620394825
f(z) = 4/55*z^3 - 136/55*z + 1
*
0 | 0.075510379533858356402305754221338972474 | 0.015718161688038790211052319749984024673
f(z) = 4/59*z^3 - 122/59*z + 1
*
-24/5 | 0.19920036214105491565286265599774183527 | 0.024471716951248408309892247228575972547
f(z) = 5/54*z^3 - 127/40*z + 1
*
51/10 | 0.23345602459120092324531808911003818392 | 0.028793218248577790327764883082091647026
f(z) = 5/54*z^3 - 123/40*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.013002649246544441926095065829861637976
f(z) = 5/58*z^3 - 121/58*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015691408950411455163072155038224365862
f(z) = 5/59*z^3 - 123/59*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015665050192030182309985677501420649135
f(z) = 6/59*z^3 - 124/59*z + 1
*
[ -5 ] 
f(z) = 7/40*z^3 - 127/40*z + 1
*
[ 5 ] 
f(z) = 7/45*z^3 - 139/45*z + 1
*
[ -5 ] 
f(z) = 7/45*z^3 - 121/45*z + 1
*
3 | 0.065332012227609778241761872213963928418 | 0.013486682298096713814139282325642692758
f(z) = 7/48*z^3 - 127/48*z + 1
*
15/14 | 0.17232156122981275465093603992620300115 | 0.020937430606863983310376919692030445356
f(z) = 7/54*z^3 - 139/56*z + 1
*
[ 5 ] 
f(z) = 7/55*z^3 - 131/55*z + 1
*
0 | 0.054527681378762379722348371867324447774 | 0.011369904682102310293971723058418593981
f(z) = 7/57*z^3 - 121/57*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.012958352739472822275402709742407920063
f(z) = 7/58*z^3 - 123/58*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015638990499219302526429166882844184078
f(z) = 7/59*z^3 - 125/59*z + 1
*
1/2 | 0.091327422876598705034474960508082476095 | 0.018562556289021911132632133208090367894
f(z) = 8/45*z^3 - 137/45*z + 1
*
[ 9/2 ] 
f(z) = 8/45*z^3 - 127/45*z + 1
*
[ -21/4 ] 
f(z) = 8/49*z^3 - 139/42*z + 1
*
[ -5 ] 
f(z) = 8/55*z^3 - 134/55*z + 1
*
5/2 | 0.14315120597295947698245834280810093418 | 0.029551130750734920379474262211428462267
f(z) = 8/55*z^3 - 127/55*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.011350210012531092915813547441687890637
f(z) = 8/57*z^3 - 122/57*z + 1
*
0 | 0.075510787482667600379250275202520327304 | 0.015613396600006177772843338789039664773
f(z) = 8/59*z^3 - 126/59*z + 1
*
1/3 | 0.10003149752265993211852844707826526119 | 0.020858187314811721979404302796720535723
f(z) = 9/40*z^3 - 121/40*z + 1
*
2/3 | 0.12340569940451125034571735980386381657 | 0.025393099390782013894789359075612752940
f(z) = 9/50*z^3 - 129/50*z + 1
*
-11/3 | 0.13652839043695459171675231135369786513 | 0.028230031471224650713821807328245241422
f(z) = 9/55*z^3 - 126/55*z + 1
*
5/3 | 0.12728859398753804070553777640294879785 | 0.025871765745944022514299371192583912459
f(z) = 9/56*z^3 - 137/56*z + 1
*
7/3 | 0.13805749244890782973849955960587067633 | 0.028407987996615157542738866663321656019
f(z) = 9/56*z^3 - 129/56*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.012915064288910392552402647891490504826
f(z) = 9/58*z^3 - 125/58*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015587744923395043041614966298937578552
f(z) = 9/59*z^3 - 127/59*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.011311921724949559112581033692977421173
f(z) = 10/57*z^3 - 124/57*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015562547749634500684675679714106886852
f(z) = 10/59*z^3 - 128/59*z + 1
*
10/11 | 0.083139621429294746986291526140795092277 | 0.011994511953742932332757780236704910611
f(z) = 11/40*z^3 - 128/55*z + 1
*
0 | 0.13958962774080612024766265794437118133 | 0.028371985551409545783061715824760626081
f(z) = 11/42*z^3 - 137/42*z + 1
*
-3 | 0.077763903133399039371297875003773700162 | 0.015950924235070287088521815043326989566
f(z) = 11/48*z^3 - 131/48*z + 1
*
[ 4 ] 
f(z) = 11/52*z^3 - 137/52*z + 1
*
0 | 0.054527681378762379722348371867324447774 | 0.011293317780386895572167572581829372605
f(z) = 11/57*z^3 - 125/57*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.012872744427770660903124082994851754331
f(z) = 11/58*z^3 - 127/58*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015537627048556585422526698666812718644
f(z) = 11/59*z^3 - 129/59*z + 1
*
0 | 0.074210491998598162087952818753941006120 | 0.015447578457208590836551778341493403472
f(z) = 12/55*z^3 - 122/55*z + 1
*
0 | 0.075510332012158753724107161661994787360 | 0.015513055486457066238716383017120308727
f(z) = 12/59*z^3 - 130/59*z + 1
*
[ 10/3 ] 
f(z) = 13/40*z^3 - 131/45*z + 1
*
0 | 0.14106666886977620404277467316184873071 | 0.028587985422850543608976638434360614702
f(z) = 13/42*z^3 - 139/42*z + 1
*
3 | 0.083627133915555983899036629535839697755 | 0.017100442467993032909006927426628346615
f(z) = 13/48*z^3 - 133/48*z + 1
*
0 | 0.074231706601698847948320722335827538701 | 0.015425781956758391246115689651229897482
f(z) = 13/55*z^3 - 123/55*z + 1
*
0 | 0.054527681378762379722348371867324447774 | 0.011256312030389722495229146029619771297
f(z) = 13/57*z^3 - 127/57*z + 1
*
0 | 0.062359989987430901818463733464257679975 | 0.012831768965292350161112876385097514978
f(z) = 13/58*z^3 - 129/58*z + 1
*
0 | 0.075510839379813071694444531633567973239 | 0.015488776017425106483542205850404926072
f(z) = 13/59*z^3 - 131/59*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015395340041984988285138904602671469329
f(z) = 14/55*z^3 - 124/55*z + 1
*
0 | 0.054528376873208126050723273697417289353 | 0.011238259843243114863440923825943312537
f(z) = 14/57*z^3 - 128/57*z + 1
*
0 | 0.075527999897446227342961411190782263183 | 0.015468167886982359659344963084810721408
f(z) = 14/59*z^3 - 132/59*z + 1
*
0 | 0.073889918925151218635529234666040651190 | 0.015407244795749744865290490788299862318
f(z) = 15/53*z^3 - 121/53*z + 1
*
0 | 0.062361742020325228892904508313460644700 | 0.012791634448013945931413028474701570122
f(z) = 15/58*z^3 - 131/58*z + 1
*
0 | 0.075513865788257854621044190337464388954 | 0.015441405880916415570952185568024796728
f(z) = 15/59*z^3 - 133/59*z + 1
*
[ 1/4 ] 
f(z) = 16/41*z^3 - 124/41*z + 1
*
[ 1/4 ] 
f(z) = 16/43*z^3 - 130/43*z + 1
*
1/2 | 0.089745061488098760567251421807926607560 | 0.018187361551459192261470899634078939325
f(z) = 16/45*z^3 - 139/45*z + 1
*
[ 1/4 ] 
f(z) = 16/45*z^3 - 136/45*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015304663247810920398598892786015410655
f(z) = 16/53*z^3 - 122/53*z + 1
*
0 | 0.074475139545032779474783882680497572131 | 0.015399255249778801237979671884692789903
f(z) = 16/55*z^3 - 126/55*z + 1
*
0 | 0.054895327143688332129383775359472974047 | 0.011277850768688517773711837187078939064
f(z) = 16/57*z^3 - 130/57*z + 1
*
0 | 0.075839926233870059040487642538294516198 | 0.015484362357999166324141084589289376577
f(z) = 16/59*z^3 - 134/59*z + 1
*
2/3 | 0.15221541193058798422181105303041483375 | 0.022139676159046390406779640027578032980
f(z) = 17/40*z^3 - 121/45*z + 1
*
[ 3 ] 
f(z) = 17/42*z^3 - 125/42*z + 1
*
-3 | 0.085531012431975756501371593294694785553 | 0.017384419517353979489414197391950546926
f(z) = 17/48*z^3 - 137/48*z + 1
*
[ 3 ] 
f(z) = 17/48*z^3 - 121/48*z + 1
*
0 | 0.047609871414772244104976627131957908389 | 0.0099274292657516674683420843542391315901
f(z) = 17/52*z^3 - 121/52*z + 1
*
0 | 0.073547835388775190288353972988860054478 | 0.015283669526639173067348273563489656195
f(z) = 17/53*z^3 - 123/53*z + 1
*
0 | 0.074259278607319929676209047318060326999 | 0.015329564544462749751961368175015108859
f(z) = 17/55*z^3 - 127/55*z + 1
*
0 | 0.054541494574145273973306343793237170981 | 0.011187546053691267546128727315214341935
f(z) = 17/57*z^3 - 131/57*z + 1
*
0 | 0.062526515322470133545048556607440696048 | 0.012785695598221276402607104651241404152
f(z) = 17/58*z^3 - 133/58*z + 1
*
0 | 0.075836151161429554900302909709251384203 | 0.015460122946582745281361523175450098850
f(z) = 17/59*z^3 - 135/59*z + 1
*
0 | 0.076672927919930819648170007582004723457 | 0.015906317271386803587344919079854779458
f(z) = 18/53*z^3 - 124/53*z + 1
*
0 | 0.075511485724280775087324541419385824289 | 0.015370810179141468306637684294035941812
f(z) = 18/59*z^3 - 136/59*z + 1
*
2/3 | 0.12935893701598934713704036515537615642 | 0.018792713026627645359629657047498158637
f(z) = 19/40*z^3 - 122/45*z + 1
*
[ 3 ] 
f(z) = 19/48*z^3 - 139/48*z + 1
*
[ 3 ] 
f(z) = 19/51*z^3 - 137/51*z + 1
*
0 | 0.061386273253092873008245673243327148048 | 0.012800032167679785082124282030491484509
f(z) = 19/51*z^3 - 121/51*z + 1
*
0 | 0.055468553872966721580524028200605293817 | 0.011526689290496639924821386111555830143
f(z) = 19/52*z^3 - 123/52*z + 1
*
0 | 0.080476886993313021225712312849384081326 | 0.016667700437850473645008373985432248065
f(z) = 19/53*z^3 - 125/53*z + 1
*
0 | 0.053316568517622933545438792507818091514 | 0.011006298387331843268212760299768152324
f(z) = 19/54*z^3 - 127/54*z + 1
*
0 | 0.078799523748628103464697192665354693603 | 0.016214519654689898159619438943017759328
f(z) = 19/55*z^3 - 129/55*z + 1
*
0 | 0.049069740698268352051010404144139129307 | 0.010065180431722132668439465941521799047
f(z) = 19/56*z^3 - 131/56*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.012712434092048924175401784149009767277
f(z) = 19/58*z^3 - 135/58*z + 1
*
0 | 0.075637498626977233353126374935361436224 | 0.015373534931793668699973593048636192912
f(z) = 19/59*z^3 - 137/59*z + 1
*
[ 12 ] 
f(z) = 1/45*z^3 - 137/60*z + 1
*
[ -20/3 ] 
f(z) = 3/40*z^3 - 131/60*z + 1
*
15/4 | 0.15187411969406767401095325570223107816 | 0.025555989712479517359963836574883708120
f(z) = 4/45*z^3 - 127/60*z + 1
*
14/3 | 0.20891500918636514170440470904866824397 | 0.029878736850254673337468924729248342886
f(z) = 5/56*z^3 - 136/63*z + 1
*
3/2 | 0.15187374213875852248723870797530714447 | 0.025765755481776500866650954640194190170
f(z) = 7/45*z^3 - 121/60*z + 1
*
[ 9/2 ] 
f(z) = 7/54*z^3 - 133/72*z + 1
*
14/9 | 0.083585626278371979147725150037138863628 | 0.012058856852140547673414131611291716731
f(z) = 9/56*z^3 - 128/63*z + 1
*
3/2 | 0.13597797289532997928162488335968347250 | 0.022704766891943829637107557276923335707
f(z) = 11/45*z^3 - 133/60*z + 1
*
-12/11 | 0.19425188308822617265437743528587193512 | 0.027293280066433495210944404128237270340
f(z) = 11/54*z^3 - 137/66*z + 1
*
3/2 | 0.15796626284629375768531219950350602144 | 0.026183325919581363631236395480139304291
f(z) = 13/45*z^3 - 139/60*z + 1
*
[ 14/5 ] 
f(z) = 15/49*z^3 - 123/70*z + 1
*
4 | 0.14661532970615747941788035636392102844 | 0.029799979291887066430118722462338080117
f(z) = 1/42*z^3 - 137/84*z + 1
*
[ 3/7 ] 
f(z) = 1/54*z^3 - 131/98*z + 1
*
[ 12 ] 
f(z) = 1/56*z^3 - 139/84*z + 1
*
[ -12 ] 
f(z) = 1/56*z^3 - 125/84*z + 1
*
[ 21/4 ] 
f(z) = 4/49*z^3 - 121/84*z + 1
*
-1/2 | 0.091314142117448884002170934507125691335 | 0.018505344917186410833059170796084609000
f(z) = 8/45*z^3 - 139/90*z + 1
*
-9/4 | 0.12538028485645664880857606948274932797 | 0.025717991815381425340204603515361570340
f(z) = 8/45*z^3 - 131/90*z + 1
*
9/4 | 0.091313489978095164637924087508003062316 | 0.019040341547429488604711479765530951391
f(z) = 8/45*z^3 - 121/90*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.016812268612281695544876930780999304201
f(z) = 9/49*z^3 - 121/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014339764127024318177007522503204456988
f(z) = 10/41*z^3 - 121/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.014474197368585332408492533713886408103
f(z) = 10/43*z^3 - 123/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.014718606141361006112434286583795426635
f(z) = 10/47*z^3 - 127/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.014829944093443719467784592757178325070
f(z) = 10/49*z^3 - 129/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.015911565972633280087751054405525240637
f(z) = 11/41*z^3 - 129/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.016042268939891235771118500723246332196
f(z) = 11/43*z^3 - 131/86*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.013391274532369639566345128684397769192
f(z) = 11/45*z^3 - 133/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.016279700091790735346018585469170452335
f(z) = 11/47*z^3 - 135/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.016387892570384747109394363954640356462
f(z) = 11/49*z^3 - 137/98*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.014557436644580067027379278074539701684
f(z) = 12/41*z^3 - 137/82*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.014693422745774472417758690754154352975
f(z) = 12/43*z^3 - 139/86*z + 1
*
-7/3 | 0.072072050540015338917580832644288951727 | 0.010475003964766590068479128265051570416
f(z) = 12/49*z^3 - 139/84*z + 1
*
-7/4 | 0.089186525076739785205520980823054225789 | 0.013134793506383381664415734544190666311
f(z) = 12/49*z^3 - 127/84*z + 1
*
[ 3/7 ] 
f(z) = 13/54*z^3 - 135/98*z + 1
*
[ 5/2 ] 
f(z) = 14/45*z^3 - 121/90*z + 1
*
[ 21/8 ] 
f(z) = 16/49*z^3 - 137/84*z + 1
*
[ 3/7 ] 
f(z) = 19/54*z^3 - 137/98*z + 1
*
[ -10 ] 
f(z) = 1/44*z^3 - 129/110*z + 1
*
-10/3 | 0.13415339501648292643622874857810650658 | 0.019186433769773226853421807279740977247
f(z) = 3/56*z^3 - 136/105*z + 1
*
[ 1/2 ] 
f(z) = 6/59*z^3 - 121/118*z + 1
*
[ 4 ] 
f(z) = 7/58*z^3 - 137/116*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011369904682102310293971723058418593981
f(z) = 8/57*z^3 - 121/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015691544468775998138865309558855689186
f(z) = 8/59*z^3 - 123/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.016999992417726701271217519542683590757
f(z) = 9/53*z^3 - 125/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017085889731937444629151861171185664378
f(z) = 9/55*z^3 - 127/110*z + 1
*
[ 10/3 ] 
f(z) = 9/55*z^3 - 123/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017243881568515866780117498836537487254
f(z) = 9/59*z^3 - 131/118*z + 1
*
-2 | 0.052467565918172535665164154737513861159 | 0.010762142009817417636765878162159179530
f(z) = 10/51*z^3 - 131/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015034627290736659932867712503044756992
f(z) = 10/53*z^3 - 133/106*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.011082905035771932373529160817731465746
f(z) = 10/57*z^3 - 137/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015302665659511655518658646907867642933
f(z) = 10/59*z^3 - 139/118*z + 1
*
[ 1/2 ] 
f(z) = 10/59*z^3 - 123/118*z + 1
*
[ 5/11 ] 
f(z) = 11/50*z^3 - 137/110*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.012367137981014220645208121550266872778
f(z) = 11/51*z^3 - 139/102*z + 1
*
[ 1/2 ] 
f(z) = 14/57*z^3 - 121/114*z + 1
*
[ 1/2 ] 
f(z) = 14/59*z^3 - 125/118*z + 1
*
[ 7/15 ] 
f(z) = 15/49*z^3 - 127/105*z + 1
*
[ 12/5 ] 
f(z) = 17/54*z^3 - 123/100*z + 1
*
[ 1/2 ] 
f(z) = 18/59*z^3 - 127/118*z + 1
*
[ 9 ] 
f(z) = 1/42*z^3 - 131/126*z + 1
*
[ 10 ] 
f(z) = 1/52*z^3 - 133/130*z + 1
*
-8/3 | 0.11965785169704528862072534874779796775 | 0.024249363421224520774967901918791017970
f(z) = 3/40*z^3 - 139/120*z + 1
*
[ 14/3 ] 
f(z) = 4/49*z^3 - 125/126*z + 1
*
[ -14/3 ] 
f(z) = 5/49*z^3 - 127/126*z + 1
*
[ 3 ] 
f(z) = 8/41*z^3 - 134/123*z + 1
*
[ 3 ] 
f(z) = 8/43*z^3 - 130/129*z + 1
*
[ -3 ] 
f(z) = 11/40*z^3 - 137/120*z + 1
*
[ -3 ] 
f(z) = 11/41*z^3 - 133/123*z + 1
*
[ -3 ] 
f(z) = 11/43*z^3 - 125/129*z + 1
*
5 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 3/52*z^3 - 121/156*z + 1
*
[ 9/2 ] 
f(z) = 4/51*z^3 - 124/153*z + 1
*
[ 22/7 ] 
f(z) = 7/44*z^3 - 137/154*z + 1
*
[ 3 ] 
f(z) = 8/47*z^3 - 122/141*z + 1
*
[ 3 ] 
f(z) = 9/52*z^3 - 139/156*z + 1
*
[ 3 ] 
f(z) = 9/53*z^3 - 137/159*z + 1
*
[ -3 ] 
f(z) = 12/47*z^3 - 136/141*z + 1
*
[ -3 ] 
f(z) = 12/49*z^3 - 128/147*z + 1
*
[ -3 ] 
f(z) = 13/53*z^3 - 139/159*z + 1
*
-17/2 | 0.093164012937676244584128360051628212815 | 0.018356812264839431451128784413263228324
f(z) = 1/40*z^3 - 129/160*z + 1
*
-5/2 | 0.11883613073619273752550732751304215978 | 0.023415184398116547469806044454671867510
f(z) = 1/40*z^3 - 121/160*z + 1
*
5/3 | 0.13325728800290785145145738363925631170 | 0.026098454964719535883253718091705279343
f(z) = 3/55*z^3 - 124/165*z + 1
*
3 | 0.13177865852636416772779548591633263930 | 0.025718107905534343567473823131166512804
f(z) = 3/56*z^3 - 137/168*z + 1
*
[ -6 ] 
f(z) = 3/58*z^3 - 121/174*z + 1
*
[ 4 ] 
f(z) = 4/41*z^3 - 133/164*z + 1
*
[ 4 ] 
f(z) = 4/43*z^3 - 127/172*z + 1
*
[ 7/2 ] 
f(z) = 5/42*z^3 - 125/168*z + 1
*
[ 7/12 ] 
f(z) = 6/49*z^3 - 127/168*z + 1
*
[ 11/3 ] 
f(z) = 6/55*z^3 - 122/165*z + 1
*
[ 24/7 ] 
f(z) = 7/54*z^3 - 137/168*z + 1
*
[ 5/2 ] 
f(z) = 9/40*z^3 - 129/160*z + 1
*
[ 3 ] 
f(z) = 9/55*z^3 - 133/165*z + 1
*
[ 3 ] 
f(z) = 9/56*z^3 - 131/168*z + 1
*
[ 3 ] 
f(z) = 9/58*z^3 - 127/174*z + 1
*
[ 3 ] 
f(z) = 9/59*z^3 - 125/177*z + 1
*
[ -3 ] 
f(z) = 13/55*z^3 - 131/165*z + 1
*
[ -3 ] 
f(z) = 13/56*z^3 - 127/168*z + 1
*
[ 10/17 ] 
f(z) = 17/50*z^3 - 139/170*z + 1
*
9/2 | 0.14377147843779743657428227438717035046 | 0.027685860400159342046395750114084756087
f(z) = 1/45*z^3 - 121/180*z + 1
*
[ 4 ] 
f(z) = 4/45*z^3 - 121/180*z + 1
*
[ -4 ] 
f(z) = 6/49*z^3 - 139/196*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 7/48*z^3 - 127/192*z + 1
*
[ 22/9 ] 
f(z) = 9/44*z^3 - 125/198*z + 1
*
[ 2/3 ] 
f(z) = 13/44*z^3 - 125/198*z + 1
*
[ 5/8 ] 
f(z) = 16/45*z^3 - 133/180*z + 1
*
[ 2/3 ] 
f(z) = 17/44*z^3 - 133/198*z + 1
*
[ 2/3 ] 
f(z) = 19/44*z^3 - 137/198*z + 1
*
[ 12/7 ] 
f(z) = 19/54*z^3 - 121/196*z + 1
*
[ -5 ] 
f(z) = 3/41*z^3 - 129/205*z + 1
*
[ 17/4 ] 
f(z) = 4/51*z^3 - 133/204*z + 1
*
[ 5/2 ] 
f(z) = 8/41*z^3 - 127/205*z + 1
*
[ 5/2 ] 
f(z) = 8/43*z^3 - 121/215*z + 1
*
[ 8/3 ] 
f(z) = 9/50*z^3 - 131/200*z + 1
*
-2 | 0.15740307923158477735342681441615352191 | 0.023477528520450084273758833942586090711
f(z) = 17/48*z^3 - 127/204*z + 1
*
[ 12/17 ] 
f(z) = 17/48*z^3 - 121/204*z + 1
*
[ 26/3 ] 
f(z) = 1/52*z^3 - 131/234*z + 1
*
[ 2/3 ] 
f(z) = 5/52*z^3 - 127/234*z + 1
*
[ 2/3 ] 
f(z) = 7/52*z^3 - 131/234*z + 1
*
0 | 0.15649487773093068468680243199093631412 | 0.025506188999549420319318485421904972625
f(z) = 11/42*z^3 - 134/231*z + 1
*
[ 2/3 ] 
f(z) = 11/52*z^3 - 139/234*z + 1
*
[ 9/13 ] 
f(z) = 13/54*z^3 - 131/234*z + 1
*
[ -42/17 ] 
f(z) = 17/54*z^3 - 123/238*z + 1
*
[ -6 ] 
f(z) = 2/43*z^3 - 131/258*z + 1
*
[ 2/3 ] 
f(z) = 3/41*z^3 - 131/246*z + 1
*
[ 2/3 ] 
f(z) = 3/43*z^3 - 137/258*z + 1
*
[ 2/3 ] 
f(z) = 6/41*z^3 - 139/246*z + 1
*
[ 10/7 ] 
f(z) = 17/40*z^3 - 139/245*z + 1
*
[ 3/4 ] 
f(z) = 17/45*z^3 - 131/240*z + 1
*
[ 3/4 ] 
f(z) = 19/45*z^3 - 137/240*z + 1
*
[ 8/11 ] 
f(z) = 11/48*z^3 - 131/264*z + 1
*
[ -5/2 ] 
f(z) = 16/53*z^3 - 129/265*z + 1
*
[ 5 ] 
f(z) = 3/59*z^3 - 139/295*z + 1
*
[ 7/2 ] 
f(z) = 4/41*z^3 - 138/287*z + 1
*
-7/5 | 0.14136852413309961133787481061072787710 | 0.025088518665113571125037475358725579969
f(z) = 5/56*z^3 - 129/280*z + 1
*
[ 5/7 ] 
f(z) = 7/40*z^3 - 137/280*z + 1
*
0 | 0.13281115153359411369074848812358989478 | 0.023569851030266573316855025654014464065
f(z) = 7/40*z^3 - 129/280*z + 1
*
[ 3/4 ] 
f(z) = 8/47*z^3 - 121/282*z + 1
*
[ 3/4 ] 
f(z) = 8/49*z^3 - 125/294*z + 1
*
[ -10/3 ] 
f(z) = 9/58*z^3 - 123/290*z + 1
*
[ 9/4 ] 
f(z) = 11/54*z^3 - 137/288*z + 1
*
[ 22/13 ] 
f(z) = 13/44*z^3 - 125/286*z + 1
*
[ 5/3 ] 
f(z) = 18/59*z^3 - 132/295*z + 1
*
[ 6/7 ] 
f(z) = 19/54*z^3 - 125/294*z + 1
*
-18 | 0.17416194551644942091718202194449743607 | 0.025393350450565109298393317542116397420
f(z) = 1/40*z^3 - 119/15*z + 1
*
-2 | 0.12750932408327010596121824855631859091 | 0.020796707526950138484219889928542293876
f(z) = 1/48*z^3 - 115/12*z + 1
*
20 | 0.17759736797068654420661266249096150694 | 0.029496209807901351236809884326348377840
f(z) = 1/48*z^3 - 103/12*z + 1
*
[ 21 ] 
f(z) = 1/54*z^3 - 101/14*z + 1
*
2 | 0.12873112972584492924382568790174112155 | 0.019012720920144137414655202020345960170
f(z) = 1/56*z^3 - 109/7*z + 1
*
10 | 0.13956618804507034920448200002470511613 | 0.020503847041793511671051318407457847343
f(z) = 3/40*z^3 - 113/15*z + 1
*
[ 9 ] 
f(z) = 5/54*z^3 - 119/18*z + 1
*
[ -9 ] 
f(z) = 5/54*z^3 - 115/18*z + 1
*
[ 14 ] 
f(z) = 5/56*z^3 - 116/7*z + 1
*
[ -14 ] 
f(z) = 5/56*z^3 - 115/7*z + 1
*
-6 | 0.16300226107065616642692450060450724401 | 0.024140363461540755781127467900554912402
f(z) = 7/40*z^3 - 107/15*z + 1
*
-6 | 0.16126820393996163862802754727749555090 | 0.023513403040125484513590550003432652017
f(z) = 9/40*z^3 - 119/15*z + 1
*
-10 | 0.17948247060478601843649502342068257932 | 0.026233931331258129519091976775139018283
f(z) = 9/40*z^3 - 117/5*z + 1
*
[ 6 ] 
f(z) = 9/40*z^3 - 109/15*z + 1
*
[ 10 ] 
f(z) = 9/40*z^3 - 108/5*z + 1
*
[ -10 ] 
f(z) = 9/40*z^3 - 107/5*z + 1
*
[ -6 ] 
f(z) = 9/40*z^3 - 104/15*z + 1
*
6 | 0.16308877357159402338175116085568097030 | 0.026676030708562189174538521335006824711
f(z) = 11/48*z^3 - 113/12*z + 1
*
-6 | 0.15405801993278688180872407175160120399 | 0.025348319918201451829502200512288026393
f(z) = 11/48*z^3 - 109/12*z + 1
*
[ -12 ] 
f(z) = 11/54*z^3 - 113/4*z + 1
*
[ 6 ] 
f(z) = 13/48*z^3 - 107/12*z + 1
*
[ -6 ] 
f(z) = 13/48*z^3 - 103/12*z + 1
*
[ 7 ] 
f(z) = 16/49*z^3 - 106/7*z + 1
*
[ -7 ] 
f(z) = 16/49*z^3 - 104/7*z + 1
*
[ 7 ] 
f(z) = 17/49*z^3 - 113/7*z + 1
*
[ -7 ] 
f(z) = 17/49*z^3 - 111/7*z + 1
*
[ 7 ] 
f(z) = 18/49*z^3 - 120/7*z + 1
*
[ -7 ] 
f(z) = 18/49*z^3 - 118/7*z + 1
*
[ 14/3 ] 
f(z) = 18/49*z^3 - 101/14*z + 1
*
21/2 | 0.090080409694872353080413938989929350847 | 0.013688702239344775368648041713189130839
f(z) = 1/49*z^3 - 103/28*z + 1
*
[ 15 ] 
f(z) = 1/50*z^3 - 107/30*z + 1
*
[ -15 ] 
f(z) = 1/50*z^3 - 103/30*z + 1
*
-10 | 0.19488709720797310867035009875513201569 | 0.028822746404080113185236838641773236326
f(z) = 1/56*z^3 - 108/35*z + 1
*
-3 | 0.12652909251316986701571600996601184621 | 0.021923309934858966232142748710573299075
f(z) = 2/45*z^3 - 107/30*z + 1
*
-3/2 | 0.15230915359434390921184335292992461717 | 0.026565513238862503787154798318668206934
f(z) = 2/45*z^3 - 103/30*z + 1
*
-5/3 | 0.089907828989952676044943495330802740819 | 0.014311367634043089219593436259793512659
f(z) = 3/50*z^3 - 107/30*z + 1
*
6 | 0.16623643677106840817602472600374744445 | 0.029094191560861538182367780617274719263
f(z) = 4/45*z^3 - 101/30*z + 1
*
-6 | 0.073763411814059419875787609886122745513 | 0.010573356012227356188400485959328189502
f(z) = 5/54*z^3 - 119/30*z + 1
*
-3/2 | 0.12558876182622288320789851100054063758 | 0.018231464147819525233598755781159597289
f(z) = 5/54*z^3 - 109/24*z + 1
*
-3/5 | 0.073992768209965752092603301981064899407 | 0.010861570749433624212713541586365533204
f(z) = 5/54*z^3 - 101/30*z + 1
*
6 | 0.070119256694525220977309998772932513749 | 0.010458669912399919667415420044478599344
f(z) = 5/56*z^3 - 102/35*z + 1
*
-3/4 | 0.061299413875730809026903709153457955674 | 0.010521698033969470758623961415778875465
f(z) = 8/45*z^3 - 113/30*z + 1
*
3/2 | 0.14828637309081028286126216704905010791 | 0.025693127578920944778777826975690359668
f(z) = 8/45*z^3 - 107/30*z + 1
*
-15/4 | 0.15199856317106139631712683762151533967 | 0.026511340565672086223882129667710004781
f(z) = 8/45*z^3 - 103/30*z + 1
*
-6 | 0.18315044669740273617638618869000430643 | 0.026736799039200720250448788949385205504
f(z) = 9/56*z^3 - 118/21*z + 1
*
[ 6 ] 
f(z) = 9/56*z^3 - 104/21*z + 1
*
4 | 0.12768572235835287197823740908665483949 | 0.023713592615351670771523541574008805273
f(z) = 13/40*z^3 - 109/20*z + 1
*
-2/3 | 0.16054483401690566331729681948302884271 | 0.023436770378091105818051229067812416239
f(z) = 15/56*z^3 - 118/21*z + 1
*
[ 14/3 ] 
f(z) = 15/56*z^3 - 106/21*z + 1
*
14/5 | 0.14653581209572402544129772153590609306 | 0.021888782390060545179716672648149047419
f(z) = 15/56*z^3 - 101/35*z + 1
*
21/8 | 0.10331158945380034166421631566222263200 | 0.015522878129032197733567097901463560719
f(z) = 16/49*z^3 - 111/28*z + 1
*
[ -4 ] 
f(z) = 17/40*z^3 - 111/20*z + 1
*
0 | 0.15652523637210135511263180212525956089 | 0.029378542483591862228159787887166044772
f(z) = 17/42*z^3 - 103/21*z + 1
*
[ 4 ] 
f(z) = 17/56*z^3 - 115/28*z + 1
*
[ -4 ] 
f(z) = 17/56*z^3 - 101/28*z + 1
*
[ 7/2 ] 
f(z) = 19/49*z^3 - 113/28*z + 1
*
3 | 0.18853452438864349448090548267356063472 | 0.023659484721214068343514672099739358574
f(z) = 19/54*z^3 - 107/38*z + 1
*
[ -4 ] 
f(z) = 19/56*z^3 - 117/28*z + 1
*
2/3 | 0.14969127053308101978580438232020037338 | 0.021991335849273667517315295646347737476
f(z) = 1/40*z^3 - 113/45*z + 1
*
8 | 0.090957077734268728428322205243328967668 | 0.019388261117623515120072757776845301972
f(z) = 1/40*z^3 - 109/40*z + 1
*
26/3 | 0.12099073162822051927852060820231225361 | 0.017918525901410188104183730240794796088
f(z) = 1/40*z^3 - 107/45*z + 1
*
-5 | 0.13321838201063249566083868696308842579 | 0.028180125498338932564520161425209616152
f(z) = 1/44*z^3 - 113/44*z + 1
*
-13 | 0.11921828830004349611381642826094617228 | 0.024945638770766395919626805137604058402
f(z) = 1/50*z^3 - 119/50*z + 1
*
0 | 0.059609463710987066571682377859351800853 | 0.012916122882048971422434904800632424477
f(z) = 1/50*z^3 - 101/50*z + 1
*
0 | 0.052467947395239706023098504941125799596 | 0.011320607424616925543431113606799653475
f(z) = 1/51*z^3 - 103/51*z + 1
*
[ -13 ] 
f(z) = 1/52*z^3 - 113/52*z + 1
*
0 | 0.047500366453921081988743461434640047015 | 0.010206439866277186734963092763256807948
f(z) = 1/52*z^3 - 105/52*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015734349990053904857316173603446526608
f(z) = 1/53*z^3 - 107/53*z + 1
*
0 | 0.047471553501555989980090776989602134775 | 0.010118958280919337381093673321824359638
f(z) = 1/54*z^3 - 109/54*z + 1
*
-21/2 | 0.22619692141232665672843241337636635488 | 0.028592863096800444853525615964909095112
f(z) = 1/54*z^3 - 101/56*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015757383566607633382156265504314290819
f(z) = 1/55*z^3 - 111/55*z + 1
*
0 | 0.054526647762341490000167174664589880319 | 0.011491554839405108968740818178068233462
f(z) = 1/57*z^3 - 115/57*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.013094436107978213347507969042081074974
f(z) = 1/58*z^3 - 117/58*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015799958459696276969865950518913773261
f(z) = 1/59*z^3 - 119/59*z + 1
*
[ -9 ] 
f(z) = 2/45*z^3 - 112/45*z + 1
*
0 | 0.052467947395239706023098504941125799596 | 0.011297056715217418010977256127261218925
f(z) = 2/51*z^3 - 104/51*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015703089204143884689221250502585595143
f(z) = 2/53*z^3 - 108/53*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015727432775719367916026448669001209724
f(z) = 2/55*z^3 - 112/55*z + 1
*
0 | 0.054527681378762379722348371867324447774 | 0.011470841866170934230566631330249876376
f(z) = 2/57*z^3 - 116/57*z + 1
*
0 | 0.075509952664920730566963895809624030075 | 0.015772341075838880143324877150249931604
f(z) = 2/59*z^3 - 120/59*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015616221937934460192262208772058866655
f(z) = 3/49*z^3 - 101/49*z + 1
*
-5/2 | 0.18881109517260777157855636127812337168 | 0.029554555898720664537142640648238179968
f(z) = 3/50*z^3 - 119/40*z + 1
*
0 | 0.059609463710987066571682377859351800853 | 0.012861477739555288797338494583228932421
f(z) = 3/50*z^3 - 103/50*z + 1
*
0 | 0.047500366453921081988743461434640047015 | 0.010165227132568601339693037002847120094
f(z) = 3/52*z^3 - 107/52*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015672238804448588626762012753055128661
f(z) = 3/53*z^3 - 109/53*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015697860350457731483920453346616837469
f(z) = 3/55*z^3 - 113/55*z + 1
*
0 | 0.062357982324288423571344477228046918009 | 0.013047995602994808119646384996700932994
f(z) = 3/58*z^3 - 119/58*z + 1
*
-9/2 | 0.12318538092207235715241690322961653984 | 0.025914177699319475227053301494180116696
f(z) = 4/45*z^3 - 116/45*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015582955656366172143920564162402193338
f(z) = 4/49*z^3 - 102/49*z + 1
*
0 | 0.052467947395239706023098504941125799596 | 0.011250912971391505074502290955682746654
f(z) = 4/51*z^3 - 106/51*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015641789477540873720187153643588827018
f(z) = 4/53*z^3 - 110/53*z + 1
*
0 | 0.074210315390179444277229728218258162774 | 0.015668751256682602804173545165634752612
f(z) = 4/55*z^3 - 114/55*z + 1
*
0 | 0.054528320994670920289786917284650019630 | 0.011429873338311124349956915964569349314
f(z) = 4/57*z^3 - 118/57*z + 1
*
3 | 0.086706133835633698018892591734887597224 | 0.018482136906554531394959236116707699662
f(z) = 5/48*z^3 - 109/48*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015550153297925049841328111027669185505
f(z) = 5/49*z^3 - 103/49*z + 1
*
0 | 0.052467653659098534963947508979354564375 | 0.011228242145775147517731084700053041390
f(z) = 5/51*z^3 - 107/51*z + 1
*
0 | 0.047501101691290160624479099940702677363 | 0.010125256724453252096593840987995684967
f(z) = 5/52*z^3 - 109/52*z + 1
*
0 | 0.073524573526047820145443029038272482047 | 0.015611870055650100757037692026156491888
f(z) = 5/53*z^3 - 111/53*z + 1
*
0 | 0.047471633660001458998264508171739394187 | 0.010041831870043595982027697529593672057
f(z) = 5/54*z^3 - 113/54*z + 1
*
0 | 0.054527681378762379722348371867324447774 | 0.011409556889952054405981511016266058057
f(z) = 5/57*z^3 - 119/57*z + 1
*
-7/3 | 0.19303979590713729049521518156657497522 | 0.028851344554727003389884369772169288355
f(z) = 6/49*z^3 - 115/42*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015517803696203071673530570607282347878
f(z) = 6/49*z^3 - 104/49*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015582058262707405205688714893666774720
f(z) = 6/53*z^3 - 112/53*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015611331818094627906444936127880030782
f(z) = 6/55*z^3 - 116/55*z + 1
*
[ 5 ] 
f(z) = 6/55*z^3 - 106/55*z + 1
*
-10/3 | 0.12982298314320931340258335026649629373 | 0.018928592567783163752828880293337877998
f(z) = 7/40*z^3 - 119/45*z + 1
*
2/3 | 0.15346583661149697394244883994736650526 | 0.022459406397183606074205264603593151107
f(z) = 7/40*z^3 - 116/45*z + 1
*
10/3 | 0.19727218590174295100064205375296289958 | 0.029467526654808934930670458348743631002
f(z) = 7/40*z^3 - 101/45*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015449007106340266586970991877870018970
f(z) = 7/47*z^3 - 101/47*z + 1
*
0 | 0.059609463710987066571682377859351800853 | 0.012756611856049574446048497069878409368
f(z) = 7/50*z^3 - 107/50*z + 1
*
0 | 0.052467947395239706023098504941125799596 | 0.011183981387095301994299738654721669448
f(z) = 7/51*z^3 - 109/51*z + 1
*
0 | 0.047501211223566105528752082718643711258 | 0.010086188896363729770815947241306712048
f(z) = 7/52*z^3 - 111/52*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015552759186375775337976235409416676597
f(z) = 7/53*z^3 - 113/53*z + 1
*
0 | 0.047471553501555989980090776989602134775 | 0.010004685465950207018472821023382405616
f(z) = 7/54*z^3 - 115/54*z + 1
*
-3/2 | 0.10819519182113485417913625005335502550 | 0.013455826413732782469668877501388151923
f(z) = 7/54*z^3 - 115/56*z + 1
*
24/7 | 0.099413405575916178695144826034557056054 | 0.014356529996198075473717801265675604309
f(z) = 7/54*z^3 - 113/42*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015583192637786951951900210264640607065
f(z) = 7/55*z^3 - 117/55*z + 1
*
[ -5 ] 
f(z) = 7/55*z^3 - 109/55*z + 1
*
[ -9/2 ] 
f(z) = 8/45*z^3 - 107/45*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015416097032290821093805816960027496893
f(z) = 8/47*z^3 - 102/47*z + 1
*
0 | 0.072071644673904611054933349393263463852 | 0.015454612619450810986364921395990916776
f(z) = 8/49*z^3 - 106/49*z + 1
*
0 | 0.052468847698402778097855856425499608172 | 0.011162443753673136877876471642256725139
f(z) = 8/51*z^3 - 110/51*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015523826783475018364398860344077846939
f(z) = 8/53*z^3 - 114/53*z + 1
*
0 | 0.074209873800601313308568572429468832210 | 0.015555392913635138460625529427366497770
f(z) = 8/55*z^3 - 118/55*z + 1
*
[ 4 ] 
f(z) = 9/44*z^3 - 111/44*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.012581547898880704815039118251534666492
f(z) = 9/46*z^3 - 101/46*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015383645913788809834673521923763256465
f(z) = 9/47*z^3 - 103/47*z + 1
*
0 | 0.072071402302327583552681474905214202654 | 0.015423505729720758490364958678003597858
f(z) = 9/49*z^3 - 107/49*z + 1
*
0 | 0.059609463710987066571682377859351800853 | 0.012706255261262568680081083580671839426
f(z) = 9/50*z^3 - 109/50*z + 1
*
[ 1/3 ] 
f(z) = 9/50*z^3 - 101/50*z + 1
*
0 | 0.047500366453921081988743461434640047015 | 0.010047909813089836117064062077923358370
f(z) = 9/52*z^3 - 113/52*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015495253111323459065230147326574020996
f(z) = 9/53*z^3 - 115/53*z + 1
*
[ 1/3 ] 
f(z) = 9/53*z^3 - 107/53*z + 1
*
0 | 0.074210788325283705892172766631461709689 | 0.015528116909355592698753788866632847686
f(z) = 9/55*z^3 - 119/55*z + 1
*
5/3 | 0.13381946580762294432907238315212537282 | 0.028307274744400613536174120411261252285
f(z) = 9/55*z^3 - 113/55*z + 1
*
[ 1/3 ] 
f(z) = 9/56*z^3 - 113/56*z + 1
*
[ 1/3 ] 
f(z) = 9/58*z^3 - 117/58*z + 1
*
[ 1/3 ] 
f(z) = 9/59*z^3 - 119/59*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015351642703993481967870899850137936363
f(z) = 10/47*z^3 - 104/47*z + 1
*
0 | 0.072071085121532931357775925690708467965 | 0.015392794782003414171977996531204613295
f(z) = 10/49*z^3 - 108/49*z + 1
*
0 | 0.052467947395239706023098504941125799596 | 0.011119626988665303588891705286030099332
f(z) = 10/51*z^3 - 112/51*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015467030469432855661173003633323368045
f(z) = 10/53*z^3 - 116/53*z + 1
*
2/3 | 0.14969910344225405293498133542955614386 | 0.021853481207702818298403545683800533860
f(z) = 11/40*z^3 - 118/45*z + 1
*
30/11 | 0.14742989227271222580602150405166992535 | 0.021834121570966164096762094699185355223
f(z) = 11/40*z^3 - 107/55*z + 1
*
[ 10/3 ] 
f(z) = 11/40*z^3 - 106/45*z + 1
*
3 | 0.11356884676892726590206743775733502010 | 0.024023594239378793678272732965951172358
f(z) = 11/42*z^3 - 113/42*z + 1
*
0 | 0.056933602407018446926534112702143580353 | 0.012336319755737533884779373777412776844
f(z) = 11/45*z^3 - 101/45*z + 1
*
0 | 0.058066298292905567809251025901013894335 | 0.012528520748542324755789816361664540931
f(z) = 11/46*z^3 - 103/46*z + 1
*
0 | 0.071321486694767931847345440978903875929 | 0.015324902089540556916949835575043941046
f(z) = 11/47*z^3 - 105/47*z + 1
*
3 | 0.13819059691967963944167490435755749998 | 0.029123830053043997149033488536812978431
f(z) = 11/48*z^3 - 115/48*z + 1
*
0 | 0.072072759900697391564580388340368627741 | 0.015362910982088852325613407989502923632
f(z) = 11/49*z^3 - 109/49*z + 1
*
0 | 0.059610604857978620015663382997574962119 | 0.012657441891203463765960387743487363288
f(z) = 11/50*z^3 - 111/50*z + 1
*
0 | 0.052470169276128185872355871800529210202 | 0.011099188661534471024944808047389060100
f(z) = 11/51*z^3 - 113/51*z + 1
*
0 | 0.047501305888233968192236272910324881843 | 0.010010955816267787052566515642118595190
f(z) = 11/52*z^3 - 115/52*z + 1
*
[ -4 ] 
f(z) = 11/52*z^3 - 111/52*z + 1
*
0 | 0.073523924325039293224897576648686255006 | 0.015439151390038794776565509010336080389
f(z) = 11/53*z^3 - 117/53*z + 1
*
0 | 0.047472024942992752894444907623109386953 | 0.0099332074200253164239141534205212686453
f(z) = 11/54*z^3 - 119/54*z + 1
*
0 | 0.071299426213074843652647168748781641290 | 0.015289022709248113222977529401467811236
f(z) = 12/47*z^3 - 106/47*z + 1
*
0 | 0.072073882216953726599475798685098934762 | 0.015333301409249343759942646083704462949
f(z) = 12/49*z^3 - 110/49*z + 1
*
0 | 0.073524879051096785470758337286866938743 | 0.015411808752571201035718144365681240503
f(z) = 12/53*z^3 - 118/53*z + 1
*
2/3 | 0.12984735581122701880036138257853931547 | 0.018932146178180392683409229095615815824
f(z) = 13/40*z^3 - 119/45*z + 1
*
[ -10/3 ] 
f(z) = 13/40*z^3 - 104/45*z + 1
*
-3 | 0.11107236728737886582859880880877454058 | 0.023965234551892549778710949608968505856
f(z) = 13/42*z^3 - 103/42*z + 1
*
0 | 0.057244347235252290430883317510808066617 | 0.012351174659970435129559592066770038454
f(z) = 13/45*z^3 - 103/45*z + 1
*
0 | 0.058432310562180631739768290162198402326 | 0.012555395011090471278319368498927944126
f(z) = 13/46*z^3 - 105/46*z + 1
*
0 | 0.071659961931830921747259915901121655783 | 0.015335456202320502086032292347523492863
f(z) = 13/47*z^3 - 107/47*z + 1
*
-3 | 0.13805123614194756440379759260212194002 | 0.029912812815651968972352705630392104650
f(z) = 13/48*z^3 - 101/48*z + 1
*
0 | 0.072320937525083189168049856868775489933 | 0.015356295518591344495494013353566200927
f(z) = 13/49*z^3 - 111/49*z + 1
*
0 | 0.059609463710987066571682377859351800853 | 0.012609387255057839319613484329792709691
f(z) = 13/50*z^3 - 113/50*z + 1
*
0 | 0.052468978465767416433666311994903652984 | 0.011057898626648308094464417834840549364
f(z) = 13/51*z^3 - 115/51*z + 1
*
0 | 0.073526554692674384355096919989889370823 | 0.015384945544649166242999987217469715372
f(z) = 13/53*z^3 - 119/53*z + 1
*
0 | 0.056942333144075845217835913826761400343 | 0.012260452313478394921963009929373316257
f(z) = 14/45*z^3 - 104/45*z + 1
*
0 | 0.071307277346607370332585244204942125778 | 0.015229662281465898426682484830684762405
f(z) = 14/47*z^3 - 108/47*z + 1
*
0 | 0.052819978368537283122807314642052033179 | 0.011111596970929419785211488011705020864
f(z) = 14/51*z^3 - 116/51*z + 1
*
0 | 0.073747255918262741425911024114043418484 | 0.015404153130801574795737678247906773862
f(z) = 14/53*z^3 - 120/53*z + 1
*
0 | 0.074934495904320340172911463122446494129 | 0.016236736533937358205321440520439610840
f(z) = 15/43*z^3 - 101/43*z + 1
*
0 | 0.047911589542365843141061226531025501176 | 0.010337516964647163413614244516704918779
f(z) = 15/44*z^3 - 103/44*z + 1
*
0 | 0.058212898608583523380406416696265578208 | 0.012457742551849100148372869477477104557
f(z) = 15/46*z^3 - 107/46*z + 1
*
0 | 0.071300213328771587492772091622199809781 | 0.015198236225213069245781886587137213405
f(z) = 15/47*z^3 - 109/47*z + 1
*
0 | 0.072088096032299894803265937787882639663 | 0.015249033672878451684160013751601582047
f(z) = 15/49*z^3 - 113/49*z + 1
*
0 | 0.047821460292310036024199370190217803213 | 0.010006324457034497645245246158159457894
f(z) = 15/52*z^3 - 119/52*z + 1
*
0 | 0.078513278103774133605326641503139414599 | 0.016975943702471308718799439218324673748
f(z) = 16/43*z^3 - 102/43*z + 1
*
0 | 0.074673406679241798703109827033634710356 | 0.015886335197286417957000148676898323486
f(z) = 16/47*z^3 - 110/47*z + 1
*
0 | 0.072203344842861864354825166862189109922 | 0.015244999893815213947405681519828931555
f(z) = 16/49*z^3 - 114/49*z + 1
*
0 | 0.052471094070484392700012289764314351013 | 0.010998650759975851347154205597318916923
f(z) = 16/51*z^3 - 118/51*z + 1
*
[ 3 ] 
f(z) = 16/51*z^3 - 110/51*z + 1
*
-11/4 | 0.13652831389391870069173637666713996356 | 0.029582827446370388027067684656912589340
f(z) = 16/55*z^3 - 101/55*z + 1
*
[ 3 ] 
f(z) = 16/57*z^3 - 106/57*z + 1
*
0 | 0.048439631126103079255515992780309089419 | 0.010495853997601943204581889797531754011
f(z) = 17/42*z^3 - 101/42*z + 1
*
0 | 0.081137495887975686501478803937880582969 | 0.017506416468801646156202258771494517691
f(z) = 17/43*z^3 - 103/43*z + 1
*
0 | 0.054948391714441191274958472164659331387 | 0.011806802718588125467978643280600108816
f(z) = 17/44*z^3 - 105/44*z + 1
*
0 | 0.066492497244814657002011853531179549609 | 0.014229602581296243500718586373118703303
f(z) = 17/45*z^3 - 107/45*z + 1
*
0 | 0.066599537164711659725223288316466753002 | 0.014196247823997691537504067497860090330
f(z) = 17/46*z^3 - 109/46*z + 1
*
0 | 0.078739177316033830140044366736010409623 | 0.016719115060371152249233762934504222451
f(z) = 17/47*z^3 - 111/47*z + 1
*
0 | 0.076973823183766601977417748454368626193 | 0.016222323333910044490590680580813302700
f(z) = 17/49*z^3 - 115/49*z + 1
*
0 | 0.062865845608929319074183235027149827816 | 0.013201081369489952702831157360148373209
f(z) = 17/50*z^3 - 117/50*z + 1
*
[ 3 ] 
f(z) = 17/57*z^3 - 115/57*z + 1
*
0 | 0.083294837054070654492234365889441243149 | 0.017934501824441544748261484540404979351
f(z) = 18/43*z^3 - 104/43*z + 1
*
0 | 0.081464450790443059013788034299708251427 | 0.017264908398310874315338717980170964638
f(z) = 18/47*z^3 - 112/47*z + 1
*
0 | 0.080308689123356782192585555061889803348 | 0.016894323215663128139445103128557029262
f(z) = 18/49*z^3 - 116/49*z + 1
*
[ 1/3 ] 
f(z) = 18/53*z^3 - 108/53*z + 1
*
[ 1/3 ] 
f(z) = 18/55*z^3 - 112/55*z + 1
*
[ 1/3 ] 
f(z) = 18/59*z^3 - 120/59*z + 1
*
0 | 0.085805551952905254856212267146636209253 | 0.018592266797754915811009008839523803952
f(z) = 19/41*z^3 - 101/41*z + 1
*
[ -3 ] 
f(z) = 19/42*z^3 - 115/42*z + 1
*
0 | 0.052307934869592078787303918921163404025 | 0.011286082746679122649233969475347422791
f(z) = 19/42*z^3 - 103/42*z + 1
*
0 | 0.085154719657857749926330428407060489155 | 0.018297259377161540266952214390072052949
f(z) = 19/43*z^3 - 105/43*z + 1
*
0 | 0.059136455677451787590312062604257445780 | 0.012655386656006537210206859207941649929
f(z) = 19/44*z^3 - 107/44*z + 1
*
0 | 0.070879725180946785427319853801818085152 | 0.015108605663084514698571012774119452278
f(z) = 19/45*z^3 - 109/45*z + 1
*
0 | 0.071223863728037070782259089273255171492 | 0.015123347910199234962476607211487118939
f(z) = 19/46*z^3 - 111/46*z + 1
*
0 | 0.083653906228180931745583832690138864460 | 0.017695587803703150014780297711262978839
f(z) = 19/47*z^3 - 113/47*z + 1
*
[ -3 ] 
f(z) = 19/48*z^3 - 107/48*z + 1
*
0 | 0.082763542910949192180120629945593078390 | 0.017379361620159735246250669941256909515
f(z) = 19/49*z^3 - 117/49*z + 1
*
0 | 0.069433223749782079769758692005096641356 | 0.014528443102560717076738373052053532696
f(z) = 19/50*z^3 - 119/50*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.012915981577103338992903377256018952899
f(z) = 19/50*z^3 - 101/50*z + 1
*
[ -3 ] 
f(z) = 19/51*z^3 - 103/51*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.010242573756117092009987137235967048727
f(z) = 19/54*z^3 - 103/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.013398766962598657564099701825904005948
f(z) = 19/58*z^3 - 105/58*z + 1
*
-6 | 0.16771847334167568912065838697505854476 | 0.028787928295642805815755368933843070784
f(z) = 1/45*z^3 - 113/60*z + 1
*
3/2 | 0.12219198822860364589423583046877327701 | 0.021312526557763281818941447232048427753
f(z) = 1/45*z^3 - 103/60*z + 1
*
10 | 0.17882773899360748035080028657893277354 | 0.029004966609177232719090330124477809669
f(z) = 1/48*z^3 - 119/60*z + 1
*
-10 | 0.17882883073536077046116830357297791822 | 0.029513978336957981680626688998940646294
f(z) = 1/48*z^3 - 107/60*z + 1
*
4/3 | 0.067493358858618120590923372174138093736 | 0.012451420176731484049543916387425640671
f(z) = 3/40*z^3 - 113/60*z + 1
*
[ 6 ] 
f(z) = 3/44*z^3 - 107/66*z + 1
*
[ 20/3 ] 
f(z) = 3/50*z^3 - 109/60*z + 1
*
6/5 | 0.14218265741996686456398932462641613011 | 0.023061317299424360219193761811886511222
f(z) = 5/48*z^3 - 119/60*z + 1
*
[ 30/7 ] 
f(z) = 7/54*z^3 - 113/70*z + 1
*
[ -9/2 ] 
f(z) = 7/54*z^3 - 101/72*z + 1
*
2 | 0.15592223787791829627663018621310763430 | 0.023091823815119872006782923888464246281
f(z) = 9/56*z^3 - 107/63*z + 1
*
3 | 0.19425107222082484355631289227065901816 | 0.028052266482333609429081312452819088649
f(z) = 11/54*z^3 - 113/66*z + 1
*
-3 | 0.20353185470211185422250977358178064621 | 0.029876914907917806991069997699697875417
f(z) = 13/54*z^3 - 101/78*z + 1
*
[ 10 ] 
f(z) = 1/45*z^3 - 119/90*z + 1
*
[ -10 ] 
f(z) = 1/45*z^3 - 101/90*z + 1
*
[ 21/2 ] 
f(z) = 1/49*z^3 - 113/84*z + 1
*
[ 1/2 ] 
f(z) = 6/49*z^3 - 101/98*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014189880306738813071381965993764319783
f(z) = 7/45*z^3 - 101/90*z + 1
*
[ -4 ] 
f(z) = 7/46*z^3 - 109/92*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017230004702239615283068607032815813311
f(z) = 7/47*z^3 - 103/94*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.014776630635623946927582819618974412742
f(z) = 8/41*z^3 - 105/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.014905854376688226726001678694115677821
f(z) = 8/43*z^3 - 107/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012135240567279216024360026256869849185
f(z) = 8/45*z^3 - 109/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015139446771311305702447334380239376308
f(z) = 8/47*z^3 - 111/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015245501567563930778478753997512774855
f(z) = 8/49*z^3 - 113/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.016357284117994135712089942784474693582
f(z) = 9/41*z^3 - 113/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.016482686048621893148854927089569938312
f(z) = 9/43*z^3 - 115/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.016709424306759441811725629643774708525
f(z) = 9/47*z^3 - 119/94*z + 1
*
[ 1/2 ] 
f(z) = 10/49*z^3 - 103/98*z + 1
*
[ -10/3 ] 
f(z) = 11/50*z^3 - 103/90*z + 1
*
[ 1/2 ] 
f(z) = 14/47*z^3 - 101/94*z + 1
*
4/3 | 0.15156093684039905805293012010211917565 | 0.028446782927920710724163086685724273169
f(z) = 15/56*z^3 - 103/84*z + 1
*
[ 2 ] 
f(z) = 18/41*z^3 - 103/82*z + 1
*
[ 2 ] 
f(z) = 18/43*z^3 - 101/86*z + 1
*
[ 1/2 ] 
f(z) = 18/47*z^3 - 103/94*z + 1
*
[ 1/2 ] 
f(z) = 18/49*z^3 - 107/98*z + 1
*
[ 2 ] 
f(z) = 19/41*z^3 - 111/82*z + 1
*
[ 2 ] 
f(z) = 19/43*z^3 - 109/86*z + 1
*
[ 2 ] 
f(z) = 19/45*z^3 - 107/90*z + 1
*
[ 2 ] 
f(z) = 19/47*z^3 - 105/94*z + 1
*
[ 2 ] 
f(z) = 19/49*z^3 - 103/98*z + 1
*
[ 10 ] 
f(z) = 1/55*z^3 - 101/110*z + 1
*
[ 1/2 ] 
f(z) = 2/51*z^3 - 103/102*z + 1
*
[ 1/2 ] 
f(z) = 2/53*z^3 - 107/106*z + 1
*
[ 1/2 ] 
f(z) = 2/57*z^3 - 115/114*z + 1
*
[ 1/2 ] 
f(z) = 2/59*z^3 - 119/118*z + 1
*
[ -22/5 ] 
f(z) = 5/44*z^3 - 107/110*z + 1
*
[ 21/5 ] 
f(z) = 5/49*z^3 - 109/105*z + 1
*
[ 1/2 ] 
f(z) = 6/53*z^3 - 109/106*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 6/53*z^3 - 101/106*z + 1
*
[ 1/2 ] 
f(z) = 6/55*z^3 - 113/110*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = 6/55*z^3 - 103/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 6/59*z^3 - 107/118*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013059609533455658651197382802043599099
f(z) = 7/51*z^3 - 107/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017496314275790392275135229674312584832
f(z) = 7/53*z^3 - 109/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017574416738434611578394064963621186608
f(z) = 7/55*z^3 - 111/110*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = 7/57*z^3 - 113/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = 7/59*z^3 - 115/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011057818766459850191805398121826379756
f(z) = 8/51*z^3 - 115/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015439151390038794776565509010336080389
f(z) = 8/53*z^3 - 117/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015528062006959985761017997101806707960
f(z) = 8/55*z^3 - 119/110*z + 1
*
[ -10/3 ] 
f(z) = 9/44*z^3 - 107/110*z + 1
*
[ 1/2 ] 
f(z) = 10/51*z^3 - 107/102*z + 1
*
[ 1/2 ] 
f(z) = 10/53*z^3 - 111/106*z + 1
*
[ 1/2 ] 
f(z) = 10/57*z^3 - 119/114*z + 1
*
-15/7 | 0.15920727208584453334600480918219561351 | 0.027675838634581087742011721915941385814
f(z) = 14/45*z^3 - 101/105*z + 1
*
[ 1/2 ] 
f(z) = 14/51*z^3 - 109/102*z + 1
*
[ 1/2 ] 
f(z) = 14/53*z^3 - 113/106*z + 1
*
[ 1/2 ] 
f(z) = 14/55*z^3 - 117/110*z + 1
*
[ 5/2 ] 
f(z) = 14/55*z^3 - 109/110*z + 1
*
14/15 | 0.15266480372135523114936411141434564179 | 0.022609403240245859316454965867039239427
f(z) = 15/56*z^3 - 107/105*z + 1
*
[ 1/2 ] 
f(z) = 18/53*z^3 - 115/106*z + 1
*
[ 1/2 ] 
f(z) = 18/55*z^3 - 119/110*z + 1
*
[ 2 ] 
f(z) = 19/51*z^3 - 101/102*z + 1
*
[ -9 ] 
f(z) = 1/42*z^3 - 103/126*z + 1
*
[ -10 ] 
f(z) = 1/52*z^3 - 107/130*z + 1
*
6 | 0.13533070112486988377459340687976137784 | 0.022991557811717531858189522071838302949
f(z) = 2/45*z^3 - 107/120*z + 1
*
8/3 | 0.067492928755580641364930589792948833304 | 0.014097764002901446988775208937032354269
f(z) = 3/40*z^3 - 109/120*z + 1
*
[ 3 ] 
f(z) = 7/40*z^3 - 109/120*z + 1
*
[ 3 ] 
f(z) = 7/41*z^3 - 107/123*z + 1
*
[ 3 ] 
f(z) = 7/43*z^3 - 103/129*z + 1
*
[ 3 ] 
f(z) = 7/44*z^3 - 101/132*z + 1
*
0 | 0.13247960932650190687591969094130896412 | 0.027672028787566545239566955233706080186
f(z) = 9/40*z^3 - 107/120*z + 1
*
[ -3 ] 
f(z) = 10/41*z^3 - 106/123*z + 1
*
[ -3 ] 
f(z) = 11/46*z^3 - 113/138*z + 1
*
[ 6/11 ] 
f(z) = 11/48*z^3 - 119/132*z + 1
*
-30/11 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = 11/48*z^3 - 115/132*z + 1
*
-7/3 | 0.061520213213795634999103451973630210937 | 0.012599366959618341329771029313906581699
f(z) = 15/44*z^3 - 113/132*z + 1
*
[ 9 ] 
f(z) = 1/48*z^3 - 115/144*z + 1
*
[ 9 ] 
f(z) = 1/51*z^3 - 107/153*z + 1
*
[ 3/5 ] 
f(z) = 1/54*z^3 - 101/150*z + 1
*
[ 4/7 ] 
f(z) = 7/40*z^3 - 113/140*z + 1
*
[ 20/7 ] 
f(z) = 7/40*z^3 - 109/140*z + 1
*
[ 3/5 ] 
f(z) = 7/54*z^3 - 107/150*z + 1
*
[ 3 ] 
f(z) = 8/49*z^3 - 118/147*z + 1
*
[ 3 ] 
f(z) = 8/53*z^3 - 110/159*z + 1
*
[ -3 ] 
f(z) = 11/47*z^3 - 109/141*z + 1
*
[ -3 ] 
f(z) = 11/49*z^3 - 101/147*z + 1
*
[ -3 ] 
f(z) = 12/53*z^3 - 112/159*z + 1
*
[ 3/5 ] 
f(z) = 13/54*z^3 - 113/150*z + 1
*
[ 3/5 ] 
f(z) = 19/54*z^3 - 119/150*z + 1
*
[ 8 ] 
f(z) = 1/42*z^3 - 109/168*z + 1
*
[ 9/2 ] 
f(z) = 4/57*z^3 - 110/171*z + 1
*
[ -4 ] 
f(z) = 5/41*z^3 - 115/164*z + 1
*
-3/2 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = 5/42*z^3 - 101/168*z + 1
*
[ -4 ] 
f(z) = 5/43*z^3 - 105/172*z + 1
*
[ 3 ] 
f(z) = 8/55*z^3 - 106/165*z + 1
*
[ 14/5 ] 
f(z) = 9/56*z^3 - 108/175*z + 1
*
[ -30/11 ] 
f(z) = 11/40*z^3 - 112/165*z + 1
*
[ -3 ] 
f(z) = 12/55*z^3 - 104/165*z + 1
*
[ -5/2 ] 
f(z) = 13/40*z^3 - 101/160*z + 1
*
[ -3 ] 
f(z) = 13/58*z^3 - 119/174*z + 1
*
[ -3 ] 
f(z) = 13/59*z^3 - 115/177*z + 1
*
-7/3 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = 15/56*z^3 - 101/168*z + 1
*
[ 2/3 ] 
f(z) = 15/58*z^3 - 107/174*z + 1
*
[ 7/10 ] 
f(z) = 16/49*z^3 - 103/175*z + 1
*
[ 3/2 ] 
f(z) = 19/42*z^3 - 115/168*z + 1
*
[ 2/3 ] 
f(z) = 1/44*z^3 - 101/198*z + 1
*
4 | 0.13382679052747876574921009193301922709 | 0.025770826596515491652713886535838338205
f(z) = 1/45*z^3 - 109/180*z + 1
*
[ 4 ] 
f(z) = 4/47*z^3 - 115/188*z + 1
*
[ 4 ] 
f(z) = 4/49*z^3 - 109/196*z + 1
*
[ 2/3 ] 
f(z) = 5/44*z^3 - 109/198*z + 1
*
[ 18/5 ] 
f(z) = 5/48*z^3 - 113/180*z + 1
*
[ 2/3 ] 
f(z) = 7/44*z^3 - 113/198*z + 1
*
-5/2 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = 7/45*z^3 - 103/180*z + 1
*
[ -26/7 ] 
f(z) = 7/52*z^3 - 107/182*z + 1
*
[ 20/9 ] 
f(z) = 9/40*z^3 - 101/180*z + 1
*
-2 | 0.16332898233557071222802737997102384639 | 0.027306081232136532564823991758075286845
f(z) = 9/44*z^3 - 107/198*z + 1
*
[ 4/3 ] 
f(z) = 19/40*z^3 - 107/180*z + 1
*
[ 3/2 ] 
f(z) = 19/48*z^3 - 107/192*z + 1
*
[ 17/2 ] 
f(z) = 1/51*z^3 - 109/204*z + 1
*
[ -5 ] 
f(z) = 3/43*z^3 - 117/215*z + 1
*
[ 4 ] 
f(z) = 4/51*z^3 - 103/204*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 5/51*z^3 - 113/204*z + 1
*
[ -4 ] 
f(z) = 6/53*z^3 - 119/212*z + 1
*
[ -8/3 ] 
f(z) = 13/48*z^3 - 119/216*z + 1
*
[ 3/2 ] 
f(z) = 19/51*z^3 - 103/204*z + 1
*
[ 2/3 ] 
f(z) = 1/52*z^3 - 119/234*z + 1
*
[ -19/2 ] 
f(z) = 1/57*z^3 - 109/228*z + 1
*
[ -5 ] 
f(z) = 3/44*z^3 - 111/220*z + 1
*
[ -11/2 ] 
f(z) = 3/55*z^3 - 103/220*z + 1
*
[ -4 ] 
f(z) = 6/55*z^3 - 109/220*z + 1
*
[ 5/2 ] 
f(z) = 8/47*z^3 - 109/235*z + 1
*
[ 8/3 ] 
f(z) = 9/58*z^3 - 111/232*z + 1
*
[ 20/11 ] 
f(z) = 11/40*z^3 - 101/220*z + 1
*
[ 4/5 ] 
f(z) = 15/44*z^3 - 103/220*z + 1
*
[ 14/17 ] 
f(z) = 17/49*z^3 - 107/238*z + 1
*
[ -5/2 ] 
f(z) = 17/55*z^3 - 117/220*z + 1
*
[ -28/3 ] 
f(z) = 1/56*z^3 - 113/252*z + 1
*
-10/7 | 0.18375353610134671288667671979643477397 | 0.024239653608154587370971708136403298456
f(z) = 3/40*z^3 - 111/245*z + 1
*
[ 17/5 ] 
f(z) = 5/51*z^3 - 109/255*z + 1
*
[ 3/4 ] 
f(z) = 7/45*z^3 - 101/240*z + 1
*
[ 3/4 ] 
f(z) = 8/41*z^3 - 109/246*z + 1
*
[ 3/4 ] 
f(z) = 8/43*z^3 - 113/258*z + 1
*
[ 5/2 ] 
f(z) = 8/49*z^3 - 103/245*z + 1
*
[ -28/9 ] 
f(z) = 9/49*z^3 - 115/252*z + 1
*
[ 3/4 ] 
f(z) = 11/45*z^3 - 113/240*z + 1
*
[ 3/4 ] 
f(z) = 13/45*z^3 - 119/240*z + 1
*
[ 3/2 ] 
f(z) = 14/41*z^3 - 107/246*z + 1
*
[ 3/2 ] 
f(z) = 14/43*z^3 - 103/258*z + 1
*
[ 15/17 ] 
f(z) = 17/45*z^3 - 109/255*z + 1
*
[ 24/11 ] 
f(z) = 11/54*z^3 - 113/264*z + 1
*
[ 20/13 ] 
f(z) = 13/40*z^3 - 109/260*z + 1
*
[ 4/5 ] 
f(z) = 15/52*z^3 - 113/260*z + 1
*
[ 7 ] 
f(z) = 1/40*z^3 - 103/280*z + 1
*
[ -6 ] 
f(z) = 2/47*z^3 - 103/282*z + 1
*
0 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = 10/57*z^3 - 107/285*z + 1
*
[ 6/7 ] 
f(z) = 13/54*z^3 - 101/294*z + 1
*
[ -5/2 ] 
f(z) = 16/57*z^3 - 101/285*z + 1
*
[ 18 ] 
f(z) = 1/54*z^3 - 91/18*z + 1
*
[ -18 ] 
f(z) = 1/54*z^3 - 89/18*z + 1
*
-2 | 0.14142340859557868540980362449625028846 | 0.021569039078887824265488812342327978192
f(z) = 1/56*z^3 - 88/7*z + 1
*
[ 14 ] 
f(z) = 2/49*z^3 - 99/14*z + 1
*
[ -14 ] 
f(z) = 2/49*z^3 - 97/14*z + 1
*
3/2 | 0.090684881205522947992734978558320125678 | 0.016263577648933809448899019722934363466
f(z) = 4/45*z^3 - 88/15*z + 1
*
-6 | 0.17557983805569233799631432223255294039 | 0.026598048378519752211868754422833266727
f(z) = 7/40*z^3 - 92/15*z + 1
*
[ 10 ] 
f(z) = 7/40*z^3 - 83/5*z + 1
*
[ -10 ] 
f(z) = 7/40*z^3 - 82/5*z + 1
*
[ 6 ] 
f(z) = 7/40*z^3 - 82/15*z + 1
*
-6/7 | 0.17963494239774197644759937475044081579 | 0.022823689779498164960145733301527913550
f(z) = 7/54*z^3 - 97/14*z + 1
*
-2/3 | 0.17305952301343106127715013120435254587 | 0.026731919201376346905336353364017730599
f(z) = 9/56*z^3 - 81/7*z + 1
*
[ 6 ] 
f(z) = 11/48*z^3 - 89/12*z + 1
*
[ -6 ] 
f(z) = 11/48*z^3 - 85/12*z + 1
*
[ 7 ] 
f(z) = 13/49*z^3 - 85/7*z + 1
*
[ -7 ] 
f(z) = 13/49*z^3 - 83/7*z + 1
*
[ 7 ] 
f(z) = 15/49*z^3 - 99/7*z + 1
*
[ -7 ] 
f(z) = 15/49*z^3 - 97/7*z + 1
*
4 | 0.11521690717090541692739299689361652217 | 0.019847412297531872124114876286747393928
f(z) = 17/48*z^3 - 83/12*z + 1
*
[ -14/3 ] 
f(z) = 18/49*z^3 - 95/14*z + 1
*
4 | 0.17158166496016964553956514852873589719 | 0.029095673745567413568702580661211991746
f(z) = 19/48*z^3 - 91/12*z + 1
*
-4 | 0.078958397456851185129853002706561325196 | 0.013545914241900770240093671467398969228
f(z) = 19/48*z^3 - 85/12*z + 1
*
[ 5 ] 
f(z) = 19/50*z^3 - 87/10*z + 1
*
[ -5 ] 
f(z) = 19/50*z^3 - 83/10*z + 1
*
-14 | 0.12852265594935086423520850333273161973 | 0.024645108189842337067826492769869182147
f(z) = 1/42*z^3 - 92/21*z + 1
*
12 | 0.13528110187797840320609346698515030546 | 0.024116549082945841380700681483454557608
f(z) = 1/45*z^3 - 91/30*z + 1
*
[ 15 ] 
f(z) = 1/54*z^3 - 97/30*z + 1
*
-12 | 0.18887568784135092528263310953154639790 | 0.028250017363009894513051653531013478332
f(z) = 1/54*z^3 - 89/24*z + 1
*
7 | 0.099984712843024429054433574406360078909 | 0.015407852564552023943381253232497121006
f(z) = 3/49*z^3 - 94/21*z + 1
*
-7 | 0.16438785051818513899237071144617478080 | 0.025592640521446343011769445741722841506
f(z) = 3/49*z^3 - 88/21*z + 1
*
10/3 | 0.17882897191234413121208418267956786306 | 0.029325482707766900357807912241708506275
f(z) = 3/50*z^3 - 89/30*z + 1
*
-20/3 | 0.067349023860982063591939570271377815490 | 0.011172181848426714738739271189383660597
f(z) = 3/50*z^3 - 83/30*z + 1
*
10 | 0.15512238314143821652772317792489193561 | 0.023385336419727026785408263307461574281
f(z) = 3/56*z^3 - 95/21*z + 1
*
2 | 0.15727320178195521423678509462916988492 | 0.023824832486257807497595349936434473396
f(z) = 3/56*z^3 - 92/21*z + 1
*
-6 | 0.13396469026481356715689887181298792661 | 0.023881872510671280129760300772403173390
f(z) = 4/45*z^3 - 91/30*z + 1
*
-21/4 | 0.078924439746657889392126600017194853411 | 0.012142619327831716504819995461471466939
f(z) = 4/49*z^3 - 95/28*z + 1
*
2 | 0.097879989200678396755756739104993267386 | 0.014803294275554838111590380907297854183
f(z) = 5/56*z^3 - 93/35*z + 1
*
6 | 0.13205258760928337628645082371483303869 | 0.020004239396930952670192399341416685621
f(z) = 5/56*z^3 - 92/21*z + 1
*
2/5 | 0.18136542468950805753804425828020290228 | 0.027660752710844948649683803462891761060
f(z) = 5/56*z^3 - 88/35*z + 1
*
[ 2/7 ] 
f(z) = 7/40*z^3 - 88/35*z + 1
*
6 | 0.20674781565326660863242632910155511404 | 0.028194077019484740622374624149671936600
f(z) = 7/54*z^3 - 85/21*z + 1
*
-3/4 | 0.14366196621065392783870675514233755961 | 0.026037733154496874379449221562868654550
f(z) = 8/45*z^3 - 83/30*z + 1
*
[ -6 ] 
f(z) = 9/56*z^3 - 97/21*z + 1
*
-10/3 | 0.13415236140006203671404755137537193913 | 0.020495828085860859742683508392576236213
f(z) = 9/56*z^3 - 87/35*z + 1
*
4 | 0.12865774612096137618854052089302583801 | 0.024619973786357014284868332290814533992
f(z) = 11/40*z^3 - 93/20*z + 1
*
-4 | 0.12975543192291258341489877558233522444 | 0.025382578616180097333192748615672785172
f(z) = 11/40*z^3 - 83/20*z + 1
*
7/2 | 0.12252540932886714300713282254274135259 | 0.018790450623028352957592297072163231526
f(z) = 12/49*z^3 - 97/21*z + 1
*
-4 | 0.14730448094709760107156171218491731952 | 0.027854962711244055307022777398928592293
f(z) = 13/40*z^3 - 99/20*z + 1
*
[ 4 ] 
f(z) = 13/40*z^3 - 89/20*z + 1
*
[ 3/13 ] 
f(z) = 13/54*z^3 - 87/26*z + 1
*
[ 4 ] 
f(z) = 13/56*z^3 - 83/28*z + 1
*
[ 7/2 ] 
f(z) = 15/49*z^3 - 85/28*z + 1
*
[ 4 ] 
f(z) = 15/56*z^3 - 99/28*z + 1
*
[ -14/3 ] 
f(z) = 15/56*z^3 - 97/21*z + 1
*
-14/5 | 0.15654909801834214756360508097122465629 | 0.023563222845129514183986874882624071011
f(z) = 15/56*z^3 - 96/35*z + 1
*
2/5 | 0.13016183836938107952898889491743159457 | 0.019817340799692108792597188532604129177
f(z) = 15/56*z^3 - 89/35*z + 1
*
[ -4 ] 
f(z) = 15/56*z^3 - 85/28*z + 1
*
[ 7/2 ] 
f(z) = 17/49*z^3 - 99/28*z + 1
*
[ -7/2 ] 
f(z) = 17/49*z^3 - 83/28*z + 1
*
0 | 0.15194385302943608427336091922522493208 | 0.029723046947708892496908907433763609324
f(z) = 19/42*z^3 - 83/21*z + 1
*
[ -7/2 ] 
f(z) = 19/49*z^3 - 97/28*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015562872524928677348430589486141312771
f(z) = 1/41*z^3 - 83/41*z + 1
*
7 | 0.10810780514773645937005875217092273701 | 0.023631614249673088461914321177210853127
f(z) = 1/42*z^3 - 97/42*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015596347292364091369206763919981792070
f(z) = 1/43*z^3 - 87/43*z + 1
*
[ 11 ] 
f(z) = 1/44*z^3 - 81/44*z + 1
*
0 | 0.056930635135646542527057153996102874921 | 0.012620795450046429328815224257920245443
f(z) = 1/45*z^3 - 91/45*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.012810608995887755224560571837969850147
f(z) = 1/46*z^3 - 93/46*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015656775832654991290054187987157454850
f(z) = 1/47*z^3 - 95/47*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015684192928982465127658405967667950962
f(z) = 1/49*z^3 - 99/49*z + 1
*
-7 | 0.12949955089072559440144651418691049634 | 0.028307701076471367836854806976319055062
f(z) = 1/56*z^3 - 97/56*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015520807157964535455707743674353835939
f(z) = 2/41*z^3 - 84/41*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015556536593158343878544670102115941046
f(z) = 2/43*z^3 - 88/43*z + 1
*
0 | 0.056930635135646542527057153996102874921 | 0.012590291245505331539056711618978880258
f(z) = 2/45*z^3 - 92/45*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015620856838787428593023865903117561966
f(z) = 2/47*z^3 - 96/47*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.015649963703967719087263264048011781361
f(z) = 2/49*z^3 - 100/49*z + 1
*
0 | 0.068770118630598733405429512180461079974 | 0.015479522172741273791064929649835509982
f(z) = 3/41*z^3 - 85/41*z + 1
*
0 | 0.069652494260355821819770717715451742598 | 0.015517517687562725562567106877511624530
f(z) = 3/43*z^3 - 89/43*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.012750753088834002123058480365811378368
f(z) = 3/46*z^3 - 95/46*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015585471955787437809213159687601155920
f(z) = 3/47*z^3 - 97/47*z + 1
*
[ 7 ] 
f(z) = 3/56*z^3 - 99/56*z + 1
*
[ -7 ] 
f(z) = 3/56*z^3 - 83/56*z + 1
*
0 | 0.068770592743476129167520399533837817167 | 0.015438983125837125466285445199377958258
f(z) = 4/41*z^3 - 86/41*z + 1
*
0 | 0.069652146702971305463391287923129221178 | 0.015478909510823634987138616862188078061
f(z) = 4/43*z^3 - 90/43*z + 1
*
0 | 0.056930635135646542527057153996102874921 | 0.012530693662629088551089352337728698424
f(z) = 4/45*z^3 - 94/45*z + 1
*
5/2 | 0.11653983080355460136404356098315777803 | 0.026028828214733332600476144433087459842
f(z) = 4/45*z^3 - 88/45*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015550607500049443211063983340293183404
f(z) = 4/47*z^3 - 98/47*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015398850863021041249950211626010095048
f(z) = 5/41*z^3 - 87/41*z + 1
*
2 | 0.10810715300838274000581190517180010799 | 0.024465049229799913575300430147855406907
f(z) = 5/42*z^3 - 83/42*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015440927365106144833260547509832944623
f(z) = 5/43*z^3 - 91/43*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.012692683781466226940941192051591332624
f(z) = 5/46*z^3 - 97/46*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015516250280002827401164601286382383456
f(z) = 5/47*z^3 - 99/47*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015359544286402166056290876189183172380
f(z) = 6/41*z^3 - 88/41*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015403606959390536849824011624010144754
f(z) = 6/43*z^3 - 92/43*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.015482387573478865411242772217122228150
f(z) = 6/47*z^3 - 100/47*z + 1
*
[ -5 ] 
f(z) = 6/55*z^3 - 84/55*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015320878641639813699763032342865393792
f(z) = 7/41*z^3 - 89/41*z + 1
*
0 | 0.069652700164132784207880983294516069531 | 0.015367053777715650460904855064486415146
f(z) = 7/43*z^3 - 93/43*z + 1
*
0 | 0.056931166003615123980939403769380654676 | 0.012444756897459817434905839428663001069
f(z) = 7/45*z^3 - 97/45*z + 1
*
0 | 0.058065456769251752633650113214093743339 | 0.012636331295592002835115010621541577983
f(z) = 7/46*z^3 - 99/46*z + 1
*
5/2 | 0.17882906071692942301604359122138169974 | 0.029219014775850814504789867982022847768
f(z) = 7/50*z^3 - 91/40*z + 1
*
6/7 | 0.19511449129425665129496890959388419541 | 0.028901134458135390344402887237984217713
f(z) = 7/54*z^3 - 95/42*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.015282835969831013839329459849943545828
f(z) = 8/41*z^3 - 90/41*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015330692224976980028046020415975817839
f(z) = 8/43*z^3 - 94/43*z + 1
*
10/9 | 0.077354959165438796769532029019523514118 | 0.011607174609065568981959968477041153241
f(z) = 9/40*z^3 - 98/45*z + 1
*
0 | 0.068770519554853956917739619106639355339 | 0.015245546764535897173872259775433825858
f(z) = 9/41*z^3 - 91/41*z + 1
*
[ 1/3 ] 
f(z) = 9/41*z^3 - 83/41*z + 1
*
0 | 0.069652864226622852597660978238654357736 | 0.015295289241370360714709608421029004979
f(z) = 9/43*z^3 - 95/43*z + 1
*
[ 1/3 ] 
f(z) = 9/43*z^3 - 87/43*z + 1
*
[ 1/3 ] 
f(z) = 9/46*z^3 - 93/46*z + 1
*
[ 1/3 ] 
f(z) = 9/47*z^3 - 95/47*z + 1
*
[ 1/3 ] 
f(z) = 9/49*z^3 - 99/49*z + 1
*
[ 11/3 ] 
f(z) = 9/55*z^3 - 81/55*z + 1
*
-7/3 | 0.10814720417124617023118206891379116871 | 0.024609956871672449259016609749039789866
f(z) = 9/56*z^3 - 81/56*z + 1
*
0 | 0.068770412427104349353510627246105902445 | 0.015208674898282072250735899195276762951
f(z) = 10/41*z^3 - 92/41*z + 1
*
0 | 0.069669788075026393334661205921216834346 | 0.015263907386658307707173437599510445074
f(z) = 10/43*z^3 - 96/43*z + 1
*
0 | 0.069069427561952566986331331126544427299 | 0.015238369872803848087130943356629267692
f(z) = 11/41*z^3 - 93/41*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.015225410812097213937223720379945505904
f(z) = 11/43*z^3 - 97/43*z + 1
*
-3 | 0.077016353395549478824136902384241840897 | 0.017429086095493442864614193091760466438
f(z) = 11/48*z^3 - 83/48*z + 1
*
0 | 0.068962928491527328958078550675202226099 | 0.015179056564995945830817956820786873988
f(z) = 12/41*z^3 - 94/41*z + 1
*
0 | 0.070019092425331820275430121215791629394 | 0.015271447998500114132233256819686615306
f(z) = 12/43*z^3 - 98/43*z + 1
*
0 | 0.068786847609647608137431219305963545666 | 0.015105117957080137499177519226366563768
f(z) = 13/41*z^3 - 95/41*z + 1
*
[ 3 ] 
f(z) = 13/42*z^3 - 89/42*z + 1
*
0 | 0.069652927670938034542297690420021152133 | 0.015158021976053120240881881046967041418
f(z) = 13/43*z^3 - 99/43*z + 1
*
[ 3 ] 
f(z) = 13/48*z^3 - 85/48*z + 1
*
-5/2 | 0.18216313546536589680170182560451732963 | 0.029872239503231411989272644343247161924
f(z) = 13/50*z^3 - 89/40*z + 1
*
[ 3 ] 
f(z) = 13/51*z^3 - 83/51*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.014190170401217572695885141535203381472
f(z) = 13/58*z^3 - 81/58*z + 1
*
0 | 0.072419851624150510907278874442967611354 | 0.015866416974832327394541621168688312561
f(z) = 14/41*z^3 - 96/41*z + 1
*
0 | 0.069808412312695758173657731837946892353 | 0.015158704128915395006898103713077531736
f(z) = 14/43*z^3 - 100/43*z + 1
*
[ 3 ] 
f(z) = 14/51*z^3 - 92/51*z + 1
*
[ 3 ] 
f(z) = 14/57*z^3 - 88/57*z + 1
*
0 | 0.076803210009843892988856034824626050334 | 0.016788647495053353342855324010481700392
f(z) = 15/41*z^3 - 97/41*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.013140406046621124511348483937110253296
f(z) = 15/46*z^3 - 83/46*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.013892265946384934899422071962706855726
f(z) = 15/58*z^3 - 89/58*z + 1
*
0 | 0.079728307412138423204629633297222743827 | 0.017389067159808064195551096725634062163
f(z) = 16/41*z^3 - 98/41*z + 1
*
[ 11/4 ] 
f(z) = 16/55*z^3 - 86/55*z + 1
*
0 | 0.053967597532206961151313007714363386635 | 0.011796941443033515171146422197112698447
f(z) = 17/40*z^3 - 97/40*z + 1
*
0 | 0.082068725746415829651894832010712213153 | 0.017859975021981647969443065291089281008
f(z) = 17/41*z^3 - 99/41*z + 1
*
[ -3 ] 
f(z) = 17/42*z^3 - 97/42*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.012872204868829417567013510459645223905
f(z) = 17/46*z^3 - 91/46*z + 1
*
[ -3 ] 
f(z) = 17/48*z^3 - 89/48*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.013151275289385369824952296398141910949
f(z) = 17/50*z^3 - 93/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.010424282977381450476369208635653528816
f(z) = 17/54*z^3 - 95/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.013631021198346577087779450232147073270
f(z) = 17/58*z^3 - 97/58*z + 1
*
0 | 0.084058555036028065299724630520421234619 | 0.018253083304453894193391687363167789519
f(z) = 18/41*z^3 - 100/41*z + 1
*
[ 1/3 ] 
f(z) = 18/41*z^3 - 84/41*z + 1
*
[ 1/3 ] 
f(z) = 18/43*z^3 - 88/43*z + 1
*
[ 1/3 ] 
f(z) = 18/47*z^3 - 96/47*z + 1
*
[ 1/3 ] 
f(z) = 18/49*z^3 - 100/49*z + 1
*
0 | 0.048395884018013361156327533754380693747 | 0.010532017792005111172909457813123461109
f(z) = 19/40*z^3 - 99/40*z + 1
*
-2 | 0.058066360210330700714745663504006516511 | 0.012636527904409272665308713926123338380
f(z) = 19/46*z^3 - 99/46*z + 1
*
[ -6 ] 
f(z) = 3/44*z^3 - 85/66*z + 1
*
[ -20/3 ] 
f(z) = 3/50*z^3 - 91/60*z + 1
*
[ 6 ] 
f(z) = 3/52*z^3 - 97/78*z + 1
*
3 | 0.14911757920185096331718581533126146047 | 0.027026525101355669335122720144107614318
f(z) = 4/45*z^3 - 83/60*z + 1
*
30/13 | 0.18513765121071584985515655147000592633 | 0.028000075957693945300353475059414659451
f(z) = 13/40*z^3 - 93/65*z + 1
*
[ 6/13 ] 
f(z) = 13/54*z^3 - 95/78*z + 1
*
-3/2 | 0.15432056762939794115558092549616579618 | 0.027969530601390074341425859327728087705
f(z) = 16/45*z^3 - 83/60*z + 1
*
[ 7/3 ] 
f(z) = 17/49*z^3 - 83/63*z + 1
*
[ 7/3 ] 
f(z) = 19/49*z^3 - 97/63*z + 1
*
[ -21/2 ] 
f(z) = 1/49*z^3 - 97/84*z + 1
*
[ 1/2 ] 
f(z) = 2/41*z^3 - 83/82*z + 1
*
[ 1/2 ] 
f(z) = 2/43*z^3 - 87/86*z + 1
*
[ 1/2 ] 
f(z) = 2/47*z^3 - 95/94*z + 1
*
[ 1/2 ] 
f(z) = 2/49*z^3 - 99/98*z + 1
*
[ -21/4 ] 
f(z) = 4/49*z^3 - 89/84*z + 1
*
-2 | 0.074923203794476399404795912808423021131 | 0.016341054575200750653952327315588127397
f(z) = 4/49*z^3 - 81/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = 5/41*z^3 - 81/82*z + 1
*
[ 4 ] 
f(z) = 5/42*z^3 - 97/84*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = 5/43*z^3 - 83/86*z + 1
*
[ 4 ] 
f(z) = 5/46*z^3 - 91/92*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = 5/47*z^3 - 87/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = 5/49*z^3 - 89/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015321023928381710834276742537522213147
f(z) = 6/41*z^3 - 89/82*z + 1
*
[ 1/2 ] 
f(z) = 6/41*z^3 - 85/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015441071936080429715529021664367205950
f(z) = 6/43*z^3 - 91/86*z + 1
*
[ 1/2 ] 
f(z) = 6/43*z^3 - 89/86*z + 1
*
[ 1/2 ] 
f(z) = 6/47*z^3 - 97/94*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015656775832654991290054187987157454850
f(z) = 6/47*z^3 - 95/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = 6/49*z^3 - 97/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.016903193677148959221933909579347082877
f(z) = 7/41*z^3 - 97/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017020062401971952648358660931561617819
f(z) = 7/43*z^3 - 99/86*z + 1
*
5/4 | 0.098455293807393310452266425812339854086 | 0.021521642409768795968611700113028845576
f(z) = 8/45*z^3 - 97/90*z + 1
*
[ 1/2 ] 
f(z) = 10/41*z^3 - 87/82*z + 1
*
[ 1/2 ] 
f(z) = 10/43*z^3 - 91/86*z + 1
*
[ 1/2 ] 
f(z) = 10/47*z^3 - 99/94*z + 1
*
[ 7/13 ] 
f(z) = 13/49*z^3 - 85/91*z + 1
*
[ 1/2 ] 
f(z) = 14/41*z^3 - 89/82*z + 1
*
[ 1/2 ] 
f(z) = 14/43*z^3 - 93/86*z + 1
*
[ 1/2 ] 
f(z) = 14/45*z^3 - 97/90*z + 1
*
[ 2 ] 
f(z) = 16/41*z^3 - 87/82*z + 1
*
[ 2 ] 
f(z) = 16/43*z^3 - 85/86*z + 1
*
[ 2 ] 
f(z) = 16/45*z^3 - 83/90*z + 1
*
[ 2 ] 
f(z) = 16/47*z^3 - 81/94*z + 1
*
[ 2 ] 
f(z) = 17/41*z^3 - 95/82*z + 1
*
[ 2 ] 
f(z) = 17/43*z^3 - 93/86*z + 1
*
[ 2 ] 
f(z) = 17/45*z^3 - 91/90*z + 1
*
[ 2 ] 
f(z) = 17/47*z^3 - 89/94*z + 1
*
[ 2 ] 
f(z) = 17/49*z^3 - 87/98*z + 1
*
[ 1/2 ] 
f(z) = 18/41*z^3 - 91/82*z + 1
*
[ 1/2 ] 
f(z) = 18/43*z^3 - 95/86*z + 1
*
[ 2 ] 
f(z) = 18/47*z^3 - 97/94*z + 1
*
[ 2 ] 
f(z) = 18/49*z^3 - 95/98*z + 1
*
[ 10/19 ] 
f(z) = 19/40*z^3 - 98/95*z + 1
*
[ 14/3 ] 
f(z) = 3/40*z^3 - 89/105*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = 3/59*z^3 - 83/118*z + 1
*
-2 | 0.055320404928408205238807279103505127036 | 0.011961238943829434984703303006298812881
f(z) = 4/51*z^3 - 83/102*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.016377694726331594923688485578767360126
f(z) = 4/53*z^3 - 85/106*z + 1
*
-2 | 0.077062331333769812524277346591848159650 | 0.016394565094790794449122704230086632791
f(z) = 4/55*z^3 - 87/110*z + 1
*
-2 | 0.057379105295509989215875948826969207760 | 0.012115012899208371941796697994077380834
f(z) = 4/57*z^3 - 89/114*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.016425820687500617297958274703231232414
f(z) = 4/59*z^3 - 91/118*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = 5/51*z^3 - 91/102*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = 5/53*z^3 - 93/106*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = 5/57*z^3 - 97/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = 5/59*z^3 - 99/118*z + 1
*
[ -4 ] 
f(z) = 7/50*z^3 - 99/100*z + 1
*
[ -4 ] 
f(z) = 7/54*z^3 - 89/108*z + 1
*
[ 7/12 ] 
f(z) = 9/49*z^3 - 87/112*z + 1
*
[ 30/11 ] 
f(z) = 11/54*z^3 - 97/110*z + 1
*
[ 15/7 ] 
f(z) = 14/45*z^3 - 94/105*z + 1
*
14/15 | 0.12425481255050950576580336283918647991 | 0.018453497139557163903497973438588829122
f(z) = 15/56*z^3 - 92/105*z + 1
*
-4/3 | 0.14811761915294381027894933829619717215 | 0.024407915529174580760699315391684204977
f(z) = 17/48*z^3 - 95/108*z + 1
*
[ 2 ] 
f(z) = 17/53*z^3 - 83/106*z + 1
*
[ 2 ] 
f(z) = 17/55*z^3 - 81/110*z + 1
*
[ 2 ] 
f(z) = 18/53*z^3 - 91/106*z + 1
*
[ 2 ] 
f(z) = 18/55*z^3 - 89/110*z + 1
*
[ 2 ] 
f(z) = 18/59*z^3 - 85/118*z + 1
*
[ 7/4 ] 
f(z) = 19/49*z^3 - 85/112*z + 1
*
[ 2 ] 
f(z) = 19/53*z^3 - 99/106*z + 1
*
[ 2 ] 
f(z) = 19/55*z^3 - 97/110*z + 1
*
[ 2 ] 
f(z) = 19/59*z^3 - 93/118*z + 1
*
5/3 | 0.11080768247263465465115029971092328101 | 0.023145247746838621359415084337422961152
f(z) = 3/40*z^3 - 97/120*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = 3/44*z^3 - 97/132*z + 1
*
[ 3 ] 
f(z) = 7/46*z^3 - 97/138*z + 1
*
[ 7/12 ] 
f(z) = 8/49*z^3 - 97/126*z + 1
*
[ -3 ] 
f(z) = 9/40*z^3 - 83/120*z + 1
*
[ -10/3 ] 
f(z) = 9/52*z^3 - 81/130*z + 1
*
[ -3 ] 
f(z) = 10/43*z^3 - 98/129*z + 1
*
[ 30/13 ] 
f(z) = 13/54*z^3 - 93/130*z + 1
*
[ 2/3 ] 
f(z) = 15/46*z^3 - 89/138*z + 1
*
[ -9 ] 
f(z) = 1/48*z^3 - 83/144*z + 1
*
[ 3 ] 
f(z) = 7/47*z^3 - 95/141*z + 1
*
[ 3 ] 
f(z) = 7/50*z^3 - 89/150*z + 1
*
[ 3 ] 
f(z) = 7/52*z^3 - 85/156*z + 1
*
[ 3 ] 
f(z) = 7/53*z^3 - 83/159*z + 1
*
[ -3 ] 
f(z) = 10/47*z^3 - 82/141*z + 1
*
[ -3 ] 
f(z) = 11/50*z^3 - 97/150*z + 1
*
[ -3 ] 
f(z) = 11/52*z^3 - 89/156*z + 1
*
[ -3 ] 
f(z) = 11/53*z^3 - 85/159*z + 1
*
[ 7/10 ] 
f(z) = 15/49*z^3 - 81/140*z + 1
*
3 | 0.15212333053873656942030002734082385605 | 0.029688602642451241057271885103243756324
f(z) = 1/56*z^3 - 83/168*z + 1
*
[ 9 ] 
f(z) = 1/57*z^3 - 91/171*z + 1
*
[ 2/3 ] 
f(z) = 3/58*z^3 - 91/174*z + 1
*
[ 7/10 ] 
f(z) = 4/49*z^3 - 82/175*z + 1
*
[ 15/4 ] 
f(z) = 5/54*z^3 - 91/160*z + 1
*
[ -15/4 ] 
f(z) = 7/54*z^3 - 89/160*z + 1
*
[ 7/10 ] 
f(z) = 8/49*z^3 - 89/175*z + 1
*
[ 21/8 ] 
f(z) = 8/49*z^3 - 85/168*z + 1
*
[ 3 ] 
f(z) = 8/59*z^3 - 98/177*z + 1
*
[ 7/10 ] 
f(z) = 12/49*z^3 - 96/175*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = 12/55*z^3 - 91/165*z + 1
*
[ -3 ] 
f(z) = 12/59*z^3 - 88/177*z + 1
*
[ -14/5 ] 
f(z) = 13/56*z^3 - 81/175*z + 1
*
[ -8/3 ] 
f(z) = 15/56*z^3 - 89/168*z + 1
*
[ 3/4 ] 
f(z) = 16/55*z^3 - 82/165*z + 1
*
[ 3/4 ] 
f(z) = 16/59*z^3 - 86/177*z + 1
*
[ 3/2 ] 
f(z) = 17/42*z^3 - 97/168*z + 1
*
[ 30/17 ] 
f(z) = 17/54*z^3 - 93/170*z + 1
*
[ 4/3 ] 
f(z) = 18/41*z^3 - 87/164*z + 1
*
[ 4/3 ] 
f(z) = 18/43*z^3 - 85/172*z + 1
*
[ 7/5 ] 
f(z) = 19/49*z^3 - 83/175*z + 1
*
[ 8 ] 
f(z) = 1/46*z^3 - 95/184*z + 1
*
-17/2 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 1/48*z^3 - 97/192*z + 1
*
-4 | 0.12982166667586990404999253870012398277 | 0.024999565835717473974754667701615155883
f(z) = 2/45*z^3 - 83/180*z + 1
*
[ -4 ] 
f(z) = 5/47*z^3 - 85/188*z + 1
*
[ 7/9 ] 
f(z) = 12/49*z^3 - 82/189*z + 1
*
[ 7/9 ] 
f(z) = 15/49*z^3 - 89/189*z + 1
*
[ 4/3 ] 
f(z) = 17/40*z^3 - 91/180*z + 1
*
[ 3/2 ] 
f(z) = 17/48*z^3 - 89/192*z + 1
*
[ 4/3 ] 
f(z) = 18/47*z^3 - 81/188*z + 1
*
[ 30/19 ] 
f(z) = 19/54*z^3 - 97/190*z + 1
*
[ 8 ] 
f(z) = 1/50*z^3 - 81/200*z + 1
*
[ 5 ] 
f(z) = 2/41*z^3 - 86/205*z + 1
*
[ 4 ] 
f(z) = 4/53*z^3 - 97/212*z + 1
*
[ -21/5 ] 
f(z) = 5/54*z^3 - 83/210*z + 1
*
[ 8/3 ] 
f(z) = 7/48*z^3 - 89/216*z + 1
*
[ -5/2 ] 
f(z) = 12/41*z^3 - 88/205*z + 1
*
[ 6/7 ] 
f(z) = 14/45*z^3 - 83/210*z + 1
*
[ 5/4 ] 
f(z) = 16/41*z^3 - 84/205*z + 1
*
[ 5/4 ] 
f(z) = 16/43*z^3 - 82/215*z + 1
*
-11/2 | 0.15555927562607788659552816687962306711 | 0.028841308430961376362965609691613366026
f(z) = 1/55*z^3 - 81/220*z + 1
*
[ -5 ] 
f(z) = 3/46*z^3 - 99/230*z + 1
*
[ -5 ] 
f(z) = 3/47*z^3 - 93/235*z + 1
*
[ 4 ] 
f(z) = 4/55*z^3 - 91/220*z + 1
*
[ 7/2 ] 
f(z) = 5/56*z^3 - 85/224*z + 1
*
[ -4 ] 
f(z) = 6/59*z^3 - 89/236*z + 1
*
[ 5/2 ] 
f(z) = 9/55*z^3 - 93/220*z + 1
*
-7/6 | 0.15155990322397816833074892289938460819 | 0.028006248334002823699233158051207340115
f(z) = 9/56*z^3 - 81/224*z + 1
*
[ 7/8 ] 
f(z) = 18/49*z^3 - 95/224*z + 1
*
[ 3/4 ] 
f(z) = 1/45*z^3 - 83/240*z + 1
*
[ -5 ] 
f(z) = 3/49*z^3 - 81/245*z + 1
*
[ 16/5 ] 
f(z) = 5/48*z^3 - 91/240*z + 1
*
[ 18/7 ] 
f(z) = 7/48*z^3 - 89/252*z + 1
*
[ 5/2 ] 
f(z) = 8/51*z^3 - 97/255*z + 1
*
[ 10/7 ] 
f(z) = 13/40*z^3 - 89/245*z + 1
*
[ 15/16 ] 
f(z) = 16/45*z^3 - 91/240*z + 1
*
[ 7/6 ] 
f(z) = 17/49*z^3 - 83/252*z + 1
*
[ 7/6 ] 
f(z) = 19/49*z^3 - 97/252*z + 1
*
[ 4/3 ] 
f(z) = 19/56*z^3 - 89/252*z + 1
*
[ 4/5 ] 
f(z) = 5/52*z^3 - 81/260*z + 1
*
[ 5/2 ] 
f(z) = 8/53*z^3 - 91/265*z + 1
*
[ 21/13 ] 
f(z) = 13/49*z^3 - 85/273*z + 1
*
[ 4/3 ] 
f(z) = 15/46*z^3 - 91/276*z + 1
*
[ 21/19 ] 
f(z) = 19/54*z^3 - 89/266*z + 1
*
[ 7 ] 
f(z) = 1/41*z^3 - 97/287*z + 1
*
[ -6 ] 
f(z) = 2/49*z^3 - 89/294*z + 1
*
[ 3/2 ] 
f(z) = 14/47*z^3 - 95/282*z + 1
*
[ 8/5 ] 
f(z) = 15/56*z^3 - 87/280*z + 1
*
[ -5/2 ] 
f(z) = 16/59*z^3 - 87/295*z + 1
*
[ -9/4 ] 
f(z) = 19/54*z^3 - 97/288*z + 1
*
12 | 0.14353898561877900354700493597608788022 | 0.026990550379631710300987197377971165277
f(z) = 1/45*z^3 - 68/15*z + 1
*
[ 15 ] 
f(z) = 1/45*z^3 - 61/15*z + 1
*
-2 | 0.14963841850882452377153007177836832046 | 0.026764222315386583507431937065203292748
f(z) = 1/48*z^3 - 67/12*z + 1
*
[ -24 ] 
f(z) = 1/54*z^3 - 77/8*z + 1
*
24 | 0.15874537207806185905419440869753043428 | 0.024914476255647729815884962993391551887
f(z) = 1/54*z^3 - 65/6*z + 1
*
2 | 0.12224900419053022947056749415583162864 | 0.019696690354521823873786146899254924923
f(z) = 3/40*z^3 - 62/15*z + 1
*
-14 | 0.18260558609571807298827032259045624772 | 0.028666942639764778598358168994645531997
f(z) = 3/56*z^3 - 73/7*z + 1
*
[ 14 ] 
f(z) = 3/56*z^3 - 67/7*z + 1
*
[ -14 ] 
f(z) = 3/56*z^3 - 66/7*z + 1
*
-15/2 | 0.14895037853127251392879275319670357970 | 0.027639338646610352297670737770636356558
f(z) = 4/45*z^3 - 73/15*z + 1
*
[ 15/2 ] 
f(z) = 4/45*z^3 - 62/15*z + 1
*
3/5 | 0.21378836560170087091422168078675295318 | 0.028503103149981648654134154194521508010
f(z) = 5/54*z^3 - 67/10*z + 1
*
[ -6 ] 
f(z) = 7/40*z^3 - 77/15*z + 1
*
-6 | 0.081978807043791733292711853360580468747 | 0.014441141874258340173236598279815237935
f(z) = 7/48*z^3 - 73/12*z + 1
*
6 | 0.14478794743571233946881829501167270258 | 0.026338642279405557097139931223975302692
f(z) = 7/48*z^3 - 61/12*z + 1
*
[ 12 ] 
f(z) = 7/54*z^3 - 71/4*z + 1
*
15/2 | 0.15337217735903469546891383271723004259 | 0.020707191484357627030819882298289487645
f(z) = 7/54*z^3 - 61/8*z + 1
*
[ 7 ] 
f(z) = 10/49*z^3 - 64/7*z + 1
*
[ -7 ] 
f(z) = 10/49*z^3 - 62/7*z + 1
*
[ 7 ] 
f(z) = 11/49*z^3 - 71/7*z + 1
*
[ -7 ] 
f(z) = 11/49*z^3 - 69/7*z + 1
*
[ 7 ] 
f(z) = 12/49*z^3 - 78/7*z + 1
*
[ -7 ] 
f(z) = 12/49*z^3 - 76/7*z + 1
*
4 | 0.10180666052190024369447766788370994067 | 0.018209067715016932456337062067274626597
f(z) = 13/48*z^3 - 67/12*z + 1
*
-4 | 0.10535760748445844731406608755403158297 | 0.019165796491308759245592118305607807555
f(z) = 13/48*z^3 - 61/12*z + 1
*
[ 15/4 ] 
f(z) = 16/45*z^3 - 64/15*z + 1
*
-4 | 0.11896198940533627567243753474972371899 | 0.020760893162597286190926664994033493644
f(z) = 17/48*z^3 - 77/12*z + 1
*
4 | 0.16575927039600160810221262153828844463 | 0.029343251253692706035327094584074667814
f(z) = 17/48*z^3 - 71/12*z + 1
*
-4 | 0.15704958246877117947647220010677333462 | 0.028242865333775594444490368031496081577
f(z) = 17/48*z^3 - 65/12*z + 1
*
[ 5 ] 
f(z) = 17/50*z^3 - 77/10*z + 1
*
[ -5 ] 
f(z) = 17/50*z^3 - 73/10*z + 1
*
[ -6 ] 
f(z) = 17/54*z^3 - 61/6*z + 1
*
[ 4 ] 
f(z) = 19/48*z^3 - 67/12*z + 1
*
[ -4 ] 
f(z) = 19/48*z^3 - 61/12*z + 1
*
[ 6 ] 
f(z) = 19/54*z^3 - 71/6*z + 1
*
4 | 0.13304223909867629571608282209461199869 | 0.026845617805531723569380915022944350134
f(z) = 1/42*z^3 - 71/21*z + 1
*
-2 | 0.12197209637554069762694931248725790289 | 0.025058291341754053864912412602577304766
f(z) = 1/42*z^3 - 65/21*z + 1
*
-12 | 0.11019753925963374792454498390955555600 | 0.017295080413209573095028093122916867852
f(z) = 1/54*z^3 - 65/24*z + 1
*
-3 | 0.12243663984057352055141875931681208492 | 0.022496736993168954777756083904065243728
f(z) = 2/45*z^3 - 77/30*z + 1
*
5 | 0.059610090167492570966403724152531543249 | 0.010151378481257921729667068787359642931
f(z) = 3/50*z^3 - 71/30*z + 1
*
[ 6 ] 
f(z) = 4/45*z^3 - 71/30*z + 1
*
[ -6 ] 
f(z) = 4/45*z^3 - 61/30*z + 1
*
0 | 0.14811132640714323017262251873399772053 | 0.029481458763313457090286880769153474694
f(z) = 5/42*z^3 - 76/21*z + 1
*
-3/5 | 0.18322565703790376582224717197340915219 | 0.028363524310911665416928756049540382793
f(z) = 5/54*z^3 - 71/30*z + 1
*
14/5 | 0.074585112618274927336892295887791787448 | 0.011734400453832001464667519320275414702
f(z) = 5/56*z^3 - 72/35*z + 1
*
10/7 | 0.080324373527142729713967406396576121981 | 0.012637352577245129099590258459063854793
f(z) = 7/40*z^3 - 72/35*z + 1
*
4 | 0.12310049669636332770587787065463941212 | 0.025624470740260565870656470516903082903
f(z) = 7/40*z^3 - 61/20*z + 1
*
-15/4 | 0.071492339031238840582151558452791361255 | 0.013266169502938342184808222957262092258
f(z) = 8/45*z^3 - 73/30*z + 1
*
-15/4 | 0.15187344323587681846241443797202578691 | 0.028637509226573973199923474676688759175
f(z) = 8/45*z^3 - 67/30*z + 1
*
-4 | 0.12660744102192987601917482304865012229 | 0.025849649272562732638078177369077242514
f(z) = 9/40*z^3 - 67/20*z + 1
*
10/3 | 0.18714595259263213003057560008680361402 | 0.029379727109908636426080626162693809260
f(z) = 9/56*z^3 - 73/35*z + 1
*
[ 4 ] 
f(z) = 11/40*z^3 - 73/20*z + 1
*
[ -4 ] 
f(z) = 11/40*z^3 - 63/20*z + 1
*
21/11 | 0.20875958507624181368033680284857847160 | 0.027420290823949250591169576482476529479
f(z) = 11/54*z^3 - 75/22*z + 1
*
[ 4 ] 
f(z) = 11/56*z^3 - 67/28*z + 1
*
[ -4 ] 
f(z) = 13/40*z^3 - 79/20*z + 1
*
[ 7/2 ] 
f(z) = 13/49*z^3 - 71/28*z + 1
*
[ -4 ] 
f(z) = 13/56*z^3 - 69/28*z + 1
*
[ -7/2 ] 
f(z) = 15/49*z^3 - 69/28*z + 1
*
-6/5 | 0.13993318509877607692140293725680529382 | 0.022321109577224136755148179479954238187
f(z) = 15/56*z^3 - 66/35*z + 1
*
-14/5 | 0.14933286622699133073931684893125755247 | 0.024123628028031041107852832688453102138
f(z) = 15/56*z^3 - 61/35*z + 1
*
-3 | 0.15740242709223105798917996741703089290 | 0.021159164964835767538178450734747456134
f(z) = 17/54*z^3 - 63/34*z + 1
*
5 | 0.090205566672219048371072400224338015374 | 0.021024686961747500955809769383280190127
f(z) = 1/40*z^3 - 73/40*z + 1
*
-26/3 | 0.11546178013505902919729909237164844409 | 0.018603136656701733250290196727060881614
f(z) = 1/40*z^3 - 62/45*z + 1
*
[ -11 ] 
f(z) = 1/44*z^3 - 73/44*z + 1
*
5 | 0.082482554930445779866452157010191333156 | 0.018877111643265301746218182913689146869
f(z) = 1/45*z^3 - 79/45*z + 1
*
-9 | 0.084690288692358126059320139634644265446 | 0.019555646131460667768802743281002602056
f(z) = 1/45*z^3 - 76/45*z + 1
*
[ 11 ] 
f(z) = 1/55*z^3 - 71/55*z + 1
*
[ -11 ] 
f(z) = 1/55*z^3 - 61/55*z + 1
*
8 | 0.12588778542546167538936995543797066123 | 0.029532545031938725115867835961867095539
f(z) = 1/56*z^3 - 71/56*z + 1
*
-5 | 0.091790265301757103490910608092326530618 | 0.021830434138858069204976109914777188756
f(z) = 3/40*z^3 - 67/40*z + 1
*
-11/2 | 0.11118309383530628037373593112807945293 | 0.025673040822216795942905501864862656672
f(z) = 4/45*z^3 - 76/45*z + 1
*
[ 5 ] 
f(z) = 4/45*z^3 - 64/45*z + 1
*
[ 11/2 ] 
f(z) = 4/55*z^3 - 76/55*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.017730395248483257621344400202253425460
f(z) = 5/48*z^3 - 77/48*z + 1
*
-3/10 | 0.093985733898528795679346381286384020786 | 0.012530546554284431507955612936023695505
f(z) = 5/54*z^3 - 67/40*z + 1
*
[ 14/3 ] 
f(z) = 6/49*z^3 - 79/42*z + 1
*
[ -14/3 ] 
f(z) = 6/49*z^3 - 61/42*z + 1
*
[ 4 ] 
f(z) = 7/44*z^3 - 79/44*z + 1
*
3 | 0.077017387011970368546318099586976408352 | 0.017626343101562775546364676230604343357
f(z) = 7/48*z^3 - 79/48*z + 1
*
[ 4 ] 
f(z) = 7/52*z^3 - 73/52*z + 1
*
-5/2 | 0.11118309383530628037373593112807945293 | 0.025595781357043335027048085070702755708
f(z) = 8/45*z^3 - 77/45*z + 1
*
5/2 | 0.11118309383530628037373593112807945293 | 0.026349778600692449225607894320984387179
f(z) = 8/45*z^3 - 68/45*z + 1
*
[ 1/2 ] 
f(z) = 8/59*z^3 - 61/59*z + 1
*
8/3 | 0.11965732791052565773682311044964020735 | 0.027384999650005268968330065113050913652
f(z) = 9/40*z^3 - 79/40*z + 1
*
2 | 0.14969127053308101978580438232020037338 | 0.023764482720320046536361615895674532757
f(z) = 9/40*z^3 - 68/45*z + 1
*
[ -11/3 ] 
f(z) = 9/44*z^3 - 65/44*z + 1
*
2/3 | 0.11921762314326669441487106172045834367 | 0.027284367995364808419759873591529903752
f(z) = 9/50*z^3 - 79/50*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.014500436082578372656868028721645041027
f(z) = 9/50*z^3 - 61/50*z + 1
*
[ -4 ] 
f(z) = 9/52*z^3 - 79/52*z + 1
*
7/3 | 0.10837023583021819280360374261373029308 | 0.025258422161243329422726898238262694306
f(z) = 9/56*z^3 - 73/56*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.014938236031427774319873565022083065290
f(z) = 9/58*z^3 - 65/58*z + 1
*
[ -10/3 ] 
f(z) = 11/40*z^3 - 79/45*z + 1
*
[ 3 ] 
f(z) = 11/42*z^3 - 71/42*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.013809656281166143765494372057248437677
f(z) = 11/46*z^3 - 67/46*z + 1
*
[ 3 ] 
f(z) = 11/48*z^3 - 67/48*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.014078250395192463508687840258211928369
f(z) = 11/50*z^3 - 69/50*z + 1
*
[ 3 ] 
f(z) = 11/51*z^3 - 65/51*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011136551388068468522093432939351621531
f(z) = 11/54*z^3 - 71/54*z + 1
*
[ 3 ] 
f(z) = 11/57*z^3 - 61/57*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.014533951675870881331970853236861225089
f(z) = 11/58*z^3 - 73/58*z + 1
*
[ 1/2 ] 
f(z) = 12/59*z^3 - 62/59*z + 1
*
[ -3 ] 
f(z) = 13/42*z^3 - 61/42*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.013448724391468630231527589753606433444
f(z) = 13/46*z^3 - 75/46*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.013722866915514187513058882776083409694
f(z) = 13/50*z^3 - 77/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.010864279186991523504014372814512566131
f(z) = 13/54*z^3 - 79/54*z + 1
*
[ 3 ] 
f(z) = 13/57*z^3 - 79/57*z + 1
*
[ 5/2 ] 
f(z) = 16/45*z^3 - 73/45*z + 1
*
[ -3 ] 
f(z) = 16/51*z^3 - 76/51*z + 1
*
[ 5/2 ] 
f(z) = 16/55*z^3 - 67/55*z + 1
*
[ -3 ] 
f(z) = 16/57*z^3 - 68/57*z + 1
*
[ 1/2 ] 
f(z) = 16/57*z^3 - 61/57*z + 1
*
[ 1/2 ] 
f(z) = 16/59*z^3 - 63/59*z + 1
*
[ 5/2 ] 
f(z) = 17/50*z^3 - 61/40*z + 1
*
[ -3 ] 
f(z) = 17/57*z^3 - 77/57*z + 1
*
[ 5/2 ] 
f(z) = 19/50*z^3 - 71/40*z + 1
*
[ 10 ] 
f(z) = 1/48*z^3 - 71/60*z + 1
*
[ -6 ] 
f(z) = 3/52*z^3 - 71/78*z + 1
*
-12/5 | 0.096543336889270877112648938028346891056 | 0.017090419042289107060732090027096193664
f(z) = 5/48*z^3 - 71/60*z + 1
*
12/5 | 0.15513760728847602046688899328344471539 | 0.028221367971725380965897496343833275515
f(z) = 5/48*z^3 - 61/60*z + 1
*
[ 9/2 ] 
f(z) = 5/54*z^3 - 79/72*z + 1
*
[ 21/5 ] 
f(z) = 5/54*z^3 - 61/70*z + 1
*
[ 14/3 ] 
f(z) = 5/56*z^3 - 73/63*z + 1
*
[ 14/5 ] 
f(z) = 10/49*z^3 - 67/70*z + 1
*
[ -14/5 ] 
f(z) = 15/49*z^3 - 73/70*z + 1
*
[ 7/3 ] 
f(z) = 16/49*z^3 - 76/63*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = 2/47*z^3 - 63/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = 2/49*z^3 - 65/98*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = 3/41*z^3 - 65/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = 3/43*z^3 - 67/86*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = 3/47*z^3 - 71/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = 3/49*z^3 - 73/98*z + 1
*
4/3 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = 3/56*z^3 - 71/84*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.016252977918833686566199977136492896637
f(z) = 4/41*z^3 - 73/82*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.016277202181445560246950495373030203364
f(z) = 4/43*z^3 - 75/86*z + 1
*
-2 | 0.059783092668815041742765928158482202361 | 0.013285693628999033029943139749261382141
f(z) = 4/45*z^3 - 77/90*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.016321082110682890902152802883751189147
f(z) = 4/47*z^3 - 79/94*z + 1
*
-12/7 | 0.11418413436678215046630983857077146175 | 0.019629010212606013691781826456355946684
f(z) = 7/48*z^3 - 71/84*z + 1
*
[ 10/3 ] 
f(z) = 7/50*z^3 - 77/90*z + 1
*
[ 8/3 ] 
f(z) = 9/44*z^3 - 73/88*z + 1
*
[ 5/9 ] 
f(z) = 9/50*z^3 - 77/90*z + 1
*
[ 7/12 ] 
f(z) = 12/49*z^3 - 67/84*z + 1
*
[ 2 ] 
f(z) = 13/41*z^3 - 63/82*z + 1
*
[ 2 ] 
f(z) = 13/43*z^3 - 61/86*z + 1
*
[ 2 ] 
f(z) = 14/41*z^3 - 71/82*z + 1
*
[ 2 ] 
f(z) = 14/43*z^3 - 69/86*z + 1
*
[ 2 ] 
f(z) = 14/47*z^3 - 65/94*z + 1
*
[ 2 ] 
f(z) = 15/41*z^3 - 79/82*z + 1
*
[ 2 ] 
f(z) = 15/43*z^3 - 77/86*z + 1
*
[ 2 ] 
f(z) = 15/47*z^3 - 73/94*z + 1
*
[ 2 ] 
f(z) = 15/49*z^3 - 71/98*z + 1
*
[ 2 ] 
f(z) = 16/49*z^3 - 79/98*z + 1
*
[ -21/8 ] 
f(z) = 16/49*z^3 - 73/84*z + 1
*
[ 10/17 ] 
f(z) = 17/40*z^3 - 72/85*z + 1
*
[ 2/3 ] 
f(z) = 18/47*z^3 - 63/94*z + 1
*
[ 2/3 ] 
f(z) = 18/49*z^3 - 65/98*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = 1/53*z^3 - 61/106*z + 1
*
[ -10 ] 
f(z) = 1/55*z^3 - 79/110*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = 1/55*z^3 - 63/110*z + 1
*
-2 | 0.063085053978267877369474694354462430096 | 0.013319765771143483604628076107507457855
f(z) = 1/57*z^3 - 65/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.017621648019510846566849842597681110188
f(z) = 1/59*z^3 - 67/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = 2/51*z^3 - 67/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = 2/53*z^3 - 69/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = 2/55*z^3 - 71/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = 2/57*z^3 - 73/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 2/59*z^3 - 75/118*z + 1
*
-2 | 0.082081296924544790872023899135824237328 | 0.017601022607581265549305647258625164922
f(z) = 3/53*z^3 - 77/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.017608252765492351060206026680619138921
f(z) = 3/55*z^3 - 79/110*z + 1
*
[ 4 ] 
f(z) = 5/54*z^3 - 79/108*z + 1
*
[ 4 ] 
f(z) = 5/58*z^3 - 73/116*z + 1
*
[ 2/3 ] 
f(z) = 7/48*z^3 - 61/108*z + 1
*
[ -4 ] 
f(z) = 7/58*z^3 - 79/116*z + 1
*
[ 8/3 ] 
f(z) = 9/52*z^3 - 63/104*z + 1
*
[ 2/3 ] 
f(z) = 9/53*z^3 - 61/106*z + 1
*
[ 2/3 ] 
f(z) = 9/55*z^3 - 63/110*z + 1
*
[ 2/3 ] 
f(z) = 9/59*z^3 - 67/118*z + 1
*
[ 2/3 ] 
f(z) = 11/48*z^3 - 65/108*z + 1
*
-4/3 | 0.15952744928561780714178443494571448191 | 0.026288111630578110338950371506836772134
f(z) = 13/48*z^3 - 79/108*z + 1
*
[ 2/3 ] 
f(z) = 13/48*z^3 - 67/108*z + 1
*
-3/2 | 0.14582608726409173525459073603469481640 | 0.018365479124441193283318991008647764122
f(z) = 13/54*z^3 - 75/104*z + 1
*
[ 2 ] 
f(z) = 14/51*z^3 - 61/102*z + 1
*
[ 2 ] 
f(z) = 15/53*z^3 - 67/106*z + 1
*
[ 2 ] 
f(z) = 15/59*z^3 - 61/118*z + 1
*
[ 2 ] 
f(z) = 16/51*z^3 - 77/102*z + 1
*
[ 2 ] 
f(z) = 16/53*z^3 - 75/106*z + 1
*
[ 2 ] 
f(z) = 16/55*z^3 - 73/110*z + 1
*
[ 2 ] 
f(z) = 16/57*z^3 - 71/114*z + 1
*
[ 2 ] 
f(z) = 16/59*z^3 - 69/118*z + 1
*
[ 2/3 ] 
f(z) = 17/48*z^3 - 71/108*z + 1
*
[ 7/4 ] 
f(z) = 17/49*z^3 - 71/112*z + 1
*
-2 | 0.19724356148351466794795161771555468527 | 0.028758721464761139322174214410667911281
f(z) = 17/56*z^3 - 64/119*z + 1
*
[ 2 ] 
f(z) = 17/57*z^3 - 79/114*z + 1
*
[ 2 ] 
f(z) = 17/59*z^3 - 77/118*z + 1
*
[ 2/3 ] 
f(z) = 18/53*z^3 - 69/106*z + 1
*
[ 2/3 ] 
f(z) = 18/59*z^3 - 75/118*z + 1
*
[ 2/3 ] 
f(z) = 19/48*z^3 - 73/108*z + 1
*
[ -12/5 ] 
f(z) = 19/54*z^3 - 61/100*z + 1
*
3 | 0.13343042850422473994782261566210207327 | 0.027870633658093236777507041422880970370
f(z) = 1/40*z^3 - 67/120*z + 1
*
-5/3 | 0.11080664885621376492896910250818871356 | 0.023145031847474941396131991397128796769
f(z) = 3/40*z^3 - 73/120*z + 1
*
[ 2/3 ] 
f(z) = 3/46*z^3 - 73/138*z + 1
*
[ -14/3 ] 
f(z) = 4/49*z^3 - 71/126*z + 1
*
-8/5 | 0.11262327312267152963342179165569398317 | 0.020549296295183766661731405633557424064
f(z) = 5/48*z^3 - 77/120*z + 1
*
[ 3 ] 
f(z) = 6/41*z^3 - 80/123*z + 1
*
[ 3 ] 
f(z) = 6/43*z^3 - 76/129*z + 1
*
15/8 | 0.16195363810110920978787529906196843395 | 0.027514572837274300697309456614662382496
f(z) = 8/45*z^3 - 67/120*z + 1
*
0 | 0.13066440819521432569055035688751196635 | 0.027292873850323195612187287987007139141
f(z) = 9/40*z^3 - 67/120*z + 1
*
[ -3 ] 
f(z) = 9/41*z^3 - 79/123*z + 1
*
[ -3 ] 
f(z) = 9/43*z^3 - 71/129*z + 1
*
[ -3 ] 
f(z) = 9/44*z^3 - 67/132*z + 1
*
[ 3/4 ] 
f(z) = 14/45*z^3 - 61/120*z + 1
*
[ 3/4 ] 
f(z) = 16/41*z^3 - 68/123*z + 1
*
[ 3/2 ] 
f(z) = 16/41*z^3 - 67/123*z + 1
*
[ 3/4 ] 
f(z) = 16/43*z^3 - 70/129*z + 1
*
[ 3/2 ] 
f(z) = 16/43*z^3 - 65/129*z + 1
*
[ 14/9 ] 
f(z) = 18/49*z^3 - 67/126*z + 1
*
-2 | 0.20253300113456036929028038962197725087 | 0.029058692108097422112537998026084052896
f(z) = 19/56*z^3 - 79/133*z + 1
*
[ 14/19 ] 
f(z) = 19/56*z^3 - 72/133*z + 1
*
[ -9 ] 
f(z) = 1/51*z^3 - 73/153*z + 1
*
[ 2/3 ] 
f(z) = 3/50*z^3 - 79/150*z + 1
*
[ 7/10 ] 
f(z) = 5/49*z^3 - 67/140*z + 1
*
[ 3 ] 
f(z) = 6/47*z^3 - 68/141*z + 1
*
[ 3 ] 
f(z) = 6/49*z^3 - 64/147*z + 1
*
[ 20/7 ] 
f(z) = 7/50*z^3 - 69/140*z + 1
*
[ -3 ] 
f(z) = 10/49*z^3 - 74/147*z + 1
*
-2 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = 13/48*z^3 - 79/156*z + 1
*
[ 3/4 ] 
f(z) = 16/47*z^3 - 74/141*z + 1
*
[ 3/2 ] 
f(z) = 16/47*z^3 - 61/141*z + 1
*
[ 3/4 ] 
f(z) = 16/49*z^3 - 76/147*z + 1
*
[ 3/4 ] 
f(z) = 16/53*z^3 - 80/159*z + 1
*
[ -8 ] 
f(z) = 1/42*z^3 - 67/168*z + 1
*
[ 4 ] 
f(z) = 3/41*z^3 - 69/164*z + 1
*
[ 4 ] 
f(z) = 3/43*z^3 - 63/172*z + 1
*
-3 | 0.15212333053873656942030002734082385605 | 0.029688602642451241057271885103243756324
f(z) = 5/56*z^3 - 79/168*z + 1
*
[ 5/2 ] 
f(z) = 7/40*z^3 - 79/160*z + 1
*
[ -24/7 ] 
f(z) = 7/48*z^3 - 71/168*z + 1
*
[ 3 ] 
f(z) = 7/55*z^3 - 79/165*z + 1
*
[ 3 ] 
f(z) = 7/58*z^3 - 73/174*z + 1
*
[ 3 ] 
f(z) = 7/59*z^3 - 71/177*z + 1
*
[ -3 ] 
f(z) = 11/56*z^3 - 73/168*z + 1
*
[ -3 ] 
f(z) = 11/58*z^3 - 65/174*z + 1
*
[ -3 ] 
f(z) = 11/59*z^3 - 61/177*z + 1
*
[ 3/2 ] 
f(z) = 13/42*z^3 - 61/168*z + 1
*
[ 7/5 ] 
f(z) = 16/49*z^3 - 62/175*z + 1
*
[ 7/5 ] 
f(z) = 17/49*z^3 - 69/175*z + 1
*
[ 7/5 ] 
f(z) = 18/49*z^3 - 76/175*z + 1
*
[ 5/4 ] 
f(z) = 19/50*z^3 - 63/160*z + 1
*
[ 22/3 ] 
f(z) = 1/44*z^3 - 71/198*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 1/48*z^3 - 73/192*z + 1
*
[ 7/9 ] 
f(z) = 3/49*z^3 - 61/189*z + 1
*
[ -4 ] 
f(z) = 5/49*z^3 - 75/196*z + 1
*
[ 7/9 ] 
f(z) = 6/49*z^3 - 68/189*z + 1
*
[ 5/2 ] 
f(z) = 7/45*z^3 - 67/180*z + 1
*
[ 20/9 ] 
f(z) = 9/50*z^3 - 61/180*z + 1
*
[ 9/11 ] 
f(z) = 11/54*z^3 - 71/198*z + 1
*
[ -5/2 ] 
f(z) = 13/45*z^3 - 73/180*z + 1
*
[ 4/3 ] 
f(z) = 18/49*z^3 - 79/196*z + 1
*
[ -17/2 ] 
f(z) = 1/51*z^3 - 61/204*z + 1
*
[ 8 ] 
f(z) = 1/54*z^3 - 67/216*z + 1
*
[ 5 ] 
f(z) = 2/43*z^3 - 78/215*z + 1
*
[ 3/4 ] 
f(z) = 4/51*z^3 - 77/204*z + 1
*
-3 | 0.066314847071631909654954032557551258903 | 0.012402003642282065808005020342702702488
f(z) = 5/42*z^3 - 71/210*z + 1
*
[ 14/5 ] 
f(z) = 5/42*z^3 - 61/210*z + 1
*
[ -4 ] 
f(z) = 5/51*z^3 - 65/204*z + 1
*
[ 21/10 ] 
f(z) = 10/49*z^3 - 79/210*z + 1
*
[ -5/2 ] 
f(z) = 12/43*z^3 - 74/215*z + 1
*
[ 15/14 ] 
f(z) = 14/45*z^3 - 61/210*z + 1
*
[ 14/15 ] 
f(z) = 15/49*z^3 - 71/210*z + 1
*
[ 4/3 ] 
f(z) = 18/53*z^3 - 75/212*z + 1
*
[ -26/3 ] 
f(z) = 1/52*z^3 - 77/234*z + 1
*
[ 5 ] 
f(z) = 2/47*z^3 - 62/235*z + 1
*
-5/4 | 0.13652930896592987713234808893298739535 | 0.025313076921350053196564775490509540506
f(z) = 4/55*z^3 - 69/220*z + 1
*
[ 4 ] 
f(z) = 4/59*z^3 - 79/236*z + 1
*
[ 4/5 ] 
f(z) = 5/44*z^3 - 71/220*z + 1
*
[ 5/6 ] 
f(z) = 9/55*z^3 - 69/220*z + 1
*
[ 7/8 ] 
f(z) = 10/49*z^3 - 67/224*z + 1
*
[ 21/11 ] 
f(z) = 11/49*z^3 - 79/231*z + 1
*
[ 20/11 ] 
f(z) = 11/50*z^3 - 61/220*z + 1
*
[ -11/4 ] 
f(z) = 12/55*z^3 - 63/220*z + 1
*
[ 5/4 ] 
f(z) = 16/47*z^3 - 78/235*z + 1
*
[ 11/8 ] 
f(z) = 16/55*z^3 - 61/220*z + 1
*
[ 21/17 ] 
f(z) = 17/54*z^3 - 69/238*z + 1
*
[ 3/2 ] 
f(z) = 17/57*z^3 - 77/228*z + 1
*
[ 4/3 ] 
f(z) = 18/55*z^3 - 73/220*z + 1
*
[ 4/3 ] 
f(z) = 18/59*z^3 - 69/236*z + 1
*
-5 | 0.13662619858360371575375363044720558019 | 0.024928881558263942404719194629119232048
f(z) = 1/48*z^3 - 77/240*z + 1
*
[ 10/7 ] 
f(z) = 11/40*z^3 - 64/245*z + 1
*
[ 5/4 ] 
f(z) = 16/49*z^3 - 76/245*z + 1
*
[ 5/4 ] 
f(z) = 16/51*z^3 - 74/255*z + 1
*
[ 4/3 ] 
f(z) = 17/56*z^3 - 73/252*z + 1
*
[ -5 ] 
f(z) = 3/52*z^3 - 63/260*z + 1
*
[ 20/13 ] 
f(z) = 13/50*z^3 - 69/260*z + 1
*
[ 5/4 ] 
f(z) = 16/53*z^3 - 72/265*z + 1
*
-5 | 0.16850728027836422505098534276328896999 | 0.029904804286496950265889234578172798702
f(z) = 1/56*z^3 - 69/280*z + 1
*
[ 5/2 ] 
f(z) = 8/57*z^3 - 79/285*z + 1
*
[ 5/2 ] 
f(z) = 8/59*z^3 - 73/295*z + 1
*
[ 7/5 ] 
f(z) = 15/56*z^3 - 67/280*z + 1
*
[ 5/4 ] 
f(z) = 16/57*z^3 - 68/285*z + 1
*
[ 5/4 ] 
f(z) = 16/59*z^3 - 66/295*z + 1
*
2 | 0.12123654115013647541443935844950636421 | 0.019745736278734658954706766596038641389
f(z) = 1/40*z^3 - 58/5*z + 1
*
-2 | 0.12187108112498824832629012127952079101 | 0.020866043197691233086594271146689823839
f(z) = 1/40*z^3 - 43/5*z + 1
*
6 | 0.15615221594229302458695387169736155251 | 0.026955264823872709355677724974474978752
f(z) = 1/40*z^3 - 41/15*z + 1
*
[ -15 ] 
f(z) = 1/45*z^3 - 59/15*z + 1
*
-12 | 0.13010430020628328830147821633285212439 | 0.026771465517787257318490932660183456896
f(z) = 1/45*z^3 - 43/15*z + 1
*
-12 | 0.090440413323130865446355801184373355422 | 0.017271348363088479045346968628661698384
f(z) = 1/48*z^3 - 47/12*z + 1
*
[ 14 ] 
f(z) = 1/49*z^3 - 43/14*z + 1
*
[ -14 ] 
f(z) = 1/49*z^3 - 41/14*z + 1
*
6 | 0.16338590317040485888609526989351601084 | 0.026610582296887473225676005550678915290
f(z) = 3/40*z^3 - 58/15*z + 1
*
6 | 0.16571767492587518629834912390180048735 | 0.028373196755987983632687222280416153459
f(z) = 3/40*z^3 - 43/15*z + 1
*
[ 10 ] 
f(z) = 3/50*z^3 - 51/10*z + 1
*
[ -10 ] 
f(z) = 3/50*z^3 - 49/10*z + 1
*
20/3 | 0.18033174715246237782619859634967889195 | 0.029412018535244854998235036559673391887
f(z) = 3/50*z^3 - 46/15*z + 1
*
[ -15/2 ] 
f(z) = 4/45*z^3 - 58/15*z + 1
*
-3/2 | 0.12435108418289140079099889082176946669 | 0.024532143284227853996983968190041259778
f(z) = 4/45*z^3 - 53/15*z + 1
*
6 | 0.10689410447953711952588903620231134144 | 0.019563944918878425383335993297585672698
f(z) = 5/48*z^3 - 59/12*z + 1
*
-6 | 0.10930220989525866824990120293873727309 | 0.020265064459109397870093534528448635151
f(z) = 5/48*z^3 - 55/12*z + 1
*
[ -12 ] 
f(z) = 5/54*z^3 - 49/4*z + 1
*
3/2 | 0.11381384423435155965656459320161797625 | 0.015926964961729678555515824615559406466
f(z) = 5/54*z^3 - 47/8*z + 1
*
-6/5 | 0.070530925469237253979341837137652241505 | 0.0099944106361006810447800754401073821277
f(z) = 5/54*z^3 - 43/10*z + 1
*
[ 6 ] 
f(z) = 7/48*z^3 - 53/12*z + 1
*
4 | 0.10177470333201518701844641492125601028 | 0.019771697432693240949529973155464781982
f(z) = 7/48*z^3 - 43/12*z + 1
*
-6/7 | 0.19190275513973550262384211810216619819 | 0.023790025894861198359907496359533089479
f(z) = 7/54*z^3 - 59/7*z + 1
*
3/7 | 0.18715186471077834940799439398817808729 | 0.026189794500160461008287129151340233027
f(z) = 7/54*z^3 - 47/14*z + 1
*
[ 7 ] 
f(z) = 8/49*z^3 - 50/7*z + 1
*
[ -7 ] 
f(z) = 8/49*z^3 - 48/7*z + 1
*
[ 7 ] 
f(z) = 9/49*z^3 - 57/7*z + 1
*
[ -7 ] 
f(z) = 9/49*z^3 - 55/7*z + 1
*
[ 14/3 ] 
f(z) = 9/49*z^3 - 45/14*z + 1
*
4 | 0.13621126163512787723151237432212169179 | 0.024929622011761291374600812723037101145
f(z) = 11/48*z^3 - 59/12*z + 1
*
-4 | 0.062563389265427771082594050817732532154 | 0.011679712797915977080588153301237335880
f(z) = 11/48*z^3 - 53/12*z + 1
*
[ 5 ] 
f(z) = 11/50*z^3 - 47/10*z + 1
*
[ -5 ] 
f(z) = 11/50*z^3 - 43/10*z + 1
*
-4 | 0.10154669248475112915394354000584826057 | 0.018827160683986384006914496085398464104
f(z) = 13/48*z^3 - 55/12*z + 1
*
[ 5 ] 
f(z) = 13/50*z^3 - 57/10*z + 1
*
[ -5 ] 
f(z) = 13/50*z^3 - 53/10*z + 1
*
[ 6 ] 
f(z) = 13/54*z^3 - 47/6*z + 1
*
[ -15/4 ] 
f(z) = 16/45*z^3 - 56/15*z + 1
*
-3/4 | 0.14021694665177830500584907126273979232 | 0.028852337288973103160065678038573485729
f(z) = 16/45*z^3 - 43/15*z + 1
*
[ 3 ] 
f(z) = 17/45*z^3 - 41/15*z + 1
*
[ 4 ] 
f(z) = 17/48*z^3 - 59/12*z + 1
*
[ -4 ] 
f(z) = 17/48*z^3 - 53/12*z + 1
*
2 | 0.12707186015104561403030925287506497652 | 0.024266832527323898878053448442211728770
f(z) = 17/48*z^3 - 47/12*z + 1
*
[ 7/2 ] 
f(z) = 18/49*z^3 - 53/14*z + 1
*
[ -7/2 ] 
f(z) = 18/49*z^3 - 45/14*z + 1
*
[ 3 ] 
f(z) = 19/45*z^3 - 47/15*z + 1
*
8 | 0.11952991259507867651633574719285980822 | 0.025631279873686767226612169430836874812
f(z) = 1/42*z^3 - 53/21*z + 1
*
-6 | 0.13393700531660842709145554497076468127 | 0.026838756558189104664849370311280042282
f(z) = 1/45*z^3 - 49/30*z + 1
*
8 | 0.10268847119406597176551586984565578786 | 0.021524891976184126840048222100097799933
f(z) = 1/48*z^3 - 59/24*z + 1
*
-8 | 0.10268950481048686148769706704839035532 | 0.022020123505020119202528944833473388664
f(z) = 1/48*z^3 - 53/24*z + 1
*
-6 | 0.17383560218814737784080055890015556856 | 0.028233911890088229506451915601574930811
f(z) = 1/56*z^3 - 59/21*z + 1
*
6 | 0.12210963292187794936942117124293071257 | 0.024089946870251106714447846303268081834
f(z) = 2/45*z^3 - 53/30*z + 1
*
[ 15/2 ] 
f(z) = 2/45*z^3 - 49/30*z + 1
*
-6 | 0.12243598770121980118717191231768945590 | 0.025193562531618245597057850254483259047
f(z) = 2/45*z^3 - 43/30*z + 1
*
[ -15/2 ] 
f(z) = 2/45*z^3 - 41/30*z + 1
*
4 | 0.074115154965270169416091202490788625599 | 0.016164815848761511721666150060061299874
f(z) = 3/40*z^3 - 49/20*z + 1
*
-5 | 0.059609845188054236929616728062963739289 | 0.010481818796981666944658401894433700732
f(z) = 3/50*z^3 - 59/30*z + 1
*
-6 | 0.17706091279075762723308360112744957699 | 0.028837824438662656735072878124481151221
f(z) = 3/56*z^3 - 58/21*z + 1
*
-14/3 | 0.14661429608973658969569915916118646098 | 0.025308812649351257651851606761711677493
f(z) = 3/56*z^3 - 41/21*z + 1
*
-2 | 0.12806968777181181351579188562782690802 | 0.020858647533588418959187807671975641835
f(z) = 5/56*z^3 - 58/35*z + 1
*
-6/5 | 0.16395676718587871031776531680548652505 | 0.026779413596221628937893476558129552813
f(z) = 5/56*z^3 - 57/35*z + 1
*
[ 2/5 ] 
f(z) = 5/56*z^3 - 53/35*z + 1
*
[ 6 ] 
f(z) = 5/56*z^3 - 50/21*z + 1
*
-14/5 | 0.17641870187555326329941692459130104690 | 0.029752264045514665557508363171986615818
f(z) = 5/56*z^3 - 47/35*z + 1
*
[ -6 ] 
f(z) = 5/56*z^3 - 43/21*z + 1
*
2 | 0.17641870187555326329941692459130104690 | 0.028814848357420309453067787643747661458
f(z) = 7/40*z^3 - 57/35*z + 1
*
[ 4 ] 
f(z) = 7/40*z^3 - 41/20*z + 1
*
-24/7 | 0.19298749821757396555491573103117118657 | 0.026173565874472513577914663530674815542
f(z) = 7/54*z^3 - 59/28*z + 1
*
[ 15/4 ] 
f(z) = 8/45*z^3 - 53/30*z + 1
*
[ 4 ] 
f(z) = 9/40*z^3 - 57/20*z + 1
*
[ -4 ] 
f(z) = 9/40*z^3 - 47/20*z + 1
*
4/3 | 0.074115096424896790221353340463573062720 | 0.016638823040860332573920994031609091478
f(z) = 9/40*z^3 - 43/20*z + 1
*
[ 7/2 ] 
f(z) = 9/49*z^3 - 43/28*z + 1
*
4/3 | 0.076192085539842549051628608427875483029 | 0.016087181812592880789092824179585750825
f(z) = 9/56*z^3 - 57/28*z + 1
*
[ 4 ] 
f(z) = 9/56*z^3 - 51/28*z + 1
*
[ 7/2 ] 
f(z) = 11/49*z^3 - 57/28*z + 1
*
[ -7/2 ] 
f(z) = 11/49*z^3 - 41/28*z + 1
*
[ 3/11 ] 
f(z) = 11/54*z^3 - 59/22*z + 1
*
-42/11 | 0.13321808980012852820098046519991993535 | 0.018642370467219579637421473637557003981
f(z) = 11/54*z^3 - 47/22*z + 1
*
[ -4 ] 
f(z) = 11/56*z^3 - 53/28*z + 1
*
[ -7/2 ] 
f(z) = 13/49*z^3 - 55/28*z + 1
*
3 | 0.14249945602770465058290477848619856097 | 0.019715842577426697982104810398195634726
f(z) = 13/54*z^3 - 51/26*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.015902439407004696690203892222608538514
f(z) = 15/44*z^3 - 41/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.016426914002703256318885650499911124004
f(z) = 15/52*z^3 - 43/26*z + 1
*
2/3 | 0.14684749089593470747162372528827212739 | 0.024125665477096991164463508519886219951
f(z) = 15/56*z^3 - 55/21*z + 1
*
[ 2/5 ] 
f(z) = 15/56*z^3 - 54/35*z + 1
*
[ 14/5 ] 
f(z) = 15/56*z^3 - 51/35*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.015573455534211020154944608861023683183
f(z) = 17/44*z^3 - 45/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.016105311999405641738449198821630225026
f(z) = 17/52*z^3 - 47/26*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.015284205643617865925416883506011472765
f(z) = 19/44*z^3 - 49/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.015820888668482798944504280795114896696
f(z) = 19/52*z^3 - 51/26*z + 1
*
-5 | 0.092741084479479936562813532813119639765 | 0.022938389433075843356222749433518430860
f(z) = 1/40*z^3 - 57/40*z + 1
*
7 | 0.10810611939196185028363070796906554054 | 0.026977072879875963038600009592772107326
f(z) = 1/42*z^3 - 55/42*z + 1
*
[ 9 ] 
f(z) = 1/45*z^3 - 41/45*z + 1
*
[ -21/2 ] 
f(z) = 1/54*z^3 - 53/56*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = 3/58*z^3 - 41/58*z + 1
*
[ 1/2 ] 
f(z) = 4/41*z^3 - 42/41*z + 1
*
[ 1/2 ] 
f(z) = 4/43*z^3 - 44/43*z + 1
*
[ 1/2 ] 
f(z) = 4/47*z^3 - 48/47*z + 1
*
[ 1/2 ] 
f(z) = 4/49*z^3 - 50/49*z + 1
*
[ 1/2 ] 
f(z) = 4/51*z^3 - 52/51*z + 1
*
[ 1/2 ] 
f(z) = 4/53*z^3 - 54/53*z + 1
*
[ 1/2 ] 
f(z) = 4/57*z^3 - 58/57*z + 1
*
[ 1/2 ] 
f(z) = 4/59*z^3 - 60/59*z + 1
*
[ 4 ] 
f(z) = 5/44*z^3 - 47/44*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.015165877837406662652242412591071095275
f(z) = 5/46*z^3 - 43/46*z + 1
*
[ 4 ] 
f(z) = 5/52*z^3 - 41/52*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = 5/54*z^3 - 47/54*z + 1
*
-21/10 | 0.11936505507214015229827662219806126333 | 0.016914330388477212506132148203129634489
f(z) = 5/54*z^3 - 43/40*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = 5/58*z^3 - 49/58*z + 1
*
[ 10/3 ] 
f(z) = 7/40*z^3 - 56/45*z + 1
*
[ -4 ] 
f(z) = 7/44*z^3 - 57/44*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.014768040413204292381279523528975005906
f(z) = 7/46*z^3 - 51/46*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015013710041865113126206478525245507726
f(z) = 7/50*z^3 - 53/50*z + 1
*
[ -4 ] 
f(z) = 7/52*z^3 - 47/52*z + 1
*
-2 | 0.047471553501555989980090776989602134775 | 0.011846170834133448717377977776888408632
f(z) = 7/54*z^3 - 55/54*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.015357272598819997599635638469426753629
f(z) = 7/58*z^3 - 57/58*z + 1
*
[ 1/2 ] 
f(z) = 8/41*z^3 - 43/41*z + 1
*
[ 1/2 ] 
f(z) = 8/43*z^3 - 45/43*z + 1
*
[ 1/2 ] 
f(z) = 8/45*z^3 - 47/45*z + 1
*
[ 1/2 ] 
f(z) = 8/47*z^3 - 49/47*z + 1
*
[ 1/2 ] 
f(z) = 8/49*z^3 - 51/49*z + 1
*
[ 1/2 ] 
f(z) = 8/51*z^3 - 53/51*z + 1
*
[ 1/2 ] 
f(z) = 8/53*z^3 - 55/53*z + 1
*
[ 1/2 ] 
f(z) = 8/55*z^3 - 57/55*z + 1
*
[ 1/2 ] 
f(z) = 8/57*z^3 - 59/57*z + 1
*
-5/3 | 0.059755209884085915368659894135097524044 | 0.016091032787500743604566730843011776785
f(z) = 9/40*z^3 - 41/40*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.014240140894150481588482783347540186488
f(z) = 9/46*z^3 - 59/46*z + 1
*
[ -11/3 ] 
f(z) = 9/55*z^3 - 51/55*z + 1
*
[ 3 ] 
f(z) = 10/51*z^3 - 56/51*z + 1
*
[ 3 ] 
f(z) = 10/57*z^3 - 52/57*z + 1
*
[ -3 ] 
f(z) = 11/42*z^3 - 43/42*z + 1
*
[ 1/2 ] 
f(z) = 12/41*z^3 - 44/41*z + 1
*
[ 1/2 ] 
f(z) = 12/43*z^3 - 46/43*z + 1
*
[ 1/2 ] 
f(z) = 12/47*z^3 - 50/47*z + 1
*
[ 1/2 ] 
f(z) = 12/49*z^3 - 52/49*z + 1
*
[ 1/2 ] 
f(z) = 12/53*z^3 - 56/53*z + 1
*
[ 1/2 ] 
f(z) = 12/55*z^3 - 58/55*z + 1
*
[ 5/2 ] 
f(z) = 12/55*z^3 - 42/55*z + 1
*
[ -3 ] 
f(z) = 13/48*z^3 - 53/48*z + 1
*
[ 5/2 ] 
f(z) = 13/50*z^3 - 41/40*z + 1
*
[ -3 ] 
f(z) = 13/51*z^3 - 49/51*z + 1
*
[ -3 ] 
f(z) = 13/57*z^3 - 41/57*z + 1
*
[ -3 ] 
f(z) = 14/51*z^3 - 58/51*z + 1
*
[ -3 ] 
f(z) = 14/57*z^3 - 50/57*z + 1
*
[ 1/2 ] 
f(z) = 16/41*z^3 - 45/41*z + 1
*
[ 1/2 ] 
f(z) = 16/43*z^3 - 47/43*z + 1
*
[ 9/4 ] 
f(z) = 16/45*z^3 - 56/45*z + 1
*
[ 1/2 ] 
f(z) = 16/45*z^3 - 49/45*z + 1
*
[ 1/2 ] 
f(z) = 16/47*z^3 - 51/47*z + 1
*
[ 1/2 ] 
f(z) = 16/49*z^3 - 53/49*z + 1
*
[ 1/2 ] 
f(z) = 16/51*z^3 - 55/51*z + 1
*
[ 1/2 ] 
f(z) = 16/53*z^3 - 57/53*z + 1
*
[ 1/2 ] 
f(z) = 16/55*z^3 - 59/55*z + 1
*
[ -11/4 ] 
f(z) = 16/55*z^3 - 46/55*z + 1
*
[ 2 ] 
f(z) = 17/46*z^3 - 45/46*z + 1
*
[ 2 ] 
f(z) = 17/50*z^3 - 43/50*z + 1
*
[ 2 ] 
f(z) = 17/54*z^3 - 41/54*z + 1
*
[ 7/12 ] 
f(z) = 18/49*z^3 - 47/56*z + 1
*
[ 2 ] 
f(z) = 19/46*z^3 - 53/46*z + 1
*
[ 2 ] 
f(z) = 19/50*z^3 - 51/50*z + 1
*
[ 2 ] 
f(z) = 19/54*z^3 - 49/54*z + 1
*
[ 2 ] 
f(z) = 19/58*z^3 - 47/58*z + 1
*
15/2 | 0.13200413828154740675142686435523075386 | 0.025419841156376718283729019600226256630
f(z) = 1/45*z^3 - 47/60*z + 1
*
6 | 0.058907956104711971775695719135484864294 | 0.011343817750885718895939566672352889485
f(z) = 1/45*z^3 - 43/60*z + 1
*
[ -10 ] 
f(z) = 1/48*z^3 - 59/60*z + 1
*
[ 2/3 ] 
f(z) = 3/52*z^3 - 41/78*z + 1
*
15/4 | 0.13930542914890720245999478144480398362 | 0.026825839911422826750404500506800378602
f(z) = 4/45*z^3 - 43/60*z + 1
*
[ -9/2 ] 
f(z) = 5/54*z^3 - 47/72*z + 1
*
[ -14/3 ] 
f(z) = 5/56*z^3 - 46/63*z + 1
*
-14/9 | 0.17374052543956645861903854772717474999 | 0.027920995734683982790517208434116811734
f(z) = 9/56*z^3 - 47/63*z + 1
*
-2 | 0.12033174589702550605979703132617247693 | 0.019337930257996057516241313127332094550
f(z) = 9/56*z^3 - 44/63*z + 1
*
[ 7/11 ] 
f(z) = 11/49*z^3 - 51/77*z + 1
*
[ 7/3 ] 
f(z) = 11/49*z^3 - 41/63*z + 1
*
[ 6/11 ] 
f(z) = 11/54*z^3 - 59/66*z + 1
*
-2 | 0.17305922419141213815975211549844372773 | 0.026942639007018623237334066290109423341
f(z) = 11/56*z^3 - 43/77*z + 1
*
-14/11 | 0.19101976410452122940054996616054070728 | 0.029738816705786216946828404611325899024
f(z) = 11/56*z^3 - 41/77*z + 1
*
[ 7/3 ] 
f(z) = 13/49*z^3 - 55/63*z + 1
*
[ 2/3 ] 
f(z) = 15/44*z^3 - 43/66*z + 1
*
[ 2/3 ] 
f(z) = 15/52*z^3 - 49/78*z + 1
*
[ 15/8 ] 
f(z) = 16/45*z^3 - 47/60*z + 1
*
[ 7/12 ] 
f(z) = 16/49*z^3 - 52/63*z + 1
*
[ -7/3 ] 
f(z) = 19/49*z^3 - 43/63*z + 1
*
[ 12/19 ] 
f(z) = 19/54*z^3 - 55/76*z + 1
*
[ 2/3 ] 
f(z) = 19/56*z^3 - 41/63*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.017547572547225019110382000783364680569
f(z) = 1/41*z^3 - 49/82*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.017557954374058679259275080027594954881
f(z) = 1/43*z^3 - 51/86*z + 1
*
[ 8 ] 
f(z) = 1/44*z^3 - 51/88*z + 1
*
-2 | 0.065488007735152040174183476483240857242 | 0.014553506155371572747316228384380784626
f(z) = 1/45*z^3 - 53/90*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.017576760058017535254361783246475377359
f(z) = 1/47*z^3 - 55/94*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.017585319685668046576561579431548350895
f(z) = 1/49*z^3 - 57/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = 2/41*z^3 - 57/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = 2/43*z^3 - 59/86*z + 1
*
[ -4 ] 
f(z) = 5/42*z^3 - 55/84*z + 1
*
[ -4 ] 
f(z) = 5/46*z^3 - 45/92*z + 1
*
[ 18/5 ] 
f(z) = 5/54*z^3 - 43/90*z + 1
*
-9/4 | 0.13200283400283996802293317035698549582 | 0.029335203858333762583522812292218743870
f(z) = 8/45*z^3 - 41/90*z + 1
*
[ 2/3 ] 
f(z) = 9/41*z^3 - 49/82*z + 1
*
[ 2/3 ] 
f(z) = 9/43*z^3 - 51/86*z + 1
*
[ 2/3 ] 
f(z) = 9/47*z^3 - 55/94*z + 1
*
[ 2/3 ] 
f(z) = 9/49*z^3 - 57/98*z + 1
*
[ 2 ] 
f(z) = 11/41*z^3 - 47/82*z + 1
*
[ 2 ] 
f(z) = 11/43*z^3 - 45/86*z + 1
*
[ 2 ] 
f(z) = 11/45*z^3 - 43/90*z + 1
*
[ 2 ] 
f(z) = 11/47*z^3 - 41/94*z + 1
*
[ 3/4 ] 
f(z) = 11/54*z^3 - 43/96*z + 1
*
[ 2 ] 
f(z) = 12/41*z^3 - 55/82*z + 1
*
[ 2 ] 
f(z) = 12/43*z^3 - 53/86*z + 1
*
[ 2 ] 
f(z) = 12/47*z^3 - 49/94*z + 1
*
[ 2 ] 
f(z) = 12/49*z^3 - 47/98*z + 1
*
[ 2 ] 
f(z) = 13/45*z^3 - 59/90*z + 1
*
[ 2 ] 
f(z) = 13/47*z^3 - 57/94*z + 1
*
[ 2 ] 
f(z) = 13/49*z^3 - 55/98*z + 1
*
-2 | 0.18234000667269914882594899680956535578 | 0.027667932821155889423252694681655350280
f(z) = 13/56*z^3 - 46/91*z + 1
*
[ -5/2 ] 
f(z) = 14/45*z^3 - 49/90*z + 1
*
[ 5/3 ] 
f(z) = 17/50*z^3 - 49/90*z + 1
*
[ 3/4 ] 
f(z) = 17/54*z^3 - 49/96*z + 1
*
[ 2/3 ] 
f(z) = 18/41*z^3 - 57/82*z + 1
*
[ 2/3 ] 
f(z) = 18/43*z^3 - 59/86*z + 1
*
[ 5/3 ] 
f(z) = 19/50*z^3 - 59/90*z + 1
*
[ 2/3 ] 
f(z) = 1/48*z^3 - 55/108*z + 1
*
-2 | 0.061025319994745203670224827428263781917 | 0.013194741344092376675340699469750639929
f(z) = 1/51*z^3 - 59/102*z + 1
*
[ 6 ] 
f(z) = 2/51*z^3 - 59/102*z + 1
*
[ 6 ] 
f(z) = 2/57*z^3 - 49/114*z + 1
*
[ -14/3 ] 
f(z) = 3/40*z^3 - 44/105*z + 1
*
[ 2/3 ] 
f(z) = 5/48*z^3 - 59/108*z + 1
*
-4/3 | 0.14241270408660681184753178997143851727 | 0.023467817478472815971573787334107921399
f(z) = 5/48*z^3 - 47/108*z + 1
*
[ -21/5 ] 
f(z) = 5/49*z^3 - 59/105*z + 1
*
[ 3/4 ] 
f(z) = 8/51*z^3 - 43/102*z + 1
*
[ 11/4 ] 
f(z) = 8/55*z^3 - 51/110*z + 1
*
[ 3/4 ] 
f(z) = 8/57*z^3 - 47/114*z + 1
*
[ -10/3 ] 
f(z) = 9/55*z^3 - 57/110*z + 1
*
[ 12/5 ] 
f(z) = 11/54*z^3 - 59/100*z + 1
*
[ 2 ] 
f(z) = 12/53*z^3 - 43/106*z + 1
*
[ 2 ] 
f(z) = 12/55*z^3 - 41/110*z + 1
*
[ 7/4 ] 
f(z) = 13/49*z^3 - 43/112*z + 1
*
[ 2 ] 
f(z) = 13/51*z^3 - 53/102*z + 1
*
[ 2 ] 
f(z) = 13/53*z^3 - 51/106*z + 1
*
[ 2 ] 
f(z) = 13/55*z^3 - 49/110*z + 1
*
[ 2 ] 
f(z) = 13/57*z^3 - 47/114*z + 1
*
[ 2 ] 
f(z) = 13/59*z^3 - 45/118*z + 1
*
[ 2 ] 
f(z) = 14/53*z^3 - 59/106*z + 1
*
[ 2 ] 
f(z) = 14/55*z^3 - 57/110*z + 1
*
[ 2 ] 
f(z) = 14/57*z^3 - 55/114*z + 1
*
[ 2 ] 
f(z) = 14/59*z^3 - 53/118*z + 1
*
[ 7/4 ] 
f(z) = 15/49*z^3 - 57/112*z + 1
*
-6/5 | 0.19676337388792566499192146601579226365 | 0.029221985713707989854631714185721975024
f(z) = 15/56*z^3 - 58/105*z + 1
*
-2 | 0.12807072138823270323797308283056147548 | 0.019020210503621928111807790038212409825
f(z) = 15/56*z^3 - 53/105*z + 1
*
[ 4/3 ] 
f(z) = 17/48*z^3 - 41/108*z + 1
*
[ 14/17 ] 
f(z) = 17/56*z^3 - 50/119*z + 1
*
[ 5/6 ] 
f(z) = 18/55*z^3 - 47/110*z + 1
*
[ 4/3 ] 
f(z) = 19/48*z^3 - 49/108*z + 1
*
[ 3/4 ] 
f(z) = 2/45*z^3 - 43/120*z + 1
*
-3 | 0.11974149073591216975863854728316262055 | 0.025011320576467360241969300937067658111
f(z) = 3/40*z^3 - 41/120*z + 1
*
[ 3 ] 
f(z) = 5/41*z^3 - 53/123*z + 1
*
[ 3 ] 
f(z) = 5/43*z^3 - 49/129*z + 1
*
[ 3 ] 
f(z) = 5/44*z^3 - 47/132*z + 1
*
[ 3 ] 
f(z) = 5/46*z^3 - 43/138*z + 1
*
[ -3 ] 
f(z) = 8/41*z^3 - 52/123*z + 1
*
[ -3 ] 
f(z) = 8/43*z^3 - 44/129*z + 1
*
[ -3 ] 
f(z) = 9/46*z^3 - 59/138*z + 1
*
-12/11 | 0.10546296106863574189525092324124254122 | 0.016822673683085708574993797925372916562
f(z) = 11/48*z^3 - 47/132*z + 1
*
[ 10/13 ] 
f(z) = 13/50*z^3 - 59/130*z + 1
*
[ 4/3 ] 
f(z) = 15/44*z^3 - 47/132*z + 1
*
[ -9/2 ] 
f(z) = 4/51*z^3 - 56/153*z + 1
*
[ 3 ] 
f(z) = 5/47*z^3 - 41/141*z + 1
*
[ 4/5 ] 
f(z) = 5/56*z^3 - 43/140*z + 1
*
[ 3 ] 
f(z) = 6/53*z^3 - 56/159*z + 1
*
[ -3 ] 
f(z) = 9/47*z^3 - 55/141*z + 1
*
[ -3 ] 
f(z) = 9/49*z^3 - 47/147*z + 1
*
[ -3 ] 
f(z) = 9/50*z^3 - 43/150*z + 1
*
[ -3 ] 
f(z) = 10/53*z^3 - 58/159*z + 1
*
[ 21/11 ] 
f(z) = 11/54*z^3 - 41/154*z + 1
*
[ 12/13 ] 
f(z) = 13/48*z^3 - 49/156*z + 1
*
-30/13 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = 13/48*z^3 - 43/156*z + 1
*
[ 4/3 ] 
f(z) = 15/52*z^3 - 41/156*z + 1
*
[ 4/5 ] 
f(z) = 15/56*z^3 - 59/140*z + 1
*
[ 3/2 ] 
f(z) = 16/49*z^3 - 59/147*z + 1
*
[ 3/2 ] 
f(z) = 16/53*z^3 - 55/159*z + 1
*
[ 6/5 ] 
f(z) = 17/54*z^3 - 43/150*z + 1
*
-3/2 | 0.16469026594412199830656946670409616908 | 0.019795175519353165908095094129647679609
f(z) = 19/54*z^3 - 59/152*z + 1
*
[ -9 ] 
f(z) = 1/57*z^3 - 53/171*z + 1
*
[ 21/4 ] 
f(z) = 2/49*z^3 - 53/168*z + 1
*
[ -4 ] 
f(z) = 4/41*z^3 - 51/164*z + 1
*
[ -4 ] 
f(z) = 4/43*z^3 - 41/172*z + 1
*
[ 3 ] 
f(z) = 6/55*z^3 - 52/165*z + 1
*
[ 3 ] 
f(z) = 6/59*z^3 - 44/177*z + 1
*
-8/7 | 0.13872487794114081158224063637141220216 | 0.023847726840072677406879233364040903227
f(z) = 7/48*z^3 - 53/168*z + 1
*
[ 5/6 ] 
f(z) = 9/40*z^3 - 57/160*z + 1
*
[ 11/6 ] 
f(z) = 9/44*z^3 - 41/176*z + 1
*
[ -5/2 ] 
f(z) = 11/40*z^3 - 51/160*z + 1
*
[ 3/2 ] 
f(z) = 11/42*z^3 - 43/168*z + 1
*
[ 5/6 ] 
f(z) = 12/55*z^3 - 58/165*z + 1
*
[ 11/6 ] 
f(z) = 12/55*z^3 - 46/165*z + 1
*
[ 7/5 ] 
f(z) = 13/49*z^3 - 41/175*z + 1
*
[ 3/2 ] 
f(z) = 16/55*z^3 - 53/165*z + 1
*
[ 3/2 ] 
f(z) = 16/59*z^3 - 49/177*z + 1
*
[ 5/4 ] 
f(z) = 17/50*z^3 - 53/160*z + 1
*
[ 20/3 ] 
f(z) = 1/40*z^3 - 47/180*z + 1
*
[ -8 ] 
f(z) = 1/46*z^3 - 49/184*z + 1
*
[ 4 ] 
f(z) = 3/47*z^3 - 51/188*z + 1
*
[ 4 ] 
f(z) = 3/49*z^3 - 45/196*z + 1
*
[ 4/3 ] 
f(z) = 11/40*z^3 - 43/180*z + 1
*
[ 4/3 ] 
f(z) = 13/40*z^3 - 59/180*z + 1
*
[ 15/13 ] 
f(z) = 13/45*z^3 - 49/195*z + 1
*
[ 3/2 ] 
f(z) = 13/48*z^3 - 53/192*z + 1
*
[ 14/13 ] 
f(z) = 13/49*z^3 - 43/182*z + 1
*
[ 12/7 ] 
f(z) = 13/54*z^3 - 57/196*z + 1
*
[ 21/13 ] 
f(z) = 13/54*z^3 - 45/182*z + 1
*
[ 14/9 ] 
f(z) = 15/56*z^3 - 55/189*z + 1
*
[ -4 ] 
f(z) = 5/53*z^3 - 55/212*z + 1
*
[ 6/7 ] 
f(z) = 7/45*z^3 - 59/210*z + 1
*
[ 5/3 ] 
f(z) = 9/41*z^3 - 43/205*z + 1
*
[ 13/6 ] 
f(z) = 9/52*z^3 - 57/208*z + 1
*
[ -8/3 ] 
f(z) = 11/48*z^3 - 55/216*z + 1
*
[ 3/2 ] 
f(z) = 13/51*z^3 - 49/204*z + 1
*
[ 8 ] 
f(z) = 1/58*z^3 - 53/232*z + 1
*
-11/4 | 0.13389116745472307349939266678645171780 | 0.024823954992085407625145085363532827806
f(z) = 4/55*z^3 - 41/220*z + 1
*
[ 7/8 ] 
f(z) = 6/49*z^3 - 53/224*z + 1
*
[ 5/2 ] 
f(z) = 7/55*z^3 - 43/220*z + 1
*
[ 18/13 ] 
f(z) = 13/54*z^3 - 43/234*z + 1
*
[ 3/2 ] 
f(z) = 13/57*z^3 - 41/228*z + 1
*
[ 5 ] 
f(z) = 2/49*z^3 - 54/245*z + 1
*
[ 5 ] 
f(z) = 2/51*z^3 - 46/255*z + 1
*
[ -28/9 ] 
f(z) = 9/56*z^3 - 59/252*z + 1
*
[ 3/2 ] 
f(z) = 10/41*z^3 - 53/246*z + 1
*
[ 3/2 ] 
f(z) = 10/43*z^3 - 49/258*z + 1
*
[ 7/6 ] 
f(z) = 11/49*z^3 - 41/252*z + 1
*
[ 7/6 ] 
f(z) = 13/49*z^3 - 55/252*z + 1
*
[ 4/3 ] 
f(z) = 13/56*z^3 - 41/252*z + 1
*
[ -5 ] 
f(z) = 3/53*z^3 - 57/265*z + 1
*
[ 6/7 ] 
f(z) = 1/54*z^3 - 53/294*z + 1
*
[ 3/2 ] 
f(z) = 10/47*z^3 - 41/282*z + 1
*
-6 | 0.10900192650833621640079529947121793987 | 0.020421760909373377122466037320251928402
f(z) = 1/40*z^3 - 26/15*z + 1
*
-2 | 0.15299769779691822957441917613392021851 | 0.029338366742808484062670713685471238018
f(z) = 1/40*z^3 - 23/5*z + 1
*
-4 | 0.051405232993426872731619541864419222194 | 0.010286781945067593028284645336450061625
f(z) = 1/48*z^3 - 37/12*z + 1
*
6 | 0.071688907609405387575262476347319110684 | 0.014507101380182814924230703416179036185
f(z) = 1/48*z^3 - 35/12*z + 1
*
[ 12 ] 
f(z) = 1/48*z^3 - 25/12*z + 1
*
[ -15 ] 
f(z) = 1/54*z^3 - 31/10*z + 1
*
-3 | 0.11046109562525170841978818099168929654 | 0.019850964241211009557813376052014625864
f(z) = 1/54*z^3 - 29/6*z + 1
*
14 | 0.074846829092572118664890830633093541557 | 0.013497643644764698582543534197817614514
f(z) = 1/56*z^3 - 32/7*z + 1
*
-14 | 0.13524238547759983850818326181308553350 | 0.025525535018245433866780630242477715189
f(z) = 1/56*z^3 - 25/7*z + 1
*
[ 10 ] 
f(z) = 3/40*z^3 - 33/5*z + 1
*
[ -10 ] 
f(z) = 3/40*z^3 - 32/5*z + 1
*
[ 6 ] 
f(z) = 3/40*z^3 - 28/15*z + 1
*
10/3 | 0.17513437528137845516582208163932650064 | 0.029616011882364037026371935678263868327
f(z) = 3/50*z^3 - 37/15*z + 1
*
6 | 0.15188555547431127030108894714911810642 | 0.028889336980192149145274387105086145827
f(z) = 3/56*z^3 - 24/7*z + 1
*
3 | 0.13200332914722590864530083800370033838 | 0.028920521312107724942784284648450098991
f(z) = 4/45*z^3 - 32/15*z + 1
*
[ 7 ] 
f(z) = 4/49*z^3 - 22/7*z + 1
*
[ -6 ] 
f(z) = 5/48*z^3 - 31/12*z + 1
*
-4 | 0.051346208350315468249374011210021791385 | 0.010801563930853913133512435496050860574
f(z) = 5/48*z^3 - 29/12*z + 1
*
[ 7 ] 
f(z) = 5/49*z^3 - 29/7*z + 1
*
[ -7 ] 
f(z) = 5/49*z^3 - 27/7*z + 1
*
12/5 | 0.091981311916236132591880474197368153799 | 0.013317587617354809217463732700778106811
f(z) = 5/54*z^3 - 37/10*z + 1
*
21/5 | 0.18641544441107848538485178794872165696 | 0.027444933984375694698921402203443297998
f(z) = 5/54*z^3 - 33/10*z + 1
*
-6/5 | 0.14046515770393115272292386073424505109 | 0.019094591296299781635969119052007138107
f(z) = 5/54*z^3 - 29/5*z + 1
*
6 | 0.14058240349514489546188038461482070023 | 0.025212282410508209945766038158791249035
f(z) = 5/56*z^3 - 33/7*z + 1
*
[ 7 ] 
f(z) = 6/49*z^3 - 36/7*z + 1
*
[ -7 ] 
f(z) = 6/49*z^3 - 34/7*z + 1
*
[ 5 ] 
f(z) = 7/50*z^3 - 27/10*z + 1
*
[ -5 ] 
f(z) = 7/50*z^3 - 23/10*z + 1
*
30/7 | 0.10810872237327056815021048173643049904 | 0.016064123109448175567069195712990517397
f(z) = 7/54*z^3 - 31/14*z + 1
*
[ 6 ] 
f(z) = 7/54*z^3 - 23/6*z + 1
*
3/2 | 0.12537963271710292944432922248362669895 | 0.027661749710402573630704913755709691718
f(z) = 8/45*z^3 - 31/15*z + 1
*
-2/3 | 0.11246701552972287978612753179844933920 | 0.019672288014637270611260918712254481897
f(z) = 9/40*z^3 - 38/5*z + 1
*
-2 | 0.12965882038280413744150936180903465098 | 0.023516912315769368631218920975789586942
f(z) = 9/40*z^3 - 31/15*z + 1
*
14/3 | 0.095242811589514797354065443939932381262 | 0.018420482817646169527351825416790668498
f(z) = 9/40*z^3 - 22/5*z + 1
*
[ -14/3 ] 
f(z) = 9/49*z^3 - 39/14*z + 1
*
[ 5 ] 
f(z) = 9/50*z^3 - 37/10*z + 1
*
[ -5 ] 
f(z) = 9/50*z^3 - 33/10*z + 1
*
-2/3 | 0.13093876969410972985239394992328157862 | 0.022799703467351353252935455214553342933
f(z) = 9/56*z^3 - 39/7*z + 1
*
14/3 | 0.15647592440284895727099848246894140091 | 0.029533135442355779004196789257001368716
f(z) = 9/56*z^3 - 25/7*z + 1
*
14/3 | 0.15373010615793424026286950489464839725 | 0.029732246788784403165532935861451371111
f(z) = 9/56*z^3 - 22/7*z + 1
*
[ 7/2 ] 
f(z) = 10/49*z^3 - 25/14*z + 1
*
[ 3 ] 
f(z) = 11/45*z^3 - 23/15*z + 1
*
[ 4 ] 
f(z) = 11/48*z^3 - 35/12*z + 1
*
[ -6 ] 
f(z) = 11/54*z^3 - 37/6*z + 1
*
[ 3 ] 
f(z) = 13/45*z^3 - 29/15*z + 1
*
[ -4 ] 
f(z) = 13/48*z^3 - 37/12*z + 1
*
2 | 0.068050224179050448728763057616912823988 | 0.014117479083508445101735670817888135498
f(z) = 13/48*z^3 - 31/12*z + 1
*
[ 3 ] 
f(z) = 14/45*z^3 - 32/15*z + 1
*
[ -3 ] 
f(z) = 14/45*z^3 - 22/15*z + 1
*
[ 3 ] 
f(z) = 16/45*z^3 - 38/15*z + 1
*
[ -3 ] 
f(z) = 16/45*z^3 - 28/15*z + 1
*
[ 7/2 ] 
f(z) = 16/49*z^3 - 23/7*z + 1
*
[ -3 ] 
f(z) = 17/45*z^3 - 31/15*z + 1
*
2 | 0.072107129256849423308565505269972067957 | 0.014591733494706229751376878083255755154
f(z) = 17/48*z^3 - 35/12*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.011354851011309487960881597580533410056
f(z) = 17/48*z^3 - 23/12*z + 1
*
[ 6 ] 
f(z) = 17/54*z^3 - 21/2*z + 1
*
[ -3 ] 
f(z) = 19/45*z^3 - 37/15*z + 1
*
2 | 0.080092778938167668499420165728364403073 | 0.016027491839532833181184541136209653423
f(z) = 19/48*z^3 - 37/12*z + 1
*
-2 | 0.051345713901660038450062959426352835717 | 0.011149580108437020680418272314045390217
f(z) = 19/48*z^3 - 25/12*z + 1
*
[ -6 ] 
f(z) = 19/54*z^3 - 23/2*z + 1
*
4 | 0.067491895139159751642749392590214265849 | 0.016109178272411941344025365061782441558
f(z) = 1/40*z^3 - 33/20*z + 1
*
6 | 0.11523292132218165930051258094618172587 | 0.020156089377324117054353829293414171161
f(z) = 1/56*z^3 - 38/21*z + 1
*
[ 10 ] 
f(z) = 1/56*z^3 - 31/35*z + 1
*
[ -10 ] 
f(z) = 1/56*z^3 - 24/35*z + 1
*
-6 | 0.14788099314924793662689108477519459371 | 0.025987987988504716973842258524112410146
f(z) = 3/56*z^3 - 37/21*z + 1
*
14/3 | 0.11238480569171459910719386921263453170 | 0.020267125230338300128840836307937096665
f(z) = 3/56*z^3 - 32/21*z + 1
*
-14/3 | 0.14661532970615747941788035636392102844 | 0.026918009755499507732240067063377506455
f(z) = 3/56*z^3 - 29/21*z + 1
*
[ 6 ] 
f(z) = 3/56*z^3 - 23/21*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = 5/44*z^3 - 21/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = 5/52*z^3 - 23/26*z + 1
*
[ -4 ] 
f(z) = 7/40*z^3 - 31/20*z + 1
*
-10/7 | 0.16395676718587871031776531680548652505 | 0.029097229662960676759921768391400776125
f(z) = 7/40*z^3 - 23/35*z + 1
*
-2 | 0.14992589673260510898500113309786585942 | 0.026607186299960568933219925063436695874
f(z) = 7/40*z^3 - 22/35*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.017913387962203863929911530316025620536
f(z) = 7/44*z^3 - 25/22*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018343312261865956578415345356946865921
f(z) = 7/52*z^3 - 27/26*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.017258605928290247483178907925776210021
f(z) = 9/44*z^3 - 29/22*z + 1
*
[ -7/2 ] 
f(z) = 9/49*z^3 - 27/28*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.017729294262592977027118169477516744105
f(z) = 9/52*z^3 - 31/26*z + 1
*
[ 10/3 ] 
f(z) = 9/56*z^3 - 38/35*z + 1
*
[ -4 ] 
f(z) = 9/56*z^3 - 37/28*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.017222846161982363807775312329066507125
f(z) = 11/52*z^3 - 35/26*z + 1
*
-3 | 0.13321808980012852820098046519991993535 | 0.020713921908694304080331586836392575443
f(z) = 11/54*z^3 - 23/22*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.016281720721173325836451597285975279685
f(z) = 13/44*z^3 - 37/22*z + 1
*
[ 7/3 ] 
f(z) = 15/49*z^3 - 23/21*z + 1
*
[ -14/5 ] 
f(z) = 15/56*z^3 - 26/35*z + 1
*
[ 2 ] 
f(z) = 17/44*z^3 - 23/22*z + 1
*
[ 2 ] 
f(z) = 17/52*z^3 - 21/26*z + 1
*
[ 2 ] 
f(z) = 19/44*z^3 - 27/22*z + 1
*
[ 2 ] 
f(z) = 19/52*z^3 - 25/26*z + 1
*
5 | 0.099396818723539768066134005858671403794 | 0.026944989653345759767576866476696298542
f(z) = 1/40*z^3 - 33/40*z + 1
*
[ 8 ] 
f(z) = 1/40*z^3 - 29/40*z + 1
*
[ 2/3 ] 
f(z) = 1/40*z^3 - 23/45*z + 1
*
-6 | 0.097070041307124874536304040595618126122 | 0.025970738781269562248511498367834433503
f(z) = 1/42*z^3 - 29/42*z + 1
*
[ -9 ] 
f(z) = 1/45*z^3 - 31/45*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = 1/46*z^3 - 27/46*z + 1
*
3 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = 1/48*z^3 - 25/48*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.015237503365464792189423404613258391422
f(z) = 1/50*z^3 - 29/50*z + 1
*
-2 | 0.047470901362202270615843929990479505756 | 0.011900499176748806625414207283327148603
f(z) = 1/54*z^3 - 31/54*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.015357433206751700008867914183497225192
f(z) = 1/58*z^3 - 33/58*z + 1
*
[ -5 ] 
f(z) = 3/40*z^3 - 27/40*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.015166048169199636886651104157698512204
f(z) = 3/46*z^3 - 35/46*z + 1
*
[ 14/3 ] 
f(z) = 3/49*z^3 - 23/42*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.015237336664156335034341141880106005479
f(z) = 3/50*z^3 - 37/50*z + 1
*
[ 5 ] 
f(z) = 3/55*z^3 - 31/55*z + 1
*
[ -9/2 ] 
f(z) = 4/45*z^3 - 26/45*z + 1
*
[ -5 ] 
f(z) = 4/55*z^3 - 34/55*z + 1
*
[ -4 ] 
f(z) = 5/44*z^3 - 25/44*z + 1
*
-3 | 0.077017387011970368546318099586976408352 | 0.019894959418267953840085605318189729388
f(z) = 5/48*z^3 - 29/48*z + 1
*
[ -24/5 ] 
f(z) = 5/54*z^3 - 37/40*z + 1
*
[ -10/3 ] 
f(z) = 7/40*z^3 - 29/45*z + 1
*
[ 2/3 ] 
f(z) = 7/40*z^3 - 26/45*z + 1
*
[ 3 ] 
f(z) = 7/48*z^3 - 31/48*z + 1
*
[ 3 ] 
f(z) = 7/51*z^3 - 29/51*z + 1
*
-3 | 0.16914078756843277472539117924166181981 | 0.028499377072850228217960169312736373450
f(z) = 7/54*z^3 - 29/42*z + 1
*
[ 3 ] 
f(z) = 7/57*z^3 - 25/57*z + 1
*
[ 5/2 ] 
f(z) = 8/45*z^3 - 23/45*z + 1
*
[ 3 ] 
f(z) = 8/51*z^3 - 38/51*z + 1
*
[ 3 ] 
f(z) = 8/57*z^3 - 34/57*z + 1
*
[ 8/3 ] 
f(z) = 9/40*z^3 - 39/40*z + 1
*
-2 | 0.12319846539013286547138859082676518589 | 0.020930392111975727066358138791546986458
f(z) = 9/40*z^3 - 23/45*z + 1
*
[ 2/3 ] 
f(z) = 9/46*z^3 - 27/46*z + 1
*
[ 2/3 ] 
f(z) = 9/50*z^3 - 29/50*z + 1
*
[ 5/2 ] 
f(z) = 9/50*z^3 - 21/40*z + 1
*
[ 8/3 ] 
f(z) = 9/56*z^3 - 29/56*z + 1
*
-7/3 | 0.10810611939196185028363070796906554054 | 0.026856316589872536014807618877229309922
f(z) = 9/56*z^3 - 25/56*z + 1
*
[ 2/3 ] 
f(z) = 9/58*z^3 - 33/58*z + 1
*
[ -3 ] 
f(z) = 10/51*z^3 - 22/51*z + 1
*
[ 2/3 ] 
f(z) = 11/40*z^3 - 28/45*z + 1
*
-2 | 0.17503618138499717781592284612686305776 | 0.028756802943779941954589802932165551993
f(z) = 11/40*z^3 - 28/55*z + 1
*
[ 2 ] 
f(z) = 11/46*z^3 - 21/46*z + 1
*
[ -3 ] 
f(z) = 11/48*z^3 - 35/48*z + 1
*
[ 5/2 ] 
f(z) = 11/50*z^3 - 31/40*z + 1
*
[ -3 ] 
f(z) = 11/51*z^3 - 31/51*z + 1
*
[ 3/5 ] 
f(z) = 11/54*z^3 - 37/50*z + 1
*
[ -3 ] 
f(z) = 11/57*z^3 - 23/57*z + 1
*
[ 2/3 ] 
f(z) = 13/40*z^3 - 29/45*z + 1
*
[ 2 ] 
f(z) = 13/46*z^3 - 29/46*z + 1
*
[ 2 ] 
f(z) = 13/50*z^3 - 27/50*z + 1
*
[ 2 ] 
f(z) = 13/54*z^3 - 25/54*z + 1
*
[ 2 ] 
f(z) = 13/58*z^3 - 23/58*z + 1
*
[ 2 ] 
f(z) = 15/46*z^3 - 37/46*z + 1
*
[ 2 ] 
f(z) = 15/58*z^3 - 31/58*z + 1
*
[ -5/2 ] 
f(z) = 16/45*z^3 - 37/45*z + 1
*
-5/4 | 0.11118309383530628037373593112807945293 | 0.029207499780736974663958353064743507808
f(z) = 16/45*z^3 - 34/45*z + 1
*
[ 3/4 ] 
f(z) = 16/51*z^3 - 26/51*z + 1
*
[ -5/2 ] 
f(z) = 16/55*z^3 - 23/55*z + 1
*
[ 3/4 ] 
f(z) = 16/57*z^3 - 28/57*z + 1
*
[ 2/3 ] 
f(z) = 17/40*z^3 - 31/45*z + 1
*
[ -5/2 ] 
f(z) = 17/50*z^3 - 29/40*z + 1
*
[ 3/5 ] 
f(z) = 17/54*z^3 - 39/50*z + 1
*
[ 2 ] 
f(z) = 17/58*z^3 - 39/58*z + 1
*
[ 7/4 ] 
f(z) = 18/49*z^3 - 39/56*z + 1
*
[ 5/3 ] 
f(z) = 18/55*z^3 - 28/55*z + 1
*
[ 2/3 ] 
f(z) = 19/40*z^3 - 32/45*z + 1
*
[ -5/2 ] 
f(z) = 19/50*z^3 - 39/40*z + 1
*
[ 2/3 ] 
f(z) = 1/56*z^3 - 32/63*z + 1
*
[ 2/3 ] 
f(z) = 3/44*z^3 - 35/66*z + 1
*
[ 15/4 ] 
f(z) = 4/45*z^3 - 31/60*z + 1
*
[ 3/4 ] 
f(z) = 4/45*z^3 - 23/60*z + 1
*
[ 2/3 ] 
f(z) = 5/56*z^3 - 34/63*z + 1
*
[ 5/7 ] 
f(z) = 7/50*z^3 - 33/70*z + 1
*
[ 7/9 ] 
f(z) = 9/49*z^3 - 25/63*z + 1
*
[ 7/10 ] 
f(z) = 10/49*z^3 - 37/70*z + 1
*
[ 7/3 ] 
f(z) = 10/49*z^3 - 34/63*z + 1
*
[ 2/3 ] 
f(z) = 11/56*z^3 - 37/63*z + 1
*
-2 | 0.18431696386628418848211972743798468582 | 0.029472658977349079192085695620954673012
f(z) = 13/40*z^3 - 37/65*z + 1
*
[ 10/13 ] 
f(z) = 13/40*z^3 - 32/65*z + 1
*
[ 2/3 ] 
f(z) = 13/56*z^3 - 38/63*z + 1
*
-3/2 | 0.12538093699581036817282291648187195699 | 0.024144421106506354655315078034052819026
f(z) = 16/45*z^3 - 23/60*z + 1
*
[ -7/3 ] 
f(z) = 16/49*z^3 - 22/63*z + 1
*
[ 3/2 ] 
f(z) = 17/45*z^3 - 31/60*z + 1
*
[ -7/3 ] 
f(z) = 17/49*z^3 - 29/63*z + 1
*
[ 12/17 ] 
f(z) = 17/54*z^3 - 39/68*z + 1
*
[ 2/3 ] 
f(z) = 17/56*z^3 - 40/63*z + 1
*
[ 7/9 ] 
f(z) = 18/49*z^3 - 32/63*z + 1
*
[ 3/2 ] 
f(z) = 19/45*z^3 - 37/60*z + 1
*
[ -8 ] 
f(z) = 1/44*z^3 - 29/88*z + 1
*
[ 4 ] 
f(z) = 3/46*z^3 - 27/92*z + 1
*
[ 3/4 ] 
f(z) = 5/54*z^3 - 37/96*z + 1
*
[ 6/7 ] 
f(z) = 5/54*z^3 - 23/98*z + 1
*
[ 6/7 ] 
f(z) = 7/48*z^3 - 23/84*z + 1
*
[ -10/3 ] 
f(z) = 7/50*z^3 - 23/90*z + 1
*
[ 2 ] 
f(z) = 8/41*z^3 - 23/82*z + 1
*
[ 2 ] 
f(z) = 8/43*z^3 - 21/86*z + 1
*
[ 9/4 ] 
f(z) = 8/45*z^3 - 31/90*z + 1
*
[ 2 ] 
f(z) = 9/41*z^3 - 31/82*z + 1
*
[ 2 ] 
f(z) = 9/43*z^3 - 29/86*z + 1
*
[ 2 ] 
f(z) = 9/47*z^3 - 25/94*z + 1
*
[ 2 ] 
f(z) = 9/49*z^3 - 23/98*z + 1
*
[ 2 ] 
f(z) = 10/41*z^3 - 39/82*z + 1
*
[ 2 ] 
f(z) = 10/43*z^3 - 37/86*z + 1
*
[ 2 ] 
f(z) = 10/47*z^3 - 33/94*z + 1
*
[ 2 ] 
f(z) = 10/49*z^3 - 31/98*z + 1
*
[ 2 ] 
f(z) = 11/49*z^3 - 39/98*z + 1
*
[ 6/7 ] 
f(z) = 11/54*z^3 - 31/98*z + 1
*
[ 5/3 ] 
f(z) = 13/50*z^3 - 29/90*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.029454399252074495806196693140300426499
f(z) = 13/56*z^3 - 31/91*z + 1
*
[ 7/6 ] 
f(z) = 15/49*z^3 - 23/84*z + 1
*
[ 6/7 ] 
f(z) = 17/54*z^3 - 39/98*z + 1
*
-4/3 | 0.14811761915294381027894933829619717215 | 0.024407915529174580760699315391684204977
f(z) = 1/48*z^3 - 31/108*z + 1
*
[ 8 ] 
f(z) = 1/52*z^3 - 37/104*z + 1
*
[ -6 ] 
f(z) = 2/51*z^3 - 25/102*z + 1
*
[ 11/2 ] 
f(z) = 2/55*z^3 - 31/110*z + 1
*
[ 4 ] 
f(z) = 3/50*z^3 - 21/100*z + 1
*
-10/3 | 0.18714616632492977186400327141366711625 | 0.027793702103508744350424173285408140591
f(z) = 3/56*z^3 - 31/105*z + 1
*
[ 7/8 ] 
f(z) = 4/49*z^3 - 23/112*z + 1
*
[ -4 ] 
f(z) = 5/54*z^3 - 25/108*z + 1
*
-18/5 | 0.17425106474701512600956227553735551928 | 0.025878607507187845258991802307215575913
f(z) = 5/56*z^3 - 34/105*z + 1
*
-6/5 | 0.19723844204308695094861416382020708980 | 0.029292539671839791339246954691531362712
f(z) = 5/56*z^3 - 31/105*z + 1
*
[ 6/7 ] 
f(z) = 7/40*z^3 - 31/105*z + 1
*
[ 2 ] 
f(z) = 10/51*z^3 - 29/102*z + 1
*
[ 2 ] 
f(z) = 10/53*z^3 - 27/106*z + 1
*
[ 2 ] 
f(z) = 10/57*z^3 - 23/114*z + 1
*
[ 2 ] 
f(z) = 10/59*z^3 - 21/118*z + 1
*
[ 7/4 ] 
f(z) = 11/49*z^3 - 29/112*z + 1
*
[ 10/11 ] 
f(z) = 11/50*z^3 - 31/110*z + 1
*
[ 2 ] 
f(z) = 11/51*z^3 - 37/102*z + 1
*
[ 2 ] 
f(z) = 11/53*z^3 - 35/106*z + 1
*
[ 2 ] 
f(z) = 11/57*z^3 - 31/114*z + 1
*
[ 2 ] 
f(z) = 11/59*z^3 - 29/118*z + 1
*
[ 7/8 ] 
f(z) = 12/49*z^3 - 37/112*z + 1
*
[ 2 ] 
f(z) = 12/59*z^3 - 37/118*z + 1
*
[ 4/3 ] 
f(z) = 13/48*z^3 - 25/108*z + 1
*
[ 3/2 ] 
f(z) = 14/51*z^3 - 29/102*z + 1
*
[ 3/2 ] 
f(z) = 14/57*z^3 - 25/114*z + 1
*
[ 14/15 ] 
f(z) = 15/56*z^3 - 32/105*z + 1
*
[ 6/5 ] 
f(z) = 15/56*z^3 - 23/105*z + 1
*
[ 15/2 ] 
f(z) = 1/50*z^3 - 31/120*z + 1
*
[ 5/6 ] 
f(z) = 3/50*z^3 - 29/120*z + 1
*
[ 3 ] 
f(z) = 4/41*z^3 - 26/123*z + 1
*
[ 3 ] 
f(z) = 4/43*z^3 - 22/129*z + 1
*
[ -3 ] 
f(z) = 7/40*z^3 - 29/120*z + 1
*
[ -3 ] 
f(z) = 7/41*z^3 - 25/123*z + 1
*
[ 18/7 ] 
f(z) = 7/54*z^3 - 31/126*z + 1
*
[ 12/11 ] 
f(z) = 11/48*z^3 - 25/132*z + 1
*
[ 3/2 ] 
f(z) = 12/41*z^3 - 40/123*z + 1
*
[ 3/2 ] 
f(z) = 12/43*z^3 - 38/129*z + 1
*
8/3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = 3/52*z^3 - 25/156*z + 1
*
[ 3 ] 
f(z) = 5/49*z^3 - 37/147*z + 1
*
[ 3 ] 
f(z) = 5/52*z^3 - 31/156*z + 1
*
[ 3 ] 
f(z) = 5/53*z^3 - 29/159*z + 1
*
[ -22/7 ] 
f(z) = 7/44*z^3 - 39/154*z + 1
*
[ -3 ] 
f(z) = 8/47*z^3 - 28/141*z + 1
*
[ -3 ] 
f(z) = 9/52*z^3 - 35/156*z + 1
*
[ -3 ] 
f(z) = 9/53*z^3 - 31/159*z + 1
*
[ 14/11 ] 
f(z) = 11/49*z^3 - 23/154*z + 1
*
[ 3/2 ] 
f(z) = 12/47*z^3 - 34/141*z + 1
*
[ 3/2 ] 
f(z) = 12/49*z^3 - 32/147*z + 1
*
[ 3/2 ] 
f(z) = 12/53*z^3 - 28/159*z + 1
*
9/2 | 0.10186523695477993171518877309202399745 | 0.019880162578083392636989898775975243586
f(z) = 1/42*z^3 - 25/168*z + 1
*
-14/3 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = 3/55*z^3 - 31/165*z + 1
*
-3 | 0.10812084793481084665499569215337531738 | 0.021101016394616163922982613768847691526
f(z) = 3/56*z^3 - 25/168*z + 1
*
[ -9/2 ] 
f(z) = 4/57*z^3 - 34/171*z + 1
*
[ -7/2 ] 
f(z) = 5/42*z^3 - 29/168*z + 1
*
[ 3 ] 
f(z) = 5/56*z^3 - 23/168*z + 1
*
[ -11/3 ] 
f(z) = 6/55*z^3 - 32/165*z + 1
*
[ 4/3 ] 
f(z) = 9/41*z^3 - 23/164*z + 1
*
[ 4/3 ] 
f(z) = 9/43*z^3 - 21/172*z + 1
*
-11/6 | 0.14316241166417734460851177297352115026 | 0.027688396637831770900493311234268349890
f(z) = 9/44*z^3 - 25/176*z + 1
*
[ -3 ] 
f(z) = 9/55*z^3 - 23/165*z + 1
*
[ 14/15 ] 
f(z) = 9/56*z^3 - 37/175*z + 1
*
[ -3 ] 
f(z) = 10/59*z^3 - 34/177*z + 1
*
[ 15/11 ] 
f(z) = 11/45*z^3 - 31/165*z + 1
*
[ 7/5 ] 
f(z) = 11/49*z^3 - 27/175*z + 1
*
[ 5/4 ] 
f(z) = 11/50*z^3 - 23/160*z + 1
*
[ -14/5 ] 
f(z) = 11/56*z^3 - 32/175*z + 1
*
[ 7/5 ] 
f(z) = 12/49*z^3 - 34/175*z + 1
*
[ 5/3 ] 
f(z) = 12/55*z^3 - 34/165*z + 1
*
[ 3/2 ] 
f(z) = 12/55*z^3 - 26/165*z + 1
*
[ 3/2 ] 
f(z) = 12/59*z^3 - 22/177*z + 1
*
[ 5/4 ] 
f(z) = 13/50*z^3 - 33/160*z + 1
*
[ -4 ] 
f(z) = 4/45*z^3 - 31/180*z + 1
*
[ -4 ] 
f(z) = 4/47*z^3 - 21/188*z + 1
*
[ 3/2 ] 
f(z) = 11/48*z^3 - 35/192*z + 1
*
[ 18/11 ] 
f(z) = 11/54*z^3 - 31/198*z + 1
*
[ -8 ] 
f(z) = 1/50*z^3 - 31/200*z + 1
*
[ 4 ] 
f(z) = 3/53*z^3 - 33/212*z + 1
*
[ -17/4 ] 
f(z) = 4/51*z^3 - 37/204*z + 1
*
[ 8/3 ] 
f(z) = 5/48*z^3 - 25/216*z + 1
*
[ 15/7 ] 
f(z) = 7/50*z^3 - 23/210*z + 1
*
[ 5/3 ] 
f(z) = 9/43*z^3 - 39/215*z + 1
*
[ 3/2 ] 
f(z) = 11/51*z^3 - 31/204*z + 1
*
[ 7/8 ] 
f(z) = 2/49*z^3 - 39/224*z + 1
*
[ 4 ] 
f(z) = 3/55*z^3 - 27/220*z + 1
*
-11/5 | 0.13673929783782751241983282265047393935 | 0.025352009693420984932357789300986770671
f(z) = 5/44*z^3 - 21/220*z + 1
*
[ -4 ] 
f(z) = 5/57*z^3 - 35/228*z + 1
*
[ -4 ] 
f(z) = 5/59*z^3 - 25/236*z + 1
*
[ 5/3 ] 
f(z) = 9/44*z^3 - 37/220*z + 1
*
[ 5/3 ] 
f(z) = 9/46*z^3 - 33/230*z + 1
*
[ 5/3 ] 
f(z) = 9/47*z^3 - 31/235*z + 1
*
[ -26/9 ] 
f(z) = 9/52*z^3 - 23/234*z + 1
*
[ 11/6 ] 
f(z) = 9/55*z^3 - 21/220*z + 1
*
[ 3/2 ] 
f(z) = 11/57*z^3 - 23/228*z + 1
*
[ 5/4 ] 
f(z) = 12/55*z^3 - 31/220*z + 1
*
[ 10/7 ] 
f(z) = 9/40*z^3 - 39/245*z + 1
*
[ 5/3 ] 
f(z) = 9/49*z^3 - 27/245*z + 1
*
[ 4/3 ] 
f(z) = 11/56*z^3 - 25/252*z + 1
*
[ 5 ] 
f(z) = 2/53*z^3 - 38/265*z + 1
*
-8/3 | 0.14709497282527150119254787404774460161 | 0.026380257442140365090409457382459627294
f(z) = 3/44*z^3 - 29/264*z + 1
*
[ 5/3 ] 
f(z) = 9/52*z^3 - 21/260*z + 1
*
[ -7 ] 
f(z) = 1/40*z^3 - 23/280*z + 1
*
[ 5 ] 
f(z) = 2/57*z^3 - 22/285*z + 1
*
[ -5 ] 
f(z) = 3/56*z^3 - 39/280*z + 1
*
[ -5 ] 
f(z) = 3/58*z^3 - 27/290*z + 1
*
[ -5 ] 
f(z) = 3/59*z^3 - 21/295*z + 1
*
[ 8/7 ] 
f(z) = 7/40*z^3 - 29/280*z + 1
*
[ 9/4 ] 
f(z) = 7/54*z^3 - 29/288*z + 1
*
[ 15/14 ] 
f(z) = 7/54*z^3 - 23/280*z + 1
*
[ 3/2 ] 
f(z) = 10/49*z^3 - 37/294*z + 1
*
10 | 0.068314232898205284234283297394337103455 | 0.013745834859436975164832019919596675006
f(z) = 1/40*z^3 - 18/5*z + 1
*
-10 | 0.12792139405522476022322174748246467820 | 0.027543201430110912043097735600668514596
f(z) = 1/40*z^3 - 13/5*z + 1
*
-6 | 0.093692712747490758439185819456174813276 | 0.020527073925392264051071067074938362541
f(z) = 1/40*z^3 - 12/5*z + 1
*
[ 10 ] 
f(z) = 1/40*z^3 - 8/5*z + 1
*
[ -10 ] 
f(z) = 1/40*z^3 - 7/5*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = 1/40*z^3 - 3/5*z + 1
*
[ 6 ] 
f(z) = 1/40*z^3 - 1/15*z + 1
*
-4 | 0.051345269213453875604939132125562461387 | 0.012994710746895617160671832399627746535
f(z) = 1/48*z^3 - 13/12*z + 1
*
[ 7 ] 
f(z) = 1/49*z^3 - 1/7*z + 1
*
[ 10 ] 
f(z) = 1/50*z^3 - 11/10*z + 1
*
[ -10 ] 
f(z) = 1/50*z^3 - 9/10*z + 1
*
[ -12 ] 
f(z) = 1/54*z^3 - 19/12*z + 1
*
6 | 0.063069046820128867954563068458282521807 | 0.012537486359173920057176400408595395848
f(z) = 1/54*z^3 - 17/6*z + 1
*
12 | 0.16576925170887615809601961367692734760 | 0.028284473343381217712215403164238628225
f(z) = 1/54*z^3 - 13/4*z + 1
*
3 | 0.074694575474531880369086005420943978128 | 0.013118737175127973160496287254616954917
f(z) = 1/54*z^3 - 11/2*z + 1
*
-3 | 0.061034668176470924441760471272596279277 | 0.013282497555462722929273130773384506173
f(z) = 1/54*z^3 - 11/6*z + 1
*
15/2 | 0.089853445911228615017007583317683381835 | 0.015781115746362341331463614335182198768
f(z) = 1/54*z^3 - 11/8*z + 1
*
[ 9 ] 
f(z) = 1/54*z^3 - 11/18*z + 1
*
[ 12 ] 
f(z) = 1/54*z^3 - 7/4*z + 1
*
[ -9 ] 
f(z) = 1/54*z^3 - 7/18*z + 1
*
12 | 0.12518801120828143320118486716394156921 | 0.023289586457386171481666376895472868928
f(z) = 1/54*z^3 - 4*z + 1
*
-6 | 0.11552556370974510795838655077909732880 | 0.028961149596285718792646453749398396291
f(z) = 1/54*z^3 - z + 1
*
[ 14 ] 
f(z) = 1/56*z^3 - 18/7*z + 1
*
[ -14 ] 
f(z) = 1/56*z^3 - 17/7*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = 1/56*z^3 - 4/7*z + 1
*
[ 7 ] 
f(z) = 2/49*z^3 - 8/7*z + 1
*
[ -7 ] 
f(z) = 2/49*z^3 - 6/7*z + 1
*
2 | 0.12792139405522476022322174748246467820 | 0.029911475550178323887886574529911672346
f(z) = 3/40*z^3 - 9/5*z + 1
*
[ 2/3 ] 
f(z) = 3/40*z^3 - 8/15*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.018518518518518518518518518518518518518
f(z) = 3/40*z^3 - 4/5*z + 1
*
[ 10/3 ] 
f(z) = 3/40*z^3 - 2/15*z + 1
*
[ 7 ] 
f(z) = 3/49*z^3 - 15/7*z + 1
*
[ -7 ] 
f(z) = 3/49*z^3 - 13/7*z + 1
*
[ 5 ] 
f(z) = 3/50*z^3 - 7/10*z + 1
*
[ -5 ] 
f(z) = 3/50*z^3 - 3/10*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = 3/56*z^3 - 5/7*z + 1
*
[ 3 ] 
f(z) = 4/45*z^3 - 2/15*z + 1
*
[ -7 ] 
f(z) = 4/49*z^3 - 20/7*z + 1
*
[ 7/2 ] 
f(z) = 4/49*z^3 - 2/7*z + 1
*
[ -4 ] 
f(z) = 5/48*z^3 - 5/12*z + 1
*
3 | 0.061922288722968023868392940930245579830 | 0.012043240099725103579505440129728897556
f(z) = 5/54*z^3 - 19/6*z + 1
*
[ -6 ] 
f(z) = 5/54*z^3 - 13/6*z + 1
*
-24/5 | 0.089414250973870910533334493493078325206 | 0.015256357690691270773631355704595513623
f(z) = 5/54*z^3 - 13/10*z + 1
*
12/5 | 0.11556644766829904029529151342029090162 | 0.018094352795729913342134443960787183224
f(z) = 5/54*z^3 - 11/5*z + 1
*
[ 3 ] 
f(z) = 5/54*z^3 - 1/6*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.018518518518518518518518518518518518519
f(z) = 5/56*z^3 - 6/7*z + 1
*
[ 7/2 ] 
f(z) = 6/49*z^3 - 11/14*z + 1
*
[ -7/2 ] 
f(z) = 6/49*z^3 - 3/14*z + 1
*
2 | 0.12792139405522476022322174748246467820 | 0.028570866869244647978528785757395675493
f(z) = 7/40*z^3 - 11/5*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.017646353752002779239119217308462076758
f(z) = 7/40*z^3 - 6/5*z + 1
*
[ 2 ] 
f(z) = 7/40*z^3 - 1/5*z + 1
*
[ 3 ] 
f(z) = 7/45*z^3 - 11/15*z + 1
*
[ -3 ] 
f(z) = 7/45*z^3 - 1/15*z + 1
*
[ 4 ] 
f(z) = 7/48*z^3 - 19/12*z + 1
*
[ 2 ] 
f(z) = 7/48*z^3 - 1/12*z + 1
*
[ 3 ] 
f(z) = 7/54*z^3 - 1/2*z + 1
*
[ 3 ] 
f(z) = 8/45*z^3 - 14/15*z + 1
*
[ -3 ] 
f(z) = 8/45*z^3 - 4/15*z + 1
*
[ 3/2 ] 
f(z) = 8/45*z^3 - 1/15*z + 1
*
[ 7/2 ] 
f(z) = 8/49*z^3 - 9/7*z + 1
*
[ -7/2 ] 
f(z) = 8/49*z^3 - 5/7*z + 1
*
[ 7/4 ] 
f(z) = 8/49*z^3 - 1/14*z + 1
*
-2/3 | 0.10307118884500207071948687667666276935 | 0.020739448875030292219330114882267529717
f(z) = 9/40*z^3 - 18/5*z + 1
*
10/3 | 0.13551644399425769532678532943087910675 | 0.029690207300043280248467771781372364330
f(z) = 9/40*z^3 - 12/5*z + 1
*
[ 10/3 ] 
f(z) = 9/40*z^3 - 9/5*z + 1
*
2/3 | 0.11883613073619273752550732751304215978 | 0.028574049415256297101464444248796087166
f(z) = 9/40*z^3 - 8/5*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.016970587350372731962593029326892817836
f(z) = 9/40*z^3 - 7/5*z + 1
*
[ -10/3 ] 
f(z) = 9/40*z^3 - 6/5*z + 1
*
[ 2/3 ] 
f(z) = 9/40*z^3 - 3/5*z + 1
*
[ 2 ] 
f(z) = 9/40*z^3 - 2/5*z + 1
*
[ 7/3 ] 
f(z) = 9/49*z^3 - 3/7*z + 1
*
[ 10/3 ] 
f(z) = 9/50*z^3 - 13/10*z + 1
*
[ -10/3 ] 
f(z) = 9/50*z^3 - 7/10*z + 1
*
[ 5/3 ] 
f(z) = 9/50*z^3 - 1/10*z + 1
*
[ 14/3 ] 
f(z) = 9/56*z^3 - 19/7*z + 1
*
2/3 | 0.14860322309514284418928644230857176877 | 0.029901168140022668643949792528325559935
f(z) = 9/56*z^3 - 18/7*z + 1
*
[ -14/3 ] 
f(z) = 9/56*z^3 - 16/7*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.017923934944622234899512250979110588916
f(z) = 9/56*z^3 - 8/7*z + 1
*
[ 2/3 ] 
f(z) = 9/56*z^3 - 4/7*z + 1
*
[ 2 ] 
f(z) = 9/56*z^3 - 1/7*z + 1
*
[ -7/2 ] 
f(z) = 10/49*z^3 - 17/14*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.016425703996565933172439257498424043753
f(z) = 11/40*z^3 - 8/5*z + 1
*
[ 2 ] 
f(z) = 11/40*z^3 - 3/5*z + 1
*
[ -3 ] 
f(z) = 11/45*z^3 - 13/15*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.012168299997188905888439221155512667477
f(z) = 11/48*z^3 - 17/12*z + 1
*
[ 2 ] 
f(z) = 11/48*z^3 - 5/12*z + 1
*
[ 6 ] 
f(z) = 11/54*z^3 - 13/2*z + 1
*
[ 3 ] 
f(z) = 11/54*z^3 - 7/6*z + 1
*
[ -3 ] 
f(z) = 11/54*z^3 - 1/2*z + 1
*
[ 3/2 ] 
f(z) = 11/54*z^3 - 1/8*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.017430294475636815712629345078566201667
f(z) = 11/56*z^3 - 9/7*z + 1
*
[ 2 ] 
f(z) = 11/56*z^3 - 2/7*z + 1
*
[ 7/2 ] 
f(z) = 12/49*z^3 - 16/7*z + 1
*
[ -7/2 ] 
f(z) = 12/49*z^3 - 12/7*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.015973326086841748212957396692074706625
f(z) = 13/40*z^3 - 9/5*z + 1
*
[ 2 ] 
f(z) = 13/40*z^3 - 4/5*z + 1
*
[ -3 ] 
f(z) = 13/45*z^3 - 19/15*z + 1
*
-2 | 0.051344235597032985882757934922827893931 | 0.011855783204060840810716978008394311685
f(z) = 13/48*z^3 - 19/12*z + 1
*
[ 2 ] 
f(z) = 13/48*z^3 - 7/12*z + 1
*
[ -6 ] 
f(z) = 13/54*z^3 - 15/2*z + 1
*
[ -3 ] 
f(z) = 13/54*z^3 - 5/6*z + 1
*
[ 3 ] 
f(z) = 13/54*z^3 - 3/2*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.017011204185429684406497334702942615795
f(z) = 13/56*z^3 - 10/7*z + 1
*
[ 2 ] 
f(z) = 13/56*z^3 - 3/7*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.016649082460667206466687198771381242295
f(z) = 15/56*z^3 - 11/7*z + 1
*
[ 2 ] 
f(z) = 15/56*z^3 - 4/7*z + 1
*
[ 3/4 ] 
f(z) = 16/45*z^3 - 8/15*z + 1
*
[ 3/2 ] 
f(z) = 16/45*z^3 - 7/15*z + 1
*
[ -7/2 ] 
f(z) = 16/49*z^3 - 19/7*z + 1
*
[ 7/4 ] 
f(z) = 16/49*z^3 - 4/7*z + 1
*
-2 | 0.068313570780984758488935053244960652700 | 0.015257634976238903676791522152022583215
f(z) = 17/40*z^3 - 11/5*z + 1
*
[ 2 ] 
f(z) = 17/40*z^3 - 6/5*z + 1
*
[ 2 ] 
f(z) = 17/48*z^3 - 11/12*z + 1
*
[ 3 ] 
f(z) = 17/54*z^3 - 13/6*z + 1
*
[ -3 ] 
f(z) = 17/54*z^3 - 3/2*z + 1
*
[ 3/2 ] 
f(z) = 17/54*z^3 - 3/8*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.016331696597506167338410042175019252792
f(z) = 17/56*z^3 - 12/7*z + 1
*
[ 2 ] 
f(z) = 17/56*z^3 - 5/7*z + 1
*
[ 7/3 ] 
f(z) = 18/49*z^3 - 10/7*z + 1
*
[ 7/6 ] 
f(z) = 18/49*z^3 - 5/14*z + 1
*
[ -7/3 ] 
f(z) = 18/49*z^3 - 4/7*z + 1
*
-2 | 0.069947215648709941268967965399075243547 | 0.015324688808680874911985129134608729277
f(z) = 19/40*z^3 - 12/5*z + 1
*
[ 2 ] 
f(z) = 19/40*z^3 - 7/5*z + 1
*
[ 2 ] 
f(z) = 19/48*z^3 - 13/12*z + 1
*
[ -3 ] 
f(z) = 19/54*z^3 - 11/6*z + 1
*
[ 3 ] 
f(z) = 19/54*z^3 - 5/2*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.016050231655179984344122242227783646879
f(z) = 19/56*z^3 - 13/7*z + 1
*
[ 2 ] 
f(z) = 19/56*z^3 - 6/7*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = 1/44*z^3 - 13/22*z + 1
*
[ 8 ] 
f(z) = 1/48*z^3 - 11/24*z + 1
*
[ -8 ] 
f(z) = 1/48*z^3 - 5/24*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = 1/52*z^3 - 15/26*z + 1
*
[ 3/4 ] 
f(z) = 1/54*z^3 - 11/32*z + 1
*
[ -6 ] 
f(z) = 2/45*z^3 - 13/30*z + 1
*
[ 4 ] 
f(z) = 3/40*z^3 - 9/20*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.018518518518518518518518518518518518519
f(z) = 3/44*z^3 - 17/22*z + 1
*
[ 7/2 ] 
f(z) = 3/49*z^3 - 1/28*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.018518518518518518518518518518518518519
f(z) = 3/52*z^3 - 19/26*z + 1
*
[ -6 ] 
f(z) = 3/56*z^3 - 16/21*z + 1
*
[ 14/3 ] 
f(z) = 3/56*z^3 - 8/21*z + 1
*
[ 4 ] 
f(z) = 3/56*z^3 - 3/28*z + 1
*
[ 7/2 ] 
f(z) = 5/49*z^3 - 15/28*z + 1
*
[ 4 ] 
f(z) = 5/56*z^3 - 19/28*z + 1
*
[ -4 ] 
f(z) = 5/56*z^3 - 5/28*z + 1
*
[ 14/5 ] 
f(z) = 5/56*z^3 - 2/35*z + 1
*
[ 7/3 ] 
f(z) = 6/49*z^3 - 2/21*z + 1
*
[ 10/7 ] 
f(z) = 7/40*z^3 - 2/35*z + 1
*
[ 2 ] 
f(z) = 7/44*z^3 - 3/22*z + 1
*
[ 2 ] 
f(z) = 7/52*z^3 - 1/26*z + 1
*
[ 3/4 ] 
f(z) = 7/54*z^3 - 13/32*z + 1
*
[ 3/4 ] 
f(z) = 8/45*z^3 - 13/30*z + 1
*
[ 4/3 ] 
f(z) = 9/40*z^3 - 3/20*z + 1
*
[ 2/3 ] 
f(z) = 9/44*z^3 - 13/22*z + 1
*
[ 2 ] 
f(z) = 9/44*z^3 - 7/22*z + 1
*
[ 7/6 ] 
f(z) = 9/49*z^3 - 3/28*z + 1
*
[ 2/3 ] 
f(z) = 9/52*z^3 - 15/26*z + 1
*
[ 2 ] 
f(z) = 9/52*z^3 - 5/26*z + 1
*
[ -10/3 ] 
f(z) = 9/56*z^3 - 17/35*z + 1
*
[ 4/3 ] 
f(z) = 9/56*z^3 - 1/28*z + 1
*
[ 7/5 ] 
f(z) = 10/49*z^3 - 4/35*z + 1
*
[ 2 ] 
f(z) = 11/52*z^3 - 9/26*z + 1
*
[ 7/3 ] 
f(z) = 12/49*z^3 - 16/21*z + 1
*
[ 7/4 ] 
f(z) = 12/49*z^3 - 9/28*z + 1
*
[ 7/6 ] 
f(z) = 12/49*z^3 - 4/21*z + 1
*
[ 2 ] 
f(z) = 13/44*z^3 - 15/22*z + 1
*
[ 3/4 ] 
f(z) = 13/54*z^3 - 15/32*z + 1
*
[ 3/2 ] 
f(z) = 13/54*z^3 - 5/24*z + 1
*
[ 3/2 ] 
f(z) = 14/45*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 15/44*z^3 - 19/22*z + 1
*
[ 7/5 ] 
f(z) = 15/49*z^3 - 11/35*z + 1
*
[ 2 ] 
f(z) = 15/52*z^3 - 17/26*z + 1
*
[ 2/3 ] 
f(z) = 15/56*z^3 - 13/21*z + 1
*
[ 7/8 ] 
f(z) = 16/49*z^3 - 11/28*z + 1
*
[ 3/4 ] 
f(z) = 19/54*z^3 - 17/32*z + 1
*
[ 3/2 ] 
f(z) = 19/54*z^3 - 11/24*z + 1
*
[ -8 ] 
f(z) = 1/40*z^3 - 19/40*z + 1
*
-5 | 0.092741084479479936562813532813119639765 | 0.025140719731584781654821453651903372424
f(z) = 1/40*z^3 - 17/40*z + 1
*
-6 | 0.12401915273456452684442541485878642641 | 0.021069820049376532596612685976333786972
f(z) = 1/40*z^3 - 8/45*z + 1
*
[ 7 ] 
f(z) = 1/42*z^3 - 13/42*z + 1
*
-5 | 0.082482554930445779866452157010191333156 | 0.021667945385781359045438138869201590773
f(z) = 1/45*z^3 - 16/45*z + 1
*
[ 15/2 ] 
f(z) = 1/54*z^3 - 7/40*z + 1
*
[ 8 ] 
f(z) = 1/56*z^3 - 15/56*z + 1
*
[ 5 ] 
f(z) = 2/45*z^3 - 14/45*z + 1
*
[ 5 ] 
f(z) = 2/55*z^3 - 6/55*z + 1
*
[ 4 ] 
f(z) = 3/44*z^3 - 15/44*z + 1
*
[ -14/3 ] 
f(z) = 3/49*z^3 - 5/42*z + 1
*
[ 4 ] 
f(z) = 3/52*z^3 - 9/52*z + 1
*
[ -5 ] 
f(z) = 3/55*z^3 - 9/55*z + 1
*
[ 3 ] 
f(z) = 4/51*z^3 - 2/51*z + 1
*
[ 3 ] 
f(z) = 5/42*z^3 - 17/42*z + 1
*
[ 3 ] 
f(z) = 5/48*z^3 - 13/48*z + 1
*
[ 3 ] 
f(z) = 5/51*z^3 - 11/51*z + 1
*
[ -4 ] 
f(z) = 5/52*z^3 - 15/52*z + 1
*
[ 3 ] 
f(z) = 5/57*z^3 - 7/57*z + 1
*
[ 7/6 ] 
f(z) = 6/49*z^3 - 1/42*z + 1
*
[ 2 ] 
f(z) = 7/46*z^3 - 5/46*z + 1
*
[ 5/2 ] 
f(z) = 7/50*z^3 - 11/40*z + 1
*
[ 2 ] 
f(z) = 7/50*z^3 - 3/50*z + 1
*
[ -24/7 ] 
f(z) = 7/54*z^3 - 13/56*z + 1
*
[ 6/7 ] 
f(z) = 7/54*z^3 - 11/42*z + 1
*
[ 6/5 ] 
f(z) = 7/54*z^3 - 1/50*z + 1
*
[ 2 ] 
f(z) = 7/54*z^3 - 1/54*z + 1
*
[ 7/8 ] 
f(z) = 8/49*z^3 - 15/56*z + 1
*
[ -3 ] 
f(z) = 8/51*z^3 - 4/51*z + 1
*
[ 3/2 ] 
f(z) = 8/51*z^3 - 1/51*z + 1
*
[ 5/2 ] 
f(z) = 8/55*z^3 - 17/55*z + 1
*
-10/9 | 0.15504762340505462914656113604845296720 | 0.026341298518785378200719025267081805781
f(z) = 9/40*z^3 - 17/45*z + 1
*
[ 10/9 ] 
f(z) = 9/40*z^3 - 8/45*z + 1
*
[ 4/3 ] 
f(z) = 9/44*z^3 - 5/44*z + 1
*
[ 2 ] 
f(z) = 9/46*z^3 - 13/46*z + 1
*
[ 5/6 ] 
f(z) = 9/50*z^3 - 13/40*z + 1
*
[ 2 ] 
f(z) = 9/50*z^3 - 11/50*z + 1
*
[ 4/3 ] 
f(z) = 9/52*z^3 - 3/52*z + 1
*
[ 5/3 ] 
f(z) = 9/55*z^3 - 3/55*z + 1
*
[ 7/3 ] 
f(z) = 9/56*z^3 - 17/56*z + 1
*
[ 2 ] 
f(z) = 9/58*z^3 - 7/58*z + 1
*
[ 7/4 ] 
f(z) = 10/49*z^3 - 11/56*z + 1
*
[ -3 ] 
f(z) = 10/57*z^3 - 14/57*z + 1
*
[ 10/11 ] 
f(z) = 11/40*z^3 - 18/55*z + 1
*
[ 2 ] 
f(z) = 11/50*z^3 - 19/50*z + 1
*
[ 2 ] 
f(z) = 11/54*z^3 - 17/54*z + 1
*
[ 12/11 ] 
f(z) = 11/54*z^3 - 7/44*z + 1
*
[ 2 ] 
f(z) = 11/58*z^3 - 15/58*z + 1
*
[ -5/2 ] 
f(z) = 13/50*z^3 - 9/40*z + 1
*
[ 12/13 ] 
f(z) = 13/54*z^3 - 15/52*z + 1
*
[ 6/5 ] 
f(z) = 13/54*z^3 - 9/50*z + 1
*
[ 3/2 ] 
f(z) = 16/51*z^3 - 19/51*z + 1
*
[ 5/4 ] 
f(z) = 16/55*z^3 - 14/55*z + 1
*
[ 3/2 ] 
f(z) = 16/57*z^3 - 17/57*z + 1
*
[ 6/5 ] 
f(z) = 19/54*z^3 - 17/50*z + 1
*
[ -15/2 ] 
f(z) = 1/45*z^3 - 7/60*z + 1
*
[ 12/5 ] 
f(z) = 5/48*z^3 - 1/60*z + 1
*
[ 14/5 ] 
f(z) = 5/49*z^3 - 11/70*z + 1
*
[ 3/2 ] 
f(z) = 7/45*z^3 - 1/60*z + 1
*
[ 7/3 ] 
f(z) = 8/49*z^3 - 20/63*z + 1
*
[ 7/6 ] 
f(z) = 8/49*z^3 - 5/63*z + 1
*
[ 14/9 ] 
f(z) = 9/56*z^3 - 2/63*z + 1
*
[ -14/5 ] 
f(z) = 10/49*z^3 - 17/70*z + 1
*
[ 3/2 ] 
f(z) = 11/45*z^3 - 13/60*z + 1
*
[ 14/11 ] 
f(z) = 11/56*z^3 - 8/77*z + 1
*
[ 3/2 ] 
f(z) = 13/45*z^3 - 19/60*z + 1
*
[ 7/6 ] 
f(z) = 16/49*z^3 - 19/63*z + 1
*
[ 9/2 ] 
f(z) = 2/45*z^3 - 11/90*z + 1
*
-5 | 0.11118309383530628037373593112807945293 | 0.024708399239282927103946490062894409011
f(z) = 2/45*z^3 - 1/90*z + 1
*
[ 2 ] 
f(z) = 6/41*z^3 - 7/82*z + 1
*
[ 2 ] 
f(z) = 6/43*z^3 - 5/86*z + 1
*
[ 2 ] 
f(z) = 6/47*z^3 - 1/94*z + 1
*
[ 2 ] 
f(z) = 7/41*z^3 - 15/82*z + 1
*
[ 2 ] 
f(z) = 7/43*z^3 - 13/86*z + 1
*
[ 2 ] 
f(z) = 7/45*z^3 - 11/90*z + 1
*
[ 2 ] 
f(z) = 7/47*z^3 - 9/94*z + 1
*
[ 12/7 ] 
f(z) = 7/48*z^3 - 1/84*z + 1
*
[ 2 ] 
f(z) = 8/45*z^3 - 19/90*z + 1
*
[ 5/4 ] 
f(z) = 8/45*z^3 - 7/90*z + 1
*
[ 2 ] 
f(z) = 8/47*z^3 - 17/94*z + 1
*
[ 2 ] 
f(z) = 8/49*z^3 - 15/98*z + 1
*
[ 4/3 ] 
f(z) = 9/46*z^3 - 9/92*z + 1
*
[ 10/9 ] 
f(z) = 9/50*z^3 - 11/90*z + 1
*
[ 5/3 ] 
f(z) = 11/50*z^3 - 19/90*z + 1
*
[ 14/13 ] 
f(z) = 13/56*z^3 - 18/91*z + 1
*
[ 4/3 ] 
f(z) = 15/56*z^3 - 19/84*z + 1
*
[ -8 ] 
f(z) = 1/52*z^3 - 11/104*z + 1
*
[ -6 ] 
f(z) = 2/57*z^3 - 11/114*z + 1
*
[ 4 ] 
f(z) = 3/58*z^3 - 9/116*z + 1
*
[ -4 ] 
f(z) = 5/58*z^3 - 15/116*z + 1
*
[ 5/2 ] 
f(z) = 6/55*z^3 - 9/110*z + 1
*
[ 15/7 ] 
f(z) = 7/45*z^3 - 19/105*z + 1
*
[ 4/3 ] 
f(z) = 7/48*z^3 - 1/108*z + 1
*
[ 2 ] 
f(z) = 7/51*z^3 - 5/102*z + 1
*
[ 2 ] 
f(z) = 7/53*z^3 - 3/106*z + 1
*
[ 2 ] 
f(z) = 7/55*z^3 - 1/110*z + 1
*
[ 2 ] 
f(z) = 8/51*z^3 - 13/102*z + 1
*
[ 2 ] 
f(z) = 8/53*z^3 - 11/106*z + 1
*
[ 2 ] 
f(z) = 8/55*z^3 - 9/110*z + 1
*
[ 5/4 ] 
f(z) = 8/55*z^3 - 3/110*z + 1
*
[ 2 ] 
f(z) = 8/57*z^3 - 7/114*z + 1
*
[ 2 ] 
f(z) = 8/59*z^3 - 5/118*z + 1
*
[ 7/4 ] 
f(z) = 9/49*z^3 - 15/112*z + 1
*
[ 4/3 ] 
f(z) = 9/50*z^3 - 7/100*z + 1
*
[ 2 ] 
f(z) = 9/53*z^3 - 19/106*z + 1
*
[ 2 ] 
f(z) = 9/55*z^3 - 17/110*z + 1
*
[ 4/3 ] 
f(z) = 9/58*z^3 - 3/116*z + 1
*
[ 2 ] 
f(z) = 9/59*z^3 - 13/118*z + 1
*
[ 3/2 ] 
f(z) = 10/51*z^3 - 11/102*z + 1
*
[ 3/2 ] 
f(z) = 10/57*z^3 - 7/114*z + 1
*
[ 4/3 ] 
f(z) = 11/48*z^3 - 17/108*z + 1
*
[ 14/3 ] 
f(z) = 2/49*z^3 - 13/126*z + 1
*
-8/3 | 0.11965785169704528862072534874779796775 | 0.024993850251010824229447921864219209263
f(z) = 3/40*z^3 - 19/120*z + 1
*
[ 3 ] 
f(z) = 3/40*z^3 - 1/120*z + 1
*
[ -3 ] 
f(z) = 7/43*z^3 - 17/129*z + 1
*
[ -3 ] 
f(z) = 7/44*z^3 - 13/132*z + 1
*
[ -3 ] 
f(z) = 7/46*z^3 - 5/138*z + 1
*
[ 3/2 ] 
f(z) = 8/41*z^3 - 13/123*z + 1
*
[ 3/2 ] 
f(z) = 8/43*z^3 - 11/129*z + 1
*
[ 15/8 ] 
f(z) = 8/45*z^3 - 19/120*z + 1
*
[ 14/9 ] 
f(z) = 9/49*z^3 - 11/126*z + 1
*
[ 7/6 ] 
f(z) = 10/49*z^3 - 17/126*z + 1
*
[ 3 ] 
f(z) = 4/47*z^3 - 14/141*z + 1
*
[ 3 ] 
f(z) = 4/49*z^3 - 10/147*z + 1
*
[ 3 ] 
f(z) = 4/53*z^3 - 2/159*z + 1
*
[ -20/7 ] 
f(z) = 7/40*z^3 - 11/140*z + 1
*
[ -3 ] 
f(z) = 7/47*z^3 - 1/141*z + 1
*
[ 3/2 ] 
f(z) = 8/47*z^3 - 7/141*z + 1
*
[ -3 ] 
f(z) = 8/49*z^3 - 20/147*z + 1
*
[ 3/2 ] 
f(z) = 8/49*z^3 - 5/147*z + 1
*
[ -3 ] 
f(z) = 8/53*z^3 - 4/159*z + 1
*
[ 3/2 ] 
f(z) = 8/53*z^3 - 1/159*z + 1
*
[ 6/5 ] 
f(z) = 11/54*z^3 - 19/150*z + 1
*
[ 4 ] 
f(z) = 2/41*z^3 - 5/164*z + 1
*
[ 11/3 ] 
f(z) = 3/55*z^3 - 1/165*z + 1
*
[ 3 ] 
f(z) = 5/58*z^3 - 19/174*z + 1
*
[ 3 ] 
f(z) = 5/59*z^3 - 17/177*z + 1
*
[ 8/7 ] 
f(z) = 7/48*z^3 - 11/168*z + 1
*
[ 5/4 ] 
f(z) = 7/50*z^3 - 3/160*z + 1
*
[ 7/5 ] 
f(z) = 8/49*z^3 - 6/175*z + 1
*
[ 7/5 ] 
f(z) = 9/49*z^3 - 13/175*z + 1
*
[ 5/4 ] 
f(z) = 9/50*z^3 - 13/160*z + 1
*
[ -3 ] 
f(z) = 9/56*z^3 - 19/168*z + 1
*
[ -3 ] 
f(z) = 9/58*z^3 - 11/174*z + 1
*
[ -3 ] 
f(z) = 9/59*z^3 - 7/177*z + 1
*
[ -22/3 ] 
f(z) = 1/44*z^3 - 17/198*z + 1
*
[ 20/3 ] 
f(z) = 1/50*z^3 - 7/180*z + 1
*
-9/4 | 0.091316098535510042094911475504493578391 | 0.017584605679875049155636461681208952663
f(z) = 4/45*z^3 - 1/180*z + 1
*
[ -4 ] 
f(z) = 4/49*z^3 - 11/196*z + 1
*
[ -18/5 ] 
f(z) = 5/48*z^3 - 13/180*z + 1
*
[ 4/3 ] 
f(z) = 7/40*z^3 - 11/180*z + 1
*
[ 4/3 ] 
f(z) = 9/47*z^3 - 17/188*z + 1
*
[ 4/3 ] 
f(z) = 9/49*z^3 - 15/196*z + 1
*
[ -8 ] 
f(z) = 1/54*z^3 - 13/216*z + 1
*
[ -5 ] 
f(z) = 2/41*z^3 - 4/205*z + 1
*
[ 5/2 ] 
f(z) = 4/41*z^3 - 2/205*z + 1
*
[ -4 ] 
f(z) = 4/51*z^3 - 1/204*z + 1
*
[ 6/5 ] 
f(z) = 5/42*z^3 - 1/210*z + 1
*
[ 15/7 ] 
f(z) = 7/54*z^3 - 13/210*z + 1
*
[ 4/3 ] 
f(z) = 9/53*z^3 - 11/212*z + 1
*
[ 4 ] 
f(z) = 3/59*z^3 - 15/236*z + 1
*
[ 4/3 ] 
f(z) = 9/55*z^3 - 9/220*z + 1
*
[ 7/6 ] 
f(z) = 9/56*z^3 - 17/224*z + 1
*
[ 4/3 ] 
f(z) = 9/59*z^3 - 5/236*z + 1
*
[ 6 ] 
f(z) = 1/41*z^3 - 11/246*z + 1
*
[ 6 ] 
f(z) = 1/43*z^3 - 1/258*z + 1
*
[ 5/3 ] 
f(z) = 9/53*z^3 - 19/265*z + 1
*
[ -7 ] 
f(z) = 1/41*z^3 - 15/287*z + 1
*
[ 5 ] 
f(z) = 2/59*z^3 - 14/295*z + 1
*
[ -19/5 ] 
f(z) = 5/57*z^3 - 1/285*z + 1
*
[ 5/3 ] 
f(z) = 9/56*z^3 - 13/280*z + 1
*
[ 5/3 ] 
f(z) = 9/58*z^3 - 9/290*z + 1
*
[ 5/3 ] 
f(z) = 9/59*z^3 - 7/295*z + 1
*
[ 2 ] 
f(z) = 1/40*z^3 + 2/5*z + 1
*
[ -6 ] 
f(z) = 1/40*z^3 + 4/15*z + 1
*
[ 3 ] 
f(z) = 1/45*z^3 + 7/15*z + 1
*
[ 6 ] 
f(z) = 1/48*z^3 + 1/12*z + 1
*
[ -7 ] 
f(z) = 1/49*z^3 + 1/7*z + 1
*
[ 5 ] 
f(z) = 1/50*z^3 + 3/10*z + 1
*
[ 6 ] 
f(z) = 1/54*z^3 + 1/6*z + 1
*
[ 2 ] 
f(z) = 1/56*z^3 + 3/7*z + 1
*
[ 3 ] 
f(z) = 2/45*z^3 + 4/15*z + 1
*
[ 7/2 ] 
f(z) = 2/49*z^3 + 3/14*z + 1
*
[ 2 ] 
f(z) = 3/40*z^3 + 1/5*z + 1
*
[ 2 ] 
f(z) = 3/56*z^3 + 2/7*z + 1
*
[ 3/2 ] 
f(z) = 4/45*z^3 + 2/15*z + 1
*
[ -7/2 ]
f(z) = 4/49*z^3 + 2/7*z + 1
*
[ 2 ] 
f(z) = 5/48*z^3 + 1/12*z + 1
*
[ 3/2 ] 
f(z) = 5/54*z^3 + 1/8*z + 1
*
[ 2 ] 
f(z) = 5/56*z^3 + 1/7*z + 1
*
[ -7/4 ]
f(z) = 16/49*z^3 + 4/7*z + 1
*
[ 4 ] 
f(z) = 1/40*z^3 + 7/20*z + 1
*
[ 2 ] 
f(z) = 1/44*z^3 + 9/22*z + 1
*
[ 6 ] 
f(z) = 1/45*z^3 + 1/30*z + 1
*
[ -6 ] 
f(z) = 1/45*z^3 + 11/30*z + 1
*
[ 7/2 ] 
f(z) = 1/49*z^3 + 13/28*z + 1
*
[ 2 ] 
f(z) = 1/52*z^3 + 11/26*z + 1
*
[ 3/2 ] 
f(z) = 1/54*z^3 + 7/24*z + 1
*
[ 6 ] 
f(z) = 1/56*z^3 + 4/21*z + 1
*
[ 4 ] 
f(z) = 1/56*z^3 + 13/28*z + 1
*
[ 3/2 ] 
f(z) = 2/45*z^3 + 7/30*z + 1
*
[ -4 ] 
f(z) = 3/40*z^3 + 1/20*z + 1
*
[ 2 ] 
f(z) = 3/44*z^3 + 5/22*z + 1
*
[ 7/3 ] 
f(z) = 3/49*z^3 + 5/21*z + 1
*
[ 10/3 ] 
f(z) = 3/50*z^3 + 1/30*z + 1
*
[ 5/3 ] 
f(z) = 3/50*z^3 + 7/30*z + 1
*
[ 2 ] 
f(z) = 3/52*z^3 + 7/26*z + 1
*
[ -14/3 ] 
f(z) = 3/56*z^3 + 1/21*z + 1
*
[ 7/4 ] 
f(z) = 4/49*z^3 + 5/28*z + 1
*
[ 2 ] 
f(z) = 5/44*z^3 + 1/22*z + 1
*
[ -7/2 ] 
f(z) = 5/49*z^3 + 1/28*z + 1
*
[ 7/5 ] 
f(z) = 5/49*z^3 + 3/35*z + 1
*
[ 2 ] 
f(z) = 5/52*z^3 + 3/26*z + 1
*
[ 12/5 ] 
f(z) = 5/54*z^3 + 1/20*z + 1
*
[ 6/5 ] 
f(z) = 5/54*z^3 + 1/30*z + 1
*
[ 3/2 ] 
f(z) = 7/54*z^3 + 1/24*z + 1
*
[ 12/7 ] 
f(z) = 7/54*z^3 + 1/28*z + 1
*
[ 5 ] 
f(z) = 1/40*z^3 + 7/40*z + 1
*
[ 10/3 ] 
f(z) = 1/40*z^3 + 19/45*z + 1
*
[ -6 ] 
f(z) = 1/42*z^3 + 13/42*z + 1
*
[ 3 ] 
f(z) = 1/42*z^3 + 19/42*z + 1
*
[ 4 ] 
f(z) = 1/44*z^3 + 17/44*z + 1
*
[ 5 ] 
f(z) = 1/45*z^3 + 11/45*z + 1
*
[ 2 ] 
f(z) = 1/46*z^3 + 19/46*z + 1
*
[ 5/2 ] 
f(z) = 1/50*z^3 + 19/40*z + 1
*
[ 6/5 ] 
f(z) = 1/54*z^3 + 7/50*z + 1
*
[ 5 ] 
f(z) = 1/55*z^3 + 19/55*z + 1
*
[ -7 ] 
f(z) = 1/56*z^3 + 15/56*z + 1
*
[ -5 ] 
f(z) = 2/45*z^3 + 4/45*z + 1
*
[ 7/4 ] 
f(z) = 2/49*z^3 + 17/56*z + 1
*
[ 3 ] 
f(z) = 2/51*z^3 + 16/51*z + 1
*
[ -5 ] 
f(z) = 2/55*z^3 + 16/55*z + 1
*
[ -4 ] 
f(z) = 3/44*z^3 + 7/44*z + 1
*
[ 2 ] 
f(z) = 3/46*z^3 + 11/46*z + 1
*
[ 5/2 ] 
f(z) = 3/50*z^3 + 9/40*z + 1
*
[ 2 ] 
f(z) = 3/50*z^3 + 13/50*z + 1
*
[ 2 ] 
f(z) = 3/58*z^3 + 17/58*z + 1
*
[ 5/2 ] 
f(z) = 4/45*z^3 + 2/45*z + 1
*
[ 3/2 ] 
f(z) = 4/51*z^3 + 8/51*z + 1
*
[ 5/2 ] 
f(z) = 4/55*z^3 + 8/55*z + 1
*
[ 3 ] 
f(z) = 4/57*z^3 + 2/57*z + 1
*
[ 3/2 ] 
f(z) = 4/57*z^3 + 10/57*z + 1
*
[ 2 ] 
f(z) = 5/46*z^3 + 3/46*z + 1
*
[ 2 ] 
f(z) = 5/54*z^3 + 7/54*z + 1
*
[ 2 ] 
f(z) = 5/58*z^3 + 9/58*z + 1
*
[ 7/4 ] 
f(z) = 6/49*z^3 + 3/56*z + 1
*
[ 2 ] 
f(z) = 7/58*z^3 + 1/58*z + 1
*
[ 3/2 ] 
f(z) = 8/57*z^3 + 1/57*z + 1
*
[ 6 ] 
f(z) = 1/44*z^3 + 1/66*z + 1
*
[ 3/2 ] 
f(z) = 1/45*z^3 + 17/60*z + 1
*
[ 6 ] 
f(z) = 1/52*z^3 + 11/78*z + 1
*
[ 4/3 ] 
f(z) = 3/40*z^3 + 7/60*z + 1
*
[ -15/4 ] 
f(z) = 4/45*z^3 + 1/60*z + 1
*
[ 7/6 ] 
f(z) = 4/49*z^3 + 2/63*z + 1
*
[ 7/3 ] 
f(z) = 4/49*z^3 + 8/63*z + 1
*
[ 6/5 ] 
f(z) = 5/48*z^3 + 1/60*z + 1
*
[ 7/3 ] 
f(z) = 5/49*z^3 + 1/63*z + 1
*
[ 10/7 ] 
f(z) = 7/50*z^3 + 1/70*z + 1
*
-5/2 | 0.11118309383530628037373593112807945293 | 0.024708399239282927103946490062894409011
f(z) = 2/45*z^3 + 11/90*z + 1
*
[ 2 ] 
f(z) = 3/41*z^3 + 17/82*z + 1
*
[ 2 ] 
f(z) = 3/43*z^3 + 19/86*z + 1
*
[ -4 ] 
f(z) = 3/46*z^3 + 19/92*z + 1
*
[ 7/6 ] 
f(z) = 3/49*z^3 + 5/84*z + 1
*
[ 4/3 ] 
f(z) = 3/56*z^3 + 13/84*z + 1
*
[ 2 ] 
f(z) = 4/41*z^3 + 9/82*z + 1
*
[ 2 ] 
f(z) = 4/43*z^3 + 11/86*z + 1
*
[ 2 ] 
f(z) = 4/45*z^3 + 13/90*z + 1
*
[ 2 ] 
f(z) = 4/47*z^3 + 15/94*z + 1
*
[ 2 ] 
f(z) = 4/49*z^3 + 17/98*z + 1
*
[ 2 ] 
f(z) = 5/41*z^3 + 1/82*z + 1
*
[ 2 ] 
f(z) = 5/43*z^3 + 3/86*z + 1
*
[ 2 ] 
f(z) = 5/47*z^3 + 7/94*z + 1
*
[ 2 ] 
f(z) = 5/49*z^3 + 9/98*z + 1
*
[ -18/5 ] 
f(z) = 5/54*z^3 + 7/90*z + 1
*
[ 9/5 ] 
f(z) = 5/54*z^3 + 13/90*z + 1
*
[ 2 ] 
f(z) = 6/49*z^3 + 1/98*z + 1
*
[ 5/3 ] 
f(z) = 7/50*z^3 + 1/90*z + 1
*
[ 6 ] 
f(z) = 1/51*z^3 + 13/102*z + 1
*
[ -11/2 ] 
f(z) = 2/55*z^3 + 9/110*z + 1
*
3 | 0.13652800468722243840385439493474213731 | 0.029045543021687801212647990472871788736
f(z) = 2/55*z^3 + 19/110*z + 1
*
[ 10/3 ] 
f(z) = 3/56*z^3 + 11/105*z + 1
*
[ 2 ] 
f(z) = 4/51*z^3 + 19/102*z + 1
*
[ 4/3 ] 
f(z) = 5/48*z^3 + 7/108*z + 1
*
[ 7/4 ] 
f(z) = 5/49*z^3 + 13/112*z + 1
*
[ 2 ] 
f(z) = 5/51*z^3 + 11/102*z + 1
*
[ 2 ] 
f(z) = 5/53*z^3 + 13/106*z + 1
*
[ 6/5 ] 
f(z) = 5/56*z^3 + 4/105*z + 1
*
[ 2 ] 
f(z) = 5/57*z^3 + 17/114*z + 1
*
[ 2 ] 
f(z) = 5/59*z^3 + 19/118*z + 1
*
[ 2 ] 
f(z) = 6/53*z^3 + 5/106*z + 1
*
[ 2 ] 
f(z) = 6/55*z^3 + 7/110*z + 1
*
[ 2 ] 
f(z) = 6/59*z^3 + 11/118*z + 1
*
[ 2 ] 
f(z) = 7/57*z^3 + 1/114*z + 1
*
[ 2 ] 
f(z) = 7/59*z^3 + 3/118*z + 1
*
-3 | 0.13010321352154854356040922613844882028 | 0.027175652828582139228419030629211361511
f(z) = 1/40*z^3 + 13/120*z + 1
*
[ 6 ] 
f(z) = 1/46*z^3 + 7/138*z + 1
*
[ -15/2 ] 
f(z) = 1/50*z^3 + 1/120*z + 1
*
[ -15/2 ] 
f(z) = 1/54*z^3 + 11/120*z + 1
*
[ 15/4 ] 
f(z) = 2/45*z^3 + 13/120*z + 1
*
[ 7/6 ] 
f(z) = 2/49*z^3 + 11/126*z + 1
*
[ 10/9 ] 
f(z) = 3/40*z^3 + 1/135*z + 1
*
[ 8/3 ] 
f(z) = 3/40*z^3 + 11/120*z + 1
*
[ 3 ] 
f(z) = 3/41*z^3 + 1/123*z + 1
*
[ 3 ] 
f(z) = 3/43*z^3 + 5/129*z + 1
*
[ 3 ] 
f(z) = 3/44*z^3 + 7/132*z + 1
*
[ 4/3 ] 
f(z) = 3/44*z^3 + 17/132*z + 1
*
[ 3 ] 
f(z) = 3/46*z^3 + 11/138*z + 1
*
-5/6 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = 3/50*z^3 + 19/120*z + 1
*
[ 3/2 ] 
f(z) = 4/41*z^3 + 14/123*z + 1
*
[ 3/2 ] 
f(z) = 4/43*z^3 + 16/129*z + 1
*
[ 8/5 ] 
f(z) = 5/48*z^3 + 13/120*z + 1
*
[ 9/7 ] 
f(z) = 7/54*z^3 + 1/126*z + 1
*
[ 6 ] 
f(z) = 1/50*z^3 + 17/150*z + 1
*
[ 3 ] 
f(z) = 3/47*z^3 + 13/141*z + 1
*
[ 3 ] 
f(z) = 3/49*z^3 + 17/147*z + 1
*
[ 3 ] 
f(z) = 3/50*z^3 + 19/150*z + 1
*
[ 4 ] 
f(z) = 2/43*z^3 + 1/172*z + 1
*
[ -21/4 ] 
f(z) = 2/49*z^3 + 11/168*z + 1
*
[ -4 ] 
f(z) = 3/41*z^3 + 13/164*z + 1
*
[ 5/4 ] 
f(z) = 3/50*z^3 + 17/160*z + 1
*
[ 3 ] 
f(z) = 4/55*z^3 + 2/165*z + 1
*
[ 3 ] 
f(z) = 4/59*z^3 + 10/177*z + 1
*
[ 3/2 ] 
f(z) = 5/42*z^3 + 11/168*z + 1
*
[ 7/5 ] 
f(z) = 6/49*z^3 + 8/175*z + 1
*
[ 5/3 ] 
f(z) = 6/55*z^3 + 16/165*z + 1
*
[ 3/2 ] 
f(z) = 8/55*z^3 + 1/165*z + 1
*
[ 3/2 ] 
f(z) = 8/59*z^3 + 5/177*z + 1
*
[ -20/3 ] 
f(z) = 1/40*z^3 + 7/180*z + 1
*
[ 4 ] 
f(z) = 2/45*z^3 + 7/180*z + 1
*
[ 4 ] 
f(z) = 2/47*z^3 + 13/188*z + 1
*
[ 4 ] 
f(z) = 2/49*z^3 + 19/196*z + 1
*
[ 5/4 ] 
f(z) = 4/45*z^3 + 11/180*z + 1
*
[ 9/4 ] 
f(z) = 4/45*z^3 + 19/180*z + 1
*
[ 3/2 ] 
f(z) = 5/48*z^3 + 19/192*z + 1
*
[ 3/2 ] 
f(z) = 7/48*z^3 + 1/192*z + 1
*
[ 13/2 ] 
f(z) = 1/52*z^3 + 7/208*z + 1
*
[ -5 ] 
f(z) = 2/43*z^3 + 8/215*z + 1
*
[ 5/2 ] 
f(z) = 4/43*z^3 + 4/215*z + 1
*
[ -4 ] 
f(z) = 4/53*z^3 + 9/212*z + 1
*
[ 7/5 ] 
f(z) = 5/42*z^3 + 11/210*z + 1
*
[ 3/2 ] 
f(z) = 7/51*z^3 + 5/204*z + 1
*
[ -8 ] 
f(z) = 1/58*z^3 + 5/232*z + 1
*
[ 7/2 ] 
f(z) = 3/56*z^3 + 13/224*z + 1
*
[ 5/2 ] 
f(z) = 4/47*z^3 + 16/235*z + 1
*
[ 3/2 ] 
f(z) = 7/57*z^3 + 13/228*z + 1
*
[ 7/6 ] 
f(z) = 5/49*z^3 + 1/252*z + 1
*
[ 3/2 ] 
f(z) = 6/41*z^3 + 1/246*z + 1
*
[ 3/2 ] 
f(z) = 6/43*z^3 + 5/258*z + 1
*
[ 10/9 ] 
f(z) = 3/50*z^3 + 7/270*z + 1
*
[ 6 ] 
f(z) = 1/47*z^3 + 19/282*z + 1
*
[ 3/2 ] 
f(z) = 6/47*z^3 + 13/282*z + 1
*
[ 3/2 ] 
f(z) = 6/49*z^3 + 17/294*z + 1
*
[ 3 ] 
f(z) = 1/48*z^3 + 23/48*z + 1
*
[ 2 ] 
f(z) = 1/50*z^3 + 21/50*z + 1
*
[ 3 ] 
f(z) = 1/51*z^3 + 25/51*z + 1
*
[ 4 ] 
f(z) = 1/52*z^3 + 23/52*z + 1
*
[ 2 ] 
f(z) = 1/54*z^3 + 23/54*z + 1
*
[ 3 ] 
f(z) = 1/57*z^3 + 29/57*z + 1
*
[ 2 ] 
f(z) = 1/58*z^3 + 25/58*z + 1
*
[ 3 ] 
f(z) = 2/57*z^3 + 20/57*z + 1
*
[ -6 ] 
f(z) = 1/44*z^3 + 23/66*z + 1
*
[ 7/3 ] 
f(z) = 1/49*z^3 + 29/63*z + 1
*
[ -6 ] 
f(z) = 1/52*z^3 + 37/78*z + 1
*
[ 9/2 ] 
f(z) = 1/54*z^3 + 29/72*z + 1
*
[ 14/3 ] 
f(z) = 1/56*z^3 + 25/63*z + 1
*
[ 7/3 ] 
f(z) = 2/49*z^3 + 22/63*z + 1
*
[ 2 ] 
f(z) = 1/41*z^3 + 33/82*z + 1
*
[ 4 ] 
f(z) = 1/42*z^3 + 31/84*z + 1
*
[ 2 ] 
f(z) = 1/43*z^3 + 35/86*z + 1
*
[ 2 ] 
f(z) = 1/45*z^3 + 37/90*z + 1
*
[ 4 ] 
f(z) = 1/46*z^3 + 37/92*z + 1
*
[ 2 ] 
f(z) = 1/47*z^3 + 39/94*z + 1
*
[ 5/3 ] 
f(z) = 1/50*z^3 + 31/90*z + 1
*
[ 2 ] 
f(z) = 2/41*z^3 + 25/82*z + 1
*
[ 2 ] 
f(z) = 2/43*z^3 + 27/86*z + 1
*
[ 2 ] 
f(z) = 2/47*z^3 + 31/94*z + 1
*
[ 2 ] 
f(z) = 2/49*z^3 + 33/98*z + 1
*
[ 2 ] 
f(z) = 3/47*z^3 + 23/94*z + 1
*
[ 2 ] 
f(z) = 3/49*z^3 + 25/98*z + 1
*
[ 4/3 ] 
f(z) = 1/48*z^3 + 23/108*z + 1
*
[ 6 ] 
f(z) = 1/57*z^3 + 23/114*z + 1
*
[ 3/2 ] 
f(z) = 2/51*z^3 + 25/102*z + 1
*
[ 2 ] 
f(z) = 2/51*z^3 + 35/102*z + 1
*
[ 2 ] 
f(z) = 2/53*z^3 + 37/106*z + 1
*
[ 2 ] 
f(z) = 2/55*z^3 + 39/110*z + 1
*
[ 3/2 ] 
f(z) = 2/57*z^3 + 29/114*z + 1
*
[ 7/4 ] 
f(z) = 3/49*z^3 + 27/112*z + 1
*
[ 2 ] 
f(z) = 3/53*z^3 + 29/106*z + 1
*
[ 2 ] 
f(z) = 3/55*z^3 + 31/110*z + 1
*
[ 2 ] 
f(z) = 3/59*z^3 + 35/118*z + 1
*
[ 2 ] 
f(z) = 4/53*z^3 + 21/106*z + 1
*
[ 2 ] 
f(z) = 4/55*z^3 + 23/110*z + 1
*
[ 2 ] 
f(z) = 4/57*z^3 + 25/114*z + 1
*
[ 2 ] 
f(z) = 4/59*z^3 + 27/118*z + 1
*
[ 3 ] 
f(z) = 2/41*z^3 + 28/123*z + 1
*
[ 3 ] 
f(z) = 2/43*z^3 + 32/129*z + 1
*
-3/4 | 0.13437988194714705070269048215896826869 | 0.022830021560804790113935238695308871537
f(z) = 2/45*z^3 + 37/120*z + 1
*
[ 5/3 ] 
f(z) = 3/40*z^3 + 23/120*z + 1
*
[ 3 ] 
f(z) = 3/53*z^3 + 25/159*z + 1
*
[ 3/2 ] 
f(z) = 4/47*z^3 + 20/141*z + 1
*
[ 3/2 ] 
f(z) = 4/49*z^3 + 22/147*z + 1
*
[ 3/2 ] 
f(z) = 4/53*z^3 + 26/159*z + 1
*
[ 11/2 ] 
f(z) = 1/44*z^3 + 23/176*z + 1
*
[ 5/4 ] 
f(z) = 1/50*z^3 + 27/160*z + 1
*
[ 6 ] 
f(z) = 1/58*z^3 + 37/174*z + 1
*
[ 7/5 ] 
f(z) = 2/49*z^3 + 36/175*z + 1
*
[ 5/2 ] 
f(z) = 3/40*z^3 + 21/160*z + 1
*
[ -4 ] 
f(z) = 3/43*z^3 + 23/172*z + 1
*
[ 7/5 ] 
f(z) = 3/49*z^3 + 29/175*z + 1
*
[ 3 ] 
f(z) = 3/55*z^3 + 29/165*z + 1
*
-7/3 | 0.11523829684130398804508384057774842659 | 0.022490067710180260719328966625984702646
f(z) = 3/56*z^3 + 23/168*z + 1
*
[ 3 ] 
f(z) = 3/56*z^3 + 31/168*z + 1
*
[ 14/5 ] 
f(z) = 3/56*z^3 + 39/175*z + 1
*
[ 3 ] 
f(z) = 3/58*z^3 + 35/174*z + 1
*
[ 3 ] 
f(z) = 3/59*z^3 + 37/177*z + 1
*
[ 7/5 ] 
f(z) = 4/49*z^3 + 22/175*z + 1
*
[ 3/2 ] 
f(z) = 4/55*z^3 + 28/165*z + 1
*
[ 3/2 ] 
f(z) = 4/59*z^3 + 32/177*z + 1
*
[ 4/3 ] 
f(z) = 1/40*z^3 + 37/180*z + 1
*
0 | 0.15258556137175964502745066395238924566 | 0.029383175280110875080087958179680615916
f(z) = 2/45*z^3 + 37/180*z + 1
*
[ 5 ] 
f(z) = 1/41*z^3 + 39/205*z + 1
*
-51/10 | 0.17961981764608995890440689371741634058 | 0.020900232039790251989082486660877837067
f(z) = 1/54*z^3 + 37/200*z + 1
*
[ 4 ] 
f(z) = 2/51*z^3 + 25/204*z + 1
*
[ 4 ] 
f(z) = 2/53*z^3 + 31/212*z + 1
*
0 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = 4/51*z^3 + 35/204*z + 1
*
[ 3/2 ] 
f(z) = 5/51*z^3 + 23/204*z + 1
*
[ -5 ] 
f(z) = 2/47*z^3 + 32/235*z + 1
*
[ 4 ] 
f(z) = 2/55*z^3 + 37/220*z + 1
*
0 | 0.13548599802678497629050293421039111255 | 0.025119642923511163091459542535187103941
f(z) = 4/55*z^3 + 39/220*z + 1
*
[ -4 ] 
f(z) = 4/57*z^3 + 29/228*z + 1
*
[ -4 ] 
f(z) = 4/59*z^3 + 39/236*z + 1
*
[ 3/2 ] 
f(z) = 5/57*z^3 + 31/228*z + 1
*
[ 7/6 ] 
f(z) = 1/49*z^3 + 29/252*z + 1
*
[ 10/7 ] 
f(z) = 3/40*z^3 + 36/245*z + 1
*
[ 15/8 ] 
f(z) = 4/45*z^3 + 37/240*z + 1
*
[ 5/2 ] 
f(z) = 4/49*z^3 + 22/245*z + 1
*
[ 5/2 ] 
f(z) = 4/51*z^3 + 28/255*z + 1
*
[ 4/3 ] 
f(z) = 5/56*z^3 + 23/252*z + 1
*
[ 8/3 ] 
f(z) = 3/44*z^3 + 37/264*z + 1
*
[ 4/3 ] 
f(z) = 3/46*z^3 + 37/276*z + 1
*
[ 5/2 ] 
f(z) = 4/53*z^3 + 34/265*z + 1
*
[ 6 ] 
f(z) = 1/49*z^3 + 29/294*z + 1
*
[ -7/2 ] 
f(z) = 4/41*z^3 + 26/287*z + 1
*
[ 9/4 ] 
f(z) = 5/54*z^3 + 25/288*z + 1
*
[ 7/5 ] 
f(z) = 5/56*z^3 + 31/280*z + 1
*
[ 2 ] 
f(z) = 1/49*z^3 + 41/98*z + 1
*
[ 10/3 ] 
f(z) = 1/50*z^3 + 43/90*z + 1
*
[ 7/4 ] 
f(z) = 1/49*z^3 + 41/112*z + 1
*
[ 4 ] 
f(z) = 1/50*z^3 + 43/100*z + 1
*
[ 2 ] 
f(z) = 1/51*z^3 + 43/102*z + 1
*
[ -6 ] 
f(z) = 1/51*z^3 + 47/102*z + 1
*
[ 2 ] 
f(z) = 1/53*z^3 + 45/106*z + 1
*
[ 4 ] 
f(z) = 1/54*z^3 + 49/108*z + 1
*
[ 2 ] 
f(z) = 1/55*z^3 + 47/110*z + 1
*
[ 2 ] 
f(z) = 1/57*z^3 + 49/114*z + 1
*
[ 4 ] 
f(z) = 1/58*z^3 + 55/116*z + 1
*
[ 2 ] 
f(z) = 1/59*z^3 + 51/118*z + 1
*
[ 5/2 ] 
f(z) = 2/55*z^3 + 41/110*z + 1
*
[ 2 ] 
f(z) = 2/57*z^3 + 41/114*z + 1
*
[ 2 ] 
f(z) = 2/59*z^3 + 43/118*z + 1
*
[ 3 ] 
f(z) = 1/40*z^3 + 53/120*z + 1
*
[ 3 ] 
f(z) = 1/41*z^3 + 55/123*z + 1
*
[ 3 ] 
f(z) = 1/43*z^3 + 59/129*z + 1
*
[ -6 ] 
f(z) = 1/46*z^3 + 53/138*z + 1
*
[ 14/3 ] 
f(z) = 1/49*z^3 + 43/126*z + 1
*
[ -14/3 ] 
f(z) = 2/49*z^3 + 41/126*z + 1
*
[ 3 ] 
f(z) = 2/47*z^3 + 40/141*z + 1
*
[ 3 ] 
f(z) = 2/49*z^3 + 44/147*z + 1
*
[ 3 ] 
f(z) = 2/53*z^3 + 52/159*z + 1
*
[ 4 ] 
f(z) = 1/41*z^3 + 59/164*z + 1
*
[ 3/2 ] 
f(z) = 1/42*z^3 + 47/168*z + 1
*
[ 7/5 ] 
f(z) = 1/49*z^3 + 43/175*z + 1
*
[ 3 ] 
f(z) = 2/55*z^3 + 56/165*z + 1
*
[ 5/3 ] 
f(z) = 3/55*z^3 + 41/165*z + 1
*
[ 8/3 ] 
f(z) = 3/56*z^3 + 41/168*z + 1
*
[ 3/2 ] 
f(z) = 1/48*z^3 + 55/192*z + 1
*
[ -20/3 ] 
f(z) = 1/50*z^3 + 47/180*z + 1
*
[ -4 ] 
f(z) = 3/47*z^3 + 43/188*z + 1
*
[ 14/9 ] 
f(z) = 3/56*z^3 + 43/189*z + 1
*
[ 5 ] 
f(z) = 1/42*z^3 + 43/210*z + 1
*
[ 5 ] 
f(z) = 1/43*z^3 + 47/215*z + 1
*
[ 3/2 ] 
f(z) = 1/51*z^3 + 59/204*z + 1
*
[ 5 ] 
f(z) = 1/44*z^3 + 51/220*z + 1
*
[ 5 ] 
f(z) = 1/46*z^3 + 59/230*z + 1
*
[ 11/2 ] 
f(z) = 1/55*z^3 + 59/220*z + 1
*
[ 4 ] 
f(z) = 2/57*z^3 + 43/228*z + 1
*
[ 4 ] 
f(z) = 2/59*z^3 + 49/236*z + 1
*
[ 5/2 ] 
f(z) = 3/55*z^3 + 57/220*z + 1
*
[ 4/3 ] 
f(z) = 1/56*z^3 + 55/252*z + 1
*
[ 3/2 ] 
f(z) = 2/41*z^3 + 55/246*z + 1
*
[ 3/2 ] 
f(z) = 2/43*z^3 + 59/258*z + 1
*
[ -5 ] 
f(z) = 2/49*z^3 + 44/245*z + 1
*
[ -5 ] 
f(z) = 2/51*z^3 + 56/255*z + 1
*
[ 5/2 ] 
f(z) = 4/57*z^3 + 46/285*z + 1
*
[ 5/2 ] 
f(z) = 4/59*z^3 + 52/295*z + 1
*
[ 8/5 ] 
f(z) = 5/56*z^3 + 41/280*z + 1
*
[ 3 ] 
f(z) = 1/44*z^3 + 61/132*z + 1
*
[ 3 ] 
f(z) = 1/46*z^3 + 65/138*z + 1
*
[ 3 ] 
f(z) = 1/47*z^3 + 67/141*z + 1
*
[ 3 ] 
f(z) = 1/49*z^3 + 71/147*z + 1
*
[ -6 ] 
f(z) = 1/50*z^3 + 67/150*z + 1
*
[ 3 ] 
f(z) = 1/50*z^3 + 73/150*z + 1
*
[ 3 ] 
f(z) = 1/52*z^3 + 77/156*z + 1
*
[ 3 ] 
f(z) = 1/53*z^3 + 79/159*z + 1
*
[ 5/2 ] 
f(z) = 1/40*z^3 + 71/160*z + 1
*
[ 7/2 ] 
f(z) = 1/42*z^3 + 71/168*z + 1
*
[ 4 ] 
f(z) = 1/43*z^3 + 65/172*z + 1
*
[ 3 ] 
f(z) = 2/59*z^3 + 64/177*z + 1
*
[ 4 ] 
f(z) = 1/45*z^3 + 71/180*z + 1
*
[ 4 ] 
f(z) = 1/47*z^3 + 77/188*z + 1
*
[ 12/7 ] 
f(z) = 1/54*z^3 + 71/196*z + 1
*
[ -13/2 ] 
f(z) = 1/52*z^3 + 71/208*z + 1
*
[ 24/5 ] 
f(z) = 1/54*z^3 + 73/200*z + 1
*
[ 5 ] 
f(z) = 1/47*z^3 + 63/235*z + 1
*
[ 21/4 ] 
f(z) = 1/54*z^3 + 67/224*z + 1
*
[ 3/2 ] 
f(z) = 1/57*z^3 + 67/228*z + 1
*
[ 10/7 ] 
f(z) = 1/40*z^3 + 61/245*z + 1
*
[ -6 ] 
f(z) = 1/41*z^3 + 71/246*z + 1
*
-3/4 | 0.15633840643081033308043750113669280262 | 0.023762340332198020621518060604917164235
f(z) = 1/45*z^3 + 77/240*z + 1
*
[ 5 ] 
f(z) = 1/48*z^3 + 67/240*z + 1
*
[ 5 ] 
f(z) = 1/49*z^3 + 71/245*z + 1
*
[ 5 ] 
f(z) = 1/51*z^3 + 79/255*z + 1
*
[ -5 ] 
f(z) = 2/53*z^3 + 68/265*z + 1
*
[ 3/2 ] 
f(z) = 2/47*z^3 + 67/282*z + 1
*
[ 3/2 ] 
f(z) = 2/49*z^3 + 71/294*z + 1
*
[ -1 ]
f(z) = 2/41*z^3 + 80/41*z + 1
*
[ 3 ] 
f(z) = 1/55*z^3 + 83/165*z + 1
*
[ 3 ] 
f(z) = 1/56*z^3 + 85/168*z + 1
*
[ 14/5 ] 
f(z) = 1/56*z^3 + 88/175*z + 1
*
[ 3 ] 
f(z) = 1/58*z^3 + 89/174*z + 1
*
[ 3 ] 
f(z) = 1/59*z^3 + 91/177*z + 1
*
[ 5/2 ] 
f(z) = 1/45*z^3 + 83/180*z + 1
*
[ 4 ] 
f(z) = 1/49*z^3 + 83/196*z + 1
*
[ 4 ] 
f(z) = 1/51*z^3 + 89/204*z + 1
*
[ 4 ] 
f(z) = 1/53*z^3 + 95/212*z + 1
*
[ -6 ] 
f(z) = 1/43*z^3 + 85/258*z + 1
*
[ 5 ] 
f(z) = 1/52*z^3 + 83/260*z + 1
*
[ 5 ] 
f(z) = 1/53*z^3 + 87/265*z + 1
*
[ 5 ] 
f(z) = 1/54*z^3 + 91/270*z + 1
*
[ 5 ] 
f(z) = 1/56*z^3 + 99/280*z + 1
*
[ -5 ] 
f(z) = 2/57*z^3 + 92/285*z + 1
*
[ 8/3 ] 
f(z) = 1/48*z^3 + 103/216*z + 1
*
[ 4 ] 
f(z) = 1/55*z^3 + 101/220*z + 1
*
[ 5/2 ] 
f(z) = 1/55*z^3 + 107/220*z + 1
*
[ 7/2 ] 
f(z) = 1/56*z^3 + 111/224*z + 1
*
[ 4 ] 
f(z) = 1/57*z^3 + 107/228*z + 1
*
[ 4 ] 
f(z) = 1/59*z^3 + 113/236*z + 1
*
[ 15/4 ] 
f(z) = 1/45*z^3 + 101/240*z + 1
*
[ -6 ] 
f(z) = 1/47*z^3 + 113/282*z + 1
*
[ 5 ] 
f(z) = 1/57*z^3 + 103/285*z + 1
*
[ 5 ] 
f(z) = 1/58*z^3 + 107/290*z + 1
*
[ 5 ] 
f(z) = 1/59*z^3 + 111/295*z + 1
*
[ -5 ] 
f(z) = 2/59*z^3 + 104/295*z + 1
*
[ -6 ] 
f(z) = 1/49*z^3 + 127/294*z + 1
*
[ 9/4 ] 
f(z) = 1/54*z^3 + 133/288*z + 1
*
2 | 0.14778608678687446788022026291962893043 | 0.021038216449844579273641312090848165487
f(z) = 1/64*z^3 - 281/16*z + 1
*
[ -15 ] 
f(z) = 7/75*z^3 - 299/15*z + 1
*
-4/9 | 0.28222820485697080117658273228776242997 | 0.028664662059226678315523258771825948978
f(z) = 9/64*z^3 - 295/9*z + 1
*
[ -12 ] 
f(z) = 13/72*z^3 - 299/12*z + 1
*
0 | 0.17824648516369225789611743014682680103 | 0.027967604176272190735523632660633709883
f(z) = 1/78*z^3 - 293/39*z + 1
*
35/2 | 0.18499909661528992070374170284853895372 | 0.025524888375070723301991996927704152566
f(z) = 2/75*z^3 - 281/30*z + 1
*
-21/2 | 0.20033103815121211317311384361033622108 | 0.029567559222991787272569866301423387084
f(z) = 8/63*z^3 - 292/21*z + 1
*
[ 10 ] 
f(z) = 8/75*z^3 - 293/30*z + 1
*
[ -10 ] 
f(z) = 8/75*z^3 - 287/30*z + 1
*
[ 15/2 ] 
f(z) = 14/75*z^3 - 289/30*z + 1
*
[ -15/2 ] 
f(z) = 14/75*z^3 - 281/30*z + 1
*
[ 20/3 ] 
f(z) = 15/64*z^3 - 287/30*z + 1
*
[ 6 ] 
f(z) = 17/60*z^3 - 281/30*z + 1
*
[ 44/5 ] 
f(z) = 5/64*z^3 - 284/55*z + 1
*
6 | 0.19526555871341238780643081994906436327 | 0.027553658752148816530892002733537463749
f(z) = 9/64*z^3 - 299/48*z + 1
*
-6 | 0.20499518328618391462802786202047698139 | 0.029152833664167306293882136762547908279
f(z) = 9/64*z^3 - 283/48*z + 1
*
[ -20/3 ] 
f(z) = 11/64*z^3 - 292/45*z + 1
*
[ -6 ] 
f(z) = 13/64*z^3 - 295/48*z + 1
*
[ 16/3 ] 
f(z) = 15/64*z^3 - 281/48*z + 1
*
17 | 0.15975703398633911446779286680415468675 | 0.028125383678082359123584099058170306536
f(z) = 1/68*z^3 - 293/68*z + 1
*
-16 | 0.14650973552884983800136585761021531979 | 0.025824323527732649444643176644874594427
f(z) = 1/70*z^3 - 291/70*z + 1
*
[ -19 ] 
f(z) = 1/76*z^3 - 281/76*z + 1
*
3 | 0.14630127906354633689270446482647630823 | 0.025725674879257247576448051482203252781
f(z) = 1/78*z^3 - 295/78*z + 1
*
[ 11 ] 
f(z) = 3/77*z^3 - 293/77*z + 1
*
5/4 | 0.21147463311019698530219864152425709746 | 0.029010415918366240412310123793612463278
f(z) = 4/75*z^3 - 293/60*z + 1
*
0 | 0.14447687585531358171927485937660312134 | 0.025435296741856365254007191130772450947
f(z) = 5/72*z^3 - 293/72*z + 1
*
0 | 0.12268739280101359093294952895868117741 | 0.021573399762360869635597501993458740351
f(z) = 7/72*z^3 - 295/72*z + 1
*
2/7 | 0.11953796322952862832143471488100875826 | 0.015467330774482126112424424016274359889
f(z) = 7/72*z^3 - 284/63*z + 1
*
2 | 0.15663402500251074489336243179241251916 | 0.020295175037012272576233744536298617282
f(z) = 7/72*z^3 - 281/63*z + 1
*
13/2 | 0.15913564744365415386339256525770196808 | 0.028101140384407895109174401609634198508
f(z) = 8/65*z^3 - 288/65*z + 1
*
[ 13/2 ] 
f(z) = 8/65*z^3 - 283/65*z + 1
*
[ 19/3 ] 
f(z) = 9/76*z^3 - 297/76*z + 1
*
5 | 0.12274959104951591805104609805623259686 | 0.021689191054917088504217850653783365151
f(z) = 11/60*z^3 - 287/60*z + 1
*
0 | 0.14621686638709963988335442995869359662 | 0.025650085735368176328187051872743427235
f(z) = 11/72*z^3 - 299/72*z + 1
*
4 | 0.16212317557552313894639852738984048507 | 0.028717509617033770191991486732288044874
f(z) = 13/60*z^3 - 283/60*z + 1
*
[ 5 ] 
f(z) = 14/65*z^3 - 298/65*z + 1
*
7/2 | 0.11967117636279764250146350025472035952 | 0.021043027068754332179125906448465884223
f(z) = 16/77*z^3 - 295/77*z + 1
*
4 | 0.071694101901943699203901468761041543495 | 0.012667961337929718781520617248647008784
f(z) = 17/60*z^3 - 287/60*z + 1
*
[ 13/3 ] 
f(z) = 18/65*z^3 - 288/65*z + 1
*
12 | 0.16509587482183507356418116088847721827 | 0.024480193643160181924478976503223325634
f(z) = 1/63*z^3 - 283/84*z + 1
*
[ -12 ] 
f(z) = 2/63*z^3 - 293/84*z + 1
*
[ -10 ] 
f(z) = 3/64*z^3 - 287/80*z + 1
*
[ 36/5 ] 
f(z) = 5/64*z^3 - 287/90*z + 1
*
2/5 | 0.13015786838586215652741889109575091597 | 0.018528736143484857871153971374512719102
f(z) = 5/64*z^3 - 281/80*z + 1
*
2/5 | 0.14213764489966763245884238994760922858 | 0.020213719428673831937095409998749383174
f(z) = 15/64*z^3 - 283/80*z + 1
*
6 | 0.18307549329901256187425688113467210974 | 0.028915018527884736608594481399171854634
f(z) = 3/68*z^3 - 281/102*z + 1
*
2/3 | 0.18925305917704155504578110384001551325 | 0.029791295441646011843363539953799666978
f(z) = 3/76*z^3 - 287/114*z + 1
*
[ 15/2 ] 
f(z) = 4/63*z^3 - 284/105*z + 1
*
-12/5 | 0.15908434648785374512893190296331601765 | 0.023467973816690650671884477222384998255
f(z) = 5/63*z^3 - 293/105*z + 1
*
-6/5 | 0.12277407476969500401290695947820193640 | 0.018120655492539883897962585901998051628
f(z) = 5/63*z^3 - 292/105*z + 1
*
-6/7 | 0.15123588744544494704517009577973516405 | 0.021443622452912231305510487313745560922
f(z) = 7/64*z^3 - 289/112*z + 1
*
[ 2/7 ] 
f(z) = 7/64*z^3 - 281/112*z + 1
*
[ 6 ] 
f(z) = 7/68*z^3 - 293/102*z + 1
*
[ 6 ] 
f(z) = 7/76*z^3 - 283/114*z + 1
*
8/13 | 0.20697818890967501808161382633815336284 | 0.026818301915553232548110040078679891634
f(z) = 13/64*z^3 - 281/104*z + 1
*
[ 15/4 ] 
f(z) = 16/63*z^3 - 298/105*z + 1
*
12 | 0.10858679612749676178047942285562368116 | 0.019048832731960215367712314913672415788
f(z) = 1/66*z^3 - 299/132*z + 1
*
[ 10 ] 
f(z) = 2/65*z^3 - 283/130*z + 1
*
7/2 | 0.13523234874179171920697009653505382954 | 0.023984363643759820993284102193037264348
f(z) = 10/63*z^3 - 281/126*z + 1
*
-38/3 | 0.20973940823701074768737039877106131264 | 0.029738792555795261646223752142336926342
f(z) = 1/64*z^3 - 289/144*z + 1
*
-4 | 0.16925242931436158857334283732020721474 | 0.029761414233258384809218768894617306889
f(z) = 2/77*z^3 - 295/154*z + 1
*
7/4 | 0.12290907219285688752249521262281281866 | 0.021664387239145420496828809422129637307
f(z) = 8/77*z^3 - 291/154*z + 1
*
16/9 | 0.086059118570311811457252676465552150626 | 0.012202257535717963297035417183524546759
f(z) = 9/64*z^3 - 289/144*z + 1
*
[ -4 ] 
f(z) = 15/74*z^3 - 295/148*z + 1
*
21/4 | 0.15877906478279640092362050038637562008 | 0.023353104902232281292316302605650354099
f(z) = 2/63*z^3 - 299/168*z + 1
*
-21/8 | 0.15921269424556499883345756337756110803 | 0.023416882796040803734671051316863950149
f(z) = 8/63*z^3 - 299/168*z + 1
*
2 | 0.15888852184287041205593138845947668585 | 0.022528683714233270200718894620681028166
f(z) = 11/64*z^3 - 289/176*z + 1
*
-30/11 | 0.23498684301523737667614816626574880823 | 0.026537769397685778759664338920187881162
f(z) = 11/72*z^3 - 292/165*z + 1
*
3 | 0.16904993301732726809190392015605216833 | 0.029944473144880571943659075839874425239
f(z) = 1/64*z^3 - 283/192*z + 1
*
[ 2/5 ] 
f(z) = 5/76*z^3 - 287/190*z + 1
*
-26/5 | 0.12411483792763736538771627665315392601 | 0.019474126832709060620491560454253807427
f(z) = 5/78*z^3 - 293/195*z + 1
*
-13/3 | 0.14580878716850944907005127624586376537 | 0.025669781044513208218872958721640350755
f(z) = 6/65*z^3 - 293/195*z + 1
*
[ 3 ] 
f(z) = 15/61*z^3 - 283/183*z + 1
*
[ 3 ] 
f(z) = 15/62*z^3 - 281/186*z + 1
*
[ -52/15 ] 
f(z) = 15/64*z^3 - 298/195*z + 1
*
[ 2/5 ] 
f(z) = 15/76*z^3 - 291/190*z + 1
*
-6 | 0.15210771619892889232218861175385000150 | 0.026943432283886712279899657785377212688
f(z) = 1/70*z^3 - 283/210*z + 1
*
[ 30/7 ] 
f(z) = 7/60*z^3 - 289/210*z + 1
*
5/2 | 0.21486245998490771108109700890283199137 | 0.029393425926475797210167521222014938803
f(z) = 14/75*z^3 - 299/210*z + 1
*
[ 3 ] 
f(z) = 16/67*z^3 - 298/201*z + 1
*
[ 3 ] 
f(z) = 16/71*z^3 - 290/213*z + 1
*
[ 3 ] 
f(z) = 16/73*z^3 - 286/219*z + 1
*
[ 9 ] 
f(z) = 2/75*z^3 - 286/225*z + 1
*
7 | 0.16358124756573190872899521799201489900 | 0.028868501538881316367717927600054390552
f(z) = 3/76*z^3 - 289/228*z + 1
*
-11/3 | 0.15251262102316737971066271217115435428 | 0.026915131778396221843910048548527250083
f(z) = 3/77*z^3 - 289/231*z + 1
*
[ -6 ] 
f(z) = 5/74*z^3 - 281/222*z + 1
*
[ -34/7 ] 
f(z) = 7/68*z^3 - 291/238*z + 1
*
[ 18/5 ] 
f(z) = 11/72*z^3 - 283/225*z + 1
*
-10/3 | 0.18797043418063670163651156537003347412 | 0.026600341440072361093140625003722992371
f(z) = 3/64*z^3 - 293/240*z + 1
*
[ -15/4 ] 
f(z) = 13/75*z^3 - 281/240*z + 1
*
-2/3 | 0.16642957075299949963529019867458559865 | 0.023597923353443149130187381892134946680
f(z) = 15/64*z^3 - 289/240*z + 1
*
-6/5 | 0.17365728915978873471093541592916763343 | 0.024721133882552752807001137218099181996
f(z) = 15/64*z^3 - 281/240*z + 1
*
[ 5/2 ] 
f(z) = 17/60*z^3 - 281/240*z + 1
*
11/2 | 0.14034754787727516715382435640401105748 | 0.024768263246343516057721254432742800280
f(z) = 1/66*z^3 - 289/264*z + 1
*
[ 13/2 ] 
f(z) = 3/65*z^3 - 287/260*z + 1
*
[ -11/2 ] 
f(z) = 5/66*z^3 - 293/264*z + 1
*
[ 1/2 ] 
f(z) = 5/69*z^3 - 281/276*z + 1
*
[ 1/2 ] 
f(z) = 7/69*z^3 - 283/276*z + 1
*
[ 1/2 ] 
f(z) = 9/68*z^3 - 281/272*z + 1
*
[ -4 ] 
f(z) = 10/69*z^3 - 295/276*z + 1
*
[ 1/2 ] 
f(z) = 11/68*z^3 - 283/272*z + 1
*
[ 1/2 ] 
f(z) = 11/69*z^3 - 287/276*z + 1
*
5/4 | 0.15151370223484644750146882457062242025 | 0.026838212276533455024892190360514475295
f(z) = 12/65*z^3 - 283/260*z + 1
*
[ -10/3 ] 
f(z) = 13/60*z^3 - 299/270*z + 1
*
[ 1/2 ] 
f(z) = 13/67*z^3 - 281/268*z + 1
*
[ 1/2 ] 
f(z) = 13/68*z^3 - 285/272*z + 1
*
[ 1/2 ] 
f(z) = 13/69*z^3 - 289/276*z + 1
*
[ 1/2 ] 
f(z) = 15/67*z^3 - 283/268*z + 1
*
[ 1/2 ] 
f(z) = 15/68*z^3 - 287/272*z + 1
*
[ -10/3 ] 
f(z) = 16/75*z^3 - 289/270*z + 1
*
[ 1/2 ] 
f(z) = 17/66*z^3 - 281/264*z + 1
*
[ 1/2 ] 
f(z) = 17/67*z^3 - 285/268*z + 1
*
[ 1/2 ] 
f(z) = 17/69*z^3 - 293/276*z + 1
*
[ 1/2 ] 
f(z) = 19/66*z^3 - 283/264*z + 1
*
[ 1/2 ] 
f(z) = 19/67*z^3 - 287/268*z + 1
*
[ 1/2 ] 
f(z) = 19/68*z^3 - 291/272*z + 1
*
[ 1/2 ] 
f(z) = 19/69*z^3 - 295/276*z + 1
*
[ 1/2 ] 
f(z) = 1/70*z^3 - 281/280*z + 1
*
[ 1/2 ] 
f(z) = 1/71*z^3 - 285/284*z + 1
*
[ 1/2 ] 
f(z) = 1/72*z^3 - 289/288*z + 1
*
[ 1/2 ] 
f(z) = 1/73*z^3 - 293/292*z + 1
*
[ 1/2 ] 
f(z) = 1/74*z^3 - 297/296*z + 1
*
[ 1/2 ] 
f(z) = 3/70*z^3 - 283/280*z + 1
*
[ 1/2 ] 
f(z) = 3/71*z^3 - 287/284*z + 1
*
[ 1/2 ] 
f(z) = 3/73*z^3 - 295/292*z + 1
*
[ 1/2 ] 
f(z) = 3/74*z^3 - 299/296*z + 1
*
[ 1/2 ] 
f(z) = 5/71*z^3 - 289/284*z + 1
*
[ 1/2 ] 
f(z) = 5/72*z^3 - 293/288*z + 1
*
[ 1/2 ] 
f(z) = 5/73*z^3 - 297/292*z + 1
*
[ 1/2 ] 
f(z) = 7/71*z^3 - 291/284*z + 1
*
[ 1/2 ] 
f(z) = 7/72*z^3 - 295/288*z + 1
*
[ 1/2 ] 
f(z) = 7/73*z^3 - 299/292*z + 1
*
[ 4 ] 
f(z) = 8/71*z^3 - 299/284*z + 1
*
[ 4 ] 
f(z) = 8/73*z^3 - 293/292*z + 1
*
[ 1/2 ] 
f(z) = 9/70*z^3 - 289/280*z + 1
*
[ 1/2 ] 
f(z) = 9/71*z^3 - 293/284*z + 1
*
[ -4 ] 
f(z) = 10/71*z^3 - 285/284*z + 1
*
[ 1/2 ] 
f(z) = 11/70*z^3 - 291/280*z + 1
*
[ 1/2 ] 
f(z) = 11/71*z^3 - 295/284*z + 1
*
[ 1/2 ] 
f(z) = 11/72*z^3 - 299/288*z + 1
*
[ -44/13 ] 
f(z) = 13/64*z^3 - 295/286*z + 1
*
[ 1/2 ] 
f(z) = 13/70*z^3 - 293/280*z + 1
*
[ 1/2 ] 
f(z) = 13/71*z^3 - 297/284*z + 1
*
[ 1/2 ] 
f(z) = 15/71*z^3 - 299/284*z + 1
*
[ 1/2 ] 
f(z) = 17/70*z^3 - 297/280*z + 1
*
[ 1/2 ] 
f(z) = 19/70*z^3 - 299/280*z + 1
*
[ 18 ] 
f(z) = 7/72*z^3 - 275/9*z + 1
*
[ -18 ] 
f(z) = 7/72*z^3 - 274/9*z + 1
*
[ -20 ] 
f(z) = 9/64*z^3 - 276/5*z + 1
*
[ 21 ] 
f(z) = 2/63*z^3 - 274/21*z + 1
*
[ -21 ] 
f(z) = 2/63*z^3 - 272/21*z + 1
*
78/7 | 0.26166486469512394668218194834503030902 | 0.029715480795969005009160517395255297639
f(z) = 7/72*z^3 - 278/21*z + 1
*
[ 21/2 ] 
f(z) = 8/63*z^3 - 275/21*z + 1
*
[ -21/2 ] 
f(z) = 8/63*z^3 - 271/21*z + 1
*
[ -6 ] 
f(z) = 17/60*z^3 - 271/30*z + 1
*
0 | 0.17927811944639397058665375756607913459 | 0.028631854593899982580826171343827556859
f(z) = 17/78*z^3 - 262/39*z + 1
*
0 | 0.15451272771126707387983298128986422190 | 0.024661659905055164040770527274605794231
f(z) = 19/78*z^3 - 263/39*z + 1
*
-34/3 | 0.16699864867166882862446357219748385916 | 0.023973308760652592469304572456055594919
f(z) = 3/64*z^3 - 265/48*z + 1
*
[ 10 ] 
f(z) = 5/72*z^3 - 272/45*z + 1
*
[ -10 ] 
f(z) = 5/72*z^3 - 263/45*z + 1
*
6 | 0.16374911046295502992375716867369288357 | 0.024437499100602681576260214887330689109
f(z) = 11/63*z^3 - 271/42*z + 1
*
[ 6 ] 
f(z) = 13/63*z^3 - 277/42*z + 1
*
[ -6 ] 
f(z) = 13/63*z^3 - 263/42*z + 1
*
[ -16/3 ] 
f(z) = 15/64*z^3 - 263/48*z + 1
*
0 | 0.13787252649756095642257045605854433906 | 0.024709534475209445245023674077166153503
f(z) = 1/66*z^3 - 265/66*z + 1
*
0 | 0.16323392551722994190914597663329042087 | 0.029099696277525836078876243441218334451
f(z) = 1/68*z^3 - 273/68*z + 1
*
14 | 0.11466206236350044498849650713603192739 | 0.020467624131095287553634495107230088145
f(z) = 1/70*z^3 - 271/70*z + 1
*
5/2 | 0.20955103166134588056422568588769982775 | 0.029087547074156398426845992354310720890
f(z) = 1/75*z^3 - 269/60*z + 1
*
[ 20 ] 
f(z) = 1/75*z^3 - 263/60*z + 1
*
[ -13 ] 
f(z) = 2/65*z^3 - 268/65*z + 1
*
-13 | 0.11930291647439976331728218510303554211 | 0.021410556094726730523482959827133794002
f(z) = 2/75*z^3 - 263/75*z + 1
*
7 | 0.10129915575205459772983782961036356641 | 0.018070412503698592788499426553763107695
f(z) = 5/63*z^3 - 272/63*z + 1
*
[ 4/21 ] 
f(z) = 7/64*z^3 - 268/63*z + 1
*
[ 44/7 ] 
f(z) = 7/64*z^3 - 268/77*z + 1
*
[ 15/2 ] 
f(z) = 7/75*z^3 - 263/60*z + 1
*
[ -13/2 ] 
f(z) = 8/65*z^3 - 263/65*z + 1
*
4/3 | 0.14408265350284871376970197079484987692 | 0.025893094634578304416899690550510316724
f(z) = 9/70*z^3 - 261/70*z + 1
*
-5 | 0.10660386551140906292990286535013331128 | 0.019131536008480562767718386091411082501
f(z) = 11/60*z^3 - 263/60*z + 1
*
-5 | 0.12144122464761127776781892189758579557 | 0.021824203302013112948645110973738387111
f(z) = 11/70*z^3 - 261/70*z + 1
*
[ -11/2 ] 
f(z) = 12/77*z^3 - 272/77*z + 1
*
[ 5 ] 
f(z) = 13/60*z^3 - 277/60*z + 1
*
[ 5 ] 
f(z) = 13/70*z^3 - 269/70*z + 1
*
[ -5 ] 
f(z) = 14/65*z^3 - 272/65*z + 1
*
[ 9/2 ] 
f(z) = 16/63*z^3 - 275/63*z + 1
*
11/3 | 0.15641910675812810897484345258862471399 | 0.028071569065544091029109841487589911776
f(z) = 18/77*z^3 - 263/77*z + 1
*
21/4 | 0.15840699883489096548087570872704515203 | 0.023640256002688763145982515187165942801
f(z) = 4/63*z^3 - 271/84*z + 1
*
14/5 | 0.15819755504172087807880894464258920272 | 0.022685391715358871734253997531899489656
f(z) = 15/64*z^3 - 267/80*z + 1
*
[ 15 ] 
f(z) = 1/63*z^3 - 277/105*z + 1
*
[ -15 ] 
f(z) = 1/63*z^3 - 263/105*z + 1
*
-20/3 | 0.18136578942026315654406506392251380057 | 0.028947656826384708008636999652974365431
f(z) = 3/70*z^3 - 263/105*z + 1
*
-24/5 | 0.16613793451284877429070594846234803810 | 0.024919605703986256826589182624328492811
f(z) = 5/63*z^3 - 262/105*z + 1
*
-30/7 | 0.25622039347429644686907479992231923964 | 0.029218747979484351259985160150817576243
f(z) = 7/72*z^3 - 268/105*z + 1
*
-5 | 0.16771891001668245235086155634166552191 | 0.023280876508499450699070127463195088700
f(z) = 7/75*z^3 - 269/105*z + 1
*
5/7 | 0.18418123990211772520824908031728780805 | 0.025659908481838408264946863937897156735
f(z) = 14/75*z^3 - 262/105*z + 1
*
8 | 0.080329469671104041143535051409064279336 | 0.014416232790267802487988165023226336660
f(z) = 1/60*z^3 - 263/120*z + 1
*
[ 14 ] 
f(z) = 1/63*z^3 - 275/126*z + 1
*
[ 15 ] 
f(z) = 1/72*z^3 - 263/120*z + 1
*
-5/4 | 0.18215553076850534213038879738672137446 | 0.025284807877298584342361685781230718879
f(z) = 2/75*z^3 - 269/120*z + 1
*
[ 8 ] 
f(z) = 3/68*z^3 - 265/136*z + 1
*
76/21 | 0.26650116083700093587778577605127224844 | 0.029342246675209687107549666347389353084
f(z) = 7/64*z^3 - 275/126*z + 1
*
[ 36/7 ] 
f(z) = 7/64*z^3 - 263/126*z + 1
*
-35/8 | 0.12378998354828857302015184146257100460 | 0.017183150782998934484344781127542499774
f(z) = 8/75*z^3 - 269/120*z + 1
*
[ -4 ] 
f(z) = 13/62*z^3 - 261/124*z + 1
*
20/13 | 0.26114123934051401045604517528692367893 | 0.028729188525876062207336421212555443269
f(z) = 13/64*z^3 - 277/130*z + 1
*
14/3 | 0.15839510433207476664149616579380974614 | 0.022738236342225027087613719584111104419
f(z) = 1/64*z^3 - 265/144*z + 1
*
-12 | 0.11167935667150487561369718608992965639 | 0.019883195296653782864777600213706132959
f(z) = 1/78*z^3 - 275/156*z + 1
*
4 | 0.14665518004829052203260412180238003380 | 0.026178520080954165544490317389854960647
f(z) = 3/70*z^3 - 271/140*z + 1
*
-6 | 0.12777602935919308178417858141033089345 | 0.022931173226963789731362859099485209284
f(z) = 4/75*z^3 - 263/150*z + 1
*
[ -16/3 ] 
f(z) = 7/64*z^3 - 277/144*z + 1
*
2 | 0.10705080584800609971139713315937881398 | 0.015367561606540744601684221735497499073
f(z) = 9/64*z^3 - 265/144*z + 1
*
4/3 | 0.077855150471297208795913994451822165728 | 0.013843333593048709021461678957797593686
f(z) = 9/70*z^3 - 277/140*z + 1
*
[ 14/3 ] 
f(z) = 9/77*z^3 - 271/154*z + 1
*
-28/11 | 0.24090527572400173773897787908097879092 | 0.026632711122585305932382961134812688210
f(z) = 11/64*z^3 - 265/154*z + 1
*
-36/17 | 0.25290036610019483651859773971257895952 | 0.025989045473518099646322715775902011068
f(z) = 17/64*z^3 - 263/153*z + 1
*
[ 2/5 ] 
f(z) = 15/68*z^3 - 261/170*z + 1
*
-36/19 | 0.28993804260293005441845914513103842912 | 0.029795184126878858142948011105380989514
f(z) = 19/64*z^3 - 263/171*z + 1
*
9 | 0.11229204144228278837836391207968968517 | 0.020152357740619689594266345593662142140
f(z) = 1/60*z^3 - 263/180*z + 1
*
0 | 0.15403270679109895764827380476848368179 | 0.027605764364025195385349067363754036417
f(z) = 3/64*z^3 - 265/192*z + 1
*
-13/6 | 0.13691227953266366407140306372673854673 | 0.024391440376507607240230030591737731875
f(z) = 12/65*z^3 - 274/195*z + 1
*
[ 3 ] 
f(z) = 15/64*z^3 - 277/192*z + 1
*
[ -3 ] 
f(z) = 19/61*z^3 - 269/183*z + 1
*
[ -3 ] 
f(z) = 19/62*z^3 - 265/186*z + 1
*
-6/7 | 0.13414619281746373425715433920122164288 | 0.021410972635240102582505241829715346734
f(z) = 7/60*z^3 - 263/210*z + 1
*
-28/15 | 0.22622713854448954457025702854084266140 | 0.024968650166300144502518932524084368364
f(z) = 15/64*z^3 - 269/210*z + 1
*
[ 3 ] 
f(z) = 15/67*z^3 - 271/201*z + 1
*
[ 3 ] 
f(z) = 15/68*z^3 - 269/204*z + 1
*
[ 3 ] 
f(z) = 15/71*z^3 - 263/213*z + 1
*
[ 3 ] 
f(z) = 16/77*z^3 - 278/231*z + 1
*
[ 3 ] 
f(z) = 16/79*z^3 - 274/237*z + 1
*
[ 1/2 ] 
f(z) = 5/64*z^3 - 261/256*z + 1
*
[ 4 ] 
f(z) = 7/61*z^3 - 265/244*z + 1
*
[ 1/2 ] 
f(z) = 7/64*z^3 - 263/256*z + 1
*
[ -4 ] 
f(z) = 9/61*z^3 - 271/244*z + 1
*
[ 1/2 ] 
f(z) = 9/64*z^3 - 265/256*z + 1
*
[ 1/2 ] 
f(z) = 11/63*z^3 - 263/252*z + 1
*
[ 1/2 ] 
f(z) = 11/64*z^3 - 267/256*z + 1
*
[ 1/2 ] 
f(z) = 13/62*z^3 - 261/248*z + 1
*
[ 1/2 ] 
f(z) = 13/63*z^3 - 265/252*z + 1
*
[ 1/2 ] 
f(z) = 13/64*z^3 - 269/256*z + 1
*
[ 1/2 ] 
f(z) = 15/62*z^3 - 263/248*z + 1
*
[ 1/2 ] 
f(z) = 15/64*z^3 - 271/256*z + 1
*
[ 1/2 ] 
f(z) = 17/61*z^3 - 261/244*z + 1
*
[ 1/2 ] 
f(z) = 17/62*z^3 - 265/248*z + 1
*
[ 1/2 ] 
f(z) = 17/63*z^3 - 269/252*z + 1
*
[ 1/2 ] 
f(z) = 17/64*z^3 - 273/256*z + 1
*
[ 1/2 ] 
f(z) = 19/61*z^3 - 263/244*z + 1
*
[ 1/2 ] 
f(z) = 19/62*z^3 - 267/248*z + 1
*
[ 1/2 ] 
f(z) = 19/63*z^3 - 271/252*z + 1
*
[ 1/2 ] 
f(z) = 19/64*z^3 - 275/256*z + 1
*
[ -20/7 ] 
f(z) = 19/64*z^3 - 263/245*z + 1
*
13/2 | 0.14286644643133375954138766007817178035 | 0.025535981525735325558335629631033199288
f(z) = 1/65*z^3 - 269/260*z + 1
*
[ 1/2 ] 
f(z) = 1/65*z^3 - 261/260*z + 1
*
[ 1/2 ] 
f(z) = 1/67*z^3 - 269/268*z + 1
*
[ 1/2 ] 
f(z) = 3/65*z^3 - 263/260*z + 1
*
[ 1/2 ] 
f(z) = 3/67*z^3 - 271/268*z + 1
*
[ 1/2 ] 
f(z) = 3/68*z^3 - 275/272*z + 1
*
[ 1/2 ] 
f(z) = 5/66*z^3 - 269/264*z + 1
*
[ 1/2 ] 
f(z) = 5/67*z^3 - 273/268*z + 1
*
[ 1/2 ] 
f(z) = 5/68*z^3 - 277/272*z + 1
*
[ 1/2 ] 
f(z) = 7/65*z^3 - 267/260*z + 1
*
[ 1/2 ] 
f(z) = 7/66*z^3 - 271/264*z + 1
*
[ 1/2 ] 
f(z) = 7/67*z^3 - 275/268*z + 1
*
[ 1/2 ] 
f(z) = 7/68*z^3 - 279/272*z + 1
*
[ 1/2 ] 
f(z) = 9/65*z^3 - 269/260*z + 1
*
[ 1/2 ] 
f(z) = 9/67*z^3 - 277/268*z + 1
*
[ 1/2 ] 
f(z) = 11/65*z^3 - 271/260*z + 1
*
[ 1/2 ] 
f(z) = 11/67*z^3 - 279/268*z + 1
*
[ 1/2 ] 
f(z) = 13/66*z^3 - 277/264*z + 1
*
-13/8 | 0.057435168382526639856649383244678242321 | 0.010265975219371217988642345231492347576
f(z) = 16/65*z^3 - 269/260*z + 1
*
[ 1/2 ] 
f(z) = 17/65*z^3 - 277/260*z + 1
*
[ 5/2 ] 
f(z) = 17/65*z^3 - 269/260*z + 1
*
[ 1/2 ] 
f(z) = 19/65*z^3 - 279/260*z + 1
*
[ -4 ] 
f(z) = 10/73*z^3 - 275/292*z + 1
*
[ -7/2 ] 
f(z) = 13/70*z^3 - 277/280*z + 1
*
2 | 0.19649177683709379395498367647874590836 | 0.028461612151462222302909679768917269049
f(z) = 1/64*z^3 - 249/16*z + 1
*
[ -28 ] 
f(z) = 3/64*z^3 - 250/7*z + 1
*
[ 12 ] 
f(z) = 11/72*z^3 - 253/12*z + 1
*
[ -12 ] 
f(z) = 11/72*z^3 - 251/12*z + 1
*
[ 12 ] 
f(z) = 19/64*z^3 - 251/6*z + 1
*
24 | 0.22523317985751445537632670369272979491 | 0.029776054866175792835181777835293756070
f(z) = 1/64*z^3 - 241/24*z + 1
*
[ 10 ] 
f(z) = 7/75*z^3 - 253/30*z + 1
*
[ -10 ] 
f(z) = 7/75*z^3 - 247/30*z + 1
*
-6 | 0.18114741979407466384236349269394799224 | 0.028983701978407594497640798957237125596
f(z) = 13/60*z^3 - 259/30*z + 1
*
0 | 0.15612114370556731517046802512062612061 | 0.025057637201735804445918847092461858318
f(z) = 13/66*z^3 - 254/33*z + 1
*
-92/15 | 0.25262524186652985311696131477227748627 | 0.028023351148238997394141449860831983991
f(z) = 15/64*z^3 - 257/30*z + 1
*
2 | 0.11984987505654113184648463498965646516 | 0.017442625911628822129611606085439683470
f(z) = 3/64*z^3 - 241/48*z + 1
*
2 | 0.16334796179160194922307090806854482748 | 0.021582951383763856047523774088929694915
f(z) = 5/72*z^3 - 242/45*z + 1
*
6 | 0.20307202870398565810452624537552847376 | 0.029483917050509889720930452935275558324
f(z) = 7/64*z^3 - 245/48*z + 1
*
6 | 0.17628564969066692582288754688684618490 | 0.026677607900917539022582390203188750557
f(z) = 10/63*z^3 - 247/42*z + 1
*
[ 6 ] 
f(z) = 11/64*z^3 - 257/48*z + 1
*
[ -6 ] 
f(z) = 11/64*z^3 - 241/48*z + 1
*
0 | 0.15664256735152668102009509304058086683 | 0.028228585255465005554236562989901571165
f(z) = 1/64*z^3 - 257/64*z + 1
*
[ -20 ] 
f(z) = 1/75*z^3 - 257/60*z + 1
*
13 | 0.11973874781290501872923589647352332230 | 0.021781896224672754320994169075056367740
f(z) = 1/75*z^3 - 244/75*z + 1
*
13 | 0.14325713776600262202139452979818384468 | 0.025889581432473243542076384921331605181
f(z) = 1/78*z^3 - 253/78*z + 1
*
-13 | 0.14787969256002624819168402750903787444 | 0.026961744318565336693257630054955460785
f(z) = 1/78*z^3 - 241/78*z + 1
*
[ -9 ] 
f(z) = 4/63*z^3 - 254/63*z + 1
*
13/2 | 0.15629492129562235357918060221689525848 | 0.028431897095033155593834511497764075829
f(z) = 4/65*z^3 - 244/65*z + 1
*
6 | 0.15076429266994623646322735225303438699 | 0.027169260317106111014494464857340486011
f(z) = 5/66*z^3 - 257/66*z + 1
*
[ 8 ] 
f(z) = 5/72*z^3 - 257/72*z + 1
*
[ -15/2 ] 
f(z) = 7/75*z^3 - 247/60*z + 1
*
0 | 0.14290365416774336044535929030263232452 | 0.026054502272483601673384731912504649382
f(z) = 7/78*z^3 - 241/78*z + 1
*
-11/2 | 0.16331932805119839819857556938281047848 | 0.029600493400830806750448617355095008379
f(z) = 8/77*z^3 - 249/77*z + 1
*
1/3 | 0.14679536384684701275366296194264616741 | 0.026454018939554488049978671994548381478
f(z) = 9/64*z^3 - 257/64*z + 1
*
0 | 0.16300352667808060165656825893582465986 | 0.029630226475397565047095672815187473354
f(z) = 11/78*z^3 - 245/78*z + 1
*
[ 5 ] 
f(z) = 12/65*z^3 - 248/65*z + 1
*
[ -5 ] 
f(z) = 13/70*z^3 - 241/70*z + 1
*
-35/8 | 0.12401577119659417803482859489830702394 | 0.017324233946160007531435812352792508603
f(z) = 16/75*z^3 - 257/60*z + 1
*
3 | 0.15295918951052145757728405379594721035 | 0.027682651756428855207011313344148397664
f(z) = 19/60*z^3 - 251/60*z + 1
*
[ 4 ] 
f(z) = 19/68*z^3 - 253/68*z + 1
*
[ 44/9 ] 
f(z) = 9/64*z^3 - 254/99*z + 1
*
-36/11 | 0.27998467738151871346807935491003570286 | 0.028911086597084848026312071551464415917
f(z) = 11/64*z^3 - 251/99*z + 1
*
-16/5 | 0.11834770142592723021009289575714034118 | 0.017162579343243219054785571233251096860
f(z) = 15/64*z^3 - 247/80*z + 1
*
2/3 | 0.18307342372807897063569765176199955618 | 0.029328240266768122237934441898953947971
f(z) = 3/68*z^3 - 257/102*z + 1
*
[ -15/2 ] 
f(z) = 4/63*z^3 - 256/105*z + 1
*
3 | 0.14211487932413588809403721964341483466 | 0.021378089846885934893510478193935196520
f(z) = 5/63*z^3 - 257/105*z + 1
*
2 | 0.13377823719047834322500967543047948750 | 0.019377626700268731590768055041828352164
f(z) = 7/64*z^3 - 249/112*z + 1
*
[ -6 ] 
f(z) = 7/68*z^3 - 259/102*z + 1
*
[ -6 ] 
f(z) = 7/76*z^3 - 245/114*z + 1
*
[ 14/3 ] 
f(z) = 9/64*z^3 - 255/112*z + 1
*
-36/13 | 0.25124454816492579458356333951050733545 | 0.025880264204911119297806680140234630062
f(z) = 13/64*z^3 - 257/117*z + 1
*
18/13 | 0.081467426772675822755491095570240805778 | 0.010764183967218637346332081464639185024
f(z) = 13/72*z^3 - 242/117*z + 1
*
28/15 | 0.28720385933829802148488613067219580018 | 0.029705812638291128613688491381736643499
f(z) = 15/64*z^3 - 247/105*z + 1
*
[ -15/4 ] 
f(z) = 16/63*z^3 - 242/105*z + 1
*
[ -14 ] 
f(z) = 1/63*z^3 - 257/126*z + 1
*
[ -15 ] 
f(z) = 1/72*z^3 - 247/120*z + 1
*
[ -10 ] 
f(z) = 2/65*z^3 - 257/130*z + 1
*
[ 6 ] 
f(z) = 5/69*z^3 - 245/138*z + 1
*
-11/4 | 0.14580943930786316843429812324498639439 | 0.026388685400834171310634802495170846421
f(z) = 8/65*z^3 - 251/130*z + 1
*
-28/9 | 0.25322968240223672676070033198051566449 | 0.028090400858929794266146338601955514380
f(z) = 9/64*z^3 - 257/126*z + 1
*
[ -9/2 ] 
f(z) = 10/63*z^3 - 251/126*z + 1
*
[ 4 ] 
f(z) = 11/62*z^3 - 259/124*z + 1
*
[ -4 ] 
f(z) = 13/66*z^3 - 251/132*z + 1
*
5/4 | 0.17993572375557668020619333808827947617 | 0.025219127734250685140549497250813833936
f(z) = 14/75*z^3 - 251/120*z + 1
*
-76/45 | 0.26569120976269426370009212730665466199 | 0.027346553000168994327602286710774569973
f(z) = 15/64*z^3 - 259/135*z + 1
*
26/3 | 0.080030378878863908704507945558240539675 | 0.011647404385623148880675743793464991943
f(z) = 1/64*z^3 - 241/144*z + 1
*
[ 14 ] 
f(z) = 1/77*z^3 - 249/154*z + 1
*
3/2 | 0.11921930889904130350129910592231554014 | 0.021454561410809328961895633428510065767
f(z) = 2/75*z^3 - 259/150*z + 1
*
[ 8 ] 
f(z) = 3/76*z^3 - 251/152*z + 1
*
[ 4 ] 
f(z) = 11/70*z^3 - 247/140*z + 1
*
[ 4 ] 
f(z) = 11/74*z^3 - 241/148*z + 1
*
[ -4 ] 
f(z) = 13/70*z^3 - 241/140*z + 1
*
[ -7/2 ] 
f(z) = 18/77*z^3 - 243/154*z + 1
*
21/4 | 0.18805420930315760201451294657495208549 | 0.028389546726371477186651298728046173911
f(z) = 2/63*z^3 - 251/168*z + 1
*
[ 2/5 ] 
f(z) = 5/68*z^3 - 257/170*z + 1
*
-21/8 | 0.13605556378817459630940168804005515176 | 0.020539586961972576090950841226441709014
f(z) = 8/63*z^3 - 251/168*z + 1
*
[ 3 ] 
f(z) = 14/61*z^3 - 256/183*z + 1
*
[ 3 ] 
f(z) = 14/65*z^3 - 248/195*z + 1
*
[ -3 ] 
f(z) = 18/61*z^3 - 242/183*z + 1
*
[ -3 ] 
f(z) = 19/64*z^3 - 257/192*z + 1
*
[ -3 ] 
f(z) = 19/65*z^3 - 253/195*z + 1
*
[ 12 ] 
f(z) = 1/68*z^3 - 245/204*z + 1
*
[ -9 ] 
f(z) = 2/69*z^3 - 256/207*z + 1
*
-10/3 | 0.12544859048810397090569686561336560460 | 0.022769966976930295459406534086658045924
f(z) = 3/70*z^3 - 247/210*z + 1
*
-4 | 0.15847136083187375128171548164071130274 | 0.028558152457710638915295140194333307821
f(z) = 9/70*z^3 - 257/210*z + 1
*
-21/10 | 0.16141565798711059890311963880577117482 | 0.024281471831476317273813185564181934510
f(z) = 10/63*z^3 - 257/210*z + 1
*
[ 3 ] 
f(z) = 14/67*z^3 - 244/201*z + 1
*
[ 3 ] 
f(z) = 15/73*z^3 - 259/219*z + 1
*
[ -3 ] 
f(z) = 19/67*z^3 - 245/201*z + 1
*
[ -3 ] 
f(z) = 19/68*z^3 - 241/204*z + 1
*
-21/11 | 0.17848529113257036655805924532064216242 | 0.026849226543526697512538721464661185334
f(z) = 11/63*z^3 - 257/231*z + 1
*
[ 3 ] 
f(z) = 15/74*z^3 - 257/222*z + 1
*
[ 3 ] 
f(z) = 15/76*z^3 - 253/228*z + 1
*
[ 3 ] 
f(z) = 15/77*z^3 - 251/231*z + 1
*
[ 3 ] 
f(z) = 15/79*z^3 - 247/237*z + 1
*
[ -52/17 ] 
f(z) = 17/64*z^3 - 256/221*z + 1
*
[ 1/2 ] 
f(z) = 1/61*z^3 - 245/244*z + 1
*
[ 1/2 ] 
f(z) = 1/62*z^3 - 249/248*z + 1
*
[ 1/2 ] 
f(z) = 1/63*z^3 - 253/252*z + 1
*
[ 1/2 ] 
f(z) = 1/64*z^3 - 257/256*z + 1
*
[ 1/2 ] 
f(z) = 3/61*z^3 - 247/244*z + 1
*
[ 1/2 ] 
f(z) = 3/62*z^3 - 251/248*z + 1
*
[ 1/2 ] 
f(z) = 3/64*z^3 - 259/256*z + 1
*
[ 1/2 ] 
f(z) = 5/61*z^3 - 249/244*z + 1
*
[ 1/2 ] 
f(z) = 5/62*z^3 - 253/248*z + 1
*
[ 1/2 ] 
f(z) = 5/63*z^3 - 257/252*z + 1
*
[ 1/2 ] 
f(z) = 7/60*z^3 - 247/240*z + 1
*
[ 1/2 ] 
f(z) = 7/61*z^3 - 251/244*z + 1
*
[ 1/2 ] 
f(z) = 7/62*z^3 - 255/248*z + 1
*
[ 1/2 ] 
f(z) = 9/61*z^3 - 253/244*z + 1
*
[ 1/2 ] 
f(z) = 9/62*z^3 - 257/248*z + 1
*
[ 1/2 ] 
f(z) = 11/60*z^3 - 251/240*z + 1
*
[ 1/2 ] 
f(z) = 11/61*z^3 - 255/244*z + 1
*
[ 1/2 ] 
f(z) = 11/62*z^3 - 259/248*z + 1
*
[ 1/2 ] 
f(z) = 13/60*z^3 - 253/240*z + 1
*
[ 1/2 ] 
f(z) = 13/61*z^3 - 257/244*z + 1
*
[ 20/7 ] 
f(z) = 13/64*z^3 - 247/245*z + 1
*
[ 1/2 ] 
f(z) = 15/61*z^3 - 259/244*z + 1
*
[ 1/2 ] 
f(z) = 17/60*z^3 - 257/240*z + 1
*
[ 1/2 ] 
f(z) = 19/60*z^3 - 259/240*z + 1
*
[ 4 ] 
f(z) = 7/65*z^3 - 253/260*z + 1
*
[ 4 ] 
f(z) = 7/67*z^3 - 247/268*z + 1
*
[ 4 ] 
f(z) = 7/69*z^3 - 241/276*z + 1
*
[ -4 ] 
f(z) = 9/65*z^3 - 251/260*z + 1
*
[ -4 ] 
f(z) = 9/67*z^3 - 241/268*z + 1
*
[ 10/3 ] 
f(z) = 11/75*z^3 - 251/270*z + 1
*
-21/13 | 0.18157888529299937011345820575768270511 | 0.027068665661194563039406960303078000489
f(z) = 13/63*z^3 - 251/273*z + 1
*
-3/2 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = 19/66*z^3 - 259/264*z + 1
*
[ 32/3 ] 
f(z) = 1/64*z^3 - 251/288*z + 1
*
-7/2 | 0.14789412654386827114232918296750777249 | 0.026246610248000424346568759324569535129
f(z) = 1/70*z^3 - 249/280*z + 1
*
-5/2 | 0.13060341777168176749788050549913696249 | 0.023178046913805752641247497880944750820
f(z) = 3/70*z^3 - 243/280*z + 1
*
[ 7/2 ] 
f(z) = 9/70*z^3 - 241/280*z + 1
*
[ 5/2 ] 
f(z) = 17/70*z^3 - 257/280*z + 1
*
-2 | 0.12237675744931310009814763772076175628 | 0.017898318067312113003765802816175053185
f(z) = 1/64*z^3 - 233/16*z + 1
*
12 | 0.22974113103122915401816790394360483394 | 0.025918745383586123796542095943223968899
f(z) = 7/64*z^3 - 221/14*z + 1
*
[ -12 ] 
f(z) = 17/64*z^3 - 223/6*z + 1
*
5/4 | 0.20017805065830570814680543316247427882 | 0.028250188302078981235083314373265978364
f(z) = 8/75*z^3 - 239/30*z + 1
*
-6 | 0.10516137420594140961615957765462490407 | 0.017238668179983965501456206248878346139
f(z) = 11/60*z^3 - 223/30*z + 1
*
6 | 0.15632454070746695440609250447245816120 | 0.018180255365736710399111624761226803039
f(z) = 11/72*z^3 - 226/33*z + 1
*
6 | 0.12665116555464459009893068086503102555 | 0.020528226341356129270131356779968135530
f(z) = 13/60*z^3 - 239/30*z + 1
*
-6 | 0.14836755938695232147544749681189218692 | 0.024215884969707104435327207583657214045
f(z) = 13/60*z^3 - 229/30*z + 1
*
0 | 0.17022637564735676457925582919479488636 | 0.027945775037354343260294753537185532179
f(z) = 13/66*z^3 - 221/33*z + 1
*
6 | 0.21412105502397952974568009034643357845 | 0.024889103714396815615479658637794343922
f(z) = 13/72*z^3 - 227/39*z + 1
*
0 | 0.16921659318855748919829498463904341283 | 0.027738974719104315534779118524987759180
f(z) = 17/66*z^3 - 223/33*z + 1
*
8/5 | 0.17000028340836867293314851952196503542 | 0.022574959832002806675522936766423449865
f(z) = 5/64*z^3 - 233/40*z + 1
*
-6 | 0.17620618243912715656592948287692920523 | 0.026903141766461678924672140666542455970
f(z) = 10/63*z^3 - 233/42*z + 1
*
[ 6 ] 
f(z) = 11/63*z^3 - 229/42*z + 1
*
6/19 | 0.24272640933112075021911755768560188666 | 0.028046209697159408929321746697519686947
f(z) = 19/72*z^3 - 239/57*z + 1
*
-15 | 0.066306928257248330526035527431822939887 | 0.012283240043618064412269040102670172711
f(z) = 1/60*z^3 - 221/60*z + 1
*
-13 | 0.14522851803999610705929984034233449365 | 0.026663396475745006237753718900205663876
f(z) = 1/63*z^3 - 232/63*z + 1
*
13 | 0.15520503923078835213244621736910495065 | 0.028340376551223209094125327414119575256
f(z) = 1/65*z^3 - 239/65*z + 1
*
14 | 0.19458974949594809793803727632700299286 | 0.025753334257794903290761086013876658510
f(z) = 1/72*z^3 - 239/63*z + 1
*
-14 | 0.21344957353858442739366389214521105812 | 0.028393612439593325542312063429517488847
f(z) = 1/72*z^3 - 230/63*z + 1
*
-35/2 | 0.20849151656403369602047761603430130150 | 0.029529383820054780442910082917281906570
f(z) = 1/75*z^3 - 233/60*z + 1
*
-5/2 | 0.13517749701260656694330457623683436435 | 0.019290125744819641193236310095925838426
f(z) = 1/75*z^3 - 221/60*z + 1
*
7 | 0.13722132837849792746664438344176968703 | 0.025335816951001710108511247515065474386
f(z) = 1/77*z^3 - 225/77*z + 1
*
-3 | 0.14065534927414930173428835436206118299 | 0.026034378759333889656602409271506444561
f(z) = 3/65*z^3 - 222/65*z + 1
*
[ -10 ] 
f(z) = 3/70*z^3 - 223/70*z + 1
*
1/2 | 0.11944311182501370560556544971916276250 | 0.022035299438348632411628084832380849843
f(z) = 4/75*z^3 - 226/75*z + 1
*
-7 | 0.12655269731685723851322769054348427110 | 0.023161894771441278064657696401999655825
f(z) = 5/63*z^3 - 236/63*z + 1
*
-28/5 | 0.25352803216825829165149271335086936935 | 0.028488030938069419497322528344075061103
f(z) = 5/64*z^3 - 229/70*z + 1
*
[ -8 ] 
f(z) = 5/72*z^3 - 239/72*z + 1
*
4 | 0.080440841145438589799394376322376093138 | 0.014745390682682873103782301126401365886
f(z) = 5/77*z^3 - 234/77*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.026020116593637090261779473163232449017
f(z) = 5/78*z^3 - 239/78*z + 1
*
[ 7 ] 
f(z) = 6/77*z^3 - 228/77*z + 1
*
-5 | 0.065419810511296805211113290041584278052 | 0.012098711355276817811532174193976002706
f(z) = 7/60*z^3 - 223/60*z + 1
*
-4/3 | 0.21226006540342239269340082865086680837 | 0.022157928965253352860525700112976897486
f(z) = 7/64*z^3 - 226/63*z + 1
*
2/7 | 0.13679553879149535478902991860488271677 | 0.018294033000735347926539368336603253427
f(z) = 7/72*z^3 - 221/63*z + 1
*
1/2 | 0.11923230513085518762496881080132006612 | 0.021978507589312352419904689390586738053
f(z) = 8/75*z^3 - 227/75*z + 1
*
-11/2 | 0.15275829929991968024170144287739033522 | 0.028135674119781023040744155598688010286
f(z) = 8/77*z^3 - 228/77*z + 1
*
[ 17/3 ] 
f(z) = 9/68*z^3 - 233/68*z + 1
*
5 | 0.14697156502392712213849085549948901532 | 0.026836947535621098346342124063158813468
f(z) = 9/70*z^3 - 239/70*z + 1
*
[ 5 ] 
f(z) = 11/60*z^3 - 227/60*z + 1
*
[ 5 ] 
f(z) = 11/65*z^3 - 223/65*z + 1
*
[ -5 ] 
f(z) = 12/65*z^3 - 222/65*z + 1
*
4 | 0.073940479929038499518789128605590875976 | 0.013674520258318347444373691570319499582
f(z) = 13/60*z^3 - 223/60*z + 1
*
-17/4 | 0.14735492481237985046890799831346956245 | 0.027229224417193462612128502226798942292
f(z) = 16/65*z^3 - 224/65*z + 1
*
35/8 | 0.17882814717320902464772047833995746593 | 0.025328056904824156230761777772601482410
f(z) = 16/75*z^3 - 233/60*z + 1
*
1/2 | 0.11921963825239708347018987163478530568 | 0.021940695194640909986751816957541107919
f(z) = 16/75*z^3 - 229/75*z + 1
*
[ 1/4 ] 
f(z) = 16/75*z^3 - 226/75*z + 1
*
[ 1/4 ] 
f(z) = 16/77*z^3 - 232/77*z + 1
*
[ 1/4 ] 
f(z) = 16/79*z^3 - 238/79*z + 1
*
3 | 0.080991323466746068732945984033031081428 | 0.014857962231722475632886802692123825983
f(z) = 17/60*z^3 - 233/60*z + 1
*
[ 4 ] 
f(z) = 17/60*z^3 - 227/60*z + 1
*
-11/3 | 0.14027001076507635851471328812428842785 | 0.025984768989204030882649283327539509442
f(z) = 18/77*z^3 - 221/77*z + 1
*
[ -4 ] 
f(z) = 19/60*z^3 - 229/60*z + 1
*
-3 | 0.14268983757139810415945298130096310035 | 0.026388996614558637404069603046931426260
f(z) = 19/78*z^3 - 223/78*z + 1
*
[ -44/3 ] 
f(z) = 1/64*z^3 - 227/99*z + 1
*
3 | 0.15810613826868950113304534718952474814 | 0.024302395653994891832650983337985833417
f(z) = 4/63*z^3 - 223/84*z + 1
*
10/3 | 0.11523384763677067373809357480637629301 | 0.016896418054603407828266292857541164119
f(z) = 9/64*z^3 - 229/80*z + 1
*
6/5 | 0.18074766675655773260298590890590766774 | 0.026536658605938131815200242284318801562
f(z) = 15/64*z^3 - 227/80*z + 1
*
[ 14 ] 
f(z) = 1/64*z^3 - 239/112*z + 1
*
[ -14 ] 
f(z) = 1/64*z^3 - 223/112*z + 1
*
-21/5 | 0.16803820713349391811747673968000734267 | 0.025758657501452961562152539180131111459
f(z) = 5/63*z^3 - 227/105*z + 1
*
16/7 | 0.089028801741768927617256179276906200339 | 0.013087861678033635368677009424127359590
f(z) = 7/64*z^3 - 225/112*z + 1
*
-20/7 | 0.18283139867917137024388151970820228816 | 0.025991088421728191204934977664645575623
f(z) = 7/75*z^3 - 227/105*z + 1
*
20/11 | 0.25804698637751694456056014262806709992 | 0.028939499427088751022214805537652626689
f(z) = 11/64*z^3 - 233/110*z + 1
*
5/4 | 0.18881022144061823462339058591853509645 | 0.026943633326463357232863889166265726701
f(z) = 2/75*z^3 - 221/120*z + 1
*
[ -8 ] 
f(z) = 3/68*z^3 - 231/136*z + 1
*
10/3 | 0.16258481617116738102740798362137700612 | 0.029687920795861929060085341840462274427
f(z) = 9/65*z^3 - 239/130*z + 1
*
[ 15/4 ] 
f(z) = 14/75*z^3 - 227/120*z + 1
*
-8/3 | 0.080329293444280917285111866803132707382 | 0.010704304647618797066397309193171859654
f(z) = 15/64*z^3 - 227/120*z + 1
*
[ -10/3 ] 
f(z) = 18/65*z^3 - 231/130*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.012341812872662438845054634115262088109
f(z) = 19/69*z^3 - 221/138*z + 1
*
[ -14 ] 
f(z) = 1/77*z^3 - 227/154*z + 1
*
[ 11/2 ] 
f(z) = 6/77*z^3 - 237/154*z + 1
*
[ 4 ] 
f(z) = 11/78*z^3 - 235/156*z + 1
*
[ 44/13 ] 
f(z) = 13/64*z^3 - 232/143*z + 1
*
[ -4 ] 
f(z) = 13/74*z^3 - 231/148*z + 1
*
2 | 0.22303514738406105723815976297328290587 | 0.029668710179389777984863864513742024928
f(z) = 17/72*z^3 - 230/153*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014901522164721297223347255107991897156
f(z) = 18/77*z^3 - 221/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014964635216150176771682315224090018356
f(z) = 18/79*z^3 - 223/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.016181451697693061749560671246319285249
f(z) = 19/71*z^3 - 223/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.016249758807562595622287222270418318618
f(z) = 19/73*z^3 - 225/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.012565501537875398368582807485522832459
f(z) = 19/75*z^3 - 227/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.016378867687145140387435434006063469069
f(z) = 19/77*z^3 - 229/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.016439949730087650185554120469606295115
f(z) = 19/79*z^3 - 231/158*z + 1
*
3/4 | 0.19025225691837608140786839712526237314 | 0.028935370713689873431375092293990123662
f(z) = 10/63*z^3 - 239/168*z + 1
*
[ 44/15 ] 
f(z) = 15/64*z^3 - 224/165*z + 1
*
-9 | 0.14864251104668967736049311752684663433 | 0.027489881462846738039525542652223689285
f(z) = 1/60*z^3 - 223/180*z + 1
*
4/5 | 0.15437101232908418148103624852847344360 | 0.025124731172132316901905388542511318782
f(z) = 5/72*z^3 - 233/180*z + 1
*
[ 36/11 ] 
f(z) = 11/64*z^3 - 227/198*z + 1
*
[ 3 ] 
f(z) = 13/61*z^3 - 229/183*z + 1
*
[ 3 ] 
f(z) = 13/62*z^3 - 227/186*z + 1
*
[ 3 ] 
f(z) = 13/64*z^3 - 223/192*z + 1
*
[ -3 ] 
f(z) = 18/65*z^3 - 226/195*z + 1
*
[ 15/4 ] 
f(z) = 8/63*z^3 - 221/210*z + 1
*
[ -9/2 ] 
f(z) = 8/69*z^3 - 233/207*z + 1
*
[ 3 ] 
f(z) = 14/71*z^3 - 236/213*z + 1
*
[ 3 ] 
f(z) = 14/73*z^3 - 232/219*z + 1
*
4/3 | 0.15803565440469256067286840356510366997 | 0.028991843618589101585389026789049991923
f(z) = 15/68*z^3 - 233/204*z + 1
*
[ -3 ] 
f(z) = 19/70*z^3 - 233/210*z + 1
*
[ -3 ] 
f(z) = 19/71*z^3 - 229/213*z + 1
*
[ -3 ] 
f(z) = 19/73*z^3 - 221/219*z + 1
*
[ 12 ] 
f(z) = 1/76*z^3 - 223/228*z + 1
*
[ -9 ] 
f(z) = 2/75*z^3 - 236/225*z + 1
*
[ -32/7 ] 
f(z) = 7/64*z^3 - 239/224*z + 1
*
[ -42/11 ] 
f(z) = 11/72*z^3 - 223/231*z + 1
*
[ -18/5 ] 
f(z) = 13/72*z^3 - 239/225*z + 1
*
[ -23/2 ] 
f(z) = 1/69*z^3 - 229/276*z + 1
*
[ 4 ] 
f(z) = 7/71*z^3 - 235/284*z + 1
*
[ 4 ] 
f(z) = 7/73*z^3 - 229/292*z + 1
*
[ -4 ] 
f(z) = 9/71*z^3 - 221/284*z + 1
*
30 | 0.25466571769717955857394812495891205676 | 0.029991511673634962050467200865493039410
f(z) = 1/72*z^3 - 203/15*z + 1
*
-16 | 0.19216244248989482356671281678184877143 | 0.028599801499789781902441549699376928941
f(z) = 3/64*z^3 - 207/16*z + 1
*
-18 | 0.17332068825994778821885893390394499598 | 0.023460680794403760168525405666021346118
f(z) = 5/72*z^3 - 202/9*z + 1
*
[ 20 ] 
f(z) = 7/64*z^3 - 214/5*z + 1
*
-2/3 | 0.13374841856367282161393544127647686197 | 0.019767163598672393717770466084154785560
f(z) = 9/64*z^3 - 217/16*z + 1
*
3 | 0.15782738836026512764405616208646189440 | 0.024615075126986745439155069676643910340
f(z) = 1/72*z^3 - 203/24*z + 1
*
5/4 | 0.20020028341260530575916719162219415100 | 0.028798452923682047644242712339269546137
f(z) = 8/75*z^3 - 209/30*z + 1
*
6 | 0.14623242608415386901289466826194892512 | 0.024346291701210956149137686560749549375
f(z) = 11/60*z^3 - 203/30*z + 1
*
[ 6 ] 
f(z) = 13/60*z^3 - 209/30*z + 1
*
[ -28/5 ] 
f(z) = 15/64*z^3 - 216/35*z + 1
*
4/19 | 0.26155006462698572117817963037838379233 | 0.029537633732841303457312666476032251275
f(z) = 19/64*z^3 - 219/38*z + 1
*
-10 | 0.16115337295632984300457417497620754685 | 0.023817441147456377216243756455093547335
f(z) = 3/64*z^3 - 217/48*z + 1
*
4/15 | 0.27671002130452344219398321805760701184 | 0.029051350623290834311845095425221979624
f(z) = 5/64*z^3 - 214/45*z + 1
*
[ 6 ] 
f(z) = 9/64*z^3 - 203/48*z + 1
*
[ 6 ] 
f(z) = 10/63*z^3 - 205/42*z + 1
*
[ -6 ] 
f(z) = 11/63*z^3 - 215/42*z + 1
*
5 | 0.089421266065874081174768889569110677600 | 0.016621370295666847985527787576871777205
f(z) = 1/60*z^3 - 217/60*z + 1
*
-15 | 0.15052639857872757746028813257689813801 | 0.028176147631228198149923461858583835879
f(z) = 1/60*z^3 - 209/60*z + 1
*
-3 | 0.15301781047990303219256258670099675589 | 0.028772914236050120351738272054627178705
f(z) = 1/65*z^3 - 204/65*z + 1
*
6 | 0.13862747248895366763358453451154301323 | 0.025902680719773531633896024250373147128
f(z) = 1/70*z^3 - 211/70*z + 1
*
14 | 0.11141940585827699154022236384994201696 | 0.021009428609122665169167240950249936605
f(z) = 1/70*z^3 - 201/70*z + 1
*
-8 | 0.15777454197538931487498523152481644275 | 0.029402766902741517532117003551279183360
f(z) = 1/75*z^3 - 214/75*z + 1
*
-10 | 0.14249980503261268462665970810648916251 | 0.026487457969590239686561790452065377531
f(z) = 1/78*z^3 - 217/78*z + 1
*
4 | 0.14249887228141553886717734651104156341 | 0.026626055610495340063465463307835663389
f(z) = 1/78*z^3 - 211/78*z + 1
*
-9 | 0.11883103587502455167835268704292854970 | 0.022069114093211152115919199679854040014
f(z) = 2/63*z^3 - 218/63*z + 1
*
-10 | 0.14262914551447619663719230036654948685 | 0.026603501750329065382896057024676464991
f(z) = 2/65*z^3 - 213/65*z + 1
*
-7 | 0.15378596977330385017014847467492139552 | 0.028838192249611667421115753667890058562
f(z) = 3/70*z^3 - 207/70*z + 1
*
35/4 | 0.17897278108988135903851320522086477150 | 0.025744914657362959520426324034672276409
f(z) = 4/75*z^3 - 209/60*z + 1
*
7 | 0.13722155276983725418215622770062581963 | 0.025732006147245719871781557318376169833
f(z) = 4/77*z^3 - 207/77*z + 1
*
-2 | 0.11825125120753277622922692257622523568 | 0.022134753392497328146633826850502267613
f(z) = 5/63*z^3 - 209/63*z + 1
*
0 | 0.13354136835505760929664910865712963069 | 0.025133858706366432098602219409858122614
f(z) = 5/66*z^3 - 203/66*z + 1
*
[ -7 ] 
f(z) = 6/77*z^3 - 206/77*z + 1
*
0 | 0.14386555597998619967401351848283161754 | 0.027027106194392769733411637396665583282
f(z) = 7/66*z^3 - 205/66*z + 1
*
5 | 0.15323035520095701455078000027882122091 | 0.028580862684748133441610972235143809678
f(z) = 8/65*z^3 - 213/65*z + 1
*
[ -17/3 ] 
f(z) = 9/68*z^3 - 209/68*z + 1
*
11/3 | 0.16030694340008377069729546068382943443 | 0.029746670936506955792064982824315005200
f(z) = 9/77*z^3 - 219/77*z + 1
*
[ -5 ] 
f(z) = 11/60*z^3 - 203/60*z + 1
*
[ 5 ] 
f(z) = 11/70*z^3 - 219/70*z + 1
*
3 | 0.16133002639886608054771084160674027136 | 0.029987565895229639736837751265168194700
f(z) = 13/75*z^3 - 217/75*z + 1
*
7/2 | 0.14644461467727911167129021886261126735 | 0.027291328598434437034279434151492867083
f(z) = 16/63*z^3 - 214/63*z + 1
*
[ 1/4 ] 
f(z) = 16/67*z^3 - 202/67*z + 1
*
[ 1/4 ] 
f(z) = 16/69*z^3 - 208/69*z + 1
*
[ 1/4 ] 
f(z) = 16/71*z^3 - 214/71*z + 1
*
[ 1/4 ] 
f(z) = 16/73*z^3 - 220/73*z + 1
*
-5/8 | 0.18646211889676048660836384660600541143 | 0.026822242514169483197114887405003954765
f(z) = 16/75*z^3 - 209/60*z + 1
*
[ 4 ] 
f(z) = 17/76*z^3 - 215/76*z + 1
*
-3 | 0.10985517814726402878621420390955405055 | 0.020526548986811871932029606582541406774
f(z) = 19/60*z^3 - 211/60*z + 1
*
[ -4 ] 
f(z) = 19/68*z^3 - 219/68*z + 1
*
21/2 | 0.076726691102713000486686473314267653690 | 0.011860213679398299034901529427183411567
f(z) = 1/63*z^3 - 215/84*z + 1
*
10 | 0.18797021971614894433791386680164986864 | 0.027857400415504707220851579044845123371
f(z) = 1/64*z^3 - 213/80*z + 1
*
[ -20/3 ] 
f(z) = 5/64*z^3 - 209/90*z + 1
*
76/15 | 0.16170664208790760488345704201888610634 | 0.018419832852793328554223721487421233574
f(z) = 5/64*z^3 - 203/90*z + 1
*
8/11 | 0.20183153896215879635812176091029038703 | 0.027057563920508552969550523829535127669
f(z) = 11/64*z^3 - 217/88*z + 1
*
-4/3 | 0.12790427676386092596653120712144553234 | 0.021045048662387264135296367827855006399
f(z) = 3/70*z^3 - 218/105*z + 1
*
[ -14/3 ] 
f(z) = 9/64*z^3 - 207/112*z + 1
*
[ 21/5 ] 
f(z) = 10/63*z^3 - 214/105*z + 1
*
[ 4/11 ] 
f(z) = 1/64*z^3 - 212/121*z + 1
*
7/2 | 0.11714884798125885928899068449018426589 | 0.021889378428865401243323869814788675813
f(z) = 2/63*z^3 - 211/126*z + 1
*
[ 4/11 ] 
f(z) = 5/64*z^3 - 213/121*z + 1
*
3/5 | 0.15339626550160371214074897657483045163 | 0.023923988344166234307990839567731460961
f(z) = 5/72*z^3 - 203/120*z + 1
*
[ 4/11 ] 
f(z) = 9/64*z^3 - 214/121*z + 1
*
-7/2 | 0.063161602480483819017882957889010135848 | 0.011822847373740075959962047786438825266
f(z) = 10/63*z^3 - 209/126*z + 1
*
[ 4/11 ] 
f(z) = 13/64*z^3 - 215/121*z + 1
*
[ 4/11 ] 
f(z) = 17/64*z^3 - 216/121*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.016190062998274692898286582176015692802
f(z) = 17/65*z^3 - 201/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.016265518611036620393335253135473318496
f(z) = 17/67*z^3 - 203/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.012516060307875241576993226081394345871
f(z) = 17/69*z^3 - 205/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014301550077745551010496260221392462924
f(z) = 18/61*z^3 - 205/122*z + 1
*
2/3 | 0.15243264059360020701290207111834519126 | 0.028482190071543286664038730792338586401
f(z) = 18/65*z^3 - 211/130*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014470101729773463934707770440811265698
f(z) = 18/65*z^3 - 209/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014549214185849396803645138672261482772
f(z) = 18/67*z^3 - 211/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.015795570128062022688838665077299683772
f(z) = 19/61*z^3 - 213/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.013353902218763442633293151687940575939
f(z) = 19/63*z^3 - 215/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.015959568541587806993685350867398917394
f(z) = 19/65*z^3 - 217/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.016036537472348309411214333892099457465
f(z) = 19/67*z^3 - 219/134*z + 1
*
[ -8 ] 
f(z) = 3/76*z^3 - 213/152*z + 1
*
[ 16/3 ] 
f(z) = 5/64*z^3 - 203/144*z + 1
*
-11/4 | 0.14522884722725895517698045777152598351 | 0.026948768639270650812280567892776609114
f(z) = 8/77*z^3 - 219/154*z + 1
*
[ -14/3 ] 
f(z) = 9/77*z^3 - 205/154*z + 1
*
-2 | 0.080403771791581928055090125784469823423 | 0.015161069028748040544544099521894353757
f(z) = 16/73*z^3 - 201/146*z + 1
*
-2 | 0.060560664365777070001519652783756848436 | 0.011398139768091375955962769934086108138
f(z) = 16/75*z^3 - 203/150*z + 1
*
-2 | 0.081391660323161422871297301043169202285 | 0.015290533108550666505512755427493224308
f(z) = 16/77*z^3 - 205/154*z + 1
*
-2 | 0.081866520149334342223253768081559978076 | 0.015351741451794280804501952440666281285
f(z) = 16/79*z^3 - 207/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.016407369717583630755820041673297433278
f(z) = 17/71*z^3 - 207/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.016474133040439398704775731717309828920
f(z) = 17/73*z^3 - 209/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.012737112249140409376846019034443138651
f(z) = 17/75*z^3 - 211/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.016600142464567127262192227329089396615
f(z) = 17/77*z^3 - 213/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.016659673041176735644834113527760922051
f(z) = 17/79*z^3 - 215/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014698285002160107653734147764360707512
f(z) = 18/71*z^3 - 215/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014768609795301233534159879791450896857
f(z) = 18/73*z^3 - 217/146*z + 1
*
[ 8/19 ] 
f(z) = 19/64*z^3 - 217/152*z + 1
*
[ 4/9 ] 
f(z) = 1/64*z^3 - 203/162*z + 1
*
[ 4/9 ] 
f(z) = 5/64*z^3 - 205/162*z + 1
*
[ 5/11 ] 
f(z) = 11/75*z^3 - 203/165*z + 1
*
[ 4/9 ] 
f(z) = 13/64*z^3 - 209/162*z + 1
*
[ 4/9 ] 
f(z) = 17/64*z^3 - 211/162*z + 1
*
-4/5 | 0.17295839419714341936436104282279574563 | 0.028795908199412618230497415709937362115
f(z) = 5/78*z^3 - 203/195*z + 1
*
[ 3 ] 
f(z) = 12/61*z^3 - 202/183*z + 1
*
3/2 | 0.15243302207066737737083642132195712969 | 0.028482261350911621225274614073343164398
f(z) = 12/65*z^3 - 211/195*z + 1
*
[ -3 ] 
f(z) = 17/61*z^3 - 215/183*z + 1
*
[ -3 ] 
f(z) = 17/62*z^3 - 211/186*z + 1
*
[ 44/17 ] 
f(z) = 17/64*z^3 - 218/187*z + 1
*
[ -3 ] 
f(z) = 17/64*z^3 - 203/192*z + 1
*
[ -12 ] 
f(z) = 1/68*z^3 - 211/204*z + 1
*
-16/3 | 0.15803565440469256067286840356510366997 | 0.029689152382590966240108428724020161585
f(z) = 3/68*z^3 - 205/204*z + 1
*
-7 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172
f(z) = 3/70*z^3 - 211/210*z + 1
*
[ 3 ] 
f(z) = 13/67*z^3 - 217/201*z + 1
*
[ 3 ] 
f(z) = 13/68*z^3 - 215/204*z + 1
*
[ 3 ] 
f(z) = 13/70*z^3 - 211/210*z + 1
*
[ 3 ] 
f(z) = 13/71*z^3 - 209/213*z + 1
*
[ 3 ] 
f(z) = 13/73*z^3 - 205/219*z + 1
*
[ -3 ] 
f(z) = 18/67*z^3 - 218/201*z + 1
*
[ -3 ] 
f(z) = 18/71*z^3 - 202/213*z + 1
*
[ 44/19 ] 
f(z) = 19/64*z^3 - 214/209*z + 1
*
[ -9/2 ] 
f(z) = 8/75*z^3 - 211/225*z + 1
*
[ 36/13 ] 
f(z) = 13/64*z^3 - 215/234*z + 1
*
[ 3 ] 
f(z) = 13/74*z^3 - 203/222*z + 1
*
[ 3 ] 
f(z) = 14/79*z^3 - 220/237*z + 1
*
[ -3 ] 
f(z) = 19/74*z^3 - 217/222*z + 1
*
[ -3 ] 
f(z) = 19/77*z^3 - 205/231*z + 1
*
[ 9/2 ] 
f(z) = 5/63*z^3 - 209/252*z + 1
*
-18/5 | 0.17754455565856757670012398143847583340 | 0.025854999357617993699239018312951087348
f(z) = 5/64*z^3 - 203/240*z + 1
*
[ 4 ] 
f(z) = 6/61*z^3 - 201/244*z + 1
*
[ -4 ] 
f(z) = 8/61*z^3 - 207/244*z + 1
*
[ -7/2 ] 
f(z) = 11/63*z^3 - 215/252*z + 1
*
[ -52/19 ] 
f(z) = 19/64*z^3 - 212/247*z + 1
*
[ -13/2 ] 
f(z) = 3/65*z^3 - 207/260*z + 1
*
[ -23/4 ] 
f(z) = 4/69*z^3 - 205/276*z + 1
*
-3/2 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = 13/66*z^3 - 205/264*z + 1
*
[ -10/3 ] 
f(z) = 14/75*z^3 - 209/270*z + 1
*
[ -9/2 ] 
f(z) = 7/72*z^3 - 215/288*z + 1
*
[ -4 ] 
f(z) = 9/73*z^3 - 211/292*z + 1
*
[ 18 ] 
f(z) = 5/72*z^3 - 194/9*z + 1
*
[ -18 ] 
f(z) = 5/72*z^3 - 193/9*z + 1
*
[ 12 ] 
f(z) = 15/64*z^3 - 197/6*z + 1
*
[ 24 ] 
f(z) = 1/64*z^3 - 193/24*z + 1
*
[ -24 ] 
f(z) = 1/64*z^3 - 191/24*z + 1
*
0 | 0.15944671121727508129468642956526543388 | 0.027037909268793197167910349534607216722
f(z) = 1/66*z^3 - 182/33*z + 1
*
-3 | 0.15875835952659626645985100659306468650 | 0.025081415420398587546712514182612270252
f(z) = 1/72*z^3 - 187/24*z + 1
*
3/2 | 0.18798368496025763162940776877593194546 | 0.029749111180243720972202248344507081764
f(z) = 4/63*z^3 - 185/21*z + 1
*
-6 | 0.092979598973793842617982667568368125923 | 0.015611507367627910828961969401431377684
f(z) = 11/60*z^3 - 193/30*z + 1
*
[ -6 ] 
f(z) = 13/60*z^3 - 199/30*z + 1
*
0 | 0.13661087705270993549284168111299480725 | 0.022997801113923440167229037701692243257
f(z) = 17/66*z^3 - 190/33*z + 1
*
20/19 | 0.25954036851298929426880190167952433012 | 0.029735070880608503002497865754913887878
f(z) = 19/64*z^3 - 193/38*z + 1
*
0 | 0.16584356393925420503235591520249142920 | 0.027894336642756527529272112151823423901
f(z) = 19/66*z^3 - 191/33*z + 1
*
21/2 | 0.14880613692490710285744916668259113078 | 0.023280360850287387731031170702995030382
f(z) = 2/63*z^3 - 199/42*z + 1
*
6 | 0.16687590047134896247568339468980410478 | 0.025137334703981446553115963949379148287
f(z) = 5/64*z^3 - 191/48*z + 1
*
-8/5 | 0.19761688119900372587003638812529606285 | 0.027111927773346278896789969942011290735
f(z) = 5/64*z^3 - 183/40*z + 1
*
6 | 0.17499519658810446328220611632152936556 | 0.027377576004771319976761464427331845604
f(z) = 8/63*z^3 - 199/42*z + 1
*
3/2 | 0.12182057914770529902684438347467565140 | 0.019245805773429371647195187680944989947
f(z) = 8/63*z^3 - 187/42*z + 1
*
-6 | 0.13797073344596210721266170918274038965 | 0.021834377221467104836813226579166993680
f(z) = 8/63*z^3 - 185/42*z + 1
*
[ -6 ] 
f(z) = 9/64*z^3 - 187/48*z + 1
*
[ -6 ] 
f(z) = 10/63*z^3 - 191/42*z + 1
*
6/17 | 0.23089886871917674486979856212898736713 | 0.027288954048116772666909692668303923815
f(z) = 17/72*z^3 - 197/51*z + 1
*
-12 | 0.078036909707308651136511873645119849111 | 0.014742568639313217883277849174909207935
f(z) = 1/60*z^3 - 199/60*z + 1
*
-5 | 0.089422448980130475974979737517846509980 | 0.016991775265178286044520224512769312450
f(z) = 1/60*z^3 - 193/60*z + 1
*
11 | 0.13321809844692248505981577906218460027 | 0.025313688183237681852808908357372837985
f(z) = 1/66*z^3 - 193/66*z + 1
*
-11 | 0.15251158740674648998848151496841978683 | 0.029037252057813561075920764309637288746
f(z) = 1/77*z^3 - 191/77*z + 1
*
-8 | 0.14249887228141553886717734651104156341 | 0.027411552112922394117789618637142523697
f(z) = 1/78*z^3 - 181/78*z + 1
*
1/2 | 0.15266732631470770575349801400257286422 | 0.028924594513633525893996706139603237119
f(z) = 4/65*z^3 - 196/65*z + 1
*
-5/4 | 0.068819346523340647340918169203285159008 | 0.0099844660590301580928567434096014673204
f(z) = 4/75*z^3 - 197/60*z + 1
*
[ 7 ] 
f(z) = 5/63*z^3 - 191/63*z + 1
*
[ 6 ] 
f(z) = 7/66*z^3 - 197/66*z + 1
*
[ 6 ] 
f(z) = 7/78*z^3 - 187/78*z + 1
*
7/2 | 0.15251158740674648998848151496841978683 | 0.028867254650272079728191595166089969362
f(z) = 8/77*z^3 - 197/77*z + 1
*
13/3 | 0.15243237621557939934242917898556954168 | 0.029229962419607765185988107764649133411
f(z) = 9/65*z^3 - 184/65*z + 1
*
[ -5 ] 
f(z) = 11/65*z^3 - 197/65*z + 1
*
[ -5 ] 
f(z) = 11/70*z^3 - 191/70*z + 1
*
1/2 | 0.14582044157149128035723095864261949103 | 0.027574334035159327752997918772722204091
f(z) = 12/65*z^3 - 198/65*z + 1
*
3 | 0.12559743837146834317036264365496000887 | 0.023772968982490876469424645259835709912
f(z) = 13/60*z^3 - 197/60*z + 1
*
[ 4 ] 
f(z) = 15/68*z^3 - 189/68*z + 1
*
[ 4 ] 
f(z) = 15/76*z^3 - 183/76*z + 1
*
[ 1/4 ] 
f(z) = 16/61*z^3 - 184/61*z + 1
*
[ 1/4 ] 
f(z) = 16/63*z^3 - 190/63*z + 1
*
[ 1/4 ] 
f(z) = 16/65*z^3 - 196/65*z + 1
*
-11/4 | 0.10534285628191706306805480945892376429 | 0.020158431485364128863185930585598509514
f(z) = 16/65*z^3 - 186/65*z + 1
*
[ -4 ] 
f(z) = 17/60*z^3 - 197/60*z + 1
*
-3 | 0.13332496064774873744996249866577626540 | 0.025235627375587953947135950543359529931
f(z) = 17/66*z^3 - 197/66*z + 1
*
3 | 0.14156966343015320230524602065297879754 | 0.026900626551914215399862279476340216087
f(z) = 19/66*z^3 - 193/66*z + 1
*
-10 | 0.16229815913676439880501498551505962304 | 0.024334388727626552691407657031262186208
f(z) = 1/64*z^3 - 197/80*z + 1
*
3/4 | 0.15810556454236077631224370041186022295 | 0.024735233848870103751853604412054952336
f(z) = 4/63*z^3 - 199/84*z + 1
*
20/9 | 0.24076774771256217377904872419470114263 | 0.027584325648513522388944408118460936764
f(z) = 9/64*z^3 - 193/90*z + 1
*
-10/3 | 0.18796997798982773428722493151217300341 | 0.028546079410683484911636743188150555338
f(z) = 9/64*z^3 - 181/80*z + 1
*
-4/3 | 0.23735898678973326686202871194829286878 | 0.025365966101851883780261037134642722013
f(z) = 11/64*z^3 - 181/99*z + 1
*
18/11 | 0.080436599853586704541203612111785011207 | 0.010902579069625285922897532234107127502
f(z) = 11/72*z^3 - 200/99*z + 1
*
3/2 | 0.15015611946918342385024516761012766720 | 0.023643335145205216725593819878568794835
f(z) = 17/63*z^3 - 191/84*z + 1
*
[ 6 ] 
f(z) = 5/68*z^3 - 185/102*z + 1
*
2 | 0.20813159257324553811615714206729357639 | 0.028449276487924584083453726295128164971
f(z) = 13/72*z^3 - 188/117*z + 1
*
13/2 | 0.15243264059360020701290207111834519126 | 0.029080503152032753456708524554016532431
f(z) = 2/65*z^3 - 189/130*z + 1
*
15/4 | 0.17919619772845892115026884108321816906 | 0.025998188656444749286286097640595295815
f(z) = 2/75*z^3 - 197/120*z + 1
*
[ -6 ] 
f(z) = 5/69*z^3 - 199/138*z + 1
*
5/8 | 0.18881003608098978887728730214901516155 | 0.027392986014703467819000130358670318469
f(z) = 8/75*z^3 - 197/120*z + 1
*
[ 4 ] 
f(z) = 9/62*z^3 - 195/124*z + 1
*
[ -4 ] 
f(z) = 11/62*z^3 - 197/124*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011169643743666149150682481175857181323
f(z) = 14/69*z^3 - 181/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016290221167996350979587148692537974097
f(z) = 15/61*z^3 - 181/122*z + 1
*
-8/5 | 0.10682179279778704215003586501709099427 | 0.014508615976242053540720647223031650700
f(z) = 15/64*z^3 - 197/120*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.016520790728359977282750971722740423440
f(z) = 15/67*z^3 - 187/134*z + 1
*
-2 | 0.077078112958710078419150871080526715560 | 0.014704661010396560973635985255085987456
f(z) = 16/61*z^3 - 189/122*z + 1
*
-2 | 0.064112421658206652089785882609803244995 | 0.012206603966170639298048679371148897680
f(z) = 16/63*z^3 - 191/126*z + 1
*
-2 | 0.078254287138753149935870457587302484042 | 0.014869635933297662556321183436180828181
f(z) = 16/65*z^3 - 193/130*z + 1
*
-2 | 0.078815497314592574917644998727528715639 | 0.014946994863026357637211033637449101293
f(z) = 16/67*z^3 - 195/134*z + 1
*
-2 | 0.059016560496535383734949915105197975092 | 0.011170600932066045936372318065436954149
f(z) = 16/69*z^3 - 197/138*z + 1
*
[ 5/12 ] 
f(z) = 16/75*z^3 - 194/135*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016029036684663601173613645040269946804
f(z) = 17/61*z^3 - 197/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.013548997734836132089847607773306499245
f(z) = 17/63*z^3 - 199/126*z + 1
*
-16/3 | 0.18406715924355557853553403554362065487 | 0.027953377453445301699830998053617974850
f(z) = 1/64*z^3 - 181/144*z + 1
*
-6 | 0.12777602935919308178417858141033089345 | 0.024185330704578989820763305810789295442
f(z) = 1/75*z^3 - 197/150*z + 1
*
[ -11/2 ] 
f(z) = 6/77*z^3 - 181/154*z + 1
*
[ 4 ] 
f(z) = 9/70*z^3 - 183/140*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017119989337239876071994567619349145882
f(z) = 13/77*z^3 - 181/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017175028581718279630854934884024492699
f(z) = 13/79*z^3 - 183/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015152966351163752418161906769815176130
f(z) = 14/71*z^3 - 183/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015219959599596970723175240345783663405
f(z) = 14/73*z^3 - 185/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011395260460849891815595396093770633178
f(z) = 14/75*z^3 - 187/150*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015405967381454241040603722865970095879
f(z) = 14/79*z^3 - 191/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.016658669819775907357295244137143579635
f(z) = 15/71*z^3 - 191/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.016723447904821218832508288336581698416
f(z) = 15/73*z^3 - 193/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.016845501009328539243998799921763846715
f(z) = 15/77*z^3 - 197/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.016903064632363002001413624486733093125
f(z) = 15/79*z^3 - 199/158*z + 1
*
-2 | 0.079889335419228674207633564211775222049 | 0.015092525003675143461742533093753176675
f(z) = 16/71*z^3 - 199/142*z + 1
*
[ 13/3 ] 
f(z) = 6/65*z^3 - 188/195*z + 1
*
[ 3 ] 
f(z) = 12/65*z^3 - 194/195*z + 1
*
[ -3 ] 
f(z) = 16/61*z^3 - 188/183*z + 1
*
[ -3 ] 
f(z) = 17/65*z^3 - 199/195*z + 1
*
[ 15/2 ] 
f(z) = 2/63*z^3 - 193/210*z + 1
*
[ -30/7 ] 
f(z) = 7/60*z^3 - 191/210*z + 1
*
[ 30/7 ] 
f(z) = 7/75*z^3 - 199/210*z + 1
*
[ 8/15 ] 
f(z) = 9/64*z^3 - 183/200*z + 1
*
[ 3 ] 
f(z) = 12/67*z^3 - 190/201*z + 1
*
[ 3 ] 
f(z) = 12/71*z^3 - 182/213*z + 1
*
[ -3 ] 
f(z) = 17/67*z^3 - 191/201*z + 1
*
[ -3 ] 
f(z) = 18/73*z^3 - 194/219*z + 1
*
[ -12 ] 
f(z) = 1/76*z^3 - 185/228*z + 1
*
[ -11/3 ] 
f(z) = 12/77*z^3 - 190/231*z + 1
*
[ 3 ] 
f(z) = 13/76*z^3 - 199/228*z + 1
*
[ 3 ] 
f(z) = 13/77*z^3 - 197/231*z + 1
*
[ 3 ] 
f(z) = 13/79*z^3 - 193/237*z + 1
*
[ -3 ] 
f(z) = 19/79*z^3 - 197/237*z + 1
*
-45/4 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = 1/75*z^3 - 197/240*z + 1
*
[ 4/7 ] 
f(z) = 7/72*z^3 - 197/252*z + 1
*
[ -4 ] 
f(z) = 8/63*z^3 - 197/252*z + 1
*
[ -15/4 ] 
f(z) = 11/75*z^3 - 191/240*z + 1
*
[ 5/2 ] 
f(z) = 13/60*z^3 - 181/240*z + 1
*
-5/2 | 0.14360235768530454160567698761965609112 | 0.025824596194168186547959330195030812501
f(z) = 1/65*z^3 - 181/260*z + 1
*
-4 | 0.16071579860560809817143593859568679772 | 0.028902175896780686058751199945049538582
f(z) = 4/65*z^3 - 191/260*z + 1
*
[ 4 ] 
f(z) = 6/65*z^3 - 189/260*z + 1
*
[ 4 ] 
f(z) = 6/67*z^3 - 183/268*z + 1
*
[ -4 ] 
f(z) = 8/65*z^3 - 187/260*z + 1
*
[ -10/3 ] 
f(z) = 11/60*z^3 - 199/270*z + 1
*
[ 5/8 ] 
f(z) = 16/65*z^3 - 181/260*z + 1
*
[ -32/3 ] 
f(z) = 1/64*z^3 - 197/288*z + 1
*
5/2 | 0.13582258735406723325727587724800885653 | 0.024104287279453119287145466789157794742
f(z) = 3/70*z^3 - 187/280*z + 1
*
[ 9/2 ] 
f(z) = 5/72*z^3 - 181/288*z + 1
*
[ -36 ] 
f(z) = 1/64*z^3 - 173/9*z + 1
*
2 | 0.15006574147835597380748136546196702712 | 0.020698935557107823026853880277667757896
f(z) = 1/72*z^3 - 176/9*z + 1
*
[ 30 ] 
f(z) = 1/72*z^3 - 173/15*z + 1
*
[ -30 ] 
f(z) = 1/72*z^3 - 172/15*z + 1
*
[ -20 ] 
f(z) = 3/64*z^3 - 177/10*z + 1
*
[ 16 ] 
f(z) = 3/64*z^3 - 177/16*z + 1
*
[ -16 ] 
f(z) = 3/64*z^3 - 175/16*z + 1
*
[ 15 ] 
f(z) = 4/75*z^3 - 166/15*z + 1
*
[ -15 ] 
f(z) = 4/75*z^3 - 164/15*z + 1
*
6/5 | 0.098062033178829286239831558796545019130 | 0.011722280889412574636038979641314316024
f(z) = 5/72*z^3 - 179/15*z + 1
*
-4/7 | 0.21815855094168856893195171526912977869 | 0.023369875097741985515778395476139586329
f(z) = 7/64*z^3 - 177/7*z + 1
*
68/9 | 0.24597728241000929659126144196934922841 | 0.028656224108963075591068506168323609910
f(z) = 9/64*z^3 - 167/18*z + 1
*
[ -12 ] 
f(z) = 13/64*z^3 - 169/6*z + 1
*
[ 15/2 ] 
f(z) = 16/75*z^3 - 167/15*z + 1
*
[ -15/2 ] 
f(z) = 16/75*z^3 - 163/15*z + 1
*
18 | 0.090047850728124742143395321954731454021 | 0.015495726370596733189797811866941599096
f(z) = 1/60*z^3 - 167/30*z + 1
*
[ 24 ] 
f(z) = 1/72*z^3 - 169/24*z + 1
*
[ -24 ] 
f(z) = 1/72*z^3 - 167/24*z + 1
*
-15 | 0.073364912020307453737226258243708223492 | 0.010848417335797259662069797190230173131
f(z) = 2/75*z^3 - 173/30*z + 1
*
15/2 | 0.10528906783057382606846825792565379556 | 0.015490922259389994508485163904949698287
f(z) = 8/75*z^3 - 179/30*z + 1
*
[ 6 ] 
f(z) = 11/60*z^3 - 173/30*z + 1
*
[ -6 ] 
f(z) = 11/60*z^3 - 163/30*z + 1
*
4/17 | 0.25301392989492139199051611614865326068 | 0.029239612987562286988209451778645593456
f(z) = 17/64*z^3 - 179/34*z + 1
*
3 | 0.081279812918520791366939277128906834574 | 0.013000809743313212216485695997001534866
f(z) = 2/63*z^3 - 173/42*z + 1
*
6 | 0.12489224647870774909378620002628637349 | 0.019166443507924730539689086150188185863
f(z) = 3/64*z^3 - 169/48*z + 1
*
[ -20/3 ] 
f(z) = 7/64*z^3 - 167/45*z + 1
*
[ -15 ] 
f(z) = 1/60*z^3 - 161/60*z + 1
*
7 | 0.14286514215262632081289396607992652232 | 0.027540874633185528575879016582691024155
f(z) = 1/65*z^3 - 179/65*z + 1
*
5 | 0.14555898254578083912346558435149973443 | 0.028374630891316457689200347490158053515
f(z) = 1/72*z^3 - 169/72*z + 1
*
13 | 0.14249944754308841161529298048729158980 | 0.027590581345007095800653411546214222173
f(z) = 1/78*z^3 - 175/78*z + 1
*
-13 | 0.14249826548600445475822417239610795979 | 0.027975118501774033375250690434891813039
f(z) = 1/78*z^3 - 163/78*z + 1
*
7 | 0.13523350289654569313893775185378174041 | 0.026331544073255502507161149031825386163
f(z) = 2/63*z^3 - 170/63*z + 1
*
[ 11 ] 
f(z) = 2/77*z^3 - 172/77*z + 1
*
-68/15 | 0.27325136355078654178532606369167659292 | 0.029474185039555243063458681876687813190
f(z) = 3/64*z^3 - 166/75*z + 1
*
-7 | 0.13791117731713224325159532039830275547 | 0.026946335296956826487592257737039250897
f(z) = 3/70*z^3 - 167/70*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015923885437890932071983316225263165159
f(z) = 3/79*z^3 - 161/79*z + 1
*
13/2 | 0.15276905406266976777043156462369924675 | 0.029450104499776924780763569056360654444
f(z) = 4/65*z^3 - 179/65*z + 1
*
15/4 | 0.17883721122002113294820258418344865172 | 0.026728654451113359767495665202076488752
f(z) = 4/75*z^3 - 161/60*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015904504925294069244584015769189481910
f(z) = 4/79*z^3 - 162/79*z + 1
*
[ -7 ] 
f(z) = 5/63*z^3 - 173/63*z + 1
*
[ 7 ] 
f(z) = 5/77*z^3 - 179/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015885290362058951226457274904056819294
f(z) = 5/79*z^3 - 163/79*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015866239266610223274698801226782681885
f(z) = 6/79*z^3 - 164/79*z + 1
*
-5 | 0.089582432786070783211076517575073736439 | 0.017586734577577531810391804383596015988
f(z) = 7/60*z^3 - 163/60*z + 1
*
[ -6 ] 
f(z) = 7/66*z^3 - 175/66*z + 1
*
10/7 | 0.20210763302188797230524075052698206915 | 0.028011214265593904464485590660112344905
f(z) = 7/72*z^3 - 170/63*z + 1
*
3 | 0.11921945900638335016296292968419312854 | 0.023405046244219247427186148741709047712
f(z) = 7/75*z^3 - 163/75*z + 1
*
[ -6 ] 
f(z) = 7/78*z^3 - 161/78*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015847349209900129642864606053087339727
f(z) = 7/79*z^3 - 165/79*z + 1
*
7/2 | 0.085381976113575125546659386533445263875 | 0.016459538447562352914695280785427500270
f(z) = 8/63*z^3 - 179/63*z + 1
*
9/2 | 0.11741446968733133726210545706511244149 | 0.022708603256485849268594639250243718504
f(z) = 8/63*z^3 - 176/63*z + 1
*
[ 11/2 ] 
f(z) = 8/77*z^3 - 179/77*z + 1
*
0 | 0.080915817906311594159195097864885735140 | 0.015828640688581394442836506572850579616
f(z) = 8/79*z^3 - 166/79*z + 1
*
28/9 | 0.27512759127015722420242610035991665702 | 0.029619340538392362183107874655652341910
f(z) = 9/64*z^3 - 169/63*z + 1
*
8/9 | 0.18115893614092882657161319333447197080 | 0.025298538538908064395555795714836191396
f(z) = 9/64*z^3 - 161/72*z + 1
*
[ 5 ] 
f(z) = 9/65*z^3 - 173/65*z + 1
*
2/3 | 0.11804482611527303790227330480346472158 | 0.022756130068899070030356927870587557395
f(z) = 9/70*z^3 - 179/70*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010730882276717935336063527204798464438
f(z) = 9/76*z^3 - 161/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015792066350779852826416761328788286096
f(z) = 9/77*z^3 - 163/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015810042750599283664988454991513170904
f(z) = 9/79*z^3 - 167/79*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015773127058105673667879699056473248301
f(z) = 10/77*z^3 - 164/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015791621739900485890676402396350927451
f(z) = 10/79*z^3 - 168/79*z + 1
*
3 | 0.077109257860745448001803886051574159879 | 0.014864762473214159687020376634164115288
f(z) = 11/60*z^3 - 179/60*z + 1
*
-4 | 0.063044589649328102261520484229175144252 | 0.012406922401957055953683756856998679817
f(z) = 11/60*z^3 - 161/60*z + 1
*
0 | 0.059610083272562583812031318530941641473 | 0.011731025321135774007704068648457530565
f(z) = 11/75*z^3 - 161/75*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010704873598319100908915965208701079971
f(z) = 11/76*z^3 - 163/76*z + 1
*
2 | 0.14249718652564092978074930230918436693 | 0.028042874821688518001162890812531588283
f(z) = 11/78*z^3 - 161/78*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015773352549091195535657866501010782556
f(z) = 11/79*z^3 - 169/79*z + 1
*
0 | 0.080441618688217489174788797404897736882 | 0.015735878491618761313242063683216066093
f(z) = 12/77*z^3 - 166/77*z + 1
*
0 | 0.080915814695728924449429765548749301443 | 0.015755255134623780705410611371670359739
f(z) = 12/79*z^3 - 170/79*z + 1
*
[ 4 ] 
f(z) = 13/60*z^3 - 163/60*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013159649886220083455936381252031103022
f(z) = 13/74*z^3 - 161/74*z + 1
*
0 | 0.059609845188054236929616728062963739289 | 0.011702545833247390839598733019771870693
f(z) = 13/75*z^3 - 163/75*z + 1
*
0 | 0.054528204714056013297843009635703325222 | 0.010679355075917081417792132245386565965
f(z) = 13/76*z^3 - 165/76*z + 1
*
0 | 0.080441080866978065058461924782347115234 | 0.015717307174506563670912854050273545457
f(z) = 13/77*z^3 - 167/77*z + 1
*
0 | 0.080916549960223104257443071179122123575 | 0.015737426043345052380246835443929970840
f(z) = 13/79*z^3 - 171/79*z + 1
*
0 | 0.059609845188054236929616728062963739289 | 0.011688511068217548934535258001179147631
f(z) = 14/75*z^3 - 164/75*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015719434248271835841158938021507873329
f(z) = 14/79*z^3 - 172/79*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015636022427453878083084017832116668278
f(z) = 15/73*z^3 - 161/73*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013127754549666578857373376451144308944
f(z) = 15/74*z^3 - 163/74*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010654165292024927311424405865288782381
f(z) = 15/76*z^3 - 167/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015680785453216274305904256151882037790
f(z) = 15/77*z^3 - 169/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015701750907712269487286788299789774537
f(z) = 15/79*z^3 - 173/79*z + 1
*
-7/2 | 0.12401235578895121157883248632854808916 | 0.023932368958553068480817544870599170746
f(z) = 16/63*z^3 - 178/63*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015616992264821645815866870331423014374
f(z) = 16/73*z^3 - 162/73*z + 1
*
0 | 0.059609845188054236929616728062963739289 | 0.011660795693570749026000937818688916180
f(z) = 16/75*z^3 - 166/75*z + 1
*
5/8 | 0.18487354051305734048992185669089047812 | 0.027630832240210059612706067138310130493
f(z) = 16/75*z^3 - 161/60*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015684208886834572203715377936792521988
f(z) = 16/79*z^3 - 174/79*z + 1
*
3 | 0.099250997892519615819441513191632926475 | 0.019259728674870814686804112985230435148
f(z) = 17/60*z^3 - 173/60*z + 1
*
0 | 0.079472389804311922474488006723419521327 | 0.015601940941612108144700498601703213256
f(z) = 17/73*z^3 - 163/73*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013096399621835848055596018416666571741
f(z) = 17/74*z^3 - 165/74*z + 1
*
0 | 0.059610894030558044364052637138942556507 | 0.011647316549296360443950916239744209365
f(z) = 17/75*z^3 - 167/75*z + 1
*
[ -4 ] 
f(z) = 17/76*z^3 - 177/76*z + 1
*
0 | 0.054529162867393240067689723500306904152 | 0.010629676314810231912973510089809527060
f(z) = 17/76*z^3 - 169/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015644905634423530140559386051088607814
f(z) = 17/77*z^3 - 171/77*z + 1
*
3 | 0.14249894966244298863252837055739721908 | 0.027470281755792253435434236754893104867
f(z) = 17/78*z^3 - 179/78*z + 1
*
0 | 0.080918791994087642315329661873260153787 | 0.015667404690656786270859615094997271188
f(z) = 17/79*z^3 - 175/79*z + 1
*
0 | 0.079453802219842952235233322708473917241 | 0.015579584944882769749710770551780123688
f(z) = 18/73*z^3 - 164/73*z + 1
*
0 | 0.080462839485506111017302421158810267481 | 0.015631457177457037958869605090179898023
f(z) = 18/77*z^3 - 172/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015649540942252631667054154574320241887
f(z) = 18/79*z^3 - 176/79*z + 1
*
0 | 0.079228709985946141697297119588734174799 | 0.015591892377608171907985131916842121187
f(z) = 19/71*z^3 - 161/71*z + 1
*
0 | 0.079490906714296666485383832102103593135 | 0.015568303093055015589327917028774271347
f(z) = 19/73*z^3 - 165/73*z + 1
*
0 | 0.066869667230148177575961670677988188554 | 0.013065601421384254978497329079706788420
f(z) = 19/74*z^3 - 167/74*z + 1
*
0 | 0.059619865060487365674436639326194197737 | 0.011622035516422746470105397061675558550
f(z) = 19/75*z^3 - 169/75*z + 1
*
0 | 0.080441916412024479707999554509706429575 | 0.015609812667676930915866608999250821354
f(z) = 19/77*z^3 - 173/77*z + 1
*
0 | 0.080917020285901537183653907605690179220 | 0.015632666067730951378641216127022151567
f(z) = 19/79*z^3 - 177/79*z + 1
*
-6 | 0.15810470948359579897806451186821440540 | 0.025532211615893868246308200987361661045
f(z) = 5/63*z^3 - 163/84*z + 1
*
-2 | 0.10082349425492675295527442149640808396 | 0.015588774079409710592419512612196020654
f(z) = 5/64*z^3 - 161/80*z + 1
*
3/2 | 0.15810470948359579897806451186821440540 | 0.025289049933943239562100448458312688781
f(z) = 11/63*z^3 - 173/84*z + 1
*
2 | 0.19885081009195852744996026075617194833 | 0.027493176693789650460988368984526100348
f(z) = 11/72*z^3 - 173/99*z + 1
*
3/2 | 0.13408160691988608034489264668563033182 | 0.021330201648806273714883931579088120586
f(z) = 13/63*z^3 - 179/84*z + 1
*
3/2 | 0.13408142322360133516549331710113121224 | 0.021568267482831617883171670837456811046
f(z) = 16/63*z^3 - 167/84*z + 1
*
[ 6 ] 
f(z) = 5/76*z^3 - 175/114*z + 1
*
[ -21/5 ] 
f(z) = 10/63*z^3 - 164/105*z + 1
*
[ 12 ] 
f(z) = 1/66*z^3 - 167/132*z + 1
*
-9/2 | 0.13408047525713944621745528532041054515 | 0.025847407591348048797535949486741501315
f(z) = 2/63*z^3 - 179/126*z + 1
*
[ 6 ] 
f(z) = 4/69*z^3 - 173/138*z + 1
*
-5/8 | 0.17961878402966906918222569651468177313 | 0.026560101782210518528099543960089701576
f(z) = 8/75*z^3 - 173/120*z + 1
*
-2 | 0.080155925494198816079676307028888702336 | 0.015774364671024149531160948383361749419
f(z) = 12/65*z^3 - 161/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.015846308218501574038079095050356895474
f(z) = 12/67*z^3 - 163/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016585501512572882488372072861703710335
f(z) = 13/61*z^3 - 165/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014013103123726341146588076494511144689
f(z) = 13/63*z^3 - 167/126*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.016808188592401637501710378197324802690
f(z) = 13/67*z^3 - 171/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.012928063370803666736461392463824606287
f(z) = 13/69*z^3 - 173/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014772683541064032763336404671439994695
f(z) = 14/61*z^3 - 173/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014934676177140789831245388736834451948
f(z) = 14/65*z^3 - 177/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015010514581072941051615508823115843387
f(z) = 14/67*z^3 - 179/134*z + 1
*
[ -15/4 ] 
f(z) = 14/75*z^3 - 163/120*z + 1
*
[ 8/17 ] 
f(z) = 17/64*z^3 - 161/136*z + 1
*
-7/6 | 0.15243264059360020701290207111834519126 | 0.029385252282945322464225418766305244776
f(z) = 18/65*z^3 - 179/130*z + 1
*
6 | 0.11921865675968758413705225892319291112 | 0.023239963084042167839461856268988780437
f(z) = 2/75*z^3 - 169/150*z + 1
*
[ 6 ] 
f(z) = 4/75*z^3 - 163/150*z + 1
*
[ 1/2 ] 
f(z) = 6/79*z^3 - 161/158*z + 1
*
11/4 | 0.13722033439220435801394615092284294408 | 0.026510116878703940937468286990492177049
f(z) = 8/77*z^3 - 177/154*z + 1
*
[ 4 ] 
f(z) = 9/74*z^3 - 177/148*z + 1
*
[ 1/2 ] 
f(z) = 10/79*z^3 - 163/158*z + 1
*
[ -4 ] 
f(z) = 11/70*z^3 - 177/140*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017320079035598202145656689406835769890
f(z) = 11/73*z^3 - 161/146*z + 1
*
[ -4 ] 
f(z) = 11/74*z^3 - 167/148*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013382520755879081172071932397589155223
f(z) = 11/75*z^3 - 163/150*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017482059738729373265788082053320937144
f(z) = 11/79*z^3 - 167/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.015981061480817232250275482835344561509
f(z) = 12/71*z^3 - 167/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.016044256372469494874667441811726900275
f(z) = 12/73*z^3 - 169/146*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.016163125480331867561373924808325688699
f(z) = 12/77*z^3 - 173/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016219095801397585898826049438719338734
f(z) = 12/79*z^3 - 175/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.016940854719395788863509612966817033143
f(z) = 13/71*z^3 - 175/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017003048551611672710468993609478458343
f(z) = 13/73*z^3 - 177/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013140957765432950804185226888679942669
f(z) = 13/75*z^3 - 179/150*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.023404685829388468136324622621835181954
f(z) = 14/75*z^3 - 163/150*z + 1
*
[ 1/2 ] 
f(z) = 14/79*z^3 - 165/158*z + 1
*
-11/6 | 0.15251223954610020935272836196754241585 | 0.029464418037664422732026416579199769185
f(z) = 18/77*z^3 - 177/154*z + 1
*
[ 1/2 ] 
f(z) = 18/79*z^3 - 167/158*z + 1
*
[ 12/5 ] 
f(z) = 19/64*z^3 - 169/150*z + 1
*
[ 6 ] 
f(z) = 3/62*z^3 - 169/186*z + 1
*
[ 3 ] 
f(z) = 11/61*z^3 - 175/183*z + 1
*
[ 3 ] 
f(z) = 11/62*z^3 - 173/186*z + 1
*
[ 3 ] 
f(z) = 11/64*z^3 - 169/192*z + 1
*
[ 3 ] 
f(z) = 11/65*z^3 - 167/195*z + 1
*
[ -3 ] 
f(z) = 15/61*z^3 - 161/183*z + 1
*
[ -28/9 ] 
f(z) = 15/64*z^3 - 179/189*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 15/64*z^3 - 173/192*z + 1
*
[ -3 ] 
f(z) = 16/65*z^3 - 172/195*z + 1
*
10/3 | 0.12544859048810397090569686561336560460 | 0.023461018834470947076485521923472959663
f(z) = 3/70*z^3 - 163/210*z + 1
*
-3 | 0.15810794786694990828700470260787954434 | 0.024529137520287244023859702187507983081
f(z) = 10/63*z^3 - 167/210*z + 1
*
[ 3 ] 
f(z) = 11/67*z^3 - 163/201*z + 1
*
[ 3 ] 
f(z) = 11/68*z^3 - 161/204*z + 1
*
[ 3 ] 
f(z) = 12/73*z^3 - 178/219*z + 1
*
[ -3 ] 
f(z) = 16/67*z^3 - 164/201*z + 1
*
[ -3 ] 
f(z) = 17/70*z^3 - 179/210*z + 1
*
[ -3 ] 
f(z) = 17/71*z^3 - 175/213*z + 1
*
[ -3 ] 
f(z) = 17/73*z^3 - 167/219*z + 1
*
[ 19/3 ] 
f(z) = 3/76*z^3 - 169/228*z + 1
*
[ 3 ] 
f(z) = 12/77*z^3 - 170/231*z + 1
*
[ 3 ] 
f(z) = 12/79*z^3 - 166/237*z + 1
*
[ -3 ] 
f(z) = 17/74*z^3 - 163/222*z + 1
*
[ -3 ] 
f(z) = 18/77*z^3 - 178/231*z + 1
*
[ -3 ] 
f(z) = 18/79*z^3 - 170/237*z + 1
*
3/2 | 0.13829642453760891229698195631984249759 | 0.025233631784901154245709596249003627714
f(z) = 1/60*z^3 - 169/240*z + 1
*
-5/2 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = 11/60*z^3 - 179/240*z + 1
*
11/2 | 0.10465526858282349491862451898413479727 | 0.018769050191611348985107196037423839953
f(z) = 1/66*z^3 - 169/264*z + 1
*
[ 10/3 ] 
f(z) = 7/60*z^3 - 161/270*z + 1
*
[ -4 ] 
f(z) = 8/67*z^3 - 177/268*z + 1
*
[ -4 ] 
f(z) = 8/69*z^3 - 167/276*z + 1
*
[ -13/4 ] 
f(z) = 12/65*z^3 - 167/260*z + 1
*
[ 2/3 ] 
f(z) = 13/60*z^3 - 161/270*z + 1
*
[ -10/3 ] 
f(z) = 13/75*z^3 - 169/270*z + 1
*
[ 2/3 ] 
f(z) = 17/60*z^3 - 169/270*z + 1
*
[ 2/3 ] 
f(z) = 19/60*z^3 - 173/270*z + 1
*
[ 4 ] 
f(z) = 6/71*z^3 - 171/284*z + 1
*
[ 4 ] 
f(z) = 6/73*z^3 - 165/292*z + 1
*
[ -7/2 ] 
f(z) = 11/70*z^3 - 179/280*z + 1
*
[ -28 ] 
f(z) = 1/64*z^3 - 157/14*z + 1
*
-2 | 0.15984743246621646147386771849683354004 | 0.022566522673159185281070426338416910338
f(z) = 1/72*z^3 - 149/9*z + 1
*
[ -20 ] 
f(z) = 5/64*z^3 - 151/5*z + 1
*
[ 12 ] 
f(z) = 7/72*z^3 - 157/12*z + 1
*
[ -12 ] 
f(z) = 7/72*z^3 - 155/12*z + 1
*
[ 28/3 ] 
f(z) = 9/64*z^3 - 159/14*z + 1
*
[ 12 ] 
f(z) = 11/64*z^3 - 143/6*z + 1
*
92/15 | 0.094201923155010191150497390673222771258 | 0.010265938385629469345760641023959392305
f(z) = 15/64*z^3 - 151/15*z + 1
*
[ 8 ] 
f(z) = 19/64*z^3 - 145/8*z + 1
*
[ -8 ] 
f(z) = 19/64*z^3 - 143/8*z + 1
*
-21 | 0.091125919043462296757272613420966223113 | 0.015033666041394241503513567084178304225
f(z) = 1/63*z^3 - 143/21*z + 1
*
0 | 0.14235400633423422233831778551203312304 | 0.024732519465203923489024065881032016317
f(z) = 1/70*z^3 - 158/35*z + 1
*
-6 | 0.17038298709684516305852067488521840025 | 0.029837170946836061030839513778838755528
f(z) = 7/60*z^3 - 151/30*z + 1
*
-6 | 0.21731778559764841191437036791917493684 | 0.026560472008999174988781897208690377248
f(z) = 11/72*z^3 - 149/33*z + 1
*
4/15 | 0.22271012329748427158839030754497495654 | 0.026423206425321884583849971584684056817
f(z) = 15/64*z^3 - 143/30*z + 1
*
-21/4 | 0.16159781865428922769843976105386344365 | 0.026659897251710267882847929722380319320
f(z) = 16/63*z^3 - 143/21*z + 1
*
-12/17 | 0.24307605563858754602156100811965258000 | 0.028699548536496996889195046754476700780
f(z) = 17/64*z^3 - 149/34*z + 1
*
[ 4/19 ] 
f(z) = 19/64*z^3 - 143/38*z + 1
*
-4 | 0.24063338584606792559229712053136627208 | 0.028597481270495488339427697093890417685
f(z) = 19/64*z^3 - 141/38*z + 1
*
-3 | 0.12751724050406758740569341752177788196 | 0.020989296716851677655476190417653105369
f(z) = 2/63*z^3 - 145/42*z + 1
*
6 | 0.16128979914548402476699322704053282493 | 0.026548248991931307061322208804671689163
f(z) = 4/63*z^3 - 145/42*z + 1
*
2/5 | 0.14969701270135891950612180276118697373 | 0.020959989652181854195105982273915151552
f(z) = 5/72*z^3 - 158/45*z + 1
*
2 | 0.15247115131282458746395366730269493175 | 0.021464766762750748172257667995126457613
f(z) = 5/72*z^3 - 152/45*z + 1
*
[ 6 ] 
f(z) = 7/64*z^3 - 149/48*z + 1
*
[ 6 ] 
f(z) = 8/63*z^3 - 157/42*z + 1
*
15/4 | 0.15027176864519136563068185787933073143 | 0.024734684720215534427094797063970206287
f(z) = 8/63*z^3 - 145/42*z + 1
*
[ -6 ] 
f(z) = 8/63*z^3 - 143/42*z + 1
*
2 | 0.10795265221018786297659752077817801820 | 0.016893362524914726469554063953657708934
f(z) = 15/64*z^3 - 149/48*z + 1
*
12/19 | 0.24933713189646336189797746568642220968 | 0.027114135182102916581031337113033418645
f(z) = 19/64*z^3 - 154/57*z + 1
*
-28/3 | 0.26901126032478258798708125962386051139 | 0.029132510583268931309794361177717526530
f(z) = 1/64*z^3 - 160/63*z + 1
*
0 | 0.065840431055824343062508181752259061781 | 0.013304430304617795785110012904522848023
f(z) = 1/70*z^3 - 141/70*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015905901176151021601345676664482130054
f(z) = 1/71*z^3 - 143/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015921055185547554323846677254051589289
f(z) = 1/73*z^3 - 147/73*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013363353298586508185787181245455635779
f(z) = 1/74*z^3 - 149/74*z + 1
*
0 | 0.059609845188054236929616728062963739289 | 0.011880909003850945485545832704327675368
f(z) = 1/75*z^3 - 151/75*z + 1
*
-10 | 0.17903772786550511563828502029641931754 | 0.027072028775816948839189778866717659805
f(z) = 1/75*z^3 - 149/60*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010839603408912653977608641848488303027
f(z) = 1/76*z^3 - 153/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015949645187668715325876278909612792319
f(z) = 1/77*z^3 - 155/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015963154509049433260801782341374864461
f(z) = 1/79*z^3 - 159/79*z + 1
*
-9 | 0.13523234874179171920697009653505382954 | 0.026813593065578772122126263092276324853
f(z) = 2/63*z^3 - 155/63*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015883597930779507713751180077734373790
f(z) = 2/71*z^3 - 144/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015899455188444839909041503122428247120
f(z) = 2/73*z^3 - 148/73*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.011865093392307068406359657181929992871
f(z) = 2/75*z^3 - 152/75*z + 1
*
[ -11 ] 
f(z) = 2/77*z^3 - 158/77*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015929333634455773688161065320706607851
f(z) = 2/77*z^3 - 156/77*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015943434435433913302572494274310745812
f(z) = 2/79*z^3 - 160/79*z + 1
*
5 | 0.12544930534218508110940198098544801598 | 0.024748801779926519656511899702567991878
f(z) = 3/70*z^3 - 159/70*z + 1
*
7 | 0.12544924262745769026994371261248823362 | 0.024810748420253256790477312902965855911
f(z) = 3/70*z^3 - 157/70*z + 1
*
0 | 0.065840431055824343062508181752259061781 | 0.013266671830582018133990546294205254489
f(z) = 3/70*z^3 - 143/70*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015861510847697444630456455405061238986
f(z) = 3/71*z^3 - 145/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015878058587370681098973996235709018440
f(z) = 3/73*z^3 - 149/73*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013327839895004979927302846632808863134
f(z) = 3/74*z^3 - 151/74*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010811690622335854398727939269108056861
f(z) = 3/76*z^3 - 155/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015909203041583000372508497104685716171
f(z) = 3/77*z^3 - 157/77*z + 1
*
[ 7 ] 
f(z) = 4/63*z^3 - 142/63*z + 1
*
-13/2 | 0.14580967901353519452546235698792897380 | 0.028765522723761296203928749419909654986
f(z) = 4/65*z^3 - 159/65*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011716660134407063718632671282157896653
f(z) = 4/69*z^3 - 142/69*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015839636278203357332594072832030448284
f(z) = 4/71*z^3 - 146/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015856862044514385850694485295516505087
f(z) = 4/73*z^3 - 150/73*z + 1
*
0 | 0.059609845188054236929616728062963739289 | 0.011834505879505423271484110956679712542
f(z) = 4/75*z^3 - 154/75*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015889250595922612382371651145348931359
f(z) = 4/77*z^3 - 158/77*z + 1
*
0 | 0.052468291371969254363218168514095481293 | 0.010602310989866957693731940071241678116
f(z) = 5/68*z^3 - 141/68*z + 1
*
0 | 0.058066258332997775670233959055150225238 | 0.011700196693434831420629775494367198512
f(z) = 5/69*z^3 - 143/69*z + 1
*
0 | 0.078939158482334906031045810346738682241 | 0.015818099355047930877080945348000103789
f(z) = 5/71*z^3 - 147/71*z + 1
*
0 | 0.079453560831686169606990473334667245020 | 0.015835983524117119099986168947438972542
f(z) = 5/73*z^3 - 151/73*z + 1
*
0 | 0.066869814602524802875410779856988047536 | 0.013293040416651260848407649842563181008
f(z) = 5/74*z^3 - 153/74*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010784276346567506004320837662237637659
f(z) = 5/76*z^3 - 157/76*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015869473546216297466889673157747527702
f(z) = 5/77*z^3 - 159/77*z + 1
*
[ -7 ] 
f(z) = 5/77*z^3 - 157/77*z + 1
*
3 | 0.14249887228141553886717734651104156341 | 0.028477298429862231856201897094781647674
f(z) = 5/78*z^3 - 149/78*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015796510517662272119203055916844566292
f(z) = 6/71*z^3 - 148/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015815056167075244530292746117374053083
f(z) = 6/73*z^3 - 152/73*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015849869201323593224542312583839722640
f(z) = 6/77*z^3 - 160/77*z + 1
*
-4 | 0.14078944223421469471066045325445558104 | 0.027844659388452372815253839504630052753
f(z) = 7/60*z^3 - 157/60*z + 1
*
3 | 0.070970263070833514507534379221454060188 | 0.014300319344697429587247019545093386023
f(z) = 7/60*z^3 - 143/60*z + 1
*
20/7 | 0.24967689149338625495025290495173470047 | 0.029297984910559624888256156904580425362
f(z) = 7/64*z^3 - 157/70*z + 1
*
3 | 0.13321808980012852820098046519991993535 | 0.026551855613598422993517515936667439735
f(z) = 7/66*z^3 - 151/66*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015734179847412151197277476469761964473
f(z) = 7/67*z^3 - 141/67*z + 1
*
0 | 0.052468218057526255029411001736636490178 | 0.010572206459499511191367619552347774613
f(z) = 7/68*z^3 - 143/68*z + 1
*
0 | 0.058065757180181100443492960035550048074 | 0.011667442982782355285315156487097297100
f(z) = 7/69*z^3 - 145/69*z + 1
*
0 | 0.078939245339422164105920092057265113148 | 0.015775398158375556292922452457079211380
f(z) = 7/71*z^3 - 149/71*z + 1
*
[ 2/7 ] 
f(z) = 7/72*z^3 - 158/63*z + 1
*
2 | 0.17374075403995993096524846647648238528 | 0.024391970588163595951943918613998527535
f(z) = 7/72*z^3 - 155/63*z + 1
*
-18/7 | 0.20232086634070970352433835739773738103 | 0.028562726013730527239867763128183323975
f(z) = 7/72*z^3 - 149/63*z + 1
*
0 | 0.079453687077509652108878618793194339684 | 0.015794586538803108753639994192615737175
f(z) = 7/73*z^3 - 153/73*z + 1
*
0 | 0.066870182401300577323161972404647212037 | 0.013258882773330027200859092342788347678
f(z) = 7/74*z^3 - 155/74*z + 1
*
0 | 0.059610257810289004779825101877097011607 | 0.011789430361007271321264786311882124030
f(z) = 7/75*z^3 - 157/75*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010757345151081200527151135662121210719
f(z) = 7/76*z^3 - 159/76*z + 1
*
2 | 0.14249718652564092978074930230918436693 | 0.028632672331056516614353571529445354039
f(z) = 7/78*z^3 - 145/78*z + 1
*
[ 5 ] 
f(z) = 8/65*z^3 - 148/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015711742405829253320029539629496699209
f(z) = 8/67*z^3 - 142/67*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011651349258964610285825276242134728100
f(z) = 8/69*z^3 - 146/69*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015754193152815286391893810703133101979
f(z) = 8/71*z^3 - 150/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015774012361320707842283596304444531002
f(z) = 8/73*z^3 - 154/73*z + 1
*
0 | 0.059608811571633347207435530860229171834 | 0.011774359035783423757789106498879835933
f(z) = 8/75*z^3 - 158/75*z + 1
*
3/2 | 0.11921894487999360901430586983879207706 | 0.024022300467171795833102194145598863212
f(z) = 8/75*z^3 - 143/75*z + 1
*
[ -11/2 ] 
f(z) = 8/77*z^3 - 151/77*z + 1
*
[ -5 ] 
f(z) = 9/65*z^3 - 147/65*z + 1
*
0 | 0.077865518724651293762375895383550388033 | 0.015689695028911962493085500514490498697
f(z) = 9/67*z^3 - 143/67*z + 1
*
0 | 0.052468362681842556485442855140118929317 | 0.010542730513110209685539828635143707790
f(z) = 9/68*z^3 - 145/68*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015733329375468458174852517547947051954
f(z) = 9/71*z^3 - 151/71*z + 1
*
[ 1/3 ] 
f(z) = 9/71*z^3 - 143/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015753768673459073992028668175648492171
f(z) = 9/73*z^3 - 155/73*z + 1
*
[ 1/3 ] 
f(z) = 9/73*z^3 - 147/73*z + 1
*
0 | 0.066869502373506023889581952018223502424 | 0.013225128869876927382435112974669967494
f(z) = 9/74*z^3 - 157/74*z + 1
*
[ 1/3 ] 
f(z) = 9/74*z^3 - 149/74*z + 1
*
[ 1/3 ] 
f(z) = 9/76*z^3 - 153/76*z + 1
*
[ 1/3 ] 
f(z) = 9/77*z^3 - 155/77*z + 1
*
[ 1/3 ] 
f(z) = 9/79*z^3 - 159/79*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015667525808970080036544114840873244781
f(z) = 10/67*z^3 - 144/67*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011619626731420584352026263404227693465
f(z) = 10/69*z^3 - 148/69*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015712657957122075369300631146465521007
f(z) = 10/71*z^3 - 152/71*z + 1
*
0 | 0.079453155506514321100619065140066708767 | 0.015733746742966916524083620445131782320
f(z) = 10/73*z^3 - 156/73*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015620775643476013348158768561878112366
f(z) = 11/65*z^3 - 141/65*z + 1
*
0 | 0.077865590083274584408043147094492146312 | 0.015645922428914685133288570129542656483
f(z) = 11/67*z^3 - 145/67*z + 1
*
0 | 0.052468919312049284655927552677419195016 | 0.010513902031470449257861783865307280484
f(z) = 11/68*z^3 - 147/68*z + 1
*
0 | 0.058066449768810276125081151971762838808 | 0.011604131263322787423254856020767843578
f(z) = 11/69*z^3 - 149/69*z + 1
*
0 | 0.065841328773099871710239641911838189819 | 0.013122913394222265245920782506698045082
f(z) = 11/70*z^3 - 151/70*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015692175805571913121192763648776427647
f(z) = 11/71*z^3 - 153/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015713823194635183237803967911648809222
f(z) = 11/73*z^3 - 157/73*z + 1
*
0 | 0.066869686124717411003681279548098639639 | 0.013192138469578456283359616594327008972
f(z) = 11/74*z^3 - 159/74*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015598499919899757592282839699099331335
f(z) = 12/65*z^3 - 142/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015624162187620341562884115829706308866
f(z) = 12/67*z^3 - 146/67*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015671879898905487981343640569278881321
f(z) = 12/71*z^3 - 154/71*z + 1
*
0 | 0.079453845299148941880603438055055825402 | 0.015694292113197693525193319864905209961
f(z) = 12/73*z^3 - 158/73*z + 1
*
-3 | 0.089481057090822528475672426136465949070 | 0.017697133512807626305629212420313227358
f(z) = 13/60*z^3 - 157/60*z + 1
*
0 | 0.051344370511888654232132703031493046901 | 0.010375199373022133621659135995849560380
f(z) = 13/64*z^3 - 141/64*z + 1
*
2 | 0.14845969924743462372248222116688731584 | 0.029589678884979234097845594655692630668
f(z) = 13/66*z^3 - 151/66*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015602791297724041002769883307501190542
f(z) = 13/67*z^3 - 147/67*z + 1
*
[ 4 ] 
f(z) = 13/68*z^3 - 157/68*z + 1
*
0 | 0.052468218057526255029411001736636490178 | 0.010485367917554576574356403944132763067
f(z) = 13/68*z^3 - 149/68*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.011572945817439668485414246906047758740
f(z) = 13/69*z^3 - 151/69*z + 1
*
0 | 0.065840431055824343062508181752259061781 | 0.013088409415774994324389973435760693965
f(z) = 13/70*z^3 - 153/70*z + 1
*
0 | 0.078939416563931657348745012552153816421 | 0.015651945797532023685477906691158876663
f(z) = 13/71*z^3 - 155/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015674581614515005971704059860779371680
f(z) = 13/73*z^3 - 159/73*z + 1
*
[ 4 ] 
f(z) = 13/76*z^3 - 151/76*z + 1
*
0 | 0.077306359637018420748665860130640958039 | 0.015555183862462963961843358529330650365
f(z) = 14/65*z^3 - 144/65*z + 1
*
0 | 0.077865562508702443181728168022377481393 | 0.015581800060306574662060059709974166604
f(z) = 14/67*z^3 - 148/67*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011557946308211830962417497082552002413
f(z) = 14/69*z^3 - 152/69*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015631835071768833345258463971667246445
f(z) = 14/71*z^3 - 156/71*z + 1
*
0 | 0.079452952613859094983187201063676714276 | 0.015655218029256498192085778787211958173
f(z) = 14/73*z^3 - 160/73*z + 1
*
0 | 0.051367088026361928708291852249234235383 | 0.010350331685413210719764873968272458017
f(z) = 15/64*z^3 - 143/64*z + 1
*
0 | 0.077866409671292650787273533709239883511 | 0.015561000240705093030912034702745683952
f(z) = 15/67*z^3 - 149/67*z + 1
*
[ -4 ] 
f(z) = 15/68*z^3 - 155/68*z + 1
*
0 | 0.052468218057526255029411001736636490178 | 0.010457502823050466495935718038684935117
f(z) = 15/68*z^3 - 151/68*z + 1
*
0 | 0.078938823957402078587518163096396793827 | 0.015612141299361581172041452287215943073
f(z) = 15/71*z^3 - 157/71*z + 1
*
[ -4 ] 
f(z) = 15/76*z^3 - 145/76*z + 1
*
7/4 | 0.12771422971670187489389387058584678082 | 0.025557095180289795445103937488984636900
f(z) = 16/63*z^3 - 148/63*z + 1
*
0 | 0.063168879945565051615296619788616084530 | 0.012746385055684389840147155340143864472
f(z) = 16/63*z^3 - 142/63*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015511550936685160993111164313724217128
f(z) = 16/65*z^3 - 146/65*z + 1
*
5/4 | 0.13691227953266366407140306372673854673 | 0.027626524885017374715674222429845116432
f(z) = 16/65*z^3 - 142/65*z + 1
*
0 | 0.077865651055185329764868086602041495380 | 0.015540075556273265682410458214729988856
f(z) = 16/67*z^3 - 150/67*z + 1
*
0 | 0.058078605912820583340032838271876334625 | 0.011530504751025495228952574339950105640
f(z) = 16/69*z^3 - 154/69*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015592500629920592195580390479644745893
f(z) = 16/71*z^3 - 158/71*z + 1
*
-5/8 | 0.089784617774606464949396931850193327565 | 0.013576198631418074003281657077146027036
f(z) = 16/75*z^3 - 149/60*z + 1
*
[ 7/2 ] 
f(z) = 16/77*z^3 - 141/77*z + 1
*
0 | 0.063943388247338761805671353097155456510 | 0.012921093296860764485570280417278877486
f(z) = 17/62*z^3 - 141/62*z + 1
*
0 | 0.063479057459460928609619501635426503442 | 0.012790861328281496217513504692450178086
f(z) = 17/63*z^3 - 143/63*z + 1
*
0 | 0.051600920747638342611690643822410280422 | 0.010368431067108039375236223797028501383
f(z) = 17/64*z^3 - 145/64*z + 1
*
0 | 0.077434657522304392756970426189406424230 | 0.015516622291913880930231037056311328075
f(z) = 17/65*z^3 - 147/65*z + 1
*
0 | 0.077873458145756266561501387774481878526 | 0.015521051382135382289189662739158605314
f(z) = 17/67*z^3 - 151/67*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011513156232659947895723114729520532633
f(z) = 17/69*z^3 - 155/69*z + 1
*
0 | 0.065841349810861478170207467168209477257 | 0.013021785796334694858706319743401971285
f(z) = 17/70*z^3 - 157/70*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015573092939284583291546735995373476169
f(z) = 17/71*z^3 - 159/71*z + 1
*
0 | 0.077665498588851170413508994557934626967 | 0.015541764954953610333189719568320521431
f(z) = 18/65*z^3 - 148/65*z + 1
*
0 | 0.078168837817136390193240555945623108663 | 0.015559453990352619227293254694575300096
f(z) = 18/67*z^3 - 152/67*z + 1
*
0 | 0.078948092619047593915527288920121829566 | 0.015555741634320802613657281923175873006
f(z) = 18/71*z^3 - 160/71*z + 1
*
[ 1/3 ] 
f(z) = 18/71*z^3 - 144/71*z + 1
*
[ 1/3 ] 
f(z) = 18/73*z^3 - 148/73*z + 1
*
[ 1/3 ] 
f(z) = 18/77*z^3 - 156/77*z + 1
*
[ -11/3 ] 
f(z) = 18/77*z^3 - 144/77*z + 1
*
-7/3 | 0.14522819508790523581273361077240335449 | 0.029304532502834989704905881761514567209
f(z) = 18/77*z^3 - 142/77*z + 1
*
[ 1/3 ] 
f(z) = 18/79*z^3 - 160/79*z + 1
*
-3 | 0.11081373357053429189375163294981015091 | 0.022086416778554891337134071816032298239
f(z) = 19/60*z^3 - 151/60*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015383105155091661348946199426228076443
f(z) = 19/61*z^3 - 141/61*z + 1
*
0 | 0.063623347192534598041448085194959453318 | 0.012819935325922666154396978037057028807
f(z) = 19/62*z^3 - 143/62*z + 1
*
0 | 0.063162248149376757743655215467051186797 | 0.012691506401275954583949364944153564218
f(z) = 19/63*z^3 - 145/63*z + 1
*
0 | 0.051345531044473005657973412940436763807 | 0.010288793636949201452082044601595774965
f(z) = 19/64*z^3 - 147/64*z + 1
*
0 | 0.077515379371062086421607523857864802889 | 0.015490849547878216314079261396095902268
f(z) = 19/65*z^3 - 149/65*z + 1
*
0 | 0.078228964724577796220157383364822613984 | 0.015551124165930241604368588132716613414
f(z) = 19/67*z^3 - 153/67*z + 1
*
0 | 0.052835951790522148463908225349680301064 | 0.010476204278967613620554076042412881003
f(z) = 19/68*z^3 - 155/68*z + 1
*
0 | 0.058421816109889733080650925356139138884 | 0.011554386071993042140715894765081175960
f(z) = 19/69*z^3 - 157/69*z + 1
*
0 | 0.066172406208040082228473616738130579512 | 0.013054578182609151736350003967808221193
f(z) = 19/70*z^3 - 159/70*z + 1
*
-3 | 0.14249887228141553886717734651104156341 | 0.028633011058394939419288173781978192199
f(z) = 19/78*z^3 - 145/78*z + 1
*
3/2 | 0.15810496695850161477693963434328000468 | 0.025741452960653568325570126468358204459
f(z) = 5/63*z^3 - 155/84*z + 1
*
[ 3/8 ] 
f(z) = 16/63*z^3 - 143/84*z + 1
*
[ -6 ] 
f(z) = 5/68*z^3 - 151/102*z + 1
*
5/7 | 0.18016211178060441097761903309168215136 | 0.027160178362115625587924877941235463575
f(z) = 7/75*z^3 - 152/105*z + 1
*
[ -12 ] 
f(z) = 1/66*z^3 - 145/132*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015383236933429702625355680618048974818
f(z) = 10/61*z^3 - 141/122*z + 1
*
[ 7/2 ] 
f(z) = 10/63*z^3 - 155/126*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.012727026398271446907455932745572992928
f(z) = 10/63*z^3 - 143/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015602921975644718078239387982135701073
f(z) = 10/67*z^3 - 147/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011604120010075737351581070294185561875
f(z) = 10/69*z^3 - 149/138*z + 1
*
[ 1/2 ] 
f(z) = 10/69*z^3 - 143/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.016923576154259351753984953943111235930
f(z) = 11/61*z^3 - 149/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014294394056664386375843586883446475837
f(z) = 11/63*z^3 - 151/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017068263618840039070734643160139974901
f(z) = 11/65*z^3 - 153/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017135587171990323429681786114228275937
f(z) = 11/67*z^3 - 155/134*z + 1
*
-2 | 0.066622080301897158587992115668808280811 | 0.013176194921423086101460884120435486550
f(z) = 11/69*z^3 - 157/138*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.015620235715323395082538019334564830552
f(z) = 12/61*z^3 - 157/122*z + 1
*
[ 1/2 ] 
f(z) = 14/67*z^3 - 141/134*z + 1
*
[ 1/2 ] 
f(z) = 14/69*z^3 - 145/138*z + 1
*
[ 5/2 ] 
f(z) = 18/65*z^3 - 147/130*z + 1
*
[ 1/2 ] 
f(z) = 18/67*z^3 - 143/134*z + 1
*
[ 12 ] 
f(z) = 1/78*z^3 - 145/156*z + 1
*
[ 1/2 ] 
f(z) = 2/71*z^3 - 143/142*z + 1
*
[ 1/2 ] 
f(z) = 2/73*z^3 - 147/146*z + 1
*
[ 1/2 ] 
f(z) = 2/75*z^3 - 151/150*z + 1
*
[ 1/2 ] 
f(z) = 2/77*z^3 - 155/154*z + 1
*
[ 1/2 ] 
f(z) = 2/79*z^3 - 159/158*z + 1
*
[ -16/3 ] 
f(z) = 5/64*z^3 - 149/144*z + 1
*
[ 1/2 ] 
f(z) = 6/71*z^3 - 145/142*z + 1
*
[ 1/2 ] 
f(z) = 6/73*z^3 - 149/146*z + 1
*
[ 1/2 ] 
f(z) = 6/77*z^3 - 157/154*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = 8/77*z^3 - 141/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 8/79*z^3 - 143/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017630189006426567158173488839761558475
f(z) = 9/71*z^3 - 143/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = 9/73*z^3 - 145/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = 9/77*z^3 - 149/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = 9/79*z^3 - 151/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015733459354137165112303772194242017783
f(z) = 10/71*z^3 - 151/142*z + 1
*
[ 1/2 ] 
f(z) = 10/71*z^3 - 147/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015794440534884158924982347391448832578
f(z) = 10/73*z^3 - 153/146*z + 1
*
[ 1/2 ] 
f(z) = 10/73*z^3 - 151/146*z + 1
*
[ 1/2 ] 
f(z) = 10/77*z^3 - 159/154*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015909332018570833827041818051938682758
f(z) = 10/77*z^3 - 157/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015963283163947553789610775160949789594
f(z) = 10/79*z^3 - 159/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017261302512422162323150514457541071383
f(z) = 11/71*z^3 - 159/142*z + 1
*
[ -4 ] 
f(z) = 11/78*z^3 - 157/156*z + 1
*
[ 1/2 ] 
f(z) = 14/71*z^3 - 149/142*z + 1
*
[ 1/2 ] 
f(z) = 14/73*z^3 - 153/146*z + 1
*
[ 1/2 ] 
f(z) = 14/75*z^3 - 157/150*z + 1
*
[ 1/2 ] 
f(z) = 18/71*z^3 - 151/142*z + 1
*
[ 1/2 ] 
f(z) = 18/73*z^3 - 155/146*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 3/64*z^3 - 145/192*z + 1
*
[ 3 ] 
f(z) = 10/61*z^3 - 148/183*z + 1
*
[ -3 ] 
f(z) = 15/62*z^3 - 157/186*z + 1
*
[ -3 ] 
f(z) = 15/64*z^3 - 149/192*z + 1
*
6 | 0.10652977508056914644751726460124149529 | 0.019922878765498681659671635869564360013
f(z) = 1/70*z^3 - 143/210*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 3/68*z^3 - 145/204*z + 1
*
[ 6 ] 
f(z) = 3/70*z^3 - 149/210*z + 1
*
[ 3 ] 
f(z) = 11/70*z^3 - 157/210*z + 1
*
[ 3 ] 
f(z) = 11/71*z^3 - 155/213*z + 1
*
[ 3 ] 
f(z) = 11/73*z^3 - 151/219*z + 1
*
[ -3 ] 
f(z) = 16/71*z^3 - 148/213*z + 1
*
-54/5 | 0.21878872296398815701633546487738277799 | 0.029189179995517429887825102497952917105
f(z) = 1/72*z^3 - 152/225*z + 1
*
[ -18/5 ] 
f(z) = 11/72*z^3 - 158/225*z + 1
*
[ 3 ] 
f(z) = 11/74*z^3 - 149/222*z + 1
*
[ 3 ] 
f(z) = 11/76*z^3 - 145/228*z + 1
*
[ -3 ] 
f(z) = 17/76*z^3 - 155/228*z + 1
*
[ -3 ] 
f(z) = 17/77*z^3 - 151/231*z + 1
*
[ -3 ] 
f(z) = 17/79*z^3 - 143/237*z + 1
*
[ 12/19 ] 
f(z) = 19/72*z^3 - 157/228*z + 1
*
[ 5/8 ] 
f(z) = 4/75*z^3 - 149/240*z + 1
*
[ -4 ] 
f(z) = 7/61*z^3 - 143/244*z + 1
*
[ 2/3 ] 
f(z) = 7/60*z^3 - 149/270*z + 1
*
-3/2 | 0.13432569308503055769843916650565469955 | 0.024090193543774492554960024901253403034
f(z) = 7/66*z^3 - 151/264*z + 1
*
[ 2/3 ] 
f(z) = 11/60*z^3 - 157/270*z + 1
*
[ -42/13 ] 
f(z) = 13/72*z^3 - 157/273*z + 1
*
[ -23/8 ] 
f(z) = 16/69*z^3 - 157/276*z + 1
*
[ -4 ] 
f(z) = 8/71*z^3 - 157/284*z + 1
*
[ -4 ] 
f(z) = 8/73*z^3 - 147/292*z + 1
*
[ -32/9 ] 
f(z) = 9/64*z^3 - 143/288*z + 1
*
[ 5/2 ] 
f(z) = 13/70*z^3 - 157/280*z + 1
*
-6/5 | 0.18945568806075527688274001042701884578 | 0.023686889669144974123441239430793591307
f(z) = 5/72*z^3 - 124/15*z + 1
*
[ -20/3 ] 
f(z) = 15/64*z^3 - 139/15*z + 1
*
[ 8 ] 
f(z) = 17/64*z^3 - 129/8*z + 1
*
[ -8 ] 
f(z) = 17/64*z^3 - 127/8*z + 1
*
[ -12 ] 
f(z) = 19/64*z^3 - 125/3*z + 1
*
-2 | 0.15268023020654501887368084877006984487 | 0.027200560420629974355051561823687611944
f(z) = 1/60*z^3 - 137/30*z + 1
*
[ 21 ] 
f(z) = 1/63*z^3 - 127/21*z + 1
*
[ -21 ] 
f(z) = 1/63*z^3 - 125/21*z + 1
*
14 | 0.16303196923888516942575027008038552835 | 0.029044761877667675336071170880617608295
f(z) = 1/78*z^3 - 137/39*z + 1
*
5/2 | 0.17058014680308704721250515149152407443 | 0.026124859046182150962683690232778124915
f(z) = 2/75*z^3 - 137/30*z + 1
*
0 | 0.15042979868277744852922594763407194336 | 0.027284255516571798411194301495338816127
f(z) = 3/70*z^3 - 124/35*z + 1
*
[ 21/2 ] 
f(z) = 4/63*z^3 - 128/21*z + 1
*
[ -21/2 ] 
f(z) = 4/63*z^3 - 124/21*z + 1
*
[ 10 ] 
f(z) = 4/75*z^3 - 133/30*z + 1
*
[ -10 ] 
f(z) = 4/75*z^3 - 127/30*z + 1
*
28/5 | 0.26361553854160435484560209289848919044 | 0.029280626893850559019032969657988001574
f(z) = 5/64*z^3 - 127/35*z + 1
*
6 | 0.12194080813176214869654599183073409332 | 0.021898933884101125095365241557407603619
f(z) = 7/60*z^3 - 131/30*z + 1
*
-6 | 0.16123112507635922572893798312893044411 | 0.029373830260095165467267928878352183428
f(z) = 7/60*z^3 - 121/30*z + 1
*
6/13 | 0.20912705419667631122030395438807775978 | 0.026120091593303164009377691647065851510
f(z) = 13/72*z^3 - 125/39*z + 1
*
[ 21/4 ] 
f(z) = 16/63*z^3 - 130/21*z + 1
*
[ -21/4 ] 
f(z) = 16/63*z^3 - 122/21*z + 1
*
[ 4 ] 
f(z) = 19/72*z^3 - 125/36*z + 1
*
3 | 0.12456682056383276450070926323667599673 | 0.020852157778234689051028176835910606731
f(z) = 2/63*z^3 - 131/42*z + 1
*
6 | 0.12445331512807358724747601537388101371 | 0.019734837041708657050215583938874330124
f(z) = 3/64*z^3 - 137/48*z + 1
*
[ -28/3 ] 
f(z) = 3/64*z^3 - 125/42*z + 1
*
6 | 0.15999677189640592879106276243283668499 | 0.026922795436451156428912974090093026041
f(z) = 5/63*z^3 - 127/42*z + 1
*
[ -36/5 ] 
f(z) = 5/64*z^3 - 131/45*z + 1
*
[ 4/15 ] 
f(z) = 5/64*z^3 - 124/45*z + 1
*
[ -6 ] 
f(z) = 7/64*z^3 - 133/48*z + 1
*
-3/2 | 0.12254066268184691400130547285180311912 | 0.020512984283659282481639742187072241956
f(z) = 8/63*z^3 - 131/42*z + 1
*
2/3 | 0.10710419097464720306468253132869142103 | 0.017234263090835859091255355361099742063
f(z) = 15/64*z^3 - 125/48*z + 1
*
12/17 | 0.24718896459466257733420019535585734744 | 0.027385057656443421690045064778340459753
f(z) = 17/64*z^3 - 130/51*z + 1
*
[ 6/19 ] 
f(z) = 19/72*z^3 - 125/57*z + 1
*
-12 | 0.14075797968589420213855282770891155657 | 0.028525427754482002217673451766856429935
f(z) = 1/60*z^3 - 139/60*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015819696038036704388262364404882981325
f(z) = 1/61*z^3 - 123/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.013170852442057448521315403769913548255
f(z) = 1/62*z^3 - 125/62*z + 1
*
0 | 0.063161602480483819017882957889010135848 | 0.013038638135394346608141623412997075192
f(z) = 1/63*z^3 - 127/63*z + 1
*
7 | 0.13523243816264339294235772279949147937 | 0.028198153542549343366765485855940582132
f(z) = 1/63*z^3 - 121/63*z + 1
*
0 | 0.051344235597032985882757934922827893931 | 0.010565065340989630585988084278616215900
f(z) = 1/64*z^3 - 129/64*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015856479817368976157014842223133282838
f(z) = 1/65*z^3 - 131/65*z + 1
*
11 | 0.13321665666877409044841374535304122090 | 0.027500312083562390992429756267923961420
f(z) = 1/66*z^3 - 127/66*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015873662873919080702252778198476344552
f(z) = 1/67*z^3 - 135/67*z + 1
*
0 | 0.052468218057526255029411001736636490178 | 0.010664313307006341996163678132664671551
f(z) = 1/68*z^3 - 137/68*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011767362054332014127328395293389277031
f(z) = 1/69*z^3 - 139/69*z + 1
*
[ 14 ] 
f(z) = 1/70*z^3 - 131/70*z + 1
*
-15/2 | 0.17882896348345967355743228104336737005 | 0.027388189961949841377963520226770562160
f(z) = 1/75*z^3 - 137/60*z + 1
*
2 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = 1/78*z^3 - 121/78*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015793121780310736777563856329107874451
f(z) = 2/61*z^3 - 124/61*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015831784534090510633200225823815831606
f(z) = 2/65*z^3 - 132/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015849816432851959358827538135696412538
f(z) = 2/67*z^3 - 136/67*z + 1
*
0 | 0.058065741318812550663046990384404865945 | 0.011750291978461780991134484438015746190
f(z) = 2/69*z^3 - 140/69*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015766849033203351086563767124835003495
f(z) = 3/61*z^3 - 125/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.013127694418684822165364029788937613961
f(z) = 3/62*z^3 - 127/62*z + 1
*
0 | 0.051344235597032985882757934922827893931 | 0.010531724603778568577982334743833605317
f(z) = 3/64*z^3 - 131/64*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015807351568197684134185397673223804846
f(z) = 3/65*z^3 - 133/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015826215448947834796193278859899891637
f(z) = 3/67*z^3 - 137/67*z + 1
*
0 | 0.052468218057526255029411001736636490178 | 0.010632991230381804252473586543763113678
f(z) = 3/68*z^3 - 139/68*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015740871860998202140986534083147968202
f(z) = 4/61*z^3 - 126/61*z + 1
*
[ -7 ] 
f(z) = 4/63*z^3 - 124/63*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015783176077299443597370452268755232106
f(z) = 4/65*z^3 - 134/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015802855528106517376472943242266276368
f(z) = 4/67*z^3 - 138/67*z + 1
*
3 | 0.11921865675968758413705225892319291112 | 0.024267663724117946361966515697822259853
f(z) = 4/75*z^3 - 136/75*z + 1
*
[ 7 ] 
f(z) = 4/77*z^3 - 130/77*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015715184492727991819875062583942891520
f(z) = 5/61*z^3 - 127/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.013085486123063708961449858387425148208
f(z) = 5/62*z^3 - 129/62*z + 1
*
0 | 0.063161602480483819017882957889010135848 | 0.012955701747680369655839192007119687219
f(z) = 5/63*z^3 - 131/63*z + 1
*
0 | 0.051344235597032985882757934922827893931 | 0.010499094083228156024510317895718272365
f(z) = 5/64*z^3 - 133/64*z + 1
*
[ 6 ] 
f(z) = 5/66*z^3 - 125/66*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015779732387291843232050998666073533257
f(z) = 5/67*z^3 - 139/67*z + 1
*
2 | 0.14249887228141553886717734651104156341 | 0.028963297709824009206698438309475118569
f(z) = 5/78*z^3 - 137/78*z + 1
*
0 | 0.076128029488027321180249444637867214596 | 0.015689932945003684020072344230866329383
f(z) = 6/61*z^3 - 128/61*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015735578777471585509080641959798364626
f(z) = 6/65*z^3 - 136/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015756841850923593672871031042841236336
f(z) = 6/67*z^3 - 140/67*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015664656872899692234157972780863500321
f(z) = 7/61*z^3 - 129/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.013044191560273319312120811757904109475
f(z) = 7/62*z^3 - 131/62*z + 1
*
0 | 0.051344235597032985882757934922827893931 | 0.010467147696337242799792849066844415506
f(z) = 7/64*z^3 - 135/64*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015712147897812976930733002537626485030
f(z) = 7/65*z^3 - 137/65*z + 1
*
[ 5 ] 
f(z) = 7/65*z^3 - 123/65*z + 1
*
2 | 0.13321705618370763847879926799718536790 | 0.027500394556622662514932184368473485951
f(z) = 7/66*z^3 - 127/66*z + 1
*
18/7 | 0.077646863423113927046066655028368285808 | 0.011202074480110910418370427640320061159
f(z) = 7/72*z^3 - 128/63*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015639805851576874766225532698154729728
f(z) = 8/61*z^3 - 130/61*z + 1
*
0 | 0.063161602480483819017882957889010135848 | 0.012895808164472193758805599064876918864
f(z) = 8/63*z^3 - 134/63*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015688956343753577063917744390177927134
f(z) = 8/65*z^3 - 138/65*z + 1
*
[ -5 ] 
f(z) = 8/65*z^3 - 122/65*z + 1
*
0 | 0.076128169588255913804388512695428409077 | 0.015615402729641442132209261949551098393
f(z) = 9/61*z^3 - 131/61*z + 1
*
[ 1/3 ] 
f(z) = 9/61*z^3 - 123/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.013003776644693556999891605246799295812
f(z) = 9/62*z^3 - 133/62*z + 1
*
[ 1/3 ] 
f(z) = 9/62*z^3 - 125/62*z + 1
*
0 | 0.051344235597032985882757934922827893931 | 0.010435860701714161548890512063459541942
f(z) = 9/64*z^3 - 137/64*z + 1
*
[ 1/3 ] 
f(z) = 9/64*z^3 - 129/64*z + 1
*
0 | 0.077303467961030316863967532866509374895 | 0.015665999863127233144456894781015942961
f(z) = 9/65*z^3 - 139/65*z + 1
*
[ 1/3 ] 
f(z) = 9/65*z^3 - 131/65*z + 1
*
[ 1/3 ] 
f(z) = 9/67*z^3 - 135/67*z + 1
*
[ 1/3 ] 
f(z) = 9/68*z^3 - 137/68*z + 1
*
10/3 | 0.12544924262745769026994371261248823362 | 0.026158198827644591854912648094946483656
f(z) = 9/70*z^3 - 121/70*z + 1
*
0 | 0.076128210620034566525356346867605225086 | 0.015591091309251844968658381505694141772
f(z) = 10/61*z^3 - 132/61*z + 1
*
0 | 0.063162370251800306031475970887164155957 | 0.012857074580018423269193942094368394396
f(z) = 10/63*z^3 - 136/63*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015566842322496701599766113963572669016
f(z) = 11/61*z^3 - 133/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.012964209070916118146234215482113423588
f(z) = 11/62*z^3 - 135/62*z + 1
*
0 | 0.063161602480483819017882957889010135848 | 0.012837773851705032501544539150891290975
f(z) = 11/63*z^3 - 137/63*z + 1
*
0 | 0.051345170469849088546821173381714345678 | 0.010405399069009366810296167099989149298
f(z) = 11/64*z^3 - 139/64*z + 1
*
[ 4 ] 
f(z) = 11/68*z^3 - 125/68*z + 1
*
5/2 | 0.17882971580731420698876406232904788159 | 0.027327647442029342730729775581552443920
f(z) = 11/75*z^3 - 139/60*z + 1
*
3 | 0.14249887228141553886717734651104156341 | 0.029513175827930601736582988574052742335
f(z) = 11/78*z^3 - 125/78*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015543034662291370093208929804371515849
f(z) = 12/61*z^3 - 134/61*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015519475915113159452110431419137056685
f(z) = 13/61*z^3 - 135/61*z + 1
*
0 | 0.063593840182707995450895882343809576531 | 0.012925627383810225111448442688410884821
f(z) = 13/62*z^3 - 137/62*z + 1
*
0 | 0.063162310620129227600805018068085035188 | 0.012800211628649887418640954006147385034
f(z) = 13/63*z^3 - 139/63*z + 1
*
3 | 0.13321760182250670812957098258618456017 | 0.026997326083347328961224791965778893817
f(z) = 13/66*z^3 - 139/66*z + 1
*
[ -4 ] 
f(z) = 13/68*z^3 - 123/68*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015496161556559506725757463743494293657
f(z) = 14/61*z^3 - 136/61*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015473087178315350142956294663159869381
f(z) = 15/61*z^3 - 137/61*z + 1
*
0 | 0.063593007777967538733305445601758873656 | 0.012887494926459316524593935280585857416
f(z) = 15/62*z^3 - 139/62*z + 1
*
0 | 0.076291834822710133016168142374586339269 | 0.015483642551738440023852701319894321867
f(z) = 16/61*z^3 - 138/61*z + 1
*
[ 13/4 ] 
f(z) = 16/65*z^3 - 124/65*z + 1
*
0 | 0.076493867358525435315882096817677779960 | 0.015501929566379059216530922329843229912
f(z) = 17/61*z^3 - 139/61*z + 1
*
-3 | 0.13321808980012852820098046519991993535 | 0.027325681601879220007896889354466376149
f(z) = 17/66*z^3 - 131/66*z + 1
*
-5/2 | 0.17882877261002837007298148378166734100 | 0.027919187236142030751674335251769244109
f(z) = 17/75*z^3 - 121/60*z + 1
*
0 | 0.076128634091994777203849631884976705639 | 0.015405532732131001584002239596931849136
f(z) = 18/61*z^3 - 140/61*z + 1
*
[ 1/3 ] 
f(z) = 18/61*z^3 - 124/61*z + 1
*
[ 1/3 ] 
f(z) = 18/65*z^3 - 132/65*z + 1
*
[ 1/3 ] 
f(z) = 18/67*z^3 - 136/67*z + 1
*
[ 3 ] 
f(z) = 19/60*z^3 - 131/60*z + 1
*
[ 3 ] 
f(z) = 19/66*z^3 - 127/66*z + 1
*
[ 3 ] 
f(z) = 19/69*z^3 - 125/69*z + 1
*
-5/2 | 0.17882928262688627356435312452668929735 | 0.027577385023009345384463073629311899194
f(z) = 19/75*z^3 - 131/60*z + 1
*
[ 3 ] 
f(z) = 19/75*z^3 - 121/75*z + 1
*
3 | 0.13978473818412272528462598664604657101 | 0.023169690113005720171210849335963570290
f(z) = 4/63*z^3 - 139/84*z + 1
*
[ 2/5 ] 
f(z) = 5/64*z^3 - 121/80*z + 1
*
[ 16/5 ] 
f(z) = 15/64*z^3 - 137/80*z + 1
*
[ 2/5 ] 
f(z) = 15/64*z^3 - 123/80*z + 1
*
24/5 | 0.15920727208584453334600480918219561351 | 0.026972244944461432388676609402290071597
f(z) = 5/63*z^3 - 122/105*z + 1
*
[ -6 ] 
f(z) = 5/76*z^3 - 137/114*z + 1
*
-2 | 0.11951594952463584714646580461858285030 | 0.018951908073533652569917267615855013901
f(z) = 7/64*z^3 - 137/112*z + 1
*
-16/7 | 0.16439596212323641480143840663009158167 | 0.026385755821025676967296727131265680279
f(z) = 7/64*z^3 - 127/112*z + 1
*
15/7 | 0.19083925937487224804266897955776269857 | 0.029162871364811499497733963878338738315
f(z) = 14/75*z^3 - 139/105*z + 1
*
[ 1/2 ] 
f(z) = 2/61*z^3 - 123/122*z + 1
*
[ 1/2 ] 
f(z) = 2/63*z^3 - 127/126*z + 1
*
[ 1/2 ] 
f(z) = 2/65*z^3 - 131/130*z + 1
*
[ 1/2 ] 
f(z) = 2/67*z^3 - 135/134*z + 1
*
[ 1/2 ] 
f(z) = 2/69*z^3 - 139/138*z + 1
*
[ -6 ] 
f(z) = 4/69*z^3 - 127/138*z + 1
*
[ 24/5 ] 
f(z) = 5/64*z^3 - 121/120*z + 1
*
[ 1/2 ] 
f(z) = 6/61*z^3 - 125/122*z + 1
*
[ 1/2 ] 
f(z) = 6/65*z^3 - 133/130*z + 1
*
[ 1/2 ] 
f(z) = 6/67*z^3 - 137/134*z + 1
*
[ 4 ] 
f(z) = 7/62*z^3 - 131/124*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = 7/65*z^3 - 121/130*z + 1
*
[ 4 ] 
f(z) = 7/66*z^3 - 125/132*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = 7/67*z^3 - 123/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = 7/69*z^3 - 125/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015766849033203351086563767124835003495
f(z) = 8/61*z^3 - 125/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013038772758467749852683494817948527641
f(z) = 8/63*z^3 - 127/126*z + 1
*
7/4 | 0.093390479093040923468199355472305482626 | 0.019310387791663920090113975520722281911
f(z) = 8/63*z^3 - 121/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 8/67*z^3 - 131/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = 8/69*z^3 - 133/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017316691336368060937184500279525714410
f(z) = 9/61*z^3 - 133/122*z + 1
*
[ -4 ] 
f(z) = 9/62*z^3 - 133/124*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017451458014765337188881421214869742021
f(z) = 9/65*z^3 - 137/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017513933989219497349106558694899397815
f(z) = 9/67*z^3 - 139/134*z + 1
*
[ 1/2 ] 
f(z) = 10/61*z^3 - 127/122*z + 1
*
[ 1/2 ] 
f(z) = 10/63*z^3 - 131/126*z + 1
*
[ 1/2 ] 
f(z) = 10/67*z^3 - 139/134*z + 1
*
[ 1/2 ] 
f(z) = 14/61*z^3 - 129/122*z + 1
*
[ 1/2 ] 
f(z) = 14/65*z^3 - 137/130*z + 1
*
[ 1/2 ] 
f(z) = 18/61*z^3 - 131/122*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 6/73*z^3 - 121/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 6/77*z^3 - 125/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 6/79*z^3 - 127/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = 7/71*z^3 - 127/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = 7/73*z^3 - 129/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = 7/75*z^3 - 131/150*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = 7/79*z^3 - 135/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 8/71*z^3 - 135/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = 8/73*z^3 - 137/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.011896587999773497697946138936696477019
f(z) = 8/75*z^3 - 139/150*z + 1
*
7/2 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = 8/75*z^3 - 121/150*z + 1
*
7/4 | 0.12290794206355673018524764363551695597 | 0.024401250471299086781518591359959939931
f(z) = 8/77*z^3 - 137/154*z + 1
*
-16/9 | 0.15548681834241233363023422587305802383 | 0.024462584122652987858420001592533922825
f(z) = 9/64*z^3 - 127/144*z + 1
*
-2 | 0.092788518182163603632853262347482176773 | 0.014598323869801279914677180407058807754
f(z) = 9/64*z^3 - 121/144*z + 1
*
[ 7/2 ] 
f(z) = 10/77*z^3 - 135/154*z + 1
*
-17/6 | 0.14522884722725895517698045777152598351 | 0.028832680926492648704423747029155870330
f(z) = 18/77*z^3 - 135/154*z + 1
*
[ 10/3 ] 
f(z) = 9/68*z^3 - 131/170*z + 1
*
-13/3 | 0.14253910410061575183983546215311250721 | 0.027031882426222007767646951524813965333
f(z) = 3/65*z^3 - 124/195*z + 1
*
[ 3 ] 
f(z) = 9/61*z^3 - 121/183*z + 1
*
[ -3 ] 
f(z) = 14/61*z^3 - 134/183*z + 1
*
[ -15/2 ] 
f(z) = 2/63*z^3 - 137/210*z + 1
*
7/3 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = 3/70*z^3 - 139/210*z + 1
*
-10/3 | 0.11804157345992112751578347677822636486 | 0.022075780743478417804390466612436380069
f(z) = 3/70*z^3 - 121/210*z + 1
*
[ 3 ] 
f(z) = 10/67*z^3 - 136/201*z + 1
*
[ 3 ] 
f(z) = 10/71*z^3 - 128/213*z + 1
*
[ 3 ] 
f(z) = 10/73*z^3 - 124/219*z + 1
*
[ -3 ] 
f(z) = 15/67*z^3 - 137/201*z + 1
*
[ -3 ] 
f(z) = 15/68*z^3 - 133/204*z + 1
*
[ -3 ] 
f(z) = 15/71*z^3 - 121/213*z + 1
*
[ 9/4 ] 
f(z) = 16/69*z^3 - 128/207*z + 1
*
[ -3 ] 
f(z) = 16/73*z^3 - 140/219*z + 1
*
[ 6 ] 
f(z) = 3/74*z^3 - 139/222*z + 1
*
[ 18/5 ] 
f(z) = 7/72*z^3 - 121/225*z + 1
*
[ 3 ] 
f(z) = 11/79*z^3 - 139/237*z + 1
*
[ 2/3 ] 
f(z) = 15/74*z^3 - 131/222*z + 1
*
[ -3 ] 
f(z) = 16/77*z^3 - 124/231*z + 1
*
[ 4 ] 
f(z) = 5/61*z^3 - 137/244*z + 1
*
[ 4 ] 
f(z) = 5/63*z^3 - 131/252*z + 1
*
[ 15/4 ] 
f(z) = 7/75*z^3 - 139/240*z + 1
*
[ 20/7 ] 
f(z) = 9/64*z^3 - 122/245*z + 1
*
[ 5/2 ] 
f(z) = 11/60*z^3 - 131/240*z + 1
*
[ -20/7 ] 
f(z) = 15/64*z^3 - 138/245*z + 1
*
0 | 0.13672685399437303155216983054557296615 | 0.024727119532680066417650943295996662784
f(z) = 16/63*z^3 - 127/252*z + 1
*
[ -5/2 ] 
f(z) = 19/60*z^3 - 139/240*z + 1
*
[ 2/3 ] 
f(z) = 1/60*z^3 - 137/270*z + 1
*
[ -4 ] 
f(z) = 7/65*z^3 - 123/260*z + 1
*
[ 10/3 ] 
f(z) = 8/75*z^3 - 131/270*z + 1
*
-2 | 0.16881057146913044576558701986469100618 | 0.024143055408564896821725047636464415282
f(z) = 17/64*z^3 - 137/272*z + 1
*
[ 15/19 ] 
f(z) = 19/75*z^3 - 121/285*z + 1
*
[ 12 ] 
f(z) = 5/72*z^3 - 109/12*z + 1
*
[ -12 ] 
f(z) = 5/72*z^3 - 107/12*z + 1
*
[ -12 ] 
f(z) = 9/64*z^3 - 115/6*z + 1
*
[ 8 ] 
f(z) = 15/64*z^3 - 113/8*z + 1
*
[ -8 ] 
f(z) = 15/64*z^3 - 111/8*z + 1
*
[ 12 ] 
f(z) = 17/64*z^3 - 112/3*z + 1
*
14 | 0.10998169636814204467105210014570401210 | 0.020289823123161687082672082601199370944
f(z) = 1/60*z^3 - 113/30*z + 1
*
-2 | 0.13747112306548109280229246516074157227 | 0.025619034203775001204332405815723071519
f(z) = 1/70*z^3 - 107/35*z + 1
*
-3 | 0.14252024177977767482955468878945122888 | 0.024389348588571330917503902555662106351
f(z) = 1/72*z^3 - 115/24*z + 1
*
5 | 0.17968806138448092805763712837150457692 | 0.028867599754445481296820101834548503462
f(z) = 2/75*z^3 - 101/30*z + 1
*
28/3 | 0.22669758702054810946842959101676205752 | 0.025614878063859169665955366651184009738
f(z) = 3/64*z^3 - 109/21*z + 1
*
[ 6 ] 
f(z) = 7/60*z^3 - 101/30*z + 1
*
4 | 0.14564825524779549016747263386135717521 | 0.027438001161678646495783723085018734850
f(z) = 7/72*z^3 - 101/36*z + 1
*
-5/4 | 0.085096289475588367059881565452054315866 | 0.013671056419900128364575892532817143481
f(z) = 8/75*z^3 - 101/30*z + 1
*
4/13 | 0.23078256877323889389070468541415636357 | 0.028229364749015085026340863439755818356
f(z) = 13/64*z^3 - 111/26*z + 1
*
5/2 | 0.17999991158702130057707184565857359408 | 0.028652064428171108931519742759590533964
f(z) = 14/75*z^3 - 107/30*z + 1
*
4/15 | 0.24403593747672185706533738257643009133 | 0.029785457387391221577296517975176974039
f(z) = 15/64*z^3 - 113/30*z + 1
*
12/5 | 0.14222835378416742025528975162124628154 | 0.017558048296916181925870953064065855649
f(z) = 15/64*z^3 - 103/30*z + 1
*
[ 4/17 ] 
f(z) = 17/64*z^3 - 111/34*z + 1
*
[ 4 ] 
f(z) = 17/72*z^3 - 109/36*z + 1
*
[ -4 ] 
f(z) = 19/72*z^3 - 107/36*z + 1
*
10 | 0.17949567631889769338952214775031495929 | 0.026404420370661410175418481035591964524
f(z) = 1/72*z^3 - 112/45*z + 1
*
-10 | 0.12524328912299123128198901377188397689 | 0.018653575831157792742148261857709887398
f(z) = 1/72*z^3 - 103/45*z + 1
*
[ 21/2 ] 
f(z) = 2/63*z^3 - 109/42*z + 1
*
-3 | 0.15810340520488836024957081786996914736 | 0.027576137119546554668846799057751701295
f(z) = 2/63*z^3 - 103/42*z + 1
*
[ -21/2 ] 
f(z) = 2/63*z^3 - 101/42*z + 1
*
-16/3 | 0.12836058899258246470689483730706973483 | 0.021318732970276512531903524534499929316
f(z) = 3/64*z^3 - 103/48*z + 1
*
6 | 0.14263719571729122450033476080842589845 | 0.024878546179004157812652778418842924169
f(z) = 4/63*z^3 - 103/42*z + 1
*
[ 20/3 ] 
f(z) = 5/64*z^3 - 118/45*z + 1
*
2/5 | 0.20021493843473997860425131740930599875 | 0.029413832466516328951880150154568593709
f(z) = 5/72*z^3 - 113/45*z + 1
*
-2 | 0.13093541953853919010359279065646337698 | 0.019391317622763188947249080438577409935
f(z) = 5/72*z^3 - 107/45*z + 1
*
8/7 | 0.19006807992175290774281737409150552864 | 0.027923144515378611863158484730701291137
f(z) = 7/64*z^3 - 113/56*z + 1
*
[ 21/4 ] 
f(z) = 8/63*z^3 - 113/42*z + 1
*
3/4 | 0.15810405734424207961381766486909177638 | 0.027670887443632811494506592800606172187
f(z) = 8/63*z^3 - 101/42*z + 1
*
-2 | 0.10268965127694734073638981852906510777 | 0.017110906905311954051631163396369084653
f(z) = 15/64*z^3 - 101/48*z + 1
*
[ 13 ] 
f(z) = 1/65*z^3 - 109/65*z + 1
*
[ 14 ] 
f(z) = 1/72*z^3 - 113/63*z + 1
*
[ -14 ] 
f(z) = 1/72*z^3 - 104/63*z + 1
*
15/2 | 0.17882888780779158857242644489688486751 | 0.028220578471776651173911332592227562962
f(z) = 1/75*z^3 - 113/60*z + 1
*
3 | 0.11921762314326669441487106172045834367 | 0.025412232504620649964391953288927696919
f(z) = 1/75*z^3 - 109/75*z + 1
*
10 | 0.11095408078508722281237466298579163322 | 0.017825213152992137368742912513660375593
f(z) = 1/75*z^3 - 101/60*z + 1
*
7 | 0.11741406118014355686456173502098671386 | 0.025126976685775443752735231106319294402
f(z) = 2/63*z^3 - 107/63*z + 1
*
[ 9 ] 
f(z) = 2/63*z^3 - 106/63*z + 1
*
[ 13/2 ] 
f(z) = 4/65*z^3 - 114/65*z + 1
*
[ -7 ] 
f(z) = 4/77*z^3 - 108/77*z + 1
*
2 | 0.13321640404435391911455242099806273888 | 0.027874651960002213802277230213511173968
f(z) = 5/66*z^3 - 119/66*z + 1
*
[ -6 ] 
f(z) = 5/66*z^3 - 103/66*z + 1
*
[ 6 ] 
f(z) = 5/78*z^3 - 115/78*z + 1
*
[ -36/7 ] 
f(z) = 7/64*z^3 - 107/63*z + 1
*
5/2 | 0.17882877261002837007298148378166734100 | 0.027992025318062210598414810884500071388
f(z) = 7/75*z^3 - 119/60*z + 1
*
7/2 | 0.13523276665749369789760225550163138851 | 0.028448553876290127495938817859785625458
f(z) = 8/63*z^3 - 116/63*z + 1
*
[ 13/3 ] 
f(z) = 9/65*z^3 - 119/65*z + 1
*
[ -14/3 ] 
f(z) = 9/70*z^3 - 111/70*z + 1
*
2/3 | 0.11141837217418408893717952890486756799 | 0.023749756993344622260239044181693998207
f(z) = 9/70*z^3 - 109/70*z + 1
*
3 | 0.095119166040207908964752041817836980087 | 0.019903056737769913341744465740578641683
f(z) = 11/60*z^3 - 119/60*z + 1
*
[ -4 ] 
f(z) = 11/60*z^3 - 101/60*z + 1
*
[ 4 ] 
f(z) = 11/76*z^3 - 119/76*z + 1
*
-5/2 | 0.17882877261002837007298148378166734100 | 0.028729551604650445439149697078071257421
f(z) = 13/75*z^3 - 101/60*z + 1
*
[ -4 ] 
f(z) = 13/76*z^3 - 113/76*z + 1
*
[ -7/2 ] 
f(z) = 16/63*z^3 - 115/63*z + 1
*
-15/8 | 0.17882877261002837007298148378166734100 | 0.028220560292680664316437028698118550959
f(z) = 16/75*z^3 - 113/60*z + 1
*
[ 3 ] 
f(z) = 17/60*z^3 - 113/60*z + 1
*
[ 3 ] 
f(z) = 17/66*z^3 - 109/66*z + 1
*
[ 3 ] 
f(z) = 17/69*z^3 - 107/69*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.014205745165181700686295336219368086072
f(z) = 17/70*z^3 - 103/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.014368300832481884102311049333442566266
f(z) = 17/74*z^3 - 105/74*z + 1
*
[ 3 ] 
f(z) = 17/75*z^3 - 103/75*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.010164948012841848300793085776297179243
f(z) = 17/78*z^3 - 107/78*z + 1
*
[ 3 ] 
f(z) = 17/78*z^3 - 101/78*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013609102757835235990227034967129287345
f(z) = 19/62*z^3 - 107/62*z + 1
*
[ 8/3 ] 
f(z) = 19/64*z^3 - 107/72*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.013980254556490067264324004225784943286
f(z) = 19/70*z^3 - 111/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.014144989325704662292310891832609281469
f(z) = 19/74*z^3 - 113/74*z + 1
*
[ 3 ] 
f(z) = 19/78*z^3 - 119/78*z + 1
*
-2 | 0.047500747930988252346677811638251985451 | 0.010010838226125162965925109884603778228
f(z) = 19/78*z^3 - 115/78*z + 1
*
[ 12 ] 
f(z) = 1/63*z^3 - 115/84*z + 1
*
[ -12 ] 
f(z) = 1/63*z^3 - 101/84*z + 1
*
3/4 | 0.15812688222162225736245730983838379203 | 0.027060097594321692871773460316772298928
f(z) = 4/63*z^3 - 115/84*z + 1
*
21/4 | 0.12340397980222532851665218585345262696 | 0.021523920143996383110022701664043816732
f(z) = 4/63*z^3 - 103/84*z + 1
*
-16/5 | 0.15816499477839913831061260273718432075 | 0.025653572639824906249222485746549973086
f(z) = 5/64*z^3 - 119/80*z + 1
*
[ 4/9 ] 
f(z) = 7/64*z^3 - 103/81*z + 1
*
[ 4/9 ] 
f(z) = 11/64*z^3 - 104/81*z + 1
*
[ 4/9 ] 
f(z) = 19/64*z^3 - 106/81*z + 1
*
[ 30/7 ] 
f(z) = 7/72*z^3 - 107/105*z + 1
*
9/2 | 0.085383270536693765033658742621867701234 | 0.017654733983551965860092198144397529387
f(z) = 2/63*z^3 - 109/126*z + 1
*
-2 | 0.060918198851981049878755764546784193385 | 0.012363519872234353313982642806133919541
f(z) = 4/69*z^3 - 101/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = 5/61*z^3 - 101/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = 5/63*z^3 - 103/126*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = 5/67*z^3 - 107/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = 5/69*z^3 - 109/138*z + 1
*
-3 | 0.16185603922614083101372572354538953248 | 0.027497991602140348536809654470855409322
f(z) = 5/72*z^3 - 107/120*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 6/61*z^3 - 109/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = 6/65*z^3 - 113/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 6/67*z^3 - 115/134*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = 7/61*z^3 - 117/122*z + 1
*
-15/8 | 0.18215430183692995737396682910346339752 | 0.028475270427336773811860846851875621483
f(z) = 8/75*z^3 - 101/120*z + 1
*
[ 10/3 ] 
f(z) = 9/65*z^3 - 109/130*z + 1
*
[ 8/15 ] 
f(z) = 15/64*z^3 - 113/120*z + 1
*
[ -12 ] 
f(z) = 1/78*z^3 - 119/156*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = 2/75*z^3 - 109/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = 3/77*z^3 - 101/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = 3/79*z^3 - 103/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.016504000810363857853233422824964681035
f(z) = 4/71*z^3 - 103/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.016515230112366698960595976072797612249
f(z) = 4/73*z^3 - 105/146*z + 1
*
[ -6 ] 
f(z) = 4/75*z^3 - 113/150*z + 1
*
-2 | 0.062461269104801846423144305022608499275 | 0.012465738462026238108002208984713026382
f(z) = 4/75*z^3 - 107/150*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.016536446787030364127418078920277026334
f(z) = 4/77*z^3 - 109/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.016546486131776245221436894844570519011
f(z) = 4/79*z^3 - 111/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = 5/71*z^3 - 111/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = 5/73*z^3 - 113/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = 5/77*z^3 - 117/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = 5/79*z^3 - 119/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = 6/71*z^3 - 119/142*z + 1
*
[ 4 ] 
f(z) = 7/74*z^3 - 113/148*z + 1
*
[ 4 ] 
f(z) = 7/78*z^3 - 107/156*z + 1
*
[ -4 ] 
f(z) = 9/70*z^3 - 113/140*z + 1
*
[ -4 ] 
f(z) = 9/74*z^3 - 103/148*z + 1
*
-16/11 | 0.17276605700736710441174564430642398112 | 0.026349229396340267101885440222940643046
f(z) = 11/64*z^3 - 119/176*z + 1
*
-2 | 0.14462623417702791597738751764758004864 | 0.022057514578206964393374834931083133967
f(z) = 11/64*z^3 - 113/176*z + 1
*
-4/3 | 0.26772252603240381774797781494399977086 | 0.028785676412280933726286094848157725446
f(z) = 19/64*z^3 - 115/171*z + 1
*
[ -6 ] 
f(z) = 3/62*z^3 - 107/186*z + 1
*
[ 3 ] 
f(z) = 9/62*z^3 - 119/186*z + 1
*
[ 3 ] 
f(z) = 9/64*z^3 - 115/192*z + 1
*
[ 3 ] 
f(z) = 9/65*z^3 - 113/195*z + 1
*
[ 10/3 ] 
f(z) = 9/76*z^3 - 117/190*z + 1
*
[ -3 ] 
f(z) = 13/61*z^3 - 107/183*z + 1
*
[ -3 ] 
f(z) = 13/62*z^3 - 103/186*z + 1
*
[ -3 ] 
f(z) = 14/65*z^3 - 118/195*z + 1
*
[ 2/3 ] 
f(z) = 15/62*z^3 - 113/186*z + 1
*
[ 2/3 ] 
f(z) = 3/70*z^3 - 109/210*z + 1
*
-10/7 | 0.071643326474196890626009655797208556572 | 0.011860977706856589127009537816361577434
f(z) = 7/60*z^3 - 113/210*z + 1
*
[ -30/7 ] 
f(z) = 7/75*z^3 - 101/210*z + 1
*
[ -15/4 ] 
f(z) = 8/63*z^3 - 109/210*z + 1
*
[ 3 ] 
f(z) = 9/67*z^3 - 109/201*z + 1
*
[ 3 ] 
f(z) = 9/68*z^3 - 107/204*z + 1
*
[ 3 ] 
f(z) = 9/70*z^3 - 103/210*z + 1
*
[ 3 ] 
f(z) = 9/71*z^3 - 101/213*z + 1
*
-2 | 0.15390701665831492664358439895870167670 | 0.022889775736219513246421849690269557128
f(z) = 13/64*z^3 - 113/208*z + 1
*
-16/13 | 0.17585965116779610796714460474346452381 | 0.026154674839921749188186138071442518151
f(z) = 13/64*z^3 - 103/208*z + 1
*
[ -3 ] 
f(z) = 14/67*z^3 - 110/201*z + 1
*
[ -3 ] 
f(z) = 15/73*z^3 - 113/219*z + 1
*
[ 12/17 ] 
f(z) = 17/72*z^3 - 109/204*z + 1
*
[ 2/3 ] 
f(z) = 3/74*z^3 - 115/222*z + 1
*
[ 3 ] 
f(z) = 10/77*z^3 - 116/231*z + 1
*
[ 3 ] 
f(z) = 10/79*z^3 - 112/237*z + 1
*
[ -3 ] 
f(z) = 15/74*z^3 - 109/222*z + 1
*
[ -3 ] 
f(z) = 15/76*z^3 - 101/228*z + 1
*
[ 7/3 ] 
f(z) = 15/77*z^3 - 113/231*z + 1
*
[ 9/4 ] 
f(z) = 16/75*z^3 - 118/225*z + 1
*
[ 3/4 ] 
f(z) = 16/77*z^3 - 104/231*z + 1
*
[ -3 ] 
f(z) = 16/79*z^3 - 116/237*z + 1
*
[ 3/4 ] 
f(z) = 16/79*z^3 - 106/237*z + 1
*
[ 8/3 ] 
f(z) = 9/62*z^3 - 101/248*z + 1
*
-5/4 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = 13/75*z^3 - 113/240*z + 1
*
-9/8 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = 16/63*z^3 - 109/252*z + 1
*
[ 3/4 ] 
f(z) = 4/69*z^3 - 101/276*z + 1
*
[ 4 ] 
f(z) = 5/67*z^3 - 119/268*z + 1
*
[ 4 ] 
f(z) = 5/69*z^3 - 113/276*z + 1
*
[ -4 ] 
f(z) = 7/67*z^3 - 113/268*z + 1
*
[ -4 ] 
f(z) = 7/69*z^3 - 103/276*z + 1
*
[ 17/6 ] 
f(z) = 9/68*z^3 - 113/272*z + 1
*
[ 5/2 ] 
f(z) = 11/65*z^3 - 119/260*z + 1
*
[ -5/2 ] 
f(z) = 19/65*z^3 - 111/260*z + 1
*
[ 4 ] 
f(z) = 5/71*z^3 - 107/284*z + 1
*
[ 4 ] 
f(z) = 5/73*z^3 - 101/292*z + 1
*
[ 5/2 ] 
f(z) = 11/70*z^3 - 107/280*z + 1
*
[ 12/7 ] 
f(z) = 17/64*z^3 - 107/294*z + 1
*
28 | 0.25659890879697724191138074170861315585 | 0.029523030914240891506727580920924957703
f(z) = 1/64*z^3 - 93/7*z + 1
*
16 | 0.078694806578290458542495631059404428793 | 0.013613267283577840394085618075118080549
f(z) = 1/64*z^3 - 81/16*z + 1
*
-20 | 0.13534597729730502607332353887451546073 | 0.022451845388876528477559301042697738799
f(z) = 1/75*z^3 - 83/15*z + 1
*
[ 20 ] 
f(z) = 3/64*z^3 - 89/5*z + 1
*
-4/5 | 0.18972708391317179721845621474594636266 | 0.021940058642520574766957937106124785536
f(z) = 5/64*z^3 - 89/5*z + 1
*
[ 12 ] 
f(z) = 7/64*z^3 - 89/6*z + 1
*
[ 8 ] 
f(z) = 11/64*z^3 - 81/8*z + 1
*
[ 8 ] 
f(z) = 13/64*z^3 - 97/8*z + 1
*
[ -8 ] 
f(z) = 13/64*z^3 - 95/8*z + 1
*
[ 12 ] 
f(z) = 13/64*z^3 - 85/3*z + 1
*
[ -12 ] 
f(z) = 15/64*z^3 - 98/3*z + 1
*
5 | 0.18565838706752660788510185695882818496 | 0.029971946513887659678519326062839345022
f(z) = 19/75*z^3 - 98/15*z + 1
*
[ 5 ] 
f(z) = 19/75*z^3 - 83/15*z + 1
*
15/2 | 0.17882846259482839553113896811012840624 | 0.029325399186725311019492030182617078619
f(z) = 2/75*z^3 - 89/30*z + 1
*
20/3 | 0.21364508222339366606643127057774760901 | 0.026571294528441479264467188236531507672
f(z) = 3/64*z^3 - 97/30*z + 1
*
8/3 | 0.10430762242464216343759799108814046537 | 0.015880996515496354885464852524714481552
f(z) = 3/64*z^3 - 89/24*z + 1
*
8 | 0.10269155923819469544522849281601507118 | 0.015802877880036118060602359462159001330
f(z) = 3/64*z^3 - 83/24*z + 1
*
5 | 0.13662619858360371575375363044720558019 | 0.022323457379792194712791087238677947789
f(z) = 4/75*z^3 - 91/30*z + 1
*
4 | 0.14555898254578083912346558435149973443 | 0.028342035679535434697839361722102010319
f(z) = 5/72*z^3 - 85/36*z + 1
*
[ -6 ] 
f(z) = 7/60*z^3 - 91/30*z + 1
*
6 | 0.19989189914679442204496201142892822958 | 0.026312317589029943347605775176432370784
f(z) = 7/72*z^3 - 83/21*z + 1
*
-4 | 0.14555898254578083912346558435149973443 | 0.028474047390589856043937130953293973154
f(z) = 7/72*z^3 - 83/36*z + 1
*
-5 | 0.17902728678317503171813084244937274023 | 0.029358003608899717064371939694742977011
f(z) = 8/75*z^3 - 89/30*z + 1
*
15/4 | 0.17888505434726332595827428083120830190 | 0.029674318090468306908657981673316204507
f(z) = 8/75*z^3 - 83/30*z + 1
*
14/3 | 0.15033080104380019124138647270037479525 | 0.028767334206995014934112584370025242608
f(z) = 9/70*z^3 - 93/35*z + 1
*
4/11 | 0.21272698424164589346166542178787326104 | 0.026980140779375476603210236453909201283
f(z) = 11/64*z^3 - 83/22*z + 1
*
6/11 | 0.20575062353411562225867635319046272294 | 0.026610510483501254527629483902770389514
f(z) = 11/72*z^3 - 95/33*z + 1
*
-12/13 | 0.16935536007314502171861208601832529820 | 0.021290851656260165215212438461405236806
f(z) = 13/64*z^3 - 89/26*z + 1
*
12/13 | 0.24235879048005940880336120605577524973 | 0.028063063857456335419314534549680189222
f(z) = 13/64*z^3 - 88/39*z + 1
*
-4/5 | 0.23857982085557356644893800583065359826 | 0.029672457809572284453672944319753758537
f(z) = 15/64*z^3 - 97/30*z + 1
*
4/9 | 0.25575753197882453846606590008207673615 | 0.029575826150628854993734959190964788008
f(z) = 15/64*z^3 - 89/27*z + 1
*
5/2 | 0.13667630095778607949031814744643901356 | 0.022101068937405014311032584895852990513
f(z) = 16/75*z^3 - 97/30*z + 1
*
[ -4 ] 
f(z) = 17/72*z^3 - 91/36*z + 1
*
6 | 0.14337781521881077515052495269463822137 | 0.024698446459302879029585112919289215959
f(z) = 1/64*z^3 - 83/48*z + 1
*
6 | 0.15810405734424207961381766486909177638 | 0.027867979647679563424661935436679255103
f(z) = 2/63*z^3 - 97/42*z + 1
*
-6 | 0.16666077780439385789669714035710712968 | 0.029828774052113236931654325344386696847
f(z) = 4/63*z^3 - 89/42*z + 1
*
[ 6 ] 
f(z) = 5/63*z^3 - 85/42*z + 1
*
[ 6 ] 
f(z) = 5/64*z^3 - 95/48*z + 1
*
18/5 | 0.068946769951216100456710134375972159935 | 0.010345518971101649072980889812457635667
f(z) = 5/72*z^3 - 98/45*z + 1
*
-18/5 | 0.18362796430619787405186094571901559825 | 0.028257924184008040736591858845841729114
f(z) = 5/72*z^3 - 83/45*z + 1
*
[ -21/4 ] 
f(z) = 8/63*z^3 - 97/42*z + 1
*
-3/2 | 0.15810405734424207961381766486909177638 | 0.028297301052914065271093204077387785213
f(z) = 8/63*z^3 - 89/42*z + 1
*
3/2 | 0.13408047525713944621745528532041054515 | 0.024196733139373909896655628155059916264
f(z) = 10/63*z^3 - 85/42*z + 1
*
8/5 | 0.19688228445012871132405698557455096794 | 0.029975631700112376677926077023988298796
f(z) = 15/64*z^3 - 89/40*z + 1
*
[ 6/17 ] 
f(z) = 17/72*z^3 - 95/51*z + 1
*
5 | 0.089414521636157459539646990288589015789 | 0.019545392497212890528757895316885450621
f(z) = 1/60*z^3 - 97/60*z + 1
*
4 | 0.081149674999270549208656897555677047303 | 0.017989847584929969606538346721841792074
f(z) = 1/60*z^3 - 91/60*z + 1
*
[ -13 ] 
f(z) = 1/65*z^3 - 99/65*z + 1
*
-13 | 0.11921762314326669441487106172045834367 | 0.026240345136421240251674842063530791664
f(z) = 1/75*z^3 - 94/75*z + 1
*
[ 13 ] 
f(z) = 1/78*z^3 - 97/78*z + 1
*
[ -13 ] 
f(z) = 1/78*z^3 - 85/78*z + 1
*
[ -9 ] 
f(z) = 2/63*z^3 - 92/63*z + 1
*
[ 7 ] 
f(z) = 3/70*z^3 - 87/70*z + 1
*
[ 7 ] 
f(z) = 3/77*z^3 - 81/77*z + 1
*
[ -13/2 ] 
f(z) = 4/65*z^3 - 94/65*z + 1
*
-15/4 | 0.17882773899360748035080028657893277354 | 0.029325280526114201157289563561451718864
f(z) = 4/75*z^3 - 89/60*z + 1
*
[ -28/5 ] 
f(z) = 5/64*z^3 - 89/70*z + 1
*
-3 | 0.13321808980012852820098046519991993535 | 0.029678966801242209122616316602247404076
f(z) = 5/66*z^3 - 89/66*z + 1
*
[ -6 ] 
f(z) = 5/78*z^3 - 89/78*z + 1
*
[ 5 ] 
f(z) = 6/65*z^3 - 98/65*z + 1
*
-4 | 0.081149674999270549208656897555677047303 | 0.017738754509431035995573616071291043340
f(z) = 7/60*z^3 - 97/60*z + 1
*
[ -5 ] 
f(z) = 7/65*z^3 - 97/65*z + 1
*
-2 | 0.14962832157305101957607020233518515976 | 0.022666733151527103965634325329800498118
f(z) = 7/72*z^3 - 92/63*z + 1
*
[ -9/2 ] 
f(z) = 8/63*z^3 - 85/63*z + 1
*
[ 1/2 ] 
f(z) = 8/79*z^3 - 81/79*z + 1
*
[ -13/3 ] 
f(z) = 9/65*z^3 - 89/65*z + 1
*
[ 4 ] 
f(z) = 9/68*z^3 - 93/68*z + 1
*
[ 4 ] 
f(z) = 9/76*z^3 - 87/76*z + 1
*
[ -4 ] 
f(z) = 11/68*z^3 - 91/68*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015216662630640152058003581791806720713
f(z) = 11/74*z^3 - 81/74*z + 1
*
-5/2 | 0.17882877261002837007298148378166734100 | 0.029218967701847488972609158270618301524
f(z) = 11/75*z^3 - 91/60*z + 1
*
[ -4 ] 
f(z) = 11/76*z^3 - 81/76*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010749361321329154635705612254267461720
f(z) = 11/78*z^3 - 83/78*z + 1
*
[ 7/2 ] 
f(z) = 12/77*z^3 - 92/77*z + 1
*
[ 1/2 ] 
f(z) = 12/79*z^3 - 82/79*z + 1
*
-3 | 0.10652899617288190582758713846735428985 | 0.023286497589347792662639989777061192167
f(z) = 13/60*z^3 - 97/60*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.014391185671284800598593566028891785171
f(z) = 13/62*z^3 - 83/62*z + 1
*
-2 | 0.044407153770559248791278851201211442767 | 0.0099956425131692175277669010431871712989
f(z) = 13/66*z^3 - 85/66*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.014742752687062841587615554337926176023
f(z) = 13/70*z^3 - 87/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.014897509369309074407804377016694477522
f(z) = 13/74*z^3 - 89/74*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.014097758461795265607653614888834121450
f(z) = 15/62*z^3 - 91/62*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.014617065547609404586720621455012414636
f(z) = 15/74*z^3 - 97/74*z + 1
*
[ -13/4 ] 
f(z) = 16/65*z^3 - 84/65*z + 1
*
[ 3 ] 
f(z) = 16/69*z^3 - 98/69*z + 1
*
[ 3 ] 
f(z) = 16/75*z^3 - 94/75*z + 1
*
[ -7/2 ] 
f(z) = 16/77*z^3 - 97/77*z + 1
*
[ 1/2 ] 
f(z) = 16/77*z^3 - 81/77*z + 1
*
[ 1/2 ] 
f(z) = 16/79*z^3 - 83/79*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.013839107077207401883072593194121452725
f(z) = 17/62*z^3 - 99/62*z + 1
*
[ 8/3 ] 
f(z) = 17/64*z^3 - 91/72*z + 1
*
[ -3 ] 
f(z) = 19/60*z^3 - 91/60*z + 1
*
[ -3 ] 
f(z) = 19/66*z^3 - 83/66*z + 1
*
-21/4 | 0.069815880267307115377442917597599013764 | 0.012626236662477658007075035441098742596
f(z) = 4/63*z^3 - 83/84*z + 1
*
[ -16/5 ] 
f(z) = 15/64*z^3 - 87/80*z + 1
*
[ 4/7 ] 
f(z) = 15/64*z^3 - 81/98*z + 1
*
[ 21/8 ] 
f(z) = 16/63*z^3 - 95/84*z + 1
*
[ 4/7 ] 
f(z) = 19/64*z^3 - 83/98*z + 1
*
0 | 0.14666461294484526119523555951747198312 | 0.027428775670267093676129726026150054569
f(z) = 3/70*z^3 - 92/105*z + 1
*
[ 10 ] 
f(z) = 1/65*z^3 - 83/130*z + 1
*
7/2 | 0.11714819584190513992474383749106163687 | 0.024222780659977867115886483057880558359
f(z) = 2/63*z^3 - 85/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = 2/65*z^3 - 81/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 2/67*z^3 - 83/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011784528167620173424994613199747355480
f(z) = 2/69*z^3 - 85/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = 3/61*z^3 - 85/122*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = 3/65*z^3 - 89/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = 3/67*z^3 - 91/134*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.016440342491992788117387929464245888660
f(z) = 4/61*z^3 - 93/122*z + 1
*
-2 | 0.066014060013652318233591732051389463289 | 0.013649754353394154128452252936503305822
f(z) = 4/63*z^3 - 95/126*z + 1
*
-2 | 0.080155925494198816079676307028888702336 | 0.016467459308212298552013811913629532431
f(z) = 4/65*z^3 - 97/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.016480150222726196367859977220954197903
f(z) = 4/67*z^3 - 99/134*z + 1
*
[ 24/5 ] 
f(z) = 5/72*z^3 - 97/120*z + 1
*
[ 3/5 ] 
f(z) = 5/72*z^3 - 83/120*z + 1
*
[ -7/2 ] 
f(z) = 10/63*z^3 - 83/126*z + 1
*
[ 5/2 ] 
f(z) = 14/65*z^3 - 97/130*z + 1
*
[ 20/9 ] 
f(z) = 15/64*z^3 - 82/135*z + 1
*
[ 2 ] 
f(z) = 18/61*z^3 - 83/122*z + 1
*
[ 13/6 ] 
f(z) = 18/65*z^3 - 99/130*z + 1
*
[ 2/3 ] 
f(z) = 18/65*z^3 - 81/130*z + 1
*
[ 2/3 ] 
f(z) = 18/67*z^3 - 83/134*z + 1
*
[ 2 ] 
f(z) = 19/61*z^3 - 91/122*z + 1
*
[ 2 ] 
f(z) = 19/63*z^3 - 89/126*z + 1
*
[ 2 ] 
f(z) = 19/65*z^3 - 87/130*z + 1
*
[ 2 ] 
f(z) = 19/67*z^3 - 85/134*z + 1
*
[ 2 ] 
f(z) = 19/69*z^3 - 83/138*z + 1
*
-26/3 | 0.12981470054389584068885525841164407687 | 0.020423615752550551576395227399137841554
f(z) = 1/64*z^3 - 97/144*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = 1/73*z^3 - 81/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.013604505973100308954701661326499635949
f(z) = 1/75*z^3 - 83/150*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.017669059205023595208046901547843593297
f(z) = 1/77*z^3 - 85/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.017673361781343258534054965515397947301
f(z) = 1/79*z^3 - 87/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 2/71*z^3 - 87/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 2/73*z^3 - 89/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = 2/75*z^3 - 91/150*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 2/79*z^3 - 95/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = 3/71*z^3 - 95/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.017659966344453452993694571756066701546
f(z) = 3/73*z^3 - 97/146*z + 1
*
[ 2/3 ] 
f(z) = 9/73*z^3 - 81/146*z + 1
*
[ 2/3 ] 
f(z) = 9/77*z^3 - 85/154*z + 1
*
[ 2/3 ] 
f(z) = 9/79*z^3 - 87/158*z + 1
*
[ 2/3 ] 
f(z) = 11/64*z^3 - 83/144*z + 1
*
[ 2/3 ] 
f(z) = 13/64*z^3 - 85/144*z + 1
*
[ 2/3 ] 
f(z) = 17/64*z^3 - 89/144*z + 1
*
[ 2/3 ] 
f(z) = 18/71*z^3 - 87/142*z + 1
*
[ 2/3 ] 
f(z) = 18/73*z^3 - 89/146*z + 1
*
[ 2/3 ] 
f(z) = 18/79*z^3 - 95/158*z + 1
*
[ 2/3 ] 
f(z) = 19/64*z^3 - 91/144*z + 1
*
[ 2 ] 
f(z) = 19/71*z^3 - 81/142*z + 1
*
[ 10 ] 
f(z) = 1/68*z^3 - 97/170*z + 1
*
[ 24/7 ] 
f(z) = 7/64*z^3 - 97/168*z + 1
*
[ 30/11 ] 
f(z) = 11/72*z^3 - 83/165*z + 1
*
-2 | 0.20510214546811363929294101835988926019 | 0.028403151966274038596546545512170783836
f(z) = 19/72*z^3 - 86/171*z + 1
*
[ 9 ] 
f(z) = 1/60*z^3 - 83/180*z + 1
*
[ 2/3 ] 
f(z) = 3/62*z^3 - 97/186*z + 1
*
[ -13/3 ] 
f(z) = 6/65*z^3 - 98/195*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = 6/65*z^3 - 83/195*z + 1
*
[ 3 ] 
f(z) = 8/61*z^3 - 94/183*z + 1
*
[ 3 ] 
f(z) = 8/65*z^3 - 86/195*z + 1
*
[ -3 ] 
f(z) = 13/64*z^3 - 95/192*z + 1
*
[ 3/4 ] 
f(z) = 16/61*z^3 - 88/183*z + 1
*
[ 3/4 ] 
f(z) = 16/65*z^3 - 92/195*z + 1
*
[ 9/2 ] 
f(z) = 4/69*z^3 - 82/207*z + 1
*
[ 3 ] 
f(z) = 8/67*z^3 - 82/201*z + 1
*
[ 3 ] 
f(z) = 9/73*z^3 - 97/219*z + 1
*
[ -3 ] 
f(z) = 13/67*z^3 - 83/201*z + 1
*
[ -3 ] 
f(z) = 14/71*z^3 - 94/213*z + 1
*
[ -3 ] 
f(z) = 14/73*z^3 - 86/219*z + 1
*
[ 3/4 ] 
f(z) = 16/67*z^3 - 94/201*z + 1
*
[ 3/4 ] 
f(z) = 16/71*z^3 - 98/213*z + 1
*
[ 3/4 ] 
f(z) = 16/73*z^3 - 100/219*z + 1
*
[ -19/3 ] 
f(z) = 3/76*z^3 - 97/228*z + 1
*
[ 3 ] 
f(z) = 9/74*z^3 - 95/222*z + 1
*
[ 3 ] 
f(z) = 9/76*z^3 - 91/228*z + 1
*
[ 3 ] 
f(z) = 9/77*z^3 - 89/231*z + 1
*
[ 3 ] 
f(z) = 9/79*z^3 - 85/237*z + 1
*
[ -3 ] 
f(z) = 15/77*z^3 - 97/231*z + 1
*
[ -3 ] 
f(z) = 15/79*z^3 - 89/237*z + 1
*
[ -9/2 ] 
f(z) = 5/63*z^3 - 97/252*z + 1
*
[ 7/8 ] 
f(z) = 16/63*z^3 - 85/252*z + 1
*
[ -5/2 ] 
f(z) = 17/60*z^3 - 89/240*z + 1
*
[ 3/2 ] 
f(z) = 19/60*z^3 - 91/240*z + 1
*
[ 44/5 ] 
f(z) = 1/64*z^3 - 89/275*z + 1
*
[ 10/3 ] 
f(z) = 7/75*z^3 - 91/270*z + 1
*
[ -10/3 ] 
f(z) = 11/75*z^3 - 89/270*z + 1
*
[ 5/6 ] 
f(z) = 14/75*z^3 - 89/270*z + 1
*
-116/45 | 0.22274065812502480996097066629235975660 | 0.024573784075825733328337747717523694749
f(z) = 15/64*z^3 - 83/270*z + 1
*
[ 16/17 ] 
f(z) = 17/64*z^3 - 81/272*z + 1
*
[ 3/2 ] 
f(z) = 19/66*z^3 - 83/264*z + 1
*
[ -4 ] 
f(z) = 7/71*z^3 - 93/284*z + 1
*
[ -4 ] 
f(z) = 7/73*z^3 - 83/292*z + 1
*
-7/6 | 0.14136852413309961133787481061072787710 | 0.025088518665113571125037475358725579969
f(z) = 9/70*z^3 - 89/280*z + 1
*
[ -5/2 ] 
f(z) = 19/70*z^3 - 83/280*z + 1
*
[ 30/19 ] 
f(z) = 19/72*z^3 - 83/285*z + 1
*
[ 28 ] 
f(z) = 1/64*z^3 - 79/7*z + 1
*
-16 | 0.16693847495278022040258634660310738400 | 0.029003813714712231642124674762035525063
f(z) = 1/64*z^3 - 79/16*z + 1
*
5 | 0.086263249737171881965662582898752404001 | 0.014799117266861499340204506608161862027
f(z) = 1/75*z^3 - 68/15*z + 1
*
-5 | 0.15203068559020861655875613451538818614 | 0.026502008116766015917223929646826263181
f(z) = 1/75*z^3 - 62/15*z + 1
*
[ 15 ] 
f(z) = 2/75*z^3 - 76/15*z + 1
*
[ -15 ] 
f(z) = 2/75*z^3 - 74/15*z + 1
*
5/2 | 0.10847494600745690782454510706356404544 | 0.018472883190775962031588001635569034691
f(z) = 4/75*z^3 - 71/15*z + 1
*
[ -12 ] 
f(z) = 5/64*z^3 - 61/6*z + 1
*
6 | 0.082504214972521606386256715877381268630 | 0.011319115572313350437523750256998266514
f(z) = 5/72*z^3 - 61/15*z + 1
*
[ 15/2 ] 
f(z) = 8/75*z^3 - 77/15*z + 1
*
[ -15/2 ] 
f(z) = 8/75*z^3 - 73/15*z + 1
*
[ -28/3 ] 
f(z) = 9/64*z^3 - 78/7*z + 1
*
-16/3 | 0.15448273848391869350116891919539449468 | 0.026959868821647555308790982074540909640
f(z) = 9/64*z^3 - 77/16*z + 1
*
14/3 | 0.11591527296200901058448634062438630014 | 0.020419288381978501770148174819493049602
f(z) = 9/64*z^3 - 73/16*z + 1
*
[ 8 ] 
f(z) = 9/64*z^3 - 65/8*z + 1
*
[ -8 ] 
f(z) = 9/64*z^3 - 63/8*z + 1
*
[ -8 ] 
f(z) = 11/64*z^3 - 79/8*z + 1
*
[ -12 ] 
f(z) = 11/64*z^3 - 71/3*z + 1
*
5/4 | 0.064547413934676057327399092426201125152 | 0.010842394693143881356227088591747274583
f(z) = 16/75*z^3 - 77/15*z + 1
*
[ 5 ] 
f(z) = 16/75*z^3 - 68/15*z + 1
*
[ -5 ] 
f(z) = 16/75*z^3 - 62/15*z + 1
*
[ 5 ] 
f(z) = 17/75*z^3 - 73/15*z + 1
*
[ -5 ] 
f(z) = 17/75*z^3 - 67/15*z + 1
*
[ -5 ] 
f(z) = 19/75*z^3 - 77/15*z + 1
*
15 | 0.077327447796654254882943457378017670119 | 0.014540372892330681520889444671661727619
f(z) = 1/63*z^3 - 68/21*z + 1
*
-12 | 0.13408060993993037429301027562876604362 | 0.025657694165388654848355551244286448276
f(z) = 1/63*z^3 - 62/21*z + 1
*
5 | 0.059609798651576456441350941007657882793 | 0.010151328837172675856634993825561018182
f(z) = 2/75*z^3 - 71/30*z + 1
*
-8 | 0.10286509652841098002622664841957879905 | 0.016014501250287194801059877008037642449
f(z) = 3/64*z^3 - 77/24*z + 1
*
-8/3 | 0.10268950481048686148769706704839035532 | 0.016191664906849662664114683288967985496
f(z) = 3/64*z^3 - 71/24*z + 1
*
[ 28/3 ] 
f(z) = 3/64*z^3 - 67/21*z + 1
*
-5 | 0.13662701171119148083827089581344535146 | 0.022851584238865450673712641381265572882
f(z) = 4/75*z^3 - 79/30*z + 1
*
-4 | 0.14555898254578083912346558435149973443 | 0.029719016646326346762649395629981122016
f(z) = 5/72*z^3 - 67/36*z + 1
*
-6 | 0.15527958280987339525537000305723697648 | 0.020679715549422974729347765252324112921
f(z) = 7/72*z^3 - 76/21*z + 1
*
5/2 | 0.060261475247917108967232223324378191148 | 0.010122461297834130208260162298431066034
f(z) = 8/75*z^3 - 77/30*z + 1
*
[ 4/15 ] 
f(z) = 9/64*z^3 - 69/25*z + 1
*
2 | 0.11508636877238740347471346095449227217 | 0.023497373020150813700831452753915260127
f(z) = 11/60*z^3 - 67/30*z + 1
*
20/11 | 0.15892371548310319314278830036962864233 | 0.020489906253728600919843097395615354160
f(z) = 11/64*z^3 - 73/22*z + 1
*
12/11 | 0.23912826170080918002409095194879752249 | 0.028442666958153718139752880372095614573
f(z) = 11/64*z^3 - 70/33*z + 1
*
3 | 0.15151654201050963649100564389781514831 | 0.028734412041517319541908415976601069526
f(z) = 11/72*z^3 - 65/24*z + 1
*
[ 4 ] 
f(z) = 11/72*z^3 - 61/36*z + 1
*
2 | 0.14390407957067690039419743184318909281 | 0.029037348942585968602744093567995568993
f(z) = 13/60*z^3 - 71/30*z + 1
*
[ 4 ] 
f(z) = 13/72*z^3 - 77/36*z + 1
*
4/3 | 0.21567806524356233905476179266240610788 | 0.027617251292685129780891739656438302189
f(z) = 15/64*z^3 - 77/30*z + 1
*
-5/2 | 0.13692675312159824465218073597907492150 | 0.023208328029377427502534269570161099159
f(z) = 16/75*z^3 - 73/30*z + 1
*
-3 | 0.12279676910635153209653715473124369310 | 0.023154763159053054219030877196069946569
f(z) = 17/72*z^3 - 67/24*z + 1
*
-3 | 0.15213193618202604559527500385435949792 | 0.028229710757107731864812938146419401476
f(z) = 19/72*z^3 - 73/24*z + 1
*
3 | 0.13778730424336906673045331608876376362 | 0.026130725541137614821587285275590382348
f(z) = 19/72*z^3 - 65/24*z + 1
*
3/2 | 0.15810408955010681789713654446053847880 | 0.029337907802442685227999819128287346999
f(z) = 2/63*z^3 - 73/42*z + 1
*
[ 6 ] 
f(z) = 4/63*z^3 - 61/42*z + 1
*
[ -6 ] 
f(z) = 5/63*z^3 - 71/42*z + 1
*
[ -6 ] 
f(z) = 5/64*z^3 - 79/48*z + 1
*
8/5 | 0.18383745287463261638581841446835579103 | 0.028860331325434362787742729517526681581
f(z) = 5/64*z^3 - 73/40*z + 1
*
-18/5 | 0.19038061455782582317081346516918280688 | 0.029887531230241682448921828124537299412
f(z) = 5/72*z^3 - 73/45*z + 1
*
[ 2/5 ] 
f(z) = 5/72*z^3 - 68/45*z + 1
*
[ -12 ] 
f(z) = 1/60*z^3 - 79/60*z + 1
*
-5 | 0.089415555252578349261828187491323583243 | 0.020840554835461919892529286881023311996
f(z) = 1/60*z^3 - 73/60*z + 1
*
[ 11 ] 
f(z) = 1/66*z^3 - 61/66*z + 1
*
[ -7 ] 
f(z) = 3/70*z^3 - 67/70*z + 1
*
[ 1/2 ] 
f(z) = 4/61*z^3 - 62/61*z + 1
*
[ 1/2 ] 
f(z) = 4/63*z^3 - 64/63*z + 1
*
[ 1/2 ] 
f(z) = 4/65*z^3 - 66/65*z + 1
*
[ 1/2 ] 
f(z) = 4/67*z^3 - 68/67*z + 1
*
[ 1/2 ] 
f(z) = 4/69*z^3 - 70/69*z + 1
*
[ 1/2 ] 
f(z) = 4/71*z^3 - 72/71*z + 1
*
[ 1/2 ] 
f(z) = 4/73*z^3 - 74/73*z + 1
*
[ 1/2 ] 
f(z) = 4/75*z^3 - 76/75*z + 1
*
[ 1/2 ] 
f(z) = 4/77*z^3 - 78/77*z + 1
*
[ 1/2 ] 
f(z) = 4/79*z^3 - 80/79*z + 1
*
[ -5 ] 
f(z) = 6/65*z^3 - 72/65*z + 1
*
-2 | 0.044406501631205529427032004202088813748 | 0.010599083782671618257871538033911957904
f(z) = 7/66*z^3 - 61/66*z + 1
*
[ 4 ] 
f(z) = 7/68*z^3 - 61/68*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = 7/74*z^3 - 65/74*z + 1
*
-2 | 0.047499714314567362624496614435517417997 | 0.010902659829727390300481861789936652448
f(z) = 7/78*z^3 - 67/78*z + 1
*
[ 1/2 ] 
f(z) = 8/61*z^3 - 63/61*z + 1
*
[ 1/2 ] 
f(z) = 8/63*z^3 - 65/63*z + 1
*
[ 1/2 ] 
f(z) = 8/65*z^3 - 67/65*z + 1
*
[ 1/2 ] 
f(z) = 8/67*z^3 - 69/67*z + 1
*
[ 1/2 ] 
f(z) = 8/69*z^3 - 71/69*z + 1
*
[ 1/2 ] 
f(z) = 8/71*z^3 - 73/71*z + 1
*
[ 1/2 ] 
f(z) = 8/73*z^3 - 75/73*z + 1
*
[ 1/2 ] 
f(z) = 8/75*z^3 - 77/75*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.027612727587944536934061990623839781292
f(z) = 8/75*z^3 - 68/75*z + 1
*
[ 1/2 ] 
f(z) = 8/77*z^3 - 79/77*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015124139002537820074912337860667698795
f(z) = 9/62*z^3 - 67/62*z + 1
*
-2 | 0.065839778916470623698261334753136432762 | 0.015445630639795867776978514143314658293
f(z) = 9/70*z^3 - 71/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = 9/74*z^3 - 73/74*z + 1
*
[ 11/3 ] 
f(z) = 9/77*z^3 - 65/77*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.014729168003633628568522462281545815994
f(z) = 11/62*z^3 - 75/62*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015068364076859359930997383663222957747
f(z) = 11/70*z^3 - 79/70*z + 1
*
[ 1/2 ] 
f(z) = 12/61*z^3 - 64/61*z + 1
*
[ 1/2 ] 
f(z) = 12/65*z^3 - 68/65*z + 1
*
[ 1/2 ] 
f(z) = 12/67*z^3 - 70/67*z + 1
*
[ 1/2 ] 
f(z) = 12/71*z^3 - 74/71*z + 1
*
[ 1/2 ] 
f(z) = 12/73*z^3 - 76/73*z + 1
*
[ 1/2 ] 
f(z) = 12/77*z^3 - 80/77*z + 1
*
[ 3 ] 
f(z) = 13/60*z^3 - 77/60*z + 1
*
[ 3 ] 
f(z) = 13/66*z^3 - 73/66*z + 1
*
[ 3 ] 
f(z) = 13/69*z^3 - 71/69*z + 1
*
[ 3 ] 
f(z) = 13/75*z^3 - 67/75*z + 1
*
[ 3 ] 
f(z) = 14/69*z^3 - 80/69*z + 1
*
[ 3 ] 
f(z) = 14/75*z^3 - 76/75*z + 1
*
[ 1/2 ] 
f(z) = 16/61*z^3 - 65/61*z + 1
*
[ 1/2 ] 
f(z) = 16/65*z^3 - 69/65*z + 1
*
[ 5/2 ] 
f(z) = 16/65*z^3 - 61/65*z + 1
*
[ 1/2 ] 
f(z) = 16/67*z^3 - 71/67*z + 1
*
[ 1/2 ] 
f(z) = 16/69*z^3 - 73/69*z + 1
*
[ 1/2 ] 
f(z) = 16/71*z^3 - 75/71*z + 1
*
[ 1/2 ] 
f(z) = 16/73*z^3 - 77/73*z + 1
*
[ 1/2 ] 
f(z) = 16/75*z^3 - 79/75*z + 1
*
[ 11/4 ] 
f(z) = 16/77*z^3 - 72/77*z + 1
*
[ -3 ] 
f(z) = 17/60*z^3 - 73/60*z + 1
*
[ 12/5 ] 
f(z) = 17/64*z^3 - 71/75*z + 1
*
[ -3 ] 
f(z) = 17/66*z^3 - 65/66*z + 1
*
[ -3 ] 
f(z) = 17/69*z^3 - 61/69*z + 1
*
[ -3 ] 
f(z) = 19/69*z^3 - 79/69*z + 1
*
[ -3 ] 
f(z) = 19/75*z^3 - 71/75*z + 1
*
[ -3 ] 
f(z) = 19/78*z^3 - 67/78*z + 1
*
[ 21/2 ] 
f(z) = 1/63*z^3 - 71/84*z + 1
*
[ 4/7 ] 
f(z) = 3/64*z^3 - 75/98*z + 1
*
[ 21/4 ] 
f(z) = 4/63*z^3 - 79/84*z + 1
*
[ 10/3 ] 
f(z) = 9/64*z^3 - 69/80*z + 1
*
[ 4/7 ] 
f(z) = 11/64*z^3 - 79/98*z + 1
*
-2 | 0.17473860622544308840699191536418235811 | 0.026179788598504718089454058979117529371
f(z) = 11/72*z^3 - 74/99*z + 1
*
2 | 0.16642957075299949963529019867458559865 | 0.028852342106890206388128316731198603139
f(z) = 15/64*z^3 - 67/80*z + 1
*
[ 6 ] 
f(z) = 3/68*z^3 - 77/102*z + 1
*
[ 6 ] 
f(z) = 3/76*z^3 - 67/114*z + 1
*
[ 3/5 ] 
f(z) = 5/63*z^3 - 73/105*z + 1
*
[ 21/5 ] 
f(z) = 5/63*z^3 - 67/105*z + 1
*
[ 3/5 ] 
f(z) = 10/63*z^3 - 76/105*z + 1
*
[ 8/13 ] 
f(z) = 13/64*z^3 - 73/104*z + 1
*
-2 | 0.18401938870673009907318879667530398616 | 0.026897066831571268192715587363904937267
f(z) = 13/72*z^3 - 71/117*z + 1
*
[ 2/3 ] 
f(z) = 15/68*z^3 - 61/102*z + 1
*
[ 2/3 ] 
f(z) = 15/76*z^3 - 67/114*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.017627871650007491203748266066687391436
f(z) = 1/61*z^3 - 69/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.014829361989197390061756483662348213304
f(z) = 1/63*z^3 - 71/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.017639493142672995675730787116423238767
f(z) = 1/65*z^3 - 73/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.017644932106036094739664857962419523969
f(z) = 1/67*z^3 - 75/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.013521348437774303252408414127807852028
f(z) = 1/69*z^3 - 77/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = 2/61*z^3 - 77/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = 2/63*z^3 - 79/126*z + 1
*
[ 4 ] 
f(z) = 5/62*z^3 - 67/124*z + 1
*
[ -24/5 ] 
f(z) = 5/64*z^3 - 71/120*z + 1
*
[ 4 ] 
f(z) = 5/66*z^3 - 61/132*z + 1
*
[ -4 ] 
f(z) = 7/62*z^3 - 69/124*z + 1
*
-12/7 | 0.21515692523996794999502784112844435451 | 0.025916220630995705839658556289647052722
f(z) = 7/64*z^3 - 65/126*z + 1
*
[ 13/4 ] 
f(z) = 8/65*z^3 - 79/130*z + 1
*
[ 5/8 ] 
f(z) = 8/75*z^3 - 77/120*z + 1
*
[ 2/3 ] 
f(z) = 9/61*z^3 - 69/122*z + 1
*
[ 2/3 ] 
f(z) = 9/65*z^3 - 73/130*z + 1
*
[ 2/3 ] 
f(z) = 9/67*z^3 - 75/134*z + 1
*
[ 2 ] 
f(z) = 16/61*z^3 - 67/122*z + 1
*
[ 2 ] 
f(z) = 16/63*z^3 - 65/126*z + 1
*
[ 2 ] 
f(z) = 16/65*z^3 - 63/130*z + 1
*
[ 2 ] 
f(z) = 16/67*z^3 - 61/134*z + 1
*
[ 2 ] 
f(z) = 17/61*z^3 - 75/122*z + 1
*
[ 2 ] 
f(z) = 17/63*z^3 - 73/126*z + 1
*
[ 2 ] 
f(z) = 17/65*z^3 - 71/130*z + 1
*
[ 2 ] 
f(z) = 17/67*z^3 - 69/134*z + 1
*
[ 2 ] 
f(z) = 17/69*z^3 - 67/138*z + 1
*
[ 2/3 ] 
f(z) = 18/61*z^3 - 77/122*z + 1
*
[ 2 ] 
f(z) = 18/65*z^3 - 79/130*z + 1
*
[ 2 ] 
f(z) = 18/67*z^3 - 77/134*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.017655153786452235376253477506995445311
f(z) = 1/71*z^3 - 79/142*z + 1
*
[ 2/3 ] 
f(z) = 5/64*z^3 - 77/144*z + 1
*
[ 2/3 ] 
f(z) = 7/64*z^3 - 79/144*z + 1
*
-11/4 | 0.14522819508790523581273361077240335449 | 0.028832551455480075175493633995019202912
f(z) = 8/77*z^3 - 65/154*z + 1
*
[ 2/3 ] 
f(z) = 9/71*z^3 - 79/142*z + 1
*
[ 12/5 ] 
f(z) = 11/64*z^3 - 61/150*z + 1
*
[ 2 ] 
f(z) = 17/71*z^3 - 65/142*z + 1
*
-2 | 0.19892294351754561819519141758129331565 | 0.027978384802544659033049539560053959206
f(z) = 17/72*z^3 - 77/153*z + 1
*
[ 2 ] 
f(z) = 17/73*z^3 - 63/146*z + 1
*
[ 2 ] 
f(z) = 17/75*z^3 - 61/150*z + 1
*
[ 2 ] 
f(z) = 18/71*z^3 - 73/142*z + 1
*
[ 2 ] 
f(z) = 18/73*z^3 - 71/146*z + 1
*
[ 2 ] 
f(z) = 18/77*z^3 - 67/154*z + 1
*
[ 2 ] 
f(z) = 18/79*z^3 - 65/158*z + 1
*
[ 12/7 ] 
f(z) = 19/64*z^3 - 67/147*z + 1
*
[ 2 ] 
f(z) = 19/73*z^3 - 79/146*z + 1
*
[ 2 ] 
f(z) = 19/75*z^3 - 77/150*z + 1
*
[ 2 ] 
f(z) = 19/77*z^3 - 75/154*z + 1
*
[ 2 ] 
f(z) = 19/79*z^3 - 73/158*z + 1
*
[ -10 ] 
f(z) = 1/68*z^3 - 63/170*z + 1
*
[ 24/7 ] 
f(z) = 7/72*z^3 - 73/168*z + 1
*
[ 3/4 ] 
f(z) = 10/63*z^3 - 71/168*z + 1
*
[ 9 ] 
f(z) = 1/66*z^3 - 67/198*z + 1
*
[ 10 ] 
f(z) = 1/76*z^3 - 79/190*z + 1
*
[ 3 ] 
f(z) = 7/61*z^3 - 67/183*z + 1
*
[ 3 ] 
f(z) = 7/62*z^3 - 65/186*z + 1
*
[ 3 ] 
f(z) = 7/64*z^3 - 61/192*z + 1
*
[ -3 ] 
f(z) = 12/61*z^3 - 80/183*z + 1
*
[ 30/13 ] 
f(z) = 13/72*z^3 - 77/195*z + 1
*
-6 | 0.080036317798267272768854626108683678786 | 0.014968151909884649835771655408631677717
f(z) = 1/70*z^3 - 73/210*z + 1
*
[ 3 ] 
f(z) = 8/71*z^3 - 74/213*z + 1
*
[ 3 ] 
f(z) = 8/73*z^3 - 70/219*z + 1
*
[ -3 ] 
f(z) = 13/68*z^3 - 79/204*z + 1
*
[ -3 ] 
f(z) = 13/70*z^3 - 71/210*z + 1
*
[ -3 ] 
f(z) = 13/71*z^3 - 67/213*z + 1
*
[ 8/9 ] 
f(z) = 15/64*z^3 - 67/216*z + 1
*
[ 8/5 ] 
f(z) = 17/64*z^3 - 61/200*z + 1
*
[ 8/5 ] 
f(z) = 19/64*z^3 - 77/200*z + 1
*
[ -6 ] 
f(z) = 3/74*z^3 - 65/222*z + 1
*
[ 9/2 ] 
f(z) = 4/75*z^3 - 68/225*z + 1
*
[ 11/3 ] 
f(z) = 6/77*z^3 - 74/231*z + 1
*
[ 3 ] 
f(z) = 8/77*z^3 - 62/231*z + 1
*
[ 7/3 ] 
f(z) = 12/77*z^3 - 64/231*z + 1
*
[ -3 ] 
f(z) = 14/79*z^3 - 62/237*z + 1
*
[ 4 ] 
f(z) = 4/61*z^3 - 73/244*z + 1
*
[ 4 ] 
f(z) = 4/63*z^3 - 67/252*z + 1
*
[ 7/2 ] 
f(z) = 5/63*z^3 - 65/252*z + 1
*
-6/5 | 0.19885433880314394169562168558616675425 | 0.028958245342662725025616166747752094119
f(z) = 5/64*z^3 - 67/240*z + 1
*
[ -4 ] 
f(z) = 6/61*z^3 - 79/244*z + 1
*
-16/15 | 0.15816499477839913831061260273718432075 | 0.023032842788248164463010117406530045976
f(z) = 15/64*z^3 - 79/240*z + 1
*
[ 15/16 ] 
f(z) = 16/75*z^3 - 61/240*z + 1
*
[ 3/2 ] 
f(z) = 17/60*z^3 - 73/240*z + 1
*
[ 30/17 ] 
f(z) = 17/72*z^3 - 77/255*z + 1
*
[ 15/17 ] 
f(z) = 17/75*z^3 - 79/255*z + 1
*
[ 4/3 ] 
f(z) = 18/61*z^3 - 67/244*z + 1
*
[ 4 ] 
f(z) = 4/65*z^3 - 61/260*z + 1
*
[ 5/6 ] 
f(z) = 9/65*z^3 - 77/260*z + 1
*
[ 5/2 ] 
f(z) = 9/65*z^3 - 69/260*z + 1
*
[ 24/11 ] 
f(z) = 11/64*z^3 - 73/264*z + 1
*
[ 13/8 ] 
f(z) = 16/65*z^3 - 69/260*z + 1
*
[ -5/2 ] 
f(z) = 17/65*z^3 - 61/260*z + 1
*
[ 3/2 ] 
f(z) = 17/66*z^3 - 65/264*z + 1
*
[ 3/2 ] 
f(z) = 17/69*z^3 - 61/276*z + 1
*
[ 4/3 ] 
f(z) = 18/65*z^3 - 63/260*z + 1
*
[ 4/3 ] 
f(z) = 18/67*z^3 - 61/268*z + 1
*
[ 3/2 ] 
f(z) = 19/69*z^3 - 79/276*z + 1
*
[ 8/3 ] 
f(z) = 9/74*z^3 - 71/296*z + 1
*
[ 20 ] 
f(z) = 1/64*z^3 - 53/10*z + 1
*
[ -16 ] 
f(z) = 1/64*z^3 - 47/16*z + 1
*
44/3 | 0.18115953538837617553326976844648569213 | 0.024762495914089205983320358064099122940
f(z) = 1/64*z^3 - 47/18*z + 1
*
18 | 0.068640955693088413378973344601031291067 | 0.011456456956958994819579152804154589003
f(z) = 1/72*z^3 - 50/9*z + 1
*
-18 | 0.16165472956457936033933766234506390555 | 0.027905118215261714276111228339115596454
f(z) = 1/72*z^3 - 41/9*z + 1
*
15 | 0.15545522067228433510426657159710519256 | 0.027588469423037479376541238460414656278
f(z) = 1/75*z^3 - 56/15*z + 1
*
10 | 0.059621873785515436419850854041724152364 | 0.011054132543103929275517179575358031288
f(z) = 1/75*z^3 - 44/15*z + 1
*
-10 | 0.059609389269908745717614279050055448985 | 0.011198436505572215182051196105465284172
f(z) = 1/75*z^3 - 41/15*z + 1
*
-6 | 0.15250797470456726032455264997557092671 | 0.028677046565533864136598929024028975609
f(z) = 3/64*z^3 - 51/16*z + 1
*
12 | 0.20156532796385496186310857647906482315 | 0.027551741063072222186644628572260346591
f(z) = 3/64*z^3 - 47/6*z + 1
*
-20/3 | 0.22933991238506674336652929967881530337 | 0.028872946345587635164757071062576894082
f(z) = 3/64*z^3 - 44/15*z + 1
*
-15/2 | 0.10697870003332284188799298711583337105 | 0.019172738352867159033445491940378111218
f(z) = 4/75*z^3 - 53/15*z + 1
*
[ 8 ] 
f(z) = 7/64*z^3 - 49/8*z + 1
*
[ -8 ] 
f(z) = 7/64*z^3 - 47/8*z + 1
*
[ -12 ] 
f(z) = 7/64*z^3 - 44/3*z + 1
*
4/9 | 0.18118714911978764606821816574260483504 | 0.024019698185658595927690282405185140366
f(z) = 9/64*z^3 - 59/18*z + 1
*
[ 12 ] 
f(z) = 9/64*z^3 - 58/3*z + 1
*
20/9 | 0.18839799518089183259390685247000179967 | 0.025335837873898757219341457977515993727
f(z) = 9/64*z^3 - 53/18*z + 1
*
[ -20/3 ] 
f(z) = 9/64*z^3 - 51/10*z + 1
*
[ 16/3 ] 
f(z) = 9/64*z^3 - 51/16*z + 1
*
[ -16/3 ] 
f(z) = 9/64*z^3 - 45/16*z + 1
*
2/3 | 0.10282600677551097865045463531047584302 | 0.020162490181018438278703225575075944887
f(z) = 9/64*z^3 - 41/16*z + 1
*
[ 5 ] 
f(z) = 11/75*z^3 - 43/15*z + 1
*
[ 5 ] 
f(z) = 13/75*z^3 - 53/15*z + 1
*
[ -5 ] 
f(z) = 13/75*z^3 - 47/15*z + 1
*
[ 5 ] 
f(z) = 14/75*z^3 - 58/15*z + 1
*
[ -5 ] 
f(z) = 14/75*z^3 - 52/15*z + 1
*
4 | 0.11352542420479942670610854290403485366 | 0.014101305044487466823120098843757953490
f(z) = 15/64*z^3 - 49/15*z + 1
*
-4 | 0.15888482858841328466222603529238206679 | 0.022130939258117585714239772157500394431
f(z) = 15/64*z^3 - 41/10*z + 1
*
-4 | 0.23441710589934327473783313617779272346 | 0.028705718559148180385550650752623704103
f(z) = 17/64*z^3 - 55/17*z + 1
*
-6 | 0.087074089462619089051037255505629752605 | 0.019548114161609254759746360668096080208
f(z) = 1/60*z^3 - 43/30*z + 1
*
-15 | 0.14346220726052123494432726031158598184 | 0.027716007973591785166863650214129825061
f(z) = 1/72*z^3 - 59/24*z + 1
*
-5 | 0.059610497327407956293863575062086368308 | 0.010481933469424021097226234654760925758
f(z) = 2/75*z^3 - 59/30*z + 1
*
[ 10 ] 
f(z) = 2/75*z^3 - 53/30*z + 1
*
[ -10 ] 
f(z) = 2/75*z^3 - 47/30*z + 1
*
8/3 | 0.15403374040751984737045500197121824925 | 0.026589569923431402156071599448928142255
f(z) = 3/64*z^3 - 41/24*z + 1
*
[ 28/5 ] 
f(z) = 5/64*z^3 - 57/35*z + 1
*
3 | 0.12919917590715565819429918395289561912 | 0.026107384227381190169705681398974061538
f(z) = 5/72*z^3 - 47/24*z + 1
*
2 | 0.11508636877238740347471346095449227217 | 0.024123658936117061932430467534424028721
f(z) = 7/60*z^3 - 59/30*z + 1
*
3 | 0.12539589919626432590668748506972318253 | 0.024738265746142854388512979776488603347
f(z) = 7/72*z^3 - 53/24*z + 1
*
6/7 | 0.19661158190266309966163926906209006781 | 0.027974665183307234983426206219440936010
f(z) = 7/72*z^3 - 47/21*z + 1
*
3/2 | 0.12221632579082146344759738669230953034 | 0.025397265932751879636252794990397175795
f(z) = 8/63*z^3 - 41/21*z + 1
*
-5/2 | 0.059609463710987066571682377859351800853 | 0.010683216852789290895571323663434097968
f(z) = 8/75*z^3 - 53/30*z + 1
*
-4 | 0.21023275743990339793868932338230457978 | 0.029283150734433089767402162520114492465
f(z) = 11/64*z^3 - 41/22*z + 1
*
[ -4 ] 
f(z) = 11/72*z^3 - 43/36*z + 1
*
3 | 0.12539589919626432590668748506972318253 | 0.026057999847048642605902787805605844225
f(z) = 11/72*z^3 - 41/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018199200144335582094805261460844270941
f(z) = 11/76*z^3 - 41/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.012589310570487380939094240934534065937
f(z) = 13/60*z^3 - 41/30*z + 1
*
[ 4/13 ] 
f(z) = 13/64*z^3 - 59/26*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.017542195608110083700974640780432671997
f(z) = 13/68*z^3 - 43/34*z + 1
*
[ -4 ] 
f(z) = 13/72*z^3 - 59/36*z + 1
*
-3 | 0.14346146357299815427284305476479225632 | 0.028096943907120057760202588034335174759
f(z) = 13/72*z^3 - 55/24*z + 1
*
3 | 0.12539613100620934762310055748981112044 | 0.025338899801951591454784405935820564345
f(z) = 13/72*z^3 - 47/24*z + 1
*
[ 6/13 ] 
f(z) = 13/72*z^3 - 47/39*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.017822701722175677525170558172654784193
f(z) = 13/76*z^3 - 45/38*z + 1
*
-8/3 | 0.15406817357672020919243811902743339213 | 0.025311955919038219798690820681756215600
f(z) = 15/64*z^3 - 55/24*z + 1
*
-44/15 | 0.16642957075299949963529019867458559865 | 0.022381515355149741910014969040611364981
f(z) = 15/64*z^3 - 53/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.017198758901198583360711268552229955780
f(z) = 15/68*z^3 - 47/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.017491675989839715978794434121107452745
f(z) = 15/76*z^3 - 49/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.012099880197370555127863240288764438210
f(z) = 17/60*z^3 - 49/30*z + 1
*
3 | 0.13206075537871727307755350732587941271 | 0.025513318238777136588972013802400651609
f(z) = 17/72*z^3 - 59/24*z + 1
*
-3 | 0.13205163344032415741000795811527494656 | 0.027172166835453993043695436669228719818
f(z) = 17/72*z^3 - 43/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.017197343836250544959078029723784916093
f(z) = 17/76*z^3 - 53/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.011896275705798008354970205536425314989
f(z) = 19/60*z^3 - 53/30*z + 1
*
[ 3 ] 
f(z) = 19/63*z^3 - 43/21*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.016623626841628659279261669563999309413
f(z) = 19/68*z^3 - 55/34*z + 1
*
-3 | 0.12539589919626432590668748506972318253 | 0.025127260415956416661005664198252676503
f(z) = 19/72*z^3 - 49/24*z + 1
*
[ 3 ] 
f(z) = 19/72*z^3 - 41/24*z + 1
*
[ 6 ] 
f(z) = 3/64*z^3 - 41/48*z + 1
*
[ -6 ] 
f(z) = 4/63*z^3 - 47/42*z + 1
*
-20/9 | 0.22268359481267559449682246515070894996 | 0.027208847370498907676534028720566191609
f(z) = 9/64*z^3 - 56/45*z + 1
*
[ 4/7 ] 
f(z) = 17/64*z^3 - 41/49*z + 1
*
[ -11 ] 
f(z) = 1/66*z^3 - 49/66*z + 1
*
-8 | 0.11697864164463759421816577468093710338 | 0.027352764604301446304833691967606051953
f(z) = 1/72*z^3 - 55/72*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = 1/74*z^3 - 41/74*z + 1
*
[ 11 ] 
f(z) = 1/77*z^3 - 51/77*z + 1
*
-2 | 0.047499062175213643260249767436394788978 | 0.010902510143489530129595588273354646252
f(z) = 1/78*z^3 - 43/78*z + 1
*
[ 7 ] 
f(z) = 2/63*z^3 - 44/63*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = 3/62*z^3 - 43/62*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.015497353134392284998516914624773729317
f(z) = 3/70*z^3 - 47/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.015536207930436213962115439166879569128
f(z) = 3/74*z^3 - 49/74*z + 1
*
[ -7 ] 
f(z) = 3/77*z^3 - 59/77*z + 1
*
[ 5 ] 
f(z) = 4/65*z^3 - 48/65*z + 1
*
[ 11/2 ] 
f(z) = 4/77*z^3 - 58/77*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = 5/62*z^3 - 51/62*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.010598992730522775595114553976591052942
f(z) = 5/66*z^3 - 53/66*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.015536359447511257517699262927452227714
f(z) = 5/74*z^3 - 57/74*z + 1
*
-2 | 0.047500095791634532982430964639129356433 | 0.010902747390563412527849634978804096838
f(z) = 5/78*z^3 - 59/78*z + 1
*
-3 | 0.10652796255646101610540594126461972240 | 0.026018318912232851216702627534533682227
f(z) = 7/60*z^3 - 43/60*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.015408513957868794929818715529720232959
f(z) = 7/62*z^3 - 59/62*z + 1
*
[ 4 ] 
f(z) = 7/76*z^3 - 55/76*z + 1
*
[ 7/2 ] 
f(z) = 8/63*z^3 - 53/63*z + 1
*
[ 7/2 ] 
f(z) = 8/77*z^3 - 43/77*z + 1
*
[ 28/9 ] 
f(z) = 9/64*z^3 - 43/63*z + 1
*
[ -4 ] 
f(z) = 9/68*z^3 - 59/68*z + 1
*
[ 2/3 ] 
f(z) = 9/74*z^3 - 41/74*z + 1
*
[ -4 ] 
f(z) = 9/76*z^3 - 49/76*z + 1
*
[ 3 ] 
f(z) = 10/69*z^3 - 44/69*z + 1
*
[ 3 ] 
f(z) = 11/60*z^3 - 59/60*z + 1
*
[ 8/3 ] 
f(z) = 11/64*z^3 - 43/72*z + 1
*
[ 3 ] 
f(z) = 11/69*z^3 - 53/69*z + 1
*
[ 3 ] 
f(z) = 11/75*z^3 - 49/75*z + 1
*
[ 3 ] 
f(z) = 11/78*z^3 - 47/78*z + 1
*
[ -7/2 ] 
f(z) = 12/77*z^3 - 48/77*z + 1
*
[ 8/3 ] 
f(z) = 13/64*z^3 - 59/72*z + 1
*
-20/13 | 0.22947453908780351927579259144084444996 | 0.027537152805580294033997938100770004064
f(z) = 13/64*z^3 - 54/65*z + 1
*
[ 12/5 ] 
f(z) = 13/64*z^3 - 44/75*z + 1
*
[ 9/4 ] 
f(z) = 16/63*z^3 - 46/63*z + 1
*
[ -3 ] 
f(z) = 16/69*z^3 - 52/69*z + 1
*
[ -3 ] 
f(z) = 16/75*z^3 - 44/75*z + 1
*
[ 5/8 ] 
f(z) = 16/75*z^3 - 41/60*z + 1
*
[ -3 ] 
f(z) = 17/75*z^3 - 53/75*z + 1
*
[ 5/2 ] 
f(z) = 17/75*z^3 - 49/60*z + 1
*
[ -3 ] 
f(z) = 17/78*z^3 - 49/78*z + 1
*
[ 7/3 ] 
f(z) = 18/77*z^3 - 54/77*z + 1
*
[ 2 ] 
f(z) = 19/62*z^3 - 45/62*z + 1
*
[ -8/3 ] 
f(z) = 19/64*z^3 - 53/72*z + 1
*
[ 2 ] 
f(z) = 19/66*z^3 - 43/66*z + 1
*
[ 2 ] 
f(z) = 19/70*z^3 - 41/70*z + 1
*
[ 5/2 ] 
f(z) = 19/75*z^3 - 59/60*z + 1
*
[ -21/2 ] 
f(z) = 1/63*z^3 - 55/84*z + 1
*
[ 10 ] 
f(z) = 1/64*z^3 - 53/80*z + 1
*
[ 2/3 ] 
f(z) = 1/72*z^3 - 41/81*z + 1
*
[ -21/4 ] 
f(z) = 4/63*z^3 - 47/84*z + 1
*
[ 2/3 ] 
f(z) = 5/72*z^3 - 43/81*z + 1
*
[ 2/3 ] 
f(z) = 7/72*z^3 - 44/81*z + 1
*
[ -36/11 ] 
f(z) = 11/64*z^3 - 53/99*z + 1
*
[ 8/11 ] 
f(z) = 11/64*z^3 - 41/88*z + 1
*
[ 2/3 ] 
f(z) = 11/72*z^3 - 46/81*z + 1
*
[ 2/3 ] 
f(z) = 13/72*z^3 - 47/81*z + 1
*
-3/2 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = 16/63*z^3 - 55/84*z + 1
*
[ 2/3 ] 
f(z) = 17/72*z^3 - 49/81*z + 1
*
[ 2/3 ] 
f(z) = 19/72*z^3 - 50/81*z + 1
*
[ 2/3 ] 
f(z) = 3/68*z^3 - 53/102*z + 1
*
[ -6 ] 
f(z) = 3/68*z^3 - 43/102*z + 1
*
2 | 0.15156547950246060609036400484002957263 | 0.028345321022957570112143752474724201812
f(z) = 3/70*z^3 - 53/105*z + 1
*
[ 2/3 ] 
f(z) = 3/76*z^3 - 59/114*z + 1
*
-21/5 | 0.15920727208584453334600480918219561351 | 0.027675838634581087742011721915941385814
f(z) = 5/63*z^3 - 47/105*z + 1
*
[ -30/7 ] 
f(z) = 7/72*z^3 - 58/105*z + 1
*
[ 5/7 ] 
f(z) = 7/75*z^3 - 47/105*z + 1
*
[ 5/7 ] 
f(z) = 14/75*z^3 - 52/105*z + 1
*
[ 28/3 ] 
f(z) = 1/64*z^3 - 59/126*z + 1
*
[ -10 ] 
f(z) = 1/65*z^3 - 57/130*z + 1
*
-9/2 | 0.13408047525713944621745528532041054515 | 0.027723875042192544413384320013092426058
f(z) = 2/63*z^3 - 53/126*z + 1
*
[ 13/2 ] 
f(z) = 2/65*z^3 - 59/130*z + 1
*
[ -24/5 ] 
f(z) = 5/72*z^3 - 47/120*z + 1
*
[ -4 ] 
f(z) = 7/66*z^3 - 59/132*z + 1
*
-7/2 | 0.11714884798125885928899068449018426589 | 0.024222915503100386918805242114890828696
f(z) = 8/63*z^3 - 43/126*z + 1
*
[ 3/4 ] 
f(z) = 8/69*z^3 - 55/138*z + 1
*
[ 8/3 ] 
f(z) = 9/68*z^3 - 43/136*z + 1
*
[ 2 ] 
f(z) = 13/61*z^3 - 43/122*z + 1
*
[ 2 ] 
f(z) = 13/63*z^3 - 41/126*z + 1
*
[ 2 ] 
f(z) = 14/61*z^3 - 51/122*z + 1
*
[ 2 ] 
f(z) = 14/65*z^3 - 47/130*z + 1
*
[ 2 ] 
f(z) = 14/67*z^3 - 45/134*z + 1
*
[ 2 ] 
f(z) = 14/69*z^3 - 43/138*z + 1
*
-5/4 | 0.17884116325774903799367157676499729235 | 0.027957344053630391155807117419512105956
f(z) = 14/75*z^3 - 59/120*z + 1
*
[ 2 ] 
f(z) = 15/61*z^3 - 59/122*z + 1
*
[ 2 ] 
f(z) = 15/67*z^3 - 53/134*z + 1
*
[ 2 ] 
f(z) = 16/69*z^3 - 59/138*z + 1
*
[ 5/6 ] 
f(z) = 16/75*z^3 - 47/135*z + 1
*
[ 5/6 ] 
f(z) = 18/65*z^3 - 51/130*z + 1
*
[ -5/2 ] 
f(z) = 18/65*z^3 - 43/130*z + 1
*
[ 28/19 ] 
f(z) = 19/64*z^3 - 43/133*z + 1
*
[ 5/3 ] 
f(z) = 19/75*z^3 - 41/135*z + 1
*
-6 | 0.14489077455820407707843122638460685809 | 0.028916647501549467887749891795347566190
f(z) = 1/75*z^3 - 47/150*z + 1
*
[ 4 ] 
f(z) = 5/74*z^3 - 49/148*z + 1
*
[ 4 ] 
f(z) = 5/78*z^3 - 43/156*z + 1
*
[ 3/4 ] 
f(z) = 8/75*z^3 - 59/150*z + 1
*
[ -7/2 ] 
f(z) = 10/77*z^3 - 47/154*z + 1
*
[ 6/7 ] 
f(z) = 11/72*z^3 - 41/147*z + 1
*
[ 6/7 ] 
f(z) = 13/72*z^3 - 44/147*z + 1
*
[ 2 ] 
f(z) = 14/71*z^3 - 41/142*z + 1
*
[ 2 ] 
f(z) = 15/71*z^3 - 49/142*z + 1
*
[ 2 ] 
f(z) = 15/73*z^3 - 47/146*z + 1
*
[ 2 ] 
f(z) = 15/77*z^3 - 43/154*z + 1
*
[ 2 ] 
f(z) = 15/79*z^3 - 41/158*z + 1
*
[ 2 ] 
f(z) = 16/71*z^3 - 57/142*z + 1
*
[ 2 ] 
f(z) = 16/73*z^3 - 55/146*z + 1
*
[ 2 ] 
f(z) = 16/75*z^3 - 53/150*z + 1
*
[ 2 ] 
f(z) = 16/77*z^3 - 51/154*z + 1
*
[ 2 ] 
f(z) = 16/79*z^3 - 49/158*z + 1
*
[ 6/7 ] 
f(z) = 17/72*z^3 - 50/147*z + 1
*
-18/17 | 0.21304312255082796586801300747745945311 | 0.029964378954290915875656952091566325276
f(z) = 17/72*z^3 - 49/153*z + 1
*
[ 2 ] 
f(z) = 17/77*z^3 - 59/154*z + 1
*
[ 2 ] 
f(z) = 17/79*z^3 - 57/158*z + 1
*
[ 11/6 ] 
f(z) = 18/77*z^3 - 51/154*z + 1
*
[ 6/7 ] 
f(z) = 19/72*z^3 - 53/147*z + 1
*
[ 3/4 ] 
f(z) = 2/63*z^3 - 59/168*z + 1
*
[ -28/5 ] 
f(z) = 3/64*z^3 - 51/175*z + 1
*
-21/8 | 0.17018889491547039778645559703589292985 | 0.027350230448556464312351249018279916229
f(z) = 8/63*z^3 - 59/168*z + 1
*
[ 21/8 ] 
f(z) = 8/63*z^3 - 43/168*z + 1
*
[ 18/19 ] 
f(z) = 19/72*z^3 - 50/171*z + 1
*
[ -9 ] 
f(z) = 1/60*z^3 - 43/180*z + 1
*
[ -10 ] 
f(z) = 1/76*z^3 - 41/190*z + 1
*
[ 4/5 ] 
f(z) = 5/72*z^3 - 53/180*z + 1
*
[ 3 ] 
f(z) = 7/65*z^3 - 59/195*z + 1
*
[ -3 ] 
f(z) = 11/61*z^3 - 53/183*z + 1
*
[ -3 ] 
f(z) = 11/62*z^3 - 49/186*z + 1
*
[ -3 ] 
f(z) = 11/64*z^3 - 41/192*z + 1
*
[ 3/2 ] 
f(z) = 16/61*z^3 - 47/183*z + 1
*
[ 3/2 ] 
f(z) = 16/65*z^3 - 43/195*z + 1
*
[ 20/19 ] 
f(z) = 19/64*z^3 - 53/190*z + 1
*
[ 9 ] 
f(z) = 1/69*z^3 - 59/207*z + 1
*
[ -17/3 ] 
f(z) = 3/68*z^3 - 49/204*z + 1
*
[ 6/7 ] 
f(z) = 7/60*z^3 - 53/210*z + 1
*
[ 3 ] 
f(z) = 7/67*z^3 - 55/201*z + 1
*
[ 3 ] 
f(z) = 7/68*z^3 - 53/204*z + 1
*
[ 3 ] 
f(z) = 7/71*z^3 - 47/213*z + 1
*
[ 3 ] 
f(z) = 7/73*z^3 - 43/219*z + 1
*
[ -3 ] 
f(z) = 12/67*z^3 - 56/201*z + 1
*
[ -3 ] 
f(z) = 13/73*z^3 - 59/219*z + 1
*
-15/14 | 0.18016276391995813034186588009080478038 | 0.025898309066222073137043077712816839037
f(z) = 14/75*z^3 - 59/210*z + 1
*
-15/7 | 0.16771661671936980657749428303115190884 | 0.024109181502505654043415787372318854745
f(z) = 14/75*z^3 - 47/210*z + 1
*
[ 3/2 ] 
f(z) = 16/67*z^3 - 41/201*z + 1
*
[ 9 ] 
f(z) = 1/75*z^3 - 43/225*z + 1
*
-11/3 | 0.13722136800862524773612734812557751154 | 0.025213310573963479393138307526446383975
f(z) = 3/77*z^3 - 58/231*z + 1
*
[ 3 ] 
f(z) = 7/74*z^3 - 41/222*z + 1
*
[ 3 ] 
f(z) = 8/79*z^3 - 58/237*z + 1
*
[ -3 ] 
f(z) = 13/74*z^3 - 55/222*z + 1
*
[ -3 ] 
f(z) = 13/76*z^3 - 47/228*z + 1
*
[ -3 ] 
f(z) = 13/77*z^3 - 43/231*z + 1
*
-17/2 | 0.12364270775547201139965858623889568704 | 0.022559907610201950022804882551746548962
f(z) = 1/60*z^3 - 49/240*z + 1
*
[ 6/5 ] 
f(z) = 15/64*z^3 - 41/240*z + 1
*
[ 9/8 ] 
f(z) = 16/63*z^3 - 53/252*z + 1
*
[ 5/4 ] 
f(z) = 19/75*z^3 - 47/240*z + 1
*
[ 17/2 ] 
f(z) = 1/68*z^3 - 49/272*z + 1
*
[ 5/6 ] 
f(z) = 2/75*z^3 - 59/270*z + 1
*
[ 4 ] 
f(z) = 4/67*z^3 - 55/268*z + 1
*
[ 4 ] 
f(z) = 4/69*z^3 - 49/276*z + 1
*
[ -4 ] 
f(z) = 6/65*z^3 - 59/260*z + 1
*
[ -4 ] 
f(z) = 6/67*z^3 - 49/268*z + 1
*
-13/6 | 0.15659047367955422111399448702530324801 | 0.028160301932437130667167874969176405049
f(z) = 9/65*z^3 - 49/260*z + 1
*
[ 24/11 ] 
f(z) = 11/72*z^3 - 49/264*z + 1
*
[ 21/13 ] 
f(z) = 13/63*z^3 - 43/273*z + 1
*
[ 4 ] 
f(z) = 4/71*z^3 - 43/284*z + 1
*
[ -9/2 ] 
f(z) = 5/72*z^3 - 53/288*z + 1
*
[ 5/2 ] 
f(z) = 9/70*z^3 - 57/280*z + 1
*
[ 12/7 ] 
f(z) = 13/64*z^3 - 53/294*z + 1
*
[ 4/3 ] 
f(z) = 18/71*z^3 - 57/284*z + 1
*
[ 4/3 ] 
f(z) = 18/73*z^3 - 55/292*z + 1
*
-44/3 | 0.16164124182392898185940729811829600629 | 0.020803781449108291172972132487153855307
f(z) = 1/64*z^3 - 37/9*z + 1
*
12 | 0.15057959636120068448535813054547961209 | 0.020101166149913561363572816169032222168
f(z) = 1/64*z^3 - 28/9*z + 1
*
[ -20 ] 
f(z) = 1/64*z^3 - 26/5*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.027873147746664925482753601363378983960
f(z) = 1/64*z^3 - 25/16*z + 1
*
-18 | 0.12055218345259704276812823835966333784 | 0.021394265259663515383324034214726894251
f(z) = 1/72*z^3 - 35/9*z + 1
*
[ 18 ] 
f(z) = 1/72*z^3 - 32/9*z + 1
*
[ -18 ] 
f(z) = 1/72*z^3 - 31/9*z + 1
*
[ 15 ] 
f(z) = 1/75*z^3 - 31/15*z + 1
*
[ -15 ] 
f(z) = 1/75*z^3 - 29/15*z + 1
*
-20/3 | 0.23017170392835391722724572470624997689 | 0.029522556525503024562023141740611935175
f(z) = 3/64*z^3 - 38/15*z + 1
*
[ 12 ] 
f(z) = 3/64*z^3 - 35/6*z + 1
*
8 | 0.16310638531814666022923852594012004989 | 0.029251770828774484482571283357468450253
f(z) = 3/64*z^3 - 33/8*z + 1
*
-4/3 | 0.13913826779951624500892080852579892200 | 0.018324857731635192554782833119783309958
f(z) = 3/64*z^3 - 31/3*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.027414991756098634192937145656422939422
f(z) = 3/64*z^3 - 27/16*z + 1
*
[ 15/2 ] 
f(z) = 4/75*z^3 - 32/15*z + 1
*
[ -15/2 ] 
f(z) = 4/75*z^3 - 28/15*z + 1
*
[ 8 ] 
f(z) = 5/64*z^3 - 33/8*z + 1
*
[ 12 ] 
f(z) = 5/64*z^3 - 31/3*z + 1
*
[ -8 ] 
f(z) = 5/64*z^3 - 31/8*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.027002872320112104874356423926536286415
f(z) = 5/64*z^3 - 29/16*z + 1
*
12/5 | 0.19476293477439769337018785025865968812 | 0.025999286798152822580813068891678862546
f(z) = 5/64*z^3 - 28/15*z + 1
*
-28/5 | 0.15738677613115198338959348261909306325 | 0.023276651973234559224095102980521725541
f(z) = 5/64*z^3 - 27/10*z + 1
*
4/5 | 0.18383711257691563125199157019859826771 | 0.027848917439696080759952011081264854553
f(z) = 5/64*z^3 - 23/10*z + 1
*
6/5 | 0.16388780941487766885639767367574761940 | 0.025038816552163264669343383451653482160
f(z) = 5/72*z^3 - 29/15*z + 1
*
-6 | 0.17051101070061470743500162154910641627 | 0.026492701528322585418926358331970242068
f(z) = 5/72*z^3 - 26/15*z + 1
*
4/7 | 0.16650950209751778258827561333389395704 | 0.023355667364805525793604984382276447128
f(z) = 7/64*z^3 - 39/14*z + 1
*
20/7 | 0.18512777185947771472648216367327030981 | 0.026160354411495795269265107938106440462
f(z) = 7/64*z^3 - 37/14*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.026629272013588437225835676057874513844
f(z) = 7/64*z^3 - 31/16*z + 1
*
-12/7 | 0.16604449783465027434645499454282429741 | 0.024300267337840220381189981013502976785
f(z) = 7/64*z^3 - 29/14*z + 1
*
4 | 0.19818753367198376330232962416526100829 | 0.026862836823111658486688696029694222523
f(z) = 7/64*z^3 - 25/7*z + 1
*
[ 5 ] 
f(z) = 7/75*z^3 - 23/15*z + 1
*
[ 5 ] 
f(z) = 8/75*z^3 - 28/15*z + 1
*
[ -5 ] 
f(z) = 8/75*z^3 - 22/15*z + 1
*
4 | 0.10414258274537934774747629095023012990 | 0.014832835396225519110889128016334905487
f(z) = 9/64*z^3 - 35/18*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.026288305572836171360520503129167722217
f(z) = 9/64*z^3 - 33/16*z + 1
*
[ 20/3 ] 
f(z) = 9/64*z^3 - 27/5*z + 1
*
[ 4/9 ] 
f(z) = 9/64*z^3 - 23/18*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.025975288783603454664371592696676783867
f(z) = 11/64*z^3 - 35/16*z + 1
*
4 | 0.21630635981675173001118555609127952770 | 0.029163671852784760764358052101970822988
f(z) = 11/64*z^3 - 26/11*z + 1
*
[ -5 ] 
f(z) = 11/75*z^3 - 37/15*z + 1
*
2 | 0.14863739102270660456317600969607519322 | 0.029744061864865815127122020352058542541
f(z) = 13/64*z^3 - 37/16*z + 1
*
-4 | 0.21966234410697556978961490246750349700 | 0.029055556369179645685461380769553492848
f(z) = 13/64*z^3 - 30/13*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.017381976482452394411783338621843890510
f(z) = 13/64*z^3 - 21/16*z + 1
*
44/15 | 0.16396750871970451551617972657852187710 | 0.021335369063582730106244945166673815237
f(z) = 15/64*z^3 - 34/15*z + 1
*
28/15 | 0.10682179279778704215003586501709099427 | 0.014068697178825063747032322491850347569
f(z) = 15/64*z^3 - 31/15*z + 1
*
-12/5 | 0.20418178458928803294449611162308948447 | 0.027129541689105106417831793685832704087
f(z) = 15/64*z^3 - 29/15*z + 1
*
4/3 | 0.10353576214663179204680219142371693769 | 0.015488672545944938900428671457196188647
f(z) = 15/64*z^3 - 25/6*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.017032276516964231941322396370800115083
f(z) = 15/64*z^3 - 23/16*z + 1
*
[ 15/4 ] 
f(z) = 16/75*z^3 - 34/15*z + 1
*
[ -15/4 ] 
f(z) = 16/75*z^3 - 26/15*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.016723888647998955289652160818027390376
f(z) = 17/64*z^3 - 25/16*z + 1
*
[ 6 ] 
f(z) = 17/72*z^3 - 23/3*z + 1
*
[ -6 ] 
f(z) = 17/72*z^3 - 22/3*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.016448995053659180515762287393853763653
f(z) = 19/64*z^3 - 27/16*z + 1
*
[ 6 ] 
f(z) = 19/72*z^3 - 26/3*z + 1
*
[ -6 ] 
f(z) = 19/72*z^3 - 25/3*z + 1
*
3 | 0.13205163344032415741000795811527494656 | 0.028374034908968355043978762892186421779
f(z) = 1/72*z^3 - 35/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = 1/76*z^3 - 21/38*z + 1
*
[ 20/3 ] 
f(z) = 3/64*z^3 - 37/30*z + 1
*
[ 4/9 ] 
f(z) = 3/64*z^3 - 34/27*z + 1
*
-8/3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 3/64*z^3 - 23/24*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = 3/68*z^3 - 23/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = 3/76*z^3 - 25/38*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = 5/68*z^3 - 27/34*z + 1
*
3 | 0.12317732111491104873891399405453926119 | 0.028802183216315891394626307768646940091
f(z) = 5/72*z^3 - 23/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = 5/76*z^3 - 29/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.013549801771115480440260045376065619581
f(z) = 7/60*z^3 - 29/30*z + 1
*
12/7 | 0.23075781074661900315409492202752415744 | 0.029404280474177769581706760376524144045
f(z) = 7/64*z^3 - 40/21*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = 7/68*z^3 - 31/34*z + 1
*
30/7 | 0.16822566516162033831939562619968581047 | 0.025091776291699822483918675071048105409
f(z) = 7/72*z^3 - 34/21*z + 1
*
3 | 0.12317732111491104873891399405453926119 | 0.027581696228900453042571367310309748483
f(z) = 7/72*z^3 - 29/24*z + 1
*
[ 4 ] 
f(z) = 7/72*z^3 - 29/36*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = 7/76*z^3 - 33/38*z + 1
*
[ 15/4 ] 
f(z) = 8/75*z^3 - 23/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018392166432000794153042954433613650447
f(z) = 9/68*z^3 - 35/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.018518518518518518518518518518518518519
f(z) = 9/76*z^3 - 37/38*z + 1
*
[ 2/3 ] 
f(z) = 9/76*z^3 - 21/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.012889572067195126761044192805146023975
f(z) = 11/60*z^3 - 37/30*z + 1
*
[ 4/11 ] 
f(z) = 11/64*z^3 - 39/22*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.017935334833176948819901039681537233306
f(z) = 11/68*z^3 - 39/34*z + 1
*
[ 6/11 ] 
f(z) = 11/72*z^3 - 29/33*z + 1
*
-3 | 0.12206868421358812951927409554606992954 | 0.028273079393287719713713238964659276044
f(z) = 11/72*z^3 - 25/24*z + 1
*
[ 3 ] 
f(z) = 13/63*z^3 - 25/21*z + 1
*
-3 | 0.12444508001854149283478456034893007338 | 0.027455565003376697965275267380827860323
f(z) = 13/72*z^3 - 31/24*z + 1
*
[ 3 ] 
f(z) = 13/72*z^3 - 23/24*z + 1
*
[ 4/9 ] 
f(z) = 15/64*z^3 - 35/27*z + 1
*
[ 8/3 ] 
f(z) = 15/64*z^3 - 25/24*z + 1
*
[ 12/5 ] 
f(z) = 15/64*z^3 - 23/30*z + 1
*
[ 3 ] 
f(z) = 16/63*z^3 - 34/21*z + 1
*
3/4 | 0.13407982311778572685320843832128791613 | 0.029581220074776244794379622066451469342
f(z) = 16/63*z^3 - 31/21*z + 1
*
[ 3 ] 
f(z) = 17/63*z^3 - 37/21*z + 1
*
[ -3 ] 
f(z) = 17/63*z^3 - 23/21*z + 1
*
[ 3 ] 
f(z) = 17/72*z^3 - 35/24*z + 1
*
[ 2 ] 
f(z) = 19/60*z^3 - 23/30*z + 1
*
[ -3 ] 
f(z) = 19/63*z^3 - 29/21*z + 1
*
[ 2 ] 
f(z) = 19/68*z^3 - 21/34*z + 1
*
[ -3 ] 
f(z) = 19/72*z^3 - 25/24*z + 1
*
[ 4/7 ] 
f(z) = 1/64*z^3 - 37/49*z + 1
*
[ 10 ] 
f(z) = 1/72*z^3 - 22/45*z + 1
*
[ 4/7 ] 
f(z) = 5/64*z^3 - 38/49*z + 1
*
12/5 | 0.22213614100397261346392939691113651869 | 0.027887121976089097377810058785017084497
f(z) = 5/64*z^3 - 34/45*z + 1
*
-8/5 | 0.16396750871970451551617972657852187710 | 0.028425517380060630479028871859803633187
f(z) = 5/64*z^3 - 23/40*z + 1
*
-18/5 | 0.17507059170669237640473462323187761592 | 0.029743033893262730304844581877502163718
f(z) = 5/72*z^3 - 23/45*z + 1
*
-12/7 | 0.19872598116369419993267661754224632051 | 0.027587781998675262036908799991946842996
f(z) = 7/64*z^3 - 31/42*z + 1
*
[ 4/7 ] 
f(z) = 9/64*z^3 - 39/49*z + 1
*
[ 4/7 ] 
f(z) = 13/64*z^3 - 40/49*z + 1
*
-8/5 | 0.15407359074965288998517876740967725461 | 0.026710301119164918226322718795696239169
f(z) = 15/64*z^3 - 39/40*z + 1
*
[ 2/3 ] 
f(z) = 15/64*z^3 - 29/48*z + 1
*
[ 12/17 ] 
f(z) = 17/64*z^3 - 28/51*z + 1
*
[ 4/5 ] 
f(z) = 17/64*z^3 - 21/50*z + 1
*
[ 12/19 ] 
f(z) = 19/64*z^3 - 40/57*z + 1
*
5 | 0.10652899617288190582758713846735428985 | 0.026018571362021866715029944802755532288
f(z) = 1/60*z^3 - 37/60*z + 1
*
4 | 0.081149674999270549208656897555677047303 | 0.019819942793292570558443855428493173723
f(z) = 1/60*z^3 - 31/60*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.015408355945239964032369843473882980734
f(z) = 1/62*z^3 - 35/62*z + 1
*
[ 9 ] 
f(z) = 1/63*z^3 - 25/63*z + 1
*
-2 | 0.044406120154138359069097653998476875312 | 0.010598992730522775595114553976591052942
f(z) = 1/66*z^3 - 37/66*z + 1
*
[ 10 ] 
f(z) = 1/70*z^3 - 37/70*z + 1
*
[ -10 ] 
f(z) = 1/70*z^3 - 23/70*z + 1
*
[ -11 ] 
f(z) = 1/77*z^3 - 37/77*z + 1
*
[ -7 ] 
f(z) = 2/63*z^3 - 26/63*z + 1
*
[ 7 ] 
f(z) = 2/77*z^3 - 32/77*z + 1
*
[ 5 ] 
f(z) = 3/65*z^3 - 23/65*z + 1
*
[ 9/2 ] 
f(z) = 4/63*z^3 - 32/63*z + 1
*
[ -5 ] 
f(z) = 4/65*z^3 - 22/65*z + 1
*
[ -11/2 ] 
f(z) = 4/77*z^3 - 30/77*z + 1
*
[ 4 ] 
f(z) = 5/68*z^3 - 29/68*z + 1
*
[ 4 ] 
f(z) = 5/76*z^3 - 23/76*z + 1
*
[ -4 ] 
f(z) = 7/60*z^3 - 37/60*z + 1
*
[ 3 ] 
f(z) = 7/60*z^3 - 23/60*z + 1
*
12/7 | 0.21224870213734119803110699891929567044 | 0.025565917467443000115085396575475486332
f(z) = 7/64*z^3 - 22/63*z + 1
*
[ -4 ] 
f(z) = 7/68*z^3 - 27/68*z + 1
*
[ 3 ] 
f(z) = 8/69*z^3 - 26/69*z + 1
*
[ 3 ] 
f(z) = 8/75*z^3 - 22/75*z + 1
*
[ 2/3 ] 
f(z) = 9/62*z^3 - 35/62*z + 1
*
8/3 | 0.11804157345992112751578347677822636486 | 0.027784325210396392226893792824699174312
f(z) = 9/70*z^3 - 29/70*z + 1
*
[ -11/3 ] 
f(z) = 9/77*z^3 - 23/77*z + 1
*
[ 28/11 ] 
f(z) = 11/64*z^3 - 39/77*z + 1
*
[ 5/2 ] 
f(z) = 12/65*z^3 - 36/65*z + 1
*
[ -3 ] 
f(z) = 13/60*z^3 - 37/60*z + 1
*
[ 2 ] 
f(z) = 13/62*z^3 - 21/62*z + 1
*
[ -3 ] 
f(z) = 13/66*z^3 - 29/66*z + 1
*
[ -3 ] 
f(z) = 13/69*z^3 - 25/69*z + 1
*
[ 5/2 ] 
f(z) = 13/75*z^3 - 29/60*z + 1
*
[ -3 ] 
f(z) = 14/69*z^3 - 34/69*z + 1
*
[ -3 ] 
f(z) = 14/75*z^3 - 26/75*z + 1
*
[ 2 ] 
f(z) = 15/62*z^3 - 29/62*z + 1
*
[ 2 ] 
f(z) = 15/74*z^3 - 23/74*z + 1
*
[ 7/4 ] 
f(z) = 16/63*z^3 - 22/63*z + 1
*
[ 3/4 ] 
f(z) = 16/69*z^3 - 32/69*z + 1
*
[ 3/4 ] 
f(z) = 16/75*z^3 - 34/75*z + 1
*
[ 2 ] 
f(z) = 17/62*z^3 - 37/62*z + 1
*
[ -8/3 ] 
f(z) = 17/64*z^3 - 37/72*z + 1
*
[ 2 ] 
f(z) = 17/66*z^3 - 35/66*z + 1
*
[ 2 ] 
f(z) = 17/70*z^3 - 33/70*z + 1
*
[ 2 ] 
f(z) = 17/74*z^3 - 31/74*z + 1
*
[ 2 ] 
f(z) = 17/78*z^3 - 29/78*z + 1
*
[ 5/3 ] 
f(z) = 18/65*z^3 - 24/65*z + 1
*
[ -12/5 ] 
f(z) = 19/64*z^3 - 22/75*z + 1
*
[ 2 ] 
f(z) = 19/74*z^3 - 39/74*z + 1
*
[ 2 ] 
f(z) = 19/78*z^3 - 37/78*z + 1
*
[ -10 ] 
f(z) = 1/64*z^3 - 37/80*z + 1
*
[ 3/4 ] 
f(z) = 4/63*z^3 - 31/84*z + 1
*
[ -10/3 ] 
f(z) = 9/64*z^3 - 21/80*z + 1
*
[ 28/13 ] 
f(z) = 13/64*z^3 - 37/91*z + 1
*
[ -21/8 ] 
f(z) = 16/63*z^3 - 31/84*z + 1
*
[ 3/2 ] 
f(z) = 17/63*z^3 - 23/84*z + 1
*
[ 3/2 ] 
f(z) = 19/63*z^3 - 29/84*z + 1
*
[ 3/2 ] 
f(z) = 19/72*z^3 - 25/96*z + 1
*
[ -6 ] 
f(z) = 3/76*z^3 - 29/114*z + 1
*
[ -36/13 ] 
f(z) = 13/64*z^3 - 23/117*z + 1
*
[ 15/7 ] 
f(z) = 14/75*z^3 - 34/105*z + 1
*
[ 28/15 ] 
f(z) = 15/64*z^3 - 37/105*z + 1
*
[ 28/17 ] 
f(z) = 17/64*z^3 - 39/119*z + 1
*
[ 8 ] 
f(z) = 1/60*z^3 - 23/120*z + 1
*
[ 6 ] 
f(z) = 2/69*z^3 - 29/138*z + 1
*
-5/4 | 0.18215430183692995737396682910346339752 | 0.028475270427336773811860846851875621483
f(z) = 2/75*z^3 - 29/120*z + 1
*
[ 5/6 ] 
f(z) = 4/75*z^3 - 32/135*z + 1
*
-9/4 | 0.11112014487527628016400175114306423931 | 0.022976358081102888668426988919308725202
f(z) = 8/63*z^3 - 25/126*z + 1
*
[ 5/6 ] 
f(z) = 8/75*z^3 - 37/135*z + 1
*
[ -10/3 ] 
f(z) = 9/65*z^3 - 31/130*z + 1
*
[ 2 ] 
f(z) = 11/61*z^3 - 27/122*z + 1
*
[ 2 ] 
f(z) = 11/63*z^3 - 25/126*z + 1
*
[ 2 ] 
f(z) = 11/65*z^3 - 23/130*z + 1
*
[ 2 ] 
f(z) = 11/67*z^3 - 21/134*z + 1
*
[ 2 ] 
f(z) = 12/61*z^3 - 35/122*z + 1
*
[ 2 ] 
f(z) = 12/65*z^3 - 31/130*z + 1
*
[ 2 ] 
f(z) = 12/67*z^3 - 29/134*z + 1
*
[ 2 ] 
f(z) = 13/67*z^3 - 37/134*z + 1
*
[ 2 ] 
f(z) = 13/69*z^3 - 35/138*z + 1
*
[ 5/3 ] 
f(z) = 16/75*z^3 - 26/135*z + 1
*
[ 5/3 ] 
f(z) = 17/75*z^3 - 31/135*z + 1
*
[ 6/7 ] 
f(z) = 1/72*z^3 - 26/147*z + 1
*
[ 6/7 ] 
f(z) = 5/72*z^3 - 32/147*z + 1
*
[ 7/2 ] 
f(z) = 6/77*z^3 - 37/154*z + 1
*
[ -4 ] 
f(z) = 7/74*z^3 - 39/148*z + 1
*
[ -4 ] 
f(z) = 7/78*z^3 - 29/156*z + 1
*
[ 11/4 ] 
f(z) = 8/77*z^3 - 23/154*z + 1
*
[ 8/3 ] 
f(z) = 9/76*z^3 - 33/152*z + 1
*
[ 2 ] 
f(z) = 12/71*z^3 - 25/142*z + 1
*
[ 2 ] 
f(z) = 12/73*z^3 - 23/146*z + 1
*
[ 2 ] 
f(z) = 13/71*z^3 - 33/142*z + 1
*
[ 12/13 ] 
f(z) = 13/72*z^3 - 37/156*z + 1
*
[ 2 ] 
f(z) = 13/73*z^3 - 31/146*z + 1
*
[ 2 ] 
f(z) = 13/75*z^3 - 29/150*z + 1
*
[ 2 ] 
f(z) = 13/77*z^3 - 27/154*z + 1
*
[ 2 ] 
f(z) = 13/79*z^3 - 25/158*z + 1
*
[ 2 ] 
f(z) = 14/73*z^3 - 39/146*z + 1
*
[ 2 ] 
f(z) = 14/75*z^3 - 37/150*z + 1
*
[ 2 ] 
f(z) = 14/79*z^3 - 33/158*z + 1
*
[ 12/7 ] 
f(z) = 15/64*z^3 - 40/147*z + 1
*
[ 18/17 ] 
f(z) = 17/72*z^3 - 32/153*z + 1
*
[ 7/6 ] 
f(z) = 18/77*z^3 - 27/154*z + 1
*
[ -10/3 ] 
f(z) = 9/68*z^3 - 29/170*z + 1
*
[ 20/17 ] 
f(z) = 17/64*z^3 - 37/170*z + 1
*
[ -9 ] 
f(z) = 1/66*z^3 - 23/198*z + 1
*
[ 3 ] 
f(z) = 6/61*z^3 - 40/183*z + 1
*
[ 3 ] 
f(z) = 6/65*z^3 - 32/195*z + 1
*
[ -3 ] 
f(z) = 10/61*z^3 - 26/183*z + 1
*
[ -3 ] 
f(z) = 11/65*z^3 - 37/195*z + 1
*
[ 5/3 ] 
f(z) = 12/65*z^3 - 22/195*z + 1
*
[ 8/9 ] 
f(z) = 3/64*z^3 - 35/216*z + 1
*
-10/3 | 0.10142669415677594659576253026654156984 | 0.018968515889031809040403378575347261775
f(z) = 3/70*z^3 - 37/210*z + 1
*
[ 14/3 ] 
f(z) = 3/70*z^3 - 31/210*z + 1
*
[ 3 ] 
f(z) = 6/67*z^3 - 28/201*z + 1
*
[ 21/10 ] 
f(z) = 10/63*z^3 - 37/210*z + 1
*
[ -3 ] 
f(z) = 11/67*z^3 - 29/201*z + 1
*
[ -3 ] 
f(z) = 11/68*z^3 - 25/204*z + 1
*
[ -3 ] 
f(z) = 12/71*z^3 - 40/213*z + 1
*
[ -3 ] 
f(z) = 12/73*z^3 - 32/219*z + 1
*
[ 8/5 ] 
f(z) = 13/64*z^3 - 29/200*z + 1
*
[ 16/13 ] 
f(z) = 13/64*z^3 - 25/208*z + 1
*
[ 15/14 ] 
f(z) = 14/75*z^3 - 31/210*z + 1
*
[ 4/3 ] 
f(z) = 15/68*z^3 - 29/204*z + 1
*
[ 3/2 ] 
f(z) = 16/71*z^3 - 37/213*z + 1
*
[ 3/2 ] 
f(z) = 16/73*z^3 - 35/219*z + 1
*
[ 9 ] 
f(z) = 1/78*z^3 - 35/234*z + 1
*
[ 3 ] 
f(z) = 7/76*z^3 - 37/228*z + 1
*
[ 3 ] 
f(z) = 7/79*z^3 - 31/237*z + 1
*
[ 21/11 ] 
f(z) = 11/63*z^3 - 37/231*z + 1
*
[ -3 ] 
f(z) = 13/79*z^3 - 35/237*z + 1
*
[ 4/3 ] 
f(z) = 15/76*z^3 - 23/228*z + 1
*
[ 3/2 ] 
f(z) = 16/77*z^3 - 31/231*z + 1
*
[ 3/2 ] 
f(z) = 16/79*z^3 - 29/237*z + 1
*
[ 8 ] 
f(z) = 1/62*z^3 - 39/248*z + 1
*
[ 5/2 ] 
f(z) = 7/60*z^3 - 31/240*z + 1
*
[ 3/2 ] 
f(z) = 13/60*z^3 - 37/240*z + 1
*
[ 5/4 ] 
f(z) = 17/75*z^3 - 37/240*z + 1
*
[ 8 ] 
f(z) = 1/66*z^3 - 25/264*z + 1
*
-17/4 | 0.14250303346640991654667688104534002195 | 0.025626900247548444654338234920196380739
f(z) = 4/65*z^3 - 29/260*z + 1
*
[ 13/6 ] 
f(z) = 9/65*z^3 - 29/260*z + 1
*
[ 5/4 ] 
f(z) = 12/65*z^3 - 23/260*z + 1
*
[ 3/2 ] 
f(z) = 13/66*z^3 - 29/264*z + 1
*
[ 3/2 ] 
f(z) = 13/69*z^3 - 25/276*z + 1
*
[ 4 ] 
f(z) = 4/73*z^3 - 37/292*z + 1
*
[ -4 ] 
f(z) = 6/71*z^3 - 29/284*z + 1
*
10 | 0.077016353395549478824136902384241840897 | 0.018252449995783358832658831733269001216
f(z) = 1/64*z^3 - 17/16*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = 1/64*z^3 - 9/16*z + 1
*
4 | 0.083560055294504984722039153076804322332 | 0.015440783542349691532748641121769941404
f(z) = 1/64*z^3 - 7/2*z + 1
*
[ -12 ] 
f(z) = 1/64*z^3 - 7/6*z + 1
*
-20 | 0.15798475234952713051107812199878625106 | 0.026549192117215152341711683658347610501
f(z) = 1/64*z^3 - 6*z + 1
*
-12 | 0.077016847415414990427401261001519696416 | 0.015175213740313368343732821609132591152
f(z) = 1/64*z^3 - 5/2*z + 1
*
[ 12 ] 
f(z) = 1/64*z^3 - 4/3*z + 1
*
-4 | 0.090655350138551346167474890099572664552 | 0.017243067986493761015960936689034024963
f(z) = 1/64*z^3 - 3*z + 1
*
[ 8 ] 
f(z) = 1/64*z^3 - 1/8*z + 1
*
2 | 0.11988686474726434618208661689008578746 | 0.025407840081639945618694844629364079125
f(z) = 1/72*z^3 - 14/9*z + 1
*
[ 12 ] 
f(z) = 1/72*z^3 - 13/12*z + 1
*
6 | 0.13792377925063136733642034674146716323 | 0.024735480310034703476732829700327640318
f(z) = 1/72*z^3 - 11/3*z + 1
*
[ -12 ] 
f(z) = 1/72*z^3 - 11/12*z + 1
*
6 | 0.15621430871374589553129026706773770666 | 0.029712685919777625840240640557300129250
f(z) = 1/72*z^3 - 8/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = 1/72*z^3 - 5/9*z + 1
*
-4/3 | 0.19874660808341579138491611702646018303 | 0.027979388564107525954502101990003277994
f(z) = 3/64*z^3 - 19/3*z + 1
*
[ -12 ] 
f(z) = 3/64*z^3 - 17/3*z + 1
*
20/3 | 0.083010686054648677633446865959269064165 | 0.013178497365426881227191085645531150108
f(z) = 3/64*z^3 - 17/6*z + 1
*
[ 8 ] 
f(z) = 3/64*z^3 - 17/8*z + 1
*
[ -8 ] 
f(z) = 3/64*z^3 - 15/8*z + 1
*
[ -20/3 ] 
f(z) = 3/64*z^3 - 14/15*z + 1
*
28/3 | 0.084270775217516643154322849580982250446 | 0.012533146231589363606623394940429021254
f(z) = 3/64*z^3 - 13/3*z + 1
*
4/3 | 0.15403403217254305857312563590716172490 | 0.026269393070554341438673608163526059972
f(z) = 3/64*z^3 - 11/6*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = 3/64*z^3 - 11/16*z + 1
*
-4/3 | 0.077017984030956497843330666517913235029 | 0.012615985685151383843777086014999794079
f(z) = 3/64*z^3 - 7/3*z + 1
*
-4 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 3/64*z^3 - 5/6*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 3/64*z^3 - 1/3*z + 1
*
[ 5 ] 
f(z) = 4/75*z^3 - 8/15*z + 1
*
[ -5 ] 
f(z) = 4/75*z^3 - 2/15*z + 1
*
-36/5 | 0.078255161569038404348533555759993154372 | 0.011016699071252442288577834952053089543
f(z) = 5/64*z^3 - 19/5*z + 1
*
-12/5 | 0.14075745295448300669391123121317165168 | 0.022346179884643566275932072218568701239
f(z) = 5/64*z^3 - 17/10*z + 1
*
4 | 0.077384309022534869856281566154983996279 | 0.012831760518568730939664157954868216838
f(z) = 5/64*z^3 - 13/10*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = 5/64*z^3 - 13/16*z + 1
*
28/5 | 0.16642957075299949963529019867458559865 | 0.025382827009348421037521817689177195100
f(z) = 5/64*z^3 - 11/5*z + 1
*
-4 | 0.16642957075299949963529019867458559865 | 0.028852342106890206388128316731198603139
f(z) = 5/64*z^3 - 4/5*z + 1
*
[ 4/5 ] 
f(z) = 5/64*z^3 - 3/10*z + 1
*
[ 4 ] 
f(z) = 5/64*z^3 - 1/2*z + 1
*
2 | 0.11988686474726434618208661689008578746 | 0.024708597891229165941309406814262608558
f(z) = 5/72*z^3 - 16/9*z + 1
*
6 | 0.16068722448442258752210363568148568677 | 0.028817914495265445902522564953119507744
f(z) = 5/72*z^3 - 11/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = 5/72*z^3 - 7/9*z + 1
*
[ 6 ] 
f(z) = 5/72*z^3 - 5/3*z + 1
*
[ -6 ] 
f(z) = 5/72*z^3 - 4/3*z + 1
*
-36/7 | 0.18512247278751132910776761035330738143 | 0.026958536674063261273557578266610795919
f(z) = 7/64*z^3 - 15/7*z + 1
*
-4 | 0.11305172652620342891868047170726368774 | 0.018311571639119929518925416299483223643
f(z) = 7/64*z^3 - 15/14*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018518518518518518518518518518518518519
f(z) = 7/64*z^3 - 15/16*z + 1
*
4 | 0.18512247278751132910776761035330738143 | 0.028233754861279803601236405195132333595
f(z) = 7/64*z^3 - 11/7*z + 1
*
[ 4/7 ] 
f(z) = 7/64*z^3 - 11/14*z + 1
*
[ 4 ] 
f(z) = 7/64*z^3 - z + 1
*
[ -4 ] 
f(z) = 7/64*z^3 - 1/2*z + 1
*
2 | 0.11988686474726434618208661689008578746 | 0.024403681417833194171071173485026018981
f(z) = 7/72*z^3 - 17/9*z + 1
*
[ 6 ] 
f(z) = 7/72*z^3 - 8/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.015347096130736832470843281603397753601
f(z) = 7/72*z^3 - 8/9*z + 1
*
[ -6 ] 
f(z) = 7/72*z^3 - 7/3*z + 1
*
[ -5 ] 
f(z) = 7/75*z^3 - 17/15*z + 1
*
[ 5/2 ] 
f(z) = 8/75*z^3 - 1/15*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.018252449995783358832658831733269001216
f(z) = 9/64*z^3 - 17/16*z + 1
*
-4 | 0.15839504144503908559415506808220670791 | 0.023557255901173775328501477680930822458
f(z) = 9/64*z^3 - 13/9*z + 1
*
[ 2/3 ] 
f(z) = 9/64*z^3 - 9/16*z + 1
*
4/3 | 0.17059414158320914719713068584095961529 | 0.028668188363796730861870299324998472834
f(z) = 9/64*z^3 - 6*z + 1
*
-4/3 | 0.077018033642312632444895072050895810272 | 0.015175447471598409536913498503670850923
f(z) = 9/64*z^3 - 5/2*z + 1
*
[ 4 ] 
f(z) = 9/64*z^3 - 3/2*z + 1
*
[ 8/3 ] 
f(z) = 9/64*z^3 - 3/8*z + 1
*
[ -4 ] 
f(z) = 9/64*z^3 - z + 1
*
[ 2 ] 
f(z) = 9/64*z^3 - 1/16*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.017783674806091261216075467012591467528
f(z) = 11/64*z^3 - 19/16*z + 1
*
[ -4 ] 
f(z) = 11/64*z^3 - 3/2*z + 1
*
[ 2 ] 
f(z) = 11/64*z^3 - 3/16*z + 1
*
[ 4 ] 
f(z) = 11/64*z^3 - 2*z + 1
*
[ 4/3 ] 
f(z) = 11/64*z^3 - 1/18*z + 1
*
2 | 0.11988686474726434618208661689008578746 | 0.023863398870614326467747702208618095787
f(z) = 11/72*z^3 - 19/9*z + 1
*
[ 6 ] 
f(z) = 11/72*z^3 - 14/3*z + 1
*
[ -6 ] 
f(z) = 11/72*z^3 - 13/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.014978093818110541937096967336205143022
f(z) = 11/72*z^3 - 10/9*z + 1
*
[ 2 ] 
f(z) = 11/72*z^3 - 1/9*z + 1
*
[ 4 ] 
f(z) = 13/64*z^3 - 5/2*z + 1
*
[ 2 ] 
f(z) = 13/64*z^3 - 5/16*z + 1
*
[ -4 ] 
f(z) = 13/64*z^3 - 2*z + 1
*
[ 4/3 ] 
f(z) = 13/64*z^3 - 1/9*z + 1
*
2 | 0.11988686474726434618208661689008578746 | 0.023622218491789888687533660464018119125
f(z) = 13/72*z^3 - 20/9*z + 1
*
[ 6 ] 
f(z) = 13/72*z^3 - 17/3*z + 1
*
[ -6 ] 
f(z) = 13/72*z^3 - 16/3*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.014659251418245984883800994322313713437
f(z) = 13/72*z^3 - 11/9*z + 1
*
[ 2 ] 
f(z) = 13/72*z^3 - 2/9*z + 1
*
-4/3 | 0.077140038887632165557032987510557126812 | 0.011128955155716871440701691214333537347
f(z) = 15/64*z^3 - 16/15*z + 1
*
-12/5 | 0.14718045668456567823144259624531981215 | 0.021889370084687883660622480117021592477
f(z) = 15/64*z^3 - 13/5*z + 1
*
4/3 | 0.15403374040751984737045500197121824925 | 0.025541664630139684691874117730013307762
f(z) = 15/64*z^3 - 13/6*z + 1
*
4/5 | 0.16435423113077609379035031342391374757 | 0.024738024189833729669834159878587765552
f(z) = 15/64*z^3 - 12/5*z + 1
*
4 | 0.16584610407609747156606175082969361404 | 0.025293840216565644778784660562446344878
f(z) = 15/64*z^3 - 11/3*z + 1
*
-4/3 | 0.16490903804625123680068910363538674342 | 0.026434827931899561143584732706027628771
f(z) = 15/64*z^3 - 8/3*z + 1
*
[ 2 ] 
f(z) = 15/64*z^3 - 7/16*z + 1
*
[ -4 ] 
f(z) = 15/64*z^3 - 5/2*z + 1
*
[ 4 ] 
f(z) = 15/64*z^3 - 3*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 15/64*z^3 - 2/3*z + 1
*
[ 4/5 ] 
f(z) = 15/64*z^3 - 2/5*z + 1
*
[ 4/3 ] 
f(z) = 15/64*z^3 - 1/6*z + 1
*
[ 5/2 ] 
f(z) = 16/75*z^3 - 11/15*z + 1
*
[ 5/4 ] 
f(z) = 16/75*z^3 - 2/15*z + 1
*
[ 2 ] 
f(z) = 17/64*z^3 - 9/16*z + 1
*
[ 4 ] 
f(z) = 17/64*z^3 - 7/2*z + 1
*
[ -4 ] 
f(z) = 17/64*z^3 - 3*z + 1
*
[ 4/3 ] 
f(z) = 17/64*z^3 - 2/9*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.014131972840558857034107183929670777891
f(z) = 17/72*z^3 - 13/9*z + 1
*
[ 2 ] 
f(z) = 17/72*z^3 - 4/9*z + 1
*
[ 2 ] 
f(z) = 19/64*z^3 - 11/16*z + 1
*
[ -4 ] 
f(z) = 19/64*z^3 - 7/2*z + 1
*
[ 4/3 ] 
f(z) = 19/64*z^3 - 5/18*z + 1
*
[ 4 ] 
f(z) = 19/64*z^3 - 4*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.013910018384637192767956366728984717700
f(z) = 19/72*z^3 - 14/9*z + 1
*
[ 2 ] 
f(z) = 19/72*z^3 - 5/9*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.018518518518518518518518518518518518519
f(z) = 1/68*z^3 - 19/34*z + 1
*
-3 | 0.12444508001854149283478456034893007338 | 0.029098619474922425069539651234429861038
f(z) = 1/72*z^3 - 19/24*z + 1
*
[ 10 ] 
f(z) = 1/75*z^3 - 13/30*z + 1
*
[ -10 ] 
f(z) = 1/75*z^3 - 7/30*z + 1
*
[ 15/2 ] 
f(z) = 2/75*z^3 - 19/30*z + 1
*
[ -15/2 ] 
f(z) = 2/75*z^3 - 11/30*z + 1
*
[ 4/5 ] 
f(z) = 3/64*z^3 - 7/25*z + 1
*
[ 3 ] 
f(z) = 5/63*z^3 - 1/21*z + 1
*
[ 4 ] 
f(z) = 5/72*z^3 - 13/36*z + 1
*
-3 | 0.12317732111491104873891399405453926119 | 0.028802183216315891394626307768646940091
f(z) = 5/72*z^3 - 7/24*z + 1
*
[ 4/5 ] 
f(z) = 7/64*z^3 - 8/25*z + 1
*
-3 | 0.12444508001854149283478456034893007338 | 0.029098619474922425069539651234429861038
f(z) = 7/72*z^3 - 13/24*z + 1
*
[ -4 ] 
f(z) = 7/72*z^3 - 11/36*z + 1
*
[ 6/7 ] 
f(z) = 7/72*z^3 - 5/21*z + 1
*
[ 3 ] 
f(z) = 7/72*z^3 - 5/24*z + 1
*
[ 3 ] 
f(z) = 8/63*z^3 - 10/21*z + 1
*
[ -15/4 ] 
f(z) = 8/75*z^3 - 7/30*z + 1
*
[ 2/3 ] 
f(z) = 9/68*z^3 - 19/34*z + 1
*
[ 2 ] 
f(z) = 9/68*z^3 - 1/34*z + 1
*
[ 3 ] 
f(z) = 10/63*z^3 - 16/21*z + 1
*
[ -3 ] 
f(z) = 10/63*z^3 - 2/21*z + 1
*
[ 2 ] 
f(z) = 11/60*z^3 - 7/30*z + 1
*
[ 3 ] 
f(z) = 11/63*z^3 - 19/21*z + 1
*
[ -3 ] 
f(z) = 11/63*z^3 - 5/21*z + 1
*
[ 4/5 ] 
f(z) = 11/64*z^3 - 9/25*z + 1
*
[ 12/11 ] 
f(z) = 11/64*z^3 - 4/33*z + 1
*
[ 2 ] 
f(z) = 11/68*z^3 - 5/34*z + 1
*
[ 3 ] 
f(z) = 11/72*z^3 - 17/24*z + 1
*
[ -3 ] 
f(z) = 11/72*z^3 - 1/24*z + 1
*
[ 2 ] 
f(z) = 11/76*z^3 - 3/38*z + 1
*
[ 2 ] 
f(z) = 13/60*z^3 - 11/30*z + 1
*
[ -3 ] 
f(z) = 13/63*z^3 - 11/21*z + 1
*
[ 12/13 ] 
f(z) = 13/64*z^3 - 10/39*z + 1
*
[ 2 ] 
f(z) = 13/68*z^3 - 9/34*z + 1
*
[ -3 ] 
f(z) = 13/72*z^3 - 7/24*z + 1
*
[ 2 ] 
f(z) = 13/76*z^3 - 7/38*z + 1
*
[ 5/2 ] 
f(z) = 14/75*z^3 - 17/30*z + 1
*
[ -8/3 ] 
f(z) = 15/64*z^3 - 7/24*z + 1
*
[ 2 ] 
f(z) = 15/68*z^3 - 13/34*z + 1
*
[ 2 ] 
f(z) = 15/76*z^3 - 11/38*z + 1
*
[ -3 ] 
f(z) = 16/63*z^3 - 20/21*z + 1
*
[ 3/4 ] 
f(z) = 16/63*z^3 - 10/21*z + 1
*
[ 3/2 ] 
f(z) = 16/63*z^3 - 5/21*z + 1
*
[ 2 ] 
f(z) = 17/60*z^3 - 19/30*z + 1
*
[ -3 ] 
f(z) = 17/72*z^3 - 19/24*z + 1
*
[ 2 ] 
f(z) = 17/76*z^3 - 15/38*z + 1
*
[ 4/5 ] 
f(z) = 19/64*z^3 - 11/25*z + 1
*
[ 4/5 ] 
f(z) = 1/64*z^3 - 13/50*z + 1
*
[ -10 ] 
f(z) = 1/72*z^3 - 13/45*z + 1
*
[ 6 ] 
f(z) = 2/63*z^3 - 13/42*z + 1
*
[ -16/3 ] 
f(z) = 3/64*z^3 - 7/48*z + 1
*
[ 18/5 ] 
f(z) = 5/72*z^3 - 8/45*z + 1
*
[ 8/7 ] 
f(z) = 7/64*z^3 - 1/56*z + 1
*
[ 3/4 ] 
f(z) = 8/63*z^3 - 17/42*z + 1
*
[ 4/5 ] 
f(z) = 9/64*z^3 - 17/50*z + 1
*
[ 3/2 ] 
f(z) = 10/63*z^3 - 1/42*z + 1
*
[ 4/5 ] 
f(z) = 13/64*z^3 - 19/50*z + 1
*
[ 8/5 ] 
f(z) = 15/64*z^3 - 9/40*z + 1
*
-5 | 0.095118132423787019242570844615102412633 | 0.023231589569043033386398711955676991497
f(z) = 1/60*z^3 - 13/60*z + 1
*
[ -9 ] 
f(z) = 1/63*z^3 - 11/63*z + 1
*
[ -28/3 ] 
f(z) = 1/64*z^3 - 16/63*z + 1
*
[ 9 ] 
f(z) = 1/72*z^3 - 17/72*z + 1
*
[ -7 ] 
f(z) = 2/77*z^3 - 10/77*z + 1
*
[ 5 ] 
f(z) = 3/70*z^3 - 19/70*z + 1
*
[ 15/4 ] 
f(z) = 4/75*z^3 - 1/60*z + 1
*
[ 3 ] 
f(z) = 5/66*z^3 - 1/66*z + 1
*
[ 20/7 ] 
f(z) = 7/64*z^3 - 17/70*z + 1
*
[ 8/3 ] 
f(z) = 7/64*z^3 - 11/72*z + 1
*
[ 3 ] 
f(z) = 7/66*z^3 - 19/66*z + 1
*
[ 3 ] 
f(z) = 7/69*z^3 - 17/69*z + 1
*
[ 18/7 ] 
f(z) = 7/72*z^3 - 2/63*z + 1
*
[ 3 ] 
f(z) = 7/75*z^3 - 13/75*z + 1
*
[ -4 ] 
f(z) = 7/76*z^3 - 17/76*z + 1
*
[ 3 ] 
f(z) = 7/78*z^3 - 11/78*z + 1
*
[ -7/2 ] 
f(z) = 8/63*z^3 - 17/63*z + 1
*
[ 5/2 ] 
f(z) = 8/65*z^3 - 11/65*z + 1
*
[ 2 ] 
f(z) = 9/62*z^3 - 5/62*z + 1
*
[ 8/9 ] 
f(z) = 9/64*z^3 - 17/72*z + 1
*
[ 12/5 ] 
f(z) = 9/64*z^3 - 17/75*z + 1
*
[ 2 ] 
f(z) = 9/70*z^3 - 1/70*z + 1
*
[ 7/3 ] 
f(z) = 9/77*z^3 - 5/77*z + 1
*
[ -3 ] 
f(z) = 11/60*z^3 - 19/60*z + 1
*
[ 2 ] 
f(z) = 11/62*z^3 - 13/62*z + 1
*
-12/11 | 0.20952387348743864093489982328391753073 | 0.027369455486774413131918435020845573476
f(z) = 11/64*z^3 - 19/66*z + 1
*
[ -3 ] 
f(z) = 11/69*z^3 - 7/69*z + 1
*
[ 2 ] 
f(z) = 11/70*z^3 - 9/70*z + 1
*
[ 6/5 ] 
f(z) = 11/72*z^3 - 4/75*z + 1
*
[ 2 ] 
f(z) = 11/74*z^3 - 7/74*z + 1
*
[ 5/2 ] 
f(z) = 11/75*z^3 - 19/60*z + 1
*
[ 2 ] 
f(z) = 11/78*z^3 - 5/78*z + 1
*
[ 2 ] 
f(z) = 13/66*z^3 - 19/66*z + 1
*
[ 2 ] 
f(z) = 13/70*z^3 - 17/70*z + 1
*
[ 6/5 ] 
f(z) = 13/72*z^3 - 7/75*z + 1
*
[ 2 ] 
f(z) = 13/74*z^3 - 15/74*z + 1
*
[ -3 ] 
f(z) = 13/75*z^3 - 17/75*z + 1
*
[ 5/4 ] 
f(z) = 16/65*z^3 - 12/65*z + 1
*
[ 3/2 ] 
f(z) = 16/69*z^3 - 13/69*z + 1
*
[ 15/8 ] 
f(z) = 16/75*z^3 - 17/60*z + 1
*
[ 3/2 ] 
f(z) = 16/75*z^3 - 11/75*z + 1
*
[ 6/5 ] 
f(z) = 17/72*z^3 - 13/75*z + 1
*
[ 6/5 ] 
f(z) = 19/72*z^3 - 16/75*z + 1
*
[ 16/5 ] 
f(z) = 5/64*z^3 - 9/80*z + 1
*
[ 20/9 ] 
f(z) = 9/64*z^3 - 13/90*z + 1
*
[ 3/2 ] 
f(z) = 11/63*z^3 - 5/84*z + 1
*
[ 18/11 ] 
f(z) = 11/72*z^3 - 2/99*z + 1
*
[ 3/2 ] 
f(z) = 11/72*z^3 - 1/96*z + 1
*
[ 3/2 ] 
f(z) = 13/63*z^3 - 11/84*z + 1
*
[ 3/2 ] 
f(z) = 13/72*z^3 - 7/96*z + 1
*
[ 3/2 ] 
f(z) = 17/72*z^3 - 19/96*z + 1
*
[ -21/5 ] 
f(z) = 5/63*z^3 - 17/105*z + 1
*
[ 16/7 ] 
f(z) = 7/64*z^3 - 1/112*z + 1
*
[ 20/11 ] 
f(z) = 11/64*z^3 - 13/110*z + 1
*
[ 18/13 ] 
f(z) = 13/72*z^3 - 8/117*z + 1
*
[ 8 ] 
f(z) = 1/68*z^3 - 9/136*z + 1
*
-7/2 | 0.11112014487527628016400175114306423931 | 0.022976358081102888668426988919308725202
f(z) = 2/63*z^3 - 13/126*z + 1
*
[ -13/2 ] 
f(z) = 2/65*z^3 - 19/130*z + 1
*
[ 4 ] 
f(z) = 3/62*z^3 - 3/124*z + 1
*
[ -4 ] 
f(z) = 5/62*z^3 - 5/124*z + 1
*
[ 2 ] 
f(z) = 8/61*z^3 - 3/122*z + 1
*
[ 9/4 ] 
f(z) = 8/63*z^3 - 11/126*z + 1
*
[ 2 ] 
f(z) = 8/63*z^3 - 1/126*z + 1
*
[ 2 ] 
f(z) = 9/61*z^3 - 11/122*z + 1
*
[ 4/3 ] 
f(z) = 9/62*z^3 - 1/124*z + 1
*
[ -28/9 ] 
f(z) = 9/64*z^3 - 5/126*z + 1
*
[ 2 ] 
f(z) = 9/65*z^3 - 7/130*z + 1
*
[ 2 ] 
f(z) = 9/67*z^3 - 5/134*z + 1
*
[ 2 ] 
f(z) = 10/61*z^3 - 19/122*z + 1
*
[ 2 ] 
f(z) = 10/63*z^3 - 17/126*z + 1
*
[ 2 ] 
f(z) = 10/67*z^3 - 13/134*z + 1
*
[ 2 ] 
f(z) = 10/69*z^3 - 11/138*z + 1
*
[ 2 ] 
f(z) = 11/69*z^3 - 19/138*z + 1
*
[ 12/11 ] 
f(z) = 11/72*z^3 - 13/132*z + 1
*
[ 5/3 ] 
f(z) = 11/75*z^3 - 1/135*z + 1
*
[ 20/13 ] 
f(z) = 13/64*z^3 - 17/130*z + 1
*
[ 5/3 ] 
f(z) = 13/75*z^3 - 11/135*z + 1
*
[ 3/2 ] 
f(z) = 14/69*z^3 - 17/138*z + 1
*
[ 5/3 ] 
f(z) = 14/75*z^3 - 16/135*z + 1
*
[ 5/4 ] 
f(z) = 14/75*z^3 - 11/120*z + 1
*
[ 6 ] 
f(z) = 2/75*z^3 - 19/150*z + 1
*
[ 12/5 ] 
f(z) = 7/64*z^3 - 7/150*z + 1
*
[ 16/9 ] 
f(z) = 9/64*z^3 - 1/144*z + 1
*
[ 2 ] 
f(z) = 9/71*z^3 - 1/142*z + 1
*
[ 2 ] 
f(z) = 10/71*z^3 - 9/142*z + 1
*
[ 2 ] 
f(z) = 10/73*z^3 - 7/146*z + 1
*
[ 2 ] 
f(z) = 10/77*z^3 - 3/154*z + 1
*
[ 2 ] 
f(z) = 10/79*z^3 - 1/158*z + 1
*
[ 12/7 ] 
f(z) = 11/64*z^3 - 13/147*z + 1
*
[ 2 ] 
f(z) = 11/71*z^3 - 17/142*z + 1
*
[ 2 ] 
f(z) = 11/73*z^3 - 15/146*z + 1
*
[ 2 ] 
f(z) = 11/75*z^3 - 13/150*z + 1
*
[ 2 ] 
f(z) = 11/79*z^3 - 9/158*z + 1
*
[ 2 ] 
f(z) = 12/77*z^3 - 19/154*z + 1
*
[ 2 ] 
f(z) = 12/79*z^3 - 17/158*z + 1
*
[ 3/2 ] 
f(z) = 14/75*z^3 - 13/150*z + 1
*
[ 21/4 ] 
f(z) = 2/63*z^3 - 11/168*z + 1
*
[ 16/11 ] 
f(z) = 11/64*z^3 - 9/176*z + 1
*
[ 15/11 ] 
f(z) = 11/75*z^3 - 1/165*z + 1
*
[ 13/3 ] 
f(z) = 3/65*z^3 - 19/195*z + 1
*
[ 3 ] 
f(z) = 5/61*z^3 - 13/183*z + 1
*
[ 3 ] 
f(z) = 5/62*z^3 - 11/186*z + 1
*
[ 3 ] 
f(z) = 5/64*z^3 - 7/192*z + 1
*
[ -10/3 ] 
f(z) = 9/76*z^3 - 3/190*z + 1
*
[ 3/2 ] 
f(z) = 12/61*z^3 - 20/183*z + 1
*
[ 3/2 ] 
f(z) = 12/65*z^3 - 16/195*z + 1
*
[ 15/13 ] 
f(z) = 13/75*z^3 - 19/195*z + 1
*
[ -9 ] 
f(z) = 1/69*z^3 - 13/207*z + 1
*
[ 3 ] 
f(z) = 5/67*z^3 - 1/201*z + 1
*
[ 3 ] 
f(z) = 6/71*z^3 - 20/213*z + 1
*
[ 3 ] 
f(z) = 6/73*z^3 - 16/219*z + 1
*
[ 6/5 ] 
f(z) = 10/63*z^3 - 13/210*z + 1
*
[ -3 ] 
f(z) = 10/67*z^3 - 2/201*z + 1
*
[ 8/5 ] 
f(z) = 11/64*z^3 - 13/200*z + 1
*
[ -3 ] 
f(z) = 11/70*z^3 - 17/210*z + 1
*
[ -3 ] 
f(z) = 11/71*z^3 - 13/213*z + 1
*
[ -3 ] 
f(z) = 11/73*z^3 - 5/219*z + 1
*
[ 3/2 ] 
f(z) = 12/67*z^3 - 14/201*z + 1
*
[ 3/2 ] 
f(z) = 12/71*z^3 - 10/213*z + 1
*
[ 3/2 ] 
f(z) = 12/73*z^3 - 8/219*z + 1
*
[ 10/7 ] 
f(z) = 14/75*z^3 - 17/210*z + 1
*
[ 3 ] 
f(z) = 6/77*z^3 - 8/231*z + 1
*
[ 3 ] 
f(z) = 6/79*z^3 - 4/237*z + 1
*
[ -3 ] 
f(z) = 11/74*z^3 - 1/222*z + 1
*
[ 3/2 ] 
f(z) = 12/77*z^3 - 4/231*z + 1
*
[ -3 ] 
f(z) = 12/79*z^3 - 8/237*z + 1
*
[ 3/2 ] 
f(z) = 12/79*z^3 - 2/237*z + 1
*
[ 15/2 ] 
f(z) = 1/60*z^3 - 17/240*z + 1
*
[ 4 ] 
f(z) = 3/61*z^3 - 9/244*z + 1
*
[ -4 ] 
f(z) = 5/61*z^3 - 15/244*z + 1
*
[ -4 ] 
f(z) = 5/63*z^3 - 5/252*z + 1
*
[ -15/4 ] 
f(z) = 7/75*z^3 - 11/240*z + 1
*
[ 4/3 ] 
f(z) = 9/61*z^3 - 3/244*z + 1
*
[ 3/2 ] 
f(z) = 11/60*z^3 - 19/240*z + 1
*
[ -20/7 ] 
f(z) = 11/64*z^3 - 13/245*z + 1
*
[ 5/4 ] 
f(z) = 11/75*z^3 - 7/240*z + 1
*
[ 5/4 ] 
f(z) = 13/75*z^3 - 17/240*z + 1
*
[ 5/2 ] 
f(z) = 7/65*z^3 - 19/260*z + 1
*
[ 3/2 ] 
f(z) = 11/69*z^3 - 7/276*z + 1
*
[ 8 ] 
f(z) = 1/70*z^3 - 11/280*z + 1
*
[ -4 ] 
f(z) = 6/73*z^3 - 19/292*z + 1
*
[ 7/6 ] 
f(z) = 9/70*z^3 - 9/280*z + 1
*
[ -4 ]
f(z) = 1/64*z^3 + z + 1
*
[ 4 ] 
f(z) = 1/64*z^3 + 1/2*z + 1
*
[ -8 ] 
f(z) = 1/64*z^3 + 1/8*z + 1
*
[ 4/3 ] 
f(z) = 1/64*z^3 + 2/9*z + 1
*
[ 2 ] 
f(z) = 1/64*z^3 + 7/16*z + 1
*
[ 6 ] 
f(z) = 1/72*z^3 + 1/3*z + 1
*
[ -6 ]
f(z) = 1/72*z^3 + 2/3*z + 1
*
[ 2 ] 
f(z) = 1/72*z^3 + 4/9*z + 1
*
[ 5 ] 
f(z) = 1/75*z^3 + 7/15*z + 1
*
[ 5 ] 
f(z) = 2/75*z^3 + 2/15*z + 1
*
[ 4 ] 
f(z) = 3/64*z^3 + 1
*
[ -4 ]
f(z) = 3/64*z^3 + 1/2*z + 1
*
[ 4/3 ] 
f(z) = 3/64*z^3 + 1/6*z + 1
*
[ 2 ] 
f(z) = 3/64*z^3 + 5/16*z + 1
*
[ 5/2 ] 
f(z) = 4/75*z^3 + 4/15*z + 1
*
[ -4 ] 
f(z) = 5/64*z^3 + 1
*
[ 4/3 ] 
f(z) = 5/64*z^3 + 1/9*z + 1
*
[ 12/5 ] 
f(z) = 5/64*z^3 + 2/15*z + 1
*
[ 2 ] 
f(z) = 5/64*z^3 + 3/16*z + 1
*
[ 6/5 ] 
f(z) = 5/72*z^3 + 1/15*z + 1
*
[ 2 ] 
f(z) = 5/72*z^3 + 2/9*z + 1
*
[ 2 ] 
f(z) = 7/64*z^3 + 1/16*z + 1
*
[ 4/3 ] 
f(z) = 7/64*z^3 + 1/18*z + 1
*
[ 2 ] 
f(z) = 7/72*z^3 + 1/9*z + 1
*
[ 4/3 ] 
f(z) = 9/64*z^3 + 1
*
[ -4/3 ]
f(z) = 9/64*z^3 + 3/2*z + 1
*
[ -8/3 ]
f(z) = 9/64*z^3 + 3/8*z + 1
*
[ 2 ] 
f(z) = 1/60*z^3 + 13/30*z + 1
*
[ 3 ] 
f(z) = 1/63*z^3 + 11/21*z + 1
*
[ 2 ] 
f(z) = 1/68*z^3 + 15/34*z + 1
*
[ 3 ] 
f(z) = 1/72*z^3 + 13/24*z + 1
*
[ 4 ] 
f(z) = 1/72*z^3 + 19/36*z + 1
*
[ 2 ] 
f(z) = 1/76*z^3 + 17/38*z + 1
*
[ 3 ] 
f(z) = 2/63*z^3 + 8/21*z + 1
*
[ 5/2 ] 
f(z) = 2/75*z^3 + 13/30*z + 1
*
[ 8/3 ] 
f(z) = 3/64*z^3 + 7/24*z + 1
*
[ 2 ] 
f(z) = 3/68*z^3 + 11/34*z + 1
*
[ 2 ] 
f(z) = 3/76*z^3 + 13/38*z + 1
*
[ 3 ] 
f(z) = 4/63*z^3 + 2/21*z + 1
*
[ 3/2 ] 
f(z) = 4/63*z^3 + 4/21*z + 1
*
[ 2 ] 
f(z) = 5/68*z^3 + 7/34*z + 1
*
[ 3 ] 
f(z) = 5/72*z^3 + 1/24*z + 1
*
[ -4 ] 
f(z) = 5/72*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 5/76*z^3 + 9/38*z + 1
*
[ 2 ] 
f(z) = 7/60*z^3 + 1/30*z + 1
*
[ 12/7 ] 
f(z) = 7/64*z^3 + 2/21*z + 1
*
[ 2 ] 
f(z) = 7/68*z^3 + 3/34*z + 1
*
-6/7 | 0.17258799981556046626527688951340883658 | 0.027735778941131815164836520597462163935
f(z) = 7/72*z^3 + 2/21*z + 1
*
[ 2 ] 
f(z) = 7/76*z^3 + 5/38*z + 1
*
[ 3/2 ] 
f(z) = 8/63*z^3 + 1/21*z + 1
*
[ 5/4 ] 
f(z) = 8/75*z^3 + 1/30*z + 1
*
[ 2 ] 
f(z) = 9/76*z^3 + 1/38*z + 1
*
[ 6 ] 
f(z) = 1/63*z^3 + 11/42*z + 1
*
[ 20/3 ] 
f(z) = 1/64*z^3 + 7/45*z + 1
*
[ 6 ] 
f(z) = 1/64*z^3 + 13/48*z + 1
*
[ -6 ] 
f(z) = 2/63*z^3 + 1/42*z + 1
*
[ 3/2 ] 
f(z) = 2/63*z^3 + 11/42*z + 1
*
[ 8/5 ] 
f(z) = 5/64*z^3 + 7/40*z + 1
*
-3 | 0.10652899617288190582758713846735428985 | 0.026018571362021866715029944802755532288
f(z) = 1/60*z^3 + 11/60*z + 1
*
[ 7 ] 
f(z) = 1/63*z^3 + 5/63*z + 1
*
[ 6 ] 
f(z) = 1/66*z^3 + 19/66*z + 1
*
[ 7 ] 
f(z) = 1/70*z^3 + 11/70*z + 1
*
[ 6/5 ] 
f(z) = 1/72*z^3 + 11/75*z + 1
*
[ -8 ] 
f(z) = 1/72*z^3 + 17/72*z + 1
*
[ 15/2 ] 
f(z) = 1/75*z^3 + 7/60*z + 1
*
[ 7 ] 
f(z) = 1/77*z^3 + 17/77*z + 1
*
[ 5 ] 
f(z) = 2/65*z^3 + 2/65*z + 1
*
[ 2 ] 
f(z) = 3/62*z^3 + 19/62*z + 1
*
[ -5 ] 
f(z) = 3/65*z^3 + 3/65*z + 1
*
[ 4 ] 
f(z) = 3/68*z^3 + 3/68*z + 1
*
[ -5 ] 
f(z) = 3/70*z^3 + 9/70*z + 1
*
[ 4 ] 
f(z) = 3/76*z^3 + 9/76*z + 1
*
[ 5/2 ] 
f(z) = 4/65*z^3 + 14/65*z + 1
*
[ 3 ] 
f(z) = 4/69*z^3 + 10/69*z + 1
*
[ 3/2 ] 
f(z) = 4/69*z^3 + 14/69*z + 1
*
[ 5/4 ] 
f(z) = 4/75*z^3 + 7/60*z + 1
*
[ 3 ] 
f(z) = 4/75*z^3 + 14/75*z + 1
*
[ 3/2 ] 
f(z) = 4/75*z^3 + 16/75*z + 1
*
[ 7/2 ] 
f(z) = 4/77*z^3 + 6/77*z + 1
*
[ 2 ] 
f(z) = 5/62*z^3 + 11/62*z + 1
*
[ 8/3 ] 
f(z) = 5/64*z^3 + 5/72*z + 1
*
[ 2 ] 
f(z) = 5/66*z^3 + 13/66*z + 1
*
[ -4 ] 
f(z) = 5/68*z^3 + 5/68*z + 1
*
[ 3 ] 
f(z) = 5/69*z^3 + 1/69*z + 1
*
[ 12/5 ] 
f(z) = 5/72*z^3 + 11/60*z + 1
*
[ 2 ] 
f(z) = 5/74*z^3 + 17/74*z + 1
*
[ -4 ] 
f(z) = 5/76*z^3 + 15/76*z + 1
*
[ 3 ] 
f(z) = 5/78*z^3 + 7/78*z + 1
*
[ 2 ] 
f(z) = 5/78*z^3 + 19/78*z + 1
*
[ 2 ] 
f(z) = 7/62*z^3 + 3/62*z + 1
*
[ 2 ] 
f(z) = 7/66*z^3 + 5/66*z + 1
*
[ 6/5 ] 
f(z) = 7/72*z^3 + 2/75*z + 1
*
[ 2 ] 
f(z) = 7/74*z^3 + 9/74*z + 1
*
[ 5/2 ] 
f(z) = 7/75*z^3 + 1/60*z + 1
*
[ 2 ] 
f(z) = 7/78*z^3 + 11/78*z + 1
*
[ 3/2 ] 
f(z) = 8/69*z^3 + 5/69*z + 1
*
[ 3/2 ] 
f(z) = 8/75*z^3 + 7/75*z + 1
*
[ -7/2 ] 
f(z) = 8/77*z^3 + 1/77*z + 1
*
-8/9 | 0.18115893614092882657161319333447197080 | 0.028501552492755424140444775785930004096
f(z) = 9/64*z^3 + 1/72*z + 1
*
[ 5/3 ] 
f(z) = 9/65*z^3 + 1/65*z + 1
*
[ 4/3 ] 
f(z) = 9/68*z^3 + 1/68*z + 1
*
[ 5/3 ] 
f(z) = 9/70*z^3 + 3/70*z + 1
*
[ 2 ] 
f(z) = 9/74*z^3 + 1/74*z + 1
*
[ 4/3 ] 
f(z) = 9/76*z^3 + 3/76*z + 1
*
6 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = 1/63*z^3 + 1/84*z + 1
*
[ 3/2 ] 
f(z) = 5/63*z^3 + 13/84*z + 1
*
[ 3/2 ] 
f(z) = 5/72*z^3 + 17/96*z + 1
*
[ 12/7 ] 
f(z) = 7/72*z^3 + 11/84*z + 1
*
[ 3/2 ] 
f(z) = 7/72*z^3 + 11/96*z + 1
*
[ 15/7 ] 
f(z) = 7/75*z^3 + 11/105*z + 1
*
[ -8 ] 
f(z) = 1/60*z^3 + 7/120*z + 1
*
[ 9/2 ] 
f(z) = 2/63*z^3 + 17/126*z + 1
*
[ -6 ] 
f(z) = 2/69*z^3 + 17/138*z + 1
*
[ 5/4 ] 
f(z) = 2/75*z^3 + 19/120*z + 1
*
[ -4 ] 
f(z) = 5/66*z^3 + 5/132*z + 1
*
[ 2 ] 
f(z) = 6/61*z^3 + 13/122*z + 1
*
[ 5/2 ] 
f(z) = 6/65*z^3 + 3/130*z + 1
*
[ 2 ] 
f(z) = 6/65*z^3 + 17/130*z + 1
*
[ 2 ] 
f(z) = 6/67*z^3 + 19/134*z + 1
*
[ 2 ] 
f(z) = 7/61*z^3 + 5/122*z + 1
*
[ 2 ] 
f(z) = 7/65*z^3 + 9/130*z + 1
*
[ 2 ] 
f(z) = 7/67*z^3 + 11/134*z + 1
*
[ 2 ] 
f(z) = 7/69*z^3 + 13/138*z + 1
*
[ 5/3 ] 
f(z) = 7/75*z^3 + 19/135*z + 1
*
[ 7/4 ] 
f(z) = 8/63*z^3 + 5/126*z + 1
*
[ 2 ] 
f(z) = 8/67*z^3 + 3/134*z + 1
*
[ 2 ] 
f(z) = 8/69*z^3 + 5/138*z + 1
*
[ 15/8 ] 
f(z) = 8/75*z^3 + 11/120*z + 1
*
[ 5/3 ] 
f(z) = 8/75*z^3 + 14/135*z + 1
*
[ 3/2 ] 
f(z) = 10/69*z^3 + 1/138*z + 1
*
[ 8 ] 
f(z) = 1/76*z^3 + 5/152*z + 1
*
[ 11/2 ] 
f(z) = 2/77*z^3 + 5/154*z + 1
*
[ 4 ] 
f(z) = 3/70*z^3 + 9/140*z + 1
*
[ 4 ] 
f(z) = 3/74*z^3 + 15/148*z + 1
*
[ 2 ] 
f(z) = 7/71*z^3 + 15/142*z + 1
*
[ 2 ] 
f(z) = 7/73*z^3 + 17/146*z + 1
*
[ 2 ] 
f(z) = 7/75*z^3 + 19/150*z + 1
*
[ 2 ] 
f(z) = 8/71*z^3 + 7/142*z + 1
*
[ 2 ] 
f(z) = 8/73*z^3 + 9/146*z + 1
*
[ 2 ] 
f(z) = 8/75*z^3 + 11/150*z + 1
*
[ 2 ] 
f(z) = 8/77*z^3 + 13/154*z + 1
*
[ 7/4 ] 
f(z) = 8/77*z^3 + 17/154*z + 1
*
[ 2 ] 
f(z) = 8/79*z^3 + 15/158*z + 1
*
[ 4/3 ] 
f(z) = 9/70*z^3 + 3/140*z + 1
*
[ 2 ] 
f(z) = 9/73*z^3 + 1/146*z + 1
*
[ 4/3 ] 
f(z) = 9/74*z^3 + 5/148*z + 1
*
[ 2 ] 
f(z) = 9/77*z^3 + 5/154*z + 1
*
[ 2 ] 
f(z) = 9/79*z^3 + 7/158*z + 1
*
[ -24/7 ] 
f(z) = 7/64*z^3 + 1/168*z + 1
*
[ 3 ] 
f(z) = 4/61*z^3 + 14/183*z + 1
*
[ 3/2 ] 
f(z) = 8/61*z^3 + 7/183*z + 1
*
[ 3/2 ] 
f(z) = 8/65*z^3 + 11/195*z + 1
*
[ -9/2 ] 
f(z) = 4/69*z^3 + 10/207*z + 1
*
[ 6/5 ] 
f(z) = 5/63*z^3 + 11/210*z + 1
*
[ 3 ] 
f(z) = 5/68*z^3 + 1/204*z + 1
*
[ 3 ] 
f(z) = 5/71*z^3 + 7/213*z + 1
*
[ 3 ] 
f(z) = 5/73*z^3 + 11/219*z + 1
*
[ 10/7 ] 
f(z) = 7/60*z^3 + 13/210*z + 1
*
[ 8/5 ] 
f(z) = 7/64*z^3 + 19/200*z + 1
*
[ 3/2 ] 
f(z) = 8/67*z^3 + 13/201*z + 1
*
[ 3/2 ] 
f(z) = 8/71*z^3 + 17/213*z + 1
*
[ 3/2 ] 
f(z) = 8/73*z^3 + 19/219*z + 1
*
[ 8/5 ] 
f(z) = 9/64*z^3 + 3/200*z + 1
*
[ -9 ] 
f(z) = 1/75*z^3 + 7/225*z + 1
*
[ -9 ] 
f(z) = 1/78*z^3 + 17/234*z + 1
*
[ 3 ] 
f(z) = 5/74*z^3 + 13/222*z + 1
*
[ 3 ] 
f(z) = 5/76*z^3 + 17/228*z + 1
*
[ 3 ] 
f(z) = 5/77*z^3 + 19/231*z + 1
*
[ -18/5 ] 
f(z) = 7/72*z^3 + 4/225*z + 1
*
[ 20/7 ] 
f(z) = 5/64*z^3 + 3/245*z + 1
*
[ 6/5 ] 
f(z) = 5/64*z^3 + 13/240*z + 1
*
[ 3/2 ] 
f(z) = 7/60*z^3 + 17/240*z + 1
*
[ 5/4 ] 
f(z) = 7/75*z^3 + 13/240*z + 1
*
[ -17/2 ] 
f(z) = 1/68*z^3 + 15/272*z + 1
*
[ 4 ] 
f(z) = 3/65*z^3 + 3/260*z + 1
*
[ 4 ] 
f(z) = 3/67*z^3 + 9/268*z + 1
*
[ 13/4 ] 
f(z) = 4/65*z^3 + 11/260*z + 1
*
[ -4 ] 
f(z) = 5/67*z^3 + 15/268*z + 1
*
[ -10/3 ] 
f(z) = 7/60*z^3 + 1/270*z + 1
*
[ 4/3 ] 
f(z) = 9/65*z^3 + 1/260*z + 1
*
[ 4/3 ] 
f(z) = 9/67*z^3 + 3/268*z + 1
*
[ 8 ] 
f(z) = 1/74*z^3 + 3/296*z + 1
*
[ 12/7 ] 
f(z) = 9/64*z^3 + 1/294*z + 1
*
[ 4/3 ] 
f(z) = 9/71*z^3 + 7/284*z + 1
*
[ 4/3 ] 
f(z) = 9/73*z^3 + 9/292*z + 1
*
[ 5 ] 
f(z) = 1/60*z^3 + 23/60*z + 1
*
[ 4 ] 
f(z) = 1/60*z^3 + 29/60*z + 1
*
[ 3 ] 
f(z) = 1/60*z^3 + 31/60*z + 1
*
[ 2 ] 
f(z) = 1/62*z^3 + 27/62*z + 1
*
[ -7 ] 
f(z) = 1/63*z^3 + 23/63*z + 1
*
[ 8/3 ] 
f(z) = 1/64*z^3 + 37/72*z + 1
*
[ 12/5 ] 
f(z) = 1/64*z^3 + 37/75*z + 1
*
[ 5 ] 
f(z) = 1/65*z^3 + 27/65*z + 1
*
[ 2 ] 
f(z) = 1/66*z^3 + 29/66*z + 1
*
[ 3 ] 
f(z) = 1/66*z^3 + 35/66*z + 1
*
[ 4 ] 
f(z) = 1/68*z^3 + 35/68*z + 1
*
[ 3 ] 
f(z) = 1/69*z^3 + 37/69*z + 1
*
[ 2 ] 
f(z) = 1/74*z^3 + 33/74*z + 1
*
[ -15/2 ] 
f(z) = 1/75*z^3 + 23/60*z + 1
*
[ 5/2 ] 
f(z) = 1/75*z^3 + 31/60*z + 1
*
[ -7 ] 
f(z) = 1/77*z^3 + 39/77*z + 1
*
[ 6 ] 
f(z) = 1/78*z^3 + 29/78*z + 1
*
[ 2 ] 
f(z) = 1/78*z^3 + 35/78*z + 1
*
[ 3 ] 
f(z) = 2/69*z^3 + 28/69*z + 1
*
[ 3 ] 
f(z) = 2/75*z^3 + 32/75*z + 1
*
[ 2 ] 
f(z) = 3/70*z^3 + 23/70*z + 1
*
[ 2 ] 
f(z) = 3/74*z^3 + 25/74*z + 1
*
[ 3/2 ] 
f(z) = 1/63*z^3 + 25/84*z + 1
*
[ 3/2 ] 
f(z) = 1/72*z^3 + 29/96*z + 1
*
[ 6 ] 
f(z) = 1/68*z^3 + 31/102*z + 1
*
[ -8 ] 
f(z) = 1/68*z^3 + 25/136*z + 1
*
[ 3/2 ] 
f(z) = 2/69*z^3 + 37/138*z + 1
*
[ 2 ] 
f(z) = 3/61*z^3 + 37/122*z + 1
*
[ 2 ] 
f(z) = 4/61*z^3 + 29/122*z + 1
*
[ 2 ] 
f(z) = 4/63*z^3 + 31/126*z + 1
*
[ 2 ] 
f(z) = 4/65*z^3 + 33/130*z + 1
*
[ 2 ] 
f(z) = 4/67*z^3 + 35/134*z + 1
*
[ 2 ] 
f(z) = 4/69*z^3 + 37/138*z + 1
*
[ 5/3 ] 
f(z) = 4/75*z^3 + 34/135*z + 1
*
[ 2 ] 
f(z) = 5/61*z^3 + 21/122*z + 1
*
[ 2 ] 
f(z) = 5/63*z^3 + 23/126*z + 1
*
[ 2 ] 
f(z) = 5/67*z^3 + 27/134*z + 1
*
[ 2 ] 
f(z) = 5/69*z^3 + 29/138*z + 1
*
[ -6 ] 
f(z) = 2/75*z^3 + 31/150*z + 1
*
[ 2 ] 
f(z) = 4/71*z^3 + 39/142*z + 1
*
[ 2 ] 
f(z) = 5/71*z^3 + 31/142*z + 1
*
[ 2 ] 
f(z) = 5/73*z^3 + 33/146*z + 1
*
[ -4 ] 
f(z) = 5/74*z^3 + 25/148*z + 1
*
[ 2 ] 
f(z) = 5/77*z^3 + 37/154*z + 1
*
[ -4 ] 
f(z) = 5/78*z^3 + 35/156*z + 1
*
[ 2 ] 
f(z) = 5/79*z^3 + 39/158*z + 1
*
[ 2 ] 
f(z) = 6/71*z^3 + 23/142*z + 1
*
[ 2 ] 
f(z) = 6/73*z^3 + 25/146*z + 1
*
[ 2 ] 
f(z) = 6/77*z^3 + 29/154*z + 1
*
[ 2 ] 
f(z) = 6/79*z^3 + 31/158*z + 1
*
[ 2 ] 
f(z) = 7/79*z^3 + 23/158*z + 1
*
[ 3/2 ] 
f(z) = 4/61*z^3 + 34/183*z + 1
*
[ 3 ] 
f(z) = 4/65*z^3 + 22/195*z + 1
*
[ 3/2 ] 
f(z) = 4/65*z^3 + 38/195*z + 1
*
-4/5 | 0.15549378447438639699137150616153792973 | 0.026417097564630962317503839545611996755
f(z) = 5/72*z^3 + 37/180*z + 1
*
[ 5/3 ] 
f(z) = 6/65*z^3 + 28/195*z + 1
*
[ 4/3 ] 
f(z) = 3/68*z^3 + 35/204*z + 1
*
[ 3 ] 
f(z) = 4/67*z^3 + 26/201*z + 1
*
[ 3 ] 
f(z) = 4/71*z^3 + 34/213*z + 1
*
[ 3 ] 
f(z) = 4/73*z^3 + 38/219*z + 1
*
[ 10/7 ] 
f(z) = 7/75*z^3 + 23/210*z + 1
*
[ -9/2 ] 
f(z) = 4/75*z^3 + 32/225*z + 1
*
[ 3 ] 
f(z) = 5/79*z^3 + 23/237*z + 1
*
[ 7/3 ] 
f(z) = 6/77*z^3 + 34/231*z + 1
*
[ 3/2 ] 
f(z) = 8/77*z^3 + 23/231*z + 1
*
[ 3/2 ] 
f(z) = 8/79*z^3 + 25/237*z + 1
*
[ -8 ] 
f(z) = 1/62*z^3 + 23/248*z + 1
*
[ 5/4 ] 
f(z) = 4/65*z^3 + 27/260*z + 1
*
[ 10/3 ] 
f(z) = 4/75*z^3 + 29/270*z + 1
*
[ -4 ] 
f(z) = 5/69*z^3 + 25/276*z + 1
*
[ 3/2 ] 
f(z) = 7/66*z^3 + 25/264*z + 1
*
[ 3/2 ] 
f(z) = 7/69*z^3 + 29/276*z + 1
*
-7/2 | 0.15569219121127834899308772086808524714 | 0.027630524327600505367613216746785213945
f(z) = 1/70*z^3 + 31/280*z + 1
*
[ -44/9 ] 
f(z) = 3/64*z^3 + 25/297*z + 1
*
[ 4 ] 
f(z) = 3/71*z^3 + 21/284*z + 1
*
[ 4 ] 
f(z) = 3/73*z^3 + 27/292*z + 1
*
[ -4 ] 
f(z) = 5/71*z^3 + 35/284*z + 1
*
[ 3 ] 
f(z) = 1/75*z^3 + 41/75*z + 1
*
[ 4 ] 
f(z) = 1/76*z^3 + 41/76*z + 1
*
[ 3 ] 
f(z) = 1/78*z^3 + 43/78*z + 1
*
[ -20/3 ] 
f(z) = 1/64*z^3 + 41/90*z + 1
*
[ 6 ] 
f(z) = 1/76*z^3 + 41/114*z + 1
*
[ 2 ] 
f(z) = 1/61*z^3 + 53/122*z + 1
*
[ 2 ] 
f(z) = 1/63*z^3 + 55/126*z + 1
*
[ 2 ] 
f(z) = 1/65*z^3 + 57/130*z + 1
*
[ 2 ] 
f(z) = 1/67*z^3 + 59/134*z + 1
*
[ 6 ] 
f(z) = 1/69*z^3 + 43/138*z + 1
*
[ 5/3 ] 
f(z) = 1/75*z^3 + 49/135*z + 1
*
[ 2 ] 
f(z) = 2/61*z^3 + 45/122*z + 1
*
[ 7/2 ] 
f(z) = 2/63*z^3 + 41/126*z + 1
*
[ 2 ] 
f(z) = 2/63*z^3 + 47/126*z + 1
*
[ 2 ] 
f(z) = 2/65*z^3 + 49/130*z + 1
*
[ 5/2 ] 
f(z) = 2/65*z^3 + 53/130*z + 1
*
[ 2 ] 
f(z) = 2/67*z^3 + 51/134*z + 1
*
[ 2 ] 
f(z) = 2/69*z^3 + 53/138*z + 1
*
[ 15/4 ] 
f(z) = 2/75*z^3 + 43/120*z + 1
*
[ 5/3 ] 
f(z) = 2/75*z^3 + 44/135*z + 1
*
[ 20/9 ] 
f(z) = 3/64*z^3 + 43/135*z + 1
*
[ 2 ] 
f(z) = 3/65*z^3 + 41/130*z + 1
*
[ 2 ] 
f(z) = 3/67*z^3 + 43/134*z + 1
*
[ 16/3 ] 
f(z) = 1/64*z^3 + 53/144*z + 1
*
[ 6 ] 
f(z) = 1/75*z^3 + 53/150*z + 1
*
[ -8 ] 
f(z) = 1/76*z^3 + 43/152*z + 1
*
[ 2 ] 
f(z) = 2/71*z^3 + 55/142*z + 1
*
[ 2 ] 
f(z) = 2/73*z^3 + 57/146*z + 1
*
[ 3/2 ] 
f(z) = 2/75*z^3 + 41/150*z + 1
*
[ 2 ] 
f(z) = 2/75*z^3 + 59/150*z + 1
*
[ 12/7 ] 
f(z) = 3/64*z^3 + 41/147*z + 1
*
[ 12/5 ] 
f(z) = 3/64*z^3 + 47/150*z + 1
*
[ 2 ] 
f(z) = 3/71*z^3 + 47/142*z + 1
*
[ 2 ] 
f(z) = 3/73*z^3 + 49/146*z + 1
*
[ 2 ] 
f(z) = 3/77*z^3 + 53/154*z + 1
*
[ 2 ] 
f(z) = 3/79*z^3 + 55/158*z + 1
*
[ 2 ] 
f(z) = 4/73*z^3 + 41/146*z + 1
*
[ 2 ] 
f(z) = 4/75*z^3 + 43/150*z + 1
*
[ 2 ] 
f(z) = 4/77*z^3 + 45/154*z + 1
*
[ 2 ] 
f(z) = 4/79*z^3 + 47/158*z + 1
*
[ 28/5 ] 
f(z) = 1/64*z^3 + 58/175*z + 1
*
[ -21/4 ] 
f(z) = 2/63*z^3 + 53/168*z + 1
*
[ 6 ] 
f(z) = 1/62*z^3 + 47/186*z + 1
*
[ 3 ] 
f(z) = 3/61*z^3 + 41/183*z + 1
*
[ 3 ] 
f(z) = 3/62*z^3 + 43/186*z + 1
*
[ 3 ] 
f(z) = 3/64*z^3 + 47/192*z + 1
*
[ 3 ] 
f(z) = 3/65*z^3 + 49/195*z + 1
*
[ 5/3 ] 
f(z) = 3/65*z^3 + 53/195*z + 1
*
[ 8/5 ] 
f(z) = 3/64*z^3 + 51/200*z + 1
*
[ 3 ] 
f(z) = 3/67*z^3 + 53/201*z + 1
*
[ 3 ] 
f(z) = 3/68*z^3 + 55/204*z + 1
*
[ 10/3 ] 
f(z) = 3/70*z^3 + 47/210*z + 1
*
[ 3/2 ] 
f(z) = 4/67*z^3 + 40/201*z + 1
*
[ 3/2 ] 
f(z) = 4/71*z^3 + 44/213*z + 1
*
[ 3/2 ] 
f(z) = 4/73*z^3 + 46/219*z + 1
*
[ 4/3 ] 
f(z) = 3/76*z^3 + 41/228*z + 1
*
[ 11/3 ] 
f(z) = 3/77*z^3 + 47/231*z + 1
*
[ 3 ] 
f(z) = 4/77*z^3 + 46/231*z + 1
*
[ 3/2 ] 
f(z) = 4/77*z^3 + 50/231*z + 1
*
[ 3 ] 
f(z) = 4/79*z^3 + 50/237*z + 1
*
[ 3/2 ] 
f(z) = 4/79*z^3 + 52/237*z + 1
*
[ -15/2 ] 
f(z) = 1/60*z^3 + 47/240*z + 1
*
9/2 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = 1/63*z^3 + 59/252*z + 1
*
[ 5/4 ] 
f(z) = 1/75*z^3 + 43/240*z + 1
*
[ 4 ] 
f(z) = 2/61*z^3 + 55/244*z + 1
*
[ 10/3 ] 
f(z) = 3/64*z^3 + 43/240*z + 1
*
[ -4 ] 
f(z) = 4/61*z^3 + 49/244*z + 1
*
0 | 0.15234709394080271450122274150932979418 | 0.027552047694198407424528500692454376620
f(z) = 4/63*z^3 + 47/252*z + 1
*
[ 13/2 ] 
f(z) = 1/65*z^3 + 51/260*z + 1
*
[ -8 ] 
f(z) = 1/66*z^3 + 41/264*z + 1
*
[ 3/2 ] 
f(z) = 5/66*z^3 + 43/264*z + 1
*
[ 3/2 ] 
f(z) = 5/69*z^3 + 47/276*z + 1
*
[ -8 ] 
f(z) = 1/70*z^3 + 59/280*z + 1
*
[ 7/2 ] 
f(z) = 3/70*z^3 + 53/280*z + 1
*
[ 12/7 ] 
f(z) = 5/64*z^3 + 55/294*z + 1
*
[ -4 ] 
f(z) = 5/73*z^3 + 45/292*z + 1
*
[ 4 ] 
f(z) = 1/62*z^3 + 61/124*z + 1
*
[ 4 ] 
f(z) = 1/66*z^3 + 67/132*z + 1
*
[ 2 ] 
f(z) = 1/69*z^3 + 61/138*z + 1
*
[ 4 ] 
f(z) = 1/70*z^3 + 73/140*z + 1
*
[ 2 ] 
f(z) = 1/71*z^3 + 63/142*z + 1
*
[ 2 ] 
f(z) = 1/73*z^3 + 65/146*z + 1
*
[ 4 ] 
f(z) = 1/74*z^3 + 79/148*z + 1
*
[ 2 ] 
f(z) = 1/75*z^3 + 67/150*z + 1
*
[ 2 ] 
f(z) = 1/77*z^3 + 69/154*z + 1
*
[ 2 ] 
f(z) = 1/79*z^3 + 71/158*z + 1
*
[ 2 ] 
f(z) = 2/79*z^3 + 63/158*z + 1
*
[ 3 ] 
f(z) = 2/61*z^3 + 68/183*z + 1
*
[ 3 ] 
f(z) = 2/65*z^3 + 76/195*z + 1
*
[ 8/5 ] 
f(z) = 1/64*z^3 + 67/200*z + 1
*
[ 6 ] 
f(z) = 1/70*z^3 + 67/210*z + 1
*
[ 7/3 ] 
f(z) = 3/70*z^3 + 71/210*z + 1
*
[ 3 ] 
f(z) = 3/71*z^3 + 61/213*z + 1
*
[ 3 ] 
f(z) = 3/73*z^3 + 65/219*z + 1
*
[ -36/5 ] 
f(z) = 1/64*z^3 + 74/225*z + 1
*
[ 6 ] 
f(z) = 1/74*z^3 + 77/222*z + 1
*
[ 3 ] 
f(z) = 3/74*z^3 + 67/222*z + 1
*
[ 3 ] 
f(z) = 3/76*z^3 + 71/228*z + 1
*
0 | 0.13455104749363739874768366430632280728 | 0.024722660892696763253101411776289895008
f(z) = 3/77*z^3 + 68/231*z + 1
*
[ 3 ] 
f(z) = 3/77*z^3 + 73/231*z + 1
*
[ 3 ] 
f(z) = 3/79*z^3 + 77/237*z + 1
*
[ 4 ] 
f(z) = 2/63*z^3 + 61/252*z + 1
*
[ 15/8 ] 
f(z) = 4/75*z^3 + 67/240*z + 1
*
[ 3/2 ] 
f(z) = 1/66*z^3 + 79/264*z + 1
*
[ 4 ] 
f(z) = 2/65*z^3 + 67/260*z + 1
*
[ 4 ] 
f(z) = 2/67*z^3 + 73/268*z + 1
*
[ 4 ] 
f(z) = 2/69*z^3 + 79/276*z + 1
*
[ -8 ] 
f(z) = 1/74*z^3 + 77/296*z + 1
*
[ 4 ] 
f(z) = 1/78*z^3 + 85/156*z + 1
*
[ 3 ] 
f(z) = 1/61*z^3 + 95/183*z + 1
*
[ 3 ] 
f(z) = 1/62*z^3 + 97/186*z + 1
*
[ 3 ] 
f(z) = 2/67*z^3 + 80/201*z + 1
*
[ 3 ] 
f(z) = 2/71*z^3 + 88/213*z + 1
*
[ 3 ] 
f(z) = 2/73*z^3 + 92/219*z + 1
*
[ 7/3 ] 
f(z) = 3/77*z^3 + 83/231*z + 1
*
[ 3/2 ] 
f(z) = 1/69*z^3 + 83/276*z + 1
*
[ 5/2 ] 
f(z) = 3/65*z^3 + 81/260*z + 1
*
[ 4 ] 
f(z) = 2/71*z^3 + 85/284*z + 1
*
[ 4 ] 
f(z) = 2/73*z^3 + 91/292*z + 1
*
[ 5/2 ] 
f(z) = 3/70*z^3 + 93/280*z + 1
*
[ 3 ] 
f(z) = 1/64*z^3 + 101/192*z + 1
*
[ 3 ] 
f(z) = 1/65*z^3 + 103/195*z + 1
*
[ 3 ] 
f(z) = 1/67*z^3 + 107/201*z + 1
*
[ 3 ] 
f(z) = 1/68*z^3 + 109/204*z + 1
*
[ 3 ] 
f(z) = 1/70*z^3 + 113/210*z + 1
*
[ 3 ] 
f(z) = 1/71*z^3 + 115/213*z + 1
*
[ 3 ] 
f(z) = 1/73*z^3 + 119/219*z + 1
*
[ 3 ] 
f(z) = 2/77*z^3 + 100/231*z + 1
*
[ 3 ] 
f(z) = 2/79*z^3 + 104/237*z + 1
*
[ 5/2 ] 
f(z) = 1/60*z^3 + 119/240*z + 1
*
[ 4 ] 
f(z) = 1/61*z^3 + 119/244*z + 1
*
[ 9/2 ] 
f(z) = 1/63*z^3 + 115/252*z + 1
*
[ 10/3 ] 
f(z) = 2/75*z^3 + 109/270*z + 1
*
[ 12/7 ] 
f(z) = 1/64*z^3 + 109/294*z + 1
*
[ -1 ]
f(z) = 2/61*z^3 + 120/61*z + 1
*
[ 18/5 ] 
f(z) = 1/72*z^3 + 122/225*z + 1
*
[ 3 ] 
f(z) = 1/74*z^3 + 121/222*z + 1
*
[ 3 ] 
f(z) = 1/76*z^3 + 125/228*z + 1
*
[ 3 ] 
f(z) = 1/77*z^3 + 127/231*z + 1
*
[ 3 ] 
f(z) = 1/79*z^3 + 131/237*z + 1
*
[ 4 ] 
f(z) = 1/63*z^3 + 125/252*z + 1
*
[ 7/2 ] 
f(z) = 1/63*z^3 + 131/252*z + 1
*
[ 20/7 ] 
f(z) = 1/64*z^3 + 128/245*z + 1
*
[ 15/4 ] 
f(z) = 1/75*z^3 + 131/240*z + 1
*
[ 10/3 ] 
f(z) = 1/60*z^3 + 139/270*z + 1
*
[ 4 ] 
f(z) = 1/67*z^3 + 137/268*z + 1
*
[ 4 ] 
f(z) = 1/69*z^3 + 143/276*z + 1
*
[ 10/3 ] 
f(z) = 1/75*z^3 + 149/270*z + 1
*
[ 5/2 ] 
f(z) = 1/70*z^3 + 143/280*z + 1
*
[ 7/2 ] 
f(z) = 1/70*z^3 + 151/280*z + 1
*
[ 4 ] 
f(z) = 1/71*z^3 + 149/284*z + 1
*
[ 9/2 ] 
f(z) = 1/72*z^3 + 143/288*z + 1
*
[ 4 ] 
f(z) = 1/73*z^3 + 155/292*z + 1
*
-3/2 | 0.18743594964771500849250596607099073676 | 0.023773617009268594264362517561110104565
f(z) = 2/81*z^3 - 295/18*z + 1
*
[ 22 ] 
f(z) = 5/88*z^3 - 292/11*z + 1
*
[ -22 ] 
f(z) = 5/88*z^3 - 291/11*z + 1
*
-3/4 | 0.19393331734720767860636950913899389781 | 0.024727966480033599142679869812278640261
f(z) = 8/81*z^3 - 283/18*z + 1
*
[ 14 ] 
f(z) = 11/98*z^3 - 295/14*z + 1
*
[ -14 ] 
f(z) = 11/98*z^3 - 293/14*z + 1
*
[ 12 ] 
f(z) = 17/96*z^3 - 295/12*z + 1
*
[ -12 ] 
f(z) = 17/96*z^3 - 293/12*z + 1
*
[ 20 ] 
f(z) = 3/80*z^3 - 281/20*z + 1
*
2 | 0.11115325371671325627354544822518529766 | 0.014305804456752590495198477085068795191
f(z) = 3/88*z^3 - 296/33*z + 1
*
[ 12 ] 
f(z) = 5/81*z^3 - 287/36*z + 1
*
[ -12 ] 
f(z) = 5/81*z^3 - 281/36*z + 1
*
10 | 0.20418794865581306054698834076286634455 | 0.028839997796342366506531395941703526251
f(z) = 11/80*z^3 - 297/20*z + 1
*
8 | 0.20488423292897733914642638257641867404 | 0.028910936854493267680496827101758482879
f(z) = 17/96*z^3 - 299/24*z + 1
*
-8 | 0.12994343653675550766266385396298444408 | 0.018388741797831827090082937668475945929
f(z) = 17/96*z^3 - 293/24*z + 1
*
[ 8 ] 
f(z) = 19/96*z^3 - 283/24*z + 1
*
-6 | 0.17729456640986232692624361431969181613 | 0.027730046109114995625757915678967502634
f(z) = 17/84*z^3 - 299/42*z + 1
*
[ -6 ] 
f(z) = 19/84*z^3 - 293/42*z + 1
*
[ 21 ] 
f(z) = 1/81*z^3 - 283/63*z + 1
*
[ -33/2 ] 
f(z) = 2/99*z^3 - 293/66*z + 1
*
-15 | 0.18476263341732428842508388860137775729 | 0.027311392299657107504253558618726234946
f(z) = 2/99*z^3 - 289/66*z + 1
*
[ 21/2 ] 
f(z) = 4/81*z^3 - 286/63*z + 1
*
6/7 | 0.17223690608025971565344585873067811467 | 0.021817832102453167672332474269296562362
f(z) = 7/81*z^3 - 298/63*z + 1
*
-15/8 | 0.21332045352149585865725424967174215066 | 0.027127405109988064366333139563074158942
f(z) = 8/81*z^3 - 289/72*z + 1
*
[ -33/4 ] 
f(z) = 8/99*z^3 - 289/66*z + 1
*
-6 | 0.092689954153842317138697465053895196590 | 0.013116873615280742952205688365454244450
f(z) = 9/80*z^3 - 293/60*z + 1
*
[ -6 ] 
f(z) = 13/80*z^3 - 281/60*z + 1
*
[ 6 ] 
f(z) = 14/99*z^3 - 281/66*z + 1
*
[ 21/4 ] 
f(z) = 16/81*z^3 - 292/63*z + 1
*
-34/3 | 0.23104702703191146250688558656352113791 | 0.029775581948383446765471196386958635530
f(z) = 1/88*z^3 - 293/99*z + 1
*
18 | 0.11724357041435024050767824984846693313 | 0.020690918080757125624555414896714363125
f(z) = 1/90*z^3 - 289/90*z + 1
*
[ 11 ] 
f(z) = 3/88*z^3 - 283/88*z + 1
*
17/2 | 0.16744707733682306268312176580655819141 | 0.029374394322304238257242195470658438176
f(z) = 4/85*z^3 - 299/85*z + 1
*
-7 | 0.063963529813644711608751638911218512900 | 0.011260842621596557782103212417295353332
f(z) = 5/84*z^3 - 293/84*z + 1
*
0 | 0.16885760596739560036419955119399891508 | 0.029727548366988055239463369493155633165
f(z) = 5/96*z^3 - 293/96*z + 1
*
[ -9 ] 
f(z) = 5/99*z^3 - 295/99*z + 1
*
5 | 0.11301685930355241664587459821124133644 | 0.020019116529239291449152302226316091924
f(z) = 7/90*z^3 - 283/90*z + 1
*
0 | 0.16760101139330760700627402627092969675 | 0.029471028251681554734844878653728740629
f(z) = 7/96*z^3 - 295/96*z + 1
*
[ -7 ] 
f(z) = 8/91*z^3 - 288/91*z + 1
*
1/2 | 0.16732030430587251272550342409916353295 | 0.029564595828209457789800044107914780537
f(z) = 8/95*z^3 - 287/95*z + 1
*
9/2 | 0.16727507230655866004113421543076451445 | 0.029630085153469378998032269075779424323
f(z) = 8/99*z^3 - 283/99*z + 1
*
-5 | 0.15732713191479077983056881200697829481 | 0.027764787329702257114121019029315736924
f(z) = 9/80*z^3 - 289/80*z + 1
*
[ 19/3 ] 
f(z) = 9/95*z^3 - 281/95*z + 1
*
5 | 0.091512546349980431195829041849708584027 | 0.016130324686328895785026023814752997334
f(z) = 11/80*z^3 - 291/80*z + 1
*
[ 5 ] 
f(z) = 14/85*z^3 - 282/85*z + 1
*
[ -5 ] 
f(z) = 16/85*z^3 - 298/85*z + 1
*
[ 1/4 ] 
f(z) = 16/97*z^3 - 292/97*z + 1
*
[ 1/4 ] 
f(z) = 16/99*z^3 - 298/99*z + 1
*
3 | 0.13398682151137266558243854388634798845 | 0.023763461039460501362129195281702685668
f(z) = 17/96*z^3 - 281/96*z + 1
*
-4 | 0.11895577255586173125929911386596011805 | 0.021071099367796959609463108212087582390
f(z) = 19/84*z^3 - 283/84*z + 1
*
-33/2 | 0.17390720592692350062997778468565884450 | 0.025628908655371184992342130471420838164
f(z) = 1/99*z^3 - 295/132*z + 1
*
-3/14 | 0.19282931161823811771466590715418429080 | 0.024457689206307417074217053186171443623
f(z) = 14/81*z^3 - 295/126*z + 1
*
-6 | 0.13791182945648596261584216739742538449 | 0.019535311502397095884030850602362711572
f(z) = 7/80*z^3 - 291/140*z + 1
*
20/7 | 0.093161114671915671834386833805352772632 | 0.013209244208241598852867485030907349935
f(z) = 7/80*z^3 - 289/140*z + 1
*
-12/7 | 0.18925476077481150977010640832200802038 | 0.026941525470431916166186392607443777735
f(z) = 7/80*z^3 - 281/140*z + 1
*
22/13 | 0.098747299336636337692745076528651745627 | 0.012754090921447358630010987809269311459
f(z) = 13/88*z^3 - 288/143*z + 1
*
-3 | 0.16071299411867868755630074415097572388 | 0.028327840059571326920144610950074964900
f(z) = 2/85*z^3 - 291/170*z + 1
*
-7/2 | 0.21954113952237450604110284966364153054 | 0.028762535395977942865014596705372259556
f(z) = 3/98*z^3 - 295/168*z + 1
*
[ 4 ] 
f(z) = 13/82*z^3 - 293/164*z + 1
*
[ 4 ] 
f(z) = 13/86*z^3 - 287/172*z + 1
*
[ 10/3 ] 
f(z) = 18/85*z^3 - 281/170*z + 1
*
-11/2 | 0.14225913263365092811991239751918146423 | 0.025198914313238652775765716320968285405
f(z) = 2/99*z^3 - 283/198*z + 1
*
5 | 0.16055078870141707217893023914365847672 | 0.028299249159736619466289543651957237107
f(z) = 4/91*z^3 - 291/182*z + 1
*
[ -36/5 ] 
f(z) = 5/96*z^3 - 281/180*z + 1
*
[ -13/2 ] 
f(z) = 6/91*z^3 - 297/182*z + 1
*
[ -6 ] 
f(z) = 7/93*z^3 - 287/186*z + 1
*
4 | 0.21096334192674550017533095876458655672 | 0.029912333190848164480137857679993053643
f(z) = 9/80*z^3 - 289/180*z + 1
*
[ 4 ] 
f(z) = 13/90*z^3 - 281/180*z + 1
*
5/2 | 0.14854805076016398745232709794958437619 | 0.026059033625659761743893194665925330544
f(z) = 16/99*z^3 - 299/198*z + 1
*
[ 10/3 ] 
f(z) = 17/80*z^3 - 299/180*z + 1
*
[ -4 ] 
f(z) = 17/98*z^3 - 299/196*z + 1
*
[ 3/7 ] 
f(z) = 7/90*z^3 - 283/210*z + 1
*
[ 6/13 ] 
f(z) = 13/81*z^3 - 281/234*z + 1
*
[ 9/20 ] 
f(z) = 16/81*z^3 - 284/225*z + 1
*
-16/5 | 0.15113248343686715876767144005054947107 | 0.023713306161732328219208912136487052090
f(z) = 5/96*z^3 - 293/240*z + 1
*
[ 36/7 ] 
f(z) = 7/96*z^3 - 283/252*z + 1
*
[ 3 ] 
f(z) = 17/80*z^3 - 299/240*z + 1
*
[ 3 ] 
f(z) = 17/82*z^3 - 295/246*z + 1
*
[ 3 ] 
f(z) = 17/83*z^3 - 293/249*z + 1
*
[ 3 ] 
f(z) = 17/86*z^3 - 287/258*z + 1
*
[ 23/3 ] 
f(z) = 3/92*z^3 - 289/276*z + 1
*
[ 9/2 ] 
f(z) = 8/87*z^3 - 283/261*z + 1
*
-24/11 | 0.19529189634670957007719081738777671093 | 0.027717582897469899966980579964709431062
f(z) = 11/96*z^3 - 287/264*z + 1
*
7/6 | 0.15560621518359638326606167260819489697 | 0.027563135036936782253308630066834429784
f(z) = 12/91*z^3 - 283/273*z + 1
*
[ 3 ] 
f(z) = 17/88*z^3 - 283/264*z + 1
*
[ 3 ] 
f(z) = 17/89*z^3 - 281/267*z + 1
*
[ 6 ] 
f(z) = 5/98*z^3 - 295/294*z + 1
*
[ 3 ] 
f(z) = 18/95*z^3 - 296/285*z + 1
*
[ 3 ] 
f(z) = 18/97*z^3 - 292/291*z + 1
*
-3/2 | 0.16821493944399392352865493369504645063 | 0.021507445703331457768252819018263576095
f(z) = 2/81*z^3 - 277/18*z + 1
*
[ 18 ] 
f(z) = 4/81*z^3 - 271/18*z + 1
*
[ -18 ] 
f(z) = 4/81*z^3 - 269/18*z + 1
*
[ 30 ] 
f(z) = 1/90*z^3 - 271/30*z + 1
*
[ -30 ] 
f(z) = 1/90*z^3 - 269/30*z + 1
*
[ -20 ] 
f(z) = 3/80*z^3 - 279/20*z + 1
*
-3/2 | 0.15835148324130277590830370446092276510 | 0.020322482643136228896789762882489045351
f(z) = 5/81*z^3 - 269/36*z + 1
*
[ 22/3 ] 
f(z) = 15/88*z^3 - 274/33*z + 1
*
[ -22/3 ] 
f(z) = 15/88*z^3 - 265/33*z + 1
*
-51/8 | 0.21861058102587207135144556532659223211 | 0.027950877711150648320689509933000091340
f(z) = 16/81*z^3 - 277/36*z + 1
*
[ -8 ] 
f(z) = 19/96*z^3 - 277/24*z + 1
*
7/3 | 0.13758478494371688978162852356307851469 | 0.018175178312097970764353363631704295570
f(z) = 3/98*z^3 - 277/42*z + 1
*
[ 10 ] 
f(z) = 5/88*z^3 - 263/55*z + 1
*
8 | 0.17179888446448273186097294853076430714 | 0.027322320122299698526637116747225401192
f(z) = 7/80*z^3 - 269/40*z + 1
*
[ 6 ] 
f(z) = 17/84*z^3 - 271/42*z + 1
*
[ -21 ] 
f(z) = 1/81*z^3 - 277/63*z + 1
*
[ 12 ] 
f(z) = 3/80*z^3 - 269/60*z + 1
*
[ -21/2 ] 
f(z) = 4/81*z^3 - 274/63*z + 1
*
9/8 | 0.19157179672618983416905416186290929541 | 0.024633267316617832078442635989658382907
f(z) = 8/81*z^3 - 265/72*z + 1
*
-3/2 | 0.16696648906357231837858046600547632635 | 0.025001188348407100382458390537250452434
f(z) = 8/99*z^3 - 265/66*z + 1
*
[ -21/4 ] 
f(z) = 16/81*z^3 - 268/63*z + 1
*
16 | 0.10347728556603450434461513435172089000 | 0.018595903688278760367910497995523682223
f(z) = 1/80*z^3 - 261/80*z + 1
*
[ 18 ] 
f(z) = 1/88*z^3 - 271/99*z + 1
*
13 | 0.15450897756919224647893049208352498255 | 0.027653857384151490016997880513840856921
f(z) = 1/91*z^3 - 267/91*z + 1
*
[ -19 ] 
f(z) = 1/95*z^3 - 261/95*z + 1
*
9 | 0.12578521990795083344080712650603664372 | 0.022438398363048647766322810054066848264
f(z) = 2/99*z^3 - 272/99*z + 1
*
6 | 0.16733869829948349434397802018113225113 | 0.029735246015832343981895803723676023739
f(z) = 3/85*z^3 - 278/85*z + 1
*
[ -11 ] 
f(z) = 3/88*z^3 - 267/88*z + 1
*
-17/2 | 0.16071234197932496819205389715185309486 | 0.028539566296926588521994093951322666121
f(z) = 4/85*z^3 - 279/85*z + 1
*
[ 19/2 ] 
f(z) = 4/95*z^3 - 276/95*z + 1
*
4 | 0.099305268727764829819862753981591654104 | 0.012903134747092723975253805964213752749
f(z) = 7/96*z^3 - 275/84*z + 1
*
[ 13/2 ] 
f(z) = 8/91*z^3 - 261/91*z + 1
*
1/3 | 0.13323913325910451077522277717233293961 | 0.023879137057600163549737160950609477390
f(z) = 9/88*z^3 - 265/88*z + 1
*
12/11 | 0.19330532085064817454635303275423856904 | 0.024681431416684753285002100572787544639
f(z) = 11/81*z^3 - 280/99*z + 1
*
[ 3/11 ] 
f(z) = 11/81*z^3 - 265/99*z + 1
*
[ 5 ] 
f(z) = 13/80*z^3 - 261/80*z + 1
*
[ 5 ] 
f(z) = 14/95*z^3 - 274/95*z + 1
*
[ 1/4 ] 
f(z) = 16/87*z^3 - 262/87*z + 1
*
[ 1/4 ] 
f(z) = 16/89*z^3 - 268/89*z + 1
*
[ 1/4 ] 
f(z) = 16/91*z^3 - 274/91*z + 1
*
[ 1/4 ] 
f(z) = 16/93*z^3 - 280/93*z + 1
*
[ 13/3 ] 
f(z) = 18/91*z^3 - 268/91*z + 1
*
[ 12 ] 
f(z) = 2/99*z^3 - 263/132*z + 1
*
[ 6 ] 
f(z) = 7/92*z^3 - 263/138*z + 1
*
-21/4 | 0.22525496737322070957262139245924980642 | 0.028964419191783883749551524113655741885
f(z) = 8/81*z^3 - 265/126*z + 1
*
12/11 | 0.22096406324443644773336451071981281460 | 0.028765518047795440990781555369088070721
f(z) = 11/96*z^3 - 271/132*z + 1
*
[ 14/3 ] 
f(z) = 13/98*z^3 - 265/126*z + 1
*
[ 33/8 ] 
f(z) = 16/99*z^3 - 263/132*z + 1
*
10/7 | 0.17679282608513695678845480053619349853 | 0.025406932133810603097047295397871090757
f(z) = 7/80*z^3 - 263/140*z + 1
*
15/4 | 0.20973927704207207147691300300503460184 | 0.026816620020484285869008753363554616180
f(z) = 13/81*z^3 - 277/144*z + 1
*
-8 | 0.11305276014262431864086166890999825520 | 0.020127713623507089938367830226155139081
f(z) = 1/84*z^3 - 275/168*z + 1
*
-17/2 | 0.16733554326506200677065784502521189173 | 0.029909593527051763171022895198941942622
f(z) = 2/85*z^3 - 269/170*z + 1
*
18/7 | 0.13805795710665198177075403387678304612 | 0.019693554255480250298641407006225063750
f(z) = 7/96*z^3 - 277/168*z + 1
*
-24/7 | 0.18692180146257888046688357971144431148 | 0.026862569196118646542114929233463068314
f(z) = 7/96*z^3 - 263/168*z + 1
*
[ -4 ] 
f(z) = 15/82*z^3 - 275/164*z + 1
*
[ -4 ] 
f(z) = 15/86*z^3 - 265/172*z + 1
*
2 | 0.086226278971848788128402429330889132632 | 0.011219719682322389217880590978744047337
f(z) = 15/88*z^3 - 272/165*z + 1
*
4 | 0.15549378447438639699137150616153792973 | 0.027792994834606192081269173912094184922
f(z) = 7/90*z^3 - 269/180*z + 1
*
[ 4 ] 
f(z) = 13/94*z^3 - 275/188*z + 1
*
[ 4 ] 
f(z) = 13/98*z^3 - 269/196*z + 1
*
-13/6 | 0.15450962970854596584317733908264761157 | 0.027653974103380146306279228057569764695
f(z) = 18/91*z^3 - 267/182*z + 1
*
[ 10/3 ] 
f(z) = 18/95*z^3 - 267/190*z + 1
*
[ -17/3 ] 
f(z) = 6/85*z^3 - 278/255*z + 1
*
[ -36/7 ] 
f(z) = 7/81*z^3 - 275/252*z + 1
*
-23/6 | 0.16733554326506200677065784502521189173 | 0.029811459865778639123926586918351198256
f(z) = 12/85*z^3 - 274/255*z + 1
*
[ 3 ] 
f(z) = 16/83*z^3 - 266/249*z + 1
*
[ 3 ] 
f(z) = 16/85*z^3 - 262/255*z + 1
*
-7 | 0.15460983554311766323236822721590769468 | 0.027709197463837818940816621057955351236
f(z) = 3/88*z^3 - 265/264*z + 1
*
[ 9/2 ] 
f(z) = 8/93*z^3 - 269/279*z + 1
*
[ -11/3 ] 
f(z) = 15/88*z^3 - 269/264*z + 1
*
[ 3 ] 
f(z) = 17/91*z^3 - 277/273*z + 1
*
[ 3 ] 
f(z) = 17/92*z^3 - 275/276*z + 1
*
-6 | 0.16448616453498820207067881871657860413 | 0.028940592244385501498563784666957308398
f(z) = 3/98*z^3 - 275/294*z + 1
*
[ 3 ] 
f(z) = 17/94*z^3 - 271/282*z + 1
*
[ 3 ] 
f(z) = 17/95*z^3 - 269/285*z + 1
*
[ 3 ] 
f(z) = 17/97*z^3 - 265/291*z + 1
*
[ 3 ] 
f(z) = 17/98*z^3 - 263/294*z + 1
*
2 | 0.15772477349550797428906909034789550422 | 0.020654688963012524084516934810037170383
f(z) = 1/88*z^3 - 259/11*z + 1
*
-3/4 | 0.16062434669072289885746172260972231674 | 0.020842404890957408770860299611699248207
f(z) = 8/81*z^3 - 247/18*z + 1
*
45/2 | 0.20851345276986631563153531801233587784 | 0.026972430778197782458850029834074105629
f(z) = 1/81*z^3 - 253/36*z + 1
*
30 | 0.16260205490160311924397049123957298784 | 0.023498480339558971657102059411009146720
f(z) = 1/96*z^3 - 253/24*z + 1
*
10 | 0.19679142045165310693267673806942281683 | 0.028538352049743421067460755393078103349
f(z) = 9/80*z^3 - 247/20*z + 1
*
[ 10 ] 
f(z) = 11/80*z^3 - 257/20*z + 1
*
[ -10 ] 
f(z) = 11/80*z^3 - 253/20*z + 1
*
[ 8 ] 
f(z) = 17/96*z^3 - 251/24*z + 1
*
[ -8 ] 
f(z) = 17/96*z^3 - 245/24*z + 1
*
10 | 0.15563703088035261439070204868510822032 | 0.020497786078277529996737996482910074601
f(z) = 3/88*z^3 - 248/55*z + 1
*
-7/3 | 0.11742515354642936627979082724739594072 | 0.015802689063366527006292320234544197582
f(z) = 3/98*z^3 - 241/42*z + 1
*
9/5 | 0.15165602458413826747761844537702349631 | 0.019558291856398489823155362992862272043
f(z) = 5/81*z^3 - 259/45*z + 1
*
3/5 | 0.22922638367350903279686055325532500662 | 0.029606623761930391531065923999170672123
f(z) = 5/81*z^3 - 256/45*z + 1
*
[ -10 ] 
f(z) = 5/88*z^3 - 252/55*z + 1
*
[ 8 ] 
f(z) = 9/80*z^3 - 253/40*z + 1
*
[ -8 ] 
f(z) = 9/80*z^3 - 243/40*z + 1
*
6 | 0.099916661595686347845253875434658441000 | 0.016109002732641523331232830964091317320
f(z) = 11/84*z^3 - 247/42*z + 1
*
[ -6 ] 
f(z) = 17/84*z^3 - 257/42*z + 1
*
39/7 | 0.21829685482981535480519413995795433254 | 0.028237970873246213005074643804448886281
f(z) = 7/81*z^3 - 253/63*z + 1
*
-33/8 | 0.22909428034934535744295824346392916211 | 0.029822134711086769444028125535767767174
f(z) = 8/81*z^3 - 241/72*z + 1
*
[ 6 ] 
f(z) = 11/80*z^3 - 247/60*z + 1
*
[ 6 ] 
f(z) = 13/99*z^3 - 257/66*z + 1
*
[ -6 ] 
f(z) = 14/99*z^3 - 259/66*z + 1
*
-16 | 0.13188904776084561556521900335291248620 | 0.023869364052817248690853893168258016893
f(z) = 1/80*z^3 - 251/80*z + 1
*
0 | 0.15945138860541572588856984009462800192 | 0.028816223569702805664691498334792654387
f(z) = 1/84*z^3 - 253/84*z + 1
*
[ -18 ] 
f(z) = 1/88*z^3 - 260/99*z + 1
*
[ -19/2 ] 
f(z) = 4/95*z^3 - 256/95*z + 1
*
-36/5 | 0.21315511568222923214202362747226843292 | 0.027572856937451952834694643183028804919
f(z) = 5/81*z^3 - 253/90*z + 1
*
[ 8 ] 
f(z) = 5/88*z^3 - 243/88*z + 1
*
4 | 0.060377715321123913798632053115582208852 | 0.010959059632757365727826085957606000626
f(z) = 7/90*z^3 - 247/90*z + 1
*
1/2 | 0.15740225555714363158189655146114382875 | 0.028365488803730427354304576325934045740
f(z) = 8/85*z^3 - 257/85*z + 1
*
11/2 | 0.16040588364243698612033715358026996366 | 0.028846442628139209569233435192462542405
f(z) = 8/99*z^3 - 260/99*z + 1
*
3 | 0.15816499477839913831061260273718432075 | 0.028836982790124771361422972088123794914
f(z) = 9/80*z^3 - 241/80*z + 1
*
[ -19/3 ] 
f(z) = 9/95*z^3 - 251/95*z + 1
*
3 | 0.058052917373760325955564989373146384415 | 0.010447132200092768464707135438975430836
f(z) = 11/80*z^3 - 259/80*z + 1
*
[ 5 ] 
f(z) = 13/85*z^3 - 257/85*z + 1
*
[ 5 ] 
f(z) = 13/90*z^3 - 253/90*z + 1
*
[ 5 ] 
f(z) = 13/95*z^3 - 249/95*z + 1
*
3 | 0.15933624597149021914744393933188196058 | 0.028963600666130696724249784114588815289
f(z) = 13/96*z^3 - 245/96*z + 1
*
[ -5 ] 
f(z) = 14/85*z^3 - 248/85*z + 1
*
[ 1/4 ] 
f(z) = 16/81*z^3 - 244/81*z + 1
*
[ 1/4 ] 
f(z) = 16/83*z^3 - 250/83*z + 1
*
[ 1/4 ] 
f(z) = 16/85*z^3 - 256/85*z + 1
*
[ -19/4 ] 
f(z) = 16/95*z^3 - 246/95*z + 1
*
[ 4 ] 
f(z) = 19/84*z^3 - 241/84*z + 1
*
10 | 0.14946274286516434466656045695620699692 | 0.021550794442572549378689364864052674123
f(z) = 1/96*z^3 - 257/120*z + 1
*
[ -12 ] 
f(z) = 2/99*z^3 - 241/132*z + 1
*
[ 33/4 ] 
f(z) = 4/99*z^3 - 247/132*z + 1
*
[ 21/4 ] 
f(z) = 8/81*z^3 - 241/126*z + 1
*
3/2 | 0.14198643768331873801642599201184810656 | 0.021434939542477586104219295466142327847
f(z) = 17/90*z^3 - 251/120*z + 1
*
3/2 | 0.18182401690021959046720059312565691184 | 0.027351465153405996391235841148378572353
f(z) = 19/90*z^3 - 257/120*z + 1
*
51/4 | 0.15839504144503908559415506808220670791 | 0.020618927091235106822197071737504405538
f(z) = 1/81*z^3 - 241/144*z + 1
*
2 | 0.22541083123820030889766856050065953368 | 0.029578736963264448190697828919598727904
f(z) = 13/88*z^3 - 255/143*z + 1
*
[ 10 ] 
f(z) = 2/85*z^3 - 247/170*z + 1
*
-14/5 | 0.13700341427608385493980585729513869189 | 0.018043692185208038593089854971422195081
f(z) = 15/88*z^3 - 248/165*z + 1
*
[ 15/4 ] 
f(z) = 16/99*z^3 - 254/165*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016715344149840450969221451467024190473
f(z) = 19/89*z^3 - 241/178*z + 1
*
15/2 | 0.20595396834343734927413967514492106254 | 0.026587396658588925806759595077975751169
f(z) = 1/81*z^3 - 257/180*z + 1
*
4 | 0.12982166667586990404999253870012398277 | 0.023395185917390652672590628787810043258
f(z) = 1/90*z^3 - 257/180*z + 1
*
-21/2 | 0.16370324730203998637546325891647298844 | 0.029627118193818646077590723616438679170
f(z) = 2/95*z^3 - 251/190*z + 1
*
[ 14/3 ] 
f(z) = 9/91*z^3 - 249/182*z + 1
*
[ 9/2 ] 
f(z) = 10/99*z^3 - 251/198*z + 1
*
[ -27/7 ] 
f(z) = 14/81*z^3 - 248/189*z + 1
*
[ -4 ] 
f(z) = 15/94*z^3 - 245/188*z + 1
*
13/6 | 0.14383248211427812877812739261656706435 | 0.025993558271524169483757652764986291200
f(z) = 18/91*z^3 - 253/182*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015445881249376053727109808633906280898
f(z) = 18/97*z^3 - 241/194*z + 1
*
[ -10/3 ] 
f(z) = 19/80*z^3 - 241/180*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016765115201290814487088452310699358457
f(z) = 19/91*z^3 - 243/182*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013115132116471797211455601526850224116
f(z) = 19/93*z^3 - 245/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016905308359144411116533056586740321458
f(z) = 19/97*z^3 - 249/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.014494571005558944527847463306929840142
f(z) = 19/99*z^3 - 251/198*z + 1
*
15/7 | 0.18790846313005875321753543029920636230 | 0.028266737634293626406304374137048652750
f(z) = 7/90*z^3 - 257/210*z + 1
*
-8/3 | 0.20659299858289804420097920862497338468 | 0.029959759988720389342963549552154932217
f(z) = 7/96*z^3 - 247/216*z + 1
*
[ 7/15 ] 
f(z) = 15/98*z^3 - 247/210*z + 1
*
-17/3 | 0.15740631761493888666236700515581866086 | 0.028406213913516109377292256533371641453
f(z) = 3/85*z^3 - 244/255*z + 1
*
[ -6 ] 
f(z) = 5/82*z^3 - 253/246*z + 1
*
[ 3 ] 
f(z) = 15/82*z^3 - 241/246*z + 1
*
[ 9 ] 
f(z) = 2/87*z^3 - 254/261*z + 1
*
-3 | 0.15393083907028520033501921092508460919 | 0.027606213081003075494262953536663189967
f(z) = 3/88*z^3 - 257/264*z + 1
*
[ 3 ] 
f(z) = 16/89*z^3 - 254/267*z + 1
*
[ 3 ] 
f(z) = 16/91*z^3 - 250/273*z + 1
*
[ 3 ] 
f(z) = 16/95*z^3 - 242/285*z + 1
*
-2 | 0.17406703949780625632723560958466736811 | 0.023209011194548143302243097437243492054
f(z) = 1/88*z^3 - 226/11*z + 1
*
-45/2 | 0.16086762166724578225908355552995057695 | 0.021154555113728220305687667069659549334
f(z) = 2/81*z^3 - 223/18*z + 1
*
[ 14 ] 
f(z) = 9/98*z^3 - 239/14*z + 1
*
[ -14 ] 
f(z) = 9/98*z^3 - 237/14*z + 1
*
[ 12 ] 
f(z) = 13/96*z^3 - 223/12*z + 1
*
[ -12 ] 
f(z) = 13/96*z^3 - 221/12*z + 1
*
45/2 | 0.14330884260546498326428905844995901445 | 0.018779956206788463935730757223979210581
f(z) = 1/81*z^3 - 229/36*z + 1
*
2 | 0.20169764683610262765276409666068543606 | 0.026830340858971224834393856186111628708
f(z) = 3/88*z^3 - 230/33*z + 1
*
-45/4 | 0.078128239970169154057558757800407677866 | 0.010238341880916735504765967488156481911
f(z) = 4/81*z^3 - 229/36*z + 1
*
[ 12 ] 
f(z) = 4/81*z^3 - 223/36*z + 1
*
6 | 0.16083504657327834747900021622009476705 | 0.021100939708548711542791666276678093113
f(z) = 11/81*z^3 - 227/36*z + 1
*
8 | 0.18742030909538827745141507902163012578 | 0.027377095787582654128892497272294294113
f(z) = 13/96*z^3 - 235/24*z + 1
*
-8 | 0.15079282542097614937508708679055073978 | 0.022110331905073256715482804443660183977
f(z) = 13/96*z^3 - 229/24*z + 1
*
-6 | 0.22422155327914513204133528041934012491 | 0.029485779408990963508398238427898423118
f(z) = 16/81*z^3 - 223/36*z + 1
*
9/8 | 0.13622256766766793331957711292755455664 | 0.017934907420312850173709600850938440084
f(z) = 16/81*z^3 - 221/36*z + 1
*
[ 6 ] 
f(z) = 19/88*z^3 - 229/33*z + 1
*
6 | 0.14295211548853635606959268711150679388 | 0.021825914253220379343303655281082409331
f(z) = 19/90*z^3 - 233/30*z + 1
*
-6 | 0.13389476225193584879304663677131250364 | 0.020580880185146630032264604797440277305
f(z) = 19/90*z^3 - 223/30*z + 1
*
9 | 0.15666564781224216224300513044044710350 | 0.020415951909058382638712097821585322285
f(z) = 5/81*z^3 - 239/45*z + 1
*
-42/5 | 0.14174770003111198194729882639118654751 | 0.018607531335902218980596804356990922003
f(z) = 5/81*z^3 - 226/45*z + 1
*
2 | 0.19009538603883057219839236027831196438 | 0.025331218998929397658846652183816599076
f(z) = 5/88*z^3 - 227/55*z + 1
*
-6 | 0.10717543985993698829313974003333205757 | 0.017517773319169922686586203206313115408
f(z) = 13/84*z^3 - 227/42*z + 1
*
-22/5 | 0.21405131477703784105992654451329520112 | 0.028574130539038569574415619425852356071
f(z) = 15/88*z^3 - 224/55*z + 1
*
-18 | 0.17993530042703552562033452357444768333 | 0.026316592347320114218809298911268896236
f(z) = 1/80*z^3 - 233/60*z + 1
*
18 | 0.18643060461433998600604862345006497523 | 0.027442633992132339219280773654598621811
f(z) = 1/96*z^3 - 223/72*z + 1
*
-45/4 | 0.15049114522794587002228450635788109302 | 0.019676512774195114291504276153906677147
f(z) = 2/81*z^3 - 233/72*z + 1
*
-2 | 0.18655442748757510149896811349289586176 | 0.027183594387438773376829820440807247044
f(z) = 3/80*z^3 - 239/60*z + 1
*
10/3 | 0.091926687224605737999547455408157058832 | 0.013531632517272004006075761167580675950
f(z) = 3/80*z^3 - 223/60*z + 1
*
-6 | 0.11001663863485235798667000953187160543 | 0.016030965980254933367151527060794574345
f(z) = 7/80*z^3 - 239/60*z + 1
*
6/7 | 0.17572678365502272771118457951354180183 | 0.022950390770505249167453368409516858293
f(z) = 7/81*z^3 - 235/63*z + 1
*
-6 | 0.18083356932687125067278059750219751221 | 0.026447969438970000676510316994110531580
f(z) = 9/80*z^3 - 233/60*z + 1
*
-14/3 | 0.17477410363638121260589442939370103795 | 0.023222156375588537482613578546213075933
f(z) = 9/88*z^3 - 232/77*z + 1
*
[ -6 ] 
f(z) = 11/80*z^3 - 227/60*z + 1
*
[ -6 ] 
f(z) = 13/99*z^3 - 235/66*z + 1
*
-3/7 | 0.15840793587447964008188360482869939908 | 0.020711622395104711074035177772069814972
f(z) = 14/81*z^3 - 233/63*z + 1
*
-7 | 0.13654427116638383486621265752083862089 | 0.025210808704877151208899686358192529445
f(z) = 1/88*z^3 - 225/88*z + 1
*
[ 18 ] 
f(z) = 1/90*z^3 - 239/90*z + 1
*
[ -18 ] 
f(z) = 1/90*z^3 - 229/90*z + 1
*
[ -13 ] 
f(z) = 2/91*z^3 - 240/91*z + 1
*
-11 | 0.12578415606427424647486897269731911330 | 0.023075264857468536390179902141697746360
f(z) = 2/99*z^3 - 233/99*z + 1
*
[ 9 ] 
f(z) = 4/99*z^3 - 236/99*z + 1
*
-7 | 0.11412831980489251541084064073019708602 | 0.020936986736946882105956152013105487095
f(z) = 5/84*z^3 - 233/84*z + 1
*
[ -8 ] 
f(z) = 5/88*z^3 - 221/88*z + 1
*
-5 | 0.15139851953495533310105240978894165058 | 0.027645307614903805312716403529536059288
f(z) = 7/80*z^3 - 239/80*z + 1
*
4/7 | 0.15155990322397816833074892289938460819 | 0.020126194255833283461844791372567567760
f(z) = 7/96*z^3 - 233/84*z + 1
*
[ -13/2 ] 
f(z) = 8/91*z^3 - 233/91*z + 1
*
-9/2 | 0.14225944102497653653892456040239506454 | 0.025976515624723297851445797196645906861
f(z) = 8/99*z^3 - 239/99*z + 1
*
-11/2 | 0.16034348507985940804443334501771530966 | 0.029629337089571075504700255247466254523
f(z) = 8/99*z^3 - 224/99*z + 1
*
11/3 | 0.13446229757643090183930522718830144868 | 0.024667281055130837287811891805114377550
f(z) = 9/88*z^3 - 233/88*z + 1
*
2 | 0.16429330517852188350847675371160105120 | 0.021817109305416193060365766969061060361
f(z) = 9/88*z^3 - 233/99*z + 1
*
7/3 | 0.14320120309376838405214185999113805153 | 0.026439909244570819962157331937962798362
f(z) = 9/88*z^3 - 225/88*z + 1
*
3 | 0.057288524594492595128072131873053271773 | 0.010460861110686536078042728919336359298
f(z) = 11/84*z^3 - 239/84*z + 1
*
5 | 0.091808935484362161535483200495265732358 | 0.017007441338985405079607856475402695735
f(z) = 11/90*z^3 - 221/90*z + 1
*
3 | 0.089853445911228615017007583317683381835 | 0.016562999773580244328315628113706047813
f(z) = 11/96*z^3 - 227/96*z + 1
*
[ 5 ] 
f(z) = 12/85*z^3 - 232/85*z + 1
*
[ 5 ] 
f(z) = 12/95*z^3 - 224/95*z + 1
*
[ -5 ] 
f(z) = 13/80*z^3 - 229/80*z + 1
*
[ -5 ] 
f(z) = 13/85*z^3 - 223/85*z + 1
*
[ -5 ] 
f(z) = 14/95*z^3 - 236/95*z + 1
*
[ 17/4 ] 
f(z) = 16/85*z^3 - 224/85*z + 1
*
[ -13/3 ] 
f(z) = 18/91*z^3 - 226/91*z + 1
*
[ 4 ] 
f(z) = 19/92*z^3 - 235/92*z + 1
*
-3 | 0.11565835869081724296401476231706527812 | 0.021184457756212610819744559697046347001
f(z) = 19/96*z^3 - 235/96*z + 1
*
-24/7 | 0.20218404917732852958366392755840523700 | 0.027865964541687317174841562234142420779
f(z) = 7/90*z^3 - 236/105*z + 1
*
-15/2 | 0.19428285587848605654960979779286105867 | 0.029781712316190043646609309789222697586
f(z) = 1/90*z^3 - 227/120*z + 1
*
-10 | 0.069593446554143984184597437631291385331 | 0.010178449468580414339438345978525750570
f(z) = 1/96*z^3 - 233/120*z + 1
*
[ 33/2 ] 
f(z) = 1/99*z^3 - 239/132*z + 1
*
[ -33/2 ] 
f(z) = 1/99*z^3 - 223/132*z + 1
*
[ 21/2 ] 
f(z) = 2/81*z^3 - 229/126*z + 1
*
-24/5 | 0.18069083411774160397605777581853705056 | 0.026329186663295935778925181820167074885
f(z) = 5/96*z^3 - 239/120*z + 1
*
36/7 | 0.14017795587603329784201986027325197675 | 0.018267351176468769285147528504397676571
f(z) = 7/81*z^3 - 239/126*z + 1
*
3/2 | 0.16195390674529392197537434482511577396 | 0.024928353989470809052923840649784309360
f(z) = 7/90*z^3 - 221/120*z + 1
*
3/2 | 0.15312270305345982501640336856415670479 | 0.023378758513959496175985002450382353452
f(z) = 11/90*z^3 - 233/120*z + 1
*
[ 4/11 ] 
f(z) = 11/96*z^3 - 233/132*z + 1
*
3/2 | 0.17326619148522352069060723475088484354 | 0.026351968507396310715520622046485806823
f(z) = 13/90*z^3 - 239/120*z + 1
*
-24/7 | 0.18948545958080517641789572066615303657 | 0.024747310866654888306549674543240725392
f(z) = 14/81*z^3 - 235/126*z + 1
*
[ 3/8 ] 
f(z) = 16/99*z^3 - 223/132*z + 1
*
-9/4 | 0.15548681834241233363023422587305802383 | 0.020471216625819364012970029371561551350
f(z) = 5/81*z^3 - 221/144*z + 1
*
-2 | 0.11141902431353780830142637590399019701 | 0.016235313226136713985859596420965065112
f(z) = 7/80*z^3 - 239/140*z + 1
*
-15/4 | 0.20973927704207207147691300300503460184 | 0.027581318413955455183626703827981905951
f(z) = 7/81*z^3 - 223/144*z + 1
*
[ 14/3 ] 
f(z) = 9/80*z^3 - 233/140*z + 1
*
[ 15 ] 
f(z) = 1/99*z^3 - 221/165*z + 1
*
[ 15/2 ] 
f(z) = 4/99*z^3 - 232/165*z + 1
*
[ 33/5 ] 
f(z) = 5/99*z^3 - 223/165*z + 1
*
-24/7 | 0.19053356692784279947896013846038414660 | 0.028083834147484111087639297192394439846
f(z) = 7/96*z^3 - 221/168*z + 1
*
[ 4 ] 
f(z) = 11/82*z^3 - 229/164*z + 1
*
[ 4 ] 
f(z) = 11/86*z^3 - 223/172*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013115125503348204306648028928104693023
f(z) = 17/87*z^3 - 223/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016927357605477708119376637980540920264
f(z) = 17/89*z^3 - 225/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015084200499824636338579950610249129045
f(z) = 18/83*z^3 - 227/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015249121535871809060470349308466140686
f(z) = 18/89*z^3 - 233/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.014010714953610748374944339836865455308
f(z) = 19/81*z^3 - 233/162*z + 1
*
-18/19 | 0.19070617263685433892384091255975792996 | 0.025034417366287954406772919753292410171
f(z) = 19/81*z^3 - 226/171*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016555790543293202199982034686019143654
f(z) = 19/83*z^3 - 235/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.016610770514547702821055972399162506886
f(z) = 19/85*z^3 - 237/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.012949184401282028760486482979166252523
f(z) = 19/87*z^3 - 239/174*z + 1
*
[ 14 ] 
f(z) = 1/91*z^3 - 223/182*z + 1
*
[ 10 ] 
f(z) = 2/95*z^3 - 229/190*z + 1
*
[ 8 ] 
f(z) = 3/92*z^3 - 223/184*z + 1
*
[ -4 ] 
f(z) = 15/98*z^3 - 235/196*z + 1
*
-2 | 0.064543174816336652440961523323429353785 | 0.011956507868536387195284272965930507510
f(z) = 16/93*z^3 - 221/186*z + 1
*
-2 | 0.085281872725880996675787864815497575383 | 0.015771992518530998052316811334827703803
f(z) = 16/95*z^3 - 223/190*z + 1
*
-2 | 0.085667689150007700148138510307903511254 | 0.015817226932340450458821075894351919908
f(z) = 16/97*z^3 - 225/194*z + 1
*
-2 | 0.072482516542337341700093120286135644443 | 0.013360955641760586918494080823807417182
f(z) = 16/99*z^3 - 227/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016975604864305792074963679534097817689
f(z) = 17/91*z^3 - 227/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013278331465493787606094548429574062957
f(z) = 17/93*z^3 - 229/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017067492994534951572628646220006086870
f(z) = 17/95*z^3 - 231/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017111279505059566350908171941865351742
f(z) = 17/97*z^3 - 233/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.014669441435917267845779929008352412738
f(z) = 17/99*z^3 - 235/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.015300628084092976818118484676934498330
f(z) = 18/91*z^3 - 235/182*z + 1
*
-7/2 | 0.15450962970854596584317733908264761157 | 0.028344989862890477220094261290164796797
f(z) = 18/91*z^3 - 233/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015398934894356902267670557886292861438
f(z) = 18/95*z^3 - 239/190*z + 1
*
[ 19/6 ] 
f(z) = 18/95*z^3 - 231/190*z + 1
*
-24/5 | 0.22285495075220195335334834704214894139 | 0.028237802370564611514818468997309786754
f(z) = 1/96*z^3 - 223/200*z + 1
*
-14/5 | 0.13488313768785540604362486394544052110 | 0.021952972406741105573648391278423232311
f(z) = 5/84*z^3 - 233/210*z + 1
*
[ -6 ] 
f(z) = 5/86*z^3 - 239/258*z + 1
*
[ 3 ] 
f(z) = 15/83*z^3 - 239/249*z + 1
*
[ 3 ] 
f(z) = 15/86*z^3 - 233/258*z + 1
*
[ 9 ] 
f(z) = 2/93*z^3 - 238/279*z + 1
*
[ 6/11 ] 
f(z) = 11/96*z^3 - 229/264*z + 1
*
-42/11 | 0.17495450755549006492487276864039891144 | 0.025129041874712662811730769591500109120
f(z) = 11/96*z^3 - 221/264*z + 1
*
[ 3 ] 
f(z) = 15/88*z^3 - 229/264*z + 1
*
[ 3 ] 
f(z) = 15/89*z^3 - 227/267*z + 1
*
[ 3 ] 
f(z) = 15/91*z^3 - 223/273*z + 1
*
[ 3 ] 
f(z) = 15/92*z^3 - 221/276*z + 1
*
[ 9/16 ] 
f(z) = 8/81*z^3 - 233/288*z + 1
*
[ 3 ] 
f(z) = 16/97*z^3 - 238/291*z + 1
*
-2/3 | 0.21212143740308892161170881534250753341 | 0.028472372062003344415042865702102754814
f(z) = 9/88*z^3 - 215/11*z + 1
*
[ 27 ] 
f(z) = 1/81*z^3 - 217/27*z + 1
*
[ -27 ] 
f(z) = 1/81*z^3 - 215/27*z + 1
*
[ 27/2 ] 
f(z) = 4/81*z^3 - 218/27*z + 1
*
[ -27/2 ] 
f(z) = 4/81*z^3 - 214/27*z + 1
*
[ 10 ] 
f(z) = 9/80*z^3 - 207/20*z + 1
*
[ -10 ] 
f(z) = 9/80*z^3 - 203/20*z + 1
*
8 | 0.15026370548780914757933677317657427280 | 0.022429091403581130057178754789791489422
f(z) = 11/96*z^3 - 203/24*z + 1
*
8 | 0.19441945484668554444391439438140371583 | 0.028853525503112497625780552487481674418
f(z) = 13/96*z^3 - 211/24*z + 1
*
[ 27/4 ] 
f(z) = 16/81*z^3 - 220/27*z + 1
*
[ -27/4 ] 
f(z) = 16/81*z^3 - 212/27*z + 1
*
[ 6 ] 
f(z) = 17/88*z^3 - 202/33*z + 1
*
6 | 0.15800801427904657220891397500941910800 | 0.024531800300196232975080001632158520324
f(z) = 17/90*z^3 - 209/30*z + 1
*
[ -6 ] 
f(z) = 19/88*z^3 - 218/33*z + 1
*
[ 6 ] 
f(z) = 19/90*z^3 - 203/30*z + 1
*
0 | 0.13444429808268754325036589069222217609 | 0.022383681829924604879821381338993457005
f(z) = 1/90*z^3 - 203/45*z + 1
*
[ 15 ] 
f(z) = 2/81*z^3 - 208/45*z + 1
*
[ -15 ] 
f(z) = 2/81*z^3 - 202/45*z + 1
*
-9 | 0.20477798065172657502525704932777114497 | 0.027075571796765006599438056943825756221
f(z) = 5/81*z^3 - 214/45*z + 1
*
-9/5 | 0.19165940351068806257233230930305307185 | 0.025420506404942558701406239983777689216
f(z) = 5/81*z^3 - 209/45*z + 1
*
[ 15/2 ] 
f(z) = 8/81*z^3 - 211/45*z + 1
*
6 | 0.13046183786341404541335242439327132402 | 0.021685244317978442525633349676264439445
f(z) = 11/84*z^3 - 205/42*z + 1
*
0 | 0.17103248473873881710203532767461865688 | 0.028360373217575160419521859971762922920
f(z) = 11/90*z^3 - 208/45*z + 1
*
0 | 0.17354945702073919004828505625132403754 | 0.028687124532841916558796043792775700689
f(z) = 19/90*z^3 - 212/45*z + 1
*
-33/4 | 0.17124419820676026052224282203975868354 | 0.022600163989567365039300426776619408042
f(z) = 2/81*z^3 - 217/72*z + 1
*
7 | 0.16148396361875792100024043493638745144 | 0.022099287341814489545182930226316267056
f(z) = 5/98*z^3 - 213/70*z + 1
*
-33/7 | 0.15223237657826589074941729637426230689 | 0.020243035697230982496496170548835367692
f(z) = 7/81*z^3 - 205/63*z + 1
*
-56/9 | 0.21758999302497073609489038899976083922 | 0.027311636662780877331523435149768733022
f(z) = 9/98*z^3 - 206/63*z + 1
*
[ 17 ] 
f(z) = 1/85*z^3 - 209/85*z + 1
*
11 | 0.14034840774815011286487616545185432818 | 0.026087562368785373481726624296189011373
f(z) = 1/88*z^3 - 217/88*z + 1
*
-11 | 0.16034263339418378803789180956405102788 | 0.029960180071148524612736056153848245803
f(z) = 1/99*z^3 - 211/99*z + 1
*
15/2 | 0.20595281193399982655507296669411938093 | 0.027316294838579180711926736575911256770
f(z) = 2/81*z^3 - 209/90*z + 1
*
[ 17/2 ] 
f(z) = 4/85*z^3 - 214/85*z + 1
*
[ -9 ] 
f(z) = 4/99*z^3 - 214/99*z + 1
*
[ 22/3 ] 
f(z) = 5/88*z^3 - 217/99*z + 1
*
-22/3 | 0.091955721162502668758032387713471263076 | 0.012398001053881704103399506938181134299
f(z) = 5/88*z^3 - 208/99*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013589902834200530910997528853236643733
f(z) = 5/98*z^3 - 201/98*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013463000991637618898371443980088859158
f(z) = 5/99*z^3 - 203/99*z + 1
*
[ 7 ] 
f(z) = 6/91*z^3 - 216/91*z + 1
*
0 | 0.084717449130315861899705274290137818828 | 0.015974463207193018985261608939287375448
f(z) = 7/97*z^3 - 201/97*z + 1
*
0 | 0.071532344348791820659581171893803900540 | 0.013438326178071560292226508534545572669
f(z) = 7/99*z^3 - 205/99*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015959419306181587261978845411196022096
f(z) = 8/97*z^3 - 202/97*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013425930914769272767002922001277212903
f(z) = 8/99*z^3 - 206/99*z + 1
*
-5 | 0.086984043069666598723698982005194547886 | 0.016282029346568026569089278100205304994
f(z) = 9/80*z^3 - 209/80*z + 1
*
0 | 0.084717051418525430658674033697309902267 | 0.015944620207215035868621501030926084966
f(z) = 9/97*z^3 - 203/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013539594831330228640088236694532824104
f(z) = 9/98*z^3 - 205/98*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015929853043997802860136962170992205306
f(z) = 10/97*z^3 - 204/97*z + 1
*
0 | 0.071531937786109673499801506942980471856 | 0.013401672590992083793205983597925515262
f(z) = 10/99*z^3 - 208/99*z + 1
*
[ 5 ] 
f(z) = 11/80*z^3 - 211/80*z + 1
*
[ 5 ] 
f(z) = 11/85*z^3 - 207/85*z + 1
*
[ 5 ] 
f(z) = 11/90*z^3 - 203/90*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015901603813125270981587214500113613505
f(z) = 11/95*z^3 - 201/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015915219077984386884753612142688657787
f(z) = 11/97*z^3 - 205/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013514944476667283224180804549606243197
f(z) = 11/98*z^3 - 207/98*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015886737134497670575913113958829407212
f(z) = 12/95*z^3 - 202/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015900682990447834414635227750034639801
f(z) = 12/97*z^3 - 206/97*z + 1
*
[ -5 ] 
f(z) = 13/90*z^3 - 217/90*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013444386667698809853469774253463778499
f(z) = 13/94*z^3 - 201/94*z + 1
*
[ -5 ] 
f(z) = 13/95*z^3 - 211/95*z + 1
*
0 | 0.084331408341599009288448038438559021643 | 0.015872038214638875598064814458902422512
f(z) = 13/95*z^3 - 203/95*z + 1
*
0 | 0.084717696677120820040926429250028388104 | 0.015886398657305885273302217522078399649
f(z) = 13/97*z^3 - 207/97*z + 1
*
0 | 0.072071785552413971816552908812984913114 | 0.013490691924771893834652839924275182639
f(z) = 13/98*z^3 - 209/98*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013365768594870097617053650226290113263
f(z) = 13/99*z^3 - 211/99*z + 1
*
0 | 0.084331915295423787254560591153577672411 | 0.015857467562416591984346291988320350100
f(z) = 14/95*z^3 - 204/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015871899873550975825795461391418694557
f(z) = 14/97*z^3 - 208/97*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013353970924139450137875234709435157798
f(z) = 14/99*z^3 - 212/99*z + 1
*
0 | 0.071300380231276078568174871336028286784 | 0.013419464728550723280067181898498294059
f(z) = 15/94*z^3 - 203/94*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015857650603035102244431738321463630146
f(z) = 15/97*z^3 - 209/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013466612268709518246315183066025416654
f(z) = 15/98*z^3 - 211/98*z + 1
*
0 | 0.063593281816663051125147000241175875949 | 0.011980044233224472279314221335567727273
f(z) = 16/93*z^3 - 202/93*z + 1
*
0 | 0.084331460516046969709046379018198830753 | 0.015828344699536419143672688710518670925
f(z) = 16/95*z^3 - 206/95*z + 1
*
0 | 0.084717389014390255775641818111725072417 | 0.015843591797568165769422153305312673092
f(z) = 16/97*z^3 - 210/97*z + 1
*
0 | 0.071532385030703306287364605264810892607 | 0.013330731414089634174446253624610675433
f(z) = 16/99*z^3 - 214/99*z + 1
*
[ -9/2 ] 
f(z) = 16/99*z^3 - 203/99*z + 1
*
[ 4 ] 
f(z) = 17/92*z^3 - 203/92*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.010949023861113489245625725610402098106
f(z) = 17/92*z^3 - 201/92*z + 1
*
0 | 0.063593298555271464459748534735490749398 | 0.011968912706587789437429752512998361483
f(z) = 17/93*z^3 - 203/93*z + 1
*
0 | 0.071300132616966639235155276615222124020 | 0.013394702038207977390104324794671796853
f(z) = 17/94*z^3 - 205/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015813894716267227146298311336999718776
f(z) = 17/95*z^3 - 207/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015829431173142983094848960910192099971
f(z) = 17/97*z^3 - 211/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013442915657838407990851090186870635149
f(z) = 17/98*z^3 - 213/98*z + 1
*
0 | 0.071532629817537567060316255013874649321 | 0.013319205175046140730069970527050563284
f(z) = 17/99*z^3 - 215/99*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015799616281684162712204326669406670408
f(z) = 18/95*z^3 - 208/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015815458881500446035435405881387276766
f(z) = 18/97*z^3 - 212/97*z + 1
*
0 | 0.083535064828369262798294687839004100918 | 0.015751510855320923302285659725405383738
f(z) = 19/91*z^3 - 201/91*z + 1
*
0 | 0.058066954260875348938319139392933812740 | 0.010928797883975027355066193567960134785
f(z) = 19/92*z^3 - 203/92*z + 1
*
0 | 0.063593450969693757210010877282389364239 | 0.011946896815697329539688011652064728186
f(z) = 19/93*z^3 - 205/93*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013370230939365239243267051777635609363
f(z) = 19/94*z^3 - 207/94*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015801576812793382183563883115802389366
f(z) = 19/97*z^3 - 213/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013419522601076783227452428123676904453
f(z) = 19/98*z^3 - 215/98*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013296108208744944795080655464856998767
f(z) = 19/99*z^3 - 217/99*z + 1
*
-12 | 0.15785852108157956383250520705495090768 | 0.026239095304733444731393545710953369153
f(z) = 1/88*z^3 - 205/132*z + 1
*
3/2 | 0.12956713153414104922644384772363777450 | 0.020207548954817525923411014824612458594
f(z) = 1/90*z^3 - 203/120*z + 1
*
12 | 0.17396048332577091010821544034631043206 | 0.027131224882314733627393755714131065627
f(z) = 1/99*z^3 - 203/132*z + 1
*
[ -21/2 ] 
f(z) = 2/81*z^3 - 205/126*z + 1
*
[ -33/4 ] 
f(z) = 4/99*z^3 - 215/132*z + 1
*
8/5 | 0.099788428262291195692710497745995741002 | 0.014809464217724691662208697997948339872
f(z) = 5/96*z^3 - 211/120*z + 1
*
[ -6 ] 
f(z) = 7/92*z^3 - 217/138*z + 1
*
[ 14/3 ] 
f(z) = 11/98*z^3 - 209/126*z + 1
*
[ -14/3 ] 
f(z) = 13/98*z^3 - 211/126*z + 1
*
-12/7 | 0.10911152605259795277731441776580452119 | 0.014453613800829251530765005026512800295
f(z) = 14/81*z^3 - 211/126*z + 1
*
[ 14 ] 
f(z) = 1/80*z^3 - 213/140*z + 1
*
[ -10 ] 
f(z) = 2/85*z^3 - 213/170*z + 1
*
[ 6 ] 
f(z) = 5/87*z^3 - 215/174*z + 1
*
-3 | 0.17640830201762460772778397735633974212 | 0.027210455180566085764395059841050332016
f(z) = 5/99*z^3 - 218/165*z + 1
*
[ -4 ] 
f(z) = 13/82*z^3 - 211/164*z + 1
*
[ -4 ] 
f(z) = 13/86*z^3 - 201/172*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015673914533712142818262798997629357114
f(z) = 14/89*z^3 - 201/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017011904786282997600640264917451781997
f(z) = 15/83*z^3 - 203/166*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017161088020946568522550947791539868889
f(z) = 15/89*z^3 - 209/178*z + 1
*
-2 | 0.068766392552297505380251396135763831656 | 0.012871974928750762346275178353903592687
f(z) = 16/81*z^3 - 209/162*z + 1
*
-2 | 0.082781200803585757580707965892855524943 | 0.015467749469251874934530653764884955259
f(z) = 16/83*z^3 - 211/166*z + 1
*
-2 | 0.083222138742358322976537997889298927204 | 0.015522776258052721825479670054717597839
f(z) = 16/85*z^3 - 213/170*z + 1
*
-2 | 0.063309182979078427001181752152451965592 | 0.011788018974190590435969681706539584121
f(z) = 16/87*z^3 - 215/174*z + 1
*
-2 | 0.084073714913503200448158768066531057654 | 0.015627382715429520984381717617418369150
f(z) = 16/89*z^3 - 217/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.014195985714080558943695964757109580418
f(z) = 17/81*z^3 - 217/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016772416244763204659606559974141769261
f(z) = 17/83*z^3 - 219/166*z + 1
*
[ 6 ] 
f(z) = 5/93*z^3 - 205/186*z + 1
*
[ 19/4 ] 
f(z) = 8/95*z^3 - 211/190*z + 1
*
-2 | 0.084691592971065564787813833632889523483 | 0.012568963531025571584317957435507881565
f(z) = 9/80*z^3 - 211/180*z + 1
*
[ 1/2 ] 
f(z) = 10/99*z^3 - 203/198*z + 1
*
[ 4 ] 
f(z) = 11/90*z^3 - 217/180*z + 1
*
[ 4 ] 
f(z) = 11/94*z^3 - 211/188*z + 1
*
[ 4 ] 
f(z) = 11/98*z^3 - 205/196*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017587946419985728563149153510967231582
f(z) = 13/97*z^3 - 201/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015073586508792513972116847575604624119
f(z) = 13/99*z^3 - 203/198*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011947007735026240287411690519412234907
f(z) = 14/93*z^3 - 205/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015814017006487094532469800913921838117
f(z) = 14/95*z^3 - 207/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015857772673149580671075045333430160547
f(z) = 14/97*z^3 - 209/194*z + 1
*
[ 1/2 ] 
f(z) = 14/97*z^3 - 201/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013365768594870097617053650226290113263
f(z) = 14/99*z^3 - 211/198*z + 1
*
[ 1/2 ] 
f(z) = 14/99*z^3 - 205/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017207445640110580759178358352604365808
f(z) = 15/91*z^3 - 211/182*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017337550596649853945988159542815871254
f(z) = 15/97*z^3 - 217/194*z + 1
*
-2 | 0.084485254483590426426696261480209744969 | 0.015677144176083766752926312949369442883
f(z) = 16/91*z^3 - 219/182*z + 1
*
[ -7/2 ] 
f(z) = 18/91*z^3 - 207/182*z + 1
*
7/6 | 0.12393914011703306470371396378119713686 | 0.023283657292165000487564059462267111627
f(z) = 18/91*z^3 - 205/182*z + 1
*
[ 1/2 ] 
f(z) = 18/97*z^3 - 203/194*z + 1
*
5/3 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = 6/85*z^3 - 203/255*z + 1
*
[ 3 ] 
f(z) = 14/83*z^3 - 212/249*z + 1
*
[ 3 ] 
f(z) = 14/85*z^3 - 208/255*z + 1
*
33/4 | 0.18388934943518846975454221341537281843 | 0.027550776544014921175949378914949650314
f(z) = 2/99*z^3 - 203/264*z + 1
*
[ -23/3 ] 
f(z) = 3/92*z^3 - 217/276*z + 1
*
[ 22/5 ] 
f(z) = 7/88*z^3 - 211/275*z + 1
*
[ -22/5 ] 
f(z) = 9/88*z^3 - 207/275*z + 1
*
[ -6 ] 
f(z) = 5/94*z^3 - 211/282*z + 1
*
-63/16 | 0.19690321814281382500622351927432762836 | 0.025050710219046404899817044522977889266
f(z) = 8/81*z^3 - 217/288*z + 1
*
[ 3 ] 
f(z) = 15/94*z^3 - 217/282*z + 1
*
[ 3 ] 
f(z) = 15/97*z^3 - 211/291*z + 1
*
[ 3 ] 
f(z) = 15/98*z^3 - 209/294*z + 1
*
-21/2 | 0.15271947510886871017570448281547012786 | 0.020472013406906639544462063922919194075
f(z) = 8/81*z^3 - 193/18*z + 1
*
[ 12 ] 
f(z) = 11/96*z^3 - 187/12*z + 1
*
[ -12 ] 
f(z) = 11/96*z^3 - 185/12*z + 1
*
9/2 | 0.16803419710000668366541034628875812278 | 0.022463178607508431962760222893907101053
f(z) = 1/81*z^3 - 197/36*z + 1
*
[ 28 ] 
f(z) = 1/98*z^3 - 197/28*z + 1
*
[ -28 ] 
f(z) = 1/98*z^3 - 195/28*z + 1
*
-2 | 0.10065840638206383135677553020489195177 | 0.013671500212905346790432212135598289805
f(z) = 3/88*z^3 - 197/33*z + 1
*
10 | 0.11467002931455269879764222238475884257 | 0.017193202212461569462653234393618733307
f(z) = 7/80*z^3 - 197/20*z + 1
*
[ 28/3 ] 
f(z) = 9/98*z^3 - 199/28*z + 1
*
[ -28/3 ] 
f(z) = 9/98*z^3 - 193/28*z + 1
*
-8 | 0.16825118675799630356427209141715912850 | 0.025226963782154944993033097510570652921
f(z) = 11/96*z^3 - 197/24*z + 1
*
[ 8 ] 
f(z) = 13/96*z^3 - 187/24*z + 1
*
[ -8 ] 
f(z) = 13/96*z^3 - 181/24*z + 1
*
9/2 | 0.14033579185216680920787541160853889219 | 0.018760395275523497526716943429782636165
f(z) = 16/81*z^3 - 197/36*z + 1
*
[ -6 ] 
f(z) = 17/88*z^3 - 191/33*z + 1
*
-6 | 0.13845953261885596175276079148983457462 | 0.021661659587035315956110279476387245329
f(z) = 17/90*z^3 - 199/30*z + 1
*
6 | 0.16599525802703344460508242973146343942 | 0.025208886377020395146492231603716151772
f(z) = 17/96*z^3 - 181/24*z + 1
*
[ -6 ] 
f(z) = 19/90*z^3 - 193/30*z + 1
*
6 | 0.13227214032724430628696946543990318934 | 0.019802406798234180326102757933903632079
f(z) = 19/96*z^3 - 199/24*z + 1
*
[ 27/2 ] 
f(z) = 2/81*z^3 - 193/54*z + 1
*
[ -27/2 ] 
f(z) = 2/81*z^3 - 185/54*z + 1
*
10 | 0.19093089719481276286978927391591579704 | 0.026004831321598635960390339593938532767
f(z) = 3/88*z^3 - 193/55*z + 1
*
-36/5 | 0.097577118433784936724161342678586241492 | 0.013071136902207589473324463421587503011
f(z) = 5/81*z^3 - 194/45*z + 1
*
2/5 | 0.18178342716448916599016720790352562866 | 0.024758943837420372693813531720992167614
f(z) = 5/88*z^3 - 193/55*z + 1
*
[ 8 ] 
f(z) = 7/80*z^3 - 189/40*z + 1
*
6/7 | 0.22285152444205615642455456037022457539 | 0.028650741262601580497513885819008597651
f(z) = 7/96*z^3 - 199/56*z + 1
*
[ -15/2 ] 
f(z) = 8/81*z^3 - 199/45*z + 1
*
[ 27/4 ] 
f(z) = 8/81*z^3 - 197/54*z + 1
*
[ -27/4 ] 
f(z) = 8/81*z^3 - 181/54*z + 1
*
-3/5 | 0.19698744576203464675037770388892261910 | 0.026333712148818832292577340243898803160
f(z) = 10/81*z^3 - 197/45*z + 1
*
[ 6 ] 
f(z) = 13/84*z^3 - 199/42*z + 1
*
[ -6 ] 
f(z) = 13/84*z^3 - 185/42*z + 1
*
2/5 | 0.20311269594366078135636534064709656800 | 0.027644536661967981959380800955328915351
f(z) = 15/88*z^3 - 194/55*z + 1
*
-12 | 0.18144797598705479715380478408322310612 | 0.027289577020656284414963726217855123889
f(z) = 1/80*z^3 - 193/60*z + 1
*
[ 20 ] 
f(z) = 1/96*z^3 - 193/60*z + 1
*
[ -20 ] 
f(z) = 1/96*z^3 - 187/60*z + 1
*
6 | 0.17093858425704390509227742954695655194 | 0.025749316672791772891149196539280239679
f(z) = 3/80*z^3 - 191/60*z + 1
*
-10/3 | 0.089470754377345784299281472226913167393 | 0.013520523787827700485019139780340851286
f(z) = 3/80*z^3 - 187/60*z + 1
*
4 | 0.13093667282392592767599461269558581065 | 0.017783917058996836958596582827468365594
f(z) = 5/96*z^3 - 197/60*z + 1
*
-7 | 0.16156507681712662327406373911007693614 | 0.022412822079527899499368075329403677539
f(z) = 5/98*z^3 - 193/70*z + 1
*
[ 2/7 ] 
f(z) = 7/88*z^3 - 193/77*z + 1
*
[ 6 ] 
f(z) = 10/99*z^3 - 185/66*z + 1
*
[ 16 ] 
f(z) = 1/80*z^3 - 181/80*z + 1
*
5 | 0.10810877360609461485316097398087896465 | 0.020542492475429376389704415948750980956
f(z) = 1/84*z^3 - 193/84*z + 1
*
[ -17 ] 
f(z) = 1/85*z^3 - 199/85*z + 1
*
10 | 0.084691322030434053108123356553852145109 | 0.015999706201473498900156982274290083397
f(z) = 1/90*z^3 - 199/90*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.016035062356448578215074688660952953286
f(z) = 1/91*z^3 - 183/91*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.011122998877232260848025525708433275685
f(z) = 1/92*z^3 - 185/92*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.012156573356882669319976013193068890493
f(z) = 1/93*z^3 - 187/93*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013602274508061093174722888847341292126
f(z) = 1/94*z^3 - 189/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.016056104980719116794269180524795070060
f(z) = 1/95*z^3 - 191/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.016066162917593709214233921572225362658
f(z) = 1/97*z^3 - 195/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013641608785334024328158780445192229694
f(z) = 1/98*z^3 - 197/98*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013513617623246855625571215193536677887
f(z) = 1/99*z^3 - 199/99*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.016018305725815420726014157760778791520
f(z) = 2/91*z^3 - 184/91*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.012144191817652911287374366872416537506
f(z) = 2/93*z^3 - 188/93*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.016040157447752964603360662094042869803
f(z) = 2/95*z^3 - 192/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.016050592956356033731893294553530067018
f(z) = 2/97*z^3 - 196/97*z + 1
*
3 | 0.10682103569460126738228879791198294270 | 0.020420343662990444552461861624455695546
f(z) = 3/80*z^3 - 187/80*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015989793826147492223241622386055196972
f(z) = 3/89*z^3 - 181/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.016001674618533165809075515382093467969
f(z) = 3/91*z^3 - 185/91*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.011100135025682875774636669300176635204
f(z) = 3/92*z^3 - 187/92*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013575013330402359900928375985590601193
f(z) = 3/94*z^3 - 191/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.016024324161424108553656014748928199182
f(z) = 3/95*z^3 - 193/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.016035132151248952147907526637991057686
f(z) = 3/97*z^3 - 197/97*z + 1
*
0 | 0.072071398400661619553333985645166322709 | 0.013615576806388212208121135880642640448
f(z) = 3/98*z^3 - 199/98*z + 1
*
[ -17/2 ] 
f(z) = 4/85*z^3 - 194/85*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015972864897003489499318205102898072877
f(z) = 4/89*z^3 - 182/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015985167387861809589176092547504332365
f(z) = 4/91*z^3 - 186/91*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.012119896608145317771012583350108145397
f(z) = 4/93*z^3 - 190/93*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.016008603687072882830047180794410568266
f(z) = 4/95*z^3 - 194/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.016019779160274091902686454318483437893
f(z) = 4/97*z^3 - 198/97*z + 1
*
-18/5 | 0.17174272458466246065307438670910173391 | 0.022958942664446776394407776456072676099
f(z) = 5/81*z^3 - 197/90*z + 1
*
[ -22/3 ] 
f(z) = 5/88*z^3 - 190/99*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015956064244540216756213908703345370927
f(z) = 5/89*z^3 - 183/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015968782417692564595392251854313610418
f(z) = 5/91*z^3 - 187/91*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.011077606724299036939971688445112010525
f(z) = 5/92*z^3 - 189/92*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.012107783443918244670782809618508041467
f(z) = 5/93*z^3 - 191/93*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013548143485810603697825797609321936316
f(z) = 5/94*z^3 - 193/94*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.016004532664845017221034026576318094735
f(z) = 5/97*z^3 - 199/97*z + 1
*
0 | 0.083123111368720601703851696613890219780 | 0.015939431515994745768954231242178774486
f(z) = 6/89*z^3 - 184/89*z + 1
*
[ -7 ] 
f(z) = 6/91*z^3 - 190/91*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015952518121813151418518653355238342333
f(z) = 6/91*z^3 - 188/91*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015977495562866868671344522050706075701
f(z) = 6/95*z^3 - 196/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015989391369260248680189590298299041384
f(z) = 6/97*z^3 - 200/97*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.011995261286078063534282307317436626545
f(z) = 7/87*z^3 - 181/87*z + 1
*
0 | 0.054389069380874386959831516567681892335 | 0.010440390431061774291444472867747642112
f(z) = 7/88*z^3 - 183/88*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015922840994183229595832498381425775630
f(z) = 7/89*z^3 - 185/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010883216435531112416116627880837607001
f(z) = 7/90*z^3 - 187/90*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.011055405392840410120702247616179743108
f(z) = 7/92*z^3 - 191/92*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.012083817776145373384909213259889052187
f(z) = 7/93*z^3 - 193/93*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013521655181035444861106355206829335007
f(z) = 7/94*z^3 - 195/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015962105169149425131735573224947031098
f(z) = 7/95*z^3 - 197/95*z + 1
*
20/7 | 0.17228758441073237621223220555042343047 | 0.023400228869230201118373104541337108852
f(z) = 7/96*z^3 - 197/84*z + 1
*
3 | 0.15088677341781421888145175370459426915 | 0.028727897639923600844806539436220358148
f(z) = 7/96*z^3 - 191/96*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011982760121390938109854821482038123662
f(z) = 8/87*z^3 - 182/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015906415087801538424181038805189950158
f(z) = 8/89*z^3 - 186/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015920345353298885821742792051954883300
f(z) = 8/91*z^3 - 190/91*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.012071963089139472448133874809240722392
f(z) = 8/93*z^3 - 194/93*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015946822098558539270645009632095338941
f(z) = 8/95*z^3 - 198/95*z + 1
*
[ 16/3 ] 
f(z) = 9/80*z^3 - 191/80*z + 1
*
[ -17/3 ] 
f(z) = 9/85*z^3 - 189/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013398585343948667241802324892206465259
f(z) = 9/86*z^3 - 181/86*z + 1
*
22/9 | 0.091956382241252612875615671411855548149 | 0.012463999350629418651922614739630957080
f(z) = 9/88*z^3 - 200/99*z + 1
*
0 | 0.083123083723670131844888467228254583945 | 0.015890146776124715998759932483589467331
f(z) = 9/89*z^3 - 187/89*z + 1
*
0 | 0.083535149055859594982973141364651927178 | 0.015904569744939403584689661368717121251
f(z) = 9/91*z^3 - 191/91*z + 1
*
0 | 0.058066752400299335444536649410911262058 | 0.011033663452718363363810085111611949623
f(z) = 9/92*z^3 - 193/92*z + 1
*
[ 1/3 ] 
f(z) = 9/92*z^3 - 185/92*z + 1
*
0 | 0.071300415207778629067864145068780139060 | 0.013495677787313026738843890598052258446
f(z) = 9/94*z^3 - 197/94*z + 1
*
[ 1/3 ] 
f(z) = 9/94*z^3 - 189/94*z + 1
*
0 | 0.084331746899487078775093382335271770955 | 0.015931776024985752492461014957411817012
f(z) = 9/95*z^3 - 199/95*z + 1
*
[ 1/3 ] 
f(z) = 9/95*z^3 - 191/95*z + 1
*
[ 1/3 ] 
f(z) = 9/97*z^3 - 195/97*z + 1
*
[ 1/3 ] 
f(z) = 9/98*z^3 - 197/98*z + 1
*
-3/2 | 0.17079255754629334694541830898743125378 | 0.022801133054668577030529174460185949581
f(z) = 10/81*z^3 - 199/90*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011957647553063338442904197033632516541
f(z) = 10/87*z^3 - 184/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015873926671166228528685281223842730409
f(z) = 10/89*z^3 - 188/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015888636963963490565662245026393174356
f(z) = 10/91*z^3 - 192/91*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.012048504695482652866465403958061805099
f(z) = 10/93*z^3 - 196/93*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015825981830868248978130982956457779314
f(z) = 11/85*z^3 - 181/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013370321772654724721216341628673052871
f(z) = 11/86*z^3 - 183/86*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011945232449824430456348334559776608755
f(z) = 11/87*z^3 - 185/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015857861033156818006748258258800158958
f(z) = 11/89*z^3 - 189/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010839360908172205666513752757586465815
f(z) = 11/90*z^3 - 191/90*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015872953243947330630718963088144340196
f(z) = 11/91*z^3 - 193/91*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.011011950851919860447722701419514898731
f(z) = 11/92*z^3 - 195/92*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.012036703277729605412364941260598778881
f(z) = 11/93*z^3 - 197/93*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013469785731518329667118953705277446299
f(z) = 11/94*z^3 - 199/94*z + 1
*
[ 5 ] 
f(z) = 11/95*z^3 - 199/95*z + 1
*
[ -5 ] 
f(z) = 12/85*z^3 - 198/85*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015809226334958668900324079748158474508
f(z) = 12/85*z^3 - 182/85*z + 1
*
0 | 0.083123741533697227558631597820869992026 | 0.015842073600297138917552821463801443791
f(z) = 12/89*z^3 - 190/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015857381270250593895674944777943487691
f(z) = 12/91*z^3 - 194/91*z + 1
*
[ -5 ] 
f(z) = 12/95*z^3 - 186/95*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015792597801562841627280401365849096267
f(z) = 13/85*z^3 - 183/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013342482479656241038654592226548958578
f(z) = 13/86*z^3 - 185/86*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011920678458183316292700237552978591025
f(z) = 13/87*z^3 - 187/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015826079292047550139682948761932632338
f(z) = 13/89*z^3 - 191/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010817905905809573591378354420331205257
f(z) = 13/90*z^3 - 193/90*z + 1
*
0 | 0.058066011981099099669359487179915556527 | 0.010990681972994720504107252666782362936
f(z) = 13/92*z^3 - 197/92*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.012013733904304990487528531412774741290
f(z) = 13/93*z^3 - 199/93*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.022222877692326933426483677949868546744
f(z) = 13/96*z^3 - 181/96*z + 1
*
0 | 0.082272093430216538935065346918209478585 | 0.015776242940322962421804629504120699487
f(z) = 14/85*z^3 - 184/85*z + 1
*
0 | 0.062359021870599392557672456911960954662 | 0.011908662850318020441497803929462861233
f(z) = 14/87*z^3 - 188/87*z + 1
*
0 | 0.083123789298422873288855760430208943594 | 0.015810530189085562981472239000177037193
f(z) = 14/89*z^3 - 192/89*z + 1
*
0 | 0.063592355638613819369058598602636244637 | 0.012002368155617970092636284282925722386
f(z) = 14/93*z^3 - 200/93*z + 1
*
0 | 0.081830642862013450759457923376115042791 | 0.015741211809846473945971794379570263565
f(z) = 15/83*z^3 - 181/83*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013315056374333191698556830943202043089
f(z) = 15/86*z^3 - 187/86*z + 1
*
0 | 0.054389069380874386959831516567681892335 | 0.010355338526444956216591167187548298439
f(z) = 15/88*z^3 - 191/88*z + 1
*
0 | 0.083123285316107302873618417463635334457 | 0.015794827803345278625840080822011236145
f(z) = 15/89*z^3 - 193/89*z + 1
*
0 | 0.083535099435583194191126102445358387231 | 0.015811447698144592071340526447599334769
f(z) = 15/91*z^3 - 197/91*z + 1
*
0 | 0.058066890248381886248475184015288624714 | 0.010969874619190133288320414369245478226
f(z) = 15/92*z^3 - 199/92*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015724495863749330408252108464448498141
f(z) = 16/83*z^3 - 182/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015743457289745900496995735206635031217
f(z) = 16/85*z^3 - 186/85*z + 1
*
[ -17/4 ] 
f(z) = 16/85*z^3 - 184/85*z + 1
*
0 | 0.062358825102279913426340485689901237846 | 0.011884608159726506108835311962349790866
f(z) = 16/87*z^3 - 190/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015779258519473947821081857829923612671
f(z) = 16/89*z^3 - 194/89*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015796183290482702319398379595424003481
f(z) = 16/91*z^3 - 198/91*z + 1
*
0 | 0.068770907841664776521249882767760062810 | 0.013228998194679966952205064441476521530
f(z) = 17/82*z^3 - 181/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015707956451948722067209356656319135202
f(z) = 17/83*z^3 - 183/83*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013288032774867983501444824026387885143
f(z) = 17/86*z^3 - 189/86*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.011872445530339798901573851721910133606
f(z) = 17/87*z^3 - 191/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015763873069320203107347286589583883429
f(z) = 17/89*z^3 - 195/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010775902311948052485721688593853426704
f(z) = 17/90*z^3 - 197/90*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015781149597825290569425068074064158601
f(z) = 17/91*z^3 - 199/91*z + 1
*
3 | 0.11552612475681428291383834228342229773 | 0.022129933021391498713815157741331561035
f(z) = 17/96*z^3 - 185/96*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015691541646791374136778720596109067510
f(z) = 18/83*z^3 - 184/83*z + 1
*
0 | 0.082272337352933222531028107745018394529 | 0.015711496076330135947913661468827615667
f(z) = 18/85*z^3 - 188/85*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015748596061741985861385852099794854910
f(z) = 18/89*z^3 - 196/89*z + 1
*
[ 1/3 ] 
f(z) = 18/91*z^3 - 184/91*z + 1
*
[ 1/3 ] 
f(z) = 18/95*z^3 - 192/95*z + 1
*
[ 1/3 ] 
f(z) = 18/97*z^3 - 196/97*z + 1
*
0 | 0.067838584332529500213110792593696986814 | 0.013049653375681723335109275206853134431
f(z) = 19/81*z^3 - 181/81*z + 1
*
0 | 0.068781303908182584004908596228776974321 | 0.013203087961116290403727215362069567771
f(z) = 19/82*z^3 - 183/82*z + 1
*
0 | 0.081831587005148352102266285755186643868 | 0.015675480704214367018527691204086299436
f(z) = 19/83*z^3 - 185/83*z + 1
*
0 | 0.082271706224106169607538328671878640354 | 0.015695474426319686504109201265101023044
f(z) = 19/85*z^3 - 189/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013261401388918812390507806494495920163
f(z) = 19/86*z^3 - 191/86*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011849142085700423992743748897467477478
f(z) = 19/87*z^3 - 193/87*z + 1
*
0 | 0.054390281894174128442383705564708261462 | 0.010314865626309456241373255790413092107
f(z) = 19/88*z^3 - 195/88*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015733426156487842276238485937433307403
f(z) = 19/89*z^3 - 197/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010755338896993040552386268783710677030
f(z) = 19/90*z^3 - 199/90*z + 1
*
[ -4 ] 
f(z) = 19/92*z^3 - 189/92*z + 1
*
36/13 | 0.22387587457513053655076746800714923395 | 0.029948590624490767093127056544965956690
f(z) = 13/81*z^3 - 196/117*z + 1
*
[ -21/4 ] 
f(z) = 8/81*z^3 - 193/126*z + 1
*
3 | 0.11741406118014355686456173502098671386 | 0.015739330120966790507748721172882412793
f(z) = 14/81*z^3 - 193/126*z + 1
*
[ -33/8 ] 
f(z) = 16/99*z^3 - 199/132*z + 1
*
-3/2 | 0.16647480436772648858837174954454680485 | 0.026212848379492258014990248360757216933
f(z) = 16/99*z^3 - 191/132*z + 1
*
[ -14 ] 
f(z) = 1/80*z^3 - 193/140*z + 1
*
-20/7 | 0.12544989476681140963419055961161086263 | 0.018897132446479360617368446000940818410
f(z) = 7/80*z^3 - 191/140*z + 1
*
[ 14 ] 
f(z) = 1/96*z^3 - 187/168*z + 1
*
[ -15 ] 
f(z) = 1/99*z^3 - 199/165*z + 1
*
[ -15/2 ] 
f(z) = 4/99*z^3 - 188/165*z + 1
*
[ 1/2 ] 
f(z) = 6/89*z^3 - 181/178*z + 1
*
[ 1/2 ] 
f(z) = 10/89*z^3 - 183/178*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.016374689950929237134516618593204397880
f(z) = 12/85*z^3 - 181/170*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016469251551001107371005676854205539018
f(z) = 12/89*z^3 - 185/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.014629835308771177633925198664004449876
f(z) = 13/81*z^3 - 185/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017278890737259758180660509954053940277
f(z) = 13/83*z^3 - 187/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017327942745651090492048672182297157909
f(z) = 13/85*z^3 - 189/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013501912528425871417137025956248667921
f(z) = 13/87*z^3 - 191/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017420799067475342640378106204281142238
f(z) = 13/89*z^3 - 193/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012886227970801428861141278167575978568
f(z) = 14/81*z^3 - 193/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015518753741020942584253274506575680452
f(z) = 14/83*z^3 - 195/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.015572364029134593234824703575139504768
f(z) = 14/85*z^3 - 197/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.011780733965940643724177098174601472310
f(z) = 14/87*z^3 - 199/174*z + 1
*
[ 1/2 ] 
f(z) = 14/87*z^3 - 181/174*z + 1
*
[ 1/2 ] 
f(z) = 14/89*z^3 - 185/178*z + 1
*
[ 10/3 ] 
f(z) = 15/88*z^3 - 197/165*z + 1
*
[ 1/2 ] 
f(z) = 18/89*z^3 - 187/178*z + 1
*
[ 9/19 ] 
f(z) = 19/81*z^3 - 199/171*z + 1
*
[ -14 ] 
f(z) = 1/91*z^3 - 197/182*z + 1
*
[ 1/2 ] 
f(z) = 2/93*z^3 - 187/186*z + 1
*
[ 1/2 ] 
f(z) = 2/97*z^3 - 195/194*z + 1
*
[ 1/2 ] 
f(z) = 2/99*z^3 - 199/198*z + 1
*
[ 1/2 ] 
f(z) = 6/91*z^3 - 185/182*z + 1
*
[ 1/2 ] 
f(z) = 6/95*z^3 - 193/190*z + 1
*
[ 1/2 ] 
f(z) = 6/97*z^3 - 197/194*z + 1
*
[ 1/2 ] 
f(z) = 10/91*z^3 - 187/182*z + 1
*
[ 1/2 ] 
f(z) = 10/93*z^3 - 191/186*z + 1
*
[ 1/2 ] 
f(z) = 10/97*z^3 - 199/194*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = 11/93*z^3 - 181/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = 11/95*z^3 - 183/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 11/97*z^3 - 185/194*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.016514069801704799739340584168091144665
f(z) = 12/91*z^3 - 187/182*z + 1
*
-2 | 0.087183511081326662819593714257083793677 | 0.016599195048714559128063093588461417604
f(z) = 12/95*z^3 - 191/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = 12/97*z^3 - 193/194*z + 1
*
[ 10/3 ] 
f(z) = 13/80*z^3 - 199/180*z + 1
*
[ -4 ] 
f(z) = 13/90*z^3 - 191/180*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013656630627752648022387164576902078836
f(z) = 13/93*z^3 - 197/186*z + 1
*
[ -4 ] 
f(z) = 13/94*z^3 - 181/188*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017548285848529108173889831535507617813
f(z) = 13/95*z^3 - 199/190*z + 1
*
[ 1/2 ] 
f(z) = 14/93*z^3 - 193/186*z + 1
*
[ 1/2 ] 
f(z) = 14/95*z^3 - 197/190*z + 1
*
[ -10/3 ] 
f(z) = 17/80*z^3 - 191/180*z + 1
*
[ 1/2 ] 
f(z) = 18/91*z^3 - 191/182*z + 1
*
[ 1/2 ] 
f(z) = 18/95*z^3 - 199/190*z + 1
*
-15/7 | 0.16803885927284763748172358667912997169 | 0.026069836105421272968944532997431086988
f(z) = 7/90*z^3 - 187/210*z + 1
*
[ 33/7 ] 
f(z) = 7/99*z^3 - 181/231*z + 1
*
-20/11 | 0.13952360043857165894742165161445665893 | 0.020578939159284509817058589328864031533
f(z) = 11/80*z^3 - 199/220*z + 1
*
-2 | 0.13652930896592987713234808893298739535 | 0.020137298162012590074017890254975575037
f(z) = 11/80*z^3 - 191/220*z + 1
*
[ -36/7 ] 
f(z) = 7/96*z^3 - 185/252*z + 1
*
[ 3 ] 
f(z) = 13/80*z^3 - 191/240*z + 1
*
[ 3 ] 
f(z) = 13/82*z^3 - 187/246*z + 1
*
[ 3 ] 
f(z) = 13/83*z^3 - 185/249*z + 1
*
[ 3 ] 
f(z) = 13/85*z^3 - 181/255*z + 1
*
[ 21/8 ] 
f(z) = 16/81*z^3 - 187/252*z + 1
*
[ -3 ] 
f(z) = 19/80*z^3 - 193/240*z + 1
*
[ -3 ] 
f(z) = 19/82*z^3 - 185/246*z + 1
*
[ -3 ] 
f(z) = 19/83*z^3 - 181/249*z + 1
*
[ -9 ] 
f(z) = 2/87*z^3 - 196/261*z + 1
*
11/3 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = 3/88*z^3 - 193/264*z + 1
*
-20/13 | 0.14261719459900066250282061205149720161 | 0.020529392178763212015127082870363037518
f(z) = 13/80*z^3 - 191/260*z + 1
*
[ 3 ] 
f(z) = 14/89*z^3 - 200/267*z + 1
*
[ -6 ] 
f(z) = 5/98*z^3 - 197/294*z + 1
*
[ 3 ] 
f(z) = 14/95*z^3 - 188/285*z + 1
*
[ 3 ] 
f(z) = 14/97*z^3 - 184/291*z + 1
*
36 | 0.19992682111471212130320306203791123567 | 0.027919441881670518116851590689265979257
f(z) = 1/96*z^3 - 161/12*z + 1
*
[ 22 ] 
f(z) = 3/88*z^3 - 171/11*z + 1
*
[ -22 ] 
f(z) = 3/88*z^3 - 170/11*z + 1
*
9 | 0.21033523279279040379458888977565144581 | 0.028753103678684998752778771904135836433
f(z) = 10/81*z^3 - 167/18*z + 1
*
[ 9 ] 
f(z) = 19/81*z^3 - 163/9*z + 1
*
[ -9 ] 
f(z) = 19/81*z^3 - 161/9*z + 1
*
24 | 0.069393448525376732958036816138116731874 | 0.010649384957684024250088762388472499387
f(z) = 1/96*z^3 - 169/24*z + 1
*
38/3 | 0.19097845798951510184356257597650527357 | 0.026601234938067213265831642052924927459
f(z) = 3/88*z^3 - 164/33*z + 1
*
-10 | 0.18095739957477055836817820668638592190 | 0.027671078995348869150354339776411973385
f(z) = 7/80*z^3 - 173/20*z + 1
*
-6 | 0.18975245105200916193422110750739513969 | 0.025939410273493811301623618008528033069
f(z) = 8/81*z^3 - 167/36*z + 1
*
-8 | 0.16040079195874290173305817266843402436 | 0.024660775734283998464083233009582222677
f(z) = 11/96*z^3 - 167/24*z + 1
*
6 | 0.17034668713629220988369165098909379930 | 0.027564114578172257485042420381761543022
f(z) = 13/90*z^3 - 161/30*z + 1
*
[ 6 ] 
f(z) = 15/88*z^3 - 175/33*z + 1
*
[ -6 ] 
f(z) = 15/88*z^3 - 164/33*z + 1
*
9/2 | 0.19976506348663956627206966917797279850 | 0.027177011629755651885901276625140673437
f(z) = 17/81*z^3 - 173/36*z + 1
*
[ 6 ] 
f(z) = 17/90*z^3 - 179/30*z + 1
*
[ -6 ] 
f(z) = 17/90*z^3 - 169/30*z + 1
*
-6 | 0.16431002227341506652072025702832773681 | 0.025125447297205200875585041532874984991
f(z) = 17/96*z^3 - 173/24*z + 1
*
6 | 0.19533891968274985027560852679052874169 | 0.029817817778516925734073461406106049184
f(z) = 19/96*z^3 - 175/24*z + 1
*
16 | 0.14123594350940418386338811317264590449 | 0.024017541239208405955397851760941900239
f(z) = 1/96*z^3 - 179/48*z + 1
*
-16 | 0.15868853351594596158257070270652564798 | 0.027142768379436106463385922737565742311
f(z) = 1/96*z^3 - 173/48*z + 1
*
-2 | 0.13285533494575638685709405937128181668 | 0.018383355630351186026340446413085822004
f(z) = 5/88*z^3 - 172/55*z + 1
*
[ -8 ] 
f(z) = 7/80*z^3 - 179/40*z + 1
*
[ 6 ] 
f(z) = 11/84*z^3 - 163/42*z + 1
*
12 | 0.13031583175803624185431613938043789132 | 0.019927229742441362025395063962742502027
f(z) = 1/80*z^3 - 173/60*z + 1
*
-12 | 0.12183886159511309552542428517247673751 | 0.018802164156551394213299259887612055983
f(z) = 1/80*z^3 - 163/60*z + 1
*
[ 18 ] 
f(z) = 1/96*z^3 - 175/72*z + 1
*
[ -18 ] 
f(z) = 1/96*z^3 - 167/72*z + 1
*
-2 | 0.18641495303292757325033654075534560725 | 0.028357776511527013587451161358076535505
f(z) = 3/80*z^3 - 179/60*z + 1
*
10/3 | 0.14075848657090389641609242841590621914 | 0.021721839290724483938457973600273061438
f(z) = 3/80*z^3 - 163/60*z + 1
*
-28/5 | 0.20280832226309558948376289035049970855 | 0.028040343594133570056294805481425704626
f(z) = 5/96*z^3 - 173/60*z + 1
*
12/7 | 0.20812643294776769564479995495240269694 | 0.028545762299396912485422039349838554601
f(z) = 7/81*z^3 - 163/63*z + 1
*
22/7 | 0.094926133538684444633020208204339979897 | 0.013244820966340635257452138139915122673
f(z) = 7/88*z^3 - 162/77*z + 1
*
[ -6 ] 
f(z) = 9/80*z^3 - 173/60*z + 1
*
[ -6 ] 
f(z) = 10/99*z^3 - 163/66*z + 1
*
[ -16 ] 
f(z) = 1/80*z^3 - 171/80*z + 1
*
3 | 0.12848357158636928954309778998198366845 | 0.025046025024354889877341999626634451990
f(z) = 1/80*z^3 - 169/80*z + 1
*
0 | 0.055476523584333166545096732891528532883 | 0.010917557352179507697633775645102157623
f(z) = 1/80*z^3 - 161/80*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013313486272615773943628317929292192474
f(z) = 1/81*z^3 - 163/81*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013468711246133761905966048479870419277
f(z) = 1/82*z^3 - 165/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015988761343816866373345291973555606815
f(z) = 1/83*z^3 - 167/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.016000914618496767445406336505401553756
f(z) = 1/85*z^3 - 171/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013516119718132703357488201980814038046
f(z) = 1/86*z^3 - 173/86*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.012073755643737555299471126333905673064
f(z) = 1/87*z^3 - 175/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.016024043486834516014127335158330991322
f(z) = 1/89*z^3 - 179/89*z + 1
*
-15/2 | 0.18184111233756819086692448275380884330 | 0.024857919839042389982762244514636332458
f(z) = 2/81*z^3 - 167/90*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013297519520233285061670383408258240886
f(z) = 2/81*z^3 - 164/81*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015970132099834347061492826652508046663
f(z) = 2/83*z^3 - 168/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015982789284227731405694354222523411076
f(z) = 2/85*z^3 - 172/85*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.012060250112905452321619716424304805259
f(z) = 2/87*z^3 - 176/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.016006852766652759872761946433745648148
f(z) = 2/89*z^3 - 180/89*z + 1
*
-7 | 0.15450897756919224647893049208352498255 | 0.029882884797142121543432247052648375156
f(z) = 2/91*z^3 - 176/91*z + 1
*
0 | 0.055476523584333166545096732891528532883 | 0.010891096225242188031500753788910649077
f(z) = 3/80*z^3 - 163/80*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013437004370663078548720069448304392702
f(z) = 3/82*z^3 - 167/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015951656391931322965541025985730639376
f(z) = 3/83*z^3 - 169/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015964809686391005288599551343073834401
f(z) = 3/85*z^3 - 173/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013486039205757501131810833222747824104
f(z) = 3/86*z^3 - 175/86*z + 1
*
0 | 0.054389069380874386959831516567681892335 | 0.010484870687588886507538829297840664630
f(z) = 3/88*z^3 - 179/88*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013265988922946302963711694931952808426
f(z) = 4/81*z^3 - 166/81*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015933332008423228376671092693879420628
f(z) = 4/83*z^3 - 170/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015946973775830891926446932699472688982
f(z) = 4/85*z^3 - 174/85*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.012034150634840893202348351182905612035
f(z) = 4/87*z^3 - 178/87*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013250421133774612626965279385539605011
f(z) = 5/81*z^3 - 167/81*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013405821254601864752340578435045768087
f(z) = 5/82*z^3 - 169/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015915156782744385055259937632809140236
f(z) = 5/83*z^3 - 171/83*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013456431852299680863293108110366695989
f(z) = 5/86*z^3 - 177/86*z + 1
*
0 | 0.062357330184934704207097630228924288991 | 0.012020954777399292825333188782678161034
f(z) = 5/87*z^3 - 179/87*z + 1
*
[ 7 ] 
f(z) = 5/91*z^3 - 167/91*z + 1
*
3 | 0.089853445911228615017007583317683381835 | 0.017436126845056864088152400603133936898
f(z) = 5/96*z^3 - 173/96*z + 1
*
0 | 0.081830937789033978462676283287510898832 | 0.015897236637676058179315181401337194568
f(z) = 6/83*z^3 - 172/83*z + 1
*
0 | 0.082271964474473787246830057474285935395 | 0.015911849752059182581060298741778763616
f(z) = 6/85*z^3 - 176/85*z + 1
*
0 | 0.055476523584333166545096732891528532883 | 0.010839505794192575539048994075762186294
f(z) = 7/80*z^3 - 167/80*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013219671019487490154036246232128536324
f(z) = 7/81*z^3 - 169/81*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013375146870412495212991466007011883192
f(z) = 7/82*z^3 - 171/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015879245357129420469746172674274487554
f(z) = 7/83*z^3 - 173/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015894308282254086968936659172235805526
f(z) = 7/85*z^3 - 177/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013427284713478120164729131155113046205
f(z) = 7/86*z^3 - 179/86*z + 1
*
-15/4 | 0.18184111233756819086692448275380884330 | 0.024738550067321017996436080766668112139
f(z) = 8/81*z^3 - 173/90*z + 1
*
0 | 0.067816294884399001022558220866872763563 | 0.013204625476569362733659386102224477647
f(z) = 8/81*z^3 - 170/81*z + 1
*
0 | 0.081831117008698717876124211024696178449 | 0.015861647581323189464438384168030787348
f(z) = 8/83*z^3 - 174/83*z + 1
*
0 | 0.082271933638142440345741653466762039057 | 0.015877145936268403536333698304838903549
f(z) = 8/85*z^3 - 178/85*z + 1
*
[ 11/2 ] 
f(z) = 8/99*z^3 - 161/99*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013344966797511999478684387644704751296
f(z) = 9/82*z^3 - 173/82*z + 1
*
[ 1/3 ] 
f(z) = 9/82*z^3 - 165/82*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015843905640817704213974400370799676504
f(z) = 9/83*z^3 - 175/83*z + 1
*
[ 1/3 ] 
f(z) = 9/83*z^3 - 167/83*z + 1
*
0 | 0.082271319564635489904635073168505818057 | 0.015859880611155201332094258465297970438
f(z) = 9/85*z^3 - 179/85*z + 1
*
[ 1/3 ] 
f(z) = 9/85*z^3 - 171/85*z + 1
*
[ 1/3 ] 
f(z) = 9/86*z^3 - 173/86*z + 1
*
[ 1/3 ] 
f(z) = 9/88*z^3 - 177/88*z + 1
*
[ 1/3 ] 
f(z) = 9/89*z^3 - 179/89*z + 1
*
7/3 | 0.15560518156717549354388047540546032951 | 0.029996839909607513860313730550776201861
f(z) = 9/91*z^3 - 179/91*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013174482008683140515440602294499477461
f(z) = 10/81*z^3 - 172/81*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015826445204044987557456835300339979243
f(z) = 10/83*z^3 - 176/83*z + 1
*
[ -5 ] 
f(z) = 11/80*z^3 - 179/80*z + 1
*
0 | 0.055476523584333166545096732891528532883 | 0.010789605927087942065635607153717526362
f(z) = 11/80*z^3 - 171/80*z + 1
*
0 | 0.067816390186408590728836737728784482830 | 0.013159820076709191036166718477539188488
f(z) = 11/81*z^3 - 173/81*z + 1
*
36/11 | 0.21459509209384352588457058669602760589 | 0.029359537164508741992645269342330079853
f(z) = 11/81*z^3 - 166/99*z + 1
*
0 | 0.068771339318784876162483681371180255684 | 0.013315428686881598807158864444250289104
f(z) = 11/82*z^3 - 175/82*z + 1
*
0 | 0.081830678235688617779695127240348529044 | 0.015809179112559885679449272988199449461
f(z) = 11/83*z^3 - 177/83*z + 1
*
[ -5 ] 
f(z) = 11/85*z^3 - 173/85*z + 1
*
[ -5 ] 
f(z) = 11/90*z^3 - 167/90*z + 1
*
[ -5 ] 
f(z) = 11/95*z^3 - 161/95*z + 1
*
0 | 0.081830381625862924508805041172062415797 | 0.015791933574927176427033579485647577922
f(z) = 12/83*z^3 - 178/83*z + 1
*
0 | 0.055477325584151308338421687226124447742 | 0.010765415573103801180155102922524858642
f(z) = 13/80*z^3 - 173/80*z + 1
*
0 | 0.067816234269732796462634247044729953742 | 0.013130502331002708719570809961070635280
f(z) = 13/81*z^3 - 175/81*z + 1
*
0 | 0.068771293316034120051934079133727490845 | 0.013286187005613870592316367519080952379
f(z) = 13/82*z^3 - 177/82*z + 1
*
0 | 0.081831281009732142667591803720069910578 | 0.015775052034416628252829786473823129695
f(z) = 13/83*z^3 - 179/83*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013115904321462710028072144615991758642
f(z) = 14/81*z^3 - 176/81*z + 1
*
0 | 0.081830727186181694213096258321540603807 | 0.015758021785248175076031583473845276812
f(z) = 14/83*z^3 - 180/83*z + 1
*
0 | 0.068771434515286002433407656385780246844 | 0.013257435843282095539385378470038936082
f(z) = 15/82*z^3 - 179/82*z + 1
*
[ 4 ] 
f(z) = 15/92*z^3 - 171/92*z + 1
*
0 | 0.067815573374574672308348471414970722509 | 0.013087303380464833458165579272920619448
f(z) = 16/81*z^3 - 178/81*z + 1
*
0 | 0.055476523584333166545096732891528532883 | 0.010717720014012729580972352966459838087
f(z) = 17/80*z^3 - 177/80*z + 1
*
0 | 0.067815964404287885017837332040832477834 | 0.013073244779274035344939470669462755143
f(z) = 17/81*z^3 - 179/81*z + 1
*
[ -4 ] 
f(z) = 17/84*z^3 - 167/84*z + 1
*
[ 1/3 ] 
f(z) = 18/83*z^3 - 168/83*z + 1
*
[ 1/3 ] 
f(z) = 18/85*z^3 - 172/85*z + 1
*
[ 1/3 ] 
f(z) = 18/89*z^3 - 180/89*z + 1
*
0 | 0.055493080908334680087644564404061803311 | 0.010697696871871772798480467303032524614
f(z) = 19/80*z^3 - 179/80*z + 1
*
[ 27/8 ] 
f(z) = 16/81*z^3 - 167/108*z + 1
*
10 | 0.18881003608098978887728730214901516155 | 0.029192769186810050231795752307609587754
f(z) = 1/96*z^3 - 161/120*z + 1
*
-3/2 | 0.18948545958080517641789572066615303657 | 0.025989043351082241033659487186153271520
f(z) = 14/81*z^3 - 163/126*z + 1
*
[ -14/3 ] 
f(z) = 9/80*z^3 - 173/140*z + 1
*
-18/17 | 0.16644281778639973854386505273716979276 | 0.022661563575037179001003804841163697706
f(z) = 17/81*z^3 - 172/153*z + 1
*
[ -14 ] 
f(z) = 1/96*z^3 - 163/168*z + 1
*
[ 1/2 ] 
f(z) = 2/81*z^3 - 163/162*z + 1
*
[ 1/2 ] 
f(z) = 2/83*z^3 - 167/166*z + 1
*
[ 1/2 ] 
f(z) = 2/85*z^3 - 171/170*z + 1
*
[ 1/2 ] 
f(z) = 2/87*z^3 - 175/174*z + 1
*
[ 1/2 ] 
f(z) = 2/89*z^3 - 179/178*z + 1
*
[ -33/5 ] 
f(z) = 5/99*z^3 - 173/165*z + 1
*
[ 1/2 ] 
f(z) = 6/83*z^3 - 169/166*z + 1
*
[ 1/2 ] 
f(z) = 6/85*z^3 - 173/170*z + 1
*
[ 4 ] 
f(z) = 9/82*z^3 - 165/164*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 9/89*z^3 - 161/178*z + 1
*
[ 1/2 ] 
f(z) = 10/81*z^3 - 167/162*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = 10/81*z^3 - 161/162*z + 1
*
[ 1/2 ] 
f(z) = 10/83*z^3 - 171/166*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 10/83*z^3 - 163/166*z + 1
*
[ 1/2 ] 
f(z) = 10/87*z^3 - 179/174*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = 10/87*z^3 - 167/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 10/89*z^3 - 169/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.014887807775211686087950493167009044314
f(z) = 11/81*z^3 - 169/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017579476609482754963617646713399501810
f(z) = 11/83*z^3 - 171/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017625374093156244439049121062229653778
f(z) = 11/85*z^3 - 173/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013730624416753671150261243454999737881
f(z) = 11/87*z^3 - 175/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 11/89*z^3 - 177/178*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016324762091858000608915606843117214371
f(z) = 12/83*z^3 - 179/166*z + 1
*
[ 1/2 ] 
f(z) = 14/81*z^3 - 169/162*z + 1
*
[ 1/2 ] 
f(z) = 14/83*z^3 - 173/166*z + 1
*
[ 1/2 ] 
f(z) = 14/85*z^3 - 177/170*z + 1
*
6/5 | 0.16060582670589705769823275247734358884 | 0.022118282338260574510132884998532548517
f(z) = 15/88*z^3 - 178/165*z + 1
*
[ -15/4 ] 
f(z) = 16/99*z^3 - 166/165*z + 1
*
[ 1/2 ] 
f(z) = 18/83*z^3 - 175/166*z + 1
*
[ -8 ] 
f(z) = 3/92*z^3 - 177/184*z + 1
*
-51/10 | 0.086591927047803792203125989076230483740 | 0.011717158487756503672995970799988549188
f(z) = 5/81*z^3 - 169/180*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 8/97*z^3 - 161/194*z + 1
*
9/4 | 0.13623042952766834899492346417206143766 | 0.025760883241513715291011591016694543656
f(z) = 8/99*z^3 - 169/198*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 8/99*z^3 - 163/198*z + 1
*
[ -14/3 ] 
f(z) = 9/91*z^3 - 171/182*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = 9/91*z^3 - 163/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = 9/95*z^3 - 167/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 9/97*z^3 - 169/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 10/91*z^3 - 171/182*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = 10/93*z^3 - 173/186*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 10/97*z^3 - 177/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 10/99*z^3 - 179/198*z + 1
*
[ -9/2 ] 
f(z) = 10/99*z^3 - 163/198*z + 1
*
[ 6/11 ] 
f(z) = 11/81*z^3 - 173/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = 11/91*z^3 - 179/182*z + 1
*
[ -4 ] 
f(z) = 13/98*z^3 - 171/196*z + 1
*
[ 7/13 ] 
f(z) = 13/98*z^3 - 163/182*z + 1
*
-15/8 | 0.19895520539722546679693028072896217892 | 0.026921559007648441818265995870592221633
f(z) = 16/81*z^3 - 173/180*z + 1
*
15/7 | 0.16388488104295611982117305075052513107 | 0.025425380816285313452706951235879896278
f(z) = 7/90*z^3 - 173/210*z + 1
*
[ 8/3 ] 
f(z) = 19/96*z^3 - 169/216*z + 1
*
[ 7/12 ] 
f(z) = 9/98*z^3 - 167/224*z + 1
*
[ 3/5 ] 
f(z) = 11/81*z^3 - 161/225*z + 1
*
[ 3/5 ] 
f(z) = 13/81*z^3 - 163/225*z + 1
*
[ 3/5 ] 
f(z) = 14/81*z^3 - 164/225*z + 1
*
[ 3/5 ] 
f(z) = 16/81*z^3 - 166/225*z + 1
*
[ 3/5 ] 
f(z) = 17/81*z^3 - 167/225*z + 1
*
[ 3/5 ] 
f(z) = 19/81*z^3 - 169/225*z + 1
*
[ 3 ] 
f(z) = 13/86*z^3 - 179/258*z + 1
*
[ -3 ] 
f(z) = 19/85*z^3 - 173/255*z + 1
*
[ -3 ] 
f(z) = 19/86*z^3 - 169/258*z + 1
*
[ 12 ] 
f(z) = 1/92*z^3 - 179/276*z + 1
*
[ -9 ] 
f(z) = 2/93*z^3 - 176/279*z + 1
*
3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = 3/88*z^3 - 169/264*z + 1
*
8/3 | 0.13425788030959236499967719311430306067 | 0.024078031887671869903044349606230893936
f(z) = 3/88*z^3 - 163/264*z + 1
*
[ -9/2 ] 
f(z) = 8/87*z^3 - 167/261*z + 1
*
[ 33/8 ] 
f(z) = 8/99*z^3 - 163/264*z + 1
*
-2 | 0.14581009144721688779854497024410902341 | 0.020989001777505292384042402469917401013
f(z) = 13/80*z^3 - 179/260*z + 1
*
[ 3 ] 
f(z) = 13/88*z^3 - 175/264*z + 1
*
[ 3 ] 
f(z) = 13/89*z^3 - 173/267*z + 1
*
[ 3 ] 
f(z) = 13/92*z^3 - 167/276*z + 1
*
[ -3 ] 
f(z) = 19/88*z^3 - 161/264*z + 1
*
[ 19/6 ] 
f(z) = 12/95*z^3 - 166/285*z + 1
*
[ 3 ] 
f(z) = 13/94*z^3 - 163/282*z + 1
*
[ 3 ] 
f(z) = 13/95*z^3 - 161/285*z + 1
*
[ 2/3 ] 
f(z) = 15/94*z^3 - 161/282*z + 1
*
[ 2/3 ] 
f(z) = 15/98*z^3 - 167/294*z + 1
*
[ 9 ] 
f(z) = 17/81*z^3 - 145/9*z + 1
*
[ -9 ] 
f(z) = 17/81*z^3 - 143/9*z + 1
*
-9/2 | 0.11252079913866614641721647915009992457 | 0.015512684715343377279700749796584530118
f(z) = 1/81*z^3 - 157/36*z + 1
*
21 | 0.11512170807414948073245372054266009896 | 0.018704201837905509287409769968560045557
f(z) = 1/90*z^3 - 157/30*z + 1
*
-15/2 | 0.11353214495423122234375976581664465555 | 0.015765789590941212220294889329856063918
f(z) = 5/81*z^3 - 149/36*z + 1
*
[ 10 ] 
f(z) = 7/80*z^3 - 157/20*z + 1
*
[ -10 ] 
f(z) = 7/80*z^3 - 153/20*z + 1
*
-6 | 0.097078977848889519819522037091103472183 | 0.013456084060115139785574361282023019433
f(z) = 7/81*z^3 - 151/36*z + 1
*
-6 | 0.19652660262752115211561191687430840498 | 0.027290923353003548647057580748211957061
f(z) = 8/81*z^3 - 149/36*z + 1
*
6 | 0.10106410160065838744470347965776841334 | 0.013957877520416419176061695127549726157
f(z) = 11/81*z^3 - 155/36*z + 1
*
[ 8 ] 
f(z) = 11/96*z^3 - 155/24*z + 1
*
[ -8 ] 
f(z) = 11/96*z^3 - 149/24*z + 1
*
3/2 | 0.094926051788061011431937551176042159427 | 0.013232032799331781460844733378707625733
f(z) = 13/81*z^3 - 145/36*z + 1
*
[ 6 ] 
f(z) = 13/88*z^3 - 148/33*z + 1
*
-6 | 0.14014855258750853889424461396845379288 | 0.022915471645347175985516367089025494073
f(z) = 13/90*z^3 - 151/30*z + 1
*
6 | 0.079600389765638009901384971354108281076 | 0.012509828413510762272040060329061582548
f(z) = 13/96*z^3 - 145/24*z + 1
*
-9/8 | 0.20312916729889232703176463314586916450 | 0.028004411210363792330048816197109808435
f(z) = 16/81*z^3 - 157/36*z + 1
*
9/2 | 0.082878285440347987051595702753026692446 | 0.011509001353204820002909706648745942065
f(z) = 17/81*z^3 - 149/36*z + 1
*
6 | 0.15045445178471950217936002286695146502 | 0.023544410863920421509867547581917614271
f(z) = 17/96*z^3 - 149/24*z + 1
*
3/2 | 0.11733727623890519920587615086939327401 | 0.016264079901143295052681392536575643778
f(z) = 19/81*z^3 - 151/36*z + 1
*
[ 9/2 ] 
f(z) = 19/81*z^3 - 143/36*z + 1
*
[ 6 ] 
f(z) = 19/96*z^3 - 151/24*z + 1
*
[ -6 ] 
f(z) = 19/96*z^3 - 143/24*z + 1
*
14 | 0.11636675567931491957899348061104765684 | 0.020285067396509529074301136222644239240
f(z) = 1/84*z^3 - 155/42*z + 1
*
14 | 0.13379016974472241451027877383368039131 | 0.023483934406487906726288050773479034753
f(z) = 1/84*z^3 - 149/42*z + 1
*
14 | 0.13378072710777778172351970761786025282 | 0.023652920934548855587066079867478561278
f(z) = 1/84*z^3 - 143/42*z + 1
*
[ 21 ] 
f(z) = 1/98*z^3 - 149/42*z + 1
*
[ -21 ] 
f(z) = 1/98*z^3 - 145/42*z + 1
*
8 | 0.11295553510501226189720911446556816873 | 0.020020807447689929851173294657880099949
f(z) = 3/80*z^3 - 141/40*z + 1
*
[ -6 ] 
f(z) = 11/84*z^3 - 149/42*z + 1
*
22/5 | 0.14464581575096903716268541559136672114 | 0.020420428594695902418312170459640693043
f(z) = 15/88*z^3 - 149/55*z + 1
*
-12 | 0.16388780941487766885639767367574761940 | 0.026797040571073477954799246463842696603
f(z) = 1/90*z^3 - 151/60*z + 1
*
12/5 | 0.12792332718997464917590452965399354560 | 0.018165028240358934322725941712607910927
f(z) = 5/96*z^3 - 143/60*z + 1
*
-6/7 | 0.11741406118014355686456173502098671386 | 0.016274723035699806672805241009435812307
f(z) = 7/81*z^3 - 151/63*z + 1
*
-2 | 0.15154823698026821632957147105000359946 | 0.021354683225905669445819013542277218949
f(z) = 7/88*z^3 - 151/77*z + 1
*
-15/8 | 0.11132949214775884853496029440294780514 | 0.015518558539873571279168190092646285056
f(z) = 8/81*z^3 - 145/72*z + 1
*
3/4 | 0.16647415222837276922412490254542417583 | 0.027047602021923839417109720413157189064
f(z) = 8/99*z^3 - 157/66*z + 1
*
2 | 0.16085322544981289660614893116447599840 | 0.024967360900132758486713378607149442288
f(z) = 9/80*z^3 - 157/60*z + 1
*
-15/4 | 0.081748451063048486297980414200495520568 | 0.011352105426748951931452965709326086734
f(z) = 10/81*z^3 - 149/72*z + 1
*
-6/7 | 0.11393081533163567692986342204282544663 | 0.015734888462015401550757559610453922224
f(z) = 14/81*z^3 - 155/63*z + 1
*
-9/4 | 0.084706555171519522521678402220740749025 | 0.011741146766140840844894017862263776206
f(z) = 14/81*z^3 - 151/72*z + 1
*
7 | 0.10810845728709017873430559917004536603 | 0.021722772983733823484419277226394342408
f(z) = 1/84*z^3 - 145/84*z + 1
*
[ 11 ] 
f(z) = 2/99*z^3 - 152/99*z + 1
*
[ 28/3 ] 
f(z) = 3/98*z^3 - 149/84*z + 1
*
-24/5 | 0.16170664208790760488345704201888610634 | 0.022584508249774013301258305250132037451
f(z) = 5/81*z^3 - 143/90*z + 1
*
[ -7 ] 
f(z) = 5/84*z^3 - 149/84*z + 1
*
[ -7 ] 
f(z) = 5/91*z^3 - 141/91*z + 1
*
5 | 0.13829539092118802257480075911710793013 | 0.027866153632527763895943631415726235162
f(z) = 7/80*z^3 - 143/80*z + 1
*
-5 | 0.081419572008043539106923128339158439831 | 0.016102771728763849914715156141495778802
f(z) = 7/90*z^3 - 157/90*z + 1
*
12/7 | 0.21259418767451360370064855933142675635 | 0.029956676658990603344572303110002802871
f(z) = 7/96*z^3 - 151/84*z + 1
*
5/3 | 0.097971108591873606471639894389352433759 | 0.019475661984663753500413659160607963797
f(z) = 9/80*z^3 - 153/80*z + 1
*
[ 5 ] 
f(z) = 9/85*z^3 - 157/85*z + 1
*
[ 5 ] 
f(z) = 9/95*z^3 - 149/95*z + 1
*
[ -4 ] 
f(z) = 17/92*z^3 - 157/92*z + 1
*
[ 27/2 ] 
f(z) = 1/81*z^3 - 143/108*z + 1
*
[ 27/4 ] 
f(z) = 4/81*z^3 - 151/108*z + 1
*
[ 6 ] 
f(z) = 5/92*z^3 - 155/138*z + 1
*
[ -14/3 ] 
f(z) = 11/98*z^3 - 155/126*z + 1
*
-3/7 | 0.13523300088114543857121694353417645856 | 0.018744600199549106565263207869836455449
f(z) = 14/81*z^3 - 151/126*z + 1
*
-45/4 | 0.20973927704207207147691300300503460184 | 0.029236199555893502448495673318552730615
f(z) = 1/81*z^3 - 145/144*z + 1
*
6 | 0.15839504144503908559415506808220670791 | 0.022079169460578755751455247287645019889
f(z) = 4/81*z^3 - 145/144*z + 1
*
-3 | 0.20973927704207207147691300300503460184 | 0.029236199555893502448495673318552730615
f(z) = 16/81*z^3 - 145/144*z + 1
*
[ 9/17 ] 
f(z) = 17/81*z^3 - 145/153*z + 1
*
8 | 0.11470026223761728846369705961999640348 | 0.022385064121972101704222270837928155350
f(z) = 1/84*z^3 - 149/168*z + 1
*
[ 6 ] 
f(z) = 4/87*z^3 - 143/174*z + 1
*
[ -6 ] 
f(z) = 5/87*z^3 - 157/174*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = 7/85*z^3 - 141/170*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = 7/87*z^3 - 143/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 7/89*z^3 - 145/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = 8/81*z^3 - 145/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 8/83*z^3 - 147/166*z + 1
*
[ 17/4 ] 
f(z) = 8/85*z^3 - 159/170*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = 8/85*z^3 - 149/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = 8/87*z^3 - 151/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = 8/89*z^3 - 153/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = 9/83*z^3 - 155/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = 9/85*z^3 - 157/170*z + 1
*
[ 4 ] 
f(z) = 9/86*z^3 - 159/172*z + 1
*
[ -4 ] 
f(z) = 11/82*z^3 - 147/164*z + 1
*
[ -19/2 ] 
f(z) = 2/95*z^3 - 151/190*z + 1
*
11/2 | 0.13623042952766834899492346417206143766 | 0.025760883241513715291011591016694543656
f(z) = 2/99*z^3 - 157/198*z + 1
*
18/5 | 0.21148255371039186969467423883553631631 | 0.028616693076389815362127886918782069642
f(z) = 5/81*z^3 - 149/180*z + 1
*
[ -6 ] 
f(z) = 5/93*z^3 - 143/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 6/95*z^3 - 143/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 6/97*z^3 - 145/194*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = 7/93*z^3 - 149/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = 7/95*z^3 - 151/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 7/97*z^3 - 153/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = 7/99*z^3 - 155/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 8/91*z^3 - 155/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = 8/93*z^3 - 157/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 8/95*z^3 - 159/190*z + 1
*
[ 4 ] 
f(z) = 9/94*z^3 - 147/188*z + 1
*
[ 4 ] 
f(z) = 9/98*z^3 - 141/196*z + 1
*
[ 10/3 ] 
f(z) = 11/80*z^3 - 149/180*z + 1
*
[ -10/3 ] 
f(z) = 18/95*z^3 - 153/190*z + 1
*
[ 3/5 ] 
f(z) = 1/81*z^3 - 151/225*z + 1
*
[ 3/5 ] 
f(z) = 2/81*z^3 - 152/225*z + 1
*
[ 3/5 ] 
f(z) = 4/81*z^3 - 154/225*z + 1
*
[ 3/5 ] 
f(z) = 7/81*z^3 - 157/225*z + 1
*
[ 3/5 ] 
f(z) = 8/81*z^3 - 158/225*z + 1
*
[ 12/19 ] 
f(z) = 19/96*z^3 - 151/228*z + 1
*
[ 9/14 ] 
f(z) = 7/81*z^3 - 149/252*z + 1
*
[ 3 ] 
f(z) = 12/83*z^3 - 158/249*z + 1
*
[ 3 ] 
f(z) = 12/85*z^3 - 154/255*z + 1
*
[ 2/3 ] 
f(z) = 15/82*z^3 - 143/246*z + 1
*
[ 2/3 ] 
f(z) = 15/86*z^3 - 149/258*z + 1
*
[ -3 ] 
f(z) = 18/83*z^3 - 154/249*z + 1
*
[ -3 ] 
f(z) = 18/85*z^3 - 146/255*z + 1
*
[ -9/2 ] 
f(z) = 8/93*z^3 - 145/279*z + 1
*
-3 | 0.15010738584129876932788235180383276540 | 0.026920508610202043980699078576551233502
f(z) = 9/88*z^3 - 155/264*z + 1
*
[ 3 ] 
f(z) = 12/89*z^3 - 146/267*z + 1
*
[ 3 ] 
f(z) = 12/91*z^3 - 142/273*z + 1
*
[ 8/3 ] 
f(z) = 15/88*z^3 - 155/264*z + 1
*
[ -3 ] 
f(z) = 19/89*z^3 - 157/267*z + 1
*
[ -3 ] 
f(z) = 19/91*z^3 - 149/273*z + 1
*
[ -3 ] 
f(z) = 19/92*z^3 - 145/276*z + 1
*
[ 2/3 ] 
f(z) = 3/94*z^3 - 145/282*z + 1
*
[ 2/3 ] 
f(z) = 3/98*z^3 - 151/294*z + 1
*
[ 3 ] 
f(z) = 13/97*z^3 - 157/291*z + 1
*
[ 3 ] 
f(z) = 13/98*z^3 - 155/294*z + 1
*
[ 7/10 ] 
f(z) = 15/98*z^3 - 141/280*z + 1
*
24 | 0.11272181584992435704745989465325867844 | 0.015938219952822613851365310451177092186
f(z) = 1/81*z^3 - 131/18*z + 1
*
[ 18 ] 
f(z) = 2/81*z^3 - 127/18*z + 1
*
[ -18 ] 
f(z) = 2/81*z^3 - 125/18*z + 1
*
[ 14 ] 
f(z) = 5/98*z^3 - 127/14*z + 1
*
[ -14 ] 
f(z) = 5/98*z^3 - 125/14*z + 1
*
-12 | 0.20455709042984335356131368475326615849 | 0.029224852675976969678590832680436515595
f(z) = 7/96*z^3 - 137/12*z + 1
*
-15/2 | 0.20609745928592001038071450771059285795 | 0.028957637824886196449284271598541081751
f(z) = 10/81*z^3 - 137/18*z + 1
*
[ 9 ] 
f(z) = 16/81*z^3 - 136/9*z + 1
*
[ -9 ] 
f(z) = 16/81*z^3 - 134/9*z + 1
*
[ 6 ] 
f(z) = 17/81*z^3 - 121/18*z + 1
*
[ 6 ] 
f(z) = 19/81*z^3 - 137/18*z + 1
*
[ -6 ] 
f(z) = 19/81*z^3 - 131/18*z + 1
*
[ 7 ] 
f(z) = 19/98*z^3 - 121/14*z + 1
*
20 | 0.085040075885235968281875531945983382391 | 0.013755889342904806396934249053485364469
f(z) = 1/80*z^3 - 121/20*z + 1
*
18 | 0.17609749995170875031025876706127917854 | 0.024742506012144084147898372852578833747
f(z) = 1/81*z^3 - 137/36*z + 1
*
[ 24 ] 
f(z) = 1/96*z^3 - 121/24*z + 1
*
14 | 0.19383027571363523957268168927266886350 | 0.025795010239769543968056266794544038724
f(z) = 3/98*z^3 - 131/21*z + 1
*
-14 | 0.19399909980888651495100483748503539642 | 0.025897320967961436195540981046667520980
f(z) = 3/98*z^3 - 128/21*z + 1
*
9/4 | 0.13699408933289694701158448203407629128 | 0.019590131999520096023615805218150351740
f(z) = 4/81*z^3 - 121/36*z + 1
*
2 | 0.066544940619470610256709168551797726386 | 0.010552178202115197259403082503174289193
f(z) = 5/96*z^3 - 137/24*z + 1
*
3/2 | 0.18783546031641418043530758123441676989 | 0.026338110064627034190223072962377916410
f(z) = 7/81*z^3 - 139/36*z + 1
*
-8 | 0.14636024601105550892511392004774536625 | 0.023318234699738729257679384949224066285
f(z) = 7/96*z^3 - 133/24*z + 1
*
20/3 | 0.15996590512871526606415138097044535460 | 0.025807284729895671773542594027673984279
f(z) = 9/80*z^3 - 123/20*z + 1
*
6 | 0.14815430730318211489176860969531352488 | 0.024616102471644257059937004388330759183
f(z) = 11/90*z^3 - 137/30*z + 1
*
-6 | 0.16639701632686710667913144210473787696 | 0.027999770112266243011397942978470505017
f(z) = 11/90*z^3 - 127/30*z + 1
*
6 | 0.15448158435809231557651641071978158331 | 0.024794485892921262472854950939968664319
f(z) = 11/96*z^3 - 127/24*z + 1
*
[ -6 ] 
f(z) = 13/88*z^3 - 137/33*z + 1
*
[ 6 ] 
f(z) = 13/90*z^3 - 131/30*z + 1
*
[ -6 ] 
f(z) = 13/90*z^3 - 121/30*z + 1
*
-6 | 0.11573484962111680359568712483024088763 | 0.018721006160134536495020455209340690002
f(z) = 13/96*z^3 - 121/24*z + 1
*
[ 9/2 ] 
f(z) = 17/81*z^3 - 125/36*z + 1
*
[ 6 ] 
f(z) = 17/96*z^3 - 133/24*z + 1
*
[ -6 ] 
f(z) = 17/96*z^3 - 125/24*z + 1
*
[ -9/2 ] 
f(z) = 19/81*z^3 - 127/36*z + 1
*
-14 | 0.14479771329830264239661757317133011377 | 0.025796260223156909701672329210959342706
f(z) = 1/84*z^3 - 137/42*z + 1
*
10 | 0.14252278706356955588072005254243299111 | 0.020680575120093307791234395092943472621
f(z) = 1/88*z^3 - 123/55*z + 1
*
[ 10 ] 
f(z) = 3/88*z^3 - 138/55*z + 1
*
[ -10 ] 
f(z) = 3/88*z^3 - 127/55*z + 1
*
-28/3 | 0.072104158650121254887390572387322238389 | 0.010479670580717441859258429521395278248
f(z) = 3/98*z^3 - 139/42*z + 1
*
36/5 | 0.13243243029812386495454601079486738410 | 0.018569549750842388780604569010998990310
f(z) = 5/81*z^3 - 139/45*z + 1
*
6 | 0.062654739323606405482576596599915275317 | 0.011133432414485513779573450061989999483
f(z) = 5/84*z^3 - 139/42*z + 1
*
22/5 | 0.082913644712559379116919258191475166741 | 0.011961910404883883807776598234677394368
f(z) = 5/88*z^3 - 128/55*z + 1
*
18/5 | 0.14605700560567371362267578946668010934 | 0.021193403093477040742383708139313927636
f(z) = 5/88*z^3 - 123/55*z + 1
*
[ 22/5 ] 
f(z) = 15/88*z^3 - 139/55*z + 1
*
-10/3 | 0.089415555252578349261828187491323583243 | 0.014351307520116330704581629641787613297
f(z) = 3/80*z^3 - 127/60*z + 1
*
[ 6 ] 
f(z) = 7/80*z^3 - 139/60*z + 1
*
36/7 | 0.11714819584190513992474383749106163687 | 0.016582051189723536185032752064602848864
f(z) = 7/81*z^3 - 130/63*z + 1
*
[ 3/8 ] 
f(z) = 8/81*z^3 - 121/72*z + 1
*
[ 6 ] 
f(z) = 8/99*z^3 - 137/66*z + 1
*
-3/4 | 0.11697864164463759421816577468093710338 | 0.016650488034617800557522486066487226988
f(z) = 10/81*z^3 - 125/72*z + 1
*
11 | 0.13559345198866100179430973280004551175 | 0.027900964215607611560718196577561667051
f(z) = 1/88*z^3 - 129/88*z + 1
*
[ -11 ] 
f(z) = 2/99*z^3 - 134/99*z + 1
*
-5 | 0.13220008035497750904678490872603366936 | 0.026791119407353474933106577434840870382
f(z) = 3/80*z^3 - 139/80*z + 1
*
[ -28/3 ] 
f(z) = 3/98*z^3 - 131/84*z + 1
*
-3 | 0.11552453009332421823620535357636276135 | 0.023848073584164560858893772934946953392
f(z) = 7/96*z^3 - 127/96*z + 1
*
[ 5 ] 
f(z) = 8/85*z^3 - 132/85*z + 1
*
[ 5 ] 
f(z) = 8/95*z^3 - 124/95*z + 1
*
-9/2 | 0.12578415606427424647486897269731911330 | 0.025453916999088985365001589153744037344
f(z) = 8/99*z^3 - 140/99*z + 1
*
[ -11/2 ] 
f(z) = 8/99*z^3 - 125/99*z + 1
*
[ -5 ] 
f(z) = 9/80*z^3 - 129/80*z + 1
*
[ -5 ] 
f(z) = 9/85*z^3 - 123/85*z + 1
*
-2 | 0.12482080563779597281595892877890292594 | 0.017889604779592067900070702701754163324
f(z) = 9/88*z^3 - 134/99*z + 1
*
-12/5 | 0.17079255754629334694541830898743125378 | 0.023948370405118483621781495714986657223
f(z) = 10/81*z^3 - 139/90*z + 1
*
3 | 0.17079190540693962758117146198830862476 | 0.024423214079266470413981232328063732174
f(z) = 10/81*z^3 - 121/90*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.023696592373801338709694099178687295084
f(z) = 11/96*z^3 - 131/96*z + 1
*
[ 4 ] 
f(z) = 13/92*z^3 - 139/92*z + 1
*
[ -4 ] 
f(z) = 15/92*z^3 - 125/92*z + 1
*
[ 7/2 ] 
f(z) = 16/91*z^3 - 131/91*z + 1
*
-3 | 0.12522189820739373530006455014607607263 | 0.025934913309373786010237096951253557134
f(z) = 17/84*z^3 - 125/84*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.011871095439577061737892948504932304090
f(z) = 19/90*z^3 - 121/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.014816490087511034367823304480585193804
f(z) = 19/94*z^3 - 123/94*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.023411931094435748343524989575031429116
f(z) = 19/96*z^3 - 139/96*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.014926690803977377243991559821572346557
f(z) = 19/98*z^3 - 125/98*z + 1
*
[ -27/2 ] 
f(z) = 1/81*z^3 - 127/108*z + 1
*
-10 | 0.18215430183692995737396682910346339752 | 0.028884609939869170889397380652735479639
f(z) = 1/96*z^3 - 137/120*z + 1
*
[ 27/5 ] 
f(z) = 5/81*z^3 - 133/135*z + 1
*
-45/14 | 0.18948545958080517641789572066615303657 | 0.026910152200742974896073001687499451607
f(z) = 14/81*z^3 - 127/126*z + 1
*
15/7 | 0.18948480744145145705364887366703040755 | 0.026940304649572112626885162646949829500
f(z) = 14/81*z^3 - 121/126*z + 1
*
-4 | 0.17597929976325583221436091635286249272 | 0.027809901675336789353005409777037837328
f(z) = 7/80*z^3 - 121/140*z + 1
*
15/4 | 0.11560817844751159735852345564651679630 | 0.016130538226947274155121937416865303232
f(z) = 7/81*z^3 - 127/144*z + 1
*
[ 9/16 ] 
f(z) = 16/81*z^3 - 121/144*z + 1
*
[ 17/2 ] 
f(z) = 2/85*z^3 - 139/170*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.016591845729276483360817295475094932130
f(z) = 4/89*z^3 - 121/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = 5/81*z^3 - 121/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = 5/83*z^3 - 123/166*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.013745876383929840500205685964580915148
f(z) = 5/87*z^3 - 127/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 5/89*z^3 - 129/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 6/83*z^3 - 131/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 6/85*z^3 - 133/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 6/89*z^3 - 137/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = 7/81*z^3 - 137/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = 7/83*z^3 - 139/166*z + 1
*
[ -4 ] 
f(z) = 11/86*z^3 - 137/172*z + 1
*
[ 5/2 ] 
f(z) = 18/85*z^3 - 123/170*z + 1
*
14/3 | 0.11308473219075194651754178056966567122 | 0.017188085474578217055480498915160154552
f(z) = 1/80*z^3 - 139/180*z + 1
*
9/2 | 0.13686985474582929005664418421339871595 | 0.025881797184483982068136037560387442458
f(z) = 2/99*z^3 - 125/198*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 3/97*z^3 - 121/194*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.016600073372995895252244968539533833134
f(z) = 4/91*z^3 - 123/182*z + 1
*
[ 6 ] 
f(z) = 4/93*z^3 - 133/186*z + 1
*
-2 | 0.066444813171782318584767372765015572078 | 0.012714893644962961752239613720446775921
f(z) = 4/93*z^3 - 125/186*z + 1
*
-2 | 0.087183511081326662819593714257083793677 | 0.016615801620560977080951343397838546813
f(z) = 4/95*z^3 - 127/190*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.016623326760381864349345516211807499564
f(z) = 4/97*z^3 - 129/194*z + 1
*
-2 | 0.074384154897783007843898969727721862737 | 0.014065884809907898167182317797139027274
f(z) = 4/99*z^3 - 131/198*z + 1
*
-3/10 | 0.084384193285891446010258006451777551450 | 0.011418419710724587096945187260388890566
f(z) = 5/81*z^3 - 121/180*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = 5/91*z^3 - 131/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.013806785204012354985691143376030742138
f(z) = 5/93*z^3 - 133/186*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 5/97*z^3 - 137/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = 5/99*z^3 - 139/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 6/91*z^3 - 139/182*z + 1
*
[ -19/4 ] 
f(z) = 8/95*z^3 - 131/190*z + 1
*
[ -4 ] 
f(z) = 11/90*z^3 - 127/180*z + 1
*
-4/3 | 0.17142578485875484962910674513550403086 | 0.026055515944705906905452704276995109512
f(z) = 19/80*z^3 - 121/180*z + 1
*
[ 30/7 ] 
f(z) = 7/90*z^3 - 139/210*z + 1
*
[ 2/3 ] 
f(z) = 13/96*z^3 - 121/216*z + 1
*
[ 8/3 ] 
f(z) = 17/96*z^3 - 137/216*z + 1
*
[ 2/3 ] 
f(z) = 17/96*z^3 - 125/216*z + 1
*
[ 2/3 ] 
f(z) = 19/96*z^3 - 127/216*z + 1
*
-14/3 | 0.20239709902622699832690942788885787047 | 0.026907855124646990907454483882868262512
f(z) = 3/88*z^3 - 122/231*z + 1
*
[ 2/3 ] 
f(z) = 3/82*z^3 - 127/246*z + 1
*
[ 2/3 ] 
f(z) = 3/86*z^3 - 133/258*z + 1
*
[ 21/4 ] 
f(z) = 4/81*z^3 - 139/252*z + 1
*
[ 3 ] 
f(z) = 11/80*z^3 - 137/240*z + 1
*
[ 3 ] 
f(z) = 11/82*z^3 - 133/246*z + 1
*
[ 3 ] 
f(z) = 11/83*z^3 - 131/249*z + 1
*
[ 3 ] 
f(z) = 11/85*z^3 - 127/255*z + 1
*
[ 3 ] 
f(z) = 11/86*z^3 - 125/258*z + 1
*
[ 17/6 ] 
f(z) = 12/85*z^3 - 124/255*z + 1
*
[ -3 ] 
f(z) = 17/80*z^3 - 139/240*z + 1
*
[ -3 ] 
f(z) = 17/82*z^3 - 131/246*z + 1
*
[ -3 ] 
f(z) = 17/83*z^3 - 127/249*z + 1
*
[ -12 ] 
f(z) = 1/92*z^3 - 133/276*z + 1
*
[ 33/4 ] 
f(z) = 2/99*z^3 - 131/264*z + 1
*
[ 13/3 ] 
f(z) = 6/91*z^3 - 128/273*z + 1
*
[ -3 ] 
f(z) = 18/89*z^3 - 130/267*z + 1
*
[ -3 ] 
f(z) = 18/91*z^3 - 122/273*z + 1
*
[ 14/19 ] 
f(z) = 19/98*z^3 - 123/266*z + 1
*
[ 19/3 ] 
f(z) = 3/95*z^3 - 121/285*z + 1
*
[ 7/10 ] 
f(z) = 5/98*z^3 - 127/280*z + 1
*
[ 3 ] 
f(z) = 12/95*z^3 - 134/285*z + 1
*
[ 3 ] 
f(z) = 12/97*z^3 - 130/291*z + 1
*
[ 22/9 ] 
f(z) = 15/88*z^3 - 127/297*z + 1
*
[ 3/4 ] 
f(z) = 16/95*z^3 - 122/285*z + 1
*
[ 3/4 ] 
f(z) = 16/97*z^3 - 124/291*z + 1
*
[ -3 ] 
f(z) = 19/94*z^3 - 137/282*z + 1
*
[ -3 ] 
f(z) = 19/97*z^3 - 125/291*z + 1
*
[ -3 ] 
f(z) = 19/98*z^3 - 121/294*z + 1
*
24 | 0.16408760815737703830941371832418816925 | 0.023696287788037276841497161597590361752
f(z) = 1/81*z^3 - 113/18*z + 1
*
12 | 0.17387907752694195925875902786634208927 | 0.025897328158760126156176935647696577339
f(z) = 5/96*z^3 - 103/12*z + 1
*
[ 12 ] 
f(z) = 7/96*z^3 - 115/12*z + 1
*
[ -12 ] 
f(z) = 7/96*z^3 - 113/12*z + 1
*
-15/2 | 0.20218089570559215272570046642897764935 | 0.028980907154280790816051653063796050378
f(z) = 10/81*z^3 - 119/18*z + 1
*
[ 9 ] 
f(z) = 13/81*z^3 - 109/9*z + 1
*
[ -9 ] 
f(z) = 13/81*z^3 - 107/9*z + 1
*
[ 9 ] 
f(z) = 14/81*z^3 - 118/9*z + 1
*
[ -9 ] 
f(z) = 14/81*z^3 - 116/9*z + 1
*
[ 6 ] 
f(z) = 16/81*z^3 - 113/18*z + 1
*
[ -6 ] 
f(z) = 16/81*z^3 - 107/18*z + 1
*
[ -6 ] 
f(z) = 17/81*z^3 - 115/18*z + 1
*
[ 7 ] 
f(z) = 17/98*z^3 - 107/14*z + 1
*
[ -7 ] 
f(z) = 17/98*z^3 - 103/14*z + 1
*
[ -7 ] 
f(z) = 19/98*z^3 - 117/14*z + 1
*
-20 | 0.15130437190886214478654971285731992096 | 0.024540813856601731237832958452864511704
f(z) = 1/80*z^3 - 119/20*z + 1
*
4 | 0.11393948266714696854581545056372465431 | 0.018747316492976322709267056765313800091
f(z) = 1/80*z^3 - 109/20*z + 1
*
-15 | 0.16651204057735877796341548965279816979 | 0.029042757536222717989227658742936765130
f(z) = 1/90*z^3 - 103/30*z + 1
*
[ -24 ] 
f(z) = 1/96*z^3 - 119/24*z + 1
*
-12 | 0.18724060211173177393794153675064194652 | 0.027254606462036889686603483234103321322
f(z) = 2/81*z^3 - 107/36*z + 1
*
9/4 | 0.074101952997557888635176289552806643523 | 0.010757229227466582761366426743692866566
f(z) = 4/81*z^3 - 109/36*z + 1
*
-6 | 0.16307595488288615253422021124558646653 | 0.023869593567616617722228821463226657570
f(z) = 4/81*z^3 - 103/36*z + 1
*
9/2 | 0.081379992328197045498511859696210125048 | 0.011752281235933939094831255305721313755
f(z) = 5/81*z^3 - 113/36*z + 1
*
8 | 0.094870303269383268681428251092141979241 | 0.015657430985816723530201211738992527492
f(z) = 5/96*z^3 - 107/24*z + 1
*
-8 | 0.10434967690349722083077428392795439763 | 0.017387512615849639396262702181523506842
f(z) = 5/96*z^3 - 101/24*z + 1
*
14/5 | 0.19808117381451903458214477818113636226 | 0.026857532779422075818867679900573271660
f(z) = 5/98*z^3 - 114/35*z + 1
*
-6 | 0.16544752218146284259706682978998048190 | 0.028574898150952896505256761021397416848
f(z) = 7/90*z^3 - 109/30*z + 1
*
4/3 | 0.099350602618603362831498628735035848051 | 0.016114171815689269764521606158632911652
f(z) = 9/80*z^3 - 119/20*z + 1
*
[ 6 ] 
f(z) = 11/90*z^3 - 107/30*z + 1
*
-6 | 0.14283577587273247170476447315625730704 | 0.023167249852287320191565459819876549430
f(z) = 11/96*z^3 - 119/24*z + 1
*
6 | 0.16953213729227972169221308083009936739 | 0.027979648510183700257940585590153286182
f(z) = 13/80*z^3 - 107/20*z + 1
*
10/3 | 0.16969464439781347707735103911908603008 | 0.024962655464576411710272632574350656391
f(z) = 15/88*z^3 - 112/33*z + 1
*
[ -9/2 ] 
f(z) = 17/81*z^3 - 109/36*z + 1
*
4 | 0.11711721363599644385523574508057585029 | 0.019514933731057844334909229322519184319
f(z) = 19/80*z^3 - 101/20*z + 1
*
15 | 0.20595362818127705956222305141204739418 | 0.029521696179941141678742571488688033617
f(z) = 1/81*z^3 - 119/45*z + 1
*
14 | 0.11095987908084250063810556921174930892 | 0.020678415030222725773656284935695282242
f(z) = 1/84*z^3 - 107/42*z + 1
*
9/5 | 0.11653944670727988973449268485633204676 | 0.016917793547406916201842667025958446740
f(z) = 5/81*z^3 - 109/45*z + 1
*
6/5 | 0.11118354013820924145347814008112561208 | 0.016056283554824625754378588683187867669
f(z) = 10/81*z^3 - 113/45*z + 1
*
[ -22/5 ] 
f(z) = 15/88*z^3 - 114/55*z + 1
*
[ 14/3 ] 
f(z) = 15/98*z^3 - 107/42*z + 1
*
[ 4 ] 
f(z) = 17/88*z^3 - 103/44*z + 1
*
[ 4 ] 
f(z) = 19/88*z^3 - 119/44*z + 1
*
-21/2 | 0.085094812039529443089859889848336679798 | 0.014842097815180715770684474105617092347
f(z) = 2/99*z^3 - 103/66*z + 1
*
10/3 | 0.14075848657090389641609242841590621914 | 0.023377834365334351466843749598379662442
f(z) = 3/80*z^3 - 103/60*z + 1
*
-4 | 0.19290987273227997781466811693408132508 | 0.028569630951672433189736358786389819054
f(z) = 5/96*z^3 - 107/60*z + 1
*
[ -6 ] 
f(z) = 7/80*z^3 - 119/60*z + 1
*
[ 6 ] 
f(z) = 7/99*z^3 - 113/66*z + 1
*
[ -6 ] 
f(z) = 8/99*z^3 - 115/66*z + 1
*
[ 14/3 ] 
f(z) = 9/88*z^3 - 111/77*z + 1
*
15/4 | 0.081748451063048486297980414200495520568 | 0.012000045495774869830654396423863921057
f(z) = 10/81*z^3 - 101/72*z + 1
*
12/7 | 0.11741416499373934159801768349938463195 | 0.016892144145001786125443976754345566390
f(z) = 14/81*z^3 - 116/63*z + 1
*
18/7 | 0.11714832226409487960324192661704895406 | 0.017052024961394470110384565694087168543
f(z) = 14/81*z^3 - 107/63*z + 1
*
-11 | 0.13559345198866100179430973280004551175 | 0.028682531915816954178440020325766689445
f(z) = 1/88*z^3 - 113/88*z + 1
*
10 | 0.11654009884663360909873953185545467577 | 0.024841495828541784704441109837541688611
f(z) = 1/90*z^3 - 109/90*z + 1
*
15/2 | 0.20595331620408362990989282814579843353 | 0.029521651460671076699124640912704829401
f(z) = 2/81*z^3 - 119/90*z + 1
*
[ 8 ] 
f(z) = 3/88*z^3 - 115/88*z + 1
*
[ 7 ] 
f(z) = 4/91*z^3 - 118/91*z + 1
*
24/5 | 0.19355580010282936855862958724057388765 | 0.027951860556596564133411020177582010905
f(z) = 5/81*z^3 - 113/90*z + 1
*
-12/5 | 0.10524644962633552084391028226245659605 | 0.015319596998415324106189900900570360326
f(z) = 5/81*z^3 - 107/90*z + 1
*
[ 5 ] 
f(z) = 7/80*z^3 - 111/80*z + 1
*
[ 5 ] 
f(z) = 7/85*z^3 - 107/85*z + 1
*
[ 5 ] 
f(z) = 7/90*z^3 - 103/90*z + 1
*
[ 1/2 ] 
f(z) = 8/99*z^3 - 101/99*z + 1
*
-22/9 | 0.19885081009195852744996026075617194833 | 0.028993063284119968414913062363459173127
f(z) = 9/88*z^3 - 119/99*z + 1
*
[ -5 ] 
f(z) = 9/95*z^3 - 111/95*z + 1
*
39/10 | 0.11118374597465999973798277812720208195 | 0.016140317406442027544878539300292440932
f(z) = 10/81*z^3 - 109/90*z + 1
*
[ 4 ] 
f(z) = 11/84*z^3 - 113/84*z + 1
*
[ 4 ] 
f(z) = 11/92*z^3 - 107/92*z + 1
*
[ -4 ] 
f(z) = 13/84*z^3 - 103/84*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015616363242880092621793736316672338233
f(z) = 13/98*z^3 - 101/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.014900987490178298656827131271678271153
f(z) = 15/82*z^3 - 101/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015028388134574546117099954575091474005
f(z) = 15/86*z^3 - 103/86*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015258355126303599626855368529507359582
f(z) = 15/94*z^3 - 107/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015362620766980113666039732631551853258
f(z) = 15/98*z^3 - 109/98*z + 1
*
[ 13/4 ] 
f(z) = 16/91*z^3 - 106/91*z + 1
*
[ 1/2 ] 
f(z) = 16/97*z^3 - 101/97*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014659007806045177711770369203722067458
f(z) = 17/82*z^3 - 109/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.014789554587613939226093253573346176889
f(z) = 17/86*z^3 - 111/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012042863724793234532599470851830225403
f(z) = 17/90*z^3 - 113/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015026491395830715372308679158562631628
f(z) = 17/94*z^3 - 115/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015134138187189587899473220768274871511
f(z) = 17/98*z^3 - 117/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.014440852860204776479330483895450588359
f(z) = 19/82*z^3 - 117/82*z + 1
*
[ 3 ] 
f(z) = 19/84*z^3 - 115/84*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.014574326491892031916773190467683130371
f(z) = 19/86*z^3 - 119/86*z + 1
*
[ 3 ] 
f(z) = 19/87*z^3 - 113/87*z + 1
*
[ 3 ] 
f(z) = 19/93*z^3 - 109/93*z + 1
*
[ 3 ] 
f(z) = 19/96*z^3 - 107/96*z + 1
*
[ -27/4 ] 
f(z) = 4/81*z^3 - 119/108*z + 1
*
[ -27/8 ] 
f(z) = 16/81*z^3 - 103/108*z + 1
*
-12 | 0.14047655824815808654774139077396944319 | 0.023865796033772948239409672087796728302
f(z) = 1/90*z^3 - 107/120*z + 1
*
-8/3 | 0.13249391059630353509141483247850494124 | 0.024174902315132123644316640784798310211
f(z) = 3/80*z^3 - 107/120*z + 1
*
[ -6 ] 
f(z) = 5/92*z^3 - 109/138*z + 1
*
[ 28/5 ] 
f(z) = 5/98*z^3 - 109/140*z + 1
*
[ 4/7 ] 
f(z) = 7/80*z^3 - 109/140*z + 1
*
-2 | 0.18593930411394729582669006539012242586 | 0.026403258767703805759043273740651423986
f(z) = 13/88*z^3 - 112/143*z + 1
*
-8 | 0.13872384432471992186005943916867763471 | 0.027073540111200355334421969871999177630
f(z) = 1/84*z^3 - 107/168*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = 2/85*z^3 - 101/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = 2/87*z^3 - 103/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 2/89*z^3 - 105/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = 3/83*z^3 - 107/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = 3/85*z^3 - 109/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 3/89*z^3 - 113/178*z + 1
*
-2 | 0.070668030907743171524057245577350049949 | 0.013890259024356203474070756381049508620
f(z) = 4/81*z^3 - 113/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.016565540190043406353798925646415091379
f(z) = 4/83*z^3 - 115/166*z + 1
*
-2 | 0.085123777097803989120343847330885145498 | 0.016574594610978289207570987963424798369
f(z) = 4/85*z^3 - 117/170*z + 1
*
-2 | 0.065210821334524093144987601594038183886 | 0.012640070236202449971726323143245129464
f(z) = 4/87*z^3 - 119/174*z + 1
*
[ 3/5 ] 
f(z) = 5/99*z^3 - 113/165*z + 1
*
[ 4 ] 
f(z) = 7/82*z^3 - 101/164*z + 1
*
-18/7 | 0.11809075437447248726079261474012775403 | 0.018139180996768706263244149748886786601
f(z) = 7/96*z^3 - 109/168*z + 1
*
[ 3/5 ] 
f(z) = 10/99*z^3 - 116/165*z + 1
*
-22/15 | 0.20153002014436622185251983482303281270 | 0.028047204654026163184749182005495649527
f(z) = 15/88*z^3 - 113/165*z + 1
*
-2 | 0.13285533494575638685709405937128181668 | 0.018489656111449507589585384839792447226
f(z) = 15/88*z^3 - 107/165*z + 1
*
[ 2/3 ] 
f(z) = 18/85*z^3 - 101/170*z + 1
*
[ 2/3 ] 
f(z) = 18/89*z^3 - 105/178*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.013806587410953213969820315114212981589
f(z) = 1/93*z^3 - 101/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = 1/95*z^3 - 103/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.017706293479317095303158660387070938966
f(z) = 1/97*z^3 - 105/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.015144672063506123268790887811838778257
f(z) = 1/99*z^3 - 107/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 2/91*z^3 - 107/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = 2/93*z^3 - 109/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 2/95*z^3 - 111/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 2/97*z^3 - 113/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 2/99*z^3 - 115/198*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = 3/91*z^3 - 115/182*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.017703068419393857902418300609655673502
f(z) = 3/95*z^3 - 119/190*z + 1
*
-5 | 0.13652720661431443878256785959497724549 | 0.026235017520894994079526502568065680355
f(z) = 4/91*z^3 - 109/182*z + 1
*
-9/10 | 0.17079320968564706630966515598655388280 | 0.023110827703540661594984514983220901649
f(z) = 5/81*z^3 - 109/180*z + 1
*
[ 27/7 ] 
f(z) = 7/81*z^3 - 103/189*z + 1
*
-4 | 0.18226280302188499966804718464669843694 | 0.027702666633122805156270455716193826029
f(z) = 9/80*z^3 - 109/180*z + 1
*
[ 2/3 ] 
f(z) = 9/95*z^3 - 103/190*z + 1
*
[ 2/3 ] 
f(z) = 9/97*z^3 - 105/194*z + 1
*
[ 7/2 ] 
f(z) = 10/91*z^3 - 115/182*z + 1
*
[ 2/3 ] 
f(z) = 11/80*z^3 - 101/180*z + 1
*
[ -4 ] 
f(z) = 11/94*z^3 - 117/188*z + 1
*
[ -4 ] 
f(z) = 11/98*z^3 - 107/196*z + 1
*
[ 2/3 ] 
f(z) = 13/80*z^3 - 103/180*z + 1
*
-5/2 | 0.14854805076016398745232709794958437619 | 0.028090119106684824488093727988235790056
f(z) = 16/99*z^3 - 101/198*z + 1
*
[ 2/3 ] 
f(z) = 17/80*z^3 - 107/180*z + 1
*
-2 | 0.20084285892476281494869268629611175535 | 0.027473015651263467577420103985270867290
f(z) = 17/88*z^3 - 106/187*z + 1
*
[ 2/3 ] 
f(z) = 18/91*z^3 - 107/182*z + 1
*
[ 2/3 ] 
f(z) = 18/97*z^3 - 113/194*z + 1
*
[ 2/3 ] 
f(z) = 19/80*z^3 - 109/180*z + 1
*
[ 2/3 ] 
f(z) = 1/96*z^3 - 109/216*z + 1
*
[ 2/3 ] 
f(z) = 5/96*z^3 - 113/216*z + 1
*
[ 2/3 ] 
f(z) = 7/96*z^3 - 115/216*z + 1
*
[ 2/3 ] 
f(z) = 11/96*z^3 - 119/216*z + 1
*
[ 12/17 ] 
f(z) = 17/96*z^3 - 103/204*z + 1
*
-2 | 0.20702206087533083604644228707470769988 | 0.027893871578902482927983050057168056267
f(z) = 19/88*z^3 - 109/209*z + 1
*
[ 21/2 ] 
f(z) = 1/81*z^3 - 115/252*z + 1
*
[ 6 ] 
f(z) = 3/82*z^3 - 119/246*z + 1
*
[ 6 ] 
f(z) = 3/86*z^3 - 109/258*z + 1
*
-21/4 | 0.22525561951257442893686823945837243544 | 0.029153062798371992408573870836598930090
f(z) = 4/81*z^3 - 115/252*z + 1
*
[ 3 ] 
f(z) = 10/83*z^3 - 104/249*z + 1
*
[ 3/4 ] 
f(z) = 16/83*z^3 - 110/249*z + 1
*
[ 3/4 ] 
f(z) = 16/85*z^3 - 112/255*z + 1
*
[ -3 ] 
f(z) = 17/86*z^3 - 115/258*z + 1
*
[ 3/4 ] 
f(z) = 10/99*z^3 - 103/264*z + 1
*
[ 3 ] 
f(z) = 11/89*z^3 - 119/267*z + 1
*
[ 3 ] 
f(z) = 11/91*z^3 - 115/273*z + 1
*
[ 3 ] 
f(z) = 11/92*z^3 - 113/276*z + 1
*
[ 8/11 ] 
f(z) = 11/96*z^3 - 115/264*z + 1
*
[ 10/13 ] 
f(z) = 13/80*z^3 - 103/260*z + 1
*
[ 3/4 ] 
f(z) = 14/99*z^3 - 109/264*z + 1
*
[ 3/4 ] 
f(z) = 16/89*z^3 - 116/267*z + 1
*
[ 3/4 ] 
f(z) = 16/91*z^3 - 118/273*z + 1
*
[ -3 ] 
f(z) = 17/88*z^3 - 107/264*z + 1
*
[ -3 ] 
f(z) = 17/89*z^3 - 103/267*z + 1
*
[ 3 ] 
f(z) = 11/94*z^3 - 109/282*z + 1
*
[ 3 ] 
f(z) = 11/95*z^3 - 107/285*z + 1
*
[ 3 ] 
f(z) = 11/97*z^3 - 103/291*z + 1
*
[ 3 ] 
f(z) = 11/98*z^3 - 101/294*z + 1
*
[ -3 ] 
f(z) = 18/95*z^3 - 106/285*z + 1
*
4 | 0.10695774131463978508890150834546689222 | 0.016284481207021262671567617030843492737
f(z) = 1/96*z^3 - 89/12*z + 1
*
-4 | 0.15651544912254872634732607485390158849 | 0.024085665337747633099741452162577256058
f(z) = 1/96*z^3 - 83/12*z + 1
*
-15 | 0.13458917935452294790344447304197490153 | 0.019874551115369589627679065258105457186
f(z) = 2/81*z^3 - 97/18*z + 1
*
-12 | 0.085441872748479861480285790576793868263 | 0.012867992547872695209325379062029101523
f(z) = 2/81*z^3 - 85/18*z + 1
*
9 | 0.17480827346232323703606260638887524217 | 0.025893296711159345113801968206975378465
f(z) = 4/81*z^3 - 95/18*z + 1
*
[ 9 ] 
f(z) = 10/81*z^3 - 82/9*z + 1
*
[ 9 ] 
f(z) = 11/81*z^3 - 91/9*z + 1
*
[ -9 ] 
f(z) = 11/81*z^3 - 89/9*z + 1
*
[ 6 ] 
f(z) = 13/81*z^3 - 89/18*z + 1
*
[ -6 ] 
f(z) = 13/81*z^3 - 83/18*z + 1
*
[ 6 ] 
f(z) = 14/81*z^3 - 97/18*z + 1
*
[ 7 ] 
f(z) = 15/98*z^3 - 93/14*z + 1
*
[ -7 ] 
f(z) = 15/98*z^3 - 89/14*z + 1
*
-4 | 0.10513062817812297700790113742760745264 | 0.017576216002615534623847628055719432300
f(z) = 1/80*z^3 - 99/20*z + 1
*
[ 20 ] 
f(z) = 1/80*z^3 - 81/20*z + 1
*
-21/2 | 0.16307506836797442646100278629414674857 | 0.024081013031399994594815668373795081749
f(z) = 1/81*z^3 - 97/36*z + 1
*
[ 12 ] 
f(z) = 2/81*z^3 - 95/36*z + 1
*
[ -12 ] 
f(z) = 2/81*z^3 - 89/36*z + 1
*
10 | 0.10589253928020162235038177649929839423 | 0.017764208090257116149211744499139296923
f(z) = 3/80*z^3 - 97/20*z + 1
*
22/3 | 0.082914678328980268839100455394209734196 | 0.012441414996557444096607887625844747182
f(z) = 3/88*z^3 - 98/33*z + 1
*
10/3 | 0.13468326680647551908320897463904189172 | 0.020304055679092518198567492449576881683
f(z) = 3/88*z^3 - 95/33*z + 1
*
-22/3 | 0.17172561435854954824880206939291822678 | 0.026145489848739134426207383126979867315
f(z) = 3/88*z^3 - 89/33*z + 1
*
2/3 | 0.17172458074212865852662087219018365933 | 0.026426150295115224605985029052772590803
f(z) = 3/88*z^3 - 83/33*z + 1
*
-3/2 | 0.081379992328197045498511859696210125048 | 0.012171954064327473396270793529020290925
f(z) = 5/81*z^3 - 89/36*z + 1
*
-6 | 0.18115978965075730037265240337261791222 | 0.027381802412988245540608661214094857524
f(z) = 5/81*z^3 - 83/36*z + 1
*
-14/5 | 0.19753007828323767629319841403244465034 | 0.027713042481233901885114867830517143637
f(z) = 5/98*z^3 - 89/35*z + 1
*
6 | 0.15189621236851814583892845818937017968 | 0.027186227364366010846275927198996952042
f(z) = 7/90*z^3 - 89/30*z + 1
*
[ -8 ] 
f(z) = 7/96*z^3 - 85/24*z + 1
*
20/3 | 0.094269406301144798346213938126239020049 | 0.015760387589237645978546949101068494344
f(z) = 9/80*z^3 - 99/20*z + 1
*
-4/3 | 0.088260283533163017695042382652323022371 | 0.015023204115355210362581461752537798479
f(z) = 9/80*z^3 - 89/20*z + 1
*
[ 20/3 ] 
f(z) = 9/80*z^3 - 83/20*z + 1
*
[ 6 ] 
f(z) = 9/88*z^3 - 94/33*z + 1
*
[ -6 ] 
f(z) = 9/88*z^3 - 83/33*z + 1
*
-3/2 | 0.085866914696141119728938563962508113862 | 0.012718948913926546597599695874686821351
f(z) = 11/81*z^3 - 95/36*z + 1
*
9/2 | 0.18115994971613936497098724598431349499 | 0.027381826606429148191725329832107153222
f(z) = 11/81*z^3 - 83/36*z + 1
*
[ -6 ] 
f(z) = 11/90*z^3 - 97/30*z + 1
*
-9/2 | 0.081380429909341548601729995188050607818 | 0.012017307199440971493419954955110755806
f(z) = 13/81*z^3 - 97/36*z + 1
*
[ 9/2 ] 
f(z) = 13/81*z^3 - 89/36*z + 1
*
-9/2 | 0.18119174896462913976618552806406923978 | 0.027288424286724802545032820365941321242
f(z) = 13/81*z^3 - 85/36*z + 1
*
[ -6 ] 
f(z) = 13/96*z^3 - 89/24*z + 1
*
2/3 | 0.17505112500617287445151125313367597166 | 0.026839717008516877689591113955527803525
f(z) = 15/88*z^3 - 85/33*z + 1
*
3/2 | 0.10499298086062880681730105104431013603 | 0.015812491601988548183422570511943531130
f(z) = 16/81*z^3 - 85/36*z + 1
*
4 | 0.14088758494360447148542159023948169580 | 0.023803026107976349744127053383015748340
f(z) = 17/80*z^3 - 93/20*z + 1
*
-4 | 0.13093278605868134370447836640316128547 | 0.022554649764348125940013424410608997045
f(z) = 17/80*z^3 - 83/20*z + 1
*
[ 15 ] 
f(z) = 1/81*z^3 - 83/45*z + 1
*
-14 | 0.11305328436817060793846800321963470999 | 0.021546172232752955785999576267489044815
f(z) = 1/84*z^3 - 95/42*z + 1
*
[ 16 ] 
f(z) = 1/96*z^3 - 83/48*z + 1
*
[ 15/2 ] 
f(z) = 4/81*z^3 - 86/45*z + 1
*
6 | 0.098455293807393310452266425812339854086 | 0.014606484835190059324387872861683101302
f(z) = 5/81*z^3 - 94/45*z + 1
*
12/5 | 0.11118309383530628037373593112807945293 | 0.016574493170551256346331885381500805867
f(z) = 5/81*z^3 - 91/45*z + 1
*
6 | 0.11305293443104084797999473649509192066 | 0.021460891887632498761760753926679607393
f(z) = 5/84*z^3 - 97/42*z + 1
*
[ 2/5 ] 
f(z) = 5/88*z^3 - 83/55*z + 1
*
2 | 0.13377963172578386582670377337028157135 | 0.026048458358622812196854563678774538138
f(z) = 11/84*z^3 - 85/42*z + 1
*
2 | 0.13377823719047834322500967543047948750 | 0.025817025333475685908648569772169415137
f(z) = 13/84*z^3 - 89/42*z + 1
*
[ 4 ] 
f(z) = 15/88*z^3 - 87/44*z + 1
*
[ 2/5 ] 
f(z) = 15/88*z^3 - 84/55*z + 1
*
[ -14/3 ] 
f(z) = 15/98*z^3 - 89/42*z + 1
*
[ 15/4 ] 
f(z) = 16/81*z^3 - 92/45*z + 1
*
2 | 0.15350211805668095629675056749091281883 | 0.029139379501435739746702213649700900800
f(z) = 17/84*z^3 - 97/42*z + 1
*
[ -4 ] 
f(z) = 17/88*z^3 - 81/44*z + 1
*
[ -4 ] 
f(z) = 19/88*z^3 - 97/44*z + 1
*
[ 7/2 ] 
f(z) = 19/98*z^3 - 93/56*z + 1
*
[ 14 ] 
f(z) = 1/88*z^3 - 100/77*z + 1
*
[ -14 ] 
f(z) = 1/88*z^3 - 89/77*z + 1
*
3 | 0.093390479093040923468199355472305482626 | 0.013992002411959757632442753960504500139
f(z) = 7/81*z^3 - 88/63*z + 1
*
[ 3/7 ] 
f(z) = 7/81*z^3 - 85/63*z + 1
*
[ -6 ] 
f(z) = 7/99*z^3 - 91/66*z + 1
*
-2 | 0.13200413828154740675142686435523075386 | 0.022144609971090861238402108858869033314
f(z) = 9/80*z^3 - 97/60*z + 1
*
-6/7 | 0.18948480744145145705364887366703040755 | 0.028201285380395705431866284090934245140
f(z) = 14/81*z^3 - 92/63*z + 1
*
-5 | 0.064033896183838664192223055378666515204 | 0.014265779383608188819367143031118504708
f(z) = 1/80*z^3 - 89/80*z + 1
*
[ 13 ] 
f(z) = 1/91*z^3 - 85/91*z + 1
*
[ -8 ] 
f(z) = 3/88*z^3 - 93/88*z + 1
*
[ 1/2 ] 
f(z) = 4/81*z^3 - 82/81*z + 1
*
[ 1/2 ] 
f(z) = 4/83*z^3 - 84/83*z + 1
*
[ 1/2 ] 
f(z) = 4/85*z^3 - 86/85*z + 1
*
[ 1/2 ] 
f(z) = 4/87*z^3 - 88/87*z + 1
*
[ 1/2 ] 
f(z) = 4/89*z^3 - 90/89*z + 1
*
[ 1/2 ] 
f(z) = 4/93*z^3 - 94/93*z + 1
*
[ 1/2 ] 
f(z) = 4/95*z^3 - 96/95*z + 1
*
[ 1/2 ] 
f(z) = 4/97*z^3 - 98/97*z + 1
*
[ 1/2 ] 
f(z) = 4/99*z^3 - 100/99*z + 1
*
[ 5 ] 
f(z) = 6/85*z^3 - 82/85*z + 1
*
[ 5 ] 
f(z) = 7/95*z^3 - 99/95*z + 1
*
[ 1/2 ] 
f(z) = 8/81*z^3 - 83/81*z + 1
*
-15/4 | 0.18184111233756819086692448275380884330 | 0.027152483564038653900510811585736203433
f(z) = 8/81*z^3 - 83/90*z + 1
*
[ 1/2 ] 
f(z) = 8/83*z^3 - 85/83*z + 1
*
[ -5 ] 
f(z) = 8/85*z^3 - 98/85*z + 1
*
[ 1/2 ] 
f(z) = 8/85*z^3 - 87/85*z + 1
*
[ 1/2 ] 
f(z) = 8/87*z^3 - 89/87*z + 1
*
[ 1/2 ] 
f(z) = 8/89*z^3 - 91/89*z + 1
*
[ 1/2 ] 
f(z) = 8/91*z^3 - 93/91*z + 1
*
[ 1/2 ] 
f(z) = 8/93*z^3 - 95/93*z + 1
*
[ 1/2 ] 
f(z) = 8/95*z^3 - 97/95*z + 1
*
[ -5 ] 
f(z) = 8/95*z^3 - 86/95*z + 1
*
[ 1/2 ] 
f(z) = 8/97*z^3 - 99/97*z + 1
*
[ 9/2 ] 
f(z) = 8/99*z^3 - 85/99*z + 1
*
[ 13/3 ] 
f(z) = 9/91*z^3 - 99/91*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = 9/94*z^3 - 83/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = 9/98*z^3 - 85/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015479462401342036840513009795096411031
f(z) = 11/82*z^3 - 85/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015596493318510709860364172854252588077
f(z) = 11/86*z^3 - 87/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = 11/90*z^3 - 89/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = 11/94*z^3 - 91/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = 11/98*z^3 - 93/98*z + 1
*
[ 1/2 ] 
f(z) = 12/83*z^3 - 86/83*z + 1
*
[ 1/2 ] 
f(z) = 12/85*z^3 - 88/85*z + 1
*
[ 1/2 ] 
f(z) = 12/89*z^3 - 92/89*z + 1
*
[ 1/2 ] 
f(z) = 12/91*z^3 - 94/91*z + 1
*
[ 7/2 ] 
f(z) = 12/91*z^3 - 82/91*z + 1
*
[ 1/2 ] 
f(z) = 12/95*z^3 - 98/95*z + 1
*
[ 1/2 ] 
f(z) = 12/97*z^3 - 100/97*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015172420446666909387559849257567634600
f(z) = 13/82*z^3 - 93/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015295210606626289424942412352816320241
f(z) = 13/86*z^3 - 95/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012444783406541092244601249522087247223
f(z) = 13/90*z^3 - 97/90*z + 1
*
[ -4 ] 
f(z) = 13/92*z^3 - 93/92*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015516250280002827401164601286382383456
f(z) = 13/94*z^3 - 99/94*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 13/96*z^3 - 85/96*z + 1
*
[ 1/2 ] 
f(z) = 16/81*z^3 - 85/81*z + 1
*
[ 1/2 ] 
f(z) = 16/83*z^3 - 87/83*z + 1
*
[ 1/2 ] 
f(z) = 16/85*z^3 - 89/85*z + 1
*
[ 1/2 ] 
f(z) = 16/87*z^3 - 91/87*z + 1
*
[ 3 ] 
f(z) = 16/87*z^3 - 86/87*z + 1
*
[ 1/2 ] 
f(z) = 16/89*z^3 - 93/89*z + 1
*
[ 1/2 ] 
f(z) = 16/91*z^3 - 95/91*z + 1
*
[ 1/2 ] 
f(z) = 16/93*z^3 - 97/93*z + 1
*
[ 3 ] 
f(z) = 16/93*z^3 - 82/93*z + 1
*
[ 1/2 ] 
f(z) = 16/95*z^3 - 99/95*z + 1
*
[ 3 ] 
f(z) = 17/84*z^3 - 97/84*z + 1
*
[ 3 ] 
f(z) = 17/87*z^3 - 95/87*z + 1
*
[ 3 ] 
f(z) = 17/93*z^3 - 91/93*z + 1
*
[ 3 ] 
f(z) = 17/96*z^3 - 89/96*z + 1
*
[ 12 ] 
f(z) = 1/88*z^3 - 95/132*z + 1
*
-15/2 | 0.071744015003970218246385202866191837777 | 0.012188709988921940809683086582748733105
f(z) = 1/90*z^3 - 83/120*z + 1
*
[ -27/5 ] 
f(z) = 5/81*z^3 - 83/135*z + 1
*
21/4 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = 1/81*z^3 - 97/144*z + 1
*
[ 7/11 ] 
f(z) = 11/98*z^3 - 95/154*z + 1
*
[ 9/4 ] 
f(z) = 19/81*z^3 - 91/144*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.015011597017865945504151732660600483271
f(z) = 1/81*z^3 - 89/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.017681527806314899019352978716188478316
f(z) = 1/83*z^3 - 91/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.017685408272429848813826719709192638454
f(z) = 1/85*z^3 - 93/170*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.013745676033989601035968212470503182409
f(z) = 1/87*z^3 - 95/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.017692801608843360593789422928479838638
f(z) = 1/89*z^3 - 97/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = 2/81*z^3 - 97/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 2/83*z^3 - 99/166*z + 1
*
[ -17/2 ] 
f(z) = 2/85*z^3 - 99/170*z + 1
*
[ -6 ] 
f(z) = 4/87*z^3 - 85/174*z + 1
*
[ 4 ] 
f(z) = 7/86*z^3 - 95/172*z + 1
*
[ -4 ] 
f(z) = 9/82*z^3 - 83/164*z + 1
*
[ 2/3 ] 
f(z) = 9/83*z^3 - 91/166*z + 1
*
[ 2/3 ] 
f(z) = 9/85*z^3 - 93/170*z + 1
*
[ 10/3 ] 
f(z) = 9/85*z^3 - 81/170*z + 1
*
[ 2/3 ] 
f(z) = 9/89*z^3 - 97/178*z + 1
*
[ -10/3 ] 
f(z) = 15/88*z^3 - 98/165*z + 1
*
[ 2/3 ] 
f(z) = 18/83*z^3 - 99/166*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.017696327741865965690115568527525081925
f(z) = 1/91*z^3 - 99/182*z + 1
*
-11/2 | 0.14225848049429720875566555052005883521 | 0.026900774803653149257021014659207844556
f(z) = 2/99*z^3 - 85/198*z + 1
*
-6/5 | 0.18226280302188499966804718464669843694 | 0.024662832001084750711398154236978688066
f(z) = 5/81*z^3 - 91/180*z + 1
*
[ 2/3 ] 
f(z) = 7/80*z^3 - 97/180*z + 1
*
[ 4 ] 
f(z) = 7/90*z^3 - 89/180*z + 1
*
[ 4 ] 
f(z) = 7/94*z^3 - 83/188*z + 1
*
[ 2/3 ] 
f(z) = 9/91*z^3 - 99/182*z + 1
*
-4/3 | 0.18790665060595062287542410696258458941 | 0.028560491847907590352145400036151012825
f(z) = 11/80*z^3 - 89/180*z + 1
*
[ -10/3 ] 
f(z) = 13/80*z^3 - 91/180*z + 1
*
-13/6 | 0.15450962970854596584317733908264761157 | 0.029690513290892293672069935813695933826
f(z) = 18/91*z^3 - 85/182*z + 1
*
[ 27/8 ] 
f(z) = 8/81*z^3 - 91/216*z + 1
*
[ -33/7 ] 
f(z) = 7/99*z^3 - 83/231*z + 1
*
[ 10/3 ] 
f(z) = 9/92*z^3 - 89/230*z + 1
*
10/3 | 0.16071234197932496819205389715185309486 | 0.029002833138976818166774882274088064067
f(z) = 6/85*z^3 - 98/255*z + 1
*
45/14 | 0.18948611172015889578214256766527566558 | 0.024523696795447769078815624147267132871
f(z) = 7/81*z^3 - 85/252*z + 1
*
[ 3 ] 
f(z) = 9/80*z^3 - 83/240*z + 1
*
[ -3 ] 
f(z) = 16/83*z^3 - 100/249*z + 1
*
[ -3 ] 
f(z) = 16/85*z^3 - 92/255*z + 1
*
[ 3/4 ] 
f(z) = 2/99*z^3 - 91/264*z + 1
*
[ -22/5 ] 
f(z) = 7/88*z^3 - 86/275*z + 1
*
[ 3 ] 
f(z) = 10/89*z^3 - 92/267*z + 1
*
[ 3 ] 
f(z) = 10/91*z^3 - 88/273*z + 1
*
-7/6 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = 12/91*z^3 - 88/273*z + 1
*
[ 7/3 ] 
f(z) = 15/91*z^3 - 89/273*z + 1
*
[ 9/4 ] 
f(z) = 16/87*z^3 - 98/261*z + 1
*
[ 9/4 ] 
f(z) = 16/93*z^3 - 88/279*z + 1
*
[ -3 ] 
f(z) = 17/91*z^3 - 95/273*z + 1
*
[ -3 ] 
f(z) = 17/92*z^3 - 91/276*z + 1
*
[ 6 ] 
f(z) = 3/94*z^3 - 89/282*z + 1
*
[ 5/6 ] 
f(z) = 12/95*z^3 - 82/285*z + 1
*
[ -3 ] 
f(z) = 17/94*z^3 - 83/282*z + 1
*
[ -3 ] 
f(z) = 18/97*z^3 - 98/291*z + 1
*
3 | 0.18902279015657214700911162971709372056 | 0.028955883683976519766929152473733836944
f(z) = 1/81*z^3 - 76/9*z + 1
*
-3 | 0.15897415330773735148331410496255075704 | 0.024663522114259560369022773709754007615
f(z) = 1/81*z^3 - 70/9*z + 1
*
6 | 0.096045897913775209780808401955772696927 | 0.015074034673895319122576590611982390222
f(z) = 1/81*z^3 - 65/18*z + 1
*
-3 | 0.14889467890464403777053996818929105263 | 0.023603734197434857719300186971395052188
f(z) = 1/81*z^3 - 61/9*z + 1
*
22 | 0.087517175006606270668530221142163085392 | 0.013768988770876884739384849278645592060
f(z) = 1/88*z^3 - 72/11*z + 1
*
6 | 0.13451943231222729650907266180392153044 | 0.022789732093135297450516000604138930469
f(z) = 1/90*z^3 - 61/15*z + 1
*
4 | 0.16651231321628688933953280966455531901 | 0.026625658973600667122117925668313480844
f(z) = 1/96*z^3 - 65/12*z + 1
*
3 | 0.12544552175969640918409921884156544541 | 0.019335948144558048581586999563880202666
f(z) = 2/81*z^3 - 73/18*z + 1
*
-3 | 0.10605004539048404613461344031647615060 | 0.016811729616113318819718764796808352364
f(z) = 2/81*z^3 - 61/18*z + 1
*
[ 14 ] 
f(z) = 3/98*z^3 - 71/14*z + 1
*
[ -14 ] 
f(z) = 3/98*z^3 - 69/14*z + 1
*
3 | 0.15884340993046529592073254753063030084 | 0.024284158603482603553268875142383907765
f(z) = 4/81*z^3 - 77/18*z + 1
*
-3/2 | 0.13557720837497528867980438225967179989 | 0.021177594806175504621510437015795009326
f(z) = 4/81*z^3 - 67/9*z + 1
*
[ 12 ] 
f(z) = 5/96*z^3 - 79/12*z + 1
*
[ -12 ] 
f(z) = 5/96*z^3 - 77/12*z + 1
*
[ 9 ] 
f(z) = 8/81*z^3 - 64/9*z + 1
*
[ -9 ] 
f(z) = 10/81*z^3 - 80/9*z + 1
*
3/2 | 0.15883943248841294285524943263637093893 | 0.024588511116565490324085804190981151079
f(z) = 10/81*z^3 - 71/18*z + 1
*
[ 6 ] 
f(z) = 11/81*z^3 - 73/18*z + 1
*
[ -6 ] 
f(z) = 11/81*z^3 - 67/18*z + 1
*
[ 7 ] 
f(z) = 11/98*z^3 - 65/14*z + 1
*
[ -7 ] 
f(z) = 11/98*z^3 - 61/14*z + 1
*
[ 7 ] 
f(z) = 13/98*z^3 - 79/14*z + 1
*
[ -7 ] 
f(z) = 13/98*z^3 - 75/14*z + 1
*
-3/4 | 0.14668283238517772235577276397962812704 | 0.023253098179310666936239600402097936384
f(z) = 16/81*z^3 - 61/9*z + 1
*
15 | 0.13200367918844106465895657616032238040 | 0.024254602680209411866608158088752555242
f(z) = 1/90*z^3 - 77/30*z + 1
*
-6 | 0.15695988971110431653632164079916695932 | 0.027392173898523569446221354650392764593
f(z) = 1/96*z^3 - 77/24*z + 1
*
10 | 0.16397729516281047686186919119799992000 | 0.028616830661492634575331035593867792575
f(z) = 3/80*z^3 - 77/20*z + 1
*
10 | 0.12125237364533915696209180743985365996 | 0.021359456102691980853338528129225330552
f(z) = 3/80*z^3 - 73/20*z + 1
*
6 | 0.19207014922357887089308797373324760722 | 0.029783446029932786094580150066846054430
f(z) = 3/88*z^3 - 79/33*z + 1
*
-6 | 0.17172561435854954824880206939291822678 | 0.027262581047825503148811048112821433169
f(z) = 3/88*z^3 - 68/33*z + 1
*
-22/3 | 0.17172561435854954824880206939291822678 | 0.027459276474069042912615646574675122534
f(z) = 3/88*z^3 - 65/33*z + 1
*
14/3 | 0.19254762898142425707985162585010501249 | 0.027898429513618150447463111983633247616
f(z) = 3/98*z^3 - 71/21*z + 1
*
3 | 0.098493433248500602064270810672240831655 | 0.015181601472555477717080467841062764661
f(z) = 4/81*z^3 - 73/36*z + 1
*
6 | 0.064364198846421878770566793393502622367 | 0.011338205088391121544556153722206031879
f(z) = 5/96*z^3 - 73/24*z + 1
*
-6 | 0.13272292364652259265277610062079276094 | 0.020211594999645719858159057618865057076
f(z) = 7/81*z^3 - 79/36*z + 1
*
-9/2 | 0.081379992328197045498511859696210125048 | 0.012711815824453409266452737726635936319
f(z) = 7/81*z^3 - 67/36*z + 1
*
[ 6 ] 
f(z) = 7/88*z^3 - 67/33*z + 1
*
-6 | 0.12559942979658872372299451446713045500 | 0.022969650397904211279346799953422544007
f(z) = 7/90*z^3 - 79/30*z + 1
*
3 | 0.12219133608924992652998898346965064800 | 0.023455544847278814675106194319613971329
f(z) = 7/90*z^3 - 61/30*z + 1
*
[ -20/3 ] 
f(z) = 9/80*z^3 - 77/20*z + 1
*
4 | 0.10316420700278050610229927911479654343 | 0.018766790968504160692979435555357881777
f(z) = 9/80*z^3 - 61/20*z + 1
*
[ 9/2 ] 
f(z) = 11/81*z^3 - 71/36*z + 1
*
3 | 0.12538048357918767864701244821430799023 | 0.023265692101570322586603323763412018132
f(z) = 11/90*z^3 - 73/30*z + 1
*
[ 6 ] 
f(z) = 11/96*z^3 - 79/24*z + 1
*
4 | 0.14067155710131241251733360029507078059 | 0.024549582455667534802868067297373324630
f(z) = 13/80*z^3 - 77/20*z + 1
*
-4 | 0.13338692550535781827906418478855004618 | 0.023857491704115908942726603072158825134
f(z) = 13/80*z^3 - 67/20*z + 1
*
[ -9/2 ] 
f(z) = 13/81*z^3 - 73/36*z + 1
*
3 | 0.14652305896403073786530659777348139687 | 0.026796168144122418476396700799134156654
f(z) = 13/90*z^3 - 79/30*z + 1
*
15/8 | 0.098493433248500602064270810672240831655 | 0.015181601472555477717080467841062764661
f(z) = 16/81*z^3 - 73/36*z + 1
*
[ 3/8 ] 
f(z) = 16/81*z^3 - 61/36*z + 1
*
3/4 | 0.13943231656088327880951598216257058498 | 0.025440887186901204408002039048165892909
f(z) = 16/99*z^3 - 80/33*z + 1
*
[ 4 ] 
f(z) = 19/80*z^3 - 61/20*z + 1
*
8 | 0.10600022688598063607768910035987321001 | 0.021044515454679279679541245938524851760
f(z) = 1/80*z^3 - 77/40*z + 1
*
[ -15 ] 
f(z) = 1/81*z^3 - 77/45*z + 1
*
6 | 0.098717924879185014717073781509228212839 | 0.020155400934137212032624474348092181552
f(z) = 1/84*z^3 - 67/42*z + 1
*
2 | 0.13377823719047834322500967543047948750 | 0.027483778194514312485748324615036071684
f(z) = 1/84*z^3 - 65/42*z + 1
*
[ -16 ] 
f(z) = 1/96*z^3 - 77/48*z + 1
*
[ 8 ] 
f(z) = 3/80*z^3 - 61/40*z + 1
*
[ -15/2 ] 
f(z) = 4/81*z^3 - 74/45*z + 1
*
3 | 0.17079190540693962758117146198830862476 | 0.026163144364928930649996473851352175935
f(z) = 5/81*z^3 - 76/45*z + 1
*
2 | 0.13377931741421761754774109624803098246 | 0.026843875845152329918577449715960059156
f(z) = 5/84*z^3 - 73/42*z + 1
*
18/5 | 0.084690288692358126059320139634644265446 | 0.012947546289016697899586077104614439951
f(z) = 10/81*z^3 - 77/45*z + 1
*
-21/5 | 0.091313489978095164637924087508003062316 | 0.014230528243628614870714903990841406317
f(z) = 10/81*z^3 - 68/45*z + 1
*
12/5 | 0.17079190540693962758117146198830862476 | 0.027005409785062445264987511825407602980
f(z) = 10/81*z^3 - 62/45*z + 1
*
[ 4 ] 
f(z) = 13/88*z^3 - 71/44*z + 1
*
[ -4 ] 
f(z) = 15/88*z^3 - 65/44*z + 1
*
[ 7/2 ] 
f(z) = 15/98*z^3 - 65/56*z + 1
*
[ -15/4 ] 
f(z) = 16/81*z^3 - 68/45*z + 1
*
[ 7/2 ] 
f(z) = 17/98*z^3 - 79/56*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.017430570083099551479856974056124784078
f(z) = 19/92*z^3 - 61/46*z + 1
*
[ -7/2 ] 
f(z) = 19/98*z^3 - 61/56*z + 1
*
-6 | 0.087608495009572472282979493253372984066 | 0.015289174417152815024681504528115022748
f(z) = 1/80*z^3 - 77/60*z + 1
*
-10/3 | 0.089414250973870910533334493493078325206 | 0.015992570057049390466160438142283759033
f(z) = 3/80*z^3 - 67/60*z + 1
*
4 | 0.14532996949556178156210431620921191472 | 0.022625623819329794587262801002158275236
f(z) = 5/96*z^3 - 77/60*z + 1
*
[ 6 ] 
f(z) = 5/99*z^3 - 65/66*z + 1
*
4 | 0.13955073290023079648142455729196542054 | 0.024582840433289530402816226702883089310
f(z) = 9/80*z^3 - 73/60*z + 1
*
[ -14/3 ] 
f(z) = 9/88*z^3 - 78/77*z + 1
*
3 | 0.18948480744145145705364887366703040755 | 0.029738912536515078940914768326005783297
f(z) = 14/81*z^3 - 65/63*z + 1
*
[ 12 ] 
f(z) = 1/84*z^3 - 67/84*z + 1
*
7 | 0.12522086459097284557788335294334150518 | 0.028261350057096101197678964079985388686
f(z) = 1/84*z^3 - 61/84*z + 1
*
[ -13 ] 
f(z) = 1/91*z^3 - 71/91*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 1/96*z^3 - 73/96*z + 1
*
[ 9 ] 
f(z) = 2/99*z^3 - 74/99*z + 1
*
[ 7 ] 
f(z) = 3/91*z^3 - 69/91*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.015718922019967102692647701257608015648
f(z) = 3/98*z^3 - 61/98*z + 1
*
[ -13/2 ] 
f(z) = 4/91*z^3 - 64/91*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = 5/82*z^3 - 61/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = 5/86*z^3 - 63/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = 5/94*z^3 - 67/94*z + 1
*
3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 5/96*z^3 - 77/96*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = 5/98*z^3 - 69/98*z + 1
*
[ 5 ] 
f(z) = 6/95*z^3 - 74/95*z + 1
*
[ -5 ] 
f(z) = 7/80*z^3 - 79/80*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = 7/82*z^3 - 69/82*z + 1
*
[ -5 ] 
f(z) = 7/85*z^3 - 73/85*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = 7/86*z^3 - 71/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.012651787365812763171256595431701680898
f(z) = 7/90*z^3 - 73/90*z + 1
*
[ -5 ] 
f(z) = 7/90*z^3 - 67/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = 7/94*z^3 - 75/94*z + 1
*
[ -5 ] 
f(z) = 7/95*z^3 - 61/95*z + 1
*
5/3 | 0.11508533515596651375253226375175770472 | 0.026263038714855135424141389441128263125
f(z) = 9/80*z^3 - 73/80*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = 9/82*z^3 - 77/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = 9/86*z^3 - 79/86*z + 1
*
[ 4 ] 
f(z) = 9/92*z^3 - 75/92*z + 1
*
[ 18/5 ] 
f(z) = 10/81*z^3 - 79/90*z + 1
*
-3 | 0.11118309383530628037373593112807945293 | 0.016601840415262462357576734888084171007
f(z) = 10/81*z^3 - 61/90*z + 1
*
[ -4 ] 
f(z) = 11/92*z^3 - 61/92*z + 1
*
[ 3 ] 
f(z) = 13/84*z^3 - 61/84*z + 1
*
[ 3 ] 
f(z) = 14/87*z^3 - 68/87*z + 1
*
[ 3 ] 
f(z) = 14/93*z^3 - 64/93*z + 1
*
[ -7/2 ] 
f(z) = 16/91*z^3 - 79/91*z + 1
*
[ 9/13 ] 
f(z) = 13/81*z^3 - 61/117*z + 1
*
[ -12 ] 
f(z) = 1/88*z^3 - 73/132*z + 1
*
[ 12 ] 
f(z) = 1/99*z^3 - 71/132*z + 1
*
[ 2/3 ] 
f(z) = 3/92*z^3 - 71/138*z + 1
*
[ 18/7 ] 
f(z) = 14/81*z^3 - 67/126*z + 1
*
[ 2/3 ] 
f(z) = 15/92*z^3 - 79/138*z + 1
*
[ 7/3 ] 
f(z) = 19/98*z^3 - 61/126*z + 1
*
-15/4 | 0.11560817844751159735852345564651679630 | 0.016130538226947274155121937416865303232
f(z) = 1/81*z^3 - 73/144*z + 1
*
-10/7 | 0.12608246993991919295363214876056101069 | 0.019924736015712212705418139275666852269
f(z) = 7/80*z^3 - 67/140*z + 1
*
[ 3/4 ] 
f(z) = 13/81*z^3 - 61/144*z + 1
*
[ 9/4 ] 
f(z) = 17/81*z^3 - 73/144*z + 1
*
[ 3/4 ] 
f(z) = 17/81*z^3 - 65/144*z + 1
*
[ 3/4 ] 
f(z) = 19/81*z^3 - 67/144*z + 1
*
[ -17/4 ] 
f(z) = 8/85*z^3 - 79/170*z + 1
*
[ 3/4 ] 
f(z) = 8/87*z^3 - 67/174*z + 1
*
[ -4 ] 
f(z) = 9/86*z^3 - 73/172*z + 1
*
[ 5/2 ] 
f(z) = 14/85*z^3 - 73/170*z + 1
*
-6/5 | 0.17209356998553493928094673316366038216 | 0.023950494192223225202448094324457839419
f(z) = 15/88*z^3 - 68/165*z + 1
*
[ 2 ] 
f(z) = 18/83*z^3 - 61/166*z + 1
*
[ 2 ] 
f(z) = 19/81*z^3 - 71/162*z + 1
*
[ 2 ] 
f(z) = 19/83*z^3 - 69/166*z + 1
*
[ 2 ] 
f(z) = 19/85*z^3 - 67/170*z + 1
*
[ 2 ] 
f(z) = 19/87*z^3 - 65/174*z + 1
*
[ 2 ] 
f(z) = 19/89*z^3 - 63/178*z + 1
*
-26/3 | 0.081420876286750977835416822337403697868 | 0.012375401647245381692914490651009751575
f(z) = 1/80*z^3 - 79/180*z + 1
*
4 | 0.14666284942673701221989957566372620057 | 0.028242647423807327501891694124959437332
f(z) = 1/90*z^3 - 77/180*z + 1
*
[ -6 ] 
f(z) = 4/93*z^3 - 71/186*z + 1
*
-4/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = 7/80*z^3 - 73/180*z + 1
*
[ 3/4 ] 
f(z) = 8/93*z^3 - 71/186*z + 1
*
[ 10/3 ] 
f(z) = 9/95*z^3 - 67/190*z + 1
*
[ 5/2 ] 
f(z) = 14/95*z^3 - 61/190*z + 1
*
[ 13/6 ] 
f(z) = 18/91*z^3 - 71/182*z + 1
*
[ 5/6 ] 
f(z) = 18/95*z^3 - 63/190*z + 1
*
[ 2 ] 
f(z) = 19/91*z^3 - 61/182*z + 1
*
[ 10 ] 
f(z) = 1/84*z^3 - 61/210*z + 1
*
[ 8/3 ] 
f(z) = 13/96*z^3 - 73/216*z + 1
*
[ 4/5 ] 
f(z) = 5/88*z^3 - 63/220*z + 1
*
[ 4/5 ] 
f(z) = 15/88*z^3 - 79/220*z + 1
*
[ 9/10 ] 
f(z) = 16/81*z^3 - 61/225*z + 1
*
[ 14/17 ] 
f(z) = 17/98*z^3 - 79/238*z + 1
*
[ 9/5 ] 
f(z) = 19/81*z^3 - 71/225*z + 1
*
[ -21/2 ] 
f(z) = 1/81*z^3 - 67/252*z + 1
*
[ 16/3 ] 
f(z) = 3/80*z^3 - 61/240*z + 1
*
[ 17/3 ] 
f(z) = 3/85*z^3 - 79/255*z + 1
*
[ 3 ] 
f(z) = 9/82*z^3 - 79/246*z + 1
*
[ 3 ] 
f(z) = 9/83*z^3 - 77/249*z + 1
*
[ 3 ] 
f(z) = 9/85*z^3 - 73/255*z + 1
*
[ 3 ] 
f(z) = 9/86*z^3 - 71/258*z + 1
*
[ 5/6 ] 
f(z) = 12/85*z^3 - 76/255*z + 1
*
[ -3 ] 
f(z) = 15/82*z^3 - 77/246*z + 1
*
[ -3 ] 
f(z) = 15/83*z^3 - 73/249*z + 1
*
[ -3 ] 
f(z) = 15/86*z^3 - 61/258*z + 1
*
[ -33/4 ] 
f(z) = 2/99*z^3 - 67/264*z + 1
*
[ 3 ] 
f(z) = 9/88*z^3 - 67/264*z + 1
*
[ 3 ] 
f(z) = 9/89*z^3 - 65/267*z + 1
*
[ 3 ] 
f(z) = 9/91*z^3 - 61/273*z + 1
*
[ 27/10 ] 
f(z) = 10/81*z^3 - 73/270*z + 1
*
[ -3 ] 
f(z) = 16/89*z^3 - 76/267*z + 1
*
[ -3 ] 
f(z) = 16/91*z^3 - 68/273*z + 1
*
[ 6 ] 
f(z) = 3/98*z^3 - 79/294*z + 1
*
[ 3 ] 
f(z) = 10/97*z^3 - 76/291*z + 1
*
[ 27/11 ] 
f(z) = 11/81*z^3 - 67/297*z + 1
*
[ -3 ] 
f(z) = 17/95*z^3 - 79/285*z + 1
*
[ -3 ] 
f(z) = 17/97*z^3 - 71/291*z + 1
*
[ -3 ] 
f(z) = 17/98*z^3 - 67/294*z + 1
*
[ 18 ] 
f(z) = 1/81*z^3 - 55/18*z + 1
*
[ 22 ] 
f(z) = 1/88*z^3 - 50/11*z + 1
*
[ -22 ] 
f(z) = 1/88*z^3 - 49/11*z + 1
*
12 | 0.15892326532592267369781585610204491701 | 0.028501563121558578244103238305859752802
f(z) = 1/90*z^3 - 44/15*z + 1
*
-4 | 0.16477089346084920722348661829032818366 | 0.026761646230497696156398840374926643214
f(z) = 1/96*z^3 - 59/12*z + 1
*
20 | 0.11593372790457090673085735996829927023 | 0.019163443937238024506547663086772637259
f(z) = 1/96*z^3 - 53/12*z + 1
*
-20 | 0.065279356107030661066681176690683809476 | 0.011009085879044736180379555713267201113
f(z) = 1/96*z^3 - 47/12*z + 1
*
4 | 0.13204480537864672149387663310292524446 | 0.022793802035531249059475420911672775202
f(z) = 1/96*z^3 - 41/12*z + 1
*
9 | 0.12206938025184087679052417862459203079 | 0.020185524660579474431201679459565171423
f(z) = 2/81*z^3 - 47/18*z + 1
*
12 | 0.076767500796496996201821430824494638170 | 0.012834339519917074419988201255356612576
f(z) = 2/81*z^3 - 44/9*z + 1
*
-9/2 | 0.12206884376412154634066668730410021662 | 0.020651842909736311552295643381844952564
f(z) = 2/81*z^3 - 41/18*z + 1
*
12 | 0.18516108462412065853282986493342523046 | 0.029589472758614885528867786641002238326
f(z) = 4/81*z^3 - 58/9*z + 1
*
-3/2 | 0.13016551455349751710980456026208478105 | 0.021377000369691854201061816039679389804
f(z) = 4/81*z^3 - 49/9*z + 1
*
-3 | 0.086058429845492768465250031906237937231 | 0.014230714977933591454244797661933557322
f(z) = 4/81*z^3 - 47/18*z + 1
*
3 | 0.15839578734441190344049420730718153513 | 0.026797705433515818960122561457968012596
f(z) = 4/81*z^3 - 41/18*z + 1
*
[ 9 ] 
f(z) = 7/81*z^3 - 55/9*z + 1
*
[ -9 ] 
f(z) = 7/81*z^3 - 53/9*z + 1
*
[ 6 ] 
f(z) = 7/81*z^3 - 41/18*z + 1
*
-3/2 | 0.081567948477725789697317698522614433963 | 0.013146456459768151870768395103028437610
f(z) = 8/81*z^3 - 55/18*z + 1
*
9/4 | 0.12280155721579954281155076337755303661 | 0.019911022110313281253935678645148701858
f(z) = 8/81*z^3 - 53/18*z + 1
*
3/2 | 0.16247933118944158668017656250630208810 | 0.027164032693760701137507561494976192800
f(z) = 8/81*z^3 - 44/9*z + 1
*
-9/2 | 0.12206890416998398460470971539146594156 | 0.020651853129316864905853407810115568170
f(z) = 8/81*z^3 - 41/18*z + 1
*
[ 22/3 ] 
f(z) = 9/88*z^3 - 51/11*z + 1
*
[ -22/3 ] 
f(z) = 9/88*z^3 - 48/11*z + 1
*
[ 7 ] 
f(z) = 9/98*z^3 - 51/14*z + 1
*
[ -7 ] 
f(z) = 9/98*z^3 - 47/14*z + 1
*
[ -6 ] 
f(z) = 10/81*z^3 - 59/18*z + 1
*
6 | 0.13976702266820849073380290050130467721 | 0.023646055021893962936381289108407829566
f(z) = 11/81*z^3 - 41/9*z + 1
*
4 | 0.15915512969764306281387032926687771686 | 0.027473632975296342322675795304827798090
f(z) = 13/96*z^3 - 41/12*z + 1
*
[ -9/2 ] 
f(z) = 14/81*z^3 - 41/18*z + 1
*
-4 | 0.14725780175622628506744168767198917912 | 0.025212606832388645416523440075788174066
f(z) = 17/96*z^3 - 43/12*z + 1
*
-4 | 0.15328907847381788623749999994767482119 | 0.025851551392004852121613285731043347852
f(z) = 19/96*z^3 - 47/12*z + 1
*
10 | 0.089413217357450020811153296290343757751 | 0.017075185401105469991474121908918142545
f(z) = 1/80*z^3 - 47/20*z + 1
*
-10 | 0.14075753029730006574103868348409190122 | 0.027344862812642735489672531928216549674
f(z) = 1/80*z^3 - 43/20*z + 1
*
[ 15 ] 
f(z) = 1/90*z^3 - 47/30*z + 1
*
8 | 0.089853457387725960011946086692470190185 | 0.017455765672496569051170032209733427213
f(z) = 1/96*z^3 - 43/24*z + 1
*
[ -10 ] 
f(z) = 3/80*z^3 - 53/20*z + 1
*
-3 | 0.13272292364652259265277610062079276094 | 0.021797002052277154489894806244636898359
f(z) = 4/81*z^3 - 49/36*z + 1
*
6 | 0.15704673227441338752864484794248238057 | 0.025028316889590937641433779163355571753
f(z) = 5/81*z^3 - 59/36*z + 1
*
[ 8 ] 
f(z) = 5/96*z^3 - 59/24*z + 1
*
[ -8 ] 
f(z) = 5/96*z^3 - 53/24*z + 1
*
-4 | 0.14075821632992123656861491081715031389 | 0.027344996087700000925497631215561465512
f(z) = 7/80*z^3 - 43/20*z + 1
*
[ -6 ] 
f(z) = 7/88*z^3 - 56/33*z + 1
*
[ 6 ] 
f(z) = 7/90*z^3 - 59/30*z + 1
*
[ -6 ] 
f(z) = 7/90*z^3 - 49/30*z + 1
*
4/3 | 0.15734430743396747693757577870516308023 | 0.029810702796840396629390282278885378609
f(z) = 9/80*z^3 - 49/20*z + 1
*
-4 | 0.15697011698366320474536269381629127329 | 0.028728943822773375890699024688533974511
f(z) = 11/80*z^3 - 59/20*z + 1
*
4 | 0.15408589247643504150590133331645267690 | 0.029193358315353237846461747481482688401
f(z) = 11/80*z^3 - 49/20*z + 1
*
2 | 0.10652796255646101610540594126461972240 | 0.020888382875139338210541090463094227185
f(z) = 11/80*z^3 - 41/20*z + 1
*
[ -9/2 ] 
f(z) = 11/81*z^3 - 55/36*z + 1
*
2 | 0.089853445911228615017007583317683381835 | 0.017159255568769598918753183705483810097
f(z) = 11/96*z^3 - 47/24*z + 1
*
-4 | 0.15513748069572733489530238444487364282 | 0.029626506279826278640232049023261214945
f(z) = 13/80*z^3 - 47/20*z + 1
*
2 | 0.089413217357450020811153296290343757751 | 0.017370240562705976526007705744036806056
f(z) = 13/80*z^3 - 43/20*z + 1
*
2 | 0.089853445911228615017007583317683381835 | 0.017023776805244340403401461215100890464
f(z) = 13/96*z^3 - 49/24*z + 1
*
-3/2 | 0.18115893614092882657161319333447197080 | 0.029197719333654640374353146881022390471
f(z) = 16/81*z^3 - 55/36*z + 1
*
[ 4 ] 
f(z) = 17/80*z^3 - 53/20*z + 1
*
2 | 0.11585052326673853552053651814769335036 | 0.022123900940578556441738379451464269280
f(z) = 17/80*z^3 - 47/20*z + 1
*
[ -4 ] 
f(z) = 17/80*z^3 - 43/20*z + 1
*
2 | 0.089854174648087331587078424618444600415 | 0.016774522063231244405010241679334429187
f(z) = 17/96*z^3 - 53/24*z + 1
*
[ -4 ] 
f(z) = 19/80*z^3 - 51/20*z + 1
*
2 | 0.14531922820899328612711767845101884744 | 0.027532412156839920359864504223370798204
f(z) = 19/80*z^3 - 49/20*z + 1
*
2 | 0.10594994803603357495995616786649400213 | 0.019643541776941218991902435122652549439
f(z) = 19/96*z^3 - 55/24*z + 1
*
[ 14 ] 
f(z) = 1/84*z^3 - 59/42*z + 1
*
[ -8 ] 
f(z) = 3/80*z^3 - 51/40*z + 1
*
-3 | 0.084690288692358126059320139634644265446 | 0.014054459402221885191135065314591647832
f(z) = 5/81*z^3 - 46/45*z + 1
*
[ 6 ] 
f(z) = 5/84*z^3 - 55/42*z + 1
*
[ -6 ] 
f(z) = 5/84*z^3 - 41/42*z + 1
*
-8/3 | 0.10305642682105136279766053361639794324 | 0.021759313496668628694384609578667082426
f(z) = 9/80*z^3 - 57/40*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 9/92*z^3 - 41/46*z + 1
*
18/5 | 0.17079190540693962758117146198830862476 | 0.028242334083343116445339975292224980291
f(z) = 10/81*z^3 - 47/45*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013853550350125045709135705875688489064
f(z) = 11/84*z^3 - 43/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 11/92*z^3 - 45/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013582329015146887073378800281607918616
f(z) = 13/84*z^3 - 47/42*z + 1
*
[ -4 ] 
f(z) = 13/88*z^3 - 49/44*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018263341210260438429234240504215884279
f(z) = 13/92*z^3 - 49/46*z + 1
*
[ 7/2 ] 
f(z) = 13/98*z^3 - 51/56*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.017956024258284410550917385094080134594
f(z) = 15/92*z^3 - 53/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013128131540485307033306826732186542544
f(z) = 17/84*z^3 - 55/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.017680176709929407169058622759465420857
f(z) = 17/92*z^3 - 57/46*z + 1
*
[ -7/2 ] 
f(z) = 17/98*z^3 - 47/56*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.012934941083535348473371355447318848094
f(z) = 19/84*z^3 - 59/42*z + 1
*
[ 12 ] 
f(z) = 1/80*z^3 - 53/60*z + 1
*
[ -12 ] 
f(z) = 1/80*z^3 - 43/60*z + 1
*
[ 12 ] 
f(z) = 1/90*z^3 - 41/60*z + 1
*
[ 6 ] 
f(z) = 4/99*z^3 - 41/66*z + 1
*
-12/5 | 0.11883716435261362724768852471577672724 | 0.019248668864233333489354576814042730768
f(z) = 5/96*z^3 - 53/60*z + 1
*
[ -6 ] 
f(z) = 5/99*z^3 - 43/66*z + 1
*
-3 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 7/81*z^3 - 46/63*z + 1
*
-9/7 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 14/81*z^3 - 53/63*z + 1
*
5 | 0.10682075918136615242785466781435642681 | 0.024377021886658602544801351741403977005
f(z) = 1/80*z^3 - 41/80*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.015605828592135550167513650043697936516
f(z) = 1/82*z^3 - 45/82*z + 1
*
[ -12 ] 
f(z) = 1/84*z^3 - 53/84*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.015636826085139000740788203045747827606
f(z) = 1/86*z^3 - 47/86*z + 1
*
[ 2/3 ] 
f(z) = 1/88*z^3 - 50/99*z + 1
*
[ 11 ] 
f(z) = 1/88*z^3 - 41/88*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.012651932291798859712147927517736788283
f(z) = 1/90*z^3 - 49/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.015693243137015568726048312702389095040
f(z) = 1/94*z^3 - 51/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.015719064254204696119250651560776278133
f(z) = 1/98*z^3 - 53/98*z + 1
*
[ 15/2 ] 
f(z) = 2/81*z^3 - 47/90*z + 1
*
[ -9 ] 
f(z) = 2/99*z^3 - 52/99*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.015605680604638020294108965313057004671
f(z) = 3/82*z^3 - 53/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.015636972490282189254621344859265724811
f(z) = 3/86*z^3 - 55/86*z + 1
*
[ -7 ] 
f(z) = 3/91*z^3 - 43/91*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.015693386675875574972544907236038240466
f(z) = 3/94*z^3 - 59/94*z + 1
*
[ 2/3 ] 
f(z) = 5/88*z^3 - 52/99*z + 1
*
[ -5 ] 
f(z) = 6/85*z^3 - 48/85*z + 1
*
[ 2/3 ] 
f(z) = 7/88*z^3 - 53/99*z + 1
*
[ 4 ] 
f(z) = 7/92*z^3 - 43/92*z + 1
*
-12/7 | 0.15155990322397816833074892289938460819 | 0.023280167283161786086961864686532489747
f(z) = 7/96*z^3 - 53/84*z + 1
*
[ 15/4 ] 
f(z) = 8/81*z^3 - 59/90*z + 1
*
[ -9/2 ] 
f(z) = 8/99*z^3 - 41/99*z + 1
*
[ 2/3 ] 
f(z) = 9/82*z^3 - 45/82*z + 1
*
[ 2/3 ] 
f(z) = 9/86*z^3 - 47/86*z + 1
*
[ 11/3 ] 
f(z) = 9/88*z^3 - 57/88*z + 1
*
[ -13/3 ] 
f(z) = 9/91*z^3 - 57/91*z + 1
*
[ 2/3 ] 
f(z) = 9/94*z^3 - 51/94*z + 1
*
[ 2/3 ] 
f(z) = 9/98*z^3 - 53/98*z + 1
*
[ 3 ] 
f(z) = 11/84*z^3 - 43/84*z + 1
*
[ 3 ] 
f(z) = 11/87*z^3 - 41/87*z + 1
*
[ 3 ] 
f(z) = 13/87*z^3 - 59/87*z + 1
*
[ 2/3 ] 
f(z) = 13/88*z^3 - 56/99*z + 1
*
[ 3 ] 
f(z) = 13/93*z^3 - 55/93*z + 1
*
[ 3 ] 
f(z) = 13/96*z^3 - 53/96*z + 1
*
[ 5/2 ] 
f(z) = 16/85*z^3 - 49/85*z + 1
*
[ -13/4 ] 
f(z) = 16/91*z^3 - 50/91*z + 1
*
[ 5/2 ] 
f(z) = 16/95*z^3 - 43/95*z + 1
*
[ 11/4 ] 
f(z) = 16/99*z^3 - 58/99*z + 1
*
[ -3 ] 
f(z) = 17/84*z^3 - 41/84*z + 1
*
[ 2/3 ] 
f(z) = 17/88*z^3 - 58/99*z + 1
*
[ 7/3 ] 
f(z) = 18/91*z^3 - 46/91*z + 1
*
[ -3 ] 
f(z) = 19/84*z^3 - 59/84*z + 1
*
[ -3 ] 
f(z) = 19/87*z^3 - 55/87*z + 1
*
[ 2/3 ] 
f(z) = 19/88*z^3 - 59/99*z + 1
*
[ -3 ] 
f(z) = 19/93*z^3 - 47/93*z + 1
*
[ -3 ] 
f(z) = 19/96*z^3 - 43/96*z + 1
*
-21/2 | 0.17580738642454438864336735328863139068 | 0.029392277514195484600685872117121604072
f(z) = 1/99*z^3 - 59/132*z + 1
*
[ -12 ] 
f(z) = 1/99*z^3 - 49/132*z + 1
*
[ 6 ] 
f(z) = 3/92*z^3 - 47/138*z + 1
*
[ 3/4 ] 
f(z) = 4/99*z^3 - 47/132*z + 1
*
[ 24/5 ] 
f(z) = 5/96*z^3 - 49/120*z + 1
*
[ 14/3 ] 
f(z) = 5/98*z^3 - 41/126*z + 1
*
[ 7/9 ] 
f(z) = 9/98*z^3 - 43/126*z + 1
*
[ 7/3 ] 
f(z) = 17/98*z^3 - 47/126*z + 1
*
[ 3/4 ] 
f(z) = 1/81*z^3 - 49/144*z + 1
*
[ 3/4 ] 
f(z) = 5/81*z^3 - 53/144*z + 1
*
[ -28/5 ] 
f(z) = 5/98*z^3 - 59/140*z + 1
*
[ 3/4 ] 
f(z) = 7/81*z^3 - 55/144*z + 1
*
[ 3/4 ] 
f(z) = 11/81*z^3 - 59/144*z + 1
*
[ 10 ] 
f(z) = 1/85*z^3 - 47/170*z + 1
*
[ 2 ] 
f(z) = 16/81*z^3 - 47/162*z + 1
*
[ 2 ] 
f(z) = 16/83*z^3 - 45/166*z + 1
*
[ 2 ] 
f(z) = 16/85*z^3 - 43/170*z + 1
*
[ 2 ] 
f(z) = 16/87*z^3 - 41/174*z + 1
*
[ 2 ] 
f(z) = 17/81*z^3 - 55/162*z + 1
*
[ 2 ] 
f(z) = 17/83*z^3 - 53/166*z + 1
*
[ 2 ] 
f(z) = 17/87*z^3 - 49/174*z + 1
*
[ 2 ] 
f(z) = 17/89*z^3 - 47/178*z + 1
*
[ 2 ] 
f(z) = 18/89*z^3 - 55/178*z + 1
*
-18/5 | 0.10416020887373030888368397413709850897 | 0.014094404837734508213321081975644387357
f(z) = 5/81*z^3 - 49/180*z + 1
*
[ 10/3 ] 
f(z) = 7/80*z^3 - 49/180*z + 1
*
[ 13/4 ] 
f(z) = 8/91*z^3 - 43/182*z + 1
*
-11/4 | 0.096180510721084486671635101364416282442 | 0.018187529140042802797572427973422661387
f(z) = 8/99*z^3 - 49/198*z + 1
*
-10/9 | 0.16788368230431287561725061977915994069 | 0.025517141220850395931017831765329017383
f(z) = 9/80*z^3 - 43/180*z + 1
*
[ -4 ] 
f(z) = 9/94*z^3 - 53/188*z + 1
*
[ -4 ] 
f(z) = 9/98*z^3 - 43/196*z + 1
*
[ -10/3 ] 
f(z) = 11/80*z^3 - 41/180*z + 1
*
[ 15/8 ] 
f(z) = 16/81*z^3 - 41/180*z + 1
*
[ 2 ] 
f(z) = 17/91*z^3 - 45/182*z + 1
*
[ 2 ] 
f(z) = 17/93*z^3 - 43/186*z + 1
*
[ 2 ] 
f(z) = 17/95*z^3 - 41/190*z + 1
*
[ 2 ] 
f(z) = 18/91*z^3 - 53/182*z + 1
*
[ 2 ] 
f(z) = 18/95*z^3 - 49/190*z + 1
*
[ 2 ] 
f(z) = 18/97*z^3 - 47/194*z + 1
*
[ 2 ] 
f(z) = 19/93*z^3 - 59/186*z + 1
*
[ 2 ] 
f(z) = 19/97*z^3 - 55/194*z + 1
*
[ 2 ] 
f(z) = 19/99*z^3 - 53/198*z + 1
*
[ 27/4 ] 
f(z) = 2/81*z^3 - 59/216*z + 1
*
-6/5 | 0.16358367659271590655090863806332864087 | 0.027082248085879256566498973153880914131
f(z) = 5/84*z^3 - 53/210*z + 1
*
[ 6/7 ] 
f(z) = 7/90*z^3 - 47/210*z + 1
*
[ -30/7 ] 
f(z) = 7/90*z^3 - 41/210*z + 1
*
[ 8/3 ] 
f(z) = 11/96*z^3 - 41/216*z + 1
*
[ 14/15 ] 
f(z) = 15/98*z^3 - 43/210*z + 1
*
[ 10 ] 
f(z) = 1/92*z^3 - 43/230*z + 1
*
[ 6/7 ] 
f(z) = 7/88*z^3 - 52/231*z + 1
*
[ 9/10 ] 
f(z) = 8/81*z^3 - 43/225*z + 1
*
[ 10/11 ] 
f(z) = 11/80*z^3 - 47/220*z + 1
*
[ 9/5 ] 
f(z) = 16/81*z^3 - 44/225*z + 1
*
[ 9/5 ] 
f(z) = 17/81*z^3 - 53/225*z + 1
*
[ -21/4 ] 
f(z) = 4/81*z^3 - 43/252*z + 1
*
[ 3 ] 
f(z) = 8/83*z^3 - 50/249*z + 1
*
[ 3 ] 
f(z) = 8/85*z^3 - 46/255*z + 1
*
[ 28/9 ] 
f(z) = 9/98*z^3 - 53/252*z + 1
*
[ -3 ] 
f(z) = 14/83*z^3 - 46/249*z + 1
*
[ 3 ] 
f(z) = 9/92*z^3 - 59/276*z + 1
*
-13/6 | 0.14650215048991225840232422943669913959 | 0.026116924344938555673823316118054531799
f(z) = 12/91*z^3 - 43/273*z + 1
*
[ -3 ] 
f(z) = 15/88*z^3 - 53/264*z + 1
*
[ -3 ] 
f(z) = 15/89*z^3 - 49/267*z + 1
*
[ -3 ] 
f(z) = 15/91*z^3 - 41/273*z + 1
*
[ 3 ] 
f(z) = 9/94*z^3 - 55/282*z + 1
*
[ 3 ] 
f(z) = 9/95*z^3 - 53/285*z + 1
*
[ 3 ] 
f(z) = 9/97*z^3 - 49/291*z + 1
*
[ 3 ] 
f(z) = 9/98*z^3 - 47/294*z + 1
*
[ -3 ] 
f(z) = 16/95*z^3 - 52/285*z + 1
*
[ -3 ] 
f(z) = 16/97*z^3 - 44/291*z + 1
*
-12 | 0.10414258274537934774747629095023012990 | 0.018103653666621005947274427451043345342
f(z) = 1/81*z^3 - 35/18*z + 1
*
-3 | 0.081378688049489606770018165697964867011 | 0.015025328558600477569737222096347871463
f(z) = 1/81*z^3 - 25/9*z + 1
*
-4 | 0.064180294496291232353447418653534867414 | 0.011390007261352483561368372785333369283
f(z) = 1/96*z^3 - 35/12*z + 1
*
-12 | 0.11552611083975248835823632067946322443 | 0.021210148930755184555311248009032261490
f(z) = 1/96*z^3 - 29/12*z + 1
*
12 | 0.064181491492507022959561393116911806705 | 0.012307244897285910670305462176354514947
f(z) = 1/96*z^3 - 23/12*z + 1
*
-15/2 | 0.081378688049489606770018165697964867011 | 0.014011138361339274066865649612403859653
f(z) = 2/81*z^3 - 37/18*z + 1
*
3 | 0.13803484644139113996635476826119931396 | 0.024375032622173173543100504117247965583
f(z) = 2/81*z^3 - 32/9*z + 1
*
9 | 0.084075805564393777665142684044893525965 | 0.014689360613457909876055921711397419778
f(z) = 4/81*z^3 - 34/9*z + 1
*
9/2 | 0.13497044011957730788280877703289730699 | 0.024255538705898433662991476006778633294
f(z) = 4/81*z^3 - 29/9*z + 1
*
[ -9 ] 
f(z) = 4/81*z^3 - 26/9*z + 1
*
-15/2 | 0.081378688049489606770018165697964867011 | 0.015388536088882358541127219173929562142
f(z) = 4/81*z^3 - 22/9*z + 1
*
[ 9 ] 
f(z) = 5/81*z^3 - 37/9*z + 1
*
[ 6 ] 
f(z) = 5/81*z^3 - 25/18*z + 1
*
4 | 0.11552556370974510795838655077909732880 | 0.021804198525203181919794403592393413276
f(z) = 5/96*z^3 - 25/12*z + 1
*
[ 7 ] 
f(z) = 5/98*z^3 - 23/14*z + 1
*
[ -6 ] 
f(z) = 7/81*z^3 - 35/18*z + 1
*
-6 | 0.081379504865868079583124894498820274138 | 0.015388690547114844115219292893895682884
f(z) = 7/81*z^3 - 22/9*z + 1
*
4 | 0.11552585692961471860991456135453761894 | 0.021210102313831980110431150547855552821
f(z) = 7/96*z^3 - 29/12*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.022152825860066363150808803792879044791
f(z) = 7/96*z^3 - 23/12*z + 1
*
6 | 0.081382162903807572206873230160554564929 | 0.014625189045350933885490200335455535027
f(z) = 8/81*z^3 - 29/9*z + 1
*
-6 | 0.13801436427703074079303071991801954632 | 0.024113271982267277237446822504248270326
f(z) = 10/81*z^3 - 34/9*z + 1
*
[ 9/2 ] 
f(z) = 10/81*z^3 - 31/18*z + 1
*
[ -9/2 ] 
f(z) = 10/81*z^3 - 23/18*z + 1
*
4 | 0.14026142818055126714129798926832252511 | 0.024648957470334793510703917931706545427
f(z) = 11/96*z^3 - 37/12*z + 1
*
-4 | 0.11553614615500640755509296916130128795 | 0.020955407510321189677925737432051315310
f(z) = 11/96*z^3 - 31/12*z + 1
*
-4 | 0.13060938678711721669174658570903226620 | 0.023179106228501742702913883749536128820
f(z) = 13/96*z^3 - 35/12*z + 1
*
9/4 | 0.10440473625881290599445171899891156504 | 0.018540367562777778848122006862675197846
f(z) = 16/81*z^3 - 31/9*z + 1
*
[ 9/2 ] 
f(z) = 16/81*z^3 - 29/9*z + 1
*
3 | 0.10705080584800609971139713315937881398 | 0.019238101042298521178671279635934900667
f(z) = 16/81*z^3 - 29/18*z + 1
*
[ -9/2 ] 
f(z) = 16/81*z^3 - 25/9*z + 1
*
-3/2 | 0.15839504144503908559415506808220670791 | 0.029702492778181818259262588004281682977
f(z) = 16/81*z^3 - 23/18*z + 1
*
15/4 | 0.091247987747350317833358455329946070981 | 0.017254799581360446454106637780214330323
f(z) = 16/81*z^3 - 22/9*z + 1
*
[ 4 ] 
f(z) = 17/96*z^3 - 25/12*z + 1
*
[ 4 ] 
f(z) = 19/96*z^3 - 29/12*z + 1
*
[ -4 ] 
f(z) = 19/96*z^3 - 23/12*z + 1
*
4 | 0.061279037525638543750663856732866089237 | 0.012891106524135661607024558170648923391
f(z) = 1/80*z^3 - 29/20*z + 1
*
[ 12 ] 
f(z) = 1/81*z^3 - 31/36*z + 1
*
[ -12 ] 
f(z) = 1/81*z^3 - 25/36*z + 1
*
2 | 0.10652796255646101610540594126461972240 | 0.021816973992677186143546586959485620102
f(z) = 3/80*z^3 - 33/20*z + 1
*
[ 22/3 ] 
f(z) = 3/88*z^3 - 32/33*z + 1
*
[ -22/3 ] 
f(z) = 3/88*z^3 - 23/33*z + 1
*
-15/4 | 0.081379992328197045498511859696210125048 | 0.014011362921723198656159838116681906480
f(z) = 4/81*z^3 - 37/36*z + 1
*
[ 6 ] 
f(z) = 5/88*z^3 - 40/33*z + 1
*
[ -6 ] 
f(z) = 5/88*z^3 - 29/33*z + 1
*
[ 6 ] 
f(z) = 5/96*z^3 - 25/24*z + 1
*
2 | 0.089414521636157459539646990288589015789 | 0.017892880417666668147243977907875587446
f(z) = 7/80*z^3 - 37/20*z + 1
*
[ 9/2 ] 
f(z) = 7/81*z^3 - 35/36*z + 1
*
[ -6 ] 
f(z) = 7/96*z^3 - 35/24*z + 1
*
[ 4 ] 
f(z) = 9/80*z^3 - 21/20*z + 1
*
[ 4 ] 
f(z) = 11/80*z^3 - 29/20*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018314600911514533618586220991860974378
f(z) = 11/80*z^3 - 21/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = 11/96*z^3 - 23/24*z + 1
*
[ 4 ] 
f(z) = 13/80*z^3 - 37/20*z + 1
*
[ -4 ] 
f(z) = 13/80*z^3 - 27/20*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.017946137905414407730441350746603157448
f(z) = 13/80*z^3 - 23/20*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.013936573873332462741376800681689491980
f(z) = 13/96*z^3 - 25/24*z + 1
*
3/8 | 0.16307478324104224728938693429047977813 | 0.028210001498170713109035515926456218670
f(z) = 16/81*z^3 - 25/36*z + 1
*
[ 3 ] 
f(z) = 16/99*z^3 - 26/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.017331560660398538279089549308707350688
f(z) = 17/80*z^3 - 27/20*z + 1
*
[ 3 ] 
f(z) = 17/90*z^3 - 31/30*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.013501436160056052437178211963268143207
f(z) = 17/96*z^3 - 29/24*z + 1
*
[ 3 ] 
f(z) = 17/99*z^3 - 29/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.017071021716317300921588535370717741041
f(z) = 19/80*z^3 - 29/20*z + 1
*
[ 3 ] 
f(z) = 19/90*z^3 - 37/30*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.013314636006794218612917838028937256922
f(z) = 19/96*z^3 - 31/24*z + 1
*
[ 3 ] 
f(z) = 19/99*z^3 - 35/33*z + 1
*
-10 | 0.11305276014262431864086166890999825520 | 0.025515105966948869182791429731943774185
f(z) = 1/84*z^3 - 29/42*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = 1/84*z^3 - 23/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 1/92*z^3 - 25/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 3/92*z^3 - 29/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.013927121645313939574935870650714513845
f(z) = 5/84*z^3 - 31/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 5/92*z^3 - 33/46*z + 1
*
[ 4 ] 
f(z) = 7/88*z^3 - 23/44*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.018518518518518518518518518518518518518
f(z) = 7/92*z^3 - 37/46*z + 1
*
[ 4 ] 
f(z) = 9/88*z^3 - 39/44*z + 1
*
[ 10/3 ] 
f(z) = 9/88*z^3 - 24/55*z + 1
*
[ 2/3 ] 
f(z) = 9/92*z^3 - 25/46*z + 1
*
[ 7/2 ] 
f(z) = 9/98*z^3 - 23/56*z + 1
*
[ 3/5 ] 
f(z) = 10/81*z^3 - 32/45*z + 1
*
-9/5 | 0.11653944670727988973449268485633204676 | 0.019410666024310129493964341529931384503
f(z) = 10/81*z^3 - 23/45*z + 1
*
[ 7/2 ] 
f(z) = 11/98*z^3 - 37/56*z + 1
*
[ -7/2 ] 
f(z) = 15/98*z^3 - 33/56*z + 1
*
[ -12 ] 
f(z) = 1/90*z^3 - 31/60*z + 1
*
-18/7 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 7/81*z^3 - 22/63*z + 1
*
[ 3/4 ] 
f(z) = 8/99*z^3 - 25/66*z + 1
*
[ 3/4 ] 
f(z) = 10/81*z^3 - 29/72*z + 1
*
[ 3/4 ] 
f(z) = 14/81*z^3 - 31/72*z + 1
*
[ 9/4 ] 
f(z) = 14/81*z^3 - 23/72*z + 1
*
[ 14/5 ] 
f(z) = 15/98*z^3 - 39/70*z + 1
*
[ -11 ] 
f(z) = 1/88*z^3 - 25/88*z + 1
*
[ 11 ] 
f(z) = 1/99*z^3 - 31/99*z + 1
*
[ -15/2 ] 
f(z) = 2/81*z^3 - 23/90*z + 1
*
[ 5 ] 
f(z) = 4/85*z^3 - 32/85*z + 1
*
[ 5 ] 
f(z) = 4/95*z^3 - 24/95*z + 1
*
[ 11/2 ] 
f(z) = 4/99*z^3 - 40/99*z + 1
*
[ -5 ] 
f(z) = 6/95*z^3 - 36/95*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 7/96*z^3 - 31/96*z + 1
*
[ 7/2 ] 
f(z) = 8/91*z^3 - 33/91*z + 1
*
-8/3 | 0.13425788030959236499967719311430306067 | 0.029986102424871719007701126654512860393
f(z) = 9/88*z^3 - 31/88*z + 1
*
[ -4 ] 
f(z) = 9/92*z^3 - 29/92*z + 1
*
[ -18/5 ] 
f(z) = 10/81*z^3 - 29/90*z + 1
*
[ 3 ] 
f(z) = 10/87*z^3 - 32/87*z + 1
*
[ 3 ] 
f(z) = 10/93*z^3 - 28/93*z + 1
*
[ 9/11 ] 
f(z) = 11/81*z^3 - 31/99*z + 1
*
[ 3 ] 
f(z) = 11/93*z^3 - 37/93*z + 1
*
[ 3 ] 
f(z) = 11/96*z^3 - 35/96*z + 1
*
[ 5/2 ] 
f(z) = 12/85*z^3 - 24/85*z + 1
*
[ -7/2 ] 
f(z) = 12/91*z^3 - 30/91*z + 1
*
[ 3/4 ] 
f(z) = 16/87*z^3 - 38/87*z + 1
*
[ -3 ] 
f(z) = 16/87*z^3 - 28/87*z + 1
*
[ 3/4 ] 
f(z) = 16/93*z^3 - 40/93*z + 1
*
[ 9/4 ] 
f(z) = 16/99*z^3 - 26/99*z + 1
*
[ 2 ] 
f(z) = 17/82*z^3 - 27/82*z + 1
*
[ 2 ] 
f(z) = 17/86*z^3 - 25/86*z + 1
*
[ -3 ] 
f(z) = 17/87*z^3 - 37/87*z + 1
*
[ 2 ] 
f(z) = 17/90*z^3 - 23/90*z + 1
*
[ -3 ] 
f(z) = 17/93*z^3 - 29/93*z + 1
*
[ 2 ] 
f(z) = 17/94*z^3 - 21/94*z + 1
*
[ -3 ] 
f(z) = 17/96*z^3 - 25/96*z + 1
*
[ 2 ] 
f(z) = 19/82*z^3 - 35/82*z + 1
*
[ 2 ] 
f(z) = 19/86*z^3 - 33/86*z + 1
*
[ 2 ] 
f(z) = 19/90*z^3 - 31/90*z + 1
*
[ 2 ] 
f(z) = 19/94*z^3 - 29/94*z + 1
*
[ 2 ] 
f(z) = 19/98*z^3 - 27/98*z + 1
*
-6/5 | 0.15100908020758672738305489831200318310 | 0.024459720124114188194021024790745421986
f(z) = 5/96*z^3 - 29/120*z + 1
*
[ 6/7 ] 
f(z) = 7/81*z^3 - 29/126*z + 1
*
-12/11 | 0.15993103172452974766323735777845157509 | 0.022971192051150979476306790096499100682
f(z) = 11/96*z^3 - 29/132*z + 1
*
[ 9/4 ] 
f(z) = 13/81*z^3 - 37/144*z + 1
*
[ 12/13 ] 
f(z) = 13/96*z^3 - 31/156*z + 1
*
[ 21/2 ] 
f(z) = 1/98*z^3 - 37/168*z + 1
*
[ 4 ] 
f(z) = 5/82*z^3 - 37/164*z + 1
*
[ 4 ] 
f(z) = 5/86*z^3 - 31/172*z + 1
*
[ 24/7 ] 
f(z) = 7/96*z^3 - 25/168*z + 1
*
[ 2 ] 
f(z) = 13/81*z^3 - 23/162*z + 1
*
[ 2 ] 
f(z) = 13/83*z^3 - 21/166*z + 1
*
[ 2 ] 
f(z) = 14/81*z^3 - 31/162*z + 1
*
[ 2 ] 
f(z) = 14/83*z^3 - 29/166*z + 1
*
[ 2 ] 
f(z) = 14/85*z^3 - 27/170*z + 1
*
[ 2 ] 
f(z) = 14/87*z^3 - 25/174*z + 1
*
[ 2 ] 
f(z) = 14/89*z^3 - 23/178*z + 1
*
[ 2 ] 
f(z) = 15/83*z^3 - 37/166*z + 1
*
[ 2 ] 
f(z) = 15/89*z^3 - 31/178*z + 1
*
[ 2 ] 
f(z) = 16/89*z^3 - 39/178*z + 1
*
[ 10 ] 
f(z) = 1/95*z^3 - 29/190*z + 1
*
-9/2 | 0.086313281079374952768137324585904634506 | 0.016321657090761354160342564101837264148
f(z) = 2/99*z^3 - 37/198*z + 1
*
[ 9/10 ] 
f(z) = 5/81*z^3 - 29/180*z + 1
*
[ 12/5 ] 
f(z) = 10/81*z^3 - 23/180*z + 1
*
[ 2 ] 
f(z) = 15/91*z^3 - 29/182*z + 1
*
[ 2 ] 
f(z) = 15/97*z^3 - 23/194*z + 1
*
[ 2 ] 
f(z) = 16/91*z^3 - 37/182*z + 1
*
[ 2 ] 
f(z) = 16/93*z^3 - 35/186*z + 1
*
[ 2 ] 
f(z) = 16/95*z^3 - 33/190*z + 1
*
[ 2 ] 
f(z) = 16/97*z^3 - 31/194*z + 1
*
[ 2 ] 
f(z) = 16/99*z^3 - 29/198*z + 1
*
[ 4/3 ] 
f(z) = 17/80*z^3 - 23/180*z + 1
*
[ 2 ] 
f(z) = 17/97*z^3 - 39/194*z + 1
*
[ 2 ] 
f(z) = 17/99*z^3 - 37/198*z + 1
*
[ 7/6 ] 
f(z) = 18/91*z^3 - 23/182*z + 1
*
[ 4/3 ] 
f(z) = 19/80*z^3 - 31/180*z + 1
*
-14/5 | 0.11306535451238807303098212592099487868 | 0.018718640176098901663280795405972202273
f(z) = 5/84*z^3 - 23/210*z + 1
*
[ 21/5 ] 
f(z) = 5/98*z^3 - 29/210*z + 1
*
[ 22/19 ] 
f(z) = 19/88*z^3 - 32/209*z + 1
*
[ 9/10 ] 
f(z) = 4/81*z^3 - 34/225*z + 1
*
[ 9/5 ] 
f(z) = 14/81*z^3 - 26/225*z + 1
*
[ 7/4 ] 
f(z) = 17/98*z^3 - 23/224*z + 1
*
[ 7/4 ] 
f(z) = 19/98*z^3 - 37/224*z + 1
*
[ -6 ] 
f(z) = 3/82*z^3 - 37/246*z + 1
*
[ -6 ] 
f(z) = 3/86*z^3 - 23/258*z + 1
*
[ 3 ] 
f(z) = 7/80*z^3 - 29/240*z + 1
*
[ 3 ] 
f(z) = 7/82*z^3 - 25/246*z + 1
*
[ 3 ] 
f(z) = 7/83*z^3 - 23/249*z + 1
*
[ -3 ] 
f(z) = 13/80*z^3 - 31/240*z + 1
*
[ -3 ] 
f(z) = 13/82*z^3 - 23/246*z + 1
*
[ 12/7 ] 
f(z) = 14/81*z^3 - 23/252*z + 1
*
[ -3 ] 
f(z) = 14/85*z^3 - 38/255*z + 1
*
[ 3/2 ] 
f(z) = 16/83*z^3 - 25/249*z + 1
*
[ 3/2 ] 
f(z) = 16/85*z^3 - 23/255*z + 1
*
-16/3 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = 3/88*z^3 - 25/264*z + 1
*
[ 9/2 ] 
f(z) = 4/87*z^3 - 40/261*z + 1
*
[ 9/2 ] 
f(z) = 4/93*z^3 - 26/279*z + 1
*
[ 3 ] 
f(z) = 8/89*z^3 - 38/267*z + 1
*
[ 3 ] 
f(z) = 8/91*z^3 - 34/273*z + 1
*
[ -33/8 ] 
f(z) = 8/99*z^3 - 35/264*z + 1
*
2 | 0.15460983554311766323236822721590769468 | 0.022206898729792255965159140495362092020
f(z) = 11/96*z^3 - 37/264*z + 1
*
[ 7/3 ] 
f(z) = 12/91*z^3 - 40/273*z + 1
*
[ 13/6 ] 
f(z) = 12/91*z^3 - 22/273*z + 1
*
[ -3 ] 
f(z) = 14/89*z^3 - 22/267*z + 1
*
[ -3 ] 
f(z) = 15/92*z^3 - 37/276*z + 1
*
[ -19/3 ] 
f(z) = 3/95*z^3 - 31/285*z + 1
*
[ 3 ] 
f(z) = 8/95*z^3 - 26/285*z + 1
*
[ 3 ] 
f(z) = 8/97*z^3 - 22/291*z + 1
*
[ 9/8 ] 
f(z) = 14/81*z^3 - 31/288*z + 1
*
[ -3 ] 
f(z) = 15/94*z^3 - 29/282*z + 1
*
12 | 0.081378688049489606770018165697964867011 | 0.018084917810205245899034841946789092171
f(z) = 1/81*z^3 - 10/9*z + 1
*
[ 9 ] 
f(z) = 1/81*z^3 - 1/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = 1/88*z^3 - 6/11*z + 1
*
4 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = 1/96*z^3 - 17/12*z + 1
*
-4 | 0.11552453009332421823620535357636276135 | 0.025310192221810536520462440804206309768
f(z) = 1/96*z^3 - 11/12*z + 1
*
[ 12 ] 
f(z) = 1/96*z^3 - 7/12*z + 1
*
[ -12 ] 
f(z) = 1/96*z^3 - 5/12*z + 1
*
[ 14 ] 
f(z) = 1/98*z^3 - 15/14*z + 1
*
[ -14 ] 
f(z) = 1/98*z^3 - 13/14*z + 1
*
-9 | 0.081379340188843326134265012697087496029 | 0.015827433921833120947051833694340924649
f(z) = 2/81*z^3 - 19/18*z + 1
*
-9 | 0.081378688049489606770018165697964867011 | 0.017709807513966375669644991795848459974
f(z) = 2/81*z^3 - 11/9*z + 1
*
[ 9 ] 
f(z) = 2/81*z^3 - 10/9*z + 1
*
[ -9 ] 
f(z) = 2/81*z^3 - 8/9*z + 1
*
6 | 0.081378688049489606770018165697964867011 | 0.018518518518518518518518518518518518519
f(z) = 2/81*z^3 - 5/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = 3/88*z^3 - 7/11*z + 1
*
[ 7 ] 
f(z) = 3/98*z^3 - 9/14*z + 1
*
[ -7 ] 
f(z) = 3/98*z^3 - 5/14*z + 1
*
[ 6 ] 
f(z) = 4/81*z^3 - 17/18*z + 1
*
[ -6 ] 
f(z) = 4/81*z^3 - 11/18*z + 1
*
-6 | 0.081378688049489606770018165697964867011 | 0.018084917810205245899034841946789092171
f(z) = 4/81*z^3 - 10/9*z + 1
*
-9/2 | 0.081378688049489606770018165697964867011 | 0.018518518518518518518518518518518518519
f(z) = 4/81*z^3 - 4/9*z + 1
*
[ 9/2 ] 
f(z) = 4/81*z^3 - 2/9*z + 1
*
-9/2 | 0.081378688049489606770018165697964867011 | 0.018518518518518518518518518518518518519
f(z) = 4/81*z^3 - 1/9*z + 1
*
[ -6 ] 
f(z) = 5/81*z^3 - 19/18*z + 1
*
6 | 0.081378688049489606770018165697964867011 | 0.016177257193338710391896457749087911538
f(z) = 5/81*z^3 - 17/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = 5/88*z^3 - 8/11*z + 1
*
-4 | 0.11552556370974510795838655077909732880 | 0.022995284866027176405647996989841069082
f(z) = 5/96*z^3 - 19/12*z + 1
*
[ 4 ] 
f(z) = 5/96*z^3 - 1/12*z + 1
*
[ -7 ] 
f(z) = 5/98*z^3 - 19/14*z + 1
*
[ 3 ] 
f(z) = 7/81*z^3 - 1/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = 7/88*z^3 - 9/11*z + 1
*
[ 4 ] 
f(z) = 7/96*z^3 - 5/12*z + 1
*
9/2 | 0.081378688049489606770018165697964867011 | 0.016177257193338710391896457749087911538
f(z) = 8/81*z^3 - 17/9*z + 1
*
[ 9/2 ] 
f(z) = 8/81*z^3 - 11/9*z + 1
*
[ -9/2 ] 
f(z) = 8/81*z^3 - 7/9*z + 1
*
[ 3 ] 
f(z) = 8/81*z^3 - 2/9*z + 1
*
-3 | 0.081379340188843326134265012697087496029 | 0.015995636215333934312293807140589588125
f(z) = 8/81*z^3 - 1/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018518518518518518518518518518518518519
f(z) = 9/88*z^3 - 10/11*z + 1
*
[ 2/3 ] 
f(z) = 9/88*z^3 - 6/11*z + 1
*
[ 14/3 ] 
f(z) = 9/98*z^3 - 17/14*z + 1
*
[ -14/3 ] 
f(z) = 9/98*z^3 - 11/14*z + 1
*
3 | 0.081378688049489606770018165697964867011 | 0.015995508033121598950836321889528825554
f(z) = 10/81*z^3 - 17/18*z + 1
*
[ 3 ] 
f(z) = 10/81*z^3 - 4/9*z + 1
*
[ 3 ] 
f(z) = 11/81*z^3 - 5/9*z + 1
*
[ 4 ] 
f(z) = 11/96*z^3 - 13/12*z + 1
*
[ -4 ] 
f(z) = 11/96*z^3 - 7/12*z + 1
*
[ 3 ] 
f(z) = 13/81*z^3 - 7/9*z + 1
*
[ -3 ] 
f(z) = 13/81*z^3 - 1/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.018165495101261196095850789935897522398
f(z) = 13/88*z^3 - 12/11*z + 1
*
[ 2 ] 
f(z) = 13/88*z^3 - 1/11*z + 1
*
[ 4 ] 
f(z) = 13/96*z^3 - 17/12*z + 1
*
[ -4 ] 
f(z) = 13/96*z^3 - 11/12*z + 1
*
-3 | 0.081379340188843326134265012697087496029 | 0.015995636215333934312293807140589588125
f(z) = 14/81*z^3 - 13/18*z + 1
*
[ 3 ] 
f(z) = 14/81*z^3 - 8/9*z + 1
*
[ -3 ] 
f(z) = 14/81*z^3 - 2/9*z + 1
*
[ 3/2 ] 
f(z) = 14/81*z^3 - 1/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.017852425972130804077033840850097780784
f(z) = 15/88*z^3 - 13/11*z + 1
*
[ 2 ] 
f(z) = 15/88*z^3 - 2/11*z + 1
*
[ 3 ] 
f(z) = 16/81*z^3 - 10/9*z + 1
*
[ 3/2 ] 
f(z) = 16/81*z^3 - 1/9*z + 1
*
[ 3 ] 
f(z) = 17/81*z^3 - 11/9*z + 1
*
[ -3 ] 
f(z) = 17/81*z^3 - 5/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.017572038687338273688625237651888790043
f(z) = 17/88*z^3 - 14/11*z + 1
*
[ 2 ] 
f(z) = 17/88*z^3 - 3/11*z + 1
*
[ -4 ] 
f(z) = 17/96*z^3 - 19/12*z + 1
*
[ 3 ] 
f(z) = 19/81*z^3 - 13/9*z + 1
*
[ -3 ] 
f(z) = 19/81*z^3 - 7/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.017318806833988952624129349383619768033
f(z) = 19/88*z^3 - 15/11*z + 1
*
[ 2 ] 
f(z) = 19/88*z^3 - 4/11*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = 1/80*z^3 - 11/20*z + 1
*
[ 10 ] 
f(z) = 1/80*z^3 - 7/20*z + 1
*
[ -10 ] 
f(z) = 1/80*z^3 - 3/20*z + 1
*
-15/2 | 0.081379992328197045498511859696210125048 | 0.014077772540137133665554844532347979454
f(z) = 1/81*z^3 - 13/36*z + 1
*
6 | 0.12219133608924992652998898346965064800 | 0.027154778766516507287406194381182142006
f(z) = 1/90*z^3 - 17/30*z + 1
*
6 | 0.061279037525638543750663856732866089237 | 0.013984177330359618207883283803353450821
f(z) = 3/80*z^3 - 17/20*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = 3/80*z^3 - 13/20*z + 1
*
[ 2/3 ] 
f(z) = 3/88*z^3 - 17/33*z + 1
*
[ 6 ] 
f(z) = 3/88*z^3 - 13/33*z + 1
*
[ -6 ] 
f(z) = 3/88*z^3 - 2/33*z + 1
*
3 | 0.078470464946862854806097323488816182935 | 0.013574458844695414960977906324398859931
f(z) = 4/81*z^3 - 1/36*z + 1
*
[ 9/2 ] 
f(z) = 5/81*z^3 - 17/36*z + 1
*
[ -9/2 ] 
f(z) = 5/81*z^3 - 1/36*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.018518518518518518518518518518518518518
f(z) = 7/80*z^3 - 17/20*z + 1
*
[ 4 ] 
f(z) = 7/80*z^3 - 13/20*z + 1
*
[ -4 ] 
f(z) = 7/80*z^3 - 3/20*z + 1
*
[ -9/2 ] 
f(z) = 7/81*z^3 - 19/36*z + 1
*
[ 3 ] 
f(z) = 7/90*z^3 - 1/30*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.014061444355337892065038501731379078454
f(z) = 7/96*z^3 - 19/24*z + 1
*
[ 3 ] 
f(z) = 8/99*z^3 - 2/33*z + 1
*
[ 3 ] 
f(z) = 10/99*z^3 - 8/33*z + 1
*
[ -4 ] 
f(z) = 11/80*z^3 - 19/20*z + 1
*
[ 2 ] 
f(z) = 11/80*z^3 - 1/20*z + 1
*
[ 3 ] 
f(z) = 11/90*z^3 - 13/30*z + 1
*
[ 2 ] 
f(z) = 13/80*z^3 - 3/20*z + 1
*
[ 3/2 ] 
f(z) = 13/81*z^3 - 1/36*z + 1
*
[ 3 ] 
f(z) = 13/90*z^3 - 19/30*z + 1
*
[ 2 ] 
f(z) = 13/96*z^3 - 1/24*z + 1
*
[ 3 ] 
f(z) = 13/99*z^3 - 17/33*z + 1
*
[ 3 ] 
f(z) = 14/99*z^3 - 20/33*z + 1
*
[ 2/3 ] 
f(z) = 15/88*z^3 - 19/33*z + 1
*
[ 9/8 ] 
f(z) = 16/81*z^3 - 5/36*z + 1
*
[ 3/4 ] 
f(z) = 16/99*z^3 - 14/33*z + 1
*
[ -3 ] 
f(z) = 16/99*z^3 - 4/33*z + 1
*
[ 3/2 ] 
f(z) = 16/99*z^3 - 1/33*z + 1
*
[ 2 ] 
f(z) = 17/80*z^3 - 7/20*z + 1
*
[ 3/2 ] 
f(z) = 17/81*z^3 - 5/36*z + 1
*
[ -3 ] 
f(z) = 17/90*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 17/96*z^3 - 5/24*z + 1
*
[ -3 ] 
f(z) = 17/99*z^3 - 7/33*z + 1
*
[ 2 ] 
f(z) = 19/80*z^3 - 9/20*z + 1
*
[ 3/2 ] 
f(z) = 19/81*z^3 - 7/36*z + 1
*
[ -3 ] 
f(z) = 19/90*z^3 - 17/30*z + 1
*
[ 2 ] 
f(z) = 19/96*z^3 - 7/24*z + 1
*
[ -3 ] 
f(z) = 19/99*z^3 - 13/33*z + 1
*
-6 | 0.077462268161731528424028514023063097819 | 0.017482615887425865178930652430574566424
f(z) = 1/84*z^3 - 11/42*z + 1
*
[ 10 ] 
f(z) = 1/88*z^3 - 13/55*z + 1
*
[ -10 ] 
f(z) = 1/88*z^3 - 2/55*z + 1
*
-18/5 | 0.17079190540693962758117146198830862476 | 0.028446888407121486009362145036337427266
f(z) = 5/81*z^3 - 16/45*z + 1
*
[ 22/5 ] 
f(z) = 5/88*z^3 - 18/55*z + 1
*
[ 4 ] 
f(z) = 5/88*z^3 - 7/44*z + 1
*
[ -4 ] 
f(z) = 7/88*z^3 - 1/44*z + 1
*
[ 8/3 ] 
f(z) = 9/80*z^3 - 7/40*z + 1
*
[ -4 ] 
f(z) = 9/88*z^3 - 17/44*z + 1
*
-3 | 0.17079190540693962758117146198830862476 | 0.028446888407121486009362145036337427266
f(z) = 10/81*z^3 - 8/45*z + 1
*
[ 2 ] 
f(z) = 11/84*z^3 - 1/42*z + 1
*
[ -7/2 ] 
f(z) = 11/98*z^3 - 5/56*z + 1
*
[ 2 ] 
f(z) = 13/84*z^3 - 5/42*z + 1
*
[ 2 ] 
f(z) = 13/92*z^3 - 3/46*z + 1
*
[ -7/2 ] 
f(z) = 13/98*z^3 - 19/56*z + 1
*
[ 2 ] 
f(z) = 15/92*z^3 - 7/46*z + 1
*
[ 7/3 ] 
f(z) = 15/98*z^3 - 11/42*z + 1
*
[ 2 ] 
f(z) = 17/84*z^3 - 13/42*z + 1
*
[ 2 ] 
f(z) = 17/92*z^3 - 11/46*z + 1
*
[ 2 ] 
f(z) = 19/84*z^3 - 17/42*z + 1
*
[ 2 ] 
f(z) = 19/92*z^3 - 15/46*z + 1
*
[ -6 ] 
f(z) = 3/80*z^3 - 11/60*z + 1
*
[ -6 ] 
f(z) = 4/99*z^3 - 19/66*z + 1
*
[ 4/5 ] 
f(z) = 5/96*z^3 - 17/60*z + 1
*
[ 22/7 ] 
f(z) = 7/88*z^3 - 8/77*z + 1
*
[ 9/8 ] 
f(z) = 8/81*z^3 - 1/72*z + 1
*
[ 9/4 ] 
f(z) = 10/81*z^3 - 5/72*z + 1
*
[ 9/7 ] 
f(z) = 14/81*z^3 - 4/63*z + 1
*
[ 7/5 ] 
f(z) = 15/98*z^3 - 1/70*z + 1
*
[ -11 ] 
f(z) = 1/99*z^3 - 13/99*z + 1
*
[ 7 ] 
f(z) = 2/91*z^3 - 20/91*z + 1
*
[ 5 ] 
f(z) = 3/80*z^3 - 11/80*z + 1
*
[ 5 ] 
f(z) = 3/85*z^3 - 7/85*z + 1
*
-12/5 | 0.16832984337364464346206098989224490321 | 0.025134983210261694218194478377188554053
f(z) = 5/81*z^3 - 17/90*z + 1
*
[ 18/5 ] 
f(z) = 5/81*z^3 - 7/90*z + 1
*
[ 4 ] 
f(z) = 5/92*z^3 - 11/92*z + 1
*
[ 3 ] 
f(z) = 7/87*z^3 - 5/87*z + 1
*
[ 3 ] 
f(z) = 7/93*z^3 - 1/93*z + 1
*
[ -15/4 ] 
f(z) = 8/81*z^3 - 11/90*z + 1
*
[ 3 ] 
f(z) = 8/87*z^3 - 14/87*z + 1
*
[ 3 ] 
f(z) = 8/93*z^3 - 10/93*z + 1
*
[ 22/9 ] 
f(z) = 9/88*z^3 - 2/99*z + 1
*
[ 6/5 ] 
f(z) = 10/81*z^3 - 1/90*z + 1
*
[ 2 ] 
f(z) = 11/82*z^3 - 3/82*z + 1
*
[ 2 ] 
f(z) = 11/86*z^3 - 1/86*z + 1
*
[ 5/2 ] 
f(z) = 12/95*z^3 - 18/95*z + 1
*
[ 2 ] 
f(z) = 13/82*z^3 - 11/82*z + 1
*
[ -3 ] 
f(z) = 13/84*z^3 - 5/84*z + 1
*
[ 2 ] 
f(z) = 13/86*z^3 - 9/86*z + 1
*
[ -3 ] 
f(z) = 13/87*z^3 - 1/87*z + 1
*
[ 2 ] 
f(z) = 13/90*z^3 - 7/90*z + 1
*
[ 2 ] 
f(z) = 13/94*z^3 - 5/94*z + 1
*
[ 2 ] 
f(z) = 13/98*z^3 - 3/98*z + 1
*
[ -3 ] 
f(z) = 14/87*z^3 - 10/87*z + 1
*
[ -3 ] 
f(z) = 14/93*z^3 - 2/93*z + 1
*
[ 2 ] 
f(z) = 15/82*z^3 - 19/82*z + 1
*
[ 2 ] 
f(z) = 15/86*z^3 - 17/86*z + 1
*
[ 2 ] 
f(z) = 15/94*z^3 - 13/94*z + 1
*
[ 2 ] 
f(z) = 15/98*z^3 - 11/98*z + 1
*
[ 5/4 ] 
f(z) = 16/85*z^3 - 8/85*z + 1
*
[ 3/2 ] 
f(z) = 16/87*z^3 - 7/87*z + 1
*
[ 7/4 ] 
f(z) = 16/91*z^3 - 10/91*z + 1
*
[ -3 ] 
f(z) = 16/93*z^3 - 20/93*z + 1
*
[ 3/2 ] 
f(z) = 16/93*z^3 - 5/93*z + 1
*
[ 5/4 ] 
f(z) = 16/95*z^3 - 6/95*z + 1
*
[ 2 ] 
f(z) = 17/98*z^3 - 19/98*z + 1
*
[ 5/3 ] 
f(z) = 18/85*z^3 - 16/85*z + 1
*
[ 5/3 ] 
f(z) = 18/95*z^3 - 12/95*z + 1
*
[ 4/3 ] 
f(z) = 17/96*z^3 - 7/108*z + 1
*
[ 4/3 ] 
f(z) = 19/96*z^3 - 11/108*z + 1
*
[ 10 ] 
f(z) = 1/96*z^3 - 17/120*z + 1
*
[ -6 ] 
f(z) = 3/92*z^3 - 1/138*z + 1
*
[ 12/11 ] 
f(z) = 11/96*z^3 - 7/132*z + 1
*
[ 7/3 ] 
f(z) = 11/98*z^3 - 5/126*z + 1
*
[ 7/3 ] 
f(z) = 13/98*z^3 - 19/126*z + 1
*
[ 4/3 ] 
f(z) = 15/88*z^3 - 7/132*z + 1
*
[ 3/2 ] 
f(z) = 17/90*z^3 - 11/120*z + 1
*
[ 3/2 ] 
f(z) = 17/99*z^3 - 7/132*z + 1
*
[ 3/2 ] 
f(z) = 19/90*z^3 - 17/120*z + 1
*
[ 3/2 ] 
f(z) = 19/99*z^3 - 13/132*z + 1
*
[ 20/7 ] 
f(z) = 7/80*z^3 - 9/140*z + 1
*
[ 9/4 ] 
f(z) = 11/81*z^3 - 19/144*z + 1
*
[ 22/13 ] 
f(z) = 13/88*z^3 - 2/143*z + 1
*
-12/13 | 0.16302462588495875121863631821549211778 | 0.022866856764793135343111530821539548578
f(z) = 13/96*z^3 - 5/156*z + 1
*
[ -10 ] 
f(z) = 1/85*z^3 - 13/170*z + 1
*
[ -21/2 ] 
f(z) = 1/98*z^3 - 5/168*z + 1
*
[ -4 ] 
f(z) = 7/82*z^3 - 19/164*z + 1
*
[ -4 ] 
f(z) = 7/86*z^3 - 9/172*z + 1
*
[ 2 ] 
f(z) = 11/81*z^3 - 7/162*z + 1
*
[ 2 ] 
f(z) = 11/83*z^3 - 5/166*z + 1
*
[ 2 ] 
f(z) = 11/85*z^3 - 3/170*z + 1
*
[ 2 ] 
f(z) = 11/87*z^3 - 1/174*z + 1
*
[ 2 ] 
f(z) = 12/83*z^3 - 13/166*z + 1
*
[ 2 ] 
f(z) = 12/85*z^3 - 11/170*z + 1
*
[ 2 ] 
f(z) = 12/89*z^3 - 7/178*z + 1
*
[ 2 ] 
f(z) = 13/85*z^3 - 19/170*z + 1
*
[ 2 ] 
f(z) = 13/87*z^3 - 17/174*z + 1
*
[ 2 ] 
f(z) = 13/89*z^3 - 15/178*z + 1
*
[ 3/2 ] 
f(z) = 14/87*z^3 - 5/174*z + 1
*
[ 6/5 ] 
f(z) = 15/88*z^3 - 13/165*z + 1
*
[ 22/15 ] 
f(z) = 15/88*z^3 - 8/165*z + 1
*
[ 7/6 ] 
f(z) = 15/98*z^3 - 11/168*z + 1
*
[ 13/2 ] 
f(z) = 2/91*z^3 - 15/182*z + 1
*
-33/10 | 0.17269354376238529372497731142989484306 | 0.023367970792001250138976528844375235473
f(z) = 5/81*z^3 - 1/180*z + 1
*
[ 4 ] 
f(z) = 5/94*z^3 - 19/188*z + 1
*
[ 4 ] 
f(z) = 5/98*z^3 - 13/196*z + 1
*
[ 7/2 ] 
f(z) = 6/91*z^3 - 17/182*z + 1
*
[ -27/7 ] 
f(z) = 7/81*z^3 - 5/189*z + 1
*
-20/9 | 0.19109373806953438443951911514451016610 | 0.029044906770044305458222949909504484921
f(z) = 9/80*z^3 - 19/180*z + 1
*
[ 10/9 ] 
f(z) = 9/80*z^3 - 7/180*z + 1
*
[ 20/9 ] 
f(z) = 9/80*z^3 - 1/180*z + 1
*
[ 8/3 ] 
f(z) = 9/92*z^3 - 13/184*z + 1
*
[ -7/2 ] 
f(z) = 10/91*z^3 - 11/182*z + 1
*
[ 2 ] 
f(z) = 12/91*z^3 - 5/182*z + 1
*
[ 2 ] 
f(z) = 12/95*z^3 - 1/190*z + 1
*
[ 4/3 ] 
f(z) = 13/80*z^3 - 7/180*z + 1
*
[ 2 ] 
f(z) = 13/93*z^3 - 11/186*z + 1
*
[ 2 ] 
f(z) = 13/95*z^3 - 9/190*z + 1
*
[ 2 ] 
f(z) = 13/97*z^3 - 7/194*z + 1
*
[ 14/13 ] 
f(z) = 13/98*z^3 - 15/182*z + 1
*
[ 2 ] 
f(z) = 13/99*z^3 - 5/198*z + 1
*
[ 2 ] 
f(z) = 14/93*z^3 - 19/186*z + 1
*
[ 3/2 ] 
f(z) = 14/93*z^3 - 1/186*z + 1
*
[ 2 ] 
f(z) = 14/95*z^3 - 17/190*z + 1
*
[ 2 ] 
f(z) = 14/97*z^3 - 15/194*z + 1
*
[ 2 ] 
f(z) = 14/99*z^3 - 13/198*z + 1
*
[ 22/17 ] 
f(z) = 17/88*z^3 - 18/187*z + 1
*
[ -10 ] 
f(z) = 1/84*z^3 - 19/210*z + 1
*
39/10 | 0.20059631119275630118488922741842321068 | 0.026348055774818580891597202490812047748
f(z) = 4/81*z^3 - 19/225*z + 1
*
-10/11 | 0.15093343057124565581025674826397396869 | 0.022261824344156485172898148874229320918
f(z) = 11/80*z^3 - 3/220*z + 1
*
[ 20/11 ] 
f(z) = 11/80*z^3 - 1/220*z + 1
*
[ 9/5 ] 
f(z) = 13/81*z^3 - 17/225*z + 1
*
[ 18/13 ] 
f(z) = 13/81*z^3 - 7/234*z + 1
*
[ 7/4 ] 
f(z) = 15/98*z^3 - 9/224*z + 1
*
[ 9 ] 
f(z) = 1/84*z^3 - 19/252*z + 1
*
[ 3 ] 
f(z) = 7/85*z^3 - 19/255*z + 1
*
[ 3 ] 
f(z) = 7/86*z^3 - 17/258*z + 1
*
[ -3 ] 
f(z) = 13/83*z^3 - 19/249*z + 1
*
[ -3 ] 
f(z) = 13/85*z^3 - 11/255*z + 1
*
[ -3 ] 
f(z) = 13/86*z^3 - 7/258*z + 1
*
[ 9 ] 
f(z) = 1/87*z^3 - 11/261*z + 1
*
[ -13/3 ] 
f(z) = 6/91*z^3 - 2/273*z + 1
*
[ 3 ] 
f(z) = 7/88*z^3 - 13/264*z + 1
*
[ 3 ] 
f(z) = 7/89*z^3 - 11/267*z + 1
*
[ 3 ] 
f(z) = 7/92*z^3 - 5/276*z + 1
*
[ 24/11 ] 
f(z) = 11/96*z^3 - 1/264*z + 1
*
[ 7/6 ] 
f(z) = 12/91*z^3 - 10/273*z + 1
*
[ 20/13 ] 
f(z) = 13/80*z^3 - 9/260*z + 1
*
[ 4/3 ] 
f(z) = 15/92*z^3 - 11/276*z + 1
*
[ 3/2 ] 
f(z) = 16/89*z^3 - 19/267*z + 1
*
[ 3/2 ] 
f(z) = 16/91*z^3 - 17/273*z + 1
*
[ 3 ] 
f(z) = 7/94*z^3 - 1/282*z + 1
*
[ 9/8 ] 
f(z) = 10/81*z^3 - 13/288*z + 1
*
[ -3 ] 
f(z) = 15/97*z^3 - 17/291*z + 1
*
[ -3 ] 
f(z) = 15/98*z^3 - 13/294*z + 1
*
[ 3/2 ] 
f(z) = 16/95*z^3 - 13/285*z + 1
*
[ 3/2 ] 
f(z) = 16/97*z^3 - 11/291*z + 1
*
[ -9 ] 
f(z) = 1/81*z^3 + 1/9*z + 1
*
-6 | 0.081378688049489606770018165697964867011 | 0.018518518518518518518518518518518518519
f(z) = 1/81*z^3 + 2/9*z + 1
*
[ 3 ] 
f(z) = 1/81*z^3 + 5/9*z + 1
*
[ 6 ] 
f(z) = 1/81*z^3 + 7/18*z + 1
*
[ 2 ] 
f(z) = 1/88*z^3 + 5/11*z + 1
*
[ 4 ] 
f(z) = 1/96*z^3 + 7/12*z + 1
*
[ 7 ] 
f(z) = 1/98*z^3 + 5/14*z + 1
*
[ 3 ] 
f(z) = 2/81*z^3 + 4/9*z + 1
*
[ 2 ] 
f(z) = 3/88*z^3 + 4/11*z + 1
*
[ 3 ] 
f(z) = 5/81*z^3 + 1/9*z + 1
*
[ 2 ] 
f(z) = 5/88*z^3 + 3/11*z + 1
*
[ 2 ] 
f(z) = 7/88*z^3 + 2/11*z + 1
*
[ -4 ] 
f(z) = 7/96*z^3 + 1/12*z + 1
*
[ 3/2 ] 
f(z) = 8/81*z^3 + 1/9*z + 1
*
[ 9/4 ] 
f(z) = 8/81*z^3 + 1/18*z + 1
*
[ -9/4 ]
f(z) = 8/81*z^3 + 17/18*z + 1
*
[ 2 ] 
f(z) = 9/88*z^3 + 1/11*z + 1
*
[ 7/3 ] 
f(z) = 9/98*z^3 + 1/14*z + 1
*
[ 3/2 ] 
f(z) = 10/81*z^3 + 1/18*z + 1
*
[ -9/4 ]
f(z) = 16/81*z^3 + 4/9*z + 1
*
6 | 0.089413217357450020811153296290343757751 | 0.020404535346715051397858556218242804639
f(z) = 1/80*z^3 + 1/20*z + 1
*
[ 2 ] 
f(z) = 1/80*z^3 + 9/20*z + 1
*
[ 4 ] 
f(z) = 1/80*z^3 + 11/20*z + 1
*
[ 3/2 ] 
f(z) = 1/81*z^3 + 11/36*z + 1
*
[ 9/2 ] 
f(z) = 1/81*z^3 + 19/36*z + 1
*
[ 6 ] 
f(z) = 1/88*z^3 + 14/33*z + 1
*
[ 6 ] 
f(z) = 1/90*z^3 + 13/30*z + 1
*
[ 3 ] 
f(z) = 1/90*z^3 + 17/30*z + 1
*
[ 8 ] 
f(z) = 1/96*z^3 + 5/24*z + 1
*
[ 3 ] 
f(z) = 1/99*z^3 + 19/33*z + 1
*
[ 3 ] 
f(z) = 2/99*z^3 + 16/33*z + 1
*
[ 4 ] 
f(z) = 3/80*z^3 + 3/20*z + 1
*
[ 2 ] 
f(z) = 3/80*z^3 + 7/20*z + 1
*
[ 9/4 ] 
f(z) = 4/81*z^3 + 11/36*z + 1
*
[ 3/2 ] 
f(z) = 4/99*z^3 + 8/33*z + 1
*
[ 3 ] 
f(z) = 4/99*z^3 + 10/33*z + 1
*
[ 3/2 ] 
f(z) = 5/81*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 5/96*z^3 + 7/24*z + 1
*
[ 3 ] 
f(z) = 5/99*z^3 + 7/33*z + 1
*
[ 2 ] 
f(z) = 7/80*z^3 + 3/20*z + 1
*
[ 3/2 ] 
f(z) = 7/81*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 7/96*z^3 + 5/24*z + 1
*
[ 3 ] 
f(z) = 7/99*z^3 + 1/33*z + 1
*
[ 3/2 ] 
f(z) = 8/99*z^3 + 5/33*z + 1
*
[ 3/2 ] 
f(z) = 11/81*z^3 + 1/36*z + 1
*
[ 2 ] 
f(z) = 11/96*z^3 + 1/24*z + 1
*
[ 8 ] 
f(z) = 1/80*z^3 + 3/40*z + 1
*
[ -8 ] 
f(z) = 1/80*z^3 + 13/40*z + 1
*
[ 6 ] 
f(z) = 1/84*z^3 + 17/42*z + 1
*
[ 2 ] 
f(z) = 1/84*z^3 + 19/42*z + 1
*
[ 4 ] 
f(z) = 3/88*z^3 + 9/44*z + 1
*
[ 2 ] 
f(z) = 3/92*z^3 + 17/46*z + 1
*
[ 14/3 ] 
f(z) = 3/98*z^3 + 5/42*z + 1
*
[ 7/3 ] 
f(z) = 3/98*z^3 + 17/42*z + 1
*
[ 7/2 ] 
f(z) = 3/98*z^3 + 19/56*z + 1
*
[ 9/5 ] 
f(z) = 5/81*z^3 + 11/45*z + 1
*
[ 2 ] 
f(z) = 5/84*z^3 + 11/42*z + 1
*
[ -22/5 ] 
f(z) = 5/88*z^3 + 7/55*z + 1
*
[ 2 ] 
f(z) = 5/92*z^3 + 13/46*z + 1
*
[ 7/2 ] 
f(z) = 5/98*z^3 + 5/56*z + 1
*
[ 2 ] 
f(z) = 7/92*z^3 + 9/46*z + 1
*
[ 4/3 ] 
f(z) = 9/88*z^3 + 3/44*z + 1
*
[ 2 ] 
f(z) = 9/92*z^3 + 5/46*z + 1
*
[ 7/6 ] 
f(z) = 9/98*z^3 + 1/56*z + 1
*
[ 9/5 ] 
f(z) = 10/81*z^3 + 2/45*z + 1
*
[ 2 ] 
f(z) = 11/92*z^3 + 1/46*z + 1
*
[ 6 ] 
f(z) = 2/99*z^3 + 7/66*z + 1
*
[ 3/2 ] 
f(z) = 2/99*z^3 + 19/66*z + 1
*
[ 4/3 ] 
f(z) = 3/80*z^3 + 11/60*z + 1
*
[ 10/3 ] 
f(z) = 3/80*z^3 + 17/60*z + 1
*
-4/5 | 0.14532893587914089183992311900647734726 | 0.023539677830317211840826465775171655208
f(z) = 5/96*z^3 + 13/60*z + 1
*
[ 12/5 ] 
f(z) = 5/96*z^3 + 17/60*z + 1
*
[ 7/5 ] 
f(z) = 5/98*z^3 + 13/70*z + 1
*
[ 14/5 ] 
f(z) = 5/98*z^3 + 17/70*z + 1
*
[ 9/7 ] 
f(z) = 7/81*z^3 + 5/63*z + 1
*
[ 3/2 ] 
f(z) = 10/99*z^3 + 7/66*z + 1
*
[ 3/2 ] 
f(z) = 14/99*z^3 + 1/66*z + 1
*
[ 8 ] 
f(z) = 1/88*z^3 + 13/88*z + 1
*
[ -9 ] 
f(z) = 1/90*z^3 + 19/90*z + 1
*
[ 9 ] 
f(z) = 1/99*z^3 + 7/99*z + 1
*
[ 5 ] 
f(z) = 2/85*z^3 + 18/85*z + 1
*
[ -7 ] 
f(z) = 2/91*z^3 + 6/91*z + 1
*
[ 5 ] 
f(z) = 3/95*z^3 + 1/95*z + 1
*
[ -5 ] 
f(z) = 4/85*z^3 + 2/85*z + 1
*
[ 7/2 ] 
f(z) = 4/91*z^3 + 16/91*z + 1
*
[ -5 ] 
f(z) = 4/95*z^3 + 14/95*z + 1
*
[ 6/5 ] 
f(z) = 5/81*z^3 + 7/90*z + 1
*
[ 3 ] 
f(z) = 5/84*z^3 + 11/84*z + 1
*
[ 3 ] 
f(z) = 5/87*z^3 + 13/87*z + 1
*
[ 3 ] 
f(z) = 5/93*z^3 + 17/93*z + 1
*
[ 3 ] 
f(z) = 5/96*z^3 + 19/96*z + 1
*
[ 2 ] 
f(z) = 7/82*z^3 + 13/82*z + 1
*
[ 2 ] 
f(z) = 7/86*z^3 + 15/86*z + 1
*
[ 2 ] 
f(z) = 7/90*z^3 + 17/90*z + 1
*
[ -4 ] 
f(z) = 7/92*z^3 + 3/92*z + 1
*
[ 2 ] 
f(z) = 7/94*z^3 + 19/94*z + 1
*
[ 3 ] 
f(z) = 7/96*z^3 + 1/96*z + 1
*
[ 12/7 ] 
f(z) = 7/96*z^3 + 17/84*z + 1
*
[ 5/2 ] 
f(z) = 8/85*z^3 + 1/85*z + 1
*
[ 3/2 ] 
f(z) = 8/87*z^3 + 11/87*z + 1
*
[ 3/2 ] 
f(z) = 8/93*z^3 + 13/93*z + 1
*
[ 5/2 ] 
f(z) = 8/95*z^3 + 7/95*z + 1
*
[ 5/3 ] 
f(z) = 9/80*z^3 + 7/80*z + 1
*
[ 2 ] 
f(z) = 9/82*z^3 + 5/82*z + 1
*
[ 5/3 ] 
f(z) = 9/85*z^3 + 9/85*z + 1
*
[ 2 ] 
f(z) = 9/86*z^3 + 7/86*z + 1
*
[ 7/3 ] 
f(z) = 9/91*z^3 + 3/91*z + 1
*
[ 4/3 ] 
f(z) = 9/92*z^3 + 7/92*z + 1
*
[ 2 ] 
f(z) = 9/94*z^3 + 11/94*z + 1
*
[ 5/3 ] 
f(z) = 9/95*z^3 + 13/95*z + 1
*
[ 2 ] 
f(z) = 9/98*z^3 + 13/98*z + 1
*
[ 2 ] 
f(z) = 11/90*z^3 + 1/90*z + 1
*
[ 2 ] 
f(z) = 11/94*z^3 + 3/94*z + 1
*
[ 2 ] 
f(z) = 11/98*z^3 + 5/98*z + 1
*
[ 4/3 ] 
f(z) = 5/96*z^3 + 17/108*z + 1
*
[ 4/3 ] 
f(z) = 7/96*z^3 + 13/108*z + 1
*
[ 4/3 ] 
f(z) = 11/96*z^3 + 5/108*z + 1
*
[ 4/3 ] 
f(z) = 13/96*z^3 + 1/108*z + 1
*
-15/2 | 0.15520030498208099951040525049983776845 | 0.026367237845751156327029670835149389435
f(z) = 1/90*z^3 + 13/120*z + 1
*
[ -10 ] 
f(z) = 1/96*z^3 + 7/120*z + 1
*
-8/3 | 0.15407359074965288998517876740967725461 | 0.028112341080061828004890657283055115520
f(z) = 3/80*z^3 + 13/120*z + 1
*
[ -24/5 ] 
f(z) = 5/96*z^3 + 1/120*z + 1
*
[ 6/5 ] 
f(z) = 5/96*z^3 + 11/120*z + 1
*
[ -14/3 ] 
f(z) = 5/98*z^3 + 13/126*z + 1
*
[ 18/7 ] 
f(z) = 7/81*z^3 + 5/126*z + 1
*
[ 3/2 ] 
f(z) = 7/90*z^3 + 19/120*z + 1
*
[ 14/9 ] 
f(z) = 9/98*z^3 + 17/126*z + 1
*
[ 3/2 ] 
f(z) = 11/90*z^3 + 7/120*z + 1
*
[ 3/2 ] 
f(z) = 13/90*z^3 + 1/120*z + 1
*
[ 3/2 ] 
f(z) = 13/99*z^3 + 5/132*z + 1
*
[ 9/8 ] 
f(z) = 4/81*z^3 + 7/144*z + 1
*
[ 10/7 ] 
f(z) = 7/80*z^3 + 17/140*z + 1
*
[ 9/4 ] 
f(z) = 7/81*z^3 + 17/144*z + 1
*
[ 14/11 ] 
f(z) = 11/98*z^3 + 5/154*z + 1
*
[ 8 ] 
f(z) = 1/84*z^3 + 19/168*z + 1
*
[ 6 ] 
f(z) = 2/87*z^3 + 1/174*z + 1
*
[ 7/6 ] 
f(z) = 3/98*z^3 + 17/168*z + 1
*
[ 6/5 ] 
f(z) = 5/88*z^3 + 14/165*z + 1
*
[ 8/7 ] 
f(z) = 7/96*z^3 + 5/168*z + 1
*
-6/7 | 0.097861738482540182731976297530489754726 | 0.015031928590820903760089433646629639455
f(z) = 7/96*z^3 + 19/168*z + 1
*
[ 2 ] 
f(z) = 8/81*z^3 + 17/162*z + 1
*
[ 2 ] 
f(z) = 8/83*z^3 + 19/166*z + 1
*
[ 5/4 ] 
f(z) = 8/85*z^3 + 9/170*z + 1
*
[ 4/3 ] 
f(z) = 9/82*z^3 + 9/164*z + 1
*
[ 2 ] 
f(z) = 9/83*z^3 + 11/166*z + 1
*
[ 2 ] 
f(z) = 9/85*z^3 + 13/170*z + 1
*
[ 4/3 ] 
f(z) = 9/86*z^3 + 11/172*z + 1
*
[ 2 ] 
f(z) = 9/89*z^3 + 17/178*z + 1
*
[ 2 ] 
f(z) = 10/81*z^3 + 1/162*z + 1
*
[ 2 ] 
f(z) = 10/83*z^3 + 3/166*z + 1
*
[ 2 ] 
f(z) = 10/87*z^3 + 7/174*z + 1
*
[ 3/2 ] 
f(z) = 10/87*z^3 + 13/174*z + 1
*
[ 2 ] 
f(z) = 10/89*z^3 + 9/178*z + 1
*
[ 2 ] 
f(z) = 11/89*z^3 + 1/178*z + 1
*
-4 | 0.15549378447438639699137150616153792973 | 0.029943207490301145673110282879857354137
f(z) = 1/90*z^3 + 13/180*z + 1
*
[ -10 ] 
f(z) = 1/95*z^3 + 9/190*z + 1
*
[ 6 ] 
f(z) = 2/93*z^3 + 11/186*z + 1
*
[ 15/4 ] 
f(z) = 4/81*z^3 + 7/180*z + 1
*
-18/5 | 0.11654075098598732846298637885457730479 | 0.015769673873075123238793352402472677658
f(z) = 5/81*z^3 + 11/180*z + 1
*
[ 4/3 ] 
f(z) = 7/80*z^3 + 17/180*z + 1
*
[ -4 ] 
f(z) = 7/90*z^3 + 1/180*z + 1
*
[ -4 ] 
f(z) = 7/94*z^3 + 11/188*z + 1
*
[ 5/4 ] 
f(z) = 8/95*z^3 + 13/190*z + 1
*
[ 11/4 ] 
f(z) = 8/99*z^3 + 5/198*z + 1
*
[ 2 ] 
f(z) = 9/91*z^3 + 19/182*z + 1
*
[ 4/3 ] 
f(z) = 9/94*z^3 + 15/188*z + 1
*
[ 4/3 ] 
f(z) = 9/98*z^3 + 17/196*z + 1
*
[ 2 ] 
f(z) = 10/91*z^3 + 11/182*z + 1
*
[ 2 ] 
f(z) = 10/93*z^3 + 13/186*z + 1
*
[ 3/2 ] 
f(z) = 10/93*z^3 + 17/186*z + 1
*
[ 2 ] 
f(z) = 10/97*z^3 + 17/194*z + 1
*
[ 2 ] 
f(z) = 10/99*z^3 + 19/198*z + 1
*
[ 4/3 ] 
f(z) = 11/80*z^3 + 1/180*z + 1
*
[ 18/11 ] 
f(z) = 11/81*z^3 + 5/198*z + 1
*
[ 2 ] 
f(z) = 11/91*z^3 + 3/182*z + 1
*
[ 2 ] 
f(z) = 11/93*z^3 + 5/186*z + 1
*
[ 2 ] 
f(z) = 11/95*z^3 + 7/190*z + 1
*
[ 2 ] 
f(z) = 11/97*z^3 + 9/194*z + 1
*
[ 2 ] 
f(z) = 12/97*z^3 + 1/194*z + 1
*
[ -27/4 ] 
f(z) = 2/81*z^3 + 5/216*z + 1
*
-18/5 | 0.11997612625075675694224020159561748875 | 0.019862759434094094711181257953789310941
f(z) = 5/84*z^3 + 13/210*z + 1
*
[ 6/5 ] 
f(z) = 5/84*z^3 + 17/210*z + 1
*
[ -10 ] 
f(z) = 1/92*z^3 + 3/230*z + 1
*
[ 14/3 ] 
f(z) = 3/88*z^3 + 10/231*z + 1
*
[ 9/5 ] 
f(z) = 11/81*z^3 + 1/225*z + 1
*
[ 7/4 ] 
f(z) = 11/98*z^3 + 19/224*z + 1
*
[ 7/4 ] 
f(z) = 13/98*z^3 + 5/224*z + 1
*
[ 28/3 ] 
f(z) = 1/98*z^3 + 1/252*z + 1
*
[ -17/3 ] 
f(z) = 3/85*z^3 + 11/255*z + 1
*
[ 3 ] 
f(z) = 6/83*z^3 + 4/249*z + 1
*
[ 3 ] 
f(z) = 6/85*z^3 + 8/255*z + 1
*
[ 3/2 ] 
f(z) = 12/83*z^3 + 2/249*z + 1
*
[ 5/3 ] 
f(z) = 12/85*z^3 + 2/255*z + 1
*
[ 3/2 ] 
f(z) = 12/85*z^3 + 4/255*z + 1
*
[ 9 ] 
f(z) = 1/93*z^3 + 5/279*z + 1
*
-3 | 0.16354467742281606806203767199088160167 | 0.029330374864887743601712676156296001603
f(z) = 3/88*z^3 + 7/264*z + 1
*
[ 3 ] 
f(z) = 6/89*z^3 + 16/267*z + 1
*
[ 3/2 ] 
f(z) = 12/89*z^3 + 8/267*z + 1
*
[ 3/2 ] 
f(z) = 12/91*z^3 + 10/273*z + 1
*
[ 9 ] 
f(z) = 1/96*z^3 + 13/288*z + 1
*
[ -6 ] 
f(z) = 3/94*z^3 + 5/282*z + 1
*
[ -6 ] 
f(z) = 3/98*z^3 + 19/294*z + 1
*
[ 8/7 ] 
f(z) = 7/80*z^3 + 3/280*z + 1
*
[ 3 ] 
f(z) = 7/95*z^3 + 1/285*z + 1
*
[ 3 ] 
f(z) = 7/97*z^3 + 5/291*z + 1
*
[ 3/2 ] 
f(z) = 12/97*z^3 + 16/291*z + 1
*
[ 4 ] 
f(z) = 1/88*z^3 + 25/44*z + 1
*
[ 2 ] 
f(z) = 1/92*z^3 + 21/46*z + 1
*
[ 7/2 ] 
f(z) = 1/98*z^3 + 33/56*z + 1
*
[ 6 ] 
f(z) = 1/80*z^3 + 23/60*z + 1
*
[ 6 ] 
f(z) = 1/99*z^3 + 31/66*z + 1
*
[ 9/4 ] 
f(z) = 2/81*z^3 + 31/72*z + 1
*
[ -6 ] 
f(z) = 2/99*z^3 + 29/66*z + 1
*
[ 5 ] 
f(z) = 1/80*z^3 + 39/80*z + 1
*
[ 2 ] 
f(z) = 1/82*z^3 + 37/82*z + 1
*
[ 7 ] 
f(z) = 1/84*z^3 + 23/84*z + 1
*
[ 2 ] 
f(z) = 1/86*z^3 + 39/86*z + 1
*
[ 22/3 ] 
f(z) = 1/88*z^3 + 25/99*z + 1
*
[ -8 ] 
f(z) = 1/88*z^3 + 35/88*z + 1
*
[ 7 ] 
f(z) = 1/91*z^3 + 29/91*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.025310418676142574963021808755470771685
f(z) = 1/96*z^3 + 23/96*z + 1
*
[ -9 ] 
f(z) = 1/99*z^3 + 29/99*z + 1
*
[ 5 ] 
f(z) = 2/95*z^3 + 26/95*z + 1
*
[ -5 ] 
f(z) = 3/80*z^3 + 21/80*z + 1
*
[ 2 ] 
f(z) = 3/82*z^3 + 29/82*z + 1
*
[ -5 ] 
f(z) = 3/85*z^3 + 27/85*z + 1
*
[ 2 ] 
f(z) = 3/86*z^3 + 31/86*z + 1
*
[ 4 ] 
f(z) = 3/92*z^3 + 21/92*z + 1
*
[ 2 ] 
f(z) = 3/94*z^3 + 35/94*z + 1
*
[ 2 ] 
f(z) = 3/98*z^3 + 37/98*z + 1
*
[ 5/2 ] 
f(z) = 4/85*z^3 + 26/85*z + 1
*
[ 3/2 ] 
f(z) = 4/87*z^3 + 20/87*z + 1
*
[ 3 ] 
f(z) = 4/87*z^3 + 22/87*z + 1
*
[ 3/2 ] 
f(z) = 4/93*z^3 + 22/93*z + 1
*
[ 3 ] 
f(z) = 4/93*z^3 + 26/93*z + 1
*
[ 5/2 ] 
f(z) = 4/95*z^3 + 32/95*z + 1
*
[ 2 ] 
f(z) = 5/82*z^3 + 21/82*z + 1
*
[ 2 ] 
f(z) = 5/86*z^3 + 23/86*z + 1
*
[ 2 ] 
f(z) = 5/94*z^3 + 27/94*z + 1
*
[ 2 ] 
f(z) = 5/98*z^3 + 29/98*z + 1
*
[ 4/3 ] 
f(z) = 1/96*z^3 + 25/108*z + 1
*
[ 15/2 ] 
f(z) = 1/90*z^3 + 29/120*z + 1
*
[ 3/2 ] 
f(z) = 1/90*z^3 + 37/120*z + 1
*
[ 4/3 ] 
f(z) = 3/88*z^3 + 25/132*z + 1
*
[ 8/5 ] 
f(z) = 5/96*z^3 + 29/120*z + 1
*
[ 7/3 ] 
f(z) = 5/98*z^3 + 37/126*z + 1
*
[ 3/2 ] 
f(z) = 5/99*z^3 + 29/132*z + 1
*
[ 3/2 ] 
f(z) = 7/99*z^3 + 23/132*z + 1
*
15/4 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = 1/81*z^3 + 23/144*z + 1
*
[ 9/4 ] 
f(z) = 5/81*z^3 + 35/144*z + 1
*
[ 4 ] 
f(z) = 3/82*z^3 + 27/164*z + 1
*
[ 4 ] 
f(z) = 3/86*z^3 + 33/172*z + 1
*
[ 2 ] 
f(z) = 6/83*z^3 + 35/166*z + 1
*
[ 5/2 ] 
f(z) = 6/85*z^3 + 27/170*z + 1
*
[ 2 ] 
f(z) = 6/85*z^3 + 37/170*z + 1
*
[ 2 ] 
f(z) = 7/81*z^3 + 25/162*z + 1
*
[ 2 ] 
f(z) = 7/83*z^3 + 27/166*z + 1
*
[ 2 ] 
f(z) = 7/85*z^3 + 29/170*z + 1
*
[ 2 ] 
f(z) = 7/87*z^3 + 31/174*z + 1
*
[ 2 ] 
f(z) = 7/89*z^3 + 33/178*z + 1
*
[ 2 ] 
f(z) = 8/85*z^3 + 21/170*z + 1
*
[ 2 ] 
f(z) = 8/87*z^3 + 23/174*z + 1
*
[ 2 ] 
f(z) = 8/89*z^3 + 25/178*z + 1
*
[ 15/2 ] 
f(z) = 1/81*z^3 + 31/180*z + 1
*
[ 8 ] 
f(z) = 1/92*z^3 + 33/184*z + 1
*
[ 5/2 ] 
f(z) = 6/95*z^3 + 39/190*z + 1
*
[ 2 ] 
f(z) = 7/93*z^3 + 37/186*z + 1
*
[ 2 ] 
f(z) = 7/95*z^3 + 39/190*z + 1
*
[ 2 ] 
f(z) = 8/91*z^3 + 27/182*z + 1
*
[ 7/4 ] 
f(z) = 8/91*z^3 + 29/182*z + 1
*
[ 2 ] 
f(z) = 8/93*z^3 + 29/186*z + 1
*
[ 2 ] 
f(z) = 8/95*z^3 + 31/190*z + 1
*
[ 2 ] 
f(z) = 8/97*z^3 + 33/194*z + 1
*
[ 9/4 ] 
f(z) = 8/99*z^3 + 29/198*z + 1
*
[ 2 ] 
f(z) = 8/99*z^3 + 35/198*z + 1
*
[ 2 ] 
f(z) = 9/95*z^3 + 23/190*z + 1
*
[ 2 ] 
f(z) = 9/97*z^3 + 25/194*z + 1
*
[ 14/5 ] 
f(z) = 5/84*z^3 + 37/210*z + 1
*
[ 15/7 ] 
f(z) = 7/90*z^3 + 37/210*z + 1
*
[ 8/3 ] 
f(z) = 7/96*z^3 + 23/216*z + 1
*
[ 9/5 ] 
f(z) = 7/81*z^3 + 37/225*z + 1
*
-6/7 | 0.21641785511472390081102368496394629804 | 0.028771856512919852048505757308912578560
f(z) = 7/88*z^3 + 25/231*z + 1
*
[ 9/5 ] 
f(z) = 8/81*z^3 + 28/225*z + 1
*
[ 7/4 ] 
f(z) = 9/98*z^3 + 33/224*z + 1
*
[ -9 ] 
f(z) = 1/84*z^3 + 37/252*z + 1
*
[ -16/3 ] 
f(z) = 3/80*z^3 + 29/240*z + 1
*
[ 3 ] 
f(z) = 5/82*z^3 + 29/246*z + 1
*
[ 3 ] 
f(z) = 5/83*z^3 + 31/249*z + 1
*
[ 3 ] 
f(z) = 5/86*z^3 + 37/258*z + 1
*
[ 16/5 ] 
f(z) = 5/96*z^3 + 37/240*z + 1
*
[ 3/2 ] 
f(z) = 8/83*z^3 + 29/249*z + 1
*
[ 3/2 ] 
f(z) = 8/85*z^3 + 31/255*z + 1
*
[ 22/5 ] 
f(z) = 3/88*z^3 + 31/275*z + 1
*
-8/3 | 0.10858679612749676178047942285562368116 | 0.019474136890206721956723480515908420245
f(z) = 3/88*z^3 + 35/264*z + 1
*
[ 3 ] 
f(z) = 6/91*z^3 + 20/273*z + 1
*
[ 3/2 ] 
f(z) = 8/89*z^3 + 35/267*z + 1
*
[ 3/2 ] 
f(z) = 8/91*z^3 + 37/273*z + 1
*
[ 22/15 ] 
f(z) = 9/88*z^3 + 27/275*z + 1
*
[ 9/8 ] 
f(z) = 2/81*z^3 + 23/288*z + 1
*
[ 3 ] 
f(z) = 6/95*z^3 + 28/285*z + 1
*
[ 3 ] 
f(z) = 6/97*z^3 + 32/291*z + 1
*
[ 5 ] 
f(z) = 1/85*z^3 + 43/85*z + 1
*
[ 3 ] 
f(z) = 1/87*z^3 + 49/87*z + 1
*
[ -22/3 ] 
f(z) = 1/88*z^3 + 52/99*z + 1
*
[ 2 ] 
f(z) = 1/90*z^3 + 41/90*z + 1
*
[ 5 ] 
f(z) = 1/90*z^3 + 47/90*z + 1
*
[ 4 ] 
f(z) = 1/92*z^3 + 53/92*z + 1
*
[ 3 ] 
f(z) = 1/93*z^3 + 53/93*z + 1
*
[ 2 ] 
f(z) = 1/94*z^3 + 43/94*z + 1
*
[ 5 ] 
f(z) = 1/95*z^3 + 51/95*z + 1
*
[ 3 ] 
f(z) = 1/96*z^3 + 55/96*z + 1
*
[ 2 ] 
f(z) = 1/98*z^3 + 45/98*z + 1
*
[ 3 ] 
f(z) = 2/87*z^3 + 40/87*z + 1
*
[ 3 ] 
f(z) = 2/93*z^3 + 44/93*z + 1
*
[ 3/2 ] 
f(z) = 1/99*z^3 + 41/132*z + 1
*
[ 8/3 ] 
f(z) = 3/80*z^3 + 43/120*z + 1
*
[ 3/2 ] 
f(z) = 2/87*z^3 + 49/174*z + 1
*
[ -6 ] 
f(z) = 2/87*z^3 + 59/174*z + 1
*
[ 2 ] 
f(z) = 3/83*z^3 + 59/166*z + 1
*
[ 10/3 ] 
f(z) = 3/88*z^3 + 53/165*z + 1
*
[ 2 ] 
f(z) = 4/81*z^3 + 49/162*z + 1
*
[ 2 ] 
f(z) = 4/83*z^3 + 51/166*z + 1
*
[ 2 ] 
f(z) = 4/85*z^3 + 53/170*z + 1
*
[ 2 ] 
f(z) = 4/87*z^3 + 55/174*z + 1
*
[ 2 ] 
f(z) = 4/89*z^3 + 57/178*z + 1
*
[ 2 ] 
f(z) = 5/81*z^3 + 41/162*z + 1
*
[ 2 ] 
f(z) = 5/83*z^3 + 43/166*z + 1
*
[ 2 ] 
f(z) = 5/87*z^3 + 47/174*z + 1
*
[ 2 ] 
f(z) = 5/89*z^3 + 49/178*z + 1
*
[ 2 ] 
f(z) = 6/89*z^3 + 41/178*z + 1
*
[ 20/3 ] 
f(z) = 1/80*z^3 + 53/180*z + 1
*
[ -13/2 ] 
f(z) = 2/91*z^3 + 41/182*z + 1
*
[ 3/2 ] 
f(z) = 2/93*z^3 + 53/186*z + 1
*
[ 11/2 ] 
f(z) = 2/99*z^3 + 41/198*z + 1
*
[ 4 ] 
f(z) = 3/94*z^3 + 45/188*z + 1
*
[ 4 ] 
f(z) = 3/98*z^3 + 51/196*z + 1
*
[ 2 ] 
f(z) = 4/91*z^3 + 59/182*z + 1
*
[ 12/5 ] 
f(z) = 5/81*z^3 + 41/180*z + 1
*
[ 2 ] 
f(z) = 5/91*z^3 + 51/182*z + 1
*
[ 2 ] 
f(z) = 5/93*z^3 + 53/186*z + 1
*
[ 2 ] 
f(z) = 5/97*z^3 + 57/194*z + 1
*
[ 2 ] 
f(z) = 5/99*z^3 + 59/198*z + 1
*
[ 2 ] 
f(z) = 6/91*z^3 + 43/182*z + 1
*
[ 2 ] 
f(z) = 6/95*z^3 + 47/190*z + 1
*
[ 2 ] 
f(z) = 6/97*z^3 + 49/194*z + 1
*
[ 2 ] 
f(z) = 7/97*z^3 + 41/194*z + 1
*
[ 2 ] 
f(z) = 7/99*z^3 + 43/198*z + 1
*
[ 8/3 ] 
f(z) = 5/96*z^3 + 55/216*z + 1
*
[ -28/3 ] 
f(z) = 1/98*z^3 + 55/252*z + 1
*
[ 3/2 ] 
f(z) = 4/83*z^3 + 56/249*z + 1
*
[ 3 ] 
f(z) = 4/83*z^3 + 58/249*z + 1
*
[ 3/2 ] 
f(z) = 4/85*z^3 + 58/255*z + 1
*
[ 5/3 ] 
f(z) = 6/85*z^3 + 52/255*z + 1
*
[ 12/7 ] 
f(z) = 7/81*z^3 + 41/252*z + 1
*
[ -9 ] 
f(z) = 1/87*z^3 + 47/261*z + 1
*
[ 13/3 ] 
f(z) = 3/91*z^3 + 41/273*z + 1
*
[ 4/3 ] 
f(z) = 3/92*z^3 + 53/276*z + 1
*
[ 3 ] 
f(z) = 5/88*z^3 + 41/264*z + 1
*
[ 3 ] 
f(z) = 5/89*z^3 + 43/267*z + 1
*
[ 3 ] 
f(z) = 5/91*z^3 + 47/273*z + 1
*
[ 3 ] 
f(z) = 5/92*z^3 + 49/276*z + 1
*
[ 7/3 ] 
f(z) = 6/91*z^3 + 58/273*z + 1
*
[ 3 ] 
f(z) = 5/94*z^3 + 53/282*z + 1
*
[ 3 ] 
f(z) = 5/97*z^3 + 59/291*z + 1
*
[ 3/2 ] 
f(z) = 8/95*z^3 + 41/285*z + 1
*
[ 3/2 ] 
f(z) = 8/97*z^3 + 43/291*z + 1
*
[ -15/2 ] 
f(z) = 1/90*z^3 + 61/120*z + 1
*
[ 6 ] 
f(z) = 1/92*z^3 + 61/138*z + 1
*
[ 7/3 ] 
f(z) = 1/98*z^3 + 65/126*z + 1
*
[ 14/3 ] 
f(z) = 1/98*z^3 + 71/126*z + 1
*
[ 9/4 ] 
f(z) = 1/81*z^3 + 71/144*z + 1
*
[ 2 ] 
f(z) = 1/81*z^3 + 73/162*z + 1
*
[ 2 ] 
f(z) = 1/83*z^3 + 75/166*z + 1
*
[ -8 ] 
f(z) = 1/84*z^3 + 61/168*z + 1
*
[ 2 ] 
f(z) = 1/85*z^3 + 77/170*z + 1
*
[ 6 ] 
f(z) = 1/87*z^3 + 73/174*z + 1
*
[ 2 ] 
f(z) = 1/87*z^3 + 79/174*z + 1
*
[ 2 ] 
f(z) = 2/81*z^3 + 65/162*z + 1
*
[ 2 ] 
f(z) = 2/83*z^3 + 67/166*z + 1
*
[ 2 ] 
f(z) = 2/85*z^3 + 69/170*z + 1
*
[ 5/2 ] 
f(z) = 2/85*z^3 + 77/170*z + 1
*
[ 2 ] 
f(z) = 2/87*z^3 + 71/174*z + 1
*
[ 2 ] 
f(z) = 2/89*z^3 + 73/178*z + 1
*
[ 2 ] 
f(z) = 3/85*z^3 + 61/170*z + 1
*
[ 2 ] 
f(z) = 3/89*z^3 + 65/178*z + 1
*
-20/3 | 0.19109373806953438443951911514451016610 | 0.029044906770044305458222949909504484921
f(z) = 1/80*z^3 + 71/180*z + 1
*
[ -15/2 ] 
f(z) = 1/81*z^3 + 79/180*z + 1
*
[ -8 ] 
f(z) = 1/92*z^3 + 79/184*z + 1
*
[ 2 ] 
f(z) = 2/91*z^3 + 75/182*z + 1
*
[ -6 ] 
f(z) = 2/93*z^3 + 73/186*z + 1
*
[ 2 ] 
f(z) = 2/93*z^3 + 77/186*z + 1
*
[ 2 ] 
f(z) = 2/95*z^3 + 79/190*z + 1
*
[ 9/2 ] 
f(z) = 2/99*z^3 + 73/198*z + 1
*
[ 2 ] 
f(z) = 3/91*z^3 + 67/182*z + 1
*
[ 2 ] 
f(z) = 3/95*z^3 + 71/190*z + 1
*
[ 2 ] 
f(z) = 3/97*z^3 + 73/194*z + 1
*
[ 2 ] 
f(z) = 4/93*z^3 + 61/186*z + 1
*
[ 2 ] 
f(z) = 4/95*z^3 + 63/190*z + 1
*
[ 2 ] 
f(z) = 4/97*z^3 + 65/194*z + 1
*
[ 2 ] 
f(z) = 4/99*z^3 + 67/198*z + 1
*
[ 7/4 ] 
f(z) = 3/98*z^3 + 75/224*z + 1
*
[ 9/5 ] 
f(z) = 4/81*z^3 + 64/225*z + 1
*
[ 7/4 ] 
f(z) = 5/98*z^3 + 61/224*z + 1
*
[ 5/3 ] 
f(z) = 3/80*z^3 + 71/240*z + 1
*
[ 3 ] 
f(z) = 3/80*z^3 + 79/240*z + 1
*
[ 5/3 ] 
f(z) = 3/85*z^3 + 77/255*z + 1
*
[ 3 ] 
f(z) = 4/85*z^3 + 62/255*z + 1
*
[ -9 ] 
f(z) = 1/93*z^3 + 67/279*z + 1
*
[ 11/3 ] 
f(z) = 3/88*z^3 + 71/264*z + 1
*
[ -9/2 ] 
f(z) = 4/87*z^3 + 76/261*z + 1
*
[ 3/2 ] 
f(z) = 4/89*z^3 + 62/267*z + 1
*
[ 3 ] 
f(z) = 4/89*z^3 + 70/267*z + 1
*
[ 3/2 ] 
f(z) = 4/91*z^3 + 64/273*z + 1
*
[ 3 ] 
f(z) = 4/91*z^3 + 74/273*z + 1
*
[ -9 ] 
f(z) = 1/96*z^3 + 77/288*z + 1
*
[ 3/2 ] 
f(z) = 4/95*z^3 + 68/285*z + 1
*
[ 3/2 ] 
f(z) = 4/97*z^3 + 70/291*z + 1
*
[ 3 ] 
f(z) = 5/98*z^3 + 61/294*z + 1
*
[ 5/3 ] 
f(z) = 6/95*z^3 + 64/285*z + 1
*
[ 4 ] 
f(z) = 1/82*z^3 + 91/164*z + 1
*
[ 4 ] 
f(z) = 1/86*z^3 + 97/172*z + 1
*
[ 2 ] 
f(z) = 1/89*z^3 + 81/178*z + 1
*
[ 2 ] 
f(z) = 1/91*z^3 + 83/182*z + 1
*
[ 6 ] 
f(z) = 1/93*z^3 + 83/186*z + 1
*
[ 2 ] 
f(z) = 1/93*z^3 + 85/186*z + 1
*
[ 2 ] 
f(z) = 1/95*z^3 + 87/190*z + 1
*
[ 2 ] 
f(z) = 1/97*z^3 + 89/194*z + 1
*
[ 2 ] 
f(z) = 1/99*z^3 + 91/198*z + 1
*
[ 7/2 ] 
f(z) = 2/91*z^3 + 81/182*z + 1
*
[ 5/2 ] 
f(z) = 2/95*z^3 + 89/190*z + 1
*
[ 2 ] 
f(z) = 2/97*z^3 + 81/194*z + 1
*
[ 2 ] 
f(z) = 2/99*z^3 + 83/198*z + 1
*
[ 9/5 ] 
f(z) = 1/81*z^3 + 91/225*z + 1
*
[ 7/4 ] 
f(z) = 1/98*z^3 + 89/224*z + 1
*
[ 9/5 ] 
f(z) = 2/81*z^3 + 82/225*z + 1
*
[ 6 ] 
f(z) = 1/82*z^3 + 97/246*z + 1
*
[ 3 ] 
f(z) = 3/82*z^3 + 83/246*z + 1
*
[ 3 ] 
f(z) = 3/83*z^3 + 85/249*z + 1
*
[ 3 ] 
f(z) = 3/85*z^3 + 89/255*z + 1
*
[ 3 ] 
f(z) = 3/86*z^3 + 91/258*z + 1
*
[ 3 ] 
f(z) = 3/88*z^3 + 95/264*z + 1
*
[ 3 ] 
f(z) = 3/89*z^3 + 97/267*z + 1
*
[ 5/3 ] 
f(z) = 3/95*z^3 + 89/285*z + 1
*
0 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = 3/98*z^3 + 89/294*z + 1
*
[ 3 ] 
f(z) = 4/95*z^3 + 82/285*z + 1
*
[ 3 ] 
f(z) = 4/97*z^3 + 86/291*z + 1
*
[ 10/3 ] 
f(z) = 1/80*z^3 + 101/180*z + 1
*
[ 4 ] 
f(z) = 1/90*z^3 + 103/180*z + 1
*
[ 4 ] 
f(z) = 1/94*z^3 + 109/188*z + 1
*
[ 4 ] 
f(z) = 1/98*z^3 + 115/196*z + 1
*
[ 8/3 ] 
f(z) = 1/96*z^3 + 119/216*z + 1
*
[ 6 ] 
f(z) = 1/86*z^3 + 107/258*z + 1
*
[ 3 ] 
f(z) = 2/83*z^3 + 112/249*z + 1
*
[ 3 ] 
f(z) = 2/85*z^3 + 116/255*z + 1
*
[ 8/3 ] 
f(z) = 3/88*z^3 + 101/264*z + 1
*
[ 3 ] 
f(z) = 3/91*z^3 + 101/273*z + 1
*
[ 7/3 ] 
f(z) = 3/91*z^3 + 107/273*z + 1
*
[ 3 ] 
f(z) = 3/92*z^3 + 103/276*z + 1
*
[ 22/9 ] 
f(z) = 3/88*z^3 + 115/297*z + 1
*
[ 3 ] 
f(z) = 3/94*z^3 + 107/282*z + 1
*
[ 3 ] 
f(z) = 3/95*z^3 + 109/285*z + 1
*
[ 3 ] 
f(z) = 3/97*z^3 + 113/291*z + 1
*
[ 3 ] 
f(z) = 3/98*z^3 + 115/294*z + 1
*
[ 3 ] 
f(z) = 1/80*z^3 + 133/240*z + 1
*
[ 3 ] 
f(z) = 1/82*z^3 + 137/246*z + 1
*
[ 3 ] 
f(z) = 1/83*z^3 + 139/249*z + 1
*
[ 3 ] 
f(z) = 2/89*z^3 + 124/267*z + 1
*
[ 3 ] 
f(z) = 2/91*z^3 + 128/273*z + 1
*
[ 6 ] 
f(z) = 1/94*z^3 + 127/282*z + 1
*
[ 6 ] 
f(z) = 1/98*z^3 + 137/294*z + 1
*
[ 3 ] 
f(z) = 2/95*z^3 + 136/285*z + 1
*
[ 3 ] 
f(z) = 1/85*z^3 + 143/255*z + 1
*
[ 3 ] 
f(z) = 1/86*z^3 + 145/258*z + 1
*
[ 3 ] 
f(z) = 1/88*z^3 + 149/264*z + 1
*
[ 22/5 ] 
f(z) = 1/88*z^3 + 152/275*z + 1
*
[ 3 ] 
f(z) = 1/89*z^3 + 151/267*z + 1
*
[ 3 ] 
f(z) = 1/91*z^3 + 155/273*z + 1
*
[ 3 ] 
f(z) = 1/92*z^3 + 157/276*z + 1
*
[ 3 ] 
f(z) = 2/97*z^3 + 140/291*z + 1
*
[ -1 ]
f(z) = 2/81*z^3 + 160/81*z + 1
*
[ 3 ] 
f(z) = 1/94*z^3 + 161/282*z + 1
*
[ 3 ] 
f(z) = 1/95*z^3 + 163/285*z + 1
*
[ 3 ] 
f(z) = 1/97*z^3 + 167/291*z + 1
*
[ 3 ] 
f(z) = 1/98*z^3 + 169/294*z + 1
*
[ 24 ] 
f(z) = 7/108*z^3 - 291/8*z + 1
*
[ 12 ] 
f(z) = 19/108*z^3 - 293/12*z + 1
*
-2 | 0.11366201378441337995619402429709912254 | 0.014707026255095087534248035321321661743
f(z) = 3/104*z^3 - 284/39*z + 1
*
-8 | 0.18343605465509387770953328638898444268 | 0.028971965736403260508547677278232999606
f(z) = 9/112*z^3 - 281/56*z + 1
*
15/11 | 0.19724218043921925112583152996992485320 | 0.022025142670892749103188006942571313192
f(z) = 11/108*z^3 - 287/44*z + 1
*
[ -8 ] 
f(z) = 11/112*z^3 - 289/56*z + 1
*
-40/3 | 0.19092042221326823584830413961343829359 | 0.026190757606520389909782022144762330356
f(z) = 3/100*z^3 - 293/60*z + 1
*
15/2 | 0.14002888521306536807363611888044694963 | 0.020720172693844695608824232782343326031
f(z) = 8/117*z^3 - 287/78*z + 1
*
[ -6 ] 
f(z) = 16/117*z^3 - 293/78*z + 1
*
28/3 | 0.087411461048605880411119236171098589867 | 0.012394005156083760868759650334360757056
f(z) = 3/112*z^3 - 289/84*z + 1
*
3/7 | 0.22013361309905069067708867406468712422 | 0.028094108446750130303834814612067517518
f(z) = 7/108*z^3 - 281/84*z + 1
*
[ 6 ] 
f(z) = 13/112*z^3 - 281/84*z + 1
*
17 | 0.15740228261652528759679175563097831214 | 0.027677679742546059189265971404873946437
f(z) = 1/102*z^3 - 295/102*z + 1
*
-17 | 0.15740286788981916802854939833612523850 | 0.027881383129390334494285414916196461221
f(z) = 1/102*z^3 - 283/102*z + 1
*
9 | 0.15248078789173067703573001187751201298 | 0.026909513929055033817938024845687643825
f(z) = 1/104*z^3 - 289/104*z + 1
*
13 | 0.16389061802440467389856510852702932274 | 0.029067099825377028340306702859720296337
f(z) = 1/104*z^3 - 281/104*z + 1
*
-4 | 0.16302143351712695192525144908530984193 | 0.028734733742468964127627652816237054580
f(z) = 1/110*z^3 - 291/110*z + 1
*
-10 | 0.13381933751158837988025095028882063306 | 0.023616177333120234315817039867806527728
f(z) = 3/110*z^3 - 289/110*z + 1
*
-7/2 | 0.10847407501894724131577537173980769592 | 0.019143294529251468779045397675394419775
f(z) = 4/105*z^3 - 289/105*z + 1
*
-7 | 0.12284234192981468155838353311474192228 | 0.021718974503254863105945011524430891631
f(z) = 4/105*z^3 - 286/105*z + 1
*
6 | 0.15740899450412583148636556514749338293 | 0.027613464194067486093007617710149366231
f(z) = 5/102*z^3 - 299/102*z + 1
*
[ -26/3 ] 
f(z) = 5/104*z^3 - 292/117*z + 1
*
[ 7 ] 
f(z) = 8/119*z^3 - 290/119*z + 1
*
13/3 | 0.14409087335580520804730784162758160437 | 0.025306928714441632208235137433634668701
f(z) = 9/104*z^3 - 297/104*z + 1
*
5 | 0.11824070738796037317945599964498796708 | 0.020779127986037888920608461183312303036
f(z) = 11/105*z^3 - 296/105*z + 1
*
9/2 | 0.12547238465739288263166242884588836249 | 0.022143123270370860473078694033262051060
f(z) = 16/105*z^3 - 289/105*z + 1
*
4 | 0.12531396815723282370750304923979002282 | 0.022009108455106273696751393060739471515
f(z) = 17/100*z^3 - 297/100*z + 1
*
[ -5 ] 
f(z) = 17/105*z^3 - 299/105*z + 1
*
3 | 0.14665771159575017515604907880620358350 | 0.025819235028691979380072700253409965108
f(z) = 17/105*z^3 - 293/105*z + 1
*
[ -5 ] 
f(z) = 17/110*z^3 - 293/110*z + 1
*
[ -5 ] 
f(z) = 17/115*z^3 - 287/115*z + 1
*
-6 | 0.14488974094178318735625002918187229063 | 0.022807837810549112082333048373204704737
f(z) = 3/100*z^3 - 287/150*z + 1
*
28/5 | 0.17679332747637267778970862019291076515 | 0.025167567334670918577040181601099911084
f(z) = 5/112*z^3 - 281/140*z + 1
*
26/11 | 0.10080972023869797510589962962313737295 | 0.013020470902266017989243725539418296416
f(z) = 11/104*z^3 - 288/143*z + 1
*
-3/2 | 0.16956839852815549214377070998158734753 | 0.024989493526460424569422211414669534723
f(z) = 16/117*z^3 - 295/156*z + 1
*
[ -9/2 ] 
f(z) = 17/108*z^3 - 283/144*z + 1
*
[ -6 ] 
f(z) = 9/116*z^3 - 283/174*z + 1
*
[ -39/5 ] 
f(z) = 5/117*z^3 - 287/195*z + 1
*
[ -16 ] 
f(z) = 1/104*z^3 - 291/208*z + 1
*
[ -9/2 ] 
f(z) = 14/117*z^3 - 281/234*z + 1
*
[ 39/7 ] 
f(z) = 7/117*z^3 - 283/273*z + 1
*
-14 | 0.098375908771324229060111865445913686181 | 0.014077002347931576443110566766909382320
f(z) = 5/112*z^3 - 271/28*z + 1
*
[ 15 ] 
f(z) = 7/108*z^3 - 273/20*z + 1
*
[ 9 ] 
f(z) = 11/108*z^3 - 265/36*z + 1
*
[ 6 ] 
f(z) = 14/117*z^3 - 271/78*z + 1
*
[ 21 ] 
f(z) = 1/108*z^3 - 263/84*z + 1
*
-28/3 | 0.14452242050790933266318528132544650059 | 0.020680291325670757995929598569779075756
f(z) = 3/112*z^3 - 271/84*z + 1
*
17 | 0.15740164982160528596960047367904751493 | 0.028096806735864359941264650690761128195
f(z) = 1/102*z^3 - 271/102*z + 1
*
-13 | 0.15248164453963466103077123462611059221 | 0.027327782759209742697151761833279193721
f(z) = 1/104*z^3 - 265/104*z + 1
*
-13 | 0.12887775022470325003026793313435965599 | 0.022915602606662703267611856923834140817
f(z) = 1/117*z^3 - 277/117*z + 1
*
[ 11 ] 
f(z) = 3/110*z^3 - 263/110*z + 1
*
7 | 0.13377823719047834322500967543047948750 | 0.023817640930045219449644355306954636701
f(z) = 3/112*z^3 - 275/112*z + 1
*
7 | 0.11286021528057601564314533157303108627 | 0.020282110050680439959329659318620081446
f(z) = 5/112*z^3 - 261/112*z + 1
*
-6 | 0.16358192055177051857581115970968837090 | 0.029123836045184200875469589979348098128
f(z) = 5/114*z^3 - 275/114*z + 1
*
[ -9 ] 
f(z) = 5/117*z^3 - 275/117*z + 1
*
-5 | 0.16302216476736155447085330259955970108 | 0.029256579022394255994721479048816100714
f(z) = 7/110*z^3 - 263/110*z + 1
*
6 | 0.16358258083029548698791321338252017844 | 0.029200126962785146534219392910561299840
f(z) = 7/114*z^3 - 271/114*z + 1
*
[ -7 ] 
f(z) = 8/105*z^3 - 272/105*z + 1
*
2/3 | 0.16302080983017059271827018642817732480 | 0.028949507876161417268572493322458580697
f(z) = 9/110*z^3 - 279/110*z + 1
*
[ -6 ] 
f(z) = 11/102*z^3 - 277/102*z + 1
*
[ -6 ] 
f(z) = 11/114*z^3 - 263/114*z + 1
*
-5 | 0.065920995046308988195522295485140317260 | 0.011838526693487291006830194491686845345
f(z) = 13/105*z^3 - 262/105*z + 1
*
-7/2 | 0.11805943084995228963309537043863081055 | 0.021074067620617410142424635275321817498
f(z) = 16/105*z^3 - 271/105*z + 1
*
[ -5 ] 
f(z) = 16/115*z^3 - 262/115*z + 1
*
-4 | 0.12558283753900510645337290099426953225 | 0.022301210184353330917477770252648852940
f(z) = 19/100*z^3 - 279/100*z + 1
*
10 | 0.16961683621474299093294399752941597705 | 0.024170529068272574579350328527680136973
f(z) = 1/112*z^3 - 279/140*z + 1
*
-4 | 0.11718401451350360958101926967596432669 | 0.016859032849721607039748874637279849693
f(z) = 5/112*z^3 - 261/140*z + 1
*
[ 3/8 ] 
f(z) = 16/117*z^3 - 263/156*z + 1
*
14/3 | 0.16103489860548592075967134909067804124 | 0.025702658681132985567534504902430504918
f(z) = 3/110*z^3 - 263/165*z + 1
*
8/3 | 0.13872487794114081158224063637141220216 | 0.022141773113654189500645866366829851536
f(z) = 3/112*z^3 - 263/168*z + 1
*
[ 36/5 ] 
f(z) = 5/108*z^3 - 277/180*z + 1
*
[ 3/7 ] 
f(z) = 5/108*z^3 - 263/196*z + 1
*
-5 | 0.20595396834343734927413967514492106254 | 0.028588242691071913820945011781652526394
f(z) = 9/100*z^3 - 269/180*z + 1
*
[ 3/7 ] 
f(z) = 11/108*z^3 - 265/196*z + 1
*
[ 3/7 ] 
f(z) = 17/108*z^3 - 267/196*z + 1
*
[ 21/4 ] 
f(z) = 8/105*z^3 - 271/210*z + 1
*
[ -16/3 ] 
f(z) = 9/104*z^3 - 265/208*z + 1
*
[ 4 ] 
f(z) = 13/102*z^3 - 263/204*z + 1
*
[ -4 ] 
f(z) = 17/106*z^3 - 279/212*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017150478073149095898982911222905921732
f(z) = 19/109*z^3 - 261/218*z + 1
*
[ -23/2 ] 
f(z) = 2/115*z^3 - 279/230*z + 1
*
7 | 0.16488546688375781336872046099602672530 | 0.029318092751730742186203174686138233732
f(z) = 4/115*z^3 - 277/230*z + 1
*
[ 5/11 ] 
f(z) = 11/100*z^3 - 269/220*z + 1
*
[ -4 ] 
f(z) = 17/110*z^3 - 269/220*z + 1
*
[ 7/2 ] 
f(z) = 18/119*z^3 - 271/238*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.015883074756682002308604153172561500798
f(z) = 18/119*z^3 - 263/238*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.013536277424868489689420545877003939977
f(z) = 19/111*z^3 - 263/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017223341355522137625389829203142966124
f(z) = 19/113*z^3 - 265/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017258312987867417826793120385987552076
f(z) = 19/115*z^3 - 267/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.014868088535868118589337774970583172710
f(z) = 19/117*z^3 - 269/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017325526753775098001694802038115933321
f(z) = 19/119*z^3 - 271/238*z + 1
*
[ 26 ] 
f(z) = 3/104*z^3 - 241/13*z + 1
*
[ 18 ] 
f(z) = 5/108*z^3 - 253/18*z + 1
*
[ -18 ] 
f(z) = 5/108*z^3 - 251/18*z + 1
*
[ -12 ] 
f(z) = 17/108*z^3 - 259/12*z + 1
*
[ 30 ] 
f(z) = 1/100*z^3 - 241/30*z + 1
*
66/5 | 0.16515260222074323638538605979164843340 | 0.019661585612237579195818508813689251965
f(z) = 5/108*z^3 - 247/30*z + 1
*
14 | 0.16773271896880906554726410543382220843 | 0.024382038629264453467774877025150138028
f(z) = 5/112*z^3 - 243/28*z + 1
*
-12 | 0.21763542605801450342625970221676388136 | 0.024627470089974770809821143371940871286
f(z) = 7/108*z^3 - 255/28*z + 1
*
[ -9 ] 
f(z) = 11/108*z^3 - 257/36*z + 1
*
24/13 | 0.23199810643086904016086965532654404333 | 0.026299794197418877036274242420091475096
f(z) = 13/108*z^3 - 251/52*z + 1
*
[ 10 ] 
f(z) = 5/104*z^3 - 254/65*z + 1
*
-2 | 0.15821409664876870437533133549042568258 | 0.020782557240115547605706930634588825610
f(z) = 5/104*z^3 - 253/65*z + 1
*
[ -10 ] 
f(z) = 5/104*z^3 - 241/65*z + 1
*
21/4 | 0.19131234508769744590531370880257592894 | 0.028778777574549448847742975162570329594
f(z) = 8/105*z^3 - 257/70*z + 1
*
[ -6 ] 
f(z) = 14/117*z^3 - 245/78*z + 1
*
-6/5 | 0.15446024189306181389101257053090447062 | 0.020419800671287062140439088147534920384
f(z) = 15/104*z^3 - 241/65*z + 1
*
-14 | 0.15807798513429628286140535727455940312 | 0.020732575020633502315287460082020801938
f(z) = 1/104*z^3 - 256/91*z + 1
*
4 | 0.15945138860541572588856984009462800192 | 0.023043160939922401533470820853212329561
f(z) = 3/112*z^3 - 253/84*z + 1
*
[ -48/5 ] 
f(z) = 5/108*z^3 - 253/80*z + 1
*
6 | 0.20363147621023114549436881331726599819 | 0.029361297683418291631547324557611569936
f(z) = 9/112*z^3 - 257/84*z + 1
*
[ -6 ] 
f(z) = 13/112*z^3 - 253/84*z + 1
*
17 | 0.15740300803563072982329629025549319651 | 0.028446038066954823681072753381157706847
f(z) = 1/102*z^3 - 253/102*z + 1
*
[ 18 ] 
f(z) = 1/104*z^3 - 254/117*z + 1
*
[ -18 ] 
f(z) = 1/104*z^3 - 241/117*z + 1
*
-11 | 0.14315185811231319634670518980722356320 | 0.025907714659643213192484163839542167906
f(z) = 1/110*z^3 - 251/110*z + 1
*
[ 19 ] 
f(z) = 1/114*z^3 - 253/114*z + 1
*
[ -19 ] 
f(z) = 1/114*z^3 - 241/114*z + 1
*
8 | 0.16302146196952431208251703342729995381 | 0.029589756976416305293513055418700273919
f(z) = 3/110*z^3 - 247/110*z + 1
*
[ -11 ] 
f(z) = 3/110*z^3 - 243/110*z + 1
*
-7 | 0.089028144439100795522318092158582456512 | 0.016207381868453896454147427611422411229
f(z) = 3/112*z^3 - 243/112*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016135927725796004934849262095711887020
f(z) = 3/119*z^3 - 241/119*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016123754964048647199993457416023846376
f(z) = 4/119*z^3 - 242/119*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013767256239369596526774080750478027911
f(z) = 5/118*z^3 - 241/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016111650638236993161423342784157908750
f(z) = 5/119*z^3 - 243/119*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016099614070797756872810908345214729432
f(z) = 6/119*z^3 - 244/119*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013605844013909591509507148019901464399
f(z) = 7/117*z^3 - 241/117*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013746542903833505500541467527663802401
f(z) = 7/118*z^3 - 243/118*z + 1
*
[ -7 ] 
f(z) = 8/119*z^3 - 256/119*z + 1
*
0 | 0.088502355001405903171068740273137486395 | 0.016075753916683505993790511545595865648
f(z) = 8/119*z^3 - 246/119*z + 1
*
26/9 | 0.095049999463167673028577877098521313060 | 0.012558831435298620341601592484900411078
f(z) = 9/104*z^3 - 242/117*z + 1
*
-19/3 | 0.16439676486971276775518889882338335728 | 0.029795771337721710551346944597961320443
f(z) = 9/112*z^3 - 249/112*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011369360656339856025495428666229716521
f(z) = 9/116*z^3 - 241/116*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013726060823601569177286715385071550370
f(z) = 9/118*z^3 - 245/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016063904285178891195270723001484579651
f(z) = 9/119*z^3 - 247/119*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013575224273050736240445665419535230944
f(z) = 10/117*z^3 - 244/117*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016052132163861368370140627657864276640
f(z) = 10/119*z^3 - 248/119*z + 1
*
3 | 0.16358162904279907908692956819562683743 | 0.029605107643628344899696318313869365432
f(z) = 11/114*z^3 - 251/114*z + 1
*
0 | 0.087869845872022274653845591974924594710 | 0.016020619712551476071468724269566292162
f(z) = 11/115*z^3 - 241/115*z + 1
*
0 | 0.062359335026926011732150530879751421638 | 0.011352382577574597022827022564735028424
f(z) = 11/116*z^3 - 243/116*z + 1
*
0 | 0.074625886853459759525177462079713518616 | 0.013565239804671958371525709971853343147
f(z) = 11/117*z^3 - 245/117*z + 1
*
0 | 0.075510976693674032675123349513470763560 | 0.013705872971715504244817575504754195604
f(z) = 11/118*z^3 - 247/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016040424552818630707528352315123704392
f(z) = 11/119*z^3 - 249/119*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016008400508805487573582904568479052809
f(z) = 12/115*z^3 - 242/115*z + 1
*
0 | 0.088502599136097471748305556911462601179 | 0.016028837377040273613385972076538619032
f(z) = 12/119*z^3 - 250/119*z + 1
*
3 | 0.15764585303819152765571611702688742086 | 0.028489925272627859253630455313553014814
f(z) = 13/102*z^3 - 253/102*z + 1
*
[ 5 ] 
f(z) = 13/105*z^3 - 241/105*z + 1
*
0 | 0.054528333518116099086595218866447076793 | 0.0099417233088724349462715283653505404874
f(z) = 13/114*z^3 - 241/114*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015996382781178512128150637676399438071
f(z) = 13/115*z^3 - 243/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011335340403421543293788410216567858702
f(z) = 13/116*z^3 - 245/116*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013685772442689570949026744446533238176
f(z) = 13/118*z^3 - 249/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016017200378758299199624458690028472054
f(z) = 13/119*z^3 - 251/119*z + 1
*
[ 5 ] 
f(z) = 14/115*z^3 - 258/115*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015984432327159074549507865930305256614
f(z) = 14/115*z^3 - 244/115*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013535187441562783829896374731045537802
f(z) = 14/117*z^3 - 248/117*z + 1
*
0 | 0.087544665442604944496553908177019448967 | 0.015961332115697753063866866366170485432
f(z) = 15/113*z^3 - 241/113*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011318613002656618699979456050743121129
f(z) = 15/116*z^3 - 247/116*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013665957458347198303493122792804639733
f(z) = 15/118*z^3 - 251/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015994226882052558433184123958460311632
f(z) = 15/119*z^3 - 253/119*z + 1
*
-9/4 | 0.16036863327341811744152139064263830863 | 0.028920378992212641068426545215502765031
f(z) = 16/105*z^3 - 256/105*z + 1
*
5/2 | 0.12544859048810397090569686561336560460 | 0.022769966976930295459406534086658045924
f(z) = 16/105*z^3 - 247/105*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015949209707347355620182883868490152508
f(z) = 16/113*z^3 - 242/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015960730596277730438464553538143790183
f(z) = 16/115*z^3 - 246/115*z + 1
*
0 | 0.088503129959729952599160861821079135604 | 0.015982984897059977810002216283833690209
f(z) = 16/119*z^3 - 254/119*z + 1
*
-4 | 0.15952744928561780714178443494571448191 | 0.028998356954021545480908031273017831648
f(z) = 17/108*z^3 - 245/108*z + 1
*
0 | 0.061707602117238381366520534943645165151 | 0.011250663035571345799869771562475261250
f(z) = 17/112*z^3 - 241/112*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015937236415073528350666484979193162763
f(z) = 17/113*z^3 - 243/113*z + 1
*
0 | 0.087869991106853795797450975409212172636 | 0.015949137315783161970644837207549013018
f(z) = 17/115*z^3 - 247/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011302069203635297390106830929015974029
f(z) = 17/116*z^3 - 249/116*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013505732895947785795869750920353533119
f(z) = 17/117*z^3 - 251/117*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013646356353208594079727376498479619629
f(z) = 17/118*z^3 - 253/118*z + 1
*
0 | 0.087544936543368622283836940989760066359 | 0.015925460701850587347431819585661271652
f(z) = 18/113*z^3 - 244/113*z + 1
*
0 | 0.087870011293183796641584675697910153958 | 0.015937452960520114247115885798857199036
f(z) = 18/115*z^3 - 248/115*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015960226303953572953000081777875544358
f(z) = 18/119*z^3 - 256/119*z + 1
*
0 | 0.066870444485910744496597571757119061971 | 0.012191963585305027127596499803697832601
f(z) = 19/111*z^3 - 241/111*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011233715764090137534322157539881405284
f(z) = 19/112*z^3 - 243/112*z + 1
*
0 | 0.087544626240021950593818744518983213187 | 0.015913564295567468500536151937089141766
f(z) = 19/113*z^3 - 245/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015925666269758319320889972849694071467
f(z) = 19/115*z^3 - 249/115*z + 1
*
0 | 0.062359551010809737254161534732167144154 | 0.011285871348061524276888064109859405245
f(z) = 19/116*z^3 - 251/116*z + 1
*
0 | 0.074626076751855961792141799562912486570 | 0.013486503508181070515727341304581739483
f(z) = 19/117*z^3 - 253/117*z + 1
*
0 | 0.075511264072593940975775274871943428026 | 0.013627084049913214255032056871845712253
f(z) = 19/118*z^3 - 255/118*z + 1
*
0 | 0.088502980047559947898693628341208517026 | 0.015949137963429294336413266597626408495
f(z) = 19/119*z^3 - 257/119*z + 1
*
[ 12 ] 
f(z) = 2/117*z^3 - 241/156*z + 1
*
[ 10 ] 
f(z) = 3/112*z^3 - 249/140*z + 1
*
-21/5 | 0.23185298939528714658876608327566249871 | 0.026405040306842327553302429990399556667
f(z) = 5/108*z^3 - 241/140*z + 1
*
[ 6 ] 
f(z) = 7/100*z^3 - 253/150*z + 1
*
[ -33/2 ] 
f(z) = 1/108*z^3 - 257/176*z + 1
*
-10/3 | 0.19282903167077542482235408364560670370 | 0.025316359114911102231181277333871137002
f(z) = 15/104*z^3 - 254/195*z + 1
*
[ 21/2 ] 
f(z) = 2/105*z^3 - 251/210*z + 1
*
-6 | 0.081644063638727951759726099176145821015 | 0.014754801519945623443251508275918299206
f(z) = 4/105*z^3 - 253/210*z + 1
*
[ 4 ] 
f(z) = 13/106*z^3 - 257/212*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013564437486849351703054995498696881809
f(z) = 17/105*z^3 - 241/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017311155333905542248663474934761112419
f(z) = 17/107*z^3 - 243/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017347701485898581010574350707818634809
f(z) = 17/109*z^3 - 245/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.015535572315529791137736739054344170259
f(z) = 18/101*z^3 - 245/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015578674344951053382565312226702938085
f(z) = 18/103*z^3 - 247/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015661072566804094298611120522019568712
f(z) = 18/107*z^3 - 251/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015700587307329676245503199319640565356
f(z) = 18/109*z^3 - 253/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.016991857802051615985746190021563379349
f(z) = 19/101*z^3 - 253/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017033242766231233909610561324124816400
f(z) = 19/103*z^3 - 255/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013407310333140229730303897870781864367
f(z) = 19/105*z^3 - 257/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017112503544922040687540175455849945426
f(z) = 19/107*z^3 - 259/214*z + 1
*
[ 33/5 ] 
f(z) = 5/108*z^3 - 257/220*z + 1
*
[ 1/2 ] 
f(z) = 6/119*z^3 - 241/238*z + 1
*
[ -6 ] 
f(z) = 7/111*z^3 - 245/222*z + 1
*
[ -23/4 ] 
f(z) = 8/115*z^3 - 259/230*z + 1
*
13/4 | 0.14551121200895535966112034548318306571 | 0.026529917838972493996636909159305952612
f(z) = 8/117*z^3 - 241/234*z + 1
*
[ 1/2 ] 
f(z) = 10/119*z^3 - 243/238*z + 1
*
[ 4 ] 
f(z) = 13/110*z^3 - 251/220*z + 1
*
[ 4 ] 
f(z) = 13/114*z^3 - 245/228*z + 1
*
[ 1/2 ] 
f(z) = 14/117*z^3 - 241/234*z + 1
*
-2 | 0.088495038042766176934534989417386103073 | 0.016134606096792326195180400161146133445
f(z) = 16/113*z^3 - 241/226*z + 1
*
-2 | 0.088819932665931167616486483332577993554 | 0.016169477363776991534762304923132705795
f(z) = 16/115*z^3 - 243/230*z + 1
*
-2 | 0.075576110702766345255492080723176187128 | 0.013737968262951777212831237426934493233
f(z) = 16/117*z^3 - 245/234*z + 1
*
-2 | 0.089453106087195599467363801782206188132 | 0.016236485907607195502872262627712939283
f(z) = 16/119*z^3 - 247/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013690677048233627891736155040470356019
f(z) = 17/111*z^3 - 247/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017417745700398396740368212485811983063
f(z) = 17/113*z^3 - 249/226*z + 1
*
[ -4 ] 
f(z) = 17/114*z^3 - 259/228*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017451327004309868487219520846104500736
f(z) = 17/115*z^3 - 251/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015032859026823723329553677778409902651
f(z) = 17/117*z^3 - 253/234*z + 1
*
[ -4 ] 
f(z) = 17/118*z^3 - 249/236*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015776476960317282379464657786526893111
f(z) = 18/113*z^3 - 257/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.015812935842518649481925527164330928358
f(z) = 18/115*z^3 - 259/230*z + 1
*
[ -26 ] 
f(z) = 3/104*z^3 - 240/13*z + 1
*
[ -30 ] 
f(z) = 1/100*z^3 - 239/30*z + 1
*
[ 30 ] 
f(z) = 1/108*z^3 - 221/30*z + 1
*
28 | 0.093617123318759452974893494892273472729 | 0.013762377306225173285720758564826171453
f(z) = 1/112*z^3 - 225/28*z + 1
*
-28 | 0.16701882351515984267331765995620366439 | 0.024585214713027465725597042653553854827
f(z) = 1/112*z^3 - 223/28*z + 1
*
[ 20 ] 
f(z) = 3/100*z^3 - 221/20*z + 1
*
-14 | 0.16286036448788287215021241143073612147 | 0.021702007844868595657624057991765397320
f(z) = 3/104*z^3 - 227/39*z + 1
*
28/3 | 0.18088560004255694132290169313766658176 | 0.026556909426248228173552986963648124484
f(z) = 9/112*z^3 - 227/28*z + 1
*
4/3 | 0.077779078845322155927825434687491778031 | 0.011464304089070822346522146032546192157
f(z) = 9/112*z^3 - 221/28*z + 1
*
[ 6 ] 
f(z) = 19/104*z^3 - 224/39*z + 1
*
[ 8 ] 
f(z) = 9/112*z^3 - 239/56*z + 1
*
[ -8 ] 
f(z) = 9/112*z^3 - 225/56*z + 1
*
2/5 | 0.19434406968112276797880495618147005781 | 0.025882218428186756014362624326831786212
f(z) = 5/104*z^3 - 228/65*z + 1
*
2/5 | 0.19449139547332951895483368748369707840 | 0.025886751207046972745931050355188391722
f(z) = 15/104*z^3 - 229/65*z + 1
*
-35/2 | 0.20449921946079715832091499861648443963 | 0.029035152105033604851835634885396653425
f(z) = 1/100*z^3 - 229/80*z + 1
*
18 | 0.13471389443460757966396485019810036071 | 0.019752723048054503347839326578259580254
f(z) = 1/112*z^3 - 229/84*z + 1
*
[ -12 ] 
f(z) = 3/112*z^3 - 233/84*z + 1
*
-87/10 | 0.23387243535199934909691848615556776951 | 0.026817813401090664593862795451023924373
f(z) = 5/108*z^3 - 227/80*z + 1
*
6 | 0.12806949453480727876212920259903341960 | 0.018730914233066544578638430779843741974
f(z) = 5/112*z^3 - 233/84*z + 1
*
[ 2/7 ] 
f(z) = 7/104*z^3 - 228/91*z + 1
*
-2 | 0.15189205959838622610831492420795543960 | 0.020252337959860276244166205209317868286
f(z) = 7/104*z^3 - 226/91*z + 1
*
-6 | 0.20363227048198161798260744574521038177 | 0.029858032531526256398261496840858137688
f(z) = 9/112*z^3 - 229/84*z + 1
*
[ 6 ] 
f(z) = 11/112*z^3 - 227/84*z + 1
*
14/3 | 0.10829604470635136038667224051750124768 | 0.015899597589917957716973167273680656184
f(z) = 15/112*z^3 - 227/84*z + 1
*
15 | 0.12544916007199594042812096493993800485 | 0.023031982545106175849966880827935177377
f(z) = 1/105*z^3 - 232/105*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012366887289122696046833711540784150997
f(z) = 1/111*z^3 - 223/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016137331880098461214628725169698793487
f(z) = 1/113*z^3 - 227/113*z + 1
*
0 | 0.054527299901695209364414021663712509338 | 0.010034981522063234035035597581353229190
f(z) = 1/114*z^3 - 229/114*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016145235107244984904835529901690859866
f(z) = 1/115*z^3 - 231/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011439771521488963842199614772383617928
f(z) = 1/116*z^3 - 233/116*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013668673442647179391003972323403920664
f(z) = 1/117*z^3 - 235/117*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013809395444688538942825429219886602208
f(z) = 1/118*z^3 - 237/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016160481316133040701072684726045505055
f(z) = 1/119*z^3 - 239/119*z + 1
*
8 | 0.10921032986292870284147406527878484914 | 0.020034775170498144934260342841705274743
f(z) = 2/105*z^3 - 233/105*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012356471504863212081533862610615741713
f(z) = 2/111*z^3 - 224/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016124267056820661481267013027136152013
f(z) = 2/113*z^3 - 228/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016132430754840434792696399117788179986
f(z) = 2/115*z^3 - 232/115*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013658050647972632561286525678604729322
f(z) = 2/117*z^3 - 236/117*z + 1
*
[ 13 ] 
f(z) = 2/117*z^3 - 230/117*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.016148169610762411617911612113146795414
f(z) = 2/119*z^3 - 240/119*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016093774389098472353282195146516196685
f(z) = 3/109*z^3 - 221/109*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013724462450342258610525672656033190465
f(z) = 3/110*z^3 - 223/110*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011374757505658803629318277069843443006
f(z) = 3/112*z^3 - 227/112*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016111280409225939833691656254797572386
f(z) = 3/113*z^3 - 229/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016119701637901729587288851576656389039
f(z) = 3/115*z^3 - 233/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011421862392683383311424106043073607615
f(z) = 3/116*z^3 - 235/116*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013788205488493095868757547069616144612
f(z) = 3/118*z^3 - 239/118*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016080325826112194760078871029602624448
f(z) = 4/109*z^3 - 222/109*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012336208555636950541453415061483492682
f(z) = 4/111*z^3 - 226/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016098371114484195401794605733801526043
f(z) = 4/113*z^3 - 230/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016107046978562108132709156720449220603
f(z) = 4/115*z^3 - 234/115*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013636988368299343364986801834399083515
f(z) = 4/117*z^3 - 238/117*z + 1
*
[ 8 ] 
f(z) = 5/104*z^3 - 229/104*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016066960012704268460785947167035048290
f(z) = 5/109*z^3 - 223/109*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012326359438352637607484319566291272633
f(z) = 5/111*z^3 - 227/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016085538362076587805464409378762274715
f(z) = 5/113*z^3 - 231/113*z + 1
*
0 | 0.054528333518116099086595218866447076793 | 0.010003292763867287053091687132455446747
f(z) = 5/114*z^3 - 233/114*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011404160315379582660622453598356531600
f(z) = 5/116*z^3 - 237/116*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013626547646559920964027392429847425022
f(z) = 5/117*z^3 - 239/117*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016053676053719888541979910863911970311
f(z) = 6/109*z^3 - 224/109*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016072781353557553350818085606765525480
f(z) = 6/113*z^3 - 232/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016081957978169585050735722255938298501
f(z) = 6/115*z^3 - 236/115*z + 1
*
-6 | 0.15740139347581016826699877021429632544 | 0.028830282641059484770251604922771932226
f(z) = 7/102*z^3 - 235/102*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016030244379355250957452562123531658224
f(z) = 7/107*z^3 - 221/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016040473067765340858749827222190419683
f(z) = 7/109*z^3 - 225/109*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013679485654396526338720320978414742675
f(z) = 7/110*z^3 - 227/110*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012306460250788149502716368189189710807
f(z) = 7/111*z^3 - 229/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016060099302322448065199584919367682692
f(z) = 7/113*z^3 - 233/113*z + 1
*
0 | 0.054528333518116099086595218866447076793 | 0.0099876324634625536819828081456683977304
f(z) = 7/114*z^3 - 235/114*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016069522137693115940913862087741741427
f(z) = 7/115*z^3 - 237/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011386661094758621294935961561156751809
f(z) = 7/116*z^3 - 239/116*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016016848904433767492538580339286528527
f(z) = 8/107*z^3 - 222/107*z + 1
*
0 | 0.086876963790644671969683486927598459115 | 0.016027378072885429451514575371122230527
f(z) = 8/109*z^3 - 226/109*z + 1
*
0 | 0.066869444115818486480469649501951397453 | 0.012296518737064802890874944474551292989
f(z) = 8/111*z^3 - 230/111*z + 1
*
0 | 0.087544867350866622672065594683806652835 | 0.016047610305544107195162452750235349706
f(z) = 8/113*z^3 - 234/113*z + 1
*
0 | 0.087869755800736307845657361048160285214 | 0.016057275131418605164437213939366936724
f(z) = 8/115*z^3 - 238/115*z + 1
*
[ 13/2 ] 
f(z) = 8/117*z^3 - 239/117*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013620296484157613337855129176756463572
f(z) = 9/106*z^3 - 221/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016003535852437521402765119183913981040
f(z) = 9/107*z^3 - 223/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016014306556543468605687701394149296224
f(z) = 9/109*z^3 - 227/109*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013657402033341667621422390472637761613
f(z) = 9/110*z^3 - 229/110*z + 1
*
[ 1/3 ] 
f(z) = 9/110*z^3 - 221/110*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011320318404432751213089589464999319671
f(z) = 9/112*z^3 - 233/112*z + 1
*
[ 1/3 ] 
f(z) = 9/112*z^3 - 225/112*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016034956983134042566715929058165018803
f(z) = 9/113*z^3 - 235/113*z + 1
*
[ 1/3 ] 
f(z) = 9/113*z^3 - 227/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.016044864108922537860810789470377518762
f(z) = 9/115*z^3 - 239/115*z + 1
*
[ 1/3 ] 
f(z) = 9/115*z^3 - 231/115*z + 1
*
[ 1/3 ] 
f(z) = 9/116*z^3 - 233/116*z + 1
*
[ 1/3 ] 
f(z) = 9/118*z^3 - 237/118*z + 1
*
[ 1/3 ] 
f(z) = 9/119*z^3 - 239/119*z + 1
*
0 | 0.086534321118428440942444863583465540772 | 0.015990388190440805639379284765591963442
f(z) = 10/107*z^3 - 224/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016001341334867896706310878684519769135
f(z) = 10/109*z^3 - 228/109*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012276863316744652397133868964734982878
f(z) = 10/111*z^3 - 232/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.016022495199160510514252740069118030730
f(z) = 10/113*z^3 - 236/113*z + 1
*
3 | 0.10847407501894724131577537173980769592 | 0.019807321639288403240722660361255249129
f(z) = 11/105*z^3 - 239/105*z + 1
*
0 | 0.065840812532891513420442531955871000217 | 0.012196892938106449591355411863368629155
f(z) = 11/105*z^3 - 221/105*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013597603252122855532704582953457603972
f(z) = 11/106*z^3 - 223/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015977153464442748434188620345169279615
f(z) = 11/107*z^3 - 225/107*z + 1
*
0 | 0.086877093206274577746608155393675250780 | 0.015988505328290184552961161355291214695
f(z) = 11/109*z^3 - 229/109*z + 1
*
0 | 0.066869549345312350817716385659286688716 | 0.012267304645699355818671868511116596635
f(z) = 11/111*z^3 - 233/111*z + 1
*
0 | 0.061708229148318473522041332378811422713 | 0.011302731496457165573812022770237185474
f(z) = 11/112*z^3 - 235/112*z + 1
*
0 | 0.087544957355395348950850880577938983695 | 0.016010240395275101306718714230897762458
f(z) = 11/113*z^3 - 237/113*z + 1
*
0 | 0.054529068955647093404097878639991187251 | 0.0099569856420235042787293665496857361364
f(z) = 11/114*z^3 - 239/114*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015964082386049975236311916079035502612
f(z) = 12/107*z^3 - 226/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015975642814057391443375926047464649954
f(z) = 12/109*z^3 - 230/109*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015997786674961360219623205233271188818
f(z) = 12/113*z^3 - 238/113*z + 1
*
4 | 0.13633236834227768970912370669473430831 | 0.025010347937116143059189637828960974112
f(z) = 13/100*z^3 - 233/100*z + 1
*
0 | 0.065840812532891513420442531955871000217 | 0.012176571286381063731091304028294061003
f(z) = 13/105*z^3 - 223/105*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013575187128079752138355233028587362115
f(z) = 13/106*z^3 - 225/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015951090245256211142526667283173129911
f(z) = 13/107*z^3 - 227/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015962907894025592765604069226634133542
f(z) = 13/109*z^3 - 231/109*z + 1
*
[ 5 ] 
f(z) = 13/110*z^3 - 237/110*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013614016223167812608225555549849475218
f(z) = 13/110*z^3 - 233/110*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012248161271095260664754851568759990013
f(z) = 13/111*z^3 - 235/111*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011285079047495698881890497089866630828
f(z) = 13/112*z^3 - 237/112*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015985538483893881803310984162214539646
f(z) = 13/113*z^3 - 239/113*z + 1
*
[ 5 ] 
f(z) = 13/115*z^3 - 233/115*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015938176203660554495910854641901785683
f(z) = 14/107*z^3 - 228/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015950248140437689989153893873486638858
f(z) = 14/109*z^3 - 232/109*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012238453272417099392586742560358821003
f(z) = 14/111*z^3 - 236/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015973360057016949670125799796064658217
f(z) = 14/113*z^3 - 240/113*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015899542000227879796455779091787623837
f(z) = 15/103*z^3 - 221/103*z + 1
*
0 | 0.054630206008134891299521702842343107580 | 0.010103286582549770383281963762478079056
f(z) = 15/104*z^3 - 223/104*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013553042189783652309807696921165442142
f(z) = 15/106*z^3 - 227/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015925339435519086453787132769475969740
f(z) = 15/107*z^3 - 229/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015937662772685835362307289418623205263
f(z) = 15/109*z^3 - 233/109*z + 1
*
0 | 0.061708310263391389256580188981187962581 | 0.011267912162334632304934610665840530076
f(z) = 15/112*z^3 - 239/112*z + 1
*
0 | 0.085828463463095244021828944515217238746 | 0.015886283299291078961344687955912518977
f(z) = 16/103*z^3 - 222/103*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015912579127498023401098380933734101701
f(z) = 16/107*z^3 - 230/107*z + 1
*
0 | 0.086877270607676313571305775715894624416 | 0.015925234971613551712356759697390851574
f(z) = 16/109*z^3 - 234/109*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012219580174620350994713755516859768601
f(z) = 16/111*z^3 - 238/111*z + 1
*
[ 9/2 ] 
f(z) = 16/117*z^3 - 233/117*z + 1
*
0 | 0.085828653384250974933334899814288564423 | 0.015873113896116221137847849715895472313
f(z) = 17/103*z^3 - 223/103*z + 1
*
0 | 0.057483572911741585662734582726407545801 | 0.010613461465438317490975784741106679509
f(z) = 17/104*z^3 - 225/104*z + 1
*
0 | 0.065841529092182097383477699174779534031 | 0.012136799211055184506629056057073399197
f(z) = 17/105*z^3 - 227/105*z + 1
*
0 | 0.073525239997112715953663817767333727207 | 0.013531284807912382524360112472612206071
f(z) = 17/106*z^3 - 229/106*z + 1
*
0 | 0.086534620403886427841479461896808263285 | 0.015900032854256953644117844222927706222
f(z) = 17/107*z^3 - 231/107*z + 1
*
0 | 0.086877640447339776988624521079938234028 | 0.015912863755364890338524322359550862035
f(z) = 17/109*z^3 - 235/109*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013571636745851417165173365774488005475
f(z) = 17/110*z^3 - 237/110*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012210413383832099192665095896755740241
f(z) = 17/111*z^3 - 239/111*z + 1
*
2 | 0.16358162904279907908692956819562683743 | 0.029869938417668273243902170832212353403
f(z) = 17/114*z^3 - 239/114*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015859927603251936461953318851248869775
f(z) = 18/103*z^3 - 224/103*z + 1
*
0 | 0.086534279140096890474134833862211859878 | 0.015887360310457492064324945520272044440
f(z) = 18/107*z^3 - 232/107*z + 1
*
0 | 0.086876935951124255427503789373619162518 | 0.015900367919674102395030112204573112385
f(z) = 18/109*z^3 - 236/109*z + 1
*
[ 1/3 ] 
f(z) = 18/113*z^3 - 228/113*z + 1
*
[ 1/3 ] 
f(z) = 18/115*z^3 - 232/115*z + 1
*
[ 1/3 ] 
f(z) = 18/119*z^3 - 240/119*z + 1
*
[ 4 ] 
f(z) = 19/100*z^3 - 229/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015832274698258009146158991144064020167
f(z) = 19/101*z^3 - 221/101*z + 1
*
2 | 0.15740248242916186506256836314563898083 | 0.028967709854535009736059028044765934591
f(z) = 19/102*z^3 - 229/102*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015846883961366727402672803879631818053
f(z) = 19/103*z^3 - 225/103*z + 1
*
0 | 0.065841381701554934227979583111212936528 | 0.012117178916861697468956547920030760671
f(z) = 19/105*z^3 - 229/105*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013509543069847136058828299648091855204
f(z) = 19/106*z^3 - 231/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015874749011951202214415950859045269711
f(z) = 19/107*z^3 - 233/107*z + 1
*
[ 4 ] 
f(z) = 19/108*z^3 - 223/108*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015888049946692431681286009578822548004
f(z) = 19/109*z^3 - 237/109*z + 1
*
0 | 0.074210646684663731402820993842341393612 | 0.013550833668652857486027533241804611158
f(z) = 19/110*z^3 - 239/110*z + 1
*
12 | 0.17204689484314023604129769223747679118 | 0.028080719478918425732616708992604868324
f(z) = 1/104*z^3 - 229/156*z + 1
*
[ -10 ] 
f(z) = 3/112*z^3 - 221/140*z + 1
*
14/5 | 0.18925476077481150977010640832200802038 | 0.027577070788828510563990284805690730208
f(z) = 5/112*z^3 - 239/140*z + 1
*
-10/3 | 0.097545823057732963445784949624837236973 | 0.014358770788585237292157450402529706534
f(z) = 9/112*z^3 - 223/140*z + 1
*
[ 9/2 ] 
f(z) = 13/108*z^3 - 239/144*z + 1
*
-24/13 | 0.20353250684146557358675662058090327523 | 0.026611598740670408380542712155838483754
f(z) = 13/108*z^3 - 233/156*z + 1
*
[ 6 ] 
f(z) = 7/116*z^3 - 233/174*z + 1
*
[ -36/5 ] 
f(z) = 5/108*z^3 - 227/180*z + 1
*
-2/3 | 0.18104728079839049125190391334523342766 | 0.024125510958629407994338129129331075798
f(z) = 15/104*z^3 - 227/195*z + 1
*
[ 15/4 ] 
f(z) = 16/117*z^3 - 232/195*z + 1
*
[ 1/2 ] 
f(z) = 6/109*z^3 - 221/218*z + 1
*
[ 1/2 ] 
f(z) = 10/109*z^3 - 223/218*z + 1
*
[ 1/2 ] 
f(z) = 14/107*z^3 - 221/214*z + 1
*
[ 1/2 ] 
f(z) = 14/109*z^3 - 225/218*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016093895196749108005315221825515037367
f(z) = 14/109*z^3 - 221/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017417512689899035123535072966851457357
f(z) = 15/101*z^3 - 221/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017455648014463443872274912435304574237
f(z) = 15/103*z^3 - 223/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017528500649394526000475375717514506550
f(z) = 15/107*z^3 - 227/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017563317588009524485449642676857551579
f(z) = 15/109*z^3 - 229/218*z + 1
*
-2 | 0.086416013934042452532721411145107723163 | 0.015903650182603576056848709699211426677
f(z) = 16/101*z^3 - 229/202*z + 1
*
-2 | 0.086779133774567939937988152777338309529 | 0.015944960197891161629010964000221821063
f(z) = 16/103*z^3 - 231/206*z + 1
*
-2 | 0.066791631710614346492345456676664109364 | 0.012253010555616935673518872471453824829
f(z) = 16/105*z^3 - 233/210*z + 1
*
-2 | 0.087484686482572947392354754665668609176 | 0.016024052788609354601013430361661625592
f(z) = 16/107*z^3 - 235/214*z + 1
*
-2 | 0.087827631811595864560371747909852398981 | 0.016061935959863722375176964384283016937
f(z) = 16/109*z^3 - 237/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017194867087966352770343542479008042709
f(z) = 17/101*z^3 - 237/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017234787797147198768478094150613691687
f(z) = 17/103*z^3 - 239/206*z + 1
*
[ 1/2 ] 
f(z) = 18/107*z^3 - 223/214*z + 1
*
[ 1/2 ] 
f(z) = 18/109*z^3 - 227/218*z + 1
*
[ 1/2 ] 
f(z) = 2/111*z^3 - 223/222*z + 1
*
[ 1/2 ] 
f(z) = 2/113*z^3 - 227/226*z + 1
*
[ 1/2 ] 
f(z) = 2/115*z^3 - 231/230*z + 1
*
[ 1/2 ] 
f(z) = 2/117*z^3 - 235/234*z + 1
*
[ 1/2 ] 
f(z) = 2/119*z^3 - 239/238*z + 1
*
[ 1/2 ] 
f(z) = 6/113*z^3 - 229/226*z + 1
*
[ 1/2 ] 
f(z) = 6/115*z^3 - 233/230*z + 1
*
[ 1/2 ] 
f(z) = 10/111*z^3 - 227/222*z + 1
*
[ 1/2 ] 
f(z) = 10/113*z^3 - 231/226*z + 1
*
[ 1/2 ] 
f(z) = 10/117*z^3 - 239/234*z + 1
*
[ 9/2 ] 
f(z) = 10/117*z^3 - 223/234*z + 1
*
[ 4 ] 
f(z) = 13/118*z^3 - 239/236*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 13/119*z^3 - 223/238*z + 1
*
[ 1/2 ] 
f(z) = 14/111*z^3 - 229/222*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012367007895491659847039583670324331518
f(z) = 14/111*z^3 - 223/222*z + 1
*
[ 1/2 ] 
f(z) = 14/113*z^3 - 233/226*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 14/113*z^3 - 225/226*z + 1
*
[ 1/2 ] 
f(z) = 14/115*z^3 - 237/230*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = 14/115*z^3 - 227/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 14/117*z^3 - 229/234*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017629960287967824212411442658098710729
f(z) = 15/113*z^3 - 233/226*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017723054045479038402908714211777711044
f(z) = 15/119*z^3 - 239/238*z + 1
*
-2 | 0.067819669411875137597238029739893982552 | 0.012383843838046837931760637414503296295
f(z) = 16/111*z^3 - 239/222*z + 1
*
[ 1/2 ] 
f(z) = 18/113*z^3 - 235/226*z + 1
*
[ 36/7 ] 
f(z) = 7/108*z^3 - 229/252*z + 1
*
[ -14/3 ] 
f(z) = 11/112*z^3 - 233/252*z + 1
*
-39/8 | 0.20017348623275201570611021663438384356 | 0.029728432885524705118811535044091972046
f(z) = 8/105*z^3 - 227/280*z + 1
*
[ 42 ] 
f(z) = 1/108*z^3 - 215/14*z + 1
*
[ -24 ] 
f(z) = 5/108*z^3 - 205/8*z + 1
*
4 | 0.18283844580329789488575186045863793994 | 0.027212098205815503944548157762427007097
f(z) = 1/112*z^3 - 207/28*z + 1
*
[ -20 ] 
f(z) = 3/100*z^3 - 219/20*z + 1
*
-15 | 0.22442626633221922237673517662796602047 | 0.026009714162429609314844797892898484129
f(z) = 5/108*z^3 - 207/20*z + 1
*
[ 14 ] 
f(z) = 5/112*z^3 - 219/28*z + 1
*
-102/11 | 0.27511992026087190172152859118317119429 | 0.029453438454270482505309999567163141075
f(z) = 11/108*z^3 - 211/22*z + 1
*
[ -6 ] 
f(z) = 19/104*z^3 - 211/39*z + 1
*
6 | 0.27750147182712477681096314368199572855 | 0.029648790262320336977821171659635861267
f(z) = 19/108*z^3 - 215/38*z + 1
*
-4 | 0.17641901152625977676279499809705478736 | 0.029161451960117067937483696703545892378
f(z) = 1/102*z^3 - 212/51*z + 1
*
-8 | 0.16803384937223950991292745156095348162 | 0.027797138404837882791100129882502711406
f(z) = 5/102*z^3 - 211/51*z + 1
*
-8 | 0.17112689124402869704861560375058236720 | 0.028353478203385520804306054386230180372
f(z) = 5/112*z^3 - 209/56*z + 1
*
-5/3 | 0.10958305227379869282993039026743923826 | 0.015763326196878296117341147279676684478
f(z) = 3/100*z^3 - 209/60*z + 1
*
[ 26/5 ] 
f(z) = 15/104*z^3 - 201/65*z + 1
*
-6 | 0.15810416818225375175506853314865898325 | 0.023497235064333829032410732417144851376
f(z) = 1/112*z^3 - 209/84*z + 1
*
-20/3 | 0.087380642344107825699482701448584308231 | 0.013023800667349633695526394329039854656
f(z) = 3/112*z^3 - 205/84*z + 1
*
-6 | 0.14942982928104156164987783596452916816 | 0.022272030258697241183812937200828179247
f(z) = 5/112*z^3 - 205/84*z + 1
*
[ -15/2 ] 
f(z) = 7/108*z^3 - 201/80*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011240182656621402712562640144882608868
f(z) = 1/100*z^3 - 201/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016085428476411690102118241965036968348
f(z) = 1/101*z^3 - 203/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016094663514835382942588626892267719680
f(z) = 1/103*z^3 - 207/103*z + 1
*
0 | 0.057482663541303390515230477004722435020 | 0.010759840330125794325308770576462737621
f(z) = 1/104*z^3 - 209/104*z + 1
*
0 | 0.065840812532891513420442531955871000217 | 0.012302421120069466331025637546145043172
f(z) = 1/105*z^3 - 211/105*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013713965624677718152290768835103101884
f(z) = 1/106*z^3 - 213/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016112399839953086533576893733702108605
f(z) = 1/107*z^3 - 215/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016120923414918288294539462518337872855
f(z) = 1/109*z^3 - 219/109*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016070565322942419891149516781508392282
f(z) = 2/101*z^3 - 204/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016080131572878249731771966814284528065
f(z) = 2/103*z^3 - 208/103*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.012291369081048179270235857227669831457
f(z) = 2/105*z^3 - 212/105*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016098490299804128948301256137123153066
f(z) = 2/107*z^3 - 216/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.016107306610859079917293242241042118288
f(z) = 2/109*z^3 - 220/109*z + 1
*
[ -13 ] 
f(z) = 2/117*z^3 - 212/117*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011219236763166332340168067529436989033
f(z) = 3/100*z^3 - 203/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016055802091536406856601515885596632560
f(z) = 3/101*z^3 - 205/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016065695358780490351591421665467583831
f(z) = 3/103*z^3 - 209/103*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013690100892914858719137084563628154708
f(z) = 3/106*z^3 - 215/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016084668836274914225609724506242341882
f(z) = 3/107*z^3 - 217/107*z + 1
*
[ 10 ] 
f(z) = 3/110*z^3 - 201/110*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016041137603191726565796706359924112318
f(z) = 4/101*z^3 - 206/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016051353765337268850385659915595305243
f(z) = 4/103*z^3 - 210/103*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016070934469392353312836214646140222666
f(z) = 4/107*z^3 - 218/107*z + 1
*
[ 9 ] 
f(z) = 4/117*z^3 - 220/117*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016026570698656126051905881144362506768
f(z) = 5/101*z^3 - 207/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016037105703528628671137276130117242917
f(z) = 5/103*z^3 - 211/103*z + 1
*
0 | 0.057482663541303390515230477004722435020 | 0.010721792762752201451029133816843043682
f(z) = 5/104*z^3 - 213/104*z + 1
*
[ -8 ] 
f(z) = 5/104*z^3 - 203/104*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013666538900785381046029447210522364844
f(z) = 5/106*z^3 - 217/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016057286234673408804249503622299040595
f(z) = 5/107*z^3 - 219/107*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.016012100238000015543657557802360605227
f(z) = 6/101*z^3 - 208/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.016022950102133925765272040391748617811
f(z) = 6/103*z^3 - 212/103*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.016043723182808908650693534321277024721
f(z) = 6/107*z^3 - 220/107*z + 1
*
0 | 0.059610754987081143289332951091845166090 | 0.011178304594339926402105552800350965723
f(z) = 7/100*z^3 - 207/100*z + 1
*
0 | 0.085465839366805168351024475588501042967 | 0.015997845761030849943228640919919979517
f(z) = 7/101*z^3 - 209/101*z + 1
*
0 | 0.085828804271148874781885216350886226212 | 0.016008977242483800413631998540361690068
f(z) = 7/103*z^3 - 213/103*z + 1
*
0 | 0.054630341274244005372945359875604922457 | 0.010172039334642981522747691244127830307
f(z) = 7/104*z^3 - 215/104*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013643272932812965541689439155745884496
f(z) = 7/106*z^3 - 219/106*z + 1
*
[ -48/7 ] 
f(z) = 7/108*z^3 - 213/112*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015983444182737802329718076814481144665
f(z) = 8/101*z^3 - 210/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015994912082456558337986052783213806664
f(z) = 8/103*z^3 - 214/103*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.012227660746032254600305374350717021061
f(z) = 8/105*z^3 - 218/105*z + 1
*
3 | 0.13791155879419941360952967060191469391 | 0.025746165882979983441540993207289128194
f(z) = 8/105*z^3 - 212/105*z + 1
*
[ -13/2 ] 
f(z) = 8/117*z^3 - 203/117*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011158065564395806183572092119924876656
f(z) = 9/100*z^3 - 209/100*z + 1
*
[ 1/3 ] 
f(z) = 9/100*z^3 - 201/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015969256401198628619607890427811533630
f(z) = 9/101*z^3 - 211/101*z + 1
*
[ 1/3 ] 
f(z) = 9/101*z^3 - 203/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015981027607397138134894506571841704406
f(z) = 9/103*z^3 - 215/103*z + 1
*
[ 1/3 ] 
f(z) = 9/103*z^3 - 207/103*z + 1
*
0 | 0.057482663541303390515230477004722435020 | 0.010684713808428815739785125644125814686
f(z) = 9/104*z^3 - 217/104*z + 1
*
[ 1/3 ] 
f(z) = 9/104*z^3 - 209/104*z + 1
*
-2 | 0.12516453832228808432211436882746298624 | 0.016930949023533360303334232140679387084
f(z) = 9/104*z^3 - 203/117*z + 1
*
[ 1/3 ] 
f(z) = 9/106*z^3 - 213/106*z + 1
*
[ 1/3 ] 
f(z) = 9/107*z^3 - 215/107*z + 1
*
[ 1/3 ] 
f(z) = 9/109*z^3 - 219/109*z + 1
*
0 | 0.085465900978735757667057406811408384764 | 0.015955292530776776282993860249684941619
f(z) = 10/101*z^3 - 212/101*z + 1
*
0 | 0.085829051662951155211035920937292144360 | 0.015967368599969679753541794287852076509
f(z) = 10/103*z^3 - 216/103*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011138209265577753625037099874428443360
f(z) = 11/100*z^3 - 211/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015941155996487380961647032810759121076
f(z) = 11/101*z^3 - 213/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015953522708079607693930949686300370325
f(z) = 11/103*z^3 - 217/103*z + 1
*
4 | 0.14241446659004316411991052447041003561 | 0.026803867034668768677434461836448243819
f(z) = 11/108*z^3 - 203/108*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015927241291623921957267883811478579739
f(z) = 12/101*z^3 - 214/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015939900324170286462240958945806474093
f(z) = 12/103*z^3 - 218/103*z + 1
*
[ 5 ] 
f(z) = 12/115*z^3 - 208/115*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011118609844023108726437253290266454202
f(z) = 13/100*z^3 - 213/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015913415558582133568377194972966825556
f(z) = 13/101*z^3 - 215/101*z + 1
*
2 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 13/102*z^3 - 205/102*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015926363370147159180070421858848450542
f(z) = 13/103*z^3 - 219/103*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015899677797924638057067802363397562927
f(z) = 14/101*z^3 - 216/101*z + 1
*
0 | 0.085829114558878772746280121810114535396 | 0.015913059220584087163261391511307957939
f(z) = 14/103*z^3 - 220/103*z + 1
*
[ -5 ] 
f(z) = 14/115*z^3 - 212/115*z + 1
*
0 | 0.085465686044430893017295882769493393837 | 0.015886118345396819437915679613951747015
f(z) = 15/101*z^3 - 217/101*z + 1
*
0 | 0.085465995941689120137004524494096187269 | 0.015872611070316219222985464270912734230
f(z) = 16/101*z^3 - 218/101*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011080158585388610183298946456890190430
f(z) = 17/100*z^3 - 217/100*z + 1
*
0 | 0.085465607171611054950884739389249318114 | 0.015859059121211804558309274672909672680
f(z) = 17/101*z^3 - 219/101*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015845587041715290892697190699616536670
f(z) = 18/101*z^3 - 220/101*z + 1
*
[ 1/3 ] 
f(z) = 18/101*z^3 - 204/101*z + 1
*
[ 1/3 ] 
f(z) = 18/103*z^3 - 208/103*z + 1
*
[ 1/3 ] 
f(z) = 18/107*z^3 - 216/107*z + 1
*
[ 1/3 ] 
f(z) = 18/109*z^3 - 220/109*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011061295681134035419076541794114671761
f(z) = 19/100*z^3 - 219/100*z + 1
*
3 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 19/102*z^3 - 205/102*z + 1
*
[ 4 ] 
f(z) = 19/116*z^3 - 217/116*z + 1
*
[ -12 ] 
f(z) = 2/117*z^3 - 215/156*z + 1
*
-6/5 | 0.19752064102811930982327769825765455632 | 0.029152762873189766228003757190993002556
f(z) = 5/112*z^3 - 219/140*z + 1
*
[ -6 ] 
f(z) = 7/100*z^3 - 203/150*z + 1
*
5/7 | 0.19083822575845135832048778235502813112 | 0.027606730166888572037817092846575436730
f(z) = 7/100*z^3 - 201/140*z + 1
*
3 | 0.20353250684146557358675662058090327523 | 0.026995280685452845585665899887007404373
f(z) = 13/108*z^3 - 209/156*z + 1
*
[ 2/5 ] 
f(z) = 15/112*z^3 - 213/140*z + 1
*
[ 15/2 ] 
f(z) = 4/117*z^3 - 206/195*z + 1
*
[ 1/2 ] 
f(z) = 2/101*z^3 - 203/202*z + 1
*
[ 1/2 ] 
f(z) = 2/103*z^3 - 207/206*z + 1
*
[ 1/2 ] 
f(z) = 2/107*z^3 - 215/214*z + 1
*
[ 1/2 ] 
f(z) = 2/109*z^3 - 219/218*z + 1
*
[ 8 ] 
f(z) = 3/100*z^3 - 209/200*z + 1
*
[ 1/2 ] 
f(z) = 6/101*z^3 - 205/202*z + 1
*
[ 1/2 ] 
f(z) = 6/103*z^3 - 209/206*z + 1
*
[ 1/2 ] 
f(z) = 6/107*z^3 - 217/214*z + 1
*
[ 1/2 ] 
f(z) = 10/101*z^3 - 207/202*z + 1
*
[ 1/2 ] 
f(z) = 10/103*z^3 - 211/206*z + 1
*
[ 1/2 ] 
f(z) = 10/107*z^3 - 219/214*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = 12/107*z^3 - 203/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = 12/109*z^3 - 205/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017663421207984242096241071207123956026
f(z) = 13/101*z^3 - 205/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017699355779935224284874855264317709034
f(z) = 13/103*z^3 - 207/206*z + 1
*
-2 | 0.074397151515976121345387657240274415084 | 0.013913531958837116920580717393984271279
f(z) = 13/105*z^3 - 209/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 13/107*z^3 - 211/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 13/109*z^3 - 213/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015941277634953176654925490473377723192
f(z) = 14/101*z^3 - 213/202*z + 1
*
[ 1/2 ] 
f(z) = 14/101*z^3 - 209/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015981149034190436047051369861153094131
f(z) = 14/103*z^3 - 215/206*z + 1
*
[ 1/2 ] 
f(z) = 14/103*z^3 - 213/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016057286234673408804249503622299040595
f(z) = 14/107*z^3 - 219/214*z + 1
*
[ -4 ] 
f(z) = 15/106*z^3 - 215/212*z + 1
*
[ 1/2 ] 
f(z) = 18/101*z^3 - 211/202*z + 1
*
[ 1/2 ] 
f(z) = 18/103*z^3 - 215/206*z + 1
*
[ 14/3 ] 
f(z) = 9/119*z^3 - 205/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 11/113*z^3 - 201/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 11/115*z^3 - 203/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = 11/117*z^3 - 205/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 11/119*z^3 - 207/238*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = 12/113*z^3 - 209/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = 12/115*z^3 - 211/230*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = 12/119*z^3 - 215/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = 13/111*z^3 - 215/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 13/113*z^3 - 217/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 13/115*z^3 - 219/230*z + 1
*
[ 6/11 ] 
f(z) = 5/108*z^3 - 205/242*z + 1
*
14/9 | 0.17508657428459356398756812406482039374 | 0.025317174057797934005664870533727186568
f(z) = 9/112*z^3 - 211/252*z + 1
*
[ 6/11 ] 
f(z) = 17/108*z^3 - 213/242*z + 1
*
[ 12 ] 
f(z) = 13/108*z^3 - 197/12*z + 1
*
[ 10 ] 
f(z) = 19/100*z^3 - 181/10*z + 1
*
10/3 | 0.21129988122483028699443117206110405979 | 0.028882346348814481640965344582171994955
f(z) = 3/104*z^3 - 188/39*z + 1
*
-2 | 0.17151430303112887866278462945182567481 | 0.025960857347863678150830477932929006550
f(z) = 3/112*z^3 - 185/28*z + 1
*
[ -15 ] 
f(z) = 5/108*z^3 - 187/20*z + 1
*
-28/3 | 0.17909351884548398771557307567421797829 | 0.026935469243166857701903581121958404005
f(z) = 9/112*z^3 - 193/28*z + 1
*
[ 6 ] 
f(z) = 17/104*z^3 - 197/39*z + 1
*
[ -6 ] 
f(z) = 17/104*z^3 - 184/39*z + 1
*
-39/2 | 0.085065965342074333210933041646519666094 | 0.011468155480240425151474443203224786888
f(z) = 1/108*z^3 - 185/48*z + 1
*
-10 | 0.17012699666568010490159700947665931698 | 0.028564748516792874880548712283415737784
f(z) = 5/114*z^3 - 193/57*z + 1
*
-75/4 | 0.18000133211926695242662349143527867338 | 0.021109708333553937051926439679779244123
f(z) = 1/108*z^3 - 187/64*z + 1
*
[ 6 ] 
f(z) = 11/117*z^3 - 199/78*z + 1
*
12 | 0.12806900014998355668243821457217275872 | 0.019173156440492928926338236098540868879
f(z) = 1/112*z^3 - 199/84*z + 1
*
-12 | 0.16591039210127426639639381642959635520 | 0.025112634606850146089058003108583171206
f(z) = 1/112*z^3 - 185/84*z + 1
*
-14/3 | 0.10810715300838274000581190517180010799 | 0.016184676655073379817957904690495944535
f(z) = 3/112*z^3 - 199/84*z + 1
*
28/3 | 0.15945138860541572588856984009462800192 | 0.023981314350447928285660867919297281499
f(z) = 3/112*z^3 - 193/84*z + 1
*
[ 3/10 ] 
f(z) = 5/108*z^3 - 187/80*z + 1
*
26/7 | 0.098019763212069228585596562715530596513 | 0.013285845258884101828861550990767654975
f(z) = 7/104*z^3 - 200/91*z + 1
*
3/7 | 0.21222858435391392722497470756903753103 | 0.028371180856259457313621734536847595570
f(z) = 7/108*z^3 - 197/84*z + 1
*
[ -6 ] 
f(z) = 11/112*z^3 - 199/84*z + 1
*
[ 17 ] 
f(z) = 1/102*z^3 - 193/102*z + 1
*
[ -17 ] 
f(z) = 1/102*z^3 - 181/102*z + 1
*
-7 | 0.13791155879419941360952967060191469391 | 0.026336882901241470604158418199185115114
f(z) = 2/105*z^3 - 188/105*z + 1
*
[ -9 ] 
f(z) = 4/117*z^3 - 194/117*z + 1
*
[ 17/2 ] 
f(z) = 4/119*z^3 - 184/119*z + 1
*
6 | 0.15740242709223105798917996741703089290 | 0.029792988340775219677665883004800258366
f(z) = 5/102*z^3 - 197/102*z + 1
*
[ 7 ] 
f(z) = 6/119*z^3 - 192/119*z + 1
*
3 | 0.15740259739952879992460226505803121947 | 0.029736167217182951507859254933511739435
f(z) = 7/102*z^3 - 199/102*z + 1
*
3/2 | 0.12687407479878693512521815984877324423 | 0.024108216566931938550362516849980355726
f(z) = 8/105*z^3 - 193/105*z + 1
*
-10/3 | 0.13358435967133931014669708476880489426 | 0.025236475905823570470797650713617744873
f(z) = 9/110*z^3 - 199/110*z + 1
*
[ 17/3 ] 
f(z) = 9/119*z^3 - 191/119*z + 1
*
2 | 0.15740123085275858683125312205652327056 | 0.029792761917655103333693896339604366008
f(z) = 11/102*z^3 - 197/102*z + 1
*
[ 5 ] 
f(z) = 11/105*z^3 - 191/105*z + 1
*
[ 5 ] 
f(z) = 11/115*z^3 - 183/115*z + 1
*
[ -5 ] 
f(z) = 13/105*z^3 - 199/105*z + 1
*
-4 | 0.14241400836531425057602548396968377531 | 0.027395227410688097744102124461293128318
f(z) = 13/108*z^3 - 181/108*z + 1
*
[ -5 ] 
f(z) = 13/110*z^3 - 193/110*z + 1
*
[ -5 ] 
f(z) = 13/115*z^3 - 187/115*z + 1
*
[ -9/2 ] 
f(z) = 16/117*z^3 - 181/117*z + 1
*
[ 17/4 ] 
f(z) = 16/119*z^3 - 198/119*z + 1
*
[ 4 ] 
f(z) = 17/100*z^3 - 197/100*z + 1
*
[ 4 ] 
f(z) = 17/108*z^3 - 191/108*z + 1
*
[ 4 ] 
f(z) = 17/116*z^3 - 185/116*z + 1
*
-21/5 | 0.22614937860765758688584222894914910187 | 0.026623556519285847039423285343306272544
f(z) = 5/108*z^3 - 181/140*z + 1
*
-2 | 0.17700225431715239666664862412756085810 | 0.024265574298495575523613702791695453189
f(z) = 11/104*z^3 - 184/143*z + 1
*
[ 9/2 ] 
f(z) = 11/108*z^3 - 185/144*z + 1
*
[ 15 ] 
f(z) = 1/117*z^3 - 193/195*z + 1
*
[ 10/19 ] 
f(z) = 19/100*z^3 - 181/190*z + 1
*
[ 14 ] 
f(z) = 1/105*z^3 - 197/210*z + 1
*
-7/2 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = 2/105*z^3 - 199/210*z + 1
*
[ -21/4 ] 
f(z) = 8/105*z^3 - 191/210*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 9/109*z^3 - 181/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 10/101*z^3 - 181/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 10/103*z^3 - 183/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 10/107*z^3 - 187/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 10/109*z^3 - 189/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 11/101*z^3 - 189/202*z + 1
*
[ 4 ] 
f(z) = 11/102*z^3 - 199/204*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 11/103*z^3 - 191/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = 11/105*z^3 - 193/210*z + 1
*
[ 4 ] 
f(z) = 11/106*z^3 - 193/212*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 11/107*z^3 - 195/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 11/109*z^3 - 197/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = 12/101*z^3 - 197/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = 12/103*z^3 - 199/206*z + 1
*
[ 10 ] 
f(z) = 2/115*z^3 - 193/230*z + 1
*
[ 8 ] 
f(z) = 3/116*z^3 - 181/232*z + 1
*
9/4 | 0.13790105279930562457511050435907889684 | 0.025278264997286700158184125345511298981
f(z) = 8/117*z^3 - 185/234*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = 8/117*z^3 - 181/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 8/119*z^3 - 183/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 9/113*z^3 - 185/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 9/115*z^3 - 187/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 9/119*z^3 - 191/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 10/111*z^3 - 191/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 10/113*z^3 - 193/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 10/117*z^3 - 197/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 10/119*z^3 - 199/238*z + 1
*
-2 | 0.075426222833657802172461427506238855727 | 0.013960897070540810554748725601972741328
f(z) = 11/111*z^3 - 199/222*z + 1
*
[ 4 ] 
f(z) = 11/114*z^3 - 181/228*z + 1
*
[ -4 ] 
f(z) = 15/118*z^3 - 185/236*z + 1
*
[ 15/2 ] 
f(z) = 3/100*z^3 - 197/240*z + 1
*
[ -39/7 ] 
f(z) = 7/117*z^3 - 185/273*z + 1
*
[ -12 ] 
f(z) = 11/108*z^3 - 163/12*z + 1
*
[ 10 ] 
f(z) = 17/100*z^3 - 161/10*z + 1
*
[ -10 ] 
f(z) = 19/100*z^3 - 179/10*z + 1
*
[ 28 ] 
f(z) = 1/112*z^3 - 169/28*z + 1
*
[ -28 ] 
f(z) = 1/112*z^3 - 167/28*z + 1
*
14 | 0.18052180287883879096345179557361394575 | 0.027508318593115933272418727969609723466
f(z) = 3/112*z^3 - 177/28*z + 1
*
-14 | 0.16162212799176091401052625616367372925 | 0.024714428266352768481203429755449396022
f(z) = 3/112*z^3 - 173/28*z + 1
*
69/5 | 0.21455142897917820430383169581416478377 | 0.025573538634331127023666935159930647799
f(z) = 5/108*z^3 - 163/20*z + 1
*
-4/3 | 0.16510214688503440333219286439166590665 | 0.025115634270562590586784725641144171218
f(z) = 9/112*z^3 - 179/28*z + 1
*
[ 28/3 ] 
f(z) = 9/112*z^3 - 171/28*z + 1
*
[ -28/3 ] 
f(z) = 9/112*z^3 - 165/28*z + 1
*
[ 6 ] 
f(z) = 15/104*z^3 - 170/39*z + 1
*
24/11 | 0.17438046098527392914211118028524709631 | 0.020555921697543573433789552071691001506
f(z) = 11/108*z^3 - 179/44*z + 1
*
-15 | 0.19924153777747413465347060991042266627 | 0.027192327715839309008958213442821693762
f(z) = 1/108*z^3 - 169/60*z + 1
*
-5 | 0.14535118603549448839359108735130821543 | 0.021492976450781858031759738395954055686
f(z) = 3/100*z^3 - 173/60*z + 1
*
26/5 | 0.089319307008609643338162789004831502024 | 0.012462513599424584531384113755649981963
f(z) = 5/104*z^3 - 162/65*z + 1
*
[ 42/5 ] 
f(z) = 5/108*z^3 - 167/70*z + 1
*
3/5 | 0.21290775817587572756475233224878079473 | 0.029251080095311640028395836250690305507
f(z) = 5/108*z^3 - 161/60*z + 1
*
[ 6 ] 
f(z) = 10/117*z^3 - 175/78*z + 1
*
[ -6 ] 
f(z) = 11/117*z^3 - 173/78*z + 1
*
[ -26/5 ] 
f(z) = 15/104*z^3 - 176/65*z + 1
*
6 | 0.083700698652956704273443666121659726299 | 0.012732700181191792359725195061028114394
f(z) = 3/112*z^3 - 179/84*z + 1
*
-3/2 | 0.21777483996645337524022933080014806004 | 0.025957754324758474796897245748218008794
f(z) = 5/108*z^3 - 163/80*z + 1
*
[ 6 ] 
f(z) = 9/112*z^3 - 173/84*z + 1
*
[ 14/3 ] 
f(z) = 15/112*z^3 - 179/84*z + 1
*
13 | 0.15248078789173067703573001187751201298 | 0.029458341773260476857261138430522261475
f(z) = 1/104*z^3 - 177/104*z + 1
*
-15 | 0.13176239204720277126543722333023615572 | 0.025483570237070335937869810236175660529
f(z) = 1/105*z^3 - 176/105*z + 1
*
7 | 0.11666349199146734793075703045620352286 | 0.022538662523090629665163981251488538970
f(z) = 1/112*z^3 - 177/112*z + 1
*
[ 17 ] 
f(z) = 1/119*z^3 - 177/119*z + 1
*
[ -17 ] 
f(z) = 1/119*z^3 - 163/119*z + 1
*
5 | 0.10142604201742222723151568326741894082 | 0.019616353539582676610319515235696119909
f(z) = 2/105*z^3 - 176/105*z + 1
*
-8 | 0.14286696509521653915272961571346495697 | 0.027541226051541218602118997523381701598
f(z) = 3/104*z^3 - 179/104*z + 1
*
[ -10 ] 
f(z) = 3/110*z^3 - 179/110*z + 1
*
7 | 0.13377823719047834322500967543047948750 | 0.026263211173820454265381540226875464337
f(z) = 3/112*z^3 - 163/112*z + 1
*
5/2 | 0.12544962410452486062787806281610017205 | 0.024371007034510548702833165094604499948
f(z) = 4/105*z^3 - 172/105*z + 1
*
[ 6 ] 
f(z) = 7/102*z^3 - 167/102*z + 1
*
-7/2 | 0.11804195493698829787371782698183830330 | 0.022906127622008208407954144495157198448
f(z) = 8/105*z^3 - 173/105*z + 1
*
4 | 0.11921892742197413314336475571870360171 | 0.023240015845763517549402187106103803704
f(z) = 9/100*z^3 - 169/100*z + 1
*
-26/9 | 0.20813159257324553811615714206729357639 | 0.029065224316521906297827275739237453137
f(z) = 9/104*z^3 - 161/117*z + 1
*
2/3 | 0.14315185811231319634670518980722356320 | 0.027905396591141051722682897051207487891
f(z) = 9/110*z^3 - 169/110*z + 1
*
[ 16/3 ] 
f(z) = 9/112*z^3 - 165/112*z + 1
*
[ -5 ] 
f(z) = 12/115*z^3 - 162/115*z + 1
*
-7/2 | 0.10920998627291802338006469928129200668 | 0.021363506877239239909570828191953407446
f(z) = 16/105*z^3 - 166/105*z + 1
*
[ -4 ] 
f(z) = 19/100*z^3 - 179/100*z + 1
*
[ -4 ] 
f(z) = 19/108*z^3 - 169/108*z + 1
*
-4/5 | 0.13791182945648596261584216739742538449 | 0.020979394487372782732358893024038762136
f(z) = 5/112*z^3 - 179/140*z + 1
*
[ -9/2 ] 
f(z) = 13/108*z^3 - 175/144*z + 1
*
[ -6 ] 
f(z) = 7/116*z^3 - 175/174*z + 1
*
[ -15 ] 
f(z) = 1/117*z^3 - 167/195*z + 1
*
[ 10/3 ] 
f(z) = 15/104*z^3 - 176/195*z + 1
*
-26/15 | 0.21080976900923234279653551893141987330 | 0.028672078583839089797220376613441713334
f(z) = 15/104*z^3 - 167/195*z + 1
*
[ -14 ] 
f(z) = 1/105*z^3 - 167/210*z + 1
*
6 | 0.072304113554359961942797636390894542984 | 0.013522098281920707872995645729959347230
f(z) = 2/105*z^3 - 179/210*z + 1
*
[ -10 ] 
f(z) = 2/105*z^3 - 169/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 7/107*z^3 - 163/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 7/109*z^3 - 165/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 8/101*z^3 - 165/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 8/103*z^3 - 167/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 8/107*z^3 - 171/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 8/109*z^3 - 173/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 9/101*z^3 - 173/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 9/103*z^3 - 175/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 9/107*z^3 - 179/214*z + 1
*
[ -4 ] 
f(z) = 13/102*z^3 - 161/204*z + 1
*
-3 | 0.21843606165228109270875924148689260472 | 0.029065342192017594081248560871330830211
f(z) = 17/108*z^3 - 161/204*z + 1
*
[ 14 ] 
f(z) = 1/119*z^3 - 171/238*z + 1
*
-12 | 0.13081791062365177475818545343089314144 | 0.023905599416536713714311168173625197500
f(z) = 1/119*z^3 - 169/238*z + 1
*
[ 6 ] 
f(z) = 5/111*z^3 - 175/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 6/113*z^3 - 161/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 6/115*z^3 - 163/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = 6/119*z^3 - 167/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = 7/111*z^3 - 167/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 7/113*z^3 - 169/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 7/115*z^3 - 171/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = 7/117*z^3 - 173/234*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 8/111*z^3 - 175/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 8/113*z^3 - 177/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 8/115*z^3 - 179/230*z + 1
*
-40/11 | 0.19472685397143293246579380129987812901 | 0.027805945141797447366068262615532237836
f(z) = 11/100*z^3 - 177/220*z + 1
*
[ 4 ] 
f(z) = 11/118*z^3 - 175/236*z + 1
*
6/5 | 0.26713198803620481713885393462394416648 | 0.029491640954176237761416500246781244418
f(z) = 5/108*z^3 - 159/10*z + 1
*
[ -10 ] 
f(z) = 17/100*z^3 - 159/10*z + 1
*
-21 | 0.23899142878133275661355649405928934316 | 0.028889620904285844237774149590912414794
f(z) = 1/108*z^3 - 145/28*z + 1
*
-2 | 0.10945415883890583521623749546693900565 | 0.016955970876017611054537016826597429581
f(z) = 5/112*z^3 - 159/28*z + 1
*
[ 9 ] 
f(z) = 7/108*z^3 - 157/36*z + 1
*
[ -9 ] 
f(z) = 7/108*z^3 - 149/36*z + 1
*
[ -6 ] 
f(z) = 15/104*z^3 - 157/39*z + 1
*
-6 | 0.24752984442659232907622183189813279132 | 0.027327544525602730632576770286221741421
f(z) = 17/108*z^3 - 159/34*z + 1
*
-8 | 0.13872437631640318278293156501715578243 | 0.024466894137783606667596977161973545372
f(z) = 3/112*z^3 - 145/56*z + 1
*
-5/3 | 0.17882893873204086506811810610743600581 | 0.027040458081211909091200395552642885589
f(z) = 3/100*z^3 - 149/60*z + 1
*
-24/5 | 0.20179248782974738237943262157030896878 | 0.028022177379269134172281937359569611837
f(z) = 5/108*z^3 - 149/60*z + 1
*
10/3 | 0.14561605044462172987975374948874488126 | 0.020596696320019215046565500055102036871
f(z) = 9/104*z^3 - 147/65*z + 1
*
[ -6 ] 
f(z) = 10/117*z^3 - 149/78*z + 1
*
[ -6 ] 
f(z) = 9/112*z^3 - 145/84*z + 1
*
[ -14/3 ] 
f(z) = 15/112*z^3 - 143/84*z + 1
*
[ 16 ] 
f(z) = 1/112*z^3 - 151/112*z + 1
*
-8 | 0.11804092132056740815153662977910373584 | 0.023526876147993030619941133367143770307
f(z) = 4/105*z^3 - 151/105*z + 1
*
[ -17/2 ] 
f(z) = 4/119*z^3 - 156/119*z + 1
*
[ 7 ] 
f(z) = 5/112*z^3 - 149/112*z + 1
*
[ 7 ] 
f(z) = 5/119*z^3 - 143/119*z + 1
*
[ -7 ] 
f(z) = 6/119*z^3 - 158/119*z + 1
*
[ 6 ] 
f(z) = 7/114*z^3 - 157/114*z + 1
*
[ -17/3 ] 
f(z) = 9/119*z^3 - 149/119*z + 1
*
-4 | 0.13633236834227768970912370669473430831 | 0.027172566166615169133277644117873145089
f(z) = 11/100*z^3 - 151/100*z + 1
*
[ -5 ] 
f(z) = 11/105*z^3 - 149/105*z + 1
*
[ 4 ] 
f(z) = 15/116*z^3 - 153/116*z + 1
*
[ 15/4 ] 
f(z) = 16/105*z^3 - 148/105*z + 1
*
5/2 | 0.12544962410452486062787806281610017205 | 0.025313559703845979309472047279626628085
f(z) = 16/105*z^3 - 142/105*z + 1
*
[ -17/4 ] 
f(z) = 16/119*z^3 - 142/119*z + 1
*
[ -4 ] 
f(z) = 17/100*z^3 - 147/100*z + 1
*
[ -4 ] 
f(z) = 19/116*z^3 - 159/116*z + 1
*
[ -15/2 ] 
f(z) = 4/117*z^3 - 154/195*z + 1
*
[ 5/9 ] 
f(z) = 9/100*z^3 - 149/180*z + 1
*
-2 | 0.13319906763024849836324949941984187698 | 0.018116305294283238699688204802051442916
f(z) = 15/104*z^3 - 158/195*z + 1
*
[ -8 ] 
f(z) = 3/100*z^3 - 159/200*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016664379690333134497262584407050971381
f(z) = 4/109*z^3 - 141/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 5/101*z^3 - 141/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 5/103*z^3 - 143/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 5/107*z^3 - 147/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 5/109*z^3 - 149/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 6/101*z^3 - 149/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 6/103*z^3 - 151/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 6/107*z^3 - 155/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 6/109*z^3 - 157/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 7/101*z^3 - 157/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 7/103*z^3 - 159/206*z + 1
*
[ -4 ] 
f(z) = 13/106*z^3 - 151/212*z + 1
*
[ -10 ] 
f(z) = 2/115*z^3 - 147/230*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 3/119*z^3 - 143/238*z + 1
*
-2 | 0.069722341383741693463225076384214768301 | 0.012905146181351227292944634398498603787
f(z) = 4/111*z^3 - 143/222*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016676707448683150020656774698010656866
f(z) = 4/113*z^3 - 145/226*z + 1
*
-2 | 0.090721571021376833760292332774164211847 | 0.016682649492167996331343770368926318450
f(z) = 4/115*z^3 - 147/230*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.014202234372619851156041684109187598818
f(z) = 4/117*z^3 - 149/234*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016694120209033670791035393587248285305
f(z) = 4/119*z^3 - 151/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = 5/111*z^3 - 151/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 5/113*z^3 - 153/226*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = 5/117*z^3 - 157/234*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 5/119*z^3 - 159/238*z + 1
*
[ -4 ] 
f(z) = 13/110*z^3 - 141/220*z + 1
*
-2 | 0.20118659160925492645484812634467181565 | 0.026905220584825052996258814857989408181
f(z) = 17/104*z^3 - 151/221*z + 1
*
[ 12/19 ] 
f(z) = 19/108*z^3 - 149/228*z + 1
*
[ 2/3 ] 
f(z) = 17/112*z^3 - 143/252*z + 1
*
-2 | 0.20736579355982294755259772712326776018 | 0.027325134030552570607295509165564373905
f(z) = 19/104*z^3 - 148/247*z + 1
*
[ 2/3 ] 
f(z) = 19/112*z^3 - 145/252*z + 1
*
3 | 0.18908277073089510770648145322175333292 | 0.026566996083902310412505193442017304709
f(z) = 1/108*z^3 - 137/12*z + 1
*
78/7 | 0.21225954433164989099855098110473299926 | 0.023987391450216808849498192599707526544
f(z) = 7/108*z^3 - 129/14*z + 1
*
[ 10 ] 
f(z) = 13/100*z^3 - 121/10*z + 1
*
-4 | 0.16047203750198025496518190900856377394 | 0.025888939019022828281462504337695908745
f(z) = 1/112*z^3 - 123/28*z + 1
*
10/3 | 0.18201612592810653289616263911890148420 | 0.025150565343056428973551106470625012543
f(z) = 3/100*z^3 - 139/30*z + 1
*
26/3 | 0.086008847286504605447260108506735224235 | 0.012408453745281637116282968623505144575
f(z) = 3/104*z^3 - 128/39*z + 1
*
[ 14 ] 
f(z) = 3/112*z^3 - 121/28*z + 1
*
10 | 0.13703153758483647661553413096322806723 | 0.021679569825314017197787349830237931383
f(z) = 5/112*z^3 - 139/28*z + 1
*
20/3 | 0.097198495620744108521162518736080359322 | 0.015449006990896332243791401457431567314
f(z) = 9/112*z^3 - 135/28*z + 1
*
2/3 | 0.14489069896411974689476643413301351924 | 0.026166146376085248523914589822066118205
f(z) = 9/100*z^3 - 127/50*z + 1
*
[ 10 ] 
f(z) = 3/104*z^3 - 129/65*z + 1
*
-14/5 | 0.18513765121071584985515655147000592633 | 0.026896006026988422400744934702449338874
f(z) = 5/104*z^3 - 122/65*z + 1
*
[ 6 ] 
f(z) = 8/117*z^3 - 127/78*z + 1
*
6 | 0.12806895275243173936231058709483217428 | 0.020607727908851852238662048532412007300
f(z) = 1/112*z^3 - 125/84*z + 1
*
[ 28/3 ] 
f(z) = 3/112*z^3 - 121/84*z + 1
*
[ 15/2 ] 
f(z) = 5/108*z^3 - 139/80*z + 1
*
3 | 0.097070693446478593900550887594740755141 | 0.013638877422229903281134061666168718899
f(z) = 7/108*z^3 - 137/84*z + 1
*
[ 10/3 ] 
f(z) = 19/100*z^3 - 127/90*z + 1
*
-7 | 0.10921101988933891310224589648402657414 | 0.022132251860949573328305115131154868074
f(z) = 1/105*z^3 - 139/105*z + 1
*
[ 15 ] 
f(z) = 1/105*z^3 - 127/105*z + 1
*
14 | 0.13791155879419941360952967060191469391 | 0.028756793584495265590245653339284006502
f(z) = 1/105*z^3 - 121/105*z + 1
*
[ -16 ] 
f(z) = 1/112*z^3 - 137/112*z + 1
*
-11 | 0.13791052517777852388734847339918012645 | 0.028030703219558844154954945950470618558
f(z) = 2/105*z^3 - 137/105*z + 1
*
-7 | 0.12236840705780434636217457878096217774 | 0.025100195734734859106682331822655182855
f(z) = 3/112*z^3 - 131/112*z + 1
*
[ 15/2 ] 
f(z) = 4/105*z^3 - 134/105*z + 1
*
-7/2 | 0.13791052517777852388734847339918012645 | 0.028610470840922367220750846036087912140
f(z) = 4/105*z^3 - 124/105*z + 1
*
[ -6 ] 
f(z) = 7/102*z^3 - 133/102*z + 1
*
-5 | 0.11804092132056740815153662977910373584 | 0.023992150193285334902897593927553972324
f(z) = 8/105*z^3 - 137/105*z + 1
*
7/2 | 0.13791155879419941360952967060191469391 | 0.028423474564808314857912435553631674752
f(z) = 8/105*z^3 - 128/105*z + 1
*
[ 1/2 ] 
f(z) = 8/119*z^3 - 121/119*z + 1
*
[ 5 ] 
f(z) = 9/110*z^3 - 137/110*z + 1
*
[ -16/3 ] 
f(z) = 9/112*z^3 - 123/112*z + 1
*
[ 5 ] 
f(z) = 9/115*z^3 - 133/115*z + 1
*
[ -5 ] 
f(z) = 11/115*z^3 - 137/115*z + 1
*
[ 1/2 ] 
f(z) = 12/119*z^3 - 122/119*z + 1
*
[ 4 ] 
f(z) = 13/100*z^3 - 133/100*z + 1
*
[ 4 ] 
f(z) = 13/108*z^3 - 127/108*z + 1
*
[ 4 ] 
f(z) = 13/116*z^3 - 121/116*z + 1
*
[ 1/2 ] 
f(z) = 16/117*z^3 - 121/117*z + 1
*
[ 1/2 ] 
f(z) = 16/119*z^3 - 123/119*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015331064975700338095863815147768040946
f(z) = 17/106*z^3 - 121/106*z + 1
*
[ -4 ] 
f(z) = 17/108*z^3 - 137/108*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015421244973242130055886418209823680612
f(z) = 17/110*z^3 - 123/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011293452846041117895075374233868753573
f(z) = 17/114*z^3 - 125/114*z + 1
*
[ -4 ] 
f(z) = 17/116*z^3 - 127/116*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015587744923395043041614966298937578552
f(z) = 17/118*z^3 - 127/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.010831249619004972681988453922851389061
f(z) = 19/102*z^3 - 127/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015128963467612806441119576711373264929
f(z) = 19/106*z^3 - 129/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015222055851316172999382490051889197654
f(z) = 19/110*z^3 - 131/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015393756357174528463649118408551548716
f(z) = 19/118*z^3 - 135/118*z + 1
*
-14/5 | 0.11141902431353780830142637590399019701 | 0.017607480624652523953975513523681240772
f(z) = 5/112*z^3 - 139/140*z + 1
*
28/5 | 0.18925476077481150977010640832200802038 | 0.029907814702168917558778703291234400172
f(z) = 5/112*z^3 - 121/140*z + 1
*
[ -9/2 ] 
f(z) = 11/108*z^3 - 121/144*z + 1
*
[ 6 ] 
f(z) = 5/116*z^3 - 125/174*z + 1
*
[ -48/11 ] 
f(z) = 11/108*z^3 - 125/176*z + 1
*
[ 10/17 ] 
f(z) = 17/100*z^3 - 129/170*z + 1
*
10/3 | 0.19096636239002877986372414024872352951 | 0.025973191731342418901821260948069944354
f(z) = 3/104*z^3 - 121/195*z + 1
*
[ 3/5 ] 
f(z) = 5/117*z^3 - 133/195*z + 1
*
[ 3/5 ] 
f(z) = 10/117*z^3 - 136/195*z + 1
*
[ -15/4 ] 
f(z) = 16/117*z^3 - 128/195*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = 2/105*z^3 - 121/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 2/107*z^3 - 123/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 2/109*z^3 - 125/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 3/101*z^3 - 125/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 3/103*z^3 - 127/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 3/107*z^3 - 131/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 3/109*z^3 - 133/218*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.016637754032775369383910229295918547889
f(z) = 4/101*z^3 - 133/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.016644675912233267373430012456928885385
f(z) = 4/103*z^3 - 135/206*z + 1
*
-2 | 0.068693270066060012636151306118250327658 | 0.012846809171395666585945007906867757390
f(z) = 4/105*z^3 - 137/210*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.016657980689400195158894856505214169433
f(z) = 4/107*z^3 - 139/214*z + 1
*
[ 4 ] 
f(z) = 9/106*z^3 - 129/212*z + 1
*
[ 2/3 ] 
f(z) = 18/107*z^3 - 123/214*z + 1
*
[ 2/3 ] 
f(z) = 18/109*z^3 - 125/218*z + 1
*
12 | 0.16013075855073577174154005467292876269 | 0.029688879548056682313862278130715921534
f(z) = 1/110*z^3 - 123/220*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 1/113*z^3 - 121/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 1/115*z^3 - 123/230*z + 1
*
-2 | 0.083182664124549009830715478489521060303 | 0.015247986757438527647418185087852608861
f(z) = 1/117*z^3 - 125/234*z + 1
*
[ -14 ] 
f(z) = 1/119*z^3 - 137/238*z + 1
*
-2 | 0.097059659508978264042587199548551061307 | 0.017736633528739298063882893547974132856
f(z) = 1/119*z^3 - 127/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = 2/111*z^3 - 127/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 2/113*z^3 - 129/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 2/115*z^3 - 131/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 2/119*z^3 - 135/238*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017729170917160503448006342595443720667
f(z) = 3/113*z^3 - 137/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017731717507225437581157912168693289918
f(z) = 3/115*z^3 - 139/230*z + 1
*
[ -8 ] 
f(z) = 3/116*z^3 - 123/232*z + 1
*
[ 4 ] 
f(z) = 9/110*z^3 - 123/220*z + 1
*
[ 2/3 ] 
f(z) = 9/113*z^3 - 121/226*z + 1
*
[ 2/3 ] 
f(z) = 9/115*z^3 - 123/230*z + 1
*
[ 2/3 ] 
f(z) = 9/119*z^3 - 127/238*z + 1
*
[ -4 ] 
f(z) = 13/114*z^3 - 131/228*z + 1
*
[ -4 ] 
f(z) = 13/118*z^3 - 121/236*z + 1
*
[ 2/3 ] 
f(z) = 18/113*z^3 - 129/226*z + 1
*
[ 2/3 ] 
f(z) = 18/115*z^3 - 131/230*z + 1
*
[ 2/3 ] 
f(z) = 1/112*z^3 - 127/252*z + 1
*
[ -15/2 ] 
f(z) = 3/100*z^3 - 133/240*z + 1
*
[ 2/3 ] 
f(z) = 5/112*z^3 - 131/252*z + 1
*
[ -36/7 ] 
f(z) = 7/108*z^3 - 131/252*z + 1
*
-14/9 | 0.15234709394080271450122274150932979418 | 0.022029089953120323681037234749465018365
f(z) = 9/112*z^3 - 139/252*z + 1
*
[ 2/3 ] 
f(z) = 11/112*z^3 - 137/252*z + 1
*
[ 2/3 ] 
f(z) = 13/112*z^3 - 139/252*z + 1
*
-4/3 | 0.18948480744145145705364887366703040755 | 0.027399130235456749656256966831026054881
f(z) = 17/112*z^3 - 131/252*z + 1
*
[ 12 ] 
f(z) = 7/108*z^3 - 101/12*z + 1
*
[ 10 ] 
f(z) = 11/100*z^3 - 101/10*z + 1
*
[ -10 ] 
f(z) = 13/100*z^3 - 119/10*z + 1
*
[ -24 ] 
f(z) = 1/108*z^3 - 103/24*z + 1
*
10/3 | 0.20612086146388147896948295269400298278 | 0.029471380722990668873065504440812387348
f(z) = 3/100*z^3 - 109/30*z + 1
*
10 | 0.19222454849172934363452389085744315138 | 0.027708785596431092617549943207305044423
f(z) = 3/100*z^3 - 103/30*z + 1
*
12 | 0.18117294542582290048482881651631555682 | 0.029549217556485291224702218100679508170
f(z) = 3/112*z^3 - 115/28*z + 1
*
-12 | 0.17507604797170423120392351336814725094 | 0.029172462083005083542565114145729850506
f(z) = 3/112*z^3 - 101/28*z + 1
*
-48/5 | 0.22959933539400334044276737307098424450 | 0.028812770421598914771186445339622103978
f(z) = 5/108*z^3 - 107/20*z + 1
*
-42/5 | 0.11211036817486966916346364380114132808 | 0.014898188337556573381866925310321137911
f(z) = 5/108*z^3 - 103/30*z + 1
*
[ 9 ] 
f(z) = 5/108*z^3 - 103/36*z + 1
*
-10 | 0.13450103797197150393778690395138754414 | 0.022064453560701850938894832054428863090
f(z) = 5/112*z^3 - 111/28*z + 1
*
15/7 | 0.13453479574476693914063797220982537276 | 0.016805574886631895133310009768985343588
f(z) = 7/108*z^3 - 111/28*z + 1
*
22/3 | 0.16691133042142716123397058763200355643 | 0.027547109546004261639279551877124641401
f(z) = 9/112*z^3 - 107/28*z + 1
*
[ 6 ] 
f(z) = 11/104*z^3 - 116/39*z + 1
*
[ -6 ] 
f(z) = 11/104*z^3 - 103/39*z + 1
*
4 | 0.16199557494598133935003453640349642719 | 0.026904990322530857739129302361861104486
f(z) = 17/112*z^3 - 103/28*z + 1
*
[ 8 ] 
f(z) = 5/112*z^3 - 111/56*z + 1
*
8/3 | 0.13872410904246407470215108957503178252 | 0.025763624522780606412737683706563373210
f(z) = 9/112*z^3 - 109/56*z + 1
*
[ 4 ] 
f(z) = 19/104*z^3 - 113/52*z + 1
*
-5 | 0.18072807307034570776611244202227373380 | 0.028520284561723127240446636031847835697
f(z) = 3/100*z^3 - 113/60*z + 1
*
5/3 | 0.17882877261002837007298148378166734100 | 0.028729551604650445439149697078071257421
f(z) = 3/100*z^3 - 101/60*z + 1
*
[ -10 ] 
f(z) = 3/104*z^3 - 116/65*z + 1
*
3/5 | 0.20352839395323112981609549173137631385 | 0.029876406896530702965252452237710805895
f(z) = 5/108*z^3 - 101/60*z + 1
*
[ 6 ] 
f(z) = 7/117*z^3 - 103/78*z + 1
*
[ -6 ] 
f(z) = 8/117*z^3 - 101/78*z + 1
*
-14/3 | 0.15945035498899483616638864289189343447 | 0.026006273828327686042260997505304227619
f(z) = 3/112*z^3 - 115/84*z + 1
*
[ -28/3 ] 
f(z) = 3/112*z^3 - 103/84*z + 1
*
[ 10/3 ] 
f(z) = 17/100*z^3 - 107/90*z + 1
*
[ -15 ] 
f(z) = 1/105*z^3 - 113/105*z + 1
*
5 | 0.13791052517777852388734847339918012645 | 0.029172670080480722577171877748149965096
f(z) = 2/105*z^3 - 113/105*z + 1
*
[ 8 ] 
f(z) = 3/104*z^3 - 101/104*z + 1
*
[ 1/2 ] 
f(z) = 4/101*z^3 - 102/101*z + 1
*
[ 1/2 ] 
f(z) = 4/103*z^3 - 104/103*z + 1
*
[ 1/2 ] 
f(z) = 4/107*z^3 - 108/107*z + 1
*
[ 1/2 ] 
f(z) = 4/109*z^3 - 110/109*z + 1
*
[ 1/2 ] 
f(z) = 4/111*z^3 - 112/111*z + 1
*
[ 1/2 ] 
f(z) = 4/113*z^3 - 114/113*z + 1
*
[ 1/2 ] 
f(z) = 4/115*z^3 - 116/115*z + 1
*
[ 1/2 ] 
f(z) = 4/117*z^3 - 118/117*z + 1
*
[ 1/2 ] 
f(z) = 4/119*z^3 - 120/119*z + 1
*
[ -7 ] 
f(z) = 5/119*z^3 - 109/119*z + 1
*
[ -6 ] 
f(z) = 7/114*z^3 - 119/114*z + 1
*
[ 1/2 ] 
f(z) = 8/101*z^3 - 103/101*z + 1
*
[ 1/2 ] 
f(z) = 8/103*z^3 - 105/103*z + 1
*
[ 5 ] 
f(z) = 8/105*z^3 - 116/105*z + 1
*
[ 1/2 ] 
f(z) = 8/105*z^3 - 107/105*z + 1
*
[ 1/2 ] 
f(z) = 8/107*z^3 - 109/107*z + 1
*
[ 1/2 ] 
f(z) = 8/109*z^3 - 111/109*z + 1
*
[ 1/2 ] 
f(z) = 8/111*z^3 - 113/111*z + 1
*
[ 1/2 ] 
f(z) = 8/113*z^3 - 115/113*z + 1
*
[ 1/2 ] 
f(z) = 8/115*z^3 - 117/115*z + 1
*
[ 5 ] 
f(z) = 8/115*z^3 - 108/115*z + 1
*
[ 1/2 ] 
f(z) = 8/117*z^3 - 119/117*z + 1
*
-7/3 | 0.070264863528675940683048859271573776132 | 0.014863359263766704340662747325650016171
f(z) = 9/112*z^3 - 113/112*z + 1
*
[ 4 ] 
f(z) = 11/100*z^3 - 101/100*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.011512745582023754788086103047462715484
f(z) = 11/114*z^3 - 101/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 11/118*z^3 - 103/118*z + 1
*
[ 1/2 ] 
f(z) = 12/101*z^3 - 104/101*z + 1
*
[ 1/2 ] 
f(z) = 12/103*z^3 - 106/103*z + 1
*
[ 1/2 ] 
f(z) = 12/107*z^3 - 110/107*z + 1
*
[ 1/2 ] 
f(z) = 12/109*z^3 - 112/109*z + 1
*
[ 1/2 ] 
f(z) = 12/113*z^3 - 116/113*z + 1
*
[ 1/2 ] 
f(z) = 12/115*z^3 - 118/115*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011320748131733862809507046778961599257
f(z) = 13/102*z^3 - 103/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 13/106*z^3 - 105/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = 13/110*z^3 - 107/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = 13/114*z^3 - 109/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = 13/118*z^3 - 111/118*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015552759186375775337976235409416676597
f(z) = 15/106*z^3 - 113/106*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015800094915545275083506007520091165987
f(z) = 15/118*z^3 - 119/118*z + 1
*
[ 1/2 ] 
f(z) = 16/101*z^3 - 105/101*z + 1
*
[ 1/2 ] 
f(z) = 16/103*z^3 - 107/103*z + 1
*
[ 1/2 ] 
f(z) = 16/105*z^3 - 109/105*z + 1
*
3/2 | 0.13791052517777852388734847339918012645 | 0.029572708551485243202063534040758680363
f(z) = 16/105*z^3 - 106/105*z + 1
*
[ 1/2 ] 
f(z) = 16/107*z^3 - 111/107*z + 1
*
[ 1/2 ] 
f(z) = 16/109*z^3 - 113/109*z + 1
*
[ 1/2 ] 
f(z) = 16/111*z^3 - 115/111*z + 1
*
[ 1/2 ] 
f(z) = 16/113*z^3 - 117/113*z + 1
*
[ 1/2 ] 
f(z) = 16/115*z^3 - 119/115*z + 1
*
[ 7/2 ] 
f(z) = 16/119*z^3 - 111/119*z + 1
*
[ 3 ] 
f(z) = 19/102*z^3 - 103/102*z + 1
*
[ 3 ] 
f(z) = 19/105*z^3 - 101/105*z + 1
*
[ 42/11 ] 
f(z) = 11/108*z^3 - 115/154*z + 1
*
[ 42/13 ] 
f(z) = 13/108*z^3 - 103/182*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.017712476596057168889400680280261388249
f(z) = 1/101*z^3 - 109/202*z + 1
*
[ 12 ] 
f(z) = 1/102*z^3 - 101/204*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.017715443115824839456337730206408675747
f(z) = 1/103*z^3 - 111/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013913725262677548764809940027832455536
f(z) = 1/105*z^3 - 113/210*z + 1
*
6 | 0.091511896714987116639640302214550379728 | 0.017114280232682763457175513756878365718
f(z) = 1/105*z^3 - 107/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.017721145163182094221536949084245226054
f(z) = 1/107*z^3 - 115/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.017723887592153353937980261042175284031
f(z) = 1/109*z^3 - 117/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 2/101*z^3 - 117/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 2/103*z^3 - 119/206*z + 1
*
[ 6 ] 
f(z) = 4/105*z^3 - 113/210*z + 1
*
[ 30/7 ] 
f(z) = 7/100*z^3 - 109/210*z + 1
*
[ 2/3 ] 
f(z) = 9/101*z^3 - 109/202*z + 1
*
[ 2/3 ] 
f(z) = 9/103*z^3 - 111/206*z + 1
*
[ 2/3 ] 
f(z) = 9/107*z^3 - 115/214*z + 1
*
[ 2/3 ] 
f(z) = 9/109*z^3 - 117/218*z + 1
*
[ 12/17 ] 
f(z) = 17/108*z^3 - 101/204*z + 1
*
[ 2/3 ] 
f(z) = 18/101*z^3 - 117/202*z + 1
*
[ 2/3 ] 
f(z) = 18/103*z^3 - 119/206*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013961088386132660965392907565496660306
f(z) = 1/111*z^3 - 119/222*z + 1
*
[ 6 ] 
f(z) = 4/111*z^3 - 103/222*z + 1
*
[ -6 ] 
f(z) = 5/111*z^3 - 101/222*z + 1
*
[ 17/4 ] 
f(z) = 8/119*z^3 - 107/238*z + 1
*
[ 4 ] 
f(z) = 9/118*z^3 - 111/236*z + 1
*
[ -14/3 ] 
f(z) = 9/119*z^3 - 103/238*z + 1
*
[ -9/2 ] 
f(z) = 10/117*z^3 - 119/234*z + 1
*
[ -10/3 ] 
f(z) = 18/115*z^3 - 101/230*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = 13/112*z^3 - 115/252*z + 1
*
26 | 0.091759157968589348105626175772254944672 | 0.013768536368100159751063377404997553758
f(z) = 1/104*z^3 - 98/13*z + 1
*
[ 10 ] 
f(z) = 9/100*z^3 - 81/10*z + 1
*
[ -10 ] 
f(z) = 11/100*z^3 - 99/10*z + 1
*
[ 12 ] 
f(z) = 17/108*z^3 - 87/4*z + 1
*
[ -12 ] 
f(z) = 19/108*z^3 - 97/4*z + 1
*
5 | 0.14940354464921190817651615556615080332 | 0.024500118846722012298850297795775150580
f(z) = 1/100*z^3 - 89/20*z + 1
*
-5 | 0.061022064231287548492384985806479190637 | 0.010163759502674321421235365717613613678
f(z) = 1/100*z^3 - 81/20*z + 1
*
[ -21 ] 
f(z) = 1/108*z^3 - 85/28*z + 1
*
-10 | 0.18834704626173031747227740937711829994 | 0.027386787525743465794947893882448635353
f(z) = 3/100*z^3 - 97/30*z + 1
*
-10/3 | 0.18738545138405486872123804176218412238 | 0.027502307921826555263002578394001741819
f(z) = 3/100*z^3 - 91/30*z + 1
*
2/3 | 0.18100697923858434141571945347154904201 | 0.027160244619719811037444251413579293999
f(z) = 3/104*z^3 - 98/39*z + 1
*
-26/3 | 0.14392341529222517938860368939037403065 | 0.021912562127522810197769504652123865922
f(z) = 3/104*z^3 - 89/39*z + 1
*
6 | 0.18100639683983655891499895070403985484 | 0.027703129276073973434318426583426285307
f(z) = 3/104*z^3 - 86/39*z + 1
*
[ -9 ] 
f(z) = 5/108*z^3 - 95/36*z + 1
*
5/3 | 0.093659684227654016091428117574556934436 | 0.015145121160473178628665610476388043879
f(z) = 9/100*z^3 - 97/20*z + 1
*
[ 6 ] 
f(z) = 9/104*z^3 - 89/39*z + 1
*
4/3 | 0.13734724699531784714848372815330862555 | 0.023121765543782373093034084523029542163
f(z) = 9/112*z^3 - 95/28*z + 1
*
14/3 | 0.11023767703272048357117716177156732304 | 0.018989683723632014616818282093587322507
f(z) = 9/112*z^3 - 83/28*z + 1
*
6 | 0.14759865460802642112327527069198920296 | 0.017235393621091769618616613625572502353
f(z) = 13/108*z^3 - 97/26*z + 1
*
4 | 0.13462561081868857625701385869328918678 | 0.023004263998718757273355928355479897866
f(z) = 13/112*z^3 - 87/28*z + 1
*
2/3 | 0.18100536322341566919281775350130528738 | 0.027077917251981266665063910875900032850
f(z) = 15/104*z^3 - 100/39*z + 1
*
-4 | 0.13945762099556077339531197111950801098 | 0.024124512809568271082787214918335505036
f(z) = 15/112*z^3 - 81/28*z + 1
*
[ 6/19 ] 
f(z) = 19/108*z^3 - 83/38*z + 1
*
-4 | 0.14313932001612572119450053988098138602 | 0.024012613957022878732112878439146438584
f(z) = 19/112*z^3 - 97/28*z + 1
*
-8 | 0.11470026223761728846369705961999640348 | 0.022545079184702685554473821749255146387
f(z) = 1/112*z^3 - 81/56*z + 1
*
[ -8 ] 
f(z) = 5/112*z^3 - 97/56*z + 1
*
-48/11 | 0.19843920842230448707530580897057249554 | 0.025491668146705454753535449072331469711
f(z) = 11/108*z^3 - 89/44*z + 1
*
[ 4 ] 
f(z) = 15/104*z^3 - 81/52*z + 1
*
[ 4 ] 
f(z) = 17/104*z^3 - 97/52*z + 1
*
[ -4 ] 
f(z) = 19/104*z^3 - 87/52*z + 1
*
[ 2/5 ] 
f(z) = 5/104*z^3 - 98/65*z + 1
*
-3 | 0.090839726101641317409725083701833494212 | 0.013586840471379090376074314090387203801
f(z) = 5/108*z^3 - 89/60*z + 1
*
[ 2/5 ] 
f(z) = 15/104*z^3 - 99/65*z + 1
*
3 | 0.15740307923158477735342681441615352191 | 0.019947274442610657188456579966118247783
f(z) = 17/108*z^3 - 99/68*z + 1
*
[ 14 ] 
f(z) = 1/104*z^3 - 87/91*z + 1
*
-6 | 0.14879546341670665366863979081804797404 | 0.024961471251778865684109308003590231161
f(z) = 1/112*z^3 - 97/84*z + 1
*
[ 14/3 ] 
f(z) = 9/104*z^3 - 100/91*z + 1
*
4/3 | 0.16604553145107116406863619174555886486 | 0.028544328427810458841782565171589424300
f(z) = 15/112*z^3 - 83/84*z + 1
*
-10 | 0.13381933751158837988025095028882063306 | 0.028469289752905680455520567914674673116
f(z) = 1/110*z^3 - 89/110*z + 1
*
[ 7 ] 
f(z) = 4/119*z^3 - 94/119*z + 1
*
[ 6 ] 
f(z) = 5/102*z^3 - 95/102*z + 1
*
[ 6 ] 
f(z) = 5/114*z^3 - 85/114*z + 1
*
-4 | 0.11921892742197413314336475571870360171 | 0.025888061158893819116713961106849426372
f(z) = 7/100*z^3 - 87/100*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = 7/106*z^3 - 81/106*z + 1
*
[ 5 ] 
f(z) = 7/110*z^3 - 87/110*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = 7/110*z^3 - 83/110*z + 1
*
-2 | 0.054527299901695209364414021663712509338 | 0.011512883274597413822643421427651699175
f(z) = 7/114*z^3 - 85/114*z + 1
*
[ 5 ] 
f(z) = 7/115*z^3 - 83/115*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 7/118*z^3 - 87/118*z + 1
*
5/2 | 0.12544859048810397090569686561336560460 | 0.026955234047891682525753981171909213316
f(z) = 8/105*z^3 - 92/105*z + 1
*
[ 13/3 ] 
f(z) = 9/104*z^3 - 89/104*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 9/106*z^3 - 89/106*z + 1
*
[ -5 ] 
f(z) = 9/110*z^3 - 93/110*z + 1
*
[ -5 ] 
f(z) = 9/115*z^3 - 87/115*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = 9/118*z^3 - 95/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = 11/102*z^3 - 95/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 11/106*z^3 - 97/106*z + 1
*
[ 4 ] 
f(z) = 11/108*z^3 - 95/108*z + 1
*
[ 4 ] 
f(z) = 11/116*z^3 - 89/116*z + 1
*
[ -4 ] 
f(z) = 13/100*z^3 - 83/100*z + 1
*
[ -4 ] 
f(z) = 15/116*z^3 - 95/116*z + 1
*
[ -15/4 ] 
f(z) = 16/105*z^3 - 92/105*z + 1
*
[ 13/4 ] 
f(z) = 16/117*z^3 - 88/117*z + 1
*
[ 3 ] 
f(z) = 17/105*z^3 - 83/105*z + 1
*
[ 3 ] 
f(z) = 19/111*z^3 - 97/111*z + 1
*
-3 | 0.19425172436017856292055973926978164717 | 0.027436581538544018471221099158421667100
f(z) = 11/108*z^3 - 89/132*z + 1
*
[ 28/5 ] 
f(z) = 5/112*z^3 - 81/140*z + 1
*
[ 2/3 ] 
f(z) = 3/116*z^3 - 89/174*z + 1
*
[ 2/3 ] 
f(z) = 15/116*z^3 - 97/174*z + 1
*
[ 3/4 ] 
f(z) = 19/108*z^3 - 83/192*z + 1
*
[ 30/7 ] 
f(z) = 7/108*z^3 - 89/210*z + 1
*
[ -4 ] 
f(z) = 11/102*z^3 - 97/204*z + 1
*
[ -4 ] 
f(z) = 11/106*z^3 - 87/212*z + 1
*
[ 3/4 ] 
f(z) = 8/111*z^3 - 83/222*z + 1
*
-13/4 | 0.15153926297558421942186243183118046327 | 0.027778248020812960050697859810673803387
f(z) = 8/117*z^3 - 97/234*z + 1
*
[ 42/17 ] 
f(z) = 17/108*z^3 - 87/238*z + 1
*
[ 5/2 ] 
f(z) = 18/115*z^3 - 87/230*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = 5/112*z^3 - 83/252*z + 1
*
-9/7 | 0.18710728273790949286042829674344641402 | 0.028229649170621191262278890179558605503
f(z) = 7/108*z^3 - 83/252*z + 1
*
[ 4/5 ] 
f(z) = 15/104*z^3 - 89/260*z + 1
*
[ 42/19 ] 
f(z) = 19/108*z^3 - 83/266*z + 1
*
[ 6/7 ] 
f(z) = 17/108*z^3 - 83/294*z + 1
*
[ 26 ] 
f(z) = 1/104*z^3 - 72/13*z + 1
*
[ -26 ] 
f(z) = 1/104*z^3 - 71/13*z + 1
*
[ -30 ] 
f(z) = 1/108*z^3 - 73/10*z + 1
*
-24 | 0.076127884368160487801370134029362277506 | 0.011947978971951062619898180371365665073
f(z) = 1/108*z^3 - 65/12*z + 1
*
[ -12 ] 
f(z) = 5/108*z^3 - 67/12*z + 1
*
[ 10 ] 
f(z) = 7/100*z^3 - 61/10*z + 1
*
[ -10 ] 
f(z) = 9/100*z^3 - 79/10*z + 1
*
[ 26/3 ] 
f(z) = 9/104*z^3 - 73/13*z + 1
*
[ -26/3 ] 
f(z) = 9/104*z^3 - 70/13*z + 1
*
-12/11 | 0.24869162643686205213962221802731470202 | 0.027802893045002160512943412513467755817
f(z) = 11/108*z^3 - 71/11*z + 1
*
[ -12 ] 
f(z) = 13/108*z^3 - 65/4*z + 1
*
[ 20 ] 
f(z) = 1/100*z^3 - 61/20*z + 1
*
15 | 0.20582448654873843281371002063961556352 | 0.027230803813209929475072267447709489817
f(z) = 1/108*z^3 - 71/20*z + 1
*
-14 | 0.11381182276237224771177816931209589648 | 0.019953745302889084003381553226990101203
f(z) = 1/112*z^3 - 75/28*z + 1
*
-10 | 0.15533367169633598562448227623188288372 | 0.024039996399702552249146380199705250424
f(z) = 3/104*z^3 - 80/39*z + 1
*
-10 | 0.15945052284193360273332360725861218213 | 0.029005938386291426878678570478765341127
f(z) = 3/112*z^3 - 61/28*z + 1
*
-3/5 | 0.091606322200309070199798037030437016234 | 0.012213314057185018396703238515160743862
f(z) = 5/108*z^3 - 67/20*z + 1
*
[ 6 ] 
f(z) = 7/104*z^3 - 62/39*z + 1
*
24/7 | 0.10819468594164969371695818697039126165 | 0.014211226531430393456286147856820694394
f(z) = 7/108*z^3 - 75/28*z + 1
*
-48/7 | 0.19006976810250676624652579225645263654 | 0.025241858902229905523602407528027388693
f(z) = 7/108*z^3 - 69/28*z + 1
*
-5/3 | 0.12734192361710231175539971767270493551 | 0.021583752391857919730376003641465848829
f(z) = 9/100*z^3 - 73/20*z + 1
*
[ 20/3 ] 
f(z) = 9/100*z^3 - 63/20*z + 1
*
[ -6 ] 
f(z) = 9/104*z^3 - 76/39*z + 1
*
-10/3 | 0.12522086459097284557788335294334150518 | 0.022396915790981010577877789272510502647
f(z) = 9/112*z^3 - 67/28*z + 1
*
42/11 | 0.15892189740698724450455045638003720088 | 0.019194755981225022146483531657984531003
f(z) = 11/108*z^3 - 73/22*z + 1
*
-6 | 0.12142701866565446247634641790511585288 | 0.014991252933546476212392277853614769340
f(z) = 11/108*z^3 - 61/22*z + 1
*
4 | 0.15945108786903268432674819022840726717 | 0.027702958532895205325563807058796573082
f(z) = 11/112*z^3 - 79/28*z + 1
*
-4 | 0.10810764189659029771114654848801082334 | 0.019441437052177896270524415996269588299
f(z) = 11/112*z^3 - 65/28*z + 1
*
-4 | 0.15945050541586643597510872815386706228 | 0.028088324942355999511293214963954434082
f(z) = 13/112*z^3 - 73/28*z + 1
*
[ 5 ] 
f(z) = 17/100*z^3 - 69/20*z + 1
*
[ -5 ] 
f(z) = 17/100*z^3 - 61/20*z + 1
*
[ 6/17 ] 
f(z) = 17/108*z^3 - 63/34*z + 1
*
[ 5 ] 
f(z) = 19/100*z^3 - 79/20*z + 1
*
[ -5 ] 
f(z) = 19/100*z^3 - 71/20*z + 1
*
2 | 0.10810835318898517682720254032598267670 | 0.019666189710470250940118349798310292449
f(z) = 19/112*z^3 - 61/28*z + 1
*
[ -4 ] 
f(z) = 17/104*z^3 - 71/52*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015225374426889096264361337962569676116
f(z) = 17/108*z^3 - 61/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018201885183103406935090857056077235187
f(z) = 17/116*z^3 - 63/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.017633572858432930969015876844223247507
f(z) = 19/100*z^3 - 63/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015026708060355455631829901154273563952
f(z) = 19/108*z^3 - 65/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017973117043218414954560545321731350447
f(z) = 19/116*z^3 - 67/58*z + 1
*
[ 15 ] 
f(z) = 1/100*z^3 - 79/60*z + 1
*
[ -15 ] 
f(z) = 1/100*z^3 - 71/60*z + 1
*
[ -15 ] 
f(z) = 1/108*z^3 - 61/60*z + 1
*
[ -6 ] 
f(z) = 7/117*z^3 - 77/78*z + 1
*
-3 | 0.16358228118215279845117641519474946645 | 0.021448996961599389453256218202475528805
f(z) = 19/108*z^3 - 67/76*z + 1
*
[ -14 ] 
f(z) = 1/104*z^3 - 74/91*z + 1
*
22/3 | 0.10810742367066928901212440196731079857 | 0.018584383330118985663193552602405363204
f(z) = 3/112*z^3 - 79/84*z + 1
*
57/10 | 0.16643060436942038935747139587732016610 | 0.021676681847068397618933355597888049323
f(z) = 5/108*z^3 - 67/80*z + 1
*
[ 6 ] 
f(z) = 5/112*z^3 - 65/84*z + 1
*
[ -14/3 ] 
f(z) = 9/104*z^3 - 61/91*z + 1
*
-4 | 0.15810340520488836024957081786996914736 | 0.027179024236815243059733697130387991532
f(z) = 9/112*z^3 - 73/84*z + 1
*
[ 10/3 ] 
f(z) = 13/100*z^3 - 67/90*z + 1
*
[ -10/3 ] 
f(z) = 19/100*z^3 - 73/90*z + 1
*
-13 | 0.11924110016000059152775755368887298834 | 0.025892875907780607753946159564637135997
f(z) = 1/100*z^3 - 69/100*z + 1
*
[ 13 ] 
f(z) = 1/104*z^3 - 73/104*z + 1
*
7 | 0.10142604201742222723151568326741894082 | 0.021793490787687790054887925205981399408
f(z) = 1/105*z^3 - 64/105*z + 1
*
[ 3/5 ] 
f(z) = 1/108*z^3 - 67/100*z + 1
*
7 | 0.13377823719047834322500967543047948750 | 0.028351863768436167746931796292905432266
f(z) = 1/112*z^3 - 65/112*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = 1/114*z^3 - 61/114*z + 1
*
-14 | 0.14350186168674573974087298336718393319 | 0.030133687608123892198045699313822838524
f(z) = 1/117*z^3 - 79/117*z + 1
*
[ 13 ] 
f(z) = 1/117*z^3 - 61/117*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015827907021495502663512490756006293527
f(z) = 1/118*z^3 - 63/118*z + 1
*
[ -8 ] 
f(z) = 3/104*z^3 - 75/104*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.015766030785706759610879904738838457729
f(z) = 3/106*z^3 - 65/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.015787859998314124689147010462805122810
f(z) = 3/110*z^3 - 67/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 3/118*z^3 - 71/118*z + 1
*
[ -7 ] 
f(z) = 4/105*z^3 - 76/105*z + 1
*
5/2 | 0.093418181321721349432728223417858530411 | 0.020072835669637668634302680899796708346
f(z) = 4/105*z^3 - 67/105*z + 1
*
[ 13/2 ] 
f(z) = 4/117*z^3 - 70/117*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = 5/102*z^3 - 71/102*z + 1
*
[ -6 ] 
f(z) = 5/102*z^3 - 61/102*z + 1
*
[ 2/3 ] 
f(z) = 5/104*z^3 - 61/117*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 5/106*z^3 - 73/106*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.011513101512163291178053609647852445494
f(z) = 5/114*z^3 - 77/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015828043718721384034027910459697931602
f(z) = 5/118*z^3 - 79/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.011344628747630321585851298578466755304
f(z) = 7/102*z^3 - 79/102*z + 1
*
[ 2/3 ] 
f(z) = 7/104*z^3 - 62/117*z + 1
*
3/2 | 0.21079562420244871177132777501745589585 | 0.026302320131335068867125894516430858788
f(z) = 7/108*z^3 - 75/112*z + 1
*
[ 3/5 ] 
f(z) = 7/108*z^3 - 69/100*z + 1
*
[ -5 ] 
f(z) = 8/105*z^3 - 74/105*z + 1
*
-7/2 | 0.11141875365125125929511387910847950643 | 0.023940632336388523418165304041455814676
f(z) = 8/105*z^3 - 68/105*z + 1
*
[ -5 ] 
f(z) = 8/115*z^3 - 62/115*z + 1
*
[ 9/2 ] 
f(z) = 8/117*z^3 - 71/117*z + 1
*
[ 4 ] 
f(z) = 9/100*z^3 - 69/100*z + 1
*
[ 2/3 ] 
f(z) = 9/118*z^3 - 63/118*z + 1
*
[ 2/3 ] 
f(z) = 11/104*z^3 - 64/117*z + 1
*
[ 7/2 ] 
f(z) = 12/119*z^3 - 62/119*z + 1
*
[ -4 ] 
f(z) = 13/108*z^3 - 73/108*z + 1
*
[ 3/5 ] 
f(z) = 13/108*z^3 - 71/100*z + 1
*
[ -4 ] 
f(z) = 13/116*z^3 - 63/116*z + 1
*
[ 3 ] 
f(z) = 16/105*z^3 - 74/105*z + 1
*
[ -7/2 ] 
f(z) = 16/105*z^3 - 61/105*z + 1
*
[ 3 ] 
f(z) = 16/111*z^3 - 70/111*z + 1
*
[ 2/3 ] 
f(z) = 17/104*z^3 - 67/117*z + 1
*
[ 3 ] 
f(z) = 17/111*z^3 - 79/111*z + 1
*
[ 3 ] 
f(z) = 17/114*z^3 - 77/114*z + 1
*
[ 2/3 ] 
f(z) = 19/104*z^3 - 68/117*z + 1
*
[ 3/5 ] 
f(z) = 19/108*z^3 - 73/100*z + 1
*
[ 12 ] 
f(z) = 1/104*z^3 - 73/156*z + 1
*
[ 2/3 ] 
f(z) = 3/100*z^3 - 77/150*z + 1
*
-6 | 0.11994255967601307429534247922068995414 | 0.018954449732244043799093911395253459730
f(z) = 5/112*z^3 - 71/140*z + 1
*
[ 5/7 ] 
f(z) = 7/100*z^3 - 61/140*z + 1
*
[ 9/2 ] 
f(z) = 7/108*z^3 - 77/144*z + 1
*
[ -6 ] 
f(z) = 5/116*z^3 - 67/174*z + 1
*
[ 3/4 ] 
f(z) = 1/108*z^3 - 65/192*z + 1
*
[ 3/4 ] 
f(z) = 7/108*z^3 - 71/192*z + 1
*
[ 3/4 ] 
f(z) = 13/108*z^3 - 77/192*z + 1
*
-6/5 | 0.21128483716439362875322821673583469944 | 0.028736692247339984375501648075951206695
f(z) = 15/104*z^3 - 73/195*z + 1
*
[ -12 ] 
f(z) = 1/102*z^3 - 67/204*z + 1
*
[ 4 ] 
f(z) = 7/102*z^3 - 71/204*z + 1
*
[ 4 ] 
f(z) = 7/106*z^3 - 65/212*z + 1
*
[ 15/4 ] 
f(z) = 8/105*z^3 - 71/210*z + 1
*
[ -48/13 ] 
f(z) = 13/108*z^3 - 77/208*z + 1
*
[ 12 ] 
f(z) = 1/114*z^3 - 79/228*z + 1
*
[ 17/2 ] 
f(z) = 2/119*z^3 - 79/238*z + 1
*
[ 7/2 ] 
f(z) = 10/119*z^3 - 75/238*z + 1
*
[ -4 ] 
f(z) = 11/114*z^3 - 67/228*z + 1
*
[ 5/6 ] 
f(z) = 18/115*z^3 - 71/230*z + 1
*
[ 4/5 ] 
f(z) = 5/104*z^3 - 73/260*z + 1
*
[ 6/7 ] 
f(z) = 11/108*z^3 - 71/294*z + 1
*
-3 | 0.095841239963901490142755572657888162122 | 0.013580946254421146163133155987017892009
f(z) = 1/108*z^3 - 43/4*z + 1
*
-15 | 0.061246222507017554552799107172390369242 | 0.010361754293944141618557742315937322521
f(z) = 1/108*z^3 - 41/12*z + 1
*
42/5 | 0.15639786997099811635524751260391876666 | 0.020304671289779235305699973823859106582
f(z) = 5/108*z^3 - 41/10*z + 1
*
[ -10 ] 
f(z) = 7/100*z^3 - 59/10*z + 1
*
6 | 0.22241237388784733621889548581172327708 | 0.028875138410834189060976514466255986583
f(z) = 7/108*z^3 - 41/14*z + 1
*
[ 12 ] 
f(z) = 11/108*z^3 - 55/4*z + 1
*
[ -20 ] 
f(z) = 1/100*z^3 - 59/20*z + 1
*
15 | 0.17882947168771460039643576109656835663 | 0.025025169379484032983853113877870360284
f(z) = 1/108*z^3 - 47/20*z + 1
*
[ 26/3 ] 
f(z) = 3/104*z^3 - 50/39*z + 1
*
[ -26/3 ] 
f(z) = 3/104*z^3 - 41/39*z + 1
*
2 | 0.10810742367066928901212440196731079857 | 0.020818086260843244366561560926462959432
f(z) = 3/112*z^3 - 45/28*z + 1
*
-3/5 | 0.19211944752623421356137537593641161395 | 0.026884951736773476501017997714310732797
f(z) = 5/108*z^3 - 47/20*z + 1
*
4 | 0.12522086459097284557788335294334150518 | 0.023216446355414001151511690359358845524
f(z) = 5/112*z^3 - 55/28*z + 1
*
2 | 0.11381103445829884871504825629382419542 | 0.021734421056543428414262965940674001813
f(z) = 5/112*z^3 - 47/28*z + 1
*
[ -6 ] 
f(z) = 7/104*z^3 - 49/39*z + 1
*
[ -20/3 ] 
f(z) = 9/100*z^3 - 57/20*z + 1
*
-4 | 0.15945073770999006900495074306510050806 | 0.029368315927364598960952778398979743036
f(z) = 9/112*z^3 - 57/28*z + 1
*
2 | 0.12522086459097284557788335294334150518 | 0.023546077323549939157954393064991492870
f(z) = 9/112*z^3 - 51/28*z + 1
*
2 | 0.10810742367066928901212440196731079857 | 0.020182149250884376475115212406020182357
f(z) = 11/112*z^3 - 53/28*z + 1
*
[ 5 ] 
f(z) = 13/100*z^3 - 49/20*z + 1
*
[ -5 ] 
f(z) = 13/100*z^3 - 41/20*z + 1
*
2 | 0.10831741254256692429960913568479734257 | 0.020082479112934030369664119031502305536
f(z) = 13/112*z^3 - 55/28*z + 1
*
2 | 0.10810742367066928901212440196731079857 | 0.019911685690838609544606572094017915638
f(z) = 15/112*z^3 - 57/28*z + 1
*
2 | 0.12522086459097284557788335294334150518 | 0.022918140429541628324301272109520522263
f(z) = 17/112*z^3 - 59/28*z + 1
*
[ 4 ] 
f(z) = 17/112*z^3 - 47/28*z + 1
*
[ 4 ] 
f(z) = 19/112*z^3 - 55/28*z + 1
*
[ -4 ] 
f(z) = 19/112*z^3 - 41/28*z + 1
*
[ 8 ] 
f(z) = 3/112*z^3 - 47/56*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = 7/108*z^3 - 41/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 7/116*z^3 - 43/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = 9/100*z^3 - 43/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 9/116*z^3 - 47/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = 11/100*z^3 - 47/50*z + 1
*
[ 4 ] 
f(z) = 11/104*z^3 - 49/52*z + 1
*
3 | 0.13321874193948224756522731219904256437 | 0.018067540903278440711994896445574820711
f(z) = 11/108*z^3 - 59/44*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = 11/108*z^3 - 49/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 11/116*z^3 - 51/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018439228253450081588459501429800440103
f(z) = 13/100*z^3 - 51/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = 13/108*z^3 - 53/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 13/116*z^3 - 55/58*z + 1
*
[ -4 ] 
f(z) = 15/104*z^3 - 55/52*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018452162511855588825923244209662479271
f(z) = 15/116*z^3 - 59/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.017876035848775402137114344977632691811
f(z) = 17/100*z^3 - 59/50*z + 1
*
[ 6 ] 
f(z) = 5/117*z^3 - 55/78*z + 1
*
[ 10/3 ] 
f(z) = 11/100*z^3 - 47/90*z + 1
*
[ 2/3 ] 
f(z) = 15/112*z^3 - 47/84*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.027410573840573373059404504196057851612
f(z) = 15/112*z^3 - 41/84*z + 1
*
[ -10/3 ] 
f(z) = 17/100*z^3 - 53/90*z + 1
*
[ 5/2 ] 
f(z) = 19/100*z^3 - 47/80*z + 1
*
4 | 0.11921892742197413314336475571870360171 | 0.025888061158893819116713961106849426372
f(z) = 1/100*z^3 - 41/100*z + 1
*
-2 | 0.052466913778818816300917307738391232140 | 0.011344264257752723364281708739022590496
f(z) = 1/102*z^3 - 55/102*z + 1
*
[ 2/3 ] 
f(z) = 1/104*z^3 - 59/117*z + 1
*
[ -13 ] 
f(z) = 1/104*z^3 - 57/104*z + 1
*
5 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = 1/105*z^3 - 46/105*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.015766170626571099993896093257549003888
f(z) = 1/106*z^3 - 57/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015787721259440016143581043004820379726
f(z) = 1/110*z^3 - 59/110*z + 1
*
[ -13 ] 
f(z) = 1/117*z^3 - 43/117*z + 1
*
[ 9 ] 
f(z) = 2/117*z^3 - 58/117*z + 1
*
[ 7 ] 
f(z) = 3/112*z^3 - 51/112*z + 1
*
[ 7 ] 
f(z) = 3/119*z^3 - 45/119*z + 1
*
9/2 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = 4/105*z^3 - 46/105*z + 1
*
[ -7 ] 
f(z) = 4/119*z^3 - 60/119*z + 1
*
[ -6 ] 
f(z) = 5/114*z^3 - 47/114*z + 1
*
[ 5 ] 
f(z) = 6/115*z^3 - 58/115*z + 1
*
[ -5 ] 
f(z) = 7/110*z^3 - 43/110*z + 1
*
[ -13/3 ] 
f(z) = 9/104*z^3 - 41/104*z + 1
*
[ 2/3 ] 
f(z) = 9/106*z^3 - 57/106*z + 1
*
[ 2/3 ] 
f(z) = 9/110*z^3 - 59/110*z + 1
*
[ 11/3 ] 
f(z) = 9/110*z^3 - 41/110*z + 1
*
[ 4 ] 
f(z) = 9/116*z^3 - 57/116*z + 1
*
[ -4 ] 
f(z) = 11/100*z^3 - 51/100*z + 1
*
[ -4 ] 
f(z) = 11/108*z^3 - 41/108*z + 1
*
[ 3 ] 
f(z) = 13/102*z^3 - 49/102*z + 1
*
[ 3 ] 
f(z) = 13/105*z^3 - 47/105*z + 1
*
[ 3 ] 
f(z) = 13/111*z^3 - 43/111*z + 1
*
[ 3 ] 
f(z) = 13/114*z^3 - 41/114*z + 1
*
[ 3 ] 
f(z) = 14/111*z^3 - 52/111*z + 1
*
-5/2 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = 16/105*z^3 - 58/105*z + 1
*
[ 3/4 ] 
f(z) = 16/105*z^3 - 44/105*z + 1
*
[ 3/4 ] 
f(z) = 16/111*z^3 - 46/111*z + 1
*
[ -7/2 ] 
f(z) = 16/119*z^3 - 43/119*z + 1
*
[ 12/5 ] 
f(z) = 19/108*z^3 - 43/100*z + 1
*
[ 10/13 ] 
f(z) = 13/100*z^3 - 49/130*z + 1
*
[ -12 ] 
f(z) = 1/104*z^3 - 47/156*z + 1
*
[ 12 ] 
f(z) = 1/117*z^3 - 49/156*z + 1
*
[ 3/4 ] 
f(z) = 4/117*z^3 - 55/156*z + 1
*
[ 14/5 ] 
f(z) = 15/112*z^3 - 57/140*z + 1
*
[ 4/5 ] 
f(z) = 15/112*z^3 - 47/140*z + 1
*
0 | 0.16445941565146916754438872225084173176 | 0.028359508193919068732561801583285789675
f(z) = 9/110*z^3 - 41/165*z + 1
*
[ 8/3 ] 
f(z) = 15/112*z^3 - 55/168*z + 1
*
[ -10/3 ] 
f(z) = 15/104*z^3 - 59/195*z + 1
*
[ 15/2 ] 
f(z) = 2/105*z^3 - 43/210*z + 1
*
[ -6 ] 
f(z) = 4/105*z^3 - 43/210*z + 1
*
[ -24/5 ] 
f(z) = 7/108*z^3 - 57/200*z + 1
*
[ 2 ] 
f(z) = 18/101*z^3 - 43/202*z + 1
*
[ 2 ] 
f(z) = 18/103*z^3 - 41/206*z + 1
*
[ 2 ] 
f(z) = 19/101*z^3 - 51/202*z + 1
*
[ 2 ] 
f(z) = 19/103*z^3 - 49/206*z + 1
*
[ 2 ] 
f(z) = 19/105*z^3 - 47/210*z + 1
*
[ 2 ] 
f(z) = 19/107*z^3 - 45/214*z + 1
*
[ 2 ] 
f(z) = 19/109*z^3 - 43/218*z + 1
*
[ -12 ] 
f(z) = 1/114*z^3 - 41/228*z + 1
*
[ 4 ] 
f(z) = 7/110*z^3 - 59/220*z + 1
*
[ 4 ] 
f(z) = 7/114*z^3 - 53/228*z + 1
*
[ 4 ] 
f(z) = 7/118*z^3 - 47/236*z + 1
*
[ -4 ] 
f(z) = 11/118*z^3 - 57/236*z + 1
*
[ 2 ] 
f(z) = 19/111*z^3 - 41/222*z + 1
*
[ 5/6 ] 
f(z) = 3/100*z^3 - 53/240*z + 1
*
[ 14/3 ] 
f(z) = 5/112*z^3 - 47/252*z + 1
*
28/9 | 0.18948480744145145705364887366703040755 | 0.027399130235456749656256966831026054881
f(z) = 9/112*z^3 - 43/252*z + 1
*
[ 6/7 ] 
f(z) = 7/104*z^3 - 59/273*z + 1
*
[ 6/7 ] 
f(z) = 5/108*z^3 - 59/294*z + 1
*
[ 10/3 ] 
f(z) = 9/116*z^3 - 47/290*z + 1
*
[ 18 ] 
f(z) = 1/108*z^3 - 37/18*z + 1
*
[ 24 ] 
f(z) = 1/108*z^3 - 35/8*z + 1
*
[ -18 ] 
f(z) = 1/108*z^3 - 35/18*z + 1
*
-3 | 0.17994369535739462648483099107830455390 | 0.026738246568205892889938099727368324859
f(z) = 1/108*z^3 - 31/4*z + 1
*
[ 10 ] 
f(z) = 3/100*z^3 - 21/10*z + 1
*
[ 12 ] 
f(z) = 5/108*z^3 - 23/4*z + 1
*
-6 | 0.18595450564452011444824964698280027822 | 0.026438378362190738866070912150180193397
f(z) = 5/108*z^3 - 21/10*z + 1
*
[ -12 ] 
f(z) = 7/108*z^3 - 33/4*z + 1
*
-30/7 | 0.11666537684133904456197141274854507208 | 0.015585533048514202199104900330034382581
f(z) = 7/108*z^3 - 33/14*z + 1
*
6/7 | 0.22078595695341942487210103005617551336 | 0.029743609329243443809006882005310600855
f(z) = 7/108*z^3 - 31/14*z + 1
*
6 | 0.11305276014262431864086166890999825520 | 0.015518948440801449162128332558110167327
f(z) = 7/108*z^3 - 27/14*z + 1
*
[ 6 ] 
f(z) = 17/108*z^3 - 29/6*z + 1
*
[ -6 ] 
f(z) = 19/108*z^3 - 31/6*z + 1
*
[ 15 ] 
f(z) = 1/108*z^3 - 23/20*z + 1
*
[ 14 ] 
f(z) = 1/112*z^3 - 23/28*z + 1
*
-4 | 0.11381103445829884871504825629382419542 | 0.023308550349307287369095316315890933485
f(z) = 3/112*z^3 - 33/28*z + 1
*
[ 6 ] 
f(z) = 5/104*z^3 - 35/39*z + 1
*
[ -6 ] 
f(z) = 5/104*z^3 - 22/39*z + 1
*
33/5 | 0.18641495303292757325033654075534560725 | 0.028280367113395035013220991986225794909
f(z) = 5/108*z^3 - 27/20*z + 1
*
24/7 | 0.19006911353817379746499857129424009610 | 0.027982843857190520245499463268419050433
f(z) = 7/108*z^3 - 33/28*z + 1
*
-3 | 0.10810845728709017873430559917004536603 | 0.016310769826455871739208976183987944694
f(z) = 7/108*z^3 - 27/28*z + 1
*
[ 5 ] 
f(z) = 9/100*z^3 - 29/20*z + 1
*
[ -5 ] 
f(z) = 9/100*z^3 - 21/20*z + 1
*
[ 14/3 ] 
f(z) = 9/112*z^3 - 27/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 9/112*z^3 - 23/28*z + 1
*
[ 5 ] 
f(z) = 11/100*z^3 - 39/20*z + 1
*
[ -5 ] 
f(z) = 11/100*z^3 - 31/20*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 11/112*z^3 - 25/28*z + 1
*
[ 4 ] 
f(z) = 11/112*z^3 - 23/28*z + 1
*
[ 6/13 ] 
f(z) = 13/108*z^3 - 31/26*z + 1
*
[ 4 ] 
f(z) = 13/112*z^3 - 31/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 13/112*z^3 - 27/28*z + 1
*
[ 2/3 ] 
f(z) = 15/104*z^3 - 22/39*z + 1
*
[ 4 ] 
f(z) = 15/112*z^3 - 39/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018381813579800817306659991098242125482
f(z) = 15/112*z^3 - 29/28*z + 1
*
[ -4 ] 
f(z) = 15/112*z^3 - 25/28*z + 1
*
[ 3 ] 
f(z) = 16/117*z^3 - 22/39*z + 1
*
[ -4 ] 
f(z) = 17/112*z^3 - 33/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018127490591251205447775268993791583211
f(z) = 17/112*z^3 - 31/28*z + 1
*
[ 3 ] 
f(z) = 17/117*z^3 - 25/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.017895382633380065498935965903198618979
f(z) = 19/112*z^3 - 33/28*z + 1
*
[ 3 ] 
f(z) = 19/117*z^3 - 31/39*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = 1/100*z^3 - 27/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = 1/108*z^3 - 29/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 1/116*z^3 - 31/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = 3/100*z^3 - 31/50*z + 1
*
[ -8 ] 
f(z) = 3/112*z^3 - 33/56*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 3/116*z^3 - 35/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.015621736259118787034089387543577645044
f(z) = 5/108*z^3 - 37/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.018518518518518518518518518518518518519
f(z) = 5/116*z^3 - 39/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.018518518518518518518518518518518518519
f(z) = 7/100*z^3 - 39/50*z + 1
*
[ 2/3 ] 
f(z) = 9/100*z^3 - 27/50*z + 1
*
[ 4 ] 
f(z) = 9/104*z^3 - 33/52*z + 1
*
[ 2/3 ] 
f(z) = 9/116*z^3 - 31/58*z + 1
*
[ -4 ] 
f(z) = 11/104*z^3 - 23/52*z + 1
*
-3 | 0.14249952442076925823142419351016419243 | 0.019663024683878900153238246097068524548
f(z) = 13/108*z^3 - 35/52*z + 1
*
[ 20/3 ] 
f(z) = 3/100*z^3 - 29/60*z + 1
*
[ 6 ] 
f(z) = 4/117*z^3 - 31/78*z + 1
*
[ 26/5 ] 
f(z) = 5/104*z^3 - 32/65*z + 1
*
[ 3/4 ] 
f(z) = 5/108*z^3 - 23/64*z + 1
*
[ -6 ] 
f(z) = 5/117*z^3 - 29/78*z + 1
*
[ 3/4 ] 
f(z) = 8/117*z^3 - 29/78*z + 1
*
[ 3/4 ] 
f(z) = 11/108*z^3 - 25/64*z + 1
*
[ 3/4 ] 
f(z) = 17/108*z^3 - 27/64*z + 1
*
[ 12 ] 
f(z) = 1/112*z^3 - 31/84*z + 1
*
-4/3 | 0.15945138860541572588856984009462800192 | 0.027410751526093292926339964243223047805
f(z) = 3/112*z^3 - 25/84*z + 1
*
24/5 | 0.22699277798983527656460647656833732853 | 0.029564575870590075646519390535988673705
f(z) = 5/108*z^3 - 27/80*z + 1
*
[ -6 ] 
f(z) = 5/112*z^3 - 37/84*z + 1
*
[ 5/6 ] 
f(z) = 9/100*z^3 - 21/80*z + 1
*
[ 6/7 ] 
f(z) = 13/108*z^3 - 25/98*z + 1
*
[ 5/2 ] 
f(z) = 17/100*z^3 - 37/80*z + 1
*
[ 6/7 ] 
f(z) = 19/108*z^3 - 29/98*z + 1
*
[ 11 ] 
f(z) = 1/110*z^3 - 21/110*z + 1
*
-7 | 0.13377823719047834322500967543047948750 | 0.028351863768436167746931796292905432266
f(z) = 1/112*z^3 - 33/112*z + 1
*
[ -9 ] 
f(z) = 2/117*z^3 - 32/117*z + 1
*
-4 | 0.12492253820960369284628861004521699855 | 0.027126584504889507976502423218946731629
f(z) = 3/100*z^3 - 23/100*z + 1
*
[ -13/2 ] 
f(z) = 4/117*z^3 - 34/117*z + 1
*
[ 4 ] 
f(z) = 7/100*z^3 - 37/100*z + 1
*
[ 4 ] 
f(z) = 7/108*z^3 - 31/108*z + 1
*
[ -5 ] 
f(z) = 7/115*z^3 - 37/115*z + 1
*
[ 4 ] 
f(z) = 7/116*z^3 - 25/116*z + 1
*
[ 7/2 ] 
f(z) = 8/105*z^3 - 23/105*z + 1
*
[ 10/3 ] 
f(z) = 9/110*z^3 - 23/110*z + 1
*
[ 10/11 ] 
f(z) = 11/100*z^3 - 21/110*z + 1
*
[ 3 ] 
f(z) = 11/102*z^3 - 31/102*z + 1
*
[ 3 ] 
f(z) = 11/105*z^3 - 29/105*z + 1
*
[ 3 ] 
f(z) = 11/111*z^3 - 25/111*z + 1
*
[ 3 ] 
f(z) = 11/114*z^3 - 23/114*z + 1
*
[ -4 ] 
f(z) = 11/116*z^3 - 31/116*z + 1
*
[ 5/2 ] 
f(z) = 16/105*z^3 - 37/105*z + 1
*
[ 5/2 ] 
f(z) = 16/115*z^3 - 31/115*z + 1
*
[ 7/3 ] 
f(z) = 18/119*z^3 - 30/119*z + 1
*
[ -3 ] 
f(z) = 19/102*z^3 - 35/102*z + 1
*
[ 2 ] 
f(z) = 19/102*z^3 - 25/102*z + 1
*
[ -3 ] 
f(z) = 19/105*z^3 - 31/105*z + 1
*
[ 2 ] 
f(z) = 19/106*z^3 - 23/106*z + 1
*
[ 2 ] 
f(z) = 19/110*z^3 - 21/110*z + 1
*
[ -3 ] 
f(z) = 19/111*z^3 - 23/111*z + 1
*
[ -12 ] 
f(z) = 1/117*z^3 - 23/156*z + 1
*
[ 6 ] 
f(z) = 3/100*z^3 - 37/150*z + 1
*
[ 9/2 ] 
f(z) = 5/108*z^3 - 23/144*z + 1
*
[ -28/5 ] 
f(z) = 5/112*z^3 - 31/140*z + 1
*
[ 10/3 ] 
f(z) = 9/112*z^3 - 27/140*z + 1
*
[ 12/13 ] 
f(z) = 13/108*z^3 - 29/156*z + 1
*
[ 5/3 ] 
f(z) = 19/100*z^3 - 23/180*z + 1
*
-6 | 0.12605310760915616740273813499458884250 | 0.023574073811873109604452951986783543006
f(z) = 1/105*z^3 - 37/210*z + 1
*
[ -4 ] 
f(z) = 9/106*z^3 - 23/212*z + 1
*
[ 2 ] 
f(z) = 16/101*z^3 - 27/202*z + 1
*
[ 2 ] 
f(z) = 16/103*z^3 - 25/206*z + 1
*
[ 2 ] 
f(z) = 16/105*z^3 - 23/210*z + 1
*
[ 2 ] 
f(z) = 16/107*z^3 - 21/214*z + 1
*
[ 2 ] 
f(z) = 17/101*z^3 - 35/202*z + 1
*
[ 2 ] 
f(z) = 17/103*z^3 - 33/206*z + 1
*
[ 2 ] 
f(z) = 17/105*z^3 - 31/210*z + 1
*
[ 2 ] 
f(z) = 17/107*z^3 - 29/214*z + 1
*
[ 2 ] 
f(z) = 17/109*z^3 - 27/218*z + 1
*
[ 2 ] 
f(z) = 18/107*z^3 - 37/214*z + 1
*
[ 2 ] 
f(z) = 18/109*z^3 - 35/218*z + 1
*
[ -17/2 ] 
f(z) = 2/119*z^3 - 23/238*z + 1
*
[ -6 ] 
f(z) = 4/111*z^3 - 29/222*z + 1
*
[ 10/3 ] 
f(z) = 9/115*z^3 - 39/230*z + 1
*
[ 5/2 ] 
f(z) = 14/115*z^3 - 37/230*z + 1
*
[ 2 ] 
f(z) = 17/111*z^3 - 25/222*z + 1
*
[ 2 ] 
f(z) = 17/113*z^3 - 23/226*z + 1
*
[ 2 ] 
f(z) = 17/115*z^3 - 21/230*z + 1
*
[ 2 ] 
f(z) = 18/113*z^3 - 31/226*z + 1
*
[ 2 ] 
f(z) = 18/115*z^3 - 29/230*z + 1
*
[ 2 ] 
f(z) = 18/119*z^3 - 25/238*z + 1
*
[ 2 ] 
f(z) = 19/113*z^3 - 39/226*z + 1
*
[ 2 ] 
f(z) = 19/115*z^3 - 37/230*z + 1
*
[ 2 ] 
f(z) = 19/117*z^3 - 35/234*z + 1
*
[ 2 ] 
f(z) = 19/119*z^3 - 33/238*z + 1
*
[ 28/9 ] 
f(z) = 9/112*z^3 - 25/252*z + 1
*
[ 10 ] 
f(z) = 1/100*z^3 - 1/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 1/104*z^3 - 7/13*z + 1
*
-30 | 0.17677487265296733888970273103420093133 | 0.025911720598411088096115347465882316782
f(z) = 1/108*z^3 - 17/2*z + 1
*
-6 | 0.13805051169078253416176575110256904848 | 0.025305661898095372293720926650809806804
f(z) = 1/108*z^3 - 13/6*z + 1
*
6 | 0.077017387011970368546318099586976408352 | 0.013756981445133819175839168097713108293
f(z) = 1/108*z^3 - 5/2*z + 1
*
[ 12 ] 
f(z) = 1/108*z^3 - 5/12*z + 1
*
[ -12 ] 
f(z) = 1/108*z^3 - 1/4*z + 1
*
[ -10 ] 
f(z) = 3/100*z^3 - 19/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 3/104*z^3 - 8/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 5/104*z^3 - 9/13*z + 1
*
3 | 0.15403448615086487365043522664254591580 | 0.027053342587214833583264396866764301537
f(z) = 5/108*z^3 - 11/4*z + 1
*
-6 | 0.10682179279778704215003586501709099427 | 0.016725193550149453754671808523644476041
f(z) = 5/108*z^3 - 11/10*z + 1
*
[ 6 ] 
f(z) = 5/108*z^3 - 5/6*z + 1
*
[ -6 ] 
f(z) = 5/108*z^3 - 1/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 7/104*z^3 - 10/13*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.028041510548595979763164661044086313014
f(z) = 7/108*z^3 - 9/4*z + 1
*
[ -6 ] 
f(z) = 7/108*z^3 - 7/6*z + 1
*
[ 6 ] 
f(z) = 7/108*z^3 - 3/2*z + 1
*
[ 6/7 ] 
f(z) = 7/108*z^3 - 3/14*z + 1
*
[ 10/3 ] 
f(z) = 9/100*z^3 - 3/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 9/104*z^3 - 11/13*z + 1
*
[ 2/3 ] 
f(z) = 9/104*z^3 - 7/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018518518518518518518518518518518518519
f(z) = 11/104*z^3 - 12/13*z + 1
*
[ 6 ] 
f(z) = 11/108*z^3 - 17/6*z + 1
*
3 | 0.15403496898736773678135998515806405653 | 0.026282304645515085123882533633872477391
f(z) = 11/108*z^3 - 13/4*z + 1
*
[ -6 ] 
f(z) = 11/108*z^3 - 5/2*z + 1
*
[ 3 ] 
f(z) = 11/108*z^3 - 1/4*z + 1
*
[ -6 ] 
f(z) = 13/108*z^3 - 19/6*z + 1
*
[ 6 ] 
f(z) = 13/108*z^3 - 7/2*z + 1
*
[ 3 ] 
f(z) = 13/108*z^3 - 5/12*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.018227669693048337452576132322935556456
f(z) = 15/104*z^3 - 14/13*z + 1
*
[ 2 ] 
f(z) = 15/104*z^3 - 1/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017964989496359727527648667314534240911
f(z) = 17/104*z^3 - 15/13*z + 1
*
[ 2 ] 
f(z) = 17/104*z^3 - 2/13*z + 1
*
[ -6 ] 
f(z) = 17/108*z^3 - 9/2*z + 1
*
[ 3 ] 
f(z) = 17/108*z^3 - 3/4*z + 1
*
[ -3 ] 
f(z) = 17/108*z^3 - 1/12*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017726031000373259683589451466287552205
f(z) = 19/104*z^3 - 16/13*z + 1
*
[ 2 ] 
f(z) = 19/104*z^3 - 3/13*z + 1
*
[ 6 ] 
f(z) = 19/108*z^3 - 11/2*z + 1
*
[ 3 ] 
f(z) = 19/108*z^3 - 11/12*z + 1
*
[ -3 ] 
f(z) = 19/108*z^3 - 1/4*z + 1
*
[ 3/2 ] 
f(z) = 19/108*z^3 - 1/16*z + 1
*
[ -14 ] 
f(z) = 1/112*z^3 - 19/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 1/112*z^3 - 15/28*z + 1
*
-10 | 0.10810742367066928901212440196731079857 | 0.022911401829157767189604835668940795507
f(z) = 1/112*z^3 - 11/28*z + 1
*
[ 2/3 ] 
f(z) = 3/104*z^3 - 20/39*z + 1
*
[ 6 ] 
f(z) = 3/104*z^3 - 8/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 3/112*z^3 - 17/28*z + 1
*
24/5 | 0.18383814619333652097417276740133283517 | 0.029219760939675901425465468963734818626
f(z) = 5/108*z^3 - 13/20*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.018518518518518518518518518518518518519
f(z) = 5/112*z^3 - 19/28*z + 1
*
[ 5 ] 
f(z) = 7/100*z^3 - 19/20*z + 1
*
[ -5 ] 
f(z) = 7/100*z^3 - 11/20*z + 1
*
-4/3 | 0.12522086459097284557788335294334150518 | 0.026538284315961541893023545675395424046
f(z) = 9/112*z^3 - 11/28*z + 1
*
[ -4 ] 
f(z) = 9/112*z^3 - 1/28*z + 1
*
[ 3 ] 
f(z) = 10/117*z^3 - 4/39*z + 1
*
[ 6/11 ] 
f(z) = 11/108*z^3 - 19/22*z + 1
*
[ -4 ] 
f(z) = 11/112*z^3 - 9/28*z + 1
*
[ 3 ] 
f(z) = 11/117*z^3 - 7/39*z + 1
*
[ -4 ] 
f(z) = 13/112*z^3 - 17/28*z + 1
*
[ 3 ] 
f(z) = 14/117*z^3 - 16/39*z + 1
*
[ 2 ] 
f(z) = 15/112*z^3 - 1/28*z + 1
*
[ 3/4 ] 
f(z) = 16/117*z^3 - 16/39*z + 1
*
[ 2 ] 
f(z) = 17/112*z^3 - 3/28*z + 1
*
[ 2 ] 
f(z) = 19/112*z^3 - 5/28*z + 1
*
[ -3 ] 
f(z) = 19/117*z^3 - 5/39*z + 1
*
[ 4 ] 
f(z) = 5/104*z^3 - 1/52*z + 1
*
[ 24/5 ] 
f(z) = 5/108*z^3 - 11/40*z + 1
*
[ 4 ] 
f(z) = 7/104*z^3 - 17/52*z + 1
*
[ 24/7 ] 
f(z) = 7/108*z^3 - 3/56*z + 1
*
[ -4 ] 
f(z) = 9/104*z^3 - 7/52*z + 1
*
[ 2 ] 
f(z) = 13/100*z^3 - 1/50*z + 1
*
[ 2 ] 
f(z) = 15/116*z^3 - 1/58*z + 1
*
[ 2 ] 
f(z) = 17/100*z^3 - 9/50*z + 1
*
[ 2 ] 
f(z) = 17/108*z^3 - 7/54*z + 1
*
[ 6/5 ] 
f(z) = 17/108*z^3 - 3/50*z + 1
*
[ 3/2 ] 
f(z) = 17/108*z^3 - 1/48*z + 1
*
[ 2 ] 
f(z) = 17/116*z^3 - 5/58*z + 1
*
[ 2 ] 
f(z) = 19/100*z^3 - 13/50*z + 1
*
[ 2 ] 
f(z) = 19/108*z^3 - 11/54*z + 1
*
[ 2 ] 
f(z) = 19/116*z^3 - 9/58*z + 1
*
[ 10 ] 
f(z) = 1/104*z^3 - 4/65*z + 1
*
[ -20/3 ] 
f(z) = 3/100*z^3 - 11/60*z + 1
*
[ -6 ] 
f(z) = 4/117*z^3 - 5/78*z + 1
*
[ -26/5 ] 
f(z) = 5/104*z^3 - 7/65*z + 1
*
[ 10/3 ] 
f(z) = 9/104*z^3 - 17/65*z + 1
*
[ 6/7 ] 
f(z) = 1/108*z^3 - 17/98*z + 1
*
[ -12 ] 
f(z) = 1/112*z^3 - 17/84*z + 1
*
[ 6 ] 
f(z) = 3/112*z^3 - 11/84*z + 1
*
[ 10/3 ] 
f(z) = 7/100*z^3 - 7/90*z + 1
*
[ 26/7 ] 
f(z) = 7/104*z^3 - 18/91*z + 1
*
[ 10/9 ] 
f(z) = 9/100*z^3 - 1/90*z + 1
*
[ 5/2 ] 
f(z) = 11/100*z^3 - 7/80*z + 1
*
[ 5/2 ] 
f(z) = 13/100*z^3 - 17/80*z + 1
*
[ -10/3 ] 
f(z) = 13/100*z^3 - 13/90*z + 1
*
-11 | 0.093417147705300459710547026215123962956 | 0.020072613575691196843413003947170449067
f(z) = 1/105*z^3 - 16/105*z + 1
*
[ 21/2 ] 
f(z) = 1/108*z^3 - 13/112*z + 1
*
[ 7 ] 
f(z) = 2/105*z^3 - 8/105*z + 1
*
[ -7 ] 
f(z) = 3/112*z^3 - 19/112*z + 1
*
[ -7 ] 
f(z) = 3/119*z^3 - 11/119*z + 1
*
-7/2 | 0.13791052517777852388734847339918012645 | 0.029632939432565351222274258731519363853
f(z) = 4/105*z^3 - 19/105*z + 1
*
[ 5 ] 
f(z) = 4/105*z^3 - 16/105*z + 1
*
[ 5 ] 
f(z) = 4/115*z^3 - 8/115*z + 1
*
[ -5 ] 
f(z) = 6/115*z^3 - 12/115*z + 1
*
[ 3 ] 
f(z) = 8/105*z^3 - 2/105*z + 1
*
[ -9/2 ] 
f(z) = 8/117*z^3 - 19/117*z + 1
*
[ 7/2 ] 
f(z) = 8/119*z^3 - 13/119*z + 1
*
[ -4 ] 
f(z) = 9/100*z^3 - 19/100*z + 1
*
[ 26/9 ] 
f(z) = 9/104*z^3 - 8/117*z + 1
*
[ 3 ] 
f(z) = 10/111*z^3 - 16/111*z + 1
*
[ 5/2 ] 
f(z) = 12/115*z^3 - 6/115*z + 1
*
[ 2 ] 
f(z) = 13/102*z^3 - 1/102*z + 1
*
[ 12/5 ] 
f(z) = 13/108*z^3 - 11/100*z + 1
*
[ 2 ] 
f(z) = 15/106*z^3 - 7/106*z + 1
*
[ 2 ] 
f(z) = 15/118*z^3 - 1/118*z + 1
*
[ 3/2 ] 
f(z) = 16/105*z^3 - 1/105*z + 1
*
[ 5/4 ] 
f(z) = 16/115*z^3 - 2/115*z + 1
*
[ -3 ] 
f(z) = 17/105*z^3 - 13/105*z + 1
*
[ 2 ] 
f(z) = 17/106*z^3 - 15/106*z + 1
*
[ 2 ] 
f(z) = 17/110*z^3 - 13/110*z + 1
*
[ -3 ] 
f(z) = 17/111*z^3 - 5/111*z + 1
*
[ 2 ] 
f(z) = 17/114*z^3 - 11/114*z + 1
*
[ -3 ] 
f(z) = 17/114*z^3 - 1/114*z + 1
*
[ 2 ] 
f(z) = 17/118*z^3 - 9/118*z + 1
*
[ 5/3 ] 
f(z) = 18/115*z^3 - 4/115*z + 1
*
[ 2 ] 
f(z) = 19/118*z^3 - 17/118*z + 1
*
[ 12/11 ] 
f(z) = 11/108*z^3 - 5/132*z + 1
*
[ 24/17 ] 
f(z) = 17/108*z^3 - 3/136*z + 1
*
[ -9/2 ] 
f(z) = 7/108*z^3 - 13/144*z + 1
*
[ 26/11 ] 
f(z) = 11/104*z^3 - 2/143*z + 1
*
[ 6/5 ] 
f(z) = 13/108*z^3 - 1/150*z + 1
*
[ 4/3 ] 
f(z) = 15/104*z^3 - 1/156*z + 1
*
[ 6/5 ] 
f(z) = 19/108*z^3 - 13/150*z + 1
*
[ 24/19 ] 
f(z) = 19/108*z^3 - 11/152*z + 1
*
[ 3/2 ] 
f(z) = 19/117*z^3 - 5/156*z + 1
*
[ 6 ] 
f(z) = 3/116*z^3 - 17/174*z + 1
*
[ 6/5 ] 
f(z) = 15/104*z^3 - 8/195*z + 1
*
[ 26/15 ] 
f(z) = 15/104*z^3 - 2/195*z + 1
*
[ 5/3 ] 
f(z) = 17/100*z^3 - 13/180*z + 1
*
[ 12/7 ] 
f(z) = 17/108*z^3 - 9/196*z + 1
*
[ 10 ] 
f(z) = 1/105*z^3 - 11/210*z + 1
*
-15/2 | 0.11141940579060497865936072610760213544 | 0.020837322823701443712597222278402815926
f(z) = 2/105*z^3 - 1/210*z + 1
*
[ 4 ] 
f(z) = 5/102*z^3 - 7/204*z + 1
*
[ 4 ] 
f(z) = 5/106*z^3 - 1/212*z + 1
*
[ -30/7 ] 
f(z) = 7/100*z^3 - 11/210*z + 1
*
[ 8/3 ] 
f(z) = 9/100*z^3 - 3/200*z + 1
*
[ 2 ] 
f(z) = 13/101*z^3 - 3/202*z + 1
*
[ 2 ] 
f(z) = 13/103*z^3 - 1/206*z + 1
*
[ 2 ] 
f(z) = 14/101*z^3 - 11/202*z + 1
*
[ 2 ] 
f(z) = 14/103*z^3 - 9/206*z + 1
*
[ 2 ] 
f(z) = 14/107*z^3 - 5/214*z + 1
*
[ 2 ] 
f(z) = 14/109*z^3 - 3/218*z + 1
*
[ 2 ] 
f(z) = 15/101*z^3 - 19/202*z + 1
*
[ 2 ] 
f(z) = 15/103*z^3 - 17/206*z + 1
*
[ 2 ] 
f(z) = 15/107*z^3 - 13/214*z + 1
*
[ 2 ] 
f(z) = 15/109*z^3 - 11/218*z + 1
*
[ 2 ] 
f(z) = 16/109*z^3 - 19/218*z + 1
*
[ 13/4 ] 
f(z) = 8/117*z^3 - 7/234*z + 1
*
[ -4 ] 
f(z) = 9/110*z^3 - 13/220*z + 1
*
[ 2 ] 
f(z) = 14/111*z^3 - 1/222*z + 1
*
[ 2 ] 
f(z) = 15/113*z^3 - 7/226*z + 1
*
[ 2 ] 
f(z) = 15/119*z^3 - 1/238*z + 1
*
[ 2 ] 
f(z) = 16/111*z^3 - 17/222*z + 1
*
[ 2 ] 
f(z) = 16/113*z^3 - 15/226*z + 1
*
[ 2 ] 
f(z) = 16/115*z^3 - 13/230*z + 1
*
[ 2 ] 
f(z) = 16/117*z^3 - 11/234*z + 1
*
[ 2 ] 
f(z) = 16/119*z^3 - 9/238*z + 1
*
[ 26/17 ] 
f(z) = 17/104*z^3 - 8/221*z + 1
*
[ 2 ] 
f(z) = 17/117*z^3 - 19/234*z + 1
*
[ 7/6 ] 
f(z) = 18/119*z^3 - 15/238*z + 1
*
[ 4/3 ] 
f(z) = 17/112*z^3 - 5/252*z + 1
*
[ 26/19 ] 
f(z) = 19/104*z^3 - 18/247*z + 1
*
[ 4/3 ] 
f(z) = 19/112*z^3 - 13/252*z + 1
*
[ 10 ] 
f(z) = 1/108*z^3 - 7/270*z + 1
*
[ 15/13 ] 
f(z) = 13/108*z^3 - 7/260*z + 1
*
[ -10 ] 
f(z) = 1/100*z^3 + 1/10*z + 1
*
[ 2 ] 
f(z) = 1/104*z^3 + 6/13*z + 1
*
[ 6 ] 
f(z) = 1/108*z^3 + 1/2*z + 1
*
[ -6 ]
f(z) = 1/108*z^3 + 5/6*z + 1
*
[ 3/2 ] 
f(z) = 1/108*z^3 + 5/16*z + 1
*
[ 3 ] 
f(z) = 1/108*z^3 + 7/12*z + 1
*
[ 2 ] 
f(z) = 3/104*z^3 + 5/13*z + 1
*
[ 2 ] 
f(z) = 5/104*z^3 + 4/13*z + 1
*
[ 3 ] 
f(z) = 5/108*z^3 + 1/4*z + 1
*
[ 6/5 ] 
f(z) = 5/108*z^3 + 1/10*z + 1
*
[ 2 ] 
f(z) = 7/104*z^3 + 3/13*z + 1
*
[ 3 ] 
f(z) = 7/108*z^3 + 1/12*z + 1
*
[ 3/2 ] 
f(z) = 7/108*z^3 + 3/16*z + 1
*
[ 2 ] 
f(z) = 9/104*z^3 + 2/13*z + 1
*
[ 2 ] 
f(z) = 11/104*z^3 + 1/13*z + 1
*
[ 3/2 ] 
f(z) = 13/108*z^3 + 1/16*z + 1
*
[ 5 ] 
f(z) = 1/100*z^3 + 11/20*z + 1
*
[ 6 ] 
f(z) = 1/104*z^3 + 19/39*z + 1
*
[ 9 ] 
f(z) = 1/108*z^3 + 5/36*z + 1
*
[ -9 ] 
f(z) = 1/108*z^3 + 13/36*z + 1
*
[ 2 ] 
f(z) = 1/112*z^3 + 13/28*z + 1
*
[ 4 ] 
f(z) = 1/112*z^3 + 17/28*z + 1
*
[ 5 ] 
f(z) = 3/100*z^3 + 1/20*z + 1
*
[ 10/3 ] 
f(z) = 3/100*z^3 + 11/30*z + 1
*
[ -6 ] 
f(z) = 3/104*z^3 + 5/39*z + 1
*
[ 4 ] 
f(z) = 3/112*z^3 + 9/28*z + 1
*
[ 2 ] 
f(z) = 3/112*z^3 + 11/28*z + 1
*
[ 3/2 ] 
f(z) = 4/117*z^3 + 10/39*z + 1
*
[ 3 ] 
f(z) = 4/117*z^3 + 14/39*z + 1
*
[ 4 ] 
f(z) = 5/112*z^3 + 1/28*z + 1
*
[ 2 ] 
f(z) = 5/112*z^3 + 9/28*z + 1
*
[ 3 ] 
f(z) = 5/117*z^3 + 11/39*z + 1
*
[ 3 ] 
f(z) = 7/117*z^3 + 5/39*z + 1
*
[ 3 ] 
f(z) = 8/117*z^3 + 2/39*z + 1
*
[ 3/2 ] 
f(z) = 8/117*z^3 + 7/39*z + 1
*
[ 5/3 ] 
f(z) = 9/100*z^3 + 3/20*z + 1
*
[ 4/3 ] 
f(z) = 9/112*z^3 + 3/28*z + 1
*
[ 2 ] 
f(z) = 9/112*z^3 + 5/28*z + 1
*
[ 2 ] 
f(z) = 11/112*z^3 + 3/28*z + 1
*
[ 2 ] 
f(z) = 13/112*z^3 + 1/28*z + 1
*
[ 3/2 ] 
f(z) = 16/117*z^3 + 1/39*z + 1
*
[ 8 ] 
f(z) = 1/112*z^3 + 17/56*z + 1
*
[ 2 ] 
f(z) = 3/100*z^3 + 19/50*z + 1
*
[ 4 ] 
f(z) = 3/104*z^3 + 15/52*z + 1
*
[ 3/2 ] 
f(z) = 5/108*z^3 + 11/48*z + 1
*
[ 2 ] 
f(z) = 5/108*z^3 + 17/54*z + 1
*
[ 2 ] 
f(z) = 5/116*z^3 + 19/58*z + 1
*
[ 2 ] 
f(z) = 7/100*z^3 + 11/50*z + 1
*
[ -4 ] 
f(z) = 7/104*z^3 + 9/52*z + 1
*
[ 2 ] 
f(z) = 7/108*z^3 + 13/54*z + 1
*
[ 2 ] 
f(z) = 7/116*z^3 + 15/58*z + 1
*
[ 2 ] 
f(z) = 9/100*z^3 + 7/50*z + 1
*
[ 4/3 ] 
f(z) = 9/104*z^3 + 5/52*z + 1
*
[ 8/3 ] 
f(z) = 9/112*z^3 + 3/56*z + 1
*
[ 2 ] 
f(z) = 9/116*z^3 + 11/58*z + 1
*
[ 2 ] 
f(z) = 11/100*z^3 + 3/50*z + 1
*
[ 6/5 ] 
f(z) = 11/108*z^3 + 1/50*z + 1
*
[ 3/2 ] 
f(z) = 11/108*z^3 + 5/48*z + 1
*
[ 2 ] 
f(z) = 11/108*z^3 + 5/54*z + 1
*
[ 2 ] 
f(z) = 11/116*z^3 + 7/58*z + 1
*
[ 2 ] 
f(z) = 13/108*z^3 + 1/54*z + 1
*
[ 2 ] 
f(z) = 13/116*z^3 + 3/58*z + 1
*
[ -10 ] 
f(z) = 1/104*z^3 + 9/65*z + 1
*
[ 6 ] 
f(z) = 2/117*z^3 + 17/78*z + 1
*
[ 5/3 ] 
f(z) = 3/100*z^3 + 19/60*z + 1
*
[ 12/5 ] 
f(z) = 5/108*z^3 + 19/60*z + 1
*
[ 10/7 ] 
f(z) = 7/100*z^3 + 11/70*z + 1
*
[ -30/7 ] 
f(z) = 7/108*z^3 + 3/70*z + 1
*
[ 3/2 ] 
f(z) = 10/117*z^3 + 11/78*z + 1
*
[ 3/2 ] 
f(z) = 14/117*z^3 + 5/78*z + 1
*
-14/3 | 0.10810742367066928901212440196731079857 | 0.018584383330118985663193552602405363204
f(z) = 3/112*z^3 + 5/84*z + 1
*
[ 18/5 ] 
f(z) = 5/108*z^3 + 11/90*z + 1
*
[ 5/2 ] 
f(z) = 7/100*z^3 + 13/80*z + 1
*
[ 12/7 ] 
f(z) = 7/108*z^3 + 19/84*z + 1
*
[ 5/2 ] 
f(z) = 9/100*z^3 + 3/80*z + 1
*
[ -10/3 ] 
f(z) = 11/100*z^3 + 7/90*z + 1
*
[ 24/11 ] 
f(z) = 11/108*z^3 + 5/88*z + 1
*
[ 4/3 ] 
f(z) = 15/112*z^3 + 1/84*z + 1
*
[ 26/3 ] 
f(z) = 1/104*z^3 + 19/117*z + 1
*
[ 7 ] 
f(z) = 2/119*z^3 + 4/119*z + 1
*
[ 5 ] 
f(z) = 3/110*z^3 + 13/110*z + 1
*
[ 5 ] 
f(z) = 3/115*z^3 + 17/115*z + 1
*
-5/2 | 0.12544962410452486062787806281610017205 | 0.026955456141838154316643658124535472594
f(z) = 4/105*z^3 + 17/105*z + 1
*
[ 9/2 ] 
f(z) = 4/117*z^3 + 10/117*z + 1
*
[ 4 ] 
f(z) = 5/108*z^3 + 1/108*z + 1
*
[ 4 ] 
f(z) = 5/116*z^3 + 7/116*z + 1
*
[ -4 ] 
f(z) = 7/100*z^3 + 13/100*z + 1
*
[ 3 ] 
f(z) = 7/102*z^3 + 5/102*z + 1
*
[ 3 ] 
f(z) = 7/111*z^3 + 11/111*z + 1
*
[ 3 ] 
f(z) = 7/114*z^3 + 13/114*z + 1
*
[ 5/2 ] 
f(z) = 8/105*z^3 + 13/105*z + 1
*
[ 3/2 ] 
f(z) = 8/105*z^3 + 17/105*z + 1
*
[ 3 ] 
f(z) = 8/111*z^3 + 2/111*z + 1
*
[ 3/2 ] 
f(z) = 8/111*z^3 + 19/111*z + 1
*
[ 5/2 ] 
f(z) = 8/115*z^3 + 19/115*z + 1
*
[ 4/3 ] 
f(z) = 9/100*z^3 + 9/100*z + 1
*
[ 8/3 ] 
f(z) = 9/104*z^3 + 1/104*z + 1
*
[ 2 ] 
f(z) = 9/106*z^3 + 17/106*z + 1
*
[ 7/3 ] 
f(z) = 9/112*z^3 + 15/112*z + 1
*
[ -4 ] 
f(z) = 9/116*z^3 + 1/116*z + 1
*
[ 4/3 ] 
f(z) = 9/116*z^3 + 13/116*z + 1
*
[ 7/3 ] 
f(z) = 9/119*z^3 + 19/119*z + 1
*
[ 2 ] 
f(z) = 11/102*z^3 + 7/102*z + 1
*
[ 2 ] 
f(z) = 11/106*z^3 + 9/106*z + 1
*
[ 2 ] 
f(z) = 11/114*z^3 + 13/114*z + 1
*
[ 2 ] 
f(z) = 11/118*z^3 + 15/118*z + 1
*
[ -7/2 ] 
f(z) = 12/119*z^3 + 6/119*z + 1
*
[ 2 ] 
f(z) = 13/106*z^3 + 1/106*z + 1
*
[ 24/13 ] 
f(z) = 13/108*z^3 + 5/104*z + 1
*
[ 2 ] 
f(z) = 13/110*z^3 + 3/110*z + 1
*
[ 2 ] 
f(z) = 13/114*z^3 + 5/114*z + 1
*
[ 2 ] 
f(z) = 13/118*z^3 + 7/118*z + 1
*
[ 3/2 ] 
f(z) = 16/111*z^3 + 1/111*z + 1
*
[ 7/4 ] 
f(z) = 16/119*z^3 + 2/119*z + 1
*
[ -24/5 ] 
f(z) = 5/108*z^3 + 17/120*z + 1
*
[ 10 ] 
f(z) = 1/112*z^3 + 1/140*z + 1
*
[ -6 ] 
f(z) = 3/100*z^3 + 13/150*z + 1
*
[ 20/7 ] 
f(z) = 7/100*z^3 + 11/140*z + 1
*
[ 6/5 ] 
f(z) = 7/108*z^3 + 11/150*z + 1
*
[ 3/2 ] 
f(z) = 11/117*z^3 + 19/156*z + 1
*
[ 3/2 ] 
f(z) = 17/117*z^3 + 1/156*z + 1
*
[ 6/5 ] 
f(z) = 5/104*z^3 + 19/195*z + 1
*
[ 20/9 ] 
f(z) = 9/100*z^3 + 19/180*z + 1
*
[ 5/3 ] 
f(z) = 11/100*z^3 + 17/180*z + 1
*
[ 5/3 ] 
f(z) = 13/100*z^3 + 7/180*z + 1
*
-7/2 | 0.11804092132056740815153662977910373584 | 0.022075658782334009724580354023030691375
f(z) = 2/105*z^3 + 11/210*z + 1
*
[ -15/2 ] 
f(z) = 2/105*z^3 + 13/210*z + 1
*
[ 5/4 ] 
f(z) = 8/105*z^3 + 17/210*z + 1
*
[ 2 ] 
f(z) = 11/101*z^3 + 13/202*z + 1
*
[ 2 ] 
f(z) = 11/103*z^3 + 15/206*z + 1
*
[ 2 ] 
f(z) = 11/105*z^3 + 17/210*z + 1
*
[ 2 ] 
f(z) = 11/107*z^3 + 19/214*z + 1
*
[ 2 ] 
f(z) = 12/101*z^3 + 5/202*z + 1
*
[ 2 ] 
f(z) = 12/103*z^3 + 7/206*z + 1
*
[ 2 ] 
f(z) = 12/107*z^3 + 11/214*z + 1
*
[ 2 ] 
f(z) = 12/109*z^3 + 13/218*z + 1
*
[ 2 ] 
f(z) = 13/105*z^3 + 1/210*z + 1
*
[ 2 ] 
f(z) = 13/107*z^3 + 3/214*z + 1
*
[ 2 ] 
f(z) = 13/109*z^3 + 5/218*z + 1
*
[ 10 ] 
f(z) = 1/115*z^3 + 7/230*z + 1
*
5 | 0.16140467168430688780214565313995390163 | 0.029495008801532236592609756111478766699
f(z) = 2/119*z^3 + 19/238*z + 1
*
[ 4 ] 
f(z) = 5/114*z^3 + 11/228*z + 1
*
[ 4 ] 
f(z) = 5/118*z^3 + 17/236*z + 1
*
[ -17/4 ] 
f(z) = 8/119*z^3 + 5/238*z + 1
*
[ 8/3 ] 
f(z) = 9/116*z^3 + 17/232*z + 1
*
[ -4 ] 
f(z) = 9/118*z^3 + 7/236*z + 1
*
[ 20/11 ] 
f(z) = 11/100*z^3 + 19/220*z + 1
*
[ 15/11 ] 
f(z) = 11/108*z^3 + 17/220*z + 1
*
[ 2 ] 
f(z) = 12/113*z^3 + 17/226*z + 1
*
[ 2 ] 
f(z) = 12/115*z^3 + 19/230*z + 1
*
[ 18/13 ] 
f(z) = 13/108*z^3 + 11/234*z + 1
*
[ 2 ] 
f(z) = 13/111*z^3 + 7/222*z + 1
*
[ 2 ] 
f(z) = 13/113*z^3 + 9/226*z + 1
*
[ 2 ] 
f(z) = 13/115*z^3 + 11/230*z + 1
*
[ 2 ] 
f(z) = 13/119*z^3 + 15/238*z + 1
*
[ 3/2 ] 
f(z) = 14/111*z^3 + 11/222*z + 1
*
[ 2 ] 
f(z) = 14/113*z^3 + 1/226*z + 1
*
[ 2 ] 
f(z) = 14/115*z^3 + 3/230*z + 1
*
[ 2 ] 
f(z) = 14/117*z^3 + 5/234*z + 1
*
22/3 | 0.085383922676047484397905589620990330253 | 0.012346347176873557291975740007334587447
f(z) = 1/112*z^3 + 5/252*z + 1
*
[ 4/3 ] 
f(z) = 11/112*z^3 + 19/252*z + 1
*
[ 4/3 ] 
f(z) = 13/112*z^3 + 11/252*z + 1
*
[ 10/9 ] 
f(z) = 3/100*z^3 + 17/270*z + 1
*
[ 20/13 ] 
f(z) = 13/100*z^3 + 11/260*z + 1
*
[ 10 ] 
f(z) = 1/116*z^3 + 11/290*z + 1
*
[ 8/5 ] 
f(z) = 15/112*z^3 + 9/280*z + 1
*
[ 3 ] 
f(z) = 1/117*z^3 + 23/39*z + 1
*
[ 3 ] 
f(z) = 2/117*z^3 + 20/39*z + 1
*
[ 2 ] 
f(z) = 1/100*z^3 + 23/50*z + 1
*
[ 4 ] 
f(z) = 1/104*z^3 + 31/52*z + 1
*
[ 2 ] 
f(z) = 1/108*z^3 + 25/54*z + 1
*
[ -8 ] 
f(z) = 1/112*z^3 + 31/56*z + 1
*
[ 2 ] 
f(z) = 1/116*z^3 + 27/58*z + 1
*
[ 2 ] 
f(z) = 3/116*z^3 + 23/58*z + 1
*
[ 3/2 ] 
f(z) = 2/117*z^3 + 23/78*z + 1
*
[ 5/2 ] 
f(z) = 3/100*z^3 + 33/80*z + 1
*
[ 8 ] 
f(z) = 1/104*z^3 + 27/104*z + 1
*
[ -10 ] 
f(z) = 1/110*z^3 + 21/110*z + 1
*
[ 9 ] 
f(z) = 1/117*z^3 + 23/117*z + 1
*
[ -7 ] 
f(z) = 2/105*z^3 + 22/105*z + 1
*
[ 5 ] 
f(z) = 2/105*z^3 + 34/105*z + 1
*
[ -7 ] 
f(z) = 2/119*z^3 + 38/119*z + 1
*
[ 4 ] 
f(z) = 3/100*z^3 + 27/100*z + 1
*
[ 4 ] 
f(z) = 3/116*z^3 + 39/116*z + 1
*
[ 3 ] 
f(z) = 4/105*z^3 + 34/105*z + 1
*
[ 5/2 ] 
f(z) = 4/105*z^3 + 38/105*z + 1
*
[ 3/2 ] 
f(z) = 4/111*z^3 + 28/111*z + 1
*
[ 3 ] 
f(z) = 4/111*z^3 + 38/111*z + 1
*
[ -5 ] 
f(z) = 4/115*z^3 + 38/115*z + 1
*
[ 7/2 ] 
f(z) = 4/119*z^3 + 36/119*z + 1
*
[ 3 ] 
f(z) = 5/102*z^3 + 23/102*z + 1
*
[ 2 ] 
f(z) = 5/102*z^3 + 31/102*z + 1
*
[ 2 ] 
f(z) = 5/106*z^3 + 33/106*z + 1
*
[ 3 ] 
f(z) = 5/111*z^3 + 29/111*z + 1
*
[ 3 ] 
f(z) = 5/114*z^3 + 31/114*z + 1
*
[ 2 ] 
f(z) = 5/114*z^3 + 37/114*z + 1
*
[ 2 ] 
f(z) = 5/118*z^3 + 39/118*z + 1
*
[ 2 ] 
f(z) = 7/102*z^3 + 23/102*z + 1
*
[ 2 ] 
f(z) = 7/106*z^3 + 25/106*z + 1
*
[ 12/5 ] 
f(z) = 7/108*z^3 + 21/100*z + 1
*
[ -4 ] 
f(z) = 7/108*z^3 + 23/108*z + 1
*
[ 2 ] 
f(z) = 7/110*z^3 + 27/110*z + 1
*
[ 2 ] 
f(z) = 7/114*z^3 + 29/114*z + 1
*
[ 2 ] 
f(z) = 7/118*z^3 + 31/118*z + 1
*
[ 5/3 ] 
f(z) = 9/115*z^3 + 21/115*z + 1
*
[ 2 ] 
f(z) = 9/118*z^3 + 23/118*z + 1
*
[ 18/7 ] 
f(z) = 7/108*z^3 + 23/126*z + 1
*
[ 6/5 ] 
f(z) = 1/108*z^3 + 23/150*z + 1
*
[ -10 ] 
f(z) = 1/112*z^3 + 29/140*z + 1
*
[ 4/3 ] 
f(z) = 3/104*z^3 + 31/156*z + 1
*
-4/5 | 0.16055422186995100926282263420411990061 | 0.025372286000514184856871980354373611607
f(z) = 5/112*z^3 + 31/140*z + 1
*
[ 3/2 ] 
f(z) = 5/117*z^3 + 37/156*z + 1
*
[ 15/7 ] 
f(z) = 7/108*z^3 + 33/140*z + 1
*
[ 3/2 ] 
f(z) = 7/117*z^3 + 31/156*z + 1
*
[ 5/3 ] 
f(z) = 7/100*z^3 + 37/180*z + 1
*
[ 12/7 ] 
f(z) = 11/108*z^3 + 23/196*z + 1
*
[ 18/11 ] 
f(z) = 11/108*z^3 + 23/198*z + 1
*
[ -10 ] 
f(z) = 1/105*z^3 + 31/210*z + 1
*
[ 6 ] 
f(z) = 2/105*z^3 + 31/210*z + 1
*
[ -4 ] 
f(z) = 7/102*z^3 + 31/204*z + 1
*
[ 2 ] 
f(z) = 8/101*z^3 + 37/202*z + 1
*
[ 2 ] 
f(z) = 8/103*z^3 + 39/206*z + 1
*
[ 2 ] 
f(z) = 9/101*z^3 + 29/202*z + 1
*
[ 2 ] 
f(z) = 9/103*z^3 + 31/206*z + 1
*
[ 4/3 ] 
f(z) = 9/106*z^3 + 21/212*z + 1
*
[ 2 ] 
f(z) = 9/107*z^3 + 35/214*z + 1
*
[ 2 ] 
f(z) = 9/109*z^3 + 37/218*z + 1
*
[ 2 ] 
f(z) = 10/101*z^3 + 21/202*z + 1
*
[ 2 ] 
f(z) = 10/103*z^3 + 23/206*z + 1
*
[ 2 ] 
f(z) = 10/107*z^3 + 27/214*z + 1
*
[ 2 ] 
f(z) = 10/109*z^3 + 29/218*z + 1
*
[ 2 ] 
f(z) = 11/109*z^3 + 21/218*z + 1
*
[ 13/2 ] 
f(z) = 2/117*z^3 + 29/234*z + 1
*
[ 7/2 ] 
f(z) = 6/119*z^3 + 23/238*z + 1
*
[ 5/4 ] 
f(z) = 8/115*z^3 + 21/230*z + 1
*
-9/4 | 0.097211708774560821190101421510096463337 | 0.017819612579888749650480252255509842603
f(z) = 8/117*z^3 + 23/234*z + 1
*
[ 4/3 ] 
f(z) = 9/110*z^3 + 23/220*z + 1
*
[ 4/3 ] 
f(z) = 9/118*z^3 + 27/236*z + 1
*
[ 3/2 ] 
f(z) = 10/111*z^3 + 29/222*z + 1
*
[ 2 ] 
f(z) = 10/111*z^3 + 31/222*z + 1
*
[ 2 ] 
f(z) = 10/113*z^3 + 33/226*z + 1
*
[ 2 ] 
f(z) = 10/117*z^3 + 37/234*z + 1
*
[ 2 ] 
f(z) = 10/119*z^3 + 39/238*z + 1
*
[ 2 ] 
f(z) = 11/111*z^3 + 23/222*z + 1
*
[ 2 ] 
f(z) = 11/113*z^3 + 25/226*z + 1
*
[ 2 ] 
f(z) = 11/115*z^3 + 27/230*z + 1
*
[ 2 ] 
f(z) = 11/117*z^3 + 29/234*z + 1
*
[ 2 ] 
f(z) = 11/119*z^3 + 31/238*z + 1
*
[ 2 ] 
f(z) = 12/119*z^3 + 23/238*z + 1
*
[ 28/3 ] 
f(z) = 1/112*z^3 + 29/252*z + 1
*
[ 9/7 ] 
f(z) = 7/108*z^3 + 29/252*z + 1
*
[ 6 ] 
f(z) = 1/117*z^3 + 41/78*z + 1
*
[ 5/2 ] 
f(z) = 1/100*z^3 + 43/80*z + 1
*
[ 10/3 ] 
f(z) = 1/100*z^3 + 53/90*z + 1
*
[ 6 ] 
f(z) = 1/112*z^3 + 43/84*z + 1
*
[ 4 ] 
f(z) = 1/100*z^3 + 59/100*z + 1
*
[ 2 ] 
f(z) = 1/102*z^3 + 47/102*z + 1
*
[ 6 ] 
f(z) = 1/102*z^3 + 49/102*z + 1
*
[ 3 ] 
f(z) = 1/102*z^3 + 59/102*z + 1
*
[ -26/3 ] 
f(z) = 1/104*z^3 + 46/117*z + 1
*
[ -8 ] 
f(z) = 1/104*z^3 + 53/104*z + 1
*
[ 5 ] 
f(z) = 1/105*z^3 + 59/105*z + 1
*
[ 2 ] 
f(z) = 1/106*z^3 + 49/106*z + 1
*
[ 12/5 ] 
f(z) = 1/108*z^3 + 53/100*z + 1
*
[ 2 ] 
f(z) = 1/110*z^3 + 51/110*z + 1
*
[ 7 ] 
f(z) = 1/112*z^3 + 47/112*z + 1
*
[ 2 ] 
f(z) = 1/114*z^3 + 53/114*z + 1
*
[ 6 ] 
f(z) = 1/114*z^3 + 59/114*z + 1
*
[ -9 ] 
f(z) = 1/117*z^3 + 49/117*z + 1
*
[ 2 ] 
f(z) = 1/118*z^3 + 55/118*z + 1
*
[ 7 ] 
f(z) = 1/119*z^3 + 53/119*z + 1
*
[ 3 ] 
f(z) = 2/105*z^3 + 52/105*z + 1
*
[ 3 ] 
f(z) = 2/111*z^3 + 56/111*z + 1
*
[ 5 ] 
f(z) = 2/115*z^3 + 42/115*z + 1
*
[ 2 ] 
f(z) = 3/106*z^3 + 41/106*z + 1
*
[ 2 ] 
f(z) = 3/110*z^3 + 43/110*z + 1
*
[ 2 ] 
f(z) = 3/118*z^3 + 47/118*z + 1
*
[ 5/2 ] 
f(z) = 4/115*z^3 + 44/115*z + 1
*
[ 3/2 ] 
f(z) = 1/117*z^3 + 49/156*z + 1
*
[ -9/2 ] 
f(z) = 5/108*z^3 + 41/144*z + 1
*
[ 14/5 ] 
f(z) = 5/112*z^3 + 41/140*z + 1
*
[ -6 ] 
f(z) = 3/116*z^3 + 41/174*z + 1
*
[ 9/5 ] 
f(z) = 5/108*z^3 + 53/180*z + 1
*
[ 12/7 ] 
f(z) = 5/108*z^3 + 55/196*z + 1
*
[ 8 ] 
f(z) = 1/100*z^3 + 47/200*z + 1
*
-5/2 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = 2/105*z^3 + 59/210*z + 1
*
[ 2 ] 
f(z) = 6/101*z^3 + 53/202*z + 1
*
[ 2 ] 
f(z) = 6/103*z^3 + 55/206*z + 1
*
[ 2 ] 
f(z) = 6/107*z^3 + 59/214*z + 1
*
[ 2 ] 
f(z) = 7/101*z^3 + 45/202*z + 1
*
[ 2 ] 
f(z) = 7/103*z^3 + 47/206*z + 1
*
[ -4 ] 
f(z) = 7/106*z^3 + 41/212*z + 1
*
[ 2 ] 
f(z) = 7/107*z^3 + 51/214*z + 1
*
[ 2 ] 
f(z) = 7/109*z^3 + 53/218*z + 1
*
[ 2 ] 
f(z) = 8/107*z^3 + 43/214*z + 1
*
[ 2 ] 
f(z) = 8/109*z^3 + 45/218*z + 1
*
[ -10 ] 
f(z) = 1/115*z^3 + 53/230*z + 1
*
[ 6 ] 
f(z) = 2/111*z^3 + 41/222*z + 1
*
[ -4 ] 
f(z) = 7/110*z^3 + 51/220*z + 1
*
[ 2 ] 
f(z) = 7/111*z^3 + 55/222*z + 1
*
[ 2 ] 
f(z) = 7/113*z^3 + 57/226*z + 1
*
[ 2 ] 
f(z) = 7/115*z^3 + 59/230*z + 1
*
[ 2 ] 
f(z) = 8/111*z^3 + 47/222*z + 1
*
[ 2 ] 
f(z) = 8/113*z^3 + 49/226*z + 1
*
[ 2 ] 
f(z) = 8/115*z^3 + 51/230*z + 1
*
[ 9/4 ] 
f(z) = 8/117*z^3 + 49/234*z + 1
*
[ 2 ] 
f(z) = 8/117*z^3 + 53/234*z + 1
*
[ 7/4 ] 
f(z) = 8/119*z^3 + 53/238*z + 1
*
[ 2 ] 
f(z) = 8/119*z^3 + 55/238*z + 1
*
[ 2 ] 
f(z) = 9/113*z^3 + 41/226*z + 1
*
[ 2 ] 
f(z) = 9/115*z^3 + 43/230*z + 1
*
[ 2 ] 
f(z) = 9/119*z^3 + 47/238*z + 1
*
[ 4/3 ] 
f(z) = 1/112*z^3 + 59/252*z + 1
*
[ 4/3 ] 
f(z) = 5/112*z^3 + 43/252*z + 1
*
[ 14/9 ] 
f(z) = 9/112*z^3 + 41/252*z + 1
*
[ -10 ] 
f(z) = 1/108*z^3 + 47/270*z + 1
*
[ 14/3 ] 
f(z) = 3/104*z^3 + 43/273*z + 1
*
[ 3 ] 
f(z) = 1/105*z^3 + 61/105*z + 1
*
[ 4 ] 
f(z) = 1/108*z^3 + 65/108*z + 1
*
[ 5 ] 
f(z) = 1/110*z^3 + 63/110*z + 1
*
[ 3 ] 
f(z) = 1/111*z^3 + 65/111*z + 1
*
[ 3 ] 
f(z) = 1/114*z^3 + 67/114*z + 1
*
[ 5 ] 
f(z) = 1/115*z^3 + 67/115*z + 1
*
[ 4 ] 
f(z) = 1/116*z^3 + 71/116*z + 1
*
[ 6 ] 
f(z) = 1/100*z^3 + 71/150*z + 1
*
[ 8/3 ] 
f(z) = 3/112*z^3 + 73/168*z + 1
*
[ 5/3 ] 
f(z) = 1/100*z^3 + 67/180*z + 1
*
[ 20/3 ] 
f(z) = 1/100*z^3 + 73/180*z + 1
*
[ 10/3 ] 
f(z) = 3/104*z^3 + 74/195*z + 1
*
[ 8 ] 
f(z) = 1/108*z^3 + 61/216*z + 1
*
[ 3/2 ] 
f(z) = 2/105*z^3 + 61/210*z + 1
*
[ 2 ] 
f(z) = 3/101*z^3 + 77/202*z + 1
*
[ 2 ] 
f(z) = 3/103*z^3 + 79/206*z + 1
*
[ 4 ] 
f(z) = 3/106*z^3 + 63/212*z + 1
*
[ 2 ] 
f(z) = 4/101*z^3 + 69/202*z + 1
*
[ 2 ] 
f(z) = 4/103*z^3 + 71/206*z + 1
*
[ 2 ] 
f(z) = 4/105*z^3 + 73/210*z + 1
*
[ 2 ] 
f(z) = 4/107*z^3 + 75/214*z + 1
*
[ 2 ] 
f(z) = 4/109*z^3 + 77/218*z + 1
*
[ 2 ] 
f(z) = 5/101*z^3 + 61/202*z + 1
*
[ 2 ] 
f(z) = 5/103*z^3 + 63/206*z + 1
*
[ 2 ] 
f(z) = 5/107*z^3 + 67/214*z + 1
*
[ 2 ] 
f(z) = 5/109*z^3 + 69/218*z + 1
*
[ 2 ] 
f(z) = 6/109*z^3 + 61/218*z + 1
*
[ 8 ] 
f(z) = 1/116*z^3 + 75/232*z + 1
*
[ 3/2 ] 
f(z) = 2/111*z^3 + 65/222*z + 1
*
[ 4 ] 
f(z) = 3/110*z^3 + 69/220*z + 1
*
[ 2 ] 
f(z) = 4/111*z^3 + 79/222*z + 1
*
[ 2 ] 
f(z) = 5/111*z^3 + 71/222*z + 1
*
[ 2 ] 
f(z) = 5/113*z^3 + 73/226*z + 1
*
[ 2 ] 
f(z) = 5/117*z^3 + 77/234*z + 1
*
[ 2 ] 
f(z) = 5/119*z^3 + 79/238*z + 1
*
[ 2 ] 
f(z) = 6/113*z^3 + 65/226*z + 1
*
[ 5/2 ] 
f(z) = 6/115*z^3 + 63/230*z + 1
*
[ 2 ] 
f(z) = 6/115*z^3 + 67/230*z + 1
*
[ 2 ] 
f(z) = 6/119*z^3 + 71/238*z + 1
*
[ 2 ] 
f(z) = 7/117*z^3 + 61/234*z + 1
*
[ 15/2 ] 
f(z) = 1/100*z^3 + 73/240*z + 1
*
[ -14/3 ] 
f(z) = 5/112*z^3 + 61/252*z + 1
*
[ -10 ] 
f(z) = 1/116*z^3 + 69/290*z + 1
*
[ 8/5 ] 
f(z) = 5/112*z^3 + 73/280*z + 1
*
[ 9/2 ] 
f(z) = 1/108*z^3 + 85/144*z + 1
*
[ 6 ] 
f(z) = 1/116*z^3 + 91/174*z + 1
*
[ -8 ] 
f(z) = 1/100*z^3 + 97/200*z + 1
*
[ 2 ] 
f(z) = 1/101*z^3 + 93/202*z + 1
*
[ 2 ] 
f(z) = 1/103*z^3 + 95/206*z + 1
*
[ 2 ] 
f(z) = 1/105*z^3 + 97/210*z + 1
*
[ 2 ] 
f(z) = 1/107*z^3 + 99/214*z + 1
*
[ 2 ] 
f(z) = 2/101*z^3 + 85/202*z + 1
*
[ 2 ] 
f(z) = 2/103*z^3 + 87/206*z + 1
*
[ 2 ] 
f(z) = 2/105*z^3 + 89/210*z + 1
*
[ 2 ] 
f(z) = 2/107*z^3 + 91/214*z + 1
*
[ 2 ] 
f(z) = 2/109*z^3 + 93/218*z + 1
*
[ 2 ] 
f(z) = 3/107*z^3 + 83/214*z + 1
*
[ 2 ] 
f(z) = 3/109*z^3 + 85/218*z + 1
*
[ 2 ] 
f(z) = 2/111*z^3 + 95/222*z + 1
*
[ 2 ] 
f(z) = 2/113*z^3 + 97/226*z + 1
*
[ 2 ] 
f(z) = 2/115*z^3 + 99/230*z + 1
*
[ 2 ] 
f(z) = 3/113*z^3 + 89/226*z + 1
*
[ 2 ] 
f(z) = 3/115*z^3 + 91/230*z + 1
*
[ 4 ] 
f(z) = 3/118*z^3 + 81/236*z + 1
*
[ 2 ] 
f(z) = 3/119*z^3 + 95/238*z + 1
*
[ 2 ] 
f(z) = 4/113*z^3 + 81/226*z + 1
*
[ 2 ] 
f(z) = 4/115*z^3 + 83/230*z + 1
*
[ 2 ] 
f(z) = 4/117*z^3 + 85/234*z + 1
*
[ 2 ] 
f(z) = 4/119*z^3 + 87/238*z + 1
*
[ 15/2 ] 
f(z) = 1/108*z^3 + 83/240*z + 1
*
[ -28/3 ] 
f(z) = 1/112*z^3 + 83/252*z + 1
*
[ 6 ] 
f(z) = 1/105*z^3 + 103/210*z + 1
*
[ -8 ] 
f(z) = 1/108*z^3 + 115/216*z + 1
*
[ 2 ] 
f(z) = 1/109*z^3 + 101/218*z + 1
*
[ 2 ] 
f(z) = 1/111*z^3 + 103/222*z + 1
*
[ 6 ] 
f(z) = 1/111*z^3 + 113/222*z + 1
*
[ 2 ] 
f(z) = 1/113*z^3 + 105/226*z + 1
*
[ 2 ] 
f(z) = 1/115*z^3 + 107/230*z + 1
*
[ 2 ] 
f(z) = 1/117*z^3 + 109/234*z + 1
*
[ 2 ] 
f(z) = 1/119*z^3 + 111/238*z + 1
*
[ 5/2 ] 
f(z) = 2/115*z^3 + 113/230*z + 1
*
[ 2 ] 
f(z) = 2/119*z^3 + 103/238*z + 1
*
-6 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = 1/112*z^3 + 101/252*z + 1
*
[ 4 ] 
f(z) = 1/102*z^3 + 121/204*z + 1
*
[ 4 ] 
f(z) = 1/106*z^3 + 127/212*z + 1
*
[ 4 ] 
f(z) = 1/110*z^3 + 133/220*z + 1
*
[ 4 ] 
f(z) = 1/114*z^3 + 139/228*z + 1
*
[ -8 ] 
f(z) = 1/116*z^3 + 133/232*z + 1
*
[ 7/2 ] 
f(z) = 2/119*z^3 + 121/238*z + 1
*
[ -15/2 ] 
f(z) = 1/100*z^3 + 137/240*z + 1
*
-2/3 | 0.18948480744145145705364887366703040755 | 0.027399130235456749656256966831026054881
f(z) = 1/112*z^3 + 125/252*z + 1
*
[ 4 ] 
f(z) = 1/118*z^3 + 145/236*z + 1
*
[ 14/3 ] 
f(z) = 1/112*z^3 + 149/252*z + 1
*
[ -1 ]
f(z) = 2/101*z^3 + 200/101*z + 1
*
3/2 | 0.25610648497706237094578890495951386409 | 0.028489295186467061052341504304487399556
f(z) = 2/135*z^3 - 297/10*z + 1
*
[ -40 ] 
f(z) = 3/125*z^3 - 299/8*z + 1
*
[ 45/2 ] 
f(z) = 8/125*z^3 - 283/9*z + 1
*
[ 15 ] 
f(z) = 11/125*z^3 - 283/15*z + 1
*
[ -15 ] 
f(z) = 11/125*z^3 - 281/15*z + 1
*
-5/12 | 0.31165549368268781000624898541217294190 | 0.029657505696988050212358717679244658720
f(z) = 18/125*z^3 - 293/8*z + 1
*
32 | 0.096942872503060828480570191154576237830 | 0.013745456799771331173435482760662361879
f(z) = 1/128*z^3 - 289/32*z + 1
*
[ -24 ] 
f(z) = 3/128*z^3 - 299/24*z + 1
*
[ 28 ] 
f(z) = 1/128*z^3 - 289/56*z + 1
*
[ -28 ] 
f(z) = 1/128*z^3 - 285/56*z + 1
*
68/5 | 0.20672652114996211498447513674743487689 | 0.024398174577544184238211488639893050551
f(z) = 5/128*z^3 - 299/40*z + 1
*
-4/7 | 0.14625188351051033844487070844107660813 | 0.017288347502542552861889800018263284263
f(z) = 7/128*z^3 - 295/56*z + 1
*
-5/8 | 0.25726954151840123090110996868678590093 | 0.028865798043296606783235881891131251403
f(z) = 8/125*z^3 - 297/40*z + 1
*
[ 28/3 ] 
f(z) = 9/128*z^3 - 293/56*z + 1
*
[ -28/3 ] 
f(z) = 9/128*z^3 - 281/56*z + 1
*
8 | 0.13881366112586330993034808381952643693 | 0.016395983970393818800684687791357901776
f(z) = 15/128*z^3 - 297/40*z + 1
*
-8 | 0.22770126391434770436408739333917921548 | 0.027004192159746254201904289375791266870
f(z) = 15/128*z^3 - 287/40*z + 1
*
10/9 | 0.25961383524289618561533406514431160607 | 0.029139856239876244508026954048690356703
f(z) = 18/125*z^3 - 296/45*z + 1
*
-4 | 0.14530813200970318598251245097556780780 | 0.022799441548083226204197024238200139266
f(z) = 1/120*z^3 - 293/60*z + 1
*
0 | 0.17350287778618874536012377889916909153 | 0.027357230543399861732661058066421018509
f(z) = 1/126*z^3 - 284/63*z + 1
*
3/2 | 0.23477576905869659918576619329723643192 | 0.029962784073490637519430724043716275141
f(z) = 1/135*z^3 - 281/60*z + 1
*
-45/16 | 0.21827239766014817745722581324483094024 | 0.020825923297748198864601928946192613641
f(z) = 4/125*z^3 - 285/64*z + 1
*
0 | 0.15516711535137686155236021054689318891 | 0.024439079938562798796260518684064362395
f(z) = 5/126*z^3 - 286/63*z + 1
*
8/3 | 0.16089308304950662389525451824123294457 | 0.018988843360419974909313186315594816748
f(z) = 5/128*z^3 - 299/72*z + 1
*
[ 35/4 ] 
f(z) = 8/125*z^3 - 281/70*z + 1
*
-8 | 0.20527695957170243562546907457542249670 | 0.024265666370620998043987678750454076082
f(z) = 9/128*z^3 - 295/72*z + 1
*
[ 22/3 ] 
f(z) = 12/121*z^3 - 295/66*z + 1
*
[ 15/2 ] 
f(z) = 13/125*z^3 - 299/60*z + 1
*
[ -15/2 ] 
f(z) = 13/125*z^3 - 283/60*z + 1
*
6 | 0.20861164135856409720430316458057929103 | 0.026482305820501285952427573943131120192
f(z) = 13/135*z^3 - 293/60*z + 1
*
-6/13 | 0.22924275726861757376286685382760607931 | 0.025638684928068848182646662524984297964
f(z) = 13/135*z^3 - 283/65*z + 1
*
3/2 | 0.23546523801961316402095548557486394602 | 0.026232730555250653692771812823210684814
f(z) = 14/135*z^3 - 293/70*z + 1
*
-10/9 | 0.29191537721472127274668797034275423938 | 0.027889999556080512492484124944315406259
f(z) = 18/125*z^3 - 281/72*z + 1
*
0 | 0.17405632447429873768714725116744404420 | 0.027310150788126479205466145140523864620
f(z) = 19/126*z^3 - 293/63*z + 1
*
[ 6 ] 
f(z) = 19/132*z^3 - 287/66*z + 1
*
6 | 0.099888122201066945062376666955928036624 | 0.012647799362381817249002101461033595061
f(z) = 19/135*z^3 - 299/60*z + 1
*
-55/4 | 0.26281064076184612202171930102583824836 | 0.029465324541819701673984649624822236492
f(z) = 3/125*z^3 - 299/80*z + 1
*
-20/3 | 0.15700567574650752705138620556044408576 | 0.017670267896578227479575071476658479335
f(z) = 9/125*z^3 - 289/80*z + 1
*
-45/8 | 0.16705128577466460149680015785341217152 | 0.018786273681637324388434586863101335319
f(z) = 12/125*z^3 - 291/80*z + 1
*
[ -6 ] 
f(z) = 15/128*z^3 - 293/96*z + 1
*
2/5 | 0.22571488546696920214719043897899834815 | 0.029012624496181029215589064473477655399
f(z) = 15/136*z^3 - 299/85*z + 1
*
14 | 0.12051420679728758832446199027942249983 | 0.015593649491741802244610357985009367277
f(z) = 1/120*z^3 - 284/105*z + 1
*
[ 25/2 ] 
f(z) = 3/125*z^3 - 283/100*z + 1
*
[ 5/18 ] 
f(z) = 3/125*z^3 - 281/108*z + 1
*
-6/5 | 0.16549168619492949069439737871716209027 | 0.022220356181639965690841955839929128631
f(z) = 5/126*z^3 - 286/105*z + 1
*
45/28 | 0.18069832162245564244822355318727800700 | 0.017240885363803271152152452159189862519
f(z) = 7/125*z^3 - 285/112*z + 1
*
[ 2/7 ] 
f(z) = 7/136*z^3 - 298/119*z + 1
*
34/7 | 0.10298688152014487241116694870485276820 | 0.013301670622367390347972842264627965723
f(z) = 7/136*z^3 - 288/119*z + 1
*
60/11 | 0.21267481305724061716959543890389801682 | 0.023844287165986702004635118738018466625
f(z) = 11/125*z^3 - 299/110*z + 1
*
[ 25/4 ] 
f(z) = 12/125*z^3 - 291/100*z + 1
*
-33/4 | 0.18604718698971521333681452954678964438 | 0.023743897053786191754829769587747522408
f(z) = 2/135*z^3 - 281/120*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016206704308054003724464377378332795900
f(z) = 3/139*z^3 - 281/139*z + 1
*
[ 3/10 ] 
f(z) = 4/135*z^3 - 292/125*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016196499829025625650975887715536071082
f(z) = 4/139*z^3 - 282/139*z + 1
*
[ 9 ] 
f(z) = 5/126*z^3 - 293/126*z + 1
*
-24/5 | 0.22185610518449096113155707301476033187 | 0.026354854648093539667371482218933432364
f(z) = 5/128*z^3 - 283/120*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.010298280836704912982121509657495854847
f(z) = 5/138*z^3 - 281/138*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016186344246365153527081610651440133280
f(z) = 5/139*z^3 - 283/139*z + 1
*
-95/12 | 0.17926666326867863582816087960802713959 | 0.020175639828445465024603917853659943090
f(z) = 6/125*z^3 - 289/120*z + 1
*
70/9 | 0.23182650688035170671698433709405768236 | 0.026142357531150664417311746818760557616
f(z) = 6/125*z^3 - 284/135*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016176237146298686660432659195291869818
f(z) = 6/139*z^3 - 284/139*z + 1
*
-5 | 0.15234750601521236971543771178147671257 | 0.026985907188111492190489699208952625690
f(z) = 7/135*z^3 - 283/135*z + 1
*
[ -8 ] 
f(z) = 7/136*z^3 - 295/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016159103715352494530592548360631422564
f(z) = 7/137*z^3 - 281/137*z + 1
*
0 | 0.058065359841745380305112640180792927508 | 0.010285343373964865489474311323755599270
f(z) = 7/138*z^3 - 283/138*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016166178120041014015295397495628178001
f(z) = 7/139*z^3 - 285/139*z + 1
*
-7/2 | 0.16402482443678562987821193842985633042 | 0.028964500990628142942227951789632365243
f(z) = 8/133*z^3 - 288/133*z + 1
*
-3/8 | 0.15155741676603543955822329396009674831 | 0.019342209681619348297025686254860216270
f(z) = 8/135*z^3 - 281/120*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016148929207824844061937106906431455535
f(z) = 8/137*z^3 - 282/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016156166763717776666117570217292304392
f(z) = 8/139*z^3 - 286/139*z + 1
*
[ -7 ] 
f(z) = 9/133*z^3 - 289/133*z + 1
*
0 | 0.062450515144908563555898017306718878183 | 0.011076017527696250285631419121017272676
f(z) = 9/136*z^3 - 281/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016138803453051934951627571191744707996
f(z) = 9/137*z^3 - 283/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016146202678289117787952111375950288508
f(z) = 9/139*z^3 - 287/139*z + 1
*
0 | 0.091111101905450070644083009453920673162 | 0.016128786937981785989721029621440945709
f(z) = 10/137*z^3 - 284/137*z + 1
*
0 | 0.091379758031517373285206157382034601473 | 0.016136393385059204277127295514859900387
f(z) = 10/139*z^3 - 288/139*z + 1
*
5 | 0.092741084479479936562813532813119639765 | 0.016269099638559621991155432421089611102
f(z) = 11/120*z^3 - 299/120*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013705293774495770454482092363292334792
f(z) = 11/135*z^3 - 281/135*z + 1
*
0 | 0.059598057611740064340189243144339550742 | 0.010556836100366123090150950040205447638
f(z) = 11/136*z^3 - 283/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016118696556509944640329130891063349206
f(z) = 11/137*z^3 - 285/137*z + 1
*
0 | 0.058066393458166270027293837383527494963 | 0.010260018716283313425335331608241747892
f(z) = 11/138*z^3 - 287/138*z + 1
*
[ 6 ] 
f(z) = 11/138*z^3 - 281/138*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016126414747680663451290708233430097984
f(z) = 11/139*z^3 - 289/139*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016108714604468149957905518331498324966
f(z) = 12/137*z^3 - 286/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016116590127926674442307070671146500911
f(z) = 12/139*z^3 - 290/139*z + 1
*
0 | 0.077866066998107897272522958861524007264 | 0.013810068994348827336925467570946524931
f(z) = 13/134*z^3 - 281/134*z + 1
*
-5 | 0.15234835556421180708220780643474084238 | 0.026741417518437501669272526369592211166
f(z) = 13/135*z^3 - 298/135*z + 1
*
0 | 0.077276042494078370862523942479157126239 | 0.013688206424603554547667196221434713206
f(z) = 13/135*z^3 - 283/135*z + 1
*
0 | 0.062451246624976119159094490382468755736 | 0.011048450449578383294539048619107315248
f(z) = 13/136*z^3 - 285/136*z + 1
*
0 | 0.091111462905965246201888972158061921576 | 0.016098904357761318385980701717304213265
f(z) = 13/137*z^3 - 287/137*z + 1
*
0 | 0.058067022006930733309210990607033535603 | 0.010247555505968028241758992754172344864
f(z) = 13/138*z^3 - 289/138*z + 1
*
0 | 0.091379621387665234767129087130617301461 | 0.016106894862915806923683742297961647935
f(z) = 13/139*z^3 - 291/139*z + 1
*
[ 5/16 ] 
f(z) = 14/125*z^3 - 283/128*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013679529041926163854352747169359541518
f(z) = 14/135*z^3 - 284/135*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016088891703429086548556294128285854286
f(z) = 14/137*z^3 - 288/137*z + 1
*
0 | 0.091379505713396405372861770953183847565 | 0.016097140883031346984623347030533422298
f(z) = 14/139*z^3 - 292/139*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016061781530975714597899762138688374711
f(z) = 15/133*z^3 - 281/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013792589264940091217280139238326053351
f(z) = 15/134*z^3 - 283/134*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016079049972859759096041476111402446113
f(z) = 15/137*z^3 - 289/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016087389098839453373661114133664113075
f(z) = 15/139*z^3 - 293/139*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016051668301927056015208023952046647770
f(z) = 16/133*z^3 - 282/133*z + 1
*
[ 3/10 ] 
f(z) = 16/135*z^3 - 293/125*z + 1
*
[ 5 ] 
f(z) = 16/135*z^3 - 292/135*z + 1
*
5/2 | 0.11165816199046756633042862893249427907 | 0.019705216027009518828422379350342284652
f(z) = 16/135*z^3 - 289/135*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013662556406144736261622673332433494713
f(z) = 16/135*z^3 - 286/135*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016069254208924600842635978959094056168
f(z) = 16/137*z^3 - 290/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016077745127278406069355491136759294627
f(z) = 16/139*z^3 - 294/139*z + 1
*
[ -5 ] 
f(z) = 17/120*z^3 - 281/120*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016041603532007658727476904640572717529
f(z) = 17/133*z^3 - 283/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013775405452880971510172773462251169492
f(z) = 17/134*z^3 - 285/134*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013654130219339681886481059150191727891
f(z) = 17/135*z^3 - 287/135*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016059504032304234328416575756929200747
f(z) = 17/137*z^3 - 291/137*z + 1
*
0 | 0.058066393458166270027293837383527494963 | 0.010222645939665281217781898603655391920
f(z) = 17/138*z^3 - 293/138*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016068145399638223924081710128900320414
f(z) = 17/139*z^3 - 295/139*z + 1
*
0 | 0.090562864825312734235633573991373405388 | 0.016031736206818283161159616355172968901
f(z) = 18/133*z^3 - 284/133*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016049799068140061079649125667070663906
f(z) = 18/137*z^3 - 292/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016058589557183301379800061541265417400
f(z) = 18/139*z^3 - 296/139*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016012017193980546503549762016839267985
f(z) = 19/131*z^3 - 281/131*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013758384125564798192914372632509104752
f(z) = 19/134*z^3 - 287/134*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013637396440711819242749929076002444761
f(z) = 19/135*z^3 - 289/135*z + 1
*
0 | 0.059598057611740064340189243144339550742 | 0.010504964163879460040536487414289215492
f(z) = 19/136*z^3 - 291/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016040138945966361035908608575917278589
f(z) = 19/137*z^3 - 293/137*z + 1
*
0 | 0.058066393458166270027293837383527494963 | 0.010210417633238741204029233094059569334
f(z) = 19/138*z^3 - 295/138*z + 1
*
0 | 0.091379629994285605529994862500744795734 | 0.016049162090280782584811395241631750999
f(z) = 19/139*z^3 - 297/139*z + 1
*
21/4 | 0.25848569929423547343942367940138930094 | 0.028932186899265332238377808938274054147
f(z) = 4/135*z^3 - 281/140*z + 1
*
-35/6 | 0.24601794884844781289947287536649092503 | 0.027582592108594319173860303001069372399
f(z) = 9/125*z^3 - 299/140*z + 1
*
[ 16/3 ] 
f(z) = 13/128*z^3 - 299/144*z + 1
*
3/2 | 0.18805420930315760201451294657495208549 | 0.027884424514668822077937864779108045272
f(z) = 1/126*z^3 - 283/168*z + 1
*
28/3 | 0.21621522881840574838218315413823353558 | 0.025620906978457777418746812497748678203
f(z) = 3/128*z^3 - 289/168*z + 1
*
3/2 | 0.15335360207814121370998908775142367100 | 0.022599899979327731080787215788043326472
f(z) = 5/126*z^3 - 295/168*z + 1
*
[ 18 ] 
f(z) = 1/132*z^3 - 299/198*z + 1
*
[ -9/2 ] 
f(z) = 19/135*z^3 - 293/180*z + 1
*
-20/13 | 0.30892675727864042941603950098376996558 | 0.029397835910672618646559121819910160036
f(z) = 13/125*z^3 - 293/208*z + 1
*
[ 16 ] 
f(z) = 1/120*z^3 - 287/240*z + 1
*
[ 6 ] 
f(z) = 7/123*z^3 - 299/246*z + 1
*
155/42 | 0.24176031129825273531237603779967355194 | 0.023006197403770722106736092661659246197
f(z) = 7/125*z^3 - 293/252*z + 1
*
[ 6 ] 
f(z) = 7/129*z^3 - 289/258*z + 1
*
[ -6 ] 
f(z) = 8/123*z^3 - 289/246*z + 1
*
[ 4 ] 
f(z) = 15/122*z^3 - 297/244*z + 1
*
-34/15 | 0.22571435743646875164071933704014377024 | 0.029166117216168291575220850192966100319
f(z) = 15/136*z^3 - 287/255*z + 1
*
[ 15/4 ] 
f(z) = 17/125*z^3 - 283/240*z + 1
*
[ -4 ] 
f(z) = 19/126*z^3 - 293/252*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.013871113967985505576129041779257932249
f(z) = 19/129*z^3 - 281/258*z + 1
*
[ 15/4 ] 
f(z) = 19/135*z^3 - 299/240*z + 1
*
[ 1/2 ] 
f(z) = 6/139*z^3 - 281/278*z + 1
*
[ 16/3 ] 
f(z) = 9/136*z^3 - 291/272*z + 1
*
[ 1/2 ] 
f(z) = 10/139*z^3 - 283/278*z + 1
*
[ 1/2 ] 
f(z) = 14/137*z^3 - 281/274*z + 1
*
[ 1/2 ] 
f(z) = 14/139*z^3 - 285/278*z + 1
*
[ 1/2 ] 
f(z) = 18/137*z^3 - 283/274*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016159219376638803152265094428384051508
f(z) = 18/137*z^3 - 281/274*z + 1
*
[ 1/2 ] 
f(z) = 18/139*z^3 - 287/278*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016186459762349192205750571535953536712
f(z) = 18/139*z^3 - 283/278*z + 1
*
[ -4 ] 
f(z) = 19/130*z^3 - 283/260*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017507702455212080389106190904185876546
f(z) = 19/131*z^3 - 283/262*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015166171829025510525976976319805294283
f(z) = 19/135*z^3 - 287/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017589238504453746937953584081970210356
f(z) = 19/137*z^3 - 289/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017615163952953758952095781409719193276
f(z) = 19/139*z^3 - 291/278*z + 1
*
[ 55/9 ] 
f(z) = 6/125*z^3 - 284/297*z + 1
*
[ 40/7 ] 
f(z) = 7/125*z^3 - 281/280*z + 1
*
[ 30/7 ] 
f(z) = 12/125*z^3 - 293/294*z + 1
*
-3/4 | 0.15260587535145631334195384506143347391 | 0.017108561304231252184976626461065475390
f(z) = 8/135*z^3 - 277/10*z + 1
*
[ 16 ] 
f(z) = 9/128*z^3 - 273/16*z + 1
*
[ -16 ] 
f(z) = 9/128*z^3 - 271/16*z + 1
*
[ -35/2 ] 
f(z) = 16/125*z^3 - 267/7*z + 1
*
[ 33 ] 
f(z) = 1/121*z^3 - 265/33*z + 1
*
[ -33 ] 
f(z) = 1/121*z^3 - 263/33*z + 1
*
[ 33/2 ] 
f(z) = 4/121*z^3 - 266/33*z + 1
*
[ -33/2 ] 
f(z) = 4/121*z^3 - 262/33*z + 1
*
[ 12 ] 
f(z) = 11/128*z^3 - 275/24*z + 1
*
[ -12 ] 
f(z) = 11/128*z^3 - 271/24*z + 1
*
[ -12 ] 
f(z) = 14/135*z^3 - 277/20*z + 1
*
[ 33/4 ] 
f(z) = 16/121*z^3 - 268/33*z + 1
*
-8/5 | 0.21699954936147129850832374637239130913 | 0.025821596937790943635473619075335035380
f(z) = 5/128*z^3 - 279/40*z + 1
*
8 | 0.10420763293803116751275158320672689745 | 0.012421404633374564284564419383490366587
f(z) = 7/128*z^3 - 275/56*z + 1
*
-60/7 | 0.17856340906305752364284545640174778261 | 0.021359674947335718927019645579548229269
f(z) = 7/128*z^3 - 267/56*z + 1
*
35/24 | 0.19658260087285779079273278987586836112 | 0.018860417073546014562010931647079937081
f(z) = 12/125*z^3 - 269/48*z + 1
*
33/4 | 0.25192248875184928419084464554021249598 | 0.028335990289052518213665732170718151353
f(z) = 14/135*z^3 - 269/40*z + 1
*
20 | 0.16030864332720953793030232241988351848 | 0.025586741624056804618971449515431799498
f(z) = 1/120*z^3 - 263/60*z + 1
*
68/3 | 0.24566295585632877998379371005940398114 | 0.029333914598386340469553892315316092685
f(z) = 1/128*z^3 - 271/72*z + 1
*
-51/2 | 0.22587253223791803188204098357149162337 | 0.028987986231688376227984469452944281369
f(z) = 1/135*z^3 - 269/60*z + 1
*
[ 35/2 ] 
f(z) = 2/125*z^3 - 277/70*z + 1
*
[ -35/2 ] 
f(z) = 2/125*z^3 - 269/70*z + 1
*
-3/2 | 0.10448093143815154766347856546580972635 | 0.013396118891501981008534219041058576460
f(z) = 11/135*z^3 - 271/60*z + 1
*
[ -22/3 ] 
f(z) = 12/121*z^3 - 277/66*z + 1
*
[ -35/6 ] 
f(z) = 18/125*z^3 - 261/70*z + 1
*
[ -6 ] 
f(z) = 19/132*z^3 - 265/66*z + 1
*
10/3 | 0.16687062724901869474809643083002264248 | 0.023954930785036731499367726080400290291
f(z) = 3/128*z^3 - 265/96*z + 1
*
9/2 | 0.19305835598486820453090547148593436415 | 0.028940956210918177556445164545544944841
f(z) = 8/135*z^3 - 263/90*z + 1
*
20/11 | 0.18891918129523783988929902293969274250 | 0.022598427779557375889520287767432355277
f(z) = 11/128*z^3 - 267/88*z + 1
*
[ 6 ] 
f(z) = 13/128*z^3 - 271/96*z + 1
*
5 | 0.10025593580009722841284820541240713398 | 0.011337458459213382372038338836317531688
f(z) = 18/125*z^3 - 277/90*z + 1
*
-5 | 0.25370959571903013743818365517633878287 | 0.028750012051211472487919564910000922088
f(z) = 19/125*z^3 - 272/95*z + 1
*
[ 5/19 ] 
f(z) = 19/125*z^3 - 267/95*z + 1
*
-14 | 0.19999412958622148520800259109676530800 | 0.026060743333847989192432740637300882560
f(z) = 1/120*z^3 - 269/105*z + 1
*
[ -25/2 ] 
f(z) = 3/125*z^3 - 267/100*z + 1
*
-12/5 | 0.20218404917732852958366392755840523700 | 0.027372212429343969678131127668836528573
f(z) = 5/126*z^3 - 269/105*z + 1
*
8/13 | 0.24003994566408734032059202339699939122 | 0.028587734036094297461710140473965538433
f(z) = 13/128*z^3 - 277/104*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013892323945591934072630522739411529722
f(z) = 1/130*z^3 - 261/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016202249864196189601866387511040725100
f(z) = 1/131*z^3 - 263/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016208697058227100784941273182065131540
f(z) = 1/133*z^3 - 267/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013917667059666075565420620832742638639
f(z) = 1/134*z^3 - 269/134*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013793942902461394103808311326295701532
f(z) = 1/135*z^3 - 271/135*z + 1
*
0 | 0.062450515144908563555898017306718878183 | 0.011133047357242197898276540470963731917
f(z) = 1/136*z^3 - 273/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016221198318649130416705719007322382981
f(z) = 1/137*z^3 - 275/137*z + 1
*
0 | 0.058066393458166270027293837383527494963 | 0.010324717765242328335238012841509803852
f(z) = 1/138*z^3 - 277/138*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016227261635731243718481437753788138560
f(z) = 1/139*z^3 - 279/139*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016191222380453532353252849748006060011
f(z) = 2/131*z^3 - 264/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016197859377723082348176667705364221965
f(z) = 2/133*z^3 - 268/133*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013784879707513143721887014755741121878
f(z) = 2/135*z^3 - 272/135*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016210722342147475526340136566101588104
f(z) = 2/137*z^3 - 276/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016216958102292237677369136769411931580
f(z) = 2/139*z^3 - 280/139*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013873292025664134888938087111068065637
f(z) = 3/130*z^3 - 263/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016180251504413139327231041907499761518
f(z) = 3/131*z^3 - 265/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016187076463529831082567076226198935857
f(z) = 3/133*z^3 - 269/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013899264325849530244675312551169250669
f(z) = 3/134*z^3 - 271/134*z + 1
*
0 | 0.059598057611740064340189243144339550742 | 0.010610732852634755398531311786041278375
f(z) = 3/136*z^3 - 275/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016200297702748843022753329800194534711
f(z) = 3/137*z^3 - 277/137*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012508724552458921180273215541194664567
f(z) = 4/129*z^3 - 262/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016169336723503906801582879295535931802
f(z) = 4/131*z^3 - 266/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016176347827343489199705532571925287497
f(z) = 4/133*z^3 - 270/133*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013766888209815681127822168008116419529
f(z) = 4/135*z^3 - 274/135*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016189923956333102086097195847880488595
f(z) = 4/137*z^3 - 278/137*z + 1
*
[ -9 ] 
f(z) = 5/126*z^3 - 265/126*z + 1
*
12/5 | 0.13200479042090112611567371135435338288 | 0.015721207691506655706981413065669392613
f(z) = 5/128*z^3 - 277/120*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011533841157601372027856290972349694252
f(z) = 5/128*z^3 - 261/128*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012500172681609034206477640769985256146
f(z) = 5/129*z^3 - 263/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016158477531762827973603314851483689024
f(z) = 5/131*z^3 - 267/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016165672987060007237997568452262892675
f(z) = 5/133*z^3 - 271/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013881044975225876297288684669196205000
f(z) = 5/134*z^3 - 273/134*z + 1
*
0 | 0.062450515144908563555898017306718878183 | 0.011104253334240654370056225990375756116
f(z) = 5/136*z^3 - 277/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016179600664252952037616542326778683062
f(z) = 5/137*z^3 - 279/137*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016147673429724797747406299318753942762
f(z) = 6/131*z^3 - 268/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016155051466673313004865682268286858878
f(z) = 6/133*z^3 - 272/133*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016169327393246658659321170215995833407
f(z) = 6/137*z^3 - 280/137*z + 1
*
-5 | 0.090523540014547549117221239000670285878 | 0.016158804000578594420713008804332866430
f(z) = 7/120*z^3 - 271/120*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016121275815558251896544663482079662342
f(z) = 7/127*z^3 - 261/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011518040263364301250285473034740155332
f(z) = 7/128*z^3 - 263/128*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012483015516260091129065539089499589419
f(z) = 7/129*z^3 - 265/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013835811653766253250688230119128002748
f(z) = 7/130*z^3 - 267/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016136923924314667337733668731611339455
f(z) = 7/131*z^3 - 269/131*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013863005795014825669810808934917750513
f(z) = 7/134*z^3 - 275/134*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013740232327336014822764238639582022023
f(z) = 7/135*z^3 - 277/135*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016110204425598964120517936971675665263
f(z) = 8/127*z^3 - 262/127*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012474779915444084121279392155882964384
f(z) = 8/129*z^3 - 266/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016126228528741494424998605106794116531
f(z) = 8/131*z^3 - 270/131*z + 1
*
[ 7 ] 
f(z) = 8/133*z^3 - 278/133*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016133966511459186013593434109978226918
f(z) = 8/133*z^3 - 274/133*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013731433866439029939318824395088444819
f(z) = 8/135*z^3 - 278/135*z + 1
*
0 | 0.089707817815352479274171795243241854243 | 0.016099306892327953006533570648920209930
f(z) = 9/127*z^3 - 263/127*z + 1
*
0 | 0.064180935316024287293194731165136726598 | 0.011502516666150632105305359115204265746
f(z) = 9/128*z^3 - 265/128*z + 1
*
[ 1/3 ] 
f(z) = 9/130*z^3 - 261/130*z + 1
*
0 | 0.090282060866692130029603414266043605041 | 0.016115699033408779980897201231411297644
f(z) = 9/131*z^3 - 271/131*z + 1
*
[ 1/3 ] 
f(z) = 9/131*z^3 - 263/131*z + 1
*
0 | 0.090562388238961693595613186971557724577 | 0.016123567555848036781387596590959251193
f(z) = 9/133*z^3 - 275/133*z + 1
*
[ 1/3 ] 
f(z) = 9/133*z^3 - 267/133*z + 1
*
0 | 0.077865341687134988844356751474563229582 | 0.013845145681262618036729088456477344834
f(z) = 9/134*z^3 - 277/134*z + 1
*
[ 1/3 ] 
f(z) = 9/134*z^3 - 269/134*z + 1
*
-17/3 | 0.15752431792955958106804146443670068803 | 0.028231531425756267291861535500859224976
f(z) = 9/136*z^3 - 265/136*z + 1
*
[ 1/3 ] 
f(z) = 9/137*z^3 - 275/137*z + 1
*
[ 1/3 ] 
f(z) = 9/139*z^3 - 279/139*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016088232982100396641806216748394371869
f(z) = 10/127*z^3 - 264/127*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012458066501235499803128373454323044097
f(z) = 10/129*z^3 - 268/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016104998150743733331284044325125097412
f(z) = 10/131*z^3 - 272/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016113089271869923482172942589183305600
f(z) = 10/133*z^3 - 276/133*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016068449895481682240398649419500548206
f(z) = 11/125*z^3 - 261/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011335338947037657365104733992270204591
f(z) = 11/126*z^3 - 263/126*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016077331889791970075278427902463387262
f(z) = 11/127*z^3 - 265/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011486922888208709623818516080458645568
f(z) = 11/128*z^3 - 267/128*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012449773166976690868728134266501103715
f(z) = 11/129*z^3 - 269/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013799086126531848130666760956557148020
f(z) = 11/130*z^3 - 271/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016094462225236236984053787616178246236
f(z) = 11/131*z^3 - 273/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016102727417431118376131772317736897168
f(z) = 11/133*z^3 - 277/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013827455491478356199411026488579258410
f(z) = 11/134*z^3 - 279/134*z + 1
*
0 | 0.089413952277118017041209856374213115477 | 0.016057546765780031825336083864049061685
f(z) = 12/125*z^3 - 262/125*z + 1
*
0 | 0.089707836576694653646574532968375955515 | 0.016066606229434154472474313568406591453
f(z) = 12/127*z^3 - 266/127*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016083978523202927028061008679006523520
f(z) = 12/131*z^3 - 274/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016092416149459673300974165871673578451
f(z) = 12/133*z^3 - 278/133*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011428417053450727551257945828194583857
f(z) = 13/124*z^3 - 261/124*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016046436771329643168408590438254800277
f(z) = 13/125*z^3 - 263/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011319948561967075835695012806701173560
f(z) = 13/126*z^3 - 265/126*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016055696417391381706667313840543833956
f(z) = 13/127*z^3 - 267/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011471600613803026083344975915166464160
f(z) = 13/128*z^3 - 269/128*z + 1
*
0 | 0.069653225387326382474725014825253996396 | 0.012433371660686899574468474595549194696
f(z) = 13/129*z^3 - 271/129*z + 1
*
0 | 0.090282118265736282547218240557775303088 | 0.016073668785121587510125873294919202145
f(z) = 13/131*z^3 - 275/131*z + 1
*
0 | 0.090562761204697516173021910791422387268 | 0.016082286497739531350891039307518595011
f(z) = 13/133*z^3 - 279/133*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016035515336213743363514971318391200421
f(z) = 14/125*z^3 - 264/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016044961038266451970681530612818053837
f(z) = 14/127*z^3 - 268/127*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012425142162889258001055198802426185543
f(z) = 14/129*z^3 - 272/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016063165967720122132670648857571030104
f(z) = 14/131*z^3 - 276/131*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011412760585957268066300010361319969613
f(z) = 15/124*z^3 - 263/124*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016034279908490277377115244573157095108
f(z) = 15/127*z^3 - 269/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011456432208664399343744475117389981956
f(z) = 15/128*z^3 - 271/128*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016052836217491873814791971535229835993
f(z) = 15/131*z^3 - 277/131*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012350143393726218936970787953424428076
f(z) = 16/123*z^3 - 262/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016013840148299425863528386535908003900
f(z) = 16/125*z^3 - 266/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016023652544368303581002607869766329561
f(z) = 16/127*z^3 - 270/127*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012408925342622598134604857026563928063
f(z) = 16/129*z^3 - 274/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016042556896998558041795430327086681234
f(z) = 16/131*z^3 - 278/131*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013680953675748863350008074159978257006
f(z) = 17/122*z^3 - 261/122*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012341699940451842561908241150622624812
f(z) = 17/123*z^3 - 263/123*z + 1
*
0 | 0.063593723229119523378454186088600203022 | 0.011397276429576816695492421359322026739
f(z) = 17/124*z^3 - 265/124*z + 1
*
0 | 0.089414003152171496110867007503648840938 | 0.016003226027490364904298514774195399263
f(z) = 17/125*z^3 - 267/125*z + 1
*
0 | 0.063163100631919265855772852928722626903 | 0.011289787148307625048091310639603171227
f(z) = 17/126*z^3 - 269/126*z + 1
*
0 | 0.089707980658369242229211300247889577783 | 0.016013223483232437957743885827859960327
f(z) = 17/127*z^3 - 271/127*z + 1
*
0 | 0.064180782776319330228513137400223357764 | 0.011441502002275975982183388450046488012
f(z) = 17/128*z^3 - 273/128*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012400877016277676369077025237762301686
f(z) = 17/129*z^3 - 275/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013745355524824890533337210637169373425
f(z) = 17/130*z^3 - 277/130*z + 1
*
[ -5 ] 
f(z) = 17/130*z^3 - 269/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016032327571585614493707892860254967545
f(z) = 17/131*z^3 - 279/131*z + 1
*
[ -5 ] 
f(z) = 17/135*z^3 - 263/135*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015992385185143143372890830311674328247
f(z) = 18/125*z^3 - 268/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016002557208914299941310820193714192471
f(z) = 18/127*z^3 - 272/127*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016022147811935027765925806039560972940
f(z) = 18/131*z^3 - 280/131*z + 1
*
[ 1/3 ] 
f(z) = 18/131*z^3 - 264/131*z + 1
*
[ 1/3 ] 
f(z) = 18/133*z^3 - 268/133*z + 1
*
[ 1/3 ] 
f(z) = 18/137*z^3 - 276/137*z + 1
*
[ 1/3 ] 
f(z) = 18/139*z^3 - 280/139*z + 1
*
0 | 0.088811835429349651373018709688373203223 | 0.015960375545119165085290765059988284591
f(z) = 19/121*z^3 - 261/121*z + 1
*
0 | 0.076128657131607223923229747844984596726 | 0.013662338961195921292329593433999908477
f(z) = 19/122*z^3 - 263/122*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012325128428845098341788406760030610319
f(z) = 19/123*z^3 - 265/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011381927636549740062382448163598842537
f(z) = 19/124*z^3 - 267/124*z + 1
*
0 | 0.089413329605911039886738289767513635658 | 0.015981759118425578440028130853044272451
f(z) = 19/125*z^3 - 269/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011274708130863809042000900026330560796
f(z) = 19/126*z^3 - 271/126*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015992088300498139480631405844976259284
f(z) = 19/127*z^3 - 273/127*z + 1
*
0 | 0.064180906887245568951435586839483661615 | 0.011426655238613667967918109093503906382
f(z) = 19/128*z^3 - 275/128*z + 1
*
0 | 0.069653733775116645055869430656878992925 | 0.012385049246110303361010646429428570967
f(z) = 19/129*z^3 - 277/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013727794850468348489187287640970775735
f(z) = 19/130*z^3 - 279/130*z + 1
*
-4 | 0.15033218285978580413098626317507327098 | 0.026834879385185753090086620616167664173
f(z) = 19/132*z^3 - 271/132*z + 1
*
-21/2 | 0.23185298939528714658876608327566249871 | 0.026167453776751311464928105696487810292
f(z) = 1/135*z^3 - 261/140*z + 1
*
[ -65/6 ] 
f(z) = 3/125*z^3 - 269/156*z + 1
*
-10 | 0.20080545946347405838501985189800588015 | 0.028764545814957864601709254420921358082
f(z) = 1/128*z^3 - 269/160*z + 1
*
[ 3/8 ] 
f(z) = 2/135*z^3 - 267/160*z + 1
*
[ 5/13 ] 
f(z) = 3/125*z^3 - 271/169*z + 1
*
-28/3 | 0.23760670389910833440725841935871060433 | 0.028297945316844709777981719656429094180
f(z) = 3/128*z^3 - 277/168*z + 1
*
[ 5/13 ] 
f(z) = 8/125*z^3 - 272/169*z + 1
*
[ 10/27 ] 
f(z) = 9/125*z^3 - 277/162*z + 1
*
-2 | 0.17503721500141806753810404332959762522 | 0.022875910430949756077396513894637387928
f(z) = 11/120*z^3 - 263/165*z + 1
*
[ 3/8 ] 
f(z) = 14/135*z^3 - 269/160*z + 1
*
[ 5/13 ] 
f(z) = 18/125*z^3 - 274/169*z + 1
*
[ -18 ] 
f(z) = 1/132*z^3 - 277/198*z + 1
*
[ 22/3 ] 
f(z) = 5/121*z^3 - 269/198*z + 1
*
[ -6 ] 
f(z) = 9/124*z^3 - 269/186*z + 1
*
10/13 | 0.22077180179226634318962310288157268288 | 0.028810334378344118428694550481877719651
f(z) = 13/120*z^3 - 266/195*z + 1
*
[ 4/9 ] 
f(z) = 3/128*z^3 - 271/216*z + 1
*
[ 30/7 ] 
f(z) = 14/125*z^3 - 271/210*z + 1
*
[ 4/9 ] 
f(z) = 15/128*z^3 - 275/216*z + 1
*
[ -60/11 ] 
f(z) = 11/135*z^3 - 273/220*z + 1
*
[ 33/8 ] 
f(z) = 16/135*z^3 - 277/220*z + 1
*
[ -6 ] 
f(z) = 8/129*z^3 - 275/258*z + 1
*
[ 1/2 ] 
f(z) = 10/129*z^3 - 263/258*z + 1
*
[ 1/2 ] 
f(z) = 14/127*z^3 - 261/254*z + 1
*
[ 1/2 ] 
f(z) = 14/129*z^3 - 265/258*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017606295383161865177446154882480507440
f(z) = 17/125*z^3 - 261/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017634929023821774108378371395883991181
f(z) = 17/127*z^3 - 263/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014016854336926230006091002202263663629
f(z) = 17/129*z^3 - 265/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.015916825892770797658785710444257923101
f(z) = 18/121*z^3 - 265/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.015981855618648032937989503076360736882
f(z) = 18/125*z^3 - 269/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016013194877758517028111760836184399749
f(z) = 18/127*z^3 - 271/254*z + 1
*
[ 1/2 ] 
f(z) = 18/127*z^3 - 263/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017357839059401897890580997883896791780
f(z) = 19/121*z^3 - 273/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.013767386628087516994727721415308268272
f(z) = 19/123*z^3 - 275/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017420036450663934857592175614573917155
f(z) = 19/125*z^3 - 277/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017449981402666122342167058590334300357
f(z) = 19/127*z^3 - 279/254*z + 1
*
[ 1/2 ] 
f(z) = 2/131*z^3 - 263/262*z + 1
*
[ 1/2 ] 
f(z) = 2/133*z^3 - 267/266*z + 1
*
[ 1/2 ] 
f(z) = 2/135*z^3 - 271/270*z + 1
*
[ 1/2 ] 
f(z) = 2/137*z^3 - 275/274*z + 1
*
[ 1/2 ] 
f(z) = 2/139*z^3 - 279/278*z + 1
*
[ 1/2 ] 
f(z) = 6/131*z^3 - 265/262*z + 1
*
[ 1/2 ] 
f(z) = 6/133*z^3 - 269/266*z + 1
*
[ 1/2 ] 
f(z) = 6/137*z^3 - 277/274*z + 1
*
[ 1/2 ] 
f(z) = 10/131*z^3 - 267/262*z + 1
*
[ 1/2 ] 
f(z) = 10/133*z^3 - 271/266*z + 1
*
[ 1/2 ] 
f(z) = 10/137*z^3 - 279/274*z + 1
*
[ 1/2 ] 
f(z) = 14/131*z^3 - 269/262*z + 1
*
[ 1/2 ] 
f(z) = 14/135*z^3 - 277/270*z + 1
*
[ 4 ] 
f(z) = 15/134*z^3 - 279/268*z + 1
*
-2 | 0.091512840070718273166613668708404836311 | 0.016389881001047188004411200648005185992
f(z) = 16/133*z^3 - 261/266*z + 1
*
-2 | 0.078226126325741777291464620141387200820 | 0.013972888592294921479322434498560112346
f(z) = 16/135*z^3 - 263/270*z + 1
*
-2 | 0.092061577063428850022184223387086912675 | 0.016401118114275239103141614621136298658
f(z) = 16/137*z^3 - 265/274*z + 1
*
-2 | 0.092329966087550458205028571366636512525 | 0.016406571128773052502333552271090358150
f(z) = 16/139*z^3 - 267/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017690067250190655923445783662211508433
f(z) = 17/131*z^3 - 267/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017716623212036901227013073014887797745
f(z) = 17/133*z^3 - 269/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015321467196949980682974241341947699126
f(z) = 17/135*z^3 - 271/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 17/137*z^3 - 273/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 17/139*z^3 - 275/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016073662693498921705822137072623176331
f(z) = 18/131*z^3 - 275/262*z + 1
*
[ 1/2 ] 
f(z) = 18/131*z^3 - 271/262*z + 1
*
[ 1/2 ] 
f(z) = 18/133*z^3 - 275/266*z + 1
*
[ -4 ] 
f(z) = 19/134*z^3 - 273/268*z + 1
*
[ -4 ] 
f(z) = 19/138*z^3 - 263/276*z + 1
*
-21/4 | 0.25609887842721938992229066365588678196 | 0.028676474076170631669000493906500499816
f(z) = 2/135*z^3 - 261/280*z + 1
*
[ 40/7 ] 
f(z) = 7/128*z^3 - 269/280*z + 1
*
[ 10/19 ] 
f(z) = 19/120*z^3 - 269/285*z + 1
*
[ -55 ] 
f(z) = 1/125*z^3 - 255/11*z + 1
*
[ 30 ] 
f(z) = 4/135*z^3 - 257/10*z + 1
*
[ -30 ] 
f(z) = 6/125*z^3 - 253/6*z + 1
*
-3/4 | 0.25582123270697921942257695956095996840 | 0.029053343534075871343546395072522279803
f(z) = 8/135*z^3 - 247/10*z + 1
*
[ -15 ] 
f(z) = 11/135*z^3 - 259/15*z + 1
*
[ 55/4 ] 
f(z) = 16/125*z^3 - 256/11*z + 1
*
36 | 0.18033016653858195144979664886069490925 | 0.021838651367026433163307293996304812100
f(z) = 1/128*z^3 - 241/24*z + 1
*
[ 55/2 ] 
f(z) = 2/125*z^3 - 245/22*z + 1
*
[ 22 ] 
f(z) = 3/121*z^3 - 243/22*z + 1
*
[ -22 ] 
f(z) = 3/121*z^3 - 241/22*z + 1
*
20 | 0.23605405582496612456623407347238786730 | 0.028502138335702831603526962650438090363
f(z) = 3/128*z^3 - 247/24*z + 1
*
21 | 0.25296782670799980257073959321302794105 | 0.028782654868020195182755523233095388073
f(z) = 4/135*z^3 - 243/20*z + 1
*
45/4 | 0.24441853684957823904464863972985016069 | 0.028003109475971749719349172428506860067
f(z) = 12/125*z^3 - 247/20*z + 1
*
[ 12 ] 
f(z) = 13/135*z^3 - 259/20*z + 1
*
28/3 | 0.15958862399943543328575420617081354476 | 0.019232082762652384575854487949709468227
f(z) = 15/128*z^3 - 251/24*z + 1
*
[ -33/4 ] 
f(z) = 16/121*z^3 - 260/33*z + 1
*
-75/4 | 0.15779054752295679360777269886146793961 | 0.017953393243290178073904363151802626315
f(z) = 2/135*z^3 - 243/40*z + 1
*
-40/3 | 0.21580224496980457751787565532085977928 | 0.024724531817196087051747525532675151977
f(z) = 4/125*z^3 - 247/45*z + 1
*
45/4 | 0.15319215126258808866215873369748643530 | 0.017519029235642810036812006436986039278
f(z) = 6/125*z^3 - 251/40*z + 1
*
-6/11 | 0.25117140368892650498612912235423219131 | 0.028384809740158921815572088975954679066
f(z) = 11/135*z^3 - 258/55*z + 1
*
[ 9 ] 
f(z) = 11/135*z^3 - 257/45*z + 1
*
[ -9 ] 
f(z) = 11/135*z^3 - 247/45*z + 1
*
185/24 | 0.24021078579376932852788095329431237878 | 0.023254669894025567937806390236690810355
f(z) = 12/125*z^3 - 245/48*z + 1
*
36/5 | 0.24726356975957044148529927158890871987 | 0.029769349675524191594005789617499394765
f(z) = 15/128*z^3 - 253/40*z + 1
*
85/12 | 0.12229864758410801730790934154470727769 | 0.013948371163843200791503260484236616271
f(z) = 18/125*z^3 - 257/40*z + 1
*
-20 | 0.099642225999394126309815835047945615938 | 0.015962618086863398906003860387463773018
f(z) = 1/120*z^3 - 257/60*z + 1
*
-45/2 | 0.24287912299240098736420333284589036798 | 0.027826738340921986390691774573235204403
f(z) = 1/125*z^3 - 247/60*z + 1
*
-6 | 0.19140485721282045466087642150486400137 | 0.024915949134359830074430766152337358046
f(z) = 11/135*z^3 - 241/60*z + 1
*
[ -15/2 ] 
f(z) = 13/135*z^3 - 257/60*z + 1
*
-65/12 | 0.29724192185061236452679156056999546898 | 0.028708578350249700083731989450152377098
f(z) = 14/125*z^3 - 251/72*z + 1
*
[ 3/14 ] 
f(z) = 14/135*z^3 - 257/70*z + 1
*
6 | 0.22663562589372854801652118165625114806 | 0.029346768062041419654772835603707084772
f(z) = 16/135*z^3 - 251/60*z + 1
*
[ 6 ] 
f(z) = 17/132*z^3 - 251/66*z + 1
*
45/4 | 0.10295503437656108680089756384068765520 | 0.011731826381943680512204726382119606749
f(z) = 3/125*z^3 - 259/80*z + 1
*
6 | 0.18188599191658551456259340388675914182 | 0.026376792536580828751591519523751874579
f(z) = 5/128*z^3 - 247/96*z + 1
*
-18/5 | 0.20854048334239244480260900218122828249 | 0.027393289370200775302051774780319943142
f(z) = 5/136*z^3 - 253/85*z + 1
*
34/5 | 0.091015974435147488049890721571705725409 | 0.012025821013217415480553503085841271835
f(z) = 5/136*z^3 - 242/85*z + 1
*
-12/11 | 0.23872204720426380965378197467100590839 | 0.028768480196423352922660440516807873348
f(z) = 11/128*z^3 - 251/88*z + 1
*
-5/6 | 0.24585132858897364446555077265637880101 | 0.028014998200347031564244354942205107278
f(z) = 14/125*z^3 - 259/90*z + 1
*
2/3 | 0.14127481053150036811056301385272586351 | 0.020511612660889842993398606439202543463
f(z) = 15/128*z^3 - 245/96*z + 1
*
-85/16 | 0.24852970476428496880710194917440182816 | 0.028554578241191497972984855148416833649
f(z) = 16/125*z^3 - 241/80*z + 1
*
-5/9 | 0.17099802944091341290278756092347482056 | 0.019591298599239616049787738516269947059
f(z) = 18/125*z^3 - 247/90*z + 1
*
-5 | 0.11709865529770051257504200594231319631 | 0.013453935889908200336839273595699998264
f(z) = 18/125*z^3 - 241/90*z + 1
*
[ 35/3 ] 
f(z) = 3/125*z^3 - 247/105*z + 1
*
-35/3 | 0.21731715552683429368641808540216087836 | 0.024933003352915597265813403930796206452
f(z) = 3/125*z^3 - 244/105*z + 1
*
[ 21/2 ] 
f(z) = 4/135*z^3 - 248/105*z + 1
*
30/7 | 0.080324373527142729713967406396576121981 | 0.010613153845037690759204326385573148985
f(z) = 7/120*z^3 - 242/105*z + 1
*
-30/7 | 0.11525642551674380638195905082453250760 | 0.014901486669904429664280947627433042963
f(z) = 7/135*z^3 - 254/105*z + 1
*
[ -25/4 ] 
f(z) = 12/125*z^3 - 259/100*z + 1
*
[ 35/6 ] 
f(z) = 12/125*z^3 - 256/105*z + 1
*
-6/7 | 0.15825613702555461347874392174603612056 | 0.020471353979533891428790225890780731605
f(z) = 14/135*z^3 - 253/105*z + 1
*
3/7 | 0.22244997228039477553531340284854121376 | 0.028864817107567553475094210501510756522
f(z) = 14/135*z^3 - 247/105*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016167839545512133933696151220236510545
f(z) = 1/121*z^3 - 243/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013838278991235148862721612136759708979
f(z) = 1/122*z^3 - 245/122*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012482490342227163276861774978427557634
f(z) = 1/123*z^3 - 247/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011525908985660523965007678807098258056
f(z) = 1/124*z^3 - 249/124*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016182061152709690268058296853453923901
f(z) = 1/125*z^3 - 251/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011414749449412529259810145244797252646
f(z) = 1/126*z^3 - 253/126*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016188937331113158467982679590053795366
f(z) = 1/127*z^3 - 255/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011565942422557919231113691604421161340
f(z) = 1/128*z^3 - 257/128*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012534462686438139955574567067361050244
f(z) = 1/129*z^3 - 259/129*z + 1
*
-11 | 0.13321874193948224756522731219904256437 | 0.024288728198128326538956252983124800887
f(z) = 1/132*z^3 - 241/132*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016155761000898308894661402600349515111
f(z) = 2/121*z^3 - 244/121*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012473342790794783165584516209037750120
f(z) = 2/123*z^3 - 248/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016170424820058839589644052442500917863
f(z) = 2/125*z^3 - 252/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016177510849009643178888897898846534189
f(z) = 2/127*z^3 - 256/127*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012525776265598747636488013883367201342
f(z) = 2/129*z^3 - 260/129*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016143749780611614532479525720606809150
f(z) = 3/121*z^3 - 245/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013817858039561447418764985182990680559
f(z) = 3/122*z^3 - 247/122*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011509221165733745145373810551421248713
f(z) = 3/124*z^3 - 251/124*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016158851195926175799661108006546019398
f(z) = 3/125*z^3 - 253/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016166144939323819375642196456439310163
f(z) = 3/127*z^3 - 257/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011549807513148409073808853020137417535
f(z) = 3/128*z^3 - 259/128*z + 1
*
-20/3 | 0.24300776282761216369793520843695695037 | 0.029284953335296456326608664683118157582
f(z) = 3/128*z^3 - 251/120*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016131805223702769109760957157274058436
f(z) = 4/121*z^3 - 246/121*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012455197587482670070676850504129127163
f(z) = 4/123*z^3 - 250/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016147339684731137492209875973266211920
f(z) = 4/125*z^3 - 254/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016154839035987319928516285150451111443
f(z) = 4/127*z^3 - 258/127*z + 1
*
[ 19/2 ] 
f(z) = 4/133*z^3 - 242/133*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016119926678453390665731631398903778809
f(z) = 5/121*z^3 - 247/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013797661230441990975957382604458098307
f(z) = 5/122*z^3 - 249/122*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012446011909735428725787960190259440195
f(z) = 5/123*z^3 - 251/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011492713470987834517290822613946664575
f(z) = 5/124*z^3 - 253/124*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011382481273192021310191098211625527414
f(z) = 5/126*z^3 - 257/126*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016143592580461279422600283172029355424
f(z) = 5/127*z^3 - 259/127*z + 1
*
24/5 | 0.24316502944222405831325726061962523106 | 0.029275905048865452326971373219876657938
f(z) = 5/128*z^3 - 253/120*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016108113502209343293135403519357227329
f(z) = 6/121*z^3 - 248/121*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016124500658940016304654996038120765110
f(z) = 6/125*z^3 - 256/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.016132405021606817939482469955357691704
f(z) = 6/127*z^3 - 260/127*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016096365061217765218962869109487879613
f(z) = 7/121*z^3 - 249/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013777684247601785236787308653172603157
f(z) = 7/122*z^3 - 251/122*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012428347370745543062828129343537543768
f(z) = 7/123*z^3 - 253/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011476382489131925784800284765273342271
f(z) = 7/124*z^3 - 255/124*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016113171992872100296991810884453592107
f(z) = 7/125*z^3 - 257/125*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016084680730467682638562316931499411386
f(z) = 8/121*z^3 - 250/121*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012419493457917245496902000276127998070
f(z) = 8/123*z^3 - 254/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.016101903136525732422182300098698500077
f(z) = 8/125*z^3 - 258/125*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016073059893534116138367061072166891803
f(z) = 9/121*z^3 - 251/121*z + 1
*
[ 1/3 ] 
f(z) = 9/121*z^3 - 243/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013757922892546579655735936629425030172
f(z) = 9/122*z^3 - 253/122*z + 1
*
[ 1/3 ] 
f(z) = 9/122*z^3 - 245/122*z + 1
*
0 | 0.063594145994437537269597346857956570119 | 0.011460312495541922475519937083921037126
f(z) = 9/124*z^3 - 257/124*z + 1
*
[ 1/3 ] 
f(z) = 9/124*z^3 - 249/124*z + 1
*
0 | 0.089413821284566840116456544271862185792 | 0.016090802215179555930411117193838475557
f(z) = 9/125*z^3 - 259/125*z + 1
*
[ 1/3 ] 
f(z) = 9/125*z^3 - 251/125*z + 1
*
[ 1/3 ] 
f(z) = 9/127*z^3 - 255/127*z + 1
*
[ 1/3 ] 
f(z) = 9/128*z^3 - 257/128*z + 1
*
[ 19/3 ] 
f(z) = 9/133*z^3 - 249/133*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016061501942425589330150507589616686480
f(z) = 10/121*z^3 - 252/121*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012401740751430749289736044693340066437
f(z) = 10/123*z^3 - 256/123*z + 1
*
3 | 0.072078107006399401529306291591103806235 | 0.012971088219050374477356036472888665345
f(z) = 11/120*z^3 - 259/120*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013738373080424285650661958682838694827
f(z) = 11/122*z^3 - 255/122*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012393027602254503078040575483694731054
f(z) = 11/123*z^3 - 257/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011444237469868978545211898709394689109
f(z) = 11/124*z^3 - 259/124*z + 1
*
0 | 0.088811628514725187839007882858558633420 | 0.016038697364489064391655787130009548468
f(z) = 12/121*z^3 - 254/121*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016027199447527838520468916584545915842
f(z) = 13/121*z^3 - 255/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013719030836063666538988444266665796573
f(z) = 13/122*z^3 - 257/122*z + 1
*
0 | 0.068769853087116811182717840241433473859 | 0.012375738879004252613175851160597663020
f(z) = 13/123*z^3 - 259/123*z + 1
*
4 | 0.13511907601622047498053946764238352463 | 0.024635201203379372303514455575510557048
f(z) = 13/132*z^3 - 241/132*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016015887123320820630552606697804597031
f(z) = 14/121*z^3 - 256/121*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012367348333693097213297516703481014276
f(z) = 14/123*z^3 - 260/123*z + 1
*
[ 5 ] 
f(z) = 14/135*z^3 - 242/135*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.016004634766374130238264372014284138029
f(z) = 15/121*z^3 - 257/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013699892290181366633937438479032399845
f(z) = 15/122*z^3 - 259/122*z + 1
*
12/5 | 0.24269067690227461105316447005242227785 | 0.029246741195820990954341894842931630124
f(z) = 15/128*z^3 - 251/120*z + 1
*
-8/5 | 0.19585365602702533700506124428971668331 | 0.023718603465142431891750099974376211447
f(z) = 15/128*z^3 - 241/120*z + 1
*
0 | 0.088810960011363604069413070454820404815 | 0.015993446135015803752158877805684029354
f(z) = 16/121*z^3 - 258/121*z + 1
*
[ 19/4 ] 
f(z) = 16/133*z^3 - 256/133*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015982307720064087085637084665839910909
f(z) = 17/121*z^3 - 259/121*z + 1
*
4 | 0.15740269775451760699549246421254158348 | 0.018968656000758239140707430397474531241
f(z) = 17/128*z^3 - 251/136*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015971231932109382516213030088693808359
f(z) = 18/121*z^3 - 260/121*z + 1
*
[ 1/3 ] 
f(z) = 18/121*z^3 - 244/121*z + 1
*
[ 1/3 ] 
f(z) = 18/125*z^3 - 252/125*z + 1
*
[ 1/3 ] 
f(z) = 18/127*z^3 - 256/127*z + 1
*
-3 | 0.13321874193948224756522731219904256437 | 0.023973882304851759186282655117254840856
f(z) = 19/132*z^3 - 259/132*z + 1
*
21/4 | 0.22614937860765758688584222894914910187 | 0.025755473212043589740819350362458628729
f(z) = 4/135*z^3 - 241/140*z + 1
*
16/9 | 0.21966731590919728925588880909396549114 | 0.028795544123009442818751997751508261251
f(z) = 9/128*z^3 - 257/144*z + 1
*
-34/9 | 0.22303514738406105723815976297328290587 | 0.029237023272658574516136002885346907238
f(z) = 9/136*z^3 - 257/153*z + 1
*
[ -16/3 ] 
f(z) = 13/128*z^3 - 245/144*z + 1
*
[ 2/5 ] 
f(z) = 15/128*z^3 - 243/160*z + 1
*
40/3 | 0.23651526172154473751472596177867501495 | 0.027097628731828146575849244978001588081
f(z) = 1/125*z^3 - 247/180*z + 1
*
[ -20/3 ] 
f(z) = 7/125*z^3 - 241/180*z + 1
*
-2 | 0.18431799748270507820430092464071925327 | 0.024353694623366008031256185492153529993
f(z) = 13/120*z^3 - 242/195*z + 1
*
[ 65/8 ] 
f(z) = 4/125*z^3 - 257/208*z + 1
*
[ -25/3 ] 
f(z) = 4/125*z^3 - 248/225*z + 1
*
-42/11 | 0.21436607904362446832320931855373978618 | 0.024390551750462028818523664858878807514
f(z) = 11/135*z^3 - 243/220*z + 1
*
[ -70/17 ] 
f(z) = 17/125*z^3 - 253/238*z + 1
*
[ -16 ] 
f(z) = 1/120*z^3 - 257/240*z + 1
*
[ 1/2 ] 
f(z) = 2/121*z^3 - 243/242*z + 1
*
[ 1/2 ] 
f(z) = 2/123*z^3 - 247/246*z + 1
*
[ 1/2 ] 
f(z) = 2/125*z^3 - 251/250*z + 1
*
[ 1/2 ] 
f(z) = 2/127*z^3 - 255/254*z + 1
*
[ 1/2 ] 
f(z) = 2/129*z^3 - 259/258*z + 1
*
[ 1/2 ] 
f(z) = 6/121*z^3 - 245/242*z + 1
*
[ 1/2 ] 
f(z) = 6/125*z^3 - 253/250*z + 1
*
[ 1/2 ] 
f(z) = 6/127*z^3 - 257/254*z + 1
*
[ 1/2 ] 
f(z) = 10/121*z^3 - 247/242*z + 1
*
[ 1/2 ] 
f(z) = 10/123*z^3 - 251/246*z + 1
*
[ 1/2 ] 
f(z) = 10/127*z^3 - 259/254*z + 1
*
[ 1/2 ] 
f(z) = 14/121*z^3 - 249/242*z + 1
*
[ 1/2 ] 
f(z) = 14/123*z^3 - 253/246*z + 1
*
[ 1/2 ] 
f(z) = 14/125*z^3 - 257/250*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012543312276720293571666909689244514880
f(z) = 14/129*z^3 - 241/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 15/121*z^3 - 241/242*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 15/127*z^3 - 247/254*z + 1
*
-2 | 0.089761755207292112481604538719501601733 | 0.016268694430505551577570509944342463223
f(z) = 16/121*z^3 - 249/242*z + 1
*
-2 | 0.069720672264839644254620764962226583005 | 0.012618091771458445333492183154212201562
f(z) = 16/123*z^3 - 251/246*z + 1
*
-2 | 0.090364036535172853883056221011136866898 | 0.016330684243222018179910349130239066089
f(z) = 16/125*z^3 - 253/250*z + 1
*
-2 | 0.090657987445474523313522198937761486830 | 0.016360526206100631908519074744003031085
f(z) = 16/127*z^3 - 255/254*z + 1
*
-2 | 0.070602673172048063136214823116086572768 | 0.012714422299013482250066774936584628114
f(z) = 16/129*z^3 - 257/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017546760422715186135746197561540292875
f(z) = 17/121*z^3 - 257/242*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.013915713214090707156350364896615985358
f(z) = 17/123*z^3 - 259/246*z + 1
*
[ 1/2 ] 
f(z) = 18/121*z^3 - 251/242*z + 1
*
[ 1/2 ] 
f(z) = 18/125*z^3 - 259/250*z + 1
*
[ 16 ] 
f(z) = 1/136*z^3 - 257/272*z + 1
*
5/4 | 0.11165816199046756633042862893249427907 | 0.019944577741411359931360790721087235837
f(z) = 8/135*z^3 - 241/270*z + 1
*
-24/11 | 0.24803205018521338034696827447603845118 | 0.029709639624677937623407581490157852198
f(z) = 11/128*z^3 - 251/264*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 13/137*z^3 - 241/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 13/139*z^3 - 243/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 14/131*z^3 - 243/262*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 14/135*z^3 - 247/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 14/137*z^3 - 249/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 14/139*z^3 - 251/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 15/131*z^3 - 251/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 15/133*z^3 - 253/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 15/137*z^3 - 257/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 15/139*z^3 - 259/278*z + 1
*
-2 | 0.091232251088855269074670036038747292352 | 0.016384088848531753747976749449162729520
f(z) = 16/131*z^3 - 259/262*z + 1
*
[ 7/2 ] 
f(z) = 18/133*z^3 - 251/266*z + 1
*
[ 15/28 ] 
f(z) = 14/135*z^3 - 251/280*z + 1
*
[ 15 ] 
f(z) = 9/125*z^3 - 229/15*z + 1
*
[ -15 ] 
f(z) = 9/125*z^3 - 227/15*z + 1
*
-10 | 0.17570620451816204374363405557166042654 | 0.023427567214211065536422504922209256629
f(z) = 17/120*z^3 - 226/15*z + 1
*
[ 10 ] 
f(z) = 19/120*z^3 - 224/15*z + 1
*
[ -10 ] 
f(z) = 19/120*z^3 - 221/15*z + 1
*
[ -20 ] 
f(z) = 19/125*z^3 - 239/4*z + 1
*
[ 32 ] 
f(z) = 1/128*z^3 - 225/32*z + 1
*
[ -32 ] 
f(z) = 1/128*z^3 - 223/32*z + 1
*
[ 25 ] 
f(z) = 2/125*z^3 - 226/25*z + 1
*
[ -25 ] 
f(z) = 2/125*z^3 - 224/25*z + 1
*
[ 55/3 ] 
f(z) = 3/125*z^3 - 235/33*z + 1
*
56/3 | 0.21876948175773625730975094289145066866 | 0.026745218509299118053518681596763139243
f(z) = 3/128*z^3 - 223/24*z + 1
*
[ 20 ] 
f(z) = 4/125*z^3 - 237/20*z + 1
*
[ 25/2 ] 
f(z) = 8/125*z^3 - 227/25*z + 1
*
[ -25/2 ] 
f(z) = 8/125*z^3 - 223/25*z + 1
*
[ 32/3 ] 
f(z) = 9/128*z^3 - 227/32*z + 1
*
[ 12 ] 
f(z) = 9/128*z^3 - 221/24*z + 1
*
[ -32/3 ] 
f(z) = 9/128*z^3 - 221/32*z + 1
*
28/3 | 0.22586844554700514638280500843163278335 | 0.027553202579276547892109208624067392050
f(z) = 15/128*z^3 - 227/24*z + 1
*
-5/6 | 0.28609451697005742063878266413348088458 | 0.027763289680113923727627639708519209949
f(z) = 16/125*z^3 - 239/36*z + 1
*
-75/8 | 0.25956576742203887727668407281176757490 | 0.029764030573155051224426242442844976258
f(z) = 16/135*z^3 - 227/20*z + 1
*
[ 25/3 ] 
f(z) = 18/125*z^3 - 228/25*z + 1
*
[ -25/3 ] 
f(z) = 18/125*z^3 - 222/25*z + 1
*
-24 | 0.16882339458938981669228001263775169411 | 0.025879019263791880656840629130378663354
f(z) = 1/126*z^3 - 227/42*z + 1
*
10/3 | 0.24193771528470796832989199140836478963 | 0.028032802504935508883413244427697726037
f(z) = 2/125*z^3 - 224/45*z + 1
*
12 | 0.14427695190244939190331223823601120111 | 0.017562609729320556579880603216815512685
f(z) = 5/128*z^3 - 231/40*z + 1
*
-4/7 | 0.19927010415966176805489870654875648188 | 0.024156727044099213604987925482004634334
f(z) = 7/128*z^3 - 239/56*z + 1
*
[ 55/6 ] 
f(z) = 9/125*z^3 - 227/44*z + 1
*
-55/8 | 0.25551156055483047948172485083881121860 | 0.024985297925774303482826726126401441039
f(z) = 12/125*z^3 - 221/48*z + 1
*
15/26 | 0.28574626920094987341532609706835668205 | 0.027661185970881500645689173909747758088
f(z) = 13/135*z^3 - 227/52*z + 1
*
15/28 | 0.28857715126974432944337300865710507434 | 0.028027066098879707483254356914929728968
f(z) = 14/125*z^3 - 237/56*z + 1
*
-5/4 | 0.20090592591027535928833737544242888895 | 0.019577589767145593222278114902882029005
f(z) = 14/125*z^3 - 229/56*z + 1
*
-36/5 | 0.13203158951621117891485445238721128217 | 0.016055152634430931096276985991762284062
f(z) = 15/128*z^3 - 233/40*z + 1
*
6 | 0.14463048521402486543350385950076519797 | 0.022053388684312756127639660370661886260
f(z) = 19/126*z^3 - 235/42*z + 1
*
-6 | 0.15214835567003120373040845531444907150 | 0.023419058825320111437198046077926005191
f(z) = 19/126*z^3 - 221/42*z + 1
*
-18 | 0.14189136981648797242773262576880991525 | 0.022998431500586487215575312298449053462
f(z) = 1/132*z^3 - 239/66*z + 1
*
-22 | 0.16187905622500083197553425274239912432 | 0.026346706604354929061743446516905496882
f(z) = 1/132*z^3 - 233/66*z + 1
*
22 | 0.13871683879998774260543075786202478380 | 0.022673199576560609507065064559199642418
f(z) = 1/132*z^3 - 227/66*z + 1
*
[ 33/2 ] 
f(z) = 2/121*z^3 - 235/66*z + 1
*
[ -33/2 ] 
f(z) = 2/121*z^3 - 227/66*z + 1
*
20/3 | 0.15613234731848644583965433827494304206 | 0.018062875185838525924284678227650633907
f(z) = 6/125*z^3 - 227/60*z + 1
*
-60/7 | 0.15946231813808866582525254753056201538 | 0.018338826264050685294704764692987979591
f(z) = 7/125*z^3 - 239/70*z + 1
*
[ 33/4 ] 
f(z) = 8/121*z^3 - 239/66*z + 1
*
[ -33/4 ] 
f(z) = 8/121*z^3 - 223/66*z + 1
*
115/24 | 0.23505090914785894777923395814496627551 | 0.022984545122071338897495565887780919891
f(z) = 8/125*z^3 - 221/72*z + 1
*
4/9 | 0.22037896346380018096161036765563124805 | 0.026770444494455174353851511578152220644
f(z) = 9/128*z^3 - 235/72*z + 1
*
[ -15/2 ] 
f(z) = 11/125*z^3 - 229/60*z + 1
*
[ 15/2 ] 
f(z) = 11/135*z^3 - 223/60*z + 1
*
5 | 0.22099152863482470259629964020178223327 | 0.025645879144921277342774494993257948883
f(z) = 12/125*z^3 - 221/60*z + 1
*
6 | 0.18338930660394509880856392189061980984 | 0.023977902677115296604887804595207909785
f(z) = 13/135*z^3 - 233/60*z + 1
*
3/2 | 0.17672765351151701879654552082532781066 | 0.023267760684637863443610933121963585400
f(z) = 16/135*z^3 - 221/60*z + 1
*
-15/34 | 0.15125127239983776035639367011906946359 | 0.014714086023261929780671651206185645171
f(z) = 17/125*z^3 - 233/68*z + 1
*
[ -6 ] 
f(z) = 17/132*z^3 - 229/66*z + 1
*
4 | 0.12490446339675154242412758188698839742 | 0.020415573560475395312019198910349075473
f(z) = 19/120*z^3 - 227/60*z + 1
*
-15/2 | 0.11118466685545498622725758516775282676 | 0.012849859552033103745041318308182766000
f(z) = 2/125*z^3 - 229/90*z + 1
*
35/6 | 0.30562676042008116010690840622672009686 | 0.029658744856076878951775057799066518518
f(z) = 3/125*z^3 - 239/84*z + 1
*
-10 | 0.21777380635003248551804813359741349258 | 0.025118334432871725700063541999466283929
f(z) = 4/125*z^3 - 233/80*z + 1
*
[ 10 ] 
f(z) = 5/136*z^3 - 236/85*z + 1
*
-9/2 | 0.18310681890080182650832432212759844644 | 0.028145234641740138957893003465177661347
f(z) = 8/135*z^3 - 223/90*z + 1
*
[ -6 ] 
f(z) = 13/128*z^3 - 239/96*z + 1
*
-15/16 | 0.11268924673554863118828746947749322448 | 0.012921912694477669639917578542609315771
f(z) = 16/135*z^3 - 227/80*z + 1
*
[ -21 ] 
f(z) = 1/135*z^3 - 233/105*z + 1
*
[ -35/3 ] 
f(z) = 3/125*z^3 - 229/105*z + 1
*
6/7 | 0.13594552149253128561627030855935857293 | 0.018063020167041150638468724713178478622
f(z) = 7/120*z^3 - 232/105*z + 1
*
95/28 | 0.24030631950411127802626787561413699371 | 0.023417022272430094234440567725320942080
f(z) = 7/125*z^3 - 229/112*z + 1
*
[ 4/13 ] 
f(z) = 13/128*z^3 - 235/104*z + 1
*
30/7 | 0.23017566568688344311780258476198297338 | 0.026683792677524501968755024759727617064
f(z) = 14/125*z^3 - 223/105*z + 1
*
[ 19 ] 
f(z) = 1/133*z^3 - 235/133*z + 1
*
[ -19 ] 
f(z) = 1/133*z^3 - 221/133*z + 1
*
3 | 0.13321874193948224756522731219904256437 | 0.024678534031963566610540403822990354867
f(z) = 5/132*z^3 - 221/132*z + 1
*
[ -7 ] 
f(z) = 8/133*z^3 - 240/133*z + 1
*
-10/3 | 0.21072528657019822486331800659367402364 | 0.027998973848006700358171502694860861172
f(z) = 11/120*z^3 - 232/135*z + 1
*
[ -6 ] 
f(z) = 11/138*z^3 - 235/138*z + 1
*
[ 5 ] 
f(z) = 13/120*z^3 - 229/120*z + 1
*
[ 24/5 ] 
f(z) = 15/128*z^3 - 229/120*z + 1
*
[ -5 ] 
f(z) = 16/135*z^3 - 238/135*z + 1
*
-3 | 0.11936402145571926257609542499532669588 | 0.021897482924127859588815943849182786658
f(z) = 17/120*z^3 - 233/120*z + 1
*
-85/14 | 0.19942097510485753723858985370099551658 | 0.023001493290528836191139138531805622889
f(z) = 7/125*z^3 - 233/140*z + 1
*
-6/7 | 0.097315444272713383567388623258622503537 | 0.011159021034787176183859474820207590771
f(z) = 7/135*z^3 - 227/140*z + 1
*
[ 35/6 ] 
f(z) = 9/125*z^3 - 227/140*z + 1
*
[ 16/3 ] 
f(z) = 11/128*z^3 - 235/144*z + 1
*
-4 | 0.16358189970508562809324206499113752801 | 0.019871044393363145448457840830020204888
f(z) = 19/128*z^3 - 235/152*z + 1
*
[ 10 ] 
f(z) = 3/128*z^3 - 231/160*z + 1
*
-24/7 | 0.23723415786146893934474506873436724095 | 0.028939681213331818670840158074066981896
f(z) = 7/128*z^3 - 227/168*z + 1
*
3 | 0.19461837570845651522421070904227854452 | 0.025403595273953271143186322433384176649
f(z) = 11/135*z^3 - 236/165*z + 1
*
-55/12 | 0.17079320968564706630966515598655388280 | 0.019738951592620876375005293412688264427
f(z) = 4/125*z^3 - 229/180*z + 1
*
[ 6 ] 
f(z) = 7/124*z^3 - 223/186*z + 1
*
-5/2 | 0.17079320968564706630966515598655388280 | 0.019738951592620876375005293412688264427
f(z) = 9/125*z^3 - 229/180*z + 1
*
[ 6/13 ] 
f(z) = 13/120*z^3 - 232/195*z + 1
*
[ 15/32 ] 
f(z) = 16/125*z^3 - 223/192*z + 1
*
[ -9/2 ] 
f(z) = 17/135*z^3 - 239/180*z + 1
*
[ 30/7 ] 
f(z) = 14/135*z^3 - 239/210*z + 1
*
[ 33/2 ] 
f(z) = 1/135*z^3 - 237/220*z + 1
*
[ 65/6 ] 
f(z) = 2/125*z^3 - 227/234*z + 1
*
[ -25/6 ] 
f(z) = 16/125*z^3 - 221/225*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = 12/125*z^3 - 221/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = 12/127*z^3 - 223/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 13/121*z^3 - 225/242*z + 1
*
[ 4 ] 
f(z) = 13/122*z^3 - 233/244*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.014045879922384447793519116894732662606
f(z) = 13/123*z^3 - 227/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 13/125*z^3 - 229/250*z + 1
*
[ 4 ] 
f(z) = 13/126*z^3 - 227/252*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 13/127*z^3 - 231/254*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = 13/129*z^3 - 233/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 14/121*z^3 - 233/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = 14/123*z^3 - 235/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 14/125*z^3 - 237/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 14/127*z^3 - 239/254*z + 1
*
[ -4 ] 
f(z) = 17/122*z^3 - 239/244*z + 1
*
[ -4 ] 
f(z) = 17/126*z^3 - 229/252*z + 1
*
10 | 0.12776343348736389243604633835461218611 | 0.022821329728819210394742619493975891635
f(z) = 1/135*z^3 - 227/270*z + 1
*
[ -16 ] 
f(z) = 1/136*z^3 - 223/272*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 11/133*z^3 - 221/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = 11/135*z^3 - 223/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 11/137*z^3 - 225/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 11/139*z^3 - 227/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = 12/131*z^3 - 227/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = 12/133*z^3 - 229/266*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = 12/137*z^3 - 233/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = 12/139*z^3 - 235/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 13/131*z^3 - 235/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 13/133*z^3 - 237/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = 13/135*z^3 - 239/270*z + 1
*
[ 11/20 ] 
f(z) = 16/121*z^3 - 236/275*z + 1
*
-3 | 0.20030423457934796505877125316485868129 | 0.026618146565342925961310371050708712842
f(z) = 1/135*z^3 - 206/15*z + 1
*
-5/3 | 0.18993756394649815497007827825003644037 | 0.022274465470231508465416528614764947260
f(z) = 3/125*z^3 - 202/15*z + 1
*
[ 16 ] 
f(z) = 7/128*z^3 - 209/16*z + 1
*
[ -16 ] 
f(z) = 7/128*z^3 - 207/16*z + 1
*
[ 15 ] 
f(z) = 8/125*z^3 - 202/15*z + 1
*
[ 20 ] 
f(z) = 16/125*z^3 - 201/4*z + 1
*
10 | 0.17365985134033050578410603579741122489 | 0.023324393832555127719853323590499848583
f(z) = 17/120*z^3 - 214/15*z + 1
*
-75/2 | 0.10022172015141587568027871949799100073 | 0.011615121244973045725153009619468934688
f(z) = 1/135*z^3 - 207/20*z + 1
*
3 | 0.16461590615123364267612638216402113806 | 0.021833625796709206611849440414328725528
f(z) = 2/135*z^3 - 209/30*z + 1
*
66/7 | 0.23842823871500310605417201636619784983 | 0.027617037394350677670571091874957396952
f(z) = 7/135*z^3 - 208/35*z + 1
*
70/9 | 0.25884726743635318387408786453163444201 | 0.025450420436289771577511007024497451411
f(z) = 9/125*z^3 - 209/36*z + 1
*
[ -12 ] 
f(z) = 9/128*z^3 - 217/24*z + 1
*
[ -12 ] 
f(z) = 11/135*z^3 - 213/20*z + 1
*
[ 15/2 ] 
f(z) = 18/125*z^3 - 217/30*z + 1
*
[ -15/2 ] 
f(z) = 18/125*z^3 - 209/30*z + 1
*
15/4 | 0.12819387392090381844156940583800428371 | 0.014760532308030345167017859495500007898
f(z) = 2/135*z^3 - 219/40*z + 1
*
34/3 | 0.20660210165177687365191095046995259043 | 0.027783933405609135453902094215697818194
f(z) = 3/136*z^3 - 212/51*z + 1
*
34/3 | 0.20255430190520066514309906381371491526 | 0.027345161882136196512238799491130150424
f(z) = 3/136*z^3 - 206/51*z + 1
*
[ -55/4 ] 
f(z) = 4/125*z^3 - 219/44*z + 1
*
52/5 | 0.17054958367482044288041158527334621899 | 0.020896432126363635284470760471869554018
f(z) = 5/128*z^3 - 219/40*z + 1
*
45/4 | 0.13695961203453306480182775147223052891 | 0.015979916387579895874846210500464150113
f(z) = 6/125*z^3 - 211/40*z + 1
*
-65/8 | 0.22745072089249619197656777961259828581 | 0.026689262762721219628700273280817172606
f(z) = 8/125*z^3 - 201/40*z + 1
*
-15/8 | 0.25663117463875646007804984523645203075 | 0.029809489772307173775125617461258106969
f(z) = 8/135*z^3 - 203/40*z + 1
*
5/3 | 0.24878976824772807577656943894910165189 | 0.028917708128176941440079218382178534336
f(z) = 11/125*z^3 - 218/45*z + 1
*
15/2 | 0.18805742842219387937395317849221767657 | 0.018455809794038259399305776369535352789
f(z) = 11/125*z^3 - 213/44*z + 1
*
12/11 | 0.22952144002729507130394889726889060839 | 0.026600215504285367031647614089877406383
f(z) = 11/135*z^3 - 207/55*z + 1
*
6 | 0.17722679592346245570164173123820100143 | 0.027598446083001882015751488247681930675
f(z) = 13/126*z^3 - 205/42*z + 1
*
6 | 0.15191706794032112214403798197881831402 | 0.023551316105379946998523162142436990438
f(z) = 17/126*z^3 - 211/42*z + 1
*
5/12 | 0.25516226987477109234320602423410441053 | 0.029674264523627419085027166330244628531
f(z) = 18/125*z^3 - 217/40*z + 1
*
[ 6 ] 
f(z) = 19/136*z^3 - 214/51*z + 1
*
20 | 0.14597527609699317714813717254176593057 | 0.024303478702985966181271525605206116740
f(z) = 1/120*z^3 - 203/60*z + 1
*
22 | 0.17375523233362911249256796940679521101 | 0.028654582303589733184338130225696834626
f(z) = 1/132*z^3 - 215/66*z + 1
*
39/2 | 0.16881580754219195910635278357898387233 | 0.022390674489616305599179313790820793648
f(z) = 1/135*z^3 - 209/60*z + 1
*
21/2 | 0.21633608628050829051099974658993644598 | 0.025157869467045858731733581888290942581
f(z) = 2/135*z^3 - 201/70*z + 1
*
[ -35/3 ] 
f(z) = 4/125*z^3 - 206/63*z + 1
*
-20/3 | 0.17371469003774420891637371583229155546 | 0.020290903794993109519699524686832930763
f(z) = 6/125*z^3 - 209/60*z + 1
*
15/2 | 0.23752322678237182177442466521031473527 | 0.027622920369476389837950245394819473789
f(z) = 7/125*z^3 - 217/60*z + 1
*
6 | 0.15905536696843986630011874581195905628 | 0.026481187959148652370134617643950124234
f(z) = 7/132*z^3 - 203/66*z + 1
*
5/3 | 0.29601003105708459872167144832079408208 | 0.029104343338738913426974891310833878675
f(z) = 8/125*z^3 - 209/72*z + 1
*
-3/2 | 0.21498372357195932841418093577172460906 | 0.028478125330915462888179316753309200672
f(z) = 11/135*z^3 - 211/60*z + 1
*
5/3 | 0.17230397437360562792907590459016101318 | 0.020038204380859505131442695286948635279
f(z) = 12/125*z^3 - 217/60*z + 1
*
[ 5/21 ] 
f(z) = 14/125*z^3 - 202/63*z + 1
*
4 | 0.14182460674703284075565908516366306609 | 0.023461452782800308302473955820912574285
f(z) = 17/120*z^3 - 211/60*z + 1
*
-45/8 | 0.10682149400317177538869322200631846058 | 0.012477382641530448177524690238655257727
f(z) = 4/125*z^3 - 209/80*z + 1
*
[ -10 ] 
f(z) = 5/136*z^3 - 219/85*z + 1
*
[ 5/18 ] 
f(z) = 8/125*z^3 - 211/81*z + 1
*
[ 6 ] 
f(z) = 11/128*z^3 - 217/96*z + 1
*
8/11 | 0.23694635150365833676519306295995884854 | 0.029130786984440286009759745751290590803
f(z) = 11/128*z^3 - 213/88*z + 1
*
75/16 | 0.16643081159315041831243595044202253802 | 0.019332092381085006864336257905636519085
f(z) = 16/135*z^3 - 203/80*z + 1
*
-5 | 0.15771059943970153968256635183393962433 | 0.018390915569221329759140127971741610068
f(z) = 17/125*z^3 - 212/85*z + 1
*
-15/4 | 0.17017678582195045500879379251152493636 | 0.016701017433034535970525537452455432089
f(z) = 7/125*z^3 - 213/112*z + 1
*
[ -21/4 ] 
f(z) = 16/135*z^3 - 218/105*z + 1
*
-15 | 0.11080667993974783841620184344934056209 | 0.020596430128323361160629638302070617613
f(z) = 1/120*z^3 - 217/120*z + 1
*
[ 18 ] 
f(z) = 1/126*z^3 - 205/126*z + 1
*
21/4 | 0.15057048773242018573132100339799429253 | 0.019970729208618578893741935686440344423
f(z) = 2/135*z^3 - 209/120*z + 1
*
[ -19/2 ] 
f(z) = 4/133*z^3 - 214/133*z + 1
*
[ 8 ] 
f(z) = 5/136*z^3 - 201/136*z + 1
*
5 | 0.14278065971359220287967645374218067265 | 0.026897788102038268823118007093654571238
f(z) = 7/135*z^3 - 202/135*z + 1
*
[ -19/3 ] 
f(z) = 9/133*z^3 - 207/133*z + 1
*
-3 | 0.13321874193948224756522731219904256437 | 0.025026957015219661310382407219228937919
f(z) = 13/132*z^3 - 205/132*z + 1
*
[ 5 ] 
f(z) = 13/135*z^3 - 217/135*z + 1
*
-5/4 | 0.18624984079121282518761929544645230026 | 0.021730909125919643318920753142310719206
f(z) = 18/125*z^3 - 211/120*z + 1
*
3 | 0.089427945900299017182518280474653534597 | 0.016709700382550123302474246885932906647
f(z) = 19/120*z^3 - 211/120*z + 1
*
[ 4 ] 
f(z) = 19/124*z^3 - 211/124*z + 1
*
[ 4 ] 
f(z) = 19/132*z^3 - 205/132*z + 1
*
[ 35/2 ] 
f(z) = 1/125*z^3 - 211/140*z + 1
*
-21/2 | 0.24601898246486870262165407256922549248 | 0.028609713495701077940731769433953957879
f(z) = 1/135*z^3 - 201/140*z + 1
*
[ 18 ] 
f(z) = 1/136*z^3 - 220/153*z + 1
*
[ -18 ] 
f(z) = 1/136*z^3 - 203/153*z + 1
*
[ 35/4 ] 
f(z) = 4/125*z^3 - 219/140*z + 1
*
[ 5/12 ] 
f(z) = 7/125*z^3 - 203/144*z + 1
*
-5/3 | 0.27394018804373633863724460807150574318 | 0.026823197555728739681206259981754590155
f(z) = 17/125*z^3 - 218/153*z + 1
*
[ 5/12 ] 
f(z) = 17/125*z^3 - 205/144*z + 1
*
[ 8/19 ] 
f(z) = 19/128*z^3 - 213/152*z + 1
*
[ -22/3 ] 
f(z) = 5/121*z^3 - 215/198*z + 1
*
10/3 | 0.24413888264786344171769281933810999140 | 0.028485178029610346698351509312424330385
f(z) = 7/125*z^3 - 211/180*z + 1
*
[ 9/2 ] 
f(z) = 13/135*z^3 - 211/180*z + 1
*
[ 25/4 ] 
f(z) = 6/125*z^3 - 207/200*z + 1
*
-5/2 | 0.13321922254374854052219074324227812924 | 0.015468118478642608468549432198495855438
f(z) = 11/125*z^3 - 213/220*z + 1
*
-6/11 | 0.14315354386808780543313323400908075968 | 0.016474380591802525992409375174999883877
f(z) = 11/135*z^3 - 207/220*z + 1
*
[ -35/8 ] 
f(z) = 14/125*z^3 - 205/224*z + 1
*
[ -6 ] 
f(z) = 7/123*z^3 - 217/246*z + 1
*
[ -6 ] 
f(z) = 7/129*z^3 - 203/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 10/121*z^3 - 201/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = 10/123*z^3 - 203/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 10/127*z^3 - 207/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = 10/129*z^3 - 209/258*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = 11/123*z^3 - 211/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 11/125*z^3 - 213/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 11/127*z^3 - 215/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = 11/129*z^3 - 217/258*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = 12/121*z^3 - 217/242*z + 1
*
-2 | 0.19922155229352059732630354554670858276 | 0.026142141707805569762277734779162806566
f(z) = 17/120*z^3 - 212/255*z + 1
*
[ -15/4 ] 
f(z) = 19/125*z^3 - 209/240*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 8/137*z^3 - 201/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 8/139*z^3 - 203/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 9/131*z^3 - 203/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 9/133*z^3 - 205/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 9/137*z^3 - 209/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 9/139*z^3 - 211/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 10/131*z^3 - 211/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 10/133*z^3 - 213/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 10/137*z^3 - 217/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 10/139*z^3 - 219/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 11/131*z^3 - 219/262*z + 1
*
[ 4 ] 
f(z) = 13/134*z^3 - 215/268*z + 1
*
[ -60/13 ] 
f(z) = 13/135*z^3 - 217/260*z + 1
*
[ 4 ] 
f(z) = 13/138*z^3 - 209/276*z + 1
*
[ -4 ] 
f(z) = 17/130*z^3 - 219/260*z + 1
*
[ -4 ] 
f(z) = 17/134*z^3 - 209/268*z + 1
*
-2 | 0.20540075424408861842405314632530452730 | 0.026565260557886448324670304721535596005
f(z) = 19/120*z^3 - 203/285*z + 1
*
[ 40 ] 
f(z) = 2/125*z^3 - 197/8*z + 1
*
[ 35 ] 
f(z) = 3/125*z^3 - 199/7*z + 1
*
-5/3 | 0.17162683233515424303105980465647052594 | 0.020310905128739251516378822128725253068
f(z) = 3/125*z^3 - 187/15*z + 1
*
[ -35/2 ] 
f(z) = 6/125*z^3 - 191/14*z + 1
*
[ -15 ] 
f(z) = 8/135*z^3 - 184/15*z + 1
*
-5/6 | 0.090471714289543094274064834439301536032 | 0.010666864367102425517209821980905482640
f(z) = 12/125*z^3 - 193/15*z + 1
*
-3/4 | 0.16264545454897373962580053914094569537 | 0.021833075789999485047349565063654436805
f(z) = 16/135*z^3 - 191/15*z + 1
*
[ 10 ] 
f(z) = 17/120*z^3 - 199/15*z + 1
*
[ -10 ] 
f(z) = 17/120*z^3 - 196/15*z + 1
*
[ 11 ] 
f(z) = 18/121*z^3 - 188/11*z + 1
*
[ -11 ] 
f(z) = 18/121*z^3 - 186/11*z + 1
*
[ 11 ] 
f(z) = 19/121*z^3 - 199/11*z + 1
*
[ -11 ] 
f(z) = 19/121*z^3 - 197/11*z + 1
*
[ 30 ] 
f(z) = 1/125*z^3 - 187/30*z + 1
*
[ -21 ] 
f(z) = 2/135*z^3 - 192/35*z + 1
*
56/3 | 0.14368441519301712386067566237764008048 | 0.017813824885786525382816439738203637905
f(z) = 3/128*z^3 - 199/24*z + 1
*
4/3 | 0.23170521340879988188723715349017007378 | 0.028949772035609947968250686613516108322
f(z) = 3/128*z^3 - 187/24*z + 1
*
8/3 | 0.16589437685749037034307018820466488879 | 0.020812017582991327893120728440726388092
f(z) = 3/128*z^3 - 181/24*z + 1
*
55/4 | 0.27378774152989891711687803730701697736 | 0.027076820314005280879479176249892730851
f(z) = 6/125*z^3 - 197/24*z + 1
*
-35/3 | 0.20080188298318859203424675986456507999 | 0.023763580201604370778398653887428329103
f(z) = 6/125*z^3 - 187/30*z + 1
*
-5/3 | 0.13786257480846916668392729863823439126 | 0.016378337655317717041025318613720870594
f(z) = 6/125*z^3 - 181/30*z + 1
*
[ 21/2 ] 
f(z) = 8/135*z^3 - 197/35*z + 1
*
10 | 0.20245534111164591859696583967293586891 | 0.024020722134037064646689401061217051117
f(z) = 11/125*z^3 - 183/20*z + 1
*
5/4 | 0.21421094065423047073613001325008272692 | 0.025165224925587127825548636954051786948
f(z) = 12/125*z^3 - 199/20*z + 1
*
[ 35/4 ] 
f(z) = 12/125*z^3 - 181/28*z + 1
*
4/3 | 0.20681091034475023994395607859104806691 | 0.025771272636423924257524239007910054804
f(z) = 15/128*z^3 - 191/24*z + 1
*
[ 20/3 ] 
f(z) = 17/125*z^3 - 187/36*z + 1
*
24 | 0.16688066156962454854712353535638726745 | 0.026108076592540517694040658792166261410
f(z) = 1/126*z^3 - 199/42*z + 1
*
-24 | 0.16371030837274362993725364028179843120 | 0.025907759847150408290264975541042014816
f(z) = 1/126*z^3 - 185/42*z + 1
*
65/4 | 0.23454612157945031923563974480265443038 | 0.027653633916021455562858864846512034052
f(z) = 2/125*z^3 - 193/40*z + 1
*
15/4 | 0.23732291328760395012606714786068009377 | 0.027832113359312141904392197084357298307
f(z) = 2/135*z^3 - 187/40*z + 1
*
34/3 | 0.091398970424874341972562900581383448178 | 0.012388446350956763254256082515869164931
f(z) = 3/136*z^3 - 200/51*z + 1
*
35/3 | 0.12035629249790621179043722815627383492 | 0.014243374449736608761401857564266014213
f(z) = 4/125*z^3 - 187/45*z + 1
*
12/5 | 0.12394369304609073167303098518070066244 | 0.015366393360440381358838894622412975872
f(z) = 5/128*z^3 - 199/40*z + 1
*
12 | 0.11262863501890107784384679153044772085 | 0.014034961960671350448381308900526473295
f(z) = 5/128*z^3 - 191/40*z + 1
*
8 | 0.22618301764650269993423236324085345570 | 0.028185283860412495868665083446470501026
f(z) = 7/128*z^3 - 191/56*z + 1
*
4 | 0.21320691126137194397864867599701306057 | 0.026710713016106977562113420886365409221
f(z) = 7/128*z^3 - 183/56*z + 1
*
6 | 0.21293086307252921567866963683555326430 | 0.029257029437436967173770566698987949729
f(z) = 9/136*z^3 - 181/51*z + 1
*
20/3 | 0.24502141159369111168658820307085850605 | 0.029109012488990036577213805902605962820
f(z) = 13/125*z^3 - 181/45*z + 1
*
-6 | 0.17480960710796899726281967627735849718 | 0.027391828067619647462462843265437876660
f(z) = 17/126*z^3 - 197/42*z + 1
*
[ 6 ] 
f(z) = 19/126*z^3 - 193/42*z + 1
*
[ -6 ] 
f(z) = 19/136*z^3 - 197/51*z + 1
*
6 | 0.21617058970917233582222142035418379820 | 0.029018141833580202673155359098457096101
f(z) = 1/135*z^3 - 191/60*z + 1
*
10/3 | 0.24503715282697873305811651396801399013 | 0.028786648558581017939237698824161496986
f(z) = 3/125*z^3 - 199/60*z + 1
*
[ -12 ] 
f(z) = 4/135*z^3 - 191/60*z + 1
*
[ -55/6 ] 
f(z) = 6/125*z^3 - 193/66*z + 1
*
[ 25/3 ] 
f(z) = 6/125*z^3 - 184/75*z + 1
*
[ 55/7 ] 
f(z) = 7/125*z^3 - 199/77*z + 1
*
65/21 | 0.18285975488774290684062242979432555365 | 0.018197409493125145783981677077075283020
f(z) = 7/125*z^3 - 185/63*z + 1
*
6 | 0.18662470290283018735522558284527962609 | 0.024948398041765660816211912266887493019
f(z) = 7/135*z^3 - 197/60*z + 1
*
-6 | 0.17350026628216985299718491891421372750 | 0.023257674077902770639863321062713963515
f(z) = 8/135*z^3 - 193/60*z + 1
*
-21/4 | 0.24601945507994050309056700380546005208 | 0.028962771896570299211122038199227622852
f(z) = 8/135*z^3 - 181/70*z + 1
*
-5 | 0.18343626166036787249392123627865995674 | 0.021575458157476624303468742961733487848
f(z) = 12/125*z^3 - 197/60*z + 1
*
[ -20/3 ] 
f(z) = 12/125*z^3 - 187/60*z + 1
*
35/12 | 0.089443342327842156073381844481694206431 | 0.010626040197644535129869851416998683278
f(z) = 12/125*z^3 - 181/60*z + 1
*
-30/7 | 0.25329498491453963069433914611073783777 | 0.029705242683176490306319676117863388649
f(z) = 14/135*z^3 - 187/70*z + 1
*
15/8 | 0.15187496471294940166890235977155966281 | 0.017842074900068832666286632937027513501
f(z) = 16/125*z^3 - 199/60*z + 1
*
-4 | 0.17190380797252765965171104914470138715 | 0.029177560930695798654191216022158604886
f(z) = 17/120*z^3 - 181/60*z + 1
*
-3/8 | 0.23141804943005471722673656812620224553 | 0.027139618740996668734050824476329913750
f(z) = 4/135*z^3 - 187/80*z + 1
*
[ 55/8 ] 
f(z) = 8/125*z^3 - 191/88*z + 1
*
[ -6 ] 
f(z) = 11/128*z^3 - 185/96*z + 1
*
75/19 | 0.25299471283878098341866623573408376165 | 0.029745456142959597523358315248947466221
f(z) = 19/135*z^3 - 183/95*z + 1
*
10/7 | 0.16395809803037273731996272117727970045 | 0.022362857627086632865388901213080574541
f(z) = 7/120*z^3 - 191/105*z + 1
*
-30/7 | 0.16914467809114060339857821698044958777 | 0.022705513575400684254200582190689989218
f(z) = 7/135*z^3 - 191/105*z + 1
*
8 | 0.11965681808062439889854415154506340030 | 0.022605314079347836317275971968504941741
f(z) = 1/120*z^3 - 199/120*z + 1
*
[ -18 ] 
f(z) = 1/126*z^3 - 191/126*z + 1
*
[ 10 ] 
f(z) = 3/130*z^3 - 183/130*z + 1
*
[ 33/4 ] 
f(z) = 4/121*z^3 - 181/132*z + 1
*
5 | 0.089784013987429790061296741995608978764 | 0.016961806840984808924842654307146522901
f(z) = 7/120*z^3 - 199/120*z + 1
*
[ -5 ] 
f(z) = 13/120*z^3 - 181/120*z + 1
*
-15/4 | 0.24172485015485880905357140009201070081 | 0.028431261861379584244783147420916577508
f(z) = 14/125*z^3 - 197/120*z + 1
*
[ -5 ] 
f(z) = 14/135*z^3 - 188/135*z + 1
*
[ 33/8 ] 
f(z) = 16/121*z^3 - 197/132*z + 1
*
[ -19/4 ] 
f(z) = 16/133*z^3 - 200/133*z + 1
*
3 | 0.15282428133887430856842423236580018088 | 0.029039193996459736398891996306202800653
f(z) = 17/120*z^3 - 193/120*z + 1
*
-4 | 0.15740269775451760699549246421254158348 | 0.019719521580272865944231488869978721006
f(z) = 17/128*z^3 - 183/136*z + 1
*
3 | 0.13328683509455561045321189690330667289 | 0.025228411005530947998833844578887000276
f(z) = 17/132*z^3 - 197/132*z + 1
*
[ -35/4 ] 
f(z) = 4/125*z^3 - 187/140*z + 1
*
[ -16/3 ] 
f(z) = 11/128*z^3 - 181/144*z + 1
*
[ -10 ] 
f(z) = 3/128*z^3 - 199/160*z + 1
*
[ 28/3 ] 
f(z) = 3/128*z^3 - 193/168*z + 1
*
10/11 | 0.20987272195772675540341215895825822503 | 0.028564606114610864009957283243724870075
f(z) = 11/120*z^3 - 194/165*z + 1
*
[ 22/3 ] 
f(z) = 4/121*z^3 - 181/198*z + 1
*
35/6 | 0.21731779142065448275012345145221474369 | 0.025369859174305637183371390794181018541
f(z) = 6/125*z^3 - 199/210*z + 1
*
[ -65/12 ] 
f(z) = 9/125*z^3 - 193/208*z + 1
*
[ -33/4 ] 
f(z) = 4/135*z^3 - 197/220*z + 1
*
[ -35/6 ] 
f(z) = 7/125*z^3 - 185/252*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 7/125*z^3 - 181/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 7/127*z^3 - 183/254*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = 7/129*z^3 - 185/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = 8/121*z^3 - 185/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = 8/123*z^3 - 187/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 8/125*z^3 - 189/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 8/127*z^3 - 191/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = 8/129*z^3 - 193/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 9/121*z^3 - 193/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 9/125*z^3 - 197/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 9/127*z^3 - 199/254*z + 1
*
[ 10/17 ] 
f(z) = 17/120*z^3 - 191/255*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 6/133*z^3 - 181/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 6/137*z^3 - 185/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 6/139*z^3 - 187/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 7/131*z^3 - 187/262*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = 7/135*z^3 - 191/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 7/137*z^3 - 193/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 7/139*z^3 - 195/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 8/131*z^3 - 195/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 8/133*z^3 - 197/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 8/135*z^3 - 199/270*z + 1
*
[ 14/3 ] 
f(z) = 9/133*z^3 - 183/266*z + 1
*
[ -16/3 ] 
f(z) = 9/136*z^3 - 189/272*z + 1
*
[ 15/26 ] 
f(z) = 13/135*z^3 - 199/260*z + 1
*
[ -4 ] 
f(z) = 17/138*z^3 - 199/276*z + 1
*
[ -40/7 ] 
f(z) = 7/125*z^3 - 183/280*z + 1
*
[ 11/18 ] 
f(z) = 12/121*z^3 - 200/297*z + 1
*
[ -30/7 ] 
f(z) = 13/125*z^3 - 199/294*z + 1
*
34 | 0.098446134816595233633638915755809387797 | 0.013735958496009630622156961713119023677
f(z) = 1/136*z^3 - 162/17*z + 1
*
65/3 | 0.18341111541675377557989357786118918967 | 0.021922423799468671435503371898235106368
f(z) = 3/125*z^3 - 172/15*z + 1
*
[ 30 ] 
f(z) = 4/125*z^3 - 167/6*z + 1
*
-5/6 | 0.21889582047816742260095946581502972375 | 0.022007747034159461718893830416191345650
f(z) = 6/125*z^3 - 167/6*z + 1
*
[ -15 ] 
f(z) = 7/125*z^3 - 173/15*z + 1
*
[ 15 ] 
f(z) = 7/135*z^3 - 161/15*z + 1
*
-5/6 | 0.16218512248839819563192942316428837731 | 0.019510696377710459535337317634099709100
f(z) = 12/125*z^3 - 163/15*z + 1
*
10 | 0.14758411311824224947630573098242507135 | 0.020309291257428496706802665596510121817
f(z) = 13/120*z^3 - 179/15*z + 1
*
-10 | 0.12839808302492625644029336817030476376 | 0.017930574781036908812322088685120775556
f(z) = 13/120*z^3 - 161/15*z + 1
*
[ -20 ] 
f(z) = 14/125*z^3 - 175/4*z + 1
*
[ 11 ] 
f(z) = 16/121*z^3 - 166/11*z + 1
*
[ -11 ] 
f(z) = 16/121*z^3 - 164/11*z + 1
*
[ 11 ] 
f(z) = 17/121*z^3 - 177/11*z + 1
*
[ -11 ] 
f(z) = 17/121*z^3 - 175/11*z + 1
*
-5/2 | 0.24216495811129810197684558885703094841 | 0.028925001852105477895521186385873110843
f(z) = 1/125*z^3 - 173/20*z + 1
*
[ -30 ] 
f(z) = 1/135*z^3 - 169/30*z + 1
*
6 | 0.16403696079662203227433441347143290188 | 0.022498632321205533485683049656738570139
f(z) = 1/135*z^3 - 163/30*z + 1
*
-39/2 | 0.20626711749533612193257280529335984566 | 0.027932024411909026948991298267624796765
f(z) = 2/135*z^3 - 179/30*z + 1
*
[ 20 ] 
f(z) = 3/125*z^3 - 173/20*z + 1
*
56/3 | 0.23235073382458995564114212710608909982 | 0.029272995507809628204137394187560246751
f(z) = 3/128*z^3 - 175/24*z + 1
*
-8/3 | 0.22685779494805758332015131572876545245 | 0.028839056792152319345420719450416461854
f(z) = 3/128*z^3 - 163/24*z + 1
*
15 | 0.17865553443478031789546117347522871209 | 0.021429570355254175161487257631301117528
f(z) = 4/125*z^3 - 167/20*z + 1
*
-12 | 0.18613965724203055870590828994488916304 | 0.025530146915340243201206389424854330226
f(z) = 4/135*z^3 - 163/30*z + 1
*
[ -40/3 ] 
f(z) = 6/125*z^3 - 179/24*z + 1
*
-45/4 | 0.29819610459363913957539754732873791787 | 0.029874563728103496633292801789849624385
f(z) = 6/125*z^3 - 173/24*z + 1
*
[ 12 ] 
f(z) = 7/128*z^3 - 167/24*z + 1
*
[ -12 ] 
f(z) = 7/128*z^3 - 163/24*z + 1
*
-3/2 | 0.097587024528426831490004825879053715467 | 0.013214918521732946718619659895442643501
f(z) = 8/135*z^3 - 179/30*z + 1
*
[ 15/2 ] 
f(z) = 14/125*z^3 - 163/30*z + 1
*
8 | 0.22998587006132512754936096979986557526 | 0.028892789700519781748924138311707975075
f(z) = 15/128*z^3 - 179/24*z + 1
*
15/2 | 0.21591984337209511121697457425963206501 | 0.025899390630559637738283909240593253340
f(z) = 19/125*z^3 - 167/20*z + 1
*
18 | 0.14592152343323775982754785466332417791 | 0.020240620949967061616756635263158607446
f(z) = 1/120*z^3 - 169/45*z + 1
*
70/3 | 0.23997191849049005040389078742758891211 | 0.028743370340970967549990672511606621840
f(z) = 1/125*z^3 - 169/45*z + 1
*
-15 | 0.089301241425852866984909862283368941850 | 0.010734945105066827821670577108128373412
f(z) = 2/125*z^3 - 164/45*z + 1
*
52/5 | 0.12425626101186067335826212800070723055 | 0.015610132993958682682493386807100574039
f(z) = 5/128*z^3 - 179/40*z + 1
*
8 | 0.090680007846702278026725959051428446330 | 0.011545720353918770493414937612667639151
f(z) = 5/128*z^3 - 161/40*z + 1
*
15/2 | 0.19587590103336900366041135651185831015 | 0.023396080276689282162812671351846742244
f(z) = 8/125*z^3 - 173/45*z + 1
*
[ 9 ] 
f(z) = 8/135*z^3 - 176/45*z + 1
*
[ -9 ] 
f(z) = 8/135*z^3 - 166/45*z + 1
*
6 | 0.16984868694584776310195297156291401103 | 0.027428737777308537474706994097878485699
f(z) = 13/126*z^3 - 163/42*z + 1
*
[ 6 ] 
f(z) = 17/126*z^3 - 169/42*z + 1
*
55/12 | 0.11355875712275723354688690430500466156 | 0.013526910233416688440459529304258349760
f(z) = 18/125*z^3 - 177/40*z + 1
*
5 | 0.20509657838461479399976102177422962947 | 0.024709596988707849087661811128235448951
f(z) = 18/125*z^3 - 161/45*z + 1
*
[ 11/2 ] 
f(z) = 19/121*z^3 - 173/44*z + 1
*
[ -6 ] 
f(z) = 19/126*z^3 - 179/42*z + 1
*
[ 22 ] 
f(z) = 1/132*z^3 - 179/66*z + 1
*
[ -22 ] 
f(z) = 1/132*z^3 - 173/66*z + 1
*
21/2 | 0.24601866301905658267565610089454302395 | 0.029157766008852937804939680647058822988
f(z) = 2/135*z^3 - 171/70*z + 1
*
-5/6 | 0.089483648407651712149812772195587691762 | 0.010718177617704462782057833810326176802
f(z) = 3/125*z^3 - 169/60*z + 1
*
-3 | 0.14218305351560774351906124135862968248 | 0.019534318158314414031537487851713639494
f(z) = 4/135*z^3 - 161/60*z + 1
*
[ -25/3 ] 
f(z) = 6/125*z^3 - 166/75*z + 1
*
-8/9 | 0.10277211954825335088783397191580982282 | 0.012947873003643196559664905977694484631
f(z) = 9/128*z^3 - 175/72*z + 1
*
4 | 0.095298930987210669654867127000956579101 | 0.016468052689868790479632875777493629114
f(z) = 11/120*z^3 - 163/60*z + 1
*
4 | 0.089439812311614369360970297903043816585 | 0.015209473787231967168237010331567877770
f(z) = 13/120*z^3 - 179/60*z + 1
*
[ 6 ] 
f(z) = 13/132*z^3 - 179/66*z + 1
*
-12/7 | 0.12545052783700084907850922162458690867 | 0.014847747720188606985938484701881589635
f(z) = 14/135*z^3 - 173/70*z + 1
*
4 | 0.12094125887344781320597258173143460931 | 0.020811964297479010298423394493728437424
f(z) = 19/120*z^3 - 167/60*z + 1
*
-18 | 0.15201883617250365191996937725193023864 | 0.023459535612715797182432018815269159559
f(z) = 1/128*z^3 - 163/96*z + 1
*
[ 32/3 ] 
f(z) = 3/128*z^3 - 169/96*z + 1
*
-6 | 0.18721343770272960581146782992368187203 | 0.028945911928011625702561205653590564669
f(z) = 3/128*z^3 - 161/96*z + 1
*
[ 55/6 ] 
f(z) = 4/125*z^3 - 178/99*z + 1
*
15/8 | 0.24098534712247146362345508051960895550 | 0.028724339494109423031298878702906745832
f(z) = 4/135*z^3 - 163/80*z + 1
*
[ 5/14 ] 
f(z) = 6/125*z^3 - 177/98*z + 1
*
[ 6 ] 
f(z) = 9/128*z^3 - 163/96*z + 1
*
-15/8 | 0.23105057440733561915155533539869565502 | 0.027635845472143536230453528617206220958
f(z) = 12/125*z^3 - 171/80*z + 1
*
15/4 | 0.24098489573167488406249782616549828545 | 0.028407234497271677557946292291840947830
f(z) = 17/135*z^3 - 179/80*z + 1
*
14 | 0.18796323198161750945743715599314861042 | 0.025865927865445946745256815076906170467
f(z) = 1/120*z^3 - 179/105*z + 1
*
-14 | 0.19753007828323767629319841403244465034 | 0.027513804829420568562568094015184183927
f(z) = 1/120*z^3 - 164/105*z + 1
*
-24/5 | 0.19261720287570836274790266951910919708 | 0.027900384485265615113771963471320286055
f(z) = 5/126*z^3 - 166/105*z + 1
*
[ 22/5 ] 
f(z) = 15/121*z^3 - 179/110*z + 1
*
15 | 0.083531314416837122291763421803545072208 | 0.016438627673964405963415820617905759872
f(z) = 1/120*z^3 - 161/120*z + 1
*
[ 33/2 ] 
f(z) = 1/121*z^3 - 173/132*z + 1
*
[ 17 ] 
f(z) = 1/136*z^3 - 161/136*z + 1
*
-33/4 | 0.20559934649107153244679067035049237273 | 0.028246988288637673632244621767283091056
f(z) = 2/135*z^3 - 161/120*z + 1
*
-20/3 | 0.17882839113296119971504713357805540256 | 0.022465950173848581026295592468969563766
f(z) = 3/128*z^3 - 179/120*z + 1
*
[ -8 ] 
f(z) = 5/136*z^3 - 167/136*z + 1
*
[ 5/12 ] 
f(z) = 6/125*z^3 - 169/120*z + 1
*
[ 7 ] 
f(z) = 6/133*z^3 - 180/133*z + 1
*
33/8 | 0.15501871631922511103467880835712310359 | 0.021297790771815289609368698363526180168
f(z) = 8/135*z^3 - 161/120*z + 1
*
[ 17/3 ] 
f(z) = 9/136*z^3 - 177/136*z + 1
*
[ 5 ] 
f(z) = 11/130*z^3 - 171/130*z + 1
*
[ 5 ] 
f(z) = 11/135*z^3 - 167/135*z + 1
*
[ 55/12 ] 
f(z) = 12/125*z^3 - 163/132*z + 1
*
[ -5 ] 
f(z) = 13/135*z^3 - 163/135*z + 1
*
-15/4 | 0.11223185332169762279904719592143319198 | 0.015342242342198555747752812508193750858
f(z) = 14/135*z^3 - 167/120*z + 1
*
[ -24/5 ] 
f(z) = 15/128*z^3 - 179/120*z + 1
*
[ 4 ] 
f(z) = 17/124*z^3 - 179/124*z + 1
*
[ 4 ] 
f(z) = 17/132*z^3 - 173/132*z + 1
*
[ -35/6 ] 
f(z) = 9/125*z^3 - 179/140*z + 1
*
[ -35/8 ] 
f(z) = 16/125*z^3 - 171/140*z + 1
*
-45/8 | 0.17100105367765738478130208646789129423 | 0.020369330921937243561604127318139412994
f(z) = 2/125*z^3 - 177/160*z + 1
*
[ -6 ] 
f(z) = 7/124*z^3 - 161/186*z + 1
*
[ 10/19 ] 
f(z) = 19/125*z^3 - 179/190*z + 1
*
[ 15 ] 
f(z) = 1/126*z^3 - 179/210*z + 1
*
[ 35/6 ] 
f(z) = 6/125*z^3 - 169/210*z + 1
*
[ 21/4 ] 
f(z) = 8/135*z^3 - 173/210*z + 1
*
[ 8/15 ] 
f(z) = 9/128*z^3 - 179/200*z + 1
*
[ -30/7 ] 
f(z) = 14/125*z^3 - 173/210*z + 1
*
[ 11/19 ] 
f(z) = 19/121*z^3 - 163/209*z + 1
*
[ 14/3 ] 
f(z) = 9/128*z^3 - 167/224*z + 1
*
[ 8 ] 
f(z) = 3/124*z^3 - 167/248*z + 1
*
-2 | 0.072504311527493729280020672557672791062 | 0.013056877223520646413563004903121189673
f(z) = 4/129*z^3 - 161/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 5/121*z^3 - 161/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = 5/123*z^3 - 163/246*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 5/127*z^3 - 167/254*z + 1
*
-2 | 0.078210260210251617433619418085166013398 | 0.014084428134975448626159432459911745169
f(z) = 5/129*z^3 - 169/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 6/121*z^3 - 169/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 6/125*z^3 - 173/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 6/127*z^3 - 175/254*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 7/121*z^3 - 177/242*z + 1
*
-2 | 0.077327225686622308829844162728571456180 | 0.014045879922384447793519116894732662606
f(z) = 7/123*z^3 - 179/246*z + 1
*
[ 4 ] 
f(z) = 11/122*z^3 - 169/244*z + 1
*
[ 4 ] 
f(z) = 11/126*z^3 - 163/252*z + 1
*
[ -4 ] 
f(z) = 15/122*z^3 - 175/244*z + 1
*
-3 | 0.21919901081551634338812622701065797100 | 0.028549480046910677811290278741457613569
f(z) = 16/135*z^3 - 161/240*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 3/137*z^3 - 161/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 3/139*z^3 - 163/278*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016725597595729636111263432500259655760
f(z) = 4/131*z^3 - 163/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016730463003842600886668371507287319196
f(z) = 4/133*z^3 - 165/266*z + 1
*
-2 | 0.080127764681187443435270469582973419114 | 0.014312562587819526807875605640820138527
f(z) = 4/135*z^3 - 167/270*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016739902178954163809601919244717453836
f(z) = 4/137*z^3 - 169/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016744482711132327064923146870678863809
f(z) = 4/139*z^3 - 171/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 5/131*z^3 - 171/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 5/133*z^3 - 173/266*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 5/137*z^3 - 177/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 5/139*z^3 - 179/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 6/131*z^3 - 179/262*z + 1
*
[ 19/6 ] 
f(z) = 18/133*z^3 - 179/266*z + 1
*
[ -40/7 ] 
f(z) = 7/128*z^3 - 171/280*z + 1
*
[ 2/3 ] 
f(z) = 17/128*z^3 - 161/288*z + 1
*
[ 2/3 ] 
f(z) = 19/128*z^3 - 163/288*z + 1
*
-20 | 0.15928232227720918827986482047022212815 | 0.019484784287241552201518272186051217192
f(z) = 3/125*z^3 - 142/15*z + 1
*
[ 16 ] 
f(z) = 5/128*z^3 - 145/16*z + 1
*
[ -16 ] 
f(z) = 5/128*z^3 - 143/16*z + 1
*
[ 15 ] 
f(z) = 6/125*z^3 - 148/15*z + 1
*
45/4 | 0.28579603273280461254037088186516818064 | 0.029067175957075418588825820009324381320
f(z) = 9/125*z^3 - 149/16*z + 1
*
-10 | 0.25098533100228568724601061710294920938 | 0.025492148250166776448503072488728511217
f(z) = 12/125*z^3 - 151/16*z + 1
*
[ 10 ] 
f(z) = 13/120*z^3 - 149/15*z + 1
*
[ -10 ] 
f(z) = 13/120*z^3 - 146/15*z + 1
*
[ 11 ] 
f(z) = 14/121*z^3 - 144/11*z + 1
*
[ -11 ] 
f(z) = 14/121*z^3 - 142/11*z + 1
*
[ 11 ] 
f(z) = 15/121*z^3 - 155/11*z + 1
*
[ -11 ] 
f(z) = 15/121*z^3 - 153/11*z + 1
*
[ 10 ] 
f(z) = 19/125*z^3 - 143/10*z + 1
*
[ -10 ] 
f(z) = 19/125*z^3 - 141/10*z + 1
*
[ -15 ] 
f(z) = 19/135*z^3 - 153/5*z + 1
*
[ 22 ] 
f(z) = 2/121*z^3 - 155/22*z + 1
*
[ -22 ] 
f(z) = 2/121*z^3 - 153/22*z + 1
*
[ -12 ] 
f(z) = 8/135*z^3 - 149/20*z + 1
*
39/4 | 0.13992513720687706200550335985753527559 | 0.019430886931419566267063723621792064878
f(z) = 8/135*z^3 - 149/30*z + 1
*
5/4 | 0.16387716196848413402022003011323267348 | 0.019773348403656362131102899854952447510
f(z) = 12/125*z^3 - 159/20*z + 1
*
[ 15/2 ] 
f(z) = 14/135*z^3 - 149/30*z + 1
*
-5/6 | 0.27970163279575497556195728300159983140 | 0.028447338817878217845639932406828201640
f(z) = 16/125*z^3 - 149/36*z + 1
*
15/2 | 0.19571530212257648503412923689561795272 | 0.023698129321382244250976210587175075734
f(z) = 16/135*z^3 - 143/20*z + 1
*
[ 22/3 ] 
f(z) = 18/121*z^3 - 157/22*z + 1
*
[ -22/3 ] 
f(z) = 18/121*z^3 - 151/22*z + 1
*
5 | 0.21576914551418689690409692185528716814 | 0.026240278833908843715854534966329316010
f(z) = 18/125*z^3 - 149/30*z + 1
*
[ 15/2 ] 
f(z) = 19/135*z^3 - 141/20*z + 1
*
24 | 0.14087280118076167755868949685514149923 | 0.022888066471867857662485043678554811177
f(z) = 1/126*z^3 - 157/42*z + 1
*
-21 | 0.15940019508956214788754247840104284269 | 0.026237220772920831141996809783182251409
f(z) = 1/126*z^3 - 145/42*z + 1
*
21 | 0.16651556356938392674160900275709580130 | 0.027471211261010265331631986796400567873
f(z) = 1/126*z^3 - 143/42*z + 1
*
-24 | 0.24357185887748727107717912442793218197 | 0.029118876112346424492342639583013717802
f(z) = 1/135*z^3 - 159/40*z + 1
*
-35/4 | 0.16005308215839116011873905119855571192 | 0.016278361379213780930000685986907363188
f(z) = 3/125*z^3 - 149/48*z + 1
*
-34/3 | 0.17023878378162865362786964314402187846 | 0.024033525686257767965998635508342822424
f(z) = 3/136*z^3 - 149/51*z + 1
*
65/6 | 0.085392096486865686925148700116565222633 | 0.010445896042287710525960521483040616460
f(z) = 4/125*z^3 - 142/45*z + 1
*
-52/5 | 0.17664557727274301575423234365572271276 | 0.022527033942953831915392959962519950234
f(z) = 5/128*z^3 - 159/40*z + 1
*
4/7 | 0.19654629194252128052625072343909713096 | 0.025146615140035228407376428225899361197
f(z) = 7/128*z^3 - 155/56*z + 1
*
-8/7 | 0.17228641388825308263707812662260040795 | 0.022116729259570446936289139097415084851
f(z) = 7/128*z^3 - 151/56*z + 1
*
-8 | 0.19654536895707627237537816848444805792 | 0.025274157223585835550220126010969806588
f(z) = 7/128*z^3 - 149/56*z + 1
*
[ 9 ] 
f(z) = 7/135*z^3 - 149/45*z + 1
*
[ 5/21 ] 
f(z) = 9/125*z^3 - 157/49*z + 1
*
-20/3 | 0.22805241514560221862428394429196560679 | 0.029481530607707656750411916386710660051
f(z) = 9/128*z^3 - 143/40*z + 1
*
-60/11 | 0.28612542040779301437735008811343644098 | 0.028914094753196439463764792151795973599
f(z) = 11/135*z^3 - 147/44*z + 1
*
[ 3/11 ] 
f(z) = 11/135*z^3 - 147/55*z + 1
*
35/26 | 0.17603835246849881209337861594922181247 | 0.017953850079007905361027979417732553335
f(z) = 13/125*z^3 - 145/52*z + 1
*
-6 | 0.16711115155462475157265517521304002026 | 0.027383784844298852573931297239936245929
f(z) = 13/126*z^3 - 149/42*z + 1
*
5/4 | 0.21115017604630865937053869605490608434 | 0.025477290101350278592841082797524338491
f(z) = 14/125*z^3 - 159/40*z + 1
*
-3/4 | 0.14656968444548992833849024183414051799 | 0.017659459459235213056590835109465706746
f(z) = 14/135*z^3 - 149/40*z + 1
*
[ 6 ] 
f(z) = 15/136*z^3 - 160/51*z + 1
*
[ -6 ] 
f(z) = 15/136*z^3 - 143/51*z + 1
*
45/16 | 0.22889715840997156832338959875679664768 | 0.023248690562620031836169277312279437600
f(z) = 16/125*z^3 - 151/48*z + 1
*
[ 11/2 ] 
f(z) = 17/121*z^3 - 151/44*z + 1
*
10/3 | 0.24415069370978156773435189963656875907 | 0.029691836917506387915555832655662181536
f(z) = 17/125*z^3 - 149/45*z + 1
*
[ -6 ] 
f(z) = 17/126*z^3 - 155/42*z + 1
*
[ -11/2 ] 
f(z) = 19/121*z^3 - 157/44*z + 1
*
[ 20 ] 
f(z) = 1/120*z^3 - 143/60*z + 1
*
-15/4 | 0.12207179638568947388882261011734974551 | 0.014821453284765032497317126137356173218
f(z) = 4/125*z^3 - 151/60*z + 1
*
[ 5/16 ] 
f(z) = 4/125*z^3 - 141/64*z + 1
*
-6 | 0.15888966044390397990004836624121210727 | 0.028023456330433746733997150046107070521
f(z) = 5/132*z^3 - 145/66*z + 1
*
-85/21 | 0.22464556609924174001812339282539758729 | 0.022895168109771873377750548333390639377
f(z) = 7/125*z^3 - 146/63*z + 1
*
-5/2 | 0.21148255371039186969467423883553631631 | 0.025848176415981021286626940213496416047
f(z) = 9/125*z^3 - 143/60*z + 1
*
8/9 | 0.21966711283870356598368164452659289125 | 0.028058724713699971953128343800980092863
f(z) = 9/128*z^3 - 157/72*z + 1
*
-6 | 0.15044958546282228177571339446352419551 | 0.020853765806521324586045972407596031422
f(z) = 11/135*z^3 - 151/60*z + 1
*
-4 | 0.15360002242667700772849493116379869937 | 0.026961120225691647984728271798112264705
f(z) = 13/120*z^3 - 149/60*z + 1
*
5 | 0.14249954121244394620766768385183966225 | 0.017431770091367144764009247057290871899
f(z) = 13/125*z^3 - 142/65*z + 1
*
[ -6 ] 
f(z) = 13/132*z^3 - 157/66*z + 1
*
-6 | 0.23170590833654583034515183209727172995 | 0.027850213842931645745695065535527819902
f(z) = 13/135*z^3 - 152/65*z + 1
*
65/14 | 0.12544859048810397090569686561336560460 | 0.015359229385552968739386609494670299995
f(z) = 14/125*z^3 - 141/70*z + 1
*
6/7 | 0.22244967402422780398063326307924482507 | 0.026634036416715882118863843846520575199
f(z) = 14/135*z^3 - 157/70*z + 1
*
4 | 0.14533107988876365891315435864021631751 | 0.025450124736131126331989550379958155354
f(z) = 17/120*z^3 - 151/60*z + 1
*
[ 40/9 ] 
f(z) = 18/125*z^3 - 149/72*z + 1
*
[ -32/3 ] 
f(z) = 3/128*z^3 - 151/96*z + 1
*
[ -55/9 ] 
f(z) = 9/125*z^3 - 151/99*z + 1
*
[ 4/11 ] 
f(z) = 11/128*z^3 - 155/88*z + 1
*
-16/5 | 0.19585248413174221634964422989728400068 | 0.027597600875981300254780478734180230979
f(z) = 15/128*z^3 - 151/80*z + 1
*
[ -55/12 ] 
f(z) = 18/125*z^3 - 159/88*z + 1
*
-15/28 | 0.28310493426549076806953105001048578377 | 0.028531456388286376372202184556724441818
f(z) = 7/135*z^3 - 151/112*z + 1
*
4 | 0.14249914294370208787348984330655225399 | 0.018231690203741301388584180305224431109
f(z) = 13/128*z^3 - 155/104*z + 1
*
[ 3/7 ] 
f(z) = 14/135*z^3 - 142/105*z + 1
*
[ -33/2 ] 
f(z) = 1/121*z^3 - 157/132*z + 1
*
[ -17 ] 
f(z) = 1/136*z^3 - 145/136*z + 1
*
-5 | 0.14351657096756298494396578128366498341 | 0.028348420134595134357866841542332970199
f(z) = 2/135*z^3 - 158/135*z + 1
*
-80/9 | 0.14241421830729399452667641821740864960 | 0.017333579752023454747028787335009540243
f(z) = 3/125*z^3 - 148/135*z + 1
*
[ -10 ] 
f(z) = 3/130*z^3 - 157/130*z + 1
*
[ -33/4 ] 
f(z) = 4/121*z^3 - 149/132*z + 1
*
[ 5/11 ] 
f(z) = 4/125*z^3 - 146/121*z + 1
*
12/5 | 0.18661628219751103354061933097122432331 | 0.023837045161689457490608226681297073751
f(z) = 5/128*z^3 - 157/120*z + 1
*
[ -7 ] 
f(z) = 6/133*z^3 - 142/133*z + 1
*
-5 | 0.099397852339960657788315203061405971248 | 0.019811103939353026592440889522157034612
f(z) = 7/120*z^3 - 151/120*z + 1
*
-3 | 0.13321770832306135784304611499630799692 | 0.026551779580951335776698291255029693283
f(z) = 7/132*z^3 - 151/132*z + 1
*
[ 1/2 ] 
f(z) = 8/139*z^3 - 141/139*z + 1
*
[ 5/11 ] 
f(z) = 9/125*z^3 - 147/121*z + 1
*
[ 1/2 ] 
f(z) = 12/139*z^3 - 142/139*z + 1
*
3 | 0.096545394806792158572606428899026643808 | 0.019094284281960747259684809343387086859
f(z) = 13/120*z^3 - 157/120*z + 1
*
[ 5/11 ] 
f(z) = 14/125*z^3 - 148/121*z + 1
*
[ 4 ] 
f(z) = 15/124*z^3 - 147/124*z + 1
*
[ 1/2 ] 
f(z) = 16/137*z^3 - 141/137*z + 1
*
[ 1/2 ] 
f(z) = 16/139*z^3 - 143/139*z + 1
*
[ 8/17 ] 
f(z) = 17/128*z^3 - 157/136*z + 1
*
[ 10/3 ] 
f(z) = 19/120*z^3 - 143/135*z + 1
*
[ -4 ] 
f(z) = 19/124*z^3 - 149/124*z + 1
*
[ 5/11 ] 
f(z) = 19/125*z^3 - 149/121*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015620775643476013348158768561878112366
f(z) = 19/130*z^3 - 141/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015689657057054716846605361415255094532
f(z) = 19/134*z^3 - 143/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011667439795678248312169481932445799390
f(z) = 19/138*z^3 - 145/138*z + 1
*
-75/14 | 0.12545092838323229935637175681434543009 | 0.015190188462889536687829446951616030276
f(z) = 7/135*z^3 - 143/140*z + 1
*
[ 55/13 ] 
f(z) = 13/125*z^3 - 157/143*z + 1
*
[ -28/3 ] 
f(z) = 3/128*z^3 - 157/168*z + 1
*
[ 33/5 ] 
f(z) = 5/121*z^3 - 157/165*z + 1
*
[ 6/11 ] 
f(z) = 11/120*z^3 - 142/165*z + 1
*
[ 15/28 ] 
f(z) = 14/125*z^3 - 151/168*z + 1
*
35/6 | 0.24413888264786344171769281933810999140 | 0.029023269013830196236200873977904643767
f(z) = 1/125*z^3 - 157/180*z + 1
*
[ 9/2 ] 
f(z) = 11/135*z^3 - 157/180*z + 1
*
-35/24 | 0.17079320968564706630966515598655388280 | 0.020303923802222842551754936321978821707
f(z) = 16/125*z^3 - 157/180*z + 1
*
[ -15 ] 
f(z) = 1/126*z^3 - 151/210*z + 1
*
[ 3/5 ] 
f(z) = 5/126*z^3 - 143/210*z + 1
*
[ -25/4 ] 
f(z) = 6/125*z^3 - 143/200*z + 1
*
[ -40/9 ] 
f(z) = 12/125*z^3 - 145/216*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 2/125*z^3 - 141/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 2/127*z^3 - 143/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 2/129*z^3 - 145/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 3/121*z^3 - 145/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 3/125*z^3 - 149/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 3/127*z^3 - 151/254*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016699659958962553015176778477007607922
f(z) = 4/121*z^3 - 153/242*z + 1
*
-2 | 0.071623344236706200120607811606547368754 | 0.013009814898382197542548981957887327153
f(z) = 4/123*z^3 - 155/246*z + 1
*
-2 | 0.092265674890618520026862070452723085192 | 0.016710373624511894733268708150910900067
f(z) = 4/125*z^3 - 157/250*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016715556861398763044752956540974793954
f(z) = 4/127*z^3 - 159/254*z + 1
*
[ 6 ] 
f(z) = 5/123*z^3 - 155/246*z + 1
*
[ 6 ] 
f(z) = 5/129*z^3 - 145/258*z + 1
*
[ 15/4 ] 
f(z) = 13/135*z^3 - 149/240*z + 1
*
[ 2/3 ] 
f(z) = 18/125*z^3 - 141/250*z + 1
*
[ 2/3 ] 
f(z) = 18/127*z^3 - 143/254*z + 1
*
[ 14 ] 
f(z) = 1/133*z^3 - 145/266*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 1/133*z^3 - 141/266*z + 1
*
-2 | 0.085832679747524441866688017907732073995 | 0.015331584574393342793535119067600217071
f(z) = 1/135*z^3 - 143/270*z + 1
*
-2 | 0.099668130485211514597407621153431785850 | 0.017756254372990937928982833115460919369
f(z) = 1/137*z^3 - 145/274*z + 1
*
-2 | 0.099936519509333122780251969132981385700 | 0.017758217458210150752691930669444380786
f(z) = 1/139*z^3 - 147/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 2/131*z^3 - 147/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 2/133*z^3 - 149/266*z + 1
*
[ 10 ] 
f(z) = 2/135*z^3 - 157/270*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 2/135*z^3 - 151/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 2/137*z^3 - 153/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 2/139*z^3 - 155/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 3/131*z^3 - 155/262*z + 1
*
-2 | 0.099119393492500937741837066474749709486 | 0.017752209012228839533439884085133718809
f(z) = 3/133*z^3 - 157/266*z + 1
*
[ 19/4 ] 
f(z) = 8/133*z^3 - 151/266*z + 1
*
[ 2/3 ] 
f(z) = 9/133*z^3 - 141/266*z + 1
*
[ 2/3 ] 
f(z) = 9/137*z^3 - 145/274*z + 1
*
[ 2/3 ] 
f(z) = 9/139*z^3 - 147/278*z + 1
*
[ 4 ] 
f(z) = 11/130*z^3 - 157/260*z + 1
*
[ 4 ] 
f(z) = 11/134*z^3 - 151/268*z + 1
*
[ 4 ] 
f(z) = 11/138*z^3 - 145/276*z + 1
*
[ -4 ] 
f(z) = 15/134*z^3 - 145/268*z + 1
*
[ 2/3 ] 
f(z) = 18/131*z^3 - 147/262*z + 1
*
[ 2/3 ] 
f(z) = 18/133*z^3 - 149/266*z + 1
*
[ 2/3 ] 
f(z) = 18/137*z^3 - 153/274*z + 1
*
[ 2/3 ] 
f(z) = 18/139*z^3 - 155/278*z + 1
*
[ 2/3 ] 
f(z) = 1/128*z^3 - 145/288*z + 1
*
[ 2/3 ] 
f(z) = 5/128*z^3 - 149/288*z + 1
*
[ 2/3 ] 
f(z) = 7/128*z^3 - 151/288*z + 1
*
[ 2/3 ] 
f(z) = 11/128*z^3 - 155/288*z + 1
*
[ 2/3 ] 
f(z) = 13/128*z^3 - 157/288*z + 1
*
[ 24/7 ] 
f(z) = 14/135*z^3 - 143/280*z + 1
*
[ 35/12 ] 
f(z) = 18/125*z^3 - 159/280*z + 1
*
30 | 0.074994753093303678267859619373028544731 | 0.010819455838040146509473635358830752711
f(z) = 1/120*z^3 - 128/15*z + 1
*
[ 45 ] 
f(z) = 1/125*z^3 - 137/9*z + 1
*
[ 34 ] 
f(z) = 1/136*z^3 - 128/17*z + 1
*
[ -34 ] 
f(z) = 1/136*z^3 - 127/17*z + 1
*
[ -35 ] 
f(z) = 2/125*z^3 - 130/7*z + 1
*
[ -45/2 ] 
f(z) = 2/125*z^3 - 127/18*z + 1
*
[ -30 ] 
f(z) = 2/135*z^3 - 123/10*z + 1
*
-5/3 | 0.23844992611618472954366511640924307603 | 0.029573119884903310274105667088252514421
f(z) = 3/125*z^3 - 127/15*z + 1
*
15 | 0.13393116154481030483157323708592628002 | 0.016360630168832619747860620631443672461
f(z) = 8/135*z^3 - 133/10*z + 1
*
-5/4 | 0.16921084601938615517376609504153643829 | 0.017410918390804976057839186338145143327
f(z) = 9/125*z^3 - 133/16*z + 1
*
[ 34/3 ] 
f(z) = 9/136*z^3 - 129/17*z + 1
*
[ -34/3 ] 
f(z) = 9/136*z^3 - 126/17*z + 1
*
[ 10 ] 
f(z) = 11/120*z^3 - 124/15*z + 1
*
[ -10 ] 
f(z) = 11/120*z^3 - 121/15*z + 1
*
[ 20 ] 
f(z) = 11/125*z^3 - 137/4*z + 1
*
[ 11 ] 
f(z) = 12/121*z^3 - 122/11*z + 1
*
[ 11 ] 
f(z) = 13/121*z^3 - 133/11*z + 1
*
[ -11 ] 
f(z) = 13/121*z^3 - 131/11*z + 1
*
[ -45/4 ] 
f(z) = 16/125*z^3 - 136/9*z + 1
*
[ -15 ] 
f(z) = 16/135*z^3 - 128/5*z + 1
*
[ 10 ] 
f(z) = 17/125*z^3 - 127/10*z + 1
*
[ 15 ] 
f(z) = 17/135*z^3 - 137/5*z + 1
*
65/9 | 0.14606265102150159416277017507050335409 | 0.014983405412839372635845640868947091714
f(z) = 18/125*z^3 - 137/18*z + 1
*
-15 | 0.19287760153571180280576162964626316482 | 0.024065580851436328400578415955084298709
f(z) = 2/125*z^3 - 121/30*z + 1
*
-15 | 0.16001814620224318652566868650180047318 | 0.022625650513027909115103035251149437310
f(z) = 2/135*z^3 - 131/30*z + 1
*
10/3 | 0.14493676929323344651285545315416769490 | 0.017808001016952814456528130764107519219
f(z) = 3/125*z^3 - 137/30*z + 1
*
35/2 | 0.17905158389860882257536942410460210430 | 0.022121320208394372949762069675055713604
f(z) = 3/125*z^3 - 131/20*z + 1
*
-44/3 | 0.21175014804342882740415492368981338432 | 0.027474818554365333506056326027105600205
f(z) = 3/128*z^3 - 139/24*z + 1
*
45/4 | 0.28706323166392847085471480570607992836 | 0.029447533295197413107294215034449948502
f(z) = 4/125*z^3 - 137/36*z + 1
*
5/6 | 0.13124433100711385111928077597647031817 | 0.016277230185410689294121844072233145174
f(z) = 6/125*z^3 - 127/30*z + 1
*
-10/7 | 0.19767878553278349200656438749080666810 | 0.024288274334828530215917707104462174657
f(z) = 7/125*z^3 - 137/35*z + 1
*
[ 12 ] 
f(z) = 7/135*z^3 - 131/20*z + 1
*
12/7 | 0.21426306622490313291506958847669632707 | 0.026452694428239915330531974250729330153
f(z) = 7/135*z^3 - 122/35*z + 1
*
-15/2 | 0.24404686906378034828006186544460638987 | 0.029932098622944110658868607179475357368
f(z) = 8/125*z^3 - 139/30*z + 1
*
3 | 0.20249866670904774951741335096869314472 | 0.028632153109200352266998777760551478816
f(z) = 8/135*z^3 - 131/30*z + 1
*
-20/3 | 0.12007657956184169059534682566275542083 | 0.014835124092062732210610416627332283500
f(z) = 12/125*z^3 - 131/30*z + 1
*
[ -20/3 ] 
f(z) = 13/125*z^3 - 125/36*z + 1
*
-15/2 | 0.22672357913080906593414635077344371522 | 0.028288586031018596070337330227992335075
f(z) = 13/125*z^3 - 121/20*z + 1
*
6 | 0.19753616058600173155436805079866797066 | 0.024338747918791985845528069853539761085
f(z) = 14/135*z^3 - 124/35*z + 1
*
[ 5/24 ] 
f(z) = 16/125*z^3 - 137/36*z + 1
*
15/2 | 0.21143718477240034858756698104748135980 | 0.025876428843208606477727554493004957625
f(z) = 16/135*z^3 - 131/20*z + 1
*
[ 6 ] 
f(z) = 19/135*z^3 - 127/30*z + 1
*
15 | 0.17079203320174616633237984272703322102 | 0.020947468006531870102479221628834879400
f(z) = 1/125*z^3 - 139/45*z + 1
*
-15 | 0.14990223275715420200353335370324227737 | 0.025093239071314892965473921112718640754
f(z) = 1/126*z^3 - 131/42*z + 1
*
21 | 0.079451736230874467269253191668258939648 | 0.013405218132086590133170157799255641200
f(z) = 1/126*z^3 - 125/42*z + 1
*
[ -24 ] 
f(z) = 1/135*z^3 - 129/40*z + 1
*
2/3 | 0.19590912708653575190316984493393314394 | 0.028263712611263082520112903147488360080
f(z) = 3/136*z^3 - 128/51*z + 1
*
15/4 | 0.090632143054650135142303733611782680778 | 0.011197346675359397613257399482509993369
f(z) = 6/125*z^3 - 131/40*z + 1
*
-65/18 | 0.23182696906568893687068492110876620385 | 0.023891039812311084142468795798224264151
f(z) = 6/125*z^3 - 131/54*z + 1
*
20/7 | 0.17228706687439451233369187317892774369 | 0.022714861092275826718750806768649262844
f(z) = 7/128*z^3 - 123/56*z + 1
*
[ -9 ] 
f(z) = 7/135*z^3 - 139/45*z + 1
*
45/8 | 0.18372644701217395014815497766895373185 | 0.022573987064762517610903107362034292631
f(z) = 8/125*z^3 - 137/40*z + 1
*
20/3 | 0.19506095447108451830243047183269413915 | 0.025717441046040187746518470481936940245
f(z) = 9/128*z^3 - 123/40*z + 1
*
-20/11 | 0.22262962140180393992570571728840649663 | 0.027353918151066696768195181378781543769
f(z) = 11/125*z^3 - 137/55*z + 1
*
6 | 0.16283948791241349408428979573135589804 | 0.026991075864959527748893855939734874773
f(z) = 11/126*z^3 - 139/42*z + 1
*
-6 | 0.15810560113915520224831971893640949966 | 0.026675818197556919864740100813425237196
f(z) = 11/126*z^3 - 125/42*z + 1
*
[ 6 ] 
f(z) = 13/126*z^3 - 121/42*z + 1
*
[ 6 ] 
f(z) = 13/136*z^3 - 133/51*z + 1
*
[ -40/7 ] 
f(z) = 14/125*z^3 - 139/56*z + 1
*
[ 11/2 ] 
f(z) = 15/121*z^3 - 129/44*z + 1
*
[ 16/3 ] 
f(z) = 15/128*z^3 - 121/48*z + 1
*
2/3 | 0.19590995165065207803700157161002918433 | 0.028200752654455578934878921153810379625
f(z) = 15/136*z^3 - 130/51*z + 1
*
[ -11/2 ] 
f(z) = 17/121*z^3 - 135/44*z + 1
*
-12 | 0.13514911246201399529886696473704671298 | 0.024406890742895723213146781090417117062
f(z) = 1/120*z^3 - 127/60*z + 1
*
44/3 | 0.21966730184735006195256868354923400156 | 0.028502078115879909336653778654249627398
f(z) = 1/128*z^3 - 139/72*z + 1
*
-14 | 0.12142285502675500825116890658633065465 | 0.021805916452320944670935359827901017237
f(z) = 1/132*z^3 - 131/66*z + 1
*
-15/4 | 0.20103550613011400566856231724302826731 | 0.020818397174252137454410529069234470483
f(z) = 2/125*z^3 - 125/72*z + 1
*
-35/6 | 0.089415555252578349261828187491323583243 | 0.011026399658392418360613766117493319779
f(z) = 3/125*z^3 - 133/60*z + 1
*
-15/4 | 0.19740022725183056571366126448159241221 | 0.024388243550642444118991902377685114204
f(z) = 4/125*z^3 - 131/60*z + 1
*
4 | 0.093985733898528795679346381286384020786 | 0.016878577436264374661289595903684480915
f(z) = 7/120*z^3 - 131/60*z + 1
*
[ 15/2 ] 
f(z) = 7/125*z^3 - 137/60*z + 1
*
-110/21 | 0.15257481983793383982903625417935389360 | 0.015839858486074224073675305698704351382
f(z) = 7/125*z^3 - 122/63*z + 1
*
[ -15/2 ] 
f(z) = 7/125*z^3 - 121/60*z + 1
*
-6 | 0.13488313768785540604362486394544052110 | 0.016388583733925478194182506264864669097
f(z) = 7/135*z^3 - 139/70*z + 1
*
-4 | 0.15359436193918912397927518330985134125 | 0.027508634992310565250248946471322161087
f(z) = 11/120*z^3 - 133/60*z + 1
*
10/3 | 0.18383871149589639284358462356164996843 | 0.022800108782190487759069939543014770895
f(z) = 12/125*z^3 - 127/60*z + 1
*
2 | 0.15888955545929130177811258566221125330 | 0.028776723737240332688554987633591050776
f(z) = 13/132*z^3 - 125/66*z + 1
*
-5 | 0.19751933674941187109478400425940929829 | 0.024268683280672431552800610836589148022
f(z) = 14/125*z^3 - 137/70*z + 1
*
[ 5/14 ] 
f(z) = 14/125*z^3 - 127/70*z + 1
*
15/8 | 0.12206954629492159283417187679291743284 | 0.014971704871996265697503501276289563999
f(z) = 16/125*z^3 - 139/60*z + 1
*
3/2 | 0.17548124568442753243721233750520136469 | 0.024812044325451548808021505828121621861
f(z) = 16/135*z^3 - 131/60*z + 1
*
-4 | 0.11564821558540690496910143870267804726 | 0.021069325497045296275665591126698019250
f(z) = 17/120*z^3 - 121/60*z + 1
*
2 | 0.15888955545929130177811258566221125330 | 0.028457000179151276529172929734920006377
f(z) = 17/132*z^3 - 133/66*z + 1
*
-4 | 0.14532995492349373536949418161915354663 | 0.025891081081527373520382733924521611367
f(z) = 19/120*z^3 - 137/60*z + 1
*
2 | 0.15888955545929130177811258566221125330 | 0.028306775196964707430102671447138887197
f(z) = 19/132*z^3 - 137/66*z + 1
*
-55/4 | 0.19210168855151599257666916613599954561 | 0.023603031044265596184643797516714169953
f(z) = 1/125*z^3 - 137/80*z + 1
*
6 | 0.18188599191658551456259340388675914182 | 0.028775930938969928552743337109795645201
f(z) = 1/128*z^3 - 139/96*z + 1
*
[ 18 ] 
f(z) = 1/135*z^3 - 131/90*z + 1
*
-51/4 | 0.10682179279778704215003586501709099427 | 0.013174828960258769719393853733678587774
f(z) = 1/135*z^3 - 123/80*z + 1
*
[ -18 ] 
f(z) = 1/135*z^3 - 121/90*z + 1
*
[ 2/5 ] 
f(z) = 5/136*z^3 - 128/85*z + 1
*
[ 5/12 ] 
f(z) = 8/125*z^3 - 127/90*z + 1
*
[ -6 ] 
f(z) = 9/128*z^3 - 131/96*z + 1
*
[ 2/5 ] 
f(z) = 15/136*z^3 - 129/85*z + 1
*
5/2 | 0.17079255754629334694541830898743125378 | 0.021182094127824324942801973427729540295
f(z) = 18/125*z^3 - 127/90*z + 1
*
[ 11/3 ] 
f(z) = 19/121*z^3 - 137/99*z + 1
*
3 | 0.16689257754631387901198469513318360685 | 0.020405911284299661709895891855485978628
f(z) = 19/135*z^3 - 132/95*z + 1
*
-10/7 | 0.17641973549197415302159812179403561436 | 0.025451987750921375956094260443097727882
f(z) = 7/120*z^3 - 128/105*z + 1
*
-3 | 0.19894454121489572896486209767265377671 | 0.028039850047275282917175330862013011038
f(z) = 7/135*z^3 - 134/105*z + 1
*
[ -22/5 ] 
f(z) = 15/121*z^3 - 129/110*z + 1
*
-45/4 | 0.21185101244524331049414279333982171183 | 0.025983309772453415072013466284003236992
f(z) = 2/125*z^3 - 139/120*z + 1
*
[ 1/2 ] 
f(z) = 4/121*z^3 - 122/121*z + 1
*
[ 1/2 ] 
f(z) = 4/123*z^3 - 124/123*z + 1
*
[ 1/2 ] 
f(z) = 4/125*z^3 - 126/125*z + 1
*
[ 1/2 ] 
f(z) = 4/127*z^3 - 128/127*z + 1
*
[ 1/2 ] 
f(z) = 4/129*z^3 - 130/129*z + 1
*
[ 1/2 ] 
f(z) = 4/131*z^3 - 132/131*z + 1
*
[ 1/2 ] 
f(z) = 4/133*z^3 - 134/133*z + 1
*
[ 1/2 ] 
f(z) = 4/135*z^3 - 136/135*z + 1
*
[ 1/2 ] 
f(z) = 4/137*z^3 - 138/137*z + 1
*
[ 1/2 ] 
f(z) = 4/139*z^3 - 140/139*z + 1
*
[ 7 ] 
f(z) = 5/126*z^3 - 137/126*z + 1
*
[ 7 ] 
f(z) = 5/133*z^3 - 131/133*z + 1
*
[ 6 ] 
f(z) = 7/138*z^3 - 137/138*z + 1
*
[ 1/2 ] 
f(z) = 8/121*z^3 - 123/121*z + 1
*
[ 1/2 ] 
f(z) = 8/123*z^3 - 125/123*z + 1
*
15/8 | 0.22146485079777417822116125440561870431 | 0.027361360188670808531081457951241488192
f(z) = 8/125*z^3 - 131/120*z + 1
*
[ 1/2 ] 
f(z) = 8/125*z^3 - 127/125*z + 1
*
[ 1/2 ] 
f(z) = 8/127*z^3 - 129/127*z + 1
*
[ 1/2 ] 
f(z) = 8/129*z^3 - 131/129*z + 1
*
[ 1/2 ] 
f(z) = 8/131*z^3 - 133/131*z + 1
*
[ 1/2 ] 
f(z) = 8/133*z^3 - 135/133*z + 1
*
[ 1/2 ] 
f(z) = 8/135*z^3 - 137/135*z + 1
*
[ 1/2 ] 
f(z) = 8/137*z^3 - 139/137*z + 1
*
[ 5 ] 
f(z) = 9/130*z^3 - 121/130*z + 1
*
[ -17/3 ] 
f(z) = 9/136*z^3 - 129/136*z + 1
*
[ 1/2 ] 
f(z) = 12/121*z^3 - 124/121*z + 1
*
[ 1/2 ] 
f(z) = 12/125*z^3 - 128/125*z + 1
*
[ 1/2 ] 
f(z) = 12/127*z^3 - 130/127*z + 1
*
[ 1/2 ] 
f(z) = 12/131*z^3 - 134/131*z + 1
*
[ 1/2 ] 
f(z) = 12/133*z^3 - 136/133*z + 1
*
[ 1/2 ] 
f(z) = 12/137*z^3 - 140/137*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = 13/138*z^3 - 121/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = 15/122*z^3 - 121/122*z + 1
*
-4 | 0.089415173775511178903893837287711644807 | 0.011601718809591415653413737541913183290
f(z) = 15/128*z^3 - 139/120*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 15/134*z^3 - 127/134*z + 1
*
[ -33/8 ] 
f(z) = 16/121*z^3 - 133/132*z + 1
*
[ 1/2 ] 
f(z) = 16/121*z^3 - 125/121*z + 1
*
[ 1/2 ] 
f(z) = 16/123*z^3 - 127/123*z + 1
*
[ 1/2 ] 
f(z) = 16/125*z^3 - 129/125*z + 1
*
[ 1/2 ] 
f(z) = 16/127*z^3 - 131/127*z + 1
*
[ 1/2 ] 
f(z) = 16/129*z^3 - 133/129*z + 1
*
[ 1/2 ] 
f(z) = 16/131*z^3 - 135/131*z + 1
*
[ 1/2 ] 
f(z) = 16/133*z^3 - 137/133*z + 1
*
[ 1/2 ] 
f(z) = 16/135*z^3 - 139/135*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015664791063131630831305079269766089055
f(z) = 17/122*z^3 - 129/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.012955701747680369655839192007119687219
f(z) = 17/126*z^3 - 131/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015807484920507840463962673880076110367
f(z) = 17/130*z^3 - 133/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015873662873919080702252778198476344552
f(z) = 17/134*z^3 - 135/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = 17/138*z^3 - 137/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015473087178315350142956294663159869381
f(z) = 19/122*z^3 - 137/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.012800200279863279544288981127602356828
f(z) = 19/126*z^3 - 139/126*z + 1
*
[ -4 ] 
f(z) = 19/132*z^3 - 139/132*z + 1
*
[ 32/5 ] 
f(z) = 5/128*z^3 - 121/160*z + 1
*
[ 25/7 ] 
f(z) = 14/125*z^3 - 124/175*z + 1
*
[ 10/17 ] 
f(z) = 17/125*z^3 - 127/170*z + 1
*
[ -22/3 ] 
f(z) = 4/121*z^3 - 127/198*z + 1
*
[ 35/9 ] 
f(z) = 12/125*z^3 - 134/189*z + 1
*
[ -9/2 ] 
f(z) = 13/135*z^3 - 131/180*z + 1
*
[ 55/17 ] 
f(z) = 17/125*z^3 - 137/187*z + 1
*
[ 11/18 ] 
f(z) = 18/121*z^3 - 137/198*z + 1
*
[ 55/18 ] 
f(z) = 18/125*z^3 - 133/198*z + 1
*
[ 14 ] 
f(z) = 1/128*z^3 - 135/224*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017739007707280247588514915643585271120
f(z) = 1/121*z^3 - 129/242*z + 1
*
-2 | 0.077328259303043198552025359931306023636 | 0.014046067670645227999680888498234086464
f(z) = 1/123*z^3 - 131/246*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017743599278229965467697171218115253468
f(z) = 1/125*z^3 - 133/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017745820665467194744047563385285493705
f(z) = 1/127*z^3 - 135/254*z + 1
*
-2 | 0.078209226593830727711438220882431445943 | 0.014084241997042138904051694802730874348
f(z) = 1/129*z^3 - 137/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 2/121*z^3 - 137/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = 2/123*z^3 - 139/246*z + 1
*
[ 2/3 ] 
f(z) = 9/121*z^3 - 129/242*z + 1
*
[ 2/3 ] 
f(z) = 9/125*z^3 - 133/250*z + 1
*
[ 2/3 ] 
f(z) = 9/127*z^3 - 135/254*z + 1
*
[ 15/4 ] 
f(z) = 11/125*z^3 - 121/240*z + 1
*
[ 10/3 ] 
f(z) = 15/136*z^3 - 134/255*z + 1
*
[ -15/4 ] 
f(z) = 17/135*z^3 - 121/240*z + 1
*
[ 2/3 ] 
f(z) = 18/121*z^3 - 137/242*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017750123837323283201123481653550434479
f(z) = 1/131*z^3 - 139/262*z + 1
*
[ 19/2 ] 
f(z) = 2/133*z^3 - 123/266*z + 1
*
[ 2/3 ] 
f(z) = 9/131*z^3 - 139/262*z + 1
*
[ 11/15 ] 
f(z) = 18/121*z^3 - 122/275*z + 1
*
[ 35/8 ] 
f(z) = 8/125*z^3 - 127/280*z + 1
*
-30 | 0.16440344818665115019595528498796359008 | 0.024152720669521678859123961884721567293
f(z) = 1/120*z^3 - 113/15*z + 1
*
-30 | 0.20232748925836587198996431731056521619 | 0.029763057185995963482777313497703316034
f(z) = 1/120*z^3 - 112/15*z + 1
*
-30 | 0.15956689064474893203056083728164557051 | 0.022956573575978326115231599110359948801
f(z) = 1/135*z^3 - 116/15*z + 1
*
5/3 | 0.17484752061577634948817922596871841895 | 0.021931422506590985329565298809720765519
f(z) = 6/125*z^3 - 116/15*z + 1
*
10 | 0.17841021905487501986618265453465268925 | 0.026534007297939903017295808723931098464
f(z) = 7/120*z^3 - 104/15*z + 1
*
-10 | 0.11253370399383420356130858371110879517 | 0.016809718546203778712108078291864177702
f(z) = 7/120*z^3 - 101/15*z + 1
*
[ -20 ] 
f(z) = 9/125*z^3 - 111/4*z + 1
*
-115/12 | 0.25245683911935379133772515509607202488 | 0.026519518151925619476805846817705807437
f(z) = 9/125*z^3 - 109/16*z + 1
*
10 | 0.22976889436633856913680793806786744389 | 0.029115242433038880156503810699762596743
f(z) = 9/125*z^3 - 107/15*z + 1
*
-10 | 0.21597186677982147576401231589962348473 | 0.027465921526021292971709841935083966934
f(z) = 9/125*z^3 - 104/15*z + 1
*
[ -11 ] 
f(z) = 12/121*z^3 - 120/11*z + 1
*
[ -15 ] 
f(z) = 13/135*z^3 - 103/5*z + 1
*
45/4 | 0.28670713449704584289380939374917879133 | 0.029948790464613580650442325293516819215
f(z) = 14/125*z^3 - 115/8*z + 1
*
-15/2 | 0.23736054699291468076134262248647048737 | 0.024839677715082355156939406926322006621
f(z) = 14/125*z^3 - 113/18*z + 1
*
[ 10 ] 
f(z) = 14/125*z^3 - 103/10*z + 1
*
[ -10 ] 
f(z) = 14/125*z^3 - 101/10*z + 1
*
[ 15 ] 
f(z) = 14/135*z^3 - 112/5*z + 1
*
[ 10 ] 
f(z) = 16/125*z^3 - 119/10*z + 1
*
[ -10 ] 
f(z) = 16/125*z^3 - 117/10*z + 1
*
-55/6 | 0.20171852276770681628131737161612446691 | 0.025221122776822177899357995460115987931
f(z) = 18/125*z^3 - 119/10*z + 1
*
5/6 | 0.20056927638919846352526122948678815461 | 0.025538498710133642382217014470557535400
f(z) = 18/125*z^3 - 103/10*z + 1
*
[ 25 ] 
f(z) = 1/125*z^3 - 101/25*z + 1
*
-22 | 0.14505913209994362818985584590228078848 | 0.024015399852114186827870131912570710571
f(z) = 1/128*z^3 - 105/32*z + 1
*
[ 20 ] 
f(z) = 2/125*z^3 - 109/20*z + 1
*
[ -20 ] 
f(z) = 2/125*z^3 - 107/20*z + 1
*
-15 | 0.22477310296558022162041851631579734071 | 0.028692010202870783077000722185192294756
f(z) = 2/125*z^3 - 101/30*z + 1
*
3 | 0.12774093039029100265468013702574556692 | 0.018310572967454083202655700594453629534
f(z) = 2/135*z^3 - 119/30*z + 1
*
-44/3 | 0.080295745147195106787921528980201888917 | 0.010681146982220081345684909096886403041
f(z) = 3/128*z^3 - 115/24*z + 1
*
12 | 0.21553397857982540314740883005007657619 | 0.028948541426776168853222091836859465207
f(z) = 3/128*z^3 - 107/24*z + 1
*
[ 45/4 ] 
f(z) = 4/125*z^3 - 113/36*z + 1
*
[ 25/2 ] 
f(z) = 4/125*z^3 - 102/25*z + 1
*
-51/4 | 0.21888385764060853921494110618748777948 | 0.027600030270696381813554585615068057353
f(z) = 4/135*z^3 - 103/20*z + 1
*
-3 | 0.10786472733270605725920693908414910033 | 0.015788269972495368289214676297095035182
f(z) = 4/135*z^3 - 103/30*z + 1
*
[ 12 ] 
f(z) = 5/128*z^3 - 113/24*z + 1
*
[ -12 ] 
f(z) = 5/128*z^3 - 109/24*z + 1
*
[ 35/3 ] 
f(z) = 6/125*z^3 - 118/21*z + 1
*
18/7 | 0.21798499386915368802733972902434531751 | 0.027971271289185926597135792038929699793
f(z) = 7/120*z^3 - 101/35*z + 1
*
-115/14 | 0.23806990127146933092487113158090524370 | 0.024823544892721650898567554573663885989
f(z) = 7/125*z^3 - 117/28*z + 1
*
15/7 | 0.15823629471416546052748215532666933877 | 0.020050965101321653266980339035700402881
f(z) = 7/125*z^3 - 107/35*z + 1
*
3/7 | 0.22247106312995385671556110631246824315 | 0.027608682667415802067300628813257790369
f(z) = 7/135*z^3 - 117/35*z + 1
*
15/2 | 0.19738690680055901402586768857750012804 | 0.028293729728982764386851672776902164328
f(z) = 8/135*z^3 - 119/30*z + 1
*
-55/6 | 0.14617000672626383913705357429368841269 | 0.018314634180702278555819499630424837858
f(z) = 9/125*z^3 - 117/20*z + 1
*
[ 25/3 ] 
f(z) = 9/125*z^3 - 103/25*z + 1
*
-8 | 0.21363168727275552731568151012089128424 | 0.028484314065019060814058638270141995089
f(z) = 9/128*z^3 - 113/24*z + 1
*
10/3 | 0.15759548976022420077507847498711861492 | 0.026090868232094033777232791654415703345
f(z) = 9/128*z^3 - 105/32*z + 1
*
3/2 | 0.17268714198072875460139493484593476958 | 0.021430492741898493570371909255072204254
f(z) = 11/135*z^3 - 117/20*z + 1
*
15/7 | 0.19785558721887297433785843802236045056 | 0.024817363513676493314829437855142689983
f(z) = 14/125*z^3 - 116/35*z + 1
*
-4/3 | 0.19635831384370009586465359910589747423 | 0.026373042525594311199082984758301187766
f(z) = 15/128*z^3 - 107/24*z + 1
*
5/8 | 0.17816285623185754881703480172629588700 | 0.022420959613615132524866400656508377249
f(z) = 16/125*z^3 - 113/20*z + 1
*
45/8 | 0.14649538002621895000332264707379849259 | 0.018519751836446533376716186266064277769
f(z) = 16/125*z^3 - 109/20*z + 1
*
[ 25/4 ] 
f(z) = 16/125*z^3 - 104/25*z + 1
*
-6 | 0.14963117995009649483999069508177965885 | 0.018777444753560409522271982046045280447
f(z) = 16/135*z^3 - 107/20*z + 1
*
[ 6 ] 
f(z) = 16/135*z^3 - 103/30*z + 1
*
[ -6 ] 
f(z) = 17/135*z^3 - 101/30*z + 1
*
[ 20/3 ] 
f(z) = 18/125*z^3 - 111/20*z + 1
*
5 | 0.14971308086327173097941852664239205380 | 0.018926529312811170335340458505242666431
f(z) = 18/125*z^3 - 109/30*z + 1
*
[ 21 ] 
f(z) = 1/126*z^3 - 107/42*z + 1
*
[ -21 ] 
f(z) = 1/126*z^3 - 103/42*z + 1
*
-20 | 0.18881003608098978887728730214901516155 | 0.025359227288876521720855300477831982171
f(z) = 1/128*z^3 - 107/40*z + 1
*
-15 | 0.11653968654569976133354521635527484006 | 0.014571104836645238092023117706719894975
f(z) = 2/125*z^3 - 119/45*z + 1
*
-20/3 | 0.16643064055948542222754012154819947647 | 0.017623952905317205528162232756036196200
f(z) = 3/125*z^3 - 101/48*z + 1
*
34/3 | 0.17023783385213558509562260414861523736 | 0.025109114260521784464635408832293973041
f(z) = 3/136*z^3 - 110/51*z + 1
*
34/3 | 0.19590995165065207803700157161002918433 | 0.029136649875636224331730632802211506162
f(z) = 3/136*z^3 - 104/51*z + 1
*
6 | 0.12607261456143856841866782547085013474 | 0.021774349190713251444294516954043181563
f(z) = 5/126*z^3 - 109/42*z + 1
*
-8/5 | 0.15359351185374125316460071494387862517 | 0.020338898977309079288486076309816234770
f(z) = 5/128*z^3 - 119/40*z + 1
*
24/5 | 0.11965810036304182554631668243708121306 | 0.015992541896973013042382808619164682564
f(z) = 5/128*z^3 - 111/40*z + 1
*
8/7 | 0.19654527696743262610728885746195718185 | 0.026332656262079445028067683450246171532
f(z) = 7/128*z^3 - 109/56*z + 1
*
3/8 | 0.19304141501543320865017472362431754921 | 0.024225061292775606235166046752124524137
f(z) = 8/135*z^3 - 107/40*z + 1
*
5 | 0.13381868537223466051600410328969800404 | 0.017060334989298583659803252411787131623
f(z) = 11/125*z^3 - 102/55*z + 1
*
[ 6 ] 
f(z) = 11/136*z^3 - 106/51*z + 1
*
[ 11/2 ] 
f(z) = 13/121*z^3 - 107/44*z + 1
*
[ -6 ] 
f(z) = 13/126*z^3 - 107/42*z + 1
*
[ -6 ] 
f(z) = 13/136*z^3 - 116/51*z + 1
*
10/7 | 0.20750324067187492224308951472276917115 | 0.021973281656599377358329443701210716062
f(z) = 14/125*z^3 - 101/56*z + 1
*
15/4 | 0.18351376046592164904320277062415189842 | 0.022976025502165756667280320626887909334
f(z) = 14/135*z^3 - 109/40*z + 1
*
[ -11/2 ] 
f(z) = 15/121*z^3 - 113/44*z + 1
*
[ -16/3 ] 
f(z) = 15/128*z^3 - 103/48*z + 1
*
-52/3 | 0.091306523846121101276786807219523156418 | 0.012145829145095990801339215539564436893
f(z) = 1/128*z^3 - 115/72*z + 1
*
6 | 0.10975919364852986123215153171308023254 | 0.016111807627353053821389095595109216324
f(z) = 1/135*z^3 - 101/60*z + 1
*
[ 5/12 ] 
f(z) = 2/125*z^3 - 101/72*z + 1
*
-55/6 | 0.089415555252578349261828187491323583243 | 0.011303796019365598386884106345616062611
f(z) = 3/125*z^3 - 109/60*z + 1
*
20/3 | 0.14075848657090389641609242841590621914 | 0.017922787041201024244077372431051735855
f(z) = 3/125*z^3 - 103/60*z + 1
*
2 | 0.15888955545929130177811258566221125330 | 0.029508719686148037065590520719740192752
f(z) = 5/132*z^3 - 109/66*z + 1
*
[ 22/3 ] 
f(z) = 6/121*z^3 - 119/66*z + 1
*
[ -22/3 ] 
f(z) = 6/121*z^3 - 101/66*z + 1
*
-4 | 0.15359454547016214288678191214661319262 | 0.028934966023917406209671436787439686931
f(z) = 7/120*z^3 - 101/60*z + 1
*
2 | 0.15888959304592365623363969784225044295 | 0.029312529679681949850541882539087161416
f(z) = 7/132*z^3 - 113/66*z + 1
*
-6 | 0.18649345805138119327478161450626308968 | 0.027297237351163833743313769152569970021
f(z) = 8/135*z^3 - 103/60*z + 1
*
4 | 0.11589351933673049899053121454983948418 | 0.021752292220233768128891901282375348280
f(z) = 11/120*z^3 - 103/60*z + 1
*
4 | 0.12546036563835066582629247258913552411 | 0.022926564331324708586786465831472873975
f(z) = 13/120*z^3 - 119/60*z + 1
*
-5 | 0.23191040388309095059190259859952812469 | 0.029088917208102002614367806041239790062
f(z) = 13/125*z^3 - 116/65*z + 1
*
3/2 | 0.19303815431866461182894048862870440412 | 0.027877106078719918710284506315526537544
f(z) = 13/135*z^3 - 113/60*z + 1
*
-15/7 | 0.21928921322726813065736663909714499346 | 0.022906464150654372251548476826869367754
f(z) = 14/125*z^3 - 115/63*z + 1
*
-3 | 0.20418178458928803294449611162308948447 | 0.029267717511718627376657998837574052052
f(z) = 16/135*z^3 - 119/60*z + 1
*
-10/9 | 0.14113389793357552213867805983306239106 | 0.014945187750065526362532704899230855938
f(z) = 18/125*z^3 - 101/72*z + 1
*
[ 4 ] 
f(z) = 19/120*z^3 - 107/60*z + 1
*
3/2 | 0.19303815431866461182894048862870440412 | 0.027670373147863196616257967410288606339
f(z) = 19/135*z^3 - 119/60*z + 1
*
[ 4 ] 
f(z) = 19/136*z^3 - 101/68*z + 1
*
[ 10 ] 
f(z) = 3/136*z^3 - 111/85*z + 1
*
[ 6 ] 
f(z) = 7/128*z^3 - 109/96*z + 1
*
[ 5/12 ] 
f(z) = 9/125*z^3 - 113/80*z + 1
*
4 | 0.13321836046241507720729296199543062594 | 0.017640815309620173521167772675953753581
f(z) = 11/128*z^3 - 119/88*z + 1
*
[ 9/2 ] 
f(z) = 14/135*z^3 - 119/90*z + 1
*
[ 11/3 ] 
f(z) = 16/121*z^3 - 104/99*z + 1
*
3 | 0.10600110545335538077699904098506975375 | 0.013302240229145690916810586739535589645
f(z) = 16/135*z^3 - 107/80*z + 1
*
[ 11/3 ] 
f(z) = 17/121*z^3 - 115/99*z + 1
*
[ 10/21 ] 
f(z) = 18/125*z^3 - 111/98*z + 1
*
2 | 0.15734176053911309826028550598355253033 | 0.023302052757700503599004287475741459791
f(z) = 7/120*z^3 - 107/105*z + 1
*
-4 | 0.14249914294370208787348984330655225399 | 0.019212556892149932852990276848668746073
f(z) = 13/128*z^3 - 103/104*z + 1
*
[ 15 ] 
f(z) = 1/120*z^3 - 113/120*z + 1
*
-10/3 | 0.18104353266004334827031512908714015618 | 0.025919954993530491016447221069106952116
f(z) = 1/120*z^3 - 107/135*z + 1
*
[ 5/9 ] 
f(z) = 3/125*z^3 - 109/135*z + 1
*
[ -7 ] 
f(z) = 5/126*z^3 - 101/126*z + 1
*
3 | 0.099397852339960657788315203061405971248 | 0.020761989300518322904134050067324278951
f(z) = 7/120*z^3 - 103/120*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = 9/130*z^3 - 101/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = 9/134*z^3 - 103/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 11/122*z^3 - 105/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.013060085378615055964718896630591122418
f(z) = 11/126*z^3 - 107/126*z + 1
*
[ -5 ] 
f(z) = 11/130*z^3 - 119/130*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = 11/130*z^3 - 109/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 11/134*z^3 - 111/134*z + 1
*
[ -5 ] 
f(z) = 11/135*z^3 - 113/135*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = 11/138*z^3 - 113/138*z + 1
*
[ 5/9 ] 
f(z) = 12/125*z^3 - 112/135*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 13/122*z^3 - 113/122*z + 1
*
[ 4 ] 
f(z) = 13/124*z^3 - 115/124*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = 13/126*z^3 - 115/126*z + 1
*
[ 4 ] 
f(z) = 13/132*z^3 - 109/132*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = 13/134*z^3 - 119/134*z + 1
*
[ 15/4 ] 
f(z) = 14/125*z^3 - 101/120*z + 1
*
[ 8/15 ] 
f(z) = 15/128*z^3 - 109/120*z + 1
*
[ 7/2 ] 
f(z) = 16/133*z^3 - 101/133*z + 1
*
[ 10/3 ] 
f(z) = 17/120*z^3 - 118/135*z + 1
*
-3 | 0.096545394806792158572606428899026643808 | 0.020166174688938248290313791499799608401
f(z) = 17/120*z^3 - 113/120*z + 1
*
[ -4 ] 
f(z) = 17/124*z^3 - 117/124*z + 1
*
[ -4 ] 
f(z) = 17/132*z^3 - 107/132*z + 1
*
65/14 | 0.11053189290431145500479967118939992760 | 0.013544714876224672361935954486652857568
f(z) = 7/125*z^3 - 113/140*z + 1
*
[ 16/3 ] 
f(z) = 7/128*z^3 - 107/144*z + 1
*
-12/7 | 0.23434931663479438405159782385016790244 | 0.028449153973440258772965732600999212212
f(z) = 14/135*z^3 - 101/140*z + 1
*
[ 55/4 ] 
f(z) = 1/125*z^3 - 103/176*z + 1
*
[ -33/5 ] 
f(z) = 5/121*z^3 - 107/165*z + 1
*
[ 5/8 ] 
f(z) = 14/125*z^3 - 103/160*z + 1
*
[ 20/3 ] 
f(z) = 4/125*z^3 - 103/180*z + 1
*
[ 6 ] 
f(z) = 5/124*z^3 - 115/186*z + 1
*
[ 2/3 ] 
f(z) = 15/124*z^3 - 103/186*z + 1
*
[ 11/17 ] 
f(z) = 17/121*z^3 - 113/187*z + 1
*
[ 20/7 ] 
f(z) = 18/125*z^3 - 103/196*z + 1
*
[ -21/2 ] 
f(z) = 2/135*z^3 - 113/210*z + 1
*
[ -14 ] 
f(z) = 1/128*z^3 - 103/224*z + 1
*
[ 33/7 ] 
f(z) = 7/121*z^3 - 115/231*z + 1
*
[ 15/22 ] 
f(z) = 11/135*z^3 - 111/220*z + 1
*
[ 25/9 ] 
f(z) = 18/125*z^3 - 106/225*z + 1
*
[ -8 ] 
f(z) = 3/124*z^3 - 105/248*z + 1
*
[ 5/7 ] 
f(z) = 3/125*z^3 - 101/245*z + 1
*
[ 5/7 ] 
f(z) = 4/125*z^3 - 102/245*z + 1
*
[ 5/7 ] 
f(z) = 6/125*z^3 - 104/245*z + 1
*
[ 5/7 ] 
f(z) = 8/125*z^3 - 106/245*z + 1
*
[ 4 ] 
f(z) = 9/122*z^3 - 105/244*z + 1
*
[ 5/7 ] 
f(z) = 9/125*z^3 - 107/245*z + 1
*
[ 5/7 ] 
f(z) = 11/125*z^3 - 109/245*z + 1
*
[ -4 ] 
f(z) = 13/122*z^3 - 111/244*z + 1
*
[ 5/7 ] 
f(z) = 13/125*z^3 - 111/245*z + 1
*
[ -4 ] 
f(z) = 13/126*z^3 - 101/252*z + 1
*
[ 5/7 ] 
f(z) = 16/125*z^3 - 114/245*z + 1
*
[ 5/7 ] 
f(z) = 18/125*z^3 - 116/245*z + 1
*
[ 5/7 ] 
f(z) = 19/125*z^3 - 117/245*z + 1
*
[ -14 ] 
f(z) = 1/133*z^3 - 107/266*z + 1
*
[ -10 ] 
f(z) = 2/135*z^3 - 103/270*z + 1
*
[ 11/15 ] 
f(z) = 9/121*z^3 - 111/275*z + 1
*
185/24 | 0.21397982390071752868847177938870261543 | 0.020395980456315533397195395924683788207
f(z) = 2/125*z^3 - 101/288*z + 1
*
[ 28/5 ] 
f(z) = 5/128*z^3 - 113/280*z + 1
*
-10/7 | 0.20209081967406975624079589205271499387 | 0.022825667099876650868120607426463884089
f(z) = 14/125*z^3 - 113/280*z + 1
*
[ 15/19 ] 
f(z) = 19/125*z^3 - 103/285*z + 1
*
[ 15/19 ] 
f(z) = 19/135*z^3 - 101/285*z + 1
*
[ 30 ] 
f(z) = 1/120*z^3 - 98/15*z + 1
*
[ -30 ] 
f(z) = 1/120*z^3 - 97/15*z + 1
*
2 | 0.19048550413575725487613565072988468779 | 0.029313209207314068213293073942411722066
f(z) = 1/120*z^3 - 83/15*z + 1
*
-5/2 | 0.17329420099043897748337187641685453295 | 0.022550302293989949549363591937134198693
f(z) = 2/125*z^3 - 87/10*z + 1
*
15 | 0.23728524314482797517594636039035738940 | 0.025660352827417869894817226484575077337
f(z) = 2/125*z^3 - 83/18*z + 1
*
[ 16 ] 
f(z) = 3/128*z^3 - 81/16*z + 1
*
[ 15 ] 
f(z) = 4/125*z^3 - 94/15*z + 1
*
[ -15 ] 
f(z) = 4/125*z^3 - 92/15*z + 1
*
[ 15 ] 
f(z) = 4/135*z^3 - 86/15*z + 1
*
10 | 0.16572910879635673246323636572740146179 | 0.025232512621143532707047675992853437017
f(z) = 7/120*z^3 - 89/15*z + 1
*
[ 11 ] 
f(z) = 9/121*z^3 - 89/11*z + 1
*
[ -11 ] 
f(z) = 9/121*z^3 - 87/11*z + 1
*
[ 40/3 ] 
f(z) = 9/125*z^3 - 95/8*z + 1
*
[ 11 ] 
f(z) = 10/121*z^3 - 100/11*z + 1
*
[ -11 ] 
f(z) = 10/121*z^3 - 98/11*z + 1
*
[ 15 ] 
f(z) = 11/135*z^3 - 87/5*z + 1
*
35/4 | 0.14304635360616755448614895650691077725 | 0.015353345457776504812705332831932807393
f(z) = 12/125*z^3 - 89/12*z + 1
*
15/2 | 0.15439077008110967995872123064748332454 | 0.020060616476706541988144788176921312183
f(z) = 12/125*z^3 - 88/15*z + 1
*
[ 10 ] 
f(z) = 12/125*z^3 - 87/10*z + 1
*
[ -10 ] 
f(z) = 13/125*z^3 - 93/10*z + 1
*
[ -15/2 ] 
f(z) = 16/125*z^3 - 91/15*z + 1
*
[ -15/2 ] 
f(z) = 16/135*z^3 - 83/15*z + 1
*
-6 | 0.17291195348361395479722466619652902271 | 0.026326111811673397596945137149337257331
f(z) = 17/120*z^3 - 89/15*z + 1
*
[ 15 ] 
f(z) = 17/125*z^3 - 89/3*z + 1
*
[ -15 ] 
f(z) = 18/125*z^3 - 94/3*z + 1
*
-6 | 0.13723195219835093133590984650071969844 | 0.020591766168507978951862457762799428197
f(z) = 19/120*z^3 - 98/15*z + 1
*
-6 | 0.13694987727104825682138768221652043262 | 0.021074781630108550929133577169332972021
f(z) = 19/120*z^3 - 83/15*z + 1
*
[ -15/2 ] 
f(z) = 19/125*z^3 - 89/12*z + 1
*
[ -25 ] 
f(z) = 1/125*z^3 - 99/25*z + 1
*
5/2 | 0.21097671642707934941245214564695055803 | 0.027372868326421009819200187714162472862
f(z) = 1/125*z^3 - 89/20*z + 1
*
[ 24 ] 
f(z) = 1/128*z^3 - 85/24*z + 1
*
[ -24 ] 
f(z) = 1/128*z^3 - 83/24*z + 1
*
[ 21 ] 
f(z) = 1/135*z^3 - 81/35*z + 1
*
15/2 | 0.11748419656849231989736274602364188334 | 0.015198993436614982006802716549300539134
f(z) = 2/125*z^3 - 91/30*z + 1
*
15/2 | 0.070970527507827592782327029785284301476 | 0.010615016984304319018501499673302444783
f(z) = 2/135*z^3 - 89/30*z + 1
*
5/2 | 0.21091465209079883089102908403591970274 | 0.027286141510488967676729203540978521872
f(z) = 3/125*z^3 - 91/20*z + 1
*
40/3 | 0.12344102473103220582098838618226765605 | 0.016800869674412002453884213942424285417
f(z) = 3/128*z^3 - 97/24*z + 1
*
-12 | 0.21650173862175936288789018509101201411 | 0.029550638743566748642806533091706705898
f(z) = 3/128*z^3 - 95/24*z + 1
*
8/3 | 0.17250459633509618182428492899479768292 | 0.023908365743014062665928522882833780638
f(z) = 3/128*z^3 - 85/24*z + 1
*
[ -25/2 ] 
f(z) = 4/125*z^3 - 98/25*z + 1
*
5/4 | 0.16337855708034440040170365933917930328 | 0.020963204901966986901596292524605325450
f(z) = 4/125*z^3 - 97/20*z + 1
*
5/2 | 0.10736817281132816512464177950998694928 | 0.013890278024834962178196467548385524355
f(z) = 6/125*z^3 - 91/30*z + 1
*
10 | 0.17772101836060129351936053902579192117 | 0.022743936105459621023081562201601074496
f(z) = 7/125*z^3 - 99/20*z + 1
*
30/7 | 0.21983384955408107339384758790297826663 | 0.023595044196716598062860758714596930405
f(z) = 7/125*z^3 - 89/28*z + 1
*
-3/2 | 0.11670068959159212308285598394623980133 | 0.014991469050962877666578900875011812703
f(z) = 7/135*z^3 - 89/20*z + 1
*
-6 | 0.18722881575835740366310901958834661886 | 0.024122000417227713056377971767554730199
f(z) = 7/135*z^3 - 87/35*z + 1
*
-6/7 | 0.19752106203864478288708061542349783580 | 0.025603281888248346632345635124204838403
f(z) = 7/135*z^3 - 83/35*z + 1
*
3/7 | 0.22024128812296173842351843345566926377 | 0.028593272789479527245191687050369823586
f(z) = 7/135*z^3 - 82/35*z + 1
*
15/2 | 0.18549971681673544024903977241277450498 | 0.024121302682108944283519612660306838766
f(z) = 7/135*z^3 - 81/20*z + 1
*
-15/2 | 0.12458015890841423374072353870729044214 | 0.016163472176624187298412798647201738038
f(z) = 8/125*z^3 - 89/30*z + 1
*
[ -25/3 ] 
f(z) = 9/125*z^3 - 97/25*z + 1
*
14/3 | 0.16687021622964295878161469543185170957 | 0.027993636429151211783486233866743525634
f(z) = 9/128*z^3 - 97/32*z + 1
*
2/3 | 0.14119703837584233389026859646767885734 | 0.024425411366221004658840444983450869534
f(z) = 9/128*z^3 - 81/32*z + 1
*
5/4 | 0.16654332450202606881733952190946452597 | 0.021313465150077215756907677792496856005
f(z) = 12/125*z^3 - 99/20*z + 1
*
15/7 | 0.12544889440705380311931781769406449392 | 0.016477543615197539557754105608980679114
f(z) = 14/125*z^3 - 81/35*z + 1
*
4/3 | 0.17558700863176163252640395868891591329 | 0.023966127446235837078825755248758481329
f(z) = 15/128*z^3 - 95/24*z + 1
*
[ -25/4 ] 
f(z) = 16/125*z^3 - 96/25*z + 1
*
[ 21/4 ] 
f(z) = 16/135*z^3 - 86/35*z + 1
*
6 | 0.18760665002942450746494133730892521256 | 0.024100108555601646528852104321155379037
f(z) = 17/135*z^3 - 89/20*z + 1
*
[ 11/2 ] 
f(z) = 18/121*z^3 - 81/22*z + 1
*
-5 | 0.21151974138200037573246993503746604176 | 0.027140230386668025669386004338936124509
f(z) = 18/125*z^3 - 97/30*z + 1
*
-35/24 | 0.25699517157732527012906380791942918381 | 0.027454070479063544793231318969156819902
f(z) = 18/125*z^3 - 93/32*z + 1
*
-6 | 0.11280778110407133979488789314631076905 | 0.014410001682150807086090401910486975791
f(z) = 19/135*z^3 - 93/20*z + 1
*
[ 20 ] 
f(z) = 1/128*z^3 - 87/40*z + 1
*
[ -20 ] 
f(z) = 1/128*z^3 - 83/40*z + 1
*
45/4 | 0.11936465750037230004123524415284114638 | 0.015486794504716543394868940777907092880
f(z) = 2/125*z^3 - 89/40*z + 1
*
35/3 | 0.081380202270176789449162793943934999337 | 0.010558556407758835326725248106571300411
f(z) = 2/125*z^3 - 89/45*z + 1
*
51/4 | 0.20453636356866929168726164167945947940 | 0.026512626647487925802284100306524320029
f(z) = 2/135*z^3 - 83/40*z + 1
*
16/3 | 0.19254191710529458678252345316333916970 | 0.029314804072399134167786179065858212196
f(z) = 3/128*z^3 - 89/48*z + 1
*
[ 34/3 ] 
f(z) = 3/136*z^3 - 98/51*z + 1
*
[ -34/3 ] 
f(z) = 3/136*z^3 - 89/51*z + 1
*
-5/4 | 0.15359351185374125316460071494387862517 | 0.019870474895835746061086382066368377418
f(z) = 6/125*z^3 - 91/40*z + 1
*
[ 25/4 ] 
f(z) = 8/125*z^3 - 83/50*z + 1
*
-15/8 | 0.15359351185374125316460071494387862517 | 0.020174301276576864316112918745781532830
f(z) = 8/125*z^3 - 81/40*z + 1
*
-3 | 0.19320830135310315949823647031232931528 | 0.025044248707640631728084852399523490000
f(z) = 8/135*z^3 - 83/40*z + 1
*
[ 20/3 ] 
f(z) = 9/128*z^3 - 91/40*z + 1
*
-30/11 | 0.22263092568051137865419941128665175467 | 0.023676522439241039964629291335934684126
f(z) = 11/125*z^3 - 97/44*z + 1
*
-20/11 | 0.22262962140180393992570571728840649663 | 0.029195048949740107958208010444745686884
f(z) = 11/125*z^3 - 82/55*z + 1
*
[ 6 ] 
f(z) = 11/126*z^3 - 97/42*z + 1
*
[ -6 ] 
f(z) = 11/126*z^3 - 83/42*z + 1
*
[ -6 ] 
f(z) = 11/136*z^3 - 89/51*z + 1
*
[ -11/2 ] 
f(z) = 13/121*z^3 - 91/44*z + 1
*
[ 5/14 ] 
f(z) = 16/125*z^3 - 89/49*z + 1
*
[ 25/6 ] 
f(z) = 18/125*z^3 - 87/50*z + 1
*
-35/12 | 0.11936472642234488343899254023350909154 | 0.015678396330527705804674060390549414679
f(z) = 18/125*z^3 - 81/40*z + 1
*
4 | 0.093985733898528795679346381286384020786 | 0.018385359627148941092108041723101126921
f(z) = 1/120*z^3 - 83/60*z + 1
*
-20/3 | 0.15359351185374125316460071494387862517 | 0.019927767608508541978254824058142547695
f(z) = 6/125*z^3 - 89/60*z + 1
*
[ 35/6 ] 
f(z) = 8/125*z^3 - 85/63*z + 1
*
-4 | 0.11883613073619273752550732751304215978 | 0.022933441658228703866005846598762291028
f(z) = 13/120*z^3 - 89/60*z + 1
*
3 | 0.15243302207066737737083642132195712969 | 0.019610139736541276905591456407586778950
f(z) = 13/135*z^3 - 88/65*z + 1
*
[ 4 ] 
f(z) = 17/120*z^3 - 91/60*z + 1
*
5/2 | 0.24681526297261390844239891350376271221 | 0.026248496673388347684263388062334729538
f(z) = 17/125*z^3 - 97/68*z + 1
*
45/4 | 0.21777380635003248551804813359741349258 | 0.027942693376536379833651826098150876585
f(z) = 1/125*z^3 - 97/80*z + 1
*
[ -10 ] 
f(z) = 3/136*z^3 - 94/85*z + 1
*
-16/5 | 0.19364475036982987015677624727283106839 | 0.029585088714715973666922538766955081881
f(z) = 5/128*z^3 - 87/80*z + 1
*
-35/6 | 0.081380202270176789449162793943934999337 | 0.010441944681359152926721544501360503961
f(z) = 8/125*z^3 - 97/90*z + 1
*
[ 11/3 ] 
f(z) = 14/121*z^3 - 82/99*z + 1
*
[ 15/4 ] 
f(z) = 17/135*z^3 - 83/80*z + 1
*
[ -11/3 ] 
f(z) = 19/121*z^3 - 83/99*z + 1
*
[ 10/3 ] 
f(z) = 19/125*z^3 - 89/90*z + 1
*
[ -35/4 ] 
f(z) = 3/125*z^3 - 81/112*z + 1
*
[ 22/5 ] 
f(z) = 10/121*z^3 - 91/110*z + 1
*
[ -15 ] 
f(z) = 1/120*z^3 - 97/120*z + 1
*
[ 3/5 ] 
f(z) = 2/135*z^3 - 84/125*z + 1
*
-20/3 | 0.17882942474938208943722833078078997001 | 0.023654434046935210579062171519910784660
f(z) = 3/128*z^3 - 83/120*z + 1
*
[ 7 ] 
f(z) = 4/133*z^3 - 82/133*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 5/122*z^3 - 81/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.013059950535492536161800137573580852081
f(z) = 5/126*z^3 - 83/126*z + 1
*
3 | 0.13892131911069091754596996932282139376 | 0.028451147786291051950016909051348999420
f(z) = 5/132*z^3 - 89/132*z + 1
*
[ -7 ] 
f(z) = 5/133*z^3 - 93/133*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = 5/134*z^3 - 87/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011784737942981243908320103026792343551
f(z) = 5/138*z^3 - 89/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015846577912985436574207761163025137272
f(z) = 7/122*z^3 - 89/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = 7/130*z^3 - 93/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 7/134*z^3 - 95/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011784605589464378344769757145296953298
f(z) = 7/138*z^3 - 97/138*z + 1
*
[ -6 ] 
f(z) = 7/138*z^3 - 91/138*z + 1
*
[ 5 ] 
f(z) = 8/135*z^3 - 92/135*z + 1
*
-21/8 | 0.091630771137702906241150493637582493798 | 0.013118753423639603436497574400523317386
f(z) = 8/135*z^3 - 89/120*z + 1
*
[ 3/5 ] 
f(z) = 8/135*z^3 - 86/125*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 9/122*z^3 - 97/122*z + 1
*
[ 4 ] 
f(z) = 11/124*z^3 - 83/124*z + 1
*
[ 3/5 ] 
f(z) = 11/135*z^3 - 87/125*z + 1
*
5/21 | 0.27889867693825519722904901695649679432 | 0.028857769864803222982663476872161305078
f(z) = 14/125*z^3 - 89/126*z + 1
*
[ 3/5 ] 
f(z) = 14/135*z^3 - 88/125*z + 1
*
[ -4 ] 
f(z) = 15/124*z^3 - 85/124*z + 1
*
[ 3/5 ] 
f(z) = 17/135*z^3 - 89/125*z + 1
*
[ -15/4 ] 
f(z) = 18/125*z^3 - 91/120*z + 1
*
[ 3 ] 
f(z) = 19/120*z^3 - 91/120*z + 1
*
[ 3 ] 
f(z) = 19/123*z^3 - 89/123*z + 1
*
[ 3 ] 
f(z) = 19/129*z^3 - 85/129*z + 1
*
[ 3 ] 
f(z) = 19/132*z^3 - 83/132*z + 1
*
[ 2/3 ] 
f(z) = 11/136*z^3 - 82/153*z + 1
*
[ 2/3 ] 
f(z) = 13/136*z^3 - 83/153*z + 1
*
[ 2/3 ] 
f(z) = 19/136*z^3 - 86/153*z + 1
*
[ 5/8 ] 
f(z) = 2/125*z^3 - 97/160*z + 1
*
-15/8 | 0.23876585396669128227576693162801140869 | 0.028522942217937228859048433141497938932
f(z) = 2/135*z^3 - 83/160*z + 1
*
-32/5 | 0.12545933202192977610411127538640095665 | 0.019416536396644137337688308672964057003
f(z) = 5/128*z^3 - 81/160*z + 1
*
[ 5/8 ] 
f(z) = 6/125*z^3 - 99/160*z + 1
*
[ 11/16 ] 
f(z) = 16/121*z^3 - 91/176*z + 1
*
[ 11/4 ] 
f(z) = 19/121*z^3 - 97/176*z + 1
*
-65/6 | 0.17269354376238529372497731142989484306 | 0.020529835818068651471049327858376998178
f(z) = 1/125*z^3 - 97/180*z + 1
*
[ 2/3 ] 
f(z) = 3/124*z^3 - 95/186*z + 1
*
15/8 | 0.12829783903431727566798857610235541757 | 0.015252067412616471006598344746639131587
f(z) = 16/125*z^3 - 97/180*z + 1
*
-21/5 | 0.15920792422519825271025165618131824253 | 0.024699789734325488837676763306712500724
f(z) = 5/126*z^3 - 97/210*z + 1
*
[ -35/6 ] 
f(z) = 6/125*z^3 - 97/210*z + 1
*
[ 32/7 ] 
f(z) = 7/128*z^3 - 81/224*z + 1
*
[ 5/7 ] 
f(z) = 1/125*z^3 - 99/245*z + 1
*
[ 6 ] 
f(z) = 4/123*z^3 - 83/246*z + 1
*
[ 3/4 ] 
f(z) = 8/123*z^3 - 91/246*z + 1
*
[ 3/4 ] 
f(z) = 8/129*z^3 - 95/258*z + 1
*
[ 3/4 ] 
f(z) = 11/135*z^3 - 91/240*z + 1
*
-6/5 | 0.22571435743646875164071933704014377024 | 0.029618566112248662730606585257096331927
f(z) = 15/136*z^3 - 83/255*z + 1
*
[ 3/4 ] 
f(z) = 17/135*z^3 - 97/240*z + 1
*
[ 33/8 ] 
f(z) = 8/121*z^3 - 97/264*z + 1
*
[ 4 ] 
f(z) = 9/130*z^3 - 93/260*z + 1
*
[ 4 ] 
f(z) = 9/134*z^3 - 87/268*z + 1
*
[ -4 ] 
f(z) = 13/134*z^3 - 81/268*z + 1
*
[ -7/2 ] 
f(z) = 18/133*z^3 - 99/266*z + 1
*
22 | 0.15197327398377561267339523458857109278 | 0.024126765914113619652390437198770767344
f(z) = 1/120*z^3 - 68/15*z + 1
*
20 | 0.25449500045248969658019704696483652663 | 0.028469589385335152630835708749945358135
f(z) = 1/125*z^3 - 61/16*z + 1
*
-36 | 0.20329228548829930167389665022649795505 | 0.028464189921436369065247450933183025507
f(z) = 1/128*z^3 - 79/8*z + 1
*
3 | 0.14328667291507492343956591716395601559 | 0.018921969816125362770994390696647316903
f(z) = 1/135*z^3 - 72/5*z + 1
*
-5/2 | 0.16023027439633014805214230963969017436 | 0.021186966522724129001751672281108501270
f(z) = 2/125*z^3 - 77/10*z + 1
*
20 | 0.13843891445181218946091957399653099595 | 0.018648567126618264372357993928962169811
f(z) = 2/125*z^3 - 67/10*z + 1
*
-85/6 | 0.15900236949325310744966038823446266794 | 0.017661629478322759952245059429101190550
f(z) = 2/125*z^3 - 65/18*z + 1
*
35/2 | 0.13109166692226062306492941165613644037 | 0.017884876357817760959855292568907328071
f(z) = 2/125*z^3 - 61/10*z + 1
*
-3 | 0.095229126854093408497486400154538289463 | 0.012801383319091700375955546232086412142
f(z) = 2/135*z^3 - 63/10*z + 1
*
-40/3 | 0.18653762946842926606971468964820843131 | 0.024708249842839520693745456828225229522
f(z) = 3/125*z^3 - 76/15*z + 1
*
-5/2 | 0.14495579812437846222439125623518410941 | 0.016101367579405537615605520258602850810
f(z) = 3/125*z^3 - 65/12*z + 1
*
[ -16 ] 
f(z) = 3/128*z^3 - 79/16*z + 1
*
-5/4 | 0.18017850464993926941399220492208901420 | 0.019759072972199112671146122707601766390
f(z) = 4/125*z^3 - 73/4*z + 1
*
15 | 0.11708721486390885837239390609452599066 | 0.015650116035896746545797015978799034544
f(z) = 4/125*z^3 - 71/10*z + 1
*
[ 35/2 ] 
f(z) = 4/125*z^3 - 62/7*z + 1
*
-3/2 | 0.094075940828901189116533887854102060055 | 0.012542573295936209619022716850144234547
f(z) = 4/135*z^3 - 67/5*z + 1
*
[ 20 ] 
f(z) = 6/125*z^3 - 73/4*z + 1
*
-10 | 0.093424290578729366694564811258052802486 | 0.012559757130212520233551235020853952671
f(z) = 6/125*z^3 - 68/15*z + 1
*
[ 10 ] 
f(z) = 7/120*z^3 - 74/15*z + 1
*
[ 11 ] 
f(z) = 7/121*z^3 - 67/11*z + 1
*
[ -11 ] 
f(z) = 7/121*z^3 - 65/11*z + 1
*
-12 | 0.20097393116395288646082606000029780845 | 0.028929699971825564684225330508154989485
f(z) = 7/128*z^3 - 65/8*z + 1
*
12 | 0.22571217858815974375084276510052234034 | 0.029752618333052399956959772040144467321
f(z) = 7/135*z^3 - 73/10*z + 1
*
[ 11 ] 
f(z) = 8/121*z^3 - 78/11*z + 1
*
[ -11 ] 
f(z) = 8/121*z^3 - 76/11*z + 1
*
-5/4 | 0.14419390779473057336262181454290112552 | 0.019586213139840877539118516155999169263
f(z) = 8/125*z^3 - 63/10*z + 1
*
-15/2 | 0.21750076552178059124755446395133636459 | 0.029608012963045940800359387584915079678
f(z) = 8/125*z^3 - 62/15*z + 1
*
3/2 | 0.16960555066786337688520455813167353283 | 0.022356831818966946262353965627274705317
f(z) = 8/135*z^3 - 73/10*z + 1
*
21/2 | 0.15612041163944908887617789266980466404 | 0.020814585416061621488043876551427810625
f(z) = 8/135*z^3 - 67/10*z + 1
*
-3/2 | 0.091403338070893401325922165830950497390 | 0.014277494578908485949953282780046200311
f(z) = 8/135*z^3 - 67/15*z + 1
*
[ 15 ] 
f(z) = 8/135*z^3 - 62/5*z + 1
*
[ 10 ] 
f(z) = 9/125*z^3 - 63/10*z + 1
*
[ -35/3 ] 
f(z) = 9/125*z^3 - 61/7*z + 1
*
[ -10 ] 
f(z) = 9/125*z^3 - 61/10*z + 1
*
4/3 | 0.15233043088473435870772137314344816483 | 0.022026680508007006784671883238398033801
f(z) = 9/128*z^3 - 63/8*z + 1
*
2 | 0.13983604542393111381080296374454832449 | 0.021952624664166146387395695936901400664
f(z) = 11/120*z^3 - 73/15*z + 1
*
6 | 0.17151449419030166945428945834837092095 | 0.027293257876766271117131380996692897782
f(z) = 11/120*z^3 - 67/15*z + 1
*
-6 | 0.14252370573719846937718164925136478095 | 0.022963338790959586171739494073512818324
f(z) = 11/120*z^3 - 62/15*z + 1
*
[ 10 ] 
f(z) = 11/125*z^3 - 79/10*z + 1
*
[ -10 ] 
f(z) = 11/125*z^3 - 77/10*z + 1
*
5/12 | 0.21782889102608896439655291972463985969 | 0.023749025415641623513827305209015914822
f(z) = 12/125*z^3 - 77/12*z + 1
*
5/3 | 0.12956006796204239201705711794786402534 | 0.017253200632599925391583319750796999389
f(z) = 12/125*z^3 - 73/15*z + 1
*
[ 15/2 ] 
f(z) = 12/125*z^3 - 68/15*z + 1
*
-95/12 | 0.26021878099569736291763465928208096812 | 0.028904523296691114092497610715767349434
f(z) = 12/125*z^3 - 65/12*z + 1
*
[ -15/2 ] 
f(z) = 12/125*z^3 - 64/15*z + 1
*
[ 15 ] 
f(z) = 12/125*z^3 - 62/3*z + 1
*
-6 | 0.11852468277234649904626875464717271712 | 0.018688491586186984620932721990778602760
f(z) = 13/120*z^3 - 71/15*z + 1
*
[ -15 ] 
f(z) = 13/125*z^3 - 67/3*z + 1
*
-40/7 | 0.13932294177142943279308530800213644584 | 0.015585637977709638016662123848028351538
f(z) = 14/125*z^3 - 61/14*z + 1
*
-5/6 | 0.25004219678164641051254346632290484670 | 0.027504385921813215833826472486496978513
f(z) = 16/125*z^3 - 71/9*z + 1
*
15/2 | 0.19136817222245357114597601138900772541 | 0.024965566088015732513719991655523967341
f(z) = 16/135*z^3 - 79/10*z + 1
*
6 | 0.14380707764368664427127276580095203929 | 0.022299510637321343957561581578752428408
f(z) = 17/120*z^3 - 79/15*z + 1
*
[ 6 ] 
f(z) = 17/120*z^3 - 64/15*z + 1
*
-20/17 | 0.18864625650248718653013610125581311124 | 0.020538464134213279295819100214013108742
f(z) = 17/125*z^3 - 78/17*z + 1
*
[ 8 ] 
f(z) = 17/128*z^3 - 61/8*z + 1
*
-5/6 | 0.15455125858211149766319265350095944831 | 0.020366982900811761454388628101938159682
f(z) = 18/125*z^3 - 79/10*z + 1
*
[ 6 ] 
f(z) = 19/120*z^3 - 73/15*z + 1
*
[ -6 ] 
f(z) = 19/120*z^3 - 68/15*z + 1
*
[ 8 ] 
f(z) = 19/128*z^3 - 69/8*z + 1
*
[ -8 ] 
f(z) = 19/128*z^3 - 67/8*z + 1
*
[ 22 ] 
f(z) = 1/121*z^3 - 67/22*z + 1
*
[ -22 ] 
f(z) = 1/121*z^3 - 65/22*z + 1
*
-12 | 0.15896498214577033711692531880106943378 | 0.022506569184927404110176533874888200422
f(z) = 1/128*z^3 - 73/24*z + 1
*
-12 | 0.12207009624663920780147978221310192356 | 0.017571688225903354871516038509253242601
f(z) = 1/128*z^3 - 65/24*z + 1
*
-3/2 | 0.19494343083188235808490726634671291800 | 0.025990622556909846140319227549883011310
f(z) = 1/135*z^3 - 67/20*z + 1
*
-12 | 0.12716543119373855412035920923884764357 | 0.019863648230056551061536811475806448129
f(z) = 1/135*z^3 - 67/30*z + 1
*
-105/8 | 0.20493806983462713733221817988378174702 | 0.022614055005649392789897623111213208693
f(z) = 2/125*z^3 - 69/32*z + 1
*
5/2 | 0.086533268417160216339308425818620630692 | 0.011566213213526478881427107792764266081
f(z) = 3/125*z^3 - 71/20*z + 1
*
-8 | 0.16327906178501081692292528768146656903 | 0.023117364912132384488131133803416171192
f(z) = 3/128*z^3 - 73/24*z + 1
*
-10 | 0.17683180435790830189890480947621172340 | 0.023820323835588369579548727750640405088
f(z) = 4/125*z^3 - 67/20*z + 1
*
15/4 | 0.089416025688313514641647843183850240721 | 0.012199055831605917130922478730721694452
f(z) = 4/125*z^3 - 61/20*z + 1
*
[ -21/2 ] 
f(z) = 4/135*z^3 - 76/35*z + 1
*
5/2 | 0.12544989476681140963419055961161086263 | 0.013757321551025324932209477907962353566
f(z) = 7/125*z^3 - 73/28*z + 1
*
[ -20/3 ] 
f(z) = 8/125*z^3 - 61/36*z + 1
*
-15/4 | 0.15044842573281619909224629486015638959 | 0.023000724006991102513356570858536237839
f(z) = 8/135*z^3 - 77/30*z + 1
*
6 | 0.20669802315435041419813136291871884933 | 0.027346373657837937366906678369997326267
f(z) = 8/135*z^3 - 71/20*z + 1
*
[ 22/3 ] 
f(z) = 9/121*z^3 - 69/22*z + 1
*
[ -22/3 ] 
f(z) = 9/121*z^3 - 63/22*z + 1
*
15/2 | 0.090345663479471553258208637638066310846 | 0.011946247703965142236859176323729957167
f(z) = 9/125*z^3 - 77/20*z + 1
*
35/6 | 0.10922405970047130610671528281814439529 | 0.014901471992115761899094131649906895663
f(z) = 9/125*z^3 - 61/20*z + 1
*
4 | 0.12262604793781863491918809879069312013 | 0.017361632697545478830702128550299863619
f(z) = 9/128*z^3 - 73/24*z + 1
*
-4 | 0.12207095894540104964050840465621872656 | 0.017733946747433558213657670954761029306
f(z) = 9/128*z^3 - 61/24*z + 1
*
[ -15/2 ] 
f(z) = 11/135*z^3 - 69/20*z + 1
*
5/3 | 0.10682179279778704215003586501709099427 | 0.014278018777635102604528728821585218814
f(z) = 12/125*z^3 - 71/30*z + 1
*
-5/4 | 0.13450138166384428720199005561002595653 | 0.018118157416310697136447344414816244016
f(z) = 12/125*z^3 - 67/20*z + 1
*
[ 6 ] 
f(z) = 13/135*z^3 - 79/30*z + 1
*
-6 | 0.16397843993004803394255687222160977699 | 0.022139171611217389118689098490554020256
f(z) = 13/135*z^3 - 61/20*z + 1
*
[ -6 ] 
f(z) = 14/135*z^3 - 77/30*z + 1
*
4/3 | 0.091683213598060947540298204425312175130 | 0.013031942178786131109815401478210082072
f(z) = 15/128*z^3 - 71/24*z + 1
*
-95/24 | 0.17079351511912088906725409944790446149 | 0.018971363703244857838540590186430165100
f(z) = 16/125*z^3 - 65/36*z + 1
*
-6 | 0.16206800555438476106113528558279495836 | 0.021214082996001773884296260300586301903
f(z) = 16/135*z^3 - 77/20*z + 1
*
-39/8 | 0.18686199100603379874147911401748306423 | 0.025119331171669571290594500355250188152
f(z) = 16/135*z^3 - 63/20*z + 1
*
[ -11/2 ] 
f(z) = 18/121*z^3 - 73/22*z + 1
*
5/2 | 0.21199609370903800979072737114356508940 | 0.027937144318478029202128748260701958393
f(z) = 18/125*z^3 - 79/30*z + 1
*
2 | 0.16686876569035720411896328849919065528 | 0.029846030096659277199253557816171199012
f(z) = 19/128*z^3 - 67/32*z + 1
*
[ 18 ] 
f(z) = 1/120*z^3 - 79/45*z + 1
*
[ -18 ] 
f(z) = 1/120*z^3 - 74/45*z + 1
*
15 | 0.052701787207649839447437119622445678139 | 0.010116503943273674564226128460396594947
f(z) = 1/126*z^3 - 61/42*z + 1
*
[ 25/2 ] 
f(z) = 2/125*z^3 - 79/50*z + 1
*
[ -25/2 ] 
f(z) = 2/125*z^3 - 71/50*z + 1
*
6 | 0.19585351774816310607182542710001856813 | 0.026328036787822276044100998597197752366
f(z) = 2/135*z^3 - 63/40*z + 1
*
[ 9 ] 
f(z) = 4/135*z^3 - 68/45*z + 1
*
6 | 0.13408047525713944621745528532041054515 | 0.025282437570841225188177667073672842673
f(z) = 5/126*z^3 - 67/42*z + 1
*
4 | 0.10810807581002300837637124896643342759 | 0.015366588252376050007643004560849846265
f(z) = 7/128*z^3 - 71/56*z + 1
*
20/7 | 0.19795853168676957557845709408401435492 | 0.028371871792760792175819559234966536153
f(z) = 7/128*z^3 - 67/56*z + 1
*
[ -25/4 ] 
f(z) = 8/125*z^3 - 67/50*z + 1
*
[ 3/8 ] 
f(z) = 8/135*z^3 - 67/40*z + 1
*
[ 11/2 ] 
f(z) = 9/121*z^3 - 63/44*z + 1
*
[ -20/3 ] 
f(z) = 9/128*z^3 - 79/40*z + 1
*
[ 6 ] 
f(z) = 9/136*z^3 - 79/51*z + 1
*
[ -6 ] 
f(z) = 9/136*z^3 - 62/51*z + 1
*
[ 5/11 ] 
f(z) = 11/125*z^3 - 67/55*z + 1
*
[ 5/12 ] 
f(z) = 16/125*z^3 - 64/45*z + 1
*
[ 9/2 ] 
f(z) = 16/135*z^3 - 73/45*z + 1
*
[ -25/6 ] 
f(z) = 18/125*z^3 - 63/50*z + 1
*
14 | 0.12142285502675500825116890658633065465 | 0.024867454578710116610335801396328969703
f(z) = 1/132*z^3 - 65/66*z + 1
*
[ 12 ] 
f(z) = 2/135*z^3 - 73/60*z + 1
*
5/2 | 0.18383814619333652097417276740133283517 | 0.024481280923132288676352202063289355398
f(z) = 3/125*z^3 - 73/60*z + 1
*
[ 20/3 ] 
f(z) = 6/125*z^3 - 77/60*z + 1
*
4 | 0.14532996949556178156210431620921191472 | 0.029325068814226333333823944844192216683
f(z) = 7/120*z^3 - 71/60*z + 1
*
[ -45/7 ] 
f(z) = 7/125*z^3 - 73/63*z + 1
*
[ 6 ] 
f(z) = 7/132*z^3 - 71/66*z + 1
*
[ -45/8 ] 
f(z) = 8/125*z^3 - 61/72*z + 1
*
5/2 | 0.15187374213875852248723870797530714447 | 0.020299754247635396672054998977629119731
f(z) = 9/125*z^3 - 71/60*z + 1
*
-4 | 0.14532996949556178156210431620921191472 | 0.029161605344713975146437356880758413313
f(z) = 11/120*z^3 - 73/60*z + 1
*
15/4 | 0.090839726101641317409725083701833494212 | 0.012011576732923478970609310167061467547
f(z) = 12/125*z^3 - 77/60*z + 1
*
[ 25/6 ] 
f(z) = 12/125*z^3 - 68/75*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 15/124*z^3 - 61/62*z + 1
*
[ 4 ] 
f(z) = 15/136*z^3 - 69/68*z + 1
*
[ -4 ] 
f(z) = 17/120*z^3 - 61/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018338745076324113627483809265412838822
f(z) = 17/124*z^3 - 65/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014308066880918478751102179097654773043
f(z) = 17/132*z^3 - 67/66*z + 1
*
[ -4 ] 
f(z) = 19/120*z^3 - 77/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018116476061711508421740424865943169965
f(z) = 19/124*z^3 - 69/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.014140650715854833831374038711138353310
f(z) = 19/132*z^3 - 71/66*z + 1
*
[ -4 ] 
f(z) = 19/136*z^3 - 67/68*z + 1
*
[ 5/9 ] 
f(z) = 1/125*z^3 - 65/81*z + 1
*
[ 34/5 ] 
f(z) = 5/136*z^3 - 72/85*z + 1
*
[ -6 ] 
f(z) = 7/128*z^3 - 77/96*z + 1
*
[ 45/11 ] 
f(z) = 11/125*z^3 - 71/99*z + 1
*
[ 5/9 ] 
f(z) = 11/125*z^3 - 67/81*z + 1
*
-4 | 0.13321836046241507720729296199543062594 | 0.018375134997968888946872727198005353995
f(z) = 11/128*z^3 - 75/88*z + 1
*
[ 11/3 ] 
f(z) = 13/121*z^3 - 71/99*z + 1
*
[ -9/2 ] 
f(z) = 14/135*z^3 - 79/90*z + 1
*
[ 5/9 ] 
f(z) = 16/125*z^3 - 68/81*z + 1
*
[ -11/3 ] 
f(z) = 17/121*z^3 - 61/99*z + 1
*
[ 10/3 ] 
f(z) = 17/125*z^3 - 73/90*z + 1
*
[ 14 ] 
f(z) = 1/120*z^3 - 74/105*z + 1
*
[ 14 ] 
f(z) = 1/136*z^3 - 61/119*z + 1
*
[ 14/3 ] 
f(z) = 9/136*z^3 - 78/119*z + 1
*
[ 8/13 ] 
f(z) = 13/128*z^3 - 69/104*z + 1
*
[ 2/3 ] 
f(z) = 1/120*z^3 - 68/135*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 1/122*z^3 - 65/122*z + 1
*
[ 14 ] 
f(z) = 1/126*z^3 - 79/126*z + 1
*
[ -14 ] 
f(z) = 1/126*z^3 - 61/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015881576368329282031436041844834736156
f(z) = 1/130*z^3 - 69/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015897759281071247181957536850221534870
f(z) = 1/134*z^3 - 71/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011784528167620173424994613199747355480
f(z) = 1/138*z^3 - 73/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015846713661631757413609494169038219291
f(z) = 3/122*z^3 - 73/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015881442390981949990155324312232679263
f(z) = 3/130*z^3 - 77/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015897892429434679954976718935354304112
f(z) = 3/134*z^3 - 79/134*z + 1
*
[ 8 ] 
f(z) = 3/136*z^3 - 73/136*z + 1
*
5/2 | 0.14351657096756298494396578128366498341 | 0.029257600735926722672272300688647958539
f(z) = 4/135*z^3 - 79/135*z + 1
*
[ 6 ] 
f(z) = 5/138*z^3 - 65/138*z + 1
*
-65/12 | 0.11080768247263465465115029971092328101 | 0.013839944461250248247028084733939901813
f(z) = 6/125*z^3 - 73/120*z + 1
*
[ 5 ] 
f(z) = 7/120*z^3 - 79/120*z + 1
*
[ 2/3 ] 
f(z) = 7/120*z^3 - 71/135*z + 1
*
[ 5 ] 
f(z) = 7/130*z^3 - 71/130*z + 1
*
-4 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = 7/132*z^3 - 79/132*z + 1
*
[ 5 ] 
f(z) = 7/135*z^3 - 67/135*z + 1
*
[ 2/3 ] 
f(z) = 9/122*z^3 - 65/122*z + 1
*
-10/3 | 0.13691293167201738343564991072586117575 | 0.028127778666097137116248753508125812736
f(z) = 9/130*z^3 - 61/130*z + 1
*
[ 2/3 ] 
f(z) = 9/134*z^3 - 71/134*z + 1
*
[ 2/3 ] 
f(z) = 11/120*z^3 - 73/135*z + 1
*
[ 15/22 ] 
f(z) = 11/125*z^3 - 67/132*z + 1
*
[ 2/3 ] 
f(z) = 13/120*z^3 - 74/135*z + 1
*
[ 10/3 ] 
f(z) = 13/120*z^3 - 68/135*z + 1
*
[ 3 ] 
f(z) = 16/123*z^3 - 62/123*z + 1
*
[ 2/3 ] 
f(z) = 17/120*z^3 - 76/135*z + 1
*
[ 3 ] 
f(z) = 17/120*z^3 - 73/120*z + 1
*
[ 3 ] 
f(z) = 17/123*z^3 - 71/123*z + 1
*
[ 3 ] 
f(z) = 17/129*z^3 - 67/129*z + 1
*
[ 3 ] 
f(z) = 17/132*z^3 - 65/132*z + 1
*
[ 3 ] 
f(z) = 17/138*z^3 - 61/138*z + 1
*
[ 2/3 ] 
f(z) = 19/120*z^3 - 77/135*z + 1
*
[ -10/3 ] 
f(z) = 19/120*z^3 - 62/135*z + 1
*
[ 3 ] 
f(z) = 19/138*z^3 - 79/138*z + 1
*
[ 2/3 ] 
f(z) = 1/136*z^3 - 77/153*z + 1
*
[ 2/3 ] 
f(z) = 5/136*z^3 - 79/153*z + 1
*
[ 2/3 ] 
f(z) = 7/136*z^3 - 80/153*z + 1
*
[ 22/7 ] 
f(z) = 14/121*z^3 - 71/154*z + 1
*
[ -55/14 ] 
f(z) = 14/125*z^3 - 73/154*z + 1
*
[ -32/5 ] 
f(z) = 5/128*z^3 - 71/160*z + 1
*
[ 11/15 ] 
f(z) = 15/121*z^3 - 71/165*z + 1
*
[ 11/4 ] 
f(z) = 17/121*z^3 - 75/176*z + 1
*
[ -9/2 ] 
f(z) = 11/135*z^3 - 77/180*z + 1
*
[ 10/13 ] 
f(z) = 13/120*z^3 - 71/195*z + 1
*
-30/7 | 0.18012328154093415772943961795001156018 | 0.023875311818345038645667782386258760142
f(z) = 7/135*z^3 - 67/210*z + 1
*
[ 4/5 ] 
f(z) = 11/128*z^3 - 61/200*z + 1
*
[ 4/5 ] 
f(z) = 13/128*z^3 - 63/200*z + 1
*
[ 4/5 ] 
f(z) = 17/128*z^3 - 67/200*z + 1
*
[ 4/5 ] 
f(z) = 19/128*z^3 - 69/200*z + 1
*
[ 25/6 ] 
f(z) = 8/125*z^3 - 79/225*z + 1
*
[ -14/3 ] 
f(z) = 9/128*z^3 - 71/224*z + 1
*
[ 6 ] 
f(z) = 4/129*z^3 - 73/258*z + 1
*
[ -6 ] 
f(z) = 5/123*z^3 - 73/246*z + 1
*
[ 15/4 ] 
f(z) = 9/125*z^3 - 67/240*z + 1
*
[ 15/17 ] 
f(z) = 17/125*z^3 - 61/255*z + 1
*
[ 33/4 ] 
f(z) = 2/121*z^3 - 65/264*z + 1
*
[ -19/2 ] 
f(z) = 2/133*z^3 - 67/266*z + 1
*
[ -14/3 ] 
f(z) = 9/133*z^3 - 69/266*z + 1
*
[ -4 ] 
f(z) = 13/138*z^3 - 71/276*z + 1
*
4 | 0.079488902576307488572626201473220231836 | 0.011604005626809516163160059574407183155
f(z) = 1/128*z^3 - 59/8*z + 1
*
-4 | 0.068510240605157333636302117172516809733 | 0.010104871640136619381093005535775607335
f(z) = 1/128*z^3 - 55/8*z + 1
*
-4 | 0.15345869261725016121650072934839747060 | 0.023171493641124832347224095832489713598
f(z) = 1/128*z^3 - 47/8*z + 1
*
6 | 0.080343891403913702057233475913276243937 | 0.012804292996599025336492640607050527404
f(z) = 1/135*z^3 - 59/15*z + 1
*
[ 30 ] 
f(z) = 1/135*z^3 - 57/10*z + 1
*
-24 | 0.19182746288514306123862109727703180458 | 0.026540733317152743909872358387022890000
f(z) = 1/135*z^3 - 51/10*z + 1
*
-35/6 | 0.11123078470297612855985098522904815111 | 0.012641864985979298763613430013794420232
f(z) = 2/125*z^3 - 53/18*z + 1
*
-35/2 | 0.12741107944897098386482508905309176367 | 0.018023858708676532725834963962231343863
f(z) = 2/125*z^3 - 47/10*z + 1
*
-15 | 0.090839206195832659976460356046629582697 | 0.015245507139176764491240861892461308805
f(z) = 2/135*z^3 - 43/15*z + 1
*
-5/3 | 0.14121467306739431848375254222865862985 | 0.019694884054813721130998541921430481964
f(z) = 3/125*z^3 - 52/15*z + 1
*
-20 | 0.20739464033930175564054096022725540675 | 0.029166573392032335765186719836217724319
f(z) = 3/125*z^3 - 49/5*z + 1
*
5 | 0.18517741365426128171830382571063692138 | 0.026195614652800193306711941474217366685
f(z) = 3/125*z^3 - 47/15*z + 1
*
35/3 | 0.089414250973870910533334493493078325206 | 0.012687340543546828984131878971780243441
f(z) = 3/125*z^3 - 46/15*z + 1
*
[ -20 ] 
f(z) = 4/125*z^3 - 47/4*z + 1
*
-12 | 0.072100569361347693149139298561778731297 | 0.011490566354112838940166204109444733527
f(z) = 4/135*z^3 - 59/15*z + 1
*
-3/2 | 0.20647156813887339110220635163251577513 | 0.028490309405145840337994457891075330547
f(z) = 4/135*z^3 - 52/5*z + 1
*
-15/2 | 0.061401971664102596109658288044215805640 | 0.010265460557566832601562050433004425909
f(z) = 4/135*z^3 - 44/15*z + 1
*
[ 11 ] 
f(z) = 5/121*z^3 - 45/11*z + 1
*
[ -11 ] 
f(z) = 5/121*z^3 - 43/11*z + 1
*
[ 11 ] 
f(z) = 6/121*z^3 - 56/11*z + 1
*
[ -11 ] 
f(z) = 6/121*z^3 - 54/11*z + 1
*
-5/3 | 0.089642809506035170132792847609310847826 | 0.012469149805333712311622080098994666825
f(z) = 6/125*z^3 - 53/15*z + 1
*
5/2 | 0.093858497576300656635406157530952884585 | 0.013277434790130918432973292871123753454
f(z) = 6/125*z^3 - 47/10*z + 1
*
[ 10 ] 
f(z) = 7/125*z^3 - 47/10*z + 1
*
-15 | 0.21575192021936811306667036962516779854 | 0.029260947722319033940376585081889563004
f(z) = 7/135*z^3 - 59/5*z + 1
*
[ -15 ] 
f(z) = 7/135*z^3 - 53/5*z + 1
*
[ -10 ] 
f(z) = 8/125*z^3 - 53/10*z + 1
*
[ -35/4 ] 
f(z) = 8/125*z^3 - 53/14*z + 1
*
15/4 | 0.11684293637260100701429922630152487503 | 0.013279710559735623273123197872945908920
f(z) = 8/125*z^3 - 53/18*z + 1
*
[ 15/2 ] 
f(z) = 8/125*z^3 - 41/15*z + 1
*
3/2 | 0.13964359589467635147317851421872846362 | 0.019787850943226703567555716103789590847
f(z) = 8/135*z^3 - 43/10*z + 1
*
6 | 0.15266703587247129486947644736150328397 | 0.025315039549229834044437368783815603973
f(z) = 11/120*z^3 - 52/15*z + 1
*
[ 15/2 ] 
f(z) = 11/125*z^3 - 49/12*z + 1
*
5 | 0.17066289910050876397773685446161761634 | 0.024000870821774663789755078772480318052
f(z) = 12/125*z^3 - 49/15*z + 1
*
[ 20/3 ] 
f(z) = 12/125*z^3 - 41/12*z + 1
*
-6 | 0.15619434663938646876171975117537146961 | 0.025585526109227093815261484500714498227
f(z) = 13/120*z^3 - 56/15*z + 1
*
[ 6 ] 
f(z) = 13/120*z^3 - 46/15*z + 1
*
[ -6 ] 
f(z) = 13/120*z^3 - 41/15*z + 1
*
[ 8 ] 
f(z) = 13/128*z^3 - 45/8*z + 1
*
[ -8 ] 
f(z) = 13/128*z^3 - 43/8*z + 1
*
[ -15/2 ] 
f(z) = 14/135*z^3 - 47/10*z + 1
*
[ 8 ] 
f(z) = 15/128*z^3 - 53/8*z + 1
*
[ -8 ] 
f(z) = 15/128*z^3 - 51/8*z + 1
*
15/4 | 0.16837675176401162854780427010762548947 | 0.024288210224948147461711797405643735839
f(z) = 16/125*z^3 - 41/15*z + 1
*
-3/4 | 0.13298384541484739593204941083188811057 | 0.021371187701981279089133968713969360290
f(z) = 16/135*z^3 - 56/15*z + 1
*
-6 | 0.20075483936719814382589194353178740433 | 0.028640765761346543305334781692525639509
f(z) = 16/135*z^3 - 41/10*z + 1
*
15/4 | 0.15329997990456219464652203768864793177 | 0.025935586882205568613008346336495776349
f(z) = 16/135*z^3 - 41/15*z + 1
*
[ -6 ] 
f(z) = 17/120*z^3 - 59/15*z + 1
*
[ 5/17 ] 
f(z) = 17/125*z^3 - 41/17*z + 1
*
[ -8 ] 
f(z) = 17/128*z^3 - 59/8*z + 1
*
[ 35/6 ] 
f(z) = 18/125*z^3 - 57/14*z + 1
*
5/6 | 0.17168442811270862498330486844027556651 | 0.023880987947352148210012931385773597951
f(z) = 18/125*z^3 - 53/10*z + 1
*
[ 5/18 ] 
f(z) = 18/125*z^3 - 47/18*z + 1
*
[ -20 ] 
f(z) = 1/125*z^3 - 43/20*z + 1
*
-6 | 0.18383814619333652097417276740133283517 | 0.025049863527102588532864553482507045982
f(z) = 1/135*z^3 - 57/20*z + 1
*
-6 | 0.18347130801704444499317923058940836419 | 0.025674742066116882039622828749257522908
f(z) = 1/135*z^3 - 47/20*z + 1
*
12 | 0.090839073962287598045478236702710865194 | 0.014476895483011191452000102611876366528
f(z) = 2/135*z^3 - 59/30*z + 1
*
-10 | 0.14075780940814867840010806064917734674 | 0.019684475745899554266862864328721825723
f(z) = 3/125*z^3 - 51/20*z + 1
*
[ 12 ] 
f(z) = 3/128*z^3 - 59/24*z + 1
*
21/4 | 0.081149674999270549208656897555677047303 | 0.011499114318052829698708901781465462876
f(z) = 4/135*z^3 - 43/20*z + 1
*
[ -15/2 ] 
f(z) = 6/125*z^3 - 47/30*z + 1
*
-5/2 | 0.089436900121908153022673906310579668733 | 0.012257652743529015243014817329442696097
f(z) = 7/125*z^3 - 59/20*z + 1
*
[ 20/3 ] 
f(z) = 7/125*z^3 - 59/36*z + 1
*
5 | 0.19751933674941187109478400425940929829 | 0.028026797316767850086462774362645633302
f(z) = 7/125*z^3 - 46/35*z + 1
*
-15/14 | 0.19752064102811930982327769825765455632 | 0.023123774487300144954063343662467664059
f(z) = 7/125*z^3 - 41/28*z + 1
*
[ 3/7 ] 
f(z) = 7/135*z^3 - 47/35*z + 1
*
[ 15/2 ] 
f(z) = 7/135*z^3 - 41/20*z + 1
*
-15/4 | 0.21148124943168443096618054483729105827 | 0.028984275100856706981767706955656226086
f(z) = 8/125*z^3 - 59/30*z + 1
*
-45/8 | 0.22146485079777417822116125440561870431 | 0.025518907343888413202847570889697677765
f(z) = 8/125*z^3 - 47/24*z + 1
*
5 | 0.19254265903858787228847542381744728907 | 0.027774122799055446867988207776710686208
f(z) = 8/125*z^3 - 41/20*z + 1
*
6 | 0.11589351933673049899053121454983948418 | 0.016533993158242790006638560373991874206
f(z) = 8/135*z^3 - 41/20*z + 1
*
-15/4 | 0.10975788936982242250365783771483497450 | 0.018569051852001063542798405462746049409
f(z) = 8/135*z^3 - 41/30*z + 1
*
[ 20/3 ] 
f(z) = 9/125*z^3 - 47/20*z + 1
*
[ -20/3 ] 
f(z) = 9/125*z^3 - 41/20*z + 1
*
4 | 0.18624844382873642311750864633284008300 | 0.028714743573147935410014421658951842968
f(z) = 9/128*z^3 - 41/24*z + 1
*
6 | 0.15533932375358954253403401394098937954 | 0.021166601932155833815707400834321595824
f(z) = 11/135*z^3 - 57/20*z + 1
*
[ -6 ] 
f(z) = 11/135*z^3 - 53/30*z + 1
*
-5 | 0.15403531214568575580131845452788100908 | 0.021662479943125029490645573428005260117
f(z) = 12/125*z^3 - 49/20*z + 1
*
[ -35/6 ] 
f(z) = 12/125*z^3 - 44/21*z + 1
*
5/3 | 0.16643060436942038935747139587732016610 | 0.024007480037714127218711757032331685743
f(z) = 12/125*z^3 - 41/30*z + 1
*
[ 11/2 ] 
f(z) = 14/121*z^3 - 59/22*z + 1
*
[ -11/2 ] 
f(z) = 14/121*z^3 - 51/22*z + 1
*
-30/7 | 0.19751937384732169224424536993210959290 | 0.027134320987064067478562262718841185935
f(z) = 14/125*z^3 - 58/35*z + 1
*
-20/7 | 0.19751933674941187109478400425940929829 | 0.028026797316767850086462774362645633302
f(z) = 14/125*z^3 - 46/35*z + 1
*
8/3 | 0.19254191710529458678252345316333916970 | 0.028554845844854840240372262179200693803
f(z) = 15/128*z^3 - 53/24*z + 1
*
-35/8 | 0.097603387566361360936444054176868753530 | 0.013576451561249532740217721873115053381
f(z) = 16/125*z^3 - 53/20*z + 1
*
-5/8 | 0.10657603430464569972132769164136091844 | 0.014988129496947009107936476540837925872
f(z) = 16/125*z^3 - 49/20*z + 1
*
[ 35/8 ] 
f(z) = 16/125*z^3 - 47/28*z + 1
*
3 | 0.18397376482927156919670989815367027731 | 0.025319364741633708070546716477752404156
f(z) = 16/135*z^3 - 53/20*z + 1
*
5/2 | 0.12207019843427531219841872379204006186 | 0.016730165073940203177292671826431920248
f(z) = 18/125*z^3 - 59/30*z + 1
*
[ -9 ] 
f(z) = 4/135*z^3 - 58/45*z + 1
*
-6 | 0.12607196242208484905442097847172750572 | 0.024871640376802554090084694699013167318
f(z) = 5/126*z^3 - 53/42*z + 1
*
15/4 | 0.17926562965225774610597968240529257213 | 0.025069656552633128580917675503766950700
f(z) = 6/125*z^3 - 51/40*z + 1
*
[ 11/2 ] 
f(z) = 7/121*z^3 - 41/44*z + 1
*
-40/7 | 0.17228641388825308263707812662260040795 | 0.025343913512306987415070480496983309110
f(z) = 7/128*z^3 - 51/56*z + 1
*
[ 6 ] 
f(z) = 7/136*z^3 - 52/51*z + 1
*
-5 | 0.15359351185374125316460071494387862517 | 0.022155739827551904293682294276689548887
f(z) = 8/125*z^3 - 41/40*z + 1
*
[ -11/2 ] 
f(z) = 9/121*z^3 - 47/44*z + 1
*
-5 | 0.11653944670727988973449268485633204676 | 0.016253487267690854044869374430212945928
f(z) = 9/125*z^3 - 52/45*z + 1
*
-3 | 0.16302184344659148244045138363091189225 | 0.022322065938884108476548090635480640630
f(z) = 11/135*z^3 - 42/55*z + 1
*
-5/2 | 0.23191170816179838932039629259777338272 | 0.026414965597882146550395249943915308666
f(z) = 13/125*z^3 - 41/52*z + 1
*
15/4 | 0.17079190540693962758117146198830862476 | 0.023462621883797669000243874352894149441
f(z) = 16/125*z^3 - 58/45*z + 1
*
[ -9/2 ] 
f(z) = 16/135*z^3 - 53/45*z + 1
*
[ 21/2 ] 
f(z) = 2/135*z^3 - 51/70*z + 1
*
[ 25/3 ] 
f(z) = 3/125*z^3 - 59/75*z + 1
*
10/3 | 0.14075848657090389641609242841590621914 | 0.019247127683910430632731121972634516250
f(z) = 3/125*z^3 - 49/60*z + 1
*
[ -25/3 ] 
f(z) = 3/125*z^3 - 41/75*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 5/124*z^3 - 41/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = 5/132*z^3 - 43/66*z + 1
*
[ -20/3 ] 
f(z) = 6/125*z^3 - 59/60*z + 1
*
-4 | 0.11883613073619273752550732751304215978 | 0.024822211111979110074256770212182259790
f(z) = 7/120*z^3 - 41/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 7/124*z^3 - 45/62*z + 1
*
[ -6 ] 
f(z) = 7/132*z^3 - 49/66*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = 7/132*z^3 - 47/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 9/124*z^3 - 49/62*z + 1
*
-4 | 0.081380644467550764862758706695332754066 | 0.011544574043666247543324871711447846787
f(z) = 9/128*z^3 - 55/72*z + 1
*
[ 4 ] 
f(z) = 11/120*z^3 - 43/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 11/124*z^3 - 53/62*z + 1
*
[ 4 ] 
f(z) = 13/120*z^3 - 59/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 13/124*z^3 - 57/62*z + 1
*
[ 5/8 ] 
f(z) = 13/125*z^3 - 41/64*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = 13/132*z^3 - 59/66*z + 1
*
[ 4 ] 
f(z) = 13/136*z^3 - 53/68*z + 1
*
15/7 | 0.10810763361264903296277533621503567286 | 0.014477335148322092651239835571683221788
f(z) = 14/125*z^3 - 57/70*z + 1
*
-5/2 | 0.19751998888876559045903085125853192731 | 0.026451074564090123307606484712207479893
f(z) = 14/125*z^3 - 51/70*z + 1
*
-15/8 | 0.067263822997200070590474951828881767313 | 0.010691104477304069949880241298987597508
f(z) = 16/135*z^3 - 41/60*z + 1
*
[ -35/9 ] 
f(z) = 18/125*z^3 - 58/63*z + 1
*
[ 2/3 ] 
f(z) = 3/128*z^3 - 49/96*z + 1
*
[ 5/8 ] 
f(z) = 4/125*z^3 - 49/80*z + 1
*
[ 6 ] 
f(z) = 5/128*z^3 - 55/96*z + 1
*
[ -34/5 ] 
f(z) = 5/136*z^3 - 47/85*z + 1
*
[ 5/8 ] 
f(z) = 12/125*z^3 - 51/80*z + 1
*
[ 10/3 ] 
f(z) = 13/125*z^3 - 41/90*z + 1
*
[ 10/3 ] 
f(z) = 14/125*z^3 - 49/90*z + 1
*
[ 2/3 ] 
f(z) = 15/128*z^3 - 53/96*z + 1
*
[ 16/5 ] 
f(z) = 15/128*z^3 - 41/80*z + 1
*
[ -11/3 ] 
f(z) = 16/121*z^3 - 50/99*z + 1
*
-3 | 0.18720618073869401222865088584802284979 | 0.024191570468980007831019305359863901912
f(z) = 17/135*z^3 - 58/85*z + 1
*
[ 11/4 ] 
f(z) = 18/121*z^3 - 43/88*z + 1
*
[ -15/4 ] 
f(z) = 19/135*z^3 - 57/80*z + 1
*
[ -14 ] 
f(z) = 1/120*z^3 - 59/105*z + 1
*
[ -14 ] 
f(z) = 1/136*z^3 - 44/119*z + 1
*
[ 25/4 ] 
f(z) = 4/125*z^3 - 41/100*z + 1
*
-10/7 | 0.13993421871519696664358413445953986127 | 0.020782098107768343146558933357916682501
f(z) = 7/120*z^3 - 44/105*z + 1
*
[ 34/7 ] 
f(z) = 7/136*z^3 - 50/119*z + 1
*
[ 25/6 ] 
f(z) = 9/125*z^3 - 49/100*z + 1
*
[ -22/5 ] 
f(z) = 10/121*z^3 - 41/110*z + 1
*
[ 25/8 ] 
f(z) = 16/125*z^3 - 57/100*z + 1
*
[ 13 ] 
f(z) = 1/130*z^3 - 49/130*z + 1
*
[ 3/4 ] 
f(z) = 2/135*z^3 - 41/120*z + 1
*
-20/3 | 0.18595757854782128966157852798663583411 | 0.024597301498071343432090953082807643457
f(z) = 3/128*z^3 - 59/120*z + 1
*
[ -7 ] 
f(z) = 4/133*z^3 - 44/133*z + 1
*
[ 4 ] 
f(z) = 9/124*z^3 - 51/124*z + 1
*
-3 | 0.092742118095900826284994730015854207220 | 0.019371755206831482138553446743100047667
f(z) = 11/120*z^3 - 59/120*z + 1
*
[ 10/3 ] 
f(z) = 11/120*z^3 - 43/135*z + 1
*
[ 7/2 ] 
f(z) = 12/133*z^3 - 52/133*z + 1
*
[ -4 ] 
f(z) = 13/124*z^3 - 53/124*z + 1
*
[ 10/13 ] 
f(z) = 13/125*z^3 - 47/130*z + 1
*
[ -4 ] 
f(z) = 13/132*z^3 - 43/132*z + 1
*
[ 3 ] 
f(z) = 14/123*z^3 - 44/123*z + 1
*
[ 45/14 ] 
f(z) = 14/125*z^3 - 59/126*z + 1
*
[ 3/4 ] 
f(z) = 14/135*z^3 - 47/120*z + 1
*
[ 3/4 ] 
f(z) = 16/123*z^3 - 50/123*z + 1
*
[ 3 ] 
f(z) = 16/129*z^3 - 58/129*z + 1
*
[ 3/4 ] 
f(z) = 16/129*z^3 - 52/129*z + 1
*
[ 16/3 ] 
f(z) = 5/128*z^3 - 43/144*z + 1
*
[ -16/3 ] 
f(z) = 7/128*z^3 - 53/144*z + 1
*
[ 11/14 ] 
f(z) = 14/121*z^3 - 53/154*z + 1
*
[ 45/16 ] 
f(z) = 16/125*z^3 - 53/144*z + 1
*
[ 11/4 ] 
f(z) = 15/121*z^3 - 53/176*z + 1
*
[ 45/19 ] 
f(z) = 19/125*z^3 - 47/171*z + 1
*
[ -20/3 ] 
f(z) = 4/125*z^3 - 49/180*z + 1
*
[ -6 ] 
f(z) = 5/124*z^3 - 53/186*z + 1
*
[ 5/6 ] 
f(z) = 7/125*z^3 - 43/180*z + 1
*
[ 9/2 ] 
f(z) = 7/135*z^3 - 49/180*z + 1
*
[ 5/6 ] 
f(z) = 11/125*z^3 - 47/180*z + 1
*
[ 5/6 ] 
f(z) = 13/125*z^3 - 49/180*z + 1
*
[ 5/6 ] 
f(z) = 17/125*z^3 - 53/180*z + 1
*
[ 22/9 ] 
f(z) = 18/121*z^3 - 59/198*z + 1
*
[ 4/5 ] 
f(z) = 1/128*z^3 - 51/200*z + 1
*
[ 4/5 ] 
f(z) = 3/128*z^3 - 53/200*z + 1
*
[ 4/5 ] 
f(z) = 7/128*z^3 - 57/200*z + 1
*
[ 6/7 ] 
f(z) = 7/135*z^3 - 43/210*z + 1
*
[ 4/5 ] 
f(z) = 9/128*z^3 - 59/200*z + 1
*
[ 8/9 ] 
f(z) = 15/128*z^3 - 47/216*z + 1
*
[ 25/3 ] 
f(z) = 2/125*z^3 - 52/225*z + 1
*
33/4 | 0.16785477521848335750536829208783007707 | 0.021862172361315904949442438592831550202
f(z) = 1/135*z^3 - 41/240*z + 1
*
[ -6 ] 
f(z) = 5/129*z^3 - 59/258*z + 1
*
[ 4 ] 
f(z) = 7/122*z^3 - 41/244*z + 1
*
[ -4 ] 
f(z) = 11/122*z^3 - 47/244*z + 1
*
[ -15/4 ] 
f(z) = 13/125*z^3 - 47/240*z + 1
*
[ 10/11 ] 
f(z) = 13/125*z^3 - 45/242*z + 1
*
-16/15 | 0.19290987273227997781466811693408132508 | 0.025516907343091752973861411010861675363
f(z) = 15/128*z^3 - 47/240*z + 1
*
[ 15/16 ] 
f(z) = 16/125*z^3 - 43/240*z + 1
*
[ 15/16 ] 
f(z) = 16/135*z^3 - 41/240*z + 1
*
[ 15/17 ] 
f(z) = 17/135*z^3 - 59/255*z + 1
*
[ 10/11 ] 
f(z) = 18/125*z^3 - 53/242*z + 1
*
[ 7/2 ] 
f(z) = 10/133*z^3 - 55/266*z + 1
*
-12/11 | 0.24803205018521338034696827447603845118 | 0.029709639624677937623407581490157852198
f(z) = 11/128*z^3 - 49/264*z + 1
*
-30/13 | 0.23191170816179838932039629259777338272 | 0.026414965597882146550395249943915308666
f(z) = 13/125*z^3 - 53/260*z + 1
*
[ 16/17 ] 
f(z) = 17/128*z^3 - 49/272*z + 1
*
[ 11/5 ] 
f(z) = 18/121*z^3 - 48/275*z + 1
*
[ 11/5 ] 
f(z) = 19/121*z^3 - 59/275*z + 1
*
[ 32/9 ] 
f(z) = 9/128*z^3 - 49/288*z + 1
*
10 | 0.12792158008088425281924431893055372545 | 0.023485909334701307304337399195843667764
f(z) = 1/120*z^3 - 29/15*z + 1
*
-10 | 0.12792242767164564994540294468519924566 | 0.023966560193384893041712375328183393404
f(z) = 1/120*z^3 - 26/15*z + 1
*
[ -30 ] 
f(z) = 1/125*z^3 - 37/6*z + 1
*
15/2 | 0.21148381694363995909312262331076991951 | 0.025225709483428805588620913302666903993
f(z) = 1/125*z^3 - 35/12*z + 1
*
-30 | 0.085827672831449153811229287151978889623 | 0.010309851677433945084173280093398447114
f(z) = 1/125*z^3 - 33/4*z + 1
*
10 | 0.11508533515596651375253226375175770472 | 0.017473783130316225442100042134920899597
f(z) = 1/125*z^3 - 29/10*z + 1
*
5 | 0.10186226219903310916923515519349668390 | 0.016143198328023798651100460226723986793
f(z) = 1/125*z^3 - 22/5*z + 1
*
24 | 0.16844707574876775981120867286148561158 | 0.026172023042936322280631197626147255770
f(z) = 1/128*z^3 - 39/8*z + 1
*
24 | 0.13003429213434252015922594715665476022 | 0.020549240072798325036968356834119017589
f(z) = 1/128*z^3 - 35/8*z + 1
*
8 | 0.097585686178096053286240800510302172560 | 0.015893733073973279571218035021171105478
f(z) = 1/128*z^3 - 29/8*z + 1
*
3 | 0.17064146441169712687798896423300943407 | 0.025887425766095698151698303056579645005
f(z) = 1/135*z^3 - 27/5*z + 1
*
[ -15 ] 
f(z) = 2/125*z^3 - 38/15*z + 1
*
-5/2 | 0.15881742178056497420525704908579965528 | 0.023253619052690468382879666435326591814
f(z) = 2/125*z^3 - 37/10*z + 1
*
-5/2 | 0.089413869496803740175400143289466386770 | 0.013724913705262471620086467980358595052
f(z) = 2/125*z^3 - 27/10*z + 1
*
5 | 0.089413474393891648481629357331525198285 | 0.014275553085601614948552399884687156064
f(z) = 2/125*z^3 - 21/10*z + 1
*
15 | 0.18597753352518017343112141057548714903 | 0.026723219427788376189340929003474151328
f(z) = 2/135*z^3 - 39/10*z + 1
*
[ -15 ] 
f(z) = 2/135*z^3 - 34/15*z + 1
*
-15/2 | 0.089415612911731824709842608965103266212 | 0.013564933057523238698244097996127454261
f(z) = 2/135*z^3 - 27/10*z + 1
*
-3 | 0.13978820043921292095277345879955101324 | 0.021592610532948422008426014697215754650
f(z) = 2/135*z^3 - 24/5*z + 1
*
[ 11 ] 
f(z) = 3/121*z^3 - 23/11*z + 1
*
[ -11 ] 
f(z) = 3/121*z^3 - 21/11*z + 1
*
-5/3 | 0.089414250973870910533334493493078325206 | 0.013091793751071277130468973477397705941
f(z) = 3/125*z^3 - 37/15*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.013439965707900934305525482911750076353
f(z) = 3/125*z^3 - 31/15*z + 1
*
-20/3 | 0.10652899617288190582758713846735428985 | 0.012998300528867582599644335579084991802
f(z) = 3/125*z^3 - 29/12*z + 1
*
-4 | 0.064180518027313105404617733863142175814 | 0.010711991621195919139604885692963875459
f(z) = 3/128*z^3 - 25/8*z + 1
*
[ 11 ] 
f(z) = 4/121*z^3 - 34/11*z + 1
*
[ -11 ] 
f(z) = 4/121*z^3 - 32/11*z + 1
*
-15/2 | 0.17079190540693962758117146198830862476 | 0.021120855805217111612705092025560672326
f(z) = 4/125*z^3 - 26/9*z + 1
*
5/2 | 0.071729821246911421826054507411911511393 | 0.011288266309072349478341856636406860302
f(z) = 4/125*z^3 - 23/5*z + 1
*
[ 10 ] 
f(z) = 4/125*z^3 - 23/10*z + 1
*
-15/2 | 0.061035530257804387756658252519443782585 | 0.011188256193751544639623105946492073103
f(z) = 4/135*z^3 - 26/15*z + 1
*
-12 | 0.14898694410162392545403636594402372188 | 0.023148456076138748996790015859364845239
f(z) = 5/128*z^3 - 39/8*z + 1
*
20/3 | 0.089414250973870910533334493493078325206 | 0.013040873146350253747630144459709422473
f(z) = 6/125*z^3 - 38/15*z + 1
*
[ -10 ] 
f(z) = 6/125*z^3 - 37/10*z + 1
*
5 | 0.090950716514414782215245070701991969209 | 0.013809344985318580853662257405716560086
f(z) = 6/125*z^3 - 29/10*z + 1
*
-10/3 | 0.089414250973870910533334493493078325206 | 0.013804945577068819978396837141185830376
f(z) = 6/125*z^3 - 26/15*z + 1
*
-55/6 | 0.11132276739536665804270609050310055159 | 0.013978585125247218920270959528863204906
f(z) = 6/125*z^3 - 23/6*z + 1
*
10 | 0.12223808341370723463325274533894775655 | 0.019372371879285862086927315555400919733
f(z) = 6/125*z^3 - 22/5*z + 1
*
-6 | 0.11883716435261362724768852471577672724 | 0.021818045601170228748210133103580026994
f(z) = 7/120*z^3 - 29/15*z + 1
*
2 | 0.12792248048530180533400247093940254551 | 0.023966570088144493210033117905827906902
f(z) = 7/120*z^3 - 26/15*z + 1
*
[ 15 ] 
f(z) = 7/125*z^3 - 35/3*z + 1
*
55/7 | 0.18606815645154762261988841384693886559 | 0.022271144346065895220180963913724659583
f(z) = 7/125*z^3 - 34/7*z + 1
*
-10 | 0.16827531718114819173543214264395479535 | 0.021130006922488332186998904337893844154
f(z) = 7/125*z^3 - 23/4*z + 1
*
8 | 0.064560149987954233511554927635359805365 | 0.010775353752049947564210571759199669303
f(z) = 7/128*z^3 - 25/8*z + 1
*
[ -15 ] 
f(z) = 8/125*z^3 - 40/3*z + 1
*
[ -15/2 ] 
f(z) = 8/125*z^3 - 37/15*z + 1
*
-55/12 | 0.11654009884663360909873953185545467577 | 0.013900858794593767009872390784903216757
f(z) = 8/125*z^3 - 35/18*z + 1
*
-5 | 0.089416058451098751824111561578838329586 | 0.013576332828372317215025467710368419473
f(z) = 8/125*z^3 - 29/10*z + 1
*
5/2 | 0.089413869496803740175400143289466386770 | 0.014071240567158413443248914496469342346
f(z) = 8/125*z^3 - 23/10*z + 1
*
[ 15/2 ] 
f(z) = 8/135*z^3 - 37/15*z + 1
*
15/4 | 0.089679440388489011913917746151714035832 | 0.013325673813931724883574374666294223596
f(z) = 8/135*z^3 - 31/10*z + 1
*
[ -15/2 ] 
f(z) = 9/125*z^3 - 35/12*z + 1
*
-20/3 | 0.19281207878069495534637149201433356950 | 0.028711998658640037824904961536715165293
f(z) = 9/125*z^3 - 33/10*z + 1
*
5/3 | 0.19168271256809875822594409187917307975 | 0.029964799192656117411561281000458901211
f(z) = 9/125*z^3 - 24/5*z + 1
*
[ 8 ] 
f(z) = 9/128*z^3 - 29/8*z + 1
*
20/3 | 0.089853788044408212330482829041836951876 | 0.015208619950798498089967177106132663817
f(z) = 9/128*z^3 - 23/8*z + 1
*
[ -6 ] 
f(z) = 11/120*z^3 - 32/15*z + 1
*
2 | 0.12792242767164564994540294468519924566 | 0.023638358171594676539630285712023165857
f(z) = 11/120*z^3 - 28/15*z + 1
*
[ 8 ] 
f(z) = 11/128*z^3 - 37/8*z + 1
*
[ -8 ] 
f(z) = 11/128*z^3 - 35/8*z + 1
*
[ 6 ] 
f(z) = 11/135*z^3 - 21/10*z + 1
*
[ 11/2 ] 
f(z) = 12/121*z^3 - 24/11*z + 1
*
-10/3 | 0.089413217357450020811153296290343757751 | 0.013255757504225213881247120534039776861
f(z) = 12/125*z^3 - 34/15*z + 1
*
15/2 | 0.19620503405799997132978837057903260368 | 0.029491819265227070949739704601219490336
f(z) = 12/125*z^3 - 31/5*z + 1
*
-5/3 | 0.14075910884011834195540089562708099538 | 0.017174940763641510088936187677841070608
f(z) = 12/125*z^3 - 29/12*z + 1
*
2 | 0.12792139405522476022322174748246467820 | 0.023485875181106815986767582776234077322
f(z) = 13/120*z^3 - 29/15*z + 1
*
[ 5/13 ] 
f(z) = 13/125*z^3 - 21/13*z + 1
*
[ -6 ] 
f(z) = 13/135*z^3 - 23/10*z + 1
*
5 | 0.19751933674941187109478400425940929829 | 0.023726555761458140708541210680031401504
f(z) = 14/125*z^3 - 33/14*z + 1
*
[ -15/2 ] 
f(z) = 14/125*z^3 - 31/6*z + 1
*
6 | 0.19537547653215976395496285248246030770 | 0.028073615297574237729293186137859275059
f(z) = 14/135*z^3 - 39/10*z + 1
*
[ 6 ] 
f(z) = 14/135*z^3 - 29/10*z + 1
*
[ 11/2 ] 
f(z) = 16/121*z^3 - 35/11*z + 1
*
[ -11/2 ] 
f(z) = 16/121*z^3 - 31/11*z + 1
*
-65/8 | 0.21277422936981401054631782890443140779 | 0.025212512014783032446005434505159045118
f(z) = 16/125*z^3 - 37/4*z + 1
*
-5 | 0.19210210698696840937843483219811848427 | 0.022762985418013220088633206119998351871
f(z) = 16/125*z^3 - 37/16*z + 1
*
5/2 | 0.16681973123764335815467653901039236357 | 0.025606613699383391230720245348202095359
f(z) = 16/125*z^3 - 27/10*z + 1
*
15/2 | 0.17543091423541955444793275840471363610 | 0.025945282293611796617769978899629065361
f(z) = 16/135*z^3 - 32/5*z + 1
*
[ 15/2 ] 
f(z) = 16/135*z^3 - 29/5*z + 1
*
2 | 0.12792139405522476022322174748246467820 | 0.023201786029102856046824340335262729114
f(z) = 17/120*z^3 - 31/15*z + 1
*
[ -10 ] 
f(z) = 17/125*z^3 - 25/2*z + 1
*
[ 6 ] 
f(z) = 17/135*z^3 - 37/10*z + 1
*
20/3 | 0.13852046922855176937226195065342998546 | 0.021032016243677489124894831808993413908
f(z) = 18/125*z^3 - 29/5*z + 1
*
-55/12 | 0.15750245592724731933130968764797131813 | 0.019217906201375010616874287305628535381
f(z) = 18/125*z^3 - 29/8*z + 1
*
-5/6 | 0.10031561963551808319516872761857973666 | 0.015231248879092807040490321963606234728
f(z) = 18/125*z^3 - 29/10*z + 1
*
[ 10 ] 
f(z) = 18/125*z^3 - 27/2*z + 1
*
-35/9 | 0.17079255754629334694541830898743125378 | 0.021446091938592185121726149003410539274
f(z) = 18/125*z^3 - 23/18*z + 1
*
[ -20/3 ] 
f(z) = 18/125*z^3 - 21/4*z + 1
*
2 | 0.12792139405522476022322174748246467820 | 0.023068945103384460749099440482565209555
f(z) = 19/120*z^3 - 32/15*z + 1
*
[ -6 ] 
f(z) = 19/135*z^3 - 39/10*z + 1
*
[ -35/2 ] 
f(z) = 1/125*z^3 - 39/28*z + 1
*
10 | 0.15403422101178614032741843301445381412 | 0.024240675318376300791606628371443475733
f(z) = 1/125*z^3 - 23/20*z + 1
*
12 | 0.12206998849229556824776778954431518757 | 0.019122716631203704344705129031111354711
f(z) = 1/128*z^3 - 37/24*z + 1
*
6 | 0.19364590802962822797660347227033214080 | 0.027825092598447873915587158555619490051
f(z) = 2/135*z^3 - 39/20*z + 1
*
[ -12 ] 
f(z) = 2/135*z^3 - 21/20*z + 1
*
3 | 0.16396854233612540523836092378125644455 | 0.023740316196401745137737111202739549729
f(z) = 4/135*z^3 - 37/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 5/128*z^3 - 21/32*z + 1
*
5 | 0.089414250973870910533334493493078325206 | 0.013091793751071277130468973477397705941
f(z) = 6/125*z^3 - 37/30*z + 1
*
-5/3 | 0.089414903113224629897581340492200954225 | 0.013440063731766876236945993046043223774
f(z) = 6/125*z^3 - 31/30*z + 1
*
-35/12 | 0.089782980371008900339115544792874411308 | 0.010955009463769562441281112324788384835
f(z) = 6/125*z^3 - 29/24*z + 1
*
[ 5/9 ] 
f(z) = 6/125*z^3 - 22/27*z + 1
*
-5 | 0.10810763361264903296277533621503567286 | 0.015958674443926103908427555172004566889
f(z) = 7/125*z^3 - 32/35*z + 1
*
-30/7 | 0.19751933674941187109478400425940929829 | 0.029157485796592807423379144068439816789
f(z) = 7/125*z^3 - 22/35*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 7/128*z^3 - 23/32*z + 1
*
[ 6 ] 
f(z) = 7/135*z^3 - 31/30*z + 1
*
-6 | 0.14075848657090389641609242841590621914 | 0.021124971239969161291811837510264908142
f(z) = 7/135*z^3 - 29/20*z + 1
*
[ -6 ] 
f(z) = 8/135*z^3 - 29/30*z + 1
*
-5/6 | 0.089414521636157459539646990288589015789 | 0.013091833380714125991672450386019011299
f(z) = 9/125*z^3 - 37/20*z + 1
*
-4 | 0.12206998849229556824776778954431518757 | 0.019881479440526991663099559801749518919
f(z) = 9/128*z^3 - 29/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 9/128*z^3 - 25/32*z + 1
*
[ 11/2 ] 
f(z) = 10/121*z^3 - 37/22*z + 1
*
[ -11/2 ] 
f(z) = 10/121*z^3 - 29/22*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 11/128*z^3 - 27/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 13/128*z^3 - 29/32*z + 1
*
[ 11/3 ] 
f(z) = 15/121*z^3 - 31/33*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 15/128*z^3 - 31/32*z + 1
*
-35/8 | 0.10652796255646101610540594126461972240 | 0.015863273387076858123600925358332898398
f(z) = 16/125*z^3 - 33/20*z + 1
*
5/2 | 0.089414521636157459539646990288589015789 | 0.013576099488729527993705007315095243839
f(z) = 16/125*z^3 - 29/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018401813900985319952364352190417405552
f(z) = 17/128*z^3 - 33/32*z + 1
*
-10/3 | 0.19254239770956087973948688420657473457 | 0.028941283904393842291540332746643286895
f(z) = 18/125*z^3 - 31/20*z + 1
*
[ 15/4 ] 
f(z) = 18/125*z^3 - 31/24*z + 1
*
[ 5/8 ] 
f(z) = 18/125*z^3 - 21/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018182702148522418265060114887673748707
f(z) = 19/128*z^3 - 35/32*z + 1
*
[ 2/3 ] 
f(z) = 3/136*z^3 - 26/51*z + 1
*
[ 6 ] 
f(z) = 5/126*z^3 - 25/42*z + 1
*
[ 6 ] 
f(z) = 5/136*z^3 - 25/51*z + 1
*
[ -11/2 ] 
f(z) = 7/121*z^3 - 25/44*z + 1
*
-36/7 | 0.10810807581002300837637124896643342759 | 0.015903063169497906965439399085790236670
f(z) = 7/128*z^3 - 39/56*z + 1
*
[ -6 ] 
f(z) = 7/136*z^3 - 35/51*z + 1
*
[ 5/9 ] 
f(z) = 9/125*z^3 - 37/45*z + 1
*
[ 5/7 ] 
f(z) = 12/125*z^3 - 22/49*z + 1
*
[ 15/4 ] 
f(z) = 13/125*z^3 - 35/48*z + 1
*
[ 15/4 ] 
f(z) = 14/135*z^3 - 29/40*z + 1
*
-12/5 | 0.099787214223413283162732307924987009685 | 0.015443427329502747988233667922926691754
f(z) = 15/128*z^3 - 37/40*z + 1
*
[ 2/3 ] 
f(z) = 15/136*z^3 - 28/51*z + 1
*
[ -15/4 ] 
f(z) = 17/125*z^3 - 31/48*z + 1
*
[ 5/7 ] 
f(z) = 17/125*z^3 - 23/49*z + 1
*
[ 3 ] 
f(z) = 17/126*z^3 - 23/42*z + 1
*
[ 5/9 ] 
f(z) = 18/125*z^3 - 38/45*z + 1
*
-10/3 | 0.19254239770956087973948688420657473457 | 0.027873366952561201211951758280485892506
f(z) = 18/125*z^3 - 37/40*z + 1
*
[ 3 ] 
f(z) = 19/126*z^3 - 29/42*z + 1
*
4 | 0.12546036563835066582629247258913552411 | 0.026205865697314966466612459607342629184
f(z) = 1/120*z^3 - 23/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 1/124*z^3 - 33/62*z + 1
*
[ -40/3 ] 
f(z) = 1/125*z^3 - 25/72*z + 1
*
12 | 0.20158295993881698670145538548260069858 | 0.028596350178610459341460655714150792762
f(z) = 1/128*z^3 - 31/72*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.014351920664474086087139062855851096514
f(z) = 1/132*z^3 - 35/66*z + 1
*
21/2 | 0.18420721927101522705746855813089267496 | 0.029278422470605944690365554484224328072
f(z) = 1/135*z^3 - 29/60*z + 1
*
-95/12 | 0.23497219990323085993461888064184349218 | 0.025806998325226721506956690040592155292
f(z) = 2/125*z^3 - 29/72*z + 1
*
[ 22/3 ] 
f(z) = 3/121*z^3 - 31/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.018518518518518518518518518518518518519
f(z) = 3/124*z^3 - 37/62*z + 1
*
[ 5/8 ] 
f(z) = 3/125*z^3 - 39/64*z + 1
*
[ 15/2 ] 
f(z) = 3/125*z^3 - 29/60*z + 1
*
-15/4 | 0.13200413828154740675142686435523075386 | 0.018050069776998429674998726344625621510
f(z) = 4/125*z^3 - 31/60*z + 1
*
[ 6 ] 
f(z) = 5/132*z^3 - 35/66*z + 1
*
[ -21/4 ] 
f(z) = 8/135*z^3 - 31/70*z + 1
*
[ 2/3 ] 
f(z) = 9/124*z^3 - 33/62*z + 1
*
[ 4 ] 
f(z) = 9/136*z^3 - 21/68*z + 1
*
[ 4 ] 
f(z) = 11/136*z^3 - 37/68*z + 1
*
[ -25/6 ] 
f(z) = 12/125*z^3 - 32/75*z + 1
*
[ -4 ] 
f(z) = 13/120*z^3 - 29/60*z + 1
*
[ -4 ] 
f(z) = 15/136*z^3 - 35/68*z + 1
*
-15/8 | 0.18310486661074623664017919506463634114 | 0.029103211384815289668204669850350757666
f(z) = 16/135*z^3 - 29/60*z + 1
*
[ 8/3 ] 
f(z) = 17/128*z^3 - 23/72*z + 1
*
[ 8/3 ] 
f(z) = 19/128*z^3 - 31/72*z + 1
*
[ 3/4 ] 
f(z) = 1/135*z^3 - 27/80*z + 1
*
45/8 | 0.16642957075299949963529019867458559865 | 0.021896027693930712134155713760906796756
f(z) = 4/125*z^3 - 33/80*z + 1
*
[ -6 ] 
f(z) = 5/128*z^3 - 23/96*z + 1
*
[ 3/4 ] 
f(z) = 7/135*z^3 - 29/80*z + 1
*
-35/12 | 0.21777380635003248551804813359741349258 | 0.028651046044755099365430104245683353230
f(z) = 9/125*z^3 - 33/80*z + 1
*
[ 11/3 ] 
f(z) = 10/121*z^3 - 38/99*z + 1
*
[ 8/11 ] 
f(z) = 11/128*z^3 - 37/88*z + 1
*
[ 15/4 ] 
f(z) = 11/135*z^3 - 33/80*z + 1
*
[ 3/4 ] 
f(z) = 13/135*z^3 - 31/80*z + 1
*
[ -11/3 ] 
f(z) = 14/121*z^3 - 28/99*z + 1
*
[ 11/4 ] 
f(z) = 14/121*z^3 - 21/88*z + 1
*
5/2 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = 18/125*z^3 - 37/90*z + 1
*
[ 3/4 ] 
f(z) = 19/135*z^3 - 33/80*z + 1
*
[ 25/2 ] 
f(z) = 1/125*z^3 - 33/100*z + 1
*
[ 30/7 ] 
f(z) = 7/120*z^3 - 32/105*z + 1
*
[ 6/7 ] 
f(z) = 7/120*z^3 - 22/105*z + 1
*
[ -14/3 ] 
f(z) = 9/136*z^3 - 27/119*z + 1
*
[ -13 ] 
f(z) = 1/130*z^3 - 29/130*z + 1
*
[ 12 ] 
f(z) = 1/132*z^3 - 23/132*z + 1
*
[ 20/3 ] 
f(z) = 3/128*z^3 - 23/120*z + 1
*
[ 7 ] 
f(z) = 3/133*z^3 - 33/133*z + 1
*
[ -8 ] 
f(z) = 3/136*z^3 - 39/136*z + 1
*
[ -5 ] 
f(z) = 7/120*z^3 - 31/120*z + 1
*
[ -5 ] 
f(z) = 8/135*z^3 - 38/135*z + 1
*
[ -4 ] 
f(z) = 11/124*z^3 - 21/124*z + 1
*
[ 11/12 ] 
f(z) = 12/121*z^3 - 23/132*z + 1
*
[ 3 ] 
f(z) = 13/120*z^3 - 37/120*z + 1
*
[ 3 ] 
f(z) = 13/123*z^3 - 35/123*z + 1
*
[ 3 ] 
f(z) = 13/129*z^3 - 31/129*z + 1
*
[ 3 ] 
f(z) = 13/132*z^3 - 29/132*z + 1
*
[ 3 ] 
f(z) = 13/138*z^3 - 25/138*z + 1
*
[ -15/4 ] 
f(z) = 14/125*z^3 - 37/120*z + 1
*
[ 3 ] 
f(z) = 14/129*z^3 - 40/129*z + 1
*
[ -15/4 ] 
f(z) = 14/135*z^3 - 23/120*z + 1
*
[ -7/2 ] 
f(z) = 16/133*z^3 - 25/133*z + 1
*
[ -10/3 ] 
f(z) = 17/120*z^3 - 37/135*z + 1
*
[ 7/3 ] 
f(z) = 18/133*z^3 - 22/133*z + 1
*
[ 34/9 ] 
f(z) = 9/136*z^3 - 32/153*z + 1
*
[ 11/13 ] 
f(z) = 13/121*z^3 - 37/143*z + 1
*
[ 20/7 ] 
f(z) = 14/125*z^3 - 37/140*z + 1
*
[ 11/12 ] 
f(z) = 9/121*z^3 - 27/176*z + 1
*
[ 10/11 ] 
f(z) = 11/120*z^3 - 29/165*z + 1
*
[ 11/4 ] 
f(z) = 13/121*z^3 - 31/176*z + 1
*
[ -25/7 ] 
f(z) = 14/125*z^3 - 26/175*z + 1
*
[ -55/16 ] 
f(z) = 16/125*z^3 - 39/176*z + 1
*
[ 5/6 ] 
f(z) = 1/125*z^3 - 37/180*z + 1
*
[ 11/12 ] 
f(z) = 8/121*z^3 - 29/198*z + 1
*
[ -55/12 ] 
f(z) = 8/125*z^3 - 25/198*z + 1
*
[ 15/16 ] 
f(z) = 12/125*z^3 - 29/192*z + 1
*
[ 20/7 ] 
f(z) = 13/125*z^3 - 39/196*z + 1
*
[ 20/9 ] 
f(z) = 18/125*z^3 - 29/180*z + 1
*
[ 12 ] 
f(z) = 1/136*z^3 - 29/204*z + 1
*
[ 8/9 ] 
f(z) = 3/128*z^3 - 31/216*z + 1
*
[ 25/12 ] 
f(z) = 18/125*z^3 - 21/200*z + 1
*
[ 35/8 ] 
f(z) = 6/125*z^3 - 33/224*z + 1
*
[ 10/11 ] 
f(z) = 3/125*z^3 - 29/242*z + 1
*
[ 10/11 ] 
f(z) = 8/125*z^3 - 37/242*z + 1
*
[ -4 ] 
f(z) = 11/126*z^3 - 37/252*z + 1
*
[ 2 ] 
f(z) = 18/121*z^3 - 23/242*z + 1
*
[ 2 ] 
f(z) = 19/121*z^3 - 31/242*z + 1
*
[ 2 ] 
f(z) = 19/123*z^3 - 29/246*z + 1
*
[ 2 ] 
f(z) = 19/125*z^3 - 27/250*z + 1
*
[ 2 ] 
f(z) = 19/127*z^3 - 25/254*z + 1
*
[ 2 ] 
f(z) = 19/129*z^3 - 23/258*z + 1
*
[ 12 ] 
f(z) = 1/138*z^3 - 35/276*z + 1
*
[ 11/12 ] 
f(z) = 6/121*z^3 - 35/264*z + 1
*
[ 4 ] 
f(z) = 7/130*z^3 - 29/260*z + 1
*
[ 4 ] 
f(z) = 7/134*z^3 - 23/268*z + 1
*
[ -19/4 ] 
f(z) = 8/133*z^3 - 39/266*z + 1
*
[ -4 ] 
f(z) = 11/130*z^3 - 27/260*z + 1
*
[ 11/5 ] 
f(z) = 16/121*z^3 - 26/275*z + 1
*
[ 11/5 ] 
f(z) = 17/121*z^3 - 37/275*z + 1
*
[ 2 ] 
f(z) = 19/131*z^3 - 21/262*z + 1
*
[ -35/4 ] 
f(z) = 2/125*z^3 - 31/280*z + 1
*
[ 15/14 ] 
f(z) = 18/125*z^3 - 29/294*z + 1
*
[ 11 ] 
f(z) = 1/121*z^3 - 1/11*z + 1
*
[ 15 ] 
f(z) = 1/125*z^3 - 13/15*z + 1
*
-10 | 0.089413217357450020811153296290343757751 | 0.015918971202973858984191963018160741449
f(z) = 1/125*z^3 - 11/5*z + 1
*
[ -15 ] 
f(z) = 1/125*z^3 - 11/15*z + 1
*
[ 20 ] 
f(z) = 1/125*z^3 - 9/4*z + 1
*
35/3 | 0.17079190540693962758117146198830862476 | 0.024310152156038344667000641085888372060
f(z) = 1/125*z^3 - 8/9*z + 1
*
-30 | 0.16903677908418180160949973057343572320 | 0.024952936590212110305977965719576834078
f(z) = 1/125*z^3 - 7*z + 1
*
20 | 0.16643269338363727763144648957984674385 | 0.024568525660749208128279330132066995208
f(z) = 1/125*z^3 - 7/2*z + 1
*
-5 | 0.12361605028797616268367283069348094541 | 0.019891206063236822907491461759267094832
f(z) = 1/125*z^3 - 4*z + 1
*
10 | 0.089413217357450020811153296290343757751 | 0.018518518518518518518518518518518518518
f(z) = 1/125*z^3 - 2/5*z + 1
*
4 | 0.089852412294807725294826386114948814380 | 0.015716630561840142629425828146302011579
f(z) = 1/128*z^3 - 19/8*z + 1
*
[ 16 ] 
f(z) = 1/128*z^3 - 17/16*z + 1
*
[ -16 ] 
f(z) = 1/128*z^3 - 15/16*z + 1
*
-12 | 0.064180294496291232353447418653534867414 | 0.012412821422110921958261810612362794452
f(z) = 1/128*z^3 - 11/8*z + 1
*
-12 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 1/128*z^3 - 3/8*z + 1
*
12 | 0.16643060436942038935747139587732016610 | 0.029728127959686131395719688881254359392
f(z) = 1/135*z^3 - 9/10*z + 1
*
[ -15 ] 
f(z) = 1/135*z^3 - 3/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 1/136*z^3 - 9/17*z + 1
*
[ 11 ] 
f(z) = 2/121*z^3 - 12/11*z + 1
*
[ -11 ] 
f(z) = 2/121*z^3 - 10/11*z + 1
*
5/2 | 0.21592782482673417439013638300359660867 | 0.027780097052261927085784746061749405282
f(z) = 2/125*z^3 - 19/2*z + 1
*
[ 15 ] 
f(z) = 2/125*z^3 - 8/3*z + 1
*
15 | 0.11561074787826977241941305397367243665 | 0.017066272065659718776095659440631242052
f(z) = 2/125*z^3 - 7/2*z + 1
*
[ 10 ] 
f(z) = 2/125*z^3 - 7/10*z + 1
*
-10 | 0.089413217357450020811153296290343757751 | 0.015085934422947427775558326730784228522
f(z) = 2/125*z^3 - 3*z + 1
*
[ -10 ] 
f(z) = 2/125*z^3 - 1/2*z + 1
*
[ 15 ] 
f(z) = 2/135*z^3 - 12/5*z + 1
*
-12 | 0.089414299239002976347273206347634204565 | 0.016277680517738136897771726830583459774
f(z) = 2/135*z^3 - 9/5*z + 1
*
-15/2 | 0.089414903113224629897581340492200954225 | 0.015971447627220659692652524139319410172
f(z) = 2/135*z^3 - 3/10*z + 1
*
10 | 0.17572626029129532776723880060306283306 | 0.022607982873167996210377724633728160451
f(z) = 3/125*z^3 - 19/6*z + 1
*
35/6 | 0.089415555252578349261828187491323583243 | 0.011670722338127332205653498894147704107
f(z) = 3/125*z^3 - 17/12*z + 1
*
-5 | 0.089414250973870910533334493493078325206 | 0.014923605117054434604422100338002483836
f(z) = 3/125*z^3 - 16/15*z + 1
*
-5/2 | 0.10679054650246104516404362033367365097 | 0.014170035759322575743097802985213819229
f(z) = 3/125*z^3 - 15/4*z + 1
*
[ -15 ] 
f(z) = 3/125*z^3 - 13/3*z + 1
*
[ -10 ] 
f(z) = 3/125*z^3 - 13/10*z + 1
*
10 | 0.089415588872877560989425752344411304467 | 0.012373789458330637320834272990540182731
f(z) = 3/125*z^3 - 11/4*z + 1
*
-20/3 | 0.16642957075299949963529019867458559865 | 0.024568064703052774953287432561593099519
f(z) = 3/125*z^3 - 7/6*z + 1
*
20/3 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = 3/125*z^3 - 7/15*z + 1
*
[ 10 ] 
f(z) = 3/125*z^3 - 3/2*z + 1
*
[ 8 ] 
f(z) = 3/128*z^3 - 5/8*z + 1
*
[ -8 ] 
f(z) = 3/128*z^3 - 3/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 3/136*z^3 - 10/17*z + 1
*
[ 11/2 ] 
f(z) = 4/121*z^3 - 2/11*z + 1
*
-5/2 | 0.12074208433639893993755358403142025407 | 0.019590445754508356475578755046201854285
f(z) = 4/125*z^3 - 19/5*z + 1
*
45/4 | 0.12527600036413200891205830808297238735 | 0.016351309475749901504032358252018683442
f(z) = 4/125*z^3 - 17/4*z + 1
*
[ 15/2 ] 
f(z) = 4/125*z^3 - 14/15*z + 1
*
-5/4 | 0.089577102803733238518281696078501913643 | 0.012116044249416040760863256457816984782
f(z) = 4/125*z^3 - 13/4*z + 1
*
-5 | 0.16642957075299949963529019867458559865 | 0.029630826654506344607001960610404142458
f(z) = 4/125*z^3 - 11/10*z + 1
*
15/2 | 0.089413217357450020811153296290343757751 | 0.016875776057126713947652386522703472798
f(z) = 4/125*z^3 - 8/5*z + 1
*
5 | 0.16642957075299949963529019867458559865 | 0.025852126613149806963058515798999045335
f(z) = 4/125*z^3 - 5/2*z + 1
*
5 | 0.14075745295448300669391123121317165168 | 0.021864380705062834271668640162295659853
f(z) = 4/125*z^3 - 5/4*z + 1
*
[ -15/2 ] 
f(z) = 4/125*z^3 - 2/3*z + 1
*
[ 5/6 ] 
f(z) = 4/125*z^3 - 2/9*z + 1
*
[ -15/2 ] 
f(z) = 4/135*z^3 - 8/15*z + 1
*
[ 15/2 ] 
f(z) = 4/135*z^3 - 4/5*z + 1
*
[ 8 ] 
f(z) = 5/128*z^3 - 13/8*z + 1
*
[ -8 ] 
f(z) = 5/128*z^3 - 11/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 5/136*z^3 - 11/17*z + 1
*
35/3 | 0.22518591628170940773513661685170206908 | 0.028971192638689035197755683432144576250
f(z) = 6/125*z^3 - 19/3*z + 1
*
-5/6 | 0.089418466007443365844638023028738498549 | 0.011671102256495316419209367928018397674
f(z) = 6/125*z^3 - 17/6*z + 1
*
[ 15/2 ] 
f(z) = 6/125*z^3 - 11/6*z + 1
*
-10/3 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = 6/125*z^3 - 11/15*z + 1
*
15/2 | 0.17845549771436890851068601960476227969 | 0.026343312637445381268036646312864200201
f(z) = 6/125*z^3 - 7/2*z + 1
*
10/3 | 0.089414250973870910533334493493078325206 | 0.013199187460269701905108452300920111515
f(z) = 6/125*z^3 - 7/3*z + 1
*
-5 | 0.089414121251940527730187368561856487546 | 0.013889029294194915866438163758133998631
f(z) = 6/125*z^3 - 5/2*z + 1
*
-5 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = 6/125*z^3 - 5/6*z + 1
*
[ 5 ] 
f(z) = 6/125*z^3 - 2/5*z + 1
*
[ 6 ] 
f(z) = 7/120*z^3 - 19/15*z + 1
*
[ -6 ] 
f(z) = 7/120*z^3 - 14/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = 7/120*z^3 - 11/15*z + 1
*
-20/7 | 0.20045283414293849732457480697114065561 | 0.025620099097679029168233205135481800284
f(z) = 7/125*z^3 - 20/7*z + 1
*
5/2 | 0.13965297580918755865111599589206967084 | 0.017966990705016748016626783195010435007
f(z) = 7/125*z^3 - 19/4*z + 1
*
[ -10 ] 
f(z) = 7/125*z^3 - 9/2*z + 1
*
[ 5 ] 
f(z) = 7/125*z^3 - 3/5*z + 1
*
[ 5/7 ] 
f(z) = 7/125*z^3 - 3/7*z + 1
*
[ -5 ] 
f(z) = 7/125*z^3 - 1/5*z + 1
*
[ -8 ] 
f(z) = 7/128*z^3 - 19/8*z + 1
*
[ 4 ] 
f(z) = 7/128*z^3 - 1/8*z + 1
*
[ -6 ] 
f(z) = 7/135*z^3 - 7/10*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 7/136*z^3 - 12/17*z + 1
*
[ 11/2 ] 
f(z) = 8/121*z^3 - 13/11*z + 1
*
[ -11/2 ] 
f(z) = 8/121*z^3 - 9/11*z + 1
*
[ 10 ] 
f(z) = 8/125*z^3 - 11/2*z + 1
*
15/4 | 0.21148190157103815033042739183641368729 | 0.029265954150431070622252269744567396891
f(z) = 8/125*z^3 - 11/6*z + 1
*
-35/4 | 0.17598567109216888354095067948842345791 | 0.025049421583180667026934148678312434173
f(z) = 8/125*z^3 - 9/2*z + 1
*
15/4 | 0.18368352696099297046123032543949295495 | 0.027115065879488741725053782012107052818
f(z) = 8/125*z^3 - 7/2*z + 1
*
[ 5/8 ] 
f(z) = 8/125*z^3 - 5/8*z + 1
*
[ 5 ] 
f(z) = 8/125*z^3 - 4/5*z + 1
*
-5/2 | 0.089413869496803740175400143289466386770 | 0.015086044452893956860168715396843797964
f(z) = 8/125*z^3 - 3/2*z + 1
*
-15/4 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 8/125*z^3 - 3/10*z + 1
*
[ -5 ] 
f(z) = 8/125*z^3 - 2/5*z + 1
*
[ 15/4 ] 
f(z) = 8/125*z^3 - 1/6*z + 1
*
[ 6 ] 
f(z) = 8/135*z^3 - 13/10*z + 1
*
[ -15/2 ] 
f(z) = 8/135*z^3 - 11/5*z + 1
*
[ 15/4 ] 
f(z) = 8/135*z^3 - 1/10*z + 1
*
[ 11/3 ] 
f(z) = 9/121*z^3 - 3/11*z + 1
*
5 | 0.17079190540693962758117146198830862476 | 0.022871758196615299030762748336298975908
f(z) = 9/125*z^3 - 14/9*z + 1
*
10/3 | 0.089413217357450020811153296290343757751 | 0.015459183937754180270696786424854851262
f(z) = 9/125*z^3 - 13/5*z + 1
*
[ -5 ] 
f(z) = 9/125*z^3 - 3/5*z + 1
*
-10/3 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 9/125*z^3 - 2*z + 1
*
[ 5 ] 
f(z) = 9/125*z^3 - z + 1
*
[ 5/6 ] 
f(z) = 9/125*z^3 - 1/4*z + 1
*
[ 10/3 ] 
f(z) = 9/125*z^3 - 1/10*z + 1
*
-4/3 | 0.064180294496291232353447418653534867414 | 0.011226164687028673306732734390215722556
f(z) = 9/128*z^3 - 19/8*z + 1
*
[ 16/3 ] 
f(z) = 9/128*z^3 - 19/16*z + 1
*
[ -16/3 ] 
f(z) = 9/128*z^3 - 13/16*z + 1
*
[ 4 ] 
f(z) = 9/128*z^3 - 3/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 9/136*z^3 - 13/17*z + 1
*
[ 2/3 ] 
f(z) = 9/136*z^3 - 9/17*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = 11/120*z^3 - 13/15*z + 1
*
-5 | 0.22262962140180393992570571728840649663 | 0.029289893218181923447671252960888935627
f(z) = 11/125*z^3 - 16/11*z + 1
*
[ 5 ] 
f(z) = 11/125*z^3 - 7/5*z + 1
*
[ 10/3 ] 
f(z) = 11/125*z^3 - 5/18*z + 1
*
[ -5 ] 
f(z) = 11/125*z^3 - z + 1
*
[ 4 ] 
f(z) = 11/128*z^3 - 5/8*z + 1
*
[ -4 ] 
f(z) = 11/128*z^3 - 1/8*z + 1
*
[ 3 ] 
f(z) = 11/135*z^3 - 1/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 11/136*z^3 - 14/17*z + 1
*
[ -11/2 ] 
f(z) = 12/121*z^3 - 20/11*z + 1
*
[ -10 ] 
f(z) = 12/125*z^3 - 17/2*z + 1
*
-5 | 0.077384376684552428373513207688226357430 | 0.012786390703213193903742966687798936127
f(z) = 12/125*z^3 - 17/10*z + 1
*
[ 5/12 ] 
f(z) = 12/125*z^3 - 17/12*z + 1
*
20/3 | 0.15031272968851144248140485134876139561 | 0.020129270173064898367371015037151339839
f(z) = 12/125*z^3 - 14/3*z + 1
*
-5/3 | 0.089419327082445378092161779333814201307 | 0.012374306771013205995111446366450986781
f(z) = 12/125*z^3 - 11/3*z + 1
*
[ 5 ] 
f(z) = 12/125*z^3 - 8/5*z + 1
*
-5/3 | 0.16643060436942038935747139587732016610 | 0.024568217283841102792307679118955341651
f(z) = 12/125*z^3 - 7/6*z + 1
*
[ -5 ] 
f(z) = 12/125*z^3 - 6/5*z + 1
*
5/2 | 0.089413217357450020811153296290343757751 | 0.013888888888888888888888888888888888889
f(z) = 12/125*z^3 - 5/3*z + 1
*
[ 5/6 ] 
f(z) = 12/125*z^3 - 4/15*z + 1
*
[ -15/4 ] 
f(z) = 12/125*z^3 - 1/12*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014269187242569481180683267648775139359
f(z) = 13/120*z^3 - 14/15*z + 1
*
[ 10 ] 
f(z) = 13/125*z^3 - 19/2*z + 1
*
[ 5 ] 
f(z) = 13/125*z^3 - 9/5*z + 1
*
[ -5 ] 
f(z) = 13/125*z^3 - 7/5*z + 1
*
[ 4 ] 
f(z) = 13/128*z^3 - 7/8*z + 1
*
[ -4 ] 
f(z) = 13/128*z^3 - 3/8*z + 1
*
[ 3 ] 
f(z) = 13/135*z^3 - 1/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 13/136*z^3 - 15/17*z + 1
*
[ -5 ] 
f(z) = 14/125*z^3 - 8/5*z + 1
*
[ 5/6 ] 
f(z) = 14/125*z^3 - 5/18*z + 1
*
[ 5 ] 
f(z) = 14/125*z^3 - 2*z + 1
*
[ 5/2 ] 
f(z) = 14/125*z^3 - 1/10*z + 1
*
3/2 | 0.18641430089357385388608969375622297823 | 0.029872766127451934062603225924888623385
f(z) = 14/135*z^3 - 19/10*z + 1
*
[ 3 ] 
f(z) = 14/135*z^3 - 4/15*z + 1
*
[ 4 ] 
f(z) = 15/128*z^3 - 9/8*z + 1
*
[ -4 ] 
f(z) = 15/128*z^3 - 5/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018518518518518518518518518518518518519
f(z) = 15/136*z^3 - 16/17*z + 1
*
[ 11/4 ] 
f(z) = 16/121*z^3 - 4/11*z + 1
*
[ 15/2 ] 
f(z) = 16/125*z^3 - 19/3*z + 1
*
-5/2 | 0.077018023394673164531575480991528117636 | 0.012496201450598544017319055506357587893
f(z) = 16/125*z^3 - 19/10*z + 1
*
-5/4 | 0.092381313434902593274519093596168044498 | 0.015264367535966210839104018701875304472
f(z) = 16/125*z^3 - 17/5*z + 1
*
[ 15/4 ] 
f(z) = 16/125*z^3 - 16/15*z + 1
*
[ 10/3 ] 
f(z) = 16/125*z^3 - 13/18*z + 1
*
-15/4 | 0.089414117031363382617194862502705856994 | 0.015919131379327446825103473274003203581
f(z) = 16/125*z^3 - 11/5*z + 1
*
-15/8 | 0.089414521636157459539646990288589015789 | 0.012727070529222220112126503214187181279
f(z) = 16/125*z^3 - 9/4*z + 1
*
[ -15/4 ] 
f(z) = 16/125*z^3 - 8/15*z + 1
*
[ -5 ] 
f(z) = 16/125*z^3 - 2*z + 1
*
[ 5/2 ] 
f(z) = 16/125*z^3 - 1/5*z + 1
*
[ 15/4 ] 
f(z) = 16/135*z^3 - 14/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.014079387881811456862341250496236192144
f(z) = 17/120*z^3 - 16/15*z + 1
*
[ 2 ] 
f(z) = 17/120*z^3 - 1/15*z + 1
*
[ 5 ] 
f(z) = 17/125*z^3 - 13/5*z + 1
*
[ -5 ] 
f(z) = 17/125*z^3 - 11/5*z + 1
*
[ 5/2 ] 
f(z) = 17/125*z^3 - 1/4*z + 1
*
[ 4 ] 
f(z) = 17/128*z^3 - 11/8*z + 1
*
[ -4 ] 
f(z) = 17/128*z^3 - 7/8*z + 1
*
[ 3 ] 
f(z) = 17/135*z^3 - 7/15*z + 1
*
[ 11/3 ] 
f(z) = 18/121*z^3 - 14/11*z + 1
*
[ -11/3 ] 
f(z) = 18/121*z^3 - 8/11*z + 1
*
10/3 | 0.092584715986459114218281339062576800543 | 0.015297976186777393424994373265516102683
f(z) = 18/125*z^3 - 17/5*z + 1
*
-20/3 | 0.19843925643837168693021791086644065380 | 0.026840551174069967131088160182565651504
f(z) = 18/125*z^3 - 13/2*z + 1
*
-5/3 | 0.089413869496803740175400143289466386770 | 0.015459296690012964254393024418561499187
f(z) = 18/125*z^3 - 13/10*z + 1
*
[ -5 ] 
f(z) = 18/125*z^3 - 12/5*z + 1
*
-5/2 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = 18/125*z^3 - 11/18*z + 1
*
[ 10/3 ] 
f(z) = 18/125*z^3 - 9/10*z + 1
*
5/3 | 0.19049949449860182262583649069698360840 | 0.029590997736981973402168139257266199365
f(z) = 18/125*z^3 - 5*z + 1
*
5/3 | 0.11671637573452652117701585440169106650 | 0.018129990419761774980187740932653121198
f(z) = 18/125*z^3 - 5/2*z + 1
*
-10/3 | 0.089413217357450020811153296290343757751 | 0.018518518518518518518518518518518518518
f(z) = 18/125*z^3 - 4/5*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.013905641183621842716774744821379328433
f(z) = 19/120*z^3 - 17/15*z + 1
*
[ 2 ] 
f(z) = 19/120*z^3 - 2/15*z + 1
*
[ -5 ] 
f(z) = 19/125*z^3 - 13/5*z + 1
*
[ -10/3 ] 
f(z) = 19/125*z^3 - 7/18*z + 1
*
[ 5 ] 
f(z) = 19/125*z^3 - 3*z + 1
*
[ 4 ] 
f(z) = 19/128*z^3 - 13/8*z + 1
*
[ -4 ] 
f(z) = 19/128*z^3 - 9/8*z + 1
*
[ 3 ] 
f(z) = 19/135*z^3 - 3/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018305534834549034492903997493239552966
f(z) = 19/136*z^3 - 18/17*z + 1
*
[ 2 ] 
f(z) = 19/136*z^3 - 1/17*z + 1
*
15/2 | 0.17649682047327662601258901031306727964 | 0.020981969955478657516802550727379800229
f(z) = 1/125*z^3 - 5/36*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 1/128*z^3 - 17/32*z + 1
*
[ 12 ] 
f(z) = 1/128*z^3 - 5/24*z + 1
*
[ -12 ] 
f(z) = 1/128*z^3 - 1/24*z + 1
*
[ 15/2 ] 
f(z) = 2/125*z^3 - 1/30*z + 1
*
8 | 0.064181328112712122075628615856269434869 | 0.010785613073801904208131986132787504160
f(z) = 3/128*z^3 - 19/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 3/128*z^3 - 19/32*z + 1
*
-6 | 0.15440169603450523840259966574196040463 | 0.024541047330101267317213274894363652843
f(z) = 4/135*z^3 - 13/20*z + 1
*
[ 6 ] 
f(z) = 4/135*z^3 - 7/30*z + 1
*
[ 11/2 ] 
f(z) = 6/121*z^3 - 15/22*z + 1
*
[ -11/2 ] 
f(z) = 6/121*z^3 - 7/22*z + 1
*
-5/2 | 0.18310421447139251727593234806551371212 | 0.027658941035692744648675160913134955988
f(z) = 6/125*z^3 - 17/30*z + 1
*
20/7 | 0.19751933674941187109478400425940929829 | 0.029157485796592807423379144068439816789
f(z) = 7/125*z^3 - 2/35*z + 1
*
[ 3/4 ] 
f(z) = 8/135*z^3 - 11/30*z + 1
*
10/3 | 0.18383711257691563125199157019859826771 | 0.029581449009405675277223354782679150516
f(z) = 9/125*z^3 - 7/20*z + 1
*
4 | 0.13205163344032415741000795811527494656 | 0.022191155370758996213312390770178835395
f(z) = 9/128*z^3 - 17/24*z + 1
*
[ 2/3 ] 
f(z) = 9/128*z^3 - 17/32*z + 1
*
[ 11/3 ] 
f(z) = 12/121*z^3 - 20/33*z + 1
*
[ -11/3 ] 
f(z) = 12/121*z^3 - 2/33*z + 1
*
[ 10/3 ] 
f(z) = 12/125*z^3 - 11/30*z + 1
*
[ 5/2 ] 
f(z) = 13/125*z^3 - 1/20*z + 1
*
[ 5/7 ] 
f(z) = 14/125*z^3 - 16/35*z + 1
*
[ -11/3 ] 
f(z) = 15/121*z^3 - 13/33*z + 1
*
[ 8/3 ] 
f(z) = 15/128*z^3 - 5/24*z + 1
*
[ 2 ] 
f(z) = 17/128*z^3 - 1/32*z + 1
*
[ 11/6 ] 
f(z) = 18/121*z^3 - 1/22*z + 1
*
[ 5/6 ] 
f(z) = 19/125*z^3 - 11/36*z + 1
*
[ 5/2 ] 
f(z) = 19/125*z^3 - 7/20*z + 1
*
[ 2 ] 
f(z) = 19/128*z^3 - 3/32*z + 1
*
6 | 0.12607261456143856841866782547085013474 | 0.026068086390958070380443783579757403197
f(z) = 1/126*z^3 - 19/42*z + 1
*
-12 | 0.12607196242208484905442097847172750572 | 0.026067951547835550577525024522747132860
f(z) = 1/126*z^3 - 13/42*z + 1
*
[ 5/7 ] 
f(z) = 2/125*z^3 - 20/49*z + 1
*
[ 35/4 ] 
f(z) = 2/125*z^3 - 19/56*z + 1
*
[ 9 ] 
f(z) = 2/135*z^3 - 14/45*z + 1
*
[ -9 ] 
f(z) = 2/135*z^3 - 4/45*z + 1
*
6 | 0.099788247839834172884913505127721577141 | 0.014286657219336368979728770172936863290
f(z) = 2/135*z^3 - 3/40*z + 1
*
[ 11/2 ] 
f(z) = 5/121*z^3 - 19/44*z + 1
*
[ -11/2 ] 
f(z) = 5/121*z^3 - 3/44*z + 1
*
[ -6 ] 
f(z) = 5/126*z^3 - 11/42*z + 1
*
[ -6 ] 
f(z) = 5/136*z^3 - 8/51*z + 1
*
[ 30/7 ] 
f(z) = 7/125*z^3 - 11/42*z + 1
*
4 | 0.19795853168676957557845709408401435492 | 0.029120368767713058432631114879304839916
f(z) = 7/128*z^3 - 15/56*z + 1
*
[ 5/6 ] 
f(z) = 8/125*z^3 - 11/45*z + 1
*
[ 9/2 ] 
f(z) = 8/135*z^3 - 19/45*z + 1
*
[ 3 ] 
f(z) = 11/126*z^3 - 5/42*z + 1
*
[ 11/4 ] 
f(z) = 12/121*z^3 - 5/44*z + 1
*
-65/24 | 0.11508636877238740347471346095449227217 | 0.013229056114430390872249125570350791292
f(z) = 12/125*z^3 - 5/48*z + 1
*
[ 10/9 ] 
f(z) = 12/125*z^3 - 1/54*z + 1
*
[ 3 ] 
f(z) = 13/126*z^3 - 11/42*z + 1
*
[ 11/5 ] 
f(z) = 15/121*z^3 - 3/55*z + 1
*
12/5 | 0.15359351185374125316460071494387862517 | 0.023770683018424440759918429555256633563
f(z) = 15/128*z^3 - 17/40*z + 1
*
[ 4/5 ] 
f(z) = 15/128*z^3 - 13/40*z + 1
*
[ 5/6 ] 
f(z) = 16/125*z^3 - 13/45*z + 1
*
[ 9/4 ] 
f(z) = 16/135*z^3 - 2/45*z + 1
*
[ 5/4 ] 
f(z) = 18/125*z^3 - 1/40*z + 1
*
[ 5/3 ] 
f(z) = 19/125*z^3 - 1/45*z + 1
*
[ -3 ] 
f(z) = 19/126*z^3 - 1/42*z + 1
*
[ 12 ] 
f(z) = 1/120*z^3 - 17/60*z + 1
*
[ -12 ] 
f(z) = 1/120*z^3 - 7/60*z + 1
*
[ 35/3 ] 
f(z) = 1/125*z^3 - 11/63*z + 1
*
[ -22/3 ] 
f(z) = 3/121*z^3 - 13/66*z + 1
*
[ -6 ] 
f(z) = 5/132*z^3 - 13/66*z + 1
*
[ 4 ] 
f(z) = 7/120*z^3 - 11/60*z + 1
*
[ 30/7 ] 
f(z) = 7/135*z^3 - 13/70*z + 1
*
[ 4 ] 
f(z) = 7/136*z^3 - 5/68*z + 1
*
-40/9 | 0.19354555864997850702046593701860416850 | 0.027456172745699464852754640099403726045
f(z) = 9/128*z^3 - 19/72*z + 1
*
[ 8/9 ] 
f(z) = 9/128*z^3 - 13/72*z + 1
*
[ -4 ] 
f(z) = 11/120*z^3 - 13/60*z + 1
*
[ -4 ] 
f(z) = 11/136*z^3 - 3/68*z + 1
*
[ 8/3 ] 
f(z) = 13/128*z^3 - 7/72*z + 1
*
[ -4 ] 
f(z) = 13/136*z^3 - 19/68*z + 1
*
[ 6/7 ] 
f(z) = 14/135*z^3 - 17/70*z + 1
*
[ 2 ] 
f(z) = 17/124*z^3 - 3/62*z + 1
*
[ 2 ] 
f(z) = 17/132*z^3 - 1/66*z + 1
*
[ 2 ] 
f(z) = 19/124*z^3 - 7/62*z + 1
*
[ 20/19 ] 
f(z) = 19/125*z^3 - 9/76*z + 1
*
[ 4/3 ] 
f(z) = 19/128*z^3 - 1/72*z + 1
*
[ 2 ] 
f(z) = 19/132*z^3 - 5/66*z + 1
*
[ 12 ] 
f(z) = 1/126*z^3 - 19/84*z + 1
*
[ -12 ] 
f(z) = 1/126*z^3 - 5/84*z + 1
*
[ 5/6 ] 
f(z) = 2/125*z^3 - 19/90*z + 1
*
[ 6 ] 
f(z) = 3/128*z^3 - 1/96*z + 1
*
[ 11/3 ] 
f(z) = 7/121*z^3 - 5/99*z + 1
*
[ 11/3 ] 
f(z) = 8/121*z^3 - 16/99*z + 1
*
[ 10/3 ] 
f(z) = 8/125*z^3 - 1/90*z + 1
*
[ 10/3 ] 
f(z) = 9/136*z^3 - 3/85*z + 1
*
[ -11/3 ] 
f(z) = 13/121*z^3 - 17/99*z + 1
*
[ -15/4 ] 
f(z) = 13/135*z^3 - 7/80*z + 1
*
[ 11/12 ] 
f(z) = 16/121*z^3 - 20/99*z + 1
*
[ -10/3 ] 
f(z) = 16/125*z^3 - 11/90*z + 1
*
[ -10/3 ] 
f(z) = 17/125*z^3 - 19/90*z + 1
*
[ 5/4 ] 
f(z) = 17/125*z^3 - 1/80*z + 1
*
[ 11/12 ] 
f(z) = 18/121*z^3 - 19/88*z + 1
*
[ 11/9 ] 
f(z) = 18/121*z^3 - 4/99*z + 1
*
[ 10/9 ] 
f(z) = 18/125*z^3 - 7/90*z + 1
*
[ 5/4 ] 
f(z) = 19/125*z^3 - 3/80*z + 1
*
[ 10/7 ] 
f(z) = 19/125*z^3 - 1/98*z + 1
*
[ -25/2 ] 
f(z) = 1/125*z^3 - 17/100*z + 1
*
[ -25/4 ] 
f(z) = 4/125*z^3 - 9/100*z + 1
*
[ 22/5 ] 
f(z) = 5/121*z^3 - 3/110*z + 1
*
[ -34/7 ] 
f(z) = 7/136*z^3 - 1/119*z + 1
*
[ -25/6 ] 
f(z) = 9/125*z^3 - 1/100*z + 1
*
[ 11/10 ] 
f(z) = 10/121*z^3 - 1/110*z + 1
*
[ 10/11 ] 
f(z) = 11/125*z^3 - 19/110*z + 1
*
[ 24/5 ] 
f(z) = 5/128*z^3 - 13/120*z + 1
*
[ -6 ] 
f(z) = 5/138*z^3 - 19/138*z + 1
*
[ 4 ] 
f(z) = 7/124*z^3 - 19/124*z + 1
*
[ -5 ] 
f(z) = 7/130*z^3 - 19/130*z + 1
*
[ 4 ] 
f(z) = 7/132*z^3 - 13/132*z + 1
*
[ -5 ] 
f(z) = 7/135*z^3 - 13/135*z + 1
*
[ 7/2 ] 
f(z) = 8/133*z^3 - 3/133*z + 1
*
[ 3 ] 
f(z) = 10/123*z^3 - 8/123*z + 1
*
[ 3 ] 
f(z) = 10/129*z^3 - 4/129*z + 1
*
[ 3 ] 
f(z) = 11/120*z^3 - 19/120*z + 1
*
[ 3 ] 
f(z) = 11/123*z^3 - 17/123*z + 1
*
[ 3 ] 
f(z) = 11/129*z^3 - 13/129*z + 1
*
[ 3 ] 
f(z) = 11/138*z^3 - 7/138*z + 1
*
-8/3 | 0.17926666326867863582816087960802713959 | 0.023712269214341101940738391899894466047
f(z) = 15/128*z^3 - 19/120*z + 1
*
[ 12/5 ] 
f(z) = 15/128*z^3 - 11/120*z + 1
*
[ 5/2 ] 
f(z) = 16/135*z^3 - 19/135*z + 1
*
[ 2 ] 
f(z) = 17/122*z^3 - 7/122*z + 1
*
[ 2 ] 
f(z) = 17/126*z^3 - 5/126*z + 1
*
[ 2 ] 
f(z) = 17/130*z^3 - 3/130*z + 1
*
[ 2 ] 
f(z) = 17/134*z^3 - 1/134*z + 1
*
[ -3 ] 
f(z) = 19/120*z^3 - 11/120*z + 1
*
[ 2 ] 
f(z) = 19/122*z^3 - 15/122*z + 1
*
[ -3 ] 
f(z) = 19/123*z^3 - 7/123*z + 1
*
[ 2 ] 
f(z) = 19/126*z^3 - 13/126*z + 1
*
[ 2 ] 
f(z) = 19/130*z^3 - 11/130*z + 1
*
[ 2 ] 
f(z) = 19/134*z^3 - 9/134*z + 1
*
[ 2 ] 
f(z) = 19/138*z^3 - 7/138*z + 1
*
[ 34/3 ] 
f(z) = 1/136*z^3 - 5/153*z + 1
*
[ 21/4 ] 
f(z) = 4/135*z^3 - 1/140*z + 1
*
[ 25/6 ] 
f(z) = 6/125*z^3 - 11/150*z + 1
*
[ 15/14 ] 
f(z) = 8/125*z^3 - 1/147*z + 1
*
[ 15/7 ] 
f(z) = 16/125*z^3 - 8/147*z + 1
*
[ 15/16 ] 
f(z) = 8/135*z^3 - 19/160*z + 1
*
[ 10/3 ] 
f(z) = 9/128*z^3 - 13/160*z + 1
*
[ 30/11 ] 
f(z) = 11/120*z^3 - 8/165*z + 1
*
[ 10/9 ] 
f(z) = 17/125*z^3 - 11/162*z + 1
*
[ 3/2 ] 
f(z) = 19/126*z^3 - 1/168*z + 1
*
[ 22/3 ] 
f(z) = 2/121*z^3 - 5/198*z + 1
*
[ 6 ] 
f(z) = 3/124*z^3 - 7/186*z + 1
*
[ 34/11 ] 
f(z) = 11/136*z^3 - 18/187*z + 1
*
[ 30/13 ] 
f(z) = 13/120*z^3 - 2/195*z + 1
*
[ 15/13 ] 
f(z) = 13/125*z^3 - 1/195*z + 1
*
[ 9/8 ] 
f(z) = 16/135*z^3 - 7/180*z + 1
*
[ 15/8 ] 
f(z) = 19/125*z^3 - 13/192*z + 1
*
[ 15/14 ] 
f(z) = 14/125*z^3 - 13/210*z + 1
*
[ 15/14 ] 
f(z) = 14/135*z^3 - 11/210*z + 1
*
[ 8/5 ] 
f(z) = 19/128*z^3 - 1/200*z + 1
*
[ -33/7 ] 
f(z) = 7/121*z^3 - 17/231*z + 1
*
[ 12/11 ] 
f(z) = 11/135*z^3 - 3/220*z + 1
*
[ 34/13 ] 
f(z) = 13/136*z^3 - 8/221*z + 1
*
[ 11/10 ] 
f(z) = 15/121*z^3 - 13/220*z + 1
*
[ 25/12 ] 
f(z) = 16/125*z^3 - 8/225*z + 1
*
[ -6 ] 
f(z) = 4/123*z^3 - 1/246*z + 1
*
[ 15/4 ] 
f(z) = 7/125*z^3 - 13/240*z + 1
*
[ 16/15 ] 
f(z) = 15/128*z^3 - 17/240*z + 1
*
[ 34/15 ] 
f(z) = 15/136*z^3 - 2/255*z + 1
*
[ 2 ] 
f(z) = 16/121*z^3 - 7/242*z + 1
*
[ 2 ] 
f(z) = 16/123*z^3 - 5/246*z + 1
*
[ 2 ] 
f(z) = 16/125*z^3 - 3/250*z + 1
*
[ 2 ] 
f(z) = 16/127*z^3 - 1/254*z + 1
*
[ 15/14 ] 
f(z) = 16/135*z^3 - 17/245*z + 1
*
[ 6/5 ] 
f(z) = 16/135*z^3 - 1/250*z + 1
*
[ 30/17 ] 
f(z) = 17/120*z^3 - 2/255*z + 1
*
[ 2 ] 
f(z) = 17/121*z^3 - 15/242*z + 1
*
[ 2 ] 
f(z) = 17/123*z^3 - 13/246*z + 1
*
[ 2 ] 
f(z) = 17/125*z^3 - 11/250*z + 1
*
[ 2 ] 
f(z) = 17/127*z^3 - 9/254*z + 1
*
[ 2 ] 
f(z) = 17/129*z^3 - 7/258*z + 1
*
[ 15/7 ] 
f(z) = 17/135*z^3 - 11/245*z + 1
*
[ 2 ] 
f(z) = 18/125*z^3 - 19/250*z + 1
*
[ 2 ] 
f(z) = 18/127*z^3 - 17/254*z + 1
*
[ 6/5 ] 
f(z) = 19/135*z^3 - 9/250*z + 1
*
[ -33/4 ] 
f(z) = 2/121*z^3 - 1/264*z + 1
*
[ 4 ] 
f(z) = 7/138*z^3 - 17/276*z + 1
*
[ 12/11 ] 
f(z) = 11/128*z^3 - 5/264*z + 1
*
[ -4 ] 
f(z) = 11/134*z^3 - 17/268*z + 1
*
[ -4 ] 
f(z) = 11/138*z^3 - 7/276*z + 1
*
[ 11/10 ] 
f(z) = 12/121*z^3 - 8/275*z + 1
*
[ 11/5 ] 
f(z) = 14/121*z^3 - 4/275*z + 1
*
[ 5/2 ] 
f(z) = 14/135*z^3 - 13/270*z + 1
*
[ 11/10 ] 
f(z) = 16/121*z^3 - 19/275*z + 1
*
[ 2 ] 
f(z) = 17/131*z^3 - 5/262*z + 1
*
[ 2 ] 
f(z) = 17/133*z^3 - 3/266*z + 1
*
[ 2 ] 
f(z) = 17/135*z^3 - 1/270*z + 1
*
[ 2 ] 
f(z) = 18/131*z^3 - 13/262*z + 1
*
[ 2 ] 
f(z) = 18/137*z^3 - 7/274*z + 1
*
[ 2 ] 
f(z) = 18/139*z^3 - 5/278*z + 1
*
[ 2 ] 
f(z) = 19/135*z^3 - 17/270*z + 1
*
[ 2 ] 
f(z) = 19/137*z^3 - 15/274*z + 1
*
[ 2 ] 
f(z) = 19/139*z^3 - 13/278*z + 1
*
20/3 | 0.28340821239763709385345597335552270203 | 0.027013707441424549713331270822430087869
f(z) = 2/125*z^3 - 5/288*z + 1
*
[ -28/5 ] 
f(z) = 5/128*z^3 - 13/280*z + 1
*
[ 11/9 ] 
f(z) = 15/121*z^3 - 1/297*z + 1
*
[ 30/19 ] 
f(z) = 19/120*z^3 - 8/285*z + 1
*
[ 10 ] 
f(z) = 1/120*z^3 + 1/15*z + 1
*
[ -10 ] 
f(z) = 1/120*z^3 + 4/15*z + 1
*
[ 2 ] 
f(z) = 1/120*z^3 + 7/15*z + 1
*
[ 6 ] 
f(z) = 1/120*z^3 + 8/15*z + 1
*
[ -11 ] 
f(z) = 1/121*z^3 + 1/11*z + 1
*
[ -5 ]
f(z) = 1/125*z^3 + z + 1
*
[ 10 ] 
f(z) = 1/125*z^3 + 1/10*z + 1
*
[ 5 ] 
f(z) = 1/125*z^3 + 3/5*z + 1
*
[ -10 ] 
f(z) = 1/125*z^3 + 3/10*z + 1
*
[ 5/4 ] 
f(z) = 1/125*z^3 + 3/16*z + 1
*
[ 15/2 ] 
f(z) = 1/125*z^3 + 5/12*z + 1
*
[ 10/3 ] 
f(z) = 1/125*z^3 + 11/18*z + 1
*
-8 | 0.089852412294807725294826386114948814380 | 0.018518518518518518518518518518518518519
f(z) = 1/128*z^3 + 1/8*z + 1
*
[ 8 ] 
f(z) = 1/128*z^3 + 3/8*z + 1
*
[ 3 ] 
f(z) = 1/135*z^3 + 3/5*z + 1
*
[ 2 ] 
f(z) = 1/136*z^3 + 8/17*z + 1
*
[ 5/2 ] 
f(z) = 2/125*z^3 + 1/2*z + 1
*
[ 5 ] 
f(z) = 2/125*z^3 + 2/5*z + 1
*
-5 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 2/125*z^3 + 3/10*z + 1
*
[ -5 ]
f(z) = 2/125*z^3 + 4/5*z + 1
*
[ 3 ] 
f(z) = 2/135*z^3 + 8/15*z + 1
*
[ 5/3 ] 
f(z) = 3/125*z^3 + 1/3*z + 1
*
[ 5 ] 
f(z) = 3/125*z^3 + 1/5*z + 1
*
[ -20/3 ] 
f(z) = 3/125*z^3 + 1/12*z + 1
*
[ -5 ]
f(z) = 3/125*z^3 + 3/5*z + 1
*
[ 4 ] 
f(z) = 3/128*z^3 + 3/8*z + 1
*
[ 2 ] 
f(z) = 3/136*z^3 + 7/17*z + 1
*
[ -11/2 ] 
f(z) = 4/121*z^3 + 2/11*z + 1
*
[ 5 ] 
f(z) = 4/125*z^3 + 1
*
[ -5/2 ]
f(z) = 4/125*z^3 + 6/5*z + 1
*
[ -6 ] 
f(z) = 4/135*z^3 + 1/10*z + 1
*
[ 3 ] 
f(z) = 4/135*z^3 + 2/5*z + 1
*
[ 3/2 ] 
f(z) = 4/135*z^3 + 4/15*z + 1
*
[ 4 ] 
f(z) = 5/128*z^3 + 1/8*z + 1
*
[ 2 ] 
f(z) = 5/136*z^3 + 6/17*z + 1
*
[ -5 ] 
f(z) = 6/125*z^3 + 1
*
[ 10/3 ] 
f(z) = 6/125*z^3 + 1/6*z + 1
*
[ 5/4 ] 
f(z) = 6/125*z^3 + 1/8*z + 1
*
[ 5/2 ] 
f(z) = 6/125*z^3 + 3/10*z + 1
*
[ 5/3 ] 
f(z) = 6/125*z^3 + 4/15*z + 1
*
[ 2 ] 
f(z) = 7/120*z^3 + 4/15*z + 1
*
[ 5/2 ] 
f(z) = 7/125*z^3 + 1/4*z + 1
*
[ 3 ] 
f(z) = 7/135*z^3 + 1/5*z + 1
*
[ 2 ] 
f(z) = 7/136*z^3 + 5/17*z + 1
*
[ -5/2 ]
f(z) = 8/125*z^3 + z + 1
*
[ 5/2 ] 
f(z) = 8/125*z^3 + 1/5*z + 1
*
[ 5/4 ] 
f(z) = 8/125*z^3 + 1/10*z + 1
*
[ 5/3 ] 
f(z) = 8/125*z^3 + 2/9*z + 1
*
[ 3/2 ] 
f(z) = 8/135*z^3 + 1/5*z + 1
*
[ 3 ] 
f(z) = 8/135*z^3 + 2/15*z + 1
*
[ -11/3 ]
f(z) = 9/121*z^3 + 3/11*z + 1
*
[ 5/3 ] 
f(z) = 9/125*z^3 + 1/5*z + 1
*
[ -8/3 ]
f(z) = 9/128*z^3 + 7/8*z + 1
*
[ 2 ] 
f(z) = 9/136*z^3 + 4/17*z + 1
*
[ 2 ] 
f(z) = 11/120*z^3 + 2/15*z + 1
*
[ 5/4 ] 
f(z) = 11/125*z^3 + 1/16*z + 1
*
[ 2 ] 
f(z) = 11/136*z^3 + 3/17*z + 1
*
[ 5/2 ] 
f(z) = 12/125*z^3 + 1
*
[ -5/2 ]
f(z) = 12/125*z^3 + 4/5*z + 1
*
[ 2 ] 
f(z) = 13/120*z^3 + 1/15*z + 1
*
[ 5/3 ] 
f(z) = 13/125*z^3 + 1/9*z + 1
*
[ 2 ] 
f(z) = 13/136*z^3 + 2/17*z + 1
*
[ 10/7 ] 
f(z) = 14/125*z^3 + 1/14*z + 1
*
[ -10/3 ] 
f(z) = 14/125*z^3 + 1/18*z + 1
*
[ 3/2 ] 
f(z) = 14/135*z^3 + 1/10*z + 1
*
[ 2 ] 
f(z) = 15/136*z^3 + 1/17*z + 1
*
[ -11/4 ]
f(z) = 16/121*z^3 + 4/11*z + 1
*
[ 5/4 ] 
f(z) = 16/125*z^3 + 1
*
[ -5/2 ]
f(z) = 16/125*z^3 + 3/5*z + 1
*
[ -5/4 ]
f(z) = 16/125*z^3 + 8/5*z + 1
*
[ 3/2 ] 
f(z) = 16/135*z^3 + 1/15*z + 1
*
[ 5/3 ] 
f(z) = 18/125*z^3 + 1
*
[ 5/2 ] 
f(z) = 1/125*z^3 + 11/20*z + 1
*
[ 2 ] 
f(z) = 1/128*z^3 + 15/32*z + 1
*
[ 15/2 ] 
f(z) = 1/135*z^3 + 9/20*z + 1
*
[ 6 ] 
f(z) = 1/135*z^3 + 17/30*z + 1
*
[ 11/2 ] 
f(z) = 2/121*z^3 + 7/22*z + 1
*
[ 20/3 ] 
f(z) = 2/125*z^3 + 5/36*z + 1
*
[ -15/2 ] 
f(z) = 2/125*z^3 + 7/30*z + 1
*
[ 15/2 ] 
f(z) = 2/135*z^3 + 1/30*z + 1
*
[ 11/3 ] 
f(z) = 3/121*z^3 + 13/33*z + 1
*
[ 5/2 ] 
f(z) = 3/125*z^3 + 9/20*z + 1
*
[ 10/3 ] 
f(z) = 3/125*z^3 + 13/30*z + 1
*
[ 4/3 ] 
f(z) = 3/128*z^3 + 5/24*z + 1
*
[ 8/3 ] 
f(z) = 3/128*z^3 + 11/24*z + 1
*
[ 2 ] 
f(z) = 3/128*z^3 + 13/32*z + 1
*
[ 2 ] 
f(z) = 5/128*z^3 + 11/32*z + 1
*
[ 11/3 ] 
f(z) = 6/121*z^3 + 2/33*z + 1
*
[ 2 ] 
f(z) = 7/128*z^3 + 9/32*z + 1
*
[ 11/4 ] 
f(z) = 8/121*z^3 + 3/22*z + 1
*
[ 5/2 ] 
f(z) = 9/125*z^3 + 3/20*z + 1
*
[ 20/9 ] 
f(z) = 9/125*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 9/128*z^3 + 7/32*z + 1
*
[ 5/2 ] 
f(z) = 11/125*z^3 + 1/20*z + 1
*
[ 2 ] 
f(z) = 11/128*z^3 + 5/32*z + 1
*
[ 3/2 ] 
f(z) = 11/135*z^3 + 3/20*z + 1
*
[ 11/6 ] 
f(z) = 12/121*z^3 + 4/33*z + 1
*
[ 5/4 ] 
f(z) = 12/125*z^3 + 1/20*z + 1
*
[ 2 ] 
f(z) = 13/128*z^3 + 3/32*z + 1
*
[ 15/7 ] 
f(z) = 14/135*z^3 + 2/35*z + 1
*
[ 4/3 ] 
f(z) = 15/128*z^3 + 1/24*z + 1
*
[ 2 ] 
f(z) = 15/128*z^3 + 1/32*z + 1
*
[ 15/8 ] 
f(z) = 16/135*z^3 + 1/20*z + 1
*
[ 3/2 ] 
f(z) = 17/135*z^3 + 1/20*z + 1
*
[ 5/3 ] 
f(z) = 1/125*z^3 + 17/45*z + 1
*
[ 9 ] 
f(z) = 1/135*z^3 + 13/45*z + 1
*
[ 5/4 ] 
f(z) = 2/125*z^3 + 7/40*z + 1
*
[ 5/3 ] 
f(z) = 2/125*z^3 + 16/45*z + 1
*
-3/4 | 0.18447003143056413084894789877731216946 | 0.026410525922037830169601099419214830505
f(z) = 2/135*z^3 + 13/40*z + 1
*
[ 11/2 ] 
f(z) = 3/121*z^3 + 3/44*z + 1
*
[ -11/2 ] 
f(z) = 3/121*z^3 + 19/44*z + 1
*
[ 15/4 ] 
f(z) = 3/125*z^3 + 19/48*z + 1
*
[ 16/3 ] 
f(z) = 3/128*z^3 + 7/48*z + 1
*
[ 6 ] 
f(z) = 3/136*z^3 + 2/51*z + 1
*
[ -6 ] 
f(z) = 3/136*z^3 + 19/51*z + 1
*
[ 11/4 ] 
f(z) = 4/121*z^3 + 17/44*z + 1
*
[ 5/3 ] 
f(z) = 4/125*z^3 + 14/45*z + 1
*
[ 15/8 ] 
f(z) = 4/125*z^3 + 17/48*z + 1
*
[ 9/2 ] 
f(z) = 4/135*z^3 + 8/45*z + 1
*
[ 11/5 ] 
f(z) = 5/121*z^3 + 19/55*z + 1
*
[ 3 ] 
f(z) = 5/126*z^3 + 13/42*z + 1
*
-4 | 0.15359351185374125316460071494387862517 | 0.023770683018424440759918429555256633563
f(z) = 5/128*z^3 + 1/40*z + 1
*
[ 8/5 ] 
f(z) = 5/128*z^3 + 11/40*z + 1
*
[ 5/3 ] 
f(z) = 7/125*z^3 + 11/45*z + 1
*
[ 8/7 ] 
f(z) = 7/128*z^3 + 3/56*z + 1
*
[ -9/2 ] 
f(z) = 8/135*z^3 + 1/45*z + 1
*
[ 11/6 ] 
f(z) = 9/121*z^3 + 9/44*z + 1
*
[ 11/5 ] 
f(z) = 10/121*z^3 + 8/55*z + 1
*
[ 20/11 ] 
f(z) = 11/125*z^3 + 7/44*z + 1
*
[ 5/3 ] 
f(z) = 11/125*z^3 + 7/45*z + 1
*
[ 5/4 ] 
f(z) = 14/125*z^3 + 1/40*z + 1
*
[ 5/3 ] 
f(z) = 14/125*z^3 + 4/45*z + 1
*
[ 8/5 ] 
f(z) = 15/128*z^3 + 3/40*z + 1
*
[ 11/8 ] 
f(z) = 16/121*z^3 + 1/44*z + 1
*
[ 5/3 ] 
f(z) = 16/125*z^3 + 2/45*z + 1
*
[ 5/3 ] 
f(z) = 17/125*z^3 + 1/45*z + 1
*
-15/2 | 0.15187374213875852248723870797530714447 | 0.020767012902667940812538650777877239929
f(z) = 1/125*z^3 + 1/60*z + 1
*
[ 4/3 ] 
f(z) = 1/128*z^3 + 17/72*z + 1
*
[ -12 ] 
f(z) = 1/135*z^3 + 1/60*z + 1
*
[ 3/2 ] 
f(z) = 1/135*z^3 + 19/60*z + 1
*
[ 15/4 ] 
f(z) = 4/125*z^3 + 17/60*z + 1
*
[ 4/3 ] 
f(z) = 5/128*z^3 + 13/72*z + 1
*
[ 4 ] 
f(z) = 5/136*z^3 + 11/68*z + 1
*
[ 11/6 ] 
f(z) = 6/121*z^3 + 19/66*z + 1
*
[ 11/7 ] 
f(z) = 7/121*z^3 + 17/77*z + 1
*
[ 2 ] 
f(z) = 7/124*z^3 + 17/62*z + 1
*
[ 10/7 ] 
f(z) = 7/125*z^3 + 13/70*z + 1
*
[ 4/3 ] 
f(z) = 7/128*z^3 + 11/72*z + 1
*
[ 8/3 ] 
f(z) = 7/128*z^3 + 17/72*z + 1
*
[ 2 ] 
f(z) = 7/132*z^3 + 19/66*z + 1
*
[ 3/2 ] 
f(z) = 7/135*z^3 + 13/60*z + 1
*
[ 2 ] 
f(z) = 9/124*z^3 + 13/62*z + 1
*
-8/9 | 0.20158295993881698670145538548260069858 | 0.028596350178610459341460655714150792762
f(z) = 9/128*z^3 + 5/72*z + 1
*
[ 4/3 ] 
f(z) = 9/136*z^3 + 9/68*z + 1
*
[ -4 ] 
f(z) = 9/136*z^3 + 13/68*z + 1
*
[ 2 ] 
f(z) = 11/124*z^3 + 9/62*z + 1
*
[ 8/3 ] 
f(z) = 11/128*z^3 + 1/72*z + 1
*
[ 4/3 ] 
f(z) = 11/128*z^3 + 7/72*z + 1
*
[ 2 ] 
f(z) = 13/124*z^3 + 5/62*z + 1
*
[ 30/13 ] 
f(z) = 13/125*z^3 + 1/78*z + 1
*
[ 4/3 ] 
f(z) = 13/128*z^3 + 5/72*z + 1
*
[ 2 ] 
f(z) = 13/132*z^3 + 7/66*z + 1
*
[ 3/2 ] 
f(z) = 13/135*z^3 + 7/60*z + 1
*
[ 11/7 ] 
f(z) = 14/121*z^3 + 6/77*z + 1
*
[ 2 ] 
f(z) = 15/124*z^3 + 1/62*z + 1
*
[ 15/8 ] 
f(z) = 16/125*z^3 + 1/60*z + 1
*
[ 4/3 ] 
f(z) = 17/128*z^3 + 1/72*z + 1
*
[ 3/2 ] 
f(z) = 19/135*z^3 + 1/60*z + 1
*
[ 10 ] 
f(z) = 1/136*z^3 + 14/85*z + 1
*
[ 35/6 ] 
f(z) = 3/125*z^3 + 1/84*z + 1
*
[ 5/4 ] 
f(z) = 3/125*z^3 + 13/80*z + 1
*
[ 11/3 ] 
f(z) = 5/121*z^3 + 17/99*z + 1
*
[ 10/3 ] 
f(z) = 7/125*z^3 + 7/90*z + 1
*
[ 5/4 ] 
f(z) = 7/125*z^3 + 9/80*z + 1
*
[ 11/8 ] 
f(z) = 8/121*z^3 + 13/88*z + 1
*
[ 11/9 ] 
f(z) = 9/121*z^3 + 7/99*z + 1
*
[ 10/9 ] 
f(z) = 9/125*z^3 + 1/90*z + 1
*
[ 5/4 ] 
f(z) = 9/125*z^3 + 7/80*z + 1
*
[ 10/7 ] 
f(z) = 9/125*z^3 + 15/98*z + 1
*
[ 11/4 ] 
f(z) = 10/121*z^3 + 1/88*z + 1
*
[ -11/3 ] 
f(z) = 10/121*z^3 + 16/99*z + 1
*
[ 5/4 ] 
f(z) = 13/125*z^3 + 3/80*z + 1
*
[ 15/8 ] 
f(z) = 14/125*z^3 + 7/96*z + 1
*
[ 11/6 ] 
f(z) = 16/121*z^3 + 1/99*z + 1
*
-6/7 | 0.16395780080229960003994651400822109250 | 0.024349920506164833591929998580317834669
f(z) = 7/120*z^3 + 13/105*z + 1
*
[ -30/7 ] 
f(z) = 7/120*z^3 + 17/105*z + 1
*
[ 10/7 ] 
f(z) = 7/120*z^3 + 19/105*z + 1
*
[ 35/12 ] 
f(z) = 9/125*z^3 + 5/112*z + 1
*
[ 30/11 ] 
f(z) = 11/135*z^3 + 3/110*z + 1
*
[ -45/13 ] 
f(z) = 13/125*z^3 + 5/117*z + 1
*
[ 15/7 ] 
f(z) = 14/125*z^3 + 2/105*z + 1
*
[ 30/17 ] 
f(z) = 17/125*z^3 + 1/102*z + 1
*
8 | 0.14360105340659710287718329362141083308 | 0.029501805250326805400373066768859405818
f(z) = 1/130*z^3 + 1/130*z + 1
*
[ 10 ] 
f(z) = 1/130*z^3 + 17/130*z + 1
*
[ 7 ] 
f(z) = 2/133*z^3 + 16/133*z + 1
*
[ -20/3 ] 
f(z) = 3/128*z^3 + 13/120*z + 1
*
[ -7 ] 
f(z) = 3/133*z^3 + 5/133*z + 1
*
[ 5 ] 
f(z) = 4/135*z^3 + 8/135*z + 1
*
[ 4 ] 
f(z) = 5/124*z^3 + 13/124*z + 1
*
[ 4 ] 
f(z) = 5/132*z^3 + 19/132*z + 1
*
[ 15/4 ] 
f(z) = 6/125*z^3 + 7/120*z + 1
*
[ 10/3 ] 
f(z) = 7/120*z^3 + 7/135*z + 1
*
[ 3 ] 
f(z) = 7/120*z^3 + 17/120*z + 1
*
[ 3 ] 
f(z) = 7/123*z^3 + 19/123*z + 1
*
[ 3 ] 
f(z) = 8/123*z^3 + 10/123*z + 1
*
[ 3 ] 
f(z) = 8/129*z^3 + 14/129*z + 1
*
[ -4 ] 
f(z) = 9/124*z^3 + 11/124*z + 1
*
[ 4/3 ] 
f(z) = 9/124*z^3 + 15/124*z + 1
*
[ 2 ] 
f(z) = 11/122*z^3 + 17/122*z + 1
*
[ 2 ] 
f(z) = 11/126*z^3 + 19/126*z + 1
*
[ -10/3 ] 
f(z) = 13/120*z^3 + 13/135*z + 1
*
[ 2 ] 
f(z) = 13/122*z^3 + 9/122*z + 1
*
[ 2 ] 
f(z) = 13/126*z^3 + 11/126*z + 1
*
[ 2 ] 
f(z) = 13/134*z^3 + 15/134*z + 1
*
[ 30/13 ] 
f(z) = 13/135*z^3 + 7/130*z + 1
*
[ 2 ] 
f(z) = 13/138*z^3 + 17/138*z + 1
*
[ 11/6 ] 
f(z) = 15/121*z^3 + 5/132*z + 1
*
[ 2 ] 
f(z) = 15/122*z^3 + 1/122*z + 1
*
[ 2 ] 
f(z) = 15/134*z^3 + 7/134*z + 1
*
[ 3/2 ] 
f(z) = 16/123*z^3 + 5/123*z + 1
*
[ 3/2 ] 
f(z) = 16/129*z^3 + 7/129*z + 1
*
[ 7/4 ] 
f(z) = 16/133*z^3 + 8/133*z + 1
*
[ 5/4 ] 
f(z) = 16/135*z^3 + 2/135*z + 1
*
[ 2 ] 
f(z) = 17/138*z^3 + 1/138*z + 1
*
[ -45/4 ] 
f(z) = 1/125*z^3 + 11/144*z + 1
*
[ -16/3 ] 
f(z) = 5/128*z^3 + 11/144*z + 1
*
[ 22/7 ] 
f(z) = 7/121*z^3 + 17/154*z + 1
*
[ 15/14 ] 
f(z) = 7/135*z^3 + 1/140*z + 1
*
[ 15/7 ] 
f(z) = 11/125*z^3 + 19/147*z + 1
*
[ 21/2 ] 
f(z) = 1/126*z^3 + 5/168*z + 1
*
[ 10 ] 
f(z) = 1/128*z^3 + 19/160*z + 1
*
[ 10/9 ] 
f(z) = 2/125*z^3 + 13/162*z + 1
*
[ 25/7 ] 
f(z) = 7/125*z^3 + 1/175*z + 1
*
[ 10/9 ] 
f(z) = 7/125*z^3 + 5/162*z + 1
*
[ 24/7 ] 
f(z) = 7/128*z^3 + 11/168*z + 1
*
[ 11/4 ] 
f(z) = 9/121*z^3 + 13/176*z + 1
*
-10/11 | 0.17232789568643028965025375168455349195 | 0.023983105615990275022187664552413395758
f(z) = 11/120*z^3 + 4/165*z + 1
*
[ 15/11 ] 
f(z) = 11/125*z^3 + 17/165*z + 1
*
[ 15/11 ] 
f(z) = 11/135*z^3 + 19/165*z + 1
*
[ 11/8 ] 
f(z) = 12/121*z^3 + 15/176*z + 1
*
[ 3/2 ] 
f(z) = 13/126*z^3 + 17/168*z + 1
*
[ 3/2 ] 
f(z) = 17/126*z^3 + 5/168*z + 1
*
[ 30/17 ] 
f(z) = 17/135*z^3 + 7/170*z + 1
*
[ 15/13 ] 
f(z) = 13/135*z^3 + 1/195*z + 1
*
[ 11/6 ] 
f(z) = 14/121*z^3 + 13/198*z + 1
*
[ 30/19 ] 
f(z) = 19/135*z^3 + 3/190*z + 1
*
[ -12 ] 
f(z) = 1/136*z^3 + 5/204*z + 1
*
[ 21/5 ] 
f(z) = 5/126*z^3 + 13/210*z + 1
*
[ 25/8 ] 
f(z) = 8/125*z^3 + 11/200*z + 1
*
[ 16/13 ] 
f(z) = 13/128*z^3 + 7/208*z + 1
*
[ 4/3 ] 
f(z) = 15/136*z^3 + 11/204*z + 1
*
[ 8/5 ] 
f(z) = 17/128*z^3 + 7/200*z + 1
*
[ -25/3 ] 
f(z) = 2/125*z^3 + 2/225*z + 1
*
[ 11/10 ] 
f(z) = 5/121*z^3 + 9/220*z + 1
*
[ -32/7 ] 
f(z) = 7/128*z^3 + 17/224*z + 1
*
[ 25/9 ] 
f(z) = 9/125*z^3 + 19/225*z + 1
*
[ -6 ] 
f(z) = 4/129*z^3 + 13/258*z + 1
*
[ 15/14 ] 
f(z) = 4/135*z^3 + 8/245*z + 1
*
[ 15/4 ] 
f(z) = 7/135*z^3 + 1/240*z + 1
*
[ -4 ] 
f(z) = 9/122*z^3 + 17/244*z + 1
*
[ -15/4 ] 
f(z) = 11/125*z^3 + 7/240*z + 1
*
[ 2 ] 
f(z) = 13/121*z^3 + 17/242*z + 1
*
[ 2 ] 
f(z) = 13/123*z^3 + 19/246*z + 1
*
[ 6/5 ] 
f(z) = 13/135*z^3 + 7/250*z + 1
*
[ 2 ] 
f(z) = 14/121*z^3 + 9/242*z + 1
*
[ 2 ] 
f(z) = 14/123*z^3 + 11/246*z + 1
*
[ 3/2 ] 
f(z) = 14/123*z^3 + 19/246*z + 1
*
[ 2 ] 
f(z) = 14/125*z^3 + 13/250*z + 1
*
[ 2 ] 
f(z) = 14/127*z^3 + 15/254*z + 1
*
[ 2 ] 
f(z) = 14/129*z^3 + 17/258*z + 1
*
[ 2 ] 
f(z) = 15/121*z^3 + 1/242*z + 1
*
[ 2 ] 
f(z) = 15/127*z^3 + 7/254*z + 1
*
[ 6/5 ] 
f(z) = 15/136*z^3 + 2/255*z + 1
*
[ -10/3 ] 
f(z) = 15/136*z^3 + 19/255*z + 1
*
[ 2 ] 
f(z) = 16/129*z^3 + 1/258*z + 1
*
[ -12 ] 
f(z) = 1/138*z^3 + 11/276*z + 1
*
[ 10/9 ] 
f(z) = 3/125*z^3 + 19/270*z + 1
*
[ 11/10 ] 
f(z) = 4/121*z^3 + 14/275*z + 1
*
[ 10/9 ] 
f(z) = 6/125*z^3 + 11/270*z + 1
*
[ 11/10 ] 
f(z) = 8/121*z^3 + 3/275*z + 1
*
[ 11/5 ] 
f(z) = 12/121*z^3 + 18/275*z + 1
*
[ 11/5 ] 
f(z) = 13/121*z^3 + 7/275*z + 1
*
-75/26 | 0.15243432634937481609933011532020238773 | 0.017211540449067844352936394759652362135
f(z) = 13/135*z^3 + 17/260*z + 1
*
[ 2 ] 
f(z) = 14/131*z^3 + 19/262*z + 1
*
[ 2 ] 
f(z) = 15/131*z^3 + 11/262*z + 1
*
[ 2 ] 
f(z) = 15/133*z^3 + 13/266*z + 1
*
[ 2 ] 
f(z) = 15/137*z^3 + 17/274*z + 1
*
[ 2 ] 
f(z) = 15/139*z^3 + 19/278*z + 1
*
[ 2 ] 
f(z) = 16/131*z^3 + 3/262*z + 1
*
[ 2 ] 
f(z) = 16/133*z^3 + 5/266*z + 1
*
[ 2 ] 
f(z) = 16/135*z^3 + 7/270*z + 1
*
[ 2 ] 
f(z) = 16/137*z^3 + 9/274*z + 1
*
[ 2 ] 
f(z) = 16/139*z^3 + 11/278*z + 1
*
[ 2 ] 
f(z) = 17/137*z^3 + 1/274*z + 1
*
[ 2 ] 
f(z) = 17/139*z^3 + 3/278*z + 1
*
[ 32/3 ] 
f(z) = 1/128*z^3 + 5/288*z + 1
*
[ -35/8 ] 
f(z) = 8/125*z^3 + 1/280*z + 1
*
[ -30/7 ] 
f(z) = 8/125*z^3 + 17/294*z + 1
*
[ 11/9 ] 
f(z) = 12/121*z^3 + 10/297*z + 1
*
[ 11/2 ] 
f(z) = 1/121*z^3 + 25/44*z + 1
*
[ 6 ] 
f(z) = 1/126*z^3 + 23/42*z + 1
*
[ 3 ] 
f(z) = 1/126*z^3 + 25/42*z + 1
*
[ -9 ] 
f(z) = 1/135*z^3 + 23/45*z + 1
*
[ 6 ] 
f(z) = 1/136*z^3 + 29/51*z + 1
*
[ 15/4 ] 
f(z) = 2/135*z^3 + 21/40*z + 1
*
[ 4 ] 
f(z) = 1/120*z^3 + 37/60*z + 1
*
[ 2 ] 
f(z) = 1/124*z^3 + 29/62*z + 1
*
[ 2 ] 
f(z) = 1/132*z^3 + 31/66*z + 1
*
[ 6 ] 
f(z) = 1/132*z^3 + 37/66*z + 1
*
[ 2 ] 
f(z) = 3/124*z^3 + 25/62*z + 1
*
[ 4 ] 
f(z) = 3/136*z^3 + 27/68*z + 1
*
[ 2 ] 
f(z) = 5/124*z^3 + 21/62*z + 1
*
[ 8/3 ] 
f(z) = 5/128*z^3 + 25/72*z + 1
*
[ 2 ] 
f(z) = 5/132*z^3 + 23/66*z + 1
*
[ -10 ] 
f(z) = 1/136*z^3 + 31/85*z + 1
*
[ -6 ] 
f(z) = 3/128*z^3 + 31/96*z + 1
*
[ 11/3 ] 
f(z) = 4/121*z^3 + 28/99*z + 1
*
[ 11/6 ] 
f(z) = 4/121*z^3 + 34/99*z + 1
*
[ 10/7 ] 
f(z) = 4/125*z^3 + 23/98*z + 1
*
[ 10/3 ] 
f(z) = 4/125*z^3 + 31/90*z + 1
*
[ 15/8 ] 
f(z) = 4/135*z^3 + 29/80*z + 1
*
[ 16/5 ] 
f(z) = 5/128*z^3 + 23/80*z + 1
*
[ 11/4 ] 
f(z) = 6/121*z^3 + 23/88*z + 1
*
[ 11/6 ] 
f(z) = 8/121*z^3 + 23/99*z + 1
*
[ 9/4 ] 
f(z) = 8/135*z^3 + 23/90*z + 1
*
[ 15/7 ] 
f(z) = 7/125*z^3 + 29/105*z + 1
*
[ 16/7 ] 
f(z) = 7/128*z^3 + 31/112*z + 1
*
[ 15/7 ] 
f(z) = 7/135*z^3 + 31/105*z + 1
*
[ 9 ] 
f(z) = 1/126*z^3 + 31/126*z + 1
*
[ -11 ] 
f(z) = 1/132*z^3 + 23/132*z + 1
*
-6 | 0.16043083476065697314364763013214505405 | 0.022968840452197571077222850124964977675
f(z) = 2/135*z^3 + 31/120*z + 1
*
[ 5 ] 
f(z) = 3/130*z^3 + 29/130*z + 1
*
[ 3/2 ] 
f(z) = 4/123*z^3 + 32/123*z + 1
*
[ 3/2 ] 
f(z) = 4/129*z^3 + 34/129*z + 1
*
[ 3 ] 
f(z) = 5/123*z^3 + 37/123*z + 1
*
[ -24/5 ] 
f(z) = 5/128*z^3 + 37/120*z + 1
*
[ 2 ] 
f(z) = 7/122*z^3 + 33/122*z + 1
*
[ 3 ] 
f(z) = 7/129*z^3 + 23/129*z + 1
*
[ 2 ] 
f(z) = 7/130*z^3 + 37/130*z + 1
*
[ 3 ] 
f(z) = 7/132*z^3 + 25/132*z + 1
*
[ 2 ] 
f(z) = 7/134*z^3 + 39/134*z + 1
*
[ 3 ] 
f(z) = 7/138*z^3 + 29/138*z + 1
*
[ 3/2 ] 
f(z) = 8/123*z^3 + 23/123*z + 1
*
[ 15/8 ] 
f(z) = 8/125*z^3 + 29/120*z + 1
*
[ 3/2 ] 
f(z) = 8/129*z^3 + 25/129*z + 1
*
[ 15/8 ] 
f(z) = 8/135*z^3 + 31/120*z + 1
*
[ 5/2 ] 
f(z) = 8/135*z^3 + 31/135*z + 1
*
[ 2 ] 
f(z) = 9/122*z^3 + 25/122*z + 1
*
[ 5/3 ] 
f(z) = 9/130*z^3 + 27/130*z + 1
*
[ 2 ] 
f(z) = 9/130*z^3 + 29/130*z + 1
*
[ 7/3 ] 
f(z) = 9/133*z^3 + 27/133*z + 1
*
[ 2 ] 
f(z) = 9/134*z^3 + 31/134*z + 1
*
[ 8/3 ] 
f(z) = 9/136*z^3 + 21/136*z + 1
*
[ 2 ] 
f(z) = 11/130*z^3 + 21/130*z + 1
*
[ 2 ] 
f(z) = 11/134*z^3 + 23/134*z + 1
*
[ 2 ] 
f(z) = 11/138*z^3 + 25/138*z + 1
*
[ -21/2 ] 
f(z) = 1/135*z^3 + 39/140*z + 1
*
[ -34/3 ] 
f(z) = 1/136*z^3 + 22/153*z + 1
*
[ 20/7 ] 
f(z) = 7/125*z^3 + 27/140*z + 1
*
[ 12/7 ] 
f(z) = 7/135*z^3 + 37/140*z + 1
*
[ 16/9 ] 
f(z) = 9/128*z^3 + 31/144*z + 1
*
[ -21/2 ] 
f(z) = 1/126*z^3 + 37/168*z + 1
*
[ 11/8 ] 
f(z) = 4/121*z^3 + 37/176*z + 1
*
[ 11/4 ] 
f(z) = 7/121*z^3 + 35/176*z + 1
*
[ 3/2 ] 
f(z) = 11/126*z^3 + 23/168*z + 1
*
[ 16/11 ] 
f(z) = 11/128*z^3 + 23/176*z + 1
*
[ -9/2 ] 
f(z) = 7/135*z^3 + 31/180*z + 1
*
[ 20/7 ] 
f(z) = 8/125*z^3 + 25/196*z + 1
*
[ 22/9 ] 
f(z) = 9/121*z^3 + 29/198*z + 1
*
[ 11/6 ] 
f(z) = 10/121*z^3 + 35/198*z + 1
*
[ 6/5 ] 
f(z) = 5/126*z^3 + 23/210*z + 1
*
[ 8/5 ] 
f(z) = 9/128*z^3 + 39/200*z + 1
*
[ 8/5 ] 
f(z) = 11/128*z^3 + 31/200*z + 1
*
[ 8/5 ] 
f(z) = 13/128*z^3 + 23/200*z + 1
*
[ -25/6 ] 
f(z) = 8/125*z^3 + 29/225*z + 1
*
[ 6/5 ] 
f(z) = 1/135*z^3 + 39/250*z + 1
*
-65/12 | 0.23105160802375650887373653260143022247 | 0.026559137458936116427270004572330924547
f(z) = 3/125*z^3 + 23/240*z + 1
*
[ 6/5 ] 
f(z) = 4/135*z^3 + 31/250*z + 1
*
[ 4 ] 
f(z) = 5/122*z^3 + 23/244*z + 1
*
[ 4 ] 
f(z) = 5/126*z^3 + 29/252*z + 1
*
[ 6/5 ] 
f(z) = 5/136*z^3 + 29/255*z + 1
*
[ 6/5 ] 
f(z) = 7/135*z^3 + 23/250*z + 1
*
[ 4/3 ] 
f(z) = 9/122*z^3 + 29/244*z + 1
*
[ 8/3 ] 
f(z) = 9/124*z^3 + 27/248*z + 1
*
[ 3/2 ] 
f(z) = 10/123*z^3 + 37/246*z + 1
*
[ 2 ] 
f(z) = 11/123*z^3 + 35/246*z + 1
*
[ 2 ] 
f(z) = 11/125*z^3 + 37/250*z + 1
*
[ 2 ] 
f(z) = 11/127*z^3 + 39/254*z + 1
*
[ -15/4 ] 
f(z) = 11/135*z^3 + 29/240*z + 1
*
[ 15/7 ] 
f(z) = 11/135*z^3 + 39/245*z + 1
*
[ 2 ] 
f(z) = 12/121*z^3 + 25/242*z + 1
*
[ 2 ] 
f(z) = 12/125*z^3 + 29/250*z + 1
*
[ 15/8 ] 
f(z) = 12/125*z^3 + 31/240*z + 1
*
[ 2 ] 
f(z) = 12/127*z^3 + 31/254*z + 1
*
[ 2 ] 
f(z) = 13/125*z^3 + 21/250*z + 1
*
[ 2 ] 
f(z) = 13/127*z^3 + 23/254*z + 1
*
[ 2 ] 
f(z) = 13/129*z^3 + 25/258*z + 1
*
[ 3/2 ] 
f(z) = 14/129*z^3 + 23/258*z + 1
*
[ -33/8 ] 
f(z) = 8/121*z^3 + 31/264*z + 1
*
[ 5/4 ] 
f(z) = 8/135*z^3 + 29/270*z + 1
*
[ 4/3 ] 
f(z) = 9/130*z^3 + 33/260*z + 1
*
[ -4 ] 
f(z) = 9/130*z^3 + 37/260*z + 1
*
[ 4/3 ] 
f(z) = 9/134*z^3 + 35/268*z + 1
*
[ 25/11 ] 
f(z) = 11/125*z^3 + 29/275*z + 1
*
[ 24/11 ] 
f(z) = 11/128*z^3 + 35/264*z + 1
*
[ 2 ] 
f(z) = 12/131*z^3 + 35/262*z + 1
*
[ 2 ] 
f(z) = 12/133*z^3 + 37/266*z + 1
*
[ 20/13 ] 
f(z) = 13/125*z^3 + 27/260*z + 1
*
[ 2 ] 
f(z) = 13/131*z^3 + 27/262*z + 1
*
[ 2 ] 
f(z) = 13/133*z^3 + 29/266*z + 1
*
[ 2 ] 
f(z) = 13/135*z^3 + 31/270*z + 1
*
[ 2 ] 
f(z) = 13/137*z^3 + 33/274*z + 1
*
[ 2 ] 
f(z) = 13/139*z^3 + 35/278*z + 1
*
[ 2 ] 
f(z) = 14/135*z^3 + 23/270*z + 1
*
[ 2 ] 
f(z) = 14/137*z^3 + 25/274*z + 1
*
[ 2 ] 
f(z) = 14/139*z^3 + 27/278*z + 1
*
[ 11/9 ] 
f(z) = 6/121*z^3 + 32/297*z + 1
*
-32/9 | 0.19690321814281382500622351927432762836 | 0.027932486848175173523148240987850256135
f(z) = 9/128*z^3 + 23/288*z + 1
*
[ 22/13 ] 
f(z) = 13/121*z^3 + 29/286*z + 1
*
[ 8/3 ] 
f(z) = 1/128*z^3 + 41/72*z + 1
*
[ 4 ] 
f(z) = 1/136*z^3 + 43/68*z + 1
*
[ 6 ] 
f(z) = 1/128*z^3 + 53/96*z + 1
*
[ 11/4 ] 
f(z) = 2/121*z^3 + 45/88*z + 1
*
[ 11/3 ] 
f(z) = 2/121*z^3 + 50/99*z + 1
*
[ 10/3 ] 
f(z) = 2/125*z^3 + 47/90*z + 1
*
[ 9/2 ] 
f(z) = 2/135*z^3 + 43/90*z + 1
*
[ 8 ] 
f(z) = 1/120*z^3 + 41/120*z + 1
*
[ 2 ] 
f(z) = 1/122*z^3 + 57/122*z + 1
*
[ -10 ] 
f(z) = 1/130*z^3 + 43/130*z + 1
*
[ 8 ] 
f(z) = 1/136*z^3 + 55/136*z + 1
*
[ -7 ] 
f(z) = 2/133*z^3 + 54/133*z + 1
*
[ 5 ] 
f(z) = 2/135*z^3 + 58/135*z + 1
*
[ 11/6 ] 
f(z) = 3/121*z^3 + 49/132*z + 1
*
[ 2 ] 
f(z) = 3/122*z^3 + 49/122*z + 1
*
[ 4 ] 
f(z) = 3/124*z^3 + 45/124*z + 1
*
[ 2 ] 
f(z) = 3/130*z^3 + 53/130*z + 1
*
[ 2 ] 
f(z) = 3/134*z^3 + 55/134*z + 1
*
[ 3 ] 
f(z) = 4/123*z^3 + 46/123*z + 1
*
[ 3 ] 
f(z) = 4/129*z^3 + 50/129*z + 1
*
[ 7/2 ] 
f(z) = 4/133*z^3 + 46/133*z + 1
*
[ 5/2 ] 
f(z) = 4/135*z^3 + 56/135*z + 1
*
[ 2 ] 
f(z) = 5/122*z^3 + 41/122*z + 1
*
[ 2 ] 
f(z) = 5/126*z^3 + 43/126*z + 1
*
[ 12/5 ] 
f(z) = 5/128*z^3 + 43/120*z + 1
*
[ 3 ] 
f(z) = 5/129*z^3 + 41/129*z + 1
*
[ 3 ] 
f(z) = 5/132*z^3 + 43/132*z + 1
*
[ 2 ] 
f(z) = 5/134*z^3 + 47/134*z + 1
*
[ 3 ] 
f(z) = 5/138*z^3 + 47/138*z + 1
*
[ 2 ] 
f(z) = 5/138*z^3 + 49/138*z + 1
*
[ 2 ] 
f(z) = 7/138*z^3 + 41/138*z + 1
*
[ 15/7 ] 
f(z) = 6/125*z^3 + 46/147*z + 1
*
[ 3/2 ] 
f(z) = 1/126*z^3 + 53/168*z + 1
*
[ -10 ] 
f(z) = 1/128*z^3 + 51/160*z + 1
*
[ 11/4 ] 
f(z) = 5/121*z^3 + 57/176*z + 1
*
[ 3/2 ] 
f(z) = 5/126*z^3 + 41/168*z + 1
*
[ 12/7 ] 
f(z) = 7/128*z^3 + 43/168*z + 1
*
[ -22/3 ] 
f(z) = 2/121*z^3 + 49/198*z + 1
*
[ -6 ] 
f(z) = 3/124*z^3 + 55/186*z + 1
*
-15/4 | 0.087085117336513787880580342268693654219 | 0.010352692533635328247294679298801652372
f(z) = 4/125*z^3 + 47/180*z + 1
*
[ 15/8 ] 
f(z) = 9/125*z^3 + 41/192*z + 1
*
[ 25/4 ] 
f(z) = 2/125*z^3 + 43/200*z + 1
*
[ 4/3 ] 
f(z) = 3/136*z^3 + 43/204*z + 1
*
[ -30/7 ] 
f(z) = 7/125*z^3 + 43/210*z + 1
*
[ 8/5 ] 
f(z) = 7/128*z^3 + 47/200*z + 1
*
[ -30/7 ] 
f(z) = 7/135*z^3 + 59/210*z + 1
*
[ 25/6 ] 
f(z) = 4/125*z^3 + 46/225*z + 1
*
[ 35/16 ] 
f(z) = 8/125*z^3 + 53/224*z + 1
*
[ 2 ] 
f(z) = 8/121*z^3 + 57/242*z + 1
*
[ 2 ] 
f(z) = 8/123*z^3 + 59/246*z + 1
*
[ 2 ] 
f(z) = 9/121*z^3 + 49/242*z + 1
*
[ 2 ] 
f(z) = 9/125*z^3 + 53/250*z + 1
*
[ 2 ] 
f(z) = 9/127*z^3 + 55/254*z + 1
*
[ 2 ] 
f(z) = 10/121*z^3 + 41/242*z + 1
*
[ 2 ] 
f(z) = 10/123*z^3 + 43/246*z + 1
*
[ 2 ] 
f(z) = 10/127*z^3 + 47/254*z + 1
*
[ 3/2 ] 
f(z) = 10/129*z^3 + 41/258*z + 1
*
[ 2 ] 
f(z) = 10/129*z^3 + 49/258*z + 1
*
[ 2 ] 
f(z) = 11/129*z^3 + 41/258*z + 1
*
[ 10 ] 
f(z) = 1/135*z^3 + 43/270*z + 1
*
[ 4 ] 
f(z) = 5/134*z^3 + 41/268*z + 1
*
[ 4 ] 
f(z) = 5/138*z^3 + 47/276*z + 1
*
[ 7/2 ] 
f(z) = 6/133*z^3 + 43/266*z + 1
*
[ 11/5 ] 
f(z) = 9/121*z^3 + 51/275*z + 1
*
[ 2 ] 
f(z) = 9/131*z^3 + 59/262*z + 1
*
[ -4 ] 
f(z) = 9/134*z^3 + 47/268*z + 1
*
[ 2 ] 
f(z) = 10/131*z^3 + 51/262*z + 1
*
[ 2 ] 
f(z) = 10/133*z^3 + 53/266*z + 1
*
[ 2 ] 
f(z) = 10/137*z^3 + 57/274*z + 1
*
[ 2 ] 
f(z) = 10/139*z^3 + 59/278*z + 1
*
[ 2 ] 
f(z) = 11/131*z^3 + 43/262*z + 1
*
[ 2 ] 
f(z) = 11/133*z^3 + 45/266*z + 1
*
[ 2 ] 
f(z) = 11/135*z^3 + 47/270*z + 1
*
[ 2 ] 
f(z) = 11/137*z^3 + 49/274*z + 1
*
[ 2 ] 
f(z) = 11/139*z^3 + 51/278*z + 1
*
[ 2 ] 
f(z) = 12/137*z^3 + 41/274*z + 1
*
[ 2 ] 
f(z) = 12/139*z^3 + 43/278*z + 1
*
[ -32/3 ] 
f(z) = 1/128*z^3 + 59/288*z + 1
*
[ 11/9 ] 
f(z) = 3/121*z^3 + 43/297*z + 1
*
[ 20/7 ] 
f(z) = 7/128*z^3 + 57/280*z + 1
*
[ 21/8 ] 
f(z) = 8/135*z^3 + 59/280*z + 1
*
[ 11/3 ] 
f(z) = 1/121*z^3 + 61/99*z + 1
*
[ 3 ] 
f(z) = 1/123*z^3 + 73/123*z + 1
*
[ 4 ] 
f(z) = 1/124*z^3 + 77/124*z + 1
*
[ 3 ] 
f(z) = 1/129*z^3 + 77/129*z + 1
*
[ 2 ] 
f(z) = 1/130*z^3 + 61/130*z + 1
*
[ 5 ] 
f(z) = 1/130*z^3 + 79/130*z + 1
*
[ 3 ] 
f(z) = 1/132*z^3 + 79/132*z + 1
*
[ 7 ] 
f(z) = 1/133*z^3 + 65/133*z + 1
*
[ 2 ] 
f(z) = 1/134*z^3 + 63/134*z + 1
*
[ 2 ] 
f(z) = 1/138*z^3 + 65/138*z + 1
*
[ 6 ] 
f(z) = 1/138*z^3 + 79/138*z + 1
*
[ 3 ] 
f(z) = 2/123*z^3 + 64/123*z + 1
*
[ 15/4 ] 
f(z) = 2/125*z^3 + 61/120*z + 1
*
[ 3 ] 
f(z) = 2/129*z^3 + 68/129*z + 1
*
[ 15/7 ] 
f(z) = 1/125*z^3 + 73/147*z + 1
*
[ 11/4 ] 
f(z) = 3/121*z^3 + 79/176*z + 1
*
[ 11/6 ] 
f(z) = 2/121*z^3 + 79/198*z + 1
*
[ -20/3 ] 
f(z) = 2/125*z^3 + 79/180*z + 1
*
[ 9/4 ] 
f(z) = 4/135*z^3 + 73/180*z + 1
*
[ 8/5 ] 
f(z) = 1/128*z^3 + 71/200*z + 1
*
[ 40/9 ] 
f(z) = 3/125*z^3 + 65/216*z + 1
*
[ 8/5 ] 
f(z) = 3/128*z^3 + 63/200*z + 1
*
[ 25/3 ] 
f(z) = 1/125*z^3 + 73/225*z + 1
*
-3/4 | 0.22920051175174762275747445919279026082 | 0.029852121196411162447561869986760600652
f(z) = 1/135*z^3 + 79/240*z + 1
*
[ 6 ] 
f(z) = 2/123*z^3 + 61/246*z + 1
*
[ 3/2 ] 
f(z) = 2/123*z^3 + 73/246*z + 1
*
[ 6 ] 
f(z) = 2/129*z^3 + 71/258*z + 1
*
[ 3/2 ] 
f(z) = 2/129*z^3 + 77/258*z + 1
*
[ 2 ] 
f(z) = 6/121*z^3 + 73/242*z + 1
*
[ 2 ] 
f(z) = 6/125*z^3 + 77/250*z + 1
*
[ 2 ] 
f(z) = 6/127*z^3 + 79/254*z + 1
*
[ 2 ] 
f(z) = 7/121*z^3 + 65/242*z + 1
*
[ 2 ] 
f(z) = 7/123*z^3 + 67/246*z + 1
*
[ 2 ] 
f(z) = 7/125*z^3 + 69/250*z + 1
*
[ 2 ] 
f(z) = 7/127*z^3 + 71/254*z + 1
*
[ 2 ] 
f(z) = 7/129*z^3 + 73/258*z + 1
*
[ 2 ] 
f(z) = 8/125*z^3 + 61/250*z + 1
*
[ 2 ] 
f(z) = 8/127*z^3 + 63/254*z + 1
*
[ 2 ] 
f(z) = 8/129*z^3 + 65/258*z + 1
*
[ 15/7 ] 
f(z) = 8/135*z^3 + 64/245*z + 1
*
[ 11/5 ] 
f(z) = 7/121*z^3 + 73/275*z + 1
*
[ 2 ] 
f(z) = 7/131*z^3 + 75/262*z + 1
*
[ 2 ] 
f(z) = 7/135*z^3 + 79/270*z + 1
*
[ 11/5 ] 
f(z) = 8/121*z^3 + 62/275*z + 1
*
[ 2 ] 
f(z) = 8/131*z^3 + 67/262*z + 1
*
[ 7/4 ] 
f(z) = 8/133*z^3 + 65/266*z + 1
*
[ 2 ] 
f(z) = 8/133*z^3 + 69/266*z + 1
*
[ 2 ] 
f(z) = 8/135*z^3 + 71/270*z + 1
*
[ 2 ] 
f(z) = 8/137*z^3 + 73/274*z + 1
*
[ 2 ] 
f(z) = 8/139*z^3 + 75/278*z + 1
*
[ 2 ] 
f(z) = 9/133*z^3 + 61/266*z + 1
*
[ 2 ] 
f(z) = 9/137*z^3 + 65/274*z + 1
*
[ 2 ] 
f(z) = 9/139*z^3 + 67/278*z + 1
*
[ 10/3 ] 
f(z) = 1/120*z^3 + 82/135*z + 1
*
[ 4 ] 
f(z) = 1/132*z^3 + 83/132*z + 1
*
[ 5 ] 
f(z) = 1/135*z^3 + 83/135*z + 1
*
[ 3 ] 
f(z) = 1/138*z^3 + 83/138*z + 1
*
[ 16/3 ] 
f(z) = 1/128*z^3 + 85/144*z + 1
*
[ 22/3 ] 
f(z) = 1/121*z^3 + 83/198*z + 1
*
[ 20/3 ] 
f(z) = 1/125*z^3 + 89/180*z + 1
*
[ 20/7 ] 
f(z) = 3/125*z^3 + 89/196*z + 1
*
[ 8 ] 
f(z) = 1/124*z^3 + 89/248*z + 1
*
[ 2 ] 
f(z) = 3/121*z^3 + 97/242*z + 1
*
[ 4 ] 
f(z) = 3/122*z^3 + 87/244*z + 1
*
[ 2 ] 
f(z) = 4/121*z^3 + 89/242*z + 1
*
[ 2 ] 
f(z) = 4/123*z^3 + 91/246*z + 1
*
[ 2 ] 
f(z) = 4/125*z^3 + 93/250*z + 1
*
[ 35/12 ] 
f(z) = 4/125*z^3 + 97/252*z + 1
*
[ 2 ] 
f(z) = 4/127*z^3 + 95/254*z + 1
*
[ 2 ] 
f(z) = 4/129*z^3 + 97/258*z + 1
*
[ 2 ] 
f(z) = 5/121*z^3 + 81/242*z + 1
*
[ 2 ] 
f(z) = 5/123*z^3 + 83/246*z + 1
*
[ 2 ] 
f(z) = 5/127*z^3 + 87/254*z + 1
*
[ 2 ] 
f(z) = 5/129*z^3 + 89/258*z + 1
*
[ -10 ] 
f(z) = 1/135*z^3 + 97/270*z + 1
*
[ 4 ] 
f(z) = 3/130*z^3 + 99/260*z + 1
*
[ 2 ] 
f(z) = 4/131*z^3 + 99/262*z + 1
*
[ 2 ] 
f(z) = 5/131*z^3 + 91/262*z + 1
*
[ 2 ] 
f(z) = 5/133*z^3 + 93/266*z + 1
*
[ 2 ] 
f(z) = 5/137*z^3 + 97/274*z + 1
*
[ 2 ] 
f(z) = 5/139*z^3 + 99/278*z + 1
*
[ 11/5 ] 
f(z) = 6/121*z^3 + 84/275*z + 1
*
[ 2 ] 
f(z) = 6/131*z^3 + 83/262*z + 1
*
[ 2 ] 
f(z) = 6/133*z^3 + 85/266*z + 1
*
[ 2 ] 
f(z) = 6/137*z^3 + 89/274*z + 1
*
[ 2 ] 
f(z) = 6/139*z^3 + 91/278*z + 1
*
[ 2 ] 
f(z) = 7/137*z^3 + 81/274*z + 1
*
[ 2 ] 
f(z) = 7/139*z^3 + 83/278*z + 1
*
6 | 0.19690321814281382500622351927432762836 | 0.027932486848175173523148240987850256135
f(z) = 1/128*z^3 + 95/288*z + 1
*
[ 45/8 ] 
f(z) = 2/125*z^3 + 91/288*z + 1
*
[ 11/4 ] 
f(z) = 1/121*z^3 + 101/176*z + 1
*
[ 6 ] 
f(z) = 1/124*z^3 + 101/186*z + 1
*
[ 9/2 ] 
f(z) = 1/135*z^3 + 113/180*z + 1
*
[ 2 ] 
f(z) = 1/121*z^3 + 113/242*z + 1
*
[ 2 ] 
f(z) = 1/123*z^3 + 115/246*z + 1
*
[ 2 ] 
f(z) = 1/125*z^3 + 117/250*z + 1
*
[ 2 ] 
f(z) = 1/127*z^3 + 119/254*z + 1
*
[ 2 ] 
f(z) = 2/121*z^3 + 105/242*z + 1
*
[ 2 ] 
f(z) = 2/123*z^3 + 107/246*z + 1
*
[ 2 ] 
f(z) = 2/125*z^3 + 109/250*z + 1
*
[ 2 ] 
f(z) = 2/127*z^3 + 111/254*z + 1
*
[ 2 ] 
f(z) = 2/129*z^3 + 113/258*z + 1
*
[ 15/7 ] 
f(z) = 2/135*z^3 + 114/245*z + 1
*
[ 2 ] 
f(z) = 3/125*z^3 + 101/250*z + 1
*
[ 2 ] 
f(z) = 3/127*z^3 + 103/254*z + 1
*
[ 10/3 ] 
f(z) = 3/136*z^3 + 116/255*z + 1
*
[ 8 ] 
f(z) = 1/132*z^3 + 103/264*z + 1
*
[ 2 ] 
f(z) = 2/131*z^3 + 115/262*z + 1
*
[ 2 ] 
f(z) = 2/133*z^3 + 117/266*z + 1
*
[ 2 ] 
f(z) = 2/135*z^3 + 119/270*z + 1
*
[ 11/5 ] 
f(z) = 3/121*z^3 + 117/275*z + 1
*
[ 2 ] 
f(z) = 3/131*z^3 + 107/262*z + 1
*
[ 2 ] 
f(z) = 3/133*z^3 + 109/266*z + 1
*
[ 4 ] 
f(z) = 3/134*z^3 + 105/268*z + 1
*
[ 2 ] 
f(z) = 3/137*z^3 + 113/274*z + 1
*
[ 2 ] 
f(z) = 3/139*z^3 + 115/278*z + 1
*
[ 11/5 ] 
f(z) = 4/121*z^3 + 106/275*z + 1
*
[ 2 ] 
f(z) = 4/133*z^3 + 101/266*z + 1
*
[ 2 ] 
f(z) = 4/135*z^3 + 103/270*z + 1
*
[ 2 ] 
f(z) = 4/137*z^3 + 105/274*z + 1
*
[ 2 ] 
f(z) = 4/139*z^3 + 107/278*z + 1
*
[ -25/3 ] 
f(z) = 1/125*z^3 + 127/225*z + 1
*
[ 6 ] 
f(z) = 1/123*z^3 + 133/246*z + 1
*
[ 2 ] 
f(z) = 1/129*z^3 + 121/258*z + 1
*
[ 11/5 ] 
f(z) = 1/121*z^3 + 139/275*z + 1
*
[ 2 ] 
f(z) = 1/131*z^3 + 123/262*z + 1
*
[ 2 ] 
f(z) = 1/133*z^3 + 125/266*z + 1
*
[ 2 ] 
f(z) = 1/135*z^3 + 127/270*z + 1
*
[ 2 ] 
f(z) = 1/137*z^3 + 129/274*z + 1
*
[ 2 ] 
f(z) = 1/139*z^3 + 131/278*z + 1
*
[ 11/5 ] 
f(z) = 2/121*z^3 + 128/275*z + 1
*
0 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = 2/135*z^3 + 131/270*z + 1
*
[ 5/2 ] 
f(z) = 2/135*z^3 + 137/270*z + 1
*
[ 2 ] 
f(z) = 2/137*z^3 + 121/274*z + 1
*
[ 2 ] 
f(z) = 2/139*z^3 + 123/278*z + 1
*
[ 30/7 ] 
f(z) = 2/125*z^3 + 139/294*z + 1
*
[ 4 ] 
f(z) = 1/122*z^3 + 151/244*z + 1
*
[ -8 ] 
f(z) = 1/124*z^3 + 151/248*z + 1
*
[ 15/4 ] 
f(z) = 1/125*z^3 + 149/240*z + 1
*
[ 4 ] 
f(z) = 1/126*z^3 + 157/252*z + 1
*
[ 6 ] 
f(z) = 1/129*z^3 + 143/258*z + 1
*
[ 15/4 ] 
f(z) = 1/135*z^3 + 151/240*z + 1
*
[ 7/2 ] 
f(z) = 2/133*z^3 + 141/266*z + 1
*
[ 4 ] 
f(z) = 1/130*z^3 + 163/260*z + 1
*
[ 4 ] 
f(z) = 1/134*z^3 + 169/268*z + 1
*
[ 4 ] 
f(z) = 1/138*z^3 + 175/276*z + 1
*
[ -1 ]
f(z) = 2/121*z^3 + 240/121*z + 1
*
[ 36 ] 
f(z) = 1/144*z^3 - 289/36*z + 1
*
[ -36 ] 
f(z) = 1/144*z^3 - 287/36*z + 1
*
[ 21 ] 
f(z) = 5/147*z^3 - 295/21*z + 1
*
[ -21 ] 
f(z) = 5/147*z^3 - 293/21*z + 1
*
[ 15 ] 
f(z) = 7/150*z^3 - 287/30*z + 1
*
[ -15 ] 
f(z) = 7/150*z^3 - 283/30*z + 1
*
7/4 | 0.12791332831537558093517250879488800811 | 0.016849863275895387687132220812023797329
f(z) = 8/147*z^3 - 283/42*z + 1
*
14 | 0.14312479901305409946997126038689279937 | 0.022385667854111020416462195393541813649
f(z) = 3/140*z^3 - 299/70*z + 1
*
-14 | 0.18919036659782928928864122114545453938 | 0.029748906216781566754155406379762289137
f(z) = 3/140*z^3 - 289/70*z + 1
*
-12/5 | 0.12544537493388395180283311538838609806 | 0.015402675020165447005431709038814718735
f(z) = 5/144*z^3 - 287/60*z + 1
*
[ 8 ] 
f(z) = 11/144*z^3 - 289/72*z + 1
*
6 | 0.16825534379599768030144293272422522980 | 0.026457015402373588598382856854210831324
f(z) = 11/156*z^3 - 289/78*z + 1
*
-35/4 | 0.22470831038314543402728477900123737961 | 0.029600545594265010596270672117090170111
f(z) = 4/147*z^3 - 283/84*z + 1
*
38/5 | 0.096354903207229794409045813673741056707 | 0.012445091708713960924186094793657607116
f(z) = 5/152*z^3 - 288/95*z + 1
*
6 | 0.17386917673818526007345302399142433356 | 0.021294242373788106972402743393867893018
f(z) = 7/144*z^3 - 293/84*z + 1
*
-14/5 | 0.16148439614084619709768518285612009573 | 0.021292030276857658584363711156970763768
f(z) = 10/147*z^3 - 281/105*z + 1
*
[ 6 ] 
f(z) = 16/153*z^3 - 299/102*z + 1
*
-45/2 | 0.18215593838929982438905972388611269187 | 0.024988432215036561263525382396020774742
f(z) = 1/150*z^3 - 293/120*z + 1
*
-3 | 0.090749165085440939172778233596849084190 | 0.016015236776260275777721160925525542168
f(z) = 1/140*z^3 - 289/140*z + 1
*
0 | 0.065841083195178062426755028751381690799 | 0.011677357501697946808057935039803146931
f(z) = 1/140*z^3 - 281/140*z + 1
*
0 | 0.071300063277718270959606209605922969471 | 0.012629657947448478104318645047953625439
f(z) = 1/141*z^3 - 283/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013965381597971984687252655376505814361
f(z) = 1/142*z^3 - 285/142*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016239035071808732441650784094733295477
f(z) = 1/143*z^3 - 287/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016244753142138467228486355964371704224
f(z) = 1/145*z^3 - 291/145*z + 1
*
0 | 0.079453604753212814347434048062799343294 | 0.013987885619370634661661697653576486585
f(z) = 1/146*z^3 - 293/146*z + 1
*
0 | 0.072071779877728789911268335848778261145 | 0.012673130330586614375576440027616306964
f(z) = 1/147*z^3 - 295/147*z + 1
*
0 | 0.066870154512859743253828799017346131442 | 0.011744520620691064380924708023018187047
f(z) = 1/148*z^3 - 297/148*z + 1
*
0 | 0.092665672332323317425785708798224453479 | 0.016255870466796807196044138102772979816
f(z) = 1/149*z^3 - 299/149*z + 1
*
14 | 0.16925193573110212709064591915752376750 | 0.029761327441382469391747982452460876320
f(z) = 1/154*z^3 - 295/154*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012621588744314380584607757813454830962
f(z) = 2/141*z^3 - 284/141*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016234936229562389738048384275927902524
f(z) = 2/145*z^3 - 292/145*z + 1
*
0 | 0.072071779877728789911268335848778261145 | 0.012665593528184234273695520116619203415
f(z) = 2/147*z^3 - 296/147*z + 1
*
0 | 0.065841083195178062426755028751381690799 | 0.011662687540762139772908546865440461949
f(z) = 3/140*z^3 - 283/140*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013948125530113406305087303080156876313
f(z) = 3/142*z^3 - 287/142*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016219133370736858063945021112431638540
f(z) = 3/143*z^3 - 289/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016225164676236770670530476023479491432
f(z) = 3/145*z^3 - 293/145*z + 1
*
0 | 0.079453604753212814347434048062799343294 | 0.013971153341580462347412522964131241940
f(z) = 3/146*z^3 - 295/146*z + 1
*
0 | 0.066870154512859743253828799017346131442 | 0.011730693173598882083564769550957502579
f(z) = 3/148*z^3 - 299/148*z + 1
*
0 | 0.071300063277718270959606209605922969471 | 0.012606111476562254396476790793750538143
f(z) = 4/141*z^3 - 286/141*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016209252264452546401462351105054939428
f(z) = 4/143*z^3 - 290/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016215438111798652813323788057589031156
f(z) = 4/145*z^3 - 294/145*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.012650441217441926825026333514913243897
f(z) = 4/147*z^3 - 298/147*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012598154202650419914961421104565839737
f(z) = 5/141*z^3 - 287/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013931031446407952633248180641996709044
f(z) = 5/142*z^3 - 289/142*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016199417142647409131301159480497092850
f(z) = 5/143*z^3 - 291/143*z + 1
*
0 | 0.079453604753212814347434048062799343294 | 0.013954573698986940886267615411673679523
f(z) = 5/146*z^3 - 297/146*z + 1
*
0 | 0.072070746261307900189087138646043693690 | 0.012643006694729797841778067777774682796
f(z) = 5/147*z^3 - 299/147*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016189627627197016385068837745352679228
f(z) = 6/143*z^3 - 292/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016196118489618152972674304737235378701
f(z) = 6/145*z^3 - 296/145*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012582714572285079470019586184293873016
f(z) = 7/141*z^3 - 289/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013914096670224767061339420859945821389
f(z) = 7/142*z^3 - 291/142*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016179883344408088206037584470733753574
f(z) = 7/143*z^3 - 293/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016186524712441339052571725675075869317
f(z) = 7/145*z^3 - 297/145*z + 1
*
0 | 0.079453604753212814347434048062799343294 | 0.013938144239177678213562956843938713852
f(z) = 7/146*z^3 - 299/146*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012575048864309693514344726007245105516
f(z) = 8/141*z^3 - 290/141*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016170183924951279569655928276288148081
f(z) = 8/143*z^3 - 294/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016176974485156879679796355712809816626
f(z) = 8/145*z^3 - 298/145*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013897318587739130219783275945218590695
f(z) = 9/142*z^3 - 293/142*z + 1
*
[ 1/3 ] 
f(z) = 9/142*z^3 - 285/142*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016160529003795214410565084358615956449
f(z) = 9/143*z^3 - 295/143*z + 1
*
[ 1/3 ] 
f(z) = 9/143*z^3 - 287/143*z + 1
*
0 | 0.092161735970751377810815395659038874907 | 0.016167467458314400144689816063204457234
f(z) = 9/145*z^3 - 299/145*z + 1
*
[ 1/3 ] 
f(z) = 9/145*z^3 - 291/145*z + 1
*
[ 1/3 ] 
f(z) = 9/146*z^3 - 293/146*z + 1
*
[ 1/3 ] 
f(z) = 9/148*z^3 - 297/148*z + 1
*
[ 1/3 ] 
f(z) = 9/149*z^3 - 299/149*z + 1
*
0 | 0.071300713568691541977435839754948790636 | 0.012560120810629773866700297983336465661
f(z) = 10/141*z^3 - 292/141*z + 1
*
0 | 0.091905169471788551614604435167049409298 | 0.016151030564853072747830052667064801913
f(z) = 10/143*z^3 - 296/143*z + 1
*
0 | 0.065841083195178062426755028751381690799 | 0.011605381906609381706033548265168914798
f(z) = 11/140*z^3 - 291/140*z + 1
*
0 | 0.071300063277718270959606209605922969471 | 0.012552446586663936098252135453210399220
f(z) = 11/141*z^3 - 293/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013880694646031560062113822085447562234
f(z) = 11/142*z^3 - 295/142*z + 1
*
3 | 0.11921930889904130350129910592231554014 | 0.020914040699490399406012252385179750291
f(z) = 11/150*z^3 - 299/150*z + 1
*
0 | 0.091904530189998282965100574435749035270 | 0.016131827642935958920495614774405965336
f(z) = 12/143*z^3 - 298/143*z + 1
*
0 | 0.065841300640030185133914246819307746327 | 0.011591426030876159721217066116253781078
f(z) = 13/140*z^3 - 293/140*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012537249626343725492434044372023199882
f(z) = 13/141*z^3 - 295/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013864222351257149096205415900093779244
f(z) = 13/142*z^3 - 297/142*z + 1
*
[ -6 ] 
f(z) = 13/150*z^3 - 293/150*z + 1
*
0 | 0.071299710362182455261319802329881463277 | 0.012529913256710409370644400618583712403
f(z) = 14/141*z^3 - 296/141*z + 1
*
0 | 0.078939168380859560499977486490104741921 | 0.013847899266882081671976368704109784233
f(z) = 15/142*z^3 - 299/142*z + 1
*
0 | 0.071300063277718270959606209605922969471 | 0.012515164696981953478890421952817974492
f(z) = 16/141*z^3 - 298/141*z + 1
*
[ 5 ] 
f(z) = 16/145*z^3 - 284/145*z + 1
*
0 | 0.065841083195178062426755028751381690799 | 0.011563783049517216011226514571589235698
f(z) = 17/140*z^3 - 297/140*z + 1
*
0 | 0.071299029661297381237425012403188402016 | 0.012507628352663078033037700455968984605
f(z) = 17/141*z^3 - 299/141*z + 1
*
[ 1/3 ] 
f(z) = 18/143*z^3 - 288/143*z + 1
*
[ 1/3 ] 
f(z) = 18/145*z^3 - 292/145*z + 1
*
0 | 0.065841909126097767607316206431968625342 | 0.011550313283240566686611175245574900655
f(z) = 19/140*z^3 - 299/140*z + 1
*
[ -5 ] 
f(z) = 19/155*z^3 - 289/155*z + 1
*
21/8 | 0.22334441623326583832871454854681396713 | 0.029260810485811672434577181230851651510
f(z) = 8/147*z^3 - 295/168*z + 1
*
7/4 | 0.21954034351470915043526328302864405369 | 0.028711769228023650807415102374439887352
f(z) = 10/147*z^3 - 299/168*z + 1
*
-10 | 0.13807927651849620201353285434904535477 | 0.019597453170967539365035728138203539575
f(z) = 1/144*z^3 - 287/180*z + 1
*
4 | 0.19109373806953438443951911514451016610 | 0.027095037041105521558815935693887322875
f(z) = 5/144*z^3 - 289/180*z + 1
*
5/7 | 0.21486284146197488143903135910644392980 | 0.029393478112967180157014988885283581398
f(z) = 7/150*z^3 - 299/210*z + 1
*
-44/7 | 0.18948611172015889578214256766527566558 | 0.026789040894684108918837033338984893951
f(z) = 7/144*z^3 - 295/252*z + 1
*
[ 1/2 ] 
f(z) = 2/141*z^3 - 283/282*z + 1
*
[ 1/2 ] 
f(z) = 2/143*z^3 - 287/286*z + 1
*
[ 1/2 ] 
f(z) = 2/145*z^3 - 291/290*z + 1
*
[ 1/2 ] 
f(z) = 2/147*z^3 - 295/294*z + 1
*
[ 1/2 ] 
f(z) = 2/149*z^3 - 299/298*z + 1
*
[ -10 ] 
f(z) = 3/145*z^3 - 281/290*z + 1
*
[ 1/2 ] 
f(z) = 6/143*z^3 - 289/286*z + 1
*
[ 1/2 ] 
f(z) = 6/145*z^3 - 293/290*z + 1
*
[ 1/2 ] 
f(z) = 10/141*z^3 - 287/282*z + 1
*
[ 1/2 ] 
f(z) = 10/143*z^3 - 291/286*z + 1
*
[ 1/2 ] 
f(z) = 10/147*z^3 - 299/294*z + 1
*
[ 1/2 ] 
f(z) = 14/141*z^3 - 289/282*z + 1
*
[ 1/2 ] 
f(z) = 14/143*z^3 - 293/286*z + 1
*
[ 1/2 ] 
f(z) = 14/145*z^3 - 297/290*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 17/145*z^3 - 281/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = 17/147*z^3 - 283/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 17/149*z^3 - 285/298*z + 1
*
[ 1/2 ] 
f(z) = 18/143*z^3 - 295/286*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016239150301317167575672998385022093950
f(z) = 18/143*z^3 - 287/286*z + 1
*
[ 1/2 ] 
f(z) = 18/145*z^3 - 299/290*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 18/145*z^3 - 289/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 18/149*z^3 - 293/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014058980487750142538942315393653994320
f(z) = 19/141*z^3 - 293/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017665260792366404405666565372462742794
f(z) = 19/143*z^3 - 295/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017689470827729610341834402004112597410
f(z) = 19/145*z^3 - 297/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014144183311835662546826888223032133828
f(z) = 19/147*z^3 - 299/294*z + 1
*
10 | 0.20480979126543999339035725762425683042 | 0.028518717416004496743087869309621458413
f(z) = 13/150*z^3 - 263/30*z + 1
*
7/2 | 0.13562178037598191425374743441153722555 | 0.017967840467516060507029112524777827169
f(z) = 2/147*z^3 - 271/42*z + 1
*
-10/3 | 0.20803966399814256704974130214866126437 | 0.027109137142838881918930617701772592525
f(z) = 3/152*z^3 - 269/57*z + 1
*
[ 21/2 ] 
f(z) = 10/147*z^3 - 277/42*z + 1
*
[ -21/2 ] 
f(z) = 10/147*z^3 - 269/42*z + 1
*
[ 26 ] 
f(z) = 1/156*z^3 - 263/78*z + 1
*
[ -8 ] 
f(z) = 11/144*z^3 - 271/72*z + 1
*
[ 6 ] 
f(z) = 19/156*z^3 - 277/78*z + 1
*
-7/2 | 0.21693237121444655038767439555282294300 | 0.028854817674470333354995153828707579501
f(z) = 5/147*z^3 - 263/84*z + 1
*
28/5 | 0.21731717328008974026966743386437618624 | 0.028819530651976638524173576570507763767
f(z) = 10/147*z^3 - 269/105*z + 1
*
[ -6 ] 
f(z) = 16/153*z^3 - 265/102*z + 1
*
12/11 | 0.17217841515535604829129560387106020169 | 0.021349804876211304810290518906141887371
f(z) = 11/144*z^3 - 265/132*z + 1
*
5/2 | 0.20877827242959017310942991848840502108 | 0.029071308150030761384149816201432339993
f(z) = 19/150*z^3 - 263/120*z + 1
*
[ 20 ] 
f(z) = 1/140*z^3 - 267/140*z + 1
*
16 | 0.15839510670076783907971392854757286844 | 0.028387594317395352222282337465295042360
f(z) = 1/144*z^3 - 265/144*z + 1
*
-7 | 0.11804222559927484688003032377734899388 | 0.021127075742691734116446002455277063911
f(z) = 3/140*z^3 - 267/140*z + 1
*
[ 9 ] 
f(z) = 5/144*z^3 - 277/144*z + 1
*
[ 9 ] 
f(z) = 5/153*z^3 - 269/153*z + 1
*
6 | 0.11921930889904130350129910592231554014 | 0.021198246407995810356455765578927061878
f(z) = 7/150*z^3 - 277/150*z + 1
*
[ -8 ] 
f(z) = 7/152*z^3 - 277/152*z + 1
*
3 | 0.14249952442076925823142419351016419243 | 0.025436719387253652233485767130322937611
f(z) = 7/156*z^3 - 271/156*z + 1
*
3/2 | 0.14414173628549557006080874397949183753 | 0.025868225367266214257267160797172104712
f(z) = 8/147*z^3 - 263/147*z + 1
*
4/3 | 0.090691585676243170588533956450959909131 | 0.016298185474690065871353605396533886598
f(z) = 9/140*z^3 - 261/140*z + 1
*
[ -7 ] 
f(z) = 9/154*z^3 - 265/154*z + 1
*
[ 6 ] 
f(z) = 11/150*z^3 - 271/150*z + 1
*
[ 5 ] 
f(z) = 16/155*z^3 - 276/155*z + 1
*
[ -5 ] 
f(z) = 18/145*z^3 - 276/145*z + 1
*
[ -5 ] 
f(z) = 18/155*z^3 - 264/155*z + 1
*
-4 | 0.16276195563186335545569061682857283290 | 0.029092109420566158990051450819225080235
f(z) = 19/140*z^3 - 269/140*z + 1
*
7/4 | 0.21954113952237450604110284966364153054 | 0.029085889892161433465344210795601881508
f(z) = 2/147*z^3 - 271/168*z + 1
*
[ 2/5 ] 
f(z) = 5/144*z^3 - 271/180*z + 1
*
-14/3 | 0.15112174190304135356925703027751411902 | 0.024120427218375766188256562173834205604
f(z) = 3/140*z^3 - 263/210*z + 1
*
[ -42/5 ] 
f(z) = 5/147*z^3 - 269/210*z + 1
*
[ 18 ] 
f(z) = 1/156*z^3 - 265/234*z + 1
*
[ 13/2 ] 
f(z) = 6/143*z^3 - 265/286*z + 1
*
[ 6 ] 
f(z) = 7/141*z^3 - 269/282*z + 1
*
[ -11/2 ] 
f(z) = 10/143*z^3 - 267/286*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 14/149*z^3 - 261/298*z + 1
*
[ 4 ] 
f(z) = 15/142*z^3 - 267/284*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 15/143*z^3 - 263/286*z + 1
*
[ 4 ] 
f(z) = 15/146*z^3 - 261/292*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 15/149*z^3 - 269/298*z + 1
*
-2 | 0.072250882455441104031509134326716078618 | 0.012806109981430005768103085617169538203
f(z) = 16/141*z^3 - 269/282*z + 1
*
-2 | 0.092855349367721116037003499156542144418 | 0.016417164747319791646962978651025291131
f(z) = 16/143*z^3 - 271/286*z + 1
*
-2 | 0.093112555148474210882718320379831984054 | 0.016422312287208879407504302629208806793
f(z) = 16/145*z^3 - 273/290*z + 1
*
-2 | 0.073022599055451622983171260569571370292 | 0.012847994053867959667995451597888816170
f(z) = 16/147*z^3 - 275/294*z + 1
*
-2 | 0.093616491510046150497688633519017562626 | 0.016432324962157235053529997938817331807
f(z) = 16/149*z^3 - 277/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = 17/141*z^3 - 277/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 17/143*z^3 - 279/286*z + 1
*
-10 | 0.20470111467178585174145676703448155852 | 0.028595475925332438050699211962417209286
f(z) = 13/150*z^3 - 257/30*z + 1
*
38/3 | 0.093194692688486987114491141397114265925 | 0.012313692190947426615509088804112137908
f(z) = 3/152*z^3 - 242/57*z + 1
*
[ 14 ] 
f(z) = 5/147*z^3 - 241/42*z + 1
*
[ -26 ] 
f(z) = 1/156*z^3 - 257/78*z + 1
*
-6/5 | 0.17312825342805199333595460662018510354 | 0.021591651198368479807398832087715330633
f(z) = 5/144*z^3 - 253/60*z + 1
*
8 | 0.11451062833420946124853963828973348863 | 0.018535394011379295015167789711986600782
f(z) = 5/144*z^3 - 241/72*z + 1
*
[ 6 ] 
f(z) = 17/156*z^3 - 241/78*z + 1
*
[ -6 ] 
f(z) = 19/156*z^3 - 251/78*z + 1
*
-12/7 | 0.17301445244934979884313011213041079655 | 0.021535327889420932104306120102621287095
f(z) = 7/144*z^3 - 257/84*z + 1
*
60/7 | 0.23092165626216595284598048781479298088 | 0.028827876414135645629781930485319466891
f(z) = 7/144*z^3 - 251/84*z + 1
*
-14/5 | 0.10187709806969643829411611831016101489 | 0.013621208268625660304785045959469238698
f(z) = 5/147*z^3 - 253/105*z + 1
*
14/5 | 0.21633579974859507026372319140715107144 | 0.028955332138875916044449606026616400390
f(z) = 10/147*z^3 - 251/105*z + 1
*
[ 6 ] 
f(z) = 14/153*z^3 - 251/102*z + 1
*
-6 | 0.13687115902453672878513787821164397398 | 0.017036526408459297961256815888948042297
f(z) = 11/144*z^3 - 257/132*z + 1
*
5/2 | 0.20022089983008467546230359600126703876 | 0.028031042692915026697312510831407470939
f(z) = 17/150*z^3 - 253/120*z + 1
*
[ -20 ] 
f(z) = 1/140*z^3 - 253/140*z + 1
*
9 | 0.15839504144503908559415506808220670791 | 0.028878925394277581832536181966876713451
f(z) = 1/144*z^3 - 241/144*z + 1
*
5 | 0.12544989476681140963419055961161086263 | 0.022837883038592110611640665841654809762
f(z) = 3/140*z^3 - 243/140*z + 1
*
[ -9 ] 
f(z) = 5/144*z^3 - 245/144*z + 1
*
7/3 | 0.10814830762922322134902936460850437139 | 0.019601129299811321362179058154816191652
f(z) = 9/140*z^3 - 249/140*z + 1
*
[ 11/2 ] 
f(z) = 12/143*z^3 - 246/143*z + 1
*
4 | 0.15945489765105638420382252762980383145 | 0.029028420543951814736531930824413120045
f(z) = 13/140*z^3 - 243/140*z + 1
*
[ -5 ] 
f(z) = 17/140*z^3 - 257/140*z + 1
*
[ -5 ] 
f(z) = 17/145*z^3 - 251/145*z + 1
*
-3 | 0.14249952442076925823142419351016419243 | 0.025679864943401654522185652631433949338
f(z) = 17/156*z^3 - 257/156*z + 1
*
[ -6 ] 
f(z) = 9/140*z^3 - 241/210*z + 1
*
[ 7/13 ] 
f(z) = 13/147*z^3 - 241/273*z + 1
*
[ -6 ] 
f(z) = 8/141*z^3 - 247/282*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = 12/145*z^3 - 241/290*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = 12/149*z^3 - 245/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = 13/141*z^3 - 245/282*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 13/145*z^3 - 249/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = 13/147*z^3 - 251/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 13/149*z^3 - 253/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 14/141*z^3 - 253/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 14/143*z^3 - 255/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 14/145*z^3 - 257/290*z + 1
*
[ -4 ] 
f(z) = 19/142*z^3 - 253/284*z + 1
*
[ -4 ] 
f(z) = 19/146*z^3 - 243/292*z + 1
*
[ 21 ] 
f(z) = 4/147*z^3 - 232/21*z + 1
*
[ -21 ] 
f(z) = 4/147*z^3 - 230/21*z + 1
*
10 | 0.20393357688911334734844651094251958044 | 0.029064403761437416898546283076281297635
f(z) = 11/150*z^3 - 223/30*z + 1
*
[ 10 ] 
f(z) = 13/150*z^3 - 233/30*z + 1
*
[ -10 ] 
f(z) = 13/150*z^3 - 227/30*z + 1
*
[ 21/2 ] 
f(z) = 16/147*z^3 - 233/21*z + 1
*
[ -21/2 ] 
f(z) = 16/147*z^3 - 229/21*z + 1
*
14 | 0.16127053496886720585324024521025248993 | 0.021452622237280606027329647349670575933
f(z) = 3/152*z^3 - 230/57*z + 1
*
[ -14 ] 
f(z) = 5/147*z^3 - 235/42*z + 1
*
-7/4 | 0.12653066097181728966177739998344691713 | 0.017086048892121145350439696249534286675
f(z) = 8/147*z^3 - 235/42*z + 1
*
[ 14 ] 
f(z) = 3/140*z^3 - 229/70*z + 1
*
8 | 0.18116059526774503810611887502632997755 | 0.029484883116414054649956899714638331548
f(z) = 7/144*z^3 - 233/72*z + 1
*
-7/2 | 0.21621354306263113929575510993637633911 | 0.029196363470587488547412992216299876775
f(z) = 1/147*z^3 - 235/84*z + 1
*
[ 21/2 ] 
f(z) = 5/147*z^3 - 239/84*z + 1
*
[ -21/2 ] 
f(z) = 5/147*z^3 - 223/84*z + 1
*
[ 10 ] 
f(z) = 5/152*z^3 - 227/95*z + 1
*
-35/8 | 0.21847151812578485445857156530046774381 | 0.029711557750531706973045867743215226364
f(z) = 16/147*z^3 - 223/84*z + 1
*
7/2 | 0.21621457667905202901793630713911090656 | 0.029333696718417458746456590990201862522
f(z) = 17/147*z^3 - 227/84*z + 1
*
[ 6 ] 
f(z) = 13/153*z^3 - 227/102*z + 1
*
5/2 | 0.20877827242959017310942991848840502108 | 0.029754864790158629621352727213812001463
f(z) = 11/150*z^3 - 223/120*z + 1
*
5/2 | 0.17993721492056608812840178817485444310 | 0.025485138054857864133307326056501414751
f(z) = 13/150*z^3 - 233/120*z + 1
*
4 | 0.16055422186995100926282263420411990061 | 0.029692828091273296829221571919657920699
f(z) = 3/140*z^3 - 223/140*z + 1
*
[ 11 ] 
f(z) = 3/143*z^3 - 233/143*z + 1
*
[ 11 ] 
f(z) = 3/154*z^3 - 223/154*z + 1
*
[ -9 ] 
f(z) = 5/153*z^3 - 235/153*z + 1
*
[ -20/3 ] 
f(z) = 9/140*z^3 - 239/140*z + 1
*
-19/3 | 0.11331935839027603571673853134733115726 | 0.020992208767330234737034153572366086633
f(z) = 9/140*z^3 - 221/140*z + 1
*
[ 19/3 ] 
f(z) = 9/152*z^3 - 233/152*z + 1
*
14/3 | 0.15251223954610020935272836196754241585 | 0.028067729531680268554317905447052687974
f(z) = 9/154*z^3 - 229/154*z + 1
*
[ -6 ] 
f(z) = 11/150*z^3 - 221/150*z + 1
*
[ 5 ] 
f(z) = 14/145*z^3 - 234/145*z + 1
*
[ 5 ] 
f(z) = 14/155*z^3 - 226/155*z + 1
*
[ -5 ] 
f(z) = 16/145*z^3 - 226/145*z + 1
*
-4 | 0.14361544024411552231876602172393878133 | 0.026264422215060340867341127971936522708
f(z) = 17/140*z^3 - 237/140*z + 1
*
[ -5 ] 
f(z) = 17/155*z^3 - 239/155*z + 1
*
-4 | 0.14249952442076925823142419351016419243 | 0.026141720634451901579814798653514886995
f(z) = 17/156*z^3 - 233/156*z + 1
*
[ 13/3 ] 
f(z) = 18/143*z^3 - 228/143*z + 1
*
3 | 0.14820210159197792821216685063394302181 | 0.027408432329487169597180070939311433964
f(z) = 19/156*z^3 - 223/156*z + 1
*
4/5 | 0.16497218388080932547630340763652144336 | 0.024189411734452916171700070285668528215
f(z) = 5/144*z^3 - 229/180*z + 1
*
26/3 | 0.14285716592844099224457943434011284111 | 0.023250789353595175975167994142445265465
f(z) = 3/140*z^3 - 233/210*z + 1
*
[ -18 ] 
f(z) = 1/156*z^3 - 239/234*z + 1
*
[ -6 ] 
f(z) = 9/148*z^3 - 227/222*z + 1
*
-18/7 | 0.13452880637915455215881437999526267850 | 0.019452600639457185895076421469002280100
f(z) = 7/144*z^3 - 235/252*z + 1
*
-6 | 0.15269989873854218774748179698195993716 | 0.026866852404544229016006468533119188176
f(z) = 4/147*z^3 - 239/294*z + 1
*
11/4 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = 8/143*z^3 - 225/286*z + 1
*
[ -6 ] 
f(z) = 8/147*z^3 - 233/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 9/149*z^3 - 221/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 10/141*z^3 - 221/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 10/143*z^3 - 223/286*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = 10/147*z^3 - 227/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 10/149*z^3 - 229/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = 11/141*z^3 - 229/282*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 11/145*z^3 - 233/290*z + 1
*
-2 | 0.080628118860813397836213461133181676012 | 0.014186150658806933830241982088104399081
f(z) = 11/147*z^3 - 235/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 11/149*z^3 - 237/298*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = 12/143*z^3 - 239/286*z + 1
*
[ 12 ] 
f(z) = 19/144*z^3 - 217/12*z + 1
*
[ -12 ] 
f(z) = 19/144*z^3 - 215/12*z + 1
*
-10 | 0.20348643255740802987935334367166070410 | 0.029113846283497010357014491996613803052
f(z) = 11/150*z^3 - 217/30*z + 1
*
-10/3 | 0.19529427273199550670055635020015812056 | 0.026263252041976334638247800989855623048
f(z) = 3/152*z^3 - 212/57*z + 1
*
[ -14 ] 
f(z) = 3/140*z^3 - 219/70*z + 1
*
[ -6 ] 
f(z) = 17/156*z^3 - 215/78*z + 1
*
-7/4 | 0.21621457667905202901793630713911090656 | 0.029627492722207067993009868807427961800
f(z) = 4/147*z^3 - 211/84*z + 1
*
[ -10 ] 
f(z) = 5/152*z^3 - 208/95*z + 1
*
35/8 | 0.21621601902759888259212893394564866068 | 0.029627690364621983538420378732796667586
f(z) = 16/147*z^3 - 211/84*z + 1
*
-21/5 | 0.21621478662103177296858724138683578085 | 0.029725204614629472416498417296207549398
f(z) = 10/147*z^3 - 206/105*z + 1
*
[ -6 ] 
f(z) = 14/153*z^3 - 217/102*z + 1
*
[ 15/2 ] 
f(z) = 7/150*z^3 - 211/120*z + 1
*
-9 | 0.13062540467373990780215357103408528284 | 0.024450998105500103754075009856876005294
f(z) = 1/144*z^3 - 209/144*z + 1
*
[ 19 ] 
f(z) = 1/152*z^3 - 217/152*z + 1
*
[ -19 ] 
f(z) = 1/152*z^3 - 201/152*z + 1
*
[ 13 ] 
f(z) = 2/143*z^3 - 206/143*z + 1
*
[ -11 ] 
f(z) = 3/143*z^3 - 207/143*z + 1
*
[ 13/2 ] 
f(z) = 8/143*z^3 - 217/143*z + 1
*
4 | 0.11804222559927484688003032377734899388 | 0.022056306922808071028941086979805020484
f(z) = 11/140*z^3 - 211/140*z + 1
*
4 | 0.14820313520839881793434804783667758927 | 0.027595070535793695090692531293959875623
f(z) = 11/156*z^3 - 215/156*z + 1
*
-3 | 0.14249849080434836850924299630742962497 | 0.026819681255806936894349149119991442470
f(z) = 11/156*z^3 - 203/156*z + 1
*
[ 5 ] 
f(z) = 13/140*z^3 - 213/140*z + 1
*
[ 5 ] 
f(z) = 13/145*z^3 - 209/145*z + 1
*
[ 5 ] 
f(z) = 13/155*z^3 - 201/155*z + 1
*
3/4 | 0.14414149252261580037817427729208738738 | 0.027078944636122361283340680132653283124
f(z) = 16/147*z^3 - 205/147*z + 1
*
[ 9/2 ] 
f(z) = 16/153*z^3 - 205/153*z + 1
*
[ -5 ] 
f(z) = 16/155*z^3 - 214/155*z + 1
*
[ 18 ] 
f(z) = 1/152*z^3 - 203/171*z + 1
*
-18/5 | 0.14265772557512815052068202243083095625 | 0.021171638025340119619477982612779154746
f(z) = 5/144*z^3 - 211/180*z + 1
*
-4 | 0.19911015637169619738393050361350162497 | 0.028790936747348095820686891283918315710
f(z) = 7/144*z^3 - 205/252*z + 1
*
13/2 | 0.14304540218014444385117955918571960454 | 0.025290949309102622899373055499068559188
f(z) = 2/143*z^3 - 213/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 7/145*z^3 - 201/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 7/149*z^3 - 205/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = 8/141*z^3 - 205/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 8/143*z^3 - 207/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 8/145*z^3 - 209/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = 8/147*z^3 - 211/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 8/149*z^3 - 213/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 9/143*z^3 - 215/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 9/145*z^3 - 217/290*z + 1
*
[ 4 ] 
f(z) = 13/142*z^3 - 203/284*z + 1
*
38 | 0.10119667868797072806928910688580613700 | 0.013716452373513250119599777791926881245
f(z) = 1/152*z^3 - 200/19*z + 1
*
[ 12 ] 
f(z) = 17/144*z^3 - 193/12*z + 1
*
[ -12 ] 
f(z) = 17/144*z^3 - 191/12*z + 1
*
[ 10 ] 
f(z) = 11/150*z^3 - 193/30*z + 1
*
[ -10 ] 
f(z) = 11/150*z^3 - 187/30*z + 1
*
-38/3 | 0.21447713578464545960785538439778524368 | 0.029381245123506042380019108906293705364
f(z) = 3/152*z^3 - 185/57*z + 1
*
[ 14 ] 
f(z) = 4/147*z^3 - 185/42*z + 1
*
-35/4 | 0.15821527472814287158036705233423318527 | 0.022044706846754969349239255609198124046
f(z) = 8/147*z^3 - 187/42*z + 1
*
6 | 0.21661690052587844811180746963264880946 | 0.029609123818380604569176047826816460849
f(z) = 9/152*z^3 - 188/57*z + 1
*
[ 6 ] 
f(z) = 17/152*z^3 - 182/57*z + 1
*
-18 | 0.13488318758957938561027679779574719978 | 0.022569489247984044631172959627217313784
f(z) = 1/140*z^3 - 197/70*z + 1
*
6 | 0.091512518070425850310312452914735504900 | 0.015365180812290853551634777635920617992
f(z) = 1/140*z^3 - 193/70*z + 1
*
6 | 0.20324759980990482472767058890863456594 | 0.026233631413917915640750248158618532210
f(z) = 5/144*z^3 - 193/60*z + 1
*
6 | 0.16817033794057831244430946697333288135 | 0.028543871947159507313442971095836438606
f(z) = 5/156*z^3 - 181/78*z + 1
*
-6 | 0.16816930432415742272212826977059831390 | 0.028285518451077453057488413460929252160
f(z) = 7/156*z^3 - 191/78*z + 1
*
10/3 | 0.14371303911908390109291559724051768281 | 0.024046954621673387441072639055829549601
f(z) = 9/140*z^3 - 197/70*z + 1
*
14/3 | 0.14371414007577365465449575962451370724 | 0.024347461879858801860186226561279166683
f(z) = 9/140*z^3 - 183/70*z + 1
*
7 | 0.072072741113760399300982169833540554821 | 0.010042155867851216686296560508617911739
f(z) = 4/147*z^3 - 187/84*z + 1
*
6/7 | 0.15831469835549343426554924558570094939 | 0.020546308301877796755164946151514658444
f(z) = 7/144*z^3 - 185/84*z + 1
*
7/2 | 0.21621489932207723115037013509793035627 | 0.029867174839426700079609979625593331321
f(z) = 13/147*z^3 - 199/84*z + 1
*
7/2 | 0.12341614406305224716352465872191981419 | 0.017048277266259033549400233069450351133
f(z) = 16/147*z^3 - 199/84*z + 1
*
[ -6 ] 
f(z) = 13/153*z^3 - 193/102*z + 1
*
5 | 0.093418451984007898439040720213369220993 | 0.017751083311147253044607759332169402139
f(z) = 1/140*z^3 - 193/140*z + 1
*
16 | 0.11921930889904130350129910592231554014 | 0.022933418675053391668356148019595375401
f(z) = 1/150*z^3 - 181/150*z + 1
*
[ -13 ] 
f(z) = 2/143*z^3 - 184/143*z + 1
*
-5 | 0.10921129055162546210855839327953726472 | 0.020877274503486245823690232172818224608
f(z) = 3/140*z^3 - 187/140*z + 1
*
[ -11 ] 
f(z) = 3/154*z^3 - 195/154*z + 1
*
[ 9 ] 
f(z) = 4/153*z^3 - 188/153*z + 1
*
[ 8 ] 
f(z) = 5/152*z^3 - 187/152*z + 1
*
[ -19/3 ] 
f(z) = 9/152*z^3 - 185/152*z + 1
*
[ -11/2 ] 
f(z) = 12/143*z^3 - 194/143*z + 1
*
[ 5 ] 
f(z) = 12/145*z^3 - 184/145*z + 1
*
[ 6/13 ] 
f(z) = 13/144*z^3 - 185/156*z + 1
*
[ 4 ] 
f(z) = 19/140*z^3 - 199/140*z + 1
*
[ 4 ] 
f(z) = 19/148*z^3 - 193/148*z + 1
*
[ 4 ] 
f(z) = 19/156*z^3 - 187/156*z + 1
*
[ -18 ] 
f(z) = 1/152*z^3 - 184/171*z + 1
*
7/8 | 0.21700562171511361784936171707485990615 | 0.029976402483017939839284023598490768565
f(z) = 8/147*z^3 - 199/168*z + 1
*
-36/5 | 0.084162666866164089366846743526941178626 | 0.012599957650830945651461867266665066556
f(z) = 5/144*z^3 - 199/180*z + 1
*
[ 12 ] 
f(z) = 2/153*z^3 - 197/204*z + 1
*
[ 6 ] 
f(z) = 7/148*z^3 - 193/222*z + 1
*
[ 4/7 ] 
f(z) = 7/144*z^3 - 193/252*z + 1
*
[ 15/4 ] 
f(z) = 16/153*z^3 - 188/255*z + 1
*
[ 10/3 ] 
f(z) = 19/150*z^3 - 191/270*z + 1
*
6 | 0.14414252613903669010035547449482195484 | 0.025361221631368248675927782157252944495
f(z) = 2/147*z^3 - 193/294*z + 1
*
-2 | 0.095518129865491816641494482960603780919 | 0.016766115931175040407928161231569521681
f(z) = 4/149*z^3 - 181/298*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = 5/141*z^3 - 181/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 5/143*z^3 - 183/286*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = 5/147*z^3 - 187/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 5/149*z^3 - 189/298*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 6/143*z^3 - 191/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 6/145*z^3 - 193/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 6/149*z^3 - 197/298*z + 1
*
-2 | 0.079856402260802878884551334890326384338 | 0.014154150583611912966275671766292586428
f(z) = 7/141*z^3 - 197/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 7/143*z^3 - 199/286*z + 1
*
[ 4 ] 
f(z) = 13/146*z^3 - 197/292*z + 1
*
[ -4 ] 
f(z) = 17/142*z^3 - 189/284*z + 1
*
[ 10/3 ] 
f(z) = 18/145*z^3 - 197/290*z + 1
*
[ 38 ] 
f(z) = 1/152*z^3 - 162/19*z + 1
*
[ -38 ] 
f(z) = 1/152*z^3 - 161/19*z + 1
*
[ 38/3 ] 
f(z) = 9/152*z^3 - 163/19*z + 1
*
5 | 0.19909292841893304936886096006084272696 | 0.029756033719531401771544021736957021628
f(z) = 1/150*z^3 - 161/30*z + 1
*
10 | 0.19464073907879144422267719889553414195 | 0.028781387586074873875955254013366234952
f(z) = 7/150*z^3 - 173/30*z + 1
*
-10 | 0.20211396767351284861218241907026254065 | 0.027813233754958170680247338126555408401
f(z) = 3/152*z^3 - 179/57*z + 1
*
14 | 0.20714612703843138920066837902108124253 | 0.028640089871738976214980682661182968989
f(z) = 3/152*z^3 - 173/57*z + 1
*
-14/3 | 0.20209048904757006866689594823597586688 | 0.028078124929950982301617794236430413351
f(z) = 3/152*z^3 - 167/57*z + 1
*
[ -14 ] 
f(z) = 4/147*z^3 - 179/42*z + 1
*
[ -6 ] 
f(z) = 17/152*z^3 - 163/57*z + 1
*
14 | 0.13381943569784263284927072006819315355 | 0.022889051069643909748751552924993878500
f(z) = 1/140*z^3 - 173/70*z + 1
*
-14 | 0.15112070828662046384707583307477955156 | 0.026114288594993171629423218024499164384
f(z) = 1/140*z^3 - 163/70*z + 1
*
[ 8 ] 
f(z) = 7/144*z^3 - 161/72*z + 1
*
2/3 | 0.14371406655911134439707131305529097805 | 0.024485738017022308754687719657647693065
f(z) = 9/140*z^3 - 177/70*z + 1
*
-14/3 | 0.084332042642842928000319464326238378773 | 0.014572928649881466366456673631935088933
f(z) = 9/140*z^3 - 163/70*z + 1
*
-7 | 0.072073084156436228639762029847023519182 | 0.010238147946704320564470312999118058338
f(z) = 4/147*z^3 - 163/84*z + 1
*
[ 6 ] 
f(z) = 11/153*z^3 - 179/102*z + 1
*
5/2 | 0.20022089983008467546230359600126703876 | 0.029606521985665083591961259491869331126
f(z) = 1/150*z^3 - 173/120*z + 1
*
[ -15/2 ] 
f(z) = 7/150*z^3 - 179/120*z + 1
*
-5/2 | 0.20022089983008467546230359600126703876 | 0.029761862776024455921916826945076189763
f(z) = 19/150*z^3 - 167/120*z + 1
*
[ -13/2 ] 
f(z) = 8/143*z^3 - 173/143*z + 1
*
[ 1/2 ] 
f(z) = 8/159*z^3 - 161/159*z + 1
*
[ 5 ] 
f(z) = 11/140*z^3 - 163/140*z + 1
*
[ 5 ] 
f(z) = 12/155*z^3 - 176/155*z + 1
*
-4 | 0.13791182945648596261584216739742538449 | 0.026761891293660891285814329670106401707
f(z) = 13/140*z^3 - 173/140*z + 1
*
[ -5 ] 
f(z) = 14/145*z^3 - 176/145*z + 1
*
[ -5 ] 
f(z) = 14/155*z^3 - 164/155*z + 1
*
[ 17/4 ] 
f(z) = 16/153*z^3 - 172/153*z + 1
*
[ 1/2 ] 
f(z) = 16/157*z^3 - 161/157*z + 1
*
[ 1/2 ] 
f(z) = 16/159*z^3 - 163/159*z + 1
*
[ 4 ] 
f(z) = 17/140*z^3 - 167/140*z + 1
*
[ 4 ] 
f(z) = 17/148*z^3 - 161/148*z + 1
*
[ -13/3 ] 
f(z) = 18/143*z^3 - 162/143*z + 1
*
[ 21/4 ] 
f(z) = 10/147*z^3 - 179/168*z + 1
*
[ 36/5 ] 
f(z) = 5/144*z^3 - 169/180*z + 1
*
[ -12 ] 
f(z) = 2/153*z^3 - 163/204*z + 1
*
10/7 | 0.18283205081852508960812836670732491718 | 0.026282017750421751828563019348179298884
f(z) = 7/150*z^3 - 167/210*z + 1
*
[ 3/5 ] 
f(z) = 5/144*z^3 - 163/240*z + 1
*
[ 3/5 ] 
f(z) = 5/153*z^3 - 173/255*z + 1
*
[ 3/5 ] 
f(z) = 10/153*z^3 - 176/255*z + 1
*
11/2 | 0.14904942476942513353463567681019433521 | 0.026352482421260787253677270737903091533
f(z) = 2/143*z^3 - 173/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 2/145*z^3 - 161/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = 2/147*z^3 - 163/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 2/149*z^3 - 165/298*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 3/143*z^3 - 167/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 3/145*z^3 - 169/290*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 3/149*z^3 - 173/298*z + 1
*
-2 | 0.074152520810886770175314983768302296912 | 0.013143165932819412360369897786205773185
f(z) = 4/141*z^3 - 173/282*z + 1
*
-2 | 0.094756987723166782180809348598128362711 | 0.016753381350711587946411865029824207513
f(z) = 4/143*z^3 - 175/286*z + 1
*
-2 | 0.095014193503919877026524169821418202348 | 0.016757705284218421665266577171498360669
f(z) = 4/145*z^3 - 177/290*z + 1
*
-2 | 0.074924237410897289126977110011157588585 | 0.013182578670129288632457381903636870321
f(z) = 4/147*z^3 - 179/294*z + 1
*
[ -13/2 ] 
f(z) = 6/143*z^3 - 177/286*z + 1
*
[ -6 ] 
f(z) = 7/141*z^3 - 175/282*z + 1
*
[ -4 ] 
f(z) = 17/146*z^3 - 179/292*z + 1
*
[ 2/3 ] 
f(z) = 18/145*z^3 - 161/290*z + 1
*
[ 2/3 ] 
f(z) = 18/149*z^3 - 165/298*z + 1
*
[ -38/3 ] 
f(z) = 9/152*z^3 - 160/19*z + 1
*
-12 | 0.21906637018008697814037302370485930372 | 0.029413760199934850102325697830729718445
f(z) = 11/144*z^3 - 143/12*z + 1
*
[ 12 ] 
f(z) = 13/144*z^3 - 145/12*z + 1
*
[ -12 ] 
f(z) = 13/144*z^3 - 143/12*z + 1
*
[ 30 ] 
f(z) = 1/150*z^3 - 151/30*z + 1
*
[ -30 ] 
f(z) = 1/150*z^3 - 149/30*z + 1
*
10 | 0.19242772776140327099478533932067951927 | 0.029278675484716196501042184501924639609
f(z) = 7/150*z^3 - 143/30*z + 1
*
2/3 | 0.20208953194429464734005639661254541964 | 0.028696580486820894163888391534153019180
f(z) = 3/152*z^3 - 143/57*z + 1
*
7/2 | 0.099367676900371557868139259148292035755 | 0.014354006714504948457430146442358490102
f(z) = 8/147*z^3 - 145/42*z + 1
*
[ 6 ] 
f(z) = 15/152*z^3 - 155/57*z + 1
*
2/3 | 0.20208923632759813644577150976670726315 | 0.028640053313721277908138189985619051634
f(z) = 15/152*z^3 - 145/57*z + 1
*
-42/5 | 0.15432125410163561602974987813905877368 | 0.020463882015344592005913908145155863952
f(z) = 5/144*z^3 - 157/60*z + 1
*
[ -8 ] 
f(z) = 7/144*z^3 - 143/72*z + 1
*
2 | 0.16817033794057831244430946697333288135 | 0.029449695693315699314235622550255733102
f(z) = 17/156*z^3 - 151/78*z + 1
*
2 | 0.16817097450469727515998945348963350294 | 0.029315585297965518391082327349590071303
f(z) = 19/156*z^3 - 155/78*z + 1
*
[ 2/5 ] 
f(z) = 5/152*z^3 - 143/95*z + 1
*
12/7 | 0.17521824647065192804477486514547231479 | 0.023482536983906965086023198336537016159
f(z) = 7/144*z^3 - 145/84*z + 1
*
[ 2/5 ] 
f(z) = 15/152*z^3 - 144/95*z + 1
*
-7/2 | 0.12341601547476177579402627077160615508 | 0.017724062638704181422704178747449523977
f(z) = 16/147*z^3 - 151/84*z + 1
*
[ 6 ] 
f(z) = 10/153*z^3 - 155/102*z + 1
*
[ -6 ] 
f(z) = 11/153*z^3 - 145/102*z + 1
*
-15/2 | 0.18595861216424217938375972518937040156 | 0.028118525406014679775173778420816420650
f(z) = 1/150*z^3 - 149/120*z + 1
*
[ 17 ] 
f(z) = 1/153*z^3 - 145/153*z + 1
*
[ 1/2 ] 
f(z) = 4/141*z^3 - 142/141*z + 1
*
[ 1/2 ] 
f(z) = 4/143*z^3 - 144/143*z + 1
*
[ 1/2 ] 
f(z) = 4/145*z^3 - 146/145*z + 1
*
[ 1/2 ] 
f(z) = 4/147*z^3 - 148/147*z + 1
*
[ 1/2 ] 
f(z) = 4/149*z^3 - 150/149*z + 1
*
[ 1/2 ] 
f(z) = 4/151*z^3 - 152/151*z + 1
*
[ 1/2 ] 
f(z) = 4/155*z^3 - 156/155*z + 1
*
[ 1/2 ] 
f(z) = 4/157*z^3 - 158/157*z + 1
*
[ 1/2 ] 
f(z) = 4/159*z^3 - 160/159*z + 1
*
[ -8 ] 
f(z) = 5/152*z^3 - 149/152*z + 1
*
-3 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = 5/156*z^3 - 149/156*z + 1
*
4 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 7/156*z^3 - 151/156*z + 1
*
[ 1/2 ] 
f(z) = 8/141*z^3 - 143/141*z + 1
*
[ 1/2 ] 
f(z) = 8/143*z^3 - 145/143*z + 1
*
[ 1/2 ] 
f(z) = 8/145*z^3 - 147/145*z + 1
*
[ 1/2 ] 
f(z) = 8/147*z^3 - 149/147*z + 1
*
[ 1/2 ] 
f(z) = 8/149*z^3 - 151/149*z + 1
*
[ 1/2 ] 
f(z) = 8/151*z^3 - 153/151*z + 1
*
[ 1/2 ] 
f(z) = 8/153*z^3 - 155/153*z + 1
*
[ 1/2 ] 
f(z) = 8/155*z^3 - 157/155*z + 1
*
[ 1/2 ] 
f(z) = 8/157*z^3 - 159/157*z + 1
*
[ 5 ] 
f(z) = 11/145*z^3 - 159/145*z + 1
*
[ 5 ] 
f(z) = 11/155*z^3 - 151/155*z + 1
*
[ 1/2 ] 
f(z) = 12/143*z^3 - 146/143*z + 1
*
[ 1/2 ] 
f(z) = 12/145*z^3 - 148/145*z + 1
*
[ 1/2 ] 
f(z) = 12/149*z^3 - 152/149*z + 1
*
[ 1/2 ] 
f(z) = 12/151*z^3 - 154/151*z + 1
*
[ 1/2 ] 
f(z) = 12/155*z^3 - 158/155*z + 1
*
[ 1/2 ] 
f(z) = 12/157*z^3 - 160/157*z + 1
*
[ -5 ] 
f(z) = 13/140*z^3 - 157/140*z + 1
*
[ -5 ] 
f(z) = 13/145*z^3 - 151/145*z + 1
*
[ 1/2 ] 
f(z) = 16/141*z^3 - 145/141*z + 1
*
[ 1/2 ] 
f(z) = 16/145*z^3 - 149/145*z + 1
*
[ 1/2 ] 
f(z) = 16/147*z^3 - 151/147*z + 1
*
[ 1/2 ] 
f(z) = 16/149*z^3 - 153/149*z + 1
*
[ 1/2 ] 
f(z) = 16/151*z^3 - 155/151*z + 1
*
[ 1/2 ] 
f(z) = 16/153*z^3 - 157/153*z + 1
*
[ 1/2 ] 
f(z) = 16/155*z^3 - 159/155*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 17/146*z^3 - 141/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = 17/150*z^3 - 143/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 17/154*z^3 - 145/154*z + 1
*
[ 4 ] 
f(z) = 17/156*z^3 - 155/156*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 17/158*z^3 - 147/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015818101338548255216360171378044311461
f(z) = 19/142*z^3 - 147/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015878058587370681098973996235709018440
f(z) = 19/146*z^3 - 149/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.011880832971203858268726608022689928916
f(z) = 19/150*z^3 - 151/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = 19/154*z^3 - 153/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 19/158*z^3 - 155/158*z + 1
*
[ 7/12 ] 
f(z) = 16/147*z^3 - 142/189*z + 1
*
[ 12/19 ] 
f(z) = 19/144*z^3 - 145/228*z + 1
*
[ 15 ] 
f(z) = 1/144*z^3 - 151/240*z + 1
*
[ 15/2 ] 
f(z) = 4/153*z^3 - 154/255*z + 1
*
[ 10/3 ] 
f(z) = 17/150*z^3 - 151/270*z + 1
*
-2 | 0.079857435877223768606732532093060951793 | 0.014154333786987632137170334293314478131
f(z) = 1/141*z^3 - 149/282*z + 1
*
-2 | 0.10046190278950378061222689692288701759 | 0.017762031160886976844758524166220956659
f(z) = 1/143*z^3 - 151/286*z + 1
*
-2 | 0.10071910857025687545794171814617685723 | 0.017763884275247048438553400798367022297
f(z) = 1/145*z^3 - 153/290*z + 1
*
-2 | 0.080629152477234287558394658335916243467 | 0.014186332518913275525843172820881032775
f(z) = 1/147*z^3 - 155/294*z + 1
*
-2 | 0.10122304493182881507291203128536243580 | 0.017767488838228456471122651109826091303
f(z) = 1/149*z^3 - 157/298*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = 2/141*z^3 - 157/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 2/143*z^3 - 159/286*z + 1
*
[ 2/3 ] 
f(z) = 9/143*z^3 - 151/286*z + 1
*
[ 2/3 ] 
f(z) = 9/145*z^3 - 153/290*z + 1
*
[ 2/3 ] 
f(z) = 9/149*z^3 - 157/298*z + 1
*
[ 2/3 ] 
f(z) = 18/143*z^3 - 159/286*z + 1
*
[ 12 ] 
f(z) = 11/144*z^3 - 121/12*z + 1
*
4 | 0.12844038491935307149641344719461168200 | 0.020320375457550531677909963286816387925
f(z) = 1/144*z^3 - 139/36*z + 1
*
5 | 0.14776379860476101832053982935894215844 | 0.022786755651690204602651338241476674736
f(z) = 1/150*z^3 - 131/30*z + 1
*
-10 | 0.19107086703678202987477868838204115036 | 0.029263074060605776656933833865975459786
f(z) = 7/150*z^3 - 137/30*z + 1
*
4 | 0.12817564113527555056898879501102909532 | 0.020733400312250149886920714221377549146
f(z) = 19/144*z^3 - 121/36*z + 1
*
7 | 0.075481742588136615927050088057939548006 | 0.010970571073723386096729811155074551276
f(z) = 2/147*z^3 - 139/42*z + 1
*
-7 | 0.14553836242615502383889395058177398560 | 0.021433914328200343825841698053834464779
f(z) = 2/147*z^3 - 127/42*z + 1
*
[ 38/3 ] 
f(z) = 3/152*z^3 - 128/57*z + 1
*
21/4 | 0.072650266110987431600994602225207230084 | 0.010699444145071795613417619085749904658
f(z) = 8/147*z^3 - 127/42*z + 1
*
-7/2 | 0.17304572649467568673567491130937949027 | 0.025667963371905038543939995448197878848
f(z) = 8/147*z^3 - 121/42*z + 1
*
[ 6 ] 
f(z) = 13/152*z^3 - 128/57*z + 1
*
[ -6 ] 
f(z) = 15/152*z^3 - 136/57*z + 1
*
3 | 0.15633425463073233920497203394290925548 | 0.026522492443499635506337172921192637289
f(z) = 19/144*z^3 - 121/48*z + 1
*
-14 | 0.15112070828662046384707583307477955156 | 0.027449883317704174131787917404088244066
f(z) = 1/140*z^3 - 123/70*z + 1
*
6 | 0.17753062339461944997784942086151602160 | 0.024071114106164177905918006272509063799
f(z) = 5/144*z^3 - 133/60*z + 1
*
2 | 0.16816930432415742272212826977059831390 | 0.029882840533639035943058240691985897465
f(z) = 11/156*z^3 - 139/78*z + 1
*
[ 6 ] 
f(z) = 11/156*z^3 - 133/78*z + 1
*
6 | 0.15810470948359579897806451186821440540 | 0.021619027065380242291293104722430173743
f(z) = 7/144*z^3 - 125/84*z + 1
*
[ -6 ] 
f(z) = 10/153*z^3 - 121/102*z + 1
*
[ 16 ] 
f(z) = 1/144*z^3 - 121/144*z + 1
*
[ -17 ] 
f(z) = 1/153*z^3 - 127/153*z + 1
*
15 | 0.14249952442076925823142419351016419243 | 0.028218532214819187626014813328135108548
f(z) = 1/156*z^3 - 121/156*z + 1
*
[ 6 ] 
f(z) = 7/150*z^3 - 127/150*z + 1
*
[ 11/2 ] 
f(z) = 8/143*z^3 - 125/143*z + 1
*
4/3 | 0.12544989476681140963419055961161086263 | 0.025386275257967955617403918720995441648
f(z) = 9/140*z^3 - 121/140*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 11/158*z^3 - 123/158*z + 1
*
[ -5 ] 
f(z) = 12/145*z^3 - 126/145*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = 13/142*z^3 - 123/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 13/146*z^3 - 125/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = 13/150*z^3 - 127/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 13/154*z^3 - 129/154*z + 1
*
[ -5 ] 
f(z) = 13/155*z^3 - 139/155*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 13/158*z^3 - 131/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 15/142*z^3 - 131/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = 15/146*z^3 - 133/146*z + 1
*
[ 4 ] 
f(z) = 15/148*z^3 - 129/148*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = 15/154*z^3 - 137/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 15/158*z^3 - 139/158*z + 1
*
[ -9/2 ] 
f(z) = 16/153*z^3 - 137/153*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 17/142*z^3 - 139/142*z + 1
*
[ 11/3 ] 
f(z) = 18/143*z^3 - 138/143*z + 1
*
[ -4 ] 
f(z) = 19/140*z^3 - 129/140*z + 1
*
-22/3 | 0.082125184240776980542145820823983079702 | 0.013596311441543309039561002349104871542
f(z) = 3/140*z^3 - 137/210*z + 1
*
-6 | 0.11930761838007875508272855539311186857 | 0.019752083990320197385038116824732363142
f(z) = 3/140*z^3 - 127/210*z + 1
*
[ 7/11 ] 
f(z) = 11/147*z^3 - 139/231*z + 1
*
[ 2/3 ] 
f(z) = 15/148*z^3 - 121/222*z + 1
*
[ 15 ] 
f(z) = 1/153*z^3 - 137/255*z + 1
*
[ 36/7 ] 
f(z) = 7/144*z^3 - 121/252*z + 1
*
-13/2 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = 2/143*z^3 - 125/286*z + 1
*
[ 10 ] 
f(z) = 2/145*z^3 - 139/290*z + 1
*
[ 8 ] 
f(z) = 3/140*z^3 - 139/280*z + 1
*
[ 8 ] 
f(z) = 3/148*z^3 - 125/296*z + 1
*
[ 6 ] 
f(z) = 5/141*z^3 - 125/282*z + 1
*
[ 11/2 ] 
f(z) = 6/143*z^3 - 129/286*z + 1
*
[ 4 ] 
f(z) = 11/142*z^3 - 139/284*z + 1
*
[ 4 ] 
f(z) = 11/146*z^3 - 133/292*z + 1
*
[ -4 ] 
f(z) = 15/142*z^3 - 125/284*z + 1
*
[ -12 ] 
f(z) = 11/144*z^3 - 119/12*z + 1
*
18 | 0.12690772323999339480764129795112771694 | 0.020583799223420792965628649789351498352
f(z) = 1/144*z^3 - 119/36*z + 1
*
-18 | 0.13279147489592143186409306067632903972 | 0.021658223705109886839109472094877587335
f(z) = 1/144*z^3 - 115/36*z + 1
*
-14 | 0.098493433248500602064270810672240831655 | 0.016358254657680610893369940210236241069
f(z) = 1/144*z^3 - 103/36*z + 1
*
[ 21 ] 
f(z) = 2/147*z^3 - 106/21*z + 1
*
[ -21 ] 
f(z) = 2/147*z^3 - 104/21*z + 1
*
[ 10 ] 
f(z) = 7/150*z^3 - 113/30*z + 1
*
[ -10 ] 
f(z) = 7/150*z^3 - 107/30*z + 1
*
[ 21/2 ] 
f(z) = 8/147*z^3 - 107/21*z + 1
*
[ -21/2 ] 
f(z) = 8/147*z^3 - 103/21*z + 1
*
4 | 0.16145837713889125118943642647422539603 | 0.026409350762705482444295811759087240962
f(z) = 17/144*z^3 - 113/36*z + 1
*
[ 7 ] 
f(z) = 17/147*z^3 - 101/21*z + 1
*
-4 | 0.14576675732283254922826155838369277240 | 0.024209631629908938273914553386865082157
f(z) = 19/144*z^3 - 103/36*z + 1
*
[ 7 ] 
f(z) = 19/147*z^3 - 115/21*z + 1
*
[ -7 ] 
f(z) = 19/147*z^3 - 109/21*z + 1
*
15 | 0.14774062825686900076830577599772173679 | 0.025598568036113842689895836198421305699
f(z) = 1/144*z^3 - 107/48*z + 1
*
-21/2 | 0.072071847282190253514419885744238702277 | 0.010771715173354340916450230035749818371
f(z) = 2/147*z^3 - 115/42*z + 1
*
[ -38/3 ] 
f(z) = 3/152*z^3 - 119/57*z + 1
*
[ 6 ] 
f(z) = 11/152*z^3 - 101/57*z + 1
*
3 | 0.16485489507176189839065886098263721213 | 0.028753720929894349429883922691845935807
f(z) = 13/144*z^3 - 103/48*z + 1
*
[ -6 ] 
f(z) = 13/152*z^3 - 109/57*z + 1
*
3 | 0.16485489507176189839065886098263721213 | 0.028211455806048542267378719986999015380
f(z) = 17/144*z^3 - 115/48*z + 1
*
8 | 0.11173054764400926140662899936765188420 | 0.020612457563507889509934447407815646567
f(z) = 1/144*z^3 - 113/72*z + 1
*
[ 20 ] 
f(z) = 1/150*z^3 - 103/60*z + 1
*
[ -6 ] 
f(z) = 11/156*z^3 - 107/78*z + 1
*
[ 10 ] 
f(z) = 3/152*z^3 - 102/95*z + 1
*
[ 6 ] 
f(z) = 8/153*z^3 - 107/102*z + 1
*
-5/2 | 0.17961981764608995890440689371741634058 | 0.028079067197436731933083768189068703947
f(z) = 7/150*z^3 - 107/120*z + 1
*
[ 6/11 ] 
f(z) = 11/144*z^3 - 113/132*z + 1
*
[ -16 ] 
f(z) = 1/144*z^3 - 103/144*z + 1
*
[ 11 ] 
f(z) = 2/143*z^3 - 112/143*z + 1
*
5 | 0.12526174854952677791478831558453507800 | 0.025348201637662323293186142592962995096
f(z) = 3/140*z^3 - 103/140*z + 1
*
[ -17/2 ] 
f(z) = 4/153*z^3 - 118/153*z + 1
*
[ 7 ] 
f(z) = 5/154*z^3 - 113/154*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = 7/146*z^3 - 101/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = 7/150*z^3 - 103/150*z + 1
*
3 | 0.14313209959387704155086578265911434049 | 0.028343798197096635327549704153894845065
f(z) = 7/156*z^3 - 115/156*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 7/158*z^3 - 107/158*z + 1
*
[ 5 ] 
f(z) = 9/140*z^3 - 113/140*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = 9/142*z^3 - 107/142*z + 1
*
[ 5 ] 
f(z) = 9/145*z^3 - 109/145*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 9/146*z^3 - 109/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 9/154*z^3 - 113/154*z + 1
*
[ 5 ] 
f(z) = 9/155*z^3 - 101/155*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 9/158*z^3 - 115/158*z + 1
*
[ -5 ] 
f(z) = 11/140*z^3 - 107/140*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 11/142*z^3 - 115/142*z + 1
*
[ -5 ] 
f(z) = 11/145*z^3 - 101/145*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = 11/146*z^3 - 117/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011896794284278400214627182684829125043
f(z) = 11/150*z^3 - 119/150*z + 1
*
[ -5 ] 
f(z) = 12/155*z^3 - 114/155*z + 1
*
[ 4 ] 
f(z) = 13/140*z^3 - 103/140*z + 1
*
[ -4 ] 
f(z) = 19/148*z^3 - 119/148*z + 1
*
[ -4 ] 
f(z) = 19/156*z^3 - 109/156*z + 1
*
[ -21/4 ] 
f(z) = 10/147*z^3 - 115/168*z + 1
*
[ -36/5 ] 
f(z) = 5/144*z^3 - 119/180*z + 1
*
[ 2/3 ] 
f(z) = 3/140*z^3 - 107/210*z + 1
*
-21/10 | 0.21621543876038549233283408838595840987 | 0.029646909997223783551116932762731455380
f(z) = 10/147*z^3 - 103/210*z + 1
*
[ 2/3 ] 
f(z) = 3/148*z^3 - 113/222*z + 1
*
[ -6 ] 
f(z) = 7/148*z^3 - 119/222*z + 1
*
[ -15 ] 
f(z) = 1/144*z^3 - 119/240*z + 1
*
[ 14 ] 
f(z) = 1/144*z^3 - 109/252*z + 1
*
[ -15 ] 
f(z) = 1/153*z^3 - 103/255*z + 1
*
[ 6 ] 
f(z) = 5/147*z^3 - 115/294*z + 1
*
[ 3/4 ] 
f(z) = 8/141*z^3 - 103/282*z + 1
*
[ 3/4 ] 
f(z) = 8/147*z^3 - 107/294*z + 1
*
[ -4 ] 
f(z) = 15/146*z^3 - 115/292*z + 1
*
[ 10/3 ] 
f(z) = 15/152*z^3 - 113/285*z + 1
*
30 | 0.19048517612663808828949602240389301494 | 0.028095482326529684640158959102383517929
f(z) = 1/150*z^3 - 88/15*z + 1
*
-12 | 0.19171813693198917391923191483755068362 | 0.027237396320638797261511615761918504364
f(z) = 7/144*z^3 - 95/12*z + 1
*
4 | 0.098493433248500602064270810672240831655 | 0.016765037369932748059787243997187774303
f(z) = 11/144*z^3 - 89/36*z + 1
*
5 | 0.17889570793971053357719627341527239466 | 0.029229904315724276116469109929858539060
f(z) = 11/150*z^3 - 91/30*z + 1
*
4 | 0.13399050265961257344960246261123865682 | 0.022477836375848737522241210465075655460
f(z) = 13/144*z^3 - 97/36*z + 1
*
[ 7 ] 
f(z) = 16/147*z^3 - 94/21*z + 1
*
[ -7 ] 
f(z) = 16/147*z^3 - 88/21*z + 1
*
-4 | 0.098644378439888648998149991907136253004 | 0.016606318949931333478109656550705271714
f(z) = 17/144*z^3 - 95/36*z + 1
*
[ -7 ] 
f(z) = 17/147*z^3 - 95/21*z + 1
*
5 | 0.18177344150305426796092625776820871988 | 0.029700099367754442373907972065709629661
f(z) = 17/150*z^3 - 91/30*z + 1
*
-5 | 0.18196872904220269740845070631283301059 | 0.029840359533561029469602104653948340547
f(z) = 19/150*z^3 - 89/30*z + 1
*
3 | 0.12682212796284857551454187215091284625 | 0.022886860899019503022510093565078247117
f(z) = 7/144*z^3 - 85/48*z + 1
*
3 | 0.15629752247225640074353253849549922980 | 0.027549553429586345230159885630149418667
f(z) = 11/144*z^3 - 97/48*z + 1
*
[ -6 ] 
f(z) = 11/152*z^3 - 82/57*z + 1
*
[ -20 ] 
f(z) = 1/150*z^3 - 97/60*z + 1
*
[ 10 ] 
f(z) = 3/140*z^3 - 87/70*z + 1
*
12/5 | 0.12781383109912534092334975951289952822 | 0.018104922650047226021047772043719950042
f(z) = 5/144*z^3 - 97/60*z + 1
*
[ 8 ] 
f(z) = 5/144*z^3 - 97/72*z + 1
*
-10/3 | 0.12709712619951783045071345352609832033 | 0.024033795090492151811608073043979102679
f(z) = 9/140*z^3 - 99/70*z + 1
*
[ -10 ] 
f(z) = 3/152*z^3 - 83/95*z + 1
*
[ 38/5 ] 
f(z) = 5/152*z^3 - 98/95*z + 1
*
[ 6 ] 
f(z) = 7/153*z^3 - 83/102*z + 1
*
9 | 0.10705080584800609971139713315937881398 | 0.021540206723085379081979032534932281309
f(z) = 1/144*z^3 - 97/144*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 1/154*z^3 - 81/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 1/158*z^3 - 83/158*z + 1
*
[ -11 ] 
f(z) = 2/143*z^3 - 86/143*z + 1
*
4 | 0.11141902431353780830142637590399019701 | 0.022546962079604683988462787652112424538
f(z) = 3/140*z^3 - 83/140*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 3/142*z^3 - 83/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015942861996323321944046678231163067601
f(z) = 3/146*z^3 - 85/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015970140578033748587103667606493742853
f(z) = 3/154*z^3 - 89/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015983177122224742110316773326105916368
f(z) = 3/158*z^3 - 91/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = 5/142*z^3 - 91/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 5/146*z^3 - 93/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015970270049046322116033780640630410270
f(z) = 5/154*z^3 - 97/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015983048306992738565127859509156804865
f(z) = 5/158*z^3 - 99/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015928555912737603291257348393720907352
f(z) = 7/142*z^3 - 99/142*z + 1
*
[ 5 ] 
f(z) = 8/145*z^3 - 84/145*z + 1
*
-5/3 | 0.11141902431353780830142637590399019701 | 0.022546962079604683988462787652112424538
f(z) = 9/140*z^3 - 81/140*z + 1
*
[ 2/3 ] 
f(z) = 9/154*z^3 - 81/154*z + 1
*
[ 2/3 ] 
f(z) = 9/158*z^3 - 83/158*z + 1
*
[ -5 ] 
f(z) = 11/155*z^3 - 89/155*z + 1
*
[ 4 ] 
f(z) = 13/148*z^3 - 97/148*z + 1
*
[ -17/4 ] 
f(z) = 16/153*z^3 - 100/153*z + 1
*
[ -4 ] 
f(z) = 17/140*z^3 - 97/140*z + 1
*
[ -4 ] 
f(z) = 17/148*z^3 - 87/148*z + 1
*
[ 2/3 ] 
f(z) = 1/152*z^3 - 86/171*z + 1
*
[ 2/3 ] 
f(z) = 5/152*z^3 - 88/171*z + 1
*
[ 2/3 ] 
f(z) = 7/152*z^3 - 89/171*z + 1
*
[ 2/3 ] 
f(z) = 11/152*z^3 - 91/171*z + 1
*
[ 2/3 ] 
f(z) = 13/152*z^3 - 92/171*z + 1
*
[ 2/3 ] 
f(z) = 17/152*z^3 - 94/171*z + 1
*
6 | 0.13082135534480177200376116631979135616 | 0.021658251447667050220629440372157917977
f(z) = 1/140*z^3 - 89/210*z + 1
*
[ 5/7 ] 
f(z) = 7/150*z^3 - 89/210*z + 1
*
[ 7/10 ] 
f(z) = 10/147*z^3 - 97/210*z + 1
*
[ 12/17 ] 
f(z) = 17/144*z^3 - 97/204*z + 1
*
[ 6 ] 
f(z) = 5/148*z^3 - 85/222*z + 1
*
[ -15/2 ] 
f(z) = 4/153*z^3 - 86/255*z + 1
*
[ -10 ] 
f(z) = 2/145*z^3 - 81/290*z + 1
*
-13/4 | 0.14904942476942513353463567681019433521 | 0.026352482421260787253677270737903091533
f(z) = 8/143*z^3 - 81/286*z + 1
*
[ 5/6 ] 
f(z) = 18/145*z^3 - 83/290*z + 1
*
-30 | 0.11472300869304129493597094890878777274 | 0.016800094584374655846403500868820817966
f(z) = 1/144*z^3 - 77/12*z + 1
*
30 | 0.18183866457524000647189702880088997449 | 0.026838205070349038659438514521222206691
f(z) = 1/144*z^3 - 73/12*z + 1
*
6 | 0.11901354451136383418906492386889938374 | 0.017871796311555174871095810811184465446
f(z) = 1/144*z^3 - 65/12*z + 1
*
-6 | 0.13174903661039200985529852997600791273 | 0.019974745419669190892566285400008008228
f(z) = 1/144*z^3 - 61/12*z + 1
*
12 | 0.13485366003467711978531504807245810583 | 0.019903523769007089994111074896377508861
f(z) = 5/144*z^3 - 73/12*z + 1
*
[ 12 ] 
f(z) = 7/144*z^3 - 73/12*z + 1
*
[ -12 ] 
f(z) = 7/144*z^3 - 71/12*z + 1
*
-6 | 0.17652411832938764969627544945573995024 | 0.026763188671263155944164176085591024310
f(z) = 17/144*z^3 - 61/12*z + 1
*
-6 | 0.18200244847235779049019857675656365543 | 0.027206778933814292729908510421807683962
f(z) = 19/144*z^3 - 67/12*z + 1
*
[ 24 ] 
f(z) = 1/144*z^3 - 73/24*z + 1
*
[ -24 ] 
f(z) = 1/144*z^3 - 71/24*z + 1
*
4 | 0.13272292364652259265277610062079276094 | 0.023868103310615873523862285194354177742
f(z) = 5/144*z^3 - 65/36*z + 1
*
4 | 0.087083603115826605201435714022723521892 | 0.015340387508267539136594518682912947253
f(z) = 7/144*z^3 - 73/36*z + 1
*
2 | 0.098493433637593295566586981131213558391 | 0.017917121980079109174481238227835434101
f(z) = 7/144*z^3 - 61/36*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.023495048490383122353014735027763123407
f(z) = 11/144*z^3 - 71/36*z + 1
*
2 | 0.087083603115826605201435714022723521892 | 0.015660598626992934503846348429423512166
f(z) = 11/144*z^3 - 65/36*z + 1
*
-4 | 0.087084179627428303324994623432534296234 | 0.015129965240948212608162728372477785549
f(z) = 13/144*z^3 - 79/36*z + 1
*
2 | 0.081379992328197045498511859696210125048 | 0.014555568205018648831042314139603042233
f(z) = 13/144*z^3 - 67/36*z + 1
*
[ 7 ] 
f(z) = 13/147*z^3 - 73/21*z + 1
*
[ -7 ] 
f(z) = 13/147*z^3 - 67/21*z + 1
*
2 | 0.081378688049489606770018165697964867011 | 0.014405923025766733008798701383733491806
f(z) = 17/144*z^3 - 71/36*z + 1
*
[ 5 ] 
f(z) = 17/150*z^3 - 61/30*z + 1
*
2 | 0.081379161888975251646468653606111841811 | 0.014335510174222858770282279115226532582
f(z) = 19/144*z^3 - 73/36*z + 1
*
[ 5 ] 
f(z) = 19/150*z^3 - 71/30*z + 1
*
[ 14 ] 
f(z) = 2/147*z^3 - 73/42*z + 1
*
[ -14 ] 
f(z) = 2/147*z^3 - 67/42*z + 1
*
[ 6 ] 
f(z) = 9/152*z^3 - 74/57*z + 1
*
[ -10 ] 
f(z) = 3/140*z^3 - 73/70*z + 1
*
[ -8 ] 
f(z) = 5/144*z^3 - 79/72*z + 1
*
-12/5 | 0.13200413828154740675142686435523075386 | 0.019330751816251701721764283769002983403
f(z) = 5/144*z^3 - 77/60*z + 1
*
[ 6 ] 
f(z) = 7/156*z^3 - 61/78*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = 11/156*z^3 - 61/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = 13/140*z^3 - 61/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 13/148*z^3 - 63/74*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 15/148*z^3 - 67/74*z + 1
*
[ 4 ] 
f(z) = 15/152*z^3 - 63/76*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = 17/140*z^3 - 69/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 17/148*z^3 - 71/74*z + 1
*
[ 4 ] 
f(z) = 17/152*z^3 - 79/76*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = 17/156*z^3 - 73/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018362584301169750989044242403215250834
f(z) = 19/140*z^3 - 73/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018468909150443360678666427134850221235
f(z) = 19/148*z^3 - 75/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = 19/156*z^3 - 77/78*z + 1
*
[ -38/5 ] 
f(z) = 5/152*z^3 - 73/95*z + 1
*
30/7 | 0.10404537066532910596594820754615094305 | 0.015044755828968356703496497768327389376
f(z) = 7/144*z^3 - 61/84*z + 1
*
[ 7/2 ] 
f(z) = 19/147*z^3 - 73/84*z + 1
*
[ -6 ] 
f(z) = 8/153*z^3 - 73/102*z + 1
*
[ 38/7 ] 
f(z) = 7/152*z^3 - 72/133*z + 1
*
[ 14/3 ] 
f(z) = 9/152*z^3 - 67/133*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015928424322319669091723395483949298897
f(z) = 1/142*z^3 - 75/142*z + 1
*
-9 | 0.14774014987275090309640621600836124748 | 0.029727505032302792297125548052047629342
f(z) = 1/144*z^3 - 65/144*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015942992853231425139523712821433217245
f(z) = 1/146*z^3 - 77/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011896664133246556459674048436018693635
f(z) = 1/150*z^3 - 79/150*z + 1
*
6 | 0.11921930889904130350129910592231554014 | 0.023793252133020054157620187372715170653
f(z) = 1/150*z^3 - 61/150*z + 1
*
3 | 0.14270951329266689351890892722765073642 | 0.028260115355327783667142890488851227268
f(z) = 1/156*z^3 - 61/156*z + 1
*
[ -7 ] 
f(z) = 5/154*z^3 - 69/154*z + 1
*
[ -6 ] 
f(z) = 7/150*z^3 - 77/150*z + 1
*
[ -11/2 ] 
f(z) = 8/143*z^3 - 73/143*z + 1
*
[ 5 ] 
f(z) = 8/155*z^3 - 76/155*z + 1
*
[ 2/3 ] 
f(z) = 9/142*z^3 - 75/142*z + 1
*
[ 2/3 ] 
f(z) = 9/146*z^3 - 77/146*z + 1
*
[ 14/3 ] 
f(z) = 9/154*z^3 - 75/154*z + 1
*
[ 4 ] 
f(z) = 11/140*z^3 - 71/140*z + 1
*
[ 4 ] 
f(z) = 11/148*z^3 - 65/148*z + 1
*
[ 13/4 ] 
f(z) = 16/143*z^3 - 70/143*z + 1
*
[ 3/4 ] 
f(z) = 16/159*z^3 - 62/159*z + 1
*
[ -4 ] 
f(z) = 17/156*z^3 - 77/156*z + 1
*
[ 3 ] 
f(z) = 19/141*z^3 - 77/141*z + 1
*
[ 3 ] 
f(z) = 19/147*z^3 - 73/147*z + 1
*
[ 3 ] 
f(z) = 19/150*z^3 - 71/150*z + 1
*
[ 3 ] 
f(z) = 19/156*z^3 - 67/156*z + 1
*
[ 3 ] 
f(z) = 19/159*z^3 - 65/159*z + 1
*
[ 3/4 ] 
f(z) = 4/153*z^3 - 71/204*z + 1
*
[ -14 ] 
f(z) = 1/144*z^3 - 73/252*z + 1
*
-36/7 | 0.12311897624648055529597928334574536874 | 0.017802761657689904772486076876635871670
f(z) = 7/144*z^3 - 79/252*z + 1
*
[ 10/3 ] 
f(z) = 13/150*z^3 - 71/270*z + 1
*
-11/2 | 0.14905007690877885289888252380931696422 | 0.026352597721879234371749784073423941642
f(z) = 2/143*z^3 - 69/286*z + 1
*
[ -8 ] 
f(z) = 3/140*z^3 - 69/280*z + 1
*
[ 4 ] 
f(z) = 9/142*z^3 - 75/284*z + 1
*
[ 4 ] 
f(z) = 9/146*z^3 - 69/292*z + 1
*
[ -4 ] 
f(z) = 13/142*z^3 - 61/284*z + 1
*
6 | 0.12206933635294184888352094254519255855 | 0.019693434782336455335139526172298902153
f(z) = 1/144*z^3 - 41/12*z + 1
*
-20 | 0.17513334166495756544364088443659193318 | 0.028881851127253544771204907892340419359
f(z) = 1/150*z^3 - 43/15*z + 1
*
[ 12 ] 
f(z) = 5/144*z^3 - 49/12*z + 1
*
[ -12 ] 
f(z) = 5/144*z^3 - 47/12*z + 1
*
6 | 0.16142300116856123894858720669893937253 | 0.026042357899699267894422641491320098234
f(z) = 5/144*z^3 - 41/12*z + 1
*
-6 | 0.15519590792871441708547767442479616425 | 0.024846822789899767776215825312275875864
f(z) = 11/144*z^3 - 43/12*z + 1
*
-6 | 0.18028981667171254507781129871955018819 | 0.028273096550123550302562336172013516003
f(z) = 13/144*z^3 - 49/12*z + 1
*
[ 6 ] 
f(z) = 17/144*z^3 - 41/12*z + 1
*
[ 6 ] 
f(z) = 19/144*z^3 - 47/12*z + 1
*
[ -6 ] 
f(z) = 19/144*z^3 - 43/12*z + 1
*
2 | 0.081379992328197045498511859696210125048 | 0.015088174262836011038355405234140258166
f(z) = 1/144*z^3 - 55/36*z + 1
*
4 | 0.13272292364652259265277610062079276094 | 0.025145896255666398611683242996578979614
f(z) = 1/144*z^3 - 49/36*z + 1
*
[ 18 ] 
f(z) = 1/144*z^3 - 47/36*z + 1
*
[ -18 ] 
f(z) = 1/144*z^3 - 43/36*z + 1
*
[ 21 ] 
f(z) = 1/147*z^3 - 43/21*z + 1
*
[ -21 ] 
f(z) = 1/147*z^3 - 41/21*z + 1
*
[ 21/2 ] 
f(z) = 4/147*z^3 - 44/21*z + 1
*
2 | 0.081378688049489606770018165697964867011 | 0.014894069025814049308544978045254475654
f(z) = 5/144*z^3 - 59/36*z + 1
*
-4 | 0.081379992328197045498511859696210125048 | 0.015541085512999090492349734205222568308
f(z) = 5/144*z^3 - 47/36*z + 1
*
-4 | 0.13272292364652259265277610062079276094 | 0.024607357943408854389237322311383521793
f(z) = 7/144*z^3 - 55/36*z + 1
*
[ 7 ] 
f(z) = 10/147*z^3 - 52/21*z + 1
*
[ -7 ] 
f(z) = 10/147*z^3 - 46/21*z + 1
*
[ 7 ] 
f(z) = 11/147*z^3 - 59/21*z + 1
*
[ -7 ] 
f(z) = 11/147*z^3 - 53/21*z + 1
*
[ 5 ] 
f(z) = 13/150*z^3 - 41/30*z + 1
*
[ 21/4 ] 
f(z) = 16/147*z^3 - 46/21*z + 1
*
[ 4 ] 
f(z) = 17/144*z^3 - 41/36*z + 1
*
[ -5 ] 
f(z) = 17/150*z^3 - 49/30*z + 1
*
[ 4 ] 
f(z) = 19/144*z^3 - 49/36*z + 1
*
[ -5 ] 
f(z) = 19/150*z^3 - 59/30*z + 1
*
[ 6 ] 
f(z) = 7/152*z^3 - 47/57*z + 1
*
[ -6 ] 
f(z) = 9/152*z^3 - 55/57*z + 1
*
-14 | 0.071642292857776000903828458594473989116 | 0.014497668331887755773032673378439062982
f(z) = 1/140*z^3 - 43/70*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = 1/156*z^3 - 41/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = 3/140*z^3 - 41/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 3/148*z^3 - 43/74*z + 1
*
-6 | 0.15187374213875852248723870797530714447 | 0.023083742700312224180238890606277244185
f(z) = 5/144*z^3 - 53/60*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 5/148*z^3 - 47/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014489960403842311776212719720912886617
f(z) = 5/156*z^3 - 49/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 7/148*z^3 - 51/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014489755721487130584934277194807937647
f(z) = 7/156*z^3 - 53/78*z + 1
*
[ 14/3 ] 
f(z) = 9/140*z^3 - 43/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 9/148*z^3 - 55/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = 11/140*z^3 - 57/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 11/148*z^3 - 59/74*z + 1
*
[ 4 ] 
f(z) = 13/152*z^3 - 47/76*z + 1
*
[ -4 ] 
f(z) = 17/152*z^3 - 41/76*z + 1
*
-12/7 | 0.17741619801911783493717891339455539965 | 0.025654033064932657587147030973429653404
f(z) = 7/144*z^3 - 47/84*z + 1
*
[ 7/2 ] 
f(z) = 17/147*z^3 - 59/84*z + 1
*
[ -6 ] 
f(z) = 7/153*z^3 - 49/102*z + 1
*
[ 21/5 ] 
f(z) = 10/147*z^3 - 46/105*z + 1
*
[ 14 ] 
f(z) = 1/152*z^3 - 48/133*z + 1
*
[ 14 ] 
f(z) = 1/154*z^3 - 53/154*z + 1
*
[ 8 ] 
f(z) = 3/152*z^3 - 59/152*z + 1
*
[ 13/2 ] 
f(z) = 4/143*z^3 - 48/143*z + 1
*
[ 5 ] 
f(z) = 7/145*z^3 - 59/145*z + 1
*
[ 5 ] 
f(z) = 7/155*z^3 - 51/155*z + 1
*
[ 9/2 ] 
f(z) = 8/153*z^3 - 43/153*z + 1
*
[ -5 ] 
f(z) = 9/140*z^3 - 57/140*z + 1
*
[ 13/3 ] 
f(z) = 9/143*z^3 - 59/143*z + 1
*
[ -5 ] 
f(z) = 9/145*z^3 - 51/145*z + 1
*
[ 4 ] 
f(z) = 11/156*z^3 - 59/156*z + 1
*
[ -4 ] 
f(z) = 15/148*z^3 - 55/148*z + 1
*
[ 3/4 ] 
f(z) = 16/141*z^3 - 56/141*z + 1
*
[ 3 ] 
f(z) = 16/141*z^3 - 50/141*z + 1
*
[ 3/4 ] 
f(z) = 16/147*z^3 - 58/147*z + 1
*
[ 3 ] 
f(z) = 16/147*z^3 - 46/147*z + 1
*
[ 3 ] 
f(z) = 17/141*z^3 - 59/141*z + 1
*
[ 3 ] 
f(z) = 17/147*z^3 - 55/147*z + 1
*
[ 3 ] 
f(z) = 17/150*z^3 - 53/150*z + 1
*
[ 3 ] 
f(z) = 17/156*z^3 - 49/156*z + 1
*
[ 3 ] 
f(z) = 17/159*z^3 - 47/159*z + 1
*
[ -11/3 ] 
f(z) = 18/143*z^3 - 60/143*z + 1
*
[ 38/9 ] 
f(z) = 9/152*z^3 - 50/171*z + 1
*
[ 4/5 ] 
f(z) = 5/144*z^3 - 49/180*z + 1
*
[ -15/4 ] 
f(z) = 16/153*z^3 - 52/255*z + 1
*
[ -8 ] 
f(z) = 3/148*z^3 - 51/296*z + 1
*
[ 6 ] 
f(z) = 4/141*z^3 - 53/282*z + 1
*
[ 6 ] 
f(z) = 4/147*z^3 - 43/294*z + 1
*
[ -4 ] 
f(z) = 13/146*z^3 - 51/292*z + 1
*
[ 5/2 ] 
f(z) = 18/145*z^3 - 51/290*z + 1
*
-6 | 0.13269143617100087418658257931212348618 | 0.021767594328216229440410976229136913709
f(z) = 1/144*z^3 - 37/12*z + 1
*
6 | 0.17341231830957780196187292474286266122 | 0.029631975125416469319734563292233227198
f(z) = 5/144*z^3 - 29/12*z + 1
*
-6 | 0.13918277727324540544927989352122326516 | 0.024401838234834636042523096260724134293
f(z) = 5/144*z^3 - 25/12*z + 1
*
6 | 0.17341775586364687213412441811252099853 | 0.028710338247800792559722069035812189735
f(z) = 7/144*z^3 - 35/12*z + 1
*
-6 | 0.12206933635294184888352094254519255855 | 0.020623673841492168005750742329486065041
f(z) = 7/144*z^3 - 31/12*z + 1
*
[ 6 ] 
f(z) = 11/144*z^3 - 23/12*z + 1
*
[ 6 ] 
f(z) = 13/144*z^3 - 29/12*z + 1
*
[ -6 ] 
f(z) = 13/144*z^3 - 25/12*z + 1
*
[ -6 ] 
f(z) = 17/144*z^3 - 37/12*z + 1
*
-4 | 0.098493433248500602064270810672240831655 | 0.019818336688201861531417032034698419561
f(z) = 1/144*z^3 - 31/36*z + 1
*
[ -21/2 ] 
f(z) = 4/147*z^3 - 40/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 5/144*z^3 - 23/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 7/144*z^3 - 25/36*z + 1
*
[ 7 ] 
f(z) = 8/147*z^3 - 38/21*z + 1
*
[ -7 ] 
f(z) = 8/147*z^3 - 32/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 11/144*z^3 - 29/36*z + 1
*
[ 5 ] 
f(z) = 11/150*z^3 - 31/30*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 13/144*z^3 - 31/36*z + 1
*
[ 4 ] 
f(z) = 13/144*z^3 - 25/36*z + 1
*
[ -5 ] 
f(z) = 13/150*z^3 - 29/30*z + 1
*
[ -21/4 ] 
f(z) = 16/147*z^3 - 38/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 17/144*z^3 - 35/36*z + 1
*
[ -4 ] 
f(z) = 17/144*z^3 - 23/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015702848037663112512198494784961702776
f(z) = 19/144*z^3 - 37/36*z + 1
*
[ -4 ] 
f(z) = 19/144*z^3 - 31/36*z + 1
*
[ 21/2 ] 
f(z) = 2/147*z^3 - 25/42*z + 1
*
[ 2/3 ] 
f(z) = 3/152*z^3 - 29/57*z + 1
*
[ -6 ] 
f(z) = 7/152*z^3 - 28/57*z + 1
*
[ 21/4 ] 
f(z) = 8/147*z^3 - 29/42*z + 1
*
[ 2/3 ] 
f(z) = 15/152*z^3 - 31/57*z + 1
*
[ 3 ] 
f(z) = 19/144*z^3 - 25/48*z + 1
*
[ 3 ] 
f(z) = 19/153*z^3 - 23/51*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.018518518518518518518518518518518518519
f(z) = 1/140*z^3 - 37/70*z + 1
*
[ 14 ] 
f(z) = 1/140*z^3 - 33/70*z + 1
*
[ -14 ] 
f(z) = 1/140*z^3 - 23/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018518518518518518518518518518518518518
f(z) = 1/148*z^3 - 39/74*z + 1
*
[ 6 ] 
f(z) = 5/156*z^3 - 25/78*z + 1
*
[ -6 ] 
f(z) = 7/156*z^3 - 35/78*z + 1
*
[ 2/3 ] 
f(z) = 9/140*z^3 - 37/70*z + 1
*
[ 2/3 ] 
f(z) = 9/148*z^3 - 39/74*z + 1
*
[ 4 ] 
f(z) = 11/152*z^3 - 31/76*z + 1
*
[ -4 ] 
f(z) = 15/152*z^3 - 25/76*z + 1
*
[ 7/2 ] 
f(z) = 13/147*z^3 - 31/84*z + 1
*
[ -7/2 ] 
f(z) = 19/147*z^3 - 25/84*z + 1
*
[ 6 ] 
f(z) = 5/153*z^3 - 35/102*z + 1
*
[ 3/4 ] 
f(z) = 8/153*z^3 - 37/102*z + 1
*
[ -14 ] 
f(z) = 1/152*z^3 - 29/133*z + 1
*
[ -38/7 ] 
f(z) = 7/152*z^3 - 23/133*z + 1
*
-42/11 | 0.20952387348743864093489982328391753073 | 0.028438132620101171953507012404300896820
f(z) = 11/144*z^3 - 37/132*z + 1
*
-12/11 | 0.21781773568605203574263599046912944074 | 0.029563837052780782496654190732658038096
f(z) = 11/144*z^3 - 23/132*z + 1
*
[ 5/2 ] 
f(z) = 19/150*z^3 - 23/120*z + 1
*
-7 | 0.13115350555444096933711441393812425948 | 0.026540468600961380473851583963718274304
f(z) = 1/140*z^3 - 29/140*z + 1
*
[ 13 ] 
f(z) = 1/143*z^3 - 37/143*z + 1
*
[ -14 ] 
f(z) = 1/154*z^3 - 31/154*z + 1
*
[ 13 ] 
f(z) = 1/156*z^3 - 25/156*z + 1
*
[ 9 ] 
f(z) = 2/153*z^3 - 26/153*z + 1
*
[ 7 ] 
f(z) = 3/140*z^3 - 27/140*z + 1
*
[ -8 ] 
f(z) = 3/152*z^3 - 21/152*z + 1
*
[ 5 ] 
f(z) = 6/145*z^3 - 34/145*z + 1
*
[ 5 ] 
f(z) = 6/155*z^3 - 26/155*z + 1
*
[ -5 ] 
f(z) = 8/145*z^3 - 26/145*z + 1
*
[ 4 ] 
f(z) = 9/140*z^3 - 39/140*z + 1
*
[ 4 ] 
f(z) = 9/148*z^3 - 33/148*z + 1
*
[ -5 ] 
f(z) = 9/155*z^3 - 39/155*z + 1
*
[ -4 ] 
f(z) = 13/140*z^3 - 33/140*z + 1
*
[ 3 ] 
f(z) = 13/141*z^3 - 23/141*z + 1
*
[ 12/13 ] 
f(z) = 13/144*z^3 - 25/156*z + 1
*
[ -4 ] 
f(z) = 13/148*z^3 - 23/148*z + 1
*
[ 3 ] 
f(z) = 14/141*z^3 - 32/141*z + 1
*
[ 11/4 ] 
f(z) = 16/143*z^3 - 30/143*z + 1
*
[ 3 ] 
f(z) = 16/159*z^3 - 38/159*z + 1
*
[ 38/3 ] 
f(z) = 1/152*z^3 - 23/171*z + 1
*
[ 7/8 ] 
f(z) = 8/147*z^3 - 31/168*z + 1
*
[ 7/3 ] 
f(z) = 19/147*z^3 - 25/189*z + 1
*
[ 38/11 ] 
f(z) = 11/152*z^3 - 32/209*z + 1
*
[ -36/7 ] 
f(z) = 7/144*z^3 - 23/252*z + 1
*
[ 10/3 ] 
f(z) = 11/150*z^3 - 31/270*z + 1
*
[ -10/3 ] 
f(z) = 19/150*z^3 - 29/270*z + 1
*
-6 | 0.16981361032113229331955324475350133435 | 0.029877932090789848000562650552075041843
f(z) = 1/147*z^3 - 23/294*z + 1
*
[ -6 ] 
f(z) = 5/141*z^3 - 31/282*z + 1
*
[ -11/2 ] 
f(z) = 6/143*z^3 - 25/286*z + 1
*
[ -10/3 ] 
f(z) = 18/145*z^3 - 23/290*z + 1
*
-12 | 0.057804089223755798679261727823258398149 | 0.010869271338492678057694952987224947850
f(z) = 1/144*z^3 - 17/12*z + 1
*
-6 | 0.12777294714057140858644479687170595540 | 0.025302295146067825016997432420352325494
f(z) = 1/144*z^3 - 13/12*z + 1
*
-12 | 0.12206933635294184888352094254519255855 | 0.024562157367834358761054629922859568541
f(z) = 1/144*z^3 - 5/12*z + 1
*
[ 12 ] 
f(z) = 1/144*z^3 - 1/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 1/152*z^3 - 10/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 3/152*z^3 - 11/19*z + 1
*
[ 6 ] 
f(z) = 5/144*z^3 - 5/12*z + 1
*
[ -6 ] 
f(z) = 5/144*z^3 - 1/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 5/152*z^3 - 12/19*z + 1
*
[ 6 ] 
f(z) = 7/144*z^3 - 11/12*z + 1
*
[ -6 ] 
f(z) = 7/144*z^3 - 7/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 7/152*z^3 - 13/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 9/152*z^3 - 14/19*z + 1
*
[ 2/3 ] 
f(z) = 9/152*z^3 - 10/19*z + 1
*
[ -6 ] 
f(z) = 11/144*z^3 - 19/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 11/152*z^3 - 15/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 13/152*z^3 - 16/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 15/152*z^3 - 17/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018518518518518518518518518518518518519
f(z) = 17/152*z^3 - 18/19*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015789419082112714113469680012813402507
f(z) = 1/144*z^3 - 19/36*z + 1
*
[ 15 ] 
f(z) = 1/150*z^3 - 17/30*z + 1
*
[ -15 ] 
f(z) = 1/150*z^3 - 13/30*z + 1
*
[ 7 ] 
f(z) = 4/147*z^3 - 10/21*z + 1
*
[ -7 ] 
f(z) = 4/147*z^3 - 4/21*z + 1
*
[ 7 ] 
f(z) = 5/147*z^3 - 17/21*z + 1
*
[ -7 ] 
f(z) = 5/147*z^3 - 11/21*z + 1
*
[ 4 ] 
f(z) = 7/144*z^3 - 1/36*z + 1
*
[ 5 ] 
f(z) = 7/150*z^3 - 11/30*z + 1
*
[ 4 ] 
f(z) = 11/144*z^3 - 17/36*z + 1
*
[ -5 ] 
f(z) = 11/150*z^3 - 19/30*z + 1
*
[ -4 ] 
f(z) = 13/144*z^3 - 7/36*z + 1
*
[ 7/2 ] 
f(z) = 16/147*z^3 - 13/21*z + 1
*
[ -7/2 ] 
f(z) = 16/147*z^3 - 1/21*z + 1
*
[ 2 ] 
f(z) = 19/144*z^3 - 1/36*z + 1
*
[ 14 ] 
f(z) = 1/147*z^3 - 17/42*z + 1
*
[ -14 ] 
f(z) = 1/147*z^3 - 11/42*z + 1
*
[ -21/2 ] 
f(z) = 2/147*z^3 - 17/42*z + 1
*
[ 6 ] 
f(z) = 5/152*z^3 - 20/57*z + 1
*
[ -6 ] 
f(z) = 5/152*z^3 - 1/57*z + 1
*
[ -21/4 ] 
f(z) = 8/147*z^3 - 13/42*z + 1
*
[ 7/2 ] 
f(z) = 10/147*z^3 - 5/42*z + 1
*
[ 3 ] 
f(z) = 11/144*z^3 - 1/48*z + 1
*
[ 3 ] 
f(z) = 13/144*z^3 - 7/48*z + 1
*
[ 3 ] 
f(z) = 13/153*z^3 - 5/51*z + 1
*
[ 3 ] 
f(z) = 14/153*z^3 - 8/51*z + 1
*
[ 3/4 ] 
f(z) = 16/153*z^3 - 20/51*z + 1
*
[ 3 ] 
f(z) = 16/153*z^3 - 14/51*z + 1
*
[ 3 ] 
f(z) = 17/144*z^3 - 19/48*z + 1
*
-6/5 | 0.15187374213875852248723870797530714447 | 0.023083742700312224180238890606277244185
f(z) = 5/144*z^3 - 13/60*z + 1
*
[ -14/3 ] 
f(z) = 9/140*z^3 - 13/70*z + 1
*
[ 10/3 ] 
f(z) = 9/140*z^3 - 1/70*z + 1
*
[ 4 ] 
f(z) = 9/152*z^3 - 15/76*z + 1
*
[ -4 ] 
f(z) = 13/152*z^3 - 9/76*z + 1
*
[ 2 ] 
f(z) = 19/140*z^3 - 3/70*z + 1
*
[ 2 ] 
f(z) = 19/148*z^3 - 1/74*z + 1
*
[ 6/7 ] 
f(z) = 7/144*z^3 - 17/84*z + 1
*
[ 7/2 ] 
f(z) = 11/147*z^3 - 17/84*z + 1
*
[ 7/8 ] 
f(z) = 16/147*z^3 - 19/84*z + 1
*
[ 21/8 ] 
f(z) = 16/147*z^3 - 11/84*z + 1
*
[ -7/2 ] 
f(z) = 17/147*z^3 - 11/84*z + 1
*
[ 6 ] 
f(z) = 4/153*z^3 - 11/102*z + 1
*
[ -6 ] 
f(z) = 5/153*z^3 - 1/102*z + 1
*
[ 24/5 ] 
f(z) = 5/144*z^3 - 1/120*z + 1
*
[ -14/3 ] 
f(z) = 9/152*z^3 - 10/133*z + 1
*
[ 12/11 ] 
f(z) = 11/144*z^3 - 1/132*z + 1
*
[ 5/2 ] 
f(z) = 17/150*z^3 - 13/120*z + 1
*
[ -13 ] 
f(z) = 1/143*z^3 - 15/143*z + 1
*
[ 7 ] 
f(z) = 3/154*z^3 - 15/154*z + 1
*
[ -5 ] 
f(z) = 7/145*z^3 - 1/145*z + 1
*
[ 4 ] 
f(z) = 7/148*z^3 - 1/148*z + 1
*
[ -5 ] 
f(z) = 8/155*z^3 - 14/155*z + 1
*
[ 11/3 ] 
f(z) = 9/143*z^3 - 17/143*z + 1
*
[ -4 ] 
f(z) = 11/140*z^3 - 1/140*z + 1
*
[ 3 ] 
f(z) = 11/141*z^3 - 5/141*z + 1
*
[ 3 ] 
f(z) = 11/147*z^3 - 1/147*z + 1
*
[ 3 ] 
f(z) = 13/147*z^3 - 19/147*z + 1
*
[ 3 ] 
f(z) = 13/150*z^3 - 17/150*z + 1
*
[ 3 ] 
f(z) = 13/159*z^3 - 11/159*z + 1
*
[ 3 ] 
f(z) = 14/159*z^3 - 20/159*z + 1
*
[ 5/2 ] 
f(z) = 16/145*z^3 - 13/145*z + 1
*
[ 5/2 ] 
f(z) = 16/155*z^3 - 7/155*z + 1
*
[ 2 ] 
f(z) = 19/142*z^3 - 5/142*z + 1
*
[ 2 ] 
f(z) = 19/146*z^3 - 3/146*z + 1
*
[ 2 ] 
f(z) = 19/150*z^3 - 1/150*z + 1
*
[ 7/3 ] 
f(z) = 16/147*z^3 - 4/189*z + 1
*
[ 7/6 ] 
f(z) = 16/147*z^3 - 1/189*z + 1
*
[ 7/3 ] 
f(z) = 17/147*z^3 - 11/189*z + 1
*
[ 12 ] 
f(z) = 1/153*z^3 - 5/204*z + 1
*
[ 30/7 ] 
f(z) = 7/150*z^3 - 19/210*z + 1
*
[ 12 ] 
f(z) = 1/152*z^3 - 7/228*z + 1
*
[ -6 ] 
f(z) = 5/148*z^3 - 11/222*z + 1
*
[ 38/13 ] 
f(z) = 13/152*z^3 - 18/247*z + 1
*
[ -6 ] 
f(z) = 5/147*z^3 - 17/294*z + 1
*
[ 4 ] 
f(z) = 7/142*z^3 - 11/284*z + 1
*
[ 4 ] 
f(z) = 7/146*z^3 - 5/292*z + 1
*
[ 5/2 ] 
f(z) = 14/145*z^3 - 1/290*z + 1
*
[ 38/15 ] 
f(z) = 15/152*z^3 - 8/285*z + 1
*
[ 13/6 ] 
f(z) = 18/143*z^3 - 15/286*z + 1
*
[ 2 ] 
f(z) = 18/143*z^3 - 1/286*z + 1
*
[ 2 ] 
f(z) = 19/141*z^3 - 11/282*z + 1
*
[ 2 ] 
f(z) = 19/143*z^3 - 9/286*z + 1
*
[ 2 ] 
f(z) = 19/145*z^3 - 7/290*z + 1
*
[ 2 ] 
f(z) = 19/147*z^3 - 5/294*z + 1
*
[ 2 ] 
f(z) = 19/149*z^3 - 3/298*z + 1
*
[ -12 ] 
f(z) = 1/144*z^3 + 1/12*z + 1
*
[ 6 ] 
f(z) = 1/144*z^3 + 7/12*z + 1
*
[ 2 ] 
f(z) = 1/152*z^3 + 9/19*z + 1
*
[ 2 ] 
f(z) = 3/152*z^3 + 8/19*z + 1
*
[ 2 ] 
f(z) = 5/152*z^3 + 7/19*z + 1
*
[ 2 ] 
f(z) = 7/152*z^3 + 6/19*z + 1
*
[ 2 ] 
f(z) = 9/152*z^3 + 5/19*z + 1
*
[ 2 ] 
f(z) = 11/152*z^3 + 4/19*z + 1
*
[ 2 ] 
f(z) = 13/152*z^3 + 3/19*z + 1
*
[ 2 ] 
f(z) = 15/152*z^3 + 2/19*z + 1
*
[ 2 ] 
f(z) = 17/152*z^3 + 1/19*z + 1
*
[ 2 ] 
f(z) = 1/144*z^3 + 17/36*z + 1
*
[ 7 ] 
f(z) = 1/147*z^3 + 11/21*z + 1
*
[ 10 ] 
f(z) = 1/150*z^3 + 7/30*z + 1
*
[ -10 ] 
f(z) = 1/150*z^3 + 13/30*z + 1
*
[ 5 ] 
f(z) = 1/150*z^3 + 19/30*z + 1
*
[ 7 ] 
f(z) = 2/147*z^3 + 4/21*z + 1
*
[ -7 ] 
f(z) = 2/147*z^3 + 10/21*z + 1
*
[ 7/2 ] 
f(z) = 4/147*z^3 + 8/21*z + 1
*
[ 4 ] 
f(z) = 5/144*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 5/144*z^3 + 13/36*z + 1
*
[ 2 ] 
f(z) = 7/144*z^3 + 11/36*z + 1
*
[ -5 ] 
f(z) = 7/150*z^3 + 1/30*z + 1
*
[ 7/2 ] 
f(z) = 8/147*z^3 + 1/21*z + 1
*
[ -4 ] 
f(z) = 11/144*z^3 + 1/36*z + 1
*
[ 2 ] 
f(z) = 11/144*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 13/144*z^3 + 5/36*z + 1
*
[ 7/4 ] 
f(z) = 16/147*z^3 + 2/21*z + 1
*
[ 2 ] 
f(z) = 17/144*z^3 + 1/36*z + 1
*
[ 6 ] 
f(z) = 3/152*z^3 + 7/57*z + 1
*
[ 3/2 ] 
f(z) = 4/153*z^3 + 14/51*z + 1
*
[ 3 ] 
f(z) = 5/144*z^3 + 17/48*z + 1
*
[ 3 ] 
f(z) = 5/153*z^3 + 19/51*z + 1
*
[ 3 ] 
f(z) = 7/144*z^3 + 11/48*z + 1
*
[ 3 ] 
f(z) = 7/153*z^3 + 13/51*z + 1
*
[ 7/4 ] 
f(z) = 8/147*z^3 + 11/42*z + 1
*
[ 3 ] 
f(z) = 8/153*z^3 + 10/51*z + 1
*
[ 3/2 ] 
f(z) = 8/153*z^3 + 11/51*z + 1
*
[ 3 ] 
f(z) = 10/153*z^3 + 4/51*z + 1
*
[ 3 ] 
f(z) = 11/153*z^3 + 1/51*z + 1
*
[ 3/2 ] 
f(z) = 16/153*z^3 + 5/51*z + 1
*
[ 10 ] 
f(z) = 1/140*z^3 + 13/70*z + 1
*
[ 6/5 ] 
f(z) = 5/144*z^3 + 7/60*z + 1
*
[ 4 ] 
f(z) = 5/152*z^3 + 17/76*z + 1
*
[ -6 ] 
f(z) = 5/156*z^3 + 1/78*z + 1
*
[ 4 ] 
f(z) = 7/152*z^3 + 1/76*z + 1
*
[ 2 ] 
f(z) = 9/140*z^3 + 17/70*z + 1
*
[ 2 ] 
f(z) = 9/148*z^3 + 19/74*z + 1
*
[ 4/3 ] 
f(z) = 9/152*z^3 + 11/76*z + 1
*
[ 2 ] 
f(z) = 11/140*z^3 + 13/70*z + 1
*
[ 2 ] 
f(z) = 11/148*z^3 + 15/74*z + 1
*
[ -4 ] 
f(z) = 11/152*z^3 + 7/76*z + 1
*
[ 2 ] 
f(z) = 11/156*z^3 + 17/78*z + 1
*
[ 2 ] 
f(z) = 13/140*z^3 + 9/70*z + 1
*
[ 2 ] 
f(z) = 13/148*z^3 + 11/74*z + 1
*
[ 2 ] 
f(z) = 15/148*z^3 + 7/74*z + 1
*
[ 2 ] 
f(z) = 17/140*z^3 + 1/70*z + 1
*
[ 2 ] 
f(z) = 17/148*z^3 + 3/74*z + 1
*
[ 2 ] 
f(z) = 17/156*z^3 + 5/78*z + 1
*
[ 2 ] 
f(z) = 19/156*z^3 + 1/78*z + 1
*
[ 21/2 ] 
f(z) = 1/147*z^3 + 13/84*z + 1
*
[ 21/4 ] 
f(z) = 4/147*z^3 + 5/84*z + 1
*
-6/7 | 0.18542405871481871273596637324411581006 | 0.026811953961449378192154371223493363118
f(z) = 7/144*z^3 + 11/84*z + 1
*
[ 10/3 ] 
f(z) = 9/152*z^3 + 4/95*z + 1
*
[ 21/5 ] 
f(z) = 5/147*z^3 + 17/105*z + 1
*
[ -21/5 ] 
f(z) = 10/147*z^3 + 4/105*z + 1
*
[ 7/5 ] 
f(z) = 10/147*z^3 + 16/105*z + 1
*
[ 3/2 ] 
f(z) = 10/153*z^3 + 19/102*z + 1
*
[ 3/2 ] 
f(z) = 14/153*z^3 + 13/102*z + 1
*
[ 5/2 ] 
f(z) = 11/150*z^3 + 17/120*z + 1
*
[ 5/2 ] 
f(z) = 13/150*z^3 + 7/120*z + 1
*
-4 | 0.11331935839027603571673853134733115726 | 0.022931517236417265743743887185304093228
f(z) = 1/140*z^3 + 19/140*z + 1
*
[ 11 ] 
f(z) = 1/143*z^3 + 9/143*z + 1
*
[ 11 ] 
f(z) = 1/154*z^3 + 19/154*z + 1
*
[ -9 ] 
f(z) = 2/153*z^3 + 8/153*z + 1
*
[ -7 ] 
f(z) = 3/140*z^3 + 13/140*z + 1
*
[ 5 ] 
f(z) = 4/145*z^3 + 16/145*z + 1
*
[ -5 ] 
f(z) = 7/155*z^3 + 11/155*z + 1
*
[ 4 ] 
f(z) = 7/156*z^3 + 5/156*z + 1
*
-7/3 | 0.11994255967601307429534247922068995414 | 0.024271800631960853325572502231997245073
f(z) = 9/140*z^3 + 11/140*z + 1
*
[ 4/3 ] 
f(z) = 9/140*z^3 + 19/140*z + 1
*
[ -13/3 ] 
f(z) = 9/143*z^3 + 7/143*z + 1
*
[ 3 ] 
f(z) = 10/141*z^3 + 4/141*z + 1
*
[ 3 ] 
f(z) = 10/147*z^3 + 8/147*z + 1
*
[ 3 ] 
f(z) = 10/159*z^3 + 16/159*z + 1
*
[ -4 ] 
f(z) = 11/148*z^3 + 9/148*z + 1
*
[ 3 ] 
f(z) = 11/150*z^3 + 1/150*z + 1
*
[ 3 ] 
f(z) = 11/156*z^3 + 5/156*z + 1
*
[ -4 ] 
f(z) = 11/156*z^3 + 19/156*z + 1
*
[ 3 ] 
f(z) = 11/159*z^3 + 7/159*z + 1
*
[ 5/2 ] 
f(z) = 12/145*z^3 + 12/145*z + 1
*
[ 5/2 ] 
f(z) = 12/155*z^3 + 18/155*z + 1
*
[ 2 ] 
f(z) = 13/142*z^3 + 19/142*z + 1
*
-12/13 | 0.22091132984648103929803495090616998343 | 0.029318950032241272151074555293225842841
f(z) = 13/144*z^3 + 1/156*z + 1
*
[ 2 ] 
f(z) = 15/142*z^3 + 11/142*z + 1
*
[ 2 ] 
f(z) = 15/146*z^3 + 13/146*z + 1
*
[ 2 ] 
f(z) = 15/154*z^3 + 17/154*z + 1
*
[ 2 ] 
f(z) = 15/158*z^3 + 19/158*z + 1
*
[ 3/2 ] 
f(z) = 16/141*z^3 + 11/141*z + 1
*
[ 5/4 ] 
f(z) = 16/145*z^3 + 4/145*z + 1
*
[ 3/2 ] 
f(z) = 16/147*z^3 + 13/147*z + 1
*
[ 9/4 ] 
f(z) = 16/153*z^3 + 4/153*z + 1
*
[ 5/4 ] 
f(z) = 16/155*z^3 + 6/155*z + 1
*
[ 3/2 ] 
f(z) = 16/159*z^3 + 17/159*z + 1
*
[ 2 ] 
f(z) = 17/142*z^3 + 3/142*z + 1
*
[ 2 ] 
f(z) = 17/146*z^3 + 5/146*z + 1
*
[ 2 ] 
f(z) = 17/150*z^3 + 7/150*z + 1
*
[ 2 ] 
f(z) = 17/154*z^3 + 9/154*z + 1
*
[ 2 ] 
f(z) = 17/158*z^3 + 11/158*z + 1
*
[ 5/3 ] 
f(z) = 18/145*z^3 + 8/145*z + 1
*
[ 5/3 ] 
f(z) = 18/155*z^3 + 12/155*z + 1
*
[ 2 ] 
f(z) = 19/154*z^3 + 1/154*z + 1
*
[ 2 ] 
f(z) = 19/158*z^3 + 3/158*z + 1
*
[ -38/3 ] 
f(z) = 1/152*z^3 + 4/171*z + 1
*
[ 7/6 ] 
f(z) = 8/147*z^3 + 13/189*z + 1
*
[ 7/3 ] 
f(z) = 13/147*z^3 + 17/189*z + 1
*
[ 3/2 ] 
f(z) = 17/144*z^3 + 13/192*z + 1
*
[ 3/2 ] 
f(z) = 19/144*z^3 + 7/192*z + 1
*
[ 3/2 ] 
f(z) = 19/153*z^3 + 11/204*z + 1
*
[ 4/3 ] 
f(z) = 15/152*z^3 + 17/228*z + 1
*
-18/7 | 0.19317072718448014326979438310881258641 | 0.027932106976127049892033286857097402955
f(z) = 7/144*z^3 + 17/252*z + 1
*
[ -10/3 ] 
f(z) = 17/150*z^3 + 11/270*z + 1
*
[ 5/3 ] 
f(z) = 19/150*z^3 + 13/270*z + 1
*
[ 10/3 ] 
f(z) = 9/145*z^3 + 3/290*z + 1
*
[ -4 ] 
f(z) = 11/142*z^3 + 3/284*z + 1
*
[ -4 ] 
f(z) = 11/146*z^3 + 13/292*z + 1
*
[ 6/5 ] 
f(z) = 15/152*z^3 + 7/285*z + 1
*
[ 2 ] 
f(z) = 16/141*z^3 + 13/282*z + 1
*
[ 2 ] 
f(z) = 16/143*z^3 + 15/286*z + 1
*
[ 2 ] 
f(z) = 16/145*z^3 + 17/290*z + 1
*
[ 2 ] 
f(z) = 16/147*z^3 + 19/294*z + 1
*
[ 2 ] 
f(z) = 17/141*z^3 + 5/282*z + 1
*
[ 2 ] 
f(z) = 17/143*z^3 + 7/286*z + 1
*
[ 2 ] 
f(z) = 17/145*z^3 + 9/290*z + 1
*
[ 2 ] 
f(z) = 17/147*z^3 + 11/294*z + 1
*
[ 2 ] 
f(z) = 17/149*z^3 + 13/298*z + 1
*
[ 11/6 ] 
f(z) = 18/143*z^3 + 9/286*z + 1
*
[ 2 ] 
f(z) = 18/145*z^3 + 1/290*z + 1
*
[ 2 ] 
f(z) = 18/149*z^3 + 5/298*z + 1
*
[ 4 ] 
f(z) = 1/144*z^3 + 23/36*z + 1
*
[ -7/4 ]
f(z) = 16/147*z^3 + 26/21*z + 1
*
[ 3 ] 
f(z) = 1/144*z^3 + 29/48*z + 1
*
[ 6 ] 
f(z) = 1/152*z^3 + 34/57*z + 1
*
[ 3 ] 
f(z) = 1/153*z^3 + 31/51*z + 1
*
[ 7/2 ] 
f(z) = 2/147*z^3 + 23/42*z + 1
*
[ 3 ] 
f(z) = 2/153*z^3 + 28/51*z + 1
*
[ -6 ] 
f(z) = 3/152*z^3 + 26/57*z + 1
*
[ 3 ] 
f(z) = 4/153*z^3 + 22/51*z + 1
*
[ -10 ] 
f(z) = 1/140*z^3 + 27/70*z + 1
*
[ 2 ] 
f(z) = 1/140*z^3 + 33/70*z + 1
*
[ 8 ] 
f(z) = 1/144*z^3 + 31/72*z + 1
*
[ 2 ] 
f(z) = 1/148*z^3 + 35/74*z + 1
*
[ 2 ] 
f(z) = 1/156*z^3 + 37/78*z + 1
*
[ 2 ] 
f(z) = 3/140*z^3 + 29/70*z + 1
*
[ 2 ] 
f(z) = 3/148*z^3 + 31/74*z + 1
*
[ 4 ] 
f(z) = 3/152*z^3 + 33/76*z + 1
*
[ 12/5 ] 
f(z) = 5/144*z^3 + 23/60*z + 1
*
[ 2 ] 
f(z) = 5/148*z^3 + 27/74*z + 1
*
[ 2 ] 
f(z) = 5/156*z^3 + 29/78*z + 1
*
[ 2 ] 
f(z) = 7/148*z^3 + 23/74*z + 1
*
[ 2 ] 
f(z) = 7/156*z^3 + 25/78*z + 1
*
[ -21/2 ] 
f(z) = 1/147*z^3 + 29/84*z + 1
*
[ 10 ] 
f(z) = 1/152*z^3 + 23/95*z + 1
*
[ 7/4 ] 
f(z) = 4/147*z^3 + 29/84*z + 1
*
[ 7/2 ] 
f(z) = 5/147*z^3 + 25/84*z + 1
*
[ 12/7 ] 
f(z) = 7/144*z^3 + 23/84*z + 1
*
[ 3/2 ] 
f(z) = 2/153*z^3 + 31/102*z + 1
*
[ 6 ] 
f(z) = 2/153*z^3 + 37/102*z + 1
*
[ -6 ] 
f(z) = 4/153*z^3 + 23/102*z + 1
*
[ 7/5 ] 
f(z) = 5/147*z^3 + 23/105*z + 1
*
[ 5/2 ] 
f(z) = 7/150*z^3 + 37/120*z + 1
*
7 | 0.13791182945648596261584216739742538449 | 0.027908095661779034315777247838885031920
f(z) = 1/140*z^3 + 31/140*z + 1
*
[ -11 ] 
f(z) = 1/143*z^3 + 35/143*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = 1/156*z^3 + 23/156*z + 1
*
[ -12 ] 
f(z) = 1/156*z^3 + 25/156*z + 1
*
[ 5 ] 
f(z) = 3/140*z^3 + 37/140*z + 1
*
[ -7 ] 
f(z) = 3/154*z^3 + 29/154*z + 1
*
[ 3/2 ] 
f(z) = 4/141*z^3 + 38/141*z + 1
*
[ 9/2 ] 
f(z) = 4/153*z^3 + 38/153*z + 1
*
[ 5 ] 
f(z) = 4/155*z^3 + 24/155*z + 1
*
[ 4 ] 
f(z) = 5/148*z^3 + 31/148*z + 1
*
[ 4 ] 
f(z) = 5/156*z^3 + 37/156*z + 1
*
[ -5 ] 
f(z) = 6/145*z^3 + 24/145*z + 1
*
[ -5 ] 
f(z) = 6/155*z^3 + 36/155*z + 1
*
[ 3 ] 
f(z) = 7/141*z^3 + 31/141*z + 1
*
[ 3 ] 
f(z) = 7/150*z^3 + 37/150*z + 1
*
[ 3 ] 
f(z) = 8/141*z^3 + 22/141*z + 1
*
[ 3/2 ] 
f(z) = 8/141*z^3 + 29/141*z + 1
*
[ 5/2 ] 
f(z) = 8/145*z^3 + 37/145*z + 1
*
[ 3 ] 
f(z) = 8/147*z^3 + 26/147*z + 1
*
[ 3/2 ] 
f(z) = 8/147*z^3 + 31/147*z + 1
*
[ -9/2 ] 
f(z) = 8/153*z^3 + 25/153*z + 1
*
[ 3 ] 
f(z) = 8/159*z^3 + 34/159*z + 1
*
[ 3/2 ] 
f(z) = 8/159*z^3 + 35/159*z + 1
*
[ 2 ] 
f(z) = 9/142*z^3 + 35/142*z + 1
*
[ 5/3 ] 
f(z) = 9/145*z^3 + 33/145*z + 1
*
[ 2 ] 
f(z) = 9/146*z^3 + 37/146*z + 1
*
[ 4/3 ] 
f(z) = 9/148*z^3 + 21/148*z + 1
*
[ 8/3 ] 
f(z) = 9/152*z^3 + 31/152*z + 1
*
[ 7/3 ] 
f(z) = 9/154*z^3 + 39/154*z + 1
*
[ 5/3 ] 
f(z) = 9/155*z^3 + 37/155*z + 1
*
[ 2 ] 
f(z) = 11/142*z^3 + 27/142*z + 1
*
[ 2 ] 
f(z) = 11/146*z^3 + 29/146*z + 1
*
[ 2 ] 
f(z) = 11/150*z^3 + 31/150*z + 1
*
[ 2 ] 
f(z) = 11/158*z^3 + 35/158*z + 1
*
[ 2 ] 
f(z) = 13/146*z^3 + 21/146*z + 1
*
[ 2 ] 
f(z) = 13/150*z^3 + 23/150*z + 1
*
[ 2 ] 
f(z) = 13/154*z^3 + 25/154*z + 1
*
[ 2 ] 
f(z) = 13/158*z^3 + 27/158*z + 1
*
[ 24/7 ] 
f(z) = 7/144*z^3 + 23/168*z + 1
*
[ -38/9 ] 
f(z) = 9/152*z^3 + 31/171*z + 1
*
[ 7/4 ] 
f(z) = 10/147*z^3 + 37/168*z + 1
*
[ 10 ] 
f(z) = 1/144*z^3 + 37/180*z + 1
*
[ 7/6 ] 
f(z) = 4/147*z^3 + 20/189*z + 1
*
[ 7/3 ] 
f(z) = 10/147*z^3 + 38/189*z + 1
*
[ 3/2 ] 
f(z) = 11/144*z^3 + 31/192*z + 1
*
[ 7/3 ] 
f(z) = 11/147*z^3 + 31/189*z + 1
*
[ 3/2 ] 
f(z) = 13/144*z^3 + 25/192*z + 1
*
[ -12 ] 
f(z) = 1/153*z^3 + 29/204*z + 1
*
[ 14/5 ] 
f(z) = 10/147*z^3 + 23/210*z + 1
*
[ 3/2 ] 
f(z) = 11/153*z^3 + 35/204*z + 1
*
[ 3/2 ] 
f(z) = 13/153*z^3 + 29/204*z + 1
*
[ -12 ] 
f(z) = 1/152*z^3 + 31/228*z + 1
*
[ 6 ] 
f(z) = 3/148*z^3 + 23/222*z + 1
*
[ 5/3 ] 
f(z) = 17/150*z^3 + 23/270*z + 1
*
[ 6/5 ] 
f(z) = 5/152*z^3 + 34/285*z + 1
*
[ 13/4 ] 
f(z) = 8/143*z^3 + 29/286*z + 1
*
[ 5/4 ] 
f(z) = 8/145*z^3 + 33/290*z + 1
*
[ 4/3 ] 
f(z) = 9/142*z^3 + 39/284*z + 1
*
[ 2 ] 
f(z) = 13/141*z^3 + 37/282*z + 1
*
[ 2 ] 
f(z) = 14/141*z^3 + 29/282*z + 1
*
[ 3/2 ] 
f(z) = 14/141*z^3 + 31/282*z + 1
*
[ 2 ] 
f(z) = 14/143*z^3 + 31/286*z + 1
*
[ 2 ] 
f(z) = 14/145*z^3 + 33/290*z + 1
*
[ 2 ] 
f(z) = 14/149*z^3 + 37/298*z + 1
*
[ 2 ] 
f(z) = 15/143*z^3 + 23/286*z + 1
*
[ 2 ] 
f(z) = 15/149*z^3 + 29/298*z + 1
*
[ 2 ] 
f(z) = 16/149*z^3 + 21/298*z + 1
*
[ 4 ] 
f(z) = 1/152*z^3 + 49/76*z + 1
*
[ 6 ] 
f(z) = 1/156*z^3 + 47/78*z + 1
*
[ 7/2 ] 
f(z) = 1/147*z^3 + 53/84*z + 1
*
[ -10 ] 
f(z) = 1/152*z^3 + 42/95*z + 1
*
[ 15/2 ] 
f(z) = 1/150*z^3 + 59/120*z + 1
*
[ 9 ] 
f(z) = 1/144*z^3 + 47/144*z + 1
*
[ 9 ] 
f(z) = 1/153*z^3 + 55/153*z + 1
*
[ -11 ] 
f(z) = 1/154*z^3 + 47/154*z + 1
*
[ 4 ] 
f(z) = 3/140*z^3 + 57/140*z + 1
*
[ 2 ] 
f(z) = 3/142*z^3 + 59/142*z + 1
*
[ 5 ] 
f(z) = 3/145*z^3 + 41/145*z + 1
*
[ 5 ] 
f(z) = 3/155*z^3 + 49/155*z + 1
*
[ 3 ] 
f(z) = 4/141*z^3 + 58/141*z + 1
*
[ -11/2 ] 
f(z) = 4/143*z^3 + 48/143*z + 1
*
[ 3/2 ] 
f(z) = 4/147*z^3 + 40/147*z + 1
*
[ 3/2 ] 
f(z) = 4/159*z^3 + 44/159*z + 1
*
[ 3 ] 
f(z) = 5/141*z^3 + 49/141*z + 1
*
[ 2 ] 
f(z) = 5/142*z^3 + 51/142*z + 1
*
[ 2 ] 
f(z) = 5/146*z^3 + 53/146*z + 1
*
[ 3 ] 
f(z) = 5/147*z^3 + 53/147*z + 1
*
[ 2 ] 
f(z) = 5/154*z^3 + 57/154*z + 1
*
[ 3 ] 
f(z) = 5/156*z^3 + 59/156*z + 1
*
[ 2 ] 
f(z) = 5/158*z^3 + 59/158*z + 1
*
[ 2 ] 
f(z) = 7/142*z^3 + 43/142*z + 1
*
[ 2 ] 
f(z) = 7/146*z^3 + 45/146*z + 1
*
[ 2 ] 
f(z) = 7/150*z^3 + 47/150*z + 1
*
[ 3 ] 
f(z) = 7/156*z^3 + 41/156*z + 1
*
[ 2 ] 
f(z) = 7/158*z^3 + 51/158*z + 1
*
[ 3 ] 
f(z) = 7/159*z^3 + 43/159*z + 1
*
[ 5/2 ] 
f(z) = 8/155*z^3 + 43/155*z + 1
*
[ 2 ] 
f(z) = 9/154*z^3 + 41/154*z + 1
*
[ 2 ] 
f(z) = 9/158*z^3 + 43/158*z + 1
*
[ 21/8 ] 
f(z) = 8/147*z^3 + 41/168*z + 1
*
-4/5 | 0.091947369429910386685859370655198468414 | 0.013975354712412404187880256537199179482
f(z) = 5/144*z^3 + 41/180*z + 1
*
[ 18/5 ] 
f(z) = 5/144*z^3 + 49/180*z + 1
*
[ 3/2 ] 
f(z) = 5/144*z^3 + 49/192*z + 1
*
[ 3/2 ] 
f(z) = 7/144*z^3 + 43/192*z + 1
*
[ 7/3 ] 
f(z) = 8/147*z^3 + 52/189*z + 1
*
[ 3/2 ] 
f(z) = 5/153*z^3 + 53/204*z + 1
*
[ 10/7 ] 
f(z) = 7/150*z^3 + 43/210*z + 1
*
[ 3/2 ] 
f(z) = 7/153*z^3 + 47/204*z + 1
*
[ 21/10 ] 
f(z) = 10/147*z^3 + 47/210*z + 1
*
[ 4/3 ] 
f(z) = 3/152*z^3 + 49/228*z + 1
*
[ 21/11 ] 
f(z) = 11/147*z^3 + 47/231*z + 1
*
[ 10/3 ] 
f(z) = 7/150*z^3 + 49/270*z + 1
*
[ 24/11 ] 
f(z) = 11/144*z^3 + 47/264*z + 1
*
[ 5/3 ] 
f(z) = 11/150*z^3 + 53/270*z + 1
*
[ 21/13 ] 
f(z) = 13/147*z^3 + 41/273*z + 1
*
[ 5/3 ] 
f(z) = 13/150*z^3 + 43/270*z + 1
*
[ -6 ] 
f(z) = 4/141*z^3 + 41/282*z + 1
*
[ -6 ] 
f(z) = 4/147*z^3 + 55/294*z + 1
*
[ 4 ] 
f(z) = 5/142*z^3 + 53/284*z + 1
*
[ 4 ] 
f(z) = 5/146*z^3 + 59/292*z + 1
*
[ 8/3 ] 
f(z) = 9/140*z^3 + 47/280*z + 1
*
[ 4/3 ] 
f(z) = 9/146*z^3 + 41/292*z + 1
*
[ 8/3 ] 
f(z) = 9/148*z^3 + 57/296*z + 1
*
[ 3/2 ] 
f(z) = 10/141*z^3 + 49/282*z + 1
*
[ 3/2 ] 
f(z) = 10/147*z^3 + 53/294*z + 1
*
[ 2 ] 
f(z) = 11/141*z^3 + 53/282*z + 1
*
[ 2 ] 
f(z) = 11/145*z^3 + 57/290*z + 1
*
[ 2 ] 
f(z) = 11/147*z^3 + 59/294*z + 1
*
[ 2 ] 
f(z) = 12/143*z^3 + 47/286*z + 1
*
[ 2 ] 
f(z) = 12/145*z^3 + 49/290*z + 1
*
[ 2 ] 
f(z) = 12/149*z^3 + 53/298*z + 1
*
[ 2 ] 
f(z) = 13/145*z^3 + 41/290*z + 1
*
[ 2 ] 
f(z) = 13/147*z^3 + 43/294*z + 1
*
[ 2 ] 
f(z) = 13/149*z^3 + 45/298*z + 1
*
[ 6 ] 
f(z) = 1/153*z^3 + 61/102*z + 1
*
[ 5/2 ] 
f(z) = 1/150*z^3 + 67/120*z + 1
*
[ 7 ] 
f(z) = 1/140*z^3 + 71/140*z + 1
*
[ 2 ] 
f(z) = 1/142*z^3 + 67/142*z + 1
*
[ -9 ] 
f(z) = 1/144*z^3 + 79/144*z + 1
*
[ 2 ] 
f(z) = 1/146*z^3 + 69/146*z + 1
*
[ 2 ] 
f(z) = 1/150*z^3 + 71/150*z + 1
*
[ 8 ] 
f(z) = 1/152*z^3 + 69/152*z + 1
*
[ 2 ] 
f(z) = 1/154*z^3 + 73/154*z + 1
*
[ 2 ] 
f(z) = 1/158*z^3 + 75/158*z + 1
*
[ 3 ] 
f(z) = 2/141*z^3 + 76/141*z + 1
*
[ 5 ] 
f(z) = 2/145*z^3 + 66/145*z + 1
*
[ 5 ] 
f(z) = 2/155*z^3 + 74/155*z + 1
*
[ 2 ] 
f(z) = 3/146*z^3 + 61/146*z + 1
*
[ 4 ] 
f(z) = 3/148*z^3 + 63/148*z + 1
*
[ 2 ] 
f(z) = 3/154*z^3 + 65/154*z + 1
*
[ 2 ] 
f(z) = 3/158*z^3 + 67/158*z + 1
*
[ 5/2 ] 
f(z) = 4/145*z^3 + 62/145*z + 1
*
[ 3 ] 
f(z) = 4/147*z^3 + 62/147*z + 1
*
[ 5/2 ] 
f(z) = 4/155*z^3 + 68/155*z + 1
*
[ 3 ] 
f(z) = 4/159*z^3 + 70/159*z + 1
*
[ 3 ] 
f(z) = 5/159*z^3 + 61/159*z + 1
*
[ 7/4 ] 
f(z) = 2/147*z^3 + 65/168*z + 1
*
[ 21/4 ] 
f(z) = 2/147*z^3 + 73/168*z + 1
*
[ 3/2 ] 
f(z) = 1/144*z^3 + 61/192*z + 1
*
[ -10 ] 
f(z) = 1/144*z^3 + 73/180*z + 1
*
[ 7/3 ] 
f(z) = 5/147*z^3 + 73/189*z + 1
*
[ 3/2 ] 
f(z) = 1/153*z^3 + 65/204*z + 1
*
[ 14/3 ] 
f(z) = 3/140*z^3 + 67/210*z + 1
*
[ 14/5 ] 
f(z) = 5/147*z^3 + 79/210*z + 1
*
[ 15/7 ] 
f(z) = 7/150*z^3 + 67/210*z + 1
*
[ 18/7 ] 
f(z) = 7/144*z^3 + 73/252*z + 1
*
[ 5/3 ] 
f(z) = 7/150*z^3 + 73/270*z + 1
*
[ 10 ] 
f(z) = 1/145*z^3 + 61/290*z + 1
*
[ 13/2 ] 
f(z) = 2/143*z^3 + 73/286*z + 1
*
[ 2 ] 
f(z) = 8/141*z^3 + 77/282*z + 1
*
[ 11/4 ] 
f(z) = 8/143*z^3 + 61/286*z + 1
*
[ 2 ] 
f(z) = 8/143*z^3 + 79/286*z + 1
*
[ -4 ] 
f(z) = 9/142*z^3 + 67/284*z + 1
*
[ 2 ] 
f(z) = 9/143*z^3 + 71/286*z + 1
*
[ 2 ] 
f(z) = 9/145*z^3 + 73/290*z + 1
*
[ 2 ] 
f(z) = 9/149*z^3 + 77/298*z + 1
*
[ 2 ] 
f(z) = 10/141*z^3 + 61/282*z + 1
*
[ 2 ] 
f(z) = 10/143*z^3 + 63/286*z + 1
*
[ 2 ] 
f(z) = 10/147*z^3 + 67/294*z + 1
*
[ 2 ] 
f(z) = 10/149*z^3 + 69/298*z + 1
*
[ 2 ] 
f(z) = 11/149*z^3 + 61/298*z + 1
*
[ 5 ] 
f(z) = 1/140*z^3 + 87/140*z + 1
*
[ 4 ] 
f(z) = 1/140*z^3 + 89/140*z + 1
*
[ 3 ] 
f(z) = 1/141*z^3 + 85/141*z + 1
*
[ 5 ] 
f(z) = 1/145*z^3 + 91/145*z + 1
*
[ 3 ] 
f(z) = 1/147*z^3 + 89/147*z + 1
*
[ 4 ] 
f(z) = 1/148*z^3 + 95/148*z + 1
*
[ 6 ] 
f(z) = 1/150*z^3 + 89/150*z + 1
*
[ 3 ] 
f(z) = 1/150*z^3 + 91/150*z + 1
*
[ -9 ] 
f(z) = 1/153*z^3 + 89/153*z + 1
*
[ 7 ] 
f(z) = 1/154*z^3 + 83/154*z + 1
*
[ 5 ] 
f(z) = 1/155*z^3 + 99/155*z + 1
*
[ 3 ] 
f(z) = 1/156*z^3 + 95/156*z + 1
*
[ 3 ] 
f(z) = 1/159*z^3 + 97/159*z + 1
*
[ 3 ] 
f(z) = 2/147*z^3 + 80/147*z + 1
*
[ 3 ] 
f(z) = 2/159*z^3 + 88/159*z + 1
*
[ 7/3 ] 
f(z) = 2/147*z^3 + 94/189*z + 1
*
[ 7/3 ] 
f(z) = 4/147*z^3 + 80/189*z + 1
*
[ -6 ] 
f(z) = 3/140*z^3 + 83/210*z + 1
*
[ -6 ] 
f(z) = 3/148*z^3 + 97/222*z + 1
*
[ 3/2 ] 
f(z) = 2/141*z^3 + 85/282*z + 1
*
[ 6 ] 
f(z) = 2/141*z^3 + 91/282*z + 1
*
[ 3/2 ] 
f(z) = 2/147*z^3 + 89/294*z + 1
*
[ 2 ] 
f(z) = 6/143*z^3 + 95/286*z + 1
*
[ 2 ] 
f(z) = 6/145*z^3 + 97/290*z + 1
*
[ 5/2 ] 
f(z) = 6/145*z^3 + 99/290*z + 1
*
[ 2 ] 
f(z) = 7/141*z^3 + 85/282*z + 1
*
[ 2 ] 
f(z) = 7/143*z^3 + 87/286*z + 1
*
[ 2 ] 
f(z) = 7/145*z^3 + 89/290*z + 1
*
[ 2 ] 
f(z) = 7/149*z^3 + 93/298*z + 1
*
[ 2 ] 
f(z) = 8/145*z^3 + 81/290*z + 1
*
[ 2 ] 
f(z) = 8/147*z^3 + 83/294*z + 1
*
[ 2 ] 
f(z) = 8/149*z^3 + 85/298*z + 1
*
[ 4 ] 
f(z) = 1/156*z^3 + 101/156*z + 1
*
[ 7/3 ] 
f(z) = 1/147*z^3 + 101/189*z + 1
*
[ 5/3 ] 
f(z) = 1/150*z^3 + 103/270*z + 1
*
[ 8 ] 
f(z) = 1/140*z^3 + 117/280*z + 1
*
[ -10 ] 
f(z) = 1/145*z^3 + 119/290*z + 1
*
[ 11/2 ] 
f(z) = 2/143*z^3 + 113/286*z + 1
*
[ 6 ] 
f(z) = 2/147*z^3 + 101/294*z + 1
*
[ 4 ] 
f(z) = 3/142*z^3 + 117/284*z + 1
*
[ 2 ] 
f(z) = 3/143*z^3 + 119/286*z + 1
*
[ 2 ] 
f(z) = 4/141*z^3 + 109/282*z + 1
*
[ 2 ] 
f(z) = 4/143*z^3 + 111/286*z + 1
*
[ 2 ] 
f(z) = 4/145*z^3 + 113/290*z + 1
*
[ 2 ] 
f(z) = 4/147*z^3 + 115/294*z + 1
*
[ 2 ] 
f(z) = 4/149*z^3 + 117/298*z + 1
*
[ 2 ] 
f(z) = 5/141*z^3 + 101/282*z + 1
*
[ 2 ] 
f(z) = 5/143*z^3 + 103/286*z + 1
*
[ 2 ] 
f(z) = 5/147*z^3 + 107/294*z + 1
*
[ 2 ] 
f(z) = 5/149*z^3 + 109/298*z + 1
*
[ 2 ] 
f(z) = 6/149*z^3 + 101/298*z + 1
*
[ 6 ] 
f(z) = 1/140*z^3 + 121/210*z + 1
*
[ 6 ] 
f(z) = 1/148*z^3 + 131/222*z + 1
*
[ 2 ] 
f(z) = 1/141*z^3 + 133/282*z + 1
*
[ 2 ] 
f(z) = 1/143*z^3 + 135/286*z + 1
*
[ 2 ] 
f(z) = 1/145*z^3 + 137/290*z + 1
*
[ 2 ] 
f(z) = 1/147*z^3 + 139/294*z + 1
*
[ 8 ] 
f(z) = 1/148*z^3 + 131/296*z + 1
*
[ 2 ] 
f(z) = 2/141*z^3 + 125/282*z + 1
*
[ 2 ] 
f(z) = 2/143*z^3 + 127/286*z + 1
*
[ 2 ] 
f(z) = 2/145*z^3 + 129/290*z + 1
*
[ 2 ] 
f(z) = 2/147*z^3 + 131/294*z + 1
*
[ 2 ] 
f(z) = 2/149*z^3 + 133/298*z + 1
*
[ 2 ] 
f(z) = 3/145*z^3 + 121/290*z + 1
*
[ 4 ] 
f(z) = 3/146*z^3 + 123/292*z + 1
*
[ 2 ] 
f(z) = 3/149*z^3 + 125/298*z + 1
*
[ 10/3 ] 
f(z) = 3/152*z^3 + 137/285*z + 1
*
[ 2 ] 
f(z) = 1/149*z^3 + 141/298*z + 1
*
[ 5/2 ] 
f(z) = 2/145*z^3 + 149/290*z + 1
*
[ 10/3 ] 
f(z) = 1/150*z^3 + 169/270*z + 1
*
[ 6 ] 
f(z) = 1/141*z^3 + 163/282*z + 1
*
[ 6 ] 
f(z) = 1/147*z^3 + 173/294*z + 1
*
[ 4 ] 
f(z) = 1/142*z^3 + 181/284*z + 1
*
[ 4 ] 
f(z) = 1/146*z^3 + 187/292*z + 1
*
[ -1 ]
f(z) = 2/141*z^3 + 280/141*z + 1
*
[ 26 ] 
f(z) = 3/169*z^3 - 287/26*z + 1
*
[ -26 ] 
f(z) = 3/169*z^3 - 285/26*z + 1
*
-14 | 0.17015089140139401804328400640392503641 | 0.021966664853264253801671497446347145148
f(z) = 11/168*z^3 - 289/21*z + 1
*
[ 14 ] 
f(z) = 13/168*z^3 - 299/21*z + 1
*
[ -14 ] 
f(z) = 13/168*z^3 - 296/21*z + 1
*
[ 10 ] 
f(z) = 13/160*z^3 - 289/40*z + 1
*
[ -10 ] 
f(z) = 13/160*z^3 - 281/40*z + 1
*
4 | 0.15418472040759566840866386721202017116 | 0.019870153001582958157523855031521343984
f(z) = 3/160*z^3 - 293/60*z + 1
*
[ 39/4 ] 
f(z) = 8/169*z^3 - 281/78*z + 1
*
5/2 | 0.21644975532143383368913605755437923549 | 0.029692910846812216399055125715811913850
f(z) = 8/175*z^3 - 293/70*z + 1
*
35/4 | 0.19241960584379486043981631506820315123 | 0.026522765127368527144178634327301549811
f(z) = 8/175*z^3 - 283/70*z + 1
*
[ 10 ] 
f(z) = 9/175*z^3 - 297/70*z + 1
*
[ -10 ] 
f(z) = 9/175*z^3 - 283/70*z + 1
*
3/2 | 0.21373542509729003461608805082939576296 | 0.027277552605715172298613285492383947367
f(z) = 17/162*z^3 - 281/72*z + 1
*
[ -16 ] 
f(z) = 3/160*z^3 - 299/80*z + 1
*
3 | 0.17084410114838929071144435748021183169 | 0.021725798281396953299822859113748707236
f(z) = 5/162*z^3 - 289/90*z + 1
*
[ 12 ] 
f(z) = 5/168*z^3 - 283/84*z + 1
*
[ -15 ] 
f(z) = 3/175*z^3 - 293/105*z + 1
*
-5 | 0.21497818128973282362460088999323208837 | 0.029409256730990140920472414241536985494
f(z) = 12/175*z^3 - 299/105*z + 1
*
[ -15/2 ] 
f(z) = 12/175*z^3 - 286/105*z + 1
*
6 | 0.24440228031802746826647328671072241734 | 0.028656362987294007941227893194698265806
f(z) = 13/162*z^3 - 281/117*z + 1
*
[ 6 ] 
f(z) = 16/171*z^3 - 289/114*z + 1
*
38/3 | 0.13321883568503646747208970057367987234 | 0.018834123539244958241784921530589078296
f(z) = 3/176*z^3 - 295/132*z + 1
*
-6 | 0.16034616210536920228355323439404583380 | 0.022735361428029628558111001280201825644
f(z) = 7/160*z^3 - 289/120*z + 1
*
3 | 0.093391131232394642832446202471428111644 | 0.011876306321306113982766078430400926884
f(z) = 7/162*z^3 - 289/126*z + 1
*
-6 | 0.19102049326810971779381414882132113703 | 0.026954643311683563610661975481236534440
f(z) = 7/176*z^3 - 299/132*z + 1
*
2 | 0.18182324195832032552368714268204482456 | 0.025805990294237745413890663248071645879
f(z) = 9/160*z^3 - 287/120*z + 1
*
[ 6 ] 
f(z) = 15/176*z^3 - 295/132*z + 1
*
-35/2 | 0.16771623524230263621955993282753997041 | 0.022964854175057816809302282255975188938
f(z) = 1/175*z^3 - 297/140*z + 1
*
-15/8 | 0.16771698530542634314148297889782676415 | 0.022964956878831444522913655416652599490
f(z) = 16/175*z^3 - 297/140*z + 1
*
5/2 | 0.19083998943196691242380029372199681486 | 0.026330774132807503028406084478516716486
f(z) = 17/175*z^3 - 281/140*z + 1
*
5/2 | 0.19083953003715879704898147635327338916 | 0.026204282322421830720919866068878189782
f(z) = 19/175*z^3 - 291/140*z + 1
*
-7 | 0.10186523695477993171518877309202399745 | 0.017976979596062276110040057475181616736
f(z) = 1/168*z^3 - 289/168*z + 1
*
[ 21 ] 
f(z) = 1/168*z^3 - 281/168*z + 1
*
[ 15 ] 
f(z) = 2/165*z^3 - 296/165*z + 1
*
-8 | 0.091187172943904098214830780729582109632 | 0.015996504792988410643286167839374768230
f(z) = 5/168*z^3 - 299/168*z + 1
*
9 | 0.10811171798385877555553983416565851112 | 0.019033174768709556047710559941436005370
f(z) = 5/168*z^3 - 293/168*z + 1
*
3 | 0.14315223958938036670463954001083550164 | 0.025357113827275757127452928017707320056
f(z) = 7/165*z^3 - 283/165*z + 1
*
3/2 | 0.16302204604762768533304787278498621882 | 0.028700192277403000020508213912088447306
f(z) = 8/165*z^3 - 293/165*z + 1
*
5/3 | 0.068312769393195216861876119558573651559 | 0.012115727619040923457352603991939433790
f(z) = 9/160*z^3 - 281/160*z + 1
*
[ 7 ] 
f(z) = 9/175*z^3 - 291/175*z + 1
*
-5 | 0.14532893587914089183992311900647734726 | 0.025585302750912268914521971109191069675
f(z) = 13/160*z^3 - 293/160*z + 1
*
[ -11/2 ] 
f(z) = 16/165*z^3 - 289/165*z + 1
*
[ 5 ] 
f(z) = 17/160*z^3 - 297/160*z + 1
*
[ 5 ] 
f(z) = 17/165*z^3 - 293/165*z + 1
*
[ -5 ] 
f(z) = 19/160*z^3 - 283/160*z + 1
*
-3 | 0.13805795710665198177075403387678304612 | 0.024454743727070748231754502176558210084
f(z) = 19/168*z^3 - 283/168*z + 1
*
-5 | 0.17266157171425766584829719977022742703 | 0.023799353984838399030038454163731963492
f(z) = 12/175*z^3 - 283/210*z + 1
*
[ 20 ] 
f(z) = 1/176*z^3 - 291/220*z + 1
*
-22/5 | 0.15034477722954955852110672018606989446 | 0.021296447647113860498428527768995425732
f(z) = 5/176*z^3 - 291/220*z + 1
*
[ 44/5 ] 
f(z) = 5/176*z^3 - 289/220*z + 1
*
[ 6 ] 
f(z) = 9/164*z^3 - 281/246*z + 1
*
[ -6 ] 
f(z) = 11/172*z^3 - 293/258*z + 1
*
-30 | 0.16061544617190301747016831303233824352 | 0.023007493782020271667715260163415521028
f(z) = 1/160*z^3 - 269/40*z + 1
*
12/5 | 0.19290299277443401774633738337697660805 | 0.022794966604497497562647060132721354852
f(z) = 5/162*z^3 - 263/45*z + 1
*
10 | 0.13651138227246484307000216620886322425 | 0.019554687009661682958449172073240357110
f(z) = 9/160*z^3 - 269/40*z + 1
*
10 | 0.20235860446371352303297554226057594140 | 0.028956302266863497988042991077230159724
f(z) = 11/160*z^3 - 271/40*z + 1
*
[ 8 ] 
f(z) = 19/160*z^3 - 269/40*z + 1
*
[ 39/2 ] 
f(z) = 2/169*z^3 - 277/78*z + 1
*
[ -39/2 ] 
f(z) = 2/169*z^3 - 269/78*z + 1
*
20 | 0.18294568675446987011125647335717615541 | 0.025368404287711124980028346810081991695
f(z) = 2/175*z^3 - 271/70*z + 1
*
-4 | 0.12597112758232404534084269021810225327 | 0.016463380267080020504930744198477611047
f(z) = 3/160*z^3 - 263/60*z + 1
*
3/2 | 0.19617233223809110539887654099603460837 | 0.025176327593326312187908968644782822830
f(z) = 5/162*z^3 - 269/72*z + 1
*
18/7 | 0.23603878148478413797748140391041590373 | 0.027892237771569861998052795686727186223
f(z) = 7/162*z^3 - 263/63*z + 1
*
[ -39/4 ] 
f(z) = 8/169*z^3 - 265/78*z + 1
*
3/2 | 0.20007201667224063674572355138023584966 | 0.025604316279861414614028886109486321342
f(z) = 11/162*z^3 - 275/72*z + 1
*
36/5 | 0.17079255754629334694541830898743125378 | 0.021919142879275984246254584313184429299
f(z) = 5/162*z^3 - 269/90*z + 1
*
[ -12 ] 
f(z) = 5/168*z^3 - 269/84*z + 1
*
-5 | 0.16771630021918264459612736906965668507 | 0.023280514245393285917055469678798298099
f(z) = 3/175*z^3 - 269/105*z + 1
*
-42/5 | 0.22400034257567292248336597784495074294 | 0.029064294996951129116312787618341978975
f(z) = 5/168*z^3 - 278/105*z + 1
*
35/6 | 0.21510314554441234734511504277128594254 | 0.029722452831726405851825974354482477999
f(z) = 12/175*z^3 - 278/105*z + 1
*
[ -6 ] 
f(z) = 17/171*z^3 - 275/114*z + 1
*
10 | 0.089783698383067908101878188383716040553 | 0.012807375774789208722328659659147941204
f(z) = 3/160*z^3 - 277/120*z + 1
*
[ -40/3 ] 
f(z) = 3/160*z^3 - 271/120*z + 1
*
2 | 0.19636524795461396037705622938733900038 | 0.028128504007549030165028311409152773980
f(z) = 3/160*z^3 - 269/120*z + 1
*
22/3 | 0.13321888665463653414096837782009292473 | 0.019062823445782390624461691461754745733
f(z) = 3/176*z^3 - 271/132*z + 1
*
-12/7 | 0.20894167779862467794675237979148672430 | 0.027306942164127658509422340798974917116
f(z) = 7/160*z^3 - 263/140*z + 1
*
-11 | 0.13652903830364332812603559213747670477 | 0.024370964392041254279238606154045686286
f(z) = 1/165*z^3 - 271/165*z + 1
*
[ -21 ] 
f(z) = 1/168*z^3 - 265/168*z + 1
*
[ -15 ] 
f(z) = 2/165*z^3 - 274/165*z + 1
*
5 | 0.11883613073619273752550732751304215978 | 0.021269168064952043702315963954089899829
f(z) = 3/160*z^3 - 267/160*z + 1
*
11/2 | 0.13381971898865555023818530049243257150 | 0.023871645378495532352220933359438822118
f(z) = 8/165*z^3 - 272/165*z + 1
*
[ -15/2 ] 
f(z) = 8/165*z^3 - 263/165*z + 1
*
-7/2 | 0.15525299627392064450941463104348019051 | 0.027695054951610733971307755915228625878
f(z) = 12/175*z^3 - 272/175*z + 1
*
[ -6 ] 
f(z) = 13/174*z^3 - 265/174*z + 1
*
[ 5 ] 
f(z) = 16/165*z^3 - 268/165*z + 1
*
[ -5 ] 
f(z) = 19/165*z^3 - 277/165*z + 1
*
[ -5 ] 
f(z) = 19/170*z^3 - 271/170*z + 1
*
-14/3 | 0.21695625391503550135414381048658128456 | 0.028243773878611366133988015128029702780
f(z) = 5/168*z^3 - 271/189*z + 1
*
[ 14/3 ] 
f(z) = 17/168*z^3 - 268/189*z + 1
*
[ -20 ] 
f(z) = 1/176*z^3 - 269/220*z + 1
*
-10/3 | 0.20993996081499826161624059683256787536 | 0.029916605206847152063338461582854192485
f(z) = 9/176*z^3 - 279/220*z + 1
*
[ 6/13 ] 
f(z) = 13/162*z^3 - 277/234*z + 1
*
[ 6 ] 
f(z) = 9/172*z^3 - 271/258*z + 1
*
39/4 | 0.15023872434178400081869745055977280465 | 0.019113891497880427608781542180368192343
f(z) = 1/162*z^3 - 265/288*z + 1
*
8/7 | 0.19985641447959265524903795982206420588 | 0.028465179379154085676401778996675969170
f(z) = 7/160*z^3 - 261/280*z + 1
*
-35/12 | 0.11703761620105104141979490640109597448 | 0.016155982946278755767507268952242411366
f(z) = 18/175*z^3 - 269/280*z + 1
*
[ 36 ] 
f(z) = 1/162*z^3 - 253/36*z + 1
*
[ -36 ] 
f(z) = 1/162*z^3 - 251/36*z + 1
*
42 | 0.083322105315373091394372431670502190106 | 0.011009240204104007169547621881021173649
f(z) = 1/168*z^3 - 242/21*z + 1
*
[ 14 ] 
f(z) = 11/168*z^3 - 250/21*z + 1
*
[ -14 ] 
f(z) = 11/168*z^3 - 247/21*z + 1
*
8 | 0.15358028792027094397040984786197433009 | 0.022194697222136472878287999240174717451
f(z) = 13/160*z^3 - 253/40*z + 1
*
[ -8 ] 
f(z) = 19/160*z^3 - 259/40*z + 1
*
[ 10 ] 
f(z) = 8/175*z^3 - 257/70*z + 1
*
[ -10 ] 
f(z) = 8/175*z^3 - 243/70*z + 1
*
-15/2 | 0.099031023234453662152589321246192729183 | 0.012823405227432814972190364580502541397
f(z) = 11/162*z^3 - 251/72*z + 1
*
-3/2 | 0.22065938097826175548435913549490812449 | 0.028485775417177969453260093505505956394
f(z) = 17/162*z^3 - 257/72*z + 1
*
-26 | 0.17792784769912015909970424351430230313 | 0.028575732730645165102282337232407683156
f(z) = 1/170*z^3 - 253/85*z + 1
*
-9/5 | 0.11668309372174511495384152322046342168 | 0.015048014135773916445562452319270037149
f(z) = 5/162*z^3 - 259/90*z + 1
*
4 | 0.17228711012225662248950247051082932118 | 0.027887450410958105503555305036287052296
f(z) = 17/168*z^3 - 241/84*z + 1
*
-26/5 | 0.15734223420164452251736934277876217602 | 0.020789422495025407724448966682282173751
f(z) = 5/168*z^3 - 242/105*z + 1
*
-5/2 | 0.16771596458001608721324743603202927982 | 0.023546132844918688345122033658851423117
f(z) = 12/175*z^3 - 248/105*z + 1
*
[ 6 ] 
f(z) = 14/171*z^3 - 241/114*z + 1
*
[ -6 ] 
f(z) = 16/171*z^3 - 251/114*z + 1
*
21 | 0.22525446572718584257929220068875759430 | 0.029322290416619777457767286617633345140
f(z) = 1/162*z^3 - 241/126*z + 1
*
-10 | 0.15359351185374125316460071494387862517 | 0.022196608282490856092090298047765960971
f(z) = 3/160*z^3 - 253/120*z + 1
*
-10 | 0.16883556307911472727207193763766966468 | 0.024484241877059754566613891949891851340
f(z) = 3/176*z^3 - 247/132*z + 1
*
-6 | 0.17390705234780616122805519784529043042 | 0.025249470045899838250805502394796602921
f(z) = 5/176*z^3 - 245/132*z + 1
*
[ 6 ] 
f(z) = 13/160*z^3 - 251/120*z + 1
*
[ 6 ] 
f(z) = 13/176*z^3 - 241/132*z + 1
*
5 | 0.13652903830364332812603559213747670477 | 0.024621220812250695313813060960359262899
f(z) = 1/165*z^3 - 256/165*z + 1
*
7 | 0.11523829684130398804508384057774842659 | 0.021010494688991812829382922126908823398
f(z) = 1/168*z^3 - 241/168*z + 1
*
11 | 0.13325728800290785145145738363925631170 | 0.024014319855090629331012009238108627525
f(z) = 2/165*z^3 - 257/165*z + 1
*
5 | 0.16302184344659148244045138363091189225 | 0.029568141886296405598920209082406165557
f(z) = 2/165*z^3 - 248/165*z + 1
*
[ 9 ] 
f(z) = 5/171*z^3 - 253/171*z + 1
*
[ 7 ] 
f(z) = 8/161*z^3 - 254/161*z + 1
*
[ 7 ] 
f(z) = 8/175*z^3 - 242/175*z + 1
*
[ -7 ] 
f(z) = 9/161*z^3 - 257/161*z + 1
*
[ -7 ] 
f(z) = 9/175*z^3 - 241/175*z + 1
*
-11/3 | 0.14177377664385941676167874348520072120 | 0.025695511915416725055913071177923071906
f(z) = 9/176*z^3 - 249/176*z + 1
*
[ 6 ] 
f(z) = 11/174*z^3 - 251/174*z + 1
*
20/3 | 0.20021481878568234429552549321100702679 | 0.026245573332386985698333168793628760433
f(z) = 1/160*z^3 - 257/180*z + 1
*
5 | 0.19083991151422596740691582655688532759 | 0.026659151827519514021886002542698750294
f(z) = 6/175*z^3 - 257/210*z + 1
*
[ -26/3 ] 
f(z) = 5/169*z^3 - 259/234*z + 1
*
[ -20/3 ] 
f(z) = 9/176*z^3 - 247/220*z + 1
*
[ 18 ] 
f(z) = 7/162*z^3 - 235/18*z + 1
*
[ -18 ] 
f(z) = 7/162*z^3 - 233/18*z + 1
*
[ 13 ] 
f(z) = 18/169*z^3 - 222/13*z + 1
*
[ 13 ] 
f(z) = 19/169*z^3 - 235/13*z + 1
*
[ -13 ] 
f(z) = 19/169*z^3 - 233/13*z + 1
*
4/3 | 0.22518376643086771543707687330883797747 | 0.029835537094823364079330124457761297508
f(z) = 9/160*z^3 - 237/20*z + 1
*
-35/4 | 0.21223087072889433958244345867155994965 | 0.030004634236557120652770906854623063243
f(z) = 16/175*z^3 - 236/35*z + 1
*
2 | 0.17475875094402322683505303415982084297 | 0.025724534064565018699432918579213584941
f(z) = 3/160*z^3 - 223/40*z + 1
*
2 | 0.18997739063968385905194085288388433772 | 0.027891730215484679049282025886886210610
f(z) = 7/160*z^3 - 227/40*z + 1
*
[ 10 ] 
f(z) = 11/160*z^3 - 239/40*z + 1
*
8 | 0.13675672055873529305536781129697552597 | 0.020157356630917695522728044688618186551
f(z) = 11/160*z^3 - 221/40*z + 1
*
[ 8 ] 
f(z) = 17/160*z^3 - 237/40*z + 1
*
[ -8 ] 
f(z) = 17/160*z^3 - 227/40*z + 1
*
24 | 0.17123110034429733206484455181291368139 | 0.022517382378602694267623424769215714484
f(z) = 1/162*z^3 - 223/72*z + 1
*
12 | 0.20606805807619709095458100742068926568 | 0.027459662312613815112517699030335380098
f(z) = 3/160*z^3 - 227/60*z + 1
*
15/4 | 0.16771558310294891685531308582841734139 | 0.023842242533951850682166178836856206958
f(z) = 8/175*z^3 - 227/70*z + 1
*
35/6 | 0.095094647869565455357459859741616886556 | 0.013436195552411146498753512877904403711
f(z) = 18/175*z^3 - 237/70*z + 1
*
-15 | 0.20595266406472991054564598114667580451 | 0.027020197648681360150678251759439459020
f(z) = 1/162*z^3 - 227/90*z + 1
*
-18/5 | 0.13828568300378310709856754654680714553 | 0.018363461969368687903552152506283638873
f(z) = 5/168*z^3 - 233/105*z + 1
*
-35/6 | 0.18283139867917137024388151970820228816 | 0.025991088421728191204934977664645575623
f(z) = 12/175*z^3 - 227/105*z + 1
*
-18 | 0.14198651685474040151190138193302236723 | 0.020900452594266049255377075661405291305
f(z) = 1/160*z^3 - 223/120*z + 1
*
[ 21 ] 
f(z) = 1/162*z^3 - 223/126*z + 1
*
-12 | 0.090799727105866441521277438173095334679 | 0.013313711030985917139586421744003885482
f(z) = 1/176*z^3 - 229/132*z + 1
*
6 | 0.11974153010617111858983871807672110571 | 0.017649390216586958596046939860733024465
f(z) = 3/160*z^3 - 221/120*z + 1
*
10/3 | 0.13342873081137988285271204591652910837 | 0.019640744239745930481832913018362328076
f(z) = 3/176*z^3 - 223/132*z + 1
*
[ 39/8 ] 
f(z) = 16/169*z^3 - 227/156*z + 1
*
3 | 0.14315223958938036670463954001083550164 | 0.026345153376588529562112874673812463858
f(z) = 1/165*z^3 - 229/165*z + 1
*
-11 | 0.14315120597295947698245834280810093418 | 0.026387562191664047907910761540383811757
f(z) = 2/165*z^3 - 227/165*z + 1
*
-7 | 0.13805692349023109204857283667404847866 | 0.025574798523841245015203120090630150801
f(z) = 5/168*z^3 - 221/168*z + 1
*
5 | 0.13358539328776019986887828197153946172 | 0.024506411837982480810542625036696919642
f(z) = 8/165*z^3 - 233/165*z + 1
*
-3 | 0.10847691602194161953377415367433076155 | 0.019963648480909775762429690929079772893
f(z) = 13/168*z^3 - 229/168*z + 1
*
[ 19/4 ] 
f(z) = 16/171*z^3 - 226/171*z + 1
*
[ -5 ] 
f(z) = 17/160*z^3 - 233/160*z + 1
*
[ -5 ] 
f(z) = 17/165*z^3 - 227/165*z + 1
*
-12/5 | 0.22670762392863049860994128470444221427 | 0.029743168581151478660161053163711053986
f(z) = 5/162*z^3 - 227/180*z + 1
*
-60/11 | 0.21459574423319724524881743369515023491 | 0.028026781606086171676383138572314882245
f(z) = 11/162*z^3 - 235/198*z + 1
*
24/11 | 0.21459574423319724524881743369515023491 | 0.028121772568896158999267851139313645328
f(z) = 11/162*z^3 - 229/198*z + 1
*
[ -14/3 ] 
f(z) = 19/168*z^3 - 236/189*z + 1
*
-10/3 | 0.19083991151422596740691582655688532759 | 0.027129568828956854706511180881090972951
f(z) = 6/175*z^3 - 227/210*z + 1
*
[ 15/2 ] 
f(z) = 6/175*z^3 - 223/210*z + 1
*
[ -44/5 ] 
f(z) = 5/176*z^3 - 239/220*z + 1
*
[ 13 ] 
f(z) = 17/169*z^3 - 209/13*z + 1
*
[ -13 ] 
f(z) = 17/169*z^3 - 207/13*z + 1
*
[ -13 ] 
f(z) = 18/169*z^3 - 220/13*z + 1
*
-4 | 0.20953912198108785638606704808120743505 | 0.028090843561934662648148339512154473309
f(z) = 1/160*z^3 - 217/20*z + 1
*
[ 35 ] 
f(z) = 1/175*z^3 - 211/35*z + 1
*
[ -35 ] 
f(z) = 1/175*z^3 - 209/35*z + 1
*
[ 35/2 ] 
f(z) = 4/175*z^3 - 212/35*z + 1
*
[ -35/2 ] 
f(z) = 4/175*z^3 - 208/35*z + 1
*
[ 35/3 ] 
f(z) = 9/175*z^3 - 213/35*z + 1
*
[ -35/3 ] 
f(z) = 9/175*z^3 - 207/35*z + 1
*
[ 35/4 ] 
f(z) = 16/175*z^3 - 214/35*z + 1
*
[ -35/4 ] 
f(z) = 16/175*z^3 - 206/35*z + 1
*
10 | 0.17992563555340293299516631080265044865 | 0.026555854420043044235320653094740504728
f(z) = 7/160*z^3 - 219/40*z + 1
*
-10 | 0.14024348268546123224601380753898902063 | 0.020813343538594211591030432312843418056
f(z) = 7/160*z^3 - 211/40*z + 1
*
[ 13/2 ] 
f(z) = 19/169*z^3 - 203/52*z + 1
*
5 | 0.19083822575845135832048778235502813112 | 0.027451737664212170777627090090930797885
f(z) = 2/175*z^3 - 209/70*z + 1
*
-12 | 0.15968001768633126690161560169074428311 | 0.021406725170865891074406192545700658301
f(z) = 3/160*z^3 - 217/60*z + 1
*
-15/2 | 0.19155168209862972698065820546695584106 | 0.027370353388129358486580619583339113089
f(z) = 6/175*z^3 - 219/70*z + 1
*
-18/7 | 0.21799869489346864012132037443492940119 | 0.026403768456621349016383526815880446024
f(z) = 7/162*z^3 - 214/63*z + 1
*
-16 | 0.14123765571172555616201383747268821499 | 0.023514710500487903011366501503310691406
f(z) = 1/160*z^3 - 203/80*z + 1
*
[ 8 ] 
f(z) = 9/176*z^3 - 211/88*z + 1
*
4 | 0.17228744750467397235925932382533497540 | 0.028545767132383152170250471758795025526
f(z) = 13/168*z^3 - 209/84*z + 1
*
-4 | 0.17261245270890665658826881259903704681 | 0.028466122523865809059513646519119611811
f(z) = 19/168*z^3 - 215/84*z + 1
*
15 | 0.17659536175419293184256758687730405097 | 0.027500116697850237521988441384159592965
f(z) = 2/171*z^3 - 205/114*z + 1
*
5 | 0.18283142234099096646481325984978077968 | 0.026354785180598469399907919751917871971
f(z) = 3/175*z^3 - 206/105*z + 1
*
[ 10 ] 
f(z) = 5/168*z^3 - 218/105*z + 1
*
2 | 0.15074701952472462654014693892198836955 | 0.020272519582730911793767397870646459971
f(z) = 5/168*z^3 - 212/105*z + 1
*
[ 6 ] 
f(z) = 13/171*z^3 - 217/114*z + 1
*
[ -6 ] 
f(z) = 14/171*z^3 - 203/114*z + 1
*
[ -21 ] 
f(z) = 1/162*z^3 - 211/126*z + 1
*
[ 12 ] 
f(z) = 3/176*z^3 - 203/132*z + 1
*
-3 | 0.18948545958080517641789572066615303657 | 0.025196748606420209784105469903760024699
f(z) = 7/162*z^3 - 205/126*z + 1
*
[ -6 ] 
f(z) = 13/160*z^3 - 211/120*z + 1
*
[ 26/5 ] 
f(z) = 15/169*z^3 - 207/130*z + 1
*
[ 39/2 ] 
f(z) = 1/169*z^3 - 203/156*z + 1
*
5/2 | 0.18283166934145791925019401650371297875 | 0.026264027292571964122913282282462497388
f(z) = 3/175*z^3 - 211/140*z + 1
*
[ 39/4 ] 
f(z) = 4/169*z^3 - 211/156*z + 1
*
[ 20/3 ] 
f(z) = 9/175*z^3 - 201/140*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.023522257557245214941902212364348236554
f(z) = 1/168*z^3 - 211/168*z + 1
*
[ 11 ] 
f(z) = 3/176*z^3 - 203/176*z + 1
*
[ 19/2 ] 
f(z) = 4/171*z^3 - 208/171*z + 1
*
[ -9 ] 
f(z) = 5/171*z^3 - 215/171*z + 1
*
5 | 0.12545933202192977610411127538640095665 | 0.023526335605839738532646783075599468162
f(z) = 7/160*z^3 - 207/160*z + 1
*
[ -7 ] 
f(z) = 8/161*z^3 - 208/161*z + 1
*
[ 5 ] 
f(z) = 14/165*z^3 - 218/165*z + 1
*
[ -5 ] 
f(z) = 16/165*z^3 - 202/165*z + 1
*
3 | 0.11143502013041265575747214169457599001 | 0.020858863349748086525187828909362199971
f(z) = 17/168*z^3 - 209/168*z + 1
*
33/2 | 0.11233073698609728867942890248784827847 | 0.017207638039892202582356742242795792790
f(z) = 1/171*z^3 - 211/228*z + 1
*
[ 26/3 ] 
f(z) = 4/169*z^3 - 209/234*z + 1
*
-33/4 | 0.19399499504018707304230267706517894428 | 0.024680715991001850919851996518807723291
f(z) = 1/162*z^3 - 217/288*z + 1
*
[ 13 ] 
f(z) = 15/169*z^3 - 183/13*z + 1
*
[ -13 ] 
f(z) = 15/169*z^3 - 181/13*z + 1
*
[ 13 ] 
f(z) = 16/169*z^3 - 196/13*z + 1
*
[ -13 ] 
f(z) = 16/169*z^3 - 194/13*z + 1
*
[ 42 ] 
f(z) = 1/168*z^3 - 200/21*z + 1
*
[ -42 ] 
f(z) = 1/168*z^3 - 199/21*z + 1
*
[ 26 ] 
f(z) = 2/169*z^3 - 183/26*z + 1
*
[ -26 ] 
f(z) = 2/169*z^3 - 181/26*z + 1
*
[ 12 ] 
f(z) = 7/162*z^3 - 191/36*z + 1
*
[ -12 ] 
f(z) = 7/162*z^3 - 185/36*z + 1
*
[ 26/3 ] 
f(z) = 18/169*z^3 - 185/26*z + 1
*
[ 27 ] 
f(z) = 1/162*z^3 - 191/54*z + 1
*
[ -27 ] 
f(z) = 1/162*z^3 - 187/54*z + 1
*
-4 | 0.15880252179886569321863741474879454367 | 0.023921202108987355085930959464576035880
f(z) = 1/176*z^3 - 191/44*z + 1
*
18/5 | 0.23754057089316906829732137592911658458 | 0.029229237811537448713469135108610938805
f(z) = 5/162*z^3 - 188/45*z + 1
*
8 | 0.076305599622324708718247728283907001101 | 0.011494286425281041065700932276859900013
f(z) = 11/160*z^3 - 191/40*z + 1
*
[ -13/2 ] 
f(z) = 19/169*z^3 - 187/52*z + 1
*
-39/2 | 0.091362289415579354024998875266292513053 | 0.012247095614152023521571764163741226362
f(z) = 1/162*z^3 - 193/72*z + 1
*
[ 24 ] 
f(z) = 1/162*z^3 - 187/72*z + 1
*
[ -24 ] 
f(z) = 1/162*z^3 - 181/72*z + 1
*
-15/2 | 0.16771558310294891685531308582841734139 | 0.024296948255091198907117424562683226082
f(z) = 2/175*z^3 - 199/70*z + 1
*
[ 35/4 ] 
f(z) = 8/175*z^3 - 183/70*z + 1
*
-3/2 | 0.11697864164463759421816577468093710338 | 0.015817069359206064459185973875852016339
f(z) = 13/162*z^3 - 181/72*z + 1
*
[ 35/6 ] 
f(z) = 18/175*z^3 - 187/70*z + 1
*
-3/2 | 0.11134082908830970064061472895967129152 | 0.014988669217931929577817070387412022229
f(z) = 19/162*z^3 - 187/72*z + 1
*
-15 | 0.18786851116484333126341972210268361184 | 0.025218949119671356347308586595373751445
f(z) = 1/162*z^3 - 191/90*z + 1
*
48/5 | 0.084691369754518934056768511097390906548 | 0.011451400449688840449468063715903088716
f(z) = 5/162*z^3 - 181/90*z + 1
*
-16/3 | 0.14230051477279688427401831235000317446 | 0.023892612565675793992129929276894745712
f(z) = 9/160*z^3 - 193/80*z + 1
*
[ -8 ] 
f(z) = 9/176*z^3 - 189/88*z + 1
*
4 | 0.17228744750467397235925932382533497540 | 0.028927493619617601177922202139185389043
f(z) = 11/168*z^3 - 193/84*z + 1
*
-4 | 0.17228824727798386441621778865283901119 | 0.028779692399755209390406561856393296926
f(z) = 17/168*z^3 - 199/84*z + 1
*
-6 | 0.15546271441217198695086281186414017393 | 0.023418110554790388337926354902432394466
f(z) = 3/176*z^3 - 191/132*z + 1
*
[ -12 ] 
f(z) = 3/176*z^3 - 181/132*z + 1
*
[ 6 ] 
f(z) = 11/160*z^3 - 197/120*z + 1
*
[ -6 ] 
f(z) = 13/176*z^3 - 197/132*z + 1
*
[ -39/2 ] 
f(z) = 1/169*z^3 - 187/156*z + 1
*
[ 20 ] 
f(z) = 1/175*z^3 - 187/140*z + 1
*
[ 19 ] 
f(z) = 1/171*z^3 - 199/171*z + 1
*
[ -19 ] 
f(z) = 1/171*z^3 - 181/171*z + 1
*
[ -7 ] 
f(z) = 8/175*z^3 - 192/175*z + 1
*
[ 1/2 ] 
f(z) = 8/179*z^3 - 181/179*z + 1
*
[ -6 ] 
f(z) = 11/174*z^3 - 193/174*z + 1
*
[ 1/2 ] 
f(z) = 12/179*z^3 - 182/179*z + 1
*
[ 5 ] 
f(z) = 13/160*z^3 - 197/160*z + 1
*
[ 5 ] 
f(z) = 13/165*z^3 - 193/165*z + 1
*
[ 5 ] 
f(z) = 13/170*z^3 - 189/170*z + 1
*
-5/2 | 0.13652800468722243840385439493474213731 | 0.025792583123026263879723702429568782956
f(z) = 16/165*z^3 - 199/165*z + 1
*
[ 9/2 ] 
f(z) = 16/171*z^3 - 191/171*z + 1
*
[ 1/2 ] 
f(z) = 16/177*z^3 - 181/177*z + 1
*
[ 1/2 ] 
f(z) = 16/179*z^3 - 183/179*z + 1
*
[ 4 ] 
f(z) = 19/164*z^3 - 181/164*z + 1
*
[ 39/5 ] 
f(z) = 5/169*z^3 - 181/195*z + 1
*
[ 20/3 ] 
f(z) = 7/160*z^3 - 197/180*z + 1
*
[ -14/3 ] 
f(z) = 17/168*z^3 - 187/189*z + 1
*
-10/3 | 0.18782972208058758886932452670664675475 | 0.027000430546385371915925726827870680288
f(z) = 3/175*z^3 - 187/210*z + 1
*
[ 6/11 ] 
f(z) = 11/168*z^3 - 197/231*z + 1
*
-3 | 0.22387652671448425591501431500627186296 | 0.029255170201495803689653658098853209398
f(z) = 13/162*z^3 - 181/234*z + 1
*
[ 22/5 ] 
f(z) = 15/176*z^3 - 193/220*z + 1
*
[ -6 ] 
f(z) = 9/164*z^3 - 199/246*z + 1
*
[ -6 ] 
f(z) = 9/172*z^3 - 185/258*z + 1
*
[ 3/5 ] 
f(z) = 5/171*z^3 - 193/285*z + 1
*
[ 3/5 ] 
f(z) = 10/171*z^3 - 196/285*z + 1
*
[ 18 ] 
f(z) = 5/162*z^3 - 163/18*z + 1
*
[ -18 ] 
f(z) = 5/162*z^3 - 161/18*z + 1
*
[ 13 ] 
f(z) = 14/169*z^3 - 170/13*z + 1
*
[ -13 ] 
f(z) = 14/169*z^3 - 168/13*z + 1
*
-4 | 0.20792379708005991773159997147592084492 | 0.028657043819140387082626628851453395655
f(z) = 1/160*z^3 - 177/20*z + 1
*
-30 | 0.18059507343292371022344463711994771233 | 0.026704465001566539292522374398320978283
f(z) = 1/175*z^3 - 173/35*z + 1
*
-20 | 0.18845800922213965501807099921976508620 | 0.026140812129034170759004099230413337813
f(z) = 3/160*z^3 - 169/20*z + 1
*
-4/3 | 0.18903482050151518111808810158301418660 | 0.026264191507315384171427676138631266107
f(z) = 9/160*z^3 - 167/20*z + 1
*
[ -26/3 ] 
f(z) = 18/169*z^3 - 179/26*z + 1
*
22 | 0.19392510650049023804289829513310213435 | 0.029814962272042949651447766451470084719
f(z) = 1/176*z^3 - 167/44*z + 1
*
18/5 | 0.20298321587096575391095260545376658144 | 0.025235170466271960286674155254506199502
f(z) = 5/162*z^3 - 173/45*z + 1
*
22/3 | 0.15623261653769968689385718545027638011 | 0.023932846766052502738803400760954254021
f(z) = 9/176*z^3 - 171/44*z + 1
*
[ 8 ] 
f(z) = 13/160*z^3 - 173/40*z + 1
*
[ -8 ] 
f(z) = 13/160*z^3 - 163/40*z + 1
*
[ 13/2 ] 
f(z) = 17/169*z^3 - 177/52*z + 1
*
[ -13/2 ] 
f(z) = 17/169*z^3 - 161/52*z + 1
*
[ 35/2 ] 
f(z) = 2/175*z^3 - 179/70*z + 1
*
15 | 0.16771493096359519749106623882929471237 | 0.024799887499815772633626306095429941835
f(z) = 2/175*z^3 - 173/70*z + 1
*
[ -35/2 ] 
f(z) = 2/175*z^3 - 171/70*z + 1
*
4 | 0.14576231096301158217328891545978904481 | 0.020153143800359356166434780328988547301
f(z) = 3/160*z^3 - 173/60*z + 1
*
20/3 | 0.14533091563483454408941469161069013184 | 0.020192041815577545493207859565695367074
f(z) = 3/160*z^3 - 167/60*z + 1
*
[ 10 ] 
f(z) = 6/175*z^3 - 177/70*z + 1
*
[ -10 ] 
f(z) = 6/175*z^3 - 163/70*z + 1
*
-3/2 | 0.14555898254578083912346558435149973443 | 0.019771634600669493731020404055699066182
f(z) = 7/162*z^3 - 175/72*z + 1
*
[ -35/4 ] 
f(z) = 8/175*z^3 - 167/70*z + 1
*
[ -35/6 ] 
f(z) = 18/175*z^3 - 163/70*z + 1
*
12 | 0.16124986968151427643974892879647959556 | 0.027864649924625317341433275774136703192
f(z) = 1/168*z^3 - 163/84*z + 1
*
-4 | 0.17228744750467397235925932382533497540 | 0.029647783062379528355570905829383613479
f(z) = 13/168*z^3 - 167/84*z + 1
*
10 | 0.20622310766136993690313469002141563282 | 0.028400594259138468122187273587704085206
f(z) = 1/168*z^3 - 178/105*z + 1
*
[ 15 ] 
f(z) = 2/175*z^3 - 172/105*z + 1
*
10 | 0.095645218318708187024160297385985586134 | 0.014142990374030291246420788524299691440
f(z) = 3/175*z^3 - 173/105*z + 1
*
14/5 | 0.14992589673260510898500113309786585942 | 0.020830461040163595081447517942158249853
f(z) = 5/168*z^3 - 167/105*z + 1
*
[ 15/2 ] 
f(z) = 8/175*z^3 - 179/105*z + 1
*
[ 6 ] 
f(z) = 11/171*z^3 - 169/114*z + 1
*
[ -6 ] 
f(z) = 13/171*z^3 - 179/114*z + 1
*
6 | 0.14008616274828457145114308870765383730 | 0.021537508642104649179669796324764858218
f(z) = 1/160*z^3 - 167/120*z + 1
*
[ 3/7 ] 
f(z) = 7/162*z^3 - 169/126*z + 1
*
[ -20 ] 
f(z) = 1/175*z^3 - 173/140*z + 1
*
[ -39/4 ] 
f(z) = 4/169*z^3 - 179/156*z + 1
*
[ -39/8 ] 
f(z) = 16/169*z^3 - 163/156*z + 1
*
[ -11 ] 
f(z) = 3/176*z^3 - 171/176*z + 1
*
[ 1/2 ] 
f(z) = 4/161*z^3 - 162/161*z + 1
*
[ 1/2 ] 
f(z) = 4/163*z^3 - 164/163*z + 1
*
[ 1/2 ] 
f(z) = 4/165*z^3 - 166/165*z + 1
*
[ 1/2 ] 
f(z) = 4/167*z^3 - 168/167*z + 1
*
[ 1/2 ] 
f(z) = 4/169*z^3 - 170/169*z + 1
*
[ 1/2 ] 
f(z) = 4/173*z^3 - 174/173*z + 1
*
[ 1/2 ] 
f(z) = 4/175*z^3 - 176/175*z + 1
*
[ 1/2 ] 
f(z) = 4/177*z^3 - 178/177*z + 1
*
[ 1/2 ] 
f(z) = 4/179*z^3 - 180/179*z + 1
*
[ 1/2 ] 
f(z) = 8/161*z^3 - 163/161*z + 1
*
[ 1/2 ] 
f(z) = 8/163*z^3 - 165/163*z + 1
*
[ 1/2 ] 
f(z) = 8/165*z^3 - 167/165*z + 1
*
[ 1/2 ] 
f(z) = 8/167*z^3 - 169/167*z + 1
*
[ 1/2 ] 
f(z) = 8/169*z^3 - 171/169*z + 1
*
[ 1/2 ] 
f(z) = 8/171*z^3 - 173/171*z + 1
*
[ 1/2 ] 
f(z) = 8/173*z^3 - 175/173*z + 1
*
[ 1/2 ] 
f(z) = 8/175*z^3 - 177/175*z + 1
*
[ 1/2 ] 
f(z) = 8/177*z^3 - 179/177*z + 1
*
[ 1/2 ] 
f(z) = 12/161*z^3 - 164/161*z + 1
*
[ 1/2 ] 
f(z) = 12/163*z^3 - 166/163*z + 1
*
[ 1/2 ] 
f(z) = 12/167*z^3 - 170/167*z + 1
*
[ 1/2 ] 
f(z) = 12/169*z^3 - 172/169*z + 1
*
[ 1/2 ] 
f(z) = 12/173*z^3 - 176/173*z + 1
*
[ 1/2 ] 
f(z) = 12/175*z^3 - 178/175*z + 1
*
[ 1/2 ] 
f(z) = 16/161*z^3 - 165/161*z + 1
*
[ 1/2 ] 
f(z) = 16/163*z^3 - 167/163*z + 1
*
[ 1/2 ] 
f(z) = 16/165*z^3 - 169/165*z + 1
*
5/2 | 0.14315120597295947698245834280810093418 | 0.028003041458551931511382125064446477314
f(z) = 16/165*z^3 - 166/165*z + 1
*
[ 1/2 ] 
f(z) = 16/167*z^3 - 171/167*z + 1
*
[ 1/2 ] 
f(z) = 16/169*z^3 - 173/169*z + 1
*
[ 1/2 ] 
f(z) = 16/171*z^3 - 175/171*z + 1
*
[ 1/2 ] 
f(z) = 16/173*z^3 - 177/173*z + 1
*
[ 1/2 ] 
f(z) = 16/175*z^3 - 179/175*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 19/170*z^3 - 161/170*z + 1
*
[ 4 ] 
f(z) = 19/172*z^3 - 175/172*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = 19/174*z^3 - 163/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = 19/178*z^3 - 165/178*z + 1
*
[ 6/11 ] 
f(z) = 11/162*z^3 - 169/198*z + 1
*
[ 14/3 ] 
f(z) = 13/168*z^3 - 170/189*z + 1
*
[ -15/2 ] 
f(z) = 6/175*z^3 - 167/210*z + 1
*
[ 12 ] 
f(z) = 2/171*z^3 - 175/228*z + 1
*
[ 10 ] 
f(z) = 3/176*z^3 - 177/220*z + 1
*
[ 6 ] 
f(z) = 7/164*z^3 - 173/246*z + 1
*
[ 6 ] 
f(z) = 7/172*z^3 - 163/258*z + 1
*
[ 40/7 ] 
f(z) = 7/160*z^3 - 169/280*z + 1
*
[ 5/8 ] 
f(z) = 8/175*z^3 - 173/280*z + 1
*
[ 15/4 ] 
f(z) = 16/171*z^3 - 166/285*z + 1
*
[ 13 ] 
f(z) = 12/169*z^3 - 144/13*z + 1
*
[ -13 ] 
f(z) = 12/169*z^3 - 142/13*z + 1
*
[ 9 ] 
f(z) = 19/162*z^3 - 155/18*z + 1
*
[ -9 ] 
f(z) = 19/162*z^3 - 151/18*z + 1
*
2 | 0.18953001359738181053757006572768639911 | 0.026490594412491339883860731072925086919
f(z) = 5/168*z^3 - 160/21*z + 1
*
14 | 0.16442092515808616596079331069345893047 | 0.023301706454001183500836542563685606921
f(z) = 5/168*z^3 - 145/21*z + 1
*
-14 | 0.20498717031879669961991235248392473532 | 0.029137078055519222447462776206128423806
f(z) = 5/168*z^3 - 142/21*z + 1
*
26 | 0.11434741013171629134920869354173093847 | 0.017894069423871812715568405619540162874
f(z) = 1/160*z^3 - 149/40*z + 1
*
18 | 0.17039771293441802536627968516458325755 | 0.026721814235839363709695082418567451170
f(z) = 1/176*z^3 - 147/44*z + 1
*
-2 | 0.12498141660460830498075428901853926345 | 0.019684781948275995168793153958945642247
f(z) = 3/160*z^3 - 143/40*z + 1
*
-12 | 0.13321920166523138559357996342258132226 | 0.021028896734977267123574780793805388583
f(z) = 3/176*z^3 - 141/44*z + 1
*
-12/5 | 0.21685631324649420726293209056122204268 | 0.027267348015836849672376251909840824163
f(z) = 5/162*z^3 - 158/45*z + 1
*
12 | 0.14189563797344428919317954513367638584 | 0.022252111331222089869783815255861680858
f(z) = 5/176*z^3 - 147/44*z + 1
*
8 | 0.10276448445130203810803766881000666591 | 0.015950926466266416980135677690487108896
f(z) = 7/160*z^3 - 157/40*z + 1
*
-2 | 0.091709013315784387327660713502584179202 | 0.014321535205348445522927962454357745621
f(z) = 11/160*z^3 - 151/40*z + 1
*
[ 8 ] 
f(z) = 11/160*z^3 - 141/40*z + 1
*
[ 13/2 ] 
f(z) = 15/169*z^3 - 151/52*z + 1
*
-12 | 0.19038061455782582317081346516918280688 | 0.026877056382229712507680633714886189715
f(z) = 1/160*z^3 - 149/60*z + 1
*
9/2 | 0.11132978465925272120771294390449260501 | 0.015518599313945685290176329854975955207
f(z) = 1/162*z^3 - 145/72*z + 1
*
-9/2 | 0.084706555171519522521678402220740749025 | 0.011762886417287394072832855877936591165
f(z) = 5/162*z^3 - 149/72*z + 1
*
-15/2 | 0.16771635820976536327684878862686855522 | 0.025113472075913003664713410657026096038
f(z) = 8/175*z^3 - 159/70*z + 1
*
-5/3 | 0.19083822575845135832048778235502813112 | 0.028741234103540757930900278352805807372
f(z) = 18/175*z^3 - 153/70*z + 1
*
[ 8 ] 
f(z) = 7/176*z^3 - 147/88*z + 1
*
8/3 | 0.11749029386566085166713280551210720329 | 0.020527395290337093056177151636414605387
f(z) = 9/176*z^3 - 153/88*z + 1
*
-10 | 0.20622310766136993690313469002141563282 | 0.028900244311749070925372738502875237804
f(z) = 1/168*z^3 - 157/105*z + 1
*
[ -15 ] 
f(z) = 2/175*z^3 - 158/105*z + 1
*
-10 | 0.16771596458001608721324743603202927982 | 0.025283870549400937742678938287220853833
f(z) = 3/175*z^3 - 152/105*z + 1
*
[ 35/3 ] 
f(z) = 3/175*z^3 - 149/105*z + 1
*
[ -15/2 ] 
f(z) = 8/175*z^3 - 151/105*z + 1
*
[ 6 ] 
f(z) = 10/171*z^3 - 145/114*z + 1
*
[ 35/6 ] 
f(z) = 12/175*z^3 - 158/105*z + 1
*
[ 13/3 ] 
f(z) = 19/169*z^3 - 157/117*z + 1
*
-45/7 | 0.15810405734424207961381766486909177638 | 0.021835617523338758787782492121708856702
f(z) = 7/162*z^3 - 155/126*z + 1
*
[ 6 ] 
f(z) = 9/160*z^3 - 143/120*z + 1
*
[ -6 ] 
f(z) = 11/160*z^3 - 157/120*z + 1
*
[ -26/5 ] 
f(z) = 15/169*z^3 - 157/130*z + 1
*
35/2 | 0.19083953003715879704898147635327338916 | 0.028741430534730147669459269411444698180
f(z) = 1/175*z^3 - 153/140*z + 1
*
[ -20/3 ] 
f(z) = 9/175*z^3 - 159/140*z + 1
*
[ 10 ] 
f(z) = 3/170*z^3 - 147/170*z + 1
*
[ 7 ] 
f(z) = 6/161*z^3 - 156/161*z + 1
*
[ 7 ] 
f(z) = 6/175*z^3 - 144/175*z + 1
*
[ 17/3 ] 
f(z) = 9/170*z^3 - 149/170*z + 1
*
[ 5 ] 
f(z) = 11/160*z^3 - 147/160*z + 1
*
3 | 0.10847588240552072981159295647159619409 | 0.021170305420092730751651658487294007928
f(z) = 11/168*z^3 - 155/168*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 13/178*z^3 - 141/178*z + 1
*
[ -5 ] 
f(z) = 14/165*z^3 - 152/165*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 15/166*z^3 - 143/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 15/178*z^3 - 149/178*z + 1
*
[ -19/4 ] 
f(z) = 16/171*z^3 - 154/171*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = 17/162*z^3 - 149/162*z + 1
*
[ 4 ] 
f(z) = 17/164*z^3 - 149/164*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = 17/166*z^3 - 151/166*z + 1
*
[ 4 ] 
f(z) = 17/172*z^3 - 143/172*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = 17/174*z^3 - 155/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 17/178*z^3 - 157/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = 19/162*z^3 - 157/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 19/166*z^3 - 159/166*z + 1
*
[ -20/3 ] 
f(z) = 7/160*z^3 - 143/180*z + 1
*
10/3 | 0.19083887789780507768473462935415076014 | 0.027432995221166570696111070031053030909
f(z) = 6/175*z^3 - 143/210*z + 1
*
[ -26/3 ] 
f(z) = 4/169*z^3 - 155/234*z + 1
*
-36 | 0.17939612027529587015710183265496384280 | 0.025154753809629402769011578368654309732
f(z) = 1/162*z^3 - 139/18*z + 1
*
-36 | 0.14308150704104804356506859716779933338 | 0.020320003129022778816541007362982191443
f(z) = 1/162*z^3 - 127/18*z + 1
*
[ 13 ] 
f(z) = 11/169*z^3 - 131/13*z + 1
*
[ -13 ] 
f(z) = 11/169*z^3 - 129/13*z + 1
*
-9 | 0.20980879379654876529698759734065783965 | 0.029796410693516678797828903049832136628
f(z) = 13/162*z^3 - 127/18*z + 1
*
[ 9 ] 
f(z) = 17/162*z^3 - 137/18*z + 1
*
[ -9 ] 
f(z) = 17/162*z^3 - 133/18*z + 1
*
[ 20 ] 
f(z) = 3/160*z^3 - 131/20*z + 1
*
[ -20 ] 
f(z) = 3/160*z^3 - 129/20*z + 1
*
[ 12 ] 
f(z) = 5/162*z^3 - 127/36*z + 1
*
[ -12 ] 
f(z) = 5/162*z^3 - 121/36*z + 1
*
-2 | 0.17934089791970486543515362522993332702 | 0.025569298427359439998077319327887289691
f(z) = 5/168*z^3 - 139/21*z + 1
*
14 | 0.16887139950247494366425109235615681294 | 0.024475098040409327128401789249476498670
f(z) = 5/168*z^3 - 124/21*z + 1
*
28/3 | 0.19862203201366444334431318430095059127 | 0.028820779737713388962076918090623744058
f(z) = 9/160*z^3 - 123/20*z + 1
*
[ 10 ] 
f(z) = 7/160*z^3 - 139/40*z + 1
*
[ -10 ] 
f(z) = 7/160*z^3 - 131/40*z + 1
*
-6 | 0.13418110042530754926940744118662301297 | 0.021647424563754902229042291948542551158
f(z) = 7/160*z^3 - 123/40*z + 1
*
[ -8 ] 
f(z) = 11/160*z^3 - 131/40*z + 1
*
[ -13/2 ] 
f(z) = 15/169*z^3 - 135/52*z + 1
*
4 | 0.15033186028838993286829957285553339885 | 0.024253025163803752228415822796447301048
f(z) = 17/176*z^3 - 123/44*z + 1
*
-39/2 | 0.082171037364258634329937269631959124633 | 0.011750444682263899432436977017603198774
f(z) = 1/162*z^3 - 121/72*z + 1
*
[ 26/3 ] 
f(z) = 6/169*z^3 - 139/78*z + 1
*
[ -26/3 ] 
f(z) = 6/169*z^3 - 121/78*z + 1
*
-4 | 0.16061709273056308190400066238026179379 | 0.022899775925073000035179150423866061078
f(z) = 9/160*z^3 - 139/60*z + 1
*
[ -8 ] 
f(z) = 7/176*z^3 - 125/88*z + 1
*
[ -35/3 ] 
f(z) = 3/175*z^3 - 131/105*z + 1
*
[ 42/5 ] 
f(z) = 5/168*z^3 - 128/105*z + 1
*
[ -6 ] 
f(z) = 11/171*z^3 - 131/114*z + 1
*
[ -35/6 ] 
f(z) = 12/175*z^3 - 122/105*z + 1
*
[ 13/3 ] 
f(z) = 17/169*z^3 - 131/117*z + 1
*
-6 | 0.13164562320050870177626946027615771403 | 0.021129285803695579570583730967217127939
f(z) = 1/160*z^3 - 127/120*z + 1
*
-6 | 0.17390574806909872249956150384704517238 | 0.027576618551528874652014769297310736519
f(z) = 1/176*z^3 - 137/132*z + 1
*
45/7 | 0.18948480744145145705364887366703040755 | 0.026910059585883219926372769745013239889
f(z) = 7/162*z^3 - 127/126*z + 1
*
-30/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = 7/162*z^3 - 121/126*z + 1
*
[ 6 ] 
f(z) = 9/176*z^3 - 133/132*z + 1
*
[ 35/4 ] 
f(z) = 4/175*z^3 - 121/140*z + 1
*
-4 | 0.12590421317169093598182168982248764612 | 0.017932304158740863263440007195678699113
f(z) = 7/160*z^3 - 123/140*z + 1
*
[ 35/6 ] 
f(z) = 9/175*z^3 - 129/140*z + 1
*
[ 35/8 ] 
f(z) = 16/175*z^3 - 137/140*z + 1
*
-3 | 0.12950058450714648412362771138964506380 | 0.025273515783424423898373747364997569897
f(z) = 1/168*z^3 - 121/168*z + 1
*
[ 17 ] 
f(z) = 1/170*z^3 - 129/170*z + 1
*
[ -9 ] 
f(z) = 4/171*z^3 - 134/171*z + 1
*
[ -8 ] 
f(z) = 5/168*z^3 - 131/168*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 9/170*z^3 - 121/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 9/178*z^3 - 125/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = 11/162*z^3 - 125/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 11/166*z^3 - 127/166*z + 1
*
[ 5 ] 
f(z) = 11/170*z^3 - 139/170*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = 11/170*z^3 - 129/170*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.012087093219136938584644742011112825304
f(z) = 11/174*z^3 - 131/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = 11/178*z^3 - 133/178*z + 1
*
[ -5 ] 
f(z) = 13/160*z^3 - 133/160*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = 13/162*z^3 - 133/162*z + 1
*
[ -5 ] 
f(z) = 13/165*z^3 - 127/165*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = 13/166*z^3 - 135/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 13/170*z^3 - 137/170*z + 1
*
[ -5 ] 
f(z) = 13/170*z^3 - 121/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = 13/174*z^3 - 139/174*z + 1
*
[ 36/5 ] 
f(z) = 5/162*z^3 - 133/180*z + 1
*
[ -39/5 ] 
f(z) = 5/169*z^3 - 131/195*z + 1
*
-4 | 0.20683802007141938287412944108436582366 | 0.028441513914135742932719342767331913988
f(z) = 9/160*z^3 - 137/180*z + 1
*
[ 14/3 ] 
f(z) = 11/168*z^3 - 121/189*z + 1
*
[ -12 ] 
f(z) = 2/171*z^3 - 137/228*z + 1
*
[ -10 ] 
f(z) = 3/176*z^3 - 133/220*z + 1
*
-22/5 | 0.13388911642243635185466357919494193806 | 0.019747884747002052851211893257078703442
f(z) = 15/176*z^3 - 133/220*z + 1
*
[ 2/3 ] 
f(z) = 3/164*z^3 - 125/246*z + 1
*
[ 2/3 ] 
f(z) = 3/172*z^3 - 131/258*z + 1
*
[ 2/3 ] 
f(z) = 15/164*z^3 - 133/246*z + 1
*
[ 2/3 ] 
f(z) = 15/172*z^3 - 139/258*z + 1
*
[ 13/19 ] 
f(z) = 19/169*z^3 - 127/247*z + 1
*
[ 39/7 ] 
f(z) = 7/169*z^3 - 127/273*z + 1
*
[ 15/2 ] 
f(z) = 4/171*z^3 - 128/285*z + 1
*
[ 14/3 ] 
f(z) = 9/160*z^3 - 123/280*z + 1
*
[ 13 ] 
f(z) = 9/169*z^3 - 105/13*z + 1
*
[ -13 ] 
f(z) = 9/169*z^3 - 103/13*z + 1
*
[ 13 ] 
f(z) = 10/169*z^3 - 118/13*z + 1
*
[ -13 ] 
f(z) = 10/169*z^3 - 116/13*z + 1
*
-9 | 0.17222868584840260913789112677784084219 | 0.025209288118769262088556003323268423593
f(z) = 13/162*z^3 - 103/18*z + 1
*
[ 9 ] 
f(z) = 13/162*z^3 - 101/18*z + 1
*
-14 | 0.077739542581427738614453227322033122442 | 0.011348629309286287565708609206105720537
f(z) = 5/168*z^3 - 118/21*z + 1
*
[ 14 ] 
f(z) = 5/168*z^3 - 103/21*z + 1
*
6 | 0.18857233497240032445698423023434309760 | 0.028167986691881991476533885840183940734
f(z) = 17/168*z^3 - 101/21*z + 1
*
6 | 0.13698499705290940630547167247617038587 | 0.020204509568456270287560573152598521216
f(z) = 19/168*z^3 - 110/21*z + 1
*
6 | 0.099397614282095531717701031299034794593 | 0.016354633968603472993945302708263302174
f(z) = 1/160*z^3 - 109/40*z + 1
*
-14 | 0.13892131911069091754596996932282139376 | 0.022657998256789550604486103036560007721
f(z) = 1/176*z^3 - 115/44*z + 1
*
10 | 0.17926669250185293864353955176999552166 | 0.029076162677087568727664971312235200092
f(z) = 3/160*z^3 - 119/40*z + 1
*
-10 | 0.11936503831997275722525471914517177244 | 0.019581442526348935472305432268568958891
f(z) = 3/160*z^3 - 111/40*z + 1
*
8 | 0.17929044196944856131424671388056952460 | 0.029590162830850495605477002741630028634
f(z) = 7/160*z^3 - 107/40*z + 1
*
4 | 0.13321770832306135784304611499630799692 | 0.021986301321650186098107812363096670013
f(z) = 13/176*z^3 - 107/44*z + 1
*
-4 | 0.15033321090837447593377669293422979796 | 0.024735449190496380335425116421760321767
f(z) = 19/176*z^3 - 109/44*z + 1
*
-12 | 0.15731774099902519471764842773757166100 | 0.023234770888532662213339345540264809057
f(z) = 1/160*z^3 - 109/60*z + 1
*
-15/2 | 0.17123110034429733206484455181291368139 | 0.025135411958306222656921604758113396860
f(z) = 5/162*z^3 - 101/72*z + 1
*
9/2 | 0.17123110034429733206484455181291368139 | 0.025063270512746108115587217189337698607
f(z) = 7/162*z^3 - 103/72*z + 1
*
-9/2 | 0.17123110034429733206484455181291368139 | 0.024727896747261714401559452431806412782
f(z) = 17/162*z^3 - 113/72*z + 1
*
[ 9/2 ] 
f(z) = 19/162*z^3 - 115/72*z + 1
*
-2 | 0.15074761769345766008021915433262166739 | 0.022325471181679055571737064775028875291
f(z) = 5/168*z^3 - 107/105*z + 1
*
[ -42/5 ] 
f(z) = 5/168*z^3 - 103/105*z + 1
*
[ -6 ] 
f(z) = 10/171*z^3 - 107/114*z + 1
*
[ 13/3 ] 
f(z) = 16/169*z^3 - 118/117*z + 1
*
[ -13/3 ] 
f(z) = 19/169*z^3 - 103/117*z + 1
*
-10 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = 3/176*z^3 - 115/132*z + 1
*
[ -6 ] 
f(z) = 9/160*z^3 - 103/120*z + 1
*
[ 26/5 ] 
f(z) = 10/169*z^3 - 103/130*z + 1
*
[ 35/2 ] 
f(z) = 1/175*z^3 - 113/140*z + 1
*
[ 4/7 ] 
f(z) = 7/160*z^3 - 107/140*z + 1
*
-5 | 0.18283166934145791925019401650371297875 | 0.027908628804846819870221722017844535161
f(z) = 12/175*z^3 - 107/140*z + 1
*
-11 | 0.13432130454173098193316760951302377248 | 0.026306842724491341128673017217910064852
f(z) = 1/165*z^3 - 106/165*z + 1
*
[ -17 ] 
f(z) = 1/170*z^3 - 109/170*z + 1
*
[ -10 ] 
f(z) = 3/170*z^3 - 113/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = 3/178*z^3 - 101/178*z + 1
*
[ 7 ] 
f(z) = 5/161*z^3 - 107/161*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = 5/162*z^3 - 101/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = 5/166*z^3 - 103/166*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.012087167162338754707486641732577236622
f(z) = 5/174*z^3 - 107/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 5/178*z^3 - 109/178*z + 1
*
[ -7 ] 
f(z) = 6/161*z^3 - 110/161*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.013329590027601332459030268241274021295
f(z) = 7/162*z^3 - 109/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 7/166*z^3 - 111/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = 7/170*z^3 - 113/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = 7/174*z^3 - 115/174*z + 1
*
[ 6 ] 
f(z) = 7/174*z^3 - 107/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.016041367789493044744331231748402478876
f(z) = 7/178*z^3 - 117/178*z + 1
*
[ 11/2 ] 
f(z) = 8/165*z^3 - 107/165*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = 9/166*z^3 - 119/166*z + 1
*
[ 16/3 ] 
f(z) = 9/176*z^3 - 113/176*z + 1
*
[ 4 ] 
f(z) = 15/164*z^3 - 117/164*z + 1
*
[ 4 ] 
f(z) = 15/172*z^3 - 111/172*z + 1
*
[ 15/4 ] 
f(z) = 16/165*z^3 - 104/165*z + 1
*
[ -9/2 ] 
f(z) = 16/171*z^3 - 115/171*z + 1
*
-3 | 0.11808972075805159753861141753739318658 | 0.023046555602798055561229992170628607334
f(z) = 19/168*z^3 - 115/168*z + 1
*
[ 2/3 ] 
f(z) = 13/168*z^3 - 101/189*z + 1
*
[ 2/3 ] 
f(z) = 17/168*z^3 - 103/189*z + 1
*
[ 2/3 ] 
f(z) = 19/168*z^3 - 104/189*z + 1
*
[ 13/4 ] 
f(z) = 19/169*z^3 - 103/208*z + 1
*
[ 9/13 ] 
f(z) = 13/162*z^3 - 113/234*z + 1
*
3 | 0.22387587457513053655076746800714923395 | 0.029255084982879684614637276877216105547
f(z) = 13/162*z^3 - 103/234*z + 1
*
-22/5 | 0.13432157520401753093948010630853446306 | 0.019811669962743927380614249181204957609
f(z) = 15/176*z^3 - 113/220*z + 1
*
[ 13/18 ] 
f(z) = 18/169*z^3 - 103/234*z + 1
*
[ 15 ] 
f(z) = 1/171*z^3 - 109/285*z + 1
*
[ 3/4 ] 
f(z) = 5/162*z^3 - 101/288*z + 1
*
[ 3/4 ] 
f(z) = 7/162*z^3 - 103/288*z + 1
*
[ 3/4 ] 
f(z) = 11/162*z^3 - 107/288*z + 1
*
[ 3/4 ] 
f(z) = 13/162*z^3 - 109/288*z + 1
*
[ 3/4 ] 
f(z) = 17/162*z^3 - 113/288*z + 1
*
[ 3/4 ] 
f(z) = 19/162*z^3 - 115/288*z + 1
*
30 | 0.086552762652304667776710000758738805431 | 0.012781096621285497580661276424029422463
f(z) = 1/162*z^3 - 97/18*z + 1
*
-12 | 0.13180300090364564858663836540140470670 | 0.019463120966942569982625535151629800498
f(z) = 7/162*z^3 - 97/18*z + 1
*
[ 13 ] 
f(z) = 8/169*z^3 - 92/13*z + 1
*
[ -13 ] 
f(z) = 8/169*z^3 - 90/13*z + 1
*
[ 9 ] 
f(z) = 11/162*z^3 - 83/18*z + 1
*
[ -9 ] 
f(z) = 13/162*z^3 - 97/18*z + 1
*
-12 | 0.19690321814281382500622351927432762836 | 0.029761378195801587907646135962679364796
f(z) = 1/162*z^3 - 83/36*z + 1
*
30 | 0.11484447819159452315398681750907201209 | 0.017313276808090826452867428669691472994
f(z) = 1/168*z^3 - 95/21*z + 1
*
[ -14 ] 
f(z) = 5/168*z^3 - 100/21*z + 1
*
10 | 0.15104040954501932238520866446471036864 | 0.022806345014644628429855575896848713682
f(z) = 5/168*z^3 - 94/21*z + 1
*
-4/3 | 0.18946836838859943884362461201038295737 | 0.028947020131987721278483721863792524518
f(z) = 9/160*z^3 - 87/20*z + 1
*
[ 26/3 ] 
f(z) = 9/169*z^3 - 81/26*z + 1
*
6 | 0.096357113295209019356314484687532416567 | 0.014828090113472913050300216564695201618
f(z) = 13/168*z^3 - 83/21*z + 1
*
-6 | 0.19344137419745660558215311112922977807 | 0.029208678216270432029342540897827299015
f(z) = 17/168*z^3 - 94/21*z + 1
*
[ 13/2 ] 
f(z) = 18/169*z^3 - 95/26*z + 1
*
[ -13/2 ] 
f(z) = 18/169*z^3 - 87/26*z + 1
*
6 | 0.16591432622263826540662429380966401507 | 0.025260712260182484931723543149374088601
f(z) = 19/168*z^3 - 89/21*z + 1
*
-6 | 0.19286415394797871340596569487680561583 | 0.029734716764456887089348288872892070074
f(z) = 19/168*z^3 - 82/21*z + 1
*
8 | 0.11965721394391442429852850465301105265 | 0.020216144585449505178134777343396481637
f(z) = 3/160*z^3 - 93/40*z + 1
*
-6 | 0.099396821827569769200198699484434044153 | 0.016984515175455824836543018065012380556
f(z) = 3/160*z^3 - 87/40*z + 1
*
-8 | 0.15359351185374125316460071494387862517 | 0.026458215472362916099251082712732028027
f(z) = 3/160*z^3 - 83/40*z + 1
*
[ -8 ] 
f(z) = 9/160*z^3 - 99/40*z + 1
*
[ 22/3 ] 
f(z) = 9/176*z^3 - 83/44*z + 1
*
[ 13/2 ] 
f(z) = 11/169*z^3 - 99/52*z + 1
*
[ -13/2 ] 
f(z) = 11/169*z^3 - 83/52*z + 1
*
-4 | 0.13321829097355858509190752818149650655 | 0.022507295155729412905208814337830946326
f(z) = 15/176*z^3 - 93/44*z + 1
*
2 | 0.13321770832306135784304611499630799692 | 0.023045081996654207587833730096670818618
f(z) = 15/176*z^3 - 81/44*z + 1
*
2 | 0.13892131911069091754596996932282139376 | 0.023930764720293863436510851500893150474
f(z) = 17/176*z^3 - 83/44*z + 1
*
2 | 0.13321813128397470196911270483529556681 | 0.022854584692212727625418349529066311791
f(z) = 19/176*z^3 - 85/44*z + 1
*
[ -12 ] 
f(z) = 3/160*z^3 - 97/60*z + 1
*
[ 10 ] 
f(z) = 4/175*z^3 - 97/70*z + 1
*
[ -10 ] 
f(z) = 4/175*z^3 - 83/70*z + 1
*
[ 9/2 ] 
f(z) = 17/162*z^3 - 97/72*z + 1
*
[ -9/2 ] 
f(z) = 19/162*z^3 - 83/72*z + 1
*
-12/5 | 0.11653944670727988973449268485633204676 | 0.017372985378612095596965688819747130022
f(z) = 5/162*z^3 - 91/90*z + 1
*
[ 8 ] 
f(z) = 5/176*z^3 - 83/88*z + 1
*
[ 4 ] 
f(z) = 19/168*z^3 - 89/84*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 19/172*z^3 - 81/86*z + 1
*
-14/5 | 0.17641973549197415302159812179403561436 | 0.026200684041426507299814830971802823299
f(z) = 5/168*z^3 - 92/105*z + 1
*
[ 6 ] 
f(z) = 8/171*z^3 - 97/114*z + 1
*
[ 13/3 ] 
f(z) = 14/169*z^3 - 92/117*z + 1
*
-8/3 | 0.090957312792184788113441574629909847980 | 0.014732825410763459593949382558568180343
f(z) = 3/160*z^3 - 91/120*z + 1
*
[ 6 ] 
f(z) = 7/160*z^3 - 89/120*z + 1
*
[ -6 ] 
f(z) = 9/176*z^3 - 89/132*z + 1
*
[ -35/2 ] 
f(z) = 1/175*z^3 - 97/140*z + 1
*
[ -35/4 ] 
f(z) = 4/175*z^3 - 89/140*z + 1
*
[ -35/6 ] 
f(z) = 9/175*z^3 - 81/140*z + 1
*
[ 5/8 ] 
f(z) = 16/175*z^3 - 89/140*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013329718209813667820487753492334783866
f(z) = 1/162*z^3 - 85/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.016007546381907660021021899111528397910
f(z) = 1/166*z^3 - 87/166*z + 1
*
8 | 0.10021670124336607217017218517929128171 | 0.019558432035472152544908992479823104813
f(z) = 1/168*z^3 - 85/168*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 1/170*z^3 - 89/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012087293569077178048882215505190558043
f(z) = 1/174*z^3 - 91/174*z + 1
*
[ 16 ] 
f(z) = 1/176*z^3 - 91/176*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 1/178*z^3 - 93/178*z + 1
*
[ 11 ] 
f(z) = 2/165*z^3 - 92/165*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.016007673952508514101116269716588957282
f(z) = 3/166*z^3 - 95/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.016019187780252509404443122090540878327
f(z) = 3/170*z^3 - 97/170*z + 1
*
[ 15/2 ] 
f(z) = 4/165*z^3 - 82/165*z + 1
*
[ -7 ] 
f(z) = 6/175*z^3 - 94/175*z + 1
*
[ 5 ] 
f(z) = 9/160*z^3 - 97/160*z + 1
*
[ 2/3 ] 
f(z) = 9/166*z^3 - 87/166*z + 1
*
[ 2/3 ] 
f(z) = 9/178*z^3 - 93/178*z + 1
*
[ -5 ] 
f(z) = 11/160*z^3 - 83/160*z + 1
*
[ 4 ] 
f(z) = 13/164*z^3 - 85/164*z + 1
*
[ 7/2 ] 
f(z) = 16/161*z^3 - 81/161*z + 1
*
[ -4 ] 
f(z) = 19/164*z^3 - 99/164*z + 1
*
[ -4 ] 
f(z) = 19/172*z^3 - 89/172*z + 1
*
[ 2/3 ] 
f(z) = 1/168*z^3 - 95/189*z + 1
*
[ -36/5 ] 
f(z) = 5/162*z^3 - 83/180*z + 1
*
[ 2/3 ] 
f(z) = 5/168*z^3 - 97/189*z + 1
*
[ 2/3 ] 
f(z) = 11/168*z^3 - 100/189*z + 1
*
[ -14/3 ] 
f(z) = 13/168*z^3 - 89/189*z + 1
*
-10/3 | 0.19939663197437774568979530204490068089 | 0.028663168177917312912512140581108006291
f(z) = 12/175*z^3 - 97/210*z + 1
*
[ -22/5 ] 
f(z) = 15/176*z^3 - 93/220*z + 1
*
[ 13/17 ] 
f(z) = 17/169*z^3 - 81/221*z + 1
*
[ 36/7 ] 
f(z) = 7/162*z^3 - 85/252*z + 1
*
[ -6 ] 
f(z) = 7/164*z^3 - 91/246*z + 1
*
[ 14 ] 
f(z) = 1/160*z^3 - 83/280*z + 1
*
[ 3/4 ] 
f(z) = 1/162*z^3 - 97/288*z + 1
*
6 | 0.10549239325476324545003298642921912487 | 0.016064817361070064039381312691264390828
f(z) = 1/162*z^3 - 79/18*z + 1
*
[ 13 ] 
f(z) = 6/169*z^3 - 66/13*z + 1
*
[ -13 ] 
f(z) = 6/169*z^3 - 64/13*z + 1
*
[ 13 ] 
f(z) = 7/169*z^3 - 79/13*z + 1
*
[ -13 ] 
f(z) = 7/169*z^3 - 77/13*z + 1
*
[ -9 ] 
f(z) = 11/162*z^3 - 79/18*z + 1
*
[ 6 ] 
f(z) = 19/162*z^3 - 61/18*z + 1
*
20 | 0.096582906758044385395309839349821411726 | 0.015521369702388458811725090254423241322
f(z) = 1/160*z^3 - 63/20*z + 1
*
10 | 0.12844854156040013416790533213012970813 | 0.020539184143104359025350415357292925178
f(z) = 1/168*z^3 - 65/21*z + 1
*
[ 26 ] 
f(z) = 1/169*z^3 - 79/26*z + 1
*
[ -26 ] 
f(z) = 1/169*z^3 - 77/26*z + 1
*
-20/3 | 0.15229946578657195886287483936913644721 | 0.024235552883329989354813828757987661950
f(z) = 9/160*z^3 - 67/20*z + 1
*
[ -26/3 ] 
f(z) = 9/169*z^3 - 75/26*z + 1
*
6 | 0.13891653848676225369151570906029445627 | 0.021761791196021291175324499537043121523
f(z) = 11/168*z^3 - 74/21*z + 1
*
-6 | 0.17060785666867052923783836669481943447 | 0.027148983821121881234967957683884469731
f(z) = 11/168*z^3 - 67/21*z + 1
*
6 | 0.11952975614628940427853745999675511123 | 0.019258566648899855901004623026107027983
f(z) = 13/168*z^3 - 62/21*z + 1
*
[ 13/2 ] 
f(z) = 14/169*z^3 - 69/26*z + 1
*
[ -13/2 ] 
f(z) = 14/169*z^3 - 61/26*z + 1
*
-6 | 0.15973920451609090067066343555018079210 | 0.025077188004446329562000635965031099869
f(z) = 17/168*z^3 - 73/21*z + 1
*
[ 5 ] 
f(z) = 18/175*z^3 - 62/35*z + 1
*
4 | 0.14536614520414489564889447368085101808 | 0.023361086942402366260898814601884144368
f(z) = 19/160*z^3 - 63/20*z + 1
*
[ 6 ] 
f(z) = 19/168*z^3 - 68/21*z + 1
*
[ -6 ] 
f(z) = 19/168*z^3 - 61/21*z + 1
*
[ 5 ] 
f(z) = 19/175*z^3 - 67/35*z + 1
*
[ 22 ] 
f(z) = 1/176*z^3 - 79/44*z + 1
*
[ -22 ] 
f(z) = 1/176*z^3 - 75/44*z + 1
*
2 | 0.13321770832306135784304611499630799692 | 0.023827225637876384483317551104133976720
f(z) = 1/176*z^3 - 67/44*z + 1
*
12 | 0.16883452946269383754989074043493509723 | 0.029600450264869268351842505547274982540
f(z) = 3/176*z^3 - 75/44*z + 1
*
2 | 0.13321640404435391911455242099806273888 | 0.023702295837461731945369025488247893592
f(z) = 3/176*z^3 - 69/44*z + 1
*
4 | 0.13892131911069091754596996932282139376 | 0.024355998800438911220935918514667216321
f(z) = 5/176*z^3 - 75/44*z + 1
*
2 | 0.15033114924336491440880506597233870352 | 0.026612114501746977308411941364170681084
f(z) = 5/176*z^3 - 71/44*z + 1
*
[ 8 ] 
f(z) = 7/160*z^3 - 77/40*z + 1
*
[ -8 ] 
f(z) = 7/160*z^3 - 67/40*z + 1
*
2 | 0.13321640404435391911455242099806273888 | 0.023467003975251514751083458247685397910
f(z) = 7/176*z^3 - 73/44*z + 1
*
-4 | 0.13892131911069091754596996932282139376 | 0.025271433111960346849485804473645229878
f(z) = 7/176*z^3 - 61/44*z + 1
*
10/3 | 0.15359351185374125316460071494387862517 | 0.026804683630489158828943361703485409504
f(z) = 9/160*z^3 - 77/40*z + 1
*
[ 13/2 ] 
f(z) = 9/169*z^3 - 73/52*z + 1
*
2 | 0.13321642717055515084782608666129745357 | 0.023355804286450256260454474155807116542
f(z) = 9/176*z^3 - 75/44*z + 1
*
[ -22/3 ] 
f(z) = 9/176*z^3 - 71/44*z + 1
*
2 | 0.15033114924336491440880506597233870352 | 0.026118464598448421019098284358662429916
f(z) = 13/176*z^3 - 79/44*z + 1
*
-21/2 | 0.17123110034429733206484455181291368139 | 0.026393255259724161726765145706088184065
f(z) = 1/162*z^3 - 73/72*z + 1
*
[ 18 ] 
f(z) = 1/168*z^3 - 62/63*z + 1
*
[ 9/2 ] 
f(z) = 13/162*z^3 - 61/72*z + 1
*
[ -9/2 ] 
f(z) = 17/162*z^3 - 65/72*z + 1
*
-36/5 | 0.17079190540693962758117146198830862476 | 0.025502617888873777672675609768589277077
f(z) = 5/162*z^3 - 79/90*z + 1
*
[ -8 ] 
f(z) = 5/176*z^3 - 61/88*z + 1
*
[ 16/3 ] 
f(z) = 9/160*z^3 - 63/80*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 9/172*z^3 - 61/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 11/164*z^3 - 63/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 11/172*z^3 - 65/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 13/164*z^3 - 67/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 13/172*z^3 - 69/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 15/164*z^3 - 71/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 15/172*z^3 - 73/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 17/164*z^3 - 75/82*z + 1
*
[ 4 ] 
f(z) = 17/168*z^3 - 73/84*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 17/172*z^3 - 77/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 19/164*z^3 - 79/82*z + 1
*
[ 6 ] 
f(z) = 7/171*z^3 - 73/114*z + 1
*
[ -13/3 ] 
f(z) = 16/169*z^3 - 64/117*z + 1
*
[ -13/3 ] 
f(z) = 17/169*z^3 - 77/117*z + 1
*
[ 6 ] 
f(z) = 7/176*z^3 - 79/132*z + 1
*
[ 2/3 ] 
f(z) = 15/176*z^3 - 71/132*z + 1
*
[ -35/8 ] 
f(z) = 16/175*z^3 - 73/140*z + 1
*
[ 15 ] 
f(z) = 1/165*z^3 - 71/165*z + 1
*
7 | 0.12950058450714648412362771138964506380 | 0.025273515783424423898373747364997569897
f(z) = 1/168*z^3 - 73/168*z + 1
*
[ -16 ] 
f(z) = 1/176*z^3 - 69/176*z + 1
*
[ -11 ] 
f(z) = 2/165*z^3 - 62/165*z + 1
*
[ -7 ] 
f(z) = 5/161*z^3 - 61/161*z + 1
*
[ 5 ] 
f(z) = 8/165*z^3 - 68/165*z + 1
*
[ -5 ] 
f(z) = 11/170*z^3 - 71/170*z + 1
*
-3 | 0.11809075437447248726079261474012775403 | 0.023046757324829093355137922773787276096
f(z) = 13/168*z^3 - 61/168*z + 1
*
[ 4 ] 
f(z) = 13/172*z^3 - 79/172*z + 1
*
[ 3/4 ] 
f(z) = 16/165*z^3 - 64/165*z + 1
*
[ 7/2 ] 
f(z) = 16/175*z^3 - 71/175*z + 1
*
[ 3/4 ] 
f(z) = 16/177*z^3 - 68/177*z + 1
*
[ -4 ] 
f(z) = 17/164*z^3 - 67/164*z + 1
*
[ 3 ] 
f(z) = 19/165*z^3 - 61/165*z + 1
*
12 | 0.12111092963193777488050457264963774234 | 0.016653505912942359247229628098354930153
f(z) = 1/160*z^3 - 77/180*z + 1
*
-36/11 | 0.16034263339418378803789180956405102788 | 0.021420454632820825428886652417226879972
f(z) = 11/162*z^3 - 67/198*z + 1
*
[ 26/7 ] 
f(z) = 14/169*z^3 - 75/182*z + 1
*
[ 35/6 ] 
f(z) = 6/175*z^3 - 71/210*z + 1
*
[ 13/16 ] 
f(z) = 16/169*z^3 - 61/208*z + 1
*
[ 13/4 ] 
f(z) = 17/169*z^3 - 77/208*z + 1
*
[ 3/4 ] 
f(z) = 4/171*z^3 - 79/228*z + 1
*
-14/11 | 0.19101976410452122940054996616054070728 | 0.025395285620188947328439776293933678728
f(z) = 11/168*z^3 - 74/231*z + 1
*
-36/13 | 0.22387587457513053655076746800714923395 | 0.029255084982879684614637276877216105547
f(z) = 13/162*z^3 - 79/234*z + 1
*
[ 4/5 ] 
f(z) = 15/176*z^3 - 67/220*z + 1
*
[ 6 ] 
f(z) = 5/164*z^3 - 65/246*z + 1
*
[ -6 ] 
f(z) = 7/172*z^3 - 77/258*z + 1
*
[ -15 ] 
f(z) = 1/171*z^3 - 71/285*z + 1
*
[ -40/7 ] 
f(z) = 7/160*z^3 - 71/280*z + 1
*
[ 35/12 ] 
f(z) = 18/175*z^3 - 61/280*z + 1
*
9 | 0.12206803207423441015502724854694730052 | 0.020185301724473253289943460716376635750
f(z) = 1/162*z^3 - 47/18*z + 1
*
-9 | 0.081378688049489606770018165697964867011 | 0.013657752215058976871012485964321525698
f(z) = 1/162*z^3 - 43/18*z + 1
*
[ 13 ] 
f(z) = 5/169*z^3 - 53/13*z + 1
*
[ -13 ] 
f(z) = 5/169*z^3 - 51/13*z + 1
*
-9 | 0.081448536311507384514047855195389690009 | 0.013127210581046737811234327255690226958
f(z) = 7/162*z^3 - 55/18*z + 1
*
[ 9 ] 
f(z) = 7/162*z^3 - 47/18*z + 1
*
[ -9 ] 
f(z) = 7/162*z^3 - 43/18*z + 1
*
-3 | 0.18562826325073041477122779559038886561 | 0.029583315291053818594120727261177093899
f(z) = 11/162*z^3 - 59/18*z + 1
*
[ 13/2 ] 
f(z) = 16/169*z^3 - 41/13*z + 1
*
[ 6 ] 
f(z) = 17/162*z^3 - 53/18*z + 1
*
[ -6 ] 
f(z) = 17/162*z^3 - 47/18*z + 1
*
[ -6 ] 
f(z) = 19/162*z^3 - 55/18*z + 1
*
12 | 0.12792223422505047625137859049591835662 | 0.021145102535785306855563001926439227779
f(z) = 1/160*z^3 - 53/20*z + 1
*
20 | 0.15359398657107865577668256150313413914 | 0.025902972846322757229155565860921545687
f(z) = 1/160*z^3 - 47/20*z + 1
*
-6 | 0.14661532970615747941788035636392102844 | 0.024470699701782794283464495250517061541
f(z) = 1/168*z^3 - 50/21*z + 1
*
14 | 0.14661572472022371967333432847275675674 | 0.024726118652531933380139868756405823787
f(z) = 1/168*z^3 - 47/21*z + 1
*
6 | 0.13557756586554589458412564478861641755 | 0.022864580089277042211738492415871648274
f(z) = 5/168*z^3 - 47/21*z + 1
*
20/3 | 0.11662977490755163606882387628504840508 | 0.019049393529104411760128875519616595216
f(z) = 9/160*z^3 - 57/20*z + 1
*
4 | 0.12545933202192977610411127538640095665 | 0.021480402219770872911278950823365630345
f(z) = 9/160*z^3 - 43/20*z + 1
*
[ 13/2 ] 
f(z) = 10/169*z^3 - 43/26*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.024509107185132493652623438810229826892
f(z) = 11/160*z^3 - 47/20*z + 1
*
-6 | 0.15156093684039905805293012010211917565 | 0.025653149833297998233562597263184711869
f(z) = 11/168*z^3 - 46/21*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.024176089942890607282755645571912525445
f(z) = 13/160*z^3 - 51/20*z + 1
*
[ 6 ] 
f(z) = 13/168*z^3 - 41/21*z + 1
*
[ 5 ] 
f(z) = 16/175*z^3 - 52/35*z + 1
*
4 | 0.12656168345327678056794128024282143623 | 0.020555808903940934288776225967644892334
f(z) = 17/160*z^3 - 59/20*z + 1
*
[ 6 ] 
f(z) = 17/168*z^3 - 59/21*z + 1
*
[ -6 ] 
f(z) = 17/168*z^3 - 52/21*z + 1
*
[ 5 ] 
f(z) = 17/175*z^3 - 57/35*z + 1
*
[ -5 ] 
f(z) = 17/175*z^3 - 43/35*z + 1
*
[ -5 ] 
f(z) = 18/175*z^3 - 48/35*z + 1
*
2 | 0.14661429608973658969569915916118646098 | 0.025308812649351257651851606761711677493
f(z) = 19/168*z^3 - 41/21*z + 1
*
[ -5 ] 
f(z) = 19/175*z^3 - 53/35*z + 1
*
4 | 0.15033114924336491440880506597233870352 | 0.027513868400028518507485062698957043524
f(z) = 1/176*z^3 - 59/44*z + 1
*
-10 | 0.099787214223413283162732307924987009685 | 0.019056301002042409590513613497705743905
f(z) = 3/160*z^3 - 47/40*z + 1
*
-4 | 0.15033114924336491440880506597233870352 | 0.028949046479674517775120417305590299621
f(z) = 3/176*z^3 - 45/44*z + 1
*
[ 13/2 ] 
f(z) = 7/169*z^3 - 47/52*z + 1
*
-8/3 | 0.074115096424896790221353340463573062720 | 0.014532752469855798942514307745793906016
f(z) = 9/160*z^3 - 41/40*z + 1
*
[ -13/2 ] 
f(z) = 9/169*z^3 - 57/52*z + 1
*
[ 4 ] 
f(z) = 19/176*z^3 - 43/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 19/176*z^3 - 41/44*z + 1
*
[ -18 ] 
f(z) = 1/168*z^3 - 55/63*z + 1
*
20/3 | 0.093985733898528795679346381286384020786 | 0.015223354407942353516437886387261018381
f(z) = 3/160*z^3 - 47/60*z + 1
*
[ 10 ] 
f(z) = 3/175*z^3 - 57/70*z + 1
*
[ -10 ] 
f(z) = 3/175*z^3 - 43/70*z + 1
*
-9/2 | 0.11132949214775884853496029440294780514 | 0.017196690115649875005170199507505760826
f(z) = 5/162*z^3 - 53/72*z + 1
*
9/2 | 0.11132949214775884853496029440294780514 | 0.017196690115649875005170199507505760826
f(z) = 7/162*z^3 - 55/72*z + 1
*
[ 9/2 ] 
f(z) = 11/162*z^3 - 43/72*z + 1
*
[ 16 ] 
f(z) = 1/160*z^3 - 53/80*z + 1
*
[ -16 ] 
f(z) = 1/160*z^3 - 43/80*z + 1
*
[ 15 ] 
f(z) = 1/162*z^3 - 41/90*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 1/164*z^3 - 43/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 1/172*z^3 - 45/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 3/164*z^3 - 47/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 3/172*z^3 - 49/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 5/164*z^3 - 51/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 5/172*z^3 - 53/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 7/164*z^3 - 55/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 7/172*z^3 - 57/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018518518518518518518518518518518518519
f(z) = 9/164*z^3 - 59/82*z + 1
*
[ 2/3 ] 
f(z) = 9/164*z^3 - 43/82*z + 1
*
[ 2/3 ] 
f(z) = 9/172*z^3 - 45/86*z + 1
*
[ 4 ] 
f(z) = 13/168*z^3 - 41/84*z + 1
*
[ -4 ] 
f(z) = 19/168*z^3 - 47/84*z + 1
*
[ 15/2 ] 
f(z) = 4/175*z^3 - 44/105*z + 1
*
[ -6 ] 
f(z) = 8/171*z^3 - 59/114*z + 1
*
[ 3/4 ] 
f(z) = 8/171*z^3 - 41/114*z + 1
*
[ 13/3 ] 
f(z) = 11/169*z^3 - 53/117*z + 1
*
[ 15/4 ] 
f(z) = 16/175*z^3 - 58/105*z + 1
*
[ 13/4 ] 
f(z) = 18/169*z^3 - 45/104*z + 1
*
[ -6 ] 
f(z) = 7/160*z^3 - 49/120*z + 1
*
-24/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = 7/162*z^3 - 43/126*z + 1
*
[ -26/5 ] 
f(z) = 10/169*z^3 - 53/130*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = 15/176*z^3 - 53/132*z + 1
*
-36/7 | 0.16560530289729256986278190471821924078 | 0.023586856921181901522018955745093514593
f(z) = 7/160*z^3 - 57/140*z + 1
*
[ -15 ] 
f(z) = 1/165*z^3 - 49/165*z + 1
*
-8 | 0.10186420333835904199300757588928943000 | 0.019879960856052354843081968172816574824
f(z) = 1/168*z^3 - 43/168*z + 1
*
-5 | 0.14532893587914089183992311900647734726 | 0.028635262785072750555873038601335796891
f(z) = 3/160*z^3 - 43/160*z + 1
*
[ 7 ] 
f(z) = 4/161*z^3 - 58/161*z + 1
*
[ 7 ] 
f(z) = 4/175*z^3 - 46/175*z + 1
*
[ -7 ] 
f(z) = 5/168*z^3 - 53/168*z + 1
*
[ 5 ] 
f(z) = 7/160*z^3 - 47/160*z + 1
*
[ 5 ] 
f(z) = 7/165*z^3 - 43/165*z + 1
*
[ -6 ] 
f(z) = 7/174*z^3 - 49/174*z + 1
*
[ -11/2 ] 
f(z) = 8/165*z^3 - 47/165*z + 1
*
[ -16/3 ] 
f(z) = 9/176*z^3 - 47/176*z + 1
*
[ 4 ] 
f(z) = 11/164*z^3 - 53/164*z + 1
*
[ 4 ] 
f(z) = 11/172*z^3 - 47/172*z + 1
*
[ 3 ] 
f(z) = 17/165*z^3 - 43/165*z + 1
*
[ 3 ] 
f(z) = 17/168*z^3 - 41/168*z + 1
*
[ -4 ] 
f(z) = 17/172*z^3 - 57/172*z + 1
*
[ 3 ] 
f(z) = 19/168*z^3 - 59/168*z + 1
*
[ 3 ] 
f(z) = 19/174*z^3 - 55/174*z + 1
*
[ 3 ] 
f(z) = 19/177*z^3 - 53/177*z + 1
*
[ 9/11 ] 
f(z) = 11/162*z^3 - 53/198*z + 1
*
[ 13/15 ] 
f(z) = 15/169*z^3 - 43/195*z + 1
*
[ 27/2 ] 
f(z) = 1/162*z^3 - 43/216*z + 1
*
[ 5/6 ] 
f(z) = 6/175*z^3 - 47/210*z + 1
*
[ 13/4 ] 
f(z) = 15/169*z^3 - 51/208*z + 1
*
[ 4/5 ] 
f(z) = 5/176*z^3 - 59/220*z + 1
*
[ 42/11 ] 
f(z) = 11/168*z^3 - 50/231*z + 1
*
[ 26/9 ] 
f(z) = 18/169*z^3 - 55/234*z + 1
*
[ 6 ] 
f(z) = 5/172*z^3 - 55/258*z + 1
*
-14/13 | 0.19411439188137112267813012380031581742 | 0.025246011156177568051810514618244193760
f(z) = 13/168*z^3 - 44/273*z + 1
*
[ -14 ] 
f(z) = 1/160*z^3 - 43/280*z + 1
*
[ -15/2 ] 
f(z) = 4/171*z^3 - 52/285*z + 1
*
-12 | 0.14265075944315408715954474214235105035 | 0.023673072063465949294094617847548420368
f(z) = 1/162*z^3 - 23/9*z + 1
*
[ 13 ] 
f(z) = 3/169*z^3 - 27/13*z + 1
*
[ -13 ] 
f(z) = 3/169*z^3 - 25/13*z + 1
*
[ 13 ] 
f(z) = 4/169*z^3 - 40/13*z + 1
*
[ -13 ] 
f(z) = 4/169*z^3 - 38/13*z + 1
*
[ 9 ] 
f(z) = 5/162*z^3 - 29/18*z + 1
*
[ -9 ] 
f(z) = 5/162*z^3 - 25/18*z + 1
*
[ 6 ] 
f(z) = 11/162*z^3 - 29/18*z + 1
*
[ -6 ] 
f(z) = 11/162*z^3 - 23/18*z + 1
*
[ 13/2 ] 
f(z) = 12/169*z^3 - 28/13*z + 1
*
[ -13/2 ] 
f(z) = 12/169*z^3 - 24/13*z + 1
*
[ 6 ] 
f(z) = 13/162*z^3 - 37/18*z + 1
*
[ -6 ] 
f(z) = 13/162*z^3 - 31/18*z + 1
*
[ -13/2 ] 
f(z) = 16/169*z^3 - 37/13*z + 1
*
6 | 0.19337029049683615448123918184539113184 | 0.029999797682063797649726014495806794829
f(z) = 19/162*z^3 - 35/9*z + 1
*
[ 20 ] 
f(z) = 1/160*z^3 - 31/20*z + 1
*
[ -20 ] 
f(z) = 1/160*z^3 - 29/20*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.027036541153177786758675606199363312102
f(z) = 1/160*z^3 - 27/20*z + 1
*
2 | 0.14661429608973658969569915916118646098 | 0.026439964736511139635013675814109936171
f(z) = 1/168*z^3 - 32/21*z + 1
*
-18 | 0.074544583444849579228793217717877334748 | 0.014294439454231702660774389211247693307
f(z) = 1/168*z^3 - 23/21*z + 1
*
4 | 0.14532893587914089183992311900647734726 | 0.026359084803667491292830497910102156559
f(z) = 3/160*z^3 - 31/20*z + 1
*
-6 | 0.14661532970615747941788035636392102844 | 0.025417331978069279950834877803009289168
f(z) = 5/168*z^3 - 40/21*z + 1
*
2 | 0.14661532970615747941788035636392102844 | 0.026154210935783672232250137448879145175
f(z) = 5/168*z^3 - 34/21*z + 1
*
4 | 0.11552907275538576627363923831427315833 | 0.020116491141884825430740179049385907164
f(z) = 7/160*z^3 - 39/20*z + 1
*
4/3 | 0.14532927281490858014265598365336071687 | 0.025539559316322975654687539364454397649
f(z) = 9/160*z^3 - 37/20*z + 1
*
[ 20/3 ] 
f(z) = 9/160*z^3 - 33/20*z + 1
*
[ -20/3 ] 
f(z) = 9/160*z^3 - 27/20*z + 1
*
[ -13/2 ] 
f(z) = 10/169*z^3 - 35/26*z + 1
*
2 | 0.14661429608973658969569915916118646098 | 0.025765383938676407168115548313882449222
f(z) = 11/168*z^3 - 37/21*z + 1
*
[ 6 ] 
f(z) = 11/168*z^3 - 32/21*z + 1
*
[ -6 ] 
f(z) = 11/168*z^3 - 25/21*z + 1
*
[ 5 ] 
f(z) = 11/175*z^3 - 27/35*z + 1
*
[ 13/3 ] 
f(z) = 12/169*z^3 - 22/39*z + 1
*
[ 5 ] 
f(z) = 12/175*z^3 - 32/35*z + 1
*
2 | 0.14661532970615747941788035636392102844 | 0.025645376822311774715595341628555499503
f(z) = 13/168*z^3 - 38/21*z + 1
*
[ -6 ] 
f(z) = 13/168*z^3 - 34/21*z + 1
*
[ 5 ] 
f(z) = 13/175*z^3 - 37/35*z + 1
*
[ -5 ] 
f(z) = 13/175*z^3 - 23/35*z + 1
*
[ 13/3 ] 
f(z) = 15/169*z^3 - 35/39*z + 1
*
[ -5 ] 
f(z) = 16/175*z^3 - 38/35*z + 1
*
2 | 0.14661574341263709096159930260593702914 | 0.025417403698502299059202097389143076673
f(z) = 17/168*z^3 - 40/21*z + 1
*
[ 4 ] 
f(z) = 19/160*z^3 - 23/20*z + 1
*
-14 | 0.093164012937676244584128360051628212815 | 0.018356812264839431451128784413263228324
f(z) = 1/160*z^3 - 29/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 1/176*z^3 - 23/44*z + 1
*
[ 10 ] 
f(z) = 3/160*z^3 - 39/40*z + 1
*
[ -10 ] 
f(z) = 3/160*z^3 - 31/40*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 3/160*z^3 - 23/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 3/176*z^3 - 25/44*z + 1
*
[ 13/2 ] 
f(z) = 5/169*z^3 - 21/52*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 5/176*z^3 - 27/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 7/160*z^3 - 27/40*z + 1
*
[ -13/2 ] 
f(z) = 7/169*z^3 - 31/52*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 7/176*z^3 - 29/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 9/176*z^3 - 31/44*z + 1
*
[ 2/3 ] 
f(z) = 9/176*z^3 - 23/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 11/160*z^3 - 31/40*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 13/160*z^3 - 33/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 13/176*z^3 - 35/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 15/176*z^3 - 37/44*z + 1
*
[ 4 ] 
f(z) = 15/176*z^3 - 27/44*z + 1
*
[ 3/4 ] 
f(z) = 16/171*z^3 - 22/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 17/160*z^3 - 37/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 17/176*z^3 - 39/44*z + 1
*
[ 4 ] 
f(z) = 17/176*z^3 - 35/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018518518518518518518518518518518518518
f(z) = 19/160*z^3 - 39/40*z + 1
*
[ -4 ] 
f(z) = 19/176*z^3 - 21/44*z + 1
*
21/2 | 0.11132949214775884853496029440294780514 | 0.017196690115649875005170199507505760826
f(z) = 1/162*z^3 - 25/72*z + 1
*
20/3 | 0.14532996949556178156210431620921191472 | 0.023539845250503705904692032314757635165
f(z) = 3/160*z^3 - 23/60*z + 1
*
[ 26/3 ] 
f(z) = 3/169*z^3 - 35/78*z + 1
*
[ -9/2 ] 
f(z) = 13/162*z^3 - 29/72*z + 1
*
[ 10/3 ] 
f(z) = 18/175*z^3 - 31/70*z + 1
*
[ -15 ] 
f(z) = 1/162*z^3 - 29/90*z + 1
*
[ -16/3 ] 
f(z) = 9/160*z^3 - 33/80*z + 1
*
[ 4 ] 
f(z) = 11/168*z^3 - 25/84*z + 1
*
[ -4 ] 
f(z) = 17/168*z^3 - 31/84*z + 1
*
[ 15 ] 
f(z) = 1/175*z^3 - 37/105*z + 1
*
[ -15 ] 
f(z) = 1/175*z^3 - 23/105*z + 1
*
[ 6 ] 
f(z) = 5/171*z^3 - 25/114*z + 1
*
[ -6 ] 
f(z) = 7/171*z^3 - 35/114*z + 1
*
[ 13/3 ] 
f(z) = 10/169*z^3 - 40/117*z + 1
*
[ 5/6 ] 
f(z) = 12/175*z^3 - 26/105*z + 1
*
[ -13/3 ] 
f(z) = 14/169*z^3 - 38/117*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = 3/176*z^3 - 37/132*z + 1
*
[ 6 ] 
f(z) = 5/176*z^3 - 25/132*z + 1
*
[ 6/7 ] 
f(z) = 7/162*z^3 - 25/126*z + 1
*
[ -6 ] 
f(z) = 7/176*z^3 - 35/132*z + 1
*
[ 5/6 ] 
f(z) = 9/175*z^3 - 33/140*z + 1
*
-7 | 0.13805795710665198177075403387678304612 | 0.026943584627370921805800615808405290248
f(z) = 1/168*z^3 - 25/168*z + 1
*
[ -15/2 ] 
f(z) = 4/165*z^3 - 38/165*z + 1
*
[ 6 ] 
f(z) = 5/174*z^3 - 35/174*z + 1
*
[ 5 ] 
f(z) = 7/170*z^3 - 39/170*z + 1
*
[ 9/2 ] 
f(z) = 8/171*z^3 - 29/171*z + 1
*
[ -5 ] 
f(z) = 9/160*z^3 - 33/160*z + 1
*
[ 4 ] 
f(z) = 9/164*z^3 - 21/164*z + 1
*
[ -5 ] 
f(z) = 9/170*z^3 - 21/170*z + 1
*
[ 7/2 ] 
f(z) = 12/161*z^3 - 32/161*z + 1
*
[ 7/2 ] 
f(z) = 12/175*z^3 - 22/175*z + 1
*
[ -4 ] 
f(z) = 15/164*z^3 - 35/164*z + 1
*
[ -4 ] 
f(z) = 15/172*z^3 - 25/172*z + 1
*
[ 3 ] 
f(z) = 16/165*z^3 - 34/165*z + 1
*
[ 3 ] 
f(z) = 16/177*z^3 - 26/177*z + 1
*
[ 3 ] 
f(z) = 17/174*z^3 - 37/174*z + 1
*
[ 3 ] 
f(z) = 17/177*z^3 - 35/177*z + 1
*
[ -14/3 ] 
f(z) = 11/168*z^3 - 40/189*z + 1
*
[ 13/14 ] 
f(z) = 14/169*z^3 - 27/182*z + 1
*
[ 27/5 ] 
f(z) = 5/162*z^3 - 23/270*z + 1
*
[ -39/7 ] 
f(z) = 7/169*z^3 - 29/273*z + 1
*
[ 42/13 ] 
f(z) = 13/168*z^3 - 32/273*z + 1
*
-30/7 | 0.13828028819133740341531072190171078001 | 0.019695005628000318416553211147037149565
f(z) = 7/160*z^3 - 29/280*z + 1
*
[ 35/8 ] 
f(z) = 8/175*z^3 - 29/280*z + 1
*
[ 18 ] 
f(z) = 1/162*z^3 - 19/18*z + 1
*
[ -18 ] 
f(z) = 1/162*z^3 - 17/18*z + 1
*
-15 | 0.081379340188843326134265012697087496029 | 0.015995636215333934312293807140589588125
f(z) = 1/162*z^3 - 13/18*z + 1
*
12 | 0.12456660654326750787731848309835885768 | 0.023555279228573209256587678261439908759
f(z) = 1/162*z^3 - 11/9*z + 1
*
-12 | 0.081379340188843326134265012697087496029 | 0.015995636215333934312293807140589588125
f(z) = 1/162*z^3 - 1/18*z + 1
*
[ 13 ] 
f(z) = 1/169*z^3 - 1/13*z + 1
*
[ 13 ] 
f(z) = 2/169*z^3 - 14/13*z + 1
*
[ -13 ] 
f(z) = 2/169*z^3 - 12/13*z + 1
*
[ 13/2 ] 
f(z) = 4/169*z^3 - 2/13*z + 1
*
[ 6 ] 
f(z) = 5/162*z^3 - 5/18*z + 1
*
[ 6 ] 
f(z) = 7/162*z^3 - 13/18*z + 1
*
[ -6 ] 
f(z) = 7/162*z^3 - 7/18*z + 1
*
[ 13/2 ] 
f(z) = 8/169*z^3 - 15/13*z + 1
*
[ -13/2 ] 
f(z) = 8/169*z^3 - 11/13*z + 1
*
[ 13/3 ] 
f(z) = 9/169*z^3 - 3/13*z + 1
*
[ 3 ] 
f(z) = 13/162*z^3 - 1/18*z + 1
*
[ 13/4 ] 
f(z) = 16/169*z^3 - 4/13*z + 1
*
[ 3 ] 
f(z) = 17/162*z^3 - 5/18*z + 1
*
[ 13/3 ] 
f(z) = 18/169*z^3 - 16/13*z + 1
*
[ -13/3 ] 
f(z) = 18/169*z^3 - 10/13*z + 1
*
[ 3 ] 
f(z) = 19/162*z^3 - 7/18*z + 1
*
-12 | 0.14265075944315408715954474214235105035 | 0.024676887852479278143185506551737890569
f(z) = 1/162*z^3 - 11/36*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = 1/168*z^3 - 11/21*z + 1
*
6 | 0.15155990322397816833074892289938460819 | 0.029578643377120102195562272537110758156
f(z) = 1/168*z^3 - 8/21*z + 1
*
[ 14 ] 
f(z) = 1/168*z^3 - 5/21*z + 1
*
[ -14 ] 
f(z) = 1/168*z^3 - 2/21*z + 1
*
-6 | 0.11952949405759554685778028070387753401 | 0.023327543780180135149203937761508063879
f(z) = 5/168*z^3 - 19/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = 5/168*z^3 - 13/21*z + 1
*
[ 6 ] 
f(z) = 5/168*z^3 - 5/21*z + 1
*
[ 13/2 ] 
f(z) = 6/169*z^3 - 17/26*z + 1
*
[ -13/2 ] 
f(z) = 6/169*z^3 - 9/26*z + 1
*
[ 5 ] 
f(z) = 6/175*z^3 - 2/35*z + 1
*
[ 5 ] 
f(z) = 8/175*z^3 - 12/35*z + 1
*
[ 4 ] 
f(z) = 9/160*z^3 - 3/20*z + 1
*
[ 5 ] 
f(z) = 9/175*z^3 - 17/35*z + 1
*
[ -5 ] 
f(z) = 9/175*z^3 - 3/35*z + 1
*
[ 4 ] 
f(z) = 11/160*z^3 - 7/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = 11/168*z^3 - 16/21*z + 1
*
[ -5 ] 
f(z) = 11/175*z^3 - 13/35*z + 1
*
[ -13/3 ] 
f(z) = 12/169*z^3 - 4/39*z + 1
*
[ -5 ] 
f(z) = 12/175*z^3 - 18/35*z + 1
*
[ 4 ] 
f(z) = 13/160*z^3 - 11/20*z + 1
*
[ -4 ] 
f(z) = 13/160*z^3 - 1/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = 13/168*z^3 - 17/21*z + 1
*
[ -13/3 ] 
f(z) = 15/169*z^3 - 17/39*z + 1
*
[ 4 ] 
f(z) = 17/160*z^3 - 19/20*z + 1
*
[ -4 ] 
f(z) = 17/160*z^3 - 9/20*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.014548023781601621028720456546441274998
f(z) = 17/168*z^3 - 19/21*z + 1
*
[ -4 ] 
f(z) = 19/160*z^3 - 13/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014548225503632658822628387149599943760
f(z) = 19/168*z^3 - 20/21*z + 1
*
12 | 0.13328683509455561045321189690330667289 | 0.025778405894392893936065494651714602280
f(z) = 1/176*z^3 - 3/44*z + 1
*
[ 8 ] 
f(z) = 3/160*z^3 - 13/40*z + 1
*
[ -8 ] 
f(z) = 3/160*z^3 - 3/40*z + 1
*
[ -13/2 ] 
f(z) = 5/169*z^3 - 5/52*z + 1
*
-4/3 | 0.13892131911069091754596996932282139376 | 0.026868146046676980363128259918094875044
f(z) = 9/176*z^3 - 15/44*z + 1
*
[ 4 ] 
f(z) = 9/176*z^3 - 3/44*z + 1
*
[ 13/4 ] 
f(z) = 12/169*z^3 - 3/52*z + 1
*
[ 3 ] 
f(z) = 13/171*z^3 - 1/57*z + 1
*
[ 4 ] 
f(z) = 13/176*z^3 - 19/44*z + 1
*
[ 3 ] 
f(z) = 14/171*z^3 - 4/57*z + 1
*
[ -4 ] 
f(z) = 15/176*z^3 - 5/44*z + 1
*
[ 3 ] 
f(z) = 16/171*z^3 - 10/57*z + 1
*
[ 3 ] 
f(z) = 17/171*z^3 - 13/57*z + 1
*
[ -4 ] 
f(z) = 17/176*z^3 - 13/44*z + 1
*
[ 10 ] 
f(z) = 2/175*z^3 - 17/70*z + 1
*
[ -10 ] 
f(z) = 2/175*z^3 - 3/70*z + 1
*
[ -26/3 ] 
f(z) = 3/169*z^3 - 17/78*z + 1
*
[ 9/2 ] 
f(z) = 7/162*z^3 - 7/72*z + 1
*
[ -9/2 ] 
f(z) = 11/162*z^3 - 11/72*z + 1
*
[ 5/6 ] 
f(z) = 18/175*z^3 - 19/70*z + 1
*
[ 5/2 ] 
f(z) = 18/175*z^3 - 3/70*z + 1
*
[ 8 ] 
f(z) = 3/176*z^3 - 19/88*z + 1
*
[ 6 ] 
f(z) = 4/171*z^3 - 1/114*z + 1
*
[ -15/2 ] 
f(z) = 4/175*z^3 - 16/105*z + 1
*
[ 13/3 ] 
f(z) = 7/169*z^3 - 1/117*z + 1
*
[ 13/3 ] 
f(z) = 8/169*z^3 - 14/117*z + 1
*
[ 13/4 ] 
f(z) = 14/169*z^3 - 19/104*z + 1
*
[ 13/12 ] 
f(z) = 16/169*z^3 - 4/117*z + 1
*
[ -15/4 ] 
f(z) = 16/175*z^3 - 2/105*z + 1
*
[ 13/12 ] 
f(z) = 18/169*z^3 - 5/104*z + 1
*
[ 22/3 ] 
f(z) = 3/176*z^3 - 7/132*z + 1
*
[ 13/12 ] 
f(z) = 12/169*z^3 - 1/156*z + 1
*
[ 5/2 ] 
f(z) = 17/175*z^3 - 1/140*z + 1
*
[ 5/2 ] 
f(z) = 19/175*z^3 - 11/140*z + 1
*
-5 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = 2/165*z^3 - 17/165*z + 1
*
[ 9 ] 
f(z) = 2/171*z^3 - 10/171*z + 1
*
[ 7 ] 
f(z) = 3/161*z^3 - 9/161*z + 1
*
[ -7 ] 
f(z) = 4/161*z^3 - 12/161*z + 1
*
[ -5 ] 
f(z) = 8/165*z^3 - 2/165*z + 1
*
[ 4 ] 
f(z) = 9/172*z^3 - 15/172*z + 1
*
[ -4 ] 
f(z) = 13/164*z^3 - 3/164*z + 1
*
[ 3 ] 
f(z) = 13/165*z^3 - 7/165*z + 1
*
[ 3 ] 
f(z) = 13/168*z^3 - 5/168*z + 1
*
[ 3 ] 
f(z) = 13/174*z^3 - 1/174*z + 1
*
[ 3 ] 
f(z) = 14/165*z^3 - 16/165*z + 1
*
[ 3 ] 
f(z) = 14/177*z^3 - 8/177*z + 1
*
[ 5/2 ] 
f(z) = 16/165*z^3 - 1/165*z + 1
*
[ 7/3 ] 
f(z) = 18/161*z^3 - 6/161*z + 1
*
[ -27/2 ] 
f(z) = 1/162*z^3 - 11/216*z + 1
*
-10/3 | 0.18283139867917137024388151970820228816 | 0.026281924005709085375929120308751904529
f(z) = 6/175*z^3 - 17/210*z + 1
*
[ 10/3 ] 
f(z) = 12/175*z^3 - 13/210*z + 1
*
[ 26/3 ] 
f(z) = 2/169*z^3 - 1/234*z + 1
*
[ 14/13 ] 
f(z) = 13/168*z^3 - 5/273*z + 1
*
[ -14/3 ] 
f(z) = 9/160*z^3 - 3/280*z + 1
*
[ -15/4 ] 
f(z) = 16/171*z^3 - 14/285*z + 1
*
[ 9/4 ] 
f(z) = 19/162*z^3 - 11/288*z + 1
*
[ 9 ] 
f(z) = 1/162*z^3 + 7/18*z + 1
*
[ -13 ] 
f(z) = 1/169*z^3 + 1/13*z + 1
*
[ -13/2 ] 
f(z) = 4/169*z^3 + 2/13*z + 1
*
[ -6 ] 
f(z) = 5/162*z^3 + 1/18*z + 1
*
[ 3 ] 
f(z) = 5/162*z^3 + 7/18*z + 1
*
[ 3 ] 
f(z) = 7/162*z^3 + 5/18*z + 1
*
[ -13/3 ] 
f(z) = 9/169*z^3 + 3/13*z + 1
*
[ 3 ] 
f(z) = 11/162*z^3 + 1/18*z + 1
*
[ -13/4 ]
f(z) = 16/169*z^3 + 4/13*z + 1
*
[ 4 ] 
f(z) = 1/160*z^3 + 13/20*z + 1
*
[ 12 ] 
f(z) = 1/162*z^3 + 1/36*z + 1
*
[ -12 ] 
f(z) = 1/162*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 1/168*z^3 + 10/21*z + 1
*
[ 6 ] 
f(z) = 1/168*z^3 + 13/21*z + 1
*
[ 13/2 ] 
f(z) = 2/169*z^3 + 9/26*z + 1
*
[ 5 ] 
f(z) = 2/175*z^3 + 18/35*z + 1
*
[ 4 ] 
f(z) = 3/160*z^3 + 9/20*z + 1
*
[ 13/3 ] 
f(z) = 3/169*z^3 + 17/39*z + 1
*
[ 5 ] 
f(z) = 3/175*z^3 + 13/35*z + 1
*
[ 5 ] 
f(z) = 4/175*z^3 + 8/35*z + 1
*
[ 5/2 ] 
f(z) = 4/175*z^3 + 16/35*z + 1
*
[ -6 ] 
f(z) = 5/168*z^3 + 2/21*z + 1
*
[ 2 ] 
f(z) = 5/168*z^3 + 8/21*z + 1
*
[ 13/3 ] 
f(z) = 6/169*z^3 + 4/39*z + 1
*
[ -5 ] 
f(z) = 6/175*z^3 + 12/35*z + 1
*
[ 4 ] 
f(z) = 7/160*z^3 + 1/20*z + 1
*
[ 13/4 ] 
f(z) = 8/169*z^3 + 5/26*z + 1
*
[ -5 ] 
f(z) = 8/175*z^3 + 2/35*z + 1
*
[ 5/2 ] 
f(z) = 8/175*z^3 + 11/35*z + 1
*
[ 4/3 ] 
f(z) = 9/160*z^3 + 3/20*z + 1
*
[ 5/3 ] 
f(z) = 9/175*z^3 + 9/35*z + 1
*
[ -4 ] 
f(z) = 11/160*z^3 + 3/20*z + 1
*
[ 2 ] 
f(z) = 11/168*z^3 + 5/21*z + 1
*
[ 13/6 ] 
f(z) = 12/169*z^3 + 8/39*z + 1
*
[ 5/2 ] 
f(z) = 12/175*z^3 + 6/35*z + 1
*
[ 2 ] 
f(z) = 13/168*z^3 + 4/21*z + 1
*
[ 5/2 ] 
f(z) = 16/175*z^3 + 1/35*z + 1
*
[ 5/4 ] 
f(z) = 16/175*z^3 + 2/35*z + 1
*
[ 2 ] 
f(z) = 17/168*z^3 + 2/21*z + 1
*
[ 13/6 ] 
f(z) = 18/169*z^3 + 1/26*z + 1
*
[ 5/3 ] 
f(z) = 18/175*z^3 + 4/35*z + 1
*
[ 2 ] 
f(z) = 19/168*z^3 + 1/21*z + 1
*
[ 10 ] 
f(z) = 1/160*z^3 + 11/40*z + 1
*
[ 2 ] 
f(z) = 3/160*z^3 + 17/40*z + 1
*
[ 13/2 ] 
f(z) = 3/169*z^3 + 5/52*z + 1
*
[ 2 ] 
f(z) = 3/176*z^3 + 19/44*z + 1
*
[ 3/2 ] 
f(z) = 4/171*z^3 + 16/57*z + 1
*
[ 4 ] 
f(z) = 5/176*z^3 + 13/44*z + 1
*
[ 2 ] 
f(z) = 5/176*z^3 + 17/44*z + 1
*
[ 2 ] 
f(z) = 7/160*z^3 + 13/40*z + 1
*
[ 3 ] 
f(z) = 7/171*z^3 + 17/57*z + 1
*
[ 4 ] 
f(z) = 7/176*z^3 + 5/44*z + 1
*
[ 2 ] 
f(z) = 7/176*z^3 + 15/44*z + 1
*
[ 3/2 ] 
f(z) = 8/171*z^3 + 13/57*z + 1
*
[ 3 ] 
f(z) = 8/171*z^3 + 14/57*z + 1
*
[ 10/3 ] 
f(z) = 9/160*z^3 + 3/40*z + 1
*
[ 8/3 ] 
f(z) = 9/160*z^3 + 9/40*z + 1
*
[ 13/6 ] 
f(z) = 9/169*z^3 + 15/52*z + 1
*
[ 4/3 ] 
f(z) = 9/176*z^3 + 7/44*z + 1
*
[ 2 ] 
f(z) = 9/176*z^3 + 13/44*z + 1
*
[ 3 ] 
f(z) = 10/171*z^3 + 8/57*z + 1
*
[ 2 ] 
f(z) = 11/160*z^3 + 9/40*z + 1
*
[ 3 ] 
f(z) = 11/171*z^3 + 5/57*z + 1
*
[ 2 ] 
f(z) = 13/160*z^3 + 7/40*z + 1
*
[ -4 ] 
f(z) = 13/176*z^3 + 3/44*z + 1
*
[ 2 ] 
f(z) = 13/176*z^3 + 9/44*z + 1
*
[ 2 ] 
f(z) = 15/176*z^3 + 7/44*z + 1
*
[ 13/8 ] 
f(z) = 16/169*z^3 + 7/52*z + 1
*
[ 3/2 ] 
f(z) = 16/171*z^3 + 7/57*z + 1
*
[ 2 ] 
f(z) = 17/160*z^3 + 3/40*z + 1
*
[ 2 ] 
f(z) = 17/176*z^3 + 5/44*z + 1
*
[ 2 ] 
f(z) = 19/160*z^3 + 1/40*z + 1
*
[ 2 ] 
f(z) = 19/176*z^3 + 3/44*z + 1
*
[ 12 ] 
f(z) = 1/160*z^3 + 1/60*z + 1
*
[ -12 ] 
f(z) = 1/160*z^3 + 11/60*z + 1
*
[ 20/3 ] 
f(z) = 3/160*z^3 + 1/60*z + 1
*
[ 4/3 ] 
f(z) = 3/160*z^3 + 13/60*z + 1
*
[ -20/3 ] 
f(z) = 3/160*z^3 + 19/60*z + 1
*
[ 9/2 ] 
f(z) = 5/162*z^3 + 11/72*z + 1
*
[ 3/2 ] 
f(z) = 5/162*z^3 + 19/72*z + 1
*
[ 3/2 ] 
f(z) = 7/162*z^3 + 17/72*z + 1
*
[ 5/4 ] 
f(z) = 8/175*z^3 + 9/70*z + 1
*
[ 10/3 ] 
f(z) = 9/175*z^3 + 9/70*z + 1
*
[ 13/5 ] 
f(z) = 10/169*z^3 + 14/65*z + 1
*
[ 3/2 ] 
f(z) = 11/162*z^3 + 13/72*z + 1
*
[ 3/2 ] 
f(z) = 13/162*z^3 + 11/72*z + 1
*
[ 13/5 ] 
f(z) = 15/169*z^3 + 1/65*z + 1
*
[ 3/2 ] 
f(z) = 17/162*z^3 + 7/72*z + 1
*
[ 3/2 ] 
f(z) = 19/162*z^3 + 5/72*z + 1
*
[ 12 ] 
f(z) = 1/168*z^3 + 5/84*z + 1
*
[ -12 ] 
f(z) = 1/168*z^3 + 19/84*z + 1
*
[ -8 ] 
f(z) = 3/176*z^3 + 3/88*z + 1
*
[ 2 ] 
f(z) = 11/164*z^3 + 19/82*z + 1
*
[ -4 ] 
f(z) = 11/168*z^3 + 17/84*z + 1
*
[ 2 ] 
f(z) = 13/164*z^3 + 15/82*z + 1
*
[ -4 ] 
f(z) = 13/168*z^3 + 1/84*z + 1
*
[ 2 ] 
f(z) = 13/172*z^3 + 17/86*z + 1
*
[ 13/7 ] 
f(z) = 14/169*z^3 + 16/91*z + 1
*
[ 2 ] 
f(z) = 15/164*z^3 + 11/82*z + 1
*
[ 2 ] 
f(z) = 15/172*z^3 + 13/86*z + 1
*
[ 2 ] 
f(z) = 17/164*z^3 + 7/82*z + 1
*
[ 2 ] 
f(z) = 17/172*z^3 + 9/86*z + 1
*
[ 2 ] 
f(z) = 19/164*z^3 + 3/82*z + 1
*
[ 2 ] 
f(z) = 19/172*z^3 + 5/86*z + 1
*
[ 6/5 ] 
f(z) = 5/168*z^3 + 13/105*z + 1
*
[ -6 ] 
f(z) = 5/171*z^3 + 13/114*z + 1
*
[ 13/4 ] 
f(z) = 10/169*z^3 + 7/104*z + 1
*
[ -13/3 ] 
f(z) = 10/169*z^3 + 14/117*z + 1
*
[ -13/3 ] 
f(z) = 11/169*z^3 + 1/117*z + 1
*
[ 3/2 ] 
f(z) = 14/171*z^3 + 17/114*z + 1
*
[ 13/6 ] 
f(z) = 16/169*z^3 + 11/117*z + 1
*
[ 13/9 ] 
f(z) = 18/169*z^3 + 10/117*z + 1
*
[ 12 ] 
f(z) = 1/176*z^3 + 13/132*z + 1
*
[ 6 ] 
f(z) = 3/160*z^3 + 19/120*z + 1
*
[ 26/5 ] 
f(z) = 5/169*z^3 + 1/130*z + 1
*
[ -6 ] 
f(z) = 5/176*z^3 + 19/132*z + 1
*
[ 9/7 ] 
f(z) = 7/162*z^3 + 19/126*z + 1
*
[ 13/10 ] 
f(z) = 10/169*z^3 + 17/130*z + 1
*
[ 4/3 ] 
f(z) = 15/176*z^3 + 13/132*z + 1
*
10 | 0.19086170277518525543337427432344277579 | 0.029134385935433760321101793569760333550
f(z) = 1/175*z^3 + 11/140*z + 1
*
[ 13/11 ] 
f(z) = 11/169*z^3 + 9/143*z + 1
*
[ 5/4 ] 
f(z) = 12/175*z^3 + 13/140*z + 1
*
[ 5/2 ] 
f(z) = 13/175*z^3 + 19/140*z + 1
*
[ 13/6 ] 
f(z) = 15/169*z^3 + 19/156*z + 1
*
[ 7 ] 
f(z) = 3/175*z^3 + 3/175*z + 1
*
[ 11/2 ] 
f(z) = 4/165*z^3 + 14/165*z + 1
*
[ -7 ] 
f(z) = 4/175*z^3 + 4/175*z + 1
*
[ -5 ] 
f(z) = 7/160*z^3 + 17/160*z + 1
*
[ 4 ] 
f(z) = 7/164*z^3 + 11/164*z + 1
*
[ 4 ] 
f(z) = 7/172*z^3 + 17/172*z + 1
*
[ 7/2 ] 
f(z) = 8/161*z^3 + 17/161*z + 1
*
[ 10/3 ] 
f(z) = 9/170*z^3 + 19/170*z + 1
*
[ 11/3 ] 
f(z) = 9/176*z^3 + 7/176*z + 1
*
[ 3 ] 
f(z) = 11/168*z^3 + 13/168*z + 1
*
[ 3 ] 
f(z) = 11/174*z^3 + 17/174*z + 1
*
[ 3 ] 
f(z) = 11/177*z^3 + 19/177*z + 1
*
[ -4 ] 
f(z) = 13/172*z^3 + 7/172*z + 1
*
[ 3 ] 
f(z) = 13/177*z^3 + 1/177*z + 1
*
[ -7/2 ] 
f(z) = 16/161*z^3 + 11/161*z + 1
*
[ 5/4 ] 
f(z) = 16/165*z^3 + 8/165*z + 1
*
[ 3/2 ] 
f(z) = 16/165*z^3 + 19/165*z + 1
*
[ 9/4 ] 
f(z) = 16/171*z^3 + 14/171*z + 1
*
[ 2 ] 
f(z) = 17/162*z^3 + 13/162*z + 1
*
[ 2 ] 
f(z) = 17/166*z^3 + 15/166*z + 1
*
[ 2 ] 
f(z) = 17/174*z^3 + 19/174*z + 1
*
[ 7/3 ] 
f(z) = 18/175*z^3 + 2/175*z + 1
*
[ 2 ] 
f(z) = 19/162*z^3 + 5/162*z + 1
*
[ 2 ] 
f(z) = 19/166*z^3 + 7/166*z + 1
*
[ 2 ] 
f(z) = 19/170*z^3 + 9/170*z + 1
*
[ 2 ] 
f(z) = 19/174*z^3 + 11/174*z + 1
*
[ 2 ] 
f(z) = 19/178*z^3 + 13/178*z + 1
*
-3 | 0.21459509209384352588457058669602760589 | 0.028668136086562004770343687796100327370
f(z) = 11/162*z^3 + 17/198*z + 1
*
[ 4/3 ] 
f(z) = 13/160*z^3 + 19/180*z + 1
*
[ 4/3 ] 
f(z) = 17/160*z^3 + 11/180*z + 1
*
[ 4/3 ] 
f(z) = 19/160*z^3 + 7/180*z + 1
*
[ -35/6 ] 
f(z) = 6/175*z^3 + 1/210*z + 1
*
[ 15/4 ] 
f(z) = 8/175*z^3 + 19/210*z + 1
*
[ 13/12 ] 
f(z) = 9/169*z^3 + 3/208*z + 1
*
[ 13/4 ] 
f(z) = 11/169*z^3 + 1/208*z + 1
*
[ 12 ] 
f(z) = 1/171*z^3 + 17/228*z + 1
*
[ 13/12 ] 
f(z) = 8/169*z^3 + 5/234*z + 1
*
[ -6 ] 
f(z) = 5/164*z^3 + 17/246*z + 1
*
[ -36/7 ] 
f(z) = 7/162*z^3 + 13/252*z + 1
*
[ 8/3 ] 
f(z) = 15/176*z^3 + 5/264*z + 1
*
[ 35/4 ] 
f(z) = 2/175*z^3 + 3/280*z + 1
*
[ 8/7 ] 
f(z) = 7/160*z^3 + 19/280*z + 1
*
[ 9/4 ] 
f(z) = 17/162*z^3 + 7/288*z + 1
*
[ 5/4 ] 
f(z) = 18/175*z^3 + 11/280*z + 1
*
[ 5 ] 
f(z) = 1/175*z^3 + 23/35*z + 1
*
[ -13/6 ]
f(z) = 18/169*z^3 + 25/26*z + 1
*
[ 13/2 ] 
f(z) = 1/169*z^3 + 31/52*z + 1
*
[ 3 ] 
f(z) = 1/171*z^3 + 35/57*z + 1
*
[ 2 ] 
f(z) = 1/176*z^3 + 21/44*z + 1
*
[ 4 ] 
f(z) = 1/176*z^3 + 29/44*z + 1
*
[ 3 ] 
f(z) = 2/171*z^3 + 32/57*z + 1
*
[ -13/2 ] 
f(z) = 3/169*z^3 + 21/52*z + 1
*
[ 4 ] 
f(z) = 3/176*z^3 + 21/44*z + 1
*
[ 13/4 ] 
f(z) = 4/169*z^3 + 23/52*z + 1
*
[ 3 ] 
f(z) = 4/171*z^3 + 26/57*z + 1
*
[ 3 ] 
f(z) = 5/171*z^3 + 23/57*z + 1
*
[ 3/2 ] 
f(z) = 1/162*z^3 + 23/72*z + 1
*
[ 10 ] 
f(z) = 1/175*z^3 + 23/70*z + 1
*
[ -10 ] 
f(z) = 1/175*z^3 + 37/70*z + 1
*
[ 5/2 ] 
f(z) = 2/175*z^3 + 37/70*z + 1
*
[ 13/5 ] 
f(z) = 5/169*z^3 + 27/65*z + 1
*
[ 13/6 ] 
f(z) = 6/169*z^3 + 29/78*z + 1
*
[ 5/2 ] 
f(z) = 6/175*z^3 + 27/70*z + 1
*
[ 2 ] 
f(z) = 1/164*z^3 + 39/82*z + 1
*
[ 2 ] 
f(z) = 3/164*z^3 + 35/82*z + 1
*
[ 2 ] 
f(z) = 3/172*z^3 + 37/86*z + 1
*
[ 18/5 ] 
f(z) = 5/162*z^3 + 29/90*z + 1
*
[ 9/5 ] 
f(z) = 5/162*z^3 + 31/90*z + 1
*
[ 2 ] 
f(z) = 5/164*z^3 + 31/82*z + 1
*
[ 4 ] 
f(z) = 5/168*z^3 + 23/84*z + 1
*
[ 2 ] 
f(z) = 5/172*z^3 + 33/86*z + 1
*
[ 2 ] 
f(z) = 7/164*z^3 + 27/82*z + 1
*
[ 13/7 ] 
f(z) = 7/169*z^3 + 29/91*z + 1
*
[ 2 ] 
f(z) = 7/172*z^3 + 29/86*z + 1
*
[ 2 ] 
f(z) = 9/164*z^3 + 23/82*z + 1
*
[ 2 ] 
f(z) = 9/172*z^3 + 25/86*z + 1
*
[ 8/3 ] 
f(z) = 9/176*z^3 + 23/88*z + 1
*
[ 2 ] 
f(z) = 11/172*z^3 + 21/86*z + 1
*
[ 10 ] 
f(z) = 1/168*z^3 + 32/105*z + 1
*
[ 3/2 ] 
f(z) = 2/171*z^3 + 35/114*z + 1
*
[ 5/3 ] 
f(z) = 3/175*z^3 + 37/105*z + 1
*
[ 13/3 ] 
f(z) = 4/169*z^3 + 38/117*z + 1
*
[ -6 ] 
f(z) = 4/171*z^3 + 37/114*z + 1
*
[ 13/3 ] 
f(z) = 5/169*z^3 + 25/117*z + 1
*
[ 13/4 ] 
f(z) = 6/169*z^3 + 33/104*z + 1
*
[ 5/3 ] 
f(z) = 6/175*z^3 + 32/105*z + 1
*
[ 13/8 ] 
f(z) = 8/169*z^3 + 27/104*z + 1
*
[ 13/6 ] 
f(z) = 8/169*z^3 + 37/117*z + 1
*
[ 13/9 ] 
f(z) = 9/169*z^3 + 23/117*z + 1
*
[ 3/2 ] 
f(z) = 10/171*z^3 + 23/114*z + 1
*
[ 5/3 ] 
f(z) = 12/175*z^3 + 22/105*z + 1
*
[ -12 ] 
f(z) = 1/176*z^3 + 35/132*z + 1
*
-10 | 0.18283166934145791925019401650371297875 | 0.027908628804846819870221722017844535161
f(z) = 1/175*z^3 + 39/140*z + 1
*
[ 5/4 ] 
f(z) = 4/175*z^3 + 23/140*z + 1
*
[ 5/2 ] 
f(z) = 9/175*z^3 + 39/140*z + 1
*
[ 5/2 ] 
f(z) = 11/175*z^3 + 29/140*z + 1
*
[ 11 ] 
f(z) = 1/165*z^3 + 29/165*z + 1
*
[ 11 ] 
f(z) = 1/176*z^3 + 39/176*z + 1
*
[ -9 ] 
f(z) = 2/171*z^3 + 28/171*z + 1
*
[ -7 ] 
f(z) = 3/161*z^3 + 37/161*z + 1
*
[ 5 ] 
f(z) = 4/165*z^3 + 32/165*z + 1
*
[ -6 ] 
f(z) = 5/174*z^3 + 23/174*z + 1
*
[ -5 ] 
f(z) = 7/165*z^3 + 23/165*z + 1
*
[ -5 ] 
f(z) = 7/170*z^3 + 29/170*z + 1
*
[ 3/2 ] 
f(z) = 8/165*z^3 + 37/165*z + 1
*
[ 3 ] 
f(z) = 8/165*z^3 + 38/165*z + 1
*
[ 7/2 ] 
f(z) = 8/175*z^3 + 27/175*z + 1
*
[ 5/3 ] 
f(z) = 9/160*z^3 + 39/160*z + 1
*
[ 4/3 ] 
f(z) = 9/164*z^3 + 25/164*z + 1
*
[ 4/3 ] 
f(z) = 9/172*z^3 + 27/172*z + 1
*
[ 3 ] 
f(z) = 10/177*z^3 + 28/177*z + 1
*
[ 2 ] 
f(z) = 11/162*z^3 + 37/162*z + 1
*
[ -4 ] 
f(z) = 11/164*z^3 + 29/164*z + 1
*
[ 2 ] 
f(z) = 11/166*z^3 + 39/166*z + 1
*
[ -4 ] 
f(z) = 11/172*z^3 + 39/172*z + 1
*
[ 2 ] 
f(z) = 13/162*z^3 + 29/162*z + 1
*
[ 2 ] 
f(z) = 13/166*z^3 + 31/166*z + 1
*
[ 2 ] 
f(z) = 13/170*z^3 + 33/170*z + 1
*
[ 2 ] 
f(z) = 13/174*z^3 + 35/174*z + 1
*
[ 2 ] 
f(z) = 13/178*z^3 + 37/178*z + 1
*
[ 2 ] 
f(z) = 15/166*z^3 + 23/166*z + 1
*
[ 2 ] 
f(z) = 15/178*z^3 + 29/178*z + 1
*
[ 7/4 ] 
f(z) = 16/161*z^3 + 20/161*z + 1
*
[ 7/4 ] 
f(z) = 16/175*z^3 + 26/175*z + 1
*
[ 3/2 ] 
f(z) = 16/177*z^3 + 23/177*z + 1
*
[ 2 ] 
f(z) = 17/178*z^3 + 21/178*z + 1
*
[ 14/3 ] 
f(z) = 5/168*z^3 + 26/189*z + 1
*
[ 4/3 ] 
f(z) = 7/160*z^3 + 31/180*z + 1
*
[ 26/7 ] 
f(z) = 7/169*z^3 + 29/182*z + 1
*
[ 4/3 ] 
f(z) = 11/160*z^3 + 23/180*z + 1
*
[ -26/7 ] 
f(z) = 14/169*z^3 + 23/182*z + 1
*
-5/6 | 0.19083991151422596740691582655688532759 | 0.027433143803020787903122844254266678424
f(z) = 6/175*z^3 + 37/210*z + 1
*
[ 13/4 ] 
f(z) = 9/169*z^3 + 27/208*z + 1
*
[ 10/3 ] 
f(z) = 9/176*z^3 + 29/220*z + 1
*
[ 14/11 ] 
f(z) = 11/168*z^3 + 25/231*z + 1
*
[ 18/13 ] 
f(z) = 13/162*z^3 + 29/234*z + 1
*
[ 3/2 ] 
f(z) = 13/171*z^3 + 37/228*z + 1
*
[ 13/6 ] 
f(z) = 14/169*z^3 + 35/234*z + 1
*
[ 3/2 ] 
f(z) = 17/171*z^3 + 25/228*z + 1
*
[ -6 ] 
f(z) = 5/172*z^3 + 31/258*z + 1
*
[ 13/10 ] 
f(z) = 15/169*z^3 + 21/260*z + 1
*
[ 9/2 ] 
f(z) = 1/162*z^3 + 47/72*z + 1
*
[ 4 ] 
f(z) = 1/168*z^3 + 55/84*z + 1
*
[ 2 ] 
f(z) = 1/172*z^3 + 41/86*z + 1
*
[ 8 ] 
f(z) = 1/176*z^3 + 45/88*z + 1
*
[ -10 ] 
f(z) = 1/168*z^3 + 53/105*z + 1
*
[ 13/4 ] 
f(z) = 2/169*z^3 + 59/104*z + 1
*
[ 6 ] 
f(z) = 2/171*z^3 + 47/114*z + 1
*
[ 13/6 ] 
f(z) = 4/169*z^3 + 50/117*z + 1
*
[ 14/5 ] 
f(z) = 5/168*z^3 + 43/105*z + 1
*
4 | 0.18456063964138690499731035592089063281 | 0.029439751965697276946025410020187928056
f(z) = 3/176*z^3 + 41/132*z + 1
*
[ -26/5 ] 
f(z) = 5/169*z^3 + 51/130*z + 1
*
[ 18/7 ] 
f(z) = 7/162*z^3 + 41/126*z + 1
*
[ 20/7 ] 
f(z) = 7/160*z^3 + 41/140*z + 1
*
[ -11 ] 
f(z) = 1/165*z^3 + 59/165*z + 1
*
[ 10 ] 
f(z) = 1/170*z^3 + 53/170*z + 1
*
[ 7 ] 
f(z) = 2/161*z^3 + 40/161*z + 1
*
[ 7 ] 
f(z) = 2/175*z^3 + 52/175*z + 1
*
[ 5 ] 
f(z) = 3/160*z^3 + 53/160*z + 1
*
[ -7 ] 
f(z) = 3/175*z^3 + 53/175*z + 1
*
-5/2 | 0.14315223958938036670463954001083550164 | 0.028036382354867216651860106758375678246
f(z) = 4/165*z^3 + 41/165*z + 1
*
[ 3/2 ] 
f(z) = 4/165*z^3 + 46/165*z + 1
*
[ 9/2 ] 
f(z) = 4/171*z^3 + 52/171*z + 1
*
[ 3/2 ] 
f(z) = 4/177*z^3 + 50/177*z + 1
*
[ 4 ] 
f(z) = 5/164*z^3 + 43/164*z + 1
*
[ 4 ] 
f(z) = 5/172*z^3 + 49/172*z + 1
*
[ 2 ] 
f(z) = 7/162*z^3 + 53/162*z + 1
*
[ 3 ] 
f(z) = 7/165*z^3 + 47/165*z + 1
*
[ 2 ] 
f(z) = 7/166*z^3 + 55/166*z + 1
*
[ 2 ] 
f(z) = 7/170*z^3 + 57/170*z + 1
*
[ 3 ] 
f(z) = 7/174*z^3 + 53/174*z + 1
*
[ 2 ] 
f(z) = 7/174*z^3 + 59/174*z + 1
*
[ 3 ] 
f(z) = 7/177*z^3 + 55/177*z + 1
*
[ 5/2 ] 
f(z) = 8/165*z^3 + 49/165*z + 1
*
[ -9/2 ] 
f(z) = 8/171*z^3 + 47/171*z + 1
*
[ 3/2 ] 
f(z) = 8/177*z^3 + 41/177*z + 1
*
[ 3 ] 
f(z) = 8/177*z^3 + 46/177*z + 1
*
[ 7/3 ] 
f(z) = 9/161*z^3 + 43/161*z + 1
*
[ 2 ] 
f(z) = 9/166*z^3 + 47/166*z + 1
*
[ 5/3 ] 
f(z) = 9/170*z^3 + 43/170*z + 1
*
[ 2 ] 
f(z) = 9/170*z^3 + 49/170*z + 1
*
[ 7/3 ] 
f(z) = 9/175*z^3 + 51/175*z + 1
*
[ 2 ] 
f(z) = 9/178*z^3 + 53/178*z + 1
*
[ 2 ] 
f(z) = 11/170*z^3 + 41/170*z + 1
*
[ 2 ] 
f(z) = 11/174*z^3 + 43/174*z + 1
*
[ 2 ] 
f(z) = 11/178*z^3 + 45/178*z + 1
*
[ 4/3 ] 
f(z) = 1/160*z^3 + 43/180*z + 1
*
[ 20/9 ] 
f(z) = 9/160*z^3 + 49/180*z + 1
*
[ 18/11 ] 
f(z) = 11/162*z^3 + 41/198*z + 1
*
[ 15/2 ] 
f(z) = 2/175*z^3 + 47/210*z + 1
*
[ 13/4 ] 
f(z) = 7/169*z^3 + 53/208*z + 1
*
[ 13/8 ] 
f(z) = 12/169*z^3 + 41/208*z + 1
*
[ -12 ] 
f(z) = 1/171*z^3 + 55/228*z + 1
*
[ -26/3 ] 
f(z) = 2/169*z^3 + 53/234*z + 1
*
[ 22/5 ] 
f(z) = 5/176*z^3 + 49/220*z + 1
*
[ 3/2 ] 
f(z) = 7/171*z^3 + 55/228*z + 1
*
[ 26/9 ] 
f(z) = 9/169*z^3 + 49/234*z + 1
*
[ 20/11 ] 
f(z) = 11/160*z^3 + 49/220*z + 1
*
[ 3/2 ] 
f(z) = 11/171*z^3 + 43/228*z + 1
*
[ 6 ] 
f(z) = 3/164*z^3 + 43/246*z + 1
*
[ 6 ] 
f(z) = 3/172*z^3 + 53/258*z + 1
*
[ 13/10 ] 
f(z) = 5/169*z^3 + 47/260*z + 1
*
[ 20/13 ] 
f(z) = 13/160*z^3 + 41/260*z + 1
*
[ 5/4 ] 
f(z) = 2/175*z^3 + 51/280*z + 1
*
[ 5/4 ] 
f(z) = 6/175*z^3 + 41/280*z + 1
*
[ 10/7 ] 
f(z) = 7/160*z^3 + 59/280*z + 1
*
[ 9/4 ] 
f(z) = 13/162*z^3 + 43/288*z + 1
*
[ 13/3 ] 
f(z) = 1/169*z^3 + 77/117*z + 1
*
[ 6 ] 
f(z) = 1/171*z^3 + 71/114*z + 1
*
[ 13/3 ] 
f(z) = 2/169*z^3 + 64/117*z + 1
*
[ 6 ] 
f(z) = 1/160*z^3 + 73/120*z + 1
*
-2/3 | 0.15033114924336491440880506597233870352 | 0.023979716124967507501469874135204858361
f(z) = 3/176*z^3 + 65/132*z + 1
*
[ 5/2 ] 
f(z) = 1/175*z^3 + 79/140*z + 1
*
[ 13/6 ] 
f(z) = 3/169*z^3 + 71/156*z + 1
*
[ 5/2 ] 
f(z) = 3/175*z^3 + 69/140*z + 1
*
[ 2 ] 
f(z) = 1/162*z^3 + 77/162*z + 1
*
6 | 0.14315120597295947698245834280810093418 | 0.028036179920973989015713327669449161017
f(z) = 1/165*z^3 + 74/165*z + 1
*
[ 2 ] 
f(z) = 1/166*z^3 + 79/166*z + 1
*
[ 9 ] 
f(z) = 1/171*z^3 + 71/171*z + 1
*
[ -11 ] 
f(z) = 1/176*z^3 + 71/176*z + 1
*
[ 4 ] 
f(z) = 3/164*z^3 + 75/164*z + 1
*
[ 2 ] 
f(z) = 3/166*z^3 + 71/166*z + 1
*
[ 5 ] 
f(z) = 3/170*z^3 + 61/170*z + 1
*
[ 2 ] 
f(z) = 3/170*z^3 + 73/170*z + 1
*
[ 2 ] 
f(z) = 3/178*z^3 + 77/178*z + 1
*
[ 7/2 ] 
f(z) = 4/161*z^3 + 66/161*z + 1
*
[ 7/2 ] 
f(z) = 4/175*z^3 + 76/175*z + 1
*
[ 2 ] 
f(z) = 5/162*z^3 + 61/162*z + 1
*
[ 2 ] 
f(z) = 5/166*z^3 + 63/166*z + 1
*
[ 3 ] 
f(z) = 5/168*z^3 + 67/168*z + 1
*
[ 2 ] 
f(z) = 5/174*z^3 + 67/174*z + 1
*
[ 3 ] 
f(z) = 5/174*z^3 + 71/174*z + 1
*
[ 3 ] 
f(z) = 5/177*z^3 + 73/177*z + 1
*
[ 2 ] 
f(z) = 5/178*z^3 + 69/178*z + 1
*
[ 2 ] 
f(z) = 7/178*z^3 + 61/178*z + 1
*
[ 12/5 ] 
f(z) = 5/162*z^3 + 73/180*z + 1
*
[ 13/8 ] 
f(z) = 4/169*z^3 + 67/208*z + 1
*
[ 13/4 ] 
f(z) = 5/169*z^3 + 79/208*z + 1
*
[ 10/3 ] 
f(z) = 6/175*z^3 + 67/210*z + 1
*
[ 3/2 ] 
f(z) = 1/171*z^3 + 73/228*z + 1
*
[ 10 ] 
f(z) = 1/176*z^3 + 73/220*z + 1
*
[ 3/2 ] 
f(z) = 5/171*z^3 + 61/228*z + 1
*
[ 13/6 ] 
f(z) = 10/169*z^3 + 61/234*z + 1
*
[ 16/3 ] 
f(z) = 3/160*z^3 + 67/240*z + 1
*
[ 12/7 ] 
f(z) = 7/162*z^3 + 73/252*z + 1
*
[ -27/5 ] 
f(z) = 5/162*z^3 + 77/270*z + 1
*
[ -35/4 ] 
f(z) = 2/175*z^3 + 67/280*z + 1
*
[ 9/4 ] 
f(z) = 11/162*z^3 + 61/288*z + 1
*
[ 26/11 ] 
f(z) = 11/169*z^3 + 61/286*z + 1
*
[ 6 ] 
f(z) = 1/176*z^3 + 83/132*z + 1
*
[ 7 ] 
f(z) = 1/161*z^3 + 89/161*z + 1
*
[ 8 ] 
f(z) = 1/168*z^3 + 83/168*z + 1
*
[ 7 ] 
f(z) = 1/168*z^3 + 95/168*z + 1
*
[ 2 ] 
f(z) = 1/170*z^3 + 81/170*z + 1
*
[ -10 ] 
f(z) = 1/170*z^3 + 87/170*z + 1
*
[ 2 ] 
f(z) = 1/174*z^3 + 83/174*z + 1
*
[ 2 ] 
f(z) = 1/178*z^3 + 85/178*z + 1
*
[ -7 ] 
f(z) = 2/161*z^3 + 86/161*z + 1
*
[ 5 ] 
f(z) = 2/165*z^3 + 82/165*z + 1
*
[ 3 ] 
f(z) = 2/165*z^3 + 92/165*z + 1
*
[ 4 ] 
f(z) = 3/172*z^3 + 81/172*z + 1
*
[ 3 ] 
f(z) = 4/177*z^3 + 82/177*z + 1
*
[ 9/4 ] 
f(z) = 7/162*z^3 + 97/288*z + 1
*
[ 5 ] 
f(z) = 1/160*z^3 + 103/160*z + 1
*
[ 4 ] 
f(z) = 1/164*z^3 + 107/164*z + 1
*
[ 3 ] 
f(z) = 1/165*z^3 + 101/165*z + 1
*
[ 5 ] 
f(z) = 1/165*z^3 + 107/165*z + 1
*
[ 3 ] 
f(z) = 1/168*z^3 + 103/168*z + 1
*
[ 5 ] 
f(z) = 1/170*z^3 + 111/170*z + 1
*
[ -9 ] 
f(z) = 1/171*z^3 + 109/171*z + 1
*
[ 4 ] 
f(z) = 1/172*z^3 + 113/172*z + 1
*
[ 3 ] 
f(z) = 1/174*z^3 + 107/174*z + 1
*
[ 6 ] 
f(z) = 1/174*z^3 + 109/174*z + 1
*
[ 7 ] 
f(z) = 1/175*z^3 + 101/175*z + 1
*
[ 3 ] 
f(z) = 1/177*z^3 + 109/177*z + 1
*
[ 3 ] 
f(z) = 2/177*z^3 + 100/177*z + 1
*
[ 20/3 ] 
f(z) = 1/160*z^3 + 103/180*z + 1
*
[ -15/2 ] 
f(z) = 2/175*z^3 + 103/210*z + 1
*
[ 13/4 ] 
f(z) = 3/169*z^3 + 105/208*z + 1
*
[ 10/3 ] 
f(z) = 3/175*z^3 + 107/210*z + 1
*
[ 26/3 ] 
f(z) = 1/169*z^3 + 103/234*z + 1
*
[ -10 ] 
f(z) = 1/176*z^3 + 117/220*z + 1
*
[ 13/6 ] 
f(z) = 2/169*z^3 + 113/234*z + 1
*
[ 9/4 ] 
f(z) = 5/162*z^3 + 115/288*z + 1
*
[ 14/3 ] 
f(z) = 1/168*z^3 + 124/189*z + 1
*
[ 13/4 ] 
f(z) = 1/169*z^3 + 131/208*z + 1
*
[ 8/3 ] 
f(z) = 3/176*z^3 + 133/264*z + 1
*
[ 6 ] 
f(z) = 1/164*z^3 + 151/246*z + 1
*
[ 9/4 ] 
f(z) = 1/162*z^3 + 151/288*z + 1
*
[ 6 ] 
f(z) = 1/172*z^3 + 161/258*z + 1
*
-60 | 0.29319664327613091829901256733436196122 | 0.029768445863155950877917151354547289217
f(z) = 1/192*z^3 - 296/15*z + 1
*
[ 36 ] 
f(z) = 5/192*z^3 - 295/9*z + 1
*
46 | 0.10590667141722179164428036045892735079 | 0.013678787425247145406732886913483035096
f(z) = 1/184*z^3 - 288/23*z + 1
*
[ -44 ] 
f(z) = 1/192*z^3 - 299/33*z + 1
*
[ -20 ] 
f(z) = 5/192*z^3 - 281/30*z + 1
*
[ -15 ] 
f(z) = 8/189*z^3 - 296/35*z + 1
*
[ 21/2 ] 
f(z) = 19/189*z^3 - 285/28*z + 1
*
-3/8 | 0.18314773208912196673038387823274251537 | 0.020358161722828455867911365594154735218
f(z) = 8/189*z^3 - 299/56*z + 1
*
[ 33 ] 
f(z) = 1/198*z^3 - 299/66*z + 1
*
[ -33 ] 
f(z) = 1/198*z^3 - 295/66*z + 1
*
-15/2 | 0.16714472408999290111618708902738188154 | 0.018593185502065218579892160855932302694
f(z) = 10/189*z^3 - 297/70*z + 1
*
3/5 | 0.24895633684058907734706311252684382197 | 0.027735747999530229187931865497907031324
f(z) = 10/189*z^3 - 293/70*z + 1
*
[ 9 ] 
f(z) = 13/189*z^3 - 295/63*z + 1
*
[ -9 ] 
f(z) = 13/189*z^3 - 281/63*z + 1
*
-21/2 | 0.17289294389018412805648804127957415530 | 0.022065113305268621254597269244066958280
f(z) = 1/189*z^3 - 281/84*z + 1
*
-7 | 0.19776226262613016258632331471839393724 | 0.025979179174066844183677676256985894582
f(z) = 9/196*z^3 - 289/84*z + 1
*
-84/13 | 0.18100920662042525341325655547667352357 | 0.020244207812344740432745071118060751459
f(z) = 13/189*z^3 - 283/91*z + 1
*
7 | 0.22120085198286271341969688569985391776 | 0.028928932666759046018963607549221717917
f(z) = 15/196*z^3 - 299/84*z + 1
*
-51/8 | 0.18512393429922158462339767211533371851 | 0.020704402096248972755775531264320135308
f(z) = 4/189*z^3 - 283/112*z + 1
*
46/5 | 0.22263769708616222700532223865572219892 | 0.028704498431679969700373113132010477159
f(z) = 5/184*z^3 - 292/115*z + 1
*
-6/5 | 0.10990736561909615365842171043496459673 | 0.014007721216802783375242083224370328230
f(z) = 5/189*z^3 - 284/105*z + 1
*
12/19 | 0.20856038816986133737062217663580812957 | 0.022753251636803191814297796679915645328
f(z) = 19/192*z^3 - 299/114*z + 1
*
[ -18 ] 
f(z) = 2/189*z^3 - 299/126*z + 1
*
8 | 0.16642957075299949963529019867458559865 | 0.021505518851120624631967915292395866163
f(z) = 5/192*z^3 - 287/120*z + 1
*
[ 33/2 ] 
f(z) = 2/189*z^3 - 299/154*z + 1
*
12/5 | 0.27325136355078654178532606369167659292 | 0.029921867994631603394044153487695657906
f(z) = 17/192*z^3 - 289/150*z + 1
*
20/11 | 0.25804815932198351281870560595572511178 | 0.026282191735637542836484504757590726143
f(z) = 11/192*z^3 - 287/165*z + 1
*
9 | 0.12538093699581036817282291648187195699 | 0.022237149726983379594739710568551931741
f(z) = 1/180*z^3 - 281/180*z + 1
*
[ 22 ] 
f(z) = 1/198*z^3 - 295/198*z + 1
*
[ 8 ] 
f(z) = 7/184*z^3 - 287/184*z + 1
*
[ 15/2 ] 
f(z) = 8/195*z^3 - 281/195*z + 1
*
[ 7 ] 
f(z) = 9/182*z^3 - 285/182*z + 1
*
2/3 | 0.16689219606924670865405034492957166841 | 0.029452811313939524041231660614968794555
f(z) = 9/190*z^3 - 289/190*z + 1
*
[ 5 ] 
f(z) = 17/180*z^3 - 281/180*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.027318916499752788907320268050079068571
f(z) = 17/192*z^3 - 281/192*z + 1
*
-20/7 | 0.25984671845829995934583722488970956161 | 0.028519537380554676840846151797326002466
f(z) = 7/192*z^3 - 283/210*z + 1
*
[ -28/3 ] 
f(z) = 5/196*z^3 - 281/252*z + 1
*
[ -60 ] 
f(z) = 1/192*z^3 - 266/15*z + 1
*
[ 21 ] 
f(z) = 17/189*z^3 - 271/7*z + 1
*
12 | 0.25533683695476312202250095557916340608 | 0.028768510881134275582807402743365165609
f(z) = 11/189*z^3 - 265/28*z + 1
*
24 | 0.17832252810193419788172354068250903059 | 0.022951967855391877087142756289038118028
f(z) = 2/189*z^3 - 263/42*z + 1
*
[ 16 ] 
f(z) = 5/192*z^3 - 275/48*z + 1
*
[ -16 ] 
f(z) = 5/192*z^3 - 269/48*z + 1
*
4/17 | 0.23323376416262702478607557786746386873 | 0.023921730508687136723279804936821692803
f(z) = 17/192*z^3 - 268/51*z + 1
*
[ -30 ] 
f(z) = 1/189*z^3 - 261/70*z + 1
*
14/3 | 0.21299842501966153971143759866494937509 | 0.027795922291974839472180550161824513801
f(z) = 3/184*z^3 - 266/69*z + 1
*
[ -12 ] 
f(z) = 7/180*z^3 - 271/60*z + 1
*
-24 | 0.21041392277901123021232308160871965822 | 0.027082464808877906288526760680042334259
f(z) = 1/189*z^3 - 263/84*z + 1
*
7 | 0.21624277250561808206244676983644752536 | 0.028648906008038261939721456873549786300
f(z) = 3/196*z^3 - 271/84*z + 1
*
42/5 | 0.19592437289692391745175319099261771762 | 0.024271630737602600503663336929822094072
f(z) = 5/192*z^3 - 267/80*z + 1
*
3/4 | 0.26192428423953305356271605457913270923 | 0.029535921636232914243146157667148708421
f(z) = 5/189*z^3 - 263/112*z + 1
*
-39/5 | 0.082981147337602016118757975444385865757 | 0.010654711511270348643606614202403122202
f(z) = 10/189*z^3 - 268/105*z + 1
*
3/4 | 0.21931349886750979367373313190655263265 | 0.024709802368497967409013849175584503618
f(z) = 11/189*z^3 - 265/112*z + 1
*
3/4 | 0.26192440649035344723337900665255017172 | 0.029485746340138934042775692252180736527
f(z) = 17/189*z^3 - 267/112*z + 1
*
[ 24 ] 
f(z) = 1/180*z^3 - 269/120*z + 1
*
[ -33/4 ] 
f(z) = 8/189*z^3 - 271/154*z + 1
*
-6/5 | 0.25838169602176521048078478791647560246 | 0.028943686341924172331185337095312005344
f(z) = 10/189*z^3 - 279/140*z + 1
*
3 | 0.12836162260900335442907603450980430228 | 0.023004988881574624176741404395683880312
f(z) = 1/192*z^3 - 265/192*z + 1
*
[ -22 ] 
f(z) = 1/198*z^3 - 277/198*z + 1
*
[ 15 ] 
f(z) = 2/195*z^3 - 268/195*z + 1
*
[ -11 ] 
f(z) = 4/187*z^3 - 280/187*z + 1
*
7 | 0.14251366360526171347992376210311350358 | 0.025439243286682517787590569496635810528
f(z) = 5/182*z^3 - 271/182*z + 1
*
[ -7 ] 
f(z) = 10/189*z^3 - 274/189*z + 1
*
[ -11/2 ] 
f(z) = 16/187*z^3 - 263/187*z + 1
*
[ 5 ] 
f(z) = 17/185*z^3 - 277/185*z + 1
*
[ 5 ] 
f(z) = 17/190*z^3 - 273/190*z + 1
*
[ 5 ] 
f(z) = 17/195*z^3 - 269/195*z + 1
*
6 | 0.22103097844194076354525126251556795234 | 0.029923759663514373859239515553951910886
f(z) = 7/180*z^3 - 269/210*z + 1
*
[ 9/2 ] 
f(z) = 17/189*z^3 - 263/252*z + 1
*
[ -6 ] 
f(z) = 11/188*z^3 - 265/282*z + 1
*
[ -42 ] 
f(z) = 2/189*z^3 - 247/14*z + 1
*
[ -21 ] 
f(z) = 16/189*z^3 - 254/7*z + 1
*
[ 14 ] 
f(z) = 19/196*z^3 - 253/14*z + 1
*
[ -14 ] 
f(z) = 19/196*z^3 - 251/14*z + 1
*
[ 46 ] 
f(z) = 1/184*z^3 - 242/23*z + 1
*
[ -46 ] 
f(z) = 1/184*z^3 - 241/23*z + 1
*
42 | 0.20170286367309116836079209868080078925 | 0.022824552657374615097806865005748202266
f(z) = 1/189*z^3 - 255/28*z + 1
*
3/2 | 0.26184219784076256962859968476132261254 | 0.029792379957605884182654439724672401699
f(z) = 1/189*z^3 - 243/28*z + 1
*
-21 | 0.22838543921798641963285560753832928984 | 0.029682061349914417777633641395717326998
f(z) = 5/189*z^3 - 244/21*z + 1
*
92/5 | 0.26164810005499538536823226864678007732 | 0.029024243701603567706076251886508068060
f(z) = 5/192*z^3 - 257/30*z + 1
*
[ 46/3 ] 
f(z) = 9/184*z^3 - 243/23*z + 1
*
[ -21/2 ] 
f(z) = 17/189*z^3 - 247/28*z + 1
*
15/8 | 0.19386427872792619779415421433212939550 | 0.021976863135711803302708961719859908067
f(z) = 8/189*z^3 - 251/56*z + 1
*
-3/8 | 0.21697846435328398934144541757047018252 | 0.024687788698451503010247797672943769287
f(z) = 8/189*z^3 - 243/56*z + 1
*
24 | 0.15023864973246936101871301424018391908 | 0.022735870992103238147472177344058049324
f(z) = 1/180*z^3 - 247/60*z + 1
*
-6 | 0.22884215957541973457052292312803526547 | 0.026037638793943171334738545910909168266
f(z) = 11/189*z^3 - 243/77*z + 1
*
[ 9 ] 
f(z) = 11/189*z^3 - 241/63*z + 1
*
18 | 0.10815559462226174985411931390474620773 | 0.017326454056970574013267565698388081682
f(z) = 1/180*z^3 - 257/90*z + 1
*
-36/5 | 0.26425154391910955889658129200463520247 | 0.029287854866848265509148167805080254425
f(z) = 5/192*z^3 - 259/90*z + 1
*
[ -10 ] 
f(z) = 7/180*z^3 - 251/90*z + 1
*
-7/3 | 0.21830569676183115694778226836178235698 | 0.029218991793745410014244954806035654860
f(z) = 15/196*z^3 - 251/84*z + 1
*
60/17 | 0.17451751215676815755544780169049402881 | 0.019358974141111469996168929903174411294
f(z) = 17/192*z^3 - 257/102*z + 1
*
12/17 | 0.20650079038291049210656067085311055665 | 0.022967017378154573207558579457905836293
f(z) = 17/192*z^3 - 251/102*z + 1
*
[ -24 ] 
f(z) = 1/180*z^3 - 259/120*z + 1
*
-8 | 0.16643060436942038935747139587732016610 | 0.021816899759087540478113039564454353359
f(z) = 5/192*z^3 - 257/120*z + 1
*
[ -20/3 ] 
f(z) = 13/192*z^3 - 251/135*z + 1
*
4 | 0.14265772557512815052068202243083095625 | 0.026009664041351734567196547403839802219
f(z) = 1/180*z^3 - 241/180*z + 1
*
-7 | 0.14285758523636797172524220440752520674 | 0.025690660734748519195517809274314057009
f(z) = 2/189*z^3 - 260/189*z + 1
*
[ -15 ] 
f(z) = 2/195*z^3 - 242/195*z + 1
*
-13/2 | 0.15243302207066737737083642132195712969 | 0.027729371891750151732930205100569935242
f(z) = 4/195*z^3 - 244/195*z + 1
*
[ 28/3 ] 
f(z) = 5/192*z^3 - 260/189*z + 1
*
[ -8 ] 
f(z) = 7/184*z^3 - 241/184*z + 1
*
[ 6 ] 
f(z) = 11/186*z^3 - 241/186*z + 1
*
-36/11 | 0.26069000774349259274466882377975690404 | 0.028893118272058757152542346029232972585
f(z) = 11/192*z^3 - 259/198*z + 1
*
4 | 0.11118439811401371910222962512632471097 | 0.020093362005424656211502409702690097837
f(z) = 13/180*z^3 - 253/180*z + 1
*
[ -6 ] 
f(z) = 13/186*z^3 - 251/186*z + 1
*
[ 5 ] 
f(z) = 16/185*z^3 - 252/185*z + 1
*
[ 5 ] 
f(z) = 16/195*z^3 - 244/195*z + 1
*
[ -5 ] 
f(z) = 19/185*z^3 - 253/185*z + 1
*
[ -5 ] 
f(z) = 19/195*z^3 - 241/195*z + 1
*
-3 | 0.23028579321212507428660961459455823598 | 0.029773617066758036035306975117299150929
f(z) = 11/189*z^3 - 254/231*z + 1
*
[ -15/2 ] 
f(z) = 7/180*z^3 - 253/240*z + 1
*
42/19 | 0.26374569482197075805179742938251146753 | 0.029703322268716021336464809372654921172
f(z) = 19/189*z^3 - 251/266*z + 1
*
[ 6 ] 
f(z) = 9/188*z^3 - 251/282*z + 1
*
[ 6 ] 
f(z) = 9/196*z^3 - 241/294*z + 1
*
-6/5 | 0.20127116594605898458994026522342832081 | 0.022537183325357934641561054061978572558
f(z) = 10/189*z^3 - 243/280*z + 1
*
[ -6 ] 
f(z) = 11/196*z^3 - 251/294*z + 1
*
[ 14 ] 
f(z) = 17/196*z^3 - 225/14*z + 1
*
[ -14 ] 
f(z) = 17/196*z^3 - 223/14*z + 1
*
[ -21 ] 
f(z) = 5/189*z^3 - 223/21*z + 1
*
[ -46/3 ] 
f(z) = 9/184*z^3 - 240/23*z + 1
*
-12 | 0.21989793564264420441944625633978960039 | 0.024591034538633354535420463644006218426
f(z) = 7/192*z^3 - 239/42*z + 1
*
92/7 | 0.18881981031391486769263399583355809314 | 0.021175797745641266630917516151092388835
f(z) = 7/192*z^3 - 233/42*z + 1
*
-57/10 | 0.21217242761197244244287932861221549010 | 0.024209826683167014279478434795559868540
f(z) = 10/189*z^3 - 237/70*z + 1
*
[ -9 ] 
f(z) = 11/189*z^3 - 227/63*z + 1
*
-6 | 0.14841432325442117957411178087019019005 | 0.019404971122824923167721244792636193750
f(z) = 1/189*z^3 - 233/84*z + 1
*
-7/3 | 0.21621377785631042179324266108536905055 | 0.029404510951124340802991671474821633549
f(z) = 3/196*z^3 - 223/84*z + 1
*
21/4 | 0.21907065317606660162518115896673753726 | 0.028643190263061956559032011928392880590
f(z) = 4/189*z^3 - 233/84*z + 1
*
[ -12 ] 
f(z) = 5/189*z^3 - 229/84*z + 1
*
-36/19 | 0.24059629668257394882463842637801148186 | 0.027143394506496599948752578014766643482
f(z) = 19/192*z^3 - 221/114*z + 1
*
-36/7 | 0.25975999720081140501019024181571997076 | 0.029275633956427919544536115351560643406
f(z) = 7/192*z^3 - 223/126*z + 1
*
-9/2 | 0.19511449129425665129496890959388419541 | 0.029790060412856656963832614721946380725
f(z) = 10/189*z^3 - 233/126*z + 1
*
[ 20/3 ] 
f(z) = 11/192*z^3 - 229/135*z + 1
*
21/10 | 0.21691168852372616646414606217356099993 | 0.024923758847023465349902516605504919366
f(z) = 5/189*z^3 - 223/140*z + 1
*
[ 28/5 ] 
f(z) = 15/196*z^3 - 221/140*z + 1
*
51/4 | 0.22246528836403548107874467866621867963 | 0.029087034201777616518675924088201223541
f(z) = 2/189*z^3 - 233/168*z + 1
*
[ 20 ] 
f(z) = 1/180*z^3 - 229/180*z + 1
*
[ 9 ] 
f(z) = 5/198*z^3 - 229/198*z + 1
*
20/3 | 0.16343085099103245149844524390689187757 | 0.017014085842369502066671617931616343119
f(z) = 7/192*z^3 - 232/189*z + 1
*
[ 7 ] 
f(z) = 8/189*z^3 - 230/189*z + 1
*
[ -15/2 ] 
f(z) = 8/195*z^3 - 229/195*z + 1
*
[ -7 ] 
f(z) = 9/182*z^3 - 233/182*z + 1
*
4 | 0.13603452428939111194207807455747215938 | 0.025200152683642438053083061927892464778
f(z) = 11/180*z^3 - 221/180*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.028393577804617605762930941371266372608
f(z) = 11/192*z^3 - 227/192*z + 1
*
-5 | 0.15243198845424648764865522411922256224 | 0.027898367646317401330708979514476494327
f(z) = 11/195*z^3 - 236/195*z + 1
*
-4 | 0.14265772557512815052068202243083095625 | 0.026296597224937878772874131891659528319
f(z) = 17/180*z^3 - 227/180*z + 1
*
[ -5 ] 
f(z) = 18/185*z^3 - 228/185*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.028213449539065618120617549807355901811
f(z) = 19/192*z^3 - 235/192*z + 1
*
57/10 | 0.17907558949703833259329710105170001512 | 0.023576887250449472912347652179405124278
f(z) = 10/189*z^3 - 221/210*z + 1
*
-28/11 | 0.27050995468361238726439294761661618923 | 0.028174302679486703835210569670894985652
f(z) = 11/192*z^3 - 226/231*z + 1
*
-16/5 | 0.13249287697988264536923363527577037378 | 0.019294330014779701350112805627218770211
f(z) = 5/192*z^3 - 229/240*z + 1
*
-28/13 | 0.27360251522762050109761071085092216446 | 0.028009067916703699217316411063121092005
f(z) = 13/192*z^3 - 232/273*z + 1
*
[ 4/7 ] 
f(z) = 1/192*z^3 - 221/294*z + 1
*
[ 4/7 ] 
f(z) = 5/192*z^3 - 223/294*z + 1
*
[ 4/7 ] 
f(z) = 13/192*z^3 - 227/294*z + 1
*
[ 4/7 ] 
f(z) = 17/192*z^3 - 229/294*z + 1
*
[ -20 ] 
f(z) = 7/192*z^3 - 203/15*z + 1
*
[ -21 ] 
f(z) = 13/189*z^3 - 205/7*z + 1
*
-3/2 | 0.21324091240488244901944983794631104028 | 0.024713395940813886787814825007384624173
f(z) = 5/189*z^3 - 207/28*z + 1
*
-15 | 0.23342837520299807768068960767242795246 | 0.027068198380580338792127157629366846594
f(z) = 5/189*z^3 - 206/35*z + 1
*
12 | 0.23033798607410166869065636765127567011 | 0.026786159843165215955497945183547700520
f(z) = 8/189*z^3 - 201/28*z + 1
*
28 | 0.24098399050053941563946551299295602649 | 0.027271819004523252590731538791964632084
f(z) = 1/192*z^3 - 215/42*z + 1
*
6 | 0.22507236968235971874642986818326536559 | 0.026084593826611457001638312005098953795
f(z) = 10/189*z^3 - 207/56*z + 1
*
6 | 0.14262979547051503788151819624130598660 | 0.021197453994288327520557519890756779985
f(z) = 17/192*z^3 - 209/48*z + 1
*
[ 4/19 ] 
f(z) = 19/192*z^3 - 214/57*z + 1
*
-6 | 0.17407621440520046066244364047069889561 | 0.025834413000419734702718042865573437195
f(z) = 19/192*z^3 - 211/48*z + 1
*
[ 9 ] 
f(z) = 10/189*z^3 - 214/63*z + 1
*
51/10 | 0.12264664327131402224311028753043219740 | 0.014167126633092940011217196877087925091
f(z) = 10/189*z^3 - 213/70*z + 1
*
[ 10 ] 
f(z) = 5/184*z^3 - 209/115*z + 1
*
8/5 | 0.16396854233612540523836092378125644455 | 0.022179948641744498915442459949395175220
f(z) = 5/192*z^3 - 203/120*z + 1
*
-15/2 | 0.21486414574068232016752505310468918784 | 0.024739943244086040396636285941473732612
f(z) = 1/189*z^3 - 219/140*z + 1
*
[ -20 ] 
f(z) = 1/180*z^3 - 211/180*z + 1
*
14 | 0.15560583370652921290812732240458295853 | 0.029126937096700807589050908864089112087
f(z) = 1/182*z^3 - 209/182*z + 1
*
[ 1/2 ] 
f(z) = 8/199*z^3 - 201/199*z + 1
*
[ 19/3 ] 
f(z) = 9/190*z^3 - 201/190*z + 1
*
[ 11/2 ] 
f(z) = 12/187*z^3 - 210/187*z + 1
*
[ 1/2 ] 
f(z) = 12/199*z^3 - 202/199*z + 1
*
[ 6/13 ] 
f(z) = 13/189*z^3 - 215/182*z + 1
*
[ 5 ] 
f(z) = 14/185*z^3 - 202/185*z + 1
*
[ 1/2 ] 
f(z) = 16/197*z^3 - 201/197*z + 1
*
[ 1/2 ] 
f(z) = 16/199*z^3 - 203/199*z + 1
*
[ -5 ] 
f(z) = 17/180*z^3 - 209/180*z + 1
*
[ -5 ] 
f(z) = 17/185*z^3 - 203/185*z + 1
*
-9 | 0.19511514343361037065921575659300682443 | 0.029437828214958522477014673644835347810
f(z) = 4/189*z^3 - 215/252*z + 1
*
[ -9/2 ] 
f(z) = 19/189*z^3 - 205/252*z + 1
*
-24/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = 11/192*z^3 - 215/264*z + 1
*
15 | 0.15634369482359898506067229542419150129 | 0.018381864448555212173112910833204971075
f(z) = 10/189*z^3 - 183/14*z + 1
*
[ 14 ] 
f(z) = 15/196*z^3 - 197/14*z + 1
*
[ -14 ] 
f(z) = 15/196*z^3 - 195/14*z + 1
*
[ -12 ] 
f(z) = 10/189*z^3 - 183/28*z + 1
*
-108/11 | 0.22754562749580770996856341977061338169 | 0.024260564179796843651605521470137482472
f(z) = 11/192*z^3 - 185/33*z + 1
*
[ 21/2 ] 
f(z) = 13/189*z^3 - 187/28*z + 1
*
6 | 0.13429699017240689990834073551241625456 | 0.020198120353867639507576891805596397350
f(z) = 1/192*z^3 - 193/48*z + 1
*
-21 | 0.19487081194124635964797170126285554733 | 0.026050755915006718604570817057293984162
f(z) = 2/189*z^3 - 197/42*z + 1
*
-69/4 | 0.20306048041777288147343966600750327820 | 0.023697555929013830784317445871110948313
f(z) = 2/189*z^3 - 195/56*z + 1
*
14 | 0.15844994958018061980348921173361454091 | 0.020160531894872517459059876116090936599
f(z) = 3/196*z^3 - 185/42*z + 1
*
-10 | 0.12734812510325098647321558721212541683 | 0.019065234538792558743338721147260436251
f(z) = 7/192*z^3 - 199/48*z + 1
*
-20/7 | 0.24921316275500698865819848542733894737 | 0.028586016979040446802043620027631722068
f(z) = 7/192*z^3 - 191/42*z + 1
*
3 | 0.20578589278434166836806383959549008174 | 0.024133600150020630838830593936838389961
f(z) = 8/189*z^3 - 187/56*z + 1
*
[ -21/2 ] 
f(z) = 10/189*z^3 - 199/42*z + 1
*
-21 | 0.13011380026728744394323622280339040400 | 0.020556009057802666852826859916196121393
f(z) = 1/180*z^3 - 187/60*z + 1
*
-76/5 | 0.25584442105174288790271525682286009284 | 0.027293510296312151165902880655585423756
f(z) = 1/192*z^3 - 184/75*z + 1
*
20 | 0.13633236834227768970912370669473430831 | 0.014569502005074205872220308248018830988
f(z) = 1/192*z^3 - 181/75*z + 1
*
[ 46/3 ] 
f(z) = 3/184*z^3 - 200/69*z + 1
*
[ -46/3 ] 
f(z) = 3/184*z^3 - 191/69*z + 1
*
[ -9 ] 
f(z) = 10/189*z^3 - 200/63*z + 1
*
-3/10 | 0.24896212627844908399972119124623707292 | 0.029197105432293325854437094274324438340
f(z) = 10/189*z^3 - 187/70*z + 1
*
[ -42/5 ] 
f(z) = 10/189*z^3 - 183/70*z + 1
*
60/13 | 0.21951457353761129832706740189616077529 | 0.025090420414642794963216065279468689297
f(z) = 13/192*z^3 - 197/78*z + 1
*
[ 6 ] 
f(z) = 19/184*z^3 - 199/69*z + 1
*
-21/2 | 0.19511564997036665182039589167284621551 | 0.026083486397687968342141632298795485498
f(z) = 1/189*z^3 - 197/84*z + 1
*
7 | 0.089186828729278126375921185892950214044 | 0.012426723635293581598610337647226246617
f(z) = 3/196*z^3 - 187/84*z + 1
*
3/4 | 0.21913872552071300405557813614168805566 | 0.029294943625456503120458147379294672407
f(z) = 4/189*z^3 - 197/84*z + 1
*
[ 3/8 ] 
f(z) = 4/189*z^3 - 187/112*z + 1
*
[ -10 ] 
f(z) = 5/184*z^3 - 186/115*z + 1
*
[ 21/4 ] 
f(z) = 17/189*z^3 - 187/112*z + 1
*
-24/7 | 0.19006911353817379746499857129424009610 | 0.025924236597166155622475841853706629526
f(z) = 7/192*z^3 - 191/168*z + 1
*
[ 19 ] 
f(z) = 1/190*z^3 - 181/190*z + 1
*
[ 11 ] 
f(z) = 3/187*z^3 - 193/187*z + 1
*
[ 1/2 ] 
f(z) = 4/181*z^3 - 182/181*z + 1
*
[ 1/2 ] 
f(z) = 4/183*z^3 - 184/183*z + 1
*
[ 1/2 ] 
f(z) = 4/185*z^3 - 186/185*z + 1
*
[ 1/2 ] 
f(z) = 4/187*z^3 - 188/187*z + 1
*
[ 1/2 ] 
f(z) = 4/189*z^3 - 190/189*z + 1
*
-7/2 | 0.15442449513015812854571297974577913288 | 0.029460501372251181441034033363083383705
f(z) = 4/189*z^3 - 184/189*z + 1
*
[ 1/2 ] 
f(z) = 4/191*z^3 - 192/191*z + 1
*
[ 1/2 ] 
f(z) = 4/193*z^3 - 194/193*z + 1
*
[ 1/2 ] 
f(z) = 4/195*z^3 - 196/195*z + 1
*
[ 1/2 ] 
f(z) = 4/197*z^3 - 198/197*z + 1
*
[ 1/2 ] 
f(z) = 4/199*z^3 - 200/199*z + 1
*
[ -9 ] 
f(z) = 5/198*z^3 - 185/198*z + 1
*
[ 1/2 ] 
f(z) = 8/181*z^3 - 183/181*z + 1
*
[ 1/2 ] 
f(z) = 8/183*z^3 - 185/183*z + 1
*
[ 1/2 ] 
f(z) = 8/185*z^3 - 187/185*z + 1
*
[ 1/2 ] 
f(z) = 8/187*z^3 - 189/187*z + 1
*
[ 1/2 ] 
f(z) = 8/189*z^3 - 191/189*z + 1
*
[ 1/2 ] 
f(z) = 8/191*z^3 - 193/191*z + 1
*
[ 1/2 ] 
f(z) = 8/193*z^3 - 195/193*z + 1
*
[ 1/2 ] 
f(z) = 8/195*z^3 - 197/195*z + 1
*
[ 1/2 ] 
f(z) = 8/197*z^3 - 199/197*z + 1
*
[ 1/2 ] 
f(z) = 12/181*z^3 - 184/181*z + 1
*
[ 1/2 ] 
f(z) = 12/185*z^3 - 188/185*z + 1
*
[ 1/2 ] 
f(z) = 12/187*z^3 - 190/187*z + 1
*
[ 1/2 ] 
f(z) = 12/191*z^3 - 194/191*z + 1
*
[ 1/2 ] 
f(z) = 12/193*z^3 - 196/193*z + 1
*
[ 1/2 ] 
f(z) = 12/197*z^3 - 200/197*z + 1
*
[ 5 ] 
f(z) = 13/180*z^3 - 181/180*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 13/192*z^3 - 181/192*z + 1
*
[ 5 ] 
f(z) = 14/195*z^3 - 194/195*z + 1
*
[ 1/2 ] 
f(z) = 16/181*z^3 - 185/181*z + 1
*
[ 1/2 ] 
f(z) = 16/183*z^3 - 187/183*z + 1
*
[ 1/2 ] 
f(z) = 16/185*z^3 - 189/185*z + 1
*
[ 1/2 ] 
f(z) = 16/187*z^3 - 191/187*z + 1
*
[ 1/2 ] 
f(z) = 16/189*z^3 - 193/189*z + 1
*
[ 1/2 ] 
f(z) = 16/191*z^3 - 195/191*z + 1
*
[ 1/2 ] 
f(z) = 16/193*z^3 - 197/193*z + 1
*
5/4 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = 16/195*z^3 - 181/195*z + 1
*
[ -5 ] 
f(z) = 17/190*z^3 - 197/190*z + 1
*
[ -5 ] 
f(z) = 17/195*z^3 - 191/195*z + 1
*
[ 42/5 ] 
f(z) = 5/196*z^3 - 193/210*z + 1
*
30/7 | 0.21302311774623988574646380266600754192 | 0.029839905652796928974283519994178727480
f(z) = 7/180*z^3 - 199/210*z + 1
*
-20/7 | 0.24967792510980714467243410215446926793 | 0.028331142722929435351917700972436329888
f(z) = 7/192*z^3 - 199/210*z + 1
*
20 | 0.22402837516964241746839443224679274587 | 0.024072564617233824882011535488772164733
f(z) = 5/192*z^3 - 172/15*z + 1
*
[ 21 ] 
f(z) = 11/189*z^3 - 173/7*z + 1
*
[ 14 ] 
f(z) = 13/196*z^3 - 169/14*z + 1
*
[ -14 ] 
f(z) = 13/196*z^3 - 167/14*z + 1
*
-30 | 0.18807729444590158200040387540631670260 | 0.026948471056729401264411655253797507554
f(z) = 1/180*z^3 - 179/30*z + 1
*
6 | 0.20216472951537478398926020293316275749 | 0.029413634592712642922462892394569512429
f(z) = 1/180*z^3 - 161/30*z + 1
*
-3 | 0.18616172611572642517219950066217127523 | 0.025533173790945686926199129562408346908
f(z) = 2/189*z^3 - 163/21*z + 1
*
[ 21 ] 
f(z) = 4/189*z^3 - 176/21*z + 1
*
[ -15 ] 
f(z) = 5/189*z^3 - 171/35*z + 1
*
4/13 | 0.20194370712975757404547856941955661688 | 0.021782603805415093728760817055086811158
f(z) = 13/192*z^3 - 166/39*z + 1
*
[ -21/2 ] 
f(z) = 16/189*z^3 - 173/21*z + 1
*
-69/8 | 0.21658714954401939100812069951666035558 | 0.025741800354920325873086929329549392277
f(z) = 16/189*z^3 - 167/28*z + 1
*
-24 | 0.20886396220613241266464503434174403426 | 0.028646918767606855522801367221692225291
f(z) = 1/189*z^3 - 163/42*z + 1
*
-21 | 0.15050094846008616084575631549444744769 | 0.020380350573802149496531068021359614399
f(z) = 2/189*z^3 - 179/42*z + 1
*
-14 | 0.21764169792955596476847467126944930816 | 0.027808506899331723966984872841047404466
f(z) = 3/196*z^3 - 179/42*z + 1
*
3 | 0.21607652404743363417962564892993513969 | 0.029489953345770328001982773275152736216
f(z) = 4/189*z^3 - 169/42*z + 1
*
3/2 | 0.18201967114371890602283407772090912157 | 0.024648513827944326713660581915991105619
f(z) = 8/189*z^3 - 179/42*z + 1
*
6 | 0.16393723981826693373859170390585560620 | 0.025068443312904344147125938486482200631
f(z) = 13/192*z^3 - 173/48*z + 1
*
[ 4/17 ] 
f(z) = 17/192*z^3 - 166/51*z + 1
*
-15 | 0.12264728085182487520315034003342125793 | 0.019728977332249119367870343073266764382
f(z) = 1/180*z^3 - 167/60*z + 1
*
4/5 | 0.27325091426869476420137384520541568255 | 0.029417303603709559227080902360161466400
f(z) = 1/192*z^3 - 169/75*z + 1
*
2/3 | 0.21270229980494972223466583073713181592 | 0.029408288098039730138153710094522366844
f(z) = 3/184*z^3 - 173/69*z + 1
*
24/5 | 0.18843559689812645622612574117237604880 | 0.022333106662190554930030390395676738890
f(z) = 5/189*z^3 - 171/70*z + 1
*
-15/2 | 0.19752128148870920969392312021635274656 | 0.023409928485671207638639503752869000340
f(z) = 10/189*z^3 - 171/70*z + 1
*
4/5 | 0.27325136355078654178532606369167659292 | 0.029361731971865462861017856186732028781
f(z) = 13/192*z^3 - 172/75*z + 1
*
12/13 | 0.20153280258273349063070476940761303823 | 0.023478465570214058582174416514845334638
f(z) = 13/192*z^3 - 167/78*z + 1
*
2/3 | 0.21270374400376987671445318761530071791 | 0.029361825473541110867099050159265182495
f(z) = 15/184*z^3 - 175/69*z + 1
*
[ 6 ] 
f(z) = 17/184*z^3 - 172/69*z + 1
*
4/5 | 0.27325136355078654178532606369167659292 | 0.029343453382648137164745046523341297720
f(z) = 17/192*z^3 - 173/75*z + 1
*
[ -6 ] 
f(z) = 19/184*z^3 - 176/69*z + 1
*
[ 6 ] 
f(z) = 19/198*z^3 - 173/66*z + 1
*
-7 | 0.12341601547476177579402627077160615508 | 0.017531529838251329958175348663541376390
f(z) = 3/196*z^3 - 163/84*z + 1
*
[ 12 ] 
f(z) = 4/189*z^3 - 179/84*z + 1
*
[ 21/2 ] 
f(z) = 5/189*z^3 - 169/84*z + 1
*
-75/4 | 0.11305276014262431864086166890999825520 | 0.013398844975587398286216679127353317231
f(z) = 1/189*z^3 - 171/112*z + 1
*
21/8 | 0.22389151713061973068659906574740834336 | 0.026535289590432524538397659368636351985
f(z) = 4/189*z^3 - 171/112*z + 1
*
[ 2/5 ] 
f(z) = 5/184*z^3 - 173/115*z + 1
*
[ 46/5 ] 
f(z) = 5/184*z^3 - 162/115*z + 1
*
-28/5 | 0.25590889245464442116325990604737652886 | 0.027498228048452806723962097182297642851
f(z) = 5/192*z^3 - 172/105*z + 1
*
20/7 | 0.21497719542843667421102177613970748949 | 0.023085605979837431567090719670173509700
f(z) = 7/192*z^3 - 173/105*z + 1
*
[ -60/7 ] 
f(z) = 7/192*z^3 - 164/105*z + 1
*
[ 2/5 ] 
f(z) = 15/184*z^3 - 174/115*z + 1
*
3 | 0.16941356599642865532311431019224887949 | 0.020178603276864292071577720827792752283
f(z) = 17/189*z^3 - 164/119*z + 1
*
[ -21/4 ] 
f(z) = 19/189*z^3 - 177/112*z + 1
*
4 | 0.24059733029899483854681962358074604931 | 0.028029462515867087053422907685137867063
f(z) = 19/192*z^3 - 167/114*z + 1
*
-24/5 | 0.15513657367205513074470779608071014794 | 0.021554424046859340031269812690343111707
f(z) = 5/192*z^3 - 167/120*z + 1
*
[ 14/3 ] 
f(z) = 19/196*z^3 - 167/126*z + 1
*
42/11 | 0.24535775469502557233889366648139198219 | 0.029079436137334586139246128254029882034
f(z) = 11/189*z^3 - 171/154*z + 1
*
[ -28/5 ] 
f(z) = 15/196*z^3 - 171/140*z + 1
*
-15/8 | 0.21486414574068232016752505310468918784 | 0.025610813026862460570490564939234565481
f(z) = 16/189*z^3 - 163/140*z + 1
*
[ 21/5 ] 
f(z) = 19/189*z^3 - 177/175*z + 1
*
-5 | 0.091314794256802603366417781506248320354 | 0.017584354516858507791428853307730405582
f(z) = 1/180*z^3 - 169/180*z + 1
*
[ -19 ] 
f(z) = 1/190*z^3 - 161/190*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 5/192*z^3 - 173/192*z + 1
*
[ -7 ] 
f(z) = 8/189*z^3 - 176/189*z + 1
*
[ 13/2 ] 
f(z) = 8/195*z^3 - 173/195*z + 1
*
-5/2 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = 8/195*z^3 - 167/195*z + 1
*
[ -6 ] 
f(z) = 11/186*z^3 - 179/186*z + 1
*
-4 | 0.13603452428939111194207807455747215938 | 0.026195966613138946195518533724562817406
f(z) = 13/180*z^3 - 163/180*z + 1
*
[ 5 ] 
f(z) = 13/185*z^3 - 177/185*z + 1
*
[ 5 ] 
f(z) = 13/190*z^3 - 173/190*z + 1
*
[ -5 ] 
f(z) = 16/185*z^3 - 178/185*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = 17/186*z^3 - 161/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 17/190*z^3 - 163/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 17/194*z^3 - 165/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = 17/198*z^3 - 167/198*z + 1
*
[ 4 ] 
f(z) = 19/180*z^3 - 169/180*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 19/182*z^3 - 167/182*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.012169046761967835643449263023563673087
f(z) = 19/186*z^3 - 169/186*z + 1
*
[ 4 ] 
f(z) = 19/188*z^3 - 163/188*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 19/194*z^3 - 173/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 19/198*z^3 - 175/198*z + 1
*
[ 18 ] 
f(z) = 1/184*z^3 - 169/207*z + 1
*
-3/5 | 0.19348238332907205234240405606566846457 | 0.025646058598418102026208389691508919724
f(z) = 10/189*z^3 - 179/210*z + 1
*
[ -36/5 ] 
f(z) = 7/192*z^3 - 169/225*z + 1
*
3/2 | 0.21722321884428531789135605518421939036 | 0.026258248992527438167929567983944340292
f(z) = 4/189*z^3 - 145/7*z + 1
*
[ 20 ] 
f(z) = 5/192*z^3 - 142/15*z + 1
*
[ -21 ] 
f(z) = 10/189*z^3 - 156/7*z + 1
*
-12/11 | 0.30454899278152053590593669312376537676 | 0.029839445021849113378363189553591314294
f(z) = 11/192*z^3 - 141/11*z + 1
*
[ 14 ] 
f(z) = 11/196*z^3 - 141/14*z + 1
*
-6 | 0.069186006543778304309852853290165762222 | 0.010160905736346118750557167674619673461
f(z) = 1/180*z^3 - 151/30*z + 1
*
-20/3 | 0.26995656745609891886778880246933604548 | 0.029483809083100313648272702970266627307
f(z) = 1/192*z^3 - 148/27*z + 1
*
-3/5 | 0.22730337460705475877861603143561433709 | 0.027321045179528569206276464199275022373
f(z) = 5/189*z^3 - 152/35*z + 1
*
[ 12 ] 
f(z) = 8/189*z^3 - 145/28*z + 1
*
[ -21/2 ] 
f(z) = 11/189*z^3 - 149/28*z + 1
*
3/2 | 0.11786831552461379646246839015524557184 | 0.014272050033401917984952694255965186172
f(z) = 16/189*z^3 - 143/28*z + 1
*
15 | 0.18876259975211686663641116606764563810 | 0.026212764953314786336544824352914775880
f(z) = 2/189*z^3 - 149/42*z + 1
*
14 | 0.22477343311084019321056515464543111343 | 0.029568052087129428664738857547143244905
f(z) = 3/196*z^3 - 143/42*z + 1
*
-10 | 0.13439680393938795557433650014568058642 | 0.021031571570074881410323259404097707464
f(z) = 5/192*z^3 - 149/48*z + 1
*
36/5 | 0.25776796366833307478722803362866510944 | 0.028280434559288956569891967852943725007
f(z) = 5/192*z^3 - 142/45*z + 1
*
4 | 0.21347134075571103309912608483925280300 | 0.025204173603502603063657685529336596036
f(z) = 7/192*z^3 - 149/42*z + 1
*
-3 | 0.13699574633357403777919573136602567696 | 0.019024093241784463744483159830243167802
f(z) = 8/189*z^3 - 149/42*z + 1
*
6 | 0.10349439086844967622755298635416786924 | 0.016096252911489727876505390399072274468
f(z) = 11/192*z^3 - 155/48*z + 1
*
-6 | 0.15427718900730566712332376018332100261 | 0.023946639837851479225126623894081846422
f(z) = 13/192*z^3 - 157/48*z + 1
*
[ 9 ] 
f(z) = 8/189*z^3 - 160/63*z + 1
*
[ -9 ] 
f(z) = 8/189*z^3 - 146/63*z + 1
*
3/2 | 0.13791221093355313297377651760103732293 | 0.016563495014878293559657069172699425710
f(z) = 10/189*z^3 - 153/70*z + 1
*
[ 6 ] 
f(z) = 15/184*z^3 - 145/69*z + 1
*
[ -6 ] 
f(z) = 17/184*z^3 - 149/69*z + 1
*
[ 6 ] 
f(z) = 17/198*z^3 - 149/66*z + 1
*
[ -6 ] 
f(z) = 19/198*z^3 - 151/66*z + 1
*
12 | 0.21222864276372687168745155056753283580 | 0.029310718198686409155645336686483617443
f(z) = 1/189*z^3 - 155/84*z + 1
*
-6 | 0.19511514343361037065921575659300682443 | 0.027094919228564890842196138239539385760
f(z) = 1/189*z^3 - 149/84*z + 1
*
3/2 | 0.19511540878443351383796565953599895581 | 0.027044880366517972476210496589103404725
f(z) = 11/189*z^3 - 151/84*z + 1
*
-21/8 | 0.12845209568304169070462894339180201533 | 0.017837668035521495442986766889382417974
f(z) = 16/189*z^3 - 149/84*z + 1
*
3/2 | 0.18443841395462905029536011499700587801 | 0.025427609712851399867732652139969330396
f(z) = 17/189*z^3 - 157/84*z + 1
*
[ 15 ] 
f(z) = 2/189*z^3 - 152/105*z + 1
*
-21/5 | 0.17245173607194757465044630617921858923 | 0.023970150776369993723074981539014835885
f(z) = 10/189*z^3 - 148/105*z + 1
*
12/17 | 0.24853906506267559829489767360159050086 | 0.029344556140022822334012887503782894599
f(z) = 17/192*z^3 - 149/102*z + 1
*
21/10 | 0.19704208466651505072833421855348460932 | 0.023858782392279666266346757091230654590
f(z) = 5/189*z^3 - 143/140*z + 1
*
[ -44/5 ] 
f(z) = 5/192*z^3 - 149/165*z + 1
*
[ 13 ] 
f(z) = 2/195*z^3 - 158/195*z + 1
*
[ -11 ] 
f(z) = 3/187*z^3 - 159/187*z + 1
*
[ 8 ] 
f(z) = 5/184*z^3 - 159/184*z + 1
*
4 | 0.14265772557512815052068202243083095625 | 0.027471386663009309823932475290736255010
f(z) = 7/180*z^3 - 157/180*z + 1
*
[ -19/3 ] 
f(z) = 9/190*z^3 - 141/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 11/194*z^3 - 141/194*z + 1
*
[ 5 ] 
f(z) = 12/185*z^3 - 152/185*z + 1
*
[ -11/2 ] 
f(z) = 12/187*z^3 - 142/187*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = 13/186*z^3 - 145/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 13/190*z^3 - 147/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 13/194*z^3 - 149/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = 13/198*z^3 - 151/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 15/182*z^3 - 151/182*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 15/194*z^3 - 157/194*z + 1
*
[ 17/4 ] 
f(z) = 16/187*z^3 - 146/187*z + 1
*
-7/2 | 0.13775873319251595855706627644547793061 | 0.026281072473877965830138916470822033251
f(z) = 16/189*z^3 - 142/189*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = 17/182*z^3 - 159/182*z + 1
*
[ 4 ] 
f(z) = 19/196*z^3 - 157/196*z + 1
*
[ -18 ] 
f(z) = 1/184*z^3 - 146/207*z + 1
*
[ -42/5 ] 
f(z) = 5/189*z^3 - 157/210*z + 1
*
[ -42/5 ] 
f(z) = 5/196*z^3 - 143/210*z + 1
*
[ 9/2 ] 
f(z) = 13/189*z^3 - 155/252*z + 1
*
[ -9/2 ] 
f(z) = 17/189*z^3 - 151/252*z + 1
*
[ 2/3 ] 
f(z) = 3/188*z^3 - 143/282*z + 1
*
[ 2/3 ] 
f(z) = 3/196*z^3 - 149/294*z + 1
*
[ 6 ] 
f(z) = 7/188*z^3 - 143/282*z + 1
*
[ -6 ] 
f(z) = 9/188*z^3 - 157/282*z + 1
*
[ -6 ] 
f(z) = 9/196*z^3 - 143/294*z + 1
*
[ 2/3 ] 
f(z) = 15/188*z^3 - 151/282*z + 1
*
[ 2/3 ] 
f(z) = 15/196*z^3 - 157/294*z + 1
*
-3 | 0.16550280756881597891722382695744423372 | 0.020126594318657753321887529849234954785
f(z) = 1/189*z^3 - 138/7*z + 1
*
3 | 0.13079674223569206161759754344827552370 | 0.015892078127771113837437119168189344280
f(z) = 2/189*z^3 - 139/14*z + 1
*
-3/2 | 0.10333655410123398997040645195088294411 | 0.012719674849352833144790267037053625516
f(z) = 8/189*z^3 - 125/14*z + 1
*
[ 21 ] 
f(z) = 8/189*z^3 - 124/7*z + 1
*
3/2 | 0.19596054135738902188765723583604469263 | 0.024168725760206484956556345968986313787
f(z) = 10/189*z^3 - 123/14*z + 1
*
[ -14 ] 
f(z) = 11/196*z^3 - 139/14*z + 1
*
-3/4 | 0.15786547249236576801958693260948071739 | 0.019320133637540927808915217861079683299
f(z) = 16/189*z^3 - 131/7*z + 1
*
[ 30 ] 
f(z) = 1/180*z^3 - 121/30*z + 1
*
6 | 0.20338199918839979702159803257759494056 | 0.024937560756492980004352202433067609982
f(z) = 1/189*z^3 - 129/28*z + 1
*
[ 15 ] 
f(z) = 4/189*z^3 - 134/35*z + 1
*
-66/5 | 0.24543907281339099442819674262827201620 | 0.029847545917966580341020856535422152271
f(z) = 5/189*z^3 - 138/35*z + 1
*
3 | 0.13558116713075471759902047116872836746 | 0.016577473420135889394827053698574614843
f(z) = 5/189*z^3 - 132/35*z + 1
*
-68/5 | 0.18754118520693953389174483307889002100 | 0.022364359426816795693491365506047821541
f(z) = 5/192*z^3 - 137/30*z + 1
*
12 | 0.24546836230821802000256070055116109847 | 0.029376001009675102997365546804398370468
f(z) = 5/192*z^3 - 133/30*z + 1
*
-12/7 | 0.15582624637850906470333656538805511251 | 0.017163628205116095679776294040014515745
f(z) = 7/192*z^3 - 137/21*z + 1
*
-42/5 | 0.20425856917764078973750351869372971052 | 0.025045040855278745330912189924956125878
f(z) = 10/189*z^3 - 129/35*z + 1
*
4/11 | 0.17005330159699191280867254516955483109 | 0.018938655013592933411147317738068430243
f(z) = 11/192*z^3 - 124/33*z + 1
*
8 | 0.19593648854595368040722426423139104534 | 0.028173495756246816900459073154840689797
f(z) = 13/192*z^3 - 131/24*z + 1
*
-15/2 | 0.17334386459771849044363300131938441135 | 0.021214433887293986385600407489185839901
f(z) = 16/189*z^3 - 131/28*z + 1
*
[ -15/2 ] 
f(z) = 16/189*z^3 - 127/35*z + 1
*
[ 8 ] 
f(z) = 19/192*z^3 - 131/24*z + 1
*
[ -8 ] 
f(z) = 19/192*z^3 - 125/24*z + 1
*
[ 28 ] 
f(z) = 1/192*z^3 - 131/42*z + 1
*
57/4 | 0.10847691602194161953377415367433076155 | 0.013180172495228514843089197118375200781
f(z) = 2/189*z^3 - 139/56*z + 1
*
-14 | 0.22477110807262945530268599843906291804 | 0.029735410838907741959000662538646418746
f(z) = 3/196*z^3 - 137/42*z + 1
*
3 | 0.19543331029458575945079086390688284598 | 0.027403473381236747268914749153295282652
f(z) = 10/189*z^3 - 139/42*z + 1
*
15/4 | 0.10837149609563425213680877175744766321 | 0.013214244701700775026114265957759615166
f(z) = 10/189*z^3 - 135/56*z + 1
*
6 | 0.22857729023594853687706702248636101654 | 0.028191501230078919831807495619768929248
f(z) = 10/189*z^3 - 123/56*z + 1
*
6 | 0.20449181977162977054643134978412103288 | 0.028732038112530502255708417234939372596
f(z) = 11/189*z^3 - 137/42*z + 1
*
-3/2 | 0.12484194483880885485300918637292585224 | 0.017729675638865870940159007460105487873
f(z) = 16/189*z^3 - 127/42*z + 1
*
[ 6 ] 
f(z) = 19/192*z^3 - 131/48*z + 1
*
[ -15/2 ] 
f(z) = 10/189*z^3 - 129/70*z + 1
*
3 | 0.13722136800862524773612734812557751154 | 0.016717001388169914986014899304930986183
f(z) = 11/189*z^3 - 136/77*z + 1
*
12/11 | 0.19843946060504368199974632166726396518 | 0.023791038152236466698895424480660170412
f(z) = 11/192*z^3 - 131/66*z + 1
*
[ -6 ] 
f(z) = 15/184*z^3 - 122/69*z + 1
*
3 | 0.13200413828154740675142686435523075386 | 0.022097145181739742429956367243667400285
f(z) = 17/180*z^3 - 131/60*z + 1
*
[ -6 ] 
f(z) = 17/198*z^3 - 127/66*z + 1
*
3 | 0.13200413828154740675142686435523075386 | 0.021932723076151002775121957490497508029
f(z) = 19/180*z^3 - 137/60*z + 1
*
-10 | 0.12412741160590980339364539327375380105 | 0.022291618545165240229392467999632832596
f(z) = 1/180*z^3 - 131/90*z + 1
*
[ -46/5 ] 
f(z) = 5/184*z^3 - 137/115*z + 1
*
[ -15/2 ] 
f(z) = 8/189*z^3 - 131/105*z + 1
*
[ 14/3 ] 
f(z) = 17/196*z^3 - 139/126*z + 1
*
[ 6/11 ] 
f(z) = 11/189*z^3 - 131/154*z + 1
*
-21/4 | 0.15133130948168609025005042482450915411 | 0.020670319895309746899721676846268201693
f(z) = 2/189*z^3 - 137/168*z + 1
*
[ 46/7 ] 
f(z) = 7/184*z^3 - 128/161*z + 1
*
[ 3/5 ] 
f(z) = 13/189*z^3 - 121/175*z + 1
*
[ 21/5 ] 
f(z) = 16/189*z^3 - 128/175*z + 1
*
[ 3/5 ] 
f(z) = 16/189*z^3 - 122/175*z + 1
*
[ 3/5 ] 
f(z) = 19/189*z^3 - 123/175*z + 1
*
-16 | 0.11118439811401371910222962512632471097 | 0.021410614666469598676670678006250718393
f(z) = 1/180*z^3 - 121/180*z + 1
*
[ 18 ] 
f(z) = 1/198*z^3 - 137/198*z + 1
*
[ -13 ] 
f(z) = 2/195*z^3 - 128/195*z + 1
*
[ 10 ] 
f(z) = 3/190*z^3 - 129/190*z + 1
*
[ 17/2 ] 
f(z) = 4/187*z^3 - 124/187*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = 7/186*z^3 - 121/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 7/190*z^3 - 123/190*z + 1
*
3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 7/192*z^3 - 127/192*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 7/194*z^3 - 125/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 7/198*z^3 - 127/198*z + 1
*
5/2 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = 8/195*z^3 - 128/195*z + 1
*
[ 17/3 ] 
f(z) = 9/187*z^3 - 135/187*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 9/190*z^3 - 131/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 9/194*z^3 - 133/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 11/182*z^3 - 135/182*z + 1
*
[ 5 ] 
f(z) = 11/185*z^3 - 127/185*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = 11/186*z^3 - 137/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 11/190*z^3 - 139/190*z + 1
*
[ 5 ] 
f(z) = 11/190*z^3 - 123/190*z + 1
*
[ -5 ] 
f(z) = 14/185*z^3 - 128/185*z + 1
*
[ 4 ] 
f(z) = 17/180*z^3 - 137/180*z + 1
*
[ 4 ] 
f(z) = 17/188*z^3 - 131/188*z + 1
*
[ 4 ] 
f(z) = 17/196*z^3 - 125/196*z + 1
*
6 | 0.072591268783344161839349377865804497526 | 0.010571133543353287420019078142159126761
f(z) = 5/192*z^3 - 121/240*z + 1
*
[ -20/3 ] 
f(z) = 7/192*z^3 - 127/270*z + 1
*
[ 42 ] 
f(z) = 1/189*z^3 - 117/14*z + 1
*
60 | 0.17833410831843623504393253971429598331 | 0.021766314580383769249079881104625720727
f(z) = 1/192*z^3 - 113/6*z + 1
*
[ -36 ] 
f(z) = 1/192*z^3 - 103/18*z + 1
*
[ 14 ] 
f(z) = 9/196*z^3 - 113/14*z + 1
*
[ -14 ] 
f(z) = 9/196*z^3 - 111/14*z + 1
*
[ -30 ] 
f(z) = 1/180*z^3 - 119/30*z + 1
*
-28 | 0.25503929521758088734946354823292184933 | 0.028908408703191214633687375503321169530
f(z) = 1/192*z^3 - 106/21*z + 1
*
-3 | 0.12623588612349366341607836755098393102 | 0.015699479267706824800094817853903618038
f(z) = 4/189*z^3 - 115/28*z + 1
*
12 | 0.16210159292038098021226331883421629068 | 0.019785078125301959213923131803361390819
f(z) = 5/192*z^3 - 113/30*z + 1
*
8 | 0.16822836641183160222316080768545523334 | 0.024651107126548872693516187950063017685
f(z) = 11/192*z^3 - 115/24*z + 1
*
-8 | 0.19887761174548693505064234988137163824 | 0.029372883912651492593902412848475553782
f(z) = 11/192*z^3 - 109/24*z + 1
*
-6 | 0.18716412811843670863888210200614702728 | 0.029123856575396162460028881634603880321
f(z) = 13/180*z^3 - 103/30*z + 1
*
[ 8 ] 
f(z) = 17/192*z^3 - 115/24*z + 1
*
[ -8 ] 
f(z) = 17/192*z^3 - 109/24*z + 1
*
[ 7 ] 
f(z) = 19/196*z^3 - 109/28*z + 1
*
[ -7 ] 
f(z) = 19/196*z^3 - 101/28*z + 1
*
[ 24 ] 
f(z) = 1/189*z^3 - 117/56*z + 1
*
16 | 0.12836116977324979049571275157147334417 | 0.020935643136561176470619979349330453026
f(z) = 1/192*z^3 - 115/48*z + 1
*
-16 | 0.10268975811333139694719131298794980431 | 0.016896315051401422728665480954268265099
f(z) = 1/192*z^3 - 109/48*z + 1
*
-6 | 0.22857729023594853687706702248636101654 | 0.028822317907355356756444631122154454323
f(z) = 2/189*z^3 - 103/56*z + 1
*
36/5 | 0.25686025099593970470234083165811736573 | 0.028934234474529689722483814859519431178
f(z) = 5/192*z^3 - 112/45*z + 1
*
6 | 0.16372248723118317684302949411912943812 | 0.026554970174295314767167760804242316155
f(z) = 7/192*z^3 - 119/48*z + 1
*
-6 | 0.12836162260900335442907603450980430228 | 0.021318904638174296284497418370173763372
f(z) = 7/192*z^3 - 103/48*z + 1
*
-21/4 | 0.12845144354368797134038209639267938631 | 0.018697299110236157535246327419685614566
f(z) = 8/189*z^3 - 107/42*z + 1
*
[ 6 ] 
f(z) = 17/189*z^3 - 101/42*z + 1
*
[ 6 ] 
f(z) = 17/192*z^3 - 113/48*z + 1
*
[ -6 ] 
f(z) = 19/189*z^3 - 103/42*z + 1
*
[ -6 ] 
f(z) = 19/192*z^3 - 115/48*z + 1
*
-15 | 0.13200413828154740675142686435523075386 | 0.022871954415772992685987987436354087340
f(z) = 1/180*z^3 - 107/60*z + 1
*
3 | 0.12317320323389802197995493385741902470 | 0.021557396438827235192376409205716947292
f(z) = 7/180*z^3 - 101/60*z + 1
*
3 | 0.12243729197992723991566560631593471394 | 0.021015669365474631125332416859131003618
f(z) = 11/180*z^3 - 113/60*z + 1
*
-36/11 | 0.21023379105632428766087052058503914723 | 0.026016276015663262462861771133453029554
f(z) = 11/192*z^3 - 101/66*z + 1
*
3 | 0.15187426739547254402224625244802546283 | 0.025838906857002104929428854994408661498
f(z) = 13/180*z^3 - 119/60*z + 1
*
[ 6 ] 
f(z) = 13/184*z^3 - 118/69*z + 1
*
[ 6 ] 
f(z) = 13/198*z^3 - 101/66*z + 1
*
[ 21 ] 
f(z) = 1/196*z^3 - 109/84*z + 1
*
[ -21 ] 
f(z) = 1/196*z^3 - 101/84*z + 1
*
3/4 | 0.19014160662697209329708966445343967406 | 0.027458808631003509945081119834776799776
f(z) = 4/189*z^3 - 113/84*z + 1
*
[ 20/3 ] 
f(z) = 7/192*z^3 - 104/135*z + 1
*
[ -14/3 ] 
f(z) = 19/196*z^3 - 113/126*z + 1
*
[ 18 ] 
f(z) = 1/192*z^3 - 107/144*z + 1
*
-6 | 0.21987351932399047106871633672435468201 | 0.026691844873942639559864273838085070510
f(z) = 5/189*z^3 - 117/140*z + 1
*
[ 4/7 ] 
f(z) = 11/192*z^3 - 113/147*z + 1
*
[ 4/7 ] 
f(z) = 19/192*z^3 - 115/147*z + 1
*
[ 3/5 ] 
f(z) = 1/189*z^3 - 117/175*z + 1
*
6 | 0.21830320369914197727096163550850557167 | 0.029818000452697562343986547989278970429
f(z) = 2/189*z^3 - 113/168*z + 1
*
[ 3/5 ] 
f(z) = 4/189*z^3 - 118/175*z + 1
*
39/8 | 0.099446437112078237851814505398478269970 | 0.013583373292651148590174757642040782766
f(z) = 8/189*z^3 - 113/168*z + 1
*
[ 21/4 ] 
f(z) = 10/189*z^3 - 109/168*z + 1
*
9 | 0.13221412715344504203891159807271729786 | 0.025460278402039877921153967730272336695
f(z) = 1/180*z^3 - 101/180*z + 1
*
[ 17 ] 
f(z) = 1/187*z^3 - 113/187*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 1/194*z^3 - 101/194*z + 1
*
[ -18 ] 
f(z) = 1/198*z^3 - 115/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016052071503417841065595661984037064619
f(z) = 3/182*z^3 - 103/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 3/190*z^3 - 107/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 3/194*z^3 - 109/194*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = 5/182*z^3 - 111/182*z + 1
*
[ -8 ] 
f(z) = 5/184*z^3 - 113/184*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.012169171555493897629299466578821305255
f(z) = 5/186*z^3 - 113/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 5/194*z^3 - 117/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013526491183108785616378032789789151783
f(z) = 5/198*z^3 - 119/198*z + 1
*
[ -13/2 ] 
f(z) = 8/195*z^3 - 113/195*z + 1
*
[ 2/3 ] 
f(z) = 9/194*z^3 - 101/194*z + 1
*
[ 5 ] 
f(z) = 11/195*z^3 - 119/195*z + 1
*
[ -5 ] 
f(z) = 13/180*z^3 - 109/180*z + 1
*
[ -5 ] 
f(z) = 13/185*z^3 - 103/185*z + 1
*
[ -5 ] 
f(z) = 14/195*z^3 - 116/195*z + 1
*
[ 11/3 ] 
f(z) = 18/187*z^3 - 106/187*z + 1
*
[ 2/3 ] 
f(z) = 1/184*z^3 - 104/207*z + 1
*
[ 2/3 ] 
f(z) = 5/184*z^3 - 106/207*z + 1
*
[ 2/3 ] 
f(z) = 7/184*z^3 - 107/207*z + 1
*
[ 2/3 ] 
f(z) = 11/184*z^3 - 109/207*z + 1
*
[ 2/3 ] 
f(z) = 13/184*z^3 - 110/207*z + 1
*
[ 2/3 ] 
f(z) = 17/184*z^3 - 112/207*z + 1
*
[ 2/3 ] 
f(z) = 19/184*z^3 - 113/207*z + 1
*
[ 9/2 ] 
f(z) = 11/189*z^3 - 101/252*z + 1
*
[ 33/2 ] 
f(z) = 1/198*z^3 - 115/264*z + 1
*
[ 8/11 ] 
f(z) = 11/192*z^3 - 107/264*z + 1
*
[ 14/19 ] 
f(z) = 19/196*z^3 - 109/266*z + 1
*
15 | 0.20965804405635725770155959790609015942 | 0.027176514477547084041806378827181019048
f(z) = 4/189*z^3 - 83/14*z + 1
*
21/2 | 0.21475366271767219004011826188943350473 | 0.027432510512326850935479522099777192687
f(z) = 10/189*z^3 - 93/14*z + 1
*
21/2 | 0.16516926495879215763758126149272647833 | 0.021477649142659166716407297311204128054
f(z) = 10/189*z^3 - 81/14*z + 1
*
-24 | 0.16922087549100418267201314403253764731 | 0.025510742050614828880727041723256280507
f(z) = 1/192*z^3 - 95/24*z + 1
*
-20 | 0.21364255197915319457789053283144742108 | 0.026783676620932913310882231781222033492
f(z) = 1/192*z^3 - 91/30*z + 1
*
8 | 0.11809101225221620141933726116289083749 | 0.018172650792291434467579174841152590996
f(z) = 1/192*z^3 - 83/24*z + 1
*
-21 | 0.14550007408617839079524388366486401243 | 0.022244214459221002966856395024243589398
f(z) = 1/196*z^3 - 99/28*z + 1
*
[ 28 ] 
f(z) = 1/196*z^3 - 85/28*z + 1
*
[ -28 ] 
f(z) = 1/196*z^3 - 83/28*z + 1
*
6 | 0.16564586736389054569089909875412126876 | 0.024947133276200053000557186973146983363
f(z) = 2/189*z^3 - 85/21*z + 1
*
51/4 | 0.21921271035174138922253577344832718342 | 0.028242709698014462169063581318079496690
f(z) = 4/189*z^3 - 87/28*z + 1
*
15/4 | 0.22104510041762371495239845429563583965 | 0.028652539418309279535673803252146951816
f(z) = 4/189*z^3 - 83/28*z + 1
*
-12/5 | 0.19752132311864516512025080910477602440 | 0.025448056269440185886598322064221469614
f(z) = 5/189*z^3 - 87/35*z + 1
*
[ 12 ] 
f(z) = 5/189*z^3 - 81/28*z + 1
*
68/7 | 0.21254079909938570839092542700053259816 | 0.024610396865021510254642982722230646697
f(z) = 7/192*z^3 - 88/21*z + 1
*
8 | 0.15403502077714149786115442800479984692 | 0.023703960098062545491120283554035279013
f(z) = 7/192*z^3 - 83/24*z + 1
*
21/2 | 0.20014156910008280151554123568558402968 | 0.029985726005237315671400298348603935546
f(z) = 8/189*z^3 - 88/21*z + 1
*
[ 28/3 ] 
f(z) = 9/196*z^3 - 87/28*z + 1
*
[ -28/3 ] 
f(z) = 9/196*z^3 - 81/28*z + 1
*
-6/5 | 0.19752114539924268411523555761967895294 | 0.025129325067413293662313085891963434608
f(z) = 10/189*z^3 - 96/35*z + 1
*
20/11 | 0.20929389705146273261000169785125089811 | 0.023964234605932217235188239124954217932
f(z) = 11/192*z^3 - 97/33*z + 1
*
[ 4/13 ] 
f(z) = 13/192*z^3 - 88/39*z + 1
*
[ 8 ] 
f(z) = 13/192*z^3 - 83/24*z + 1
*
[ 7 ] 
f(z) = 15/196*z^3 - 81/28*z + 1
*
-51/8 | 0.21920696252320808320069180157691565984 | 0.028241969164984239377199063961930957599
f(z) = 16/189*z^3 - 87/28*z + 1
*
21/4 | 0.18861730877036534419779867502741761406 | 0.028356802325067888348248243727180558966
f(z) = 16/189*z^3 - 86/21*z + 1
*
-15/8 | 0.11452352996488824261792335873090200157 | 0.014844888895719953362729538960861932370
f(z) = 16/189*z^3 - 83/28*z + 1
*
[ 7 ] 
f(z) = 17/196*z^3 - 95/28*z + 1
*
[ -7 ] 
f(z) = 17/196*z^3 - 87/28*z + 1
*
[ 6 ] 
f(z) = 19/180*z^3 - 89/30*z + 1
*
21/4 | 0.18465621830178941369413803276409960091 | 0.023935701645192894772172577671856881884
f(z) = 2/189*z^3 - 83/56*z + 1
*
15/4 | 0.097070041307124874536304040595618126122 | 0.014378400584521589489295959593451665041
f(z) = 8/189*z^3 - 95/42*z + 1
*
2 | 0.12836167699089543867760300222628645856 | 0.022111747216594650535115754083595475030
f(z) = 11/192*z^3 - 83/48*z + 1
*
2 | 0.12836058899258246470689483730706973483 | 0.022021236328708220049230441544081825067
f(z) = 13/192*z^3 - 85/48*z + 1
*
[ -6 ] 
f(z) = 17/192*z^3 - 97/48*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.021849044438075834658932532664279102230
f(z) = 17/192*z^3 - 89/48*z + 1
*
2 | 0.12836167589317064890425122468892998291 | 0.021766716415118916470388462471448468005
f(z) = 19/192*z^3 - 91/48*z + 1
*
[ 6 ] 
f(z) = 11/184*z^3 - 91/69*z + 1
*
4 | 0.21023275743990339793868932338230457978 | 0.026663798259470897386021833850860802357
f(z) = 11/192*z^3 - 83/66*z + 1
*
[ -6 ] 
f(z) = 13/184*z^3 - 95/69*z + 1
*
-3 | 0.17853359327271576959747406883494078123 | 0.022869288717457599353288877533456794185
f(z) = 13/189*z^3 - 82/91*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 17/188*z^3 - 81/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 17/196*z^3 - 83/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 19/180*z^3 - 83/90*z + 1
*
[ 4 ] 
f(z) = 19/184*z^3 - 83/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 19/188*z^3 - 85/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 19/196*z^3 - 87/98*z + 1
*
[ 10 ] 
f(z) = 3/184*z^3 - 84/115*z + 1
*
[ 21/4 ] 
f(z) = 11/189*z^3 - 89/112*z + 1
*
-3 | 0.16439699573965730452361960383282614913 | 0.020512866085025515317542879430996383752
f(z) = 16/189*z^3 - 83/112*z + 1
*
-4 | 0.23441812834842681744907002280215010477 | 0.028973744646425495121013508494974938060
f(z) = 17/192*z^3 - 89/102*z + 1
*
[ 18 ] 
f(z) = 1/189*z^3 - 97/126*z + 1
*
[ -18 ] 
f(z) = 1/189*z^3 - 83/126*z + 1
*
[ 14/3 ] 
f(z) = 13/196*z^3 - 83/126*z + 1
*
[ -14/3 ] 
f(z) = 17/196*z^3 - 85/126*z + 1
*
-3 | 0.19961635003409930981722629051952605526 | 0.024384536360998101285226542846891949114
f(z) = 19/189*z^3 - 90/133*z + 1
*
[ -18 ] 
f(z) = 1/192*z^3 - 91/144*z + 1
*
[ 15/2 ] 
f(z) = 5/189*z^3 - 87/140*z + 1
*
[ -60/11 ] 
f(z) = 11/192*z^3 - 86/165*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.016051946188560860033309668545538208738
f(z) = 1/182*z^3 - 95/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012169369348553038645170294840639065804
f(z) = 1/186*z^3 - 97/186*z + 1
*
[ -17 ] 
f(z) = 1/187*z^3 - 91/187*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 1/190*z^3 - 99/190*z + 1
*
[ -10 ] 
f(z) = 3/190*z^3 - 91/190*z + 1
*
[ 7 ] 
f(z) = 5/182*z^3 - 89/182*z + 1
*
[ 7 ] 
f(z) = 5/189*z^3 - 83/189*z + 1
*
[ 6 ] 
f(z) = 7/186*z^3 - 97/186*z + 1
*
[ 11/2 ] 
f(z) = 8/187*z^3 - 89/187*z + 1
*
[ 2/3 ] 
f(z) = 9/182*z^3 - 95/182*z + 1
*
[ 2/3 ] 
f(z) = 9/190*z^3 - 99/190*z + 1
*
[ -5 ] 
f(z) = 13/190*z^3 - 97/190*z + 1
*
[ 4 ] 
f(z) = 15/188*z^3 - 99/188*z + 1
*
[ 4 ] 
f(z) = 15/196*z^3 - 93/196*z + 1
*
[ 15/4 ] 
f(z) = 16/195*z^3 - 82/195*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 17/192*z^3 - 89/192*z + 1
*
[ 46/9 ] 
f(z) = 9/184*z^3 - 98/207*z + 1
*
[ -33/2 ] 
f(z) = 1/198*z^3 - 83/264*z + 1
*
[ 20/3 ] 
f(z) = 5/192*z^3 - 83/270*z + 1
*
6 | 0.20213734596777573604527456013046578225 | 0.029715615309128545283913337424786004915
f(z) = 1/192*z^3 - 75/16*z + 1
*
-4 | 0.17051689007370117231888578535376321725 | 0.022318604846987619431644117096383571124
f(z) = 1/192*z^3 - 65/6*z + 1
*
[ 21 ] 
f(z) = 5/189*z^3 - 75/7*z + 1
*
68/5 | 0.18348566204632981034141448228775898564 | 0.021612950796607242744599371623033238394
f(z) = 5/192*z^3 - 76/15*z + 1
*
-12 | 0.16161932242402307666361148781857643821 | 0.019430616247747711092116156492299613914
f(z) = 5/192*z^3 - 64/15*z + 1
*
[ 21/2 ] 
f(z) = 10/189*z^3 - 69/14*z + 1
*
3/2 | 0.19901843759252980860334558849146941926 | 0.026870016238335881417829019872838195027
f(z) = 16/189*z^3 - 61/14*z + 1
*
[ 12 ] 
f(z) = 17/192*z^3 - 71/6*z + 1
*
[ -12 ] 
f(z) = 19/192*z^3 - 79/6*z + 1
*
39/2 | 0.12522291420064235542091495567270080872 | 0.016447861418914217034131859006502014699
f(z) = 1/189*z^3 - 75/28*z + 1
*
-6 | 0.13481135155118095870053447489362673267 | 0.020736093664932083998187167534479710539
f(z) = 1/189*z^3 - 74/21*z + 1
*
-20 | 0.23017114252736278449189372263211744374 | 0.029376610647152158736184545503560104345
f(z) = 1/192*z^3 - 79/30*z + 1
*
-8 | 0.10606633972571846073819912838815919373 | 0.016512885200878194834135200533118468576
f(z) = 1/192*z^3 - 77/24*z + 1
*
24 | 0.15403342387592642228092138777210110496 | 0.024630259080776167449631589389816090715
f(z) = 1/192*z^3 - 65/24*z + 1
*
[ -28 ] 
f(z) = 1/192*z^3 - 64/21*z + 1
*
[ -21 ] 
f(z) = 2/189*z^3 - 76/21*z + 1
*
-15 | 0.21486302870180118006330453023541328816 | 0.028646381448159510151471631744424035631
f(z) = 2/189*z^3 - 67/35*z + 1
*
-21/2 | 0.16969067349144240620770546922299345644 | 0.026268294630341170482561848151643969908
f(z) = 4/189*z^3 - 71/21*z + 1
*
-52/5 | 0.23215336748648734037024511212167597745 | 0.029726888921583415914915362757331619111
f(z) = 5/192*z^3 - 77/30*z + 1
*
8 | 0.15403399744921106060040373789900396025 | 0.024511570488648514498626547062902724212
f(z) = 5/192*z^3 - 67/24*z + 1
*
-8 | 0.15403469314181070055304035260266359888 | 0.024883173641873857186053686407153809257
f(z) = 5/192*z^3 - 61/24*z + 1
*
-6 | 0.17754455565856757670012398143847583340 | 0.029608267194452973630156857071180900923
f(z) = 7/180*z^3 - 67/30*z + 1
*
-8 | 0.17533346720726189996123594024093568920 | 0.027296703396689648478141788890995278391
f(z) = 7/192*z^3 - 77/24*z + 1
*
[ 21/2 ] 
f(z) = 8/189*z^3 - 79/21*z + 1
*
15/2 | 0.19083925937487224804266897955776269857 | 0.025110752796441000182531423845840240842
f(z) = 8/189*z^3 - 74/35*z + 1
*
-24/5 | 0.11804195493698829787371782698183830330 | 0.015769432539386972883394640223981874692
f(z) = 10/189*z^3 - 66/35*z + 1
*
-6/5 | 0.19842543979777145122002403653144096483 | 0.026789954006076388936943660843346661024
f(z) = 10/189*z^3 - 61/35*z + 1
*
[ 8 ] 
f(z) = 11/192*z^3 - 67/24*z + 1
*
[ -8 ] 
f(z) = 11/192*z^3 - 61/24*z + 1
*
[ -8 ] 
f(z) = 13/192*z^3 - 77/24*z + 1
*
[ 7 ] 
f(z) = 13/196*z^3 - 67/28*z + 1
*
[ -7 ] 
f(z) = 15/196*z^3 - 73/28*z + 1
*
[ 6 ] 
f(z) = 17/180*z^3 - 77/30*z + 1
*
[ -6 ] 
f(z) = 17/180*z^3 - 67/30*z + 1
*
[ -6 ] 
f(z) = 19/180*z^3 - 79/30*z + 1
*
6 | 0.16372248723118317684302949411912943812 | 0.029442880944306663139794124971449381772
f(z) = 1/192*z^3 - 65/48*z + 1
*
3/2 | 0.18710663059855577349618144974432378500 | 0.028964303097666332914423825992221236197
f(z) = 2/189*z^3 - 71/42*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.022401289239398105681238110806134616141
f(z) = 5/192*z^3 - 77/48*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.022301489164333138680897594018813274941
f(z) = 7/192*z^3 - 79/48*z + 1
*
12/7 | 0.15803767075537028626984873189599845445 | 0.020448908968847015705925817394591649384
f(z) = 7/192*z^3 - 71/42*z + 1
*
6 | 0.18710663059855577349618144974432378500 | 0.028964303097666332914423825992221236197
f(z) = 8/189*z^3 - 71/42*z + 1
*
-15/2 | 0.097070041307124874536304040595618126122 | 0.015234770044772407834228541545789715492
f(z) = 8/189*z^3 - 65/42*z + 1
*
[ 6 ] 
f(z) = 13/192*z^3 - 77/48*z + 1
*
[ -6 ] 
f(z) = 13/192*z^3 - 61/48*z + 1
*
[ -6 ] 
f(z) = 16/189*z^3 - 79/42*z + 1
*
4 | 0.23441812834842681744907002280215010477 | 0.027882428894624775194730431884905326500
f(z) = 17/192*z^3 - 70/51*z + 1
*
[ 9 ] 
f(z) = 5/189*z^3 - 79/63*z + 1
*
[ 42/5 ] 
f(z) = 5/189*z^3 - 69/70*z + 1
*
[ -9 ] 
f(z) = 5/189*z^3 - 65/63*z + 1
*
[ 6 ] 
f(z) = 9/184*z^3 - 64/69*z + 1
*
[ -6 ] 
f(z) = 11/184*z^3 - 68/69*z + 1
*
[ -6 ] 
f(z) = 13/198*z^3 - 79/66*z + 1
*
[ 18 ] 
f(z) = 1/180*z^3 - 77/90*z + 1
*
[ -18 ] 
f(z) = 1/180*z^3 - 67/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 7/188*z^3 - 61/94*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 9/188*z^3 - 65/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 9/196*z^3 - 67/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 11/180*z^3 - 67/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 11/188*z^3 - 69/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 11/196*z^3 - 71/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 13/180*z^3 - 71/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 13/188*z^3 - 73/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 13/196*z^3 - 75/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 15/188*z^3 - 77/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 15/196*z^3 - 79/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 17/180*z^3 - 79/90*z + 1
*
[ 4 ] 
f(z) = 17/184*z^3 - 67/92*z + 1
*
[ -10 ] 
f(z) = 3/184*z^3 - 61/115*z + 1
*
[ 3/5 ] 
f(z) = 5/189*z^3 - 71/105*z + 1
*
[ -21/4 ] 
f(z) = 13/189*z^3 - 79/112*z + 1
*
[ 12/19 ] 
f(z) = 19/192*z^3 - 71/114*z + 1
*
[ -46/7 ] 
f(z) = 7/184*z^3 - 79/161*z + 1
*
[ 3/4 ] 
f(z) = 10/189*z^3 - 61/168*z + 1
*
[ 21/5 ] 
f(z) = 13/189*z^3 - 79/175*z + 1
*
[ -21/5 ] 
f(z) = 17/189*z^3 - 61/175*z + 1
*
3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 1/192*z^3 - 73/192*z + 1
*
[ 11 ] 
f(z) = 2/187*z^3 - 72/187*z + 1
*
[ -17/2 ] 
f(z) = 4/187*z^3 - 80/187*z + 1
*
-13/2 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = 4/195*z^3 - 64/195*z + 1
*
-4 | 0.10180503389136912135357278460892023009 | 0.019604444407027383931044380153573219734
f(z) = 7/180*z^3 - 67/180*z + 1
*
[ 5 ] 
f(z) = 9/185*z^3 - 77/185*z + 1
*
[ -17/3 ] 
f(z) = 9/187*z^3 - 69/187*z + 1
*
[ 5 ] 
f(z) = 9/190*z^3 - 73/190*z + 1
*
[ -5 ] 
f(z) = 12/185*z^3 - 78/185*z + 1
*
[ 4 ] 
f(z) = 13/180*z^3 - 73/180*z + 1
*
[ 4 ] 
f(z) = 13/188*z^3 - 67/188*z + 1
*
[ 4 ] 
f(z) = 13/196*z^3 - 61/196*z + 1
*
[ 3/4 ] 
f(z) = 16/183*z^3 - 70/183*z + 1
*
[ 7/2 ] 
f(z) = 16/189*z^3 - 61/189*z + 1
*
[ 3/4 ] 
f(z) = 16/195*z^3 - 74/195*z + 1
*
-5/4 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = 16/195*z^3 - 64/195*z + 1
*
[ -4 ] 
f(z) = 19/180*z^3 - 79/180*z + 1
*
[ -4 ] 
f(z) = 19/188*z^3 - 69/188*z + 1
*
[ 46/3 ] 
f(z) = 1/184*z^3 - 71/207*z + 1
*
[ -44/7 ] 
f(z) = 7/192*z^3 - 65/231*z + 1
*
[ 14/17 ] 
f(z) = 17/196*z^3 - 65/238*z + 1
*
[ 7/9 ] 
f(z) = 9/196*z^3 - 79/252*z + 1
*
[ 46/11 ] 
f(z) = 11/184*z^3 - 72/253*z + 1
*
24 | 0.083023551890301866991648291136683107442 | 0.011689343107479484031792188707478942817
f(z) = 1/189*z^3 - 45/14*z + 1
*
[ 36 ] 
f(z) = 1/192*z^3 - 52/9*z + 1
*
20 | 0.21827481921615867257651110876746453005 | 0.027253587581211554295885983035374975403
f(z) = 1/192*z^3 - 47/15*z + 1
*
20 | 0.23017161651963736645223875726528247978 | 0.029237590069695951887326758742388717704
f(z) = 1/192*z^3 - 41/15*z + 1
*
3 | 0.21367719282441185496098049627388019553 | 0.029258142878410093170184952443143714334
f(z) = 2/189*z^3 - 55/14*z + 1
*
[ -21 ] 
f(z) = 4/189*z^3 - 58/7*z + 1
*
-3 | 0.18513943502006005783286243432403436758 | 0.025908177642495787334587015227123377707
f(z) = 4/189*z^3 - 47/14*z + 1
*
-44/5 | 0.18920309470270357827160013876525805251 | 0.023501436550025949676277642064958464998
f(z) = 5/192*z^3 - 49/15*z + 1
*
[ 14 ] 
f(z) = 5/196*z^3 - 57/14*z + 1
*
[ -14 ] 
f(z) = 5/196*z^3 - 55/14*z + 1
*
3 | 0.14105116645128503475930305222913239913 | 0.019129798722100382338327387725716415115
f(z) = 8/189*z^3 - 59/14*z + 1
*
-3/2 | 0.17343344333571866250549240199014631737 | 0.023931490937827363591979251992043867632
f(z) = 8/189*z^3 - 52/7*z + 1
*
21/4 | 0.18911983777659860759483501397344105631 | 0.026465190154140899324532650304195552564
f(z) = 8/189*z^3 - 47/14*z + 1
*
-3/2 | 0.10812968523518582787531311845157675168 | 0.015426362803661023197158441103379088267
f(z) = 8/189*z^3 - 41/14*z + 1
*
[ -12 ] 
f(z) = 11/192*z^3 - 43/6*z + 1
*
[ 12 ] 
f(z) = 13/192*z^3 - 53/6*z + 1
*
[ 21/2 ] 
f(z) = 16/189*z^3 - 59/7*z + 1
*
-15 | 0.16914064198430389181971498256979383043 | 0.027424432870862358691393139143600411348
f(z) = 1/189*z^3 - 53/21*z + 1
*
21/2 | 0.19511514343361037065921575659300682443 | 0.027304165621285923184932963845334453385
f(z) = 1/189*z^3 - 47/28*z + 1
*
[ 24 ] 
f(z) = 1/192*z^3 - 49/24*z + 1
*
[ -24 ] 
f(z) = 1/192*z^3 - 47/24*z + 1
*
[ -15 ] 
f(z) = 2/189*z^3 - 46/35*z + 1
*
15 | 0.16914013542907905536114433224253919079 | 0.028386720340183318912598628821927604282
f(z) = 2/189*z^3 - 43/21*z + 1
*
-21/2 | 0.12845079140433425197613524939355675729 | 0.020826987912250037646689349524330159609
f(z) = 4/189*z^3 - 53/21*z + 1
*
[ -21/2 ] 
f(z) = 5/189*z^3 - 51/28*z + 1
*
4/7 | 0.19170416493297370902447640752318042206 | 0.023323586720218524916199768923147757428
f(z) = 7/192*z^3 - 58/21*z + 1
*
20/7 | 0.11305276014262431864086166890999825520 | 0.014274188452482245508333918827870104503
f(z) = 7/192*z^3 - 43/21*z + 1
*
[ 15/2 ] 
f(z) = 8/189*z^3 - 53/35*z + 1
*
[ 6 ] 
f(z) = 11/180*z^3 - 41/30*z + 1
*
[ 4/11 ] 
f(z) = 11/192*z^3 - 58/33*z + 1
*
[ 7 ] 
f(z) = 11/196*z^3 - 53/28*z + 1
*
[ -7 ] 
f(z) = 11/196*z^3 - 45/28*z + 1
*
[ 6 ] 
f(z) = 13/180*z^3 - 53/30*z + 1
*
[ -6 ] 
f(z) = 13/180*z^3 - 43/30*z + 1
*
4 | 0.21951457353761129832706740189616077529 | 0.027266508668404249721502714918809895420
f(z) = 13/192*z^3 - 49/39*z + 1
*
[ -7 ] 
f(z) = 13/196*z^3 - 59/28*z + 1
*
-33/8 | 0.19006911353817379746499857129424009610 | 0.025777765450306095404855033814290563151
f(z) = 16/189*z^3 - 59/28*z + 1
*
21/4 | 0.061478921831608788663820015085064383777 | 0.010063255908150684540316320422571556862
f(z) = 16/189*z^3 - 50/21*z + 1
*
-21/4 | 0.12845144354368797134038209639267938631 | 0.020827093650006018163417570431784689203
f(z) = 8/189*z^3 - 53/42*z + 1
*
3 | 0.19298679825505574666023386759942585917 | 0.026360036592337572273034925342086543392
f(z) = 8/189*z^3 - 47/56*z + 1
*
[ 6 ] 
f(z) = 11/189*z^3 - 53/42*z + 1
*
[ 6 ] 
f(z) = 11/192*z^3 - 59/48*z + 1
*
[ -6 ] 
f(z) = 11/192*z^3 - 43/48*z + 1
*
[ -6 ] 
f(z) = 13/189*z^3 - 55/42*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = 17/192*z^3 - 41/48*z + 1
*
-4 | 0.24059733029899483854681962358074604931 | 0.029334218002362243953298333730335836023
f(z) = 19/192*z^3 - 55/57*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 19/192*z^3 - 43/48*z + 1
*
[ 9 ] 
f(z) = 4/189*z^3 - 52/63*z + 1
*
[ -6 ] 
f(z) = 9/184*z^3 - 41/69*z + 1
*
-4 | 0.21951457353761129832706740189616077529 | 0.028062144397144512951232371443697352225
f(z) = 13/192*z^3 - 59/78*z + 1
*
[ 9/2 ] 
f(z) = 16/189*z^3 - 59/63*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 1/180*z^3 - 47/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 1/188*z^3 - 49/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 1/196*z^3 - 51/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 3/188*z^3 - 53/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 3/196*z^3 - 55/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 5/188*z^3 - 57/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 5/196*z^3 - 59/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015906689638679115021085129754353234836
f(z) = 7/180*z^3 - 59/90*z + 1
*
[ 2/3 ] 
f(z) = 9/188*z^3 - 49/94*z + 1
*
[ 2/3 ] 
f(z) = 9/196*z^3 - 51/98*z + 1
*
[ 4 ] 
f(z) = 15/184*z^3 - 51/92*z + 1
*
6 | 0.19894454121489572896486209767265377671 | 0.029037975667031420489283420919180301813
f(z) = 5/189*z^3 - 44/105*z + 1
*
[ 3/4 ] 
f(z) = 11/189*z^3 - 41/112*z + 1
*
51/16 | 0.23505402415091976509398563428024029535 | 0.029329196062620343793364388653449346281
f(z) = 16/189*z^3 - 59/112*z + 1
*
[ 3/4 ] 
f(z) = 17/189*z^3 - 43/112*z + 1
*
[ 12/17 ] 
f(z) = 17/192*z^3 - 47/102*z + 1
*
[ 7/2 ] 
f(z) = 19/196*z^3 - 53/112*z + 1
*
-8/5 | 0.18383814619333652097417276740133283517 | 0.026771506082535466537462136447166862106
f(z) = 5/192*z^3 - 53/120*z + 1
*
[ 14/3 ] 
f(z) = 11/196*z^3 - 55/126*z + 1
*
[ 4/5 ] 
f(z) = 7/192*z^3 - 41/150*z + 1
*
[ 4/5 ] 
f(z) = 11/192*z^3 - 43/150*z + 1
*
[ 4/5 ] 
f(z) = 19/192*z^3 - 47/150*z + 1
*
[ 14/3 ] 
f(z) = 9/184*z^3 - 45/161*z + 1
*
[ 15 ] 
f(z) = 1/195*z^3 - 43/195*z + 1
*
[ 15/2 ] 
f(z) = 4/195*z^3 - 56/195*z + 1
*
[ 5 ] 
f(z) = 8/185*z^3 - 52/185*z + 1
*
[ 5 ] 
f(z) = 8/195*z^3 - 44/195*z + 1
*
[ 14/3 ] 
f(z) = 9/182*z^3 - 53/182*z + 1
*
[ -5 ] 
f(z) = 11/180*z^3 - 59/180*z + 1
*
[ 4 ] 
f(z) = 11/180*z^3 - 41/180*z + 1
*
[ -5 ] 
f(z) = 11/185*z^3 - 53/185*z + 1
*
[ -5 ] 
f(z) = 11/190*z^3 - 47/190*z + 1
*
[ -5 ] 
f(z) = 11/195*z^3 - 41/195*z + 1
*
[ -60/13 ] 
f(z) = 13/192*z^3 - 44/195*z + 1
*
[ -17/4 ] 
f(z) = 16/187*z^3 - 58/187*z + 1
*
[ -4 ] 
f(z) = 17/180*z^3 - 47/180*z + 1
*
[ 3 ] 
f(z) = 19/183*z^3 - 49/183*z + 1
*
[ 3 ] 
f(z) = 19/186*z^3 - 47/186*z + 1
*
[ 3 ] 
f(z) = 19/192*z^3 - 43/192*z + 1
*
[ 3 ] 
f(z) = 19/195*z^3 - 41/195*z + 1
*
[ -4 ] 
f(z) = 19/196*z^3 - 59/196*z + 1
*
[ -46/3 ] 
f(z) = 1/184*z^3 - 44/207*z + 1
*
[ 6/7 ] 
f(z) = 7/180*z^3 - 41/210*z + 1
*
-6 | 0.096640935764239255886798513544925792530 | 0.014073376245392253589647571961135570364
f(z) = 5/192*z^3 - 41/240*z + 1
*
[ -9/2 ] 
f(z) = 13/189*z^3 - 43/252*z + 1
*
-9/8 | 0.18443799583934253359416581012692627721 | 0.027826922822508747524033629024466358067
f(z) = 16/189*z^3 - 55/252*z + 1
*
[ 44/3 ] 
f(z) = 1/192*z^3 - 56/297*z + 1
*
[ -6 ] 
f(z) = 7/188*z^3 - 49/282*z + 1
*
[ 46/13 ] 
f(z) = 13/184*z^3 - 50/299*z + 1
*
6 | 0.16256468041470984888398111796177758605 | 0.024662124829587412071270095563128409377
f(z) = 1/189*z^3 - 27/7*z + 1
*
4 | 0.18813942454176966754459123110633306133 | 0.024480606489365728422752806680144652789
f(z) = 1/192*z^3 - 34/3*z + 1
*
[ 14 ] 
f(z) = 3/196*z^3 - 29/14*z + 1
*
[ -14 ] 
f(z) = 3/196*z^3 - 27/14*z + 1
*
15 | 0.13568302908766935302723710371705527926 | 0.020161452612505042729259609056683834189
f(z) = 4/189*z^3 - 31/7*z + 1
*
6 | 0.18995843599237055334764337690758048342 | 0.028817936644823160882807607179618648637
f(z) = 4/189*z^3 - 27/14*z + 1
*
4/5 | 0.18383814619333652097417276740133283517 | 0.023920926332451869378950580930594037673
f(z) = 5/192*z^3 - 34/15*z + 1
*
12 | 0.14577196517678876523816922202489824600 | 0.021807095328129775609293787022470919858
f(z) = 5/192*z^3 - 25/6*z + 1
*
[ -12 ] 
f(z) = 7/192*z^3 - 25/6*z + 1
*
4 | 0.18092148406149705352161975695470201383 | 0.027407237864377775217560727488329565991
f(z) = 7/192*z^3 - 23/6*z + 1
*
3/4 | 0.19511449129425665129496890959388419541 | 0.028725647437008622274346400110972899523
f(z) = 8/189*z^3 - 33/14*z + 1
*
-21/2 | 0.13915511544148091449354707445153610591 | 0.020677377890408931348409291537273513737
f(z) = 8/189*z^3 - 31/7*z + 1
*
15/2 | 0.18710597845920205413193460274520115598 | 0.027802506647932835678190476332549847614
f(z) = 8/189*z^3 - 31/14*z + 1
*
[ -21/2 ] 
f(z) = 8/189*z^3 - 25/7*z + 1
*
-3 | 0.19511449129425665129496890959388419541 | 0.028249807260774756204544934005914298101
f(z) = 10/189*z^3 - 37/14*z + 1
*
[ 12 ] 
f(z) = 11/192*z^3 - 22/3*z + 1
*
[ 6 ] 
f(z) = 13/189*z^3 - 23/14*z + 1
*
[ -12 ] 
f(z) = 13/192*z^3 - 26/3*z + 1
*
[ 6 ] 
f(z) = 16/189*z^3 - 31/14*z + 1
*
[ -6 ] 
f(z) = 17/189*z^3 - 29/14*z + 1
*
[ -12 ] 
f(z) = 17/192*z^3 - 35/3*z + 1
*
[ 6 ] 
f(z) = 19/189*z^3 - 39/14*z + 1
*
[ 12 ] 
f(z) = 19/192*z^3 - 40/3*z + 1
*
[ 21 ] 
f(z) = 1/189*z^3 - 29/21*z + 1
*
8 | 0.15403374040751984737045500197121824925 | 0.027336200862031228904342164721231088460
f(z) = 1/192*z^3 - 35/24*z + 1
*
[ -20 ] 
f(z) = 1/192*z^3 - 31/30*z + 1
*
-8 | 0.15403270679109895764827380476848368179 | 0.028279811615733553537418222454712190221
f(z) = 1/192*z^3 - 29/24*z + 1
*
[ -21/2 ] 
f(z) = 4/189*z^3 - 26/21*z + 1
*
-39/5 | 0.13791155879419941360952967060191469391 | 0.020129592217072054711675805335972594549
f(z) = 5/189*z^3 - 33/35*z + 1
*
[ 8 ] 
f(z) = 7/192*z^3 - 35/24*z + 1
*
[ -8 ] 
f(z) = 7/192*z^3 - 29/24*z + 1
*
-4 | 0.089028144439100795522318092158582456512 | 0.012279870184625852086762089034946849212
f(z) = 7/192*z^3 - 22/21*z + 1
*
[ 7 ] 
f(z) = 9/196*z^3 - 39/28*z + 1
*
[ -7 ] 
f(z) = 9/196*z^3 - 31/28*z + 1
*
[ 3/5 ] 
f(z) = 10/189*z^3 - 24/35*z + 1
*
[ -6 ] 
f(z) = 11/180*z^3 - 31/30*z + 1
*
-4 | 0.21023379105632428766087052058503914723 | 0.027462189822855020602512345551930393256
f(z) = 11/192*z^3 - 25/33*z + 1
*
[ 21/4 ] 
f(z) = 16/189*z^3 - 32/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 19/184*z^3 - 21/23*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 5/192*z^3 - 29/48*z + 1
*
[ 36/5 ] 
f(z) = 5/192*z^3 - 22/45*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = 7/192*z^3 - 31/48*z + 1
*
[ 6 ] 
f(z) = 7/192*z^3 - 23/48*z + 1
*
[ 6 ] 
f(z) = 8/189*z^3 - 29/42*z + 1
*
[ -6 ] 
f(z) = 10/189*z^3 - 31/42*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 11/192*z^3 - 35/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = 13/192*z^3 - 37/48*z + 1
*
[ 14/3 ] 
f(z) = 15/196*z^3 - 37/42*z + 1
*
[ 2/3 ] 
f(z) = 3/184*z^3 - 35/69*z + 1
*
[ -9 ] 
f(z) = 4/189*z^3 - 38/63*z + 1
*
[ 6 ] 
f(z) = 7/184*z^3 - 37/69*z + 1
*
[ 6 ] 
f(z) = 7/198*z^3 - 29/66*z + 1
*
[ 4/5 ] 
f(z) = 13/192*z^3 - 22/75*z + 1
*
[ 2/3 ] 
f(z) = 15/184*z^3 - 37/69*z + 1
*
[ -9/2 ] 
f(z) = 16/189*z^3 - 31/63*z + 1
*
[ 4/5 ] 
f(z) = 17/192*z^3 - 23/75*z + 1
*
-21/2 | 0.097070693446478593900550887594740755141 | 0.014645456770282124916183378364679725946
f(z) = 1/189*z^3 - 29/84*z + 1
*
[ -12 ] 
f(z) = 2/189*z^3 - 37/84*z + 1
*
[ 28/3 ] 
f(z) = 3/196*z^3 - 37/84*z + 1
*
[ 3/4 ] 
f(z) = 4/189*z^3 - 29/84*z + 1
*
[ 4 ] 
f(z) = 13/184*z^3 - 35/92*z + 1
*
[ -4 ] 
f(z) = 17/184*z^3 - 21/92*z + 1
*
[ -4 ] 
f(z) = 19/184*z^3 - 37/92*z + 1
*
-12 | 0.14037341365255467112725722428414491790 | 0.017515289882259917566840982284353490377
f(z) = 1/189*z^3 - 27/112*z + 1
*
[ 15/2 ] 
f(z) = 4/189*z^3 - 34/105*z + 1
*
[ 3/4 ] 
f(z) = 5/189*z^3 - 39/112*z + 1
*
[ 7/2 ] 
f(z) = 15/196*z^3 - 25/112*z + 1
*
[ 7/2 ] 
f(z) = 17/196*z^3 - 39/112*z + 1
*
[ 9/2 ] 
f(z) = 10/189*z^3 - 37/126*z + 1
*
[ -14/3 ] 
f(z) = 13/196*z^3 - 29/126*z + 1
*
57/10 | 0.18925579439123239949228760552474258784 | 0.022974964520133454996012216803963666470
f(z) = 5/189*z^3 - 27/140*z + 1
*
[ 14 ] 
f(z) = 1/184*z^3 - 22/161*z + 1
*
-8/7 | 0.15405021748714063106962946176514738590 | 0.021385748315329863192494113762379826325
f(z) = 7/192*z^3 - 29/168*z + 1
*
[ 14 ] 
f(z) = 1/182*z^3 - 27/182*z + 1
*
[ -11 ] 
f(z) = 2/187*z^3 - 38/187*z + 1
*
[ 8 ] 
f(z) = 3/184*z^3 - 31/184*z + 1
*
[ 7 ] 
f(z) = 4/189*z^3 - 34/189*z + 1
*
[ -7 ] 
f(z) = 5/182*z^3 - 37/182*z + 1
*
[ 6 ] 
f(z) = 5/186*z^3 - 25/186*z + 1
*
[ -7 ] 
f(z) = 5/189*z^3 - 29/189*z + 1
*
[ 5 ] 
f(z) = 7/180*z^3 - 31/180*z + 1
*
[ 5 ] 
f(z) = 7/185*z^3 - 27/185*z + 1
*
[ -6 ] 
f(z) = 7/186*z^3 - 35/186*z + 1
*
[ 5 ] 
f(z) = 7/190*z^3 - 23/190*z + 1
*
[ -11/2 ] 
f(z) = 8/187*z^3 - 21/187*z + 1
*
[ 13/3 ] 
f(z) = 9/182*z^3 - 29/182*z + 1
*
[ 4 ] 
f(z) = 11/188*z^3 - 35/188*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 11/192*z^3 - 35/192*z + 1
*
[ 4 ] 
f(z) = 11/196*z^3 - 29/196*z + 1
*
[ 3 ] 
f(z) = 16/183*z^3 - 22/183*z + 1
*
[ 13/4 ] 
f(z) = 16/195*z^3 - 34/195*z + 1
*
[ 3 ] 
f(z) = 17/183*z^3 - 31/183*z + 1
*
[ 3 ] 
f(z) = 17/186*z^3 - 29/186*z + 1
*
[ -4 ] 
f(z) = 17/188*z^3 - 37/188*z + 1
*
[ 3 ] 
f(z) = 17/192*z^3 - 25/192*z + 1
*
[ 3 ] 
f(z) = 17/195*z^3 - 23/195*z + 1
*
[ -4 ] 
f(z) = 17/196*z^3 - 27/196*z + 1
*
[ 14/15 ] 
f(z) = 15/196*z^3 - 29/210*z + 1
*
[ 6 ] 
f(z) = 5/188*z^3 - 35/282*z + 1
*
[ 6 ] 
f(z) = 5/196*z^3 - 25/294*z + 1
*
[ -21 ] 
f(z) = 1/189*z^3 - 9/7*z + 1
*
15 | 0.10810715300838274000581190517180010799 | 0.020624259945737320188378117775269053984
f(z) = 1/189*z^3 - 6/7*z + 1
*
-4 | 0.077016353395549478824136902384241840897 | 0.012226857270518796380209871046992700378
f(z) = 1/192*z^3 - 17/6*z + 1
*
[ 20 ] 
f(z) = 1/192*z^3 - 17/15*z + 1
*
-28 | 0.15500916281182615984115014369366538988 | 0.022363095048097152769028480662367064019
f(z) = 1/192*z^3 - 16/3*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 1/192*z^3 - 5/6*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.027777964176938352652996928838166413089
f(z) = 1/192*z^3 - 4/3*z + 1
*
-12 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 1/192*z^3 - 1/3*z + 1
*
[ 14 ] 
f(z) = 1/196*z^3 - 1/14*z + 1
*
[ -21/2 ] 
f(z) = 2/189*z^3 - 1/14*z + 1
*
[ 21/2 ] 
f(z) = 4/189*z^3 - 10/7*z + 1
*
-4 | 0.077017499712637155630282572292818185955 | 0.012014882765415892919103207036128506960
f(z) = 5/192*z^3 - 19/6*z + 1
*
[ 12 ] 
f(z) = 5/192*z^3 - 17/6*z + 1
*
-12 | 0.19440595873756133394453312300930571206 | 0.028597773285347899481581212870912938338
f(z) = 5/192*z^3 - 14/3*z + 1
*
4 | 0.077308255788514661012059559474299449158 | 0.011790585496291442518932513194849563022
f(z) = 5/192*z^3 - 11/3*z + 1
*
[ -12 ] 
f(z) = 5/192*z^3 - 8/3*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.028463189446452915542143918598066464788
f(z) = 5/192*z^3 - 7/6*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.026703392637101922553263251974561180997
f(z) = 5/192*z^3 - 5/3*z + 1
*
[ 4/5 ] 
f(z) = 5/192*z^3 - 4/15*z + 1
*
12 | 0.16133397052417982081350310799179514822 | 0.022712467364432801356865835526327177549
f(z) = 7/192*z^3 - 19/3*z + 1
*
[ 12 ] 
f(z) = 7/192*z^3 - 13/3*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.026269343312134264575243614915613544858
f(z) = 7/192*z^3 - 11/6*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.027777964176938352652996928838166413089
f(z) = 7/192*z^3 - 4/3*z + 1
*
[ 14/3 ] 
f(z) = 9/196*z^3 - 3/14*z + 1
*
[ 6 ] 
f(z) = 10/189*z^3 - 15/14*z + 1
*
[ -6 ] 
f(z) = 11/189*z^3 - 13/14*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.025541664630139684691874117730013307762
f(z) = 11/192*z^3 - 13/6*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.026703213448665349167427238824356952417
f(z) = 11/192*z^3 - 5/3*z + 1
*
[ 4 ] 
f(z) = 11/192*z^3 - 1/6*z + 1
*
-4 | 0.15403270679109895764827380476848368179 | 0.026269167036309620080593380098075296873
f(z) = 13/192*z^3 - 11/6*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.025231606467789555609108152301996055793
f(z) = 13/192*z^3 - 7/3*z + 1
*
[ 4 ] 
f(z) = 13/192*z^3 - 1/3*z + 1
*
[ -21/4 ] 
f(z) = 16/189*z^3 - 8/7*z + 1
*
[ 3 ] 
f(z) = 17/189*z^3 - 1/7*z + 1
*
-4 | 0.15403374040751984737045500197121824925 | 0.025541664630139684691874117730013307762
f(z) = 17/192*z^3 - 13/6*z + 1
*
4 | 0.15403468324792272685526483234169847974 | 0.024691674849631156134338385408335854368
f(z) = 17/192*z^3 - 8/3*z + 1
*
[ 4 ] 
f(z) = 17/192*z^3 - 2/3*z + 1
*
[ -4 ] 
f(z) = 17/192*z^3 - 1/6*z + 1
*
4 | 0.15403374040751984737045500197121824925 | 0.024453878634504674693403434922044566143
f(z) = 19/192*z^3 - 17/6*z + 1
*
-4 | 0.15403384430625610182147102279088043455 | 0.025231623486995988805517168483242174136
f(z) = 19/192*z^3 - 7/3*z + 1
*
[ 4 ] 
f(z) = 19/192*z^3 - 5/6*z + 1
*
[ -4 ] 
f(z) = 19/192*z^3 - 1/3*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 1/184*z^3 - 12/23*z + 1
*
[ 15 ] 
f(z) = 1/189*z^3 - 9/35*z + 1
*
21/2 | 0.11000879136382840614961775461338632628 | 0.016597481083806772332573588479696872688
f(z) = 1/189*z^3 - 3/28*z + 1
*
[ 12 ] 
f(z) = 2/189*z^3 - 17/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 3/184*z^3 - 13/23*z + 1
*
[ -15/2 ] 
f(z) = 4/189*z^3 - 2/35*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 5/184*z^3 - 14/23*z + 1
*
-6 | 0.19752037036583276081696520146214386574 | 0.028830103472055660384845647174189336360
f(z) = 5/189*z^3 - 3/35*z + 1
*
[ 8 ] 
f(z) = 5/192*z^3 - 19/24*z + 1
*
28/5 | 0.078121253892926541642752090899202874497 | 0.011376439912368889370562329951480614591
f(z) = 5/192*z^3 - 17/30*z + 1
*
[ -8 ] 
f(z) = 5/192*z^3 - 13/24*z + 1
*
[ 7 ] 
f(z) = 5/196*z^3 - 11/28*z + 1
*
[ -7 ] 
f(z) = 5/196*z^3 - 3/28*z + 1
*
[ 6 ] 
f(z) = 7/180*z^3 - 17/30*z + 1
*
[ -6 ] 
f(z) = 7/180*z^3 - 7/30*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 7/184*z^3 - 15/23*z + 1
*
[ 4/7 ] 
f(z) = 7/192*z^3 - 16/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 9/184*z^3 - 16/23*z + 1
*
[ 2/3 ] 
f(z) = 9/184*z^3 - 12/23*z + 1
*
[ 21/5 ] 
f(z) = 10/189*z^3 - 6/35*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 11/184*z^3 - 17/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 13/184*z^3 - 18/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 15/184*z^3 - 19/23*z + 1
*
[ 15/4 ] 
f(z) = 16/189*z^3 - 16/35*z + 1
*
-15/4 | 0.097069389167771155172057193596495497103 | 0.018518518518518518518518518518518518519
f(z) = 16/189*z^3 - 11/21*z + 1
*
[ 3/4 ] 
f(z) = 16/189*z^3 - 8/21*z + 1
*
[ 3 ] 
f(z) = 16/189*z^3 - 2/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 17/184*z^3 - 20/23*z + 1
*
[ 3 ] 
f(z) = 19/189*z^3 - 5/21*z + 1
*
[ 16 ] 
f(z) = 1/192*z^3 - 19/48*z + 1
*
[ -16 ] 
f(z) = 1/192*z^3 - 13/48*z + 1
*
10 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 1/192*z^3 - 1/48*z + 1
*
[ 21/2 ] 
f(z) = 2/189*z^3 - 11/42*z + 1
*
[ 6 ] 
f(z) = 5/189*z^3 - 5/42*z + 1
*
[ 6 ] 
f(z) = 5/192*z^3 - 5/48*z + 1
*
[ -6 ] 
f(z) = 7/192*z^3 - 7/48*z + 1
*
[ -21/4 ] 
f(z) = 10/189*z^3 - 15/56*z + 1
*
[ -14/3 ] 
f(z) = 15/196*z^3 - 19/42*z + 1
*
[ 15 ] 
f(z) = 1/180*z^3 - 19/60*z + 1
*
[ -15 ] 
f(z) = 1/180*z^3 - 11/60*z + 1
*
[ 4/5 ] 
f(z) = 1/192*z^3 - 19/75*z + 1
*
[ 6 ] 
f(z) = 5/184*z^3 - 10/69*z + 1
*
[ 6 ] 
f(z) = 5/198*z^3 - 5/66*z + 1
*
[ -6 ] 
f(z) = 7/184*z^3 - 14/69*z + 1
*
[ 36/7 ] 
f(z) = 7/192*z^3 - 10/63*z + 1
*
[ -6 ] 
f(z) = 7/198*z^3 - 7/66*z + 1
*
[ 9/2 ] 
f(z) = 8/189*z^3 - 5/63*z + 1
*
[ 12/13 ] 
f(z) = 13/192*z^3 - 11/78*z + 1
*
[ 3 ] 
f(z) = 17/180*z^3 - 11/60*z + 1
*
[ 3 ] 
f(z) = 17/198*z^3 - 7/66*z + 1
*
[ 3 ] 
f(z) = 19/180*z^3 - 17/60*z + 1
*
[ 3 ] 
f(z) = 19/198*z^3 - 13/66*z + 1
*
[ -28/3 ] 
f(z) = 3/196*z^3 - 19/84*z + 1
*
[ -36/5 ] 
f(z) = 5/192*z^3 - 19/90*z + 1
*
[ 4 ] 
f(z) = 9/184*z^3 - 3/92*z + 1
*
[ 4 ] 
f(z) = 11/184*z^3 - 19/92*z + 1
*
[ -4 ] 
f(z) = 15/184*z^3 - 5/92*z + 1
*
[ -15 ] 
f(z) = 1/189*z^3 - 13/105*z + 1
*
[ 7/2 ] 
f(z) = 13/196*z^3 - 11/112*z + 1
*
[ -20/3 ] 
f(z) = 5/192*z^3 - 1/135*z + 1
*
[ -14/3 ] 
f(z) = 11/196*z^3 - 1/126*z + 1
*
[ 42/11 ] 
f(z) = 11/189*z^3 - 17/154*z + 1
*
[ 21/20 ] 
f(z) = 16/189*z^3 - 8/175*z + 1
*
[ -15 ] 
f(z) = 1/195*z^3 - 17/195*z + 1
*
9 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = 1/195*z^3 - 16/195*z + 1
*
[ 5 ] 
f(z) = 6/185*z^3 - 2/185*z + 1
*
[ 5 ] 
f(z) = 7/195*z^3 - 19/195*z + 1
*
[ -5 ] 
f(z) = 9/185*z^3 - 3/185*z + 1
*
[ 4 ] 
f(z) = 9/188*z^3 - 3/188*z + 1
*
[ 42/13 ] 
f(z) = 13/189*z^3 - 5/182*z + 1
*
[ 14/13 ] 
f(z) = 13/196*z^3 - 1/182*z + 1
*
[ 3 ] 
f(z) = 14/183*z^3 - 4/183*z + 1
*
[ -4 ] 
f(z) = 15/188*z^3 - 5/188*z + 1
*
[ 11/4 ] 
f(z) = 16/187*z^3 - 2/187*z + 1
*
[ 3 ] 
f(z) = 16/195*z^3 - 14/195*z + 1
*
-15/4 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = 16/195*z^3 - 4/195*z + 1
*
[ -11/3 ] 
f(z) = 18/187*z^3 - 4/187*z + 1
*
[ -46/9 ] 
f(z) = 9/184*z^3 - 17/207*z + 1
*
[ 8/3 ] 
f(z) = 17/192*z^3 - 1/216*z + 1
*
[ 8/3 ] 
f(z) = 19/192*z^3 - 17/216*z + 1
*
[ 20/19 ] 
f(z) = 19/192*z^3 - 17/285*z + 1
*
[ 6 ] 
f(z) = 1/189*z^3 + 9/14*z + 1
*
[ -12 ] 
f(z) = 1/192*z^3 + 1/3*z + 1
*
[ 12 ] 
f(z) = 1/192*z^3 + 1/6*z + 1
*
[ 4 ] 
f(z) = 1/192*z^3 + 2/3*z + 1
*
[ -14 ] 
f(z) = 1/196*z^3 + 1/14*z + 1
*
[ 3 ] 
f(z) = 2/189*z^3 + 4/7*z + 1
*
[ 6 ] 
f(z) = 4/189*z^3 + 1/14*z + 1
*
[ 3/2 ] 
f(z) = 4/189*z^3 + 2/7*z + 1
*
[ 3 ] 
f(z) = 5/189*z^3 + 3/7*z + 1
*
[ -6 ] 
f(z) = 5/189*z^3 + 3/14*z + 1
*
[ 4 ] 
f(z) = 5/192*z^3 + 1/3*z + 1
*
[ 4 ] 
f(z) = 7/192*z^3 + 1/6*z + 1
*
-15/4 | 0.10810780514773645937005875217092273701 | 0.018215624674072270058366568582987126335
f(z) = 8/189*z^3 + 1/14*z + 1
*
[ 3 ] 
f(z) = 8/189*z^3 + 2/7*z + 1
*
[ -14/3 ] 
f(z) = 9/196*z^3 + 3/14*z + 1
*
[ 3/2 ] 
f(z) = 10/189*z^3 + 3/14*z + 1
*
[ 3 ] 
f(z) = 11/189*z^3 + 1/7*z + 1
*
[ -4 ] 
f(z) = 13/192*z^3 + 1/6*z + 1
*
[ 3/2 ] 
f(z) = 16/189*z^3 + 1/7*z + 1
*
[ 6 ] 
f(z) = 1/180*z^3 + 19/30*z + 1
*
[ 2 ] 
f(z) = 1/184*z^3 + 11/23*z + 1
*
[ 3 ] 
f(z) = 1/189*z^3 + 13/21*z + 1
*
[ 8 ] 
f(z) = 1/192*z^3 + 13/24*z + 1
*
[ 7 ] 
f(z) = 1/196*z^3 + 17/28*z + 1
*
[ 2 ] 
f(z) = 3/184*z^3 + 10/23*z + 1
*
[ 7 ] 
f(z) = 3/196*z^3 + 3/28*z + 1
*
[ -7 ] 
f(z) = 3/196*z^3 + 11/28*z + 1
*
[ 3 ] 
f(z) = 4/189*z^3 + 10/21*z + 1
*
[ 2 ] 
f(z) = 5/184*z^3 + 9/23*z + 1
*
-4/5 | 0.16396854233612540523836092378125644455 | 0.023877986801931567271779764107184417336
f(z) = 5/192*z^3 + 7/30*z + 1
*
[ 2 ] 
f(z) = 7/184*z^3 + 8/23*z + 1
*
[ 4/3 ] 
f(z) = 7/192*z^3 + 5/27*z + 1
*
[ 3/2 ] 
f(z) = 8/189*z^3 + 5/21*z + 1
*
[ 2 ] 
f(z) = 9/184*z^3 + 7/23*z + 1
*
[ 7/3 ] 
f(z) = 9/196*z^3 + 9/28*z + 1
*
[ 3 ] 
f(z) = 10/189*z^3 + 4/21*z + 1
*
-3 | 0.19752037036583276081696520146214386574 | 0.028830103472055660384845647174189336360
f(z) = 10/189*z^3 + 9/35*z + 1
*
[ 2 ] 
f(z) = 11/184*z^3 + 6/23*z + 1
*
[ 4/3 ] 
f(z) = 11/192*z^3 + 4/27*z + 1
*
[ 2 ] 
f(z) = 13/184*z^3 + 5/23*z + 1
*
[ 3 ] 
f(z) = 13/189*z^3 + 1/21*z + 1
*
[ 3/2 ] 
f(z) = 13/189*z^3 + 5/28*z + 1
*
[ 2 ] 
f(z) = 15/184*z^3 + 4/23*z + 1
*
[ 21/8 ] 
f(z) = 16/189*z^3 + 1/28*z + 1
*
[ 2 ] 
f(z) = 17/184*z^3 + 3/23*z + 1
*
[ 2 ] 
f(z) = 19/184*z^3 + 2/23*z + 1
*
[ 3/2 ] 
f(z) = 19/189*z^3 + 3/28*z + 1
*
[ 4/3 ] 
f(z) = 19/192*z^3 + 2/27*z + 1
*
[ 4/3 ] 
f(z) = 1/192*z^3 + 13/54*z + 1
*
[ 3/2 ] 
f(z) = 2/189*z^3 + 13/42*z + 1
*
[ 6 ] 
f(z) = 2/189*z^3 + 19/42*z + 1
*
[ 14/3 ] 
f(z) = 3/196*z^3 + 19/42*z + 1
*
[ -6 ] 
f(z) = 4/189*z^3 + 17/42*z + 1
*
[ -6 ] 
f(z) = 5/192*z^3 + 11/48*z + 1
*
[ 4/3 ] 
f(z) = 5/192*z^3 + 11/54*z + 1
*
[ 2 ] 
f(z) = 5/192*z^3 + 19/48*z + 1
*
[ 12/7 ] 
f(z) = 7/192*z^3 + 13/42*z + 1
*
[ 2 ] 
f(z) = 7/192*z^3 + 17/48*z + 1
*
[ -21/4 ] 
f(z) = 8/189*z^3 + 1/42*z + 1
*
[ 2 ] 
f(z) = 11/192*z^3 + 13/48*z + 1
*
[ 4/3 ] 
f(z) = 13/192*z^3 + 7/54*z + 1
*
[ 2 ] 
f(z) = 13/192*z^3 + 11/48*z + 1
*
[ 4/3 ] 
f(z) = 17/192*z^3 + 5/54*z + 1
*
[ 2 ] 
f(z) = 17/192*z^3 + 7/48*z + 1
*
[ 2 ] 
f(z) = 19/192*z^3 + 5/48*z + 1
*
[ 12 ] 
f(z) = 1/180*z^3 + 7/60*z + 1
*
[ -12 ] 
f(z) = 1/180*z^3 + 17/60*z + 1
*
[ 9 ] 
f(z) = 2/189*z^3 + 2/63*z + 1
*
[ -9 ] 
f(z) = 2/189*z^3 + 16/63*z + 1
*
[ 15/2 ] 
f(z) = 2/189*z^3 + 19/70*z + 1
*
[ 6 ] 
f(z) = 3/184*z^3 + 17/69*z + 1
*
[ -6 ] 
f(z) = 5/184*z^3 + 13/69*z + 1
*
[ 6/5 ] 
f(z) = 5/189*z^3 + 9/70*z + 1
*
[ -6 ] 
f(z) = 5/198*z^3 + 17/66*z + 1
*
[ 3 ] 
f(z) = 7/180*z^3 + 19/60*z + 1
*
[ 3 ] 
f(z) = 11/180*z^3 + 7/60*z + 1
*
[ 12/11 ] 
f(z) = 11/192*z^3 + 1/66*z + 1
*
[ 12/5 ] 
f(z) = 11/192*z^3 + 19/75*z + 1
*
[ 3 ] 
f(z) = 13/180*z^3 + 1/60*z + 1
*
[ 3 ] 
f(z) = 13/198*z^3 + 5/66*z + 1
*
[ 14/5 ] 
f(z) = 15/196*z^3 + 3/70*z + 1
*
[ 9/4 ] 
f(z) = 16/189*z^3 + 8/63*z + 1
*
[ 12/5 ] 
f(z) = 19/192*z^3 + 1/75*z + 1
*
[ 12 ] 
f(z) = 1/189*z^3 + 13/84*z + 1
*
[ 4 ] 
f(z) = 7/184*z^3 + 13/92*z + 1
*
[ 4/3 ] 
f(z) = 9/184*z^3 + 15/92*z + 1
*
[ 3/2 ] 
f(z) = 11/189*z^3 + 17/84*z + 1
*
[ 36/11 ] 
f(z) = 11/192*z^3 + 8/99*z + 1
*
[ 2 ] 
f(z) = 13/180*z^3 + 19/90*z + 1
*
[ -4 ] 
f(z) = 13/184*z^3 + 11/92*z + 1
*
[ 2 ] 
f(z) = 15/188*z^3 + 17/94*z + 1
*
[ 7/3 ] 
f(z) = 15/196*z^3 + 13/84*z + 1
*
[ 2 ] 
f(z) = 15/196*z^3 + 19/98*z + 1
*
[ 2 ] 
f(z) = 17/180*z^3 + 11/90*z + 1
*
[ 2 ] 
f(z) = 17/188*z^3 + 13/94*z + 1
*
[ 3/2 ] 
f(z) = 17/189*z^3 + 11/84*z + 1
*
[ 2 ] 
f(z) = 17/196*z^3 + 15/98*z + 1
*
[ 2 ] 
f(z) = 19/180*z^3 + 7/90*z + 1
*
[ 2 ] 
f(z) = 19/188*z^3 + 9/94*z + 1
*
[ 2 ] 
f(z) = 19/196*z^3 + 11/98*z + 1
*
[ 21/4 ] 
f(z) = 5/189*z^3 + 9/112*z + 1
*
[ 10/3 ] 
f(z) = 9/184*z^3 + 18/115*z + 1
*
[ 7/6 ] 
f(z) = 9/196*z^3 + 9/112*z + 1
*
[ 7/2 ] 
f(z) = 9/196*z^3 + 17/112*z + 1
*
[ 7/2 ] 
f(z) = 11/196*z^3 + 3/112*z + 1
*
[ 36/13 ] 
f(z) = 13/192*z^3 + 14/117*z + 1
*
[ -15/4 ] 
f(z) = 16/189*z^3 + 8/105*z + 1
*
[ -7/2 ] 
f(z) = 19/196*z^3 + 11/112*z + 1
*
[ -9/2 ] 
f(z) = 10/189*z^3 + 19/126*z + 1
*
[ 28/5 ] 
f(z) = 5/196*z^3 + 3/140*z + 1
*
[ 14/11 ] 
f(z) = 11/196*z^3 + 19/154*z + 1
*
[ 7/5 ] 
f(z) = 15/196*z^3 + 19/140*z + 1
*
[ 12/5 ] 
f(z) = 17/192*z^3 + 11/150*z + 1
*
[ -14 ] 
f(z) = 1/184*z^3 + 1/161*z + 1
*
[ 8/7 ] 
f(z) = 7/192*z^3 + 13/168*z + 1
*
[ 13 ] 
f(z) = 1/195*z^3 + 11/195*z + 1
*
[ 7 ] 
f(z) = 3/182*z^3 + 9/182*z + 1
*
[ -8 ] 
f(z) = 3/184*z^3 + 15/184*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 5/192*z^3 + 19/192*z + 1
*
[ 11/3 ] 
f(z) = 9/187*z^3 + 15/187*z + 1
*
[ -5 ] 
f(z) = 9/190*z^3 + 3/190*z + 1
*
[ 4 ] 
f(z) = 9/196*z^3 + 3/196*z + 1
*
[ -4 ] 
f(z) = 13/180*z^3 + 17/180*z + 1
*
[ 3 ] 
f(z) = 13/183*z^3 + 5/183*z + 1
*
[ 3 ] 
f(z) = 13/186*z^3 + 7/186*z + 1
*
[ 3 ] 
f(z) = 13/192*z^3 + 11/192*z + 1
*
[ 3 ] 
f(z) = 14/195*z^3 + 4/195*z + 1
*
[ -4 ] 
f(z) = 15/196*z^3 + 5/196*z + 1
*
[ 5/2 ] 
f(z) = 16/185*z^3 + 11/185*z + 1
*
[ 5/4 ] 
f(z) = 16/185*z^3 + 12/185*z + 1
*
[ 5/4 ] 
f(z) = 16/195*z^3 + 14/195*z + 1
*
[ 5/2 ] 
f(z) = 16/195*z^3 + 17/195*z + 1
*
[ 2 ] 
f(z) = 19/182*z^3 + 15/182*z + 1
*
[ 2 ] 
f(z) = 19/186*z^3 + 17/186*z + 1
*
[ 28/5 ] 
f(z) = 5/192*z^3 + 1/210*z + 1
*
[ 30/7 ] 
f(z) = 7/180*z^3 + 11/210*z + 1
*
[ 42/17 ] 
f(z) = 17/189*z^3 + 11/238*z + 1
*
[ -9/2 ] 
f(z) = 11/189*z^3 + 11/252*z + 1
*
[ 9/8 ] 
f(z) = 16/189*z^3 + 1/252*z + 1
*
[ 20/17 ] 
f(z) = 17/192*z^3 + 7/255*z + 1
*
[ 7/3 ] 
f(z) = 19/196*z^3 + 11/252*z + 1
*
[ 42/19 ] 
f(z) = 19/189*z^3 + 15/266*z + 1
*
[ 2 ] 
f(z) = 1/192*z^3 + 23/48*z + 1
*
[ 6 ] 
f(z) = 1/192*z^3 + 31/48*z + 1
*
[ 21/4 ] 
f(z) = 2/189*z^3 + 29/56*z + 1
*
[ 3 ] 
f(z) = 1/180*z^3 + 37/60*z + 1
*
[ 9 ] 
f(z) = 1/189*z^3 + 29/63*z + 1
*
[ 9/2 ] 
f(z) = 4/189*z^3 + 22/63*z + 1
*
[ 14/5 ] 
f(z) = 5/196*z^3 + 31/70*z + 1
*
[ 3 ] 
f(z) = 5/198*z^3 + 29/66*z + 1
*
[ 12/5 ] 
f(z) = 7/192*z^3 + 28/75*z + 1
*
[ 3 ] 
f(z) = 7/198*z^3 + 23/66*z + 1
*
[ 10 ] 
f(z) = 1/180*z^3 + 31/90*z + 1
*
[ 4 ] 
f(z) = 5/184*z^3 + 29/92*z + 1
*
[ 2 ] 
f(z) = 5/188*z^3 + 37/94*z + 1
*
[ 3/2 ] 
f(z) = 5/189*z^3 + 23/84*z + 1
*
[ 2 ] 
f(z) = 5/196*z^3 + 39/98*z + 1
*
[ 2 ] 
f(z) = 7/180*z^3 + 31/90*z + 1
*
[ 2 ] 
f(z) = 7/188*z^3 + 33/94*z + 1
*
[ 2 ] 
f(z) = 9/188*z^3 + 29/94*z + 1
*
[ 2 ] 
f(z) = 9/196*z^3 + 31/98*z + 1
*
[ 2 ] 
f(z) = 11/180*z^3 + 23/90*z + 1
*
[ 2 ] 
f(z) = 11/188*z^3 + 25/94*z + 1
*
[ 2 ] 
f(z) = 11/196*z^3 + 27/98*z + 1
*
[ 2 ] 
f(z) = 13/188*z^3 + 21/94*z + 1
*
[ 2 ] 
f(z) = 13/196*z^3 + 23/98*z + 1
*
[ 21/5 ] 
f(z) = 5/189*z^3 + 31/105*z + 1
*
[ -28/5 ] 
f(z) = 5/192*z^3 + 38/105*z + 1
*
[ 20/7 ] 
f(z) = 7/192*z^3 + 37/105*z + 1
*
[ 12 ] 
f(z) = 1/198*z^3 + 25/132*z + 1
*
[ 24/5 ] 
f(z) = 5/192*z^3 + 23/120*z + 1
*
[ 8/5 ] 
f(z) = 5/192*z^3 + 37/120*z + 1
*
[ 14/3 ] 
f(z) = 5/196*z^3 + 29/126*z + 1
*
[ -36/7 ] 
f(z) = 7/192*z^3 + 29/126*z + 1
*
[ 14/9 ] 
f(z) = 9/196*z^3 + 31/126*z + 1
*
[ 7/5 ] 
f(z) = 5/196*z^3 + 33/140*z + 1
*
[ 12/5 ] 
f(z) = 10/189*z^3 + 39/140*z + 1
*
[ 12/5 ] 
f(z) = 13/192*z^3 + 29/150*z + 1
*
[ 12/7 ] 
f(z) = 13/192*z^3 + 32/147*z + 1
*
[ 36/17 ] 
f(z) = 17/192*z^3 + 20/153*z + 1
*
[ 12/7 ] 
f(z) = 17/192*z^3 + 23/147*z + 1
*
[ -14/3 ] 
f(z) = 9/184*z^3 + 24/161*z + 1
*
[ -21/5 ] 
f(z) = 11/189*z^3 + 37/175*z + 1
*
[ 36/19 ] 
f(z) = 19/192*z^3 + 20/171*z + 1
*
[ -13 ] 
f(z) = 1/182*z^3 + 27/182*z + 1
*
[ 11/2 ] 
f(z) = 4/187*z^3 + 32/187*z + 1
*
[ -7 ] 
f(z) = 4/189*z^3 + 20/189*z + 1
*
[ -6 ] 
f(z) = 5/186*z^3 + 37/186*z + 1
*
[ 4 ] 
f(z) = 7/180*z^3 + 23/180*z + 1
*
[ 4 ] 
f(z) = 7/188*z^3 + 29/188*z + 1
*
[ -5 ] 
f(z) = 8/185*z^3 + 22/185*z + 1
*
[ 7/2 ] 
f(z) = 8/189*z^3 + 37/189*z + 1
*
[ -5 ] 
f(z) = 8/195*z^3 + 34/195*z + 1
*
[ -14/3 ] 
f(z) = 9/182*z^3 + 25/182*z + 1
*
[ 4/3 ] 
f(z) = 9/188*z^3 + 31/188*z + 1
*
[ 10/3 ] 
f(z) = 9/190*z^3 + 33/190*z + 1
*
[ 4/3 ] 
f(z) = 9/196*z^3 + 33/196*z + 1
*
[ 3 ] 
f(z) = 10/183*z^3 + 32/183*z + 1
*
[ 3 ] 
f(z) = 11/183*z^3 + 23/183*z + 1
*
[ 3 ] 
f(z) = 11/186*z^3 + 25/186*z + 1
*
[ 3 ] 
f(z) = 11/192*z^3 + 29/192*z + 1
*
[ 3 ] 
f(z) = 11/195*z^3 + 31/195*z + 1
*
[ 5/2 ] 
f(z) = 12/185*z^3 + 36/185*z + 1
*
[ -4 ] 
f(z) = 13/188*z^3 + 27/188*z + 1
*
[ 20/13 ] 
f(z) = 13/192*z^3 + 37/195*z + 1
*
[ -4 ] 
f(z) = 13/196*z^3 + 37/196*z + 1
*
[ 2 ] 
f(z) = 15/182*z^3 + 31/182*z + 1
*
[ 2 ] 
f(z) = 15/194*z^3 + 37/194*z + 1
*
[ 3/2 ] 
f(z) = 16/183*z^3 + 25/183*z + 1
*
[ 7/4 ] 
f(z) = 16/189*z^3 + 32/189*z + 1
*
[ -15/4 ] 
f(z) = 16/195*z^3 + 22/195*z + 1
*
[ 3/2 ] 
f(z) = 16/195*z^3 + 29/195*z + 1
*
[ 2 ] 
f(z) = 17/182*z^3 + 23/182*z + 1
*
[ 2 ] 
f(z) = 17/186*z^3 + 25/186*z + 1
*
[ 2 ] 
f(z) = 17/190*z^3 + 27/190*z + 1
*
[ 2 ] 
f(z) = 17/194*z^3 + 29/194*z + 1
*
[ 2 ] 
f(z) = 17/198*z^3 + 31/198*z + 1
*
[ 5/3 ] 
f(z) = 18/185*z^3 + 24/185*z + 1
*
[ 2 ] 
f(z) = 19/194*z^3 + 21/194*z + 1
*
[ 2 ] 
f(z) = 19/198*z^3 + 23/198*z + 1
*
[ 15/4 ] 
f(z) = 8/189*z^3 + 29/210*z + 1
*
[ 8/3 ] 
f(z) = 13/192*z^3 + 31/216*z + 1
*
[ 21/16 ] 
f(z) = 8/189*z^3 + 37/224*z + 1
*
[ 6/5 ] 
f(z) = 5/192*z^3 + 31/240*z + 1
*
[ 3/2 ] 
f(z) = 17/180*z^3 + 29/240*z + 1
*
[ 7/3 ] 
f(z) = 17/196*z^3 + 25/252*z + 1
*
[ 3/2 ] 
f(z) = 19/180*z^3 + 23/240*z + 1
*
[ 12 ] 
f(z) = 1/184*z^3 + 37/276*z + 1
*
[ 4/3 ] 
f(z) = 15/184*z^3 + 29/276*z + 1
*
[ 3/2 ] 
f(z) = 17/198*z^3 + 37/264*z + 1
*
[ 3/2 ] 
f(z) = 19/198*z^3 + 31/264*z + 1
*
21/20 | 0.23240009029264103894665060047625687494 | 0.026022820582053394584133051336392657968
f(z) = 10/189*z^3 + 37/280*z + 1
*
[ 12/7 ] 
f(z) = 19/192*z^3 + 37/294*z + 1
*
[ 6 ] 
f(z) = 1/184*z^3 + 44/69*z + 1
*
[ 3 ] 
f(z) = 1/198*z^3 + 41/66*z + 1
*
[ 6 ] 
f(z) = 1/198*z^3 + 43/66*z + 1
*
[ 2 ] 
f(z) = 1/180*z^3 + 43/90*z + 1
*
[ -10 ] 
f(z) = 1/180*z^3 + 49/90*z + 1
*
[ 2 ] 
f(z) = 1/188*z^3 + 45/94*z + 1
*
[ -21/2 ] 
f(z) = 1/189*z^3 + 43/84*z + 1
*
[ 2 ] 
f(z) = 1/196*z^3 + 47/98*z + 1
*
[ 4 ] 
f(z) = 3/184*z^3 + 45/92*z + 1
*
[ 2 ] 
f(z) = 3/188*z^3 + 41/94*z + 1
*
[ 7/3 ] 
f(z) = 3/196*z^3 + 41/84*z + 1
*
[ 2 ] 
f(z) = 3/196*z^3 + 43/98*z + 1
*
[ 10 ] 
f(z) = 1/184*z^3 + 41/115*z + 1
*
[ 7/2 ] 
f(z) = 3/196*z^3 + 59/112*z + 1
*
[ 21/8 ] 
f(z) = 4/189*z^3 + 53/112*z + 1
*
[ 7/2 ] 
f(z) = 5/196*z^3 + 45/112*z + 1
*
[ -12 ] 
f(z) = 1/198*z^3 + 47/132*z + 1
*
[ 9/4 ] 
f(z) = 8/189*z^3 + 43/126*z + 1
*
[ 12/7 ] 
f(z) = 1/192*z^3 + 59/147*z + 1
*
-33/10 | 0.23402512944402972302990501314959170654 | 0.028409798828570544426023598563306910592
f(z) = 5/189*z^3 + 53/140*z + 1
*
[ 21/10 ] 
f(z) = 5/189*z^3 + 57/140*z + 1
*
[ 12/7 ] 
f(z) = 5/192*z^3 + 50/147*z + 1
*
[ -28/5 ] 
f(z) = 5/196*z^3 + 53/140*z + 1
*
[ 24/7 ] 
f(z) = 7/192*z^3 + 47/168*z + 1
*
[ 21/8 ] 
f(z) = 8/189*z^3 + 55/168*z + 1
*
[ 21/10 ] 
f(z) = 8/189*z^3 + 59/175*z + 1
*
[ 20/11 ] 
f(z) = 11/192*z^3 + 43/165*z + 1
*
[ 11 ] 
f(z) = 1/187*z^3 + 49/187*z + 1
*
[ -13 ] 
f(z) = 1/195*z^3 + 41/195*z + 1
*
[ 11 ] 
f(z) = 1/198*z^3 + 59/198*z + 1
*
[ 3/2 ] 
f(z) = 4/183*z^3 + 52/183*z + 1
*
[ 5 ] 
f(z) = 4/185*z^3 + 48/185*z + 1
*
[ -5 ] 
f(z) = 7/180*z^3 + 41/180*z + 1
*
[ 3 ] 
f(z) = 7/183*z^3 + 59/183*z + 1
*
[ -5 ] 
f(z) = 7/185*z^3 + 47/185*z + 1
*
[ -5 ] 
f(z) = 7/190*z^3 + 53/190*z + 1
*
[ -5 ] 
f(z) = 7/195*z^3 + 59/195*z + 1
*
[ 3/2 ] 
f(z) = 8/183*z^3 + 43/183*z + 1
*
[ 3 ] 
f(z) = 8/183*z^3 + 50/183*z + 1
*
[ 3/2 ] 
f(z) = 8/195*z^3 + 47/195*z + 1
*
[ 3 ] 
f(z) = 8/195*z^3 + 58/195*z + 1
*
[ 8/3 ] 
f(z) = 9/184*z^3 + 51/184*z + 1
*
[ 5/3 ] 
f(z) = 9/185*z^3 + 49/185*z + 1
*
[ 5/3 ] 
f(z) = 9/190*z^3 + 51/190*z + 1
*
[ 2 ] 
f(z) = 9/190*z^3 + 59/190*z + 1
*
[ 2 ] 
f(z) = 11/182*z^3 + 47/182*z + 1
*
[ 2 ] 
f(z) = 11/186*z^3 + 49/186*z + 1
*
[ 2 ] 
f(z) = 11/190*z^3 + 51/190*z + 1
*
[ 2 ] 
f(z) = 11/194*z^3 + 53/194*z + 1
*
[ 2 ] 
f(z) = 13/186*z^3 + 41/186*z + 1
*
[ 2 ] 
f(z) = 13/190*z^3 + 43/190*z + 1
*
[ 2 ] 
f(z) = 13/194*z^3 + 45/194*z + 1
*
[ 2 ] 
f(z) = 13/198*z^3 + 47/198*z + 1
*
[ 8/3 ] 
f(z) = 11/192*z^3 + 47/216*z + 1
*
[ 21/8 ] 
f(z) = 10/189*z^3 + 57/224*z + 1
*
[ 3/2 ] 
f(z) = 7/180*z^3 + 59/240*z + 1
*
[ 28/9 ] 
f(z) = 9/196*z^3 + 59/252*z + 1
*
[ 3/2 ] 
f(z) = 11/180*z^3 + 47/240*z + 1
*
[ -46/11 ] 
f(z) = 11/184*z^3 + 49/253*z + 1
*
[ 3/2 ] 
f(z) = 13/180*z^3 + 41/240*z + 1
*
[ 7/3 ] 
f(z) = 13/196*z^3 + 53/252*z + 1
*
[ 21/13 ] 
f(z) = 13/189*z^3 + 55/273*z + 1
*
[ 3/2 ] 
f(z) = 13/198*z^3 + 49/264*z + 1
*
[ -6 ] 
f(z) = 5/188*z^3 + 59/282*z + 1
*
[ 24/5 ] 
f(z) = 5/189*z^3 + 51/280*z + 1
*
[ 4 ] 
f(z) = 1/184*z^3 + 61/92*z + 1
*
[ -10 ] 
f(z) = 1/184*z^3 + 64/115*z + 1
*
[ 7/2 ] 
f(z) = 1/196*z^3 + 73/112*z + 1
*
[ 9/2 ] 
f(z) = 2/189*z^3 + 71/126*z + 1
*
[ 15/4 ] 
f(z) = 4/189*z^3 + 61/140*z + 1
*
[ 21/5 ] 
f(z) = 4/189*z^3 + 68/175*z + 1
*
[ 9 ] 
f(z) = 1/180*z^3 + 79/180*z + 1
*
[ 10 ] 
f(z) = 1/190*z^3 + 71/190*z + 1
*
[ 7 ] 
f(z) = 2/189*z^3 + 64/189*z + 1
*
[ -7 ] 
f(z) = 3/182*z^3 + 61/182*z + 1
*
[ 2 ] 
f(z) = 3/182*z^3 + 79/182*z + 1
*
[ 5 ] 
f(z) = 3/185*z^3 + 73/185*z + 1
*
[ 5 ] 
f(z) = 3/190*z^3 + 77/190*z + 1
*
[ 2 ] 
f(z) = 5/182*z^3 + 71/182*z + 1
*
[ 3 ] 
f(z) = 5/183*z^3 + 77/183*z + 1
*
[ 2 ] 
f(z) = 5/186*z^3 + 73/186*z + 1
*
[ 3 ] 
f(z) = 5/186*z^3 + 79/186*z + 1
*
[ 4 ] 
f(z) = 5/188*z^3 + 61/188*z + 1
*
[ 2 ] 
f(z) = 5/194*z^3 + 77/194*z + 1
*
[ 4 ] 
f(z) = 5/196*z^3 + 67/196*z + 1
*
[ 2 ] 
f(z) = 5/198*z^3 + 79/198*z + 1
*
[ -5 ] 
f(z) = 6/185*z^3 + 72/185*z + 1
*
[ 3 ] 
f(z) = 7/186*z^3 + 61/186*z + 1
*
[ 2 ] 
f(z) = 7/186*z^3 + 65/186*z + 1
*
[ 2 ] 
f(z) = 7/190*z^3 + 67/190*z + 1
*
[ 3 ] 
f(z) = 7/192*z^3 + 65/192*z + 1
*
[ 2 ] 
f(z) = 7/194*z^3 + 69/194*z + 1
*
[ 3 ] 
f(z) = 7/195*z^3 + 67/195*z + 1
*
[ 2 ] 
f(z) = 7/198*z^3 + 71/198*z + 1
*
[ 5/2 ] 
f(z) = 8/185*z^3 + 61/185*z + 1
*
[ 5/2 ] 
f(z) = 8/195*z^3 + 67/195*z + 1
*
[ 2 ] 
f(z) = 9/194*z^3 + 61/194*z + 1
*
[ 8/3 ] 
f(z) = 7/192*z^3 + 79/216*z + 1
*
[ 21/10 ] 
f(z) = 10/189*z^3 + 61/210*z + 1
*
[ 21/11 ] 
f(z) = 11/189*z^3 + 61/231*z + 1
*
[ 3/2 ] 
f(z) = 1/180*z^3 + 77/240*z + 1
*
[ 9/2 ] 
f(z) = 5/189*z^3 + 61/252*z + 1
*
[ 7/3 ] 
f(z) = 11/196*z^3 + 67/252*z + 1
*
[ 4/3 ] 
f(z) = 3/184*z^3 + 61/276*z + 1
*
[ 3/2 ] 
f(z) = 5/198*z^3 + 73/264*z + 1
*
[ 3/2 ] 
f(z) = 7/198*z^3 + 67/264*z + 1
*
[ 24/11 ] 
f(z) = 11/192*z^3 + 71/264*z + 1
*
[ 6 ] 
f(z) = 3/188*z^3 + 73/282*z + 1
*
[ -6 ] 
f(z) = 5/196*z^3 + 73/294*z + 1
*
[ 12/7 ] 
f(z) = 11/192*z^3 + 73/294*z + 1
*
[ 14/3 ] 
f(z) = 1/196*z^3 + 85/126*z + 1
*
[ 12/5 ] 
f(z) = 1/192*z^3 + 83/150*z + 1
*
[ 2 ] 
f(z) = 1/182*z^3 + 87/182*z + 1
*
[ 8 ] 
f(z) = 1/184*z^3 + 97/184*z + 1
*
[ 2 ] 
f(z) = 1/186*z^3 + 89/186*z + 1
*
[ -11 ] 
f(z) = 1/187*z^3 + 83/187*z + 1
*
[ 2 ] 
f(z) = 1/190*z^3 + 91/190*z + 1
*
[ 28/3 ] 
f(z) = 1/192*z^3 + 83/189*z + 1
*
[ 2 ] 
f(z) = 1/194*z^3 + 93/194*z + 1
*
[ 5 ] 
f(z) = 2/185*z^3 + 98/185*z + 1
*
[ 4 ] 
f(z) = 3/188*z^3 + 93/188*z + 1
*
[ 2 ] 
f(z) = 3/190*z^3 + 83/190*z + 1
*
[ 2 ] 
f(z) = 3/194*z^3 + 85/194*z + 1
*
[ 4 ] 
f(z) = 3/196*z^3 + 99/196*z + 1
*
[ 3 ] 
f(z) = 4/183*z^3 + 86/183*z + 1
*
[ 5/2 ] 
f(z) = 4/185*z^3 + 86/185*z + 1
*
[ 7/2 ] 
f(z) = 4/189*z^3 + 86/189*z + 1
*
[ 5/2 ] 
f(z) = 4/195*z^3 + 92/195*z + 1
*
[ 3 ] 
f(z) = 4/195*z^3 + 94/195*z + 1
*
[ 3 ] 
f(z) = 5/192*z^3 + 83/192*z + 1
*
[ 8/3 ] 
f(z) = 5/192*z^3 + 95/216*z + 1
*
[ 10 ] 
f(z) = 1/192*z^3 + 91/240*z + 1
*
[ -12 ] 
f(z) = 1/184*z^3 + 83/276*z + 1
*
[ 3/2 ] 
f(z) = 1/198*z^3 + 85/264*z + 1
*
[ 6 ] 
f(z) = 3/196*z^3 + 83/294*z + 1
*
[ 15/8 ] 
f(z) = 8/189*z^3 + 89/280*z + 1
*
[ 21/5 ] 
f(z) = 1/189*z^3 + 117/175*z + 1
*
[ 7 ] 
f(z) = 1/182*z^3 + 107/182*z + 1
*
[ 3 ] 
f(z) = 1/183*z^3 + 113/183*z + 1
*
[ 3 ] 
f(z) = 1/186*z^3 + 115/186*z + 1
*
[ 6 ] 
f(z) = 1/186*z^3 + 119/186*z + 1
*
[ 7 ] 
f(z) = 1/189*z^3 + 113/189*z + 1
*
[ -10 ] 
f(z) = 1/190*z^3 + 109/190*z + 1
*
[ 3 ] 
f(z) = 1/192*z^3 + 119/192*z + 1
*
[ 3 ] 
f(z) = 2/183*z^3 + 104/183*z + 1
*
[ 5 ] 
f(z) = 2/195*z^3 + 106/195*z + 1
*
[ 3 ] 
f(z) = 2/195*z^3 + 112/195*z + 1
*
[ -15/2 ] 
f(z) = 2/189*z^3 + 113/210*z + 1
*
[ 28/3 ] 
f(z) = 1/196*z^3 + 113/252*z + 1
*
[ 9/4 ] 
f(z) = 4/189*z^3 + 113/252*z + 1
*
[ 16/5 ] 
f(z) = 5/192*z^3 + 101/240*z + 1
*
[ 7/3 ] 
f(z) = 5/196*z^3 + 109/252*z + 1
*
[ 5 ] 
f(z) = 1/185*z^3 + 123/185*z + 1
*
[ 4 ] 
f(z) = 1/188*z^3 + 125/188*z + 1
*
[ 5 ] 
f(z) = 1/190*z^3 + 127/190*z + 1
*
[ 3 ] 
f(z) = 1/195*z^3 + 121/195*z + 1
*
[ 5 ] 
f(z) = 1/195*z^3 + 131/195*z + 1
*
[ 4 ] 
f(z) = 1/196*z^3 + 131/196*z + 1
*
[ 8/3 ] 
f(z) = 1/192*z^3 + 127/216*z + 1
*
[ 36/5 ] 
f(z) = 1/192*z^3 + 133/225*z + 1
*
[ 15/2 ] 
f(z) = 1/180*z^3 + 133/240*z + 1
*
[ -10 ] 
f(z) = 1/192*z^3 + 139/240*z + 1
*
[ 7/3 ] 
f(z) = 1/196*z^3 + 137/252*z + 1
*
[ 9/2 ] 
f(z) = 1/189*z^3 + 169/252*z + 1
*
[ -28/3 ] 
f(z) = 1/196*z^3 + 167/252*z + 1
*
[ 20/3 ] 
f(z) = 1/192*z^3 + 167/270*z + 1
*
[ 6 ] 
f(z) = 1/188*z^3 + 181/282*z + 1
*
[ 6 ] 
f(z) = 1/196*z^3 + 191/294*z + 1
*
[ 30 ] 
f(z) = 5/216*z^3 - 298/15*z + 1
*
[ 50 ] 
f(z) = 1/200*z^3 - 288/25*z + 1
*
[ -50 ] 
f(z) = 1/200*z^3 - 287/25*z + 1
*
[ -24 ] 
f(z) = 5/216*z^3 - 295/24*z + 1
*
[ 50/3 ] 
f(z) = 9/200*z^3 - 289/25*z + 1
*
[ -50/3 ] 
f(z) = 9/200*z^3 - 286/25*z + 1
*
[ 40 ] 
f(z) = 1/200*z^3 - 281/40*z + 1
*
[ 40/3 ] 
f(z) = 9/200*z^3 - 283/40*z + 1
*
-12 | 0.25904884622299363633522150649182731610 | 0.026907627732596094130191080465135434048
f(z) = 11/216*z^3 - 281/44*z + 1
*
-50/3 | 0.21744843768932973367996238229540167696 | 0.028098020410175990945436087594584413725
f(z) = 3/200*z^3 - 287/75*z + 1
*
[ -78/5 ] 
f(z) = 5/216*z^3 - 297/65*z + 1
*
-12/5 | 0.15980626574069016307987061515837981560 | 0.018721844053819294386294180058600951912
f(z) = 5/216*z^3 - 283/60*z + 1
*
-9 | 0.19464319122624247183510336790651102339 | 0.028771924580820741828675903022794444520
f(z) = 11/216*z^3 - 289/72*z + 1
*
[ 9 ] 
f(z) = 13/216*z^3 - 287/72*z + 1
*
[ 15 ] 
f(z) = 3/200*z^3 - 293/120*z + 1
*
-54/5 | 0.17003594254545342147830892374469159013 | 0.021971523156821026814067108511996979262
f(z) = 5/216*z^3 - 287/135*z + 1
*
-48/5 | 0.092089461235508463518703591364574078031 | 0.011752731781079933555278229358764069587
f(z) = 5/216*z^3 - 281/120*z + 1
*
[ -10 ] 
f(z) = 7/216*z^3 - 289/135*z + 1
*
[ 6 ] 
f(z) = 17/207*z^3 - 293/138*z + 1
*
[ -6 ] 
f(z) = 19/207*z^3 - 295/138*z + 1
*
4/3 | 0.19384183943606994386753653460737419619 | 0.027431224154198943398352666605089639201
f(z) = 15/208*z^3 - 293/156*z + 1
*
[ 20/3 ] 
f(z) = 11/200*z^3 - 287/180*z + 1
*
[ -13 ] 
f(z) = 3/208*z^3 - 283/208*z + 1
*
[ 11 ] 
f(z) = 4/209*z^3 - 294/209*z + 1
*
-8 | 0.11170696142795175571750341669078372981 | 0.019666120929251519513982781033278810118
f(z) = 5/216*z^3 - 293/216*z + 1
*
[ -7 ] 
f(z) = 11/210*z^3 - 299/210*z + 1
*
[ -7 ] 
f(z) = 11/217*z^3 - 291/217*z + 1
*
[ 6 ] 
f(z) = 13/210*z^3 - 293/210*z + 1
*
-5 | 0.11804195493698829787371782698183830330 | 0.020909231293321771830569038605061978256
f(z) = 13/210*z^3 - 283/210*z + 1
*
[ -23/4 ] 
f(z) = 16/207*z^3 - 286/207*z + 1
*
[ 5 ] 
f(z) = 18/205*z^3 - 286/205*z + 1
*
[ 26/5 ] 
f(z) = 15/208*z^3 - 297/260*z + 1
*
[ 9/2 ] 
f(z) = 19/216*z^3 - 289/288*z + 1
*
[ 42 ] 
f(z) = 5/216*z^3 - 279/7*z + 1
*
-6/7 | 0.19300549574232760074120050301508063717 | 0.017535607847663781153646005947518945726
f(z) = 7/216*z^3 - 279/7*z + 1
*
[ -24 ] 
f(z) = 13/216*z^3 - 269/8*z + 1
*
[ 30 ] 
f(z) = 13/216*z^3 - 266/5*z + 1
*
[ 20 ] 
f(z) = 7/200*z^3 - 261/20*z + 1
*
[ -40 ] 
f(z) = 1/200*z^3 - 279/40*z + 1
*
3/5 | 0.18153535789401485374337440693606630317 | 0.020436070033917964230541595579115838569
f(z) = 5/216*z^3 - 267/40*z + 1
*
[ -40/3 ] 
f(z) = 9/200*z^3 - 277/40*z + 1
*
10 | 0.10980579468182496743101863616423236926 | 0.011861633161463509046382425495503513009
f(z) = 9/200*z^3 - 262/45*z + 1
*
-90/11 | 0.093949499082763265077356495760041206896 | 0.010144602027606152638312438549257742886
f(z) = 11/200*z^3 - 263/55*z + 1
*
[ -9 ] 
f(z) = 13/216*z^3 - 271/72*z + 1
*
[ -78/7 ] 
f(z) = 7/216*z^3 - 267/91*z + 1
*
10/19 | 0.27227406614720349824025619067303907568 | 0.029224928841641737300390420022424326273
f(z) = 19/200*z^3 - 278/95*z + 1
*
[ 8 ] 
f(z) = 11/208*z^3 - 261/104*z + 1
*
6 | 0.15487348506898737002759452927557541206 | 0.024630561197770092506247049548912432636
f(z) = 13/210*z^3 - 269/105*z + 1
*
4 | 0.18339791763955792676831848037399321108 | 0.029307711709501805091131209231583552399
f(z) = 17/200*z^3 - 261/100*z + 1
*
-6 | 0.18138508337330300449359212723183606852 | 0.028812933930325195690828504554066746205
f(z) = 17/210*z^3 - 271/105*z + 1
*
4 | 0.18351207263099281563367070227252221553 | 0.029049752813312109003406760711386377929
f(z) = 19/200*z^3 - 277/100*z + 1
*
[ -15 ] 
f(z) = 3/200*z^3 - 277/120*z + 1
*
5 | 0.18595813604163964528646072084120853517 | 0.025812643311988703341160244475799267168
f(z) = 3/200*z^3 - 269/120*z + 1
*
[ 6 ] 
f(z) = 16/207*z^3 - 269/138*z + 1
*
12 | 0.10530315139896944193951149525965318713 | 0.015021179284484248789847268323148580323
f(z) = 1/208*z^3 - 277/156*z + 1
*
4/3 | 0.19384142212267391566350723723201226087 | 0.027650898532297600915856592630185112748
f(z) = 3/208*z^3 - 277/156*z + 1
*
-6 | 0.18889144561672273159717593348292545532 | 0.027116105333994494927130087166581953754
f(z) = 5/208*z^3 - 265/156*z + 1
*
[ 6 ] 
f(z) = 15/208*z^3 - 275/156*z + 1
*
[ -6 ] 
f(z) = 17/208*z^3 - 277/156*z + 1
*
[ -15/2 ] 
f(z) = 11/216*z^3 - 277/160*z + 1
*
5 | 0.12544924262745769026994371261248823362 | 0.022305983665492331551063826575718088590
f(z) = 1/210*z^3 - 277/210*z + 1
*
[ 8 ] 
f(z) = 7/200*z^3 - 273/200*z + 1
*
[ 7 ] 
f(z) = 9/203*z^3 - 267/203*z + 1
*
[ 5 ] 
f(z) = 17/205*z^3 - 261/205*z + 1
*
[ 5 ] 
f(z) = 18/215*z^3 - 278/215*z + 1
*
[ 10/21 ] 
f(z) = 9/200*z^3 - 272/245*z + 1
*
[ 20/3 ] 
f(z) = 9/208*z^3 - 279/260*z + 1
*
[ 18 ] 
f(z) = 19/216*z^3 - 248/9*z + 1
*
[ -18 ] 
f(z) = 19/216*z^3 - 247/9*z + 1
*
[ -20 ] 
f(z) = 7/200*z^3 - 259/20*z + 1
*
15 | 0.23682517860507422491900907197155842850 | 0.026847001270402089470646983027131363763
f(z) = 5/216*z^3 - 251/40*z + 1
*
[ -15 ] 
f(z) = 7/216*z^3 - 249/40*z + 1
*
-10 | 0.24457773194369929242054882776022764320 | 0.026520342603275121094860191353201206233
f(z) = 9/200*z^3 - 253/45*z + 1
*
-4/3 | 0.17247625198962292943170244878866879168 | 0.024954073767040445079253007234960427307
f(z) = 9/208*z^3 - 251/52*z + 1
*
-50/3 | 0.16283007257064249596822496284293760242 | 0.021344916606523939548903576752421980004
f(z) = 3/200*z^3 - 257/75*z + 1
*
[ 50/3 ] 
f(z) = 3/200*z^3 - 242/75*z + 1
*
6 | 0.18307479053734578673613612820287658671 | 0.029554861036419405315903029694810679150
f(z) = 7/204*z^3 - 245/102*z + 1
*
[ 6 ] 
f(z) = 19/204*z^3 - 257/102*z + 1
*
[ 54/5 ] 
f(z) = 5/216*z^3 - 242/135*z + 1
*
[ -6 ] 
f(z) = 17/207*z^3 - 247/138*z + 1
*
[ 42/5 ] 
f(z) = 7/216*z^3 - 246/175*z + 1
*
20 | 0.12545027624387857999212490981522280107 | 0.022671506587317353900841579561048513111
f(z) = 1/210*z^3 - 253/210*z + 1
*
[ 21 ] 
f(z) = 1/210*z^3 - 241/210*z + 1
*
[ -11 ] 
f(z) = 4/209*z^3 - 256/209*z + 1
*
[ 8 ] 
f(z) = 7/216*z^3 - 259/216*z + 1
*
[ 7 ] 
f(z) = 9/217*z^3 - 255/217*z + 1
*
[ -7 ] 
f(z) = 10/203*z^3 - 258/203*z + 1
*
[ -7 ] 
f(z) = 10/217*z^3 - 242/217*z + 1
*
-3 | 0.15740204561516388763124561721341895446 | 0.028445864137310289745688439967266184063
f(z) = 13/204*z^3 - 253/204*z + 1
*
[ 5 ] 
f(z) = 17/210*z^3 - 257/210*z + 1
*
[ 5 ] 
f(z) = 17/215*z^3 - 253/215*z + 1
*
[ 24/5 ] 
f(z) = 19/216*z^3 - 247/200*z + 1
*
[ -48/5 ] 
f(z) = 5/216*z^3 - 247/240*z + 1
*
[ 20 ] 
f(z) = 1/208*z^3 - 253/260*z + 1
*
[ 24 ] 
f(z) = 11/216*z^3 - 227/8*z + 1
*
[ -30 ] 
f(z) = 11/216*z^3 - 224/5*z + 1
*
[ 18 ] 
f(z) = 17/216*z^3 - 221/9*z + 1
*
26 | 0.17211777918021436337733956933258431938 | 0.025335782326900010229150052210272605524
f(z) = 1/208*z^3 - 223/52*z + 1
*
6/19 | 0.27882534339893659587302701957598281972 | 0.028600589923618906987426565077052649534
f(z) = 19/216*z^3 - 238/57*z + 1
*
[ -50/3 ] 
f(z) = 3/200*z^3 - 233/75*z + 1
*
[ 9 ] 
f(z) = 11/216*z^3 - 233/72*z + 1
*
-6 | 0.22198136090821134255561781673586833624 | 0.029394838491986234082321116278460992339
f(z) = 13/200*z^3 - 238/75*z + 1
*
[ 3/11 ] 
f(z) = 11/216*z^3 - 235/88*z + 1
*
10/17 | 0.26980219805468080213905808235910896895 | 0.029533002883101742519014444294913413381
f(z) = 17/200*z^3 - 232/85*z + 1
*
-14 | 0.16149573876900461592083604191215737095 | 0.026284319580455908405540845410511674786
f(z) = 1/210*z^3 - 233/105*z + 1
*
[ -8 ] 
f(z) = 11/208*z^3 - 235/104*z + 1
*
4 | 0.18339877382642995241175651893797975255 | 0.029933522051025399281285629180337277731
f(z) = 13/200*z^3 - 229/100*z + 1
*
[ -6 ] 
f(z) = 19/204*z^3 - 223/102*z + 1
*
-5 | 0.18881003608098978887728730214901516155 | 0.026943606875237230460958589133977558662
f(z) = 3/200*z^3 - 221/120*z + 1
*
[ 6 ] 
f(z) = 14/207*z^3 - 221/138*z + 1
*
[ -6 ] 
f(z) = 16/207*z^3 - 223/138*z + 1
*
[ -6 ] 
f(z) = 15/208*z^3 - 223/156*z + 1
*
[ -20/3 ] 
f(z) = 11/200*z^3 - 233/180*z + 1
*
-7 | 0.10812039951750021376017920918191936049 | 0.019898036639853460116044880859496870510
f(z) = 1/210*z^3 - 229/210*z + 1
*
[ -21 ] 
f(z) = 1/210*z^3 - 221/210*z + 1
*
[ 9 ] 
f(z) = 5/207*z^3 - 221/207*z + 1
*
[ -8 ] 
f(z) = 7/200*z^3 - 223/200*z + 1
*
[ 1/2 ] 
f(z) = 8/219*z^3 - 221/219*z + 1
*
4 | 0.15740307923158477735342681441615352191 | 0.029014659807807966114823065243119341397
f(z) = 11/204*z^3 - 227/204*z + 1
*
[ 5 ] 
f(z) = 16/205*z^3 - 236/205*z + 1
*
[ -11/2 ] 
f(z) = 16/209*z^3 - 237/209*z + 1
*
[ 5 ] 
f(z) = 16/215*z^3 - 228/215*z + 1
*
[ 1/2 ] 
f(z) = 16/217*z^3 - 221/217*z + 1
*
[ 1/2 ] 
f(z) = 16/219*z^3 - 223/219*z + 1
*
[ -5 ] 
f(z) = 19/205*z^3 - 229/205*z + 1
*
[ -5 ] 
f(z) = 19/210*z^3 - 223/210*z + 1
*
[ -20 ] 
f(z) = 1/208*z^3 - 227/260*z + 1
*
[ 9/2 ] 
f(z) = 17/216*z^3 - 235/288*z + 1
*
[ 66 ] 
f(z) = 1/216*z^3 - 211/11*z + 1
*
30 | 0.26642197633109853442732742509226295593 | 0.029363052945161043142072020092690449432
f(z) = 3/200*z^3 - 218/15*z + 1
*
[ -18 ] 
f(z) = 17/216*z^3 - 220/9*z + 1
*
15 | 0.17862737117046330709233623379103648942 | 0.020567559140048823932352210566272725291
f(z) = 5/216*z^3 - 219/40*z + 1
*
15 | 0.25484614704000143657047818168910715263 | 0.029469835263074622026640957649832206415
f(z) = 5/216*z^3 - 211/40*z + 1
*
-26/3 | 0.18050375476788582984862083564789445273 | 0.026713861315990847662903719237416228363
f(z) = 9/208*z^3 - 215/52*z + 1
*
-6 | 0.21081236088911330139125906252701485481 | 0.028368168436793747678827484472558062978
f(z) = 11/200*z^3 - 211/75*z + 1
*
[ -9 ] 
f(z) = 11/216*z^3 - 217/72*z + 1
*
[ 40/3 ] 
f(z) = 3/200*z^3 - 209/120*z + 1
*
[ -54/5 ] 
f(z) = 5/216*z^3 - 217/135*z + 1
*
[ 2/5 ] 
f(z) = 5/216*z^3 - 203/135*z + 1
*
-6 | 0.14249952442076925823142419351016419243 | 0.021148159608298390352912229806249102687
f(z) = 3/208*z^3 - 211/156*z + 1
*
[ -78/11 ] 
f(z) = 11/216*z^3 - 203/143*z + 1
*
3 | 0.17071212073636660776195465660245252701 | 0.019740765689195097314033375142851179871
f(z) = 19/216*z^3 - 211/152*z + 1
*
[ 1/2 ] 
f(z) = 4/201*z^3 - 202/201*z + 1
*
[ 1/2 ] 
f(z) = 4/203*z^3 - 204/203*z + 1
*
[ 1/2 ] 
f(z) = 4/205*z^3 - 206/205*z + 1
*
[ 1/2 ] 
f(z) = 4/207*z^3 - 208/207*z + 1
*
[ 1/2 ] 
f(z) = 4/209*z^3 - 210/209*z + 1
*
[ 1/2 ] 
f(z) = 4/211*z^3 - 212/211*z + 1
*
[ 1/2 ] 
f(z) = 4/213*z^3 - 214/213*z + 1
*
[ 1/2 ] 
f(z) = 4/215*z^3 - 216/215*z + 1
*
[ 1/2 ] 
f(z) = 4/217*z^3 - 218/217*z + 1
*
[ 1/2 ] 
f(z) = 4/219*z^3 - 220/219*z + 1
*
[ -8 ] 
f(z) = 7/216*z^3 - 205/216*z + 1
*
[ 1/2 ] 
f(z) = 8/201*z^3 - 203/201*z + 1
*
[ 7 ] 
f(z) = 8/203*z^3 - 218/203*z + 1
*
[ 1/2 ] 
f(z) = 8/203*z^3 - 205/203*z + 1
*
[ 1/2 ] 
f(z) = 8/205*z^3 - 207/205*z + 1
*
[ 1/2 ] 
f(z) = 8/207*z^3 - 209/207*z + 1
*
[ 1/2 ] 
f(z) = 8/209*z^3 - 211/209*z + 1
*
[ 1/2 ] 
f(z) = 8/211*z^3 - 213/211*z + 1
*
[ 1/2 ] 
f(z) = 8/213*z^3 - 215/213*z + 1
*
[ 1/2 ] 
f(z) = 8/215*z^3 - 217/215*z + 1
*
[ 1/2 ] 
f(z) = 8/217*z^3 - 219/217*z + 1
*
[ 7 ] 
f(z) = 8/217*z^3 - 206/217*z + 1
*
[ -7 ] 
f(z) = 9/203*z^3 - 209/203*z + 1
*
[ 1/2 ] 
f(z) = 12/203*z^3 - 206/203*z + 1
*
[ 1/2 ] 
f(z) = 12/205*z^3 - 208/205*z + 1
*
[ 1/2 ] 
f(z) = 12/209*z^3 - 212/209*z + 1
*
[ 1/2 ] 
f(z) = 12/211*z^3 - 214/211*z + 1
*
[ 1/2 ] 
f(z) = 12/215*z^3 - 218/215*z + 1
*
[ 1/2 ] 
f(z) = 12/217*z^3 - 220/217*z + 1
*
[ 1/2 ] 
f(z) = 16/201*z^3 - 205/201*z + 1
*
[ 1/2 ] 
f(z) = 16/203*z^3 - 207/203*z + 1
*
[ 1/2 ] 
f(z) = 16/205*z^3 - 209/205*z + 1
*
[ 1/2 ] 
f(z) = 16/207*z^3 - 211/207*z + 1
*
[ 1/2 ] 
f(z) = 16/209*z^3 - 213/209*z + 1
*
[ 1/2 ] 
f(z) = 16/211*z^3 - 215/211*z + 1
*
[ 1/2 ] 
f(z) = 16/213*z^3 - 217/213*z + 1
*
[ 1/2 ] 
f(z) = 16/215*z^3 - 219/215*z + 1
*
[ -5 ] 
f(z) = 18/205*z^3 - 204/205*z + 1
*
[ -5 ] 
f(z) = 19/215*z^3 - 217/215*z + 1
*
[ 30/7 ] 
f(z) = 19/216*z^3 - 208/245*z + 1
*
[ -20/3 ] 
f(z) = 9/208*z^3 - 201/260*z + 1
*
3 | 0.18251484335943150727087251753297096665 | 0.021404481091890117287237665681293491644
f(z) = 1/216*z^3 - 187/8*z + 1
*
[ 30 ] 
f(z) = 3/200*z^3 - 188/15*z + 1
*
[ -30 ] 
f(z) = 3/200*z^3 - 187/15*z + 1
*
[ 36 ] 
f(z) = 1/216*z^3 - 181/36*z + 1
*
-30 | 0.23121420864194536083790931925766614894 | 0.025785029600706242408777773639459137019
f(z) = 1/200*z^3 - 196/45*z + 1
*
3/7 | 0.20226535738836565009015549926301267897 | 0.023720728342284426973093623884891750277
f(z) = 7/216*z^3 - 187/56*z + 1
*
-5/3 | 0.20411694774444770929059731905128888240 | 0.029982211850208389401480971366154376205
f(z) = 9/200*z^3 - 181/40*z + 1
*
22/3 | 0.18993106978562873382930090138136683476 | 0.028434501008404312535001867929741940742
f(z) = 9/208*z^3 - 199/52*z + 1
*
6/17 | 0.23937037019064055155118917846580067626 | 0.025052418861939410264622229872610343301
f(z) = 17/216*z^3 - 196/51*z + 1
*
-30/19 | 0.22890599107669399515697390307142038217 | 0.023995957765685241544694608885923604533
f(z) = 19/216*z^3 - 193/57*z + 1
*
2/3 | 0.15772683345746232354912071011531383157 | 0.021559505883360989061943976917740584648
f(z) = 3/200*z^3 - 188/75*z + 1
*
-6 | 0.17128891451595636828860920719557340862 | 0.023482321723700320453349151091616922146
f(z) = 9/200*z^3 - 184/75*z + 1
*
[ 6 ] 
f(z) = 19/200*z^3 - 194/75*z + 1
*
-18 | 0.16149573876900461592083604191215737095 | 0.027022465919421082897193838213962820635
f(z) = 1/210*z^3 - 197/105*z + 1
*
[ 8 ] 
f(z) = 9/208*z^3 - 197/104*z + 1
*
-10 | 0.19984034833127009508202668917480617605 | 0.027396491863774840626195229405698238206
f(z) = 1/216*z^3 - 184/135*z + 1
*
5/3 | 0.18881106969741067859946849935174972900 | 0.027393135974105783990544641984313330644
f(z) = 3/200*z^3 - 197/120*z + 1
*
[ -40/3 ] 
f(z) = 3/200*z^3 - 191/120*z + 1
*
[ 10 ] 
f(z) = 5/216*z^3 - 191/135*z + 1
*
[ 6 ] 
f(z) = 13/207*z^3 - 197/138*z + 1
*
[ 12 ] 
f(z) = 3/208*z^3 - 181/156*z + 1
*
[ 6/13 ] 
f(z) = 5/216*z^3 - 198/169*z + 1
*
[ 6/13 ] 
f(z) = 11/216*z^3 - 199/169*z + 1
*
[ 6/13 ] 
f(z) = 17/216*z^3 - 200/169*z + 1
*
[ 54/7 ] 
f(z) = 7/216*z^3 - 200/189*z + 1
*
-14 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = 1/210*z^3 - 181/210*z + 1
*
-93/5 | 0.20022089983008467546230359600126703876 | 0.023297336120836797298558453601816793752
f(z) = 1/216*z^3 - 187/200*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 7/204*z^3 - 199/204*z + 1
*
[ 19/3 ] 
f(z) = 9/209*z^3 - 185/209*z + 1
*
[ -7 ] 
f(z) = 9/217*z^3 - 193/217*z + 1
*
[ 11/2 ] 
f(z) = 12/209*z^3 - 192/209*z + 1
*
[ 5 ] 
f(z) = 14/205*z^3 - 186/205*z + 1
*
[ 19/4 ] 
f(z) = 16/209*z^3 - 196/209*z + 1
*
[ -5 ] 
f(z) = 18/215*z^3 - 192/215*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012313351125754725496512541846385408316
f(z) = 19/210*z^3 - 181/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 19/214*z^3 - 183/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 19/218*z^3 - 185/218*z + 1
*
[ -26/5 ] 
f(z) = 15/208*z^3 - 197/260*z + 1
*
[ 18 ] 
f(z) = 13/216*z^3 - 167/9*z + 1
*
[ -18 ] 
f(z) = 13/216*z^3 - 166/9*z + 1
*
[ -36 ] 
f(z) = 1/216*z^3 - 179/36*z + 1
*
-174/5 | 0.31292535048014354731086385902018471397 | 0.029925872026839973394833462998788045014
f(z) = 1/216*z^3 - 161/25*z + 1
*
[ 15 ] 
f(z) = 5/216*z^3 - 171/40*z + 1
*
[ 66/5 ] 
f(z) = 5/216*z^3 - 171/55*z + 1
*
-10 | 0.22892371200166571528643388330236497017 | 0.026065508964437001035853854203963720151
f(z) = 9/200*z^3 - 163/45*z + 1
*
42/17 | 0.22392930662322931851885608328398279903 | 0.023805641121537439334874457499521467868
f(z) = 17/216*z^3 - 169/51*z + 1
*
[ 6 ] 
f(z) = 17/200*z^3 - 167/75*z + 1
*
[ -6 ] 
f(z) = 19/200*z^3 - 169/75*z + 1
*
[ -8 ] 
f(z) = 9/208*z^3 - 171/104*z + 1
*
-6 | 0.15734072692269220853810430878081796288 | 0.027189133754006989427008646853055027184
f(z) = 11/210*z^3 - 163/105*z + 1
*
3 | 0.15248182150815156675791120908024658043 | 0.017974515983674759965240670894235572865
f(z) = 13/216*z^3 - 179/104*z + 1
*
[ -10 ] 
f(z) = 5/216*z^3 - 164/135*z + 1
*
3 | 0.21292643945980003108975176002628939182 | 0.029253646689112799958935143096037196919
f(z) = 5/216*z^3 - 161/120*z + 1
*
[ -6 ] 
f(z) = 14/207*z^3 - 175/138*z + 1
*
[ -60/7 ] 
f(z) = 7/216*z^3 - 177/140*z + 1
*
[ 6 ] 
f(z) = 11/208*z^3 - 167/156*z + 1
*
[ -21 ] 
f(z) = 1/216*z^3 - 167/168*z + 1
*
[ 50/7 ] 
f(z) = 7/200*z^3 - 162/175*z + 1
*
[ 19 ] 
f(z) = 1/209*z^3 - 163/209*z + 1
*
[ 11 ] 
f(z) = 3/209*z^3 - 173/209*z + 1
*
[ 19/2 ] 
f(z) = 4/209*z^3 - 174/209*z + 1
*
[ -9 ] 
f(z) = 5/207*z^3 - 175/207*z + 1
*
4 | 0.15803462078827167095068720636236910252 | 0.029716257055350108509833724387387984921
f(z) = 7/204*z^3 - 163/204*z + 1
*
3 | 0.15803565440469256067286840356510366997 | 0.029716451412833972383682895547905125373
f(z) = 11/204*z^3 - 167/204*z + 1
*
[ 5 ] 
f(z) = 13/205*z^3 - 161/205*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 13/218*z^3 - 161/218*z + 1
*
[ 5 ] 
f(z) = 14/215*z^3 - 178/215*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 15/202*z^3 - 161/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 15/206*z^3 - 163/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 15/214*z^3 - 167/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 15/218*z^3 - 169/218*z + 1
*
[ 9/2 ] 
f(z) = 16/207*z^3 - 163/207*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 17/202*z^3 - 169/202*z + 1
*
[ -5 ] 
f(z) = 17/205*z^3 - 179/205*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 17/206*z^3 - 171/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = 17/214*z^3 - 175/214*z + 1
*
[ -5 ] 
f(z) = 17/215*z^3 - 167/215*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 17/218*z^3 - 177/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 19/202*z^3 - 177/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 19/206*z^3 - 179/206*z + 1
*
[ -9/2 ] 
f(z) = 19/216*z^3 - 161/288*z + 1
*
[ 48 ] 
f(z) = 1/216*z^3 - 155/16*z + 1
*
-6/5 | 0.14961570973353256315633316894523392703 | 0.014491975466771871789344401218114312629
f(z) = 5/216*z^3 - 141/5*z + 1
*
-24 | 0.22719766180082859421959682915625814920 | 0.027373927377846815872314915846475541750
f(z) = 7/216*z^3 - 149/8*z + 1
*
[ 30 ] 
f(z) = 7/216*z^3 - 141/5*z + 1
*
[ -24 ] 
f(z) = 7/216*z^3 - 141/8*z + 1
*
[ 42 ] 
f(z) = 1/216*z^3 - 151/21*z + 1
*
12 | 0.24264317448227288938549126621837859454 | 0.026902297657689264236977152449778411890
f(z) = 7/216*z^3 - 153/28*z + 1
*
18 | 0.15961194096327144584476413549133935879 | 0.024726108638970080392931939096996388499
f(z) = 1/208*z^3 - 159/52*z + 1
*
21 | 0.22619687376643433754442332270919329457 | 0.027082690948723725233823224702617702222
f(z) = 1/216*z^3 - 157/56*z + 1
*
26/3 | 0.14249949615107407639201001399509231834 | 0.022162630366345617453766292236887172698
f(z) = 9/208*z^3 - 155/52*z + 1
*
4 | 0.14955870067311092886178024213034396868 | 0.023608116795171024692355739688334191992
f(z) = 19/208*z^3 - 141/52*z + 1
*
6 | 0.26312365571262718727744489840411810083 | 0.028311296080600145544641143640448400737
f(z) = 19/216*z^3 - 151/57*z + 1
*
-6 | 0.19841514386578623721194859576156169762 | 0.027806031040362461759724614501712047211
f(z) = 7/200*z^3 - 157/75*z + 1
*
[ 66/7 ] 
f(z) = 7/216*z^3 - 153/77*z + 1
*
[ -6 ] 
f(z) = 17/200*z^3 - 142/75*z + 1
*
[ 6 ] 
f(z) = 13/204*z^3 - 149/102*z + 1
*
-35/3 | 0.18595861216424217938375972518937040156 | 0.028118525406014679775173778420816420650
f(z) = 3/200*z^3 - 149/120*z + 1
*
[ 6 ] 
f(z) = 11/207*z^3 - 149/138*z + 1
*
[ -6 ] 
f(z) = 13/207*z^3 - 151/138*z + 1
*
[ -12 ] 
f(z) = 3/208*z^3 - 155/156*z + 1
*
[ 15/2 ] 
f(z) = 7/216*z^3 - 153/160*z + 1
*
[ -54/7 ] 
f(z) = 7/216*z^3 - 151/189*z + 1
*
-3 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 1/204*z^3 - 145/204*z + 1
*
[ -19 ] 
f(z) = 1/209*z^3 - 141/209*z + 1
*
16 | 0.12545027624387857999212490981522280107 | 0.023461334099455787000524857146726832614
f(z) = 1/210*z^3 - 151/210*z + 1
*
[ -7 ] 
f(z) = 8/203*z^3 - 160/203*z + 1
*
[ -7 ] 
f(z) = 8/217*z^3 - 144/217*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = 9/214*z^3 - 143/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 9/218*z^3 - 145/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 11/202*z^3 - 145/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 11/206*z^3 - 147/206*z + 1
*
[ -6 ] 
f(z) = 11/210*z^3 - 151/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 11/214*z^3 - 151/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 11/218*z^3 - 153/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 13/202*z^3 - 153/202*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = 13/204*z^3 - 157/204*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = 13/206*z^3 - 155/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 13/214*z^3 - 159/214*z + 1
*
[ 5 ] 
f(z) = 13/215*z^3 - 153/215*z + 1
*
[ -5 ] 
f(z) = 16/205*z^3 - 154/205*z + 1
*
[ -5 ] 
f(z) = 16/215*z^3 - 142/215*z + 1
*
[ 4 ] 
f(z) = 19/204*z^3 - 151/204*z + 1
*
[ 4 ] 
f(z) = 19/212*z^3 - 145/212*z + 1
*
[ 18 ] 
f(z) = 1/200*z^3 - 152/225*z + 1
*
[ 10 ] 
f(z) = 3/208*z^3 - 141/260*z + 1
*
-70/3 | 0.24505007116692887721416118706897792498 | 0.028798382190565480136954462791939927213
f(z) = 3/200*z^3 - 124/15*z + 1
*
[ 18 ] 
f(z) = 11/216*z^3 - 140/9*z + 1
*
[ -18 ] 
f(z) = 11/216*z^3 - 139/9*z + 1
*
[ 12 ] 
f(z) = 17/216*z^3 - 125/12*z + 1
*
[ -12 ] 
f(z) = 19/216*z^3 - 139/12*z + 1
*
3 | 0.19870435017530108027131710851303951962 | 0.028035595597331142074167159406015256432
f(z) = 5/216*z^3 - 133/24*z + 1
*
6/13 | 0.26926705382446792470961590525525425715 | 0.029599714449240947581457588617253511526
f(z) = 13/216*z^3 - 124/39*z + 1
*
3/7 | 0.22912102260809531258206515171177044366 | 0.028040639324552152436862479021608489833
f(z) = 7/216*z^3 - 131/56*z + 1
*
[ 26/3 ] 
f(z) = 9/208*z^3 - 123/52*z + 1
*
4 | 0.14270847967624600379672773002491616897 | 0.022963391643710861309056826812592882746
f(z) = 15/208*z^3 - 125/52*z + 1
*
[ 6/19 ] 
f(z) = 19/216*z^3 - 124/57*z + 1
*
[ 9 ] 
f(z) = 7/216*z^3 - 125/72*z + 1
*
[ 8 ] 
f(z) = 7/208*z^3 - 133/104*z + 1
*
[ 6 ] 
f(z) = 10/207*z^3 - 125/138*z + 1
*
[ 20/3 ] 
f(z) = 7/200*z^3 - 127/180*z + 1
*
[ -11 ] 
f(z) = 3/209*z^3 - 135/209*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 3/218*z^3 - 121/218*z + 1
*
[ 9 ] 
f(z) = 4/207*z^3 - 140/207*z + 1
*
[ -19/2 ] 
f(z) = 4/209*z^3 - 130/209*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 5/202*z^3 - 121/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = 5/206*z^3 - 123/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = 5/214*z^3 - 127/214*z + 1
*
[ 8 ] 
f(z) = 5/216*z^3 - 131/216*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 5/218*z^3 - 129/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 7/202*z^3 - 129/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 7/206*z^3 - 131/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 7/214*z^3 - 135/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 7/218*z^3 - 137/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 9/202*z^3 - 137/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = 9/206*z^3 - 139/206*z + 1
*
[ 3/5 ] 
f(z) = 11/216*z^3 - 137/200*z + 1
*
[ 5 ] 
f(z) = 12/205*z^3 - 136/205*z + 1
*
[ 5 ] 
f(z) = 12/215*z^3 - 128/215*z + 1
*
[ 3/5 ] 
f(z) = 17/216*z^3 - 139/200*z + 1
*
[ -24/5 ] 
f(z) = 17/216*z^3 - 121/200*z + 1
*
[ -18 ] 
f(z) = 1/200*z^3 - 127/225*z + 1
*
[ 50/9 ] 
f(z) = 9/200*z^3 - 128/225*z + 1
*
[ 2/3 ] 
f(z) = 17/200*z^3 - 121/225*z + 1
*
[ 2/3 ] 
f(z) = 19/200*z^3 - 122/225*z + 1
*
[ 2/3 ] 
f(z) = 1/216*z^3 - 122/243*z + 1
*
[ 2/3 ] 
f(z) = 5/216*z^3 - 124/243*z + 1
*
[ 2/3 ] 
f(z) = 7/216*z^3 - 125/243*z + 1
*
[ 2/3 ] 
f(z) = 11/216*z^3 - 127/243*z + 1
*
[ 2/3 ] 
f(z) = 13/216*z^3 - 128/243*z + 1
*
[ 2/3 ] 
f(z) = 17/216*z^3 - 130/243*z + 1
*
[ 2/3 ] 
f(z) = 19/216*z^3 - 131/243*z + 1
*
[ 12 ] 
f(z) = 2/207*z^3 - 131/276*z + 1
*
[ 54/11 ] 
f(z) = 11/216*z^3 - 128/297*z + 1
*
[ 9/2 ] 
f(z) = 13/216*z^3 - 127/288*z + 1
*
[ 20 ] 
f(z) = 3/200*z^3 - 101/20*z + 1
*
12/5 | 0.20982257183128322488299938294557511321 | 0.024121656394654172644504347798826089406
f(z) = 5/216*z^3 - 111/20*z + 1
*
10 | 0.22934640245622609773255623354714905157 | 0.027618786519557845100246964461979795933
f(z) = 7/200*z^3 - 101/35*z + 1
*
42/13 | 0.24379879786145249690824213760248529453 | 0.027185372126716271675198512889947807973
f(z) = 13/216*z^3 - 109/39*z + 1
*
[ 26 ] 
f(z) = 1/208*z^3 - 119/52*z + 1
*
[ -26 ] 
f(z) = 1/208*z^3 - 115/52*z + 1
*
21 | 0.23760670389910833440725841935871060433 | 0.029748492289684404251784340594860156628
f(z) = 1/216*z^3 - 109/56*z + 1
*
3/5 | 0.19060114757125825430395747199711142476 | 0.023918828413156603296719467267875402707
f(z) = 5/216*z^3 - 107/40*z + 1
*
[ -26/3 ] 
f(z) = 9/208*z^3 - 111/52*z + 1
*
4 | 0.14249849080434836850924299630742962497 | 0.023446344009519349029882540549034479701
f(z) = 11/208*z^3 - 109/52*z + 1
*
5 | 0.18881088302815895952707511393843884339 | 0.029795814345994302422665976719892313721
f(z) = 13/200*z^3 - 113/40*z + 1
*
-4 | 0.14820275384609037673700073566339627442 | 0.024459438942280815206772730369780741651
f(z) = 17/208*z^3 - 107/52*z + 1
*
-6 | 0.25694293407134839339233399868076826713 | 0.028833076188310047031078766669880217060
f(z) = 17/216*z^3 - 103/51*z + 1
*
5 | 0.18595875626122630011825515670041099625 | 0.029781195669427004601708988718251224218
f(z) = 19/200*z^3 - 103/40*z + 1
*
-6 | 0.17807047185341383551944405433707048087 | 0.026521589086867412335259817917263014685
f(z) = 3/200*z^3 - 103/75*z + 1
*
[ -9 ] 
f(z) = 7/216*z^3 - 109/72*z + 1
*
[ 6 ] 
f(z) = 13/200*z^3 - 113/75*z + 1
*
30/13 | 0.29705205710583091627212811068490263938 | 0.029377712210976755443421147727407555414
f(z) = 13/216*z^3 - 114/65*z + 1
*
-3 | 0.14320103902686455609171432776912495238 | 0.017809371109551142364601635339821654656
f(z) = 11/216*z^3 - 115/88*z + 1
*
[ -8 ] 
f(z) = 7/208*z^3 - 107/104*z + 1
*
[ 6 ] 
f(z) = 11/204*z^3 - 113/102*z + 1
*
[ -6 ] 
f(z) = 13/204*z^3 - 115/102*z + 1
*
[ 6/11 ] 
f(z) = 1/216*z^3 - 101/121*z + 1
*
[ 6/11 ] 
f(z) = 7/216*z^3 - 102/121*z + 1
*
[ -6 ] 
f(z) = 11/207*z^3 - 103/138*z + 1
*
[ 6/11 ] 
f(z) = 13/216*z^3 - 103/121*z + 1
*
-3 | 0.16453291878579858666420505582385658248 | 0.020044232699742188722623525088145353838
f(z) = 17/216*z^3 - 107/136*z + 1
*
[ 6/11 ] 
f(z) = 19/216*z^3 - 104/121*z + 1
*
[ 6 ] 
f(z) = 9/208*z^3 - 113/156*z + 1
*
[ -6 ] 
f(z) = 11/208*z^3 - 115/156*z + 1
*
[ 66/13 ] 
f(z) = 13/216*z^3 - 107/143*z + 1
*
[ -50/7 ] 
f(z) = 7/200*z^3 - 113/175*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 1/202*z^3 - 105/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = 1/206*z^3 - 107/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = 1/210*z^3 - 109/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = 1/214*z^3 - 111/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 1/218*z^3 - 113/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 3/202*z^3 - 113/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 3/206*z^3 - 115/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 3/214*z^3 - 119/214*z + 1
*
3 | 0.15803565440469256067286840356510366997 | 0.029716451412833972383682895547905125373
f(z) = 5/204*z^3 - 113/204*z + 1
*
[ 7 ] 
f(z) = 6/203*z^3 - 120/203*z + 1
*
[ 7 ] 
f(z) = 6/217*z^3 - 108/217*z + 1
*
[ 2/3 ] 
f(z) = 9/202*z^3 - 105/202*z + 1
*
[ 2/3 ] 
f(z) = 9/206*z^3 - 107/206*z + 1
*
[ -19/3 ] 
f(z) = 9/209*z^3 - 119/209*z + 1
*
[ 2/3 ] 
f(z) = 9/214*z^3 - 111/214*z + 1
*
[ 2/3 ] 
f(z) = 9/218*z^3 - 113/218*z + 1
*
[ 5 ] 
f(z) = 11/205*z^3 - 111/205*z + 1
*
[ 5 ] 
f(z) = 11/210*z^3 - 107/210*z + 1
*
[ 5 ] 
f(z) = 11/215*z^3 - 103/215*z + 1
*
[ -11/2 ] 
f(z) = 12/209*z^3 - 116/209*z + 1
*
[ 24/5 ] 
f(z) = 13/216*z^3 - 119/200*z + 1
*
[ -5 ] 
f(z) = 14/205*z^3 - 104/205*z + 1
*
[ -19/4 ] 
f(z) = 16/209*z^3 - 108/209*z + 1
*
[ 4 ] 
f(z) = 17/212*z^3 - 113/212*z + 1
*
[ 2/3 ] 
f(z) = 1/200*z^3 - 113/225*z + 1
*
[ 50/3 ] 
f(z) = 1/200*z^3 - 101/225*z + 1
*
[ 2/3 ] 
f(z) = 7/200*z^3 - 116/225*z + 1
*
[ 2/3 ] 
f(z) = 11/200*z^3 - 118/225*z + 1
*
[ 2/3 ] 
f(z) = 13/200*z^3 - 119/225*z + 1
*
[ 5/7 ] 
f(z) = 7/200*z^3 - 117/280*z + 1
*
[ -9/2 ] 
f(z) = 17/216*z^3 - 107/288*z + 1
*
[ -30 ] 
f(z) = 5/216*z^3 - 99/5*z + 1
*
[ 24 ] 
f(z) = 5/216*z^3 - 99/8*z + 1
*
138/7 | 0.27620939808433323165257184861035544121 | 0.028066676446492716431534281326130006671
f(z) = 7/216*z^3 - 87/7*z + 1
*
[ 18 ] 
f(z) = 7/216*z^3 - 86/9*z + 1
*
[ -18 ] 
f(z) = 7/216*z^3 - 85/9*z + 1
*
[ -12 ] 
f(z) = 13/216*z^3 - 91/12*z + 1
*
[ -20 ] 
f(z) = 3/200*z^3 - 99/20*z + 1
*
-12 | 0.19014937230916022473683270833526261960 | 0.022681563477014361722445482359553024096
f(z) = 5/216*z^3 - 81/20*z + 1
*
-30/7 | 0.20639567739811133196616916365499783238 | 0.025007874041691047712713061303808019170
f(z) = 7/200*z^3 - 96/35*z + 1
*
42/11 | 0.19207022835778696887570851136730721728 | 0.022028126754203914665037510918181734888
f(z) = 11/216*z^3 - 85/33*z + 1
*
-30/13 | 0.20135005097506584201469238044735669143 | 0.022747878522935528532641514853356567185
f(z) = 13/216*z^3 - 97/39*z + 1
*
2 | 0.15961193172465192507500194728346033158 | 0.027610969296356152685889631444595543433
f(z) = 3/208*z^3 - 81/52*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.024546972907151079539111690815034979983
f(z) = 5/208*z^3 - 83/52*z + 1
*
4 | 0.15961193172465192507500194728346033158 | 0.026966513617982870275111805374070731029
f(z) = 7/208*z^3 - 93/52*z + 1
*
2 | 0.14249718652564092978074930230918436693 | 0.024446477265997027473444737771552256971
f(z) = 7/208*z^3 - 85/52*z + 1
*
10/9 | 0.22034907823081296674295663942213150624 | 0.026983007917423326995386017831800893995
f(z) = 9/200*z^3 - 88/45*z + 1
*
4/3 | 0.15961220175171976486595720842642579164 | 0.026869966363111478178134967843351187203
f(z) = 9/208*z^3 - 95/52*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.024349548959871227263502509858442201515
f(z) = 9/208*z^3 - 87/52*z + 1
*
2 | 0.15961196830507937321172247954191546435 | 0.027168314932954305900274046772836605069
f(z) = 11/208*z^3 - 89/52*z + 1
*
-5 | 0.17993589977152804499682287226951702502 | 0.029096307825837412094323129577680417047
f(z) = 13/200*z^3 - 97/40*z + 1
*
2 | 0.14250501219788556215171146629865591516 | 0.024076291230498083893670518345355838387
f(z) = 15/208*z^3 - 93/52*z + 1
*
5 | 0.17993646731880731503412667383222444059 | 0.029295892459906011869089213866152655253
f(z) = 17/200*z^3 - 93/40*z + 1
*
2 | 0.14249718652564092978074930230918436693 | 0.023988733735644611928991524216434665318
f(z) = 17/208*z^3 - 95/52*z + 1
*
[ 6/17 ] 
f(z) = 17/216*z^3 - 94/51*z + 1
*
-5 | 0.17884092813137018601623429869094089131 | 0.029437159170227941581003356548559640347
f(z) = 19/200*z^3 - 87/40*z + 1
*
2 | 0.15961193172465192507500194728346033158 | 0.026776008849329290947065376767596878167
f(z) = 19/208*z^3 - 97/52*z + 1
*
[ 6 ] 
f(z) = 11/200*z^3 - 86/75*z + 1
*
[ -6 ] 
f(z) = 13/200*z^3 - 88/75*z + 1
*
[ 48/5 ] 
f(z) = 5/216*z^3 - 99/80*z + 1
*
[ 10/19 ] 
f(z) = 19/200*z^3 - 88/95*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 15/212*z^3 - 83/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 17/212*z^3 - 87/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = 19/204*z^3 - 89/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 19/212*z^3 - 91/106*z + 1
*
[ 2/3 ] 
f(z) = 15/208*z^3 - 83/156*z + 1
*
[ 66/17 ] 
f(z) = 17/216*z^3 - 83/187*z + 1
*
[ 17 ] 
f(z) = 1/204*z^3 - 97/204*z + 1
*
[ -9 ] 
f(z) = 4/207*z^3 - 94/207*z + 1
*
[ 16/3 ] 
f(z) = 9/208*z^3 - 87/208*z + 1
*
[ -5 ] 
f(z) = 14/215*z^3 - 92/215*z + 1
*
[ 4 ] 
f(z) = 15/212*z^3 - 81/212*z + 1
*
[ 3/4 ] 
f(z) = 16/219*z^3 - 82/219*z + 1
*
[ 11/3 ] 
f(z) = 18/209*z^3 - 90/209*z + 1
*
[ -78/17 ] 
f(z) = 17/216*z^3 - 97/221*z + 1
*
[ 18/5 ] 
f(z) = 19/216*z^3 - 94/225*z + 1
*
[ 30/7 ] 
f(z) = 13/216*z^3 - 83/245*z + 1
*
[ -12 ] 
f(z) = 2/207*z^3 - 85/276*z + 1
*
[ -10 ] 
f(z) = 3/208*z^3 - 89/260*z + 1
*
[ 3/4 ] 
f(z) = 4/207*z^3 - 95/276*z + 1
*
[ 50/11 ] 
f(z) = 11/200*z^3 - 98/275*z + 1
*
[ 40/7 ] 
f(z) = 7/200*z^3 - 89/280*z + 1
*
[ 12 ] 
f(z) = 11/216*z^3 - 77/12*z + 1
*
-21 | 0.090985082778899284995775815459044863767 | 0.014279759181882321919888490399791851307
f(z) = 1/216*z^3 - 65/24*z + 1
*
-12 | 0.22200851640051571111895524326800562637 | 0.027408939619324664308546280841837804791
f(z) = 5/216*z^3 - 61/20*z + 1
*
2/3 | 0.15772622732525124756757153355782450070 | 0.025347415689311762982301291406883318051
f(z) = 9/200*z^3 - 63/25*z + 1
*
-30/11 | 0.22893374489272050454524606690096486079 | 0.026722352005347066360254346969253236342
f(z) = 11/216*z^3 - 73/33*z + 1
*
6 | 0.14704125491010558774983184290198935968 | 0.017247914576918859974698352732470043558
f(z) = 13/216*z^3 - 70/39*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.024757622130464552859155826698778914357
f(z) = 1/208*z^3 - 79/52*z + 1
*
[ 21 ] 
f(z) = 1/216*z^3 - 61/56*z + 1
*
4 | 0.14820210159197792821216685063394302181 | 0.025863790720075387671732621722485020920
f(z) = 3/208*z^3 - 77/52*z + 1
*
3/5 | 0.22003759773008953687553057365648385529 | 0.029336275280103515253610289868396194425
f(z) = 5/216*z^3 - 67/40*z + 1
*
[ 3/7 ] 
f(z) = 7/216*z^3 - 75/56*z + 1
*
-4 | 0.14249849080434836850924299630742962497 | 0.024983156604852388113215162976715620434
f(z) = 9/208*z^3 - 75/52*z + 1
*
[ 5 ] 
f(z) = 19/200*z^3 - 63/40*z + 1
*
[ 9 ] 
f(z) = 5/216*z^3 - 71/72*z + 1
*
[ -6 ] 
f(z) = 11/200*z^3 - 61/75*z + 1
*
[ 10/17 ] 
f(z) = 17/200*z^3 - 62/85*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = 5/204*z^3 - 61/102*z + 1
*
[ 8 ] 
f(z) = 5/208*z^3 - 69/104*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 5/212*z^3 - 63/106*z + 1
*
[ 42/5 ] 
f(z) = 5/216*z^3 - 79/105*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = 7/204*z^3 - 65/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 7/212*z^3 - 67/106*z + 1
*
[ 48/7 ] 
f(z) = 7/216*z^3 - 75/112*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 9/212*z^3 - 71/106*z + 1
*
[ -6 ] 
f(z) = 11/204*z^3 - 79/102*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = 11/204*z^3 - 73/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 11/212*z^3 - 75/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = 13/204*z^3 - 77/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 13/212*z^3 - 79/106*z + 1
*
[ 4 ] 
f(z) = 17/200*z^3 - 61/100*z + 1
*
[ 4 ] 
f(z) = 19/200*z^3 - 77/100*z + 1
*
[ 4 ] 
f(z) = 19/216*z^3 - 71/108*z + 1
*
[ 6 ] 
f(z) = 8/207*z^3 - 77/138*z + 1
*
[ -6 ] 
f(z) = 10/207*z^3 - 79/138*z + 1
*
[ 2/3 ] 
f(z) = 3/208*z^3 - 79/156*z + 1
*
[ -6 ] 
f(z) = 9/208*z^3 - 61/156*z + 1
*
[ 36/5 ] 
f(z) = 5/216*z^3 - 61/180*z + 1
*
[ -20/3 ] 
f(z) = 7/200*z^3 - 73/180*z + 1
*
[ -17 ] 
f(z) = 1/204*z^3 - 73/204*z + 1
*
[ 16 ] 
f(z) = 1/208*z^3 - 61/208*z + 1
*
6 | 0.098173256048727328268491184908721963248 | 0.018360067659898837820886601786481818547
f(z) = 1/210*z^3 - 71/210*z + 1
*
[ 7 ] 
f(z) = 5/203*z^3 - 71/203*z + 1
*
[ -8 ] 
f(z) = 5/216*z^3 - 77/216*z + 1
*
[ -7 ] 
f(z) = 6/203*z^3 - 62/203*z + 1
*
[ 11/2 ] 
f(z) = 8/209*z^3 - 71/209*z + 1
*
[ 5 ] 
f(z) = 9/205*z^3 - 61/205*z + 1
*
[ -5 ] 
f(z) = 13/205*z^3 - 79/205*z + 1
*
[ -5 ] 
f(z) = 13/210*z^3 - 73/210*z + 1
*
[ -5 ] 
f(z) = 13/215*z^3 - 67/215*z + 1
*
[ 3/4 ] 
f(z) = 16/201*z^3 - 76/201*z + 1
*
[ -9/2 ] 
f(z) = 16/207*z^3 - 71/207*z + 1
*
[ 3/4 ] 
f(z) = 16/213*z^3 - 80/213*z + 1
*
[ 66/19 ] 
f(z) = 19/216*z^3 - 73/209*z + 1
*
[ -50/3 ] 
f(z) = 1/200*z^3 - 74/225*z + 1
*
[ -60/11 ] 
f(z) = 11/216*z^3 - 73/220*z + 1
*
[ 18/5 ] 
f(z) = 17/216*z^3 - 67/225*z + 1
*
[ 4/5 ] 
f(z) = 5/208*z^3 - 69/260*z + 1
*
[ 4/5 ] 
f(z) = 15/208*z^3 - 77/260*z + 1
*
[ 9/2 ] 
f(z) = 11/216*z^3 - 73/288*z + 1
*
[ 30 ] 
f(z) = 1/200*z^3 - 53/15*z + 1
*
[ -30 ] 
f(z) = 1/200*z^3 - 52/15*z + 1
*
[ -42 ] 
f(z) = 1/216*z^3 - 50/7*z + 1
*
[ -30 ] 
f(z) = 1/216*z^3 - 47/15*z + 1
*
-10/3 | 0.18468688886182292165066662912080444209 | 0.023832649848300969724652479716414006409
f(z) = 3/200*z^3 - 58/15*z + 1
*
10 | 0.18310718273183193373951347328938938800 | 0.024154390586185526244307882204268401563
f(z) = 3/200*z^3 - 49/15*z + 1
*
-10/3 | 0.19166377984096789113530259165258592874 | 0.025726407086672264530801632336908416690
f(z) = 3/200*z^3 - 43/15*z + 1
*
[ 18 ] 
f(z) = 5/216*z^3 - 59/9*z + 1
*
[ -18 ] 
f(z) = 5/216*z^3 - 58/9*z + 1
*
3 | 0.15630713415738153191123640110600966577 | 0.022007342250625740458187531152099899005
f(z) = 7/216*z^3 - 45/8*z + 1
*
[ -12 ] 
f(z) = 7/216*z^3 - 43/12*z + 1
*
[ -12 ] 
f(z) = 17/216*z^3 - 41/4*z + 1
*
[ 10 ] 
f(z) = 19/200*z^3 - 43/5*z + 1
*
[ -10 ] 
f(z) = 19/200*z^3 - 42/5*z + 1
*
[ 12 ] 
f(z) = 19/216*z^3 - 47/4*z + 1
*
-6 | 0.20208915360122009913475117238862512886 | 0.022063415984785193274617997169463275270
f(z) = 19/216*z^3 - 44/19*z + 1
*
[ 24 ] 
f(z) = 1/216*z^3 - 41/24*z + 1
*
[ 6/13 ] 
f(z) = 13/216*z^3 - 46/39*z + 1
*
-4 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = 1/208*z^3 - 43/52*z + 1
*
-4 | 0.15961193172465192507500194728346033158 | 0.029212453351481560131196349308858623031
f(z) = 5/208*z^3 - 59/52*z + 1
*
3 | 0.21926067557985852516973852497761968214 | 0.029736816057902449772937783554152342893
f(z) = 7/216*z^3 - 59/56*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 15/208*z^3 - 41/52*z + 1
*
[ 5 ] 
f(z) = 17/200*z^3 - 53/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 17/208*z^3 - 43/52*z + 1
*
[ -5 ] 
f(z) = 19/200*z^3 - 47/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 19/208*z^3 - 45/52*z + 1
*
[ -9 ] 
f(z) = 5/216*z^3 - 55/72*z + 1
*
[ 6 ] 
f(z) = 9/200*z^3 - 59/75*z + 1
*
[ 12/19 ] 
f(z) = 19/216*z^3 - 47/76*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014692980163625889545282566059643007214
f(z) = 1/204*z^3 - 53/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 1/212*z^3 - 55/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 3/212*z^3 - 59/106*z + 1
*
[ -8 ] 
f(z) = 5/208*z^3 - 43/104*z + 1
*
[ 6 ] 
f(z) = 7/204*z^3 - 41/102*z + 1
*
[ 2/3 ] 
f(z) = 9/212*z^3 - 55/106*z + 1
*
[ 4 ] 
f(z) = 17/216*z^3 - 55/108*z + 1
*
[ 3/4 ] 
f(z) = 1/216*z^3 - 43/128*z + 1
*
-5/3 | 0.17993572375557668020619333808827947617 | 0.028128451218602124461529887121530942787
f(z) = 3/200*z^3 - 53/120*z + 1
*
[ 6 ] 
f(z) = 7/207*z^3 - 53/138*z + 1
*
[ 3/4 ] 
f(z) = 7/216*z^3 - 45/128*z + 1
*
[ 3/4 ] 
f(z) = 8/207*z^3 - 49/138*z + 1
*
[ 3/4 ] 
f(z) = 13/216*z^3 - 47/128*z + 1
*
[ 3/4 ] 
f(z) = 19/216*z^3 - 49/128*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.024799446284768841693412426890998337528
f(z) = 3/208*z^3 - 43/156*z + 1
*
[ 6 ] 
f(z) = 7/208*z^3 - 59/156*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.023026513227583948392098780224049821097
f(z) = 15/208*z^3 - 59/156*z + 1
*
[ 11 ] 
f(z) = 2/209*z^3 - 52/209*z + 1
*
[ 7 ] 
f(z) = 5/217*z^3 - 59/217*z + 1
*
[ -7 ] 
f(z) = 6/217*z^3 - 46/217*z + 1
*
[ 5 ] 
f(z) = 9/215*z^3 - 53/215*z + 1
*
[ -5 ] 
f(z) = 12/205*z^3 - 54/205*z + 1
*
[ -5 ] 
f(z) = 12/215*z^3 - 42/215*z + 1
*
[ 4 ] 
f(z) = 13/204*z^3 - 55/204*z + 1
*
[ 4 ] 
f(z) = 13/212*z^3 - 49/212*z + 1
*
[ 7/2 ] 
f(z) = 16/203*z^3 - 51/203*z + 1
*
[ 7/2 ] 
f(z) = 16/217*z^3 - 41/217*z + 1
*
[ -4 ] 
f(z) = 19/204*z^3 - 49/204*z + 1
*
[ -50/9 ] 
f(z) = 9/200*z^3 - 47/225*z + 1
*
[ -30/7 ] 
f(z) = 17/216*z^3 - 52/245*z + 1
*
[ -78/19 ] 
f(z) = 19/216*z^3 - 59/247*z + 1
*
-12 | 0.17655854613044142331371897784983641160 | 0.027917224050793257364244679701222924588
f(z) = 1/216*z^3 - 31/12*z + 1
*
21 | 0.18645205616808066844866859724342310103 | 0.028285995901569565746115720431989959372
f(z) = 1/216*z^3 - 27/8*z + 1
*
30 | 0.21783993061479657649182471392897487941 | 0.025730176565499711051931137389993383066
f(z) = 1/216*z^3 - 22/5*z + 1
*
10 | 0.17513505271753192912339772823216312876 | 0.024272935236224282257235526751173215259
f(z) = 3/200*z^3 - 34/15*z + 1
*
-10 | 0.17513437528137845516582208163932650064 | 0.024587625134038896679291878130210321926
f(z) = 3/200*z^3 - 31/15*z + 1
*
-3 | 0.13045362826296251048006621356095760601 | 0.018744957345884368780710318097614977776
f(z) = 5/216*z^3 - 39/8*z + 1
*
42/5 | 0.16328422463174924066893340366146663855 | 0.020701424412892002471389533786509378494
f(z) = 5/216*z^3 - 37/15*z + 1
*
[ 12 ] 
f(z) = 5/216*z^3 - 29/12*z + 1
*
-78/5 | 0.22693567938205441723506150106964171265 | 0.026531844322963672442908955013499346606
f(z) = 5/216*z^3 - 24/5*z + 1
*
-3 | 0.19023319194427286327181280822636926938 | 0.029579132145546803257015864468136501545
f(z) = 5/216*z^3 - 23/8*z + 1
*
-78/7 | 0.13511672896804817130830728230593369978 | 0.015582393348874556679878069844028871753
f(z) = 7/216*z^3 - 27/7*z + 1
*
[ 10 ] 
f(z) = 11/200*z^3 - 23/5*z + 1
*
[ -10 ] 
f(z) = 11/200*z^3 - 22/5*z + 1
*
6 | 0.21285131962477081519090182481448120160 | 0.023548521531251257689651818519122051602
f(z) = 11/216*z^3 - 39/11*z + 1
*
[ -12 ] 
f(z) = 11/216*z^3 - 25/4*z + 1
*
[ 10 ] 
f(z) = 13/200*z^3 - 28/5*z + 1
*
[ -10 ] 
f(z) = 13/200*z^3 - 27/5*z + 1
*
[ 12 ] 
f(z) = 13/216*z^3 - 31/4*z + 1
*
3 | 0.18677248346453289909094577681039552446 | 0.027752951861481352824489776121852821701
f(z) = 13/216*z^3 - 31/8*z + 1
*
[ 10 ] 
f(z) = 17/200*z^3 - 38/5*z + 1
*
[ -10 ] 
f(z) = 17/200*z^3 - 37/5*z + 1
*
6 | 0.19590995165065207803700157161002918433 | 0.021613695903988642936090798828509956930
f(z) = 17/216*z^3 - 40/17*z + 1
*
[ 20 ] 
f(z) = 1/200*z^3 - 21/20*z + 1
*
-30/7 | 0.18197619432833730183183381597324616428 | 0.023071220997189505780466905426460422191
f(z) = 7/216*z^3 - 37/21*z + 1
*
6 | 0.10087683618417542412271331877385463911 | 0.013458244505786883281833663390668476126
f(z) = 7/216*z^3 - 25/21*z + 1
*
[ 20/3 ] 
f(z) = 9/200*z^3 - 23/20*z + 1
*
-6 | 0.14394766074967658419443288246494881700 | 0.018071287073575000237160211953080901653
f(z) = 11/216*z^3 - 40/33*z + 1
*
[ 6/11 ] 
f(z) = 11/216*z^3 - 28/33*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 17/200*z^3 - 21/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 17/216*z^3 - 22/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 19/200*z^3 - 22/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 19/216*z^3 - 23/27*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 1/208*z^3 - 27/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 3/208*z^3 - 29/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 5/208*z^3 - 31/52*z + 1
*
[ 3/5 ] 
f(z) = 5/216*z^3 - 27/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 7/208*z^3 - 33/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 9/208*z^3 - 35/52*z + 1
*
[ 2/3 ] 
f(z) = 9/208*z^3 - 27/52*z + 1
*
[ 5 ] 
f(z) = 11/200*z^3 - 23/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 11/208*z^3 - 37/52*z + 1
*
[ 5 ] 
f(z) = 13/200*z^3 - 33/40*z + 1
*
[ 4 ] 
f(z) = 15/208*z^3 - 21/52*z + 1
*
[ -5 ] 
f(z) = 17/200*z^3 - 37/40*z + 1
*
[ 4 ] 
f(z) = 17/208*z^3 - 29/52*z + 1
*
[ 4 ] 
f(z) = 19/208*z^3 - 37/52*z + 1
*
[ 2/3 ] 
f(z) = 3/200*z^3 - 38/75*z + 1
*
[ 6 ] 
f(z) = 7/200*z^3 - 32/75*z + 1
*
[ -6 ] 
f(z) = 9/200*z^3 - 34/75*z + 1
*
[ 10/13 ] 
f(z) = 13/200*z^3 - 22/65*z + 1
*
[ 3/4 ] 
f(z) = 16/207*z^3 - 26/69*z + 1
*
[ 12/17 ] 
f(z) = 17/216*z^3 - 31/68*z + 1
*
[ 4 ] 
f(z) = 13/200*z^3 - 29/100*z + 1
*
[ 4 ] 
f(z) = 13/216*z^3 - 23/108*z + 1
*
[ -4 ] 
f(z) = 19/200*z^3 - 27/100*z + 1
*
[ 15 ] 
f(z) = 1/200*z^3 - 23/120*z + 1
*
[ -6 ] 
f(z) = 8/207*z^3 - 31/138*z + 1
*
[ 6/7 ] 
f(z) = 1/216*z^3 - 25/147*z + 1
*
[ 26/3 ] 
f(z) = 3/208*z^3 - 31/156*z + 1
*
[ 6/7 ] 
f(z) = 13/216*z^3 - 31/147*z + 1
*
[ 6/7 ] 
f(z) = 19/216*z^3 - 34/147*z + 1
*
[ -15/2 ] 
f(z) = 5/216*z^3 - 27/160*z + 1
*
[ 5/6 ] 
f(z) = 9/200*z^3 - 37/160*z + 1
*
[ 14/3 ] 
f(z) = 9/200*z^3 - 34/175*z + 1
*
[ 48/11 ] 
f(z) = 11/216*z^3 - 35/176*z + 1
*
[ 18/19 ] 
f(z) = 19/216*z^3 - 23/171*z + 1
*
[ -16 ] 
f(z) = 1/208*z^3 - 35/208*z + 1
*
[ 15 ] 
f(z) = 1/210*z^3 - 29/210*z + 1
*
[ 7 ] 
f(z) = 4/203*z^3 - 22/203*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = 5/204*z^3 - 29/204*z + 1
*
[ 5 ] 
f(z) = 8/205*z^3 - 36/205*z + 1
*
[ 5 ] 
f(z) = 8/215*z^3 - 28/215*z + 1
*
[ 4 ] 
f(z) = 11/204*z^3 - 23/204*z + 1
*
[ -5 ] 
f(z) = 11/205*z^3 - 29/205*z + 1
*
[ -5 ] 
f(z) = 11/210*z^3 - 23/210*z + 1
*
[ 3 ] 
f(z) = 19/201*z^3 - 37/201*z + 1
*
[ 3 ] 
f(z) = 19/204*z^3 - 35/204*z + 1
*
[ 3 ] 
f(z) = 19/210*z^3 - 31/210*z + 1
*
[ -4 ] 
f(z) = 19/212*z^3 - 39/212*z + 1
*
[ 3 ] 
f(z) = 19/213*z^3 - 29/213*z + 1
*
[ 3 ] 
f(z) = 19/219*z^3 - 25/219*z + 1
*
10 | 0.19181695067636032077487229082944854071 | 0.029154830009562162312060591003295020782
f(z) = 1/200*z^3 - 18/5*z + 1
*
-15 | 0.089853991612827445743812605410194145788 | 0.014399041619668742081636419470407862723
f(z) = 1/216*z^3 - 19/8*z + 1
*
6 | 0.11531109262372807723576482221607553898 | 0.016357912321295113382802676206691279783
f(z) = 1/216*z^3 - 16/3*z + 1
*
[ 30 ] 
f(z) = 1/216*z^3 - 16/5*z + 1
*
-30 | 0.12738615321541702852265041552100406927 | 0.018619309087654518539324352200111124396
f(z) = 1/216*z^3 - 13/3*z + 1
*
[ -24 ] 
f(z) = 1/216*z^3 - 13/8*z + 1
*
12 | 0.11552622126227044859900561069433303125 | 0.018088054507627515637498466332381451484
f(z) = 1/216*z^3 - 11/4*z + 1
*
-42 | 0.11760783254470949749167884839586490055 | 0.015776291174391226325781558734054547299
f(z) = 1/216*z^3 - 8*z + 1
*
6 | 0.17655854613044142331371897784983641160 | 0.028373866148717234131927157334241917099
f(z) = 1/216*z^3 - 7/3*z + 1
*
-6 | 0.083729016513416382563306060414172183894 | 0.011987461290625283538220996305450983802
f(z) = 1/216*z^3 - 5*z + 1
*
[ 18 ] 
f(z) = 1/216*z^3 - 5/9*z + 1
*
[ -18 ] 
f(z) = 1/216*z^3 - 4/9*z + 1
*
-6 | 0.11552556370974510795838655077909732880 | 0.019037155853660595616439750728554170342
f(z) = 1/216*z^3 - 2*z + 1
*
[ 10 ] 
f(z) = 3/200*z^3 - 3/5*z + 1
*
[ -10 ] 
f(z) = 3/200*z^3 - 2/5*z + 1
*
6 | 0.19593366544316344757913322647026140352 | 0.024047233750729110149457898777365289690
f(z) = 5/216*z^3 - 16/5*z + 1
*
-6 | 0.099664844610553741500296963389175289167 | 0.014268989611430090844970372021779911273
f(z) = 5/216*z^3 - 13/15*z + 1
*
[ -12 ] 
f(z) = 5/216*z^3 - 9/4*z + 1
*
-42/5 | 0.11564821558540690496910143870267804726 | 0.015272125453654818477513611368207156875
f(z) = 5/216*z^3 - 9/5*z + 1
*
-6 | 0.17655931915720298746343345611321589809 | 0.027777899397297589296476332090599454824
f(z) = 5/216*z^3 - 8/3*z + 1
*
6 | 0.12792242767164564994540294468519924566 | 0.017848716564444690771015885800657028659
f(z) = 5/216*z^3 - 6/5*z + 1
*
6 | 0.11588563795014289745530515724391310964 | 0.017900462548037591626914905185150615362
f(z) = 5/216*z^3 - 3*z + 1
*
[ 10 ] 
f(z) = 7/200*z^3 - 13/5*z + 1
*
[ -10 ] 
f(z) = 7/200*z^3 - 12/5*z + 1
*
66/7 | 0.22341610754175831415064760338701178878 | 0.026853809709314123200242951049977825347
f(z) = 7/216*z^3 - 19/7*z + 1
*
[ 12 ] 
f(z) = 7/216*z^3 - 15/4*z + 1
*
-6 | 0.14661532970615747941788035636392102844 | 0.020026164955305184035770741852834408191
f(z) = 7/216*z^3 - 6/7*z + 1
*
[ 6 ] 
f(z) = 7/216*z^3 - 1/3*z + 1
*
[ 10 ] 
f(z) = 9/200*z^3 - 18/5*z + 1
*
[ -10 ] 
f(z) = 9/200*z^3 - 17/5*z + 1
*
6 | 0.17172561435854954824880206939291822678 | 0.020920483269309484891207529748360624170
f(z) = 11/216*z^3 - 17/11*z + 1
*
[ -6 ] 
f(z) = 11/216*z^3 - 2/3*z + 1
*
[ 6 ] 
f(z) = 11/216*z^3 - z + 1
*
-6 | 0.18100639683983655891499895070403985484 | 0.021756315560179836865530888580614122285
f(z) = 13/216*z^3 - 19/13*z + 1
*
[ 6 ] 
f(z) = 13/216*z^3 - 4/3*z + 1
*
[ -6 ] 
f(z) = 13/216*z^3 - z + 1
*
[ -6 ] 
f(z) = 17/216*z^3 - 5/3*z + 1
*
[ 6 ] 
f(z) = 17/216*z^3 - 2*z + 1
*
[ 6 ] 
f(z) = 19/216*z^3 - 7/3*z + 1
*
[ -6 ] 
f(z) = 19/216*z^3 - 2*z + 1
*
[ 3 ] 
f(z) = 19/216*z^3 - 1/8*z + 1
*
[ -20 ] 
f(z) = 1/200*z^3 - 19/20*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 1/200*z^3 - 13/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 1/216*z^3 - 14/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 3/200*z^3 - 14/25*z + 1
*
[ -42/5 ] 
f(z) = 5/216*z^3 - 18/35*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 5/216*z^3 - 16/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 7/200*z^3 - 16/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 7/216*z^3 - 17/27*z + 1
*
[ 6/7 ] 
f(z) = 7/216*z^3 - 4/21*z + 1
*
[ -20/3 ] 
f(z) = 9/200*z^3 - 17/20*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 9/200*z^3 - 17/25*z + 1
*
[ 2/3 ] 
f(z) = 9/200*z^3 - 13/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 11/200*z^3 - 18/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 11/216*z^3 - 19/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 13/200*z^3 - 19/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 13/216*z^3 - 20/27*z + 1
*
[ 3 ] 
f(z) = 17/216*z^3 - 1/24*z + 1
*
[ 6/7 ] 
f(z) = 5/216*z^3 - 9/49*z + 1
*
[ 5 ] 
f(z) = 7/200*z^3 - 3/40*z + 1
*
[ 5 ] 
f(z) = 9/200*z^3 - 13/40*z + 1
*
[ 10/11 ] 
f(z) = 11/200*z^3 - 8/55*z + 1
*
[ -5 ] 
f(z) = 11/200*z^3 - 7/40*z + 1
*
[ 4 ] 
f(z) = 11/208*z^3 - 5/52*z + 1
*
[ 6/7 ] 
f(z) = 11/216*z^3 - 10/49*z + 1
*
[ -5 ] 
f(z) = 13/200*z^3 - 17/40*z + 1
*
[ 10/3 ] 
f(z) = 13/200*z^3 - 1/45*z + 1
*
[ 12/13 ] 
f(z) = 13/216*z^3 - 7/52*z + 1
*
[ 10/3 ] 
f(z) = 17/200*z^3 - 11/45*z + 1
*
[ -4 ] 
f(z) = 17/208*z^3 - 3/52*z + 1
*
[ 6/7 ] 
f(z) = 17/216*z^3 - 11/49*z + 1
*
[ 10/3 ] 
f(z) = 19/200*z^3 - 16/45*z + 1
*
[ -4 ] 
f(z) = 19/208*z^3 - 11/52*z + 1
*
[ -6 ] 
f(z) = 7/200*z^3 - 7/75*z + 1
*
[ 3 ] 
f(z) = 16/207*z^3 - 2/69*z + 1
*
[ 3 ] 
f(z) = 17/207*z^3 - 5/69*z + 1
*
[ 3 ] 
f(z) = 19/207*z^3 - 11/69*z + 1
*
[ 8 ] 
f(z) = 3/208*z^3 - 5/104*z + 1
*
[ 6 ] 
f(z) = 5/204*z^3 - 5/102*z + 1
*
[ -6 ] 
f(z) = 7/204*z^3 - 7/102*z + 1
*
[ 4 ] 
f(z) = 11/200*z^3 - 13/100*z + 1
*
[ 4 ] 
f(z) = 11/216*z^3 - 7/108*z + 1
*
[ -4 ] 
f(z) = 17/200*z^3 - 11/100*z + 1
*
[ -4 ] 
f(z) = 17/216*z^3 - 1/108*z + 1
*
[ -4 ] 
f(z) = 19/216*z^3 - 17/108*z + 1
*
[ -15 ] 
f(z) = 1/200*z^3 - 7/120*z + 1
*
[ 15 ] 
f(z) = 1/216*z^3 - 13/120*z + 1
*
[ 6 ] 
f(z) = 5/207*z^3 - 5/138*z + 1
*
[ -6 ] 
f(z) = 7/207*z^3 - 7/138*z + 1
*
[ 6 ] 
f(z) = 5/208*z^3 - 5/156*z + 1
*
[ -6 ] 
f(z) = 7/208*z^3 - 7/156*z + 1
*
[ 18/17 ] 
f(z) = 17/216*z^3 - 5/153*z + 1
*
[ 14 ] 
f(z) = 1/200*z^3 - 9/175*z + 1
*
[ -36/5 ] 
f(z) = 5/216*z^3 - 11/180*z + 1
*
[ -11 ] 
f(z) = 2/209*z^3 - 14/209*z + 1
*
[ 8 ] 
f(z) = 3/200*z^3 - 17/200*z + 1
*
[ 7 ] 
f(z) = 4/217*z^3 - 10/217*z + 1
*
[ -7 ] 
f(z) = 5/203*z^3 - 13/203*z + 1
*
[ 5 ] 
f(z) = 7/205*z^3 - 11/205*z + 1
*
[ 5 ] 
f(z) = 7/215*z^3 - 3/215*z + 1
*
[ 9/2 ] 
f(z) = 8/207*z^3 - 1/207*z + 1
*
[ 4 ] 
f(z) = 11/212*z^3 - 17/212*z + 1
*
[ -5 ] 
f(z) = 11/215*z^3 - 17/215*z + 1
*
[ 7/2 ] 
f(z) = 12/203*z^3 - 2/203*z + 1
*
[ 48/13 ] 
f(z) = 13/216*z^3 - 19/208*z + 1
*
[ 3 ] 
f(z) = 16/201*z^3 - 10/201*z + 1
*
[ 3 ] 
f(z) = 16/213*z^3 - 2/213*z + 1
*
[ 3 ] 
f(z) = 17/201*z^3 - 19/201*z + 1
*
[ 3 ] 
f(z) = 17/210*z^3 - 13/210*z + 1
*
[ -4 ] 
f(z) = 17/212*z^3 - 7/212*z + 1
*
[ 3 ] 
f(z) = 17/213*z^3 - 11/213*z + 1
*
[ 3 ] 
f(z) = 17/219*z^3 - 7/219*z + 1
*
[ 42/11 ] 
f(z) = 11/216*z^3 - 1/231*z + 1
*
[ 18/5 ] 
f(z) = 13/216*z^3 - 13/225*z + 1
*
[ 36/7 ] 
f(z) = 7/216*z^3 - 13/252*z + 1
*
[ -60/13 ] 
f(z) = 13/216*z^3 - 17/260*z + 1
*
[ -54/11 ] 
f(z) = 11/216*z^3 - 7/297*z + 1
*
[ 10 ] 
f(z) = 1/200*z^3 + 2/5*z + 1
*
[ -10 ] 
f(z) = 1/200*z^3 + 3/5*z + 1
*
[ -6 ]
f(z) = 1/216*z^3 + z + 1
*
[ 12 ] 
f(z) = 1/216*z^3 + 1/4*z + 1
*
[ 6 ] 
f(z) = 1/216*z^3 + 2/3*z + 1
*
[ 3 ] 
f(z) = 1/216*z^3 + 5/8*z + 1
*
[ -12 ] 
f(z) = 1/216*z^3 + 5/12*z + 1
*
[ 10/3 ] 
f(z) = 3/200*z^3 + 8/15*z + 1
*
[ 6 ] 
f(z) = 5/216*z^3 + 1
*
[ -6 ] 
f(z) = 5/216*z^3 + 1/3*z + 1
*
[ 6/5 ] 
f(z) = 5/216*z^3 + 2/15*z + 1
*
[ -6 ] 
f(z) = 7/216*z^3 + 1
*
[ 3 ] 
f(z) = 7/216*z^3 + 3/8*z + 1
*
[ 10/3 ] 
f(z) = 9/200*z^3 + 1/5*z + 1
*
[ 3 ] 
f(z) = 13/216*z^3 + 1/8*z + 1
*
[ 2 ] 
f(z) = 1/200*z^3 + 12/25*z + 1
*
[ 6/5 ] 
f(z) = 1/216*z^3 + 4/25*z + 1
*
[ 2 ] 
f(z) = 1/216*z^3 + 13/27*z + 1
*
[ 2 ] 
f(z) = 3/200*z^3 + 11/25*z + 1
*
[ 12/5 ] 
f(z) = 5/216*z^3 + 9/20*z + 1
*
[ 3/2 ] 
f(z) = 5/216*z^3 + 9/32*z + 1
*
[ 3 ] 
f(z) = 5/216*z^3 + 11/24*z + 1
*
[ 2 ] 
f(z) = 5/216*z^3 + 11/27*z + 1
*
[ 10/7 ] 
f(z) = 7/200*z^3 + 8/35*z + 1
*
[ 2 ] 
f(z) = 7/200*z^3 + 9/25*z + 1
*
[ 6/5 ] 
f(z) = 7/216*z^3 + 3/25*z + 1
*
[ 30/7 ] 
f(z) = 7/216*z^3 + 6/35*z + 1
*
[ 12/7 ] 
f(z) = 7/216*z^3 + 9/28*z + 1
*
[ 2 ] 
f(z) = 7/216*z^3 + 10/27*z + 1
*
[ 2 ] 
f(z) = 9/200*z^3 + 8/25*z + 1
*
[ 2 ] 
f(z) = 11/200*z^3 + 7/25*z + 1
*
[ 3 ] 
f(z) = 11/216*z^3 + 5/24*z + 1
*
[ 3/2 ] 
f(z) = 11/216*z^3 + 7/32*z + 1
*
[ 2 ] 
f(z) = 11/216*z^3 + 8/27*z + 1
*
[ 2 ] 
f(z) = 13/200*z^3 + 6/25*z + 1
*
[ 6/5 ] 
f(z) = 13/216*z^3 + 2/25*z + 1
*
[ 2 ] 
f(z) = 13/216*z^3 + 7/27*z + 1
*
[ 2 ] 
f(z) = 17/200*z^3 + 4/25*z + 1
*
[ 2 ] 
f(z) = 17/216*z^3 + 5/27*z + 1
*
[ 3/2 ] 
f(z) = 17/216*z^3 + 5/32*z + 1
*
[ 2 ] 
f(z) = 19/200*z^3 + 3/25*z + 1
*
[ 6/5 ] 
f(z) = 19/216*z^3 + 1/25*z + 1
*
[ 2 ] 
f(z) = 19/216*z^3 + 4/27*z + 1
*
[ -15 ] 
f(z) = 1/216*z^3 + 1/40*z + 1
*
[ 5 ] 
f(z) = 3/200*z^3 + 17/40*z + 1
*
[ 4 ] 
f(z) = 5/208*z^3 + 19/52*z + 1
*
[ 18/5 ] 
f(z) = 5/216*z^3 + 19/45*z + 1
*
[ -5 ] 
f(z) = 7/200*z^3 + 13/40*z + 1
*
[ 10/3 ] 
f(z) = 7/200*z^3 + 14/45*z + 1
*
[ 4 ] 
f(z) = 7/208*z^3 + 11/52*z + 1
*
[ 2 ] 
f(z) = 7/208*z^3 + 19/52*z + 1
*
[ 10/9 ] 
f(z) = 9/200*z^3 + 2/45*z + 1
*
[ -5 ] 
f(z) = 9/200*z^3 + 3/40*z + 1
*
[ 5/3 ] 
f(z) = 9/200*z^3 + 11/40*z + 1
*
[ 4 ] 
f(z) = 9/208*z^3 + 3/52*z + 1
*
[ 4/3 ] 
f(z) = 9/208*z^3 + 9/52*z + 1
*
[ 2 ] 
f(z) = 9/208*z^3 + 17/52*z + 1
*
[ 10/3 ] 
f(z) = 11/200*z^3 + 4/45*z + 1
*
[ 2 ] 
f(z) = 11/208*z^3 + 15/52*z + 1
*
[ 12/11 ] 
f(z) = 11/216*z^3 + 1/44*z + 1
*
[ 30/11 ] 
f(z) = 11/216*z^3 + 14/55*z + 1
*
[ -4 ] 
f(z) = 15/208*z^3 + 5/52*z + 1
*
[ 2 ] 
f(z) = 15/208*z^3 + 11/52*z + 1
*
[ 2 ] 
f(z) = 17/208*z^3 + 9/52*z + 1
*
[ 2 ] 
f(z) = 19/208*z^3 + 7/52*z + 1
*
[ 20/3 ] 
f(z) = 3/200*z^3 + 11/60*z + 1
*
[ 3/2 ] 
f(z) = 8/207*z^3 + 17/69*z + 1
*
[ 3 ] 
f(z) = 10/207*z^3 + 16/69*z + 1
*
[ 3 ] 
f(z) = 11/207*z^3 + 13/69*z + 1
*
[ 6/5 ] 
f(z) = 11/216*z^3 + 7/75*z + 1
*
[ 3 ] 
f(z) = 13/207*z^3 + 7/69*z + 1
*
[ 30/13 ] 
f(z) = 13/216*z^3 + 16/65*z + 1
*
[ 3 ] 
f(z) = 14/207*z^3 + 4/69*z + 1
*
[ 3/2 ] 
f(z) = 16/207*z^3 + 11/69*z + 1
*
[ 6/5 ] 
f(z) = 17/216*z^3 + 4/75*z + 1
*
[ 3/2 ] 
f(z) = 13/216*z^3 + 19/96*z + 1
*
[ 30/17 ] 
f(z) = 17/216*z^3 + 16/85*z + 1
*
[ 3/2 ] 
f(z) = 19/216*z^3 + 13/96*z + 1
*
[ 30/19 ] 
f(z) = 19/216*z^3 + 14/95*z + 1
*
[ 30/7 ] 
f(z) = 7/200*z^3 + 13/105*z + 1
*
[ 4 ] 
f(z) = 7/200*z^3 + 19/100*z + 1
*
[ 4 ] 
f(z) = 9/200*z^3 + 3/100*z + 1
*
[ 4/3 ] 
f(z) = 9/200*z^3 + 17/100*z + 1
*
[ 18/13 ] 
f(z) = 13/216*z^3 + 19/117*z + 1
*
[ 2 ] 
f(z) = 17/212*z^3 + 19/106*z + 1
*
[ 12/5 ] 
f(z) = 17/216*z^3 + 13/100*z + 1
*
[ 2 ] 
f(z) = 19/204*z^3 + 13/102*z + 1
*
[ 2 ] 
f(z) = 19/212*z^3 + 15/106*z + 1
*
[ 10/9 ] 
f(z) = 3/200*z^3 + 11/135*z + 1
*
[ 6 ] 
f(z) = 4/207*z^3 + 19/138*z + 1
*
[ -26/3 ] 
f(z) = 3/208*z^3 + 5/156*z + 1
*
[ 4/3 ] 
f(z) = 15/208*z^3 + 19/156*z + 1
*
[ -14 ] 
f(z) = 1/200*z^3 + 16/175*z + 1
*
[ 5/2 ] 
f(z) = 17/200*z^3 + 11/160*z + 1
*
[ 5/2 ] 
f(z) = 19/200*z^3 + 1/160*z + 1
*
[ 14 ] 
f(z) = 1/216*z^3 + 4/189*z + 1
*
[ -7 ] 
f(z) = 5/217*z^3 + 3/217*z + 1
*
[ 5 ] 
f(z) = 6/205*z^3 + 14/205*z + 1
*
[ 24/5 ] 
f(z) = 7/216*z^3 + 9/200*z + 1
*
[ -11/2 ] 
f(z) = 8/209*z^3 + 5/209*z + 1
*
[ 4 ] 
f(z) = 9/212*z^3 + 15/212*z + 1
*
[ -24/5 ] 
f(z) = 11/216*z^3 + 7/200*z + 1
*
[ 7/2 ] 
f(z) = 12/217*z^3 + 8/217*z + 1
*
[ 3 ] 
f(z) = 13/201*z^3 + 17/201*z + 1
*
[ 3 ] 
f(z) = 13/204*z^3 + 19/204*z + 1
*
[ 3 ] 
f(z) = 14/201*z^3 + 8/201*z + 1
*
[ 3 ] 
f(z) = 14/213*z^3 + 16/213*z + 1
*
[ 5/4 ] 
f(z) = 16/205*z^3 + 16/205*z + 1
*
[ 11/4 ] 
f(z) = 16/209*z^3 + 12/209*z + 1
*
[ 5/4 ] 
f(z) = 16/215*z^3 + 18/215*z + 1
*
[ 3 ] 
f(z) = 16/219*z^3 + 2/219*z + 1
*
[ 7/3 ] 
f(z) = 18/203*z^3 + 18/203*z + 1
*
[ 18/5 ] 
f(z) = 11/216*z^3 + 14/225*z + 1
*
[ 42/13 ] 
f(z) = 13/216*z^3 + 17/273*z + 1
*
[ 48/17 ] 
f(z) = 17/216*z^3 + 5/272*z + 1
*
[ -40/7 ] 
f(z) = 7/200*z^3 + 9/280*z + 1
*
[ -9/2 ] 
f(z) = 13/216*z^3 + 1/288*z + 1
*
[ 5 ] 
f(z) = 1/200*z^3 + 27/40*z + 1
*
[ 10/3 ] 
f(z) = 1/200*z^3 + 29/45*z + 1
*
[ 2 ] 
f(z) = 1/208*z^3 + 25/52*z + 1
*
[ 4 ] 
f(z) = 1/208*z^3 + 35/52*z + 1
*
[ 2 ] 
f(z) = 3/208*z^3 + 23/52*z + 1
*
[ 4 ] 
f(z) = 3/208*z^3 + 27/52*z + 1
*
[ 2 ] 
f(z) = 5/208*z^3 + 21/52*z + 1
*
[ 9 ] 
f(z) = 1/216*z^3 + 37/72*z + 1
*
[ 6 ] 
f(z) = 3/200*z^3 + 22/75*z + 1
*
[ -20/3 ] 
f(z) = 3/200*z^3 + 29/60*z + 1
*
[ 3/2 ] 
f(z) = 4/207*z^3 + 20/69*z + 1
*
[ 3 ] 
f(z) = 4/207*z^3 + 34/69*z + 1
*
[ 3 ] 
f(z) = 5/207*z^3 + 31/69*z + 1
*
[ 3 ] 
f(z) = 7/207*z^3 + 25/69*z + 1
*
[ 18/7 ] 
f(z) = 7/216*z^3 + 25/63*z + 1
*
[ 3 ] 
f(z) = 8/207*z^3 + 22/69*z + 1
*
[ 3/2 ] 
f(z) = 1/216*z^3 + 31/96*z + 1
*
[ 3/2 ] 
f(z) = 7/216*z^3 + 25/96*z + 1
*
[ 18/11 ] 
f(z) = 11/216*z^3 + 25/99*z + 1
*
[ -8 ] 
f(z) = 3/208*z^3 + 21/104*z + 1
*
[ -6 ] 
f(z) = 5/204*z^3 + 29/102*z + 1
*
[ 2 ] 
f(z) = 7/204*z^3 + 37/102*z + 1
*
[ 2 ] 
f(z) = 7/212*z^3 + 39/106*z + 1
*
[ 4 ] 
f(z) = 7/216*z^3 + 25/108*z + 1
*
[ 8/3 ] 
f(z) = 9/208*z^3 + 33/104*z + 1
*
[ 2 ] 
f(z) = 9/212*z^3 + 35/106*z + 1
*
[ 2 ] 
f(z) = 11/204*z^3 + 29/102*z + 1
*
[ 2 ] 
f(z) = 11/212*z^3 + 31/106*z + 1
*
[ 12/5 ] 
f(z) = 11/216*z^3 + 29/100*z + 1
*
[ -4 ] 
f(z) = 13/200*z^3 + 21/100*z + 1
*
[ 2 ] 
f(z) = 13/204*z^3 + 25/102*z + 1
*
[ 2 ] 
f(z) = 13/212*z^3 + 27/106*z + 1
*
[ 2 ] 
f(z) = 15/212*z^3 + 23/106*z + 1
*
[ 24/5 ] 
f(z) = 5/216*z^3 + 31/120*z + 1
*
[ 3/2 ] 
f(z) = 10/207*z^3 + 31/138*z + 1
*
[ 3/2 ] 
f(z) = 14/207*z^3 + 25/138*z + 1
*
[ 12 ] 
f(z) = 1/208*z^3 + 35/156*z + 1
*
[ 4/3 ] 
f(z) = 3/208*z^3 + 35/156*z + 1
*
[ 30/11 ] 
f(z) = 11/200*z^3 + 37/165*z + 1
*
[ 5/2 ] 
f(z) = 13/200*z^3 + 31/160*z + 1
*
[ -14 ] 
f(z) = 1/216*z^3 + 31/189*z + 1
*
[ 12/7 ] 
f(z) = 19/216*z^3 + 31/196*z + 1
*
[ 13 ] 
f(z) = 1/208*z^3 + 23/208*z + 1
*
[ -14 ] 
f(z) = 1/210*z^3 + 29/210*z + 1
*
[ 9 ] 
f(z) = 2/207*z^3 + 22/207*z + 1
*
[ -8 ] 
f(z) = 3/200*z^3 + 33/200*z + 1
*
[ 7 ] 
f(z) = 3/203*z^3 + 27/203*z + 1
*
[ 7 ] 
f(z) = 3/217*z^3 + 39/217*z + 1
*
[ -7 ] 
f(z) = 4/203*z^3 + 36/203*z + 1
*
[ 5 ] 
f(z) = 6/215*z^3 + 22/215*z + 1
*
[ -5 ] 
f(z) = 9/205*z^3 + 21/205*z + 1
*
[ 11/3 ] 
f(z) = 9/209*z^3 + 31/209*z + 1
*
[ 4/3 ] 
f(z) = 9/212*z^3 + 37/212*z + 1
*
[ -5 ] 
f(z) = 9/215*z^3 + 33/215*z + 1
*
[ 3 ] 
f(z) = 11/201*z^3 + 35/201*z + 1
*
[ 3 ] 
f(z) = 11/204*z^3 + 37/204*z + 1
*
[ 3 ] 
f(z) = 13/210*z^3 + 23/210*z + 1
*
[ 3 ] 
f(z) = 13/213*z^3 + 25/213*z + 1
*
[ 3 ] 
f(z) = 13/219*z^3 + 29/219*z + 1
*
[ 3 ] 
f(z) = 14/219*z^3 + 20/219*z + 1
*
[ -4 ] 
f(z) = 15/212*z^3 + 25/212*z + 1
*
[ 3/2 ] 
f(z) = 16/201*z^3 + 31/201*z + 1
*
[ 7/4 ] 
f(z) = 16/203*z^3 + 38/203*z + 1
*
[ 5/2 ] 
f(z) = 16/205*z^3 + 23/205*z + 1
*
[ 9/4 ] 
f(z) = 16/207*z^3 + 34/207*z + 1
*
[ 3/2 ] 
f(z) = 16/213*z^3 + 35/213*z + 1
*
[ 5/2 ] 
f(z) = 16/215*z^3 + 29/215*z + 1
*
[ 3/2 ] 
f(z) = 16/219*z^3 + 37/219*z + 1
*
[ 2 ] 
f(z) = 17/202*z^3 + 33/202*z + 1
*
[ 2 ] 
f(z) = 17/206*z^3 + 35/206*z + 1
*
[ 2 ] 
f(z) = 17/210*z^3 + 37/210*z + 1
*
[ 2 ] 
f(z) = 17/214*z^3 + 39/214*z + 1
*
[ 5/3 ] 
f(z) = 18/205*z^3 + 32/205*z + 1
*
[ -11/3 ] 
f(z) = 18/209*z^3 + 24/209*z + 1
*
[ 5/3 ] 
f(z) = 18/215*z^3 + 36/215*z + 1
*
[ 7/3 ] 
f(z) = 18/217*z^3 + 26/217*z + 1
*
[ 2 ] 
f(z) = 19/202*z^3 + 25/202*z + 1
*
[ 2 ] 
f(z) = 19/206*z^3 + 27/206*z + 1
*
[ 2 ] 
f(z) = 19/210*z^3 + 29/210*z + 1
*
[ 2 ] 
f(z) = 19/214*z^3 + 31/214*z + 1
*
[ 2 ] 
f(z) = 19/218*z^3 + 33/218*z + 1
*
[ -18/5 ] 
f(z) = 19/216*z^3 + 31/225*z + 1
*
[ 10/7 ] 
f(z) = 17/200*z^3 + 31/245*z + 1
*
[ 10/7 ] 
f(z) = 19/200*z^3 + 26/245*z + 1
*
[ -50/11 ] 
f(z) = 11/200*z^3 + 23/275*z + 1
*
[ 3/2 ] 
f(z) = 19/207*z^3 + 35/276*z + 1
*
[ 9/2 ] 
f(z) = 7/216*z^3 + 35/288*z + 1
*
[ 30/19 ] 
f(z) = 19/200*z^3 + 37/285*z + 1
*
[ 6 ] 
f(z) = 1/200*z^3 + 49/75*z + 1
*
[ 3 ] 
f(z) = 1/207*z^3 + 43/69*z + 1
*
[ 3 ] 
f(z) = 2/207*z^3 + 40/69*z + 1
*
[ 2 ] 
f(z) = 1/204*z^3 + 49/102*z + 1
*
[ 8 ] 
f(z) = 1/208*z^3 + 59/104*z + 1
*
[ 2 ] 
f(z) = 1/212*z^3 + 51/106*z + 1
*
[ 4 ] 
f(z) = 3/200*z^3 + 51/100*z + 1
*
[ 2 ] 
f(z) = 3/212*z^3 + 47/106*z + 1
*
[ 2 ] 
f(z) = 5/204*z^3 + 41/102*z + 1
*
[ 2 ] 
f(z) = 5/212*z^3 + 43/106*z + 1
*
[ 4 ] 
f(z) = 5/216*z^3 + 41/108*z + 1
*
[ 10 ] 
f(z) = 1/216*z^3 + 59/135*z + 1
*
[ 3/2 ] 
f(z) = 2/207*z^3 + 43/138*z + 1
*
[ 5/3 ] 
f(z) = 3/200*z^3 + 43/120*z + 1
*
[ -6 ] 
f(z) = 5/207*z^3 + 41/138*z + 1
*
[ 6 ] 
f(z) = 3/208*z^3 + 49/156*z + 1
*
[ -6 ] 
f(z) = 5/208*z^3 + 47/156*z + 1
*
[ 20/7 ] 
f(z) = 7/200*z^3 + 51/140*z + 1
*
[ 24/7 ] 
f(z) = 7/216*z^3 + 55/168*z + 1
*
[ -14/3 ] 
f(z) = 9/200*z^3 + 41/175*z + 1
*
[ 5/2 ] 
f(z) = 9/200*z^3 + 51/160*z + 1
*
[ 5/2 ] 
f(z) = 11/200*z^3 + 41/160*z + 1
*
[ 20/9 ] 
f(z) = 9/200*z^3 + 59/180*z + 1
*
[ 30/13 ] 
f(z) = 13/200*z^3 + 43/195*z + 1
*
[ 12/7 ] 
f(z) = 13/216*z^3 + 47/196*z + 1
*
[ 12 ] 
f(z) = 1/204*z^3 + 43/204*z + 1
*
[ -13 ] 
f(z) = 1/208*z^3 + 55/208*z + 1
*
-9 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = 1/210*z^3 + 59/210*z + 1
*
[ 3/2 ] 
f(z) = 4/201*z^3 + 58/201*z + 1
*
[ 11/2 ] 
f(z) = 4/209*z^3 + 50/209*z + 1
*
[ -7 ] 
f(z) = 4/217*z^3 + 52/217*z + 1
*
[ 4 ] 
f(z) = 7/204*z^3 + 41/204*z + 1
*
[ 4 ] 
f(z) = 7/212*z^3 + 47/212*z + 1
*
[ 3/2 ] 
f(z) = 8/201*z^3 + 49/201*z + 1
*
[ 7/2 ] 
f(z) = 8/203*z^3 + 47/203*z + 1
*
[ -5 ] 
f(z) = 8/205*z^3 + 46/205*z + 1
*
[ 3/2 ] 
f(z) = 8/213*z^3 + 53/213*z + 1
*
[ -5 ] 
f(z) = 8/215*z^3 + 58/215*z + 1
*
[ 7/2 ] 
f(z) = 8/217*z^3 + 57/217*z + 1
*
[ 3/2 ] 
f(z) = 8/219*z^3 + 55/219*z + 1
*
[ 5/3 ] 
f(z) = 9/205*z^3 + 57/205*z + 1
*
[ 3 ] 
f(z) = 10/201*z^3 + 44/201*z + 1
*
[ 3 ] 
f(z) = 10/213*z^3 + 52/213*z + 1
*
[ 3 ] 
f(z) = 10/219*z^3 + 56/219*z + 1
*
[ 2 ] 
f(z) = 11/202*z^3 + 57/202*z + 1
*
[ 2 ] 
f(z) = 11/206*z^3 + 59/206*z + 1
*
[ 3 ] 
f(z) = 11/210*z^3 + 41/210*z + 1
*
[ 3 ] 
f(z) = 11/213*z^3 + 43/213*z + 1
*
[ 3 ] 
f(z) = 11/219*z^3 + 47/219*z + 1
*
[ 5/2 ] 
f(z) = 12/205*z^3 + 48/205*z + 1
*
[ 5/2 ] 
f(z) = 12/215*z^3 + 54/215*z + 1
*
[ 2 ] 
f(z) = 13/202*z^3 + 49/202*z + 1
*
[ -4 ] 
f(z) = 13/204*z^3 + 47/204*z + 1
*
[ 2 ] 
f(z) = 13/206*z^3 + 51/206*z + 1
*
[ 2 ] 
f(z) = 13/210*z^3 + 53/210*z + 1
*
[ 2 ] 
f(z) = 13/214*z^3 + 55/214*z + 1
*
[ 2 ] 
f(z) = 13/218*z^3 + 57/218*z + 1
*
[ 2 ] 
f(z) = 15/202*z^3 + 41/202*z + 1
*
[ 2 ] 
f(z) = 15/206*z^3 + 43/206*z + 1
*
[ 2 ] 
f(z) = 15/214*z^3 + 47/214*z + 1
*
[ 2 ] 
f(z) = 15/218*z^3 + 49/218*z + 1
*
[ 7/4 ] 
f(z) = 16/217*z^3 + 44/217*z + 1
*
[ 2 ] 
f(z) = 17/218*z^3 + 41/218*z + 1
*
[ 20/11 ] 
f(z) = 11/200*z^3 + 59/220*z + 1
*
[ 10/7 ] 
f(z) = 9/200*z^3 + 51/245*z + 1
*
[ 10/7 ] 
f(z) = 11/200*z^3 + 46/245*z + 1
*
[ 10/7 ] 
f(z) = 13/200*z^3 + 41/245*z + 1
*
[ 30/17 ] 
f(z) = 17/200*z^3 + 43/255*z + 1
*
[ 26/5 ] 
f(z) = 5/208*z^3 + 41/260*z + 1
*
[ 10/3 ] 
f(z) = 9/208*z^3 + 57/260*z + 1
*
[ 3/2 ] 
f(z) = 11/207*z^3 + 59/276*z + 1
*
[ 20/13 ] 
f(z) = 13/200*z^3 + 51/260*z + 1
*
[ 3/2 ] 
f(z) = 13/207*z^3 + 53/276*z + 1
*
[ 3/2 ] 
f(z) = 17/207*z^3 + 41/276*z + 1
*
[ -9/2 ] 
f(z) = 11/216*z^3 + 55/288*z + 1
*
[ 4 ] 
f(z) = 1/200*z^3 + 67/100*z + 1
*
[ 6 ] 
f(z) = 1/204*z^3 + 67/102*z + 1
*
[ 4 ] 
f(z) = 1/216*z^3 + 73/108*z + 1
*
[ 6 ] 
f(z) = 2/207*z^3 + 67/138*z + 1
*
[ -6 ] 
f(z) = 4/207*z^3 + 65/138*z + 1
*
[ -12 ] 
f(z) = 1/208*z^3 + 61/156*z + 1
*
-2/3 | 0.14439882488108659592455515175077058523 | 0.022435589073670049567979564461569800764
f(z) = 3/208*z^3 + 77/156*z + 1
*
[ 5/2 ] 
f(z) = 7/200*z^3 + 61/160*z + 1
*
[ 12/7 ] 
f(z) = 1/216*z^3 + 79/196*z + 1
*
[ -12 ] 
f(z) = 1/204*z^3 + 77/204*z + 1
*
[ 11 ] 
f(z) = 1/209*z^3 + 69/209*z + 1
*
[ 7 ] 
f(z) = 2/203*z^3 + 76/203*z + 1
*
[ -9 ] 
f(z) = 2/207*z^3 + 68/207*z + 1
*
[ 5 ] 
f(z) = 4/205*z^3 + 64/205*z + 1
*
[ 3/2 ] 
f(z) = 4/213*z^3 + 62/213*z + 1
*
[ 5 ] 
f(z) = 4/215*z^3 + 72/215*z + 1
*
[ 3/2 ] 
f(z) = 4/219*z^3 + 64/219*z + 1
*
[ 4 ] 
f(z) = 5/204*z^3 + 73/204*z + 1
*
[ 4 ] 
f(z) = 5/212*z^3 + 79/212*z + 1
*
[ 3 ] 
f(z) = 7/201*z^3 + 71/201*z + 1
*
[ 2 ] 
f(z) = 7/202*z^3 + 73/202*z + 1
*
[ 3 ] 
f(z) = 7/204*z^3 + 73/204*z + 1
*
[ -5 ] 
f(z) = 7/205*z^3 + 71/205*z + 1
*
[ 2 ] 
f(z) = 7/206*z^3 + 75/206*z + 1
*
[ 3 ] 
f(z) = 7/213*z^3 + 79/213*z + 1
*
[ 2 ] 
f(z) = 7/214*z^3 + 79/214*z + 1
*
[ 3 ] 
f(z) = 8/201*z^3 + 62/201*z + 1
*
[ 5/2 ] 
f(z) = 8/205*z^3 + 73/205*z + 1
*
[ 3 ] 
f(z) = 8/213*z^3 + 70/213*z + 1
*
[ 5/2 ] 
f(z) = 8/215*z^3 + 79/215*z + 1
*
[ 3 ] 
f(z) = 8/219*z^3 + 74/219*z + 1
*
[ 8/3 ] 
f(z) = 9/200*z^3 + 61/200*z + 1
*
[ 2 ] 
f(z) = 9/202*z^3 + 65/202*z + 1
*
[ 7/3 ] 
f(z) = 9/203*z^3 + 67/203*z + 1
*
[ 2 ] 
f(z) = 9/206*z^3 + 67/206*z + 1
*
[ 2 ] 
f(z) = 9/214*z^3 + 71/214*z + 1
*
[ 5/3 ] 
f(z) = 9/215*z^3 + 61/215*z + 1
*
[ 7/3 ] 
f(z) = 9/217*z^3 + 75/217*z + 1
*
[ 2 ] 
f(z) = 9/218*z^3 + 73/218*z + 1
*
[ 2 ] 
f(z) = 11/210*z^3 + 61/210*z + 1
*
[ 2 ] 
f(z) = 11/214*z^3 + 63/214*z + 1
*
[ 2 ] 
f(z) = 11/218*z^3 + 65/218*z + 1
*
[ 18/5 ] 
f(z) = 7/216*z^3 + 68/225*z + 1
*
[ 10/7 ] 
f(z) = 1/200*z^3 + 71/245*z + 1
*
[ 10/7 ] 
f(z) = 3/200*z^3 + 66/245*z + 1
*
[ -30/7 ] 
f(z) = 11/216*z^3 + 73/245*z + 1
*
[ 12 ] 
f(z) = 1/207*z^3 + 61/276*z + 1
*
[ -66/5 ] 
f(z) = 1/216*z^3 + 74/275*z + 1
*
[ 3/2 ] 
f(z) = 5/207*z^3 + 77/276*z + 1
*
-4/5 | 0.17230289659016504211296076173754421089 | 0.024802575506987057729800735594477020992
f(z) = 5/208*z^3 + 61/260*z + 1
*
[ 3/2 ] 
f(z) = 7/207*z^3 + 71/276*z + 1
*
[ 24/11 ] 
f(z) = 11/216*z^3 + 79/264*z + 1
*
[ 6 ] 
f(z) = 1/207*z^3 + 91/138*z + 1
*
[ -10 ] 
f(z) = 1/216*z^3 + 86/135*z + 1
*
[ 5/2 ] 
f(z) = 1/200*z^3 + 91/160*z + 1
*
[ 15/2 ] 
f(z) = 1/216*z^3 + 97/160*z + 1
*
[ 42/5 ] 
f(z) = 1/216*z^3 + 97/175*z + 1
*
[ 5/2 ] 
f(z) = 3/200*z^3 + 81/160*z + 1
*
[ 2 ] 
f(z) = 1/202*z^3 + 97/202*z + 1
*
[ 2 ] 
f(z) = 1/206*z^3 + 99/206*z + 1
*
[ 10 ] 
f(z) = 1/210*z^3 + 89/210*z + 1
*
[ 7 ] 
f(z) = 2/217*z^3 + 88/217*z + 1
*
[ 2 ] 
f(z) = 3/202*z^3 + 89/202*z + 1
*
[ -7 ] 
f(z) = 3/203*z^3 + 85/203*z + 1
*
[ 5 ] 
f(z) = 3/205*z^3 + 89/205*z + 1
*
[ 2 ] 
f(z) = 3/206*z^3 + 91/206*z + 1
*
[ 2 ] 
f(z) = 3/214*z^3 + 95/214*z + 1
*
[ 5 ] 
f(z) = 3/215*z^3 + 97/215*z + 1
*
[ 2 ] 
f(z) = 3/218*z^3 + 97/218*z + 1
*
[ 3 ] 
f(z) = 4/201*z^3 + 98/201*z + 1
*
[ 7/2 ] 
f(z) = 4/203*z^3 + 96/203*z + 1
*
[ 5/2 ] 
f(z) = 4/205*z^3 + 98/205*z + 1
*
[ 9/2 ] 
f(z) = 4/207*z^3 + 80/207*z + 1
*
[ 3 ] 
f(z) = 5/201*z^3 + 89/201*z + 1
*
[ 2 ] 
f(z) = 5/202*z^3 + 81/202*z + 1
*
[ 3 ] 
f(z) = 5/204*z^3 + 91/204*z + 1
*
[ 2 ] 
f(z) = 5/206*z^3 + 83/206*z + 1
*
[ 3 ] 
f(z) = 5/213*z^3 + 97/213*z + 1
*
[ 2 ] 
f(z) = 5/214*z^3 + 87/214*z + 1
*
[ 2 ] 
f(z) = 5/218*z^3 + 89/218*z + 1
*
[ -5 ] 
f(z) = 7/215*z^3 + 83/215*z + 1
*
[ 2 ] 
f(z) = 7/218*z^3 + 81/218*z + 1
*
[ 3 ] 
f(z) = 7/219*z^3 + 83/219*z + 1
*
[ -36/7 ] 
f(z) = 7/216*z^3 + 85/252*z + 1
*
[ 3/2 ] 
f(z) = 1/207*z^3 + 89/276*z + 1
*
[ 9/2 ] 
f(z) = 5/216*z^3 + 89/288*z + 1
*
[ 21/5 ] 
f(z) = 5/216*z^3 + 99/280*z + 1
*
[ 6 ] 
f(z) = 1/208*z^3 + 103/156*z + 1
*
[ 20/3 ] 
f(z) = 1/200*z^3 + 113/180*z + 1
*
[ 8 ] 
f(z) = 1/200*z^3 + 111/200*z + 1
*
[ 9 ] 
f(z) = 1/207*z^3 + 103/207*z + 1
*
[ -11 ] 
f(z) = 1/209*z^3 + 107/209*z + 1
*
[ 2 ] 
f(z) = 1/214*z^3 + 103/214*z + 1
*
[ 2 ] 
f(z) = 1/218*z^3 + 105/218*z + 1
*
[ 3 ] 
f(z) = 2/201*z^3 + 116/201*z + 1
*
[ 5 ] 
f(z) = 2/205*z^3 + 114/205*z + 1
*
[ 4 ] 
f(z) = 3/212*z^3 + 111/212*z + 1
*
[ -7 ] 
f(z) = 3/217*z^3 + 101/217*z + 1
*
[ 3 ] 
f(z) = 4/213*z^3 + 106/213*z + 1
*
[ 5/2 ] 
f(z) = 4/215*z^3 + 104/215*z + 1
*
[ 7/2 ] 
f(z) = 4/217*z^3 + 106/217*z + 1
*
[ 3 ] 
f(z) = 4/219*z^3 + 110/219*z + 1
*
[ 3 ] 
f(z) = 5/219*z^3 + 101/219*z + 1
*
[ -12 ] 
f(z) = 1/207*z^3 + 107/276*z + 1
*
[ 10 ] 
f(z) = 1/208*z^3 + 109/260*z + 1
*
[ 3 ] 
f(z) = 1/201*z^3 + 125/201*z + 1
*
[ 7 ] 
f(z) = 1/203*z^3 + 125/203*z + 1
*
[ 3 ] 
f(z) = 1/204*z^3 + 127/204*z + 1
*
[ 4 ] 
f(z) = 1/204*z^3 + 137/204*z + 1
*
[ 5 ] 
f(z) = 1/205*z^3 + 139/205*z + 1
*
[ 6 ] 
f(z) = 1/210*z^3 + 139/210*z + 1
*
[ 3 ] 
f(z) = 1/213*z^3 + 133/213*z + 1
*
[ 8 ] 
f(z) = 1/216*z^3 + 125/216*z + 1
*
[ 24/5 ] 
f(z) = 1/216*z^3 + 137/200*z + 1
*
[ 7 ] 
f(z) = 1/217*z^3 + 137/217*z + 1
*
[ 3 ] 
f(z) = 1/219*z^3 + 137/219*z + 1
*
[ 3 ] 
f(z) = 2/213*z^3 + 124/213*z + 1
*
[ 5 ] 
f(z) = 2/215*z^3 + 122/215*z + 1
*
[ 3 ] 
f(z) = 2/219*z^3 + 128/219*z + 1
*
[ -21/2 ] 
f(z) = 1/216*z^3 + 131/224*z + 1
*
[ 5 ] 
f(z) = 1/210*z^3 + 143/210*z + 1
*
[ 4 ] 
f(z) = 1/212*z^3 + 143/212*z + 1
*
[ 5 ] 
f(z) = 1/215*z^3 + 147/215*z + 1
*
[ 18/5 ] 
f(z) = 1/216*z^3 + 149/225*z + 1
*
[ 30/7 ] 
f(z) = 1/216*z^3 + 167/245*z + 1
*
[ -10 ] 
f(z) = 1/208*z^3 + 161/260*z + 1
*
[ 9/2 ] 
f(z) = 1/216*z^3 + 197/288*z + 1
*
-8 | 0.15426781307603887522360923089350059777 | 0.021873516902080038439234600628245367030
f(z) = 15/224*z^3 - 289/56*z + 1
*
15/8 | 0.19292603673831029261121303960655205386 | 0.023056503055731870318222568426485655691
f(z) = 16/225*z^3 - 287/60*z + 1
*
12 | 0.20518611715561537631669062032053357812 | 0.026586101983725246620398778813612501879
f(z) = 3/224*z^3 - 281/84*z + 1
*
[ 58/5 ] 
f(z) = 5/232*z^3 - 288/145*z + 1
*
[ 6 ] 
f(z) = 17/225*z^3 - 283/150*z + 1
*
[ -6 ] 
f(z) = 19/225*z^3 - 281/150*z + 1
*
5/2 | 0.20595396834343734927413967514492106254 | 0.028333502736480823949041538238033206304
f(z) = 7/225*z^3 - 287/180*z + 1
*
[ -14 ] 
f(z) = 3/232*z^3 - 297/203*z + 1
*
5 | 0.13358566395004674887519077876705015230 | 0.023574939075854530413587259180915682791
f(z) = 1/220*z^3 - 289/220*z + 1
*
[ -23 ] 
f(z) = 1/230*z^3 - 289/230*z + 1
*
-21 | 0.16925177717500786920909599032108458572 | 0.029708443011495474325159143772026697773
f(z) = 1/231*z^3 - 298/231*z + 1
*
-23/2 | 0.11304006028249347691750301985788267901 | 0.019841707100339723975044906828465053839
f(z) = 4/231*z^3 - 298/231*z + 1
*
-7 | 0.16925281079142875893127718752381915318 | 0.029761481312337028096930875860348424565
f(z) = 4/231*z^3 - 295/231*z + 1
*
-11/3 | 0.16302211410887803144676388042642258283 | 0.028913064833529083997096082258260275342
f(z) = 9/220*z^3 - 281/220*z + 1
*
[ 7 ] 
f(z) = 10/231*z^3 - 292/231*z + 1
*
[ -7 ] 
f(z) = 11/224*z^3 - 283/224*z + 1
*
[ 6 ] 
f(z) = 13/222*z^3 - 283/222*z + 1
*
[ 11/2 ] 
f(z) = 16/231*z^3 - 295/231*z + 1
*
[ 5 ] 
f(z) = 19/220*z^3 - 299/220*z + 1
*
[ 5 ] 
f(z) = 19/230*z^3 - 291/230*z + 1
*
[ 5 ] 
f(z) = 19/235*z^3 - 287/235*z + 1
*
[ 15 ] 
f(z) = 19/225*z^3 - 271/15*z + 1
*
[ -15 ] 
f(z) = 19/225*z^3 - 269/15*z + 1
*
[ 28 ] 
f(z) = 3/224*z^3 - 267/28*z + 1
*
[ -28 ] 
f(z) = 3/224*z^3 - 265/28*z + 1
*
-34/3 | 0.14392095514491292885969211451319184995 | 0.020705623720305266879552130392779261052
f(z) = 9/224*z^3 - 261/56*z + 1
*
-8 | 0.17129715582163507258894864139159679105 | 0.024460310535397821494241217290757227864
f(z) = 15/224*z^3 - 275/56*z + 1
*
15/2 | 0.21602262895357570731593550248718786347 | 0.026089045978519819519295488431202997069
f(z) = 1/225*z^3 - 263/60*z + 1
*
15/4 | 0.24012970194229260383741372776889845863 | 0.028895886630838169071172402164947362586
f(z) = 4/225*z^3 - 271/60*z + 1
*
-10 | 0.21354709943307925864131368553780527505 | 0.029611789427738672602745438881945031803
f(z) = 7/225*z^3 - 271/90*z + 1
*
10 | 0.080012387741906690514135696270806388564 | 0.012709929607995736563124350159952840214
f(z) = 3/220*z^3 - 271/110*z + 1
*
[ 16 ] 
f(z) = 3/224*z^3 - 279/112*z + 1
*
[ -16 ] 
f(z) = 3/224*z^3 - 265/112*z + 1
*
2/3 | 0.16882432924803548566129784246235803680 | 0.026724699706216357814736763019470226026
f(z) = 9/220*z^3 - 277/110*z + 1
*
-4 | 0.21694953849432555574553983964104713471 | 0.028297679028697327976182852682813869005
f(z) = 5/224*z^3 - 267/140*z + 1
*
[ -58/5 ] 
f(z) = 5/232*z^3 - 263/145*z + 1
*
[ -10 ] 
f(z) = 7/232*z^3 - 278/145*z + 1
*
[ 24 ] 
f(z) = 1/224*z^3 - 271/168*z + 1
*
[ 6 ] 
f(z) = 15/224*z^3 - 265/168*z + 1
*
[ -6 ] 
f(z) = 17/224*z^3 - 263/168*z + 1
*
-5 | 0.21165757913106690897706352947143445939 | 0.029379954599920721446121618534153182688
f(z) = 4/225*z^3 - 269/180*z + 1
*
[ -13 ] 
f(z) = 3/221*z^3 - 269/221*z + 1
*
[ 11 ] 
f(z) = 4/231*z^3 - 274/231*z + 1
*
[ -23/3 ] 
f(z) = 9/230*z^3 - 269/230*z + 1
*
[ -7 ] 
f(z) = 11/238*z^3 - 267/238*z + 1
*
[ 5 ] 
f(z) = 18/235*z^3 - 262/235*z + 1
*
[ 28/3 ] 
f(z) = 5/224*z^3 - 265/252*z + 1
*
[ 15 ] 
f(z) = 17/225*z^3 - 241/15*z + 1
*
14 | 0.14699980091968691281241450527467086989 | 0.021195666772803650962314655791263298216
f(z) = 5/224*z^3 - 257/56*z + 1
*
-14 | 0.19477033085721758171769007680461242168 | 0.028346345945074099101246736823963191260
f(z) = 5/224*z^3 - 241/56*z + 1
*
-8 | 0.10290241279823584754103257599072622209 | 0.014837334732041745246855017294582809409
f(z) = 13/224*z^3 - 257/56*z + 1
*
[ -8 ] 
f(z) = 19/224*z^3 - 241/56*z + 1
*
-15/2 | 0.20649773763150758540404634747405443050 | 0.025129209872806202462665048207261298219
f(z) = 1/225*z^3 - 247/60*z + 1
*
15 | 0.19321742662829173777636289498921599150 | 0.023378133407955618643422075322225924970
f(z) = 4/225*z^3 - 259/60*z + 1
*
-15 | 0.18410570080396040722494789248790426536 | 0.022360555120736636114106655043599803561
f(z) = 4/225*z^3 - 251/60*z + 1
*
12 | 0.14836654627918836788645241560647290022 | 0.019489010814318493972684402580842415553
f(z) = 3/224*z^3 - 253/84*z + 1
*
-10 | 0.18268382744394449218788154889709646394 | 0.025751026208116894164811793767453017112
f(z) = 4/225*z^3 - 241/90*z + 1
*
[ 10 ] 
f(z) = 7/220*z^3 - 251/110*z + 1
*
[ 6 ] 
f(z) = 16/225*z^3 - 259/150*z + 1
*
[ -24 ] 
f(z) = 1/224*z^3 - 257/168*z + 1
*
8/3 | 0.12588778542546167538936995543797066123 | 0.018256029307522613615186448246363784879
f(z) = 3/224*z^3 - 247/168*z + 1
*
14/3 | 0.10021670124336607217017218517929128171 | 0.014450086267698659183963917791586433260
f(z) = 15/224*z^3 - 257/168*z + 1
*
5/2 | 0.18786981544355076999191341610092886988 | 0.026244247830435304484798198933179381130
f(z) = 1/225*z^3 - 257/180*z + 1
*
[ 45/4 ] 
f(z) = 4/225*z^3 - 241/180*z + 1
*
[ 45/8 ] 
f(z) = 16/225*z^3 - 257/180*z + 1
*
[ 58/7 ] 
f(z) = 7/232*z^3 - 242/203*z + 1
*
[ 8 ] 
f(z) = 7/232*z^3 - 245/232*z + 1
*
[ 1/2 ] 
f(z) = 8/239*z^3 - 241/239*z + 1
*
[ 7 ] 
f(z) = 9/224*z^3 - 249/224*z + 1
*
-3 | 0.16358124756573190872899521799201489900 | 0.029605038603665219216185776860099203802
f(z) = 11/228*z^3 - 251/228*z + 1
*
[ -13/2 ] 
f(z) = 12/221*z^3 - 252/221*z + 1
*
[ 1/2 ] 
f(z) = 12/239*z^3 - 242/239*z + 1
*
[ 21/4 ] 
f(z) = 16/231*z^3 - 254/231*z + 1
*
[ 1/2 ] 
f(z) = 16/237*z^3 - 241/237*z + 1
*
[ 1/2 ] 
f(z) = 16/239*z^3 - 243/239*z + 1
*
[ 5 ] 
f(z) = 17/220*z^3 - 249/220*z + 1
*
[ 5 ] 
f(z) = 17/230*z^3 - 241/230*z + 1
*
[ 15 ] 
f(z) = 16/225*z^3 - 226/15*z + 1
*
[ -15 ] 
f(z) = 16/225*z^3 - 224/15*z + 1
*
[ -15 ] 
f(z) = 17/225*z^3 - 239/15*z + 1
*
8 | 0.14067170977109382100356645501459537808 | 0.020497839433264619908591453540942504113
f(z) = 11/224*z^3 - 239/56*z + 1
*
-8 | 0.16312974342487909685850734968125317824 | 0.023981222657703867300923736903605318979
f(z) = 11/224*z^3 - 225/56*z + 1
*
8 | 0.080207899257063755171549325806793064272 | 0.011701743647877574481456296313599539148
f(z) = 17/224*z^3 - 237/56*z + 1
*
[ 8 ] 
f(z) = 17/224*z^3 - 223/56*z + 1
*
30 | 0.21951708301835228373580936942791520705 | 0.026990910748626767629512880326620789151
f(z) = 1/225*z^3 - 227/60*z + 1
*
-15/4 | 0.19975547106631423344910424059919967681 | 0.024406516635428913283075699750549147800
f(z) = 4/225*z^3 - 239/60*z + 1
*
-15/8 | 0.19154871700541027357951481907288904042 | 0.023603632488801782668605806130755055874
f(z) = 16/225*z^3 - 223/60*z + 1
*
[ 15/2 ] 
f(z) = 19/225*z^3 - 233/60*z + 1
*
-12 | 0.22363219539225519623818982151247567359 | 0.029597009573524187356660091808952236374
f(z) = 3/224*z^3 - 239/84*z + 1
*
-28/3 | 0.11686020715902858759151779408735739720 | 0.015628027822592625164983006910424921480
f(z) = 3/224*z^3 - 221/84*z + 1
*
[ 10 ] 
f(z) = 8/225*z^3 - 239/90*z + 1
*
[ -10 ] 
f(z) = 8/225*z^3 - 221/90*z + 1
*
-16 | 0.17723202102249466127212789036079855516 | 0.028845486054022166763388252350154656962
f(z) = 1/224*z^3 - 233/112*z + 1
*
[ -10 ] 
f(z) = 7/220*z^3 - 229/110*z + 1
*
[ -6 ] 
f(z) = 17/225*z^3 - 233/150*z + 1
*
6 | 0.083855860988320001518824587577952598952 | 0.012343604774323558075835923181093444088
f(z) = 1/224*z^3 - 223/168*z + 1
*
[ 45/2 ] 
f(z) = 1/225*z^3 - 233/180*z + 1
*
-5/2 | 0.20595396834343734927413967514492106254 | 0.029169981976743459274626217848752504249
f(z) = 16/225*z^3 - 233/180*z + 1
*
[ 21 ] 
f(z) = 1/231*z^3 - 221/231*z + 1
*
[ 1/2 ] 
f(z) = 4/221*z^3 - 222/221*z + 1
*
[ 1/2 ] 
f(z) = 4/223*z^3 - 224/223*z + 1
*
[ 1/2 ] 
f(z) = 4/225*z^3 - 226/225*z + 1
*
[ 1/2 ] 
f(z) = 4/227*z^3 - 228/227*z + 1
*
[ 1/2 ] 
f(z) = 4/229*z^3 - 230/229*z + 1
*
[ 1/2 ] 
f(z) = 4/233*z^3 - 234/233*z + 1
*
[ 1/2 ] 
f(z) = 4/235*z^3 - 236/235*z + 1
*
[ 1/2 ] 
f(z) = 4/237*z^3 - 238/237*z + 1
*
[ 1/2 ] 
f(z) = 4/239*z^3 - 240/239*z + 1
*
[ 1/2 ] 
f(z) = 8/221*z^3 - 223/221*z + 1
*
[ 1/2 ] 
f(z) = 8/223*z^3 - 225/223*z + 1
*
[ 1/2 ] 
f(z) = 8/225*z^3 - 227/225*z + 1
*
[ 1/2 ] 
f(z) = 8/227*z^3 - 229/227*z + 1
*
[ 1/2 ] 
f(z) = 8/229*z^3 - 231/229*z + 1
*
[ 1/2 ] 
f(z) = 8/231*z^3 - 233/231*z + 1
*
[ 1/2 ] 
f(z) = 8/233*z^3 - 235/233*z + 1
*
[ 1/2 ] 
f(z) = 8/235*z^3 - 237/235*z + 1
*
[ 1/2 ] 
f(z) = 8/237*z^3 - 239/237*z + 1
*
[ 7 ] 
f(z) = 9/238*z^3 - 237/238*z + 1
*
[ -7 ] 
f(z) = 10/231*z^3 - 226/231*z + 1
*
[ 1/2 ] 
f(z) = 12/221*z^3 - 224/221*z + 1
*
[ 1/2 ] 
f(z) = 12/223*z^3 - 226/223*z + 1
*
[ 1/2 ] 
f(z) = 12/227*z^3 - 230/227*z + 1
*
[ 1/2 ] 
f(z) = 12/229*z^3 - 232/229*z + 1
*
[ 1/2 ] 
f(z) = 12/233*z^3 - 236/233*z + 1
*
[ 1/2 ] 
f(z) = 12/235*z^3 - 238/235*z + 1
*
[ 1/2 ] 
f(z) = 16/221*z^3 - 225/221*z + 1
*
[ 1/2 ] 
f(z) = 16/223*z^3 - 227/223*z + 1
*
[ 1/2 ] 
f(z) = 16/225*z^3 - 229/225*z + 1
*
[ 1/2 ] 
f(z) = 16/227*z^3 - 231/227*z + 1
*
[ 1/2 ] 
f(z) = 16/229*z^3 - 233/229*z + 1
*
[ 1/2 ] 
f(z) = 16/231*z^3 - 235/231*z + 1
*
[ 1/2 ] 
f(z) = 16/233*z^3 - 237/233*z + 1
*
[ 1/2 ] 
f(z) = 16/235*z^3 - 239/235*z + 1
*
[ 5 ] 
f(z) = 17/235*z^3 - 237/235*z + 1
*
-4 | 0.20891500918636514170440470904866824397 | 0.027456769784581098956719918507669622067
f(z) = 9/224*z^3 - 239/252*z + 1
*
-14/5 | 0.20789333361537513344636301589405255022 | 0.029609862903330710114152093433758180838
f(z) = 5/224*z^3 - 229/280*z + 1
*
42/5 | 0.093421712680776495260274955208982366087 | 0.013305881706577071438361751583626111060
f(z) = 5/224*z^3 - 221/280*z + 1
*
[ 30 ] 
f(z) = 2/225*z^3 - 211/30*z + 1
*
[ -30 ] 
f(z) = 2/225*z^3 - 209/30*z + 1
*
-6 | 0.17335611444627352005937383544406725578 | 0.025838165278339356572322194103788324484
f(z) = 1/224*z^3 - 205/56*z + 1
*
14 | 0.17232923393406438684012963181093689418 | 0.025647997700613408731317713318311722999
f(z) = 3/224*z^3 - 207/56*z + 1
*
6 | 0.069478889279727692672504815363540905386 | 0.010386106324759724396903841895868998745
f(z) = 13/224*z^3 - 201/56*z + 1
*
6 | 0.11941720718286823440752768067576078470 | 0.017625203653956969370146424419861582190
f(z) = 15/224*z^3 - 219/56*z + 1
*
[ -8 ] 
f(z) = 17/224*z^3 - 209/56*z + 1
*
[ 15/2 ] 
f(z) = 17/225*z^3 - 203/60*z + 1
*
[ -15/2 ] 
f(z) = 19/225*z^3 - 217/60*z + 1
*
-35/4 | 0.14098854273329978333789675478412949984 | 0.020280949864168977915716523411754575766
f(z) = 8/225*z^3 - 209/90*z + 1
*
[ 6 ] 
f(z) = 17/228*z^3 - 211/114*z + 1
*
[ 2/5 ] 
f(z) = 5/232*z^3 - 218/145*z + 1
*
[ 6 ] 
f(z) = 14/225*z^3 - 211/150*z + 1
*
[ 2/5 ] 
f(z) = 15/232*z^3 - 219/145*z + 1
*
[ -6 ] 
f(z) = 16/225*z^3 - 209/150*z + 1
*
[ 6 ] 
f(z) = 13/224*z^3 - 211/168*z + 1
*
[ -6 ] 
f(z) = 15/224*z^3 - 209/168*z + 1
*
[ -45/2 ] 
f(z) = 1/225*z^3 - 217/180*z + 1
*
[ -45/4 ] 
f(z) = 4/225*z^3 - 209/180*z + 1
*
[ 20/3 ] 
f(z) = 9/220*z^3 - 213/220*z + 1
*
[ 6 ] 
f(z) = 11/222*z^3 - 211/222*z + 1
*
[ -6 ] 
f(z) = 13/222*z^3 - 209/222*z + 1
*
[ -11/2 ] 
f(z) = 16/231*z^3 - 211/231*z + 1
*
[ 5 ] 
f(z) = 16/235*z^3 - 212/235*z + 1
*
-4 | 0.13432157520401753093948010630853446306 | 0.024903754300731689007252522566570549960
f(z) = 17/220*z^3 - 217/220*z + 1
*
[ -5 ] 
f(z) = 19/220*z^3 - 211/220*z + 1
*
[ -28/3 ] 
f(z) = 5/224*z^3 - 211/252*z + 1
*
[ 15 ] 
f(z) = 13/225*z^3 - 181/15*z + 1
*
[ 15 ] 
f(z) = 14/225*z^3 - 196/15*z + 1
*
[ -15 ] 
f(z) = 14/225*z^3 - 194/15*z + 1
*
-30 | 0.18908039955257629028749264223554921530 | 0.028350019297569874529931206675730943060
f(z) = 1/224*z^3 - 197/56*z + 1
*
-14 | 0.14523396906443013476761843052128329430 | 0.021742916756474630472654217366125027595
f(z) = 3/224*z^3 - 199/56*z + 1
*
[ 14 ] 
f(z) = 5/224*z^3 - 193/56*z + 1
*
-8 | 0.10301790745979228439947456031341337835 | 0.015493780544189775241407002893503597320
f(z) = 9/224*z^3 - 193/56*z + 1
*
6 | 0.14606446225968055717213339475487378572 | 0.022145136872051063825600070801167537830
f(z) = 11/224*z^3 - 183/56*z + 1
*
[ 8 ] 
f(z) = 15/224*z^3 - 191/56*z + 1
*
[ -15/2 ] 
f(z) = 17/225*z^3 - 187/60*z + 1
*
-28/3 | 0.12949955089072559440144651418691049634 | 0.017588726080697976484728183000949816513
f(z) = 3/224*z^3 - 197/84*z + 1
*
[ 12 ] 
f(z) = 5/224*z^3 - 193/84*z + 1
*
[ 10 ] 
f(z) = 7/225*z^3 - 199/90*z + 1
*
[ -10 ] 
f(z) = 7/225*z^3 - 181/90*z + 1
*
[ 6 ] 
f(z) = 19/232*z^3 - 184/87*z + 1
*
10/3 | 0.15999238872382658515236537977170315199 | 0.026863122479484845180259123971043751661
f(z) = 9/220*z^3 - 193/110*z + 1
*
[ 10 ] 
f(z) = 5/232*z^3 - 182/145*z + 1
*
[ 6 ] 
f(z) = 13/225*z^3 - 187/150*z + 1
*
-14/3 | 0.13805795710665198177075403387678304612 | 0.020966185392948737006693613015614583040
f(z) = 3/224*z^3 - 181/168*z + 1
*
[ -45/8 ] 
f(z) = 16/225*z^3 - 193/180*z + 1
*
[ -58/7 ] 
f(z) = 7/232*z^3 - 193/203*z + 1
*
[ 20 ] 
f(z) = 1/220*z^3 - 191/220*z + 1
*
[ -21 ] 
f(z) = 1/231*z^3 - 199/231*z + 1
*
[ -21/2 ] 
f(z) = 4/231*z^3 - 188/231*z + 1
*
[ 9 ] 
f(z) = 5/234*z^3 - 197/234*z + 1
*
[ -8 ] 
f(z) = 7/232*z^3 - 187/232*z + 1
*
[ 7 ] 
f(z) = 8/231*z^3 - 194/231*z + 1
*
[ -7 ] 
f(z) = 9/224*z^3 - 185/224*z + 1
*
7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = 16/231*z^3 - 181/231*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 17/226*z^3 - 181/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = 17/230*z^3 - 183/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 17/234*z^3 - 185/234*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 19/222*z^3 - 187/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 19/226*z^3 - 189/226*z + 1
*
[ -5 ] 
f(z) = 19/230*z^3 - 199/230*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 19/230*z^3 - 191/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 19/234*z^3 - 193/234*z + 1
*
[ -5 ] 
f(z) = 19/235*z^3 - 193/235*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 19/238*z^3 - 195/238*z + 1
*
-58/3 | 0.22703427880389222801532176298346812946 | 0.029701126237751383634129788235256425913
f(z) = 1/232*z^3 - 182/261*z + 1
*
[ 58/9 ] 
f(z) = 9/232*z^3 - 200/261*z + 1
*
[ -15 ] 
f(z) = 13/225*z^3 - 179/15*z + 1
*
[ -8 ] 
f(z) = 15/224*z^3 - 177/56*z + 1
*
[ 6 ] 
f(z) = 19/234*z^3 - 163/78*z + 1
*
[ -12 ] 
f(z) = 5/224*z^3 - 179/84*z + 1
*
10 | 0.12988715782756139365414919941820912015 | 0.022260731955283600682390462622777555894
f(z) = 1/220*z^3 - 171/110*z + 1
*
10 | 0.17136351164353112626916251056340273713 | 0.029675639795051039153686335324020721020
f(z) = 3/220*z^3 - 161/110*z + 1
*
[ -6 ] 
f(z) = 17/228*z^3 - 173/114*z + 1
*
[ -6 ] 
f(z) = 14/225*z^3 - 161/150*z + 1
*
[ 28/5 ] 
f(z) = 15/224*z^3 - 179/140*z + 1
*
[ -20 ] 
f(z) = 1/220*z^3 - 169/220*z + 1
*
[ 11 ] 
f(z) = 3/220*z^3 - 163/220*z + 1
*
[ -7 ] 
f(z) = 9/238*z^3 - 169/238*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 11/234*z^3 - 161/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 11/238*z^3 - 163/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = 13/222*z^3 - 163/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 13/226*z^3 - 165/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 13/230*z^3 - 167/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = 13/238*z^3 - 171/238*z + 1
*
[ 5 ] 
f(z) = 14/235*z^3 - 162/235*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 15/226*z^3 - 173/226*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 15/238*z^3 - 179/238*z + 1
*
[ -21/4 ] 
f(z) = 16/231*z^3 - 166/231*z + 1
*
[ -5 ] 
f(z) = 17/220*z^3 - 161/220*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 17/222*z^3 - 179/222*z + 1
*
[ 13/3 ] 
f(z) = 18/221*z^3 - 168/221*z + 1
*
[ -5 ] 
f(z) = 18/235*z^3 - 168/235*z + 1
*
[ 58/3 ] 
f(z) = 1/232*z^3 - 173/261*z + 1
*
-14/5 | 0.19862862579008850967867074976700125896 | 0.028290307707522046618853772945727372607
f(z) = 15/224*z^3 - 167/280*z + 1
*
[ 15 ] 
f(z) = 11/225*z^3 - 151/15*z + 1
*
[ -15 ] 
f(z) = 11/225*z^3 - 149/15*z + 1
*
36 | 0.20305075811688604585727616707319159592 | 0.028890856370550629183976485613655754430
f(z) = 1/224*z^3 - 141/28*z + 1
*
6 | 0.11808972075805159753861141753739318658 | 0.018479698482511621761601157067987817497
f(z) = 1/224*z^3 - 149/56*z + 1
*
26 | 0.11523726322488309832290264337501385914 | 0.018190414580527512596992101693789547305
f(z) = 1/224*z^3 - 141/56*z + 1
*
10 | 0.12588856630437097406394737366914887314 | 0.019501889069579957665239442359698527189
f(z) = 3/224*z^3 - 159/56*z + 1
*
[ 8 ] 
f(z) = 13/224*z^3 - 159/56*z + 1
*
[ -8 ] 
f(z) = 13/224*z^3 - 145/56*z + 1
*
[ 15/2 ] 
f(z) = 13/225*z^3 - 143/60*z + 1
*
12 | 0.19224924724872297171575800574836704170 | 0.027245531680869060294121098780638242334
f(z) = 1/224*z^3 - 145/84*z + 1
*
-20/3 | 0.17228744750467397235925932382533497540 | 0.024187936650011538320896369030228086837
f(z) = 3/224*z^3 - 155/84*z + 1
*
4/3 | 0.15156093684039905805293012010211917565 | 0.021396673470479220482759609544540397036
f(z) = 3/224*z^3 - 149/84*z + 1
*
4/3 | 0.11952988527404059195604771777363562198 | 0.016750998111460439258107212045896528578
f(z) = 15/224*z^3 - 157/84*z + 1
*
[ 6 ] 
f(z) = 17/232*z^3 - 157/87*z + 1
*
[ -6 ] 
f(z) = 19/232*z^3 - 155/87*z + 1
*
[ 22/3 ] 
f(z) = 9/220*z^3 - 147/110*z + 1
*
[ -10 ] 
f(z) = 5/232*z^3 - 153/145*z + 1
*
[ 6 ] 
f(z) = 11/224*z^3 - 157/168*z + 1
*
[ -6 ] 
f(z) = 13/224*z^3 - 155/168*z + 1
*
[ 20 ] 
f(z) = 1/225*z^3 - 149/180*z + 1
*
5/4 | 0.18191089124841616284133711165993014829 | 0.026742183830495134868215771389590226325
f(z) = 4/225*z^3 - 149/180*z + 1
*
11 | 0.14322163702316116832111781871334486820 | 0.026553861161588744410445818311738271145
f(z) = 1/220*z^3 - 141/220*z + 1
*
[ 19 ] 
f(z) = 1/228*z^3 - 145/228*z + 1
*
[ -9 ] 
f(z) = 5/234*z^3 - 145/234*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 7/226*z^3 - 141/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 7/230*z^3 - 143/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = 7/234*z^3 - 145/234*z + 1
*
[ 13/2 ] 
f(z) = 8/221*z^3 - 151/221*z + 1
*
[ -20/3 ] 
f(z) = 9/220*z^3 - 147/220*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 9/226*z^3 - 149/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = 9/230*z^3 - 151/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 9/238*z^3 - 155/238*z + 1
*
-14/3 | 0.16057368531013438594879486270657940169 | 0.029343154768037403338669955596460455864
f(z) = 9/238*z^3 - 145/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012377104470067880603194794163451765153
f(z) = 11/222*z^3 - 155/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 11/226*z^3 - 157/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 11/230*z^3 - 159/230*z + 1
*
-4 | 0.13622190928075575835479226175187542332 | 0.025256083797050617821230293509833434124
f(z) = 13/220*z^3 - 153/220*z + 1
*
[ 5 ] 
f(z) = 13/220*z^3 - 149/220*z + 1
*
[ 5 ] 
f(z) = 13/230*z^3 - 141/230*z + 1
*
[ 9/2 ] 
f(z) = 16/225*z^3 - 149/225*z + 1
*
[ -5 ] 
f(z) = 17/230*z^3 - 149/230*z + 1
*
[ -5 ] 
f(z) = 17/235*z^3 - 143/235*z + 1
*
[ -58/3 ] 
f(z) = 1/232*z^3 - 146/261*z + 1
*
-42/5 | 0.20209081967406975624079589205271499387 | 0.028783421577344821395453805350313210547
f(z) = 5/224*z^3 - 141/280*z + 1
*
-8/5 | 0.20127013232963809486775906802069375335 | 0.028666532597152323007209997192590785273
f(z) = 15/224*z^3 - 153/280*z + 1
*
[ 8 ] 
f(z) = 11/224*z^3 - 127/56*z + 1
*
[ -15/2 ] 
f(z) = 13/225*z^3 - 127/60*z + 1
*
[ 6 ] 
f(z) = 17/234*z^3 - 139/78*z + 1
*
[ -6 ] 
f(z) = 19/234*z^3 - 137/78*z + 1
*
[ 6 ] 
f(z) = 15/232*z^3 - 130/87*z + 1
*
[ -6 ] 
f(z) = 17/232*z^3 - 128/87*z + 1
*
[ 22 ] 
f(z) = 1/220*z^3 - 137/110*z + 1
*
[ -22 ] 
f(z) = 1/220*z^3 - 127/110*z + 1
*
-10 | 0.12252568829129029162542170069582255334 | 0.021772199267860271066813913139572946197
f(z) = 3/220*z^3 - 139/110*z + 1
*
[ 6 ] 
f(z) = 13/228*z^3 - 139/114*z + 1
*
[ 20/3 ] 
f(z) = 9/224*z^3 - 131/140*z + 1
*
[ 6 ] 
f(z) = 11/225*z^3 - 139/150*z + 1
*
[ -6 ] 
f(z) = 13/225*z^3 - 137/150*z + 1
*
[ -28/5 ] 
f(z) = 15/224*z^3 - 129/140*z + 1
*
-8/3 | 0.17228744750467397235925932382533497540 | 0.026463995511863104527084882622820494990
f(z) = 3/224*z^3 - 121/168*z + 1
*
[ -20 ] 
f(z) = 1/225*z^3 - 131/180*z + 1
*
[ -19 ] 
f(z) = 1/228*z^3 - 121/228*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 1/234*z^3 - 121/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = 1/238*z^3 - 123/238*z + 1
*
[ 13 ] 
f(z) = 2/221*z^3 - 134/221*z + 1
*
-9 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = 2/225*z^3 - 137/225*z + 1
*
[ -11 ] 
f(z) = 3/220*z^3 - 123/220*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 3/226*z^3 - 125/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 3/230*z^3 - 127/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 3/238*z^3 - 131/238*z + 1
*
[ 9 ] 
f(z) = 4/225*z^3 - 124/225*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = 5/222*z^3 - 131/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 5/226*z^3 - 133/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 5/234*z^3 - 137/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = 5/238*z^3 - 139/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 7/222*z^3 - 139/222*z + 1
*
[ -7 ] 
f(z) = 8/231*z^3 - 128/231*z + 1
*
[ 2/3 ] 
f(z) = 9/238*z^3 - 123/238*z + 1
*
[ -6 ] 
f(z) = 11/222*z^3 - 137/222*z + 1
*
[ 5 ] 
f(z) = 13/235*z^3 - 137/235*z + 1
*
[ 4 ] 
f(z) = 19/220*z^3 - 139/220*z + 1
*
[ 4 ] 
f(z) = 19/236*z^3 - 127/236*z + 1
*
[ 2/3 ] 
f(z) = 1/232*z^3 - 131/261*z + 1
*
[ 2/3 ] 
f(z) = 5/232*z^3 - 133/261*z + 1
*
[ 2/3 ] 
f(z) = 7/232*z^3 - 134/261*z + 1
*
[ 2/3 ] 
f(z) = 11/232*z^3 - 136/261*z + 1
*
[ 2/3 ] 
f(z) = 13/232*z^3 - 137/261*z + 1
*
[ 2/3 ] 
f(z) = 17/232*z^3 - 139/261*z + 1
*
[ 2/3 ] 
f(z) = 19/232*z^3 - 140/261*z + 1
*
[ 10 ] 
f(z) = 3/224*z^3 - 123/280*z + 1
*
-8/5 | 0.17559801453112160192638010055927980639 | 0.025010100352631272967685420385643628288
f(z) = 5/224*z^3 - 121/280*z + 1
*
[ 15 ] 
f(z) = 8/225*z^3 - 106/15*z + 1
*
[ -15 ] 
f(z) = 8/225*z^3 - 104/15*z + 1
*
15 | 0.18248973227314807861266718707264951047 | 0.024724661032085387077918686993720261108
f(z) = 2/225*z^3 - 107/30*z + 1
*
15/2 | 0.18519181871756865187402014691371998186 | 0.025027957224622204987401433850561275158
f(z) = 8/225*z^3 - 109/30*z + 1
*
-14 | 0.10921550526077742550912578159254695198 | 0.018139027026456621183525649658024945840
f(z) = 3/224*z^3 - 103/56*z + 1
*
[ -8 ] 
f(z) = 11/224*z^3 - 113/56*z + 1
*
[ 15/2 ] 
f(z) = 11/225*z^3 - 113/60*z + 1
*
[ -6 ] 
f(z) = 17/234*z^3 - 113/78*z + 1
*
-28/3 | 0.19298679825505574666023386759942585917 | 0.028351937155647572053735039003843661366
f(z) = 3/224*z^3 - 113/84*z + 1
*
[ 6 ] 
f(z) = 13/232*z^3 - 103/87*z + 1
*
[ -6 ] 
f(z) = 15/232*z^3 - 101/87*z + 1
*
[ -22/3 ] 
f(z) = 9/220*z^3 - 117/110*z + 1
*
[ 6 ] 
f(z) = 11/228*z^3 - 103/114*z + 1
*
[ -6 ] 
f(z) = 13/228*z^3 - 101/114*z + 1
*
[ 20 ] 
f(z) = 1/224*z^3 - 117/140*z + 1
*
[ -20 ] 
f(z) = 1/224*z^3 - 103/140*z + 1
*
[ 6 ] 
f(z) = 9/224*z^3 - 103/168*z + 1
*
[ -6 ] 
f(z) = 11/224*z^3 - 101/168*z + 1
*
[ 14/3 ] 
f(z) = 15/224*z^3 - 113/168*z + 1
*
[ 5/8 ] 
f(z) = 16/225*z^3 - 113/180*z + 1
*
-11 | 0.16026595117197047227671098778237689883 | 0.029713944797756048282142119400660282299
f(z) = 1/220*z^3 - 101/220*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = 1/222*z^3 - 115/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 1/226*z^3 - 117/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = 1/230*z^3 - 119/230*z + 1
*
[ 18 ] 
f(z) = 1/234*z^3 - 103/234*z + 1
*
4 | 0.16026595117197047227671098778237689883 | 0.029713944797756048282142119400660282299
f(z) = 3/220*z^3 - 103/220*z + 1
*
-7 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = 3/224*z^3 - 115/224*z + 1
*
[ 8 ] 
f(z) = 5/232*z^3 - 117/232*z + 1
*
[ 17/3 ] 
f(z) = 9/221*z^3 - 107/221*z + 1
*
[ 2/3 ] 
f(z) = 9/226*z^3 - 117/226*z + 1
*
[ 2/3 ] 
f(z) = 9/230*z^3 - 119/230*z + 1
*
[ 5 ] 
f(z) = 12/235*z^3 - 112/235*z + 1
*
[ 17/4 ] 
f(z) = 16/221*z^3 - 120/221*z + 1
*
[ -5 ] 
f(z) = 16/235*z^3 - 118/235*z + 1
*
[ 4 ] 
f(z) = 17/220*z^3 - 107/220*z + 1
*
[ 4 ] 
f(z) = 17/228*z^3 - 101/228*z + 1
*
[ 15/4 ] 
f(z) = 19/225*z^3 - 109/240*z + 1
*
[ 18 ] 
f(z) = 1/232*z^3 - 118/261*z + 1
*
[ -58/9 ] 
f(z) = 9/232*z^3 - 119/261*z + 1
*
[ 15 ] 
f(z) = 7/225*z^3 - 91/15*z + 1
*
[ -15 ] 
f(z) = 7/225*z^3 - 89/15*z + 1
*
-28 | 0.14177170670572096509408279744488764088 | 0.021441443868670684450698854963236471273
f(z) = 1/224*z^3 - 93/28*z + 1
*
[ 30 ] 
f(z) = 1/225*z^3 - 91/30*z + 1
*
[ -30 ] 
f(z) = 1/225*z^3 - 89/30*z + 1
*
-20/3 | 0.17228778401786457111555143746077469831 | 0.026416027699912806584130280804628768391
f(z) = 9/224*z^3 - 85/28*z + 1
*
-8 | 0.12588778542546167538936995543797066123 | 0.021118549347486005408804236582541899373
f(z) = 3/224*z^3 - 97/56*z + 1
*
[ 14 ] 
f(z) = 3/224*z^3 - 95/56*z + 1
*
[ -14 ] 
f(z) = 3/224*z^3 - 87/56*z + 1
*
[ 8 ] 
f(z) = 9/224*z^3 - 95/56*z + 1
*
[ -8 ] 
f(z) = 9/224*z^3 - 81/56*z + 1
*
[ -15/2 ] 
f(z) = 11/225*z^3 - 97/60*z + 1
*
[ 12 ] 
f(z) = 3/224*z^3 - 85/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 11/236*z^3 - 81/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 13/220*z^3 - 81/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = 13/228*z^3 - 83/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 13/236*z^3 - 85/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 15/236*z^3 - 89/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 17/220*z^3 - 89/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = 17/228*z^3 - 91/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 17/236*z^3 - 93/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 19/220*z^3 - 93/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 19/236*z^3 - 97/118*z + 1
*
[ -20/3 ] 
f(z) = 9/224*z^3 - 89/140*z + 1
*
[ -6 ] 
f(z) = 11/225*z^3 - 89/150*z + 1
*
[ 2/3 ] 
f(z) = 3/224*z^3 - 85/168*z + 1
*
[ 2/3 ] 
f(z) = 15/224*z^3 - 89/168*z + 1
*
[ 17 ] 
f(z) = 1/221*z^3 - 81/221*z + 1
*
-11 | 0.12290897567997761990742884083825152342 | 0.022583524862922306364246787038052468391
f(z) = 1/231*z^3 - 100/231*z + 1
*
[ -13 ] 
f(z) = 2/221*z^3 - 100/221*z + 1
*
[ 10 ] 
f(z) = 3/230*z^3 - 93/230*z + 1
*
[ 17/2 ] 
f(z) = 4/221*z^3 - 94/221*z + 1
*
[ -13/2 ] 
f(z) = 8/221*z^3 - 83/221*z + 1
*
[ 17/3 ] 
f(z) = 9/238*z^3 - 93/238*z + 1
*
[ 5 ] 
f(z) = 11/230*z^3 - 91/230*z + 1
*
[ 5 ] 
f(z) = 11/235*z^3 - 87/235*z + 1
*
[ 3/4 ] 
f(z) = 16/231*z^3 - 86/231*z + 1
*
[ 3/4 ] 
f(z) = 16/237*z^3 - 88/237*z + 1
*
[ 4 ] 
f(z) = 17/236*z^3 - 95/236*z + 1
*
[ -18 ] 
f(z) = 1/232*z^3 - 89/261*z + 1
*
[ 15/19 ] 
f(z) = 19/225*z^3 - 91/285*z + 1
*
[ 28 ] 
f(z) = 1/224*z^3 - 71/28*z + 1
*
[ -28 ] 
f(z) = 1/224*z^3 - 69/28*z + 1
*
[ 28/3 ] 
f(z) = 9/224*z^3 - 73/28*z + 1
*
[ -28/3 ] 
f(z) = 9/224*z^3 - 67/28*z + 1
*
[ 15/2 ] 
f(z) = 14/225*z^3 - 79/30*z + 1
*
[ -15/2 ] 
f(z) = 14/225*z^3 - 71/30*z + 1
*
-8 | 0.068184224844141671252841148578315072619 | 0.012261846544825373516634082287047192780
f(z) = 1/224*z^3 - 65/56*z + 1
*
[ 6 ] 
f(z) = 11/234*z^3 - 67/78*z + 1
*
[ -12 ] 
f(z) = 3/224*z^3 - 71/84*z + 1
*
[ 10 ] 
f(z) = 4/225*z^3 - 79/90*z + 1
*
[ -10 ] 
f(z) = 4/225*z^3 - 61/90*z + 1
*
5/4 | 0.17983110987600485158243027363868708176 | 0.029435885097102793807990672797925398664
f(z) = 8/225*z^3 - 77/90*z + 1
*
[ 6 ] 
f(z) = 11/232*z^3 - 76/87*z + 1
*
[ -6 ] 
f(z) = 13/232*z^3 - 74/87*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 1/236*z^3 - 61/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 3/220*z^3 - 61/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 3/236*z^3 - 65/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = 5/228*z^3 - 67/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 5/236*z^3 - 69/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 7/220*z^3 - 69/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = 7/228*z^3 - 71/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 7/236*z^3 - 73/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 9/220*z^3 - 73/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 9/236*z^3 - 77/118*z + 1
*
[ 2/3 ] 
f(z) = 9/236*z^3 - 61/118*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = 11/228*z^3 - 79/114*z + 1
*
[ -6 ] 
f(z) = 11/228*z^3 - 65/114*z + 1
*
[ 4 ] 
f(z) = 19/232*z^3 - 65/116*z + 1
*
[ 6 ] 
f(z) = 8/225*z^3 - 67/150*z + 1
*
[ 30/7 ] 
f(z) = 14/225*z^3 - 79/210*z + 1
*
[ -18 ] 
f(z) = 1/234*z^3 - 77/234*z + 1
*
[ 17 ] 
f(z) = 1/238*z^3 - 65/238*z + 1
*
[ -9 ] 
f(z) = 4/225*z^3 - 74/225*z + 1
*
[ 6 ] 
f(z) = 7/222*z^3 - 67/222*z + 1
*
[ -5 ] 
f(z) = 13/220*z^3 - 61/220*z + 1
*
[ -5 ] 
f(z) = 14/235*z^3 - 68/235*z + 1
*
[ 4 ] 
f(z) = 15/236*z^3 - 63/236*z + 1
*
[ -13/3 ] 
f(z) = 18/221*z^3 - 66/221*z + 1
*
[ 15/4 ] 
f(z) = 17/225*z^3 - 79/240*z + 1
*
[ -10 ] 
f(z) = 3/224*z^3 - 67/280*z + 1
*
[ 15 ] 
f(z) = 4/225*z^3 - 46/15*z + 1
*
[ -15 ] 
f(z) = 4/225*z^3 - 44/15*z + 1
*
[ 15/2 ] 
f(z) = 16/225*z^3 - 47/15*z + 1
*
[ -15/2 ] 
f(z) = 16/225*z^3 - 43/15*z + 1
*
4/3 | 0.15156015218157831045915167650678577232 | 0.025212679420891151873706321633051946543
f(z) = 9/224*z^3 - 51/28*z + 1
*
18 | 0.12588778542546167538936995543797066123 | 0.023262383426260671108875838284862929317
f(z) = 1/224*z^3 - 53/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 13/224*z^3 - 41/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 15/224*z^3 - 43/56*z + 1
*
[ 5 ] 
f(z) = 16/225*z^3 - 44/45*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 17/224*z^3 - 45/56*z + 1
*
[ 5 ] 
f(z) = 17/225*z^3 - 49/45*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 19/224*z^3 - 47/56*z + 1
*
[ 5 ] 
f(z) = 19/225*z^3 - 59/45*z + 1
*
[ -5 ] 
f(z) = 19/225*z^3 - 41/45*z + 1
*
[ 15/2 ] 
f(z) = 7/225*z^3 - 53/60*z + 1
*
[ -6 ] 
f(z) = 11/234*z^3 - 41/78*z + 1
*
-28/3 | 0.17228641388825308263707812662260040795 | 0.026463836744519809412452301716469199212
f(z) = 3/224*z^3 - 53/84*z + 1
*
[ 2/3 ] 
f(z) = 3/232*z^3 - 44/87*z + 1
*
[ 6 ] 
f(z) = 9/232*z^3 - 49/87*z + 1
*
[ -6 ] 
f(z) = 11/232*z^3 - 47/87*z + 1
*
[ 2/3 ] 
f(z) = 15/232*z^3 - 46/87*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 1/220*z^3 - 57/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = 1/228*z^3 - 59/114*z + 1
*
[ 10 ] 
f(z) = 3/220*z^3 - 51/110*z + 1
*
[ 2/3 ] 
f(z) = 9/220*z^3 - 57/110*z + 1
*
[ 4 ] 
f(z) = 17/232*z^3 - 49/116*z + 1
*
[ 10 ] 
f(z) = 3/232*z^3 - 57/145*z + 1
*
[ 6 ] 
f(z) = 7/225*z^3 - 43/150*z + 1
*
[ 3/4 ] 
f(z) = 8/225*z^3 - 53/150*z + 1
*
-4 | 0.20647961576532969382764190769542300275 | 0.029408509685332472783343875237843364735
f(z) = 15/224*z^3 - 59/140*z + 1
*
[ 4/5 ] 
f(z) = 15/224*z^3 - 41/140*z + 1
*
[ -6 ] 
f(z) = 9/224*z^3 - 47/168*z + 1
*
[ -14/3 ] 
f(z) = 15/224*z^3 - 41/168*z + 1
*
[ -17 ] 
f(z) = 1/221*z^3 - 55/221*z + 1
*
[ -10 ] 
f(z) = 3/230*z^3 - 47/230*z + 1
*
[ -17/2 ] 
f(z) = 4/221*z^3 - 42/221*z + 1
*
[ 7 ] 
f(z) = 5/224*z^3 - 53/224*z + 1
*
[ 7 ] 
f(z) = 5/231*z^3 - 47/231*z + 1
*
[ -8 ] 
f(z) = 5/232*z^3 - 59/232*z + 1
*
[ 7 ] 
f(z) = 5/238*z^3 - 41/238*z + 1
*
[ 11/2 ] 
f(z) = 8/231*z^3 - 53/231*z + 1
*
[ 5 ] 
f(z) = 9/220*z^3 - 49/220*z + 1
*
[ 5 ] 
f(z) = 9/230*z^3 - 41/230*z + 1
*
[ 4 ] 
f(z) = 13/220*z^3 - 43/220*z + 1
*
[ -5 ] 
f(z) = 13/230*z^3 - 49/230*z + 1
*
[ -5 ] 
f(z) = 13/235*z^3 - 43/235*z + 1
*
[ -9/2 ] 
f(z) = 16/225*z^3 - 49/225*z + 1
*
[ 15/17 ] 
f(z) = 17/225*z^3 - 49/255*z + 1
*
14/5 | 0.13943435281933115226935243599694869165 | 0.019859376917941243342086555281899095545
f(z) = 15/224*z^3 - 47/280*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 13/232*z^3 - 21/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 15/232*z^3 - 22/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 17/232*z^3 - 23/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 19/232*z^3 - 24/29*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 1/224*z^3 - 29/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 3/224*z^3 - 31/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 5/224*z^3 - 33/56*z + 1
*
[ 8 ] 
f(z) = 5/224*z^3 - 31/56*z + 1
*
[ 2/3 ] 
f(z) = 9/224*z^3 - 29/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 11/224*z^3 - 39/56*z + 1
*
[ 5 ] 
f(z) = 13/225*z^3 - 29/45*z + 1
*
[ 5 ] 
f(z) = 14/225*z^3 - 34/45*z + 1
*
[ -5 ] 
f(z) = 16/225*z^3 - 26/45*z + 1
*
[ -5 ] 
f(z) = 17/225*z^3 - 31/45*z + 1
*
[ -15/2 ] 
f(z) = 7/225*z^3 - 37/60*z + 1
*
[ 3/4 ] 
f(z) = 16/225*z^3 - 28/75*z + 1
*
[ 28/3 ] 
f(z) = 3/224*z^3 - 23/84*z + 1
*
[ 6 ] 
f(z) = 7/232*z^3 - 22/87*z + 1
*
[ 16 ] 
f(z) = 1/224*z^3 - 23/112*z + 1
*
[ -10 ] 
f(z) = 3/220*z^3 - 29/110*z + 1
*
[ 6 ] 
f(z) = 7/228*z^3 - 31/114*z + 1
*
[ 16/3 ] 
f(z) = 9/224*z^3 - 37/112*z + 1
*
[ 4 ] 
f(z) = 15/232*z^3 - 33/116*z + 1
*
[ -10 ] 
f(z) = 3/232*z^3 - 28/145*z + 1
*
[ 4/5 ] 
f(z) = 5/224*z^3 - 37/140*z + 1
*
[ -17 ] 
f(z) = 1/238*z^3 - 37/238*z + 1
*
[ 11 ] 
f(z) = 2/231*z^3 - 32/231*z + 1
*
[ -17/3 ] 
f(z) = 9/221*z^3 - 29/221*z + 1
*
[ 5 ] 
f(z) = 9/235*z^3 - 37/235*z + 1
*
[ 4 ] 
f(z) = 13/228*z^3 - 37/228*z + 1
*
[ 4 ] 
f(z) = 13/236*z^3 - 31/236*z + 1
*
-11/4 | 0.14522922870432612553491480797513792195 | 0.026684689861925762903826653524881093157
f(z) = 16/231*z^3 - 37/231*z + 1
*
[ 7/2 ] 
f(z) = 16/231*z^3 - 31/231*z + 1
*
[ -4 ] 
f(z) = 19/220*z^3 - 29/220*z + 1
*
[ 3 ] 
f(z) = 19/222*z^3 - 23/222*z + 1
*
[ 15/16 ] 
f(z) = 16/225*z^3 - 31/240*z + 1
*
[ 15 ] 
f(z) = 1/225*z^3 - 1/15*z + 1
*
[ 15 ] 
f(z) = 2/225*z^3 - 16/15*z + 1
*
[ -15 ] 
f(z) = 2/225*z^3 - 14/15*z + 1
*
[ 15/2 ] 
f(z) = 4/225*z^3 - 2/15*z + 1
*
[ 15/2 ] 
f(z) = 8/225*z^3 - 17/15*z + 1
*
[ -15/2 ] 
f(z) = 8/225*z^3 - 13/15*z + 1
*
[ 15/4 ] 
f(z) = 16/225*z^3 - 4/15*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 1/232*z^3 - 15/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 3/232*z^3 - 16/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 5/232*z^3 - 17/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 7/232*z^3 - 18/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 9/232*z^3 - 19/29*z + 1
*
[ 2/3 ] 
f(z) = 9/232*z^3 - 15/29*z + 1
*
[ 4 ] 
f(z) = 11/224*z^3 - 1/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 11/232*z^3 - 20/29*z + 1
*
[ 4 ] 
f(z) = 13/224*z^3 - 5/28*z + 1
*
[ 4 ] 
f(z) = 15/224*z^3 - 9/28*z + 1
*
[ 4 ] 
f(z) = 17/224*z^3 - 13/28*z + 1
*
[ 4 ] 
f(z) = 19/224*z^3 - 17/28*z + 1
*
[ -4 ] 
f(z) = 19/224*z^3 - 3/28*z + 1
*
[ -8 ] 
f(z) = 5/224*z^3 - 17/56*z + 1
*
[ 5 ] 
f(z) = 8/225*z^3 - 4/45*z + 1
*
[ 14/3 ] 
f(z) = 9/224*z^3 - 5/56*z + 1
*
[ 5 ] 
f(z) = 11/225*z^3 - 19/45*z + 1
*
[ -5 ] 
f(z) = 11/225*z^3 - 1/45*z + 1
*
[ -5 ] 
f(z) = 13/225*z^3 - 11/45*z + 1
*
[ -5 ] 
f(z) = 14/225*z^3 - 16/45*z + 1
*
[ 6 ] 
f(z) = 7/234*z^3 - 19/78*z + 1
*
[ 3 ] 
f(z) = 17/225*z^3 - 1/75*z + 1
*
[ 3 ] 
f(z) = 19/225*z^3 - 7/75*z + 1
*
[ 3 ] 
f(z) = 19/234*z^3 - 5/78*z + 1
*
[ -28/3 ] 
f(z) = 3/224*z^3 - 5/84*z + 1
*
[ -6 ] 
f(z) = 9/232*z^3 - 20/87*z + 1
*
[ -16 ] 
f(z) = 1/224*z^3 - 9/112*z + 1
*
[ 4 ] 
f(z) = 11/232*z^3 - 1/116*z + 1
*
[ 4 ] 
f(z) = 13/232*z^3 - 17/116*z + 1
*
[ -4 ] 
f(z) = 19/232*z^3 - 7/116*z + 1
*
[ 15/4 ] 
f(z) = 14/225*z^3 - 17/120*z + 1
*
[ -6 ] 
f(z) = 8/225*z^3 - 17/150*z + 1
*
[ 14/3 ] 
f(z) = 9/232*z^3 - 12/203*z + 1
*
[ 15/14 ] 
f(z) = 14/225*z^3 - 1/210*z + 1
*
11/2 | 0.14522922870432612553491480797513792195 | 0.026684689861925762903826653524881093157
f(z) = 4/231*z^3 - 16/231*z + 1
*
[ 5 ] 
f(z) = 8/235*z^3 - 12/235*z + 1
*
[ 4 ] 
f(z) = 11/228*z^3 - 5/228*z + 1
*
[ -5 ] 
f(z) = 12/235*z^3 - 18/235*z + 1
*
[ 3 ] 
f(z) = 17/222*z^3 - 5/222*z + 1
*
[ 3 ] 
f(z) = 17/228*z^3 - 1/228*z + 1
*
[ 3 ] 
f(z) = 19/231*z^3 - 17/231*z + 1
*
[ -4 ] 
f(z) = 19/236*z^3 - 9/236*z + 1
*
[ 3 ] 
f(z) = 19/237*z^3 - 13/237*z + 1
*
[ 15/4 ] 
f(z) = 13/225*z^3 - 19/240*z + 1
*
[ -15 ] 
f(z) = 1/225*z^3 + 1/15*z + 1
*
[ -15/2 ] 
f(z) = 4/225*z^3 + 2/15*z + 1
*
[ -15/4 ]
f(z) = 16/225*z^3 + 4/15*z + 1
*
[ 4 ] 
f(z) = 1/224*z^3 + 19/28*z + 1
*
[ 2 ] 
f(z) = 1/232*z^3 + 14/29*z + 1
*
[ 15/2 ] 
f(z) = 2/225*z^3 + 11/30*z + 1
*
[ 4 ] 
f(z) = 3/224*z^3 + 15/28*z + 1
*
[ 2 ] 
f(z) = 3/232*z^3 + 13/29*z + 1
*
[ 4 ] 
f(z) = 5/224*z^3 + 11/28*z + 1
*
[ 2 ] 
f(z) = 5/232*z^3 + 12/29*z + 1
*
[ 2 ] 
f(z) = 7/232*z^3 + 11/29*z + 1
*
[ 15/4 ] 
f(z) = 8/225*z^3 + 7/30*z + 1
*
[ 4 ] 
f(z) = 9/224*z^3 + 3/28*z + 1
*
[ 4/3 ] 
f(z) = 9/224*z^3 + 5/28*z + 1
*
[ 2 ] 
f(z) = 9/232*z^3 + 10/29*z + 1
*
[ 2 ] 
f(z) = 11/232*z^3 + 9/29*z + 1
*
[ 2 ] 
f(z) = 13/232*z^3 + 8/29*z + 1
*
[ -4 ] 
f(z) = 15/224*z^3 + 5/28*z + 1
*
[ 2 ] 
f(z) = 15/232*z^3 + 7/29*z + 1
*
[ -4 ] 
f(z) = 17/224*z^3 + 1/28*z + 1
*
[ 2 ] 
f(z) = 17/232*z^3 + 6/29*z + 1
*
[ 2 ] 
f(z) = 19/232*z^3 + 5/29*z + 1
*
[ 14 ] 
f(z) = 1/224*z^3 + 3/56*z + 1
*
[ -14 ] 
f(z) = 1/224*z^3 + 11/56*z + 1
*
[ -8 ] 
f(z) = 3/224*z^3 + 15/56*z + 1
*
[ 5 ] 
f(z) = 4/225*z^3 + 16/45*z + 1
*
[ 5 ] 
f(z) = 7/225*z^3 + 1/45*z + 1
*
[ -5 ] 
f(z) = 8/225*z^3 + 14/45*z + 1
*
[ 5/2 ] 
f(z) = 8/225*z^3 + 17/45*z + 1
*
-14/3 | 0.13805692349023109204857283667404847866 | 0.025511077806521922483292530368707620502
f(z) = 9/224*z^3 + 3/56*z + 1
*
[ 2 ] 
f(z) = 11/224*z^3 + 17/56*z + 1
*
[ 2 ] 
f(z) = 13/224*z^3 + 15/56*z + 1
*
[ 2 ] 
f(z) = 15/224*z^3 + 13/56*z + 1
*
[ 5/4 ] 
f(z) = 16/225*z^3 + 4/45*z + 1
*
[ 5/2 ] 
f(z) = 16/225*z^3 + 7/45*z + 1
*
[ 2 ] 
f(z) = 17/224*z^3 + 11/56*z + 1
*
[ 2 ] 
f(z) = 19/224*z^3 + 9/56*z + 1
*
[ 6 ] 
f(z) = 5/234*z^3 + 5/78*z + 1
*
[ -6 ] 
f(z) = 7/234*z^3 + 7/78*z + 1
*
[ 3/2 ] 
f(z) = 8/225*z^3 + 19/75*z + 1
*
[ 3 ] 
f(z) = 11/225*z^3 + 17/75*z + 1
*
[ 3 ] 
f(z) = 11/234*z^3 + 19/78*z + 1
*
[ 3 ] 
f(z) = 13/225*z^3 + 11/75*z + 1
*
[ 3 ] 
f(z) = 14/225*z^3 + 8/75*z + 1
*
[ 3 ] 
f(z) = 16/225*z^3 + 2/75*z + 1
*
[ 15/8 ] 
f(z) = 16/225*z^3 + 13/60*z + 1
*
[ 3/2 ] 
f(z) = 16/225*z^3 + 13/75*z + 1
*
[ 3 ] 
f(z) = 17/234*z^3 + 1/78*z + 1
*
[ 10 ] 
f(z) = 2/225*z^3 + 1/90*z + 1
*
[ -10 ] 
f(z) = 2/225*z^3 + 19/90*z + 1
*
[ 4/3 ] 
f(z) = 3/224*z^3 + 19/84*z + 1
*
[ 6 ] 
f(z) = 5/232*z^3 + 5/87*z + 1
*
[ -6 ] 
f(z) = 7/232*z^3 + 7/87*z + 1
*
[ 5/4 ] 
f(z) = 8/225*z^3 + 13/90*z + 1
*
[ 5/2 ] 
f(z) = 14/225*z^3 + 19/90*z + 1
*
[ 4/3 ] 
f(z) = 15/224*z^3 + 11/84*z + 1
*
[ 6 ] 
f(z) = 5/228*z^3 + 5/114*z + 1
*
[ -6 ] 
f(z) = 7/228*z^3 + 7/114*z + 1
*
[ -16/3 ] 
f(z) = 9/224*z^3 + 5/112*z + 1
*
[ 4 ] 
f(z) = 9/232*z^3 + 15/116*z + 1
*
[ -4 ] 
f(z) = 17/232*z^3 + 9/116*z + 1
*
[ 2 ] 
f(z) = 19/220*z^3 + 17/110*z + 1
*
[ 28/5 ] 
f(z) = 5/224*z^3 + 17/140*z + 1
*
[ -6 ] 
f(z) = 7/225*z^3 + 7/150*z + 1
*
[ 6 ] 
f(z) = 5/224*z^3 + 5/168*z + 1
*
[ 15/13 ] 
f(z) = 13/225*z^3 + 11/195*z + 1
*
[ 5/2 ] 
f(z) = 19/225*z^3 + 13/180*z + 1
*
[ 14 ] 
f(z) = 1/232*z^3 + 17/203*z + 1
*
[ -30/7 ] 
f(z) = 14/225*z^3 + 19/210*z + 1
*
[ -11 ] 
f(z) = 2/231*z^3 + 10/231*z + 1
*
[ 8 ] 
f(z) = 3/232*z^3 + 11/232*z + 1
*
[ 13/2 ] 
f(z) = 4/221*z^3 + 18/221*z + 1
*
[ 7 ] 
f(z) = 4/231*z^3 + 2/231*z + 1
*
[ 6 ] 
f(z) = 5/222*z^3 + 5/222*z + 1
*
[ -7 ] 
f(z) = 5/224*z^3 + 11/224*z + 1
*
[ -7 ] 
f(z) = 5/231*z^3 + 19/231*z + 1
*
[ 5 ] 
f(z) = 7/220*z^3 + 1/220*z + 1
*
[ -6 ] 
f(z) = 7/222*z^3 + 7/222*z + 1
*
[ 5 ] 
f(z) = 7/230*z^3 + 9/230*z + 1
*
[ 5 ] 
f(z) = 7/235*z^3 + 13/235*z + 1
*
[ 9/2 ] 
f(z) = 8/225*z^3 + 13/225*z + 1
*
[ 13/3 ] 
f(z) = 9/221*z^3 + 1/221*z + 1
*
[ -5 ] 
f(z) = 11/230*z^3 + 1/230*z + 1
*
[ -5 ] 
f(z) = 11/235*z^3 + 7/235*z + 1
*
[ 4 ] 
f(z) = 11/236*z^3 + 1/236*z + 1
*
[ 3 ] 
f(z) = 16/231*z^3 + 10/231*z + 1
*
[ 3 ] 
f(z) = 16/237*z^3 + 14/237*z + 1
*
[ -4 ] 
f(z) = 17/220*z^3 + 3/220*z + 1
*
[ -4 ] 
f(z) = 17/228*z^3 + 13/228*z + 1
*
[ 3 ] 
f(z) = 17/231*z^3 + 1/231*z + 1
*
[ 3 ] 
f(z) = 17/237*z^3 + 5/237*z + 1
*
[ 15/4 ] 
f(z) = 11/225*z^3 + 11/240*z + 1
*
[ -15/4 ] 
f(z) = 19/225*z^3 + 19/240*z + 1
*
[ 2 ] 
f(z) = 1/224*z^3 + 27/56*z + 1
*
[ 8 ] 
f(z) = 1/224*z^3 + 33/56*z + 1
*
[ 5 ] 
f(z) = 1/225*z^3 + 31/45*z + 1
*
[ 5 ] 
f(z) = 2/225*z^3 + 26/45*z + 1
*
[ 2 ] 
f(z) = 3/224*z^3 + 25/56*z + 1
*
[ 5/2 ] 
f(z) = 4/225*z^3 + 22/45*z + 1
*
[ 2 ] 
f(z) = 5/224*z^3 + 23/56*z + 1
*
[ 15/2 ] 
f(z) = 1/225*z^3 + 37/60*z + 1
*
[ 3/2 ] 
f(z) = 4/225*z^3 + 22/75*z + 1
*
[ 15/4 ] 
f(z) = 4/225*z^3 + 29/60*z + 1
*
[ 3 ] 
f(z) = 4/225*z^3 + 38/75*z + 1
*
[ -6 ] 
f(z) = 5/234*z^3 + 31/78*z + 1
*
[ 3 ] 
f(z) = 5/234*z^3 + 37/78*z + 1
*
[ 3 ] 
f(z) = 7/225*z^3 + 29/75*z + 1
*
[ 3 ] 
f(z) = 7/234*z^3 + 31/78*z + 1
*
[ 3 ] 
f(z) = 8/225*z^3 + 26/75*z + 1
*
[ 12 ] 
f(z) = 1/224*z^3 + 23/84*z + 1
*
[ -12 ] 
f(z) = 1/224*z^3 + 37/84*z + 1
*
[ 6 ] 
f(z) = 3/232*z^3 + 32/87*z + 1
*
[ -6 ] 
f(z) = 5/232*z^3 + 34/87*z + 1
*
[ 4 ] 
f(z) = 7/232*z^3 + 31/116*z + 1
*
[ 10/3 ] 
f(z) = 9/220*z^3 + 27/110*z + 1
*
[ 2 ] 
f(z) = 9/220*z^3 + 37/110*z + 1
*
[ 4/3 ] 
f(z) = 9/232*z^3 + 21/116*z + 1
*
[ 2 ] 
f(z) = 11/228*z^3 + 35/114*z + 1
*
[ 2 ] 
f(z) = 11/236*z^3 + 37/118*z + 1
*
[ 2 ] 
f(z) = 13/220*z^3 + 29/110*z + 1
*
[ 2 ] 
f(z) = 13/228*z^3 + 31/114*z + 1
*
[ 2 ] 
f(z) = 13/236*z^3 + 33/118*z + 1
*
[ 15/7 ] 
f(z) = 14/225*z^3 + 26/105*z + 1
*
[ -4 ] 
f(z) = 15/232*z^3 + 25/116*z + 1
*
[ 2 ] 
f(z) = 15/236*z^3 + 29/118*z + 1
*
[ 2 ] 
f(z) = 17/220*z^3 + 21/110*z + 1
*
[ 2 ] 
f(z) = 17/228*z^3 + 23/114*z + 1
*
[ 2 ] 
f(z) = 17/236*z^3 + 25/118*z + 1
*
[ 2 ] 
f(z) = 19/236*z^3 + 21/118*z + 1
*
[ 6 ] 
f(z) = 4/225*z^3 + 29/150*z + 1
*
[ 10/3 ] 
f(z) = 9/232*z^3 + 39/145*z + 1
*
[ 3/2 ] 
f(z) = 14/225*z^3 + 29/150*z + 1
*
[ 15/11 ] 
f(z) = 11/225*z^3 + 29/165*z + 1
*
[ 8/3 ] 
f(z) = 15/224*z^3 + 25/168*z + 1
*
[ 5/4 ] 
f(z) = 4/225*z^3 + 31/180*z + 1
*
[ 5/2 ] 
f(z) = 17/225*z^3 + 23/180*z + 1
*
[ 13 ] 
f(z) = 1/221*z^3 + 35/221*z + 1
*
[ 14 ] 
f(z) = 1/238*z^3 + 25/238*z + 1
*
[ 9 ] 
f(z) = 2/225*z^3 + 38/225*z + 1
*
[ -7 ] 
f(z) = 5/238*z^3 + 27/238*z + 1
*
[ 5 ] 
f(z) = 6/235*z^3 + 38/235*z + 1
*
[ -11/2 ] 
f(z) = 8/231*z^3 + 31/231*z + 1
*
[ 4 ] 
f(z) = 9/220*z^3 + 21/220*z + 1
*
[ 4 ] 
f(z) = 9/236*z^3 + 33/236*z + 1
*
[ 3 ] 
f(z) = 13/222*z^3 + 31/222*z + 1
*
[ 3 ] 
f(z) = 13/228*z^3 + 35/228*z + 1
*
[ 3 ] 
f(z) = 13/231*z^3 + 37/231*z + 1
*
[ 3 ] 
f(z) = 14/237*z^3 + 32/237*z + 1
*
[ 11/4 ] 
f(z) = 16/231*z^3 + 26/231*z + 1
*
[ 5/4 ] 
f(z) = 16/235*z^3 + 22/235*z + 1
*
[ -4 ] 
f(z) = 17/236*z^3 + 23/236*z + 1
*
[ 2 ] 
f(z) = 19/222*z^3 + 35/222*z + 1
*
[ 2 ] 
f(z) = 19/226*z^3 + 37/226*z + 1
*
[ 2 ] 
f(z) = 19/230*z^3 + 39/230*z + 1
*
[ 4/3 ] 
f(z) = 13/224*z^3 + 37/252*z + 1
*
[ 4/3 ] 
f(z) = 17/224*z^3 + 29/252*z + 1
*
[ 4/3 ] 
f(z) = 19/224*z^3 + 25/252*z + 1
*
[ 14/5 ] 
f(z) = 15/224*z^3 + 33/280*z + 1
*
[ 3 ] 
f(z) = 1/225*z^3 + 47/75*z + 1
*
[ 3 ] 
f(z) = 1/234*z^3 + 49/78*z + 1
*
[ 6 ] 
f(z) = 1/234*z^3 + 53/78*z + 1
*
[ 3 ] 
f(z) = 2/225*z^3 + 44/75*z + 1
*
[ 10 ] 
f(z) = 1/225*z^3 + 41/90*z + 1
*
[ -10 ] 
f(z) = 1/225*z^3 + 59/90*z + 1
*
[ 6 ] 
f(z) = 1/232*z^3 + 59/87*z + 1
*
[ 5/2 ] 
f(z) = 2/225*z^3 + 49/90*z + 1
*
[ 10 ] 
f(z) = 1/220*z^3 + 49/110*z + 1
*
[ 2 ] 
f(z) = 1/220*z^3 + 53/110*z + 1
*
[ 2 ] 
f(z) = 1/228*z^3 + 55/114*z + 1
*
[ 2 ] 
f(z) = 1/236*z^3 + 57/118*z + 1
*
[ 2 ] 
f(z) = 3/220*z^3 + 49/110*z + 1
*
[ 2 ] 
f(z) = 3/236*z^3 + 53/118*z + 1
*
[ -6 ] 
f(z) = 5/228*z^3 + 43/114*z + 1
*
[ 2 ] 
f(z) = 5/228*z^3 + 47/114*z + 1
*
[ 4 ] 
f(z) = 5/232*z^3 + 47/116*z + 1
*
[ 2 ] 
f(z) = 5/236*z^3 + 49/118*z + 1
*
[ 2 ] 
f(z) = 7/220*z^3 + 41/110*z + 1
*
[ 15/7 ] 
f(z) = 7/225*z^3 + 41/105*z + 1
*
[ 2 ] 
f(z) = 7/228*z^3 + 43/114*z + 1
*
[ 2 ] 
f(z) = 7/236*z^3 + 45/118*z + 1
*
[ 2 ] 
f(z) = 9/236*z^3 + 41/118*z + 1
*
[ 15/8 ] 
f(z) = 8/225*z^3 + 41/120*z + 1
*
[ 12 ] 
f(z) = 1/234*z^3 + 47/156*z + 1
*
[ 3/2 ] 
f(z) = 2/225*z^3 + 47/150*z + 1
*
[ 6 ] 
f(z) = 3/224*z^3 + 59/168*z + 1
*
[ 5/2 ] 
f(z) = 11/225*z^3 + 53/180*z + 1
*
[ 5/2 ] 
f(z) = 13/225*z^3 + 43/180*z + 1
*
[ -14 ] 
f(z) = 1/232*z^3 + 46/203*z + 1
*
[ 30/7 ] 
f(z) = 7/225*z^3 + 41/210*z + 1
*
[ 13 ] 
f(z) = 1/234*z^3 + 47/234*z + 1
*
[ -14 ] 
f(z) = 1/238*z^3 + 59/238*z + 1
*
[ 7 ] 
f(z) = 3/224*z^3 + 45/224*z + 1
*
[ 7 ] 
f(z) = 3/238*z^3 + 57/238*z + 1
*
[ 4 ] 
f(z) = 7/220*z^3 + 53/220*z + 1
*
[ 4 ] 
f(z) = 7/228*z^3 + 59/228*z + 1
*
[ 3/2 ] 
f(z) = 8/231*z^3 + 59/231*z + 1
*
-7/3 | 0.15155990322397816833074892289938460819 | 0.028006248334002823699233158051207340115
f(z) = 9/224*z^3 + 47/224*z + 1
*
[ -5 ] 
f(z) = 9/230*z^3 + 51/230*z + 1
*
[ -5 ] 
f(z) = 9/235*z^3 + 57/235*z + 1
*
[ 4/3 ] 
f(z) = 9/236*z^3 + 43/236*z + 1
*
[ 3 ] 
f(z) = 11/222*z^3 + 49/222*z + 1
*
[ 3 ] 
f(z) = 11/228*z^3 + 53/228*z + 1
*
[ 3 ] 
f(z) = 11/237*z^3 + 59/237*z + 1
*
[ 2 ] 
f(z) = 13/222*z^3 + 59/222*z + 1
*
[ 3 ] 
f(z) = 13/237*z^3 + 41/237*z + 1
*
[ 2 ] 
f(z) = 15/226*z^3 + 53/226*z + 1
*
[ -4 ] 
f(z) = 15/236*z^3 + 55/236*z + 1
*
[ 2 ] 
f(z) = 15/238*z^3 + 59/238*z + 1
*
[ 9/4 ] 
f(z) = 16/225*z^3 + 44/225*z + 1
*
[ 3/2 ] 
f(z) = 16/231*z^3 + 41/231*z + 1
*
[ 7/4 ] 
f(z) = 16/231*z^3 + 50/231*z + 1
*
[ 5/2 ] 
f(z) = 16/235*z^3 + 41/235*z + 1
*
[ 3/2 ] 
f(z) = 16/237*z^3 + 43/237*z + 1
*
[ 2 ] 
f(z) = 17/222*z^3 + 43/222*z + 1
*
[ 2 ] 
f(z) = 17/226*z^3 + 45/226*z + 1
*
[ 2 ] 
f(z) = 17/230*z^3 + 47/230*z + 1
*
[ 2 ] 
f(z) = 17/234*z^3 + 49/234*z + 1
*
[ 5/3 ] 
f(z) = 18/235*z^3 + 44/235*z + 1
*
[ 2 ] 
f(z) = 19/234*z^3 + 41/234*z + 1
*
[ 2 ] 
f(z) = 19/238*z^3 + 43/238*z + 1
*
[ 4/3 ] 
f(z) = 5/224*z^3 + 53/252*z + 1
*
[ 4/3 ] 
f(z) = 11/224*z^3 + 41/252*z + 1
*
[ 8/5 ] 
f(z) = 15/224*z^3 + 57/280*z + 1
*
[ -10 ] 
f(z) = 1/220*z^3 + 71/110*z + 1
*
[ 6 ] 
f(z) = 1/228*z^3 + 77/114*z + 1
*
[ 4 ] 
f(z) = 1/232*z^3 + 79/116*z + 1
*
[ 4 ] 
f(z) = 3/232*z^3 + 63/116*z + 1
*
[ 15/4 ] 
f(z) = 2/225*z^3 + 73/120*z + 1
*
[ 10 ] 
f(z) = 1/232*z^3 + 68/145*z + 1
*
[ -12 ] 
f(z) = 1/234*z^3 + 73/156*z + 1
*
[ 6 ] 
f(z) = 2/225*z^3 + 77/150*z + 1
*
[ -6 ] 
f(z) = 5/224*z^3 + 61/168*z + 1
*
[ 5/2 ] 
f(z) = 7/225*z^3 + 73/180*z + 1
*
[ 11 ] 
f(z) = 1/220*z^3 + 79/220*z + 1
*
[ -13 ] 
f(z) = 1/221*z^3 + 69/221*z + 1
*
[ 12 ] 
f(z) = 1/228*z^3 + 65/228*z + 1
*
[ -8 ] 
f(z) = 3/232*z^3 + 69/232*z + 1
*
[ 3/2 ] 
f(z) = 4/237*z^3 + 70/237*z + 1
*
[ -6 ] 
f(z) = 5/222*z^3 + 79/222*z + 1
*
[ 4 ] 
f(z) = 7/236*z^3 + 65/236*z + 1
*
[ 7/2 ] 
f(z) = 8/231*z^3 + 67/231*z + 1
*
[ 3/2 ] 
f(z) = 8/237*z^3 + 61/237*z + 1
*
[ 5/3 ] 
f(z) = 9/220*z^3 + 63/220*z + 1
*
[ 7/3 ] 
f(z) = 9/224*z^3 + 79/224*z + 1
*
[ 2 ] 
f(z) = 9/226*z^3 + 77/226*z + 1
*
[ 10/3 ] 
f(z) = 9/230*z^3 + 61/230*z + 1
*
[ 5/3 ] 
f(z) = 9/230*z^3 + 67/230*z + 1
*
[ 2 ] 
f(z) = 9/230*z^3 + 79/230*z + 1
*
[ 5/3 ] 
f(z) = 9/235*z^3 + 69/235*z + 1
*
[ 3 ] 
f(z) = 10/231*z^3 + 64/231*z + 1
*
[ 3 ] 
f(z) = 10/237*z^3 + 68/237*z + 1
*
[ 2 ] 
f(z) = 11/222*z^3 + 67/222*z + 1
*
[ 2 ] 
f(z) = 11/226*z^3 + 69/226*z + 1
*
[ 2 ] 
f(z) = 11/230*z^3 + 71/230*z + 1
*
[ 2 ] 
f(z) = 11/234*z^3 + 73/234*z + 1
*
[ 2 ] 
f(z) = 11/238*z^3 + 75/238*z + 1
*
[ 5/2 ] 
f(z) = 12/235*z^3 + 66/235*z + 1
*
[ 2 ] 
f(z) = 13/226*z^3 + 61/226*z + 1
*
[ 2 ] 
f(z) = 13/230*z^3 + 63/230*z + 1
*
[ 2 ] 
f(z) = 13/238*z^3 + 67/238*z + 1
*
[ 4/3 ] 
f(z) = 1/224*z^3 + 61/252*z + 1
*
[ 15/4 ] 
f(z) = 7/225*z^3 + 71/240*z + 1
*
[ 28/9 ] 
f(z) = 9/224*z^3 + 73/252*z + 1
*
[ 10/3 ] 
f(z) = 9/224*z^3 + 71/280*z + 1
*
[ -10 ] 
f(z) = 1/232*z^3 + 97/145*z + 1
*
[ 14/3 ] 
f(z) = 3/224*z^3 + 83/168*z + 1
*
[ 8/3 ] 
f(z) = 3/224*z^3 + 89/168*z + 1
*
[ 11 ] 
f(z) = 1/231*z^3 + 89/231*z + 1
*
[ -13 ] 
f(z) = 1/234*z^3 + 83/234*z + 1
*
[ -9 ] 
f(z) = 2/225*z^3 + 88/225*z + 1
*
[ -13/2 ] 
f(z) = 4/221*z^3 + 86/221*z + 1
*
[ 9/2 ] 
f(z) = 4/225*z^3 + 94/225*z + 1
*
[ 5 ] 
f(z) = 4/235*z^3 + 88/235*z + 1
*
[ 2 ] 
f(z) = 5/222*z^3 + 91/222*z + 1
*
[ 2 ] 
f(z) = 5/226*z^3 + 93/226*z + 1
*
[ 4 ] 
f(z) = 5/228*z^3 + 91/228*z + 1
*
[ 2 ] 
f(z) = 5/234*z^3 + 97/234*z + 1
*
[ 4 ] 
f(z) = 5/236*z^3 + 97/236*z + 1
*
[ 2 ] 
f(z) = 5/238*z^3 + 99/238*z + 1
*
[ 2 ] 
f(z) = 7/222*z^3 + 83/222*z + 1
*
[ 3 ] 
f(z) = 7/222*z^3 + 85/222*z + 1
*
[ 2 ] 
f(z) = 7/226*z^3 + 85/226*z + 1
*
[ 3 ] 
f(z) = 7/228*z^3 + 89/228*z + 1
*
[ 2 ] 
f(z) = 7/230*z^3 + 87/230*z + 1
*
[ 2 ] 
f(z) = 7/234*z^3 + 89/234*z + 1
*
[ 3 ] 
f(z) = 7/237*z^3 + 95/237*z + 1
*
[ 3 ] 
f(z) = 8/231*z^3 + 82/231*z + 1
*
[ -5 ] 
f(z) = 8/235*z^3 + 82/235*z + 1
*
[ 5/2 ] 
f(z) = 8/235*z^3 + 91/235*z + 1
*
[ 3 ] 
f(z) = 8/237*z^3 + 86/237*z + 1
*
[ 8/3 ] 
f(z) = 9/232*z^3 + 81/232*z + 1
*
[ 2 ] 
f(z) = 9/238*z^3 + 83/238*z + 1
*
[ 7/3 ] 
f(z) = 9/238*z^3 + 87/238*z + 1
*
[ 15/8 ] 
f(z) = 4/225*z^3 + 97/240*z + 1
*
[ 8/5 ] 
f(z) = 5/224*z^3 + 89/280*z + 1
*
[ 6 ] 
f(z) = 1/225*z^3 + 101/150*z + 1
*
[ 6 ] 
f(z) = 1/224*z^3 + 113/168*z + 1
*
[ 5/2 ] 
f(z) = 1/225*z^3 + 103/180*z + 1
*
[ -11 ] 
f(z) = 1/220*z^3 + 119/220*z + 1
*
[ 2 ] 
f(z) = 1/222*z^3 + 107/222*z + 1
*
[ 9 ] 
f(z) = 1/225*z^3 + 119/225*z + 1
*
[ 2 ] 
f(z) = 1/226*z^3 + 109/226*z + 1
*
[ -12 ] 
f(z) = 1/228*z^3 + 103/228*z + 1
*
[ 10 ] 
f(z) = 1/230*z^3 + 107/230*z + 1
*
[ 2 ] 
f(z) = 1/230*z^3 + 111/230*z + 1
*
[ 2 ] 
f(z) = 1/234*z^3 + 113/234*z + 1
*
[ 2 ] 
f(z) = 1/238*z^3 + 115/238*z + 1
*
[ 7 ] 
f(z) = 2/231*z^3 + 100/231*z + 1
*
[ 5 ] 
f(z) = 3/220*z^3 + 101/220*z + 1
*
[ 4 ] 
f(z) = 3/220*z^3 + 117/220*z + 1
*
[ -7 ] 
f(z) = 3/224*z^3 + 109/224*z + 1
*
[ 2 ] 
f(z) = 3/226*z^3 + 101/226*z + 1
*
[ 2 ] 
f(z) = 3/230*z^3 + 103/230*z + 1
*
[ 5 ] 
f(z) = 3/230*z^3 + 109/230*z + 1
*
[ 5 ] 
f(z) = 3/235*z^3 + 113/235*z + 1
*
[ 2 ] 
f(z) = 3/238*z^3 + 107/238*z + 1
*
[ 7/2 ] 
f(z) = 4/231*z^3 + 116/231*z + 1
*
[ 3 ] 
f(z) = 4/231*z^3 + 118/231*z + 1
*
[ 5/2 ] 
f(z) = 4/235*z^3 + 116/235*z + 1
*
[ 3 ] 
f(z) = 5/222*z^3 + 103/222*z + 1
*
[ 3 ] 
f(z) = 5/228*z^3 + 107/228*z + 1
*
[ 3 ] 
f(z) = 5/231*z^3 + 109/231*z + 1
*
[ 3 ] 
f(z) = 5/237*z^3 + 113/237*z + 1
*
[ 3 ] 
f(z) = 1/222*z^3 + 139/222*z + 1
*
[ -11 ] 
f(z) = 1/231*z^3 + 131/231*z + 1
*
[ 8 ] 
f(z) = 1/232*z^3 + 139/232*z + 1
*
[ 9 ] 
f(z) = 1/234*z^3 + 127/234*z + 1
*
[ 3 ] 
f(z) = 2/231*z^3 + 136/231*z + 1
*
[ 5 ] 
f(z) = 2/235*z^3 + 138/235*z + 1
*
[ 4 ] 
f(z) = 3/236*z^3 + 129/236*z + 1
*
[ -7 ] 
f(z) = 3/238*z^3 + 125/238*z + 1
*
[ 3 ] 
f(z) = 4/237*z^3 + 122/237*z + 1
*
[ 28/3 ] 
f(z) = 1/224*z^3 + 127/252*z + 1
*
[ 10 ] 
f(z) = 1/224*z^3 + 127/280*z + 1
*
[ 14/5 ] 
f(z) = 5/224*z^3 + 131/280*z + 1
*
[ 4 ] 
f(z) = 1/220*z^3 + 149/220*z + 1
*
[ 5 ] 
f(z) = 1/220*z^3 + 151/220*z + 1
*
[ 6 ] 
f(z) = 1/222*z^3 + 149/222*z + 1
*
[ 7 ] 
f(z) = 1/224*z^3 + 143/224*z + 1
*
[ 3 ] 
f(z) = 1/228*z^3 + 143/228*z + 1
*
[ 4 ] 
f(z) = 1/228*z^3 + 155/228*z + 1
*
[ -10 ] 
f(z) = 1/230*z^3 + 153/230*z + 1
*
[ 5 ] 
f(z) = 1/230*z^3 + 159/230*z + 1
*
[ 3 ] 
f(z) = 1/231*z^3 + 145/231*z + 1
*
[ 7 ] 
f(z) = 1/231*z^3 + 149/231*z + 1
*
[ 3 ] 
f(z) = 1/237*z^3 + 149/237*z + 1
*
[ 7 ] 
f(z) = 1/238*z^3 + 155/238*z + 1
*
[ 3 ] 
f(z) = 2/237*z^3 + 140/237*z + 1
*
[ 5 ] 
f(z) = 1/235*z^3 + 163/235*z + 1
*
[ 4 ] 
f(z) = 1/236*z^3 + 161/236*z + 1
*
[ 15/4 ] 
f(z) = 1/225*z^3 + 161/240*z + 1
*
[ -10 ] 
f(z) = 1/224*z^3 + 183/280*z + 1
*
[ 18 ] 
f(z) = 13/243*z^3 - 295/18*z + 1
*
[ -18 ] 
f(z) = 13/243*z^3 - 293/18*z + 1
*
[ 16 ] 
f(z) = 19/256*z^3 - 289/16*z + 1
*
[ -16 ] 
f(z) = 19/256*z^3 - 287/16*z + 1
*
-54 | 0.23054402944183708278394040609155370019 | 0.029203792851696565180580358102664953815
f(z) = 1/243*z^3 - 298/27*z + 1
*
[ -30 ] 
f(z) = 3/250*z^3 - 293/30*z + 1
*
10/3 | 0.22838227542419765879378795487928066212 | 0.025764210371561520968041701117834111005
f(z) = 3/250*z^3 - 283/30*z + 1
*
[ 27 ] 
f(z) = 4/243*z^3 - 298/27*z + 1
*
[ -27 ] 
f(z) = 4/243*z^3 - 296/27*z + 1
*
[ 22 ] 
f(z) = 7/242*z^3 - 287/22*z + 1
*
[ -22 ] 
f(z) = 7/242*z^3 - 285/22*z + 1
*
[ 27/2 ] 
f(z) = 16/243*z^3 - 299/27*z + 1
*
[ -27/2 ] 
f(z) = 16/243*z^3 - 295/27*z + 1
*
85/2 | 0.19293911407502823919061792082681324635 | 0.021647885205034981639308742882375522302
f(z) = 1/250*z^3 - 297/40*z + 1
*
18 | 0.19991646216376328436194292753704336847 | 0.022230402585956967600301111991280026786
f(z) = 5/243*z^3 - 298/45*z + 1
*
-18 | 0.25297957276290021087669145466025520977 | 0.028183968997236065859052487631119765350
f(z) = 5/243*z^3 - 293/45*z + 1
*
[ -12 ] 
f(z) = 13/256*z^3 - 299/48*z + 1
*
4/3 | 0.20687523405311901278863652135522880712 | 0.024595960812240897069141468423230332095
f(z) = 15/256*z^3 - 281/48*z + 1
*
-36 | 0.20664075713417691525462134517540208413 | 0.029299437152227851934500575960116840361
f(z) = 1/240*z^3 - 289/60*z + 1
*
-30 | 0.12967760117591112140350085900801616205 | 0.018441748125231956956341081600843360281
f(z) = 1/240*z^3 - 283/60*z + 1
*
20 | 0.15801749521532491544801320593422904889 | 0.017840508420636127453473992988889044832
f(z) = 3/250*z^3 - 281/60*z + 1
*
[ -40/3 ] 
f(z) = 7/250*z^3 - 281/72*z + 1
*
5/2 | 0.23071669796088152776456391405138899357 | 0.021955274085852602615658130234330992225
f(z) = 9/250*z^3 - 293/72*z + 1
*
-2 | 0.085324274188717331385689833634314729777 | 0.012134160096175912379594062208021548229
f(z) = 13/240*z^3 - 283/60*z + 1
*
2 | 0.19587709611710742019986150542244199941 | 0.027800639713707610976498027539457266230
f(z) = 17/240*z^3 - 287/60*z + 1
*
[ 45/2 ] 
f(z) = 2/243*z^3 - 289/90*z + 1
*
[ -45/2 ] 
f(z) = 2/243*z^3 - 281/90*z + 1
*
185/12 | 0.28393015645684059528533620091076555822 | 0.027019129787068530319832004301448247020
f(z) = 3/250*z^3 - 293/96*z + 1
*
[ 20 ] 
f(z) = 3/256*z^3 - 299/80*z + 1
*
[ -20 ] 
f(z) = 3/256*z^3 - 291/80*z + 1
*
[ 45/4 ] 
f(z) = 8/243*z^3 - 293/90*z + 1
*
-35/3 | 0.21952553691212256800722321533147457860 | 0.028799057431097205598239790097324633323
f(z) = 3/245*z^3 - 292/105*z + 1
*
[ -27/2 ] 
f(z) = 5/243*z^3 - 289/108*z + 1
*
-14/3 | 0.082005548189913458056993060456081888996 | 0.010738954024570127736199919277682668026
f(z) = 6/245*z^3 - 296/105*z + 1
*
[ 21/2 ] 
f(z) = 8/245*z^3 - 283/105*z + 1
*
24 | 0.18383883330603987298837371584835723379 | 0.028845066523523837211534356109507092987
f(z) = 1/240*z^3 - 293/120*z + 1
*
-18 | 0.16090446654030821214834906399646777651 | 0.025413317464798636143621369052066379398
f(z) = 1/252*z^3 - 281/126*z + 1
*
15/2 | 0.13343042850422473994782261566210207327 | 0.014959709653437377998574099091913397191
f(z) = 9/250*z^3 - 299/120*z + 1
*
[ -8 ] 
f(z) = 13/240*z^3 - 281/120*z + 1
*
-12 | 0.23406339419111090069136081244385339378 | 0.027828435324580410267526493450938789562
f(z) = 5/256*z^3 - 281/144*z + 1
*
[ 10 ] 
f(z) = 7/248*z^3 - 298/155*z + 1
*
[ -28/3 ] 
f(z) = 9/245*z^3 - 293/140*z + 1
*
-35/8 | 0.22614834499123669716366103174641453441 | 0.029790239557970423200527413046342465817
f(z) = 16/245*z^3 - 283/140*z + 1
*
-45/14 | 0.28992936135028217580731785065111036510 | 0.027572172174094834127103003939442856532
f(z) = 7/250*z^3 - 295/168*z + 1
*
-22/5 | 0.21427026805149905551381288938510944924 | 0.024381765316072454277686214260739332646
f(z) = 15/242*z^3 - 298/165*z + 1
*
[ 6 ] 
f(z) = 17/256*z^3 - 299/192*z + 1
*
[ -6 ] 
f(z) = 19/256*z^3 - 289/192*z + 1
*
[ -24 ] 
f(z) = 1/243*z^3 - 287/216*z + 1
*
[ -14 ] 
f(z) = 3/248*z^3 - 282/217*z + 1
*
[ 62/7 ] 
f(z) = 7/248*z^3 - 288/217*z + 1
*
60/7 | 0.14879762977674755571203126606314073539 | 0.016682621524439844814296212810473232642
f(z) = 7/250*z^3 - 299/210*z + 1
*
57/8 | 0.23226511638141453714235817608638733165 | 0.029536548422733611535487125980708426846
f(z) = 8/243*z^3 - 289/216*z + 1
*
[ 23 ] 
f(z) = 1/253*z^3 - 287/253*z + 1
*
[ 5/11 ] 
f(z) = 3/250*z^3 - 291/242*z + 1
*
[ 23/2 ] 
f(z) = 4/253*z^3 - 298/253*z + 1
*
[ -17/2 ] 
f(z) = 8/255*z^3 - 293/255*z + 1
*
[ -8 ] 
f(z) = 9/248*z^3 - 297/248*z + 1
*
[ 13/2 ] 
f(z) = 12/247*z^3 - 298/247*z + 1
*
[ -7 ] 
f(z) = 12/259*z^3 - 292/259*z + 1
*
[ 5/11 ] 
f(z) = 13/250*z^3 - 293/242*z + 1
*
-5 | 0.16071337559574585791423509435458766231 | 0.028193135065128234839849014121199800494
f(z) = 14/255*z^3 - 299/255*z + 1
*
[ 5 ] 
f(z) = 19/240*z^3 - 283/240*z + 1
*
[ 70/3 ] 
f(z) = 9/250*z^3 - 261/14*z + 1
*
[ 30 ] 
f(z) = 13/250*z^3 - 275/6*z + 1
*
[ 20 ] 
f(z) = 9/250*z^3 - 269/20*z + 1
*
[ -20 ] 
f(z) = 9/250*z^3 - 267/20*z + 1
*
[ 15 ] 
f(z) = 11/250*z^3 - 269/30*z + 1
*
3/2 | 0.22935758805382366253436427994549012317 | 0.029491954839781285738152430969685533001
f(z) = 16/243*z^3 - 265/27*z + 1
*
-27 | 0.17698651678743039338487852730696431118 | 0.022692489322616004228785833358033677344
f(z) = 2/243*z^3 - 271/54*z + 1
*
[ -35 ] 
f(z) = 1/250*z^3 - 271/70*z + 1
*
21 | 0.10077007172319606859655013838540597943 | 0.013376868097279986712108254407523537898
f(z) = 2/245*z^3 - 267/70*z + 1
*
[ 14 ] 
f(z) = 6/245*z^3 - 271/70*z + 1
*
[ -14 ] 
f(z) = 6/245*z^3 - 261/70*z + 1
*
[ 35/3 ] 
f(z) = 9/250*z^3 - 279/70*z + 1
*
[ -35/3 ] 
f(z) = 9/250*z^3 - 267/70*z + 1
*
-10 | 0.17547419613935354629546514080370131225 | 0.025135947835678500040173110968544902147
f(z) = 11/240*z^3 - 269/60*z + 1
*
[ 10 ] 
f(z) = 13/240*z^3 - 271/60*z + 1
*
-10 | 0.27241435249844547913348156484917353917 | 0.028545284546746329256026505231821989404
f(z) = 13/250*z^3 - 279/65*z + 1
*
18/7 | 0.13806460984515049009349371728058082249 | 0.015529369621652289944588154849860889920
f(z) = 14/243*z^3 - 269/63*z + 1
*
15/2 | 0.30694563051463378961466478422675083727 | 0.029366236427478183075570648258343451032
f(z) = 17/250*z^3 - 277/72*z + 1
*
-68/5 | 0.17356567407508460128624708574287578146 | 0.020743330819087421192147568809722182320
f(z) = 5/256*z^3 - 269/80*z + 1
*
-10/3 | 0.24413948204720055314572812360688654518 | 0.027677092193326097438817340522338449535
f(z) = 7/250*z^3 - 271/90*z + 1
*
[ -45/4 ] 
f(z) = 8/243*z^3 - 277/90*z + 1
*
-9/5 | 0.19116194025117769556799019830142942685 | 0.021431060673719041313428082035151085527
f(z) = 10/243*z^3 - 277/90*z + 1
*
-90/11 | 0.23533154564270460236659772179143726883 | 0.026372236657380329535675322390166167293
f(z) = 11/243*z^3 - 278/99*z + 1
*
6 | 0.14241493669302051629610599785716037000 | 0.018208736562832610731166607349176178209
f(z) = 1/243*z^3 - 277/108*z + 1
*
[ 21 ] 
f(z) = 2/245*z^3 - 278/105*z + 1
*
[ -21 ] 
f(z) = 2/245*z^3 - 268/105*z + 1
*
14 | 0.16148499723517881072242163213912201890 | 0.021332436000671720636457033045916247849
f(z) = 3/245*z^3 - 277/105*z + 1
*
-14/3 | 0.16148503199252648896778039438040698717 | 0.021425930222537308350843463065557976097
f(z) = 3/245*z^3 - 268/105*z + 1
*
-14 | 0.16148499723517881072242163213912201890 | 0.021490487705876827428622507567386629676
f(z) = 3/245*z^3 - 262/105*z + 1
*
-33/4 | 0.10172466434056944719101640112070134180 | 0.013080270124396127833950088960285549886
f(z) = 4/243*z^3 - 265/108*z + 1
*
16/7 | 0.18512247278751132910776761035330738143 | 0.022204635912835462699466512071326324225
f(z) = 7/256*z^3 - 261/112*z + 1
*
[ -21/2 ] 
f(z) = 8/245*z^3 - 263/105*z + 1
*
15/8 | 0.14241437212640294124077323405534263010 | 0.018208664379078221593054673858308798382
f(z) = 16/243*z^3 - 277/108*z + 1
*
8/3 | 0.24344695776496986818160829826156200700 | 0.026936260511738149843387986039330218324
f(z) = 15/256*z^3 - 263/120*z + 1
*
[ 80/3 ] 
f(z) = 1/250*z^3 - 271/144*z + 1
*
[ -10 ] 
f(z) = 7/248*z^3 - 267/155*z + 1
*
16/9 | 0.089936421660112992589683302995638246459 | 0.010711044344991295707131408600472895064
f(z) = 9/256*z^3 - 277/144*z + 1
*
-15/7 | 0.17844807721726076194207535929446036412 | 0.022815823281213140505450485559950291284
f(z) = 7/243*z^3 - 277/189*z + 1
*
[ 65/7 ] 
f(z) = 7/250*z^3 - 277/182*z + 1
*
[ 20/3 ] 
f(z) = 13/250*z^3 - 263/180*z + 1
*
-42/5 | 0.20639991646050284716785985479264874505 | 0.027942967715522640742404803343866323406
f(z) = 5/252*z^3 - 269/210*z + 1
*
4 | 0.18528404952316841801638091474487427854 | 0.022143827431549621953546813591044596915
f(z) = 13/256*z^3 - 269/208*z + 1
*
[ 9/20 ] 
f(z) = 16/243*z^3 - 278/225*z + 1
*
16 | 0.15816499477839913831061260273718432075 | 0.028233066779822867814843560357418119617
f(z) = 1/240*z^3 - 271/240*z + 1
*
[ -23 ] 
f(z) = 1/253*z^3 - 265/253*z + 1
*
[ 13 ] 
f(z) = 3/247*z^3 - 279/247*z + 1
*
-9/2 | 0.21913872552071300405557813614168805566 | 0.024627985711789161463818148872446549260
f(z) = 7/243*z^3 - 271/252*z + 1
*
[ 1/2 ] 
f(z) = 8/259*z^3 - 261/259*z + 1
*
[ 7 ] 
f(z) = 10/259*z^3 - 268/259*z + 1
*
[ 1/2 ] 
f(z) = 12/259*z^3 - 262/259*z + 1
*
[ 6 ] 
f(z) = 13/246*z^3 - 263/246*z + 1
*
[ 11/2 ] 
f(z) = 16/253*z^3 - 277/253*z + 1
*
[ 1/2 ] 
f(z) = 16/257*z^3 - 261/257*z + 1
*
[ 1/2 ] 
f(z) = 16/259*z^3 - 263/259*z + 1
*
[ 5 ] 
f(z) = 19/245*z^3 - 279/245*z + 1
*
[ 5 ] 
f(z) = 19/255*z^3 - 271/255*z + 1
*
[ 35/4 ] 
f(z) = 6/245*z^3 - 277/280*z + 1
*
4 | 0.17377366665762911378822219866417455304 | 0.021002765469235812976818970644844747085
f(z) = 1/256*z^3 - 245/16*z + 1
*
4/3 | 0.22208598547550420249795840212130068445 | 0.026738089100963390263668208652750639168
f(z) = 9/256*z^3 - 253/16*z + 1
*
[ 18 ] 
f(z) = 11/243*z^3 - 247/18*z + 1
*
[ -18 ] 
f(z) = 11/243*z^3 - 245/18*z + 1
*
[ 16 ] 
f(z) = 17/256*z^3 - 257/16*z + 1
*
[ -16 ] 
f(z) = 17/256*z^3 - 255/16*z + 1
*
45 | 0.23892020322490784195338358066472052986 | 0.027373163644482629661429199449689978241
f(z) = 1/250*z^3 - 247/30*z + 1
*
-8/3 | 0.24995147182456776440597064374364541912 | 0.027726753721070051889109331174970679308
f(z) = 3/256*z^3 - 257/24*z + 1
*
88/3 | 0.16673153614270127268394146254194269480 | 0.018593916092191431620958624188270568956
f(z) = 3/256*z^3 - 245/24*z + 1
*
[ 24 ] 
f(z) = 5/256*z^3 - 247/24*z + 1
*
[ -24 ] 
f(z) = 5/256*z^3 - 245/24*z + 1
*
[ -55/3 ] 
f(z) = 9/250*z^3 - 243/22*z + 1
*
15/2 | 0.24667383017518310028441654539654246981 | 0.028341349338792850357592694315796926179
f(z) = 1/250*z^3 - 241/40*z + 1
*
[ 42 ] 
f(z) = 1/252*z^3 - 253/42*z + 1
*
[ -42 ] 
f(z) = 1/252*z^3 - 251/42*z + 1
*
-68/3 | 0.21782035020712727517566622779964167745 | 0.026224527042403624551640430650631612499
f(z) = 3/256*z^3 - 253/48*z + 1
*
-21/2 | 0.14374485024421766518354949581654673480 | 0.018711852087582258556132942396013806920
f(z) = 8/243*z^3 - 241/54*z + 1
*
[ 12 ] 
f(z) = 11/256*z^3 - 253/48*z + 1
*
[ -12 ] 
f(z) = 11/256*z^3 - 245/48*z + 1
*
28/3 | 0.15354546533705104788767005861264253767 | 0.018451291766210177321710892655580098822
f(z) = 15/256*z^3 - 257/48*z + 1
*
-6 | 0.13804771394255985621045685961973890581 | 0.019882655891079928870653798524696405778
f(z) = 1/240*z^3 - 259/60*z + 1
*
30 | 0.14442018596926790616614771955249860894 | 0.020943566039724476492377154516266057805
f(z) = 1/240*z^3 - 247/60*z + 1
*
28 | 0.18670143855818308386588720066575815346 | 0.027172021234039700924071872274465121032
f(z) = 1/240*z^3 - 241/60*z + 1
*
-20/3 | 0.18283735440054412715288670313998699484 | 0.017700380550488594926232993944372288709
f(z) = 1/250*z^3 - 245/72*z + 1
*
-18 | 0.19735047609107750634598275254700922031 | 0.022372065814703429102178007674141179954
f(z) = 2/243*z^3 - 251/72*z + 1
*
4 | 0.14934651566860686405155908702958604886 | 0.021582852469755561604822410903034294616
f(z) = 7/240*z^3 - 253/60*z + 1
*
12 | 0.19410303365408159874932391426965405114 | 0.028148486837637658693071309207315934324
f(z) = 7/240*z^3 - 247/60*z + 1
*
10 | 0.10769800144530118494215083214289184660 | 0.015674075169074801568114626398104338213
f(z) = 7/240*z^3 - 241/60*z + 1
*
-21/2 | 0.19210907985393445849258504802482484228 | 0.025631678812660828977398569693188256312
f(z) = 8/245*z^3 - 257/70*z + 1
*
[ -10 ] 
f(z) = 13/240*z^3 - 259/60*z + 1
*
45/7 | 0.25487172102597120409069255571416163985 | 0.028932232520482281909950550225872508049
f(z) = 14/243*z^3 - 248/63*z + 1
*
6 | 0.16641972681170643789581710234809747290 | 0.024220275888670044306768654235937390287
f(z) = 19/240*z^3 - 241/60*z + 1
*
15 | 0.11118346418172476810947016524480871664 | 0.012738324840373067652857906955297665016
f(z) = 1/250*z^3 - 247/90*z + 1
*
9 | 0.18644235068092505099324492090097228977 | 0.021174058174592564071349780751594496295
f(z) = 10/243*z^3 - 247/90*z + 1
*
60/11 | 0.22595889741837607937518597071490059811 | 0.021874952665920705222477115349173031418
f(z) = 11/250*z^3 - 245/88*z + 1
*
12/5 | 0.16041588815965948323151523823833103239 | 0.019369274633270981443623534656228181836
f(z) = 15/256*z^3 - 247/80*z + 1
*
7 | 0.21952388426447336180546350842833850490 | 0.029350861029221862603747345224635187086
f(z) = 3/245*z^3 - 253/105*z + 1
*
[ 35/3 ] 
f(z) = 6/245*z^3 - 254/105*z + 1
*
-28/3 | 0.23047452644976619664580528675002771827 | 0.027774568489171885788656309820754996433
f(z) = 9/256*z^3 - 251/112*z + 1
*
[ 28/3 ] 
f(z) = 9/256*z^3 - 243/112*z + 1
*
15/2 | 0.15952770925508796768482376867742743801 | 0.020635839260866893103580741505582150811
f(z) = 13/243*z^3 - 253/108*z + 1
*
-45/2 | 0.21861239326460567900545248024323937687 | 0.025000477356778172382001289191680660029
f(z) = 1/250*z^3 - 251/120*z + 1
*
-5/2 | 0.17926666326867863582816087960802713959 | 0.020596668584134675136153903596019377499
f(z) = 3/250*z^3 - 241/120*z + 1
*
-5/2 | 0.23287468093044817508399635105513601407 | 0.026536296568402980172051986007512292855
f(z) = 9/250*z^3 - 259/120*z + 1
*
[ 8 ] 
f(z) = 11/240*z^3 - 247/120*z + 1
*
[ 15/2 ] 
f(z) = 13/250*z^3 - 247/120*z + 1
*
-24/5 | 0.24098489573167488406249782616549828545 | 0.026732104458818981885326358383553699939
f(z) = 15/256*z^3 - 257/120*z + 1
*
-21/8 | 0.21952514370549965858505708387305573754 | 0.029510146796352723573482740812077283714
f(z) = 16/245*z^3 - 243/140*z + 1
*
-85/12 | 0.17100105367765738478130208646789129423 | 0.019502964368137300311972543226181680127
f(z) = 9/250*z^3 - 257/160*z + 1
*
4 | 0.17600326704188140735018403343375265049 | 0.021272241131810336380984090044573952680
f(z) = 11/256*z^3 - 245/176*z + 1
*
[ 32/5 ] 
f(z) = 15/256*z^3 - 249/160*z + 1
*
5 | 0.24681461083326018907815206650464008319 | 0.028200083291563353880339563631640030747
f(z) = 17/250*z^3 - 253/170*z + 1
*
-6 | 0.20537797600455283325321293689404614318 | 0.029890153863279979132410720251158461410
f(z) = 3/256*z^3 - 241/192*z + 1
*
-63/10 | 0.21290775817587572756475233224878079473 | 0.024179706171765752839127046733074977309
f(z) = 5/243*z^3 - 247/180*z + 1
*
[ 3/7 ] 
f(z) = 7/243*z^3 - 253/189*z + 1
*
[ 3/7 ] 
f(z) = 14/243*z^3 - 254/189*z + 1
*
[ 6 ] 
f(z) = 15/256*z^3 - 245/192*z + 1
*
[ -13 ] 
f(z) = 3/247*z^3 - 241/247*z + 1
*
[ 1/2 ] 
f(z) = 4/241*z^3 - 242/241*z + 1
*
[ 1/2 ] 
f(z) = 4/243*z^3 - 244/243*z + 1
*
[ 1/2 ] 
f(z) = 4/245*z^3 - 246/245*z + 1
*
[ 1/2 ] 
f(z) = 4/247*z^3 - 248/247*z + 1
*
[ 1/2 ] 
f(z) = 4/249*z^3 - 250/249*z + 1
*
[ 1/2 ] 
f(z) = 4/251*z^3 - 252/251*z + 1
*
[ 1/2 ] 
f(z) = 4/255*z^3 - 256/255*z + 1
*
[ 1/2 ] 
f(z) = 4/257*z^3 - 258/257*z + 1
*
[ 1/2 ] 
f(z) = 4/259*z^3 - 260/259*z + 1
*
[ 1/2 ] 
f(z) = 8/241*z^3 - 243/241*z + 1
*
[ 1/2 ] 
f(z) = 8/243*z^3 - 245/243*z + 1
*
[ 1/2 ] 
f(z) = 8/245*z^3 - 247/245*z + 1
*
[ 1/2 ] 
f(z) = 8/247*z^3 - 249/247*z + 1
*
[ 1/2 ] 
f(z) = 8/249*z^3 - 251/249*z + 1
*
[ 1/2 ] 
f(z) = 8/251*z^3 - 253/251*z + 1
*
[ 1/2 ] 
f(z) = 8/253*z^3 - 255/253*z + 1
*
[ 1/2 ] 
f(z) = 8/255*z^3 - 257/255*z + 1
*
[ 1/2 ] 
f(z) = 8/257*z^3 - 259/257*z + 1
*
[ -23/3 ] 
f(z) = 9/253*z^3 - 243/253*z + 1
*
[ -7 ] 
f(z) = 11/252*z^3 - 251/252*z + 1
*
[ -7 ] 
f(z) = 11/259*z^3 - 243/259*z + 1
*
[ 1/2 ] 
f(z) = 12/241*z^3 - 244/241*z + 1
*
[ 1/2 ] 
f(z) = 12/245*z^3 - 248/245*z + 1
*
[ 1/2 ] 
f(z) = 12/247*z^3 - 250/247*z + 1
*
[ 1/2 ] 
f(z) = 12/251*z^3 - 254/251*z + 1
*
[ 1/2 ] 
f(z) = 12/253*z^3 - 256/253*z + 1
*
[ 1/2 ] 
f(z) = 12/257*z^3 - 260/257*z + 1
*
[ 6 ] 
f(z) = 13/258*z^3 - 253/258*z + 1
*
[ 1/2 ] 
f(z) = 16/241*z^3 - 245/241*z + 1
*
[ 1/2 ] 
f(z) = 16/243*z^3 - 247/243*z + 1
*
[ 1/2 ] 
f(z) = 16/245*z^3 - 249/245*z + 1
*
[ 1/2 ] 
f(z) = 16/247*z^3 - 251/247*z + 1
*
[ 1/2 ] 
f(z) = 16/249*z^3 - 253/249*z + 1
*
[ 1/2 ] 
f(z) = 16/251*z^3 - 255/251*z + 1
*
[ 1/2 ] 
f(z) = 16/253*z^3 - 257/253*z + 1
*
[ 5 ] 
f(z) = 18/245*z^3 - 254/245*z + 1
*
[ 62/9 ] 
f(z) = 9/248*z^3 - 242/279*z + 1
*
-4 | 0.14471678091630451314266890300917233567 | 0.017561333253682229020034911107108837305
f(z) = 1/256*z^3 - 237/16*z + 1
*
-4/3 | 0.12816036436741801258071069044068254795 | 0.015617293647507791053095167506897653380
f(z) = 9/256*z^3 - 229/16*z + 1
*
[ 18 ] 
f(z) = 10/243*z^3 - 223/18*z + 1
*
[ -18 ] 
f(z) = 10/243*z^3 - 221/18*z + 1
*
[ 16 ] 
f(z) = 15/256*z^3 - 225/16*z + 1
*
[ -16 ] 
f(z) = 15/256*z^3 - 223/16*z + 1
*
7 | 0.10943326278768655829949929897824551760 | 0.014891741076379760729054594809026439748
f(z) = 1/245*z^3 - 222/35*z + 1
*
-40 | 0.27941021592210166689158198645402910637 | 0.027136758942605985636926006908649004829
f(z) = 1/250*z^3 - 237/32*z + 1
*
-70/3 | 0.097159069810227220078221912031489437150 | 0.011228890067105021501663545602309008091
f(z) = 3/250*z^3 - 229/30*z + 1
*
-88/3 | 0.25337243647833655585143060627264450237 | 0.028334464888756141659261872516858870672
f(z) = 3/256*z^3 - 239/24*z + 1
*
7/2 | 0.16583071950996039191827528283252798552 | 0.022498150251557122696221320856495018935
f(z) = 4/245*z^3 - 227/35*z + 1
*
7/4 | 0.22228155040614171211496313680536321949 | 0.029981446068140625215381026488188695420
f(z) = 16/245*z^3 - 237/35*z + 1
*
55/14 | 0.27238846155993893197961342710818808279 | 0.026454795132330251018003638312300988664
f(z) = 7/250*z^3 - 237/56*z + 1
*
-5/6 | 0.17953944986205666402618905065536215036 | 0.020708330451277305261287604995149946076
f(z) = 9/250*z^3 - 233/40*z + 1
*
-12 | 0.17606543490474417544097397119774509924 | 0.021524522024862563730239166850393491795
f(z) = 9/256*z^3 - 223/48*z + 1
*
30 | 0.11759201337873853745403973465766543135 | 0.017134804238847669590566879242320416579
f(z) = 1/240*z^3 - 239/60*z + 1
*
[ 33 ] 
f(z) = 1/242*z^3 - 233/66*z + 1
*
[ -33 ] 
f(z) = 1/242*z^3 - 229/66*z + 1
*
-10 | 0.17146664931033820322079867669326636087 | 0.025141677107769097680185412319288667895
f(z) = 7/240*z^3 - 229/60*z + 1
*
20/7 | 0.15990466889457432219848372938355325551 | 0.018443627440738533217563372601998515256
f(z) = 7/250*z^3 - 233/70*z + 1
*
7/2 | 0.16173055490309078861670983402011760629 | 0.021994934457598684574069268484507830538
f(z) = 8/245*z^3 - 223/70*z + 1
*
-2 | 0.18420237598774117400386075951673646427 | 0.027043865371567773620148485023104449956
f(z) = 17/240*z^3 - 227/60*z + 1
*
6 | 0.20335630972526996484751432484278751154 | 0.029934102232440172684228275032734328146
f(z) = 17/240*z^3 - 223/60*z + 1
*
7/3 | 0.11101115489501181516026356699733803835 | 0.015007695856596385725495795399789806695
f(z) = 18/245*z^3 - 233/70*z + 1
*
-6 | 0.11252445946111626980085607690718471126 | 0.016585624821888003131049346624401454487
f(z) = 19/240*z^3 - 221/60*z + 1
*
-5/3 | 0.24413852908573743673546032026154178609 | 0.028244267473507380288132442323223359457
f(z) = 11/250*z^3 - 227/90*z + 1
*
-5/2 | 0.22342244621341750921262557203090714104 | 0.021847451324025768089595385848336543392
f(z) = 11/250*z^3 - 221/88*z + 1
*
-36/5 | 0.086951155324155036692042824194280036203 | 0.010630036831900558919295639933541739399
f(z) = 15/256*z^3 - 223/80*z + 1
*
[ 28 ] 
f(z) = 1/256*z^3 - 235/112*z + 1
*
[ -28 ] 
f(z) = 1/256*z^3 - 227/112*z + 1
*
[ 12 ] 
f(z) = 5/243*z^3 - 221/108*z + 1
*
-28/3 | 0.21952487304321310957874458707754504696 | 0.029576100838742019183264541114488580319
f(z) = 6/245*z^3 - 239/105*z + 1
*
[ -35/3 ] 
f(z) = 6/245*z^3 - 236/105*z + 1
*
4 | 0.15089298238948933851926232040475545215 | 0.018467454774202058433814304829193584252
f(z) = 7/256*z^3 - 221/112*z + 1
*
21/8 | 0.14241468471921519842856793990741692108 | 0.018662780981307401126619218103589108899
f(z) = 16/243*z^3 - 229/108*z + 1
*
14 | 0.14308623137425373506065206943593560595 | 0.023288071014575677940445650933636069594
f(z) = 1/252*z^3 - 233/126*z + 1
*
[ 44/3 ] 
f(z) = 3/242*z^3 - 229/132*z + 1
*
7/4 | 0.21658149868961653032789977370711849449 | 0.029383476798662408484308449883466136375
f(z) = 4/245*z^3 - 227/140*z + 1
*
[ 2/5 ] 
f(z) = 5/248*z^3 - 233/155*z + 1
*
-16/3 | 0.12416555104701709500564977813365477862 | 0.015098635722728446609242326915320591326
f(z) = 5/256*z^3 - 233/144*z + 1
*
[ 2/5 ] 
f(z) = 15/248*z^3 - 234/155*z + 1
*
-7/2 | 0.21952514370549965858505708387305573754 | 0.029677797629648763458299351377377392329
f(z) = 19/245*z^3 - 233/140*z + 1
*
[ 24 ] 
f(z) = 1/252*z^3 - 223/168*z + 1
*
-18/5 | 0.19113788169801946800216969741104509955 | 0.021962276456352681004260223003185371136
f(z) = 5/243*z^3 - 223/180*z + 1
*
[ 36/5 ] 
f(z) = 10/243*z^3 - 229/180*z + 1
*
[ 45/8 ] 
f(z) = 16/243*z^3 - 227/180*z + 1
*
[ -6 ] 
f(z) = 17/256*z^3 - 235/192*z + 1
*
-5 | 0.16358210964706537204389299923886240230 | 0.018867788584019793900839775365174305014
f(z) = 19/250*z^3 - 233/190*z + 1
*
42/5 | 0.19646518359021053150041490578722171560 | 0.027190600976595995324480305648094033048
f(z) = 5/252*z^3 - 229/210*z + 1
*
-35/6 | 0.16148461575811164036448728193551008046 | 0.021961487374098503937845930840482935538
f(z) = 6/245*z^3 - 223/210*z + 1
*
[ -62/7 ] 
f(z) = 7/248*z^3 - 239/217*z + 1
*
[ 27/4 ] 
f(z) = 10/243*z^3 - 221/216*z + 1
*
[ 8 ] 
f(z) = 7/248*z^3 - 231/248*z + 1
*
[ 15/2 ] 
f(z) = 8/255*z^3 - 229/255*z + 1
*
[ -13/2 ] 
f(z) = 12/247*z^3 - 222/247*z + 1
*
[ -23/4 ] 
f(z) = 16/253*z^3 - 232/253*z + 1
*
[ 5 ] 
f(z) = 17/245*z^3 - 229/245*z + 1
*
[ 9/16 ] 
f(z) = 8/243*z^3 - 227/288*z + 1
*
[ -20 ] 
f(z) = 7/250*z^3 - 203/20*z + 1
*
[ -15 ] 
f(z) = 9/250*z^3 - 211/30*z + 1
*
-30 | 0.22040645207345326561857622481460307845 | 0.023891705283900599116007064990472604857
f(z) = 1/250*z^3 - 203/45*z + 1
*
[ 40 ] 
f(z) = 1/256*z^3 - 211/40*z + 1
*
[ -40 ] 
f(z) = 1/256*z^3 - 209/40*z + 1
*
15 | 0.13453941023234419301911136182034583142 | 0.017844467200054586397410848993072159933
f(z) = 4/243*z^3 - 209/54*z + 1
*
[ 40/3 ] 
f(z) = 9/250*z^3 - 219/40*z + 1
*
[ -40/3 ] 
f(z) = 9/250*z^3 - 213/40*z + 1
*
[ 40/3 ] 
f(z) = 9/256*z^3 - 213/40*z + 1
*
[ -40/3 ] 
f(z) = 9/256*z^3 - 207/40*z + 1
*
-9/5 | 0.19466541339841928833548097274464717139 | 0.022573271236300062055566616894694028959
f(z) = 10/243*z^3 - 206/45*z + 1
*
-4/3 | 0.16556152283227889442030305724541255462 | 0.020402106509027818372167935359672626105
f(z) = 15/256*z^3 - 209/48*z + 1
*
-24 | 0.10414258274537934774747629095023012990 | 0.011785669501929898911126335537848701571
f(z) = 1/256*z^3 - 215/72*z + 1
*
63/4 | 0.24728355398055084638175812050961363826 | 0.028723698839859381906771315239382971092
f(z) = 2/243*z^3 - 203/72*z + 1
*
7 | 0.10192975284909739771216965862165294616 | 0.013949217287051277249486382210252314872
f(z) = 2/245*z^3 - 213/70*z + 1
*
-18/7 | 0.22638799906264383145479150194277967327 | 0.026222421762795344103854682941723415497
f(z) = 7/243*z^3 - 208/63*z + 1
*
72/7 | 0.20988285267235216685856082222212274088 | 0.024337875324183715237347970989438892077
f(z) = 7/243*z^3 - 206/63*z + 1
*
55/7 | 0.13791235773667347271960618948679549052 | 0.016021514636391744505193753705514040753
f(z) = 7/250*z^3 - 219/70*z + 1
*
-18/7 | 0.22938757303413776372951914807203609991 | 0.026398355772991192504975763463020437351
f(z) = 14/243*z^3 - 220/63*z + 1
*
-35/3 | 0.10187515204712457379280490407615827961 | 0.013987214413757951388802681093230566696
f(z) = 3/245*z^3 - 208/105*z + 1
*
[ -12 ] 
f(z) = 5/243*z^3 - 203/108*z + 1
*
[ -28/3 ] 
f(z) = 9/256*z^3 - 219/112*z + 1
*
-45/11 | 0.22263027354115765928995256428752912565 | 0.025947076302659891974465092864306166761
f(z) = 11/250*z^3 - 213/110*z + 1
*
-7/2 | 0.21625415635889852262634757578205922135 | 0.029691177800245805330305278665795134244
f(z) = 12/245*z^3 - 208/105*z + 1
*
[ -44/3 ] 
f(z) = 3/242*z^3 - 211/132*z + 1
*
-5/6 | 0.15359454547016214288678191214661319262 | 0.017862379002604096567861330033477714239
f(z) = 3/250*z^3 - 217/120*z + 1
*
-33/5 | 0.19113657741931202927367600341279984152 | 0.025319179129611843610421756374849971959
f(z) = 5/243*z^3 - 211/135*z + 1
*
[ -8 ] 
f(z) = 11/240*z^3 - 217/120*z + 1
*
[ 5/13 ] 
f(z) = 13/250*z^3 - 209/130*z + 1
*
36/7 | 0.22491954921942704426293352202312141034 | 0.028666052761137919348503161960161363736
f(z) = 7/240*z^3 - 213/140*z + 1
*
[ 8/19 ] 
f(z) = 19/256*z^3 - 211/152*z + 1
*
[ -24 ] 
f(z) = 1/252*z^3 - 209/168*z + 1
*
[ 45/2 ] 
f(z) = 1/243*z^3 - 203/180*z + 1
*
[ 45/4 ] 
f(z) = 4/243*z^3 - 211/180*z + 1
*
[ -20/3 ] 
f(z) = 13/250*z^3 - 209/180*z + 1
*
-15/7 | 0.24751727470169210042497096115943553413 | 0.028895371894493830060211729195789131662
f(z) = 7/250*z^3 - 209/210*z + 1
*
-5 | 0.13220008035497750904678490872603366936 | 0.024121289908725526464466207245499147689
f(z) = 1/240*z^3 - 217/240*z + 1
*
[ 15 ] 
f(z) = 2/255*z^3 - 212/255*z + 1
*
[ -11 ] 
f(z) = 4/253*z^3 - 208/253*z + 1
*
[ 48/5 ] 
f(z) = 5/256*z^3 - 217/240*z + 1
*
[ 7 ] 
f(z) = 9/259*z^3 - 219/259*z + 1
*
[ 5 ] 
f(z) = 16/245*z^3 - 204/245*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 19/250*z^3 - 201/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 19/254*z^3 - 203/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = 19/258*z^3 - 205/258*z + 1
*
[ 62/3 ] 
f(z) = 1/248*z^3 - 215/279*z + 1
*
[ 5/9 ] 
f(z) = 3/250*z^3 - 217/270*z + 1
*
-4 | 0.19163023173447843949125721316372562571 | 0.022871961522335252164579510861908221763
f(z) = 17/256*z^3 - 205/272*z + 1
*
[ -35/4 ] 
f(z) = 6/245*z^3 - 213/280*z + 1
*
[ 7/12 ] 
f(z) = 18/245*z^3 - 207/280*z + 1
*
-4/3 | 0.22724052637228815638170428930475792194 | 0.028508102082874965258642501225651666077
f(z) = 9/256*z^3 - 181/16*z + 1
*
[ 16 ] 
f(z) = 13/256*z^3 - 193/16*z + 1
*
[ -16 ] 
f(z) = 13/256*z^3 - 191/16*z + 1
*
-63/2 | 0.19452813532933059498917059241628248982 | 0.022813343385433393136852504967173511827
f(z) = 1/243*z^3 - 187/36*z + 1
*
[ 22 ] 
f(z) = 5/242*z^3 - 199/22*z + 1
*
[ -22 ] 
f(z) = 5/242*z^3 - 197/22*z + 1
*
[ 11 ] 
f(z) = 19/242*z^3 - 189/22*z + 1
*
[ -11 ] 
f(z) = 19/242*z^3 - 185/22*z + 1
*
-10/3 | 0.23882346384815359485666470354497017475 | 0.026060207194498204825979736165451647129
f(z) = 1/250*z^3 - 191/45*z + 1
*
18/5 | 0.20714513109692307003421350144086640511 | 0.024370463974226283052050667378127416997
f(z) = 5/243*z^3 - 182/45*z + 1
*
-60/7 | 0.20084831067656344807043995220499499815 | 0.020031126079109746603297290384808270306
f(z) = 7/250*z^3 - 181/56*z + 1
*
-33/4 | 0.13456500523793669627215927355189087630 | 0.018038410552208117075269791821482033673
f(z) = 8/243*z^3 - 193/54*z + 1
*
-65/6 | 0.22236237274751978108048499298577331609 | 0.026217136362132759374656208499330996126
f(z) = 9/250*z^3 - 193/40*z + 1
*
[ 12 ] 
f(z) = 9/256*z^3 - 199/48*z + 1
*
[ -12 ] 
f(z) = 9/256*z^3 - 191/48*z + 1
*
9 | 0.21677017173147981266292120038868739928 | 0.025358841226269693802804992327954050484
f(z) = 10/243*z^3 - 191/45*z + 1
*
5/2 | 0.23506414523287164127387198344123482938 | 0.027783314500623265973210896823957169791
f(z) = 13/250*z^3 - 189/40*z + 1
*
30 | 0.13551976095533877409473931950046816580 | 0.020414005740288362644242337428585152033
f(z) = 1/240*z^3 - 191/60*z + 1
*
-7 | 0.16148461575811164036448728193551008046 | 0.022401660265133601869138190419695916154
f(z) = 2/245*z^3 - 193/70*z + 1
*
[ 12 ] 
f(z) = 7/240*z^3 - 197/60*z + 1
*
[ -12 ] 
f(z) = 7/240*z^3 - 187/60*z + 1
*
10 | 0.19770043248544790885903040007483782763 | 0.023309425660827868061674979314842110140
f(z) = 7/250*z^3 - 193/70*z + 1
*
-30/7 | 0.10810828575200275232702218321415830188 | 0.012826725529576840300426833849112817976
f(z) = 7/250*z^3 - 183/70*z + 1
*
-7/2 | 0.073175307408728846645278044121316812664 | 0.010226590439069282905732108870692787449
f(z) = 8/245*z^3 - 183/70*z + 1
*
6 | 0.14076101909713250366662669297459226852 | 0.021271338554663340750308119683795396207
f(z) = 13/240*z^3 - 187/60*z + 1
*
-24 | 0.17301401535754570807500577128242071817 | 0.027067624984535512393026873125447223321
f(z) = 1/252*z^3 - 199/84*z + 1
*
-15 | 0.14879691191045509054036612330527382786 | 0.023507657625256342089659570838778245728
f(z) = 1/252*z^3 - 187/84*z + 1
*
185/12 | 0.14503654544216740935766932776676140437 | 0.014343697266931023376981580471309565920
f(z) = 3/250*z^3 - 197/96*z + 1
*
55/9 | 0.11118433558581082644303479952920540678 | 0.013108939481843361431636559098431875550
f(z) = 9/250*z^3 - 193/90*z + 1
*
63/10 | 0.13152889764364913977589012396006040387 | 0.015425089547957342998809649149123963940
f(z) = 10/243*z^3 - 187/90*z + 1
*
-10/3 | 0.24523993219280384407686271995638115716 | 0.028844699775690101329828465443173780441
f(z) = 11/250*z^3 - 197/90*z + 1
*
[ 3/8 ] 
f(z) = 16/243*z^3 - 181/108*z + 1
*
[ 15/2 ] 
f(z) = 11/250*z^3 - 193/120*z + 1
*
60/13 | 0.14249870074632811245989393055515449926 | 0.016907045654089437094065215617259892084
f(z) = 13/250*z^3 - 183/130*z + 1
*
[ 4/9 ] 
f(z) = 9/256*z^3 - 181/144*z + 1
*
[ 16/3 ] 
f(z) = 19/256*z^3 - 187/144*z + 1
*
[ -32/5 ] 
f(z) = 15/256*z^3 - 199/160*z + 1
*
-40/17 | 0.24681461083326018907815206650464008319 | 0.029283817126745096047517423253125759838
f(z) = 17/250*z^3 - 183/170*z + 1
*
[ 9/19 ] 
f(z) = 19/243*z^3 - 193/171*z + 1
*
[ -45/2 ] 
f(z) = 1/243*z^3 - 187/180*z + 1
*
[ 20/3 ] 
f(z) = 11/250*z^3 - 199/180*z + 1
*
[ 6 ] 
f(z) = 13/256*z^3 - 191/192*z + 1
*
[ -6 ] 
f(z) = 15/256*z^3 - 181/192*z + 1
*
[ 21/4 ] 
f(z) = 16/243*z^3 - 190/189*z + 1
*
[ 25/2 ] 
f(z) = 3/250*z^3 - 191/200*z + 1
*
[ 9 ] 
f(z) = 5/252*z^3 - 181/252*z + 1
*
[ -7 ] 
f(z) = 10/259*z^3 - 194/259*z + 1
*
[ 6 ] 
f(z) = 11/246*z^3 - 191/246*z + 1
*
[ 6 ] 
f(z) = 11/258*z^3 - 181/258*z + 1
*
[ -6 ] 
f(z) = 13/246*z^3 - 181/246*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 13/258*z^3 - 181/258*z + 1
*
[ 36/7 ] 
f(z) = 14/243*z^3 - 181/252*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 15/242*z^3 - 181/242*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 15/254*z^3 - 187/254*z + 1
*
[ -11/2 ] 
f(z) = 16/253*z^3 - 185/253*z + 1
*
[ 5 ] 
f(z) = 16/255*z^3 - 196/255*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 17/242*z^3 - 189/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = 17/246*z^3 - 191/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 17/250*z^3 - 193/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 17/254*z^3 - 195/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 17/258*z^3 - 197/258*z + 1
*
[ -5 ] 
f(z) = 19/240*z^3 - 187/240*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = 19/242*z^3 - 197/242*z + 1
*
[ -5 ] 
f(z) = 19/245*z^3 - 181/245*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = 19/246*z^3 - 199/246*z + 1
*
[ -62/3 ] 
f(z) = 1/248*z^3 - 188/279*z + 1
*
[ 30/7 ] 
f(z) = 19/250*z^3 - 185/294*z + 1
*
[ 60 ] 
f(z) = 1/250*z^3 - 161/12*z + 1
*
52 | 0.22492969634289193825941022773361380099 | 0.028379143685515199218390870246391484300
f(z) = 1/256*z^3 - 173/16*z + 1
*
20 | 0.28460197923958749509508290321033240767 | 0.028545900442163540590788014189313163994
f(z) = 7/250*z^3 - 171/14*z + 1
*
[ 18 ] 
f(z) = 8/243*z^3 - 175/18*z + 1
*
[ -18 ] 
f(z) = 8/243*z^3 - 173/18*z + 1
*
-140/9 | 0.29634884603895149799796992695077989659 | 0.029689497449355476102482245658572230396
f(z) = 9/250*z^3 - 173/18*z + 1
*
5/3 | 0.14566288549894665204282644258632525673 | 0.014576346650010434557933896410229840035
f(z) = 11/250*z^3 - 175/18*z + 1
*
[ 16 ] 
f(z) = 11/256*z^3 - 161/16*z + 1
*
-27 | 0.21286099645695914490749963610911923310 | 0.028891071676625914291069633059158821955
f(z) = 2/243*z^3 - 176/27*z + 1
*
[ 15 ] 
f(z) = 7/250*z^3 - 161/30*z + 1
*
[ 11 ] 
f(z) = 17/242*z^3 - 167/22*z + 1
*
[ -11 ] 
f(z) = 17/242*z^3 - 163/22*z + 1
*
65/2 | 0.096564567923498862760672565936557161426 | 0.011633892557211729128363632159326576743
f(z) = 1/250*z^3 - 161/40*z + 1
*
20 | 0.19331768518534250003498436287049517805 | 0.022996867534925716875453892426716367036
f(z) = 3/250*z^3 - 179/40*z + 1
*
16/3 | 0.12324991762013861416648934529785237333 | 0.015596344644666427956994831147560916261
f(z) = 3/256*z^3 - 169/48*z + 1
*
16 | 0.13107614317482703620779167512447653848 | 0.016662915805827336152102363045011038885
f(z) = 3/256*z^3 - 163/48*z + 1
*
72/5 | 0.25235791353306924183076604811179038776 | 0.029993224629572177063094452168079756380
f(z) = 5/243*z^3 - 167/45*z + 1
*
24/7 | 0.24420203391189039102923875819582872764 | 0.028489397024915624020737080162963555590
f(z) = 7/256*z^3 - 165/56*z + 1
*
-8 | 0.20624482114749888906953533467587703007 | 0.023994135432682960390459021132987906231
f(z) = 15/256*z^3 - 169/40*z + 1
*
6 | 0.17619098747495187737322070770336901192 | 0.025588663137272298438251277391069612311
f(z) = 19/252*z^3 - 163/42*z + 1
*
[ 30 ] 
f(z) = 1/240*z^3 - 167/60*z + 1
*
45/2 | 0.28726568255020139827721757036966071544 | 0.028779507203616913684804044712673721373
f(z) = 1/250*z^3 - 173/72*z + 1
*
20/3 | 0.15359539333462502572916854148554593760 | 0.018504844393373600102449475940935490779
f(z) = 3/250*z^3 - 161/60*z + 1
*
6 | 0.18641505850647211486519707605357448417 | 0.028505636254591450032846005373929422723
f(z) = 7/240*z^3 - 173/60*z + 1
*
-56/9 | 0.15839600309632015065786275487063031617 | 0.018305070520174878238468137076589602912
f(z) = 9/256*z^3 - 179/72*z + 1
*
2/3 | 0.17970538360554373263723296660768430568 | 0.027785057903243506987231111591030622637
f(z) = 9/256*z^3 - 161/64*z + 1
*
-6 | 0.10194229608595689483157825258990867754 | 0.015673090331501521848467675082774927729
f(z) = 13/240*z^3 - 167/60*z + 1
*
[ 22/3 ] 
f(z) = 15/242*z^3 - 163/66*z + 1
*
-7/3 | 0.16148461575811164036448728193551008046 | 0.022746869520190577724610400427551883943
f(z) = 18/245*z^3 - 173/70*z + 1
*
[ -55/2 ] 
f(z) = 1/250*z^3 - 175/88*z + 1
*
[ 12 ] 
f(z) = 5/252*z^3 - 163/84*z + 1
*
-28/5 | 0.11508533515596651375253226375175770472 | 0.014585150671765450700278715791080250658
f(z) = 15/256*z^3 - 167/80*z + 1
*
[ 6 ] 
f(z) = 19/248*z^3 - 179/93*z + 1
*
16/7 | 0.23505299053449887537180443707750572790 | 0.029571106392632039704565020943666765809
f(z) = 7/256*z^3 - 177/112*z + 1
*
[ 24 ] 
f(z) = 1/240*z^3 - 173/120*z + 1
*
8 | 0.10305746043747225251984173081913251070 | 0.017734462227302124262913346270630549326
f(z) = 1/240*z^3 - 167/120*z + 1
*
[ -24 ] 
f(z) = 1/240*z^3 - 163/120*z + 1
*
[ -15/2 ] 
f(z) = 11/250*z^3 - 161/120*z + 1
*
-8/3 | 0.18383814619333652097417276740133283517 | 0.021329337474672048362262974127772719900
f(z) = 15/256*z^3 - 173/120*z + 1
*
[ 10 ] 
f(z) = 5/248*z^3 - 173/155*z + 1
*
[ 21 ] 
f(z) = 1/243*z^3 - 163/189*z + 1
*
[ -45/4 ] 
f(z) = 4/243*z^3 - 179/180*z + 1
*
[ 21/2 ] 
f(z) = 4/243*z^3 - 172/189*z + 1
*
[ -36/5 ] 
f(z) = 10/243*z^3 - 179/180*z + 1
*
[ -45/8 ] 
f(z) = 16/243*z^3 - 163/180*z + 1
*
[ 8/15 ] 
f(z) = 9/256*z^3 - 177/200*z + 1
*
-4 | 0.17672667692366292036925459225773629622 | 0.021790864833502318339265406127886958225
f(z) = 13/256*z^3 - 165/208*z + 1
*
[ -65/9 ] 
f(z) = 9/250*z^3 - 173/234*z + 1
*
[ -15 ] 
f(z) = 2/255*z^3 - 178/255*z + 1
*
[ -48/5 ] 
f(z) = 5/256*z^3 - 167/240*z + 1
*
[ -8 ] 
f(z) = 7/248*z^3 - 169/248*z + 1
*
[ -15/2 ] 
f(z) = 8/255*z^3 - 161/255*z + 1
*
[ 7 ] 
f(z) = 8/259*z^3 - 170/259*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 9/250*z^3 - 161/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 9/254*z^3 - 163/254*z + 1
*
5 | 0.055477557200754056267277930094263100338 | 0.010122461628419935669364718541024921668
f(z) = 11/240*z^3 - 179/240*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = 11/246*z^3 - 167/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 11/250*z^3 - 169/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 11/254*z^3 - 171/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = 11/258*z^3 - 173/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 13/242*z^3 - 173/242*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.012491500763989902107821257084212523640
f(z) = 13/246*z^3 - 175/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 13/250*z^3 - 177/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 13/254*z^3 - 179/254*z + 1
*
[ -6 ] 
f(z) = 13/258*z^3 - 167/258*z + 1
*
[ 19/4 ] 
f(z) = 16/247*z^3 - 166/247*z + 1
*
[ -5 ] 
f(z) = 19/255*z^3 - 169/255*z + 1
*
[ -62/9 ] 
f(z) = 9/248*z^3 - 161/279*z + 1
*
[ 45/4 ] 
f(z) = 3/250*z^3 - 175/288*z + 1
*
-15/2 | 0.16560530289729256986278190471821924078 | 0.018704716621983478857150758485946134949
f(z) = 7/250*z^3 - 177/280*z + 1
*
63/2 | 0.24119072790565444492262262275329867124 | 0.029155475283586262758807532830101730038
f(z) = 2/243*z^3 - 145/18*z + 1
*
[ 18 ] 
f(z) = 7/243*z^3 - 151/18*z + 1
*
[ -18 ] 
f(z) = 7/243*z^3 - 149/18*z + 1
*
[ -30 ] 
f(z) = 7/250*z^3 - 145/6*z + 1
*
[ -16 ] 
f(z) = 11/256*z^3 - 159/16*z + 1
*
6 | 0.21480203552216526060636637429490758672 | 0.029613691679908189365982921875102256795
f(z) = 1/243*z^3 - 157/27*z + 1
*
[ 36 ] 
f(z) = 1/243*z^3 - 157/36*z + 1
*
[ -36 ] 
f(z) = 1/243*z^3 - 155/36*z + 1
*
63/2 | 0.21810883362468915112974114173718238948 | 0.026409643442884840273782067928453691087
f(z) = 1/243*z^3 - 143/36*z + 1
*
[ 35 ] 
f(z) = 1/245*z^3 - 141/35*z + 1
*
[ 35/2 ] 
f(z) = 4/245*z^3 - 142/35*z + 1
*
[ -15 ] 
f(z) = 7/250*z^3 - 157/30*z + 1
*
27/2 | 0.18926459734516381950051689661602418852 | 0.026433347479989825226536796054990916588
f(z) = 8/243*z^3 - 143/27*z + 1
*
[ 35/3 ] 
f(z) = 9/245*z^3 - 143/35*z + 1
*
5/2 | 0.28147829551399703772841132709423347727 | 0.028589266192539835187343824158912822799
f(z) = 9/250*z^3 - 151/24*z + 1
*
[ 11 ] 
f(z) = 15/242*z^3 - 145/22*z + 1
*
[ -11 ] 
f(z) = 15/242*z^3 - 141/22*z + 1
*
[ 35/4 ] 
f(z) = 16/245*z^3 - 144/35*z + 1
*
12 | 0.19908438546978388897916415093118914141 | 0.025736681630829409372483085548562662618
f(z) = 1/256*z^3 - 143/48*z + 1
*
39/2 | 0.14241393941204843852510370882490479353 | 0.019739947643902691716015712689153866752
f(z) = 2/243*z^3 - 151/54*z + 1
*
[ 35/2 ] 
f(z) = 3/250*z^3 - 153/56*z + 1
*
-16/3 | 0.12857151790899458339678151487624932976 | 0.016504966282075064453835562300858970147
f(z) = 3/256*z^3 - 151/48*z + 1
*
12 | 0.19119520346599213336045888847937712299 | 0.024586168875087047589417184836981370750
f(z) = 3/256*z^3 - 149/48*z + 1
*
-18/5 | 0.19728684589841545708864575647020336849 | 0.023621275514322039479044020443404342040
f(z) = 5/243*z^3 - 157/45*z + 1
*
-5/2 | 0.21662787539384274520870287910160939263 | 0.026302061822563111362091421321569494590
f(z) = 7/250*z^3 - 151/40*z + 1
*
[ 12 ] 
f(z) = 7/256*z^3 - 145/48*z + 1
*
40/9 | 0.21943939211091056792506675734486444601 | 0.024611950136591874971906233391784746503
f(z) = 9/250*z^3 - 149/45*z + 1
*
4 | 0.15332155569880197989174008521933183225 | 0.019682174934849918738232544882604625845
f(z) = 9/256*z^3 - 151/48*z + 1
*
-36/5 | 0.13911756365875922611096325776617635358 | 0.016802767464409951014047351062315955559
f(z) = 10/243*z^3 - 146/45*z + 1
*
5/2 | 0.15711105099963589354237465400951747808 | 0.019138159162924730480762075706871428976
f(z) = 11/250*z^3 - 147/40*z + 1
*
6 | 0.16125987603887875545005912871633000864 | 0.023683205337904516887459201834607512380
f(z) = 17/252*z^3 - 151/42*z + 1
*
-20 | 0.14075917000523008944709704849964497661 | 0.021848396186623122602995331749288308891
f(z) = 1/240*z^3 - 157/60*z + 1
*
[ 14 ] 
f(z) = 4/245*z^3 - 159/70*z + 1
*
[ -14 ] 
f(z) = 4/245*z^3 - 149/70*z + 1
*
-10 | 0.089414521636157459539646990288589015789 | 0.013878768207226329403829654692639838659
f(z) = 7/240*z^3 - 157/60*z + 1
*
4 | 0.16396905874568395673451098404378389893 | 0.025450995183406332600917812894689735465
f(z) = 13/240*z^3 - 157/60*z + 1
*
[ -22/3 ] 
f(z) = 15/242*z^3 - 145/66*z + 1
*
4 | 0.081149573008817869605291559656916076194 | 0.012672543567151766142675774534777904271
f(z) = 19/240*z^3 - 151/60*z + 1
*
[ -12 ] 
f(z) = 5/252*z^3 - 149/84*z + 1
*
-12 | 0.13829539092118802257480075911710793013 | 0.017783677488746697306433565879941397134
f(z) = 5/256*z^3 - 149/80*z + 1
*
-44/5 | 0.077384309022534869856281566154983996279 | 0.010022123453417997741882161688955425292
f(z) = 5/256*z^3 - 141/80*z + 1
*
16/5 | 0.23117171206231023348312559507630624115 | 0.029625903206541216304592758626029569595
f(z) = 15/256*z^3 - 153/80*z + 1
*
[ 6 ] 
f(z) = 17/248*z^3 - 152/93*z + 1
*
[ -6 ] 
f(z) = 19/248*z^3 - 148/93*z + 1
*
[ 12 ] 
f(z) = 4/243*z^3 - 157/108*z + 1
*
60/7 | 0.14233560978998384087213599791761746982 | 0.018434034898694266846901224674915444606
f(z) = 7/256*z^3 - 141/112*z + 1
*
[ -70/3 ] 
f(z) = 1/250*z^3 - 143/126*z + 1
*
-8/5 | 0.13249287697988264536923363527577037378 | 0.015719476898892108242509651521691557859
f(z) = 15/256*z^3 - 143/120*z + 1
*
[ 8/17 ] 
f(z) = 17/256*z^3 - 155/136*z + 1
*
[ -10 ] 
f(z) = 5/248*z^3 - 142/155*z + 1
*
-4 | 0.11560817844751159735852345564651679630 | 0.014766971768290549710407197088021819361
f(z) = 9/256*z^3 - 157/144*z + 1
*
[ 16/3 ] 
f(z) = 17/256*z^3 - 155/144*z + 1
*
-4 | 0.16744589444237590970305771094661466817 | 0.021080745500182089602666965499470267134
f(z) = 11/256*z^3 - 157/176*z + 1
*
[ -21 ] 
f(z) = 1/243*z^3 - 145/189*z + 1
*
[ -25/2 ] 
f(z) = 3/250*z^3 - 159/200*z + 1
*
[ 35/3 ] 
f(z) = 3/250*z^3 - 151/210*z + 1
*
[ -27/4 ] 
f(z) = 10/243*z^3 - 157/216*z + 1
*
[ 44/5 ] 
f(z) = 5/242*z^3 - 157/220*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 5/242*z^3 - 141/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = 5/246*z^3 - 143/246*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 5/254*z^3 - 147/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 5/258*z^3 - 149/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 7/242*z^3 - 149/242*z + 1
*
[ 9/14 ] 
f(z) = 7/243*z^3 - 143/252*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = 7/246*z^3 - 151/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 7/250*z^3 - 153/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 7/254*z^3 - 155/254*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = 7/258*z^3 - 157/258*z + 1
*
5/2 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = 8/245*z^3 - 148/245*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 9/242*z^3 - 157/242*z + 1
*
[ 19/3 ] 
f(z) = 9/247*z^3 - 153/247*z + 1
*
[ -7 ] 
f(z) = 9/259*z^3 - 145/259*z + 1
*
[ 11/2 ] 
f(z) = 12/253*z^3 - 156/253*z + 1
*
[ 5 ] 
f(z) = 14/255*z^3 - 146/255*z + 1
*
[ -5 ] 
f(z) = 18/245*z^3 - 156/245*z + 1
*
[ 13/3 ] 
f(z) = 18/247*z^3 - 148/247*z + 1
*
[ 2/3 ] 
f(z) = 5/248*z^3 - 142/279*z + 1
*
[ 2/3 ] 
f(z) = 7/248*z^3 - 143/279*z + 1
*
[ 2/3 ] 
f(z) = 11/248*z^3 - 145/279*z + 1
*
[ 2/3 ] 
f(z) = 13/248*z^3 - 146/279*z + 1
*
[ 2/3 ] 
f(z) = 17/248*z^3 - 148/279*z + 1
*
[ 2/3 ] 
f(z) = 19/248*z^3 - 149/279*z + 1
*
[ 16 ] 
f(z) = 9/256*z^3 - 129/16*z + 1
*
[ -16 ] 
f(z) = 9/256*z^3 - 127/16*z + 1
*
-10 | 0.28259516053805707966438512535104355280 | 0.027283469508535449033427261873490278417
f(z) = 19/250*z^3 - 126/19*z + 1
*
45/2 | 0.20957937946280221423166106974108203234 | 0.025746776752344807768365462728555962102
f(z) = 1/243*z^3 - 127/36*z + 1
*
-6 | 0.19385338291084681136938319118078234081 | 0.027721001528385399754787283672042275889
f(z) = 1/243*z^3 - 121/27*z + 1
*
[ -35 ] 
f(z) = 1/245*z^3 - 139/35*z + 1
*
-27 | 0.18225475723696332222635914615397048033 | 0.025607628886918042168381076391998466583
f(z) = 2/243*z^3 - 137/27*z + 1
*
[ 27 ] 
f(z) = 2/243*z^3 - 136/27*z + 1
*
5/3 | 0.19099580385630081840900075695997194715 | 0.023425439791654128856748885470686331324
f(z) = 3/250*z^3 - 139/30*z + 1
*
10/3 | 0.15106512208574316152213386599423777700 | 0.018628799047951064646151387784191740602
f(z) = 3/250*z^3 - 133/30*z + 1
*
-20 | 0.23975293312392662936329919842757671346 | 0.024827812168838323184021772077030823362
f(z) = 3/250*z^3 - 125/24*z + 1
*
[ 24 ] 
f(z) = 3/256*z^3 - 139/24*z + 1
*
[ -24 ] 
f(z) = 3/256*z^3 - 137/24*z + 1
*
[ -35/2 ] 
f(z) = 4/245*z^3 - 138/35*z + 1
*
[ 27/2 ] 
f(z) = 8/243*z^3 - 137/27*z + 1
*
[ -27/2 ] 
f(z) = 8/243*z^3 - 133/27*z + 1
*
[ -35/3 ] 
f(z) = 9/245*z^3 - 137/35*z + 1
*
14/3 | 0.19187867373498851935259263978673780163 | 0.028392422392032919372516695253491778140
f(z) = 9/245*z^3 - 123/35*z + 1
*
[ 11 ] 
f(z) = 13/242*z^3 - 123/22*z + 1
*
[ -35/4 ] 
f(z) = 16/245*z^3 - 136/35*z + 1
*
140/17 | 0.28468848092495353530147511644691821291 | 0.029292968061980655214107442801619700583
f(z) = 17/250*z^3 - 133/34*z + 1
*
-40/19 | 0.25732587025999670961718545472921617751 | 0.026692175838458430721884288484034291520
f(z) = 19/250*z^3 - 123/38*z + 1
*
5/2 | 0.18114523049032405553446642379819757007 | 0.022256839755144485962592170866824093392
f(z) = 1/250*z^3 - 137/40*z + 1
*
40/3 | 0.14265342607098736436396527425486224520 | 0.016234192467692409722080349867615003348
f(z) = 1/250*z^3 - 131/45*z + 1
*
-35/2 | 0.16872323198116462412174454427763434551 | 0.021051809792473839057358888825923869457
f(z) = 1/250*z^3 - 121/40*z + 1
*
4 | 0.077017387011970368546318099586976408352 | 0.010050634432240847282306981293224295381
f(z) = 3/256*z^3 - 133/48*z + 1
*
-72/5 | 0.23199436554996371604328086841150779400 | 0.027665418507570184621950548634650362054
f(z) = 5/256*z^3 - 137/40*z + 1
*
8 | 0.23117291567518977338420555114227660101 | 0.027818899883189237075114512638864699341
f(z) = 5/256*z^3 - 127/40*z + 1
*
[ -12 ] 
f(z) = 7/256*z^3 - 137/48*z + 1
*
-4 | 0.19908438546978388897916415093118914141 | 0.026137619180339946569691895020362746857
f(z) = 9/256*z^3 - 127/48*z + 1
*
-20/11 | 0.24874253644625958511366932057962091127 | 0.028356954368825725786988915385726060820
f(z) = 11/250*z^3 - 129/55*z + 1
*
6 | 0.18377691575436229013690223787304565663 | 0.027694152478801300944116013643969991389
f(z) = 13/252*z^3 - 127/42*z + 1
*
4 | 0.12836216539412244448764098646691193830 | 0.016686513254561478565868840569856503269
f(z) = 15/256*z^3 - 137/48*z + 1
*
24/5 | 0.15091411121650734300241007312954642520 | 0.018126627298131864603298882528940155597
f(z) = 15/256*z^3 - 129/40*z + 1
*
-5/2 | 0.18803026248231837602139460610502235938 | 0.023412881769326351818251121229686680218
f(z) = 19/250*z^3 - 123/40*z + 1
*
-20 | 0.14075848657090389641609242841590621914 | 0.022591911677324810852255904165795120285
f(z) = 1/240*z^3 - 127/60*z + 1
*
-20 | 0.18383711257691563125199157019859826771 | 0.029737073390432192421955774766676551730
f(z) = 1/240*z^3 - 121/60*z + 1
*
20/3 | 0.11552707793043229063753117902506746113 | 0.014273045945722459162546223134099820507
f(z) = 3/250*z^3 - 131/60*z + 1
*
[ 10 ] 
f(z) = 7/240*z^3 - 121/60*z + 1
*
15/2 | 0.17190119444761626616505820749590058543 | 0.017715360283074425718933407275769093662
f(z) = 7/250*z^3 - 131/72*z + 1
*
-9 | 0.21305321687667964409917228771332293644 | 0.025886412078031227119287440074844914170
f(z) = 8/243*z^3 - 139/72*z + 1
*
8 | 0.18115893614092882657161319333447197080 | 0.021719264647294966257014735244816447831
f(z) = 9/256*z^3 - 131/72*z + 1
*
12 | 0.17741619801911783493717891339455539965 | 0.029407204123500842917013596454183770934
f(z) = 1/252*z^3 - 139/84*z + 1
*
-115/12 | 0.25628198304780722493011658478953441303 | 0.026539491527636140921948720351640596348
f(z) = 3/250*z^3 - 125/96*z + 1
*
-20/3 | 0.20449855251341653456368556004210146247 | 0.026793475489734304735527403871142581888
f(z) = 9/256*z^3 - 129/80*z + 1
*
[ 6 ] 
f(z) = 15/248*z^3 - 125/93*z + 1
*
-12/5 | 0.15816499477839913831061260273718432075 | 0.020765347274338101484361791925502691597
f(z) = 15/256*z^3 - 127/80*z + 1
*
[ -6 ] 
f(z) = 17/248*z^3 - 121/93*z + 1
*
[ 11/2 ] 
f(z) = 19/242*z^3 - 137/88*z + 1
*
[ -12 ] 
f(z) = 4/243*z^3 - 139/108*z + 1
*
-45/2 | 0.23287468093044817508399635105513601407 | 0.028771012649668833876804103663380334916
f(z) = 1/250*z^3 - 131/120*z + 1
*
[ 15 ] 
f(z) = 2/243*z^3 - 124/135*z + 1
*
[ -40/3 ] 
f(z) = 3/250*z^3 - 127/120*z + 1
*
35/6 | 0.15359454547016214288678191214661319262 | 0.019164184554977540719383368372874110133
f(z) = 3/250*z^3 - 121/120*z + 1
*
[ 40/3 ] 
f(z) = 3/256*z^3 - 139/120*z + 1
*
[ -40/3 ] 
f(z) = 3/256*z^3 - 121/120*z + 1
*
[ 15/2 ] 
f(z) = 8/243*z^3 - 133/135*z + 1
*
[ 15/2 ] 
f(z) = 9/250*z^3 - 139/120*z + 1
*
[ 9/17 ] 
f(z) = 17/243*z^3 - 139/153*z + 1
*
[ -16/3 ] 
f(z) = 19/256*z^3 - 133/144*z + 1
*
[ 5/9 ] 
f(z) = 7/250*z^3 - 131/162*z + 1
*
[ 5/9 ] 
f(z) = 17/250*z^3 - 133/162*z + 1
*
[ 10/17 ] 
f(z) = 17/250*z^3 - 123/170*z + 1
*
[ -21/2 ] 
f(z) = 4/243*z^3 - 136/189*z + 1
*
[ 22/3 ] 
f(z) = 7/242*z^3 - 137/198*z + 1
*
[ 6 ] 
f(z) = 11/256*z^3 - 137/192*z + 1
*
[ -6 ] 
f(z) = 13/256*z^3 - 127/192*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 1/242*z^3 - 125/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = 1/246*z^3 - 127/246*z + 1
*
[ 19 ] 
f(z) = 1/247*z^3 - 127/247*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 1/250*z^3 - 129/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 1/254*z^3 - 131/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 1/258*z^3 - 133/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = 3/242*z^3 - 133/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 3/250*z^3 - 137/250*z + 1
*
[ 11 ] 
f(z) = 3/253*z^3 - 133/253*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 3/254*z^3 - 139/254*z + 1
*
[ 19/2 ] 
f(z) = 4/247*z^3 - 140/247*z + 1
*
[ -9 ] 
f(z) = 5/252*z^3 - 125/252*z + 1
*
-5 | 0.10682075918136615242785466781435642681 | 0.019490566825414736060338450169352106561
f(z) = 7/240*z^3 - 127/240*z + 1
*
[ 13/2 ] 
f(z) = 8/247*z^3 - 129/247*z + 1
*
[ 2/3 ] 
f(z) = 9/242*z^3 - 125/242*z + 1
*
[ 2/3 ] 
f(z) = 9/250*z^3 - 129/250*z + 1
*
[ 2/3 ] 
f(z) = 9/254*z^3 - 131/254*z + 1
*
[ 5 ] 
f(z) = 13/240*z^3 - 133/240*z + 1
*
[ 5 ] 
f(z) = 13/245*z^3 - 129/245*z + 1
*
[ 5 ] 
f(z) = 13/255*z^3 - 121/255*z + 1
*
[ -5 ] 
f(z) = 17/240*z^3 - 137/240*z + 1
*
[ -5 ] 
f(z) = 17/245*z^3 - 131/245*z + 1
*
[ 4 ] 
f(z) = 19/244*z^3 - 121/244*z + 1
*
[ 2/3 ] 
f(z) = 1/248*z^3 - 140/279*z + 1
*
[ 18 ] 
f(z) = 5/243*z^3 - 103/18*z + 1
*
[ -18 ] 
f(z) = 5/243*z^3 - 101/18*z + 1
*
110/9 | 0.27370341634786366848273687886230892812 | 0.028642943141687658555027412426439671242
f(z) = 9/250*z^3 - 113/18*z + 1
*
44/3 | 0.14762411834922309509263507232711001780 | 0.019778318891512994974491273867844238481
f(z) = 9/256*z^3 - 109/16*z + 1
*
[ 20 ] 
f(z) = 17/250*z^3 - 105/4*z + 1
*
[ 22 ] 
f(z) = 3/242*z^3 - 111/22*z + 1
*
[ -22 ] 
f(z) = 3/242*z^3 - 109/22*z + 1
*
45/4 | 0.14153952316844866240047211150953425928 | 0.017762010415390795861662265065515519745
f(z) = 4/243*z^3 - 107/36*z + 1
*
10 | 0.21516399641434036301018151974175580798 | 0.027465419567376172833531918948484370519
f(z) = 9/250*z^3 - 101/30*z + 1
*
[ -11 ] 
f(z) = 13/242*z^3 - 119/22*z + 1
*
-45/8 | 0.18542453354919455499801917798552257907 | 0.022962903259316682473365241006646206160
f(z) = 16/243*z^3 - 119/36*z + 1
*
[ 7 ] 
f(z) = 19/245*z^3 - 103/35*z + 1
*
-4 | 0.10268950481048686148769706704839035532 | 0.013758089095907244714154601130001679973
f(z) = 3/256*z^3 - 109/48*z + 1
*
-12 | 0.14774098864232507718146036427698134719 | 0.019652887112441300519549699663464312238
f(z) = 5/256*z^3 - 115/48*z + 1
*
[ 5/14 ] 
f(z) = 7/250*z^3 - 101/56*z + 1
*
8/7 | 0.23238401816970212931330816877386477626 | 0.028553439785980240853073910430973630091
f(z) = 7/256*z^3 - 107/56*z + 1
*
4 | 0.22475672060462696010927767951223653561 | 0.029762352456670136697611231421455919122
f(z) = 9/256*z^3 - 119/48*z + 1
*
-15/2 | 0.17929524876770175063915826630115393882 | 0.022719457519957590247199992414171844403
f(z) = 11/250*z^3 - 107/40*z + 1
*
6 | 0.18377627530565843878303850742645101744 | 0.028114570277933543901153160674324372293
f(z) = 11/252*z^3 - 115/42*z + 1
*
15/2 | 0.11965702318075424934180299698859552506 | 0.015126882324882108584851876985347325186
f(z) = 13/250*z^3 - 109/40*z + 1
*
-4 | 0.12836058899258246470689483730706973483 | 0.017114798731928712356295919935935107667
f(z) = 15/256*z^3 - 113/48*z + 1
*
[ 6 ] 
f(z) = 19/243*z^3 - 107/54*z + 1
*
[ 35/2 ] 
f(z) = 2/245*z^3 - 109/70*z + 1
*
[ -35/2 ] 
f(z) = 2/245*z^3 - 101/70*z + 1
*
[ 14 ] 
f(z) = 3/245*z^3 - 103/70*z + 1
*
-20/3 | 0.20493878106719512876953984706944108655 | 0.025790584136074659191719063608906989307
f(z) = 3/250*z^3 - 113/60*z + 1
*
-6 | 0.061145331045872828753078062819911157089 | 0.010001391836752421825386966583508412872
f(z) = 7/240*z^3 - 113/60*z + 1
*
[ -10 ] 
f(z) = 7/240*z^3 - 109/60*z + 1
*
4 | 0.081148641382849659486475700352942479848 | 0.013477549691219259246590891796768590613
f(z) = 7/240*z^3 - 103/60*z + 1
*
-40/7 | 0.19751998888876559045903085125853192731 | 0.024856963945354851581293533720549441054
f(z) = 7/250*z^3 - 113/70*z + 1
*
[ 35/4 ] 
f(z) = 8/245*z^3 - 113/70*z + 1
*
-8 | 0.23541139484058856441829197046644854881 | 0.028732801168678390301434128035181021745
f(z) = 9/256*z^3 - 113/72*z + 1
*
2 | 0.089415555252578349261828187491323583243 | 0.014899079145642291562281910258603990405
f(z) = 11/240*z^3 - 101/60*z + 1
*
2 | 0.089414295653228623192938338442031789830 | 0.014850348597782531944671993337360029644
f(z) = 13/240*z^3 - 103/60*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.023023520430165135784037596502801067659
f(z) = 17/240*z^3 - 113/60*z + 1
*
2 | 0.10652899617288190582758713846735428985 | 0.017581586103177589448574531430203287132
f(z) = 17/240*z^3 - 107/60*z + 1
*
[ 6 ] 
f(z) = 17/240*z^3 - 103/60*z + 1
*
[ 35/6 ] 
f(z) = 18/245*z^3 - 117/70*z + 1
*
2 | 0.089415555252578349261828187491323583243 | 0.014712211030589824518676628140453975013
f(z) = 19/240*z^3 - 109/60*z + 1
*
[ -6 ] 
f(z) = 19/240*z^3 - 101/60*z + 1
*
-24 | 0.13408112739649316558170213231953317417 | 0.022945171256969605505658971724337333244
f(z) = 1/252*z^3 - 115/84*z + 1
*
-12/5 | 0.16642957075299949963529019867458559865 | 0.022297827483335292844095187975958916205
f(z) = 5/256*z^3 - 109/80*z + 1
*
44/5 | 0.16642957075299949963529019867458559865 | 0.022527899429580382698364262607349950809
f(z) = 5/256*z^3 - 101/80*z + 1
*
5 | 0.17079255754629334694541830898743125378 | 0.021591368824759275171725367393892702160
f(z) = 9/250*z^3 - 109/90*z + 1
*
9/2 | 0.21290710603652200820050548524965816571 | 0.026536350956503290546530270997249578299
f(z) = 10/243*z^3 - 113/90*z + 1
*
[ 11/2 ] 
f(z) = 17/242*z^3 - 115/88*z + 1
*
[ -11/2 ] 
f(z) = 19/242*z^3 - 105/88*z + 1
*
15/2 | 0.15952744928561780714178443494571448191 | 0.023189300542091941931993037914837197461
f(z) = 7/243*z^3 - 103/108*z + 1
*
[ 21/4 ] 
f(z) = 16/245*z^3 - 104/105*z + 1
*
[ -15 ] 
f(z) = 2/243*z^3 - 106/135*z + 1
*
[ 8 ] 
f(z) = 7/240*z^3 - 119/120*z + 1
*
[ -15/2 ] 
f(z) = 9/250*z^3 - 107/120*z + 1
*
-5 | 0.23191105602244466995614944559865075370 | 0.028679110770589593486699088821618349222
f(z) = 13/250*z^3 - 113/130*z + 1
*
-9/2 | 0.21913807338135928469133128914256542664 | 0.026947229805610484495494436515493243909
f(z) = 14/243*z^3 - 101/126*z + 1
*
[ 8/15 ] 
f(z) = 15/256*z^3 - 107/120*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 19/252*z^3 - 101/126*z + 1
*
[ 9/16 ] 
f(z) = 16/243*z^3 - 115/144*z + 1
*
[ -16/3 ] 
f(z) = 17/256*z^3 - 101/144*z + 1
*
[ 2/3 ] 
f(z) = 15/256*z^3 - 101/192*z + 1
*
[ -21/4 ] 
f(z) = 16/243*z^3 - 118/189*z + 1
*
[ 42/5 ] 
f(z) = 5/252*z^3 - 109/210*z + 1
*
[ -44/5 ] 
f(z) = 5/242*z^3 - 107/220*z + 1
*
[ -19 ] 
f(z) = 1/247*z^3 - 101/247*z + 1
*
9 | 0.13586622819360694125490537968224923564 | 0.024571474928663013396494562145102557124
f(z) = 1/252*z^3 - 109/252*z + 1
*
[ 13 ] 
f(z) = 2/247*z^3 - 110/247*z + 1
*
[ 8 ] 
f(z) = 5/248*z^3 - 103/248*z + 1
*
[ -6 ] 
f(z) = 11/246*z^3 - 109/246*z + 1
*
[ 5 ] 
f(z) = 12/245*z^3 - 104/245*z + 1
*
[ -5 ] 
f(z) = 16/245*z^3 - 106/245*z + 1
*
[ 4 ] 
f(z) = 19/252*z^3 - 115/252*z + 1
*
[ 18 ] 
f(z) = 1/248*z^3 - 101/279*z + 1
*
[ 35/6 ] 
f(z) = 9/250*z^3 - 111/280*z + 1
*
[ -65/11 ] 
f(z) = 11/250*z^3 - 105/286*z + 1
*
5 | 0.083290701216143868280246785859435958586 | 0.010745141769657804532742057381145839659
f(z) = 1/250*z^3 - 93/10*z + 1
*
-5 | 0.16898784975025151799410872350727438716 | 0.021925083669493186452499386602500882317
f(z) = 1/250*z^3 - 89/10*z + 1
*
-36 | 0.20484057724855394723009046628725617330 | 0.028040424313356725480666377069877542646
f(z) = 1/256*z^3 - 93/16*z + 1
*
4 | 0.19743155783806751750365777929676776822 | 0.027363131152959380970541196965451349841
f(z) = 1/256*z^3 - 85/16*z + 1
*
9/2 | 0.22140426595838514476542783104895268100 | 0.028130731218778782367308727171720541780
f(z) = 2/243*z^3 - 97/18*z + 1
*
-9/2 | 0.23150979253206198605498232642041053850 | 0.029739943284699268718878518191877891668
f(z) = 2/243*z^3 - 89/18*z + 1
*
4 | 0.12457412790590597149156050667660900931 | 0.017209944363326405811352555629628927938
f(z) = 3/256*z^3 - 87/16*z + 1
*
-16 | 0.18341573576280828502686274821995121085 | 0.024894542714479191276109064288469457101
f(z) = 7/256*z^3 - 99/16*z + 1
*
[ 16 ] 
f(z) = 7/256*z^3 - 97/16*z + 1
*
[ -16 ] 
f(z) = 7/256*z^3 - 95/16*z + 1
*
-9/4 | 0.22790109953922067690128310572705750170 | 0.029450339127192782983691752643681199675
f(z) = 8/243*z^3 - 85/18*z + 1
*
12 | 0.17634375064405583004917298157664733590 | 0.024069416269548492357198342395176587696
f(z) = 11/256*z^3 - 95/16*z + 1
*
[ 15 ] 
f(z) = 19/250*z^3 - 97/6*z + 1
*
18 | 0.10172466434056944719101640112070134180 | 0.012959028504958887356425083837659327496
f(z) = 1/243*z^3 - 95/36*z + 1
*
-18 | 0.15306825766511839728639216706658618549 | 0.019607302546555281949280483055906519235
f(z) = 1/243*z^3 - 91/36*z + 1
*
[ 32 ] 
f(z) = 1/256*z^3 - 97/32*z + 1
*
[ -32 ] 
f(z) = 1/256*z^3 - 95/32*z + 1
*
40/3 | 0.19279759411923966023249268204944966084 | 0.020693208818803752579912906086486178512
f(z) = 3/250*z^3 - 89/24*z + 1
*
56/3 | 0.21603103853844075278931187398414776999 | 0.027158778988059400091520793706861200720
f(z) = 3/256*z^3 - 89/24*z + 1
*
8/3 | 0.22167595955338103940095342368907257266 | 0.028115138366082681896637733012261270730
f(z) = 3/256*z^3 - 83/24*z + 1
*
[ 32/3 ] 
f(z) = 9/256*z^3 - 99/32*z + 1
*
[ -32/3 ] 
f(z) = 9/256*z^3 - 93/32*z + 1
*
-90/11 | 0.25093853068085437209448780837062173457 | 0.026933548832830167559828987606679969238
f(z) = 11/250*z^3 - 89/22*z + 1
*
8/3 | 0.16529478441914375826154955424189137495 | 0.020722473177727085142541190869786834403
f(z) = 15/256*z^3 - 91/24*z + 1
*
8 | 0.23524956200052492272057941800346284359 | 0.029746844364362644967847757211953106662
f(z) = 15/256*z^3 - 85/24*z + 1
*
15/2 | 0.15690424433218501218170220572008971033 | 0.023759173078925675945957891460188876888
f(z) = 16/243*z^3 - 82/27*z + 1
*
[ 7 ] 
f(z) = 16/245*z^3 - 82/35*z + 1
*
[ 7 ] 
f(z) = 17/245*z^3 - 89/35*z + 1
*
[ 7 ] 
f(z) = 18/245*z^3 - 96/35*z + 1
*
[ -7 ] 
f(z) = 18/245*z^3 - 86/35*z + 1
*
[ -7 ] 
f(z) = 19/245*z^3 - 93/35*z + 1
*
[ 20/3 ] 
f(z) = 19/250*z^3 - 91/36*z + 1
*
-36/5 | 0.19113668104953672458555307922894630668 | 0.024253448339786374500762846227053017818
f(z) = 5/243*z^3 - 98/45*z + 1
*
24/5 | 0.19210168855151599257666916613599954561 | 0.024017708565799338675742626851952115636
f(z) = 5/256*z^3 - 93/40*z + 1
*
[ 12 ] 
f(z) = 5/256*z^3 - 91/48*z + 1
*
[ -12 ] 
f(z) = 5/256*z^3 - 83/48*z + 1
*
[ 25/3 ] 
f(z) = 9/250*z^3 - 81/50*z + 1
*
-4 | 0.19908438546978388897916415093118914141 | 0.027173318754638854189429463307475809918
f(z) = 9/256*z^3 - 95/48*z + 1
*
15/2 | 0.10172336006186200846252270712245608376 | 0.015214698730231001842570415532294821816
f(z) = 10/243*z^3 - 89/54*z + 1
*
[ 6 ] 
f(z) = 16/243*z^3 - 83/54*z + 1
*
[ 6 ] 
f(z) = 17/243*z^3 - 91/54*z + 1
*
[ -6 ] 
f(z) = 19/243*z^3 - 89/54*z + 1
*
[ -14 ] 
f(z) = 3/245*z^3 - 93/70*z + 1
*
2 | 0.089414250973870910533334493493078325206 | 0.014999860909287787438872064160363668124
f(z) = 7/240*z^3 - 97/60*z + 1
*
[ -35/4 ] 
f(z) = 8/245*z^3 - 97/70*z + 1
*
-4 | 0.095118132423787019242570844615102412633 | 0.016190511306674114690781408407706488658
f(z) = 11/240*z^3 - 89/60*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.023613212629633312953573396126957380504
f(z) = 13/240*z^3 - 97/60*z + 1
*
[ -35/6 ] 
f(z) = 18/245*z^3 - 93/70*z + 1
*
[ 6 ] 
f(z) = 13/248*z^3 - 98/93*z + 1
*
[ 11/2 ] 
f(z) = 15/242*z^3 - 93/88*z + 1
*
[ -6 ] 
f(z) = 15/248*z^3 - 94/93*z + 1
*
[ -11/2 ] 
f(z) = 17/242*z^3 - 83/88*z + 1
*
[ 21 ] 
f(z) = 1/245*z^3 - 89/105*z + 1
*
[ 21/2 ] 
f(z) = 4/245*z^3 - 94/105*z + 1
*
-12/7 | 0.15089298238948933851926232040475545215 | 0.020143000666514210831400758714688223131
f(z) = 7/256*z^3 - 93/112*z + 1
*
[ 4/7 ] 
f(z) = 7/256*z^3 - 85/112*z + 1
*
-5 | 0.22263027354115765928995256428752912565 | 0.028112168234547647450369068034937959642
f(z) = 11/250*z^3 - 89/110*z + 1
*
[ 35/6 ] 
f(z) = 12/245*z^3 - 88/105*z + 1
*
[ -8 ] 
f(z) = 7/240*z^3 - 89/120*z + 1
*
-80/21 | 0.21928986536662185002161348609626762248 | 0.022690019679923568747409916154931830259
f(z) = 7/250*z^3 - 89/126*z + 1
*
[ -15/2 ] 
f(z) = 8/243*z^3 - 97/135*z + 1
*
[ 3/5 ] 
f(z) = 10/243*z^3 - 92/135*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 11/244*z^3 - 83/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 11/252*z^3 - 85/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 13/244*z^3 - 87/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 13/252*z^3 - 89/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 15/244*z^3 - 91/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 17/244*z^3 - 95/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 17/252*z^3 - 97/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 19/244*z^3 - 99/122*z + 1
*
[ 16/3 ] 
f(z) = 13/256*z^3 - 91/144*z + 1
*
[ 2/3 ] 
f(z) = 3/256*z^3 - 97/192*z + 1
*
[ -22/3 ] 
f(z) = 7/242*z^3 - 83/198*z + 1
*
[ 6 ] 
f(z) = 9/256*z^3 - 83/192*z + 1
*
7 | 0.13452880637915455215881437999526267850 | 0.024329601528482686714250834498864145923
f(z) = 1/252*z^3 - 85/252*z + 1
*
[ -11 ] 
f(z) = 3/253*z^3 - 87/253*z + 1
*
[ -19/2 ] 
f(z) = 4/247*z^3 - 88/247*z + 1
*
[ -7 ] 
f(z) = 8/259*z^3 - 96/259*z + 1
*
[ 5 ] 
f(z) = 11/240*z^3 - 83/240*z + 1
*
[ -6 ] 
f(z) = 11/258*z^3 - 95/258*z + 1
*
[ -36/7 ] 
f(z) = 14/243*z^3 - 83/252*z + 1
*
[ 3/4 ] 
f(z) = 16/249*z^3 - 92/249*z + 1
*
[ 4 ] 
f(z) = 17/244*z^3 - 89/244*z + 1
*
[ 4 ] 
f(z) = 17/252*z^3 - 83/252*z + 1
*
40 | 0.14708597943266387737564075454204679480 | 0.019979050343454832405332422416187821555
f(z) = 1/250*z^3 - 63/10*z + 1
*
-28 | 0.077983621099974707019278850208003254670 | 0.011129872011741267087829640337352100712
f(z) = 1/256*z^3 - 69/16*z + 1
*
-4 | 0.094295755400185370479586674730523881664 | 0.013698883987008346678650767523085281678
f(z) = 1/256*z^3 - 61/16*z + 1
*
4 | 0.19388043326096470047644118689237136011 | 0.027558355523309585412937725302820692820
f(z) = 3/256*z^3 - 71/16*z + 1
*
[ 18 ] 
f(z) = 4/243*z^3 - 79/18*z + 1
*
[ -18 ] 
f(z) = 4/243*z^3 - 77/18*z + 1
*
[ -16 ] 
f(z) = 5/256*z^3 - 63/16*z + 1
*
-15 | 0.20501483050249205094926105625427251568 | 0.027507757490845418926922572576627923680
f(z) = 7/250*z^3 - 69/10*z + 1
*
35/3 | 0.17136864126081578987600584167845266800 | 0.019035247435608630627285962755333587170
f(z) = 7/250*z^3 - 65/18*z + 1
*
-45/4 | 0.22009349888562755539814297664567883617 | 0.028809398476081910193714486255653438221
f(z) = 8/243*z^3 - 77/18*z + 1
*
12 | 0.16979416276473173120781717109572218130 | 0.023859578225534228315655799607683518836
f(z) = 9/256*z^3 - 77/16*z + 1
*
-4/3 | 0.18806771594292465899452466524986885038 | 0.026841144056414468502743273523415737321
f(z) = 9/256*z^3 - 69/16*z + 1
*
[ -20 ] 
f(z) = 13/250*z^3 - 79/4*z + 1
*
[ 10 ] 
f(z) = 19/250*z^3 - 67/10*z + 1
*
30 | 0.19387077017406228404227554749961942531 | 0.028390532232156919306145736596537614345
f(z) = 1/240*z^3 - 77/20*z + 1
*
27 | 0.14241333854492503258382147278264666967 | 0.021815909407208809999961660946655475216
f(z) = 1/243*z^3 - 76/27*z + 1
*
[ 30 ] 
f(z) = 1/250*z^3 - 79/30*z + 1
*
[ -30 ] 
f(z) = 1/250*z^3 - 77/30*z + 1
*
20 | 0.21148470633732193884670331913345779392 | 0.028726487807211064323398703459172988315
f(z) = 1/250*z^3 - 63/20*z + 1
*
-20 | 0.11552733494549966719264490478805925848 | 0.015761429768634678781369015781334530670
f(z) = 1/250*z^3 - 61/20*z + 1
*
[ 20 ] 
f(z) = 3/250*z^3 - 77/20*z + 1
*
35/2 | 0.13287692249467811851666243227839079707 | 0.014487047124985825411741422942015419027
f(z) = 3/250*z^3 - 77/24*z + 1
*
-5 | 0.089415547741973083693944470998622274391 | 0.011907252050207704765051287557022091998
f(z) = 3/250*z^3 - 73/30*z + 1
*
8 | 0.23112907720626962723899924921689034547 | 0.029595730094497860872135266221034963361
f(z) = 3/256*z^3 - 77/24*z + 1
*
-8/3 | 0.15403430094321062580683223155116639613 | 0.020161232674062867491953631223512202365
f(z) = 3/256*z^3 - 65/24*z + 1
*
-45/4 | 0.18310335239005905396103456681866620881 | 0.023887351757310123849941342328704084304
f(z) = 4/243*z^3 - 79/36*z + 1
*
10 | 0.12753783535756271761353117159667350929 | 0.015400384490392078320781766829297761160
f(z) = 7/250*z^3 - 79/35*z + 1
*
[ 11 ] 
f(z) = 9/242*z^3 - 79/22*z + 1
*
[ -11 ] 
f(z) = 9/242*z^3 - 75/22*z + 1
*
5/2 | 0.25328372485631230834599586842605943868 | 0.027860950694837747437906205830007449767
f(z) = 9/250*z^3 - 71/24*z + 1
*
[ 7 ] 
f(z) = 13/245*z^3 - 61/35*z + 1
*
-8/3 | 0.15445577099441601756636293344592218307 | 0.019913857780146337013691950884819688737
f(z) = 15/256*z^3 - 73/24*z + 1
*
27/4 | 0.14259617735391876756910646734615997314 | 0.022122614905640031470830062271401526644
f(z) = 16/243*z^3 - 70/27*z + 1
*
[ -7 ] 
f(z) = 16/245*z^3 - 72/35*z + 1
*
[ -7 ] 
f(z) = 17/245*z^3 - 79/35*z + 1
*
-110/17 | 0.24681530537428556017696233982241197197 | 0.027066722742655196015185644086273275809
f(z) = 17/250*z^3 - 73/34*z + 1
*
[ 15/2 ] 
f(z) = 17/250*z^3 - 71/24*z + 1
*
[ 25 ] 
f(z) = 1/250*z^3 - 77/50*z + 1
*
[ -25 ] 
f(z) = 1/250*z^3 - 73/50*z + 1
*
9 | 0.21290645389716828883625863825053553669 | 0.028682106759751857358215151498402899727
f(z) = 5/243*z^3 - 62/45*z + 1
*
6 | 0.15975196105683400845365202507547839326 | 0.025928678052158601236842255949802789772
f(z) = 5/252*z^3 - 79/42*z + 1
*
-8 | 0.19006807992175290774281737409150552864 | 0.024779330042889052646759783155472696317
f(z) = 7/256*z^3 - 67/56*z + 1
*
35/6 | 0.17926586203323402932795543576539918814 | 0.023872400909372041527582323267042209654
f(z) = 9/250*z^3 - 73/40*z + 1
*
[ -25/3 ] 
f(z) = 9/250*z^3 - 69/50*z + 1
*
[ 6 ] 
f(z) = 14/243*z^3 - 67/54*z + 1
*
[ -6 ] 
f(z) = 16/243*z^3 - 65/54*z + 1
*
[ -6 ] 
f(z) = 17/243*z^3 - 73/54*z + 1
*
[ 6 ] 
f(z) = 17/252*z^3 - 67/42*z + 1
*
[ 6 ] 
f(z) = 19/252*z^3 - 79/42*z + 1
*
[ -6 ] 
f(z) = 19/252*z^3 - 65/42*z + 1
*
-20 | 0.14075848657090389641609242841590621914 | 0.025175963932944552681315379008797974114
f(z) = 1/240*z^3 - 67/60*z + 1
*
-20 | 0.14075745295448300669391123121317165168 | 0.025605447602429056395942352843016020579
f(z) = 1/240*z^3 - 61/60*z + 1
*
[ 45/2 ] 
f(z) = 1/250*z^3 - 77/72*z + 1
*
-4 | 0.10652899617288190582758713846735428985 | 0.018765829888609175970703536273790010135
f(z) = 7/240*z^3 - 73/60*z + 1
*
-4 | 0.16396750871970451551617972657852187710 | 0.029827631609538199683274254105924445364
f(z) = 19/240*z^3 - 61/60*z + 1
*
[ 21 ] 
f(z) = 1/252*z^3 - 67/84*z + 1
*
-28/5 | 0.16642957075299949963529019867458559865 | 0.023261847416042419294289123247552383937
f(z) = 5/256*z^3 - 69/80*z + 1
*
[ -60/7 ] 
f(z) = 7/250*z^3 - 79/84*z + 1
*
[ 6 ] 
f(z) = 11/248*z^3 - 71/93*z + 1
*
[ 11/2 ] 
f(z) = 13/242*z^3 - 71/88*z + 1
*
[ -6 ] 
f(z) = 13/248*z^3 - 67/93*z + 1
*
[ -11/2 ] 
f(z) = 15/242*z^3 - 61/88*z + 1
*
[ -21 ] 
f(z) = 1/245*z^3 - 79/105*z + 1
*
[ 35/3 ] 
f(z) = 3/245*z^3 - 79/105*z + 1
*
[ -35/3 ] 
f(z) = 3/245*z^3 - 61/105*z + 1
*
[ -21/2 ] 
f(z) = 4/245*z^3 - 74/105*z + 1
*
[ 8/13 ] 
f(z) = 13/256*z^3 - 67/104*z + 1
*
[ -21/4 ] 
f(z) = 16/245*z^3 - 64/105*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 1/244*z^3 - 63/122*z + 1
*
[ 5/8 ] 
f(z) = 1/250*z^3 - 77/128*z + 1
*
18 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 1/252*z^3 - 71/126*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 1/252*z^3 - 65/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 3/244*z^3 - 67/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 5/244*z^3 - 71/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 5/252*z^3 - 73/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 7/244*z^3 - 75/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 9/244*z^3 - 79/122*z + 1
*
[ 2/3 ] 
f(z) = 9/244*z^3 - 63/122*z + 1
*
[ 5/8 ] 
f(z) = 11/250*z^3 - 79/128*z + 1
*
[ 60/11 ] 
f(z) = 11/250*z^3 - 65/132*z + 1
*
[ 9/14 ] 
f(z) = 14/243*z^3 - 73/126*z + 1
*
[ 24/5 ] 
f(z) = 15/256*z^3 - 67/120*z + 1
*
[ 35/8 ] 
f(z) = 16/245*z^3 - 67/140*z + 1
*
[ 18 ] 
f(z) = 1/240*z^3 - 73/180*z + 1
*
[ 55/3 ] 
f(z) = 1/250*z^3 - 79/198*z + 1
*
[ 20/3 ] 
f(z) = 7/250*z^3 - 71/180*z + 1
*
[ -6 ] 
f(z) = 11/256*z^3 - 73/192*z + 1
*
[ 11/3 ] 
f(z) = 19/242*z^3 - 65/198*z + 1
*
[ 3/4 ] 
f(z) = 10/243*z^3 - 77/216*z + 1
*
[ 3/4 ] 
f(z) = 14/243*z^3 - 79/216*z + 1
*
5 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = 1/255*z^3 - 76/255*z + 1
*
[ -13 ] 
f(z) = 2/247*z^3 - 72/247*z + 1
*
[ 17/2 ] 
f(z) = 4/255*z^3 - 64/255*z + 1
*
[ 7 ] 
f(z) = 6/259*z^3 - 72/259*z + 1
*
[ -19/3 ] 
f(z) = 9/247*z^3 - 75/247*z + 1
*
[ 5 ] 
f(z) = 11/245*z^3 - 79/245*z + 1
*
[ 5 ] 
f(z) = 11/255*z^3 - 71/255*z + 1
*
[ -11/2 ] 
f(z) = 12/253*z^3 - 64/253*z + 1
*
-4/15 | 0.16642957075299949963529019867458559865 | 0.020165392001769730451125475677843388716
f(z) = 15/256*z^3 - 61/240*z + 1
*
[ -19/4 ] 
f(z) = 16/247*z^3 - 62/247*z + 1
*
[ -18 ] 
f(z) = 1/248*z^3 - 70/279*z + 1
*
-27/5 | 0.23182657358341055202293193326090490404 | 0.029737953420911797872095812835141390336
f(z) = 10/243*z^3 - 79/270*z + 1
*
[ 35/2 ] 
f(z) = 1/250*z^3 - 79/280*z + 1
*
[ 11/13 ] 
f(z) = 13/242*z^3 - 63/286*z + 1
*
[ 35 ] 
f(z) = 1/250*z^3 - 55/14*z + 1
*
30 | 0.17144020935863099911395877666487910872 | 0.022086632468625734227523319230278102105
f(z) = 1/250*z^3 - 47/15*z + 1
*
[ -40 ] 
f(z) = 1/250*z^3 - 43/8*z + 1
*
-12 | 0.12836058899258246470689483730706973483 | 0.019509908476859265305971957354964246959
f(z) = 1/256*z^3 - 45/16*z + 1
*
9/2 | 0.18310270025070533459678771981954357979 | 0.025946116015202125923578901306769544833
f(z) = 2/243*z^3 - 43/18*z + 1
*
[ 30 ] 
f(z) = 3/250*z^3 - 59/6*z + 1
*
-20 | 0.22627372586107073782384013900469049101 | 0.025609186044314827488424193232413370750
f(z) = 3/250*z^3 - 55/12*z + 1
*
20 | 0.15827134959289603365180795900294707166 | 0.022133681643895994114893263446043080337
f(z) = 3/250*z^3 - 51/10*z + 1
*
-20/3 | 0.20494004861037555662790391085659671054 | 0.026402414863428757440470392852053387911
f(z) = 3/250*z^3 - 47/15*z + 1
*
-40/3 | 0.14536267926908133841000876339205374763 | 0.018887560165102989064127266059732075629
f(z) = 3/250*z^3 - 44/15*z + 1
*
12 | 0.12836058899258246470689483730706973483 | 0.019789917821861282566525193631837126884
f(z) = 5/256*z^3 - 41/16*z + 1
*
[ 20 ] 
f(z) = 7/250*z^3 - 41/4*z + 1
*
15/7 | 0.15403642001087239314755549694617328102 | 0.018033069458575638655992148344748529544
f(z) = 7/250*z^3 - 41/14*z + 1
*
12 | 0.078879025994391081093974016095995596470 | 0.011514974188975491699563291784547438889
f(z) = 7/256*z^3 - 59/16*z + 1
*
-9 | 0.18310386532413183951240502394045619071 | 0.025071833743365046760469981386072771421
f(z) = 8/243*z^3 - 55/18*z + 1
*
9/4 | 0.18310270025070533459678771981954357979 | 0.025623159562963610003184329346203684397
f(z) = 8/243*z^3 - 47/18*z + 1
*
-40/9 | 0.11118372266751103701095208040926094120 | 0.012811455662964806937684683875820917441
f(z) = 9/250*z^3 - 47/18*z + 1
*
[ 15 ] 
f(z) = 9/250*z^3 - 43/6*z + 1
*
28/3 | 0.083673105164507164562666617514892351393 | 0.012409103717536052335931461379983985434
f(z) = 9/256*z^3 - 53/16*z + 1
*
40/3 | 0.19605419846253467381541621852493318035 | 0.026646646401189136024910080082094482629
f(z) = 9/256*z^3 - 49/8*z + 1
*
9/2 | 0.18310381061874354445789900739372491988 | 0.025071826252729074811536997139042419188
f(z) = 10/243*z^3 - 55/18*z + 1
*
-9/2 | 0.18310335907331666349227157145023138875 | 0.025623251757763963329037153403260051380
f(z) = 10/243*z^3 - 47/18*z + 1
*
[ -15 ] 
f(z) = 11/250*z^3 - 53/6*z + 1
*
10 | 0.25632798448713207170186586608067273179 | 0.027756044284357562745853734263084041201
f(z) = 11/250*z^3 - 41/11*z + 1
*
[ 10 ] 
f(z) = 13/250*z^3 - 43/10*z + 1
*
[ -10 ] 
f(z) = 13/250*z^3 - 41/10*z + 1
*
[ 9 ] 
f(z) = 17/243*z^3 - 43/9*z + 1
*
[ -9 ] 
f(z) = 17/243*z^3 - 41/9*z + 1
*
[ 10 ] 
f(z) = 17/250*z^3 - 59/10*z + 1
*
[ -10 ] 
f(z) = 17/250*z^3 - 57/10*z + 1
*
[ 9 ] 
f(z) = 19/243*z^3 - 49/9*z + 1
*
[ -9 ] 
f(z) = 19/243*z^3 - 47/9*z + 1
*
[ 27 ] 
f(z) = 1/243*z^3 - 55/27*z + 1
*
[ -27 ] 
f(z) = 1/243*z^3 - 53/27*z + 1
*
15 | 0.15187243786005108375874501397706188643 | 0.021358307995930554763984796238442796271
f(z) = 1/250*z^3 - 49/30*z + 1
*
[ -15 ] 
f(z) = 3/250*z^3 - 49/30*z + 1
*
40/3 | 0.15403270679109895764827380476848368179 | 0.021054559807594997491010308729394760042
f(z) = 3/256*z^3 - 47/24*z + 1
*
-27/2 | 0.14241270408660681184753178997143851727 | 0.022758112681212898759690873597334812685
f(z) = 4/243*z^3 - 58/27*z + 1
*
[ 27/2 ] 
f(z) = 4/243*z^3 - 56/27*z + 1
*
-27/2 | 0.14241270408660681184753178997143851727 | 0.022952917764061217248936534093267115539
f(z) = 4/243*z^3 - 55/27*z + 1
*
[ -27/2 ] 
f(z) = 4/243*z^3 - 52/27*z + 1
*
[ 11 ] 
f(z) = 7/242*z^3 - 57/22*z + 1
*
[ -11 ] 
f(z) = 7/242*z^3 - 53/22*z + 1
*
-20/3 | 0.14946746661265113704624301611328883919 | 0.020485060413493746061445948609065562539
f(z) = 9/250*z^3 - 59/20*z + 1
*
5 | 0.21148190157103815033042739183641368729 | 0.029416743253998287612674029399119859331
f(z) = 9/250*z^3 - 53/30*z + 1
*
[ 5/12 ] 
f(z) = 9/250*z^3 - 45/32*z + 1
*
-5 | 0.12206954629492159283417187679291743284 | 0.017608433298621186010235948408545166721
f(z) = 9/250*z^3 - 41/30*z + 1
*
[ 7 ] 
f(z) = 11/245*z^3 - 47/35*z + 1
*
[ 7 ] 
f(z) = 12/245*z^3 - 54/35*z + 1
*
[ -7 ] 
f(z) = 12/245*z^3 - 44/35*z + 1
*
[ -7 ] 
f(z) = 13/245*z^3 - 51/35*z + 1
*
90/13 | 0.23191173891829358270637172622559181406 | 0.026141607157862181822251557096776576167
f(z) = 13/250*z^3 - 57/26*z + 1
*
[ -15/2 ] 
f(z) = 13/250*z^3 - 43/24*z + 1
*
[ 27/4 ] 
f(z) = 16/243*z^3 - 58/27*z + 1
*
[ -27/4 ] 
f(z) = 16/243*z^3 - 50/27*z + 1
*
9/2 | 0.18310335239005905396103456681866620881 | 0.025623250822517372782101896491476174082
f(z) = 16/243*z^3 - 47/36*z + 1
*
40/3 | 0.22670762392863049860994128470444221427 | 0.029371273653999463132283931640930082183
f(z) = 1/250*z^3 - 41/45*z + 1
*
15 | 0.14241335622596053121177863697056114629 | 0.022953022870561740725117104400483343628
f(z) = 2/243*z^3 - 55/54*z + 1
*
-27/4 | 0.14241335622596053121177863697056114629 | 0.023021104667525237123445911540649822355
f(z) = 8/243*z^3 - 43/54*z + 1
*
[ 6 ] 
f(z) = 11/243*z^3 - 43/54*z + 1
*
[ 6 ] 
f(z) = 13/243*z^3 - 59/54*z + 1
*
[ -6 ] 
f(z) = 13/243*z^3 - 41/54*z + 1
*
[ 6 ] 
f(z) = 13/252*z^3 - 43/42*z + 1
*
[ -6 ] 
f(z) = 14/243*z^3 - 49/54*z + 1
*
[ -6 ] 
f(z) = 17/252*z^3 - 53/42*z + 1
*
-6 | 0.090839726101641317409725083701833494212 | 0.016574659884043035664179319951601190414
f(z) = 1/240*z^3 - 59/60*z + 1
*
-4 | 0.14075848657090389641609242841590621914 | 0.025682860801395761165121748473440153885
f(z) = 1/240*z^3 - 49/60*z + 1
*
[ 20 ] 
f(z) = 1/240*z^3 - 43/60*z + 1
*
[ 14 ] 
f(z) = 2/245*z^3 - 47/70*z + 1
*
-40/7 | 0.13791052517777852388734847339918012645 | 0.018468417324104708916867503185717121075
f(z) = 7/250*z^3 - 43/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 9/256*z^3 - 41/64*z + 1
*
4 | 0.15734430743396747693757577870516308023 | 0.028709117611057992403835680923722190200
f(z) = 11/240*z^3 - 59/60*z + 1
*
[ 6 ] 
f(z) = 11/240*z^3 - 49/60*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = 11/240*z^3 - 41/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 11/256*z^3 - 43/64*z + 1
*
[ -6 ] 
f(z) = 13/240*z^3 - 47/60*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = 13/240*z^3 - 43/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 13/256*z^3 - 45/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 15/256*z^3 - 47/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = 17/240*z^3 - 47/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 17/256*z^3 - 49/64*z + 1
*
[ 14/3 ] 
f(z) = 18/245*z^3 - 57/70*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = 19/240*z^3 - 49/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 19/256*z^3 - 51/64*z + 1
*
[ -21 ] 
f(z) = 1/252*z^3 - 59/84*z + 1
*
[ 20 ] 
f(z) = 1/256*z^3 - 49/80*z + 1
*
[ -20 ] 
f(z) = 1/256*z^3 - 41/80*z + 1
*
[ 2/3 ] 
f(z) = 3/248*z^3 - 47/93*z + 1
*
[ 32/3 ] 
f(z) = 3/256*z^3 - 41/96*z + 1
*
[ 6 ] 
f(z) = 9/248*z^3 - 44/93*z + 1
*
[ 5/7 ] 
f(z) = 9/250*z^3 - 41/98*z + 1
*
[ 20/3 ] 
f(z) = 9/256*z^3 - 57/80*z + 1
*
-20/3 | 0.17977725389262287469420951730148062465 | 0.025127451990679015798191844842477152110
f(z) = 9/256*z^3 - 49/80*z + 1
*
[ 2/3 ] 
f(z) = 15/248*z^3 - 49/93*z + 1
*
[ 5/7 ] 
f(z) = 19/250*z^3 - 43/98*z + 1
*
40/11 | 0.16302146196952431208251703342729995381 | 0.020585191276252645133876528021059228969
f(z) = 11/250*z^3 - 53/110*z + 1
*
[ -35/6 ] 
f(z) = 12/245*z^3 - 52/105*z + 1
*
[ 9/13 ] 
f(z) = 13/243*z^3 - 55/117*z + 1
*
[ 22/5 ] 
f(z) = 15/242*z^3 - 47/110*z + 1
*
[ 18 ] 
f(z) = 1/252*z^3 - 43/126*z + 1
*
[ -15/2 ] 
f(z) = 7/250*z^3 - 53/120*z + 1
*
10/3 | 0.17479648789414378584481203891221145899 | 0.018086270168796093306800341193969469989
f(z) = 7/250*z^3 - 41/126*z + 1
*
[ 27/5 ] 
f(z) = 10/243*z^3 - 52/135*z + 1
*
[ 10/13 ] 
f(z) = 13/250*z^3 - 43/130*z + 1
*
[ 4 ] 
f(z) = 17/248*z^3 - 43/124*z + 1
*
[ 4 ] 
f(z) = 19/248*z^3 - 59/124*z + 1
*
[ 35/2 ] 
f(z) = 1/245*z^3 - 43/140*z + 1
*
[ 10 ] 
f(z) = 3/248*z^3 - 48/155*z + 1
*
[ 35/4 ] 
f(z) = 4/245*z^3 - 51/140*z + 1
*
[ 35/6 ] 
f(z) = 9/245*z^3 - 59/140*z + 1
*
[ 16/3 ] 
f(z) = 11/256*z^3 - 59/144*z + 1
*
[ -18 ] 
f(z) = 1/240*z^3 - 53/180*z + 1
*
[ 22/3 ] 
f(z) = 5/242*z^3 - 49/198*z + 1
*
[ 11/3 ] 
f(z) = 17/242*z^3 - 43/198*z + 1
*
[ -42/5 ] 
f(z) = 5/252*z^3 - 59/210*z + 1
*
[ 14/3 ] 
f(z) = 12/245*z^3 - 59/210*z + 1
*
[ 17 ] 
f(z) = 1/255*z^3 - 49/255*z + 1
*
[ -8 ] 
f(z) = 5/248*z^3 - 41/248*z + 1
*
[ 6 ] 
f(z) = 7/246*z^3 - 47/246*z + 1
*
[ -13/2 ] 
f(z) = 8/247*z^3 - 53/247*z + 1
*
[ -5 ] 
f(z) = 14/255*z^3 - 44/255*z + 1
*
[ 4 ] 
f(z) = 15/244*z^3 - 57/244*z + 1
*
[ 11/3 ] 
f(z) = 18/253*z^3 - 58/253*z + 1
*
[ 33/2 ] 
f(z) = 1/242*z^3 - 49/264*z + 1
*
[ -35/2 ] 
f(z) = 1/250*z^3 - 47/280*z + 1
*
65/14 | 0.11523877744557028100204727162098399146 | 0.013015939938348755660997376539814234328
f(z) = 7/250*z^3 - 57/280*z + 1
*
[ 7/8 ] 
f(z) = 8/245*z^3 - 47/280*z + 1
*
9 | 0.18310204811135161523254087282042095077 | 0.028668468426552892657486864036908492419
f(z) = 1/243*z^3 - 22/9*z + 1
*
-5 | 0.18076105075009972670714854724397320341 | 0.026264103598734499666133780491814958388
f(z) = 1/250*z^3 - 39/10*z + 1
*
-10 | 0.090180973424872393622728020680984714610 | 0.013429013391608310209115673934145327038
f(z) = 1/250*z^3 - 33/10*z + 1
*
60 | 0.19888498339800312527850997746825792400 | 0.024071379728148319044116602150238062080
f(z) = 1/250*z^3 - 31/2*z + 1
*
8 | 0.15458436079558442446929083106081241352 | 0.022862189919598592442428018765041552273
f(z) = 1/256*z^3 - 27/8*z + 1
*
-8 | 0.15403363408678491180483073212321758855 | 0.023043018856163678348812392373210491644
f(z) = 1/256*z^3 - 25/8*z + 1
*
24 | 0.15403370033079053602023720614991300502 | 0.023660151759570993987010382991862402321
f(z) = 1/256*z^3 - 21/8*z + 1
*
-9/2 | 0.18310270025070533459678771981954357979 | 0.026725698136670616656251547791067372331
f(z) = 2/243*z^3 - 35/18*z + 1
*
[ 18 ] 
f(z) = 2/243*z^3 - 31/18*z + 1
*
[ -18 ] 
f(z) = 2/243*z^3 - 29/18*z + 1
*
-18 | 0.18777885626863154374687849734932348986 | 0.028330972245207842733884060809547008620
f(z) = 2/243*z^3 - 28/9*z + 1
*
9 | 0.18310204811135161523254087282042095077 | 0.028105928350130871931524329022674647679
f(z) = 2/243*z^3 - 25/9*z + 1
*
-9 | 0.18310269102084228780785580526521125242 | 0.028470419060714152679499062527659433130
f(z) = 2/243*z^3 - 23/9*z + 1
*
9 | 0.18310204811135161523254087282042095077 | 0.028470319095484174300798407661194678550
f(z) = 2/243*z^3 - 23/18*z + 1
*
35/2 | 0.13588137957108330004565497846114505679 | 0.016001339331497295560899570191363625979
f(z) = 3/250*z^3 - 39/8*z + 1
*
-15 | 0.12724195586924510363550340283801985481 | 0.018947831947789201708292399424673992599
f(z) = 3/250*z^3 - 33/10*z + 1
*
-10/3 | 0.13911812386127682264544000345641501924 | 0.017468794410697369054053382281020802613
f(z) = 3/250*z^3 - 23/6*z + 1
*
-15/2 | 0.17926671503801022180844518265598016630 | 0.022510175545515220103329807152650238423
f(z) = 3/250*z^3 - 23/8*z + 1
*
[ 16 ] 
f(z) = 3/256*z^3 - 33/16*z + 1
*
[ -16 ] 
f(z) = 3/256*z^3 - 31/16*z + 1
*
12 | 0.077016353395549478824136902384241840897 | 0.013035760364498006937487540082918196040
f(z) = 3/256*z^3 - 23/16*z + 1
*
9/2 | 0.18310204811135161523254087282042095077 | 0.028470319095484174300798407661194678550
f(z) = 4/243*z^3 - 23/9*z + 1
*
-9/4 | 0.18310270025070533459678771981954357979 | 0.027207650353538567499345515041693787623
f(z) = 8/243*z^3 - 31/18*z + 1
*
9/2 | 0.18310204811135161523254087282042095077 | 0.027937734002435785360212943605760035482
f(z) = 8/243*z^3 - 26/9*z + 1
*
9/2 | 0.18310270025070533459678771981954357979 | 0.028106028452681001739595183736592788793
f(z) = 8/243*z^3 - 25/18*z + 1
*
-9/2 | 0.18310204811135161523254087282042095077 | 0.028668468426552892657486864036908492419
f(z) = 8/243*z^3 - 22/9*z + 1
*
5/3 | 0.18329851040901481577968151941196500268 | 0.026838074099112769511213132785287984514
f(z) = 9/250*z^3 - 37/10*z + 1
*
-10 | 0.23419769714404950189574548465861807404 | 0.026795042804138808588779133517151387875
f(z) = 9/250*z^3 - 25/9*z + 1
*
20/3 | 0.11080733809966926978344219296185923859 | 0.014074640401025137810713621725853931075
f(z) = 9/250*z^3 - 21/8*z + 1
*
20/3 | 0.12836081701278129965688201019528643197 | 0.020108198260706238993295403302889941111
f(z) = 9/256*z^3 - 37/16*z + 1
*
8/3 | 0.19508579624171681475765230544207235763 | 0.028550401032920371204555633518505668551
f(z) = 9/256*z^3 - 29/8*z + 1
*
-8/3 | 0.15403753113134167547259609289133948344 | 0.023334670714524784647073157151305942499
f(z) = 9/256*z^3 - 23/8*z + 1
*
[ 9 ] 
f(z) = 10/243*z^3 - 22/9*z + 1
*
[ 9 ] 
f(z) = 11/243*z^3 - 25/9*z + 1
*
[ -9 ] 
f(z) = 11/243*z^3 - 23/9*z + 1
*
[ 9 ] 
f(z) = 13/243*z^3 - 31/9*z + 1
*
[ -9 ] 
f(z) = 13/243*z^3 - 29/9*z + 1
*
[ 9 ] 
f(z) = 14/243*z^3 - 34/9*z + 1
*
[ -9 ] 
f(z) = 14/243*z^3 - 32/9*z + 1
*
[ 8 ] 
f(z) = 15/256*z^3 - 23/8*z + 1
*
[ -8 ] 
f(z) = 15/256*z^3 - 21/8*z + 1
*
[ 9 ] 
f(z) = 16/243*z^3 - 40/9*z + 1
*
[ -9 ] 
f(z) = 16/243*z^3 - 38/9*z + 1
*
[ 8 ] 
f(z) = 17/256*z^3 - 27/8*z + 1
*
[ -8 ] 
f(z) = 17/256*z^3 - 25/8*z + 1
*
[ 8 ] 
f(z) = 19/256*z^3 - 31/8*z + 1
*
[ -8 ] 
f(z) = 19/256*z^3 - 29/8*z + 1
*
[ 22 ] 
f(z) = 1/242*z^3 - 23/22*z + 1
*
[ -22 ] 
f(z) = 1/242*z^3 - 21/22*z + 1
*
-21 | 0.14241270408660681184753178997143851727 | 0.024194731069257144105359365184384708057
f(z) = 1/243*z^3 - 40/27*z + 1
*
[ 24 ] 
f(z) = 1/256*z^3 - 31/24*z + 1
*
[ -24 ] 
f(z) = 1/256*z^3 - 29/24*z + 1
*
[ 40/3 ] 
f(z) = 3/250*z^3 - 29/24*z + 1
*
8 | 0.15403374040751984737045500197121824925 | 0.022542517938038591684691751207880350100
f(z) = 3/256*z^3 - 29/24*z + 1
*
-8 | 0.15403374040751984737045500197121824925 | 0.023184620012732140494773723307707916686
f(z) = 3/256*z^3 - 23/24*z + 1
*
-9 | 0.18880696317768861366395842114517960566 | 0.027445442355993549588811059127657584212
f(z) = 4/243*z^3 - 35/36*z + 1
*
[ 11 ] 
f(z) = 5/242*z^3 - 35/22*z + 1
*
[ -11 ] 
f(z) = 5/242*z^3 - 31/22*z + 1
*
[ 7 ] 
f(z) = 8/245*z^3 - 26/35*z + 1
*
[ 22/3 ] 
f(z) = 9/242*z^3 - 25/22*z + 1
*
[ 7 ] 
f(z) = 9/245*z^3 - 33/35*z + 1
*
[ -7 ] 
f(z) = 9/245*z^3 - 23/35*z + 1
*
-20/3 | 0.20493774745077423904735864986670651910 | 0.029776913820774811872274177806354791898
f(z) = 9/250*z^3 - 39/20*z + 1
*
[ -7 ] 
f(z) = 11/245*z^3 - 37/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 11/248*z^3 - 21/31*z + 1
*
[ -20/3 ] 
f(z) = 11/250*z^3 - 29/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 13/248*z^3 - 22/31*z + 1
*
5 | 0.23191105602244466995614944559865075370 | 0.027857781890975087994982190629912544121
f(z) = 13/250*z^3 - 33/26*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 15/248*z^3 - 23/31*z + 1
*
-9/2 | 0.18310335239005905396103456681866620881 | 0.026616351529795629925409656952788799688
f(z) = 16/243*z^3 - 31/36*z + 1
*
[ 9/2 ] 
f(z) = 17/243*z^3 - 23/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 17/248*z^3 - 24/31*z + 1
*
-5 | 0.24681461083326018907815206650464008319 | 0.029246099771988615533108600219385440551
f(z) = 17/250*z^3 - 37/34*z + 1
*
[ 9/2 ] 
f(z) = 19/243*z^3 - 29/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 19/248*z^3 - 25/31*z + 1
*
[ 10/19 ] 
f(z) = 19/250*z^3 - 35/38*z + 1
*
[ 27/2 ] 
f(z) = 2/243*z^3 - 31/54*z + 1
*
[ -27/2 ] 
f(z) = 2/243*z^3 - 23/54*z + 1
*
[ -35/3 ] 
f(z) = 3/250*z^3 - 23/42*z + 1
*
[ 12 ] 
f(z) = 3/256*z^3 - 37/48*z + 1
*
[ -12 ] 
f(z) = 3/256*z^3 - 29/48*z + 1
*
-8 | 0.18383711257691563125199157019859826771 | 0.025694898105076993243244392364741445545
f(z) = 5/256*z^3 - 37/40*z + 1
*
[ 27/4 ] 
f(z) = 8/243*z^3 - 35/54*z + 1
*
-27/4 | 0.14241335622596053121177863697056114629 | 0.023021104667525237123445911540649822355
f(z) = 8/243*z^3 - 31/54*z + 1
*
35/6 | 0.20247568541747925492824817777064279755 | 0.029311357632129984751861134501805953041
f(z) = 9/250*z^3 - 33/40*z + 1
*
4 | 0.15629752247225640074353253849549922980 | 0.023525356573590159459241521181048179375
f(z) = 9/256*z^3 - 23/48*z + 1
*
[ 6 ] 
f(z) = 10/243*z^3 - 35/54*z + 1
*
[ -6 ] 
f(z) = 11/243*z^3 - 25/54*z + 1
*
[ 6 ] 
f(z) = 11/252*z^3 - 31/42*z + 1
*
[ -6 ] 
f(z) = 13/252*z^3 - 29/42*z + 1
*
[ -16/3 ] 
f(z) = 15/256*z^3 - 23/48*z + 1
*
[ -20 ] 
f(z) = 1/240*z^3 - 37/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 1/256*z^3 - 33/64*z + 1
*
[ -14 ] 
f(z) = 2/245*z^3 - 37/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 3/256*z^3 - 35/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 5/256*z^3 - 37/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = 7/240*z^3 - 37/60*z + 1
*
[ 5/7 ] 
f(z) = 7/250*z^3 - 29/70*z + 1
*
5 | 0.19751933674941187109478400425940929829 | 0.026450987232236934905725280001795694357
f(z) = 7/250*z^3 - 23/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 7/256*z^3 - 39/64*z + 1
*
[ 2/3 ] 
f(z) = 9/256*z^3 - 33/64*z + 1
*
[ 4 ] 
f(z) = 17/240*z^3 - 23/60*z + 1
*
[ -14/3 ] 
f(z) = 18/245*z^3 - 27/70*z + 1
*
[ 4 ] 
f(z) = 19/240*z^3 - 31/60*z + 1
*
35/3 | 0.11654009884663360909873953185545467577 | 0.015098438577284859974207540851119878953
f(z) = 1/250*z^3 - 31/90*z + 1
*
[ -32/3 ] 
f(z) = 3/256*z^3 - 23/96*z + 1
*
[ 11/2 ] 
f(z) = 9/242*z^3 - 27/88*z + 1
*
[ -20/3 ] 
f(z) = 9/256*z^3 - 33/80*z + 1
*
[ 9/11 ] 
f(z) = 11/243*z^3 - 25/99*z + 1
*
[ -6 ] 
f(z) = 11/248*z^3 - 40/93*z + 1
*
[ 8/11 ] 
f(z) = 11/256*z^3 - 35/88*z + 1
*
[ -11/2 ] 
f(z) = 13/242*z^3 - 39/88*z + 1
*
[ 4/5 ] 
f(z) = 15/256*z^3 - 23/80*z + 1
*
-27/2 | 0.14431434244205247799133763941302473556 | 0.020977886090508924563158380936179639106
f(z) = 1/243*z^3 - 25/108*z + 1
*
[ 12 ] 
f(z) = 2/243*z^3 - 29/108*z + 1
*
[ 3/4 ] 
f(z) = 4/243*z^3 - 37/108*z + 1
*
-27/8 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = 16/243*z^3 - 37/108*z + 1
*
[ -18 ] 
f(z) = 1/252*z^3 - 29/126*z + 1
*
20/3 | 0.19254343132598176946166808140930930203 | 0.024048787380678612276792453435390629129
f(z) = 3/250*z^3 - 37/120*z + 1
*
33/5 | 0.17221710987242348545124955540155310319 | 0.024247395352792716863600961035775697302
f(z) = 5/243*z^3 - 31/135*z + 1
*
[ 4 ] 
f(z) = 15/248*z^3 - 27/124*z + 1
*
8/3 | 0.23117274567873112320530679227904080861 | 0.028009980531978369493830404239987283423
f(z) = 15/256*z^3 - 23/120*z + 1
*
[ 15/4 ] 
f(z) = 16/243*z^3 - 26/135*z + 1
*
[ -35/2 ] 
f(z) = 1/245*z^3 - 27/140*z + 1
*
[ -16/3 ] 
f(z) = 13/256*z^3 - 37/144*z + 1
*
[ 7/8 ] 
f(z) = 16/245*z^3 - 27/140*z + 1
*
[ 7/2 ] 
f(z) = 19/245*z^3 - 33/140*z + 1
*
[ 36/5 ] 
f(z) = 5/243*z^3 - 37/180*z + 1
*
[ 9/10 ] 
f(z) = 5/243*z^3 - 23/180*z + 1
*
[ 6 ] 
f(z) = 7/256*z^3 - 29/192*z + 1
*
[ 27/7 ] 
f(z) = 14/243*z^3 - 22/189*z + 1
*
[ 8/9 ] 
f(z) = 3/256*z^3 - 29/216*z + 1
*
[ 8/9 ] 
f(z) = 15/256*z^3 - 37/216*z + 1
*
[ 9/10 ] 
f(z) = 4/243*z^3 - 28/225*z + 1
*
[ 9/10 ] 
f(z) = 8/243*z^3 - 31/225*z + 1
*
[ 9/10 ] 
f(z) = 16/243*z^3 - 37/225*z + 1
*
[ 16 ] 
f(z) = 1/240*z^3 - 31/240*z + 1
*
[ 10/11 ] 
f(z) = 1/250*z^3 - 25/242*z + 1
*
[ 7 ] 
f(z) = 5/252*z^3 - 29/252*z + 1
*
[ 7 ] 
f(z) = 5/259*z^3 - 23/259*z + 1
*
[ 6 ] 
f(z) = 7/258*z^3 - 37/258*z + 1
*
[ 11/2 ] 
f(z) = 8/253*z^3 - 35/253*z + 1
*
[ 5 ] 
f(z) = 9/245*z^3 - 29/245*z + 1
*
[ -5 ] 
f(z) = 13/240*z^3 - 37/240*z + 1
*
[ 4 ] 
f(z) = 13/244*z^3 - 25/244*z + 1
*
[ -5 ] 
f(z) = 13/245*z^3 - 31/245*z + 1
*
-16/15 | 0.23436169444593784548389387829213948858 | 0.028396368609970362443942781514345224937
f(z) = 15/256*z^3 - 31/240*z + 1
*
[ 15/4 ] 
f(z) = 16/255*z^3 - 38/255*z + 1
*
[ -13/3 ] 
f(z) = 18/247*z^3 - 34/247*z + 1
*
[ 55/6 ] 
f(z) = 3/250*z^3 - 31/264*z + 1
*
[ 16/17 ] 
f(z) = 17/256*z^3 - 33/272*z + 1
*
-9 | 0.18310204811135161523254087282042095077 | 0.029102763404457432666004978905937649605
f(z) = 1/243*z^3 - 20/9*z + 1
*
18 | 0.18310215539551666718345076709718449117 | 0.029874474693479124312714921991491888789
f(z) = 1/243*z^3 - 17/9*z + 1
*
[ 18 ] 
f(z) = 1/243*z^3 - 7/18*z + 1
*
[ -18 ] 
f(z) = 1/243*z^3 - 5/18*z + 1
*
20 | 0.089413990267135692490606256104868720408 | 0.014507451446193099052018963107209437073
f(z) = 1/250*z^3 - 19/10*z + 1
*
-20 | 0.11552604431401140091534998182233289367 | 0.018910028239801205167915408942930186612
f(z) = 1/250*z^3 - 9/5*z + 1
*
-15 | 0.089413869496803740175400143289466386770 | 0.015086044452893956860168715396843797964
f(z) = 1/250*z^3 - 3/2*z + 1
*
20 | 0.077016353395549478824136902384241840897 | 0.013888888888888888888888888888888888889
f(z) = 1/256*z^3 - 13/16*z + 1
*
[ 16 ] 
f(z) = 1/256*z^3 - 1/16*z + 1
*
-9 | 0.18310204811135161523254087282042095077 | 0.029341979850626442780446874519741049056
f(z) = 2/243*z^3 - 19/18*z + 1
*
5 | 0.089414116899857744394310242932319698464 | 0.011670534601047591984534907087041019465
f(z) = 3/250*z^3 - 17/6*z + 1
*
[ -20 ] 
f(z) = 3/250*z^3 - 15/4*z + 1
*
-10 | 0.11552604431401140091534998182233289367 | 0.017836426935511854628537105546010967303
f(z) = 3/250*z^3 - 13/5*z + 1
*
40/3 | 0.089414250973870910533334493493078325206 | 0.012373604312979211647471424394861209794
f(z) = 3/250*z^3 - 11/6*z + 1
*
5 | 0.10175367824058299800567099443630262583 | 0.014483399518093504259294040385126864467
f(z) = 3/250*z^3 - 9/2*z + 1
*
-10/3 | 0.20493878106719512876953984706944108655 | 0.029667927248487154376744684426266331412
f(z) = 3/250*z^3 - 4/3*z + 1
*
-10 | 0.12545933202192977610411127538640095665 | 0.022722126243085694523960207846144681188
f(z) = 3/250*z^3 - 3/5*z + 1
*
[ 10 ] 
f(z) = 3/250*z^3 - 3/10*z + 1
*
[ -10 ] 
f(z) = 3/250*z^3 - 1/10*z + 1
*
-9/2 | 0.18310204811135161523254087282042095077 | 0.029341979850626442780446874519741049056
f(z) = 4/243*z^3 - 19/9*z + 1
*
[ 9 ] 
f(z) = 4/243*z^3 - 4/9*z + 1
*
[ -9 ] 
f(z) = 4/243*z^3 - 2/9*z + 1
*
[ 9 ] 
f(z) = 5/243*z^3 - 7/9*z + 1
*
[ -9 ] 
f(z) = 5/243*z^3 - 5/9*z + 1
*
[ 8 ] 
f(z) = 5/256*z^3 - 3/8*z + 1
*
[ -8 ] 
f(z) = 5/256*z^3 - 1/8*z + 1
*
[ 9 ] 
f(z) = 7/243*z^3 - 13/9*z + 1
*
[ -9 ] 
f(z) = 7/243*z^3 - 11/9*z + 1
*
[ 10 ] 
f(z) = 7/250*z^3 - 19/10*z + 1
*
-60/7 | 0.19751998888876559045903085125853192731 | 0.025411845210290104627019724640007921067
f(z) = 7/250*z^3 - 19/14*z + 1
*
[ -10 ] 
f(z) = 7/250*z^3 - 17/10*z + 1
*
-5 | 0.19751998888876559045903085125853192731 | 0.026451074564090123307606484712207479893
f(z) = 7/250*z^3 - 13/14*z + 1
*
10 | 0.14532893587914089183992311900647734726 | 0.022718545257198136373294280501388631712
f(z) = 7/250*z^3 - 12/5*z + 1
*
[ 8 ] 
f(z) = 7/256*z^3 - 7/8*z + 1
*
[ -8 ] 
f(z) = 7/256*z^3 - 5/8*z + 1
*
-9/2 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = 8/243*z^3 - 17/18*z + 1
*
[ 9 ] 
f(z) = 8/243*z^3 - 16/9*z + 1
*
[ -9 ] 
f(z) = 8/243*z^3 - 14/9*z + 1
*
-5/3 | 0.16146528529426572612639823490305142209 | 0.021074817536980528943083411859432788197
f(z) = 9/250*z^3 - 17/2*z + 1
*
-20/3 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = 9/250*z^3 - 17/10*z + 1
*
20/3 | 0.20696953536242098996955709949512338792 | 0.027994341971815381971274294459332996740
f(z) = 9/250*z^3 - 13/4*z + 1
*
10/3 | 0.11552604431401140091534998182233289367 | 0.018308643506945937214634815947891108127
f(z) = 9/250*z^3 - 11/5*z + 1
*
-5/3 | 0.12214261961820188680208221905520724259 | 0.018030496432835777863355456725818590952
f(z) = 9/250*z^3 - 7/2*z + 1
*
-20/3 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 9/250*z^3 - 7/10*z + 1
*
[ -10 ] 
f(z) = 9/250*z^3 - 5/2*z + 1
*
[ 20/3 ] 
f(z) = 9/250*z^3 - 3/4*z + 1
*
[ 5 ] 
f(z) = 9/250*z^3 - 1/10*z + 1
*
[ 8 ] 
f(z) = 9/256*z^3 - 11/8*z + 1
*
[ -8 ] 
f(z) = 9/256*z^3 - 9/8*z + 1
*
[ 16/3 ] 
f(z) = 9/256*z^3 - 3/16*z + 1
*
[ -9 ] 
f(z) = 10/243*z^3 - 20/9*z + 1
*
[ 9/2 ] 
f(z) = 10/243*z^3 - 1/18*z + 1
*
[ 10 ] 
f(z) = 11/250*z^3 - 7/2*z + 1
*
[ 5 ] 
f(z) = 11/250*z^3 - 3/10*z + 1
*
[ 8 ] 
f(z) = 11/256*z^3 - 15/8*z + 1
*
[ -8 ] 
f(z) = 11/256*z^3 - 13/8*z + 1
*
[ 5 ] 
f(z) = 13/250*z^3 - 1/2*z + 1
*
[ -5 ] 
f(z) = 13/250*z^3 - 1/10*z + 1
*
[ 8 ] 
f(z) = 13/256*z^3 - 19/8*z + 1
*
[ -8 ] 
f(z) = 13/256*z^3 - 17/8*z + 1
*
[ 4 ] 
f(z) = 13/256*z^3 - 1/16*z + 1
*
[ 9/2 ] 
f(z) = 14/243*z^3 - 7/18*z + 1
*
[ 4 ] 
f(z) = 15/256*z^3 - 3/16*z + 1
*
-9/4 | 0.18310204811135161523254087282042095077 | 0.029874457189271885832429252451186739081
f(z) = 16/243*z^3 - 17/9*z + 1
*
[ 9/2 ] 
f(z) = 16/243*z^3 - 5/9*z + 1
*
[ -9/2 ] 
f(z) = 16/243*z^3 - 1/9*z + 1
*
[ 5 ] 
f(z) = 17/250*z^3 - 9/10*z + 1
*
[ -5 ] 
f(z) = 17/250*z^3 - 1/2*z + 1
*
[ 10/3 ] 
f(z) = 17/250*z^3 - 1/18*z + 1
*
[ 4 ] 
f(z) = 17/256*z^3 - 5/16*z + 1
*
[ -10 ] 
f(z) = 19/250*z^3 - 13/2*z + 1
*
[ 5 ] 
f(z) = 19/250*z^3 - 11/10*z + 1
*
[ -5 ] 
f(z) = 19/250*z^3 - 7/10*z + 1
*
[ 4 ] 
f(z) = 19/256*z^3 - 7/16*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 1/248*z^3 - 16/31*z + 1
*
15 | 0.13200348614219368738718001735610812484 | 0.019939883143887162663759361677158307746
f(z) = 1/250*z^3 - 19/30*z + 1
*
[ 20 ] 
f(z) = 1/250*z^3 - 13/20*z + 1
*
[ -20 ] 
f(z) = 1/250*z^3 - 11/20*z + 1
*
[ 11 ] 
f(z) = 3/242*z^3 - 13/22*z + 1
*
[ -11 ] 
f(z) = 3/242*z^3 - 9/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 3/248*z^3 - 17/31*z + 1
*
-20/3 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = 3/250*z^3 - 19/30*z + 1
*
[ 5/6 ] 
f(z) = 3/250*z^3 - 5/24*z + 1
*
15/2 | 0.14241270408660681184753178997143851727 | 0.025925925925925925925925925925925925926
f(z) = 4/243*z^3 - 7/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 5/248*z^3 - 18/31*z + 1
*
[ 7 ] 
f(z) = 6/245*z^3 - 12/35*z + 1
*
[ -7 ] 
f(z) = 6/245*z^3 - 2/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 7/248*z^3 - 19/31*z + 1
*
[ 15/2 ] 
f(z) = 7/250*z^3 - 17/24*z + 1
*
[ -7 ] 
f(z) = 8/245*z^3 - 16/35*z + 1
*
[ -22/3 ] 
f(z) = 9/242*z^3 - 19/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 9/248*z^3 - 20/31*z + 1
*
[ 2/3 ] 
f(z) = 9/248*z^3 - 16/31*z + 1
*
[ -20/3 ] 
f(z) = 9/250*z^3 - 9/20*z + 1
*
[ 9/2 ] 
f(z) = 11/243*z^3 - 5/36*z + 1
*
[ 10/11 ] 
f(z) = 11/250*z^3 - 3/22*z + 1
*
[ 9/2 ] 
f(z) = 13/243*z^3 - 11/36*z + 1
*
[ 3/4 ] 
f(z) = 16/243*z^3 - 10/27*z + 1
*
[ 7/2 ] 
f(z) = 16/245*z^3 - 3/35*z + 1
*
[ -9/2 ] 
f(z) = 17/243*z^3 - 7/36*z + 1
*
[ -9/2 ] 
f(z) = 19/243*z^3 - 13/36*z + 1
*
[ 3 ] 
f(z) = 19/243*z^3 - 1/27*z + 1
*
-15/2 | 0.11936402145571926257609542499532669588 | 0.017279711952000077385951691791257230343
f(z) = 1/250*z^3 - 17/40*z + 1
*
-12 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = 1/256*z^3 - 7/48*z + 1
*
15/2 | 0.11936402145571926257609542499532669588 | 0.017279711952000077385951691791257230343
f(z) = 3/250*z^3 - 19/40*z + 1
*
[ 6 ] 
f(z) = 7/243*z^3 - 11/54*z + 1
*
[ 40/7 ] 
f(z) = 7/250*z^3 - 5/56*z + 1
*
[ -6 ] 
f(z) = 8/243*z^3 - 1/54*z + 1
*
[ 5/6 ] 
f(z) = 9/250*z^3 - 9/40*z + 1
*
[ -35/6 ] 
f(z) = 9/250*z^3 - 3/56*z + 1
*
[ -6 ] 
f(z) = 10/243*z^3 - 17/54*z + 1
*
[ -6 ] 
f(z) = 11/252*z^3 - 17/42*z + 1
*
-4 | 0.077017387011970368546318099586976408352 | 0.011592387794530838070261571699317234544
f(z) = 15/256*z^3 - 17/48*z + 1
*
12 | 0.15734430743396747693757577870516308023 | 0.028709117611057992403835680923722190200
f(z) = 1/240*z^3 - 1/60*z + 1
*
20/3 | 0.20493774745077423904735864986670651910 | 0.028022914202413701950033321746427108970
f(z) = 3/250*z^3 - 11/60*z + 1
*
[ 14/3 ] 
f(z) = 9/245*z^3 - 1/70*z + 1
*
[ 8/9 ] 
f(z) = 9/256*z^3 - 11/72*z + 1
*
[ 4 ] 
f(z) = 13/240*z^3 - 7/60*z + 1
*
[ 5/6 ] 
f(z) = 13/250*z^3 - 17/72*z + 1
*
[ 11/3 ] 
f(z) = 15/242*z^3 - 7/66*z + 1
*
[ 7/2 ] 
f(z) = 18/245*z^3 - 13/70*z + 1
*
[ -4 ] 
f(z) = 19/240*z^3 - 1/60*z + 1
*
[ 11/2 ] 
f(z) = 7/242*z^3 - 5/88*z + 1
*
[ 6 ] 
f(z) = 7/248*z^3 - 17/93*z + 1
*
[ -6 ] 
f(z) = 9/248*z^3 - 13/93*z + 1
*
[ 9/10 ] 
f(z) = 10/243*z^3 - 13/90*z + 1
*
[ 10/3 ] 
f(z) = 19/250*z^3 - 13/90*z + 1
*
[ 3 ] 
f(z) = 19/252*z^3 - 1/84*z + 1
*
[ -12 ] 
f(z) = 2/243*z^3 - 11/108*z + 1
*
27/4 | 0.19375693968363979773028972489426641120 | 0.028164983058153731011871016116816703761
f(z) = 4/243*z^3 - 1/108*z + 1
*
[ 27/8 ] 
f(z) = 16/243*z^3 - 5/108*z + 1
*
[ 15/17 ] 
f(z) = 17/250*z^3 - 19/102*z + 1
*
-20/3 | 0.11936505507214015229827662219806126333 | 0.014908765312553851701640191947512686541
f(z) = 3/250*z^3 - 1/120*z + 1
*
[ 15/2 ] 
f(z) = 4/243*z^3 - 8/135*z + 1
*
[ -27/5 ] 
f(z) = 10/243*z^3 - 2/135*z + 1
*
[ 4 ] 
f(z) = 13/248*z^3 - 11/124*z + 1
*
[ -24/5 ] 
f(z) = 15/256*z^3 - 17/120*z + 1
*
44/3 | 0.15839504144503908559415506808220670791 | 0.020458126689718391851172960498033788565
f(z) = 1/256*z^3 - 13/144*z + 1
*
[ -10 ] 
f(z) = 3/248*z^3 - 17/155*z + 1
*
[ -35/4 ] 
f(z) = 4/245*z^3 - 19/140*z + 1
*
[ -35/6 ] 
f(z) = 9/245*z^3 - 11/140*z + 1
*
[ -16/3 ] 
f(z) = 11/256*z^3 - 5/144*z + 1
*
[ -35/8 ] 
f(z) = 16/245*z^3 - 3/140*z + 1
*
[ 7/2 ] 
f(z) = 17/245*z^3 - 19/140*z + 1
*
[ -20/3 ] 
f(z) = 7/250*z^3 - 17/180*z + 1
*
[ -6 ] 
f(z) = 9/256*z^3 - 19/192*z + 1
*
[ 35/6 ] 
f(z) = 6/245*z^3 - 1/210*z + 1
*
[ 21/4 ] 
f(z) = 8/245*z^3 - 19/210*z + 1
*
[ 14/3 ] 
f(z) = 9/248*z^3 - 1/217*z + 1
*
[ 60/19 ] 
f(z) = 19/250*z^3 - 17/228*z + 1
*
[ -17 ] 
f(z) = 1/255*z^3 - 19/255*z + 1
*
[ 11 ] 
f(z) = 2/253*z^3 - 12/253*z + 1
*
[ 20/21 ] 
f(z) = 7/250*z^3 - 19/252*z + 1
*
[ 5 ] 
f(z) = 8/245*z^3 - 4/245*z + 1
*
[ -5 ] 
f(z) = 12/245*z^3 - 6/245*z + 1
*
[ 4 ] 
f(z) = 13/252*z^3 - 19/252*z + 1
*
[ -5 ] 
f(z) = 13/255*z^3 - 19/255*z + 1
*
[ 16/15 ] 
f(z) = 15/256*z^3 - 1/240*z + 1
*
[ 7/2 ] 
f(z) = 16/259*z^3 - 11/259*z + 1
*
[ 3 ] 
f(z) = 19/240*z^3 - 11/240*z + 1
*
[ 3 ] 
f(z) = 19/246*z^3 - 7/246*z + 1
*
[ 3 ] 
f(z) = 19/249*z^3 - 5/249*z + 1
*
[ 3 ] 
f(z) = 19/255*z^3 - 1/255*z + 1
*
[ -33/2 ] 
f(z) = 1/242*z^3 - 17/264*z + 1
*
[ 40/7 ] 
f(z) = 7/256*z^3 - 19/280*z + 1
*
[ 9 ] 
f(z) = 1/243*z^3 + 5/9*z + 1
*
[ -9 ]
f(z) = 1/243*z^3 + 7/9*z + 1
*
[ 10 ] 
f(z) = 1/250*z^3 + 1/2*z + 1
*
[ -15 ] 
f(z) = 1/250*z^3 + 1/6*z + 1
*
[ 5/3 ] 
f(z) = 1/250*z^3 + 7/18*z + 1
*
[ -16 ] 
f(z) = 1/256*z^3 + 1/16*z + 1
*
[ 8 ] 
f(z) = 1/256*z^3 + 5/8*z + 1
*
[ -8 ]
f(z) = 1/256*z^3 + 7/8*z + 1
*
[ 4 ] 
f(z) = 1/256*z^3 + 11/16*z + 1
*
[ 9 ] 
f(z) = 2/243*z^3 + 2/9*z + 1
*
[ -9 ] 
f(z) = 2/243*z^3 + 4/9*z + 1
*
[ 9/2 ] 
f(z) = 2/243*z^3 + 11/18*z + 1
*
[ 5 ] 
f(z) = 3/250*z^3 + 1/2*z + 1
*
[ -5 ]
f(z) = 3/250*z^3 + 9/10*z + 1
*
[ 8 ] 
f(z) = 3/256*z^3 + 1/8*z + 1
*
[ -8 ] 
f(z) = 3/256*z^3 + 3/8*z + 1
*
[ 4 ] 
f(z) = 3/256*z^3 + 9/16*z + 1
*
[ 9/2 ] 
f(z) = 4/243*z^3 + 4/9*z + 1
*
[ -9/2 ]
f(z) = 4/243*z^3 + 8/9*z + 1
*
[ 4 ] 
f(z) = 5/256*z^3 + 7/16*z + 1
*
[ 5 ] 
f(z) = 7/250*z^3 + 1/10*z + 1
*
[ 10/3 ] 
f(z) = 7/250*z^3 + 7/18*z + 1
*
[ 4 ] 
f(z) = 7/256*z^3 + 5/16*z + 1
*
[ 9/2 ] 
f(z) = 8/243*z^3 + 1/9*z + 1
*
[ -9/2 ]
f(z) = 8/243*z^3 + 5/9*z + 1
*
[ 9/4 ] 
f(z) = 8/243*z^3 + 7/18*z + 1
*
[ 10/9 ] 
f(z) = 9/250*z^3 + 1/18*z + 1
*
[ 5/2 ] 
f(z) = 9/250*z^3 + 3/8*z + 1
*
[ 8/3 ] 
f(z) = 9/256*z^3 + 3/8*z + 1
*
[ -8/3 ]
f(z) = 9/256*z^3 + 9/8*z + 1
*
[ -5 ] 
f(z) = 11/250*z^3 + 1/10*z + 1
*
[ 5/3 ] 
f(z) = 11/250*z^3 + 5/18*z + 1
*
[ 4 ] 
f(z) = 11/256*z^3 + 1/16*z + 1
*
[ -9/2 ] 
f(z) = 14/243*z^3 + 1/18*z + 1
*
[ 9/4 ] 
f(z) = 16/243*z^3 + 2/9*z + 1
*
[ -9/4 ]
f(z) = 16/243*z^3 + 10/9*z + 1
*
[ -4 ] 
f(z) = 17/256*z^3 + 3/16*z + 1
*
[ 5/2 ] 
f(z) = 19/250*z^3 + 1/8*z + 1
*
[ -4 ] 
f(z) = 19/256*z^3 + 1/16*z + 1
*
[ 11 ] 
f(z) = 1/242*z^3 + 9/22*z + 1
*
[ -11 ] 
f(z) = 1/242*z^3 + 13/22*z + 1
*
[ 3 ] 
f(z) = 1/243*z^3 + 17/27*z + 1
*
[ 2 ] 
f(z) = 1/248*z^3 + 15/31*z + 1
*
[ 15 ] 
f(z) = 1/250*z^3 + 1/30*z + 1
*
[ 3 ] 
f(z) = 2/243*z^3 + 16/27*z + 1
*
[ 7 ] 
f(z) = 2/245*z^3 + 16/35*z + 1
*
[ 7 ] 
f(z) = 3/245*z^3 + 9/35*z + 1
*
[ -7 ] 
f(z) = 3/245*z^3 + 19/35*z + 1
*
[ 2 ] 
f(z) = 3/248*z^3 + 14/31*z + 1
*
[ -15/2 ] 
f(z) = 3/250*z^3 + 11/24*z + 1
*
[ 5/3 ] 
f(z) = 3/250*z^3 + 11/30*z + 1
*
[ 10/3 ] 
f(z) = 3/250*z^3 + 17/30*z + 1
*
[ 8/3 ] 
f(z) = 3/256*z^3 + 13/24*z + 1
*
[ 3/2 ] 
f(z) = 4/243*z^3 + 8/27*z + 1
*
[ 3 ] 
f(z) = 4/243*z^3 + 14/27*z + 1
*
[ 9/4 ] 
f(z) = 4/243*z^3 + 17/36*z + 1
*
[ 7 ] 
f(z) = 4/245*z^3 + 2/35*z + 1
*
[ -7 ] 
f(z) = 4/245*z^3 + 12/35*z + 1
*
[ 7/2 ] 
f(z) = 4/245*z^3 + 18/35*z + 1
*
[ 3 ] 
f(z) = 5/243*z^3 + 13/27*z + 1
*
[ 9/2 ] 
f(z) = 5/243*z^3 + 13/36*z + 1
*
[ 2 ] 
f(z) = 5/248*z^3 + 13/31*z + 1
*
[ 9/2 ] 
f(z) = 7/243*z^3 + 7/36*z + 1
*
[ 3 ] 
f(z) = 7/243*z^3 + 11/27*z + 1
*
[ 2 ] 
f(z) = 7/248*z^3 + 12/31*z + 1
*
[ 5/4 ] 
f(z) = 7/250*z^3 + 5/32*z + 1
*
[ 3/2 ] 
f(z) = 8/243*z^3 + 7/27*z + 1
*
[ 3 ] 
f(z) = 8/243*z^3 + 10/27*z + 1
*
[ 7/2 ] 
f(z) = 8/245*z^3 + 11/35*z + 1
*
[ 11/3 ] 
f(z) = 9/242*z^3 + 5/22*z + 1
*
[ 7/3 ] 
f(z) = 9/245*z^3 + 13/35*z + 1
*
[ 2 ] 
f(z) = 9/248*z^3 + 11/31*z + 1
*
[ 3 ] 
f(z) = 10/243*z^3 + 8/27*z + 1
*
[ 3 ] 
f(z) = 11/243*z^3 + 7/27*z + 1
*
[ -9/2 ] 
f(z) = 11/243*z^3 + 11/36*z + 1
*
[ 2 ] 
f(z) = 11/248*z^3 + 10/31*z + 1
*
[ 7/2 ] 
f(z) = 12/245*z^3 + 4/35*z + 1
*
[ 3 ] 
f(z) = 13/243*z^3 + 5/27*z + 1
*
[ -9/2 ] 
f(z) = 13/243*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 13/248*z^3 + 9/31*z + 1
*
[ 3 ] 
f(z) = 14/243*z^3 + 4/27*z + 1
*
[ 2 ] 
f(z) = 15/248*z^3 + 8/31*z + 1
*
[ 8/3 ] 
f(z) = 15/256*z^3 + 5/24*z + 1
*
[ 9/8 ] 
f(z) = 16/243*z^3 + 1/36*z + 1
*
[ 3 ] 
f(z) = 16/243*z^3 + 2/27*z + 1
*
[ 3/2 ] 
f(z) = 16/243*z^3 + 5/27*z + 1
*
[ 7/4 ] 
f(z) = 16/245*z^3 + 8/35*z + 1
*
[ 3 ] 
f(z) = 17/243*z^3 + 1/27*z + 1
*
[ 2 ] 
f(z) = 17/248*z^3 + 7/31*z + 1
*
[ 5/4 ] 
f(z) = 17/250*z^3 + 3/32*z + 1
*
[ 7/3 ] 
f(z) = 18/245*z^3 + 6/35*z + 1
*
[ 2 ] 
f(z) = 19/248*z^3 + 6/31*z + 1
*
[ 12 ] 
f(z) = 1/256*z^3 + 17/48*z + 1
*
[ 3/2 ] 
f(z) = 2/243*z^3 + 17/54*z + 1
*
[ 6 ] 
f(z) = 4/243*z^3 + 13/54*z + 1
*
[ 6 ] 
f(z) = 5/243*z^3 + 5/54*z + 1
*
[ 9/5 ] 
f(z) = 5/243*z^3 + 17/45*z + 1
*
[ 6 ] 
f(z) = 5/252*z^3 + 5/42*z + 1
*
[ -6 ] 
f(z) = 5/252*z^3 + 19/42*z + 1
*
[ 8/5 ] 
f(z) = 5/256*z^3 + 13/40*z + 1
*
[ -6 ] 
f(z) = 7/243*z^3 + 7/54*z + 1
*
[ 5/2 ] 
f(z) = 7/250*z^3 + 17/40*z + 1
*
[ 15/7 ] 
f(z) = 7/250*z^3 + 17/42*z + 1
*
[ 8/7 ] 
f(z) = 7/256*z^3 + 5/56*z + 1
*
[ 3/2 ] 
f(z) = 10/243*z^3 + 13/54*z + 1
*
[ 9/5 ] 
f(z) = 10/243*z^3 + 14/45*z + 1
*
[ 5/2 ] 
f(z) = 11/250*z^3 + 13/40*z + 1
*
[ 5/2 ] 
f(z) = 13/250*z^3 + 11/40*z + 1
*
[ 3/2 ] 
f(z) = 14/243*z^3 + 11/54*z + 1
*
[ 4/3 ] 
f(z) = 15/256*z^3 + 7/48*z + 1
*
[ 8/5 ] 
f(z) = 15/256*z^3 + 9/40*z + 1
*
[ 5/2 ] 
f(z) = 17/250*z^3 + 7/40*z + 1
*
-4 | 0.15415639228318164438116988989479896771 | 0.028127449087483390373858499408260199856
f(z) = 1/240*z^3 + 11/60*z + 1
*
[ 12 ] 
f(z) = 1/240*z^3 + 19/60*z + 1
*
[ 14 ] 
f(z) = 1/245*z^3 + 9/70*z + 1
*
[ -14 ] 
f(z) = 1/245*z^3 + 19/70*z + 1
*
[ 22/3 ] 
f(z) = 3/242*z^3 + 13/66*z + 1
*
[ 20/3 ] 
f(z) = 3/250*z^3 + 19/60*z + 1
*
[ -6 ] 
f(z) = 7/240*z^3 + 7/60*z + 1
*
[ 4 ] 
f(z) = 7/240*z^3 + 17/60*z + 1
*
[ 9/7 ] 
f(z) = 7/243*z^3 + 11/63*z + 1
*
[ 10/7 ] 
f(z) = 7/250*z^3 + 17/70*z + 1
*
[ 9/8 ] 
f(z) = 8/243*z^3 + 5/72*z + 1
*
[ 4 ] 
f(z) = 11/240*z^3 + 1/60*z + 1
*
[ 2 ] 
f(z) = 11/240*z^3 + 19/60*z + 1
*
[ 2 ] 
f(z) = 13/240*z^3 + 17/60*z + 1
*
[ 15/13 ] 
f(z) = 13/250*z^3 + 5/78*z + 1
*
[ 2 ] 
f(z) = 13/256*z^3 + 19/64*z + 1
*
[ 8/3 ] 
f(z) = 13/256*z^3 + 19/72*z + 1
*
[ 9/7 ] 
f(z) = 14/243*z^3 + 8/63*z + 1
*
[ 9/4 ] 
f(z) = 14/243*z^3 + 19/72*z + 1
*
[ 2 ] 
f(z) = 15/256*z^3 + 17/64*z + 1
*
[ -4 ] 
f(z) = 17/240*z^3 + 7/60*z + 1
*
[ 2 ] 
f(z) = 17/240*z^3 + 13/60*z + 1
*
[ 8/3 ] 
f(z) = 17/256*z^3 + 11/72*z + 1
*
[ 2 ] 
f(z) = 17/256*z^3 + 15/64*z + 1
*
[ 7/6 ] 
f(z) = 18/245*z^3 + 3/70*z + 1
*
[ 2 ] 
f(z) = 19/240*z^3 + 11/60*z + 1
*
[ 8/3 ] 
f(z) = 19/256*z^3 + 7/72*z + 1
*
[ 2 ] 
f(z) = 19/256*z^3 + 13/64*z + 1
*
[ 11/2 ] 
f(z) = 5/242*z^3 + 17/88*z + 1
*
[ 6 ] 
f(z) = 5/248*z^3 + 10/93*z + 1
*
4 | 0.16642957075299949963529019867458559865 | 0.023261847416042419294289123247552383937
f(z) = 5/256*z^3 + 19/80*z + 1
*
[ -6 ] 
f(z) = 7/248*z^3 + 14/93*z + 1
*
[ -11/2 ] 
f(z) = 9/242*z^3 + 5/88*z + 1
*
[ 18/5 ] 
f(z) = 10/243*z^3 + 17/90*z + 1
*
[ 15/4 ] 
f(z) = 11/250*z^3 + 11/96*z + 1
*
[ 10/3 ] 
f(z) = 11/250*z^3 + 19/90*z + 1
*
[ 10/3 ] 
f(z) = 13/250*z^3 + 11/90*z + 1
*
[ 10/7 ] 
f(z) = 13/250*z^3 + 19/98*z + 1
*
[ 3 ] 
f(z) = 13/252*z^3 + 17/84*z + 1
*
[ 16/5 ] 
f(z) = 15/256*z^3 + 7/80*z + 1
*
[ 5/3 ] 
f(z) = 17/250*z^3 + 19/90*z + 1
*
[ 3 ] 
f(z) = 17/252*z^3 + 5/84*z + 1
*
[ 5/3 ] 
f(z) = 19/250*z^3 + 17/90*z + 1
*
[ -15/4 ] 
f(z) = 19/250*z^3 + 19/96*z + 1
*
[ 27/2 ] 
f(z) = 1/243*z^3 + 19/108*z + 1
*
[ 27/4 ] 
f(z) = 4/243*z^3 + 11/108*z + 1
*
4 | 0.18512247278751132910776761035330738143 | 0.024712362587680835957098151855445298282
f(z) = 7/256*z^3 + 3/112*z + 1
*
[ 7/6 ] 
f(z) = 12/245*z^3 + 8/105*z + 1
*
[ 40/13 ] 
f(z) = 13/250*z^3 + 19/104*z + 1
*
[ -22/5 ] 
f(z) = 15/242*z^3 + 3/110*z + 1
*
-27/8 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = 16/243*z^3 + 11/108*z + 1
*
[ 3/2 ] 
f(z) = 17/243*z^3 + 19/108*z + 1
*
[ 3/2 ] 
f(z) = 19/243*z^3 + 17/108*z + 1
*
[ 15 ] 
f(z) = 1/243*z^3 + 1/135*z + 1
*
[ -15 ] 
f(z) = 1/243*z^3 + 19/135*z + 1
*
[ 14 ] 
f(z) = 1/252*z^3 + 19/126*z + 1
*
[ 4 ] 
f(z) = 11/248*z^3 + 5/124*z + 1
*
[ -4 ] 
f(z) = 17/248*z^3 + 19/124*z + 1
*
[ -4 ] 
f(z) = 19/248*z^3 + 3/124*z + 1
*
[ 25/3 ] 
f(z) = 3/250*z^3 + 7/150*z + 1
*
[ 9/8 ] 
f(z) = 4/243*z^3 + 13/144*z + 1
*
[ 16/3 ] 
f(z) = 7/256*z^3 + 5/144*z + 1
*
[ 7/6 ] 
f(z) = 9/245*z^3 + 13/140*z + 1
*
[ 7/2 ] 
f(z) = 13/245*z^3 + 9/140*z + 1
*
[ -60/13 ] 
f(z) = 13/250*z^3 + 17/156*z + 1
*
[ 4/3 ] 
f(z) = 17/256*z^3 + 19/144*z + 1
*
[ 4/3 ] 
f(z) = 19/256*z^3 + 17/144*z + 1
*
[ 32/5 ] 
f(z) = 5/256*z^3 + 7/160*z + 1
*
[ 5/4 ] 
f(z) = 13/250*z^3 + 19/160*z + 1
*
[ 10/9 ] 
f(z) = 19/250*z^3 + 1/162*z + 1
*
[ 5/4 ] 
f(z) = 19/250*z^3 + 13/160*z + 1
*
[ -22/3 ] 
f(z) = 5/242*z^3 + 5/198*z + 1
*
[ -36/5 ] 
f(z) = 5/243*z^3 + 13/180*z + 1
*
[ 11/3 ] 
f(z) = 13/242*z^3 + 1/198*z + 1
*
[ 21/2 ] 
f(z) = 2/245*z^3 + 1/210*z + 1
*
[ 15 ] 
f(z) = 1/255*z^3 + 13/255*z + 1
*
[ -7 ] 
f(z) = 6/259*z^3 + 2/259*z + 1
*
[ 36/7 ] 
f(z) = 7/243*z^3 + 11/252*z + 1
*
[ 5 ] 
f(z) = 8/255*z^3 + 4/255*z + 1
*
[ -5 ] 
f(z) = 11/240*z^3 + 13/240*z + 1
*
[ 4 ] 
f(z) = 11/244*z^3 + 7/244*z + 1
*
[ -5 ] 
f(z) = 11/245*z^3 + 19/245*z + 1
*
[ 4 ] 
f(z) = 11/252*z^3 + 13/252*z + 1
*
-4/3 | 0.092266708507039409749043267655457652647 | 0.011179469714061849464801545173634860220
f(z) = 15/256*z^3 + 11/240*z + 1
*
[ 13/4 ] 
f(z) = 16/247*z^3 + 2/247*z + 1
*
[ 3 ] 
f(z) = 17/240*z^3 + 7/240*z + 1
*
[ 3 ] 
f(z) = 17/246*z^3 + 11/246*z + 1
*
[ 3 ] 
f(z) = 17/249*z^3 + 13/249*z + 1
*
[ 3 ] 
f(z) = 17/258*z^3 + 19/258*z + 1
*
[ -4 ] 
f(z) = 19/244*z^3 + 1/244*z + 1
*
[ -4 ] 
f(z) = 19/252*z^3 + 11/252*z + 1
*
[ 3 ] 
f(z) = 19/258*z^3 + 1/258*z + 1
*
-40/7 | 0.23188785726239616644418779922030584752 | 0.026191170103182636072997417458848218144
f(z) = 7/250*z^3 + 3/280*z + 1
*
[ 9/8 ] 
f(z) = 10/243*z^3 + 17/288*z + 1
*
[ 9/8 ] 
f(z) = 14/243*z^3 + 11/288*z + 1
*
[ 35/12 ] 
f(z) = 18/245*z^3 + 9/280*z + 1
*
[ 9/2 ] 
f(z) = 1/243*z^3 + 25/36*z + 1
*
[ 7 ] 
f(z) = 1/245*z^3 + 23/35*z + 1
*
[ 6 ] 
f(z) = 1/243*z^3 + 37/54*z + 1
*
[ 5/2 ] 
f(z) = 1/250*z^3 + 23/40*z + 1
*
[ 6 ] 
f(z) = 1/252*z^3 + 29/42*z + 1
*
[ -12 ] 
f(z) = 1/256*z^3 + 25/48*z + 1
*
[ 6 ] 
f(z) = 2/243*z^3 + 29/54*z + 1
*
[ 5/2 ] 
f(z) = 3/250*z^3 + 21/40*z + 1
*
[ 16/3 ] 
f(z) = 3/256*z^3 + 23/48*z + 1
*
[ -6 ] 
f(z) = 5/243*z^3 + 23/54*z + 1
*
[ 2 ] 
f(z) = 1/256*z^3 + 31/64*z + 1
*
[ 9/4 ] 
f(z) = 2/243*z^3 + 37/72*z + 1
*
[ -22/3 ] 
f(z) = 3/242*z^3 + 31/66*z + 1
*
[ 11/3 ] 
f(z) = 3/242*z^3 + 37/66*z + 1
*
[ 2 ] 
f(z) = 3/256*z^3 + 29/64*z + 1
*
[ 2 ] 
f(z) = 5/256*z^3 + 27/64*z + 1
*
[ 8/3 ] 
f(z) = 5/256*z^3 + 35/72*z + 1
*
[ 7/2 ] 
f(z) = 6/245*z^3 + 29/70*z + 1
*
[ 2 ] 
f(z) = 7/240*z^3 + 23/60*z + 1
*
[ 2 ] 
f(z) = 7/256*z^3 + 25/64*z + 1
*
[ 8/3 ] 
f(z) = 7/256*z^3 + 31/72*z + 1
*
[ 7/4 ] 
f(z) = 8/245*z^3 + 23/70*z + 1
*
[ 2 ] 
f(z) = 9/256*z^3 + 23/64*z + 1
*
[ 9/4 ] 
f(z) = 10/243*z^3 + 25/72*z + 1
*
[ 2 ] 
f(z) = 11/256*z^3 + 21/64*z + 1
*
[ 8/3 ] 
f(z) = 11/256*z^3 + 23/72*z + 1
*
[ 12 ] 
f(z) = 1/252*z^3 + 29/84*z + 1
*
[ 11/2 ] 
f(z) = 3/242*z^3 + 39/88*z + 1
*
[ 6 ] 
f(z) = 3/248*z^3 + 37/93*z + 1
*
[ 10/7 ] 
f(z) = 3/250*z^3 + 27/98*z + 1
*
[ 16/5 ] 
f(z) = 5/256*z^3 + 39/80*z + 1
*
[ -11/2 ] 
f(z) = 7/242*z^3 + 27/88*z + 1
*
[ 5/3 ] 
f(z) = 7/250*z^3 + 29/90*z + 1
*
[ 11/6 ] 
f(z) = 9/242*z^3 + 29/88*z + 1
*
[ 3 ] 
f(z) = 11/252*z^3 + 23/84*z + 1
*
[ 5/3 ] 
f(z) = 13/250*z^3 + 23/90*z + 1
*
[ 3/2 ] 
f(z) = 5/243*z^3 + 31/108*z + 1
*
[ 3/2 ] 
f(z) = 7/243*z^3 + 29/108*z + 1
*
[ 3/2 ] 
f(z) = 11/243*z^3 + 25/108*z + 1
*
[ 7/3 ] 
f(z) = 12/245*z^3 + 32/105*z + 1
*
[ 3/2 ] 
f(z) = 13/243*z^3 + 23/108*z + 1
*
[ 11/5 ] 
f(z) = 15/242*z^3 + 27/110*z + 1
*
[ -14 ] 
f(z) = 1/252*z^3 + 37/126*z + 1
*
[ 15/2 ] 
f(z) = 3/250*z^3 + 23/120*z + 1
*
[ -15/2 ] 
f(z) = 4/243*z^3 + 28/135*z + 1
*
[ 27/5 ] 
f(z) = 5/243*z^3 + 29/135*z + 1
*
[ 4 ] 
f(z) = 7/248*z^3 + 37/124*z + 1
*
[ 4 ] 
f(z) = 9/248*z^3 + 21/124*z + 1
*
[ 4/3 ] 
f(z) = 9/248*z^3 + 23/124*z + 1
*
[ 35/9 ] 
f(z) = 9/250*z^3 + 25/126*z + 1
*
[ 2 ] 
f(z) = 11/244*z^3 + 39/122*z + 1
*
[ 2 ] 
f(z) = 13/244*z^3 + 35/122*z + 1
*
[ 2 ] 
f(z) = 13/252*z^3 + 37/126*z + 1
*
[ 18/7 ] 
f(z) = 14/243*z^3 + 29/126*z + 1
*
[ 2 ] 
f(z) = 15/244*z^3 + 31/122*z + 1
*
[ 2 ] 
f(z) = 17/244*z^3 + 27/122*z + 1
*
[ 40/17 ] 
f(z) = 17/250*z^3 + 27/136*z + 1
*
[ 2 ] 
f(z) = 17/252*z^3 + 29/126*z + 1
*
[ 2 ] 
f(z) = 19/244*z^3 + 23/122*z + 1
*
[ 2 ] 
f(z) = 19/252*z^3 + 25/126*z + 1
*
[ 4/3 ] 
f(z) = 1/256*z^3 + 35/144*z + 1
*
[ 4/3 ] 
f(z) = 5/256*z^3 + 31/144*z + 1
*
[ 16/3 ] 
f(z) = 5/256*z^3 + 37/144*z + 1
*
[ 4/3 ] 
f(z) = 7/256*z^3 + 29/144*z + 1
*
[ 7/2 ] 
f(z) = 9/245*z^3 + 37/140*z + 1
*
[ 7/2 ] 
f(z) = 11/245*z^3 + 23/140*z + 1
*
[ 35/11 ] 
f(z) = 11/250*z^3 + 37/154*z + 1
*
[ 4/3 ] 
f(z) = 11/256*z^3 + 25/144*z + 1
*
[ 7/4 ] 
f(z) = 12/245*z^3 + 39/140*z + 1
*
[ 4/3 ] 
f(z) = 13/256*z^3 + 23/144*z + 1
*
[ 9/4 ] 
f(z) = 17/243*z^3 + 29/144*z + 1
*
[ 9/4 ] 
f(z) = 19/243*z^3 + 23/144*z + 1
*
[ 5/4 ] 
f(z) = 1/250*z^3 + 31/160*z + 1
*
[ 5/4 ] 
f(z) = 3/250*z^3 + 29/160*z + 1
*
[ 5/4 ] 
f(z) = 9/250*z^3 + 23/160*z + 1
*
[ 5/4 ] 
f(z) = 11/250*z^3 + 21/160*z + 1
*
[ 16/11 ] 
f(z) = 11/256*z^3 + 39/176*z + 1
*
[ 6 ] 
f(z) = 5/256*z^3 + 25/192*z + 1
*
[ -6 ] 
f(z) = 7/256*z^3 + 35/192*z + 1
*
[ 11/9 ] 
f(z) = 9/242*z^3 + 25/198*z + 1
*
-60/19 | 0.19338500121219486296846613642300685589 | 0.022842816896531935631404299752109818339
f(z) = 19/250*z^3 + 27/190*z + 1
*
[ 14 ] 
f(z) = 1/248*z^3 + 30/217*z + 1
*
[ 6/5 ] 
f(z) = 5/252*z^3 + 29/210*z + 1
*
[ 7/6 ] 
f(z) = 6/245*z^3 + 23/210*z + 1
*
27/8 | 0.17236350818487605361247391867642145540 | 0.022761761669270846658390764613183239253
f(z) = 8/243*z^3 + 23/216*z + 1
*
[ 25/6 ] 
f(z) = 9/250*z^3 + 27/200*z + 1
*
[ -14/3 ] 
f(z) = 12/245*z^3 + 31/210*z + 1
*
[ 16/13 ] 
f(z) = 13/256*z^3 + 23/208*z + 1
*
[ 8/5 ] 
f(z) = 19/256*z^3 + 37/200*z + 1
*
[ -15 ] 
f(z) = 1/240*z^3 + 31/240*z + 1
*
[ -11 ] 
f(z) = 2/253*z^3 + 34/253*z + 1
*
[ 8 ] 
f(z) = 3/248*z^3 + 25/248*z + 1
*
[ 7 ] 
f(z) = 4/259*z^3 + 26/259*z + 1
*
[ 6 ] 
f(z) = 5/246*z^3 + 25/246*z + 1
*
[ 6 ] 
f(z) = 5/258*z^3 + 35/258*z + 1
*
[ -6 ] 
f(z) = 7/246*z^3 + 35/246*z + 1
*
[ 5 ] 
f(z) = 7/255*z^3 + 29/255*z + 1
*
[ 4 ] 
f(z) = 9/244*z^3 + 39/244*z + 1
*
[ 13/3 ] 
f(z) = 9/247*z^3 + 21/247*z + 1
*
[ -5 ] 
f(z) = 11/255*z^3 + 31/255*z + 1
*
-5/2 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = 12/245*z^3 + 23/245*z + 1
*
[ 7/2 ] 
f(z) = 12/259*z^3 + 38/259*z + 1
*
[ 5/4 ] 
f(z) = 16/245*z^3 + 24/245*z + 1
*
[ 3 ] 
f(z) = 16/249*z^3 + 22/249*z + 1
*
[ -4 ] 
f(z) = 17/244*z^3 + 33/244*z + 1
*
[ 10/9 ] 
f(z) = 3/250*z^3 + 23/270*z + 1
*
[ 6/5 ] 
f(z) = 5/243*z^3 + 37/270*z + 1
*
[ 6/5 ] 
f(z) = 10/243*z^3 + 29/270*z + 1
*
[ 9/8 ] 
f(z) = 2/243*z^3 + 29/288*z + 1
*
[ 30/7 ] 
f(z) = 9/250*z^3 + 31/294*z + 1
*
[ 8/3 ] 
f(z) = 1/256*z^3 + 43/72*z + 1
*
[ 7/2 ] 
f(z) = 2/245*z^3 + 43/70*z + 1
*
[ 10/3 ] 
f(z) = 1/250*z^3 + 59/90*z + 1
*
[ -12 ] 
f(z) = 1/252*z^3 + 43/84*z + 1
*
[ 3 ] 
f(z) = 1/252*z^3 + 53/84*z + 1
*
[ 18/5 ] 
f(z) = 5/243*z^3 + 41/90*z + 1
*
[ -6 ] 
f(z) = 5/248*z^3 + 41/93*z + 1
*
[ 3 ] 
f(z) = 5/252*z^3 + 41/84*z + 1
*
15/2 | 0.14431434244205247799133763941302473556 | 0.020977886090508924563158380936179639106
f(z) = 1/243*z^3 + 47/108*z + 1
*
[ -12 ] 
f(z) = 1/243*z^3 + 53/108*z + 1
*
[ 7/3 ] 
f(z) = 3/245*z^3 + 53/105*z + 1
*
[ 20/9 ] 
f(z) = 3/250*z^3 + 53/108*z + 1
*
[ -27/4 ] 
f(z) = 4/243*z^3 + 43/108*z + 1
*
[ 22/5 ] 
f(z) = 5/242*z^3 + 41/110*z + 1
*
[ 11/5 ] 
f(z) = 5/242*z^3 + 49/110*z + 1
*
[ 7/3 ] 
f(z) = 6/245*z^3 + 46/105*z + 1
*
[ 16/7 ] 
f(z) = 7/256*z^3 + 47/112*z + 1
*
[ 2 ] 
f(z) = 1/244*z^3 + 59/122*z + 1
*
[ 2 ] 
f(z) = 3/244*z^3 + 55/122*z + 1
*
[ 2 ] 
f(z) = 5/244*z^3 + 51/122*z + 1
*
[ 4 ] 
f(z) = 5/248*z^3 + 53/124*z + 1
*
[ 2 ] 
f(z) = 5/252*z^3 + 53/126*z + 1
*
[ 24/5 ] 
f(z) = 5/256*z^3 + 41/120*z + 1
*
[ 18/7 ] 
f(z) = 7/243*z^3 + 53/126*z + 1
*
[ 2 ] 
f(z) = 7/244*z^3 + 47/122*z + 1
*
[ 2 ] 
f(z) = 9/244*z^3 + 43/122*z + 1
*
[ 2 ] 
f(z) = 11/252*z^3 + 41/126*z + 1
*
[ -25/3 ] 
f(z) = 3/250*z^3 + 43/150*z + 1
*
[ 7/4 ] 
f(z) = 4/245*z^3 + 53/140*z + 1
*
[ 11/7 ] 
f(z) = 7/242*z^3 + 45/154*z + 1
*
[ 9/4 ] 
f(z) = 7/243*z^3 + 59/144*z + 1
*
[ 20/7 ] 
f(z) = 7/250*z^3 + 59/140*z + 1
*
[ -16/3 ] 
f(z) = 7/256*z^3 + 59/144*z + 1
*
[ 10/3 ] 
f(z) = 9/248*z^3 + 46/155*z + 1
*
[ 16/9 ] 
f(z) = 9/256*z^3 + 47/144*z + 1
*
[ 9/4 ] 
f(z) = 11/243*z^3 + 47/144*z + 1
*
[ 9/4 ] 
f(z) = 13/243*z^3 + 41/144*z + 1
*
[ -32/5 ] 
f(z) = 5/256*z^3 + 57/160*z + 1
*
[ 27/7 ] 
f(z) = 7/243*z^3 + 59/189*z + 1
*
[ 18/11 ] 
f(z) = 11/243*z^3 + 53/198*z + 1
*
[ 20/7 ] 
f(z) = 11/250*z^3 + 57/196*z + 1
*
[ 25/2 ] 
f(z) = 1/250*z^3 + 59/200*z + 1
*
[ -21/2 ] 
f(z) = 2/245*z^3 + 41/210*z + 1
*
[ 14/3 ] 
f(z) = 6/245*z^3 + 53/210*z + 1
*
[ 30/7 ] 
f(z) = 7/250*z^3 + 53/210*z + 1
*
[ 8/5 ] 
f(z) = 9/256*z^3 + 57/200*z + 1
*
[ 8/5 ] 
f(z) = 11/256*z^3 + 53/200*z + 1
*
[ 8/5 ] 
f(z) = 13/256*z^3 + 49/200*z + 1
*
[ 8/5 ] 
f(z) = 17/256*z^3 + 41/200*z + 1
*
[ 32/7 ] 
f(z) = 7/256*z^3 + 47/224*z + 1
*
[ 18/13 ] 
f(z) = 13/243*z^3 + 41/234*z + 1
*
[ 9/5 ] 
f(z) = 14/243*z^3 + 58/225*z + 1
*
[ 9/5 ] 
f(z) = 16/243*z^3 + 52/225*z + 1
*
[ 9/5 ] 
f(z) = 17/243*z^3 + 49/225*z + 1
*
[ 9/5 ] 
f(z) = 19/243*z^3 + 43/225*z + 1
*
[ 13 ] 
f(z) = 1/247*z^3 + 59/247*z + 1
*
[ -15 ] 
f(z) = 1/255*z^3 + 47/255*z + 1
*
[ 13/2 ] 
f(z) = 4/247*z^3 + 40/247*z + 1
*
[ -7 ] 
f(z) = 5/252*z^3 + 43/252*z + 1
*
[ -7 ] 
f(z) = 5/259*z^3 + 51/259*z + 1
*
[ 5 ] 
f(z) = 6/245*z^3 + 46/245*z + 1
*
[ -6 ] 
f(z) = 7/258*z^3 + 49/258*z + 1
*
[ -11/2 ] 
f(z) = 8/253*z^3 + 57/253*z + 1
*
[ 4/3 ] 
f(z) = 9/244*z^3 + 45/244*z + 1
*
[ 3 ] 
f(z) = 13/240*z^3 + 43/240*z + 1
*
[ 3 ] 
f(z) = 13/246*z^3 + 47/246*z + 1
*
[ 3 ] 
f(z) = 13/249*z^3 + 49/249*z + 1
*
[ 3 ] 
f(z) = 13/255*z^3 + 53/255*z + 1
*
[ 3 ] 
f(z) = 13/258*z^3 + 55/258*z + 1
*
[ 3 ] 
f(z) = 14/249*z^3 + 40/249*z + 1
*
[ 3 ] 
f(z) = 14/255*z^3 + 44/255*z + 1
*
[ 5/2 ] 
f(z) = 16/245*z^3 + 47/245*z + 1
*
[ 3/2 ] 
f(z) = 16/249*z^3 + 47/249*z + 1
*
[ 11/4 ] 
f(z) = 16/253*z^3 + 40/253*z + 1
*
[ 3/2 ] 
f(z) = 16/255*z^3 + 49/255*z + 1
*
[ 5/2 ] 
f(z) = 16/255*z^3 + 53/255*z + 1
*
[ 2 ] 
f(z) = 17/242*z^3 + 53/242*z + 1
*
[ 2 ] 
f(z) = 17/246*z^3 + 55/246*z + 1
*
[ 2 ] 
f(z) = 17/250*z^3 + 57/250*z + 1
*
[ -4 ] 
f(z) = 17/252*z^3 + 43/252*z + 1
*
[ 2 ] 
f(z) = 17/254*z^3 + 59/254*z + 1
*
[ 5/3 ] 
f(z) = 18/245*z^3 + 48/245*z + 1
*
[ 7/3 ] 
f(z) = 18/259*z^3 + 50/259*z + 1
*
[ 2 ] 
f(z) = 19/242*z^3 + 45/242*z + 1
*
[ 2 ] 
f(z) = 19/246*z^3 + 47/246*z + 1
*
[ 2 ] 
f(z) = 19/250*z^3 + 49/250*z + 1
*
[ 2 ] 
f(z) = 19/254*z^3 + 51/254*z + 1
*
[ 2 ] 
f(z) = 19/258*z^3 + 53/258*z + 1
*
[ 20/13 ] 
f(z) = 13/250*z^3 + 59/260*z + 1
*
[ 35/19 ] 
f(z) = 19/250*z^3 + 53/266*z + 1
*
[ 35/8 ] 
f(z) = 8/245*z^3 + 41/280*z + 1
*
[ 7/4 ] 
f(z) = 18/245*z^3 + 57/280*z + 1
*
[ 11/2 ] 
f(z) = 1/242*z^3 + 61/88*z + 1
*
[ 6 ] 
f(z) = 1/248*z^3 + 64/93*z + 1
*
[ 15/4 ] 
f(z) = 1/250*z^3 + 65/96*z + 1
*
[ 8 ] 
f(z) = 1/240*z^3 + 73/120*z + 1
*
[ 15/2 ] 
f(z) = 1/250*z^3 + 77/120*z + 1
*
[ 2 ] 
f(z) = 1/252*z^3 + 61/126*z + 1
*
[ 4 ] 
f(z) = 3/248*z^3 + 69/124*z + 1
*
[ 9/4 ] 
f(z) = 1/243*z^3 + 77/144*z + 1
*
[ 10 ] 
f(z) = 1/248*z^3 + 77/155*z + 1
*
[ 7/2 ] 
f(z) = 3/245*z^3 + 79/140*z + 1
*
[ 9/4 ] 
f(z) = 5/243*z^3 + 65/144*z + 1
*
[ 22/7 ] 
f(z) = 7/242*z^3 + 61/154*z + 1
*
[ 24/7 ] 
f(z) = 7/256*z^3 + 65/168*z + 1
*
[ 6 ] 
f(z) = 3/256*z^3 + 79/192*z + 1
*
[ 11/3 ] 
f(z) = 7/242*z^3 + 67/198*z + 1
*
[ 22/9 ] 
f(z) = 9/242*z^3 + 73/198*z + 1
*
[ 20/9 ] 
f(z) = 9/250*z^3 + 67/180*z + 1
*
[ -14 ] 
f(z) = 1/248*z^3 + 61/217*z + 1
*
[ 8/5 ] 
f(z) = 1/256*z^3 + 73/200*z + 1
*
[ 8/5 ] 
f(z) = 3/256*z^3 + 69/200*z + 1
*
[ -35/6 ] 
f(z) = 6/245*z^3 + 71/210*z + 1
*
[ 8/5 ] 
f(z) = 7/256*z^3 + 61/200*z + 1
*
[ 27/8 ] 
f(z) = 8/243*z^3 + 71/216*z + 1
*
[ -21/4 ] 
f(z) = 8/245*z^3 + 61/210*z + 1
*
[ 9/5 ] 
f(z) = 7/243*z^3 + 79/225*z + 1
*
[ 9/5 ] 
f(z) = 8/243*z^3 + 76/225*z + 1
*
[ 9/5 ] 
f(z) = 11/243*z^3 + 67/225*z + 1
*
[ 20/11 ] 
f(z) = 11/250*z^3 + 67/220*z + 1
*
[ 9/5 ] 
f(z) = 13/243*z^3 + 61/225*z + 1
*
5 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = 1/240*z^3 + 71/240*z + 1
*
[ 20/3 ] 
f(z) = 3/256*z^3 + 79/240*z + 1
*
[ 7 ] 
f(z) = 3/259*z^3 + 75/259*z + 1
*
[ 3/2 ] 
f(z) = 4/249*z^3 + 74/249*z + 1
*
[ -15/2 ] 
f(z) = 4/255*z^3 + 64/255*z + 1
*
[ 3/2 ] 
f(z) = 4/255*z^3 + 76/255*z + 1
*
[ 4 ] 
f(z) = 7/244*z^3 + 71/244*z + 1
*
[ 3/2 ] 
f(z) = 8/249*z^3 + 65/249*z + 1
*
[ 3/2 ] 
f(z) = 8/255*z^3 + 67/255*z + 1
*
[ -5 ] 
f(z) = 9/245*z^3 + 69/245*z + 1
*
[ 5/3 ] 
f(z) = 9/245*z^3 + 73/245*z + 1
*
[ 11/3 ] 
f(z) = 9/253*z^3 + 63/253*z + 1
*
[ 3 ] 
f(z) = 10/249*z^3 + 76/249*z + 1
*
[ 3 ] 
f(z) = 11/240*z^3 + 61/240*z + 1
*
[ 3 ] 
f(z) = 11/246*z^3 + 65/246*z + 1
*
[ 2 ] 
f(z) = 11/246*z^3 + 79/246*z + 1
*
[ 3 ] 
f(z) = 11/249*z^3 + 67/249*z + 1
*
[ 3 ] 
f(z) = 11/255*z^3 + 71/255*z + 1
*
[ 3 ] 
f(z) = 11/258*z^3 + 73/258*z + 1
*
[ 5/2 ] 
f(z) = 12/245*z^3 + 72/245*z + 1
*
[ 2 ] 
f(z) = 13/242*z^3 + 69/242*z + 1
*
[ 2 ] 
f(z) = 13/246*z^3 + 71/246*z + 1
*
[ 2 ] 
f(z) = 13/250*z^3 + 73/250*z + 1
*
[ 2 ] 
f(z) = 13/254*z^3 + 75/254*z + 1
*
[ 2 ] 
f(z) = 13/258*z^3 + 77/258*z + 1
*
[ 2 ] 
f(z) = 15/242*z^3 + 61/242*z + 1
*
[ 2 ] 
f(z) = 15/254*z^3 + 67/254*z + 1
*
[ 7/4 ] 
f(z) = 16/259*z^3 + 62/259*z + 1
*
[ 2 ] 
f(z) = 17/258*z^3 + 61/258*z + 1
*
[ 15/4 ] 
f(z) = 8/243*z^3 + 73/270*z + 1
*
[ 11/6 ] 
f(z) = 15/242*z^3 + 65/264*z + 1
*
[ 35/4 ] 
f(z) = 2/245*z^3 + 73/280*z + 1
*
[ -40/7 ] 
f(z) = 7/250*z^3 + 73/280*z + 1
*
[ -40/7 ] 
f(z) = 7/256*z^3 + 79/280*z + 1
*
[ 32/9 ] 
f(z) = 9/256*z^3 + 79/288*z + 1
*
[ 22/13 ] 
f(z) = 13/242*z^3 + 73/286*z + 1
*
[ 15/7 ] 
f(z) = 17/250*z^3 + 65/294*z + 1
*
[ 4 ] 
f(z) = 1/248*z^3 + 85/124*z + 1
*
[ 7/2 ] 
f(z) = 1/245*z^3 + 93/140*z + 1
*
[ 11/3 ] 
f(z) = 5/242*z^3 + 89/198*z + 1
*
[ -6 ] 
f(z) = 5/256*z^3 + 89/192*z + 1
*
[ -25/2 ] 
f(z) = 1/250*z^3 + 91/200*z + 1
*
[ 9/5 ] 
f(z) = 1/243*z^3 + 97/225*z + 1
*
[ 9/5 ] 
f(z) = 2/243*z^3 + 94/225*z + 1
*
[ 9/5 ] 
f(z) = 4/243*z^3 + 88/225*z + 1
*
[ -13 ] 
f(z) = 1/247*z^3 + 97/247*z + 1
*
[ -8 ] 
f(z) = 3/248*z^3 + 87/248*z + 1
*
[ 5 ] 
f(z) = 4/245*z^3 + 96/245*z + 1
*
[ 11/2 ] 
f(z) = 4/253*z^3 + 86/253*z + 1
*
[ 3 ] 
f(z) = 7/240*z^3 + 97/240*z + 1
*
[ 2 ] 
f(z) = 7/242*z^3 + 93/242*z + 1
*
[ 2 ] 
f(z) = 7/246*z^3 + 95/246*z + 1
*
[ 2 ] 
f(z) = 7/250*z^3 + 97/250*z + 1
*
[ 2 ] 
f(z) = 7/254*z^3 + 99/254*z + 1
*
[ -5 ] 
f(z) = 8/245*z^3 + 94/245*z + 1
*
[ 5/2 ] 
f(z) = 8/245*z^3 + 97/245*z + 1
*
[ 3 ] 
f(z) = 8/249*z^3 + 94/249*z + 1
*
[ 3 ] 
f(z) = 8/255*z^3 + 98/255*z + 1
*
[ 7/2 ] 
f(z) = 8/259*z^3 + 87/259*z + 1
*
[ 2 ] 
f(z) = 9/242*z^3 + 85/242*z + 1
*
[ 8/3 ] 
f(z) = 9/248*z^3 + 91/248*z + 1
*
[ 2 ] 
f(z) = 9/250*z^3 + 89/250*z + 1
*
[ 2 ] 
f(z) = 9/254*z^3 + 91/254*z + 1
*
[ 7/3 ] 
f(z) = 9/259*z^3 + 99/259*z + 1
*
[ 2 ] 
f(z) = 11/250*z^3 + 81/250*z + 1
*
[ 2 ] 
f(z) = 11/254*z^3 + 83/254*z + 1
*
[ 2 ] 
f(z) = 11/258*z^3 + 85/258*z + 1
*
[ 27/10 ] 
f(z) = 10/243*z^3 + 89/270*z + 1
*
[ 24/11 ] 
f(z) = 11/256*z^3 + 89/264*z + 1
*
[ 7/4 ] 
f(z) = 6/245*z^3 + 99/280*z + 1
*
[ 27/11 ] 
f(z) = 11/243*z^3 + 95/297*z + 1
*
[ -10 ] 
f(z) = 1/248*z^3 + 108/155*z + 1
*
[ 16/3 ] 
f(z) = 1/256*z^3 + 101/144*z + 1
*
[ 27/4 ] 
f(z) = 2/243*z^3 + 103/216*z + 1
*
[ 14/3 ] 
f(z) = 3/245*z^3 + 109/210*z + 1
*
[ 2 ] 
f(z) = 1/242*z^3 + 117/242*z + 1
*
[ 2 ] 
f(z) = 1/246*z^3 + 119/246*z + 1
*
[ 11 ] 
f(z) = 1/253*z^3 + 109/253*z + 1
*
[ 2 ] 
f(z) = 3/242*z^3 + 109/242*z + 1
*
[ 2 ] 
f(z) = 3/250*z^3 + 113/250*z + 1
*
[ 2 ] 
f(z) = 3/254*z^3 + 115/254*z + 1
*
[ -13/2 ] 
f(z) = 4/247*z^3 + 116/247*z + 1
*
[ 5 ] 
f(z) = 4/255*z^3 + 104/255*z + 1
*
[ -7 ] 
f(z) = 4/259*z^3 + 100/259*z + 1
*
[ 2 ] 
f(z) = 5/242*z^3 + 101/242*z + 1
*
[ 4 ] 
f(z) = 5/244*z^3 + 103/244*z + 1
*
[ 2 ] 
f(z) = 5/246*z^3 + 103/246*z + 1
*
[ -6 ] 
f(z) = 5/246*z^3 + 107/246*z + 1
*
[ 3 ] 
f(z) = 5/246*z^3 + 119/246*z + 1
*
[ 4 ] 
f(z) = 5/252*z^3 + 109/252*z + 1
*
[ 2 ] 
f(z) = 5/254*z^3 + 107/254*z + 1
*
[ 12/5 ] 
f(z) = 5/256*z^3 + 113/240*z + 1
*
[ 2 ] 
f(z) = 5/258*z^3 + 109/258*z + 1
*
[ 3 ] 
f(z) = 7/246*z^3 + 101/246*z + 1
*
[ 3 ] 
f(z) = 7/249*z^3 + 103/249*z + 1
*
[ 3 ] 
f(z) = 7/255*z^3 + 107/255*z + 1
*
[ 2 ] 
f(z) = 7/258*z^3 + 101/258*z + 1
*
[ 3 ] 
f(z) = 7/258*z^3 + 109/258*z + 1
*
[ 5/2 ] 
f(z) = 8/255*z^3 + 103/255*z + 1
*
[ 15/2 ] 
f(z) = 2/243*z^3 + 109/270*z + 1
*
[ 11/6 ] 
f(z) = 3/242*z^3 + 109/264*z + 1
*
[ 7/4 ] 
f(z) = 2/245*z^3 + 113/280*z + 1
*
[ 22/3 ] 
f(z) = 1/242*z^3 + 127/198*z + 1
*
[ 11/3 ] 
f(z) = 1/242*z^3 + 133/198*z + 1
*
[ 20/3 ] 
f(z) = 1/250*z^3 + 121/180*z + 1
*
[ 20/7 ] 
f(z) = 1/250*z^3 + 121/196*z + 1
*
[ 6 ] 
f(z) = 1/256*z^3 + 133/192*z + 1
*
[ 2 ] 
f(z) = 1/250*z^3 + 121/250*z + 1
*
[ 2 ] 
f(z) = 1/254*z^3 + 123/254*z + 1
*
[ 2 ] 
f(z) = 1/258*z^3 + 125/258*z + 1
*
[ 7 ] 
f(z) = 2/259*z^3 + 124/259*z + 1
*
[ 4 ] 
f(z) = 3/244*z^3 + 135/244*z + 1
*
[ 5 ] 
f(z) = 3/245*z^3 + 121/245*z + 1
*
[ 5/2 ] 
f(z) = 4/245*z^3 + 122/245*z + 1
*
[ 3 ] 
f(z) = 4/249*z^3 + 130/249*z + 1
*
[ 5/2 ] 
f(z) = 4/255*z^3 + 128/255*z + 1
*
[ 3 ] 
f(z) = 4/255*z^3 + 134/255*z + 1
*
[ 7/2 ] 
f(z) = 4/259*z^3 + 136/259*z + 1
*
[ 3 ] 
f(z) = 5/249*z^3 + 121/249*z + 1
*
[ -6 ] 
f(z) = 5/258*z^3 + 121/258*z + 1
*
[ 3 ] 
f(z) = 5/258*z^3 + 127/258*z + 1
*
[ 32/3 ] 
f(z) = 1/256*z^3 + 133/288*z + 1
*
[ -35/4 ] 
f(z) = 2/245*z^3 + 137/280*z + 1
*
[ 3 ] 
f(z) = 1/240*z^3 + 151/240*z + 1
*
[ 3 ] 
f(z) = 1/246*z^3 + 155/246*z + 1
*
[ 8 ] 
f(z) = 1/248*z^3 + 153/248*z + 1
*
[ 3 ] 
f(z) = 1/249*z^3 + 157/249*z + 1
*
[ 9 ] 
f(z) = 1/252*z^3 + 143/252*z + 1
*
[ -11 ] 
f(z) = 1/253*z^3 + 155/253*z + 1
*
[ 5 ] 
f(z) = 2/245*z^3 + 146/245*z + 1
*
[ 3 ] 
f(z) = 2/249*z^3 + 148/249*z + 1
*
[ 3 ] 
f(z) = 2/255*z^3 + 152/255*z + 1
*
[ 5 ] 
f(z) = 2/255*z^3 + 154/255*z + 1
*
[ 5 ] 
f(z) = 1/240*z^3 + 167/240*z + 1
*
[ 4 ] 
f(z) = 1/244*z^3 + 167/244*z + 1
*
[ 5 ] 
f(z) = 1/245*z^3 + 171/245*z + 1
*
[ 6 ] 
f(z) = 1/246*z^3 + 169/246*z + 1
*
[ 7 ] 
f(z) = 1/252*z^3 + 167/252*z + 1
*
[ 4 ] 
f(z) = 1/252*z^3 + 173/252*z + 1
*
[ 3 ] 
f(z) = 1/255*z^3 + 161/255*z + 1
*
[ 5 ] 
f(z) = 1/255*z^3 + 179/255*z + 1
*
[ 3 ] 
f(z) = 1/258*z^3 + 163/258*z + 1
*
[ 6 ] 
f(z) = 1/258*z^3 + 179/258*z + 1
*
[ 7 ] 
f(z) = 1/259*z^3 + 173/259*z + 1
*
[ -32/3 ] 
f(z) = 1/256*z^3 + 187/288*z + 1
*
-3 | 0.18000738223693600032572239266392747634 | 0.020100610664280152535098810562338048281
f(z) = 1/270*z^3 - 287/10*z + 1
*
[ -15 ] 
f(z) = 13/270*z^3 - 293/30*z + 1
*
[ -12 ] 
f(z) = 11/270*z^3 - 287/60*z + 1
*
9 | 0.19310814548819019633089525553420518841 | 0.028545015949056612903048241700073685695
f(z) = 7/270*z^3 - 289/90*z + 1
*
-9 | 0.19376221366798334019676522835623888183 | 0.028671131121507000212663122062976316908
f(z) = 11/270*z^3 - 287/90*z + 1
*
10 | 0.18332422966814239591741465740686951552 | 0.025293801885184032942643671413029403438
f(z) = 4/275*z^3 - 281/110*z + 1
*
[ 8 ] 
f(z) = 13/272*z^3 - 297/136*z + 1
*
[ -15/2 ] 
f(z) = 17/270*z^3 - 289/120*z + 1
*
-10 | 0.18973552048832720017318925900838133196 | 0.024419611337009853839023016788152975812
f(z) = 5/264*z^3 - 296/165*z + 1
*
-2 | 0.22405688378480907925574130157233072781 | 0.028874745500674949891659678522283489990
f(z) = 5/264*z^3 - 293/165*z + 1
*
[ 10 ] 
f(z) = 7/264*z^3 - 289/165*z + 1
*
3 | 0.16071402773509957727848194135371029133 | 0.017974379516788406804895040540026271379
f(z) = 17/270*z^3 - 283/170*z + 1
*
[ 3/7 ] 
f(z) = 7/270*z^3 - 281/210*z + 1
*
[ -66/7 ] 
f(z) = 7/264*z^3 - 289/231*z + 1
*
[ 1/2 ] 
f(z) = 8/279*z^3 - 281/279*z + 1
*
[ 1/2 ] 
f(z) = 16/277*z^3 - 281/277*z + 1
*
[ 1/2 ] 
f(z) = 16/279*z^3 - 283/279*z + 1
*
[ 22 ] 
f(z) = 5/264*z^3 - 271/33*z + 1
*
[ -22 ] 
f(z) = 5/264*z^3 - 268/33*z + 1
*
-120/7 | 0.28082708575821379253954621061968417185 | 0.029302588747914393211621695507981114593
f(z) = 7/270*z^3 - 269/35*z + 1
*
12 | 0.17771869180077471171005898764391554217 | 0.019956488715017844542567344201785438848
f(z) = 11/270*z^3 - 273/40*z + 1
*
10 | 0.17874491794516482591980666090590880046 | 0.025687467642546733819520313842797896317
f(z) = 1/272*z^3 - 263/68*z + 1
*
-34/3 | 0.19920924750501698648558369694448741012 | 0.028628400506195375194810777830523341512
f(z) = 9/272*z^3 - 263/68*z + 1
*
[ 9 ] 
f(z) = 13/270*z^3 - 271/90*z + 1
*
-10 | 0.20614319947692707677497633067170717529 | 0.028614509655541808857063992781400455611
f(z) = 7/275*z^3 - 269/110*z + 1
*
[ 10 ] 
f(z) = 9/275*z^3 - 261/110*z + 1
*
3 | 0.14315343873247354308467386522668827524 | 0.016115283179384781111167945584525019127
f(z) = 11/270*z^3 - 267/110*z + 1
*
[ -8 ] 
f(z) = 13/272*z^3 - 263/136*z + 1
*
22/5 | 0.17503618138499717781592284612686305776 | 0.022875775345867055003860629381197530088
f(z) = 5/264*z^3 - 263/165*z + 1
*
5/3 | 0.19362929100291581124610472544987349839 | 0.026808933348385254517112743713271326012
f(z) = 6/275*z^3 - 274/165*z + 1
*
[ 15/2 ] 
f(z) = 12/275*z^3 - 262/165*z + 1
*
[ 6 ] 
f(z) = 17/261*z^3 - 263/174*z + 1
*
[ -6 ] 
f(z) = 19/272*z^3 - 275/204*z + 1
*
[ 23 ] 
f(z) = 1/276*z^3 - 265/276*z + 1
*
[ 13 ] 
f(z) = 3/260*z^3 - 267/260*z + 1
*
[ 1/2 ] 
f(z) = 4/261*z^3 - 262/261*z + 1
*
[ 1/2 ] 
f(z) = 4/263*z^3 - 264/263*z + 1
*
[ 1/2 ] 
f(z) = 4/265*z^3 - 266/265*z + 1
*
[ 1/2 ] 
f(z) = 4/267*z^3 - 268/267*z + 1
*
[ 1/2 ] 
f(z) = 4/269*z^3 - 270/269*z + 1
*
[ 1/2 ] 
f(z) = 4/271*z^3 - 272/271*z + 1
*
[ 1/2 ] 
f(z) = 4/273*z^3 - 274/273*z + 1
*
[ 1/2 ] 
f(z) = 4/275*z^3 - 276/275*z + 1
*
[ 1/2 ] 
f(z) = 4/277*z^3 - 278/277*z + 1
*
[ 1/2 ] 
f(z) = 4/279*z^3 - 280/279*z + 1
*
[ -9 ] 
f(z) = 7/261*z^3 - 277/261*z + 1
*
[ 1/2 ] 
f(z) = 8/261*z^3 - 263/261*z + 1
*
[ 1/2 ] 
f(z) = 8/263*z^3 - 265/263*z + 1
*
[ 1/2 ] 
f(z) = 8/265*z^3 - 267/265*z + 1
*
[ 1/2 ] 
f(z) = 8/267*z^3 - 269/267*z + 1
*
[ 1/2 ] 
f(z) = 8/269*z^3 - 271/269*z + 1
*
[ 1/2 ] 
f(z) = 8/271*z^3 - 273/271*z + 1
*
[ 1/2 ] 
f(z) = 8/273*z^3 - 275/273*z + 1
*
[ 1/2 ] 
f(z) = 8/275*z^3 - 277/275*z + 1
*
[ 1/2 ] 
f(z) = 8/277*z^3 - 279/277*z + 1
*
[ 1/2 ] 
f(z) = 12/263*z^3 - 266/263*z + 1
*
[ 1/2 ] 
f(z) = 12/265*z^3 - 268/265*z + 1
*
[ 1/2 ] 
f(z) = 12/269*z^3 - 272/269*z + 1
*
[ 1/2 ] 
f(z) = 12/271*z^3 - 274/271*z + 1
*
[ 1/2 ] 
f(z) = 12/275*z^3 - 278/275*z + 1
*
[ 1/2 ] 
f(z) = 12/277*z^3 - 280/277*z + 1
*
[ 1/2 ] 
f(z) = 16/261*z^3 - 265/261*z + 1
*
[ 1/2 ] 
f(z) = 16/263*z^3 - 267/263*z + 1
*
[ 1/2 ] 
f(z) = 16/265*z^3 - 269/265*z + 1
*
[ 1/2 ] 
f(z) = 16/267*z^3 - 271/267*z + 1
*
[ 1/2 ] 
f(z) = 16/269*z^3 - 273/269*z + 1
*
[ 1/2 ] 
f(z) = 16/271*z^3 - 275/271*z + 1
*
[ 1/2 ] 
f(z) = 16/273*z^3 - 277/273*z + 1
*
[ 1/2 ] 
f(z) = 16/275*z^3 - 279/275*z + 1
*
[ 5 ] 
f(z) = 19/260*z^3 - 267/260*z + 1
*
[ 5 ] 
f(z) = 19/265*z^3 - 263/265*z + 1
*
[ 60 ] 
f(z) = 1/270*z^3 - 247/20*z + 1
*
[ 15 ] 
f(z) = 11/270*z^3 - 247/30*z + 1
*
14 | 0.069072826816437028136908066024748147232 | 0.010005121021855515482050149016690915388
f(z) = 3/272*z^3 - 249/68*z + 1
*
[ -9 ] 
f(z) = 13/270*z^3 - 251/90*z + 1
*
-6/7 | 0.20170898102216724362697122975399041086 | 0.024013659765552427770703846517339566394
f(z) = 7/270*z^3 - 247/105*z + 1
*
10 | 0.14252348990061361604653598625443890603 | 0.018810984633507626928401806129691251069
f(z) = 1/264*z^3 - 244/165*z + 1
*
[ 15 ] 
f(z) = 3/275*z^3 - 251/165*z + 1
*
[ -10 ] 
f(z) = 7/264*z^3 - 256/165*z + 1
*
[ -6 ] 
f(z) = 19/261*z^3 - 253/174*z + 1
*
[ 6 ] 
f(z) = 17/279*z^3 - 253/186*z + 1
*
-6 | 0.17837929280064407264319174778686031927 | 0.025808132886187668286529679254143176205
f(z) = 3/272*z^3 - 251/204*z + 1
*
[ -23 ] 
f(z) = 1/276*z^3 - 241/276*z + 1
*
[ -9 ] 
f(z) = 7/279*z^3 - 257/279*z + 1
*
[ 7 ] 
f(z) = 10/273*z^3 - 256/273*z + 1
*
[ 11/2 ] 
f(z) = 16/275*z^3 - 259/275*z + 1
*
3 | 0.13432569308503055769843916650565469955 | 0.024090193543774492554960024901253403034
f(z) = 19/264*z^3 - 259/264*z + 1
*
[ 5 ] 
f(z) = 19/270*z^3 - 259/270*z + 1
*
[ -30 ] 
f(z) = 7/270*z^3 - 223/10*z + 1
*
3/2 | 0.16007606150791586262968871890332678080 | 0.018355690105332886067623956027439399687
f(z) = 1/270*z^3 - 227/40*z + 1
*
3/2 | 0.21579706254073389574176667599666640805 | 0.024695671275180864517479880386309955140
f(z) = 13/270*z^3 - 231/40*z + 1
*
3/2 | 0.25632106931366770081953951317261548123 | 0.029304301244603505082342374986958465368
f(z) = 19/270*z^3 - 233/40*z + 1
*
-3 | 0.15712334657394722351190287369404953347 | 0.018053911367796120860401757591115507519
f(z) = 7/270*z^3 - 223/70*z + 1
*
[ 34/3 ] 
f(z) = 9/272*z^3 - 227/68*z + 1
*
[ 10 ] 
f(z) = 8/275*z^3 - 221/110*z + 1
*
[ -10 ] 
f(z) = 9/275*z^3 - 239/110*z + 1
*
18 | 0.12463806744642491909510155774421734834 | 0.020372031272456187719302733432276639995
f(z) = 1/260*z^3 - 227/130*z + 1
*
[ 12 ] 
f(z) = 5/264*z^3 - 239/132*z + 1
*
[ 10 ] 
f(z) = 7/260*z^3 - 233/130*z + 1
*
[ 26/3 ] 
f(z) = 9/260*z^3 - 223/130*z + 1
*
[ 8 ] 
f(z) = 11/272*z^3 - 233/136*z + 1
*
[ 15/2 ] 
f(z) = 13/270*z^3 - 221/120*z + 1
*
[ 6 ] 
f(z) = 19/276*z^3 - 227/138*z + 1
*
[ -15 ] 
f(z) = 3/275*z^3 - 229/165*z + 1
*
22/5 | 0.14665577788791379670887478422313954498 | 0.019474957503440254996835488703209457552
f(z) = 5/264*z^3 - 233/165*z + 1
*
33/4 | 0.17100208729407827450348328367062586168 | 0.019588857793306273793587588238877748841
f(z) = 7/270*z^3 - 229/160*z + 1
*
[ 6 ] 
f(z) = 16/261*z^3 - 239/174*z + 1
*
[ 6 ] 
f(z) = 16/279*z^3 - 229/186*z + 1
*
[ -6 ] 
f(z) = 19/279*z^3 - 239/186*z + 1
*
[ 6 ] 
f(z) = 15/272*z^3 - 235/204*z + 1
*
[ -13 ] 
f(z) = 3/260*z^3 - 227/260*z + 1
*
[ 11 ] 
f(z) = 4/275*z^3 - 234/275*z + 1
*
-3 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = 5/264*z^3 - 221/264*z + 1
*
5 | 0.16292353236752044436430392122013973001 | 0.029299201640818680109577035910212901542
f(z) = 7/260*z^3 - 227/260*z + 1
*
[ -7 ] 
f(z) = 11/266*z^3 - 235/266*z + 1
*
[ -7 ] 
f(z) = 11/273*z^3 - 227/273*z + 1
*
[ 5 ] 
f(z) = 18/265*z^3 - 238/265*z + 1
*
-12 | 0.22577898031510572863460646316487726667 | 0.029908134400452445620094213557379968304
f(z) = 11/270*z^3 - 211/30*z + 1
*
12 | 0.20222715560390388343353967211186667359 | 0.026926173417869973987440734152187390266
f(z) = 13/270*z^3 - 203/30*z + 1
*
-15/2 | 0.16740747610480436036398501435231314818 | 0.019445538733859977902760850581960009980
f(z) = 1/270*z^3 - 203/40*z + 1
*
-30/7 | 0.22799419340628329206851702362048222777 | 0.026336004993233865805609732383359105418
f(z) = 7/270*z^3 - 213/70*z + 1
*
[ -34/3 ] 
f(z) = 9/272*z^3 - 215/68*z + 1
*
[ 9 ] 
f(z) = 11/270*z^3 - 217/90*z + 1
*
10 | 0.19362895599647099563084570693182713416 | 0.028010438262283988197096512182842447227
f(z) = 2/275*z^3 - 201/110*z + 1
*
-12/11 | 0.22263130715757854901213376149026369310 | 0.025801688712340249314574491448681616185
f(z) = 11/270*z^3 - 207/110*z + 1
*
6/11 | 0.22770892870811688810212242091610958114 | 0.026449970433025195440806081195718511171
f(z) = 11/270*z^3 - 203/110*z + 1
*
[ 26 ] 
f(z) = 1/260*z^3 - 213/130*z + 1
*
[ -26 ] 
f(z) = 1/260*z^3 - 203/130*z + 1
*
[ -12 ] 
f(z) = 5/264*z^3 - 217/132*z + 1
*
[ -10 ] 
f(z) = 7/260*z^3 - 207/130*z + 1
*
10/3 | 0.13091835588103772817261551956388930104 | 0.021524768807266559279108398137279563452
f(z) = 9/260*z^3 - 219/130*z + 1
*
3/2 | 0.18373425358683238292575509138225998203 | 0.024338619753586256017712397939449305824
f(z) = 11/270*z^3 - 211/120*z + 1
*
[ -15/2 ] 
f(z) = 12/275*z^3 - 218/165*z + 1
*
[ -6 ] 
f(z) = 17/261*z^3 - 205/174*z + 1
*
-22/7 | 0.17572954470639998714819579931769843199 | 0.023362514348425808033180902153666294050
f(z) = 7/264*z^3 - 218/231*z + 1
*
[ 8 ] 
f(z) = 7/264*z^3 - 217/264*z + 1
*
4 | 0.14360235768530454160567698761965609112 | 0.025824596194168186547959330195030812501
f(z) = 9/260*z^3 - 209/260*z + 1
*
[ 7 ] 
f(z) = 9/266*z^3 - 213/266*z + 1
*
3 | 0.13559448560508189151649093000278007920 | 0.024317740907744403591053213701110786126
f(z) = 13/264*z^3 - 205/264*z + 1
*
[ 21/4 ] 
f(z) = 16/273*z^3 - 220/273*z + 1
*
[ 5 ] 
f(z) = 17/260*z^3 - 217/260*z + 1
*
[ 5 ] 
f(z) = 17/265*z^3 - 213/265*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 17/266*z^3 - 201/266*z + 1
*
[ 5 ] 
f(z) = 17/270*z^3 - 209/270*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 17/270*z^3 - 203/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 17/274*z^3 - 205/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 17/278*z^3 - 207/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 19/262*z^3 - 207/262*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 19/270*z^3 - 211/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 19/274*z^3 - 213/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 19/278*z^3 - 215/278*z + 1
*
[ -12 ] 
f(z) = 19/270*z^3 - 181/20*z + 1
*
-12 | 0.16108603986265836121686672088218866624 | 0.018963940175983308341652125260637807759
f(z) = 7/270*z^3 - 181/40*z + 1
*
-21 | 0.22614893262946654791773427711625711680 | 0.026456014820825892499849920108635617953
f(z) = 1/270*z^3 - 191/70*z + 1
*
9 | 0.18322535212636713160750260774312429825 | 0.028665163968172552930753259323794891598
f(z) = 7/270*z^3 - 199/90*z + 1
*
[ -9 ] 
f(z) = 11/270*z^3 - 197/90*z + 1
*
[ 10 ] 
f(z) = 7/275*z^3 - 181/110*z + 1
*
[ -10 ] 
f(z) = 8/275*z^3 - 199/110*z + 1
*
-12 | 0.14001613320500331733257797859345993310 | 0.023509059183324315702062125917422868904
f(z) = 1/264*z^3 - 193/132*z + 1
*
[ -26/3 ] 
f(z) = 9/260*z^3 - 193/130*z + 1
*
[ -8 ] 
f(z) = 11/272*z^3 - 199/136*z + 1
*
-3 | 0.17230327806723221247089511194115614933 | 0.020258287390784523125772932286880302882
f(z) = 13/270*z^3 - 183/130*z + 1
*
[ 6 ] 
f(z) = 17/276*z^3 - 191/138*z + 1
*
[ -6 ] 
f(z) = 19/276*z^3 - 181/138*z + 1
*
-22/5 | 0.20152898652794533213033863762029824525 | 0.027546773592514875625850256154163969205
f(z) = 5/264*z^3 - 188/165*z + 1
*
[ 6 ] 
f(z) = 14/261*z^3 - 191/174*z + 1
*
[ -6 ] 
f(z) = 16/261*z^3 - 181/174*z + 1
*
[ 6 ] 
f(z) = 14/279*z^3 - 181/186*z + 1
*
[ -6 ] 
f(z) = 17/279*z^3 - 191/186*z + 1
*
-6 | 0.19872396481301647433569628921135153603 | 0.029640764172917884937034056325937355620
f(z) = 1/272*z^3 - 197/204*z + 1
*
[ 6 ] 
f(z) = 13/272*z^3 - 181/204*z + 1
*
[ 21 ] 
f(z) = 1/273*z^3 - 181/273*z + 1
*
[ 21/2 ] 
f(z) = 4/273*z^3 - 194/273*z + 1
*
[ -11 ] 
f(z) = 4/275*z^3 - 184/275*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 11/274*z^3 - 181/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 11/278*z^3 - 183/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 13/262*z^3 - 183/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 13/266*z^3 - 185/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = 13/270*z^3 - 187/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 13/274*z^3 - 189/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 13/278*z^3 - 191/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 15/262*z^3 - 191/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 15/266*z^3 - 193/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 15/274*z^3 - 197/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 15/278*z^3 - 199/278*z + 1
*
[ 5 ] 
f(z) = 16/265*z^3 - 188/265*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 17/262*z^3 - 199/262*z + 1
*
-6 | 0.19824677099046197496396800248984164114 | 0.026845935087122785618478754827083665688
f(z) = 1/270*z^3 - 179/30*z + 1
*
-15 | 0.20881201496585903236011304578249340040 | 0.028407802946681929305213693801208944924
f(z) = 7/270*z^3 - 173/30*z + 1
*
3 | 0.081075187943012116260635016122352159768 | 0.011083085100587122869126552952123660700
f(z) = 7/270*z^3 - 167/30*z + 1
*
6/7 | 0.25110806832310134082712912951420981820 | 0.027628143848410786194804440696326572823
f(z) = 7/270*z^3 - 164/35*z + 1
*
[ 12 ] 
f(z) = 17/270*z^3 - 163/20*z + 1
*
-69/2 | 0.23296241188711426734294350757786836656 | 0.027768042697679996457517848358869967603
f(z) = 1/270*z^3 - 163/40*z + 1
*
-3/2 | 0.21752995556818561925406859356710655009 | 0.025676380980665546684082658097936075662
f(z) = 11/270*z^3 - 177/40*z + 1
*
-3/2 | 0.13594140048689390121697878814124068895 | 0.016024735615872607620748090775853380572
f(z) = 17/270*z^3 - 179/40*z + 1
*
24/7 | 0.22907222317061112319499036395348099293 | 0.027111935182602017518827151305180457227
f(z) = 7/270*z^3 - 173/70*z + 1
*
[ 12 ] 
f(z) = 7/270*z^3 - 169/60*z + 1
*
4 | 0.17451548653546744419700456818944966107 | 0.026982624566463411639768533471690885449
f(z) = 19/272*z^3 - 161/68*z + 1
*
10 | 0.20218562998600041917104985073427691326 | 0.029948539644426777953875037301967276877
f(z) = 4/275*z^3 - 171/110*z + 1
*
-10 | 0.16927317120511359581856226108282478004 | 0.029129076615022046009799252550482453690
f(z) = 1/260*z^3 - 167/130*z + 1
*
[ 8 ] 
f(z) = 9/272*z^3 - 169/136*z + 1
*
[ 10 ] 
f(z) = 5/264*z^3 - 164/165*z + 1
*
[ 6 ] 
f(z) = 13/261*z^3 - 167/174*z + 1
*
[ -6 ] 
f(z) = 16/279*z^3 - 167/186*z + 1
*
-3 | 0.19338603482861575269064733362574142335 | 0.022637151210629340771571896669745488240
f(z) = 19/270*z^3 - 167/190*z + 1
*
3 | 0.21786466090113799215153539268302314406 | 0.028877925544736317731660321725302626030
f(z) = 7/270*z^3 - 179/210*z + 1
*
[ -6 ] 
f(z) = 15/272*z^3 - 167/204*z + 1
*
[ 3/5 ] 
f(z) = 1/270*z^3 - 167/250*z + 1
*
[ 3/5 ] 
f(z) = 7/270*z^3 - 169/250*z + 1
*
[ 3/5 ] 
f(z) = 13/270*z^3 - 171/250*z + 1
*
[ 3/5 ] 
f(z) = 19/270*z^3 - 173/250*z + 1
*
[ 9 ] 
f(z) = 5/261*z^3 - 173/261*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 7/270*z^3 - 163/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 7/274*z^3 - 165/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 7/278*z^3 - 167/278*z + 1
*
[ 20/3 ] 
f(z) = 9/260*z^3 - 179/260*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 9/262*z^3 - 167/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 9/266*z^3 - 169/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 9/274*z^3 - 173/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 9/278*z^3 - 175/278*z + 1
*
[ -7 ] 
f(z) = 10/273*z^3 - 178/273*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 11/262*z^3 - 175/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 11/266*z^3 - 177/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 11/270*z^3 - 179/270*z + 1
*
[ -5 ] 
f(z) = 19/260*z^3 - 163/260*z + 1
*
[ 22/3 ] 
f(z) = 7/264*z^3 - 167/297*z + 1
*
-15 | 0.22257345939864844583210997420560199418 | 0.026996282046947262416778998055697944002
f(z) = 17/270*z^3 - 141/10*z + 1
*
[ 15 ] 
f(z) = 19/270*z^3 - 149/10*z + 1
*
[ -15 ] 
f(z) = 7/270*z^3 - 143/30*z + 1
*
15/2 | 0.18859065465738470588333230781392899113 | 0.022650063740731784693752850635082858662
f(z) = 11/270*z^3 - 153/40*z + 1
*
-15/2 | 0.20592132493568115241434716217212199608 | 0.024617776361054595383059588804624973306
f(z) = 13/270*z^3 - 159/40*z + 1
*
20 | 0.16310601484997726228546694030593790369 | 0.025471090020723079411466345446113490384
f(z) = 1/272*z^3 - 151/68*z + 1
*
-12/7 | 0.13791155879419941360952967060191469391 | 0.016512235836365871399038355201512747427
f(z) = 7/270*z^3 - 157/70*z + 1
*
6/7 | 0.22244945502337905978719790671349496434 | 0.026716564214298356971875122111917636179
f(z) = 7/270*z^3 - 153/70*z + 1
*
4 | 0.16310565640279344733416947153993235130 | 0.025633338993432939148306453836157119384
f(z) = 15/272*z^3 - 145/68*z + 1
*
[ 10 ] 
f(z) = 6/275*z^3 - 141/110*z + 1
*
[ -10 ] 
f(z) = 7/275*z^3 - 159/110*z + 1
*
[ 6/13 ] 
f(z) = 13/270*z^3 - 153/130*z + 1
*
[ -6 ] 
f(z) = 17/276*z^3 - 145/138*z + 1
*
[ 60/7 ] 
f(z) = 7/270*z^3 - 143/140*z + 1
*
[ 6 ] 
f(z) = 13/279*z^3 - 157/186*z + 1
*
[ 21 ] 
f(z) = 1/270*z^3 - 143/210*z + 1
*
[ 20 ] 
f(z) = 1/260*z^3 - 153/260*z + 1
*
11 | 0.13400978697554383639665272213479156396 | 0.024033538415895282474440622060511971021
f(z) = 1/264*z^3 - 145/264*z + 1
*
[ -21 ] 
f(z) = 1/273*z^3 - 155/273*z + 1
*
-13 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = 1/273*z^3 - 148/273*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 1/274*z^3 - 141/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 1/278*z^3 - 143/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 3/262*z^3 - 143/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 3/266*z^3 - 145/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 3/274*z^3 - 149/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 3/278*z^3 - 151/278*z + 1
*
[ -21/2 ] 
f(z) = 4/273*z^3 - 142/273*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 5/262*z^3 - 151/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 5/266*z^3 - 153/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 5/274*z^3 - 157/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 5/278*z^3 - 159/278*z + 1
*
[ 9 ] 
f(z) = 5/279*z^3 - 157/279*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 7/262*z^3 - 159/262*z + 1
*
[ 7 ] 
f(z) = 8/273*z^3 - 158/273*z + 1
*
[ 2/3 ] 
f(z) = 9/274*z^3 - 141/274*z + 1
*
[ 2/3 ] 
f(z) = 9/278*z^3 - 143/278*z + 1
*
[ -11/2 ] 
f(z) = 16/275*z^3 - 159/275*z + 1
*
[ -5 ] 
f(z) = 19/265*z^3 - 157/265*z + 1
*
[ -5 ] 
f(z) = 19/270*z^3 - 151/270*z + 1
*
[ 2/3 ] 
f(z) = 1/264*z^3 - 149/297*z + 1
*
[ 2/3 ] 
f(z) = 5/264*z^3 - 151/297*z + 1
*
[ 2/3 ] 
f(z) = 7/264*z^3 - 152/297*z + 1
*
[ 2/3 ] 
f(z) = 13/264*z^3 - 155/297*z + 1
*
[ 2/3 ] 
f(z) = 17/264*z^3 - 157/297*z + 1
*
[ 2/3 ] 
f(z) = 19/264*z^3 - 158/297*z + 1
*
[ -15 ] 
f(z) = 17/270*z^3 - 131/10*z + 1
*
10 | 0.20401416137522030939072544505499561782 | 0.029433021888715104331105840514705280488
f(z) = 1/264*z^3 - 128/33*z + 1
*
24 | 0.22486609672336489549849441722161103165 | 0.027369898215964550538117022174755682488
f(z) = 1/270*z^3 - 137/40*z + 1
*
15/2 | 0.24255436708440582794510075658371019062 | 0.029470863616705399637514719527010513934
f(z) = 17/270*z^3 - 139/40*z + 1
*
4/3 | 0.16310584242355985920493993950751564832 | 0.026313850524255851470560580333586599221
f(z) = 9/272*z^3 - 123/68*z + 1
*
4 | 0.15930237969190211504655777265675991472 | 0.025504267806030723543164352132796488529
f(z) = 11/272*z^3 - 129/68*z + 1
*
2 | 0.15740074133645644890275192321517369642 | 0.025460786079700349284389920668535428062
f(z) = 19/272*z^3 - 121/68*z + 1
*
[ -24 ] 
f(z) = 1/270*z^3 - 131/120*z + 1
*
[ -8 ] 
f(z) = 9/272*z^3 - 135/136*z + 1
*
[ -15/2 ] 
f(z) = 11/270*z^3 - 139/120*z + 1
*
[ -10 ] 
f(z) = 5/264*z^3 - 131/165*z + 1
*
[ 15/2 ] 
f(z) = 8/275*z^3 - 127/165*z + 1
*
[ -6 ] 
f(z) = 14/261*z^3 - 133/174*z + 1
*
[ 12 ] 
f(z) = 3/272*z^3 - 137/204*z + 1
*
[ 6 ] 
f(z) = 11/272*z^3 - 127/204*z + 1
*
22/7 | 0.19596537123876280803559972989873885448 | 0.026052783582915916959601744923503163042
f(z) = 7/264*z^3 - 134/231*z + 1
*
[ 20/3 ] 
f(z) = 9/275*z^3 - 133/220*z + 1
*
[ 5/8 ] 
f(z) = 16/275*z^3 - 137/220*z + 1
*
[ -20 ] 
f(z) = 1/260*z^3 - 127/260*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 1/262*z^3 - 135/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 1/266*z^3 - 137/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = 1/270*z^3 - 139/270*z + 1
*
[ 2/3 ] 
f(z) = 9/262*z^3 - 135/262*z + 1
*
[ 11/2 ] 
f(z) = 12/275*z^3 - 138/275*z + 1
*
[ 5 ] 
f(z) = 14/265*z^3 - 138/265*z + 1
*
[ 9/2 ] 
f(z) = 16/261*z^3 - 121/261*z + 1
*
[ -5 ] 
f(z) = 18/265*z^3 - 132/265*z + 1
*
15 | 0.21450336652441871932052540483081569926 | 0.026794944531671372786873720307288795278
f(z) = 13/270*z^3 - 111/10*z + 1
*
22 | 0.17290845069720195832134041667322020310 | 0.025607453651167641576283291365301344137
f(z) = 1/264*z^3 - 107/33*z + 1
*
22 | 0.13749676709832375705554735092238258272 | 0.020538575323730489251417569249347666592
f(z) = 1/264*z^3 - 101/33*z + 1
*
12 | 0.16726066804383340140725914471275268572 | 0.024552582955139976004961891195611137407
f(z) = 1/270*z^3 - 101/30*z + 1
*
12 | 0.16638397815708067098280071358532910423 | 0.024218731381526821514111060058677444951
f(z) = 7/270*z^3 - 107/30*z + 1
*
[ -12 ] 
f(z) = 13/270*z^3 - 117/20*z + 1
*
6 | 0.17360689726967969498559707589563396224 | 0.025439242583060903806131742223775714010
f(z) = 17/264*z^3 - 115/33*z + 1
*
-6 | 0.20102440123532271648075268136216124703 | 0.029532751680988322202429846172780796595
f(z) = 19/264*z^3 - 113/33*z + 1
*
-33/2 | 0.11080855571117332467520901661805522972 | 0.013905534486744760087287759178235171771
f(z) = 1/270*z^3 - 107/40*z + 1
*
21/2 | 0.21443028153872091721826260084830410189 | 0.027105478030219128796385432026461787242
f(z) = 7/270*z^3 - 101/40*z + 1
*
-15/2 | 0.17926690430207142256375278685213131895 | 0.022393339717545306124226313565358410763
f(z) = 13/270*z^3 - 111/40*z + 1
*
[ 15/2 ] 
f(z) = 17/270*z^3 - 107/40*z + 1
*
[ -15/2 ] 
f(z) = 19/270*z^3 - 113/40*z + 1
*
2 | 0.15740074133645644890275192321517369642 | 0.026141858651563116439719585814959596760
f(z) = 1/272*z^3 - 103/68*z + 1
*
2 | 0.16310565640279344733416947153993235130 | 0.027003109007682773383573669998977070568
f(z) = 3/272*z^3 - 105/68*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.025977693559678505406434182957511216367
f(z) = 5/272*z^3 - 107/68*z + 1
*
24/7 | 0.19752102250518648018121204846126649476 | 0.024906296238588586650347214609055997088
f(z) = 7/270*z^3 - 103/70*z + 1
*
4 | 0.15740204561516388763124561721341895446 | 0.025745866563754421577337778311066700931
f(z) = 7/272*z^3 - 113/68*z + 1
*
2 | 0.17451548653546744419700456818944966107 | 0.028714340125308549531179106132053277871
f(z) = 7/272*z^3 - 109/68*z + 1
*
2 | 0.15740074133645644890275192321517369642 | 0.025821074692092810467354541135137782481
f(z) = 9/272*z^3 - 111/68*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.025745866563754421577337778311066700931
f(z) = 11/272*z^3 - 113/68*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.025672195585198941341900696297283795235
f(z) = 13/272*z^3 - 115/68*z + 1
*
-4 | 0.15740204561516388763124561721341895446 | 0.026142075272332006106056342442755506935
f(z) = 13/272*z^3 - 103/68*z + 1
*
2 | 0.17451553605769578142686956155201307196 | 0.028383579073436481416627761004932369132
f(z) = 15/272*z^3 - 117/68*z + 1
*
[ 9 ] 
f(z) = 7/270*z^3 - 109/90*z + 1
*
[ -10 ] 
f(z) = 6/275*z^3 - 119/110*z + 1
*
24/11 | 0.23081911676900477422669365375645459550 | 0.028768871101003681882169078065379876792
f(z) = 11/270*z^3 - 113/110*z + 1
*
[ 8 ] 
f(z) = 7/272*z^3 - 105/136*z + 1
*
[ 6 ] 
f(z) = 13/276*z^3 - 119/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 17/268*z^3 - 101/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = 17/276*z^3 - 103/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 19/260*z^3 - 103/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 19/268*z^3 - 105/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = 19/276*z^3 - 107/138*z + 1
*
[ 15 ] 
f(z) = 2/275*z^3 - 116/165*z + 1
*
[ 6 ] 
f(z) = 11/261*z^3 - 119/174*z + 1
*
[ -6 ] 
f(z) = 13/261*z^3 - 109/174*z + 1
*
[ 6 ] 
f(z) = 11/279*z^3 - 109/186*z + 1
*
[ -6 ] 
f(z) = 14/279*z^3 - 119/186*z + 1
*
[ -6 ] 
f(z) = 13/272*z^3 - 113/204*z + 1
*
[ 2/3 ] 
f(z) = 15/272*z^3 - 107/204*z + 1
*
[ 20 ] 
f(z) = 1/275*z^3 - 111/220*z + 1
*
[ 19 ] 
f(z) = 1/266*z^3 - 109/266*z + 1
*
[ 11 ] 
f(z) = 3/275*z^3 - 113/275*z + 1
*
[ -9 ] 
f(z) = 5/261*z^3 - 115/261*z + 1
*
[ 13/2 ] 
f(z) = 8/273*z^3 - 107/273*z + 1
*
-13/3 | 0.15433362680969215379246107356080878053 | 0.027754443978391682588715898217392768564
f(z) = 9/260*z^3 - 109/260*z + 1
*
[ -20/3 ] 
f(z) = 9/260*z^3 - 101/260*z + 1
*
-4 | 0.14254589615643949448861642893984948798 | 0.025634608419472998817243349266325746034
f(z) = 11/260*z^3 - 111/260*z + 1
*
[ 5 ] 
f(z) = 13/265*z^3 - 113/265*z + 1
*
[ 5 ] 
f(z) = 13/270*z^3 - 109/270*z + 1
*
[ -21/4 ] 
f(z) = 16/273*z^3 - 116/273*z + 1
*
[ 9/2 ] 
f(z) = 16/279*z^3 - 107/279*z + 1
*
[ -5 ] 
f(z) = 17/260*z^3 - 113/260*z + 1
*
[ -5 ] 
f(z) = 17/265*z^3 - 107/265*z + 1
*
[ -5 ] 
f(z) = 17/270*z^3 - 101/270*z + 1
*
[ 4 ] 
f(z) = 19/260*z^3 - 109/260*z + 1
*
[ 4 ] 
f(z) = 19/268*z^3 - 103/268*z + 1
*
-12/7 | 0.25838169602176521048078478791647560246 | 0.028932090812849247640594951683278886785
f(z) = 7/270*z^3 - 103/280*z + 1
*
[ -15 ] 
f(z) = 11/270*z^3 - 81/10*z + 1
*
[ 15 ] 
f(z) = 13/270*z^3 - 99/10*z + 1
*
6 | 0.18346195175894890262942342924617964528 | 0.027528615245362395209979100354521006526
f(z) = 1/264*z^3 - 98/33*z + 1
*
22 | 0.17172561435854954824880206939291822678 | 0.025888341723047062227570624403808015330
f(z) = 1/264*z^3 - 95/33*z + 1
*
-22 | 0.17172458074212865852662087219018365933 | 0.026014027333317037403644308257451593948
f(z) = 1/264*z^3 - 92/33*z + 1
*
-24 | 0.15044847872855584355685940642895519851 | 0.022502483961250352232350456003261476610
f(z) = 1/270*z^3 - 89/30*z + 1
*
-15 | 0.15044788553392094525291376756294003703 | 0.022739782835271552505367285646774393329
f(z) = 1/270*z^3 - 83/30*z + 1
*
[ 12 ] 
f(z) = 11/270*z^3 - 99/20*z + 1
*
-6 | 0.17172602384619556397476793689927109066 | 0.026282763050008975012234681513892567752
f(z) = 13/264*z^3 - 86/33*z + 1
*
4 | 0.17451548653546744419700456818944966107 | 0.029276183561764190617603011118594937957
f(z) = 3/272*z^3 - 97/68*z + 1
*
-48/7 | 0.11141875365125125929511387910847950643 | 0.014156416535731039031202464989823967198
f(z) = 7/270*z^3 - 97/70*z + 1
*
-4 | 0.17451548653546744419700456818944966107 | 0.029820479919927980292576822455619959893
f(z) = 9/272*z^3 - 87/68*z + 1
*
6 | 0.17295942781356430908654224002553031309 | 0.020221291889552226092847700511026660389
f(z) = 13/270*z^3 - 96/65*z + 1
*
[ -9 ] 
f(z) = 7/270*z^3 - 89/90*z + 1
*
[ 6/11 ] 
f(z) = 11/270*z^3 - 93/110*z + 1
*
-18 | 0.15431982135657979568810443525075121579 | 0.027751961287594324916036447379065517291
f(z) = 1/260*z^3 - 97/130*z + 1
*
12 | 0.12045847098385584487007766546517989982 | 0.021603222833559451911181308775684518648
f(z) = 1/264*z^3 - 83/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 7/268*z^3 - 81/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 7/276*z^3 - 83/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 9/260*z^3 - 83/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 9/268*z^3 - 85/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 11/260*z^3 - 87/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 11/268*z^3 - 89/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 11/276*z^3 - 91/138*z + 1
*
[ 6 ] 
f(z) = 11/276*z^3 - 83/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 13/268*z^3 - 93/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 13/276*z^3 - 95/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 15/268*z^3 - 97/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 17/260*z^3 - 99/130*z + 1
*
[ -15 ] 
f(z) = 2/275*z^3 - 94/165*z + 1
*
22/5 | 0.18973543751034642126695512320856616101 | 0.026405736684598066147306155125904937312
f(z) = 5/264*z^3 - 98/165*z + 1
*
[ -15/2 ] 
f(z) = 8/275*z^3 - 83/165*z + 1
*
[ 6 ] 
f(z) = 10/261*z^3 - 95/174*z + 1
*
[ 6 ] 
f(z) = 10/279*z^3 - 85/186*z + 1
*
[ -6 ] 
f(z) = 13/279*z^3 - 95/186*z + 1
*
[ -20 ] 
f(z) = 1/275*z^3 - 89/220*z + 1
*
[ 60/11 ] 
f(z) = 11/270*z^3 - 87/220*z + 1
*
[ -19 ] 
f(z) = 1/266*z^3 - 81/266*z + 1
*
[ 13 ] 
f(z) = 2/273*z^3 - 86/273*z + 1
*
[ 9 ] 
f(z) = 4/261*z^3 - 92/261*z + 1
*
[ 8 ] 
f(z) = 5/264*z^3 - 89/264*z + 1
*
[ -9 ] 
f(z) = 5/279*z^3 - 95/279*z + 1
*
[ 5 ] 
f(z) = 12/265*z^3 - 88/265*z + 1
*
[ -5 ] 
f(z) = 16/265*z^3 - 82/265*z + 1
*
[ 3/4 ] 
f(z) = 16/267*z^3 - 98/267*z + 1
*
[ 3/4 ] 
f(z) = 16/273*z^3 - 100/273*z + 1
*
[ 4 ] 
f(z) = 19/276*z^3 - 97/276*z + 1
*
[ -22/3 ] 
f(z) = 7/264*z^3 - 86/297*z + 1
*
42 | 0.14415459910171233850566516202790602526 | 0.018869286501911610620490047213162487479
f(z) = 1/270*z^3 - 77/10*z + 1
*
12 | 0.19117693095797014729034247024435810248 | 0.026474747058602998595007687421137289313
f(z) = 7/270*z^3 - 76/15*z + 1
*
15 | 0.20872823439498147703031635098404955466 | 0.027719761507091598285662670982984294817
f(z) = 7/270*z^3 - 69/10*z + 1
*
-14 | 0.082914678328980268839100455394209734196 | 0.012988892010525325710569436354387976977
f(z) = 1/264*z^3 - 74/33*z + 1
*
22 | 0.15993008900097836892447885742856200735 | 0.025767845409307661725713461668036978398
f(z) = 1/264*z^3 - 62/33*z + 1
*
[ 30 ] 
f(z) = 1/270*z^3 - 71/30*z + 1
*
6 | 0.17172565331287635180583217125230140176 | 0.027741018357562861581991821832654720544
f(z) = 5/264*z^3 - 61/33*z + 1
*
6 | 0.19303750217931089246469364162958177510 | 0.029754454999551670643120575553130047681
f(z) = 17/270*z^3 - 73/30*z + 1
*
24 | 0.22234632289111126038624121859345375562 | 0.029104284534957233152754829053642693391
f(z) = 1/270*z^3 - 77/40*z + 1
*
3/2 | 0.22298765413822641486538892333544208421 | 0.029729588367383699879186051886444806261
f(z) = 1/270*z^3 - 67/40*z + 1
*
-15/2 | 0.21443028153872091721826260084830410189 | 0.027974209623551162344811008461951588800
f(z) = 13/270*z^3 - 79/40*z + 1
*
3/2 | 0.22298785411871249166579305048393707600 | 0.029501536041959113371012694786969901450
f(z) = 13/270*z^3 - 71/40*z + 1
*
[ -15/2 ] 
f(z) = 13/270*z^3 - 63/40*z + 1
*
3/2 | 0.22289035664660199508676170163943370717 | 0.029380655279236903584351436348301824897
f(z) = 19/270*z^3 - 73/40*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.028873499776463109579069045085789616718
f(z) = 5/272*z^3 - 71/68*z + 1
*
[ 10 ] 
f(z) = 4/275*z^3 - 61/110*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 1/260*z^3 - 67/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 1/268*z^3 - 69/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 1/276*z^3 - 71/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 3/260*z^3 - 71/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 3/268*z^3 - 73/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 5/268*z^3 - 77/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 5/276*z^3 - 79/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 7/260*z^3 - 79/130*z + 1
*
[ 15/2 ] 
f(z) = 7/270*z^3 - 71/120*z + 1
*
[ -8 ] 
f(z) = 7/272*z^3 - 71/136*z + 1
*
[ 2/3 ] 
f(z) = 9/260*z^3 - 67/130*z + 1
*
[ 2/3 ] 
f(z) = 9/268*z^3 - 69/134*z + 1
*
[ -6 ] 
f(z) = 13/276*z^3 - 73/138*z + 1
*
-12/7 | 0.23363564383886231545509216800061367778 | 0.028362516693888181182303354460938427377
f(z) = 7/270*z^3 - 69/140*z + 1
*
[ 3/4 ] 
f(z) = 8/261*z^3 - 61/174*z + 1
*
[ -6 ] 
f(z) = 11/261*z^3 - 61/174*z + 1
*
[ 3/4 ] 
f(z) = 8/279*z^3 - 65/186*z + 1
*
[ -34/3 ] 
f(z) = 3/272*z^3 - 67/204*z + 1
*
-6 | 0.22491824494071960553443982802487615231 | 0.029812876967679616618008677211191613526
f(z) = 7/270*z^3 - 71/210*z + 1
*
[ 6 ] 
f(z) = 9/272*z^3 - 73/204*z + 1
*
-4/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = 15/272*z^3 - 71/204*z + 1
*
[ -20/3 ] 
f(z) = 9/275*z^3 - 67/220*z + 1
*
[ -11 ] 
f(z) = 3/275*z^3 - 63/275*z + 1
*
[ 9 ] 
f(z) = 4/279*z^3 - 76/279*z + 1
*
[ -7 ] 
f(z) = 8/273*z^3 - 80/273*z + 1
*
[ 17/3 ] 
f(z) = 9/272*z^3 - 65/272*z + 1
*
[ 5 ] 
f(z) = 11/260*z^3 - 67/260*z + 1
*
[ 5 ] 
f(z) = 11/265*z^3 - 63/265*z + 1
*
[ 60/13 ] 
f(z) = 13/270*z^3 - 63/260*z + 1
*
[ 4 ] 
f(z) = 17/260*z^3 - 77/260*z + 1
*
-3 | 0.13400978697554383639665272213479156396 | 0.024033538415895282474440622060511971021
f(z) = 17/264*z^3 - 65/264*z + 1
*
[ 4 ] 
f(z) = 17/268*z^3 - 71/268*z + 1
*
[ 4 ] 
f(z) = 17/276*z^3 - 65/276*z + 1
*
6 | 0.15494453221281610880664295467536273687 | 0.021324220491213816256651492464949645905
f(z) = 1/270*z^3 - 53/10*z + 1
*
-6 | 0.18321893690163923169124573266931470628 | 0.026780069346424239693812757631253231351
f(z) = 1/270*z^3 - 52/15*z + 1
*
12 | 0.11547520552561817745910063661582492419 | 0.015734700327856689000872847395413926248
f(z) = 11/270*z^3 - 57/10*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.028661709171164123379297841364796712758
f(z) = 1/264*z^3 - 50/33*z + 1
*
22 | 0.14605246294361216558524190472876971236 | 0.025211828042701742582785525443651227184
f(z) = 1/264*z^3 - 41/33*z + 1
*
21 | 0.10975809099962802016770488569467371887 | 0.017491992625069155252675333011032399588
f(z) = 1/270*z^3 - 59/30*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.028475307025243429143403429107835456575
f(z) = 5/264*z^3 - 52/33*z + 1
*
-6 | 0.17172561435854954824880206939291822678 | 0.027891213330528802878472570894193190663
f(z) = 7/264*z^3 - 59/33*z + 1
*
2 | 0.17172458074212865852662087219018365933 | 0.028385478800494430440905167467960270167
f(z) = 7/264*z^3 - 53/33*z + 1
*
[ -12 ] 
f(z) = 7/270*z^3 - 53/20*z + 1
*
6 | 0.15487253748326757734223209403879857408 | 0.020106641899885798531162250565175401565
f(z) = 7/270*z^3 - 41/35*z + 1
*
2 | 0.17172562070818204047576157214499282609 | 0.028129637511121631106410146357666572568
f(z) = 13/264*z^3 - 56/33*z + 1
*
2 | 0.17172458074212865852662087219018365933 | 0.027968698642690797162019258229758053316
f(z) = 17/264*z^3 - 58/33*z + 1
*
[ 6 ] 
f(z) = 17/264*z^3 - 49/33*z + 1
*
[ 6 ] 
f(z) = 17/270*z^3 - 43/30*z + 1
*
2 | 0.17172458074212865852662087219018365933 | 0.027891045453324201469429260091594083574
f(z) = 19/264*z^3 - 59/33*z + 1
*
[ 6 ] 
f(z) = 19/264*z^3 - 58/33*z + 1
*
[ -6 ] 
f(z) = 19/264*z^3 - 47/33*z + 1
*
[ -6 ] 
f(z) = 19/270*z^3 - 41/30*z + 1
*
[ 24 ] 
f(z) = 1/270*z^3 - 47/40*z + 1
*
[ 15/2 ] 
f(z) = 11/270*z^3 - 57/40*z + 1
*
-6 | 0.18973543751034642126695512320856616101 | 0.023727852711480471538865001762419571604
f(z) = 11/270*z^3 - 54/55*z + 1
*
[ 5 ] 
f(z) = 17/275*z^3 - 41/55*z + 1
*
[ 5 ] 
f(z) = 18/275*z^3 - 46/55*z + 1
*
[ 5 ] 
f(z) = 19/275*z^3 - 51/55*z + 1
*
[ -21 ] 
f(z) = 1/270*z^3 - 41/70*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = 1/272*z^3 - 55/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 7/272*z^3 - 41/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 9/272*z^3 - 43/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 11/272*z^3 - 45/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 13/272*z^3 - 47/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 15/272*z^3 - 49/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 19/272*z^3 - 53/68*z + 1
*
[ 8 ] 
f(z) = 5/272*z^3 - 41/136*z + 1
*
[ 4 ] 
f(z) = 19/264*z^3 - 53/132*z + 1
*
-10 | 0.18993619795297333506743901730577791607 | 0.026433676786111261662145599733894446967
f(z) = 1/264*z^3 - 46/165*z + 1
*
[ 6 ] 
f(z) = 8/261*z^3 - 47/174*z + 1
*
[ 3/4 ] 
f(z) = 11/270*z^3 - 57/160*z + 1
*
[ 3/4 ] 
f(z) = 17/270*z^3 - 59/160*z + 1
*
[ 15/4 ] 
f(z) = 19/270*z^3 - 41/160*z + 1
*
[ -6 ] 
f(z) = 11/279*z^3 - 47/186*z + 1
*
[ 15/19 ] 
f(z) = 19/270*z^3 - 59/190*z + 1
*
-4/3 | 0.15740204561516388763124561721341895446 | 0.023477374350918464497285940249946923401
f(z) = 3/272*z^3 - 55/204*z + 1
*
[ -6 ] 
f(z) = 11/272*z^3 - 59/204*z + 1
*
[ 6/7 ] 
f(z) = 7/264*z^3 - 43/231*z + 1
*
[ 5/6 ] 
f(z) = 9/275*z^3 - 49/220*z + 1
*
15 | 0.10858679612749676178047942285562368116 | 0.019474136890206721956723480515908420245
f(z) = 1/264*z^3 - 49/264*z + 1
*
[ -13 ] 
f(z) = 2/273*z^3 - 44/273*z + 1
*
[ -19/3 ] 
f(z) = 9/266*z^3 - 53/266*z + 1
*
[ 5 ] 
f(z) = 11/270*z^3 - 59/270*z + 1
*
[ 11/3 ] 
f(z) = 18/275*z^3 - 42/275*z + 1
*
[ 22/3 ] 
f(z) = 5/264*z^3 - 46/297*z + 1
*
6 | 0.15186695045851104227220278123935021756 | 0.020207583168027289560369420961097632915
f(z) = 1/270*z^3 - 34/5*z + 1
*
-30 | 0.18354909341810354053408196127267749816 | 0.027022936686744211590033295112684329003
f(z) = 1/270*z^3 - 33/10*z + 1
*
15 | 0.089415638058692626159807349326992860656 | 0.013419459305154447965194715757783919761
f(z) = 1/270*z^3 - 29/10*z + 1
*
-30 | 0.18420656713166150769322171113177004594 | 0.027945340534251362547351405892079596106
f(z) = 1/270*z^3 - 27/10*z + 1
*
-12 | 0.19446767704076549190929966441867510994 | 0.027943173063261676209768746844000021414
f(z) = 7/270*z^3 - 39/10*z + 1
*
-6 | 0.18420591499230778832897486413264741692 | 0.028641958040345385339757876554660674124
f(z) = 11/270*z^3 - 23/10*z + 1
*
22 | 0.082914678328980268839100455394209734196 | 0.014714778042882996784033843973849082195
f(z) = 1/264*z^3 - 35/33*z + 1
*
[ 22 ] 
f(z) = 1/264*z^3 - 29/33*z + 1
*
[ -22 ] 
f(z) = 1/264*z^3 - 26/33*z + 1
*
24 | 0.19585351774816310607182542710001856813 | 0.029102323581828527193657011090279714923
f(z) = 1/270*z^3 - 31/20*z + 1
*
[ 6 ] 
f(z) = 13/264*z^3 - 31/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = 13/264*z^3 - 23/33*z + 1
*
[ -6 ] 
f(z) = 17/264*z^3 - 38/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 17/264*z^3 - 25/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 19/264*z^3 - 26/33*z + 1
*
[ 5 ] 
f(z) = 13/275*z^3 - 21/55*z + 1
*
[ 5 ] 
f(z) = 14/275*z^3 - 26/55*z + 1
*
[ 5 ] 
f(z) = 16/275*z^3 - 36/55*z + 1
*
[ -5 ] 
f(z) = 18/275*z^3 - 24/55*z + 1
*
[ -5 ] 
f(z) = 19/275*z^3 - 29/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 1/272*z^3 - 35/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 3/272*z^3 - 37/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 5/272*z^3 - 39/68*z + 1
*
[ 2/3 ] 
f(z) = 9/272*z^3 - 35/68*z + 1
*
[ 4 ] 
f(z) = 19/272*z^3 - 25/68*z + 1
*
[ 18 ] 
f(z) = 1/264*z^3 - 28/99*z + 1
*
[ 18 ] 
f(z) = 1/270*z^3 - 23/90*z + 1
*
[ 3/4 ] 
f(z) = 16/261*z^3 - 32/87*z + 1
*
[ 3/4 ] 
f(z) = 16/279*z^3 - 34/93*z + 1
*
[ 10 ] 
f(z) = 3/275*z^3 - 21/110*z + 1
*
[ -10 ] 
f(z) = 4/275*z^3 - 39/110*z + 1
*
[ 5/6 ] 
f(z) = 18/275*z^3 - 27/110*z + 1
*
[ 10 ] 
f(z) = 3/260*z^3 - 33/130*z + 1
*
[ -6 ] 
f(z) = 11/276*z^3 - 37/138*z + 1
*
[ 4 ] 
f(z) = 17/264*z^3 - 37/132*z + 1
*
-6/5 | 0.20153002014436622185251983482303281270 | 0.028047204654026163184749182005495649527
f(z) = 5/264*z^3 - 32/165*z + 1
*
[ 6 ] 
f(z) = 7/261*z^3 - 23/174*z + 1
*
[ -6 ] 
f(z) = 10/261*z^3 - 37/174*z + 1
*
[ 5/6 ] 
f(z) = 12/275*z^3 - 38/165*z + 1
*
[ 15/17 ] 
f(z) = 17/270*z^3 - 31/170*z + 1
*
[ 6 ] 
f(z) = 8/279*z^3 - 37/186*z + 1
*
[ -6 ] 
f(z) = 10/279*z^3 - 23/186*z + 1
*
[ 17 ] 
f(z) = 1/272*z^3 - 33/272*z + 1
*
-5 | 0.15306586790606170969659050726641796834 | 0.027526457737179934282604344418366916742
f(z) = 3/260*z^3 - 23/260*z + 1
*
[ -9 ] 
f(z) = 4/261*z^3 - 34/261*z + 1
*
[ -8 ] 
f(z) = 5/264*z^3 - 23/264*z + 1
*
[ -13/2 ] 
f(z) = 8/273*z^3 - 23/273*z + 1
*
[ 16/3 ] 
f(z) = 9/272*z^3 - 35/272*z + 1
*
[ -11/2 ] 
f(z) = 12/275*z^3 - 38/275*z + 1
*
[ -5 ] 
f(z) = 14/265*z^3 - 32/265*z + 1
*
[ 4 ] 
f(z) = 15/268*z^3 - 39/268*z + 1
*
-15/14 | 0.25892542839391198618578291714188502958 | 0.028992974825188540065475863312142119606
f(z) = 7/270*z^3 - 27/280*z + 1
*
-30 | 0.12546175870719604169859441682838356601 | 0.018555114763541460324578696067432234150
f(z) = 1/270*z^3 - 16/5*z + 1
*
-12 | 0.13137309166132991384327281963642153678 | 0.019256712190994125950320639384424979245
f(z) = 7/270*z^3 - 17/5*z + 1
*
[ 6 ] 
f(z) = 7/270*z^3 - 1/10*z + 1
*
[ -6 ] 
f(z) = 11/270*z^3 - 3/10*z + 1
*
6 | 0.18347065587769072562893238359028573518 | 0.029401048996844453145629149372343185052
f(z) = 13/270*z^3 - 19/10*z + 1
*
[ 6 ] 
f(z) = 13/270*z^3 - 9/10*z + 1
*
[ -6 ] 
f(z) = 17/270*z^3 - 11/10*z + 1
*
[ 6 ] 
f(z) = 19/270*z^3 - 17/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 1/264*z^3 - 17/33*z + 1
*
12 | 0.090838421822933878681231389703588236175 | 0.016225719048727432550784613308263341795
f(z) = 1/270*z^3 - 11/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 5/264*z^3 - 19/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = 7/264*z^3 - 20/33*z + 1
*
[ 6 ] 
f(z) = 7/264*z^3 - 4/33*z + 1
*
[ 6 ] 
f(z) = 11/270*z^3 - 19/30*z + 1
*
[ -6 ] 
f(z) = 13/264*z^3 - 20/33*z + 1
*
[ -6 ] 
f(z) = 13/270*z^3 - 17/30*z + 1
*
[ -15/2 ] 
f(z) = 7/270*z^3 - 13/40*z + 1
*
[ 5 ] 
f(z) = 9/275*z^3 - 1/55*z + 1
*
[ 5 ] 
f(z) = 12/275*z^3 - 16/55*z + 1
*
[ -5 ] 
f(z) = 14/275*z^3 - 4/55*z + 1
*
[ -5 ] 
f(z) = 16/275*z^3 - 14/55*z + 1
*
[ -5 ] 
f(z) = 17/275*z^3 - 19/55*z + 1
*
[ 4 ] 
f(z) = 13/272*z^3 - 1/68*z + 1
*
[ 4 ] 
f(z) = 15/272*z^3 - 9/68*z + 1
*
[ -18 ] 
f(z) = 1/264*z^3 - 17/99*z + 1
*
[ -18 ] 
f(z) = 1/270*z^3 - 13/90*z + 1
*
[ 10/3 ] 
f(z) = 18/275*z^3 - 3/110*z + 1
*
[ -10 ] 
f(z) = 3/260*z^3 - 7/130*z + 1
*
[ -8 ] 
f(z) = 5/272*z^3 - 7/136*z + 1
*
[ 6 ] 
f(z) = 7/276*z^3 - 11/138*z + 1
*
[ 4 ] 
f(z) = 13/264*z^3 - 5/132*z + 1
*
[ 15/4 ] 
f(z) = 16/275*z^3 - 14/165*z + 1
*
[ 6 ] 
f(z) = 7/279*z^3 - 13/186*z + 1
*
[ 6 ] 
f(z) = 7/272*z^3 - 19/204*z + 1
*
[ -6 ] 
f(z) = 9/272*z^3 - 5/204*z + 1
*
-18/7 | 0.19596640485518369775778092710147342194 | 0.026052920997933432367807392703387711404
f(z) = 7/264*z^3 - 2/231*z + 1
*
[ -9 ] 
f(z) = 4/279*z^3 - 14/279*z + 1
*
[ 7 ] 
f(z) = 5/266*z^3 - 17/266*z + 1
*
[ 7 ] 
f(z) = 5/273*z^3 - 11/273*z + 1
*
[ 11/2 ] 
f(z) = 8/275*z^3 - 17/275*z + 1
*
[ 5 ] 
f(z) = 9/260*z^3 - 17/260*z + 1
*
[ 5 ] 
f(z) = 9/265*z^3 - 13/265*z + 1
*
[ -5 ] 
f(z) = 13/265*z^3 - 7/265*z + 1
*
[ 4 ] 
f(z) = 13/268*z^3 - 7/268*z + 1
*
[ -5 ] 
f(z) = 13/270*z^3 - 1/270*z + 1
*
[ 4 ] 
f(z) = 13/276*z^3 - 1/276*z + 1
*
[ -9/2 ] 
f(z) = 16/261*z^3 - 5/261*z + 1
*
[ 7/2 ] 
f(z) = 16/273*z^3 - 1/273*z + 1
*
[ 15 ] 
f(z) = 1/270*z^3 + 1/10*z + 1
*
[ 6 ] 
f(z) = 1/270*z^3 + 7/10*z + 1
*
[ 3 ] 
f(z) = 11/270*z^3 + 3/10*z + 1
*
[ 3 ] 
f(z) = 17/270*z^3 + 1/10*z + 1
*
[ 2 ] 
f(z) = 1/264*z^3 + 16/33*z + 1
*
[ -15 ] 
f(z) = 1/270*z^3 + 7/30*z + 1
*
[ -12 ] 
f(z) = 1/270*z^3 + 11/20*z + 1
*
[ 3 ] 
f(z) = 1/270*z^3 + 19/30*z + 1
*
[ 6 ] 
f(z) = 5/264*z^3 + 5/33*z + 1
*
[ 2 ] 
f(z) = 5/264*z^3 + 14/33*z + 1
*
[ -6 ] 
f(z) = 5/264*z^3 + 16/33*z + 1
*
[ -6 ] 
f(z) = 7/264*z^3 + 7/33*z + 1
*
[ 2 ] 
f(z) = 7/264*z^3 + 13/33*z + 1
*
[ -6 ] 
f(z) = 7/270*z^3 + 7/30*z + 1
*
[ 3 ] 
f(z) = 7/270*z^3 + 13/30*z + 1
*
[ 2 ] 
f(z) = 13/264*z^3 + 10/33*z + 1
*
[ 3 ] 
f(z) = 13/270*z^3 + 7/30*z + 1
*
[ 2 ] 
f(z) = 17/264*z^3 + 8/33*z + 1
*
[ 2 ] 
f(z) = 19/264*z^3 + 7/33*z + 1
*
[ 3 ] 
f(z) = 19/270*z^3 + 1/30*z + 1
*
[ 3/2 ] 
f(z) = 1/270*z^3 + 13/40*z + 1
*
[ 5 ] 
f(z) = 6/275*z^3 + 14/55*z + 1
*
[ 3/2 ] 
f(z) = 7/270*z^3 + 11/40*z + 1
*
[ 5 ] 
f(z) = 7/275*z^3 + 9/55*z + 1
*
[ 5 ] 
f(z) = 8/275*z^3 + 4/55*z + 1
*
[ 5/3 ] 
f(z) = 9/275*z^3 + 17/55*z + 1
*
[ -5 ] 
f(z) = 12/275*z^3 + 6/55*z + 1
*
[ 5/2 ] 
f(z) = 12/275*z^3 + 18/55*z + 1
*
[ 3/2 ] 
f(z) = 13/270*z^3 + 9/40*z + 1
*
[ -5 ] 
f(z) = 13/275*z^3 + 1/55*z + 1
*
[ 5/4 ] 
f(z) = 16/275*z^3 + 6/55*z + 1
*
[ 5/2 ] 
f(z) = 16/275*z^3 + 13/55*z + 1
*
[ 5/3 ] 
f(z) = 18/275*z^3 + 12/55*z + 1
*
[ 3/2 ] 
f(z) = 19/270*z^3 + 7/40*z + 1
*
[ 4/3 ] 
f(z) = 9/272*z^3 + 13/68*z + 1
*
[ 4 ] 
f(z) = 9/272*z^3 + 15/68*z + 1
*
[ 4 ] 
f(z) = 11/272*z^3 + 7/68*z + 1
*
[ 2 ] 
f(z) = 15/272*z^3 + 19/68*z + 1
*
[ -4 ] 
f(z) = 19/272*z^3 + 9/68*z + 1
*
[ 2 ] 
f(z) = 19/272*z^3 + 15/68*z + 1
*
[ 3 ] 
f(z) = 13/261*z^3 + 19/87*z + 1
*
[ 3 ] 
f(z) = 14/261*z^3 + 16/87*z + 1
*
[ 3 ] 
f(z) = 16/261*z^3 + 10/87*z + 1
*
[ 3/2 ] 
f(z) = 16/261*z^3 + 17/87*z + 1
*
[ 3 ] 
f(z) = 16/279*z^3 + 14/93*z + 1
*
[ 3/2 ] 
f(z) = 16/279*z^3 + 19/93*z + 1
*
[ 3 ] 
f(z) = 17/261*z^3 + 7/87*z + 1
*
[ 3 ] 
f(z) = 17/279*z^3 + 11/93*z + 1
*
[ 3 ] 
f(z) = 19/261*z^3 + 1/87*z + 1
*
[ 3 ] 
f(z) = 19/279*z^3 + 5/93*z + 1
*
[ 10 ] 
f(z) = 2/275*z^3 + 19/110*z + 1
*
[ -10 ] 
f(z) = 3/275*z^3 + 1/110*z + 1
*
[ 5/4 ] 
f(z) = 8/275*z^3 + 17/110*z + 1
*
-30/11 | 0.23744297019409553216954444862893602139 | 0.029694040807926138748577141751657508108
f(z) = 11/270*z^3 + 7/110*z + 1
*
[ 15/13 ] 
f(z) = 13/270*z^3 + 9/130*z + 1
*
[ -4 ] 
f(z) = 19/264*z^3 + 13/132*z + 1
*
[ 15 ] 
f(z) = 1/275*z^3 + 19/165*z + 1
*
[ 15/2 ] 
f(z) = 4/275*z^3 + 8/165*z + 1
*
[ -6 ] 
f(z) = 8/261*z^3 + 11/174*z + 1
*
[ 15/4 ] 
f(z) = 13/270*z^3 + 9/160*z + 1
*
[ 6/5 ] 
f(z) = 17/270*z^3 + 19/250*z + 1
*
[ 11 ] 
f(z) = 2/275*z^3 + 8/275*z + 1
*
[ 5 ] 
f(z) = 8/265*z^3 + 12/265*z + 1
*
[ 14/3 ] 
f(z) = 9/266*z^3 + 13/266*z + 1
*
[ 4 ] 
f(z) = 11/260*z^3 + 19/260*z + 1
*
[ -5 ] 
f(z) = 12/265*z^3 + 18/265*z + 1
*
[ -9/2 ] 
f(z) = 16/279*z^3 + 17/279*z + 1
*
[ 3 ] 
f(z) = 19/264*z^3 + 5/264*z + 1
*
[ 3 ] 
f(z) = 19/267*z^3 + 7/267*z + 1
*
[ 3 ] 
f(z) = 19/273*z^3 + 11/273*z + 1
*
[ 3 ] 
f(z) = 19/276*z^3 + 13/276*z + 1
*
[ 6 ] 
f(z) = 1/264*z^3 + 23/33*z + 1
*
[ 5 ] 
f(z) = 1/275*z^3 + 39/55*z + 1
*
[ 5 ] 
f(z) = 2/275*z^3 + 34/55*z + 1
*
[ 5 ] 
f(z) = 3/275*z^3 + 29/55*z + 1
*
[ 5 ] 
f(z) = 4/275*z^3 + 24/55*z + 1
*
[ 5/2 ] 
f(z) = 4/275*z^3 + 28/55*z + 1
*
[ 5/2 ] 
f(z) = 8/275*z^3 + 23/55*z + 1
*
[ -5 ] 
f(z) = 9/275*z^3 + 21/55*z + 1
*
[ 12 ] 
f(z) = 1/270*z^3 + 23/60*z + 1
*
[ 2 ] 
f(z) = 1/272*z^3 + 33/68*z + 1
*
[ 2 ] 
f(z) = 3/272*z^3 + 31/68*z + 1
*
[ 4 ] 
f(z) = 3/272*z^3 + 39/68*z + 1
*
[ 2 ] 
f(z) = 5/272*z^3 + 29/68*z + 1
*
[ 4 ] 
f(z) = 5/272*z^3 + 31/68*z + 1
*
[ 15/7 ] 
f(z) = 7/270*z^3 + 29/70*z + 1
*
[ 4 ] 
f(z) = 7/272*z^3 + 23/68*z + 1
*
[ 2 ] 
f(z) = 7/272*z^3 + 27/68*z + 1
*
[ 2 ] 
f(z) = 9/272*z^3 + 25/68*z + 1
*
[ 2 ] 
f(z) = 11/272*z^3 + 23/68*z + 1
*
[ 2 ] 
f(z) = 13/272*z^3 + 21/68*z + 1
*
[ 3/2 ] 
f(z) = 4/261*z^3 + 26/87*z + 1
*
[ 3/2 ] 
f(z) = 4/279*z^3 + 28/93*z + 1
*
[ 3 ] 
f(z) = 7/261*z^3 + 37/87*z + 1
*
[ 3/2 ] 
f(z) = 8/261*z^3 + 23/87*z + 1
*
[ 3 ] 
f(z) = 8/261*z^3 + 34/87*z + 1
*
[ 3/2 ] 
f(z) = 8/279*z^3 + 25/93*z + 1
*
[ 3 ] 
f(z) = 8/279*z^3 + 38/93*z + 1
*
[ 3 ] 
f(z) = 10/261*z^3 + 28/87*z + 1
*
[ 3 ] 
f(z) = 10/279*z^3 + 32/93*z + 1
*
[ 3 ] 
f(z) = 11/261*z^3 + 25/87*z + 1
*
[ 3 ] 
f(z) = 11/279*z^3 + 29/93*z + 1
*
[ 3 ] 
f(z) = 13/279*z^3 + 23/93*z + 1
*
[ 3 ] 
f(z) = 14/279*z^3 + 20/93*z + 1
*
[ 10/3 ] 
f(z) = 9/275*z^3 + 37/110*z + 1
*
[ 15/11 ] 
f(z) = 11/270*z^3 + 21/110*z + 1
*
[ 5/2 ] 
f(z) = 14/275*z^3 + 31/110*z + 1
*
[ 5/2 ] 
f(z) = 18/275*z^3 + 21/110*z + 1
*
[ 8 ] 
f(z) = 3/272*z^3 + 23/136*z + 1
*
[ 6 ] 
f(z) = 5/276*z^3 + 25/138*z + 1
*
[ -6 ] 
f(z) = 7/276*z^3 + 35/138*z + 1
*
[ 3/2 ] 
f(z) = 11/270*z^3 + 29/120*z + 1
*
-30/13 | 0.23060262450725244117193526850278587208 | 0.028248454660182537282824921093429706972
f(z) = 13/270*z^3 + 23/130*z + 1
*
[ 2 ] 
f(z) = 15/268*z^3 + 37/134*z + 1
*
[ 2 ] 
f(z) = 17/260*z^3 + 31/130*z + 1
*
[ -4 ] 
f(z) = 17/264*z^3 + 29/132*z + 1
*
[ 2 ] 
f(z) = 17/268*z^3 + 33/134*z + 1
*
[ 3/2 ] 
f(z) = 17/270*z^3 + 23/120*z + 1
*
[ 2 ] 
f(z) = 17/276*z^3 + 35/138*z + 1
*
[ 2 ] 
f(z) = 19/260*z^3 + 27/130*z + 1
*
[ 2 ] 
f(z) = 19/268*z^3 + 29/134*z + 1
*
[ 2 ] 
f(z) = 19/276*z^3 + 31/138*z + 1
*
[ 6 ] 
f(z) = 5/261*z^3 + 25/174*z + 1
*
[ 6/5 ] 
f(z) = 5/264*z^3 + 23/165*z + 1
*
[ -6 ] 
f(z) = 7/261*z^3 + 35/174*z + 1
*
[ 3/2 ] 
f(z) = 14/261*z^3 + 37/174*z + 1
*
[ 6 ] 
f(z) = 5/279*z^3 + 35/186*z + 1
*
[ -6 ] 
f(z) = 8/279*z^3 + 25/186*z + 1
*
[ 6 ] 
f(z) = 5/272*z^3 + 35/204*z + 1
*
[ 4/3 ] 
f(z) = 15/272*z^3 + 31/204*z + 1
*
[ 5/4 ] 
f(z) = 4/275*z^3 + 39/220*z + 1
*
-6/7 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = 7/264*z^3 + 34/231*z + 1
*
[ 5/4 ] 
f(z) = 12/275*z^3 + 29/220*z + 1
*
[ 5/2 ] 
f(z) = 19/275*z^3 + 37/220*z + 1
*
[ 6/5 ] 
f(z) = 11/270*z^3 + 27/250*z + 1
*
-5 | 0.14245424018451446354868359961175471911 | 0.025445427520079470044285967653591404359
f(z) = 1/270*z^3 + 29/270*z + 1
*
[ -16 ] 
f(z) = 1/272*z^3 + 33/272*z + 1
*
[ 7 ] 
f(z) = 4/273*z^3 + 38/273*z + 1
*
[ 5 ] 
f(z) = 7/260*z^3 + 33/260*z + 1
*
[ 5 ] 
f(z) = 7/265*z^3 + 37/265*z + 1
*
[ 13/3 ] 
f(z) = 9/260*z^3 + 31/260*z + 1
*
[ -17/3 ] 
f(z) = 9/272*z^3 + 31/272*z + 1
*
[ -5 ] 
f(z) = 11/260*z^3 + 37/260*z + 1
*
[ 4 ] 
f(z) = 11/268*z^3 + 25/268*z + 1
*
[ 4 ] 
f(z) = 11/276*z^3 + 31/276*z + 1
*
[ 5/4 ] 
f(z) = 16/265*z^3 + 28/265*z + 1
*
[ 3 ] 
f(z) = 16/267*z^3 + 34/267*z + 1
*
[ 13/4 ] 
f(z) = 16/273*z^3 + 20/273*z + 1
*
[ 3 ] 
f(z) = 16/273*z^3 + 38/273*z + 1
*
[ 3 ] 
f(z) = 17/264*z^3 + 23/264*z + 1
*
[ 3 ] 
f(z) = 17/267*z^3 + 25/267*z + 1
*
[ 3 ] 
f(z) = 17/273*z^3 + 29/273*z + 1
*
[ 3 ] 
f(z) = 17/276*z^3 + 31/276*z + 1
*
[ -4 ] 
f(z) = 19/260*z^3 + 21/260*z + 1
*
[ -4 ] 
f(z) = 19/268*z^3 + 31/268*z + 1
*
[ -22/3 ] 
f(z) = 5/264*z^3 + 35/297*z + 1
*
[ 4 ] 
f(z) = 1/272*z^3 + 47/68*z + 1
*
[ 3 ] 
f(z) = 1/261*z^3 + 55/87*z + 1
*
[ 9 ] 
f(z) = 1/270*z^3 + 53/90*z + 1
*
[ 3 ] 
f(z) = 1/279*z^3 + 59/93*z + 1
*
[ 3 ] 
f(z) = 2/261*z^3 + 52/87*z + 1
*
[ 3 ] 
f(z) = 2/279*z^3 + 56/93*z + 1
*
[ 3 ] 
f(z) = 4/261*z^3 + 46/87*z + 1
*
[ 3 ] 
f(z) = 4/279*z^3 + 50/93*z + 1
*
[ 3 ] 
f(z) = 5/261*z^3 + 43/87*z + 1
*
[ 3 ] 
f(z) = 5/279*z^3 + 47/93*z + 1
*
[ 3 ] 
f(z) = 7/279*z^3 + 41/93*z + 1
*
[ 10 ] 
f(z) = 1/275*z^3 + 59/110*z + 1
*
[ -10 ] 
f(z) = 2/275*z^3 + 41/110*z + 1
*
[ 5/2 ] 
f(z) = 6/275*z^3 + 51/110*z + 1
*
[ 12 ] 
f(z) = 1/264*z^3 + 49/132*z + 1
*
[ 2 ] 
f(z) = 3/260*z^3 + 59/130*z + 1
*
[ -8 ] 
f(z) = 3/272*z^3 + 57/136*z + 1
*
[ 4 ] 
f(z) = 5/264*z^3 + 59/132*z + 1
*
[ 2 ] 
f(z) = 5/268*z^3 + 57/134*z + 1
*
[ 2 ] 
f(z) = 5/276*z^3 + 59/138*z + 1
*
[ 2 ] 
f(z) = 7/260*z^3 + 51/130*z + 1
*
[ 4 ] 
f(z) = 7/264*z^3 + 43/132*z + 1
*
[ 2 ] 
f(z) = 7/268*z^3 + 53/134*z + 1
*
[ 2 ] 
f(z) = 7/276*z^3 + 55/138*z + 1
*
[ 10/3 ] 
f(z) = 9/260*z^3 + 41/130*z + 1
*
[ 2 ] 
f(z) = 9/260*z^3 + 47/130*z + 1
*
[ 2 ] 
f(z) = 9/268*z^3 + 49/134*z + 1
*
[ 8/3 ] 
f(z) = 9/272*z^3 + 53/136*z + 1
*
[ 2 ] 
f(z) = 11/260*z^3 + 43/130*z + 1
*
[ 2 ] 
f(z) = 11/268*z^3 + 45/134*z + 1
*
[ 2 ] 
f(z) = 11/276*z^3 + 47/138*z + 1
*
[ 2 ] 
f(z) = 13/268*z^3 + 41/134*z + 1
*
[ 2 ] 
f(z) = 13/276*z^3 + 43/138*z + 1
*
[ -15 ] 
f(z) = 1/275*z^3 + 41/165*z + 1
*
[ 3/2 ] 
f(z) = 2/261*z^3 + 55/174*z + 1
*
[ 6 ] 
f(z) = 4/261*z^3 + 49/174*z + 1
*
[ -15/2 ] 
f(z) = 4/275*z^3 + 52/165*z + 1
*
[ 5/3 ] 
f(z) = 6/275*z^3 + 56/165*z + 1
*
[ 15/4 ] 
f(z) = 7/270*z^3 + 59/160*z + 1
*
[ 3/2 ] 
f(z) = 10/261*z^3 + 43/174*z + 1
*
[ 5/3 ] 
f(z) = 12/275*z^3 + 46/165*z + 1
*
[ 3/2 ] 
f(z) = 2/279*z^3 + 59/186*z + 1
*
[ 6 ] 
f(z) = 4/279*z^3 + 59/186*z + 1
*
[ -6 ] 
f(z) = 7/279*z^3 + 49/186*z + 1
*
[ 3/2 ] 
f(z) = 10/279*z^3 + 47/186*z + 1
*
[ 3/2 ] 
f(z) = 14/279*z^3 + 41/186*z + 1
*
[ 4/3 ] 
f(z) = 3/272*z^3 + 47/204*z + 1
*
[ -6 ] 
f(z) = 7/272*z^3 + 49/204*z + 1
*
[ 14 ] 
f(z) = 1/264*z^3 + 43/231*z + 1
*
[ 5/2 ] 
f(z) = 17/275*z^3 + 47/220*z + 1
*
[ 14 ] 
f(z) = 1/266*z^3 + 51/266*z + 1
*
[ -11 ] 
f(z) = 2/275*z^3 + 58/275*z + 1
*
-3 | 0.13559448560508189151649093000278007920 | 0.024317740907744403591053213701110786126
f(z) = 5/264*z^3 + 43/264*z + 1
*
[ -7 ] 
f(z) = 5/266*z^3 + 59/266*z + 1
*
[ 5 ] 
f(z) = 7/270*z^3 + 41/270*z + 1
*
[ 9/2 ] 
f(z) = 8/261*z^3 + 41/261*z + 1
*
[ 9/2 ] 
f(z) = 8/279*z^3 + 55/279*z + 1
*
[ 4/3 ] 
f(z) = 9/260*z^3 + 49/260*z + 1
*
[ 4 ] 
f(z) = 9/260*z^3 + 51/260*z + 1
*
[ 4/3 ] 
f(z) = 9/268*z^3 + 51/268*z + 1
*
[ 4 ] 
f(z) = 9/268*z^3 + 57/268*z + 1
*
[ -5 ] 
f(z) = 11/265*z^3 + 43/265*z + 1
*
[ -5 ] 
f(z) = 11/270*z^3 + 49/270*z + 1
*
[ 3 ] 
f(z) = 13/264*z^3 + 59/264*z + 1
*
[ 3 ] 
f(z) = 14/267*z^3 + 52/267*z + 1
*
[ 5/2 ] 
f(z) = 16/265*z^3 + 59/265*z + 1
*
[ 3/2 ] 
f(z) = 16/267*z^3 + 53/267*z + 1
*
[ 3/2 ] 
f(z) = 16/273*z^3 + 55/273*z + 1
*
[ 11/4 ] 
f(z) = 16/275*z^3 + 54/275*z + 1
*
[ -4 ] 
f(z) = 17/260*z^3 + 53/260*z + 1
*
[ 5/3 ] 
f(z) = 18/265*z^3 + 56/265*z + 1
*
[ 2 ] 
f(z) = 19/262*z^3 + 55/262*z + 1
*
[ 2 ] 
f(z) = 19/270*z^3 + 59/270*z + 1
*
[ -4 ] 
f(z) = 19/276*z^3 + 41/276*z + 1
*
[ 5/2 ] 
f(z) = 2/275*z^3 + 61/110*z + 1
*
[ 2 ] 
f(z) = 1/260*z^3 + 63/130*z + 1
*
[ 10 ] 
f(z) = 1/260*z^3 + 67/130*z + 1
*
[ -12 ] 
f(z) = 1/264*z^3 + 71/132*z + 1
*
[ 2 ] 
f(z) = 1/268*z^3 + 65/134*z + 1
*
[ 15/2 ] 
f(z) = 1/270*z^3 + 79/120*z + 1
*
[ 2 ] 
f(z) = 1/276*z^3 + 67/138*z + 1
*
[ 2 ] 
f(z) = 3/268*z^3 + 61/134*z + 1
*
[ 5/3 ] 
f(z) = 3/275*z^3 + 61/165*z + 1
*
[ 22/5 ] 
f(z) = 5/264*z^3 + 67/165*z + 1
*
[ 12 ] 
f(z) = 1/272*z^3 + 79/204*z + 1
*
[ 30/7 ] 
f(z) = 7/270*z^3 + 61/210*z + 1
*
[ -14 ] 
f(z) = 1/264*z^3 + 76/231*z + 1
*
[ 5/2 ] 
f(z) = 13/275*z^3 + 67/220*z + 1
*
[ 13 ] 
f(z) = 1/260*z^3 + 71/260*z + 1
*
[ 9 ] 
f(z) = 2/261*z^3 + 70/261*z + 1
*
[ 13/2 ] 
f(z) = 4/273*z^3 + 62/273*z + 1
*
[ -7 ] 
f(z) = 5/273*z^3 + 67/273*z + 1
*
[ 5 ] 
f(z) = 6/265*z^3 + 62/265*z + 1
*
[ 3/2 ] 
f(z) = 8/267*z^3 + 71/267*z + 1
*
[ 3/2 ] 
f(z) = 8/273*z^3 + 73/273*z + 1
*
[ 5/3 ] 
f(z) = 9/260*z^3 + 79/260*z + 1
*
[ -16/3 ] 
f(z) = 9/272*z^3 + 67/272*z + 1
*
[ 11/3 ] 
f(z) = 9/275*z^3 + 79/275*z + 1
*
[ 3 ] 
f(z) = 11/267*z^3 + 79/267*z + 1
*
[ 2 ] 
f(z) = 13/262*z^3 + 79/262*z + 1
*
[ 3 ] 
f(z) = 13/267*z^3 + 61/267*z + 1
*
[ 3 ] 
f(z) = 13/276*z^3 + 67/276*z + 1
*
[ 2 ] 
f(z) = 15/262*z^3 + 71/262*z + 1
*
[ 2 ] 
f(z) = 15/266*z^3 + 73/266*z + 1
*
[ 2 ] 
f(z) = 15/274*z^3 + 77/274*z + 1
*
[ 2 ] 
f(z) = 15/278*z^3 + 79/278*z + 1
*
[ 9/4 ] 
f(z) = 16/261*z^3 + 64/261*z + 1
*
[ 7/4 ] 
f(z) = 16/273*z^3 + 68/273*z + 1
*
[ 9/4 ] 
f(z) = 16/279*z^3 + 74/279*z + 1
*
[ 2 ] 
f(z) = 17/262*z^3 + 63/262*z + 1
*
[ 2 ] 
f(z) = 17/266*z^3 + 65/266*z + 1
*
[ -4 ] 
f(z) = 17/268*z^3 + 63/268*z + 1
*
[ 2 ] 
f(z) = 17/270*z^3 + 67/270*z + 1
*
[ 2 ] 
f(z) = 17/274*z^3 + 69/274*z + 1
*
[ 2 ] 
f(z) = 17/278*z^3 + 71/278*z + 1
*
[ 2 ] 
f(z) = 19/274*z^3 + 61/274*z + 1
*
[ 2 ] 
f(z) = 19/278*z^3 + 63/278*z + 1
*
[ 4 ] 
f(z) = 1/264*z^3 + 91/132*z + 1
*
[ 8 ] 
f(z) = 1/272*z^3 + 87/136*z + 1
*
[ 6 ] 
f(z) = 1/276*z^3 + 97/138*z + 1
*
[ 10 ] 
f(z) = 1/264*z^3 + 86/165*z + 1
*
[ 6 ] 
f(z) = 2/261*z^3 + 97/174*z + 1
*
[ -6 ] 
f(z) = 5/261*z^3 + 83/174*z + 1
*
[ 6 ] 
f(z) = 3/272*z^3 + 89/204*z + 1
*
[ 22/7 ] 
f(z) = 7/264*z^3 + 97/231*z + 1
*
[ 5/2 ] 
f(z) = 7/275*z^3 + 97/220*z + 1
*
[ 5/2 ] 
f(z) = 9/275*z^3 + 87/220*z + 1
*
[ -14 ] 
f(z) = 1/266*z^3 + 89/266*z + 1
*
[ 13 ] 
f(z) = 1/273*z^3 + 83/273*z + 1
*
[ 9 ] 
f(z) = 2/279*z^3 + 86/279*z + 1
*
[ 7 ] 
f(z) = 3/266*z^3 + 81/266*z + 1
*
[ 3/2 ] 
f(z) = 4/267*z^3 + 80/267*z + 1
*
[ 3/2 ] 
f(z) = 4/273*z^3 + 82/273*z + 1
*
[ 4 ] 
f(z) = 7/260*z^3 + 83/260*z + 1
*
[ 4 ] 
f(z) = 7/268*z^3 + 89/268*z + 1
*
[ 4 ] 
f(z) = 7/276*z^3 + 95/276*z + 1
*
[ 7/2 ] 
f(z) = 8/273*z^3 + 97/273*z + 1
*
[ -11/2 ] 
f(z) = 8/275*z^3 + 83/275*z + 1
*
[ -5 ] 
f(z) = 9/260*z^3 + 87/260*z + 1
*
[ 2 ] 
f(z) = 9/262*z^3 + 95/262*z + 1
*
[ 5/3 ] 
f(z) = 9/265*z^3 + 81/265*z + 1
*
[ -5 ] 
f(z) = 9/265*z^3 + 93/265*z + 1
*
[ 2 ] 
f(z) = 9/266*z^3 + 97/266*z + 1
*
[ 3 ] 
f(z) = 10/267*z^3 + 88/267*z + 1
*
[ 3 ] 
f(z) = 10/273*z^3 + 92/273*z + 1
*
[ 2 ] 
f(z) = 11/262*z^3 + 87/262*z + 1
*
[ 2 ] 
f(z) = 11/266*z^3 + 89/266*z + 1
*
[ 2 ] 
f(z) = 11/270*z^3 + 91/270*z + 1
*
[ 3 ] 
f(z) = 11/273*z^3 + 83/273*z + 1
*
[ 2 ] 
f(z) = 11/274*z^3 + 93/274*z + 1
*
[ 3 ] 
f(z) = 11/276*z^3 + 85/276*z + 1
*
[ 2 ] 
f(z) = 11/278*z^3 + 95/278*z + 1
*
[ 5/2 ] 
f(z) = 12/265*z^3 + 84/265*z + 1
*
[ 2 ] 
f(z) = 13/266*z^3 + 81/266*z + 1
*
[ 2 ] 
f(z) = 13/270*z^3 + 83/270*z + 1
*
[ 2 ] 
f(z) = 13/274*z^3 + 85/274*z + 1
*
[ 2 ] 
f(z) = 13/278*z^3 + 87/278*z + 1
*
[ 15/4 ] 
f(z) = 1/270*z^3 + 109/160*z + 1
*
[ 6 ] 
f(z) = 2/279*z^3 + 107/186*z + 1
*
[ -12 ] 
f(z) = 1/272*z^3 + 113/204*z + 1
*
-2/3 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = 3/272*z^3 + 101/204*z + 1
*
[ 5/2 ] 
f(z) = 3/275*z^3 + 117/220*z + 1
*
[ -13 ] 
f(z) = 1/260*z^3 + 111/260*z + 1
*
[ 11 ] 
f(z) = 1/264*z^3 + 119/264*z + 1
*
[ 12 ] 
f(z) = 1/276*z^3 + 109/276*z + 1
*
[ 2 ] 
f(z) = 3/262*z^3 + 119/262*z + 1
*
[ 5 ] 
f(z) = 4/265*z^3 + 112/265*z + 1
*
[ -7 ] 
f(z) = 4/273*z^3 + 116/273*z + 1
*
[ 11/2 ] 
f(z) = 4/275*z^3 + 104/275*z + 1
*
[ 2 ] 
f(z) = 5/262*z^3 + 111/262*z + 1
*
[ 2 ] 
f(z) = 5/266*z^3 + 113/266*z + 1
*
[ 2 ] 
f(z) = 5/274*z^3 + 117/274*z + 1
*
[ 2 ] 
f(z) = 5/278*z^3 + 119/278*z + 1
*
[ 2 ] 
f(z) = 7/262*z^3 + 103/262*z + 1
*
[ 3 ] 
f(z) = 7/264*z^3 + 113/264*z + 1
*
[ 3 ] 
f(z) = 7/267*z^3 + 115/267*z + 1
*
[ 2 ] 
f(z) = 7/270*z^3 + 107/270*z + 1
*
[ 2 ] 
f(z) = 7/274*z^3 + 109/274*z + 1
*
[ 2 ] 
f(z) = 7/278*z^3 + 111/278*z + 1
*
[ 5/2 ] 
f(z) = 8/265*z^3 + 109/265*z + 1
*
[ 3 ] 
f(z) = 8/267*z^3 + 106/267*z + 1
*
[ 3 ] 
f(z) = 8/273*z^3 + 110/273*z + 1
*
[ 7/3 ] 
f(z) = 9/266*z^3 + 103/266*z + 1
*
[ 2 ] 
f(z) = 9/274*z^3 + 101/274*z + 1
*
[ 2 ] 
f(z) = 9/278*z^3 + 103/278*z + 1
*
[ 24/7 ] 
f(z) = 7/270*z^3 + 113/280*z + 1
*
[ 6 ] 
f(z) = 1/261*z^3 + 121/174*z + 1
*
[ 6 ] 
f(z) = 1/279*z^3 + 131/186*z + 1
*
[ 5/2 ] 
f(z) = 1/275*z^3 + 127/220*z + 1
*
[ 2 ] 
f(z) = 1/262*z^3 + 127/262*z + 1
*
[ 2 ] 
f(z) = 1/266*z^3 + 129/266*z + 1
*
[ 2 ] 
f(z) = 1/270*z^3 + 131/270*z + 1
*
[ -13 ] 
f(z) = 1/273*z^3 + 125/273*z + 1
*
[ 2 ] 
f(z) = 1/274*z^3 + 133/274*z + 1
*
[ 11 ] 
f(z) = 1/275*z^3 + 129/275*z + 1
*
[ 2 ] 
f(z) = 1/278*z^3 + 135/278*z + 1
*
[ -9 ] 
f(z) = 2/261*z^3 + 128/261*z + 1
*
[ 7 ] 
f(z) = 2/273*z^3 + 136/273*z + 1
*
[ 5 ] 
f(z) = 3/260*z^3 + 133/260*z + 1
*
[ 5 ] 
f(z) = 3/265*z^3 + 137/265*z + 1
*
[ 2 ] 
f(z) = 3/266*z^3 + 121/266*z + 1
*
[ 2 ] 
f(z) = 3/274*z^3 + 125/274*z + 1
*
[ 2 ] 
f(z) = 3/278*z^3 + 127/278*z + 1
*
[ 9/2 ] 
f(z) = 4/261*z^3 + 122/261*z + 1
*
[ 5/2 ] 
f(z) = 4/265*z^3 + 134/265*z + 1
*
[ 9/2 ] 
f(z) = 4/279*z^3 + 136/279*z + 1
*
[ 3 ] 
f(z) = 5/264*z^3 + 131/264*z + 1
*
[ 3 ] 
f(z) = 5/267*z^3 + 133/267*z + 1
*
[ 4 ] 
f(z) = 5/268*z^3 + 121/268*z + 1
*
[ 3 ] 
f(z) = 5/273*z^3 + 137/273*z + 1
*
[ 4 ] 
f(z) = 5/276*z^3 + 127/276*z + 1
*
[ 3 ] 
f(z) = 5/276*z^3 + 139/276*z + 1
*
[ 3 ] 
f(z) = 7/276*z^3 + 121/276*z + 1
*
[ 21/2 ] 
f(z) = 1/270*z^3 + 139/280*z + 1
*
[ 6 ] 
f(z) = 1/272*z^3 + 143/204*z + 1
*
[ 9 ] 
f(z) = 1/261*z^3 + 151/261*z + 1
*
[ 10 ] 
f(z) = 1/270*z^3 + 143/270*z + 1
*
[ -12 ] 
f(z) = 1/276*z^3 + 155/276*z + 1
*
[ -9 ] 
f(z) = 2/279*z^3 + 148/279*z + 1
*
[ 4 ] 
f(z) = 3/260*z^3 + 147/260*z + 1
*
[ 4 ] 
f(z) = 3/268*z^3 + 153/268*z + 1
*
[ 3 ] 
f(z) = 4/267*z^3 + 142/267*z + 1
*
[ 4 ] 
f(z) = 1/260*z^3 + 179/260*z + 1
*
[ 7 ] 
f(z) = 1/266*z^3 + 179/266*z + 1
*
[ 3 ] 
f(z) = 1/267*z^3 + 169/267*z + 1
*
[ 3 ] 
f(z) = 1/273*z^3 + 173/273*z + 1
*
[ -11 ] 
f(z) = 1/275*z^3 + 179/275*z + 1
*
[ 3 ] 
f(z) = 1/276*z^3 + 175/276*z + 1
*
[ 9 ] 
f(z) = 1/279*z^3 + 167/279*z + 1
*
[ 5 ] 
f(z) = 2/265*z^3 + 162/265*z + 1
*
[ 3 ] 
f(z) = 2/267*z^3 + 160/267*z + 1
*
[ 3 ] 
f(z) = 2/273*z^3 + 164/273*z + 1
*
[ 5 ] 
f(z) = 1/260*z^3 + 183/260*z + 1
*
[ 5 ] 
f(z) = 1/265*z^3 + 187/265*z + 1
*
[ 4 ] 
f(z) = 1/268*z^3 + 185/268*z + 1
*
[ 5 ] 
f(z) = 1/270*z^3 + 191/270*z + 1
*
[ 7 ] 
f(z) = 1/273*z^3 + 185/273*z + 1
*
[ 4 ] 
f(z) = 1/276*z^3 + 191/276*z + 1
*
[ 22/3 ] 
f(z) = 1/264*z^3 + 196/297*z + 1
*
[ 17 ] 
f(z) = 18/289*z^3 - 290/17*z + 1
*
[ -17 ] 
f(z) = 18/289*z^3 - 288/17*z + 1
*
[ 14 ] 
f(z) = 13/280*z^3 - 286/35*z + 1
*
[ -14 ] 
f(z) = 13/280*z^3 - 281/35*z + 1
*
-3 | 0.13066330398503093089493497357493857020 | 0.014529558093215479184806065597870757511
f(z) = 5/297*z^3 - 298/55*z + 1
*
[ 15 ] 
f(z) = 8/297*z^3 - 282/55*z + 1
*
-3/2 | 0.090317486768582714734604125859465050514 | 0.010054477877643257857577639782912511502
f(z) = 16/297*z^3 - 295/44*z + 1
*
9 | 0.19790387078294649513415780848687236621 | 0.029107551812792427984267265203002822563
f(z) = 7/297*z^3 - 299/99*z + 1
*
93/8 | 0.16242694614724943360845726742719031089 | 0.018109493390184005284075806713815921990
f(z) = 8/297*z^3 - 291/88*z + 1
*
[ 9 ] 
f(z) = 14/297*z^3 - 290/99*z + 1
*
-3/2 | 0.16302251137165070215150421755491456205 | 0.018203986913611991154315766487434812705
f(z) = 10/297*z^3 - 287/110*z + 1
*
6 | 0.20602164322800731723853091458155250467 | 0.026492730050247745620036820986957876128
f(z) = 13/280*z^3 - 298/105*z + 1
*
16 | 0.16832305964715785074418751830210370568 | 0.026585013103957961399164419868548001571
f(z) = 1/288*z^3 - 281/144*z + 1
*
33/8 | 0.14709497282527150119254787404774460161 | 0.016400083245384956995055336276976424032
f(z) = 4/297*z^3 - 291/176*z + 1
*
7/2 | 0.21633652673819755013209669597504253305 | 0.028367975224134626254636684300549529369
f(z) = 11/294*z^3 - 293/168*z + 1
*
56/5 | 0.21952552518256682894299143407666767598 | 0.028917823760909461018179955814329114003
f(z) = 5/294*z^3 - 283/210*z + 1
*
[ 51/8 ] 
f(z) = 16/289*z^3 - 287/204*z + 1
*
[ 33/5 ] 
f(z) = 13/297*z^3 - 291/275*z + 1
*
-7 | 0.11252700907550700815681942741333689964 | 0.019858548476692877782663963567779057275
f(z) = 1/280*z^3 - 289/280*z + 1
*
[ 1/2 ] 
f(z) = 4/281*z^3 - 282/281*z + 1
*
[ 1/2 ] 
f(z) = 4/283*z^3 - 284/283*z + 1
*
[ 1/2 ] 
f(z) = 4/285*z^3 - 286/285*z + 1
*
[ 1/2 ] 
f(z) = 4/287*z^3 - 288/287*z + 1
*
[ 1/2 ] 
f(z) = 4/289*z^3 - 290/289*z + 1
*
[ 1/2 ] 
f(z) = 4/291*z^3 - 292/291*z + 1
*
[ 1/2 ] 
f(z) = 4/293*z^3 - 294/293*z + 1
*
[ 1/2 ] 
f(z) = 4/295*z^3 - 296/295*z + 1
*
[ 1/2 ] 
f(z) = 4/297*z^3 - 298/297*z + 1
*
[ -11 ] 
f(z) = 5/286*z^3 - 293/286*z + 1
*
[ -11 ] 
f(z) = 5/297*z^3 - 281/297*z + 1
*
[ 1/2 ] 
f(z) = 8/281*z^3 - 283/281*z + 1
*
[ 1/2 ] 
f(z) = 8/283*z^3 - 285/283*z + 1
*
[ 1/2 ] 
f(z) = 8/285*z^3 - 287/285*z + 1
*
[ 1/2 ] 
f(z) = 8/287*z^3 - 289/287*z + 1
*
[ 1/2 ] 
f(z) = 8/289*z^3 - 291/289*z + 1
*
[ 1/2 ] 
f(z) = 8/291*z^3 - 293/291*z + 1
*
[ 1/2 ] 
f(z) = 8/293*z^3 - 295/293*z + 1
*
[ 1/2 ] 
f(z) = 8/295*z^3 - 297/295*z + 1
*
[ 1/2 ] 
f(z) = 8/297*z^3 - 299/297*z + 1
*
7 | 0.069167646038500539449921571275912314776 | 0.012267345723158225959715426645963389906
f(z) = 9/280*z^3 - 281/280*z + 1
*
[ 7 ] 
f(z) = 11/280*z^3 - 299/280*z + 1
*
[ 7 ] 
f(z) = 11/287*z^3 - 293/287*z + 1
*
[ 1/2 ] 
f(z) = 12/281*z^3 - 284/281*z + 1
*
[ 1/2 ] 
f(z) = 12/283*z^3 - 286/283*z + 1
*
[ 1/2 ] 
f(z) = 12/287*z^3 - 290/287*z + 1
*
[ 1/2 ] 
f(z) = 12/289*z^3 - 292/289*z + 1
*
[ 1/2 ] 
f(z) = 12/293*z^3 - 296/293*z + 1
*
[ 1/2 ] 
f(z) = 12/295*z^3 - 298/295*z + 1
*
[ 1/2 ] 
f(z) = 16/281*z^3 - 285/281*z + 1
*
[ 1/2 ] 
f(z) = 16/283*z^3 - 287/283*z + 1
*
[ 1/2 ] 
f(z) = 16/285*z^3 - 289/285*z + 1
*
-19/4 | 0.16370259516268626701121641191735035942 | 0.028943216439869119270097628922032818452
f(z) = 16/285*z^3 - 286/285*z + 1
*
[ 1/2 ] 
f(z) = 16/287*z^3 - 291/287*z + 1
*
[ 1/2 ] 
f(z) = 16/289*z^3 - 293/289*z + 1
*
[ 1/2 ] 
f(z) = 16/291*z^3 - 295/291*z + 1
*
[ 1/2 ] 
f(z) = 16/293*z^3 - 297/293*z + 1
*
[ 1/2 ] 
f(z) = 16/295*z^3 - 299/295*z + 1
*
[ 23/4 ] 
f(z) = 16/299*z^3 - 282/299*z + 1
*
[ -6 ] 
f(z) = 17/282*z^3 - 283/282*z + 1
*
[ -33 ] 
f(z) = 7/297*z^3 - 271/11*z + 1
*
7 | 0.12367233457682814770086214498318485297 | 0.016433464128895639247467903297710680844
f(z) = 1/294*z^3 - 265/42*z + 1
*
[ 21 ] 
f(z) = 5/294*z^3 - 275/42*z + 1
*
[ -21 ] 
f(z) = 5/294*z^3 - 271/42*z + 1
*
[ 14 ] 
f(z) = 11/294*z^3 - 269/42*z + 1
*
[ -14 ] 
f(z) = 11/294*z^3 - 263/42*z + 1
*
15 | 0.21862983994870219035247457454601125203 | 0.027953340097894908592813207416072582968
f(z) = 4/297*z^3 - 277/66*z + 1
*
-8 | 0.20420312330774844491766066463007270848 | 0.029220241847423208187932407485849210991
f(z) = 13/288*z^3 - 271/72*z + 1
*
[ 17/2 ] 
f(z) = 19/289*z^3 - 263/68*z + 1
*
-3 | 0.14838813285089200554836720247947582436 | 0.016704571001058583699169009532773300645
f(z) = 8/297*z^3 - 267/88*z + 1
*
[ 9 ] 
f(z) = 13/297*z^3 - 263/99*z + 1
*
[ -9 ] 
f(z) = 14/297*z^3 - 268/99*z + 1
*
2/3 | 0.14992693034902599870718233030060042687 | 0.019594204751394013505860877716197233089
f(z) = 3/280*z^3 - 263/105*z + 1
*
6 | 0.18062295350052484482126246988676838949 | 0.023513836378985416790175036280898881158
f(z) = 11/280*z^3 - 271/105*z + 1
*
-6 | 0.18767159574146678411285290578091104987 | 0.024527119073394904720317539569411700278
f(z) = 13/280*z^3 - 263/105*z + 1
*
6 | 0.22205365303453964531947577117848162761 | 0.028865991884819846984179930331199948737
f(z) = 19/280*z^3 - 274/105*z + 1
*
21/2 | 0.15356267077532376566318268431909573373 | 0.019707896936523101684658439994987633926
f(z) = 1/297*z^3 - 269/132*z + 1
*
[ 28/3 ] 
f(z) = 9/280*z^3 - 267/140*z + 1
*
4 | 0.17339028076920925573351211793482687410 | 0.027674691907341511328933585729149319925
f(z) = 11/280*z^3 - 263/140*z + 1
*
21/2 | 0.21700562171511361784936171707485990615 | 0.028694270541836831752115566628012234251
f(z) = 5/294*z^3 - 275/168*z + 1
*
-30/7 | 0.17018889491547039778645559703589292985 | 0.021044683923991503993552546375226523605
f(z) = 7/288*z^3 - 271/168*z + 1
*
[ 34/5 ] 
f(z) = 15/289*z^3 - 263/170*z + 1
*
[ 2/5 ] 
f(z) = 5/296*z^3 - 278/185*z + 1
*
[ 10 ] 
f(z) = 7/296*z^3 - 271/185*z + 1
*
[ 2/5 ] 
f(z) = 15/296*z^3 - 279/185*z + 1
*
[ 51/2 ] 
f(z) = 1/289*z^3 - 263/204*z + 1
*
[ 51/4 ] 
f(z) = 4/289*z^3 - 271/204*z + 1
*
[ 14 ] 
f(z) = 3/296*z^3 - 274/259*z + 1
*
[ -8 ] 
f(z) = 9/280*z^3 - 261/280*z + 1
*
[ 23/3 ] 
f(z) = 9/299*z^3 - 269/299*z + 1
*
[ -6 ] 
f(z) = 17/294*z^3 - 269/294*z + 1
*
[ 17 ] 
f(z) = 16/289*z^3 - 256/17*z + 1
*
[ -17 ] 
f(z) = 16/289*z^3 - 254/17*z + 1
*
-33 | 0.21101750761817680378953656953815764589 | 0.027469007646069893023621388596673949534
f(z) = 2/297*z^3 - 241/33*z + 1
*
14 | 0.15708471287936443301279582257249381344 | 0.020581296799492367646451418388381056613
f(z) = 9/280*z^3 - 258/35*z + 1
*
-14 | 0.20186086899672982533249272779910623291 | 0.026515874080280016487554484271487390612
f(z) = 9/280*z^3 - 253/35*z + 1
*
10 | 0.20142581464613409577648217106157558043 | 0.026486339179901054733016351651403444209
f(z) = 17/280*z^3 - 251/35*z + 1
*
[ 34/3 ] 
f(z) = 18/289*z^3 - 241/34*z + 1
*
-15/4 | 0.18871004119559372029837244935842301162 | 0.021471410244324481618341610632848399177
f(z) = 4/297*z^3 - 243/44*z + 1
*
[ 33/2 ] 
f(z) = 7/297*z^3 - 241/44*z + 1
*
[ -12 ] 
f(z) = 14/297*z^3 - 251/44*z + 1
*
34 | 0.14908089213447906620666134681073608794 | 0.021544465812230210178225266188576064808
f(z) = 1/288*z^3 - 253/72*z + 1
*
15/2 | 0.20277897595930269901206708325789037917 | 0.026340122014498759468513195480368126225
f(z) = 2/297*z^3 - 245/66*z + 1
*
8 | 0.098995930560869773668040976083879818739 | 0.014274065290593143117384420780342202136
f(z) = 11/288*z^3 - 257/72*z + 1
*
[ 8 ] 
f(z) = 19/288*z^3 - 241/72*z + 1
*
[ -17/2 ] 
f(z) = 19/289*z^3 - 247/68*z + 1
*
[ 24 ] 
f(z) = 2/297*z^3 - 257/88*z + 1
*
87/4 | 0.15461180268819911833455286505207497671 | 0.017527119741398570929185121508708517384
f(z) = 2/297*z^3 - 251/88*z + 1
*
-15/8 | 0.22307073173549363036857064439025953146 | 0.025380966292249804363414504267066975107
f(z) = 8/297*z^3 - 243/88*z + 1
*
[ -9 ] 
f(z) = 13/297*z^3 - 241/99*z + 1
*
14/3 | 0.10625469730139743613864482401586125552 | 0.014039293426130206874228333539084094310
f(z) = 3/280*z^3 - 242/105*z + 1
*
6 | 0.17751988186079364477943501108848066955 | 0.023429988783982909980660309055053925086
f(z) = 9/280*z^3 - 244/105*z + 1
*
[ 3/10 ] 
f(z) = 10/297*z^3 - 257/110*z + 1
*
6 | 0.16859398947262926879215984063124016737 | 0.022216071802392678477786862331026433105
f(z) = 17/280*z^3 - 247/105*z + 1
*
[ 30 ] 
f(z) = 1/288*z^3 - 259/120*z + 1
*
[ -30 ] 
f(z) = 1/288*z^3 - 251/120*z + 1
*
-12 | 0.22750894698836351117916477554762886316 | 0.029552439520487219987833050617782529181
f(z) = 4/297*z^3 - 245/132*z + 1
*
42/5 | 0.10597350540199220883489049281474376707 | 0.013256141483653522033977067653170705690
f(z) = 5/288*z^3 - 247/120*z + 1
*
12/11 | 0.24252691814932532948788233495054513425 | 0.027765334568533733055518860225512780495
f(z) = 11/288*z^3 - 259/132*z + 1
*
[ 28 ] 
f(z) = 1/280*z^3 - 257/140*z + 1
*
[ -28 ] 
f(z) = 1/280*z^3 - 247/140*z + 1
*
4/3 | 0.11015064473522459701630820749829635176 | 0.017690515704909467592584997712116673140
f(z) = 9/280*z^3 - 253/140*z + 1
*
[ 18 ] 
f(z) = 2/297*z^3 - 245/198*z + 1
*
[ -51/2 ] 
f(z) = 1/289*z^3 - 247/204*z + 1
*
[ 24 ] 
f(z) = 1/297*z^3 - 259/264*z + 1
*
-6 | 0.16684326310257792938784030404883220037 | 0.020697959151774123593748888521967373620
f(z) = 11/288*z^3 - 247/264*z + 1
*
[ -33/5 ] 
f(z) = 14/297*z^3 - 248/275*z + 1
*
-5 | 0.12802452268665715540651733934743138188 | 0.022720373199853038266101009366942115926
f(z) = 1/280*z^3 - 249/280*z + 1
*
[ 23 ] 
f(z) = 1/299*z^3 - 243/299*z + 1
*
[ 13 ] 
f(z) = 3/286*z^3 - 243/286*z + 1
*
[ 23/2 ] 
f(z) = 4/299*z^3 - 256/299*z + 1
*
[ -9 ] 
f(z) = 7/288*z^3 - 247/288*z + 1
*
-5/3 | 0.15569219121127834899308772086808524714 | 0.027630524327600505367613216746785213945
f(z) = 9/280*z^3 - 249/280*z + 1
*
[ -8 ] 
f(z) = 9/296*z^3 - 243/296*z + 1
*
[ 7 ] 
f(z) = 10/287*z^3 - 244/287*z + 1
*
[ -7 ] 
f(z) = 12/287*z^3 - 260/287*z + 1
*
[ 13/2 ] 
f(z) = 12/299*z^3 - 254/299*z + 1
*
[ 11/2 ] 
f(z) = 16/297*z^3 - 241/297*z + 1
*
[ 5 ] 
f(z) = 19/280*z^3 - 251/280*z + 1
*
[ 5 ] 
f(z) = 19/290*z^3 - 243/290*z + 1
*
[ 17 ] 
f(z) = 14/289*z^3 - 222/17*z + 1
*
[ 17 ] 
f(z) = 15/289*z^3 - 239/17*z + 1
*
[ -17 ] 
f(z) = 15/289*z^3 - 237/17*z + 1
*
[ 34 ] 
f(z) = 2/289*z^3 - 239/34*z + 1
*
[ -34 ] 
f(z) = 2/289*z^3 - 237/34*z + 1
*
-3/2 | 0.20997937119620953063878976958659465002 | 0.024053835289254157452774663199321639952
f(z) = 10/297*z^3 - 229/22*z + 1
*
[ 14 ] 
f(z) = 11/280*z^3 - 237/35*z + 1
*
[ -14 ] 
f(z) = 11/280*z^3 - 232/35*z + 1
*
[ -34/3 ] 
f(z) = 18/289*z^3 - 235/34*z + 1
*
[ -15 ] 
f(z) = 7/297*z^3 - 233/55*z + 1
*
[ 12 ] 
f(z) = 13/297*z^3 - 237/44*z + 1
*
12 | 0.20276715397609040809604977765099711751 | 0.023429053870902839871666359668990243476
f(z) = 5/288*z^3 - 239/60*z + 1
*
-12 | 0.20383781046404513972410283145542457088 | 0.023669660520144047820825404171918739361
f(z) = 5/288*z^3 - 229/60*z + 1
*
-8 | 0.10547488613092479078266315484317811642 | 0.015369168994047655216295558550598422120
f(z) = 11/288*z^3 - 239/72*z + 1
*
[ -8 ] 
f(z) = 19/288*z^3 - 223/72*z + 1
*
3/8 | 0.22988485789945153248207480587253028425 | 0.026256284153769493919690333501514430539
f(z) = 8/297*z^3 - 235/88*z + 1
*
[ 30 ] 
f(z) = 1/280*z^3 - 236/105*z + 1
*
[ -30 ] 
f(z) = 1/280*z^3 - 229/105*z + 1
*
[ 30 ] 
f(z) = 1/297*z^3 - 227/110*z + 1
*
[ 66/5 ] 
f(z) = 5/297*z^3 - 221/110*z + 1
*
-6 | 0.21710859599215554625333827538002753914 | 0.028781748454996473224568364843245238010
f(z) = 11/280*z^3 - 236/105*z + 1
*
-6 | 0.19335311412967914481219199706059350784 | 0.025589669501429110590579484841680118030
f(z) = 19/280*z^3 - 239/105*z + 1
*
[ 3/8 ] 
f(z) = 16/297*z^3 - 221/132*z + 1
*
[ -28/3 ] 
f(z) = 9/280*z^3 - 237/140*z + 1
*
-3 | 0.15251262102316737971066271217115435428 | 0.017524126124227393124000262073389260418
f(z) = 14/297*z^3 - 223/154*z + 1
*
[ -18 ] 
f(z) = 2/297*z^3 - 223/198*z + 1
*
[ -10 ] 
f(z) = 7/296*z^3 - 234/185*z + 1
*
[ -51/4 ] 
f(z) = 4/289*z^3 - 239/204*z + 1
*
[ -51/8 ] 
f(z) = 16/289*z^3 - 223/204*z + 1
*
[ -14 ] 
f(z) = 3/296*z^3 - 237/259*z + 1
*
[ 51/5 ] 
f(z) = 5/289*z^3 - 229/255*z + 1
*
[ 6/11 ] 
f(z) = 11/288*z^3 - 223/264*z + 1
*
8 | 0.13543219185419371816067757518169325064 | 0.024035004213470684065980269375697056444
f(z) = 3/280*z^3 - 227/280*z + 1
*
[ 13 ] 
f(z) = 3/299*z^3 - 231/299*z + 1
*
[ 22/3 ] 
f(z) = 9/286*z^3 - 237/286*z + 1
*
[ 6 ] 
f(z) = 13/282*z^3 - 233/282*z + 1
*
[ 6 ] 
f(z) = 13/294*z^3 - 223/294*z + 1
*
3/2 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = 16/285*z^3 - 226/285*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 19/290*z^3 - 221/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = 19/294*z^3 - 223/294*z + 1
*
[ 5 ] 
f(z) = 19/295*z^3 - 239/295*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 19/298*z^3 - 225/298*z + 1
*
[ 17 ] 
f(z) = 13/289*z^3 - 205/17*z + 1
*
[ -17 ] 
f(z) = 13/289*z^3 - 203/17*z + 1
*
[ -17 ] 
f(z) = 14/289*z^3 - 220/17*z + 1
*
[ -33 ] 
f(z) = 2/297*z^3 - 208/33*z + 1
*
[ 24 ] 
f(z) = 5/288*z^3 - 217/24*z + 1
*
[ -24 ] 
f(z) = 5/288*z^3 - 215/24*z + 1
*
[ 33/2 ] 
f(z) = 8/297*z^3 - 211/33*z + 1
*
[ 10 ] 
f(z) = 19/280*z^3 - 206/35*z + 1
*
[ 42 ] 
f(z) = 1/294*z^3 - 211/42*z + 1
*
[ -42 ] 
f(z) = 1/294*z^3 - 209/42*z + 1
*
-12 | 0.24285102100701595624056674440854281860 | 0.028082745867148167853021149768495938764
f(z) = 8/297*z^3 - 211/44*z + 1
*
-10 | 0.17123213160745571228106355800507049029 | 0.025521592541271352675353791878922519275
f(z) = 1/288*z^3 - 205/72*z + 1
*
8 | 0.091363542016638606466133527014506094686 | 0.013559138367662763894758299586736335745
f(z) = 7/288*z^3 - 211/72*z + 1
*
8 | 0.20180283290916482157876902499567291981 | 0.029825172182443094762969512766467409145
f(z) = 13/288*z^3 - 217/72*z + 1
*
[ 8 ] 
f(z) = 17/288*z^3 - 209/72*z + 1
*
3/4 | 0.23083538324816617068905191634255107908 | 0.026752493970433930837862208543913801050
f(z) = 10/297*z^3 - 207/88*z + 1
*
[ 33/4 ] 
f(z) = 14/297*z^3 - 205/88*z + 1
*
-6 | 0.16348901140752004344667082738086000392 | 0.022028287562596216983985844375503320001
f(z) = 9/280*z^3 - 209/105*z + 1
*
6/5 | 0.25731222872358350781192156088351378757 | 0.029821008159940622705110427992211905049
f(z) = 10/297*z^3 - 207/110*z + 1
*
-6 | 0.22205421376105119051299949096916420976 | 0.029861939632978951647419316359207003325
f(z) = 17/280*z^3 - 212/105*z + 1
*
[ -34/5 ] 
f(z) = 15/289*z^3 - 213/170*z + 1
*
-3 | 0.20180724296766197832978392741726251017 | 0.023349362636673436352494611118026428708
f(z) = 17/297*z^3 - 210/187*z + 1
*
[ 22 ] 
f(z) = 1/286*z^3 - 211/286*z + 1
*
[ -23 ] 
f(z) = 1/299*z^3 - 217/299*z + 1
*
[ 11 ] 
f(z) = 4/297*z^3 - 214/297*z + 1
*
[ -23/2 ] 
f(z) = 4/299*z^3 - 204/299*z + 1
*
[ 15/2 ] 
f(z) = 8/285*z^3 - 203/285*z + 1
*
[ 7 ] 
f(z) = 9/280*z^3 - 201/280*z + 1
*
[ -7 ] 
f(z) = 11/280*z^3 - 219/280*z + 1
*
[ -7 ] 
f(z) = 11/287*z^3 - 211/287*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 13/298*z^3 - 201/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 15/286*z^3 - 203/286*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 15/298*z^3 - 209/298*z + 1
*
[ 5 ] 
f(z) = 17/280*z^3 - 201/280*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 17/282*z^3 - 209/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 17/286*z^3 - 211/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 17/290*z^3 - 213/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = 17/294*z^3 - 215/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 17/298*z^3 - 217/298*z + 1
*
[ 5 ] 
f(z) = 18/295*z^3 - 214/295*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = 19/282*z^3 - 217/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 19/286*z^3 - 219/286*z + 1
*
[ 33 ] 
f(z) = 5/297*z^3 - 191/11*z + 1
*
[ 17 ] 
f(z) = 12/289*z^3 - 188/17*z + 1
*
[ -17 ] 
f(z) = 12/289*z^3 - 186/17*z + 1
*
-6 | 0.13266562998274731630352779496151493564 | 0.018018745316412431781019567928024263586
f(z) = 1/280*z^3 - 197/35*z + 1
*
-6 | 0.23176320703123878010884925341113222873 | 0.029954480146480099413632471973821759393
f(z) = 1/288*z^3 - 191/24*z + 1
*
[ 14 ] 
f(z) = 9/280*z^3 - 188/35*z + 1
*
[ -14 ] 
f(z) = 9/280*z^3 - 183/35*z + 1
*
[ 33/2 ] 
f(z) = 10/297*z^3 - 181/22*z + 1
*
-10 | 0.20001389482697474709357112081099993694 | 0.027222776118244333802648722872122299456
f(z) = 13/280*z^3 - 194/35*z + 1
*
[ 10 ] 
f(z) = 17/280*z^3 - 181/35*z + 1
*
[ -10 ] 
f(z) = 19/280*z^3 - 199/35*z + 1
*
35 | 0.18267176542051045179648697832340811012 | 0.025340809152446459983825177547518822151
f(z) = 1/294*z^3 - 193/42*z + 1
*
-21/2 | 0.18350331386450312119333742563877518646 | 0.021575114014823883342143232912860633215
f(z) = 13/297*z^3 - 183/44*z + 1
*
8 | 0.11697965655137351621260781152287311579 | 0.017593612328507758958548588273740010479
f(z) = 7/288*z^3 - 193/72*z + 1
*
-33/4 | 0.19425208096171691352755942526126119378 | 0.026075861866310250689416702528903006414
f(z) = 8/297*z^3 - 191/66*z + 1
*
8 | 0.19354569577179108296097070017659016610 | 0.029295587070149780947423648372341652625
f(z) = 11/288*z^3 - 185/72*z + 1
*
[ 17/2 ] 
f(z) = 15/289*z^3 - 195/68*z + 1
*
[ -8 ] 
f(z) = 17/288*z^3 - 191/72*z + 1
*
[ 9 ] 
f(z) = 10/297*z^3 - 182/99*z + 1
*
6 | 0.20218404917732852958366392755840523700 | 0.027537513163254938512032085860474933500
f(z) = 13/280*z^3 - 193/105*z + 1
*
24/5 | 0.21204309624470393246056852258547683336 | 0.027368886205555088041835464838238277464
f(z) = 5/288*z^3 - 193/120*z + 1
*
[ 12 ] 
f(z) = 5/297*z^3 - 199/132*z + 1
*
-20 | 0.16149470515258372619865484470942280350 | 0.027115365167718646558973053273885477623
f(z) = 1/280*z^3 - 193/140*z + 1
*
4 | 0.17559801453112160192638010055927980639 | 0.029749097498138856228297300710135625933
f(z) = 1/280*z^3 - 183/140*z + 1
*
[ 66/7 ] 
f(z) = 7/297*z^3 - 185/154*z + 1
*
[ 17/3 ] 
f(z) = 19/289*z^3 - 197/153*z + 1
*
6 | 0.16523454903780960828884275327591746596 | 0.021243257473681101125272949814617379709
f(z) = 7/288*z^3 - 199/168*z + 1
*
-33/7 | 0.22884215957541973457052292312803526547 | 0.029954564749599293758392636786707961300
f(z) = 14/297*z^3 - 193/231*z + 1
*
[ 4/7 ] 
f(z) = 7/288*z^3 - 191/252*z + 1
*
[ 3/5 ] 
f(z) = 2/297*z^3 - 184/275*z + 1
*
[ 3/5 ] 
f(z) = 8/297*z^3 - 186/275*z + 1
*
-24/11 | 0.18786693158778279397769386176414650261 | 0.023306077834154938927673764941722584500
f(z) = 11/288*z^3 - 191/264*z + 1
*
[ 3/5 ] 
f(z) = 14/297*z^3 - 188/275*z + 1
*
[ 3/5 ] 
f(z) = 17/297*z^3 - 189/275*z + 1
*
[ -22 ] 
f(z) = 1/286*z^3 - 185/286*z + 1
*
[ 15 ] 
f(z) = 2/285*z^3 - 184/285*z + 1
*
[ -13 ] 
f(z) = 3/286*z^3 - 199/286*z + 1
*
[ -13 ] 
f(z) = 3/299*z^3 - 185/299*z + 1
*
-5/2 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = 4/285*z^3 - 196/285*z + 1
*
[ 8 ] 
f(z) = 7/296*z^3 - 189/296*z + 1
*
[ 7 ] 
f(z) = 9/287*z^3 - 195/287*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 9/290*z^3 - 181/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 9/298*z^3 - 185/298*z + 1
*
[ -23/3 ] 
f(z) = 9/299*z^3 - 191/299*z + 1
*
-2 | 0.071300063277718270959606209605922969471 | 0.012637582005735302471969679532651420712
f(z) = 11/282*z^3 - 185/282*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 11/290*z^3 - 189/290*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.012680634626583032135212836840600894788
f(z) = 11/294*z^3 - 191/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 11/298*z^3 - 193/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 13/282*z^3 - 193/282*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 13/290*z^3 - 197/290*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.012680519885630953490163295712238155401
f(z) = 13/294*z^3 - 199/294*z + 1
*
[ 5 ] 
f(z) = 17/285*z^3 - 197/285*z + 1
*
[ 5 ] 
f(z) = 17/290*z^3 - 193/290*z + 1
*
[ 5 ] 
f(z) = 17/295*z^3 - 189/295*z + 1
*
[ 17 ] 
f(z) = 11/289*z^3 - 171/17*z + 1
*
[ -17 ] 
f(z) = 11/289*z^3 - 169/17*z + 1
*
6 | 0.17512271721447724211721854701052864226 | 0.022892778289111225315224634753568379445
f(z) = 1/288*z^3 - 175/24*z + 1
*
-6 | 0.18556724388036958448178870116506133309 | 0.024407427770869063288641613127529519885
f(z) = 1/288*z^3 - 167/24*z + 1
*
-15 | 0.19249450021245468013806148666491832859 | 0.022944454676912060320302450537609136345
f(z) = 10/297*z^3 - 163/22*z + 1
*
[ -10 ] 
f(z) = 17/280*z^3 - 174/35*z + 1
*
-12 | 0.22041032322507030465921988978792520115 | 0.026196191918902732954196474327848853362
f(z) = 8/297*z^3 - 167/44*z + 1
*
[ 12 ] 
f(z) = 10/297*z^3 - 173/44*z + 1
*
-8 | 0.14555898254578083912346558435149973443 | 0.022219080686150130562974125706832604113
f(z) = 7/288*z^3 - 175/72*z + 1
*
[ 17/2 ] 
f(z) = 13/289*z^3 - 161/68*z + 1
*
[ -17/2 ] 
f(z) = 15/289*z^3 - 179/68*z + 1
*
6 | 0.18430143919825111201026985822997774180 | 0.025693086956903612147091902196640252175
f(z) = 3/280*z^3 - 163/105*z + 1
*
[ 34/3 ] 
f(z) = 6/289*z^3 - 179/102*z + 1
*
[ -34/3 ] 
f(z) = 6/289*z^3 - 161/102*z + 1
*
[ -15/2 ] 
f(z) = 14/297*z^3 - 167/110*z + 1
*
[ 6 ] 
f(z) = 19/280*z^3 - 169/105*z + 1
*
[ 6 ] 
f(z) = 19/296*z^3 - 164/111*z + 1
*
6 | 0.21861239326460567900545248024323937687 | 0.028753814988288107830433785961401872077
f(z) = 5/288*z^3 - 167/120*z + 1
*
[ 21/2 ] 
f(z) = 5/294*z^3 - 163/168*z + 1
*
-24/7 | 0.16403062721605496861815056702627085426 | 0.021557815240905160797588278128856396126
f(z) = 7/288*z^3 - 167/168*z + 1
*
-14/5 | 0.21621743358533896796894214767516410707 | 0.029647183522538141185580650286302319030
f(z) = 5/294*z^3 - 163/210*z + 1
*
[ 48/5 ] 
f(z) = 5/288*z^3 - 169/240*z + 1
*
[ -51/5 ] 
f(z) = 5/289*z^3 - 179/255*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 3/298*z^3 - 161/298*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 5/282*z^3 - 161/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 5/286*z^3 - 163/286*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = 5/294*z^3 - 167/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 5/298*z^3 - 169/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = 7/282*z^3 - 169/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 7/286*z^3 - 171/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 7/290*z^3 - 173/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 7/298*z^3 - 177/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 9/286*z^3 - 179/286*z + 1
*
[ -7 ] 
f(z) = 10/287*z^3 - 162/287*z + 1
*
[ 6 ] 
f(z) = 11/282*z^3 - 161/282*z + 1
*
[ -13/2 ] 
f(z) = 12/299*z^3 - 162/299*z + 1
*
[ 5 ] 
f(z) = 16/285*z^3 - 172/285*z + 1
*
[ 5 ] 
f(z) = 16/295*z^3 - 164/295*z + 1
*
[ -23/4 ] 
f(z) = 16/299*z^3 - 178/299*z + 1
*
[ -33 ] 
f(z) = 4/297*z^3 - 150/11*z + 1
*
[ 17 ] 
f(z) = 10/289*z^3 - 154/17*z + 1
*
[ -17 ] 
f(z) = 10/289*z^3 - 152/17*z + 1
*
[ 33/2 ] 
f(z) = 16/297*z^3 - 151/11*z + 1
*
42 | 0.16836487975850411393385724492493736557 | 0.022442108051987607448236304144661863174
f(z) = 1/288*z^3 - 151/24*z + 1
*
-42 | 0.15846384195815964075107159181182338173 | 0.021276736561097986018139563337592236057
f(z) = 1/288*z^3 - 143/24*z + 1
*
-28 | 0.13587372352721054030289717186349093694 | 0.019293979285960368040621602580961781256
f(z) = 1/288*z^3 - 143/36*z + 1
*
15 | 0.15505196517493663112339953213114075057 | 0.018536373560197582909805688984401510951
f(z) = 8/297*z^3 - 159/22*z + 1
*
28 | 0.13911045426285841263854386954519852622 | 0.020094989204074234866091864957352046207
f(z) = 1/294*z^3 - 145/42*z + 1
*
15/2 | 0.22904997341797157416968182615131352840 | 0.027466456130890291397877041031554795502
f(z) = 1/297*z^3 - 155/44*z + 1
*
-15 | 0.20346093449506559261062027284807261245 | 0.024323638094185590617577399090038185157
f(z) = 4/297*z^3 - 159/44*z + 1
*
39/5 | 0.16302249357709741861782245590192884626 | 0.019657726709388494047076157753258382712
f(z) = 5/297*z^3 - 148/55*z + 1
*
-12 | 0.24492371900294332006919739940370430942 | 0.029557778732464714805232766207150813135
f(z) = 5/297*z^3 - 147/44*z + 1
*
-18 | 0.18624832657052564250847466720048216793 | 0.029145745250320628504176871054829208528
f(z) = 1/288*z^3 - 149/72*z + 1
*
[ -21 ] 
f(z) = 2/297*z^3 - 148/77*z + 1
*
-8 | 0.17123110034429733206484455181291368139 | 0.026969184416466099141202194901133837936
f(z) = 5/288*z^3 - 143/72*z + 1
*
[ 21/2 ] 
f(z) = 8/297*z^3 - 159/77*z + 1
*
[ 8 ] 
f(z) = 13/288*z^3 - 145/72*z + 1
*
[ -17/2 ] 
f(z) = 13/289*z^3 - 145/68*z + 1
*
[ 28 ] 
f(z) = 1/294*z^3 - 143/84*z + 1
*
[ 3/8 ] 
f(z) = 8/297*z^3 - 147/88*z + 1
*
[ -9 ] 
f(z) = 10/297*z^3 - 160/99*z + 1
*
14/3 | 0.14992589673260510898500113309786585942 | 0.021106447858185364481786131075057996790
f(z) = 3/280*z^3 - 152/105*z + 1
*
-6 | 0.17816046709022589618730154800972400577 | 0.024945331100819768501306203607475640612
f(z) = 13/280*z^3 - 158/105*z + 1
*
[ 6 ] 
f(z) = 17/280*z^3 - 142/105*z + 1
*
-24/5 | 0.15187439427811224185148555497442977349 | 0.020391979883240047086120328229733323071
f(z) = 5/288*z^3 - 143/120*z + 1
*
-21/2 | 0.21136516528048211948631869024581235378 | 0.029139867419194637394419952861150221801
f(z) = 5/297*z^3 - 157/132*z + 1
*
[ 17/3 ] 
f(z) = 16/289*z^3 - 146/153*z + 1
*
[ -17/3 ] 
f(z) = 19/289*z^3 - 143/153*z + 1
*
12 | 0.24585191647466420609620884002191150558 | 0.029038813967699282124343979488994622964
f(z) = 1/297*z^3 - 155/176*z + 1
*
[ 10 ] 
f(z) = 5/296*z^3 - 146/185*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.012637514390820279256696507681956358993
f(z) = 1/282*z^3 - 145/282*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 1/290*z^3 - 149/290*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = 1/294*z^3 - 151/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 1/298*z^3 - 153/298*z + 1
*
[ -15 ] 
f(z) = 2/285*z^3 - 146/285*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 3/286*z^3 - 155/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 3/290*z^3 - 157/290*z + 1
*
[ -11 ] 
f(z) = 4/297*z^3 - 160/297*z + 1
*
[ 9 ] 
f(z) = 5/288*z^3 - 149/288*z + 1
*
-5 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = 8/285*z^3 - 143/285*z + 1
*
[ 7 ] 
f(z) = 8/287*z^3 - 146/287*z + 1
*
[ -22/3 ] 
f(z) = 9/286*z^3 - 159/286*z + 1
*
[ 2/3 ] 
f(z) = 9/290*z^3 - 149/290*z + 1
*
[ 2/3 ] 
f(z) = 9/298*z^3 - 153/298*z + 1
*
[ 6 ] 
f(z) = 11/294*z^3 - 151/294*z + 1
*
[ 17 ] 
f(z) = 9/289*z^3 - 137/17*z + 1
*
[ -17 ] 
f(z) = 9/289*z^3 - 135/17*z + 1
*
6 | 0.18564657253324663576320890022719721590 | 0.025330085712387244302375969285417437288
f(z) = 1/288*z^3 - 127/24*z + 1
*
[ 36 ] 
f(z) = 1/288*z^3 - 127/36*z + 1
*
[ -36 ] 
f(z) = 1/288*z^3 - 125/36*z + 1
*
-18 | 0.15437365626355804993512723147269085021 | 0.022009625981089865459542574001199280059
f(z) = 3/280*z^3 - 139/35*z + 1
*
-33/2 | 0.19426707294432853903941635090148012350 | 0.027747501434881205095929953527406424456
f(z) = 4/297*z^3 - 122/33*z + 1
*
34/3 | 0.18319217624321083562503105862838101643 | 0.026458983588272867800281249225251143499
f(z) = 9/280*z^3 - 127/35*z + 1
*
-10 | 0.12844232613360233202857722608409634721 | 0.018637448992775537698798953206176179368
f(z) = 9/280*z^3 - 123/35*z + 1
*
10 | 0.16919172622114066614848813051177893055 | 0.024436857507568492357208737243291122804
f(z) = 11/280*z^3 - 127/35*z + 1
*
[ 10 ] 
f(z) = 13/280*z^3 - 131/35*z + 1
*
[ -10 ] 
f(z) = 13/280*z^3 - 124/35*z + 1
*
[ 17/2 ] 
f(z) = 18/289*z^3 - 123/34*z + 1
*
21 | 0.072072432017082509275515182847900890164 | 0.010690541642445643498565907567208190494
f(z) = 1/294*z^3 - 121/42*z + 1
*
6 | 0.19418787896612539847981803716392904232 | 0.023594234009550881043004398926772085894
f(z) = 2/297*z^3 - 139/44*z + 1
*
-15/2 | 0.24435550664649550465126717431025583544 | 0.029905089244309682378931273175220126864
f(z) = 8/297*z^3 - 131/55*z + 1
*
[ -12 ] 
f(z) = 8/297*z^3 - 123/44*z + 1
*
-12/5 | 0.16302184344659148244045138363091189225 | 0.019807495418487058029459508463119466885
f(z) = 10/297*z^3 - 139/55*z + 1
*
30/7 | 0.24132355705273665912036432616986284687 | 0.029399256812504044816616445438097924870
f(z) = 7/297*z^3 - 136/77*z + 1
*
-33/4 | 0.19425042008147112419206604527153638914 | 0.027293074507277672324789334073365656906
f(z) = 8/297*z^3 - 137/66*z + 1
*
[ 17/2 ] 
f(z) = 11/289*z^3 - 127/68*z + 1
*
[ -8 ] 
f(z) = 13/288*z^3 - 127/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.027697953510515583391334080110676118948
f(z) = 13/288*z^3 - 121/72*z + 1
*
2 | 0.17123115019080676015623744740841560838 | 0.027553008569322355916878308315437317495
f(z) = 17/288*z^3 - 125/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.027482803983125162754772705438181353522
f(z) = 19/288*z^3 - 127/72*z + 1
*
[ -28 ] 
f(z) = 1/294*z^3 - 137/84*z + 1
*
[ 9 ] 
f(z) = 8/297*z^3 - 128/99*z + 1
*
6 | 0.18062252912352088030641202010578772732 | 0.025832385322276606365417877570950438136
f(z) = 1/280*z^3 - 136/105*z + 1
*
-6 | 0.15655013163476303728578627817395922375 | 0.022585409855998706390822261147431814085
f(z) = 3/280*z^3 - 128/105*z + 1
*
6 | 0.17090384159760714299977400306381210738 | 0.024366395946940592470900073533015784277
f(z) = 9/280*z^3 - 139/105*z + 1
*
-6 | 0.19556084789159149100505997968504644013 | 0.028119482792862180015872285064560141459
f(z) = 11/280*z^3 - 131/105*z + 1
*
[ 6 ] 
f(z) = 17/296*z^3 - 137/111*z + 1
*
[ -6 ] 
f(z) = 19/280*z^3 - 134/105*z + 1
*
[ -6 ] 
f(z) = 19/296*z^3 - 127/111*z + 1
*
-6 | 0.15424948580435816643850232577904465930 | 0.021046188158503906134043205741542440773
f(z) = 5/288*z^3 - 127/120*z + 1
*
-33/8 | 0.21136516528048211948631869024581235378 | 0.029697774665422845463343804354875317987
f(z) = 16/297*z^3 - 137/132*z + 1
*
[ -21/2 ] 
f(z) = 5/294*z^3 - 131/168*z + 1
*
[ 34/5 ] 
f(z) = 10/289*z^3 - 127/170*z + 1
*
[ 21/2 ] 
f(z) = 4/297*z^3 - 134/231*z + 1
*
[ 12/19 ] 
f(z) = 19/288*z^3 - 139/228*z + 1
*
5/2 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = 4/285*z^3 - 139/285*z + 1
*
-6 | 0.14414214466196951974242112429121001640 | 0.025361154512213985625376132552839050189
f(z) = 5/294*z^3 - 131/294*z + 1
*
[ -15/2 ] 
f(z) = 8/285*z^3 - 127/285*z + 1
*
[ -7 ] 
f(z) = 9/280*z^3 - 121/280*z + 1
*
[ -6 ] 
f(z) = 13/282*z^3 - 139/282*z + 1
*
[ -6 ] 
f(z) = 13/294*z^3 - 125/294*z + 1
*
[ 5 ] 
f(z) = 14/285*z^3 - 122/285*z + 1
*
[ 19/4 ] 
f(z) = 16/285*z^3 - 136/285*z + 1
*
[ -11/2 ] 
f(z) = 16/297*z^3 - 133/297*z + 1
*
[ -5 ] 
f(z) = 19/280*z^3 - 139/280*z + 1
*
[ -5 ] 
f(z) = 19/290*z^3 - 127/290*z + 1
*
[ -5 ] 
f(z) = 19/295*z^3 - 121/295*z + 1
*
[ 17 ] 
f(z) = 7/289*z^3 - 103/17*z + 1
*
[ -17 ] 
f(z) = 7/289*z^3 - 101/17*z + 1
*
[ 17 ] 
f(z) = 8/289*z^3 - 120/17*z + 1
*
[ -17 ] 
f(z) = 8/289*z^3 - 118/17*z + 1
*
[ 12 ] 
f(z) = 19/288*z^3 - 103/12*z + 1
*
[ -12 ] 
f(z) = 19/288*z^3 - 101/12*z + 1
*
-26 | 0.078676982529414650850498797651438315752 | 0.011735101436736282797525610411118355189
f(z) = 1/280*z^3 - 102/35*z + 1
*
-6 | 0.14639674669342610391149765625879138493 | 0.020153653524762217883904103060624046484
f(z) = 1/288*z^3 - 119/24*z + 1
*
[ 34 ] 
f(z) = 1/289*z^3 - 103/34*z + 1
*
[ -34 ] 
f(z) = 1/289*z^3 - 101/34*z + 1
*
-12 | 0.20279580584199771840324581448065902085 | 0.029641508871587037070462211883374382807
f(z) = 1/297*z^3 - 104/33*z + 1
*
14 | 0.17641963602137866973747708009362588793 | 0.025986208618924596411809685503439594670
f(z) = 3/280*z^3 - 111/35*z + 1
*
21/2 | 0.16914302132341297925663739500118996621 | 0.024722672869434094356466823191095260752
f(z) = 4/297*z^3 - 104/33*z + 1
*
15/4 | 0.20890570949238521640308513144285764679 | 0.026095706509858864690805590053681365354
f(z) = 8/297*z^3 - 111/22*z + 1
*
[ 34/3 ] 
f(z) = 9/289*z^3 - 105/34*z + 1
*
[ 10 ] 
f(z) = 11/280*z^3 - 106/35*z + 1
*
[ -17/2 ] 
f(z) = 18/289*z^3 - 115/34*z + 1
*
-6 | 0.13321918128109324186984889869916672809 | 0.016497812417209146913336678068691394191
f(z) = 1/297*z^3 - 119/44*z + 1
*
[ -15 ] 
f(z) = 4/297*z^3 - 108/55*z + 1
*
3/4 | 0.19790569358722207187260460855721048267 | 0.024954801110637562041974306388104755521
f(z) = 4/297*z^3 - 103/44*z + 1
*
[ 14 ] 
f(z) = 5/294*z^3 - 101/42*z + 1
*
[ 12 ] 
f(z) = 7/297*z^3 - 109/44*z + 1
*
[ 15/2 ] 
f(z) = 16/297*z^3 - 119/55*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.028173935465135548236029055429617314120
f(z) = 1/288*z^3 - 109/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.028007851129251238897703346164402886058
f(z) = 5/288*z^3 - 113/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.027927707553783750024505033038874939289
f(z) = 7/288*z^3 - 115/72*z + 1
*
[ 3/7 ] 
f(z) = 7/297*z^3 - 103/77*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.027772829740449599004576982688323955868
f(z) = 11/288*z^3 - 119/72*z + 1
*
[ 8 ] 
f(z) = 11/288*z^3 - 113/72*z + 1
*
[ -17/2 ] 
f(z) = 11/289*z^3 - 111/68*z + 1
*
[ 9 ] 
f(z) = 7/297*z^3 - 101/99*z + 1
*
[ -9 ] 
f(z) = 8/297*z^3 - 106/99*z + 1
*
[ -33/4 ] 
f(z) = 10/297*z^3 - 103/88*z + 1
*
-6 | 0.17505781982749866066032453899241694800 | 0.025998421398210974651302476237168984483
f(z) = 9/280*z^3 - 104/105*z + 1
*
[ 15/2 ] 
f(z) = 10/297*z^3 - 113/110*z + 1
*
[ 6 ] 
f(z) = 15/296*z^3 - 110/111*z + 1
*
[ -6 ] 
f(z) = 17/280*z^3 - 107/105*z + 1
*
[ -12 ] 
f(z) = 4/297*z^3 - 113/132*z + 1
*
24/5 | 0.13241958906730954844215262188601710194 | 0.018208516904491644174316117901324128993
f(z) = 5/288*z^3 - 103/120*z + 1
*
[ 17/3 ] 
f(z) = 14/289*z^3 - 112/153*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 15/284*z^3 - 101/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 15/292*z^3 - 103/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 17/284*z^3 - 105/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 17/292*z^3 - 107/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 19/284*z^3 - 109/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 19/292*z^3 - 111/146*z + 1
*
[ 15/2 ] 
f(z) = 8/297*z^3 - 107/165*z + 1
*
[ 3/5 ] 
f(z) = 10/297*z^3 - 112/165*z + 1
*
[ -10 ] 
f(z) = 5/296*z^3 - 109/185*z + 1
*
[ -21 ] 
f(z) = 1/297*z^3 - 101/231*z + 1
*
[ 15/2 ] 
f(z) = 7/297*z^3 - 101/220*z + 1
*
-6 | 0.24025898576294774577667623409937281443 | 0.027649458512229124428025585693013225933
f(z) = 10/297*z^3 - 109/220*z + 1
*
[ -48/5 ] 
f(z) = 5/288*z^3 - 119/240*z + 1
*
[ 17/4 ] 
f(z) = 19/289*z^3 - 115/272*z + 1
*
[ 11 ] 
f(z) = 3/286*z^3 - 103/286*z + 1
*
[ 19/2 ] 
f(z) = 4/285*z^3 - 106/285*z + 1
*
[ -8 ] 
f(z) = 7/296*z^3 - 115/296*z + 1
*
[ -7 ] 
f(z) = 9/287*z^3 - 113/287*z + 1
*
[ 5 ] 
f(z) = 13/280*z^3 - 101/280*z + 1
*
[ 5 ] 
f(z) = 14/295*z^3 - 114/295*z + 1
*
[ 3/4 ] 
f(z) = 16/285*z^3 - 104/285*z + 1
*
[ 3/4 ] 
f(z) = 16/291*z^3 - 106/291*z + 1
*
[ 13/3 ] 
f(z) = 18/299*z^3 - 108/299*z + 1
*
[ 17 ] 
f(z) = 6/289*z^3 - 86/17*z + 1
*
[ -17 ] 
f(z) = 6/289*z^3 - 84/17*z + 1
*
[ 12 ] 
f(z) = 17/288*z^3 - 91/12*z + 1
*
[ -12 ] 
f(z) = 17/288*z^3 - 89/12*z + 1
*
6 | 0.16395676718587871031776531680548652505 | 0.024837305204783559211880908733267957034
f(z) = 1/280*z^3 - 92/35*z + 1
*
[ 33 ] 
f(z) = 1/297*z^3 - 89/33*z + 1
*
-51/2 | 0.17343169821055747221060820670692841230 | 0.022279182284856240123203628350125606294
f(z) = 2/297*z^3 - 89/22*z + 1
*
-33/2 | 0.19790387078294649513415780848687236621 | 0.029600356984648941695400683776870468571
f(z) = 4/297*z^3 - 89/33*z + 1
*
[ -33/2 ] 
f(z) = 4/297*z^3 - 86/33*z + 1
*
2/3 | 0.17641870187555326329941692459130104690 | 0.026906308600452091551201692294330409636
f(z) = 9/280*z^3 - 88/35*z + 1
*
[ 10 ] 
f(z) = 9/280*z^3 - 81/35*z + 1
*
[ -34/3 ] 
f(z) = 9/289*z^3 - 99/34*z + 1
*
[ -10 ] 
f(z) = 11/280*z^3 - 99/35*z + 1
*
[ 17/2 ] 
f(z) = 14/289*z^3 - 89/34*z + 1
*
[ -17/2 ] 
f(z) = 14/289*z^3 - 81/34*z + 1
*
[ 33/4 ] 
f(z) = 16/297*z^3 - 92/33*z + 1
*
6 | 0.13553059658430946035963381598784541077 | 0.019563978882295679369384369213657368180
f(z) = 19/288*z^3 - 85/24*z + 1
*
[ -14 ] 
f(z) = 5/294*z^3 - 95/42*z + 1
*
-21/2 | 0.15033218285978580413098626317507327098 | 0.019426557291312793259111512422957057731
f(z) = 7/297*z^3 - 85/44*z + 1
*
42/5 | 0.16302184344659148244045138363091189225 | 0.020795905817256977877066420507054916626
f(z) = 10/297*z^3 - 94/55*z + 1
*
[ 7 ] 
f(z) = 17/294*z^3 - 83/42*z + 1
*
[ 7 ] 
f(z) = 19/294*z^3 - 97/42*z + 1
*
[ -7 ] 
f(z) = 19/294*z^3 - 85/42*z + 1
*
8 | 0.073222370946234521994560548175530963749 | 0.012283560704017430984460796309482478927
f(z) = 1/288*z^3 - 97/72*z + 1
*
-15 | 0.15356107605672632080705696242255395563 | 0.022968033178144445777479505475117068081
f(z) = 2/297*z^3 - 89/66*z + 1
*
[ 17/2 ] 
f(z) = 9/289*z^3 - 93/68*z + 1
*
[ -8 ] 
f(z) = 11/288*z^3 - 95/72*z + 1
*
[ 6 ] 
f(z) = 19/297*z^3 - 97/66*z + 1
*
14/3 | 0.16395780080229960003994651400822109250 | 0.024349920506164833591929998580317834669
f(z) = 3/280*z^3 - 92/105*z + 1
*
-10/3 | 0.16395780080229960003994651400822109250 | 0.024349920506164833591929998580317834669
f(z) = 3/280*z^3 - 86/105*z + 1
*
6/5 | 0.23081976890835849359094050075557722452 | 0.028865759351132455769324437460594235103
f(z) = 10/297*z^3 - 97/110*z + 1
*
[ 6 ] 
f(z) = 13/280*z^3 - 88/105*z + 1
*
[ 6 ] 
f(z) = 13/296*z^3 - 83/111*z + 1
*
[ -6 ] 
f(z) = 17/296*z^3 - 100/111*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 5/284*z^3 - 81/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 5/292*z^3 - 83/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 7/284*z^3 - 85/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 7/292*z^3 - 87/146*z + 1
*
[ 20/3 ] 
f(z) = 9/280*z^3 - 81/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 9/284*z^3 - 89/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 9/292*z^3 - 91/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 11/284*z^3 - 93/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 11/292*z^3 - 95/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 13/284*z^3 - 97/142*z + 1
*
[ 17/3 ] 
f(z) = 13/289*z^3 - 95/153*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 13/292*z^3 - 99/146*z + 1
*
[ -17/3 ] 
f(z) = 16/289*z^3 - 92/153*z + 1
*
[ -33/4 ] 
f(z) = 7/297*z^3 - 85/176*z + 1
*
[ 12/17 ] 
f(z) = 17/288*z^3 - 91/204*z + 1
*
[ 34/7 ] 
f(z) = 14/289*z^3 - 83/238*z + 1
*
[ 3/4 ] 
f(z) = 2/297*z^3 - 89/264*z + 1
*
[ 3/4 ] 
f(z) = 14/297*z^3 - 95/264*z + 1
*
[ 19 ] 
f(z) = 1/285*z^3 - 91/285*z + 1
*
6 | 0.14414214466196951974242112429121001640 | 0.025361154512213985625376132552839050189
f(z) = 1/294*z^3 - 85/294*z + 1
*
[ -9 ] 
f(z) = 5/288*z^3 - 85/288*z + 1
*
[ 13/2 ] 
f(z) = 8/299*z^3 - 85/299*z + 1
*
-19/3 | 0.12877645761013388665735710213614148661 | 0.022853818275256352437393919605366188519
f(z) = 9/280*z^3 - 81/280*z + 1
*
[ 5 ] 
f(z) = 13/285*z^3 - 97/285*z + 1
*
[ 5 ] 
f(z) = 13/290*z^3 - 93/290*z + 1
*
[ 5 ] 
f(z) = 13/295*z^3 - 89/295*z + 1
*
[ 66/13 ] 
f(z) = 13/297*z^3 - 93/286*z + 1
*
[ -5 ] 
f(z) = 17/280*z^3 - 89/280*z + 1
*
[ -5 ] 
f(z) = 17/285*z^3 - 83/285*z + 1
*
[ -5 ] 
f(z) = 18/295*z^3 - 96/295*z + 1
*
[ 4 ] 
f(z) = 19/284*z^3 - 91/284*z + 1
*
[ 4 ] 
f(z) = 19/292*z^3 - 85/292*z + 1
*
-6 | 0.20209714382595509393750395510253537737 | 0.026737672310099514239266002969167642790
f(z) = 1/297*z^3 - 71/11*z + 1
*
[ 33 ] 
f(z) = 2/297*z^3 - 70/11*z + 1
*
[ 17 ] 
f(z) = 5/289*z^3 - 69/17*z + 1
*
[ -17 ] 
f(z) = 5/289*z^3 - 67/17*z + 1
*
-33/2 | 0.22280565247340821214325537102573602584 | 0.029422986417325056049953961734888101047
f(z) = 8/297*z^3 - 72/11*z + 1
*
[ -33/2 ] 
f(z) = 8/297*z^3 - 69/11*z + 1
*
[ 12 ] 
f(z) = 13/288*z^3 - 67/12*z + 1
*
[ -12 ] 
f(z) = 13/288*z^3 - 65/12*z + 1
*
26 | 0.10434795561424536311032978594525735321 | 0.016604985339215722886426372975560252192
f(z) = 1/280*z^3 - 67/35*z + 1
*
14 | 0.17641870187555326329941692459130104690 | 0.028424481382063024413332076105939661790
f(z) = 1/280*z^3 - 62/35*z + 1
*
14 | 0.18762153481469267505107877701621044968 | 0.027355800209365521289221208618127197575
f(z) = 1/294*z^3 - 68/21*z + 1
*
12 | 0.21082563801282623605002081590703450367 | 0.027790324748329407957212635938362082822
f(z) = 1/297*z^3 - 73/22*z + 1
*
-10 | 0.15654909801834214756360508097122465629 | 0.024795740346136167535623325636748361182
f(z) = 3/280*z^3 - 69/35*z + 1
*
-15 | 0.21023379105632428766087052058503914723 | 0.028261136427947362484843238048099472431
f(z) = 4/297*z^3 - 63/22*z + 1
*
-21/2 | 0.19425042008147112419206604527153638914 | 0.029756689999039723144168756412732350532
f(z) = 8/297*z^3 - 76/33*z + 1
*
[ -10 ] 
f(z) = 9/280*z^3 - 74/35*z + 1
*
14/3 | 0.15654909801834214756360508097122465629 | 0.024911800735913400966105096526044044948
f(z) = 9/280*z^3 - 67/35*z + 1
*
-21/2 | 0.18359525917739467326975397138631536836 | 0.024477639816613397575620826984141471304
f(z) = 10/297*z^3 - 67/22*z + 1
*
6 | 0.12539589919626432590668748506972318253 | 0.019011533044624269994555389842287420818
f(z) = 11/288*z^3 - 61/24*z + 1
*
6 | 0.14370466181512659666262470764174424370 | 0.021481804220653097560358008710732190050
f(z) = 13/288*z^3 - 67/24*z + 1
*
6 | 0.15297177721153680920123208668290461201 | 0.022317459238679652766594139900047575653
f(z) = 17/288*z^3 - 79/24*z + 1
*
[ -7 ] 
f(z) = 17/294*z^3 - 71/42*z + 1
*
-8 | 0.17123110034429733206484455181291368139 | 0.029749612472235459400622959464746975004
f(z) = 1/288*z^3 - 79/72*z + 1
*
[ -17/2 ] 
f(z) = 9/289*z^3 - 77/68*z + 1
*
[ 6 ] 
f(z) = 16/297*z^3 - 73/66*z + 1
*
[ -24 ] 
f(z) = 1/297*z^3 - 79/88*z + 1
*
[ -9 ] 
f(z) = 7/297*z^3 - 79/99*z + 1
*
-33/8 | 0.22306984995558253413156000431574612072 | 0.028697396858079082578216282489420286762
f(z) = 8/297*z^3 - 75/88*z + 1
*
[ 6 ] 
f(z) = 11/280*z^3 - 61/105*z + 1
*
[ -6 ] 
f(z) = 15/296*z^3 - 73/111*z + 1
*
[ 20 ] 
f(z) = 1/280*z^3 - 67/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 1/284*z^3 - 73/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 1/292*z^3 - 75/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 3/284*z^3 - 77/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 3/292*z^3 - 79/146*z + 1
*
[ 2/3 ] 
f(z) = 9/284*z^3 - 73/142*z + 1
*
[ 2/3 ] 
f(z) = 9/292*z^3 - 75/146*z + 1
*
[ 17/3 ] 
f(z) = 11/289*z^3 - 61/153*z + 1
*
[ -15 ] 
f(z) = 2/297*z^3 - 74/165*z + 1
*
[ 3/4 ] 
f(z) = 7/297*z^3 - 61/176*z + 1
*
[ -34/5 ] 
f(z) = 10/289*z^3 - 77/170*z + 1
*
[ 3/4 ] 
f(z) = 13/297*z^3 - 63/176*z + 1
*
[ 3/4 ] 
f(z) = 19/297*z^3 - 65/176*z + 1
*
[ 20 ] 
f(z) = 1/288*z^3 - 79/180*z + 1
*
[ -20 ] 
f(z) = 1/288*z^3 - 61/180*z + 1
*
[ 42/5 ] 
f(z) = 5/294*z^3 - 67/210*z + 1
*
[ -21/4 ] 
f(z) = 16/297*z^3 - 68/231*z + 1
*
42/5 | 0.25243506080404150325160467992125565000 | 0.028323366385350270380368453982144485875
f(z) = 4/297*z^3 - 78/275*z + 1
*
[ -19 ] 
f(z) = 1/285*z^3 - 61/285*z + 1
*
[ 13 ] 
f(z) = 2/299*z^3 - 62/299*z + 1
*
[ 8 ] 
f(z) = 5/296*z^3 - 61/296*z + 1
*
[ -7 ] 
f(z) = 8/287*z^3 - 64/287*z + 1
*
[ -6 ] 
f(z) = 11/282*z^3 - 67/282*z + 1
*
[ 5 ] 
f(z) = 12/295*z^3 - 64/295*z + 1
*
[ -5 ] 
f(z) = 17/290*z^3 - 77/290*z + 1
*
[ -5 ] 
f(z) = 17/295*z^3 - 71/295*z + 1
*
12 | 0.18708129125837796744235119397913360138 | 0.026959856594540446661486369099770192556
f(z) = 1/288*z^3 - 43/12*z + 1
*
[ 17 ] 
f(z) = 4/289*z^3 - 52/17*z + 1
*
[ -17 ] 
f(z) = 4/289*z^3 - 50/17*z + 1
*
[ 12 ] 
f(z) = 11/288*z^3 - 55/12*z + 1
*
[ -12 ] 
f(z) = 11/288*z^3 - 53/12*z + 1
*
[ 17/2 ] 
f(z) = 16/289*z^3 - 53/17*z + 1
*
[ -17/2 ] 
f(z) = 16/289*z^3 - 49/17*z + 1
*
-18 | 0.17641870187555326329941692459130104690 | 0.028733227860381473052134952845145978983
f(z) = 1/280*z^3 - 58/35*z + 1
*
-21 | 0.13321854600682095749266193863457647763 | 0.018642434308205309516488254081078934674
f(z) = 2/297*z^3 - 47/22*z + 1
*
[ 14 ] 
f(z) = 3/280*z^3 - 41/35*z + 1
*
6 | 0.12210913002439125042267922554470090588 | 0.019549638616364072510003912283078879834
f(z) = 5/288*z^3 - 43/24*z + 1
*
6 | 0.12206804652868609468925465430624222112 | 0.019142743217021726162263535029016746717
f(z) = 7/288*z^3 - 49/24*z + 1
*
[ 17/2 ] 
f(z) = 10/289*z^3 - 55/34*z + 1
*
[ -17/2 ] 
f(z) = 10/289*z^3 - 47/34*z + 1
*
[ 12 ] 
f(z) = 4/297*z^3 - 45/44*z + 1
*
[ -12 ] 
f(z) = 5/297*z^3 - 59/44*z + 1
*
[ 7 ] 
f(z) = 11/294*z^3 - 41/42*z + 1
*
[ 7 ] 
f(z) = 13/294*z^3 - 55/42*z + 1
*
[ -7 ] 
f(z) = 13/294*z^3 - 43/42*z + 1
*
[ 17/3 ] 
f(z) = 15/289*z^3 - 43/51*z + 1
*
[ 21 ] 
f(z) = 1/297*z^3 - 41/77*z + 1
*
[ 33/2 ] 
f(z) = 2/297*z^3 - 59/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 5/288*z^3 - 41/72*z + 1
*
[ 8 ] 
f(z) = 7/288*z^3 - 49/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 7/288*z^3 - 43/72*z + 1
*
[ 17/2 ] 
f(z) = 7/289*z^3 - 59/68*z + 1
*
[ -17/2 ] 
f(z) = 7/289*z^3 - 43/68*z + 1
*
-33/4 | 0.18474734721421587680807849044914929262 | 0.028926074531286440078428900585734289235
f(z) = 8/297*z^3 - 59/66*z + 1
*
[ -33/4 ] 
f(z) = 8/297*z^3 - 47/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 11/288*z^3 - 47/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 13/288*z^3 - 49/72*z + 1
*
[ 6 ] 
f(z) = 13/297*z^3 - 49/66*z + 1
*
[ 21/4 ] 
f(z) = 16/297*z^3 - 52/77*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 17/288*z^3 - 53/72*z + 1
*
[ -6 ] 
f(z) = 17/297*z^3 - 59/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 19/288*z^3 - 55/72*z + 1
*
33/4 | 0.22306984995558253413156000431574612072 | 0.028697396858079082578216282489420286762
f(z) = 2/297*z^3 - 59/88*z + 1
*
[ 9 ] 
f(z) = 5/297*z^3 - 47/99*z + 1
*
6 | 0.15119259379211645591619305871187399215 | 0.022454116985858418034136491183370961544
f(z) = 3/280*z^3 - 58/105*z + 1
*
[ 2/3 ] 
f(z) = 3/280*z^3 - 53/105*z + 1
*
[ 34/3 ] 
f(z) = 3/289*z^3 - 43/102*z + 1
*
[ 2/3 ] 
f(z) = 3/296*z^3 - 56/111*z + 1
*
[ 6 ] 
f(z) = 11/296*z^3 - 56/111*z + 1
*
[ -6 ] 
f(z) = 13/280*z^3 - 53/105*z + 1
*
[ -6 ] 
f(z) = 13/296*z^3 - 46/111*z + 1
*
[ 2/3 ] 
f(z) = 15/296*z^3 - 58/111*z + 1
*
-42/5 | 0.16195363810110920978787529906196843395 | 0.022269632294425941591947785700239831218
f(z) = 5/288*z^3 - 47/120*z + 1
*
[ 17/4 ] 
f(z) = 18/289*z^3 - 49/136*z + 1
*
[ -20 ] 
f(z) = 1/280*z^3 - 53/140*z + 1
*
[ 17/3 ] 
f(z) = 10/289*z^3 - 44/153*z + 1
*
[ -17/3 ] 
f(z) = 13/289*z^3 - 41/153*z + 1
*
[ -17/3 ] 
f(z) = 14/289*z^3 - 58/153*z + 1
*
[ 4 ] 
f(z) = 19/280*z^3 - 47/140*z + 1
*
[ 4 ] 
f(z) = 19/296*z^3 - 41/148*z + 1
*
[ 3/4 ] 
f(z) = 1/297*z^3 - 59/176*z + 1
*
[ 33/4 ] 
f(z) = 5/297*z^3 - 47/176*z + 1
*
[ -33/5 ] 
f(z) = 10/297*z^3 - 52/165*z + 1
*
[ 4/5 ] 
f(z) = 5/288*z^3 - 47/180*z + 1
*
[ 33/5 ] 
f(z) = 7/297*z^3 - 49/275*z + 1
*
[ 17/4 ] 
f(z) = 15/289*z^3 - 47/272*z + 1
*
[ -11 ] 
f(z) = 3/286*z^3 - 51/286*z + 1
*
[ -19/2 ] 
f(z) = 4/285*z^3 - 46/285*z + 1
*
[ 7 ] 
f(z) = 6/287*z^3 - 48/287*z + 1
*
[ 5 ] 
f(z) = 11/280*z^3 - 51/280*z + 1
*
[ 5 ] 
f(z) = 11/285*z^3 - 47/285*z + 1
*
[ 5 ] 
f(z) = 11/290*z^3 - 43/290*z + 1
*
[ -6 ] 
f(z) = 11/294*z^3 - 53/294*z + 1
*
[ -5 ] 
f(z) = 16/285*z^3 - 58/285*z + 1
*
[ -5 ] 
f(z) = 16/295*z^3 - 46/295*z + 1
*
[ 4 ] 
f(z) = 17/284*z^3 - 59/284*z + 1
*
[ 4 ] 
f(z) = 17/292*z^3 - 53/292*z + 1
*
-33 | 0.15161695353054906656305793586704252166 | 0.021867546948726689788878293419526341415
f(z) = 1/297*z^3 - 38/11*z + 1
*
[ -33 ] 
f(z) = 1/297*z^3 - 29/11*z + 1
*
[ 17 ] 
f(z) = 3/289*z^3 - 35/17*z + 1
*
[ -17 ] 
f(z) = 3/289*z^3 - 33/17*z + 1
*
[ 33/2 ] 
f(z) = 4/297*z^3 - 30/11*z + 1
*
[ 12 ] 
f(z) = 7/288*z^3 - 31/12*z + 1
*
[ -12 ] 
f(z) = 7/288*z^3 - 29/12*z + 1
*
[ 17/2 ] 
f(z) = 12/289*z^3 - 36/17*z + 1
*
[ -17/2 ] 
f(z) = 12/289*z^3 - 32/17*z + 1
*
-33/4 | 0.18374953135111402244573542548686333773 | 0.026710281685383163099420114129315559685
f(z) = 16/297*z^3 - 36/11*z + 1
*
-33/4 | 0.18979048792578963581697190936732696335 | 0.027819553885486134830583805599647540882
f(z) = 16/297*z^3 - 34/11*z + 1
*
[ -33/4 ] 
f(z) = 16/297*z^3 - 28/11*z + 1
*
18 | 0.12425377893408861604362216563645191245 | 0.022051183395419575508672575949303348161
f(z) = 1/280*z^3 - 23/35*z + 1
*
-14 | 0.16149470515258372619865484470942280350 | 0.028660290183994112711692815903291142455
f(z) = 1/280*z^3 - 22/35*z + 1
*
[ 24 ] 
f(z) = 1/288*z^3 - 25/24*z + 1
*
[ -24 ] 
f(z) = 1/288*z^3 - 23/24*z + 1
*
[ -14 ] 
f(z) = 3/280*z^3 - 36/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 5/296*z^3 - 21/37*z + 1
*
[ 17/2 ] 
f(z) = 6/289*z^3 - 21/34*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 7/296*z^3 - 22/37*z + 1
*
[ 33/4 ] 
f(z) = 8/297*z^3 - 21/22*z + 1
*
-10/3 | 0.068757463633352572893496631058322195833 | 0.012083149436386537099896990044637201585
f(z) = 9/280*z^3 - 37/35*z + 1
*
10/3 | 0.15192785885096355936289358667012676357 | 0.026962472345997223117393528886655718395
f(z) = 9/280*z^3 - 23/35*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 9/280*z^3 - 22/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 9/296*z^3 - 23/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 11/280*z^3 - 23/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 11/296*z^3 - 24/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 13/280*z^3 - 24/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 13/296*z^3 - 25/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 15/296*z^3 - 26/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 17/280*z^3 - 26/35*z + 1
*
[ 6 ] 
f(z) = 17/288*z^3 - 31/24*z + 1
*
[ -6 ] 
f(z) = 17/288*z^3 - 23/24*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 17/296*z^3 - 27/37*z + 1
*
[ 6 ] 
f(z) = 17/297*z^3 - 27/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 19/280*z^3 - 27/35*z + 1
*
[ 6 ] 
f(z) = 19/288*z^3 - 37/24*z + 1
*
[ -6 ] 
f(z) = 19/288*z^3 - 29/24*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 19/296*z^3 - 28/37*z + 1
*
[ -6 ] 
f(z) = 19/297*z^3 - 25/22*z + 1
*
[ 21 ] 
f(z) = 1/294*z^3 - 23/42*z + 1
*
33/2 | 0.13321874193948224756522731219904256437 | 0.018816136061205251166327603479750652556
f(z) = 1/297*z^3 - 23/44*z + 1
*
[ 15 ] 
f(z) = 2/297*z^3 - 32/55*z + 1
*
[ -15/2 ] 
f(z) = 8/297*z^3 - 21/55*z + 1
*
[ 33/5 ] 
f(z) = 10/297*z^3 - 34/55*z + 1
*
[ -7 ] 
f(z) = 11/294*z^3 - 29/42*z + 1
*
[ 17/3 ] 
f(z) = 12/289*z^3 - 26/51*z + 1
*
[ -17/3 ] 
f(z) = 15/289*z^3 - 25/51*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 1/288*z^3 - 37/72*z + 1
*
[ -21/2 ] 
f(z) = 4/297*z^3 - 30/77*z + 1
*
[ 17/2 ] 
f(z) = 5/289*z^3 - 25/68*z + 1
*
[ -8 ] 
f(z) = 7/288*z^3 - 31/72*z + 1
*
[ 3/4 ] 
f(z) = 8/297*z^3 - 23/66*z + 1
*
[ 6 ] 
f(z) = 10/297*z^3 - 25/66*z + 1
*
[ -6 ] 
f(z) = 14/297*z^3 - 35/66*z + 1
*
[ -9 ] 
f(z) = 5/297*z^3 - 25/99*z + 1
*
[ 3/4 ] 
f(z) = 10/297*z^3 - 31/88*z + 1
*
[ 9/2 ] 
f(z) = 16/297*z^3 - 31/99*z + 1
*
6 | 0.19002221025173613412432593178023998597 | 0.028220832991135231970027881385049884636
f(z) = 1/280*z^3 - 31/105*z + 1
*
10 | 0.10434795561424536311032978594525735321 | 0.015497063340410784491160490254136308204
f(z) = 3/280*z^3 - 32/105*z + 1
*
-6 | 0.16149470515258372619865484470942280350 | 0.023984117946139151966397124060914177607
f(z) = 3/280*z^3 - 23/105*z + 1
*
[ -34/3 ] 
f(z) = 3/289*z^3 - 25/102*z + 1
*
[ 6 ] 
f(z) = 9/280*z^3 - 34/105*z + 1
*
[ 6 ] 
f(z) = 9/296*z^3 - 29/111*z + 1
*
[ -6 ] 
f(z) = 11/280*z^3 - 26/105*z + 1
*
[ -20/3 ] 
f(z) = 9/280*z^3 - 39/140*z + 1
*
[ 4 ] 
f(z) = 17/280*z^3 - 31/140*z + 1
*
[ 4 ] 
f(z) = 17/296*z^3 - 25/148*z + 1
*
[ 6/7 ] 
f(z) = 7/288*z^3 - 31/168*z + 1
*
[ 18 ] 
f(z) = 1/297*z^3 - 29/198*z + 1
*
[ 10 ] 
f(z) = 3/296*z^3 - 21/185*z + 1
*
[ 9/2 ] 
f(z) = 14/297*z^3 - 35/198*z + 1
*
[ 10 ] 
f(z) = 3/290*z^3 - 39/290*z + 1
*
[ 5 ] 
f(z) = 11/295*z^3 - 39/295*z + 1
*
[ 4 ] 
f(z) = 15/284*z^3 - 27/284*z + 1
*
[ 4 ] 
f(z) = 15/292*z^3 - 21/292*z + 1
*
[ 17 ] 
f(z) = 1/289*z^3 - 1/17*z + 1
*
[ 17 ] 
f(z) = 2/289*z^3 - 18/17*z + 1
*
[ -17 ] 
f(z) = 2/289*z^3 - 16/17*z + 1
*
[ 17/2 ] 
f(z) = 4/289*z^3 - 2/17*z + 1
*
-21/2 | 0.13321743766077480883673361820079730633 | 0.023397208441349033225770862542237410083
f(z) = 4/297*z^3 - 9/11*z + 1
*
[ 12 ] 
f(z) = 5/288*z^3 - 19/12*z + 1
*
[ -12 ] 
f(z) = 5/288*z^3 - 17/12*z + 1
*
[ 17/2 ] 
f(z) = 8/289*z^3 - 19/17*z + 1
*
[ -17/2 ] 
f(z) = 8/289*z^3 - 15/17*z + 1
*
[ 17/3 ] 
f(z) = 9/289*z^3 - 3/17*z + 1
*
[ 17/4 ] 
f(z) = 16/289*z^3 - 4/17*z + 1
*
[ 3/4 ] 
f(z) = 16/297*z^3 - 4/11*z + 1
*
[ 17/3 ] 
f(z) = 18/289*z^3 - 20/17*z + 1
*
[ -17/3 ] 
f(z) = 18/289*z^3 - 14/17*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 1/280*z^3 - 18/35*z + 1
*
14 | 0.084478351757034247374517942325180962599 | 0.014992281470371132438050768560891099316
f(z) = 1/280*z^3 - 2/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 1/296*z^3 - 19/37*z + 1
*
[ -33/2 ] 
f(z) = 2/297*z^3 - 17/22*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 3/280*z^3 - 19/35*z + 1
*
[ 10 ] 
f(z) = 3/280*z^3 - 6/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 3/296*z^3 - 20/37*z + 1
*
[ -17/2 ] 
f(z) = 6/289*z^3 - 13/34*z + 1
*
[ 6 ] 
f(z) = 7/288*z^3 - 1/24*z + 1
*
[ 6 ] 
f(z) = 8/297*z^3 - 3/22*z + 1
*
[ 2/3 ] 
f(z) = 9/280*z^3 - 18/35*z + 1
*
[ 2/3 ] 
f(z) = 9/296*z^3 - 19/37*z + 1
*
[ -6 ] 
f(z) = 10/297*z^3 - 1/22*z + 1
*
[ 6 ] 
f(z) = 11/288*z^3 - 13/24*z + 1
*
[ -6 ] 
f(z) = 11/288*z^3 - 5/24*z + 1
*
[ 6 ] 
f(z) = 13/288*z^3 - 19/24*z + 1
*
[ -6 ] 
f(z) = 13/288*z^3 - 11/24*z + 1
*
[ -6 ] 
f(z) = 13/297*z^3 - 9/22*z + 1
*
[ 6 ] 
f(z) = 14/297*z^3 - 19/22*z + 1
*
[ -6 ] 
f(z) = 16/297*z^3 - 17/22*z + 1
*
[ 4 ] 
f(z) = 17/288*z^3 - 7/36*z + 1
*
[ 4 ] 
f(z) = 19/288*z^3 - 11/36*z + 1
*
[ -21 ] 
f(z) = 1/294*z^3 - 19/42*z + 1
*
[ 3/4 ] 
f(z) = 4/297*z^3 - 15/44*z + 1
*
-33/4 | 0.18456167325780779471949155312362520027 | 0.026067935375640996176593113929190035397
f(z) = 4/297*z^3 - 3/44*z + 1
*
[ -17/3 ] 
f(z) = 12/289*z^3 - 8/51*z + 1
*
[ 33/8 ] 
f(z) = 16/297*z^3 - 7/44*z + 1
*
[ 18 ] 
f(z) = 1/288*z^3 - 13/72*z + 1
*
[ -18 ] 
f(z) = 1/288*z^3 - 5/72*z + 1
*
-21/2 | 0.10543948405190184478236443127282789655 | 0.016508764105225615774248481913445609708
f(z) = 2/297*z^3 - 5/66*z + 1
*
[ 8 ] 
f(z) = 5/288*z^3 - 17/72*z + 1
*
[ -17/2 ] 
f(z) = 5/289*z^3 - 9/68*z + 1
*
[ 6 ] 
f(z) = 7/297*z^3 - 1/66*z + 1
*
[ 33/7 ] 
f(z) = 14/297*z^3 - 20/77*z + 1
*
[ 9 ] 
f(z) = 4/297*z^3 - 20/99*z + 1
*
[ 6 ] 
f(z) = 7/296*z^3 - 2/111*z + 1
*
[ -6 ] 
f(z) = 11/296*z^3 - 19/111*z + 1
*
[ 12 ] 
f(z) = 2/297*z^3 - 7/132*z + 1
*
[ 33/4 ] 
f(z) = 4/297*z^3 - 5/132*z + 1
*
[ 17/4 ] 
f(z) = 14/289*z^3 - 15/136*z + 1
*
-33/8 | 0.19790517506165393386265150248511762424 | 0.027952603717488591079335520522081627431
f(z) = 16/297*z^3 - 5/132*z + 1
*
-6 | 0.15903784917587835507068272380757348312 | 0.019085787511930607803418876692907985596
f(z) = 7/297*z^3 - 17/154*z + 1
*
[ 17/3 ] 
f(z) = 8/289*z^3 - 10/153*z + 1
*
[ -17/3 ] 
f(z) = 11/289*z^3 - 7/153*z + 1
*
[ 12/13 ] 
f(z) = 13/288*z^3 - 19/156*z + 1
*
[ 4 ] 
f(z) = 15/296*z^3 - 9/148*z + 1
*
[ 15/4 ] 
f(z) = 16/297*z^3 - 4/165*z + 1
*
[ 7/2 ] 
f(z) = 19/294*z^3 - 13/168*z + 1
*
[ -18 ] 
f(z) = 1/297*z^3 - 7/198*z + 1
*
[ 36/5 ] 
f(z) = 5/288*z^3 - 7/180*z + 1
*
[ -42/5 ] 
f(z) = 5/294*z^3 - 17/210*z + 1
*
[ -33/5 ] 
f(z) = 8/297*z^3 - 6/275*z + 1
*
[ 17/4 ] 
f(z) = 13/289*z^3 - 13/272*z + 1
*
[ 17/16 ] 
f(z) = 16/289*z^3 - 1/272*z + 1
*
[ -13 ] 
f(z) = 2/299*z^3 - 16/299*z + 1
*
[ 6 ] 
f(z) = 7/282*z^3 - 17/282*z + 1
*
[ 5 ] 
f(z) = 9/280*z^3 - 1/280*z + 1
*
[ -5 ] 
f(z) = 14/285*z^3 - 8/285*z + 1
*
[ 12 ] 
f(z) = 1/288*z^3 + 5/12*z + 1
*
[ -12 ] 
f(z) = 1/288*z^3 + 7/12*z + 1
*
[ -17 ] 
f(z) = 1/289*z^3 + 1/17*z + 1
*
[ 3 ] 
f(z) = 1/297*z^3 + 7/11*z + 1
*
[ -17/2 ] 
f(z) = 4/289*z^3 + 2/17*z + 1
*
[ 3 ] 
f(z) = 4/297*z^3 + 6/11*z + 1
*
[ 3 ] 
f(z) = 7/297*z^3 + 5/11*z + 1
*
[ 3/2 ] 
f(z) = 8/297*z^3 + 3/11*z + 1
*
[ -17/3 ] 
f(z) = 9/289*z^3 + 3/17*z + 1
*
[ 3 ] 
f(z) = 10/297*z^3 + 4/11*z + 1
*
[ 3 ] 
f(z) = 13/297*z^3 + 3/11*z + 1
*
[ -17/4 ] 
f(z) = 16/289*z^3 + 4/17*z + 1
*
[ 3 ] 
f(z) = 16/297*z^3 + 2/11*z + 1
*
[ 3 ] 
f(z) = 19/297*z^3 + 1/11*z + 1
*
[ 14 ] 
f(z) = 1/280*z^3 + 8/35*z + 1
*
[ -14 ] 
f(z) = 1/280*z^3 + 13/35*z + 1
*
[ 2 ] 
f(z) = 1/280*z^3 + 17/35*z + 1
*
[ 10 ] 
f(z) = 1/280*z^3 + 19/35*z + 1
*
[ 6 ] 
f(z) = 1/288*z^3 + 17/24*z + 1
*
[ 2 ] 
f(z) = 1/296*z^3 + 18/37*z + 1
*
[ 17/2 ] 
f(z) = 2/289*z^3 + 13/34*z + 1
*
[ 3/2 ] 
f(z) = 2/297*z^3 + 7/22*z + 1
*
[ 6 ] 
f(z) = 2/297*z^3 + 13/22*z + 1
*
[ -10 ] 
f(z) = 3/280*z^3 + 1/35*z + 1
*
[ 2 ] 
f(z) = 3/280*z^3 + 16/35*z + 1
*
[ 2 ] 
f(z) = 3/296*z^3 + 17/37*z + 1
*
[ 3/2 ] 
f(z) = 4/297*z^3 + 10/33*z + 1
*
[ 6 ] 
f(z) = 5/288*z^3 + 5/24*z + 1
*
[ 4 ] 
f(z) = 5/288*z^3 + 17/36*z + 1
*
[ 2 ] 
f(z) = 5/296*z^3 + 16/37*z + 1
*
[ 6 ] 
f(z) = 5/297*z^3 + 5/22*z + 1
*
[ 3 ] 
f(z) = 5/297*z^3 + 17/33*z + 1
*
[ -6 ] 
f(z) = 7/288*z^3 + 7/24*z + 1
*
[ 4 ] 
f(z) = 7/288*z^3 + 13/36*z + 1
*
[ 2 ] 
f(z) = 7/296*z^3 + 15/37*z + 1
*
[ -6 ] 
f(z) = 7/297*z^3 + 7/22*z + 1
*
[ 17/4 ] 
f(z) = 8/289*z^3 + 9/34*z + 1
*
[ 3 ] 
f(z) = 8/297*z^3 + 14/33*z + 1
*
[ 14/3 ] 
f(z) = 9/280*z^3 + 3/35*z + 1
*
[ 10/3 ] 
f(z) = 9/280*z^3 + 12/35*z + 1
*
[ 2 ] 
f(z) = 9/280*z^3 + 13/35*z + 1
*
[ 2 ] 
f(z) = 9/296*z^3 + 14/37*z + 1
*
[ 2 ] 
f(z) = 11/280*z^3 + 12/35*z + 1
*
[ 4 ] 
f(z) = 11/288*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 11/296*z^3 + 13/37*z + 1
*
[ 2 ] 
f(z) = 13/280*z^3 + 11/35*z + 1
*
[ 4 ] 
f(z) = 13/288*z^3 + 1/36*z + 1
*
[ 2 ] 
f(z) = 13/296*z^3 + 12/37*z + 1
*
[ 3/2 ] 
f(z) = 14/297*z^3 + 5/22*z + 1
*
[ 3 ] 
f(z) = 14/297*z^3 + 8/33*z + 1
*
[ 2 ] 
f(z) = 15/296*z^3 + 11/37*z + 1
*
[ 3/2 ] 
f(z) = 16/297*z^3 + 7/33*z + 1
*
[ 2 ] 
f(z) = 17/280*z^3 + 9/35*z + 1
*
[ 2 ] 
f(z) = 17/296*z^3 + 10/37*z + 1
*
[ 3 ] 
f(z) = 17/297*z^3 + 5/33*z + 1
*
[ 17/6 ] 
f(z) = 18/289*z^3 + 5/34*z + 1
*
[ 2 ] 
f(z) = 19/280*z^3 + 8/35*z + 1
*
[ -4 ] 
f(z) = 19/288*z^3 + 7/36*z + 1
*
[ 2 ] 
f(z) = 19/296*z^3 + 9/37*z + 1
*
[ 14 ] 
f(z) = 1/294*z^3 + 11/42*z + 1
*
[ -14 ] 
f(z) = 1/294*z^3 + 17/42*z + 1
*
[ 33/2 ] 
f(z) = 1/297*z^3 + 1/44*z + 1
*
-21/2 | 0.13511907601622047498053946764238352463 | 0.019084543824475488191094702393121240154
f(z) = 1/297*z^3 + 13/44*z + 1
*
[ -15 ] 
f(z) = 1/297*z^3 + 17/55*z + 1
*
[ 12 ] 
f(z) = 1/297*z^3 + 19/44*z + 1
*
[ -12 ] 
f(z) = 2/297*z^3 + 5/44*z + 1
*
[ 15/2 ] 
f(z) = 4/297*z^3 + 6/55*z + 1
*
[ -33/4 ] 
f(z) = 4/297*z^3 + 9/44*z + 1
*
[ 7 ] 
f(z) = 5/294*z^3 + 1/42*z + 1
*
[ -7 ] 
f(z) = 5/294*z^3 + 13/42*z + 1
*
[ 3/2 ] 
f(z) = 5/297*z^3 + 13/44*z + 1
*
[ 17/3 ] 
f(z) = 6/289*z^3 + 8/51*z + 1
*
[ 17/6 ] 
f(z) = 12/289*z^3 + 16/51*z + 1
*
[ 3/2 ] 
f(z) = 17/297*z^3 + 9/44*z + 1
*
[ 17/2 ] 
f(z) = 3/289*z^3 + 9/68*z + 1
*
[ -8 ] 
f(z) = 5/288*z^3 + 1/72*z + 1
*
[ -6 ] 
f(z) = 8/297*z^3 + 13/66*z + 1
*
[ 3/2 ] 
f(z) = 10/297*z^3 + 17/66*z + 1
*
[ 17/4 ] 
f(z) = 12/289*z^3 + 1/68*z + 1
*
[ 17/8 ] 
f(z) = 16/289*z^3 + 19/68*z + 1
*
[ 2 ] 
f(z) = 17/288*z^3 + 19/72*z + 1
*
[ 2 ] 
f(z) = 19/288*z^3 + 17/72*z + 1
*
[ -9 ] 
f(z) = 4/297*z^3 + 2/99*z + 1
*
[ 17/5 ] 
f(z) = 15/289*z^3 + 9/85*z + 1
*
[ -9/2 ] 
f(z) = 16/297*z^3 + 13/99*z + 1
*
[ 3 ] 
f(z) = 17/288*z^3 + 13/96*z + 1
*
[ 3 ] 
f(z) = 19/288*z^3 + 7/96*z + 1
*
-6 | 0.17153726580448885760869760013636520890 | 0.025475572163966152061494519447753171858
f(z) = 1/280*z^3 + 4/105*z + 1
*
[ -6 ] 
f(z) = 9/280*z^3 + 1/105*z + 1
*
[ -6 ] 
f(z) = 9/296*z^3 + 8/111*z + 1
*
[ 6/5 ] 
f(z) = 10/297*z^3 + 13/110*z + 1
*
[ -33/2 ] 
f(z) = 1/297*z^3 + 19/132*z + 1
*
[ 6/5 ] 
f(z) = 5/288*z^3 + 17/120*z + 1
*
[ 17/4 ] 
f(z) = 10/289*z^3 + 19/136*z + 1
*
[ 12/11 ] 
f(z) = 11/288*z^3 + 5/132*z + 1
*
[ -17/4 ] 
f(z) = 18/289*z^3 + 15/136*z + 1
*
[ 16 ] 
f(z) = 1/288*z^3 + 7/144*z + 1
*
[ 17/3 ] 
f(z) = 7/289*z^3 + 7/153*z + 1
*
[ -17/3 ] 
f(z) = 10/289*z^3 + 10/153*z + 1
*
[ 4 ] 
f(z) = 11/280*z^3 + 17/140*z + 1
*
[ 4 ] 
f(z) = 13/280*z^3 + 1/140*z + 1
*
[ 4 ] 
f(z) = 13/296*z^3 + 7/148*z + 1
*
[ 34/5 ] 
f(z) = 5/289*z^3 + 9/170*z + 1
*
[ 33/5 ] 
f(z) = 5/297*z^3 + 19/165*z + 1
*
[ 7/2 ] 
f(z) = 17/294*z^3 + 1/168*z + 1
*
[ -10 ] 
f(z) = 3/296*z^3 + 16/185*z + 1
*
[ 9/2 ] 
f(z) = 10/297*z^3 + 19/198*z + 1
*
[ -34/7 ] 
f(z) = 14/289*z^3 + 15/238*z + 1
*
[ 17/15 ] 
f(z) = 15/289*z^3 + 13/255*z + 1
*
[ -17/4 ] 
f(z) = 19/289*z^3 + 13/272*z + 1
*
[ -10 ] 
f(z) = 3/290*z^3 + 19/290*z + 1
*
[ 7 ] 
f(z) = 5/287*z^3 + 1/287*z + 1
*
[ -8 ] 
f(z) = 5/296*z^3 + 13/296*z + 1
*
[ 11/2 ] 
f(z) = 8/297*z^3 + 1/297*z + 1
*
[ -13/2 ] 
f(z) = 8/299*z^3 + 7/299*z + 1
*
[ 5 ] 
f(z) = 9/290*z^3 + 7/290*z + 1
*
[ 5 ] 
f(z) = 9/295*z^3 + 11/295*z + 1
*
[ -5 ] 
f(z) = 13/280*z^3 + 11/280*z + 1
*
[ 4 ] 
f(z) = 13/284*z^3 + 5/284*z + 1
*
[ -5 ] 
f(z) = 13/285*z^3 + 17/285*z + 1
*
[ 4 ] 
f(z) = 13/292*z^3 + 11/292*z + 1
*
[ -5 ] 
f(z) = 14/295*z^3 + 4/295*z + 1
*
-5/2 | 0.16362082724557840233740648663496321378 | 0.028946685615380843598666053444951377681
f(z) = 16/285*z^3 + 14/285*z + 1
*
[ 7/2 ] 
f(z) = 16/287*z^3 + 9/287*z + 1
*
[ 3 ] 
f(z) = 19/282*z^3 + 17/282*z + 1
*
[ 4 ] 
f(z) = 1/288*z^3 + 25/36*z + 1
*
[ -17/2 ] 
f(z) = 2/289*z^3 + 21/34*z + 1
*
[ 3 ] 
f(z) = 2/297*z^3 + 20/33*z + 1
*
[ 7 ] 
f(z) = 1/294*z^3 + 29/42*z + 1
*
[ 17/3 ] 
f(z) = 3/289*z^3 + 25/51*z + 1
*
[ -33/5 ] 
f(z) = 5/297*z^3 + 23/55*z + 1
*
[ 2 ] 
f(z) = 1/288*z^3 + 35/72*z + 1
*
[ -17/2 ] 
f(z) = 3/289*z^3 + 25/68*z + 1
*
[ 17/4 ] 
f(z) = 4/289*z^3 + 35/68*z + 1
*
[ 6 ] 
f(z) = 4/297*z^3 + 23/66*z + 1
*
[ 12/5 ] 
f(z) = 5/288*z^3 + 29/60*z + 1
*
[ 2 ] 
f(z) = 5/288*z^3 + 31/72*z + 1
*
[ 2 ] 
f(z) = 7/288*z^3 + 29/72*z + 1
*
[ 17/6 ] 
f(z) = 9/289*z^3 + 27/68*z + 1
*
[ 2 ] 
f(z) = 11/288*z^3 + 25/72*z + 1
*
[ 2 ] 
f(z) = 13/288*z^3 + 23/72*z + 1
*
[ 9 ] 
f(z) = 2/297*z^3 + 34/99*z + 1
*
[ 33/4 ] 
f(z) = 2/297*z^3 + 37/88*z + 1
*
[ 12/7 ] 
f(z) = 7/288*z^3 + 29/84*z + 1
*
-33/8 | 0.14034858149369605687600555360674562494 | 0.018055505674097279861400503876754519117
f(z) = 8/297*z^3 + 21/88*z + 1
*
[ 9/2 ] 
f(z) = 8/297*z^3 + 23/99*z + 1
*
[ 17/5 ] 
f(z) = 10/289*z^3 + 26/85*z + 1
*
[ 3 ] 
f(z) = 11/288*z^3 + 31/96*z + 1
*
[ 3 ] 
f(z) = 13/288*z^3 + 25/96*z + 1
*
[ 9/4 ] 
f(z) = 16/297*z^3 + 28/99*z + 1
*
[ 6 ] 
f(z) = 5/296*z^3 + 25/111*z + 1
*
[ -6 ] 
f(z) = 7/296*z^3 + 35/111*z + 1
*
[ 15/4 ] 
f(z) = 8/297*z^3 + 39/110*z + 1
*
[ 17/7 ] 
f(z) = 14/289*z^3 + 36/119*z + 1
*
[ 3/2 ] 
f(z) = 7/297*z^3 + 37/132*z + 1
*
[ 3/2 ] 
f(z) = 13/297*z^3 + 31/132*z + 1
*
[ 17/12 ] 
f(z) = 18/289*z^3 + 23/136*z + 1
*
[ 3/2 ] 
f(z) = 19/297*z^3 + 25/132*z + 1
*
[ -16 ] 
f(z) = 1/288*z^3 + 25/144*z + 1
*
[ 21/2 ] 
f(z) = 2/297*z^3 + 25/154*z + 1
*
[ 4/3 ] 
f(z) = 9/280*z^3 + 27/140*z + 1
*
[ 4 ] 
f(z) = 9/280*z^3 + 33/140*z + 1
*
[ 4/3 ] 
f(z) = 9/296*z^3 + 29/148*z + 1
*
[ 4 ] 
f(z) = 9/296*z^3 + 39/148*z + 1
*
[ 4 ] 
f(z) = 11/296*z^3 + 23/148*z + 1
*
[ 17/12 ] 
f(z) = 16/289*z^3 + 28/153*z + 1
*
[ 17/6 ] 
f(z) = 16/289*z^3 + 31/153*z + 1
*
[ 2 ] 
f(z) = 17/284*z^3 + 37/142*z + 1
*
[ 2 ] 
f(z) = 17/292*z^3 + 39/146*z + 1
*
[ 17/9 ] 
f(z) = 18/289*z^3 + 38/153*z + 1
*
[ -4 ] 
f(z) = 19/280*z^3 + 23/140*z + 1
*
[ 2 ] 
f(z) = 19/284*z^3 + 33/142*z + 1
*
[ 2 ] 
f(z) = 19/292*z^3 + 35/146*z + 1
*
[ -4 ] 
f(z) = 19/296*z^3 + 33/148*z + 1
*
[ 15 ] 
f(z) = 1/297*z^3 + 29/165*z + 1
*
-6/7 | 0.18805420930315760201451294657495208549 | 0.024715127706560274806963563331698134566
f(z) = 7/288*z^3 + 25/168*z + 1
*
[ 7/2 ] 
f(z) = 13/294*z^3 + 29/168*z + 1
*
[ 17/13 ] 
f(z) = 13/289*z^3 + 35/221*z + 1
*
[ 17/14 ] 
f(z) = 14/289*z^3 + 25/238*z + 1
*
[ -33/7 ] 
f(z) = 14/297*z^3 + 38/231*z + 1
*
[ 14/3 ] 
f(z) = 9/296*z^3 + 32/259*z + 1
*
[ 17/4 ] 
f(z) = 11/289*z^3 + 21/272*z + 1
*
[ 11 ] 
f(z) = 2/297*z^3 + 28/297*z + 1
*
[ 15/2 ] 
f(z) = 4/285*z^3 + 22/285*z + 1
*
[ -7 ] 
f(z) = 6/287*z^3 + 34/287*z + 1
*
[ 5 ] 
f(z) = 8/285*z^3 + 28/285*z + 1
*
[ 5 ] 
f(z) = 8/295*z^3 + 36/295*z + 1
*
[ 4 ] 
f(z) = 11/284*z^3 + 37/284*z + 1
*
[ -5 ] 
f(z) = 13/290*z^3 + 23/290*z + 1
*
[ -5 ] 
f(z) = 13/295*z^3 + 29/295*z + 1
*
[ 5/4 ] 
f(z) = 16/285*z^3 + 32/285*z + 1
*
[ 5/4 ] 
f(z) = 16/295*z^3 + 34/295*z + 1
*
[ 13/4 ] 
f(z) = 16/299*z^3 + 38/299*z + 1
*
[ 3 ] 
f(z) = 17/282*z^3 + 35/282*z + 1
*
[ 3 ] 
f(z) = 17/285*z^3 + 37/285*z + 1
*
[ -13/3 ] 
f(z) = 18/299*z^3 + 30/299*z + 1
*
[ 3 ] 
f(z) = 19/291*z^3 + 23/291*z + 1
*
[ 3 ] 
f(z) = 19/294*z^3 + 25/294*z + 1
*
[ 8 ] 
f(z) = 1/288*z^3 + 47/72*z + 1
*
[ 17/2 ] 
f(z) = 1/289*z^3 + 43/68*z + 1
*
[ 6 ] 
f(z) = 1/297*z^3 + 47/66*z + 1
*
[ -9 ] 
f(z) = 2/297*z^3 + 56/99*z + 1
*
[ 9/2 ] 
f(z) = 4/297*z^3 + 50/99*z + 1
*
[ 3 ] 
f(z) = 5/288*z^3 + 49/96*z + 1
*
[ 17/5 ] 
f(z) = 5/289*z^3 + 43/85*z + 1
*
[ 3 ] 
f(z) = 7/288*z^3 + 43/96*z + 1
*
[ 6 ] 
f(z) = 3/280*z^3 + 47/105*z + 1
*
[ 14/3 ] 
f(z) = 3/280*z^3 + 58/105*z + 1
*
[ 6 ] 
f(z) = 3/296*z^3 + 52/111*z + 1
*
[ 17/6 ] 
f(z) = 6/289*z^3 + 49/102*z + 1
*
[ 17/7 ] 
f(z) = 7/289*z^3 + 53/119*z + 1
*
[ 3/2 ] 
f(z) = 1/297*z^3 + 43/132*z + 1
*
[ 24/5 ] 
f(z) = 5/288*z^3 + 47/120*z + 1
*
[ 17/4 ] 
f(z) = 6/289*z^3 + 53/136*z + 1
*
[ 17/8 ] 
f(z) = 8/289*z^3 + 55/136*z + 1
*
[ 17/3 ] 
f(z) = 4/289*z^3 + 58/153*z + 1
*
[ 17/3 ] 
f(z) = 5/289*z^3 + 41/153*z + 1
*
[ 2 ] 
f(z) = 7/284*z^3 + 57/142*z + 1
*
[ 2 ] 
f(z) = 7/292*z^3 + 59/146*z + 1
*
[ 4 ] 
f(z) = 7/296*z^3 + 55/148*z + 1
*
[ -17/3 ] 
f(z) = 8/289*z^3 + 44/153*z + 1
*
[ 2 ] 
f(z) = 9/284*z^3 + 53/142*z + 1
*
[ 17/9 ] 
f(z) = 9/289*z^3 + 55/153*z + 1
*
[ 2 ] 
f(z) = 9/292*z^3 + 55/146*z + 1
*
[ 2 ] 
f(z) = 11/284*z^3 + 49/142*z + 1
*
[ 2 ] 
f(z) = 11/292*z^3 + 51/146*z + 1
*
[ 2 ] 
f(z) = 13/284*z^3 + 45/142*z + 1
*
[ 2 ] 
f(z) = 13/292*z^3 + 47/146*z + 1
*
[ 2 ] 
f(z) = 15/284*z^3 + 41/142*z + 1
*
[ 2 ] 
f(z) = 15/292*z^3 + 43/146*z + 1
*
[ -34/5 ] 
f(z) = 5/289*z^3 + 59/170*z + 1
*
[ 17/10 ] 
f(z) = 10/289*z^3 + 53/170*z + 1
*
[ 7/2 ] 
f(z) = 11/294*z^3 + 43/168*z + 1
*
[ -36/5 ] 
f(z) = 5/288*z^3 + 43/180*z + 1
*
[ 17/11 ] 
f(z) = 11/289*z^3 + 49/187*z + 1
*
[ -9/2 ] 
f(z) = 14/297*z^3 + 53/198*z + 1
*
-14/5 | 0.21658188016668370068583412391073043293 | 0.029697155509080217860273216502790782668
f(z) = 5/294*z^3 + 47/210*z + 1
*
[ 7/5 ] 
f(z) = 5/294*z^3 + 53/210*z + 1
*
[ 17/12 ] 
f(z) = 12/289*z^3 + 43/204*z + 1
*
[ 17/6 ] 
f(z) = 15/289*z^3 + 47/204*z + 1
*
[ -15/2 ] 
f(z) = 5/297*z^3 + 41/220*z + 1
*
[ 34/7 ] 
f(z) = 7/289*z^3 + 53/238*z + 1
*
[ 36/7 ] 
f(z) = 7/288*z^3 + 41/252*z + 1
*
[ 17/4 ] 
f(z) = 9/289*z^3 + 55/272*z + 1
*
[ 15 ] 
f(z) = 1/285*z^3 + 41/285*z + 1
*
[ 8 ] 
f(z) = 3/280*z^3 + 53/280*z + 1
*
[ 7 ] 
f(z) = 4/287*z^3 + 50/287*z + 1
*
[ 6 ] 
f(z) = 5/282*z^3 + 55/282*z + 1
*
[ 5 ] 
f(z) = 7/285*z^3 + 53/285*z + 1
*
[ 5 ] 
f(z) = 7/290*z^3 + 57/290*z + 1
*
[ 4/3 ] 
f(z) = 9/284*z^3 + 55/284*z + 1
*
[ 13/3 ] 
f(z) = 9/286*z^3 + 51/286*z + 1
*
[ 4/3 ] 
f(z) = 9/292*z^3 + 57/292*z + 1
*
[ 4 ] 
f(z) = 11/292*z^3 + 43/292*z + 1
*
[ 7/2 ] 
f(z) = 12/287*z^3 + 58/287*z + 1
*
[ -5 ] 
f(z) = 12/295*z^3 + 54/295*z + 1
*
[ 3 ] 
f(z) = 16/285*z^3 + 46/285*z + 1
*
[ 3/2 ] 
f(z) = 16/285*z^3 + 59/285*z + 1
*
[ 3 ] 
f(z) = 16/291*z^3 + 50/291*z + 1
*
[ 3 ] 
f(z) = 17/291*z^3 + 41/291*z + 1
*
[ 3 ] 
f(z) = 17/294*z^3 + 43/294*z + 1
*
[ -4 ] 
f(z) = 19/284*z^3 + 51/284*z + 1
*
[ 3 ] 
f(z) = 1/288*z^3 + 61/96*z + 1
*
[ 9 ] 
f(z) = 1/297*z^3 + 61/99*z + 1
*
[ 6 ] 
f(z) = 1/280*z^3 + 74/105*z + 1
*
[ 6 ] 
f(z) = 1/296*z^3 + 79/111*z + 1
*
[ 10/3 ] 
f(z) = 3/280*z^3 + 61/105*z + 1
*
[ -12 ] 
f(z) = 1/297*z^3 + 79/132*z + 1
*
[ 2 ] 
f(z) = 1/284*z^3 + 69/142*z + 1
*
[ 2 ] 
f(z) = 1/292*z^3 + 71/146*z + 1
*
[ 2 ] 
f(z) = 3/284*z^3 + 65/142*z + 1
*
[ 2 ] 
f(z) = 3/292*z^3 + 67/146*z + 1
*
[ 2 ] 
f(z) = 5/284*z^3 + 61/142*z + 1
*
[ 2 ] 
f(z) = 5/292*z^3 + 63/146*z + 1
*
[ 4 ] 
f(z) = 5/296*z^3 + 71/148*z + 1
*
[ -17/3 ] 
f(z) = 7/289*z^3 + 61/153*z + 1
*
[ 17/6 ] 
f(z) = 8/289*z^3 + 65/153*z + 1
*
[ -15/2 ] 
f(z) = 4/297*z^3 + 62/165*z + 1
*
[ 24/7 ] 
f(z) = 7/288*z^3 + 71/168*z + 1
*
[ 10/3 ] 
f(z) = 9/296*z^3 + 67/185*z + 1
*
[ 33/7 ] 
f(z) = 7/297*z^3 + 61/231*z + 1
*
[ 15/8 ] 
f(z) = 16/297*z^3 + 61/220*z + 1
*
[ 14 ] 
f(z) = 1/296*z^3 + 69/259*z + 1
*
[ 33/5 ] 
f(z) = 4/297*z^3 + 72/275*z + 1
*
[ 33/8 ] 
f(z) = 8/297*z^3 + 79/264*z + 1
*
[ 17/12 ] 
f(z) = 9/289*z^3 + 63/272*z + 1
*
-42/11 | 0.10980357941156766237232881339133443940 | 0.013621826612093500387887191813550747186
f(z) = 11/288*z^3 + 73/264*z + 1
*
[ 33/20 ] 
f(z) = 16/297*z^3 + 68/275*z + 1
*
[ -15 ] 
f(z) = 1/285*z^3 + 79/285*z + 1
*
[ 8 ] 
f(z) = 3/296*z^3 + 67/296*z + 1
*
[ 6 ] 
f(z) = 5/294*z^3 + 65/294*z + 1
*
[ -6 ] 
f(z) = 7/282*z^3 + 77/282*z + 1
*
[ 5 ] 
f(z) = 7/295*z^3 + 61/295*z + 1
*
[ 3/2 ] 
f(z) = 8/285*z^3 + 77/285*z + 1
*
[ 3/2 ] 
f(z) = 8/291*z^3 + 79/291*z + 1
*
-7/3 | 0.13799856399053063806067281828073504397 | 0.024490455493300809597189054110479726202
f(z) = 9/280*z^3 + 71/280*z + 1
*
[ 4 ] 
f(z) = 9/284*z^3 + 69/284*z + 1
*
[ 4 ] 
f(z) = 9/292*z^3 + 75/292*z + 1
*
[ 13/3 ] 
f(z) = 9/299*z^3 + 61/299*z + 1
*
[ -5 ] 
f(z) = 11/280*z^3 + 61/280*z + 1
*
[ -5 ] 
f(z) = 11/285*z^3 + 67/285*z + 1
*
[ -5 ] 
f(z) = 11/290*z^3 + 73/290*z + 1
*
[ -5 ] 
f(z) = 11/295*z^3 + 79/295*z + 1
*
[ 3 ] 
f(z) = 13/282*z^3 + 71/282*z + 1
*
[ 3 ] 
f(z) = 13/285*z^3 + 73/285*z + 1
*
[ 3 ] 
f(z) = 13/291*z^3 + 77/291*z + 1
*
[ 3 ] 
f(z) = 13/294*z^3 + 79/294*z + 1
*
[ 3 ] 
f(z) = 14/285*z^3 + 64/285*z + 1
*
[ 3 ] 
f(z) = 14/291*z^3 + 68/291*z + 1
*
[ 5/2 ] 
f(z) = 16/285*z^3 + 71/285*z + 1
*
[ 7/4 ] 
f(z) = 16/287*z^3 + 74/287*z + 1
*
[ 3/2 ] 
f(z) = 16/291*z^3 + 61/291*z + 1
*
[ 5/2 ] 
f(z) = 16/295*z^3 + 77/295*z + 1
*
[ 11/4 ] 
f(z) = 16/297*z^3 + 68/297*z + 1
*
[ 2 ] 
f(z) = 17/282*z^3 + 73/282*z + 1
*
[ 2 ] 
f(z) = 17/286*z^3 + 75/286*z + 1
*
[ 2 ] 
f(z) = 17/290*z^3 + 77/290*z + 1
*
[ 2 ] 
f(z) = 17/294*z^3 + 79/294*z + 1
*
[ 7/3 ] 
f(z) = 18/287*z^3 + 66/287*z + 1
*
[ 5/3 ] 
f(z) = 18/295*z^3 + 68/295*z + 1
*
[ 2 ] 
f(z) = 19/282*z^3 + 65/282*z + 1
*
[ 2 ] 
f(z) = 19/286*z^3 + 67/286*z + 1
*
[ 2 ] 
f(z) = 19/290*z^3 + 69/290*z + 1
*
[ -4 ] 
f(z) = 19/292*z^3 + 61/292*z + 1
*
[ 2 ] 
f(z) = 19/294*z^3 + 71/294*z + 1
*
[ 2 ] 
f(z) = 19/298*z^3 + 73/298*z + 1
*
[ 17/4 ] 
f(z) = 2/289*z^3 + 87/136*z + 1
*
[ 4 ] 
f(z) = 1/280*z^3 + 97/140*z + 1
*
[ 17/3 ] 
f(z) = 2/289*z^3 + 92/153*z + 1
*
[ 4 ] 
f(z) = 3/280*z^3 + 81/140*z + 1
*
[ 4 ] 
f(z) = 3/296*z^3 + 87/148*z + 1
*
[ 17/6 ] 
f(z) = 4/289*z^3 + 82/153*z + 1
*
[ 21/2 ] 
f(z) = 1/294*z^3 + 89/168*z + 1
*
[ 33/8 ] 
f(z) = 4/297*z^3 + 93/176*z + 1
*
[ 7/2 ] 
f(z) = 5/294*z^3 + 85/168*z + 1
*
[ 9/4 ] 
f(z) = 8/297*z^3 + 83/198*z + 1
*
[ 21/5 ] 
f(z) = 5/294*z^3 + 97/210*z + 1
*
[ 17/4 ] 
f(z) = 7/289*z^3 + 89/272*z + 1
*
[ 24/11 ] 
f(z) = 11/288*z^3 + 95/264*z + 1
*
[ 17/8 ] 
f(z) = 12/289*z^3 + 93/272*z + 1
*
[ 13 ] 
f(z) = 1/286*z^3 + 95/286*z + 1
*
[ -11 ] 
f(z) = 2/297*z^3 + 82/297*z + 1
*
[ 7 ] 
f(z) = 3/287*z^3 + 99/287*z + 1
*
[ 3/2 ] 
f(z) = 4/285*z^3 + 86/285*z + 1
*
[ -15/2 ] 
f(z) = 4/285*z^3 + 98/285*z + 1
*
[ 3/2 ] 
f(z) = 4/291*z^3 + 88/291*z + 1
*
[ 13/2 ] 
f(z) = 4/299*z^3 + 84/299*z + 1
*
[ -7 ] 
f(z) = 5/287*z^3 + 83/287*z + 1
*
[ 5 ] 
f(z) = 6/295*z^3 + 86/295*z + 1
*
[ 5/3 ] 
f(z) = 9/280*z^3 + 87/280*z + 1
*
[ 11/3 ] 
f(z) = 9/286*z^3 + 87/286*z + 1
*
[ 5/3 ] 
f(z) = 9/290*z^3 + 91/290*z + 1
*
[ 5/3 ] 
f(z) = 9/295*z^3 + 93/295*z + 1
*
[ 3 ] 
f(z) = 11/282*z^3 + 89/282*z + 1
*
[ 2 ] 
f(z) = 11/282*z^3 + 97/282*z + 1
*
[ 3 ] 
f(z) = 11/285*z^3 + 91/285*z + 1
*
[ 3 ] 
f(z) = 11/291*z^3 + 95/291*z + 1
*
[ 3 ] 
f(z) = 11/294*z^3 + 97/294*z + 1
*
[ 2 ] 
f(z) = 13/282*z^3 + 89/282*z + 1
*
[ 2 ] 
f(z) = 13/290*z^3 + 93/290*z + 1
*
[ 2 ] 
f(z) = 13/294*z^3 + 95/294*z + 1
*
[ 2 ] 
f(z) = 13/298*z^3 + 97/298*z + 1
*
[ 2 ] 
f(z) = 15/286*z^3 + 83/286*z + 1
*
[ 2 ] 
f(z) = 15/298*z^3 + 89/298*z + 1
*
[ 2 ] 
f(z) = 17/298*z^3 + 81/298*z + 1
*
[ 17/3 ] 
f(z) = 1/289*z^3 + 109/153*z + 1
*
[ 4 ] 
f(z) = 1/296*z^3 + 103/148*z + 1
*
[ 7/2 ] 
f(z) = 1/294*z^3 + 113/168*z + 1
*
[ 10 ] 
f(z) = 1/296*z^3 + 104/185*z + 1
*
[ 17/6 ] 
f(z) = 3/289*z^3 + 115/204*z + 1
*
[ 14/5 ] 
f(z) = 5/294*z^3 + 107/210*z + 1
*
[ 12/5 ] 
f(z) = 5/297*z^3 + 107/220*z + 1
*
[ 33/10 ] 
f(z) = 5/297*z^3 + 113/220*z + 1
*
[ -14 ] 
f(z) = 1/296*z^3 + 106/259*z + 1
*
42/5 | 0.19362929100291581124610472544987349839 | 0.021725323473463351273044823080111014592
f(z) = 1/297*z^3 + 118/275*z + 1
*
[ 33/10 ] 
f(z) = 8/297*z^3 + 111/275*z + 1
*
[ 13 ] 
f(z) = 1/299*z^3 + 107/299*z + 1
*
[ 2 ] 
f(z) = 7/282*z^3 + 113/282*z + 1
*
[ 4 ] 
f(z) = 7/284*z^3 + 101/284*z + 1
*
[ 2 ] 
f(z) = 7/286*z^3 + 115/286*z + 1
*
[ 2 ] 
f(z) = 7/290*z^3 + 117/290*z + 1
*
[ 4 ] 
f(z) = 7/292*z^3 + 107/292*z + 1
*
[ 3 ] 
f(z) = 8/285*z^3 + 118/285*z + 1
*
[ 7/2 ] 
f(z) = 8/287*z^3 + 107/287*z + 1
*
[ -11/2 ] 
f(z) = 8/297*z^3 + 109/297*z + 1
*
[ 2 ] 
f(z) = 9/286*z^3 + 107/286*z + 1
*
[ 7/3 ] 
f(z) = 9/287*z^3 + 115/287*z + 1
*
[ 10/3 ] 
f(z) = 9/290*z^3 + 103/290*z + 1
*
[ 2 ] 
f(z) = 9/290*z^3 + 109/290*z + 1
*
[ 2 ] 
f(z) = 9/298*z^3 + 113/298*z + 1
*
[ 3 ] 
f(z) = 10/291*z^3 + 104/291*z + 1
*
[ 2 ] 
f(z) = 11/290*z^3 + 101/290*z + 1
*
[ 2 ] 
f(z) = 11/294*z^3 + 103/294*z + 1
*
[ 2 ] 
f(z) = 11/298*z^3 + 105/298*z + 1
*
[ 5/2 ] 
f(z) = 12/295*z^3 + 102/295*z + 1
*
[ 9/2 ] 
f(z) = 2/297*z^3 + 127/198*z + 1
*
[ 17/8 ] 
f(z) = 4/289*z^3 + 127/272*z + 1
*
[ 17/4 ] 
f(z) = 5/289*z^3 + 123/272*z + 1
*
[ 2 ] 
f(z) = 1/282*z^3 + 137/282*z + 1
*
[ -8 ] 
f(z) = 3/280*z^3 + 123/280*z + 1
*
[ 2 ] 
f(z) = 3/286*z^3 + 131/286*z + 1
*
[ 2 ] 
f(z) = 3/290*z^3 + 133/290*z + 1
*
[ 2 ] 
f(z) = 3/298*z^3 + 137/298*z + 1
*
[ 5 ] 
f(z) = 4/285*z^3 + 128/285*z + 1
*
[ -7 ] 
f(z) = 4/287*z^3 + 132/287*z + 1
*
[ 5 ] 
f(z) = 4/295*z^3 + 136/295*z + 1
*
[ 11/2 ] 
f(z) = 4/297*z^3 + 122/297*z + 1
*
[ 2 ] 
f(z) = 5/282*z^3 + 121/282*z + 1
*
[ 4 ] 
f(z) = 5/284*z^3 + 133/284*z + 1
*
[ 2 ] 
f(z) = 5/286*z^3 + 123/286*z + 1
*
[ 4 ] 
f(z) = 5/292*z^3 + 139/292*z + 1
*
[ 2 ] 
f(z) = 5/294*z^3 + 127/294*z + 1
*
[ 2 ] 
f(z) = 5/298*z^3 + 129/298*z + 1
*
[ 3 ] 
f(z) = 7/282*z^3 + 125/282*z + 1
*
[ 3 ] 
f(z) = 7/285*z^3 + 127/285*z + 1
*
[ 3 ] 
f(z) = 7/291*z^3 + 131/291*z + 1
*
[ 2 ] 
f(z) = 7/298*z^3 + 121/298*z + 1
*
[ 5/2 ] 
f(z) = 8/285*z^3 + 121/285*z + 1
*
[ 3 ] 
f(z) = 8/291*z^3 + 122/291*z + 1
*
[ 5/2 ] 
f(z) = 8/295*z^3 + 127/295*z + 1
*
[ 8/3 ] 
f(z) = 9/296*z^3 + 121/296*z + 1
*
[ 15/2 ] 
f(z) = 1/297*z^3 + 149/220*z + 1
*
[ 17/4 ] 
f(z) = 3/289*z^3 + 157/272*z + 1
*
[ 2 ] 
f(z) = 1/290*z^3 + 141/290*z + 1
*
[ 2 ] 
f(z) = 1/294*z^3 + 143/294*z + 1
*
[ 11 ] 
f(z) = 1/297*z^3 + 149/297*z + 1
*
[ 2 ] 
f(z) = 1/298*z^3 + 145/298*z + 1
*
[ -13 ] 
f(z) = 1/299*z^3 + 153/299*z + 1
*
[ 7 ] 
f(z) = 2/287*z^3 + 148/287*z + 1
*
[ 5 ] 
f(z) = 3/280*z^3 + 149/280*z + 1
*
[ 5 ] 
f(z) = 3/290*z^3 + 157/290*z + 1
*
[ -8 ] 
f(z) = 3/296*z^3 + 141/296*z + 1
*
[ 5/2 ] 
f(z) = 4/285*z^3 + 146/285*z + 1
*
[ 3 ] 
f(z) = 4/285*z^3 + 154/285*z + 1
*
[ 7/2 ] 
f(z) = 4/287*z^3 + 156/287*z + 1
*
[ 3 ] 
f(z) = 4/291*z^3 + 158/291*z + 1
*
[ 5/2 ] 
f(z) = 4/295*z^3 + 152/295*z + 1
*
[ 3 ] 
f(z) = 5/282*z^3 + 143/282*z + 1
*
[ 3 ] 
f(z) = 5/291*z^3 + 149/291*z + 1
*
[ 3 ] 
f(z) = 5/294*z^3 + 151/294*z + 1
*
[ 3 ] 
f(z) = 1/282*z^3 + 179/282*z + 1
*
[ 9 ] 
f(z) = 1/288*z^3 + 175/288*z + 1
*
[ 10 ] 
f(z) = 1/290*z^3 + 161/290*z + 1
*
[ 3 ] 
f(z) = 2/285*z^3 + 172/285*z + 1
*
[ 5 ] 
f(z) = 2/285*z^3 + 178/285*z + 1
*
[ 3 ] 
f(z) = 2/291*z^3 + 176/291*z + 1
*
[ 4 ] 
f(z) = 3/284*z^3 + 165/284*z + 1
*
[ 4 ] 
f(z) = 3/292*z^3 + 171/292*z + 1
*
[ 5 ] 
f(z) = 3/295*z^3 + 161/295*z + 1
*
[ 17/4 ] 
f(z) = 1/289*z^3 + 191/272*z + 1
*
[ 33/5 ] 
f(z) = 1/297*z^3 + 193/275*z + 1
*
[ 8 ] 
f(z) = 1/280*z^3 + 181/280*z + 1
*
[ 7 ] 
f(z) = 1/280*z^3 + 191/280*z + 1
*
[ 5 ] 
f(z) = 1/280*z^3 + 199/280*z + 1
*
[ 6 ] 
f(z) = 1/282*z^3 + 199/282*z + 1
*
[ 4 ] 
f(z) = 1/284*z^3 + 197/284*z + 1
*
[ 3 ] 
f(z) = 1/285*z^3 + 181/285*z + 1
*
[ -11 ] 
f(z) = 1/286*z^3 + 191/286*z + 1
*
[ 7 ] 
f(z) = 1/287*z^3 + 197/287*z + 1
*
[ 3 ] 
f(z) = 1/291*z^3 + 185/291*z + 1
*
[ 3 ] 
f(z) = 1/294*z^3 + 187/294*z + 1
*
[ 8 ] 
f(z) = 1/296*z^3 + 195/296*z + 1
*
[ 5 ] 
f(z) = 2/295*z^3 + 186/295*z + 1
*
[ 5 ] 
f(z) = 1/285*z^3 + 203/285*z + 1
*
[ 5 ] 
f(z) = 1/290*z^3 + 207/290*z + 1
*
[ 4 ] 
f(z) = 1/292*z^3 + 203/292*z + 1
*
[ 6 ] 
f(z) = 1/294*z^3 + 209/294*z + 1
*
[ 5 ] 
f(z) = 1/295*z^3 + 211/295*z + 1
*
[ -11 ] 
f(z) = 1/297*z^3 + 203/297*z + 1
*
[ 6 ] 
f(z) = 21/8*z^3 - 281/3*z + 1
*
[ 3/2 ] 
f(z) = 22*z^3 - 295/6*z + 1
*
[ -3/2 ] 
f(z) = 22*z^3 - 287/6*z + 1
*
-5/2 | 0.12941205094326846377272596060812597945 | 0.022952094810055713316735984480487467768
f(z) = 22/5*z^3 - 281/10*z + 1
*
0 | 0.083170913064387728280944234813638440834 | 0.014590252844993386364662523009803032901
f(z) = 24*z^3 - 299/12*z + 1
*
[ 7/2 ] 
f(z) = 24/7*z^3 - 289/7*z + 1
*
[ -7/2 ] 
f(z) = 24/7*z^3 - 285/7*z + 1
*
[ 12/5 ] 
f(z) = 25/6*z^3 - 281/12*z + 1
*
[ 6 ] 
f(z) = 25/18*z^3 - 295/6*z + 1
*
[ -6 ] 
f(z) = 25/18*z^3 - 293/6*z + 1
*
0 | 0.13332941255796342412863355295369576660 | 0.023646865154319610791644517123446340539
f(z) = 27/2*z^3 - 281/18*z + 1
*
-10/3 | 0.14879643944088156508249723330966086709 | 0.026133375405357770383593914694417347839
f(z) = 27/10*z^3 - 297/10*z + 1
*
[ 10/3 ] 
f(z) = 27/10*z^3 - 293/10*z + 1
*
[ -10/3 ] 
f(z) = 27/10*z^3 - 287/10*z + 1
*
-3/2 | 0.12631355434857554123402125443897929661 | 0.022374411917913303446859405570945439833
f(z) = 31/3*z^3 - 283/12*z + 1
*
3 | 0.13394789135585258817149403703557217699 | 0.023726711770466003278322839368054652714
f(z) = 31/12*z^3 - 283/12*z + 1
*
[ 3 ] 
f(z) = 32/3*z^3 - 286/3*z + 1
*
[ -3 ] 
f(z) = 32/3*z^3 - 284/3*z + 1
*
5/3 | 0.15438760550048687432736874013703121596 | 0.027330201730702437083672379218325686402
f(z) = 33/5*z^3 - 284/15*z + 1
*
-5/3 | 0.093091721297160359482168322635825544730 | 0.016510440856704835601075145162359204442
f(z) = 33/5*z^3 - 281/15*z + 1
*
[ 2/3 ] 
f(z) = 34*z^3 - 281/18*z + 1
*
-2 | 0.064598181976412146693278913360394565863 | 0.011456920638170029943734783118474453559
f(z) = 34/9*z^3 - 281/18*z + 1
*
[ 3 ] 
f(z) = 34/15*z^3 - 296/15*z + 1
*
[ -3 ] 
f(z) = 34/15*z^3 - 286/15*z + 1
*
[ 2/3 ] 
f(z) = 35*z^3 - 289/18*z + 1
*
-2 | 0.087899823684504758861456585853669375038 | 0.015589623008744040433239240259264439386
f(z) = 35*z^3 - 281/2*z + 1
*
[ -3/2 ] 
f(z) = 35/3*z^3 - 295/12*z + 1
*
-2 | 0.067423945067859710168398864057939664199 | 0.011943066030079333282624348815474004972
f(z) = 35/3*z^3 - 283/6*z + 1
*
-2 | 0.073717032313682604789182502166539179052 | 0.013009438994125379471633631354490418269
f(z) = 35/9*z^3 - 289/18*z + 1
*
[ -3 ] 
f(z) = 35/12*z^3 - 299/12*z + 1
*
-2 | 0.082718315692794243941302531461391443449 | 0.014597968039775151301788844132513322482
f(z) = 36*z^3 - 289/2*z + 1
*
[ 2 ] 
f(z) = 36*z^3 - 287/2*z + 1
*
[ -2 ] 
f(z) = 36*z^3 - 285/2*z + 1
*
-2 | 0.082450045222279779028460028268132765508 | 0.014515411924523795761344860058660247523
f(z) = 36/5*z^3 - 293/10*z + 1
*
[ 2 ] 
f(z) = 36/5*z^3 - 283/10*z + 1
*
-2 | 0.082293710330890447751098732234837301970 | 0.014470558631689816143822287715621589875
f(z) = 36/7*z^3 - 295/14*z + 1
*
[ 2 ] 
f(z) = 36/7*z^3 - 281/14*z + 1
*
-2 | 0.088932247732890870029147018003255888275 | 0.015619324120785192533078375561645668411
f(z) = 37*z^3 - 297/2*z + 1
*
[ 2 ] 
f(z) = 37*z^3 - 295/2*z + 1
*
[ -2 ] 
f(z) = 37*z^3 - 293/2*z + 1
*
-2 | 0.068465221307145615248685276050126815279 | 0.012010507678163324031402734197642102126
f(z) = 37/3*z^3 - 299/6*z + 1
*
[ 2 ] 
f(z) = 37/3*z^3 - 293/6*z + 1
*
[ -2 ] 
f(z) = 37/3*z^3 - 287/6*z + 1
*
[ 2 ] 
f(z) = 37/5*z^3 - 291/10*z + 1
*
[ -2 ] 
f(z) = 37/5*z^3 - 281/10*z + 1
*
[ 2 ] 
f(z) = 37/7*z^3 - 289/14*z + 1
*
[ 4 ] 
f(z) = 37/8*z^3 - 293/4*z + 1
*
[ -4 ] 
f(z) = 37/8*z^3 - 291/4*z + 1
*
[ 2 ] 
f(z) = 37/9*z^3 - 287/18*z + 1
*
[ -2 ] 
f(z) = 38/3*z^3 - 295/6*z + 1
*
[ 2 ] 
f(z) = 38/5*z^3 - 299/10*z + 1
*
[ -2 ] 
f(z) = 38/5*z^3 - 289/10*z + 1
*
[ 2 ] 
f(z) = 38/7*z^3 - 297/14*z + 1
*
[ -2 ] 
f(z) = 38/7*z^3 - 283/14*z + 1
*
[ 2 ] 
f(z) = 38/9*z^3 - 295/18*z + 1
*
[ -2 ] 
f(z) = 39/5*z^3 - 297/10*z + 1
*
[ -2 ] 
f(z) = 39/7*z^3 - 291/14*z + 1
*
4/5 | 0.13767144624424442527548441927583401526 | 0.022977928878957818334724217418243418373
f(z) = 20*z^3 - 281/20*z + 1
*
-6/5 | 0.11138760585870308882211388828127170968 | 0.019609898065752318530004835572175480440
f(z) = 20/3*z^3 - 293/30*z + 1
*
[ 6/5 ] 
f(z) = 20/3*z^3 - 283/30*z + 1
*
[ -5/7 ] 
f(z) = 21*z^3 - 291/35*z + 1
*
1/7 | 0.15969409673988931853932557356017254636 | 0.028287237420753282684363393795630837013
f(z) = 21/5*z^3 - 283/35*z + 1
*
0 | 0.13888790959668935536102485251179472657 | 0.024407581052045754568697432867947984023
f(z) = 22/3*z^3 - 296/33*z + 1
*
[ 3/2 ] 
f(z) = 22/5*z^3 - 287/30*z + 1
*
-5/2 | 0.15819390683971478075358582432097185394 | 0.027850193599502189525617519721439021792
f(z) = 22/15*z^3 - 293/30*z + 1
*
5/2 | 0.16736560122611641691543694730974619407 | 0.029572599549842820037945298587363582232
f(z) = 22/15*z^3 - 287/30*z + 1
*
2/23 | 0.090764456708164520718723474250133967307 | 0.011723035881166765458597717707882070965
f(z) = 23/8*z^3 - 288/23*z + 1
*
[ -13/6 ] 
f(z) = 24/13*z^3 - 281/39*z + 1
*
[ -7/5 ] 
f(z) = 25/4*z^3 - 295/28*z + 1
*
[ 1/10 ] 
f(z) = 25/8*z^3 - 289/32*z + 1
*
[ 2/25 ] 
f(z) = 25/8*z^3 - 288/25*z + 1
*
[ -3/4 ] 
f(z) = 26*z^3 - 295/24*z + 1
*
[ -5/2 ] 
f(z) = 26/15*z^3 - 283/30*z + 1
*
[ -7/9 ] 
f(z) = 27*z^3 - 295/21*z + 1
*
1/6 | 0.16946493235958488034197521059084386952 | 0.029315421432662786202918770540567801985
f(z) = 27/2*z^3 - 289/24*z + 1
*
0 | 0.15552774238980981554753944685536545464 | 0.027549234845293968791154514543033946427
f(z) = 27/4*z^3 - 283/36*z + 1
*
1/14 | 0.12454350009365330881550072939030736271 | 0.021899778404141079936467838597928363571
f(z) = 28/3*z^3 - 295/21*z + 1
*
0 | 0.11995370330260730023060363056443965806 | 0.021274593447450085329698107278288327844
f(z) = 28/5*z^3 - 281/35*z + 1
*
-3/5 | 0.17348601360260536348639866906082643390 | 0.025503667405186471087107943024857006159
f(z) = 30*z^3 - 299/30*z + 1
*
1/10 | 0.14959721879739447934485861442763523243 | 0.021991846107485645084676437323727186313
f(z) = 30*z^3 - 289/30*z + 1
*
[ 7/5 ] 
f(z) = 30/7*z^3 - 284/35*z + 1
*
[ 1/12 ] 
f(z) = 32/3*z^3 - 299/27*z + 1
*
0 | 0.16451429695333377674809832551364177094 | 0.029141058260952259853070241859320208010
f(z) = 32/3*z^3 - 283/24*z + 1
*
-5/3 | 0.12282052001399224938097666658645958374 | 0.021701723820596397415442473031876187662
f(z) = 33/10*z^3 - 287/30*z + 1
*
-2 | 0.085075764733227813942439180485811116130 | 0.015088757221312004187990553588324525577
f(z) = 33/17*z^3 - 281/34*z + 1
*
-2 | 0.084713033346390752642515032938216078009 | 0.015005549583994008928430656717060297495
f(z) = 33/19*z^3 - 283/38*z + 1
*
-2 | 0.077951554201233572876253106818397581655 | 0.013807862444649939683228225118996343188
f(z) = 34/11*z^3 - 283/22*z + 1
*
-2 | 0.077716159793338758393117847304558889394 | 0.013749015224058346312681199973629790105
f(z) = 34/13*z^3 - 285/26*z + 1
*
-2 | 0.057109400281463398214597449041963015153 | 0.010090923180646150322351103478834846208
f(z) = 34/15*z^3 - 287/30*z + 1
*
-2 | 0.076815720281708998337326428801924063272 | 0.013539810207220300505470074533906583934
f(z) = 34/19*z^3 - 291/38*z + 1
*
0 | 0.14655696148224322696203526324321714081 | 0.025801497871664918079983900131490594265
f(z) = 35/3*z^3 - 293/21*z + 1
*
0 | 0.14679981033601322271337382155279607063 | 0.025891162853353911616724137444609487358
f(z) = 35/3*z^3 - 290/21*z + 1
*
0 | 0.11331758474373917970706147172318675428 | 0.019949672755340504572111389382497914859
f(z) = 35/4*z^3 - 293/28*z + 1
*
-10/7 | 0.17856041394113751212632145905186337773 | 0.023062663684733429252678748484584675273
f(z) = 35/8*z^3 - 288/35*z + 1
*
-2 | 0.087079606458460458553716767106564147038 | 0.015348959041756685251098645508314979231
f(z) = 35/11*z^3 - 291/22*z + 1
*
-2 | 0.086855994233614279666544760098903427275 | 0.015291083601180279214393807144804154120
f(z) = 35/13*z^3 - 293/26*z + 1
*
-2 | 0.086324394497720000207135809254590430974 | 0.015161302357274684387833381421936978541
f(z) = 35/17*z^3 - 297/34*z + 1
*
-2 | 0.086005897553957888315093770860805425639 | 0.015087579842984155025556588620675956009
f(z) = 35/19*z^3 - 299/38*z + 1
*
-2 | 0.081928428619227200224128982687695755048 | 0.014372290079611343530639093419815715404
f(z) = 36/11*z^3 - 299/22*z + 1
*
[ -3/2 ] 
f(z) = 37/6*z^3 - 293/24*z + 1
*
[ 4/3 ] 
f(z) = 37/8*z^3 - 287/36*z + 1
*
[ 2 ] 
f(z) = 37/11*z^3 - 285/22*z + 1
*
[ 2 ] 
f(z) = 37/13*z^3 - 283/26*z + 1
*
[ 2 ] 
f(z) = 37/15*z^3 - 281/30*z + 1
*
[ 2 ] 
f(z) = 38/11*z^3 - 293/22*z + 1
*
[ 2 ] 
f(z) = 38/13*z^3 - 291/26*z + 1
*
[ 2 ] 
f(z) = 38/15*z^3 - 289/30*z + 1
*
[ 2 ] 
f(z) = 38/17*z^3 - 287/34*z + 1
*
[ 2 ] 
f(z) = 39/17*z^3 - 295/34*z + 1
*
[ 2 ] 
f(z) = 39/19*z^3 - 293/38*z + 1
*
9/10 | 0.13944734567840817956563418551334526911 | 0.024448222963975051085628563939604838801
f(z) = 20/3*z^3 - 293/45*z + 1
*
7/8 | 0.15354288990027468572156650252304983784 | 0.026618298463666864565997584939265265964
f(z) = 20/3*z^3 - 293/48*z + 1
*
1/3 | 0.16035838771285814238741618260302493640 | 0.026335556888319073903756664239033406158
f(z) = 21/2*z^3 - 295/42*z + 1
*
4/7 | 0.12385059902274758175390743465502235554 | 0.019422283568776775927171762583609162004
f(z) = 21/2*z^3 - 283/56*z + 1
*
1/6 | 0.13029066279068720579839079827224517843 | 0.022910361769976660800227221931301569522
f(z) = 21/4*z^3 - 295/48*z + 1
*
0 | 0.15643908310213003929049437959646775106 | 0.027443317539774953863873418091341413996
f(z) = 21/8*z^3 - 299/56*z + 1
*
0 | 0.15885106619096811271890004485134087002 | 0.027999650065800909763610750120765859933
f(z) = 21/8*z^3 - 291/56*z + 1
*
[ 1/6 ] 
f(z) = 22/3*z^3 - 281/54*z + 1
*
0 | 0.16305240463307876208509572133843805167 | 0.028722824753810408854992796314499717678
f(z) = 22/5*z^3 - 292/55*z + 1
*
-5/4 | 0.14703206050659228801606241343577929565 | 0.026044361619621762729058895998767442927
f(z) = 22/5*z^3 - 283/40*z + 1
*
0 | 0.15324447015277423494415198801179210682 | 0.027161821034264813150678271540610269382
f(z) = 22/5*z^3 - 282/55*z + 1
*
[ 3/2 ] 
f(z) = 22/7*z^3 - 283/42*z + 1
*
[ 1/6 ] 
f(z) = 24/19*z^3 - 287/57*z + 1
*
[ 3/20 ] 
f(z) = 25*z^3 - 299/48*z + 1
*
4/5 | 0.10298823273703636250750667244370161836 | 0.017189158331371203395064420445142487375
f(z) = 25/3*z^3 - 289/48*z + 1
*
[ 3/20 ] 
f(z) = 25/3*z^3 - 281/48*z + 1
*
[ 2/5 ] 
f(z) = 26*z^3 - 283/50*z + 1
*
[ 1/6 ] 
f(z) = 26/3*z^3 - 283/54*z + 1
*
-5/4 | 0.10965186273655408076924229490818300383 | 0.019304318774131219020982394806839639848
f(z) = 26/5*z^3 - 293/40*z + 1
*
[ -3/2 ] 
f(z) = 26/7*z^3 - 281/42*z + 1
*
[ 2/5 ] 
f(z) = 27*z^3 - 291/50*z + 1
*
[ -5/6 ] 
f(z) = 27/2*z^3 - 287/40*z + 1
*
8/9 | 0.060041095466051709223416882491950472349 | 0.010386396715582746609276713967264576454
f(z) = 27/4*z^3 - 289/48*z + 1
*
0 | 0.15711262361884987500346563926230175873 | 0.027659832620128357120123061227404427849
f(z) = 27/5*z^3 - 293/45*z + 1
*
0 | 0.11012809270901433164647741337142274148 | 0.019507418049577028267863491016065633994
f(z) = 27/5*z^3 - 283/45*z + 1
*
[ -11/6 ] 
f(z) = 27/11*z^3 - 295/44*z + 1
*
[ -5/3 ] 
f(z) = 27/11*z^3 - 287/55*z + 1
*
4/9 | 0.16783204686988892982955017052621486877 | 0.029618674361742459427005486260972574753
f(z) = 27/14*z^3 - 289/42*z + 1
*
[ 1/6 ] 
f(z) = 27/14*z^3 - 283/56*z + 1
*
-1/9 | 0.14668290988572019336479940718067485540 | 0.025886315655233928435203744672726561777
f(z) = 27/16*z^3 - 289/48*z + 1
*
[ 2/5 ] 
f(z) = 28*z^3 - 299/50*z + 1
*
[ 6/7 ] 
f(z) = 28/3*z^3 - 295/42*z + 1
*
-7/8 | 0.15472523741713732937142626182994549297 | 0.025344877627563780072215528399711525128
f(z) = 28/3*z^3 - 295/48*z + 1
*
-6/7 | 0.15363971767382356910900833528110380281 | 0.025729857741293578609147461282238559628
f(z) = 28/3*z^3 - 281/42*z + 1
*
1/6 | 0.16386613387846145672034921425904759608 | 0.028746207513285160207514406017785639600
f(z) = 30/7*z^3 - 299/42*z + 1
*
7/6 | 0.11539697308360182386991478273699039852 | 0.020466426794900021320431035048289057851
f(z) = 30/7*z^3 - 281/42*z + 1
*
1/5 | 0.13537006644775889058909607387010561308 | 0.024008788802169276769388058855265663464
f(z) = 30/11*z^3 - 281/55*z + 1
*
[ 3/4 ] 
f(z) = 31/3*z^3 - 295/48*z + 1
*
-3/2 | 0.088299887778725978270884933687313678581 | 0.015526687253935359258844756075165026022
f(z) = 31/12*z^3 - 295/48*z + 1
*
-7/8 | 0.17240000565075054329417864360095439000 | 0.028240105616574847903224822872586287144
f(z) = 32/3*z^3 - 295/42*z + 1
*
[ 2/3 ] 
f(z) = 32/3*z^3 - 283/54*z + 1
*
5/16 | 0.12685167393431521196668877120427975782 | 0.022386537568806227742681121969586715446
f(z) = 32/5*z^3 - 289/40*z + 1
*
0 | 0.14742644530824843289042486979353252302 | 0.026147068418750079791355797114000632102
f(z) = 32/5*z^3 - 281/40*z + 1
*
11/16 | 0.14518735118446713131116637676745322329 | 0.025622382354130679879001416408498017504
f(z) = 32/7*z^3 - 289/56*z + 1
*
15/16 | 0.14411792379906801418906162813761258464 | 0.025560279948848563467548213225312976165
f(z) = 32/7*z^3 - 281/56*z + 1
*
5/4 | 0.10249148872928221117730833327185659210 | 0.018120869364276142667261647679463117153
f(z) = 32/9*z^3 - 286/45*z + 1
*
0 | 0.14766786898856826848742410143926724268 | 0.026060139328787213053550723195559259709
f(z) = 33/7*z^3 - 289/42*z + 1
*
2/11 | 0.18598664392714741109869122327662701473 | 0.026370906013274373716144395585227370522
f(z) = 33/16*z^3 - 289/44*z + 1
*
[ 3/17 ] 
f(z) = 34*z^3 - 292/51*z + 1
*
[ 2/3 ] 
f(z) = 34/3*z^3 - 299/54*z + 1
*
[ 1/6 ] 
f(z) = 34/3*z^3 - 287/54*z + 1
*
3/17 | 0.19544262793171045709515255703674361215 | 0.028802609023183881714998126271611046161
f(z) = 34/9*z^3 - 295/51*z + 1
*
-3/4 | 0.15291215711370248674976582141090303864 | 0.024164615156535733709983255090265714653
f(z) = 35/3*z^3 - 299/48*z + 1
*
1/7 | 0.059446760108612985952168301848127259991 | 0.010428444618960310193790036551734187389
f(z) = 35/6*z^3 - 299/42*z + 1
*
0 | 0.16194595070857348227853192462175575678 | 0.028510744629747726153538684193995540404
f(z) = 35/6*z^3 - 293/42*z + 1
*
0 | 0.11332350247524817141783892651415993332 | 0.020098682882011571649457420807041893413
f(z) = 35/6*z^3 - 281/42*z + 1
*
[ 2/15 ] 
f(z) = 35/8*z^3 - 296/45*z + 1
*
0 | 0.12458775650109734318192160794138825685 | 0.021933797628494390063239282693380852789
f(z) = 35/8*z^3 - 293/56*z + 1
*
2/5 | 0.099039897776698247466578915617664072762 | 0.017384285164231927153140885925785127420
f(z) = 35/9*z^3 - 298/45*z + 1
*
0 | 0.13598993555165513930400476815924172566 | 0.024088427013355813827695905784194920041
f(z) = 35/9*z^3 - 283/45*z + 1
*
[ 3/2 ] 
f(z) = 35/12*z^3 - 299/48*z + 1
*
[ 1/6 ] 
f(z) = 38/3*z^3 - 289/54*z + 1
*
[ 2/9 ] 
f(z) = 39*z^3 - 293/54*z + 1
*
[ 2/13 ] 
f(z) = 39/16*z^3 - 289/52*z + 1
*
3/20 | 0.15331731396840549906488668021948241927 | 0.021624210501468159229847280901343821490
f(z) = 20*z^3 - 287/60*z + 1
*
-1 | 0.073507234632143394553918020784174186401 | 0.012268658865322766032116978961627415547
f(z) = 20/3*z^3 - 289/60*z + 1
*
7/6 | 0.13762936436002129323364768935570440815 | 0.024143623665089247813957026732296592666
f(z) = 20/7*z^3 - 299/63*z + 1
*
0 | 0.15968604831586565566697355116892111977 | 0.028146826964697036637840374889186717528
f(z) = 20/7*z^3 - 291/70*z + 1
*
0 | 0.16383477979641678022297765889723748062 | 0.028913244415589975720214458629069817178
f(z) = 20/19*z^3 - 289/76*z + 1
*
-6/5 | 0.17559395170691463047736593976672560587 | 0.022599542999521448214229355119975688953
f(z) = 21/8*z^3 - 296/75*z + 1
*
0 | 0.11299493948167617931105426407085271385 | 0.019845496192491626323395802637486175209
f(z) = 21/10*z^3 - 297/70*z + 1
*
-19/22 | 0.15478110298096007893873257242281509695 | 0.025037039334868323580252441576639527062
f(z) = 22/3*z^3 - 295/66*z + 1
*
0 | 0.16947901390426352060545595550755524349 | 0.029748329443023042313597621036656099782
f(z) = 22/7*z^3 - 298/77*z + 1
*
1/4 | 0.16418872092782217435238487113093249763 | 0.028802797328657868004208355147874804310
f(z) = 22/9*z^3 - 299/72*z + 1
*
[ 6/5 ] 
f(z) = 23/8*z^3 - 298/75*z + 1
*
0 | 0.15579859387028370620275462841436075901 | 0.027428496384592099930583111703042319041
f(z) = 24/5*z^3 - 293/60*z + 1
*
-19/25 | 0.12097697085069970780513565891688176409 | 0.018791804566684892128638848128756033184
f(z) = 25/3*z^3 - 286/75*z + 1
*
0 | 0.097413579801077633950918013616310357157 | 0.017149756971546449320566892291209334138
f(z) = 25/12*z^3 - 293/60*z + 1
*
0 | 0.067427171673148464753076110732303800968 | 0.011958660926364884605409273888260524536
f(z) = 25/12*z^3 - 281/60*z + 1
*
0 | 0.11281092502899750186782806332291514808 | 0.019848568973603209139466866863716692592
f(z) = 25/13*z^3 - 294/65*z + 1
*
0 | 0.089555065106112721553239143586821993888 | 0.015766257695047385488639014190484420026
f(z) = 25/14*z^3 - 293/70*z + 1
*
-8/5 | 0.15831542947154614717261185826611441898 | 0.028043028717113060109391167874006913613
f(z) = 25/18*z^3 - 283/72*z + 1
*
[ 3/5 ] 
f(z) = 26/3*z^3 - 284/75*z + 1
*
5/18 | 0.19594234994997496749796283522537117584 | 0.026513875451228155838578904089955468019
f(z) = 27*z^3 - 293/60*z + 1
*
[ 5/18 ] 
f(z) = 27*z^3 - 281/60*z + 1
*
0 | 0.13912193600686020064775964400676835530 | 0.024507304852866919886349356840098880383
f(z) = 27/7*z^3 - 292/63*z + 1
*
4/3 | 0.070278162214553081745865654096962385840 | 0.012372539894824508813131351997821568308
f(z) = 27/10*z^3 - 293/60*z + 1
*
[ 2/9 ] 
f(z) = 27/13*z^3 - 281/78*z + 1
*
0 | 0.15430225279364126645378007306088269672 | 0.027132569270170243640265888775672344749
f(z) = 28/9*z^3 - 295/63*z + 1
*
0 | 0.16127023611700591707671775404667366828 | 0.028495581392221067689803419606176775025
f(z) = 28/9*z^3 - 287/72*z + 1
*
3/4 | 0.058221348882775798906909271406986067833 | 0.010312974320435292512148734918743666618
f(z) = 28/15*z^3 - 283/60*z + 1
*
0 | 0.15807591014674319464448228259188086431 | 0.027730457833953772066947240932879950336
f(z) = 28/17*z^3 - 299/68*z + 1
*
-3/2 | 0.10841692165696399253645133360001051805 | 0.019228467880289453428832486582763141254
f(z) = 29/15*z^3 - 281/60*z + 1
*
[ 4/15 ] 
f(z) = 30*z^3 - 293/60*z + 1
*
0 | 0.059043738056077372373755220129769914353 | 0.010351681242829350608807285975514400745
f(z) = 30/7*z^3 - 293/70*z + 1
*
[ -3/2 ] 
f(z) = 30/11*z^3 - 295/66*z + 1
*
[ -6/5 ] 
f(z) = 31/8*z^3 - 281/75*z + 1
*
-3/2 | 0.16857234105489922326310575237523297459 | 0.029571793648091589462503833070646109926
f(z) = 31/15*z^3 - 299/60*z + 1
*
[ 9/16 ] 
f(z) = 32/3*z^3 - 299/72*z + 1
*
0 | 0.14947861436227633854831196783528668299 | 0.026315857747876266651153038548126588857
f(z) = 32/15*z^3 - 293/60*z + 1
*
-19/33 | 0.13376719736445916792255064327302724108 | 0.019128686984499968468038703393282862257
f(z) = 33/2*z^3 - 295/66*z + 1
*
1/3 | 0.13393312754884700064839955825588144413 | 0.019152414973281757269990790210549524536
f(z) = 33/2*z^3 - 289/66*z + 1
*
[ 5/6 ] 
f(z) = 33/5*z^3 - 287/60*z + 1
*
-7/10 | 0.14674131648868737840616427846986973614 | 0.022399559917427746339709412785767433324
f(z) = 35/3*z^3 - 283/60*z + 1
*
3/5 | 0.16674778706038883852732234076876940286 | 0.026622574530554143973947752841551006587
f(z) = 35/4*z^3 - 289/60*z + 1
*
4/5 | 0.14631657316773901496444544725808944691 | 0.024977508160152591041656750142408236501
f(z) = 35/6*z^3 - 299/60*z + 1
*
0 | 0.10012969404528045402829430644975462036 | 0.017565246064828988845129188058001071067
f(z) = 35/9*z^3 - 299/63*z + 1
*
[ -9/7 ] 
f(z) = 35/9*z^3 - 293/63*z + 1
*
0 | 0.15082919169580694403267029912846085009 | 0.026601827047986692842603657674683278625
f(z) = 35/9*z^3 - 290/63*z + 1
*
0 | 0.16847473395679220270714874562417794796 | 0.029842585894683392793404705883711044804
f(z) = 35/12*z^3 - 283/60*z + 1
*
-3/2 | 0.11632184792388612320043692205414126447 | 0.020478576256508371376897843308806369042
f(z) = 37/15*z^3 - 293/60*z + 1
*
0 | 0.16234624939761585855462686794410945177 | 0.028685707138638934637296075075813960725
f(z) = 38/15*z^3 - 287/60*z + 1
*
-10/13 | 0.16817071778521295330151693378146075248 | 0.022951806742883140474675100999728161264
f(z) = 39/4*z^3 - 281/78*z + 1
*
0 | 0.18590673859274702167965105003263052047 | 0.029362186571242727218609200133060968830
f(z) = 39/10*z^3 - 281/65*z + 1
*
0 | 0.15246101318029188435583624900531289112 | 0.026745464842765981408250636460890861501
f(z) = 20/9*z^3 - 299/90*z + 1
*
0 | 0.14660343335661873913178010763640356709 | 0.026001101731676287627433439547785046873
f(z) = 20/9*z^3 - 281/90*z + 1
*
[ 5/6 ] 
f(z) = 22/5*z^3 - 293/90*z + 1
*
10/11 | 0.17095717496878949362649538713195972274 | 0.029990153006128659719221307613410412342
f(z) = 22/9*z^3 - 299/99*z + 1
*
9/11 | 0.16929652338482139087791128348863810518 | 0.029988152657231855420843261049971232681
f(z) = 22/9*z^3 - 283/99*z + 1
*
[ 2/7 ] 
f(z) = 23/4*z^3 - 291/98*z + 1
*
[ 2/9 ] 
f(z) = 23/8*z^3 - 295/81*z + 1
*
-11/8 | 0.14301725693844785169978133914892097881 | 0.025088794424006484284873935340832990939
f(z) = 24/11*z^3 - 299/88*z + 1
*
0 | 0.16942406239610568682646595112068261593 | 0.029863283725867115697815212261233349615
f(z) = 24/11*z^3 - 291/88*z + 1
*
[ 2/7 ] 
f(z) = 25/4*z^3 - 295/98*z + 1
*
[ 2/9 ] 
f(z) = 25/8*z^3 - 296/81*z + 1
*
-7/5 | 0.099785210757471397698942783397615518605 | 0.017675343080302107038164275627783567790
f(z) = 25/12*z^3 - 283/84*z + 1
*
0 | 0.12785633741374606161421820008823882662 | 0.022591525609482821190802328196282441902
f(z) = 25/18*z^3 - 287/90*z + 1
*
10/13 | 0.15559712428360891216640140411759552699 | 0.026720916694870427007554136718850641562
f(z) = 26/7*z^3 - 291/91*z + 1
*
[ 2/7 ] 
f(z) = 27/4*z^3 - 299/98*z + 1
*
11/18 | 0.14195853628874533906514961413114471913 | 0.024557141464749451746845349701984915050
f(z) = 27/7*z^3 - 289/84*z + 1
*
1/18 | 0.12147290773755072565974344351569384467 | 0.021013370928099586235973814204448636733
f(z) = 27/8*z^3 - 289/96*z + 1
*
0 | 0.14205881092269483930886410831832971170 | 0.025009594021347458125505455272982515680
f(z) = 27/10*z^3 - 293/90*z + 1
*
0 | 0.14372397158746481689582505656262772462 | 0.025458386943195619354909236808666753299
f(z) = 27/10*z^3 - 283/90*z + 1
*
2/7 | 0.19006859446096092075292663360852114271 | 0.028519947362259483193616595346260772944
f(z) = 28/3*z^3 - 295/84*z + 1
*
[ 3/4 ] 
f(z) = 29/6*z^3 - 293/96*z + 1
*
[ 2/9 ] 
f(z) = 29/8*z^3 - 298/81*z + 1
*
[ 2/3 ] 
f(z) = 31/5*z^3 - 293/90*z + 1
*
[ 2/9 ] 
f(z) = 31/8*z^3 - 299/81*z + 1
*
-4/3 | 0.10295909052677293056610860126596427271 | 0.018170020754485412284640305277144183366
f(z) = 33/14*z^3 - 289/84*z + 1
*
[ 1/4 ] 
f(z) = 34/11*z^3 - 281/88*z + 1
*
2/5 | 0.15365956326965606380265642919971627351 | 0.026231020262163686587686982997870082857
f(z) = 35/9*z^3 - 281/90*z + 1
*
0 | 0.16315977861293654302945599896054826000 | 0.028622295179721832639417900516852523733
f(z) = 35/12*z^3 - 299/84*z + 1
*
0 | 0.12103591311574988232339137781489631620 | 0.021308492091175147556110935247113733691
f(z) = 35/12*z^3 - 293/84*z + 1
*
0 | 0.13983672426831329959642745391698037628 | 0.024800980511010858047245929495510008711
f(z) = 35/12*z^3 - 281/84*z + 1
*
0 | 0.15245629035987825003496102390278486117 | 0.026776161337287173159142798483476815005
f(z) = 35/13*z^3 - 297/91*z + 1
*
-19/24 | 0.16867314413468275939674104442306760622 | 0.026537175444290031344348696719232443899
f(z) = 36/5*z^3 - 281/80*z + 1
*
2/3 | 0.12120358365306746151442779431131138935 | 0.020867873655330304621790403163106479247
f(z) = 37/10*z^3 - 283/90*z + 1
*
-14/19 | 0.17351481366258193801882696576686409119 | 0.026361919014452315399904373360548551147
f(z) = 38/5*z^3 - 297/95*z + 1
*
[ 1/4 ] 
f(z) = 38/11*z^3 - 283/88*z + 1
*
3/5 | 0.16628822683628613842406073742387995388 | 0.029154026748944219148830951152892117050
f(z) = 20/7*z^3 - 283/105*z + 1
*
0 | 0.16221752784830862172705475691161889562 | 0.028457000891216585634239849013965033777
f(z) = 20/11*z^3 - 299/110*z + 1
*
10/21 | 0.13791177975213587034549572947656136907 | 0.022649164618287557273256172623586734515
f(z) = 21/5*z^3 - 289/105*z + 1
*
10/21 | 0.21160287104207715310624972069318265331 | 0.027392353003433116414382311567702079922
f(z) = 21/8*z^3 - 283/105*z + 1
*
-1 | 0.10895831580881715139206102899041053305 | 0.017624849456602824833653582714843085003
f(z) = 22/5*z^3 - 289/110*z + 1
*
13/23 | 0.17750572375004350211189935348169029391 | 0.028305860500119394901911711193972208974
f(z) = 23/5*z^3 - 284/115*z + 1
*
-4/3 | 0.14247951439438524084979728783774243315 | 0.025175362155504450919183311408635543005
f(z) = 23/12*z^3 - 287/108*z + 1
*
0 | 0.14756140176307503143658380263903940786 | 0.026138125898354722478408665841215173915
f(z) = 24/13*z^3 - 283/104*z + 1
*
[ 4/15 ] 
f(z) = 27/8*z^3 - 299/100*z + 1
*
[ 4/15 ] 
f(z) = 27/16*z^3 - 287/100*z + 1
*
0 | 0.16270309683189348973474131701354096588 | 0.028558965587853732724852761416869717742
f(z) = 28/17*z^3 - 298/119*z + 1
*
0 | 0.16935202063422905765775468939355403535 | 0.029691177983507664042311408117584773462
f(z) = 30/11*z^3 - 289/110*z + 1
*
0 | 0.17045197381683615786048774290485149936 | 0.029901528121863234638652216438171520021
f(z) = 30/17*z^3 - 299/102*z + 1
*
0 | 0.14551985087667957522281931725335197070 | 0.025588268237254547790383397153760742514
f(z) = 32/13*z^3 - 295/104*z + 1
*
[ 4/5 ] 
f(z) = 33/8*z^3 - 289/100*z + 1
*
[ 6/19 ] 
f(z) = 38/9*z^3 - 295/114*z + 1
*
0 | 0.16258439733118015701278203118815249370 | 0.028657700200510286905518603767808037470
f(z) = 20/13*z^3 - 291/130*z + 1
*
[ 5/9 ] 
f(z) = 21/5*z^3 - 283/135*z + 1
*
[ 1/3 ] 
f(z) = 22/15*z^3 - 292/135*z + 1
*
-1 | 0.080794697393168027476441617100509419365 | 0.012883885574195822727922710165679369487
f(z) = 23/6*z^3 - 289/138*z + 1
*
[ 1/3 ] 
f(z) = 23/15*z^3 - 293/135*z + 1
*
[ 3/8 ] 
f(z) = 24/5*z^3 - 281/120*z + 1
*
0 | 0.078983150784307001977245551522720850300 | 0.013855614877585211614683971849649344615
f(z) = 24/11*z^3 - 299/132*z + 1
*
[ -4/3 ] 
f(z) = 24/11*z^3 - 281/132*z + 1
*
1/2 | 0.18215430183692995737396682910346339752 | 0.029310665926492865753128206831392797129
f(z) = 25/6*z^3 - 293/120*z + 1
*
-6/5 | 0.063162254801687439808319687920049920287 | 0.011146752314680998898159944277078689735
f(z) = 25/14*z^3 - 289/126*z + 1
*
[ -8/5 ] 
f(z) = 25/17*z^3 - 291/136*z + 1
*
[ 1/3 ] 
f(z) = 26/15*z^3 - 296/135*z + 1
*
[ 10/27 ] 
f(z) = 27/8*z^3 - 292/135*z + 1
*
0 | 0.13775938533186967792131312344460055963 | 0.024166432586916895479981218755488381901
f(z) = 27/14*z^3 - 299/126*z + 1
*
[ 1/3 ] 
f(z) = 28/15*z^3 - 298/135*z + 1
*
[ 2/3 ] 
f(z) = 29/7*z^3 - 295/126*z + 1
*
[ 1/3 ] 
f(z) = 29/14*z^3 - 281/126*z + 1
*
[ 1/3 ] 
f(z) = 29/15*z^3 - 299/135*z + 1
*
[ 1/3 ] 
f(z) = 31/14*z^3 - 283/126*z + 1
*
7/12 | 0.18948545958080517641789572066615303657 | 0.029811556017611504043580191613658586441
f(z) = 32/7*z^3 - 295/126*z + 1
*
15/16 | 0.10082238352529970029826266259353959427 | 0.017881525629038398621164368632466648842
f(z) = 32/15*z^3 - 281/120*z + 1
*
-17/16 | 0.15740530631193248445247985220903209955 | 0.027645365548410271927065737554040584167
f(z) = 32/17*z^3 - 297/136*z + 1
*
[ 17/16 ] 
f(z) = 32/17*z^3 - 281/136*z + 1
*
[ 5/6 ] 
f(z) = 33/10*z^3 - 299/120*z + 1
*
[ 3/4 ] 
f(z) = 36/11*z^3 - 287/132*z + 1
*
[ 1/3 ] 
f(z) = 37/14*z^3 - 289/126*z + 1
*
[ 5/13 ] 
f(z) = 39/10*z^3 - 283/130*z + 1
*
[ 4/5 ] 
f(z) = 20/7*z^3 - 291/140*z + 1
*
[ 4/7 ] 
f(z) = 21/5*z^3 - 297/140*z + 1
*
-1/15 | 0.10705080584800609971139713315937881398 | 0.018892118744355670023373337272237316686
f(z) = 25/16*z^3 - 289/144*z + 1
*
[ -9/8 ] 
f(z) = 28/9*z^3 - 295/144*z + 1
*
[ 3/7 ] 
f(z) = 29/9*z^3 - 283/147*z + 1
*
[ 2/5 ] 
f(z) = 29/12*z^3 - 283/150*z + 1
*
[ 3/7 ] 
f(z) = 31/9*z^3 - 289/147*z + 1
*
[ 2/5 ] 
f(z) = 31/12*z^3 - 287/150*z + 1
*
[ -6/5 ] 
f(z) = 31/12*z^3 - 283/150*z + 1
*
[ 3/7 ] 
f(z) = 32/9*z^3 - 292/147*z + 1
*
[ 3/7 ] 
f(z) = 34/9*z^3 - 298/147*z + 1
*
[ 9/17 ] 
f(z) = 34/9*z^3 - 298/153*z + 1
*
[ 3/4 ] 
f(z) = 36/13*z^3 - 295/156*z + 1
*
[ 17/18 ] 
f(z) = 36/17*z^3 - 298/153*z + 1
*
[ 2/5 ] 
f(z) = 37/12*z^3 - 299/150*z + 1
*
[ 2/5 ] 
f(z) = 20/17*z^3 - 287/170*z + 1
*
1/3 | 0.12588881904188256511155115264070522868 | 0.020674641362803913390742655454337887998
f(z) = 21/8*z^3 - 289/168*z + 1
*
[ -5/4 ] 
f(z) = 23/10*z^3 - 287/160*z + 1
*
[ 5/6 ] 
f(z) = 24/11*z^3 - 283/165*z + 1
*
[ 2/3 ] 
f(z) = 25/9*z^3 - 281/162*z + 1
*
[ 2/3 ] 
f(z) = 26/9*z^3 - 289/162*z + 1
*
[ 5/12 ] 
f(z) = 27/10*z^3 - 299/160*z + 1
*
11/18 | 0.10889950232315176756573100910579436561 | 0.018838321061235599939234060628112812490
f(z) = 27/14*z^3 - 289/168*z + 1
*
[ 3/5 ] 
f(z) = 35/11*z^3 - 299/165*z + 1
*
[ 2/3 ] 
f(z) = 23/11*z^3 - 283/198*z + 1
*
[ 5/6 ] 
f(z) = 24/13*z^3 - 289/195*z + 1
*
[ 2/3 ] 
f(z) = 25/11*z^3 - 299/198*z + 1
*
[ 3/4 ] 
f(z) = 25/12*z^3 - 289/192*z + 1
*
-15/13 | 0.15303549134547473446630515085874155066 | 0.026281003806647915151007929485542918534
f(z) = 26/15*z^3 - 281/195*z + 1
*
[ 5/9 ] 
f(z) = 27/13*z^3 - 281/195*z + 1
*
[ 3/5 ] 
f(z) = 30/13*z^3 - 292/195*z + 1
*
[ 4/7 ] 
f(z) = 37/16*z^3 - 295/196*z + 1
*
[ -3/2 ] 
f(z) = 23/17*z^3 - 281/204*z + 1
*
[ 13/20 ] 
f(z) = 25/13*z^3 - 281/208*z + 1
*
[ 5/9 ] 
f(z) = 27/14*z^3 - 293/210*z + 1
*
[ -4/3 ] 
f(z) = 30/17*z^3 - 283/204*z + 1
*
[ 2/3 ] 
f(z) = 22/13*z^3 - 293/234*z + 1
*
[ -3/2 ] 
f(z) = 25/19*z^3 - 295/228*z + 1
*
[ 3/4 ] 
f(z) = 23/15*z^3 - 287/240*z + 1
*
[ 3/5 ] 
f(z) = 20/19*z^3 - 298/285*z + 1
*
7/8 | 0.16759284113574751203369797986301897328 | 0.029054007441325696841612789806224036703
f(z) = 20*z^3 - 261/16*z + 1
*
[ -6 ] 
f(z) = 21/8*z^3 - 280/3*z + 1
*
5/2 | 0.14590824481009159980600420656264553092 | 0.025910629978632923825935226233594260664
f(z) = 22/5*z^3 - 279/10*z + 1
*
[ 5/2 ] 
f(z) = 22/5*z^3 - 269/10*z + 1
*
[ -5/2 ] 
f(z) = 22/5*z^3 - 261/10*z + 1
*
[ 6 ] 
f(z) = 23/18*z^3 - 271/6*z + 1
*
[ -6 ] 
f(z) = 23/18*z^3 - 269/6*z + 1
*
1/15 | 0.13547067236303425322946660505694568045 | 0.024182041954933274541922609172368046980
f(z) = 25/2*z^3 - 271/18*z + 1
*
[ -12/5 ] 
f(z) = 25/6*z^3 - 271/12*z + 1
*
[ 17/5 ] 
f(z) = 25/17*z^3 - 277/17*z + 1
*
[ -17/5 ] 
f(z) = 25/17*z^3 - 267/17*z + 1
*
-17/18 | 0.13198792338670656059602700292063069750 | 0.022832343802510986112522874701151065261
f(z) = 27*z^3 - 277/12*z + 1
*
3 | 0.16382418486293083576050740641746086036 | 0.029400512605518092906066916546382235701
f(z) = 29/6*z^3 - 263/6*z + 1
*
-3 | 0.12884005312397401572093070860085845525 | 0.023028900756832825830068693047956719609
f(z) = 29/12*z^3 - 269/12*z + 1
*
[ 3 ] 
f(z) = 31/3*z^3 - 277/3*z + 1
*
[ -3 ] 
f(z) = 31/3*z^3 - 275/3*z + 1
*
[ 3/2 ] 
f(z) = 31/3*z^3 - 275/12*z + 1
*
-3 | 0.16696826441075739488331866173623542668 | 0.029688432553253081653070949978867253100
f(z) = 31/6*z^3 - 277/6*z + 1
*
[ 3 ] 
f(z) = 31/6*z^3 - 275/6*z + 1
*
[ -3 ] 
f(z) = 31/6*z^3 - 271/6*z + 1
*
[ 3 ] 
f(z) = 31/12*z^3 - 271/12*z + 1
*
[ -3 ] 
f(z) = 31/12*z^3 - 263/12*z + 1
*
[ 3 ] 
f(z) = 31/15*z^3 - 269/15*z + 1
*
[ 2/3 ] 
f(z) = 32*z^3 - 265/18*z + 1
*
-2 | 0.077369925122282303160664573963782412083 | 0.013904149766521922948483801085820242115
f(z) = 32/5*z^3 - 261/10*z + 1
*
-2 | 0.077187144914597990676881774027344951535 | 0.013852299212990518228692172102025810759
f(z) = 32/7*z^3 - 263/14*z + 1
*
-2 | 0.063418844165599438774075183468463964866 | 0.011365934578094039108786689994541431976
f(z) = 32/9*z^3 - 265/18*z + 1
*
[ 3 ] 
f(z) = 32/15*z^3 - 278/15*z + 1
*
[ -3 ] 
f(z) = 32/15*z^3 - 268/15*z + 1
*
-2 | 0.086806413884300287641298965715302621788 | 0.015557458262588399930476441892502850874
f(z) = 33*z^3 - 265/2*z + 1
*
[ 2 ] 
f(z) = 33*z^3 - 263/2*z + 1
*
[ -2 ] 
f(z) = 33*z^3 - 261/2*z + 1
*
-2 | 0.086509499469695429294240755686312950473 | 0.015462727851360954894480411326196744859
f(z) = 33/5*z^3 - 269/10*z + 1
*
[ 5/3 ] 
f(z) = 33/5*z^3 - 269/15*z + 1
*
-2 | 0.086334110106285024967397873894511880668 | 0.015410974466394480518701452212761963932
f(z) = 33/7*z^3 - 271/14*z + 1
*
[ 4 ] 
f(z) = 33/8*z^3 - 261/4*z + 1
*
[ 1/17 ] 
f(z) = 34*z^3 - 274/17*z + 1
*
-2 | 0.078804468543217542725976482501881669752 | 0.014048465064190440837203354915005053604
f(z) = 34*z^3 - 273/2*z + 1
*
[ 2 ] 
f(z) = 34*z^3 - 271/2*z + 1
*
[ -2 ] 
f(z) = 34*z^3 - 269/2*z + 1
*
-2 | 0.058325332778065655225643179656774751200 | 0.010384139172468022359933353605639897141
f(z) = 34/3*z^3 - 275/6*z + 1
*
[ 2 ] 
f(z) = 34/3*z^3 - 269/6*z + 1
*
[ -2 ] 
f(z) = 34/3*z^3 - 263/6*z + 1
*
-2 | 0.078517099433372816722500086526070105508 | 0.013961033966731286622447249301712258974
f(z) = 34/5*z^3 - 277/10*z + 1
*
[ 2 ] 
f(z) = 34/5*z^3 - 267/10*z + 1
*
-2 | 0.078349194823312668985979000895093392283 | 0.013913380966462482274886486963867860632
f(z) = 34/7*z^3 - 279/14*z + 1
*
[ 2 ] 
f(z) = 34/7*z^3 - 265/14*z + 1
*
[ 2 ] 
f(z) = 34/9*z^3 - 263/18*z + 1
*
[ 2 ] 
f(z) = 35*z^3 - 279/2*z + 1
*
[ -2 ] 
f(z) = 35*z^3 - 277/2*z + 1
*
0 | 0.15845208372377331092334189578492768937 | 0.028284313273257487794276279620789236161
f(z) = 35/2*z^3 - 271/14*z + 1
*
[ 2 ] 
f(z) = 35/3*z^3 - 277/6*z + 1
*
[ -2 ] 
f(z) = 35/3*z^3 - 271/6*z + 1
*
[ 4 ] 
f(z) = 35/8*z^3 - 277/4*z + 1
*
[ -4 ] 
f(z) = 35/8*z^3 - 275/4*z + 1
*
[ 2 ] 
f(z) = 35/9*z^3 - 271/18*z + 1
*
[ -2 ] 
f(z) = 36/5*z^3 - 273/10*z + 1
*
[ -2 ] 
f(z) = 36/7*z^3 - 267/14*z + 1
*
[ 17/6 ] 
f(z) = 36/17*z^3 - 278/17*z + 1
*
[ -17/6 ] 
f(z) = 36/17*z^3 - 266/17*z + 1
*
[ -2 ] 
f(z) = 37/7*z^3 - 275/14*z + 1
*
[ -2 ] 
f(z) = 37/9*z^3 - 269/18*z + 1
*
[ -2 ] 
f(z) = 38/9*z^3 - 277/18*z + 1
*
0 | 0.17066572816202983136157493190964534492 | 0.027206930405925177118792689327296144589
f(z) = 39/2*z^3 - 265/13*z + 1
*
[ 4/5 ] 
f(z) = 20*z^3 - 261/20*z + 1
*
0 | 0.13991128889176206154836398138292992036 | 0.024958299853816934914917026057550659525
f(z) = 22/3*z^3 - 272/33*z + 1
*
0 | 0.16219428343094444753988782879598666692 | 0.028990643560684874523637871277073767831
f(z) = 22/3*z^3 - 269/33*z + 1
*
0 | 0.13350698015976335056762237025002986880 | 0.023910999985758769844901515613921535547
f(z) = 22/3*z^3 - 266/33*z + 1
*
0 | 0.089040845168199690135353873909245048904 | 0.015979609439008968522516251681449689256
f(z) = 22/3*z^3 - 263/33*z + 1
*
-3/2 | 0.14573864811455964557958800916952271625 | 0.025913619215129275778189388784831495440
f(z) = 22/5*z^3 - 277/30*z + 1
*
-5/2 | 0.16262014466738243678598451942661818414 | 0.029184430963015862214260088126117254883
f(z) = 22/15*z^3 - 263/30*z + 1
*
1/6 | 0.080403299726040683678485533714623060818 | 0.014314861390638367331785269937690488798
f(z) = 24/13*z^3 - 275/39*z + 1
*
[ -7/10 ] 
f(z) = 25*z^3 - 275/28*z + 1
*
0 | 0.13936767630946703416218671942413627758 | 0.024780804141548245651700451366225186486
f(z) = 25/3*z^3 - 277/30*z + 1
*
3/10 | 0.10293004017310400404008112916914262497 | 0.018497558215017426550968702765122028511
f(z) = 25/7*z^3 - 261/28*z + 1
*
-2 | 0.22109391063674244286878009938385331590 | 0.028700601802764930686823210367290762458
f(z) = 25/8*z^3 - 277/25*z + 1
*
-34/15 | 0.10741263731258094675733807828320589463 | 0.015370103987161076411844055234399099055
f(z) = 25/16*z^3 - 271/36*z + 1
*
-17/18 | 0.090320105990746398147557704646529507050 | 0.015624306067896319966526469988024351131
f(z) = 27/2*z^3 - 265/24*z + 1
*
10/9 | 0.17290418461690333886173211593581314915 | 0.027370536180517390475790670404928524660
f(z) = 27/4*z^3 - 277/30*z + 1
*
0 | 0.10909211934058983244943486673493416200 | 0.019422568134548158904523608911829656045
f(z) = 27/4*z^3 - 275/36*z + 1
*
0 | 0.16592880980188503602641516735959588117 | 0.029778216618508496521240196627266302061
f(z) = 27/4*z^3 - 263/36*z + 1
*
10/9 | 0.16514171013214124905394220705502540983 | 0.029636960711870150261030216995840459666
f(z) = 27/5*z^3 - 263/30*z + 1
*
[ 1/9 ] 
f(z) = 27/11*z^3 - 265/33*z + 1
*
[ 4/7 ] 
f(z) = 28*z^3 - 277/28*z + 1
*
[ 1/14 ] 
f(z) = 28/3*z^3 - 274/21*z + 1
*
-3/2 | 0.080917917221042762587689192330185192384 | 0.014463287152947195986990148651681074488
f(z) = 29/6*z^3 - 269/24*z + 1
*
[ 1/12 ] 
f(z) = 30*z^3 - 269/24*z + 1
*
-7/5 | 0.076405009074490461170309224010032962384 | 0.013656648911874343142094564371983478831
f(z) = 30/7*z^3 - 269/35*z + 1
*
[ 3/2 ] 
f(z) = 31/6*z^3 - 271/24*z + 1
*
-2 | 0.084400681551208927834583851281851800704 | 0.015167647051871873580162221257634936585
f(z) = 31/13*z^3 - 261/26*z + 1
*
-2 | 0.063742952321162850071175922446236435197 | 0.011439553169755107558974030332944386094
f(z) = 31/15*z^3 - 263/30*z + 1
*
-2 | 0.083725406520077242497017197860365215800 | 0.015005279669661909201555893884185764673
f(z) = 31/17*z^3 - 265/34*z + 1
*
-2 | 0.083305424109150395749710364795244779315 | 0.014909918853155632677172844796133462644
f(z) = 31/19*z^3 - 267/38*z + 1
*
0 | 0.12432722463759914592336801113868787489 | 0.022106478954025103512671487692033077351
f(z) = 32/3*z^3 - 277/24*z + 1
*
-2 | 0.076751185838908633601426784650886647085 | 0.013736848050160732014016293981033964062
f(z) = 32/11*z^3 - 267/22*z + 1
*
-2 | 0.076490741642782070287625120804292845879 | 0.013671972770868068476806825772391275434
f(z) = 32/13*z^3 - 269/26*z + 1
*
[ 17/8 ] 
f(z) = 32/17*z^3 - 271/34*z + 1
*
-2 | 0.075468339364224804621677015914001371414 | 0.013436249769120435679464455681322697127
f(z) = 32/19*z^3 - 275/38*z + 1
*
[ 1/8 ] 
f(z) = 32/19*z^3 - 267/38*z + 1
*
[ 5/3 ] 
f(z) = 33/10*z^3 - 263/30*z + 1
*
-2 | 0.085671185941323819985923972562150173958 | 0.015233093753188270224035072762320187297
f(z) = 33/13*z^3 - 277/26*z + 1
*
[ 2/17 ] 
f(z) = 34*z^3 - 271/34*z + 1
*
[ 2 ] 
f(z) = 34/11*z^3 - 261/22*z + 1
*
0 | 0.13593896102230082015898328653800218508 | 0.024249689770463432739148610401564757413
f(z) = 35/3*z^3 - 272/21*z + 1
*
0 | 0.14401871892795927108994895488739642889 | 0.025846148203421513412547280769905292068
f(z) = 35/3*z^3 - 263/21*z + 1
*
0 | 0.13822183415001860869513757820649695698 | 0.024705802457294140718137830064188874488
f(z) = 35/4*z^3 - 269/28*z + 1
*
0 | 0.10959610409025000034757618101711241140 | 0.019641829892879946295038051599519916133
f(z) = 35/4*z^3 - 265/28*z + 1
*
6/5 | 0.090707554521332882400707515360730168838 | 0.016128604582318555431123379925214630963
f(z) = 35/6*z^3 - 277/30*z + 1
*
[ -3/2 ] 
f(z) = 35/6*z^3 - 275/24*z + 1
*
[ 4/3 ] 
f(z) = 35/8*z^3 - 271/36*z + 1
*
[ 2 ] 
f(z) = 35/11*z^3 - 269/22*z + 1
*
[ 2 ] 
f(z) = 35/13*z^3 - 267/26*z + 1
*
[ 2 ] 
f(z) = 35/17*z^3 - 263/34*z + 1
*
[ 2 ] 
f(z) = 35/19*z^3 - 261/38*z + 1
*
[ -7/12 ] 
f(z) = 36*z^3 - 267/28*z + 1
*
[ -7/6 ] 
f(z) = 36/5*z^3 - 278/35*z + 1
*
4/3 | 0.11344767466562013942846703773432566895 | 0.020171998849720711986808162437562879168
f(z) = 36/7*z^3 - 277/28*z + 1
*
[ 2 ] 
f(z) = 36/11*z^3 - 277/22*z + 1
*
[ 2 ] 
f(z) = 36/13*z^3 - 275/26*z + 1
*
[ 2 ] 
f(z) = 36/17*z^3 - 271/34*z + 1
*
[ 2 ] 
f(z) = 36/19*z^3 - 269/38*z + 1
*
[ -2 ] 
f(z) = 37/11*z^3 - 263/22*z + 1
*
[ 2 ] 
f(z) = 37/17*z^3 - 279/34*z + 1
*
[ 2 ] 
f(z) = 37/19*z^3 - 277/38*z + 1
*
[ -2 ] 
f(z) = 38/11*z^3 - 271/22*z + 1
*
[ -2 ] 
f(z) = 38/13*z^3 - 265/26*z + 1
*
1/6 | 0.15797205473205061150263318773252355250 | 0.025692911978896948129052527832214979381
f(z) = 39/2*z^3 - 277/24*z + 1
*
0 | 0.15583122672226656094622486036296075230 | 0.027853309339677976290466510016519178850
f(z) = 39/5*z^3 - 269/30*z + 1
*
[ -5/3 ] 
f(z) = 39/10*z^3 - 277/30*z + 1
*
[ -2 ] 
f(z) = 39/11*z^3 - 279/22*z + 1
*
[ -2 ] 
f(z) = 39/17*z^3 - 261/34*z + 1
*
1/5 | 0.16632176368447751438406573963688302940 | 0.029535696778692669138270108424577803306
f(z) = 20/11*z^3 - 279/55*z + 1
*
-6/7 | 0.15887104615777096692241558700862382782 | 0.026091291722679606259908034192018349340
f(z) = 21/2*z^3 - 275/42*z + 1
*
[ -8/7 ] 
f(z) = 21/4*z^3 - 279/56*z + 1
*
0 | 0.14348820040472764420754777296047040777 | 0.025546385620795249029904906597253827195
f(z) = 21/8*z^3 - 275/56*z + 1
*
0 | 0.15904225338259981206231284564982704676 | 0.028279117767259319153720368552180318628
f(z) = 22/5*z^3 - 277/55*z + 1
*
0 | 0.16324297015597192968562691413667401338 | 0.029120359268024213084206617369064654946
f(z) = 22/5*z^3 - 272/55*z + 1
*
[ 5/4 ] 
f(z) = 22/5*z^3 - 267/40*z + 1
*
[ -5/8 ] 
f(z) = 24*z^3 - 271/40*z + 1
*
[ 2/5 ] 
f(z) = 24*z^3 - 267/50*z + 1
*
0 | 0.11521392913016374132562559372188384573 | 0.020620870158864915824239627438914617098
f(z) = 24/5*z^3 - 267/40*z + 1
*
[ -7/5 ] 
f(z) = 25/6*z^3 - 271/42*z + 1
*
[ 3/20 ] 
f(z) = 25/9*z^3 - 275/48*z + 1
*
0 | 0.11101133090781700583415930926635934626 | 0.019855408587925872392673869901815550268
f(z) = 27/5*z^3 - 268/45*z + 1
*
0 | 0.15783082180795502436580953351465872105 | 0.028324920828915064265063562167462790370
f(z) = 27/5*z^3 - 263/45*z + 1
*
[ 1/6 ] 
f(z) = 27/13*z^3 - 263/52*z + 1
*
-16/9 | 0.13987840810209708682343577190366115944 | 0.024871616766521081211063562508796137528
f(z) = 27/16*z^3 - 277/48*z + 1
*
5/9 | 0.13165053209693328368382681979645019738 | 0.023594427723687129431951025653940064036
f(z) = 27/16*z^3 - 265/48*z + 1
*
[ 17/9 ] 
f(z) = 27/17*z^3 - 265/51*z + 1
*
[ 3/8 ] 
f(z) = 28*z^3 - 269/48*z + 1
*
1/6 | 0.097546991185421774453661887548204246902 | 0.017344716846649950882807763836238601655
f(z) = 28/5*z^3 - 277/45*z + 1
*
[ 3/4 ] 
f(z) = 29/3*z^3 - 277/48*z + 1
*
-3/2 | 0.13891807017276537070767949990956679607 | 0.024700860198236009653818146576333685929
f(z) = 29/12*z^3 - 277/48*z + 1
*
[ 2/9 ] 
f(z) = 30*z^3 - 269/54*z + 1
*
0 | 0.11243466394870260409490100341023835309 | 0.020070024850177487875780777778950206401
f(z) = 30/7*z^3 - 271/42*z + 1
*
0 | 0.058559282603212156595951057478923867549 | 0.010453059721788726814246181274338348864
f(z) = 30/11*z^3 - 271/55*z + 1
*
[ 2/3 ] 
f(z) = 31/3*z^3 - 275/54*z + 1
*
[ 3/2 ] 
f(z) = 31/12*z^3 - 263/48*z + 1
*
1/6 | 0.12282068364392589876998572686595350750 | 0.021688423232820696976864926708762787501
f(z) = 32/5*z^3 - 278/45*z + 1
*
0 | 0.16649426254543960926928739997667118954 | 0.029719873474460688040715144876826242630
f(z) = 32/5*z^3 - 271/40*z + 1
*
0 | 0.14535918098803373264635514656359060951 | 0.026122499397566532140982198669640843919
f(z) = 32/5*z^3 - 261/40*z + 1
*
0 | 0.13413920740741877911952635680536682720 | 0.024073133411746904372968625035684298907
f(z) = 32/7*z^3 - 263/56*z + 1
*
[ 2/9 ] 
f(z) = 33*z^3 - 277/54*z + 1
*
[ 4/11 ] 
f(z) = 33*z^3 - 269/44*z + 1
*
[ -6/7 ] 
f(z) = 35/3*z^3 - 269/42*z + 1
*
[ 6/7 ] 
f(z) = 35/4*z^3 - 277/42*z + 1
*
0 | 0.13407232997810687430644477293634272009 | 0.023870000690219656476088956079629895396
f(z) = 35/6*z^3 - 275/42*z + 1
*
0 | 0.060636247528219139205013044610644035101 | 0.010838136842822169221044173742791522337
f(z) = 35/6*z^3 - 269/42*z + 1
*
0 | 0.14600724534228767282215520647212750435 | 0.026203016732691373904857501259687759844
f(z) = 35/6*z^3 - 263/42*z + 1
*
0 | 0.15926559203554946281993119450949630876 | 0.028318829352919204055354135078088424312
f(z) = 35/8*z^3 - 277/56*z + 1
*
0 | 0.14537162894546487260158599939348708870 | 0.025949401216491363350708746983726379535
f(z) = 35/8*z^3 - 271/40*z + 1
*
-8/7 | 0.13149890707251083898163959804896227509 | 0.023473066401662212751864436594449200626
f(z) = 35/8*z^3 - 271/56*z + 1
*
0 | 0.092375704985902016020008288951173503703 | 0.016511254775840849895457368230737087217
f(z) = 35/8*z^3 - 269/56*z + 1
*
0 | 0.15022327848249694444754965992930284295 | 0.026996626391163724780567125616964465226
f(z) = 35/8*z^3 - 261/56*z + 1
*
0 | 0.15492973382351547123691528985393932512 | 0.027766529680696771551305098601680779998
f(z) = 36/7*z^3 - 265/42*z + 1
*
0 | 0.13776160415351578524864518044228975020 | 0.024689654956396799947995681104466098313
f(z) = 36/11*z^3 - 265/44*z + 1
*
0 | 0.16263537379746580500406622456423436585 | 0.029187164040744048457218253207748541248
f(z) = 38/7*z^3 - 263/42*z + 1
*
0 | 0.12240884220816535245683014482488357343 | 0.021879384637152965663675825759945389570
f(z) = 39/7*z^3 - 269/42*z + 1
*
[ 4/5 ] 
f(z) = 20/3*z^3 - 271/60*z + 1
*
0 | 0.16404282360924332204846090547703516491 | 0.029168263332887816112690839125135970502
f(z) = 20/7*z^3 - 277/70*z + 1
*
0 | 0.14278803137368801078559457339388470044 | 0.025521965600279072737443928365478075226
f(z) = 20/13*z^3 - 269/65*z + 1
*
[ 1/5 ] 
f(z) = 20/13*z^3 - 264/65*z + 1
*
1/4 | 0.15965500135359540533910396185277752028 | 0.028388069770044066952837844330167947418
f(z) = 20/17*z^3 - 277/68*z + 1
*
2/7 | 0.096474976418137586083287663709640792203 | 0.016974333143442744539600347895307633915
f(z) = 21/5*z^3 - 269/70*z + 1
*
[ 6/5 ] 
f(z) = 21/8*z^3 - 271/75*z + 1
*
[ 10/7 ] 
f(z) = 21/10*z^3 - 279/70*z + 1
*
4/3 | 0.15921403518281944575356444957478427052 | 0.028457953302704649953849838859614480412
f(z) = 21/10*z^3 - 269/60*z + 1
*
6/11 | 0.13513495766434597223272269178510844931 | 0.021859123532503782021497043219136758665
f(z) = 22/3*z^3 - 265/66*z + 1
*
0 | 0.16138029482537631403392774784608655032 | 0.028826032765534735804861297184088931217
f(z) = 22/7*z^3 - 270/77*z + 1
*
[ 3/2 ] 
f(z) = 22/13*z^3 - 271/78*z + 1
*
6/23 | 0.22411629674263329488132498496489457513 | 0.029079340179810719942359709455645809485
f(z) = 23/8*z^3 - 278/69*z + 1
*
0 | 0.098135263946675163419321931685655626144 | 0.017587816436852239211414484963398593560
f(z) = 24/11*z^3 - 265/66*z + 1
*
5/4 | 0.15388888338741449099284816968618473677 | 0.027362803052819726503303517719032385669
f(z) = 24/13*z^3 - 277/78*z + 1
*
14/25 | 0.17895671843762932019588525397252179988 | 0.027798015234861822505868857280593355095
f(z) = 25/3*z^3 - 271/75*z + 1
*
6/5 | 0.086287436603045350190924211143592203541 | 0.015402643064521011216822827821781036982
f(z) = 25/11*z^3 - 271/66*z + 1
*
0 | 0.069098016482474371517654219827393394929 | 0.012350595373767412396953560839801749236
f(z) = 25/12*z^3 - 269/60*z + 1
*
[ 17/10 ] 
f(z) = 25/17*z^3 - 261/68*z + 1
*
4/15 | 0.15526482893377741911770774223542037953 | 0.020393826527965385390265509573774755087
f(z) = 27/2*z^3 - 272/75*z + 1
*
5/6 | 0.13775950709966514642020947888061736530 | 0.023830759265364731478028631119436461162
f(z) = 27/5*z^3 - 277/60*z + 1
*
2/9 | 0.16785622299885177894428541159923751300 | 0.029037133811643398018172942313768848539
f(z) = 27/5*z^3 - 271/60*z + 1
*
0 | 0.13341708989512772768447182147586341437 | 0.023815469496624714170568325643653822817
f(z) = 27/7*z^3 - 271/63*z + 1
*
0 | 0.14139463293548427920217447109351755016 | 0.025173650568424481120815252133644593601
f(z) = 27/8*z^3 - 275/72*z + 1
*
[ -5/3 ] 
f(z) = 27/13*z^3 - 271/65*z + 1
*
[ -5/3 ] 
f(z) = 27/14*z^3 - 263/70*z + 1
*
10/9 | 0.17906016925932479202824005894847801232 | 0.025732772471488716732617770782274994905
f(z) = 27/16*z^3 - 263/60*z + 1
*
[ 9/14 ] 
f(z) = 28/3*z^3 - 278/63*z + 1
*
2/7 | 0.14111011499323297093006209677467873780 | 0.023631540330876641628432988043183919200
f(z) = 28/5*z^3 - 277/70*z + 1
*
0 | 0.16034193564905601532674236578582742177 | 0.028510212756744387494788233861294199424
f(z) = 28/15*z^3 - 277/60*z + 1
*
[ -3/2 ] 
f(z) = 30/13*z^3 - 275/78*z + 1
*
[ 1/5 ] 
f(z) = 30/13*z^3 - 266/65*z + 1
*
-7/8 | 0.15385088456240843212862711947468934599 | 0.025201653635949077434979236598146578959
f(z) = 32/5*z^3 - 263/70*z + 1
*
[ -7/6 ] 
f(z) = 32/7*z^3 - 275/63*z + 1
*
0 | 0.10811632274769858426223288944665296124 | 0.019402967348597054088359531757458616710
f(z) = 32/15*z^3 - 263/60*z + 1
*
4/11 | 0.13321712667120515975089204386175976618 | 0.019050026966813162515709835591264488299
f(z) = 33/2*z^3 - 265/66*z + 1
*
0 | 0.14887204327329378905481302868311913218 | 0.026574238789515072668931263445741144416
f(z) = 35/12*z^3 - 271/60*z + 1
*
[ 1/5 ] 
f(z) = 35/13*z^3 - 267/65*z + 1
*
[ 3/4 ] 
f(z) = 36/5*z^3 - 263/60*z + 1
*
[ 17/12 ] 
f(z) = 36/17*z^3 - 269/68*z + 1
*
0 | 0.13758802580450841663320056950889441304 | 0.024692071505915441934532997071579833326
f(z) = 20/9*z^3 - 263/90*z + 1
*
3/7 | 0.12313042345258730781746101616043615265 | 0.020221631794682963751036791435269168137
f(z) = 21/4*z^3 - 277/84*z + 1
*
[ 1/4 ] 
f(z) = 21/5*z^3 - 261/80*z + 1
*
6/7 | 0.14491779182887157351997480801463212402 | 0.020826164632974171422780982866622790774
f(z) = 21/16*z^3 - 263/84*z + 1
*
[ -9/11 ] 
f(z) = 22/3*z^3 - 266/99*z + 1
*
0 | 0.16795236485186785054653832853007219604 | 0.029844291479268298179114021327276355861
f(z) = 22/9*z^3 - 278/99*z + 1
*
[ 1/4 ] 
f(z) = 23/5*z^3 - 263/80*z + 1
*
9/10 | 0.14342086173169936230208039038764247712 | 0.025144868754894819431337805836049606530
f(z) = 25/7*z^3 - 271/84*z + 1
*
[ 3/8 ] 
f(z) = 26/3*z^3 - 277/96*z + 1
*
[ 1/4 ] 
f(z) = 26/11*z^3 - 277/88*z + 1
*
[ 2/3 ] 
f(z) = 28/5*z^3 - 269/90*z + 1
*
0 | 0.15458197867866134531888736549120192990 | 0.027779928432868616395759389526900664836
f(z) = 28/13*z^3 - 261/91*z + 1
*
-19/29 | 0.18707302417122500234347408788950743443 | 0.027777931256484888265613774926973663497
f(z) = 29/3*z^3 - 274/87*z + 1
*
[ 2/3 ] 
f(z) = 29/5*z^3 - 277/90*z + 1
*
[ 1/4 ] 
f(z) = 29/5*z^3 - 269/80*z + 1
*
[ 1/4 ] 
f(z) = 30/11*z^3 - 279/88*z + 1
*
[ 1/4 ] 
f(z) = 31/5*z^3 - 271/80*z + 1
*
[ 1/4 ] 
f(z) = 33/5*z^3 - 273/80*z + 1
*
0 | 0.11959290970893030538922713562872784963 | 0.021376064213957971541001336792031088275
f(z) = 35/12*z^3 - 269/84*z + 1
*
[ 5/8 ] 
f(z) = 36/5*z^3 - 273/80*z + 1
*
[ 3/4 ] 
f(z) = 36/7*z^3 - 271/84*z + 1
*
0 | 0.16414146773609806095025242212406600792 | 0.028394525252276349132633588027720293711
f(z) = 36/11*z^3 - 280/99*z + 1
*
-7/6 | 0.087937870845122786870045686415568738346 | 0.015760238145505493179651302464317829110
f(z) = 36/13*z^3 - 265/91*z + 1
*
[ 1/4 ] 
f(z) = 37/5*z^3 - 277/80*z + 1
*
[ -5/6 ] 
f(z) = 38/5*z^3 - 277/90*z + 1
*
[ 1/4 ] 
f(z) = 39/5*z^3 - 279/80*z + 1
*
0 | 0.16742803129054421283006238087286015144 | 0.026595862867789157704168951765252804076
f(z) = 39/14*z^3 - 271/91*z + 1
*
[ -4/3 ] 
f(z) = 39/14*z^3 - 269/84*z + 1
*
[ 3/10 ] 
f(z) = 20/7*z^3 - 272/105*z + 1
*
[ 7/8 ] 
f(z) = 20/7*z^3 - 261/112*z + 1
*
13/21 | 0.10920998627291802338006469928129200668 | 0.017935487175220337459459625423940464283
f(z) = 21/5*z^3 - 274/105*z + 1
*
2/3 | 0.16136433149505344721422629934790641880 | 0.025755239216111538690517339776670710705
f(z) = 21/10*z^3 - 263/105*z + 1
*
0 | 0.15131762748122057731576714320698719534 | 0.026940322980953220673044241484521253949
f(z) = 21/16*z^3 - 275/112*z + 1
*
-10/11 | 0.11997217808574675766651684824436839804 | 0.019406426779321800682769400392881955024
f(z) = 22/5*z^3 - 279/110*z + 1
*
[ 3/2 ] 
f(z) = 22/17*z^3 - 263/102*z + 1
*
[ 5/6 ] 
f(z) = 24/7*z^3 - 271/105*z + 1
*
0 | 0.16357994328702447000050152399376964096 | 0.029085959122115070822345670581611604194
f(z) = 24/19*z^3 - 277/114*z + 1
*
13/25 | 0.17056185874029968029762899664328623760 | 0.026494010334692463901298269791925289483
f(z) = 25/4*z^3 - 269/100*z + 1
*
-7/5 | 0.14908709965685737901322404103028553459 | 0.026755739126362535029515144605458421265
f(z) = 25/16*z^3 - 263/112*z + 1
*
[ 1/3 ] 
f(z) = 28/13*z^3 - 262/117*z + 1
*
15/14 | 0.12545196638640430850104708021074183800 | 0.022349742248646095483198878865519632862
f(z) = 28/15*z^3 - 274/105*z + 1
*
0 | 0.11143315749626773262298565509344094646 | 0.019891252052874055300386976443409779308
f(z) = 28/15*z^3 - 271/105*z + 1
*
[ 17/14 ] 
f(z) = 28/17*z^3 - 268/119*z + 1
*
[ -4/3 ] 
f(z) = 29/12*z^3 - 275/108*z + 1
*
[ 1/3 ] 
f(z) = 29/13*z^3 - 263/117*z + 1
*
0 | 0.16358140052540097939102389731703775535 | 0.029123743460608383779363559411332666277
f(z) = 30/19*z^3 - 275/114*z + 1
*
[ 4/5 ] 
f(z) = 31/8*z^3 - 273/100*z + 1
*
[ 1/3 ] 
f(z) = 31/13*z^3 - 265/117*z + 1
*
[ 7/17 ] 
f(z) = 34/7*z^3 - 268/119*z + 1
*
[ 1/3 ] 
f(z) = 34/13*z^3 - 268/117*z + 1
*
[ -3/2 ] 
f(z) = 34/19*z^3 - 269/114*z + 1
*
[ 1/3 ] 
f(z) = 35/13*z^3 - 269/117*z + 1
*
[ 1/3 ] 
f(z) = 37/13*z^3 - 271/117*z + 1
*
[ 1/3 ] 
f(z) = 38/13*z^3 - 272/117*z + 1
*
-12/11 | 0.20204396928158840963383367151336633805 | 0.029387221655468832982364478170199041466
f(z) = 22/9*z^3 - 263/132*z + 1
*
[ 1/3 ] 
f(z) = 23/14*z^3 - 275/126*z + 1
*
[ 2/3 ] 
f(z) = 25/7*z^3 - 263/126*z + 1
*
[ 1/3 ] 
f(z) = 25/14*z^3 - 277/126*z + 1
*
[ 2/3 ] 
f(z) = 26/7*z^3 - 271/126*z + 1
*
3/4 | 0.15359454547016214288678191214661319262 | 0.027310467170698355386003105416410011323
f(z) = 26/15*z^3 - 277/120*z + 1
*
[ 8/9 ] 
f(z) = 27/10*z^3 - 271/120*z + 1
*
0 | 0.13775938533186967792131312344460055963 | 0.024590586122241034004999573346363847093
f(z) = 27/14*z^3 - 271/126*z + 1
*
0 | 0.15513675589327366779418679720925507610 | 0.027729179463823269230608637675340771822
f(z) = 28/15*z^3 - 269/120*z + 1
*
[ -13/10 ] 
f(z) = 30/13*z^3 - 277/130*z + 1
*
0 | 0.093164012937676244584128360051628212815 | 0.016630138687962833428726110733527992039
f(z) = 32/15*z^3 - 271/120*z + 1
*
[ 3/5 ] 
f(z) = 35/8*z^3 - 269/120*z + 1
*
[ 3/7 ] 
f(z) = 22/9*z^3 - 262/147*z + 1
*
[ -6/5 ] 
f(z) = 23/9*z^3 - 277/150*z + 1
*
[ 3/7 ] 
f(z) = 23/9*z^3 - 265/147*z + 1
*
[ 2/5 ] 
f(z) = 23/12*z^3 - 271/150*z + 1
*
0 | 0.10053632573102771444142611063430803711 | 0.017753315793687866848306060888368170720
f(z) = 24/13*z^3 - 275/156*z + 1
*
[ 3/7 ] 
f(z) = 25/9*z^3 - 271/147*z + 1
*
[ 17/15 ] 
f(z) = 25/17*z^3 - 271/153*z + 1
*
[ -8/5 ] 
f(z) = 25/19*z^3 - 265/152*z + 1
*
[ 3/7 ] 
f(z) = 26/9*z^3 - 274/147*z + 1
*
[ 11/13 ] 
f(z) = 26/11*z^3 - 268/143*z + 1
*
5/6 | 0.14249952442076925823142419351016419243 | 0.024650725989049137684000338137500117295
f(z) = 27/13*z^3 - 277/156*z + 1
*
0 | 0.11598564772770450454106657793435272097 | 0.020649879746014489842940936956999098231
f(z) = 27/16*z^3 - 275/144*z + 1
*
4/5 | 0.20000288185035846561072329590154372395 | 0.028127046690130930442671798074114395810
f(z) = 35/16*z^3 - 261/140*z + 1
*
[ 6/13 ] 
f(z) = 39/16*z^3 - 263/156*z + 1
*
[ 14/23 ] 
f(z) = 23/8*z^3 - 275/161*z + 1
*
[ 2/3 ] 
f(z) = 23/9*z^3 - 265/162*z + 1
*
[ 11/20 ] 
f(z) = 25/11*z^3 - 265/176*z + 1
*
[ 8/9 ] 
f(z) = 27/14*z^3 - 277/168*z + 1
*
[ 3/5 ] 
f(z) = 30/11*z^3 - 272/165*z + 1
*
[ -17/11 ] 
f(z) = 22/17*z^3 - 270/187*z + 1
*
[ 3/4 ] 
f(z) = 23/12*z^3 - 271/192*z + 1
*
[ 4/7 ] 
f(z) = 29/16*z^3 - 263/196*z + 1
*
[ 4/7 ] 
f(z) = 31/16*z^3 - 271/196*z + 1
*
[ 4/7 ] 
f(z) = 33/16*z^3 - 279/196*z + 1
*
[ 4/5 ] 
f(z) = 35/18*z^3 - 269/180*z + 1
*
[ 8/15 ] 
f(z) = 27/16*z^3 - 271/200*z + 1
*
[ 2/3 ] 
f(z) = 20/13*z^3 - 277/234*z + 1
*
[ 3/4 ] 
f(z) = 28/19*z^3 - 265/228*z + 1
*
[ 3/5 ] 
f(z) = 20/17*z^3 - 278/255*z + 1
*
0 | 0.14983668831780299989160503372232565112 | 0.027098039588972927699850926295968757591
f(z) = 22*z^3 - 252/11*z + 1
*
[ 5/6 ] 
f(z) = 24*z^3 - 253/15*z + 1
*
[ 8/5 ] 
f(z) = 25/2*z^3 - 253/8*z + 1
*
[ 1/15 ] 
f(z) = 25/2*z^3 - 253/18*z + 1
*
[ -8/5 ] 
f(z) = 25/2*z^3 - 243/8*z + 1
*
-9/5 | 0.12187120150727259523473795677437826802 | 0.022056327843129228511534192789495678148
f(z) = 25/6*z^3 - 251/18*z + 1
*
[ 16/5 ] 
f(z) = 25/16*z^3 - 245/16*z + 1
*
0 | 0.14119689747273384941239717515677938205 | 0.025409621443199600919422626344102176424
f(z) = 27/2*z^3 - 259/18*z + 1
*
0 | 0.16135531084339468047915815161069892416 | 0.029330619408867467176370393920773528214
f(z) = 27/2*z^3 - 245/18*z + 1
*
[ 3 ] 
f(z) = 28/3*z^3 - 250/3*z + 1
*
[ -3 ] 
f(z) = 28/3*z^3 - 248/3*z + 1
*
[ 3 ] 
f(z) = 28/15*z^3 - 242/15*z + 1
*
[ 2/3 ] 
f(z) = 29*z^3 - 241/18*z + 1
*
[ 3 ] 
f(z) = 29/3*z^3 - 259/3*z + 1
*
[ -3 ] 
f(z) = 29/3*z^3 - 257/3*z + 1
*
[ 3/2 ] 
f(z) = 29/3*z^3 - 257/12*z + 1
*
[ -3/2 ] 
f(z) = 29/3*z^3 - 241/12*z + 1
*
[ 3 ] 
f(z) = 29/6*z^3 - 257/6*z + 1
*
[ -3 ] 
f(z) = 29/6*z^3 - 253/6*z + 1
*
-2 | 0.070048578558491979041622373160692668766 | 0.012771407840237286681999218017788381063
f(z) = 29/9*z^3 - 241/18*z + 1
*
-3 | 0.14016280670093400824164092791600924289 | 0.025258764622539974903259094607881082893
f(z) = 29/12*z^3 - 257/12*z + 1
*
[ 3 ] 
f(z) = 29/12*z^3 - 253/12*z + 1
*
[ -3 ] 
f(z) = 29/12*z^3 - 245/12*z + 1
*
[ 3 ] 
f(z) = 29/15*z^3 - 251/15*z + 1
*
[ -3 ] 
f(z) = 29/15*z^3 - 241/15*z + 1
*
-2 | 0.076478060926148894837984253256329314549 | 0.013943644924968341722294837484428813600
f(z) = 30*z^3 - 241/2*z + 1
*
-2 | 0.075946219096371047501098779895215850355 | 0.013784873103146320223687963197846898311
f(z) = 30/7*z^3 - 247/14*z + 1
*
[ 2/3 ] 
f(z) = 31*z^3 - 257/18*z + 1
*
-2 | 0.085644357001696900189096213694868519141 | 0.015522444615081948490287332295500066129
f(z) = 31*z^3 - 249/2*z + 1
*
[ 2 ] 
f(z) = 31*z^3 - 247/2*z + 1
*
[ -2 ] 
f(z) = 31*z^3 - 245/2*z + 1
*
[ -3/2 ] 
f(z) = 31/3*z^3 - 259/12*z + 1
*
-2 | 0.065149461352773118398929178239712845476 | 0.011790791102640369827938862579468777877
f(z) = 31/3*z^3 - 251/6*z + 1
*
[ 2 ] 
f(z) = 31/3*z^3 - 245/6*z + 1
*
-2 | 0.085324733870275999070598105932956108961 | 0.015419976136524885524213044039551813536
f(z) = 31/5*z^3 - 253/10*z + 1
*
[ 2 ] 
f(z) = 31/5*z^3 - 243/10*z + 1
*
-2 | 0.085133934880864799188611529680193610382 | 0.015363632172891137620693405821504495655
f(z) = 31/7*z^3 - 255/14*z + 1
*
[ 2 ] 
f(z) = 31/7*z^3 - 241/14*z + 1
*
[ 4 ] 
f(z) = 31/8*z^3 - 245/4*z + 1
*
[ -4 ] 
f(z) = 31/8*z^3 - 243/4*z + 1
*
-2 | 0.071355799502036745024850007443265710735 | 0.012859041471114396872285093822034818177
f(z) = 31/9*z^3 - 257/18*z + 1
*
[ -3 ] 
f(z) = 31/15*z^3 - 259/15*z + 1
*
-2 | 0.077677128255622116628274405012916779765 | 0.013998209263531633810283397907527435610
f(z) = 32*z^3 - 257/2*z + 1
*
[ 2 ] 
f(z) = 32*z^3 - 255/2*z + 1
*
[ -2 ] 
f(z) = 32*z^3 - 253/2*z + 1
*
[ 5/4 ] 
f(z) = 32*z^3 - 249/5*z + 1
*
[ -5/4 ] 
f(z) = 32*z^3 - 241/5*z + 1
*
-2 | 0.057189168159127938601607168340500178316 | 0.010291692944992222403873212543964849364
f(z) = 32/3*z^3 - 259/6*z + 1
*
[ 2 ] 
f(z) = 32/3*z^3 - 253/6*z + 1
*
[ -2 ] 
f(z) = 32/3*z^3 - 247/6*z + 1
*
[ 5/4 ] 
f(z) = 32/3*z^3 - 247/15*z + 1
*
[ 9/8 ] 
f(z) = 32/3*z^3 - 241/18*z + 1
*
[ 2 ] 
f(z) = 32/5*z^3 - 251/10*z + 1
*
[ 2 ] 
f(z) = 32/7*z^3 - 249/14*z + 1
*
[ 2 ] 
f(z) = 32/9*z^3 - 247/18*z + 1
*
[ 2 ] 
f(z) = 33/5*z^3 - 259/10*z + 1
*
[ -5/3 ] 
f(z) = 33/5*z^3 - 251/15*z + 1
*
[ -2 ] 
f(z) = 33/5*z^3 - 249/10*z + 1
*
[ 2 ] 
f(z) = 33/7*z^3 - 257/14*z + 1
*
[ -2 ] 
f(z) = 33/7*z^3 - 243/14*z + 1
*
[ -4 ] 
f(z) = 33/8*z^3 - 259/4*z + 1
*
[ -2 ] 
f(z) = 34/5*z^3 - 257/10*z + 1
*
[ -2 ] 
f(z) = 34/7*z^3 - 251/14*z + 1
*
[ -2 ] 
f(z) = 34/9*z^3 - 245/18*z + 1
*
0 | 0.098629292837575401645075998633524217469 | 0.017774002613885184315877806743180135039
f(z) = 35/2*z^3 - 257/14*z + 1
*
0 | 0.16236051423771135300302415281403608076 | 0.029513341861776496995029916634118833747
f(z) = 35/2*z^3 - 243/14*z + 1
*
[ -2 ] 
f(z) = 35/9*z^3 - 253/18*z + 1
*
[ 4/3 ] 
f(z) = 36*z^3 - 255/4*z + 1
*
[ -4/3 ] 
f(z) = 36*z^3 - 249/4*z + 1
*
[ 3/4 ] 
f(z) = 36*z^3 - 247/12*z + 1
*
[ 3/2 ] 
f(z) = 36*z^3 - 242/3*z + 1
*
3/2 | 0.15951158123010109084939930081203806714 | 0.028827101644490056379421110159417633432
f(z) = 36/5*z^3 - 253/15*z + 1
*
[ -2/3 ] 
f(z) = 37*z^3 - 251/18*z + 1
*
[ -2/3 ] 
f(z) = 38*z^3 - 259/18*z + 1
*
[ -7/10 ] 
f(z) = 20*z^3 - 258/35*z + 1
*
0 | 0.11296113584147547899833455725612274161 | 0.020356746621110433560435842937365444540
f(z) = 20/3*z^3 - 257/30*z + 1
*
-7/4 | 0.066066820153772077923612888956583274498 | 0.011905913550835658067261039146204253156
f(z) = 20/7*z^3 - 257/28*z + 1
*
2 | 0.13176417219490966432981928562283830648 | 0.017299205793143435861866258004080910749
f(z) = 21/8*z^3 - 254/21*z + 1
*
2/21 | 0.081688542595523938051528551419443764993 | 0.010793399710117225316215087606998206834
f(z) = 21/8*z^3 - 242/21*z + 1
*
[ -3/4 ] 
f(z) = 22*z^3 - 241/24*z + 1
*
0 | 0.13578986909599702670431880962136774739 | 0.024628933345778600134497277603212918698
f(z) = 22/3*z^3 - 248/33*z + 1
*
0 | 0.15708734657509681438015561032978825102 | 0.028554803385522644360675383134017746437
f(z) = 22/3*z^3 - 245/33*z + 1
*
[ -3/2 ] 
f(z) = 22/5*z^3 - 247/30*z + 1
*
[ 5/2 ] 
f(z) = 22/15*z^3 - 257/30*z + 1
*
[ 2/23 ] 
f(z) = 23/8*z^3 - 242/23*z + 1
*
-11/6 | 0.15066271453334113356277575280072017683 | 0.027150954902826137063578434289564826183
f(z) = 24/11*z^3 - 257/33*z + 1
*
[ 9/10 ] 
f(z) = 25/3*z^3 - 247/36*z + 1
*
[ 8/5 ] 
f(z) = 25/6*z^3 - 247/24*z + 1
*
[ 1/10 ] 
f(z) = 25/7*z^3 - 253/28*z + 1
*
-9/5 | 0.12196802555173422989701138983288778848 | 0.021949217106859827304520688091801749617
f(z) = 25/12*z^3 - 259/36*z + 1
*
[ 8/9 ] 
f(z) = 27/2*z^3 - 259/24*z + 1
*
-17/18 | 0.086670218416979548290940289675125459845 | 0.014992918848623267128124761846420978747
f(z) = 27/2*z^3 - 241/24*z + 1
*
0 | 0.15454767064552192381076730958779590718 | 0.027812210298667046126291057752271217636
f(z) = 27/4*z^3 - 259/36*z + 1
*
-10/9 | 0.13447592516886472177468846818207854529 | 0.021597226887327315793321032038859342008
f(z) = 27/4*z^3 - 253/30*z + 1
*
0 | 0.12818853913309539082521312644694248491 | 0.023199643639212262527524796073994680872
f(z) = 27/4*z^3 - 251/36*z + 1
*
[ 10/9 ] 
f(z) = 27/4*z^3 - 247/30*z + 1
*
0 | 0.12787292412517463746621749461155474378 | 0.023210003781189129154011041070768396226
f(z) = 27/4*z^3 - 247/36*z + 1
*
0 | 0.11566383338099550216175316391860059921 | 0.021088079428199412363825915130017766818
f(z) = 28/3*z^3 - 241/21*z + 1
*
1/7 | 0.15252978372501152460528982999170499138 | 0.027644963461807631093506135343738591170
f(z) = 28/5*z^3 - 249/35*z + 1
*
0 | 0.081581088876686909646973787960705533935 | 0.014818560579725492398261477706127913387
f(z) = 28/5*z^3 - 246/35*z + 1
*
-2 | 0.075755925074286710930531033483397204574 | 0.013811983559813187380880696383286237443
f(z) = 28/17*z^3 - 241/34*z + 1
*
-2 | 0.075210130545322698420147268801036525292 | 0.013691842212415602626920620886414605060
f(z) = 28/19*z^3 - 243/38*z + 1
*
[ 3/2 ] 
f(z) = 29/6*z^3 - 253/24*z + 1
*
-2 | 0.083340704680803282963063960215411799068 | 0.015171995715038005489329432205816022876
f(z) = 29/11*z^3 - 243/22*z + 1
*
-2 | 0.083030083743343414588046651850518619835 | 0.015092926120826800902018825695001279009
f(z) = 29/13*z^3 - 245/26*z + 1
*
-2 | 0.062326596808138015800104340691223908597 | 0.011312797900589637559879960369625601268
f(z) = 29/15*z^3 - 247/30*z + 1
*
-2 | 0.082252254848896898513362979097492987440 | 0.014907649669578475036986510001234186629
f(z) = 29/17*z^3 - 249/34*z + 1
*
-2 | 0.081755493459081234247939257261400617347 | 0.014796161393409225197709785851460721067
f(z) = 29/19*z^3 - 251/38*z + 1
*
-2 | 0.075464227649741834413969258641973389489 | 0.013657564091315842721312200488116987329
f(z) = 30/11*z^3 - 251/22*z + 1
*
-2 | 0.075172223348311130714663103531018304115 | 0.013585203698646203111644205061052256689
f(z) = 30/13*z^3 - 253/26*z + 1
*
-2 | 0.074449059362402528911523604944393781684 | 0.013416478387286035964012598180786667263
f(z) = 30/17*z^3 - 257/34*z + 1
*
-2 | 0.073993038823639482299644482382049193084 | 0.013315697013128196837762561190615500484
f(z) = 30/19*z^3 - 259/38*z + 1
*
-17/31 | 0.19800378559896670978385786018615365188 | 0.028830012141622582100724830604694139935
f(z) = 31*z^3 - 258/31*z + 1
*
-2 | 0.084676058730520313288959714609888208813 | 0.015238200244875386109887742391259197183
f(z) = 31/11*z^3 - 259/22*z + 1
*
-17/32 | 0.091519233775604730878427664604727917269 | 0.013203434471402266813497352079325181164
f(z) = 32*z^3 - 257/32*z + 1
*
0 | 0.13048512113342160991824828677258240372 | 0.023481943238947933356185841422803573252
f(z) = 32/3*z^3 - 259/24*z + 1
*
[ 5/4 ] 
f(z) = 32/7*z^3 - 243/35*z + 1
*
[ 2 ] 
f(z) = 32/11*z^3 - 245/22*z + 1
*
[ 2 ] 
f(z) = 32/13*z^3 - 243/26*z + 1
*
-5/6 | 0.15697397966503846168273159358295819993 | 0.026243623016389688745586775374917572216
f(z) = 33/2*z^3 - 251/24*z + 1
*
1/11 | 0.16465639774948067296379152276318847873 | 0.027934364579277452676658754578390834012
f(z) = 33/2*z^3 - 245/22*z + 1
*
-5/3 | 0.16330320574575748289305818465664423043 | 0.029428900099293024737783354452104603857
f(z) = 33/10*z^3 - 257/30*z + 1
*
1/3 | 0.068849535667746231712153034652472074687 | 0.012460432914041718424773402332234671960
f(z) = 33/10*z^3 - 251/30*z + 1
*
[ 2 ] 
f(z) = 33/13*z^3 - 251/26*z + 1
*
[ 2 ] 
f(z) = 33/17*z^3 - 247/34*z + 1
*
[ 2 ] 
f(z) = 33/19*z^3 - 245/38*z + 1
*
[ 1/8 ] 
f(z) = 34*z^3 - 241/32*z + 1
*
[ 2 ] 
f(z) = 34/13*z^3 - 259/26*z + 1
*
[ 2 ] 
f(z) = 34/19*z^3 - 253/38*z + 1
*
[ -4/7 ] 
f(z) = 35*z^3 - 243/28*z + 1
*
0 | 0.10030263535464583924523414304621906658 | 0.018152834972911093706560527926673058366
f(z) = 35/3*z^3 - 251/21*z + 1
*
-6/5 | 0.13346930399626895235289808958246403940 | 0.024052527295413571719491118662974215790
f(z) = 35/6*z^3 - 257/30*z + 1
*
0 | 0.12537787403136791868224737010969614808 | 0.022658421982906593145913232637476917399
f(z) = 35/6*z^3 - 253/30*z + 1
*
[ 6/5 ] 
f(z) = 35/6*z^3 - 247/30*z + 1
*
0 | 0.11037427679720078722405060126589435282 | 0.020123676069618128382465055710303491415
f(z) = 35/6*z^3 - 241/30*z + 1
*
[ -10/7 ] 
f(z) = 35/8*z^3 - 253/35*z + 1
*
[ -2 ] 
f(z) = 35/11*z^3 - 247/22*z + 1
*
[ -2 ] 
f(z) = 35/13*z^3 - 241/26*z + 1
*
12/5 | 0.18015956838909956653956405918664615153 | 0.025976920741503394010619742157896032312
f(z) = 35/16*z^3 - 257/20*z + 1
*
[ 4/3 ] 
f(z) = 36/5*z^3 - 251/20*z + 1
*
0 | 0.13311891397341951413277776438340595123 | 0.024091946025032389450422681275452304504
f(z) = 36/5*z^3 - 251/30*z + 1
*
0 | 0.095966022681501170404157361339531614802 | 0.017496732120659591133274526346772596241
f(z) = 36/5*z^3 - 241/30*z + 1
*
[ 4/3 ] 
f(z) = 36/7*z^3 - 249/28*z + 1
*
[ -2 ] 
f(z) = 36/11*z^3 - 255/22*z + 1
*
[ -2 ] 
f(z) = 36/13*z^3 - 249/26*z + 1
*
[ -2 ] 
f(z) = 37/13*z^3 - 257/26*z + 1
*
[ -2 ] 
f(z) = 37/15*z^3 - 251/30*z + 1
*
[ -2 ] 
f(z) = 37/17*z^3 - 245/34*z + 1
*
-1/2 | 0.17082735009307991765079461495956128142 | 0.023480866513128766151230282491003407862
f(z) = 38*z^3 - 251/38*z + 1
*
[ 1/8 ] 
f(z) = 38*z^3 - 243/32*z + 1
*
0 | 0.15163813894234134404501149063098440685 | 0.027404204828027141130849547891117637249
f(z) = 38/5*z^3 - 253/30*z + 1
*
[ -2 ] 
f(z) = 38/15*z^3 - 259/30*z + 1
*
[ -2 ] 
f(z) = 38/17*z^3 - 253/34*z + 1
*
1/3 | 0.21467940778057525247415686531736724276 | 0.029299276021105359004543908708254598184
f(z) = 39*z^3 - 256/39*z + 1
*
2/13 | 0.16449466388420104155510196227818528476 | 0.022450101809803133112626126952361242032
f(z) = 39*z^3 - 244/39*z + 1
*
[ -2 ] 
f(z) = 39/19*z^3 - 255/38*z + 1
*
[ 9/10 ] 
f(z) = 20/3*z^3 - 248/45*z + 1
*
[ -9/5 ] 
f(z) = 20/9*z^3 - 254/45*z + 1
*
0 | 0.15057305644329731832717693550617118222 | 0.027192336453325631486588875840851190193
f(z) = 20/11*z^3 - 254/55*z + 1
*
0 | 0.11899551585072477880717397130312971620 | 0.021567110419188321488231073608665496127
f(z) = 20/13*z^3 - 249/52*z + 1
*
[ 2/9 ] 
f(z) = 21*z^3 - 245/54*z + 1
*
[ 2/5 ] 
f(z) = 21*z^3 - 243/50*z + 1
*
1/21 | 0.13099114292456508811237910471327705167 | 0.021512592796411649408682698562025465078
f(z) = 21/2*z^3 - 253/42*z + 1
*
[ 1/6 ] 
f(z) = 21/4*z^3 - 247/48*z + 1
*
8/7 | 0.14510608099352513014225478575804772036 | 0.026456053478934574685463383703257846382
f(z) = 21/8*z^3 - 241/56*z + 1
*
[ 2/5 ] 
f(z) = 22*z^3 - 251/50*z + 1
*
0 | 0.16225726859106586281707359905040638146 | 0.029344307707559628558007367712132223904
f(z) = 22/5*z^3 - 252/55*z + 1
*
0 | 0.16374524625291469651868712022799346722 | 0.029721129869225196820397309122177722191
f(z) = 22/5*z^3 - 247/55*z + 1
*
[ 2/5 ] 
f(z) = 23*z^3 - 259/50*z + 1
*
[ 2/9 ] 
f(z) = 24*z^3 - 253/54*z + 1
*
0 | 0.14289815921308494807953860659684119920 | 0.025937209447200777610460184278737082444
f(z) = 24/5*z^3 - 247/40*z + 1
*
0 | 0.13167081236752979876070803526047441784 | 0.023761875120084240003038030994534159270
f(z) = 24/7*z^3 - 255/56*z + 1
*
0 | 0.13252897495825984456147967830626622737 | 0.024162968395242895205479931955439442257
f(z) = 24/7*z^3 - 241/56*z + 1
*
[ 1/6 ] 
f(z) = 24/17*z^3 - 257/51*z + 1
*
[ -7/5 ] 
f(z) = 25/8*z^3 - 247/56*z + 1
*
0 | 0.16542678913046620551276608815554546165 | 0.029939045894119906772616960440760532107
f(z) = 25/9*z^3 - 251/45*z + 1
*
0 | 0.14783142044862783241071546392361724004 | 0.026852410156183562878761093283447466377
f(z) = 25/11*z^3 - 246/55*z + 1
*
[ 4/13 ] 
f(z) = 26*z^3 - 245/52*z + 1
*
[ -5/4 ] 
f(z) = 26/5*z^3 - 253/40*z + 1
*
[ -7/9 ] 
f(z) = 27/2*z^3 - 247/42*z + 1
*
-17/18 | 0.091496318613828663602183673316285498038 | 0.015827776887846900241511740549099770207
f(z) = 27/4*z^3 - 241/48*z + 1
*
1/6 | 0.16320056257763405805927493117090438161 | 0.029710310773146081040331061827601132223
f(z) = 27/10*z^3 - 243/40*z + 1
*
[ 2/3 ] 
f(z) = 28/3*z^3 - 251/54*z + 1
*
0 | 0.16517687933771392470615830217270835961 | 0.029937161664497497454131521823744038838
f(z) = 28/5*z^3 - 249/40*z + 1
*
[ 2/3 ] 
f(z) = 29/3*z^3 - 259/54*z + 1
*
-3/4 | 0.18116116965124112534417311024921840938 | 0.029505631272098440089052851558102058596
f(z) = 29/3*z^3 - 245/48*z + 1
*
[ 3/2 ] 
f(z) = 29/12*z^3 - 245/48*z + 1
*
1/6 | 0.060446428085073422669439085614282061749 | 0.010893061684558754769590349750797617318
f(z) = 30/7*z^3 - 257/42*z + 1
*
-3/2 | 0.13561030309303052987083575042786871708 | 0.024614402689941957703170404388316479124
f(z) = 31/12*z^3 - 247/48*z + 1
*
[ -7/8 ] 
f(z) = 32/3*z^3 - 253/42*z + 1
*
[ 5/4 ] 
f(z) = 32/9*z^3 - 241/45*z + 1
*
0 | 0.15871712272375728024476463827856738046 | 0.028766375663207714754514929711432029900
f(z) = 32/11*z^3 - 249/44*z + 1
*
[ 1/6 ] 
f(z) = 33/4*z^3 - 251/48*z + 1
*
0 | 0.16229936926815856060267198016738997296 | 0.029458691119873742433091389398254251449
f(z) = 33/7*z^3 - 247/42*z + 1
*
10/11 | 0.19628562705021815517689688315570495158 | 0.025851307820238349655716066083969293571
f(z) = 33/8*z^3 - 248/55*z + 1
*
[ 3/17 ] 
f(z) = 34/3*z^3 - 256/51*z + 1
*
[ 3/17 ] 
f(z) = 34/9*z^3 - 244/51*z + 1
*
1/2 | 0.10240749074031542964465518624087523671 | 0.015632153095804910648990912711759668938
f(z) = 35/2*z^3 - 247/40*z + 1
*
0 | 0.13275746874082468605867527307298173162 | 0.024026531436115155440955790217974742719
f(z) = 35/6*z^3 - 251/42*z + 1
*
0 | 0.14862194822994602497084499700513992138 | 0.026976124961434490839080933552131648845
f(z) = 35/8*z^3 - 247/40*z + 1
*
[ 5/18 ] 
f(z) = 36*z^3 - 242/45*z + 1
*
0 | 0.080152298835238089845990732431514534325 | 0.014506014207014935707200726040150242176
f(z) = 36/7*z^3 - 251/42*z + 1
*
[ 4/3 ] 
f(z) = 36/11*z^3 - 245/44*z + 1
*
[ 4/3 ] 
f(z) = 36/13*z^3 - 243/52*z + 1
*
[ -3/2 ] 
f(z) = 37/12*z^3 - 253/48*z + 1
*
10/19 | 0.16524530976006357494873511560959646357 | 0.025105542180876533806008470496426575119
f(z) = 38/3*z^3 - 257/57*z + 1
*
[ 2/9 ] 
f(z) = 39/2*z^3 - 241/54*z + 1
*
[ 1/6 ] 
f(z) = 39/4*z^3 - 253/48*z + 1
*
0 | 0.085465564746713701501965574033434345069 | 0.015535639571124769909912863308918820875
f(z) = 39/16*z^3 - 245/48*z + 1
*
0 | 0.15132110754444421546159095212615897746 | 0.027425899302448560715554064919304684575
f(z) = 20/7*z^3 - 249/70*z + 1
*
5/6 | 0.076792302124338094442939170926609427304 | 0.013887926024366335343497614723595623142
f(z) = 21/5*z^3 - 247/60*z + 1
*
2/7 | 0.081713089758576386629527039154340111215 | 0.014725530612384697676472665183741138529
f(z) = 21/10*z^3 - 257/70*z + 1
*
-10/7 | 0.14019935984163891960847407645420718721 | 0.025373369637941118359984920463511038896
f(z) = 21/10*z^3 - 251/70*z + 1
*
0 | 0.15288217372271554205930466258255796405 | 0.027749391471701398144184940157472528988
f(z) = 21/10*z^3 - 247/70*z + 1
*
[ 3/5 ] 
f(z) = 22/3*z^3 - 248/75*z + 1
*
0 | 0.14825661846957253585073491319845363075 | 0.026870481950932022650636260198938657228
f(z) = 22/7*z^3 - 249/77*z + 1
*
-15/11 | 0.12144183498128579887421076216461037068 | 0.018400639072504544912880354181370885548
f(z) = 22/9*z^3 - 245/66*z + 1
*
[ 3/5 ] 
f(z) = 23/3*z^3 - 257/75*z + 1
*
3/2 | 0.14352745044360192415224794702771499822 | 0.026051431061664450353010657785306670764
f(z) = 23/15*z^3 - 247/60*z + 1
*
[ -5/4 ] 
f(z) = 24/7*z^3 - 249/70*z + 1
*
13/12 | 0.15042748324960777455985345386596735365 | 0.027426263009134260250551025997484192652
f(z) = 24/13*z^3 - 241/78*z + 1
*
13/25 | 0.17882658236323986975696590953824610980 | 0.027777800712545669015121450014940519382
f(z) = 25/3*z^3 - 244/75*z + 1
*
[ 9/10 ] 
f(z) = 25/6*z^3 - 251/72*z + 1
*
[ 6/25 ] 
f(z) = 25/8*z^3 - 251/75*z + 1
*
1/3 | 0.084491507134643729498631540304931009632 | 0.015404673711570088749632031780310855023
f(z) = 25/8*z^3 - 241/72*z + 1
*
0 | 0.15483877602539793526245647570185818987 | 0.027903523695931026705684756214711862887
f(z) = 25/12*z^3 - 257/60*z + 1
*
[ -19/10 ] 
f(z) = 25/19*z^3 - 245/76*z + 1
*
[ -3/2 ] 
f(z) = 26/11*z^3 - 241/66*z + 1
*
0 | 0.15546258342450905715371395685620298130 | 0.028015940139599756994664685540971819646
f(z) = 27/7*z^3 - 257/63*z + 1
*
0 | 0.11684878811711704839281507812173418822 | 0.021027965382355060205134685760285475059
f(z) = 27/8*z^3 - 259/72*z + 1
*
0 | 0.13225837693001399078571601690751434040 | 0.023936205481608135836848015916396292217
f(z) = 27/8*z^3 - 251/72*z + 1
*
0 | 0.13589142812798854990703134673982988816 | 0.024776018105287266950837521193533120452
f(z) = 28/9*z^3 - 241/63*z + 1
*
[ -6/5 ] 
f(z) = 29/8*z^3 - 254/75*z + 1
*
1/3 | 0.11432810048355645324159813484487734079 | 0.020545903710426706233173485686976112090
f(z) = 29/8*z^3 - 245/72*z + 1
*
[ 3/2 ] 
f(z) = 29/15*z^3 - 241/60*z + 1
*
0 | 0.16253315336637761108101608839846272450 | 0.029290128821408408691016386124683980997
f(z) = 30/11*z^3 - 257/66*z + 1
*
1/3 | 0.12490140594886167100603133709231260620 | 0.022180200423657910503282065020693400905
f(z) = 31/8*z^3 - 247/72*z + 1
*
[ 3/2 ] 
f(z) = 31/15*z^3 - 259/60*z + 1
*
[ 3/10 ] 
f(z) = 32/3*z^3 - 247/75*z + 1
*
[ 3/11 ] 
f(z) = 33/2*z^3 - 257/66*z + 1
*
[ -4/3 ] 
f(z) = 33/10*z^3 - 247/60*z + 1
*
2/5 | 0.14222725168506757015143532926222779858 | 0.020001874531728046769180913078385206150
f(z) = 35/4*z^3 - 253/70*z + 1
*
1/3 | 0.13003692322880343427829051476091915565 | 0.022605003255612953498287164263033957674
f(z) = 35/8*z^3 - 251/72*z + 1
*
1/3 | 0.14257282252397950293027126717206534065 | 0.024547060057484841333412949214937513099
f(z) = 37/8*z^3 - 253/72*z + 1
*
[ 6/13 ] 
f(z) = 39/4*z^3 - 253/78*z + 1
*
-5/6 | 0.14550560704046075731199432588110763509 | 0.023665342332019674686307044680977781827
f(z) = 39/5*z^3 - 253/60*z + 1
*
0 | 0.12691588969116566058610509764649580056 | 0.023070338608701412798656410044621274560
f(z) = 39/11*z^3 - 245/66*z + 1
*
3/4 | 0.083286421050271217811346687405013916403 | 0.015117181066464212449891670329162281553
f(z) = 20/7*z^3 - 247/84*z + 1
*
2/5 | 0.11991923314947036869512606697912115781 | 0.021610666589325516285132669247750262378
f(z) = 20/9*z^3 - 257/90*z + 1
*
[ 17/10 ] 
f(z) = 20/17*z^3 - 254/85*z + 1
*
13/21 | 0.12522086459097284557788335294334150518 | 0.020564943624558766767662190493409927907
f(z) = 21/4*z^3 - 253/84*z + 1
*
4/21 | 0.15803767075537028626984873189599845445 | 0.025954427005889434270530812981677946521
f(z) = 21/4*z^3 - 247/84*z + 1
*
[ 3/8 ] 
f(z) = 22/3*z^3 - 259/96*z + 1
*
0 | 0.14233622380423597035383450026572292132 | 0.025596902187374752903007899206060949186
f(z) = 22/9*z^3 - 260/99*z + 1
*
0 | 0.10896269203659506776845595977870519955 | 0.019777638710304766156244557715507129058
f(z) = 24/11*z^3 - 247/88*z + 1
*
[ 3/4 ] 
f(z) = 25/6*z^3 - 257/96*z + 1
*
[ 3/10 ] 
f(z) = 25/8*z^3 - 251/96*z + 1
*
0 | 0.16452904330457629944740682683240127911 | 0.029608445947534973370460376328915237833
f(z) = 25/9*z^3 - 259/90*z + 1
*
0 | 0.10732636358564374137592480159111208206 | 0.019396133925559780054083346305103195622
f(z) = 25/16*z^3 - 253/80*z + 1
*
[ 2/3 ] 
f(z) = 26/5*z^3 - 253/90*z + 1
*
[ -5/3 ] 
f(z) = 27/16*z^3 - 247/80*z + 1
*
2/3 | 0.094750627746347935391386486983986558186 | 0.017027635952535959399900682687931385796
f(z) = 29/10*z^3 - 251/90*z + 1
*
2/3 | 0.10324440049488445417439641230113353850 | 0.018334313198480161988953561776033498697
f(z) = 31/10*z^3 - 259/90*z + 1
*
[ 11/12 ] 
f(z) = 32/11*z^3 - 251/99*z + 1
*
[ 5/17 ] 
f(z) = 34/5*z^3 - 254/85*z + 1
*
[ 3/7 ] 
f(z) = 35/4*z^3 - 247/84*z + 1
*
3/7 | 0.12229510448068288610552290319003089461 | 0.022230387994926235953185289512423188371
f(z) = 35/12*z^3 - 241/84*z + 1
*
0 | 0.12393954593057953776158547096282895544 | 0.022319547627741108689058520791815135149
f(z) = 35/13*z^3 - 258/91*z + 1
*
2/5 | 0.11219262190612784332518269655056935214 | 0.020275569275339064366959938059820099624
f(z) = 35/18*z^3 - 253/90*z + 1
*
0 | 0.091317954559354036520545064333997031668 | 0.016574971481361435184347397536536179750
f(z) = 35/18*z^3 - 247/90*z + 1
*
1/4 | 0.15810340520488836024957081786996914736 | 0.026053447126577577331679552703909980740
f(z) = 36/7*z^3 - 251/84*z + 1
*
[ 1/3 ] 
f(z) = 20/13*z^3 - 254/117*z + 1
*
[ 4/9 ] 
f(z) = 21/4*z^3 - 247/108*z + 1
*
-1 | 0.10519213083643956492086517303463083979 | 0.017275637310641435470134072603825199212
f(z) = 21/5*z^3 - 256/105*z + 1
*
[ 1/3 ] 
f(z) = 22/13*z^3 - 256/117*z + 1
*
[ 3/2 ] 
f(z) = 22/19*z^3 - 259/114*z + 1
*
[ 1/3 ] 
f(z) = 23/13*z^3 - 257/117*z + 1
*
7/6 | 0.16358097690344535972268272119650420841 | 0.029562527133990540273142925520737827453
f(z) = 24/19*z^3 - 253/114*z + 1
*
[ 7/20 ] 
f(z) = 25/7*z^3 - 257/112*z + 1
*
-21/20 | 0.10834876673950796639838671705188503612 | 0.018083853436436805135291457703720943469
f(z) = 25/7*z^3 - 249/112*z + 1
*
[ 1/3 ] 
f(z) = 25/12*z^3 - 241/108*z + 1
*
[ 4/5 ] 
f(z) = 27/8*z^3 - 241/100*z + 1
*
[ 3/7 ] 
f(z) = 28/5*z^3 - 248/105*z + 1
*
5/7 | 0.093417147705300459710547026215123962956 | 0.016955992570760850254848289597074866118
f(z) = 28/15*z^3 - 247/105*z + 1
*
[ 4/5 ] 
f(z) = 29/8*z^3 - 257/100*z + 1
*
[ 1/3 ] 
f(z) = 29/12*z^3 - 245/108*z + 1
*
2/3 | 0.16358059542637818936474837099289226998 | 0.029604920579068701372147570945857809590
f(z) = 30/19*z^3 - 251/114*z + 1
*
[ 1/3 ] 
f(z) = 31/12*z^3 - 247/108*z + 1
*
[ 1/3 ] 
f(z) = 35/12*z^3 - 251/108*z + 1
*
13/18 | 0.16962341587547079870408869087517265594 | 0.029342837199415446919179430859832770684
f(z) = 36/13*z^3 - 250/117*z + 1
*
[ 1/3 ] 
f(z) = 37/12*z^3 - 253/108*z + 1
*
[ 8/13 ] 
f(z) = 39/8*z^3 - 257/104*z + 1
*
-3/4 | 0.17657150887530266488853662798520901587 | 0.028165384751582469635954084069779201758
f(z) = 22/5*z^3 - 257/120*z + 1
*
[ 5/4 ] 
f(z) = 22/15*z^3 - 251/120*z + 1
*
[ 2/3 ] 
f(z) = 23/7*z^3 - 247/126*z + 1
*
-7/5 | 0.15345008645015122632335215134313118972 | 0.027731661897785403308334046468040397379
f(z) = 25/18*z^3 - 253/126*z + 1
*
[ 2/5 ] 
f(z) = 30/13*z^3 - 243/130*z + 1
*
[ 2/5 ] 
f(z) = 35/13*z^3 - 251/130*z + 1
*
[ -5/4 ] 
f(z) = 38/15*z^3 - 259/120*z + 1
*
[ 3/7 ] 
f(z) = 20/9*z^3 - 256/147*z + 1
*
[ -6/5 ] 
f(z) = 22/9*z^3 - 253/150*z + 1
*
[ 6/5 ] 
f(z) = 23/18*z^3 - 251/150*z + 1
*
[ 9/20 ] 
f(z) = 25/9*z^3 - 257/144*z + 1
*
[ 9/10 ] 
f(z) = 25/12*z^3 - 259/144*z + 1
*
[ 16/15 ] 
f(z) = 25/16*z^3 - 247/144*z + 1
*
[ 4/9 ] 
f(z) = 27/13*z^3 - 259/156*z + 1
*
0 | 0.15419027384068082476344001486084731590 | 0.027728664230777333198161153142216434496
f(z) = 27/17*z^3 - 260/153*z + 1
*
[ 3/4 ] 
f(z) = 28/13*z^3 - 241/156*z + 1
*
[ -6/5 ] 
f(z) = 29/12*z^3 - 247/150*z + 1
*
[ -13/11 ] 
f(z) = 33/13*z^3 - 243/143*z + 1
*
[ 2/3 ] 
f(z) = 20/9*z^3 - 241/162*z + 1
*
[ 2/3 ] 
f(z) = 22/9*z^3 - 257/162*z + 1
*
0 | 0.16302080983017059271827018642817732480 | 0.029378009480518562123060494982910737746
f(z) = 22/15*z^3 - 257/165*z + 1
*
[ 5/11 ] 
f(z) = 22/15*z^3 - 248/165*z + 1
*
[ 5/9 ] 
f(z) = 27/11*z^3 - 257/165*z + 1
*
[ 2/3 ] 
f(z) = 20/11*z^3 - 259/198*z + 1
*
[ -3/2 ] 
f(z) = 21/16*z^3 - 247/192*z + 1
*
[ 4/7 ] 
f(z) = 25/16*z^3 - 247/196*z + 1
*
[ 4/7 ] 
f(z) = 27/16*z^3 - 255/196*z + 1
*
[ 8/9 ] 
f(z) = 21/16*z^3 - 251/216*z + 1
*
-15/11 | 0.10240342860563263562770884415604672926 | 0.018656329095818465226716525833390845567
f(z) = 22/19*z^3 - 241/209*z + 1
*
[ 3/4 ] 
f(z) = 28/17*z^3 - 257/204*z + 1
*
[ -3/2 ] 
f(z) = 23/19*z^3 - 241/228*z + 1
*
[ 7/2 ] 
f(z) = 20/7*z^3 - 240/7*z + 1
*
[ -7/2 ] 
f(z) = 20/7*z^3 - 236/7*z + 1
*
-4/3 | 0.16100016044337480431395777654163820253 | 0.029677722361416527200579995470223010266
f(z) = 21/2*z^3 - 227/12*z + 1
*
[ 4/3 ] 
f(z) = 21/2*z^3 - 221/12*z + 1
*
[ 9/5 ] 
f(z) = 25/3*z^3 - 239/9*z + 1
*
[ -9/5 ] 
f(z) = 25/3*z^3 - 229/9*z + 1
*
-3/2 | 0.11337572961266225588705763695710157461 | 0.020865206121789505060452961991176006389
f(z) = 25/3*z^3 - 229/12*z + 1
*
[ 3 ] 
f(z) = 25/3*z^3 - 223/3*z + 1
*
[ -3 ] 
f(z) = 25/3*z^3 - 221/3*z + 1
*
[ 3/2 ] 
f(z) = 25/3*z^3 - 221/12*z + 1
*
[ 9/5 ] 
f(z) = 25/6*z^3 - 235/18*z + 1
*
-3 | 0.15801673155327970922063060703225963501 | 0.029080753754041841158134109730240344687
f(z) = 25/6*z^3 - 229/6*z + 1
*
-3 | 0.15468225061496031884084434503971897167 | 0.028606868276572411133961231206298961771
f(z) = 25/6*z^3 - 223/6*z + 1
*
[ 3 ] 
f(z) = 25/6*z^3 - 221/6*z + 1
*
3 | 0.11773182320145703956300712564352712012 | 0.021666883790603888483119683851909945438
f(z) = 25/12*z^3 - 229/12*z + 1
*
[ -16/5 ] 
f(z) = 25/16*z^3 - 235/16*z + 1
*
[ 3 ] 
f(z) = 26/3*z^3 - 232/3*z + 1
*
[ -3 ] 
f(z) = 26/3*z^3 - 230/3*z + 1
*
[ 3 ] 
f(z) = 26/15*z^3 - 224/15*z + 1
*
-2 | 0.082698358781163022046549863983454694507 | 0.015319723275089776175290048120215740950
f(z) = 27/5*z^3 - 221/10*z + 1
*
-2 | 0.082467333616684106829377646840658013036 | 0.015251472877551131538037945708627261448
f(z) = 27/7*z^3 - 223/14*z + 1
*
2/9 | 0.11629288354455812679556243215940436882 | 0.016987280767919206651153747322855381035
f(z) = 27/16*z^3 - 235/12*z + 1
*
[ 2/3 ] 
f(z) = 28*z^3 - 233/18*z + 1
*
-2 | 0.078046984978770065275019438839634093552 | 0.014410180606512385376087695113768454202
f(z) = 28*z^3 - 225/2*z + 1
*
[ 2 ] 
f(z) = 28*z^3 - 223/2*z + 1
*
[ -2 ] 
f(z) = 28*z^3 - 221/2*z + 1
*
-2 | 0.057534835410061999111624300951944053042 | 0.010605597328023535997824659523332598081
f(z) = 28/3*z^3 - 227/6*z + 1
*
[ 2 ] 
f(z) = 28/3*z^3 - 221/6*z + 1
*
-2 | 0.077686050451632109644883766801092821280 | 0.014297023366454349770036252853354328966
f(z) = 28/5*z^3 - 229/10*z + 1
*
-2 | 0.063652663455412269656877950604455836692 | 0.011677162800745792511724544294873441545
f(z) = 28/9*z^3 - 233/18*z + 1
*
[ -3 ] 
f(z) = 28/15*z^3 - 232/15*z + 1
*
-2 | 0.084404450321513458592667337519569062211 | 0.015484104733530503273393488160121924715
f(z) = 29*z^3 - 233/2*z + 1
*
[ 2 ] 
f(z) = 29*z^3 - 231/2*z + 1
*
[ -2 ] 
f(z) = 29*z^3 - 229/2*z + 1
*
-2 | 0.063898868468480832688966060315037528941 | 0.011703977949047213949972543361847473283
f(z) = 29/3*z^3 - 235/6*z + 1
*
[ 2 ] 
f(z) = 29/3*z^3 - 229/6*z + 1
*
[ -2 ] 
f(z) = 29/3*z^3 - 223/6*z + 1
*
-2 | 0.084058408936315476290267020797452480829 | 0.015372619679867957027950611631490573794
f(z) = 29/5*z^3 - 237/10*z + 1
*
[ 2 ] 
f(z) = 29/5*z^3 - 227/10*z + 1
*
-2 | 0.083849347537268791354120533474076444096 | 0.015310856493821767281909795107516086953
f(z) = 29/7*z^3 - 239/14*z + 1
*
[ 2 ] 
f(z) = 29/7*z^3 - 225/14*z + 1
*
[ 4 ] 
f(z) = 29/8*z^3 - 229/4*z + 1
*
[ -4 ] 
f(z) = 29/8*z^3 - 227/4*z + 1
*
[ 2 ] 
f(z) = 29/9*z^3 - 223/18*z + 1
*
[ 2 ] 
f(z) = 30*z^3 - 239/2*z + 1
*
[ -2 ] 
f(z) = 30*z^3 - 237/2*z + 1
*
[ 2 ] 
f(z) = 30/7*z^3 - 233/14*z + 1
*
[ -2 ] 
f(z) = 31/3*z^3 - 239/6*z + 1
*
[ -2 ] 
f(z) = 31/5*z^3 - 233/10*z + 1
*
[ -2 ] 
f(z) = 31/7*z^3 - 227/14*z + 1
*
[ 2 ] 
f(z) = 31/9*z^3 - 239/18*z + 1
*
[ -2 ] 
f(z) = 31/9*z^3 - 221/18*z + 1
*
15/16 | 0.13863521433800094599406672081914720476 | 0.025001042027251560102366341671398862101
f(z) = 32*z^3 - 233/8*z + 1
*
-5/4 | 0.15549104564235944358965465604770215524 | 0.028414355742757303251571137236237418087
f(z) = 32/3*z^3 - 238/15*z + 1
*
-9/8 | 0.13289350568925327657481452991903855738 | 0.024496724441887238110460239959112775966
f(z) = 32/3*z^3 - 227/18*z + 1
*
[ -5/4 ] 
f(z) = 32/3*z^3 - 223/15*z + 1
*
3/2 | 0.15036415457407929620537476463432672101 | 0.027739725800915571324809532557290828974
f(z) = 32/5*z^3 - 226/15*z + 1
*
[ -2 ] 
f(z) = 32/7*z^3 - 235/14*z + 1
*
[ -2 ] 
f(z) = 32/9*z^3 - 229/18*z + 1
*
[ 11/4 ] 
f(z) = 32/11*z^3 - 235/11*z + 1
*
[ -11/4 ] 
f(z) = 32/11*z^3 - 227/11*z + 1
*
[ -2/3 ] 
f(z) = 34*z^3 - 227/18*z + 1
*
[ -2/3 ] 
f(z) = 35*z^3 - 235/18*z + 1
*
[ -3/2 ] 
f(z) = 36*z^3 - 238/3*z + 1
*
[ 3/2 ] 
f(z) = 36/5*z^3 - 238/15*z + 1
*
-3/2 | 0.12671546854060480211793938113094472849 | 0.023246115326468870451146536311314986297
f(z) = 36/5*z^3 - 233/15*z + 1
*
[ 5/2 ] 
f(z) = 36/5*z^3 - 222/5*z + 1
*
-4/5 | 0.16563244196299881337982163997737686943 | 0.027644733714221488842743805261981978513
f(z) = 20*z^3 - 231/20*z + 1
*
[ -6/5 ] 
f(z) = 20/3*z^3 - 233/30*z + 1
*
0 | 0.12642167343863642359423290628174956441 | 0.023419389230912136018597465770234508319
f(z) = 20/3*z^3 - 221/30*z + 1
*
[ 7/4 ] 
f(z) = 20/7*z^3 - 233/28*z + 1
*
[ 1/9 ] 
f(z) = 21*z^3 - 223/27*z + 1
*
0 | 0.14981606902013994090941302914391728264 | 0.027505653163942985782623386341831194838
f(z) = 21/13*z^3 - 232/39*z + 1
*
-8/3 | 0.17919979363442768382910755392041773063 | 0.029045559177776837117943258053270868303
f(z) = 21/16*z^3 - 239/24*z + 1
*
[ 1/8 ] 
f(z) = 22*z^3 - 235/32*z + 1
*
10/11 | 0.16089548539113058312511184483252135418 | 0.029312681873654342239127104917327439937
f(z) = 22/3*z^3 - 233/33*z + 1
*
[ -5/2 ] 
f(z) = 22/15*z^3 - 233/30*z + 1
*
-2 | 0.21626557913216067873769798484592641074 | 0.028735110023581516030557301036249020729
f(z) = 23/8*z^3 - 232/23*z + 1
*
[ 1/10 ] 
f(z) = 24*z^3 - 231/25*z + 1
*
[ 1/9 ] 
f(z) = 24*z^3 - 224/27*z + 1
*
0 | 0.12931463529272773416891473415479014632 | 0.023798537210431823645135666752098752913
f(z) = 24/5*z^3 - 229/30*z + 1
*
[ 11/6 ] 
f(z) = 24/11*z^3 - 227/33*z + 1
*
-3/2 | 0.15043934800002156345570177741789757492 | 0.027598291459788605966659064781410400320
f(z) = 25/6*z^3 - 233/24*z + 1
*
[ 9/5 ] 
f(z) = 25/12*z^3 - 227/36*z + 1
*
-9/5 | 0.15823147534100807911075696303371155940 | 0.029263260356583834533012555853424302607
f(z) = 25/12*z^3 - 223/36*z + 1
*
[ 2/15 ] 
f(z) = 25/16*z^3 - 235/36*z + 1
*
[ 1/8 ] 
f(z) = 26*z^3 - 237/32*z + 1
*
-2 | 0.071186998079602848251178930290547824342 | 0.013143589075754366718526074550909506146
f(z) = 26/17*z^3 - 225/34*z + 1
*
-2 | 0.070510071354298302526470029747213948744 | 0.012997367925434534900164172117452824455
f(z) = 26/19*z^3 - 227/38*z + 1
*
-16/27 | 0.17469642293902090256411667640708095166 | 0.026502589485081546996101633203640163864
f(z) = 27*z^3 - 229/27*z + 1
*
14/27 | 0.18080919095773746642487380319092466314 | 0.027429936357399185358537618636144766898
f(z) = 27*z^3 - 223/27*z + 1
*
-10/9 | 0.13977303798604699068354910195602412527 | 0.022912414758209067891139686855756619945
f(z) = 27/4*z^3 - 223/30*z + 1
*
10/9 | 0.061607875829940731286869536979287510349 | 0.011356395106206511672683093530513885364
f(z) = 27/5*z^3 - 227/30*z + 1
*
-2 | 0.081896049322501164221830455197229736962 | 0.015096185044765145226735000308528522333
f(z) = 27/11*z^3 - 227/22*z + 1
*
-2 | 0.081540663975801112947273654178091410948 | 0.015006410692793030832669789409475624185
f(z) = 27/13*z^3 - 229/26*z + 1
*
-2 | 0.080626673278244857418278658322652720800 | 0.014791066686661207200295548377462183496
f(z) = 27/17*z^3 - 233/34*z + 1
*
-2 | 0.080021922230188868269450530083605957328 | 0.014657142382489644404566184215081994119
f(z) = 27/19*z^3 - 235/38*z + 1
*
3/28 | 0.089503031994495715023400630110623311073 | 0.013430002828636369715975320360929872446
f(z) = 28*z^3 - 233/28*z + 1
*
[ 1/10 ] 
f(z) = 28*z^3 - 232/25*z + 1
*
0 | 0.13415742038974078976497650471171802939 | 0.024572821515878613149981039788280978525
f(z) = 28/3*z^3 - 235/21*z + 1
*
-2 | 0.076928295169392178798523101738904794573 | 0.014090501004168520256618624687977893993
f(z) = 28/11*z^3 - 235/22*z + 1
*
-2 | 0.076596701071248429044614248436732304126 | 0.014008020960674270785189278607273208190
f(z) = 28/13*z^3 - 237/26*z + 1
*
-2 | 0.055867147656702048056037306528345515714 | 0.010201318264411363243938802778175570863
f(z) = 28/15*z^3 - 239/30*z + 1
*
-16/29 | 0.19702573222986930532880193489662282499 | 0.029255780035023048613429032159874895641
f(z) = 29*z^3 - 227/29*z + 1
*
[ -3/2 ] 
f(z) = 29/6*z^3 - 221/24*z + 1
*
[ 4/3 ] 
f(z) = 29/8*z^3 - 223/36*z + 1
*
[ 2 ] 
f(z) = 29/11*z^3 - 221/22*z + 1
*
[ 1/8 ] 
f(z) = 30*z^3 - 239/32*z + 1
*
[ 1/9 ] 
f(z) = 30*z^3 - 226/27*z + 1
*
-7/12 | 0.089454270429543564336411035004663477479 | 0.013596421165109058759160534819287145996
f(z) = 30*z^3 - 221/24*z + 1
*
[ 2 ] 
f(z) = 30/11*z^3 - 229/22*z + 1
*
[ 2 ] 
f(z) = 30/13*z^3 - 227/26*z + 1
*
[ 2 ] 
f(z) = 30/17*z^3 - 223/34*z + 1
*
[ 2 ] 
f(z) = 30/19*z^3 - 221/38*z + 1
*
[ -3/2 ] 
f(z) = 31/6*z^3 - 239/24*z + 1
*
[ 4/3 ] 
f(z) = 31/8*z^3 - 239/36*z + 1
*
[ 2 ] 
f(z) = 31/11*z^3 - 237/22*z + 1
*
[ 2 ] 
f(z) = 31/13*z^3 - 235/26*z + 1
*
[ 2 ] 
f(z) = 31/15*z^3 - 233/30*z + 1
*
[ 2 ] 
f(z) = 31/17*z^3 - 231/34*z + 1
*
[ 2 ] 
f(z) = 31/19*z^3 - 229/38*z + 1
*
[ 1/10 ] 
f(z) = 32*z^3 - 233/25*z + 1
*
[ -2 ] 
f(z) = 32/11*z^3 - 223/22*z + 1
*
[ 2 ] 
f(z) = 32/19*z^3 - 237/38*z + 1
*
[ 1/9 ] 
f(z) = 33*z^3 - 227/27*z + 1
*
[ 1/11 ] 
f(z) = 33/2*z^3 - 223/22*z + 1
*
0 | 0.10908138063917798639002116301716564306 | 0.020173463179943021187642349187471422313
f(z) = 33/5*z^3 - 223/30*z + 1
*
[ -5/3 ] 
f(z) = 33/10*z^3 - 227/30*z + 1
*
[ -2 ] 
f(z) = 33/13*z^3 - 225/26*z + 1
*
[ -2 ] 
f(z) = 34/11*z^3 - 239/22*z + 1
*
[ -2 ] 
f(z) = 34/13*z^3 - 233/26*z + 1
*
[ -2 ] 
f(z) = 34/15*z^3 - 227/30*z + 1
*
[ 4/5 ] 
f(z) = 35/2*z^3 - 229/20*z + 1
*
0 | 0.13220848123723300466045890949809446767 | 0.024032407892401382768665180360223642192
f(z) = 35/4*z^3 - 237/28*z + 1
*
0 | 0.12393840644053214866975526370510380043 | 0.022921115081769373598058797523366094679
f(z) = 35/4*z^3 - 223/20*z + 1
*
-6/5 | 0.11928692733683438049968567858554990539 | 0.021988576291476091779304824234907500074
f(z) = 35/6*z^3 - 227/30*z + 1
*
0 | 0.11472145264339027112042932869847345287 | 0.021216535647879299648675509249384691453
f(z) = 35/6*z^3 - 223/30*z + 1
*
[ -2 ] 
f(z) = 35/17*z^3 - 229/34*z + 1
*
[ -2 ] 
f(z) = 35/19*z^3 - 223/38*z + 1
*
[ 1/10 ] 
f(z) = 36*z^3 - 234/25*z + 1
*
0 | 0.091812514119685207580797437715529975529 | 0.017008104274787995815272942491972902244
f(z) = 36/5*z^3 - 221/30*z + 1
*
[ 3/2 ] 
f(z) = 36/7*z^3 - 236/21*z + 1
*
-4/3 | 0.10838699619250851123750401946464598733 | 0.019852605277765153854708215905002212336
f(z) = 36/7*z^3 - 235/28*z + 1
*
0 | 0.16052342582880556999966996420729208828 | 0.029736677959645907537933486940385881274
f(z) = 36/7*z^3 - 221/28*z + 1
*
[ 3/2 ] 
f(z) = 36/11*z^3 - 232/33*z + 1
*
[ 3/2 ] 
f(z) = 36/13*z^3 - 230/39*z + 1
*
[ -2 ] 
f(z) = 36/17*z^3 - 237/34*z + 1
*
[ -2 ] 
f(z) = 36/19*z^3 - 231/38*z + 1
*
[ -4/3 ] 
f(z) = 37/8*z^3 - 233/36*z + 1
*
[ -2 ] 
f(z) = 37/19*z^3 - 239/38*z + 1
*
0 | 0.15728074528774692520083686006218076600 | 0.028853354572258521216570966613675487819
f(z) = 38/5*z^3 - 233/30*z + 1
*
0 | 0.13909611723995277066660745012633919363 | 0.025517361219304094496327350282694568146
f(z) = 38/9*z^3 - 233/36*z + 1
*
[ 1/9 ] 
f(z) = 39*z^3 - 229/27*z + 1
*
0 | 0.11200374701643380213488009276086050523 | 0.020451838299358508156356371113496531467
f(z) = 39/5*z^3 - 239/30*z + 1
*
7/30 | 0.13480470729966857147029304927120840526 | 0.019817242602043563087271229903248113549
f(z) = 20*z^3 - 229/45*z + 1
*
1/5 | 0.10590661612587023317233684827623794246 | 0.019490620988080710659058283641507500195
f(z) = 20/9*z^3 - 229/45*z + 1
*
[ 1/5 ] 
f(z) = 20/11*z^3 - 224/55*z + 1
*
4/21 | 0.13134761759079426960435282836426356512 | 0.019366543516629477404839175185221364269
f(z) = 21*z^3 - 221/42*z + 1
*
[ -6/7 ] 
f(z) = 21/2*z^3 - 233/42*z + 1
*
[ 1/5 ] 
f(z) = 21/2*z^3 - 221/50*z + 1
*
10/21 | 0.17873551593632196030728763980949640391 | 0.028970306829089639537173598332359832582
f(z) = 21/4*z^3 - 239/42*z + 1
*
0 | 0.13827837466605529263715613912214113437 | 0.025573142579991585404884354277908422023
f(z) = 21/16*z^3 - 223/48*z + 1
*
0 | 0.15940080840554174208245050735952454706 | 0.029040374724227926207604975551404070859
f(z) = 22/5*z^3 - 227/55*z + 1
*
[ -3/2 ] 
f(z) = 22/7*z^3 - 227/42*z + 1
*
[ 1/5 ] 
f(z) = 23/2*z^3 - 223/50*z + 1
*
[ 3/4 ] 
f(z) = 23/3*z^3 - 223/48*z + 1
*
3/2 | 0.15315139091507959723437348708287528418 | 0.027965381210482842549118152828326928291
f(z) = 23/12*z^3 - 239/48*z + 1
*
-3/2 | 0.15706866481984945811188926538337488074 | 0.029048210683611336576410375718048632451
f(z) = 23/12*z^3 - 223/48*z + 1
*
[ -7/12 ] 
f(z) = 24*z^3 - 229/42*z + 1
*
0 | 0.11886335702360795099619825214100194368 | 0.021910498095020545993424912343498915298
f(z) = 24/5*z^3 - 227/40*z + 1
*
0 | 0.080822411059875243351702986591304138270 | 0.014803763188705161515176206571135551148
f(z) = 24/7*z^3 - 235/42*z + 1
*
0 | 0.12581667678523443594016330258739266075 | 0.023192227832478043534034752743171975230
f(z) = 24/7*z^3 - 227/56*z + 1
*
1/3 | 0.20595302967786654523708576737543312404 | 0.029314910894264090904245888163745105582
f(z) = 25*z^3 - 224/45*z + 1
*
-17/25 | 0.18044470012028355054330174133407227041 | 0.028029148985216289326234382138036464014
f(z) = 25/2*z^3 - 239/50*z + 1
*
[ 2/3 ] 
f(z) = 25/3*z^3 - 227/54*z + 1
*
0 | 0.14255075429340370741941973773651381862 | 0.026234458479870732241155840169775916777
f(z) = 25/8*z^3 - 229/40*z + 1
*
0 | 0.081815800496252448098360324633434576462 | 0.015156230928950888405309855799855465038
f(z) = 25/8*z^3 - 221/40*z + 1
*
0 | 0.14168011448734923893014038596915138985 | 0.025991398830560751855825622832650148738
f(z) = 25/9*z^3 - 233/45*z + 1
*
[ 8/5 ] 
f(z) = 25/14*z^3 - 235/56*z + 1
*
[ 2/3 ] 
f(z) = 26/3*z^3 - 235/54*z + 1
*
-17/27 | 0.16869952334302845696926445998283481420 | 0.025592820610012387447331035618889000155
f(z) = 27/2*z^3 - 235/54*z + 1
*
[ 1/5 ] 
f(z) = 27/2*z^3 - 227/50*z + 1
*
7/6 | 0.14128563893288346567565111288120069231 | 0.026043675697951775345818108900992291513
f(z) = 27/10*z^3 - 227/40*z + 1
*
[ 1/6 ] 
f(z) = 27/11*z^3 - 223/44*z + 1
*
5/9 | 0.11560124944274478911922911911367368750 | 0.021173997392889332742471665517261286319
f(z) = 27/14*z^3 - 235/42*z + 1
*
14/9 | 0.14315650038011392708743499335248449221 | 0.026475301031810358673024152336105820631
f(z) = 27/14*z^3 - 223/42*z + 1
*
0 | 0.15781994731873185930196108863132982452 | 0.029235863393735621436358044729136567041
f(z) = 27/14*z^3 - 221/42*z + 1
*
[ 16/9 ] 
f(z) = 27/16*z^3 - 235/48*z + 1
*
-16/9 | 0.12327074960057388270792549762233343019 | 0.022686245177788177352976830547595717752
f(z) = 27/16*z^3 - 229/48*z + 1
*
-6/7 | 0.11845646009308969605512774835484448793 | 0.019837760137017614011853510418487609888
f(z) = 28/3*z^3 - 239/42*z + 1
*
[ 1/6 ] 
f(z) = 28/5*z^3 - 232/45*z + 1
*
0 | 0.15545691635260266205029349112523368863 | 0.028518770813460922265006457451179807790
f(z) = 28/11*z^3 - 233/44*z + 1
*
-17/29 | 0.18707264269415783198553973768589549599 | 0.027777874612060633463760467671976052475
f(z) = 29/2*z^3 - 231/58*z + 1
*
[ 1/5 ] 
f(z) = 29/2*z^3 - 229/50*z + 1
*
3/20 | 0.13703192769273207459745618671520110325 | 0.019327283873889404813403817776510446289
f(z) = 30*z^3 - 227/40*z + 1
*
[ 7/6 ] 
f(z) = 30/7*z^3 - 239/42*z + 1
*
0 | 0.14276464451186859114406757331357214744 | 0.026273821961904773820040763016755728349
f(z) = 30/7*z^3 - 229/42*z + 1
*
[ 1/5 ] 
f(z) = 30/11*z^3 - 226/55*z + 1
*
0 | 0.15746984077373283704189842714295671770 | 0.029050608619789997700823447226815152435
f(z) = 30/17*z^3 - 226/51*z + 1
*
[ 1/5 ] 
f(z) = 31/2*z^3 - 231/50*z + 1
*
0 | 0.16004652113110682539880854017336393094 | 0.029648332216090483096989572073304250074
f(z) = 31/16*z^3 - 221/48*z + 1
*
5/16 | 0.18885300493854933775552159498688475607 | 0.026395968967927326479379478942609485697
f(z) = 32*z^3 - 229/40*z + 1
*
[ 1/6 ] 
f(z) = 32/5*z^3 - 233/45*z + 1
*
0 | 0.16067940516254632697243860861793985540 | 0.029618596419279756734771694511040241280
f(z) = 32/7*z^3 - 227/42*z + 1
*
[ 5/4 ] 
f(z) = 32/11*z^3 - 239/55*z + 1
*
[ 1/5 ] 
f(z) = 33/2*z^3 - 233/50*z + 1
*
[ 2/9 ] 
f(z) = 33/2*z^3 - 233/54*z + 1
*
0 | 0.15009481002006016418625013117556630021 | 0.027535085525195349550949500966100120988
f(z) = 33/7*z^3 - 233/42*z + 1
*
0 | 0.15370107568202043229506640103112962645 | 0.028065753423632506452263758134771844177
f(z) = 33/14*z^3 - 239/42*z + 1
*
0 | 0.062092152163629266193902921319002543285 | 0.011445663455615814789739575822155575191
f(z) = 33/16*z^3 - 227/48*z + 1
*
0 | 0.16078613584977967927816434638317575254 | 0.029359482506383435281070453459979579482
f(z) = 34/7*z^3 - 239/42*z + 1
*
9/10 | 0.18694259206981863696309473004908064788 | 0.028536147094673055146672593974557954292
f(z) = 35/6*z^3 - 229/40*z + 1
*
6/7 | 0.13480240750027827880908136815437478839 | 0.024503922982908001100088253757912207171
f(z) = 35/6*z^3 - 229/42*z + 1
*
0 | 0.16138595238645705739772703366877197155 | 0.029846647971917009548139940547987943621
f(z) = 35/8*z^3 - 223/40*z + 1
*
1/5 | 0.12878211206144737125057340660880873300 | 0.023643899691467831100763131147987316606
f(z) = 35/9*z^3 - 232/45*z + 1
*
[ 1/5 ] 
f(z) = 35/11*z^3 - 227/55*z + 1
*
[ -3/2 ] 
f(z) = 35/12*z^3 - 235/48*z + 1
*
-8/5 | 0.12787427564467874577441391123578103825 | 0.020726473871559745646679440445117991662
f(z) = 35/16*z^3 - 239/40*z + 1
*
[ 3/2 ] 
f(z) = 36/17*z^3 - 226/51*z + 1
*
[ 3/2 ] 
f(z) = 36/19*z^3 - 224/57*z + 1
*
[ 1/5 ] 
f(z) = 37/2*z^3 - 237/50*z + 1
*
[ 2/5 ] 
f(z) = 37/2*z^3 - 223/50*z + 1
*
[ -3/4 ] 
f(z) = 37/3*z^3 - 221/48*z + 1
*
[ 1/5 ] 
f(z) = 39/2*z^3 - 239/50*z + 1
*
[ 2/5 ] 
f(z) = 39/2*z^3 - 231/50*z + 1
*
0 | 0.16154925609902732857216806142522981820 | 0.029730865140571547257494818201261870163
f(z) = 39/14*z^3 - 229/42*z + 1
*
4/13 | 0.17602239746321844977394334802263365715 | 0.025744307354053041948397869687108251951
f(z) = 39/16*z^3 - 233/52*z + 1
*
0 | 0.12138655396492109743011972758289071685 | 0.022339485510212191993617831299713866242
f(z) = 39/16*z^3 - 229/48*z + 1
*
[ 7/6 ] 
f(z) = 20/7*z^3 - 236/63*z + 1
*
0 | 0.13849884068206322416566023399246289661 | 0.025656662894418271572422160747948899497
f(z) = 20/7*z^3 - 221/70*z + 1
*
3/5 | 0.16995117621455252693888062664289979771 | 0.026123089030287120184941388241797416505
f(z) = 20/9*z^3 - 223/60*z + 1
*
[ 1/4 ] 
f(z) = 20/19*z^3 - 233/76*z + 1
*
-4/3 | 0.14418281403000030330330506152318056077 | 0.026327722747127208758721699677348699175
f(z) = 21/10*z^3 - 239/60*z + 1
*
0 | 0.14055111300727782040792438107164799396 | 0.025704017399139357063430893255313070136
f(z) = 21/10*z^3 - 237/70*z + 1
*
0 | 0.11778096011739906258954102821341878338 | 0.021710976089707876956980282014473530311
f(z) = 21/10*z^3 - 227/70*z + 1
*
[ -11/7 ] 
f(z) = 21/11*z^3 - 237/77*z + 1
*
13/22 | 0.15568710645651272600430292336210740955 | 0.025183592397342167011197022428789107955
f(z) = 22/3*z^3 - 235/66*z + 1
*
9/11 | 0.14579812566009795108597362682745618310 | 0.026562175221139686790412179292600321836
f(z) = 22/7*z^3 - 239/77*z + 1
*
[ 1/4 ] 
f(z) = 22/9*z^3 - 227/72*z + 1
*
13/23 | 0.17419965790664935914543166609502085042 | 0.027778660381777851842715374753798587505
f(z) = 23/3*z^3 - 238/69*z + 1
*
1/3 | 0.086486574553616032229866874507419914947 | 0.015792413066113225191753670953413257728
f(z) = 23/8*z^3 - 239/72*z + 1
*
-3/2 | 0.10502385244324621798563454500850895684 | 0.019359413838803400790290361413523535722
f(z) = 23/15*z^3 - 227/60*z + 1
*
1/2 | 0.18017306489157984283246700120984705658 | 0.028991862727003404002172723964490910439
f(z) = 25/3*z^3 - 233/60*z + 1
*
[ -7/5 ] 
f(z) = 25/9*z^3 - 235/63*z + 1
*
0 | 0.11376042592501091924747424237615539732 | 0.020869496132539029345886787810112742373
f(z) = 25/12*z^3 - 233/60*z + 1
*
0 | 0.10789963479552857292245721211179821559 | 0.019988214650364540484116402308072963229
f(z) = 25/12*z^3 - 221/60*z + 1
*
0 | 0.12996964167743412528596235281091015364 | 0.024036529108143708599562198101883374040
f(z) = 25/14*z^3 - 223/70*z + 1
*
[ 8/5 ] 
f(z) = 25/18*z^3 - 229/72*z + 1
*
[ 6/13 ] 
f(z) = 26/3*z^3 - 235/78*z + 1
*
9/13 | 0.17367427820463761113755013874657853881 | 0.029825332192445550959099968293135441799
f(z) = 26/5*z^3 - 227/65*z + 1
*
[ 1/4 ] 
f(z) = 26/9*z^3 - 229/72*z + 1
*
5/9 | 0.16172351954414223882517731532602100294 | 0.026936469280072894240624877586902218696
f(z) = 27/4*z^3 - 233/60*z + 1
*
5/9 | 0.17917909823214907395069316561351856032 | 0.029843848864815687238995479353218168784
f(z) = 27/4*z^3 - 221/60*z + 1
*
[ -6/5 ] 
f(z) = 27/8*z^3 - 227/75*z + 1
*
[ 2/9 ] 
f(z) = 27/11*z^3 - 239/66*z + 1
*
[ 3/10 ] 
f(z) = 28/3*z^3 - 238/75*z + 1
*
0 | 0.10854318367422367961596359935085094143 | 0.019928110402175912303957979304211893625
f(z) = 28/9*z^3 - 232/63*z + 1
*
0 | 0.11984194703644319491633812557312268232 | 0.022055222361036072354374404412789014420
f(z) = 28/11*z^3 - 229/77*z + 1
*
5/4 | 0.10659790846224144045131207801145972644 | 0.019714170913689396201533265662898820112
f(z) = 28/15*z^3 - 223/60*z + 1
*
[ 1/4 ] 
f(z) = 28/19*z^3 - 235/76*z + 1
*
[ 1/4 ] 
f(z) = 29/4*z^3 - 221/64*z + 1
*
-3/2 | 0.097645927760218762366236075473836472126 | 0.018088733733935906711036955768479505110
f(z) = 29/15*z^3 - 221/60*z + 1
*
[ 1/4 ] 
f(z) = 31/4*z^3 - 223/64*z + 1
*
-3/2 | 0.15960616370046221624682688524605368962 | 0.029144020075541309974158462203250641908
f(z) = 31/15*z^3 - 239/60*z + 1
*
[ 5/4 ] 
f(z) = 32/13*z^3 - 237/65*z + 1
*
[ 1/4 ] 
f(z) = 33/4*z^3 - 225/64*z + 1
*
-5/6 | 0.13990420514266362187407874725493211831 | 0.023389820567755254489342997417090217905
f(z) = 33/5*z^3 - 239/60*z + 1
*
[ 1/4 ] 
f(z) = 34/9*z^3 - 233/72*z + 1
*
[ 3/5 ] 
f(z) = 35/4*z^3 - 229/60*z + 1
*
[ 1/4 ] 
f(z) = 35/4*z^3 - 227/64*z + 1
*
[ 4/5 ] 
f(z) = 35/6*z^3 - 239/60*z + 1
*
0 | 0.15103356297156135686118705516023261972 | 0.027454367199500388874983642856620109524
f(z) = 35/9*z^3 - 236/63*z + 1
*
-3/4 | 0.14679178351489256874596569874800012812 | 0.024189434537890831650308634041415394113
f(z) = 36/5*z^3 - 223/60*z + 1
*
0 | 0.11076889980934707548200466107703663914 | 0.020418418501996235847641902737193085266
f(z) = 36/11*z^3 - 227/66*z + 1
*
[ 4/3 ] 
f(z) = 36/17*z^3 - 239/68*z + 1
*
[ 1/4 ] 
f(z) = 37/4*z^3 - 229/64*z + 1
*
[ -3/2 ] 
f(z) = 37/15*z^3 - 233/60*z + 1
*
[ 1/4 ] 
f(z) = 38/9*z^3 - 235/72*z + 1
*
0 | 0.13971458712339843071364110555650332608 | 0.025511826345328650273574258687206713937
f(z) = 38/11*z^3 - 239/66*z + 1
*
-2/3 | 0.18356680678496233949979469463586625253 | 0.025053052809810186269326672230443730524
f(z) = 39/4*z^3 - 239/78*z + 1
*
[ 1/4 ] 
f(z) = 39/4*z^3 - 231/64*z + 1
*
[ 2/3 ] 
f(z) = 22/5*z^3 - 221/90*z + 1
*
0 | 0.15585223983299805379483414337346887936 | 0.028393880129174764662866459166195415009
f(z) = 22/9*z^3 - 233/99*z + 1
*
[ 2/3 ] 
f(z) = 23/5*z^3 - 229/90*z + 1
*
[ 3/4 ] 
f(z) = 23/6*z^3 - 239/96*z + 1
*
2/3 | 0.11118374597465999973798277812720208195 | 0.020494888545771039417845291806335866937
f(z) = 23/10*z^3 - 227/90*z + 1
*
[ 1/3 ] 
f(z) = 23/11*z^3 - 221/99*z + 1
*
[ 3/10 ] 
f(z) = 25/7*z^3 - 223/84*z + 1
*
[ 1/3 ] 
f(z) = 25/11*z^3 - 223/99*z + 1
*
0 | 0.14925998039065089208311927158634984757 | 0.027650144807359142200468235639683025701
f(z) = 25/16*z^3 - 221/80*z + 1
*
0 | 0.14819017379239714648002398067791356361 | 0.027185677564879616767115029067460256627
f(z) = 25/18*z^3 - 233/90*z + 1
*
[ 1/3 ] 
f(z) = 26/11*z^3 - 224/99*z + 1
*
-7/9 | 0.16670425305128769169536020827680613068 | 0.026292556157389307737814717131956572591
f(z) = 27/4*z^3 - 235/84*z + 1
*
2/3 | 0.16604553145107116406863619174555886486 | 0.028723905670170936406090028379699242405
f(z) = 27/7*z^3 - 235/84*z + 1
*
0 | 0.15839008146342303442129647580040840458 | 0.028834573051325591200218306338186935431
f(z) = 27/10*z^3 - 223/90*z + 1
*
-4/3 | 0.15159339799583650915402357337263096010 | 0.027680892341987845481855731957091312420
f(z) = 27/14*z^3 - 239/84*z + 1
*
[ -5/3 ] 
f(z) = 27/17*z^3 - 239/85*z + 1
*
[ -5/3 ] 
f(z) = 27/19*z^3 - 223/95*z + 1
*
[ 5/8 ] 
f(z) = 28/5*z^3 - 223/80*z + 1
*
3/4 | 0.15810470948359579897806451186821440540 | 0.023723740394805901958680416912457336704
f(z) = 28/9*z^3 - 223/84*z + 1
*
[ 1/3 ] 
f(z) = 28/11*z^3 - 226/99*z + 1
*
[ 1/3 ] 
f(z) = 29/11*z^3 - 227/99*z + 1
*
[ 1/3 ] 
f(z) = 31/11*z^3 - 229/99*z + 1
*
[ 1/3 ] 
f(z) = 32/11*z^3 - 230/99*z + 1
*
[ 9/8 ] 
f(z) = 32/15*z^3 - 233/90*z + 1
*
[ 5/4 ] 
f(z) = 32/17*z^3 - 233/85*z + 1
*
[ 5/4 ] 
f(z) = 32/19*z^3 - 231/95*z + 1
*
2/3 | 0.10810845728709017873430559917004536603 | 0.018074063000632189677178894364742618629
f(z) = 33/7*z^3 - 239/84*z + 1
*
[ 8/11 ] 
f(z) = 33/8*z^3 - 225/88*z + 1
*
[ 1/3 ] 
f(z) = 34/11*z^3 - 232/99*z + 1
*
[ 4/7 ] 
f(z) = 35/6*z^3 - 223/84*z + 1
*
[ 1/3 ] 
f(z) = 35/11*z^3 - 233/99*z + 1
*
0 | 0.15481199428713047661864717258201610325 | 0.028141197588287935844297593827582702622
f(z) = 35/12*z^3 - 233/84*z + 1
*
4/7 | 0.10689992117294887253623899440820265946 | 0.019431903953907262623522830384868172009
f(z) = 35/12*z^3 - 227/84*z + 1
*
0 | 0.13837801737202898482077746482648137405 | 0.025591570458776502439640510364423832642
f(z) = 35/16*z^3 - 223/80*z + 1
*
[ 1/3 ] 
f(z) = 37/11*z^3 - 235/99*z + 1
*
[ 1/3 ] 
f(z) = 38/11*z^3 - 236/99*z + 1
*
[ 7/13 ] 
f(z) = 39/7*z^3 - 225/91*z + 1
*
0 | 0.15999238872382658515236537977170315199 | 0.029350809040646262321641732257923671294
f(z) = 20/11*z^3 - 233/110*z + 1
*
-7/5 | 0.15122622719615079213270547481371067311 | 0.027876059080514691997855256199449154882
f(z) = 20/11*z^3 - 227/110*z + 1
*
11/21 | 0.10921101988933891310224589648402657414 | 0.017935656925393317399929614135667873490
f(z) = 21/5*z^3 - 226/105*z + 1
*
[ 3/7 ] 
f(z) = 21/5*z^3 - 221/105*z + 1
*
[ 1/3 ] 
f(z) = 23/12*z^3 - 239/108*z + 1
*
-5/6 | 0.16840492774614009072175634210551270871 | 0.028610593160829723965983307169600484033
f(z) = 24/7*z^3 - 229/105*z + 1
*
0 | 0.11167935667150487561369718608992965639 | 0.020520173682294882421851859949700600003
f(z) = 24/13*z^3 - 231/104*z + 1
*
0 | 0.15740241426318794203545249336484973245 | 0.028967697309547636727424364836224937793
f(z) = 24/17*z^3 - 229/102*z + 1
*
-16/15 | 0.14431434244205247799133763941302473556 | 0.026559022038237390289604390633300982150
f(z) = 25/12*z^3 - 229/108*z + 1
*
[ 7/12 ] 
f(z) = 27/7*z^3 - 227/112*z + 1
*
-15/14 | 0.12544962410452486062787806281610017205 | 0.023032067739690980705203051026682586365
f(z) = 28/15*z^3 - 232/105*z + 1
*
0 | 0.065840812532891513420442531955871000217 | 0.012146552423650198947659933641431250716
f(z) = 28/15*z^3 - 226/105*z + 1
*
8/15 | 0.12544859048810397090569686561336560460 | 0.020534212894239899574395715040345208470
f(z) = 30/7*z^3 - 233/105*z + 1
*
[ 3/5 ] 
f(z) = 30/7*z^3 - 232/105*z + 1
*
[ -3/2 ] 
f(z) = 30/17*z^3 - 235/102*z + 1
*
2/3 | 0.15740074133645644890275192321517369642 | 0.028875368001393483639227201440896799869
f(z) = 30/17*z^3 - 233/102*z + 1
*
13/16 | 0.16389061802440467389856510852702932274 | 0.029555522734004498027447001457029515897
f(z) = 32/13*z^3 - 233/104*z + 1
*
[ 4/9 ] 
f(z) = 33/8*z^3 - 223/108*z + 1
*
[ 6/17 ] 
f(z) = 34/9*z^3 - 235/102*z + 1
*
[ 2/5 ] 
f(z) = 35/11*z^3 - 221/110*z + 1
*
0 | 0.14928505477877019173570247928403353440 | 0.027136529329349220264263545076538108383
f(z) = 35/16*z^3 - 229/112*z + 1
*
[ 4/9 ] 
f(z) = 39/8*z^3 - 239/108*z + 1
*
[ 2/3 ] 
f(z) = 20/7*z^3 - 223/126*z + 1
*
[ 2/5 ] 
f(z) = 20/13*z^3 - 227/130*z + 1
*
[ 2/3 ] 
f(z) = 22/7*z^3 - 239/126*z + 1
*
-5/4 | 0.15359454547016214288678191214661319262 | 0.028266912692569616380047447829550729913
f(z) = 26/15*z^3 - 229/120*z + 1
*
[ 5/9 ] 
f(z) = 27/8*z^3 - 221/120*z + 1
*
[ 4/9 ] 
f(z) = 27/11*z^3 - 229/132*z + 1
*
[ 3/4 ] 
f(z) = 28/11*z^3 - 233/132*z + 1
*
0 | 0.15734534105038836665975697590789764769 | 0.028731194786258324946854177492696601510
f(z) = 28/15*z^3 - 239/120*z + 1
*
[ 5/12 ] 
f(z) = 32/15*z^3 - 239/135*z + 1
*
[ 15/16 ] 
f(z) = 32/15*z^3 - 233/120*z + 1
*
[ 5/6 ] 
f(z) = 32/15*z^3 - 227/135*z + 1
*
4/33 | 0.13321770832306135784304611499630799692 | 0.019050110142931899999561535030135661203
f(z) = 33/16*z^3 - 235/132*z + 1
*
[ -4/3 ] 
f(z) = 24/13*z^3 - 239/156*z + 1
*
[ 13/18 ] 
f(z) = 27/13*z^3 - 229/156*z + 1
*
[ 7/11 ] 
f(z) = 33/14*z^3 - 235/154*z + 1
*
[ -5/4 ] 
f(z) = 21/10*z^3 - 237/160*z + 1
*
[ 5/8 ] 
f(z) = 32/17*z^3 - 227/170*z + 1
*
[ 2/3 ] 
f(z) = 35/18*z^3 - 221/162*z + 1
*
[ 2/3 ] 
f(z) = 37/18*z^3 - 229/162*z + 1
*
[ 3/5 ] 
f(z) = 20/13*z^3 - 238/195*z + 1
*
[ 4/7 ] 
f(z) = 23/16*z^3 - 239/196*z + 1
*
[ 5/8 ] 
f(z) = 32/19*z^3 - 239/190*z + 1
*
[ -3/2 ] 
f(z) = 21/17*z^3 - 227/204*z + 1
*
0 | 0.12753542281671473438080575145366594354 | 0.023872602649265081457551238800731267306
f(z) = 20*z^3 - 209/10*z + 1
*
[ -4/3 ] 
f(z) = 21/2*z^3 - 203/12*z + 1
*
[ 3 ] 
f(z) = 23/3*z^3 - 205/3*z + 1
*
[ -3 ] 
f(z) = 23/3*z^3 - 203/3*z + 1
*
[ 3/2 ] 
f(z) = 23/3*z^3 - 203/12*z + 1
*
3 | 0.15072988015225642284270433638900231691 | 0.028214236145336803138607369889785487788
f(z) = 23/6*z^3 - 209/6*z + 1
*
[ 3 ] 
f(z) = 23/6*z^3 - 203/6*z + 1
*
-3 | 0.11657847699533214246035046464645152160 | 0.021706634553432058772235357049218469207
f(z) = 23/12*z^3 - 215/12*z + 1
*
-3 | 0.12633422222650460597331994134326001097 | 0.023777399695181479029819097367717563696
f(z) = 23/12*z^3 - 203/12*z + 1
*
[ -5/6 ] 
f(z) = 24*z^3 - 217/15*z + 1
*
[ 6/5 ] 
f(z) = 25*z^3 - 215/6*z + 1
*
[ 2/3 ] 
f(z) = 25*z^3 - 209/18*z + 1
*
[ -6/5 ] 
f(z) = 25*z^3 - 205/6*z + 1
*
-2 | 0.081643736642828554415388257398613712465 | 0.015394878864830128749574215347204449186
f(z) = 25*z^3 - 201/2*z + 1
*
[ -3/2 ] 
f(z) = 25/3*z^3 - 205/12*z + 1
*
-2 | 0.061108281172719489034890132110804840853 | 0.011501206882203368137326881867733481336
f(z) = 25/3*z^3 - 203/6*z + 1
*
[ -3 ] 
f(z) = 25/6*z^3 - 217/6*z + 1
*
[ -9/5 ] 
f(z) = 25/6*z^3 - 215/18*z + 1
*
-2 | 0.080971538942954586182020665170168588602 | 0.015183913137368622770950626724939057301
f(z) = 25/7*z^3 - 207/14*z + 1
*
[ 12/5 ] 
f(z) = 25/8*z^3 - 209/12*z + 1
*
-2 | 0.067108637670809993301984196880904094967 | 0.012561669582192219941571294667837172358
f(z) = 25/9*z^3 - 209/18*z + 1
*
[ 3 ] 
f(z) = 25/12*z^3 - 217/12*z + 1
*
[ -3 ] 
f(z) = 25/12*z^3 - 209/12*z + 1
*
-14/5 | 0.10540818288266260818693414206364174535 | 0.019802364319392871649571767536867969144
f(z) = 25/14*z^3 - 205/14*z + 1
*
[ 2/3 ] 
f(z) = 26*z^3 - 217/18*z + 1
*
-2 | 0.073816086974043896073707003783328359157 | 0.013817197407087681674511518777223636274
f(z) = 26*z^3 - 209/2*z + 1
*
[ 2 ] 
f(z) = 26*z^3 - 207/2*z + 1
*
[ -2 ] 
f(z) = 26*z^3 - 205/2*z + 1
*
-2 | 0.053288697296255813976266307418854310051 | 0.0099570459394155241162382066983843511836
f(z) = 26/3*z^3 - 211/6*z + 1
*
-2 | 0.073421877519333498969409825298657880875 | 0.013694809991691258043444254235736858897
f(z) = 26/5*z^3 - 213/10*z + 1
*
[ 2 ] 
f(z) = 26/5*z^3 - 203/10*z + 1
*
-2 | 0.073178122301129924074540221434290344663 | 0.013625591953483714259424175792933609702
f(z) = 26/7*z^3 - 215/14*z + 1
*
[ 2 ] 
f(z) = 26/7*z^3 - 201/14*z + 1
*
-2 | 0.059332806844614796514369568835024762917 | 0.011028613177083841136280779365705405792
f(z) = 26/9*z^3 - 217/18*z + 1
*
[ -3 ] 
f(z) = 26/15*z^3 - 214/15*z + 1
*
-2 | 0.083075506225277552220069636200625004902 | 0.015441838527013224057439104965990318397
f(z) = 27*z^3 - 217/2*z + 1
*
[ 2 ] 
f(z) = 27*z^3 - 215/2*z + 1
*
[ -2 ] 
f(z) = 27*z^3 - 213/2*z + 1
*
[ 1/18 ] 
f(z) = 27*z^3 - 205/12*z + 1
*
[ 2 ] 
f(z) = 27/5*z^3 - 211/10*z + 1
*
[ -2 ] 
f(z) = 27/5*z^3 - 201/10*z + 1
*
[ 2 ] 
f(z) = 27/7*z^3 - 209/14*z + 1
*
[ 4 ] 
f(z) = 27/8*z^3 - 213/4*z + 1
*
[ -4 ] 
f(z) = 27/8*z^3 - 211/4*z + 1
*
0 | 0.15373257772936348857311223104010485106 | 0.028880760759769778948144291804467877637
f(z) = 28*z^3 - 205/7*z + 1
*
[ -2 ] 
f(z) = 28/3*z^3 - 215/6*z + 1
*
[ 2 ] 
f(z) = 28/5*z^3 - 219/10*z + 1
*
[ -2 ] 
f(z) = 28/5*z^3 - 209/10*z + 1
*
[ 2 ] 
f(z) = 28/9*z^3 - 215/18*z + 1
*
[ -2 ] 
f(z) = 29/5*z^3 - 217/10*z + 1
*
[ -2 ] 
f(z) = 29/7*z^3 - 211/14*z + 1
*
[ -2 ] 
f(z) = 29/9*z^3 - 205/18*z + 1
*
[ 1/15 ] 
f(z) = 30*z^3 - 212/15*z + 1
*
[ -2 ] 
f(z) = 30/7*z^3 - 219/14*z + 1
*
[ -2/3 ] 
f(z) = 31*z^3 - 203/18*z + 1
*
[ 3/2 ] 
f(z) = 32*z^3 - 215/3*z + 1
*
[ -3/2 ] 
f(z) = 32*z^3 - 211/3*z + 1
*
[ -2/3 ] 
f(z) = 32*z^3 - 211/18*z + 1
*
[ -9/8 ] 
f(z) = 32/3*z^3 - 209/18*z + 1
*
[ 3/2 ] 
f(z) = 32/5*z^3 - 211/15*z + 1
*
-5/2 | 0.14642387889109465975234715044247423032 | 0.027558479657794397058800266318844749242
f(z) = 32/5*z^3 - 203/5*z + 1
*
0 | 0.11021743292942243103022449947327956307 | 0.020763352417848506859198714630928103826
f(z) = 35/3*z^3 - 202/15*z + 1
*
[ -3/4 ] 
f(z) = 36*z^3 - 215/12*z + 1
*
[ -5/2 ] 
f(z) = 36/5*z^3 - 218/5*z + 1
*
[ -3/2 ] 
f(z) = 36/5*z^3 - 218/15*z + 1
*
4/3 | 0.13264448232384819483843536863014091120 | 0.024655578649015694681283284589517451960
f(z) = 39/4*z^3 - 217/12*z + 1
*
[ 4/3 ] 
f(z) = 39/4*z^3 - 205/12*z + 1
*
[ -4/5 ] 
f(z) = 20*z^3 - 211/20*z + 1
*
0 | 0.13728918030198962572555111441066115361 | 0.025839235452857242410251107438555342542
f(z) = 20/3*z^3 - 203/30*z + 1
*
[ -7/4 ] 
f(z) = 20/7*z^3 - 201/28*z + 1
*
[ 4/7 ] 
f(z) = 21*z^3 - 213/28*z + 1
*
0 | 0.13506581696327557552408245808435022634 | 0.025237181852492314335635613491005105795
f(z) = 21/4*z^3 - 211/28*z + 1
*
0 | 0.15369592579050128135395106029397791754 | 0.028821307057218570609957020764411877541
f(z) = 21/4*z^3 - 207/28*z + 1
*
[ 1/7 ] 
f(z) = 21/5*z^3 - 213/35*z + 1
*
[ 8/3 ] 
f(z) = 21/16*z^3 - 209/24*z + 1
*
[ 1/6 ] 
f(z) = 23*z^3 - 203/36*z + 1
*
-3/2 | 0.091649588998530632965952695694712363385 | 0.017064935026068391666253734563860668947
f(z) = 23/6*z^3 - 215/24*z + 1
*
-2 | 0.076712611961392495920900629197805665995 | 0.014465057787798981624739572331462154070
f(z) = 23/17*z^3 - 201/34*z + 1
*
-2 | 0.075673591512806624339582825712507764355 | 0.014242548060682189910472204310399496491
f(z) = 23/19*z^3 - 203/38*z + 1
*
5/24 | 0.16768024819008129415090107226225348511 | 0.026380964127930301975116037869268773116
f(z) = 24*z^3 - 217/24*z + 1
*
-9/16 | 0.17645729516198548931218232550943788772 | 0.026559735068313811683779136020451589045
f(z) = 24*z^3 - 211/32*z + 1
*
-2 | 0.070919144544030960705991644294103169135 | 0.013347712252032982103745952654272202899
f(z) = 24/11*z^3 - 203/22*z + 1
*
-2 | 0.070469310365727765580596215092149551413 | 0.013238620750647935653076611712736686964
f(z) = 24/13*z^3 - 205/26*z + 1
*
-2 | 0.069241729846994403723818781001399326223 | 0.012960950509887805230227209900484770387
f(z) = 24/17*z^3 - 209/34*z + 1
*
-2 | 0.068358143825734603079069123473300122959 | 0.012772786968726233077450878266545749062
f(z) = 24/19*z^3 - 211/38*z + 1
*
1/15 | 0.11224758624535622044884172082794526323 | 0.020724797900657465420169588616196613146
f(z) = 25/4*z^3 - 217/36*z + 1
*
3/10 | 0.073940192874221642715156594950055385737 | 0.013840428057646864264705904640956918740
f(z) = 25/6*z^3 - 209/24*z + 1
*
0 | 0.14660855847658822673802263529518817152 | 0.027593238254811347851596182339558163052
f(z) = 25/6*z^3 - 203/30*z + 1
*
0 | 0.082988611017201576976926931644476403814 | 0.015534148015294983090511065343841999518
f(z) = 25/7*z^3 - 209/35*z + 1
*
-2 | 0.080321189468547986010816722703545695103 | 0.015008093911558685805428615208612787937
f(z) = 25/11*z^3 - 211/22*z + 1
*
-2 | 0.079907240508066029721951358268279588386 | 0.014904474152546473181466450162095216831
f(z) = 25/13*z^3 - 213/26*z + 1
*
28/15 | 0.18224745270344469924692515826858256336 | 0.027163390339873660909454493630193859140
f(z) = 25/16*z^3 - 205/36*z + 1
*
-2 | 0.078804312291790494533233277594544217570 | 0.014647921161531106565460743276204065101
f(z) = 25/17*z^3 - 217/34*z + 1
*
-2 | 0.078037042740645480448689473269547694274 | 0.014480609398625069032469583084429637406
f(z) = 25/19*z^3 - 219/38*z + 1
*
-11/13 | 0.15959886354218144678438288172408160985 | 0.027408141101203324770607207211824056080
f(z) = 26/3*z^3 - 203/39*z + 1
*
-2 | 0.072569726701388631189142489932565170618 | 0.013466090328669581044098764350347167082
f(z) = 26/11*z^3 - 219/22*z + 1
*
-5/6 | 0.10739057890623999347854471148069993410 | 0.018577295223851608055599120765933551342
f(z) = 27/2*z^3 - 217/24*z + 1
*
[ -8/9 ] 
f(z) = 27/2*z^3 - 205/24*z + 1
*
4/3 | 0.11120132246284437866730215058842557120 | 0.020741515109749633831508780140835455892
f(z) = 27/7*z^3 - 213/28*z + 1
*
1/9 | 0.10786835767327599775560798075725015246 | 0.020050263152751204830273300547784669539
f(z) = 27/8*z^3 - 217/24*z + 1
*
-16/9 | 0.11308167100817959279686437248631495915 | 0.021129422377781212895319921079785198824
f(z) = 27/10*z^3 - 211/30*z + 1
*
[ 2 ] 
f(z) = 27/11*z^3 - 205/22*z + 1
*
[ 2 ] 
f(z) = 27/13*z^3 - 203/26*z + 1
*
3/28 | 0.12592919540884072447396141049001657732 | 0.018895778308969922056600390168259429558
f(z) = 28*z^3 - 205/28*z + 1
*
0 | 0.068541335901298635779003350023732185025 | 0.012773321332301840295984386072844468292
f(z) = 28/3*z^3 - 214/21*z + 1
*
0 | 0.11869405305158742589250092891755168848 | 0.022081470772176146445289219892567939487
f(z) = 28/5*z^3 - 216/35*z + 1
*
[ 1/7 ] 
f(z) = 28/5*z^3 - 214/35*z + 1
*
0 | 0.12588786571359151861588779160750887306 | 0.023522272559161902722050425273875231524
f(z) = 28/5*z^3 - 211/35*z + 1
*
0 | 0.14280913779098726361256691803843725976 | 0.026804139823585933977211723100169289912
f(z) = 28/5*z^3 - 206/35*z + 1
*
[ 2 ] 
f(z) = 28/11*z^3 - 213/22*z + 1
*
[ 2 ] 
f(z) = 28/13*z^3 - 211/26*z + 1
*
[ 2 ] 
f(z) = 28/17*z^3 - 207/34*z + 1
*
[ 2 ] 
f(z) = 28/19*z^3 - 205/38*z + 1
*
[ 1/6 ] 
f(z) = 29*z^3 - 209/36*z + 1
*
[ 2 ] 
f(z) = 29/13*z^3 - 219/26*z + 1
*
[ 2 ] 
f(z) = 29/15*z^3 - 217/30*z + 1
*
[ 2 ] 
f(z) = 29/17*z^3 - 215/34*z + 1
*
[ 2 ] 
f(z) = 29/19*z^3 - 213/38*z + 1
*
[ -2 ] 
f(z) = 30/11*z^3 - 207/22*z + 1
*
[ -2 ] 
f(z) = 30/13*z^3 - 201/26*z + 1
*
[ 1/6 ] 
f(z) = 31*z^3 - 211/36*z + 1
*
[ -2 ] 
f(z) = 31/11*z^3 - 215/22*z + 1
*
[ -2 ] 
f(z) = 31/13*z^3 - 209/26*z + 1
*
[ -2 ] 
f(z) = 31/15*z^3 - 203/30*z + 1
*
-9/16 | 0.15574184321925787268808067972519275010 | 0.023441717675413401504620845106844572151
f(z) = 32*z^3 - 203/24*z + 1
*
[ 3/2 ] 
f(z) = 32/7*z^3 - 209/21*z + 1
*
0 | 0.072390053299973268663259727776018694433 | 0.013550266584938888046751590612460622587
f(z) = 32/9*z^3 - 209/36*z + 1
*
[ 3/2 ] 
f(z) = 32/11*z^3 - 205/33*z + 1
*
7/4 | 0.071119993544772948159835343250279666888 | 0.013312531599574912329932937080971782523
f(z) = 32/13*z^3 - 209/26*z + 1
*
[ 3/2 ] 
f(z) = 32/13*z^3 - 203/39*z + 1
*
-15/8 | 0.15140035751713358743066785421085402841 | 0.028339738843830551541737031737679738902
f(z) = 32/15*z^3 - 209/30*z + 1
*
[ -2 ] 
f(z) = 32/17*z^3 - 205/34*z + 1
*
[ -2 ] 
f(z) = 33/17*z^3 - 213/34*z + 1
*
[ -2 ] 
f(z) = 33/19*z^3 - 207/38*z + 1
*
0 | 0.14689750529095167548601228535941926063 | 0.027304889970489830442591060269417255871
f(z) = 34/9*z^3 - 217/36*z + 1
*
[ -2 ] 
f(z) = 34/19*z^3 - 215/38*z + 1
*
[ 1/6 ] 
f(z) = 35*z^3 - 215/36*z + 1
*
1/5 | 0.17454932667222197510285338370449307659 | 0.024547431595079809747815463169204199245
f(z) = 35*z^3 - 214/35*z + 1
*
-1/2 | 0.18837994828948867409529714834647641638 | 0.027350781911194919714774886617247913537
f(z) = 35*z^3 - 209/28*z + 1
*
[ 3/5 ] 
f(z) = 35/2*z^3 - 209/30*z + 1
*
0 | 0.15644140038620586799698227887033584954 | 0.029443880211551551216590940796959855317
f(z) = 35/4*z^3 - 203/20*z + 1
*
1/7 | 0.12675653964596468474096440802634483962 | 0.023041372499658296783220386195699562946
f(z) = 35/4*z^3 - 201/28*z + 1
*
0 | 0.15106582503919643274809709683502449020 | 0.028226799229649647245764546623603177576
f(z) = 35/6*z^3 - 211/30*z + 1
*
[ -4/3 ] 
f(z) = 35/8*z^3 - 217/36*z + 1
*
1/4 | 0.081678051543548112426665026690013955744 | 0.011396347130613676222483454741945906153
f(z) = 36*z^3 - 205/36*z + 1
*
-5/4 | 0.068278782511263502194622841734770670621 | 0.012780702084702363596745530914973091240
f(z) = 36/5*z^3 - 209/20*z + 1
*
[ -3/2 ] 
f(z) = 36/7*z^3 - 208/21*z + 1
*
[ -4/3 ] 
f(z) = 36/7*z^3 - 207/28*z + 1
*
[ 1/6 ] 
f(z) = 37*z^3 - 217/36*z + 1
*
[ 3/13 ] 
f(z) = 39*z^3 - 211/39*z + 1
*
[ 3/8 ] 
f(z) = 20*z^3 - 215/48*z + 1
*
9/10 | 0.13944324681099906200889634450387853101 | 0.026055108960900234234535851551603554698
f(z) = 20/9*z^3 - 211/45*z + 1
*
-3/2 | 0.15083954688693900801568810560218248917 | 0.028110365470264733348853011008252045168
f(z) = 20/11*z^3 - 214/55*z + 1
*
0 | 0.063312697390838715787037851515592446778 | 0.011938347594275914285490141149375876197
f(z) = 20/11*z^3 - 201/44*z + 1
*
1/4 | 0.14884234603722368150793430190535439825 | 0.027762401569758199634471927589898395546
f(z) = 20/13*z^3 - 213/52*z + 1
*
[ 2/9 ] 
f(z) = 21/2*z^3 - 217/54*z + 1
*
13/21 | 0.085097170598801231963304649432303353009 | 0.013975454663167736310483057111662793177
f(z) = 21/2*z^3 - 211/42*z + 1
*
6/7 | 0.13804081325607669434976687766527182088 | 0.022670355709268202222137276609379674176
f(z) = 21/4*z^3 - 211/42*z + 1
*
[ 2/9 ] 
f(z) = 21/4*z^3 - 203/54*z + 1
*
0 | 0.14274301047201211240125531146803356679 | 0.026671673073534855312944910733830610793
f(z) = 21/8*z^3 - 211/56*z + 1
*
[ 4/11 ] 
f(z) = 22*z^3 - 205/44*z + 1
*
[ 2/3 ] 
f(z) = 22/3*z^3 - 203/54*z + 1
*
3/4 | 0.075324241438107285023620263200812208146 | 0.013977220050970094145479295422442737605
f(z) = 22/5*z^3 - 219/40*z + 1
*
[ -5/4 ] 
f(z) = 22/5*z^3 - 203/40*z + 1
*
[ 2/3 ] 
f(z) = 23/3*z^3 - 211/54*z + 1
*
0 | 0.11566557939776165655284590249540143369 | 0.021499588523123630420725547497636881978
f(z) = 24/5*z^3 - 217/40*z + 1
*
0 | 0.096089929478845923804536373533834926146 | 0.018018938032171660942807348510011817971
f(z) = 24/5*z^3 - 207/40*z + 1
*
7/8 | 0.11742347294603998635768400951292231520 | 0.021940692375896870176647959713350991404
f(z) = 24/7*z^3 - 211/56*z + 1
*
7/12 | 0.13985466487744530472794310399627336993 | 0.026273605615160321087381280593344497859
f(z) = 24/7*z^3 - 205/42*z + 1
*
0 | 0.096114607703373389702737554399084638671 | 0.017865509578936719987769355986883578529
f(z) = 24/11*z^3 - 217/44*z + 1
*
13/25 | 0.12979298910948533880921787580869576888 | 0.020161229598659620353912982141265398598
f(z) = 25/2*z^3 - 219/50*z + 1
*
[ -7/10 ] 
f(z) = 25/2*z^3 - 207/56*z + 1
*
[ 6/5 ] 
f(z) = 25/7*z^3 - 209/42*z + 1
*
0 | 0.12312673267544084599734252953142213134 | 0.023109908859502175125827852563273279597
f(z) = 25/9*z^3 - 206/45*z + 1
*
[ 3/2 ] 
f(z) = 25/12*z^3 - 209/48*z + 1
*
0 | 0.14318211430366044286307564032239397580 | 0.026753720059964058301032560467974863268
f(z) = 27/7*z^3 - 211/42*z + 1
*
[ 1/6 ] 
f(z) = 27/10*z^3 - 203/40*z + 1
*
-4/3 | 0.14044914948434320609936251880482823390 | 0.026433974146372652954134441678960297212
f(z) = 27/11*z^3 - 203/44*z + 1
*
7/9 | 0.14589401352156692913001639053297035189 | 0.027408179600140744526011754681165726799
f(z) = 27/14*z^3 - 205/42*z + 1
*
0 | 0.060644418061039808656844631660274454517 | 0.011351670487247390327348626296982159513
f(z) = 27/16*z^3 - 209/48*z + 1
*
0 | 0.15995396699772205045017826482522675240 | 0.029731787892283457422772366586039224350
f(z) = 27/17*z^3 - 217/51*z + 1
*
[ -17/9 ] 
f(z) = 27/17*z^3 - 211/51*z + 1
*
1/4 | 0.16021783396088322128251752431796110943 | 0.029832178806647134898555659396729632079
f(z) = 28/13*z^3 - 215/52*z + 1
*
-7/6 | 0.11505999273181703269139160816260690911 | 0.021537400564088649276107329257014014176
f(z) = 30/7*z^3 - 209/42*z + 1
*
[ 5/16 ] 
f(z) = 32*z^3 - 213/40*z + 1
*
13/16 | 0.12728564993302914275565965780989121510 | 0.022954296991838720187691284471631490553
f(z) = 32/5*z^3 - 209/40*z + 1
*
[ 5/6 ] 
f(z) = 32/5*z^3 - 209/45*z + 1
*
-5/4 | 0.10102901324944599459174866713673564300 | 0.018827704963014930904804161951966102011
f(z) = 32/9*z^3 - 214/45*z + 1
*
[ 2/5 ] 
f(z) = 33/2*z^3 - 207/50*z + 1
*
[ 2/9 ] 
f(z) = 33/4*z^3 - 211/54*z + 1
*
1/3 | 0.15320502099160458988256520880505678133 | 0.028834760330378613046271440586332223716
f(z) = 33/16*z^3 - 203/48*z + 1
*
[ 2/11 ] 
f(z) = 33/16*z^3 - 201/44*z + 1
*
1/10 | 0.19055613430532712445278164922543699233 | 0.029087741953948207921167404094090858500
f(z) = 35/2*z^3 - 207/40*z + 1
*
[ -3/4 ] 
f(z) = 35/3*z^3 - 203/48*z + 1
*
[ -8/7 ] 
f(z) = 35/8*z^3 - 215/56*z + 1
*
0 | 0.15269728525628468818387740466264785393 | 0.027756792975759051680316625296370758192
f(z) = 35/8*z^3 - 213/56*z + 1
*
0 | 0.14933911437371814700617782612333402448 | 0.027979025562675700677063858295817782525
f(z) = 35/11*z^3 - 208/55*z + 1
*
[ 8/5 ] 
f(z) = 35/16*z^3 - 209/40*z + 1
*
8/7 | 0.17137386215024761478722054671883884856 | 0.028394398038692777333478417287492283978
f(z) = 35/16*z^3 - 209/56*z + 1
*
13/18 | 0.13959712237787263356435168608970510348 | 0.024148644892566030517297160963961247287
f(z) = 36/5*z^3 - 214/45*z + 1
*
0 | 0.15812921122756134907531449369521010149 | 0.029599273233307027038603864471219398451
f(z) = 37/14*z^3 - 209/42*z + 1
*
[ 4/13 ] 
f(z) = 39/2*z^3 - 213/52*z + 1
*
[ 2/9 ] 
f(z) = 39/4*z^3 - 215/54*z + 1
*
0 | 0.10083320070814673348885120223994114809 | 0.018774901637394408479071079782371708881
f(z) = 39/14*z^3 - 215/42*z + 1
*
-7/6 | 0.064717673972665565256124554039535066404 | 0.012114119207135646844507516265044439865
f(z) = 20/7*z^3 - 209/63*z + 1
*
[ 1/4 ] 
f(z) = 20/17*z^3 - 209/68*z + 1
*
[ 1/4 ] 
f(z) = 21/4*z^3 - 213/64*z + 1
*
[ 4/3 ] 
f(z) = 21/10*z^3 - 209/60*z + 1
*
-17/23 | 0.17419535597017648478155598377408029525 | 0.027777974375653040740310237200075448111
f(z) = 23/3*z^3 - 220/69*z + 1
*
[ 1/4 ] 
f(z) = 23/4*z^3 - 215/64*z + 1
*
[ 6/23 ] 
f(z) = 23/8*z^3 - 209/69*z + 1
*
1/2 | 0.14145084242496248551264986830837966275 | 0.026622503058026089398671363436994762818
f(z) = 23/15*z^3 - 203/60*z + 1
*
2/3 | 0.12690516105388925317018116452792239429 | 0.022409685092989161685262516063153490008
f(z) = 24/5*z^3 - 203/60*z + 1
*
13/12 | 0.14273134323009534183677079750560783340 | 0.026814028865149354803448866551246069373
f(z) = 24/13*z^3 - 205/78*z + 1
*
-17/25 | 0.17882755488581293881886885898199555479 | 0.027777951778107992917839694967288663367
f(z) = 25/3*z^3 - 214/75*z + 1
*
1/2 | 0.17882773899360748035080028657893277354 | 0.028775384732467606443355984705885303237
f(z) = 25/3*z^3 - 209/60*z + 1
*
[ 1/4 ] 
f(z) = 25/4*z^3 - 217/64*z + 1
*
[ -7/5 ] 
f(z) = 25/11*z^3 - 211/77*z + 1
*
[ 6/5 ] 
f(z) = 25/11*z^3 - 205/66*z + 1
*
0 | 0.15056682072886869845844743857811188232 | 0.028183714014804114330092893231611811650
f(z) = 25/12*z^3 - 209/60*z + 1
*
[ 6/5 ] 
f(z) = 25/13*z^3 - 203/78*z + 1
*
6/13 | 0.18255207233534285203182248979150957651 | 0.028015141694696341581563390301234686867
f(z) = 26/9*z^3 - 217/78*z + 1
*
[ 1/4 ] 
f(z) = 27/4*z^3 - 219/64*z + 1
*
2/9 | 0.16107985881495509400934822359657170716 | 0.027864903255939891387098400796010878265
f(z) = 27/5*z^3 - 211/60*z + 1
*
[ 3/4 ] 
f(z) = 28/5*z^3 - 209/60*z + 1
*
[ 2/7 ] 
f(z) = 28/5*z^3 - 207/70*z + 1
*
[ -9/7 ] 
f(z) = 28/9*z^3 - 212/63*z + 1
*
[ 1/4 ] 
f(z) = 28/17*z^3 - 211/68*z + 1
*
1/2 | 0.13079308554903850408117875190526233910 | 0.024482385298324462577594332563932495059
f(z) = 29/15*z^3 - 209/60*z + 1
*
3/5 | 0.12545028667940752428019847158332026308 | 0.021994227030365339490241889070595642603
f(z) = 30/7*z^3 - 213/70*z + 1
*
1/2 | 0.13519195071941300834223331470478464214 | 0.025260750069921035325887744473581980153
f(z) = 31/15*z^3 - 211/60*z + 1
*
0 | 0.078000712902702828750964802582035049474 | 0.014680536235632616023808631219360384409
f(z) = 32/15*z^3 - 203/60*z + 1
*
[ 6/11 ] 
f(z) = 33/4*z^3 - 217/66*z + 1
*
[ 3/10 ] 
f(z) = 35/3*z^3 - 203/60*z + 1
*
-4/5 | 0.17236119254352103794033286227043778838 | 0.029423550593369564915311500924523874330
f(z) = 35/6*z^3 - 209/60*z + 1
*
0 | 0.15254556663905771378571256060730637219 | 0.028503290415132581430230729678413879199
f(z) = 35/12*z^3 - 211/60*z + 1
*
[ 7/9 ] 
f(z) = 36/7*z^3 - 214/63*z + 1
*
[ 1/4 ] 
f(z) = 36/17*z^3 - 213/68*z + 1
*
1/2 | 0.15321905105673385474518010703292974724 | 0.028479920895870224512125468497400856604
f(z) = 37/15*z^3 - 217/60*z + 1
*
[ 10/13 ] 
f(z) = 39/8*z^3 - 207/65*z + 1
*
0 | 0.12412741160590980339364539327375380105 | 0.023234677156386846075896524205983795384
f(z) = 20/9*z^3 - 209/90*z + 1
*
[ 1/3 ] 
f(z) = 20/11*z^3 - 218/99*z + 1
*
[ -19/10 ] 
f(z) = 20/19*z^3 - 216/95*z + 1
*
-17/21 | 0.12672415055058550920608843438658437013 | 0.020811827329698539552441689298830888470
f(z) = 21/4*z^3 - 205/84*z + 1
*
[ 1/3 ] 
f(z) = 23/10*z^3 - 203/90*z + 1
*
[ -11/8 ] 
f(z) = 24/11*z^3 - 211/88*z + 1
*
0 | 0.14034754787727516715382435640401105748 | 0.026414851679171341414571589194473696130
f(z) = 24/11*z^3 - 203/88*z + 1
*
-9/10 | 0.13408129853230265475475953976621998114 | 0.023507435483044869478357714109871957335
f(z) = 25/7*z^3 - 215/84*z + 1
*
[ -14/9 ] 
f(z) = 27/16*z^3 - 205/84*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.029126815026586329162407601852122581686
f(z) = 28/13*z^3 - 209/91*z + 1
*
[ 1/3 ] 
f(z) = 29/10*z^3 - 209/90*z + 1
*
[ 1/3 ] 
f(z) = 31/10*z^3 - 211/90*z + 1
*
[ -4/3 ] 
f(z) = 33/14*z^3 - 205/84*z + 1
*
[ 3/8 ] 
f(z) = 34/9*z^3 - 211/96*z + 1
*
0 | 0.13551136415785943932331037046440238263 | 0.025411308829746512350978018197243446635
f(z) = 35/16*z^3 - 207/80*z + 1
*
11/18 | 0.16034263339418378803789180956405102788 | 0.027737372010390371583126190134433380848
f(z) = 36/11*z^3 - 202/99*z + 1
*
[ 1/3 ] 
f(z) = 37/10*z^3 - 217/90*z + 1
*
[ 3/8 ] 
f(z) = 38/9*z^3 - 217/96*z + 1
*
0 | 0.13834811575269616371833051103633488251 | 0.022720823804495849547110679171669288850
f(z) = 21/10*z^3 - 218/105*z + 1
*
[ 10/23 ] 
f(z) = 23/8*z^3 - 212/115*z + 1
*
[ 4/5 ] 
f(z) = 23/8*z^3 - 209/100*z + 1
*
[ -4/3 ] 
f(z) = 25/12*z^3 - 211/108*z + 1
*
[ 9/13 ] 
f(z) = 26/9*z^3 - 214/117*z + 1
*
[ 5/9 ] 
f(z) = 27/7*z^3 - 209/105*z + 1
*
[ 15/14 ] 
f(z) = 28/15*z^3 - 218/105*z + 1
*
[ 5/14 ] 
f(z) = 28/15*z^3 - 214/105*z + 1
*
[ 2/5 ] 
f(z) = 30/11*z^3 - 213/110*z + 1
*
[ -3/2 ] 
f(z) = 30/19*z^3 - 215/114*z + 1
*
[ 3/8 ] 
f(z) = 32/19*z^3 - 217/114*z + 1
*
[ 5/11 ] 
f(z) = 33/10*z^3 - 207/110*z + 1
*
0 | 0.17228900219234608007141188592146082973 | 0.029803951986742233648573997881991194452
f(z) = 36/13*z^3 - 220/117*z + 1
*
[ 13/18 ] 
f(z) = 36/13*z^3 - 214/117*z + 1
*
[ -4/3 ] 
f(z) = 21/11*z^3 - 217/132*z + 1
*
[ 14/15 ] 
f(z) = 25/14*z^3 - 205/126*z + 1
*
[ 11/18 ] 
f(z) = 27/11*z^3 - 205/132*z + 1
*
[ 5/6 ] 
f(z) = 28/15*z^3 - 202/135*z + 1
*
[ 5/8 ] 
f(z) = 32/13*z^3 - 203/130*z + 1
*
-15/16 | 0.11887476886460291221221958339899196953 | 0.021437504940973046574640688770706818262
f(z) = 32/15*z^3 - 217/120*z + 1
*
[ -5/4 ] 
f(z) = 34/15*z^3 - 209/120*z + 1
*
[ 2/3 ] 
f(z) = 37/14*z^3 - 211/126*z + 1
*
[ 3/4 ] 
f(z) = 38/15*z^3 - 211/120*z + 1
*
[ 4/7 ] 
f(z) = 21/10*z^3 - 201/140*z + 1
*
[ 3/5 ] 
f(z) = 37/18*z^3 - 211/150*z + 1
*
[ 3/5 ] 
f(z) = 20/11*z^3 - 218/165*z + 1
*
[ 2/3 ] 
f(z) = 31/18*z^3 - 205/162*z + 1
*
-14/11 | 0.10115691272887134352273463425649789583 | 0.018429233082172470867206084162354677401
f(z) = 22/17*z^3 - 205/187*z + 1
*
[ 3/4 ] 
f(z) = 20/17*z^3 - 203/204*z + 1
*
[ 3/4 ] 
f(z) = 20/19*z^3 - 211/228*z + 1
*
-5/3 | 0.14948823717508082423212495396718341800 | 0.028756049349648407241268466347803571848
f(z) = 21/5*z^3 - 181/15*z + 1
*
[ 2/3 ] 
f(z) = 22*z^3 - 185/18*z + 1
*
[ 3 ] 
f(z) = 22/3*z^3 - 196/3*z + 1
*
[ -3 ] 
f(z) = 22/3*z^3 - 194/3*z + 1
*
-2 | 0.070221779878321918787601659900771747076 | 0.013508092715256014532712175890170745313
f(z) = 22/5*z^3 - 181/10*z + 1
*
-2 | 0.069909503942567483915548671568773027256 | 0.013419654432603990472499114358376529020
f(z) = 22/7*z^3 - 183/14*z + 1
*
-2 | 0.055976235542785830928183124168119331947 | 0.010722685851006330301257414840030648897
f(z) = 22/9*z^3 - 185/18*z + 1
*
[ 3 ] 
f(z) = 22/15*z^3 - 188/15*z + 1
*
[ 2/3 ] 
f(z) = 23*z^3 - 193/18*z + 1
*
-2 | 0.080091878584304619919274049700003643092 | 0.015342225945508789690502141862396376576
f(z) = 23*z^3 - 185/2*z + 1
*
[ 2 ] 
f(z) = 23*z^3 - 183/2*z + 1
*
[ -2 ] 
f(z) = 23*z^3 - 181/2*z + 1
*
-2 | 0.059536985643503471469980816136545412405 | 0.011381332333967568508718648708243721959
f(z) = 23/3*z^3 - 187/6*z + 1
*
[ -3/2 ] 
f(z) = 23/3*z^3 - 187/12*z + 1
*
[ 2 ] 
f(z) = 23/3*z^3 - 181/6*z + 1
*
-2 | 0.079632480159996636005483822934106645041 | 0.015191973197334963442120321646258823978
f(z) = 23/5*z^3 - 189/10*z + 1
*
[ -3 ] 
f(z) = 23/6*z^3 - 199/6*z + 1
*
-2 | 0.079340982280657853975955828804115804206 | 0.015106026631626738278572178750799348480
f(z) = 23/7*z^3 - 191/14*z + 1
*
[ 4 ] 
f(z) = 23/8*z^3 - 181/4*z + 1
*
-2 | 0.065434000047343789905631467578193991937 | 0.012433564906650901765671743933250808129
f(z) = 23/9*z^3 - 193/18*z + 1
*
[ 3 ] 
f(z) = 23/12*z^3 - 199/12*z + 1
*
[ -3 ] 
f(z) = 23/12*z^3 - 191/12*z + 1
*
[ 3 ] 
f(z) = 23/15*z^3 - 197/15*z + 1
*
[ -3 ] 
f(z) = 23/15*z^3 - 187/15*z + 1
*
0 | 0.14631949905844119121236469717360612467 | 0.027642371619143787889135640165369930629
f(z) = 24*z^3 - 199/8*z + 1
*
0 | 0.14071275978703253128523421164579747605 | 0.026685524666601660294207953572457482312
f(z) = 24*z^3 - 195/8*z + 1
*
-2 | 0.072327344162203005115015375294456892371 | 0.013743416687284344833557170156664976820
f(z) = 24*z^3 - 193/2*z + 1
*
[ 2 ] 
f(z) = 24*z^3 - 191/2*z + 1
*
[ -2 ] 
f(z) = 24*z^3 - 189/2*z + 1
*
-2 | 0.071891643402861772588204767426387991906 | 0.013607584922725420084387733993321902780
f(z) = 24/5*z^3 - 197/10*z + 1
*
[ 5/3 ] 
f(z) = 24/5*z^3 - 194/15*z + 1
*
[ 2 ] 
f(z) = 24/5*z^3 - 187/10*z + 1
*
-2 | 0.071617273250890921509288362641400398858 | 0.013529784439462822738688996575529885494
f(z) = 24/7*z^3 - 199/14*z + 1
*
[ 2 ] 
f(z) = 24/7*z^3 - 185/14*z + 1
*
[ 2 ] 
f(z) = 25*z^3 - 199/2*z + 1
*
[ -2 ] 
f(z) = 25*z^3 - 197/2*z + 1
*
[ 2 ] 
f(z) = 25/3*z^3 - 197/6*z + 1
*
[ -2 ] 
f(z) = 25/3*z^3 - 191/6*z + 1
*
[ 2 ] 
f(z) = 25/7*z^3 - 193/14*z + 1
*
[ -12/5 ] 
f(z) = 25/8*z^3 - 199/12*z + 1
*
[ 4 ] 
f(z) = 25/8*z^3 - 197/4*z + 1
*
[ -4 ] 
f(z) = 25/8*z^3 - 195/4*z + 1
*
[ 2 ] 
f(z) = 25/9*z^3 - 191/18*z + 1
*
[ 12/5 ] 
f(z) = 25/9*z^3 - 185/12*z + 1
*
[ 14/5 ] 
f(z) = 25/14*z^3 - 187/14*z + 1
*
[ -2 ] 
f(z) = 26/3*z^3 - 199/6*z + 1
*
[ -2 ] 
f(z) = 26/5*z^3 - 193/10*z + 1
*
[ -2 ] 
f(z) = 26/7*z^3 - 187/14*z + 1
*
[ 2 ] 
f(z) = 26/9*z^3 - 199/18*z + 1
*
[ -2 ] 
f(z) = 26/9*z^3 - 181/18*z + 1
*
[ 4/3 ] 
f(z) = 27*z^3 - 191/4*z + 1
*
[ -4/3 ] 
f(z) = 27*z^3 - 185/4*z + 1
*
[ -2 ] 
f(z) = 27/7*z^3 - 195/14*z + 1
*
8/3 | 0.15464690728692614259408400361606397489 | 0.029328071350919793905987587945899595747
f(z) = 27/8*z^3 - 195/8*z + 1
*
[ 8/3 ] 
f(z) = 27/8*z^3 - 187/8*z + 1
*
[ 10/3 ] 
f(z) = 27/8*z^3 - 184/5*z + 1
*
[ -10/3 ] 
f(z) = 27/8*z^3 - 181/5*z + 1
*
[ -8/3 ] 
f(z) = 27/8*z^3 - 181/8*z + 1
*
28/9 | 0.15594902511178395102869922817806721049 | 0.023347063315157597638530652349681502632
f(z) = 27/16*z^3 - 199/12*z + 1
*
0 | 0.15494241828497619677555602408142562419 | 0.029299280347540773518171907842467902463
f(z) = 28*z^3 - 198/7*z + 1
*
[ 3/4 ] 
f(z) = 28*z^3 - 193/12*z + 1
*
[ 3/2 ] 
f(z) = 28*z^3 - 188/3*z + 1
*
[ -3/2 ] 
f(z) = 28*z^3 - 184/3*z + 1
*
3/2 | 0.14253996529921874283783585563234393740 | 0.026928350060897486299340683921095007558
f(z) = 28/5*z^3 - 199/15*z + 1
*
[ 3/2 ] 
f(z) = 28/5*z^3 - 184/15*z + 1
*
[ -2 ] 
f(z) = 28/9*z^3 - 197/18*z + 1
*
[ -2/3 ] 
f(z) = 29*z^3 - 187/18*z + 1
*
0 | 0.14875294735158190116275780233363990364 | 0.028321630507135369787398436343925245581
f(z) = 30*z^3 - 191/6*z + 1
*
0 | 0.11350387582126231980284235434384343740 | 0.021742555416624179652718398305234238590
f(z) = 30*z^3 - 185/6*z + 1
*
[ 5/2 ] 
f(z) = 32/5*z^3 - 197/5*z + 1
*
[ -5/2 ] 
f(z) = 32/5*z^3 - 193/5*z + 1
*
-7/4 | 0.13150851835380942476704148944300071289 | 0.025038399115241547055255760139285120077
f(z) = 32/5*z^3 - 191/10*z + 1
*
[ -3/2 ] 
f(z) = 32/5*z^3 - 191/15*z + 1
*
[ 5/2 ] 
f(z) = 32/15*z^3 - 191/15*z + 1
*
[ 3/5 ] 
f(z) = 35*z^3 - 199/15*z + 1
*
0 | 0.14615881181101069530294554967466307848 | 0.027664807059394622241762567988048139838
f(z) = 35/2*z^3 - 197/10*z + 1
*
0 | 0.13869726624925421197953082111298578038 | 0.026513933547923822924419993898430873789
f(z) = 35/2*z^3 - 187/10*z + 1
*
0 | 0.077133067095734052113115165581803839522 | 0.014745070833974270474959578092781024570
f(z) = 35/3*z^3 - 187/15*z + 1
*
-7/3 | 0.15219947484082541854427470345239604173 | 0.028726001919357753303725974370448995700
f(z) = 36/7*z^3 - 200/7*z + 1
*
[ 7/3 ] 
f(z) = 36/7*z^3 - 192/7*z + 1
*
[ -7/3 ] 
f(z) = 36/7*z^3 - 186/7*z + 1
*
-10/19 | 0.099895935127305412107436735699151354365 | 0.015177081979986038034091683474941945613
f(z) = 38*z^3 - 181/19*z + 1
*
[ -4/3 ] 
f(z) = 39/4*z^3 - 187/12*z + 1
*
1/20 | 0.15408871687568858400387176181291033965 | 0.025718038663863181011748851724894781343
f(z) = 20*z^3 - 181/20*z + 1
*
0 | 0.096251701214924561126197604576108047709 | 0.018166465795844640909790195419556286418
f(z) = 20/3*z^3 - 197/30*z + 1
*
0 | 0.14346600428665062894578821937157863426 | 0.027315029625182136002739985354158237095
f(z) = 20/7*z^3 - 191/35*z + 1
*
[ 7/5 ] 
f(z) = 20/7*z^3 - 186/35*z + 1
*
0 | 0.12550492253385797241600767836573741235 | 0.024066436935629897237146727586801460774
f(z) = 20/7*z^3 - 184/35*z + 1
*
0 | 0.13394206390221822337556985484899641411 | 0.025352432118723781278539542630829524280
f(z) = 20/9*z^3 - 197/36*z + 1
*
1/4 | 0.14146020622076026496138338133171371755 | 0.027097809222350822026502414439315397327
f(z) = 20/9*z^3 - 185/36*z + 1
*
1/7 | 0.055405082096663547331699813587374163517 | 0.010467011428828357448254682376965300330
f(z) = 21/4*z^3 - 199/28*z + 1
*
[ 2/21 ] 
f(z) = 21/8*z^3 - 200/21*z + 1
*
-10/7 | 0.15265529441762749119581740843648118320 | 0.020719507689272200623338559660485189058
f(z) = 21/8*z^3 - 198/35*z + 1
*
-2 | 0.14995749160707260025836838095909822170 | 0.020453262603124254714360728901095739693
f(z) = 21/8*z^3 - 191/21*z + 1
*
5/3 | 0.064060062342002508201107019206951707155 | 0.012172493542762163195044248038003645305
f(z) = 21/10*z^3 - 193/30*z + 1
*
-5/3 | 0.054104891124445734039435106878857806038 | 0.010342911051420389891297924103910023903
f(z) = 21/10*z^3 - 187/30*z + 1
*
-2 | 0.076049487015677908143235296555094757917 | 0.014629129642334330464765431720128893904
f(z) = 21/13*z^3 - 181/26*z + 1
*
[ -8/3 ] 
f(z) = 21/16*z^3 - 191/24*z + 1
*
-2 | 0.074215041913910559426677863949817036985 | 0.014216471903578920664561065910379461865
f(z) = 21/17*z^3 - 185/34*z + 1
*
-2 | 0.072624152686733138082231132466855827530 | 0.013883128416171430196541809128874262147
f(z) = 21/19*z^3 - 187/38*z + 1
*
-2 | 0.068548572850790615357008952070678691028 | 0.013077428699601338237105890430199574996
f(z) = 22/13*z^3 - 189/26*z + 1
*
-2 | 0.066970971221146721394881357527951881812 | 0.012725615382478505097365555947367490646
f(z) = 22/17*z^3 - 193/34*z + 1
*
-2 | 0.065713186460946523663827886470290104369 | 0.012462202154791266730572713129435308431
f(z) = 22/19*z^3 - 195/38*z + 1
*
[ 3/2 ] 
f(z) = 23/6*z^3 - 199/24*z + 1
*
-3/2 | 0.15385218897791754774834153168142288885 | 0.029292494209528735614008348140047131782
f(z) = 23/6*z^3 - 191/24*z + 1
*
-4/3 | 0.17009277772159527734261389988428213023 | 0.028559003070441323084472944593426405420
f(z) = 23/8*z^3 - 193/36*z + 1
*
-2 | 0.078587985249407279185207537687274196717 | 0.014903848251186461107488349252768586457
f(z) = 23/11*z^3 - 195/22*z + 1
*
-2 | 0.078094441561074927427884202209129000410 | 0.014781644920539441928033505414901503591
f(z) = 23/13*z^3 - 197/26*z + 1
*
-2 | 0.057142768739648242350016305894112907621 | 0.010795291529922882773008404301229858158
f(z) = 23/15*z^3 - 199/30*z + 1
*
3/8 | 0.12827689941953748268880995456543904860 | 0.020181675054492898854408712669007063335
f(z) = 24*z^3 - 185/24*z + 1
*
0 | 0.086715652014849798501103466369850832299 | 0.016382138358971836124786893121291706998
f(z) = 24/5*z^3 - 199/30*z + 1
*
[ -11/6 ] 
f(z) = 24/11*z^3 - 191/33*z + 1
*
[ 2 ] 
f(z) = 24/11*z^3 - 181/22*z + 1
*
[ 1/6 ] 
f(z) = 24/13*z^3 - 197/39*z + 1
*
0 | 0.060552764232282723165403216356226483780 | 0.011461372178950045256595177886161765686
f(z) = 25/6*z^3 - 197/30*z + 1
*
0 | 0.086004976916262794138619380862987931590 | 0.016374809517152053122869602106881223771
f(z) = 25/6*z^3 - 191/30*z + 1
*
[ -3/2 ] 
f(z) = 25/6*z^3 - 185/24*z + 1
*
[ 4/3 ] 
f(z) = 25/8*z^3 - 191/36*z + 1
*
[ 2 ] 
f(z) = 25/11*z^3 - 189/22*z + 1
*
[ -9/5 ] 
f(z) = 25/12*z^3 - 187/36*z + 1
*
[ 2 ] 
f(z) = 25/13*z^3 - 187/26*z + 1
*
-26/15 | 0.090865316713410860259175239994250853437 | 0.013731265424797183933553527338287709385
f(z) = 25/16*z^3 - 187/36*z + 1
*
[ 2 ] 
f(z) = 25/17*z^3 - 183/34*z + 1
*
[ 2 ] 
f(z) = 25/19*z^3 - 181/38*z + 1
*
[ 3/13 ] 
f(z) = 26*z^3 - 184/39*z + 1
*
0 | 0.12594217793712970330488070466379011183 | 0.024226651891818621194924260176240752524
f(z) = 26/5*z^3 - 181/30*z + 1
*
[ 2 ] 
f(z) = 26/11*z^3 - 197/22*z + 1
*
[ 2 ] 
f(z) = 26/17*z^3 - 191/34*z + 1
*
[ 2 ] 
f(z) = 26/19*z^3 - 189/38*z + 1
*
[ -10/9 ] 
f(z) = 27/4*z^3 - 193/30*z + 1
*
[ 10/9 ] 
f(z) = 27/5*z^3 - 197/30*z + 1
*
[ 4/3 ] 
f(z) = 27/5*z^3 - 187/20*z + 1
*
0 | 0.12922056244740396954864048049408432633 | 0.024702328303995913471718043645637763349
f(z) = 27/5*z^3 - 187/30*z + 1
*
[ 4/3 ] 
f(z) = 27/7*z^3 - 185/28*z + 1
*
[ 1/9 ] 
f(z) = 27/8*z^3 - 193/24*z + 1
*
4/3 | 0.14632496068390225760691609820563167919 | 0.027643403417923929114605634990383224265
f(z) = 27/10*z^3 - 199/30*z + 1
*
[ -2 ] 
f(z) = 27/11*z^3 - 183/22*z + 1
*
-13/9 | 0.063890697924264176405670655878909339052 | 0.012290224951558141647633910239376060357
f(z) = 27/13*z^3 - 181/39*z + 1
*
[ 2 ] 
f(z) = 27/17*z^3 - 199/34*z + 1
*
[ 2 ] 
f(z) = 27/19*z^3 - 197/38*z + 1
*
-15/28 | 0.088353855037591196735331820961275181234 | 0.013257567890535272233739821903690308613
f(z) = 28*z^3 - 197/28*z + 1
*
[ 5/14 ] 
f(z) = 28*z^3 - 188/35*z + 1
*
0 | 0.14211209950442898607297026651142932238 | 0.026847518556013951378573779681896492053
f(z) = 28/3*z^3 - 199/21*z + 1
*
5/4 | 0.073549406692941592394766614724216357794 | 0.014060003735339396605022843534161128830
f(z) = 28/5*z^3 - 187/20*z + 1
*
0 | 0.10660719762245759553143236812553215724 | 0.020257167683405188732956132103690026591
f(z) = 28/9*z^3 - 193/36*z + 1
*
1/4 | 0.14887348238421256710050744447674753661 | 0.028459260414617180224188728465836633661
f(z) = 28/9*z^3 - 187/36*z + 1
*
[ -2 ] 
f(z) = 28/11*z^3 - 191/22*z + 1
*
[ -2 ] 
f(z) = 28/13*z^3 - 185/26*z + 1
*
[ -2 ] 
f(z) = 29/11*z^3 - 199/22*z + 1
*
[ -2 ] 
f(z) = 29/13*z^3 - 193/26*z + 1
*
[ -2 ] 
f(z) = 29/15*z^3 - 187/30*z + 1
*
[ -2 ] 
f(z) = 29/17*z^3 - 181/34*z + 1
*
2/5 | 0.17904749726304347452540884025988415299 | 0.026321244722284167718602824629675823964
f(z) = 30*z^3 - 199/30*z + 1
*
1/4 | 0.18186750607576918632378213259616901450 | 0.027642584272170510445102362219705879593
f(z) = 30*z^3 - 197/24*z + 1
*
0 | 0.11176443294117823862112495359983902796 | 0.021114301299849171107359259452220777607
f(z) = 30/7*z^3 - 199/35*z + 1
*
1/5 | 0.14025038093543211586552529836901369274 | 0.026979024916607747201400239879706013148
f(z) = 30/7*z^3 - 181/35*z + 1
*
[ -2 ] 
f(z) = 30/17*z^3 - 189/34*z + 1
*
[ -2 ] 
f(z) = 30/19*z^3 - 183/38*z + 1
*
[ -4/3 ] 
f(z) = 31/8*z^3 - 185/36*z + 1
*
[ -2 ] 
f(z) = 31/17*z^3 - 197/34*z + 1
*
[ -2 ] 
f(z) = 31/19*z^3 - 191/38*z + 1
*
13/16 | 0.12078207424920891238802987546262821275 | 0.021781462443452033262322678507234042574
f(z) = 32/3*z^3 - 193/24*z + 1
*
0 | 0.15716603081077890805021042344423064388 | 0.029748243467476794276354539179589700719
f(z) = 32/5*z^3 - 197/30*z + 1
*
[ -5/4 ] 
f(z) = 32/7*z^3 - 187/35*z + 1
*
[ -3/2 ] 
f(z) = 32/7*z^3 - 181/21*z + 1
*
[ -2 ] 
f(z) = 32/19*z^3 - 199/38*z + 1
*
1/3 | 0.18771032021734752136701818348365672946 | 0.026842544584490959768144960212387223965
f(z) = 33*z^3 - 196/33*z + 1
*
2/11 | 0.14635031421642284391201554597782011360 | 0.020928070602404423244355594365678863836
f(z) = 33*z^3 - 190/33*z + 1
*
-1/2 | 0.16702184943953476483565474213784454764 | 0.023681902101844056574631395534217112235
f(z) = 34*z^3 - 191/34*z + 1
*
3/4 | 0.16547341494324701782122238523648632610 | 0.029518240741700439790734407644915008636
f(z) = 34/3*z^3 - 185/24*z + 1
*
[ 1/10 ] 
f(z) = 35*z^3 - 187/20*z + 1
*
[ 4/7 ] 
f(z) = 35/2*z^3 - 181/28*z + 1
*
0 | 0.11909294054241340248383531637398300713 | 0.022674550777662996235035910824770943405
f(z) = 35/4*z^3 - 191/20*z + 1
*
0 | 0.073392492491358099314794781525572366311 | 0.014088240248287727660720129410443135881
f(z) = 35/4*z^3 - 183/20*z + 1
*
0 | 0.11205465626987082319638212724897000929 | 0.021169129679907122939164162815868739584
f(z) = 35/6*z^3 - 199/30*z + 1
*
[ -6/5 ] 
f(z) = 35/6*z^3 - 197/30*z + 1
*
0 | 0.12692800433217321910913043588827975035 | 0.024264073570029169202185392118223983307
f(z) = 35/6*z^3 - 187/30*z + 1
*
0 | 0.11151602545134782679298552761283089156 | 0.021451589715382380861074753137995792414
f(z) = 35/6*z^3 - 181/30*z + 1
*
22/35 | 0.17550938313981616590524335178312756477 | 0.024078903028731961560053781084531348058
f(z) = 35/8*z^3 - 183/35*z + 1
*
0 | 0.11856808425318742333053472082079959713 | 0.022529938110960752578836882381620697560
f(z) = 36/7*z^3 - 193/28*z + 1
*
[ -3/2 ] 
f(z) = 36/11*z^3 - 188/33*z + 1
*
3/2 | 0.14166566710361452174363147576325841811 | 0.026972256689290702487725404506799239472
f(z) = 38/15*z^3 - 191/30*z + 1
*
0 | 0.11380050086226805755959941556181228291 | 0.021891038924871294360139450613542620066
f(z) = 39/8*z^3 - 181/24*z + 1
*
0 | 0.15600650118531277894542922996467711258 | 0.029528768753836873993389039066576921281
f(z) = 39/10*z^3 - 197/30*z + 1
*
0 | 0.093833302489748946984816564173291656045 | 0.017937555757764015764682431256000604716
f(z) = 39/10*z^3 - 187/30*z + 1
*
1/3 | 0.17079190540693962758117146198830862476 | 0.025107614501848480602597354692211024474
f(z) = 20*z^3 - 199/45*z + 1
*
-7/8 | 0.12113070618355778266881932303910922850 | 0.020999300536826162017371608201298504414
f(z) = 20/3*z^3 - 197/48*z + 1
*
[ 2/3 ] 
f(z) = 20/3*z^3 - 187/54*z + 1
*
0 | 0.13517342651792213518676511714575961655 | 0.025536679067969165079390982970878597495
f(z) = 20/9*z^3 - 199/45*z + 1
*
[ 1/5 ] 
f(z) = 20/9*z^3 - 184/45*z + 1
*
1/4 | 0.15144986971726512616283652168420370012 | 0.029133395442256763993800607975193452909
f(z) = 20/11*z^3 - 181/44*z + 1
*
-9/14 | 0.17228641388825308263707812662260040795 | 0.027018000817022278524484667881757628325
f(z) = 21/2*z^3 - 187/56*z + 1
*
-8/7 | 0.11664662394551540530513597141070509762 | 0.022036634542690759491867215447366057428
f(z) = 21/8*z^3 - 199/56*z + 1
*
0 | 0.11351567720593780023357554363161730536 | 0.021527723631529577094058134534416259964
f(z) = 21/8*z^3 - 195/56*z + 1
*
0 | 0.12755836211555816517450344090176623071 | 0.024384575327793085392103391790212034994
f(z) = 21/8*z^3 - 187/56*z + 1
*
[ 8/7 ] 
f(z) = 21/8*z^3 - 185/56*z + 1
*
1/3 | 0.10711971947115549049631428250859403748 | 0.020236831812672131829005678809118697493
f(z) = 21/16*z^3 - 199/48*z + 1
*
0 | 0.10546863031753730906833874485168582105 | 0.020080567350957981155205143263706156528
f(z) = 21/16*z^3 - 191/48*z + 1
*
-3/4 | 0.16070964081238417057982934260713669359 | 0.027201656187682477240127037617459584916
f(z) = 23/3*z^3 - 191/48*z + 1
*
[ 3/2 ] 
f(z) = 23/12*z^3 - 191/48*z + 1
*
0 | 0.13050867789895877424747943703274983894 | 0.024702563936547965347421849772640841392
f(z) = 23/16*z^3 - 197/48*z + 1
*
0 | 0.10208228435931510368126282339012182831 | 0.019322042003422749469111584650736523892
f(z) = 24/5*z^3 - 197/40*z + 1
*
-1 | 0.10377098046656153713460500165875016837 | 0.019737721695138221164737819083496225735
f(z) = 24/5*z^3 - 187/40*z + 1
*
0 | 0.10125168746886314709817157969331339895 | 0.019128255564638321574229026471772870892
f(z) = 24/7*z^3 - 199/56*z + 1
*
0 | 0.12476987220993778334054939516344271618 | 0.023803108362817107327196594534962845595
f(z) = 25/8*z^3 - 189/40*z + 1
*
-3/2 | 0.14580192794558636061606538911876883819 | 0.027704828274515304185683998849191889239
f(z) = 25/12*z^3 - 193/48*z + 1
*
0 | 0.12963244616369125698351400628272699018 | 0.024681206707835617931379390395271751560
f(z) = 26/7*z^3 - 191/42*z + 1
*
[ 1/4 ] 
f(z) = 26/7*z^3 - 181/56*z + 1
*
[ 2/5 ] 
f(z) = 27/2*z^3 - 183/50*z + 1
*
-17/18 | 0.12809818150378828961495876063799239927 | 0.022159464635273771464243292173330994359
f(z) = 27/4*z^3 - 193/48*z + 1
*
[ 4/3 ] 
f(z) = 27/11*z^3 - 181/44*z + 1
*
7/9 | 0.11731109658350916032489867128008386914 | 0.022425666369368401928124806033056584822
f(z) = 27/14*z^3 - 187/42*z + 1
*
[ 14/9 ] 
f(z) = 27/14*z^3 - 181/42*z + 1
*
[ -16/9 ] 
f(z) = 27/16*z^3 - 181/48*z + 1
*
[ -6/7 ] 
f(z) = 28/3*z^3 - 197/42*z + 1
*
[ 5/6 ] 
f(z) = 28/5*z^3 - 184/45*z + 1
*
1/4 | 0.15183715299471839201515748570956005305 | 0.029146282097688566795664524526814375643
f(z) = 28/11*z^3 - 183/44*z + 1
*
[ 2/5 ] 
f(z) = 29/2*z^3 - 191/50*z + 1
*
[ -3/2 ] 
f(z) = 29/12*z^3 - 181/48*z + 1
*
[ 1/4 ] 
f(z) = 30/7*z^3 - 183/56*z + 1
*
[ 2/5 ] 
f(z) = 31/2*z^3 - 199/50*z + 1
*
[ -3/2 ] 
f(z) = 31/12*z^3 - 199/48*z + 1
*
0 | 0.15282918657574125044849591614171807751 | 0.029097720952539949795670777419215954732
f(z) = 31/14*z^3 - 191/42*z + 1
*
[ 3/2 ] 
f(z) = 32/17*z^3 - 199/51*z + 1
*
[ 3/2 ] 
f(z) = 32/19*z^3 - 197/57*z + 1
*
[ 10/11 ] 
f(z) = 33/8*z^3 - 193/55*z + 1
*
-10/11 | 0.20494086076513454043250175468015124867 | 0.027311461914392440999538197092221511695
f(z) = 33/8*z^3 - 182/55*z + 1
*
0 | 0.058242368839610307207325864093456977534 | 0.011024062638887257327019834536640837021
f(z) = 33/14*z^3 - 197/42*z + 1
*
-11/17 | 0.15740177495287733862493312041790826388 | 0.024750365072139099301397317664867934745
f(z) = 34/3*z^3 - 191/51*z + 1
*
[ 1/4 ] 
f(z) = 34/7*z^3 - 185/56*z + 1
*
[ 3/7 ] 
f(z) = 35/2*z^3 - 191/42*z + 1
*
2/7 | 0.16110730736799742923753786257148938855 | 0.026008518525337674002098775854487066258
f(z) = 35/3*z^3 - 187/42*z + 1
*
[ 6/7 ] 
f(z) = 35/6*z^3 - 187/42*z + 1
*
0 | 0.10820062653322359034719131240881028279 | 0.020600722337767633312171135492415374987
f(z) = 35/8*z^3 - 191/40*z + 1
*
0 | 0.11089195756740932583180608086204504270 | 0.021071344424035886397562919482041657518
f(z) = 35/9*z^3 - 193/45*z + 1
*
[ 1/5 ] 
f(z) = 35/9*z^3 - 187/45*z + 1
*
0 | 0.11474186939883670215074890425161756777 | 0.022002547055621852679942490742744211716
f(z) = 35/9*z^3 - 184/45*z + 1
*
2/7 | 0.16601654825034432846019079094687373662 | 0.027732043638501748853072671805422970540
f(z) = 35/12*z^3 - 199/42*z + 1
*
-8/5 | 0.16991226315945631030405251092307849318 | 0.028382798861407253884655074905495925067
f(z) = 35/16*z^3 - 199/40*z + 1
*
5/6 | 0.10683621746403173069494684638905024763 | 0.020340947387380235777135893679863059119
f(z) = 36/11*z^3 - 191/55*z + 1
*
1/4 | 0.13592584400767001287840173468126804066 | 0.026037658842082975821523196417524602701
f(z) = 36/11*z^3 - 185/44*z + 1
*
[ 1/4 ] 
f(z) = 37/3*z^3 - 181/48*z + 1
*
[ 1/4 ] 
f(z) = 38/7*z^3 - 187/56*z + 1
*
0 | 0.11791883759549577406858862518523604773 | 0.022683255734548861507700295581960314112
f(z) = 39/16*z^3 - 181/48*z + 1
*
-13/10 | 0.15285432584898673641826565237075828126 | 0.029310874180177716724364589518770065513
f(z) = 20/13*z^3 - 184/65*z + 1
*
[ 2/7 ] 
f(z) = 21/5*z^3 - 199/70*z + 1
*
0 | 0.13802235242215123053873783246723517222 | 0.026124745421301585793261146769020768599
f(z) = 21/10*z^3 - 197/70*z + 1
*
[ -10/7 ] 
f(z) = 21/10*z^3 - 181/70*z + 1
*
[ 6/11 ] 
f(z) = 22/3*z^3 - 199/66*z + 1
*
[ 3/2 ] 
f(z) = 23/15*z^3 - 187/60*z + 1
*
11/12 | 0.13321749088579253592496398312355309299 | 0.025313572736363908049606698802537058415
f(z) = 24/11*z^3 - 193/66*z + 1
*
2/3 | 0.14249887228141553886717734651104156341 | 0.027411552112922394117789618637142523697
f(z) = 24/13*z^3 - 181/78*z + 1
*
[ 8/15 ] 
f(z) = 25/4*z^3 - 191/72*z + 1
*
0 | 0.083246800152699515749733255974314933200 | 0.015756878671908584099019435716563973215
f(z) = 25/12*z^3 - 197/60*z + 1
*
[ -17/10 ] 
f(z) = 25/17*z^3 - 181/68*z + 1
*
8/13 | 0.14580909954562271624911667962246135165 | 0.025040005207365435584377311280030717726
f(z) = 26/5*z^3 - 193/65*z + 1
*
5/9 | 0.17882941389776598433771881032200510434 | 0.029785605874820271914688775494033832268
f(z) = 27/4*z^3 - 197/60*z + 1
*
4/9 | 0.12390541754850119307206768285749453081 | 0.021434166246955219448818486573879862580
f(z) = 27/5*z^3 - 199/60*z + 1
*
[ 3/10 ] 
f(z) = 28/9*z^3 - 196/75*z + 1
*
2/3 | 0.14249822014206181950293049951191893439 | 0.026971933595318821766238220647883684703
f(z) = 30/13*z^3 - 197/78*z + 1
*
0 | 0.14395929640294518516953732312392281322 | 0.027463991678603963942161891693546401086
f(z) = 30/13*z^3 - 189/65*z + 1
*
[ -7/8 ] 
f(z) = 32/5*z^3 - 193/70*z + 1
*
[ 3/10 ] 
f(z) = 32/9*z^3 - 199/75*z + 1
*
-5/6 | 0.14311919183815079904404176483017050577 | 0.023927316648437635252497672077605941070
f(z) = 33/5*z^3 - 191/60*z + 1
*
[ 7/11 ] 
f(z) = 33/7*z^3 - 191/77*z + 1
*
0 | 0.14543184205931953254402664711001721365 | 0.027975747833390050171759685652702779097
f(z) = 34/15*z^3 - 181/60*z + 1
*
0 | 0.10385686590159733016301833383706510583 | 0.019620420387749520014671292481210760374
f(z) = 35/12*z^3 - 199/60*z + 1
*
-6/5 | 0.082522593711927997133666947012414234925 | 0.012354422984961803844278466126971654969
f(z) = 35/16*z^3 - 199/60*z + 1
*
11/18 | 0.11741406118014355686456173502098671386 | 0.020311238659764403271670739983549886366
f(z) = 36/7*z^3 - 184/63*z + 1
*
[ -7/6 ] 
f(z) = 36/11*z^3 - 200/77*z + 1
*
[ 1/3 ] 
f(z) = 37/8*z^3 - 181/72*z + 1
*
0 | 0.11678977895365135796099308967207286906 | 0.022105863212954161698264647147748148803
f(z) = 38/15*z^3 - 197/60*z + 1
*
[ -5/6 ] 
f(z) = 39/5*z^3 - 193/60*z + 1
*
[ 1/3 ] 
f(z) = 20/9*z^3 - 182/81*z + 1
*
[ -12/7 ] 
f(z) = 21/16*z^3 - 191/84*z + 1
*
[ 3/8 ] 
f(z) = 22/9*z^3 - 193/96*z + 1
*
[ 1/3 ] 
f(z) = 22/9*z^3 - 184/81*z + 1
*
[ 9/11 ] 
f(z) = 22/9*z^3 - 184/99*z + 1
*
[ 1/3 ] 
f(z) = 23/9*z^3 - 185/81*z + 1
*
2/3 | 0.15155990322397816833074892289938460819 | 0.026763369399381681221112401529842620099
f(z) = 24/7*z^3 - 191/84*z + 1
*
[ 1/3 ] 
f(z) = 25/9*z^3 - 187/81*z + 1
*
[ -7/5 ] 
f(z) = 25/12*z^3 - 199/84*z + 1
*
[ -7/5 ] 
f(z) = 25/13*z^3 - 187/91*z + 1
*
0 | 0.13662516496718282603157243324447101273 | 0.026064814760166035686385496001147555123
f(z) = 25/16*z^3 - 189/80*z + 1
*
0 | 0.14098815176047667334170054355731666786 | 0.026686109224516853884862487227556876781
f(z) = 25/18*z^3 - 197/90*z + 1
*
[ 3/8 ] 
f(z) = 26/9*z^3 - 199/96*z + 1
*
[ 1/3 ] 
f(z) = 26/9*z^3 - 188/81*z + 1
*
[ 5/12 ] 
f(z) = 27/5*z^3 - 187/80*z + 1
*
[ 7/18 ] 
f(z) = 27/7*z^3 - 181/84*z + 1
*
-17/18 | 0.12718416082739451723071826598547943218 | 0.022001349909391750829253162121922857303
f(z) = 27/8*z^3 - 193/96*z + 1
*
3/28 | 0.14879676769541409239713348481629323208 | 0.022327076150495713375916650928494110841
f(z) = 28/9*z^3 - 199/84*z + 1
*
[ 1/3 ] 
f(z) = 28/9*z^3 - 190/81*z + 1
*
[ 1/3 ] 
f(z) = 29/9*z^3 - 191/81*z + 1
*
[ 1/3 ] 
f(z) = 31/9*z^3 - 193/81*z + 1
*
[ 1/3 ] 
f(z) = 32/9*z^3 - 194/81*z + 1
*
1/12 | 0.16719003351971704517201406711711090259 | 0.029523432859221269832844808416929769513
f(z) = 32/11*z^3 - 200/99*z + 1
*
11/16 | 0.15460983554311766323236822721590769468 | 0.027881855376339255637186934738064920238
f(z) = 32/11*z^3 - 185/88*z + 1
*
[ 1/3 ] 
f(z) = 34/9*z^3 - 196/81*z + 1
*
[ 1/3 ] 
f(z) = 35/9*z^3 - 197/81*z + 1
*
[ 2/5 ] 
f(z) = 35/9*z^3 - 191/90*z + 1
*
0 | 0.098455293807393310452266425812339854086 | 0.018708168308095083945040481637759930733
f(z) = 35/18*z^3 - 193/90*z + 1
*
[ 11/18 ] 
f(z) = 36/11*z^3 - 184/99*z + 1
*
[ 1/3 ] 
f(z) = 37/9*z^3 - 199/81*z + 1
*
[ 2/3 ] 
f(z) = 37/10*z^3 - 193/90*z + 1
*
[ 1/3 ] 
f(z) = 38/9*z^3 - 200/81*z + 1
*
[ 2/5 ] 
f(z) = 20/11*z^3 - 197/110*z + 1
*
0 | 0.15300889518966948565224586909040370156 | 0.028878771240794498645838459200844628439
f(z) = 20/11*z^3 - 189/110*z + 1
*
[ 4/5 ] 
f(z) = 21/8*z^3 - 193/100*z + 1
*
[ 4/9 ] 
f(z) = 21/8*z^3 - 191/108*z + 1
*
0 | 0.11470026223761728846369705961999640348 | 0.021752374708876176390642106968650783437
f(z) = 21/16*z^3 - 195/112*z + 1
*
[ 13/15 ] 
f(z) = 25/13*z^3 - 187/117*z + 1
*
[ 6/5 ] 
f(z) = 25/17*z^3 - 199/102*z + 1
*
[ 6/5 ] 
f(z) = 25/19*z^3 - 197/114*z + 1
*
[ -3/2 ] 
f(z) = 26/17*z^3 - 181/102*z + 1
*
0 | 0.14905166447992969422748093348952974819 | 0.028239565470459020554178352337169237627
f(z) = 28/15*z^3 - 181/105*z + 1
*
[ 2/5 ] 
f(z) = 31/16*z^3 - 181/100*z + 1
*
[ 5/8 ] 
f(z) = 32/11*z^3 - 191/110*z + 1
*
[ 13/16 ] 
f(z) = 32/13*z^3 - 193/104*z + 1
*
[ 3/8 ] 
f(z) = 32/17*z^3 - 197/102*z + 1
*
[ 2/5 ] 
f(z) = 33/16*z^3 - 183/100*z + 1
*
[ 2/5 ] 
f(z) = 37/16*z^3 - 187/100*z + 1
*
[ 2/5 ] 
f(z) = 39/16*z^3 - 189/100*z + 1
*
[ 4/9 ] 
f(z) = 39/16*z^3 - 187/108*z + 1
*
[ 4/5 ] 
f(z) = 39/16*z^3 - 181/100*z + 1
*
[ 5/6 ] 
f(z) = 21/10*z^3 - 199/120*z + 1
*
[ 2/3 ] 
f(z) = 31/14*z^3 - 187/126*z + 1
*
2/3 | 0.13321874193948224756522731219904256437 | 0.019050257949908249881979955658592631091
f(z) = 33/16*z^3 - 199/132*z + 1
*
[ 6/11 ] 
f(z) = 33/16*z^3 - 191/132*z + 1
*
[ 3/4 ] 
f(z) = 34/15*z^3 - 193/120*z + 1
*
[ -9/7 ] 
f(z) = 35/18*z^3 - 181/126*z + 1
*
[ 3/4 ] 
f(z) = 20/13*z^3 - 187/156*z + 1
*
[ 3/5 ] 
f(z) = 29/18*z^3 - 187/150*z + 1
*
[ 3/5 ] 
f(z) = 31/18*z^3 - 193/150*z + 1
*
[ 2/3 ] 
f(z) = 25/18*z^3 - 181/162*z + 1
*
[ 2/3 ] 
f(z) = 29/18*z^3 - 197/162*z + 1
*
[ 2/3 ] 
f(z) = 20*z^3 - 169/18*z + 1
*
-2 | 0.071784101723295409211287866226203764461 | 0.014126823328203068075076744973360942759
f(z) = 20*z^3 - 161/2*z + 1
*
[ 3 ] 
f(z) = 20/3*z^3 - 178/3*z + 1
*
[ -3 ] 
f(z) = 20/3*z^3 - 176/3*z + 1
*
-2 | 0.051191468326620681345243036472489278651 | 0.010049858416400716727766801222362231384
f(z) = 20/3*z^3 - 163/6*z + 1
*
-2 | 0.070874587908173403600719858352020941697 | 0.013848119107964667706506058396740500231
f(z) = 20/7*z^3 - 167/14*z + 1
*
-2 | 0.056872906045374135049045183022669152922 | 0.011086555350484533934594807759867494168
f(z) = 20/9*z^3 - 169/18*z + 1
*
-2 | 0.078397917889269151105577149589086301876 | 0.015282546936298484867600116063726671519
f(z) = 21*z^3 - 169/2*z + 1
*
[ 2 ] 
f(z) = 21*z^3 - 167/2*z + 1
*
[ -2 ] 
f(z) = 21*z^3 - 165/2*z + 1
*
-5/6 | 0.16018104771913340554311400330175423121 | 0.028968822130464203335766532130209886326
f(z) = 21*z^3 - 163/12*z + 1
*
0 | 0.13847120021966328750440341292222486765 | 0.026751776392451612064348387255020394097
f(z) = 21/2*z^3 - 177/14*z + 1
*
0 | 0.14074276494837239571481015851951649661 | 0.027499596542480500835773348486067459553
f(z) = 21/2*z^3 - 167/14*z + 1
*
-2 | 0.077882633683059817206274548220553313452 | 0.015113181983766625062742538693303100160
f(z) = 21/5*z^3 - 173/10*z + 1
*
[ 5/3 ] 
f(z) = 21/5*z^3 - 169/15*z + 1
*
[ 2 ] 
f(z) = 21/5*z^3 - 163/10*z + 1
*
[ 4 ] 
f(z) = 21/8*z^3 - 165/4*z + 1
*
[ -4 ] 
f(z) = 21/8*z^3 - 163/4*z + 1
*
-2 | 0.070707548691489469680842147574667659921 | 0.013660259525825249963515973608874016473
f(z) = 22*z^3 - 177/2*z + 1
*
[ 2 ] 
f(z) = 22*z^3 - 175/2*z + 1
*
[ -2 ] 
f(z) = 22*z^3 - 173/2*z + 1
*
[ -2 ] 
f(z) = 22/3*z^3 - 167/6*z + 1
*
[ 2 ] 
f(z) = 22/5*z^3 - 171/10*z + 1
*
[ -2 ] 
f(z) = 22/5*z^3 - 161/10*z + 1
*
[ 2 ] 
f(z) = 22/7*z^3 - 169/14*z + 1
*
[ 2 ] 
f(z) = 22/9*z^3 - 167/18*z + 1
*
[ -3 ] 
f(z) = 22/15*z^3 - 178/15*z + 1
*
[ -2 ] 
f(z) = 23/3*z^3 - 175/6*z + 1
*
[ 2 ] 
f(z) = 23/5*z^3 - 179/10*z + 1
*
[ -2 ] 
f(z) = 23/5*z^3 - 169/10*z + 1
*
[ 2 ] 
f(z) = 23/7*z^3 - 177/14*z + 1
*
[ -2 ] 
f(z) = 23/7*z^3 - 163/14*z + 1
*
[ -4 ] 
f(z) = 23/8*z^3 - 179/4*z + 1
*
[ 2 ] 
f(z) = 23/9*z^3 - 175/18*z + 1
*
[ 3/2 ] 
f(z) = 24*z^3 - 161/3*z + 1
*
[ -2 ] 
f(z) = 24/5*z^3 - 177/10*z + 1
*
[ -5/3 ] 
f(z) = 24/5*z^3 - 176/15*z + 1
*
3/2 | 0.12260269604872054677218325456663847875 | 0.023817936396236314086174241238289346883
f(z) = 24/5*z^3 - 172/15*z + 1
*
[ -2 ] 
f(z) = 25/7*z^3 - 179/14*z + 1
*
[ 14/5 ] 
f(z) = 25/8*z^3 - 167/7*z + 1
*
[ -14/5 ] 
f(z) = 25/8*z^3 - 162/7*z + 1
*
[ -12/5 ] 
f(z) = 25/9*z^3 - 175/12*z + 1
*
[ -2 ] 
f(z) = 25/9*z^3 - 173/18*z + 1
*
[ 13/5 ] 
f(z) = 25/13*z^3 - 161/13*z + 1
*
[ -14/5 ] 
f(z) = 25/14*z^3 - 177/14*z + 1
*
[ -2/3 ] 
f(z) = 26*z^3 - 163/18*z + 1
*
[ 1/12 ] 
f(z) = 27*z^3 - 179/16*z + 1
*
[ -2/3 ] 
f(z) = 28*z^3 - 179/18*z + 1
*
[ -3/4 ] 
f(z) = 28*z^3 - 161/12*z + 1
*
[ 5/2 ] 
f(z) = 28/5*z^3 - 172/5*z + 1
*
[ -5/2 ] 
f(z) = 28/5*z^3 - 168/5*z + 1
*
[ -3/2 ] 
f(z) = 28/5*z^3 - 164/15*z + 1
*
[ 5/2 ] 
f(z) = 28/15*z^3 - 166/15*z + 1
*
[ 3/5 ] 
f(z) = 30*z^3 - 172/15*z + 1
*
1/8 | 0.13480713846671001372712470771439283878 | 0.026465204054442811885957366619319395982
f(z) = 32/9*z^3 - 163/18*z + 1
*
[ -5/2 ] 
f(z) = 32/15*z^3 - 179/15*z + 1
*
[ 4/3 ] 
f(z) = 33/4*z^3 - 173/12*z + 1
*
-4/3 | 0.11223496330534364630902960489641319291 | 0.021929483977305836934434442172076825144
f(z) = 33/4*z^3 - 167/12*z + 1
*
0 | 0.15466888140602193583071574992380288304 | 0.029848580108542667495254729407995805161
f(z) = 35*z^3 - 178/5*z + 1
*
0 | 0.10578387507447002663359660512606451840 | 0.020436788064449833050754311278828606203
f(z) = 35/2*z^3 - 177/10*z + 1
*
0 | 0.14920746175018960112901209273570801302 | 0.028889379444477098991655245214288149216
f(z) = 35/3*z^3 - 172/15*z + 1
*
[ 13/6 ] 
f(z) = 36/13*z^3 - 162/13*z + 1
*
3/2 | 0.14841146830340610119924726241935792525 | 0.028735260096492034181330720357097869617
f(z) = 38/3*z^3 - 175/6*z + 1
*
[ 3/2 ] 
f(z) = 38/3*z^3 - 169/6*z + 1
*
[ -3/2 ] 
f(z) = 38/3*z^3 - 161/6*z + 1
*
-2 | 0.067893104844022342995054365999519526173 | 0.013361090747248557991234199921666816323
f(z) = 39/10*z^3 - 161/10*z + 1
*
-2 | 0.067518038086720004740679490236543763819 | 0.013255074439266046055390150527502800672
f(z) = 39/14*z^3 - 163/14*z + 1
*
1/5 | 0.14827543225242518900366543223908549271 | 0.028583845081558027365842544843221308917
f(z) = 20/7*z^3 - 179/35*z + 1
*
-7/5 | 0.13688219113679041526608452613716950804 | 0.026622160246886547623304071222321237353
f(z) = 20/7*z^3 - 171/35*z + 1
*
-2 | 0.069894934236307190405782455918430498939 | 0.013593836599423370485051233766579980199
f(z) = 20/11*z^3 - 171/22*z + 1
*
-2 | 0.069210250872909740132478024883614973704 | 0.013430299761574954972392738708499847709
f(z) = 20/13*z^3 - 173/26*z + 1
*
-2 | 0.067023066237590923474132962106538588035 | 0.012948440385294621349152064981168795891
f(z) = 20/17*z^3 - 177/34*z + 1
*
-2 | 0.064849266631057669071329825788878740763 | 0.012501338643067653254732234468346389094
f(z) = 20/19*z^3 - 179/38*z + 1
*
1/21 | 0.15797757166937645932231707905643299092 | 0.025944556970896562492435351581783689327
f(z) = 21*z^3 - 169/21*z + 1
*
0 | 0.11104499735759203540048845046446287350 | 0.021800244020604783416988184830332157267
f(z) = 21/4*z^3 - 163/28*z + 1
*
0 | 0.13676518892296608398525094191208335588 | 0.026569273563869916345846285448857522975
f(z) = 21/5*z^3 - 172/35*z + 1
*
0 | 0.060694048576734813271243137711560968021 | 0.011858953097888687717105075684951367876
f(z) = 21/5*z^3 - 167/35*z + 1
*
0 | 0.12196914107933668794136551965564392154 | 0.024003037805811312014700545177686292800
f(z) = 21/5*z^3 - 161/30*z + 1
*
[ 10/7 ] 
f(z) = 21/8*z^3 - 177/35*z + 1
*
-2 | 0.076656897052902482611135690167558539646 | 0.014777558470123888634897746669130255145
f(z) = 21/11*z^3 - 179/22*z + 1
*
4/11 | 0.16364233882079544719302314591512241284 | 0.026470412698959122020941724160606050976
f(z) = 22*z^3 - 163/22*z + 1
*
-10/11 | 0.15652277708283853087666602318759973058 | 0.028516041699098419509141640753262791994
f(z) = 22/3*z^3 - 167/33*z + 1
*
[ 2 ] 
f(z) = 22/13*z^3 - 163/26*z + 1
*
0 | 0.14791540531390646690460697341205524767 | 0.028514440770408980282828518166760892646
f(z) = 22/15*z^3 - 179/30*z + 1
*
[ -3/2 ] 
f(z) = 23/6*z^3 - 167/24*z + 1
*
[ 4/3 ] 
f(z) = 23/8*z^3 - 175/36*z + 1
*
[ 2 ] 
f(z) = 23/11*z^3 - 173/22*z + 1
*
[ 2 ] 
f(z) = 23/13*z^3 - 171/26*z + 1
*
[ 2 ] 
f(z) = 23/15*z^3 - 169/30*z + 1
*
[ 2 ] 
f(z) = 23/17*z^3 - 167/34*z + 1
*
[ 2 ] 
f(z) = 23/19*z^3 - 165/38*z + 1
*
[ 5/12 ] 
f(z) = 24*z^3 - 167/30*z + 1
*
0 | 0.11108191849545264831222960570677364939 | 0.021413853268900797362031346137984685403
f(z) = 24/5*z^3 - 179/30*z + 1
*
-3/2 | 0.14889853970467049856442813471462567994 | 0.028893870446541577588965690419225842669
f(z) = 24/11*z^3 - 173/33*z + 1
*
[ 1/6 ] 
f(z) = 24/11*z^3 - 167/33*z + 1
*
[ 2 ] 
f(z) = 24/13*z^3 - 179/26*z + 1
*
0 | 0.14312228793482514478616884150654163265 | 0.027680636488222816592375614076593050230
f(z) = 24/13*z^3 - 176/39*z + 1
*
[ 2 ] 
f(z) = 24/17*z^3 - 175/34*z + 1
*
[ 2 ] 
f(z) = 24/19*z^3 - 173/38*z + 1
*
-14/25 | 0.18882931991587502019639546400984100774 | 0.029331563283216552214676972492351445752
f(z) = 25*z^3 - 171/25*z + 1
*
[ 4/15 ] 
f(z) = 25*z^3 - 163/36*z + 1
*
[ -9/10 ] 
f(z) = 25/3*z^3 - 167/36*z + 1
*
0 | 0.14413283605227654252012864235924472521 | 0.027969082169960771338969767537433271231
f(z) = 25/4*z^3 - 173/20*z + 1
*
0 | 0.12499978140140777257151816198075746058 | 0.024366910215552322921424714018525030656
f(z) = 25/4*z^3 - 169/20*z + 1
*
0 | 0.13254458051111071651568372213270555498 | 0.025551324977963213665673826156656270957
f(z) = 25/6*z^3 - 179/30*z + 1
*
0 | 0.13171240495493219808283410522551035476 | 0.025558888438520120255224343060838841427
f(z) = 25/6*z^3 - 173/30*z + 1
*
0 | 0.12432102269757881784178836043544442377 | 0.024290967760837033416713629746869953037
f(z) = 25/6*z^3 - 167/30*z + 1
*
0 | 0.10835932206848828011177121096294217769 | 0.021324680006807449135611158709565941569
f(z) = 25/6*z^3 - 161/30*z + 1
*
0 | 0.15452559510530860290836216035869538621 | 0.029952304471098665799345723399141608008
f(z) = 25/7*z^3 - 174/35*z + 1
*
[ -2 ] 
f(z) = 25/11*z^3 - 167/22*z + 1
*
[ -2 ] 
f(z) = 25/13*z^3 - 161/26*z + 1
*
4/15 | 0.18401540371967739959540938301058968455 | 0.028089321807783661038493545158719864827
f(z) = 25/16*z^3 - 175/36*z + 1
*
-10/13 | 0.14798615619589544770941029709905697065 | 0.025413874259636085030497852001452061505
f(z) = 26/3*z^3 - 161/39*z + 1
*
0 | 0.14851175152919643031951001781177315423 | 0.029226517092908137972022513471097386031
f(z) = 26/5*z^3 - 161/30*z + 1
*
[ -2 ] 
f(z) = 26/11*z^3 - 175/22*z + 1
*
[ -2 ] 
f(z) = 26/15*z^3 - 163/30*z + 1
*
-10/9 | 0.12281938845398233291659400138926028174 | 0.023833192087386986636190467667919198473
f(z) = 27/5*z^3 - 173/30*z + 1
*
[ 1/9 ] 
f(z) = 27/7*z^3 - 169/21*z + 1
*
-14/9 | 0.16006369503387406609928592849457695100 | 0.022026626941740549931029133017927191524
f(z) = 27/8*z^3 - 179/21*z + 1
*
11/9 | 0.064268393048138113798893653023864466386 | 0.012528199213988158568385670056819065742
f(z) = 27/8*z^3 - 169/24*z + 1
*
[ 14/9 ] 
f(z) = 27/8*z^3 - 164/21*z + 1
*
[ 2/15 ] 
f(z) = 27/8*z^3 - 164/25*z + 1
*
[ 1/6 ] 
f(z) = 27/8*z^3 - 163/32*z + 1
*
2/9 | 0.13553076122446046069556862723516222086 | 0.026419773324217151161652402883432611921
f(z) = 27/10*z^3 - 169/30*z + 1
*
0 | 0.098404505331735922040987142555420567524 | 0.019365611996918258567628840703921091082
f(z) = 27/10*z^3 - 161/30*z + 1
*
[ -2 ] 
f(z) = 27/13*z^3 - 177/26*z + 1
*
[ -2 ] 
f(z) = 27/17*z^3 - 165/34*z + 1
*
[ -4/7 ] 
f(z) = 28*z^3 - 179/28*z + 1
*
[ 5/4 ] 
f(z) = 28/5*z^3 - 171/20*z + 1
*
[ 3/2 ] 
f(z) = 28/11*z^3 - 178/33*z + 1
*
[ 3/2 ] 
f(z) = 28/13*z^3 - 176/39*z + 1
*
[ -2 ] 
f(z) = 28/15*z^3 - 179/30*z + 1
*
0 | 0.13784478141613094739278051850496240486 | 0.027127300154659591702495222232113238471
f(z) = 28/15*z^3 - 161/30*z + 1
*
[ -2 ] 
f(z) = 28/17*z^3 - 173/34*z + 1
*
[ -2 ] 
f(z) = 28/19*z^3 - 167/38*z + 1
*
[ -4/3 ] 
f(z) = 29/8*z^3 - 169/36*z + 1
*
[ -2 ] 
f(z) = 29/19*z^3 - 175/38*z + 1
*
1/12 | 0.11492338399714691963482976977169109716 | 0.017467547642406465391305139463713715858
f(z) = 30*z^3 - 173/24*z + 1
*
1/3 | 0.070771776700022057965948474140555755121 | 0.010403950250225715259438920156858408466
f(z) = 30*z^3 - 169/30*z + 1
*
3/10 | 0.072481878398479754289359362733344761155 | 0.010655347259361064902572042973806330530
f(z) = 30*z^3 - 161/30*z + 1
*
0 | 0.11266370053773053733862258068017555192 | 0.021911916114239874824902398177905629127
f(z) = 30/7*z^3 - 171/35*z + 1
*
0 | 0.13563636575893698706878510508220844526 | 0.026596062402521538509024842502954501229
f(z) = 30/7*z^3 - 164/35*z + 1
*
5/8 | 0.16899589056539878536146552662725564829 | 0.029297241032291658897541513366796281966
f(z) = 32/3*z^3 - 173/30*z + 1
*
1/16 | 0.10748937202507284630371487498337940201 | 0.019384297996105183676429888565412166326
f(z) = 32/3*z^3 - 169/24*z + 1
*
0 | 0.072579800054954142891650659779987929467 | 0.014084163242857889586789283015995661635
f(z) = 32/5*z^3 - 173/20*z + 1
*
0 | 0.12705043767866270963294373859141459310 | 0.024545355958141333976990458168740774307
f(z) = 32/7*z^3 - 177/28*z + 1
*
-3/2 | 0.17236460847679806699118994604981732026 | 0.027420404188058411393611036610482218908
f(z) = 32/9*z^3 - 179/24*z + 1
*
[ -3/2 ] 
f(z) = 32/11*z^3 - 161/33*z + 1
*
[ -15/8 ] 
f(z) = 32/15*z^3 - 179/30*z + 1
*
[ 3/11 ] 
f(z) = 33*z^3 - 169/33*z + 1
*
7/11 | 0.17238911952729915567201296622923205356 | 0.029246239928696611750593171901338018121
f(z) = 33/2*z^3 - 169/22*z + 1
*
0 | 0.075158946881870609503803849700159609512 | 0.014488790634628550900537021800676198202
f(z) = 33/10*z^3 - 179/30*z + 1
*
[ 3/4 ] 
f(z) = 34/3*z^3 - 161/24*z + 1
*
3/10 | 0.14934770749913728497190285248812352539 | 0.022797416587953927229078293508943222891
f(z) = 35*z^3 - 163/20*z + 1
*
[ 3/7 ] 
f(z) = 35*z^3 - 163/21*z + 1
*
[ -4/5 ] 
f(z) = 35/2*z^3 - 179/20*z + 1
*
2/5 | 0.17590432469887745640264309607536336387 | 0.024737989313089539961941836001299433994
f(z) = 35/2*z^3 - 163/35*z + 1
*
[ 1/7 ] 
f(z) = 35/4*z^3 - 173/28*z + 1
*
[ 6/5 ] 
f(z) = 35/9*z^3 - 163/30*z + 1
*
5/12 | 0.18154435440928291607319308287389277045 | 0.027593467487285268078377613414159154255
f(z) = 36*z^3 - 169/20*z + 1
*
0 | 0.13126698434483303193269450528894250773 | 0.025708653767615413945272824631351664256
f(z) = 36/7*z^3 - 165/28*z + 1
*
[ -3/2 ] 
f(z) = 36/13*z^3 - 178/39*z + 1
*
[ 3/4 ] 
f(z) = 38/3*z^3 - 179/24*z + 1
*
-3/4 | 0.15326283201099156295016252902273380281 | 0.026808131780311889404782485334323149163
f(z) = 38/3*z^3 - 163/24*z + 1
*
[ 3/2 ] 
f(z) = 38/15*z^3 - 161/30*z + 1
*
[ 2/13 ] 
f(z) = 39*z^3 - 167/26*z + 1
*
0 | 0.076874817700783923666076646987963591424 | 0.015038145802280655711343348564135668279
f(z) = 39/7*z^3 - 166/21*z + 1
*
0 | 0.15069715377203141656754587384609464715 | 0.029242892820761836395694908197097014845
f(z) = 39/8*z^3 - 173/24*z + 1
*
[ 1/4 ] 
f(z) = 20/13*z^3 - 161/52*z + 1
*
4/21 | 0.10521926828852709345493643624474395249 | 0.015514050239160867084715244206765471131
f(z) = 21*z^3 - 179/42*z + 1
*
3/7 | 0.14110990219778756705432733239553686831 | 0.023174390250725846987709136675862265073
f(z) = 21/2*z^3 - 179/42*z + 1
*
[ 6/7 ] 
f(z) = 21/4*z^3 - 169/42*z + 1
*
0 | 0.12681511564248678498907549756614941473 | 0.024446825508852429437108509305243161168
f(z) = 21/8*z^3 - 179/56*z + 1
*
0 | 0.14513951755242683604447764635874418424 | 0.028493646494372502855098117729380554702
f(z) = 21/8*z^3 - 163/56*z + 1
*
1/4 | 0.11357183628584195237196600090694664738 | 0.021965416853592626309355806528671454426
f(z) = 22/5*z^3 - 171/40*z + 1
*
[ 1/4 ] 
f(z) = 22/7*z^3 - 179/56*z + 1
*
0 | 0.13880669967327093065218847207200947462 | 0.027121310568315315102077972311242793810
f(z) = 22/7*z^3 - 167/42*z + 1
*
-15/23 | 0.17885020812138970601995121007478733197 | 0.028520258020694598566917912898179152479
f(z) = 23/2*z^3 - 179/46*z + 1
*
[ 2/5 ] 
f(z) = 23/2*z^3 - 167/50*z + 1
*
[ 1/4 ] 
f(z) = 23/3*z^3 - 167/48*z + 1
*
0 | 0.10158806326954685158828373933868688165 | 0.019583672214078123948366919552658955544
f(z) = 24/7*z^3 - 179/42*z + 1
*
1/12 | 0.093177875207448644592420553725163021469 | 0.018163687118498189291478415806289546137
f(z) = 24/7*z^3 - 169/42*z + 1
*
[ 1/4 ] 
f(z) = 25/3*z^3 - 169/48*z + 1
*
0 | 0.12774819812080207392174314938483571979 | 0.024789631205266960759045206408350818733
f(z) = 25/8*z^3 - 173/40*z + 1
*
0 | 0.14118742438463466731015608069466460391 | 0.027785118885154176234478311137587175207
f(z) = 25/9*z^3 - 161/45*z + 1
*
3/10 | 0.14224753707185024045258508818217460628 | 0.027729112206064938803797370086930281353
f(z) = 25/12*z^3 - 169/48*z + 1
*
-13/10 | 0.14256061447826866390659156224403935414 | 0.027663991424526036899303316680535529705
f(z) = 25/13*z^3 - 173/52*z + 1
*
[ -8/5 ] 
f(z) = 25/14*z^3 - 165/56*z + 1
*
1/4 | 0.11548646422823387779739906791427367989 | 0.021636653922419670574568380869894065395
f(z) = 26/5*z^3 - 173/40*z + 1
*
5/18 | 0.085071871425641710422421416536219778826 | 0.014716423794488563365457926399883674500
f(z) = 27/4*z^3 - 169/48*z + 1
*
[ 4/3 ] 
f(z) = 27/13*z^3 - 179/52*z + 1
*
0 | 0.056924149257178824126982907553409453736 | 0.010973571542159999226623421339858649302
f(z) = 27/14*z^3 - 179/42*z + 1
*
7/9 | 0.14651377216674330298866521673157222242 | 0.028763438800657724433780194422009700090
f(z) = 27/14*z^3 - 163/42*z + 1
*
2/7 | 0.15260846806071100110833484839075051318 | 0.025557155615548452087329374708774432028
f(z) = 28/3*z^3 - 179/42*z + 1
*
[ 1/4 ] 
f(z) = 28/13*z^3 - 163/52*z + 1
*
[ 3/2 ] 
f(z) = 28/17*z^3 - 172/51*z + 1
*
[ 3/2 ] 
f(z) = 28/19*z^3 - 170/57*z + 1
*
[ 1/4 ] 
f(z) = 29/3*z^3 - 173/48*z + 1
*
[ -7/6 ] 
f(z) = 30/7*z^3 - 167/42*z + 1
*
[ 1/4 ] 
f(z) = 31/3*z^3 - 175/48*z + 1
*
[ -3/4 ] 
f(z) = 31/3*z^3 - 167/48*z + 1
*
11/16 | 0.069126783240386207246258235169050483888 | 0.012466108421688936205974184079183431586
f(z) = 32/5*z^3 - 161/40*z + 1
*
3/16 | 0.065814614602735742644088451407229222454 | 0.011868802263173151299333889454275851468
f(z) = 32/7*z^3 - 177/56*z + 1
*
[ -5/4 ] 
f(z) = 32/9*z^3 - 169/45*z + 1
*
[ 4/11 ] 
f(z) = 33/2*z^3 - 173/44*z + 1
*
1/3 | 0.14060212213794241143881277529572655792 | 0.027104620207664324011026034691769629339
f(z) = 33/14*z^3 - 179/42*z + 1
*
4/11 | 0.17196616502172235020911141544048052641 | 0.026204591241695429623808845263044328083
f(z) = 33/16*z^3 - 177/44*z + 1
*
1/4 | 0.14736583874959887977783312268062796843 | 0.026288091696211108275430860222544709334
f(z) = 34/5*z^3 - 177/40*z + 1
*
[ 1/4 ] 
f(z) = 35/3*z^3 - 179/48*z + 1
*
[ -6/7 ] 
f(z) = 35/4*z^3 - 179/42*z + 1
*
-6/7 | 0.10394501994572814454574835305065891137 | 0.018894772062596140589334463427149079193
f(z) = 35/6*z^3 - 173/42*z + 1
*
[ 2/3 ] 
f(z) = 35/6*z^3 - 167/54*z + 1
*
[ 1/5 ] 
f(z) = 35/8*z^3 - 167/40*z + 1
*
6/7 | 0.15990642992498197908447904316541556256 | 0.025673299739341306021456911385959847996
f(z) = 35/9*z^3 - 169/42*z + 1
*
-8/7 | 0.14608728857914387309496904445165650289 | 0.025139174691459702703923809706877441231
f(z) = 35/16*z^3 - 167/56*z + 1
*
[ -4/3 ] 
f(z) = 36/11*z^3 - 179/44*z + 1
*
0 | 0.15237478759127187781213360645215909694 | 0.029437863173155125807870676283671232227
f(z) = 36/11*z^3 - 177/44*z + 1
*
11/12 | 0.13902585964642681806533551496194352681 | 0.027101092511241054983350281232359021850
f(z) = 36/11*z^3 - 169/44*z + 1
*
[ 2/3 ] 
f(z) = 37/6*z^3 - 175/54*z + 1
*
1/4 | 0.15712328156211451940606245995594834072 | 0.027483386432335597233374292776318256377
f(z) = 38/5*z^3 - 179/40*z + 1
*
[ 4/13 ] 
f(z) = 39/4*z^3 - 165/52*z + 1
*
3/20 | 0.065116476133063679261645420191204038278 | 0.010515611165163834078753397749442087508
f(z) = 20/9*z^3 - 163/60*z + 1
*
-5/6 | 0.091850792208612369106873922259067557992 | 0.016611261443982233468189311179342977718
f(z) = 21/5*z^3 - 163/60*z + 1
*
-4/3 | 0.15487921260244513943888187202179012005 | 0.029856891004339479460916500984593235593
f(z) = 21/10*z^3 - 179/60*z + 1
*
5/7 | 0.12544998053174810702884837786094592730 | 0.024343660402545881122744465640880776401
f(z) = 21/10*z^3 - 173/70*z + 1
*
0 | 0.13791117731713224325159532039830275547 | 0.026946335296956826487592257737039250897
f(z) = 21/10*z^3 - 167/70*z + 1
*
0 | 0.15251201070656758928682798910188730587 | 0.029369011737585108241085218718727976322
f(z) = 21/11*z^3 - 180/77*z + 1
*
6/11 | 0.16647415222837276922412490254542417583 | 0.026727760797466438551709831791979480636
f(z) = 22/9*z^3 - 169/66*z + 1
*
[ -3/2 ] 
f(z) = 22/13*z^3 - 167/78*z + 1
*
0 | 0.13247694504672510251639219059853871174 | 0.026007742787571922007743971490798333064
f(z) = 22/15*z^3 - 163/60*z + 1
*
[ -6/5 ] 
f(z) = 23/8*z^3 - 173/75*z + 1
*
[ 1/3 ] 
f(z) = 23/8*z^3 - 167/72*z + 1
*
-3/2 | 0.067134634765619128572214662819877848948 | 0.013117373179065578031223889610936651083
f(z) = 23/15*z^3 - 167/60*z + 1
*
3/4 | 0.13409611186955994851791717079065671094 | 0.026140109058970147005440195390647080212
f(z) = 24/11*z^3 - 169/66*z + 1
*
2/3 | 0.13321874350677374740335038641966762031 | 0.026153371927361925212501312068899061724
f(z) = 24/11*z^3 - 163/66*z + 1
*
-13/12 | 0.14249887228141553886717734651104156341 | 0.027590469963494720033959939502706207326
f(z) = 24/13*z^3 - 175/78*z + 1
*
[ 13/12 ] 
f(z) = 24/13*z^3 - 163/78*z + 1
*
[ 14/15 ] 
f(z) = 25/8*z^3 - 176/63*z + 1
*
[ 1/3 ] 
f(z) = 25/8*z^3 - 169/72*z + 1
*
-6/5 | 0.081163284494856176228004985976847795902 | 0.015972608882328998179916364601363559425
f(z) = 25/11*z^3 - 161/66*z + 1
*
0 | 0.060424836472722800014064352364109464146 | 0.011725483676731781131416189382611288612
f(z) = 25/12*z^3 - 173/60*z + 1
*
0 | 0.11097871576690198028600316224338076498 | 0.021840166181547590935964837494848929405
f(z) = 25/12*z^3 - 161/60*z + 1
*
0 | 0.071621669534822154975036694178953552489 | 0.013994090684725127645527796979731620697
f(z) = 25/14*z^3 - 167/70*z + 1
*
0 | 0.14095477002386878308108405398197743065 | 0.027172602019529812507171570503873240818
f(z) = 26/15*z^3 - 179/60*z + 1
*
[ 5/9 ] 
f(z) = 27/4*z^3 - 173/60*z + 1
*
4/9 | 0.094572409350732852654431788178079523278 | 0.018478414163239296854749869931820139951
f(z) = 27/10*z^3 - 167/60*z + 1
*
0 | 0.091819209683565248447935035253427823783 | 0.017817584741682682642763301187962923236
f(z) = 27/11*z^3 - 173/66*z + 1
*
8/9 | 0.12451541557076312208438666982063662988 | 0.024328950001595646305356369667610358385
f(z) = 27/13*z^3 - 167/78*z + 1
*
10/9 | 0.17883052767106185312956535106962954712 | 0.027494250392941066444970585692208540084
f(z) = 27/16*z^3 - 167/60*z + 1
*
[ 4/3 ] 
f(z) = 27/17*z^3 - 175/68*z + 1
*
[ 4/3 ] 
f(z) = 27/19*z^3 - 173/76*z + 1
*
-3/4 | 0.16134109967512907747753057676202843704 | 0.027735605395608364189972570575360014367
f(z) = 28/5*z^3 - 169/60*z + 1
*
[ 1/3 ] 
f(z) = 29/8*z^3 - 173/72*z + 1
*
[ -3/2 ] 
f(z) = 29/15*z^3 - 161/60*z + 1
*
[ 7/10 ] 
f(z) = 30/7*z^3 - 177/70*z + 1
*
2/3 | 0.13686781244212060337375202265524005892 | 0.026356431677004563289332639626822527303
f(z) = 30/11*z^3 - 179/66*z + 1
*
0 | 0.057867246543959827088626135777145539566 | 0.011143409854067985951009576500775518320
f(z) = 30/13*z^3 - 167/78*z + 1
*
[ 1/3 ] 
f(z) = 31/8*z^3 - 175/72*z + 1
*
[ -3/2 ] 
f(z) = 31/15*z^3 - 179/60*z + 1
*
[ 5/8 ] 
f(z) = 32/7*z^3 - 167/70*z + 1
*
[ 1/3 ] 
f(z) = 35/8*z^3 - 179/72*z + 1
*
[ 3/10 ] 
f(z) = 35/9*z^3 - 161/60*z + 1
*
3/5 | 0.065694765731417277983415120957928803496 | 0.012719745999757503172227861028147169739
f(z) = 35/12*z^3 - 163/60*z + 1
*
[ 6/5 ] 
f(z) = 35/16*z^3 - 179/60*z + 1
*
[ -17/12 ] 
f(z) = 36/17*z^3 - 173/68*z + 1
*
[ 1/3 ] 
f(z) = 37/7*z^3 - 163/63*z + 1
*
[ 3/5 ] 
f(z) = 37/9*z^3 - 161/75*z + 1
*
[ 1/3 ] 
f(z) = 38/7*z^3 - 164/63*z + 1
*
[ 3/5 ] 
f(z) = 38/9*z^3 - 164/75*z + 1
*
[ 5/13 ] 
f(z) = 39/5*z^3 - 179/65*z + 1
*
[ 3/4 ] 
f(z) = 20/7*z^3 - 163/84*z + 1
*
[ 2/5 ] 
f(z) = 20/9*z^3 - 167/90*z + 1
*
0 | 0.15450897756919224647893049208352498255 | 0.029982580014327741410754916806999684175
f(z) = 21/13*z^3 - 173/91*z + 1
*
-4/3 | 0.087379608727686935977301504245849740777 | 0.013409610137081641665567290291245746181
f(z) = 21/16*z^3 - 169/84*z + 1
*
0 | 0.14098749962112295397745369655819403885 | 0.027178911478374635441509433861561752361
f(z) = 25/18*z^3 - 179/90*z + 1
*
0 | 0.14098815176047667334170054355731666786 | 0.027745902831904967190585347664742024178
f(z) = 25/18*z^3 - 161/90*z + 1
*
[ 7/13 ] 
f(z) = 26/7*z^3 - 176/91*z + 1
*
[ 13/14 ] 
f(z) = 28/13*z^3 - 176/91*z + 1
*
[ 2/3 ] 
f(z) = 29/10*z^3 - 161/90*z + 1
*
[ 2/3 ] 
f(z) = 31/10*z^3 - 169/90*z + 1
*
[ 5/8 ] 
f(z) = 32/9*z^3 - 179/90*z + 1
*
[ 11/16 ] 
f(z) = 32/11*z^3 - 161/88*z + 1
*
[ 2/5 ] 
f(z) = 35/18*z^3 - 163/90*z + 1
*
[ -7/6 ] 
f(z) = 36/13*z^3 - 174/91*z + 1
*
[ 3/5 ] 
f(z) = 20/7*z^3 - 178/105*z + 1
*
[ 10/21 ] 
f(z) = 21/8*z^3 - 178/105*z + 1
*
[ 2/5 ] 
f(z) = 21/16*z^3 - 171/100*z + 1
*
[ 4/9 ] 
f(z) = 21/16*z^3 - 163/108*z + 1
*
[ -4/3 ] 
f(z) = 23/12*z^3 - 179/108*z + 1
*
[ 2/5 ] 
f(z) = 23/16*z^3 - 173/100*z + 1
*
[ -5/4 ] 
f(z) = 24/11*z^3 - 177/110*z + 1
*
[ -19/12 ] 
f(z) = 24/19*z^3 - 175/114*z + 1
*
[ -3/2 ] 
f(z) = 26/19*z^3 - 161/114*z + 1
*
[ 2/5 ] 
f(z) = 27/16*z^3 - 177/100*z + 1
*
[ 3/7 ] 
f(z) = 28/15*z^3 - 176/105*z + 1
*
[ 2/5 ] 
f(z) = 29/16*z^3 - 179/100*z + 1
*
[ 4/9 ] 
f(z) = 33/16*z^3 - 179/108*z + 1
*
[ 4/5 ] 
f(z) = 37/16*z^3 - 173/100*z + 1
*
[ 8/13 ] 
f(z) = 39/16*z^3 - 161/104*z + 1
*
[ 2/3 ] 
f(z) = 39/19*z^3 - 161/114*z + 1
*
[ 3/4 ] 
f(z) = 20/11*z^3 - 179/132*z + 1
*
-5/4 | 0.15359454547016214288678191214661319262 | 0.029609238876588248551963692027691901534
f(z) = 22/15*z^3 - 179/120*z + 1
*
0 | 0.13683209908152918411631358798311117842 | 0.026026099767873678459035964500925264390
f(z) = 24/17*z^3 - 175/136*z + 1
*
[ 2/3 ] 
f(z) = 25/14*z^3 - 163/126*z + 1
*
[ 2/3 ] 
f(z) = 29/14*z^3 - 179/126*z + 1
*
[ 3/5 ] 
f(z) = 23/18*z^3 - 169/150*z + 1
*
[ 2/3 ] 
f(z) = 23/18*z^3 - 173/162*z + 1
*
[ 2 ] 
f(z) = 20*z^3 - 159/2*z + 1
*
[ -2 ] 
f(z) = 20*z^3 - 157/2*z + 1
*
[ 2 ] 
f(z) = 20/3*z^3 - 157/6*z + 1
*
6/5 | 0.12054550057913812078392037495382180262 | 0.023932228490967851527571047742659142801
f(z) = 20/3*z^3 - 154/15*z + 1
*
[ -2 ] 
f(z) = 20/3*z^3 - 151/6*z + 1
*
1/10 | 0.066930616701312779912464156816164982879 | 0.013340020664225449139676471963639270843
f(z) = 20/3*z^3 - 151/15*z + 1
*
[ 2 ] 
f(z) = 20/7*z^3 - 153/14*z + 1
*
[ 2 ] 
f(z) = 20/9*z^3 - 151/18*z + 1
*
0 | 0.12522729776600163215977381673527189208 | 0.024926408429973370716496317829644779645
f(z) = 21*z^3 - 152/7*z + 1
*
0 | 0.14362306579325865155987237967149349197 | 0.028334144829636016786410442642026465474
f(z) = 21/2*z^3 - 159/14*z + 1
*
0 | 0.12234967639011578795257442395448343600 | 0.024321873821325112052307471284715767509
f(z) = 21/2*z^3 - 153/14*z + 1
*
[ -2 ] 
f(z) = 21/5*z^3 - 153/10*z + 1
*
[ -5/3 ] 
f(z) = 21/5*z^3 - 151/15*z + 1
*
[ -2 ] 
f(z) = 22/7*z^3 - 155/14*z + 1
*
[ -2 ] 
f(z) = 22/9*z^3 - 149/18*z + 1
*
[ -2 ] 
f(z) = 23/9*z^3 - 157/18*z + 1
*
[ -3/2 ] 
f(z) = 24*z^3 - 157/3*z + 1
*
0 | 0.12833531116101116205282475747957821535 | 0.025381541187191267641996218083457198460
f(z) = 24*z^3 - 157/6*z + 1
*
0 | 0.11856818040183377524799325765787486699 | 0.023631964781359169979214179304323156678
f(z) = 24*z^3 - 151/6*z + 1
*
[ 3/2 ] 
f(z) = 24/5*z^3 - 157/15*z + 1
*
-3/2 | 0.082218087852463379956555807017532519386 | 0.016365454455237259955364592859855858800
f(z) = 24/5*z^3 - 152/15*z + 1
*
[ 5/2 ] 
f(z) = 24/5*z^3 - 147/5*z + 1
*
[ -5/2 ] 
f(z) = 24/5*z^3 - 143/5*z + 1
*
-7/4 | 0.12823038152869469160986932887637844109 | 0.025490898313918614229280036197071122124
f(z) = 24/7*z^3 - 153/14*z + 1
*
[ 7/4 ] 
f(z) = 24/7*z^3 - 141/14*z + 1
*
[ -2/3 ] 
f(z) = 25*z^3 - 155/18*z + 1
*
0 | 0.14475028853237208232438441907512466132 | 0.029005559340859995001096918681433175439
f(z) = 25/2*z^3 - 147/10*z + 1
*
0 | 0.093213634435610125258670158585490999661 | 0.018412224131598559648579936246474265755
f(z) = 25/3*z^3 - 158/15*z + 1
*
0 | 0.13571891421642034229932304128179329167 | 0.027347000425703969257518905726176104629
f(z) = 25/3*z^3 - 143/15*z + 1
*
[ 1/10 ] 
f(z) = 25/4*z^3 - 145/16*z + 1
*
21/10 | 0.16985785720889197609736876341591494529 | 0.027773193791490653319315689782957953121
f(z) = 25/9*z^3 - 151/12*z + 1
*
-12/5 | 0.12835716274593566006916294430950354777 | 0.025583018472300223501434766314740528643
f(z) = 25/12*z^3 - 151/12*z + 1
*
[ -13/5 ] 
f(z) = 25/13*z^3 - 151/13*z + 1
*
[ 1/13 ] 
f(z) = 26*z^3 - 158/13*z + 1
*
[ 7/3 ] 
f(z) = 27/7*z^3 - 143/7*z + 1
*
7/3 | 0.10003306621090132351121691018409501541 | 0.019885558230527167906821804315922625926
f(z) = 27/14*z^3 - 153/14*z + 1
*
[ -5/2 ] 
f(z) = 28/15*z^3 - 154/15*z + 1
*
0 | 0.14472705911937440320007711403402819954 | 0.028659640772252768334079684467202554460
f(z) = 30*z^3 - 156/5*z + 1
*
0 | 0.13897958147709946565341038563591171530 | 0.027700185358871003720570849380277320897
f(z) = 30*z^3 - 151/5*z + 1
*
0 | 0.12949936657151786699638511764785815055 | 0.025676869105696560489029446169763932844
f(z) = 32/3*z^3 - 155/12*z + 1
*
0 | 0.14710364904874164646394922844802037389 | 0.029397527482251327911337087220317994955
f(z) = 32/3*z^3 - 149/12*z + 1
*
0 | 0.13094515237114338176531474484727646435 | 0.026385100104229074397126792707664819746
f(z) = 32/3*z^3 - 143/12*z + 1
*
3/2 | 0.14101696341378148589644079238520505699 | 0.028106258371130051546595464277828495251
f(z) = 32/7*z^3 - 151/14*z + 1
*
-9/4 | 0.14524761074474354712283655811299238370 | 0.028690347499096489584237001356936563731
f(z) = 32/9*z^3 - 158/9*z + 1
*
[ 9/4 ] 
f(z) = 32/9*z^3 - 157/9*z + 1
*
[ -9/4 ] 
f(z) = 32/9*z^3 - 149/9*z + 1
*
1/8 | 0.076306529613385648879347709820287418368 | 0.015332652611684992907829531974620241475
f(z) = 32/9*z^3 - 145/18*z + 1
*
[ -4/3 ] 
f(z) = 33/4*z^3 - 155/12*z + 1
*
-9/17 | 0.097240864263506052365216641269948129407 | 0.015290468555215637885916601924995404498
f(z) = 34*z^3 - 145/17*z + 1
*
-3/2 | 0.13178804266080001097571663041843895463 | 0.026130663111996820856100050166680522732
f(z) = 34/3*z^3 - 155/6*z + 1
*
[ 3/2 ] 
f(z) = 34/3*z^3 - 151/6*z + 1
*
-3/2 | 0.13832953704162160700480115170795705502 | 0.027644089001767426112233609783113427743
f(z) = 34/3*z^3 - 149/6*z + 1
*
[ -3/2 ] 
f(z) = 34/3*z^3 - 143/6*z + 1
*
[ -3/5 ] 
f(z) = 35*z^3 - 149/15*z + 1
*
[ 2/3 ] 
f(z) = 35/2*z^3 - 149/18*z + 1
*
-2 | 0.066442555978997774772328119155280623118 | 0.013426102185353844036619475348991605173
f(z) = 35/2*z^3 - 141/2*z + 1
*
1/5 | 0.094867303214286333324057343852211665386 | 0.018368099606307371603977978529265949874
f(z) = 35/3*z^3 - 157/15*z + 1
*
-2 | 0.051213682837420094112635193406643975460 | 0.010234658748550189018041489700338833597
f(z) = 35/18*z^3 - 149/18*z + 1
*
[ 1/18 ] 
f(z) = 36*z^3 - 154/9*z + 1
*
-13/24 | 0.14334728332547237332945558967921475467 | 0.022552683336672456327288843484185444593
f(z) = 36*z^3 - 153/16*z + 1
*
[ -13/6 ] 
f(z) = 36/13*z^3 - 150/13*z + 1
*
[ 2/3 ] 
f(z) = 37/2*z^3 - 157/18*z + 1
*
-2 | 0.067479348406823069477584704917834203942 | 0.013485226315607585039652392732255838479
f(z) = 37/2*z^3 - 149/2*z + 1
*
[ 2 ] 
f(z) = 37/2*z^3 - 147/2*z + 1
*
[ -2 ] 
f(z) = 37/2*z^3 - 145/2*z + 1
*
-2 | 0.066872254124164505782972793234165252716 | 0.013293525368792172596902725331968168291
f(z) = 37/10*z^3 - 153/10*z + 1
*
[ 2 ] 
f(z) = 37/10*z^3 - 143/10*z + 1
*
-2 | 0.066462703089472185996540785126343177678 | 0.013178088610160752623060584905538669929
f(z) = 37/14*z^3 - 155/14*z + 1
*
[ 2 ] 
f(z) = 37/14*z^3 - 141/14*z + 1
*
-4 | 0.17155628024056950364322273150817571324 | 0.026790707023570878796205174858925724593
f(z) = 37/16*z^3 - 151/4*z + 1
*
[ 4 ] 
f(z) = 37/16*z^3 - 145/4*z + 1
*
[ -4 ] 
f(z) = 37/16*z^3 - 143/4*z + 1
*
-2 | 0.052393530576737220678026993522218119437 | 0.010362140725302021500760150327643976648
f(z) = 37/18*z^3 - 157/18*z + 1
*
[ 1/13 ] 
f(z) = 39*z^3 - 159/13*z + 1
*
-2 | 0.068459889166347822661849512169669455383 | 0.013539667927918675865819402063334441172
f(z) = 39/2*z^3 - 157/2*z + 1
*
[ 2 ] 
f(z) = 39/2*z^3 - 155/2*z + 1
*
[ -2 ] 
f(z) = 39/2*z^3 - 153/2*z + 1
*
0 | 0.12521028972805914538783733649428009281 | 0.025159129704045529278217016963833200185
f(z) = 39/4*z^3 - 145/12*z + 1
*
0 | 0.10698185456412008686947626346892724216 | 0.021587083915696984141073962595192144343
f(z) = 39/5*z^3 - 142/15*z + 1
*
[ 2 ] 
f(z) = 39/10*z^3 - 151/10*z + 1
*
[ -2 ] 
f(z) = 39/10*z^3 - 141/10*z + 1
*
[ 2 ] 
f(z) = 39/14*z^3 - 149/14*z + 1
*
[ 4 ] 
f(z) = 39/16*z^3 - 153/4*z + 1
*
[ -4 ] 
f(z) = 39/16*z^3 - 151/4*z + 1
*
-13/20 | 0.077833750018878427024123069108047065468 | 0.012990772023586115304778623272640861060
f(z) = 20*z^3 - 149/20*z + 1
*
0 | 0.10296300882925410329321556015565686240 | 0.020363529146534702937346612354789877656
f(z) = 20/7*z^3 - 157/28*z + 1
*
[ 1/5 ] 
f(z) = 20/7*z^3 - 144/35*z + 1
*
1/4 | 0.099385359704640254100404620559959574293 | 0.019861396111815815256558170630627131005
f(z) = 20/9*z^3 - 149/36*z + 1
*
[ 2 ] 
f(z) = 20/11*z^3 - 149/22*z + 1
*
[ 2 ] 
f(z) = 20/13*z^3 - 147/26*z + 1
*
[ 2 ] 
f(z) = 20/17*z^3 - 143/34*z + 1
*
[ 2 ] 
f(z) = 20/19*z^3 - 141/38*z + 1
*
2/21 | 0.11768515883994837120161921845476542547 | 0.019327359421260960585207519011267726702
f(z) = 21*z^3 - 151/21*z + 1
*
11/21 | 0.14036769934552557235967773500913603297 | 0.023052498744349401049060277105472032095
f(z) = 21*z^3 - 142/21*z + 1
*
0 | 0.14563654812485840307122961764937002535 | 0.028731367237334672010380525624779849196
f(z) = 21/4*z^3 - 159/28*z + 1
*
0 | 0.11076932750392963697951019573246614866 | 0.021963115330557852866033499040644013291
f(z) = 21/4*z^3 - 155/28*z + 1
*
0 | 0.14876796283166928997818442548460853252 | 0.029651119265875022146638757314460591483
f(z) = 21/5*z^3 - 151/30*z + 1
*
0 | 0.14657314580200462007963256395161497637 | 0.029213667678351455530648958855261900416
f(z) = 21/8*z^3 - 151/24*z + 1
*
-5/3 | 0.11985047398945363920610572987444935953 | 0.023703450861245764985582900091713940890
f(z) = 21/10*z^3 - 157/30*z + 1
*
0 | 0.11094294465134871657711998129416794278 | 0.022354708421637323172351398939028569462
f(z) = 21/10*z^3 - 143/30*z + 1
*
[ 2 ] 
f(z) = 21/11*z^3 - 157/22*z + 1
*
0 | 0.14202121337454713140340952196502762917 | 0.028306416622897639755321799246589610484
f(z) = 21/11*z^3 - 151/33*z + 1
*
[ 2 ] 
f(z) = 21/13*z^3 - 155/26*z + 1
*
[ 2 ] 
f(z) = 21/17*z^3 - 151/34*z + 1
*
[ 2 ] 
f(z) = 21/19*z^3 - 149/38*z + 1
*
[ 3/11 ] 
f(z) = 22*z^3 - 142/33*z + 1
*
0 | 0.11979735466405736001774160605504838771 | 0.023940575565672966190742553502571842975
f(z) = 22/15*z^3 - 149/30*z + 1
*
[ 2 ] 
f(z) = 22/17*z^3 - 159/34*z + 1
*
[ 2 ] 
f(z) = 22/19*z^3 - 157/38*z + 1
*
-13/23 | 0.18324282829679983641692916619374900655 | 0.029220724976285593507816331249539753380
f(z) = 23*z^3 - 146/23*z + 1
*
0 | 0.13509433786932365124940363138864077841 | 0.026997559447992230581061936671160259145
f(z) = 23/10*z^3 - 149/30*z + 1
*
[ -2 ] 
f(z) = 23/11*z^3 - 151/22*z + 1
*
[ -2 ] 
f(z) = 23/13*z^3 - 145/26*z + 1
*
11/12 | 0.10049443175051334346175078502186931694 | 0.020029664483356650983626250562310395971
f(z) = 24/5*z^3 - 151/30*z + 1
*
0 | 0.11151902222026934559856987975814043714 | 0.022286214799660732989841684790334269127
f(z) = 24/5*z^3 - 149/30*z + 1
*
0 | 0.10666626787358768265605414685764211167 | 0.021554140883047892289209975998222510027
f(z) = 24/5*z^3 - 141/20*z + 1
*
[ 3/2 ] 
f(z) = 24/7*z^3 - 155/21*z + 1
*
[ -2 ] 
f(z) = 24/11*z^3 - 159/22*z + 1
*
[ 3/2 ] 
f(z) = 24/11*z^3 - 151/33*z + 1
*
[ -2 ] 
f(z) = 24/13*z^3 - 153/26*z + 1
*
[ 3/2 ] 
f(z) = 24/13*z^3 - 149/39*z + 1
*
[ -2 ] 
f(z) = 24/17*z^3 - 141/34*z + 1
*
-14/15 | 0.15054528257884709821714035691750281332 | 0.027795881058182248325017767095058968558
f(z) = 25/3*z^3 - 142/27*z + 1
*
0 | 0.14726438353244389250650268839810053466 | 0.029125242166168647330148528136220692745
f(z) = 25/4*z^3 - 157/20*z + 1
*
0 | 0.12399355035803162442406514842120418943 | 0.024779152847964851984539473749254608056
f(z) = 25/4*z^3 - 149/20*z + 1
*
3/5 | 0.14065421163129904984406153238226352545 | 0.025969646274291931289955615446387950990
f(z) = 25/4*z^3 - 145/36*z + 1
*
0 | 0.085015561020753919452264278250152832510 | 0.017179164660231132032455943399483081591
f(z) = 25/4*z^3 - 141/20*z + 1
*
0 | 0.061888546040321632530560903770692165499 | 0.012367947666982058744032973620289123859
f(z) = 25/6*z^3 - 149/30*z + 1
*
11/10 | 0.12639469880707706415971098124721971609 | 0.025397118943639015770547146056645040148
f(z) = 25/6*z^3 - 145/24*z + 1
*
0 | 0.081276942815113945268927288908395549872 | 0.016377087914367655892723906327578599284
f(z) = 25/6*z^3 - 143/30*z + 1
*
0 | 0.082192975622399936215041684490261123563 | 0.016492669237650404354764546992165747121
f(z) = 25/7*z^3 - 146/35*z + 1
*
[ -2 ] 
f(z) = 25/17*z^3 - 149/34*z + 1
*
21/10 | 0.14004520678603040849596504045098755593 | 0.022801099625123178277406524423382037523
f(z) = 25/18*z^3 - 155/24*z + 1
*
[ -2 ] 
f(z) = 25/19*z^3 - 143/38*z + 1
*
[ 2/13 ] 
f(z) = 26*z^3 - 159/26*z + 1
*
[ 3/13 ] 
f(z) = 26/3*z^3 - 148/39*z + 1
*
0 | 0.13130195273404641531242317798119703682 | 0.026239680585309132218260505146929778367
f(z) = 26/5*z^3 - 149/20*z + 1
*
0 | 0.13476440408738905520297422412110826696 | 0.026653056294225312280028328745571293135
f(z) = 26/15*z^3 - 157/30*z + 1
*
[ -2 ] 
f(z) = 26/17*z^3 - 157/34*z + 1
*
[ -2 ] 
f(z) = 26/19*z^3 - 151/38*z + 1
*
[ 5/9 ] 
f(z) = 27/2*z^3 - 149/30*z + 1
*
8/9 | 0.13878076228939759561924573056416305557 | 0.027278257382237571528935240384762679857
f(z) = 27/4*z^3 - 155/24*z + 1
*
[ -4/3 ] 
f(z) = 27/5*z^3 - 157/20*z + 1
*
[ -10/9 ] 
f(z) = 27/5*z^3 - 143/30*z + 1
*
-7/6 | 0.10887943508975260224954273170742070102 | 0.021700889452255781947256303008200892269
f(z) = 27/7*z^3 - 151/28*z + 1
*
[ -2 ] 
f(z) = 27/19*z^3 - 159/38*z + 1
*
1/4 | 0.17923011660279634378084526267271237321 | 0.026893624934409053804728348406475746993
f(z) = 28*z^3 - 149/28*z + 1
*
1/7 | 0.086823635920843645729898846356346839125 | 0.016449744184508003936862593659006416385
f(z) = 28/3*z^3 - 151/21*z + 1
*
-13/14 | 0.081245810228477696756492555262896967200 | 0.015392960455376373847265700248010473945
f(z) = 28/3*z^3 - 148/21*z + 1
*
[ 1/6 ] 
f(z) = 28/3*z^3 - 142/27*z + 1
*
-5/4 | 0.11274872698235396846443905233445192673 | 0.022243215196880004332092526440934247842
f(z) = 28/5*z^3 - 159/20*z + 1
*
0 | 0.098457486462202194955558129941834061842 | 0.019472448581921697973441698598918387579
f(z) = 28/5*z^3 - 157/20*z + 1
*
1/4 | 0.093680061680401751531166249574415665905 | 0.018671484295735802910044079821759489572
f(z) = 28/9*z^3 - 151/36*z + 1
*
[ 1/5 ] 
f(z) = 30/7*z^3 - 146/35*z + 1
*
[ 1/6 ] 
f(z) = 32/3*z^3 - 143/27*z + 1
*
[ 5/8 ] 
f(z) = 32/3*z^3 - 143/30*z + 1
*
0 | 0.11919673195581595159950583588619392598 | 0.023695100470064453832816949245656839666
f(z) = 32/5*z^3 - 153/20*z + 1
*
0 | 0.076186660812817571910567919201356397941 | 0.015351409622675942766638729073303396660
f(z) = 32/5*z^3 - 143/20*z + 1
*
3/4 | 0.14807921406129784246756181594093125735 | 0.028165353192538267318281009477370890569
f(z) = 32/5*z^3 - 143/30*z + 1
*
-3/2 | 0.17353947433702948216375738585007727676 | 0.028254382524463654295909562400152103112
f(z) = 32/9*z^3 - 155/24*z + 1
*
0 | 0.12044645575728270095583595636052445988 | 0.023881876495641690557680189860351234349
f(z) = 32/9*z^3 - 155/36*z + 1
*
[ 1/8 ] 
f(z) = 32/11*z^3 - 155/22*z + 1
*
[ 13/8 ] 
f(z) = 32/13*z^3 - 159/26*z + 1
*
[ -3/2 ] 
f(z) = 32/13*z^3 - 151/39*z + 1
*
0 | 0.088314926829079285588406488642687157849 | 0.017672838773077911888084288428891236012
f(z) = 33/7*z^3 - 148/21*z + 1
*
0 | 0.080106937976238696784826239218570324819 | 0.015883439551328494168302467179862257763
f(z) = 33/8*z^3 - 155/24*z + 1
*
0 | 0.065061990765215941595032053123000955133 | 0.013002136071666531040773737647877225108
f(z) = 33/10*z^3 - 149/30*z + 1
*
0 | 0.14338630212485847047476149426426660274 | 0.028578494082140560191561515102186973039
f(z) = 34/5*z^3 - 151/20*z + 1
*
0 | 0.14082351441964397633312903296516545238 | 0.028375563796819680152863406684433434932
f(z) = 34/7*z^3 - 143/28*z + 1
*
2/5 | 0.18370090130778770724232876496740003584 | 0.028041314090612595604778550689653983006
f(z) = 35*z^3 - 157/20*z + 1
*
2/7 | 0.15946448094659397848949891462338271436 | 0.023152560984090436917840622501820140897
f(z) = 35*z^3 - 157/28*z + 1
*
1/7 | 0.14393025114221380033257531935361143549 | 0.026163151343510928527759213539461576782
f(z) = 35/3*z^3 - 152/21*z + 1
*
5/7 | 0.074932599821784060627994427357890315949 | 0.013620993044491968712141287176284040987
f(z) = 35/3*z^3 - 146/21*z + 1
*
1/5 | 0.075303390343732428245717651039273281036 | 0.014580156994681229232638504003983752328
f(z) = 35/6*z^3 - 157/30*z + 1
*
0 | 0.16685519872557718650875034082803068067 | 0.029428342674587499290753533062394729879
f(z) = 35/6*z^3 - 145/21*z + 1
*
-6/5 | 0.17990729554052509835426171039296272711 | 0.029680536865440945862643549977332268135
f(z) = 35/9*z^3 - 143/30*z + 1
*
6/5 | 0.15621626176933876032046572890786710575 | 0.027356318764608371318639106839738893751
f(z) = 35/12*z^3 - 151/30*z + 1
*
2/5 | 0.17004630589414807764026190589953102431 | 0.026394295029652486243667680987337494106
f(z) = 35/16*z^3 - 157/20*z + 1
*
-4/3 | 0.096788812324089637635362749816219926682 | 0.015146348528456733849766552985397796488
f(z) = 35/16*z^3 - 149/36*z + 1
*
[ 5/12 ] 
f(z) = 36*z^3 - 153/20*z + 1
*
0 | 0.087092337157357259104115914767172884790 | 0.017181689312496758338909192783270964486
f(z) = 36/5*z^3 - 159/20*z + 1
*
0 | 0.13439096580012884549695263477822377324 | 0.026856995975446753550320049619388412862
f(z) = 36/5*z^3 - 149/20*z + 1
*
11/12 | 0.069717714697139122159405620869831528702 | 0.014028236171988007193827034029467688637
f(z) = 36/5*z^3 - 141/20*z + 1
*
0 | 0.083356518935193144651108895799376485069 | 0.016485851784939278607897776549316066955
f(z) = 36/7*z^3 - 157/21*z + 1
*
0 | 0.082754956879297139348153205631178857347 | 0.016493988689263890340116583535807264376
f(z) = 36/7*z^3 - 151/28*z + 1
*
0 | 0.10916589461011487935928935753300950675 | 0.021815960431151904646612244688351758910
f(z) = 37/15*z^3 - 149/30*z + 1
*
-4/3 | 0.14513574212954452295250393855886847786 | 0.022527720181697827878827677891953292686
f(z) = 37/16*z^3 - 157/36*z + 1
*
0 | 0.14154691548734780882300800605428587623 | 0.027924559202627822823034131309228862307
f(z) = 38/7*z^3 - 159/28*z + 1
*
1/2 | 0.080823838633244689847980528028195890212 | 0.013145361534499364564137108517998987435
f(z) = 39/2*z^3 - 157/24*z + 1
*
[ 2/13 ] 
f(z) = 39/2*z^3 - 155/26*z + 1
*
[ 2/13 ] 
f(z) = 39/4*z^3 - 149/26*z + 1
*
2/3 | 0.14276621715346700102115609538381540982 | 0.026170084974751467814918950475056505207
f(z) = 39/5*z^3 - 149/30*z + 1
*
0 | 0.14749664034531294431001890764376706195 | 0.029171176802618358540247801033068856440
f(z) = 39/10*z^3 - 157/30*z + 1
*
[ -9/10 ] 
f(z) = 20/3*z^3 - 148/45*z + 1
*
0 | 0.10738557776992831980110238427902887361 | 0.021319552961143772749836607206688912878
f(z) = 20/9*z^3 - 154/45*z + 1
*
11/10 | 0.13901680983256487411663008679012537137 | 0.027894820033951864484634973980098071892
f(z) = 20/11*z^3 - 146/55*z + 1
*
[ 2/5 ] 
f(z) = 21/2*z^3 - 159/50*z + 1
*
-6/7 | 0.14870113298782185446703061116338351642 | 0.024421093296164841745057919727274948531
f(z) = 21/4*z^3 - 155/42*z + 1
*
2/21 | 0.13691775242251355397758318997122239190 | 0.022485916136800652574085830867849794124
f(z) = 21/4*z^3 - 149/42*z + 1
*
-8/7 | 0.10948254865795678873395511596171492239 | 0.021938488648862091095025588670921415139
f(z) = 21/8*z^3 - 143/56*z + 1
*
1/3 | 0.090431593565931364949476208537269360686 | 0.018024028259770987551047559610340994026
f(z) = 21/16*z^3 - 151/48*z + 1
*
1/2 | 0.14324670320659859122618876731756986623 | 0.028863829895697676053236330978960804522
f(z) = 23/10*z^3 - 143/40*z + 1
*
[ 7/8 ] 
f(z) = 24/7*z^3 - 155/56*z + 1
*
0 | 0.10976093234468881094353776444757311360 | 0.021876581716511825885697588138732007770
f(z) = 24/7*z^3 - 151/42*z + 1
*
[ 3/2 ] 
f(z) = 24/17*z^3 - 145/51*z + 1
*
[ 3/2 ] 
f(z) = 24/19*z^3 - 143/57*z + 1
*
0 | 0.090245563696306602615668912801072136218 | 0.017848333955767778201849637669487254280
f(z) = 25/8*z^3 - 157/40*z + 1
*
0 | 0.083109433666432582283802465205606219168 | 0.016793991930790893003086998772948298650
f(z) = 25/8*z^3 - 141/40*z + 1
*
-7/6 | 0.11450303553166814300917554396160897793 | 0.022703427309259189203096369784410068524
f(z) = 27/14*z^3 - 155/56*z + 1
*
[ 2/9 ] 
f(z) = 27/14*z^3 - 151/42*z + 1
*
0 | 0.10504935677282980042471295650248052297 | 0.021108092618540627765588891696253723433
f(z) = 27/16*z^3 - 145/48*z + 1
*
[ 3/8 ] 
f(z) = 28/3*z^3 - 143/48*z + 1
*
6/7 | 0.17182915938572434166373869280487404463 | 0.028283024293010197973684049512512631123
f(z) = 28/9*z^3 - 145/42*z + 1
*
0 | 0.14469670318989717374676759519381955896 | 0.028839671673915184758930881899720785143
f(z) = 28/13*z^3 - 151/52*z + 1
*
[ -3/4 ] 
f(z) = 29/3*z^3 - 149/48*z + 1
*
[ 2/3 ] 
f(z) = 29/6*z^3 - 143/54*z + 1
*
[ 2/3 ] 
f(z) = 31/6*z^3 - 151/54*z + 1
*
5/12 | 0.16575589728992798274686313506379911267 | 0.029270184362287624567012859078011041413
f(z) = 32/5*z^3 - 158/45*z + 1
*
[ -5/4 ] 
f(z) = 32/11*z^3 - 151/55*z + 1
*
[ 2/5 ] 
f(z) = 33/4*z^3 - 141/50*z + 1
*
[ 5/11 ] 
f(z) = 33/5*z^3 - 141/55*z + 1
*
0 | 0.14782443637602259372974927889223308611 | 0.029310326404988933563326097216076780977
f(z) = 33/14*z^3 - 155/42*z + 1
*
1/3 | 0.083402520965845611496489597870964414572 | 0.016536880995031341618853435520861201103
f(z) = 33/16*z^3 - 155/48*z + 1
*
[ 2/7 ] 
f(z) = 35/3*z^3 - 145/42*z + 1
*
3/7 | 0.079056673990873288780199189029340568948 | 0.014370653215175152846447766621266112125
f(z) = 35/6*z^3 - 143/42*z + 1
*
[ 1/3 ] 
f(z) = 35/6*z^3 - 143/54*z + 1
*
2/7 | 0.11425177068214790554862557402672375154 | 0.019871970999752267061688844401586696070
f(z) = 35/12*z^3 - 157/42*z + 1
*
[ -8/5 ] 
f(z) = 35/16*z^3 - 159/40*z + 1
*
[ 8/7 ] 
f(z) = 35/16*z^3 - 153/56*z + 1
*
[ 5/18 ] 
f(z) = 36/5*z^3 - 142/45*z + 1
*
[ 1/4 ] 
f(z) = 36/11*z^3 - 141/44*z + 1
*
0 | 0.14899798343854776130502331817535258935 | 0.029468105225608940271429767773866318856
f(z) = 36/13*z^3 - 157/52*z + 1
*
[ -3/2 ] 
f(z) = 36/17*z^3 - 158/51*z + 1
*
[ -3/2 ] 
f(z) = 36/19*z^3 - 148/57*z + 1
*
[ 2/5 ] 
f(z) = 37/4*z^3 - 149/50*z + 1
*
[ 1/3 ] 
f(z) = 37/6*z^3 - 145/54*z + 1
*
[ 2/7 ] 
f(z) = 37/8*z^3 - 141/49*z + 1
*
[ 2/5 ] 
f(z) = 39/4*z^3 - 153/50*z + 1
*
[ 2/7 ] 
f(z) = 39/8*z^3 - 142/49*z + 1
*
[ 4/13 ] 
f(z) = 39/8*z^3 - 141/52*z + 1
*
0 | 0.11048504364427502953528237418754209180 | 0.022200312366025336471079114107362131097
f(z) = 39/14*z^3 - 145/42*z + 1
*
1/3 | 0.078295361114578581240573007157477126336 | 0.015484880310162269229371523033294758960
f(z) = 39/16*z^3 - 157/48*z + 1
*
0 | 0.13902422206113774563835672486381953215 | 0.027782916434565964698509603566215337626
f(z) = 39/16*z^3 - 149/48*z + 1
*
[ 1/3 ] 
f(z) = 20/7*z^3 - 146/63*z + 1
*
3/4 | 0.15187374213875852248723870797530714447 | 0.025055649849544382127477260620387589247
f(z) = 20/9*z^3 - 143/60*z + 1
*
[ 13/10 ] 
f(z) = 20/13*z^3 - 154/65*z + 1
*
[ -6/5 ] 
f(z) = 21/8*z^3 - 146/75*z + 1
*
0 | 0.093417799844654179074793873214246591975 | 0.018475723578517547108382600987593944285
f(z) = 21/10*z^3 - 157/70*z + 1
*
[ 1/3 ] 
f(z) = 22/7*z^3 - 148/63*z + 1
*
[ 7/11 ] 
f(z) = 22/7*z^3 - 142/77*z + 1
*
[ 1/3 ] 
f(z) = 23/7*z^3 - 149/63*z + 1
*
1/2 | 0.14075848657090389641609242841590621914 | 0.028362460858165589269528721181427625302
f(z) = 23/15*z^3 - 143/60*z + 1
*
11/12 | 0.13321808980012852820098046519991993535 | 0.026347233684567986389221969628207883411
f(z) = 24/11*z^3 - 157/66*z + 1
*
0 | 0.075836490848065804343377406939047694708 | 0.015036704043380380581741020442568107435
f(z) = 24/11*z^3 - 155/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028182613272347741057041958829996431990
f(z) = 24/13*z^3 - 157/78*z + 1
*
0 | 0.059611149466761675658110422061208997327 | 0.011912827560906168425719178761821356736
f(z) = 25/12*z^3 - 149/60*z + 1
*
[ 5/13 ] 
f(z) = 26/5*z^3 - 154/65*z + 1
*
[ 1/3 ] 
f(z) = 26/7*z^3 - 152/63*z + 1
*
0 | 0.11575908384599176579359134568507435548 | 0.023133558349427558773223756457814319192
f(z) = 26/15*z^3 - 149/60*z + 1
*
2/9 | 0.16396750871970451551617972657852187710 | 0.028364432407658989908900287058298394525
f(z) = 27/5*z^3 - 151/60*z + 1
*
0 | 0.13114737752029599671100971659466641195 | 0.025777866182519299877347138466989746530
f(z) = 27/13*z^3 - 149/78*z + 1
*
10/9 | 0.17882898242723126319957000731457524132 | 0.028165863539926704906655332248602493692
f(z) = 27/16*z^3 - 143/60*z + 1
*
[ 11/14 ] 
f(z) = 28/11*z^3 - 142/77*z + 1
*
0 | 0.052670700032449439660456909634885976116 | 0.010416957968446933379694554381790700685
f(z) = 28/15*z^3 - 157/60*z + 1
*
[ 1/3 ] 
f(z) = 29/7*z^3 - 155/63*z + 1
*
1/2 | 0.14075812927379221745402288197738547788 | 0.028129424391814491309160139730126306566
f(z) = 29/15*z^3 - 149/60*z + 1
*
[ 2/5 ] 
f(z) = 30/7*z^3 - 153/70*z + 1
*
[ 1/3 ] 
f(z) = 31/7*z^3 - 157/63*z + 1
*
[ 3/5 ] 
f(z) = 31/9*z^3 - 143/75*z + 1
*
1/2 | 0.14075843443462525486831489508057892177 | 0.028054730653409536537763474409133208817
f(z) = 31/15*z^3 - 151/60*z + 1
*
[ 1/3 ] 
f(z) = 32/7*z^3 - 158/63*z + 1
*
[ 7/12 ] 
f(z) = 32/7*z^3 - 143/63*z + 1
*
[ 3/5 ] 
f(z) = 32/9*z^3 - 146/75*z + 1
*
9/16 | 0.10277211954825335088783397191580982282 | 0.018533603401739100445559311209393362736
f(z) = 32/9*z^3 - 145/72*z + 1
*
[ 3/8 ] 
f(z) = 32/13*z^3 - 157/78*z + 1
*
0 | 0.12792242767164564994540294468519924566 | 0.025776029112752270934287002918508482670
f(z) = 32/15*z^3 - 143/60*z + 1
*
[ 1/3 ] 
f(z) = 34/7*z^3 - 160/63*z + 1
*
[ 3/5 ] 
f(z) = 34/9*z^3 - 152/75*z + 1
*
[ 7/18 ] 
f(z) = 36/7*z^3 - 148/63*z + 1
*
1/2 | 0.14075745295448300669391123121317165168 | 0.027838332702416292261012260171484810822
f(z) = 37/15*z^3 - 157/60*z + 1
*
[ -17/10 ] 
f(z) = 20/17*z^3 - 154/85*z + 1
*
[ 11/15 ] 
f(z) = 25/11*z^3 - 157/99*z + 1
*
0 | 0.093838301969655337795940820808781101122 | 0.018558888468277528174008173447656540548
f(z) = 25/16*z^3 - 157/80*z + 1
*
0 | 0.068650888021576636848548660382225268168 | 0.013832971437991873395840270322866241376
f(z) = 25/18*z^3 - 143/90*z + 1
*
[ 3/7 ] 
f(z) = 35/12*z^3 - 157/84*z + 1
*
[ 4/7 ] 
f(z) = 35/12*z^3 - 143/84*z + 1
*
[ 6/7 ] 
f(z) = 35/16*z^3 - 149/84*z + 1
*
0 | 0.15207025159066193202647586170342450394 | 0.029443669565098992994174834005288167175
f(z) = 35/18*z^3 - 157/90*z + 1
*
[ 5/6 ] 
f(z) = 36/17*z^3 - 142/85*z + 1
*
[ 5/6 ] 
f(z) = 36/19*z^3 - 144/95*z + 1
*
[ 3/4 ] 
f(z) = 37/18*z^3 - 143/96*z + 1
*
[ -7/5 ] 
f(z) = 25/16*z^3 - 151/112*z + 1
*
[ 5/7 ] 
f(z) = 28/15*z^3 - 142/105*z + 1
*
[ 4/5 ] 
f(z) = 29/16*z^3 - 141/100*z + 1
*
[ 4/5 ] 
f(z) = 31/16*z^3 - 149/100*z + 1
*
[ 4/5 ] 
f(z) = 33/16*z^3 - 157/100*z + 1
*
[ 2/3 ] 
f(z) = 33/19*z^3 - 145/114*z + 1
*
[ 2/3 ] 
f(z) = 39/17*z^3 - 155/102*z + 1
*
[ 2/3 ] 
f(z) = 23/14*z^3 - 155/126*z + 1
*
[ 3/4 ] 
f(z) = 20*z^3 - 139/12*z + 1
*
[ 3/2 ] 
f(z) = 20*z^3 - 134/3*z + 1
*
[ -3/2 ] 
f(z) = 20*z^3 - 130/3*z + 1
*
0 | 0.093714252719989415963454885914458649867 | 0.019163100683174767033871151122376894305
f(z) = 20/3*z^3 - 133/15*z + 1
*
[ -2 ] 
f(z) = 20/7*z^3 - 139/14*z + 1
*
[ -2 ] 
f(z) = 20/9*z^3 - 133/18*z + 1
*
2/3 | 0.082640443425643923318040312813481096440 | 0.014945565286711563337597892843196212378
f(z) = 21*z^3 - 127/12*z + 1
*
4/3 | 0.13004362113614310522051787848204484609 | 0.027116201155937212399032681201992974413
f(z) = 21/4*z^3 - 121/12*z + 1
*
[ -2/3 ] 
f(z) = 22*z^3 - 131/18*z + 1
*
[ -2/3 ] 
f(z) = 23*z^3 - 139/18*z + 1
*
11/12 | 0.12933768668772413412758221869817983911 | 0.026024657042701900404678026261078365759
f(z) = 24*z^3 - 127/6*z + 1
*
[ -3/2 ] 
f(z) = 24/5*z^3 - 137/15*z + 1
*
-7/4 | 0.12072600425542049629013126365378705687 | 0.024465830783875581550043036117880413504
f(z) = 24/7*z^3 - 139/14*z + 1
*
[ -7/4 ] 
f(z) = 24/7*z^3 - 125/14*z + 1
*
[ 1/15 ] 
f(z) = 25*z^3 - 127/9*z + 1
*
[ 2/15 ] 
f(z) = 25*z^3 - 125/18*z + 1
*
0 | 0.11527732483996513587185499767226285373 | 0.023572412074776078183808091538977090780
f(z) = 25/2*z^3 - 133/10*z + 1
*
0 | 0.14216167055950823593607893478782965305 | 0.029346858001604858529854990002776096681
f(z) = 25/2*z^3 - 127/10*z + 1
*
1/15 | 0.11708791650355411793677066037781927859 | 0.021618490760602938911696374703312179259
f(z) = 25/2*z^3 - 127/18*z + 1
*
[ 2/15 ] 
f(z) = 25/2*z^3 - 121/18*z + 1
*
0 | 0.090410331850864386947654207523420433248 | 0.018376154951382587969021788453009119558
f(z) = 25/3*z^3 - 137/15*z + 1
*
0 | 0.12136329003920753000133321079364820515 | 0.024778942349323857909098239401720925902
f(z) = 25/3*z^3 - 134/15*z + 1
*
0 | 0.12939472451270474302521158472894610323 | 0.026541433286589842660133721106261058513
f(z) = 25/3*z^3 - 131/15*z + 1
*
0 | 0.10789532533503720744981141650276239783 | 0.022237150113708501921619466069009747681
f(z) = 25/3*z^3 - 128/15*z + 1
*
1/10 | 0.084221860501030088932145066156820041913 | 0.017561621947471925620135758246758553689
f(z) = 25/3*z^3 - 121/12*z + 1
*
[ 8/5 ] 
f(z) = 25/4*z^3 - 125/8*z + 1
*
-12/5 | 0.14319991724299200505654346561623125761 | 0.029020300681199138268174667092568772498
f(z) = 25/12*z^3 - 139/12*z + 1
*
[ 12/5 ] 
f(z) = 25/12*z^3 - 137/12*z + 1
*
[ -12/5 ] 
f(z) = 25/12*z^3 - 127/12*z + 1
*
3/2 | 0.12681380886397273676136077405012368341 | 0.026442732988079918637289977264142451244
f(z) = 26/3*z^3 - 121/6*z + 1
*
[ 5/9 ] 
f(z) = 27*z^3 - 137/15*z + 1
*
1/2 | 0.12104768846393957162522179048711693364 | 0.020939813041912540630675034605280927128
f(z) = 27*z^3 - 121/12*z + 1
*
1/9 | 0.11185073687993943967773188307371082625 | 0.023322690141802644590796305702506679161
f(z) = 27/2*z^3 - 121/6*z + 1
*
1/9 | 0.067383116010008546890872744844909940820 | 0.013716232378882581836262370190919746021
f(z) = 27/5*z^3 - 136/15*z + 1
*
[ -7/3 ] 
f(z) = 27/7*z^3 - 137/7*z + 1
*
[ 7/3 ] 
f(z) = 27/14*z^3 - 139/14*z + 1
*
[ -7/3 ] 
f(z) = 27/14*z^3 - 127/14*z + 1
*
22/9 | 0.17678787438067716798100360189853004317 | 0.027969364822546133675424506719713113432
f(z) = 27/16*z^3 - 139/12*z + 1
*
0 | 0.076542290331118303802492869594704300432 | 0.015511742764958901827373371916968092792
f(z) = 28/3*z^3 - 139/12*z + 1
*
0 | 0.10371195753126392002779552532969700949 | 0.021409568970030006503847171718029628937
f(z) = 28/3*z^3 - 127/12*z + 1
*
0 | 0.092742725053977177142088551332296833963 | 0.019338360208230733527353676870304838140
f(z) = 28/3*z^3 - 121/12*z + 1
*
[ 2/3 ] 
f(z) = 29/2*z^3 - 125/18*z + 1
*
-2 | 0.062087936885700231279478553262700446429 | 0.012946340399020620284938809580077588076
f(z) = 29/10*z^3 - 121/10*z + 1
*
-2 | 0.061463920126138502449389179488863904563 | 0.012772561395641247648406903368536822399
f(z) = 29/14*z^3 - 123/14*z + 1
*
1/15 | 0.14512133095305825245468555856299026671 | 0.023754370564794247769369238784657020681
f(z) = 30*z^3 - 137/15*z + 1
*
[ 2/3 ] 
f(z) = 31/2*z^3 - 133/18*z + 1
*
-2 | 0.064178091108216201089933972153481410086 | 0.013292030012961439311581777860643558561
f(z) = 31/2*z^3 - 125/2*z + 1
*
[ 2 ] 
f(z) = 31/2*z^3 - 123/2*z + 1
*
[ -2 ] 
f(z) = 31/2*z^3 - 121/2*z + 1
*
-2 | 0.063407797921102710198264244309848519973 | 0.013047375627955172868319497479423685307
f(z) = 31/10*z^3 - 129/10*z + 1
*
-2 | 0.062856158027688786513942603312628974921 | 0.012893049011279031217282612064024095561
f(z) = 31/14*z^3 - 131/14*z + 1
*
[ 4 ] 
f(z) = 31/16*z^3 - 121/4*z + 1
*
1/12 | 0.17618565321735348115032206698070629381 | 0.027719110912300688548349185671010829983
f(z) = 32*z^3 - 139/18*z + 1
*
[ 5/8 ] 
f(z) = 32*z^3 - 131/10*z + 1
*
[ 1/16 ] 
f(z) = 32*z^3 - 121/8*z + 1
*
0 | 0.095508275361824115854410249160255267279 | 0.019412326348754753503597554076490991035
f(z) = 32/3*z^3 - 137/12*z + 1
*
0 | 0.11700385417270144553716390141144978059 | 0.023999819169549918308383922681069099725
f(z) = 32/3*z^3 - 131/12*z + 1
*
[ 1/8 ] 
f(z) = 32/9*z^3 - 127/18*z + 1
*
-2 | 0.065345594302934041169590190123493369211 | 0.013362153210254589697502888146057297951
f(z) = 33/2*z^3 - 133/2*z + 1
*
[ 2 ] 
f(z) = 33/2*z^3 - 131/2*z + 1
*
[ -2 ] 
f(z) = 33/2*z^3 - 129/2*z + 1
*
-2 | 0.064638415847976525838918587425948173585 | 0.013137940334005801071760052140572648178
f(z) = 33/10*z^3 - 137/10*z + 1
*
[ 2 ] 
f(z) = 33/10*z^3 - 127/10*z + 1
*
-2 | 0.064142684850956734403535958774983894680 | 0.012998890199884228794001618507576902192
f(z) = 33/14*z^3 - 139/14*z + 1
*
[ 2 ] 
f(z) = 33/14*z^3 - 125/14*z + 1
*
-4 | 0.15967336861332107656290250566956969054 | 0.025378942052686469558941326083050887572
f(z) = 33/16*z^3 - 135/4*z + 1
*
[ 4 ] 
f(z) = 33/16*z^3 - 129/4*z + 1
*
[ -4 ] 
f(z) = 33/16*z^3 - 127/4*z + 1
*
[ 2 ] 
f(z) = 35/2*z^3 - 139/2*z + 1
*
[ -2 ] 
f(z) = 35/2*z^3 - 137/2*z + 1
*
[ -2 ] 
f(z) = 35/6*z^3 - 131/6*z + 1
*
[ 4 ] 
f(z) = 35/16*z^3 - 137/4*z + 1
*
[ -4 ] 
f(z) = 35/16*z^3 - 135/4*z + 1
*
[ 5/6 ] 
f(z) = 36*z^3 - 126/5*z + 1
*
[ 1/8 ] 
f(z) = 36*z^3 - 121/16*z + 1
*
[ -2 ] 
f(z) = 37/6*z^3 - 139/6*z + 1
*
[ -2 ] 
f(z) = 37/10*z^3 - 133/10*z + 1
*
[ -2 ] 
f(z) = 37/14*z^3 - 127/14*z + 1
*
[ 2 ] 
f(z) = 37/18*z^3 - 139/18*z + 1
*
[ -2 ] 
f(z) = 37/18*z^3 - 121/18*z + 1
*
-7/13 | 0.16145817686303828880986714952922617063 | 0.025922435838990422216147358093966350666
f(z) = 39*z^3 - 134/13*z + 1
*
0 | 0.13757995078352621105001315423450161122 | 0.028401039911963000101378591928252601579
f(z) = 39/2*z^3 - 127/6*z + 1
*
0 | 0.11409131303101828843056872891811884405 | 0.023789886557028917458734315362156361483
f(z) = 39/2*z^3 - 121/6*z + 1
*
0 | 0.095728329132794253965940574165547622662 | 0.019574947845820433534334006663721377313
f(z) = 39/4*z^3 - 133/12*z + 1
*
0 | 0.12731877813523847693468685669036438240 | 0.026369201560289378036587723757525696176
f(z) = 39/4*z^3 - 125/12*z + 1
*
0 | 0.13032242924432024130518266877103860215 | 0.027174337161988002913937219150162010875
f(z) = 39/4*z^3 - 121/12*z + 1
*
0 | 0.13477266454476993931944592381586087360 | 0.027821523434037582806460464942330833115
f(z) = 39/5*z^3 - 127/15*z + 1
*
0 | 0.12654609226268445257327391561761423740 | 0.026341702312361732984825188939953282118
f(z) = 39/5*z^3 - 122/15*z + 1
*
[ -2 ] 
f(z) = 39/14*z^3 - 135/14*z + 1
*
[ 1/6 ] 
f(z) = 20/3*z^3 - 140/27*z + 1
*
[ -7/5 ] 
f(z) = 20/7*z^3 - 136/35*z + 1
*
0 | 0.097233304121051964271410666046456489246 | 0.020007624992640716801387605452588693853
f(z) = 20/7*z^3 - 129/28*z + 1
*
[ 3/2 ] 
f(z) = 20/7*z^3 - 128/21*z + 1
*
6/5 | 0.15860579007196451477472901968214403621 | 0.026907864041794118411294353523432855947
f(z) = 20/9*z^3 - 121/30*z + 1
*
[ -2 ] 
f(z) = 20/11*z^3 - 127/22*z + 1
*
[ 3/2 ] 
f(z) = 20/11*z^3 - 124/33*z + 1
*
[ 3/2 ] 
f(z) = 20/13*z^3 - 122/39*z + 1
*
[ -2 ] 
f(z) = 20/13*z^3 - 121/26*z + 1
*
2/21 | 0.064883002449363089387270103961131156303 | 0.010655694575514461939904308380952059612
f(z) = 21*z^3 - 130/21*z + 1
*
2/7 | 0.19006840483023223761615325629068765247 | 0.029806577321437132695987945836572250992
f(z) = 21*z^3 - 125/28*z + 1
*
[ 1/5 ] 
f(z) = 21*z^3 - 121/25*z + 1
*
[ 1/6 ] 
f(z) = 21/2*z^3 - 127/24*z + 1
*
0 | 0.14872007043753919342151377153615518064 | 0.029801037856226446862443811805633762727
f(z) = 21/5*z^3 - 132/35*z + 1
*
0 | 0.092492696626808781783140463354975814247 | 0.018972092921579682282783849715397661798
f(z) = 21/5*z^3 - 131/30*z + 1
*
[ -10/7 ] 
f(z) = 21/8*z^3 - 128/35*z + 1
*
0 | 0.050052827149861931689561898941017873253 | 0.010332554514622128357837180207428847427
f(z) = 21/8*z^3 - 127/24*z + 1
*
0 | 0.11889044015634742563784213496399315987 | 0.024311237713119838657941948314259682912
f(z) = 21/10*z^3 - 133/30*z + 1
*
[ -2 ] 
f(z) = 21/11*z^3 - 135/22*z + 1
*
[ -2 ] 
f(z) = 21/13*z^3 - 129/26*z + 1
*
6/7 | 0.15318896063715460469124184731205570465 | 0.024649818333041353259205308237374940486
f(z) = 21/16*z^3 - 125/28*z + 1
*
[ 1/5 ] 
f(z) = 22*z^3 - 122/25*z + 1
*
3/4 | 0.13910269554902450634289892400531346179 | 0.026903225245937174662013327055958413231
f(z) = 22/3*z^3 - 131/24*z + 1
*
0 | 0.14055222158653255007731815617470522217 | 0.028567635465553147317670085061520308043
f(z) = 22/5*z^3 - 137/30*z + 1
*
0 | 0.13562572275728292090469521046342301425 | 0.027733341567496558497837314841497581518
f(z) = 22/5*z^3 - 133/20*z + 1
*
[ -2 ] 
f(z) = 22/13*z^3 - 137/26*z + 1
*
[ -2 ] 
f(z) = 22/15*z^3 - 131/30*z + 1
*
[ -2 ] 
f(z) = 22/17*z^3 - 125/34*z + 1
*
[ 1/5 ] 
f(z) = 23*z^3 - 123/25*z + 1
*
1/3 | 0.15526001617073613715291755294731104036 | 0.029114607799460994502326744820644128683
f(z) = 23/4*z^3 - 131/36*z + 1
*
[ -4/3 ] 
f(z) = 23/8*z^3 - 121/36*z + 1
*
[ -2 ] 
f(z) = 23/15*z^3 - 139/30*z + 1
*
0 | 0.097698980445677744942774757342155818972 | 0.020371819727485834782538691956629911715
f(z) = 23/15*z^3 - 121/30*z + 1
*
[ -2 ] 
f(z) = 23/17*z^3 - 133/34*z + 1
*
[ -2 ] 
f(z) = 23/19*z^3 - 127/38*z + 1
*
3/8 | 0.090803848587490416655801976093019954887 | 0.014286077806546917467781721162104723118
f(z) = 24*z^3 - 137/24*z + 1
*
[ 1/5 ] 
f(z) = 24*z^3 - 124/25*z + 1
*
0 | 0.12681740012146895608800275087078815999 | 0.026443481823430852935822782485822458185
f(z) = 24/5*z^3 - 121/20*z + 1
*
1/6 | 0.062429818778816877494405353139513394783 | 0.012866741422256541521706556311332029831
f(z) = 24/7*z^3 - 128/21*z + 1
*
[ -3/2 ] 
f(z) = 24/7*z^3 - 127/21*z + 1
*
0 | 0.069667693538520250166474024262312527364 | 0.014526842420690306943617164913856368256
f(z) = 24/7*z^3 - 121/21*z + 1
*
[ -2 ] 
f(z) = 24/19*z^3 - 135/38*z + 1
*
[ 4/15 ] 
f(z) = 25/2*z^3 - 131/36*z + 1
*
[ 1/4 ] 
f(z) = 25/2*z^3 - 121/32*z + 1
*
0 | 0.14158048837962465348919673179216381820 | 0.028776633591479626769731106289750577487
f(z) = 25/4*z^3 - 137/20*z + 1
*
0 | 0.10487049604386496861669616627277756628 | 0.021444378160787541428679147232855524403
f(z) = 25/4*z^3 - 133/20*z + 1
*
1/3 | 0.16175468412605948611945509119192976755 | 0.029865525399090334565655702101126233319
f(z) = 25/4*z^3 - 133/36*z + 1
*
0 | 0.077392389244704284624193109759935146031 | 0.015924974629729486441023990553046228443
f(z) = 25/4*z^3 - 129/20*z + 1
*
0 | 0.078247607815901258286474200224109780177 | 0.015904046986265647101630613831221931000
f(z) = 25/6*z^3 - 137/30*z + 1
*
0 | 0.078356463489656580846458134037917446519 | 0.016072470157619418814231542770868502729
f(z) = 25/6*z^3 - 131/30*z + 1
*
[ -4/3 ] 
f(z) = 25/8*z^3 - 137/36*z + 1
*
9/10 | 0.13625102097451463653317626884447226566 | 0.028410544555498492326448322940220743322
f(z) = 25/9*z^3 - 121/36*z + 1
*
-8/5 | 0.099226152762160302471813455780771349929 | 0.020167995416660824345637898581737971006
f(z) = 25/12*z^3 - 137/24*z + 1
*
[ 1/5 ] 
f(z) = 26*z^3 - 126/25*z + 1
*
7/13 | 0.14249828446083620384246338772892253911 | 0.024471434197586045561159975305441370610
f(z) = 26/3*z^3 - 137/39*z + 1
*
[ 3/4 ] 
f(z) = 26/3*z^3 - 125/24*z + 1
*
0 | 0.13383035663370100636625028802507089629 | 0.027626999999196873559011206943976398943
f(z) = 26/7*z^3 - 127/21*z + 1
*
[ 3/13 ] 
f(z) = 26/9*z^3 - 136/39*z + 1
*
3/2 | 0.069715428957636994225590867530171715955 | 0.014169857568279613223669359432056159080
f(z) = 26/15*z^3 - 137/30*z + 1
*
[ 1/5 ] 
f(z) = 27*z^3 - 127/25*z + 1
*
[ 1/4 ] 
f(z) = 27/2*z^3 - 123/32*z + 1
*
[ 8/9 ] 
f(z) = 27/4*z^3 - 131/24*z + 1
*
5/6 | 0.14316680535086741429621182429594629459 | 0.029554350976880096256801239716467732686
f(z) = 27/5*z^3 - 127/20*z + 1
*
1/6 | 0.060666635228562561974069103969018272626 | 0.012606880939802967908406602497263624305
f(z) = 27/5*z^3 - 123/20*z + 1
*
4/9 | 0.13083598766732835313296920079954959023 | 0.027281422410629571696209828861154822239
f(z) = 27/7*z^3 - 121/21*z + 1
*
[ -14/9 ] 
f(z) = 27/8*z^3 - 137/21*z + 1
*
0 | 0.094548011059849086605024578421993169198 | 0.019217149920949111393991691723180015680
f(z) = 27/8*z^3 - 137/24*z + 1
*
5/9 | 0.051879781332617122230187055586210373635 | 0.010817774637854145821899105330873330286
f(z) = 27/8*z^3 - 121/24*z + 1
*
0 | 0.10850130996888758782806051048467326771 | 0.022255778130769785806023504522104801110
f(z) = 27/10*z^3 - 131/30*z + 1
*
10/9 | 0.10766435509854508005006113409227427142 | 0.022225474197623231833967621493995303033
f(z) = 27/10*z^3 - 127/30*z + 1
*
[ 3/7 ] 
f(z) = 28*z^3 - 136/21*z + 1
*
[ 1/5 ] 
f(z) = 28*z^3 - 128/25*z + 1
*
[ 1/7 ] 
f(z) = 28/3*z^3 - 130/21*z + 1
*
[ -5/4 ] 
f(z) = 28/5*z^3 - 139/20*z + 1
*
0 | 0.14652935291683841409673595030327440163 | 0.029782504266960096044027921129990540246
f(z) = 28/5*z^3 - 137/20*z + 1
*
0 | 0.072544675512251958594642069308274502190 | 0.014975613909512881424499878406636835483
f(z) = 28/5*z^3 - 127/20*z + 1
*
0 | 0.083418971749444438397863619830705923539 | 0.016905342470117989269468435169254634655
f(z) = 28/9*z^3 - 139/36*z + 1
*
[ -3/2 ] 
f(z) = 28/11*z^3 - 134/33*z + 1
*
[ -3/2 ] 
f(z) = 28/13*z^3 - 124/39*z + 1
*
[ 1/5 ] 
f(z) = 29*z^3 - 129/25*z + 1
*
[ 1/4 ] 
f(z) = 29/2*z^3 - 125/32*z + 1
*
0 | 0.11204565453262030363668365542928017553 | 0.022911585981870939579359603057720836248
f(z) = 29/15*z^3 - 133/30*z + 1
*
-4/3 | 0.14832980596803897147260221583820482140 | 0.023867925960721156679141670056322199814
f(z) = 29/16*z^3 - 125/36*z + 1
*
0 | 0.058069079786005794118455422851084457973 | 0.011768038614232519135144836827262272215
f(z) = 30/7*z^3 - 139/21*z + 1
*
1/3 | 0.14394822247512401227643529052967436779 | 0.029715661246345321138579016504109737682
f(z) = 30/13*z^3 - 127/39*z + 1
*
[ 1/5 ] 
f(z) = 31*z^3 - 131/25*z + 1
*
[ 1/4 ] 
f(z) = 31/2*z^3 - 127/32*z + 1
*
0 | 0.079513606807436199667369434379658313232 | 0.016161364852050228379267029123959501368
f(z) = 31/15*z^3 - 137/30*z + 1
*
-4/3 | 0.11488617400777042778305659736386664957 | 0.018303759677104236927327675549867769643
f(z) = 31/16*z^3 - 133/36*z + 1
*
[ 1/5 ] 
f(z) = 32*z^3 - 132/25*z + 1
*
[ 3/16 ] 
f(z) = 32*z^3 - 131/24*z + 1
*
0 | 0.096228726769892145350491828122765233795 | 0.019617397825066610455114139045735138684
f(z) = 32/7*z^3 - 135/28*z + 1
*
0 | 0.13649262859225290999673187763756507682 | 0.027742511739367901068018300616941868665
f(z) = 32/9*z^3 - 137/36*z + 1
*
3/16 | 0.17404833974216722995522235471818643715 | 0.029135233803962136452645546859081356311
f(z) = 32/9*z^3 - 131/24*z + 1
*
0 | 0.14471324500864055302070359443657346641 | 0.029777537272582929137230379577365683847
f(z) = 32/13*z^3 - 129/26*z + 1
*
[ 1/5 ] 
f(z) = 33*z^3 - 133/25*z + 1
*
[ 2/11 ] 
f(z) = 33*z^3 - 123/22*z + 1
*
[ 1/6 ] 
f(z) = 33/2*z^3 - 131/24*z + 1
*
[ 1/4 ] 
f(z) = 33/2*z^3 - 129/32*z + 1
*
2/3 | 0.11245244084584936640745776782495054727 | 0.021264516370513236073463403229754320299
f(z) = 33/5*z^3 - 133/30*z + 1
*
0 | 0.070202828642445869456859682067036885648 | 0.014399997372075453888191072233397741791
f(z) = 33/8*z^3 - 131/24*z + 1
*
1/3 | 0.14260047558411512687056381855128856000 | 0.029389856993372942998790553139404056668
f(z) = 33/13*z^3 - 128/39*z + 1
*
0 | 0.14251387647128381778833449959447253484 | 0.029516283370373910761260039606476099956
f(z) = 33/13*z^3 - 125/39*z + 1
*
[ 1/5 ] 
f(z) = 34*z^3 - 134/25*z + 1
*
-3/2 | 0.10626048788603888131918786605151379829 | 0.021728609778148436581352870909917343705
f(z) = 34/15*z^3 - 133/30*z + 1
*
[ 1/4 ] 
f(z) = 35/2*z^3 - 131/32*z + 1
*
3/7 | 0.20508042543566368261153536469162709723 | 0.028841117928373934147316744264381402755
f(z) = 35/3*z^3 - 138/35*z + 1
*
[ 1/7 ] 
f(z) = 35/3*z^3 - 131/21*z + 1
*
4/7 | 0.13725141864501571709177008734292748953 | 0.024949095896268659476433404859062335674
f(z) = 35/4*z^3 - 129/28*z + 1
*
[ 1/5 ] 
f(z) = 35/6*z^3 - 127/30*z + 1
*
0 | 0.13173141855795352155249021557890158279 | 0.023892830509432619849388586015748883597
f(z) = 35/6*z^3 - 124/21*z + 1
*
6/7 | 0.19285488713857455177673169288581803359 | 0.027121801269969526994384518742888112751
f(z) = 35/8*z^3 - 137/35*z + 1
*
[ 6/5 ] 
f(z) = 35/12*z^3 - 121/30*z + 1
*
4/7 | 0.16675369858652169096933972378598622336 | 0.026381871763627546581739841004758324726
f(z) = 35/16*z^3 - 139/28*z + 1
*
[ 4/3 ] 
f(z) = 35/16*z^3 - 131/36*z + 1
*
[ 1/5 ] 
f(z) = 36*z^3 - 136/25*z + 1
*
[ 5/6 ] 
f(z) = 36/7*z^3 - 132/35*z + 1
*
[ 1/5 ] 
f(z) = 37*z^3 - 137/25*z + 1
*
[ 1/4 ] 
f(z) = 37/2*z^3 - 133/32*z + 1
*
[ 4/3 ] 
f(z) = 37/16*z^3 - 139/36*z + 1
*
[ 1/5 ] 
f(z) = 38*z^3 - 138/25*z + 1
*
[ 1/5 ] 
f(z) = 39*z^3 - 139/25*z + 1
*
[ 1/4 ] 
f(z) = 39/2*z^3 - 135/32*z + 1
*
[ 1/6 ] 
f(z) = 39/2*z^3 - 133/24*z + 1
*
0 | 0.13279993086153519026106925826570679109 | 0.027550243498040612345752093643900210375
f(z) = 39/7*z^3 - 124/21*z + 1
*
0 | 0.053840468714783202921126433040555905418 | 0.011009534759813941270816370300693768147
f(z) = 39/8*z^3 - 133/24*z + 1
*
6/13 | 0.18546097384695955467203964186366830398 | 0.025311567234427320749101411474843369146
f(z) = 39/8*z^3 - 125/39*z + 1
*
2/3 | 0.18146772170960949928432848138372728150 | 0.024766571336573560184122337626006960781
f(z) = 39/8*z^3 - 122/39*z + 1
*
[ 3/8 ] 
f(z) = 20/3*z^3 - 125/48*z + 1
*
[ 1/4 ] 
f(z) = 20/11*z^3 - 137/44*z + 1
*
-11/10 | 0.13652800468722243840385439493474213731 | 0.028229951709593799780240779649444982102
f(z) = 20/11*z^3 - 126/55*z + 1
*
[ 3/7 ] 
f(z) = 21/2*z^3 - 137/42*z + 1
*
2/3 | 0.12640281569971807793947111533982932372 | 0.020759054709781881435700944263780148385
f(z) = 21/4*z^3 - 137/42*z + 1
*
0 | 0.096075928635446615881053176062667675863 | 0.019833240731766251351014838644739566561
f(z) = 21/16*z^3 - 127/48*z + 1
*
[ 1/3 ] 
f(z) = 21/19*z^3 - 121/57*z + 1
*
[ 1/4 ] 
f(z) = 22/5*z^3 - 131/40*z + 1
*
6/11 | 0.14315120597295947698245834280810093418 | 0.026079947180088139336771127350292413431
f(z) = 22/5*z^3 - 127/55*z + 1
*
[ 2/5 ] 
f(z) = 23/4*z^3 - 121/50*z + 1
*
[ 1/3 ] 
f(z) = 23/6*z^3 - 131/54*z + 1
*
[ 2/7 ] 
f(z) = 23/8*z^3 - 134/49*z + 1
*
[ -3/2 ] 
f(z) = 23/12*z^3 - 127/48*z + 1
*
5/8 | 0.15149629771865402899455032148523610858 | 0.028815298349986544772411951207861576769
f(z) = 24/5*z^3 - 139/40*z + 1
*
3/4 | 0.051412026678458536365123715769762144492 | 0.010344860778340456152864688383907207665
f(z) = 24/7*z^3 - 137/42*z + 1
*
[ 1/3 ] 
f(z) = 24/19*z^3 - 122/57*z + 1
*
[ 3/10 ] 
f(z) = 25/4*z^3 - 139/48*z + 1
*
[ 1/3 ] 
f(z) = 25/6*z^3 - 133/54*z + 1
*
[ 2/3 ] 
f(z) = 25/6*z^3 - 127/54*z + 1
*
[ -6/5 ] 
f(z) = 25/7*z^3 - 139/42*z + 1
*
[ 2/7 ] 
f(z) = 25/8*z^3 - 135/49*z + 1
*
0 | 0.12949053708483690216256989896225209106 | 0.026478791940959584256901709815039713002
f(z) = 25/8*z^3 - 133/40*z + 1
*
0 | 0.086739059504872158412839957739982154293 | 0.017709656307203330985814390821007710615
f(z) = 25/9*z^3 - 134/45*z + 1
*
[ 1/4 ] 
f(z) = 26/5*z^3 - 133/40*z + 1
*
[ 2/5 ] 
f(z) = 27/4*z^3 - 129/50*z + 1
*
[ 2/7 ] 
f(z) = 27/8*z^3 - 136/49*z + 1
*
5/6 | 0.093766486591707776058699955252673393308 | 0.019485223272259929454224725576235854102
f(z) = 27/10*z^3 - 123/40*z + 1
*
[ 7/6 ] 
f(z) = 27/14*z^3 - 139/56*z + 1
*
[ -14/9 ] 
f(z) = 27/14*z^3 - 127/42*z + 1
*
-14/9 | 0.14307677094733764313815054898577793728 | 0.028995344364209085514465546159561305015
f(z) = 27/19*z^3 - 139/57*z + 1
*
[ 2/7 ] 
f(z) = 28/3*z^3 - 137/42*z + 1
*
[ 1/4 ] 
f(z) = 28/11*z^3 - 139/44*z + 1
*
0 | 0.13380606225581646075814669050008500951 | 0.027805680824848851567180164622745574216
f(z) = 28/11*z^3 - 123/44*z + 1
*
[ 2/5 ] 
f(z) = 29/4*z^3 - 133/50*z + 1
*
[ 1/3 ] 
f(z) = 29/6*z^3 - 137/54*z + 1
*
[ 2/7 ] 
f(z) = 29/8*z^3 - 137/49*z + 1
*
1/2 | 0.12841277532119527959368755520857978303 | 0.026595781116937667854295420616914154966
f(z) = 29/12*z^3 - 125/48*z + 1
*
[ 1/3 ] 
f(z) = 30/19*z^3 - 124/57*z + 1
*
[ 2/5 ] 
f(z) = 31/4*z^3 - 137/50*z + 1
*
[ 1/3 ] 
f(z) = 31/5*z^3 - 121/45*z + 1
*
[ 1/3 ] 
f(z) = 31/6*z^3 - 139/54*z + 1
*
[ 2/7 ] 
f(z) = 31/8*z^3 - 138/49*z + 1
*
1/2 | 0.12847780487547704697636328218240995266 | 0.026522056762552185046180107239160792168
f(z) = 31/12*z^3 - 127/48*z + 1
*
9/16 | 0.065986177228923191859485698028004784971 | 0.011899741331923466298090978357789731810
f(z) = 32/7*z^3 - 137/56*z + 1
*
[ 7/16 ] 
f(z) = 32/7*z^3 - 121/56*z + 1
*
[ -3/2 ] 
f(z) = 32/17*z^3 - 131/51*z + 1
*
[ -3/2 ] 
f(z) = 32/19*z^3 - 121/57*z + 1
*
[ 4/11 ] 
f(z) = 33/4*z^3 - 125/44*z + 1
*
[ 2/7 ] 
f(z) = 33/8*z^3 - 139/49*z + 1
*
1/3 | 0.10971857630361101183711423271018992812 | 0.022300610095382294798307311686954176524
f(z) = 33/14*z^3 - 137/42*z + 1
*
0 | 0.077688584796131346315044428752650715638 | 0.015935474945067346748518403340947070801
f(z) = 33/16*z^3 - 131/48*z + 1
*
[ 1/3 ] 
f(z) = 33/19*z^3 - 125/57*z + 1
*
[ 1/4 ] 
f(z) = 34/5*z^3 - 137/40*z + 1
*
[ 1/3 ] 
f(z) = 34/5*z^3 - 124/45*z + 1
*
-6/7 | 0.11684981142967327972413939880469742067 | 0.021240561151210347003969670130785430935
f(z) = 35/6*z^3 - 131/42*z + 1
*
[ 2/7 ] 
f(z) = 35/6*z^3 - 125/42*z + 1
*
[ 6/7 ] 
f(z) = 35/9*z^3 - 127/42*z + 1
*
[ 3/4 ] 
f(z) = 35/9*z^3 - 121/48*z + 1
*
6/7 | 0.093820504721563890705898790290427168005 | 0.016671432355906363514898373992101075998
f(z) = 35/12*z^3 - 139/42*z + 1
*
1/2 | 0.14646440750112637199321463597967817556 | 0.029638811345599080021154131492487738976
f(z) = 35/12*z^3 - 131/48*z + 1
*
[ 5/9 ] 
f(z) = 36/5*z^3 - 136/45*z + 1
*
-13/18 | 0.084690288692358126059320139634644265446 | 0.014650414511730879336169493931811146595
f(z) = 36/5*z^3 - 124/45*z + 1
*
[ 5/6 ] 
f(z) = 36/11*z^3 - 136/55*z + 1
*
[ 11/12 ] 
f(z) = 36/11*z^3 - 125/44*z + 1
*
[ 1/3 ] 
f(z) = 37/5*z^3 - 127/45*z + 1
*
[ 3/4 ] 
f(z) = 37/9*z^3 - 127/48*z + 1
*
[ 1/4 ] 
f(z) = 38/5*z^3 - 139/40*z + 1
*
[ 1/3 ] 
f(z) = 38/5*z^3 - 128/45*z + 1
*
[ 2/3 ] 
f(z) = 39/7*z^3 - 125/42*z + 1
*
1/3 | 0.11228072750281221616870940683076615756 | 0.022754346060872870497810820040784652120
f(z) = 39/14*z^3 - 139/42*z + 1
*
0 | 0.13479567062185021778497386424683150016 | 0.027563608872821949520591663644995072608
f(z) = 39/16*z^3 - 133/48*z + 1
*
[ 4/13 ] 
f(z) = 39/16*z^3 - 129/52*z + 1
*
[ 1/3 ] 
f(z) = 39/19*z^3 - 127/57*z + 1
*
[ 2/5 ] 
f(z) = 20/7*z^3 - 137/70*z + 1
*
[ -7/6 ] 
f(z) = 20/7*z^3 - 128/63*z + 1
*
1/6 | 0.060885030747380612093710630962552005177 | 0.011011088085909887176407495298907858435
f(z) = 21/5*z^3 - 127/60*z + 1
*
0 | 0.081951327902501995180190411475793546829 | 0.016656838540224229055247490951856273531
f(z) = 21/11*z^3 - 137/66*z + 1
*
0 | 0.11553048083542114507214790948064674193 | 0.023624178521060060098304002249843271202
f(z) = 22/15*z^3 - 133/60*z + 1
*
[ 11/12 ] 
f(z) = 24/11*z^3 - 127/66*z + 1
*
0 | 0.14281552612609862904235381368451716103 | 0.028736597839255436154172093424822795922
f(z) = 24/13*z^3 - 131/78*z + 1
*
[ 7/15 ] 
f(z) = 25/7*z^3 - 121/63*z + 1
*
[ 8/15 ] 
f(z) = 25/8*z^3 - 127/72*z + 1
*
0 | 0.076724844698579589588021349538832249694 | 0.015594541087710693018668904480952467756
f(z) = 25/12*z^3 - 137/60*z + 1
*
[ -8/5 ] 
f(z) = 25/18*z^3 - 139/72*z + 1
*
[ 6/13 ] 
f(z) = 26/9*z^3 - 139/78*z + 1
*
[ 3/5 ] 
f(z) = 26/9*z^3 - 128/75*z + 1
*
[ 4/9 ] 
f(z) = 27/5*z^3 - 139/60*z + 1
*
-10/9 | 0.11095319695514026922792732747107952754 | 0.017719930417374874283839950248130541397
f(z) = 27/16*z^3 - 131/60*z + 1
*
[ 3/5 ] 
f(z) = 28/9*z^3 - 134/75*z + 1
*
9/14 | 0.11741406118014355686456173502098671386 | 0.022245454818759289908956073155603020327
f(z) = 28/9*z^3 - 130/63*z + 1
*
[ 3/5 ] 
f(z) = 29/9*z^3 - 137/75*z + 1
*
[ 9/16 ] 
f(z) = 32/9*z^3 - 137/72*z + 1
*
[ 3/8 ] 
f(z) = 32/11*z^3 - 137/66*z + 1
*
[ -5/4 ] 
f(z) = 32/13*z^3 - 133/65*z + 1
*
[ 2/3 ] 
f(z) = 33/13*z^3 - 127/78*z + 1
*
[ 5/6 ] 
f(z) = 36/13*z^3 - 138/65*z + 1
*
[ -4/3 ] 
f(z) = 36/17*z^3 - 137/68*z + 1
*
[ -4/3 ] 
f(z) = 36/19*z^3 - 123/76*z + 1
*
[ 2/3 ] 
f(z) = 39/11*z^3 - 137/66*z + 1
*
[ 2/3 ] 
f(z) = 23/10*z^3 - 137/90*z + 1
*
[ 4/9 ] 
f(z) = 27/14*z^3 - 137/84*z + 1
*
[ 3/4 ] 
f(z) = 31/18*z^3 - 125/96*z + 1
*
[ 8/11 ] 
f(z) = 33/16*z^3 - 129/88*z + 1
*
[ 3/4 ] 
f(z) = 35/18*z^3 - 137/96*z + 1
*
[ -3/2 ] 
f(z) = 22/17*z^3 - 127/102*z + 1
*
[ 2/3 ] 
f(z) = 24/19*z^3 - 121/114*z + 1
*
[ -7/5 ] 
f(z) = 25/17*z^3 - 139/119*z + 1
*
[ 4/5 ] 
f(z) = 27/16*z^3 - 133/100*z + 1
*
[ 2/3 ] 
f(z) = 30/17*z^3 - 131/102*z + 1
*
[ 2/3 ] 
f(z) = 30/19*z^3 - 137/114*z + 1
*
[ 2/3 ] 
f(z) = 33/17*z^3 - 139/102*z + 1
*
[ 3/4 ] 
f(z) = 22/15*z^3 - 139/120*z + 1
*
[ 3/5 ] 
f(z) = 20*z^3 - 118/15*z + 1
*
[ 1/8 ] 
f(z) = 20*z^3 - 117/16*z + 1
*
[ -2/3 ] 
f(z) = 20*z^3 - 115/18*z + 1
*
3/10 | 0.14692847433364093142302127661783322134 | 0.025759831302559821784590694727562509002
f(z) = 20*z^3 - 112/15*z + 1
*
[ -3/4 ] 
f(z) = 20*z^3 - 107/12*z + 1
*
0 | 0.10455877939910355839160961404376200482 | 0.022512915400474530031621984208079243186
f(z) = 20*z^3 - 104/5*z + 1
*
1/4 | 0.077076717323271542248819844078687934148 | 0.016304293254338062585770884077659759027
f(z) = 20/3*z^3 - 113/12*z + 1
*
0 | 0.11699937134682947545369296542113272020 | 0.024795888382763659690340362832858662701
f(z) = 20/3*z^3 - 112/15*z + 1
*
0 | 0.12932730060127857254987560105064885000 | 0.027567194726950697607873555767030262123
f(z) = 20/3*z^3 - 109/15*z + 1
*
0 | 0.080869631320072415092997169910716539260 | 0.017306354284510157431456411044037481052
f(z) = 20/3*z^3 - 107/12*z + 1
*
0 | 0.081327089351042396172969691793591592128 | 0.017439294844382934748805232879543884820
f(z) = 20/3*z^3 - 106/15*z + 1
*
0 | 0.090427012147903768385081532354302282151 | 0.019510744291101450607951996904392024010
f(z) = 20/3*z^3 - 103/15*z + 1
*
0 | 0.10718109920585499523657428370338951275 | 0.023223900397559557367956286029800639650
f(z) = 20/3*z^3 - 101/12*z + 1
*
1/7 | 0.13302371028896561316600762915422696722 | 0.026655747367750899629987054087377493922
f(z) = 21/2*z^3 - 101/14*z + 1
*
-4/3 | 0.13013465661072135540982875447572988714 | 0.027426031203445455854855322191539593195
f(z) = 21/4*z^3 - 115/12*z + 1
*
[ 4/3 ] 
f(z) = 21/4*z^3 - 109/12*z + 1
*
-4/3 | 0.057412468552764444221441304159125756636 | 0.012387448909864898198265006246286946160
f(z) = 21/4*z^3 - 103/12*z + 1
*
1/3 | 0.14065494335810106741603046444205927702 | 0.029809256544231250804864141492944555475
f(z) = 21/5*z^3 - 112/15*z + 1
*
0 | 0.12802400133825297607010948816650377021 | 0.027622758884798422768715197340942183049
f(z) = 21/5*z^3 - 103/15*z + 1
*
[ 1/11 ] 
f(z) = 22*z^3 - 112/11*z + 1
*
[ 1/6 ] 
f(z) = 22*z^3 - 101/18*z + 1
*
-3/2 | 0.10552840732350791402736281352214510433 | 0.022865796665204971319271773363560353725
f(z) = 22/3*z^3 - 101/6*z + 1
*
[ 2/3 ] 
f(z) = 23/2*z^3 - 101/18*z + 1
*
-11/12 | 0.13288643907996762803563267937050981510 | 0.026738718553331737454192808153280590935
f(z) = 24*z^3 - 115/6*z + 1
*
1/3 | 0.072208345466679207164790164710158485061 | 0.015274470433937768845663166974401194410
f(z) = 24/5*z^3 - 113/15*z + 1
*
0 | 0.11601307715454475291922730943396317813 | 0.024827161718176671749234215539284317340
f(z) = 24/5*z^3 - 107/15*z + 1
*
[ 6/5 ] 
f(z) = 25/2*z^3 - 107/6*z + 1
*
-6/5 | 0.13423172986311667590942631399123624238 | 0.028962152955223868548759107639185707707
f(z) = 25/2*z^3 - 103/6*z + 1
*
-2 | 0.060158634436532137278682946142231764554 | 0.013035116681569713135728253765531505297
f(z) = 25/2*z^3 - 101/2*z + 1
*
[ 2/15 ] 
f(z) = 25/4*z^3 - 119/18*z + 1
*
[ -8/5 ] 
f(z) = 25/4*z^3 - 115/8*z + 1
*
[ 11/5 ] 
f(z) = 25/11*z^3 - 115/11*z + 1
*
[ -11/5 ] 
f(z) = 25/11*z^3 - 105/11*z + 1
*
-2 | 0.058277582193708225274857581911668795336 | 0.012471585041573453694637085926722843049
f(z) = 25/14*z^3 - 107/14*z + 1
*
-12/5 | 0.15402849729330172766190755334382038661 | 0.025121971526823543045423220211886626120
f(z) = 25/16*z^3 - 115/12*z + 1
*
-4 | 0.16187679097265329701680168622121791270 | 0.026885262119128212737108705025367966051
f(z) = 25/16*z^3 - 103/4*z + 1
*
[ 12/5 ] 
f(z) = 25/16*z^3 - 101/12*z + 1
*
[ 1/6 ] 
f(z) = 26*z^3 - 103/18*z + 1
*
[ 3/2 ] 
f(z) = 26/3*z^3 - 115/6*z + 1
*
[ -3/2 ] 
f(z) = 26/3*z^3 - 107/6*z + 1
*
2/9 | 0.16942055061304669999742635439771795448 | 0.029307743917405979791293778979182711347
f(z) = 27*z^3 - 103/12*z + 1
*
1/2 | 0.15916707853082978956377082082868701061 | 0.027534014975063943903086791197285500888
f(z) = 27*z^3 - 101/12*z + 1
*
-2 | 0.061597306146172230623376516013900952677 | 0.013129980485886204912432583396891934438
f(z) = 27/2*z^3 - 109/2*z + 1
*
[ 2 ] 
f(z) = 27/2*z^3 - 107/2*z + 1
*
[ -2 ] 
f(z) = 27/2*z^3 - 105/2*z + 1
*
0 | 0.14055751736462557299556956046682113679 | 0.029568707379866037741474311936814331889
f(z) = 27/5*z^3 - 116/15*z + 1
*
10/9 | 0.094853417945833678700881291548758295390 | 0.020218798589876279052463023690252075246
f(z) = 27/5*z^3 - 109/15*z + 1
*
0 | 0.11243365054035635948151040787618627457 | 0.024109599862108645241062583375948035345
f(z) = 27/5*z^3 - 106/15*z + 1
*
-2 | 0.060661170382664341884446272380266368400 | 0.012831858250036148966242948336877412557
f(z) = 27/10*z^3 - 113/10*z + 1
*
[ 2 ] 
f(z) = 27/10*z^3 - 103/10*z + 1
*
-2 | 0.059948006837648169546026631364733266981 | 0.012634112610231803786508040519459235378
f(z) = 27/14*z^3 - 115/14*z + 1
*
[ 2 ] 
f(z) = 27/14*z^3 - 101/14*z + 1
*
[ 4 ] 
f(z) = 27/16*z^3 - 105/4*z + 1
*
[ -4 ] 
f(z) = 27/16*z^3 - 103/4*z + 1
*
20/9 | 0.13755294010025822825561372623684252363 | 0.022845442065113164764063215521835594396
f(z) = 27/16*z^3 - 103/12*z + 1
*
[ 1/8 ] 
f(z) = 28*z^3 - 119/16*z + 1
*
0 | 0.12610209510951475823294045627843232313 | 0.026576164146949198441365014231668899501
f(z) = 28*z^3 - 115/4*z + 1
*
0 | 0.068453985062424352798243465919453969021 | 0.014426757477358764066387627719922928866
f(z) = 28/3*z^3 - 115/12*z + 1
*
0 | 0.12732802437601451243698657929893490229 | 0.027589317312814619141386306605127356198
f(z) = 28/9*z^3 - 101/18*z + 1
*
-2 | 0.062933319163957149331606161867036611119 | 0.013215250015144575517298105671037099269
f(z) = 29/2*z^3 - 117/2*z + 1
*
[ 2 ] 
f(z) = 29/2*z^3 - 115/2*z + 1
*
[ -2 ] 
f(z) = 29/2*z^3 - 113/2*z + 1
*
[ -2 ] 
f(z) = 29/6*z^3 - 107/6*z + 1
*
[ 2 ] 
f(z) = 29/10*z^3 - 111/10*z + 1
*
[ -2 ] 
f(z) = 29/10*z^3 - 101/10*z + 1
*
[ 2 ] 
f(z) = 29/14*z^3 - 109/14*z + 1
*
-4 | 0.15271986391365378175692222035805670225 | 0.024770399594058303348062633115474135608
f(z) = 29/16*z^3 - 119/4*z + 1
*
[ 4 ] 
f(z) = 29/16*z^3 - 113/4*z + 1
*
[ -4 ] 
f(z) = 29/16*z^3 - 111/4*z + 1
*
-8/15 | 0.087484815903007054706611592933265986293 | 0.014320063922408782929162855583762407259
f(z) = 30*z^3 - 113/15*z + 1
*
2/5 | 0.17213694297269080192892268801261592821 | 0.028176455552125583022978941702991857878
f(z) = 30*z^3 - 107/15*z + 1
*
[ -2 ] 
f(z) = 31/6*z^3 - 115/6*z + 1
*
[ 2 ] 
f(z) = 31/10*z^3 - 119/10*z + 1
*
[ -2 ] 
f(z) = 31/10*z^3 - 109/10*z + 1
*
[ 2 ] 
f(z) = 31/14*z^3 - 117/14*z + 1
*
[ -2 ] 
f(z) = 31/14*z^3 - 103/14*z + 1
*
[ -4 ] 
f(z) = 31/16*z^3 - 119/4*z + 1
*
[ 1/12 ] 
f(z) = 32*z^3 - 101/9*z + 1
*
1/8 | 0.11869066387087214064963054830928243992 | 0.025014196338318146790912354687812043398
f(z) = 32/3*z^3 - 115/6*z + 1
*
1/8 | 0.069748700761716150458221867831979450770 | 0.014754173644402735146069313731219791124
f(z) = 32/7*z^3 - 113/14*z + 1
*
0 | 0.12027443479937255831315233596617308866 | 0.025637500739387266468614222280813687987
f(z) = 32/9*z^3 - 109/18*z + 1
*
1/2 | 0.086112130758529802914604310805258098085 | 0.014396617207432876765138545003121083353
f(z) = 33*z^3 - 119/12*z + 1
*
[ 1/11 ] 
f(z) = 33*z^3 - 113/11*z + 1
*
0 | 0.11994448835567195879719671744315681476 | 0.025668496023455140754792597933970846518
f(z) = 33/2*z^3 - 107/6*z + 1
*
0 | 0.11345819260669893311174311664105010399 | 0.024584015128678255743313816513330366450
f(z) = 33/2*z^3 - 101/6*z + 1
*
0 | 0.051366044163962061101114729036149125470 | 0.010992494264959964964151417785690476608
f(z) = 33/4*z^3 - 107/12*z + 1
*
0 | 0.057254543837229685418357965769244580032 | 0.012327675486534642158710521656202424976
f(z) = 33/5*z^3 - 104/15*z + 1
*
[ -2 ] 
f(z) = 33/10*z^3 - 117/10*z + 1
*
[ -2 ] 
f(z) = 33/14*z^3 - 111/14*z + 1
*
[ 1/6 ] 
f(z) = 34*z^3 - 107/18*z + 1
*
0 | 0.13249603477341107021784178374726493139 | 0.028027324995202259412964290978471158103
f(z) = 34/9*z^3 - 113/18*z + 1
*
1/7 | 0.14625512936128032583603679593728808666 | 0.026585759795993714147702817235375754958
f(z) = 35/2*z^3 - 103/14*z + 1
*
[ 3 ] 
f(z) = 35/9*z^3 - 103/3*z + 1
*
[ -3 ] 
f(z) = 35/9*z^3 - 101/3*z + 1
*
[ 3/2 ] 
f(z) = 35/9*z^3 - 101/12*z + 1
*
[ -2 ] 
f(z) = 35/18*z^3 - 113/18*z + 1
*
[ 3 ] 
f(z) = 35/18*z^3 - 101/6*z + 1
*
[ -5/6 ] 
f(z) = 36*z^3 - 114/5*z + 1
*
0 | 0.12595173109182072878507316544627416409 | 0.026642986766025009975908159151018915135
f(z) = 36/5*z^3 - 113/15*z + 1
*
[ 11/6 ] 
f(z) = 36/11*z^3 - 116/11*z + 1
*
[ -11/6 ] 
f(z) = 36/11*z^3 - 104/11*z + 1
*
[ -2/3 ] 
f(z) = 37/2*z^3 - 103/18*z + 1
*
[ 3 ] 
f(z) = 37/9*z^3 - 109/3*z + 1
*
[ -3 ] 
f(z) = 37/9*z^3 - 107/3*z + 1
*
[ 3/2 ] 
f(z) = 37/9*z^3 - 107/12*z + 1
*
[ 3 ] 
f(z) = 37/18*z^3 - 107/6*z + 1
*
[ -3 ] 
f(z) = 37/18*z^3 - 103/6*z + 1
*
[ 1/6 ] 
f(z) = 38*z^3 - 109/18*z + 1
*
[ 3 ] 
f(z) = 38/9*z^3 - 112/3*z + 1
*
[ -3 ] 
f(z) = 38/9*z^3 - 110/3*z + 1
*
[ 2/3 ] 
f(z) = 39*z^3 - 107/6*z + 1
*
-4/3 | 0.13784924080252107634840449765593664947 | 0.025689499993406087314233223688931886469
f(z) = 39/8*z^3 - 107/12*z + 1
*
[ 4/3 ] 
f(z) = 39/8*z^3 - 101/12*z + 1
*
1/5 | 0.096235072715924143045459155981072617624 | 0.018163327346814500631183182611250713713
f(z) = 20/3*z^3 - 113/30*z + 1
*
2/5 | 0.095578953380534555508418724810613180163 | 0.018039491930776170173217983406580982163
f(z) = 20/3*z^3 - 107/30*z + 1
*
1/4 | 0.12525544921475254766026689174877680506 | 0.026302157571250491943708024750276781007
f(z) = 20/7*z^3 - 117/28*z + 1
*
0 | 0.10995588544204088815985661841275245603 | 0.023825138485722214505246945804188149474
f(z) = 20/7*z^3 - 101/28*z + 1
*
[ 1/4 ] 
f(z) = 20/9*z^3 - 113/36*z + 1
*
0 | 0.13295180347136710422992936573663158500 | 0.028452102180771833207949107563587926993
f(z) = 20/9*z^3 - 107/36*z + 1
*
-6/5 | 0.14121219776543539910801733521083930882 | 0.024714525962655088176909713784488794438
f(z) = 20/9*z^3 - 101/30*z + 1
*
[ -2 ] 
f(z) = 20/17*z^3 - 109/34*z + 1
*
[ -2 ] 
f(z) = 20/19*z^3 - 103/38*z + 1
*
[ 3/7 ] 
f(z) = 21*z^3 - 109/21*z + 1
*
[ 4/7 ] 
f(z) = 21/2*z^3 - 117/28*z + 1
*
[ 1/4 ] 
f(z) = 21/2*z^3 - 117/32*z + 1
*
1/2 | 0.10527880784913643838255575237055271918 | 0.019039724749688082832598481889991962410
f(z) = 21/2*z^3 - 103/24*z + 1
*
2/3 | 0.081872937978546911175031882520214802073 | 0.016928901076024130815525970782649305350
f(z) = 21/5*z^3 - 101/30*z + 1
*
0 | 0.12756495073584705524888073309099450360 | 0.026692122712400078842019896602504010827
f(z) = 21/8*z^3 - 119/24*z + 1
*
-10/7 | 0.18931907586914560345776540488009641365 | 0.027706453485464769947086743485492235415
f(z) = 21/8*z^3 - 116/21*z + 1
*
22/21 | 0.12502956364099542604869260472153767959 | 0.018368252973773949424300008647210156776
f(z) = 21/8*z^3 - 113/21*z + 1
*
1/3 | 0.13609673966926695478201073518805977991 | 0.029364551846483025316747823907024368143
f(z) = 21/8*z^3 - 103/24*z + 1
*
0 | 0.11138171978537471630095135650213055057 | 0.023560944025894027050440360344562559617
f(z) = 21/10*z^3 - 113/30*z + 1
*
0 | 0.12507558347227195025163443410541232012 | 0.026986601328775442361437185717261620914
f(z) = 21/10*z^3 - 103/30*z + 1
*
[ -2 ] 
f(z) = 21/17*z^3 - 117/34*z + 1
*
[ -2 ] 
f(z) = 21/19*z^3 - 111/38*z + 1
*
[ 2/11 ] 
f(z) = 22*z^3 - 115/22*z + 1
*
[ 3/11 ] 
f(z) = 22/3*z^3 - 106/33*z + 1
*
1/2 | 0.11180208749744773286822778265931863098 | 0.024225171821508307091864110082220636083
f(z) = 22/15*z^3 - 101/30*z + 1
*
[ -2 ] 
f(z) = 22/19*z^3 - 119/38*z + 1
*
[ 1/4 ] 
f(z) = 23/2*z^3 - 119/32*z + 1
*
-4/3 | 0.091022720994414398620965454283430097482 | 0.015166876952412492541754968476505603888
f(z) = 23/16*z^3 - 101/36*z + 1
*
0 | 0.085248967841458361194211904238655955490 | 0.018101374064381901639637500939526285881
f(z) = 24/5*z^3 - 111/20*z + 1
*
3/4 | 0.12396535456630572319176759399598825738 | 0.024943664297586756705209212191745567596
f(z) = 24/5*z^3 - 101/30*z + 1
*
7/6 | 0.12616477694886870820464491837310693512 | 0.026540945238593389288522665052048443978
f(z) = 24/7*z^3 - 116/21*z + 1
*
[ 1/6 ] 
f(z) = 24/7*z^3 - 107/21*z + 1
*
0 | 0.091591204013538095482288965210298163285 | 0.019761933059331677313670754011657950841
f(z) = 24/7*z^3 - 103/28*z + 1
*
-7/6 | 0.12449475564844452579021186728952604742 | 0.026975407293080363291526552994414277263
f(z) = 24/7*z^3 - 101/21*z + 1
*
0 | 0.13321692561289949401963730289622038924 | 0.028743196409373101398225183180240561508
f(z) = 24/11*z^3 - 103/22*z + 1
*
[ 1/4 ] 
f(z) = 24/17*z^3 - 105/34*z + 1
*
[ 1/4 ] 
f(z) = 24/19*z^3 - 117/38*z + 1
*
[ 4/15 ] 
f(z) = 25/4*z^3 - 115/36*z + 1
*
3/5 | 0.098493433248500602064270810672240831655 | 0.018185304173536471265881390971221973567
f(z) = 25/4*z^3 - 109/36*z + 1
*
0 | 0.13083906217037154643216783673033480514 | 0.027098293377156262016767464166725498072
f(z) = 25/6*z^3 - 119/30*z + 1
*
[ 4/15 ] 
f(z) = 25/8*z^3 - 107/36*z + 1
*
4/5 | 0.080689764032393841925774973997099353803 | 0.017199697412772818030645900074666689276
f(z) = 25/9*z^3 - 109/36*z + 1
*
[ 8/5 ] 
f(z) = 25/12*z^3 - 119/24*z + 1
*
-8/5 | 0.10697071909500458612400529344612126872 | 0.022627870442865755175690875344694518765
f(z) = 25/12*z^3 - 113/24*z + 1
*
-4/3 | 0.14495609854394071851586277960784767461 | 0.023850712618461705212016075393073318845
f(z) = 25/16*z^3 - 109/36*z + 1
*
-3/4 | 0.13987747280812303055785264231555968773 | 0.026206365316638715362944426045741481281
f(z) = 26/3*z^3 - 109/24*z + 1
*
0 | 0.13940919254906575992531603731996324164 | 0.029170452019079557470038337271273907929
f(z) = 26/5*z^3 - 119/20*z + 1
*
0 | 0.13925103722997632488421081847411897007 | 0.029800157926394837849642285959266474665
f(z) = 26/11*z^3 - 107/22*z + 1
*
[ 3/2 ] 
f(z) = 26/15*z^3 - 107/30*z + 1
*
1/2 | 0.13007436879863695909549476678326327563 | 0.028065150978401112181455653649169721931
f(z) = 26/15*z^3 - 103/30*z + 1
*
[ 2/9 ] 
f(z) = 27/5*z^3 - 113/30*z + 1
*
[ 1/6 ] 
f(z) = 27/5*z^3 - 103/20*z + 1
*
0 | 0.10296184903337086207425119820044898032 | 0.021779860883386526421205055290267239113
f(z) = 27/8*z^3 - 113/24*z + 1
*
[ 2/9 ] 
f(z) = 27/10*z^3 - 109/30*z + 1
*
-10/9 | 0.098278422823680664371740305748706503046 | 0.021204783078637107932123270365791182893
f(z) = 27/10*z^3 - 103/30*z + 1
*
-4/3 | 0.12907673351755590919380601938853574815 | 0.027968225975147508968701491518926911290
f(z) = 27/10*z^3 - 101/20*z + 1
*
0 | 0.11030301963480917737618845224064065646 | 0.023900355198157251693803739668666165019
f(z) = 27/10*z^3 - 101/30*z + 1
*
[ 11/9 ] 
f(z) = 27/11*z^3 - 115/33*z + 1
*
0 | 0.13410282689754698658591939467407234696 | 0.028934340548954364662902925127706490376
f(z) = 27/11*z^3 - 103/33*z + 1
*
[ -13/9 ] 
f(z) = 27/13*z^3 - 103/39*z + 1
*
4/3 | 0.11374551380948244668698621426536367815 | 0.023885207757392230530962146663455897119
f(z) = 27/14*z^3 - 117/28*z + 1
*
[ 3/14 ] 
f(z) = 28*z^3 - 104/21*z + 1
*
9/14 | 0.13118964049199576712262725660655189473 | 0.024855397989993943716477147368257031435
f(z) = 28/3*z^3 - 109/21*z + 1
*
0 | 0.14131637514057945195059817499709063989 | 0.029674761374834367712657578809095114201
f(z) = 28/5*z^3 - 117/20*z + 1
*
9/14 | 0.11710887871620838429494907624376209653 | 0.022187634463644142725570660583654228736
f(z) = 28/5*z^3 - 116/35*z + 1
*
[ 5/7 ] 
f(z) = 28/5*z^3 - 114/35*z + 1
*
0 | 0.10283530015465983157717465044182943414 | 0.021794071156879274394541909938883430622
f(z) = 28/5*z^3 - 107/20*z + 1
*
[ 1/4 ] 
f(z) = 28/9*z^3 - 115/36*z + 1
*
0 | 0.092709554985761423600565122525111724554 | 0.019648103669105100742101857209473214555
f(z) = 28/9*z^3 - 103/36*z + 1
*
[ 1/3 ] 
f(z) = 29/4*z^3 - 101/36*z + 1
*
[ 4/3 ] 
f(z) = 29/16*z^3 - 107/36*z + 1
*
0 | 0.13323762708398269795170306464653246939 | 0.028237291290781370071258356100849538265
f(z) = 30/11*z^3 - 112/33*z + 1
*
1/3 | 0.13660469585107734866929180641524443805 | 0.029118432331257467666884265616757437780
f(z) = 30/11*z^3 - 109/33*z + 1
*
[ 1/3 ] 
f(z) = 31/4*z^3 - 103/36*z + 1
*
0 | 0.13840625966820311901896662898217325536 | 0.029862859299799373362260308335135850970
f(z) = 31/10*z^3 - 103/30*z + 1
*
[ 4/3 ] 
f(z) = 31/16*z^3 - 115/36*z + 1
*
-3/2 | 0.14349570016719468667370036212738258736 | 0.025114177552865512337261560605202517265
f(z) = 31/18*z^3 - 101/24*z + 1
*
[ 3/16 ] 
f(z) = 32/3*z^3 - 113/24*z + 1
*
3/8 | 0.15419579394490362233746536800047647859 | 0.029328755050416965754435054769000245708
f(z) = 32/5*z^3 - 107/30*z + 1
*
0 | 0.11182053620002195178833312027700875213 | 0.023046133292188068944190377292737677029
f(z) = 32/9*z^3 - 119/36*z + 1
*
[ 3/16 ] 
f(z) = 32/9*z^3 - 107/24*z + 1
*
[ 11/8 ] 
f(z) = 32/11*z^3 - 115/22*z + 1
*
[ 2/11 ] 
f(z) = 33/2*z^3 - 111/22*z + 1
*
[ 2/11 ] 
f(z) = 33/4*z^3 - 105/22*z + 1
*
[ 2/3 ] 
f(z) = 33/5*z^3 - 103/30*z + 1
*
0 | 0.13163461933529886625278603427654022762 | 0.027845106935007900582289873303830207582
f(z) = 33/7*z^3 - 113/21*z + 1
*
0 | 0.10311988665579991828917207963515070784 | 0.021732636814632543579510417255961619857
f(z) = 33/8*z^3 - 115/24*z + 1
*
0 | 0.10976539963895630826073656753838533784 | 0.023490139169969448952931241108363518742
f(z) = 33/8*z^3 - 107/24*z + 1
*
0 | 0.10215205101253946173305706901475068927 | 0.021374641429496026022076317640902709335
f(z) = 33/10*z^3 - 119/30*z + 1
*
0 | 0.081317283441556503715366791891408220909 | 0.017333458418120494205784911298638406843
f(z) = 33/10*z^3 - 109/30*z + 1
*
1/3 | 0.091003752267885736527693554600656830944 | 0.019718607983431752966892834653400784274
f(z) = 33/10*z^3 - 101/30*z + 1
*
0 | 0.13687221139707517837573633426689009009 | 0.028953032128080581986946832697343470420
f(z) = 34/15*z^3 - 113/30*z + 1
*
[ -3/2 ] 
f(z) = 34/15*z^3 - 103/30*z + 1
*
[ 2/5 ] 
f(z) = 35/3*z^3 - 101/30*z + 1
*
[ 4/5 ] 
f(z) = 35/4*z^3 - 117/20*z + 1
*
1/5 | 0.14158194961078841931878956983760175628 | 0.027412936436402490061121250379438501277
f(z) = 35/4*z^3 - 107/20*z + 1
*
[ 1/3 ] 
f(z) = 35/4*z^3 - 107/36*z + 1
*
[ 4/7 ] 
f(z) = 35/4*z^3 - 101/28*z + 1
*
3/5 | 0.13770896476055035475117255908199289135 | 0.026663053504216649968293353277064389842
f(z) = 35/6*z^3 - 113/30*z + 1
*
2/5 | 0.080707731445296582906785631483342113035 | 0.015626539386681620032932442442966193638
f(z) = 35/6*z^3 - 103/30*z + 1
*
-6/7 | 0.21035607215735126031611518972916145008 | 0.029583049046009360957338844652127335539
f(z) = 35/8*z^3 - 102/35*z + 1
*
[ -6/5 ] 
f(z) = 35/9*z^3 - 113/30*z + 1
*
-6/5 | 0.085210438043501890508348217609255420467 | 0.016052400312293743592786970913231556447
f(z) = 35/12*z^3 - 101/30*z + 1
*
-3/2 | 0.16244333388764248153385568883187645272 | 0.027882480414282385905117155582043363175
f(z) = 35/18*z^3 - 113/24*z + 1
*
6/5 | 0.14154112389701682059472488893846590175 | 0.024445958127391159885957065235567407819
f(z) = 35/18*z^3 - 109/30*z + 1
*
-11/12 | 0.11306341949183774730443440373468467313 | 0.022750033588079404799835730247032531760
f(z) = 36/5*z^3 - 101/20*z + 1
*
[ 1/3 ] 
f(z) = 37/4*z^3 - 109/36*z + 1
*
-3/2 | 0.17027736340321944264374349810536952984 | 0.028969890741101583343322258301615065647
f(z) = 37/18*z^3 - 119/24*z + 1
*
[ 3/2 ] 
f(z) = 37/18*z^3 - 103/24*z + 1
*
[ -3/4 ] 
f(z) = 38/3*z^3 - 115/24*z + 1
*
[ 2/3 ] 
f(z) = 39/5*z^3 - 119/30*z + 1
*
[ 2/9 ] 
f(z) = 39/8*z^3 - 101/27*z + 1
*
1/3 | 0.12384401690323295149850318878404208203 | 0.026005773539326311917156197536190125095
f(z) = 39/10*z^3 - 103/30*z + 1
*
9/10 | 0.081746643676474997802162829468707022392 | 0.017529261565715763914241258607912363136
f(z) = 20/9*z^3 - 106/45*z + 1
*
[ 11/10 ] 
f(z) = 20/11*z^3 - 116/55*z + 1
*
0 | 0.13340322025302782499825583116041909425 | 0.028219224943843210254008293232837843534
f(z) = 20/11*z^3 - 113/44*z + 1
*
[ 3/2 ] 
f(z) = 20/17*z^3 - 118/51*z + 1
*
[ 3/2 ] 
f(z) = 20/19*z^3 - 116/57*z + 1
*
[ 2/5 ] 
f(z) = 21/4*z^3 - 117/50*z + 1
*
-6/7 | 0.16630477380945170293738819905906982625 | 0.027312128127031973618602819449903340318
f(z) = 21/4*z^3 - 113/42*z + 1
*
[ 1/3 ] 
f(z) = 21/16*z^3 - 103/48*z + 1
*
-8/7 | 0.11470026223761728846369705961999640348 | 0.021528327349183789907621269076813590524
f(z) = 21/16*z^3 - 103/56*z + 1
*
[ 1/3 ] 
f(z) = 21/17*z^3 - 109/51*z + 1
*
[ 5/11 ] 
f(z) = 22/5*z^3 - 116/55*z + 1
*
[ 1/3 ] 
f(z) = 22/5*z^3 - 112/45*z + 1
*
[ 1/3 ] 
f(z) = 23/5*z^3 - 113/45*z + 1
*
[ 2/3 ] 
f(z) = 23/6*z^3 - 119/54*z + 1
*
1/2 | 0.12836162260900335442907603450980430228 | 0.026858821035702373851088771098580392858
f(z) = 23/12*z^3 - 119/48*z + 1
*
[ 1/3 ] 
f(z) = 24/17*z^3 - 110/51*z + 1
*
[ 11/10 ] 
f(z) = 25/11*z^3 - 117/44*z + 1
*
1/10 | 0.11808972075805159753861141753739318658 | 0.024979909685137111056956773364050523977
f(z) = 25/14*z^3 - 113/56*z + 1
*
[ 6/5 ] 
f(z) = 25/14*z^3 - 101/42*z + 1
*
3/5 | 0.066361461823261296326388050310396380471 | 0.014201560590845623903484069088331373290
f(z) = 25/16*z^3 - 107/48*z + 1
*
[ 1/3 ] 
f(z) = 26/5*z^3 - 116/45*z + 1
*
[ -4/3 ] 
f(z) = 27/11*z^3 - 115/44*z + 1
*
[ -4/3 ] 
f(z) = 27/13*z^3 - 101/52*z + 1
*
0 | 0.10812916406958007264057320254276681909 | 0.023048634802627630668906703861674326303
f(z) = 27/14*z^3 - 109/42*z + 1
*
7/9 | 0.10810680364648345044219329616118663917 | 0.023325377583248479119572493404064012121
f(z) = 27/14*z^3 - 103/42*z + 1
*
0 | 0.097361025407921880516641443808733057650 | 0.020595100114811683764179503030591899604
f(z) = 27/16*z^3 - 113/48*z + 1
*
-13/9 | 0.13450890614172709555961985802297403403 | 0.028194885373877049439566453175315453134
f(z) = 27/17*z^3 - 118/51*z + 1
*
[ 1/3 ] 
f(z) = 28/5*z^3 - 118/45*z + 1
*
[ 6/7 ] 
f(z) = 28/9*z^3 - 103/42*z + 1
*
[ 3/8 ] 
f(z) = 28/9*z^3 - 101/48*z + 1
*
[ -3/2 ] 
f(z) = 28/17*z^3 - 104/51*z + 1
*
[ 1/3 ] 
f(z) = 29/5*z^3 - 119/45*z + 1
*
[ 3/4 ] 
f(z) = 29/9*z^3 - 103/48*z + 1
*
[ 2/3 ] 
f(z) = 30/7*z^3 - 101/42*z + 1
*
[ 1/3 ] 
f(z) = 30/17*z^3 - 112/51*z + 1
*
[ 3/4 ] 
f(z) = 31/9*z^3 - 109/48*z + 1
*
[ 5/16 ] 
f(z) = 32/5*z^3 - 113/40*z + 1
*
[ 5/12 ] 
f(z) = 32/5*z^3 - 113/45*z + 1
*
[ 2/3 ] 
f(z) = 33/7*z^3 - 109/42*z + 1
*
[ 4/11 ] 
f(z) = 33/8*z^3 - 101/44*z + 1
*
2/3 | 0.10810677153131556964787755496818816955 | 0.023135187562196352363191207497159270323
f(z) = 33/14*z^3 - 107/42*z + 1
*
[ 1/3 ] 
f(z) = 33/16*z^3 - 107/48*z + 1
*
[ 1/3 ] 
f(z) = 33/17*z^3 - 113/51*z + 1
*
[ 3/7 ] 
f(z) = 35/6*z^3 - 101/42*z + 1
*
[ 2/7 ] 
f(z) = 35/12*z^3 - 115/42*z + 1
*
3/7 | 0.15818800272546228977634339103309143443 | 0.027152076864033650982302680657925060176
f(z) = 35/18*z^3 - 113/42*z + 1
*
6/7 | 0.15821262256820257843587868436942412517 | 0.027325338672180334814104762968218677847
f(z) = 35/18*z^3 - 109/42*z + 1
*
[ 2/3 ] 
f(z) = 37/12*z^3 - 101/54*z + 1
*
2/3 | 0.11580467883341868440287402040405510501 | 0.024317607970431422685791649577822730990
f(z) = 39/14*z^3 - 115/42*z + 1
*
0 | 0.10878162542558263806118777199272227772 | 0.022842850117401783798053651620276038665
f(z) = 39/14*z^3 - 103/42*z + 1
*
[ 1/3 ] 
f(z) = 39/16*z^3 - 109/48*z + 1
*
[ 1/3 ] 
f(z) = 39/17*z^3 - 115/51*z + 1
*
3/20 | 0.15187374213875852248723870797530714447 | 0.025348350298103058650738511719915450278
f(z) = 20/9*z^3 - 103/60*z + 1
*
[ -4/3 ] 
f(z) = 21/10*z^3 - 119/60*z + 1
*
[ 5/7 ] 
f(z) = 21/10*z^3 - 103/70*z + 1
*
[ 3/5 ] 
f(z) = 22/9*z^3 - 116/75*z + 1
*
[ 6/11 ] 
f(z) = 22/9*z^3 - 103/66*z + 1
*
[ 3/5 ] 
f(z) = 23/9*z^3 - 119/75*z + 1
*
[ -3/2 ] 
f(z) = 23/15*z^3 - 107/60*z + 1
*
[ 3/4 ] 
f(z) = 24/13*z^3 - 107/78*z + 1
*
[ 2/3 ] 
f(z) = 24/13*z^3 - 103/78*z + 1
*
0 | 0.12727727129846484486909610467684596500 | 0.026360605011052537647088479096392117533
f(z) = 25/12*z^3 - 101/60*z + 1
*
[ 1/2 ] 
f(z) = 25/19*z^3 - 101/76*z + 1
*
[ 4/9 ] 
f(z) = 27/10*z^3 - 107/60*z + 1
*
[ 10/9 ] 
f(z) = 27/16*z^3 - 119/60*z + 1
*
-10/9 | 0.17882877261002837007298148378166734100 | 0.029513968743930983521531743354607671286
f(z) = 27/16*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 27/19*z^3 - 103/76*z + 1
*
[ 9/14 ] 
f(z) = 28/9*z^3 - 116/63*z + 1
*
[ 1/2 ] 
f(z) = 29/18*z^3 - 101/72*z + 1
*
[ 1/2 ] 
f(z) = 29/19*z^3 - 105/76*z + 1
*
[ 2/3 ] 
f(z) = 30/11*z^3 - 113/66*z + 1
*
[ 2/3 ] 
f(z) = 30/13*z^3 - 119/78*z + 1
*
[ 1/2 ] 
f(z) = 31/18*z^3 - 103/72*z + 1
*
[ 1/2 ] 
f(z) = 31/19*z^3 - 107/76*z + 1
*
0 | 0.089788591522002023917390515294988173624 | 0.018505365102456734719575432994684044181
f(z) = 32/15*z^3 - 113/60*z + 1
*
[ 1/2 ] 
f(z) = 33/17*z^3 - 101/68*z + 1
*
[ 1/2 ] 
f(z) = 33/19*z^3 - 109/76*z + 1
*
[ 3/5 ] 
f(z) = 35/12*z^3 - 103/60*z + 1
*
[ 1/2 ] 
f(z) = 35/17*z^3 - 103/68*z + 1
*
[ 1/2 ] 
f(z) = 35/18*z^3 - 107/72*z + 1
*
[ 1/2 ] 
f(z) = 35/19*z^3 - 111/76*z + 1
*
[ 1/2 ] 
f(z) = 37/16*z^3 - 101/64*z + 1
*
[ 1/2 ] 
f(z) = 37/17*z^3 - 105/68*z + 1
*
[ 1/2 ] 
f(z) = 37/18*z^3 - 109/72*z + 1
*
[ 1/2 ] 
f(z) = 37/19*z^3 - 113/76*z + 1
*
[ 1/2 ] 
f(z) = 39/16*z^3 - 103/64*z + 1
*
[ 1/2 ] 
f(z) = 39/17*z^3 - 107/68*z + 1
*
[ 1/2 ] 
f(z) = 39/19*z^3 - 115/76*z + 1
*
[ 3/4 ] 
f(z) = 23/18*z^3 - 101/96*z + 1
*
[ 3/4 ] 
f(z) = 25/18*z^3 - 107/96*z + 1
*
[ 3/4 ] 
f(z) = 29/18*z^3 - 119/96*z + 1
*
[ 4/5 ] 
f(z) = 21/16*z^3 - 109/100*z + 1
*
[ 2/3 ] 
f(z) = 21/17*z^3 - 107/102*z + 1
*
[ 2/3 ] 
f(z) = 21/19*z^3 - 113/114*z + 1
*
[ 4/5 ] 
f(z) = 23/16*z^3 - 117/100*z + 1
*
[ 3/4 ] 
f(z) = 24/19*z^3 - 119/114*z + 1
*
3/5 | 0.13779160190521350857278137598157180208 | 0.026006672000282154947479072183129616304
f(z) = 20*z^3 - 87/10*z + 1
*
0 | 0.12717599041278048651892697662040224738 | 0.028626147557044395503803993789192502501
f(z) = 20*z^3 - 85/4*z + 1
*
0 | 0.11987567553347303206691942411505629703 | 0.027278885547239546452403622818724003578
f(z) = 20*z^3 - 81/4*z + 1
*
0 | 0.12376582024777153371782070274050010351 | 0.027178121673875957628443693524603284117
f(z) = 20/3*z^3 - 95/12*z + 1
*
0 | 0.086663605594517037990600945308847415384 | 0.019612295008244438474366780035442296708
f(z) = 20/3*z^3 - 83/12*z + 1
*
0 | 0.11114983049574496653183736705447411417 | 0.025018806131443470251287535971766923866
f(z) = 20/9*z^3 - 85/18*z + 1
*
[ 1/7 ] 
f(z) = 21/2*z^3 - 87/14*z + 1
*
-2 | 0.056892835313671651895870417278839710422 | 0.012806054769785565297707550163259338129
f(z) = 21/2*z^3 - 85/2*z + 1
*
[ 2 ] 
f(z) = 21/2*z^3 - 83/2*z + 1
*
[ -2 ] 
f(z) = 21/2*z^3 - 81/2*z + 1
*
0 | 0.10321456097174742624431907761491107000 | 0.023052668416185740857600539942283620074
f(z) = 21/5*z^3 - 88/15*z + 1
*
-2 | 0.055521173193592063857780685455789936917 | 0.012369274011141450425465468628309860539
f(z) = 21/10*z^3 - 89/10*z + 1
*
-4 | 0.14116865488043359271195164696729423736 | 0.024122312132623578181251249943720829702
f(z) = 21/16*z^3 - 87/4*z + 1
*
[ 4 ] 
f(z) = 21/16*z^3 - 81/4*z + 1
*
[ 3/2 ] 
f(z) = 22/3*z^3 - 97/6*z + 1
*
-3/2 | 0.11103553244435583815309795356280858748 | 0.024382638153692035827652616299729069893
f(z) = 22/3*z^3 - 95/6*z + 1
*
[ -3/2 ] 
f(z) = 22/3*z^3 - 89/6*z + 1
*
0 | 0.081501383384435220181469747698948081732 | 0.018157270197696773889557000344608589832
f(z) = 22/9*z^3 - 89/18*z + 1
*
-2 | 0.058597102701579607747829742917019822621 | 0.012927924205545580641940457486027850473
f(z) = 23/2*z^3 - 93/2*z + 1
*
[ 2 ] 
f(z) = 23/2*z^3 - 91/2*z + 1
*
[ -2 ] 
f(z) = 23/2*z^3 - 89/2*z + 1
*
[ -2 ] 
f(z) = 23/6*z^3 - 83/6*z + 1
*
-2 | 0.057408287608475686403929408360017703249 | 0.012549052361611009081599547642452031453
f(z) = 23/10*z^3 - 97/10*z + 1
*
[ 2 ] 
f(z) = 23/10*z^3 - 87/10*z + 1
*
-2 | 0.056414477411552484237032289966729857697 | 0.012277041568328216316357168159752637762
f(z) = 23/14*z^3 - 99/14*z + 1
*
[ 2 ] 
f(z) = 23/14*z^3 - 85/14*z + 1
*
[ 4 ] 
f(z) = 23/16*z^3 - 89/4*z + 1
*
[ -4 ] 
f(z) = 23/16*z^3 - 87/4*z + 1
*
[ 3/4 ] 
f(z) = 24*z^3 - 83/6*z + 1
*
1/6 | 0.051836287535380105560804908838865050956 | 0.011463669000024085753140533523944914665
f(z) = 24/5*z^3 - 92/15*z + 1
*
5/4 | 0.068689799375355538045770203474429619101 | 0.015544756073382535030365928008688671680
f(z) = 24/5*z^3 - 83/10*z + 1
*
3/20 | 0.091348420190770153457646328063005401720 | 0.015246425890121154395834902039043813831
f(z) = 25*z^3 - 89/16*z + 1
*
[ 2 ] 
f(z) = 25/2*z^3 - 99/2*z + 1
*
[ -2 ] 
f(z) = 25/2*z^3 - 97/2*z + 1
*
[ -6/5 ] 
f(z) = 25/2*z^3 - 97/6*z + 1
*
9/10 | 0.081585103722424369055764826200215258568 | 0.017715980176076676733606288929050402214
f(z) = 25/2*z^3 - 89/8*z + 1
*
9/10 | 0.10542561538194124663579616555509856943 | 0.022892881505815835127584746270871657888
f(z) = 25/4*z^3 - 97/16*z + 1
*
0 | 0.12739074739186923286256422485178105477 | 0.028828998078613907527455200554780946623
f(z) = 25/4*z^3 - 83/12*z + 1
*
1/5 | 0.12448909515557819888822949362373941689 | 0.028021352108993645676795820402577004136
f(z) = 25/6*z^3 - 85/6*z + 1
*
-9/5 | 0.11209473724922084121219277595443424717 | 0.025231495964365973533074312744964254824
f(z) = 25/9*z^3 - 85/9*z + 1
*
[ 2 ] 
f(z) = 25/14*z^3 - 93/14*z + 1
*
[ 4 ] 
f(z) = 25/16*z^3 - 97/4*z + 1
*
1/5 | 0.13651951851213596426371155321882431216 | 0.029842217170361730503682713433642100961
f(z) = 25/16*z^3 - 97/16*z + 1
*
[ -4 ] 
f(z) = 25/16*z^3 - 95/4*z + 1
*
[ -12/5 ] 
f(z) = 25/16*z^3 - 91/12*z + 1
*
[ 12/5 ] 
f(z) = 25/18*z^3 - 89/12*z + 1
*
-9/5 | 0.12487519752532149041771297740037190099 | 0.027820297132416952658085019931382397858
f(z) = 25/18*z^3 - 89/18*z + 1
*
-7/13 | 0.090881191675369236017174838144777206774 | 0.015607157028569270111545007165935355350
f(z) = 26*z^3 - 85/13*z + 1
*
0 | 0.10364222750064596143889245943217989445 | 0.022655470036831163281277692406591877876
f(z) = 26/9*z^3 - 97/18*z + 1
*
4/9 | 0.092742320038747339650290095171063661922 | 0.016043320341991638340269810561613846692
f(z) = 27*z^3 - 85/12*z + 1
*
[ -5/9 ] 
f(z) = 27*z^3 - 83/15*z + 1
*
[ 4/3 ] 
f(z) = 27/2*z^3 - 95/4*z + 1
*
0 | 0.12057823576919719319738015448014844716 | 0.026730656451391916241666123318059519248
f(z) = 27/2*z^3 - 91/6*z + 1
*
[ -4/3 ] 
f(z) = 27/2*z^3 - 89/4*z + 1
*
0 | 0.13084564252966744485933570403511084054 | 0.029150421587274997172205113358000393470
f(z) = 27/2*z^3 - 89/6*z + 1
*
0 | 0.090188674076188346168678792463722807271 | 0.020300642312274850141633605171582146926
f(z) = 27/2*z^3 - 85/6*z + 1
*
0 | 0.12114627373169785747857044789996334404 | 0.027415850555448298806625513867443086269
f(z) = 27/2*z^3 - 83/6*z + 1
*
0 | 0.10087286851564925663477509660797021183 | 0.022705556365308442912434973948159338492
f(z) = 27/4*z^3 - 85/12*z + 1
*
[ 1/6 ] 
f(z) = 27/4*z^3 - 83/16*z + 1
*
0 | 0.11280998456902676728969129463499636561 | 0.025008534272914042142950618101834442934
f(z) = 27/5*z^3 - 91/15*z + 1
*
[ -2 ] 
f(z) = 27/14*z^3 - 87/14*z + 1
*
-20/9 | 0.10644492341119079568751272381161218252 | 0.017856874360377263899693913755974638371
f(z) = 27/16*z^3 - 97/12*z + 1
*
[ 8/3 ] 
f(z) = 27/16*z^3 - 91/8*z + 1
*
4/9 | 0.071310043754277593313437262474806194247 | 0.012092281353827857668712950948308939141
f(z) = 27/16*z^3 - 91/12*z + 1
*
[ -8/3 ] 
f(z) = 27/16*z^3 - 85/8*z + 1
*
[ 1/14 ] 
f(z) = 28*z^3 - 92/7*z + 1
*
[ 3 ] 
f(z) = 28/9*z^3 - 82/3*z + 1
*
[ 3 ] 
f(z) = 29/9*z^3 - 85/3*z + 1
*
[ -3 ] 
f(z) = 29/9*z^3 - 83/3*z + 1
*
[ 3/2 ] 
f(z) = 29/9*z^3 - 83/12*z + 1
*
[ -2 ] 
f(z) = 29/14*z^3 - 95/14*z + 1
*
[ -2 ] 
f(z) = 29/18*z^3 - 89/18*z + 1
*
[ 3 ] 
f(z) = 29/18*z^3 - 83/6*z + 1
*
0 | 0.11944426774481274313102692844264766563 | 0.027030680295203542139834966501377923491
f(z) = 29/18*z^3 - 83/18*z + 1
*
2/15 | 0.16431957210687311114171038717728612873 | 0.026896859209055063874453205534800672330
f(z) = 30*z^3 - 98/15*z + 1
*
1/3 | 0.14206662297811429147391354533496626070 | 0.023254356785100326743507372483234175564
f(z) = 30*z^3 - 92/15*z + 1
*
[ 2/3 ] 
f(z) = 30*z^3 - 83/6*z + 1
*
[ 3 ] 
f(z) = 31/9*z^3 - 91/3*z + 1
*
[ -3 ] 
f(z) = 31/9*z^3 - 89/3*z + 1
*
[ 3/2 ] 
f(z) = 31/9*z^3 - 89/12*z + 1
*
[ -2 ] 
f(z) = 31/18*z^3 - 97/18*z + 1
*
[ 3 ] 
f(z) = 31/18*z^3 - 89/6*z + 1
*
[ -3 ] 
f(z) = 31/18*z^3 - 85/6*z + 1
*
0 | 0.13227443804188895661675476430596642133 | 0.029773761298199543288540917721536233122
f(z) = 31/18*z^3 - 85/18*z + 1
*
[ -5/8 ] 
f(z) = 32*z^3 - 99/10*z + 1
*
5/24 | 0.081380251911191460420748754893830122155 | 0.012803472857204818935820683968749686379
f(z) = 32*z^3 - 97/18*z + 1
*
0 | 0.10851395558034855586770144639617186143 | 0.024175260957221211745519880821223476272
f(z) = 32/5*z^3 - 89/10*z + 1
*
1/8 | 0.11911033031227705154763569694736510036 | 0.027104723736678552675940247709270563233
f(z) = 32/5*z^3 - 81/10*z + 1
*
[ 1/8 ] 
f(z) = 32/7*z^3 - 99/14*z + 1
*
[ 7/4 ] 
f(z) = 32/7*z^3 - 95/7*z + 1
*
[ -7/4 ] 
f(z) = 32/7*z^3 - 87/7*z + 1
*
9/8 | 0.10390382902395119977714223614423724337 | 0.022712654310227779323701409860124263756
f(z) = 32/9*z^3 - 97/18*z + 1
*
[ 3 ] 
f(z) = 32/9*z^3 - 94/3*z + 1
*
[ -3 ] 
f(z) = 32/9*z^3 - 92/3*z + 1
*
5/4 | 0.069105809771177471228683766940846776132 | 0.015638900767148570596118414382528716891
f(z) = 32/15*z^3 - 83/15*z + 1
*
3/2 | 0.098744526925499295815268005847984124476 | 0.022407719072822972216156109135342851403
f(z) = 32/15*z^3 - 82/15*z + 1
*
-6/11 | 0.13910491238332292976842927238370248798 | 0.023599491974774757296924621562962075607
f(z) = 33*z^3 - 97/11*z + 1
*
[ 2/3 ] 
f(z) = 33*z^3 - 91/6*z + 1
*
[ 1/4 ] 
f(z) = 33*z^3 - 81/16*z + 1
*
1/3 | 0.078622363567802795201951305254975414854 | 0.017109970170962997965808022789837319226
f(z) = 33/4*z^3 - 83/12*z + 1
*
2/3 | 0.11305631319854717996385151804561460158 | 0.024603561362003602243329971144752241412
f(z) = 33/5*z^3 - 89/15*z + 1
*
-4/3 | 0.12561053020122012464625638752354943356 | 0.024137273019489203108853411588521842345
f(z) = 33/8*z^3 - 91/12*z + 1
*
[ 4/3 ] 
f(z) = 33/8*z^3 - 85/12*z + 1
*
[ 3 ] 
f(z) = 34/9*z^3 - 100/3*z + 1
*
[ -3 ] 
f(z) = 34/9*z^3 - 98/3*z + 1
*
[ 1/4 ] 
f(z) = 35*z^3 - 83/16*z + 1
*
1/5 | 0.093578662194376321431510544626550343453 | 0.018118594394200571622443999777977963275
f(z) = 35/2*z^3 - 97/10*z + 1
*
[ -2/3 ] 
f(z) = 35/2*z^3 - 95/18*z + 1
*
[ 1/7 ] 
f(z) = 35/2*z^3 - 89/14*z + 1
*
-4/5 | 0.074412099418205702825051345562208116917 | 0.014407586256992046401702976944663475750
f(z) = 35/3*z^3 - 97/15*z + 1
*
3/5 | 0.14616505442773965544678325250544557903 | 0.028300311990799298041311270698391684579
f(z) = 35/3*z^3 - 88/15*z + 1
*
1/5 | 0.12181261626588653794273441341619244899 | 0.023585220545615289777068079747949891531
f(z) = 35/3*z^3 - 82/15*z + 1
*
0 | 0.12984205946813704461245038809220936768 | 0.025057407012073699640246768376641064111
f(z) = 35/6*z^3 - 89/15*z + 1
*
-6/5 | 0.15385468384312065266234539543970511674 | 0.023121604648593828918144098961541518571
f(z) = 35/8*z^3 - 97/15*z + 1
*
[ 6/5 ] 
f(z) = 35/8*z^3 - 92/15*z + 1
*
-6/5 | 0.17745357176400462619298689385206791031 | 0.027358799378899313759934277934085090661
f(z) = 35/8*z^3 - 82/15*z + 1
*
[ -3/2 ] 
f(z) = 35/9*z^3 - 85/12*z + 1
*
[ -3 ] 
f(z) = 35/18*z^3 - 97/6*z + 1
*
[ 2/9 ] 
f(z) = 36*z^3 - 95/18*z + 1
*
[ 5/3 ] 
f(z) = 36/5*z^3 - 98/5*z + 1
*
[ -5/3 ] 
f(z) = 36/5*z^3 - 92/5*z + 1
*
[ 1/6 ] 
f(z) = 36/17*z^3 - 86/17*z + 1
*
[ 1/6 ] 
f(z) = 36/19*z^3 - 96/19*z + 1
*
[ 1/4 ] 
f(z) = 37*z^3 - 85/16*z + 1
*
[ 2/3 ] 
f(z) = 37/4*z^3 - 83/18*z + 1
*
[ -3/2 ] 
f(z) = 37/9*z^3 - 91/12*z + 1
*
0 | 0.11601815943762131497885384190115064809 | 0.026114622269332789142970273791795159723
f(z) = 38/3*z^3 - 85/6*z + 1
*
0 | 0.13115712450952643678618212399665316596 | 0.029681343173617291882579938158215461564
f(z) = 38/7*z^3 - 83/14*z + 1
*
0 | 0.10080026813429125591906323878857335074 | 0.022689214686169901923718134771586065004
f(z) = 38/9*z^3 - 85/18*z + 1
*
-1/2 | 0.095957771206792849937940237322065419064 | 0.015606776613047712282836256751085156381
f(z) = 39*z^3 - 97/12*z + 1
*
[ -2/3 ] 
f(z) = 39*z^3 - 89/6*z + 1
*
[ 1/4 ] 
f(z) = 39*z^3 - 87/16*z + 1
*
2/13 | 0.18930021386953434964659498146310517619 | 0.028972502565511522672072713010032123890
f(z) = 39/8*z^3 - 86/13*z + 1
*
[ -4/3 ] 
f(z) = 39/8*z^3 - 83/12*z + 1
*
3/20 | 0.11765284072394802493096113275206655615 | 0.019636741534377906845422509240063005040
f(z) = 20*z^3 - 89/20*z + 1
*
1/5 | 0.080327954038417998113438876320921239332 | 0.015161031037057963401191350803902905632
f(z) = 20/3*z^3 - 83/30*z + 1
*
[ -3/2 ] 
f(z) = 20/7*z^3 - 100/21*z + 1
*
[ 1/4 ] 
f(z) = 20/7*z^3 - 89/28*z + 1
*
0 | 0.059833305951824410167797619133377377223 | 0.013397791526855240591720782270358792415
f(z) = 20/7*z^3 - 87/28*z + 1
*
0 | 0.12752918872599907539956945041673817680 | 0.027692611472649896226380146066317940134
f(z) = 20/7*z^3 - 86/35*z + 1
*
[ 6/5 ] 
f(z) = 20/9*z^3 - 91/30*z + 1
*
0 | 0.081379992328197045498511859696210125048 | 0.018130226114318413990132988422985461717
f(z) = 20/9*z^3 - 89/36*z + 1
*
1/3 | 0.10821574677842993289070065269343468445 | 0.017772203850031322821136825388958062459
f(z) = 21*z^3 - 100/21*z + 1
*
[ 5/7 ] 
f(z) = 21/5*z^3 - 89/35*z + 1
*
[ 2/9 ] 
f(z) = 21/8*z^3 - 98/27*z + 1
*
2/3 | 0.19612894538641710135466773263748390174 | 0.029567244111545750236100158947978918958
f(z) = 21/8*z^3 - 95/21*z + 1
*
0 | 0.12596356843169747168025526190460821749 | 0.027660732037801166939002453870874605288
f(z) = 21/8*z^3 - 95/24*z + 1
*
[ 1/3 ] 
f(z) = 21/13*z^3 - 85/39*z + 1
*
4/7 | 0.14159336443904543936527626635673911463 | 0.024101282368398310073517015545060402622
f(z) = 21/16*z^3 - 89/28*z + 1
*
-8/11 | 0.13321743766077480883673361820079730633 | 0.024270167436214051107169266461242525598
f(z) = 22/3*z^3 - 95/33*z + 1
*
[ 1/4 ] 
f(z) = 22/3*z^3 - 83/24*z + 1
*
[ 3/11 ] 
f(z) = 22/9*z^3 - 94/33*z + 1
*
[ 1/3 ] 
f(z) = 23/4*z^3 - 95/36*z + 1
*
1/2 | 0.13296551355080796583153656808052181505 | 0.029198310959186882375233361175736457916
f(z) = 23/9*z^3 - 95/36*z + 1
*
[ 4/3 ] 
f(z) = 23/16*z^3 - 83/36*z + 1
*
[ 7/6 ] 
f(z) = 24/7*z^3 - 95/21*z + 1
*
0 | 0.12246324906904077338837115192808104414 | 0.027492972802556950014430679453282693632
f(z) = 24/7*z^3 - 86/21*z + 1
*
[ -3/2 ] 
f(z) = 24/13*z^3 - 97/39*z + 1
*
[ 1/3 ] 
f(z) = 24/13*z^3 - 86/39*z + 1
*
[ 1/4 ] 
f(z) = 24/13*z^3 - 81/26*z + 1
*
-1/2 | 0.17882835889940352937003388001598084074 | 0.028775484482248482634931368207170303631
f(z) = 25*z^3 - 97/20*z + 1
*
[ 3/10 ] 
f(z) = 25/2*z^3 - 83/24*z + 1
*
[ 1/3 ] 
f(z) = 25/4*z^3 - 97/36*z + 1
*
[ 9/10 ] 
f(z) = 25/9*z^3 - 85/36*z + 1
*
[ -8/5 ] 
f(z) = 25/12*z^3 - 89/24*z + 1
*
-3/2 | 0.16470325833654094663694683842354717218 | 0.029851321148944306344845888951348217714
f(z) = 25/18*z^3 - 83/24*z + 1
*
[ 1/4 ] 
f(z) = 26/3*z^3 - 85/24*z + 1
*
5/6 | 0.063752973048569805597838909840996678320 | 0.013616229438260979727325682083319878506
f(z) = 27/5*z^3 - 87/20*z + 1
*
5/6 | 0.073855961350837084957906890786942179695 | 0.015774004992209425509140163701831611420
f(z) = 27/5*z^3 - 83/20*z + 1
*
[ -7/6 ] 
f(z) = 27/7*z^3 - 95/28*z + 1
*
0 | 0.12791855863659604866638834574662658193 | 0.028570233586839012833232293292661155056
f(z) = 27/7*z^3 - 88/21*z + 1
*
8/9 | 0.12759112438052186381458376928179344967 | 0.028719590400917162619719600552504271111
f(z) = 27/7*z^3 - 85/21*z + 1
*
8/9 | 0.095918703895518692926844980233175991037 | 0.021263952857974117985531740027870971779
f(z) = 27/8*z^3 - 91/24*z + 1
*
0 | 0.12772489615265390875964260286994596781 | 0.028455166699163005336601573843788497980
f(z) = 27/8*z^3 - 89/24*z + 1
*
[ 10/9 ] 
f(z) = 27/10*z^3 - 97/30*z + 1
*
[ 4/3 ] 
f(z) = 27/10*z^3 - 91/20*z + 1
*
-11/9 | 0.11374223308031744100683243607254594779 | 0.025811091358027869334380570854298588008
f(z) = 27/13*z^3 - 82/39*z + 1
*
[ 4/3 ] 
f(z) = 27/14*z^3 - 89/28*z + 1
*
-11/14 | 0.10946706696924820130343145273563881984 | 0.020739804653127244427270870849324580314
f(z) = 28/3*z^3 - 100/21*z + 1
*
[ 3/14 ] 
f(z) = 28/3*z^3 - 86/21*z + 1
*
[ 1/3 ] 
f(z) = 28/3*z^3 - 82/27*z + 1
*
[ 5/14 ] 
f(z) = 28/5*z^3 - 88/35*z + 1
*
1/4 | 0.063418159096568112870059357712232433769 | 0.013440325159845088847596166552345300070
f(z) = 28/5*z^3 - 87/20*z + 1
*
[ 1/3 ] 
f(z) = 29/3*z^3 - 83/27*z + 1
*
-3/2 | 0.16882959042611967701986233514372151113 | 0.029868184624830289990857845093846657168
f(z) = 29/18*z^3 - 95/24*z + 1
*
0 | 0.12750534357250886444411923585168199594 | 0.027871781227635554587014215194310812466
f(z) = 30/7*z^3 - 97/21*z + 1
*
[ 1/3 ] 
f(z) = 30/13*z^3 - 88/39*z + 1
*
[ 1/3 ] 
f(z) = 31/3*z^3 - 85/27*z + 1
*
[ 3/2 ] 
f(z) = 31/18*z^3 - 85/24*z + 1
*
[ 1/3 ] 
f(z) = 32/3*z^3 - 86/27*z + 1
*
3/4 | 0.12005345735717261972638307399957144982 | 0.026302431874410737507940774379823069901
f(z) = 32/7*z^3 - 82/21*z + 1
*
[ -11/8 ] 
f(z) = 32/11*z^3 - 83/22*z + 1
*
3/8 | 0.071960297736214743991577514015068926403 | 0.016031661246043191367933565540113806852
f(z) = 32/15*z^3 - 89/30*z + 1
*
0 | 0.13283628132234892241202795989910372358 | 0.028908121149105214415926189016223102329
f(z) = 33/7*z^3 - 92/21*z + 1
*
[ 2/9 ] 
f(z) = 33/8*z^3 - 100/27*z + 1
*
2/3 | 0.17172458074212865852662087219018365933 | 0.024556586497142474508179274913834540075
f(z) = 33/8*z^3 - 95/33*z + 1
*
[ 1/3 ] 
f(z) = 33/13*z^3 - 89/39*z + 1
*
[ -3/4 ] 
f(z) = 34/3*z^3 - 97/24*z + 1
*
[ 1/4 ] 
f(z) = 34/3*z^3 - 89/24*z + 1
*
[ 1/3 ] 
f(z) = 34/3*z^3 - 88/27*z + 1
*
0 | 0.093940494162905943599843031248733835790 | 0.021259081849921771379068945797657539850
f(z) = 34/15*z^3 - 83/30*z + 1
*
[ 1/3 ] 
f(z) = 35/3*z^3 - 89/27*z + 1
*
-5/7 | 0.15803675372539345686075695274451063299 | 0.028727383387035177163010189807857381396
f(z) = 35/4*z^3 - 97/28*z + 1
*
[ 3/5 ] 
f(z) = 35/6*z^3 - 83/30*z + 1
*
6/7 | 0.19300430500851378534236759853722517106 | 0.029237627159963093056514172559368810535
f(z) = 35/8*z^3 - 92/21*z + 1
*
2/5 | 0.10761352196793744995791165433671969524 | 0.020767660579313762488109228048432143182
f(z) = 35/12*z^3 - 89/30*z + 1
*
[ 3/2 ] 
f(z) = 35/18*z^3 - 97/24*z + 1
*
-6/5 | 0.16307313739586372711120277679814661620 | 0.029186661873494476469109116782116271341
f(z) = 35/18*z^3 - 89/30*z + 1
*
1/4 | 0.088935514992219234236342884268316805050 | 0.017895142056907200792686134622980955789
f(z) = 36/5*z^3 - 89/20*z + 1
*
[ 1/4 ] 
f(z) = 36/7*z^3 - 93/28*z + 1
*
[ 1/3 ] 
f(z) = 37/3*z^3 - 91/27*z + 1
*
[ -4/3 ] 
f(z) = 37/16*z^3 - 85/36*z + 1
*
[ 1/3 ] 
f(z) = 38/3*z^3 - 92/27*z + 1
*
[ 1/4 ] 
f(z) = 38/3*z^3 - 91/24*z + 1
*
0 | 0.098863410672927640658257532286070495464 | 0.021916756779966084808154025374482708879
f(z) = 38/15*z^3 - 91/30*z + 1
*
[ 6/13 ] 
f(z) = 39/8*z^3 - 86/39*z + 1
*
1/3 | 0.066306866873570166720381217114061257531 | 0.013923654990645809064839804494135261854
f(z) = 39/8*z^3 - 85/24*z + 1
*
2/3 | 0.050603139630452795685387757722273939879 | 0.010626058670534857528740879028690312839
f(z) = 39/10*z^3 - 97/30*z + 1
*
[ 3/8 ] 
f(z) = 20/9*z^3 - 95/48*z + 1
*
[ 9/10 ] 
f(z) = 20/9*z^3 - 86/45*z + 1
*
0 | 0.056623094851009276677964825741014120643 | 0.012295548821038880026239747310409722739
f(z) = 20/11*z^3 - 89/55*z + 1
*
[ 8/7 ] 
f(z) = 21/16*z^3 - 89/56*z + 1
*
[ 3/4 ] 
f(z) = 23/9*z^3 - 85/48*z + 1
*
[ 5/8 ] 
f(z) = 24/5*z^3 - 99/40*z + 1
*
[ 3/4 ] 
f(z) = 24/7*z^3 - 95/42*z + 1
*
[ 3/4 ] 
f(z) = 25/9*z^3 - 91/48*z + 1
*
9/10 | 0.077017387011970368546318099586976408352 | 0.016724113094952953787339248861621719340
f(z) = 25/12*z^3 - 97/48*z + 1
*
[ 1/2 ] 
f(z) = 25/14*z^3 - 81/56*z + 1
*
4/9 | 0.081021317359820807445711829511756613557 | 0.015925264510223771435160766875240011842
f(z) = 27/7*z^3 - 95/42*z + 1
*
[ 5/6 ] 
f(z) = 27/10*z^3 - 83/40*z + 1
*
0 | 0.12845144354368797134038209639267938631 | 0.028207052276843925033581756438369078739
f(z) = 27/14*z^3 - 95/42*z + 1
*
1/9 | 0.10810780514773645937005875217092273701 | 0.024334074161189361291445975262280333830
f(z) = 27/14*z^3 - 85/42*z + 1
*
[ 1/2 ] 
f(z) = 27/14*z^3 - 83/56*z + 1
*
[ -3/2 ] 
f(z) = 28/19*z^3 - 94/57*z + 1
*
[ 2/3 ] 
f(z) = 29/12*z^3 - 85/54*z + 1
*
[ 1/2 ] 
f(z) = 29/13*z^3 - 81/52*z + 1
*
[ 1/2 ] 
f(z) = 29/14*z^3 - 85/56*z + 1
*
[ 2/3 ] 
f(z) = 31/12*z^3 - 89/54*z + 1
*
[ 1/2 ] 
f(z) = 31/13*z^3 - 83/52*z + 1
*
[ 1/2 ] 
f(z) = 31/14*z^3 - 87/56*z + 1
*
[ 3/8 ] 
f(z) = 32/7*z^3 - 97/42*z + 1
*
[ 1/2 ] 
f(z) = 33/13*z^3 - 85/52*z + 1
*
[ 1/3 ] 
f(z) = 33/14*z^3 - 95/42*z + 1
*
[ 1/2 ] 
f(z) = 33/14*z^3 - 89/56*z + 1
*
0 | 0.13058980777665777675775585258709754758 | 0.028419238678362836064620411131181424547
f(z) = 33/14*z^3 - 85/42*z + 1
*
[ 4/11 ] 
f(z) = 33/16*z^3 - 89/44*z + 1
*
[ 6/7 ] 
f(z) = 35/12*z^3 - 97/42*z + 1
*
[ 2/3 ] 
f(z) = 35/12*z^3 - 97/54*z + 1
*
[ 1/2 ] 
f(z) = 35/12*z^3 - 83/48*z + 1
*
[ 1/2 ] 
f(z) = 35/13*z^3 - 87/52*z + 1
*
[ 1/2 ] 
f(z) = 37/11*z^3 - 81/44*z + 1
*
[ 1/2 ] 
f(z) = 37/12*z^3 - 85/48*z + 1
*
[ 1/2 ] 
f(z) = 37/13*z^3 - 89/52*z + 1
*
[ 1/2 ] 
f(z) = 37/14*z^3 - 93/56*z + 1
*
[ 1/2 ] 
f(z) = 39/11*z^3 - 83/44*z + 1
*
[ 1/3 ] 
f(z) = 39/14*z^3 - 97/42*z + 1
*
[ 1/2 ] 
f(z) = 39/14*z^3 - 95/56*z + 1
*
0 | 0.13335854689960232426218957857852050944 | 0.028003711902485540701722257732632251981
f(z) = 39/16*z^3 - 85/48*z + 1
*
[ 2/3 ] 
f(z) = 21/11*z^3 - 89/66*z + 1
*
[ 2/3 ] 
f(z) = 21/13*z^3 - 95/78*z + 1
*
[ 1/2 ] 
f(z) = 21/16*z^3 - 85/64*z + 1
*
[ 1/2 ] 
f(z) = 21/17*z^3 - 89/68*z + 1
*
[ 1/2 ] 
f(z) = 21/19*z^3 - 97/76*z + 1
*
[ 1/2 ] 
f(z) = 23/15*z^3 - 83/60*z + 1
*
[ 1/2 ] 
f(z) = 23/16*z^3 - 87/64*z + 1
*
[ 1/2 ] 
f(z) = 23/17*z^3 - 91/68*z + 1
*
[ 1/2 ] 
f(z) = 23/18*z^3 - 95/72*z + 1
*
[ 1/2 ] 
f(z) = 23/19*z^3 - 99/76*z + 1
*
[ 8/15 ] 
f(z) = 25/16*z^3 - 95/72*z + 1
*
[ 1/2 ] 
f(z) = 25/16*z^3 - 89/64*z + 1
*
[ 1/2 ] 
f(z) = 25/17*z^3 - 93/68*z + 1
*
[ 4/5 ] 
f(z) = 25/17*z^3 - 81/68*z + 1
*
[ 1/2 ] 
f(z) = 25/18*z^3 - 97/72*z + 1
*
[ 9/10 ] 
f(z) = 25/18*z^3 - 89/72*z + 1
*
[ 4/5 ] 
f(z) = 25/19*z^3 - 83/76*z + 1
*
[ 1/2 ] 
f(z) = 27/16*z^3 - 91/64*z + 1
*
[ 1/2 ] 
f(z) = 27/17*z^3 - 95/68*z + 1
*
0 | 0.12720110486851601735938837942142258372 | 0.026957960219582061740470754242788121488
f(z) = 28/15*z^3 - 97/60*z + 1
*
[ 3/4 ] 
f(z) = 28/15*z^3 - 83/60*z + 1
*
[ 1/2 ] 
f(z) = 29/15*z^3 - 89/60*z + 1
*
[ 1/2 ] 
f(z) = 29/16*z^3 - 93/64*z + 1
*
[ 1/2 ] 
f(z) = 29/17*z^3 - 97/68*z + 1
*
[ 1/2 ] 
f(z) = 31/15*z^3 - 91/60*z + 1
*
[ 1/2 ] 
f(z) = 31/16*z^3 - 95/64*z + 1
*
[ 1/2 ] 
f(z) = 31/17*z^3 - 99/68*z + 1
*
[ 1/2 ] 
f(z) = 33/16*z^3 - 97/64*z + 1
*
[ 1/2 ] 
f(z) = 35/16*z^3 - 99/64*z + 1
*
[ 1/2 ] 
f(z) = 37/15*z^3 - 97/60*z + 1
*
[ 6/7 ] 
f(z) = 21/16*z^3 - 95/84*z + 1
*
-9/10 | 0.12550979172478715922572122638352978318 | 0.027254104985450741457462749809450053500
f(z) = 20*z^3 - 76/5*z + 1
*
[ -3/5 ] 
f(z) = 20*z^3 - 68/15*z + 1
*
[ 3/10 ] 
f(z) = 20*z^3 - 62/15*z + 1
*
3/4 | 0.12993951430084004033639098571067902430 | 0.029652835350808034326936241424319011743
f(z) = 20/3*z^3 - 61/12*z + 1
*
-3/2 | 0.081046422849200148676461819690121342237 | 0.015239675476110409916797233436505928067
f(z) = 20/9*z^3 - 68/15*z + 1
*
[ 1/4 ] 
f(z) = 21*z^3 - 69/16*z + 1
*
[ 1/6 ] 
f(z) = 21*z^3 - 67/12*z + 1
*
0 | 0.12988267707501521680748279149324813693 | 0.025591769228702006965295110741291143351
f(z) = 21/2*z^3 - 80/7*z + 1
*
0 | 0.10950819844507288907982798336357776794 | 0.025523653106894713417881850716703477632
f(z) = 21/2*z^3 - 73/6*z + 1
*
0 | 0.072127010931635655750409002197181658239 | 0.017153931918591229267774618045680392296
f(z) = 21/2*z^3 - 67/6*z + 1
*
-5/7 | 0.050767580209670177480816856083398496129 | 0.010172981866175259702435569901095122772
f(z) = 21/2*z^3 - 61/14*z + 1
*
0 | 0.069647656392588128808102108028929232724 | 0.015939692781380733061254523902880469404
f(z) = 21/4*z^3 - 79/12*z + 1
*
0 | 0.084891102768789944018093517107455438997 | 0.019914960826875892801361202797256770710
f(z) = 21/4*z^3 - 71/12*z + 1
*
0 | 0.058591290538287340913934484667716594060 | 0.013934738122848578020516186625079558109
f(z) = 21/4*z^3 - 67/12*z + 1
*
0 | 0.11058977759407758265698944558587109050 | 0.025775742460923240581689869736705837975
f(z) = 21/5*z^3 - 73/15*z + 1
*
0 | 0.11057542775496864573897303796229389105 | 0.026205765098929623817437697761963528636
f(z) = 21/5*z^3 - 68/15*z + 1
*
4/3 | 0.13926687465680279680977521774333686644 | 0.028611379349101053689374222110113081680
f(z) = 21/8*z^3 - 65/12*z + 1
*
[ 2 ] 
f(z) = 21/10*z^3 - 79/10*z + 1
*
[ -2 ] 
f(z) = 21/10*z^3 - 69/10*z + 1
*
[ -4 ] 
f(z) = 21/16*z^3 - 79/4*z + 1
*
-6/11 | 0.086957930616417695698147247959388628725 | 0.015842397009175944070888019202523136632
f(z) = 22*z^3 - 61/11*z + 1
*
0 | 0.072437690343008274823013989946553153391 | 0.017108140823656115855713098473364139731
f(z) = 22/5*z^3 - 69/10*z + 1
*
0 | 0.12666947113865012172460752405563584188 | 0.028989811851658015045204762586561387095
f(z) = 22/7*z^3 - 79/14*z + 1
*
[ 3 ] 
f(z) = 22/9*z^3 - 64/3*z + 1
*
[ -3 ] 
f(z) = 22/9*z^3 - 62/3*z + 1
*
0 | 0.091488002035371787066371402893547493543 | 0.021758547013270967876295748516564785000
f(z) = 22/15*z^3 - 67/15*z + 1
*
[ 1/4 ] 
f(z) = 23*z^3 - 71/16*z + 1
*
-3/2 | 0.12314673338843591405943421526615961421 | 0.022851195820440320942502618638165269089
f(z) = 23/9*z^3 - 73/12*z + 1
*
[ 3 ] 
f(z) = 23/9*z^3 - 67/3*z + 1
*
[ -3 ] 
f(z) = 23/9*z^3 - 65/3*z + 1
*
[ 3/2 ] 
f(z) = 23/9*z^3 - 65/12*z + 1
*
[ -2 ] 
f(z) = 23/10*z^3 - 77/10*z + 1
*
[ -2 ] 
f(z) = 23/14*z^3 - 71/14*z + 1
*
0 | 0.11229832049769058898496221801054794587 | 0.026614081154522662734108118060141138413
f(z) = 23/15*z^3 - 68/15*z + 1
*
0 | 0.097027715369506093758052406835130744570 | 0.022337030770614099141718029433587134814
f(z) = 23/18*z^3 - 77/18*z + 1
*
[ 3 ] 
f(z) = 23/18*z^3 - 65/6*z + 1
*
[ -2 ] 
f(z) = 23/18*z^3 - 65/18*z + 1
*
[ -3 ] 
f(z) = 23/18*z^3 - 61/6*z + 1
*
0 | 0.094949614201546013972713609626269452753 | 0.023097185011936676633494730881913382895
f(z) = 23/19*z^3 - 61/19*z + 1
*
0 | 0.12689529533892012382970353069148812025 | 0.029482661760687422771997533262372505564
f(z) = 24*z^3 - 74/3*z + 1
*
1/12 | 0.086379086654568409638564260372607950639 | 0.017380750834631521712978123673278125113
f(z) = 24*z^3 - 61/6*z + 1
*
-5/4 | 0.093217782176775652051885800395152108864 | 0.021459935039400479652509339249060893441
f(z) = 24/5*z^3 - 77/10*z + 1
*
5/6 | 0.11884764313100678231482011041579983353 | 0.027789787611091416283396737009535488054
f(z) = 24/5*z^3 - 68/15*z + 1
*
-5/4 | 0.11420356419082616033129450348799378313 | 0.027160978109112793565466953287521165377
f(z) = 24/5*z^3 - 67/10*z + 1
*
0 | 0.095846471359813295059530544872031394386 | 0.023223491754258957016190495483489132980
f(z) = 24/19*z^3 - 62/19*z + 1
*
[ 1/4 ] 
f(z) = 25*z^3 - 73/16*z + 1
*
[ 4/5 ] 
f(z) = 25*z^3 - 65/4*z + 1
*
-9/10 | 0.12758321136501788850955038141363169303 | 0.027704342339661757144511868305665866080
f(z) = 25/2*z^3 - 65/8*z + 1
*
4/5 | 0.12679211497259404387985242880177247663 | 0.027532557940720134545619687368052580423
f(z) = 25/3*z^3 - 79/12*z + 1
*
6/5 | 0.10963765074493254904929569833709756799 | 0.025240000436793406801964038152793326298
f(z) = 25/3*z^3 - 77/6*z + 1
*
[ 6/5 ] 
f(z) = 25/3*z^3 - 71/6*z + 1
*
[ 4/5 ] 
f(z) = 25/3*z^3 - 67/12*z + 1
*
[ -6/5 ] 
f(z) = 25/3*z^3 - 61/6*z + 1
*
8/5 | 0.098896259076964632649672799902836330824 | 0.023520449181203020850744305888036617499
f(z) = 25/6*z^3 - 67/6*z + 1
*
-8/5 | 0.097877962653189513237600895615073472130 | 0.023809527095006740485235487545540557569
f(z) = 25/6*z^3 - 61/6*z + 1
*
[ 8/5 ] 
f(z) = 25/8*z^3 - 61/8*z + 1
*
-3/2 | 0.15147692745084791103074967860378168072 | 0.027702132665168959962420810633942647087
f(z) = 25/9*z^3 - 79/12*z + 1
*
[ 9/5 ] 
f(z) = 25/9*z^3 - 77/9*z + 1
*
[ 3 ] 
f(z) = 25/9*z^3 - 73/3*z + 1
*
[ -3 ] 
f(z) = 25/9*z^3 - 71/3*z + 1
*
[ 3/2 ] 
f(z) = 25/9*z^3 - 71/12*z + 1
*
3/5 | 0.10929071653153510841498198908568582812 | 0.026181259539503017962019510611966984321
f(z) = 25/12*z^3 - 65/12*z + 1
*
8/5 | 0.046093114719859653858226463592582595620 | 0.010813177636940552002949769983688992918
f(z) = 25/14*z^3 - 71/14*z + 1
*
[ 1/5 ] 
f(z) = 25/16*z^3 - 65/16*z + 1
*
[ 1/5 ] 
f(z) = 25/17*z^3 - 69/17*z + 1
*
[ -12/5 ] 
f(z) = 25/18*z^3 - 79/12*z + 1
*
[ 3 ] 
f(z) = 25/18*z^3 - 71/6*z + 1
*
-9/5 | 0.12699859989175850860165642610086291517 | 0.029793135669363705457713653270357899110
f(z) = 25/18*z^3 - 71/18*z + 1
*
[ -3 ] 
f(z) = 25/18*z^3 - 67/6*z + 1
*
0 | 0.070426719674514896807780936363033868272 | 0.017131812359481765168162471715198759353
f(z) = 25/18*z^3 - 61/18*z + 1
*
[ 1/5 ] 
f(z) = 25/19*z^3 - 77/19*z + 1
*
0 | 0.096701465377879464584364794534194311654 | 0.023340169162710695161725475499082702903
f(z) = 25/19*z^3 - 63/19*z + 1
*
0 | 0.099019563999554569088869582714757368310 | 0.024087229934861358516714858721456500136
f(z) = 26/3*z^3 - 61/6*z + 1
*
0 | 0.099300963719001860029635290049664422620 | 0.022860361842963485343045948068760699974
f(z) = 26/5*z^3 - 77/10*z + 1
*
[ 3 ] 
f(z) = 26/9*z^3 - 76/3*z + 1
*
[ -3 ] 
f(z) = 26/9*z^3 - 74/3*z + 1
*
0 | 0.095463327747636883042719815035861203225 | 0.023222149572529969336372007298799966889
f(z) = 26/9*z^3 - 61/18*z + 1
*
0 | 0.097518368666655406294350647522211472456 | 0.023448211145160904890022627368274806370
f(z) = 26/19*z^3 - 64/19*z + 1
*
[ 4/9 ] 
f(z) = 27*z^3 - 79/12*z + 1
*
[ 1/4 ] 
f(z) = 27*z^3 - 75/16*z + 1
*
[ 5/3 ] 
f(z) = 27/5*z^3 - 73/5*z + 1
*
[ -5/3 ] 
f(z) = 27/5*z^3 - 67/5*z + 1
*
7/9 | 0.096368408131346128017196726612716049789 | 0.021929576322183981921069104642739740351
f(z) = 27/5*z^3 - 64/15*z + 1
*
4/3 | 0.091707438456610305523733978393254896151 | 0.018206929009549450748852966327220521440
f(z) = 27/8*z^3 - 77/12*z + 1
*
4/9 | 0.075062389363727551121004542626145134864 | 0.015146289103974413017182958009542370926
f(z) = 27/8*z^3 - 71/12*z + 1
*
-10/9 | 0.11636908195862417554925138422368746307 | 0.018653899717167604322031014729324178687
f(z) = 27/8*z^3 - 64/15*z + 1
*
[ 10/9 ] 
f(z) = 27/8*z^3 - 61/15*z + 1
*
-5/3 | 0.10941389447848024460475696706998758994 | 0.025040668334490907723068955777888715656
f(z) = 27/10*z^3 - 79/10*z + 1
*
[ 5/3 ] 
f(z) = 27/10*z^3 - 71/10*z + 1
*
2/9 | 0.098645873550645273030169445430361981794 | 0.017643731579863535099639020482543232982
f(z) = 27/16*z^3 - 67/12*z + 1
*
0 | 0.098524895160269581328803621059420190661 | 0.023966898137868977505516624239519301150
f(z) = 27/17*z^3 - 61/17*z + 1
*
0 | 0.098300460881542767140099603506911177451 | 0.023548476584924128085555679908852831799
f(z) = 27/19*z^3 - 65/19*z + 1
*
[ 2/7 ] 
f(z) = 28*z^3 - 67/14*z + 1
*
3/4 | 0.095413740554145506054823635592008118969 | 0.020221206607591522370974016677961213166
f(z) = 28/3*z^3 - 79/12*z + 1
*
[ 3/4 ] 
f(z) = 28/3*z^3 - 67/12*z + 1
*
-3/2 | 0.12022645582143020037442340276200411520 | 0.028908351932872232601368804886953680674
f(z) = 28/3*z^3 - 64/3*z + 1
*
[ 3/2 ] 
f(z) = 28/3*z^3 - 62/3*z + 1
*
[ -3 ] 
f(z) = 28/9*z^3 - 80/3*z + 1
*
0 | 0.12332883245875512750686260532619205052 | 0.029544176063434201466454318698777369489
f(z) = 28/9*z^3 - 65/18*z + 1
*
3/2 | 0.050680823465376930734254946502165206517 | 0.011812446699603719300410558472291129135
f(z) = 28/15*z^3 - 73/15*z + 1
*
0 | 0.099265584721469019737246437017919202491 | 0.024051939059983984600960604452759045027
f(z) = 28/17*z^3 - 62/17*z + 1
*
0 | 0.099050611921358839316162078395730780793 | 0.023641712269935319216254587156798234967
f(z) = 28/19*z^3 - 66/19*z + 1
*
[ 1/4 ] 
f(z) = 29*z^3 - 77/16*z + 1
*
[ -2/3 ] 
f(z) = 29/2*z^3 - 71/18*z + 1
*
[ 1/3 ] 
f(z) = 29/2*z^3 - 65/18*z + 1
*
[ 2/3 ] 
f(z) = 29/4*z^3 - 67/18*z + 1
*
[ -3/2 ] 
f(z) = 29/9*z^3 - 67/12*z + 1
*
-2 | 0.054289808529154345286429616712485996691 | 0.011300909805271011019002224766658683959
f(z) = 29/12*z^3 - 61/6*z + 1
*
0 | 0.074407199970952188226317810592626730152 | 0.018100093174694215934156198480781958089
f(z) = 29/16*z^3 - 61/16*z + 1
*
0 | 0.099977630113212627245082170218856615319 | 0.024130914564848882832134562653553723890
f(z) = 29/17*z^3 - 63/17*z + 1
*
[ -3 ] 
f(z) = 29/18*z^3 - 79/6*z + 1
*
0 | 0.073476460249380511349689308362675119893 | 0.017601735416181805123994045642071338040
f(z) = 29/18*z^3 - 65/18*z + 1
*
0 | 0.099771348015910928860320706833375898827 | 0.023728571157803785916449946923402803166
f(z) = 29/19*z^3 - 67/19*z + 1
*
0 | 0.10066317606143273454432524908228849744 | 0.024204377483993603567996323922030102499
f(z) = 30/17*z^3 - 64/17*z + 1
*
0 | 0.10046490490561206753110371282683642374 | 0.023809627076251311810386679092285731928
f(z) = 30/19*z^3 - 68/19*z + 1
*
[ 1/4 ] 
f(z) = 31*z^3 - 79/16*z + 1
*
[ -2/3 ] 
f(z) = 31/2*z^3 - 79/18*z + 1
*
[ 1/3 ] 
f(z) = 31/2*z^3 - 67/18*z + 1
*
[ 2/3 ] 
f(z) = 31/4*z^3 - 71/18*z + 1
*
-2 | 0.076854584745075787673683188030918643959 | 0.015891254112918455881990590488023172374
f(z) = 31/4*z^3 - 63/2*z + 1
*
[ 2 ] 
f(z) = 31/4*z^3 - 61/2*z + 1
*
[ -3/2 ] 
f(z) = 31/9*z^3 - 73/12*z + 1
*
-2 | 0.055641769661922228373306168052966875559 | 0.011431202023996845813980360685723425807
f(z) = 31/12*z^3 - 65/6*z + 1
*
0 | 0.081168084749647182305076599605045775716 | 0.019744727625197988537479846834056245478
f(z) = 31/15*z^3 - 61/15*z + 1
*
0 | 0.075746210540470904065719114628751585313 | 0.018282343091083147445356168974064616843
f(z) = 31/16*z^3 - 63/16*z + 1
*
0 | 0.10132413385747946945691488987683368176 | 0.024272815938328752775445419740324004957
f(z) = 31/17*z^3 - 65/17*z + 1
*
0 | 0.074830599723997848411702996753704951075 | 0.017796925125726974031880883385529012612
f(z) = 31/18*z^3 - 67/18*z + 1
*
0 | 0.10113327104559128244375825059316891993 | 0.023885386665589059816482284235860209057
f(z) = 31/19*z^3 - 69/19*z + 1
*
0 | 0.10819470418220199545069484718784218896 | 0.025217510074688511816611340984733689727
f(z) = 32/3*z^3 - 73/6*z + 1
*
[ 3/2 ] 
f(z) = 32/3*z^3 - 71/3*z + 1
*
[ -3/2 ] 
f(z) = 32/3*z^3 - 67/3*z + 1
*
0 | 0.086164063487246787211371055577371941741 | 0.020492357298576400651035413806351250532
f(z) = 32/3*z^3 - 67/6*z + 1
*
[ 1/8 ] 
f(z) = 32/5*z^3 - 71/10*z + 1
*
1/2 | 0.10142950502473419119326823504178092599 | 0.023213346044962263950277331895883374269
f(z) = 32/7*z^3 - 79/14*z + 1
*
0 | 0.12316827788844777923172639840248572477 | 0.028894564321339016688411587343701304678
f(z) = 32/7*z^3 - 71/14*z + 1
*
7/8 | 0.11040528139866122011568914813893783001 | 0.026448260369819841125102972655503950532
f(z) = 32/7*z^3 - 65/14*z + 1
*
[ 9/8 ] 
f(z) = 32/9*z^3 - 79/18*z + 1
*
0 | 0.10063577701728720698252456728302194052 | 0.023455711071901166011490300517426352430
f(z) = 32/9*z^3 - 73/18*z + 1
*
-9/8 | 0.12393966533795065729693480940913392154 | 0.029690504815344850398989980947795271280
f(z) = 32/9*z^3 - 65/18*z + 1
*
[ 3/2 ] 
f(z) = 32/15*z^3 - 67/15*z + 1
*
0 | 0.10196221421773274455580534336087230667 | 0.024336662683669325367041042483721790583
f(z) = 32/17*z^3 - 66/17*z + 1
*
0 | 0.10177822301306073237554840451134275077 | 0.023956299163457618782406469785443983516
f(z) = 32/19*z^3 - 70/19*z + 1
*
[ -2/3 ] 
f(z) = 33*z^3 - 73/6*z + 1
*
[ 1/6 ] 
f(z) = 33*z^3 - 71/12*z + 1
*
-2 | 0.078032743661463275635928961940875749394 | 0.015932073495389816406697927771756278769
f(z) = 33/4*z^3 - 67/2*z + 1
*
[ 2 ] 
f(z) = 33/4*z^3 - 65/2*z + 1
*
[ -2 ] 
f(z) = 33/4*z^3 - 63/2*z + 1
*
-4/3 | 0.13215986866502401713405381519793334137 | 0.026105163024664162255949917787679359921
f(z) = 33/8*z^3 - 79/12*z + 1
*
[ -4/3 ] 
f(z) = 33/8*z^3 - 67/12*z + 1
*
2/11 | 0.18302086497558218734293727730173359217 | 0.029488218163498442885862599749932743271
f(z) = 33/8*z^3 - 62/11*z + 1
*
0 | 0.090004694441728423826331497212416075418 | 0.021894297274875932759849966017137685201
f(z) = 33/14*z^3 - 61/14*z + 1
*
4/3 | 0.16462762289610602665021647892223650563 | 0.029605655173256279891012896848744383611
f(z) = 33/16*z^3 - 65/12*z + 1
*
0 | 0.076994571164753267267257870819227460742 | 0.018444520401835690417144774588877293544
f(z) = 33/16*z^3 - 65/16*z + 1
*
0 | 0.10257895453038170699772696388510959577 | 0.024396302849181846603437668933243792296
f(z) = 33/17*z^3 - 67/17*z + 1
*
0 | 0.10240135475777454919441944041557402806 | 0.024022764484216987931757784930421860408
f(z) = 33/19*z^3 - 71/19*z + 1
*
0 | 0.11093209082994681391691608915066367526 | 0.025537997229767129143647877034351777526
f(z) = 34/3*z^3 - 77/6*z + 1
*
0 | 0.090229913249490153139860875278068770753 | 0.021167414831093968278692508377256783743
f(z) = 34/3*z^3 - 71/6*z + 1
*
0 | 0.11011822794585527351043358847698265471 | 0.025505160651307759504198426075757782762
f(z) = 34/7*z^3 - 75/14*z + 1
*
0 | 0.10137864647441629327196712865564653894 | 0.023338671194704153073532016526786427934
f(z) = 34/9*z^3 - 77/18*z + 1
*
0 | 0.083001113395192833590889489546088668155 | 0.019957549113917868907263293964796965802
f(z) = 34/15*z^3 - 64/15*z + 1
*
0 | 0.10300410194443739685170055714445517734 | 0.024085139937960796990264649635818318221
f(z) = 34/19*z^3 - 72/19*z + 1
*
[ 2/7 ] 
f(z) = 35*z^3 - 75/14*z + 1
*
[ 2/5 ] 
f(z) = 35*z^3 - 71/10*z + 1
*
[ 1/3 ] 
f(z) = 35/2*z^3 - 71/18*z + 1
*
[ 3/5 ] 
f(z) = 35/3*z^3 - 73/15*z + 1
*
[ 1/5 ] 
f(z) = 35/3*z^3 - 67/15*z + 1
*
[ 2/3 ] 
f(z) = 35/4*z^3 - 79/18*z + 1
*
-2 | 0.079140184080133943759914124011035327937 | 0.015969117396610626028277966327703367685
f(z) = 35/4*z^3 - 71/2*z + 1
*
[ 2 ] 
f(z) = 35/4*z^3 - 69/2*z + 1
*
[ -2 ] 
f(z) = 35/4*z^3 - 67/2*z + 1
*
[ -6/5 ] 
f(z) = 35/8*z^3 - 67/15*z + 1
*
-2 | 0.058069874393502788414039095534605081300 | 0.011652178593020037993200285963948818833
f(z) = 35/12*z^3 - 73/6*z + 1
*
[ 2 ] 
f(z) = 35/12*z^3 - 67/6*z + 1
*
[ -2 ] 
f(z) = 35/12*z^3 - 61/6*z + 1
*
0 | 0.10407869308645131396342315984502086711 | 0.025317899922327423936771487575532403447
f(z) = 35/13*z^3 - 61/13*z + 1
*
0 | 0.078163819914158664434565950712156759462 | 0.018589663261872493381062099522011948857
f(z) = 35/16*z^3 - 67/16*z + 1
*
0 | 0.10375383080424761364355110873289434199 | 0.024504303491561909109429094961311004494
f(z) = 35/17*z^3 - 69/17*z + 1
*
0 | 0.077272588397472838529638774862214914518 | 0.018127701499158081136963237685687502241
f(z) = 35/18*z^3 - 71/18*z + 1
*
0 | 0.10358776234850336078026788241529374246 | 0.024143745855053904720579203417984950883
f(z) = 35/19*z^3 - 73/19*z + 1
*
[ 1/9 ] 
f(z) = 36*z^3 - 76/9*z + 1
*
[ 1/6 ] 
f(z) = 36/13*z^3 - 66/13*z + 1
*
0 | 0.10462924602350540412565287787375546253 | 0.025351548135344340959663508728887514487
f(z) = 36/13*z^3 - 62/13*z + 1
*
0 | 0.10431436219169839720627030855768109139 | 0.024553249150252072625134001816515688500
f(z) = 36/17*z^3 - 70/17*z + 1
*
0 | 0.10415351305293934039769531674940699037 | 0.024198870323172099619063589655160443122
f(z) = 36/19*z^3 - 74/19*z + 1
*
[ 1/3 ] 
f(z) = 37/2*z^3 - 73/18*z + 1
*
-2 | 0.080184940904967459443098308976206816200 | 0.016002948967258658276600389050117666249
f(z) = 37/4*z^3 - 75/2*z + 1
*
[ 2 ] 
f(z) = 37/4*z^3 - 73/2*z + 1
*
[ -2 ] 
f(z) = 37/4*z^3 - 71/2*z + 1
*
-2 | 0.059170143642380429127634065024923260173 | 0.011747210726983418264636822376414257236
f(z) = 37/12*z^3 - 77/6*z + 1
*
[ 2 ] 
f(z) = 37/12*z^3 - 71/6*z + 1
*
[ -2 ] 
f(z) = 37/12*z^3 - 65/6*z + 1
*
0 | 0.059224523301298832215990629868013130735 | 0.014406796525051923198518919059075182189
f(z) = 37/12*z^3 - 61/12*z + 1
*
0 | 0.10516387623710673275438796288290376192 | 0.025382683205356277514637148241552470932
f(z) = 37/13*z^3 - 63/13*z + 1
*
0 | 0.092252869184615157032268334377477532911 | 0.022099739008384229201851308778410419624
f(z) = 37/14*z^3 - 65/14*z + 1
*
0 | 0.084668526782854633322496444236238949546 | 0.020136674531780292552687930812906575197
f(z) = 37/15*z^3 - 67/15*z + 1
*
0 | 0.079263416725497238042506633916651876186 | 0.018720222705648882136538473296278837633
f(z) = 37/16*z^3 - 69/16*z + 1
*
0 | 0.10485837429930101600206632095174552191 | 0.024599167032003865171268044934125479410
f(z) = 37/17*z^3 - 71/17*z + 1
*
0 | 0.078382153114245970862562764199598895581 | 0.018268941634200853872177616779434502513
f(z) = 37/18*z^3 - 73/18*z + 1
*
0 | 0.10470242503260216863889499078083771426 | 0.024250773199429588280026079707473429016
f(z) = 37/19*z^3 - 75/19*z + 1
*
0 | 0.097516661534078365948860783399808169784 | 0.022317845372389502648841014173569127300
f(z) = 38/3*z^3 - 79/6*z + 1
*
0 | 0.10568348038205450464459255239684852699 | 0.025411505508512680947082927539351415734
f(z) = 38/13*z^3 - 64/13*z + 1
*
0 | 0.085192488510725289369859454373389355638 | 0.020190148819071695215050695205392592563
f(z) = 38/15*z^3 - 68/15*z + 1
*
0 | 0.10538681586785077686056224434164813776 | 0.024642282781733127234969916497195225865
f(z) = 38/17*z^3 - 72/17*z + 1
*
[ 1/6 ] 
f(z) = 39*z^3 - 73/12*z + 1
*
2/3 | 0.14144487657310029541238536526525619898 | 0.029701745150370550593655156402794140705
f(z) = 39/2*z^3 - 61/6*z + 1
*
-2 | 0.081173749398724916542997280550452448442 | 0.016034019878969159941132529253115065356
f(z) = 39/4*z^3 - 79/2*z + 1
*
[ 2 ] 
f(z) = 39/4*z^3 - 77/2*z + 1
*
[ -2 ] 
f(z) = 39/4*z^3 - 75/2*z + 1
*
[ 2/13 ] 
f(z) = 39/8*z^3 - 73/13*z + 1
*
0 | 0.14689109949001910821246383131194880659 | 0.029640077787766453405196528019447313670
f(z) = 39/10*z^3 - 71/15*z + 1
*
0 | 0.10633033757149992843480601464854234210 | 0.025865628838233097390193214345397079047
f(z) = 39/11*z^3 - 61/11*z + 1
*
0 | 0.093282081420390032534229033008675672687 | 0.022185232040553202631259385401674673408
f(z) = 39/14*z^3 - 67/14*z + 1
*
0 | 0.080301215672785475161470208982290866556 | 0.018838199909236854709071458662760153922
f(z) = 39/16*z^3 - 71/16*z + 1
*
4/3 | 0.15482859157558733153486449763192533959 | 0.028165154354054583380957359156706641465
f(z) = 39/16*z^3 - 61/12*z + 1
*
0 | 0.10590055594206865105653787563336582640 | 0.024682800850279834254517355890255287931
f(z) = 39/17*z^3 - 73/17*z + 1
*
0 | 0.10575355901656633767831205504009241603 | 0.024345832454768855936087034845095398302
f(z) = 39/19*z^3 - 77/19*z + 1
*
[ 2/5 ] 
f(z) = 20/3*z^3 - 77/30*z + 1
*
[ 1/3 ] 
f(z) = 20/3*z^3 - 74/27*z + 1
*
7/10 | 0.11141772003483036957293268190574493897 | 0.024194050498684108265448662641231156582
f(z) = 20/7*z^3 - 74/35*z + 1
*
-1 | 0.10810742367066928901212440196731079857 | 0.024670645042465571411945581021187636453
f(z) = 20/7*z^3 - 73/28*z + 1
*
[ 7/10 ] 
f(z) = 20/7*z^3 - 64/35*z + 1
*
-6/5 | 0.14056020660234546567005949284412347814 | 0.026217598716473986965650470319210373820
f(z) = 20/9*z^3 - 71/30*z + 1
*
0 | 0.13122601831731430292160774466430554513 | 0.029946421885927304899947987654444692933
f(z) = 20/9*z^3 - 71/36*z + 1
*
[ -3/2 ] 
f(z) = 20/11*z^3 - 80/33*z + 1
*
[ -3/2 ] 
f(z) = 20/13*z^3 - 70/39*z + 1
*
1/6 | 0.13089985605908592332263300222627321372 | 0.023673304058592919952886883425564142199
f(z) = 21/2*z^3 - 79/24*z + 1
*
[ 4/7 ] 
f(z) = 21/4*z^3 - 69/28*z + 1
*
[ 2/3 ] 
f(z) = 21/5*z^3 - 71/30*z + 1
*
2/21 | 0.12414288225388467678138103113505649988 | 0.019447443130313354751201803781104832831
f(z) = 21/8*z^3 - 74/21*z + 1
*
6/7 | 0.15527064347905413635280215135276315511 | 0.024828093022254976817760168411610061916
f(z) = 21/8*z^3 - 65/21*z + 1
*
[ 1/3 ] 
f(z) = 21/10*z^3 - 67/30*z + 1
*
[ 1/3 ] 
f(z) = 21/11*z^3 - 73/33*z + 1
*
[ 2/7 ] 
f(z) = 21/16*z^3 - 73/28*z + 1
*
4/7 | 0.15803663713894939654766753469326388700 | 0.028748735833078896455033711252931104910
f(z) = 21/16*z^3 - 61/28*z + 1
*
[ 1/3 ] 
f(z) = 22/3*z^3 - 76/27*z + 1
*
-3/2 | 0.063370022857466236243087869205183065758 | 0.014502981840528676480920516754965863359
f(z) = 22/15*z^3 - 79/30*z + 1
*
1/2 | 0.089542323434954348123799708740485355766 | 0.021006110244690671578795487015374779940
f(z) = 22/15*z^3 - 71/30*z + 1
*
[ 1/3 ] 
f(z) = 23/3*z^3 - 77/27*z + 1
*
1/2 | 0.13556280399450273819476766972503796477 | 0.029979907659232541389151244808992656190
f(z) = 23/6*z^3 - 71/24*z + 1
*
-3/2 | 0.13508481754304994888152643865229844805 | 0.024820736798994917416547932755731855081
f(z) = 23/18*z^3 - 77/24*z + 1
*
[ 3/2 ] 
f(z) = 23/18*z^3 - 61/24*z + 1
*
-3/4 | 0.13343598053945396891769867307607506505 | 0.026849294429397992294170447140783391619
f(z) = 24/5*z^3 - 71/30*z + 1
*
[ 5/12 ] 
f(z) = 24/5*z^3 - 67/30*z + 1
*
-7/6 | 0.11421389695253052454749775200814525132 | 0.026064172236833181725947896638331483769
f(z) = 24/7*z^3 - 80/21*z + 1
*
1/3 | 0.11774644590081372116274310357246465025 | 0.027532297968564349728502065960283503267
f(z) = 24/7*z^3 - 71/21*z + 1
*
0 | 0.11803845709474407738430998273181882618 | 0.027600578069419531770200668180333194188
f(z) = 24/7*z^3 - 65/21*z + 1
*
[ 1/3 ] 
f(z) = 24/11*z^3 - 74/33*z + 1
*
[ 1/4 ] 
f(z) = 24/11*z^3 - 69/22*z + 1
*
[ 1/3 ] 
f(z) = 25/3*z^3 - 79/27*z + 1
*
[ 3/10 ] 
f(z) = 25/6*z^3 - 65/24*z + 1
*
[ 4/5 ] 
f(z) = 25/7*z^3 - 71/28*z + 1
*
[ 7/10 ] 
f(z) = 25/7*z^3 - 61/28*z + 1
*
3/5 | 0.088025387973340387511449208152211265295 | 0.020388101983966258010516613563883206135
f(z) = 25/8*z^3 - 67/24*z + 1
*
-22/15 | 0.13272292364652259265277610062079276094 | 0.023738728798541309517918660408218905583
f(z) = 25/16*z^3 - 67/36*z + 1
*
4/5 | 0.091306523846121101276786807219523156418 | 0.021019938735459467319413112806676628977
f(z) = 25/18*z^3 - 77/36*z + 1
*
[ 3/2 ] 
f(z) = 25/18*z^3 - 67/24*z + 1
*
[ 2/5 ] 
f(z) = 25/19*z^3 - 65/38*z + 1
*
[ 1/3 ] 
f(z) = 26/3*z^3 - 80/27*z + 1
*
1/2 | 0.089413235598526404857655281869533687768 | 0.020840014181463493206104952745814412139
f(z) = 26/15*z^3 - 73/30*z + 1
*
[ -8/9 ] 
f(z) = 27/4*z^3 - 77/24*z + 1
*
[ 5/6 ] 
f(z) = 27/5*z^3 - 79/20*z + 1
*
0 | 0.11174399938955514210953236679813070047 | 0.025428442896134615591870184547754541572
f(z) = 27/7*z^3 - 74/21*z + 1
*
1/3 | 0.094934645758032418601863829783812763145 | 0.021603309633721049475431189302550736269
f(z) = 27/8*z^3 - 73/24*z + 1
*
[ 8/9 ] 
f(z) = 27/8*z^3 - 67/24*z + 1
*
-10/9 | 0.11037997084547764718685906329562214623 | 0.025118044824370108101915674233437369861
f(z) = 27/10*z^3 - 73/30*z + 1
*
[ -4/3 ] 
f(z) = 27/10*z^3 - 61/20*z + 1
*
-10/9 | 0.10073568751809237682632206171541041238 | 0.022923393575047790471667825275549621951
f(z) = 27/11*z^3 - 67/33*z + 1
*
[ -11/9 ] 
f(z) = 27/11*z^3 - 61/33*z + 1
*
-4/3 | 0.10030263645147154755137019966363917539 | 0.023231711081496644839850196392187150149
f(z) = 27/14*z^3 - 75/28*z + 1
*
0 | 0.14413875959436550741351678000093254607 | 0.029612273125437186450567903107771782726
f(z) = 27/14*z^3 - 65/21*z + 1
*
[ 3/7 ] 
f(z) = 28/3*z^3 - 64/21*z + 1
*
[ 1/4 ] 
f(z) = 28/5*z^3 - 67/20*z + 1
*
[ 3/14 ] 
f(z) = 28/9*z^3 - 80/21*z + 1
*
3/7 | 0.14605762089724149120204489924929785465 | 0.027672309210223723402751299975196361728
f(z) = 28/9*z^3 - 61/21*z + 1
*
0 | 0.11508636877238740347471346095449227217 | 0.026998595271542589060287123218176826456
f(z) = 28/15*z^3 - 71/30*z + 1
*
[ 1/2 ] 
f(z) = 29/8*z^3 - 61/32*z + 1
*
[ 1/2 ] 
f(z) = 29/9*z^3 - 65/36*z + 1
*
[ 3/2 ] 
f(z) = 29/18*z^3 - 79/24*z + 1
*
[ 1/3 ] 
f(z) = 30/11*z^3 - 76/33*z + 1
*
[ 1/2 ] 
f(z) = 31/8*z^3 - 63/32*z + 1
*
[ 1/2 ] 
f(z) = 31/9*z^3 - 67/36*z + 1
*
[ -4/3 ] 
f(z) = 31/16*z^3 - 61/36*z + 1
*
[ 3/8 ] 
f(z) = 32/5*z^3 - 77/30*z + 1
*
[ 3/4 ] 
f(z) = 32/7*z^3 - 61/21*z + 1
*
[ 3/4 ] 
f(z) = 32/11*z^3 - 65/33*z + 1
*
[ 3/4 ] 
f(z) = 32/13*z^3 - 67/39*z + 1
*
5/8 | 0.089414654313192989807763393535544727849 | 0.020840344848769884340455536725447791052
f(z) = 32/15*z^3 - 73/30*z + 1
*
[ 1/2 ] 
f(z) = 33/7*z^3 - 61/28*z + 1
*
[ 6/11 ] 
f(z) = 33/8*z^3 - 68/33*z + 1
*
[ 1/2 ] 
f(z) = 33/8*z^3 - 65/32*z + 1
*
[ 1/3 ] 
f(z) = 33/10*z^3 - 71/30*z + 1
*
1/2 | 0.089414250973870910533334493493078325206 | 0.020584313128766735076346320210732168233
f(z) = 34/15*z^3 - 77/30*z + 1
*
[ 3/7 ] 
f(z) = 35/3*z^3 - 73/21*z + 1
*
[ -4/5 ] 
f(z) = 35/4*z^3 - 67/20*z + 1
*
[ 2/5 ] 
f(z) = 35/6*z^3 - 73/30*z + 1
*
[ 6/7 ] 
f(z) = 35/8*z^3 - 71/21*z + 1
*
[ 1/2 ] 
f(z) = 35/8*z^3 - 67/32*z + 1
*
-6/7 | 0.19385495896562605385176516105961466124 | 0.029372539807977601971927105625241246766
f(z) = 35/8*z^3 - 64/21*z + 1
*
[ 4/5 ] 
f(z) = 35/8*z^3 - 61/20*z + 1
*
[ 4/7 ] 
f(z) = 35/8*z^3 - 61/28*z + 1
*
[ 1/2 ] 
f(z) = 35/9*z^3 - 71/36*z + 1
*
[ -6/5 ] 
f(z) = 35/12*z^3 - 71/30*z + 1
*
2/5 | 0.13886895581274048020145488137068657587 | 0.024234997831167943364961062351339811365
f(z) = 35/16*z^3 - 77/20*z + 1
*
[ -4/3 ] 
f(z) = 35/16*z^3 - 77/36*z + 1
*
[ 2/7 ] 
f(z) = 35/16*z^3 - 75/28*z + 1
*
4/5 | 0.16561871215178363514313538945094715268 | 0.029174897823753911418862606588750294107
f(z) = 35/16*z^3 - 73/20*z + 1
*
[ 6/5 ] 
f(z) = 35/18*z^3 - 79/30*z + 1
*
3/5 | 0.15187308999940480312299186097618451545 | 0.028327702595799201238967591755541754342
f(z) = 35/18*z^3 - 71/30*z + 1
*
[ -3/2 ] 
f(z) = 35/18*z^3 - 65/24*z + 1
*
[ 7/12 ] 
f(z) = 36/7*z^3 - 69/28*z + 1
*
[ 1/2 ] 
f(z) = 37/6*z^3 - 61/24*z + 1
*
[ 1/2 ] 
f(z) = 37/7*z^3 - 65/28*z + 1
*
[ 1/2 ] 
f(z) = 37/8*z^3 - 69/32*z + 1
*
[ 1/2 ] 
f(z) = 37/9*z^3 - 73/36*z + 1
*
[ -3/2 ] 
f(z) = 37/18*z^3 - 71/24*z + 1
*
[ 3/4 ] 
f(z) = 38/9*z^3 - 65/24*z + 1
*
1/2 | 0.089413217357450020811153296290343757751 | 0.020463275996523606314819905193647427814
f(z) = 38/15*z^3 - 79/30*z + 1
*
0 | 0.089634200759135053507008415128207699319 | 0.020697233866911046572269379710838178146
f(z) = 38/15*z^3 - 61/30*z + 1
*
[ 1/2 ] 
f(z) = 39/7*z^3 - 67/28*z + 1
*
[ 1/2 ] 
f(z) = 39/8*z^3 - 71/32*z + 1
*
[ 1/3 ] 
f(z) = 39/8*z^3 - 61/24*z + 1
*
[ 1/3 ] 
f(z) = 39/10*z^3 - 73/30*z + 1
*
[ 2/3 ] 
f(z) = 39/10*z^3 - 67/30*z + 1
*
[ 1/3 ] 
f(z) = 39/11*z^3 - 79/33*z + 1
*
-9/10 | 0.077687222200699368988978746993110661998 | 0.016869565958077767865008541183810481643
f(z) = 20/9*z^3 - 76/45*z + 1
*
[ 1/2 ] 
f(z) = 21/10*z^3 - 61/40*z + 1
*
[ 1/2 ] 
f(z) = 21/11*z^3 - 65/44*z + 1
*
[ 1/2 ] 
f(z) = 21/13*z^3 - 73/52*z + 1
*
0 | 0.12836058899258246470689483730706973483 | 0.029376844243628896618343112289435813529
f(z) = 21/16*z^3 - 79/48*z + 1
*
[ 1/2 ] 
f(z) = 23/10*z^3 - 63/40*z + 1
*
[ 1/2 ] 
f(z) = 23/11*z^3 - 67/44*z + 1
*
[ 2/3 ] 
f(z) = 23/12*z^3 - 73/54*z + 1
*
[ 1/2 ] 
f(z) = 23/12*z^3 - 71/48*z + 1
*
[ 1/2 ] 
f(z) = 23/13*z^3 - 75/52*z + 1
*
[ 1/2 ] 
f(z) = 23/14*z^3 - 79/56*z + 1
*
[ -3/2 ] 
f(z) = 24/17*z^3 - 77/51*z + 1
*
[ -3/2 ] 
f(z) = 24/19*z^3 - 67/57*z + 1
*
[ 4/5 ] 
f(z) = 25/11*z^3 - 75/44*z + 1
*
[ 1/2 ] 
f(z) = 25/11*z^3 - 69/44*z + 1
*
[ 2/3 ] 
f(z) = 25/12*z^3 - 77/54*z + 1
*
[ 1/2 ] 
f(z) = 25/12*z^3 - 73/48*z + 1
*
[ 7/10 ] 
f(z) = 25/14*z^3 - 73/56*z + 1
*
[ 3/5 ] 
f(z) = 25/17*z^3 - 61/51*z + 1
*
[ 3/5 ] 
f(z) = 25/19*z^3 - 65/57*z + 1
*
[ 1/2 ] 
f(z) = 27/11*z^3 - 71/44*z + 1
*
[ 1/2 ] 
f(z) = 27/13*z^3 - 79/52*z + 1
*
0 | 0.093278412462227689288116686979548970068 | 0.021226417505149320770420171852531426711
f(z) = 27/14*z^3 - 67/42*z + 1
*
[ 7/9 ] 
f(z) = 27/14*z^3 - 61/42*z + 1
*
1/3 | 0.10268950481048686148769706704839035532 | 0.023368003860347614757668287150612319891
f(z) = 27/16*z^3 - 73/48*z + 1
*
[ 1/2 ] 
f(z) = 29/10*z^3 - 69/40*z + 1
*
[ 1/2 ] 
f(z) = 29/11*z^3 - 73/44*z + 1
*
[ 1/2 ] 
f(z) = 29/12*z^3 - 77/48*z + 1
*
[ 1/2 ] 
f(z) = 31/10*z^3 - 71/40*z + 1
*
[ 1/2 ] 
f(z) = 31/11*z^3 - 75/44*z + 1
*
[ 1/2 ] 
f(z) = 31/12*z^3 - 79/48*z + 1
*
[ 3/4 ] 
f(z) = 32/17*z^3 - 71/51*z + 1
*
[ 3/4 ] 
f(z) = 32/19*z^3 - 73/57*z + 1
*
[ 1/2 ] 
f(z) = 33/10*z^3 - 73/40*z + 1
*
[ 2/3 ] 
f(z) = 33/14*z^3 - 65/42*z + 1
*
[ 1/2 ] 
f(z) = 35/11*z^3 - 79/44*z + 1
*
[ 3/7 ] 
f(z) = 35/18*z^3 - 71/42*z + 1
*
[ 6/7 ] 
f(z) = 35/18*z^3 - 67/42*z + 1
*
[ 1/2 ] 
f(z) = 37/10*z^3 - 77/40*z + 1
*
[ 1/2 ] 
f(z) = 39/10*z^3 - 79/40*z + 1
*
[ 2/3 ] 
f(z) = 39/14*z^3 - 73/42*z + 1
*
[ 1/6 ] 
f(z) = 20*z^3 - 50/9*z + 1
*
[ 2/5 ] 
f(z) = 20*z^3 - 47/10*z + 1
*
[ 1/10 ] 
f(z) = 20*z^3 - 46/5*z + 1
*
1/5 | 0.086951311683533018222769610222363340902 | 0.016411118033909621340371259794975381700
f(z) = 20*z^3 - 43/10*z + 1
*
1/4 | 0.083748324347013849440241797600355223036 | 0.019111778939072229526626364134076178453
f(z) = 20/3*z^3 - 53/12*z + 1
*
0 | 0.11355339441868075549582675620146517111 | 0.029177450581109270180246194571611519235
f(z) = 20/3*z^3 - 49/6*z + 1
*
[ 3/4 ] 
f(z) = 20/3*z^3 - 49/12*z + 1
*
3/2 | 0.11168259868647172388138557549195836568 | 0.029007355104221834821201788317455225804
f(z) = 20/3*z^3 - 47/3*z + 1
*
[ 3/5 ] 
f(z) = 20/3*z^3 - 46/15*z + 1
*
[ 3/2 ] 
f(z) = 20/3*z^3 - 44/3*z + 1
*
[ 3/10 ] 
f(z) = 20/3*z^3 - 44/15*z + 1
*
0 | 0.075640506700321779832830498126960974032 | 0.020110737098170520574175339121946203372
f(z) = 20/3*z^3 - 43/6*z + 1
*
[ 3 ] 
f(z) = 20/9*z^3 - 58/3*z + 1
*
[ -3 ] 
f(z) = 20/9*z^3 - 56/3*z + 1
*
3/10 | 0.13518630369056284811178111070477421729 | 0.026669729451850732157290940552185308248
f(z) = 20/9*z^3 - 53/15*z + 1
*
0 | 0.11048092881683248835160578524389064770 | 0.028387983091220318726932457358043533517
f(z) = 20/9*z^3 - 49/18*z + 1
*
0 | 0.093203570757796830300827370534681385076 | 0.024936278557601149457738086485727141104
f(z) = 20/11*z^3 - 42/11*z + 1
*
0 | 0.092906150262677081308472830569128367953 | 0.024266088317352733036547347864189939021
f(z) = 20/13*z^3 - 46/13*z + 1
*
0 | 0.092285226873266380646345161854762538432 | 0.023135020294892370529626986226116337346
f(z) = 20/17*z^3 - 54/17*z + 1
*
0 | 0.091960310360769595127396350201343183050 | 0.022647851508299920980987830681121834607
f(z) = 20/19*z^3 - 58/19*z + 1
*
[ 2/3 ] 
f(z) = 21*z^3 - 59/6*z + 1
*
[ 2/7 ] 
f(z) = 21*z^3 - 59/14*z + 1
*
1/6 | 0.15403332867695475801031068836370857675 | 0.027857004084716284718618981008528358044
f(z) = 21*z^3 - 55/12*z + 1
*
[ 1/7 ] 
f(z) = 21*z^3 - 45/7*z + 1
*
[ -2/3 ] 
f(z) = 21*z^3 - 41/6*z + 1
*
-4/7 | 0.11570728191126644630470602335672650178 | 0.023185822050339346071176656016848230267
f(z) = 21*z^3 - 41/7*z + 1
*
[ 2/7 ] 
f(z) = 21/2*z^3 - 47/14*z + 1
*
-1 | 0.060151425171502914495664342305222634862 | 0.014518336753169467432597047400081484610
f(z) = 21/4*z^3 - 55/12*z + 1
*
-2 | 0.069471541126871897742986393742652859477 | 0.015596345885580921586084456702522252369
f(z) = 21/4*z^3 - 43/2*z + 1
*
1/3 | 0.066137587925338998487546287103025828765 | 0.015963175781865437065760212960469253432
f(z) = 21/4*z^3 - 43/12*z + 1
*
[ 2 ] 
f(z) = 21/4*z^3 - 41/2*z + 1
*
[ 2/7 ] 
f(z) = 21/4*z^3 - 41/14*z + 1
*
-4/3 | 0.070521491503892756045336868968425889663 | 0.014782258114953770913423280270580849142
f(z) = 21/8*z^3 - 59/12*z + 1
*
[ 4/3 ] 
f(z) = 21/8*z^3 - 53/12*z + 1
*
-4/3 | 0.12901326368531469120302528063008092208 | 0.028396410505605521972343137197582506632
f(z) = 21/8*z^3 - 47/12*z + 1
*
0 | 0.11875023902358263886022238077358777145 | 0.026522516385093962659121468316711279665
f(z) = 21/10*z^3 - 44/15*z + 1
*
0 | 0.081486126865700478423311628233254239162 | 0.021942788614848978983911477212907559766
f(z) = 21/10*z^3 - 41/10*z + 1
*
0 | 0.094183663802328943814426354370932374457 | 0.025040854223456160952865422184227244597
f(z) = 21/11*z^3 - 43/11*z + 1
*
0 | 0.093902606806415463146211247060145399689 | 0.024389352440594288275641815454142458866
f(z) = 21/13*z^3 - 47/13*z + 1
*
0 | 0.067794650700235597021555619637379107070 | 0.017075482653763209632253004832392617835
f(z) = 21/16*z^3 - 53/16*z + 1
*
0 | 0.093317407588029139917421530964385701706 | 0.023286660548195886673495034630708138190
f(z) = 21/17*z^3 - 55/17*z + 1
*
0 | 0.093012093969656632193982999118240310013 | 0.022810849746744165432615648895846825806
f(z) = 21/19*z^3 - 59/19*z + 1
*
0 | 0.11806776017866444260942892597438618777 | 0.028955653210524974274617193522966720074
f(z) = 22/3*z^3 - 59/6*z + 1
*
0 | 0.091867610728299484538211837616595413121 | 0.023138754713405395097463069214437196671
f(z) = 22/3*z^3 - 53/6*z + 1
*
0 | 0.058441554322343734368523922195773689557 | 0.015179042563559558675877310002521553250
f(z) = 22/3*z^3 - 47/6*z + 1
*
0 | 0.10734470111537608913890359114798963251 | 0.027582131982684050273503910230232077411
f(z) = 22/5*z^3 - 49/10*z + 1
*
0 | 0.089386106256618241352886013866139200204 | 0.022513736572242796652814759252181749324
f(z) = 22/9*z^3 - 53/18*z + 1
*
1/2 | 0.081378688049489606770018165697964867011 | 0.021136511237476956528350543795374619811
f(z) = 22/9*z^3 - 47/18*z + 1
*
0 | 0.094847886439836128998655042212858002826 | 0.024500894211533590551021987509865524674
f(z) = 22/13*z^3 - 48/13*z + 1
*
0 | 0.074231134926206863687824470755980230106 | 0.018786777079105935723464352372611225378
f(z) = 22/15*z^3 - 52/15*z + 1
*
0 | 0.094294490913232177438830108685227814620 | 0.023425155901349626431444447561859437611
f(z) = 22/17*z^3 - 56/17*z + 1
*
0 | 0.094006523274284303169464965138521089276 | 0.022960090887725548307072675293772630312
f(z) = 22/19*z^3 - 60/19*z + 1
*
[ 1/3 ] 
f(z) = 23*z^3 - 41/9*z + 1
*
[ 1/3 ] 
f(z) = 23/2*z^3 - 59/18*z + 1
*
[ 2/3 ] 
f(z) = 23/4*z^3 - 55/18*z + 1
*
-2 | 0.071204145988543359085273604501070496854 | 0.015672358805863581568599095066926872963
f(z) = 23/4*z^3 - 47/2*z + 1
*
[ 2 ] 
f(z) = 23/4*z^3 - 45/2*z + 1
*
[ -2 ] 
f(z) = 23/4*z^3 - 43/2*z + 1
*
[ -3/2 ] 
f(z) = 23/9*z^3 - 49/12*z + 1
*
0 | 0.082684682198159045315125010879165905253 | 0.022265538600827371885252014189470251549
f(z) = 23/9*z^3 - 41/9*z + 1
*
0 | 0.083289296811489391044038681219691334596 | 0.022144340702310892181905516990725117460
f(z) = 23/10*z^3 - 43/10*z + 1
*
0 | 0.096000237488677044258068017545791760917 | 0.025219004244967709567391487355373942712
f(z) = 23/11*z^3 - 45/11*z + 1
*
0 | 0.11734586632782617233119006894095501526 | 0.028778611586562155342423986611657600042
f(z) = 23/12*z^3 - 59/12*z + 1
*
-2 | 0.049451264625477634821906682075214672317 | 0.010785521348957574234455256563679752641
f(z) = 23/12*z^3 - 49/6*z + 1
*
0 | 0.049859904794621814563270484674650686617 | 0.012950128138587813293040188970654849417
f(z) = 23/12*z^3 - 47/12*z + 1
*
[ 2 ] 
f(z) = 23/12*z^3 - 43/6*z + 1
*
0 | 0.095747017361528385877023981125302740515 | 0.024602116754468589057261018935471283282
f(z) = 23/13*z^3 - 49/13*z + 1
*
0 | 0.082782766724250276203112615913103454913 | 0.021054536608962198435355946365640579552
f(z) = 23/14*z^3 - 51/14*z + 1
*
0 | 0.075144138508986660040992155865182696224 | 0.018926602916146047451802454381948621457
f(z) = 23/15*z^3 - 53/15*z + 1
*
0 | 0.069683659293462724158672429340895719654 | 0.017389035568655936225918925512591048825
f(z) = 23/16*z^3 - 55/16*z + 1
*
0 | 0.095222120999662422251527334635921433305 | 0.023552043912285879119090842785881835729
f(z) = 23/17*z^3 - 57/17*z + 1
*
0 | 0.068688231465533992212423870375269136514 | 0.016845518259604287996477492950915552817
f(z) = 23/18*z^3 - 59/18*z + 1
*
[ 1/8 ] 
f(z) = 24*z^3 - 59/8*z + 1
*
1/12 | 0.14051660670676494120528145818109389533 | 0.028274021223041338124506247718411960007
f(z) = 24*z^3 - 55/6*z + 1
*
1/8 | 0.10601966892007903425325060574695144380 | 0.020165432666693521403203262954580885682
f(z) = 24*z^3 - 43/8*z + 1
*
0 | 0.089468952708390039511697348098158384659 | 0.022534603161797335853044629661596140958
f(z) = 24/5*z^3 - 53/10*z + 1
*
[ 5/6 ] 
f(z) = 24/5*z^3 - 53/15*z + 1
*
1/4 | 0.048906110519628083755289657879515385015 | 0.012633317252662736213123490473683641114
f(z) = 24/5*z^3 - 43/10*z + 1
*
1/4 | 0.10883267612253334803382033090420412862 | 0.026690785215276068456235017429640706204
f(z) = 24/7*z^3 - 59/14*z + 1
*
[ 1/4 ] 
f(z) = 24/7*z^3 - 45/14*z + 1
*
0 | 0.096845598486466744192045775921216723382 | 0.025295029870197608747793983886423016206
f(z) = 24/11*z^3 - 46/11*z + 1
*
0 | 0.096604317628396981837199513635925994861 | 0.024694210001923097881724344553847790995
f(z) = 24/13*z^3 - 50/13*z + 1
*
0 | 0.096105108590220253232427236747410188063 | 0.023668626388943520254637321509061735148
f(z) = 24/17*z^3 - 58/17*z + 1
*
[ -4/5 ] 
f(z) = 25*z^3 - 55/4*z + 1
*
[ 3/10 ] 
f(z) = 25*z^3 - 55/12*z + 1
*
[ 1/3 ] 
f(z) = 25*z^3 - 43/9*z + 1
*
1/10 | 0.071755827243439756986518722552784503257 | 0.015581579908114456008740950544670599481
f(z) = 25/2*z^3 - 41/8*z + 1
*
-4/5 | 0.11756377307732704333367515192175508869 | 0.025528648959604607024760598280851035202
f(z) = 25/3*z^3 - 55/12*z + 1
*
[ 2/3 ] 
f(z) = 25/4*z^3 - 59/18*z + 1
*
-6/5 | 0.14052457651701707843101965382923188678 | 0.029895790553595295966111735170972882090
f(z) = 25/4*z^3 - 55/6*z + 1
*
[ 6/5 ] 
f(z) = 25/4*z^3 - 53/6*z + 1
*
-2 | 0.072787406617374950650158448491665365151 | 0.015737910157722070466139619253954764698
f(z) = 25/4*z^3 - 51/2*z + 1
*
[ 2 ] 
f(z) = 25/4*z^3 - 49/2*z + 1
*
1/5 | 0.092521684842326521534709056824647940872 | 0.023773370236864043965711571778009722575
f(z) = 25/4*z^3 - 49/4*z + 1
*
[ -2 ] 
f(z) = 25/4*z^3 - 47/2*z + 1
*
[ -6/5 ] 
f(z) = 25/4*z^3 - 43/6*z + 1
*
3/5 | 0.12845053795987037290019295763461920595 | 0.029751219825515819106849129010960401867
f(z) = 25/4*z^3 - 43/12*z + 1
*
[ 1/2 ] 
f(z) = 25/4*z^3 - 41/16*z + 1
*
4/5 | 0.090622980759515397233763866021686953811 | 0.023165247401094280595125766602430297630
f(z) = 25/6*z^3 - 47/12*z + 1
*
6/5 | 0.093544864133783030196477856689429368902 | 0.025189995630487791291608567104897769894
f(z) = 25/6*z^3 - 41/6*z + 1
*
-7/5 | 0.090273844272549201007774373431315960248 | 0.022959778155268621530433745593955893785
f(z) = 25/7*z^3 - 51/7*z + 1
*
[ 7/5 ] 
f(z) = 25/7*z^3 - 47/7*z + 1
*
2/5 | 0.095859844578421990288227754381025733814 | 0.024503906149174278551998192001252292898
f(z) = 25/7*z^3 - 43/14*z + 1
*
[ 2/15 ] 
f(z) = 25/8*z^3 - 59/9*z + 1
*
[ -8/5 ] 
f(z) = 25/8*z^3 - 51/8*z + 1
*
2/5 | 0.10738238756035253759396309847247166371 | 0.027046471619332437251034176764100809460
f(z) = 25/9*z^3 - 53/18*z + 1
*
1/5 | 0.082212578363625188451523566099562664508 | 0.021473042223023289606787804764799423923
f(z) = 25/9*z^3 - 46/9*z + 1
*
0 | 0.084316585782353129743714847314668973399 | 0.022417468677229692108474500803363484744
f(z) = 25/9*z^3 - 43/9*z + 1
*
0 | 0.097653944802227090288334483260476701837 | 0.025363688591796765614513022284397810031
f(z) = 25/11*z^3 - 47/11*z + 1
*
[ 1/5 ] 
f(z) = 25/11*z^3 - 45/11*z + 1
*
4/5 | 0.078930739824088623266985795249582795746 | 0.019696575297247149743333770158141184084
f(z) = 25/12*z^3 - 55/12*z + 1
*
-2 | 0.051222112445237774152916747725276511341 | 0.010983763572662380555102711927737072930
f(z) = 25/12*z^3 - 53/6*z + 1
*
[ -2 ] 
f(z) = 25/12*z^3 - 41/6*z + 1
*
[ 1/5 ] 
f(z) = 25/13*z^3 - 53/13*z + 1
*
0 | 0.097423523516654462617536694740192524291 | 0.024778190239619197042831467860714629944
f(z) = 25/13*z^3 - 51/13*z + 1
*
7/5 | 0.11481916745530547229213095258968928199 | 0.028158948638697114914798495970561235395
f(z) = 25/14*z^3 - 59/14*z + 1
*
0 | 0.084471073705925583809651222661921051753 | 0.021275784135064115838511601426777200090
f(z) = 25/14*z^3 - 53/14*z + 1
*
[ 7/5 ] 
f(z) = 25/14*z^3 - 45/14*z + 1
*
-8/5 | 0.10825038960620632409399976245618239445 | 0.028780810984912201375328908450224190144
f(z) = 25/14*z^3 - 43/14*z + 1
*
0 | 0.071396433405398351623911216673368963194 | 0.017659047258047294768832977228541906169
f(z) = 25/16*z^3 - 57/16*z + 1
*
0 | 0.096947588871349478826992794307531366312 | 0.023776014372657001779382698136371129239
f(z) = 25/17*z^3 - 59/17*z + 1
*
[ -9/5 ] 
f(z) = 25/18*z^3 - 53/18*z + 1
*
2/5 | 0.088422486512899931978985859672032310569 | 0.022720084623595456162394762722589869926
f(z) = 25/18*z^3 - 49/18*z + 1
*
[ 1/3 ] 
f(z) = 26*z^3 - 44/9*z + 1
*
0 | 0.071529319432180860745449162056394018298 | 0.017849606240822560000055904120849669912
f(z) = 26/3*z^3 - 55/6*z + 1
*
0 | 0.091730688498776747730915234846077032336 | 0.022688480165602132883757750632108323116
f(z) = 26/5*z^3 - 57/10*z + 1
*
1/2 | 0.098185598205445453029045699814292047737 | 0.024849289286740321617440344147058073299
f(z) = 26/9*z^3 - 49/18*z + 1
*
0 | 0.085081513168820095429662395787605761258 | 0.022483416900205446675878833669116276810
f(z) = 26/9*z^3 - 44/9*z + 1
*
0 | 0.098428390792105907495794110293490827537 | 0.025425802099855840966820312876820243374
f(z) = 26/11*z^3 - 48/11*z + 1
*
0 | 0.077639253570010179300882525804857880106 | 0.019287570263414905942892368737512656523
f(z) = 26/15*z^3 - 56/15*z + 1
*
0 | 0.097753143338165839781158283680711485181 | 0.023875162886904863712722798590580849088
f(z) = 26/17*z^3 - 60/17*z + 1
*
4/9 | 0.11981878505140977224694274037596594257 | 0.023551157984301216810988232987782016379
f(z) = 27/2*z^3 - 53/12*z + 1
*
[ 1/9 ] 
f(z) = 27/2*z^3 - 49/6*z + 1
*
[ 4/9 ] 
f(z) = 27/2*z^3 - 47/12*z + 1
*
[ 1/6 ] 
f(z) = 27/2*z^3 - 43/8*z + 1
*
-2 | 0.074245184459703846391230711434763893541 | 0.015795233397850274207126484048492244344
f(z) = 27/4*z^3 - 55/2*z + 1
*
[ 2 ] 
f(z) = 27/4*z^3 - 53/2*z + 1
*
[ -2 ] 
f(z) = 27/4*z^3 - 51/2*z + 1
*
4/3 | 0.093986258113942073860884793769330256003 | 0.023903974105998149556592759761039519876
f(z) = 27/4*z^3 - 51/4*z + 1
*
1/9 | 0.045571521636905940384814622643661326873 | 0.010370246652746362514147218882194666460
f(z) = 27/4*z^3 - 49/12*z + 1
*
[ 4/3 ] 
f(z) = 27/4*z^3 - 47/4*z + 1
*
[ 1/2 ] 
f(z) = 27/4*z^3 - 43/16*z + 1
*
[ -4/3 ] 
f(z) = 27/4*z^3 - 41/4*z + 1
*
2/9 | 0.089441892771181151383961494550829919086 | 0.020353379826020112321534370279383207388
f(z) = 27/5*z^3 - 49/15*z + 1
*
0 | 0.099582931932692043372616019295390544233 | 0.026815941671240847379188885179361056437
f(z) = 27/7*z^3 - 41/7*z + 1
*
0 | 0.068104468600901512419535035799844712314 | 0.018107111162933456551614177522811189222
f(z) = 27/8*z^3 - 43/8*z + 1
*
2/9 | 0.14270996626573063825470721849247489825 | 0.024634840501529047795101754856616944826
f(z) = 27/8*z^3 - 41/3*z + 1
*
[ -5/3 ] 
f(z) = 27/10*z^3 - 59/10*z + 1
*
0 | 0.12097527605625030208937122166137298419 | 0.025941214973513953268490886631218131163
f(z) = 27/10*z^3 - 53/15*z + 1
*
0 | 0.086440487874845163188165882809190110192 | 0.022451214035652106387283424919310528353
f(z) = 27/10*z^3 - 47/10*z + 1
*
-4/3 | 0.075796255157226428221121862066720417962 | 0.020152146343122627700229758045359074359
f(z) = 27/10*z^3 - 43/10*z + 1
*
0 | 0.099171672583086384353411017132798361343 | 0.025482079075241872414992954533135955828
f(z) = 27/11*z^3 - 49/11*z + 1
*
0 | 0.098960270363059859158909114115584169333 | 0.024925187496987483832319811263512701165
f(z) = 27/13*z^3 - 53/13*z + 1
*
0 | 0.086017632256169514717357399727589425753 | 0.021465056255655346354849853444208018721
f(z) = 27/14*z^3 - 55/14*z + 1
*
0 | 0.072963262401593537871585504396030466075 | 0.017893952760788084517347977823294859101
f(z) = 27/16*z^3 - 59/16*z + 1
*
1/3 | 0.089553199464102236234632864380445426818 | 0.022776493117791606909623616025874549500
f(z) = 27/16*z^3 - 51/16*z + 1
*
[ 1/3 ] 
f(z) = 27/19*z^3 - 41/19*z + 1
*
[ 1/6 ] 
f(z) = 28*z^3 - 52/9*z + 1
*
[ 1/7 ] 
f(z) = 28*z^3 - 46/7*z + 1
*
[ 1/3 ] 
f(z) = 28*z^3 - 46/9*z + 1
*
0 | 0.10257620809657357190123353019434555214 | 0.025156411071070309503586378745032243030
f(z) = 28/3*z^3 - 59/6*z + 1
*
[ -3/2 ] 
f(z) = 28/3*z^3 - 58/3*z + 1
*
1/4 | 0.10660419466499708318089665229659319996 | 0.022592819787140744948125392991959333296
f(z) = 28/3*z^3 - 55/12*z + 1
*
[ 1/4 ] 
f(z) = 28/3*z^3 - 43/12*z + 1
*
0 | 0.086522518196569008225508176258952013599 | 0.022598752203826422690467068124669158064
f(z) = 28/9*z^3 - 46/9*z + 1
*
0 | 0.099886207092004460651781383705298674824 | 0.025533133867926359503104142290479390045
f(z) = 28/11*z^3 - 50/11*z + 1
*
0 | 0.099683179899975627586292124887271862072 | 0.024989616086791094519319436490291231795
f(z) = 28/13*z^3 - 54/13*z + 1
*
-3/2 | 0.086536418803962657033822234778829639004 | 0.021795983944802856212863630816696636661
f(z) = 28/15*z^3 - 53/15*z + 1
*
[ 1/3 ] 
f(z) = 29*z^3 - 47/9*z + 1
*
[ 1/2 ] 
f(z) = 29/3*z^3 - 41/12*z + 1
*
-2 | 0.075596013612735045060010078025998166494 | 0.015845946559756523984755618166856788907
f(z) = 29/4*z^3 - 59/2*z + 1
*
[ 2 ] 
f(z) = 29/4*z^3 - 57/2*z + 1
*
[ -2 ] 
f(z) = 29/4*z^3 - 55/2*z + 1
*
[ 1/2 ] 
f(z) = 29/4*z^3 - 45/16*z + 1
*
0 | 0.067868061782025224089379241744968696786 | 0.018275681894132795512673646405027660583
f(z) = 29/6*z^3 - 41/6*z + 1
*
0 | 0.10095489402630702558129369063556847384 | 0.026841138711304920920941299264131046191
f(z) = 29/7*z^3 - 43/7*z + 1
*
0 | 0.072336312782114049298812887259741648894 | 0.019002554856519092321327461998547142790
f(z) = 29/8*z^3 - 45/8*z + 1
*
0 | 0.087202991027301048486877681516544891505 | 0.022649259209846783092145789378873180020
f(z) = 29/9*z^3 - 47/9*z + 1
*
0 | 0.087835122325233449894322887394666912447 | 0.022569161882390876008524615553528126605
f(z) = 29/10*z^3 - 49/10*z + 1
*
0 | 0.10057413993722777619466813264754175851 | 0.025579501567962687309518181338339407276
f(z) = 29/11*z^3 - 51/11*z + 1
*
[ 2 ] 
f(z) = 29/12*z^3 - 55/6*z + 1
*
0 | 0.054462467369833648721407927797541450602 | 0.013717496989058275102185877997329791033
f(z) = 29/12*z^3 - 53/12*z + 1
*
[ -2 ] 
f(z) = 29/12*z^3 - 49/6*z + 1
*
0 | 0.10037884747946551555805150801309525430 | 0.025048790015607948589314513864480954923
f(z) = 29/13*z^3 - 55/13*z + 1
*
0 | 0.087444497398144847166488181614034198523 | 0.021628342458536257460989868022698247821
f(z) = 29/14*z^3 - 57/14*z + 1
*
0 | 0.079836429820494515860621053183710921905 | 0.019579570002433186356571923589278772936
f(z) = 29/15*z^3 - 59/15*z + 1
*
1/2 | 0.14431998417545491109951326669025589643 | 0.027791485336666073487995253824139580266
f(z) = 30*z^3 - 53/6*z + 1
*
0 | 0.10160452536722054198191502002172193555 | 0.026849744647182554193821915872039462616
f(z) = 30/7*z^3 - 44/7*z + 1
*
0 | 0.10123738466623291458427800470507204295 | 0.025621650264231001870910658144113807726
f(z) = 30/11*z^3 - 52/11*z + 1
*
0 | 0.10104925756626471864813665642699991377 | 0.025103212173694594984282164085415084898
f(z) = 30/13*z^3 - 56/13*z + 1
*
[ 1/3 ] 
f(z) = 31*z^3 - 49/9*z + 1
*
[ 1/2 ] 
f(z) = 31/3*z^3 - 43/12*z + 1
*
[ -2 ] 
f(z) = 31/4*z^3 - 59/2*z + 1
*
[ 1/2 ] 
f(z) = 31/4*z^3 - 47/16*z + 1
*
0 | 0.10240535379707361825586656181391526264 | 0.027575970509697292360742092684221254858
f(z) = 31/5*z^3 - 41/5*z + 1
*
0 | 0.069138982346737699245083753498303546259 | 0.018382160007455100219161731411343243811
f(z) = 31/6*z^3 - 43/6*z + 1
*
0 | 0.10223212384491289700267911151255522901 | 0.026856104033294849182327195769249497088
f(z) = 31/7*z^3 - 45/7*z + 1
*
0 | 0.066013399862458650353044149965214640712 | 0.017145680293695372234540727551916058474
f(z) = 31/8*z^3 - 47/8*z + 1
*
0 | 0.088493146973139705143973596837309270175 | 0.022738240770289607715438663022533345468
f(z) = 31/9*z^3 - 49/9*z + 1
*
0 | 0.089131901954390190917508134567933158898 | 0.022669342509126356372434721586529709351
f(z) = 31/10*z^3 - 51/10*z + 1
*
0 | 0.10187765512584288819932401657111182077 | 0.025659991089847968782003868854006218935
f(z) = 31/11*z^3 - 53/11*z + 1
*
[ 2 ] 
f(z) = 31/12*z^3 - 59/6*z + 1
*
0 | 0.055772833796521626872399841208483262387 | 0.013917693193581099234208646308406200054
f(z) = 31/12*z^3 - 55/12*z + 1
*
[ -2 ] 
f(z) = 31/12*z^3 - 53/6*z + 1
*
0 | 0.10169618480068667641732224185077662370 | 0.025153325561254864187171345393623338111
f(z) = 31/13*z^3 - 57/13*z + 1
*
0 | 0.088768929433665349284401921317449751955 | 0.021770230354681166862254913055778104388
f(z) = 31/14*z^3 - 59/14*z + 1
*
[ 3/4 ] 
f(z) = 32*z^3 - 55/3*z + 1
*
[ 1/6 ] 
f(z) = 32*z^3 - 53/9*z + 1
*
[ 1/3 ] 
f(z) = 32*z^3 - 50/9*z + 1
*
[ -3/4 ] 
f(z) = 32*z^3 - 47/3*z + 1
*
3/8 | 0.15074390971612022013568000779978732386 | 0.028672190662904812215100441083953984885
f(z) = 32*z^3 - 41/6*z + 1
*
-1/2 | 0.12074780568075576169983477911124669971 | 0.021775282556731317703121539542522616909
f(z) = 32*z^3 - 41/8*z + 1
*
7/8 | 0.069296114569403257482265859239414262144 | 0.016662193473691920908988047124239577732
f(z) = 32/3*z^3 - 55/6*z + 1
*
[ 3/4 ] 
f(z) = 32/5*z^3 - 59/15*z + 1
*
[ 5/4 ] 
f(z) = 32/5*z^3 - 49/5*z + 1
*
0 | 0.10300671850431179511815410414532334040 | 0.027559075312713320354824532997291526358
f(z) = 32/5*z^3 - 42/5*z + 1
*
[ -5/4 ] 
f(z) = 32/5*z^3 - 41/5*z + 1
*
3/4 | 0.055772268666520570009413126125528246023 | 0.013410395904052691066756059855315528821
f(z) = 32/5*z^3 - 41/10*z + 1
*
[ 7/8 ] 
f(z) = 32/7*z^3 - 51/14*z + 1
*
0 | 0.10283913598284225252863006843283994103 | 0.026860477473065729578431545181231217021
f(z) = 32/7*z^3 - 46/7*z + 1
*
[ -9/8 ] 
f(z) = 32/9*z^3 - 47/18*z + 1
*
0 | 0.10249649236784988700258878466613846145 | 0.025694886510295890202024477602173764164
f(z) = 32/11*z^3 - 54/11*z + 1
*
0 | 0.10232122265208097723281705732891963483 | 0.025199521920715609596069610074623350048
f(z) = 32/13*z^3 - 58/13*z + 1
*
[ 1/4 ] 
f(z) = 32/13*z^3 - 41/13*z + 1
*
[ 1/4 ] 
f(z) = 32/17*z^3 - 53/17*z + 1
*
[ 1/4 ] 
f(z) = 32/19*z^3 - 59/19*z + 1
*
2/3 | 0.13180886169277985487999204480075132926 | 0.028684531849353005631962202012259983727
f(z) = 33/2*z^3 - 53/6*z + 1
*
[ 2/3 ] 
f(z) = 33/2*z^3 - 47/6*z + 1
*
1/3 | 0.059698484150784818000274753731426490127 | 0.012991714274663861950490806292576642599
f(z) = 33/2*z^3 - 41/6*z + 1
*
[ 1/2 ] 
f(z) = 33/2*z^3 - 41/8*z + 1
*
[ 1/2 ] 
f(z) = 33/4*z^3 - 49/16*z + 1
*
1/3 | 0.10278102157263219619801823060674408599 | 0.022367429996330077316902893457443906228
f(z) = 33/4*z^3 - 47/12*z + 1
*
0 | 0.077998658307403355629028096918860841543 | 0.021003674334675023884467260131344662148
f(z) = 33/4*z^3 - 41/4*z + 1
*
0 | 0.10358916219346640699187925774302161047 | 0.027541518400268538953840568313867073363
f(z) = 33/5*z^3 - 43/5*z + 1
*
[ 1/3 ] 
f(z) = 33/5*z^3 - 41/15*z + 1
*
0 | 0.10342687028558842339399448967284619475 | 0.026863092272008211265896228742566018820
f(z) = 33/7*z^3 - 47/7*z + 1
*
[ 2/11 ] 
f(z) = 33/8*z^3 - 51/11*z + 1
*
0 | 0.074820291114919221959144422689145866157 | 0.019225011789789587061139057913847329856
f(z) = 33/8*z^3 - 49/8*z + 1
*
0 | 0.090343679903709548824007399493234651119 | 0.022754921267963215368170980050394713408
f(z) = 33/10*z^3 - 53/10*z + 1
*
0 | 0.10292580732993550984792419685029718282 | 0.025242148906264060665346580608339152551
f(z) = 33/13*z^3 - 59/13*z + 1
*
2/3 | 0.093040202946578607999639483581519135674 | 0.017369309141254431694620677744515132421
f(z) = 33/16*z^3 - 53/12*z + 1
*
-4/3 | 0.067778156504190223075181140478221534892 | 0.012943551553765455969503895139013600428
f(z) = 33/16*z^3 - 47/12*z + 1
*
[ 1/3 ] 
f(z) = 34*z^3 - 52/9*z + 1
*
[ 1/4 ] 
f(z) = 34*z^3 - 41/8*z + 1
*
0 | 0.10415383957889010439847329819169009273 | 0.027523419715899955535675737224613830096
f(z) = 34/5*z^3 - 44/5*z + 1
*
0 | 0.10399651426734862700101589163989739650 | 0.026864147321288002900933034440224679738
f(z) = 34/7*z^3 - 48/7*z + 1
*
1/2 | 0.12584769475912870843846322267876002108 | 0.029825207951332865149172693750634064517
f(z) = 34/9*z^3 - 53/18*z + 1
*
0 | 0.090273913743193084463812914552684989961 | 0.022846961658847801799727553119083727937
f(z) = 34/9*z^3 - 52/9*z + 1
*
[ 3/2 ] 
f(z) = 34/9*z^3 - 49/6*z + 1
*
[ -3/2 ] 
f(z) = 34/9*z^3 - 41/6*z + 1
*
0 | 0.10367529895732198618690209695436965219 | 0.025755587815083005964625085873538925400
f(z) = 34/11*z^3 - 56/11*z + 1
*
0 | 0.10351123786665797021921877176766627451 | 0.025281516075061327040651530061100972734
f(z) = 34/13*z^3 - 60/13*z + 1
*
[ 1/3 ] 
f(z) = 35*z^3 - 53/9*z + 1
*
[ 1/7 ] 
f(z) = 35*z^3 - 47/7*z + 1
*
1/5 | 0.14850790364870640473352917503799586844 | 0.028753931798627843082727312937640088378
f(z) = 35/2*z^3 - 57/10*z + 1
*
[ 2/7 ] 
f(z) = 35/2*z^3 - 55/14*z + 1
*
-3/5 | 0.059450832771423004838117134773179590725 | 0.011510802784778360977402624473838671133
f(z) = 35/2*z^3 - 53/10*z + 1
*
[ 1/5 ] 
f(z) = 35/2*z^3 - 47/10*z + 1
*
[ 1/2 ] 
f(z) = 35/2*z^3 - 43/8*z + 1
*
[ 2/5 ] 
f(z) = 35/2*z^3 - 43/10*z + 1
*
[ 1/2 ] 
f(z) = 35/3*z^3 - 47/12*z + 1
*
0 | 0.084508858580489533394731456072019842637 | 0.022756757392213153181525756621836982765
f(z) = 35/3*z^3 - 41/3*z + 1
*
[ 1/2 ] 
f(z) = 35/4*z^3 - 51/16*z + 1
*
[ 2/7 ] 
f(z) = 35/4*z^3 - 45/14*z + 1
*
0 | 0.079106576980390404041398375739337490675 | 0.021032270165663124195178723276806659408
f(z) = 35/4*z^3 - 43/4*z + 1
*
0 | 0.071445646413122554032504192978608933718 | 0.018556599331773587589994953508328256807
f(z) = 35/6*z^3 - 47/6*z + 1
*
-4/5 | 0.11662943059070128105482054209132379495 | 0.022581658016334378413396515168615313046
f(z) = 35/6*z^3 - 41/15*z + 1
*
0 | 0.073095032069053990986504190563411294780 | 0.018590608764714501446043818783658001936
f(z) = 35/8*z^3 - 51/8*z + 1
*
0 | 0.090831349195181063391805269586638152365 | 0.022877750848782427457765453757364525446
f(z) = 35/9*z^3 - 53/9*z + 1
*
0 | 0.10423767192722868762472030256838495242 | 0.025781931769333750712275643616908728696
f(z) = 35/11*z^3 - 57/11*z + 1
*
0 | 0.058142975517167014630826812516733987936 | 0.014259335767490598337920751444436032452
f(z) = 35/12*z^3 - 59/12*z + 1
*
-1/2 | 0.14257365831509587158387798301813480380 | 0.024663550272659729996486812434603415419
f(z) = 36*z^3 - 55/9*z + 1
*
[ 1/12 ] 
f(z) = 36*z^3 - 45/4*z + 1
*
7/6 | 0.10259770129319117116006974485256817665 | 0.025161682192896480089476369593362321700
f(z) = 36/5*z^3 - 59/5*z + 1
*
2/3 | 0.10081394578852888356378778186090988322 | 0.023573022298903107651872901848717402898
f(z) = 36/5*z^3 - 47/10*z + 1
*
0 | 0.10523401306473192650195754231846828351 | 0.027485993637647192288153392730498154115
f(z) = 36/5*z^3 - 46/5*z + 1
*
0 | 0.10508576114426997595849935052862407549 | 0.026862255410680798687891702153652964575
f(z) = 36/7*z^3 - 50/7*z + 1
*
[ 7/6 ] 
f(z) = 36/7*z^3 - 48/7*z + 1
*
0 | 0.10478344864899574069809539258082006420 | 0.025805915358702421376288311531988718677
f(z) = 36/11*z^3 - 58/11*z + 1
*
[ 1/6 ] 
f(z) = 36/11*z^3 - 56/11*z + 1
*
[ 1/3 ] 
f(z) = 36/19*z^3 - 42/19*z + 1
*
[ 1/3 ] 
f(z) = 37*z^3 - 55/9*z + 1
*
[ 1/2 ] 
f(z) = 37*z^3 - 41/4*z + 1
*
[ 1/2 ] 
f(z) = 37/2*z^3 - 45/8*z + 1
*
0 | 0.093128835629763706924215158474329355807 | 0.025077966431499191339889174578999611157
f(z) = 37/2*z^3 - 41/2*z + 1
*
[ 1/2 ] 
f(z) = 37/3*z^3 - 49/12*z + 1
*
0 | 0.085550064549233494051138753292408282128 | 0.022745416866355202588418875374925963238
f(z) = 37/3*z^3 - 43/3*z + 1
*
[ 1/2 ] 
f(z) = 37/4*z^3 - 53/16*z + 1
*
0 | 0.080151928024065765938897583044062216555 | 0.021055695964498771020889677866208912332
f(z) = 37/4*z^3 - 45/4*z + 1
*
0 | 0.10575135114341385357178488048560585447 | 0.027466830387604871152136232333858750130
f(z) = 37/5*z^3 - 47/5*z + 1
*
0 | 0.072500479364675685931077791535169824553 | 0.018628938083259575429425870034445278366
f(z) = 37/6*z^3 - 49/6*z + 1
*
0 | 0.10560725426491376926697879706988609945 | 0.026859597583868304798969051179916002984
f(z) = 37/7*z^3 - 51/7*z + 1
*
0 | 0.077009957441158194463406883050333002256 | 0.019396547941045295335725060610001091136
f(z) = 37/8*z^3 - 53/8*z + 1
*
0 | 0.091898237565654504008279234496634460306 | 0.022932517292126125181709929126699814634
f(z) = 37/9*z^3 - 55/9*z + 1
*
0 | 0.092552297897483882814471445116528207283 | 0.022891695347473221886389001742794032160
f(z) = 37/10*z^3 - 57/10*z + 1
*
0 | 0.10531358179841894723140237228897270021 | 0.025827741191149684721387056398957320552
f(z) = 37/11*z^3 - 59/11*z + 1
*
[ 1/3 ] 
f(z) = 38*z^3 - 56/9*z + 1
*
[ 1/4 ] 
f(z) = 38*z^3 - 43/8*z + 1
*
0 | 0.086049505130541176422768410007471865013 | 0.022739215910129479913878410867879863748
f(z) = 38/3*z^3 - 44/3*z + 1
*
0 | 0.10625462580976731235808376912760413515 | 0.027447457652127450372266826269768361370
f(z) = 38/5*z^3 - 48/5*z + 1
*
0 | 0.10611445731123839715216377259198190463 | 0.026855963557048192515018638465224807241
f(z) = 38/7*z^3 - 52/7*z + 1
*
0 | 0.092409468131732738764571609364051680616 | 0.022956868177363159720263906986032043666
f(z) = 38/9*z^3 - 56/9*z + 1
*
[ 3/2 ] 
f(z) = 38/9*z^3 - 55/6*z + 1
*
[ -3/2 ] 
f(z) = 38/9*z^3 - 47/6*z + 1
*
0 | 0.10582894421099096075636398749547709436 | 0.025847591135210909262994190016891502344
f(z) = 38/11*z^3 - 60/11*z + 1
*
[ 1/2 ] 
f(z) = 39*z^3 - 43/4*z + 1
*
0 | 0.10701283575379002826993311446799802181 | 0.028816684806863315165536493110703447904
f(z) = 39*z^3 - 41*z + 1
*
[ 2/3 ] 
f(z) = 39/2*z^3 - 55/6*z + 1
*
[ 1/2 ] 
f(z) = 39/2*z^3 - 47/8*z + 1
*
0 | 0.094110930813496084242679526812291277101 | 0.025021516515651308441246990430253795589
f(z) = 39/2*z^3 - 43/2*z + 1
*
1/3 | 0.050307105329632478761361000332563061745 | 0.010563894981246408817382453962270721715
f(z) = 39/2*z^3 - 43/6*z + 1
*
[ 1/2 ] 
f(z) = 39/4*z^3 - 55/16*z + 1
*
1/3 | 0.11422541883361581890059078326366401014 | 0.023985982116057849746952020589663612231
f(z) = 39/4*z^3 - 49/12*z + 1
*
0 | 0.081141402903420499592020774120602466781 | 0.021074881094787435736138791677742543872
f(z) = 39/4*z^3 - 47/4*z + 1
*
0 | 0.10674458162210072755798603185019244023 | 0.027427931776275058741287809572672878979
f(z) = 39/5*z^3 - 49/5*z + 1
*
[ 1/3 ] 
f(z) = 39/5*z^3 - 43/15*z + 1
*
0 | 0.10660813290393028468694757147763085044 | 0.026851459596720340085721608670739269228
f(z) = 39/7*z^3 - 53/7*z + 1
*
0 | 0.068060475840813904626628988737857106905 | 0.016983982288177423575410864676182287041
f(z) = 39/8*z^3 - 55/8*z + 1
*
0 | 0.093565008689496348797645260961127069243 | 0.022946449904301541639266449525617091352
f(z) = 39/10*z^3 - 59/10*z + 1
*
[ 4/3 ] 
f(z) = 39/16*z^3 - 49/12*z + 1
*
-2 | 0.080135705372955854709307551988771328298 | 0.015713294947441371840107451509507337799
f(z) = 39/16*z^3 - 41/4*z + 1
*
[ 1/2 ] 
f(z) = 21/5*z^3 - 41/20*z + 1
*
[ 1/3 ] 
f(z) = 21/8*z^3 - 55/24*z + 1
*
[ 1/2 ] 
f(z) = 21/8*z^3 - 53/32*z + 1
*
[ 2/5 ] 
f(z) = 21/8*z^3 - 48/25*z + 1
*
[ 4/7 ] 
f(z) = 21/8*z^3 - 45/28*z + 1
*
[ 6/7 ] 
f(z) = 21/8*z^3 - 44/21*z + 1
*
[ 3/4 ] 
f(z) = 22/9*z^3 - 41/24*z + 1
*
[ -3/2 ] 
f(z) = 22/15*z^3 - 49/30*z + 1
*
[ 1/2 ] 
f(z) = 22/15*z^3 - 41/30*z + 1
*
[ 1/2 ] 
f(z) = 22/17*z^3 - 45/34*z + 1
*
[ 1/2 ] 
f(z) = 22/19*z^3 - 49/38*z + 1
*
[ 1/2 ] 
f(z) = 23/5*z^3 - 43/20*z + 1
*
[ 1/2 ] 
f(z) = 23/6*z^3 - 47/24*z + 1
*
[ 1/2 ] 
f(z) = 23/7*z^3 - 51/28*z + 1
*
[ 1/2 ] 
f(z) = 23/8*z^3 - 55/32*z + 1
*
[ 2/5 ] 
f(z) = 23/8*z^3 - 49/25*z + 1
*
[ 1/2 ] 
f(z) = 23/9*z^3 - 59/36*z + 1
*
[ 2/3 ] 
f(z) = 23/16*z^3 - 41/36*z + 1
*
[ -7/6 ] 
f(z) = 24/7*z^3 - 59/21*z + 1
*
[ 1/3 ] 
f(z) = 24/7*z^3 - 50/21*z + 1
*
[ 1/2 ] 
f(z) = 25/7*z^3 - 53/28*z + 1
*
[ 3/5 ] 
f(z) = 25/7*z^3 - 41/21*z + 1
*
[ 1/2 ] 
f(z) = 25/8*z^3 - 57/32*z + 1
*
[ 3/5 ] 
f(z) = 25/8*z^3 - 43/24*z + 1
*
[ 3/5 ] 
f(z) = 25/11*z^3 - 49/33*z + 1
*
[ 2/5 ] 
f(z) = 25/11*z^3 - 41/22*z + 1
*
[ 3/5 ] 
f(z) = 25/13*z^3 - 53/39*z + 1
*
[ 2/5 ] 
f(z) = 25/13*z^3 - 47/26*z + 1
*
-6/5 | 0.081379992328197045498511859696210125048 | 0.015025569373690779047689984188168849523
f(z) = 25/16*z^3 - 55/36*z + 1
*
[ 2/3 ] 
f(z) = 25/16*z^3 - 43/36*z + 1
*
[ 2/5 ] 
f(z) = 25/17*z^3 - 59/34*z + 1
*
[ 3/10 ] 
f(z) = 25/18*z^3 - 59/24*z + 1
*
[ 4/5 ] 
f(z) = 25/18*z^3 - 41/36*z + 1
*
[ 3/4 ] 
f(z) = 26/9*z^3 - 47/24*z + 1
*
[ 1/2 ] 
f(z) = 26/15*z^3 - 43/30*z + 1
*
[ 1/2 ] 
f(z) = 26/17*z^3 - 47/34*z + 1
*
[ 1/2 ] 
f(z) = 26/19*z^3 - 51/38*z + 1
*
[ 1/2 ] 
f(z) = 27/5*z^3 - 47/20*z + 1
*
[ 7/9 ] 
f(z) = 27/7*z^3 - 55/21*z + 1
*
[ 1/2 ] 
f(z) = 27/7*z^3 - 55/28*z + 1
*
2/9 | 0.10810611939196185028363070796906554054 | 0.024600607627241975834276782042811912751
f(z) = 27/7*z^3 - 46/21*z + 1
*
-8/9 | 0.065438883438069442538072502666659860703 | 0.014891259662998021861363026820324410076
f(z) = 27/7*z^3 - 43/21*z + 1
*
[ 1/2 ] 
f(z) = 27/8*z^3 - 59/32*z + 1
*
[ 2/5 ] 
f(z) = 27/8*z^3 - 51/25*z + 1
*
1/9 | 0.053563634047495299746680458801888276440 | 0.012188930207678764409723836054220027010
f(z) = 27/8*z^3 - 49/24*z + 1
*
[ -4/3 ] 
f(z) = 27/14*z^3 - 47/28*z + 1
*
2/9 | 0.12753632113687553493438654335070337696 | 0.028484861966262136467260949195782431180
f(z) = 27/14*z^3 - 44/21*z + 1
*
[ 2/3 ] 
f(z) = 27/17*z^3 - 41/34*z + 1
*
[ 2/3 ] 
f(z) = 27/19*z^3 - 43/38*z + 1
*
0 | 0.10829666931470707192189960461496221687 | 0.026903654049400307497847398961699385568
f(z) = 28/15*z^3 - 41/30*z + 1
*
[ 1/2 ] 
f(z) = 29/5*z^3 - 49/20*z + 1
*
[ 1/2 ] 
f(z) = 29/6*z^3 - 53/24*z + 1
*
[ 1/2 ] 
f(z) = 29/7*z^3 - 57/28*z + 1
*
[ 2/5 ] 
f(z) = 29/8*z^3 - 52/25*z + 1
*
[ -4/3 ] 
f(z) = 29/16*z^3 - 53/36*z + 1
*
[ 2/3 ] 
f(z) = 29/16*z^3 - 47/36*z + 1
*
[ -3/2 ] 
f(z) = 29/18*z^3 - 47/24*z + 1
*
[ 1/3 ] 
f(z) = 30/7*z^3 - 52/21*z + 1
*
[ 1/2 ] 
f(z) = 30/13*z^3 - 41/26*z + 1
*
[ 1/2 ] 
f(z) = 30/17*z^3 - 49/34*z + 1
*
[ 1/2 ] 
f(z) = 30/19*z^3 - 53/38*z + 1
*
[ 1/2 ] 
f(z) = 31/5*z^3 - 51/20*z + 1
*
[ 1/2 ] 
f(z) = 31/6*z^3 - 55/24*z + 1
*
[ 1/2 ] 
f(z) = 31/7*z^3 - 59/28*z + 1
*
[ 2/5 ] 
f(z) = 31/8*z^3 - 53/25*z + 1
*
[ 2/3 ] 
f(z) = 31/16*z^3 - 49/36*z + 1
*
[ -3/2 ] 
f(z) = 31/18*z^3 - 53/24*z + 1
*
[ 3/8 ] 
f(z) = 32/15*z^3 - 59/30*z + 1
*
[ 5/8 ] 
f(z) = 32/15*z^3 - 43/30*z + 1
*
[ 1/2 ] 
f(z) = 33/5*z^3 - 53/20*z + 1
*
[ 1/3 ] 
f(z) = 33/7*z^3 - 53/21*z + 1
*
[ 1/3 ] 
f(z) = 33/8*z^3 - 59/24*z + 1
*
[ 2/5 ] 
f(z) = 33/8*z^3 - 54/25*z + 1
*
[ 2/3 ] 
f(z) = 33/10*z^3 - 59/30*z + 1
*
[ 3/4 ] 
f(z) = 34/9*z^3 - 59/24*z + 1
*
[ 1/2 ] 
f(z) = 34/13*z^3 - 43/26*z + 1
*
0 | 0.084583500177382792629010310899332135814 | 0.020045821950656347739707387122321246774
f(z) = 34/15*z^3 - 53/30*z + 1
*
[ 1/2 ] 
f(z) = 34/15*z^3 - 47/30*z + 1
*
[ 1/2 ] 
f(z) = 34/19*z^3 - 55/38*z + 1
*
[ 1/2 ] 
f(z) = 35/6*z^3 - 59/24*z + 1
*
[ 3/7 ] 
f(z) = 35/9*z^3 - 43/21*z + 1
*
[ 2/5 ] 
f(z) = 35/12*z^3 - 59/30*z + 1
*
[ 2/3 ] 
f(z) = 35/16*z^3 - 53/36*z + 1
*
[ 4/7 ] 
f(z) = 35/16*z^3 - 41/28*z + 1
*
-6/5 | 0.12243663984057352055141875931681208492 | 0.023653998853640613092700618261073789461
f(z) = 35/18*z^3 - 59/30*z + 1
*
[ 3/5 ] 
f(z) = 35/18*z^3 - 41/30*z + 1
*
[ 5/12 ] 
f(z) = 36/5*z^3 - 53/20*z + 1
*
[ 2/3 ] 
f(z) = 36/11*z^3 - 43/22*z + 1
*
[ 2/3 ] 
f(z) = 36/13*z^3 - 45/26*z + 1
*
[ 2/3 ] 
f(z) = 36/17*z^3 - 49/34*z + 1
*
[ 2/3 ] 
f(z) = 36/19*z^3 - 51/38*z + 1
*
[ 1/2 ] 
f(z) = 37/5*z^3 - 57/20*z + 1
*
[ 2/5 ] 
f(z) = 37/8*z^3 - 56/25*z + 1
*
[ 2/3 ] 
f(z) = 37/16*z^3 - 55/36*z + 1
*
[ 1/2 ] 
f(z) = 38/11*z^3 - 41/22*z + 1
*
[ 1/2 ] 
f(z) = 38/13*z^3 - 45/26*z + 1
*
[ 1/2 ] 
f(z) = 38/15*z^3 - 49/30*z + 1
*
[ 1/2 ] 
f(z) = 38/17*z^3 - 53/34*z + 1
*
[ 1/2 ] 
f(z) = 39/5*z^3 - 59/20*z + 1
*
[ 1/3 ] 
f(z) = 39/7*z^3 - 55/21*z + 1
*
[ 2/5 ] 
f(z) = 39/8*z^3 - 57/25*z + 1
*
[ 3/5 ] 
f(z) = 25/14*z^3 - 55/42*z + 1
*
[ 3/5 ] 
f(z) = 25/16*z^3 - 59/48*z + 1
*
[ 1/3 ] 
f(z) = 20*z^3 - 38/9*z + 1
*
[ 1/5 ] 
f(z) = 20*z^3 - 24/5*z + 1
*
[ -3/2 ] 
f(z) = 20/3*z^3 - 40/3*z + 1
*
0 | 0.073975935906970591356274555587490018516 | 0.022705262119671064173665432174621453404
f(z) = 20/3*z^3 - 26/3*z + 1
*
0 | 0.093775316367378249031132895927537032218 | 0.026592662807097847650750228279867998833
f(z) = 20/7*z^3 - 34/7*z + 1
*
0 | 0.079929999908727065764228625486779002991 | 0.021973362663865889153982278863785675018
f(z) = 20/9*z^3 - 38/9*z + 1
*
[ 3/10 ] 
f(z) = 20/9*z^3 - 38/15*z + 1
*
3/4 | 0.12878964113313879302613063375690829633 | 0.028414079233711851513891982642355428133
f(z) = 20/9*z^3 - 31/12*z + 1
*
1/2 | 0.081843193907241898478762230651610326817 | 0.026102167081494385090296051080050438433
f(z) = 20/9*z^3 - 23/9*z + 1
*
[ 3/5 ] 
f(z) = 20/9*z^3 - 22/15*z + 1
*
[ 1/2 ] 
f(z) = 20/17*z^3 - 22/17*z + 1
*
[ 1/2 ] 
f(z) = 20/19*z^3 - 24/19*z + 1
*
[ 1/2 ] 
f(z) = 21*z^3 - 25/4*z + 1
*
1/3 | 0.092117951684011286507356468119270326046 | 0.022233877913075133855954202876993514358
f(z) = 21*z^3 - 22/3*z + 1
*
2/3 | 0.10529513598744231669284952142719735405 | 0.025414364470630965974650461004832679287
f(z) = 21/2*z^3 - 37/6*z + 1
*
[ 2/3 ] 
f(z) = 21/2*z^3 - 31/6*z + 1
*
[ 1/2 ] 
f(z) = 21/2*z^3 - 29/8*z + 1
*
0 | 0.082532373903282900845388525593650520184 | 0.025640123569122847391038888583859241218
f(z) = 21/2*z^3 - 25/2*z + 1
*
1/3 | 0.11725029642679139399177989532801468262 | 0.028299899513263150947838549402369965545
f(z) = 21/2*z^3 - 25/6*z + 1
*
[ -2 ] 
f(z) = 21/4*z^3 - 39/2*z + 1
*
[ 1/2 ] 
f(z) = 21/4*z^3 - 37/16*z + 1
*
[ 1/3 ] 
f(z) = 21/4*z^3 - 31/12*z + 1
*
0 | 0.069444183018914268075826443045158335823 | 0.020623131000400762526746479419411489447
f(z) = 21/4*z^3 - 29/4*z + 1
*
[ 1/3 ] 
f(z) = 21/5*z^3 - 37/15*z + 1
*
0 | 0.094986522058906930550039508505959927851 | 0.027660709374468432421473433452944056223
f(z) = 21/5*z^3 - 31/5*z + 1
*
0 | 0.066067669016689894674866245780036505745 | 0.018296641079915735077323756510547666834
f(z) = 21/8*z^3 - 37/8*z + 1
*
[ -4/3 ] 
f(z) = 21/8*z^3 - 35/12*z + 1
*
2/7 | 0.12442561604021314683675932965088852946 | 0.023311424514872191852592516435868369643
f(z) = 21/8*z^3 - 26/7*z + 1
*
-4/3 | 0.057591630804229089124810691619616062765 | 0.011947773178889031537258073026570120312
f(z) = 21/16*z^3 - 31/12*z + 1
*
-2 | 0.066230051557982662681525990227246333460 | 0.014646870464962116166328103611314423336
f(z) = 21/16*z^3 - 23/4*z + 1
*
[ 1/3 ] 
f(z) = 22*z^3 - 40/9*z + 1
*
[ 1/4 ] 
f(z) = 22*z^3 - 35/8*z + 1
*
-1 | 0.079639241386209010507506234416606985769 | 0.025764525265475922807560819764146997039
f(z) = 22*z^3 - 21*z + 1
*
1/2 | 0.076513570873987449493963836438270995731 | 0.020219275003605738834344129778073408020
f(z) = 22/3*z^3 - 35/6*z + 1
*
0 | 0.075776100483262709487856929274777703621 | 0.022740531156438078044847647671865592809
f(z) = 22/3*z^3 - 28/3*z + 1
*
1/2 | 0.092300530339305167874099813660656197013 | 0.024391095391203872117329415241478849925
f(z) = 22/3*z^3 - 23/6*z + 1
*
0 | 0.095877327895450655343242839526631012705 | 0.027664349097690347024590102626596462110
f(z) = 22/5*z^3 - 32/5*z + 1
*
[ 1/2 ] 
f(z) = 22/5*z^3 - 21/10*z + 1
*
0 | 0.095628650860252397893149217326654840630 | 0.026685683123932967734780567455426961439
f(z) = 22/7*z^3 - 36/7*z + 1
*
[ 1/2 ] 
f(z) = 22/7*z^3 - 25/14*z + 1
*
0 | 0.081811308375472846452118787083739940648 | 0.022177821041084631636047547619119029671
f(z) = 22/9*z^3 - 40/9*z + 1
*
-3/2 | 0.12253723097286475251296538287864111406 | 0.026329668014622688920700073263202497686
f(z) = 22/9*z^3 - 35/6*z + 1
*
[ 3/2 ] 
f(z) = 22/9*z^3 - 31/6*z + 1
*
-3/2 | 0.12436990311150908893580980653358070638 | 0.027848737548361660841873605732690738712
f(z) = 22/9*z^3 - 29/6*z + 1
*
[ 1/2 ] 
f(z) = 22/9*z^3 - 29/18*z + 1
*
[ -3/2 ] 
f(z) = 22/9*z^3 - 23/6*z + 1
*
[ 1/2 ] 
f(z) = 23*z^3 - 27/4*z + 1
*
-1 | 0.080450505749078911553550276221803200001 | 0.025657998455353166780452420498179656273
f(z) = 23*z^3 - 22*z + 1
*
[ -1 ] 
f(z) = 23*z^3 - 21*z + 1
*
[ 1/2 ] 
f(z) = 23/2*z^3 - 31/8*z + 1
*
0 | 0.084238763396544136362564759962941976101 | 0.025559142282023824215425262040196221382
f(z) = 23/2*z^3 - 27/2*z + 1
*
-1 | 0.067873839507774010104658359596264285074 | 0.021646935007233227230104691052863664254
f(z) = 23/2*z^3 - 21/2*z + 1
*
[ 1/2 ] 
f(z) = 23/3*z^3 - 35/12*z + 1
*
0 | 0.076616017067565902959829631127519989259 | 0.022752980710896927389484742347688432283
f(z) = 23/3*z^3 - 29/3*z + 1
*
[ 1/2 ] 
f(z) = 23/4*z^3 - 39/16*z + 1
*
0 | 0.071173201571648053294781999854767369225 | 0.020726111465613037888457555399732792303
f(z) = 23/4*z^3 - 31/4*z + 1
*
0 | 0.096727218081265675060496886693641239911 | 0.027663952209700652244646842801162567562
f(z) = 23/5*z^3 - 33/5*z + 1
*
0 | 0.063429153386828990412469458449432810443 | 0.017840490520148151058688074367065622180
f(z) = 23/6*z^3 - 35/6*z + 1
*
0 | 0.096490023662524146538221833081190861283 | 0.026721743888070238116613055658396956127
f(z) = 23/7*z^3 - 37/7*z + 1
*
0 | 0.058125497201869302986876169367829257412 | 0.015865843901733093153622673366722213553
f(z) = 23/8*z^3 - 39/8*z + 1
*
[ -2 ] 
f(z) = 23/12*z^3 - 37/6*z + 1
*
-2 | 0.068567408232344712839102178420353961712 | 0.014889223516857455639359170921993281838
f(z) = 23/16*z^3 - 25/4*z + 1
*
[ 2 ] 
f(z) = 23/16*z^3 - 21/4*z + 1
*
-1 | 0.081227712630399413058539305426079396109 | 0.025558948012377212960816572967342641003
f(z) = 24*z^3 - 23*z + 1
*
1/2 | 0.086674627286416201995434390633272680887 | 0.020266867899979453861932238561687717500
f(z) = 24*z^3 - 23/3*z + 1
*
[ -1 ] 
f(z) = 24*z^3 - 22*z + 1
*
0 | 0.097539788751293082306193601334043429962 | 0.027660186209097304292859271389933218089
f(z) = 24/5*z^3 - 34/5*z + 1
*
[ 1/4 ] 
f(z) = 24/5*z^3 - 33/10*z + 1
*
0 | 0.097313062143081870194778941959492196524 | 0.026752098196459386396784709138790100852
f(z) = 24/7*z^3 - 38/7*z + 1
*
[ 1/2 ] 
f(z) = 24/17*z^3 - 23/17*z + 1
*
[ 1/2 ] 
f(z) = 24/19*z^3 - 25/19*z + 1
*
[ 1/10 ] 
f(z) = 25*z^3 - 37/4*z + 1
*
[ 3/5 ] 
f(z) = 25*z^3 - 29/3*z + 1
*
0 | 0.098740719767458491124550875212759909692 | 0.029959225465902897456988940379459491574
f(z) = 25*z^3 - 27*z + 1
*
-1 | 0.081973607003865856087295392769282170937 | 0.025466532871681164041243457273552770383
f(z) = 25*z^3 - 24*z + 1
*
[ -1 ] 
f(z) = 25*z^3 - 23*z + 1
*
3/10 | 0.073577899620782967746002193509870455127 | 0.015977237897668704049046641739262105879
f(z) = 25*z^3 - 21/4*z + 1
*
2/15 | 0.15139136648618404257847452648260846929 | 0.027952097495195228679413467372363038878
f(z) = 25/2*z^3 - 38/9*z + 1
*
[ 4/5 ] 
f(z) = 25/2*z^3 - 33/4*z + 1
*
[ 1/2 ] 
f(z) = 25/2*z^3 - 33/8*z + 1
*
[ 3/5 ] 
f(z) = 25/2*z^3 - 31/6*z + 1
*
0 | 0.085801087155840218307727170743365044381 | 0.025480709592475832363391112690573461297
f(z) = 25/2*z^3 - 29/2*z + 1
*
-1 | 0.069377476778848702679740985847684752894 | 0.021553324997148473339005344966520763778
f(z) = 25/2*z^3 - 23/2*z + 1
*
[ -4/5 ] 
f(z) = 25/2*z^3 - 23/4*z + 1
*
0 | 0.078187705984811629825282514324184835283 | 0.022768781981100661294942882262354775116
f(z) = 25/3*z^3 - 31/3*z + 1
*
-1 | 0.062103743589318699837264406303619344845 | 0.019293612729488122935033377192038045388
f(z) = 25/3*z^3 - 22/3*z + 1
*
[ 3/5 ] 
f(z) = 25/4*z^3 - 35/12*z + 1
*
0 | 0.072754434694334424900216117772433208707 | 0.020807744131924679546895724380484871970
f(z) = 25/4*z^3 - 33/4*z + 1
*
[ 6/5 ] 
f(z) = 25/6*z^3 - 35/6*z + 1
*
[ 4/5 ] 
f(z) = 25/6*z^3 - 35/12*z + 1
*
0 | 0.098101036953701046165399254952993754917 | 0.026777504087406159733683708706827483097
f(z) = 25/7*z^3 - 39/7*z + 1
*
4/5 | 0.11305172652620342891868047170726368774 | 0.028898533155182873432112046595432374143
f(z) = 25/7*z^3 - 39/14*z + 1
*
[ 1/5 ] 
f(z) = 25/7*z^3 - 29/7*z + 1
*
[ 2/5 ] 
f(z) = 25/7*z^3 - 29/14*z + 1
*
[ 1/5 ] 
f(z) = 25/9*z^3 - 37/9*z + 1
*
[ 2/5 ] 
f(z) = 25/9*z^3 - 35/18*z + 1
*
[ 3/10 ] 
f(z) = 25/9*z^3 - 31/12*z + 1
*
[ 6/5 ] 
f(z) = 25/9*z^3 - 23/6*z + 1
*
4/5 | 0.051345876216065395137890536319553359724 | 0.014952261950482026718834767312464621716
f(z) = 25/12*z^3 - 31/12*z + 1
*
3/5 | 0.078148761236128200371766269247749614902 | 0.023208166190863638315018492414753988814
f(z) = 25/12*z^3 - 29/12*z + 1
*
6/5 | 0.094241267842907077497760811994087027347 | 0.024614806685558831746062557814978929441
f(z) = 25/12*z^3 - 23/6*z + 1
*
-8/5 | 0.11955911862641445972757120096310416290 | 0.028141521130371416029040909377932007300
f(z) = 25/16*z^3 - 35/8*z + 1
*
[ 8/5 ] 
f(z) = 25/16*z^3 - 29/8*z + 1
*
-2 | 0.070566740924667263121169130416250053126 | 0.015071500028846817713131952756643183410
f(z) = 25/16*z^3 - 27/4*z + 1
*
[ 2 ] 
f(z) = 25/16*z^3 - 23/4*z + 1
*
[ 2/5 ] 
f(z) = 25/18*z^3 - 31/18*z + 1
*
[ 1/4 ] 
f(z) = 26*z^3 - 37/8*z + 1
*
0 | 0.099471019813235049267644355157480736640 | 0.029851415034548694077133752065026415306
f(z) = 26*z^3 - 28*z + 1
*
-1 | 0.082690614767499514792587455411448949776 | 0.025380038253168021891432456399659134231
f(z) = 26*z^3 - 25*z + 1
*
[ -1 ] 
f(z) = 26*z^3 - 24*z + 1
*
0 | 0.078925162378549422393529011950459370682 | 0.022772988072977887071295973155596808875
f(z) = 26/3*z^3 - 32/3*z + 1
*
1/2 | 0.10294120887332111098004502743045636053 | 0.026052862390953446145488606039787474033
f(z) = 26/3*z^3 - 25/6*z + 1
*
-1 | 0.062803231747474461671409490172557203473 | 0.019276049992555614289466319973135620705
f(z) = 26/3*z^3 - 23/3*z + 1
*
0 | 0.099065157339180089454107121364852488287 | 0.027644658515983844987136610907165053677
f(z) = 26/5*z^3 - 36/5*z + 1
*
[ 1/2 ] 
f(z) = 26/5*z^3 - 23/10*z + 1
*
-1 | 0.083586211938329323322955612532054027421 | 0.025654921811828217573228385304895600617
f(z) = 26/5*z^3 - 21/5*z + 1
*
0 | 0.098856816832113085868572253317177917941 | 0.026798603224040118524191607456852363848
f(z) = 26/7*z^3 - 40/7*z + 1
*
[ 1/2 ] 
f(z) = 26/7*z^3 - 27/14*z + 1
*
[ 3/2 ] 
f(z) = 26/9*z^3 - 37/6*z + 1
*
[ 1/2 ] 
f(z) = 26/9*z^3 - 31/18*z + 1
*
[ -3/2 ] 
f(z) = 26/9*z^3 - 29/6*z + 1
*
2/3 | 0.11690266567663021544686971134327978233 | 0.026602347999027903963966927047975150004
f(z) = 27*z^3 - 40/3*z + 1
*
[ 1/2 ] 
f(z) = 27*z^3 - 31/4*z + 1
*
0 | 0.10017360853504511214757287403515999654 | 0.029748977693904457456351874016558627240
f(z) = 27*z^3 - 29*z + 1
*
[ 2/9 ] 
f(z) = 27*z^3 - 29/6*z + 1
*
5/9 | 0.11605826190419675032106898287307296098 | 0.026410195639832748640847658805100576905
f(z) = 27*z^3 - 28/3*z + 1
*
-1 | 0.083380890361265164106105083382272774910 | 0.025298852385965041115998082845753733243
f(z) = 27*z^3 - 26*z + 1
*
[ -1 ] 
f(z) = 27*z^3 - 25*z + 1
*
[ 2/3 ] 
f(z) = 27*z^3 - 25/2*z + 1
*
[ 1/9 ] 
f(z) = 27*z^3 - 25/3*z + 1
*
[ 1/6 ] 
f(z) = 27*z^3 - 23/4*z + 1
*
1/9 | 0.074645904902606736751149392124218584482 | 0.016986407687352301478969604016436459746
f(z) = 27/2*z^3 - 37/6*z + 1
*
[ 1/2 ] 
f(z) = 27/2*z^3 - 35/8*z + 1
*
0 | 0.087241790229674083228750165877272392690 | 0.025405391760262585064047037970499826998
f(z) = 27/2*z^3 - 31/2*z + 1
*
-1 | 0.070767540270007939954414595196400726341 | 0.021471797041885199591101125083062400741
f(z) = 27/2*z^3 - 25/2*z + 1
*
[ -1 ] 
f(z) = 27/2*z^3 - 23/2*z + 1
*
5/9 | 0.051345269213453875604939132125562461387 | 0.011684119534950254811380747996116748515
f(z) = 27/4*z^3 - 37/12*z + 1
*
0 | 0.074211175143128811770838185696105481511 | 0.020873111115888922148681981636054413014
f(z) = 27/4*z^3 - 35/4*z + 1
*
[ 4/9 ] 
f(z) = 27/4*z^3 - 31/12*z + 1
*
-1 | 0.075477494546900675274083449522388275786 | 0.022900858754700735772890433743749728977
f(z) = 27/4*z^3 - 23/4*z + 1
*
2/3 | 0.092797847322262287925364883162837221258 | 0.023263529319499131999831252456430163127
f(z) = 27/5*z^3 - 39/10*z + 1
*
0 | 0.099783155059667316662200258532365516191 | 0.027633736759913634932898102587482326777
f(z) = 27/5*z^3 - 37/5*z + 1
*
[ 5/9 ] 
f(z) = 27/5*z^3 - 37/15*z + 1
*
[ 2/3 ] 
f(z) = 27/5*z^3 - 29/10*z + 1
*
-1 | 0.084245095696505492934047555747486319609 | 0.025561063584630355668071886711605939467
f(z) = 27/5*z^3 - 22/5*z + 1
*
[ 2/3 ] 
f(z) = 27/7*z^3 - 31/14*z + 1
*
[ -10/9 ] 
f(z) = 27/8*z^3 - 34/15*z + 1
*
14/9 | 0.12859755890707222204885436178675732443 | 0.024093047578644793915708462624425337811
f(z) = 27/8*z^3 - 26/3*z + 1
*
-4/3 | 0.10852106230433966689843663732506260863 | 0.027740394714898341002144614859559489083
f(z) = 27/8*z^3 - 25/4*z + 1
*
-14/9 | 0.086135210396099368329046484561242586873 | 0.016517022337316731638493590222445449639
f(z) = 27/8*z^3 - 23/3*z + 1
*
[ 4/3 ] 
f(z) = 27/8*z^3 - 23/4*z + 1
*
[ 4/9 ] 
f(z) = 27/8*z^3 - 23/12*z + 1
*
1/3 | 0.092231058313829620199958999288170908912 | 0.026378052011175038979669489163380214607
f(z) = 27/10*z^3 - 33/10*z + 1
*
2/9 | 0.12546036563835066582629247258913552411 | 0.028549736547743138644235604667135349149
f(z) = 27/10*z^3 - 32/15*z + 1
*
[ 1/3 ] 
f(z) = 27/10*z^3 - 23/10*z + 1
*
[ 1/3 ] 
f(z) = 27/11*z^3 - 25/11*z + 1
*
[ 1/3 ] 
f(z) = 27/13*z^3 - 29/13*z + 1
*
[ 1/3 ] 
f(z) = 27/14*z^3 - 31/14*z + 1
*
[ 1/3 ] 
f(z) = 27/16*z^3 - 35/16*z + 1
*
-2 | 0.072329166107271174028553153814698950950 | 0.015215692392371978935978022651139740177
f(z) = 27/16*z^3 - 29/4*z + 1
*
[ 2 ] 
f(z) = 27/16*z^3 - 25/4*z + 1
*
[ 1/3 ] 
f(z) = 27/17*z^3 - 37/17*z + 1
*
0 | 0.10085051232436935880391867504503144201 | 0.029651472998336839707554006836705071628
f(z) = 28*z^3 - 30*z + 1
*
-1 | 0.084046355819712040807935906731881911318 | 0.025222448251020754096208847804459698698
f(z) = 28*z^3 - 27*z + 1
*
[ -1 ] 
f(z) = 28*z^3 - 26*z + 1
*
0 | 0.080320285523418977661309494774020185394 | 0.022777105449863697690013896211723319599
f(z) = 28/3*z^3 - 34/3*z + 1
*
-1 | 0.064127554844632847580173738633922975904 | 0.019244783640623872143718945840638283601
f(z) = 28/3*z^3 - 25/3*z + 1
*
[ -1 ] 
f(z) = 28/3*z^3 - 22/3*z + 1
*
0 | 0.10047434023521672705807745328864775108 | 0.027621157499338591285715437924731840347
f(z) = 28/5*z^3 - 38/5*z + 1
*
-1 | 0.084881298240394143991304641940612999992 | 0.025473015831171530244133278357512157351
f(z) = 28/5*z^3 - 23/5*z + 1
*
3/4 | 0.13032595842395925995934757039037252704 | 0.027620216085415417051245292149698017368
f(z) = 28/9*z^3 - 37/12*z + 1
*
[ 3/4 ] 
f(z) = 28/9*z^3 - 25/12*z + 1
*
[ -3/2 ] 
f(z) = 28/15*z^3 - 38/15*z + 1
*
1/2 | 0.089475068397789317711154850842313573752 | 0.024779036954697201213207346090183468131
f(z) = 28/15*z^3 - 37/15*z + 1
*
[ 1/2 ] 
f(z) = 28/15*z^3 - 22/15*z + 1
*
[ 1/2 ] 
f(z) = 28/17*z^3 - 24/17*z + 1
*
[ 1/2 ] 
f(z) = 28/19*z^3 - 26/19*z + 1
*
[ 1/2 ] 
f(z) = 29*z^3 - 33/4*z + 1
*
0 | 0.10150354311779590735685267356697263899 | 0.029558509415882991589177507139665149231
f(z) = 29*z^3 - 31*z + 1
*
-1 | 0.084688733044455720642371230726573358520 | 0.025150369115265974077292458416804581281
f(z) = 29*z^3 - 28*z + 1
*
[ -1 ] 
f(z) = 29*z^3 - 27*z + 1
*
[ 1/2 ] 
f(z) = 29/2*z^3 - 37/8*z + 1
*
0 | 0.088578449032545825114810521690902308267 | 0.025333406971210691303277685052030809521
f(z) = 29/2*z^3 - 33/2*z + 1
*
-1 | 0.072059823582754017072967366793919452121 | 0.021399908775773785119838710842302983215
f(z) = 29/2*z^3 - 27/2*z + 1
*
[ -1 ] 
f(z) = 29/2*z^3 - 25/2*z + 1
*
0 | 0.080979848230807818886483398251587918572 | 0.022776911523223291753420858898089812954
f(z) = 29/3*z^3 - 35/3*z + 1
*
-1 | 0.064755792413025002111593026072832520181 | 0.019230799930425215235305266192020351940
f(z) = 29/3*z^3 - 26/3*z + 1
*
[ -1 ] 
f(z) = 29/3*z^3 - 23/3*z + 1
*
0 | 0.075561607588053517836316633925241997275 | 0.020925872428022273827435690400661528595
f(z) = 29/4*z^3 - 37/4*z + 1
*
-1 | 0.076742159780354363893638697687306271531 | 0.022790441842664779111636235757370359551
f(z) = 29/4*z^3 - 25/4*z + 1
*
[ -1 ] 
f(z) = 29/4*z^3 - 21/4*z + 1
*
0 | 0.10114064424607633905272486648725009813 | 0.027607190492597805035942049105355778112
f(z) = 29/5*z^3 - 39/5*z + 1
*
-1 | 0.085496331748937089142411923382042387446 | 0.025390205097982292920898007271364559975
f(z) = 29/5*z^3 - 24/5*z + 1
*
-1 | 0.052510267168700961880594442549909275819 | 0.015594194813858065014663545907264854163
f(z) = 29/6*z^3 - 23/6*z + 1
*
-1 | 0.085880557781490476444370394173585630517 | 0.025504310318299371710517369688672543435
f(z) = 29/7*z^3 - 22/7*z + 1
*
-1 | 0.077510858714423434935833307725668814635 | 0.023018725597012599155131024053789560736
f(z) = 29/8*z^3 - 21/8*z + 1
*
-2 | 0.073912846852888544317050250314008536766 | 0.015333719793526434501551990231579813219
f(z) = 29/16*z^3 - 31/4*z + 1
*
[ 2 ] 
f(z) = 29/16*z^3 - 27/4*z + 1
*
[ -2 ] 
f(z) = 29/16*z^3 - 23/4*z + 1
*
[ 1/4 ] 
f(z) = 30*z^3 - 39/8*z + 1
*
0 | 0.10213432763034022767226624463698433045 | 0.029469737595364095974786281469918063778
f(z) = 30*z^3 - 32*z + 1
*
-1 | 0.085309570661895502446555194268445336060 | 0.025082216963311009222789278444059812282
f(z) = 30*z^3 - 29*z + 1
*
[ -1 ] 
f(z) = 30*z^3 - 28*z + 1
*
[ 1/5 ] 
f(z) = 30*z^3 - 26/5*z + 1
*
[ 1/2 ] 
f(z) = 30/7*z^3 - 29/14*z + 1
*
-1 | 0.086464157958095375555192594677207012188 | 0.025421681912456545027785919668313064739
f(z) = 30/7*z^3 - 23/7*z + 1
*
[ 1/2 ] 
f(z) = 31*z^3 - 35/4*z + 1
*
0 | 0.10274433177127196179971431403271797325 | 0.029384844724368240115988722388375081137
f(z) = 31*z^3 - 33*z + 1
*
-1 | 0.085910266521139532655907359709776536570 | 0.025017643166792160531167411076331228336
f(z) = 31*z^3 - 30*z + 1
*
[ -1 ] 
f(z) = 31*z^3 - 29*z + 1
*
[ 1/2 ] 
f(z) = 31/2*z^3 - 39/8*z + 1
*
0 | 0.089825085056262491255212544567394728346 | 0.025264779566654518475999181502268751931
f(z) = 31/2*z^3 - 35/2*z + 1
*
-1 | 0.073268325808936186601296573826419594591 | 0.021336225631021599122449388667418128528
f(z) = 31/2*z^3 - 29/2*z + 1
*
[ -1 ] 
f(z) = 31/2*z^3 - 27/2*z + 1
*
0 | 0.082232418379551239489162322675077136689 | 0.022773272715948725374205389035831309335
f(z) = 31/3*z^3 - 37/3*z + 1
*
-1 | 0.065951695064009232124058061332315821144 | 0.019205573910662632754639986561650292710
f(z) = 31/3*z^3 - 28/3*z + 1
*
[ -1 ] 
f(z) = 31/3*z^3 - 25/3*z + 1
*
0 | 0.076820201309915155802218071594555845544 | 0.020968720805086361596239047190812098118
f(z) = 31/4*z^3 - 39/4*z + 1
*
-1 | 0.077925867890565256042677527753601271198 | 0.022692532979967405509535086977502736579
f(z) = 31/4*z^3 - 27/4*z + 1
*
[ -1 ] 
f(z) = 31/4*z^3 - 23/4*z + 1
*
-1 | 0.086668225882855421250516742546440049796 | 0.025238365993227248710364227120828828087
f(z) = 31/5*z^3 - 26/5*z + 1
*
[ -1 ] 
f(z) = 31/5*z^3 - 21/5*z + 1
*
-1 | 0.053670705380178224489755277846461205807 | 0.015629267724142557383497362123299819888
f(z) = 31/6*z^3 - 25/6*z + 1
*
-1 | 0.087029877385513079487412490069149973962 | 0.025343681325266140285371475118650764988
f(z) = 31/7*z^3 - 24/7*z + 1
*
-1 | 0.078649377892261658961487486874949310279 | 0.022903223922773314403905095279337073630
f(z) = 31/8*z^3 - 23/8*z + 1
*
-1 | 0.073818002195440590035801708735700727320 | 0.021496295064532145875712562788718918726
f(z) = 31/9*z^3 - 22/9*z + 1
*
-1 | 0.074717007294457122756881075059631940457 | 0.021758091351321548610873509739991477291
f(z) = 31/10*z^3 - 21/10*z + 1
*
-2 | 0.075355148485646740292006606572587583177 | 0.015432767841160322830908535427593427188
f(z) = 31/16*z^3 - 33/4*z + 1
*
[ 2 ] 
f(z) = 31/16*z^3 - 29/4*z + 1
*
[ -2 ] 
f(z) = 31/16*z^3 - 25/4*z + 1
*
[ 3/8 ] 
f(z) = 32*z^3 - 37/6*z + 1
*
0 | 0.10333488116481577589794150917506628260 | 0.029303549777022191944535913471744275388
f(z) = 32*z^3 - 34*z + 1
*
-1 | 0.086492086654818153007142049888408201653 | 0.024956340898608928301540386982107758754
f(z) = 32*z^3 - 31*z + 1
*
[ -1 ] 
f(z) = 32*z^3 - 30*z + 1
*
0 | 0.082828298618217835220957506120317017156 | 0.022770126941666191622019998794994212441
f(z) = 32/3*z^3 - 38/3*z + 1
*
1/8 | 0.080382259242757904439894020705935980069 | 0.019327847797496311953993324603556797828
f(z) = 32/3*z^3 - 37/6*z + 1
*
-1 | 0.066521863609755339941244349210055749085 | 0.019194152548097205417041480000675934309
f(z) = 32/3*z^3 - 29/3*z + 1
*
-1 | 0.087227448703051519967121166594020765164 | 0.025168521534657774147080878451952548034
f(z) = 32/5*z^3 - 27/5*z + 1
*
-1 | 0.087578781853882605247129226021944325718 | 0.025269894853538554332314066136143016000
f(z) = 32/7*z^3 - 25/7*z + 1
*
[ 1/4 ] 
f(z) = 32/7*z^3 - 23/7*z + 1
*
1/4 | 0.086642264390782727542793263564856849003 | 0.023818615033794784277658773111005277791
f(z) = 32/9*z^3 - 38/9*z + 1
*
[ 1/4 ] 
f(z) = 32/9*z^3 - 29/9*z + 1
*
[ 3/2 ] 
f(z) = 32/9*z^3 - 23/3*z + 1
*
-1 | 0.074357148589284876773014168551102491720 | 0.021454937904881014607787529510864409101
f(z) = 32/9*z^3 - 23/9*z + 1
*
[ 1/4 ] 
f(z) = 32/11*z^3 - 35/11*z + 1
*
-1 | 0.088252574239394437789137336545555672585 | 0.025464310240171887421222758795534964765
f(z) = 32/11*z^3 - 21/11*z + 1
*
[ 1/2 ] 
f(z) = 32/13*z^3 - 21/13*z + 1
*
[ 1/2 ] 
f(z) = 32/17*z^3 - 25/17*z + 1
*
[ 1/2 ] 
f(z) = 32/19*z^3 - 27/19*z + 1
*
[ 1/2 ] 
f(z) = 33*z^3 - 37/4*z + 1
*
0 | 0.10390717849841529151999751421918231693 | 0.029225599491625099523887148280956156158
f(z) = 33*z^3 - 35*z + 1
*
-1 | 0.087056181349853816384100566237331903679 | 0.024898038920110710244285689674116647088
f(z) = 33*z^3 - 32*z + 1
*
[ -1 ] 
f(z) = 33*z^3 - 31*z + 1
*
[ -1/2 ] 
f(z) = 33*z^3 - 21/4*z + 1
*
0 | 0.090993063326246552344480496740733510851 | 0.025199427272389476936835763027506706026
f(z) = 33/2*z^3 - 37/2*z + 1
*
-1 | 0.074402752150777360244276871145253402982 | 0.021279162376406212944722743428572829723
f(z) = 33/2*z^3 - 31/2*z + 1
*
[ -1 ] 
f(z) = 33/2*z^3 - 29/2*z + 1
*
[ -2/3 ] 
f(z) = 33/2*z^3 - 29/6*z + 1
*
[ 1/3 ] 
f(z) = 33/2*z^3 - 23/6*z + 1
*
[ 1/3 ] 
f(z) = 33/4*z^3 - 35/12*z + 1
*
-1 | 0.079038371790767440207095300438298876293 | 0.022604948052112242727464949930326143454
f(z) = 33/4*z^3 - 29/4*z + 1
*
[ -1 ] 
f(z) = 33/4*z^3 - 25/4*z + 1
*
[ 2/3 ] 
f(z) = 33/4*z^3 - 25/6*z + 1
*
-1 | 0.087770255737400902188318313633150122650 | 0.025102263957521352600588655997124377865
f(z) = 33/5*z^3 - 28/5*z + 1
*
[ -1 ] 
f(z) = 33/5*z^3 - 23/5*z + 1
*
-1 | 0.088111844416096591329037838780063544137 | 0.025199958206050997551830505534736446413
f(z) = 33/7*z^3 - 26/7*z + 1
*
-1 | 0.079721724414629283088613905950731477699 | 0.022800386675323809872863565261162376367
f(z) = 33/8*z^3 - 25/8*z + 1
*
-1 | 0.075770863699675428503283029115765529626 | 0.021670441824497629249808466995200660125
f(z) = 33/10*z^3 - 23/10*z + 1
*
-2 | 0.076681906032529055377209975787883262227 | 0.015517493876466924108759726877834726561
f(z) = 33/16*z^3 - 35/4*z + 1
*
[ 2 ] 
f(z) = 33/16*z^3 - 31/4*z + 1
*
-4/3 | 0.10735678732749527265020031226571056171 | 0.022584358981628733191228913226381177981
f(z) = 33/16*z^3 - 29/12*z + 1
*
[ -2 ] 
f(z) = 33/16*z^3 - 27/4*z + 1
*
[ -4/3 ] 
f(z) = 33/16*z^3 - 23/12*z + 1
*
0 | 0.10446231826949561180986403093068403299 | 0.029150764950191999337234501622148392590
f(z) = 34*z^3 - 36*z + 1
*
-1 | 0.087603598841223299716738036400909045347 | 0.024842496457664041323243905121454785833
f(z) = 34*z^3 - 33*z + 1
*
[ -1 ] 
f(z) = 34*z^3 - 32*z + 1
*
0 | 0.083965444442707238059316666258787775120 | 0.022761775082963674843901428579933421094
f(z) = 34/3*z^3 - 40/3*z + 1
*
-1 | 0.067611034343421815682966787962890670955 | 0.019173035165138472861229568371618052905
f(z) = 34/3*z^3 - 31/3*z + 1
*
1/2 | 0.11949363422156117239320368786016924284 | 0.028319330730212269760042529403029564261
f(z) = 34/3*z^3 - 29/6*z + 1
*
[ -1 ] 
f(z) = 34/3*z^3 - 28/3*z + 1
*
[ 1/2 ] 
f(z) = 34/3*z^3 - 23/6*z + 1
*
-1 | 0.088297584473145129278260745451050512649 | 0.025039295856669725454009708295939327642
f(z) = 34/5*z^3 - 29/5*z + 1
*
[ 1/2 ] 
f(z) = 34/5*z^3 - 27/10*z + 1
*
[ -1 ] 
f(z) = 34/5*z^3 - 24/5*z + 1
*
[ 1/2 ] 
f(z) = 34/7*z^3 - 31/14*z + 1
*
-1 | 0.088629955863824059933567053436534112684 | 0.025133549234439461218859973179713303102
f(z) = 34/7*z^3 - 27/7*z + 1
*
[ 1/2 ] 
f(z) = 34/9*z^3 - 35/18*z + 1
*
-1 | 0.075390353714297126959621692838196057382 | 0.021379082821517021263738166944836135340
f(z) = 34/9*z^3 - 25/9*z + 1
*
-1 | 0.089268704856105752026083880071239198367 | 0.025314684710470012258991765157728303155
f(z) = 34/11*z^3 - 23/11*z + 1
*
-1 | 0.089576191245689297076284117547833241328 | 0.025401881237154422794079826327525350991
f(z) = 34/13*z^3 - 21/13*z + 1
*
[ 1/2 ] 
f(z) = 35*z^3 - 39/4*z + 1
*
0 | 0.10500129938526676419846597305489048837 | 0.029078838656948528693615953292372449264
f(z) = 35*z^3 - 37*z + 1
*
-1 | 0.088135297038536584722731818939281873126 | 0.024789498950382586697565606964814711033
f(z) = 35*z^3 - 34*z + 1
*
[ -1 ] 
f(z) = 35*z^3 - 33*z + 1
*
[ 1/5 ] 
f(z) = 35*z^3 - 27/5*z + 1
*
[ -1/2 ] 
f(z) = 35*z^3 - 23/4*z + 1
*
0 | 0.092091723797473644972000926888923787451 | 0.025137211460536917988609976768412322541
f(z) = 35/2*z^3 - 39/2*z + 1
*
-1 | 0.075471663415893019015482371416981442865 | 0.021227644132337432936691384493096593752
f(z) = 35/2*z^3 - 33/2*z + 1
*
[ -1 ] 
f(z) = 35/2*z^3 - 31/2*z + 1
*
-1 | 0.068133999132308154561173807153074310467 | 0.019163805611697359478183692361395277417
f(z) = 35/3*z^3 - 32/3*z + 1
*
[ -1 ] 
f(z) = 35/3*z^3 - 29/3*z + 1
*
-1 | 0.080087760400403496270007471380966653587 | 0.022525997178136468563887873393373564229
f(z) = 35/4*z^3 - 31/4*z + 1
*
[ 2/5 ] 
f(z) = 35/4*z^3 - 29/10*z + 1
*
[ -1 ] 
f(z) = 35/4*z^3 - 27/4*z + 1
*
-1 | 0.055792471299978962169601219320111915412 | 0.015692548334242770597017349348780410057
f(z) = 35/6*z^3 - 29/6*z + 1
*
[ -1 ] 
f(z) = 35/6*z^3 - 23/6*z + 1
*
6/7 | 0.17252309334275854476619648945600100523 | 0.029908719273521953841784287551451138665
f(z) = 35/8*z^3 - 40/7*z + 1
*
-1 | 0.080735189173967403694387986455433676391 | 0.022708097147637818943274114981999148183
f(z) = 35/8*z^3 - 27/8*z + 1
*
[ 2/3 ] 
f(z) = 35/8*z^3 - 22/9*z + 1
*
[ 3/5 ] 
f(z) = 35/9*z^3 - 31/15*z + 1
*
-1 | 0.075886040803486033491710076463800781706 | 0.021344194574214401419411570285272885032
f(z) = 35/9*z^3 - 26/9*z + 1
*
-1 | 0.089756499996505850568616679535793642584 | 0.025245488892838490209803628196939149892
f(z) = 35/11*z^3 - 24/11*z + 1
*
-1 | 0.061006362006221579735815997587034725240 | 0.017159040676502617811657905272234579942
f(z) = 35/12*z^3 - 23/12*z + 1
*
-1 | 0.090056456469477074137787353765721896303 | 0.025329856574366009962730011909753422354
f(z) = 35/13*z^3 - 22/13*z + 1
*
-2 | 0.077911939022259260073614584492877827897 | 0.015591080537303779367280143022157542768
f(z) = 35/16*z^3 - 37/4*z + 1
*
[ 2 ] 
f(z) = 35/16*z^3 - 33/4*z + 1
*
[ -2 ] 
f(z) = 35/16*z^3 - 29/4*z + 1
*
0 | 0.10552503598006989687024886387048988689 | 0.029009632032470495494198991765580763059
f(z) = 36*z^3 - 38*z + 1
*
1/12 | 0.13967178838891795206863685834603522213 | 0.028104031272328488454625292221188506501
f(z) = 36*z^3 - 37/4*z + 1
*
-1 | 0.088652153615115196205739949570148297879 | 0.024738854499624680716481989509194126162
f(z) = 36*z^3 - 35*z + 1
*
[ -1 ] 
f(z) = 36*z^3 - 34*z + 1
*
[ 2/3 ] 
f(z) = 36*z^3 - 33/2*z + 1
*
1/12 | 0.10511341867675064661461031903056466862 | 0.021150375746653982516454242067755474244
f(z) = 36*z^3 - 33/4*z + 1
*
1/12 | 0.11676987917867603441257930443186267491 | 0.023495828140795198678000357167763250255
f(z) = 36*z^3 - 29/4*z + 1
*
[ -2/3 ] 
f(z) = 36*z^3 - 27/2*z + 1
*
1/3 | 0.066316312112384278942393698790312794921 | 0.013343823623724869479413238958660633147
f(z) = 36*z^3 - 25/4*z + 1
*
[ 1/4 ] 
f(z) = 36*z^3 - 21/4*z + 1
*
[ 2/3 ] 
f(z) = 36/5*z^3 - 37/10*z + 1
*
[ 2/3 ] 
f(z) = 36/7*z^3 - 39/14*z + 1
*
-1 | 0.089624530276930693905428720829285990603 | 0.025010201373609509557521764305464766370
f(z) = 36/7*z^3 - 29/7*z + 1
*
[ -1 ] 
f(z) = 36/7*z^3 - 22/7*z + 1
*
[ 1/3 ] 
f(z) = 36/11*z^3 - 26/11*z + 1
*
-1 | 0.090231717249135311382662597464558099811 | 0.025179640124354946463136924503908238595
f(z) = 36/11*z^3 - 25/11*z + 1
*
[ 1/3 ] 
f(z) = 36/13*z^3 - 30/13*z + 1
*
-1 | 0.090524506646267099474253557360453487813 | 0.025261344561295338566828748677907869677
f(z) = 36/13*z^3 - 23/13*z + 1
*
[ 1/2 ] 
f(z) = 36/13*z^3 - 22/13*z + 1
*
[ 1/3 ] 
f(z) = 36/17*z^3 - 38/17*z + 1
*
[ 1/2 ] 
f(z) = 36/17*z^3 - 26/17*z + 1
*
[ 1/2 ] 
f(z) = 36/19*z^3 - 28/19*z + 1
*
0 | 0.10603436674455220395915165669565248788 | 0.028942973255703706773876804536600854926
f(z) = 37*z^3 - 39*z + 1
*
-1 | 0.089154974726536934136534489578026637544 | 0.024690390887687058776229306231341183702
f(z) = 37*z^3 - 36*z + 1
*
[ -1 ] 
f(z) = 37*z^3 - 35*z + 1
*
[ -1/2 ] 
f(z) = 37*z^3 - 25/4*z + 1
*
-1 | 0.076482216829956629397744420979858790876 | 0.021180824012127646732633081490764366119
f(z) = 37/2*z^3 - 35/2*z + 1
*
[ -1 ] 
f(z) = 37/2*z^3 - 33/2*z + 1
*
-1 | 0.069135683328251337613072903875111376502 | 0.019146290500307786906511645833537191311
f(z) = 37/3*z^3 - 34/3*z + 1
*
[ -1 ] 
f(z) = 37/3*z^3 - 31/3*z + 1
*
-1 | 0.081080817135328837965534255377585693219 | 0.022454350693326754409608263402055346679
f(z) = 37/4*z^3 - 33/4*z + 1
*
[ -1 ] 
f(z) = 37/4*z^3 - 29/4*z + 1
*
-1 | 0.089794952876428779591979227130585152113 | 0.024867625088345804421788676555595014322
f(z) = 37/5*z^3 - 32/5*z + 1
*
[ -1 ] 
f(z) = 37/5*z^3 - 27/5*z + 1
*
-1 | 0.056769983315070528713140800561505740228 | 0.015721759588131613798366494413413284619
f(z) = 37/6*z^3 - 31/6*z + 1
*
[ -1 ] 
f(z) = 37/6*z^3 - 25/6*z + 1
*
-1 | 0.090102438977504948672868757043593690568 | 0.024952779641430341680093215490353544703
f(z) = 37/7*z^3 - 30/7*z + 1
*
[ -1 ] 
f(z) = 37/7*z^3 - 23/7*z + 1
*
-1 | 0.081695918215128215686362985785953909570 | 0.022624695490599907551964836980858907902
f(z) = 37/8*z^3 - 29/8*z + 1
*
[ 2/3 ] 
f(z) = 37/8*z^3 - 23/9*z + 1
*
[ -1 ] 
f(z) = 37/8*z^3 - 21/8*z + 1
*
-1 | 0.076839181277719581068440492825124131780 | 0.021279680994312974679317188281575693334
f(z) = 37/9*z^3 - 28/9*z + 1
*
-1 | 0.077713452501610550163550578092603895159 | 0.021521799825325323161009868260769917805
f(z) = 37/10*z^3 - 27/10*z + 1
*
-1 | 0.090694991517330336842567479742224456202 | 0.025116879893543652744462922618929793532
f(z) = 37/11*z^3 - 26/11*z + 1
*
-1 | 0.061937777170918574444912766388665518207 | 0.017152917532141407948593986490619704357
f(z) = 37/12*z^3 - 25/12*z + 1
*
-1 | 0.090980950865032022088331335768447985887 | 0.025196072872896728437600492555813508029
f(z) = 37/13*z^3 - 24/13*z + 1
*
-1 | 0.078285468019604242114834044813203222372 | 0.021680212597875672561172695435131289299
f(z) = 37/14*z^3 - 23/14*z + 1
*
-2 | 0.079059498894078593369154541817208305045 | 0.015655792715788597553497462590911481988
f(z) = 37/16*z^3 - 39/4*z + 1
*
[ 2 ] 
f(z) = 37/16*z^3 - 35/4*z + 1
*
[ -2 ] 
f(z) = 37/16*z^3 - 31/4*z + 1
*
0 | 0.10653006300578603106970472686117356452 | 0.028878705398459382171353277136151044104
f(z) = 38*z^3 - 40*z + 1
*
-1 | 0.089644502576173558240155445976979283005 | 0.024643953061146596867213847006869008196
f(z) = 38*z^3 - 37*z + 1
*
[ -1 ] 
f(z) = 38*z^3 - 36*z + 1
*
[ 1/2 ] 
f(z) = 38*z^3 - 21/2*z + 1
*
-1 | 0.069616905765833789539625916586663015318 | 0.019138214934012800811115549734536034526
f(z) = 38/3*z^3 - 35/3*z + 1
*
[ -1 ] 
f(z) = 38/3*z^3 - 32/3*z + 1
*
1/2 | 0.12621312983466844206494152268468835909 | 0.029143592993957860642975063178543769771
f(z) = 38/3*z^3 - 31/6*z + 1
*
[ 1/2 ] 
f(z) = 38/3*z^3 - 25/6*z + 1
*
-1 | 0.090268300325105247639899432696762352547 | 0.024815439789306627751244674130673313532
f(z) = 38/5*z^3 - 33/5*z + 1
*
[ 1/2 ] 
f(z) = 38/5*z^3 - 29/10*z + 1
*
[ -1 ] 
f(z) = 38/5*z^3 - 28/5*z + 1
*
[ 1/2 ] 
f(z) = 38/7*z^3 - 33/14*z + 1
*
-1 | 0.090568300781679538159909321647007763038 | 0.024897912188145108086226389145890379500
f(z) = 38/7*z^3 - 31/7*z + 1
*
[ -1 ] 
f(z) = 38/7*z^3 - 24/7*z + 1
*
[ 1/2 ] 
f(z) = 38/9*z^3 - 37/18*z + 1
*
-1 | 0.077297910835326710520784246423402040782 | 0.021249781432294913151209530472936269813
f(z) = 38/9*z^3 - 29/9*z + 1
*
-1 | 0.091146910653115380273782082105063054396 | 0.025056976426359431057210963872723051209
f(z) = 38/11*z^3 - 27/11*z + 1
*
-1 | 0.091426353574393560208251969328195672644 | 0.025133797402965301815987939719174243638
f(z) = 38/13*z^3 - 25/13*z + 1
*
-1 | 0.090121422006002905210507721483942761405 | 0.024599400995807258965398207272412860968
f(z) = 39*z^3 - 38*z + 1
*
[ -1 ] 
f(z) = 39*z^3 - 37*z + 1
*
[ -1/2 ] 
f(z) = 39*z^3 - 27/4*z + 1
*
-1 | 0.077440457082380581740050338264628837653 | 0.021138024840988334862618450667165744987
f(z) = 39/2*z^3 - 37/2*z + 1
*
[ -2/3 ] 
f(z) = 39/2*z^3 - 37/6*z + 1
*
[ -1 ] 
f(z) = 39/2*z^3 - 35/2*z + 1
*
[ 1/3 ] 
f(z) = 39/2*z^3 - 25/6*z + 1
*
[ 1/3 ] 
f(z) = 39/4*z^3 - 37/12*z + 1
*
-1 | 0.082023286718204594475569163837679576335 | 0.022388946779388231293674175108385348382
f(z) = 39/4*z^3 - 35/4*z + 1
*
[ -1 ] 
f(z) = 39/4*z^3 - 31/4*z + 1
*
[ 2/3 ] 
f(z) = 39/4*z^3 - 29/6*z + 1
*
-1 | 0.090729837904036586764195930105931405894 | 0.024765473238286497673082935463190254671
f(z) = 39/5*z^3 - 34/5*z + 1
*
[ -1 ] 
f(z) = 39/5*z^3 - 29/5*z + 1
*
-1 | 0.091022709160286756875834048949247267038 | 0.024845414913775859960998605247449673596
f(z) = 39/7*z^3 - 32/7*z + 1
*
[ -1 ] 
f(z) = 39/7*z^3 - 25/7*z + 1
*
-1 | 0.082609140972935036653972267999117122191 | 0.022548860631349577522593820837646885205
f(z) = 39/8*z^3 - 31/8*z + 1
*
[ -1 ] 
f(z) = 39/8*z^3 - 23/8*z + 1
*
-1 | 0.078613713630555691018846679916299634387 | 0.021458275095113194749706455409618044450
f(z) = 39/10*z^3 - 29/10*z + 1
*
-1 | 0.091588020007474581811603120980558663567 | 0.024999721269664546887162443315216969213
f(z) = 39/11*z^3 - 28/11*z + 1
*
-1 | 0.079159584227544493378039479294831429041 | 0.021607275071015193000025281365832506721
f(z) = 39/14*z^3 - 25/14*z + 1
*
[ 2 ] 
f(z) = 39/16*z^3 - 37/4*z + 1
*
[ -2 ] 
f(z) = 39/16*z^3 - 33/4*z + 1
*
[ -4/3 ] 
f(z) = 39/16*z^3 - 31/12*z + 1
*
-6/7 | 0.15143722154831568764010707156941698048 | 0.024870439395013069509077381074115652023
f(z) = 21/8*z^3 - 37/21*z + 1
*
[ 4/7 ] 
f(z) = 21/16*z^3 - 33/28*z + 1
*
[ 1/2 ] 
f(z) = 22/13*z^3 - 37/26*z + 1
*
[ -3/2 ] 
f(z) = 23/18*z^3 - 29/24*z + 1
*
[ 4/5 ] 
f(z) = 25/14*z^3 - 39/28*z + 1
*
[ -3/2 ] 
f(z) = 25/18*z^3 - 35/24*z + 1
*
[ 1/2 ] 
f(z) = 26/11*z^3 - 35/22*z + 1
*
[ 2/3 ] 
f(z) = 27/11*z^3 - 35/22*z + 1
*
[ 2/3 ] 
f(z) = 27/13*z^3 - 37/26*z + 1
*
[ 8/9 ] 
f(z) = 27/16*z^3 - 35/24*z + 1
*
[ 3/7 ] 
f(z) = 28/9*z^3 - 40/21*z + 1
*
[ 1/2 ] 
f(z) = 30/11*z^3 - 37/22*z + 1
*
[ 1/2 ] 
f(z) = 34/11*z^3 - 39/22*z + 1
*
[ 2/5 ] 
f(z) = 35/16*z^3 - 37/20*z + 1
*
-1 | 0.077901599621550120157775770091421381519 | 0.026004192800957961824678710093590026503
f(z) = 20*z^3 - 19*z + 1
*
[ -1 ] 
f(z) = 20*z^3 - 18*z + 1
*
[ 1/4 ] 
f(z) = 20*z^3 - 17/4*z + 1
*
[ 1/2 ] 
f(z) = 20*z^3 - 6*z + 1
*
[ -1/2 ]
f(z) = 20*z^3 - 2*z + 1
*
[ -1 ] 
f(z) = 20/3*z^3 - 14/3*z + 1
*
1/2 | 0.086075188076645284067271728015192093579 | 0.028732603656377433706571634019340143453
f(z) = 20/3*z^3 - 11/3*z + 1
*
[ 1/2 ] 
f(z) = 20/3*z^3 - 8/3*z + 1
*
-1 | 0.079581554147669958488942424546830710185 | 0.026564975398572007631906712667618280620
f(z) = 20/7*z^3 - 13/7*z + 1
*
[ 1/2 ] 
f(z) = 20/7*z^3 - 12/7*z + 1
*
[ 3/4 ] 
f(z) = 20/9*z^3 - 19/12*z + 1
*
[ 3/2 ] 
f(z) = 20/9*z^3 - 14/3*z + 1
*
[ 1/2 ] 
f(z) = 20/9*z^3 - 14/9*z + 1
*
[ -3/2 ] 
f(z) = 20/9*z^3 - 10/3*z + 1
*
[ 1/2 ] 
f(z) = 20/11*z^3 - 16/11*z + 1
*
[ 1/2 ] 
f(z) = 20/13*z^3 - 18/13*z + 1
*
-1 | 0.078790796951536410602797775596830356359 | 0.025879525792049390801155358336799670120
f(z) = 21*z^3 - 20*z + 1
*
[ -1 ] 
f(z) = 21*z^3 - 19*z + 1
*
[ 1/3 ] 
f(z) = 21*z^3 - 13/3*z + 1
*
-1 | 0.066237941221539075361216332154195894944 | 0.021756430631225455843411088155016183794
f(z) = 21/2*z^3 - 19/2*z + 1
*
[ -1 ] 
f(z) = 21/2*z^3 - 17/2*z + 1
*
-2/3 | 0.11552453009332421823620535357636276135 | 0.027883363135029022495845232824292321260
f(z) = 21/2*z^3 - 11/3*z + 1
*
-1 | 0.071063487454577875537432115958208973795 | 0.023341423460723916824557093016698299238
f(z) = 21/4*z^3 - 17/4*z + 1
*
[ 2/3 ] 
f(z) = 21/4*z^3 - 17/6*z + 1
*
[ -1 ] 
f(z) = 21/4*z^3 - 13/4*z + 1
*
-1 | 0.079885248617545445494299005810959604725 | 0.026239008005892893900020480760919780823
f(z) = 21/5*z^3 - 16/5*z + 1
*
[ -1 ] 
f(z) = 21/5*z^3 - 11/5*z + 1
*
[ 2/7 ] 
f(z) = 21/8*z^3 - 19/7*z + 1
*
2/3 | 0.13369994020567093462612288637597979603 | 0.028335270146832541445734214101966461024
f(z) = 21/8*z^3 - 14/3*z + 1
*
-1 | 0.072088656337376963601790660437225683582 | 0.023678149138976979725271730605928363596
f(z) = 21/8*z^3 - 13/8*z + 1
*
-2 | 0.068799140702649572203391162450687756558 | 0.015366085589133301826361608731192091440
f(z) = 21/8*z^3 - 11*z + 1
*
[ 2 ] 
f(z) = 21/8*z^3 - 10*z + 1
*
[ -2 ] 
f(z) = 21/8*z^3 - 9*z + 1
*
2/3 | 0.11552607478007712495614322038692372284 | 0.027778149196430802011183810653039922356
f(z) = 21/8*z^3 - 8/3*z + 1
*
[ 2/3 ] 
f(z) = 21/8*z^3 - 5/3*z + 1
*
[ 2 ] 
f(z) = 21/16*z^3 - 19/4*z + 1
*
[ -2 ] 
f(z) = 21/16*z^3 - 15/4*z + 1
*
[ -1 ] 
f(z) = 22*z^3 - 20*z + 1
*
[ 1/2 ] 
f(z) = 22*z^3 - 13/2*z + 1
*
-1 | 0.059831067884178629900026743182965581160 | 0.019356275038919036706377712023477548244
f(z) = 22/3*z^3 - 19/3*z + 1
*
[ 1/2 ] 
f(z) = 22/3*z^3 - 17/6*z + 1
*
[ -1 ] 
f(z) = 22/3*z^3 - 16/3*z + 1
*
-1 | 0.080687144050003099162378216067618374012 | 0.026103537970608968428688673707825438114
f(z) = 22/5*z^3 - 17/5*z + 1
*
[ -1 ] 
f(z) = 22/5*z^3 - 12/5*z + 1
*
-1 | 0.081178929009338468576366083187907932556 | 0.026262638004580051953476145295396908892
f(z) = 22/7*z^3 - 15/7*z + 1
*
[ -1 ] 
f(z) = 23/2*z^3 - 19/2*z + 1
*
-1 | 0.060619023295331610114402902524752253229 | 0.019333163807916069441691310027532490898
f(z) = 23/3*z^3 - 20/3*z + 1
*
[ -1 ] 
f(z) = 23/3*z^3 - 17/3*z + 1
*
-1 | 0.072654820379076117563436564334526759392 | 0.023171728402486021899041719122118228739
f(z) = 23/4*z^3 - 19/4*z + 1
*
[ -1 ] 
f(z) = 23/4*z^3 - 15/4*z + 1
*
-1 | 0.081455664745247946897295695912615347790 | 0.025978572797688916805965887892730011039
f(z) = 23/5*z^3 - 18/5*z + 1
*
[ -1 ] 
f(z) = 23/5*z^3 - 13/5*z + 1
*
-1 | 0.048514665740574934706070384935126915192 | 0.015472733291647437899100323176007878873
f(z) = 23/6*z^3 - 17/6*z + 1
*
-1 | 0.081928521408510508466560588977392874970 | 0.026129380495199670670887784360809914372
f(z) = 23/7*z^3 - 16/7*z + 1
*
[ 2/3 ] 
f(z) = 23/8*z^3 - 16/9*z + 1
*
-1 | 0.073600983742469883086340675423005329659 | 0.023473487327311015177240062222126765225
f(z) = 23/8*z^3 - 15/8*z + 1
*
-2 | 0.070618916116752175871590188045201474932 | 0.015471851216075176766968436704249462625
f(z) = 23/8*z^3 - 12*z + 1
*
[ 2 ] 
f(z) = 23/8*z^3 - 11*z + 1
*
[ -2 ] 
f(z) = 23/8*z^3 - 10*z + 1
*
[ -2 ] 
f(z) = 23/16*z^3 - 17/4*z + 1
*
[ 1/6 ] 
f(z) = 24*z^3 - 17/3*z + 1
*
1/2 | 0.078356920023474812548613785384275496499 | 0.020240984594364477663758047082105608858
f(z) = 24*z^3 - 15/2*z + 1
*
[ 1/2 ] 
f(z) = 24*z^3 - 7*z + 1
*
[ -1/2 ]
f(z) = 24*z^3 - 3*z + 1
*
-1 | 0.082193484205476042374161934993323186480 | 0.025862835745761166658645298925812478411
f(z) = 24/5*z^3 - 19/5*z + 1
*
[ -1 ] 
f(z) = 24/5*z^3 - 14/5*z + 1
*
[ 1/2 ] 
f(z) = 24/5*z^3 - 11/5*z + 1
*
-1 | 0.082648822150170285790945177877547833427 | 0.026006111463858235913847183784271548208
f(z) = 24/7*z^3 - 17/7*z + 1
*
[ 1/2 ] 
f(z) = 24/7*z^3 - 13/7*z + 1
*
[ 1/2 ] 
f(z) = 24/11*z^3 - 17/11*z + 1
*
[ 1/2 ] 
f(z) = 24/13*z^3 - 19/13*z + 1
*
[ -3/5 ] 
f(z) = 25*z^3 - 19/3*z + 1
*
[ 2/5 ] 
f(z) = 25*z^3 - 11/2*z + 1
*
2/5 | 0.056851503625018623115107623741654466150 | 0.017661912642233239913509925673164850560
f(z) = 25*z^3 - 6*z + 1
*
[ 1/5 ] 
f(z) = 25*z^3 - 5*z + 1
*
[ -2/5 ]
f(z) = 25*z^3 - 1/2*z + 1
*
2/5 | 0.074675663816708458436242425681863056201 | 0.023199299345375060781977371600005012012
f(z) = 25/2*z^3 - 13/2*z + 1
*
3/5 | 0.078294176134633993332602687369447706225 | 0.024323453402505766518000028480909646724
f(z) = 25/2*z^3 - 11/2*z + 1
*
[ 1/5 ] 
f(z) = 25/2*z^3 - 9/2*z + 1
*
[ 2/5 ] 
f(z) = 25/3*z^3 - 17/6*z + 1
*
1/5 | 0.090128479048563653216701314575129323487 | 0.027999986315798320811425294053425765664
f(z) = 25/3*z^3 - 16/3*z + 1
*
[ 3/5 ] 
f(z) = 25/3*z^3 - 11/3*z + 1
*
[ -3/5 ]
f(z) = 25/3*z^3 - 1/3*z + 1
*
[ -4/5 ]
f(z) = 25/4*z^3 - 7/4*z + 1
*
[ 2/5 ] 
f(z) = 25/4*z^3 - 5/2*z + 1
*
-1 | 0.083342042730065952631462520969034368932 | 0.025891661332874949967062941294828684447
f(z) = 25/7*z^3 - 18/7*z + 1
*
[ 2/3 ] 
f(z) = 25/8*z^3 - 17/9*z + 1
*
-6/5 | 0.090712764818060734467825319252220034697 | 0.019224920317330211648345813675845842769
f(z) = 25/8*z^3 - 14/3*z + 1
*
-2 | 0.072269995352648243550911943057827586098 | 0.015560704712863228196414618444174761484
f(z) = 25/8*z^3 - 13*z + 1
*
[ 6/5 ] 
f(z) = 25/8*z^3 - 13/3*z + 1
*
[ 2 ] 
f(z) = 25/8*z^3 - 12*z + 1
*
[ -2 ] 
f(z) = 25/8*z^3 - 11*z + 1
*
[ 4/5 ] 
f(z) = 25/8*z^3 - 9/4*z + 1
*
[ -6/5 ] 
f(z) = 25/8*z^3 - 8/3*z + 1
*
6/5 | 0.10321018251519603937057066270208991959 | 0.027978735493807829289376237299743218788
f(z) = 25/8*z^3 - 5*z + 1
*
-6/5 | 0.063616513366339654843739262903949424091 | 0.018355845670452935096974820322742149182
f(z) = 25/8*z^3 - 4*z + 1
*
[ 2/5 ] 
f(z) = 25/8*z^3 - 2*z + 1
*
-1 | 0.070202952286196736181247659698142792873 | 0.021809773382317799716030302565974382109
f(z) = 25/9*z^3 - 16/9*z + 1
*
[ -6/5 ] 
f(z) = 25/9*z^3 - 13/6*z + 1
*
-6/5 | 0.092623072426117754172118084602360304825 | 0.026490167916945801337828349182255176188
f(z) = 25/9*z^3 - 11/3*z + 1
*
[ 3/5 ] 
f(z) = 25/9*z^3 - 5/3*z + 1
*
-6/5 | 0.10011968323717496541832403810755023446 | 0.027523659603077506310721622159817099168
f(z) = 25/12*z^3 - 19/6*z + 1
*
[ 4/5 ] 
f(z) = 25/12*z^3 - 19/12*z + 1
*
[ 3/5 ] 
f(z) = 25/12*z^3 - 17/12*z + 1
*
[ 2/5 ] 
f(z) = 25/12*z^3 - 11/6*z + 1
*
[ -6/5 ]
f(z) = 25/12*z^3 - 7/6*z + 1
*
[ -8/5 ] 
f(z) = 25/16*z^3 - 19/8*z + 1
*
2/5 | 0.10484619670792181751739126219251648106 | 0.025607565536941333682212816205299920422
f(z) = 25/16*z^3 - 15/4*z + 1
*
[ 4/5 ] 
f(z) = 25/16*z^3 - 5/4*z + 1
*
[ 6/5 ] 
f(z) = 25/18*z^3 - 11/6*z + 1
*
[ 3/5 ] 
f(z) = 25/18*z^3 - 7/6*z + 1
*
[ -6/5 ]
f(z) = 25/18*z^3 - 1/6*z + 1
*
[ 1/2 ] 
f(z) = 26*z^3 - 15/2*z + 1
*
[ -1 ] 
f(z) = 26/3*z^3 - 20/3*z + 1
*
[ 1/2 ] 
f(z) = 26/3*z^3 - 19/6*z + 1
*
[ -1 ] 
f(z) = 26/5*z^3 - 16/5*z + 1
*
-1 | 0.084010152536711171827185038920588072747 | 0.025785040914633959322476192341730737274
f(z) = 26/7*z^3 - 19/7*z + 1
*
-1 | 0.070856892703380578483213473186525904910 | 0.021747941436507977473680327971277479299
f(z) = 26/9*z^3 - 17/9*z + 1
*
[ -2/3 ] 
f(z) = 27*z^3 - 19/2*z + 1
*
1/9 | 0.078971629480718646102680033071686974396 | 0.017970768735997623186358639124751842786
f(z) = 27*z^3 - 19/3*z + 1
*
[ 1/3 ] 
f(z) = 27*z^3 - 5*z + 1
*
[ 2/3 ] 
f(z) = 27/2*z^3 - 13/2*z + 1
*
2/9 | 0.11552557262901547360241650162087488391 | 0.026288976971364394669112922668254277300
f(z) = 27/2*z^3 - 11/3*z + 1
*
[ -1 ] 
f(z) = 27/4*z^3 - 19/4*z + 1
*
2/9 | 0.077016353395549478824136902384241840897 | 0.017525826488096039919431308731743357064
f(z) = 27/4*z^3 - 17/6*z + 1
*
1/3 | 0.092004317853606365489453790019511659146 | 0.027915313043132128745468082076192614164
f(z) = 27/4*z^3 - 15/4*z + 1
*
[ 1/3 ] 
f(z) = 27/4*z^3 - 11/4*z + 1
*
[ 2/3 ] 
f(z) = 27/4*z^3 - 7/2*z + 1
*
[ -2/3 ]
f(z) = 27/4*z^3 - 1/2*z + 1
*
[ -1 ] 
f(z) = 27/5*z^3 - 17/5*z + 1
*
[ 1/3 ] 
f(z) = 27/5*z^3 - 13/5*z + 1
*
-1 | 0.084654913037835604790219341568078998541 | 0.025685407524573884888256058174391041720
f(z) = 27/7*z^3 - 20/7*z + 1
*
[ 1/3 ] 
f(z) = 27/7*z^3 - 17/7*z + 1
*
[ -4/3 ] 
f(z) = 27/8*z^3 - 17/4*z + 1
*
-2 | 0.073781947512749759699415464907964508881 | 0.015636741583557632812949746921161563503
f(z) = 27/8*z^3 - 14*z + 1
*
[ 2 ] 
f(z) = 27/8*z^3 - 13*z + 1
*
[ -2 ] 
f(z) = 27/8*z^3 - 12*z + 1
*
[ 2/9 ] 
f(z) = 27/8*z^3 - 11/3*z + 1
*
[ 2/3 ] 
f(z) = 27/8*z^3 - 2*z + 1
*
[ 2/3 ] 
f(z) = 27/14*z^3 - 19/14*z + 1
*
[ 4/3 ] 
f(z) = 27/16*z^3 - 11/4*z + 1
*
[ 1/4 ] 
f(z) = 28*z^3 - 19/4*z + 1
*
[ 1/2 ] 
f(z) = 28*z^3 - 8*z + 1
*
[ -1/2 ]
f(z) = 28*z^3 - 4*z + 1
*
[ 1/2 ] 
f(z) = 28/3*z^3 - 10/3*z + 1
*
[ -1 ] 
f(z) = 28/5*z^3 - 18/5*z + 1
*
[ 1/2 ] 
f(z) = 28/5*z^3 - 12/5*z + 1
*
[ 3/2 ] 
f(z) = 28/9*z^3 - 20/3*z + 1
*
-1 | 0.072098986412314948667959608479180952069 | 0.021637023235564871525460977152296522147
f(z) = 28/9*z^3 - 19/9*z + 1
*
[ -3/2 ] 
f(z) = 28/9*z^3 - 16/3*z + 1
*
[ 1/2 ] 
f(z) = 28/9*z^3 - 16/9*z + 1
*
[ 1/2 ] 
f(z) = 28/11*z^3 - 18/11*z + 1
*
[ 1/2 ] 
f(z) = 28/13*z^3 - 20/13*z + 1
*
[ -1 ] 
f(z) = 29/5*z^3 - 19/5*z + 1
*
[ -1 ] 
f(z) = 29/6*z^3 - 17/6*z + 1
*
[ -1 ] 
f(z) = 29/7*z^3 - 15/7*z + 1
*
[ 2/3 ] 
f(z) = 29/8*z^3 - 19/9*z + 1
*
-2 | 0.075176987901653272471332628723812701797 | 0.015702792180267528229242486310313757145
f(z) = 29/8*z^3 - 15*z + 1
*
[ 2 ] 
f(z) = 29/8*z^3 - 14*z + 1
*
[ -2 ] 
f(z) = 29/8*z^3 - 13*z + 1
*
-1 | 0.072689982939440530124673303335346799755 | 0.021587049849354197066234308190769304272
f(z) = 29/9*z^3 - 20/9*z + 1
*
-1 | 0.073599855947825487125111220904877296729 | 0.021857258662100124363478625248513215439
f(z) = 29/10*z^3 - 19/10*z + 1
*
-1 | 0.086614826573366679587028211118274660424 | 0.025722369208563002809802153552116676136
f(z) = 29/11*z^3 - 18/11*z + 1
*
[ 1/2 ] 
f(z) = 30*z^3 - 17/2*z + 1
*
[ 1/3 ] 
f(z) = 30*z^3 - 16/3*z + 1
*
[ -1 ] 
f(z) = 30/7*z^3 - 16/7*z + 1
*
-1 | 0.087177088950999880301508975024114430892 | 0.025631293679403189394875297115981635833
f(z) = 30/11*z^3 - 19/11*z + 1
*
[ -1 ] 
f(z) = 31/6*z^3 - 19/6*z + 1
*
[ -1 ] 
f(z) = 31/7*z^3 - 17/7*z + 1
*
[ 2/3 ] 
f(z) = 31/8*z^3 - 20/9*z + 1
*
-2 | 0.076472284153974791417802184431355824860 | 0.015760883587770155736230226404395926726
f(z) = 31/8*z^3 - 16*z + 1
*
[ 2 ] 
f(z) = 31/8*z^3 - 15*z + 1
*
[ -2 ] 
f(z) = 31/8*z^3 - 14*z + 1
*
-1 | 0.087722683294645914174126448819330352400 | 0.025545431031330262408465920273018320823
f(z) = 31/11*z^3 - 20/11*z + 1
*
[ 1/8 ] 
f(z) = 32*z^3 - 15/2*z + 1
*
1/4 | 0.042132812918986261191859285585770688658 | 0.010130800042820654963960026779570084710
f(z) = 32*z^3 - 11/2*z + 1
*
[ 1/2 ] 
f(z) = 32*z^3 - 9*z + 1
*
[ -3/8 ]
f(z) = 32*z^3 - 5/6*z + 1
*
3/4 | 0.083591250177340110930937367083464233699 | 0.024119336418511452203247459061505127702
f(z) = 32/3*z^3 - 20/3*z + 1
*
[ 3/4 ] 
f(z) = 32/3*z^3 - 19/3*z + 1
*
[ 1/4 ] 
f(z) = 32/5*z^3 - 17/5*z + 1
*
[ 1/2 ] 
f(z) = 32/5*z^3 - 13/5*z + 1
*
[ -1 ] 
f(z) = 32/7*z^3 - 18/7*z + 1
*
[ 1/2 ] 
f(z) = 32/7*z^3 - 15/7*z + 1
*
[ -3/2 ] 
f(z) = 32/9*z^3 - 19/3*z + 1
*
3/4 | 0.12206868421358812951927409554606992954 | 0.029351314227130748085131378930484794181
f(z) = 32/9*z^3 - 17/6*z + 1
*
[ 1/2 ] 
f(z) = 32/9*z^3 - 17/9*z + 1
*
[ 3/8 ] 
f(z) = 32/9*z^3 - 13/6*z + 1
*
[ 3/4 ] 
f(z) = 32/9*z^3 - 7/3*z + 1
*
[ 1/2 ] 
f(z) = 32/11*z^3 - 19/11*z + 1
*
[ 1/3 ] 
f(z) = 33*z^3 - 17/3*z + 1
*
[ -1 ] 
f(z) = 33/7*z^3 - 19/7*z + 1
*
-2 | 0.077681407687651460357028692586759700927 | 0.015812510647389518414251592060736476870
f(z) = 33/8*z^3 - 17*z + 1
*
[ -1 ] 
f(z) = 33/8*z^3 - 17/8*z + 1
*
[ 2 ] 
f(z) = 33/8*z^3 - 16*z + 1
*
[ -2 ] 
f(z) = 33/8*z^3 - 15*z + 1
*
[ 2/3 ] 
f(z) = 33/8*z^3 - 7/3*z + 1
*
[ 2/3 ] 
f(z) = 33/16*z^3 - 17/12*z + 1
*
[ 1/2 ] 
f(z) = 34*z^3 - 19/2*z + 1
*
[ -1/2 ] 
f(z) = 34*z^3 - 11/2*z + 1
*
[ -1 ] 
f(z) = 34/7*z^3 - 20/7*z + 1
*
[ 2/7 ] 
f(z) = 35/8*z^3 - 20/7*z + 1
*
[ -1 ] 
f(z) = 35/8*z^3 - 19/8*z + 1
*
-2 | 0.078815289852723182488721076343394376731 | 0.015858802957335903363389492129375891934
f(z) = 35/8*z^3 - 18*z + 1
*
[ 2 ] 
f(z) = 35/8*z^3 - 17*z + 1
*
[ -2 ] 
f(z) = 35/8*z^3 - 16*z + 1
*
[ 2/5 ] 
f(z) = 35/8*z^3 - 11/5*z + 1
*
1/3 | 0.10650030768034090220647144243639298452 | 0.024902647229530213990368202161018308166
f(z) = 36*z^3 - 13/2*z + 1
*
[ 1/2 ] 
f(z) = 36*z^3 - 10*z + 1
*
[ 1/3 ] 
f(z) = 36/7*z^3 - 18/7*z + 1
*
[ 1/2 ] 
f(z) = 36/7*z^3 - 16/7*z + 1
*
[ 1/2 ] 
f(z) = 36/11*z^3 - 20/11*z + 1
*
-2 | 0.079882875394524663590786466725968969614 | 0.015900632004096374124617301386142842493
f(z) = 37/8*z^3 - 19*z + 1
*
[ 2 ] 
f(z) = 37/8*z^3 - 18*z + 1
*
[ -2 ] 
f(z) = 37/8*z^3 - 17*z + 1
*
[ -1 ] 
f(z) = 37/9*z^3 - 19/9*z + 1
*
[ -1/2 ] 
f(z) = 38*z^3 - 13/2*z + 1
*
[ -1 ] 
f(z) = 38/9*z^3 - 20/9*z + 1
*
[ 1/3 ] 
f(z) = 39*z^3 - 19/3*z + 1
*
-2 | 0.080891582814826494733391776125123256203 | 0.015938682252028367569644319318189353233
f(z) = 39/8*z^3 - 20*z + 1
*
[ 2 ] 
f(z) = 39/8*z^3 - 19*z + 1
*
[ -2 ] 
f(z) = 39/8*z^3 - 18*z + 1
*
[ 2/3 ] 
f(z) = 39/8*z^3 - 8/3*z + 1
*
[ 2/3 ] 
f(z) = 39/16*z^3 - 19/12*z + 1
*
[ -1/5 ]
f(z) = 25*z^3 + 5*z + 1
*
[ -2/5 ]
f(z) = 25/2*z^3 + 3/2*z + 1
*
[ -2/5 ]
f(z) = 25/4*z^3 + 5/2*z + 1
*
[ -4/5 ]
f(z) = 25/8*z^3 + 1/4*z + 1
*
[ -2/5 ]
f(z) = 25/8*z^3 + 3*z + 1
*
[ -3/5 ]
f(z) = 25/9*z^3 + 5/3*z + 1
*
[ -4/5 ]
f(z) = 25/16*z^3 + 5/4*z + 1
*
[ -1/3 ]
f(z) = 27*z^3 + z + 1
*
[ -2/3 ]
f(z) = 27/8*z^3 + z + 1
*
[ -1/4 ]
f(z) = 32*z^3 + 3*z + 1
*
[ -3/4 ]
f(z) = 32/9*z^3 + 1/3*z + 1
*
[ -1/6 ]
f(z) = 36*z^3 + 6*z + 1
*
[ 9/2 ] 
f(z) = 22/27*z^3 - 283/18*z + 1
*
14/3 | 0.18912673320661986333956796816745414958 | 0.029611759319337361198569423678815040784
f(z) = 27/28*z^3 - 297/14*z + 1
*
[ 14/3 ] 
f(z) = 27/28*z^3 - 283/14*z + 1
*
[ -15/2 ] 
f(z) = 28/27*z^3 - 286/5*z + 1
*
[ 4 ] 
f(z) = 37/24*z^3 - 287/12*z + 1
*
[ -4 ] 
f(z) = 37/24*z^3 - 281/12*z + 1
*
[ -6 ] 
f(z) = 37/27*z^3 - 289/6*z + 1
*
[ 6 ] 
f(z) = 38/27*z^3 - 299/6*z + 1
*
[ 10/3 ] 
f(z) = 24/25*z^3 - 299/30*z + 1
*
[ -10/3 ] 
f(z) = 24/25*z^3 - 281/30*z + 1
*
-7/2 | 0.16908453394685826156627458535618675319 | 0.029931900344777790866093151859037611867
f(z) = 24/35*z^3 - 284/35*z + 1
*
-3 | 0.11732836818286646208928117541949702841 | 0.020631066750108072139186374922986286674
f(z) = 31/24*z^3 - 295/24*z + 1
*
3 | 0.14960827015572001251725583639848362279 | 0.026434974870866247185511898579381750280
f(z) = 31/24*z^3 - 287/24*z + 1
*
-3 | 0.21275905766950489370134328629126911823 | 0.023804559536563395817594356369398388512
f(z) = 31/27*z^3 - 282/31*z + 1
*
3 | 0.16293282560378319367977019621285330813 | 0.028754069287722215307096134918153394973
f(z) = 31/30*z^3 - 289/30*z + 1
*
-3/16 | 0.13838394865680201534336506650793817055 | 0.017660972380007983314165043309345241368
f(z) = 32/27*z^3 - 281/24*z + 1
*
[ -13/4 ] 
f(z) = 32/39*z^3 - 287/39*z + 1
*
[ 3 ] 
f(z) = 34/21*z^3 - 292/21*z + 1
*
[ 3 ] 
f(z) = 34/33*z^3 - 284/33*z + 1
*
[ 3 ] 
f(z) = 35/24*z^3 - 299/24*z + 1
*
[ -3 ] 
f(z) = 35/24*z^3 - 283/24*z + 1
*
3/10 | 0.19942027866844534337400912341178649966 | 0.022251106259516643169456737924431407875
f(z) = 35/27*z^3 - 289/20*z + 1
*
[ 3 ] 
f(z) = 35/33*z^3 - 293/33*z + 1
*
[ 3 ] 
f(z) = 35/39*z^3 - 289/39*z + 1
*
[ -3 ] 
f(z) = 37/30*z^3 - 293/30*z + 1
*
[ -3 ] 
f(z) = 37/33*z^3 - 289/33*z + 1
*
[ -3 ] 
f(z) = 37/39*z^3 - 281/39*z + 1
*
[ -3 ] 
f(z) = 38/33*z^3 - 298/33*z + 1
*
[ -3 ] 
f(z) = 38/39*z^3 - 290/39*z + 1
*
-2/9 | 0.18211437327236148394698459046083861703 | 0.028667558252000428049592586219732996859
f(z) = 27/38*z^3 - 287/57*z + 1
*
1/2 | 0.10858670026799376463044512807954043858 | 0.019163170414927850907842354272132164544
f(z) = 32/21*z^3 - 289/42*z + 1
*
-2 | 0.073810849648898250597420373453874250628 | 0.013090849011387232259656112403516672459
f(z) = 32/25*z^3 - 281/50*z + 1
*
-3/20 | 0.19391317455008199998211991453711870868 | 0.021603494859236405094600322489543711269
f(z) = 32/27*z^3 - 293/50*z + 1
*
-2 | 0.059409231285374366833307274470099023962 | 0.010523388557631370697537483322782351473
f(z) = 32/27*z^3 - 283/54*z + 1
*
-2 | 0.071835402195080817629821217511548147302 | 0.012708631525707164128642499318627739801
f(z) = 32/29*z^3 - 285/58*z + 1
*
-2 | 0.083798523787840682468877559746487511834 | 0.014806747436097944264181913735852065929
f(z) = 33/23*z^3 - 287/46*z + 1
*
-2 | 0.083204708577066610263690604587730576174 | 0.014683805713329239187536528442159121673
f(z) = 33/25*z^3 - 289/50*z + 1
*
-2 | 0.081511174875275900969896827364962709409 | 0.014350122872301429217458655501374925659
f(z) = 33/29*z^3 - 293/58*z + 1
*
-2 | 0.075971443140686780493067701753758810250 | 0.013358848663902523666044621115560542197
f(z) = 34/23*z^3 - 295/46*z + 1
*
-2 | 0.075432877183377585879509813058349695929 | 0.013248406378182713016372747023898284891
f(z) = 34/25*z^3 - 297/50*z + 1
*
-2 | 0.061214941443319953684000690005737028999 | 0.010738627732246568733100762343178600261
f(z) = 34/27*z^3 - 299/54*z + 1
*
[ 2 ] 
f(z) = 38/23*z^3 - 281/46*z + 1
*
[ 2 ] 
f(z) = 39/23*z^3 - 289/46*z + 1
*
[ 2 ] 
f(z) = 39/25*z^3 - 287/50*z + 1
*
[ 2 ] 
f(z) = 39/29*z^3 - 283/58*z + 1
*
0 | 0.10325893243894279852542449731851752348 | 0.018290656933120658810184059119475001296
f(z) = 21/20*z^3 - 283/60*z + 1
*
0 | 0.15040428341950576164902607039655419960 | 0.026641696600191901514821663577075456872
f(z) = 21/22*z^3 - 283/66*z + 1
*
5/6 | 0.18166156398459079925082980376252774153 | 0.024991547682576131830758080125976268009
f(z) = 21/25*z^3 - 287/60*z + 1
*
0 | 0.14456887071317282830324122979013256220 | 0.025482219839245909547982124653157038238
f(z) = 23/35*z^3 - 291/70*z + 1
*
1/4 | 0.13845485857299292076636226262153520910 | 0.024525048429875876108165809818009189968
f(z) = 24/35*z^3 - 283/70*z + 1
*
2 | 0.20468240391096244680873594977624475067 | 0.026377910026954058791665343709919052600
f(z) = 25/24*z^3 - 293/75*z + 1
*
9/5 | 0.10627772147120778216192608401463805557 | 0.018825386793661055506289993981903881990
f(z) = 25/24*z^3 - 283/72*z + 1
*
2/5 | 0.15156684713141430998969910712775987034 | 0.026881396439242470393795170061161513542
f(z) = 25/39*z^3 - 281/78*z + 1
*
0 | 0.14429461730340239287503020427217651312 | 0.025559467641727351035244275394159266469
f(z) = 26/33*z^3 - 283/66*z + 1
*
[ 5/2 ] 
f(z) = 26/35*z^3 - 283/70*z + 1
*
0 | 0.11517322872966468896788616403224988554 | 0.020426744233752520186657100938368229788
f(z) = 27/20*z^3 - 281/60*z + 1
*
-16/9 | 0.13356367625967413682380555696659299004 | 0.023571058730871202575672193839679068113
f(z) = 27/22*z^3 - 289/66*z + 1
*
[ 20/9 ] 
f(z) = 27/25*z^3 - 287/60*z + 1
*
5/18 | 0.21529976844825429240382857282153319913 | 0.029705564283096443863481338061665675915
f(z) = 27/25*z^3 - 281/60*z + 1
*
0 | 0.15877643631020823496290522700478207530 | 0.028160065413013473627262886554476519498
f(z) = 27/25*z^3 - 281/75*z + 1
*
10/9 | 0.14618918243524815654512896879074460741 | 0.025705963763721426689423394391445720884
f(z) = 27/26*z^3 - 295/78*z + 1
*
-20/9 | 0.18131773266751023777947658464800909784 | 0.023471890123943198455802347482471143220
f(z) = 27/32*z^3 - 283/60*z + 1
*
0 | 0.11922127565034681251653793662670914665 | 0.020914385716729880503089034667848213239
f(z) = 27/35*z^3 - 299/70*z + 1
*
-2 | 0.074741931810968473741231967712738073312 | 0.013239329528043285191086959376631185347
f(z) = 31/35*z^3 - 283/70*z + 1
*
-2 | 0.075734369600571232920600669729380721153 | 0.013398410361392632144654767509518598184
f(z) = 31/37*z^3 - 285/74*z + 1
*
-2 | 0.058187531202080704032618791507198851048 | 0.010281423102638147969439509357156778961
f(z) = 31/39*z^3 - 287/78*z + 1
*
-2 | 0.070049115911511554602606416082107753962 | 0.012377301180742290812837031755928662028
f(z) = 32/31*z^3 - 287/62*z + 1
*
0 | 0.16279141594640790296849626837798652218 | 0.028625307082600351630380708810336812182
f(z) = 32/33*z^3 - 295/66*z + 1
*
9/4 | 0.10830895886196440298459534426896018074 | 0.019114155149873414761274798252219360290
f(z) = 32/35*z^3 - 289/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.011772441961949029922685286936254061309
f(z) = 32/37*z^3 - 293/74*z + 1
*
0 | 0.12237771576673392624070109808344125579 | 0.021468104050355912430641946980783247135
f(z) = 33/25*z^3 - 299/75*z + 1
*
-2 | 0.080142647764454605644522649334960290175 | 0.014092314937695636050070247872080072912
f(z) = 33/31*z^3 - 295/62*z + 1
*
-2 | 0.076222913031243611293708570112157578806 | 0.013371400321730644851327213948432541178
f(z) = 33/35*z^3 - 299/70*z + 1
*
[ -12/5 ] 
f(z) = 35/32*z^3 - 293/60*z + 1
*
3/2 | 0.14176464168209162613473722580248518436 | 0.024957805235891144665950647778554013436
f(z) = 36/25*z^3 - 293/75*z + 1
*
-5/3 | 0.10450832870342588363928821867657336426 | 0.018443427305372780508183578248210879818
f(z) = 39/20*z^3 - 289/60*z + 1
*
[ 2 ] 
f(z) = 39/31*z^3 - 281/62*z + 1
*
7/4 | 0.12462421488748100130608322209668016297 | 0.021940216163439222859791720196642247054
f(z) = 20/21*z^3 - 293/84*z + 1
*
-7/4 | 0.10811052428190313959157080423504068716 | 0.019174126251741801550623944510346374321
f(z) = 20/21*z^3 - 281/84*z + 1
*
[ 1/4 ] 
f(z) = 20/23*z^3 - 281/92*z + 1
*
1/3 | 0.12656010284747782939607229933256275148 | 0.022254378631408887423924723333262395648
f(z) = 21/32*z^3 - 295/96*z + 1
*
[ 21/10 ] 
f(z) = 25/27*z^3 - 299/84*z + 1
*
3/5 | 0.16324072814107111570950847242610853145 | 0.028915466056233386621113272515926441327
f(z) = 25/32*z^3 - 283/96*z + 1
*
7/9 | 0.15945329924628894810676407147644478118 | 0.028140009219708995213903747178938748742
f(z) = 27/28*z^3 - 289/84*z + 1
*
5/3 | 0.15281840342921975503205455404137072267 | 0.026969095664789365283279599680465956812
f(z) = 27/32*z^3 - 289/96*z + 1
*
[ 1/4 ] 
f(z) = 28/23*z^3 - 283/92*z + 1
*
-3/2 | 0.12284615940753462389047500550162194386 | 0.021627187739422005663333166465459516982
f(z) = 29/24*z^3 - 293/96*z + 1
*
-5/24 | 0.18403425118776315435514963340086486995 | 0.025246102058018708383465645896444701893
f(z) = 32/25*z^3 - 293/90*z + 1
*
35/24 | 0.14147264083642743284310599600950214383 | 0.019519410805478668623996089323509415924
f(z) = 32/25*z^3 - 281/90*z + 1
*
0 | 0.12766711492319849695346643652369969112 | 0.022449036073433244791206458535121368341
f(z) = 33/28*z^3 - 295/84*z + 1
*
1/3 | 0.12812710113075274558987658123356375420 | 0.022476689661282155106855533085809347303
f(z) = 33/32*z^3 - 299/96*z + 1
*
[ 3/2 ] 
f(z) = 35/24*z^3 - 283/96*z + 1
*
[ 1/4 ] 
f(z) = 36/23*z^3 - 285/92*z + 1
*
[ -21/10 ] 
f(z) = 20/21*z^3 - 286/105*z + 1
*
3/4 | 0.22587965890524163835956750435286782561 | 0.025262553440435133858538848153554150814
f(z) = 26/27*z^3 - 283/104*z + 1
*
[ 4/15 ] 
f(z) = 27/32*z^3 - 281/100*z + 1
*
7/9 | 0.14546043031998077274274919353989752803 | 0.025670574830720297241632341048871641812
f(z) = 27/35*z^3 - 289/105*z + 1
*
-7/3 | 0.16380090887303005056053992718472518627 | 0.028907266940674825524942278592087783087
f(z) = 27/38*z^3 - 289/114*z + 1
*
3/8 | 0.14303300213553153213260560287091701434 | 0.015899126655632609125974519357696808664
f(z) = 28/27*z^3 - 299/112*z + 1
*
[ 10/7 ] 
f(z) = 35/24*z^3 - 281/105*z + 1
*
0 | 0.16907718856205750199605464847762206878 | 0.029784132701773802029391896938122749548
f(z) = 39/35*z^3 - 292/105*z + 1
*
[ 5/3 ] 
f(z) = 39/35*z^3 - 283/105*z + 1
*
3/2 | 0.10560961696651426891568766181827059192 | 0.018660650027740964505791723030871208496
f(z) = 23/30*z^3 - 287/120*z + 1
*
-5/3 | 0.18881106969741067859946849935174972900 | 0.025901393379220404994501075378382979514
f(z) = 24/25*z^3 - 293/120*z + 1
*
0 | 0.16478567970228540978937334553671203048 | 0.029010681724828949755046494405180847600
f(z) = 25/24*z^3 - 293/120*z + 1
*
4/3 | 0.15992999810810885794105616057571700764 | 0.020722236469509626817435589425107834168
f(z) = 33/32*z^3 - 281/132*z + 1
*
[ 3/2 ] 
f(z) = 37/30*z^3 - 293/120*z + 1
*
[ 3/2 ] 
f(z) = 37/33*z^3 - 289/132*z + 1
*
[ -3/2 ] 
f(z) = 38/23*z^3 - 283/138*z + 1
*
2/3 | 0.14489085270118677299757587523364707976 | 0.025697364071336035807711973419552382413
f(z) = 21/25*z^3 - 281/150*z + 1
*
2/3 | 0.11921930889904130350129910592231554014 | 0.021039592579420622807072071372142170797
f(z) = 24/25*z^3 - 289/150*z + 1
*
[ 7/5 ] 
f(z) = 25/22*z^3 - 299/154*z + 1
*
0 | 0.16771623524230263621955993282753997041 | 0.029526608923126599400089271778623280993
f(z) = 25/28*z^3 - 293/140*z + 1
*
[ 19/10 ] 
f(z) = 25/38*z^3 - 289/152*z + 1
*
-5/3 | 0.16961656931904086363487208827088093066 | 0.029897215676131454078053495043561007616
f(z) = 27/28*z^3 - 291/140*z + 1
*
4/3 | 0.15276924399803432339209242098751226730 | 0.026831125924754029736397998143621872606
f(z) = 27/35*z^3 - 297/140*z + 1
*
5/4 | 0.19083953003715879704898147635327338916 | 0.026131053870892669383802621231580642391
f(z) = 28/25*z^3 - 297/140*z + 1
*
7/12 | 0.14361544024411552231876602172393878133 | 0.025344974557847122025878988617772202475
f(z) = 36/35*z^3 - 289/140*z + 1
*
[ 3/2 ] 
f(z) = 37/39*z^3 - 281/156*z + 1
*
[ 8/21 ] 
f(z) = 21/32*z^3 - 289/168*z + 1
*
[ 7/5 ] 
f(z) = 25/23*z^3 - 297/161*z + 1
*
[ 7/5 ] 
f(z) = 25/24*z^3 - 295/168*z + 1
*
[ 3/2 ] 
f(z) = 26/29*z^3 - 293/174*z + 1
*
[ 14/9 ] 
f(z) = 27/32*z^3 - 283/168*z + 1
*
[ 8/7 ] 
f(z) = 35/24*z^3 - 299/168*z + 1
*
[ 2/5 ] 
f(z) = 35/34*z^3 - 283/170*z + 1
*
-9/5 | 0.19495314335893147469623137700009139250 | 0.028847353826023468250059542991423721621
f(z) = 20/27*z^3 - 287/180*z + 1
*
[ -5/3 ] 
f(z) = 23/20*z^3 - 287/180*z + 1
*
-14/15 | 0.16918631957196078082349012584791111871 | 0.029749789469960068623439874360275311864
f(z) = 25/22*z^3 - 295/198*z + 1
*
[ 7/5 ] 
f(z) = 25/26*z^3 - 291/182*z + 1
*
[ 7/5 ] 
f(z) = 25/27*z^3 - 289/189*z + 1
*
[ 3/2 ] 
f(z) = 26/31*z^3 - 289/186*z + 1
*
[ 5/3 ] 
f(z) = 27/38*z^3 - 299/190*z + 1
*
[ 5/12 ] 
f(z) = 28/25*z^3 - 287/180*z + 1
*
[ -9/5 ] 
f(z) = 35/36*z^3 - 287/180*z + 1
*
0 | 0.13603452428939111194207807455747215938 | 0.024096325190159954304865073467827339793
f(z) = 35/36*z^3 - 283/180*z + 1
*
[ 14/13 ] 
f(z) = 39/28*z^3 - 281/182*z + 1
*
[ 10/21 ] 
f(z) = 21/20*z^3 - 281/210*z + 1
*
[ 8/5 ] 
f(z) = 23/32*z^3 - 293/200*z + 1
*
5/6 | 0.11804195493698829787371782698183830330 | 0.020831815433989098820465773045778783653
f(z) = 24/35*z^3 - 289/210*z + 1
*
[ 7/5 ] 
f(z) = 25/29*z^3 - 285/203*z + 1
*
[ 7/5 ] 
f(z) = 25/31*z^3 - 281/217*z + 1
*
[ 3/2 ] 
f(z) = 26/35*z^3 - 281/210*z + 1
*
[ 4/9 ] 
f(z) = 27/34*z^3 - 287/204*z + 1
*
[ -25/16 ] 
f(z) = 32/25*z^3 - 297/200*z + 1
*
[ -8/5 ] 
f(z) = 39/32*z^3 - 299/200*z + 1
*
-16/11 | 0.083238624638747584734637603599691560701 | 0.014762928109413068920504837665909236127
f(z) = 22/21*z^3 - 281/231*z + 1
*
[ -20/11 ] 
f(z) = 22/25*z^3 - 299/220*z + 1
*
[ 4/3 ] 
f(z) = 33/38*z^3 - 295/228*z + 1
*
[ -28/15 ] 
f(z) = 25/32*z^3 - 299/252*z + 1
*
-25/18 | 0.13673866616367195590991338093825482416 | 0.023654165902728183089324271161606045777
f(z) = 27/20*z^3 - 289/240*z + 1
*
0 | 0.13776003747122339728555997044372318865 | 0.024166546988427115405656043387438180518
f(z) = 27/28*z^3 - 299/252*z + 1
*
[ 6/11 ] 
f(z) = 32/27*z^3 - 287/242*z + 1
*
[ 15/17 ] 
f(z) = 34/27*z^3 - 284/255*z + 1
*
[ 6/11 ] 
f(z) = 35/27*z^3 - 295/242*z + 1
*
[ 5/7 ] 
f(z) = 37/25*z^3 - 283/245*z + 1
*
[ 5/7 ] 
f(z) = 38/25*z^3 - 288/245*z + 1
*
[ 5/7 ] 
f(z) = 39/25*z^3 - 293/245*z + 1
*
[ 10/9 ] 
f(z) = 24/25*z^3 - 293/270*z + 1
*
[ -9/5 ] 
f(z) = 25/31*z^3 - 295/279*z + 1
*
[ 3/4 ] 
f(z) = 28/23*z^3 - 281/276*z + 1
*
[ 18/29 ] 
f(z) = 29/24*z^3 - 281/261*z + 1
*
[ -5/3 ] 
f(z) = 29/30*z^3 - 293/270*z + 1
*
[ 5/8 ] 
f(z) = 32/27*z^3 - 287/270*z + 1
*
5/16 | 0.16316720814262316087949454970304567701 | 0.028795432663927483636153542354256838262
f(z) = 32/33*z^3 - 289/264*z + 1
*
[ 4/5 ] 
f(z) = 35/26*z^3 - 289/260*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.027545741050825970098130250650903383553
f(z) = 35/39*z^3 - 284/273*z + 1
*
[ 2/3 ] 
f(z) = 37/30*z^3 - 283/270*z + 1
*
[ 10/7 ] 
f(z) = 21/32*z^3 - 291/280*z + 1
*
[ -39/22 ] 
f(z) = 22/27*z^3 - 285/286*z + 1
*
[ -9/5 ] 
f(z) = 25/32*z^3 - 281/288*z + 1
*
[ 6/7 ] 
f(z) = 29/27*z^3 - 281/294*z + 1
*
[ 5/8 ] 
f(z) = 32/29*z^3 - 299/290*z + 1
*
0 | 0.12699165230641784848580394675019712737 | 0.022383997231613976446815710446495255548
f(z) = 32/35*z^3 - 291/280*z + 1
*
1/16 | 0.12336795180356970147548915492010690108 | 0.021880133308135338168087539475006020437
f(z) = 32/35*z^3 - 281/280*z + 1
*
[ 24/35 ] 
f(z) = 35/27*z^3 - 299/280*z + 1
*
[ -9/2 ] 
f(z) = 22/27*z^3 - 275/18*z + 1
*
[ -14/3 ] 
f(z) = 27/28*z^3 - 277/14*z + 1
*
3/16 | 0.25017007930314842559858853552847596931 | 0.028069234092072536741084469966660312741
f(z) = 32/27*z^3 - 275/8*z + 1
*
[ -6 ] 
f(z) = 34/27*z^3 - 265/6*z + 1
*
[ 4 ] 
f(z) = 35/24*z^3 - 271/12*z + 1
*
[ -4 ] 
f(z) = 35/24*z^3 - 265/12*z + 1
*
[ 6 ] 
f(z) = 35/27*z^3 - 275/6*z + 1
*
[ 7/2 ] 
f(z) = 24/35*z^3 - 269/35*z + 1
*
[ 17/5 ] 
f(z) = 25/34*z^3 - 265/34*z + 1
*
[ 15/4 ] 
f(z) = 28/27*z^3 - 277/20*z + 1
*
3 | 0.085742812757938677711739448762854441316 | 0.015325690091995553160521464857808880968
f(z) = 29/24*z^3 - 269/24*z + 1
*
3 | 0.25124686415755607131767806761300015211 | 0.028319761661428989111028128479270414617
f(z) = 29/27*z^3 - 264/29*z + 1
*
[ 3 ] 
f(z) = 31/21*z^3 - 265/21*z + 1
*
-3 | 0.085802785996659402284598738576802407992 | 0.015316131046143321183127787115972907728
f(z) = 31/24*z^3 - 271/24*z + 1
*
[ 3 ] 
f(z) = 31/24*z^3 - 263/24*z + 1
*
[ 3 ] 
f(z) = 32/21*z^3 - 274/21*z + 1
*
[ 3 ] 
f(z) = 32/39*z^3 - 262/39*z + 1
*
[ -3 ] 
f(z) = 34/21*z^3 - 278/21*z + 1
*
[ -3 ] 
f(z) = 34/33*z^3 - 262/33*z + 1
*
[ 3 ] 
f(z) = 34/39*z^3 - 280/39*z + 1
*
[ -3 ] 
f(z) = 35/33*z^3 - 271/33*z + 1
*
[ -3 ] 
f(z) = 35/39*z^3 - 263/39*z + 1
*
5/2 | 0.16309707111334454052515155954774266603 | 0.029056360022806262380571252123267725778
f(z) = 36/35*z^3 - 274/35*z + 1
*
12/5 | 0.15020206702113102468445093801212688849 | 0.026919236541095907948402513810548189220
f(z) = 25/23*z^3 - 265/46*z + 1
*
6/25 | 0.23213718980347748817168551662357009390 | 0.026199529278835848250914104047411647904
f(z) = 25/27*z^3 - 261/50*z + 1
*
[ -14/5 ] 
f(z) = 25/32*z^3 - 267/56*z + 1
*
-22/9 | 0.14739059916593322688320908233859021530 | 0.023524902340893019854854261474852638976
f(z) = 27/28*z^3 - 263/42*z + 1
*
-2 | 0.072783042604602893152765187662242354879 | 0.013061922226898150185913840454189773994
f(z) = 30/23*z^3 - 263/46*z + 1
*
-2 | 0.068933949943293261492004663124188897453 | 0.012321270082782913709602453078156848754
f(z) = 30/29*z^3 - 269/58*z + 1
*
-2 | 0.062465956648354767259886851026486287410 | 0.011165179472189377729392075461239707375
f(z) = 31/21*z^3 - 269/42*z + 1
*
-2 | 0.082211633487385117888959389662010467684 | 0.014675096354788744451629363013019892667
f(z) = 31/23*z^3 - 271/46*z + 1
*
-2 | 0.081467585208289247328266026108840014275 | 0.014523218617164477015970230067759511405
f(z) = 31/25*z^3 - 273/50*z + 1
*
-2 | 0.066931012286062347188887879005663943080 | 0.011916279143700218622098354282648169226
f(z) = 31/27*z^3 - 275/54*z + 1
*
-2 | 0.079093320212619741511431296898905530020 | 0.014063491112110544021404385391902824836
f(z) = 31/29*z^3 - 277/58*z + 1
*
-2 | 0.074471740203195088532297148824049053895 | 0.013224816094398045006899393142333726012
f(z) = 32/23*z^3 - 279/46*z + 1
*
-5/2 | 0.20896986723776377783711177951447834837 | 0.029006876282918830683676098020004537924
f(z) = 32/25*z^3 - 269/40*z + 1
*
[ 2 ] 
f(z) = 36/23*z^3 - 265/46*z + 1
*
[ 2 ] 
f(z) = 36/25*z^3 - 263/50*z + 1
*
[ 2 ] 
f(z) = 37/21*z^3 - 275/42*z + 1
*
[ 2 ] 
f(z) = 37/23*z^3 - 273/46*z + 1
*
[ 2 ] 
f(z) = 37/25*z^3 - 271/50*z + 1
*
[ 2 ] 
f(z) = 37/27*z^3 - 269/54*z + 1
*
[ 2 ] 
f(z) = 37/29*z^3 - 267/58*z + 1
*
[ 2 ] 
f(z) = 38/25*z^3 - 279/50*z + 1
*
[ 2 ] 
f(z) = 38/27*z^3 - 277/54*z + 1
*
[ 2 ] 
f(z) = 38/29*z^3 - 275/58*z + 1
*
[ 3/16 ] 
f(z) = 20/27*z^3 - 279/64*z + 1
*
0 | 0.16065443993405415603353265975799585921 | 0.028677442423262736887346538507520544822
f(z) = 20/33*z^3 - 271/66*z + 1
*
0 | 0.072471068028436041749692814444951464834 | 0.013005934080417403600668134845498688361
f(z) = 21/20*z^3 - 263/60*z + 1
*
4/3 | 0.094760203989079289356598382863083903401 | 0.016849201462269201057259228798059223774
f(z) = 21/22*z^3 - 277/66*z + 1
*
2/5 | 0.21835408425747424195532794578238873554 | 0.028385064321428256431569586692556772126
f(z) = 23/24*z^3 - 274/75*z + 1
*
[ -8/3 ] 
f(z) = 23/32*z^3 - 269/72*z + 1
*
0 | 0.14508750166801376557703995928949946073 | 0.025881666878737930380161662215262511700
f(z) = 24/25*z^3 - 272/75*z + 1
*
9/5 | 0.14121526071255656613971452311269101928 | 0.025093242394910718436004922051964737672
f(z) = 25/21*z^3 - 278/63*z + 1
*
-9/5 | 0.10941678356178314615661103451988581408 | 0.019480370778727159194642023154152371043
f(z) = 25/24*z^3 - 275/72*z + 1
*
[ 2/9 ] 
f(z) = 27/26*z^3 - 277/78*z + 1
*
-2 | 0.072880717899803359139021260196417810404 | 0.013097394306236195335885118420749063541
f(z) = 28/37*z^3 - 261/74*z + 1
*
-2 | 0.073695173167357160952233807365352482935 | 0.013225616654131666535538000636857291670
f(z) = 29/31*z^3 - 263/62*z + 1
*
-2 | 0.074578395802736002438183220637256577474 | 0.013347964331354712724498861405776818956
f(z) = 29/35*z^3 - 267/70*z + 1
*
-2 | 0.077964660813987359470876679696999637342 | 0.013935421422853791489026151887760424044
f(z) = 29/37*z^3 - 269/74*z + 1
*
-2 | 0.059407537930435710260505448270911155074 | 0.010604476597143461275771753718930305958
f(z) = 29/39*z^3 - 271/78*z + 1
*
-2 | 0.064303769033471971405446471782382826815 | 0.011478472893828115639469487992673602389
f(z) = 30/31*z^3 - 271/62*z + 1
*
-2 | 0.067973339104337882009744407872125616278 | 0.012086260227596393287200293460661707937
f(z) = 30/37*z^3 - 277/74*z + 1
*
[ 6/31 ] 
f(z) = 31/27*z^3 - 261/62*z + 1
*
-1/8 | 0.16316725511611410165698522643399107965 | 0.029242859458212951056654459901252027753
f(z) = 32/33*z^3 - 265/66*z + 1
*
11/8 | 0.13918433651826511103115439045523431134 | 0.025012818056180351695051705261947149123
f(z) = 32/35*z^3 - 261/70*z + 1
*
0 | 0.15345922877804830403778620341794907859 | 0.027393069244816659630704708791368663054
f(z) = 37/20*z^3 - 271/60*z + 1
*
[ 2 ] 
f(z) = 37/31*z^3 - 265/62*z + 1
*
[ 2 ] 
f(z) = 37/35*z^3 - 261/70*z + 1
*
[ 2 ] 
f(z) = 38/31*z^3 - 273/62*z + 1
*
[ 2 ] 
f(z) = 38/35*z^3 - 269/70*z + 1
*
[ 2 ] 
f(z) = 38/37*z^3 - 267/74*z + 1
*
[ 2 ] 
f(z) = 39/35*z^3 - 277/70*z + 1
*
[ 2 ] 
f(z) = 39/37*z^3 - 275/74*z + 1
*
0 | 0.15076700736655896646535602064950985047 | 0.026948129606158281901406063821223487846
f(z) = 20/21*z^3 - 269/84*z + 1
*
1/2 | 0.16024001404555574474596688039122140052 | 0.028796734006885137918621295818658065701
f(z) = 21/20*z^3 - 261/80*z + 1
*
0 | 0.11720822248750680592331989291989526982 | 0.020867544795656660102922083175589746333
f(z) = 32/21*z^3 - 275/84*z + 1
*
1/3 | 0.12123566991316086958880947086437447860 | 0.021757415393231393070837075239799169926
f(z) = 33/28*z^3 - 263/84*z + 1
*
4/7 | 0.18109068129919638169327300959643282343 | 0.028766168301352679384157223045577090887
f(z) = 35/24*z^3 - 271/84*z + 1
*
[ 5/19 ] 
f(z) = 38/25*z^3 - 276/95*z + 1
*
4/3 | 0.10131333760193406366805734768425517487 | 0.018084824838832109415923189536368350738
f(z) = 39/28*z^3 - 271/84*z + 1
*
1/3 | 0.12347473136833499519348197602335984942 | 0.022129159514728067791201946368307099359
f(z) = 39/28*z^3 - 265/84*z + 1
*
7/5 | 0.14619072601655583164512782659166520283 | 0.026095613229710021966005378223169609684
f(z) = 20/21*z^3 - 271/105*z + 1
*
0 | 0.16493819664965715029292289253590603883 | 0.029481091241099083815667719664849486563
f(z) = 20/27*z^3 - 269/108*z + 1
*
0 | 0.083914950801355475346153361860948016135 | 0.014969303198534409642903525519951899110
f(z) = 25/21*z^3 - 272/105*z + 1
*
2/35 | 0.16298949082694840365933685154629938051 | 0.021301372929826218877730069402490220843
f(z) = 35/24*z^3 - 263/105*z + 1
*
3/28 | 0.24282766040663197342128380859981599055 | 0.027382488682573047538113725643015373251
f(z) = 35/27*z^3 - 263/112*z + 1
*
0 | 0.13434497742613545051140031267396655187 | 0.024012852193940418996761149825682755201
f(z) = 36/25*z^3 - 269/100*z + 1
*
[ 4/3 ] 
f(z) = 37/24*z^3 - 269/108*z + 1
*
[ 6/19 ] 
f(z) = 38/27*z^3 - 263/114*z + 1
*
-5/3 | 0.14341828147136978833022523752833440036 | 0.025756000077671016489305614342848953346
f(z) = 39/35*z^3 - 262/105*z + 1
*
-5/24 | 0.20022089983008467546230359600126703876 | 0.027792441787877072985803334589203604535
f(z) = 24/25*z^3 - 269/120*z + 1
*
0 | 0.081004155602890893895375591762238792678 | 0.014478701421172462089367700924885735866
f(z) = 25/24*z^3 - 269/120*z + 1
*
0 | 0.11936505507214015229827662219806126333 | 0.021307126622743830669012995153382191654
f(z) = 35/24*z^3 - 271/120*z + 1
*
3/5 | 0.083531314416837122291763421803545072208 | 0.014990848051662811771579226454382319829
f(z) = 35/24*z^3 - 263/120*z + 1
*
[ 3/2 ] 
f(z) = 35/33*z^3 - 271/132*z + 1
*
5/7 | 0.10712992346733833594075203438944302825 | 0.019123108040488816441220061314294148191
f(z) = 21/20*z^3 - 271/140*z + 1
*
[ 5/14 ] 
f(z) = 21/25*z^3 - 267/140*z + 1
*
-8/5 | 0.15839504144503908559415506808220670791 | 0.028387582622254048144615678762812425641
f(z) = 25/36*z^3 - 265/144*z + 1
*
-3/2 | 0.14249849080434836850924299630742962497 | 0.025337490619041768150964354126323060790
f(z) = 25/39*z^3 - 277/156*z + 1
*
3/4 | 0.14313209959387704155086578265911434049 | 0.025549636516171037463008016186502059518
f(z) = 28/39*z^3 - 271/156*z + 1
*
[ 3/8 ] 
f(z) = 32/25*z^3 - 277/150*z + 1
*
[ 14/11 ] 
f(z) = 33/28*z^3 - 261/154*z + 1
*
[ 3/2 ] 
f(z) = 35/39*z^3 - 263/156*z + 1
*
[ -5/3 ] 
f(z) = 36/29*z^3 - 268/145*z + 1
*
[ 6/5 ] 
f(z) = 37/27*z^3 - 271/150*z + 1
*
[ -3/2 ] 
f(z) = 38/25*z^3 - 263/150*z + 1
*
11/10 | 0.13325832161932874117363858084199087915 | 0.023787128741836143812587894480779496359
f(z) = 20/33*z^3 - 271/165*z + 1
*
6/7 | 0.19654481383672413595973598588538480745 | 0.028036529266738611670612692549669100020
f(z) = 21/32*z^3 - 277/168*z + 1
*
[ -7/4 ] 
f(z) = 22/21*z^3 - 275/168*z + 1
*
-5/3 | 0.14946122386644107250226191697517798621 | 0.026541573937767824814411476240521474630
f(z) = 27/32*z^3 - 279/160*z + 1
*
[ -23/14 ] 
f(z) = 28/23*z^3 - 270/161*z + 1
*
0 | 0.12588881904188256511155115264070522868 | 0.022384144235572575600300552082877648634
f(z) = 32/21*z^3 - 277/168*z + 1
*
[ 7/16 ] 
f(z) = 32/21*z^3 - 265/168*z + 1
*
[ 3/7 ] 
f(z) = 35/24*z^3 - 269/168*z + 1
*
[ 7/15 ] 
f(z) = 25/21*z^3 - 265/189*z + 1
*
0 | 0.14098880389983039270594739055643929688 | 0.025200371267385055894225313128414121057
f(z) = 25/36*z^3 - 269/180*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.014911221624669177986129888539634268057
f(z) = 35/26*z^3 - 271/182*z + 1
*
[ -4/3 ] 
f(z) = 37/20*z^3 - 277/180*z + 1
*
0 | 0.065020125188459852047405707923849759701 | 0.011668759480262974944384508341044812225
f(z) = 20/21*z^3 - 263/210*z + 1
*
2/7 | 0.14646893139370491125665599308905267623 | 0.023377795643077037250340947862117391291
f(z) = 21/20*z^3 - 263/210*z + 1
*
[ 10/21 ] 
f(z) = 21/25*z^3 - 271/210*z + 1
*
[ 8/5 ] 
f(z) = 21/32*z^3 - 261/200*z + 1
*
0 | 0.12920122450935644166985177128878598971 | 0.023124301853848322268084407279365283673
f(z) = 24/25*z^3 - 267/200*z + 1
*
3/10 | 0.20578831967676866393973134891005676344 | 0.023205743221833316548961620632409048465
f(z) = 32/27*z^3 - 263/200*z + 1
*
-6/5 | 0.17146538029899286553958037449927076832 | 0.021923037091539017468161906628543803712
f(z) = 35/27*z^3 - 277/210*z + 1
*
-6/5 | 0.16728763794481770918367203511522415167 | 0.022647843790152923255026308566372318426
f(z) = 35/36*z^3 - 269/210*z + 1
*
[ -8/5 ] 
f(z) = 37/32*z^3 - 267/200*z + 1
*
0 | 0.13722033439220435801394615092284294408 | 0.024626084203665587615342022865427849871
f(z) = 22/21*z^3 - 263/231*z + 1
*
[ -9/5 ] 
f(z) = 23/27*z^3 - 271/225*z + 1
*
[ 7/5 ] 
f(z) = 25/32*z^3 - 279/224*z + 1
*
[ 7/5 ] 
f(z) = 25/33*z^3 - 277/231*z + 1
*
[ 7/5 ] 
f(z) = 25/34*z^3 - 275/238*z + 1
*
[ 3/2 ] 
f(z) = 26/37*z^3 - 277/222*z + 1
*
[ 5/8 ] 
f(z) = 32/23*z^3 - 263/230*z + 1
*
[ 4/5 ] 
f(z) = 35/22*z^3 - 279/220*z + 1
*
0 | 0.13336573137736186212930375634615953616 | 0.023698420466316644607280765679372265170
f(z) = 35/33*z^3 - 278/231*z + 1
*
[ 2/3 ] 
f(z) = 37/26*z^3 - 265/234*z + 1
*
0 | 0.18051256352814413359676089025888796104 | 0.028829003155933730385979793109139898561
f(z) = 39/34*z^3 - 262/221*z + 1
*
[ 6/11 ] 
f(z) = 23/27*z^3 - 263/242*z + 1
*
[ 9/10 ] 
f(z) = 25/21*z^3 - 271/252*z + 1
*
[ 7/5 ] 
f(z) = 25/36*z^3 - 271/252*z + 1
*
[ 7/5 ] 
f(z) = 25/37*z^3 - 269/259*z + 1
*
[ 6/11 ] 
f(z) = 26/27*z^3 - 271/242*z + 1
*
[ 6/11 ] 
f(z) = 29/27*z^3 - 279/242*z + 1
*
-4/3 | 0.13672685399437303155216983054557296615 | 0.024342607454872919885268094839708455763
f(z) = 29/28*z^3 - 275/252*z + 1
*
[ -7/4 ] 
f(z) = 32/37*z^3 - 279/259*z + 1
*
[ 5/7 ] 
f(z) = 33/25*z^3 - 263/245*z + 1
*
[ 5/7 ] 
f(z) = 34/25*z^3 - 268/245*z + 1
*
[ 9/14 ] 
f(z) = 35/27*z^3 - 275/252*z + 1
*
[ 4/7 ] 
f(z) = 35/36*z^3 - 269/252*z + 1
*
[ 5/7 ] 
f(z) = 36/25*z^3 - 278/245*z + 1
*
[ 7/5 ] 
f(z) = 25/38*z^3 - 267/266*z + 1
*
[ 7/5 ] 
f(z) = 25/39*z^3 - 265/273*z + 1
*
[ 9/8 ] 
f(z) = 22/27*z^3 - 265/288*z + 1
*
[ 9/10 ] 
f(z) = 25/24*z^3 - 275/288*z + 1
*
[ 5/4 ] 
f(z) = 26/35*z^3 - 269/280*z + 1
*
[ 11/12 ] 
f(z) = 32/33*z^3 - 269/297*z + 1
*
[ 6/7 ] 
f(z) = 37/36*z^3 - 271/294*z + 1
*
[ -6 ] 
f(z) = 31/27*z^3 - 241/6*z + 1
*
[ 15/4 ] 
f(z) = 32/25*z^3 - 259/15*z + 1
*
[ -15/4 ] 
f(z) = 32/25*z^3 - 251/15*z + 1
*
[ 6 ] 
f(z) = 32/27*z^3 - 251/6*z + 1
*
7/2 | 0.11874331532281827567874219869596153447 | 0.021490241004835424262646315560228211520
f(z) = 20/21*z^3 - 251/21*z + 1
*
[ 10/3 ] 
f(z) = 21/25*z^3 - 259/30*z + 1
*
[ -10/3 ] 
f(z) = 21/25*z^3 - 241/30*z + 1
*
[ -7/2 ] 
f(z) = 24/35*z^3 - 249/35*z + 1
*
[ -17/5 ] 
f(z) = 25/34*z^3 - 245/34*z + 1
*
22/9 | 0.18303454213757599591442474312286610810 | 0.029322011461925759780934826314446237030
f(z) = 27/20*z^3 - 257/30*z + 1
*
-2/9 | 0.11468332551002123642788293628447433963 | 0.016573492084114532405429967371020341345
f(z) = 27/32*z^3 - 253/24*z + 1
*
[ 3 ] 
f(z) = 29/21*z^3 - 247/21*z + 1
*
-3 | 0.14852022202272737463793955228863196669 | 0.026840731585096075075187770276425850015
f(z) = 29/24*z^3 - 253/24*z + 1
*
[ 3 ] 
f(z) = 29/24*z^3 - 245/24*z + 1
*
-3 | 0.15454543709571722386052863803449312434 | 0.027969731856950897451110818724186020790
f(z) = 29/30*z^3 - 251/30*z + 1
*
[ 3 ] 
f(z) = 29/30*z^3 - 241/30*z + 1
*
[ -3 ] 
f(z) = 31/21*z^3 - 251/21*z + 1
*
[ -3 ] 
f(z) = 31/24*z^3 - 247/24*z + 1
*
[ 3 ] 
f(z) = 31/30*z^3 - 259/30*z + 1
*
[ 3 ] 
f(z) = 31/33*z^3 - 257/33*z + 1
*
[ 3 ] 
f(z) = 31/39*z^3 - 253/39*z + 1
*
[ -3 ] 
f(z) = 32/21*z^3 - 260/21*z + 1
*
[ -3 ] 
f(z) = 32/33*z^3 - 244/33*z + 1
*
[ -3 ] 
f(z) = 34/39*z^3 - 254/39*z + 1
*
8/3 | 0.16579866596723113370820544792832468780 | 0.024129888377014880656314175937573182199
f(z) = 39/32*z^3 - 241/24*z + 1
*
2/7 | 0.11792308796937620559225925442497912908 | 0.017022317180850225193385666955210054859
f(z) = 21/32*z^3 - 255/56*z + 1
*
1/4 | 0.12554853986141945631839011181549326225 | 0.022689264892193787497039322782985498148
f(z) = 24/25*z^3 - 253/50*z + 1
*
-2 | 0.076785320474389304588050654998366988084 | 0.013999665148135448563244188194814604937
f(z) = 27/25*z^3 - 241/50*z + 1
*
-2 | 0.072175536855823543436055832635773650468 | 0.013119823519186681028228037039256113784
f(z) = 27/29*z^3 - 245/58*z + 1
*
-2 | 0.073676687638246574470690067513371261194 | 0.013372934187344000787203401071559909561
f(z) = 28/23*z^3 - 247/46*z + 1
*
-2 | 0.072493903913165486010719921162776944220 | 0.013139016367428483263097514703057615939
f(z) = 28/25*z^3 - 249/50*z + 1
*
-2 | 0.057033797816789400728423759958554395688 | 0.010322013135406622223308124601798134201
f(z) = 28/27*z^3 - 251/54*z + 1
*
-2 | 0.066428258797847984626024449750505059424 | 0.012004985178284293402612514843439154956
f(z) = 28/29*z^3 - 253/58*z + 1
*
-2 | 0.060810191168696106298056743822431000566 | 0.010989682055199091784613229146463787812
f(z) = 29/21*z^3 - 253/42*z + 1
*
-2 | 0.080401670576087419658794132446953629333 | 0.014509627618476448997652045090836783720
f(z) = 29/23*z^3 - 255/46*z + 1
*
-2 | 0.079412147710115459836714210860191303900 | 0.014310877431700408277925159413869780053
f(z) = 29/25*z^3 - 257/50*z + 1
*
-2 | 0.064414195293427737032224094598595415669 | 0.011591900015298811561231196372927498310
f(z) = 29/27*z^3 - 259/54*z + 1
*
15/8 | 0.22980901297840955550461811219462797348 | 0.025982054798519800853936194305639283643
f(z) = 32/27*z^3 - 257/50*z + 1
*
[ 2 ] 
f(z) = 33/23*z^3 - 241/46*z + 1
*
[ 2 ] 
f(z) = 34/23*z^3 - 249/46*z + 1
*
[ 2 ] 
f(z) = 34/25*z^3 - 247/50*z + 1
*
[ 2 ] 
f(z) = 34/29*z^3 - 243/58*z + 1
*
[ 2 ] 
f(z) = 35/23*z^3 - 257/46*z + 1
*
[ 2 ] 
f(z) = 35/27*z^3 - 253/54*z + 1
*
[ 2 ] 
f(z) = 35/29*z^3 - 251/58*z + 1
*
2/7 | 0.14444635153317163667122136976416182906 | 0.020827488979506045065238441758044801646
f(z) = 35/32*z^3 - 257/56*z + 1
*
[ 2 ] 
f(z) = 36/29*z^3 - 259/58*z + 1
*
[ -2 ] 
f(z) = 38/21*z^3 - 241/42*z + 1
*
[ -2 ] 
f(z) = 39/23*z^3 - 243/46*z + 1
*
2/7 | 0.094645955382549574281407368053014330490 | 0.015219816929994430883054168158932682682
f(z) = 21/20*z^3 - 251/70*z + 1
*
1/3 | 0.14565488490435937180891121966095181315 | 0.026437578185586294744942304756117873670
f(z) = 21/20*z^3 - 247/60*z + 1
*
1/3 | 0.15413859592480485886976782101307992025 | 0.028102881071789725616974949677533491975
f(z) = 21/26*z^3 - 241/78*z + 1
*
[ 9/4 ] 
f(z) = 22/27*z^3 - 257/72*z + 1
*
-5/2 | 0.13518641298240106649727620680784723357 | 0.024537463094340877702980743842694675409
f(z) = 22/35*z^3 - 247/70*z + 1
*
1/2 | 0.14559379622378372521740413187538109509 | 0.026465544908383282147025069677132880385
f(z) = 22/39*z^3 - 245/78*z + 1
*
-34/15 | 0.12187386073469092881597274122371077274 | 0.017612634244464568368882065008198915576
f(z) = 25/32*z^3 - 253/72*z + 1
*
[ -9/4 ] 
f(z) = 26/27*z^3 - 247/72*z + 1
*
-2 | 0.069199566978887759155327666117677783871 | 0.012597632065954965687739982212371556318
f(z) = 26/35*z^3 - 243/70*z + 1
*
-2 | 0.070538976768573867313938063259134593524 | 0.012822335194767961150663783381921856026
f(z) = 26/37*z^3 - 245/74*z + 1
*
8/9 | 0.15741469716131442523938283236954778617 | 0.028328156893371585304385202498890388558
f(z) = 27/20*z^3 - 259/60*z + 1
*
0 | 0.15472127159946899955006120057119393280 | 0.027882348202185538715155621546955987507
f(z) = 27/22*z^3 - 257/66*z + 1
*
-2 | 0.072171421135816309476376100793218333716 | 0.013099715744486592079999174552139527817
f(z) = 27/31*z^3 - 247/62*z + 1
*
-2 | 0.077267831459421282794459264223638438314 | 0.013983981460090473747285298478930605076
f(z) = 27/35*z^3 - 251/70*z + 1
*
-2 | 0.078924385535396201483390823436102070340 | 0.014263298417033347150680172218667620253
f(z) = 27/37*z^3 - 253/74*z + 1
*
-2 | 0.066664034410237191226394987315331758115 | 0.012030475335987876999886028650168187863
f(z) = 28/31*z^3 - 255/62*z + 1
*
0 | 0.15447287566605640519539329860827499729 | 0.028038117160679505783517798801523910851
f(z) = 29/20*z^3 - 247/60*z + 1
*
0 | 0.13222308771253637813182456814076736980 | 0.023895496238227559428993009748492404325
f(z) = 31/20*z^3 - 253/60*z + 1
*
3/8 | 0.13254206885451189010399040627516355767 | 0.023987548227193527777099959542010911443
f(z) = 32/33*z^3 - 251/66*z + 1
*
0 | 0.076885000226719598366656800445118513191 | 0.013836130859734496025396817139319838222
f(z) = 33/20*z^3 - 259/60*z + 1
*
1/3 | 0.15584420776482331900143243587351099546 | 0.028328829842253821592247070159455161768
f(z) = 33/26*z^3 - 245/78*z + 1
*
[ 2 ] 
f(z) = 34/31*z^3 - 241/62*z + 1
*
0 | 0.15142302302173616843764697354108817434 | 0.027566235073760584843804719074335932190
f(z) = 34/35*z^3 - 243/70*z + 1
*
[ 2 ] 
f(z) = 35/31*z^3 - 249/62*z + 1
*
[ 2 ] 
f(z) = 35/33*z^3 - 247/66*z + 1
*
[ -12/5 ] 
f(z) = 35/36*z^3 - 251/60*z + 1
*
[ 2 ] 
f(z) = 35/37*z^3 - 243/74*z + 1
*
[ 2 ] 
f(z) = 35/39*z^3 - 241/78*z + 1
*
[ 2 ] 
f(z) = 36/31*z^3 - 257/62*z + 1
*
[ 2 ] 
f(z) = 36/35*z^3 - 253/70*z + 1
*
[ 2 ] 
f(z) = 36/37*z^3 - 251/74*z + 1
*
[ 2 ] 
f(z) = 37/39*z^3 - 257/78*z + 1
*
4/3 | 0.10248694196871863519146124148023576098 | 0.018521548533227674692187777564702147987
f(z) = 39/20*z^3 - 253/60*z + 1
*
0 | 0.15366215303855152737070702330308352013 | 0.027809874544456170605344699925231366344
f(z) = 26/21*z^3 - 251/84*z + 1
*
-1/6 | 0.14198163691119184458462515646048727081 | 0.025847451075451138914943277297364935954
f(z) = 27/20*z^3 - 243/80*z + 1
*
7/9 | 0.13538752343754313066628325560608122121 | 0.024467376408863163553016516870393391085
f(z) = 27/28*z^3 - 253/84*z + 1
*
[ 3/2 ] 
f(z) = 31/21*z^3 - 251/84*z + 1
*
[ 3/2 ] 
f(z) = 31/24*z^3 - 247/96*z + 1
*
9/10 | 0.085282350754898372777827564587930663220 | 0.015379553063680628403172693962521141188
f(z) = 20/21*z^3 - 256/105*z + 1
*
[ 3/10 ] 
f(z) = 20/21*z^3 - 254/105*z + 1
*
0 | 0.13712440177128777177967224544543532808 | 0.024889224246482287997713425053588441220
f(z) = 20/21*z^3 - 247/105*z + 1
*
[ -15/7 ] 
f(z) = 21/25*z^3 - 251/105*z + 1
*
[ 3/10 ] 
f(z) = 23/27*z^3 - 241/100*z + 1
*
[ -7/3 ] 
f(z) = 24/35*z^3 - 242/105*z + 1
*
[ 17/9 ] 
f(z) = 27/34*z^3 - 241/102*z + 1
*
6/7 | 0.24306188484662064289277309412980070576 | 0.027554007431554980566729208129361998448
f(z) = 28/27*z^3 - 251/112*z + 1
*
0 | 0.14812663873848184133624911576104720208 | 0.026886222151684953749958373428827072448
f(z) = 28/27*z^3 - 247/108*z + 1
*
[ 3/10 ] 
f(z) = 29/27*z^3 - 243/100*z + 1
*
0 | 0.16358162904279907908692956819562683743 | 0.029605107643628344899696318313869365432
f(z) = 33/38*z^3 - 251/114*z + 1
*
[ 4/3 ] 
f(z) = 35/24*z^3 - 253/108*z + 1
*
6/7 | 0.23110623093450580785567774779912632853 | 0.029879691341825391523542998394148095007
f(z) = 35/27*z^3 - 254/105*z + 1
*
[ 1/3 ] 
f(z) = 39/38*z^3 - 241/114*z + 1
*
[ 3/2 ] 
f(z) = 22/23*z^3 - 251/138*z + 1
*
-3/2 | 0.13321874193948224756522731219904256437 | 0.024110012954053853423175750804744681972
f(z) = 23/33*z^3 - 251/132*z + 1
*
10/9 | 0.18881106969741067859946849935174972900 | 0.027224366912642247496434122144284756568
f(z) = 27/32*z^3 - 257/120*z + 1
*
-9/8 | 0.10572794254906616672616328404635891799 | 0.019053251556031344318152061713390360249
f(z) = 32/21*z^3 - 257/126*z + 1
*
[ 3/8 ] 
f(z) = 32/23*z^3 - 257/138*z + 1
*
[ -8/5 ] 
f(z) = 35/24*z^3 - 253/120*z + 1
*
0 | 0.15243264059360020701290207111834519126 | 0.027547788006633563368674069199283384916
f(z) = 35/26*z^3 - 253/130*z + 1
*
-3/2 | 0.11965681808062439889854415154506340030 | 0.021624506701432496866773655524508252132
f(z) = 37/30*z^3 - 253/120*z + 1
*
0 | 0.14522819508790523581273361077240335449 | 0.026171599175441383635631367017158796765
f(z) = 21/22*z^3 - 257/154*z + 1
*
[ 3/2 ] 
f(z) = 22/25*z^3 - 247/150*z + 1
*
-3/2 | 0.15990761930736521716412699156856340619 | 0.028940183016469877018771490861753938986
f(z) = 26/25*z^3 - 251/150*z + 1
*
[ 6/5 ] 
f(z) = 34/27*z^3 - 247/150*z + 1
*
[ -5/3 ] 
f(z) = 36/31*z^3 - 252/155*z + 1
*
0 | 0.13798095622798021522600794930442406046 | 0.025008089569081980536021343447957267346
f(z) = 36/35*z^3 - 249/140*z + 1
*
[ -11/5 ] 
f(z) = 20/33*z^3 - 244/165*z + 1
*
[ 15/34 ] 
f(z) = 34/27*z^3 - 257/170*z + 1
*
0 | 0.15752404535147196527771365813787704390 | 0.028676913043170940330954601276885705537
f(z) = 35/34*z^3 - 243/170*z + 1
*
[ 9/19 ] 
f(z) = 38/27*z^3 - 244/171*z + 1
*
[ 9/20 ] 
f(z) = 20/27*z^3 - 247/180*z + 1
*
[ 15/13 ] 
f(z) = 26/25*z^3 - 244/195*z + 1
*
[ 2/3 ] 
f(z) = 37/22*z^3 - 247/198*z + 1
*
[ 10/19 ] 
f(z) = 38/25*z^3 - 251/190*z + 1
*
[ 6/5 ] 
f(z) = 20/21*z^3 - 253/210*z + 1
*
[ 8/15 ] 
f(z) = 25/24*z^3 - 253/216*z + 1
*
-14/9 | 0.13709087144976775223649284656989345339 | 0.024705170618030256291864014529481240647
f(z) = 27/35*z^3 - 257/210*z + 1
*
[ 5/8 ] 
f(z) = 32/21*z^3 - 251/210*z + 1
*
[ -9/5 ] 
f(z) = 22/27*z^3 - 244/225*z + 1
*
[ 2/3 ] 
f(z) = 31/26*z^3 - 241/234*z + 1
*
[ 9/10 ] 
f(z) = 32/27*z^3 - 241/225*z + 1
*
[ 2/3 ] 
f(z) = 35/26*z^3 - 257/234*z + 1
*
[ -15/8 ] 
f(z) = 20/27*z^3 - 257/240*z + 1
*
[ 6/11 ] 
f(z) = 20/27*z^3 - 255/242*z + 1
*
[ 5/7 ] 
f(z) = 29/25*z^3 - 243/245*z + 1
*
[ 5/7 ] 
f(z) = 31/25*z^3 - 253/245*z + 1
*
[ 24/31 ] 
f(z) = 31/27*z^3 - 243/248*z + 1
*
[ 5/7 ] 
f(z) = 32/25*z^3 - 258/245*z + 1
*
[ 10/9 ] 
f(z) = 21/25*z^3 - 253/270*z + 1
*
[ -21/13 ] 
f(z) = 26/27*z^3 - 244/273*z + 1
*
[ -13/7 ] 
f(z) = 28/39*z^3 - 256/273*z + 1
*
[ 2/3 ] 
f(z) = 29/30*z^3 - 251/270*z + 1
*
[ 2/3 ] 
f(z) = 31/30*z^3 - 259/270*z + 1
*
[ 11/16 ] 
f(z) = 32/33*z^3 - 241/264*z + 1
*
[ -7/4 ] 
f(z) = 32/39*z^3 - 257/273*z + 1
*
[ 3/4 ] 
f(z) = 34/33*z^3 - 241/264*z + 1
*
[ 3/4 ] 
f(z) = 38/33*z^3 - 259/264*z + 1
*
[ -39/23 ] 
f(z) = 23/27*z^3 - 257/299*z + 1
*
[ 5/8 ] 
f(z) = 24/35*z^3 - 243/280*z + 1
*
[ 6/7 ] 
f(z) = 26/27*z^3 - 257/294*z + 1
*
-23/16 | 0.14839626498901174576572665181395211230 | 0.026335724213295783417974297938166334519
f(z) = 32/35*z^3 - 249/280*z + 1
*
[ 4 ] 
f(z) = 29/24*z^3 - 223/12*z + 1
*
[ 6 ] 
f(z) = 29/27*z^3 - 227/6*z + 1
*
[ 4 ] 
f(z) = 31/24*z^3 - 239/12*z + 1
*
[ -4 ] 
f(z) = 31/24*z^3 - 233/12*z + 1
*
[ 15/4 ] 
f(z) = 32/27*z^3 - 239/15*z + 1
*
[ 21/4 ] 
f(z) = 32/27*z^3 - 223/7*z + 1
*
[ 7/2 ] 
f(z) = 20/21*z^3 - 230/21*z + 1
*
-3 | 0.15842792790990200826918565998682682528 | 0.029203573747109664798110987640598793687
f(z) = 23/30*z^3 - 227/30*z + 1
*
3 | 0.13510817754837920638996094710649193304 | 0.024785768564887040451291095187569330589
f(z) = 25/24*z^3 - 233/24*z + 1
*
-1/5 | 0.16148388802485178584760292091039245529 | 0.029815527045829105712631362103164331015
f(z) = 25/28*z^3 - 225/28*z + 1
*
-3 | 0.17846445176098793581670955750878469498 | 0.020464260180344530375934536567762323728
f(z) = 28/27*z^3 - 227/28*z + 1
*
[ 3 ] 
f(z) = 28/33*z^3 - 230/33*z + 1
*
[ 3 ] 
f(z) = 28/39*z^3 - 226/39*z + 1
*
[ -3 ] 
f(z) = 29/21*z^3 - 233/21*z + 1
*
[ -3 ] 
f(z) = 29/24*z^3 - 229/24*z + 1
*
[ -3 ] 
f(z) = 29/30*z^3 - 221/30*z + 1
*
[ 3 ] 
f(z) = 29/33*z^3 - 239/33*z + 1
*
[ 3 ] 
f(z) = 29/39*z^3 - 235/39*z + 1
*
[ -3 ] 
f(z) = 31/30*z^3 - 239/30*z + 1
*
[ -3 ] 
f(z) = 31/33*z^3 - 235/33*z + 1
*
[ -3 ] 
f(z) = 31/39*z^3 - 227/39*z + 1
*
-3/16 | 0.21544110872955727600499161343876751456 | 0.028168632257950917341954665349186162073
f(z) = 32/27*z^3 - 233/24*z + 1
*
-11/4 | 0.099112734687626886152150594777371060117 | 0.018225687610880465601106879837905207309
f(z) = 32/33*z^3 - 230/33*z + 1
*
[ 11/4 ] 
f(z) = 32/33*z^3 - 221/33*z + 1
*
[ -3 ] 
f(z) = 32/39*z^3 - 236/39*z + 1
*
-15/7 | 0.25046637506855161939353150808377282187 | 0.028720616432314334327459628520186123671
f(z) = 35/27*z^3 - 227/35*z + 1
*
-8/3 | 0.16253097989867561915955145310963880870 | 0.023924602953301236108138833619031742735
f(z) = 39/32*z^3 - 223/24*z + 1
*
0 | 0.16993714318238579564411589283121769763 | 0.027776143085269974835120893673946484934
f(z) = 21/34*z^3 - 227/51*z + 1
*
0 | 0.12322626615277238119685544847604144953 | 0.022606016670487087607255480066306511762
f(z) = 22/21*z^3 - 233/42*z + 1
*
0 | 0.15816458611429645403799911750199586162 | 0.029015496306182885658514880661226534622
f(z) = 22/27*z^3 - 233/54*z + 1
*
6/23 | 0.25170531202886161933503266841293837089 | 0.028892002350312428441090493222913653590
f(z) = 23/27*z^3 - 225/46*z + 1
*
0 | 0.14512369863582384081225187056585662904 | 0.026839113823202170485851753454811972252
f(z) = 24/25*z^3 - 223/50*z + 1
*
-2 | 0.062543487066298341990450415946325912332 | 0.011586069284038725380529694310942197249
f(z) = 24/29*z^3 - 221/58*z + 1
*
-2 | 0.056670954620697286247270662440418532263 | 0.010498193136113445422614147078282015324
f(z) = 25/21*z^3 - 221/42*z + 1
*
-2 | 0.075505934532503722079810690596337568938 | 0.013964034753072875469351418759784446612
f(z) = 25/23*z^3 - 223/46*z + 1
*
-2 | 0.056710368101808981360629953772937971514 | 0.010453620387112329876181356293713386492
f(z) = 25/27*z^3 - 227/54*z + 1
*
-2 | 0.070922931541723556943610668209468356222 | 0.013052366590586032576079534215626024199
f(z) = 25/29*z^3 - 229/58*z + 1
*
-2 | 0.068430434842076501423893415428646641547 | 0.012573535969093359350616570800629292242
f(z) = 26/23*z^3 - 231/46*z + 1
*
-2 | 0.066471316236094441709712368412941567934 | 0.012194248270733332243753086627329658631
f(z) = 26/25*z^3 - 233/50*z + 1
*
-2 | 0.062953287191234717804471796290813109607 | 0.011512910532503041201439878186592339393
f(z) = 26/29*z^3 - 237/58*z + 1
*
-2 | 0.078256067426599489385905351842136001169 | 0.014289525838074667328666579352274947611
f(z) = 27/23*z^3 - 239/46*z + 1
*
2/9 | 0.15159368058964595687057113778956291873 | 0.024672705158462979676509037889499939920
f(z) = 27/28*z^3 - 233/42*z + 1
*
22/9 | 0.12568933549331139594929310545709053278 | 0.020634204781326893740201953255047819087
f(z) = 27/28*z^3 - 221/42*z + 1
*
0 | 0.17343349289221135666634702872774718287 | 0.028168602377602086298002091933743126215
f(z) = 27/34*z^3 - 236/51*z + 1
*
0 | 0.17006616828129668255318060173430101774 | 0.027919474066108165821130810970332580930
f(z) = 27/38*z^3 - 221/57*z + 1
*
[ 6/29 ] 
f(z) = 29/27*z^3 - 225/58*z + 1
*
[ 2 ] 
f(z) = 31/21*z^3 - 227/42*z + 1
*
[ 2 ] 
f(z) = 31/23*z^3 - 225/46*z + 1
*
[ 2 ] 
f(z) = 31/25*z^3 - 223/50*z + 1
*
[ 2 ] 
f(z) = 31/27*z^3 - 221/54*z + 1
*
[ 2 ] 
f(z) = 32/23*z^3 - 233/46*z + 1
*
[ 2 ] 
f(z) = 32/25*z^3 - 231/50*z + 1
*
11/8 | 0.11986101676463092020060868355430107910 | 0.022204039298580362726356017299731407874
f(z) = 32/25*z^3 - 221/50*z + 1
*
5/4 | 0.15539853233667568795450409975443942724 | 0.028463430407690181549637755788391448647
f(z) = 32/27*z^3 - 235/54*z + 1
*
[ 2 ] 
f(z) = 32/29*z^3 - 227/58*z + 1
*
[ 2 ] 
f(z) = 33/25*z^3 - 239/50*z + 1
*
[ 2 ] 
f(z) = 33/29*z^3 - 235/58*z + 1
*
[ -2 ] 
f(z) = 37/21*z^3 - 233/42*z + 1
*
[ -2 ] 
f(z) = 37/23*z^3 - 227/46*z + 1
*
[ -2 ] 
f(z) = 37/25*z^3 - 221/50*z + 1
*
0 | 0.12054960740770172457997306450615004786 | 0.022294392059816007014152590107058335722
f(z) = 38/21*z^3 - 223/42*z + 1
*
[ -2 ] 
f(z) = 38/23*z^3 - 235/46*z + 1
*
[ -2 ] 
f(z) = 38/25*z^3 - 229/50*z + 1
*
[ -2 ] 
f(z) = 38/27*z^3 - 223/54*z + 1
*
[ -2 ] 
f(z) = 39/25*z^3 - 237/50*z + 1
*
[ -2 ] 
f(z) = 39/29*z^3 - 225/58*z + 1
*
0 | 0.17706719742304523868831236297505970004 | 0.028699897789425153379059712057940988044
f(z) = 39/38*z^3 - 239/57*z + 1
*
[ 12/5 ] 
f(z) = 20/27*z^3 - 221/60*z + 1
*
[ 5/2 ] 
f(z) = 22/35*z^3 - 233/70*z + 1
*
1/2 | 0.15962536477821515589099729436913248212 | 0.029570313753850866501694391967884347173
f(z) = 22/35*z^3 - 221/70*z + 1
*
0 | 0.13780731828328863790163679753978953848 | 0.025361495894185938045917978302057174965
f(z) = 23/20*z^3 - 229/60*z + 1
*
-2 | 0.078988257759082935248513881583038674826 | 0.014632433686534590335969087339461816304
f(z) = 23/37*z^3 - 221/74*z + 1
*
-2 | 0.059386626215080010362319046642216520896 | 0.010982936870718944852840543468640688686
f(z) = 23/39*z^3 - 223/78*z + 1
*
-2 | 0.066397065960984471375089039978370116614 | 0.012279444553886444046945355791845718248
f(z) = 24/31*z^3 - 223/62*z + 1
*
-2 | 0.069554260742056832807529409122490233336 | 0.012821180014179784553003957253288478641
f(z) = 24/35*z^3 - 227/70*z + 1
*
0 | 0.14503707916016961694645651411624971016 | 0.026823094454978764909492402320431521948
f(z) = 24/35*z^3 - 223/70*z + 1
*
-2 | 0.070551004503970967792772324404933898470 | 0.012983918657933366724799250947892329711
f(z) = 24/37*z^3 - 229/74*z + 1
*
[ 1/4 ] 
f(z) = 24/37*z^3 - 225/74*z + 1
*
-2 | 0.073633879789925427133968320756356457416 | 0.013529626667128009792698954308031015767
f(z) = 25/31*z^3 - 231/62*z + 1
*
-2 | 0.056109511784581621201341888933812508255 | 0.010293361946085442617144741775121262484
f(z) = 25/33*z^3 - 233/66*z + 1
*
-2 | 0.079148325086062151685497193729159321581 | 0.014474662502455854642151950487622281669
f(z) = 25/37*z^3 - 237/74*z + 1
*
-2 | 0.059712821018388580492489723537309657295 | 0.010903536644068101787484452399969448358
f(z) = 25/39*z^3 - 239/78*z + 1
*
-2 | 0.063974165295472269400968381556519647137 | 0.011681656362509529626830642637365144817
f(z) = 26/31*z^3 - 239/62*z + 1
*
[ -5/2 ] 
f(z) = 26/35*z^3 - 227/70*z + 1
*
1/2 | 0.16023999723117460757135736806637202841 | 0.029634715522992235833741939236438772159
f(z) = 26/35*z^3 - 223/70*z + 1
*
[ 2/9 ] 
f(z) = 27/22*z^3 - 235/66*z + 1
*
[ -20/9 ] 
f(z) = 27/25*z^3 - 233/60*z + 1
*
13/9 | 0.15375862719610332694730192207742669063 | 0.028436053762461352587500156846708961046
f(z) = 27/26*z^3 - 223/78*z + 1
*
[ 2 ] 
f(z) = 32/31*z^3 - 225/62*z + 1
*
0 | 0.15182342584920394567232148710789887065 | 0.027722895333733551027854795122767968729
f(z) = 32/35*z^3 - 239/70*z + 1
*
[ 2 ] 
f(z) = 32/35*z^3 - 221/70*z + 1
*
7/4 | 0.15172610619996270191361358760418913135 | 0.027790773824658589791610536134040631489
f(z) = 32/39*z^3 - 235/78*z + 1
*
4/3 | 0.15628742073965422453717136314640012725 | 0.028951965581865899899198338502211084927
f(z) = 33/20*z^3 - 221/60*z + 1
*
0 | 0.15545917053501150869215711484655539309 | 0.028726780917558750034088231789048797817
f(z) = 33/25*z^3 - 224/75*z + 1
*
[ 2 ] 
f(z) = 33/31*z^3 - 233/62*z + 1
*
[ 2 ] 
f(z) = 33/35*z^3 - 229/70*z + 1
*
[ 2 ] 
f(z) = 33/37*z^3 - 227/74*z + 1
*
[ 2 ] 
f(z) = 34/35*z^3 - 237/70*z + 1
*
[ 2 ] 
f(z) = 34/37*z^3 - 235/74*z + 1
*
3/2 | 0.21389289880229543551793426853133399131 | 0.028061925916486213974037577932351409499
f(z) = 35/27*z^3 - 227/60*z + 1
*
3/2 | 0.15370739292450495251666184461915886237 | 0.028426578518514267945650451753791000378
f(z) = 38/39*z^3 - 223/78*z + 1
*
[ -5/3 ] 
f(z) = 39/20*z^3 - 229/60*z + 1
*
-4/3 | 0.15719207556546772152144498578444262915 | 0.029071034213329708801466513798137579970
f(z) = 39/20*z^3 - 223/60*z + 1
*
0 | 0.092715590306900604559400448854144067541 | 0.017090588854852697045064862343743567733
f(z) = 20/21*z^3 - 227/84*z + 1
*
-3/2 | 0.11552453009332421823620535357636276135 | 0.021094731846170968974786398057384780850
f(z) = 23/24*z^3 - 239/96*z + 1
*
[ 8/5 ] 
f(z) = 25/22*z^3 - 223/88*z + 1
*
[ 3/10 ] 
f(z) = 25/24*z^3 - 233/96*z + 1
*
[ -11/6 ] 
f(z) = 27/22*z^3 - 227/88*z + 1
*
[ 3/2 ] 
f(z) = 29/21*z^3 - 233/84*z + 1
*
[ 3/2 ] 
f(z) = 29/24*z^3 - 229/96*z + 1
*
4/3 | 0.064101043672084389933964876713408811834 | 0.011704824302076546631918030441455338770
f(z) = 33/28*z^3 - 239/84*z + 1
*
0 | 0.12477964541423038054591616608594248601 | 0.023001068214847960834055200192006411777
f(z) = 33/32*z^3 - 227/96*z + 1
*
[ -12/7 ] 
f(z) = 35/24*z^3 - 227/84*z + 1
*
[ 12/7 ] 
f(z) = 35/32*z^3 - 235/84*z + 1
*
2/5 | 0.17754906747799851796808452611227574609 | 0.028778001591406625732915559434598397747
f(z) = 35/36*z^3 - 239/90*z + 1
*
[ 4/3 ] 
f(z) = 36/23*z^3 - 233/92*z + 1
*
0 | 0.12934014358116274273286287483359040886 | 0.023803231651630383931236601197185329874
f(z) = 39/28*z^3 - 229/84*z + 1
*
-7/5 | 0.13791155879419941360952967060191469391 | 0.025442425666970921886001265668035900723
f(z) = 20/21*z^3 - 226/105*z + 1
*
10/7 | 0.16797538559200820878422227568412863134 | 0.023747911828864173608620306649953621171
f(z) = 21/25*z^3 - 236/105*z + 1
*
-5/3 | 0.16771596458001608721324743603202927982 | 0.023842296764265983349033545203600961588
f(z) = 21/25*z^3 - 227/105*z + 1
*
[ -16/7 ] 
f(z) = 21/32*z^3 - 223/112*z + 1
*
[ 1/3 ] 
f(z) = 21/37*z^3 - 229/111*z + 1
*
[ 1/3 ] 
f(z) = 21/38*z^3 - 235/114*z + 1
*
-13/6 | 0.096514596947721176311307001247444765630 | 0.017705726673894192894771416603638172740
f(z) = 24/35*z^3 - 233/105*z + 1
*
3/2 | 0.13159275902844026731208401093997484709 | 0.024159923647683116767460538955749278348
f(z) = 24/35*z^3 - 232/105*z + 1
*
[ 1/3 ] 
f(z) = 24/37*z^3 - 230/111*z + 1
*
3/2 | 0.11922096984080496836508841787169053880 | 0.013698822419592478680898434686671710507
f(z) = 25/27*z^3 - 223/100*z + 1
*
-17/9 | 0.16143166978533235243174422894685469590 | 0.029568484524532312401449042690576100832
f(z) = 27/34*z^3 - 235/102*z + 1
*
[ 1/3 ] 
f(z) = 30/37*z^3 - 232/111*z + 1
*
[ 4/3 ] 
f(z) = 31/24*z^3 - 221/108*z + 1
*
[ 5/4 ] 
f(z) = 32/21*z^3 - 229/105*z + 1
*
[ 5/4 ] 
f(z) = 32/23*z^3 - 227/115*z + 1
*
[ 5/3 ] 
f(z) = 33/35*z^3 - 233/105*z + 1
*
[ 1/3 ] 
f(z) = 33/35*z^3 - 221/105*z + 1
*
[ 1/3 ] 
f(z) = 33/37*z^3 - 233/111*z + 1
*
[ 1/3 ] 
f(z) = 33/38*z^3 - 239/114*z + 1
*
-10/7 | 0.18136534262621573165664788553223376156 | 0.024003126082084247567699389524537250700
f(z) = 35/24*z^3 - 239/105*z + 1
*
[ 4/3 ] 
f(z) = 36/25*z^3 - 231/100*z + 1
*
[ 4/3 ] 
f(z) = 36/29*z^3 - 227/116*z + 1
*
[ 1/3 ] 
f(z) = 39/35*z^3 - 223/105*z + 1
*
[ 1/3 ] 
f(z) = 39/37*z^3 - 235/111*z + 1
*
3/4 | 0.13892131911069091754596996932282139376 | 0.025734926268826921560572319494959862293
f(z) = 20/33*z^3 - 221/132*z + 1
*
[ -15/8 ] 
f(z) = 24/25*z^3 - 221/120*z + 1
*
0 | 0.061986893132361319609374039864946512157 | 0.011482961251785357049349094018371029993
f(z) = 25/24*z^3 - 221/120*z + 1
*
[ 17/10 ] 
f(z) = 25/34*z^3 - 233/136*z + 1
*
[ 3/2 ] 
f(z) = 29/30*z^3 - 221/120*z + 1
*
[ 3/2 ] 
f(z) = 31/30*z^3 - 239/120*z + 1
*
[ 3/2 ] 
f(z) = 31/33*z^3 - 235/132*z + 1
*
[ 9/8 ] 
f(z) = 32/21*z^3 - 229/126*z + 1
*
[ 5/4 ] 
f(z) = 32/27*z^3 - 223/135*z + 1
*
[ -3/2 ] 
f(z) = 34/23*z^3 - 229/138*z + 1
*
[ 2/5 ] 
f(z) = 35/26*z^3 - 223/130*z + 1
*
[ 4/3 ] 
f(z) = 36/31*z^3 - 225/124*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.021759136069253104156353321592877204812
f(z) = 21/20*z^3 - 227/140*z + 1
*
[ 3/7 ] 
f(z) = 25/27*z^3 - 221/147*z + 1
*
[ 4/9 ] 
f(z) = 27/26*z^3 - 227/156*z + 1
*
[ 3/7 ] 
f(z) = 31/27*z^3 - 227/147*z + 1
*
[ 6/5 ] 
f(z) = 31/27*z^3 - 223/150*z + 1
*
[ 3/2 ] 
f(z) = 31/39*z^3 - 227/156*z + 1
*
21/20 | 0.18025163918038389949238468599393199393 | 0.023731724606356229889929390548497690880
f(z) = 32/27*z^3 - 221/150*z + 1
*
[ 5/4 ] 
f(z) = 32/29*z^3 - 221/145*z + 1
*
0 | 0.14661883875179813773313304389909685796 | 0.026897414135079163300804311402683317563
f(z) = 32/35*z^3 - 233/140*z + 1
*
[ 3/7 ] 
f(z) = 34/27*z^3 - 230/147*z + 1
*
-3/2 | 0.22334160360840153170113505869355482699 | 0.025662574049044070229322297422472703260
f(z) = 35/27*z^3 - 223/140*z + 1
*
[ 3/7 ] 
f(z) = 37/27*z^3 - 233/147*z + 1
*
[ 15/11 ] 
f(z) = 22/25*z^3 - 226/165*z + 1
*
[ 3/2 ] 
f(z) = 22/29*z^3 - 239/174*z + 1
*
[ -8/5 ] 
f(z) = 25/21*z^3 - 239/168*z + 1
*
-7/5 | 0.079202923710650037950540271254726579746 | 0.014647754326706469154062583524134791697
f(z) = 25/24*z^3 - 223/168*z + 1
*
[ 15/32 ] 
f(z) = 32/27*z^3 - 223/160*z + 1
*
0 | 0.16162603109980165477303037245353260037 | 0.029379830015976957488449514917152257739
f(z) = 35/24*z^3 - 221/168*z + 1
*
[ 3/4 ] 
f(z) = 38/21*z^3 - 227/168*z + 1
*
[ -3/2 ] 
f(z) = 38/29*z^3 - 223/174*z + 1
*
[ -13/7 ] 
f(z) = 21/26*z^3 - 227/182*z + 1
*
[ 3/2 ] 
f(z) = 22/31*z^3 - 235/186*z + 1
*
[ -12/7 ] 
f(z) = 25/27*z^3 - 223/196*z + 1
*
[ 15/13 ] 
f(z) = 26/27*z^3 - 224/195*z + 1
*
[ 2/3 ] 
f(z) = 31/22*z^3 - 223/198*z + 1
*
[ 7/12 ] 
f(z) = 32/21*z^3 - 233/189*z + 1
*
[ 9/8 ] 
f(z) = 32/33*z^3 - 221/198*z + 1
*
[ 2/3 ] 
f(z) = 35/22*z^3 - 239/198*z + 1
*
[ 5/6 ] 
f(z) = 37/25*z^3 - 221/180*z + 1
*
[ 4/7 ] 
f(z) = 37/32*z^3 - 221/196*z + 1
*
[ 4/7 ] 
f(z) = 39/32*z^3 - 225/196*z + 1
*
[ 3/2 ] 
f(z) = 22/35*z^3 - 227/210*z + 1
*
0 | 0.16138809496771359837722960221671912178 | 0.029229237944184979588099063404606594266
f(z) = 25/21*z^3 - 229/210*z + 1
*
[ 10/9 ] 
f(z) = 27/28*z^3 - 229/210*z + 1
*
[ 8/15 ] 
f(z) = 27/32*z^3 - 223/200*z + 1
*
[ 8/9 ] 
f(z) = 39/32*z^3 - 235/216*z + 1
*
[ 7/11 ] 
f(z) = 22/21*z^3 - 230/231*z + 1
*
[ 3/2 ] 
f(z) = 22/37*z^3 - 223/222*z + 1
*
[ 2/3 ] 
f(z) = 29/26*z^3 - 233/234*z + 1
*
[ -11/7 ] 
f(z) = 35/33*z^3 - 227/231*z + 1
*
[ 5/6 ] 
f(z) = 21/20*z^3 - 223/240*z + 1
*
[ 5/7 ] 
f(z) = 26/25*z^3 - 228/245*z + 1
*
[ 5/7 ] 
f(z) = 27/25*z^3 - 233/245*z + 1
*
[ 3/4 ] 
f(z) = 20/23*z^3 - 227/276*z + 1
*
0 | 0.15719988364619517500761944001398461665 | 0.028079320350894045693468716871273422861
f(z) = 20/27*z^3 - 227/270*z + 1
*
[ 2/3 ] 
f(z) = 23/30*z^3 - 227/270*z + 1
*
0 | 0.083535468922288483076974533962151203277 | 0.014891860048925353162434865437214544993
f(z) = 28/39*z^3 - 235/273*z + 1
*
[ 6/7 ] 
f(z) = 23/27*z^3 - 233/294*z + 1
*
0 | 0.071767000927637232066841083909438139658 | 0.012736411824014221203005488873222490517
f(z) = 24/35*z^3 - 227/280*z + 1
*
[ 11/15 ] 
f(z) = 25/33*z^3 - 229/297*z + 1
*
[ 6/7 ] 
f(z) = 29/36*z^3 - 223/294*z + 1
*
[ 6/7 ] 
f(z) = 31/36*z^3 - 235/294*z + 1
*
[ 15/2 ] 
f(z) = 20/27*z^3 - 204/5*z + 1
*
[ 18/5 ] 
f(z) = 25/27*z^3 - 203/18*z + 1
*
[ 6 ] 
f(z) = 26/27*z^3 - 203/6*z + 1
*
[ -6 ] 
f(z) = 28/27*z^3 - 217/6*z + 1
*
[ -4 ] 
f(z) = 29/24*z^3 - 217/12*z + 1
*
[ 9/2 ] 
f(z) = 32/27*z^3 - 209/9*z + 1
*
[ -9/2 ] 
f(z) = 32/27*z^3 - 205/9*z + 1
*
[ 6 ] 
f(z) = 35/36*z^3 - 205/6*z + 1
*
[ -6 ] 
f(z) = 35/36*z^3 - 203/6*z + 1
*
[ 6 ] 
f(z) = 37/36*z^3 - 217/6*z + 1
*
[ -6 ] 
f(z) = 37/36*z^3 - 215/6*z + 1
*
[ -7/2 ] 
f(z) = 20/21*z^3 - 218/21*z + 1
*
3 | 0.068745546020485658030533922742933849262 | 0.012800256815008635958935869908541111635
f(z) = 23/24*z^3 - 215/24*z + 1
*
0 | 0.14841032176849399744266308700594419065 | 0.027932348633556858215812628928898730951
f(z) = 23/30*z^3 - 203/30*z + 1
*
-3 | 0.072755240687442957654624025571860875708 | 0.013523536957366560547878727393849159514
f(z) = 25/24*z^3 - 217/24*z + 1
*
[ 3 ] 
f(z) = 25/24*z^3 - 209/24*z + 1
*
[ 3 ] 
f(z) = 25/33*z^3 - 203/33*z + 1
*
1/5 | 0.12733921352494289657622470398007538845 | 0.023669450392235116691826506470895701471
f(z) = 25/36*z^3 - 217/36*z + 1
*
[ 3 ] 
f(z) = 26/21*z^3 - 220/21*z + 1
*
[ -3 ] 
f(z) = 26/21*z^3 - 206/21*z + 1
*
3 | 0.20380917807678622518063642136934429533 | 0.023568034960649315286245506958892850587
f(z) = 26/27*z^3 - 211/26*z + 1
*
[ 3 ] 
f(z) = 26/33*z^3 - 212/33*z + 1
*
-9/4 | 0.18685049190126184922838044835371520014 | 0.029009787726463718515077091042783614196
f(z) = 28/27*z^3 - 209/36*z + 1
*
[ -3 ] 
f(z) = 28/33*z^3 - 208/33*z + 1
*
[ -3 ] 
f(z) = 29/33*z^3 - 217/33*z + 1
*
[ -3 ] 
f(z) = 29/39*z^3 - 209/39*z + 1
*
5/2 | 0.14671932424358244822919720296527095678 | 0.027342523304771978850083843843355373354
f(z) = 32/35*z^3 - 214/35*z + 1
*
3/7 | 0.24154145330373200120035697238145237125 | 0.028072817051880303149269299664744998011
f(z) = 35/27*z^3 - 202/35*z + 1
*
[ 5/2 ] 
f(z) = 36/35*z^3 - 204/35*z + 1
*
10/7 | 0.11288924027712680692849307954600653845 | 0.016707173281291047871077689163977646305
f(z) = 21/32*z^3 - 215/56*z + 1
*
0 | 0.13308533660232296024084353186641110333 | 0.024695410132693585011517574784106805311
f(z) = 22/25*z^3 - 219/50*z + 1
*
-2 | 0.059623316571639067371202227888052610262 | 0.011242671806599979502865586910203692898
f(z) = 22/25*z^3 - 201/50*z + 1
*
-2 | 0.065485686568164185679259406434171296301 | 0.012302379072143654871225825866875551457
f(z) = 22/29*z^3 - 205/58*z + 1
*
-2 | 0.053780237722351186721455701486084474256 | 0.010103350911067829941679810093245277606
f(z) = 23/21*z^3 - 205/42*z + 1
*
-2 | 0.068361355409896887156534743509337175988 | 0.012796158417971480217110898954970327706
f(z) = 23/25*z^3 - 209/50*z + 1
*
-2 | 0.056508836385146726776850369653132152161 | 0.010558732121780640663360466816145170871
f(z) = 23/27*z^3 - 211/54*z + 1
*
-2 | 0.073119572525673741823328129332372958922 | 0.013638423399743651494429945193331813095
f(z) = 23/29*z^3 - 213/58*z + 1
*
-2 | 0.065100759197253451591789608668168032486 | 0.012121606195819006968027420696172238842
f(z) = 24/23*z^3 - 215/46*z + 1
*
-2 | 0.061329341011350490154910772082480242134 | 0.011399723262561920637913854324414566588
f(z) = 24/25*z^3 - 217/50*z + 1
*
1/4 | 0.12101649953810753820201714215611448758 | 0.022776549604036302872519396467548363825
f(z) = 24/25*z^3 - 203/50*z + 1
*
[ 2 ] 
f(z) = 28/23*z^3 - 201/46*z + 1
*
[ 2 ] 
f(z) = 29/21*z^3 - 211/42*z + 1
*
[ 2 ] 
f(z) = 29/23*z^3 - 209/46*z + 1
*
[ 2 ] 
f(z) = 29/25*z^3 - 207/50*z + 1
*
[ 2 ] 
f(z) = 29/27*z^3 - 205/54*z + 1
*
[ 2 ] 
f(z) = 30/23*z^3 - 217/46*z + 1
*
[ 2 ] 
f(z) = 30/29*z^3 - 211/58*z + 1
*
[ 2 ] 
f(z) = 31/29*z^3 - 219/58*z + 1
*
0 | 0.12963035254270575465403792653135499340 | 0.024221559934831456694455497139829867538
f(z) = 32/21*z^3 - 211/42*z + 1
*
0 | 0.11108982249912868413167383313155950291 | 0.020684660168366875187474194373410666399
f(z) = 34/21*z^3 - 215/42*z + 1
*
[ -2 ] 
f(z) = 34/21*z^3 - 209/42*z + 1
*
[ -2 ] 
f(z) = 34/23*z^3 - 203/46*z + 1
*
[ -2 ] 
f(z) = 35/23*z^3 - 211/46*z + 1
*
[ -2 ] 
f(z) = 36/23*z^3 - 219/46*z + 1
*
[ -2 ] 
f(z) = 36/25*z^3 - 213/50*z + 1
*
[ -2 ] 
f(z) = 36/29*z^3 - 201/58*z + 1
*
[ -2 ] 
f(z) = 37/27*z^3 - 215/54*z + 1
*
[ -2 ] 
f(z) = 37/29*z^3 - 209/58*z + 1
*
0 | 0.13746562792768910032863358926908122930 | 0.025920747592466695994925831585476922276
f(z) = 38/25*z^3 - 201/50*z + 1
*
[ -2 ] 
f(z) = 38/29*z^3 - 217/58*z + 1
*
0 | 0.16805872502684041706465550966418873802 | 0.027980160433653888184825473899209266164
f(z) = 39/34*z^3 - 203/51*z + 1
*
5/3 | 0.11780175839868985855062919963787430400 | 0.022011375387892962334480896776009074953
f(z) = 21/20*z^3 - 211/60*z + 1
*
1/3 | 0.14549627258956035861817394404920132147 | 0.027333458543151302330105743618356336559
f(z) = 21/22*z^3 - 205/66*z + 1
*
-2 | 0.078539557411293030570561023851475664664 | 0.014754726690180953298864168419531660469
f(z) = 21/37*z^3 - 205/74*z + 1
*
-2 | 0.067230377936520774874659402321300046936 | 0.012607148537707494966818349495005174079
f(z) = 22/31*z^3 - 207/62*z + 1
*
0 | 0.14228049127326638614538377059900348105 | 0.026401669602217573536575409387981161168
f(z) = 22/35*z^3 - 219/70*z + 1
*
-2 | 0.069440192347664227725515608385205565120 | 0.012974968808181463017985322325239049952
f(z) = 22/35*z^3 - 211/70*z + 1
*
-2 | 0.070241079578958406157370901934673547274 | 0.013101520567787198452689342690481326600
f(z) = 22/37*z^3 - 213/74*z + 1
*
-2 | 0.075520060231902814933804081142439541887 | 0.014061655214218742481896168352892285710
f(z) = 23/31*z^3 - 215/62*z + 1
*
2/3 | 0.16836506819522069536841722862566185636 | 0.025130988827020130964747047338953102848
f(z) = 23/32*z^3 - 203/72*z + 1
*
-2 | 0.056652305174514364147784295806434306260 | 0.010530369159781834514020119223421491613
f(z) = 23/33*z^3 - 217/66*z + 1
*
-2 | 0.078100434362331538734350571235285759288 | 0.014492372393230490026841800208022693086
f(z) = 23/35*z^3 - 219/70*z + 1
*
3/2 | 0.13016368160198683718900467914160399494 | 0.024299745197319136059189175853368003013
f(z) = 24/25*z^3 - 212/75*z + 1
*
[ 1/4 ] 
f(z) = 24/35*z^3 - 213/70*z + 1
*
[ 9/5 ] 
f(z) = 25/21*z^3 - 215/63*z + 1
*
-9/5 | 0.15123599569153200628821976704458223049 | 0.028334410627754244606325790887945833612
f(z) = 25/21*z^3 - 208/63*z + 1
*
-2 | 0.21733762706586325174731206162073299363 | 0.029118364555204751636212409999949613613
f(z) = 25/24*z^3 - 218/75*z + 1
*
[ 9/5 ] 
f(z) = 25/24*z^3 - 211/72*z + 1
*
-9/5 | 0.11596101518517686339482917350678305442 | 0.021825055464175681744246188662042930765
f(z) = 25/24*z^3 - 203/72*z + 1
*
2/3 | 0.16416771941244176240950959074506536634 | 0.024468664869973916804318038903947220767
f(z) = 25/32*z^3 - 205/72*z + 1
*
[ 20/9 ] 
f(z) = 27/32*z^3 - 217/60*z + 1
*
[ 2 ] 
f(z) = 29/31*z^3 - 201/62*z + 1
*
2/3 | 0.17322272555361174120684915105920904995 | 0.025744135323022199793491861299309852097
f(z) = 29/32*z^3 - 209/72*z + 1
*
[ 2 ] 
f(z) = 30/31*z^3 - 209/62*z + 1
*
[ 2 ] 
f(z) = 30/37*z^3 - 203/74*z + 1
*
2/3 | 0.17194442668511668673918374380873927764 | 0.025518037299247420514177335665759537386
f(z) = 31/32*z^3 - 211/72*z + 1
*
[ 2 ] 
f(z) = 31/33*z^3 - 215/66*z + 1
*
[ 2 ] 
f(z) = 31/35*z^3 - 213/70*z + 1
*
[ 2 ] 
f(z) = 31/37*z^3 - 211/74*z + 1
*
[ 2 ] 
f(z) = 31/39*z^3 - 209/78*z + 1
*
-3/8 | 0.15349341090227136540149733410240063631 | 0.028482346978799232405596776537306669546
f(z) = 32/35*z^3 - 219/70*z + 1
*
[ 2 ] 
f(z) = 32/37*z^3 - 219/74*z + 1
*
[ 3/2 ] 
f(z) = 36/23*z^3 - 220/69*z + 1
*
[ 3/2 ] 
f(z) = 36/25*z^3 - 218/75*z + 1
*
[ -2 ] 
f(z) = 37/31*z^3 - 203/62*z + 1
*
2/3 | 0.18632432352757044245901441153241218576 | 0.027537547173524563023518606167047857106
f(z) = 37/32*z^3 - 217/72*z + 1
*
[ -2 ] 
f(z) = 38/31*z^3 - 211/62*z + 1
*
[ -2 ] 
f(z) = 38/33*z^3 - 205/66*z + 1
*
0 | 0.12919653687881248402040071829354336657 | 0.024014684368241610666378307430187493549
f(z) = 39/20*z^3 - 217/60*z + 1
*
1/3 | 0.14503774850945722622133826147141543277 | 0.027100447151661374450115072014985125509
f(z) = 39/22*z^3 - 211/66*z + 1
*
[ -2 ] 
f(z) = 39/31*z^3 - 219/62*z + 1
*
[ -2 ] 
f(z) = 39/35*z^3 - 207/70*z + 1
*
[ -2 ] 
f(z) = 39/37*z^3 - 201/74*z + 1
*
[ 7/4 ] 
f(z) = 20/21*z^3 - 209/84*z + 1
*
[ -24/11 ] 
f(z) = 22/27*z^3 - 213/88*z + 1
*
0 | 0.13586956592276974690841955313976468960 | 0.025432621680831642454334935581800474810
f(z) = 27/32*z^3 - 209/96*z + 1
*
39/28 | 0.21621392453969830965368946013998827755 | 0.025030058051284685755212448828326291295
f(z) = 32/27*z^3 - 209/98*z + 1
*
[ 1/3 ] 
f(z) = 33/32*z^3 - 203/96*z + 1
*
[ 5/17 ] 
f(z) = 34/25*z^3 - 214/85*z + 1
*
3/7 | 0.14644871518082683261150529282457883321 | 0.022703571305136901264335892306322040234
f(z) = 35/36*z^3 - 211/84*z + 1
*
[ 12/7 ] 
f(z) = 35/36*z^3 - 205/84*z + 1
*
[ 3/2 ] 
f(z) = 36/29*z^3 - 214/87*z + 1
*
[ 3/2 ] 
f(z) = 36/31*z^3 - 212/93*z + 1
*
2/3 | 0.16170664208790760488345704201888610634 | 0.026792666649007095131794906317667854625
f(z) = 37/20*z^3 - 209/90*z + 1
*
1/2 | 0.15945233511366154881179171058935261294 | 0.029955295169195002362396744986684672820
f(z) = 37/21*z^3 - 205/84*z + 1
*
-5/4 | 0.20075680835667956240639509083965743386 | 0.028838998806066616740081498218868155844
f(z) = 39/25*z^3 - 211/80*z + 1
*
[ 1/3 ] 
f(z) = 39/32*z^3 - 205/96*z + 1
*
3/5 | 0.13791155879419941360952967060191469391 | 0.025768911535893976245568046201997530162
f(z) = 20/21*z^3 - 211/105*z + 1
*
-1/2 | 0.15578636185141149761762106154817382382 | 0.029160729094050260184843094199146568567
f(z) = 20/23*z^3 - 209/115*z + 1
*
[ 1/3 ] 
f(z) = 21/34*z^3 - 211/102*z + 1
*
0 | 0.15740207033948477797343697457216620462 | 0.029257448608364240371436131568487473726
f(z) = 27/34*z^3 - 217/102*z + 1
*
-16/9 | 0.15740289934676458893045414858302183220 | 0.029570280717798335023472698095204924279
f(z) = 27/34*z^3 - 205/102*z + 1
*
2/3 | 0.10823030764053299865729052172984329975 | 0.020222940321147248602713146587712961666
f(z) = 27/35*z^3 - 211/105*z + 1
*
[ 4/3 ] 
f(z) = 29/24*z^3 - 205/108*z + 1
*
0 | 0.15772579984104143382693951291257926412 | 0.029685617396200884435655244592270437612
f(z) = 32/25*z^3 - 203/100*z + 1
*
[ 1/3 ] 
f(z) = 33/34*z^3 - 215/102*z + 1
*
[ 21/17 ] 
f(z) = 34/27*z^3 - 206/119*z + 1
*
[ 6/17 ] 
f(z) = 34/27*z^3 - 203/102*z + 1
*
2/5 | 0.15655013163476303728578627817395922375 | 0.021052924424315467072066704790836541627
f(z) = 35/24*z^3 - 212/105*z + 1
*
[ 3/2 ] 
f(z) = 36/35*z^3 - 208/105*z + 1
*
[ 3/2 ] 
f(z) = 36/37*z^3 - 206/111*z + 1
*
[ 1/3 ] 
f(z) = 39/34*z^3 - 217/102*z + 1
*
2/3 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 39/34*z^3 - 205/102*z + 1
*
[ 8/5 ] 
f(z) = 25/34*z^3 - 205/136*z + 1
*
[ 3/2 ] 
f(z) = 29/33*z^3 - 217/132*z + 1
*
0 | 0.10282722694281818155895669843468254991 | 0.019371145692814215600496134016038079894
f(z) = 35/27*z^3 - 202/135*z + 1
*
-6/5 | 0.13164562320050870177626946027615771403 | 0.019565000651768252745579018151991324191
f(z) = 35/32*z^3 - 209/120*z + 1
*
[ 21/19 ] 
f(z) = 38/27*z^3 - 216/133*z + 1
*
0 | 0.15251158740674648998848151496841978683 | 0.028446796535768652359843410972044458063
f(z) = 21/22*z^3 - 213/154*z + 1
*
[ 3/7 ] 
f(z) = 22/27*z^3 - 218/147*z + 1
*
-1/2 | 0.15628732815481319702151980629657702418 | 0.029202442265281715505664048364062967642
f(z) = 24/25*z^3 - 211/150*z + 1
*
[ 9/20 ] 
f(z) = 25/27*z^3 - 203/144*z + 1
*
0 | 0.14698842029932028318473703510607891261 | 0.027513894370285925250961770068621272393
f(z) = 25/28*z^3 - 209/140*z + 1
*
[ 3/2 ] 
f(z) = 29/39*z^3 - 209/156*z + 1
*
[ 15/31 ] 
f(z) = 31/27*z^3 - 207/155*z + 1
*
[ 5/4 ] 
f(z) = 32/31*z^3 - 219/155*z + 1
*
[ -3/2 ] 
f(z) = 34/25*z^3 - 209/150*z + 1
*
[ 4/3 ] 
f(z) = 36/37*z^3 - 219/148*z + 1
*
[ -15/8 ] 
f(z) = 22/27*z^3 - 213/160*z + 1
*
[ 15/11 ] 
f(z) = 22/27*z^3 - 206/165*z + 1
*
[ 5/4 ] 
f(z) = 32/33*z^3 - 217/165*z + 1
*
[ 3/4 ] 
f(z) = 34/21*z^3 - 209/168*z + 1
*
[ 7/6 ] 
f(z) = 20/21*z^3 - 218/189*z + 1
*
9/10 | 0.14360208702301799259936449082414540053 | 0.026832192379088252786535125028293892689
f(z) = 20/39*z^3 - 211/195*z + 1
*
[ -8/5 ] 
f(z) = 25/23*z^3 - 213/184*z + 1
*
0 | 0.14298568409794680430723859526081867144 | 0.026030235702404876177180081382075790398
f(z) = 27/20*z^3 - 203/180*z + 1
*
[ 4/7 ] 
f(z) = 27/32*z^3 - 201/196*z + 1
*
[ 2/3 ] 
f(z) = 29/22*z^3 - 215/198*z + 1
*
[ 4/7 ] 
f(z) = 29/32*z^3 - 205/196*z + 1
*
[ 4/7 ] 
f(z) = 31/32*z^3 - 209/196*z + 1
*
[ -23/16 ] 
f(z) = 32/23*z^3 - 217/184*z + 1
*
[ 5/4 ] 
f(z) = 32/37*z^3 - 213/185*z + 1
*
[ 5/4 ] 
f(z) = 32/39*z^3 - 211/195*z + 1
*
[ 4/7 ] 
f(z) = 33/32*z^3 - 213/196*z + 1
*
[ 9/10 ] 
f(z) = 35/27*z^3 - 209/180*z + 1
*
0 | 0.13365419190629088502874532983060801140 | 0.024973418310601148606141394422001016958
f(z) = 35/36*z^3 - 211/180*z + 1
*
[ -5/3 ] 
f(z) = 36/37*z^3 - 204/185*z + 1
*
[ -3/2 ] 
f(z) = 38/31*z^3 - 203/186*z + 1
*
[ -8/5 ] 
f(z) = 33/32*z^3 - 203/200*z + 1
*
[ 8/9 ] 
f(z) = 33/32*z^3 - 203/216*z + 1
*
[ 2/3 ] 
f(z) = 39/35*z^3 - 209/210*z + 1
*
[ 2/3 ] 
f(z) = 23/26*z^3 - 209/234*z + 1
*
[ 18/25 ] 
f(z) = 25/24*z^3 - 209/225*z + 1
*
[ 2/3 ] 
f(z) = 25/26*z^3 - 217/234*z + 1
*
[ 13/15 ] 
f(z) = 25/26*z^3 - 205/234*z + 1
*
[ 9/10 ] 
f(z) = 28/27*z^3 - 214/225*z + 1
*
[ 24/29 ] 
f(z) = 29/27*z^3 - 219/232*z + 1
*
[ 9/8 ] 
f(z) = 32/39*z^3 - 217/234*z + 1
*
[ 2/3 ] 
f(z) = 39/37*z^3 - 215/222*z + 1
*
[ 5/7 ] 
f(z) = 22/25*z^3 - 208/245*z + 1
*
[ 5/7 ] 
f(z) = 23/25*z^3 - 213/245*z + 1
*
[ 5/7 ] 
f(z) = 24/25*z^3 - 218/245*z + 1
*
[ 3/4 ] 
f(z) = 26/33*z^3 - 205/264*z + 1
*
[ 6/7 ] 
f(z) = 20/27*z^3 - 209/294*z + 1
*
[ 5/4 ] 
f(z) = 22/35*z^3 - 219/280*z + 1
*
[ 4 ] 
f(z) = 25/24*z^3 - 191/12*z + 1
*
[ -4 ] 
f(z) = 25/24*z^3 - 185/12*z + 1
*
[ -6 ] 
f(z) = 25/27*z^3 - 193/6*z + 1
*
[ -18/5 ] 
f(z) = 25/27*z^3 - 193/18*z + 1
*
[ 9/2 ] 
f(z) = 28/27*z^3 - 182/9*z + 1
*
[ 6 ] 
f(z) = 31/36*z^3 - 181/6*z + 1
*
[ 5 ] 
f(z) = 37/25*z^3 - 181/5*z + 1
*
[ 5 ] 
f(z) = 38/25*z^3 - 186/5*z + 1
*
[ -5 ] 
f(z) = 38/25*z^3 - 184/5*z + 1
*
[ 5 ] 
f(z) = 39/25*z^3 - 191/5*z + 1
*
[ -5 ] 
f(z) = 39/25*z^3 - 189/5*z + 1
*
-3 | 0.19427783994101199288422129553066873405 | 0.026153624892989920471672805281072167059
f(z) = 20/27*z^3 - 187/30*z + 1
*
[ -15/4 ] 
f(z) = 20/27*z^3 - 183/20*z + 1
*
10/3 | 0.18262722120343505599850718234562698990 | 0.027598020222026054396696183341255955601
f(z) = 21/32*z^3 - 187/24*z + 1
*
[ 3 ] 
f(z) = 22/21*z^3 - 184/21*z + 1
*
[ 3 ] 
f(z) = 23/21*z^3 - 193/21*z + 1
*
-3 | 0.12558546282597267714686121608116608172 | 0.023725341159151776047149670464179162443
f(z) = 23/24*z^3 - 199/24*z + 1
*
[ 3 ] 
f(z) = 23/24*z^3 - 191/24*z + 1
*
-3 | 0.13660586165648021299979589153108837867 | 0.025856633336589422313750596105224708966
f(z) = 23/30*z^3 - 197/30*z + 1
*
[ 3 ] 
f(z) = 23/30*z^3 - 187/30*z + 1
*
[ 3 ] 
f(z) = 23/33*z^3 - 185/33*z + 1
*
[ 3 ] 
f(z) = 23/39*z^3 - 181/39*z + 1
*
[ -3 ] 
f(z) = 25/21*z^3 - 197/21*z + 1
*
-14/5 | 0.18406078499308445960579796550384182491 | 0.025214506067149345422683735875515135384
f(z) = 25/24*z^3 - 185/21*z + 1
*
1/5 | 0.15282445078778840932672780520254910321 | 0.029039226194614675863221028119807136305
f(z) = 25/32*z^3 - 193/32*z + 1
*
-4/15 | 0.19670452440711549303362825530454845192 | 0.026829265079088885334022799475037239950
f(z) = 25/32*z^3 - 191/36*z + 1
*
1/5 | 0.054959330617486416267810327965085234954 | 0.010382800998116891350525031297919247423
f(z) = 25/33*z^3 - 199/33*z + 1
*
1/5 | 0.12134159351164976245061395633201985644 | 0.023341668328721403098683682747773183825
f(z) = 25/36*z^3 - 181/36*z + 1
*
13/5 | 0.14679832877422302690903895240524284962 | 0.028149594855513447978935391999832094325
f(z) = 25/39*z^3 - 184/39*z + 1
*
0 | 0.15094816855927491211712332842217419394 | 0.029036886556135874815787052330894042178
f(z) = 25/39*z^3 - 181/39*z + 1
*
[ -3 ] 
f(z) = 26/33*z^3 - 190/33*z + 1
*
3 | 0.090542281428463078015146233351256778617 | 0.012079484326325211358366260675984920988
f(z) = 28/27*z^3 - 200/21*z + 1
*
[ -3 ] 
f(z) = 28/39*z^3 - 200/39*z + 1
*
0 | 0.13920934822369516755739625155908043191 | 0.026778768437576257113004508912953778133
f(z) = 31/30*z^3 - 181/30*z + 1
*
[ -11/4 ] 
f(z) = 32/33*z^3 - 197/33*z + 1
*
-8/3 | 0.071154237062868478937137094194125534743 | 0.010718311437443643530827142750903595569
f(z) = 33/32*z^3 - 191/24*z + 1
*
-7/3 | 0.14171399767831493573494337451743882705 | 0.027260571050823088192718510249372451729
f(z) = 36/35*z^3 - 181/35*z + 1
*
[ 1/6 ] 
f(z) = 36/37*z^3 - 186/37*z + 1
*
[ 5/2 ] 
f(z) = 39/25*z^3 - 183/20*z + 1
*
[ 8/3 ] 
f(z) = 39/32*z^3 - 193/24*z + 1
*
-2 | 0.060938996236651352357715595525878625849 | 0.011697698093201239827498195153580550771
f(z) = 20/23*z^3 - 183/46*z + 1
*
-2 | 0.053707861758734524326720152400563206306 | 0.010267013303009664000893703450946716352
f(z) = 20/27*z^3 - 187/54*z + 1
*
3/8 | 0.19566012113054087134186041739129609295 | 0.026455852651750227170351387014480978675
f(z) = 20/27*z^3 - 181/48*z + 1
*
-2 | 0.068917570247577060260947089145903013896 | 0.013147824580159157627809426215330565869
f(z) = 20/29*z^3 - 189/58*z + 1
*
-2 | 0.066734914016827752026141665543364661344 | 0.012705910103702864011207587607557970782
f(z) = 21/23*z^3 - 191/46*z + 1
*
-2 | 0.068621763333515672492959429087566476441 | 0.013039293758577719256087485930077411688
f(z) = 21/25*z^3 - 193/50*z + 1
*
-2 | 0.074459912737826413870589540555160782789 | 0.014093704608209918694201291287428036740
f(z) = 21/29*z^3 - 197/58*z + 1
*
-2/7 | 0.14215145703978353198354256810816819905 | 0.021281435170696376089018165598963369677
f(z) = 21/32*z^3 - 199/56*z + 1
*
0 | 0.084071531470374975273187850194436458893 | 0.016006693600801733657540716632258291837
f(z) = 22/21*z^3 - 191/42*z + 1
*
-2 | 0.059918621088251424049079999272986828977 | 0.011319699709787653765207134269254229216
f(z) = 22/23*z^3 - 199/46*z + 1
*
-39/20 | 0.18479790253870210067280975717061649628 | 0.024913501777284052008515795925230334875
f(z) = 25/27*z^3 - 185/48*z + 1
*
0 | 0.10810477695180946486698213780240188738 | 0.020422926797425866459080293248310343804
f(z) = 26/21*z^3 - 199/42*z + 1
*
[ 2 ] 
f(z) = 26/23*z^3 - 185/46*z + 1
*
[ 2 ] 
f(z) = 26/25*z^3 - 183/50*z + 1
*
[ 2 ] 
f(z) = 27/23*z^3 - 193/46*z + 1
*
[ 2 ] 
f(z) = 27/25*z^3 - 191/50*z + 1
*
2/9 | 0.12789277948213386500722991234683099250 | 0.021511140742001771069797990955797168263
f(z) = 27/28*z^3 - 191/42*z + 1
*
[ 2 ] 
f(z) = 27/29*z^3 - 187/58*z + 1
*
[ 2 ] 
f(z) = 28/25*z^3 - 199/50*z + 1
*
[ 2 ] 
f(z) = 28/27*z^3 - 197/54*z + 1
*
[ 2 ] 
f(z) = 28/29*z^3 - 195/58*z + 1
*
[ -2 ] 
f(z) = 31/21*z^3 - 185/42*z + 1
*
7/8 | 0.12323702251114498064665533173675612773 | 0.023706279289946417832171566210919174613
f(z) = 32/21*z^3 - 181/42*z + 1
*
[ -2 ] 
f(z) = 32/23*z^3 - 187/46*z + 1
*
0 | 0.14733276598750628619105354132841566968 | 0.028107569015485934110630000246335902598
f(z) = 32/25*z^3 - 189/50*z + 1
*
15/16 | 0.14892030911877969107086334121077652199 | 0.021874520005011326255471450794583964674
f(z) = 32/25*z^3 - 181/40*z + 1
*
[ -2 ] 
f(z) = 32/25*z^3 - 181/50*z + 1
*
[ -2 ] 
f(z) = 33/23*z^3 - 195/46*z + 1
*
[ -2 ] 
f(z) = 33/25*z^3 - 189/50*z + 1
*
[ -2 ] 
f(z) = 34/25*z^3 - 197/50*z + 1
*
0 | 0.14488404228277370000355035318534469502 | 0.027530414499456342628697945522541582812
f(z) = 34/25*z^3 - 193/50*z + 1
*
[ -2 ] 
f(z) = 34/27*z^3 - 191/54*z + 1
*
[ -2 ] 
f(z) = 34/29*z^3 - 185/58*z + 1
*
[ -2 ] 
f(z) = 35/27*z^3 - 199/54*z + 1
*
[ -2 ] 
f(z) = 35/29*z^3 - 193/58*z + 1
*
3/2 | 0.12289738205357173035876798591109535514 | 0.023217514600619723839712038586395416416
f(z) = 38/21*z^3 - 199/42*z + 1
*
0 | 0.11213987703814274455065592155754660477 | 0.021571595860051277765295857982482921701
f(z) = 38/21*z^3 - 181/42*z + 1
*
-2 | 0.070115112527557471113586814880691012863 | 0.013349478752029470050043741196638949186
f(z) = 20/31*z^3 - 191/62*z + 1
*
-2 | 0.072507404053142556403454278590175810147 | 0.013724135538960670212150702917054306980
f(z) = 20/37*z^3 - 197/74*z + 1
*
-2 | 0.052723853717572479330903340726020260911 | 0.0099604794100095429803103920538728959703
f(z) = 20/39*z^3 - 199/78*z + 1
*
-5/3 | 0.090908039811823296707212804115779321916 | 0.017174155432576076351562861501923117965
f(z) = 21/20*z^3 - 199/60*z + 1
*
1/3 | 0.10399149939928857110387036298627623613 | 0.019879437996035651287579557856288012492
f(z) = 21/20*z^3 - 187/60*z + 1
*
[ 2/7 ] 
f(z) = 21/20*z^3 - 181/70*z + 1
*
-2 | 0.075871449059973549197356440395135533321 | 0.014333474374191652638791757736591889397
f(z) = 21/31*z^3 - 199/62*z + 1
*
[ -9/4 ] 
f(z) = 22/27*z^3 - 193/72*z + 1
*
[ 21/11 ] 
f(z) = 22/27*z^3 - 192/77*z + 1
*
-3/11 | 0.19540773306100679961500002182726607816 | 0.026230993406509984469028443417956816617
f(z) = 22/27*z^3 - 191/66*z + 1
*
0 | 0.14585742503333878071487974753963423761 | 0.027607760844040003015771060293937103280
f(z) = 24/25*z^3 - 197/75*z + 1
*
[ 1/4 ] 
f(z) = 24/31*z^3 - 189/62*z + 1
*
6/13 | 0.20321406175590967437458346377784913965 | 0.027396273546257774426503528408125358509
f(z) = 26/27*z^3 - 185/78*z + 1
*
11/9 | 0.14507312767692238775892660617193772054 | 0.027406909762555229344234706689284604028
f(z) = 27/26*z^3 - 199/78*z + 1
*
-13/9 | 0.14266485298480143663727594633411230536 | 0.027108731060318905014682267238359499244
f(z) = 27/26*z^3 - 193/78*z + 1
*
[ 2 ] 
f(z) = 27/31*z^3 - 185/62*z + 1
*
[ 2 ] 
f(z) = 27/35*z^3 - 181/70*z + 1
*
-10/7 | 0.18757269526107523835490667081156368267 | 0.027552069285658393425419352286208819988
f(z) = 28/25*z^3 - 181/70*z + 1
*
[ 3/10 ] 
f(z) = 28/27*z^3 - 182/75*z + 1
*
[ 2 ] 
f(z) = 28/31*z^3 - 193/62*z + 1
*
[ 2 ] 
f(z) = 28/37*z^3 - 187/74*z + 1
*
[ 2 ] 
f(z) = 29/33*z^3 - 199/66*z + 1
*
[ 2 ] 
f(z) = 29/35*z^3 - 197/70*z + 1
*
[ 2 ] 
f(z) = 29/37*z^3 - 195/74*z + 1
*
[ 2 ] 
f(z) = 29/39*z^3 - 193/78*z + 1
*
[ 3/2 ] 
f(z) = 32/23*z^3 - 193/69*z + 1
*
[ 3/2 ] 
f(z) = 32/25*z^3 - 191/75*z + 1
*
3/8 | 0.086594310223937543432974346817268723083 | 0.016587817598168857698988245464097040134
f(z) = 32/33*z^3 - 185/66*z + 1
*
0 | 0.15527901990761376534012406189883490801 | 0.029869983376676772156253606994504763659
f(z) = 32/39*z^3 - 181/78*z + 1
*
3/2 | 0.14532397980294753001738501843257543819 | 0.027506790815666958231868266981503157984
f(z) = 34/33*z^3 - 197/66*z + 1
*
[ -2 ] 
f(z) = 35/31*z^3 - 187/62*z + 1
*
[ -2 ] 
f(z) = 35/33*z^3 - 181/66*z + 1
*
-3/2 | 0.13278951315440312550066330315003133335 | 0.025232249740704445068409662650677273820
f(z) = 36/25*z^3 - 193/75*z + 1
*
[ -2 ] 
f(z) = 36/31*z^3 - 195/62*z + 1
*
[ -2 ] 
f(z) = 36/35*z^3 - 183/70*z + 1
*
[ -2 ] 
f(z) = 37/33*z^3 - 197/66*z + 1
*
[ -2 ] 
f(z) = 37/35*z^3 - 191/70*z + 1
*
-3/2 | 0.13806812966179275912555736607166499861 | 0.026235276010143281669282339463122726807
f(z) = 38/33*z^3 - 193/66*z + 1
*
[ -2 ] 
f(z) = 38/35*z^3 - 199/70*z + 1
*
[ -2 ] 
f(z) = 38/37*z^3 - 193/74*z + 1
*
[ -2 ] 
f(z) = 38/39*z^3 - 187/78*z + 1
*
-7/4 | 0.11750764798728815655996383527015718701 | 0.022241740811187209146846004160956907629
f(z) = 20/21*z^3 - 197/84*z + 1
*
0 | 0.10810845728709017873430559917004536603 | 0.020709020785085688757679943600930650302
f(z) = 20/21*z^3 - 185/84*z + 1
*
[ 1/3 ] 
f(z) = 21/29*z^3 - 181/87*z + 1
*
[ 1/3 ] 
f(z) = 21/31*z^3 - 193/93*z + 1
*
[ 1/3 ] 
f(z) = 21/32*z^3 - 199/96*z + 1
*
-12/7 | 0.15158120612585423801259427535018497208 | 0.020587873048140498229891612815986961752
f(z) = 21/32*z^3 - 197/84*z + 1
*
2/3 | 0.15851769332070088260486995600578742637 | 0.026905510180421702834571925945426754858
f(z) = 23/20*z^3 - 181/90*z + 1
*
[ 1/3 ] 
f(z) = 24/29*z^3 - 182/87*z + 1
*
[ 1/3 ] 
f(z) = 24/31*z^3 - 194/93*z + 1
*
[ 3/2 ] 
f(z) = 25/21*z^3 - 197/84*z + 1
*
[ 3/2 ] 
f(z) = 25/24*z^3 - 193/96*z + 1
*
3/5 | 0.13054175631955252867983546896393124789 | 0.024954893098366973542276804456954847745
f(z) = 25/32*z^3 - 187/96*z + 1
*
[ 9/5 ] 
f(z) = 25/33*z^3 - 199/99*z + 1
*
[ 21/13 ] 
f(z) = 26/27*z^3 - 194/91*z + 1
*
3/28 | 0.17739139395009937636411100134801049508 | 0.023714069127038513366786561655274172817
f(z) = 28/27*z^3 - 197/84*z + 1
*
2/3 | 0.16170664208790760488345704201888610634 | 0.027150949909573833001119422667459438716
f(z) = 29/20*z^3 - 193/90*z + 1
*
[ 1/3 ] 
f(z) = 30/29*z^3 - 184/87*z + 1
*
[ 1/3 ] 
f(z) = 30/31*z^3 - 196/93*z + 1
*
0 | 0.14661532970615747941788035636392102844 | 0.027914641481390870048007554247756390244
f(z) = 32/21*z^3 - 191/84*z + 1
*
[ 3/2 ] 
f(z) = 32/29*z^3 - 187/87*z + 1
*
[ 3/2 ] 
f(z) = 32/31*z^3 - 185/93*z + 1
*
[ 1/3 ] 
f(z) = 33/29*z^3 - 185/87*z + 1
*
[ 1/3 ] 
f(z) = 33/31*z^3 - 197/93*z + 1
*
4/7 | 0.15156114455733726228091832955047148868 | 0.025583153351258345108109293204171732821
f(z) = 35/24*z^3 - 187/84*z + 1
*
[ -12/7 ] 
f(z) = 35/27*z^3 - 187/84*z + 1
*
-12/7 | 0.15831950206860468041555104795502112539 | 0.024928727917733976160632085574999311787
f(z) = 35/36*z^3 - 191/84*z + 1
*
[ -3/2 ] 
f(z) = 37/21*z^3 - 193/84*z + 1
*
[ 4/3 ] 
f(z) = 39/28*z^3 - 187/84*z + 1
*
[ 1/3 ] 
f(z) = 39/28*z^3 - 181/84*z + 1
*
[ 1/3 ] 
f(z) = 39/29*z^3 - 187/87*z + 1
*
[ 1/3 ] 
f(z) = 39/31*z^3 - 199/93*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.022222877692326933426483677949868546744
f(z) = 39/32*z^3 - 181/96*z + 1
*
7/10 | 0.11804195493698829787371782698183830330 | 0.022300237535088900325855590820963648771
f(z) = 20/21*z^3 - 199/105*z + 1
*
0 | 0.10921101988933891310224589648402657414 | 0.020941968408717552588358865856844405866
f(z) = 20/21*z^3 - 184/105*z + 1
*
[ -21/10 ] 
f(z) = 20/27*z^3 - 188/105*z + 1
*
0 | 0.15740185894859873065610898942678509553 | 0.029736027710588390764114260509700611073
f(z) = 21/34*z^3 - 199/102*z + 1
*
0 | 0.095644184702287297301979100183251018679 | 0.018265109282448337457922494023982127257
f(z) = 25/21*z^3 - 188/105*z + 1
*
-8/5 | 0.13735147447002136855507615355134360336 | 0.026150861403478698941207384160779666003
f(z) = 25/26*z^3 - 191/104*z + 1
*
4/5 | 0.15306759565889499434528064204528397770 | 0.028917207817681632382196659646929528486
f(z) = 25/27*z^3 - 199/108*z + 1
*
[ 9/5 ] 
f(z) = 25/39*z^3 - 191/117*z + 1
*
[ -24/13 ] 
f(z) = 26/27*z^3 - 181/104*z + 1
*
[ -5/3 ] 
f(z) = 27/22*z^3 - 199/110*z + 1
*
[ -5/3 ] 
f(z) = 27/23*z^3 - 191/115*z + 1
*
[ -19/9 ] 
f(z) = 27/38*z^3 - 193/114*z + 1
*
0 | 0.11921892742197413314336475571870360171 | 0.022790375072284253912641162083098398668
f(z) = 28/25*z^3 - 187/100*z + 1
*
3/4 | 0.14211435242574614089434356891366680687 | 0.026977634578341671272643582358799047524
f(z) = 32/35*z^3 - 194/105*z + 1
*
[ 3/2 ] 
f(z) = 32/35*z^3 - 181/105*z + 1
*
2/3 | 0.15740177495287733862493312041790826388 | 0.029792864904431061292857229039609306137
f(z) = 33/34*z^3 - 197/102*z + 1
*
0 | 0.13432092306466381157523325930941183404 | 0.025424142236655592928111028474700352424
f(z) = 35/22*z^3 - 197/110*z + 1
*
[ 2/5 ] 
f(z) = 35/22*z^3 - 193/110*z + 1
*
0 | 0.15234750601521236971543771178147671257 | 0.029306067715136502571591964793117921073
f(z) = 20/27*z^3 - 181/135*z + 1
*
[ 4/3 ] 
f(z) = 21/22*z^3 - 191/132*z + 1
*
[ 6/5 ] 
f(z) = 25/23*z^3 - 193/138*z + 1
*
0 | 0.14946122386644107250226191697517798621 | 0.028289884611764390926522519221832123329
f(z) = 25/24*z^3 - 197/120*z + 1
*
[ 4/9 ] 
f(z) = 27/22*z^3 - 197/132*z + 1
*
-3/2 | 0.099788247839834172884913505127721577141 | 0.018851785631867135705072702418316909636
f(z) = 31/30*z^3 - 199/120*z + 1
*
0 | 0.15359351185374125316460071494387862517 | 0.029016562797653644833200033975227554019
f(z) = 35/24*z^3 - 199/120*z + 1
*
[ 10/13 ] 
f(z) = 39/20*z^3 - 189/130*z + 1
*
[ -4/3 ] 
f(z) = 39/22*z^3 - 185/132*z + 1
*
0 | 0.14439985849750748564673634895350515268 | 0.027331873974884671868273183144700385773
f(z) = 20/39*z^3 - 197/156*z + 1
*
[ 4/3 ] 
f(z) = 21/26*z^3 - 185/156*z + 1
*
[ 8/5 ] 
f(z) = 25/38*z^3 - 199/152*z + 1
*
[ 1/2 ] 
f(z) = 25/39*z^3 - 181/156*z + 1
*
[ 6/5 ] 
f(z) = 28/27*z^3 - 199/150*z + 1
*
[ 1/2 ] 
f(z) = 29/38*z^3 - 181/152*z + 1
*
[ 1/2 ] 
f(z) = 29/39*z^3 - 185/156*z + 1
*
[ 1/2 ] 
f(z) = 31/38*z^3 - 183/152*z + 1
*
[ 1/2 ] 
f(z) = 31/39*z^3 - 187/156*z + 1
*
[ 1/2 ] 
f(z) = 33/37*z^3 - 181/148*z + 1
*
[ 1/2 ] 
f(z) = 33/38*z^3 - 185/152*z + 1
*
[ 9/17 ] 
f(z) = 34/27*z^3 - 190/153*z + 1
*
[ 15/14 ] 
f(z) = 35/27*z^3 - 199/140*z + 1
*
[ 1/2 ] 
f(z) = 35/37*z^3 - 183/148*z + 1
*
[ 1/2 ] 
f(z) = 35/38*z^3 - 187/152*z + 1
*
[ 1/2 ] 
f(z) = 35/39*z^3 - 191/156*z + 1
*
[ 5/4 ] 
f(z) = 36/35*z^3 - 197/140*z + 1
*
[ 6/7 ] 
f(z) = 37/24*z^3 - 191/147*z + 1
*
[ 6/5 ] 
f(z) = 37/36*z^3 - 197/150*z + 1
*
[ 1/2 ] 
f(z) = 37/36*z^3 - 181/144*z + 1
*
[ 1/2 ] 
f(z) = 37/38*z^3 - 189/152*z + 1
*
[ 1/2 ] 
f(z) = 37/39*z^3 - 193/156*z + 1
*
[ 1/2 ] 
f(z) = 39/37*z^3 - 187/148*z + 1
*
[ 1/2 ] 
f(z) = 39/38*z^3 - 191/152*z + 1
*
[ 6/5 ] 
f(z) = 25/29*z^3 - 187/174*z + 1
*
0 | 0.14946122386644107250226191697517798621 | 0.028513627887236074839992335240822857878
f(z) = 25/32*z^3 - 189/160*z + 1
*
[ 10/17 ] 
f(z) = 34/25*z^3 - 199/170*z + 1
*
[ 5/8 ] 
f(z) = 34/25*z^3 - 181/160*z + 1
*
0 | 0.15043675672762218161270515785369035098 | 0.027345881791054149024874346340905033615
f(z) = 35/24*z^3 - 197/168*z + 1
*
[ 5/8 ] 
f(z) = 38/25*z^3 - 191/160*z + 1
*
[ 2/3 ] 
f(z) = 39/29*z^3 - 191/174*z + 1
*
[ 2/3 ] 
f(z) = 23/22*z^3 - 191/198*z + 1
*
[ 4/7 ] 
f(z) = 23/32*z^3 - 193/196*z + 1
*
[ 2/3 ] 
f(z) = 25/22*z^3 - 199/198*z + 1
*
[ 11/15 ] 
f(z) = 25/22*z^3 - 193/198*z + 1
*
[ 14/15 ] 
f(z) = 25/24*z^3 - 185/189*z + 1
*
[ 6/5 ] 
f(z) = 25/31*z^3 - 185/186*z + 1
*
[ 4/7 ] 
f(z) = 25/32*z^3 - 197/196*z + 1
*
0 | 0.14098880389983039270594739055643929688 | 0.026686232660861012269671141192747829010
f(z) = 25/36*z^3 - 197/180*z + 1
*
[ 5/6 ] 
f(z) = 29/25*z^3 - 181/180*z + 1
*
[ 5/6 ] 
f(z) = 31/25*z^3 - 191/180*z + 1
*
[ 2/3 ] 
f(z) = 33/31*z^3 - 181/186*z + 1
*
[ 3/5 ] 
f(z) = 35/39*z^3 - 193/195*z + 1
*
[ 2/3 ] 
f(z) = 39/31*z^3 - 197/186*z + 1
*
[ 6/7 ] 
f(z) = 21/20*z^3 - 197/210*z + 1
*
[ 7/12 ] 
f(z) = 24/35*z^3 - 199/210*z + 1
*
-7/4 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = 24/35*z^3 - 181/210*z + 1
*
[ 2/3 ] 
f(z) = 33/35*z^3 - 193/210*z + 1
*
[ 11/14 ] 
f(z) = 28/33*z^3 - 184/231*z + 1
*
[ 2/3 ] 
f(z) = 30/37*z^3 - 191/222*z + 1
*
[ 2/3 ] 
f(z) = 33/37*z^3 - 199/222*z + 1
*
[ 15/14 ] 
f(z) = 20/27*z^3 - 192/245*z + 1
*
0 | 0.16491523887566166899787961430115233838 | 0.029536195558378661018846024690906908769
f(z) = 21/38*z^3 - 185/266*z + 1
*
[ 13/14 ] 
f(z) = 28/39*z^3 - 190/273*z + 1
*
[ 6/7 ] 
f(z) = 23/36*z^3 - 187/294*z + 1
*
[ 7/8 ] 
f(z) = 24/35*z^3 - 187/280*z + 1
*
[ 6/7 ] 
f(z) = 25/36*z^3 - 199/294*z + 1
*
[ -6 ] 
f(z) = 22/27*z^3 - 169/6*z + 1
*
[ 4 ] 
f(z) = 23/24*z^3 - 175/12*z + 1
*
[ -4 ] 
f(z) = 23/24*z^3 - 169/12*z + 1
*
[ 6 ] 
f(z) = 23/27*z^3 - 179/6*z + 1
*
[ -24/5 ] 
f(z) = 25/27*z^3 - 161/8*z + 1
*
[ -9/2 ] 
f(z) = 28/27*z^3 - 178/9*z + 1
*
[ 6 ] 
f(z) = 29/36*z^3 - 169/6*z + 1
*
[ -6 ] 
f(z) = 29/36*z^3 - 167/6*z + 1
*
[ -6 ] 
f(z) = 31/36*z^3 - 179/6*z + 1
*
[ 5 ] 
f(z) = 33/25*z^3 - 161/5*z + 1
*
[ 5 ] 
f(z) = 34/25*z^3 - 166/5*z + 1
*
[ -5 ] 
f(z) = 34/25*z^3 - 164/5*z + 1
*
[ 5 ] 
f(z) = 36/25*z^3 - 176/5*z + 1
*
[ -5 ] 
f(z) = 36/25*z^3 - 174/5*z + 1
*
[ 6 ] 
f(z) = 37/24*z^3 - 164/3*z + 1
*
[ -6 ] 
f(z) = 37/24*z^3 - 163/3*z + 1
*
[ -5 ] 
f(z) = 37/25*z^3 - 179/5*z + 1
*
1/2 | 0.057390516008043866839568061985960616912 | 0.011136671573042809304610555891252244841
f(z) = 20/21*z^3 - 173/21*z + 1
*
[ 3 ] 
f(z) = 20/21*z^3 - 166/21*z + 1
*
0 | 0.14812218411282378000033013073334466125 | 0.028647643867570045798853854250723870861
f(z) = 20/39*z^3 - 176/39*z + 1
*
-3 | 0.14444653185546894153592786957046899065 | 0.028223272076849230226134442923095090844
f(z) = 20/39*z^3 - 167/39*z + 1
*
[ -3 ] 
f(z) = 22/21*z^3 - 170/21*z + 1
*
0 | 0.14921992778029569858099353551813431271 | 0.028797020626591883900080355597320059461
f(z) = 22/39*z^3 - 178/39*z + 1
*
[ 3 ] 
f(z) = 22/39*z^3 - 172/39*z + 1
*
[ -3 ] 
f(z) = 23/21*z^3 - 179/21*z + 1
*
[ -3 ] 
f(z) = 23/24*z^3 - 175/24*z + 1
*
3 | 0.23215261360183416881402696024655600601 | 0.027651359925080222435366589337799323156
f(z) = 23/27*z^3 - 164/23*z + 1
*
0 | 0.11525157237968003813225201858245930155 | 0.022364651847517283200540058833532027580
f(z) = 23/30*z^3 - 173/30*z + 1
*
[ -3 ] 
f(z) = 23/30*z^3 - 167/30*z + 1
*
[ -3 ] 
f(z) = 23/33*z^3 - 163/33*z + 1
*
0 | 0.091924115242437595850870588676859891454 | 0.017960966466864550273997804138427132361
f(z) = 23/36*z^3 - 167/36*z + 1
*
-5/2 | 0.14452443223169319912134418944755566607 | 0.028108496529087985054987527892126479789
f(z) = 24/35*z^3 - 171/35*z + 1
*
5/2 | 0.074901841430265014183626961513473605337 | 0.014687020236767466864932108692729529219
f(z) = 24/35*z^3 - 164/35*z + 1
*
[ 2/15 ] 
f(z) = 25/24*z^3 - 176/27*z + 1
*
-3 | 0.13446543559968875799868104743489820780 | 0.015861223904435221372423446754359912816
f(z) = 25/27*z^3 - 178/25*z + 1
*
1/5 | 0.14301918978259287889054251899306304694 | 0.028077385844311937706003668654177132354
f(z) = 25/27*z^3 - 163/27*z + 1
*
1/5 | 0.11558565902651769542851501213647126012 | 0.022531762408929156738320615305149467915
f(z) = 25/28*z^3 - 169/28*z + 1
*
1/5 | 0.14143827832402502555701218795377791151 | 0.027834485934373673896499475217796860921
f(z) = 25/32*z^3 - 161/32*z + 1
*
[ -3 ] 
f(z) = 25/39*z^3 - 173/39*z + 1
*
2/9 | 0.10189507713005736916875461383814705963 | 0.017534435535673108424017221472554396072
f(z) = 27/20*z^3 - 167/30*z + 1
*
0 | 0.14164906545379063401259973128311135138 | 0.024451705973689413854248181384097795561
f(z) = 27/26*z^3 - 164/39*z + 1
*
-7/3 | 0.13269305798618425791226541946556291946 | 0.026050169866038574500247808108151980387
f(z) = 27/28*z^3 - 163/28*z + 1
*
7/3 | 0.13036353285533600854290098928334464409 | 0.025623796438516273581204606050397995624
f(z) = 27/35*z^3 - 162/35*z + 1
*
[ 9/4 ] 
f(z) = 28/27*z^3 - 169/36*z + 1
*
0 | 0.14368002116832043097094891767463399134 | 0.027881213110806504474589052605856642876
f(z) = 29/36*z^3 - 173/36*z + 1
*
0 | 0.15276894306419575919966201556445817645 | 0.029578949415428019267291760327004310185
f(z) = 31/36*z^3 - 175/36*z + 1
*
33/16 | 0.089461270994258001006951285828990279385 | 0.012290950906165386667109666932786133777
f(z) = 32/27*z^3 - 161/24*z + 1
*
1/4 | 0.13649812038751719140189523778453629372 | 0.026670239431778787955060746447346595170
f(z) = 32/33*z^3 - 167/33*z + 1
*
[ 5/2 ] 
f(z) = 32/35*z^3 - 179/35*z + 1
*
1/4 | 0.13804719114393464713342573027492953681 | 0.026669860470842867800927247030446406698
f(z) = 32/35*z^3 - 177/35*z + 1
*
8/3 | 0.15939628849020248293351842753015585151 | 0.024506338624220618622429668798447569276
f(z) = 33/32*z^3 - 167/24*z + 1
*
[ 8/3 ] 
f(z) = 33/32*z^3 - 161/24*z + 1
*
-15/7 | 0.21155484613241031405584069571762312802 | 0.024954507956706968819826599066298197281
f(z) = 35/27*z^3 - 178/35*z + 1
*
-12/5 | 0.23526113178193209419671909926038027689 | 0.028083366026474503775043611490056695520
f(z) = 35/27*z^3 - 161/20*z + 1
*
[ 5/2 ] 
f(z) = 37/25*z^3 - 173/20*z + 1
*
-2 | 0.064473045408614538419154161728955006626 | 0.012688036766546854512780612956880307241
f(z) = 37/26*z^3 - 161/26*z + 1
*
-2 | 0.061399090034164405707046412666364213680 | 0.012025018744914220706522868466501384117
f(z) = 37/34*z^3 - 165/34*z + 1
*
-2 | 0.054744849517704202548065702453195454245 | 0.010696544686100992675467690863871784110
f(z) = 37/38*z^3 - 167/38*z + 1
*
-2 | 0.066487660215204889727467390945693711792 | 0.012990961429828090656427722095594663475
f(z) = 39/22*z^3 - 167/22*z + 1
*
[ -5/2 ] 
f(z) = 39/25*z^3 - 167/20*z + 1
*
[ -8/3 ] 
f(z) = 39/32*z^3 - 175/24*z + 1
*
-2 | 0.063337474262449408326523837549570576709 | 0.012290683168419086552829536361589389174
f(z) = 39/34*z^3 - 173/34*z + 1
*
-2 | 0.060649340354924269460043950637078534871 | 0.011742856463198417317760929322928693591
f(z) = 39/38*z^3 - 175/38*z + 1
*
0 | 0.15315963429500587800638266582723656103 | 0.029856268672412300657127621797369793997
f(z) = 22/25*z^3 - 169/50*z + 1
*
[ 2 ] 
f(z) = 24/23*z^3 - 169/46*z + 1
*
0 | 0.15269319936706320618035228757303400595 | 0.029630226927211971584607378864522894012
f(z) = 24/25*z^3 - 173/50*z + 1
*
[ 2 ] 
f(z) = 24/25*z^3 - 167/50*z + 1
*
[ 1/4 ] 
f(z) = 24/29*z^3 - 177/58*z + 1
*
[ 2 ] 
f(z) = 24/29*z^3 - 163/58*z + 1
*
[ 2 ] 
f(z) = 25/23*z^3 - 177/46*z + 1
*
[ 2 ] 
f(z) = 25/27*z^3 - 173/54*z + 1
*
[ 6/25 ] 
f(z) = 25/27*z^3 - 161/50*z + 1
*
[ 2 ] 
f(z) = 25/29*z^3 - 171/58*z + 1
*
21/10 | 0.087010386142940600735151001045427361079 | 0.014051242363610290065128570876965026030
f(z) = 25/36*z^3 - 163/48*z + 1
*
0 | 0.15189676801464803250099022489239194779 | 0.029345512758016313522897949003020353667
f(z) = 26/25*z^3 - 177/50*z + 1
*
[ 2 ] 
f(z) = 26/29*z^3 - 179/58*z + 1
*
[ -2 ] 
f(z) = 29/21*z^3 - 169/42*z + 1
*
[ -2 ] 
f(z) = 29/23*z^3 - 163/46*z + 1
*
[ -2 ] 
f(z) = 30/23*z^3 - 171/46*z + 1
*
[ -2 ] 
f(z) = 31/23*z^3 - 179/46*z + 1
*
[ -2 ] 
f(z) = 31/25*z^3 - 173/50*z + 1
*
[ -2 ] 
f(z) = 31/27*z^3 - 167/54*z + 1
*
[ -2 ] 
f(z) = 31/29*z^3 - 161/58*z + 1
*
[ -2 ] 
f(z) = 32/27*z^3 - 175/54*z + 1
*
[ -2 ] 
f(z) = 32/29*z^3 - 169/58*z + 1
*
[ -2 ] 
f(z) = 33/29*z^3 - 177/58*z + 1
*
0 | 0.11719346523722118253415959495067362237 | 0.022741477575681884415179641616951850269
f(z) = 34/21*z^3 - 173/42*z + 1
*
-3/2 | 0.12502740125610313194209825153093076568 | 0.024428986403378290581901809201450441284
f(z) = 34/21*z^3 - 167/42*z + 1
*
[ 9/5 ] 
f(z) = 35/27*z^3 - 169/45*z + 1
*
6/5 | 0.10537845205176993399731390275336940190 | 0.016261994966966510084333856877796175587
f(z) = 35/32*z^3 - 163/40*z + 1
*
[ 5/3 ] 
f(z) = 37/25*z^3 - 167/45*z + 1
*
[ 5/3 ] 
f(z) = 38/25*z^3 - 172/45*z + 1
*
3/20 | 0.17422552113036354567987920329847517902 | 0.023936585105657870563032708308619556417
f(z) = 20/27*z^3 - 161/60*z + 1
*
-10/7 | 0.11573206857934056606878707995018889079 | 0.019834759651107910121343635550202016438
f(z) = 21/20*z^3 - 171/70*z + 1
*
0 | 0.081085465564908935310097913599982144693 | 0.015918618379061147048694616457935916827
f(z) = 21/20*z^3 - 163/60*z + 1
*
0 | 0.16636237875659120191783740306269092827 | 0.028628178004570096056631859712278454361
f(z) = 21/22*z^3 - 167/77*z + 1
*
[ 1/3 ] 
f(z) = 21/26*z^3 - 163/78*z + 1
*
[ -5/2 ] 
f(z) = 22/35*z^3 - 177/70*z + 1
*
1/2 | 0.14249913436835886588257806669933785798 | 0.027842771912432169327484841771441714410
f(z) = 22/39*z^3 - 167/78*z + 1
*
0 | 0.14249958800350403645136791638846023914 | 0.028043347422900823610190245126496767633
f(z) = 22/39*z^3 - 161/78*z + 1
*
-2 | 0.21273836915040118621627518166626279393 | 0.029275275023974055032494864133987963075
f(z) = 23/24*z^3 - 179/69*z + 1
*
[ 2 ] 
f(z) = 24/31*z^3 - 161/62*z + 1
*
6/5 | 0.089591906610828009084587159330055974135 | 0.017588594469481089504048909728094799530
f(z) = 25/22*z^3 - 163/66*z + 1
*
[ 2 ] 
f(z) = 25/31*z^3 - 169/62*z + 1
*
[ 2 ] 
f(z) = 25/33*z^3 - 167/66*z + 1
*
[ 2 ] 
f(z) = 25/37*z^3 - 163/74*z + 1
*
[ 2 ] 
f(z) = 25/39*z^3 - 161/78*z + 1
*
3/2 | 0.21067277874905720196162937801155272912 | 0.028528624777414795982314573529518154782
f(z) = 26/27*z^3 - 179/78*z + 1
*
-3/13 | 0.20353203382900514287023940446412774989 | 0.027689488611549121591245591209716432997
f(z) = 26/27*z^3 - 173/78*z + 1
*
[ 2 ] 
f(z) = 26/31*z^3 - 177/62*z + 1
*
[ 2 ] 
f(z) = 26/35*z^3 - 173/70*z + 1
*
[ 2 ] 
f(z) = 26/37*z^3 - 171/74*z + 1
*
5/9 | 0.065704573601691029932329026395634624819 | 0.012808161964397832630686093310397587720
f(z) = 27/20*z^3 - 169/60*z + 1
*
0 | 0.12985510027825629410329146181634272024 | 0.025554962949431272365804480915518887125
f(z) = 27/20*z^3 - 161/60*z + 1
*
11/9 | 0.14086082813995353344873118627202240999 | 0.027273313715446431902899696264559567802
f(z) = 27/22*z^3 - 175/66*z + 1
*
[ 5/18 ] 
f(z) = 27/25*z^3 - 161/60*z + 1
*
[ -20/9 ] 
f(z) = 27/32*z^3 - 163/60*z + 1
*
[ 2 ] 
f(z) = 27/37*z^3 - 179/74*z + 1
*
[ 3/2 ] 
f(z) = 28/23*z^3 - 166/69*z + 1
*
[ 3/2 ] 
f(z) = 28/25*z^3 - 164/75*z + 1
*
[ -2 ] 
f(z) = 32/31*z^3 - 163/62*z + 1
*
3/2 | 0.11218799341134717682362778577533752967 | 0.021627077223565811796254400714287326840
f(z) = 32/35*z^3 - 179/70*z + 1
*
[ 4/3 ] 
f(z) = 33/20*z^3 - 161/60*z + 1
*
[ 1/3 ] 
f(z) = 33/25*z^3 - 161/75*z + 1
*
[ 1/3 ] 
f(z) = 33/26*z^3 - 167/78*z + 1
*
2/3 | 0.14249887228141553886717734651104156341 | 0.028043206571664218712953965290953336788
f(z) = 33/26*z^3 - 161/78*z + 1
*
[ -2 ] 
f(z) = 33/31*z^3 - 171/62*z + 1
*
[ -2 ] 
f(z) = 34/31*z^3 - 179/62*z + 1
*
[ -2 ] 
f(z) = 34/33*z^3 - 173/66*z + 1
*
[ -2 ] 
f(z) = 34/35*z^3 - 167/70*z + 1
*
[ -2 ] 
f(z) = 34/37*z^3 - 161/74*z + 1
*
-3/2 | 0.14267455989954440058086669338486360599 | 0.027504135076843423948772860500515052000
f(z) = 34/39*z^3 - 179/78*z + 1
*
1/2 | 0.14249783866499464914499614930830699595 | 0.027651809732082892186471994490653222479
f(z) = 34/39*z^3 - 173/78*z + 1
*
[ -2 ] 
f(z) = 35/37*z^3 - 169/74*z + 1
*
[ -2 ] 
f(z) = 35/39*z^3 - 163/78*z + 1
*
[ -2 ] 
f(z) = 36/37*z^3 - 177/74*z + 1
*
-6/5 | 0.15772683345746232354912071011531383157 | 0.021705047597047701366804928495208307971
f(z) = 37/24*z^3 - 179/75*z + 1
*
[ -2 ] 
f(z) = 37/39*z^3 - 179/78*z + 1
*
1/2 | 0.14249887228141553886717734651104156341 | 0.027590469963494720033959939502706207326
f(z) = 38/39*z^3 - 175/78*z + 1
*
-4/3 | 0.14079298050479876970429522831024983817 | 0.027640338641360855423896877209225509499
f(z) = 39/20*z^3 - 163/60*z + 1
*
[ 1/3 ] 
f(z) = 39/25*z^3 - 163/75*z + 1
*
[ 15/8 ] 
f(z) = 20/27*z^3 - 171/80*z + 1
*
0 | 0.17503538331208917819463631078709816594 | 0.029998468022324666456071438275811353272
f(z) = 21/26*z^3 - 171/91*z + 1
*
[ 3/2 ] 
f(z) = 23/21*z^3 - 179/84*z + 1
*
[ 3/2 ] 
f(z) = 23/24*z^3 - 175/96*z + 1
*
1/10 | 0.053151151946085835110977411500032378944 | 0.010361052897880241079131579809990820814
f(z) = 25/21*z^3 - 169/84*z + 1
*
[ 3/8 ] 
f(z) = 26/27*z^3 - 173/96*z + 1
*
[ 4/3 ] 
f(z) = 27/23*z^3 - 169/92*z + 1
*
[ -15/8 ] 
f(z) = 28/27*z^3 - 169/80*z + 1
*
[ 1/3 ] 
f(z) = 33/28*z^3 - 179/84*z + 1
*
[ -3/2 ] 
f(z) = 37/24*z^3 - 173/96*z + 1
*
[ 5/4 ] 
f(z) = 37/25*z^3 - 169/80*z + 1
*
0 | 0.11567282380991127152877549172172499117 | 0.022446395995409284454266865979843282863
f(z) = 38/21*z^3 - 173/84*z + 1
*
[ 3/8 ] 
f(z) = 38/27*z^3 - 179/96*z + 1
*
[ 5/4 ] 
f(z) = 39/25*z^3 - 179/80*z + 1
*
[ 7/5 ] 
f(z) = 20/21*z^3 - 166/105*z + 1
*
0 | 0.10142500840100133750933448606468437337 | 0.019911657306033060354239238310090120993
f(z) = 20/21*z^3 - 163/105*z + 1
*
0 | 0.14241400836531425057602548396968377531 | 0.028026505693323168251647700232507460601
f(z) = 20/27*z^3 - 161/108*z + 1
*
[ 4/3 ] 
f(z) = 25/24*z^3 - 173/108*z + 1
*
[ 4/3 ] 
f(z) = 27/25*z^3 - 167/100*z + 1
*
-4/3 | 0.14582505364767084553240953883196024895 | 0.028111472542389004849135337616770864617
f(z) = 27/26*z^3 - 179/104*z + 1
*
[ 4/3 ] 
f(z) = 27/29*z^3 - 163/116*z + 1
*
[ 3/2 ] 
f(z) = 32/37*z^3 - 179/111*z + 1
*
[ 10/11 ] 
f(z) = 33/20*z^3 - 161/110*z + 1
*
-3/2 | 0.15147363985269345834901816768217427095 | 0.029393570512179706819992100677534872377
f(z) = 36/35*z^3 - 173/105*z + 1
*
[ 4/9 ] 
f(z) = 39/32*z^3 - 161/108*z + 1
*
[ 3/2 ] 
f(z) = 23/30*z^3 - 167/120*z + 1
*
[ 3/2 ] 
f(z) = 23/33*z^3 - 163/132*z + 1
*
0 | 0.062936678693663262959095767383005053848 | 0.012212908495389895111234294480531493523
f(z) = 25/24*z^3 - 173/120*z + 1
*
[ 1/2 ] 
f(z) = 25/34*z^3 - 161/136*z + 1
*
[ -5/3 ] 
f(z) = 27/26*z^3 - 167/130*z + 1
*
[ 4/3 ] 
f(z) = 27/31*z^3 - 161/124*z + 1
*
[ 1/2 ] 
f(z) = 27/34*z^3 - 163/136*z + 1
*
[ 1/2 ] 
f(z) = 29/33*z^3 - 161/132*z + 1
*
[ 1/2 ] 
f(z) = 29/34*z^3 - 165/136*z + 1
*
[ -3/2 ] 
f(z) = 30/23*z^3 - 175/138*z + 1
*
[ 1/2 ] 
f(z) = 31/33*z^3 - 163/132*z + 1
*
[ 1/2 ] 
f(z) = 31/34*z^3 - 167/136*z + 1
*
[ 5/9 ] 
f(z) = 33/25*z^3 - 163/135*z + 1
*
-12/11 | 0.11553129818782426161979091230323356675 | 0.015973394291287335723768915483650843020
f(z) = 33/32*z^3 - 173/132*z + 1
*
[ 1/2 ] 
f(z) = 33/32*z^3 - 161/128*z + 1
*
[ 1/2 ] 
f(z) = 33/34*z^3 - 169/136*z + 1
*
[ 6/5 ] 
f(z) = 35/32*z^3 - 169/120*z + 1
*
[ 1/2 ] 
f(z) = 35/32*z^3 - 163/128*z + 1
*
[ 1/2 ] 
f(z) = 35/33*z^3 - 167/132*z + 1
*
[ 1/2 ] 
f(z) = 35/34*z^3 - 171/136*z + 1
*
[ 1/2 ] 
f(z) = 37/31*z^3 - 161/124*z + 1
*
[ 1/2 ] 
f(z) = 37/32*z^3 - 165/128*z + 1
*
[ 1/2 ] 
f(z) = 37/33*z^3 - 169/132*z + 1
*
[ 1/2 ] 
f(z) = 37/34*z^3 - 173/136*z + 1
*
[ 2/3 ] 
f(z) = 39/23*z^3 - 173/138*z + 1
*
[ 5/9 ] 
f(z) = 39/25*z^3 - 173/135*z + 1
*
[ 1/2 ] 
f(z) = 39/31*z^3 - 163/124*z + 1
*
[ 1/2 ] 
f(z) = 39/32*z^3 - 167/128*z + 1
*
[ 1/2 ] 
f(z) = 39/34*z^3 - 175/136*z + 1
*
[ 1/2 ] 
f(z) = 21/37*z^3 - 169/148*z + 1
*
[ 1/2 ] 
f(z) = 21/38*z^3 - 173/152*z + 1
*
[ 1/2 ] 
f(z) = 23/35*z^3 - 163/140*z + 1
*
[ 1/2 ] 
f(z) = 23/36*z^3 - 167/144*z + 1
*
[ 1/2 ] 
f(z) = 23/37*z^3 - 171/148*z + 1
*
[ 1/2 ] 
f(z) = 23/38*z^3 - 175/152*z + 1
*
[ 1/2 ] 
f(z) = 23/39*z^3 - 179/156*z + 1
*
[ 1/2 ] 
f(z) = 25/36*z^3 - 169/144*z + 1
*
[ 1/2 ] 
f(z) = 25/37*z^3 - 173/148*z + 1
*
[ 1/2 ] 
f(z) = 25/38*z^3 - 177/152*z + 1
*
[ 3/2 ] 
f(z) = 25/39*z^3 - 173/156*z + 1
*
[ 1/2 ] 
f(z) = 27/37*z^3 - 175/148*z + 1
*
[ 1/2 ] 
f(z) = 27/38*z^3 - 179/152*z + 1
*
[ 9/8 ] 
f(z) = 28/27*z^3 - 173/144*z + 1
*
[ 15/28 ] 
f(z) = 28/27*z^3 - 163/140*z + 1
*
[ 15/29 ] 
f(z) = 29/27*z^3 - 177/145*z + 1
*
[ 1/2 ] 
f(z) = 29/35*z^3 - 169/140*z + 1
*
[ 1/2 ] 
f(z) = 29/36*z^3 - 173/144*z + 1
*
[ 1/2 ] 
f(z) = 29/37*z^3 - 177/148*z + 1
*
[ 6/7 ] 
f(z) = 31/24*z^3 - 164/147*z + 1
*
[ 1/2 ] 
f(z) = 31/35*z^3 - 171/140*z + 1
*
[ 1/2 ] 
f(z) = 31/36*z^3 - 175/144*z + 1
*
[ 6/5 ] 
f(z) = 31/36*z^3 - 161/150*z + 1
*
[ 1/2 ] 
f(z) = 31/37*z^3 - 179/148*z + 1
*
[ 2/3 ] 
f(z) = 33/25*z^3 - 163/150*z + 1
*
[ 1/2 ] 
f(z) = 33/35*z^3 - 173/140*z + 1
*
[ 1/2 ] 
f(z) = 35/36*z^3 - 179/144*z + 1
*
0 | 0.14120233410424416657162164564925834115 | 0.027220326266316438220971339358722006394
f(z) = 36/35*z^3 - 179/140*z + 1
*
[ 1/2 ] 
f(z) = 37/35*z^3 - 177/140*z + 1
*
[ 2/3 ] 
f(z) = 39/25*z^3 - 179/150*z + 1
*
[ 12/13 ] 
f(z) = 39/32*z^3 - 175/156*z + 1
*
[ 1/2 ] 
f(z) = 39/35*z^3 - 179/140*z + 1
*
[ -33/20 ] 
f(z) = 25/27*z^3 - 161/176*z + 1
*
[ 3/4 ] 
f(z) = 26/21*z^3 - 173/168*z + 1
*
[ 5/8 ] 
f(z) = 26/25*z^3 - 161/160*z + 1
*
[ 2/3 ] 
f(z) = 30/29*z^3 - 167/174*z + 1
*
[ 2/3 ] 
f(z) = 33/29*z^3 - 175/174*z + 1
*
[ 6/7 ] 
f(z) = 35/32*z^3 - 163/168*z + 1
*
[ 3/5 ] 
f(z) = 35/33*z^3 - 173/165*z + 1
*
[ 3/5 ] 
f(z) = 20/39*z^3 - 166/195*z + 1
*
0 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = 21/26*z^3 - 173/182*z + 1
*
[ 24/23 ] 
f(z) = 23/27*z^3 - 163/184*z + 1
*
0 | 0.070552526377022302992354509823811486462 | 0.013586195380176850668707408470059438536
f(z) = 25/36*z^3 - 161/180*z + 1
*
[ 2/3 ] 
f(z) = 30/31*z^3 - 173/186*z + 1
*
[ 3/4 ] 
f(z) = 35/36*z^3 - 169/192*z + 1
*
[ 5/6 ] 
f(z) = 36/37*z^3 - 162/185*z + 1
*
[ 3/4 ] 
f(z) = 37/36*z^3 - 175/192*z + 1
*
[ 4/3 ] 
f(z) = 21/34*z^3 - 173/204*z + 1
*
[ 18/23 ] 
f(z) = 23/24*z^3 - 179/207*z + 1
*
[ 24/25 ] 
f(z) = 25/27*z^3 - 179/200*z + 1
*
[ 10/9 ] 
f(z) = 27/35*z^3 - 179/210*z + 1
*
[ 2/3 ] 
f(z) = 21/37*z^3 - 167/222*z + 1
*
[ 4/3 ] 
f(z) = 21/38*z^3 - 167/228*z + 1
*
[ 2/3 ] 
f(z) = 24/37*z^3 - 175/222*z + 1
*
[ 6/5 ] 
f(z) = 25/37*z^3 - 179/222*z + 1
*
[ 6 ] 
f(z) = 20/27*z^3 - 155/6*z + 1
*
[ 18/5 ] 
f(z) = 25/36*z^3 - 149/18*z + 1
*
[ 6 ] 
f(z) = 25/36*z^3 - 145/6*z + 1
*
[ -6 ] 
f(z) = 25/36*z^3 - 143/6*z + 1
*
[ 10/3 ] 
f(z) = 27/20*z^3 - 143/10*z + 1
*
[ 5 ] 
f(z) = 29/25*z^3 - 141/5*z + 1
*
[ 5 ] 
f(z) = 31/25*z^3 - 151/5*z + 1
*
[ -5 ] 
f(z) = 31/25*z^3 - 149/5*z + 1
*
[ 5 ] 
f(z) = 32/25*z^3 - 156/5*z + 1
*
[ -5 ] 
f(z) = 32/25*z^3 - 154/5*z + 1
*
[ -5 ] 
f(z) = 33/25*z^3 - 159/5*z + 1
*
[ 6 ] 
f(z) = 35/24*z^3 - 155/3*z + 1
*
[ -6 ] 
f(z) = 35/24*z^3 - 154/3*z + 1
*
[ 10/3 ] 
f(z) = 36/25*z^3 - 153/10*z + 1
*
[ -10/3 ] 
f(z) = 36/25*z^3 - 147/10*z + 1
*
[ -3 ] 
f(z) = 20/21*z^3 - 152/21*z + 1
*
[ 3 ] 
f(z) = 20/33*z^3 - 158/33*z + 1
*
[ 3 ] 
f(z) = 20/39*z^3 - 154/39*z + 1
*
0 | 0.16303181610944457472567019479112036750 | 0.028419726564081699239997817630484370647
f(z) = 21/26*z^3 - 155/39*z + 1
*
-2 | 0.16762533755081502204116935795608086995 | 0.029320364760447826574497006895988806203
f(z) = 21/26*z^3 - 152/39*z + 1
*
0 | 0.11556424297477743979476718038186041405 | 0.023094620906996806663474420471454523250
f(z) = 21/32*z^3 - 149/32*z + 1
*
[ -3 ] 
f(z) = 22/39*z^3 - 146/39*z + 1
*
0 | 0.14385960318101865411990429131745225584 | 0.028987327611238282235455034821457725187
f(z) = 23/30*z^3 - 143/30*z + 1
*
[ -3 ] 
f(z) = 23/39*z^3 - 155/39*z + 1
*
[ 14/5 ] 
f(z) = 25/24*z^3 - 158/21*z + 1
*
1/5 | 0.052616225729174316883420795284584505541 | 0.010572441374688237978246365141095215342
f(z) = 25/24*z^3 - 145/24*z + 1
*
[ -14/5 ] 
f(z) = 25/24*z^3 - 143/21*z + 1
*
[ 13/5 ] 
f(z) = 25/26*z^3 - 153/26*z + 1
*
[ 1/5 ] 
f(z) = 25/37*z^3 - 149/37*z + 1
*
[ 1/5 ] 
f(z) = 25/38*z^3 - 153/38*z + 1
*
-2/5 | 0.14940409340408137041601169302239406541 | 0.029438221988698119413760061193880390644
f(z) = 25/39*z^3 - 160/39*z + 1
*
-13/5 | 0.14359278054079317957905270719641076448 | 0.028507868124862989146215303291438299709
f(z) = 25/39*z^3 - 154/39*z + 1
*
[ 13/5 ] 
f(z) = 25/39*z^3 - 145/39*z + 1
*
8/3 | 0.17476038551139920425887796376317235548 | 0.027464971499050968103410400424924906407
f(z) = 27/32*z^3 - 145/24*z + 1
*
7/3 | 0.090575507825665633735205253234969868442 | 0.018028993215469248952767858410817223901
f(z) = 27/35*z^3 - 152/35*z + 1
*
1/3 | 0.10228444136161958147217733205075436142 | 0.020610043026122879298398613632896967738
f(z) = 27/35*z^3 - 143/35*z + 1
*
[ 15/7 ] 
f(z) = 28/27*z^3 - 148/35*z + 1
*
[ 5/2 ] 
f(z) = 31/25*z^3 - 143/20*z + 1
*
-2 | 0.052667867892426106161159674550330661834 | 0.010642639582257323354328651437244006771
f(z) = 31/34*z^3 - 141/34*z + 1
*
-2 | 0.054575023476773449995939232107349680529 | 0.010996722150843420994126186457202576461
f(z) = 31/38*z^3 - 143/38*z + 1
*
0 | 0.14249718652564092978074930230918436693 | 0.028515335895128170011800740509073977894
f(z) = 31/39*z^3 - 148/39*z + 1
*
[ -5/2 ] 
f(z) = 32/35*z^3 - 151/35*z + 1
*
1/4 | 0.11015743730227449088585545165284782674 | 0.022227861469321194405003885145655564824
f(z) = 32/35*z^3 - 142/35*z + 1
*
1/4 | 0.14269589161595997375217289322309667742 | 0.028186313676099219403500407738962504153
f(z) = 32/39*z^3 - 158/39*z + 1
*
0 | 0.14349813206048893218143224347289177342 | 0.028676992774680864051844857175666229152
f(z) = 32/39*z^3 - 149/39*z + 1
*
[ 5/2 ] 
f(z) = 33/25*z^3 - 153/20*z + 1
*
-2 | 0.061465504755022918794906496825071686497 | 0.012350571265467668387319842467302775128
f(z) = 33/26*z^3 - 145/26*z + 1
*
-2 | 0.052586441514322003640335888948453470084 | 0.010508993961793956387492363256794507099
f(z) = 33/34*z^3 - 149/34*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.010867770890960740723838652972827673547
f(z) = 33/38*z^3 - 151/38*z + 1
*
0 | 0.14753949609517385302656203322605249450 | 0.029406272102381886452770896617918228442
f(z) = 34/39*z^3 - 151/39*z + 1
*
-2 | 0.064047431334015956329614187478993530541 | 0.012765369566205943252481942496023651052
f(z) = 35/22*z^3 - 151/22*z + 1
*
-2 | 0.063056160582950156087023685557275878030 | 0.012534924706017658677284330068773951356
f(z) = 35/26*z^3 - 153/26*z + 1
*
-2 | 0.058765666505293147580511028485501075374 | 0.011622391150986571764598741354392772078
f(z) = 35/34*z^3 - 157/34*z + 1
*
0 | 0.13317583674034221152343849606044161953 | 0.026834577074674149044015516259613173731
f(z) = 35/36*z^3 - 143/36*z + 1
*
-2 | 0.054717823258134249187246864449879161233 | 0.010794803191223713959734188884655438123
f(z) = 35/38*z^3 - 159/38*z + 1
*
0 | 0.14730105788246576163611413039706447317 | 0.029320175364690557872843830074718477600
f(z) = 35/39*z^3 - 152/39*z + 1
*
[ 1/6 ] 
f(z) = 36/29*z^3 - 146/29*z + 1
*
[ 1/6 ] 
f(z) = 36/31*z^3 - 156/31*z + 1
*
[ -7/3 ] 
f(z) = 36/35*z^3 - 146/35*z + 1
*
-2 | 0.065314509203291080212030464948826319689 | 0.012885331148038398867379811875997246526
f(z) = 37/22*z^3 - 159/22*z + 1
*
[ -5/2 ] 
f(z) = 37/25*z^3 - 157/20*z + 1
*
0 | 0.13529590819879836009764407155026846411 | 0.027185683462542119163725071413742404564
f(z) = 37/36*z^3 - 145/36*z + 1
*
0 | 0.14251670680884809456576696646417966519 | 0.028294232258718557440139673537263238393
f(z) = 37/39*z^3 - 154/39*z + 1
*
0 | 0.14294691889340518746821812891161885901 | 0.028343222230832618199143028744990805227
f(z) = 38/39*z^3 - 155/39*z + 1
*
0 | 0.16922147976276925416284043486556293018 | 0.029599555678407105973308055532570454887
f(z) = 39/22*z^3 - 152/33*z + 1
*
[ 2 ] 
f(z) = 39/22*z^3 - 145/22*z + 1
*
[ 2 ] 
f(z) = 21/23*z^3 - 145/46*z + 1
*
[ 2 ] 
f(z) = 21/25*z^3 - 143/50*z + 1
*
-2 | 0.15989600264025169271469775798666516211 | 0.024770113741863966348206456596157377613
f(z) = 21/32*z^3 - 159/56*z + 1
*
[ 2/7 ] 
f(z) = 21/32*z^3 - 143/56*z + 1
*
0 | 0.14069377105331418204539445585198082939 | 0.028116562898796157373922712755091887957
f(z) = 22/21*z^3 - 149/42*z + 1
*
[ 2 ] 
f(z) = 22/23*z^3 - 153/46*z + 1
*
[ 2 ] 
f(z) = 22/25*z^3 - 151/50*z + 1
*
[ 2 ] 
f(z) = 22/27*z^3 - 149/54*z + 1
*
[ 2 ] 
f(z) = 22/29*z^3 - 147/58*z + 1
*
[ 2 ] 
f(z) = 23/25*z^3 - 159/50*z + 1
*
[ 2 ] 
f(z) = 23/27*z^3 - 157/54*z + 1
*
[ 2 ] 
f(z) = 23/29*z^3 - 155/58*z + 1
*
[ 1/4 ] 
f(z) = 24/23*z^3 - 141/46*z + 1
*
[ 1/4 ] 
f(z) = 24/25*z^3 - 153/50*z + 1
*
2/5 | 0.12700476907677950818622577206192780861 | 0.025182245424982099443142767182484566778
f(z) = 25/21*z^3 - 155/42*z + 1
*
-78/35 | 0.21762239701839800498600898368283909330 | 0.025997147214989514418608483379555373233
f(z) = 25/27*z^3 - 160/49*z + 1
*
0 | 0.13728901593789335602393837083606586621 | 0.027152361895197848198310936356072046100
f(z) = 26/21*z^3 - 157/42*z + 1
*
[ -2 ] 
f(z) = 27/23*z^3 - 147/46*z + 1
*
[ -2 ] 
f(z) = 27/25*z^3 - 141/50*z + 1
*
[ 2/9 ] 
f(z) = 27/28*z^3 - 149/42*z + 1
*
-16/9 | 0.14164566345143940194670724610905060725 | 0.024862794297996470521473886456677293907
f(z) = 27/32*z^3 - 149/48*z + 1
*
[ -2 ] 
f(z) = 28/23*z^3 - 155/46*z + 1
*
[ -2 ] 
f(z) = 28/25*z^3 - 149/50*z + 1
*
[ -2 ] 
f(z) = 28/27*z^3 - 143/54*z + 1
*
[ -2 ] 
f(z) = 29/25*z^3 - 157/50*z + 1
*
[ -2 ] 
f(z) = 29/27*z^3 - 151/54*z + 1
*
[ -2 ] 
f(z) = 30/29*z^3 - 153/58*z + 1
*
7/8 | 0.13366205557185280373570204502411543658 | 0.026640342958567029413603205815277924963
f(z) = 32/21*z^3 - 151/42*z + 1
*
[ 5/3 ] 
f(z) = 32/25*z^3 - 142/45*z + 1
*
21/16 | 0.24637058403136178723823851891860670418 | 0.029683978355483269337157098748039321710
f(z) = 32/27*z^3 - 149/56*z + 1
*
-69/40 | 0.17924831038543777827178515570219362829 | 0.021704228509904352903914020256601624194
f(z) = 32/27*z^3 - 143/50*z + 1
*
[ 5/3 ] 
f(z) = 34/25*z^3 - 152/45*z + 1
*
[ 2/7 ] 
f(z) = 35/32*z^3 - 145/56*z + 1
*
[ 3/2 ] 
f(z) = 38/21*z^3 - 157/42*z + 1
*
21/20 | 0.13638280021995050424200806848233210264 | 0.018938975679160508199641557583576723647
f(z) = 20/27*z^3 - 149/60*z + 1
*
4/3 | 0.14916957502209594856764400333373374611 | 0.029502041784501445871385892978550067317
f(z) = 21/20*z^3 - 157/60*z + 1
*
[ 5/3 ] 
f(z) = 21/20*z^3 - 151/60*z + 1
*
0 | 0.13835718928332020775536602042620237403 | 0.027576135631922872068148143524955361922
f(z) = 21/22*z^3 - 151/66*z + 1
*
[ 1/3 ] 
f(z) = 21/23*z^3 - 145/69*z + 1
*
[ 1/3 ] 
f(z) = 21/25*z^3 - 157/75*z + 1
*
2/3 | 0.14249829575858305755295265652053669787 | 0.028632895214778961501584012308533471052
f(z) = 21/26*z^3 - 145/78*z + 1
*
[ 2 ] 
f(z) = 22/31*z^3 - 145/62*z + 1
*
[ 2 ] 
f(z) = 22/35*z^3 - 141/70*z + 1
*
[ 2 ] 
f(z) = 23/31*z^3 - 153/62*z + 1
*
[ 2 ] 
f(z) = 23/33*z^3 - 151/66*z + 1
*
[ 2 ] 
f(z) = 23/35*z^3 - 149/70*z + 1
*
[ 2 ] 
f(z) = 23/37*z^3 - 147/74*z + 1
*
[ 2 ] 
f(z) = 23/39*z^3 - 145/78*z + 1
*
[ 1/3 ] 
f(z) = 24/23*z^3 - 146/69*z + 1
*
[ 1/3 ] 
f(z) = 24/25*z^3 - 158/75*z + 1
*
[ 2 ] 
f(z) = 24/35*z^3 - 157/70*z + 1
*
-1/4 | 0.065840431055824343062508181752259061781 | 0.013266671830582018133990546294205254489
f(z) = 24/35*z^3 - 143/70*z + 1
*
[ 2 ] 
f(z) = 24/37*z^3 - 155/74*z + 1
*
[ -9/5 ] 
f(z) = 25/21*z^3 - 145/63*z + 1
*
0 | 0.14428138899912969204557867154387014776 | 0.028756894909557721301304638083125440911
f(z) = 26/33*z^3 - 151/66*z + 1
*
1/2 | 0.13382754702026037254916711201115627428 | 0.026890638307519658830362091295715551495
f(z) = 26/33*z^3 - 145/66*z + 1
*
4/9 | 0.052448102477989158979191926235054360077 | 0.010453493563014879992389614935553267175
f(z) = 27/20*z^3 - 151/60*z + 1
*
10/9 | 0.12549322415547120821222976719082638699 | 0.018975643938349632114315632233053965580
f(z) = 27/25*z^3 - 149/60*z + 1
*
[ 13/9 ] 
f(z) = 27/26*z^3 - 145/78*z + 1
*
[ 1/3 ] 
f(z) = 30/23*z^3 - 148/69*z + 1
*
[ -2 ] 
f(z) = 30/31*z^3 - 147/62*z + 1
*
-6/5 | 0.15772585330559066093852941364337995743 | 0.022204519507524561082386192942483407833
f(z) = 31/24*z^3 - 152/75*z + 1
*
[ -2 ] 
f(z) = 31/33*z^3 - 149/66*z + 1
*
[ -2 ] 
f(z) = 31/35*z^3 - 143/70*z + 1
*
[ -2 ] 
f(z) = 32/33*z^3 - 157/66*z + 1
*
[ -2 ] 
f(z) = 32/35*z^3 - 151/70*z + 1
*
[ -2 ] 
f(z) = 32/37*z^3 - 145/74*z + 1
*
-7/4 | 0.14249822014206181950293049951191893439 | 0.028182613272347741057041958829996431990
f(z) = 32/39*z^3 - 157/78*z + 1
*
[ 1/3 ] 
f(z) = 33/23*z^3 - 149/69*z + 1
*
[ -2 ] 
f(z) = 33/35*z^3 - 159/70*z + 1
*
[ -2 ] 
f(z) = 33/37*z^3 - 153/74*z + 1
*
1/2 | 0.13321743766077480883673361820079730633 | 0.026622475445528256137215377038742729900
f(z) = 34/33*z^3 - 149/66*z + 1
*
[ -2 ] 
f(z) = 34/39*z^3 - 155/78*z + 1
*
[ 6/5 ] 
f(z) = 37/24*z^3 - 154/75*z + 1
*
1/2 | 0.13321815552560245360272695426710202900 | 0.026551868713420649996440988785752362605
f(z) = 38/33*z^3 - 151/66*z + 1
*
[ 3/2 ] 
f(z) = 38/33*z^3 - 149/66*z + 1
*
[ 3/2 ] 
f(z) = 38/39*z^3 - 145/78*z + 1
*
0 | 0.089418187335485063344980159828110687032 | 0.017684699434687657563109497005188072606
f(z) = 39/20*z^3 - 157/60*z + 1
*
2/3 | 0.13321808980012852820098046519991993535 | 0.026551855613598422993517515936667439735
f(z) = 39/22*z^3 - 151/66*z + 1
*
[ 1/3 ] 
f(z) = 39/22*z^3 - 145/66*z + 1
*
[ 1/3 ] 
f(z) = 39/23*z^3 - 151/69*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.024056258496113114177754911629187917736
f(z) = 39/25*z^3 - 142/75*z + 1
*
3/4 | 0.097280682318376229188035621312227299136 | 0.019239705912927800114355027197607917937
f(z) = 20/21*z^3 - 157/84*z + 1
*
6/5 | 0.23436175565628196481874963471363347768 | 0.028283144422435855601841749191880131451
f(z) = 20/27*z^3 - 147/80*z + 1
*
7/9 | 0.12522189820739373530006455014607607263 | 0.024765785333248372943777402502513279144
f(z) = 27/28*z^3 - 157/84*z + 1
*
0 | 0.11552556370974510795838655077909732880 | 0.023213129270917355016043190206672343661
f(z) = 27/32*z^3 - 145/96*z + 1
*
[ 3/2 ] 
f(z) = 28/29*z^3 - 160/87*z + 1
*
[ 3/2 ] 
f(z) = 28/31*z^3 - 158/93*z + 1
*
[ 5/4 ] 
f(z) = 33/25*z^3 - 149/80*z + 1
*
[ -3/2 ] 
f(z) = 35/24*z^3 - 155/96*z + 1
*
[ 2/5 ] 
f(z) = 35/36*z^3 - 149/90*z + 1
*
[ 10/9 ] 
f(z) = 36/25*z^3 - 151/90*z + 1
*
-4/3 | 0.053151151946085835110977411500032378944 | 0.010679926774670946681443525486048629316
f(z) = 39/28*z^3 - 145/84*z + 1
*
[ 4/9 ] 
f(z) = 21/32*z^3 - 149/108*z + 1
*
[ 4/3 ] 
f(z) = 23/24*z^3 - 157/108*z + 1
*
[ 13/10 ] 
f(z) = 25/26*z^3 - 145/104*z + 1
*
[ 1/2 ] 
f(z) = 25/29*z^3 - 141/116*z + 1
*
[ 1/2 ] 
f(z) = 27/29*z^3 - 143/116*z + 1
*
[ 3/2 ] 
f(z) = 28/37*z^3 - 152/111*z + 1
*
[ 1/2 ] 
f(z) = 29/28*z^3 - 141/112*z + 1
*
[ 1/2 ] 
f(z) = 31/28*z^3 - 143/112*z + 1
*
[ 1/2 ] 
f(z) = 31/29*z^3 - 147/116*z + 1
*
[ 1/2 ] 
f(z) = 33/28*z^3 - 145/112*z + 1
*
[ 1/2 ] 
f(z) = 33/29*z^3 - 149/116*z + 1
*
[ 4/9 ] 
f(z) = 33/32*z^3 - 157/108*z + 1
*
0 | 0.13816566313931331752060393184329429834 | 0.026751478926115792941656888552634662776
f(z) = 35/22*z^3 - 153/110*z + 1
*
6/7 | 0.19894454121489572896486209767265377671 | 0.027626693552956460609499223740442868008
f(z) = 35/27*z^3 - 149/105*z + 1
*
[ 1/2 ] 
f(z) = 35/27*z^3 - 143/108*z + 1
*
[ 1/2 ] 
f(z) = 35/29*z^3 - 151/116*z + 1
*
[ 5/6 ] 
f(z) = 36/23*z^3 - 148/115*z + 1
*
[ 1/2 ] 
f(z) = 37/26*z^3 - 141/104*z + 1
*
[ 1/2 ] 
f(z) = 37/27*z^3 - 145/108*z + 1
*
[ 1/2 ] 
f(z) = 37/28*z^3 - 149/112*z + 1
*
[ 1/2 ] 
f(z) = 37/29*z^3 - 153/116*z + 1
*
[ 1/2 ] 
f(z) = 39/28*z^3 - 151/112*z + 1
*
[ 1/2 ] 
f(z) = 39/29*z^3 - 155/116*z + 1
*
[ -5/3 ] 
f(z) = 39/35*z^3 - 157/105*z + 1
*
[ 5/9 ] 
f(z) = 21/25*z^3 - 143/135*z + 1
*
[ 1/2 ] 
f(z) = 21/31*z^3 - 145/124*z + 1
*
[ 1/2 ] 
f(z) = 21/32*z^3 - 149/128*z + 1
*
[ 1/2 ] 
f(z) = 21/34*z^3 - 157/136*z + 1
*
[ 1/2 ] 
f(z) = 23/30*z^3 - 143/120*z + 1
*
[ 1/2 ] 
f(z) = 23/31*z^3 - 147/124*z + 1
*
[ 1/2 ] 
f(z) = 23/32*z^3 - 151/128*z + 1
*
[ 1/2 ] 
f(z) = 23/33*z^3 - 155/132*z + 1
*
[ 1/2 ] 
f(z) = 23/34*z^3 - 159/136*z + 1
*
[ 5/9 ] 
f(z) = 24/25*z^3 - 148/135*z + 1
*
0 | 0.12378910606792457956088294951376403925 | 0.024738296236481204858077150825761467977
f(z) = 25/24*z^3 - 149/120*z + 1
*
[ 1/2 ] 
f(z) = 25/31*z^3 - 149/124*z + 1
*
[ 1/2 ] 
f(z) = 25/32*z^3 - 153/128*z + 1
*
[ 1/2 ] 
f(z) = 25/33*z^3 - 157/132*z + 1
*
[ 8/9 ] 
f(z) = 27/20*z^3 - 143/120*z + 1
*
[ 1/2 ] 
f(z) = 27/31*z^3 - 151/124*z + 1
*
[ 1/2 ] 
f(z) = 27/32*z^3 - 155/128*z + 1
*
[ 1/2 ] 
f(z) = 29/30*z^3 - 149/120*z + 1
*
[ 1/2 ] 
f(z) = 29/31*z^3 - 153/124*z + 1
*
[ 1/2 ] 
f(z) = 29/32*z^3 - 157/128*z + 1
*
[ 2/3 ] 
f(z) = 30/23*z^3 - 149/138*z + 1
*
[ 1/2 ] 
f(z) = 31/30*z^3 - 151/120*z + 1
*
[ 1/2 ] 
f(z) = 31/32*z^3 - 159/128*z + 1
*
[ 15/16 ] 
f(z) = 32/25*z^3 - 143/120*z + 1
*
[ 2/3 ] 
f(z) = 33/23*z^3 - 157/138*z + 1
*
[ 1/2 ] 
f(z) = 33/31*z^3 - 157/124*z + 1
*
[ 12/11 ] 
f(z) = 33/32*z^3 - 151/132*z + 1
*
[ 3/5 ] 
f(z) = 35/24*z^3 - 143/120*z + 1
*
[ 1/2 ] 
f(z) = 35/31*z^3 - 159/124*z + 1
*
[ 1/2 ] 
f(z) = 37/30*z^3 - 157/120*z + 1
*
[ 10/13 ] 
f(z) = 39/25*z^3 - 159/130*z + 1
*
[ 4/7 ] 
f(z) = 21/20*z^3 - 153/140*z + 1
*
[ 6/5 ] 
f(z) = 22/27*z^3 - 151/150*z + 1
*
[ 3/2 ] 
f(z) = 23/39*z^3 - 155/156*z + 1
*
[ -5/3 ] 
f(z) = 27/28*z^3 - 151/140*z + 1
*
[ -5/3 ] 
f(z) = 27/29*z^3 - 143/145*z + 1
*
[ 4/3 ] 
f(z) = 27/35*z^3 - 157/140*z + 1
*
[ 4/3 ] 
f(z) = 27/37*z^3 - 155/148*z + 1
*
[ 6/7 ] 
f(z) = 29/24*z^3 - 155/147*z + 1
*
[ 6/5 ] 
f(z) = 29/36*z^3 - 149/150*z + 1
*
[ 5/6 ] 
f(z) = 36/29*z^3 - 154/145*z + 1
*
[ 5/6 ] 
f(z) = 36/31*z^3 - 156/155*z + 1
*
-4/3 | 0.14256333568711496619994951058764156924 | 0.028414467664537761933660603364479422366
f(z) = 36/35*z^3 - 151/140*z + 1
*
[ 7/12 ] 
f(z) = 36/35*z^3 - 149/140*z + 1
*
[ 3/5 ] 
f(z) = 20/33*z^3 - 146/165*z + 1
*
[ 2/3 ] 
f(z) = 21/29*z^3 - 143/174*z + 1
*
[ 3/4 ] 
f(z) = 22/21*z^3 - 155/168*z + 1
*
[ 5/8 ] 
f(z) = 22/25*z^3 - 151/160*z + 1
*
[ 2/3 ] 
f(z) = 24/29*z^3 - 151/174*z + 1
*
[ 8/9 ] 
f(z) = 27/28*z^3 - 149/168*z + 1
*
[ 2/3 ] 
f(z) = 31/36*z^3 - 143/162*z + 1
*
[ 2/3 ] 
f(z) = 35/36*z^3 - 151/162*z + 1
*
[ 2/3 ] 
f(z) = 37/36*z^3 - 155/162*z + 1
*
[ 2/3 ] 
f(z) = 21/31*z^3 - 149/186*z + 1
*
[ -12/7 ] 
f(z) = 22/27*z^3 - 159/196*z + 1
*
[ 5/6 ] 
f(z) = 23/25*z^3 - 151/180*z + 1
*
[ 2/3 ] 
f(z) = 24/31*z^3 - 157/186*z + 1
*
[ 3/4 ] 
f(z) = 24/31*z^3 - 143/186*z + 1
*
[ 3/4 ] 
f(z) = 29/36*z^3 - 151/192*z + 1
*
[ 3/4 ] 
f(z) = 31/36*z^3 - 157/192*z + 1
*
[ 4/5 ] 
f(z) = 35/36*z^3 - 157/180*z + 1
*
-3/2 | 0.15210706405957517295794176475472737248 | 0.028446606541156583716136091122770390234
f(z) = 22/35*z^3 - 157/210*z + 1
*
[ 3/4 ] 
f(z) = 24/37*z^3 - 155/222*z + 1
*
[ 9/2 ] 
f(z) = 20/27*z^3 - 128/9*z + 1
*
[ -9/2 ] 
f(z) = 20/27*z^3 - 124/9*z + 1
*
[ 6 ] 
f(z) = 23/36*z^3 - 133/6*z + 1
*
[ -6 ] 
f(z) = 23/36*z^3 - 131/6*z + 1
*
[ -18/5 ] 
f(z) = 25/36*z^3 - 139/18*z + 1
*
[ 5 ] 
f(z) = 26/25*z^3 - 126/5*z + 1
*
[ -5 ] 
f(z) = 26/25*z^3 - 124/5*z + 1
*
[ -10/3 ] 
f(z) = 27/20*z^3 - 137/10*z + 1
*
[ 5 ] 
f(z) = 27/25*z^3 - 131/5*z + 1
*
[ -5 ] 
f(z) = 27/25*z^3 - 129/5*z + 1
*
4/9 | 0.20194587187932421389925569325729874442 | 0.029234659266777193989236851518590290341
f(z) = 27/32*z^3 - 125/12*z + 1
*
[ 5 ] 
f(z) = 28/25*z^3 - 136/5*z + 1
*
[ -5 ] 
f(z) = 28/25*z^3 - 134/5*z + 1
*
[ 6 ] 
f(z) = 29/24*z^3 - 128/3*z + 1
*
[ -6 ] 
f(z) = 29/24*z^3 - 127/3*z + 1
*
[ -5 ] 
f(z) = 29/25*z^3 - 139/5*z + 1
*
[ 6 ] 
f(z) = 31/24*z^3 - 137/3*z + 1
*
[ -6 ] 
f(z) = 31/24*z^3 - 136/3*z + 1
*
57/16 | 0.23117069468650978194696543578294587803 | 0.028291485426887917042813923585627085462
f(z) = 32/27*z^3 - 131/8*z + 1
*
12/5 | 0.14215920592644844490997391178174432672 | 0.020057527700201444753780288343058905385
f(z) = 20/27*z^3 - 133/30*z + 1
*
3 | 0.14903903207436537511776010238869202113 | 0.018381677601117386264034382797544104036
f(z) = 20/27*z^3 - 123/20*z + 1
*
[ -3 ] 
f(z) = 20/33*z^3 - 136/33*z + 1
*
[ -3 ] 
f(z) = 20/39*z^3 - 128/39*z + 1
*
0 | 0.13201264032854919387152048497966702961 | 0.023909005658535161016086470953118904667
f(z) = 21/22*z^3 - 125/33*z + 1
*
-8/3 | 0.10412798700797796913126487386439316298 | 0.016712671064681206096747424826716052456
f(z) = 21/32*z^3 - 127/24*z + 1
*
-3 | 0.14278609923495737574271792090883044651 | 0.017410578641703062963353752531191408284
f(z) = 22/27*z^3 - 135/22*z + 1
*
5/6 | 0.18256210273115168177218056242326481756 | 0.028153025744287283438772906872388888724
f(z) = 24/25*z^3 - 131/30*z + 1
*
-5/2 | 0.12561257651211454162854968781081338752 | 0.025569183961371284565218322308593408844
f(z) = 24/35*z^3 - 136/35*z + 1
*
[ 5/2 ] 
f(z) = 24/35*z^3 - 129/35*z + 1
*
1/5 | 0.11577399003110806527585550339852615603 | 0.023899570343751156040018351643351992224
f(z) = 25/21*z^3 - 127/21*z + 1
*
-21/10 | 0.23259959038171018740422245852994871531 | 0.028745711900702344101834923565898417728
f(z) = 25/27*z^3 - 121/28*z + 1
*
[ 1/5 ] 
f(z) = 25/31*z^3 - 125/31*z + 1
*
[ 1/5 ] 
f(z) = 25/32*z^3 - 129/32*z + 1
*
-11/5 | 0.13632944717321725272981134642944081557 | 0.027627959742148769827855307996949038255
f(z) = 25/33*z^3 - 139/33*z + 1
*
11/5 | 0.13483491994569256016814537310760050867 | 0.027446446591879931746512330769235654426
f(z) = 25/33*z^3 - 136/33*z + 1
*
[ 1/5 ] 
f(z) = 25/34*z^3 - 137/34*z + 1
*
0 | 0.13453950306606322520447692819209555863 | 0.027864697777745028864899084656103856434
f(z) = 26/33*z^3 - 125/33*z + 1
*
0 | 0.16034842285282833969523224525391632946 | 0.028679806161554872585195394281940841581
f(z) = 27/22*z^3 - 134/33*z + 1
*
[ 5/2 ] 
f(z) = 27/25*z^3 - 123/20*z + 1
*
-2 | 0.054283768756567424501413981709804224786 | 0.011319044950036049854509707198585575037
f(z) = 27/26*z^3 - 121/26*z + 1
*
-7/3 | 0.13294611844794326657948473403427256545 | 0.027102685262876552196898745215260968141
f(z) = 27/28*z^3 - 135/28*z + 1
*
1/3 | 0.091512617068991302370675934019199687245 | 0.018771059098158163894233276524820284665
f(z) = 27/32*z^3 - 131/32*z + 1
*
2 | 0.12042393911352026671838781253743665102 | 0.019377559647581693902450786578213005825
f(z) = 27/32*z^3 - 125/24*z + 1
*
-2 | 0.054629422862410939595043113484012107657 | 0.011314389626415154160029053646426905824
f(z) = 27/34*z^3 - 125/34*z + 1
*
-7/3 | 0.065842232153623980727106136301770050559 | 0.013484518355958214964225911270408448371
f(z) = 27/35*z^3 - 132/35*z + 1
*
[ 7/3 ] 
f(z) = 27/35*z^3 - 127/35*z + 1
*
-2 | 0.058160933589462399616444998979308969576 | 0.012006335129385297879229345949571042036
f(z) = 27/38*z^3 - 127/38*z + 1
*
[ -9/4 ] 
f(z) = 28/27*z^3 - 137/36*z + 1
*
-3/28 | 0.20284945602094087666688770311708148627 | 0.024825432292147239660639198285040340191
f(z) = 28/27*z^3 - 131/28*z + 1
*
0 | 0.13558766757045845479527291125923252807 | 0.027989766941388231912172788540380446437
f(z) = 28/33*z^3 - 127/33*z + 1
*
-2 | 0.059407142427369322641227338509248568408 | 0.012263593739687647062937435655383795769
f(z) = 29/22*z^3 - 127/22*z + 1
*
0 | 0.10709006600032952011074823916545071056 | 0.022179599716766417366487107457912976423
f(z) = 29/24*z^3 - 125/24*z + 1
*
[ 5/2 ] 
f(z) = 29/25*z^3 - 133/20*z + 1
*
-2 | 0.057381161677806551490147309073772245509 | 0.011807279150591712401603830653537372312
f(z) = 29/26*z^3 - 129/26*z + 1
*
0 | 0.13840720149349188963984013184709999500 | 0.028525626173997182700918707285109595017
f(z) = 29/33*z^3 - 128/33*z + 1
*
-2 | 0.052905568910699281366949282941525391934 | 0.010818362354823732900240378927114369002
f(z) = 29/34*z^3 - 133/34*z + 1
*
0 | 0.13340185234278989204246432999067900920 | 0.027114302749118049146607315080718462329
f(z) = 29/36*z^3 - 137/36*z + 1
*
-2 | 0.057571541905130240904305171704462761927 | 0.011736659923352522855043856207184628774
f(z) = 29/38*z^3 - 135/38*z + 1
*
-2 | 0.061132782521011073608438560483795202619 | 0.012462662191672858717341183122412667826
f(z) = 31/22*z^3 - 135/22*z + 1
*
0 | 0.14158339162591358735205424206328101792 | 0.029227482155198933021252475309510981467
f(z) = 31/24*z^3 - 127/24*z + 1
*
[ -5/2 ] 
f(z) = 31/25*z^3 - 127/20*z + 1
*
-2 | 0.059624090772841714005401201613845099550 | 0.012118764619561175042787870406802221806
f(z) = 31/26*z^3 - 137/26*z + 1
*
0 | 0.092859396682812963350871598274829969758 | 0.019362688132423108517080984415284660272
f(z) = 31/30*z^3 - 121/30*z + 1
*
0 | 0.13328779726822986957185569511074445350 | 0.027383020834244870454141868487740463766
f(z) = 31/33*z^3 - 130/33*z + 1
*
0 | 0.13713123809016755714237469762753395427 | 0.027790447360447242784892712860484301194
f(z) = 31/36*z^3 - 139/36*z + 1
*
[ 15/8 ] 
f(z) = 32/25*z^3 - 121/30*z + 1
*
-3/16 | 0.18755409228721980934885660451227300230 | 0.026352209754774165881377469997392808698
f(z) = 32/27*z^3 - 137/24*z + 1
*
1/4 | 0.13977238530831796547955158463232789720 | 0.028409131542474761896919666561537859762
f(z) = 32/27*z^3 - 137/27*z + 1
*
1/4 | 0.13502734089259664080068444481099182735 | 0.027568754064587811384456445533004829786
f(z) = 32/33*z^3 - 134/33*z + 1
*
0 | 0.13369378819480962053415292986597693586 | 0.027423256810254322106166791745616474802
f(z) = 32/33*z^3 - 131/33*z + 1
*
[ -5/2 ] 
f(z) = 33/25*z^3 - 137/20*z + 1
*
3/4 | 0.19721965017330720785911005877192508725 | 0.028202377187279805335670571249469004175
f(z) = 34/27*z^3 - 121/24*z + 1
*
0 | 0.13622789127237733245967806197820185722 | 0.027856475621795330868599695349387650224
f(z) = 34/33*z^3 - 133/33*z + 1
*
[ 2 ] 
f(z) = 35/22*z^3 - 129/22*z + 1
*
2 | 0.17604301955381158762118989638817807621 | 0.025514504975995582271164701227395806570
f(z) = 35/24*z^3 - 124/21*z + 1
*
[ 2 ] 
f(z) = 35/26*z^3 - 127/26*z + 1
*
[ -12/5 ] 
f(z) = 35/27*z^3 - 121/20*z + 1
*
0 | 0.13861242736630450829152989323464713525 | 0.028300727060875644041436831448042966807
f(z) = 35/33*z^3 - 134/33*z + 1
*
[ 2 ] 
f(z) = 35/34*z^3 - 123/34*z + 1
*
[ 2 ] 
f(z) = 35/38*z^3 - 121/38*z + 1
*
[ 1/6 ] 
f(z) = 36/25*z^3 - 126/25*z + 1
*
5/3 | 0.12090534772570701017722845812720028107 | 0.025210723149015828382658167524085408489
f(z) = 36/35*z^3 - 121/35*z + 1
*
[ 2 ] 
f(z) = 37/22*z^3 - 137/22*z + 1
*
0 | 0.13562846491420192429630910741644464660 | 0.027733902295748694660663189009520079669
f(z) = 37/24*z^3 - 133/24*z + 1
*
[ 2 ] 
f(z) = 37/26*z^3 - 135/26*z + 1
*
0 | 0.10003004435288044907639214356959461541 | 0.020649500642224115843960333728532665100
f(z) = 37/30*z^3 - 127/30*z + 1
*
0 | 0.13361620313108009949103437468690320105 | 0.027198369565718167671415567779562722434
f(z) = 37/33*z^3 - 136/33*z + 1
*
[ 2 ] 
f(z) = 37/34*z^3 - 131/34*z + 1
*
[ 2 ] 
f(z) = 37/38*z^3 - 129/38*z + 1
*
0 | 0.13504431637960384903495354495549687207 | 0.027448138197176722166835827006774457008
f(z) = 38/33*z^3 - 137/33*z + 1
*
[ -2 ] 
f(z) = 39/22*z^3 - 123/22*z + 1
*
[ 2 ] 
f(z) = 39/34*z^3 - 139/34*z + 1
*
[ 2 ] 
f(z) = 39/38*z^3 - 137/38*z + 1
*
[ 2 ] 
f(z) = 20/23*z^3 - 137/46*z + 1
*
[ 2 ] 
f(z) = 20/27*z^3 - 133/54*z + 1
*
[ 2 ] 
f(z) = 20/29*z^3 - 131/58*z + 1
*
[ 2 ] 
f(z) = 21/29*z^3 - 139/58*z + 1
*
[ -2 ] 
f(z) = 23/21*z^3 - 121/42*z + 1
*
[ 6/23 ] 
f(z) = 23/27*z^3 - 133/46*z + 1
*
[ -2 ] 
f(z) = 24/23*z^3 - 123/46*z + 1
*
[ -2 ] 
f(z) = 25/21*z^3 - 137/42*z + 1
*
[ -2 ] 
f(z) = 25/23*z^3 - 131/46*z + 1
*
[ -2 ] 
f(z) = 26/23*z^3 - 139/46*z + 1
*
[ -2 ] 
f(z) = 26/25*z^3 - 133/50*z + 1
*
[ -2 ] 
f(z) = 26/27*z^3 - 127/54*z + 1
*
[ 3/10 ] 
f(z) = 26/27*z^3 - 121/50*z + 1
*
1/2 | 0.14241270408660681184753178997143851727 | 0.029695355277215588494217848493048780856
f(z) = 26/27*z^3 - 121/54*z + 1
*
[ -2 ] 
f(z) = 26/29*z^3 - 121/58*z + 1
*
[ -2 ] 
f(z) = 27/29*z^3 - 129/58*z + 1
*
[ 5/3 ] 
f(z) = 28/25*z^3 - 122/45*z + 1
*
[ -2 ] 
f(z) = 28/29*z^3 - 137/58*z + 1
*
[ 5/3 ] 
f(z) = 29/25*z^3 - 127/45*z + 1
*
[ 5/3 ] 
f(z) = 31/25*z^3 - 137/45*z + 1
*
0 | 0.14236829280452900350832811888058729790 | 0.029389511648405238729304388773736755586
f(z) = 32/21*z^3 - 127/42*z + 1
*
[ 3/2 ] 
f(z) = 34/21*z^3 - 139/42*z + 1
*
0 | 0.14435704829892277675774190889264138137 | 0.029610503684009874530910574650044306413
f(z) = 34/21*z^3 - 131/42*z + 1
*
-3/2 | 0.11752283190763345518130145564199055102 | 0.024340347024196563911511494489436255293
f(z) = 34/21*z^3 - 125/42*z + 1
*
1/2 | 0.14241270408660681184753178997143851727 | 0.029495329391369734974950398240107196118
f(z) = 34/27*z^3 - 125/54*z + 1
*
-8/5 | 0.094356668321181869709230646408997149667 | 0.015144362296087763369411539723596102336
f(z) = 35/32*z^3 - 127/40*z + 1
*
[ 5/18 ] 
f(z) = 36/25*z^3 - 122/45*z + 1
*
1/2 | 0.14241270408660681184753178997143851727 | 0.029398679601930806588787580739168327458
f(z) = 38/27*z^3 - 127/54*z + 1
*
[ 3/10 ] 
f(z) = 38/27*z^3 - 123/50*z + 1
*
[ 4/13 ] 
f(z) = 39/32*z^3 - 123/52*z + 1
*
[ 2 ] 
f(z) = 20/31*z^3 - 129/62*z + 1
*
[ 2 ] 
f(z) = 20/37*z^3 - 123/74*z + 1
*
[ 2 ] 
f(z) = 20/39*z^3 - 121/78*z + 1
*
-5/3 | 0.091314855712895686954959145731929976045 | 0.018505489531476905262730012852672850824
f(z) = 21/20*z^3 - 139/60*z + 1
*
[ 10/7 ] 
f(z) = 21/20*z^3 - 129/70*z + 1
*
[ 1/3 ] 
f(z) = 21/22*z^3 - 139/66*z + 1
*
2/3 | 0.13321705618370763847879926799718536790 | 0.027500394556622662514932184368473485951
f(z) = 21/22*z^3 - 127/66*z + 1
*
[ 2 ] 
f(z) = 21/31*z^3 - 137/62*z + 1
*
[ 2 ] 
f(z) = 21/37*z^3 - 131/74*z + 1
*
[ 2 ] 
f(z) = 22/37*z^3 - 139/74*z + 1
*
-3/2 | 0.14249887228141553886717734651104156341 | 0.029513175827930601736582988574052742335
f(z) = 22/39*z^3 - 125/78*z + 1
*
[ 2/5 ] 
f(z) = 23/24*z^3 - 124/75*z + 1
*
[ 3/2 ] 
f(z) = 24/23*z^3 - 139/69*z + 1
*
[ 3/2 ] 
f(z) = 24/25*z^3 - 137/75*z + 1
*
[ -9/5 ] 
f(z) = 25/24*z^3 - 131/72*z + 1
*
-3/2 | 0.19980498617908766536274641715237413835 | 0.028190886540256149287924850658545352055
f(z) = 25/27*z^3 - 133/60*z + 1
*
6/5 | 0.13111160185041833772374339873424184352 | 0.027065759333888413882539271004456585594
f(z) = 25/33*z^3 - 127/66*z + 1
*
[ 2/5 ] 
f(z) = 25/39*z^3 - 125/78*z + 1
*
-3/2 | 0.13321769482589993776851134284585097968 | 0.026997344931028862995119087875146593991
f(z) = 26/33*z^3 - 139/66*z + 1
*
-4/3 | 0.14075798078278268470964948199052078092 | 0.028525427976772867958486570868386819589
f(z) = 27/20*z^3 - 139/60*z + 1
*
5/9 | 0.10652937679748777664490259394706333541 | 0.021783593359974356170263120104786659427
f(z) = 27/20*z^3 - 133/60*z + 1
*
5/6 | 0.19412196416412560175146413558419147551 | 0.029730358700008018971266576064360994626
f(z) = 27/25*z^3 - 137/60*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.029138793273279343206012934374457324132
f(z) = 27/26*z^3 - 133/78*z + 1
*
-5/3 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = 27/26*z^3 - 121/78*z + 1
*
[ -2 ] 
f(z) = 27/31*z^3 - 123/62*z + 1
*
2/3 | 0.14371309481247882832247854739663110487 | 0.029571737107279410043368763672258644786
f(z) = 27/35*z^3 - 129/70*z + 1
*
[ 10/7 ] 
f(z) = 28/25*z^3 - 139/70*z + 1
*
[ -2 ] 
f(z) = 28/31*z^3 - 131/62*z + 1
*
[ -2 ] 
f(z) = 28/33*z^3 - 125/66*z + 1
*
[ 2/5 ] 
f(z) = 29/24*z^3 - 127/75*z + 1
*
[ -2 ] 
f(z) = 29/31*z^3 - 139/62*z + 1
*
[ -2 ] 
f(z) = 29/33*z^3 - 133/66*z + 1
*
[ -2 ] 
f(z) = 29/35*z^3 - 127/70*z + 1
*
[ -2 ] 
f(z) = 29/37*z^3 - 121/74*z + 1
*
[ -2 ] 
f(z) = 30/37*z^3 - 129/74*z + 1
*
[ 2/5 ] 
f(z) = 31/24*z^3 - 128/75*z + 1
*
[ 6/5 ] 
f(z) = 31/24*z^3 - 127/75*z + 1
*
[ -2 ] 
f(z) = 31/37*z^3 - 137/74*z + 1
*
[ -2 ] 
f(z) = 31/39*z^3 - 131/78*z + 1
*
-11/8 | 0.13321705618370763847879926799718536790 | 0.026997215506453730200515078497390990246
f(z) = 32/33*z^3 - 139/66*z + 1
*
7/8 | 0.11804157345992112751578347677822636486 | 0.024289327167027897316046604889277768980
f(z) = 32/35*z^3 - 129/70*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.029513175827930601736582988574052742335
f(z) = 33/26*z^3 - 125/78*z + 1
*
12/17 | 0.23909931092059193919342300685229436270 | 0.029051067056388746221289868758537566224
f(z) = 34/27*z^3 - 139/68*z + 1
*
[ 3/2 ] 
f(z) = 34/33*z^3 - 131/66*z + 1
*
[ 3/2 ] 
f(z) = 34/39*z^3 - 127/78*z + 1
*
4/5 | 0.14532996949556178156210431620921191472 | 0.026099313610607198470030038283301489387
f(z) = 35/24*z^3 - 131/60*z + 1
*
[ 9/7 ] 
f(z) = 35/27*z^3 - 121/63*z + 1
*
3/5 | 0.13955073290023079648142455729196542054 | 0.023675126526644246107463909951300527411
f(z) = 35/36*z^3 - 121/60*z + 1
*
[ -3/2 ] 
f(z) = 36/23*z^3 - 128/69*z + 1
*
2/3 | 0.11678614386712914494147191837978424132 | 0.023737113136769295530400406667554441051
f(z) = 36/35*z^3 - 137/70*z + 1
*
[ 2/5 ] 
f(z) = 37/24*z^3 - 131/75*z + 1
*
-3/2 | 0.13321743766077480883673361820079730633 | 0.027500473306072335244629059870430382029
f(z) = 38/33*z^3 - 127/66*z + 1
*
0 | 0.14218304124307886080966237535225843691 | 0.028899104160479401172491438583817903963
f(z) = 39/20*z^3 - 137/60*z + 1
*
[ 1/3 ] 
f(z) = 39/20*z^3 - 133/60*z + 1
*
0 | 0.13321809835380397238208539299186374473 | 0.026997426708318499743506460374243604114
f(z) = 39/22*z^3 - 139/66*z + 1
*
[ 12/7 ] 
f(z) = 21/32*z^3 - 127/84*z + 1
*
0 | 0.11552453009332421823620535357636276135 | 0.023848073584164560858893772934946953392
f(z) = 21/32*z^3 - 127/96*z + 1
*
-5/4 | 0.17977725389262287469420951730148062465 | 0.027723572315168383127472757413903371960
f(z) = 23/25*z^3 - 131/80*z + 1
*
[ 3/2 ] 
f(z) = 24/29*z^3 - 133/87*z + 1
*
[ 3/2 ] 
f(z) = 24/31*z^3 - 131/93*z + 1
*
7/10 | 0.12522189820739373530006455014607607263 | 0.026110793834056477079891153706086672534
f(z) = 25/21*z^3 - 121/84*z + 1
*
-11/10 | 0.13400875335912294667447152493205699650 | 0.027574881951996820493249428544271043103
f(z) = 25/22*z^3 - 129/88*z + 1
*
[ 1/2 ] 
f(z) = 25/24*z^3 - 121/96*z + 1
*
[ 5/12 ] 
f(z) = 27/25*z^3 - 127/80*z + 1
*
0 | 0.12845209568304169070462894339180201533 | 0.026108250747216219698161281402385799292
f(z) = 27/28*z^3 - 137/84*z + 1
*
[ -3/2 ] 
f(z) = 29/21*z^3 - 121/84*z + 1
*
[ 1/2 ] 
f(z) = 29/23*z^3 - 121/92*z + 1
*
[ 1/2 ] 
f(z) = 29/24*z^3 - 125/96*z + 1
*
[ 5/4 ] 
f(z) = 29/25*z^3 - 129/80*z + 1
*
[ -3/2 ] 
f(z) = 31/21*z^3 - 139/84*z + 1
*
[ 1/2 ] 
f(z) = 31/23*z^3 - 123/92*z + 1
*
[ 1/2 ] 
f(z) = 31/24*z^3 - 127/96*z + 1
*
[ 5/4 ] 
f(z) = 31/25*z^3 - 139/80*z + 1
*
[ 1/2 ] 
f(z) = 33/23*z^3 - 125/92*z + 1
*
[ 1/2 ] 
f(z) = 35/22*z^3 - 123/88*z + 1
*
[ 1/2 ] 
f(z) = 35/23*z^3 - 127/92*z + 1
*
[ 1/2 ] 
f(z) = 35/24*z^3 - 131/96*z + 1
*
[ -12/7 ] 
f(z) = 35/32*z^3 - 137/84*z + 1
*
[ 3/7 ] 
f(z) = 35/36*z^3 - 127/84*z + 1
*
[ 1/2 ] 
f(z) = 37/21*z^3 - 121/84*z + 1
*
[ 1/2 ] 
f(z) = 37/22*z^3 - 125/88*z + 1
*
[ 1/2 ] 
f(z) = 37/23*z^3 - 129/92*z + 1
*
[ 1/2 ] 
f(z) = 37/24*z^3 - 133/96*z + 1
*
[ 1/2 ] 
f(z) = 39/22*z^3 - 127/88*z + 1
*
[ 1/2 ] 
f(z) = 39/23*z^3 - 131/92*z + 1
*
-7/5 | 0.065840812532891513420442531955871000217 | 0.013728875751953618559357679395940650241
f(z) = 20/21*z^3 - 121/105*z + 1
*
[ 1/2 ] 
f(z) = 21/25*z^3 - 121/100*z + 1
*
[ 1/2 ] 
f(z) = 21/26*z^3 - 125/104*z + 1
*
[ 1/2 ] 
f(z) = 21/29*z^3 - 137/116*z + 1
*
[ 1/2 ] 
f(z) = 23/25*z^3 - 123/100*z + 1
*
[ 1/2 ] 
f(z) = 23/26*z^3 - 127/104*z + 1
*
[ 1/2 ] 
f(z) = 23/27*z^3 - 131/108*z + 1
*
[ 1/2 ] 
f(z) = 23/28*z^3 - 135/112*z + 1
*
[ 1/2 ] 
f(z) = 23/29*z^3 - 139/116*z + 1
*
-5/3 | 0.13791052517777852388734847339918012645 | 0.028030703219558844154954945950470618558
f(z) = 24/35*z^3 - 137/105*z + 1
*
-7/6 | 0.093418181321721349432728223417858530411 | 0.019253420988816197123689786371615631878
f(z) = 24/35*z^3 - 128/105*z + 1
*
[ 3/2 ] 
f(z) = 24/35*z^3 - 127/105*z + 1
*
[ 3/2 ] 
f(z) = 24/37*z^3 - 125/111*z + 1
*
[ 1/2 ] 
f(z) = 25/27*z^3 - 133/108*z + 1
*
[ 1/2 ] 
f(z) = 25/28*z^3 - 137/112*z + 1
*
[ 1/2 ] 
f(z) = 27/25*z^3 - 127/100*z + 1
*
[ 1/2 ] 
f(z) = 27/26*z^3 - 131/104*z + 1
*
[ 1/2 ] 
f(z) = 27/28*z^3 - 139/112*z + 1
*
[ 7/6 ] 
f(z) = 27/28*z^3 - 131/112*z + 1
*
[ -17/9 ] 
f(z) = 27/34*z^3 - 133/102*z + 1
*
-10/9 | 0.13791155879419941360952967060191469391 | 0.028756793584495265590245653339284006502
f(z) = 27/35*z^3 - 121/105*z + 1
*
[ 15/14 ] 
f(z) = 28/25*z^3 - 128/105*z + 1
*
0 | 0.14241400836531425057602548396968377531 | 0.028861031651039497270614114251535254654
f(z) = 28/27*z^3 - 139/108*z + 1
*
[ 1/2 ] 
f(z) = 29/25*z^3 - 129/100*z + 1
*
[ 1/2 ] 
f(z) = 29/26*z^3 - 133/104*z + 1
*
[ 1/2 ] 
f(z) = 29/27*z^3 - 137/108*z + 1
*
-3/2 | 0.20804752476432233336858850304829686734 | 0.025368210284675200557786329017235314110
f(z) = 29/27*z^3 - 135/116*z + 1
*
[ 1/2 ] 
f(z) = 31/25*z^3 - 131/100*z + 1
*
[ 1/2 ] 
f(z) = 31/26*z^3 - 135/104*z + 1
*
[ 1/2 ] 
f(z) = 31/27*z^3 - 139/108*z + 1
*
[ 1/2 ] 
f(z) = 33/25*z^3 - 133/100*z + 1
*
[ 10/11 ] 
f(z) = 33/25*z^3 - 131/110*z + 1
*
[ 1/2 ] 
f(z) = 33/26*z^3 - 137/104*z + 1
*
0 | 0.11141875365125125929511387910847950643 | 0.022748550014307931114971388767886864421
f(z) = 33/35*z^3 - 134/105*z + 1
*
[ -10/7 ] 
f(z) = 35/24*z^3 - 134/105*z + 1
*
[ 1/2 ] 
f(z) = 35/26*z^3 - 139/104*z + 1
*
[ 1/2 ] 
f(z) = 37/25*z^3 - 137/100*z + 1
*
[ 1/2 ] 
f(z) = 39/25*z^3 - 139/100*z + 1
*
[ 2/3 ] 
f(z) = 21/23*z^3 - 125/138*z + 1
*
[ 2/3 ] 
f(z) = 24/23*z^3 - 133/138*z + 1
*
[ 3/4 ] 
f(z) = 24/23*z^3 - 127/138*z + 1
*
[ 15/26 ] 
f(z) = 26/27*z^3 - 137/130*z + 1
*
-10/9 | 0.062937712310084152681276964585739621303 | 0.0099801720423377652327330832448901512232
f(z) = 27/32*z^3 - 137/120*z + 1
*
[ 2/3 ] 
f(z) = 29/28*z^3 - 121/126*z + 1
*
[ 2/3 ] 
f(z) = 31/28*z^3 - 125/126*z + 1
*
[ 15/16 ] 
f(z) = 32/27*z^3 - 133/120*z + 1
*
[ 2/3 ] 
f(z) = 37/28*z^3 - 137/126*z + 1
*
[ -3/2 ] 
f(z) = 37/30*z^3 - 133/120*z + 1
*
[ 5/7 ] 
f(z) = 21/20*z^3 - 131/140*z + 1
*
[ 2/3 ] 
f(z) = 21/25*z^3 - 131/150*z + 1
*
[ 6/7 ] 
f(z) = 23/24*z^3 - 128/147*z + 1
*
[ 2/3 ] 
f(z) = 24/25*z^3 - 139/150*z + 1
*
[ 3/4 ] 
f(z) = 24/25*z^3 - 131/150*z + 1
*
[ 6/7 ] 
f(z) = 25/24*z^3 - 137/147*z + 1
*
[ -19/10 ] 
f(z) = 25/38*z^3 - 129/152*z + 1
*
[ -5/3 ] 
f(z) = 27/31*z^3 - 127/155*z + 1
*
[ 7/6 ] 
f(z) = 27/35*z^3 - 127/140*z + 1
*
-11/10 | 0.074210907417022203030749769632203399665 | 0.014534214632012183877612490266806411085
f(z) = 20/33*z^3 - 136/165*z + 1
*
[ 2/3 ] 
f(z) = 23/36*z^3 - 127/162*z + 1
*
[ 3/4 ] 
f(z) = 24/29*z^3 - 139/174*z + 1
*
[ 2/3 ] 
f(z) = 25/36*z^3 - 131/162*z + 1
*
[ 2/3 ] 
f(z) = 29/36*z^3 - 139/162*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = 20/39*z^3 - 139/195*z + 1
*
[ 13/10 ] 
f(z) = 20/39*z^3 - 124/195*z + 1
*
[ 3/4 ] 
f(z) = 23/36*z^3 - 133/192*z + 1
*
[ 3/4 ] 
f(z) = 25/36*z^3 - 139/192*z + 1
*
[ 8/9 ] 
f(z) = 21/32*z^3 - 139/216*z + 1
*
[ 5 ] 
f(z) = 21/25*z^3 - 101/5*z + 1
*
[ 5 ] 
f(z) = 22/25*z^3 - 106/5*z + 1
*
[ -5 ] 
f(z) = 22/25*z^3 - 104/5*z + 1
*
-6 | 0.20040786390998610199912020956500005936 | 0.029721401687907772477402922828822818059
f(z) = 23/24*z^3 - 106/3*z + 1
*
[ 6 ] 
f(z) = 23/24*z^3 - 101/3*z + 1
*
[ 5 ] 
f(z) = 23/25*z^3 - 111/5*z + 1
*
[ -5 ] 
f(z) = 23/25*z^3 - 109/5*z + 1
*
[ 5 ] 
f(z) = 24/25*z^3 - 116/5*z + 1
*
[ -5 ] 
f(z) = 24/25*z^3 - 114/5*z + 1
*
[ 18/5 ] 
f(z) = 25/24*z^3 - 115/9*z + 1
*
[ 6 ] 
f(z) = 25/24*z^3 - 110/3*z + 1
*
[ -18/5 ] 
f(z) = 25/24*z^3 - 110/9*z + 1
*
[ -6 ] 
f(z) = 25/24*z^3 - 109/3*z + 1
*
[ 21/5 ] 
f(z) = 25/27*z^3 - 109/7*z + 1
*
[ 16/5 ] 
f(z) = 25/32*z^3 - 117/16*z + 1
*
[ -16/5 ] 
f(z) = 25/32*z^3 - 107/16*z + 1
*
[ 10/3 ] 
f(z) = 27/25*z^3 - 113/10*z + 1
*
[ -10/3 ] 
f(z) = 27/25*z^3 - 107/10*z + 1
*
4/9 | 0.18274895220083392417666859333118478239 | 0.026847882108551170705993633361312040066
f(z) = 27/32*z^3 - 113/12*z + 1
*
15/4 | 0.18673314560375774676202709990665982999 | 0.027410993280912741095594588048119282909
f(z) = 32/27*z^3 - 101/6*z + 1
*
[ 3 ] 
f(z) = 37/36*z^3 - 103/12*z + 1
*
[ 3/19 ] 
f(z) = 38/27*z^3 - 102/19*z + 1
*
[ 9/4 ] 
f(z) = 20/27*z^3 - 115/36*z + 1
*
8/3 | 0.072091373989544263886160506228985511781 | 0.011758067348058696577414298581634977377
f(z) = 21/32*z^3 - 115/24*z + 1
*
-2 | 0.056005920187753701659234192723105335152 | 0.012135310439538857117584847717473118027
f(z) = 21/34*z^3 - 101/34*z + 1
*
-2 | 0.057467952173393070310510145567489050376 | 0.012399420186021396748605175580193210876
f(z) = 21/38*z^3 - 103/38*z + 1
*
-2 | 0.051538552288305785390559936858519072714 | 0.011120078955898643687537752821092234024
f(z) = 23/22*z^3 - 103/22*z + 1
*
0 | 0.11377513536446947264543040624850901298 | 0.023806694999294575999111519837750840247
f(z) = 23/24*z^3 - 119/24*z + 1
*
[ 5/2 ] 
f(z) = 23/25*z^3 - 103/20*z + 1
*
-2 | 0.047739761717873777957948040874725633120 | 0.010257878908714364593135788498617873377
f(z) = 23/26*z^3 - 105/26*z + 1
*
0 | 0.094359010709776639243231034150955379711 | 0.019960074004564833182441876528943120537
f(z) = 23/30*z^3 - 113/30*z + 1
*
-2 | 0.056189542266320180059256312255596078155 | 0.011977270429926233296659879474094027549
f(z) = 23/34*z^3 - 109/34*z + 1
*
-2 | 0.057982238626544284419298124077381451627 | 0.012311682088881656124721869749430534683
f(z) = 23/38*z^3 - 111/38*z + 1
*
0 | 0.071363938382362099090754809208898266689 | 0.015463071467352694388262117395858237818
f(z) = 23/39*z^3 - 101/39*z + 1
*
5/6 | 0.17849521767480265314071994059206190093 | 0.028675964681334417032982901049067649051
f(z) = 24/25*z^3 - 101/30*z + 1
*
[ -5/2 ] 
f(z) = 24/35*z^3 - 101/35*z + 1
*
[ 11/5 ] 
f(z) = 25/22*z^3 - 109/22*z + 1
*
-2 | 0.049127400716139910032666759423693628482 | 0.010392081758488215616938679308067824209
f(z) = 25/26*z^3 - 113/26*z + 1
*
[ 1/5 ] 
f(z) = 25/26*z^3 - 105/26*z + 1
*
[ 1/5 ] 
f(z) = 25/27*z^3 - 109/27*z + 1
*
[ 1/5 ] 
f(z) = 25/28*z^3 - 113/28*z + 1
*
[ 1/5 ] 
f(z) = 25/29*z^3 - 117/29*z + 1
*
[ 4/15 ] 
f(z) = 25/32*z^3 - 101/36*z + 1
*
-2 | 0.055911975348465618914345038865006769709 | 0.011740851156214674090910344687893430660
f(z) = 25/34*z^3 - 117/34*z + 1
*
-1/5 | 0.13088291750242994062436399404977308662 | 0.027898787467502737037061221207640378273
f(z) = 25/36*z^3 - 109/36*z + 1
*
-2 | 0.058231474035209485987975163390314503887 | 0.012184551020525501725475225891083206446
f(z) = 25/38*z^3 - 119/38*z + 1
*
0 | 0.081167537236065192124734554453650667318 | 0.017587306103897570385621837997084209757
f(z) = 25/38*z^3 - 101/38*z + 1
*
[ -13/5 ] 
f(z) = 25/39*z^3 - 115/39*z + 1
*
0 | 0.073492635646322824564694898572345233131 | 0.015856943487518865714722635035815759467
f(z) = 25/39*z^3 - 103/39*z + 1
*
2/3 | 0.15347869996233383499093581617982577805 | 0.028314308455334862169244368022417332449
f(z) = 27/20*z^3 - 113/30*z + 1
*
[ 2/9 ] 
f(z) = 27/20*z^3 - 107/30*z + 1
*
-2 | 0.057405728703342193261826962297216735472 | 0.012011769268169134548522814985713718179
f(z) = 27/22*z^3 - 119/22*z + 1
*
[ -5/2 ] 
f(z) = 27/25*z^3 - 107/20*z + 1
*
-2/9 | 0.12924269751789561783350725630931009799 | 0.023617745763146555379826129612128442710
f(z) = 27/26*z^3 - 119/39*z + 1
*
1/3 | 0.079140264717507151762399274931288731218 | 0.016678903422967684439569856165788590896
f(z) = 27/28*z^3 - 115/28*z + 1
*
[ -7/3 ] 
f(z) = 27/28*z^3 - 107/28*z + 1
*
8/9 | 0.092655871192643664950344669919492474333 | 0.015112126644085938568427526064418015136
f(z) = 27/32*z^3 - 115/24*z + 1
*
0 | 0.096022522669965952486604092240439508477 | 0.020806070463288124689483274119493111687
f(z) = 27/37*z^3 - 101/37*z + 1
*
0 | 0.083043503906984404842723893278054191864 | 0.017917661230652709934817067825361025910
f(z) = 27/38*z^3 - 103/38*z + 1
*
0 | 0.096882464054852306489578869925335435981 | 0.020947682930498014587395574433999153785
f(z) = 28/37*z^3 - 102/37*z + 1
*
0 | 0.076265429526574287420262409695630706902 | 0.016353902771640133325725152212947859835
f(z) = 28/39*z^3 - 106/39*z + 1
*
[ 2 ] 
f(z) = 29/22*z^3 - 105/22*z + 1
*
0 | 0.093295954506694113427066007331779439912 | 0.020215280222096765259846724445746476157
f(z) = 29/24*z^3 - 101/24*z + 1
*
[ -5/2 ] 
f(z) = 29/25*z^3 - 117/20*z + 1
*
[ 2 ] 
f(z) = 29/26*z^3 - 103/26*z + 1
*
0 | 0.089936225552304586905966263649490369982 | 0.018818560700918419309347860381356963107
f(z) = 29/30*z^3 - 119/30*z + 1
*
0 | 0.058595680531867860396307129515052747987 | 0.012696457290344537929734359225934210790
f(z) = 29/36*z^3 - 101/36*z + 1
*
0 | 0.097702671483110968819763644934202994231 | 0.021080557618630303982463956605688616370
f(z) = 29/37*z^3 - 103/37*z + 1
*
0 | 0.084738619211217428967179367249382814268 | 0.018207851557727445359368616029783224081
f(z) = 29/38*z^3 - 105/38*z + 1
*
0 | 0.077099975304900707378890304153192257262 | 0.016499636095440046158799759702961805253
f(z) = 29/39*z^3 - 107/39*z + 1
*
0 | 0.098486794142419898891977223138077170384 | 0.021205535081172334348667159440371697718
f(z) = 30/37*z^3 - 104/37*z + 1
*
[ 2 ] 
f(z) = 31/22*z^3 - 113/22*z + 1
*
0 | 0.10641747220652078185961592874275171100 | 0.022960883468435531680070195409779064840
f(z) = 31/24*z^3 - 103/24*z + 1
*
[ 2 ] 
f(z) = 31/26*z^3 - 111/26*z + 1
*
[ 2 ] 
f(z) = 31/34*z^3 - 107/34*z + 1
*
0 | 0.099467012509864190188048143580181635564 | 0.021552419302355009998729786663057827687
f(z) = 31/35*z^3 - 101/35*z + 1
*
0 | 0.060119240943192576429930235890759786557 | 0.012971468471160122829938111064119027256
f(z) = 31/36*z^3 - 103/36*z + 1
*
0 | 0.099237983738463547647839255801470875237 | 0.021323341041163924631178086436692920191
f(z) = 31/37*z^3 - 105/37*z + 1
*
0 | 0.086286008973795847907864828866986801563 | 0.018465476059692224224725027655302346285
f(z) = 31/38*z^3 - 107/38*z + 1
*
[ 2 ] 
f(z) = 31/38*z^3 - 105/38*z + 1
*
0 | 0.078659784274063822405128460547029854843 | 0.016766990265639347913843200302494063558
f(z) = 31/39*z^3 - 109/39*z + 1
*
1/4 | 0.11940616530718707114115081984556371011 | 0.025817701017445493330381179677549745679
f(z) = 32/25*z^3 - 102/25*z + 1
*
15/16 | 0.20365916006698185477827954827707812416 | 0.029410911170016867231746645325177052046
f(z) = 32/27*z^3 - 113/24*z + 1
*
[ 1/4 ] 
f(z) = 32/33*z^3 - 101/33*z + 1
*
[ 1/4 ] 
f(z) = 32/35*z^3 - 107/35*z + 1
*
0 | 0.10017797669071790648132025238502699218 | 0.021660230391620364617231336858233520107
f(z) = 32/35*z^3 - 102/35*z + 1
*
[ 1/4 ] 
f(z) = 32/37*z^3 - 113/37*z + 1
*
0 | 0.099958983479988817887907442238394687262 | 0.021434606834727260346325740886807040298
f(z) = 32/37*z^3 - 106/37*z + 1
*
[ 1/4 ] 
f(z) = 32/39*z^3 - 119/39*z + 1
*
0 | 0.079391335712925400159299020332192661505 | 0.016890047300419146115379888682090470387
f(z) = 32/39*z^3 - 110/39*z + 1
*
[ 2 ] 
f(z) = 33/26*z^3 - 119/26*z + 1
*
2/3 | 0.075618505562521801417462452145031158186 | 0.012264944136855812854031599029847412493
f(z) = 33/32*z^3 - 119/24*z + 1
*
[ 2 ] 
f(z) = 33/34*z^3 - 115/34*z + 1
*
0 | 0.088129878507517046022208911738347467911 | 0.019095899703142755356771123736514478959
f(z) = 33/34*z^3 - 101/34*z + 1
*
0 | 0.10086201460600301432515015556537342965 | 0.021762224902934417065407307263668735549
f(z) = 33/35*z^3 - 103/35*z + 1
*
0 | 0.10065219759163099608903597178341169850 | 0.021539885400750287796687594096409350177
f(z) = 33/37*z^3 - 107/37*z + 1
*
[ 2 ] 
f(z) = 33/38*z^3 - 113/38*z + 1
*
0 | 0.087710184664511683295090784635742110204 | 0.018696158730150546593129931213736714792
f(z) = 33/38*z^3 - 109/38*z + 1
*
0 | 0.10152113920011760024803947976554625161 | 0.021858870496642783445267257019013897272
f(z) = 34/35*z^3 - 104/35*z + 1
*
0 | 0.10131974633651984024098057481921323281 | 0.021639663952509669338180541539297702906
f(z) = 34/37*z^3 - 108/37*z + 1
*
0 | 0.080770535892123435995584980313644146760 | 0.017117845758847073194117403900226655555
f(z) = 34/39*z^3 - 112/39*z + 1
*
[ -2 ] 
f(z) = 35/22*z^3 - 107/22*z + 1
*
0 | 0.089860044622622518192414576952651909310 | 0.019230330877927447244735455177164627558
f(z) = 35/24*z^3 - 107/24*z + 1
*
[ -2 ] 
f(z) = 35/26*z^3 - 101/26*z + 1
*
6/35 | 0.22089749031425765247782360062752706043 | 0.027384479242413462668478006172190754709
f(z) = 35/27*z^3 - 118/35*z + 1
*
15/14 | 0.19371951064034020009415434785638013799 | 0.024310156545907798370867673812011236786
f(z) = 35/27*z^3 - 107/28*z + 1
*
24/35 | 0.19205958254567582267881107116962592761 | 0.024217639204539130036856633046269322448
f(z) = 35/27*z^3 - 103/35*z + 1
*
0 | 0.082003480847750873038905537831376514623 | 0.017768437584350832365917875473817338207
f(z) = 35/33*z^3 - 101/33*z + 1
*
0 | 0.089417168803198362980474635899110019907 | 0.019292858121862643985804379549782805054
f(z) = 35/34*z^3 - 103/34*z + 1
*
0 | 0.062826865046512027350523523125763915336 | 0.013445145814707928909713650788865908401
f(z) = 35/36*z^3 - 107/36*z + 1
*
0 | 0.10196351008639171504648076410767173684 | 0.021734374138534930360764881056549264407
f(z) = 35/37*z^3 - 109/37*z + 1
*
0 | 0.089029861101026398759825840180677361874 | 0.018904191563782260672553922053665439340
f(z) = 35/38*z^3 - 111/38*z + 1
*
0 | 0.081421370132715014894747832023082229143 | 0.017223332050403429953815691811956795065
f(z) = 35/39*z^3 - 113/39*z + 1
*
[ 1/6 ] 
f(z) = 36/23*z^3 - 116/23*z + 1
*
-5/3 | 0.13935101500205869710014577780684708544 | 0.029422545638748884704639762283600124249
f(z) = 36/35*z^3 - 114/35*z + 1
*
0 | 0.10277161963653686566544484755983357826 | 0.022037731717412917502401346224185173076
f(z) = 36/35*z^3 - 106/35*z + 1
*
0 | 0.10258516499642851847671250076169272566 | 0.021824400276828836307508137914449888520
f(z) = 36/37*z^3 - 110/37*z + 1
*
[ -2 ] 
f(z) = 37/22*z^3 - 115/22*z + 1
*
0 | 0.11500553283669583280755563103439062096 | 0.024514390261344194792028337689739957321
f(z) = 37/24*z^3 - 109/24*z + 1
*
[ -2 ] 
f(z) = 37/26*z^3 - 109/26*z + 1
*
[ -2 ] 
f(z) = 37/30*z^3 - 103/30*z + 1
*
0 | 0.077957782146391688949398274542227084243 | 0.016891819371111150038887141632923215212
f(z) = 37/32*z^3 - 101/32*z + 1
*
0 | 0.083199050889688106207491193031917899791 | 0.017951222412568357796834020493814289660
f(z) = 37/33*z^3 - 103/33*z + 1
*
0 | 0.090619325430193054776648228589081148123 | 0.019471443375559881462230515963997582434
f(z) = 37/34*z^3 - 105/34*z + 1
*
0 | 0.10336601193311776668843428144368761873 | 0.022120650166083122106332541169497157162
f(z) = 37/35*z^3 - 107/35*z + 1
*
0 | 0.064042583025830730149781169643332175891 | 0.013651211684476534198272477903786373119
f(z) = 37/36*z^3 - 109/36*z + 1
*
0 | 0.090259689488757808631083879541972405071 | 0.019092931011812566146065637853393547960
f(z) = 37/38*z^3 - 113/38*z + 1
*
0 | 0.082659505916846563534479959848552444272 | 0.017420587625003544400595507388579976590
f(z) = 37/39*z^3 - 115/39*z + 1
*
0 | 0.083767651338251124526448685199158636784 | 0.018036305116724259608423661546812861706
f(z) = 38/33*z^3 - 104/33*z + 1
*
0 | 0.10394161235574796077735373603930288912 | 0.022199636728163477575640643778849696249
f(z) = 38/35*z^3 - 108/35*z + 1
*
0 | 0.10376800166488498030329094176891502217 | 0.021991740274890348227882712290772815063
f(z) = 38/37*z^3 - 112/37*z + 1
*
0 | 0.083247722692735430350612165900393100943 | 0.017512599813186695645180467891759618440
f(z) = 38/39*z^3 - 116/39*z + 1
*
0 | 0.10482728112057167335559056913265788634 | 0.022713877294870496381866695458191352866
f(z) = 39/31*z^3 - 101/31*z + 1
*
0 | 0.079074205839889727959843867466951154077 | 0.017061236167358801744523335772263007165
f(z) = 39/32*z^3 - 103/32*z + 1
*
0 | 0.091747085684435645389769240332904870756 | 0.019634163572995642927445221418044507075
f(z) = 39/34*z^3 - 107/34*z + 1
*
[ -2 ] 
f(z) = 39/34*z^3 - 105/34*z + 1
*
0 | 0.10449959215097323358312937591107014269 | 0.022274961221021013709420620986241663961
f(z) = 39/35*z^3 - 109/35*z + 1
*
0 | 0.10433175254240855199770361723259603342 | 0.022069641109078022187698457154313623462
f(z) = 39/37*z^3 - 113/37*z + 1
*
0 | 0.091411377268980042657085735733953771003 | 0.019265054756539187794404121014901796292
f(z) = 39/38*z^3 - 115/38*z + 1
*
0 | 0.12991734118303682765453232044754054185 | 0.027802717750948242991159717709659889955
f(z) = 22/21*z^3 - 107/42*z + 1
*
[ -2 ] 
f(z) = 22/23*z^3 - 107/46*z + 1
*
[ -2 ] 
f(z) = 22/25*z^3 - 101/50*z + 1
*
[ -2 ] 
f(z) = 23/25*z^3 - 109/50*z + 1
*
[ -2 ] 
f(z) = 23/27*z^3 - 103/54*z + 1
*
[ -2 ] 
f(z) = 24/25*z^3 - 117/50*z + 1
*
[ -2 ] 
f(z) = 24/29*z^3 - 105/58*z + 1
*
2/5 | 0.070418434578363461829174094799233038121 | 0.014895844656456435319494410157561968106
f(z) = 25/21*z^3 - 113/42*z + 1
*
-8/5 | 0.11307415962015518936069186427807773120 | 0.024198224164822443020380638574913211268
f(z) = 25/21*z^3 - 107/42*z + 1
*
[ -2 ] 
f(z) = 25/27*z^3 - 119/54*z + 1
*
[ 8/5 ] 
f(z) = 25/28*z^3 - 107/56*z + 1
*
[ -2 ] 
f(z) = 25/29*z^3 - 113/58*z + 1
*
[ 3/10 ] 
f(z) = 25/36*z^3 - 115/48*z + 1
*
0 | 0.13554353523245270800632389330500155321 | 0.028565958704072768064395202422386145202
f(z) = 26/21*z^3 - 115/42*z + 1
*
[ 3/2 ] 
f(z) = 26/21*z^3 - 103/42*z + 1
*
[ 5/3 ] 
f(z) = 26/25*z^3 - 112/45*z + 1
*
-14/9 | 0.062180320576167444511315165597506354516 | 0.011471251561795143149127410314611367569
f(z) = 27/28*z^3 - 113/42*z + 1
*
-2/9 | 0.11570950927290126121943500498287992050 | 0.021563553200569060987361830506399734244
f(z) = 27/28*z^3 - 107/42*z + 1
*
[ 16/9 ] 
f(z) = 27/32*z^3 - 107/48*z + 1
*
9/8 | 0.10887944202349016431394823753394113515 | 0.023208562817506286213524816950366419979
f(z) = 32/21*z^3 - 109/42*z + 1
*
-7/4 | 0.12617196072660996646492684975391484484 | 0.026590888407529783008025315021243737590
f(z) = 32/27*z^3 - 115/54*z + 1
*
-21/20 | 0.22075161407189961384853268561092630839 | 0.027702456392289583968416304896741107980
f(z) = 32/27*z^3 - 107/50*z + 1
*
[ 21/16 ] 
f(z) = 32/27*z^3 - 101/56*z + 1
*
1/2 | 0.10810715300838274000581190517180010799 | 0.023424556869941684130919689695085243314
f(z) = 34/21*z^3 - 101/42*z + 1
*
[ -9/5 ] 
f(z) = 35/27*z^3 - 119/45*z + 1
*
2/3 | 0.12777499574277219206199738420759632599 | 0.027344249119599084075777040307368803243
f(z) = 36/25*z^3 - 107/50*z + 1
*
5/9 | 0.18184107812649321291023430018236506514 | 0.029213490433515374955869825956995760306
f(z) = 36/25*z^3 - 101/45*z + 1
*
[ -5/3 ] 
f(z) = 37/25*z^3 - 113/45*z + 1
*
1/2 | 0.10810854585105457266907741347856800426 | 0.023325753485394116271615863401121520433
f(z) = 38/21*z^3 - 103/42*z + 1
*
[ -3/2 ] 
f(z) = 38/21*z^3 - 101/42*z + 1
*
[ -5/3 ] 
f(z) = 38/25*z^3 - 118/45*z + 1
*
-5/4 | 0.18657116175816531084622092643902199777 | 0.029879272083251547611137871407033676225
f(z) = 38/25*z^3 - 103/40*z + 1
*
[ 3/2 ] 
f(z) = 20/23*z^3 - 112/69*z + 1
*
3/5 | 0.090839726101641317409725083701833494212 | 0.013334574929165312276787174582228592390
f(z) = 20/27*z^3 - 101/60*z + 1
*
-10/7 | 0.12298652845480898678658639351730188305 | 0.023168863264944252594636584845472376701
f(z) = 21/20*z^3 - 101/70*z + 1
*
-3/2 | 0.13956229515563909610737560314494956042 | 0.029577689634443674598980284396272087206
f(z) = 24/25*z^3 - 112/75*z + 1
*
[ 3/8 ] 
f(z) = 25/27*z^3 - 115/64*z + 1
*
[ -2 ] 
f(z) = 25/31*z^3 - 107/62*z + 1
*
[ 2/5 ] 
f(z) = 25/31*z^3 - 101/62*z + 1
*
-2/15 | 0.082487977090166245353904911205556827682 | 0.013572364707783775399500691262954148804
f(z) = 25/32*z^3 - 109/72*z + 1
*
[ 2/5 ] 
f(z) = 25/33*z^3 - 107/66*z + 1
*
[ -2 ] 
f(z) = 25/33*z^3 - 101/66*z + 1
*
[ 8/5 ] 
f(z) = 25/36*z^3 - 101/72*z + 1
*
[ 2/5 ] 
f(z) = 25/37*z^3 - 119/74*z + 1
*
[ 5/13 ] 
f(z) = 26/25*z^3 - 114/65*z + 1
*
[ 6/13 ] 
f(z) = 26/27*z^3 - 107/78*z + 1
*
[ -2 ] 
f(z) = 26/31*z^3 - 115/62*z + 1
*
[ -2 ] 
f(z) = 26/33*z^3 - 109/66*z + 1
*
[ -2 ] 
f(z) = 26/35*z^3 - 103/70*z + 1
*
8/9 | 0.10652899617288190582758713846735428985 | 0.022707545645125665569214810561913574756
f(z) = 27/20*z^3 - 109/60*z + 1
*
0 | 0.075000508252273906864564450283998509119 | 0.016251040027792540933612874510680941871
f(z) = 27/20*z^3 - 101/60*z + 1
*
[ 11/9 ] 
f(z) = 27/22*z^3 - 109/66*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.028743306890023990633517594918158945026
f(z) = 27/22*z^3 - 103/66*z + 1
*
0 | 0.11921762314326669441487106172045834367 | 0.025564314390593770393091773524129164254
f(z) = 27/25*z^3 - 106/75*z + 1
*
[ -2 ] 
f(z) = 27/35*z^3 - 111/70*z + 1
*
[ -2 ] 
f(z) = 27/37*z^3 - 105/74*z + 1
*
[ -2 ] 
f(z) = 28/37*z^3 - 113/74*z + 1
*
[ -2 ] 
f(z) = 28/39*z^3 - 107/78*z + 1
*
[ 6/5 ] 
f(z) = 29/24*z^3 - 118/75*z + 1
*
[ -2 ] 
f(z) = 29/39*z^3 - 115/78*z + 1
*
[ 3/8 ] 
f(z) = 31/27*z^3 - 117/64*z + 1
*
[ -3/2 ] 
f(z) = 32/23*z^3 - 101/69*z + 1
*
[ 3/8 ] 
f(z) = 32/33*z^3 - 119/66*z + 1
*
-11/8 | 0.13321808980012852820098046519991993535 | 0.028075868357274417726682355579168364532
f(z) = 32/33*z^3 - 115/66*z + 1
*
0 | 0.051713224840439266637083795896304616768 | 0.010820650463411753093562381812534906433
f(z) = 33/20*z^3 - 119/60*z + 1
*
0 | 0.13321640404435391911455242099806273888 | 0.028865205915691149816174978709721542256
f(z) = 34/33*z^3 - 101/66*z + 1
*
-3/10 | 0.17982130908778828018749217217442535039 | 0.026174659541798664989316443693821557182
f(z) = 35/27*z^3 - 107/60*z + 1
*
[ -3/2 ] 
f(z) = 36/25*z^3 - 118/75*z + 1
*
[ 3/8 ] 
f(z) = 37/27*z^3 - 119/64*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.028396328630484793934810491963981841552
f(z) = 38/33*z^3 - 109/66*z + 1
*
[ -4/3 ] 
f(z) = 39/20*z^3 - 103/60*z + 1
*
[ 5/13 ] 
f(z) = 39/25*z^3 - 119/65*z + 1
*
[ -7/4 ] 
f(z) = 20/21*z^3 - 113/84*z + 1
*
0 | 0.053151151946085835110977411500032378944 | 0.011516741925184704564066361758974474348
f(z) = 20/21*z^3 - 101/84*z + 1
*
[ 3/2 ] 
f(z) = 20/29*z^3 - 106/87*z + 1
*
[ 3/2 ] 
f(z) = 20/31*z^3 - 104/93*z + 1
*
[ 1/2 ] 
f(z) = 21/20*z^3 - 101/80*z + 1
*
[ 1/2 ] 
f(z) = 21/22*z^3 - 109/88*z + 1
*
[ 1/2 ] 
f(z) = 21/23*z^3 - 113/92*z + 1
*
-20/21 | 0.18908063949808345086485185736287523490 | 0.027778078380855656031411428992145694024
f(z) = 21/32*z^3 - 113/84*z + 1
*
[ 1/2 ] 
f(z) = 23/20*z^3 - 103/80*z + 1
*
[ 1/2 ] 
f(z) = 23/21*z^3 - 107/84*z + 1
*
[ 1/2 ] 
f(z) = 23/22*z^3 - 111/88*z + 1
*
[ 1/2 ] 
f(z) = 23/24*z^3 - 119/96*z + 1
*
[ 1/2 ] 
f(z) = 25/23*z^3 - 117/92*z + 1
*
[ 1/2 ] 
f(z) = 27/20*z^3 - 107/80*z + 1
*
[ 1/2 ] 
f(z) = 27/22*z^3 - 115/88*z + 1
*
[ 1/2 ] 
f(z) = 27/23*z^3 - 119/92*z + 1
*
[ 5/4 ] 
f(z) = 27/25*z^3 - 119/80*z + 1
*
-1 | 0.12038091154591928093324061860139512383 | 0.025660197147588000681640953502600388332
f(z) = 27/28*z^3 - 109/84*z + 1
*
[ 1/2 ] 
f(z) = 29/20*z^3 - 109/80*z + 1
*
[ 2/3 ] 
f(z) = 29/20*z^3 - 103/90*z + 1
*
[ 1/2 ] 
f(z) = 29/21*z^3 - 113/84*z + 1
*
[ 1/2 ] 
f(z) = 29/22*z^3 - 117/88*z + 1
*
[ -3/2 ] 
f(z) = 29/24*z^3 - 101/96*z + 1
*
[ 1/2 ] 
f(z) = 31/20*z^3 - 111/80*z + 1
*
[ 2/3 ] 
f(z) = 31/20*z^3 - 107/90*z + 1
*
[ 1/2 ] 
f(z) = 31/21*z^3 - 115/84*z + 1
*
[ 1/2 ] 
f(z) = 31/22*z^3 - 119/88*z + 1
*
[ -3/2 ] 
f(z) = 31/24*z^3 - 119/96*z + 1
*
[ 1/2 ] 
f(z) = 33/20*z^3 - 113/80*z + 1
*
-4/3 | 0.087379608727686935977301504245849740777 | 0.018483697991058335472668556915723774547
f(z) = 33/28*z^3 - 113/84*z + 1
*
[ 5/6 ] 
f(z) = 34/25*z^3 - 103/90*z + 1
*
[ 6/7 ] 
f(z) = 34/27*z^3 - 107/98*z + 1
*
[ 4/7 ] 
f(z) = 35/24*z^3 - 103/84*z + 1
*
[ -12/7 ] 
f(z) = 35/36*z^3 - 107/84*z + 1
*
[ 2/3 ] 
f(z) = 37/20*z^3 - 119/90*z + 1
*
[ 1/2 ] 
f(z) = 37/20*z^3 - 117/80*z + 1
*
[ 6/7 ] 
f(z) = 37/27*z^3 - 115/98*z + 1
*
[ 5/6 ] 
f(z) = 38/25*z^3 - 113/90*z + 1
*
[ 1/2 ] 
f(z) = 39/20*z^3 - 119/80*z + 1
*
-1/5 | 0.12727550916935565614407531964411601365 | 0.027129838239341855872046477859398821346
f(z) = 20/21*z^3 - 109/105*z + 1
*
[ 3/5 ] 
f(z) = 20/21*z^3 - 106/105*z + 1
*
[ 15/23 ] 
f(z) = 23/27*z^3 - 103/115*z + 1
*
0 | 0.11141772003483036957293268190574493897 | 0.023843740907676653506330038631473379838
f(z) = 24/35*z^3 - 107/105*z + 1
*
[ 21/20 ] 
f(z) = 25/27*z^3 - 109/112*z + 1
*
[ 3/5 ] 
f(z) = 25/37*z^3 - 101/111*z + 1
*
[ 3/5 ] 
f(z) = 25/38*z^3 - 103/114*z + 1
*
[ 9/13 ] 
f(z) = 26/27*z^3 - 106/117*z + 1
*
-1/6 | 0.10243452377516086476943502668577798670 | 0.021588195785319977339491960477564901876
f(z) = 27/28*z^3 - 115/112*z + 1
*
[ 15/14 ] 
f(z) = 28/27*z^3 - 118/105*z + 1
*
[ -5/3 ] 
f(z) = 33/35*z^3 - 107/105*z + 1
*
[ 2/3 ] 
f(z) = 33/38*z^3 - 101/114*z + 1
*
[ 8/13 ] 
f(z) = 39/32*z^3 - 113/104*z + 1
*
[ 4/5 ] 
f(z) = 39/32*z^3 - 103/100*z + 1
*
[ 2/3 ] 
f(z) = 39/34*z^3 - 103/102*z + 1
*
[ 2/3 ] 
f(z) = 39/38*z^3 - 109/114*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.027283257451680043920779503545018286499
f(z) = 20/33*z^3 - 113/132*z + 1
*
[ 2/3 ] 
f(z) = 23/28*z^3 - 109/126*z + 1
*
[ 2/3 ] 
f(z) = 25/28*z^3 - 113/126*z + 1
*
[ 14/15 ] 
f(z) = 25/28*z^3 - 107/126*z + 1
*
[ 11/10 ] 
f(z) = 25/33*z^3 - 109/132*z + 1
*
[ 10/13 ] 
f(z) = 26/25*z^3 - 119/130*z + 1
*
[ 3/4 ] 
f(z) = 28/33*z^3 - 107/132*z + 1
*
[ 9/8 ] 
f(z) = 20/27*z^3 - 119/144*z + 1
*
[ 6/5 ] 
f(z) = 23/36*z^3 - 113/150*z + 1
*
[ 16/15 ] 
f(z) = 25/32*z^3 - 119/144*z + 1
*
[ 4/5 ] 
f(z) = 25/37*z^3 - 101/148*z + 1
*
[ 4/5 ] 
f(z) = 25/39*z^3 - 103/156*z + 1
*
[ 5/6 ] 
f(z) = 27/35*z^3 - 103/140*z + 1
*
[ 3/4 ] 
f(z) = 28/39*z^3 - 115/156*z + 1
*
[ 11/10 ] 
f(z) = 20/33*z^3 - 106/165*z + 1
*
12/5 | 0.17315826846353533155923135366969858596 | 0.025899172871589918855424274738858733934
f(z) = 20/27*z^3 - 89/15*z + 1
*
[ -5 ] 
f(z) = 21/25*z^3 - 99/5*z + 1
*
[ -6 ] 
f(z) = 23/24*z^3 - 100/3*z + 1
*
[ 14/5 ] 
f(z) = 25/28*z^3 - 89/14*z + 1
*
3/5 | 0.061996286752370227424827126841754154930 | 0.011236396198705053439133974114170338755
f(z) = 25/36*z^3 - 83/12*z + 1
*
5/9 | 0.13225393187500882340461070548817719092 | 0.021570550704963072320380334290309044280
f(z) = 27/25*z^3 - 92/15*z + 1
*
[ 6 ] 
f(z) = 31/27*z^3 - 81/2*z + 1
*
[ 3 ] 
f(z) = 31/36*z^3 - 85/12*z + 1
*
[ -21/8 ] 
f(z) = 32/27*z^3 - 95/14*z + 1
*
[ -6 ] 
f(z) = 32/27*z^3 - 83/2*z + 1
*
[ 6 ] 
f(z) = 34/27*z^3 - 89/2*z + 1
*
[ -6 ] 
f(z) = 35/27*z^3 - 91/2*z + 1
*
[ 3 ] 
f(z) = 35/36*z^3 - 97/12*z + 1
*
[ -3 ] 
f(z) = 35/36*z^3 - 89/12*z + 1
*
[ 6 ] 
f(z) = 37/27*z^3 - 97/2*z + 1
*
-2 | 0.076774893447479928269088114771207465980 | 0.015090602396224328711423939358997933190
f(z) = 37/28*z^3 - 81/14*z + 1
*
[ -3 ] 
f(z) = 37/36*z^3 - 95/12*z + 1
*
-2 | 0.059004590983037181932005589425925564064 | 0.011542396700835353892468975429716409407
f(z) = 37/36*z^3 - 83/18*z + 1
*
[ 5/2 ] 
f(z) = 38/25*z^3 - 89/10*z + 1
*
[ -5/2 ] 
f(z) = 38/25*z^3 - 81/10*z + 1
*
[ -6 ] 
f(z) = 38/27*z^3 - 99/2*z + 1
*
-2 | 0.079624956499279718792441877990311045433 | 0.015576124160671832404670404478829594441
f(z) = 39/20*z^3 - 83/10*z + 1
*
-2 | 0.078142136301464784291212257790351918491 | 0.015215187523275466529495963243412793035
f(z) = 39/28*z^3 - 85/14*z + 1
*
0 | 0.10846869771074409512125335623357281688 | 0.024546868135357051347202325621207630546
f(z) = 20/21*z^3 - 83/21*z + 1
*
[ 21/10 ] 
f(z) = 20/27*z^3 - 96/35*z + 1
*
[ -9/4 ] 
f(z) = 20/27*z^3 - 83/36*z + 1
*
0 | 0.089746713219221038434188040212432796306 | 0.020365879508874301419547928126644437309
f(z) = 20/31*z^3 - 82/31*z + 1
*
0 | 0.068976139214027849157581172408182137422 | 0.015485128263807081781238689821275275035
f(z) = 20/33*z^3 - 86/33*z + 1
*
0 | 0.088401736708321585024281357855006938439 | 0.019457627326605625880462031271382490132
f(z) = 20/37*z^3 - 94/37*z + 1
*
0 | 0.067557637607448669333754001531486917599 | 0.014734594721059450853254992202731046843
f(z) = 20/39*z^3 - 98/39*z + 1
*
2/3 | 0.15117649852995917186466188821799348540 | 0.029174606978988480226097457391179094845
f(z) = 21/20*z^3 - 89/30*z + 1
*
-2 | 0.046301809646981508497306949465609210388 | 0.010167558488984078782903713850198832540
f(z) = 21/22*z^3 - 95/22*z + 1
*
0 | 0.13371521918233221138653581569739537693 | 0.029941327862028599320912085298323113452
f(z) = 21/22*z^3 - 87/22*z + 1
*
[ 5/2 ] 
f(z) = 21/25*z^3 - 93/20*z + 1
*
-2 | 0.048888603436091518462087412165143105839 | 0.010686708661119708642086320143363653656
f(z) = 21/26*z^3 - 97/26*z + 1
*
0 | 0.090952200283014228205457370845648119649 | 0.020582819874185608214768411740108513022
f(z) = 21/31*z^3 - 83/31*z + 1
*
[ 8/3 ] 
f(z) = 21/32*z^3 - 97/24*z + 1
*
0 | 0.065086414344235916559048373094872768586 | 0.014650354166141328749394125837431921411
f(z) = 21/32*z^3 - 85/32*z + 1
*
0 | 0.077522930775477737509578190163621251063 | 0.017270931389816264395695811175134428782
f(z) = 21/34*z^3 - 89/34*z + 1
*
0 | 0.089722129164711096501454573527247443613 | 0.019702361592207351533141514474064470108
f(z) = 21/37*z^3 - 95/37*z + 1
*
0 | 0.076663905158105528652524047433313480414 | 0.016758196423413426937442657791763655250
f(z) = 21/38*z^3 - 97/38*z + 1
*
0 | 0.11289102902175806354860265158758263037 | 0.025410733929842987111338086091906386722
f(z) = 22/21*z^3 - 85/21*z + 1
*
-3/22 | 0.16221513147608829977322511287330736492 | 0.021093510831709337387499840453712816793
f(z) = 22/27*z^3 - 81/22*z + 1
*
0 | 0.092079840962128171551163590763599427323 | 0.020781685441421560049976669446436210985
f(z) = 22/31*z^3 - 84/31*z + 1
*
0 | 0.091339920759279212214330741041016022891 | 0.020199953890566122375517485604782809536
f(z) = 22/35*z^3 - 92/35*z + 1
*
0 | 0.090945918801313240909990778811700201636 | 0.019925280672346382031211253454972779831
f(z) = 22/37*z^3 - 96/37*z + 1
*
0 | 0.070189835134224396569942408859938416292 | 0.015241529042246323256700463277686023000
f(z) = 22/39*z^3 - 100/39*z + 1
*
0 | 0.11285659785698675447745863061297757663 | 0.025336281693147038157117379684426288444
f(z) = 23/21*z^3 - 86/21*z + 1
*
[ 2 ] 
f(z) = 23/22*z^3 - 81/22*z + 1
*
0 | 0.090442336014094130243706335156209798697 | 0.019860514055817298675597072357997756209
f(z) = 23/24*z^3 - 95/24*z + 1
*
[ -5/2 ] 
f(z) = 23/25*z^3 - 87/20*z + 1
*
0 | 0.093465445674828946678802397426321863391 | 0.021268978746847246116777874584815536389
f(z) = 23/29*z^3 - 81/29*z + 1
*
0 | 0.060124856695564866680274410060783642202 | 0.013606477814447669826862871188174262361
f(z) = 23/30*z^3 - 83/30*z + 1
*
0 | 0.093139565525746678550523297248759775949 | 0.020964860878890301599661773389143109619
f(z) = 23/31*z^3 - 85/31*z + 1
*
0 | 0.067300195732127830849677479577473471207 | 0.015069767210616715735762340675807633900
f(z) = 23/32*z^3 - 87/32*z + 1
*
0 | 0.072458375904004706424191153010780468402 | 0.016142625495931779543885483548433099901
f(z) = 23/33*z^3 - 89/33*z + 1
*
0 | 0.079793120310595480394628330952635401572 | 0.017689116718292413980298185940610588156
f(z) = 23/34*z^3 - 91/34*z + 1
*
0 | 0.092451700983831316002087325921346504034 | 0.020397059374754985780727486690199387683
f(z) = 23/35*z^3 - 93/35*z + 1
*
0 | 0.053037445877105795698636118509004411736 | 0.011646657812584135159364862262216315108
f(z) = 23/36*z^3 - 95/36*z + 1
*
0 | 0.092087372107005395774343018755816631690 | 0.020129659018837467464855721160489427743
f(z) = 23/37*z^3 - 97/37*z + 1
*
0 | 0.079064100534642526949700069167607285749 | 0.017206101932755194393712064635625221460
f(z) = 23/38*z^3 - 99/38*z + 1
*
5/4 | 0.16178304889059160103643300786148566356 | 0.026530186646581950764032312002226448711
f(z) = 24/25*z^3 - 89/30*z + 1
*
0 | 0.094445223950090948221831380609919562673 | 0.021432094637915436614962777622781130675
f(z) = 24/29*z^3 - 82/29*z + 1
*
0 | 0.094139442993022738192792761721165689851 | 0.021134284493757855751292175175702014263
f(z) = 24/31*z^3 - 86/31*z + 1
*
0 | 0.093496588168003114544919351404158299015 | 0.020579027478663544254454138427642335114
f(z) = 24/35*z^3 - 94/35*z + 1
*
0 | 0.093157636935154044196156033200866690594 | 0.020318058387224469813419776323317651410
f(z) = 24/37*z^3 - 98/37*z + 1
*
0 | 0.10995399971649552602594520630099331052 | 0.024557902224586085882906419082041716415
f(z) = 25/21*z^3 - 88/21*z + 1
*
[ 1/5 ] 
f(z) = 25/21*z^3 - 85/21*z + 1
*
0 | 0.13322374888336941285857903473656186229 | 0.029534005368799610973326010922627070253
f(z) = 25/22*z^3 - 91/22*z + 1
*
[ 1/5 ] 
f(z) = 25/23*z^3 - 93/23*z + 1
*
[ 2 ] 
f(z) = 25/26*z^3 - 87/26*z + 1
*
-21/10 | 0.22041559882455761601545470434577018755 | 0.028005115168491069766895300690828436034
f(z) = 25/27*z^3 - 97/28*z + 1
*
3/2 | 0.18432409987682158386162228681712877049 | 0.023892651443017145335843755147474714935
f(z) = 25/27*z^3 - 83/20*z + 1
*
0 | 0.095374204308790900960134884373100724085 | 0.021583535767393997152740079221587642091
f(z) = 25/29*z^3 - 83/29*z + 1
*
0 | 0.095086132867052657233312640092583584763 | 0.021291556015196000797471589304004539091
f(z) = 25/31*z^3 - 87/31*z + 1
*
0 | 0.069266688932002866679257320996599702607 | 0.015431566120856514932039207964393115401
f(z) = 25/32*z^3 - 89/32*z + 1
*
-12/5 | 0.13326301603560310990276027007606474107 | 0.028937696253023496464832720794741416871
f(z) = 25/33*z^3 - 100/33*z + 1
*
0 | 0.074445534204572124952677306143010661583 | 0.016503625106705379539481175428089086309
f(z) = 25/33*z^3 - 91/33*z + 1
*
0 | 0.081801731472628662476875109857534913209 | 0.018047421043089012243471172705617354720
f(z) = 25/34*z^3 - 93/34*z + 1
*
[ 2 ] 
f(z) = 25/34*z^3 - 83/34*z + 1
*
0 | 0.094165623042724590596480555090418057004 | 0.020492528185084552849481952464420974287
f(z) = 25/37*z^3 - 99/37*z + 1
*
[ 2 ] 
f(z) = 25/38*z^3 - 81/38*z + 1
*
0 | 0.11948913109139462125943781259888502534 | 0.026620363346234962688545609816237198712
f(z) = 26/21*z^3 - 89/21*z + 1
*
0 | 0.096257547947663950865143271311009927294 | 0.021724560576007668449808175209607901429
f(z) = 26/29*z^3 - 84/29*z + 1
*
0 | 0.095985204682448538124610723432371384193 | 0.021438012966115160254430373964449392377
f(z) = 26/31*z^3 - 88/31*z + 1
*
0 | 0.075361365898278682442341523715299781203 | 0.016666273668960476747440471712752313249
f(z) = 26/33*z^3 - 92/33*z + 1
*
0 | 0.095416352625976513137439014539077352817 | 0.020904705036381510046514106655735075999
f(z) = 26/35*z^3 - 96/35*z + 1
*
0 | 0.095118585044704894839460648119157004006 | 0.020654738305680254943841087441727238800
f(z) = 26/37*z^3 - 100/37*z + 1
*
5/3 | 0.052938453076436123697314940246847828517 | 0.011853905559612041735343541668327067205
f(z) = 27/20*z^3 - 87/20*z + 1
*
[ 2 ] 
f(z) = 27/26*z^3 - 95/26*z + 1
*
1/3 | 0.12232860307595770325592799963569593183 | 0.027391652453613595266276646207591427766
f(z) = 27/28*z^3 - 87/28*z + 1
*
0 | 0.071555490779716306395519227562742238479 | 0.016193272654701296634597534630359382490
f(z) = 27/28*z^3 - 83/28*z + 1
*
0 | 0.097099646908590163251652893413847128193 | 0.021856238831876856577473769473744797089
f(z) = 27/29*z^3 - 85/29*z + 1
*
0 | 0.096841369933378924000233957428084882214 | 0.021574786183706378005322829762931510722
f(z) = 27/31*z^3 - 89/31*z + 1
*
1/3 | 0.12731946052475457257809403672069334431 | 0.027707538579439971949246593948500223693
f(z) = 27/32*z^3 - 99/32*z + 1
*
0 | 0.071037520312737027388011407100331454978 | 0.015748111908630482427590313205086157348
f(z) = 27/32*z^3 - 91/32*z + 1
*
0 | 0.083605278254650867494298026126274320922 | 0.018359143262932237286178331271094126180
f(z) = 27/34*z^3 - 95/34*z + 1
*
[ 2 ] 
f(z) = 27/34*z^3 - 91/34*z + 1
*
[ 2 ] 
f(z) = 27/38*z^3 - 89/38*z + 1
*
-57/28 | 0.13714130441829834723580585820813128108 | 0.017776673734453672255712073024772519277
f(z) = 28/27*z^3 - 83/28*z + 1
*
0 | 0.084580891519604387913529256084849581587 | 0.019193619283123895880625416397042298035
f(z) = 28/27*z^3 - 82/27*z + 1
*
0 | 0.097904273076891934358438120279193871795 | 0.021979488029421934902943596499919135046
f(z) = 28/29*z^3 - 86/29*z + 1
*
0 | 0.097658654159560436286533035331951842297 | 0.021702841078696723194459777238150986870
f(z) = 28/31*z^3 - 90/31*z + 1
*
0 | 0.077063129006921755171711132241728548169 | 0.016961947815417353910486302613086038503
f(z) = 28/33*z^3 - 94/33*z + 1
*
0 | 0.12523103654364830928241810226145294154 | 0.027695022535833642272863907837874819540
f(z) = 29/21*z^3 - 92/21*z + 1
*
[ -2 ] 
f(z) = 29/22*z^3 - 83/22*z + 1
*
0 | 0.086180651172779246583424463199438400931 | 0.019611252318426957110020595191148447450
f(z) = 29/26*z^3 - 81/26*z + 1
*
0 | 0.085340421709565673501960391815689284910 | 0.019312853593087544113202054129203304114
f(z) = 29/27*z^3 - 83/27*z + 1
*
0 | 0.073118946471757408503409227422848592952 | 0.016458403383551018595615466697161889631
f(z) = 29/28*z^3 - 85/28*z + 1
*
0 | 0.065379249325365324576869535300633335939 | 0.014565503627389367415717948986635704079
f(z) = 29/30*z^3 - 89/30*z + 1
*
0 | 0.098440527094457066831008485905672599287 | 0.021823008886053708938112490028835807878
f(z) = 29/31*z^3 - 91/31*z + 1
*
0 | 0.072649230320906930393012241623680118251 | 0.016028160094587584973312470931049874876
f(z) = 29/32*z^3 - 93/32*z + 1
*
0 | 0.077857075376075380049040357728432968766 | 0.017096877502261842977127319982905661658
f(z) = 29/33*z^3 - 95/33*z + 1
*
[ 2 ] 
f(z) = 29/34*z^3 - 99/34*z + 1
*
0 | 0.085243171434240496831537592758994058029 | 0.018633564357354835416061285304217963766
f(z) = 29/34*z^3 - 97/34*z + 1
*
0 | 0.097954893319232599916021233972472841137 | 0.021317157443970373320063771870519081930
f(z) = 29/35*z^3 - 99/35*z + 1
*
[ 2 ] 
f(z) = 29/38*z^3 - 97/38*z + 1
*
0 | 0.099413751923234230539798934720397249093 | 0.022203768901585308462635690457446153135
f(z) = 30/29*z^3 - 88/29*z + 1
*
0 | 0.099190002756228824254234605615157542243 | 0.021936010732496720953085796042310118811
f(z) = 30/31*z^3 - 92/31*z + 1
*
0 | 0.10818364292079776109625423196201300664 | 0.023811715529218879799125015637332494117
f(z) = 31/21*z^3 - 94/21*z + 1
*
[ -2 ] 
f(z) = 31/22*z^3 - 91/22*z + 1
*
0 | 0.10053941886289714899552279856031263365 | 0.022878730717818792073700043058934198233
f(z) = 31/25*z^3 - 81/25*z + 1
*
[ -2 ] 
f(z) = 31/26*z^3 - 85/26*z + 1
*
0 | 0.087601700539610469776353664377106270179 | 0.019824589369674506354222301516440481240
f(z) = 31/26*z^3 - 83/26*z + 1
*
0 | 0.086770662345293546570644450358305661697 | 0.019531279259998039100008785197302054664
f(z) = 31/27*z^3 - 85/27*z + 1
*
0 | 0.074558587764671661732413721385907206752 | 0.016695056365631960736797318651863323935
f(z) = 31/28*z^3 - 87/28*z + 1
*
0 | 0.10012395228407992398223931427550300335 | 0.022306095668439018234503514512096630458
f(z) = 31/29*z^3 - 89/29*z + 1
*
0 | 0.066837322313076253223254892560946748683 | 0.014816981601070972409241686262471391021
f(z) = 31/30*z^3 - 91/30*z + 1
*
0 | 0.074128752558424190639111789861887329448 | 0.016278163490794395467208418135613399426
f(z) = 31/32*z^3 - 95/32*z + 1
*
0 | 0.079347188359774012232958014785678968443 | 0.017344743467429379167531934566962533752
f(z) = 31/33*z^3 - 97/33*z + 1
*
0 | 0.086744145906470515941163150167724879434 | 0.018877450150496031416078825259913322492
f(z) = 31/34*z^3 - 99/34*z + 1
*
[ 7/4 ] 
f(z) = 32/21*z^3 - 89/21*z + 1
*
[ -15/8 ] 
f(z) = 32/25*z^3 - 89/30*z + 1
*
0 | 0.10120659643592115096677925140417957454 | 0.022966427121208477817736029914992899723
f(z) = 32/25*z^3 - 82/25*z + 1
*
0 | 0.087445853945050035774440834595614930875 | 0.019631575207123966395507082728094744168
f(z) = 32/27*z^3 - 86/27*z + 1
*
[ 1/4 ] 
f(z) = 32/27*z^3 - 83/27*z + 1
*
0 | 0.10080750033078108709523539381052043887 | 0.022402614269545824189674936096963860275
f(z) = 32/29*z^3 - 90/29*z + 1
*
[ 1/4 ] 
f(z) = 32/29*z^3 - 89/29*z + 1
*
[ 1/4 ] 
f(z) = 32/31*z^3 - 95/31*z + 1
*
0 | 0.10060199213266060665240489567603192018 | 0.022142959449880996369540200799592557245
f(z) = 32/31*z^3 - 94/31*z + 1
*
[ 7/4 ] 
f(z) = 32/35*z^3 - 83/35*z + 1
*
0 | 0.10185033685159997929202770371025921497 | 0.023049108553925965874969052693298621697
f(z) = 33/25*z^3 - 83/25*z + 1
*
[ -2 ] 
f(z) = 33/26*z^3 - 93/26*z + 1
*
0 | 0.088920251092345832555771017333812746724 | 0.020015131946816958080007994270555338680
f(z) = 33/26*z^3 - 85/26*z + 1
*
0 | 0.075892874746614752339756699777793984050 | 0.016907779667423510391232585467213808054
f(z) = 33/28*z^3 - 89/28*z + 1
*
0 | 0.10146635524087177429313255241711875209 | 0.022493796380552991381067670175518597226
f(z) = 33/29*z^3 - 91/29*z + 1
*
0 | 0.10126888066695634102409672410584609053 | 0.022237948692408238568772557591603284020
f(z) = 33/31*z^3 - 95/31*z + 1
*
0 | 0.075496573944207682521052051560417328936 | 0.016503025939554851316365164507734204002
f(z) = 33/32*z^3 - 97/32*z + 1
*
-2 | 0.13672986335669707293832646257340412609 | 0.023017831900734955923278242127880348575
f(z) = 33/32*z^3 - 95/24*z + 1
*
[ -2 ] 
f(z) = 33/34*z^3 - 81/34*z + 1
*
0 | 0.10247224719272872127720745172501105037 | 0.023127168611322319245014665176229876471
f(z) = 34/25*z^3 - 84/25*z + 1
*
3/2 | 0.19027984135277379001573023198615729513 | 0.024176187618954171998086772391055199955
f(z) = 34/27*z^3 - 97/34*z + 1
*
0 | 0.088725776565979116065935108622252366539 | 0.019816641061952206763463142988207120691
f(z) = 34/27*z^3 - 88/27*z + 1
*
0 | 0.10210226458758394454257302106898104533 | 0.022580061594612810516252373438437002794
f(z) = 34/29*z^3 - 92/29*z + 1
*
0 | 0.10191221096811555316428585010852198813 | 0.022327878306615754539408265290158533926
f(z) = 34/31*z^3 - 96/31*z + 1
*
0 | 0.081374924238287840335034619031774034502 | 0.017670340280991793495060183785069171675
f(z) = 34/33*z^3 - 100/33*z + 1
*
0 | 0.10324784454367878037466629650016927258 | 0.023495059542081526502727023549620259253
f(z) = 35/23*z^3 - 81/23*z + 1
*
2/7 | 0.15724863758001648668189865589095307765 | 0.023631655136105405104048323933909517969
f(z) = 35/24*z^3 - 97/21*z + 1
*
0 | 0.054291916413968198615271280384826588082 | 0.012286461819459067137840646534463793365
f(z) = 35/24*z^3 - 83/24*z + 1
*
0 | 0.090150250367522629476953468443453405842 | 0.020186319998603471731312435028330582474
f(z) = 35/26*z^3 - 87/26*z + 1
*
0 | 0.089333685092790467815194477279921142009 | 0.019902188044277124440482084841200422139
f(z) = 35/27*z^3 - 89/27*z + 1
*
-3/35 | 0.11826737717106817940391964080936795302 | 0.015354302575912216172518392819240690773
f(z) = 35/27*z^3 - 82/35*z + 1
*
0 | 0.10271679417781755103983093894237216017 | 0.022661784773390411261059760070311588560
f(z) = 35/29*z^3 - 93/29*z + 1
*
0 | 0.10253361704845054788979492014690159210 | 0.022413135503042081030848701255254380007
f(z) = 35/31*z^3 - 97/31*z + 1
*
0 | 0.076768675162279962471132503906380421279 | 0.016706566458768518717415285867416444492
f(z) = 35/32*z^3 - 99/32*z + 1
*
[ -2 ] 
f(z) = 35/34*z^3 - 89/34*z + 1
*
[ -2 ] 
f(z) = 35/38*z^3 - 83/38*z + 1
*
0 | 0.10382454214034860757629539872087561966 | 0.023560507560086609280419039065189725960
f(z) = 36/23*z^3 - 82/23*z + 1
*
5/3 | 0.18173401744698648499135627472556399749 | 0.029387070177645189344569048965950118963
f(z) = 36/25*z^3 - 97/20*z + 1
*
0 | 0.10365621998785581328951929644918668446 | 0.023270798860932932030574936482964059774
f(z) = 36/25*z^3 - 86/25*z + 1
*
0 | 0.10331135274409258286848033496613031181 | 0.022739302135371079404944698494326519687
f(z) = 36/29*z^3 - 94/29*z + 1
*
0 | 0.10313456600913848250809534122449134051 | 0.022494067076576675505988339160427370206
f(z) = 36/31*z^3 - 98/31*z + 1
*
[ 5/3 ] 
f(z) = 36/35*z^3 - 86/35*z + 1
*
0 | 0.091628864211060016608561219468028930298 | 0.020851046624042692144804475174713687346
f(z) = 37/22*z^3 - 81/22*z + 1
*
0 | 0.10438371388992054303261660703455161736 | 0.023622421163086539769059115119905104202
f(z) = 37/23*z^3 - 83/23*z + 1
*
0 | 0.045714852508729821617387200629218208074 | 0.010289993490248532910910965542605354190
f(z) = 37/24*z^3 - 85/24*z + 1
*
0 | 0.10422077059534539601279410685316751502 | 0.023336971524336541312611242826709225880
f(z) = 37/25*z^3 - 87/25*z + 1
*
0 | 0.091302952851807752351113461988041134117 | 0.020340910987462384273506668259084495265
f(z) = 37/26*z^3 - 89/26*z + 1
*
0 | 0.090492190578288359698081921943694766321 | 0.020060964090669209501674407956545658864
f(z) = 37/27*z^3 - 91/27*z + 1
*
0 | 0.078300780635397118181284533036995681245 | 0.017275027443672181882340349545745244903
f(z) = 37/28*z^3 - 93/28*z + 1
*
0 | 0.10388721253167826010605948992505609276 | 0.022812916335813649093630432657770075431
f(z) = 37/29*z^3 - 95/29*z + 1
*
0 | 0.070623101001467635339456316665923522221 | 0.015437718652244122810515553827879921484
f(z) = 37/30*z^3 - 97/30*z + 1
*
0 | 0.10371638034880265802975645292143759074 | 0.022570984812455942979345926666212924071
f(z) = 37/31*z^3 - 99/31*z + 1
*
[ -2 ] 
f(z) = 37/34*z^3 - 97/34*z + 1
*
[ -2 ] 
f(z) = 37/38*z^3 - 91/38*z + 1
*
0 | 0.10492640013619667674193558107349321929 | 0.023681051350077987068461515197102031336
f(z) = 38/23*z^3 - 84/23*z + 1
*
0 | 0.10476850018234349070336630118525350285 | 0.023399736165382349414342922703128930615
f(z) = 38/25*z^3 - 88/25*z + 1
*
0 | 0.091045126060306848543163232081973541965 | 0.020134759621982085806120553552021431052
f(z) = 38/27*z^3 - 92/27*z + 1
*
0 | 0.10444552658201781169350308831482347079 | 0.022882900734273180143639336104735953873
f(z) = 38/29*z^3 - 96/29*z + 1
*
0 | 0.10428025661760702491866630194974918539 | 0.022644170010240895363394262599522044636
f(z) = 38/31*z^3 - 100/31*z + 1
*
0 | 0.092693920791744297631187089695922132484 | 0.020976977677854059055046882559149462517
f(z) = 39/22*z^3 - 83/22*z + 1
*
0 | 0.10545355069532099012559526530077908227 | 0.023736625858548491001456170616616781073
f(z) = 39/23*z^3 - 85/23*z + 1
*
0 | 0.10530038918996451985830203309774367446 | 0.023459327180082609148781242265394302022
f(z) = 39/25*z^3 - 89/25*z + 1
*
0 | 0.079395658815908342443930043145778805505 | 0.017434739828463682822061597212488776962
f(z) = 39/28*z^3 - 95/28*z + 1
*
0 | 0.10498734333524213377889302783973506972 | 0.022949503002174085803302623675625079196
f(z) = 39/29*z^3 - 97/29*z + 1
*
-2 | 0.14273420630598148578936478105694515628 | 0.023944653321683163035525688139111617230
f(z) = 39/32*z^3 - 97/24*z + 1
*
[ -2 ] 
f(z) = 39/38*z^3 - 99/38*z + 1
*
[ -2 ] 
f(z) = 20/21*z^3 - 97/42*z + 1
*
[ -2 ] 
f(z) = 20/23*z^3 - 91/46*z + 1
*
[ 9/5 ] 
f(z) = 20/27*z^3 - 88/45*z + 1
*
[ 3/8 ] 
f(z) = 20/27*z^3 - 85/48*z + 1
*
[ -2 ] 
f(z) = 21/23*z^3 - 99/46*z + 1
*
[ -2 ] 
f(z) = 21/25*z^3 - 93/50*z + 1
*
[ -2 ] 
f(z) = 21/29*z^3 - 81/58*z + 1
*
1/2 | 0.10810877045703969993687469979594002172 | 0.023739941379715900564759623874027182110
f(z) = 22/21*z^3 - 95/42*z + 1
*
[ 3/2 ] 
f(z) = 22/21*z^3 - 85/42*z + 1
*
[ 5/3 ] 
f(z) = 22/25*z^3 - 92/45*z + 1
*
[ -2 ] 
f(z) = 22/27*z^3 - 95/54*z + 1
*
[ -2 ] 
f(z) = 22/29*z^3 - 89/58*z + 1
*
[ 5/3 ] 
f(z) = 23/25*z^3 - 97/45*z + 1
*
[ -2 ] 
f(z) = 23/29*z^3 - 97/58*z + 1
*
[ 2/5 ] 
f(z) = 25/27*z^3 - 89/54*z + 1
*
[ 2/5 ] 
f(z) = 25/29*z^3 - 95/58*z + 1
*
1/2 | 0.10810611939196185028363070796906554054 | 0.023631245755186216947769606532498817182
f(z) = 26/21*z^3 - 97/42*z + 1
*
[ 4/3 ] 
f(z) = 27/22*z^3 - 85/44*z + 1
*
[ 4/3 ] 
f(z) = 27/26*z^3 - 83/52*z + 1
*
[ 14/9 ] 
f(z) = 27/28*z^3 - 83/42*z + 1
*
[ -5/3 ] 
f(z) = 31/25*z^3 - 83/45*z + 1
*
7/8 | 0.10810715300838274000581190517180010799 | 0.023631471696546391764737394330680024892
f(z) = 32/21*z^3 - 97/42*z + 1
*
[ 5/16 ] 
f(z) = 32/25*z^3 - 93/40*z + 1
*
[ -5/3 ] 
f(z) = 32/25*z^3 - 88/45*z + 1
*
[ 5/11 ] 
f(z) = 33/25*z^3 - 81/55*z + 1
*
[ 4/11 ] 
f(z) = 33/32*z^3 - 83/44*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.024084776810331778241273206365899051993
f(z) = 34/21*z^3 - 89/42*z + 1
*
[ -3/2 ] 
f(z) = 34/21*z^3 - 83/42*z + 1
*
[ -5/3 ] 
f(z) = 34/25*z^3 - 98/45*z + 1
*
[ 8/5 ] 
f(z) = 35/32*z^3 - 97/40*z + 1
*
-8/7 | 0.10186420333835904199300757588928943000 | 0.017406131057564599376753162683349756840
f(z) = 35/32*z^3 - 87/56*z + 1
*
[ 3/2 ] 
f(z) = 35/36*z^3 - 89/48*z + 1
*
[ 3/2 ] 
f(z) = 37/36*z^3 - 95/48*z + 1
*
0 | 0.10810677153131556964787755496818816955 | 0.023631388308312913644946533379029645416
f(z) = 38/21*z^3 - 97/42*z + 1
*
[ 5/4 ] 
f(z) = 38/25*z^3 - 87/40*z + 1
*
[ 6/5 ] 
f(z) = 38/27*z^3 - 93/50*z + 1
*
[ 4/3 ] 
f(z) = 21/20*z^3 - 97/60*z + 1
*
0 | 0.12231305356275574882817748100633973950 | 0.027679897153779821828604337594333891589
f(z) = 21/20*z^3 - 83/60*z + 1
*
[ 10/7 ] 
f(z) = 21/25*z^3 - 99/70*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.026627136107825171830174051872427003760
f(z) = 21/25*z^3 - 88/75*z + 1
*
[ -2 ] 
f(z) = 22/31*z^3 - 83/62*z + 1
*
[ 1/2 ] 
f(z) = 22/35*z^3 - 81/70*z + 1
*
[ 1/2 ] 
f(z) = 22/37*z^3 - 85/74*z + 1
*
[ 1/2 ] 
f(z) = 22/39*z^3 - 89/78*z + 1
*
[ 6/5 ] 
f(z) = 23/24*z^3 - 91/75*z + 1
*
[ -2 ] 
f(z) = 23/31*z^3 - 91/62*z + 1
*
[ -2 ] 
f(z) = 23/33*z^3 - 85/66*z + 1
*
[ -2 ] 
f(z) = 24/31*z^3 - 99/62*z + 1
*
[ -2 ] 
f(z) = 24/35*z^3 - 87/70*z + 1
*
[ -2 ] 
f(z) = 24/37*z^3 - 81/74*z + 1
*
[ 6/5 ] 
f(z) = 25/22*z^3 - 97/66*z + 1
*
[ 6/5 ] 
f(z) = 25/26*z^3 - 95/78*z + 1
*
[ -2 ] 
f(z) = 25/37*z^3 - 89/74*z + 1
*
[ -2 ] 
f(z) = 25/39*z^3 - 83/78*z + 1
*
[ 3/2 ] 
f(z) = 26/33*z^3 - 95/66*z + 1
*
[ 1/2 ] 
f(z) = 26/35*z^3 - 83/70*z + 1
*
[ -2 ] 
f(z) = 26/37*z^3 - 97/74*z + 1
*
[ 1/2 ] 
f(z) = 26/37*z^3 - 87/74*z + 1
*
[ 4/9 ] 
f(z) = 27/20*z^3 - 91/60*z + 1
*
10/9 | 0.17882877261002837007298148378166734100 | 0.029325450024938430393639913399054106288
f(z) = 27/25*z^3 - 89/60*z + 1
*
[ 9/7 ] 
f(z) = 28/27*z^3 - 94/63*z + 1
*
[ 1/2 ] 
f(z) = 30/37*z^3 - 89/74*z + 1
*
[ -3/2 ] 
f(z) = 32/25*z^3 - 91/75*z + 1
*
[ 9/16 ] 
f(z) = 32/27*z^3 - 83/72*z + 1
*
[ 3/5 ] 
f(z) = 32/27*z^3 - 82/75*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.029120405264237459561240751502975206102
f(z) = 32/33*z^3 - 97/66*z + 1
*
[ 2/3 ] 
f(z) = 33/26*z^3 - 83/78*z + 1
*
[ 1/2 ] 
f(z) = 34/33*z^3 - 83/66*z + 1
*
[ 1/2 ] 
f(z) = 34/35*z^3 - 87/70*z + 1
*
[ 1/2 ] 
f(z) = 34/37*z^3 - 91/74*z + 1
*
[ 1/2 ] 
f(z) = 34/39*z^3 - 95/78*z + 1
*
[ 3/5 ] 
f(z) = 38/27*z^3 - 88/75*z + 1
*
[ 12/19 ] 
f(z) = 38/27*z^3 - 87/76*z + 1
*
[ 1/2 ] 
f(z) = 38/31*z^3 - 81/62*z + 1
*
[ 1/2 ] 
f(z) = 38/33*z^3 - 85/66*z + 1
*
[ 1/2 ] 
f(z) = 38/35*z^3 - 89/70*z + 1
*
[ 1/2 ] 
f(z) = 38/37*z^3 - 93/74*z + 1
*
[ 1/2 ] 
f(z) = 38/39*z^3 - 97/78*z + 1
*
[ 2/3 ] 
f(z) = 39/22*z^3 - 85/66*z + 1
*
[ 5/4 ] 
f(z) = 21/25*z^3 - 89/80*z + 1
*
[ 2/3 ] 
f(z) = 23/20*z^3 - 91/90*z + 1
*
[ 5/4 ] 
f(z) = 23/25*z^3 - 99/80*z + 1
*
[ 4/5 ] 
f(z) = 25/23*z^3 - 87/92*z + 1
*
[ 6/7 ] 
f(z) = 25/27*z^3 - 83/98*z + 1
*
[ 3/5 ] 
f(z) = 25/28*z^3 - 83/84*z + 1
*
[ 3/5 ] 
f(z) = 25/29*z^3 - 85/87*z + 1
*
[ 3/5 ] 
f(z) = 25/31*z^3 - 89/93*z + 1
*
[ 3/5 ] 
f(z) = 25/32*z^3 - 91/96*z + 1
*
[ -9/5 ] 
f(z) = 25/33*z^3 - 89/99*z + 1
*
[ 5/6 ] 
f(z) = 26/25*z^3 - 83/90*z + 1
*
[ 5/6 ] 
f(z) = 27/20*z^3 - 91/80*z + 1
*
[ 5/8 ] 
f(z) = 28/25*z^3 - 83/80*z + 1
*
[ 6/7 ] 
f(z) = 31/27*z^3 - 99/98*z + 1
*
[ 3/4 ] 
f(z) = 32/29*z^3 - 83/87*z + 1
*
[ 3/4 ] 
f(z) = 32/31*z^3 - 85/93*z + 1
*
[ 8/11 ] 
f(z) = 33/32*z^3 - 81/88*z + 1
*
[ 5/8 ] 
f(z) = 36/25*z^3 - 93/80*z + 1
*
[ -3/2 ] 
f(z) = 36/29*z^3 - 98/87*z + 1
*
[ 7/10 ] 
f(z) = 20/21*z^3 - 94/105*z + 1
*
[ 3/2 ] 
f(z) = 20/37*z^3 - 98/111*z + 1
*
-10/7 | 0.17565285125293452933089906967609758651 | 0.028044336937989020642276024679475291386
f(z) = 21/25*z^3 - 89/105*z + 1
*
[ 2/3 ] 
f(z) = 21/38*z^3 - 85/114*z + 1
*
[ 10/11 ] 
f(z) = 22/25*z^3 - 91/110*z + 1
*
[ 15/22 ] 
f(z) = 22/27*z^3 - 93/110*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = 24/35*z^3 - 92/105*z + 1
*
[ 7/6 ] 
f(z) = 24/35*z^3 - 83/105*z + 1
*
[ 4/5 ] 
f(z) = 25/27*z^3 - 91/108*z + 1
*
[ 7/10 ] 
f(z) = 25/28*z^3 - 97/112*z + 1
*
[ 4/5 ] 
f(z) = 25/29*z^3 - 93/116*z + 1
*
[ 3/5 ] 
f(z) = 25/34*z^3 - 95/102*z + 1
*
[ 6/5 ] 
f(z) = 25/34*z^3 - 91/102*z + 1
*
[ 6/5 ] 
f(z) = 25/38*z^3 - 89/114*z + 1
*
[ 4/5 ] 
f(z) = 29/32*z^3 - 83/100*z + 1
*
[ 4/5 ] 
f(z) = 31/32*z^3 - 87/100*z + 1
*
[ 3/4 ] 
f(z) = 32/35*z^3 - 89/105*z + 1
*
[ 3/4 ] 
f(z) = 32/37*z^3 - 91/111*z + 1
*
[ 4/5 ] 
f(z) = 33/32*z^3 - 91/100*z + 1
*
[ 2/3 ] 
f(z) = 33/34*z^3 - 95/102*z + 1
*
[ 4/5 ] 
f(z) = 37/32*z^3 - 99/100*z + 1
*
[ 3/4 ] 
f(z) = 20/33*z^3 - 89/132*z + 1
*
[ 4/5 ] 
f(z) = 25/31*z^3 - 95/124*z + 1
*
[ 3/4 ] 
f(z) = 20/39*z^3 - 97/156*z + 1
*
[ 9/10 ] 
f(z) = 25/36*z^3 - 97/144*z + 1
*
3 | 0.14657638077852411167128310004522637362 | 0.019465801210509463681225830008001417657
f(z) = 20/27*z^3 - 69/10*z + 1
*
0 | 0.11615100049523626145953253330884878707 | 0.023938638915538412457760038940231184819
f(z) = 23/30*z^3 - 64/15*z + 1
*
[ 3 ] 
f(z) = 23/36*z^3 - 61/12*z + 1
*
-12/5 | 0.13717534004349205045083132028678153521 | 0.027679605936428340210886840581487632587
f(z) = 25/24*z^3 - 71/12*z + 1
*
[ 12/5 ] 
f(z) = 25/24*z^3 - 65/12*z + 1
*
-2 | 0.18311198475269674294820823989653009350 | 0.029352750258894563507747875148292690303
f(z) = 25/24*z^3 - 64/15*z + 1
*
[ 6 ] 
f(z) = 25/27*z^3 - 65/2*z + 1
*
-12/5 | 0.19071788599698667100496368425291711645 | 0.029932439478378451283468466504809431710
f(z) = 25/27*z^3 - 65/12*z + 1
*
[ -14/5 ] 
f(z) = 25/28*z^3 - 79/14*z + 1
*
-12/5 | 0.17729864224014563355901640311156645574 | 0.028641293797809385547730317185291808093
f(z) = 25/32*z^3 - 61/12*z + 1
*
[ 3 ] 
f(z) = 25/36*z^3 - 67/12*z + 1
*
2/5 | 0.11131516775120235048208827756804146838 | 0.022868901881276604178659503001982803258
f(z) = 25/36*z^3 - 65/18*z + 1
*
[ -6 ] 
f(z) = 26/27*z^3 - 67/2*z + 1
*
-20/9 | 0.11413765054194031010213246722904758175 | 0.019172347598251694599849571200937786452
f(z) = 27/25*z^3 - 77/15*z + 1
*
-2 | 0.063089997699208035291543264931503515885 | 0.013132747985851321284125089343694685895
f(z) = 27/28*z^3 - 61/14*z + 1
*
[ 6 ] 
f(z) = 28/27*z^3 - 73/2*z + 1
*
-2 | 0.072912659665565153303504501544049545515 | 0.015076180642150618905419298056540445157
f(z) = 29/20*z^3 - 63/10*z + 1
*
[ -6 ] 
f(z) = 29/27*z^3 - 75/2*z + 1
*
-2 | 0.068348699057332408339672253701494323628 | 0.014041749422222421899008618666143780752
f(z) = 29/28*z^3 - 65/14*z + 1
*
[ 3 ] 
f(z) = 29/36*z^3 - 79/12*z + 1
*
[ -3 ] 
f(z) = 29/36*z^3 - 71/12*z + 1
*
-2 | 0.054346680185823838184819094719015227562 | 0.011096050995046536258026117151031409080
f(z) = 29/36*z^3 - 67/18*z + 1
*
-2 | 0.074510978099310542370630092316163312130 | 0.015213028833662001180216210135966172525
f(z) = 31/20*z^3 - 67/10*z + 1
*
-2 | 0.071312075190835707571993128657335880044 | 0.014472986322107847024811109969113771549
f(z) = 31/28*z^3 - 69/14*z + 1
*
[ -3 ] 
f(z) = 31/36*z^3 - 77/12*z + 1
*
-2 | 0.052799731297189596957838214319970253368 | 0.010654070588723476249876641912600289159
f(z) = 31/36*z^3 - 71/18*z + 1
*
[ -15/4 ] 
f(z) = 32/27*z^3 - 77/5*z + 1
*
3/8 | 0.11220084153530798274501216490493869463 | 0.017609491008786666898852016581648762510
f(z) = 32/27*z^3 - 65/6*z + 1
*
-2 | 0.075953618872379439827479545045617129344 | 0.015326123770982197018467229449243141620
f(z) = 33/20*z^3 - 71/10*z + 1
*
[ 2 ] 
f(z) = 33/20*z^3 - 61/10*z + 1
*
-2 | 0.073468087300989873950416025765866304198 | 0.014741951537861481724163140290688711174
f(z) = 33/28*z^3 - 73/14*z + 1
*
[ 4 ] 
f(z) = 33/32*z^3 - 63/4*z + 1
*
[ -4 ] 
f(z) = 33/32*z^3 - 61/4*z + 1
*
[ 5/2 ] 
f(z) = 34/25*z^3 - 79/10*z + 1
*
[ -5/2 ] 
f(z) = 34/25*z^3 - 71/10*z + 1
*
[ 3/17 ] 
f(z) = 34/27*z^3 - 80/17*z + 1
*
[ 4 ] 
f(z) = 35/32*z^3 - 67/4*z + 1
*
[ -4 ] 
f(z) = 35/32*z^3 - 65/4*z + 1
*
-2 | 0.052957656608694720900895095606472752969 | 0.010460575310332674721182086817953836442
f(z) = 35/36*z^3 - 79/18*z + 1
*
[ 2 ] 
f(z) = 35/36*z^3 - 61/18*z + 1
*
-2 | 0.078491323564532727014697781441951362046 | 0.015504167932152796619559731238252450294
f(z) = 37/20*z^3 - 79/10*z + 1
*
[ 2 ] 
f(z) = 37/20*z^3 - 69/10*z + 1
*
[ 2 ] 
f(z) = 37/28*z^3 - 67/14*z + 1
*
[ 4 ] 
f(z) = 37/32*z^3 - 71/4*z + 1
*
[ -4 ] 
f(z) = 37/32*z^3 - 69/4*z + 1
*
[ 2 ] 
f(z) = 37/36*z^3 - 65/18*z + 1
*
[ 2 ] 
f(z) = 39/20*z^3 - 73/10*z + 1
*
[ -2 ] 
f(z) = 39/20*z^3 - 63/10*z + 1
*
[ 2 ] 
f(z) = 39/28*z^3 - 71/14*z + 1
*
[ 4 ] 
f(z) = 39/32*z^3 - 75/4*z + 1
*
[ -4 ] 
f(z) = 39/32*z^3 - 73/4*z + 1
*
0 | 0.071281026126105565031831063679768784115 | 0.017271312120195663244791185345326011789
f(z) = 20/21*z^3 - 62/21*z + 1
*
0 | 0.091277332896516028844727716373396508159 | 0.021786361530202746327029203620855799427
f(z) = 20/23*z^3 - 66/23*z + 1
*
-12/5 | 0.21015295827571410626325991827757572641 | 0.027508219672761191192353624717435276504
f(z) = 20/27*z^3 - 77/20*z + 1
*
0 | 0.076979974438524497803406018516808230747 | 0.017885411296420845692508780581430309002
f(z) = 20/27*z^3 - 74/27*z + 1
*
3/4 | 0.11621445081196771762882323779939003358 | 0.015622381315552067003153365642181613205
f(z) = 20/27*z^3 - 63/20*z + 1
*
0 | 0.090153479785833622583313759476883948685 | 0.020693023879297432833621311654048462435
f(z) = 20/29*z^3 - 78/29*z + 1
*
0 | 0.067185155077974500494729289060156090820 | 0.016343278168542226657491994574940068751
f(z) = 21/20*z^3 - 61/20*z + 1
*
[ 2 ] 
f(z) = 21/22*z^3 - 73/22*z + 1
*
0 | 0.079700902655165541430688137068776431677 | 0.019092838661602694385187050019590823425
f(z) = 21/22*z^3 - 65/22*z + 1
*
0 | 0.092372569358298977959087793527819976866 | 0.021968923229322479662793459996252937038
f(z) = 21/23*z^3 - 67/23*z + 1
*
[ -5/2 ] 
f(z) = 21/25*z^3 - 77/20*z + 1
*
0 | 0.092036702197007075930114443440588903203 | 0.021591277049143285507336282391900855064
f(z) = 21/25*z^3 - 71/25*z + 1
*
0 | 0.079028919141256712730062578479503672676 | 0.018419686801678215563403698581115766301
f(z) = 21/26*z^3 - 73/26*z + 1
*
[ 2 ] 
f(z) = 21/26*z^3 - 71/26*z + 1
*
0 | 0.091327744197778092916692833823701171801 | 0.020901438186569453083482573295389849653
f(z) = 21/29*z^3 - 79/29*z + 1
*
[ -8/3 ] 
f(z) = 21/32*z^3 - 79/24*z + 1
*
[ 2 ] 
f(z) = 21/34*z^3 - 67/34*z + 1
*
[ 2 ] 
f(z) = 21/38*z^3 - 65/38*z + 1
*
0 | 0.073365624598493412102592874080072271864 | 0.017640703796661298789875420049093022769
f(z) = 22/21*z^3 - 64/21*z + 1
*
0 | 0.093405170303860346032048627472351596793 | 0.022136509003000376912995116443409865638
f(z) = 22/23*z^3 - 68/23*z + 1
*
0 | 0.093090426093939632399691210166688555518 | 0.021767054874827874203570367460888112412
f(z) = 22/25*z^3 - 72/25*z + 1
*
0 | 0.079202140257150935931961577378536208078 | 0.018288389987067271497407433257597201090
f(z) = 22/27*z^3 - 76/27*z + 1
*
0 | 0.092428740847899477000723005488989212096 | 0.021092692617733984154596420052144988686
f(z) = 22/29*z^3 - 80/29*z + 1
*
0 | 0.069139829727083820806596649484492054523 | 0.016687806285097859778530199385925078742
f(z) = 23/20*z^3 - 63/20*z + 1
*
0 | 0.074326136703400869747585138265007881023 | 0.017805280607148622383892780447518201330
f(z) = 23/21*z^3 - 65/21*z + 1
*
0 | 0.081691534544542410470134621208705310519 | 0.019428657916110672212730202309548956380
f(z) = 23/22*z^3 - 67/22*z + 1
*
0 | 0.045365836445211626668765620569726191401 | 0.010642562367760914719169417267771789737
f(z) = 23/24*z^3 - 71/24*z + 1
*
0 | 0.094085903115992364928311338339747833866 | 0.021929097432700397225431331321967180513
f(z) = 23/25*z^3 - 73/25*z + 1
*
[ 2 ] 
f(z) = 23/26*z^3 - 79/26*z + 1
*
0 | 0.081099035475598705496267103399116437999 | 0.018783846844032928161820203848496582564
f(z) = 23/26*z^3 - 75/26*z + 1
*
0 | 0.080217496005565148637424492985889691129 | 0.018467101588388593309066047776659742919
f(z) = 23/27*z^3 - 77/27*z + 1
*
0 | 0.067953498955565876878373225848526607386 | 0.015551964744744314908454425075970475370
f(z) = 23/28*z^3 - 79/28*z + 1
*
[ 2 ] 
f(z) = 23/34*z^3 - 75/34*z + 1
*
[ 2 ] 
f(z) = 23/38*z^3 - 73/38*z + 1
*
0 | 0.095309087193980742514250771915385954000 | 0.022433610434739764781124147239309343490
f(z) = 24/23*z^3 - 70/23*z + 1
*
0 | 0.095029392452842911404444656519275032587 | 0.022078985887757123261497931460615711603
f(z) = 24/25*z^3 - 74/25*z + 1
*
0 | 0.076105811359365300097035481314295367950 | 0.018100208088549631280775168211660973337
f(z) = 25/21*z^3 - 67/21*z + 1
*
0 | 0.083485707545086369889123320455235855013 | 0.019717432108625567196954895992260136601
f(z) = 25/22*z^3 - 69/22*z + 1
*
[ -2 ] 
f(z) = 25/22*z^3 - 67/22*z + 1
*
0 | 0.096191159483219335833352862051070032399 | 0.022565888656406608371694026785810580571
f(z) = 25/23*z^3 - 71/23*z + 1
*
8/5 | 0.10251408567922916248282706306476073936 | 0.023461565200131402608950443957484047990
f(z) = 25/24*z^3 - 79/24*z + 1
*
0 | 0.082955619438121523633550251474103592487 | 0.019097452897123758282413752449771560010
f(z) = 25/26*z^3 - 77/26*z + 1
*
[ -2 ] 
f(z) = 25/26*z^3 - 61/26*z + 1
*
0 | 0.082090912170743195320177958188994496179 | 0.018787479549479937024600558215560982257
f(z) = 25/27*z^3 - 79/27*z + 1
*
[ -21/10 ] 
f(z) = 25/27*z^3 - 73/28*z + 1
*
7/5 | 0.12049768380361214431015934449260954066 | 0.028458822108697444753581981392157502118
f(z) = 25/28*z^3 - 69/28*z + 1
*
[ -11/5 ] 
f(z) = 25/33*z^3 - 73/33*z + 1
*
[ 9/5 ] 
f(z) = 25/36*z^3 - 65/36*z + 1
*
[ 2/5 ] 
f(z) = 25/38*z^3 - 61/38*z + 1
*
0 | 0.076934629365745538070804824866725137871 | 0.018233081852503589683961023765340101820
f(z) = 26/21*z^3 - 68/21*z + 1
*
0 | 0.097032512664808887367965058414594461181 | 0.022688821143497036058270245399563069666
f(z) = 26/23*z^3 - 72/23*z + 1
*
0 | 0.096780744128562822474857798679051638456 | 0.022347426295742341825697002877599490155
f(z) = 26/25*z^3 - 76/25*z + 1
*
0 | 0.082959452834274217510353661346382594912 | 0.018931754585386770656323484383443812434
f(z) = 26/27*z^3 - 80/27*z + 1
*
[ -2 ] 
f(z) = 27/22*z^3 - 75/22*z + 1
*
0 | 0.085119243649763042880304292724343436387 | 0.019968481355640405426528972248111879550
f(z) = 27/22*z^3 - 71/22*z + 1
*
0 | 0.097836794640297844485055214411751942661 | 0.022803337493877041288005589214355350457
f(z) = 27/23*z^3 - 73/23*z + 1
*
0 | 0.097596970412071652340955897896700085353 | 0.022468080619141299882503697142803814273
f(z) = 27/25*z^3 - 77/25*z + 1
*
0 | 0.084639510795132707438628643962460233226 | 0.019370756592814040466409071388503797884
f(z) = 27/26*z^3 - 79/26*z + 1
*
[ -2 ] 
f(z) = 27/26*z^3 - 69/26*z + 1
*
4/3 | 0.093681802320654026237797408188230100852 | 0.022125518623335827325217667493488297141
f(z) = 27/28*z^3 - 69/28*z + 1
*
[ 1/3 ] 
f(z) = 27/29*z^3 - 61/29*z + 1
*
[ 1/3 ] 
f(z) = 27/31*z^3 - 65/31*z + 1
*
-2 | 0.099155352650316733846950345569183488392 | 0.017304297727056528837456675718860694446
f(z) = 27/32*z^3 - 77/24*z + 1
*
[ 1/3 ] 
f(z) = 27/32*z^3 - 67/32*z + 1
*
[ 1/3 ] 
f(z) = 27/34*z^3 - 71/34*z + 1
*
[ 1/3 ] 
f(z) = 27/35*z^3 - 73/35*z + 1
*
[ 5/3 ] 
f(z) = 27/35*z^3 - 61/35*z + 1
*
[ 1/3 ] 
f(z) = 27/37*z^3 - 77/37*z + 1
*
[ 1/3 ] 
f(z) = 27/38*z^3 - 79/38*z + 1
*
0 | 0.098607177385152400902435460758729991775 | 0.022910243049262085641952814049057854164
f(z) = 28/23*z^3 - 74/23*z + 1
*
0 | 0.098378201606802721674061886908603631315 | 0.022580853006317285622869970308384073505
f(z) = 28/25*z^3 - 78/25*z + 1
*
[ 5/14 ] 
f(z) = 28/25*z^3 - 68/35*z + 1
*
-3/14 | 0.13448613575498618383347491587654042059 | 0.020818595182758788150196941919261378047
f(z) = 28/27*z^3 - 71/21*z + 1
*
-12/7 | 0.21791507112874782559831643657642737376 | 0.028939802121159640900736487799510617719
f(z) = 28/27*z^3 - 69/28*z + 1
*
0 | 0.073995890172685885189931180511489560673 | 0.017476152310373742374282358849333298640
f(z) = 29/20*z^3 - 69/20*z + 1
*
0 | 0.079217383903483791263606941326921079082 | 0.018583939256181678308862789936221121364
f(z) = 29/21*z^3 - 71/21*z + 1
*
0 | 0.086618869611014594411276436776152059753 | 0.020188716569671161229975688840479113493
f(z) = 29/22*z^3 - 73/22*z + 1
*
0 | 0.099346437333640123375078801442677412167 | 0.023010239917549830082568754893611847339
f(z) = 29/23*z^3 - 75/23*z + 1
*
0 | 0.099127359737522310286871657420066419415 | 0.022686472772882343550387404493260858507
f(z) = 29/25*z^3 - 79/25*z + 1
*
[ -2 ] 
f(z) = 29/26*z^3 - 77/26*z + 1
*
[ -2 ] 
f(z) = 29/30*z^3 - 71/30*z + 1
*
[ -2 ] 
f(z) = 29/34*z^3 - 65/34*z + 1
*
0 | 0.10005701928811162341883270300530280117 | 0.023103943703330449408995197812594122323
f(z) = 30/23*z^3 - 76/23*z + 1
*
0 | 0.075365750114541260679547488431752322859 | 0.017680368286734187901232616834143631710
f(z) = 31/20*z^3 - 71/20*z + 1
*
0 | 0.080595339926894460340853660525607193159 | 0.018784780751900590106366517303633950281
f(z) = 31/21*z^3 - 73/21*z + 1
*
0 | 0.088005086995366092216241921309202264396 | 0.020383399949486846915720176609948249151
f(z) = 31/22*z^3 - 75/22*z + 1
*
0 | 0.10074108778533780417817058362197095264 | 0.023191896966311939299566076234959998529
f(z) = 31/23*z^3 - 77/23*z + 1
*
0 | 0.051772523709402693460850167064265376356 | 0.011848756515121597448250460415593891952
f(z) = 31/24*z^3 - 79/24*z + 1
*
[ -2 ] 
f(z) = 31/30*z^3 - 79/30*z + 1
*
[ -2 ] 
f(z) = 31/34*z^3 - 73/34*z + 1
*
[ -2 ] 
f(z) = 31/38*z^3 - 67/38*z + 1
*
0 | 0.081247419229042302506454124955466021792 | 0.018876902990460467432029679437997496431
f(z) = 32/21*z^3 - 74/21*z + 1
*
0 | 0.10140056879000250023732234498417492695 | 0.023274580152984624105976359623630326847
f(z) = 32/23*z^3 - 78/23*z + 1
*
[ 1/4 ] 
f(z) = 32/23*z^3 - 71/23*z + 1
*
[ 1/4 ] 
f(z) = 32/25*z^3 - 77/25*z + 1
*
[ -15/8 ] 
f(z) = 32/27*z^3 - 79/30*z + 1
*
[ 3/10 ] 
f(z) = 32/27*z^3 - 61/25*z + 1
*
[ 3/2 ] 
f(z) = 32/33*z^3 - 61/33*z + 1
*
0 | 0.076640644712891328458550983926804628422 | 0.017863039090372469021299422207315594386
f(z) = 33/20*z^3 - 73/20*z + 1
*
2/3 | 0.077058270970524300883223062228169981172 | 0.015733113804844457734182427160021621615
f(z) = 33/20*z^3 - 67/30*z + 1
*
0 | 0.10203718384116519291602823333434701683 | 0.023352420554362325085868752242006409769
f(z) = 33/23*z^3 - 79/23*z + 1
*
2/3 | 0.094654325223818409609480972279765167944 | 0.016756019984015589695268553549009111553
f(z) = 33/32*z^3 - 71/24*z + 1
*
[ -2 ] 
f(z) = 33/38*z^3 - 75/38*z + 1
*
0 | 0.082486082263398104894004018263470400721 | 0.019046677729168254241076631581757176993
f(z) = 34/21*z^3 - 76/21*z + 1
*
0 | 0.10265247824746749800900895232967786427 | 0.023425799705370134529138361276394171102
f(z) = 34/23*z^3 - 80/23*z + 1
*
0 | 0.090498423724251949600267883064811102504 | 0.020711638353380483212070256865643807332
f(z) = 35/22*z^3 - 79/22*z + 1
*
2/7 | 0.13382535472814188921111363159058811945 | 0.020877020860169446670292786526666387865
f(z) = 35/24*z^3 - 76/21*z + 1
*
-3/2 | 0.21917147242416724203365785925392644467 | 0.029220800058306337284298518027083724379
f(z) = 35/27*z^3 - 67/28*z + 1
*
[ 4/3 ] 
f(z) = 35/32*z^3 - 61/36*z + 1
*
-5/3 | 0.092980342170184795645945654500854438720 | 0.015759654210547573058287435787997918670
f(z) = 36/25*z^3 - 73/20*z + 1
*
[ 1/3 ] 
f(z) = 36/29*z^3 - 62/29*z + 1
*
[ 1/3 ] 
f(z) = 36/31*z^3 - 66/31*z + 1
*
[ 1/3 ] 
f(z) = 36/35*z^3 - 74/35*z + 1
*
[ 1/3 ] 
f(z) = 36/37*z^3 - 78/37*z + 1
*
0 | 0.078952801693457585120627420644815282283 | 0.018175952655762632028625905360701138974
f(z) = 37/20*z^3 - 77/20*z + 1
*
0 | 0.084200595851159667715773319186976318303 | 0.019270305698606612127897900821352812535
f(z) = 37/21*z^3 - 79/21*z + 1
*
[ 4/3 ] 
f(z) = 37/32*z^3 - 65/36*z + 1
*
0 | 0.084738391967791835498965159523304255284 | 0.019337717232770361895643955603844671352
f(z) = 38/21*z^3 - 80/21*z + 1
*
-3/2 | 0.19146493564775520119210694166422431952 | 0.025427141510157004856818613645855904281
f(z) = 38/27*z^3 - 69/38*z + 1
*
0 | 0.080008508817629423113845140013382098003 | 0.018310896827034117609154846334534359141
f(z) = 39/20*z^3 - 79/20*z + 1
*
2/3 | 0.078121253892926541642752090899202874497 | 0.015763514946128710142176058129384735365
f(z) = 39/20*z^3 - 71/30*z + 1
*
2/3 | 0.12762792506941743284341878354909163766 | 0.022482554205260877350864804833891812744
f(z) = 39/32*z^3 - 73/24*z + 1
*
[ -2 ] 
f(z) = 20/27*z^3 - 79/54*z + 1
*
[ 3/7 ] 
f(z) = 20/27*z^3 - 72/49*z + 1
*
[ -2 ] 
f(z) = 20/29*z^3 - 73/58*z + 1
*
-3/2 | 0.10810715300838274000581190517180010799 | 0.025361311692826171550614700341639294790
f(z) = 22/21*z^3 - 71/42*z + 1
*
0 | 0.10810780514773645937005875217092273701 | 0.025897885883127282909898417101174429645
f(z) = 22/21*z^3 - 65/42*z + 1
*
[ 5/11 ] 
f(z) = 22/25*z^3 - 76/55*z + 1
*
[ 1/2 ] 
f(z) = 22/25*z^3 - 61/50*z + 1
*
[ 1/2 ] 
f(z) = 22/27*z^3 - 65/54*z + 1
*
[ 1/2 ] 
f(z) = 22/29*z^3 - 69/58*z + 1
*
[ 3/7 ] 
f(z) = 23/27*z^3 - 73/49*z + 1
*
[ 2/5 ] 
f(z) = 25/21*z^3 - 71/42*z + 1
*
[ 6/5 ] 
f(z) = 25/21*z^3 - 65/42*z + 1
*
[ 2/5 ] 
f(z) = 25/23*z^3 - 77/46*z + 1
*
0 | 0.10810677153131556964787755496818816955 | 0.025197015148191108636164008845071520073
f(z) = 26/21*z^3 - 73/42*z + 1
*
[ 1/2 ] 
f(z) = 26/25*z^3 - 63/50*z + 1
*
[ 3/7 ] 
f(z) = 26/27*z^3 - 74/49*z + 1
*
[ 1/2 ] 
f(z) = 26/27*z^3 - 67/54*z + 1
*
[ 6/5 ] 
f(z) = 26/27*z^3 - 61/50*z + 1
*
[ 1/2 ] 
f(z) = 26/29*z^3 - 71/58*z + 1
*
-14/9 | 0.061708524545591332758103733987170361266 | 0.012677573250624996245470959685162291810
f(z) = 27/28*z^3 - 65/42*z + 1
*
[ -5/3 ] 
f(z) = 28/25*z^3 - 68/45*z + 1
*
[ -5/3 ] 
f(z) = 29/25*z^3 - 73/45*z + 1
*
[ 3/7 ] 
f(z) = 29/27*z^3 - 75/49*z + 1
*
[ 6/5 ] 
f(z) = 29/27*z^3 - 69/50*z + 1
*
[ 3/2 ] 
f(z) = 29/36*z^3 - 71/48*z + 1
*
[ 1/2 ] 
f(z) = 30/23*z^3 - 61/46*z + 1
*
[ 1/2 ] 
f(z) = 30/29*z^3 - 73/58*z + 1
*
[ 3/2 ] 
f(z) = 31/36*z^3 - 77/48*z + 1
*
[ 5/12 ] 
f(z) = 32/25*z^3 - 73/45*z + 1
*
[ 6/5 ] 
f(z) = 32/27*z^3 - 77/50*z + 1
*
[ 3/7 ] 
f(z) = 32/27*z^3 - 76/49*z + 1
*
[ 1/2 ] 
f(z) = 34/23*z^3 - 63/46*z + 1
*
[ 5/4 ] 
f(z) = 34/25*z^3 - 77/40*z + 1
*
[ 1/2 ] 
f(z) = 34/25*z^3 - 67/50*z + 1
*
[ 1/2 ] 
f(z) = 34/27*z^3 - 71/54*z + 1
*
[ 1/2 ] 
f(z) = 34/29*z^3 - 75/58*z + 1
*
[ 8/7 ] 
f(z) = 35/32*z^3 - 73/56*z + 1
*
[ 2/5 ] 
f(z) = 35/32*z^3 - 67/40*z + 1
*
[ 2/3 ] 
f(z) = 36/29*z^3 - 61/58*z + 1
*
[ 1/2 ] 
f(z) = 38/21*z^3 - 61/42*z + 1
*
[ 1/2 ] 
f(z) = 38/23*z^3 - 65/46*z + 1
*
[ 1/2 ] 
f(z) = 38/25*z^3 - 69/50*z + 1
*
[ 3/7 ] 
f(z) = 38/27*z^3 - 78/49*z + 1
*
[ 1/2 ] 
f(z) = 38/27*z^3 - 73/54*z + 1
*
[ 1/2 ] 
f(z) = 38/29*z^3 - 77/58*z + 1
*
[ -2 ] 
f(z) = 20/31*z^3 - 67/62*z + 1
*
[ -2 ] 
f(z) = 20/33*z^3 - 61/66*z + 1
*
[ -5/3 ] 
f(z) = 21/20*z^3 - 79/60*z + 1
*
-4/3 | 0.10652796255646101610540594126461972240 | 0.025335493506750367770290286555603354554
f(z) = 21/20*z^3 - 67/60*z + 1
*
[ 2/3 ] 
f(z) = 21/22*z^3 - 61/66*z + 1
*
[ 2/3 ] 
f(z) = 21/26*z^3 - 67/78*z + 1
*
[ -2 ] 
f(z) = 21/31*z^3 - 75/62*z + 1
*
[ 6/11 ] 
f(z) = 22/27*z^3 - 71/66*z + 1
*
[ 1/2 ] 
f(z) = 22/31*z^3 - 73/62*z + 1
*
[ -2 ] 
f(z) = 22/35*z^3 - 71/70*z + 1
*
[ -2 ] 
f(z) = 22/37*z^3 - 65/74*z + 1
*
[ 3/2 ] 
f(z) = 22/39*z^3 - 73/78*z + 1
*
[ 3/5 ] 
f(z) = 23/27*z^3 - 73/75*z + 1
*
[ -2 ] 
f(z) = 23/35*z^3 - 79/70*z + 1
*
[ -2 ] 
f(z) = 23/37*z^3 - 73/74*z + 1
*
[ -2 ] 
f(z) = 23/39*z^3 - 67/78*z + 1
*
[ 5/4 ] 
f(z) = 24/35*z^3 - 61/70*z + 1
*
[ 3/5 ] 
f(z) = 25/22*z^3 - 71/66*z + 1
*
[ 3/5 ] 
f(z) = 25/23*z^3 - 73/69*z + 1
*
[ 3/5 ] 
f(z) = 25/26*z^3 - 79/78*z + 1
*
[ 8/15 ] 
f(z) = 25/32*z^3 - 79/72*z + 1
*
[ 6/5 ] 
f(z) = 25/33*z^3 - 61/66*z + 1
*
[ 3/5 ] 
f(z) = 26/27*z^3 - 76/75*z + 1
*
[ 1/2 ] 
f(z) = 26/31*z^3 - 75/62*z + 1
*
[ 1/2 ] 
f(z) = 26/33*z^3 - 79/66*z + 1
*
[ 5/9 ] 
f(z) = 27/20*z^3 - 73/60*z + 1
*
-14/9 | 0.050156774157317414476785876889123524690 | 0.011413665829763386793635424195648785058
f(z) = 27/26*z^3 - 79/78*z + 1
*
[ 4/3 ] 
f(z) = 27/34*z^3 - 79/68*z + 1
*
[ 2/3 ] 
f(z) = 27/37*z^3 - 61/74*z + 1
*
[ 4/3 ] 
f(z) = 27/38*z^3 - 77/76*z + 1
*
[ -3/2 ] 
f(z) = 28/23*z^3 - 74/69*z + 1
*
[ 9/14 ] 
f(z) = 28/27*z^3 - 62/63*z + 1
*
[ 3/5 ] 
f(z) = 29/27*z^3 - 79/75*z + 1
*
[ 2/3 ] 
f(z) = 29/32*z^3 - 65/72*z + 1
*
[ 1/2 ] 
f(z) = 30/31*z^3 - 77/62*z + 1
*
[ 2/3 ] 
f(z) = 31/32*z^3 - 67/72*z + 1
*
[ 3/4 ] 
f(z) = 32/23*z^3 - 77/69*z + 1
*
[ 3/4 ] 
f(z) = 32/25*z^3 - 79/75*z + 1
*
[ 5/8 ] 
f(z) = 32/35*z^3 - 67/70*z + 1
*
-13/8 | 0.047500747930988252346677811638251985451 | 0.010902897076801272698735908495386103035
f(z) = 32/39*z^3 - 61/78*z + 1
*
[ 5/6 ] 
f(z) = 33/25*z^3 - 67/60*z + 1
*
[ 12/17 ] 
f(z) = 34/27*z^3 - 71/68*z + 1
*
[ 1/2 ] 
f(z) = 34/31*z^3 - 79/62*z + 1
*
[ 4/5 ] 
f(z) = 35/24*z^3 - 71/60*z + 1
*
[ 2/3 ] 
f(z) = 35/32*z^3 - 71/72*z + 1
*
[ 3/5 ] 
f(z) = 35/36*z^3 - 61/60*z + 1
*
[ 2/3 ] 
f(z) = 36/31*z^3 - 63/62*z + 1
*
[ 2/3 ] 
f(z) = 36/35*z^3 - 67/70*z + 1
*
[ 2/3 ] 
f(z) = 36/37*z^3 - 69/74*z + 1
*
[ 2/3 ] 
f(z) = 37/32*z^3 - 73/72*z + 1
*
[ 5/6 ] 
f(z) = 39/25*z^3 - 77/60*z + 1
*
[ 3/4 ] 
f(z) = 20/21*z^3 - 73/84*z + 1
*
[ 5/6 ] 
f(z) = 22/25*z^3 - 73/90*z + 1
*
[ 9/11 ] 
f(z) = 22/27*z^3 - 76/99*z + 1
*
[ 6/7 ] 
f(z) = 22/27*z^3 - 75/98*z + 1
*
[ 7/9 ] 
f(z) = 27/28*z^3 - 73/84*z + 1
*
[ 4/5 ] 
f(z) = 21/32*z^3 - 67/100*z + 1
*
[ 2/3 ] 
f(z) = 21/34*z^3 - 79/102*z + 1
*
[ 4/5 ] 
f(z) = 23/32*z^3 - 71/100*z + 1
*
[ 5/6 ] 
f(z) = 24/35*z^3 - 71/105*z + 1
*
[ 4/5 ] 
f(z) = 27/32*z^3 - 79/100*z + 1
*
-21/10 | 0.16369730632673434088925894665778117036 | 0.026088209524531797364754323950544947464
f(z) = 20/27*z^3 - 59/15*z + 1
*
[ -6 ] 
f(z) = 20/27*z^3 - 51/2*z + 1
*
-2 | 0.062824978856837925521876058964297930693 | 0.013828065724902878181483274562924881990
f(z) = 21/20*z^3 - 47/10*z + 1
*
[ 5/2 ] 
f(z) = 22/25*z^3 - 49/10*z + 1
*
[ -5/2 ] 
f(z) = 22/25*z^3 - 41/10*z + 1
*
[ 6 ] 
f(z) = 22/27*z^3 - 57/2*z + 1
*
3/11 | 0.20224014181693771160685594434063264586 | 0.028852667002092901681343147015047701220
f(z) = 22/27*z^3 - 41/11*z + 1
*
-2 | 0.066433713128733376256752588141168845354 | 0.014364130517246798212930166158113568283
f(z) = 23/20*z^3 - 51/10*z + 1
*
[ 2 ] 
f(z) = 23/20*z^3 - 41/10*z + 1
*
[ -6 ] 
f(z) = 23/27*z^3 - 59/2*z + 1
*
-2 | 0.061783468509622427918018163669153675096 | 0.013248477628372712027889804259901512737
f(z) = 23/28*z^3 - 53/14*z + 1
*
[ 4 ] 
f(z) = 23/32*z^3 - 43/4*z + 1
*
[ -4 ] 
f(z) = 23/32*z^3 - 41/4*z + 1
*
-2 | 0.056445281282375285365002727191606240768 | 0.012008406990305474617698171795780204105
f(z) = 23/36*z^3 - 55/18*z + 1
*
[ -3 ] 
f(z) = 23/36*z^3 - 53/12*z + 1
*
4/5 | 0.092821441962812547576062058270936227391 | 0.019456629240757852491740817597036598484
f(z) = 25/24*z^3 - 59/12*z + 1
*
[ -12/5 ] 
f(z) = 25/24*z^3 - 55/12*z + 1
*
18/5 | 0.12770268929938031735120256857873881961 | 0.022044258469297929125634896591603522806
f(z) = 25/24*z^3 - 41/3*z + 1
*
-39/10 | 0.14604729463357397477121326918779145354 | 0.019997794602747981001695287351539358449
f(z) = 25/27*z^3 - 55/4*z + 1
*
21/10 | 0.061470700491981337506596075420994298262 | 0.0099668481767005985691819175512664678643
f(z) = 25/27*z^3 - 53/12*z + 1
*
[ -12/5 ] 
f(z) = 25/27*z^3 - 47/12*z + 1
*
6/5 | 0.17218733933775412224088543944870369327 | 0.029130986854599277480932244773924694229
f(z) = 25/27*z^3 - 41/12*z + 1
*
-2 | 0.062306380763334504288735412045958897482 | 0.013155356863151604098649684422292779753
f(z) = 25/28*z^3 - 57/14*z + 1
*
2/5 | 0.089632776243372902943653215089408951004 | 0.019380173649004254163878748473094485498
f(z) = 25/28*z^3 - 51/14*z + 1
*
[ 2 ] 
f(z) = 25/28*z^3 - 43/14*z + 1
*
14/5 | 0.12147573732123694300420165136776948832 | 0.022677827088423958574755098620774640847
f(z) = 25/32*z^3 - 53/8*z + 1
*
[ 4 ] 
f(z) = 25/32*z^3 - 47/4*z + 1
*
[ 12/5 ] 
f(z) = 25/32*z^3 - 47/12*z + 1
*
[ -4 ] 
f(z) = 25/32*z^3 - 45/4*z + 1
*
-14/5 | 0.13806660646098765358345447300099007857 | 0.026587281663493772256354614905874721841
f(z) = 25/32*z^3 - 45/8*z + 1
*
[ -3 ] 
f(z) = 25/36*z^3 - 59/12*z + 1
*
-2 | 0.056495022867656769692862265568260452793 | 0.011842120641958056925173028527775438849
f(z) = 25/36*z^3 - 59/18*z + 1
*
-12/5 | 0.13088683106596935096832968227412793451 | 0.026932486313360300992540294425237428201
f(z) = 25/36*z^3 - 43/12*z + 1
*
[ 12/5 ] 
f(z) = 25/36*z^3 - 41/12*z + 1
*
[ 2 ] 
f(z) = 25/36*z^3 - 41/18*z + 1
*
[ 5/2 ] 
f(z) = 26/25*z^3 - 59/10*z + 1
*
[ -5/2 ] 
f(z) = 26/25*z^3 - 51/10*z + 1
*
[ 3/13 ] 
f(z) = 26/27*z^3 - 44/13*z + 1
*
-2 | 0.071108146848058157464642633091598639573 | 0.014905229007046875705576933604248910408
f(z) = 27/20*z^3 - 59/10*z + 1
*
[ 2 ] 
f(z) = 27/20*z^3 - 49/10*z + 1
*
10/9 | 0.11508793660408451309229546343326885586 | 0.020424531297380486981332961652590269216
f(z) = 27/25*z^3 - 56/15*z + 1
*
[ 2 ] 
f(z) = 27/28*z^3 - 47/14*z + 1
*
-8/3 | 0.14337366464909575352496675026322834280 | 0.026765864917927532848949590444007913507
f(z) = 27/32*z^3 - 53/8*z + 1
*
20/9 | 0.11154679068950420796658101820063705520 | 0.018438298400243701567719348581243382403
f(z) = 27/32*z^3 - 53/12*z + 1
*
[ 4 ] 
f(z) = 27/32*z^3 - 51/4*z + 1
*
[ -4 ] 
f(z) = 27/32*z^3 - 49/4*z + 1
*
[ 8/3 ] 
f(z) = 27/32*z^3 - 43/8*z + 1
*
4/9 | 0.16971175626547176115429167854692848007 | 0.029295936059920595121849058950159001473
f(z) = 27/32*z^3 - 41/12*z + 1
*
3/4 | 0.18323995132380419765761501606939611926 | 0.029202693377610556569266740955758704609
f(z) = 28/27*z^3 - 59/12*z + 1
*
[ 2 ] 
f(z) = 29/20*z^3 - 53/10*z + 1
*
[ -2 ] 
f(z) = 29/20*z^3 - 43/10*z + 1
*
[ 2 ] 
f(z) = 29/28*z^3 - 51/14*z + 1
*
[ 4 ] 
f(z) = 29/32*z^3 - 55/4*z + 1
*
[ -4 ] 
f(z) = 29/32*z^3 - 53/4*z + 1
*
[ 2 ] 
f(z) = 29/36*z^3 - 49/18*z + 1
*
[ 2 ] 
f(z) = 31/20*z^3 - 57/10*z + 1
*
[ -2 ] 
f(z) = 31/20*z^3 - 47/10*z + 1
*
[ 2 ] 
f(z) = 31/28*z^3 - 55/14*z + 1
*
[ -2 ] 
f(z) = 31/28*z^3 - 41/14*z + 1
*
[ 4 ] 
f(z) = 31/32*z^3 - 59/4*z + 1
*
[ -4 ] 
f(z) = 31/32*z^3 - 57/4*z + 1
*
[ 2 ] 
f(z) = 31/36*z^3 - 53/18*z + 1
*
5/4 | 0.075740010614243946982063624417089436106 | 0.014102609451162134511178984240538767350
f(z) = 32/25*z^3 - 43/10*z + 1
*
39/16 | 0.13436971706096839454646677051086873248 | 0.018223639735795216644058090621045870070
f(z) = 32/27*z^3 - 59/8*z + 1
*
3/16 | 0.20142253346685548103617405076757870900 | 0.027868281550540812571213024798339818347
f(z) = 32/27*z^3 - 51/8*z + 1
*
[ 9/4 ] 
f(z) = 32/27*z^3 - 49/9*z + 1
*
15/8 | 0.20165028299897884955674777348192588547 | 0.028574355430182639402970288052565939115
f(z) = 32/27*z^3 - 43/10*z + 1
*
[ -9/4 ] 
f(z) = 32/27*z^3 - 41/9*z + 1
*
[ -2 ] 
f(z) = 33/20*z^3 - 51/10*z + 1
*
[ 5/3 ] 
f(z) = 33/25*z^3 - 49/15*z + 1
*
[ 2 ] 
f(z) = 33/28*z^3 - 59/14*z + 1
*
[ -2 ] 
f(z) = 33/28*z^3 - 45/14*z + 1
*
6/5 | 0.18170956586329184241516970238123189584 | 0.029512779934559168448931854640144666290
f(z) = 35/24*z^3 - 59/15*z + 1
*
2/5 | 0.16773584085864169929385051085886807209 | 0.027476088783483229059781608057286179868
f(z) = 35/24*z^3 - 56/15*z + 1
*
6/5 | 0.15586165804755617783537205099936891730 | 0.026581081480053716087042459567409931868
f(z) = 35/24*z^3 - 44/15*z + 1
*
2/5 | 0.12485650606218400072682847946032500642 | 0.021552945410223274559033261563884875794
f(z) = 35/24*z^3 - 41/15*z + 1
*
[ -2 ] 
f(z) = 35/36*z^3 - 43/18*z + 1
*
[ 5/2 ] 
f(z) = 36/25*z^3 - 42/5*z + 1
*
[ -2 ] 
f(z) = 37/20*z^3 - 59/10*z + 1
*
[ -2 ] 
f(z) = 37/28*z^3 - 53/14*z + 1
*
-2 | 0.075318984364341563262315504007502975169 | 0.014768815111198034744626465141455242299
f(z) = 37/32*z^3 - 41/8*z + 1
*
[ -2 ] 
f(z) = 37/36*z^3 - 47/18*z + 1
*
[ 5/3 ] 
f(z) = 39/25*z^3 - 59/15*z + 1
*
[ -5/3 ] 
f(z) = 39/25*z^3 - 41/15*z + 1
*
[ -2 ] 
f(z) = 39/28*z^3 - 57/14*z + 1
*
-2 | 0.076973141068470904054505794792183667558 | 0.014953516009622021974810516192373546311
f(z) = 39/32*z^3 - 43/8*z + 1
*
3/2 | 0.11890628770998079441990408107880126787 | 0.029161298785299428801549863615688173282
f(z) = 20/21*z^3 - 59/21*z + 1
*
1/2 | 0.10810611939196185028363070796906554054 | 0.028078435056345912897217752318770461799
f(z) = 20/21*z^3 - 47/21*z + 1
*
[ -12/5 ] 
f(z) = 20/27*z^3 - 57/20*z + 1
*
[ 1/2 ] 
f(z) = 20/37*z^3 - 42/37*z + 1
*
[ 1/2 ] 
f(z) = 20/39*z^3 - 44/39*z + 1
*
2/3 | 0.10682179279778704215003586501709099427 | 0.022391292069479754925352289131864686860
f(z) = 21/20*z^3 - 59/30*z + 1
*
[ -2 ] 
f(z) = 21/22*z^3 - 51/22*z + 1
*
[ -2 ] 
f(z) = 21/26*z^3 - 45/26*z + 1
*
[ 3/8 ] 
f(z) = 22/27*z^3 - 57/32*z + 1
*
3/2 | 0.13321861416059493711089259586297438335 | 0.018756582364528095405625477103878805865
f(z) = 22/27*z^3 - 45/22*z + 1
*
[ -2 ] 
f(z) = 23/22*z^3 - 59/22*z + 1
*
[ -2 ] 
f(z) = 23/26*z^3 - 53/26*z + 1
*
[ -2 ] 
f(z) = 23/30*z^3 - 47/30*z + 1
*
[ -2 ] 
f(z) = 23/34*z^3 - 41/34*z + 1
*
-5/12 | 0.14941647885609676049842128965284900973 | 0.026778443314625411094328840488214918056
f(z) = 24/25*z^3 - 53/30*z + 1
*
[ 5/12 ] 
f(z) = 24/25*z^3 - 47/30*z + 1
*
-5/4 | 0.059610497327407956293863575062086368308 | 0.011198644669281010243975602586776914137
f(z) = 24/25*z^3 - 41/30*z + 1
*
[ 1/2 ] 
f(z) = 24/35*z^3 - 41/35*z + 1
*
[ 1/2 ] 
f(z) = 24/37*z^3 - 43/37*z + 1
*
-7/5 | 0.11282251468517633427045465307963517913 | 0.028154014021330084328107454269791650296
f(z) = 25/21*z^3 - 55/21*z + 1
*
[ 8/5 ] 
f(z) = 25/24*z^3 - 55/24*z + 1
*
[ 2/5 ] 
f(z) = 25/26*z^3 - 43/26*z + 1
*
3/2 | 0.18031214392583496908801084011975620866 | 0.024454494827895789678553177740322090852
f(z) = 25/27*z^3 - 59/20*z + 1
*
[ 7/5 ] 
f(z) = 25/28*z^3 - 41/28*z + 1
*
[ 4/3 ] 
f(z) = 25/32*z^3 - 41/36*z + 1
*
[ 2/5 ] 
f(z) = 25/34*z^3 - 55/34*z + 1
*
[ -2 ] 
f(z) = 25/34*z^3 - 49/34*z + 1
*
[ -2 ] 
f(z) = 25/38*z^3 - 43/38*z + 1
*
-24/13 | 0.19271751055826040137643866880342570810 | 0.026388199809974776096056902895869142526
f(z) = 26/27*z^3 - 55/26*z + 1
*
-10/9 | 0.11508636877238740347471346095449227217 | 0.024678432901094893551516092298489897116
f(z) = 27/20*z^3 - 53/30*z + 1
*
[ 1/3 ] 
f(z) = 27/22*z^3 - 47/22*z + 1
*
[ 1/3 ] 
f(z) = 27/23*z^3 - 49/23*z + 1
*
[ 1/3 ] 
f(z) = 27/25*z^3 - 53/25*z + 1
*
[ 1/3 ] 
f(z) = 27/26*z^3 - 55/26*z + 1
*
[ 1/3 ] 
f(z) = 27/28*z^3 - 59/28*z + 1
*
[ 4/3 ] 
f(z) = 27/28*z^3 - 41/28*z + 1
*
[ -2 ] 
f(z) = 27/34*z^3 - 57/34*z + 1
*
-2/3 | 0.070867174348540732441712725437473457858 | 0.018406352607641533304583212523712043999
f(z) = 27/35*z^3 - 47/35*z + 1
*
[ -2 ] 
f(z) = 27/38*z^3 - 51/38*z + 1
*
-3/7 | 0.14684772295216546563295527943906479525 | 0.019915945777335280071464895838808422122
f(z) = 28/27*z^3 - 59/28*z + 1
*
[ -12/7 ] 
f(z) = 28/27*z^3 - 41/28*z + 1
*
[ 3/2 ] 
f(z) = 28/33*z^3 - 52/33*z + 1
*
[ 1/2 ] 
f(z) = 28/37*z^3 - 44/37*z + 1
*
[ 3/2 ] 
f(z) = 28/39*z^3 - 50/39*z + 1
*
[ 1/2 ] 
f(z) = 28/39*z^3 - 46/39*z + 1
*
[ 4/3 ] 
f(z) = 29/32*z^3 - 49/36*z + 1
*
[ -2 ] 
f(z) = 29/38*z^3 - 59/38*z + 1
*
[ 4/3 ] 
f(z) = 31/32*z^3 - 53/36*z + 1
*
1/2 | 0.10816655771118747504197557019281904689 | 0.027649775464280362189549673407525829928
f(z) = 32/21*z^3 - 50/21*z + 1
*
3/4 | 0.097069389167771155172057193596495497103 | 0.025353481591873509087243077303843686782
f(z) = 32/21*z^3 - 46/21*z + 1
*
[ 1/2 ] 
f(z) = 32/33*z^3 - 41/33*z + 1
*
[ 1/2 ] 
f(z) = 32/37*z^3 - 45/37*z + 1
*
[ 3/2 ] 
f(z) = 32/39*z^3 - 59/39*z + 1
*
[ 1/2 ] 
f(z) = 32/39*z^3 - 47/39*z + 1
*
[ 3/8 ] 
f(z) = 34/27*z^3 - 59/32*z + 1
*
[ 2/7 ] 
f(z) = 35/24*z^3 - 55/21*z + 1
*
-6/5 | 0.14810810549973629412855087977910340286 | 0.026251425916362971001870554047278650326
f(z) = 35/36*z^3 - 47/30*z + 1
*
[ 1/3 ] 
f(z) = 36/23*z^3 - 50/23*z + 1
*
[ 1/3 ] 
f(z) = 36/25*z^3 - 54/25*z + 1
*
[ 5/4 ] 
f(z) = 36/25*z^3 - 41/20*z + 1
*
[ 1/2 ] 
f(z) = 36/37*z^3 - 46/37*z + 1
*
[ 2/3 ] 
f(z) = 39/20*z^3 - 41/30*z + 1
*
-8/7 | 0.065986177228923191859485698028004784971 | 0.012193365308195648398042092163392637454
f(z) = 21/32*z^3 - 55/56*z + 1
*
[ 8/7 ] 
f(z) = 21/32*z^3 - 41/56*z + 1
*
[ 1/2 ] 
f(z) = 22/21*z^3 - 53/42*z + 1
*
[ 1/2 ] 
f(z) = 22/23*z^3 - 57/46*z + 1
*
[ 5/4 ] 
f(z) = 22/25*z^3 - 47/40*z + 1
*
[ -5/3 ] 
f(z) = 23/25*z^3 - 43/45*z + 1
*
[ 6/5 ] 
f(z) = 23/27*z^3 - 53/50*z + 1
*
[ 3/2 ] 
f(z) = 23/36*z^3 - 53/48*z + 1
*
[ 4/5 ] 
f(z) = 25/22*z^3 - 43/44*z + 1
*
[ 4/5 ] 
f(z) = 25/26*z^3 - 45/52*z + 1
*
[ 3/4 ] 
f(z) = 25/27*z^3 - 41/48*z + 1
*
[ 6/5 ] 
f(z) = 25/28*z^3 - 47/42*z + 1
*
[ 3/2 ] 
f(z) = 25/36*z^3 - 59/48*z + 1
*
[ 1/2 ] 
f(z) = 26/21*z^3 - 55/42*z + 1
*
[ -3/2 ] 
f(z) = 26/21*z^3 - 47/42*z + 1
*
[ 1/2 ] 
f(z) = 26/23*z^3 - 59/46*z + 1
*
[ -5/3 ] 
f(z) = 26/25*z^3 - 58/45*z + 1
*
[ 5/4 ] 
f(z) = 26/25*z^3 - 57/40*z + 1
*
[ 12/13 ] 
f(z) = 26/27*z^3 - 47/52*z + 1
*
[ 2/3 ] 
f(z) = 27/23*z^3 - 47/46*z + 1
*
[ 2/3 ] 
f(z) = 27/25*z^3 - 49/50*z + 1
*
-14/9 | 0.078516114569610469812468861989547732181 | 0.016836526217045014207238820078092246663
f(z) = 27/28*z^3 - 53/42*z + 1
*
[ 2/3 ] 
f(z) = 27/29*z^3 - 53/58*z + 1
*
[ -16/9 ] 
f(z) = 27/32*z^3 - 53/48*z + 1
*
[ 5/6 ] 
f(z) = 28/25*z^3 - 44/45*z + 1
*
[ 3/4 ] 
f(z) = 31/27*z^3 - 47/48*z + 1
*
[ 7/8 ] 
f(z) = 32/21*z^3 - 55/42*z + 1
*
[ 5/6 ] 
f(z) = 32/25*z^3 - 49/45*z + 1
*
[ 2/3 ] 
f(z) = 33/28*z^3 - 43/42*z + 1
*
[ 1/2 ] 
f(z) = 34/21*z^3 - 59/42*z + 1
*
[ 6/7 ] 
f(z) = 35/27*z^3 - 47/42*z + 1
*
[ -8/5 ] 
f(z) = 35/32*z^3 - 47/40*z + 1
*
[ 2/3 ] 
f(z) = 36/23*z^3 - 55/46*z + 1
*
[ 2/3 ] 
f(z) = 36/25*z^3 - 57/50*z + 1
*
[ 5/9 ] 
f(z) = 36/25*z^3 - 56/45*z + 1
*
[ 3/4 ] 
f(z) = 37/27*z^3 - 53/48*z + 1
*
[ 2/3 ] 
f(z) = 39/28*z^3 - 47/42*z + 1
*
[ -2 ] 
f(z) = 20/37*z^3 - 49/74*z + 1
*
[ -2 ] 
f(z) = 20/39*z^3 - 43/78*z + 1
*
[ 5/6 ] 
f(z) = 21/25*z^3 - 47/60*z + 1
*
[ -2 ] 
f(z) = 21/37*z^3 - 57/74*z + 1
*
[ -2 ] 
f(z) = 22/39*z^3 - 59/78*z + 1
*
[ 2/3 ] 
f(z) = 23/32*z^3 - 59/72*z + 1
*
[ 4/5 ] 
f(z) = 25/34*z^3 - 49/68*z + 1
*
[ 4/5 ] 
f(z) = 25/38*z^3 - 51/76*z + 1
*
[ 6/5 ] 
f(z) = 25/39*z^3 - 59/78*z + 1
*
[ 2/3 ] 
f(z) = 27/31*z^3 - 55/62*z + 1
*
[ 2/3 ] 
f(z) = 27/35*z^3 - 59/70*z + 1
*
[ 7/8 ] 
f(z) = 32/35*z^3 - 59/70*z + 1
*
3/2 | 0.062137882918073378173947615585700116403 | 0.011166799359079055599602111316968496215
f(z) = 20/27*z^3 - 29/15*z + 1
*
3 | 0.088003047344486888626100471644002033522 | 0.013350637625941783616283106213782937912
f(z) = 20/27*z^3 - 27/4*z + 1
*
-3/10 | 0.15044723339456722588866692056381740801 | 0.027578071063687056757335706801430383344
f(z) = 20/27*z^3 - 26/15*z + 1
*
3/10 | 0.18600901178590876548260403253498476505 | 0.029123614598760079432948484929059234863
f(z) = 20/27*z^3 - 22/5*z + 1
*
[ 2 ] 
f(z) = 21/20*z^3 - 37/10*z + 1
*
[ -2 ] 
f(z) = 21/20*z^3 - 27/10*z + 1
*
[ 5/3 ] 
f(z) = 21/25*z^3 - 29/15*z + 1
*
[ 4 ] 
f(z) = 21/32*z^3 - 39/4*z + 1
*
[ -4 ] 
f(z) = 21/32*z^3 - 37/4*z + 1
*
-2 | 0.067881662170208101692767462981769547497 | 0.014740315651471048302946316458349065673
f(z) = 21/32*z^3 - 25/8*z + 1
*
[ 3/11 ] 
f(z) = 22/27*z^3 - 30/11*z + 1
*
[ -2 ] 
f(z) = 23/20*z^3 - 31/10*z + 1
*
[ 2 ] 
f(z) = 23/28*z^3 - 39/14*z + 1
*
[ -2 ] 
f(z) = 23/28*z^3 - 25/14*z + 1
*
-2 | 0.067764721130847989843330499002747777252 | 0.014473050378912447335427086732856139131
f(z) = 23/32*z^3 - 27/8*z + 1
*
[ 2 ] 
f(z) = 23/36*z^3 - 37/18*z + 1
*
[ 5/3 ] 
f(z) = 24/25*z^3 - 34/15*z + 1
*
[ 5/2 ] 
f(z) = 24/25*z^3 - 27/5*z + 1
*
[ -5/2 ] 
f(z) = 24/25*z^3 - 23/5*z + 1
*
14/5 | 0.15105348922307573104524680054053589166 | 0.028300217622340316378367458646972140562
f(z) = 25/24*z^3 - 26/3*z + 1
*
[ 3/10 ] 
f(z) = 25/27*z^3 - 29/12*z + 1
*
6/5 | 0.12012640353793100674938148066937540787 | 0.022179500861734038115733757796856163670
f(z) = 25/27*z^3 - 25/6*z + 1
*
[ 3 ] 
f(z) = 25/27*z^3 - 23/3*z + 1
*
[ 9/5 ] 
f(z) = 25/27*z^3 - 23/9*z + 1
*
2/5 | 0.098191450447455154977201794299377031932 | 0.022813653678819326565109064158092278818
f(z) = 25/28*z^3 - 37/14*z + 1
*
[ -2 ] 
f(z) = 25/28*z^3 - 29/14*z + 1
*
[ 2/5 ] 
f(z) = 25/28*z^3 - 23/14*z + 1
*
[ -12/5 ] 
f(z) = 25/32*z^3 - 37/12*z + 1
*
[ -12/5 ] 
f(z) = 25/36*z^3 - 31/12*z + 1
*
[ 2/5 ] 
f(z) = 25/36*z^3 - 29/18*z + 1
*
6/5 | 0.13228945303049842618996899588822093855 | 0.026848516736413524727210664648419875551
f(z) = 25/36*z^3 - 23/6*z + 1
*
[ -2 ] 
f(z) = 25/36*z^3 - 23/18*z + 1
*
[ -3 ] 
f(z) = 26/27*z^3 - 22/3*z + 1
*
[ -2 ] 
f(z) = 27/20*z^3 - 39/10*z + 1
*
2/3 | 0.086951155324155036692042824194280036203 | 0.023263467401939565260040205410099145922
f(z) = 27/20*z^3 - 21/10*z + 1
*
[ -2 ] 
f(z) = 27/28*z^3 - 33/14*z + 1
*
[ -8/3 ] 
f(z) = 27/32*z^3 - 37/8*z + 1
*
-2 | 0.064741131284117866936949033628781045615 | 0.013430985390163951064920444351171912039
f(z) = 27/32*z^3 - 31/8*z + 1
*
4/3 | 0.11552453009332421823620535357636276135 | 0.022152627656968773387087940337905668743
f(z) = 27/32*z^3 - 23/12*z + 1
*
[ 5/2 ] 
f(z) = 28/25*z^3 - 32/5*z + 1
*
[ -5/2 ] 
f(z) = 28/25*z^3 - 28/5*z + 1
*
[ 3/8 ] 
f(z) = 28/27*z^3 - 29/16*z + 1
*
[ 3 ] 
f(z) = 28/27*z^3 - 26/3*z + 1
*
[ 3/14 ] 
f(z) = 28/27*z^3 - 26/7*z + 1
*
[ -3 ] 
f(z) = 29/27*z^3 - 25/3*z + 1
*
[ 3/2 ] 
f(z) = 29/27*z^3 - 25/12*z + 1
*
[ -2 ] 
f(z) = 29/28*z^3 - 37/14*z + 1
*
-2 | 0.064202884437556010648883714743803622845 | 0.013148779216411136193303149997033618709
f(z) = 29/32*z^3 - 33/8*z + 1
*
[ 2 ] 
f(z) = 29/32*z^3 - 25/8*z + 1
*
[ -2 ] 
f(z) = 29/36*z^3 - 31/18*z + 1
*
[ 3 ] 
f(z) = 31/27*z^3 - 29/3*z + 1
*
-2 | 0.064250824285452645804298762043463782402 | 0.013001916931805577317524922785878134883
f(z) = 31/32*z^3 - 35/8*z + 1
*
[ 2 ] 
f(z) = 31/32*z^3 - 27/8*z + 1
*
[ -2 ] 
f(z) = 31/36*z^3 - 35/18*z + 1
*
[ 5/2 ] 
f(z) = 32/25*z^3 - 37/5*z + 1
*
[ -5/2 ] 
f(z) = 32/25*z^3 - 33/5*z + 1
*
[ 15/8 ] 
f(z) = 32/27*z^3 - 37/10*z + 1
*
[ -3 ] 
f(z) = 32/27*z^3 - 28/3*z + 1
*
[ 9/8 ] 
f(z) = 32/27*z^3 - 25/18*z + 1
*
-15/8 | 0.087181790884622962288346610427445155098 | 0.016348469563916228062288045109027307987
f(z) = 32/27*z^3 - 23/6*z + 1
*
[ -5/3 ] 
f(z) = 33/25*z^3 - 31/15*z + 1
*
-2 | 0.070581203616288931032626071271815437461 | 0.014124115556757034639839965437572967295
f(z) = 33/32*z^3 - 37/8*z + 1
*
[ 2 ] 
f(z) = 33/32*z^3 - 29/8*z + 1
*
-4/3 | 0.11552453009332421823620535357636276135 | 0.021804003441302127660250782510148609959
f(z) = 33/32*z^3 - 25/12*z + 1
*
[ -2 ] 
f(z) = 33/32*z^3 - 21/8*z + 1
*
[ 3 ] 
f(z) = 34/27*z^3 - 32/3*z + 1
*
-6/5 | 0.12934663472663660626307593950849606537 | 0.023073707062244115070440195033139897900
f(z) = 35/24*z^3 - 34/15*z + 1
*
[ 2/5 ] 
f(z) = 35/24*z^3 - 26/15*z + 1
*
[ -3 ] 
f(z) = 35/27*z^3 - 31/3*z + 1
*
[ 3/2 ] 
f(z) = 35/27*z^3 - 31/12*z + 1
*
6/5 | 0.18438790516675704894760711132237059439 | 0.029081617670838936281770182008652082671
f(z) = 35/27*z^3 - 21/5*z + 1
*
-2 | 0.073314090349088451236249950157583603360 | 0.014518055612643067293878150026707204999
f(z) = 35/32*z^3 - 39/8*z + 1
*
[ 2 ] 
f(z) = 35/32*z^3 - 31/8*z + 1
*
[ -2 ] 
f(z) = 35/32*z^3 - 23/8*z + 1
*
[ -5/2 ] 
f(z) = 36/25*z^3 - 38/5*z + 1
*
[ 3 ] 
f(z) = 37/27*z^3 - 35/3*z + 1
*
[ 2 ] 
f(z) = 37/32*z^3 - 33/8*z + 1
*
[ -2 ] 
f(z) = 37/32*z^3 - 25/8*z + 1
*
[ -3 ] 
f(z) = 38/27*z^3 - 34/3*z + 1
*
[ 2 ] 
f(z) = 39/32*z^3 - 35/8*z + 1
*
-4/3 | 0.11814172005060966557003902033946636312 | 0.021690364706251073552863001835534949463
f(z) = 39/32*z^3 - 29/12*z + 1
*
[ -2 ] 
f(z) = 39/32*z^3 - 27/8*z + 1
*
[ 4/3 ] 
f(z) = 39/32*z^3 - 23/12*z + 1
*
[ 3/2 ] 
f(z) = 20/21*z^3 - 38/21*z + 1
*
[ 1/2 ] 
f(z) = 20/21*z^3 - 26/21*z + 1
*
[ 1/2 ] 
f(z) = 20/23*z^3 - 28/23*z + 1
*
[ 1/2 ] 
f(z) = 20/27*z^3 - 32/27*z + 1
*
-3/5 | 0.10810786213072090030851724270427623076 | 0.016400669469691358941012766953224766467
f(z) = 20/27*z^3 - 27/20*z + 1
*
[ 1/2 ] 
f(z) = 20/29*z^3 - 34/29*z + 1
*
[ 1/2 ] 
f(z) = 20/31*z^3 - 36/31*z + 1
*
[ 1/2 ] 
f(z) = 20/33*z^3 - 38/33*z + 1
*
[ 3/2 ] 
f(z) = 20/33*z^3 - 34/33*z + 1
*
[ 3/2 ] 
f(z) = 20/39*z^3 - 32/39*z + 1
*
[ 2/3 ] 
f(z) = 21/20*z^3 - 29/30*z + 1
*
[ 5/7 ] 
f(z) = 21/25*z^3 - 29/35*z + 1
*
[ 4/7 ] 
f(z) = 21/32*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 21/34*z^3 - 33/34*z + 1
*
[ -2 ] 
f(z) = 21/38*z^3 - 27/38*z + 1
*
[ 3/5 ] 
f(z) = 22/27*z^3 - 24/25*z + 1
*
[ 2/3 ] 
f(z) = 23/24*z^3 - 25/27*z + 1
*
[ 4/3 ] 
f(z) = 23/32*z^3 - 37/36*z + 1
*
[ -2 ] 
f(z) = 23/38*z^3 - 35/38*z + 1
*
[ 1/2 ] 
f(z) = 24/23*z^3 - 29/23*z + 1
*
[ 1/2 ] 
f(z) = 24/25*z^3 - 31/25*z + 1
*
-5/6 | 0.10798727129969026441075851130483508983 | 0.021551612712049802155317071187802300620
f(z) = 24/25*z^3 - 29/30*z + 1
*
[ 1/2 ] 
f(z) = 24/29*z^3 - 35/29*z + 1
*
[ 1/2 ] 
f(z) = 24/31*z^3 - 37/31*z + 1
*
[ 3/5 ] 
f(z) = 25/21*z^3 - 23/21*z + 1
*
[ 2/5 ] 
f(z) = 25/22*z^3 - 37/22*z + 1
*
[ 2/3 ] 
f(z) = 25/24*z^3 - 26/27*z + 1
*
[ 9/10 ] 
f(z) = 25/27*z^3 - 31/36*z + 1
*
[ 4/5 ] 
f(z) = 25/28*z^3 - 23/28*z + 1
*
-6/5 | 0.13054175631955252867983546896393124789 | 0.027081769922120111569438159834705277212
f(z) = 25/32*z^3 - 31/24*z + 1
*
[ 6/5 ] 
f(z) = 25/32*z^3 - 23/24*z + 1
*
[ 3/5 ] 
f(z) = 25/33*z^3 - 31/33*z + 1
*
[ 3/5 ] 
f(z) = 25/39*z^3 - 35/39*z + 1
*
-3/2 | 0.16058127948131267470996391561082922780 | 0.024501512234267472768162588286095371303
f(z) = 26/27*z^3 - 25/26*z + 1
*
[ 2/3 ] 
f(z) = 27/22*z^3 - 23/22*z + 1
*
[ 10/9 ] 
f(z) = 27/25*z^3 - 37/30*z + 1
*
[ 2/3 ] 
f(z) = 27/26*z^3 - 25/26*z + 1
*
[ 2/3 ] 
f(z) = 27/34*z^3 - 29/34*z + 1
*
[ 2/3 ] 
f(z) = 27/38*z^3 - 31/38*z + 1
*
[ 1/2 ] 
f(z) = 28/23*z^3 - 30/23*z + 1
*
[ 5/7 ] 
f(z) = 28/25*z^3 - 34/35*z + 1
*
[ 1/2 ] 
f(z) = 28/25*z^3 - 32/25*z + 1
*
[ 5/4 ] 
f(z) = 28/25*z^3 - 31/20*z + 1
*
[ 1/2 ] 
f(z) = 28/27*z^3 - 34/27*z + 1
*
[ 3/7 ] 
f(z) = 28/27*z^3 - 32/21*z + 1
*
[ 3/5 ] 
f(z) = 28/27*z^3 - 26/25*z + 1
*
[ 1/2 ] 
f(z) = 28/29*z^3 - 36/29*z + 1
*
[ 1/2 ] 
f(z) = 28/31*z^3 - 38/31*z + 1
*
[ 1/2 ] 
f(z) = 28/33*z^3 - 40/33*z + 1
*
[ 2/3 ] 
f(z) = 29/24*z^3 - 28/27*z + 1
*
[ 2/3 ] 
f(z) = 31/24*z^3 - 29/27*z + 1
*
[ 3/5 ] 
f(z) = 31/27*z^3 - 27/25*z + 1
*
[ -3/2 ] 
f(z) = 32/21*z^3 - 37/21*z + 1
*
[ 1/2 ] 
f(z) = 32/21*z^3 - 29/21*z + 1
*
[ 3/4 ] 
f(z) = 32/21*z^3 - 25/21*z + 1
*
[ 1/2 ] 
f(z) = 32/23*z^3 - 31/23*z + 1
*
[ 1/2 ] 
f(z) = 32/25*z^3 - 33/25*z + 1
*
[ 1/2 ] 
f(z) = 32/27*z^3 - 35/27*z + 1
*
[ 1/2 ] 
f(z) = 32/29*z^3 - 37/29*z + 1
*
[ 1/2 ] 
f(z) = 32/31*z^3 - 39/31*z + 1
*
[ 3/4 ] 
f(z) = 32/33*z^3 - 29/33*z + 1
*
[ 3/4 ] 
f(z) = 32/39*z^3 - 31/39*z + 1
*
[ 2/3 ] 
f(z) = 33/20*z^3 - 37/30*z + 1
*
[ 2/3 ] 
f(z) = 33/32*z^3 - 23/24*z + 1
*
[ 3/5 ] 
f(z) = 34/27*z^3 - 28/25*z + 1
*
[ 3/4 ] 
f(z) = 34/27*z^3 - 25/24*z + 1
*
[ 2/3 ] 
f(z) = 35/24*z^3 - 31/27*z + 1
*
[ 6/7 ] 
f(z) = 35/24*z^3 - 26/21*z + 1
*
[ 4/7 ] 
f(z) = 35/32*z^3 - 31/28*z + 1
*
[ 6/5 ] 
f(z) = 35/36*z^3 - 37/30*z + 1
*
[ 1/2 ] 
f(z) = 36/23*z^3 - 32/23*z + 1
*
[ 1/2 ] 
f(z) = 36/25*z^3 - 34/25*z + 1
*
[ 5/12 ] 
f(z) = 36/25*z^3 - 33/20*z + 1
*
[ 1/2 ] 
f(z) = 36/29*z^3 - 38/29*z + 1
*
[ 1/2 ] 
f(z) = 36/31*z^3 - 40/31*z + 1
*
[ 5/6 ] 
f(z) = 36/35*z^3 - 32/35*z + 1
*
[ 2/3 ] 
f(z) = 37/24*z^3 - 32/27*z + 1
*
[ 3/5 ] 
f(z) = 37/27*z^3 - 29/25*z + 1
*
[ 2/3 ] 
f(z) = 39/32*z^3 - 25/24*z + 1
*
[ -9/5 ] 
f(z) = 20/27*z^3 - 38/45*z + 1
*
[ 9/10 ] 
f(z) = 20/27*z^3 - 32/45*z + 1
*
[ -5/3 ] 
f(z) = 22/25*z^3 - 38/45*z + 1
*
[ 12/11 ] 
f(z) = 22/27*z^3 - 39/44*z + 1
*
[ 5/8 ] 
f(z) = 24/25*z^3 - 39/40*z + 1
*
[ 6/7 ] 
f(z) = 35/36*z^3 - 37/42*z + 1
*
-12/5 | 0.10968812975973845159936169524716796178 | 0.017731075110521976489586367387289564417
f(z) = 20/27*z^3 - 18/5*z + 1
*
[ -3 ] 
f(z) = 20/27*z^3 - 16/3*z + 1
*
[ 3/5 ] 
f(z) = 20/27*z^3 - 14/15*z + 1
*
[ 3/10 ] 
f(z) = 20/27*z^3 - 12/5*z + 1
*
[ 6/5 ] 
f(z) = 20/27*z^3 - 9/10*z + 1
*
[ 3 ] 
f(z) = 20/27*z^3 - 6*z + 1
*
[ 3/2 ] 
f(z) = 20/27*z^3 - 4/3*z + 1
*
[ 3/4 ] 
f(z) = 20/27*z^3 - 3/4*z + 1
*
[ 2 ] 
f(z) = 21/32*z^3 - 17/8*z + 1
*
-4/3 | 0.11552556370974510795838655077909732880 | 0.023515912759346247693955408053435605685
f(z) = 21/32*z^3 - 17/12*z + 1
*
[ 4/3 ] 
f(z) = 21/32*z^3 - 11/12*z + 1
*
[ -2 ] 
f(z) = 21/32*z^3 - 9/8*z + 1
*
[ 3 ] 
f(z) = 22/27*z^3 - 20/3*z + 1
*
[ -3 ] 
f(z) = 22/27*z^3 - 6*z + 1
*
[ 3/2 ] 
f(z) = 22/27*z^3 - 3/2*z + 1
*
[ -2 ] 
f(z) = 23/24*z^3 - 7/3*z + 1
*
[ -3 ] 
f(z) = 23/27*z^3 - 19/3*z + 1
*
[ 3/2 ] 
f(z) = 23/27*z^3 - 19/12*z + 1
*
[ 3/4 ] 
f(z) = 23/27*z^3 - 13/16*z + 1
*
[ 3 ] 
f(z) = 23/27*z^3 - 7*z + 1
*
[ 2 ] 
f(z) = 23/32*z^3 - 19/8*z + 1
*
[ -2 ] 
f(z) = 23/32*z^3 - 11/8*z + 1
*
[ -2 ] 
f(z) = 23/36*z^3 - 19/18*z + 1
*
[ -5/3 ] 
f(z) = 24/25*z^3 - 16/15*z + 1
*
[ 5/4 ] 
f(z) = 24/25*z^3 - 13/10*z + 1
*
[ 5/6 ] 
f(z) = 24/25*z^3 - 13/15*z + 1
*
[ 4/5 ] 
f(z) = 25/24*z^3 - 11/12*z + 1
*
[ 6/5 ] 
f(z) = 25/24*z^3 - 4/3*z + 1
*
[ -9/5 ] 
f(z) = 25/27*z^3 - 13/9*z + 1
*
12/5 | 0.12120126384825236656979535176774141259 | 0.021286787100901280700567840798753265059
f(z) = 25/27*z^3 - 11/2*z + 1
*
[ 6/5 ] 
f(z) = 25/27*z^3 - 7/6*z + 1
*
4/5 | 0.094699128728307892437520853341915776631 | 0.018849797150899550888445551605845414828
f(z) = 25/32*z^3 - 19/4*z + 1
*
-8/5 | 0.090179986085993049177871200958472339994 | 0.020823259942398278138622554320095782848
f(z) = 25/32*z^3 - 19/8*z + 1
*
[ 4/5 ] 
f(z) = 25/32*z^3 - 3/4*z + 1
*
[ -8/5 ]
f(z) = 25/32*z^3 - 3/8*z + 1
*
[ 3/5 ] 
f(z) = 25/36*z^3 - 11/12*z + 1
*
[ 6/5 ] 
f(z) = 25/36*z^3 - 5/6*z + 1
*
[ 3/2 ] 
f(z) = 26/27*z^3 - 11/6*z + 1
*
[ 3 ] 
f(z) = 26/27*z^3 - 8*z + 1
*
[ 3/4 ] 
f(z) = 26/27*z^3 - 7/8*z + 1
*
[ 2/3 ] 
f(z) = 27/20*z^3 - 11/10*z + 1
*
[ 5/9 ] 
f(z) = 27/25*z^3 - 17/15*z + 1
*
[ 5/3 ] 
f(z) = 27/25*z^3 - 13/5*z + 1
*
[ -5/3 ] 
f(z) = 27/25*z^3 - 7/5*z + 1
*
[ 2/3 ] 
f(z) = 27/28*z^3 - 13/14*z + 1
*
[ 4/9 ] 
f(z) = 27/32*z^3 - 17/12*z + 1
*
[ -2 ] 
f(z) = 27/32*z^3 - 15/8*z + 1
*
-4/9 | 0.11279543863834167189361118083539817491 | 0.024712277395749708480659284844658998922
f(z) = 27/32*z^3 - 11/12*z + 1
*
-4/3 | 0.11552453009332421823620535357636276135 | 0.028699238965683019540747936678326245633
f(z) = 27/32*z^3 - 7/4*z + 1
*
[ 2/3 ] 
f(z) = 27/32*z^3 - 7/8*z + 1
*
[ 4/3 ] 
f(z) = 27/32*z^3 - 5/4*z + 1
*
3/2 | 0.12500277343306206555496577716855233592 | 0.020395129612068757923077239596083516063
f(z) = 28/27*z^3 - 17/7*z + 1
*
[ 6/7 ] 
f(z) = 28/27*z^3 - 13/14*z + 1
*
[ 3/4 ] 
f(z) = 28/27*z^3 - 11/12*z + 1
*
[ -3 ] 
f(z) = 28/27*z^3 - 8*z + 1
*
[ 3/2 ] 
f(z) = 28/27*z^3 - 2*z + 1
*
[ -3/2 ]
f(z) = 28/27*z^3 - 2/3*z + 1
*
-2 | 0.051043924401439497614274246628599621865 | 0.010520116657352559004161621217377687424
f(z) = 29/24*z^3 - 16/3*z + 1
*
[ -2 ] 
f(z) = 29/24*z^3 - 10/3*z + 1
*
[ 3/4 ] 
f(z) = 29/27*z^3 - 15/16*z + 1
*
[ 3 ] 
f(z) = 29/27*z^3 - 9*z + 1
*
[ -2 ] 
f(z) = 29/32*z^3 - 17/8*z + 1
*
-2 | 0.052959683982981269116059999882679966761 | 0.010780257358755303454414747355003181840
f(z) = 31/24*z^3 - 17/3*z + 1
*
[ -2 ] 
f(z) = 31/24*z^3 - 11/3*z + 1
*
[ -3 ] 
f(z) = 31/27*z^3 - 9*z + 1
*
[ 3/2 ] 
f(z) = 31/27*z^3 - 9/4*z + 1
*
[ -2 ] 
f(z) = 31/32*z^3 - 19/8*z + 1
*
[ 5/8 ] 
f(z) = 32/25*z^3 - 11/10*z + 1
*
[ 5/4 ] 
f(z) = 32/25*z^3 - 9/5*z + 1
*
[ -5/4 ]
f(z) = 32/25*z^3 - 1/5*z + 1
*
[ 3/8 ] 
f(z) = 32/27*z^3 - 11/6*z + 1
*
[ 3 ] 
f(z) = 32/27*z^3 - 10*z + 1
*
[ 3/2 ] 
f(z) = 32/27*z^3 - 7/3*z + 1
*
3/4 | 0.11581369002381950866017014311307960625 | 0.024735250766338015626745262336034837290
f(z) = 32/27*z^3 - 4*z + 1
*
[ 4/3 ] 
f(z) = 33/32*z^3 - 19/12*z + 1
*
[ -3 ] 
f(z) = 34/27*z^3 - 10*z + 1
*
[ -3/2 ] 
f(z) = 34/27*z^3 - 7/6*z + 1
*
[ 3/2 ] 
f(z) = 34/27*z^3 - 5/2*z + 1
*
-2 | 0.056084515088540838736631193288025050618 | 0.011163584574876267300752164006393224382
f(z) = 35/24*z^3 - 19/3*z + 1
*
[ 2 ] 
f(z) = 35/24*z^3 - 16/3*z + 1
*
[ -2 ] 
f(z) = 35/24*z^3 - 13/3*z + 1
*
[ 6/5 ] 
f(z) = 35/27*z^3 - 17/10*z + 1
*
[ 3/5 ] 
f(z) = 35/27*z^3 - 17/15*z + 1
*
[ 3/4 ] 
f(z) = 35/27*z^3 - 17/16*z + 1
*
[ 3 ] 
f(z) = 35/27*z^3 - 11*z + 1
*
[ 3/7 ] 
f(z) = 35/27*z^3 - 11/7*z + 1
*
[ -3/2 ] 
f(z) = 35/27*z^3 - 5/4*z + 1
*
[ 5/3 ] 
f(z) = 36/25*z^3 - 18/5*z + 1
*
[ -5/3 ] 
f(z) = 36/25*z^3 - 12/5*z + 1
*
[ 5/6 ] 
f(z) = 36/25*z^3 - 6/5*z + 1
*
-2 | 0.057416963015522870504480466739754173481 | 0.011313299821018547013686962279447400919
f(z) = 37/24*z^3 - 20/3*z + 1
*
[ 2 ] 
f(z) = 37/24*z^3 - 17/3*z + 1
*
[ -2 ] 
f(z) = 37/24*z^3 - 14/3*z + 1
*
[ -3/2 ] 
f(z) = 37/27*z^3 - 17/12*z + 1
*
[ -3 ] 
f(z) = 37/27*z^3 - 11*z + 1
*
[ 3/2 ] 
f(z) = 37/27*z^3 - 11/4*z + 1
*
[ 3/2 ] 
f(z) = 38/27*z^3 - 17/6*z + 1
*
[ 3 ] 
f(z) = 38/27*z^3 - 12*z + 1
*
[ 3/4 ] 
f(z) = 38/27*z^3 - 9/8*z + 1
*
[ -3/2 ] 
f(z) = 38/27*z^3 - 3/2*z + 1
*
[ 2/3 ] 
f(z) = 21/32*z^3 - 19/24*z + 1
*
[ 3/4 ] 
f(z) = 22/27*z^3 - 19/24*z + 1
*
[ 5/6 ] 
f(z) = 27/25*z^3 - 19/20*z + 1
*
[ 8/9 ] 
f(z) = 27/32*z^3 - 19/24*z + 1
*
[ 4/5 ] 
f(z) = 35/32*z^3 - 19/20*z + 1
*
[ -5/4 ]
f(z) = 24/25*z^3 + 3/10*z + 1
*
[ -6/5 ]
f(z) = 25/24*z^3 + 1/3*z + 1
*
[ -6/5 ]
f(z) = 25/27*z^3 + 1/2*z + 1
*
[ -3/5 ]
f(z) = 25/27*z^3 + 7/3*z + 1
*
[ -4/5 ]
f(z) = 25/32*z^3 + 7/4*z + 1
*
[ -6/5 ]
f(z) = 25/36*z^3 + 5/6*z + 1
*
[ -4/3 ]
f(z) = 27/32*z^3 + 1/4*z + 1
*
[ -3/4 ]
f(z) = 32/27*z^3 + 5/3*z + 1
*
[ -1 ]
f(z) = 39/20*z^3 + 1/20*z + 1
*
[ -5/8 ]
f(z) = 32/25*z^3 + 21/10*z + 1
*
[ -1 ]
f(z) = 22/21*z^3 + 20/21*z + 1
*
-6 | 0.19823219755783014862748089703744136125 | 0.025513162777242736690178866552838615311
f(z) = 21/40*z^3 - 296/15*z + 1
*
[ 6 ] 
f(z) = 23/40*z^3 - 298/15*z + 1
*
[ -6 ] 
f(z) = 23/40*z^3 - 293/15*z + 1
*
[ 10 ] 
f(z) = 23/40*z^3 - 283/5*z + 1
*
[ -10 ] 
f(z) = 23/40*z^3 - 282/5*z + 1
*
-6 | 0.15795772018419350866942556976603742826 | 0.022396706048850032105139136529327873367
f(z) = 31/48*z^3 - 289/12*z + 1
*
[ 6 ] 
f(z) = 23/56*z^3 - 293/21*z + 1
*
[ -6 ] 
f(z) = 23/56*z^3 - 286/21*z + 1
*
35/9 | 0.11047900232282250444846861418635909566 | 0.015198819133300313883626411522795060335
f(z) = 27/50*z^3 - 287/30*z + 1
*
[ 4 ] 
f(z) = 37/40*z^3 - 281/20*z + 1
*
[ 4 ] 
f(z) = 39/40*z^3 - 297/20*z + 1
*
[ -4 ] 
f(z) = 39/40*z^3 - 287/20*z + 1
*
[ -14/3 ] 
f(z) = 39/56*z^3 - 293/21*z + 1
*
[ 4 ] 
f(z) = 39/56*z^3 - 291/28*z + 1
*
[ -4 ] 
f(z) = 21/44*z^3 - 281/44*z + 1
*
[ 4 ] 
f(z) = 21/52*z^3 - 297/52*z + 1
*
0 | 0.16295241825500319635652243967285652737 | 0.028636577278290725085917230925600521786
f(z) = 21/55*z^3 - 296/55*z + 1
*
0 | 0.15627522611807611447949525623744352316 | 0.027430693649005801101481822769356800506
f(z) = 23/55*z^3 - 298/55*z + 1
*
-16/5 | 0.085522235294311561136471220260849558556 | 0.015092798336865140292710818458185520251
f(z) = 25/44*z^3 - 289/44*z + 1
*
1/5 | 0.11510179399678248791413985482343743545 | 0.020414074804979136174913076308704593694
f(z) = 25/56*z^3 - 281/56*z + 1
*
[ -19/5 ] 
f(z) = 25/57*z^3 - 289/57*z + 1
*
1/5 | 0.16884050218015340542660397950394897978 | 0.029851617157076378404203742091352256950
f(z) = 25/57*z^3 - 286/57*z + 1
*
[ -11/3 ] 
f(z) = 27/55*z^3 - 293/55*z + 1
*
-3 | 0.13373156154778116415321877558057427758 | 0.023543573541319356547158045998626662781
f(z) = 29/48*z^3 - 293/48*z + 1
*
3 | 0.11634533166871572322583287687425629368 | 0.020458209219952810737036643468747045442
f(z) = 31/48*z^3 - 295/48*z + 1
*
-3 | 0.11975900255711319279603296197237194555 | 0.021008716429742540746166741270767824386
f(z) = 35/48*z^3 - 299/48*z + 1
*
[ 3 ] 
f(z) = 35/48*z^3 - 283/48*z + 1
*
[ 3 ] 
f(z) = 35/51*z^3 - 281/51*z + 1
*
[ 1/6 ] 
f(z) = 36/59*z^3 - 296/59*z + 1
*
[ 3 ] 
f(z) = 37/51*z^3 - 299/51*z + 1
*
[ 3 ] 
f(z) = 37/57*z^3 - 295/57*z + 1
*
0 | 0.17830774212470679782550351291602638291 | 0.027932569404769925043332125633026424918
f(z) = 21/46*z^3 - 296/69*z + 1
*
[ -18/5 ] 
f(z) = 25/56*z^3 - 284/63*z + 1
*
20/9 | 0.18473683831303099300674954452141960947 | 0.029080373934619793467177435606408754701
f(z) = 27/40*z^3 - 287/60*z + 1
*
2/9 | 0.12653084687470688238684705627427291735 | 0.019790263678750917648001527204039822611
f(z) = 27/44*z^3 - 299/66*z + 1
*
-22/9 | 0.16310016197014738425236587012573374487 | 0.025760106501885632947375983196332860597
f(z) = 27/44*z^3 - 281/66*z + 1
*
14/9 | 0.17210838482543662384549742657635933812 | 0.027004511072377742927844433275320198849
f(z) = 27/52*z^3 - 293/78*z + 1
*
[ 26/9 ] 
f(z) = 27/52*z^3 - 287/78*z + 1
*
[ 14/5 ] 
f(z) = 30/49*z^3 - 291/70*z + 1
*
3 | 0.23656060613336815817735075958802384909 | 0.026374889356513943205270370350574874981
f(z) = 31/54*z^3 - 291/62*z + 1
*
-12/5 | 0.15715287025977612599546528783981927108 | 0.022304549192699097786016375272962410220
f(z) = 35/48*z^3 - 287/60*z + 1
*
-2 | 0.21422355240302981673595214986640829181 | 0.027757088493386862825460371473726298921
f(z) = 39/40*z^3 - 281/65*z + 1
*
1/2 | 0.094906235622167042071947679288364664279 | 0.016832257136705024742987906482175452162
f(z) = 22/45*z^3 - 281/90*z + 1
*
[ 1/4 ] 
f(z) = 24/47*z^3 - 285/94*z + 1
*
[ 1/4 ] 
f(z) = 24/49*z^3 - 297/98*z + 1
*
[ 14/5 ] 
f(z) = 25/48*z^3 - 289/84*z + 1
*
1/2 | 0.091731738761305425225068327762402866517 | 0.016248800214487888676309682022339927463
f(z) = 26/45*z^3 - 283/90*z + 1
*
-7/18 | 0.22612170045035171318466228884981821659 | 0.029624668192719867780450545168188398467
f(z) = 27/49*z^3 - 295/84*z + 1
*
0 | 0.14997924402055595080996981775863398253 | 0.026599824384278791112907281699754575388
f(z) = 28/45*z^3 - 281/90*z + 1
*
-2 | 0.083976433842918371259697471985950244287 | 0.014893783518027860706068085090264981238
f(z) = 29/49*z^3 - 281/98*z + 1
*
-2 | 0.072250386277739198555950289170332682295 | 0.012814090371203385212386930864136259574
f(z) = 30/41*z^3 - 281/82*z + 1
*
-2 | 0.073339134978256570294060683507486214725 | 0.012990846660673207098614038307573921559
f(z) = 30/43*z^3 - 283/86*z + 1
*
-2 | 0.074944204513462678569104157076377401841 | 0.013242236949657698650817943042073150178
f(z) = 30/47*z^3 - 287/94*z + 1
*
-2 | 0.075575145674149108294107234263162720020 | 0.013337355238831170885036934613440312232
f(z) = 30/49*z^3 - 289/98*z + 1
*
-2 | 0.080497543665308155730050382597756386155 | 0.014206050496370763030788644835840543838
f(z) = 31/41*z^3 - 289/82*z + 1
*
-2 | 0.081778478921137122280781256894801932714 | 0.014414563575875489159214223963834505543
f(z) = 31/43*z^3 - 291/86*z + 1
*
-2 | 0.069197262641739783827427600414738996405 | 0.012182246457069217859064230587639232339
f(z) = 31/45*z^3 - 293/90*z + 1
*
-2 | 0.083564446111528765281906531905715591942 | 0.014694005314858876445617626415839413845
f(z) = 31/47*z^3 - 295/94*z + 1
*
-2 | 0.084247820258145384325314087421068743496 | 0.014796590040475867421014370031312378020
f(z) = 31/49*z^3 - 297/98*z + 1
*
-2 | 0.071407095674347026875166979792942609902 | 0.012541351425317101714656558667381270423
f(z) = 32/41*z^3 - 297/82*z + 1
*
-2 | 0.072995085433238307654755495664959263460 | 0.012805158843072282070105806059093562206
f(z) = 32/43*z^3 - 299/86*z + 1
*
[ -5/2 ] 
f(z) = 34/45*z^3 - 299/90*z + 1
*
0 | 0.12530410992464753238938345845619194709 | 0.022059912356489276031468781273120308157
f(z) = 34/45*z^3 - 293/90*z + 1
*
1/2 | 0.16205803572972426018617697424083162127 | 0.028634781337142637496862004002549738412
f(z) = 34/45*z^3 - 287/90*z + 1
*
1/2 | 0.14770403245667793119552725386385764336 | 0.026066521387551959779141431116704272551
f(z) = 38/45*z^3 - 289/90*z + 1
*
2/3 | 0.20613440269795021358261281245531415473 | 0.029170786981539523580846492117159050597
f(z) = 23/48*z^3 - 293/108*z + 1
*
[ 11/4 ] 
f(z) = 24/55*z^3 - 293/110*z + 1
*
-2 | 0.059359682569986596309959013223885602220 | 0.010527837649666833166477502946881404090
f(z) = 28/57*z^3 - 281/114*z + 1
*
-2 | 0.079987242300542484495029276947448498741 | 0.014168451807408578872958024977135493142
f(z) = 28/59*z^3 - 283/118*z + 1
*
-2 | 0.064149024577541535401053123038483722853 | 0.011362966606650989414498298775317265575
f(z) = 29/51*z^3 - 283/102*z + 1
*
-2 | 0.084954302032194308630451541135769272398 | 0.015029538195092416840102159039649538030
f(z) = 29/53*z^3 - 285/106*z + 1
*
-2 | 0.085365618335282244341890984730344149292 | 0.015083644595183941135002947243173343811
f(z) = 29/55*z^3 - 287/110*z + 1
*
-2 | 0.065388124762295725556453329984257899479 | 0.011539569531442653480387532791181958165
f(z) = 29/57*z^3 - 289/114*z + 1
*
-2 | 0.086053770018629420443082318908609633398 | 0.015168141487120409092343529429875595235
f(z) = 29/59*z^3 - 291/118*z + 1
*
-2 | 0.076621265167952865502549176898315842052 | 0.013489249436948341221704229649313474075
f(z) = 30/53*z^3 - 293/106*z + 1
*
-2 | 0.077808579463030771290195030109946772429 | 0.013649565768221327012864510867495205477
f(z) = 30/59*z^3 - 299/118*z + 1
*
-2 | 0.064498827927820043335642855693893168025 | 0.011314703337981719956504715317901318275
f(z) = 31/51*z^3 - 299/102*z + 1
*
[ 19/8 ] 
f(z) = 32/57*z^3 - 295/114*z + 1
*
[ -8/3 ] 
f(z) = 21/40*z^3 - 283/120*z + 1
*
[ 1/3 ] 
f(z) = 21/46*z^3 - 283/138*z + 1
*
0 | 0.13512917450582041391663558226814873972 | 0.023966065001332721451079466690905415631
f(z) = 27/40*z^3 - 281/120*z + 1
*
0 | 0.14153429341847683901429709792350796357 | 0.024828645630166406029131001111706608715
f(z) = 33/40*z^3 - 299/120*z + 1
*
[ 1/3 ] 
f(z) = 33/46*z^3 - 287/138*z + 1
*
[ 3/10 ] 
f(z) = 35/54*z^3 - 287/120*z + 1
*
[ 1/3 ] 
f(z) = 39/46*z^3 - 289/138*z + 1
*
[ 1/3 ] 
f(z) = 21/47*z^3 - 289/141*z + 1
*
[ -20/7 ] 
f(z) = 21/50*z^3 - 291/140*z + 1
*
[ 1/3 ] 
f(z) = 24/47*z^3 - 290/141*z + 1
*
[ 10/29 ] 
f(z) = 29/40*z^3 - 288/145*z + 1
*
[ 1/3 ] 
f(z) = 30/47*z^3 - 292/141*z + 1
*
-2 | 0.23259690607475321928691009018433960848 | 0.029910095592925381966591614298378468898
f(z) = 31/40*z^3 - 298/155*z + 1
*
[ 1/3 ] 
f(z) = 33/47*z^3 - 293/141*z + 1
*
[ 1/3 ] 
f(z) = 39/47*z^3 - 295/141*z + 1
*
7/10 | 0.10186523695477993171518877309202399745 | 0.017976979596062276110040057475181616736
f(z) = 25/42*z^3 - 289/168*z + 1
*
[ 11/6 ] 
f(z) = 27/44*z^3 - 283/176*z + 1
*
[ -7/3 ] 
f(z) = 33/56*z^3 - 299/168*z + 1
*
[ 2/5 ] 
f(z) = 37/56*z^3 - 281/175*z + 1
*
[ 2/5 ] 
f(z) = 39/56*z^3 - 282/175*z + 1
*
-3/2 | 0.15403374040751984737045500197121824925 | 0.027183575979314521256365025177954356464
f(z) = 25/48*z^3 - 289/192*z + 1
*
[ 15/7 ] 
f(z) = 21/50*z^3 - 293/210*z + 1
*
0 | 0.16771558310294891685531308582841734139 | 0.029526494113349043676385515477759049657
f(z) = 25/42*z^3 - 293/210*z + 1
*
[ -12/5 ] 
f(z) = 25/51*z^3 - 287/204*z + 1
*
[ 5/3 ] 
f(z) = 27/41*z^3 - 293/205*z + 1
*
[ 5/3 ] 
f(z) = 27/43*z^3 - 289/215*z + 1
*
[ 14/31 ] 
f(z) = 31/56*z^3 - 288/217*z + 1
*
[ -5/2 ] 
f(z) = 20/47*z^3 - 296/235*z + 1
*
[ 5/3 ] 
f(z) = 27/44*z^3 - 287/220*z + 1
*
[ 5/3 ] 
f(z) = 27/46*z^3 - 283/230*z + 1
*
[ 5/3 ] 
f(z) = 27/47*z^3 - 281/235*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.028975783588367635746686475681752527552
f(z) = 28/57*z^3 - 283/228*z + 1
*
-2 | 0.17187287445871571181919101033554588915 | 0.022120627612870913122489078359435677862
f(z) = 33/56*z^3 - 296/231*z + 1
*
[ -5/2 ] 
f(z) = 20/49*z^3 - 282/245*z + 1
*
[ 10/7 ] 
f(z) = 29/40*z^3 - 289/245*z + 1
*
[ 12/23 ] 
f(z) = 23/48*z^3 - 289/276*z + 1
*
[ 4/3 ] 
f(z) = 33/46*z^3 - 283/276*z + 1
*
0 | 0.14253600810162232822249352489414186475 | 0.025247958343408697458609445796593762086
f(z) = 35/54*z^3 - 283/270*z + 1
*
[ 5/9 ] 
f(z) = 39/50*z^3 - 281/270*z + 1
*
0 | 0.16147301490999238920044310674951860183 | 0.028427483815132634226797381573339458719
f(z) = 25/56*z^3 - 293/280*z + 1
*
[ 6 ] 
f(z) = 21/40*z^3 - 271/15*z + 1
*
[ -6 ] 
f(z) = 21/40*z^3 - 266/15*z + 1
*
[ 12 ] 
f(z) = 25/54*z^3 - 263/4*z + 1
*
-6 | 0.19835055936532610965659228752802891554 | 0.028382775059183342872195984656205585517
f(z) = 29/48*z^3 - 271/12*z + 1
*
[ 6 ] 
f(z) = 31/48*z^3 - 269/12*z + 1
*
[ -6 ] 
f(z) = 31/48*z^3 - 265/12*z + 1
*
[ 7 ] 
f(z) = 39/49*z^3 - 267/7*z + 1
*
[ -7 ] 
f(z) = 39/49*z^3 - 265/7*z + 1
*
7/10 | 0.17347372420490052474958239413017707588 | 0.023028019007539530704898808332899817886
f(z) = 20/49*z^3 - 267/35*z + 1
*
[ 24/5 ] 
f(z) = 25/48*z^3 - 269/24*z + 1
*
5/9 | 0.20450599363079820529940388039200105930 | 0.028387250921753660715135102321831422248
f(z) = 27/50*z^3 - 269/30*z + 1
*
14/3 | 0.22979226140215847711023812252251872763 | 0.029871976714552586406367715952312932208
f(z) = 33/56*z^3 - 274/21*z + 1
*
30/7 | 0.24439855780202102002467267500879090593 | 0.028692035962750512010587429987480118406
f(z) = 35/54*z^3 - 278/21*z + 1
*
[ -4 ] 
f(z) = 37/40*z^3 - 271/20*z + 1
*
[ 4 ] 
f(z) = 37/56*z^3 - 275/28*z + 1
*
[ -4 ] 
f(z) = 37/56*z^3 - 261/28*z + 1
*
[ -4 ] 
f(z) = 39/56*z^3 - 277/28*z + 1
*
0 | 0.14940883821426304282106715562558995878 | 0.026850263325056153359527311133078517649
f(z) = 21/40*z^3 - 261/40*z + 1
*
0 | 0.13733770833463829637034802212158999575 | 0.024515315138044885591564712948056731766
f(z) = 21/50*z^3 - 271/50*z + 1
*
[ -4 ] 
f(z) = 21/52*z^3 - 271/52*z + 1
*
0 | 0.16222845461559866059079146623724624416 | 0.029114136773457952236486820727580519543
f(z) = 23/48*z^3 - 263/48*z + 1
*
7/2 | 0.17063649653923716995984387470371778446 | 0.022606762271171607383727405599661545674
f(z) = 24/49*z^3 - 271/42*z + 1
*
1/5 | 0.097399707368885356475324037130337466612 | 0.017455989878805623277864354708131507797
f(z) = 25/44*z^3 - 265/44*z + 1
*
16/5 | 0.15497213077863999633419081748622247657 | 0.027663128136633260058718191627883969928
f(z) = 25/48*z^3 - 271/48*z + 1
*
1/5 | 0.16491397030490376614012357530291201291 | 0.029636690717834975737927534866802809868
f(z) = 25/52*z^3 - 261/52*z + 1
*
1/5 | 0.14873818135002992280171944052379171562 | 0.026550343915531866809162858768917121043
f(z) = 25/54*z^3 - 271/54*z + 1
*
3 | 0.16544712097207694317087873262461674341 | 0.029532954630565436025480496960801850901
f(z) = 28/57*z^3 - 271/57*z + 1
*
0 | 0.14350421955513952108735281981569418774 | 0.025649977240711984493997715872273183942
f(z) = 29/40*z^3 - 269/40*z + 1
*
3 | 0.15315488861949724163591844906346449708 | 0.027267425707115576694892866955874961940
f(z) = 29/42*z^3 - 275/42*z + 1
*
-3 | 0.15195736925758817274488274734974612967 | 0.027233822066058471315736155791320273691
f(z) = 31/42*z^3 - 265/42*z + 1
*
5/2 | 0.16021873819139553400005620475150277002 | 0.028753465404253596399918104925818536159
f(z) = 32/45*z^3 - 263/45*z + 1
*
11/4 | 0.13511740301857206175319028659378086536 | 0.024265273624379385555904992838041742162
f(z) = 32/55*z^3 - 262/55*z + 1
*
[ 3 ] 
f(z) = 34/57*z^3 - 268/57*z + 1
*
[ 3 ] 
f(z) = 35/57*z^3 - 277/57*z + 1
*
[ 1/6 ] 
f(z) = 36/53*z^3 - 266/53*z + 1
*
[ 1/6 ] 
f(z) = 36/55*z^3 - 276/55*z + 1
*
0 | 0.16652772302697194182562992782501244272 | 0.029610100403095158864025740299256937037
f(z) = 37/40*z^3 - 277/40*z + 1
*
[ -3 ] 
f(z) = 37/42*z^3 - 277/42*z + 1
*
[ -3 ] 
f(z) = 37/48*z^3 - 269/48*z + 1
*
[ -3 ] 
f(z) = 37/51*z^3 - 265/51*z + 1
*
0 | 0.13506811386321978199825737153335262352 | 0.024273091655028414254046345881692518651
f(z) = 37/56*z^3 - 261/56*z + 1
*
0 | 0.16643048626790622493892846605251030055 | 0.029827696225146436814435335769198460753
f(z) = 37/57*z^3 - 265/57*z + 1
*
[ -3 ] 
f(z) = 38/51*z^3 - 274/51*z + 1
*
[ 2/9 ] 
f(z) = 27/52*z^3 - 275/78*z + 1
*
0 | 0.14171759138755594043797511690659130279 | 0.025330634910721991287787260516487966000
f(z) = 22/45*z^3 - 269/90*z + 1
*
[ 1/4 ] 
f(z) = 24/43*z^3 - 261/86*z + 1
*
-12/5 | 0.14396049859906479208034609839825225658 | 0.022949676591591444344299563887557921903
f(z) = 25/56*z^3 - 265/84*z + 1
*
0 | 0.14355006310951591113056999796101755720 | 0.025524469465393267093959323044255201430
f(z) = 26/45*z^3 - 277/90*z + 1
*
[ 5/2 ] 
f(z) = 26/45*z^3 - 271/90*z + 1
*
[ -8/3 ] 
f(z) = 27/44*z^3 - 263/88*z + 1
*
-2 | 0.083042099426390276282202552160126990488 | 0.014903051664911520520791516716851623018
f(z) = 27/47*z^3 - 263/94*z + 1
*
-2 | 0.083549581436935898244067475230100909004 | 0.014973768272403482443743320287733792429
f(z) = 27/49*z^3 - 265/98*z + 1
*
-2 | 0.075340244075685636211499701924624490417 | 0.013502489623208446489922931003121985900
f(z) = 28/41*z^3 - 265/82*z + 1
*
-2 | 0.076193082055464731187703754882978378115 | 0.013636959210847161955118766772555050255
f(z) = 28/43*z^3 - 267/86*z + 1
*
-2 | 0.063348573583937827442469523078793314705 | 0.011322938626450857024584137170508995431
f(z) = 28/45*z^3 - 269/90*z + 1
*
-2 | 0.077532557844328933845323769812525971180 | 0.013839863152376691962588627885847688282
f(z) = 28/47*z^3 - 271/94*z + 1
*
-2 | 0.080976800356512092692391290950175730104 | 0.014435726448615125729361386323534404795
f(z) = 29/41*z^3 - 273/82*z + 1
*
-2 | 0.081931365038206425148840600449383979311 | 0.014586915438345698719218741342382141503
f(z) = 29/43*z^3 - 275/86*z + 1
*
-2 | 0.069155844641278149196731787094529223136 | 0.012296520159333682123227091134025365243
f(z) = 29/45*z^3 - 277/90*z + 1
*
-2 | 0.083390889984571429065543587741437443916 | 0.014808693619688262461406368026515875017
f(z) = 29/47*z^3 - 279/94*z + 1
*
[ 2 ] 
f(z) = 38/41*z^3 - 263/82*z + 1
*
[ 2 ] 
f(z) = 38/43*z^3 - 261/86*z + 1
*
[ 2 ] 
f(z) = 39/41*z^3 - 271/82*z + 1
*
[ 2 ] 
f(z) = 39/43*z^3 - 269/86*z + 1
*
[ 2 ] 
f(z) = 39/47*z^3 - 265/94*z + 1
*
[ 2 ] 
f(z) = 39/49*z^3 - 263/98*z + 1
*
6/7 | 0.15726114550050436071504192994909175391 | 0.020502263341030417944899544797389077270
f(z) = 21/40*z^3 - 268/105*z + 1
*
-2 | 0.075492035555751782174213966085293617641 | 0.013566674219831629383440117825832625390
f(z) = 26/53*z^3 - 261/106*z + 1
*
-2 | 0.075792056878085174082245392233174354182 | 0.013601931396800129385510075799949913602
f(z) = 26/55*z^3 - 263/110*z + 1
*
-2 | 0.055672340818175396129652934907468946928 | 0.0099776051089239361837994180386935983246
f(z) = 26/57*z^3 - 265/114*z + 1
*
-2 | 0.076101720654651346515781870369785247826 | 0.013620607441595577683859193019605368685
f(z) = 26/59*z^3 - 267/118*z + 1
*
-2 | 0.084395671529538448735334405634721165470 | 0.015084901758693522935969579699683003450
f(z) = 27/53*z^3 - 269/106*z + 1
*
-2 | 0.084741512560859461141315403391277355929 | 0.015126689609834533762362789666710317966
f(z) = 27/55*z^3 - 271/110*z + 1
*
10/9 | 0.16342706677245503676069940081961806257 | 0.021369199635217129838039472551807522673
f(z) = 27/56*z^3 - 262/105*z + 1
*
-2 | 0.085255576150714002317435261462952881967 | 0.015178752110110475789836769832760295322
f(z) = 27/59*z^3 - 275/118*z + 1
*
-2 | 0.058215838315931024425443217434483099319 | 0.010364644971933462721684577108061257668
f(z) = 28/51*z^3 - 275/102*z + 1
*
-2 | 0.078989998049278155752731452520658216996 | 0.014045119518631698251265115308865221945
f(z) = 28/53*z^3 - 277/106*z + 1
*
-2 | 0.079370855769316915941714175783069653708 | 0.014094809224817524954863412039398408221
f(z) = 28/55*z^3 - 279/110*z + 1
*
-1/4 | 0.14383704663308215094582363549317236287 | 0.025542823144641051097124522883185930718
f(z) = 32/55*z^3 - 279/110*z + 1
*
[ -5/2 ] 
f(z) = 34/55*z^3 - 271/110*z + 1
*
[ 7/24 ] 
f(z) = 36/49*z^3 - 279/112*z + 1
*
[ 1/3 ] 
f(z) = 21/43*z^3 - 265/129*z + 1
*
[ 1/3 ] 
f(z) = 21/44*z^3 - 271/132*z + 1
*
[ 1/3 ] 
f(z) = 24/43*z^3 - 266/129*z + 1
*
-1/9 | 0.13321874193948224756522731219904256437 | 0.023875482522298598294089963395260043736
f(z) = 27/44*z^3 - 265/132*z + 1
*
20/9 | 0.18595884726163509685489981385443049483 | 0.025812742035650112997072460853335322312
f(z) = 27/50*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 30/43*z^3 - 268/129*z + 1
*
[ 1/3 ] 
f(z) = 33/43*z^3 - 269/129*z + 1
*
-8/5 | 0.11262459340711365557057285716230638772 | 0.017911438740157645009237486737399164824
f(z) = 35/48*z^3 - 269/120*z + 1
*
-3/2 | 0.13907709014186268934186992681312050151 | 0.017900670971492622757948900212459773443
f(z) = 35/54*z^3 - 263/120*z + 1
*
[ 1/3 ] 
f(z) = 39/43*z^3 - 271/129*z + 1
*
[ 1/3 ] 
f(z) = 39/44*z^3 - 277/132*z + 1
*
[ 7/20 ] 
f(z) = 20/49*z^3 - 267/140*z + 1
*
0 | 0.14249849080434836850924299630742962497 | 0.025436534882702081973617357399637204653
f(z) = 21/52*z^3 - 271/156*z + 1
*
13/9 | 0.15961200974763558282085530977264856507 | 0.028380425482679647349816567546647514863
f(z) = 27/52*z^3 - 277/156*z + 1
*
[ -9/4 ] 
f(z) = 32/51*z^3 - 265/153*z + 1
*
2/3 | 0.11921932769295332764456144311764885357 | 0.021309290078416494405114788693083940158
f(z) = 33/50*z^3 - 269/150*z + 1
*
[ 12/35 ] 
f(z) = 35/54*z^3 - 279/140*z + 1
*
2/3 | 0.11921936932592140972486595745732332127 | 0.021198257152428956189327371872900368994
f(z) = 39/50*z^3 - 277/150*z + 1
*
-3/2 | 0.12950058450714648412362771138964506380 | 0.023240668466685186050634031901082192281
f(z) = 23/42*z^3 - 263/168*z + 1
*
[ 2/5 ] 
f(z) = 23/56*z^3 - 274/175*z + 1
*
3/2 | 0.14315223958938036670463954001083550164 | 0.025536442046368472038330117322160291639
f(z) = 24/55*z^3 - 272/165*z + 1
*
-21/10 | 0.15220792861360154983082328858483863538 | 0.027278727350691870298803415203437673774
f(z) = 25/44*z^3 - 265/176*z + 1
*
[ 2/5 ] 
f(z) = 27/56*z^3 - 276/175*z + 1
*
7/9 | 0.13805795710665198177075403387678304612 | 0.024742767376241217033924763434547726680
f(z) = 27/56*z^3 - 265/168*z + 1
*
[ 2/5 ] 
f(z) = 29/56*z^3 - 277/175*z + 1
*
[ 2/5 ] 
f(z) = 31/56*z^3 - 278/175*z + 1
*
[ 2/5 ] 
f(z) = 33/56*z^3 - 279/175*z + 1
*
[ 3/2 ] 
f(z) = 37/42*z^3 - 277/168*z + 1
*
[ -23/10 ] 
f(z) = 25/46*z^3 - 265/184*z + 1
*
0 | 0.14969127053308101978580438232020037338 | 0.026864165934511539609958525578924564270
f(z) = 32/45*z^3 - 263/180*z + 1
*
[ 3/2 ] 
f(z) = 37/48*z^3 - 269/192*z + 1
*
[ 6/13 ] 
f(z) = 39/40*z^3 - 268/195*z + 1
*
-3/2 | 0.15740307923158477735342681441615352191 | 0.028023766056084471296963354525029200493
f(z) = 23/51*z^3 - 275/204*z + 1
*
-3/7 | 0.10590285975688424927328976037825599945 | 0.015822163248868764451416972177549575264
f(z) = 28/45*z^3 - 269/210*z + 1
*
-7/5 | 0.21731779142065448275012345145221474369 | 0.028708040726141975903815485001579084663
f(z) = 30/49*z^3 - 277/210*z + 1
*
[ 3/2 ] 
f(z) = 37/51*z^3 - 265/204*z + 1
*
[ 21/11 ] 
f(z) = 22/49*z^3 - 268/231*z + 1
*
[ -5/2 ] 
f(z) = 23/55*z^3 - 267/220*z + 1
*
[ 1/2 ] 
f(z) = 25/59*z^3 - 261/236*z + 1
*
[ 11/6 ] 
f(z) = 27/55*z^3 - 263/220*z + 1
*
[ 1/2 ] 
f(z) = 27/59*z^3 - 263/236*z + 1
*
[ 1/2 ] 
f(z) = 29/59*z^3 - 265/236*z + 1
*
[ 1/2 ] 
f(z) = 31/58*z^3 - 263/232*z + 1
*
[ 1/2 ] 
f(z) = 31/59*z^3 - 267/236*z + 1
*
[ 1/2 ] 
f(z) = 33/58*z^3 - 265/232*z + 1
*
[ 1/2 ] 
f(z) = 33/59*z^3 - 269/236*z + 1
*
0 | 0.13432157520401753093948010630853446306 | 0.024105861831590581419958859158463823082
f(z) = 35/44*z^3 - 263/220*z + 1
*
[ 1/2 ] 
f(z) = 35/57*z^3 - 263/228*z + 1
*
[ 1/2 ] 
f(z) = 35/58*z^3 - 267/232*z + 1
*
[ 1/2 ] 
f(z) = 35/59*z^3 - 271/236*z + 1
*
[ 1/2 ] 
f(z) = 37/56*z^3 - 261/224*z + 1
*
[ 1/2 ] 
f(z) = 37/57*z^3 - 265/228*z + 1
*
[ 1/2 ] 
f(z) = 37/58*z^3 - 269/232*z + 1
*
[ 1/2 ] 
f(z) = 37/59*z^3 - 273/236*z + 1
*
[ 1/2 ] 
f(z) = 39/56*z^3 - 263/224*z + 1
*
[ 1/2 ] 
f(z) = 39/58*z^3 - 271/232*z + 1
*
[ 1/2 ] 
f(z) = 39/59*z^3 - 275/236*z + 1
*
-21/10 | 0.15850564183383351172136711173013473002 | 0.028293873604227367252539142564299735138
f(z) = 20/51*z^3 - 271/255*z + 1
*
[ -5/2 ] 
f(z) = 20/51*z^3 - 268/255*z + 1
*
[ 28/15 ] 
f(z) = 25/56*z^3 - 275/252*z + 1
*
[ 3/2 ] 
f(z) = 26/41*z^3 - 269/246*z + 1
*
[ 3/2 ] 
f(z) = 26/43*z^3 - 265/258*z + 1
*
[ 10/7 ] 
f(z) = 27/40*z^3 - 264/245*z + 1
*
[ 5/3 ] 
f(z) = 27/49*z^3 - 277/245*z + 1
*
0 | 0.12364374137189290112183978344163025449 | 0.022070888769988123958595960161208190451
f(z) = 35/48*z^3 - 271/240*z + 1
*
[ 21/13 ] 
f(z) = 26/49*z^3 - 274/273*z + 1
*
[ 5/3 ] 
f(z) = 27/52*z^3 - 271/260*z + 1
*
[ 5/3 ] 
f(z) = 27/53*z^3 - 269/265*z + 1
*
[ 5/9 ] 
f(z) = 33/50*z^3 - 271/270*z + 1
*
[ 7/5 ] 
f(z) = 25/41*z^3 - 261/287*z + 1
*
[ 5/3 ] 
f(z) = 27/56*z^3 - 263/280*z + 1
*
[ -22/13 ] 
f(z) = 39/44*z^3 - 271/286*z + 1
*
[ 10 ] 
f(z) = 21/40*z^3 - 258/5*z + 1
*
[ -10 ] 
f(z) = 21/40*z^3 - 257/5*z + 1
*
[ -12 ] 
f(z) = 23/54*z^3 - 241/4*z + 1
*
-2/9 | 0.22369009775611106963795078181650874269 | 0.029460545126684088684392510533112352562
f(z) = 27/40*z^3 - 248/15*z + 1
*
[ 6 ] 
f(z) = 29/48*z^3 - 251/12*z + 1
*
[ -6 ] 
f(z) = 29/48*z^3 - 247/12*z + 1
*
[ 7 ] 
f(z) = 36/49*z^3 - 246/7*z + 1
*
[ -7 ] 
f(z) = 36/49*z^3 - 244/7*z + 1
*
[ 7 ] 
f(z) = 37/49*z^3 - 253/7*z + 1
*
[ -7 ] 
f(z) = 37/49*z^3 - 251/7*z + 1
*
[ 7 ] 
f(z) = 38/49*z^3 - 260/7*z + 1
*
[ -7 ] 
f(z) = 38/49*z^3 - 258/7*z + 1
*
-22/5 | 0.17249845353786361478860949402487787933 | 0.027599861895693237083538942449397110711
f(z) = 25/44*z^3 - 259/22*z + 1
*
[ -24/5 ] 
f(z) = 25/48*z^3 - 259/24*z + 1
*
[ 4 ] 
f(z) = 33/40*z^3 - 249/20*z + 1
*
[ 14/3 ] 
f(z) = 33/56*z^3 - 253/21*z + 1
*
[ -14/3 ] 
f(z) = 33/56*z^3 - 244/21*z + 1
*
[ 4 ] 
f(z) = 33/56*z^3 - 243/28*z + 1
*
[ 7/2 ] 
f(z) = 39/49*z^3 - 253/28*z + 1
*
0 | 0.14773623423468963319110034593946164836 | 0.026815360473411761749807726092336361399
f(z) = 22/45*z^3 - 247/45*z + 1
*
[ 10/3 ] 
f(z) = 23/40*z^3 - 256/45*z + 1
*
0 | 0.13894655994832407944724976275634034639 | 0.025219961175103217291833856430751392818
f(z) = 23/56*z^3 - 247/56*z + 1
*
0 | 0.16378216639547317936869479496982020578 | 0.029641401021724803862108933467727519503
f(z) = 23/57*z^3 - 251/57*z + 1
*
-7/2 | 0.13591913974127241085841129170177555544 | 0.018231213680080469068711019405670076539
f(z) = 24/49*z^3 - 247/42*z + 1
*
[ 17/5 ] 
f(z) = 25/51*z^3 - 253/51*z + 1
*
0 | 0.15239859272041446462538018650622532430 | 0.027785639936796052315791393434447868592
f(z) = 25/54*z^3 - 241/54*z + 1
*
0 | 0.11455891244481826677884630303235820081 | 0.020763006879174549345256576033732257394
f(z) = 25/56*z^3 - 249/56*z + 1
*
0 | 0.16370363848994417198108589925253496918 | 0.029584694665618070796724795923411697417
f(z) = 25/57*z^3 - 253/57*z + 1
*
3 | 0.16415696832457847638325004523037992826 | 0.029862096555326511570091023373712953817
f(z) = 25/57*z^3 - 244/57*z + 1
*
3 | 0.16256332396712393981897476003110694823 | 0.029420814141015481119412540571128709757
f(z) = 26/51*z^3 - 251/51*z + 1
*
-1/3 | 0.15879033709072762541001196014826396864 | 0.028907438725855745312621106282618385724
f(z) = 27/40*z^3 - 243/40*z + 1
*
0 | 0.14664517798241283870395370478327978430 | 0.026539937919633289006808141342414984452
f(z) = 27/56*z^3 - 251/56*z + 1
*
7/3 | 0.13095467859352829997110846379242775285 | 0.023840017073227851557191080030657502753
f(z) = 27/56*z^3 - 243/56*z + 1
*
-3 | 0.097204820158843706061032626260922911789 | 0.017669561478231107991212611273429205153
f(z) = 29/48*z^3 - 245/48*z + 1
*
0 | 0.14417877904389874782584870006028749076 | 0.026208327899886445139609865135229554421
f(z) = 29/54*z^3 - 245/54*z + 1
*
0 | 0.13516471093460115365434366910034103775 | 0.024427109497705746394299258425628839536
f(z) = 29/56*z^3 - 253/56*z + 1
*
-3 | 0.16370548004084254858316376976743685199 | 0.029824619663788372950837653864543728161
f(z) = 29/57*z^3 - 242/57*z + 1
*
[ 3 ] 
f(z) = 31/42*z^3 - 251/42*z + 1
*
[ 3 ] 
f(z) = 31/48*z^3 - 247/48*z + 1
*
[ 3 ] 
f(z) = 31/51*z^3 - 245/51*z + 1
*
0 | 0.15476310354549958851975499426974327529 | 0.028090795944912896270215708869943642550
f(z) = 31/54*z^3 - 247/54*z + 1
*
0 | 0.13843923663341909367067232908178754092 | 0.024983333765884091402077007458285572181
f(z) = 31/56*z^3 - 255/56*z + 1
*
[ 3 ] 
f(z) = 31/57*z^3 - 241/57*z + 1
*
1/4 | 0.16258191370468365886101416871634002964 | 0.029298915930750588218022611832387089136
f(z) = 32/51*z^3 - 257/51*z + 1
*
[ 3 ] 
f(z) = 32/51*z^3 - 254/51*z + 1
*
[ 3 ] 
f(z) = 32/57*z^3 - 250/57*z + 1
*
[ 2/11 ] 
f(z) = 33/40*z^3 - 249/55*z + 1
*
0 | 0.15572920445616855914515325882495419912 | 0.028392884247960442887228380525319367305
f(z) = 33/52*z^3 - 241/52*z + 1
*
0 | 0.13432632774831559292973315686994785849 | 0.024206971700019860928930414238578511940
f(z) = 33/56*z^3 - 257/56*z + 1
*
[ -3 ] 
f(z) = 35/48*z^3 - 251/48*z + 1
*
[ -3 ] 
f(z) = 35/51*z^3 - 247/51*z + 1
*
0 | 0.15963685592408136476625595050690432130 | 0.029061545655495137383616724951531920726
f(z) = 35/52*z^3 - 243/52*z + 1
*
0 | 0.14307575519895780272292846172485654073 | 0.025893941505805194675602815448865220170
f(z) = 35/54*z^3 - 251/54*z + 1
*
[ 1/6 ] 
f(z) = 36/49*z^3 - 246/49*z + 1
*
[ -3 ] 
f(z) = 37/57*z^3 - 257/57*z + 1
*
[ -14/5 ] 
f(z) = 30/49*z^3 - 241/70*z + 1
*
6/5 | 0.15743225266065325976055789153024329139 | 0.022751364957826053153651000301403077281
f(z) = 35/48*z^3 - 253/60*z + 1
*
-12/5 | 0.22274384427905103730317568230385669136 | 0.028726119701290806989269767613742677965
f(z) = 35/54*z^3 - 259/60*z + 1
*
15/7 | 0.23524549119585770394827029301187719568 | 0.026791402143360971143907993976451690951
f(z) = 35/54*z^3 - 241/70*z + 1
*
[ 1/4 ] 
f(z) = 24/41*z^3 - 249/82*z + 1
*
-2 | 0.074023501515082475004528319003243102868 | 0.013496124362068617384643548878954698525
f(z) = 24/49*z^3 - 241/98*z + 1
*
-2 | 0.080814099314269276897987665315397768725 | 0.014734200790700425312505430921894809519
f(z) = 25/41*z^3 - 241/82*z + 1
*
-2 | 0.081463118865768870507535046360595311744 | 0.014830185262997516738235704626026060948
f(z) = 25/43*z^3 - 243/86*z + 1
*
-2 | 0.082522609017765231366320098502589104575 | 0.014978542802860983160849581435568238863
f(z) = 25/47*z^3 - 247/94*z + 1
*
-2 | 0.082955569894496657060603726587461001076 | 0.015035120634677317236342623192483231387
f(z) = 25/49*z^3 - 249/98*z + 1
*
-51/20 | 0.16157511230843263303321331897672769301 | 0.020858357989668900323935259507404693431
f(z) = 25/54*z^3 - 257/96*z + 1
*
-2 | 0.072396433993991118434109060997343214947 | 0.013121350621838372081093004717855073078
f(z) = 26/41*z^3 - 249/82*z + 1
*
-2 | 0.073102948794463236959046463019763914739 | 0.013230218336806597742538786339581034865
f(z) = 26/43*z^3 - 251/86*z + 1
*
-2 | 0.060150120386382244141430337807575346051 | 0.010870393365389971805130719243758656071
f(z) = 26/45*z^3 - 253/90*z + 1
*
-2 | 0.074247822132220566234578565492950373231 | 0.013399077940823296819601153944569479334
f(z) = 26/47*z^3 - 255/94*z + 1
*
-2 | 0.074718808887669237887623485925451178716 | 0.013465089997784759646668749989716757463
f(z) = 26/49*z^3 - 257/98*z + 1
*
-2 | 0.081033319135084945371299513081718572923 | 0.014603029025977944163891579210365651203
f(z) = 27/41*z^3 - 257/82*z + 1
*
-2 | 0.081805585512983177003807117341821823614 | 0.014721633385929023207983175023794511725
f(z) = 27/43*z^3 - 259/86*z + 1
*
7/6 | 0.17644600806589707667533329497614576620 | 0.023667195673618359048473244086721047869
f(z) = 27/49*z^3 - 247/84*z + 1
*
5/8 | 0.14642966315624441822324100399561608908 | 0.026697371831969192681150637326289933741
f(z) = 32/45*z^3 - 241/90*z + 1
*
4/7 | 0.11030301051884315405218101276903416337 | 0.015958773625133363541636123367493838753
f(z) = 35/48*z^3 - 251/84*z + 1
*
[ 2 ] 
f(z) = 36/41*z^3 - 247/82*z + 1
*
[ 2 ] 
f(z) = 36/43*z^3 - 245/86*z + 1
*
[ 2 ] 
f(z) = 36/47*z^3 - 241/94*z + 1
*
[ 2 ] 
f(z) = 37/41*z^3 - 255/82*z + 1
*
[ 2 ] 
f(z) = 37/43*z^3 - 253/86*z + 1
*
[ 2 ] 
f(z) = 37/45*z^3 - 251/90*z + 1
*
[ 2 ] 
f(z) = 37/47*z^3 - 249/94*z + 1
*
[ 2 ] 
f(z) = 37/49*z^3 - 247/98*z + 1
*
[ 2 ] 
f(z) = 38/45*z^3 - 259/90*z + 1
*
[ 2 ] 
f(z) = 38/47*z^3 - 257/94*z + 1
*
[ 2 ] 
f(z) = 38/49*z^3 - 255/98*z + 1
*
-2 | 0.063085961626855012911420951034106915738 | 0.011501968512570912824172311807172375946
f(z) = 23/57*z^3 - 241/114*z + 1
*
-2 | 0.084067936914203915723971295720860654764 | 0.015304386776179745423316562513850477998
f(z) = 23/59*z^3 - 243/118*z + 1
*
-2 | 0.074567904025230102802228322583419216852 | 0.013554699883437482205493333723463601123
f(z) = 24/53*z^3 - 245/106*z + 1
*
-2 | 0.074572719954514906487666336160493098867 | 0.013535571536813678734821080303752809085
f(z) = 24/55*z^3 - 247/110*z + 1
*
-2 | 0.075511464210185849527375038801899079623 | 0.013666112994177630086136908596287536035
f(z) = 24/59*z^3 - 251/118*z + 1
*
-2 | 0.062985415168769735997319356026211669823 | 0.011399140642878528178493024981490492209
f(z) = 25/51*z^3 - 251/102*z + 1
*
-2 | 0.083638338381572138946747436872093824379 | 0.015115208960431581058760421840434112464
f(z) = 25/53*z^3 - 253/106*z + 1
*
-2 | 0.063574875992012059672211468039305119622 | 0.011456839844936548506779956531529414160
f(z) = 25/57*z^3 - 257/114*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015128653312824386869772722476446447031
f(z) = 25/59*z^3 - 259/118*z + 1
*
[ 5/2 ] 
f(z) = 26/55*z^3 - 259/110*z + 1
*
1/2 | 0.16357994328702447000050152399376964096 | 0.029824247874737325994404896940759184243
f(z) = 26/57*z^3 - 241/114*z + 1
*
[ -8/3 ] 
f(z) = 27/52*z^3 - 241/104*z + 1
*
3/7 | 0.17451128035017137974996307743354858854 | 0.026251423132915135363455516145117772783
f(z) = 28/45*z^3 - 257/105*z + 1
*
[ 15/7 ] 
f(z) = 28/45*z^3 - 244/105*z + 1
*
[ 12/5 ] 
f(z) = 29/54*z^3 - 251/100*z + 1
*
-17/8 | 0.16266018631676869012166592592142961647 | 0.029656555801282488951799866391060724346
f(z) = 32/51*z^3 - 241/102*z + 1
*
1/2 | 0.16358148276723463905758699369004759355 | 0.029735285366842838434445748860141633145
f(z) = 34/57*z^3 - 245/114*z + 1
*
[ 2 ] 
f(z) = 37/51*z^3 - 245/102*z + 1
*
[ 2 ] 
f(z) = 37/53*z^3 - 243/106*z + 1
*
[ -12/5 ] 
f(z) = 37/54*z^3 - 253/100*z + 1
*
[ 2 ] 
f(z) = 37/55*z^3 - 241/110*z + 1
*
[ 2 ] 
f(z) = 38/53*z^3 - 251/106*z + 1
*
[ 2 ] 
f(z) = 38/55*z^3 - 249/110*z + 1
*
[ 2 ] 
f(z) = 38/59*z^3 - 245/118*z + 1
*
[ 2 ] 
f(z) = 39/53*z^3 - 259/106*z + 1
*
[ 2 ] 
f(z) = 39/55*z^3 - 257/110*z + 1
*
[ 2 ] 
f(z) = 39/59*z^3 - 253/118*z + 1
*
[ 1/3 ] 
f(z) = 21/41*z^3 - 253/123*z + 1
*
[ 1/3 ] 
f(z) = 24/41*z^3 - 254/123*z + 1
*
[ -12/5 ] 
f(z) = 25/44*z^3 - 245/132*z + 1
*
[ 10/27 ] 
f(z) = 27/40*z^3 - 242/135*z + 1
*
0 | 0.15356257924478290025364008061229522817 | 0.027673540044402281674573983895641489483
f(z) = 27/44*z^3 - 257/132*z + 1
*
[ 1/3 ] 
f(z) = 30/41*z^3 - 256/123*z + 1
*
[ 1/3 ] 
f(z) = 33/41*z^3 - 257/123*z + 1
*
[ 7/19 ] 
f(z) = 38/49*z^3 - 242/133*z + 1
*
[ 1/3 ] 
f(z) = 39/41*z^3 - 259/123*z + 1
*
7/5 | 0.21815476109792329904797222802091087219 | 0.029261707162611216698428973531180531625
f(z) = 20/49*z^3 - 247/140*z + 1
*
2/3 | 0.11921930889904130350129910592231554014 | 0.021545439579467853327821868602947325062
f(z) = 21/50*z^3 - 253/150*z + 1
*
5/6 | 0.13381868537223466051600410328969800404 | 0.024271409232470075464433647920560875209
f(z) = 24/55*z^3 - 248/165*z + 1
*
[ 5/3 ] 
f(z) = 39/55*z^3 - 259/165*z + 1
*
0 | 0.088187469996782778297869705334949988037 | 0.016006762386032483976393653830391663755
f(z) = 28/45*z^3 - 247/180*z + 1
*
[ 12/7 ] 
f(z) = 31/54*z^3 - 249/196*z + 1
*
[ 3/2 ] 
f(z) = 35/48*z^3 - 251/192*z + 1
*
[ 4/3 ] 
f(z) = 37/40*z^3 - 251/180*z + 1
*
[ 14/9 ] 
f(z) = 39/56*z^3 - 251/189*z + 1
*
[ 10/21 ] 
f(z) = 21/50*z^3 - 251/210*z + 1
*
0 | 0.071621636231605553627797917837304354904 | 0.012962129443610731988183629255612313831
f(z) = 25/42*z^3 - 251/210*z + 1
*
[ 1/2 ] 
f(z) = 25/54*z^3 - 241/216*z + 1
*
[ 1/2 ] 
f(z) = 29/53*z^3 - 241/212*z + 1
*
[ 1/2 ] 
f(z) = 29/54*z^3 - 245/216*z + 1
*
[ 14/29 ] 
f(z) = 29/56*z^3 - 242/203*z + 1
*
[ -21/10 ] 
f(z) = 30/49*z^3 - 257/210*z + 1
*
[ 1/2 ] 
f(z) = 31/53*z^3 - 243/212*z + 1
*
[ 1/2 ] 
f(z) = 31/54*z^3 - 247/216*z + 1
*
[ 1/2 ] 
f(z) = 33/52*z^3 - 241/208*z + 1
*
[ 1/2 ] 
f(z) = 33/53*z^3 - 245/212*z + 1
*
[ 3/2 ] 
f(z) = 35/51*z^3 - 247/204*z + 1
*
[ 1/2 ] 
f(z) = 35/52*z^3 - 243/208*z + 1
*
[ 1/2 ] 
f(z) = 35/53*z^3 - 247/212*z + 1
*
[ 1/2 ] 
f(z) = 35/54*z^3 - 251/216*z + 1
*
[ 1/2 ] 
f(z) = 37/51*z^3 - 241/204*z + 1
*
[ 1/2 ] 
f(z) = 37/52*z^3 - 245/208*z + 1
*
[ 1/2 ] 
f(z) = 37/53*z^3 - 249/212*z + 1
*
[ 1/2 ] 
f(z) = 37/54*z^3 - 253/216*z + 1
*
[ 1/2 ] 
f(z) = 39/53*z^3 - 251/212*z + 1
*
[ 1/2 ] 
f(z) = 21/55*z^3 - 241/220*z + 1
*
[ 1/2 ] 
f(z) = 21/58*z^3 - 253/232*z + 1
*
[ 1/2 ] 
f(z) = 21/59*z^3 - 257/236*z + 1
*
[ 1/2 ] 
f(z) = 23/55*z^3 - 243/220*z + 1
*
[ 1/2 ] 
f(z) = 23/56*z^3 - 247/224*z + 1
*
[ 1/2 ] 
f(z) = 23/57*z^3 - 251/228*z + 1
*
[ 1/2 ] 
f(z) = 23/58*z^3 - 255/232*z + 1
*
[ 1/2 ] 
f(z) = 23/59*z^3 - 259/236*z + 1
*
[ 1/2 ] 
f(z) = 25/56*z^3 - 249/224*z + 1
*
[ 1/2 ] 
f(z) = 25/58*z^3 - 257/232*z + 1
*
[ 1/2 ] 
f(z) = 27/55*z^3 - 247/220*z + 1
*
[ 1/2 ] 
f(z) = 27/56*z^3 - 251/224*z + 1
*
[ 1/2 ] 
f(z) = 27/58*z^3 - 259/232*z + 1
*
[ 1/2 ] 
f(z) = 29/55*z^3 - 249/220*z + 1
*
[ 1/2 ] 
f(z) = 29/56*z^3 - 253/224*z + 1
*
[ 1/2 ] 
f(z) = 29/57*z^3 - 257/228*z + 1
*
[ 1/2 ] 
f(z) = 31/55*z^3 - 251/220*z + 1
*
[ 1/2 ] 
f(z) = 31/56*z^3 - 255/224*z + 1
*
[ 1/2 ] 
f(z) = 31/57*z^3 - 259/228*z + 1
*
[ -20/11 ] 
f(z) = 33/40*z^3 - 259/220*z + 1
*
[ 1/2 ] 
f(z) = 33/56*z^3 - 257/224*z + 1
*
[ 1/2 ] 
f(z) = 37/55*z^3 - 257/220*z + 1
*
[ 3/2 ] 
f(z) = 37/57*z^3 - 257/228*z + 1
*
[ 1/2 ] 
f(z) = 39/55*z^3 - 259/220*z + 1
*
[ 6/11 ] 
f(z) = 31/54*z^3 - 243/242*z + 1
*
[ 6/11 ] 
f(z) = 37/54*z^3 - 251/242*z + 1
*
[ -5/2 ] 
f(z) = 20/53*z^3 - 254/265*z + 1
*
[ 5/9 ] 
f(z) = 21/50*z^3 - 251/270*z + 1
*
-2 | 0.17419646100230331127327227074599072096 | 0.024861429727255170428258202419184562345
f(z) = 23/48*z^3 - 259/276*z + 1
*
[ -9/4 ] 
f(z) = 25/54*z^3 - 259/288*z + 1
*
[ 3/2 ] 
f(z) = 26/47*z^3 - 257/282*z + 1
*
[ 3/2 ] 
f(z) = 26/49*z^3 - 253/294*z + 1
*
[ 5/3 ] 
f(z) = 27/58*z^3 - 259/290*z + 1
*
[ 5/3 ] 
f(z) = 27/59*z^3 - 257/295*z + 1
*
[ 3/5 ] 
f(z) = 35/57*z^3 - 253/285*z + 1
*
[ 2/3 ] 
f(z) = 39/47*z^3 - 245/282*z + 1
*
[ 2/3 ] 
f(z) = 39/49*z^3 - 251/294*z + 1
*
-6 | 0.13013525060437614579462259954180574168 | 0.019009280468766150131413605382890472584
f(z) = 25/48*z^3 - 235/12*z + 1
*
[ 7 ] 
f(z) = 33/49*z^3 - 225/7*z + 1
*
[ -7 ] 
f(z) = 33/49*z^3 - 223/7*z + 1
*
[ 7 ] 
f(z) = 34/49*z^3 - 232/7*z + 1
*
[ -7 ] 
f(z) = 34/49*z^3 - 230/7*z + 1
*
[ 22/5 ] 
f(z) = 25/44*z^3 - 225/22*z + 1
*
[ -24/5 ] 
f(z) = 25/54*z^3 - 227/24*z + 1
*
[ 4 ] 
f(z) = 31/40*z^3 - 233/20*z + 1
*
[ -4 ] 
f(z) = 31/40*z^3 - 223/20*z + 1
*
[ 4 ] 
f(z) = 31/56*z^3 - 227/28*z + 1
*
[ -4 ] 
f(z) = 33/40*z^3 - 239/20*z + 1
*
[ -4 ] 
f(z) = 33/56*z^3 - 229/28*z + 1
*
[ 7/2 ] 
f(z) = 37/49*z^3 - 239/28*z + 1
*
[ -7/2 ] 
f(z) = 37/49*z^3 - 223/28*z + 1
*
[ -7/2 ] 
f(z) = 39/49*z^3 - 237/28*z + 1
*
[ 10/3 ] 
f(z) = 39/50*z^3 - 239/30*z + 1
*
[ -10/3 ] 
f(z) = 39/50*z^3 - 221/30*z + 1
*
0 | 0.15747779897740809306441192607416816105 | 0.029099796525574101583899381394067034136
f(z) = 20/51*z^3 - 224/51*z + 1
*
0 | 0.14281141797636937876158331276297024501 | 0.026282429959235184307016415835500137939
f(z) = 21/52*z^3 - 229/52*z + 1
*
0 | 0.16067354168899563486004590761914342275 | 0.029641639009907006258017003390271759900
f(z) = 22/51*z^3 - 226/51*z + 1
*
[ -10/3 ] 
f(z) = 23/40*z^3 - 229/45*z + 1
*
0 | 0.14968507250927881956171086213476315895 | 0.027682692327131083761615915819354058100
f(z) = 23/40*z^3 - 223/40*z + 1
*
3 | 0.12850430680029522030615796663968996456 | 0.023805193341831809009564455922248713199
f(z) = 23/42*z^3 - 221/42*z + 1
*
-3 | 0.12155390544648650030417011770189645321 | 0.022195693314459343367061928169899039785
f(z) = 23/48*z^3 - 239/48*z + 1
*
3 | 0.13982633984723322221278149997762860048 | 0.025859422588580979036235829152471569513
f(z) = 23/48*z^3 - 223/48*z + 1
*
3 | 0.15760218194265472357108454899049553455 | 0.029122780838305344177006692087065518730
f(z) = 23/51*z^3 - 224/51*z + 1
*
0 | 0.14269199808271349356164919505410616022 | 0.026218494366363667546937562673678728765
f(z) = 23/52*z^3 - 231/52*z + 1
*
0 | 0.14779929359269481306551058829761366449 | 0.026988090433025346898027948333917886137
f(z) = 23/54*z^3 - 239/54*z + 1
*
-2/5 | 0.10847055366816231372148413896741754505 | 0.019867910006565047173893890253199410923
f(z) = 25/42*z^3 - 235/42*z + 1
*
-14/5 | 0.15232422687444686789719859345226198068 | 0.028170776389689981837819284875937148504
f(z) = 25/42*z^3 - 223/42*z + 1
*
[ 16/5 ] 
f(z) = 25/48*z^3 - 223/48*z + 1
*
0 | 0.15138436886678483581146451766309612949 | 0.027771656750606744231724635914543148770
f(z) = 25/52*z^3 - 233/52*z + 1
*
[ 1/5 ] 
f(z) = 25/56*z^3 - 225/56*z + 1
*
[ 1/5 ] 
f(z) = 25/57*z^3 - 229/57*z + 1
*
[ 1/5 ] 
f(z) = 25/58*z^3 - 233/58*z + 1
*
[ 1/5 ] 
f(z) = 25/59*z^3 - 237/59*z + 1
*
0 | 0.14801428765400223957311664908620131168 | 0.027110901966924289868785641397189483499
f(z) = 27/52*z^3 - 235/52*z + 1
*
-3 | 0.16038255187354464459404423210947299998 | 0.029376323799314297958031255192078510998
f(z) = 28/51*z^3 - 235/51*z + 1
*
0 | 0.16074637114364215334861330146021475652 | 0.029512414529078960017836407223341528913
f(z) = 28/51*z^3 - 232/51*z + 1
*
[ 3 ] 
f(z) = 29/42*z^3 - 233/42*z + 1
*
[ 3 ] 
f(z) = 29/48*z^3 - 229/48*z + 1
*
0 | 0.094762172027676638290370212934678131881 | 0.017554523134516344119102130266878555245
f(z) = 29/48*z^3 - 221/48*z + 1
*
[ 3 ] 
f(z) = 29/51*z^3 - 227/51*z + 1
*
0 | 0.14287692635070384665767539538303006261 | 0.026129362637376477770226032295331987601
f(z) = 29/52*z^3 - 237/52*z + 1
*
[ 3 ] 
f(z) = 29/57*z^3 - 223/57*z + 1
*
[ -3 ] 
f(z) = 31/42*z^3 - 223/42*z + 1
*
0 | 0.077040467563005018436288628644565664007 | 0.014247830625547428035572991546189926884
f(z) = 31/48*z^3 - 223/48*z + 1
*
0 | 0.15966608319585010860699809189483195372 | 0.029154961350840541933845395486864271208
f(z) = 31/52*z^3 - 239/52*z + 1
*
[ -3 ] 
f(z) = 34/57*z^3 - 230/57*z + 1
*
0 | 0.12181720945850001625430627000842713132 | 0.022454992039734054386398986565435835939
f(z) = 35/48*z^3 - 227/48*z + 1
*
[ -3 ] 
f(z) = 35/57*z^3 - 239/57*z + 1
*
[ 1/6 ] 
f(z) = 36/47*z^3 - 236/47*z + 1
*
-1/6 | 0.14424947097254344093878429868779212232 | 0.026721956885809706257689988515404866064
f(z) = 36/55*z^3 - 221/55*z + 1
*
0 | 0.13238595028355421187836335878870507133 | 0.024363769474581058145102946231219635892
f(z) = 37/48*z^3 - 229/48*z + 1
*
2 | 0.19393520797980276516017990307017049576 | 0.028259077536595339355276488711271091807
f(z) = 25/48*z^3 - 239/60*z + 1
*
-20/9 | 0.15759457672162529878521350033917542490 | 0.025649384004012428166166001378229017939
f(z) = 27/40*z^3 - 233/60*z + 1
*
[ 2/9 ] 
f(z) = 27/44*z^3 - 233/66*z + 1
*
[ -26/9 ] 
f(z) = 27/52*z^3 - 233/78*z + 1
*
-78/35 | 0.11684917995954485224927527141751266702 | 0.013333016107372589341023711128445282308
f(z) = 35/54*z^3 - 237/70*z + 1
*
[ 7/3 ] 
f(z) = 37/49*z^3 - 223/63*z + 1
*
[ 7/3 ] 
f(z) = 38/49*z^3 - 230/63*z + 1
*
-5/2 | 0.11915445068880375849611754299278066097 | 0.021757553859146713599536350468196967672
f(z) = 22/45*z^3 - 239/90*z + 1
*
-2 | 0.072767748931232552043166711967724267379 | 0.013457635896701466434734378374632673241
f(z) = 22/47*z^3 - 223/94*z + 1
*
-2 | 0.072987892233048840952857858694014451696 | 0.013476096603257550820137636754736837979
f(z) = 22/49*z^3 - 225/98*z + 1
*
-2 | 0.080367259759656447938786566468364477889 | 0.014838583813355080169927402069344934507
f(z) = 23/41*z^3 - 225/82*z + 1
*
-2 | 0.080917586424573793984295498516039395126 | 0.014915821558507324692648464301912659294
f(z) = 23/43*z^3 - 227/86*z + 1
*
-2 | 0.067830760215130915324928773082036729720 | 0.012483296011603517753992421321844503036
f(z) = 23/45*z^3 - 229/90*z + 1
*
-2 | 0.081799801154359201863120110047528811420 | 0.015030048317720291215315549118705975834
f(z) = 23/47*z^3 - 231/94*z + 1
*
-2 | 0.082129118827947757721377165254616402681 | 0.015066692250946137546497011343460143997
f(z) = 23/49*z^3 - 233/98*z + 1
*
-2 | 0.072061486969411416825612919879969329969 | 0.013219772266011748162137464861461658686
f(z) = 24/41*z^3 - 233/82*z + 1
*
-2 | 0.072659082376041075527169205639790450330 | 0.013308534537613349490285483166035870303
f(z) = 24/43*z^3 - 235/86*z + 1
*
-2 | 0.073633819247697134161126574685253614603 | 0.013445505215081180886429606313661059982
f(z) = 24/47*z^3 - 239/94*z + 1
*
4/5 | 0.13418160562309987373870990054348842277 | 0.024856902809797348178218020934415238277
f(z) = 25/42*z^3 - 221/84*z + 1
*
[ -14/5 ] 
f(z) = 25/48*z^3 - 229/84*z + 1
*
35/18 | 0.21722731487862723711910731715560024061 | 0.029333257996234689802420494185269578319
f(z) = 27/49*z^3 - 235/84*z + 1
*
-2/3 | 0.17789188026534004487122247159337945110 | 0.029204207914088671651191028319521748597
f(z) = 27/58*z^3 - 221/87*z + 1
*
[ 2 ] 
f(z) = 33/41*z^3 - 223/82*z + 1
*
[ 2 ] 
f(z) = 33/43*z^3 - 221/86*z + 1
*
[ 2 ] 
f(z) = 34/41*z^3 - 231/82*z + 1
*
[ 2 ] 
f(z) = 34/43*z^3 - 229/86*z + 1
*
[ 2 ] 
f(z) = 34/45*z^3 - 227/90*z + 1
*
[ 2 ] 
f(z) = 34/47*z^3 - 225/94*z + 1
*
[ 2 ] 
f(z) = 34/49*z^3 - 223/98*z + 1
*
[ 2 ] 
f(z) = 35/41*z^3 - 239/82*z + 1
*
[ 2 ] 
f(z) = 35/43*z^3 - 237/86*z + 1
*
[ 2 ] 
f(z) = 35/47*z^3 - 233/94*z + 1
*
6/7 | 0.13320113574805173691715072720542583195 | 0.019556064698915550546942688859491329421
f(z) = 35/48*z^3 - 227/84*z + 1
*
-9/5 | 0.18441848968823182891547045153553950209 | 0.028231636875627696840116244403097275215
f(z) = 35/54*z^3 - 229/90*z + 1
*
[ 2 ] 
f(z) = 36/49*z^3 - 239/98*z + 1
*
-2 | 0.082081795231655027038520937319621961405 | 0.015205505978650259562593781445844551787
f(z) = 21/53*z^3 - 221/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015306938617516281111773884352741811691
f(z) = 21/55*z^3 - 223/110*z + 1
*
-2 | 0.084067325264426228214090218296762012397 | 0.015496423928981281207910759062556066432
f(z) = 21/59*z^3 - 227/118*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.013531162694061274693921204700209279710
f(z) = 22/53*z^3 - 229/106*z + 1
*
1/2 | 0.16358097690344535972268272119650420841 | 0.029869819337289569845205185919128545126
f(z) = 22/57*z^3 - 239/114*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010003292763867287053091687132455446747
f(z) = 22/57*z^3 - 233/114*z + 1
*
-2 | 0.075511224989035125537238005846984968711 | 0.013830944637355353442099357252140085409
f(z) = 22/59*z^3 - 235/118*z + 1
*
-2 | 0.062009068764792432138565061120239986468 | 0.011357834510357135237931968829673619534
f(z) = 23/51*z^3 - 235/102*z + 1
*
-2 | 0.082259160623192391836188568420247912110 | 0.015043572766212473158149364553705622602
f(z) = 23/53*z^3 - 237/106*z + 1
*
-2 | 0.082767246400106810955694894916606814532 | 0.015113265269685831812877271392186653377
f(z) = 23/55*z^3 - 239/110*z + 1
*
-26/15 | 0.15306828150837022541749104245076182831 | 0.022531691263505018853663790960394153020
f(z) = 25/48*z^3 - 223/108*z + 1
*
14/9 | 0.22114116057552267565937078499245711469 | 0.029267329040765943048256010222870048898
f(z) = 27/40*z^3 - 239/105*z + 1
*
[ 17/8 ] 
f(z) = 32/51*z^3 - 235/102*z + 1
*
0 | 0.16358162904279907908692956819562683743 | 0.029869938417668273243902170832212353403
f(z) = 34/57*z^3 - 239/114*z + 1
*
[ 2 ] 
f(z) = 35/51*z^3 - 229/102*z + 1
*
[ 2 ] 
f(z) = 35/53*z^3 - 227/106*z + 1
*
[ 2 ] 
f(z) = 35/57*z^3 - 223/114*z + 1
*
[ 2 ] 
f(z) = 35/59*z^3 - 221/118*z + 1
*
[ 2 ] 
f(z) = 36/53*z^3 - 235/106*z + 1
*
[ 2 ] 
f(z) = 36/55*z^3 - 233/110*z + 1
*
[ 2 ] 
f(z) = 36/59*z^3 - 229/118*z + 1
*
[ 2 ] 
f(z) = 37/57*z^3 - 239/114*z + 1
*
[ 2 ] 
f(z) = 37/59*z^3 - 237/118*z + 1
*
1/2 | 0.15807886805066844874790254131102841028 | 0.029235037230559779771549087765974853987
f(z) = 38/51*z^3 - 223/102*z + 1
*
[ 7/4 ] 
f(z) = 39/49*z^3 - 225/112*z + 1
*
[ 3/8 ] 
f(z) = 23/54*z^3 - 221/128*z + 1
*
11/9 | 0.13892131911069091754596996932282139376 | 0.025566512055607814813782861505562151514
f(z) = 27/44*z^3 - 229/132*z + 1
*
-20/9 | 0.081494224001296273963126246046322685477 | 0.011629404769307846386700023358315572824
f(z) = 27/50*z^3 - 221/120*z + 1
*
[ 3/8 ] 
f(z) = 29/54*z^3 - 223/128*z + 1
*
3/2 | 0.15196047667280319793206935885861680395 | 0.023294094474970504365988406850973912731
f(z) = 32/45*z^3 - 227/120*z + 1
*
[ 5/3 ] 
f(z) = 33/40*z^3 - 227/120*z + 1
*
[ 3/8 ] 
f(z) = 35/54*z^3 - 225/128*z + 1
*
[ 5/13 ] 
f(z) = 39/50*z^3 - 223/130*z + 1
*
[ 7/15 ] 
f(z) = 27/49*z^3 - 221/175*z + 1
*
[ 5/12 ] 
f(z) = 27/50*z^3 - 239/160*z + 1
*
[ 3/2 ] 
f(z) = 31/42*z^3 - 223/168*z + 1
*
[ -9/4 ] 
f(z) = 32/57*z^3 - 239/171*z + 1
*
[ 7/15 ] 
f(z) = 36/49*z^3 - 228/175*z + 1
*
[ 7/5 ] 
f(z) = 39/49*z^3 - 223/175*z + 1
*
0 | 0.12950058450714648412362771138964506380 | 0.023832758544224225820536888888785019435
f(z) = 39/56*z^3 - 229/168*z + 1
*
[ 1/2 ] 
f(z) = 25/49*z^3 - 221/196*z + 1
*
[ 1/2 ] 
f(z) = 27/49*z^3 - 223/196*z + 1
*
[ 1/2 ] 
f(z) = 29/48*z^3 - 221/192*z + 1
*
[ 1/2 ] 
f(z) = 29/49*z^3 - 225/196*z + 1
*
[ 1/2 ] 
f(z) = 31/48*z^3 - 223/192*z + 1
*
[ 1/2 ] 
f(z) = 31/49*z^3 - 227/196*z + 1
*
[ 1/2 ] 
f(z) = 33/47*z^3 - 221/188*z + 1
*
[ 1/2 ] 
f(z) = 33/49*z^3 - 229/196*z + 1
*
[ 1/2 ] 
f(z) = 35/47*z^3 - 223/188*z + 1
*
[ 1/2 ] 
f(z) = 35/48*z^3 - 227/192*z + 1
*
[ 1/2 ] 
f(z) = 37/46*z^3 - 221/184*z + 1
*
[ 1/2 ] 
f(z) = 37/47*z^3 - 225/188*z + 1
*
[ 1/2 ] 
f(z) = 37/48*z^3 - 229/192*z + 1
*
[ 1/2 ] 
f(z) = 37/49*z^3 - 233/196*z + 1
*
[ 1/2 ] 
f(z) = 39/46*z^3 - 223/184*z + 1
*
[ 1/2 ] 
f(z) = 39/47*z^3 - 227/188*z + 1
*
[ 1/2 ] 
f(z) = 39/49*z^3 - 235/196*z + 1
*
0 | 0.15740204561516388763124561721341895446 | 0.028875607272996234039493504116973424016
f(z) = 20/51*z^3 - 233/204*z + 1
*
[ 1/2 ] 
f(z) = 21/50*z^3 - 221/200*z + 1
*
[ 1/2 ] 
f(z) = 21/52*z^3 - 229/208*z + 1
*
[ 1/2 ] 
f(z) = 21/53*z^3 - 233/212*z + 1
*
[ 1/2 ] 
f(z) = 23/50*z^3 - 223/200*z + 1
*
[ 1/2 ] 
f(z) = 23/51*z^3 - 227/204*z + 1
*
[ 1/2 ] 
f(z) = 23/52*z^3 - 231/208*z + 1
*
[ 1/2 ] 
f(z) = 23/53*z^3 - 235/212*z + 1
*
[ 1/2 ] 
f(z) = 23/54*z^3 - 239/216*z + 1
*
[ 8/15 ] 
f(z) = 25/48*z^3 - 221/216*z + 1
*
[ 1/2 ] 
f(z) = 25/52*z^3 - 233/208*z + 1
*
[ 1/2 ] 
f(z) = 25/53*z^3 - 237/212*z + 1
*
[ 1/2 ] 
f(z) = 27/50*z^3 - 227/200*z + 1
*
[ 1/2 ] 
f(z) = 27/52*z^3 - 235/208*z + 1
*
[ 1/2 ] 
f(z) = 27/53*z^3 - 239/212*z + 1
*
[ 1/2 ] 
f(z) = 29/50*z^3 - 229/200*z + 1
*
[ 1/2 ] 
f(z) = 29/51*z^3 - 233/204*z + 1
*
[ 1/2 ] 
f(z) = 29/52*z^3 - 237/208*z + 1
*
[ 1/2 ] 
f(z) = 31/50*z^3 - 231/200*z + 1
*
[ 1/2 ] 
f(z) = 31/51*z^3 - 235/204*z + 1
*
[ 1/2 ] 
f(z) = 31/52*z^3 - 239/208*z + 1
*
[ 1/2 ] 
f(z) = 33/50*z^3 - 233/200*z + 1
*
[ 1/2 ] 
f(z) = 35/51*z^3 - 239/204*z + 1
*
[ 1/2 ] 
f(z) = 37/50*z^3 - 237/200*z + 1
*
[ 1/2 ] 
f(z) = 39/50*z^3 - 239/200*z + 1
*
[ 26/15 ] 
f(z) = 25/52*z^3 - 239/234*z + 1
*
[ 6/11 ] 
f(z) = 33/56*z^3 - 233/231*z + 1
*
[ 3/2 ] 
f(z) = 35/57*z^3 - 239/228*z + 1
*
0 | 0.10239670818558172516524834049865365090 | 0.018683352364169636638073895854108837140
f(z) = 25/48*z^3 - 221/240*z + 1
*
[ 6/11 ] 
f(z) = 25/54*z^3 - 235/242*z + 1
*
[ 3/5 ] 
f(z) = 35/48*z^3 - 223/240*z + 1
*
[ 3/5 ] 
f(z) = 35/51*z^3 - 233/255*z + 1
*
[ 7/6 ] 
f(z) = 37/49*z^3 - 223/252*z + 1
*
[ 4/3 ] 
f(z) = 37/56*z^3 - 233/252*z + 1
*
[ 2/3 ] 
f(z) = 39/41*z^3 - 227/246*z + 1
*
[ 2/3 ] 
f(z) = 39/43*z^3 - 233/258*z + 1
*
0 | 0.16292353236752044436430392122013973001 | 0.029299201640818680109577035910212901542
f(z) = 35/52*z^3 - 227/260*z + 1
*
[ 10/9 ] 
f(z) = 39/50*z^3 - 233/270*z + 1
*
0 | 0.14799172541883664991647875848408667397 | 0.026263931014496033151860058677934719703
f(z) = 21/40*z^3 - 227/280*z + 1
*
[ 2/3 ] 
f(z) = 30/47*z^3 - 221/282*z + 1
*
[ 2/3 ] 
f(z) = 30/49*z^3 - 227/294*z + 1
*
[ -7/4 ] 
f(z) = 32/41*z^3 - 235/287*z + 1
*
[ 2/3 ] 
f(z) = 33/47*z^3 - 229/282*z + 1
*
[ 2/3 ] 
f(z) = 33/49*z^3 - 235/294*z + 1
*
-15/14 | 0.25226969414985215468246244409633326555 | 0.028247704124747326886201676921036487548
f(z) = 35/54*z^3 - 227/280*z + 1
*
[ 15/19 ] 
f(z) = 38/45*z^3 - 226/285*z + 1
*
[ 6 ] 
f(z) = 25/48*z^3 - 215/12*z + 1
*
-14/3 | 0.15465185068230370272105253940642370030 | 0.020719877308404271052391600710048405546
f(z) = 27/40*z^3 - 218/15*z + 1
*
[ 7 ] 
f(z) = 30/49*z^3 - 204/7*z + 1
*
[ -7 ] 
f(z) = 30/49*z^3 - 202/7*z + 1
*
[ 7 ] 
f(z) = 31/49*z^3 - 211/7*z + 1
*
[ -7 ] 
f(z) = 31/49*z^3 - 209/7*z + 1
*
[ 7 ] 
f(z) = 32/49*z^3 - 218/7*z + 1
*
[ -7 ] 
f(z) = 32/49*z^3 - 216/7*z + 1
*
[ 14/3 ] 
f(z) = 36/49*z^3 - 213/14*z + 1
*
[ -14/3 ] 
f(z) = 36/49*z^3 - 207/14*z + 1
*
[ -22/5 ] 
f(z) = 25/44*z^3 - 215/22*z + 1
*
[ 18/5 ] 
f(z) = 25/48*z^3 - 217/36*z + 1
*
[ 4 ] 
f(z) = 27/40*z^3 - 201/20*z + 1
*
-10/3 | 0.17063936298137307297565950301017742651 | 0.022947649900681729712488398650084574977
f(z) = 27/56*z^3 - 212/35*z + 1
*
[ 4 ] 
f(z) = 29/40*z^3 - 217/20*z + 1
*
[ -4 ] 
f(z) = 29/40*z^3 - 207/20*z + 1
*
[ 4 ] 
f(z) = 29/56*z^3 - 211/28*z + 1
*
[ -4 ] 
f(z) = 31/56*z^3 - 213/28*z + 1
*
[ 7/2 ] 
f(z) = 33/49*z^3 - 211/28*z + 1
*
0 | 0.086199622640947915113743287394161439724 | 0.016050164280201776099327867590920122190
f(z) = 23/48*z^3 - 215/48*z + 1
*
-7/2 | 0.21644055232711568559552990097427643410 | 0.029776163241581762924175380578248014064
f(z) = 24/49*z^3 - 205/42*z + 1
*
0 | 0.14286989936404095743007162390669609538 | 0.026939786009084859757048313901392935084
f(z) = 25/44*z^3 - 201/44*z + 1
*
0 | 0.082260009973872137436133852842333764738 | 0.015290256406051614182854568106173117478
f(z) = 25/48*z^3 - 217/48*z + 1
*
-3 | 0.14077825431001410646106358918573670585 | 0.026351450072267284171866641439168437432
f(z) = 25/48*z^3 - 209/48*z + 1
*
-3 | 0.15795242697772531413328432758185159238 | 0.029592749432255879380411903176998039976
f(z) = 25/51*z^3 - 208/51*z + 1
*
[ 1/5 ] 
f(z) = 25/51*z^3 - 205/51*z + 1
*
[ 1/5 ] 
f(z) = 25/52*z^3 - 209/52*z + 1
*
-13/5 | 0.15480548091681749595162680122639591918 | 0.029190379131618478003706189504538295825
f(z) = 25/52*z^3 - 201/52*z + 1
*
[ 1/5 ] 
f(z) = 25/53*z^3 - 213/53*z + 1
*
[ 1/5 ] 
f(z) = 25/54*z^3 - 217/54*z + 1
*
-8/3 | 0.13246510193479304868655483424127968743 | 0.024622235933111069174832204715906743847
f(z) = 27/40*z^3 - 217/40*z + 1
*
8/3 | 0.092931310332771401824819127012495506269 | 0.017426628692691111776145843263157205826
f(z) = 27/40*z^3 - 207/40*z + 1
*
0 | 0.15092402094959576820959111086775374961 | 0.028405452667358142359752737378733782577
f(z) = 27/44*z^3 - 203/44*z + 1
*
1/3 | 0.15744797356514716725901351520660662702 | 0.029419310011284564712656410888467995240
f(z) = 27/52*z^3 - 211/52*z + 1
*
-5/2 | 0.13071413495248878443043919147028412604 | 0.024624631311733422762891998554557247896
f(z) = 28/45*z^3 - 202/45*z + 1
*
[ 3 ] 
f(z) = 28/51*z^3 - 218/51*z + 1
*
[ 3 ] 
f(z) = 28/57*z^3 - 214/57*z + 1
*
[ -3 ] 
f(z) = 29/42*z^3 - 205/42*z + 1
*
0 | 0.13688889882235587376115887113448109337 | 0.025716446025621194370880265047506799171
f(z) = 29/44*z^3 - 205/44*z + 1
*
-3 | 0.19171068235478044126378017033986320830 | 0.022120952832227826826875236739473948571
f(z) = 29/54*z^3 - 215/58*z + 1
*
[ -3 ] 
f(z) = 31/48*z^3 - 215/48*z + 1
*
[ -3 ] 
f(z) = 31/51*z^3 - 211/51*z + 1
*
[ -3 ] 
f(z) = 31/57*z^3 - 203/57*z + 1
*
-5/2 | 0.11472260213899358036013364072136748451 | 0.021306102206651289016876384822982636880
f(z) = 32/45*z^3 - 218/45*z + 1
*
[ -3 ] 
f(z) = 32/51*z^3 - 220/51*z + 1
*
1/4 | 0.15795063228140952978681023845111939810 | 0.029646077963800292950967726028687160938
f(z) = 32/51*z^3 - 206/51*z + 1
*
[ 11/4 ] 
f(z) = 32/55*z^3 - 207/55*z + 1
*
[ -3 ] 
f(z) = 32/57*z^3 - 212/57*z + 1
*
[ 3/14 ] 
f(z) = 35/54*z^3 - 207/56*z + 1
*
[ 1/6 ] 
f(z) = 36/41*z^3 - 206/41*z + 1
*
[ 1/6 ] 
f(z) = 36/43*z^3 - 216/43*z + 1
*
7/6 | 0.15562196452935744256698889232921929789 | 0.029001613889756403300318789898537399410
f(z) = 36/55*z^3 - 214/55*z + 1
*
2/3 | 0.17071122682786198447520872263597708653 | 0.028284608069194281603144802502962543455
f(z) = 21/52*z^3 - 209/78*z + 1
*
4/9 | 0.16668141501134412612140776950755956123 | 0.027750851570372259706878907873276617175
f(z) = 27/40*z^3 - 203/60*z + 1
*
[ 22/9 ] 
f(z) = 27/44*z^3 - 203/66*z + 1
*
[ 7/3 ] 
f(z) = 34/49*z^3 - 202/63*z + 1
*
15/7 | 0.15893929144798622588713189213709798635 | 0.018359353414479812495540304280094535463
f(z) = 35/54*z^3 - 213/70*z + 1
*
-2 | 0.073534223898320198354189514586652732224 | 0.013865735644687369275978741744386699758
f(z) = 20/41*z^3 - 201/82*z + 1
*
-2 | 0.073897477185250989454186487161794657004 | 0.013908265080771076230789965670285562946
f(z) = 20/43*z^3 - 203/86*z + 1
*
-2 | 0.074151487194465880453133786565567729457 | 0.013905006070845318971190971658063486474
f(z) = 20/47*z^3 - 207/94*z + 1
*
-2 | 0.074924049295485441365971454621720425917 | 0.014024590331076677195157651687995360021
f(z) = 20/49*z^3 - 209/98*z + 1
*
-2 | 0.079688125274756889324675837664348683286 | 0.014916349579858108191115376492741915263
f(z) = 21/41*z^3 - 209/82*z + 1
*
-2 | 0.080132662137028134615738735113295484129 | 0.014972867392690293889913106466639963335
f(z) = 21/43*z^3 - 211/86*z + 1
*
-2 | 0.080696028616528812573354469087230579822 | 0.015025408190590987064292542304378722321
f(z) = 21/47*z^3 - 215/94*z + 1
*
-2 | 0.071502602087594304707063302510109343244 | 0.013290700061505656559482600036219092840
f(z) = 22/41*z^3 - 217/82*z + 1
*
-2 | 0.072003929055442293540500801010722553340 | 0.013361100513296386300294555543699373477
f(z) = 22/43*z^3 - 219/86*z + 1
*
-7/18 | 0.21624532445488773912037292232199702911 | 0.029631706034365705703159741545034967429
f(z) = 27/49*z^3 - 211/84*z + 1
*
[ 2 ] 
f(z) = 31/41*z^3 - 207/82*z + 1
*
[ 2 ] 
f(z) = 31/43*z^3 - 205/86*z + 1
*
[ 2 ] 
f(z) = 31/45*z^3 - 203/90*z + 1
*
[ 2 ] 
f(z) = 31/47*z^3 - 201/94*z + 1
*
[ 2 ] 
f(z) = 32/41*z^3 - 215/82*z + 1
*
[ 2 ] 
f(z) = 32/43*z^3 - 213/86*z + 1
*
[ 2 ] 
f(z) = 32/45*z^3 - 211/90*z + 1
*
[ 2 ] 
f(z) = 32/47*z^3 - 209/94*z + 1
*
[ 2 ] 
f(z) = 32/49*z^3 - 207/98*z + 1
*
[ 2 ] 
f(z) = 33/47*z^3 - 217/94*z + 1
*
[ 2 ] 
f(z) = 33/49*z^3 - 215/98*z + 1
*
-2 | 0.055320404928408205238807279103505127036 | 0.010336672525450005565755555821247446202
f(z) = 20/51*z^3 - 211/102*z + 1
*
-2 | 0.076376381858207792440606350811065582447 | 0.014245890635602284858986127466250156963
f(z) = 20/53*z^3 - 213/106*z + 1
*
-2 | 0.057380138911930878938057146029703775215 | 0.010665656822275531404623414257701305816
f(z) = 20/57*z^3 - 217/114*z + 1
*
-2 | 0.078362410198089229782672669972003357515 | 0.014540984816462535481189334113238340989
f(z) = 20/59*z^3 - 219/118*z + 1
*
2 | 0.17641870187555326329941692459130104690 | 0.023636146878568756475565065609218932816
f(z) = 21/40*z^3 - 218/105*z + 1
*
-2/3 | 0.14992693034902599870718233030060042687 | 0.020162233661812858047985516550785134376
f(z) = 21/40*z^3 - 212/105*z + 1
*
1/2 | 0.15740177495287733862493312041790826388 | 0.029307835331391992735699455817254647120
f(z) = 22/51*z^3 - 215/102*z + 1
*
[ -11/4 ] 
f(z) = 24/55*z^3 - 213/110*z + 1
*
[ 7/20 ] 
f(z) = 25/49*z^3 - 215/112*z + 1
*
1/2 | 0.15740074133645644890275192321517369642 | 0.029257201577065872854002859050306137198
f(z) = 26/51*z^3 - 217/102*z + 1
*
0 | 0.15740278580669924625723464539220353338 | 0.029570259387749023139406769067099939147
f(z) = 26/51*z^3 - 205/102*z + 1
*
-14/9 | 0.14038487505559121102516283247375260597 | 0.018915267580004830496992933645986134131
f(z) = 27/40*z^3 - 209/105*z + 1
*
0 | 0.15740074133645644890275192321517369642 | 0.029257201577065872854002859050306137198
f(z) = 32/51*z^3 - 217/102*z + 1
*
[ 2 ] 
f(z) = 32/53*z^3 - 203/106*z + 1
*
[ 2 ] 
f(z) = 33/53*z^3 - 211/106*z + 1
*
[ 2 ] 
f(z) = 33/59*z^3 - 205/118*z + 1
*
[ 2 ] 
f(z) = 34/53*z^3 - 219/106*z + 1
*
[ 2 ] 
f(z) = 34/55*z^3 - 217/110*z + 1
*
[ 2 ] 
f(z) = 34/57*z^3 - 215/114*z + 1
*
[ 2 ] 
f(z) = 34/59*z^3 - 213/118*z + 1
*
[ 7/4 ] 
f(z) = 37/49*z^3 - 211/112*z + 1
*
-3/2 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 38/51*z^3 - 205/102*z + 1
*
4/3 | 0.13511804239979958525835827043964895717 | 0.025246940227101935942933788955600098134
f(z) = 21/44*z^3 - 211/132*z + 1
*
-2 | 0.18423248142725007054890221510023883615 | 0.024775657915388948488227222479963341299
f(z) = 27/40*z^3 - 212/135*z + 1
*
[ 2/5 ] 
f(z) = 27/40*z^3 - 201/125*z + 1
*
[ 2/5 ] 
f(z) = 29/40*z^3 - 202/125*z + 1
*
[ 2/5 ] 
f(z) = 31/40*z^3 - 203/125*z + 1
*
[ 12/31 ] 
f(z) = 31/54*z^3 - 207/124*z + 1
*
[ 2/5 ] 
f(z) = 33/40*z^3 - 204/125*z + 1
*
-5/3 | 0.11936505507214015229827662219806126333 | 0.022465730774033928967939091999779685440
f(z) = 33/40*z^3 - 203/120*z + 1
*
[ 2/5 ] 
f(z) = 35/52*z^3 - 209/130*z + 1
*
[ 3/2 ] 
f(z) = 36/41*z^3 - 202/123*z + 1
*
[ 2/5 ] 
f(z) = 37/40*z^3 - 206/125*z + 1
*
[ 2/5 ] 
f(z) = 39/40*z^3 - 207/125*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.025026957015219661310382407219228937919
f(z) = 39/44*z^3 - 205/132*z + 1
*
[ -12/5 ] 
f(z) = 25/52*z^3 - 211/156*z + 1
*
[ 4/9 ] 
f(z) = 27/52*z^3 - 211/156*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026819875793045840651328632226128829081
f(z) = 33/52*z^3 - 203/156*z + 1
*
[ 1/2 ] 
f(z) = 27/44*z^3 - 203/176*z + 1
*
[ 3/2 ] 
f(z) = 29/42*z^3 - 205/168*z + 1
*
[ 1/2 ] 
f(z) = 29/43*z^3 - 201/172*z + 1
*
[ 1/2 ] 
f(z) = 29/44*z^3 - 205/176*z + 1
*
[ 1/2 ] 
f(z) = 31/43*z^3 - 203/172*z + 1
*
[ 1/2 ] 
f(z) = 31/44*z^3 - 207/176*z + 1
*
[ 1/2 ] 
f(z) = 33/43*z^3 - 205/172*z + 1
*
[ 1/2 ] 
f(z) = 35/43*z^3 - 207/172*z + 1
*
[ 1/2 ] 
f(z) = 35/44*z^3 - 211/176*z + 1
*
[ 4/3 ] 
f(z) = 36/41*z^3 - 215/164*z + 1
*
[ 4/3 ] 
f(z) = 36/43*z^3 - 213/172*z + 1
*
[ 7/5 ] 
f(z) = 36/49*z^3 - 202/175*z + 1
*
[ 1/2 ] 
f(z) = 37/41*z^3 - 201/164*z + 1
*
[ 1/2 ] 
f(z) = 37/42*z^3 - 205/168*z + 1
*
[ 1/2 ] 
f(z) = 37/43*z^3 - 209/172*z + 1
*
[ 1/2 ] 
f(z) = 37/44*z^3 - 213/176*z + 1
*
[ 7/5 ] 
f(z) = 37/49*z^3 - 209/175*z + 1
*
[ 7/5 ] 
f(z) = 38/49*z^3 - 216/175*z + 1
*
[ 1/2 ] 
f(z) = 39/41*z^3 - 203/164*z + 1
*
[ 1/2 ] 
f(z) = 39/43*z^3 - 211/172*z + 1
*
[ 1/2 ] 
f(z) = 39/44*z^3 - 215/176*z + 1
*
[ 1/2 ] 
f(z) = 21/46*z^3 - 205/184*z + 1
*
[ 1/2 ] 
f(z) = 21/47*z^3 - 209/188*z + 1
*
[ 1/2 ] 
f(z) = 23/45*z^3 - 203/180*z + 1
*
[ 1/2 ] 
f(z) = 23/47*z^3 - 211/188*z + 1
*
[ 1/2 ] 
f(z) = 23/48*z^3 - 215/192*z + 1
*
[ 1/2 ] 
f(z) = 23/49*z^3 - 219/196*z + 1
*
[ 1/2 ] 
f(z) = 25/46*z^3 - 209/184*z + 1
*
[ 1/2 ] 
f(z) = 25/47*z^3 - 213/188*z + 1
*
[ 1/2 ] 
f(z) = 25/48*z^3 - 217/192*z + 1
*
[ 1/2 ] 
f(z) = 27/46*z^3 - 211/184*z + 1
*
[ 1/2 ] 
f(z) = 27/47*z^3 - 215/188*z + 1
*
[ 1/2 ] 
f(z) = 29/45*z^3 - 209/180*z + 1
*
[ 1/2 ] 
f(z) = 29/46*z^3 - 213/184*z + 1
*
[ 1/2 ] 
f(z) = 29/47*z^3 - 217/188*z + 1
*
[ 4/3 ] 
f(z) = 31/40*z^3 - 203/180*z + 1
*
[ 1/2 ] 
f(z) = 31/45*z^3 - 211/180*z + 1
*
[ 1/2 ] 
f(z) = 31/46*z^3 - 215/184*z + 1
*
[ 1/2 ] 
f(z) = 31/47*z^3 - 219/188*z + 1
*
[ 3/2 ] 
f(z) = 31/48*z^3 - 215/192*z + 1
*
[ 1/2 ] 
f(z) = 33/46*z^3 - 217/184*z + 1
*
[ 14/9 ] 
f(z) = 33/56*z^3 - 202/189*z + 1
*
[ 1/2 ] 
f(z) = 35/46*z^3 - 219/184*z + 1
*
[ 4/3 ] 
f(z) = 36/47*z^3 - 209/188*z + 1
*
[ 4/3 ] 
f(z) = 36/49*z^3 - 207/196*z + 1
*
[ 1/2 ] 
f(z) = 37/45*z^3 - 217/180*z + 1
*
[ 17/10 ] 
f(z) = 25/51*z^3 - 205/204*z + 1
*
[ -13/6 ] 
f(z) = 27/52*z^3 - 203/208*z + 1
*
[ 3/2 ] 
f(z) = 31/51*z^3 - 211/204*z + 1
*
[ 5/4 ] 
f(z) = 32/41*z^3 - 209/205*z + 1
*
[ 5/4 ] 
f(z) = 32/43*z^3 - 207/215*z + 1
*
[ 4/3 ] 
f(z) = 36/53*z^3 - 203/212*z + 1
*
[ -5/2 ] 
f(z) = 21/55*z^3 - 217/220*z + 1
*
[ 3/2 ] 
f(z) = 31/57*z^3 - 203/228*z + 1
*
[ 5/4 ] 
f(z) = 32/47*z^3 - 203/235*z + 1
*
[ -21/11 ] 
f(z) = 33/49*z^3 - 215/231*z + 1
*
[ 7/12 ] 
f(z) = 20/49*z^3 - 215/252*z + 1
*
[ 3/5 ] 
f(z) = 20/51*z^3 - 206/255*z + 1
*
[ 3/2 ] 
f(z) = 22/41*z^3 - 215/246*z + 1
*
[ 3/2 ] 
f(z) = 22/43*z^3 - 211/258*z + 1
*
[ 10/7 ] 
f(z) = 23/40*z^3 - 214/245*z + 1
*
[ 2/3 ] 
f(z) = 30/41*z^3 - 203/246*z + 1
*
[ 2/3 ] 
f(z) = 30/43*z^3 - 209/258*z + 1
*
[ 5/4 ] 
f(z) = 32/49*z^3 - 201/245*z + 1
*
[ 2/3 ] 
f(z) = 33/41*z^3 - 211/246*z + 1
*
[ 2/3 ] 
f(z) = 33/43*z^3 - 217/258*z + 1
*
[ 14/19 ] 
f(z) = 38/49*z^3 - 207/266*z + 1
*
-19/10 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = 20/57*z^3 - 211/285*z + 1
*
[ -5/2 ] 
f(z) = 20/59*z^3 - 212/295*z + 1
*
[ 3/2 ] 
f(z) = 22/47*z^3 - 203/282*z + 1
*
[ -9/4 ] 
f(z) = 23/54*z^3 - 205/288*z + 1
*
[ 2/3 ] 
f(z) = 24/47*z^3 - 205/282*z + 1
*
[ 2/3 ] 
f(z) = 24/49*z^3 - 211/294*z + 1
*
[ 6 ] 
f(z) = 23/48*z^3 - 197/12*z + 1
*
[ -6 ] 
f(z) = 23/48*z^3 - 193/12*z + 1
*
[ 7 ] 
f(z) = 27/49*z^3 - 183/7*z + 1
*
[ -7 ] 
f(z) = 27/49*z^3 - 181/7*z + 1
*
[ 7 ] 
f(z) = 29/49*z^3 - 197/7*z + 1
*
[ -7 ] 
f(z) = 29/49*z^3 - 195/7*z + 1
*
[ 5 ] 
f(z) = 39/50*z^3 - 187/10*z + 1
*
[ -5 ] 
f(z) = 39/50*z^3 - 183/10*z + 1
*
[ -18/5 ] 
f(z) = 25/48*z^3 - 197/36*z + 1
*
[ -4 ] 
f(z) = 27/40*z^3 - 191/20*z + 1
*
[ 4 ] 
f(z) = 27/56*z^3 - 195/28*z + 1
*
[ -4 ] 
f(z) = 27/56*z^3 - 181/28*z + 1
*
[ 7/2 ] 
f(z) = 29/49*z^3 - 183/28*z + 1
*
[ -4 ] 
f(z) = 29/56*z^3 - 197/28*z + 1
*
[ 7/2 ] 
f(z) = 31/49*z^3 - 197/28*z + 1
*
[ -7/2 ] 
f(z) = 31/49*z^3 - 181/28*z + 1
*
[ -7/2 ] 
f(z) = 33/49*z^3 - 195/28*z + 1
*
[ 10/3 ] 
f(z) = 33/50*z^3 - 199/30*z + 1
*
[ -10/3 ] 
f(z) = 33/50*z^3 - 181/30*z + 1
*
0 | 0.12318471811279631741105779335797978470 | 0.023696217843718001462775050096632538326
f(z) = 21/40*z^3 - 181/40*z + 1
*
0 | 0.14269142801313044425853001216465244505 | 0.027008503805552750561034897903461929052
f(z) = 21/44*z^3 - 197/44*z + 1
*
0 | 0.12349339223321421715864393401951660163 | 0.023705484304984083249390110280704319042
f(z) = 23/40*z^3 - 183/40*z + 1
*
0 | 0.11155232007809113065086359612740374371 | 0.021238863818934592818671753583381972874
f(z) = 23/42*z^3 - 191/42*z + 1
*
0 | 0.13797455828199758044817404768224059280 | 0.026065862981767524397170686574985482565
f(z) = 23/44*z^3 - 199/44*z + 1
*
-3 | 0.083327306908287490625925207364259543605 | 0.015864997900400189864423186224677638120
f(z) = 23/48*z^3 - 191/48*z + 1
*
[ 3 ] 
f(z) = 25/42*z^3 - 197/42*z + 1
*
-14/5 | 0.10960332196254253031104095252079422481 | 0.021083655776533991016170991591256644915
f(z) = 25/42*z^3 - 181/42*z + 1
*
[ 1/5 ] 
f(z) = 25/46*z^3 - 185/46*z + 1
*
[ 1/5 ] 
f(z) = 25/47*z^3 - 189/47*z + 1
*
[ 1/5 ] 
f(z) = 25/49*z^3 - 197/49*z + 1
*
[ 3 ] 
f(z) = 25/51*z^3 - 191/51*z + 1
*
13/5 | 0.15299712950155902281876369550200181267 | 0.029188194138708956649851002209376288543
f(z) = 25/52*z^3 - 189/52*z + 1
*
2/5 | 0.15421560095771231569625365796501535376 | 0.029303568217418300398441862633067470287
f(z) = 25/54*z^3 - 193/54*z + 1
*
3 | 0.21662030403672768531500760679879067052 | 0.025404208866138920566864107615573067322
f(z) = 25/54*z^3 - 187/50*z + 1
*
[ 3 ] 
f(z) = 25/57*z^3 - 187/57*z + 1
*
[ 3 ] 
f(z) = 26/51*z^3 - 200/51*z + 1
*
[ 3 ] 
f(z) = 26/57*z^3 - 196/57*z + 1
*
0 | 0.10967603458089843438348825302593348451 | 0.020966116862403353956496591694539303271
f(z) = 27/40*z^3 - 187/40*z + 1
*
5/3 | 0.13976794944607948457138669091723430541 | 0.026718609702682976770229413586964089981
f(z) = 27/56*z^3 - 187/56*z + 1
*
5/2 | 0.086537596286078399482032823780138979384 | 0.016443604540605881341845468486652227959
f(z) = 28/45*z^3 - 193/45*z + 1
*
[ -3 ] 
f(z) = 28/51*z^3 - 184/51*z + 1
*
0 | 0.13798196816145964132979162545109255304 | 0.026117101525142155292981652517115402608
f(z) = 29/42*z^3 - 197/42*z + 1
*
[ -3 ] 
f(z) = 29/48*z^3 - 197/48*z + 1
*
[ -3 ] 
f(z) = 29/51*z^3 - 193/51*z + 1
*
[ -3 ] 
f(z) = 29/57*z^3 - 185/57*z + 1
*
0 | 0.15546978511963009756461300655910290339 | 0.029371024391689371136701586921722333137
f(z) = 31/42*z^3 - 199/42*z + 1
*
7/4 | 0.15766045243679103713168848655316182817 | 0.029756702275369752338223811071790359548
f(z) = 32/51*z^3 - 200/51*z + 1
*
1/3 | 0.14816859386730106754123318145924769698 | 0.027965216806904107797101455656224330907
f(z) = 36/49*z^3 - 200/49*z + 1
*
[ 5/2 ] 
f(z) = 36/55*z^3 - 192/55*z + 1
*
0 | 0.12845658069680450638788863451086300475 | 0.024710330682929241492041194786948706205
f(z) = 37/48*z^3 - 181/48*z + 1
*
-2 | 0.062260632845616656136805106883881488826 | 0.011976660267603594496797811357224875499
f(z) = 39/50*z^3 - 181/50*z + 1
*
-2 | 0.066079117349791662390235570035163400377 | 0.012657971901522676192773881094388557139
f(z) = 39/58*z^3 - 185/58*z + 1
*
[ 7/3 ] 
f(z) = 31/49*z^3 - 181/63*z + 1
*
[ 7/3 ] 
f(z) = 32/49*z^3 - 188/63*z + 1
*
-12/5 | 0.15754851756735250125434567973360526325 | 0.026741010132811386948771928690189733251
f(z) = 25/56*z^3 - 181/84*z + 1
*
[ -5/2 ] 
f(z) = 26/45*z^3 - 199/90*z + 1
*
[ 2 ] 
f(z) = 28/41*z^3 - 183/82*z + 1
*
[ 2 ] 
f(z) = 28/43*z^3 - 181/86*z + 1
*
[ 2 ] 
f(z) = 29/41*z^3 - 191/82*z + 1
*
[ 2 ] 
f(z) = 29/43*z^3 - 189/86*z + 1
*
[ 2 ] 
f(z) = 29/45*z^3 - 187/90*z + 1
*
[ 2 ] 
f(z) = 29/47*z^3 - 185/94*z + 1
*
[ 2 ] 
f(z) = 29/49*z^3 - 183/98*z + 1
*
[ 2 ] 
f(z) = 30/41*z^3 - 199/82*z + 1
*
[ 2 ] 
f(z) = 30/43*z^3 - 197/86*z + 1
*
[ 2 ] 
f(z) = 30/47*z^3 - 193/94*z + 1
*
[ 2 ] 
f(z) = 30/49*z^3 - 191/98*z + 1
*
[ 2 ] 
f(z) = 31/49*z^3 - 199/98*z + 1
*
-9/4 | 0.11878113962686090343308829160493986028 | 0.022439882750006421891038610445403234799
f(z) = 32/45*z^3 - 199/90*z + 1
*
[ -2 ] 
f(z) = 38/41*z^3 - 181/82*z + 1
*
[ -2 ] 
f(z) = 39/41*z^3 - 189/82*z + 1
*
[ -2 ] 
f(z) = 39/43*z^3 - 183/86*z + 1
*
-50/21 | 0.20179905666558550964052836270571285690 | 0.027408499154018535102729374794965725646
f(z) = 21/40*z^3 - 197/105*z + 1
*
[ 12/5 ] 
f(z) = 23/54*z^3 - 187/100*z + 1
*
8/5 | 0.15018753336927961502576563728205057684 | 0.028538167358951482269210950744417729442
f(z) = 25/52*z^3 - 193/104*z + 1
*
[ 2/5 ] 
f(z) = 25/59*z^3 - 185/118*z + 1
*
[ 2 ] 
f(z) = 29/51*z^3 - 181/102*z + 1
*
[ 2 ] 
f(z) = 30/53*z^3 - 187/106*z + 1
*
[ 2 ] 
f(z) = 30/59*z^3 - 181/118*z + 1
*
[ 2 ] 
f(z) = 31/51*z^3 - 197/102*z + 1
*
[ 2 ] 
f(z) = 31/53*z^3 - 195/106*z + 1
*
[ -12/5 ] 
f(z) = 31/54*z^3 - 189/100*z + 1
*
[ 2 ] 
f(z) = 31/55*z^3 - 193/110*z + 1
*
[ 2 ] 
f(z) = 31/57*z^3 - 191/114*z + 1
*
[ 2 ] 
f(z) = 31/59*z^3 - 189/118*z + 1
*
[ 2 ] 
f(z) = 32/59*z^3 - 197/118*z + 1
*
[ 7/4 ] 
f(z) = 33/49*z^3 - 183/112*z + 1
*
[ 7/17 ] 
f(z) = 34/49*z^3 - 184/119*z + 1
*
2/3 | 0.14287766081545940922114205411684073319 | 0.027043753781115107085360615541993474705
f(z) = 36/55*z^3 - 197/110*z + 1
*
[ 2/5 ] 
f(z) = 21/40*z^3 - 198/125*z + 1
*
[ 2/5 ] 
f(z) = 23/40*z^3 - 199/125*z + 1
*
[ 9/5 ] 
f(z) = 25/42*z^3 - 187/126*z + 1
*
[ 3/2 ] 
f(z) = 36/43*z^3 - 200/129*z + 1
*
[ 3/2 ] 
f(z) = 36/47*z^3 - 196/141*z + 1
*
[ 3/2 ] 
f(z) = 36/49*z^3 - 194/147*z + 1
*
[ 3/2 ] 
f(z) = 36/53*z^3 - 190/159*z + 1
*
[ 1/2 ] 
f(z) = 21/40*z^3 - 181/160*z + 1
*
[ 1/2 ] 
f(z) = 21/41*z^3 - 185/164*z + 1
*
[ 1/2 ] 
f(z) = 21/43*z^3 - 193/172*z + 1
*
[ 1/2 ] 
f(z) = 21/44*z^3 - 197/176*z + 1
*
[ 1/2 ] 
f(z) = 23/40*z^3 - 183/160*z + 1
*
[ 1/2 ] 
f(z) = 23/41*z^3 - 187/164*z + 1
*
[ 1/2 ] 
f(z) = 23/42*z^3 - 191/168*z + 1
*
[ 1/2 ] 
f(z) = 23/43*z^3 - 195/172*z + 1
*
[ 1/2 ] 
f(z) = 23/44*z^3 - 199/176*z + 1
*
[ 1/2 ] 
f(z) = 25/41*z^3 - 189/164*z + 1
*
[ 1/2 ] 
f(z) = 25/43*z^3 - 197/172*z + 1
*
[ 1/2 ] 
f(z) = 27/40*z^3 - 187/160*z + 1
*
[ 1/2 ] 
f(z) = 27/41*z^3 - 191/164*z + 1
*
[ 1/2 ] 
f(z) = 27/43*z^3 - 199/172*z + 1
*
-11/9 | 0.14315223958938036670463954001083550164 | 0.027121851045625098981963249339328592373
f(z) = 27/55*z^3 - 196/165*z + 1
*
0 | 0.11808972075805159753861141753739318658 | 0.022439040969391533858600789128221913736
f(z) = 27/56*z^3 - 193/168*z + 1
*
[ 1/2 ] 
f(z) = 29/40*z^3 - 189/160*z + 1
*
[ 1/2 ] 
f(z) = 29/41*z^3 - 193/164*z + 1
*
[ 1/2 ] 
f(z) = 29/42*z^3 - 197/168*z + 1
*
[ 1/2 ] 
f(z) = 31/40*z^3 - 191/160*z + 1
*
[ 1/2 ] 
f(z) = 31/41*z^3 - 195/164*z + 1
*
[ 1/2 ] 
f(z) = 31/42*z^3 - 199/168*z + 1
*
[ 1/2 ] 
f(z) = 33/40*z^3 - 193/160*z + 1
*
[ 1/2 ] 
f(z) = 33/41*z^3 - 197/164*z + 1
*
[ 7/5 ] 
f(z) = 33/49*z^3 - 181/175*z + 1
*
[ 7/5 ] 
f(z) = 34/49*z^3 - 188/175*z + 1
*
[ 1/2 ] 
f(z) = 35/41*z^3 - 199/164*z + 1
*
-8/7 | 0.13872487794114081158224063637141220216 | 0.023546037906140149811201142695451433593
f(z) = 35/48*z^3 - 181/168*z + 1
*
[ 3/2 ] 
f(z) = 36/55*z^3 - 188/165*z + 1
*
[ 3/2 ] 
f(z) = 36/59*z^3 - 184/177*z + 1
*
[ 1/2 ] 
f(z) = 37/40*z^3 - 197/160*z + 1
*
[ 1/2 ] 
f(z) = 39/40*z^3 - 199/160*z + 1
*
[ 8/5 ] 
f(z) = 25/46*z^3 - 187/184*z + 1
*
[ 12/7 ] 
f(z) = 25/54*z^3 - 185/196*z + 1
*
[ 14/27 ] 
f(z) = 27/56*z^3 - 200/189*z + 1
*
[ 4/3 ] 
f(z) = 29/40*z^3 - 187/180*z + 1
*
[ 3/2 ] 
f(z) = 29/48*z^3 - 197/192*z + 1
*
0 | 0.14604313087806146652198012673367360567 | 0.027669563908138501718173417582041016824
f(z) = 36/49*z^3 - 193/196*z + 1
*
10/13 | 0.19094119876844211678290487251407805014 | 0.025933776754887221554551579701726274853
f(z) = 39/40*z^3 - 197/195*z + 1
*
[ 3/2 ] 
f(z) = 29/51*z^3 - 193/204*z + 1
*
[ 3/2 ] 
f(z) = 29/57*z^3 - 185/228*z + 1
*
[ 2/3 ] 
f(z) = 35/52*z^3 - 187/234*z + 1
*
[ 4/3 ] 
f(z) = 36/59*z^3 - 197/236*z + 1
*
[ 2/3 ] 
f(z) = 37/52*z^3 - 191/234*z + 1
*
[ 17/10 ] 
f(z) = 20/51*z^3 - 184/255*z + 1
*
[ 2/3 ] 
f(z) = 21/43*z^3 - 185/258*z + 1
*
[ 2/3 ] 
f(z) = 24/41*z^3 - 187/246*z + 1
*
[ 2/3 ] 
f(z) = 24/43*z^3 - 193/258*z + 1
*
[ 7/6 ] 
f(z) = 31/49*z^3 - 181/252*z + 1
*
[ 4/3 ] 
f(z) = 31/56*z^3 - 185/252*z + 1
*
[ 5/4 ] 
f(z) = 32/51*z^3 - 199/255*z + 1
*
[ 15/17 ] 
f(z) = 34/45*z^3 - 184/255*z + 1
*
[ 3/4 ] 
f(z) = 37/45*z^3 - 191/240*z + 1
*
[ 5/4 ] 
f(z) = 32/53*z^3 - 197/265*z + 1
*
[ 10/9 ] 
f(z) = 33/50*z^3 - 193/270*z + 1
*
[ 5/7 ] 
f(z) = 21/40*z^3 - 187/280*z + 1
*
[ 2/3 ] 
f(z) = 21/47*z^3 - 197/282*z + 1
*
[ 3/2 ] 
f(z) = 22/49*z^3 - 199/294*z + 1
*
[ 5/4 ] 
f(z) = 32/57*z^3 - 193/285*z + 1
*
[ 5/4 ] 
f(z) = 32/59*z^3 - 191/295*z + 1
*
[ 5/6 ] 
f(z) = 36/59*z^3 - 184/295*z + 1
*
[ 6/7 ] 
f(z) = 37/54*z^3 - 197/294*z + 1
*
[ 7 ] 
f(z) = 24/49*z^3 - 162/7*z + 1
*
[ 7 ] 
f(z) = 25/49*z^3 - 169/7*z + 1
*
[ -7 ] 
f(z) = 25/49*z^3 - 167/7*z + 1
*
[ 7 ] 
f(z) = 26/49*z^3 - 176/7*z + 1
*
[ -7 ] 
f(z) = 26/49*z^3 - 174/7*z + 1
*
4 | 0.16012868178181227151507512519264026740 | 0.024711046390428318446273528338888698427
f(z) = 37/48*z^3 - 163/12*z + 1
*
[ 5 ] 
f(z) = 37/50*z^3 - 177/10*z + 1
*
[ -5 ] 
f(z) = 37/50*z^3 - 173/10*z + 1
*
10/3 | 0.19974032172467214832004575565638275325 | 0.027821667850595179283434244731111174464
f(z) = 39/40*z^3 - 164/15*z + 1
*
-4 | 0.16847031295569224288854015224703960321 | 0.029112372633071323046516609949356266581
f(z) = 21/40*z^3 - 163/20*z + 1
*
[ 4 ] 
f(z) = 23/40*z^3 - 169/20*z + 1
*
[ 4 ] 
f(z) = 23/56*z^3 - 163/28*z + 1
*
[ 21/5 ] 
f(z) = 25/49*z^3 - 173/21*z + 1
*
[ -21/5 ] 
f(z) = 25/49*z^3 - 163/21*z + 1
*
-39/10 | 0.20156474435042523921082000810382358131 | 0.027692680303903405743679375144766550471
f(z) = 25/54*z^3 - 161/24*z + 1
*
[ 4 ] 
f(z) = 25/56*z^3 - 179/28*z + 1
*
[ -4 ] 
f(z) = 25/56*z^3 - 165/28*z + 1
*
[ 7/2 ] 
f(z) = 27/49*z^3 - 169/28*z + 1
*
-10/3 | 0.21240548808706586156007077348673802106 | 0.029274731728726631780660732393649034820
f(z) = 27/56*z^3 - 177/35*z + 1
*
[ 10/3 ] 
f(z) = 27/56*z^3 - 163/35*z + 1
*
[ -7/2 ] 
f(z) = 29/49*z^3 - 167/28*z + 1
*
21/8 | 0.16640670483893865364703949381399126355 | 0.026768095345448843747671482350732297769
f(z) = 32/45*z^3 - 167/30*z + 1
*
3 | 0.19237028997819398142405809315813444643 | 0.026170990646252320031507277130868034411
f(z) = 35/54*z^3 - 173/30*z + 1
*
[ 3 ] 
f(z) = 22/51*z^3 - 164/51*z + 1
*
[ 3 ] 
f(z) = 23/42*z^3 - 179/42*z + 1
*
[ 3 ] 
f(z) = 23/48*z^3 - 175/48*z + 1
*
[ 3 ] 
f(z) = 23/51*z^3 - 173/51*z + 1
*
[ 3 ] 
f(z) = 23/57*z^3 - 169/57*z + 1
*
7/6 | 0.086220837041907965210568639663040168345 | 0.012185297638668851522438083715800384700
f(z) = 24/49*z^3 - 169/42*z + 1
*
1/2 | 0.13768948947379837116674682976717135676 | 0.026779171363646018595852904248238608194
f(z) = 24/55*z^3 - 171/55*z + 1
*
[ 1/5 ] 
f(z) = 25/41*z^3 - 165/41*z + 1
*
7/5 | 0.15105061593909822016163968317986360748 | 0.029654107481590754724324556100467447944
f(z) = 25/42*z^3 - 163/42*z + 1
*
[ 1/5 ] 
f(z) = 25/43*z^3 - 173/43*z + 1
*
[ 1/5 ] 
f(z) = 25/44*z^3 - 177/44*z + 1
*
9/5 | 0.13875686066214309976282036866787256436 | 0.027048655026754043598735024467545640125
f(z) = 25/44*z^3 - 169/44*z + 1
*
[ -3 ] 
f(z) = 25/48*z^3 - 161/48*z + 1
*
7/5 | 0.15336793819884399475132281789195965227 | 0.029629733706057634207702359317419291715
f(z) = 25/56*z^3 - 177/56*z + 1
*
[ -3 ] 
f(z) = 26/51*z^3 - 166/51*z + 1
*
-8/3 | 0.095714628738277838890044163221933826784 | 0.018491472172054796593938293446104787983
f(z) = 27/40*z^3 - 177/40*z + 1
*
[ 8/3 ] 
f(z) = 27/40*z^3 - 167/40*z + 1
*
1/3 | 0.10107521394207166262786907112049237627 | 0.019842986003919683561343279462323498219
f(z) = 27/40*z^3 - 163/40*z + 1
*
1/3 | 0.14346413688796615964374926585351551209 | 0.027656346039739750672895214720088456740
f(z) = 27/44*z^3 - 179/44*z + 1
*
8/3 | 0.14286747505496958990851381870586508819 | 0.027541324359199861721517562529025724908
f(z) = 27/52*z^3 - 179/52*z + 1
*
-7/3 | 0.12184094122267763650765396241126007930 | 0.023487927403720464973804741895940038630
f(z) = 27/56*z^3 - 179/56*z + 1
*
1/2 | 0.14632402675554394819842384491115367832 | 0.028426262022164532163563890034081318196
f(z) = 28/55*z^3 - 172/55*z + 1
*
[ -3 ] 
f(z) = 28/57*z^3 - 176/57*z + 1
*
-5/2 | 0.19249662254452763919692062158017084539 | 0.028563141031287979353330494411954699316
f(z) = 29/50*z^3 - 169/40*z + 1
*
0 | 0.15294669978743376079150241239077761405 | 0.029613366470488089025149385491466629964
f(z) = 31/48*z^3 - 175/48*z + 1
*
[ 5/2 ] 
f(z) = 32/45*z^3 - 173/45*z + 1
*
[ 21/8 ] 
f(z) = 32/49*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 32/53*z^3 - 161/53*z + 1
*
1/2 | 0.14328100265471582067865404785686705415 | 0.027803783276633983292978766133574142316
f(z) = 32/55*z^3 - 173/55*z + 1
*
[ 1/4 ] 
f(z) = 32/57*z^3 - 173/57*z + 1
*
[ 1/4 ] 
f(z) = 32/59*z^3 - 179/59*z + 1
*
-2 | 0.065486335746844906179138570560042069739 | 0.012887448241298375496464972087484118544
f(z) = 33/58*z^3 - 161/58*z + 1
*
-2 | 0.061153049637554279479267460516972856775 | 0.012005506204027965343191512035891293531
f(z) = 35/46*z^3 - 163/46*z + 1
*
0 | 0.14352588543547174623665063711173872094 | 0.027668249636236479449496064043160691824
f(z) = 35/48*z^3 - 179/48*z + 1
*
-2 | 0.051151527488074813849734957878813356760 | 0.0099944488725203593970007012350926082588
f(z) = 35/54*z^3 - 167/54*z + 1
*
-2 | 0.065799486111468399651111804928847284722 | 0.012826663793586246343891718078172758657
f(z) = 35/58*z^3 - 169/58*z + 1
*
0 | 0.11330859474974253951025221010316003420 | 0.022244631221176964843278301158248074598
f(z) = 37/42*z^3 - 163/42*z + 1
*
-2 | 0.059694348836583157390458472229721682839 | 0.011609929000719570283770471002830954971
f(z) = 37/46*z^3 - 171/46*z + 1
*
-2 | 0.063002561463582178119424346504404525157 | 0.012225693095040584168628529083879276622
f(z) = 37/50*z^3 - 173/50*z + 1
*
[ 5/2 ] 
f(z) = 37/50*z^3 - 161/40*z + 1
*
-2 | 0.066000990301319618359815770337442219883 | 0.012750981658426787854551762311525234144
f(z) = 37/58*z^3 - 177/58*z + 1
*
-2 | 0.058632056359432115913165503548857063066 | 0.011302813893929992481246718820821972837
f(z) = 39/46*z^3 - 179/46*z + 1
*
[ 5/2 ] 
f(z) = 39/50*z^3 - 171/40*z + 1
*
[ 14/5 ] 
f(z) = 20/49*z^3 - 179/70*z + 1
*
4/3 | 0.17203993936296348199074720578513560270 | 0.029792779232477012297193601252700659084
f(z) = 21/40*z^3 - 161/60*z + 1
*
2/3 | 0.16997645456313823901469718014066607097 | 0.028904940242019759775991433001727036658
f(z) = 21/44*z^3 - 179/66*z + 1
*
-2 | 0.19371966990745480723936286061337529330 | 0.029783377479433164869765427948323255074
f(z) = 25/48*z^3 - 167/60*z + 1
*
[ 20/9 ] 
f(z) = 27/40*z^3 - 167/60*z + 1
*
-2/3 | 0.12451618301788874626705829906220949342 | 0.021562918269205563819097415733558185419
f(z) = 27/52*z^3 - 161/78*z + 1
*
[ 7/3 ] 
f(z) = 29/49*z^3 - 167/63*z + 1
*
[ -12/5 ] 
f(z) = 35/48*z^3 - 167/60*z + 1
*
4/5 | 0.15777916150134639984025352799712662874 | 0.024348468593622657268543878177938284208
f(z) = 35/48*z^3 - 163/60*z + 1
*
[ 15/7 ] 
f(z) = 35/54*z^3 - 171/70*z + 1
*
[ -7/3 ] 
f(z) = 37/49*z^3 - 169/63*z + 1
*
[ -7/3 ] 
f(z) = 38/49*z^3 - 176/63*z + 1
*
[ -12/5 ] 
f(z) = 25/42*z^3 - 169/84*z + 1
*
[ 12/5 ] 
f(z) = 25/56*z^3 - 167/84*z + 1
*
[ 2 ] 
f(z) = 26/41*z^3 - 167/82*z + 1
*
[ 2 ] 
f(z) = 26/43*z^3 - 165/86*z + 1
*
[ 2 ] 
f(z) = 26/45*z^3 - 163/90*z + 1
*
[ 2 ] 
f(z) = 26/47*z^3 - 161/94*z + 1
*
[ 2 ] 
f(z) = 27/41*z^3 - 175/82*z + 1
*
[ 2 ] 
f(z) = 27/43*z^3 - 173/86*z + 1
*
[ 2 ] 
f(z) = 27/47*z^3 - 169/94*z + 1
*
[ 2 ] 
f(z) = 27/49*z^3 - 167/98*z + 1
*
[ 2 ] 
f(z) = 28/45*z^3 - 179/90*z + 1
*
[ 2 ] 
f(z) = 28/47*z^3 - 177/94*z + 1
*
5/8 | 0.082483329502879990136759565891296994886 | 0.016078939192879734488299908577438810446
f(z) = 32/45*z^3 - 169/90*z + 1
*
4/7 | 0.16604553145107116406863619174555886486 | 0.025528624658213054354586445451249096355
f(z) = 35/48*z^3 - 167/84*z + 1
*
[ -2 ] 
f(z) = 36/41*z^3 - 165/82*z + 1
*
[ -2 ] 
f(z) = 37/41*z^3 - 173/82*z + 1
*
[ -2 ] 
f(z) = 37/43*z^3 - 167/86*z + 1
*
[ -2 ] 
f(z) = 37/45*z^3 - 161/90*z + 1
*
[ -2 ] 
f(z) = 38/43*z^3 - 175/86*z + 1
*
[ -2 ] 
f(z) = 38/45*z^3 - 169/90*z + 1
*
[ -2 ] 
f(z) = 38/47*z^3 - 163/94*z + 1
*
[ -2 ] 
f(z) = 39/47*z^3 - 171/94*z + 1
*
[ -2 ] 
f(z) = 39/49*z^3 - 165/98*z + 1
*
4/3 | 0.11685917354260769786933659688462282975 | 0.020109505806836003742349341515194071808
f(z) = 39/56*z^3 - 167/84*z + 1
*
-50/23 | 0.19696498393503878716119278508575606426 | 0.027458485846463733864937830324368646840
f(z) = 23/40*z^3 - 163/115*z + 1
*
[ 10/23 ] 
f(z) = 23/40*z^3 - 162/115*z + 1
*
[ 2/5 ] 
f(z) = 25/51*z^3 - 161/102*z + 1
*
[ 2/5 ] 
f(z) = 25/53*z^3 - 167/106*z + 1
*
[ 2/5 ] 
f(z) = 25/57*z^3 - 179/114*z + 1
*
[ -5/2 ] 
f(z) = 26/55*z^3 - 171/110*z + 1
*
[ 2 ] 
f(z) = 27/53*z^3 - 163/106*z + 1
*
[ 2 ] 
f(z) = 27/55*z^3 - 161/110*z + 1
*
[ 2 ] 
f(z) = 28/51*z^3 - 173/102*z + 1
*
[ 2 ] 
f(z) = 28/53*z^3 - 171/106*z + 1
*
[ 2 ] 
f(z) = 28/55*z^3 - 169/110*z + 1
*
[ 2 ] 
f(z) = 28/57*z^3 - 167/114*z + 1
*
[ 2 ] 
f(z) = 28/59*z^3 - 165/118*z + 1
*
[ 2 ] 
f(z) = 29/53*z^3 - 179/106*z + 1
*
[ 12/29 ] 
f(z) = 29/54*z^3 - 175/116*z + 1
*
[ 2 ] 
f(z) = 29/55*z^3 - 177/110*z + 1
*
[ 2 ] 
f(z) = 29/57*z^3 - 175/114*z + 1
*
[ 2 ] 
f(z) = 29/59*z^3 - 173/118*z + 1
*
[ 7/4 ] 
f(z) = 31/49*z^3 - 169/112*z + 1
*
[ 3/8 ] 
f(z) = 32/51*z^3 - 179/102*z + 1
*
[ 2/5 ] 
f(z) = 35/44*z^3 - 179/110*z + 1
*
-4/3 | 0.19375693968363979773028972489426641120 | 0.029789107510943242535877869415084884714
f(z) = 35/48*z^3 - 167/108*z + 1
*
-4/3 | 0.14304658353842203389546707311863392337 | 0.021835571573321924169087875292176106258
f(z) = 37/48*z^3 - 175/108*z + 1
*
-9/5 | 0.11373580324476704452495074389591932840 | 0.022070515739145035161004685491266335953
f(z) = 25/42*z^3 - 173/126*z + 1
*
0 | 0.13970869346809166426859996641981791263 | 0.027494110571245364838611584687548590609
f(z) = 27/40*z^3 - 161/120*z + 1
*
-5/18 | 0.18881106969741067859946849935174972900 | 0.027919358522897752243985550044655107093
f(z) = 27/50*z^3 - 173/120*z + 1
*
[ 3/2 ] 
f(z) = 32/41*z^3 - 175/123*z + 1
*
[ 3/2 ] 
f(z) = 32/43*z^3 - 173/129*z + 1
*
[ 8/5 ] 
f(z) = 35/48*z^3 - 179/120*z + 1
*
[ 14/9 ] 
f(z) = 36/49*z^3 - 179/126*z + 1
*
[ 4/3 ] 
f(z) = 39/44*z^3 - 175/132*z + 1
*
[ 9/5 ] 
f(z) = 25/48*z^3 - 179/144*z + 1
*
[ 9/5 ] 
f(z) = 25/51*z^3 - 175/153*z + 1
*
[ 3/2 ] 
f(z) = 32/47*z^3 - 169/141*z + 1
*
[ 3/2 ] 
f(z) = 32/49*z^3 - 167/147*z + 1
*
[ 3/2 ] 
f(z) = 32/53*z^3 - 163/159*z + 1
*
[ 11/6 ] 
f(z) = 24/55*z^3 - 167/165*z + 1
*
[ 14/25 ] 
f(z) = 25/56*z^3 - 162/175*z + 1
*
[ 9/5 ] 
f(z) = 25/57*z^3 - 167/171*z + 1
*
[ 7/5 ] 
f(z) = 31/49*z^3 - 167/175*z + 1
*
[ 7/5 ] 
f(z) = 32/49*z^3 - 174/175*z + 1
*
[ 3/2 ] 
f(z) = 32/55*z^3 - 161/165*z + 1
*
[ 6/11 ] 
f(z) = 33/40*z^3 - 178/165*z + 1
*
10/11 | 0.17585790234584972891114086736161886573 | 0.024314169904350687861235082718983226805
f(z) = 33/40*z^3 - 173/165*z + 1
*
[ 5/4 ] 
f(z) = 39/50*z^3 - 163/160*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.027810081241310723363286610774420980132
f(z) = 39/55*z^3 - 172/165*z + 1
*
[ 22/15 ] 
f(z) = 25/44*z^3 - 179/198*z + 1
*
[ 3/2 ] 
f(z) = 25/48*z^3 - 161/192*z + 1
*
-2 | 0.18225552423366503089273148447181950612 | 0.024894253552026159618082949513870588491
f(z) = 27/56*z^3 - 179/189*z + 1
*
[ 2/3 ] 
f(z) = 31/44*z^3 - 161/198*z + 1
*
[ 2/3 ] 
f(z) = 35/44*z^3 - 169/198*z + 1
*
[ 2/3 ] 
f(z) = 37/44*z^3 - 173/198*z + 1
*
[ 8/5 ] 
f(z) = 25/54*z^3 - 175/216*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 28/51*z^3 - 163/204*z + 1
*
[ -5/3 ] 
f(z) = 36/41*z^3 - 172/205*z + 1
*
[ 5/6 ] 
f(z) = 36/41*z^3 - 166/205*z + 1
*
[ 5/6 ] 
f(z) = 36/43*z^3 - 168/215*z + 1
*
[ 2/3 ] 
f(z) = 23/52*z^3 - 163/234*z + 1
*
[ 2/3 ] 
f(z) = 25/52*z^3 - 167/234*z + 1
*
[ 8/5 ] 
f(z) = 25/58*z^3 - 169/232*z + 1
*
[ 2/3 ] 
f(z) = 29/52*z^3 - 175/234*z + 1
*
[ 2/3 ] 
f(z) = 31/52*z^3 - 179/234*z + 1
*
[ 14/17 ] 
f(z) = 34/49*z^3 - 163/238*z + 1
*
[ 4/5 ] 
f(z) = 35/44*z^3 - 167/220*z + 1
*
[ 5/6 ] 
f(z) = 36/47*z^3 - 172/235*z + 1
*
[ 7/8 ] 
f(z) = 38/49*z^3 - 165/224*z + 1
*
[ 2/3 ] 
f(z) = 21/41*z^3 - 179/246*z + 1
*
[ 3/4 ] 
f(z) = 24/41*z^3 - 163/246*z + 1
*
[ 3/4 ] 
f(z) = 24/43*z^3 - 167/258*z + 1
*
[ 6/5 ] 
f(z) = 25/41*z^3 - 175/246*z + 1
*
[ 6/5 ] 
f(z) = 25/43*z^3 - 173/258*z + 1
*
0 | 0.16229728276569931897295140070588495970 | 0.029612839859688013470708952176188620760
f(z) = 25/48*z^3 - 173/240*z + 1
*
[ 3/4 ] 
f(z) = 29/45*z^3 - 167/240*z + 1
*
[ 7/6 ] 
f(z) = 29/49*z^3 - 167/252*z + 1
*
[ 4/3 ] 
f(z) = 29/56*z^3 - 169/252*z + 1
*
[ 3/4 ] 
f(z) = 31/45*z^3 - 173/240*z + 1
*
[ 5/6 ] 
f(z) = 36/49*z^3 - 174/245*z + 1
*
0 | 0.16133217163349535566995823798268525560 | 0.028817436916162644497961080045276819781
f(z) = 25/54*z^3 - 179/270*z + 1
*
[ 8/9 ] 
f(z) = 27/44*z^3 - 161/264*z + 1
*
[ 4/5 ] 
f(z) = 35/52*z^3 - 177/260*z + 1
*
[ 5/6 ] 
f(z) = 36/53*z^3 - 178/265*z + 1
*
[ 3/4 ] 
f(z) = 24/47*z^3 - 175/282*z + 1
*
[ 3/4 ] 
f(z) = 24/49*z^3 - 179/294*z + 1
*
[ 6/5 ] 
f(z) = 25/47*z^3 - 169/282*z + 1
*
[ 6/5 ] 
f(z) = 25/49*z^3 - 167/294*z + 1
*
[ 6/7 ] 
f(z) = 31/54*z^3 - 173/294*z + 1
*
[ 7 ] 
f(z) = 22/49*z^3 - 148/7*z + 1
*
[ -7 ] 
f(z) = 22/49*z^3 - 146/7*z + 1
*
[ 7 ] 
f(z) = 23/49*z^3 - 155/7*z + 1
*
[ -7 ] 
f(z) = 23/49*z^3 - 153/7*z + 1
*
[ -7 ] 
f(z) = 24/49*z^3 - 160/7*z + 1
*
[ 14/3 ] 
f(z) = 27/49*z^3 - 157/14*z + 1
*
[ -14/3 ] 
f(z) = 27/49*z^3 - 151/14*z + 1
*
[ 5 ] 
f(z) = 31/50*z^3 - 147/10*z + 1
*
[ -5 ] 
f(z) = 31/50*z^3 - 143/10*z + 1
*
10/3 | 0.20237753348427348558044812464452154151 | 0.028361322973120347520872988140111081360
f(z) = 33/40*z^3 - 157/15*z + 1
*
[ 5 ] 
f(z) = 33/50*z^3 - 157/10*z + 1
*
[ -5 ] 
f(z) = 33/50*z^3 - 153/10*z + 1
*
-4 | 0.10456903814677870026906894077630903899 | 0.016363865399579844274332524350747930514
f(z) = 35/48*z^3 - 149/12*z + 1
*
-4 | 0.15880255989034586008567501566563448287 | 0.024649060120241585276342634030177169750
f(z) = 37/48*z^3 - 157/12*z + 1
*
[ 6 ] 
f(z) = 37/54*z^3 - 143/6*z + 1
*
[ 10/3 ] 
f(z) = 39/40*z^3 - 152/15*z + 1
*
[ -10/3 ] 
f(z) = 39/40*z^3 - 143/15*z + 1
*
2/7 | 0.14337969491882020548665828995815061454 | 0.020057744834344518940654714381531895012
f(z) = 21/40*z^3 - 159/35*z + 1
*
[ 4 ] 
f(z) = 21/40*z^3 - 153/20*z + 1
*
[ -4 ] 
f(z) = 21/40*z^3 - 143/20*z + 1
*
10/3 | 0.18023106939749688191892573368403294702 | 0.027252472175532830471526623299053345835
f(z) = 21/50*z^3 - 149/30*z + 1
*
[ -4 ] 
f(z) = 23/40*z^3 - 159/20*z + 1
*
[ 7/2 ] 
f(z) = 23/49*z^3 - 141/28*z + 1
*
[ -4 ] 
f(z) = 23/56*z^3 - 149/28*z + 1
*
[ 7/2 ] 
f(z) = 25/49*z^3 - 155/28*z + 1
*
[ -7/2 ] 
f(z) = 27/49*z^3 - 153/28*z + 1
*
2/3 | 0.18470929033017929680609191590203820059 | 0.025931875350662216878794465920657047010
f(z) = 27/56*z^3 - 155/21*z + 1
*
[ -10/3 ] 
f(z) = 27/56*z^3 - 142/35*z + 1
*
3/4 | 0.082059700367653087219640653122365183963 | 0.013332508908276740106633607132418883506
f(z) = 32/45*z^3 - 157/30*z + 1
*
[ 3 ] 
f(z) = 20/51*z^3 - 146/51*z + 1
*
[ 3 ] 
f(z) = 20/57*z^3 - 142/57*z + 1
*
[ 3 ] 
f(z) = 22/57*z^3 - 160/57*z + 1
*
[ -3 ] 
f(z) = 23/42*z^3 - 151/42*z + 1
*
0 | 0.13842472560041988737370624783778529928 | 0.027663111699649931705048068232373972789
f(z) = 23/42*z^3 - 149/42*z + 1
*
[ -3 ] 
f(z) = 23/48*z^3 - 143/48*z + 1
*
0 | 0.086424690128127603409546395458964369065 | 0.017463908543261998347795348684616808516
f(z) = 23/59*z^3 - 141/59*z + 1
*
0 | 0.088100770405849435404244211157983665455 | 0.017777208401717779735264729073848237178
f(z) = 24/59*z^3 - 142/59*z + 1
*
-11/5 | 0.13627833277889846674600645079264247052 | 0.027383086946623684039239501041534127339
f(z) = 25/44*z^3 - 145/44*z + 1
*
7/5 | 0.10250348966649876396882289280549037124 | 0.020596538808733478549135977475292783387
f(z) = 25/48*z^3 - 145/48*z + 1
*
[ -3 ] 
f(z) = 25/51*z^3 - 157/51*z + 1
*
[ -3 ] 
f(z) = 25/57*z^3 - 149/57*z + 1
*
0 | 0.077025522719446554008284917249929695279 | 0.015564611018854768453552871553885243555
f(z) = 25/58*z^3 - 141/58*z + 1
*
0 | 0.089584537249951803675978944530176114882 | 0.018051046108461429988125680779404353411
f(z) = 25/59*z^3 - 143/59*z + 1
*
[ -3 ] 
f(z) = 26/57*z^3 - 158/57*z + 1
*
0 | 0.090923908869653542678969972451653344543 | 0.018295236337632786232568246786381462831
f(z) = 26/59*z^3 - 144/59*z + 1
*
[ 8/3 ] 
f(z) = 27/56*z^3 - 157/56*z + 1
*
0 | 0.079535111265233427853351470408630734817 | 0.016026113487471423074955612330043928270
f(z) = 27/58*z^3 - 143/58*z + 1
*
0 | 0.092149360146016953568903042381347535698 | 0.018516031782161912687413001606462767632
f(z) = 27/59*z^3 - 145/59*z + 1
*
[ 5/2 ] 
f(z) = 28/45*z^3 - 148/45*z + 1
*
1/2 | 0.11038517546665728208199308428587890779 | 0.022273815083467895871006098715656951442
f(z) = 28/45*z^3 - 142/45*z + 1
*
-5/2 | 0.14236255564424610328167179464427016269 | 0.028300231087006408758920995338547322523
f(z) = 28/55*z^3 - 153/55*z + 1
*
[ 5/2 ] 
f(z) = 28/55*z^3 - 142/55*z + 1
*
0 | 0.073335252120414738040615369317323927357 | 0.014797782745048161670322992641543781960
f(z) = 28/57*z^3 - 142/57*z + 1
*
0 | 0.093281821222595222639873007590531160579 | 0.018717733622125061758362728242362465866
f(z) = 28/59*z^3 - 146/59*z + 1
*
0 | 0.12852205926202175387172233880110827589 | 0.025483090614524454643189138286655841789
f(z) = 29/42*z^3 - 155/42*z + 1
*
-2 | 0.062849976377722067032021680995294780014 | 0.012700146656927272023633847800449567842
f(z) = 29/50*z^3 - 141/50*z + 1
*
-2 | 0.050209247455621870831158187177279284121 | 0.010117029888359084316131060269511136696
f(z) = 29/54*z^3 - 143/54*z + 1
*
0 | 0.063503117675502017942745969800843063547 | 0.012832127458632735239830772765583761241
f(z) = 29/56*z^3 - 141/56*z + 1
*
0 | 0.074359234074726849932599446855713520026 | 0.014983187992897656015055871917680438736
f(z) = 29/57*z^3 - 143/57*z + 1
*
0 | 0.094336458063393546277697529988039044515 | 0.018903463061162516496501397285340689310
f(z) = 29/59*z^3 - 147/59*z + 1
*
0 | 0.095324703955540292046383476625387874662 | 0.019075576288004597411555582809752803241
f(z) = 30/59*z^3 - 148/59*z + 1
*
0 | 0.12165247314924082934604277821482900550 | 0.024059841596419498568593430824565204261
f(z) = 31/42*z^3 - 157/42*z + 1
*
-2 | 0.061787456908670014280806144025565076076 | 0.012381182559677270022694374992338086087
f(z) = 31/46*z^3 - 147/46*z + 1
*
-2 | 0.063161368299495586762222155053450225676 | 0.012622311359426489111177586282056262746
f(z) = 31/50*z^3 - 149/50*z + 1
*
-2 | 0.050653238248746031344198176067362761098 | 0.010095757042904304393740319652493471412
f(z) = 31/54*z^3 - 151/54*z + 1
*
0 | 0.096877487038476876535794814553128890004 | 0.019576113851640882755852508892532688073
f(z) = 31/55*z^3 - 141/55*z + 1
*
0 | 0.068201597766583349613057788342435707122 | 0.013742440645983227011201545704994047507
f(z) = 31/56*z^3 - 143/56*z + 1
*
0 | 0.076228504571312191088307153327669647788 | 0.015316974649770255609113286321338479511
f(z) = 31/57*z^3 - 145/57*z + 1
*
-2 | 0.065060052080168895646619708549975846244 | 0.012933277996234598341153451251452244525
f(z) = 31/58*z^3 - 153/58*z + 1
*
0 | 0.083579869904646210683413038717187226091 | 0.016748021028492843110908989043588887706
f(z) = 31/58*z^3 - 147/58*z + 1
*
0 | 0.096255445790524667803042467001541373112 | 0.019235907003270272639650220994282503040
f(z) = 31/59*z^3 - 149/59*z + 1
*
1/2 | 0.13448929183075223913611049489184825391 | 0.027099234783763309295913439206208617708
f(z) = 32/45*z^3 - 143/45*z + 1
*
[ 1/4 ] 
f(z) = 32/47*z^3 - 143/47*z + 1
*
[ 1/4 ] 
f(z) = 32/49*z^3 - 149/49*z + 1
*
[ 1/4 ] 
f(z) = 32/51*z^3 - 155/51*z + 1
*
0 | 0.097719472162533225579582426956138359652 | 0.019718095693563567578289950225052878249
f(z) = 32/55*z^3 - 142/55*z + 1
*
0 | 0.077088913861415822519911401178956527712 | 0.015468498963305097722952566714355380921
f(z) = 32/57*z^3 - 146/57*z + 1
*
0 | 0.097135761579314358890432191794388205799 | 0.019385917329438016942643164285088871627
f(z) = 32/59*z^3 - 150/59*z + 1
*
-2 | 0.061658126783275988995186786419386667223 | 0.012225447063034729134664647828238238744
f(z) = 33/46*z^3 - 155/46*z + 1
*
-2 | 0.063318271846042894493088955034802019962 | 0.012522783559902722743083187336980453680
f(z) = 33/50*z^3 - 157/50*z + 1
*
[ 5/2 ] 
f(z) = 33/50*z^3 - 141/40*z + 1
*
0 | 0.059883515561769031102200869242453319340 | 0.012032694265183453310364216284990789185
f(z) = 33/56*z^3 - 145/56*z + 1
*
0 | 0.085276791267366530737203036699349582590 | 0.017041907737108322805475104839843145487
f(z) = 33/58*z^3 - 149/58*z + 1
*
0 | 0.097971401991996921485089399045771646495 | 0.019526796427243182377893881465747733686
f(z) = 33/59*z^3 - 151/59*z + 1
*
0 | 0.099287281244131846285485371131556765623 | 0.019978070655612462514010927597783285813
f(z) = 34/55*z^3 - 144/55*z + 1
*
0 | 0.078687393423419354012607872740296367817 | 0.015746257935956886483591321678300825323
f(z) = 34/57*z^3 - 148/57*z + 1
*
0 | 0.098767117414206270903113689221486687175 | 0.019659527531432789119933227498329100380
f(z) = 34/59*z^3 - 152/59*z + 1
*
0 | 0.10025732923101353861307325704911121540 | 0.020259081356107620064466737165554462358
f(z) = 35/53*z^3 - 141/53*z + 1
*
0 | 0.073741111127018546712446064943223297139 | 0.014858637862123980810473459925893803113
f(z) = 35/54*z^3 - 143/54*z + 1
*
0 | 0.079432381417262969694916062978552051653 | 0.015873947592699998174693263020093203115
f(z) = 35/57*z^3 - 149/57*z + 1
*
0 | 0.086817446580227742286690504168307406149 | 0.017303688333904313182798573997077938508
f(z) = 35/58*z^3 - 151/58*z + 1
*
0 | 0.099526887419245428419468584608378100233 | 0.019784935024443395428581481259686755828
f(z) = 35/59*z^3 - 153/59*z + 1
*
0 | 0.10094957276428315634496467572131523808 | 0.020369874007093615779950658204526348317
f(z) = 36/53*z^3 - 142/53*z + 1
*
[ -5/2 ] 
f(z) = 36/55*z^3 - 148/55*z + 1
*
0 | 0.10072362286766121124047637651887828138 | 0.020210989853997352787558122603112923306
f(z) = 36/55*z^3 - 146/55*z + 1
*
0 | 0.10025408622836192497053611786715435327 | 0.019903718407102288367553514568897563517
f(z) = 36/59*z^3 - 154/59*z + 1
*
0 | 0.076050750856425637854624870758708713069 | 0.015367638063081311594622493461525580744
f(z) = 37/52*z^3 - 141/52*z + 1
*
0 | 0.10161544239341526882772949875263668980 | 0.020475241512465725628915763157446022158
f(z) = 37/53*z^3 - 143/53*z + 1
*
0 | 0.075109570324960684631849164411558838246 | 0.015092141595750515882948454240146804652
f(z) = 37/54*z^3 - 145/54*z + 1
*
0 | 0.10139947686791433954859382837053089953 | 0.020318774996891897069371767190039558172
f(z) = 37/55*z^3 - 147/55*z + 1
*
0 | 0.069912527656428680070185751263846652978 | 0.013971478385641713658896397395467916386
f(z) = 37/56*z^3 - 149/56*z + 1
*
0 | 0.080833631823415969511959807522675406033 | 0.016111047111681710323934191709299582210
f(z) = 37/57*z^3 - 151/57*z + 1
*
0 | 0.088230259373432555810430358451209465777 | 0.017539280029324015651784429107566298517
f(z) = 37/58*z^3 - 153/58*z + 1
*
0 | 0.10095160482657065131902997623046852697 | 0.020016477391110048182251714328052705433
f(z) = 37/59*z^3 - 155/59*z + 1
*
0 | 0.10225698038376524798056783176500810631 | 0.020575618080560349677600440448657497003
f(z) = 38/53*z^3 - 144/53*z + 1
*
0 | 0.10205012759262067951281581413367874181 | 0.020421411379379354907378752874928744283
f(z) = 38/55*z^3 - 148/55*z + 1
*
0 | 0.10162194292078659748283559903894506091 | 0.020123730810323871703264828394180953328
f(z) = 38/59*z^3 - 156/59*z + 1
*
0 | 0.10287598994136546819432992527498383121 | 0.020671387151872994838003698158387646407
f(z) = 39/53*z^3 - 145/53*z + 1
*
0 | 0.10267748972366271941597536562201460398 | 0.020519302855361585852304967915512560446
f(z) = 39/55*z^3 - 149/55*z + 1
*
0 | 0.074052057508927359932390609940288467648 | 0.014759403485044034716246644107895590661
f(z) = 39/56*z^3 - 151/56*z + 1
*
0 | 0.089536152113487450261729821662726401513 | 0.017753044813358942675522283756944894612
f(z) = 39/58*z^3 - 155/58*z + 1
*
0 | 0.10226727941604944775886977426484734383 | 0.020225931126187523824053244560509470016
f(z) = 39/59*z^3 - 157/59*z + 1
*
2 | 0.17920983491706526874672878308599761249 | 0.028225848443446865284072577339714767633
f(z) = 25/48*z^3 - 143/60*z + 1
*
[ 7/3 ] 
f(z) = 26/49*z^3 - 146/63*z + 1
*
4/9 | 0.15101640732484404602091483469145074620 | 0.026700252117754352826935751079532909674
f(z) = 27/40*z^3 - 143/60*z + 1
*
[ -22/9 ] 
f(z) = 27/44*z^3 - 149/66*z + 1
*
-2/3 | 0.15526477142416733943001023801925011002 | 0.027451378399655295074200581312772471543
f(z) = 27/50*z^3 - 143/75*z + 1
*
[ -7/3 ] 
f(z) = 34/49*z^3 - 148/63*z + 1
*
3/5 | 0.12545049093750269951187381549570463011 | 0.015066820894188285848645722421575175544
f(z) = 35/54*z^3 - 153/70*z + 1
*
[ -5/2 ] 
f(z) = 22/45*z^3 - 149/90*z + 1
*
[ 2 ] 
f(z) = 23/41*z^3 - 143/82*z + 1
*
[ 2 ] 
f(z) = 23/43*z^3 - 141/86*z + 1
*
[ 2 ] 
f(z) = 24/41*z^3 - 151/82*z + 1
*
[ 2 ] 
f(z) = 24/43*z^3 - 149/86*z + 1
*
[ 2 ] 
f(z) = 24/47*z^3 - 145/94*z + 1
*
[ 2 ] 
f(z) = 24/49*z^3 - 143/98*z + 1
*
[ 2 ] 
f(z) = 25/41*z^3 - 159/82*z + 1
*
[ 2 ] 
f(z) = 25/43*z^3 - 157/86*z + 1
*
[ 2 ] 
f(z) = 25/47*z^3 - 153/94*z + 1
*
[ 2/5 ] 
f(z) = 25/47*z^3 - 149/94*z + 1
*
[ 2/5 ] 
f(z) = 25/49*z^3 - 155/98*z + 1
*
[ 2 ] 
f(z) = 25/49*z^3 - 151/98*z + 1
*
[ 21/10 ] 
f(z) = 25/49*z^3 - 145/84*z + 1
*
[ 2 ] 
f(z) = 26/49*z^3 - 159/98*z + 1
*
[ 3/7 ] 
f(z) = 31/54*z^3 - 141/98*z + 1
*
-1/2 | 0.13524126383062696054652266434789893298 | 0.026955096831210631392358874315914534301
f(z) = 32/45*z^3 - 151/90*z + 1
*
[ -2 ] 
f(z) = 33/41*z^3 - 141/82*z + 1
*
4/3 | 0.15156102858933173421375385991584334228 | 0.026541102465399441902150655990288462312
f(z) = 33/56*z^3 - 151/84*z + 1
*
[ -2 ] 
f(z) = 34/41*z^3 - 149/82*z + 1
*
[ -2 ] 
f(z) = 34/43*z^3 - 143/86*z + 1
*
[ -2 ] 
f(z) = 35/41*z^3 - 157/82*z + 1
*
[ -2 ] 
f(z) = 35/43*z^3 - 151/86*z + 1
*
[ 12/7 ] 
f(z) = 35/48*z^3 - 145/84*z + 1
*
[ 9/5 ] 
f(z) = 35/54*z^3 - 149/90*z + 1
*
[ -2 ] 
f(z) = 36/43*z^3 - 159/86*z + 1
*
[ -2 ] 
f(z) = 36/47*z^3 - 147/94*z + 1
*
[ -2 ] 
f(z) = 36/49*z^3 - 141/98*z + 1
*
[ -2 ] 
f(z) = 37/47*z^3 - 155/94*z + 1
*
[ -2 ] 
f(z) = 37/49*z^3 - 149/98*z + 1
*
[ 5/3 ] 
f(z) = 37/50*z^3 - 149/90*z + 1
*
[ 3/7 ] 
f(z) = 37/54*z^3 - 143/98*z + 1
*
[ -2 ] 
f(z) = 38/49*z^3 - 157/98*z + 1
*
[ 2 ] 
f(z) = 25/51*z^3 - 149/102*z + 1
*
[ 2 ] 
f(z) = 25/53*z^3 - 147/106*z + 1
*
[ 2 ] 
f(z) = 25/57*z^3 - 143/114*z + 1
*
[ 2 ] 
f(z) = 25/59*z^3 - 141/118*z + 1
*
[ 2 ] 
f(z) = 26/51*z^3 - 157/102*z + 1
*
[ 2 ] 
f(z) = 26/53*z^3 - 155/106*z + 1
*
[ 2 ] 
f(z) = 26/55*z^3 - 153/110*z + 1
*
[ 2 ] 
f(z) = 26/57*z^3 - 151/114*z + 1
*
[ 2 ] 
f(z) = 26/59*z^3 - 149/118*z + 1
*
[ 7/4 ] 
f(z) = 27/49*z^3 - 141/112*z + 1
*
[ 2 ] 
f(z) = 27/59*z^3 - 157/118*z + 1
*
[ 3/7 ] 
f(z) = 28/45*z^3 - 152/105*z + 1
*
[ -15/7 ] 
f(z) = 28/45*z^3 - 146/105*z + 1
*
-4/3 | 0.15952744928561780714178443494571448191 | 0.025125839818943580277529011235139774353
f(z) = 29/48*z^3 - 143/108*z + 1
*
[ 7/4 ] 
f(z) = 29/49*z^3 - 155/112*z + 1
*
-11/8 | 0.14315185811231319634670518980722356320 | 0.028531766767705154061126262171467221301
f(z) = 32/55*z^3 - 151/110*z + 1
*
[ 5/11 ] 
f(z) = 33/50*z^3 - 147/110*z + 1
*
[ -2 ] 
f(z) = 37/51*z^3 - 143/102*z + 1
*
[ -2 ] 
f(z) = 38/51*z^3 - 151/102*z + 1
*
[ -2 ] 
f(z) = 38/53*z^3 - 145/106*z + 1
*
[ -2 ] 
f(z) = 39/53*z^3 - 153/106*z + 1
*
[ -2 ] 
f(z) = 39/55*z^3 - 147/110*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.026551985592267129930968770582962405564
f(z) = 21/44*z^3 - 151/132*z + 1
*
-11/9 | 0.13321874193948224756522731219904256437 | 0.026768308057944760834461882690538188372
f(z) = 27/44*z^3 - 145/132*z + 1
*
[ 3/2 ] 
f(z) = 28/41*z^3 - 148/123*z + 1
*
[ 3/2 ] 
f(z) = 28/43*z^3 - 146/129*z + 1
*
0 | 0.099788247839834172884913505127721577141 | 0.019735640172849565487902625881258337988
f(z) = 39/40*z^3 - 157/120*z + 1
*
[ 10/9 ] 
f(z) = 39/40*z^3 - 149/135*z + 1
*
[ 3/2 ] 
f(z) = 28/47*z^3 - 142/141*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = 33/50*z^3 - 149/150*z + 1
*
[ 3/2 ] 
f(z) = 23/42*z^3 - 151/168*z + 1
*
-11/6 | 0.14315120597295947698245834280810093418 | 0.028036179920973989015713327669449161017
f(z) = 24/55*z^3 - 152/165*z + 1
*
[ 3/5 ] 
f(z) = 25/58*z^3 - 143/174*z + 1
*
[ 3/5 ] 
f(z) = 25/59*z^3 - 145/177*z + 1
*
[ 4/3 ] 
f(z) = 27/41*z^3 - 151/164*z + 1
*
[ 4/3 ] 
f(z) = 27/43*z^3 - 149/172*z + 1
*
[ 5/9 ] 
f(z) = 27/55*z^3 - 157/165*z + 1
*
[ 7/5 ] 
f(z) = 29/49*z^3 - 153/175*z + 1
*
[ 7/12 ] 
f(z) = 30/49*z^3 - 155/168*z + 1
*
[ 21/16 ] 
f(z) = 32/49*z^3 - 149/168*z + 1
*
[ 3/2 ] 
f(z) = 32/59*z^3 - 157/177*z + 1
*
[ 5/4 ] 
f(z) = 37/50*z^3 - 153/160*z + 1
*
[ 2/3 ] 
f(z) = 23/44*z^3 - 145/198*z + 1
*
[ 3/2 ] 
f(z) = 23/48*z^3 - 143/192*z + 1
*
[ 2/3 ] 
f(z) = 25/44*z^3 - 149/198*z + 1
*
[ 4/3 ] 
f(z) = 27/47*z^3 - 145/188*z + 1
*
[ 4/3 ] 
f(z) = 27/49*z^3 - 143/196*z + 1
*
[ 2/3 ] 
f(z) = 29/44*z^3 - 157/198*z + 1
*
[ 14/13 ] 
f(z) = 39/49*z^3 - 155/182*z + 1
*
[ 7/9 ] 
f(z) = 39/49*z^3 - 145/189*z + 1
*
[ 3/2 ] 
f(z) = 25/51*z^3 - 157/204*z + 1
*
[ 7/10 ] 
f(z) = 25/56*z^3 - 145/224*z + 1
*
[ 3/2 ] 
f(z) = 25/57*z^3 - 149/228*z + 1
*
[ 7/8 ] 
f(z) = 34/49*z^3 - 151/224*z + 1
*
[ 11/12 ] 
f(z) = 36/55*z^3 - 141/220*z + 1
*
[ 3/4 ] 
f(z) = 23/45*z^3 - 149/240*z + 1
*
[ -15/8 ] 
f(z) = 28/45*z^3 - 157/240*z + 1
*
[ 4/3 ] 
f(z) = 21/46*z^3 - 155/276*z + 1
*
[ 8/7 ] 
f(z) = 21/40*z^3 - 157/280*z + 1
*
[ 6/7 ] 
f(z) = 25/54*z^3 - 149/294*z + 1
*
[ 30/29 ] 
f(z) = 29/54*z^3 - 157/290*z + 1
*
[ 7 ] 
f(z) = 20/49*z^3 - 134/7*z + 1
*
[ -7 ] 
f(z) = 20/49*z^3 - 132/7*z + 1
*
[ 5 ] 
f(z) = 27/50*z^3 - 127/10*z + 1
*
[ -5 ] 
f(z) = 27/50*z^3 - 123/10*z + 1
*
4 | 0.15149552331078931863478745851275355540 | 0.024194797493724782612750475674945231769
f(z) = 29/48*z^3 - 131/12*z + 1
*
-4 | 0.14619251970965081084126831683914859632 | 0.023524012680182873043012774093955957757
f(z) = 29/48*z^3 - 125/12*z + 1
*
[ 5 ] 
f(z) = 29/50*z^3 - 137/10*z + 1
*
[ -5 ] 
f(z) = 29/50*z^3 - 133/10*z + 1
*
-4 | 0.10399178993159172368288529754842851465 | 0.016568057451116981849304676158898890641
f(z) = 31/48*z^3 - 133/12*z + 1
*
[ 15/4 ] 
f(z) = 32/45*z^3 - 139/15*z + 1
*
[ -15/4 ] 
f(z) = 32/45*z^3 - 131/15*z + 1
*
-10/3 | 0.18449349363235413732921233619989678662 | 0.026470449740918704292298925773295657175
f(z) = 33/40*z^3 - 133/15*z + 1
*
[ 10/3 ] 
f(z) = 33/40*z^3 - 127/15*z + 1
*
[ 4 ] 
f(z) = 35/48*z^3 - 131/12*z + 1
*
[ -4 ] 
f(z) = 35/48*z^3 - 125/12*z + 1
*
[ -6 ] 
f(z) = 35/54*z^3 - 133/6*z + 1
*
[ 4 ] 
f(z) = 37/48*z^3 - 139/12*z + 1
*
[ -4 ] 
f(z) = 37/48*z^3 - 133/12*z + 1
*
[ 7/2 ] 
f(z) = 38/49*z^3 - 123/14*z + 1
*
2/7 | 0.19167416239877864808854576885292890704 | 0.027779978909067384971339100374687979284
f(z) = 21/40*z^3 - 124/35*z + 1
*
-10/3 | 0.17889476447783109442373594574830625386 | 0.027587483023677906672487869835013267813
f(z) = 21/50*z^3 - 131/30*z + 1
*
[ -7/2 ] 
f(z) = 23/49*z^3 - 125/28*z + 1
*
[ -7/2 ] 
f(z) = 25/49*z^3 - 139/28*z + 1
*
-14/5 | 0.11839873291935760533897714859892286938 | 0.017519543836178346054075468780078586784
f(z) = 25/49*z^3 - 123/28*z + 1
*
-57/20 | 0.24305086556593693773142514639818004835 | 0.029745422664737406092578305059071525863
f(z) = 25/54*z^3 - 131/32*z + 1
*
0 | 0.063625615853590499157359484465235773511 | 0.013244241701094236936915008067758479495
f(z) = 20/51*z^3 - 122/51*z + 1
*
0 | 0.083035662227788042283797277922220189944 | 0.017169318047493448561750769569448504792
f(z) = 20/53*z^3 - 126/53*z + 1
*
0 | 0.060195706927665412282100771296760859010 | 0.012290256395945968698719742294898425236
f(z) = 20/57*z^3 - 134/57*z + 1
*
0 | 0.078470416445635908989057358123226136214 | 0.015925791822332829570319854081632195978
f(z) = 20/59*z^3 - 138/59*z + 1
*
-5/2 | 0.18881848169630955660178977760905346394 | 0.029187073068743393296387436515952917490
f(z) = 21/50*z^3 - 129/40*z + 1
*
0 | 0.073371330652284857724080019500916939922 | 0.015299110741950730822127781193505591010
f(z) = 21/50*z^3 - 121/50*z + 1
*
0 | 0.059816590049966393501550370677745469533 | 0.012388712354758332025565256085230572155
f(z) = 21/52*z^3 - 125/52*z + 1
*
0 | 0.085097945220569203817763571266334285077 | 0.017567022846506370552454492348866651915
f(z) = 21/53*z^3 - 127/53*z + 1
*
0 | 0.084243410582195359125932467359597469231 | 0.017280000171742681359460558371079100451
f(z) = 21/55*z^3 - 131/55*z + 1
*
0 | 0.069852112340378441162631937614848227165 | 0.014197638851337827634198021989775958362
f(z) = 21/58*z^3 - 137/58*z + 1
*
0 | 0.082053915452345860141010816198624748711 | 0.016628705828482613519667170144305658435
f(z) = 21/59*z^3 - 139/59*z + 1
*
[ -3 ] 
f(z) = 22/51*z^3 - 130/51*z + 1
*
0 | 0.067161294521464491530317805577731501929 | 0.013933064616119468074772481177934278409
f(z) = 22/51*z^3 - 124/51*z + 1
*
0 | 0.086863133736996159486483349022999956127 | 0.017902430325491310161571344037457646944
f(z) = 22/53*z^3 - 128/53*z + 1
*
0 | 0.065025617940942815170707601562660744025 | 0.013236349683293532108371330189165299395
f(z) = 22/57*z^3 - 136/57*z + 1
*
[ -3 ] 
f(z) = 22/57*z^3 - 122/57*z + 1
*
0 | 0.084471333135701962780498501530344507405 | 0.017093776908912623672551998828328552390
f(z) = 22/59*z^3 - 140/59*z + 1
*
2/3 | 0.17277448090676936047325501953462635561 | 0.025040784712701069004340903489897257681
f(z) = 23/40*z^3 - 124/45*z + 1
*
0 | 0.089504822777654454521447675028600301368 | 0.018663205143484295596200923941277028832
f(z) = 23/49*z^3 - 121/49*z + 1
*
0 | 0.076412617299613161684618525300767366701 | 0.015878987930772978204436306927162439083
f(z) = 23/50*z^3 - 123/50*z + 1
*
[ -3 ] 
f(z) = 23/51*z^3 - 139/51*z + 1
*
0 | 0.068638869154647310704051885351863952665 | 0.014215909091482848147368763147991919721
f(z) = 23/51*z^3 - 125/51*z + 1
*
0 | 0.063036716269168111458020940786775068198 | 0.013012857502011128677986966739454660920
f(z) = 23/52*z^3 - 127/52*z + 1
*
0 | 0.088422239371466748400551490025023823129 | 0.018194578723266758556669112440280168971
f(z) = 23/53*z^3 - 129/53*z + 1
*
0 | 0.061727131747536324277278007176200061392 | 0.012661463250682346051413777326654348469
f(z) = 23/54*z^3 - 131/54*z + 1
*
-3 | 0.17429982842618577036371303353531054567 | 0.021412692326715821854946867466381933747
f(z) = 23/54*z^3 - 127/46*z + 1
*
0 | 0.087816625306342574685020541790718788078 | 0.017957128009442297212258629029213477165
f(z) = 23/55*z^3 - 133/55*z + 1
*
0 | 0.058969230327585980391885260285634554446 | 0.012021595729313771543981820246728410297
f(z) = 23/56*z^3 - 135/56*z + 1
*
0 | 0.066810911832477101096981281684215029537 | 0.013579506270388959611015835629512491831
f(z) = 23/57*z^3 - 137/57*z + 1
*
[ -3 ] 
f(z) = 23/57*z^3 - 131/57*z + 1
*
0 | 0.073964604486673022836188303609744362297 | 0.014989359653937001977852093723418510384
f(z) = 23/58*z^3 - 139/58*z + 1
*
-2 | 0.062357777158830227273673218074996153326 | 0.013002606466223607299466046941182084062
f(z) = 23/58*z^3 - 121/58*z + 1
*
0 | 0.090792846323845464064135360120198111821 | 0.018899344003370563946384554902254669610
f(z) = 24/49*z^3 - 122/49*z + 1
*
0 | 0.089826718557682439260594992642690843049 | 0.018454254298965466063924378057244008746
f(z) = 24/53*z^3 - 130/53*z + 1
*
0 | 0.089294710409191085006028817079579970932 | 0.018231447751738642373668084129848496833
f(z) = 24/55*z^3 - 134/55*z + 1
*
[ -14/5 ] 
f(z) = 25/42*z^3 - 139/42*z + 1
*
-1/5 | 0.068374947540728643844029089091867636840 | 0.014114844517847694730368765101124720840
f(z) = 25/42*z^3 - 127/42*z + 1
*
-2 | 0.060889867036583290859593067857643291071 | 0.012653269812617349696093205775619830901
f(z) = 25/46*z^3 - 123/46*z + 1
*
3/5 | 0.080436821288843831369601412018165831270 | 0.016349010799326383198512527173762636588
f(z) = 25/48*z^3 - 137/48*z + 1
*
0 | 0.091982974084825538525512056385378286789 | 0.019114598962139497554036305278194959240
f(z) = 25/49*z^3 - 123/49*z + 1
*
0 | 0.071214265821166290382152789613717109444 | 0.014700973465752010438652353731351155420
f(z) = 25/51*z^3 - 127/51*z + 1
*
[ 13/5 ] 
f(z) = 25/52*z^3 - 137/52*z + 1
*
0 | 0.065665936933390117049986544046240054508 | 0.013512031220475726030167451571343776656
f(z) = 25/52*z^3 - 129/52*z + 1
*
0 | 0.091109335469001127841386932828175415676 | 0.018688338015655318284632123998033930824
f(z) = 25/53*z^3 - 131/53*z + 1
*
0 | 0.064476697622582200395815074093955716444 | 0.013184477412971013730949159571968165385
f(z) = 25/54*z^3 - 133/54*z + 1
*
-2 | 0.048807399558075041961062568136478320486 | 0.010075457179288332140745431738123151064
f(z) = 25/54*z^3 - 127/54*z + 1
*
0 | 0.054253726054907732526169442777334731049 | 0.011027222843506413501537907693231862938
f(z) = 25/56*z^3 - 137/56*z + 1
*
-3/5 | 0.11524293239095726833600282964123844479 | 0.024030017844871823804727400102855531229
f(z) = 25/56*z^3 - 121/56*z + 1
*
0 | 0.069782759172208034091186878468931435716 | 0.014141884244980528989096998485374496605
f(z) = 25/57*z^3 - 139/57*z + 1
*
-2 | 0.062359030001766211358006846577667736509 | 0.012831571429752947678168682973366663702
f(z) = 25/58*z^3 - 129/58*z + 1
*
0 | 0.093090790894620928643163871931750203204 | 0.019312313944244928514462622455520174284
f(z) = 26/49*z^3 - 124/49*z + 1
*
0 | 0.072356640878905149426835587273727576369 | 0.014912652424482872247054925943760880268
f(z) = 26/51*z^3 - 128/51*z + 1
*
0 | 0.092292600100355678008481220918994061695 | 0.018901565446150479935518542139838581878
f(z) = 26/53*z^3 - 132/53*z + 1
*
0 | 0.091862218390396578838429087591853607956 | 0.018699098659895599345088181384655247032
f(z) = 26/55*z^3 - 136/55*z + 1
*
0 | 0.071063569874681729862370646370946912352 | 0.014380556866993723316369928943132112829
f(z) = 26/57*z^3 - 140/57*z + 1
*
[ -8/3 ] 
f(z) = 27/40*z^3 - 137/40*z + 1
*
1/3 | 0.11050216264963323223034453034749800236 | 0.022962994451005693308103859532690334046
f(z) = 27/40*z^3 - 123/40*z + 1
*
1/3 | 0.14599987923088698019987396695765304980 | 0.029763853367122756191164847411759588068
f(z) = 27/44*z^3 - 135/44*z + 1
*
-2 | 0.061370792787875119475962163514645435218 | 0.012588371037990691234087808105053504904
f(z) = 27/46*z^3 - 131/46*z + 1
*
0 | 0.094473316665155834016711071244415851340 | 0.019699216587325020900220030636416782727
f(z) = 27/47*z^3 - 121/47*z + 1
*
0 | 0.094128165268782389329190356451905053356 | 0.019495039135831743712941541558918842997
f(z) = 27/49*z^3 - 125/49*z + 1
*
-2 | 0.062387623792553071094236275743177902684 | 0.012757294450107835535551578922202381631
f(z) = 27/50*z^3 - 133/50*z + 1
*
0 | 0.081114837548701489099390267521145535114 | 0.016744778040354670154241682846588612153
f(z) = 27/50*z^3 - 127/50*z + 1
*
0 | 0.067911968000647931314043025230172607123 | 0.013930096260402354783027717593190815017
f(z) = 27/52*z^3 - 131/52*z + 1
*
0 | 0.093392820731575012781428769394255407611 | 0.019097372862933989371664338859079173234
f(z) = 27/53*z^3 - 133/53*z + 1
*
0 | 0.092999252516688836754288020437647793105 | 0.018902360378772265497423657771870248987
f(z) = 27/55*z^3 - 137/55*z + 1
*
0 | 0.064270528164974123165341679249406133466 | 0.013024798395114328669826721711304870506
f(z) = 27/56*z^3 - 139/56*z + 1
*
7/3 | 0.10187135861747397609520675305914479133 | 0.020895843155448570748688873190742925769
f(z) = 27/56*z^3 - 131/56*z + 1
*
-7/3 | 0.11809070178021041640530791098417450247 | 0.024539937180164685204954900445330632515
f(z) = 27/56*z^3 - 123/56*z + 1
*
-2 | 0.063760868613342433374079271964663013858 | 0.012959576383441016141545598070803561609
f(z) = 27/58*z^3 - 137/58*z + 1
*
[ 1/3 ] 
f(z) = 27/59*z^3 - 121/59*z + 1
*
0 | 0.095426259793309055857471774109896890494 | 0.019863830508804026768235214523761006804
f(z) = 28/47*z^3 - 122/47*z + 1
*
0 | 0.074426500891069490899048508699879841431 | 0.015290390165415975215881863597722954107
f(z) = 28/51*z^3 - 130/51*z + 1
*
0 | 0.094422286798848338752383970438171695023 | 0.019278353448758100812001763433808156334
f(z) = 28/53*z^3 - 134/53*z + 1
*
0 | 0.094059430244424211646168692355405978601 | 0.019089626038084384297685133240247810742
f(z) = 28/55*z^3 - 138/55*z + 1
*
2/3 | 0.18956241788777006202932468017213139500 | 0.027379056282332428979313221882729409596
f(z) = 29/40*z^3 - 127/45*z + 1
*
-2 | 0.061673777556820453856043156690368181732 | 0.012498551698233684067226406939989122539
f(z) = 29/46*z^3 - 139/46*z + 1
*
0 | 0.083640231349619524211837447397812390816 | 0.017440342849504524189467174258752723224
f(z) = 29/46*z^3 - 121/46*z + 1
*
0 | 0.096328563966950699792650722182619263839 | 0.020017637906870212004234879537407674346
f(z) = 29/47*z^3 - 123/47*z + 1
*
0 | 0.050163269938890466793032378249827743846 | 0.010389397348258883513191493907811249370
f(z) = 29/48*z^3 - 125/48*z + 1
*
0 | 0.096026922071377474955590336777773725132 | 0.019823124160462444040929096204340960477
f(z) = 29/49*z^3 - 127/49*z + 1
*
0 | 0.083036735802556401989867513975316571495 | 0.017086407641585320091017467137786966880
f(z) = 29/50*z^3 - 129/50*z + 1
*
[ 5/2 ] 
f(z) = 29/50*z^3 - 121/40*z + 1
*
0 | 0.075370932695396841631920896888024393924 | 0.015460078371947166208011271341011671801
f(z) = 29/51*z^3 - 131/51*z + 1
*
0 | 0.069883269635135660237696868416499835382 | 0.014290036928415960478066934603741063428
f(z) = 29/52*z^3 - 133/52*z + 1
*
0 | 0.095390545483782388095431879675729528654 | 0.019446524362525009835107935046956641658
f(z) = 29/53*z^3 - 135/53*z + 1
*
0 | 0.068825293727130530113493132878805650596 | 0.013988935072049277191375011701539379676
f(z) = 29/54*z^3 - 137/54*z + 1
*
0 | 0.095053738628561313150073487776538974416 | 0.019263196019814453483945869927213363172
f(z) = 29/55*z^3 - 139/55*z + 1
*
0 | 0.097185729880821533175188367786642840043 | 0.020161836722212902245038144318120666240
f(z) = 30/47*z^3 - 124/47*z + 1
*
0 | 0.096901831288325102961342343611216020577 | 0.019971398778960802581614850633852471945
f(z) = 30/49*z^3 - 128/49*z + 1
*
0 | 0.096305196032456504219889526050061225309 | 0.019603493075013209231038031827785832375
f(z) = 30/53*z^3 - 136/53*z + 1
*
0 | 0.084699777436284957117400736250666684865 | 0.017661275368677667810081647021731925906
f(z) = 31/45*z^3 - 121/45*z + 1
*
0 | 0.085298142903606248911074488821457473440 | 0.017725452020219823948809897910150076857
f(z) = 31/46*z^3 - 123/46*z + 1
*
0 | 0.098002358364495539276120401887138806768 | 0.020297429640363820352451291343153053078
f(z) = 31/47*z^3 - 125/47*z + 1
*
0 | 0.051853495896291960645006301499633385292 | 0.010704271938885862210794605227162133674
f(z) = 31/48*z^3 - 127/48*z + 1
*
0 | 0.097734161055124844863189017869568938834 | 0.020110685953105643899064659173596729868
f(z) = 31/49*z^3 - 129/49*z + 1
*
[ 5/2 ] 
f(z) = 31/50*z^3 - 131/40*z + 1
*
0 | 0.084761604762956472253142019275936476543 | 0.017386292111618636271526558832593402900
f(z) = 31/50*z^3 - 131/50*z + 1
*
0 | 0.077113053486522429039479168229031946665 | 0.015768414782803565040583177434507027829
f(z) = 31/51*z^3 - 133/51*z + 1
*
0 | 0.071645406862416681421144414066261727442 | 0.014605788686362775157524591787660215202
f(z) = 31/52*z^3 - 135/52*z + 1
*
0 | 0.097172408583200216735838719630757709605 | 0.019750566119693702032094831616944286948
f(z) = 31/53*z^3 - 137/53*z + 1
*
0 | 0.070627675663758438542322791293500441723 | 0.014313111513175731441811393333332352876
f(z) = 31/54*z^3 - 139/54*z + 1
*
[ 1/4 ] 
f(z) = 32/41*z^3 - 125/41*z + 1
*
[ 1/4 ] 
f(z) = 32/43*z^3 - 131/43*z + 1
*
0 | 0.085466595906707626204084963151641375050 | 0.017790637282991578157277574065291033193
f(z) = 32/45*z^3 - 122/45*z + 1
*
0 | 0.098782344097341713389730612397599632987 | 0.020425265937321793966801218406334240233
f(z) = 32/47*z^3 - 126/47*z + 1
*
[ -21/8 ] 
f(z) = 32/49*z^3 - 131/42*z + 1
*
0 | 0.098528146258665914301749281994814016639 | 0.020241900136822670140643875697993539918
f(z) = 32/49*z^3 - 130/49*z + 1
*
0 | 0.077922997095129973644217881955624980006 | 0.015909666358607922901855573261165382228
f(z) = 32/51*z^3 - 134/51*z + 1
*
0 | 0.097997276587631645557110315258703296125 | 0.019888823033982880722201660766625087460
f(z) = 32/53*z^3 - 138/53*z + 1
*
[ -5/2 ] 
f(z) = 32/55*z^3 - 123/55*z + 1
*
0 | 0.086812106044138800551869934821116881513 | 0.017979798075972354194133730625935279850
f(z) = 33/46*z^3 - 125/46*z + 1
*
0 | 0.099529018517489045454758623786780981368 | 0.020546072383478294909994408520428396595
f(z) = 33/47*z^3 - 127/47*z + 1
*
0 | 0.099287386047106803757427194832964661771 | 0.020365818953541911400301823788823933752
f(z) = 33/49*z^3 - 131/49*z + 1
*
0 | 0.086328739280096076122044386622973428224 | 0.017652878560735241607906409229963099086
f(z) = 33/50*z^3 - 133/50*z + 1
*
0 | 0.073241730714804198670449110552602548012 | 0.014886588346371738007658620906244977450
f(z) = 33/52*z^3 - 137/52*z + 1
*
0 | 0.098784064067453026592470989602853219690 | 0.020019168285438521195201343602203247466
f(z) = 33/53*z^3 - 139/53*z + 1
*
0 | 0.086906902172164040684513037948863636680 | 0.018029424420408431941816726456179087140
f(z) = 34/45*z^3 - 124/45*z + 1
*
0 | 0.10024525739097456919907186232051743589 | 0.020660476530085245333084453535333810123
f(z) = 34/47*z^3 - 128/47*z + 1
*
0 | 0.10001496988799860719296962064693403130 | 0.020483110204687903447519102163245400856
f(z) = 34/49*z^3 - 132/49*z + 1
*
0 | 0.099536383874613417888584630507455447791 | 0.020142368743478579849052822618698829721
f(z) = 34/53*z^3 - 140/53*z + 1
*
0 | 0.10135878177585154765815530430913170818 | 0.021134947577915844121392605600028426419
f(z) = 35/43*z^3 - 121/43*z + 1
*
0 | 0.075583423835278336479741307983619430947 | 0.015706676688497087989996809387271910520
f(z) = 35/44*z^3 - 123/44*z + 1
*
0 | 0.088206254232206312477915688453110293749 | 0.018208680353980855844647632308692218228
f(z) = 35/46*z^3 - 127/46*z + 1
*
0 | 0.10093356321574201906203220667219461533 | 0.020769024566700217431529990641609580256
f(z) = 35/47*z^3 - 129/47*z + 1
*
0 | 0.054808456577637763618762519076025578547 | 0.011242305273840575694197449844735098045
f(z) = 35/48*z^3 - 131/48*z + 1
*
0 | 0.080144632551854613568168069211329619084 | 0.016289622614413849830137338146152174505
f(z) = 35/51*z^3 - 137/51*z + 1
*
0 | 0.074702713193211398412864805451973009022 | 0.015138941699873574652872678863950986008
f(z) = 35/52*z^3 - 139/52*z + 1
*
0 | 0.10200387078442619038050660962918298756 | 0.021233019138468399233661809937781106484
f(z) = 36/43*z^3 - 122/43*z + 1
*
0 | 0.10159612933337662329336465193999773885 | 0.020872195228914634200230744630964273487
f(z) = 36/47*z^3 - 130/47*z + 1
*
0 | 0.10138553011374391390430611755121760935 | 0.020700050278239000596199336604043807456
f(z) = 36/49*z^3 - 134/49*z + 1
*
[ 1/3 ] 
f(z) = 36/59*z^3 - 122/59*z + 1
*
0 | 0.069543025125256584093724070000017072068 | 0.014500847037431100497298592857160469150
f(z) = 37/42*z^3 - 121/42*z + 1
*
0 | 0.10262656843854272346519419209110439756 | 0.021326400000442293735455563972574869815
f(z) = 37/43*z^3 - 123/43*z + 1
*
0 | 0.076859310287705134475788325184945143123 | 0.015918458175969389513594737296164531143
f(z) = 37/44*z^3 - 125/44*z + 1
*
0 | 0.088869597907871144604963740344836565084 | 0.018345616369007843277888723740849780044
f(z) = 37/45*z^3 - 127/45*z + 1
*
0 | 0.089498903282674138928732251968389990967 | 0.018416123059060684835910142755891680732
f(z) = 37/46*z^3 - 129/46*z + 1
*
[ 2 ] 
f(z) = 37/46*z^3 - 125/46*z + 1
*
0 | 0.10223489050029105362089006860231531547 | 0.020970410779837233495108333714821785220
f(z) = 37/47*z^3 - 131/47*z + 1
*
0 | 0.056118671058445560500556376791529408631 | 0.011475391549161569230680100213068588332
f(z) = 37/48*z^3 - 133/48*z + 1
*
0 | 0.10203289252585261978630468919182582824 | 0.020800647697524968963497428717739166870
f(z) = 37/49*z^3 - 135/49*z + 1
*
0 | 0.089094850653952094294125424815711959309 | 0.018108779687790306351383393268601912951
f(z) = 37/50*z^3 - 137/50*z + 1
*
[ -5/2 ] 
f(z) = 37/50*z^3 - 129/40*z + 1
*
[ 2 ] 
f(z) = 37/50*z^3 - 123/50*z + 1
*
0 | 0.081482853421747115281691010425436363120 | 0.016512976768336087860618471354446143045
f(z) = 37/51*z^3 - 139/51*z + 1
*
[ 2 ] 
f(z) = 37/54*z^3 - 121/54*z + 1
*
0 | 0.10322842377646771786357081154930305910 | 0.021415434424630045560780756364767450329
f(z) = 38/43*z^3 - 124/43*z + 1
*
0 | 0.089478703586565411207581394827677098277 | 0.018441497418501631801599998562068051843
f(z) = 38/45*z^3 - 128/45*z + 1
*
0 | 0.10285156327194790216362884835246917223 | 0.021064045788174931344261524888229598025
f(z) = 38/47*z^3 - 132/47*z + 1
*
0 | 0.10265747408840353427155262008503219698 | 0.020896536898301293215478512024496203225
f(z) = 38/49*z^3 - 136/49*z + 1
*
0 | 0.082114679518567328638248561353985821071 | 0.016616880076727371145100088034285656077
f(z) = 38/51*z^3 - 140/51*z + 1
*
0 | 0.10398749828178455039819881782180767297 | 0.021683077543338658696803507850019542627
f(z) = 39/41*z^3 - 121/41*z + 1
*
0 | 0.10381082598217303493344866979956608559 | 0.021500430922737577378615952025238094996
f(z) = 39/43*z^3 - 125/43*z + 1
*
0 | 0.078050479301476452235182780478731142024 | 0.016112193420369384334498633547739014886
f(z) = 39/44*z^3 - 127/44*z + 1
*
[ 2 ] 
f(z) = 39/46*z^3 - 133/46*z + 1
*
0 | 0.090704332103094618466385871319584913655 | 0.018605263764695446139752086604560418927
f(z) = 39/46*z^3 - 131/46*z + 1
*
0 | 0.10344767861091137858907776128502432160 | 0.021153434222911482262795155862796035854
f(z) = 39/47*z^3 - 133/47*z + 1
*
0 | 0.10326088750522162219218524433485596049 | 0.020988066633173152249357381408936058391
f(z) = 39/49*z^3 - 137/49*z + 1
*
[ -5/2 ] 
f(z) = 39/50*z^3 - 139/40*z + 1
*
0 | 0.090330705949772864371351688410574235434 | 0.018306045826543109853956208298247536279
f(z) = 39/50*z^3 - 139/50*z + 1
*
[ 2 ] 
f(z) = 39/50*z^3 - 131/50*z + 1
*
[ 2 ] 
f(z) = 39/58*z^3 - 127/58*z + 1
*
[ -14/5 ] 
f(z) = 20/49*z^3 - 129/70*z + 1
*
[ 7/3 ] 
f(z) = 23/49*z^3 - 125/63*z + 1
*
[ 7/3 ] 
f(z) = 25/49*z^3 - 139/63*z + 1
*
-20/9 | 0.12036626898342309869814965232587520687 | 0.021443706023106652197021255233428163107
f(z) = 27/40*z^3 - 137/60*z + 1
*
[ 20/9 ] 
f(z) = 27/50*z^3 - 127/60*z + 1
*
[ -7/3 ] 
f(z) = 31/49*z^3 - 127/63*z + 1
*
[ -7/3 ] 
f(z) = 32/49*z^3 - 134/63*z + 1
*
[ -12/5 ] 
f(z) = 35/54*z^3 - 139/60*z + 1
*
[ 2 ] 
f(z) = 21/41*z^3 - 127/82*z + 1
*
[ 2 ] 
f(z) = 21/43*z^3 - 125/86*z + 1
*
[ 2 ] 
f(z) = 21/47*z^3 - 121/94*z + 1
*
[ 2 ] 
f(z) = 22/41*z^3 - 135/82*z + 1
*
[ 2 ] 
f(z) = 22/43*z^3 - 133/86*z + 1
*
[ 2 ] 
f(z) = 22/45*z^3 - 131/90*z + 1
*
[ 2 ] 
f(z) = 22/47*z^3 - 129/94*z + 1
*
[ 2 ] 
f(z) = 22/49*z^3 - 127/98*z + 1
*
[ 2 ] 
f(z) = 23/45*z^3 - 139/90*z + 1
*
[ 2 ] 
f(z) = 23/47*z^3 - 137/94*z + 1
*
[ 2 ] 
f(z) = 23/49*z^3 - 135/98*z + 1
*
[ 2/5 ] 
f(z) = 25/41*z^3 - 131/82*z + 1
*
[ 2/5 ] 
f(z) = 25/43*z^3 - 137/86*z + 1
*
[ 3/7 ] 
f(z) = 25/54*z^3 - 139/98*z + 1
*
[ 7/18 ] 
f(z) = 27/49*z^3 - 139/84*z + 1
*
[ -2 ] 
f(z) = 31/41*z^3 - 125/82*z + 1
*
[ -2 ] 
f(z) = 32/41*z^3 - 133/82*z + 1
*
[ -2 ] 
f(z) = 32/43*z^3 - 127/86*z + 1
*
[ -2 ] 
f(z) = 32/45*z^3 - 121/90*z + 1
*
[ -2 ] 
f(z) = 33/43*z^3 - 135/86*z + 1
*
[ -2 ] 
f(z) = 33/47*z^3 - 123/94*z + 1
*
[ -2 ] 
f(z) = 34/45*z^3 - 137/90*z + 1
*
[ -2 ] 
f(z) = 34/47*z^3 - 131/94*z + 1
*
[ -2 ] 
f(z) = 34/49*z^3 - 125/98*z + 1
*
[ -2 ] 
f(z) = 35/47*z^3 - 139/94*z + 1
*
-2 | 0.063357060257005192303120321899903077001 | 0.010118525017872836824353089695963309932
f(z) = 35/48*z^3 - 131/84*z + 1
*
[ 12/7 ] 
f(z) = 35/54*z^3 - 125/84*z + 1
*
[ 21/10 ] 
f(z) = 20/49*z^3 - 134/105*z + 1
*
10/7 | 0.14219024509395216243309283184548368507 | 0.020314568202450117550859817411406831799
f(z) = 21/40*z^3 - 137/105*z + 1
*
[ 10/21 ] 
f(z) = 21/40*z^3 - 128/105*z + 1
*
[ 2 ] 
f(z) = 22/51*z^3 - 125/102*z + 1
*
[ 2 ] 
f(z) = 22/53*z^3 - 123/106*z + 1
*
[ 1/2 ] 
f(z) = 22/57*z^3 - 125/114*z + 1
*
[ 1/2 ] 
f(z) = 22/59*z^3 - 129/118*z + 1
*
[ 2 ] 
f(z) = 23/51*z^3 - 133/102*z + 1
*
[ 2 ] 
f(z) = 23/53*z^3 - 131/106*z + 1
*
[ 2 ] 
f(z) = 23/55*z^3 - 129/110*z + 1
*
[ 2 ] 
f(z) = 23/57*z^3 - 127/114*z + 1
*
[ 2 ] 
f(z) = 23/59*z^3 - 125/118*z + 1
*
[ 2 ] 
f(z) = 24/53*z^3 - 139/106*z + 1
*
[ 2 ] 
f(z) = 24/55*z^3 - 137/110*z + 1
*
[ 2 ] 
f(z) = 24/59*z^3 - 133/118*z + 1
*
-4/3 | 0.14241400836531425057602548396968377531 | 0.022857624978670693798542495112683759549
f(z) = 25/48*z^3 - 127/108*z + 1
*
[ 7/4 ] 
f(z) = 25/49*z^3 - 127/112*z + 1
*
[ 1/2 ] 
f(z) = 26/55*z^3 - 123/110*z + 1
*
[ 1/2 ] 
f(z) = 26/57*z^3 - 127/114*z + 1
*
[ 1/2 ] 
f(z) = 26/59*z^3 - 131/118*z + 1
*
[ 14/9 ] 
f(z) = 27/40*z^3 - 134/105*z + 1
*
[ 7/15 ] 
f(z) = 30/49*z^3 - 134/105*z + 1
*
[ 1/2 ] 
f(z) = 30/53*z^3 - 121/106*z + 1
*
[ 1/2 ] 
f(z) = 30/59*z^3 - 133/118*z + 1
*
[ -17/8 ] 
f(z) = 32/51*z^3 - 139/102*z + 1
*
[ 1/2 ] 
f(z) = 34/53*z^3 - 123/106*z + 1
*
[ 1/2 ] 
f(z) = 34/55*z^3 - 127/110*z + 1
*
[ 1/2 ] 
f(z) = 34/57*z^3 - 131/114*z + 1
*
[ 1/2 ] 
f(z) = 34/59*z^3 - 135/118*z + 1
*
[ -2 ] 
f(z) = 35/51*z^3 - 127/102*z + 1
*
[ -2 ] 
f(z) = 35/53*z^3 - 121/106*z + 1
*
[ -2 ] 
f(z) = 36/53*z^3 - 129/106*z + 1
*
[ -2 ] 
f(z) = 36/55*z^3 - 123/110*z + 1
*
[ 4/3 ] 
f(z) = 37/48*z^3 - 121/108*z + 1
*
[ -2 ] 
f(z) = 37/53*z^3 - 137/106*z + 1
*
[ -2 ] 
f(z) = 37/55*z^3 - 131/110*z + 1
*
[ -2 ] 
f(z) = 37/57*z^3 - 125/114*z + 1
*
[ 3/2 ] 
f(z) = 38/51*z^3 - 137/102*z + 1
*
[ 1/2 ] 
f(z) = 38/51*z^3 - 121/102*z + 1
*
[ 1/2 ] 
f(z) = 38/53*z^3 - 125/106*z + 1
*
[ -2 ] 
f(z) = 38/55*z^3 - 139/110*z + 1
*
[ 1/2 ] 
f(z) = 38/55*z^3 - 129/110*z + 1
*
[ 1/2 ] 
f(z) = 38/59*z^3 - 137/118*z + 1
*
[ -2 ] 
f(z) = 38/59*z^3 - 127/118*z + 1
*
[ -2 ] 
f(z) = 39/59*z^3 - 135/118*z + 1
*
[ 5/3 ] 
f(z) = 21/40*z^3 - 127/120*z + 1
*
[ 3/2 ] 
f(z) = 24/41*z^3 - 121/123*z + 1
*
[ 10/9 ] 
f(z) = 33/40*z^3 - 124/135*z + 1
*
[ -5/3 ] 
f(z) = 39/40*z^3 - 133/120*z + 1
*
[ 2/3 ] 
f(z) = 39/46*z^3 - 121/138*z + 1
*
[ 4/7 ] 
f(z) = 21/40*z^3 - 129/140*z + 1
*
[ 3/5 ] 
f(z) = 25/47*z^3 - 121/141*z + 1
*
[ 3/5 ] 
f(z) = 25/49*z^3 - 125/147*z + 1
*
[ 3/5 ] 
f(z) = 25/52*z^3 - 131/156*z + 1
*
[ 3/5 ] 
f(z) = 25/53*z^3 - 133/159*z + 1
*
-17/9 | 0.11921762314326669441487106172045834367 | 0.023792915697483307885986009375772091221
f(z) = 27/50*z^3 - 139/150*z + 1
*
0 | 0.13956229515563909610737560314494956042 | 0.027853213607479543718970103870683150657
f(z) = 27/50*z^3 - 131/150*z + 1
*
[ 13/9 ] 
f(z) = 27/52*z^3 - 121/156*z + 1
*
[ 3/2 ] 
f(z) = 28/53*z^3 - 136/159*z + 1
*
[ 3/5 ] 
f(z) = 31/54*z^3 - 131/150*z + 1
*
[ 14/11 ] 
f(z) = 33/49*z^3 - 135/154*z + 1
*
[ 4/3 ] 
f(z) = 33/52*z^3 - 137/156*z + 1
*
[ 3/5 ] 
f(z) = 37/54*z^3 - 137/150*z + 1
*
[ 2/3 ] 
f(z) = 39/50*z^3 - 127/150*z + 1
*
[ 14/23 ] 
f(z) = 23/56*z^3 - 128/161*z + 1
*
-2 | 0.21314718095471088211237624517321850539 | 0.029765642737311766650510570827538528207
f(z) = 23/56*z^3 - 121/161*z + 1
*
[ 5/3 ] 
f(z) = 24/55*z^3 - 134/165*z + 1
*
[ 3/5 ] 
f(z) = 25/56*z^3 - 139/168*z + 1
*
[ 7/5 ] 
f(z) = 26/49*z^3 - 132/175*z + 1
*
[ 7/5 ] 
f(z) = 27/49*z^3 - 139/175*z + 1
*
0 | 0.13652800468722243840385439493474213731 | 0.026739025198192082373323010514099950971
f(z) = 27/55*z^3 - 136/165*z + 1
*
-1/3 | 0.11143502013041265575747214169457599001 | 0.021747814890648483871583691762247938046
f(z) = 27/56*z^3 - 121/168*z + 1
*
[ 3/2 ] 
f(z) = 28/55*z^3 - 134/165*z + 1
*
[ 3/2 ] 
f(z) = 28/59*z^3 - 130/177*z + 1
*
[ 5/4 ] 
f(z) = 31/50*z^3 - 123/160*z + 1
*
[ 7/10 ] 
f(z) = 32/49*z^3 - 131/175*z + 1
*
[ 5/4 ] 
f(z) = 33/50*z^3 - 133/160*z + 1
*
[ 2/3 ] 
f(z) = 33/58*z^3 - 131/174*z + 1
*
[ 8/7 ] 
f(z) = 35/48*z^3 - 139/168*z + 1
*
[ 7/10 ] 
f(z) = 36/49*z^3 - 138/175*z + 1
*
[ 2/3 ] 
f(z) = 39/58*z^3 - 139/174*z + 1
*
0 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = 20/49*z^3 - 129/196*z + 1
*
[ 4/3 ] 
f(z) = 23/40*z^3 - 139/180*z + 1
*
[ 15/13 ] 
f(z) = 26/45*z^3 - 124/195*z + 1
*
[ 5/4 ] 
f(z) = 28/45*z^3 - 139/180*z + 1
*
[ 7/9 ] 
f(z) = 30/49*z^3 - 124/189*z + 1
*
[ 7/9 ] 
f(z) = 33/49*z^3 - 131/189*z + 1
*
[ 3/2 ] 
f(z) = 23/51*z^3 - 139/204*z + 1
*
[ 13/10 ] 
f(z) = 25/52*z^3 - 121/208*z + 1
*
[ 4/3 ] 
f(z) = 27/53*z^3 - 139/212*z + 1
*
[ 6/7 ] 
f(z) = 28/45*z^3 - 131/210*z + 1
*
[ 3/4 ] 
f(z) = 28/51*z^3 - 131/204*z + 1
*
[ 14/15 ] 
f(z) = 30/49*z^3 - 127/210*z + 1
*
[ 3/4 ] 
f(z) = 20/57*z^3 - 121/228*z + 1
*
[ 3/2 ] 
f(z) = 23/57*z^3 - 131/228*z + 1
*
-22/15 | 0.15164164492059299100772605838662491888 | 0.024663320622678883846795104267681214421
f(z) = 25/52*z^3 - 125/234*z + 1
*
[ 4/5 ] 
f(z) = 25/57*z^3 - 121/228*z + 1
*
[ 4/5 ] 
f(z) = 25/59*z^3 - 123/236*z + 1
*
[ 7/8 ] 
f(z) = 26/49*z^3 - 123/224*z + 1
*
[ 4/3 ] 
f(z) = 27/55*z^3 - 137/220*z + 1
*
[ 4/3 ] 
f(z) = 27/59*z^3 - 133/236*z + 1
*
[ 5/4 ] 
f(z) = 28/55*z^3 - 131/220*z + 1
*
[ 3/4 ] 
f(z) = 28/57*z^3 - 139/228*z + 1
*
[ 7/8 ] 
f(z) = 30/49*z^3 - 137/224*z + 1
*
[ 7/6 ] 
f(z) = 23/49*z^3 - 125/252*z + 1
*
[ 4/3 ] 
f(z) = 23/56*z^3 - 121/252*z + 1
*
[ 7/6 ] 
f(z) = 25/49*z^3 - 139/252*z + 1
*
[ 4/3 ] 
f(z) = 25/56*z^3 - 137/252*z + 1
*
2/3 | 0.19577478368453361402883983538158787619 | 0.028651232913959486681680994281439961129
f(z) = 21/40*z^3 - 116/15*z + 1
*
2/3 | 0.10897759957022327804456153297959478554 | 0.016278525558144973670369794809251412405
f(z) = 21/40*z^3 - 101/15*z + 1
*
-4 | 0.082972107055075838566649114778219352928 | 0.013825424294489669397023804290900921374
f(z) = 23/48*z^3 - 101/12*z + 1
*
[ 5 ] 
f(z) = 23/50*z^3 - 107/10*z + 1
*
[ -5 ] 
f(z) = 23/50*z^3 - 103/10*z + 1
*
4 | 0.15405026847430162036609238527593786243 | 0.025125522395648440754236455564929552399
f(z) = 25/48*z^3 - 115/12*z + 1
*
-4 | 0.13857383025927785241175052683653777949 | 0.022800590214227202239205731798593360007
f(z) = 25/48*z^3 - 109/12*z + 1
*
-2/5 | 0.17688784949745051282473722785891632305 | 0.029378369628239419962454345685932741552
f(z) = 25/48*z^3 - 103/12*z + 1
*
-10/3 | 0.18945533152835674536994542122462345191 | 0.027833124865854026339822375720478115811
f(z) = 27/40*z^3 - 113/15*z + 1
*
26/9 | 0.11999932789804379926713826543396666156 | 0.017771700659684128896826745479494267760
f(z) = 27/40*z^3 - 107/15*z + 1
*
[ 4 ] 
f(z) = 29/48*z^3 - 107/12*z + 1
*
[ -4 ] 
f(z) = 29/48*z^3 - 101/12*z + 1
*
[ -6 ] 
f(z) = 29/54*z^3 - 109/6*z + 1
*
[ 4 ] 
f(z) = 31/48*z^3 - 115/12*z + 1
*
[ -4 ] 
f(z) = 31/48*z^3 - 109/12*z + 1
*
[ 6 ] 
f(z) = 31/54*z^3 - 119/6*z + 1
*
[ -10/3 ] 
f(z) = 33/40*z^3 - 118/15*z + 1
*
[ 7/2 ] 
f(z) = 34/49*z^3 - 109/14*z + 1
*
[ -7/2 ] 
f(z) = 34/49*z^3 - 101/14*z + 1
*
[ 3 ] 
f(z) = 37/45*z^3 - 101/15*z + 1
*
[ 3 ] 
f(z) = 38/45*z^3 - 104/15*z + 1
*
[ -7/2 ] 
f(z) = 38/49*z^3 - 115/14*z + 1
*
[ 10/3 ] 
f(z) = 21/50*z^3 - 119/30*z + 1
*
[ -10/3 ] 
f(z) = 21/50*z^3 - 101/30*z + 1
*
-14/5 | 0.14634973873097401463777407541899463917 | 0.027088372743118896199469691700445093010
f(z) = 25/52*z^3 - 111/26*z + 1
*
-3/10 | 0.084747874833860336960440946110331301073 | 0.012238645282473949021399816975815321087
f(z) = 25/54*z^3 - 113/24*z + 1
*
5/3 | 0.17900377716662102018250137497223038229 | 0.028248177362175328922010848140681228269
f(z) = 27/50*z^3 - 113/30*z + 1
*
20/9 | 0.081425917123504934622973433514287629934 | 0.013081396543816239844885656579653875880
f(z) = 27/50*z^3 - 101/30*z + 1
*
0 | 0.087370892425413714422573438352116455548 | 0.018891114813574476419749720397553709623
f(z) = 20/41*z^3 - 102/41*z + 1
*
0 | 0.086802114363184637059078288492350157255 | 0.018613326476758033269737527070114732890
f(z) = 20/43*z^3 - 106/43*z + 1
*
0 | 0.085522323476511728932493343391692515165 | 0.018057166397979500109238629759990117935
f(z) = 20/47*z^3 - 114/47*z + 1
*
0 | 0.084789087580127704817401230996810331988 | 0.017772939159570710991641858403001195831
f(z) = 20/49*z^3 - 118/49*z + 1
*
[ -3 ] 
f(z) = 20/51*z^3 - 112/51*z + 1
*
[ -3 ] 
f(z) = 20/57*z^3 - 104/57*z + 1
*
0 | 0.060510872719142995201418160855099127982 | 0.013111439343421226692635765315979717289
f(z) = 21/40*z^3 - 101/40*z + 1
*
0 | 0.088793568974441632897634258977198004536 | 0.019158308759787660727608773400891114394
f(z) = 21/41*z^3 - 103/41*z + 1
*
0 | 0.088287477007978406002102774102993193025 | 0.018893796485088896104103106388170499915
f(z) = 21/43*z^3 - 107/43*z + 1
*
0 | 0.062351297362942513789166119435826228879 | 0.013290700013769951671089059940347274583
f(z) = 21/44*z^3 - 109/44*z + 1
*
0 | 0.074627871757104371703016454645393698066 | 0.015786280842393786325052558903368236835
f(z) = 21/46*z^3 - 113/46*z + 1
*
-2 | 0.059220654974780601207882029955998920658 | 0.012673405569241245813340474248082270791
f(z) = 21/46*z^3 - 107/46*z + 1
*
0 | 0.087168132655301992251195815313582790423 | 0.018370785987484793594850458540123039737
f(z) = 21/47*z^3 - 115/47*z + 1
*
-2 | 0.059612291487542773213105692737550749077 | 0.012706858025463112894125354962661324523
f(z) = 21/50*z^3 - 109/50*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.013190790499027361238425805982975664191
f(z) = 21/58*z^3 - 113/58*z + 1
*
0 | 0.090100354937624128065294771687905909862 | 0.019399821611544658139901634239623336859
f(z) = 22/41*z^3 - 104/41*z + 1
*
0 | 0.089643887541473858029614150973525265253 | 0.019145957939443193870097579257026456878
f(z) = 22/43*z^3 - 108/43*z + 1
*
0 | 0.075597701332864726878978215432312001063 | 0.016021557574753704475756448465056890476
f(z) = 22/45*z^3 - 112/45*z + 1
*
0 | 0.088647112564509553228481107402297046599 | 0.018648454957341949992711462926303158822
f(z) = 22/47*z^3 - 116/47*z + 1
*
0 | 0.088097691325442832241662082707182860115 | 0.018401638281311923093478402325451434825
f(z) = 22/49*z^3 - 120/49*z + 1
*
0 | 0.060134328062072455298568466450198401616 | 0.012974723703325411056471826966320196871
f(z) = 23/40*z^3 - 103/40*z + 1
*
0 | 0.091310621358492742428545691700698646496 | 0.019619982657437581439514403451112749703
f(z) = 23/41*z^3 - 105/41*z + 1
*
0 | 0.057926053496945141860803698856732770297 | 0.012396356799920223255589632299838610077
f(z) = 23/42*z^3 - 107/42*z + 1
*
0 | 0.090894509687358968984670955185015649530 | 0.019374924215632774332673286445973514420
f(z) = 23/43*z^3 - 109/43*z + 1
*
0 | 0.065007730997758788333535098136849161086 | 0.013803442852886697506819973064620459577
f(z) = 23/44*z^3 - 111/44*z + 1
*
0 | 0.076893748025350742023288692505240354227 | 0.016265589152847477045689245836495374337
f(z) = 23/45*z^3 - 113/45*z + 1
*
0 | 0.089994807837156809001184581802669790478 | 0.018897841420607158439616970335328000590
f(z) = 23/47*z^3 - 117/47*z + 1
*
-2 | 0.060864473302445300564998525303576880855 | 0.012780816941124630003149225309011218506
f(z) = 23/50*z^3 - 117/50*z + 1
*
0 | 0.092438941059393065189621470436411177664 | 0.019822053894968626823045250582073873914
f(z) = 24/41*z^3 - 106/41*z + 1
*
0 | 0.092056348610988508489565200495218266455 | 0.019584455512446219552157043433161578832
f(z) = 24/43*z^3 - 110/43*z + 1
*
0 | 0.091235637497480294970537091026170167073 | 0.019124223183732050062855206704489456216
f(z) = 24/47*z^3 - 118/47*z + 1
*
[ 5/2 ] 
f(z) = 24/55*z^3 - 117/55*z + 1
*
0 | 0.093496614114919990861575322872231619910 | 0.020008568134442801146543026710996770306
f(z) = 25/41*z^3 - 107/41*z + 1
*
0 | 0.093142342537949188058602885290809417129 | 0.019777416972927492565565213805818821517
f(z) = 25/43*z^3 - 111/43*z + 1
*
0 | 0.067288876294265925675055497189335847342 | 0.014233838829113508713284576052643242523
f(z) = 25/44*z^3 - 113/44*z + 1
*
-11/5 | 0.13770582010463037991670798558216636968 | 0.029837968391534178305333311504973202921
f(z) = 25/44*z^3 - 101/44*z + 1
*
0 | 0.079746972768879928563556723362541112017 | 0.016745917696571216891520489926615918118
f(z) = 25/46*z^3 - 117/46*z + 1
*
0 | 0.092387284523339271515613836484283560701 | 0.019331428588632047129042833167566395024
f(z) = 25/47*z^3 - 119/47*z + 1
*
-1/5 | 0.13805692349023109204857283667404847866 | 0.029203638200310680710963551219136575416
f(z) = 25/56*z^3 - 113/56*z + 1
*
0 | 0.094492617538637064291379200069660846069 | 0.020181539763607766053172367573546583847
f(z) = 26/41*z^3 - 108/41*z + 1
*
0 | 0.094162615253934842342206739233446601755 | 0.019956053359845324396688623158686802913
f(z) = 26/43*z^3 - 112/43*z + 1
*
0 | 0.080256737129473145545052092585229338270 | 0.016883394214256815243389324334661247584
f(z) = 26/45*z^3 - 116/45*z + 1
*
0 | 0.093463065266734000217455077565967029372 | 0.019522344953940732781300306604633388985
f(z) = 26/47*z^3 - 120/47*z + 1
*
0 | 0.059453724844704045535374826088995733481 | 0.012723283251086676216353237178369763413
f(z) = 27/40*z^3 - 107/40*z + 1
*
0 | 0.095434225544825650996003682555700401269 | 0.020342602582582101457750232481849978005
f(z) = 27/41*z^3 - 109/41*z + 1
*
0 | 0.095125269405562283264068840150627598333 | 0.020122163243944046999229135426729963390
f(z) = 27/43*z^3 - 113/43*z + 1
*
0 | 0.069295907820904494893484968498591888215 | 0.014604193684179821545907404866361414504
f(z) = 27/44*z^3 - 115/44*z + 1
*
0 | 0.081805472233974166483326450930986430908 | 0.017117254314914831105541533716882806532
f(z) = 27/46*z^3 - 119/46*z + 1
*
[ 1/3 ] 
f(z) = 27/49*z^3 - 101/49*z + 1
*
[ 5/2 ] 
f(z) = 27/50*z^3 - 111/40*z + 1
*
[ 1/3 ] 
f(z) = 27/50*z^3 - 103/50*z + 1
*
[ 1/3 ] 
f(z) = 27/52*z^3 - 107/52*z + 1
*
[ 1/3 ] 
f(z) = 27/53*z^3 - 109/53*z + 1
*
[ 1/3 ] 
f(z) = 27/55*z^3 - 113/55*z + 1
*
[ 1/3 ] 
f(z) = 27/58*z^3 - 119/58*z + 1
*
0 | 0.096327430711761323441465535707431121807 | 0.020493103516138665042919561420296104237
f(z) = 28/41*z^3 - 110/41*z + 1
*
0 | 0.096036911885975136329171609732824154494 | 0.020277214507033651907493481602793354600
f(z) = 28/43*z^3 - 114/43*z + 1
*
0 | 0.082173677515010378397283727271849130087 | 0.017224713847902731571689435536158564735
f(z) = 28/45*z^3 - 118/45*z + 1
*
[ -5/2 ] 
f(z) = 28/45*z^3 - 112/45*z + 1
*
0 | 0.068786797774055433659247518066392195881 | 0.014662480698696481484942502911177825095
f(z) = 29/40*z^3 - 109/40*z + 1
*
0 | 0.097177239318650551896188331668152451612 | 0.020634168412715907061195100505613243475
f(z) = 29/41*z^3 - 111/41*z + 1
*
0 | 0.063862098770887074234376340968612098381 | 0.013508961231846219795274057477781942493
f(z) = 29/42*z^3 - 113/42*z + 1
*
0 | 0.096903014702441721598183172214250469259 | 0.020422423773607931958735102800284118861
f(z) = 29/43*z^3 - 115/43*z + 1
*
0 | 0.071091961787748461353789657601354517060 | 0.014928468124247052031910157923194762873
f(z) = 29/44*z^3 - 117/44*z + 1
*
0 | 0.083057230292277776687903467312289513705 | 0.017379176414251216300270622419614917560
f(z) = 29/45*z^3 - 119/45*z + 1
*
0 | 0.097987884151958108747768444622478964631 | 0.020766749516051744816539372018043754856
f(z) = 30/41*z^3 - 112/41*z + 1
*
0 | 0.097728170490600298612748685644749261326 | 0.020558812720844737996715354949064158867
f(z) = 30/43*z^3 - 116/43*z + 1
*
0 | 0.067506927234128930145827055126155018997 | 0.014334110696501699335742116470252903867
f(z) = 31/40*z^3 - 111/40*z + 1
*
0 | 0.098762981448509924913390238864381409967 | 0.020891660518643733489629831258092252270
f(z) = 31/41*z^3 - 113/41*z + 1
*
0 | 0.065461392727269414139751592488416016862 | 0.013796065139892764463019785333809037939
f(z) = 31/42*z^3 - 115/42*z + 1
*
0 | 0.098516278152249581275149316174595550817 | 0.020687249038171355832904972640533036900
f(z) = 31/43*z^3 - 117/43*z + 1
*
0 | 0.072719634905353688292888517421474279389 | 0.015216102913048672225951096158610640899
f(z) = 31/44*z^3 - 119/44*z + 1
*
[ 2 ] 
f(z) = 31/46*z^3 - 101/46*z + 1
*
0 | 0.099505648990169181261950500042831770199 | 0.021009602970479455774787744120834581681
f(z) = 32/41*z^3 - 114/41*z + 1
*
0 | 0.099270680741938161638235771724980220845 | 0.020808476886701950902661806833936684669
f(z) = 32/43*z^3 - 118/43*z + 1
*
0 | 0.071804249420789191415327074640188120924 | 0.015188990659189759153576419645880713490
f(z) = 33/40*z^3 - 113/40*z + 1
*
0 | 0.10021859654083764509215119836611349100 | 0.021121186526941481407161540023620449152
f(z) = 33/41*z^3 - 115/41*z + 1
*
0 | 0.099994269870943386187546257158200634356 | 0.020923139988969069572624720644272889884
f(z) = 33/43*z^3 - 119/43*z + 1
*
[ 2 ] 
f(z) = 33/46*z^3 - 109/46*z + 1
*
[ -5/2 ] 
f(z) = 33/50*z^3 - 109/40*z + 1
*
[ 2 ] 
f(z) = 33/50*z^3 - 107/50*z + 1
*
[ 2 ] 
f(z) = 33/58*z^3 - 103/58*z + 1
*
0 | 0.10090419618330770908844269924555083697 | 0.021226944714774196366524285421791685346
f(z) = 34/41*z^3 - 116/41*z + 1
*
0 | 0.10068956610082868937885712896146881787 | 0.021031799428716561300296913861897097738
f(z) = 34/43*z^3 - 120/43*z + 1
*
0 | 0.10156453777999130303546203677436204039 | 0.021327347377601534107735374159634697254
f(z) = 35/41*z^3 - 117/41*z + 1
*
[ 2 ] 
f(z) = 35/46*z^3 - 117/46*z + 1
*
[ 2 ] 
f(z) = 35/54*z^3 - 113/54*z + 1
*
[ 2 ] 
f(z) = 35/58*z^3 - 111/58*z + 1
*
0 | 0.10220147324384931102179785247020853084 | 0.021422810621294480071796567981864326582
f(z) = 36/41*z^3 - 118/41*z + 1
*
[ 1/3 ] 
f(z) = 36/49*z^3 - 102/49*z + 1
*
[ 1/3 ] 
f(z) = 36/53*z^3 - 110/53*z + 1
*
[ 1/3 ] 
f(z) = 36/55*z^3 - 114/55*z + 1
*
0 | 0.074385761176045423372570304977059286879 | 0.015620126898872814577434774499245534106
f(z) = 37/40*z^3 - 117/40*z + 1
*
0 | 0.10281665226915940212079136907464170512 | 0.021513704849300489051464321703483250643
f(z) = 37/41*z^3 - 119/41*z + 1
*
[ 2 ] 
f(z) = 37/58*z^3 - 119/58*z + 1
*
0 | 0.10341155145842610908831859678915763963 | 0.021600361319544106493848056587299194299
f(z) = 38/41*z^3 - 120/41*z + 1
*
[ 7/4 ] 
f(z) = 38/49*z^3 - 109/56*z + 1
*
0 | 0.072697640119230841000185574527003655899 | 0.015211500649442270372072138499196736012
f(z) = 39/40*z^3 - 119/40*z + 1
*
[ 7/3 ] 
f(z) = 20/49*z^3 - 104/63*z + 1
*
[ 7/3 ] 
f(z) = 22/49*z^3 - 118/63*z + 1
*
6/5 | 0.12263963831082590884301829712204141288 | 0.022776441779723795566629282137756317607
f(z) = 25/44*z^3 - 109/66*z + 1
*
[ -20/9 ] 
f(z) = 27/40*z^3 - 113/60*z + 1
*
[ -7/3 ] 
f(z) = 29/49*z^3 - 113/63*z + 1
*
-4/3 | 0.15359351185374125316460071494387862517 | 0.028828281098852106022646619991157255295
f(z) = 33/40*z^3 - 103/60*z + 1
*
4/5 | 0.15734534105038836665975697590789764769 | 0.026132657510352782594636954608514706890
f(z) = 35/48*z^3 - 103/60*z + 1
*
[ 7/18 ] 
f(z) = 36/49*z^3 - 106/63*z + 1
*
-4/3 | 0.15359454547016214288678191214661319262 | 0.028067790251886784181822645585274450526
f(z) = 39/40*z^3 - 119/60*z + 1
*
[ 2 ] 
f(z) = 20/41*z^3 - 119/82*z + 1
*
[ 2 ] 
f(z) = 20/43*z^3 - 117/86*z + 1
*
[ 2 ] 
f(z) = 20/47*z^3 - 113/94*z + 1
*
[ 2 ] 
f(z) = 20/49*z^3 - 111/98*z + 1
*
[ 1/2 ] 
f(z) = 22/45*z^3 - 101/90*z + 1
*
[ 1/2 ] 
f(z) = 22/47*z^3 - 105/94*z + 1
*
[ 1/2 ] 
f(z) = 22/49*z^3 - 109/98*z + 1
*
[ 1/2 ] 
f(z) = 26/45*z^3 - 103/90*z + 1
*
[ 1/2 ] 
f(z) = 26/47*z^3 - 107/94*z + 1
*
[ 1/2 ] 
f(z) = 26/49*z^3 - 111/98*z + 1
*
-7/6 | 0.072095256894462687024154827817192905815 | 0.010955661811932733748268593946710684511
f(z) = 27/49*z^3 - 103/84*z + 1
*
[ 4/9 ] 
f(z) = 27/56*z^3 - 113/84*z + 1
*
[ -2 ] 
f(z) = 28/41*z^3 - 101/82*z + 1
*
[ -2 ] 
f(z) = 29/41*z^3 - 109/82*z + 1
*
[ -2 ] 
f(z) = 29/43*z^3 - 103/86*z + 1
*
[ 5/3 ] 
f(z) = 29/50*z^3 - 109/90*z + 1
*
[ -2 ] 
f(z) = 30/41*z^3 - 117/82*z + 1
*
[ -2 ] 
f(z) = 30/43*z^3 - 111/86*z + 1
*
[ 1/2 ] 
f(z) = 30/43*z^3 - 101/86*z + 1
*
[ 1/2 ] 
f(z) = 30/47*z^3 - 109/94*z + 1
*
[ 1/2 ] 
f(z) = 30/49*z^3 - 113/98*z + 1
*
[ -2 ] 
f(z) = 31/43*z^3 - 119/86*z + 1
*
[ -2 ] 
f(z) = 31/45*z^3 - 113/90*z + 1
*
[ -2 ] 
f(z) = 31/47*z^3 - 107/94*z + 1
*
[ -2 ] 
f(z) = 31/49*z^3 - 101/98*z + 1
*
[ 5/3 ] 
f(z) = 31/50*z^3 - 119/90*z + 1
*
[ -2 ] 
f(z) = 32/47*z^3 - 115/94*z + 1
*
[ -2 ] 
f(z) = 32/49*z^3 - 109/98*z + 1
*
[ -2 ] 
f(z) = 33/49*z^3 - 117/98*z + 1
*
[ 1/2 ] 
f(z) = 34/43*z^3 - 103/86*z + 1
*
[ 1/2 ] 
f(z) = 34/45*z^3 - 107/90*z + 1
*
[ 1/2 ] 
f(z) = 34/47*z^3 - 111/94*z + 1
*
[ 1/2 ] 
f(z) = 34/49*z^3 - 115/98*z + 1
*
[ 1/2 ] 
f(z) = 38/41*z^3 - 101/82*z + 1
*
[ 1/2 ] 
f(z) = 38/43*z^3 - 105/86*z + 1
*
[ 1/2 ] 
f(z) = 38/45*z^3 - 109/90*z + 1
*
[ 1/2 ] 
f(z) = 38/47*z^3 - 113/94*z + 1
*
[ 1/2 ] 
f(z) = 38/49*z^3 - 117/98*z + 1
*
[ 2 ] 
f(z) = 20/51*z^3 - 109/102*z + 1
*
[ 2 ] 
f(z) = 20/53*z^3 - 107/106*z + 1
*
[ 2 ] 
f(z) = 20/57*z^3 - 103/114*z + 1
*
[ 2 ] 
f(z) = 20/59*z^3 - 101/118*z + 1
*
-2 | 0.14992693034902599870718233030060042687 | 0.022025956933991354835050079906312751278
f(z) = 21/40*z^3 - 113/105*z + 1
*
[ 2 ] 
f(z) = 21/53*z^3 - 115/106*z + 1
*
[ 2 ] 
f(z) = 21/55*z^3 - 113/110*z + 1
*
[ 2 ] 
f(z) = 21/59*z^3 - 109/118*z + 1
*
[ 1/2 ] 
f(z) = 22/51*z^3 - 113/102*z + 1
*
[ 1/2 ] 
f(z) = 22/53*z^3 - 117/106*z + 1
*
[ 2 ] 
f(z) = 22/57*z^3 - 119/114*z + 1
*
[ 2 ] 
f(z) = 22/59*z^3 - 117/118*z + 1
*
[ 7/4 ] 
f(z) = 23/49*z^3 - 113/112*z + 1
*
[ 12/25 ] 
f(z) = 25/54*z^3 - 119/100*z + 1
*
[ 1/2 ] 
f(z) = 26/51*z^3 - 115/102*z + 1
*
[ 1/2 ] 
f(z) = 26/53*z^3 - 119/106*z + 1
*
-14/9 | 0.19753007828323767629319841403244465034 | 0.029335851543733887634453721894515905860
f(z) = 27/40*z^3 - 104/105*z + 1
*
[ 7/12 ] 
f(z) = 27/49*z^3 - 101/112*z + 1
*
[ -2 ] 
f(z) = 32/51*z^3 - 103/102*z + 1
*
[ -2 ] 
f(z) = 33/53*z^3 - 105/106*z + 1
*
[ -2 ] 
f(z) = 34/53*z^3 - 113/106*z + 1
*
[ -2 ] 
f(z) = 34/55*z^3 - 107/110*z + 1
*
[ 3/2 ] 
f(z) = 34/57*z^3 - 115/114*z + 1
*
[ -2 ] 
f(z) = 34/57*z^3 - 101/114*z + 1
*
[ 4/3 ] 
f(z) = 35/48*z^3 - 113/108*z + 1
*
[ -2 ] 
f(z) = 35/57*z^3 - 109/114*z + 1
*
[ -2 ] 
f(z) = 35/59*z^3 - 103/118*z + 1
*
[ -2 ] 
f(z) = 36/59*z^3 - 111/118*z + 1
*
[ -2 ] 
f(z) = 37/59*z^3 - 119/118*z + 1
*
-10/9 | 0.15016633868824230574249708012461519952 | 0.021499275246972333136840415222051235742
f(z) = 21/40*z^3 - 101/135*z + 1
*
[ 3/2 ] 
f(z) = 24/43*z^3 - 119/129*z + 1
*
[ 3/5 ] 
f(z) = 25/41*z^3 - 109/123*z + 1
*
[ 3/5 ] 
f(z) = 25/43*z^3 - 113/129*z + 1
*
[ 3/5 ] 
f(z) = 25/44*z^3 - 115/132*z + 1
*
[ 3/5 ] 
f(z) = 25/46*z^3 - 119/138*z + 1
*
-5/6 | 0.18215533545335084709614802630619796497 | 0.028475432007419188333462007880891193885
f(z) = 27/50*z^3 - 101/120*z + 1
*
[ 2/3 ] 
f(z) = 33/46*z^3 - 113/138*z + 1
*
[ 7/6 ] 
f(z) = 34/49*z^3 - 101/126*z + 1
*
[ 9/7 ] 
f(z) = 35/54*z^3 - 107/126*z + 1
*
[ 7/6 ] 
f(z) = 38/49*z^3 - 115/126*z + 1
*
-4/3 | 0.13445686530496937432965827548002902525 | 0.027536825666225045435966299929662032170
f(z) = 39/44*z^3 - 109/132*z + 1
*
[ 2/3 ] 
f(z) = 21/50*z^3 - 103/150*z + 1
*
[ 3/2 ] 
f(z) = 24/47*z^3 - 115/141*z + 1
*
[ 3/2 ] 
f(z) = 24/49*z^3 - 113/147*z + 1
*
[ 3/2 ] 
f(z) = 24/53*z^3 - 109/159*z + 1
*
[ 3/4 ] 
f(z) = 32/47*z^3 - 101/141*z + 1
*
[ 3/4 ] 
f(z) = 32/49*z^3 - 103/147*z + 1
*
[ 3/4 ] 
f(z) = 32/53*z^3 - 107/159*z + 1
*
[ 2/3 ] 
f(z) = 33/50*z^3 - 119/150*z + 1
*
[ 5/3 ] 
f(z) = 21/55*z^3 - 109/165*z + 1
*
[ 2/3 ] 
f(z) = 21/58*z^3 - 115/174*z + 1
*
[ 15/11 ] 
f(z) = 22/45*z^3 - 106/165*z + 1
*
[ 7/5 ] 
f(z) = 22/49*z^3 - 104/175*z + 1
*
[ 7/5 ] 
f(z) = 23/49*z^3 - 111/175*z + 1
*
[ 7/5 ] 
f(z) = 24/49*z^3 - 118/175*z + 1
*
[ 7/10 ] 
f(z) = 24/49*z^3 - 117/175*z + 1
*
[ 3/2 ] 
f(z) = 24/55*z^3 - 107/165*z + 1
*
[ 3/2 ] 
f(z) = 24/59*z^3 - 103/177*z + 1
*
[ 4/5 ] 
f(z) = 25/41*z^3 - 105/164*z + 1
*
[ 4/5 ] 
f(z) = 25/43*z^3 - 107/172*z + 1
*
[ 11/10 ] 
f(z) = 25/44*z^3 - 105/176*z + 1
*
[ 5/6 ] 
f(z) = 27/40*z^3 - 107/160*z + 1
*
[ 5/4 ] 
f(z) = 27/50*z^3 - 103/160*z + 1
*
[ 5/4 ] 
f(z) = 29/50*z^3 - 113/160*z + 1
*
[ 3/4 ] 
f(z) = 32/55*z^3 - 109/165*z + 1
*
[ 3/4 ] 
f(z) = 32/59*z^3 - 113/177*z + 1
*
[ 7/9 ] 
f(z) = 24/49*z^3 - 110/189*z + 1
*
[ 4/5 ] 
f(z) = 25/47*z^3 - 111/188*z + 1
*
[ 4/5 ] 
f(z) = 25/49*z^3 - 113/196*z + 1
*
[ 3/4 ] 
f(z) = 20/51*z^3 - 113/204*z + 1
*
[ 4/5 ] 
f(z) = 25/51*z^3 - 115/204*z + 1
*
[ 4/5 ] 
f(z) = 25/53*z^3 - 117/212*z + 1
*
[ 7/8 ] 
f(z) = 22/49*z^3 - 109/224*z + 1
*
[ 30/23 ] 
f(z) = 23/54*z^3 - 113/230*z + 1
*
[ 5/6 ] 
f(z) = 27/55*z^3 - 119/220*z + 1
*
[ 7/6 ] 
f(z) = 27/56*z^3 - 115/224*z + 1
*
[ 10/9 ] 
f(z) = 21/50*z^3 - 113/270*z + 1
*
-10/3 | 0.19279809987209417357717240749425411613 | 0.028929511871700372553364312903802633187
f(z) = 21/40*z^3 - 98/15*z + 1
*
-10/3 | 0.12094331869914725809753563320737888454 | 0.018510441904241579407087707540975209290
f(z) = 21/40*z^3 - 86/15*z + 1
*
[ 5 ] 
f(z) = 21/50*z^3 - 97/10*z + 1
*
[ -5 ] 
f(z) = 21/50*z^3 - 93/10*z + 1
*
[ 4 ] 
f(z) = 23/48*z^3 - 83/12*z + 1
*
[ -6 ] 
f(z) = 23/54*z^3 - 85/6*z + 1
*
[ -4 ] 
f(z) = 25/48*z^3 - 85/12*z + 1
*
[ -21/5 ] 
f(z) = 25/54*z^3 - 97/14*z + 1
*
[ 6 ] 
f(z) = 25/54*z^3 - 95/6*z + 1
*
[ 18/5 ] 
f(z) = 25/54*z^3 - 95/18*z + 1
*
[ -18/5 ] 
f(z) = 25/54*z^3 - 85/18*z + 1
*
[ 7/2 ] 
f(z) = 26/49*z^3 - 81/14*z + 1
*
2/3 | 0.12609968403908708937641986254794954642 | 0.019102452387066407937940392703764329221
f(z) = 27/40*z^3 - 92/15*z + 1
*
2/9 | 0.081008020077584350682854023823854167480 | 0.012466066910331242129769257296898047867
f(z) = 27/40*z^3 - 83/15*z + 1
*
[ 7/2 ] 
f(z) = 30/49*z^3 - 95/14*z + 1
*
[ -7/2 ] 
f(z) = 30/49*z^3 - 87/14*z + 1
*
[ 3 ] 
f(z) = 31/45*z^3 - 83/15*z + 1
*
[ 3 ] 
f(z) = 32/45*z^3 - 86/15*z + 1
*
2/3 | 0.18599843934741568280414663669134012137 | 0.028367351959171889140923298175173961002
f(z) = 33/40*z^3 - 88/15*z + 1
*
[ 3 ] 
f(z) = 34/45*z^3 - 92/15*z + 1
*
[ -3 ] 
f(z) = 34/45*z^3 - 82/15*z + 1
*
[ -3 ] 
f(z) = 37/45*z^3 - 91/15*z + 1
*
[ -3 ] 
f(z) = 38/45*z^3 - 94/15*z + 1
*
0 | 0.15200543758072801020280846820732096763 | 0.029597235842462717138741991808469199052
f(z) = 23/42*z^3 - 85/21*z + 1
*
0 | 0.15163445643108533598133639746832421197 | 0.029457915324457883913739842232558028973
f(z) = 25/42*z^3 - 86/21*z + 1
*
-21/10 | 0.15175736701274168869159184841863112806 | 0.023668382458217226079263721702844190689
f(z) = 25/49*z^3 - 87/28*z + 1
*
14/5 | 0.12547295191100255815225925283914664063 | 0.024431050682562955583929255285313222118
f(z) = 25/52*z^3 - 85/26*z + 1
*
7/3 | 0.10957923682312315462425278361543660394 | 0.016726895598723737706709245209397491938
f(z) = 27/49*z^3 - 100/21*z + 1
*
5/9 | 0.17990783803859404669078894660715226547 | 0.029502401859015196746030208675899400215
f(z) = 27/50*z^3 - 89/30*z + 1
*
5/3 | 0.13909014183078047590000436365801324584 | 0.023072945512387769807074355399499901848
f(z) = 27/50*z^3 - 83/30*z + 1
*
2/9 | 0.12896250546760124105581842647173021243 | 0.019441627409378774278122722423073952349
f(z) = 27/56*z^3 - 95/21*z + 1
*
0 | 0.15317461896993273785928351304659497977 | 0.029560211746262276633360574225352523317
f(z) = 31/42*z^3 - 89/21*z + 1
*
-2 | 0.072181994022386216822594683885441332529 | 0.014187838276892144421358630001303689958
f(z) = 35/44*z^3 - 81/22*z + 1
*
-2 | 0.076893138632750931087570836838924792399 | 0.015041729717721286572391988698868108636
f(z) = 35/52*z^3 - 83/26*z + 1
*
-2 | 0.070570771286146242963634984272347543175 | 0.013740954235477835665893858627900041942
f(z) = 37/44*z^3 - 85/22*z + 1
*
-2 | 0.076799416849732788102681444290510636336 | 0.014886333329558528053116440453262912591
f(z) = 37/52*z^3 - 87/26*z + 1
*
-2 | 0.070467569082518287952323533244992529748 | 0.013599095446305586065984240545347666764
f(z) = 39/44*z^3 - 89/22*z + 1
*
[ 5/2 ] 
f(z) = 21/50*z^3 - 81/40*z + 1
*
[ 5/2 ] 
f(z) = 23/50*z^3 - 91/40*z + 1
*
-1/5 | 0.12836058899258246470689483730706973483 | 0.028058731927710905334511202662921427282
f(z) = 25/48*z^3 - 97/48*z + 1
*
3/5 | 0.086706133835633698018892591734887597224 | 0.019316809537148562057544698885604583623
f(z) = 25/48*z^3 - 89/48*z + 1
*
[ -13/5 ] 
f(z) = 25/52*z^3 - 97/52*z + 1
*
[ 2/5 ] 
f(z) = 25/54*z^3 - 85/54*z + 1
*
[ 21/10 ] 
f(z) = 25/54*z^3 - 85/56*z + 1
*
7/5 | 0.10814720417124617023118206891379116871 | 0.024093554314291641669629549647749504376
f(z) = 25/56*z^3 - 89/56*z + 1
*
[ 2/5 ] 
f(z) = 25/58*z^3 - 91/58*z + 1
*
5/3 | 0.11779335239379405669313593007519957184 | 0.025634446159297437793630873176264455729
f(z) = 27/40*z^3 - 99/40*z + 1
*
-5/3 | 0.11080858872017151092662583747104465116 | 0.024564850348383953196214407127180380842
f(z) = 27/40*z^3 - 91/40*z + 1
*
[ 1/3 ] 
f(z) = 27/40*z^3 - 83/40*z + 1
*
[ 1/3 ] 
f(z) = 27/41*z^3 - 85/41*z + 1
*
[ 1/3 ] 
f(z) = 27/43*z^3 - 89/43*z + 1
*
[ 1/3 ] 
f(z) = 27/44*z^3 - 91/44*z + 1
*
[ 1/3 ] 
f(z) = 27/46*z^3 - 95/46*z + 1
*
[ 2 ] 
f(z) = 27/46*z^3 - 85/46*z + 1
*
[ 1/3 ] 
f(z) = 27/47*z^3 - 97/47*z + 1
*
2/3 | 0.11921827528262041377911790871958097269 | 0.026695192134525275435488117246427446574
f(z) = 27/50*z^3 - 87/50*z + 1
*
[ 2 ] 
f(z) = 27/50*z^3 - 83/50*z + 1
*
[ -5/2 ] 
f(z) = 28/55*z^3 - 98/55*z + 1
*
[ 2 ] 
f(z) = 29/46*z^3 - 93/46*z + 1
*
[ 2 ] 
f(z) = 29/50*z^3 - 91/50*z + 1
*
[ -5/2 ] 
f(z) = 29/50*z^3 - 89/40*z + 1
*
[ 2 ] 
f(z) = 29/54*z^3 - 89/54*z + 1
*
[ 7/4 ] 
f(z) = 30/49*z^3 - 81/56*z + 1
*
[ -5/2 ] 
f(z) = 31/50*z^3 - 99/40*z + 1
*
[ 2 ] 
f(z) = 31/50*z^3 - 99/50*z + 1
*
[ 2 ] 
f(z) = 31/54*z^3 - 97/54*z + 1
*
[ 2 ] 
f(z) = 31/58*z^3 - 95/58*z + 1
*
[ -9/4 ] 
f(z) = 32/45*z^3 - 97/45*z + 1
*
5/4 | 0.11653944670727988973449268485633204676 | 0.026163080459689272176979404920767336657
f(z) = 32/45*z^3 - 86/45*z + 1
*
[ 7/4 ] 
f(z) = 34/49*z^3 - 95/56*z + 1
*
[ 1/3 ] 
f(z) = 36/41*z^3 - 86/41*z + 1
*
[ 1/3 ] 
f(z) = 36/43*z^3 - 90/43*z + 1
*
[ 1/3 ] 
f(z) = 36/47*z^3 - 98/47*z + 1
*
[ 11/6 ] 
f(z) = 36/55*z^3 - 96/55*z + 1
*
[ -2 ] 
f(z) = 37/42*z^3 - 85/42*z + 1
*
[ -2 ] 
f(z) = 39/46*z^3 - 87/46*z + 1
*
[ -2 ] 
f(z) = 39/50*z^3 - 81/50*z + 1
*
[ -7/3 ] 
f(z) = 25/49*z^3 - 85/63*z + 1
*
[ -7/3 ] 
f(z) = 26/49*z^3 - 92/63*z + 1
*
[ 4/9 ] 
f(z) = 27/40*z^3 - 83/60*z + 1
*
-2/3 | 0.14066771585296504282761920523652575650 | 0.026809047170055095226988049566431774881
f(z) = 27/44*z^3 - 95/66*z + 1
*
-14/11 | 0.19101976410452122940054996616054070728 | 0.029033663246635726806097340827046139432
f(z) = 33/56*z^3 - 90/77*z + 1
*
6/7 | 0.12545027624387857999212490981522280107 | 0.016162638233004436840381725346474350818
f(z) = 35/54*z^3 - 87/70*z + 1
*
[ 3/2 ] 
f(z) = 37/45*z^3 - 91/60*z + 1
*
[ 4/3 ] 
f(z) = 39/40*z^3 - 89/60*z + 1
*
[ 1/2 ] 
f(z) = 22/41*z^3 - 93/82*z + 1
*
[ 1/2 ] 
f(z) = 22/43*z^3 - 97/86*z + 1
*
[ 12/23 ] 
f(z) = 23/54*z^3 - 95/92*z + 1
*
[ 8/5 ] 
f(z) = 25/44*z^3 - 95/88*z + 1
*
[ -12/5 ] 
f(z) = 25/56*z^3 - 97/84*z + 1
*
[ 1/2 ] 
f(z) = 26/41*z^3 - 95/82*z + 1
*
[ -2 ] 
f(z) = 26/41*z^3 - 85/82*z + 1
*
[ 1/2 ] 
f(z) = 26/43*z^3 - 99/86*z + 1
*
[ 7/13 ] 
f(z) = 26/49*z^3 - 92/91*z + 1
*
[ -2 ] 
f(z) = 27/41*z^3 - 93/82*z + 1
*
[ -2 ] 
f(z) = 27/43*z^3 - 87/86*z + 1
*
[ -2 ] 
f(z) = 28/43*z^3 - 95/86*z + 1
*
[ -2 ] 
f(z) = 28/45*z^3 - 89/90*z + 1
*
[ -2 ] 
f(z) = 28/47*z^3 - 83/94*z + 1
*
[ -2 ] 
f(z) = 29/45*z^3 - 97/90*z + 1
*
[ -2 ] 
f(z) = 29/47*z^3 - 91/94*z + 1
*
[ -2 ] 
f(z) = 29/49*z^3 - 85/98*z + 1
*
[ 1/2 ] 
f(z) = 30/41*z^3 - 97/82*z + 1
*
[ -2 ] 
f(z) = 30/47*z^3 - 99/94*z + 1
*
[ -2 ] 
f(z) = 30/49*z^3 - 93/98*z + 1
*
[ 1/2 ] 
f(z) = 34/41*z^3 - 99/82*z + 1
*
[ 2/3 ] 
f(z) = 36/49*z^3 - 81/98*z + 1
*
[ 7/13 ] 
f(z) = 39/49*z^3 - 99/91*z + 1
*
[ 4/3 ] 
f(z) = 39/56*z^3 - 83/84*z + 1
*
[ 8/5 ] 
f(z) = 25/52*z^3 - 89/104*z + 1
*
[ 3/2 ] 
f(z) = 26/51*z^3 - 83/102*z + 1
*
[ 2/3 ] 
f(z) = 27/59*z^3 - 83/118*z + 1
*
[ 4/3 ] 
f(z) = 29/48*z^3 - 89/108*z + 1
*
[ 2/3 ] 
f(z) = 29/48*z^3 - 83/108*z + 1
*
[ -2 ] 
f(z) = 30/53*z^3 - 81/106*z + 1
*
[ 4/3 ] 
f(z) = 31/48*z^3 - 97/108*z + 1
*
[ 2/3 ] 
f(z) = 31/48*z^3 - 85/108*z + 1
*
[ -2 ] 
f(z) = 31/51*z^3 - 95/102*z + 1
*
[ -2 ] 
f(z) = 31/53*z^3 - 89/106*z + 1
*
[ -2 ] 
f(z) = 31/55*z^3 - 83/110*z + 1
*
[ -2 ] 
f(z) = 32/53*z^3 - 97/106*z + 1
*
[ -2 ] 
f(z) = 32/57*z^3 - 85/114*z + 1
*
[ -2 ] 
f(z) = 33/59*z^3 - 87/118*z + 1
*
[ -2 ] 
f(z) = 34/59*z^3 - 95/118*z + 1
*
[ 2/3 ] 
f(z) = 35/48*z^3 - 89/108*z + 1
*
[ 2/3 ] 
f(z) = 36/53*z^3 - 85/106*z + 1
*
[ 2/3 ] 
f(z) = 36/55*z^3 - 87/110*z + 1
*
[ 2/3 ] 
f(z) = 36/59*z^3 - 91/118*z + 1
*
[ 2/3 ] 
f(z) = 37/48*z^3 - 91/108*z + 1
*
[ -7/4 ] 
f(z) = 37/49*z^3 - 83/112*z + 1
*
[ -7/4 ] 
f(z) = 39/49*z^3 - 97/112*z + 1
*
[ 3/2 ] 
f(z) = 20/41*z^3 - 94/123*z + 1
*
[ 3/2 ] 
f(z) = 20/43*z^3 - 92/129*z + 1
*
[ 2/3 ] 
f(z) = 21/46*z^3 - 97/138*z + 1
*
[ 6/5 ] 
f(z) = 25/46*z^3 - 85/138*z + 1
*
[ 3/4 ] 
f(z) = 32/41*z^3 - 95/123*z + 1
*
[ 3/4 ] 
f(z) = 32/43*z^3 - 97/129*z + 1
*
[ 15/16 ] 
f(z) = 32/45*z^3 - 83/120*z + 1
*
[ 3/4 ] 
f(z) = 34/45*z^3 - 91/120*z + 1
*
[ 3/4 ] 
f(z) = 38/45*z^3 - 97/120*z + 1
*
[ 10/13 ] 
f(z) = 39/50*z^3 - 99/130*z + 1
*
[ 5/6 ] 
f(z) = 39/50*z^3 - 89/120*z + 1
*
[ 3/2 ] 
f(z) = 20/47*z^3 - 88/141*z + 1
*
[ 3/2 ] 
f(z) = 20/49*z^3 - 86/147*z + 1
*
[ 3/2 ] 
f(z) = 20/53*z^3 - 82/159*z + 1
*
[ 6/5 ] 
f(z) = 29/54*z^3 - 91/150*z + 1
*
[ 5/4 ] 
f(z) = 23/50*z^3 - 83/160*z + 1
*
[ 5/6 ] 
f(z) = 24/55*z^3 - 83/165*z + 1
*
[ -21/10 ] 
f(z) = 25/54*z^3 - 95/168*z + 1
*
[ 7/9 ] 
f(z) = 27/56*z^3 - 97/168*z + 1
*
[ 14/15 ] 
f(z) = 27/56*z^3 - 86/175*z + 1
*
[ 8/9 ] 
f(z) = 27/56*z^3 - 85/168*z + 1
*
[ 14/13 ] 
f(z) = 26/49*z^3 - 99/182*z + 1
*
[ -15/7 ] 
f(z) = 21/50*z^3 - 97/210*z + 1
*
[ 10/3 ] 
f(z) = 21/40*z^3 - 77/15*z + 1
*
[ -10/3 ] 
f(z) = 21/40*z^3 - 68/15*z + 1
*
[ 7/2 ] 
f(z) = 22/49*z^3 - 67/14*z + 1
*
[ -4 ] 
f(z) = 23/48*z^3 - 77/12*z + 1
*
-2/5 | 0.15941711271090842015376180699483928381 | 0.028513232684427078528300992061388726222
f(z) = 25/48*z^3 - 67/12*z + 1
*
[ 24/5 ] 
f(z) = 25/54*z^3 - 79/8*z + 1
*
[ 3 ] 
f(z) = 26/45*z^3 - 68/15*z + 1
*
[ -7/2 ] 
f(z) = 26/49*z^3 - 73/14*z + 1
*
-26/9 | 0.18185461560434509839561624949431927117 | 0.028311945132544659365326397377127925810
f(z) = 27/40*z^3 - 77/15*z + 1
*
14/9 | 0.12069410257545141223625260536733456382 | 0.019446165486472831142888007517498569961
f(z) = 27/40*z^3 - 62/15*z + 1
*
[ 14/3 ] 
f(z) = 27/56*z^3 - 68/7*z + 1
*
[ -14/3 ] 
f(z) = 27/56*z^3 - 65/7*z + 1
*
[ 3 ] 
f(z) = 28/45*z^3 - 74/15*z + 1
*
[ -3 ] 
f(z) = 28/45*z^3 - 64/15*z + 1
*
[ 3 ] 
f(z) = 29/45*z^3 - 77/15*z + 1
*
[ -3 ] 
f(z) = 29/45*z^3 - 67/15*z + 1
*
[ -3 ] 
f(z) = 31/45*z^3 - 73/15*z + 1
*
[ -3 ] 
f(z) = 32/45*z^3 - 76/15*z + 1
*
3/5 | 0.19208240676442017540295445221428078779 | 0.025509143603170838863685886378316534109
f(z) = 35/54*z^3 - 69/10*z + 1
*
-2 | 0.073197542136848226643852956208317606808 | 0.015236723872618364604160370261788746712
f(z) = 25/44*z^3 - 61/22*z + 1
*
-2 | 0.074935044269091844413242558533461754965 | 0.015494349938820400798155158696314487496
f(z) = 25/52*z^3 - 63/26*z + 1
*
-21/10 | 0.075756926695349816238299618538968905549 | 0.011889758590404777132624338429839468207
f(z) = 25/54*z^3 - 65/24*z + 1
*
6/5 | 0.17723941262993684384937595012103681951 | 0.027430207468723482625343781710839100886
f(z) = 25/56*z^3 - 80/21*z + 1
*
4/5 | 0.12790646169509894974290838415727927334 | 0.025809306944824815542225948341501615573
f(z) = 25/56*z^3 - 71/28*z + 1
*
-2 | 0.073590512024325278169873581450127083664 | 0.015118642255821628656941799542274681615
f(z) = 27/44*z^3 - 65/22*z + 1
*
-5/9 | 0.059610497327407956293863575062086368308 | 0.010151447819089685778969482180891584527
f(z) = 27/50*z^3 - 71/30*z + 1
*
-2 | 0.075646270733708083989647006355592030617 | 0.015444823396319791681398137743481590206
f(z) = 27/52*z^3 - 67/26*z + 1
*
14/9 | 0.086051070343389327352157002138646818503 | 0.013568183997451909576643362630363594644
f(z) = 27/56*z^3 - 71/21*z + 1
*
14/9 | 0.17436507439512513259511280085152250431 | 0.027881331524838916479539957160920734473
f(z) = 27/56*z^3 - 65/21*z + 1
*
-2 | 0.073784736156265605627309328812547286679 | 0.014974819822761265781065341824741695235
f(z) = 29/44*z^3 - 69/22*z + 1
*
-2 | 0.076173164840821150390207790466819213327 | 0.015370424341984764666992569448783087905
f(z) = 29/52*z^3 - 71/26*z + 1
*
-2 | 0.073739531489732370854784663915890565389 | 0.014796418956610004100154564454917071761
f(z) = 31/44*z^3 - 73/22*z + 1
*
-2 | 0.076555598633240994818712376993940278593 | 0.015278621200677300716722537607969986197
f(z) = 31/52*z^3 - 75/26*z + 1
*
-3/8 | 0.13661404675716267565978344825189105832 | 0.025350200109846082264045424100738411620
f(z) = 32/45*z^3 - 73/30*z + 1
*
[ 15/8 ] 
f(z) = 32/45*z^3 - 61/30*z + 1
*
[ 7/3 ] 
f(z) = 33/49*z^3 - 65/21*z + 1
*
-2 | 0.076799875459830893702072552922835632759 | 0.015170060998126413965271447261306645359
f(z) = 33/52*z^3 - 79/26*z + 1
*
3/2 | 0.15727926148104344149136248352588391741 | 0.029336073584460527937262021285797529002
f(z) = 34/45*z^3 - 71/30*z + 1
*
-12/7 | 0.24097415419784907886408341639246293340 | 0.029304572617628639426355840842393239208
f(z) = 35/54*z^3 - 69/35*z + 1
*
[ 12/5 ] 
f(z) = 35/54*z^3 - 63/20*z + 1
*
[ 2 ] 
f(z) = 37/44*z^3 - 63/22*z + 1
*
[ 2 ] 
f(z) = 37/52*z^3 - 61/26*z + 1
*
3/2 | 0.13039012618689044701934038635779372091 | 0.023958125436569853423204283205422177023
f(z) = 38/45*z^3 - 77/30*z + 1
*
[ 2 ] 
f(z) = 39/44*z^3 - 67/22*z + 1
*
[ 7/3 ] 
f(z) = 39/49*z^3 - 79/21*z + 1
*
[ -7/3 ] 
f(z) = 39/49*z^3 - 61/21*z + 1
*
[ 1/2 ] 
f(z) = 20/57*z^3 - 62/57*z + 1
*
[ 1/2 ] 
f(z) = 20/59*z^3 - 64/59*z + 1
*
[ 2 ] 
f(z) = 21/46*z^3 - 61/46*z + 1
*
[ 2 ] 
f(z) = 23/50*z^3 - 67/50*z + 1
*
[ 2 ] 
f(z) = 23/54*z^3 - 65/54*z + 1
*
[ 2 ] 
f(z) = 23/58*z^3 - 63/58*z + 1
*
[ -5/2 ] 
f(z) = 24/55*z^3 - 73/55*z + 1
*
[ 1/2 ] 
f(z) = 24/55*z^3 - 61/55*z + 1
*
[ 1/2 ] 
f(z) = 24/59*z^3 - 65/59*z + 1
*
-7/5 | 0.10810780514773645937005875217092273701 | 0.026298010768441986495380971811455299964
f(z) = 25/42*z^3 - 61/42*z + 1
*
[ 2 ] 
f(z) = 25/46*z^3 - 77/46*z + 1
*
[ 2/5 ] 
f(z) = 25/46*z^3 - 73/46*z + 1
*
[ 2 ] 
f(z) = 25/54*z^3 - 73/54*z + 1
*
-7/5 | 0.065986177228923191859485698028004784971 | 0.015807392309955203795448155300163243698
f(z) = 25/56*z^3 - 65/56*z + 1
*
[ 2 ] 
f(z) = 25/58*z^3 - 71/58*z + 1
*
[ 7/4 ] 
f(z) = 26/49*z^3 - 67/56*z + 1
*
[ -5/2 ] 
f(z) = 27/50*z^3 - 79/40*z + 1
*
[ -7/3 ] 
f(z) = 27/56*z^3 - 67/56*z + 1
*
[ 2 ] 
f(z) = 27/58*z^3 - 79/58*z + 1
*
[ 1/2 ] 
f(z) = 28/55*z^3 - 62/55*z + 1
*
[ 1/2 ] 
f(z) = 28/57*z^3 - 64/57*z + 1
*
[ 1/2 ] 
f(z) = 28/59*z^3 - 66/59*z + 1
*
[ -2 ] 
f(z) = 31/42*z^3 - 61/42*z + 1
*
[ 7/16 ] 
f(z) = 32/49*z^3 - 79/56*z + 1
*
[ 1/2 ] 
f(z) = 32/53*z^3 - 61/53*z + 1
*
[ 1/2 ] 
f(z) = 32/55*z^3 - 63/55*z + 1
*
[ 1/2 ] 
f(z) = 32/57*z^3 - 65/57*z + 1
*
[ 1/2 ] 
f(z) = 32/59*z^3 - 67/59*z + 1
*
[ -2 ] 
f(z) = 33/46*z^3 - 63/46*z + 1
*
[ -2 ] 
f(z) = 35/46*z^3 - 71/46*z + 1
*
-3/10 | 0.17926666326867863582816087960802713959 | 0.023807172835930174528103743160947918698
f(z) = 35/54*z^3 - 69/40*z + 1
*
3/2 | 0.21623432101919820458791887477331141871 | 0.029194379110578833913062350689524459281
f(z) = 35/54*z^3 - 61/40*z + 1
*
[ 3/7 ] 
f(z) = 35/54*z^3 - 61/42*z + 1
*
[ 1/2 ] 
f(z) = 36/53*z^3 - 62/53*z + 1
*
[ 5/3 ] 
f(z) = 36/55*z^3 - 78/55*z + 1
*
[ 1/2 ] 
f(z) = 36/55*z^3 - 64/55*z + 1
*
[ 1/2 ] 
f(z) = 36/59*z^3 - 68/59*z + 1
*
[ -2 ] 
f(z) = 37/46*z^3 - 79/46*z + 1
*
[ -2 ] 
f(z) = 37/50*z^3 - 73/50*z + 1
*
[ -2 ] 
f(z) = 37/54*z^3 - 67/54*z + 1
*
[ -2 ] 
f(z) = 37/58*z^3 - 61/58*z + 1
*
[ -2 ] 
f(z) = 39/58*z^3 - 69/58*z + 1
*
[ -7/3 ] 
f(z) = 22/49*z^3 - 64/63*z + 1
*
[ -7/3 ] 
f(z) = 23/49*z^3 - 71/63*z + 1
*
[ 7/15 ] 
f(z) = 25/49*z^3 - 79/63*z + 1
*
4/3 | 0.14532996949556178156210431620921191472 | 0.028852757007465570738809679064069481275
f(z) = 27/40*z^3 - 77/60*z + 1
*
[ -20/9 ] 
f(z) = 27/50*z^3 - 73/60*z + 1
*
[ 3/2 ] 
f(z) = 29/45*z^3 - 67/60*z + 1
*
[ 3/2 ] 
f(z) = 31/45*z^3 - 73/60*z + 1
*
[ 4/3 ] 
f(z) = 33/40*z^3 - 73/60*z + 1
*
[ 7/11 ] 
f(z) = 33/49*z^3 - 65/77*z + 1
*
[ 2/3 ] 
f(z) = 33/52*z^3 - 61/78*z + 1
*
[ -2 ] 
f(z) = 23/41*z^3 - 61/82*z + 1
*
[ 5/3 ] 
f(z) = 23/50*z^3 - 79/90*z + 1
*
[ -2 ] 
f(z) = 24/41*z^3 - 69/82*z + 1
*
[ -2 ] 
f(z) = 24/43*z^3 - 63/86*z + 1
*
[ -2 ] 
f(z) = 25/41*z^3 - 77/82*z + 1
*
[ -2 ] 
f(z) = 25/43*z^3 - 71/86*z + 1
*
[ -21/10 ] 
f(z) = 25/49*z^3 - 65/84*z + 1
*
[ -2 ] 
f(z) = 26/43*z^3 - 79/86*z + 1
*
[ -2 ] 
f(z) = 26/45*z^3 - 73/90*z + 1
*
[ -2 ] 
f(z) = 26/47*z^3 - 67/94*z + 1
*
[ -2 ] 
f(z) = 26/49*z^3 - 61/98*z + 1
*
[ 2/3 ] 
f(z) = 27/41*z^3 - 65/82*z + 1
*
[ 2/3 ] 
f(z) = 27/43*z^3 - 67/86*z + 1
*
[ 4/3 ] 
f(z) = 27/46*z^3 - 73/92*z + 1
*
[ -2 ] 
f(z) = 27/47*z^3 - 75/94*z + 1
*
[ 2/3 ] 
f(z) = 27/47*z^3 - 71/94*z + 1
*
[ 2/3 ] 
f(z) = 27/49*z^3 - 73/98*z + 1
*
[ -2 ] 
f(z) = 27/49*z^3 - 69/98*z + 1
*
[ 3/4 ] 
f(z) = 29/54*z^3 - 61/96*z + 1
*
[ 5/8 ] 
f(z) = 32/45*z^3 - 79/90*z + 1
*
[ 9/8 ] 
f(z) = 32/45*z^3 - 71/90*z + 1
*
[ 7/6 ] 
f(z) = 33/49*z^3 - 65/84*z + 1
*
[ 4/3 ] 
f(z) = 33/56*z^3 - 67/84*z + 1
*
[ 3/4 ] 
f(z) = 35/54*z^3 - 67/96*z + 1
*
[ 2/3 ] 
f(z) = 36/41*z^3 - 73/82*z + 1
*
[ 2/3 ] 
f(z) = 36/43*z^3 - 75/86*z + 1
*
[ 2/3 ] 
f(z) = 36/47*z^3 - 79/94*z + 1
*
[ 7/6 ] 
f(z) = 39/49*z^3 - 79/84*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.029454399252074495806196693140300426499
f(z) = 39/56*z^3 - 80/91*z + 1
*
[ 14/13 ] 
f(z) = 39/56*z^3 - 67/91*z + 1
*
[ 3/2 ] 
f(z) = 22/51*z^3 - 65/102*z + 1
*
[ 3/2 ] 
f(z) = 22/57*z^3 - 61/114*z + 1
*
[ 2/3 ] 
f(z) = 23/48*z^3 - 77/108*z + 1
*
[ 4/3 ] 
f(z) = 23/48*z^3 - 65/108*z + 1
*
[ 2/3 ] 
f(z) = 25/48*z^3 - 79/108*z + 1
*
[ 4/3 ] 
f(z) = 25/48*z^3 - 73/108*z + 1
*
[ 4/5 ] 
f(z) = 25/58*z^3 - 61/116*z + 1
*
[ 3/2 ] 
f(z) = 26/57*z^3 - 79/114*z + 1
*
[ 4/3 ] 
f(z) = 27/50*z^3 - 71/100*z + 1
*
[ 2/3 ] 
f(z) = 27/53*z^3 - 77/106*z + 1
*
[ 2/3 ] 
f(z) = 27/55*z^3 - 79/110*z + 1
*
[ 4/3 ] 
f(z) = 27/58*z^3 - 67/116*z + 1
*
[ 15/14 ] 
f(z) = 28/45*z^3 - 68/105*z + 1
*
[ -2 ] 
f(z) = 28/51*z^3 - 71/102*z + 1
*
[ -2 ] 
f(z) = 28/53*z^3 - 65/106*z + 1
*
[ -2 ] 
f(z) = 29/51*z^3 - 79/102*z + 1
*
[ -2 ] 
f(z) = 29/53*z^3 - 73/106*z + 1
*
[ -2 ] 
f(z) = 29/55*z^3 - 67/110*z + 1
*
[ -2 ] 
f(z) = 29/57*z^3 - 61/114*z + 1
*
[ -2 ] 
f(z) = 30/59*z^3 - 63/118*z + 1
*
[ -2 ] 
f(z) = 31/57*z^3 - 77/114*z + 1
*
[ -2 ] 
f(z) = 31/59*z^3 - 71/118*z + 1
*
[ -2 ] 
f(z) = 32/59*z^3 - 79/118*z + 1
*
[ 10/11 ] 
f(z) = 33/50*z^3 - 71/110*z + 1
*
[ 7/8 ] 
f(z) = 36/49*z^3 - 79/112*z + 1
*
[ 10/9 ] 
f(z) = 21/40*z^3 - 74/135*z + 1
*
[ 4/3 ] 
f(z) = 21/44*z^3 - 79/132*z + 1
*
[ 3/4 ] 
f(z) = 22/45*z^3 - 73/120*z + 1
*
[ 14/15 ] 
f(z) = 25/49*z^3 - 65/126*z + 1
*
[ 3/4 ] 
f(z) = 26/45*z^3 - 79/120*z + 1
*
[ 7/6 ] 
f(z) = 26/49*z^3 - 73/126*z + 1
*
[ 8/9 ] 
f(z) = 27/40*z^3 - 79/120*z + 1
*
[ 5/6 ] 
f(z) = 33/50*z^3 - 79/120*z + 1
*
[ 4/3 ] 
f(z) = 21/52*z^3 - 73/156*z + 1
*
[ 14/11 ] 
f(z) = 22/49*z^3 - 79/154*z + 1
*
[ 6/5 ] 
f(z) = 23/54*z^3 - 67/150*z + 1
*
[ 3/2 ] 
f(z) = 20/59*z^3 - 76/177*z + 1
*
[ 5/4 ] 
f(z) = 21/50*z^3 - 73/160*z + 1
*
[ 6/5 ] 
f(z) = 25/58*z^3 - 79/174*z + 1
*
2/3 | 0.099135279594337595644101590428141627957 | 0.017112902937231246573383265498818000464
f(z) = 21/40*z^3 - 41/15*z + 1
*
[ 3 ] 
f(z) = 22/45*z^3 - 56/15*z + 1
*
[ -3 ] 
f(z) = 22/45*z^3 - 46/15*z + 1
*
[ -7/2 ] 
f(z) = 22/49*z^3 - 59/14*z + 1
*
[ 3 ] 
f(z) = 23/45*z^3 - 59/15*z + 1
*
[ -3 ] 
f(z) = 23/45*z^3 - 49/15*z + 1
*
2 | 0.093157420059012586328013681127404360671 | 0.018266639210540494240798242016769504088
f(z) = 23/48*z^3 - 41/12*z + 1
*
[ 14/5 ] 
f(z) = 25/49*z^3 - 47/14*z + 1
*
3/5 | 0.11230201770986026850174196868723407518 | 0.017897414647708467871610814947600290198
f(z) = 25/54*z^3 - 59/6*z + 1
*
-33/10 | 0.20547866323534427051881822212028440686 | 0.029116846598401560911299506458431950690
f(z) = 25/54*z^3 - 43/8*z + 1
*
3 | 0.17916161781319993037502858229633935387 | 0.025560160568912154601476472137939112010
f(z) = 25/54*z^3 - 41/10*z + 1
*
[ -3 ] 
f(z) = 26/45*z^3 - 58/15*z + 1
*
10/9 | 0.11690424679658430848828892111535764520 | 0.019715404215974256839339402667481582983
f(z) = 27/40*z^3 - 47/15*z + 1
*
-10/3 | 0.11956405282664600800412310493358152017 | 0.020639353005075407706904024682949844420
f(z) = 27/40*z^3 - 41/5*z + 1
*
[ 10/3 ] 
f(z) = 27/50*z^3 - 53/10*z + 1
*
[ -10/3 ] 
f(z) = 27/50*z^3 - 47/10*z + 1
*
2 | 0.12535062386161712420109440718069687920 | 0.023938129124966647142789737258364808498
f(z) = 29/48*z^3 - 47/12*z + 1
*
2 | 0.11246111405534098399583987988824368633 | 0.021307061577123146615975522354456655990
f(z) = 31/48*z^3 - 49/12*z + 1
*
[ 7/2 ] 
f(z) = 32/49*z^3 - 51/7*z + 1
*
[ -7/2 ] 
f(z) = 32/49*z^3 - 47/7*z + 1
*
-2 | 0.17481017567578958363812938110482053093 | 0.028986784773479689285019612880968902755
f(z) = 33/40*z^3 - 52/15*z + 1
*
2/3 | 0.11690837338304615368581414672642588745 | 0.020016357832098391764728675072696071464
f(z) = 33/40*z^3 - 43/15*z + 1
*
2 | 0.12003944032888922416283400976506269973 | 0.022409690458358074997265357556602706865
f(z) = 35/48*z^3 - 53/12*z + 1
*
-2 | 0.054848476287696431634763565267843418988 | 0.010754884870797866582617981863405456558
f(z) = 35/48*z^3 - 41/12*z + 1
*
-3 | 0.19599348596241511565933968850827497143 | 0.027117133097580352073428637572525330623
f(z) = 35/54*z^3 - 51/10*z + 1
*
[ 6 ] 
f(z) = 35/54*z^3 - 45/2*z + 1
*
[ 7/2 ] 
f(z) = 36/49*z^3 - 58/7*z + 1
*
[ -7/2 ] 
f(z) = 36/49*z^3 - 54/7*z + 1
*
2 | 0.14058490680374871383779453358292341173 | 0.026065000891436119576808292657090763275
f(z) = 37/48*z^3 - 55/12*z + 1
*
-2 | 0.054229605912032391543470720522172921498 | 0.010535146012551552851517614358177365375
f(z) = 37/48*z^3 - 43/12*z + 1
*
[ -6 ] 
f(z) = 37/54*z^3 - 47/2*z + 1
*
2 | 0.14433027225802446848009544657853271885 | 0.023642122961948228398566264305672191161
f(z) = 39/40*z^3 - 56/15*z + 1
*
2/3 | 0.13207437737085496123725475555694626216 | 0.022524332348953244587265957290247478609
f(z) = 39/40*z^3 - 44/15*z + 1
*
-10/7 | 0.16395676718587871031776531680548652505 | 0.027552783709816283943665633909977997460
f(z) = 21/40*z^3 - 48/35*z + 1
*
-2 | 0.071764043373052046723407655794953775635 | 0.015388652435422475874991247705031210629
f(z) = 21/44*z^3 - 53/22*z + 1
*
-2 | 0.073172052555921790118641523575996166830 | 0.015566930794654282432165885965939890406
f(z) = 21/52*z^3 - 55/26*z + 1
*
3/2 | 0.13200355204210464737768237118273246964 | 0.026041832075714855849982114510349423283
f(z) = 22/45*z^3 - 53/30*z + 1
*
-2 | 0.072607197156789654817989952724214431375 | 0.015330269191191190814919431428998473734
f(z) = 23/44*z^3 - 57/22*z + 1
*
-2 | 0.073834236067347507977764962955308471923 | 0.015476654165882371588411929057692874572
f(z) = 23/52*z^3 - 59/26*z + 1
*
[ 7/3 ] 
f(z) = 24/49*z^3 - 44/21*z + 1
*
-2/5 | 0.12753735475329642465656774055343794442 | 0.028485092821447644815245894861009542823
f(z) = 25/42*z^3 - 44/21*z + 1
*
-8/5 | 0.10268847119406597176551586984565578786 | 0.023302703311043985795276425643692110782
f(z) = 25/48*z^3 - 41/24*z + 1
*
[ 2/5 ] 
f(z) = 25/52*z^3 - 41/26*z + 1
*
-3/10 | 0.090984820135386446842455752978456588385 | 0.015392987716320868296829127305998240829
f(z) = 25/54*z^3 - 41/24*z + 1
*
3/2 | 0.12537963271710292944432922248362669895 | 0.024222566810245301983141100400004072066
f(z) = 26/45*z^3 - 59/30*z + 1
*
[ 2 ] 
f(z) = 27/44*z^3 - 43/22*z + 1
*
-5/3 | 0.059610497327407956293863575062086368308 | 0.010918502361209458717380414517403813086
f(z) = 27/50*z^3 - 47/30*z + 1
*
[ 2 ] 
f(z) = 27/52*z^3 - 41/26*z + 1
*
-2/9 | 0.13327828393560708657629809239315195261 | 0.022030439013861802484657982629979530797
f(z) = 27/56*z^3 - 53/21*z + 1
*
-2/3 | 0.076105120623273844686182589739838909123 | 0.012702256689478201091843046687944275838
f(z) = 27/56*z^3 - 50/21*z + 1
*
4/3 | 0.11952846044117465713559908350114296655 | 0.026563003593083488124353361767804115244
f(z) = 27/56*z^3 - 45/28*z + 1
*
14/9 | 0.11686020715902858759151779408735739720 | 0.019929665365951110100063092361336964641
f(z) = 27/56*z^3 - 44/21*z + 1
*
[ 2 ] 
f(z) = 29/44*z^3 - 47/22*z + 1
*
[ 2 ] 
f(z) = 29/52*z^3 - 45/26*z + 1
*
[ 7/3 ] 
f(z) = 30/49*z^3 - 58/21*z + 1
*
[ 2 ] 
f(z) = 31/44*z^3 - 51/22*z + 1
*
[ 2 ] 
f(z) = 31/52*z^3 - 49/26*z + 1
*
-15/8 | 0.098455973803496773365145570785805222915 | 0.019895079976485398895654355972201490974
f(z) = 32/45*z^3 - 47/30*z + 1
*
-3/8 | 0.12538028485645664880857606948274932797 | 0.025799408377148074421530174303269608563
f(z) = 32/45*z^3 - 43/30*z + 1
*
[ -7/3 ] 
f(z) = 33/49*z^3 - 47/21*z + 1
*
[ 5/3 ] 
f(z) = 33/50*z^3 - 43/30*z + 1
*
[ 2 ] 
f(z) = 33/52*z^3 - 53/26*z + 1
*
[ 3/2 ] 
f(z) = 34/45*z^3 - 41/30*z + 1
*
[ 2 ] 
f(z) = 35/44*z^3 - 59/22*z + 1
*
[ 2 ] 
f(z) = 35/52*z^3 - 57/26*z + 1
*
[ 7/4 ] 
f(z) = 36/49*z^3 - 51/28*z + 1
*
[ -2 ] 
f(z) = 37/44*z^3 - 41/22*z + 1
*
[ 3/2 ] 
f(z) = 38/45*z^3 - 47/30*z + 1
*
[ -2 ] 
f(z) = 39/44*z^3 - 45/22*z + 1
*
[ 5/3 ] 
f(z) = 39/50*z^3 - 53/30*z + 1
*
[ 1/2 ] 
f(z) = 20/41*z^3 - 46/41*z + 1
*
[ 1/2 ] 
f(z) = 20/43*z^3 - 48/43*z + 1
*
[ 1/2 ] 
f(z) = 20/47*z^3 - 52/47*z + 1
*
[ 1/2 ] 
f(z) = 20/49*z^3 - 54/49*z + 1
*
[ 1/2 ] 
f(z) = 20/51*z^3 - 56/51*z + 1
*
[ 1/2 ] 
f(z) = 20/53*z^3 - 58/53*z + 1
*
[ 2 ] 
f(z) = 21/50*z^3 - 59/50*z + 1
*
[ -5/2 ] 
f(z) = 21/50*z^3 - 49/40*z + 1
*
[ 2 ] 
f(z) = 21/58*z^3 - 55/58*z + 1
*
[ 7/4 ] 
f(z) = 22/49*z^3 - 53/56*z + 1
*
[ -5/2 ] 
f(z) = 23/50*z^3 - 59/40*z + 1
*
[ 3/5 ] 
f(z) = 23/54*z^3 - 41/50*z + 1
*
[ 1/2 ] 
f(z) = 24/41*z^3 - 47/41*z + 1
*
[ 1/2 ] 
f(z) = 24/43*z^3 - 49/43*z + 1
*
[ 1/2 ] 
f(z) = 24/47*z^3 - 53/47*z + 1
*
[ 1/2 ] 
f(z) = 24/49*z^3 - 55/49*z + 1
*
[ 1/2 ] 
f(z) = 24/53*z^3 - 59/53*z + 1
*
[ -11/5 ] 
f(z) = 25/44*z^3 - 57/44*z + 1
*
[ 3/5 ] 
f(z) = 25/48*z^3 - 41/48*z + 1
*
[ 3/5 ] 
f(z) = 25/51*z^3 - 43/51*z + 1
*
[ 8/5 ] 
f(z) = 25/56*z^3 - 43/56*z + 1
*
[ 3/5 ] 
f(z) = 25/57*z^3 - 47/57*z + 1
*
[ 5/3 ] 
f(z) = 27/40*z^3 - 59/40*z + 1
*
-5/3 | 0.074115096424896790221353340463573062720 | 0.019705172324028290408937811871622770731
f(z) = 27/40*z^3 - 43/40*z + 1
*
[ 14/9 ] 
f(z) = 27/49*z^3 - 41/42*z + 1
*
[ 5/3 ] 
f(z) = 27/55*z^3 - 53/55*z + 1
*
[ 2/3 ] 
f(z) = 27/58*z^3 - 41/58*z + 1
*
[ 1/2 ] 
f(z) = 28/41*z^3 - 48/41*z + 1
*
[ 1/2 ] 
f(z) = 28/43*z^3 - 50/43*z + 1
*
[ 1/2 ] 
f(z) = 28/45*z^3 - 52/45*z + 1
*
[ 1/2 ] 
f(z) = 28/47*z^3 - 54/47*z + 1
*
[ 1/2 ] 
f(z) = 28/51*z^3 - 58/51*z + 1
*
[ 3/2 ] 
f(z) = 28/51*z^3 - 46/51*z + 1
*
[ 1/2 ] 
f(z) = 28/53*z^3 - 60/53*z + 1
*
[ 3/2 ] 
f(z) = 28/57*z^3 - 44/57*z + 1
*
[ -2 ] 
f(z) = 29/42*z^3 - 53/42*z + 1
*
[ -2 ] 
f(z) = 29/46*z^3 - 47/46*z + 1
*
[ -2 ] 
f(z) = 29/50*z^3 - 41/50*z + 1
*
[ 3/5 ] 
f(z) = 29/54*z^3 - 43/50*z + 1
*
[ -2 ] 
f(z) = 31/46*z^3 - 55/46*z + 1
*
[ -2 ] 
f(z) = 31/50*z^3 - 49/50*z + 1
*
[ -2 ] 
f(z) = 31/54*z^3 - 43/54*z + 1
*
[ 1/2 ] 
f(z) = 32/41*z^3 - 49/41*z + 1
*
[ 1/2 ] 
f(z) = 32/43*z^3 - 51/43*z + 1
*
[ 1/2 ] 
f(z) = 32/45*z^3 - 53/45*z + 1
*
[ 5/4 ] 
f(z) = 32/45*z^3 - 41/45*z + 1
*
[ 1/2 ] 
f(z) = 32/47*z^3 - 55/47*z + 1
*
[ 1/2 ] 
f(z) = 32/49*z^3 - 57/49*z + 1
*
[ 1/2 ] 
f(z) = 32/51*z^3 - 59/51*z + 1
*
[ 3/2 ] 
f(z) = 32/51*z^3 - 55/51*z + 1
*
[ 3/2 ] 
f(z) = 32/57*z^3 - 53/57*z + 1
*
[ 10/11 ] 
f(z) = 33/40*z^3 - 43/55*z + 1
*
[ -2 ] 
f(z) = 33/50*z^3 - 57/50*z + 1
*
[ -2 ] 
f(z) = 33/58*z^3 - 45/58*z + 1
*
[ -2 ] 
f(z) = 35/54*z^3 - 59/54*z + 1
*
[ -2 ] 
f(z) = 35/58*z^3 - 53/58*z + 1
*
[ 1/2 ] 
f(z) = 36/41*z^3 - 50/41*z + 1
*
[ 1/2 ] 
f(z) = 36/43*z^3 - 52/43*z + 1
*
[ 1/2 ] 
f(z) = 36/47*z^3 - 56/47*z + 1
*
[ 1/2 ] 
f(z) = 36/49*z^3 - 58/49*z + 1
*
[ 2/3 ] 
f(z) = 37/40*z^3 - 41/45*z + 1
*
[ 6/5 ] 
f(z) = 37/54*z^3 - 41/50*z + 1
*
[ -7/4 ] 
f(z) = 38/49*z^3 - 45/56*z + 1
*
[ -7/3 ] 
f(z) = 20/49*z^3 - 50/63*z + 1
*
[ 4/3 ] 
f(z) = 21/40*z^3 - 41/60*z + 1
*
[ 2/3 ] 
f(z) = 21/44*z^3 - 47/66*z + 1
*
[ 5/7 ] 
f(z) = 21/50*z^3 - 43/70*z + 1
*
[ 2/3 ] 
f(z) = 21/52*z^3 - 53/78*z + 1
*
[ 7/11 ] 
f(z) = 22/49*z^3 - 58/77*z + 1
*
[ 3/2 ] 
f(z) = 23/45*z^3 - 49/60*z + 1
*
[ 2/3 ] 
f(z) = 23/56*z^3 - 43/63*z + 1
*
[ 6/5 ] 
f(z) = 25/44*z^3 - 43/66*z + 1
*
[ 6/5 ] 
f(z) = 25/52*z^3 - 41/78*z + 1
*
[ 2/3 ] 
f(z) = 25/56*z^3 - 44/63*z + 1
*
[ 3/4 ] 
f(z) = 28/45*z^3 - 41/60*z + 1
*
[ 2/3 ] 
f(z) = 29/56*z^3 - 46/63*z + 1
*
[ 7/10 ] 
f(z) = 30/49*z^3 - 51/70*z + 1
*
[ 2/3 ] 
f(z) = 31/56*z^3 - 47/63*z + 1
*
[ 7/12 ] 
f(z) = 32/49*z^3 - 59/63*z + 1
*
[ 7/6 ] 
f(z) = 32/49*z^3 - 47/63*z + 1
*
[ 14/11 ] 
f(z) = 33/56*z^3 - 57/77*z + 1
*
[ 6/5 ] 
f(z) = 35/48*z^3 - 53/60*z + 1
*
[ 4/5 ] 
f(z) = 35/48*z^3 - 43/60*z + 1
*
[ 7/9 ] 
f(z) = 36/49*z^3 - 46/63*z + 1
*
[ 2/3 ] 
f(z) = 37/56*z^3 - 50/63*z + 1
*
[ 10/13 ] 
f(z) = 39/40*z^3 - 57/65*z + 1
*
[ 2/3 ] 
f(z) = 39/44*z^3 - 59/66*z + 1
*
[ -2 ] 
f(z) = 21/41*z^3 - 45/82*z + 1
*
[ -2 ] 
f(z) = 22/41*z^3 - 53/82*z + 1
*
[ -2 ] 
f(z) = 22/43*z^3 - 47/86*z + 1
*
[ -2 ] 
f(z) = 23/43*z^3 - 55/86*z + 1
*
[ -2 ] 
f(z) = 23/45*z^3 - 49/90*z + 1
*
[ 3/4 ] 
f(z) = 23/54*z^3 - 55/96*z + 1
*
[ 6/7 ] 
f(z) = 23/54*z^3 - 47/98*z + 1
*
[ -2 ] 
f(z) = 24/47*z^3 - 51/94*z + 1
*
[ 4/5 ] 
f(z) = 25/42*z^3 - 53/84*z + 1
*
[ 4/5 ] 
f(z) = 25/46*z^3 - 55/92*z + 1
*
[ -2 ] 
f(z) = 25/47*z^3 - 59/94*z + 1
*
[ -2 ] 
f(z) = 25/49*z^3 - 53/98*z + 1
*
[ 6/7 ] 
f(z) = 29/54*z^3 - 55/98*z + 1
*
[ 6/7 ] 
f(z) = 35/48*z^3 - 59/84*z + 1
*
[ 7/8 ] 
f(z) = 20/49*z^3 - 51/112*z + 1
*
[ 6/7 ] 
f(z) = 21/40*z^3 - 58/105*z + 1
*
[ 5/4 ] 
f(z) = 24/55*z^3 - 53/110*z + 1
*
[ 6/5 ] 
f(z) = 25/51*z^3 - 55/102*z + 1
*
[ 4/5 ] 
f(z) = 25/54*z^3 - 59/108*z + 1
*
[ 6/5 ] 
f(z) = 25/57*z^3 - 53/114*z + 1
*
[ -2 ] 
f(z) = 26/51*z^3 - 55/102*z + 1
*
[ -2 ] 
f(z) = 27/53*z^3 - 57/106*z + 1
*
[ 10/9 ] 
f(z) = 27/56*z^3 - 52/105*z + 1
*
[ -2 ] 
f(z) = 28/55*z^3 - 59/110*z + 1
*
[ 5/6 ] 
f(z) = 21/50*z^3 - 59/120*z + 1
*
[ 7/6 ] 
f(z) = 22/49*z^3 - 59/126*z + 1
*
[ 7/2 ] 
f(z) = 20/49*z^3 - 30/7*z + 1
*
[ -7/2 ] 
f(z) = 20/49*z^3 - 26/7*z + 1
*
2 | 0.14532893587914089183992311900647734726 | 0.026681832804191307687201342561886152588
f(z) = 21/40*z^3 - 29/15*z + 1
*
2/3 | 0.11662943059070128105482054209132379495 | 0.021850791291633786278031445887727456775
f(z) = 21/40*z^3 - 26/15*z + 1
*
-2 | 0.053073992710618079605126707363244650849 | 0.011165033285771208120517053185468023933
f(z) = 23/48*z^3 - 29/12*z + 1
*
[ 6 ] 
f(z) = 23/54*z^3 - 29/2*z + 1
*
[ 7/2 ] 
f(z) = 24/49*z^3 - 37/7*z + 1
*
[ -7/2 ] 
f(z) = 24/49*z^3 - 33/7*z + 1
*
12/5 | 0.082831843440928688007680402203897139511 | 0.016575610340950392215684868420605355071
f(z) = 25/48*z^3 - 37/12*z + 1
*
12/5 | 0.14051533794617554286112895163055484221 | 0.028434946507517659424311760471966165961
f(z) = 25/48*z^3 - 35/12*z + 1
*
[ 12/5 ] 
f(z) = 25/48*z^3 - 29/12*z + 1
*
-4/5 | 0.12902951369550765283644731921373084294 | 0.028018402900309516093268361629831262624
f(z) = 25/48*z^3 - 25/12*z + 1
*
-6/5 | 0.11599963770310891783118467334915681881 | 0.025653485501706344586310480489640900480
f(z) = 25/48*z^3 - 23/12*z + 1
*
[ -14/5 ] 
f(z) = 25/49*z^3 - 37/14*z + 1
*
[ -6 ] 
f(z) = 25/54*z^3 - 31/2*z + 1
*
[ 12/5 ] 
f(z) = 25/54*z^3 - 25/12*z + 1
*
-2/5 | 0.16396200551836677391537633548580542661 | 0.029568396531944574591461114985848474456
f(z) = 25/56*z^3 - 32/7*z + 1
*
2 | 0.14652575238121090410336742065155545038 | 0.025629708308946946710467964419324089945
f(z) = 27/40*z^3 - 38/15*z + 1
*
[ 10/3 ] 
f(z) = 27/40*z^3 - 34/5*z + 1
*
-14/9 | 0.12545933202192977610411127538640095665 | 0.022624944517660001811628332893124529457
f(z) = 27/40*z^3 - 32/15*z + 1
*
[ -10/3 ] 
f(z) = 27/40*z^3 - 31/5*z + 1
*
-20/9 | 0.17514100256904284521631544288882967995 | 0.029617132586565602700300048461820442571
f(z) = 27/50*z^3 - 37/15*z + 1
*
3/2 | 0.12317189895519058325146123985917376666 | 0.027174670769223841417228346818076244611
f(z) = 28/45*z^3 - 31/15*z + 1
*
-2 | 0.054792127713632762685425589955357577424 | 0.011087837408660827562162599339721367816
f(z) = 29/48*z^3 - 35/12*z + 1
*
[ 2 ] 
f(z) = 29/48*z^3 - 23/12*z + 1
*
[ 6 ] 
f(z) = 29/54*z^3 - 37/2*z + 1
*
[ 3 ] 
f(z) = 29/54*z^3 - 25/6*z + 1
*
-2 | 0.055017827887115062390149751824696171069 | 0.011009703985552983078849381985750773276
f(z) = 31/48*z^3 - 37/12*z + 1
*
[ 2 ] 
f(z) = 31/48*z^3 - 25/12*z + 1
*
[ -6 ] 
f(z) = 31/54*z^3 - 39/2*z + 1
*
[ -3 ] 
f(z) = 31/54*z^3 - 23/6*z + 1
*
3/2 | 0.13548932859236357905553045892868094335 | 0.029295162168996691924092141410220093646
f(z) = 32/45*z^3 - 34/15*z + 1
*
2/3 | 0.11556652855594176139709977764401217413 | 0.021355152840479488090018291490543920414
f(z) = 33/40*z^3 - 28/15*z + 1
*
[ 2 ] 
f(z) = 35/48*z^3 - 29/12*z + 1
*
12/5 | 0.13363082459223523353477563313525631726 | 0.019201490525258011580516413903936119704
f(z) = 35/54*z^3 - 39/10*z + 1
*
[ 3 ] 
f(z) = 35/54*z^3 - 31/6*z + 1
*
12/5 | 0.21180254704304793838416430139216949085 | 0.029074502940439076572695684941657862777
f(z) = 35/54*z^3 - 27/5*z + 1
*
[ 7/3 ] 
f(z) = 36/49*z^3 - 24/7*z + 1
*
-2 | 0.068793717869715636614554116737356215737 | 0.013425878508561921973522230106173251891
f(z) = 37/40*z^3 - 21/5*z + 1
*
[ 2 ] 
f(z) = 37/48*z^3 - 31/12*z + 1
*
[ -3 ] 
f(z) = 37/54*z^3 - 29/6*z + 1
*
-2 | 0.078253594415668958790402885728796713959 | 0.015134674914527328302173022061778413429
f(z) = 37/56*z^3 - 22/7*z + 1
*
2/3 | 0.12545933202192977610411127538640095665 | 0.023033850075930545997776225414651479306
f(z) = 39/40*z^3 - 29/15*z + 1
*
-2 | 0.068384467320362380082094024411049776280 | 0.013225931534840344714961125768459599345
f(z) = 39/40*z^3 - 22/5*z + 1
*
-2 | 0.078234640051130089019073077400518380365 | 0.015002033330320480583491178619079166216
f(z) = 39/56*z^3 - 23/7*z + 1
*
[ 7/4 ] 
f(z) = 20/49*z^3 - 23/28*z + 1
*
[ 7/10 ] 
f(z) = 20/49*z^3 - 22/35*z + 1
*
[ 10/7 ] 
f(z) = 21/40*z^3 - 27/35*z + 1
*
[ 2 ] 
f(z) = 21/44*z^3 - 31/22*z + 1
*
[ 5/3 ] 
f(z) = 21/50*z^3 - 23/30*z + 1
*
[ 2 ] 
f(z) = 21/52*z^3 - 29/26*z + 1
*
[ 3/2 ] 
f(z) = 22/45*z^3 - 23/30*z + 1
*
[ 2 ] 
f(z) = 23/44*z^3 - 35/22*z + 1
*
[ 2 ] 
f(z) = 23/52*z^3 - 33/26*z + 1
*
[ -7/3 ] 
f(z) = 24/49*z^3 - 26/21*z + 1
*
[ 2 ] 
f(z) = 25/44*z^3 - 39/22*z + 1
*
[ 2/5 ] 
f(z) = 25/44*z^3 - 35/22*z + 1
*
[ 8/5 ] 
f(z) = 25/48*z^3 - 23/24*z + 1
*
[ 2 ] 
f(z) = 25/52*z^3 - 37/26*z + 1
*
[ 3/2 ] 
f(z) = 26/45*z^3 - 29/30*z + 1
*
[ -2 ] 
f(z) = 27/44*z^3 - 21/22*z + 1
*
[ 5/9 ] 
f(z) = 27/50*z^3 - 29/30*z + 1
*
-14/9 | 0.14661532970615747941788035636392102844 | 0.026440151135671714510232826874498571483
f(z) = 27/56*z^3 - 32/21*z + 1
*
14/9 | 0.12094217829122009675432019169977251402 | 0.022204518051550645495761416582918702636
f(z) = 27/56*z^3 - 29/21*z + 1
*
[ -2 ] 
f(z) = 29/44*z^3 - 25/22*z + 1
*
[ -7/3 ] 
f(z) = 30/49*z^3 - 40/21*z + 1
*
[ 7/5 ] 
f(z) = 30/49*z^3 - 32/35*z + 1
*
[ -2 ] 
f(z) = 31/44*z^3 - 29/22*z + 1
*
[ -2 ] 
f(z) = 31/52*z^3 - 23/26*z + 1
*
[ 3/2 ] 
f(z) = 31/54*z^3 - 23/24*z + 1
*
[ 3/4 ] 
f(z) = 31/54*z^3 - 21/32*z + 1
*
[ -15/8 ] 
f(z) = 32/45*z^3 - 29/30*z + 1
*
[ -2 ] 
f(z) = 33/52*z^3 - 27/26*z + 1
*
-3/2 | 0.13200283400283996802293317035698549582 | 0.029122986533938770271134614568610033040
f(z) = 34/45*z^3 - 31/30*z + 1
*
[ -2 ] 
f(z) = 35/44*z^3 - 37/22*z + 1
*
[ -2 ] 
f(z) = 35/52*z^3 - 31/26*z + 1
*
[ 6/5 ] 
f(z) = 35/54*z^3 - 23/30*z + 1
*
[ 7/12 ] 
f(z) = 36/49*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 37/52*z^3 - 35/26*z + 1
*
[ 3/2 ] 
f(z) = 37/54*z^3 - 29/24*z + 1
*
[ 3/4 ] 
f(z) = 37/54*z^3 - 23/32*z + 1
*
[ 3/2 ] 
f(z) = 20/51*z^3 - 28/51*z + 1
*
[ 3/2 ] 
f(z) = 20/57*z^3 - 26/57*z + 1
*
[ 2/3 ] 
f(z) = 23/40*z^3 - 34/45*z + 1
*
[ -2 ] 
f(z) = 23/42*z^3 - 29/42*z + 1
*
[ 7/12 ] 
f(z) = 24/49*z^3 - 37/42*z + 1
*
[ 7/8 ] 
f(z) = 24/49*z^3 - 29/56*z + 1
*
[ 6/5 ] 
f(z) = 25/42*z^3 - 29/42*z + 1
*
[ 4/5 ] 
f(z) = 25/44*z^3 - 27/44*z + 1
*
[ -2 ] 
f(z) = 25/46*z^3 - 31/46*z + 1
*
[ 4/5 ] 
f(z) = 25/52*z^3 - 29/52*z + 1
*
[ 7/5 ] 
f(z) = 25/56*z^3 - 33/56*z + 1
*
[ 4/3 ] 
f(z) = 27/44*z^3 - 37/44*z + 1
*
[ -2 ] 
f(z) = 27/46*z^3 - 39/46*z + 1
*
[ 2/3 ] 
f(z) = 27/46*z^3 - 35/46*z + 1
*
[ 2/3 ] 
f(z) = 27/50*z^3 - 37/50*z + 1
*
[ -2 ] 
f(z) = 27/50*z^3 - 33/50*z + 1
*
[ 5/6 ] 
f(z) = 27/50*z^3 - 23/40*z + 1
*
[ 4/3 ] 
f(z) = 27/52*z^3 - 35/52*z + 1
*
[ 2/3 ] 
f(z) = 29/40*z^3 - 37/45*z + 1
*
[ -2 ] 
f(z) = 29/54*z^3 - 35/54*z + 1
*
[ 7/6 ] 
f(z) = 30/49*z^3 - 29/42*z + 1
*
[ 2/3 ] 
f(z) = 31/40*z^3 - 38/45*z + 1
*
[ 6/5 ] 
f(z) = 31/54*z^3 - 33/50*z + 1
*
[ -2 ] 
f(z) = 31/58*z^3 - 37/58*z + 1
*
[ 3/4 ] 
f(z) = 32/51*z^3 - 35/51*z + 1
*
[ 5/4 ] 
f(z) = 32/55*z^3 - 39/55*z + 1
*
[ 3/4 ] 
f(z) = 32/57*z^3 - 37/57*z + 1
*
[ 7/6 ] 
f(z) = 20/49*z^3 - 26/63*z + 1
*
[ 10/7 ] 
f(z) = 21/50*z^3 - 39/70*z + 1
*
[ 9/10 ] 
f(z) = 25/54*z^3 - 35/72*z + 1
*
[ 14/15 ] 
f(z) = 25/56*z^3 - 29/63*z + 1
*
-2 | 0.070876868471433837518193549035736457006 | 0.015260745706081099018715687697619615651
f(z) = 21/40*z^3 - 13/5*z + 1
*
[ 2/3 ] 
f(z) = 21/40*z^3 - 11/15*z + 1
*
[ 2 ] 
f(z) = 21/40*z^3 - 8/5*z + 1
*
[ -2 ] 
f(z) = 21/40*z^3 - 3/5*z + 1
*
-2 | 0.071503673554048998485115590513347804279 | 0.015153902862844865232682284910837443246
f(z) = 23/40*z^3 - 14/5*z + 1
*
[ 2 ] 
f(z) = 23/40*z^3 - 9/5*z + 1
*
[ -2 ] 
f(z) = 23/40*z^3 - 4/5*z + 1
*
[ 2 ] 
f(z) = 23/48*z^3 - 17/12*z + 1
*
[ 3 ] 
f(z) = 23/54*z^3 - 19/6*z + 1
*
[ -3 ] 
f(z) = 23/54*z^3 - 5/2*z + 1
*
[ 3/2 ] 
f(z) = 23/54*z^3 - 5/8*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.015570481127370236435687767423318551514
f(z) = 23/56*z^3 - 15/7*z + 1
*
[ 2 ] 
f(z) = 23/56*z^3 - 8/7*z + 1
*
[ 7/4 ] 
f(z) = 24/49*z^3 - 15/14*z + 1
*
-6/5 | 0.078148761236128200371766269247749614902 | 0.020187213481275779159045525605681958815
f(z) = 25/48*z^3 - 11/12*z + 1
*
[ 7/5 ] 
f(z) = 25/49*z^3 - 5/7*z + 1
*
[ 9/5 ] 
f(z) = 25/54*z^3 - 19/18*z + 1
*
12/5 | 0.15938944756064628843849090178625808641 | 0.029217243896410896898575805016658115059
f(z) = 25/54*z^3 - 13/3*z + 1
*
-12/5 | 0.14142364954941783831919466310903932066 | 0.024838479595065207865664271456612808845
f(z) = 25/54*z^3 - 11/4*z + 1
*
-6/5 | 0.12305563016355282581453262657564552048 | 0.026779634520294080417360893956640717582
f(z) = 25/54*z^3 - 11/6*z + 1
*
[ -12/5 ] 
f(z) = 25/54*z^3 - 5/4*z + 1
*
[ 3/5 ] 
f(z) = 25/54*z^3 - 5/6*z + 1
*
[ 14/5 ] 
f(z) = 25/56*z^3 - 20/7*z + 1
*
-2 | 0.075369248452279049276233590956804323752 | 0.015533548711090166428718929260090119826
f(z) = 25/56*z^3 - 16/7*z + 1
*
[ -14/5 ] 
f(z) = 25/56*z^3 - 15/7*z + 1
*
[ 2/5 ] 
f(z) = 25/56*z^3 - 11/7*z + 1
*
[ 2 ] 
f(z) = 25/56*z^3 - 9/7*z + 1
*
-2 | 0.072034728910857540620798883142357244395 | 0.014846306595925002008724209281888979710
f(z) = 27/40*z^3 - 16/5*z + 1
*
2/3 | 0.12812959666283237950200518729743688524 | 0.027154737164886600383839997363122949142
f(z) = 27/40*z^3 - 14/5*z + 1
*
-10/9 | 0.12792242767164564994540294468519924566 | 0.026720135416319069042336635742570984454
f(z) = 27/40*z^3 - 14/15*z + 1
*
[ 2 ] 
f(z) = 27/40*z^3 - 11/5*z + 1
*
[ 10/9 ] 
f(z) = 27/40*z^3 - 11/15*z + 1
*
[ -2 ] 
f(z) = 27/40*z^3 - 6/5*z + 1
*
[ 2/3 ] 
f(z) = 27/40*z^3 - 4/5*z + 1
*
[ 7/3 ] 
f(z) = 27/49*z^3 - 17/7*z + 1
*
[ -7/3 ] 
f(z) = 27/49*z^3 - 11/7*z + 1
*
[ 5/3 ] 
f(z) = 27/50*z^3 - 11/10*z + 1
*
-2 | 0.076337098029644633984140857922399190989 | 0.015538868454059381508679706922553775089
f(z) = 27/56*z^3 - 17/7*z + 1
*
[ 2 ] 
f(z) = 27/56*z^3 - 10/7*z + 1
*
[ 2/3 ] 
f(z) = 27/56*z^3 - 5/7*z + 1
*
[ 3/2 ] 
f(z) = 28/45*z^3 - 16/15*z + 1
*
-2 | 0.071850972790840358292226675777811806994 | 0.014625691090058138490562995164267516117
f(z) = 29/40*z^3 - 17/5*z + 1
*
[ 2 ] 
f(z) = 29/40*z^3 - 12/5*z + 1
*
[ -2 ] 
f(z) = 29/40*z^3 - 7/5*z + 1
*
[ -2 ] 
f(z) = 29/48*z^3 - 11/12*z + 1
*
[ -3 ] 
f(z) = 29/54*z^3 - 7/2*z + 1
*
[ 3/2 ] 
f(z) = 29/54*z^3 - 7/8*z + 1
*
-2 | 0.076996824025771439801171140792234704058 | 0.015492900715674856456257844511400638983
f(z) = 29/56*z^3 - 18/7*z + 1
*
[ 2 ] 
f(z) = 29/56*z^3 - 11/7*z + 1
*
[ -2 ] 
f(z) = 29/56*z^3 - 4/7*z + 1
*
-2 | 0.071097231655803190268138054330317303398 | 0.014305815403944620439410200805881435789
f(z) = 31/40*z^3 - 18/5*z + 1
*
[ 2 ] 
f(z) = 31/40*z^3 - 13/5*z + 1
*
[ -2 ] 
f(z) = 31/40*z^3 - 8/5*z + 1
*
[ -2 ] 
f(z) = 31/48*z^3 - 13/12*z + 1
*
[ 3 ] 
f(z) = 31/54*z^3 - 9/2*z + 1
*
-2 | 0.077496311404626195294567771540523906192 | 0.015425588065452616365115865832314707130
f(z) = 31/56*z^3 - 19/7*z + 1
*
[ 2 ] 
f(z) = 31/56*z^3 - 12/7*z + 1
*
[ -2 ] 
f(z) = 31/56*z^3 - 5/7*z + 1
*
[ 3/2 ] 
f(z) = 32/45*z^3 - 19/15*z + 1
*
[ 3/4 ] 
f(z) = 32/45*z^3 - 11/15*z + 1
*
[ 7/4 ] 
f(z) = 32/49*z^3 - 11/7*z + 1
*
[ 7/8 ] 
f(z) = 32/49*z^3 - 9/14*z + 1
*
[ -7/4 ]
f(z) = 32/49*z^3 - 3/7*z + 1
*
-2 | 0.068314833807893736846485511638763732126 | 0.013598021195851618816238773802519802063
f(z) = 33/40*z^3 - 19/5*z + 1
*
[ 2 ] 
f(z) = 33/40*z^3 - 14/5*z + 1
*
[ 2/3 ] 
f(z) = 33/40*z^3 - 13/15*z + 1
*
[ -2 ] 
f(z) = 33/40*z^3 - 9/5*z + 1
*
-2 | 0.077869722926416546289714395638124137786 | 0.015343262272649646877929770645550639057
f(z) = 33/56*z^3 - 20/7*z + 1
*
[ 2 ] 
f(z) = 33/56*z^3 - 13/7*z + 1
*
[ -2 ] 
f(z) = 33/56*z^3 - 6/7*z + 1
*
[ -2 ] 
f(z) = 35/48*z^3 - 17/12*z + 1
*
[ -3 ] 
f(z) = 35/54*z^3 - 9/2*z + 1
*
[ 3/2 ] 
f(z) = 35/54*z^3 - 9/8*z + 1
*
[ 3/5 ] 
f(z) = 35/54*z^3 - 9/10*z + 1
*
[ 6/7 ] 
f(z) = 35/54*z^3 - 9/14*z + 1
*
[ -7/3 ] 
f(z) = 36/49*z^3 - 18/7*z + 1
*
[ 7/6 ] 
f(z) = 36/49*z^3 - 6/7*z + 1
*
[ 2 ] 
f(z) = 37/40*z^3 - 16/5*z + 1
*
[ -2 ] 
f(z) = 37/40*z^3 - 11/5*z + 1
*
[ -2 ] 
f(z) = 37/48*z^3 - 19/12*z + 1
*
[ 3 ] 
f(z) = 37/54*z^3 - 11/2*z + 1
*
[ 2 ] 
f(z) = 37/56*z^3 - 15/7*z + 1
*
[ -2 ] 
f(z) = 37/56*z^3 - 8/7*z + 1
*
[ 2 ] 
f(z) = 39/40*z^3 - 17/5*z + 1
*
[ 2/3 ] 
f(z) = 39/40*z^3 - 14/15*z + 1
*
[ -2 ] 
f(z) = 39/40*z^3 - 12/5*z + 1
*
[ 2 ] 
f(z) = 39/56*z^3 - 16/7*z + 1
*
[ -2 ] 
f(z) = 39/56*z^3 - 9/7*z + 1
*
[ 7/5 ] 
f(z) = 20/49*z^3 - 18/35*z + 1
*
[ -2 ] 
f(z) = 23/44*z^3 - 13/22*z + 1
*
[ 7/6 ] 
f(z) = 24/49*z^3 - 11/21*z + 1
*
[ -2 ] 
f(z) = 25/44*z^3 - 17/22*z + 1
*
[ 7/10 ] 
f(z) = 25/49*z^3 - 19/28*z + 1
*
[ 3/4 ] 
f(z) = 25/54*z^3 - 19/32*z + 1
*
[ 3/2 ] 
f(z) = 25/54*z^3 - 17/24*z + 1
*
[ 4/5 ] 
f(z) = 25/56*z^3 - 15/28*z + 1
*
[ 6/5 ] 
f(z) = 25/56*z^3 - 10/21*z + 1
*
-3/2 | 0.12537963271710292944432922248362669895 | 0.027863319096316500093542446044195340127
f(z) = 26/45*z^3 - 19/30*z + 1
*
[ 4/3 ] 
f(z) = 27/40*z^3 - 19/20*z + 1
*
[ 2/3 ] 
f(z) = 27/44*z^3 - 17/22*z + 1
*
[ 7/6 ] 
f(z) = 27/49*z^3 - 17/28*z + 1
*
[ 7/9 ] 
f(z) = 27/49*z^3 - 13/21*z + 1
*
[ 10/9 ] 
f(z) = 27/50*z^3 - 17/30*z + 1
*
[ 2/3 ] 
f(z) = 27/52*z^3 - 19/26*z + 1
*
[ -2 ] 
f(z) = 27/52*z^3 - 15/26*z + 1
*
[ 14/9 ] 
f(z) = 27/56*z^3 - 17/21*z + 1
*
[ 4/3 ] 
f(z) = 27/56*z^3 - 17/28*z + 1
*
-14/9 | 0.15156093684039905805293012010211917565 | 0.029578845099151139989470203140269426918
f(z) = 27/56*z^3 - 11/21*z + 1
*
[ -2 ] 
f(z) = 29/52*z^3 - 19/26*z + 1
*
[ 2/3 ] 
f(z) = 33/56*z^3 - 16/21*z + 1
*
[ 2/3 ] 
f(z) = 39/56*z^3 - 17/21*z + 1
*
[ -6/5 ]
f(z) = 25/54*z^3 + 7/6*z + 1
*
[ -1 ]
f(z) = 22/41*z^3 + 60/41*z + 1
*
[ -15/2 ] 
f(z) = 28/75*z^3 - 298/15*z + 1
*
[ 8 ] 
f(z) = 37/64*z^3 - 289/8*z + 1
*
[ -8 ] 
f(z) = 37/64*z^3 - 287/8*z + 1
*
[ -44/9 ] 
f(z) = 27/64*z^3 - 293/33*z + 1
*
4 | 0.26992563369166701507430387369223695485 | 0.027521366272262449411808396102035662551
f(z) = 35/64*z^3 - 284/35*z + 1
*
4 | 0.24166563402326911222988951424645161944 | 0.026524068204571628211288269573574628205
f(z) = 25/64*z^3 - 283/50*z + 1
*
2/3 | 0.18611715259481504949908780622842729227 | 0.026389410738862782470337996965298186542
f(z) = 27/64*z^3 - 289/48*z + 1
*
-2/5 | 0.088015632507229010426972690500770317672 | 0.011327913360007100170043524979544143772
f(z) = 35/72*z^3 - 296/45*z + 1
*
-7/2 | 0.16291724867217687352767526200022973818 | 0.028733804269479296846448266571282764825
f(z) = 20/63*z^3 - 290/63*z + 1
*
[ 4 ] 
f(z) = 21/68*z^3 - 285/68*z + 1
*
3 | 0.11115139861693626282079955166754770562 | 0.019639852972312488471336635917499673229
f(z) = 23/60*z^3 - 287/60*z + 1
*
0 | 0.16038868195683164379402936380002301118 | 0.028339815524149345117698164918631238992
f(z) = 23/66*z^3 - 287/66*z + 1
*
[ -4 ] 
f(z) = 23/68*z^3 - 283/68*z + 1
*
0 | 0.15714417927139168608045495741731108788 | 0.027870573684567553787230197951645281642
f(z) = 25/64*z^3 - 281/64*z + 1
*
-3/5 | 0.15811607332299277230161576965579696147 | 0.028042945610173278364072461356951759813
f(z) = 25/68*z^3 - 281/68*z + 1
*
[ 1/5 ] 
f(z) = 25/71*z^3 - 285/71*z + 1
*
[ 1/5 ] 
f(z) = 25/73*z^3 - 293/73*z + 1
*
[ 1/5 ] 
f(z) = 25/74*z^3 - 297/74*z + 1
*
0 | 0.15953342647823284416026329780859767133 | 0.028258777271438345688292334027435640863
f(z) = 27/64*z^3 - 283/64*z + 1
*
0 | 0.15987948382509694407962256284648836079 | 0.028046849647175591927621584095635279005
f(z) = 27/68*z^3 - 299/68*z + 1
*
10/3 | 0.077043202125281438203476912975636882625 | 0.013563531855172527426213627283628519455
f(z) = 27/70*z^3 - 293/70*z + 1
*
1/3 | 0.13040952033712293518805266947708475422 | 0.023099946328706770684220915609376154840
f(z) = 27/70*z^3 - 283/70*z + 1
*
-15/4 | 0.18423531463033909459442974098303108781 | 0.025203598032007149509661553665001161174
f(z) = 28/75*z^3 - 299/60*z + 1
*
3 | 0.091360972764509242085032152781659308688 | 0.016203481001542756784812925568393473314
f(z) = 29/60*z^3 - 281/60*z + 1
*
0 | 0.16261872112370214320484624927917235654 | 0.028769399805551371053528634626631584874
f(z) = 29/64*z^3 - 285/64*z + 1
*
0 | 0.13480586423272311931244510179040647948 | 0.023732705590446972623918159167851106789
f(z) = 29/66*z^3 - 293/66*z + 1
*
3 | 0.15403986057249772731326556692473964406 | 0.027218013008955510974670550961501749995
f(z) = 29/78*z^3 - 287/78*z + 1
*
3 | 0.15115666846073249763109743954905098856 | 0.026516650242153498165271245700330095051
f(z) = 31/60*z^3 - 299/60*z + 1
*
0 | 0.16203756839389960567702102956366696016 | 0.028631164869231905249107951792794072671
f(z) = 31/64*z^3 - 287/64*z + 1
*
0 | 0.14330623522024952265806148841165237314 | 0.025199025183130474308441174896962995771
f(z) = 31/66*z^3 - 295/66*z + 1
*
[ 13/4 ] 
f(z) = 32/65*z^3 - 293/65*z + 1
*
[ -7/2 ] 
f(z) = 32/77*z^3 - 293/77*z + 1
*
-11/4 | 0.15336592575447655765606509545127219956 | 0.027032819836289549377977238430013887590
f(z) = 32/77*z^3 - 291/77*z + 1
*
0 | 0.15979247578301348040389567437030955750 | 0.028199866437563077582083996183233997075
f(z) = 33/64*z^3 - 289/64*z + 1
*
28/11 | 0.17215401820242820422123241836812331128 | 0.018909523893509031573450474468779084562
f(z) = 33/64*z^3 - 281/66*z + 1
*
0 | 0.15743004317245027832617773348426984280 | 0.027749175528814706349934587176415914261
f(z) = 35/64*z^3 - 291/64*z + 1
*
0 | 0.13414902328533618383160113603045095741 | 0.023533085023687528909199575814483359217
f(z) = 35/66*z^3 - 299/66*z + 1
*
-3 | 0.13433113982013578157686867409856518978 | 0.023649129888568876524056603474188947300
f(z) = 35/66*z^3 - 293/66*z + 1
*
2/7 | 0.096710264848909723884753896364077128702 | 0.012502242659444284587157256511296578446
f(z) = 35/72*z^3 - 286/63*z + 1
*
[ 3 ] 
f(z) = 37/60*z^3 - 293/60*z + 1
*
0 | 0.16773599029002887095270923512216267365 | 0.029530086818797388402839427833386378722
f(z) = 37/64*z^3 - 293/64*z + 1
*
[ 3 ] 
f(z) = 37/66*z^3 - 289/66*z + 1
*
[ 3 ] 
f(z) = 37/69*z^3 - 287/69*z + 1
*
[ 3 ] 
f(z) = 37/75*z^3 - 283/75*z + 1
*
[ 3 ] 
f(z) = 37/78*z^3 - 281/78*z + 1
*
[ 3 ] 
f(z) = 38/69*z^3 - 296/69*z + 1
*
[ 3 ] 
f(z) = 38/75*z^3 - 292/75*z + 1
*
3/10 | 0.19660398065176893657437328672055009911 | 0.029152173078614569224152293791499479618
f(z) = 25/63*z^3 - 283/84*z + 1
*
2/5 | 0.15818343006756489707613669667927776962 | 0.022450815512180547113384937301084627400
f(z) = 35/64*z^3 - 287/80*z + 1
*
3 | 0.20236781819047786156161875445135255908 | 0.029853111028730610654430710916459128631
f(z) = 20/63*z^3 - 293/105*z + 1
*
[ 2/7 ] 
f(z) = 21/64*z^3 - 283/112*z + 1
*
2/3 | 0.18932463932277138610406820964902211958 | 0.029611629303265421487245466468492575090
f(z) = 21/76*z^3 - 299/114*z + 1
*
-3/4 | 0.15466598959375610177766702288034159633 | 0.027328646631853879748692008712163314868
f(z) = 24/65*z^3 - 287/130*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.015227995682414481940250191998592832161
f(z) = 27/65*z^3 - 281/130*z + 1
*
-2 | 0.086422956010346105166741970991498896098 | 0.015308434846216417063078410414431471904
f(z) = 27/67*z^3 - 283/134*z + 1
*
[ 8/3 ] 
f(z) = 27/68*z^3 - 299/136*z + 1
*
-2 | 0.080207776728208539537378845988599137019 | 0.014189815171728721155655487967158269863
f(z) = 28/61*z^3 - 285/122*z + 1
*
-2 | 0.080157418633616125200610775749576996606 | 0.014146025889963063958258425423182899605
f(z) = 28/65*z^3 - 289/130*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.014227487465257870960497441652540633498
f(z) = 28/67*z^3 - 291/134*z + 1
*
-2 | 0.060917824953817060211435939397943069791 | 0.010724643271775267884930730889058215569
f(z) = 28/69*z^3 - 293/138*z + 1
*
-2 | 0.086328737027852730234920328310504204959 | 0.015198259449159872685683810812979736599
f(z) = 29/61*z^3 - 293/122*z + 1
*
-2 | 0.072983467726299125358882973322176476810 | 0.012833441883115849285778487588257356071
f(z) = 29/63*z^3 - 295/126*z + 1
*
-2 | 0.086676371697162735338042823747925286184 | 0.015223120720144973941070235248314841124
f(z) = 29/65*z^3 - 297/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.015160583492096643072801242738902501471
f(z) = 29/67*z^3 - 299/134*z + 1
*
15/16 | 0.21758034603618103190968219741818928788 | 0.029848007022584598770848813068986389728
f(z) = 32/75*z^3 - 293/120*z + 1
*
[ -5/2 ] 
f(z) = 38/65*z^3 - 293/130*z + 1
*
[ 14/5 ] 
f(z) = 25/77*z^3 - 293/154*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014091513796745181644688362984199959272
f(z) = 26/73*z^3 - 281/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.010558856507156551647755437738012425671
f(z) = 26/75*z^3 - 283/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014231162717762000176681675875661314214
f(z) = 26/77*z^3 - 285/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014297483413878800979540959460432483978
f(z) = 26/79*z^3 - 287/158*z + 1
*
-20/9 | 0.19594221353033192663874043475769804760 | 0.021472606022623652839957579460203757430
f(z) = 27/64*z^3 - 287/150*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.015460051910290799810561005959481644232
f(z) = 27/71*z^3 - 287/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.015531891623693112977662212789451331673
f(z) = 27/73*z^3 - 289/146*z + 1
*
[ 8/3 ] 
f(z) = 27/76*z^3 - 289/152*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.015668223462727639987313023358319833825
f(z) = 27/77*z^3 - 293/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.015732980708518939473309864803658882473
f(z) = 27/79*z^3 - 295/158*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.014382157236446269241246482996402599323
f(z) = 28/71*z^3 - 295/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.014455441201056412792070517681668925061
f(z) = 28/73*z^3 - 297/146*z + 1
*
-2 | 0.062461951729041967123081549709446746702 | 0.010957384442959920822169947649703317901
f(z) = 28/75*z^3 - 299/150*z + 1
*
[ -12/5 ] 
f(z) = 37/64*z^3 - 287/150*z + 1
*
[ 8/21 ] 
f(z) = 21/64*z^3 - 281/168*z + 1
*
3/2 | 0.12964405705691681807200959838898230859 | 0.019223445921124164016108000645477684973
f(z) = 32/63*z^3 - 283/168*z + 1
*
3/4 | 0.19826011761407695920665585697482278355 | 0.029428690811462690797265419436284965986
f(z) = 38/63*z^3 - 281/168*z + 1
*
[ -3 ] 
f(z) = 20/61*z^3 - 296/183*z + 1
*
4/5 | 0.15258556137175964502745066395238924566 | 0.024099426169214754178440491428300735583
f(z) = 35/72*z^3 - 281/180*z + 1
*
[ 2/5 ] 
f(z) = 35/76*z^3 - 299/190*z + 1
*
[ -3 ] 
f(z) = 21/67*z^3 - 299/201*z + 1
*
[ -3 ] 
f(z) = 21/68*z^3 - 295/204*z + 1
*
[ -3 ] 
f(z) = 21/71*z^3 - 283/213*z + 1
*
-10/9 | 0.10921167202869263246649274348314920315 | 0.019273464220018454643409755225489515924
f(z) = 27/70*z^3 - 289/210*z + 1
*
7/6 | 0.16925281079142875893127718752381915318 | 0.029743781943830428866161687030903874781
f(z) = 24/77*z^3 - 296/231*z + 1
*
[ 12/5 ] 
f(z) = 25/76*z^3 - 299/228*z + 1
*
-3/2 | 0.16643060436942038935747139587732016610 | 0.029407390645379369685580341664949338504
f(z) = 23/60*z^3 - 287/240*z + 1
*
[ 1/2 ] 
f(z) = 25/64*z^3 - 281/256*z + 1
*
[ 1/2 ] 
f(z) = 27/64*z^3 - 283/256*z + 1
*
[ 1/2 ] 
f(z) = 29/63*z^3 - 281/252*z + 1
*
[ 1/2 ] 
f(z) = 29/64*z^3 - 285/256*z + 1
*
[ 1/2 ] 
f(z) = 31/63*z^3 - 283/252*z + 1
*
[ 1/2 ] 
f(z) = 31/64*z^3 - 287/256*z + 1
*
[ 1/2 ] 
f(z) = 33/62*z^3 - 281/248*z + 1
*
[ 1/2 ] 
f(z) = 33/64*z^3 - 289/256*z + 1
*
[ 1/2 ] 
f(z) = 35/62*z^3 - 283/248*z + 1
*
[ 1/2 ] 
f(z) = 35/64*z^3 - 291/256*z + 1
*
[ 1/2 ] 
f(z) = 37/61*z^3 - 281/244*z + 1
*
[ 1/2 ] 
f(z) = 37/62*z^3 - 285/248*z + 1
*
[ 1/2 ] 
f(z) = 37/63*z^3 - 289/252*z + 1
*
[ 1/2 ] 
f(z) = 37/64*z^3 - 293/256*z + 1
*
[ 1/2 ] 
f(z) = 39/61*z^3 - 283/244*z + 1
*
[ 1/2 ] 
f(z) = 39/62*z^3 - 287/248*z + 1
*
[ 1/2 ] 
f(z) = 39/64*z^3 - 295/256*z + 1
*
[ 20/9 ] 
f(z) = 21/64*z^3 - 289/270*z + 1
*
[ 1/2 ] 
f(z) = 21/65*z^3 - 281/260*z + 1
*
[ 1/2 ] 
f(z) = 21/67*z^3 - 289/268*z + 1
*
[ 1/2 ] 
f(z) = 21/68*z^3 - 293/272*z + 1
*
[ 1/2 ] 
f(z) = 23/65*z^3 - 283/260*z + 1
*
[ 1/2 ] 
f(z) = 23/66*z^3 - 287/264*z + 1
*
[ 1/2 ] 
f(z) = 23/67*z^3 - 291/268*z + 1
*
[ 1/2 ] 
f(z) = 23/68*z^3 - 295/272*z + 1
*
[ 1/2 ] 
f(z) = 25/66*z^3 - 289/264*z + 1
*
[ 1/2 ] 
f(z) = 25/67*z^3 - 293/268*z + 1
*
[ 1/2 ] 
f(z) = 25/68*z^3 - 297/272*z + 1
*
[ 1/2 ] 
f(z) = 27/65*z^3 - 287/260*z + 1
*
[ 1/2 ] 
f(z) = 27/67*z^3 - 295/268*z + 1
*
[ 1/2 ] 
f(z) = 27/68*z^3 - 299/272*z + 1
*
[ 1/2 ] 
f(z) = 29/65*z^3 - 289/260*z + 1
*
[ 1/2 ] 
f(z) = 29/66*z^3 - 293/264*z + 1
*
[ 1/2 ] 
f(z) = 29/67*z^3 - 297/268*z + 1
*
[ 1/2 ] 
f(z) = 31/65*z^3 - 291/260*z + 1
*
[ 1/2 ] 
f(z) = 31/66*z^3 - 295/264*z + 1
*
[ 1/2 ] 
f(z) = 31/67*z^3 - 299/268*z + 1
*
[ 1/2 ] 
f(z) = 33/65*z^3 - 293/260*z + 1
*
[ 1/2 ] 
f(z) = 35/66*z^3 - 299/264*z + 1
*
[ 1/2 ] 
f(z) = 37/65*z^3 - 297/260*z + 1
*
[ -5/2 ] 
f(z) = 27/70*z^3 - 283/280*z + 1
*
[ -12 ] 
f(z) = 21/64*z^3 - 277/6*z + 1
*
[ 8 ] 
f(z) = 35/64*z^3 - 273/8*z + 1
*
[ -8 ] 
f(z) = 35/64*z^3 - 271/8*z + 1
*
[ 21/4 ] 
f(z) = 32/63*z^3 - 277/21*z + 1
*
[ -21/4 ] 
f(z) = 32/63*z^3 - 269/21*z + 1
*
[ 4 ] 
f(z) = 37/72*z^3 - 269/36*z + 1
*
-44/13 | 0.29085977684191508937442880324826030862 | 0.029820778170184505283038633881248113890
f(z) = 39/64*z^3 - 269/39*z + 1
*
4/21 | 0.22470824064994264200355265195401029229 | 0.024862909624546371375504900158776085474
f(z) = 21/64*z^3 - 263/42*z + 1
*
[ 4/25 ] 
f(z) = 25/64*z^3 - 263/50*z + 1
*
7/2 | 0.12895728745294781525264193235758274134 | 0.023143166306647744996047474990294907301
f(z) = 20/63*z^3 - 263/63*z + 1
*
[ 4 ] 
f(z) = 21/76*z^3 - 279/76*z + 1
*
0 | 0.10229554260013346019682358790350924805 | 0.018358347958330452110038106735076912388
f(z) = 23/60*z^3 - 263/60*z + 1
*
[ -4 ] 
f(z) = 23/76*z^3 - 273/76*z + 1
*
[ 1/5 ] 
f(z) = 25/66*z^3 - 265/66*z + 1
*
[ 1/5 ] 
f(z) = 25/67*z^3 - 269/67*z + 1
*
[ 1/5 ] 
f(z) = 25/69*z^3 - 277/69*z + 1
*
[ -19/5 ] 
f(z) = 25/76*z^3 - 265/76*z + 1
*
1/3 | 0.15983864606059384467188555393661633271 | 0.028457390070070175297011230281586424712
f(z) = 27/68*z^3 - 275/68*z + 1
*
-10/3 | 0.13575518013319130684631893522615238071 | 0.024107631783879116499030341039097878257
f(z) = 27/70*z^3 - 279/70*z + 1
*
[ -11/3 ] 
f(z) = 27/77*z^3 - 265/77*z + 1
*
[ 15/4 ] 
f(z) = 28/75*z^3 - 271/60*z + 1
*
0 | 0.097708498708846240426198928314941404176 | 0.017464439553591394966334166825253614689
f(z) = 29/60*z^3 - 269/60*z + 1
*
0 | 0.095153332768927017529773085853551364529 | 0.016985240015666980551410272929280077903
f(z) = 31/60*z^3 - 271/60*z + 1
*
1/4 | 0.14694356788529933920936184159724256430 | 0.026389094242651006934799594197233674381
f(z) = 32/65*z^3 - 262/65*z + 1
*
52/35 | 0.16294269668282735633130258028497939304 | 0.017925975474948027600816387459210732284
f(z) = 35/64*z^3 - 277/70*z + 1
*
[ 4/21 ] 
f(z) = 35/64*z^3 - 269/63*z + 1
*
[ 20/7 ] 
f(z) = 35/64*z^3 - 267/70*z + 1
*
[ 3 ] 
f(z) = 35/66*z^3 - 271/66*z + 1
*
[ 3 ] 
f(z) = 35/69*z^3 - 269/69*z + 1
*
[ 3 ] 
f(z) = 35/78*z^3 - 263/78*z + 1
*
-5/2 | 0.14997804031085551922051569693166113109 | 0.026897311567321888407470733776870707132
f(z) = 36/65*z^3 - 264/65*z + 1
*
0 | 0.10692099808946644472135934577469223755 | 0.019011498092215372842492322851509008668
f(z) = 37/60*z^3 - 277/60*z + 1
*
-2/3 | 0.17971022171366839673841579542394626321 | 0.028631580241706249654616341360838085786
f(z) = 27/62*z^3 - 266/93*z + 1
*
[ -10/3 ] 
f(z) = 27/64*z^3 - 271/80*z + 1
*
6/5 | 0.10019646427184242626016958852986142956 | 0.014399253771624029048403695515912520389
f(z) = 35/64*z^3 - 263/80*z + 1
*
2/3 | 0.18379448187926128199530521687812958686 | 0.029230059824140241768990541748193162416
f(z) = 21/68*z^3 - 269/102*z + 1
*
[ 14/5 ] 
f(z) = 25/64*z^3 - 271/112*z + 1
*
5/7 | 0.18516690508285438586739158858947821653 | 0.025663305119262890581766454949466729545
f(z) = 28/75*z^3 - 272/105*z + 1
*
5/4 | 0.19941871916432576623293562147103232918 | 0.027652658994293226562313662958428950612
f(z) = 22/75*z^3 - 271/120*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.015218681967461382807179261416475745582
f(z) = 25/61*z^3 - 261/122*z + 1
*
-2 | 0.071719305773281065909353460570241250691 | 0.012871019960884142124517080259476322816
f(z) = 25/63*z^3 - 263/126*z + 1
*
-2 | 0.086422712212632385230177027224354158866 | 0.015467847861522791455817350360994089981
f(z) = 25/67*z^3 - 267/134*z + 1
*
-2 | 0.066623113918318048310173312871542848266 | 0.011908230719680027550743846023783078487
f(z) = 25/69*z^3 - 269/138*z + 1
*
-2 | 0.076128732680073544399086566157035149378 | 0.013607267205532133468437322760490666178
f(z) = 26/61*z^3 - 269/122*z + 1
*
-2 | 0.063163363810411075887560739264457610630 | 0.011274906125695586517438167742621002631
f(z) = 26/63*z^3 - 271/126*z + 1
*
-2 | 0.077866023049665486296285792013536422011 | 0.013863129135174141204632107124303830663
f(z) = 26/67*z^3 - 275/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.010324717765242328335238012841509803852
f(z) = 26/69*z^3 - 277/138*z + 1
*
-2 | 0.085361050601865034589170867131392310874 | 0.015177948949830601825622287502410417651
f(z) = 27/61*z^3 - 277/122*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.015993869593474018708675910696537601320
f(z) = 23/77*z^3 - 261/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.016057178795566828942638385112546899057
f(z) = 23/79*z^3 - 263/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014166606986392712232974357998941443917
f(z) = 24/71*z^3 - 263/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014239686728769043768162614326839655195
f(z) = 24/73*z^3 - 265/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014378131028899853394223637884252746104
f(z) = 24/77*z^3 - 269/154*z + 1
*
[ 11/4 ] 
f(z) = 24/77*z^3 - 265/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014443767359954945404747535348997171319
f(z) = 24/79*z^3 - 271/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.015618356489495497084264624953215906543
f(z) = 25/71*z^3 - 271/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.015689592251611036016194622014024649407
f(z) = 25/73*z^3 - 273/146*z + 1
*
-2 | 0.088998213744944087446520698809514075460 | 0.015824668690492429230556101217983125571
f(z) = 25/77*z^3 - 277/154*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.015888777946507586820744537738138261089
f(z) = 25/79*z^3 - 279/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014018149456870077953448809826659386987
f(z) = 26/71*z^3 - 279/142*z + 1
*
[ 12/5 ] 
f(z) = 27/64*z^3 - 277/150*z + 1
*
3/2 | 0.11921884189149249041300815791424948317 | 0.021281027001275126793008762545903321775
f(z) = 38/75*z^3 - 271/150*z + 1
*
3/4 | 0.19025225691837608140786839712526237314 | 0.028330810911782885021977097715583362431
f(z) = 34/63*z^3 - 275/168*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.027014894185018804981185775424326468459
f(z) = 35/66*z^3 - 269/165*z + 1
*
[ 2/5 ] 
f(z) = 35/68*z^3 - 269/170*z + 1
*
[ -3 ] 
f(z) = 20/67*z^3 - 272/201*z + 1
*
[ -3 ] 
f(z) = 21/73*z^3 - 275/219*z + 1
*
[ 4/9 ] 
f(z) = 27/68*z^3 - 271/204*z + 1
*
-14/9 | 0.13791117731713224325159532039830275547 | 0.024617681582033286221084203648263072096
f(z) = 27/70*z^3 - 271/210*z + 1
*
[ 15/8 ] 
f(z) = 32/63*z^3 - 277/210*z + 1
*
[ -3 ] 
f(z) = 21/74*z^3 - 271/222*z + 1
*
[ -3 ] 
f(z) = 21/76*z^3 - 263/228*z + 1
*
[ -3 ] 
f(z) = 22/79*z^3 - 278/237*z + 1
*
[ 9/4 ] 
f(z) = 20/63*z^3 - 265/252*z + 1
*
[ 1/2 ] 
f(z) = 21/61*z^3 - 265/244*z + 1
*
[ 1/2 ] 
f(z) = 21/62*z^3 - 269/248*z + 1
*
[ 1/2 ] 
f(z) = 21/64*z^3 - 277/256*z + 1
*
[ 1/2 ] 
f(z) = 23/60*z^3 - 263/240*z + 1
*
[ 1/2 ] 
f(z) = 23/61*z^3 - 267/244*z + 1
*
[ 1/2 ] 
f(z) = 23/62*z^3 - 271/248*z + 1
*
[ 1/2 ] 
f(z) = 23/63*z^3 - 275/252*z + 1
*
[ 1/2 ] 
f(z) = 23/64*z^3 - 279/256*z + 1
*
[ 1/2 ] 
f(z) = 25/61*z^3 - 269/244*z + 1
*
[ 1/2 ] 
f(z) = 25/62*z^3 - 273/248*z + 1
*
[ 1/2 ] 
f(z) = 25/63*z^3 - 277/252*z + 1
*
[ 1/2 ] 
f(z) = 27/61*z^3 - 271/244*z + 1
*
[ 1/2 ] 
f(z) = 27/62*z^3 - 275/248*z + 1
*
[ 1/2 ] 
f(z) = 29/60*z^3 - 269/240*z + 1
*
[ 1/2 ] 
f(z) = 29/61*z^3 - 273/244*z + 1
*
[ 1/2 ] 
f(z) = 29/62*z^3 - 277/248*z + 1
*
[ 1/2 ] 
f(z) = 31/60*z^3 - 271/240*z + 1
*
[ 1/2 ] 
f(z) = 31/61*z^3 - 275/244*z + 1
*
[ 1/2 ] 
f(z) = 33/61*z^3 - 277/244*z + 1
*
[ 1/2 ] 
f(z) = 35/61*z^3 - 279/244*z + 1
*
[ 1/2 ] 
f(z) = 37/60*z^3 - 277/240*z + 1
*
[ 12/23 ] 
f(z) = 23/72*z^3 - 277/276*z + 1
*
[ -24/11 ] 
f(z) = 33/64*z^3 - 263/264*z + 1
*
[ 12/7 ] 
f(z) = 29/64*z^3 - 269/294*z + 1
*
[ 28/3 ] 
f(z) = 27/64*z^3 - 251/7*z + 1
*
[ 8 ] 
f(z) = 31/64*z^3 - 241/8*z + 1
*
[ 8 ] 
f(z) = 33/64*z^3 - 257/8*z + 1
*
[ -8 ] 
f(z) = 33/64*z^3 - 255/8*z + 1
*
[ 12 ] 
f(z) = 37/64*z^3 - 247/3*z + 1
*
[ -12 ] 
f(z) = 39/64*z^3 - 260/3*z + 1
*
4/7 | 0.26025420431422785215212484730208242458 | 0.026819103566759970569760417439579757309
f(z) = 21/64*z^3 - 256/21*z + 1
*
[ 4 ] 
f(z) = 35/72*z^3 - 253/36*z + 1
*
[ -4 ] 
f(z) = 37/72*z^3 - 251/36*z + 1
*
18/5 | 0.20058809404040316714822438261305488978 | 0.029021329242331998809502032183083969905
f(z) = 25/64*z^3 - 251/48*z + 1
*
[ 18/5 ] 
f(z) = 35/72*z^3 - 251/45*z + 1
*
[ -4 ] 
f(z) = 21/68*z^3 - 251/68*z + 1
*
[ -4 ] 
f(z) = 21/76*z^3 - 241/76*z + 1
*
-3 | 0.15982505304402963541300997914151784913 | 0.028925240121426678005772556110179412901
f(z) = 23/66*z^3 - 251/66*z + 1
*
[ 1/5 ] 
f(z) = 25/61*z^3 - 245/61*z + 1
*
[ 1/5 ] 
f(z) = 25/62*z^3 - 249/62*z + 1
*
[ 1/5 ] 
f(z) = 25/63*z^3 - 253/63*z + 1
*
[ 1/5 ] 
f(z) = 25/64*z^3 - 257/64*z + 1
*
3 | 0.14459569334847456670537825487626428569 | 0.026245326071346498096871068305627673936
f(z) = 25/66*z^3 - 247/66*z + 1
*
11/5 | 0.15890555702205176822786358248617351026 | 0.028636399031290683031397055028932529185
f(z) = 25/68*z^3 - 257/68*z + 1
*
[ 17/5 ] 
f(z) = 25/68*z^3 - 241/68*z + 1
*
1/3 | 0.12837911362298377289484796070345123131 | 0.023102948696188278220997824976008322701
f(z) = 27/64*z^3 - 259/64*z + 1
*
-124/45 | 0.19404763760687914817482932720229292960 | 0.019972561422388456638565642411882614277
f(z) = 27/64*z^3 - 259/75*z + 1
*
44/15 | 0.12429819339487413860834029111054604018 | 0.012889083127777868519390307875142078261
f(z) = 27/64*z^3 - 241/75*z + 1
*
[ 10/3 ] 
f(z) = 27/70*z^3 - 251/70*z + 1
*
-3 | 0.10929458428059961645654237146706791743 | 0.019668520074233181171005454538821928688
f(z) = 31/60*z^3 - 259/60*z + 1
*
0 | 0.15405259389617208800891085660115770882 | 0.028087200996542520953763103066847587736
f(z) = 31/60*z^3 - 241/60*z + 1
*
-3 | 0.15336476067130116747044108083540669664 | 0.027716241732799026992209005251450849248
f(z) = 31/78*z^3 - 253/78*z + 1
*
[ -13/4 ] 
f(z) = 32/65*z^3 - 253/65*z + 1
*
[ 3 ] 
f(z) = 32/69*z^3 - 242/69*z + 1
*
[ 3 ] 
f(z) = 34/69*z^3 - 260/69*z + 1
*
[ 3 ] 
f(z) = 34/75*z^3 - 256/75*z + 1
*
-18/7 | 0.13156285656670620791368370158993301890 | 0.017392743102766984494906635277312971869
f(z) = 35/72*z^3 - 241/63*z + 1
*
5/2 | 0.14815456762854668368268376529740826468 | 0.026813108221282987942879228198508631277
f(z) = 36/65*z^3 - 251/65*z + 1
*
[ -3 ] 
f(z) = 37/60*z^3 - 253/60*z + 1
*
0 | 0.15809229866933798929037348581914215281 | 0.028695072666832272833316944112845017006
f(z) = 37/60*z^3 - 247/60*z + 1
*
[ 8/3 ] 
f(z) = 37/64*z^3 - 251/72*z + 1
*
[ -3 ] 
f(z) = 37/66*z^3 - 245/66*z + 1
*
[ -3 ] 
f(z) = 37/69*z^3 - 241/69*z + 1
*
[ -3 ] 
f(z) = 38/69*z^3 - 250/69*z + 1
*
[ -3 ] 
f(z) = 38/75*z^3 - 242/75*z + 1
*
-12/5 | 0.17804626408850425669869154298111079158 | 0.027044690384615212196892301102784177394
f(z) = 25/63*z^3 - 241/84*z + 1
*
[ 4/15 ] 
f(z) = 35/64*z^3 - 251/90*z + 1
*
[ 3/10 ] 
f(z) = 20/63*z^3 - 248/105*z + 1
*
-16/7 | 0.13992793715470530021726488372734277674 | 0.020198739447257628220193513610612694852
f(z) = 21/64*z^3 - 255/112*z + 1
*
-5/2 | 0.082938489314403727355409967007322406795 | 0.011643976125016493950557224427087846703
f(z) = 28/75*z^3 - 248/105*z + 1
*
[ 16/7 ] 
f(z) = 35/64*z^3 - 257/112*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014094253814276740915554325248039705631
f(z) = 22/65*z^3 - 241/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014175215602334582043616247321843566334
f(z) = 22/67*z^3 - 243/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.010554923550115606848554495258086394136
f(z) = 22/69*z^3 - 245/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.015393690523046251335771142353465182222
f(z) = 23/61*z^3 - 245/122*z + 1
*
-2 | 0.071718975079989316665009280376148118170 | 0.013017593006319996882756940093745223494
f(z) = 23/63*z^3 - 247/126*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.015561680755906571669558476078691729634
f(z) = 23/65*z^3 - 249/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.015640717908268849143783849709613528439
f(z) = 23/67*z^3 - 251/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.013757922892546579655735936629425030172
f(z) = 24/61*z^3 - 253/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.013930989396740940182362612325009611174
f(z) = 24/65*z^3 - 257/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014012549859678149508388250078782415468
f(z) = 24/67*z^3 - 259/134*z + 1
*
13/8 | 0.15243198845424648764865522411922256224 | 0.027627238748502384935335715385651426869
f(z) = 32/65*z^3 - 249/130*z + 1
*
[ -5/2 ] 
f(z) = 34/65*z^3 - 243/130*z + 1
*
[ 2 ] 
f(z) = 38/61*z^3 - 243/122*z + 1
*
[ 2 ] 
f(z) = 38/63*z^3 - 241/126*z + 1
*
[ 2 ] 
f(z) = 39/61*z^3 - 251/122*z + 1
*
[ 2 ] 
f(z) = 39/67*z^3 - 245/134*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.016046232208883753880740197316251935555
f(z) = 21/73*z^3 - 241/146*z + 1
*
-2 | 0.089473073571117006798477165847904851251 | 0.016240110172716383365223795559768584430
f(z) = 21/79*z^3 - 247/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014328000028006772157394590333699558827
f(z) = 22/71*z^3 - 247/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014400413785883425945943003224443093390
f(z) = 22/73*z^3 - 249/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.010788158793069644689410403816544010146
f(z) = 22/75*z^3 - 251/150*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014602391731089936546850622122040962153
f(z) = 22/79*z^3 - 255/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.015789880435746321983634120244938247079
f(z) = 23/71*z^3 - 255/142*z + 1
*
-2 | 0.088010325213364592630313523550814696598 | 0.015860356547089305946600654742434810289
f(z) = 23/73*z^3 - 257/146*z + 1
*
-2 | 0.068167217787559734576743050550101721611 | 0.012267289365564968230500044953766839458
f(z) = 23/75*z^3 - 259/150*z + 1
*
[ 2/5 ] 
f(z) = 25/79*z^3 - 245/158*z + 1
*
[ 3/8 ] 
f(z) = 32/75*z^3 - 259/150*z + 1
*
[ 2 ] 
f(z) = 39/71*z^3 - 241/142*z + 1
*
-16/11 | 0.14709393920885061147036667684501003416 | 0.021331309118514333509944469608638480595
f(z) = 33/64*z^3 - 247/176*z + 1
*
-2 | 0.16324263236739826695253933171513097353 | 0.026250704214036292247671737793261171820
f(z) = 35/66*z^3 - 251/165*z + 1
*
-8/3 | 0.077304501577451206586148730069243942350 | 0.013970551275115182681901203310393063295
f(z) = 21/65*z^3 - 253/195*z + 1
*
-4/5 | 0.13466915146126395194559058332517375611 | 0.021655862874157572012044340644129134813
f(z) = 35/78*z^3 - 251/195*z + 1
*
[ -3 ] 
f(z) = 20/71*z^3 - 256/213*z + 1
*
[ -3 ] 
f(z) = 20/73*z^3 - 248/219*z + 1
*
0 | 0.15740307923158477735342681441615352191 | 0.028446050933562929358200676741784733572
f(z) = 39/68*z^3 - 253/204*z + 1
*
[ 5/3 ] 
f(z) = 39/70*z^3 - 241/210*z + 1
*
[ -3 ] 
f(z) = 21/79*z^3 - 251/237*z + 1
*
[ 7/3 ] 
f(z) = 24/77*z^3 - 260/231*z + 1
*
[ 19/9 ] 
f(z) = 27/76*z^3 - 241/228*z + 1
*
0 | 0.16358228118215279845117641519474946645 | 0.029605225668224862743734524228110759645
f(z) = 33/76*z^3 - 251/228*z + 1
*
-2/7 | 0.16126567517381322729636860108671164350 | 0.026103453219501296480155552205639644477
f(z) = 35/66*z^3 - 241/231*z + 1
*
[ 3/2 ] 
f(z) = 37/60*z^3 - 253/240*z + 1
*
[ 18/31 ] 
f(z) = 31/72*z^3 - 242/279*z + 1
*
[ 3/2 ] 
f(z) = 37/66*z^3 - 245/264*z + 1
*
[ 3/2 ] 
f(z) = 37/69*z^3 - 241/276*z + 1
*
[ 8 ] 
f(z) = 29/64*z^3 - 225/8*z + 1
*
[ -8 ] 
f(z) = 29/64*z^3 - 223/8*z + 1
*
[ -8 ] 
f(z) = 31/64*z^3 - 239/8*z + 1
*
[ -12 ] 
f(z) = 35/64*z^3 - 233/3*z + 1
*
3/5 | 0.19277061541680891577806609609971945696 | 0.029393839773198902539654199100633552743
f(z) = 25/72*z^3 - 235/24*z + 1
*
[ 4 ] 
f(z) = 31/72*z^3 - 221/36*z + 1
*
-4 | 0.21745817917424215955097865150803313984 | 0.022608399348590330612606253897547147924
f(z) = 33/64*z^3 - 235/33*z + 1
*
[ -4 ] 
f(z) = 35/72*z^3 - 235/36*z + 1
*
-3/8 | 0.18061764577815356377782494082293839321 | 0.027686965694784922319115990160276838939
f(z) = 32/63*z^3 - 227/42*z + 1
*
0 | 0.19363089190144701279325601092507693605 | 0.029602507850510991193879130467926688376
f(z) = 34/75*z^3 - 231/50*z + 1
*
[ -18/5 ] 
f(z) = 35/72*z^3 - 226/45*z + 1
*
-7/2 | 0.12911457804355538295549161540300519357 | 0.023800141499459999756888926381866126081
f(z) = 20/63*z^3 - 227/63*z + 1
*
-7/2 | 0.15290983655240281488241869216123566470 | 0.028279078789300603532558478699592098413
f(z) = 20/77*z^3 - 223/77*z + 1
*
-20/7 | 0.25983433966981865017437609199003641056 | 0.029139947842723017446631197092211111859
f(z) = 21/64*z^3 - 233/70*z + 1
*
3 | 0.10253426631515784623389880069461575423 | 0.018900499725297117904681163899513637442
f(z) = 23/60*z^3 - 227/60*z + 1
*
3 | 0.15143925217565334300127530763032139588 | 0.027781725164054205098981861412565184192
f(z) = 23/78*z^3 - 233/78*z + 1
*
[ 7/2 ] 
f(z) = 24/77*z^3 - 239/77*z + 1
*
-14/5 | 0.15709456230243547645088831018264066682 | 0.028841956493007085673449383858382838426
f(z) = 25/63*z^3 - 232/63*z + 1
*
12/25 | 0.24077200854875898906151152235751370059 | 0.024999290284716440685187078720241929966
f(z) = 25/64*z^3 - 238/75*z + 1
*
2/5 | 0.14364717211456232495246295458309609863 | 0.026311003233196973064648296483371104449
f(z) = 25/66*z^3 - 235/66*z + 1
*
[ 6/25 ] 
f(z) = 25/72*z^3 - 239/75*z + 1
*
-12/5 | 0.27627459833869596182945954451899644588 | 0.028840436439411479582934683444128669341
f(z) = 27/64*z^3 - 226/75*z + 1
*
[ -15/4 ] 
f(z) = 28/75*z^3 - 239/60*z + 1
*
1/2 | 0.12446597097509930488339776816995631790 | 0.022851472814269667684863734555102447020
f(z) = 28/75*z^3 - 232/75*z + 1
*
[ 3 ] 
f(z) = 29/60*z^3 - 221/60*z + 1
*
-3 | 0.14405774910633465017565987550896649150 | 0.026304885943324955094949613012082923160
f(z) = 29/66*z^3 - 239/66*z + 1
*
[ 3 ] 
f(z) = 31/60*z^3 - 239/60*z + 1
*
[ 3 ] 
f(z) = 31/66*z^3 - 235/66*z + 1
*
[ 3 ] 
f(z) = 31/69*z^3 - 233/69*z + 1
*
[ 3 ] 
f(z) = 31/75*z^3 - 229/75*z + 1
*
[ 3 ] 
f(z) = 31/78*z^3 - 227/78*z + 1
*
[ 1/4 ] 
f(z) = 32/73*z^3 - 221/73*z + 1
*
[ 3 ] 
f(z) = 32/75*z^3 - 238/75*z + 1
*
1/2 | 0.12001450439762170143429658277155821344 | 0.022016814854629457302945625872580871500
f(z) = 32/75*z^3 - 233/75*z + 1
*
[ 1/4 ] 
f(z) = 32/75*z^3 - 227/75*z + 1
*
[ 1/4 ] 
f(z) = 32/77*z^3 - 233/77*z + 1
*
[ 1/4 ] 
f(z) = 32/79*z^3 - 239/79*z + 1
*
[ 8/3 ] 
f(z) = 35/64*z^3 - 235/72*z + 1
*
12/5 | 0.17668842534725462060858936670881036887 | 0.019815285021889318987931057505836840374
f(z) = 35/64*z^3 - 233/70*z + 1
*
[ -3 ] 
f(z) = 35/66*z^3 - 227/66*z + 1
*
[ -3 ] 
f(z) = 35/69*z^3 - 223/69*z + 1
*
2/7 | 0.16253154862285387590856682118499509995 | 0.021709622472098354586546269937412392391
f(z) = 35/72*z^3 - 223/63*z + 1
*
0 | 0.16296931920346031859972151877685750359 | 0.029850126677429153157430854172336037151
f(z) = 37/66*z^3 - 235/66*z + 1
*
[ -3 ] 
f(z) = 37/75*z^3 - 233/75*z + 1
*
-5/2 | 0.17899685987978046735117460115302945845 | 0.025543245076411013211256974765669282192
f(z) = 37/75*z^3 - 221/60*z + 1
*
[ -3 ] 
f(z) = 37/78*z^3 - 229/78*z + 1
*
[ 3/10 ] 
f(z) = 25/72*z^3 - 227/96*z + 1
*
-3 | 0.097046330805112608715368247798757743850 | 0.014916930827734825523259519570782948751
f(z) = 20/63*z^3 - 223/105*z + 1
*
-15/7 | 0.18395539914556939847939153711813461700 | 0.026007123507745300953458554425305451333
f(z) = 28/75*z^3 - 236/105*z + 1
*
5/2 | 0.19523975694280979535528917527257879097 | 0.027755045483417775063829723907868427666
f(z) = 28/75*z^3 - 227/105*z + 1
*
-20/11 | 0.25804698637751694456056014262806709992 | 0.028884360590782089864807863580790002952
f(z) = 33/64*z^3 - 237/110*z + 1
*
-2/3 | 0.11918819177565679394305795641649736323 | 0.019412122615960336545305202166174480013
f(z) = 33/70*z^3 - 232/105*z + 1
*
[ 12/37 ] 
f(z) = 37/64*z^3 - 238/111*z + 1
*
-2 | 0.078979751314155744562956720522112933854 | 0.014630857882803295055631196293944890791
f(z) = 20/61*z^3 - 221/122*z + 1
*
-2 | 0.066014060013652318233591732051389463289 | 0.012208611600261090913919339771227580326
f(z) = 20/63*z^3 - 223/126*z + 1
*
-2 | 0.080717135670038241061450848169114933932 | 0.014878871770234691987223663908436568841
f(z) = 20/67*z^3 - 227/134*z + 1
*
-2 | 0.060918198851981049878755764546784193385 | 0.011211136457134535807817034501052969101
f(z) = 20/69*z^3 - 229/138*z + 1
*
-2 | 0.084684666380492742994374268846871588735 | 0.015585020051651491704036913080803223683
f(z) = 21/61*z^3 - 229/122*z + 1
*
-2 | 0.085860840560535814511093855353647357216 | 0.015751281391965133092673262060780559614
f(z) = 21/65*z^3 - 233/130*z + 1
*
-2 | 0.086422050736375239492868396493873588813 | 0.015829416081583750665405397414247497624
f(z) = 21/67*z^3 - 235/134*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.013922294919115014264296253420225292954
f(z) = 22/61*z^3 - 237/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.011533282725529536375426194489741403543
f(z) = 22/63*z^3 - 239/126*z + 1
*
[ -14/5 ] 
f(z) = 25/63*z^3 - 221/126*z + 1
*
5/8 | 0.10524637308426048882149617796365511649 | 0.019307582212232502600072388393621003134
f(z) = 32/65*z^3 - 233/130*z + 1
*
[ 3/8 ] 
f(z) = 32/69*z^3 - 239/138*z + 1
*
3/5 | 0.15520030498208099951040525049983776845 | 0.023888822564507650132209197209740640057
f(z) = 35/72*z^3 - 221/120*z + 1
*
[ 2 ] 
f(z) = 36/61*z^3 - 227/122*z + 1
*
2/3 | 0.16098936105375198529578154660636054456 | 0.029675731672177360207707151349496070978
f(z) = 36/65*z^3 - 227/130*z + 1
*
[ 2 ] 
f(z) = 36/65*z^3 - 223/130*z + 1
*
[ 2 ] 
f(z) = 36/67*z^3 - 221/134*z + 1
*
[ 2 ] 
f(z) = 37/61*z^3 - 235/122*z + 1
*
[ 2 ] 
f(z) = 37/63*z^3 - 233/126*z + 1
*
[ 4/11 ] 
f(z) = 37/64*z^3 - 221/121*z + 1
*
[ 2 ] 
f(z) = 37/65*z^3 - 231/130*z + 1
*
[ 2 ] 
f(z) = 37/67*z^3 - 229/134*z + 1
*
[ 2 ] 
f(z) = 37/69*z^3 - 227/138*z + 1
*
[ 2 ] 
f(z) = 38/65*z^3 - 239/130*z + 1
*
[ 2 ] 
f(z) = 38/67*z^3 - 237/134*z + 1
*
[ 2 ] 
f(z) = 38/69*z^3 - 235/138*z + 1
*
-20/13 | 0.26114064112032952748354220921907728187 | 0.029286447170653004428438570186176677716
f(z) = 39/64*z^3 - 233/130*z + 1
*
-2 | 0.081790973774674340351439413653361440343 | 0.015028426358481882228176809478428914123
f(z) = 20/71*z^3 - 231/142*z + 1
*
-2 | 0.082305410147027594198895975226056041716 | 0.015099033119678134588931882275007522833
f(z) = 20/73*z^3 - 233/146*z + 1
*
-2 | 0.083293298678607089015103150484755420579 | 0.015232696153432573726421599629383940727
f(z) = 20/77*z^3 - 237/154*z + 1
*
-2 | 0.083768158504780008367059617523146196369 | 0.015296031409765442616137574395303477831
f(z) = 20/79*z^3 - 239/158*z + 1
*
-2 | 0.087495888841011338782856961978120095224 | 0.015976713441314175522622601616064750390
f(z) = 21/71*z^3 - 239/142*z + 1
*
[ 12/5 ] 
f(z) = 23/64*z^3 - 223/150*z + 1
*
7/4 | 0.11304006028249347691750301985788267901 | 0.020704879516886468717007265062783849540
f(z) = 24/77*z^3 - 235/154*z + 1
*
[ 2/5 ] 
f(z) = 25/71*z^3 - 221/142*z + 1
*
[ 2/5 ] 
f(z) = 25/73*z^3 - 227/146*z + 1
*
[ 2/5 ] 
f(z) = 25/77*z^3 - 239/154*z + 1
*
-116/45 | 0.25584278811044952044644349496492935640 | 0.028692302606918695830349376954931957863
f(z) = 27/64*z^3 - 233/150*z + 1
*
7/8 | 0.14522819508790523581273361077240335449 | 0.026814162276016071760594229316092890266
f(z) = 32/77*z^3 - 225/154*z + 1
*
[ -12/5 ] 
f(z) = 33/64*z^3 - 233/150*z + 1
*
[ 2 ] 
f(z) = 37/71*z^3 - 225/142*z + 1
*
[ 2 ] 
f(z) = 37/73*z^3 - 223/146*z + 1
*
[ 2 ] 
f(z) = 37/75*z^3 - 221/150*z + 1
*
[ 2 ] 
f(z) = 38/71*z^3 - 233/142*z + 1
*
[ 2 ] 
f(z) = 38/73*z^3 - 231/146*z + 1
*
[ 2 ] 
f(z) = 38/75*z^3 - 229/150*z + 1
*
[ 2 ] 
f(z) = 38/77*z^3 - 227/154*z + 1
*
[ 2 ] 
f(z) = 38/79*z^3 - 225/158*z + 1
*
[ 2 ] 
f(z) = 39/73*z^3 - 239/146*z + 1
*
[ 2 ] 
f(z) = 39/77*z^3 - 235/154*z + 1
*
[ 2 ] 
f(z) = 39/79*z^3 - 233/158*z + 1
*
[ 3/7 ] 
f(z) = 35/72*z^3 - 239/168*z + 1
*
[ 4/9 ] 
f(z) = 37/64*z^3 - 221/162*z + 1
*
[ 13/6 ] 
f(z) = 24/65*z^3 - 233/195*z + 1
*
-13/9 | 0.15243302207066737737083642132195712969 | 0.028053150671116364987362029118098699426
f(z) = 27/65*z^3 - 229/195*z + 1
*
0 | 0.15403270679109895764827380476848368179 | 0.028393387274489667443076751818144779508
f(z) = 33/64*z^3 - 227/192*z + 1
*
[ -7/3 ] 
f(z) = 33/70*z^3 - 239/210*z + 1
*
[ 8/5 ] 
f(z) = 37/64*z^3 - 221/200*z + 1
*
[ 8/5 ] 
f(z) = 39/64*z^3 - 237/200*z + 1
*
-16/13 | 0.15018753336927961502576563728205057684 | 0.021993537257630072152215737522889240519
f(z) = 39/64*z^3 - 231/208*z + 1
*
[ -3 ] 
f(z) = 20/77*z^3 - 232/231*z + 1
*
[ -3 ] 
f(z) = 20/79*z^3 - 224/237*z + 1
*
[ -5/2 ] 
f(z) = 23/60*z^3 - 239/240*z + 1
*
-6/5 | 0.19885433880314394169562168558616675425 | 0.028958245342662725025616166747752094119
f(z) = 35/64*z^3 - 229/240*z + 1
*
[ 4/7 ] 
f(z) = 35/72*z^3 - 229/252*z + 1
*
-5/4 | 0.18738484093082642899161411227056006528 | 0.026429169284216222551932140812055655600
f(z) = 37/75*z^3 - 233/240*z + 1
*
[ 3/2 ] 
f(z) = 35/66*z^3 - 227/264*z + 1
*
[ 3/2 ] 
f(z) = 35/69*z^3 - 223/276*z + 1
*
[ 20/3 ] 
f(z) = 21/64*z^3 - 206/15*z + 1
*
-2/5 | 0.19223546434309022965791423358596670067 | 0.028736469347091972730710491786758057183
f(z) = 25/64*z^3 - 201/16*z + 1
*
16/3 | 0.18442982689156093821338846877087688304 | 0.027370978475104990530989247813216606690
f(z) = 27/64*z^3 - 211/16*z + 1
*
[ 8 ] 
f(z) = 27/64*z^3 - 209/8*z + 1
*
[ -8 ] 
f(z) = 27/64*z^3 - 207/8*z + 1
*
[ -12 ] 
f(z) = 31/64*z^3 - 206/3*z + 1
*
[ 12 ] 
f(z) = 33/64*z^3 - 220/3*z + 1
*
3/5 | 0.11764146761151578192523821553211726699 | 0.018305715226952196328930704214618929410
f(z) = 25/63*z^3 - 206/21*z + 1
*
[ 4 ] 
f(z) = 29/72*z^3 - 205/36*z + 1
*
[ -4 ] 
f(z) = 31/72*z^3 - 203/36*z + 1
*
[ 4/23 ] 
f(z) = 23/64*z^3 - 219/46*z + 1
*
-4 | 0.25472391654839007961347828706453568733 | 0.028826747095531352361122565341519245646
f(z) = 23/64*z^3 - 215/46*z + 1
*
[ 4/21 ] 
f(z) = 27/64*z^3 - 209/49*z + 1
*
3/4 | 0.18008663999763680622549630734141155383 | 0.027837327538569250624428823144088713386
f(z) = 32/63*z^3 - 215/42*z + 1
*
[ 4/15 ] 
f(z) = 21/64*z^3 - 208/75*z + 1
*
12/23 | 0.25564204362093302623489203472074008650 | 0.026919830031899269753516393514458314527
f(z) = 23/64*z^3 - 208/69*z + 1
*
1/2 | 0.15852955378531134718945640396403596365 | 0.029892596509848914687245924939110908572
f(z) = 24/65*z^3 - 201/65*z + 1
*
[ -17/5 ] 
f(z) = 25/68*z^3 - 201/68*z + 1
*
-1/5 | 0.15626009754304907993639809349555420880 | 0.029045181956904026814850251157356892934
f(z) = 25/72*z^3 - 217/72*z + 1
*
-14/5 | 0.14609135585810009815443572007948789011 | 0.019646424067543796779323391215418005777
f(z) = 25/72*z^3 - 212/63*z + 1
*
-1/3 | 0.091926993741439414585473278038102729400 | 0.017146424947590094660361336751999713853
f(z) = 27/70*z^3 - 213/70*z + 1
*
[ -10/3 ] 
f(z) = 27/70*z^3 - 209/70*z + 1
*
[ 3 ] 
f(z) = 28/69*z^3 - 206/69*z + 1
*
[ 3 ] 
f(z) = 28/75*z^3 - 202/75*z + 1
*
[ 3 ] 
f(z) = 29/66*z^3 - 217/66*z + 1
*
[ 3 ] 
f(z) = 29/69*z^3 - 215/69*z + 1
*
[ 3 ] 
f(z) = 29/75*z^3 - 211/75*z + 1
*
[ 3 ] 
f(z) = 29/78*z^3 - 209/78*z + 1
*
[ 8/3 ] 
f(z) = 31/64*z^3 - 203/72*z + 1
*
1/2 | 0.15608508088750263054087429341334767281 | 0.029376817217926090818736282653997202208
f(z) = 32/65*z^3 - 203/65*z + 1
*
[ 1/4 ] 
f(z) = 32/67*z^3 - 203/67*z + 1
*
[ 1/4 ] 
f(z) = 32/69*z^3 - 209/69*z + 1
*
[ 1/4 ] 
f(z) = 32/71*z^3 - 215/71*z + 1
*
7/4 | 0.13239455722248687641996409148728580164 | 0.024567228617496049308323868002172925626
f(z) = 32/77*z^3 - 219/77*z + 1
*
[ 4/15 ] 
f(z) = 33/64*z^3 - 209/75*z + 1
*
[ -3 ] 
f(z) = 34/69*z^3 - 214/69*z + 1
*
[ -3 ] 
f(z) = 34/75*z^3 - 206/75*z + 1
*
-12/5 | 0.19193059108997663492064798384364151581 | 0.027013585426613777109490679510456311743
f(z) = 35/72*z^3 - 203/60*z + 1
*
[ -3 ] 
f(z) = 35/78*z^3 - 211/78*z + 1
*
1/2 | 0.14957662580984047048382110844199865995 | 0.028125846348517350951073578514879996599
f(z) = 36/65*z^3 - 204/65*z + 1
*
[ 12/5 ] 
f(z) = 37/64*z^3 - 206/75*z + 1
*
3/4 | 0.15812913376069590281208377567183105741 | 0.024514356847191433615992320028776013031
f(z) = 20/63*z^3 - 211/84*z + 1
*
[ 12/35 ] 
f(z) = 35/64*z^3 - 208/105*z + 1
*
[ 4/11 ] 
f(z) = 21/64*z^3 - 217/121*z + 1
*
[ 4/11 ] 
f(z) = 25/64*z^3 - 218/121*z + 1
*
[ 12/5 ] 
f(z) = 25/66*z^3 - 211/132*z + 1
*
[ 2/5 ] 
f(z) = 25/67*z^3 - 209/134*z + 1
*
[ 2/5 ] 
f(z) = 25/69*z^3 - 215/138*z + 1
*
[ 4/11 ] 
f(z) = 29/64*z^3 - 219/121*z + 1
*
-1/2 | 0.093391131232394642832446202471428111644 | 0.017544797323019690584236866130856390191
f(z) = 32/63*z^3 - 205/126*z + 1
*
-13/8 | 0.14286579429198004017714081307904915133 | 0.026510278848495611802608388947711807455
f(z) = 32/65*z^3 - 219/130*z + 1
*
[ 2 ] 
f(z) = 33/61*z^3 - 203/122*z + 1
*
[ 2 ] 
f(z) = 34/61*z^3 - 211/122*z + 1
*
[ 2 ] 
f(z) = 34/63*z^3 - 209/126*z + 1
*
[ 2 ] 
f(z) = 34/65*z^3 - 207/130*z + 1
*
[ 2 ] 
f(z) = 34/67*z^3 - 205/134*z + 1
*
[ 2 ] 
f(z) = 34/69*z^3 - 203/138*z + 1
*
[ 2 ] 
f(z) = 35/61*z^3 - 219/122*z + 1
*
[ 2 ] 
f(z) = 35/67*z^3 - 213/134*z + 1
*
[ 2 ] 
f(z) = 35/69*z^3 - 211/138*z + 1
*
3/2 | 0.11921762314326669441487106172045834367 | 0.022159832299553206995779338529858677034
f(z) = 26/75*z^3 - 217/150*z + 1
*
4/3 | 0.15759744220159169206399444486865883037 | 0.029716835998266186745548520077535652628
f(z) = 27/70*z^3 - 201/140*z + 1
*
[ 2 ] 
f(z) = 34/71*z^3 - 201/142*z + 1
*
[ 2 ] 
f(z) = 35/71*z^3 - 209/142*z + 1
*
[ 2 ] 
f(z) = 35/73*z^3 - 207/146*z + 1
*
[ 2 ] 
f(z) = 35/79*z^3 - 201/158*z + 1
*
[ 2 ] 
f(z) = 36/71*z^3 - 217/142*z + 1
*
[ 2 ] 
f(z) = 36/73*z^3 - 215/146*z + 1
*
[ 2 ] 
f(z) = 36/77*z^3 - 211/154*z + 1
*
[ 2 ] 
f(z) = 36/79*z^3 - 209/158*z + 1
*
[ 2 ] 
f(z) = 37/77*z^3 - 219/154*z + 1
*
[ 2 ] 
f(z) = 37/79*z^3 - 217/158*z + 1
*
[ 12/7 ] 
f(z) = 39/64*z^3 - 202/147*z + 1
*
[ 5/11 ] 
f(z) = 22/75*z^3 - 208/165*z + 1
*
[ 4/9 ] 
f(z) = 25/64*z^3 - 215/162*z + 1
*
[ 4/9 ] 
f(z) = 29/64*z^3 - 217/162*z + 1
*
-5/2 | 0.15243302207066737737083642132195712969 | 0.028689462195131757996711106270620712297
f(z) = 24/65*z^3 - 203/195*z + 1
*
0 | 0.15740204561516388763124561721341895446 | 0.029257444012677879539412136242266989111
f(z) = 27/68*z^3 - 217/204*z + 1
*
[ 44/21 ] 
f(z) = 21/64*z^3 - 212/231*z + 1
*
[ 44/23 ] 
f(z) = 23/64*z^3 - 212/253*z + 1
*
[ 15/8 ] 
f(z) = 28/75*z^3 - 203/240*z + 1
*
[ -5/2 ] 
f(z) = 23/65*z^3 - 211/260*z + 1
*
[ 44/25 ] 
f(z) = 25/64*z^3 - 214/275*z + 1
*
[ 2/3 ] 
f(z) = 37/60*z^3 - 209/270*z + 1
*
[ 12/7 ] 
f(z) = 25/64*z^3 - 215/294*z + 1
*
[ 44/27 ] 
f(z) = 27/64*z^3 - 218/297*z + 1
*
[ 8 ] 
f(z) = 25/64*z^3 - 193/8*z + 1
*
[ -8 ] 
f(z) = 25/64*z^3 - 191/8*z + 1
*
76/15 | 0.24483894027678128044932682138037519307 | 0.028187468880966289488593738017345813056
f(z) = 25/64*z^3 - 185/18*z + 1
*
[ 12 ] 
f(z) = 29/64*z^3 - 193/3*z + 1
*
0 | 0.13522389278607805856186327008036998476 | 0.022704430023452565969379519820468168562
f(z) = 23/66*z^3 - 193/33*z + 1
*
[ 24/5 ] 
f(z) = 25/64*z^3 - 197/24*z + 1
*
[ -24/5 ] 
f(z) = 25/64*z^3 - 187/24*z + 1
*
[ -4 ] 
f(z) = 29/72*z^3 - 187/36*z + 1
*
-4/11 | 0.24126745159051618602750382874179134311 | 0.027811098095596259681715722717060965881
f(z) = 33/64*z^3 - 183/22*z + 1
*
4 | 0.22491526048070429413649408893392492093 | 0.025707716586584007705718307857328155547
f(z) = 21/64*z^3 - 197/42*z + 1
*
-18/5 | 0.16998592400621242207614172709807294909 | 0.025687709298043000825495955196264766708
f(z) = 25/64*z^3 - 187/48*z + 1
*
2 | 0.14661466509431922059018154895252023858 | 0.022191982466486296126389668554344795115
f(z) = 27/64*z^3 - 185/48*z + 1
*
-3/8 | 0.18262149402894665162435619461365499667 | 0.028900524696693354341526221281816786975
f(z) = 32/63*z^3 - 185/42*z + 1
*
4/9 | 0.25576429462706674490835436856850704817 | 0.029519554307163975701102595206713488167
f(z) = 33/64*z^3 - 181/54*z + 1
*
[ 7/2 ] 
f(z) = 20/63*z^3 - 200/63*z + 1
*
[ 7/2 ] 
f(z) = 20/77*z^3 - 190/77*z + 1
*
-3 | 0.14125388864215488677617794129498716914 | 0.027058287476033408375569952263599641243
f(z) = 23/66*z^3 - 185/66*z + 1
*
[ 6/23 ] 
f(z) = 23/72*z^3 - 197/69*z + 1
*
0 | 0.081173610971223241179520585221842255300 | 0.015614822992686714337325066610223059811
f(z) = 23/79*z^3 - 181/79*z + 1
*
[ -7/2 ] 
f(z) = 24/77*z^3 - 195/77*z + 1
*
0 | 0.080919140312955940258293528969628926608 | 0.015549392070133944323085531426116780868
f(z) = 24/79*z^3 - 182/79*z + 1
*
14/5 | 0.20661352798228942798158724974049802217 | 0.028121015393096173825161798947114532242
f(z) = 25/72*z^3 - 194/63*z + 1
*
0 | 0.080932070498754823597537890469648542817 | 0.015535518883107477870352501083979615982
f(z) = 25/79*z^3 - 183/79*z + 1
*
[ 3 ] 
f(z) = 26/69*z^3 - 188/69*z + 1
*
[ 3 ] 
f(z) = 26/75*z^3 - 184/75*z + 1
*
0 | 0.080915700971611509151350843360766868929 | 0.015516145305059488539610851562726626687
f(z) = 26/79*z^3 - 184/79*z + 1
*
2/3 | 0.11080391772309502035208497829541068818 | 0.021181727591372459331226528379555713961
f(z) = 27/70*z^3 - 187/70*z + 1
*
0 | 0.086066859318449676034440338910301646730 | 0.016556104351086362528802019067538498639
f(z) = 27/77*z^3 - 181/77*z + 1
*
0 | 0.084644702545514229453603120060732341434 | 0.016214354994516919358454044150680717175
f(z) = 27/79*z^3 - 185/79*z + 1
*
0 | 0.087209658600194764845334501436531526824 | 0.016688458902702062754531603137134528087
f(z) = 28/79*z^3 - 186/79*z + 1
*
[ -3 ] 
f(z) = 29/60*z^3 - 181/60*z + 1
*
[ 8/3 ] 
f(z) = 29/64*z^3 - 187/72*z + 1
*
-5/2 | 0.17889051313130246814900182874561854822 | 0.026276765951890893865774742703617469124
f(z) = 29/75*z^3 - 181/60*z + 1
*
0 | 0.064534109773936244840324197405694186227 | 0.012413993772777492940424427181016052570
f(z) = 29/76*z^3 - 181/76*z + 1
*
0 | 0.089864136346425751225525333683558668837 | 0.017250096019049972361949104492234756740
f(z) = 29/77*z^3 - 183/77*z + 1
*
0 | 0.056324114699937429423460123522298930995 | 0.010789324825208127936323099918213272930
f(z) = 29/78*z^3 - 185/78*z + 1
*
0 | 0.089118558856421358095328469873385227687 | 0.017036266188257329215171827546697664165
f(z) = 29/79*z^3 - 187/79*z + 1
*
0 | 0.091332235263091969175202141450197897610 | 0.017513587800162510432779176344600901225
f(z) = 30/77*z^3 - 184/77*z + 1
*
0 | 0.090709936315299449416658026314393325495 | 0.017322818997935909816469495975712573548
f(z) = 30/79*z^3 - 188/79*z + 1
*
[ -3 ] 
f(z) = 31/60*z^3 - 199/60*z + 1
*
[ -3 ] 
f(z) = 31/66*z^3 - 191/66*z + 1
*
[ -3 ] 
f(z) = 31/69*z^3 - 187/69*z + 1
*
-5/2 | 0.17914676692095769675612195919352176395 | 0.026108175939153789421343670763135635248
f(z) = 31/75*z^3 - 191/60*z + 1
*
0 | 0.072793003944246299400663877102377550448 | 0.014002701839866458264851573726727590245
f(z) = 31/75*z^3 - 181/75*z + 1
*
0 | 0.067221641018186779057338124465202422268 | 0.012903698953402906857865606433815023938
f(z) = 31/76*z^3 - 183/76*z + 1
*
0 | 0.092638372115971416606147145328179088248 | 0.017745604939598441129587230442153145974
f(z) = 31/77*z^3 - 185/77*z + 1
*
0 | 0.059195548121140525694831139060104334196 | 0.011316061748443338130971949784891852449
f(z) = 31/78*z^3 - 187/78*z + 1
*
0 | 0.092100142400731056689076353073890828179 | 0.017570505050344004433515712266072129611
f(z) = 31/79*z^3 - 189/79*z + 1
*
[ 1/4 ] 
f(z) = 32/61*z^3 - 185/61*z + 1
*
[ 1/4 ] 
f(z) = 32/63*z^3 - 191/63*z + 1
*
[ 1/4 ] 
f(z) = 32/65*z^3 - 197/65*z + 1
*
[ -3 ] 
f(z) = 32/69*z^3 - 196/69*z + 1
*
[ -3 ] 
f(z) = 32/75*z^3 - 188/75*z + 1
*
0 | 0.073925915956109032041486204803605042203 | 0.014205576664551682156859743186844752266
f(z) = 32/75*z^3 - 182/75*z + 1
*
[ 11/4 ] 
f(z) = 32/77*z^3 - 193/77*z + 1
*
0 | 0.093822873724780314722639492166933878265 | 0.017953965161903577101548079636204854795
f(z) = 32/77*z^3 - 186/77*z + 1
*
0 | 0.093346565576040602392165589343858270230 | 0.017790382565865516862718202942403075752
f(z) = 32/79*z^3 - 190/79*z + 1
*
0 | 0.082675419993617308616616597682434856673 | 0.015903715919500289785738026193126958612
f(z) = 33/74*z^3 - 181/74*z + 1
*
0 | 0.069445663972888268429330305634966487673 | 0.013302860245517138538891110496901392253
f(z) = 33/76*z^3 - 185/76*z + 1
*
0 | 0.094482900212418409335857892305559836723 | 0.017988953070852880727339830668021855667
f(z) = 33/79*z^3 - 191/79*z + 1
*
0 | 0.075948306408378143506299107134807277679 | 0.014563613041170031925034598519770133851
f(z) = 34/75*z^3 - 184/75*z + 1
*
0 | 0.095921050254235076993003207890712161400 | 0.018317982121279182103200298674190223873
f(z) = 34/77*z^3 - 188/77*z + 1
*
0 | 0.095531113621194409156109903452504920135 | 0.018170460810952399185250315674706332787
f(z) = 34/79*z^3 - 192/79*z + 1
*
-12/35 | 0.20340576616116530465950336412028322340 | 0.023249190727975645442520257129595986404
f(z) = 35/64*z^3 - 197/70*z + 1
*
[ -8/3 ] 
f(z) = 35/64*z^3 - 181/72*z + 1
*
0 | 0.097535623041405789360306077723131935883 | 0.018762273490739307108249283679968194840
f(z) = 35/73*z^3 - 181/73*z + 1
*
0 | 0.084537783412870715128067637385734927278 | 0.016227662562604393316805328426510646069
f(z) = 35/74*z^3 - 183/74*z + 1
*
0 | 0.071367184222992552214756904894039180896 | 0.013642841212099497074807303173367940915
f(z) = 35/76*z^3 - 187/76*z + 1
*
0 | 0.063508760716098152852690149869065342064 | 0.012091670699580783475049736604993940811
f(z) = 35/78*z^3 - 191/78*z + 1
*
0 | 0.096506561721721782764759130098155354946 | 0.018337876306149014646047413191337848100
f(z) = 35/79*z^3 - 193/79*z + 1
*
[ 5/2 ] 
f(z) = 36/65*z^3 - 186/65*z + 1
*
0 | 0.098376942140429656386700029084759033120 | 0.018904076811571151461250692149220963495
f(z) = 36/73*z^3 - 182/73*z + 1
*
0 | 0.097752294612510008778379341635096102371 | 0.018630045006113351921420037709607237574
f(z) = 36/77*z^3 - 190/77*z + 1
*
0 | 0.097420524928849055991416453561667035807 | 0.018493384215601448300746265608445675510
f(z) = 36/79*z^3 - 194/79*z + 1
*
[ -8/3 ] 
f(z) = 37/64*z^3 - 197/72*z + 1
*
-2 | 0.068457368160110019000444084945922784749 | 0.013140906060911818211949641346718434097
f(z) = 37/70*z^3 - 183/70*z + 1
*
0 | 0.057227783576931859408108188781366936167 | 0.011008524816450070235151919489747267329
f(z) = 37/72*z^3 - 181/72*z + 1
*
0 | 0.099175558508038064389577970926181934567 | 0.019037493449127325514690774864378602626
f(z) = 37/73*z^3 - 183/73*z + 1
*
0 | 0.078543718801422160245000610996817153124 | 0.015014736751661966838708118549326563284
f(z) = 37/75*z^3 - 187/75*z + 1
*
0 | 0.073070114500265644242210246047533288183 | 0.013940030735999613602436386592879216882
f(z) = 37/76*z^3 - 189/76*z + 1
*
0 | 0.098590726966566883624588063040100513909 | 0.018771057584340902595555266672820079347
f(z) = 37/77*z^3 - 191/77*z + 1
*
0 | 0.065258618035360602084870171946449016864 | 0.012400239362929377260505494101724680561
f(z) = 37/78*z^3 - 193/78*z + 1
*
0 | 0.098281603013632034622566672304622667691 | 0.018638651856895254123161477186620664523
f(z) = 37/79*z^3 - 195/79*z + 1
*
0 | 0.099936147526920134590233093523143510740 | 0.019163447484680082255609867623558581559
f(z) = 38/73*z^3 - 184/73*z + 1
*
0 | 0.079321028807191547877804242212386372275 | 0.015147886555458698973687384839705884715
f(z) = 38/75*z^3 - 188/75*z + 1
*
0 | 0.099386091939770196278757567570394145016 | 0.018903695563584991084419457883101067590
f(z) = 38/77*z^3 - 192/77*z + 1
*
0 | 0.099096543769958077542351144253470964245 | 0.018774988829895011786618660608941876821
f(z) = 38/79*z^3 - 196/79*z + 1
*
-2 | 0.067195103182217361509200023397920726333 | 0.012845289230989263241668527654461306395
f(z) = 39/62*z^3 - 187/62*z + 1
*
-2 | 0.068835947572247171785255372264595084712 | 0.013105933747597735264178828619696616094
f(z) = 39/70*z^3 - 191/70*z + 1
*
0 | 0.10091075112723966037142744977333355267 | 0.019411524238702518447853531600112277958
f(z) = 39/71*z^3 - 181/71*z + 1
*
0 | 0.10066259458638617228927832790755071160 | 0.019282707531698925467906899363849101175
f(z) = 39/73*z^3 - 185/73*z + 1
*
-2 | 0.069463565268406313513979405123903006421 | 0.013199250340605933192252133120590570924
f(z) = 39/74*z^3 - 193/74*z + 1
*
0 | 0.087700329493501640848436370472620360509 | 0.016765151694792178342242638916497841321
f(z) = 39/74*z^3 - 187/74*z + 1
*
0 | 0.074605301934420977473796064318263880462 | 0.014204382722353317077448372169598843894
f(z) = 39/76*z^3 - 191/76*z + 1
*
0 | 0.10014320315177023312917263546249624702 | 0.019028899585025554391799724570950885769
f(z) = 39/77*z^3 - 193/77*z + 1
*
0 | 0.099870765323923408065766772101323410448 | 0.018903447690399737114157839938727101447
f(z) = 39/79*z^3 - 197/79*z + 1
*
[ -44/15 ] 
f(z) = 25/64*z^3 - 200/99*z + 1
*
-2 | 0.14160577001867240772847730852138293190 | 0.021469145269302849256235114038492230094
f(z) = 35/64*z^3 - 183/80*z + 1
*
3/2 | 0.16388422890360240045692620375140250205 | 0.025891225118727277040698223811805857278
f(z) = 20/63*z^3 - 187/105*z + 1
*
[ -14/5 ] 
f(z) = 25/64*z^3 - 191/112*z + 1
*
[ 5/14 ] 
f(z) = 28/75*z^3 - 194/105*z + 1
*
[ 5/2 ] 
f(z) = 22/65*z^3 - 197/130*z + 1
*
[ 2/5 ] 
f(z) = 25/61*z^3 - 191/122*z + 1
*
[ 2/5 ] 
f(z) = 25/63*z^3 - 197/126*z + 1
*
8/5 | 0.14017795587603329784201986027325197675 | 0.026689005779382434865886361068918165529
f(z) = 25/63*z^3 - 191/126*z + 1
*
[ -8/3 ] 
f(z) = 27/68*z^3 - 197/136*z + 1
*
[ 2 ] 
f(z) = 31/61*z^3 - 187/122*z + 1
*
[ 2 ] 
f(z) = 31/63*z^3 - 185/126*z + 1
*
[ 2 ] 
f(z) = 31/65*z^3 - 183/130*z + 1
*
[ 2 ] 
f(z) = 31/67*z^3 - 181/134*z + 1
*
[ 2 ] 
f(z) = 32/61*z^3 - 195/122*z + 1
*
[ 2 ] 
f(z) = 32/65*z^3 - 191/130*z + 1
*
[ 2 ] 
f(z) = 32/67*z^3 - 189/134*z + 1
*
[ 2 ] 
f(z) = 32/69*z^3 - 187/138*z + 1
*
[ 5/12 ] 
f(z) = 32/75*z^3 - 199/135*z + 1
*
[ 2 ] 
f(z) = 33/65*z^3 - 199/130*z + 1
*
[ 2 ] 
f(z) = 33/67*z^3 - 197/134*z + 1
*
[ -14/5 ] 
f(z) = 25/77*z^3 - 183/154*z + 1
*
[ 12/5 ] 
f(z) = 25/78*z^3 - 197/156*z + 1
*
[ 2 ] 
f(z) = 32/71*z^3 - 185/142*z + 1
*
[ 2 ] 
f(z) = 32/73*z^3 - 183/146*z + 1
*
-9/4 | 0.11921827528262041377911790871958097269 | 0.022522465497502408487837839211894735949
f(z) = 32/75*z^3 - 199/150*z + 1
*
[ 2 ] 
f(z) = 32/75*z^3 - 181/150*z + 1
*
[ 2 ] 
f(z) = 33/71*z^3 - 193/142*z + 1
*
[ 2 ] 
f(z) = 33/73*z^3 - 191/146*z + 1
*
[ 2 ] 
f(z) = 33/79*z^3 - 185/158*z + 1
*
[ 2 ] 
f(z) = 34/73*z^3 - 199/146*z + 1
*
[ 2 ] 
f(z) = 34/75*z^3 - 197/150*z + 1
*
[ 2 ] 
f(z) = 34/77*z^3 - 195/154*z + 1
*
[ 2 ] 
f(z) = 34/79*z^3 - 193/158*z + 1
*
[ 5/9 ] 
f(z) = 27/65*z^3 - 181/195*z + 1
*
[ 5/3 ] 
f(z) = 33/65*z^3 - 197/195*z + 1
*
[ 3/2 ] 
f(z) = 36/61*z^3 - 182/183*z + 1
*
0 | 0.15740204561516388763124561721341895446 | 0.029597309913533076140229763229508480749
f(z) = 21/68*z^3 - 199/204*z + 1
*
[ 8/15 ] 
f(z) = 27/64*z^3 - 199/200*z + 1
*
[ 17/9 ] 
f(z) = 27/68*z^3 - 193/204*z + 1
*
[ 5/9 ] 
f(z) = 27/70*z^3 - 193/210*z + 1
*
[ -9/4 ] 
f(z) = 32/69*z^3 - 187/207*z + 1
*
[ 8/5 ] 
f(z) = 33/64*z^3 - 189/200*z + 1
*
[ 5/3 ] 
f(z) = 33/70*z^3 - 191/210*z + 1
*
0 | 0.13791221093355313297377651760103732293 | 0.025791927718171067456687090149929809527
f(z) = 39/70*z^3 - 187/210*z + 1
*
[ 21/11 ] 
f(z) = 22/63*z^3 - 184/231*z + 1
*
[ 3/5 ] 
f(z) = 25/77*z^3 - 181/231*z + 1
*
[ 3/5 ] 
f(z) = 25/79*z^3 - 185/237*z + 1
*
[ 3/2 ] 
f(z) = 29/60*z^3 - 181/240*z + 1
*
-5/4 | 0.20449958612983742428586675724483602992 | 0.028843070514827863255966857607713085137
f(z) = 29/75*z^3 - 193/240*z + 1
*
[ 3/2 ] 
f(z) = 31/60*z^3 - 199/240*z + 1
*
0 | 0.15592223787791829627663018621310763430 | 0.028198614252975746269871812420907373153
f(z) = 32/63*z^3 - 191/252*z + 1
*
[ 4/3 ] 
f(z) = 36/61*z^3 - 195/244*z + 1
*
[ 2/3 ] 
f(z) = 23/60*z^3 - 181/270*z + 1
*
[ -12/5 ] 
f(z) = 25/69*z^3 - 185/276*z + 1
*
[ 21/13 ] 
f(z) = 26/63*z^3 - 190/273*z + 1
*
[ 2/3 ] 
f(z) = 29/60*z^3 - 193/270*z + 1
*
[ 18/29 ] 
f(z) = 29/72*z^3 - 200/261*z + 1
*
-2 | 0.22859419273589328191373238505289248620 | 0.029905197626699703702859872987614220567
f(z) = 29/72*z^3 - 191/261*z + 1
*
[ 2/3 ] 
f(z) = 31/60*z^3 - 197/270*z + 1
*
[ 3/2 ] 
f(z) = 31/66*z^3 - 191/264*z + 1
*
[ 3/2 ] 
f(z) = 31/69*z^3 - 187/276*z + 1
*
[ 4/3 ] 
f(z) = 36/65*z^3 - 191/260*z + 1
*
[ 4/3 ] 
f(z) = 36/67*z^3 - 189/268*z + 1
*
[ 28/39 ] 
f(z) = 39/64*z^3 - 193/273*z + 1
*
[ -5/2 ] 
f(z) = 23/70*z^3 - 183/280*z + 1
*
-7/6 | 0.087233210415234367816077140970981388567 | 0.015481183248824522902153619109096286710
f(z) = 27/70*z^3 - 187/280*z + 1
*
[ 20/29 ] 
f(z) = 29/64*z^3 - 193/290*z + 1
*
[ 4/3 ] 
f(z) = 36/71*z^3 - 185/284*z + 1
*
[ 4/3 ] 
f(z) = 36/73*z^3 - 183/292*z + 1
*
[ 8 ] 
f(z) = 21/64*z^3 - 161/8*z + 1
*
[ 8 ] 
f(z) = 23/64*z^3 - 177/8*z + 1
*
[ -8 ] 
f(z) = 23/64*z^3 - 175/8*z + 1
*
[ -36/5 ] 
f(z) = 25/64*z^3 - 172/9*z + 1
*
[ 12 ] 
f(z) = 25/64*z^3 - 166/3*z + 1
*
[ -12 ] 
f(z) = 27/64*z^3 - 179/3*z + 1
*
[ 20/3 ] 
f(z) = 27/64*z^3 - 179/10*z + 1
*
[ 16/3 ] 
f(z) = 27/64*z^3 - 179/16*z + 1
*
[ -16/3 ] 
f(z) = 27/64*z^3 - 173/16*z + 1
*
[ 5 ] 
f(z) = 37/75*z^3 - 173/15*z + 1
*
[ -5 ] 
f(z) = 37/75*z^3 - 167/15*z + 1
*
[ 5 ] 
f(z) = 38/75*z^3 - 178/15*z + 1
*
[ -5 ] 
f(z) = 38/75*z^3 - 172/15*z + 1
*
-100/21 | 0.25533590665321649017386005239886465804 | 0.027436658893567017646252424813210418537
f(z) = 21/64*z^3 - 172/21*z + 1
*
0 | 0.12472696472362782447808120276158309174 | 0.021419540041815484325025146581125235592
f(z) = 23/70*z^3 - 169/35*z + 1
*
[ 24/5 ] 
f(z) = 25/72*z^3 - 173/24*z + 1
*
[ 4 ] 
f(z) = 25/72*z^3 - 173/36*z + 1
*
[ -24/5 ] 
f(z) = 25/72*z^3 - 163/24*z + 1
*
4 | 0.22649085541835415249518815749267701728 | 0.024430375371674912956986196107372039924
f(z) = 27/64*z^3 - 166/27*z + 1
*
0 | 0.16312874901317879805172281078173244524 | 0.027957847540278921775558348936900219663
f(z) = 27/70*z^3 - 171/35*z + 1
*
-4 | 0.27015077931377101802688970182891687736 | 0.028922002027188812598432771979127555264
f(z) = 29/64*z^3 - 178/29*z + 1
*
0 | 0.16228860221416451182673499450461456313 | 0.027786091278051032662872909585799578863
f(z) = 29/70*z^3 - 172/35*z + 1
*
0 | 0.16072763443676818498629859921592838606 | 0.027491544959381064586207968709565771654
f(z) = 31/70*z^3 - 173/35*z + 1
*
-15/4 | 0.13592784182283634316807882143626425540 | 0.020205012459765960689165225976649320235
f(z) = 32/75*z^3 - 167/30*z + 1
*
-20/7 | 0.26318177061943727825055786657432784575 | 0.028159019790618550707024993131265549372
f(z) = 35/64*z^3 - 179/35*z + 1
*
0 | 0.15708742027965117189390105196313853510 | 0.026790126386765462824405315347477594536
f(z) = 37/70*z^3 - 176/35*z + 1
*
[ 4/21 ] 
f(z) = 21/64*z^3 - 179/42*z + 1
*
2/5 | 0.15895683965378883509500219785347187348 | 0.022198053376047985037979236446568178744
f(z) = 35/72*z^3 - 161/45*z + 1
*
[ -7/2 ] 
f(z) = 20/63*z^3 - 164/63*z + 1
*
0 | 0.079306818388554582086200561581037639524 | 0.015588268636672826107428134029933583846
f(z) = 20/71*z^3 - 162/71*z + 1
*
0 | 0.079802129733250706497174487499522066129 | 0.015610782544319487255558721782804844828
f(z) = 20/73*z^3 - 166/73*z + 1
*
0 | 0.080440841145438589799394376322376093138 | 0.015592164937190299694647552270495515255
f(z) = 20/77*z^3 - 174/77*z + 1
*
0 | 0.080925968378218516241208655059603431164 | 0.015617396518551398518344277579257374820
f(z) = 20/79*z^3 - 178/79*z + 1
*
0 | 0.078938516241505841135730639490982112903 | 0.015497131411941508090938917173715112365
f(z) = 21/71*z^3 - 163/71*z + 1
*
0 | 0.079785708827483689465992067222001604555 | 0.015589254647771502224153233598593705400
f(z) = 21/73*z^3 - 167/73*z + 1
*
0 | 0.067233058139927027514071140542009118856 | 0.013106118049532530715818973963189709844
f(z) = 21/74*z^3 - 169/74*z + 1
*
0 | 0.054887881931376022752435427162922696674 | 0.010651033601510220006099336950454469555
f(z) = 21/76*z^3 - 173/76*z + 1
*
0 | 0.081176240427856668519105405515042740939 | 0.015648776371415443930098948496467627986
f(z) = 21/79*z^3 - 179/79*z + 1
*
0 | 0.078984360192743127027469238850885258850 | 0.015487535077745346024307077413625715879
f(z) = 22/71*z^3 - 164/71*z + 1
*
0 | 0.079454881961053547601277309881931954559 | 0.015506526252026254241987905623915029263
f(z) = 22/73*z^3 - 168/73*z + 1
*
0 | 0.059762951766146455415109099254670741091 | 0.011610105078372536774646447833231197439
f(z) = 22/75*z^3 - 172/75*z + 1
*
0 | 0.081281864004143976887179794079929758464 | 0.015652328016207204201025412792704750406
f(z) = 22/79*z^3 - 180/79*z + 1
*
[ 3 ] 
f(z) = 23/60*z^3 - 167/60*z + 1
*
[ 3 ] 
f(z) = 23/66*z^3 - 163/66*z + 1
*
0 | 0.065840431055824343062508181752259061781 | 0.012925728286674983068557455603333562346
f(z) = 23/70*z^3 - 163/70*z + 1
*
0 | 0.079098950463437342206789061036595295481 | 0.015491538416882338509958667621748307373
f(z) = 23/71*z^3 - 165/71*z + 1
*
0 | 0.079454915512081766250680912868389599946 | 0.015488593426015283415764477335279006757
f(z) = 23/73*z^3 - 169/73*z + 1
*
0 | 0.066897641093330029856090806300291131587 | 0.013010894306517704747559619261486535029
f(z) = 23/74*z^3 - 171/74*z + 1
*
0 | 0.059644430756806430587538019110772345072 | 0.011574045377228291667265737850227295225
f(z) = 23/75*z^3 - 173/75*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010557640203554432868338161284053381160
f(z) = 23/76*z^3 - 175/76*z + 1
*
0 | 0.080456395914240509486099851687006524948 | 0.015543676298219012774917061487910487524
f(z) = 23/77*z^3 - 177/77*z + 1
*
0 | 0.081599486221878900072346810613694974086 | 0.015962378941463078056926520365354860947
f(z) = 24/71*z^3 - 166/71*z + 1
*
0 | 0.079455131811822506285510954472655602030 | 0.015470843099803862963909525869975562220
f(z) = 24/73*z^3 - 170/73*z + 1
*
0 | 0.080442686198928444659321365093980129529 | 0.015524130913263267545797555208341719078
f(z) = 24/77*z^3 - 178/77*z + 1
*
0 | 0.060746763763856310364921738956982027180 | 0.011954719483152577425394704181750284735
f(z) = 25/68*z^3 - 161/68*z + 1
*
[ 3 ] 
f(z) = 25/69*z^3 - 179/69*z + 1
*
0 | 0.065595424938973612722515603697326971649 | 0.012877628928207831383480988191564213305
f(z) = 25/69*z^3 - 163/69*z + 1
*
0 | 0.084830177355569492185754949388683196895 | 0.016574888611581194054131655763351943290
f(z) = 25/71*z^3 - 167/71*z + 1
*
0 | 0.083354998454829095054859764329538549463 | 0.016211678873739232093129536621679794193
f(z) = 25/73*z^3 - 171/73*z + 1
*
0 | 0.069467753606661950471334071687796195614 | 0.013480268355245677697833546837016469609
f(z) = 25/74*z^3 - 173/74*z + 1
*
0 | 0.054527952041048928728660868662835138356 | 0.010534461879628629627656774219692036338
f(z) = 25/76*z^3 - 177/76*z + 1
*
0 | 0.080602682449805454963714077122115524851 | 0.015538208544089893174741000558490394148
f(z) = 25/77*z^3 - 179/77*z + 1
*
[ 3 ] 
f(z) = 25/78*z^3 - 173/78*z + 1
*
0 | 0.067510716582508943655953307776059838538 | 0.013237742113044251597269651323532300224
f(z) = 26/69*z^3 - 164/69*z + 1
*
0 | 0.087019322978218986648555418867469853447 | 0.016982813175113953249024170822232838851
f(z) = 26/71*z^3 - 168/71*z + 1
*
0 | 0.086034880639164288125221960728026016565 | 0.016713933550915439200814720820196457135
f(z) = 26/73*z^3 - 172/73*z + 1
*
0 | 0.064456637763228553987076195765066190964 | 0.012466267727563663730427149766462913612
f(z) = 26/75*z^3 - 176/75*z + 1
*
0 | 0.082980248745274612120201228344515928003 | 0.015979383447226140376997567081325167931
f(z) = 26/77*z^3 - 180/77*z + 1
*
0 | 0.090099174948475453115784184738251288588 | 0.017731156286112833723179716826594264356
f(z) = 27/67*z^3 - 161/67*z + 1
*
0 | 0.064125489441429491255733949211163066237 | 0.012589052645587747463492274570161834901
f(z) = 27/68*z^3 - 163/68*z + 1
*
7/3 | 0.12367819039699512437495277401120215379 | 0.023893858714843709611852258089923556768
f(z) = 27/70*z^3 - 177/70*z + 1
*
0 | 0.076310825593107428271494692794291253702 | 0.014910300479060736386069827903746954961
f(z) = 27/70*z^3 - 167/70*z + 1
*
0 | 0.088795035776602245752776476827883147897 | 0.017309315585177940750229576815376226587
f(z) = 27/71*z^3 - 169/71*z + 1
*
0 | 0.088026235629157699484555096920511210916 | 0.017081555354473671347272668586728910035
f(z) = 27/73*z^3 - 173/73*z + 1
*
0 | 0.074764949598621463980300130984805651832 | 0.014475904708559500754580138853567539963
f(z) = 27/74*z^3 - 175/74*z + 1
*
0 | 0.060961506670864883290635116649978708558 | 0.011751874441693745610912171971921179960
f(z) = 27/76*z^3 - 179/76*z + 1
*
[ 1/3 ] 
f(z) = 27/79*z^3 - 161/79*z + 1
*
0 | 0.091448125481774731557826282414457852363 | 0.017974721156331223084065972841816243958
f(z) = 28/67*z^3 - 162/67*z + 1
*
0 | 0.070565233588999041207725720628538902166 | 0.013803873661381556388423494593984149245
f(z) = 28/69*z^3 - 166/69*z + 1
*
0 | 0.090324439599361507716169883044684589257 | 0.017587224402684934028909602795716261122
f(z) = 28/71*z^3 - 170/71*z + 1
*
0 | 0.089684043800060979782063098966692248318 | 0.017383811298497897268097265067706252407
f(z) = 28/73*z^3 - 174/73*z + 1
*
0 | 0.068628103353181325757845413910600892763 | 0.013244108459395784368851879531323844791
f(z) = 28/75*z^3 - 178/75*z + 1
*
[ -3 ] 
f(z) = 29/66*z^3 - 173/66*z + 1
*
0 | 0.059723942789242033416466190561050389433 | 0.011753432417383426745645712396095726627
f(z) = 29/66*z^3 - 161/66*z + 1
*
0 | 0.092674648954420079576704935542879867706 | 0.018193795396511986539331101010728833124
f(z) = 29/67*z^3 - 163/67*z + 1
*
0 | 0.066768301672911578474173516856994192056 | 0.013076579453149805419550479227748024010
f(z) = 29/68*z^3 - 165/68*z + 1
*
[ -3 ] 
f(z) = 29/69*z^3 - 169/69*z + 1
*
0 | 0.071852174419312575969551135398948471939 | 0.014039128817426889326104354042939988552
f(z) = 29/69*z^3 - 167/69*z + 1
*
0 | 0.079108682073340428856755743862815000891 | 0.015421100195060424414452049210120280997
f(z) = 29/70*z^3 - 169/70*z + 1
*
0 | 0.091683194576853396417420737164591685892 | 0.017831426262984807109222219788637068032
f(z) = 29/71*z^3 - 171/71*z + 1
*
0 | 0.091130287722865475744674636337414661857 | 0.017644542907096857619999206543547700185
f(z) = 29/73*z^3 - 175/73*z + 1
*
0 | 0.078000665344477600784170636785999718878 | 0.015069244394847121320159868130400091575
f(z) = 29/74*z^3 - 177/74*z + 1
*
0 | 0.070184554417765592011068922672968903244 | 0.013529850495935939472516645888803763893
f(z) = 29/75*z^3 - 179/75*z + 1
*
[ -3 ] 
f(z) = 29/75*z^3 - 161/75*z + 1
*
0 | 0.093803252410972129619580385793314824885 | 0.018393276321747165690402215360538746961
f(z) = 30/67*z^3 - 164/67*z + 1
*
0 | 0.092913771622263031962475064615031197238 | 0.018050290688175955234895347582103282381
f(z) = 30/71*z^3 - 172/71*z + 1
*
0 | 0.092425233696957369534976593605859206376 | 0.017875547779599187317041400230921513581
f(z) = 30/73*z^3 - 176/73*z + 1
*
0 | 0.095225713515965654813102599583860101852 | 0.018740038516154740003285567049930518697
f(z) = 31/65*z^3 - 161/65*z + 1
*
0 | 0.061861571836626964703893263112387188914 | 0.012144602581184518388672816894570744924
f(z) = 31/66*z^3 - 163/66*z + 1
*
0 | 0.094851094016669141144738482205991444151 | 0.018576597517836324457616173180269042567
f(z) = 31/67*z^3 - 165/67*z + 1
*
0 | 0.068986069595529993649651895756968907216 | 0.013479123290099144062255310555708304151
f(z) = 31/68*z^3 - 167/68*z + 1
*
0 | 0.074114058773211476905350246590114601406 | 0.014447470192269258209726563115968458871
f(z) = 31/69*z^3 - 169/69*z + 1
*
0 | 0.081417812928236201891351206339197202919 | 0.015834916468866798267102936898301693931
f(z) = 31/70*z^3 - 171/70*z + 1
*
0 | 0.094043100347657671698778116421241046147 | 0.018249132350295960724747942172415380002
f(z) = 31/71*z^3 - 173/71*z + 1
*
0 | 0.093604332083653949994723742503786454076 | 0.018083775956981329525612851799924226697
f(z) = 31/73*z^3 - 177/73*z + 1
*
0 | 0.080539351824355825335210880946058016352 | 0.015525999961998635899899896898892166136
f(z) = 31/74*z^3 - 179/74*z + 1
*
-2 | 0.066870039881100661754948230454799625048 | 0.013159755665559027977990827126146300946
f(z) = 31/74*z^3 - 161/74*z + 1
*
[ -3 ] 
f(z) = 31/75*z^3 - 179/75*z + 1
*
[ -3 ] 
f(z) = 31/78*z^3 - 175/78*z + 1
*
[ 5/2 ] 
f(z) = 32/65*z^3 - 161/65*z + 1
*
0 | 0.095830786949490786716639160315430587732 | 0.018746286360026595034796838062057995312
f(z) = 32/67*z^3 - 166/67*z + 1
*
0 | 0.075125309535701299850534157807871657321 | 0.014627776081268759889491603716624038995
f(z) = 32/69*z^3 - 170/69*z + 1
*
0 | 0.095089648633762707764678148602383833412 | 0.018431600965440357906339377767242823932
f(z) = 32/71*z^3 - 174/71*z + 1
*
0 | 0.094690727285444580061342505447956773720 | 0.018273771253935738571125808232647644106
f(z) = 32/73*z^3 - 178/73*z + 1
*
-2 | 0.066264135560769782669153717661199903694 | 0.013008909535900422531189522546970296284
f(z) = 33/62*z^3 - 163/62*z + 1
*
[ 12/5 ] 
f(z) = 33/64*z^3 - 179/75*z + 1
*
0 | 0.071558212007804111107697366043625021169 | 0.014082369138127606763403819951039025945
f(z) = 33/64*z^3 - 161/64*z + 1
*
0 | 0.097073934210902255809122279342429033257 | 0.019057458725700254387470793216575698481
f(z) = 33/65*z^3 - 163/65*z + 1
*
0 | 0.096751948221406568947838085907836923460 | 0.018904272214373696658441612361114013187
f(z) = 33/67*z^3 - 167/67*z + 1
*
0 | 0.070915247951463743996619199282146660501 | 0.013823908013070228666683774798375107026
f(z) = 33/68*z^3 - 169/68*z + 1
*
0 | 0.083408263532735428981298623240099363551 | 0.016185434494293175144373212837494048181
f(z) = 33/70*z^3 - 173/70*z + 1
*
-2 | 0.067390359162945903487123889242125971402 | 0.013167338928673630006252734931287751195
f(z) = 33/70*z^3 - 167/70*z + 1
*
0 | 0.096066792199923683008767409154386430562 | 0.018600343302695459933203985692097748545
f(z) = 33/71*z^3 - 175/71*z + 1
*
0 | 0.095700611873729865176374842447557302085 | 0.018448716840373706177375995439279550802
f(z) = 33/73*z^3 - 179/73*z + 1
*
-2 | 0.067677283647902803383066851007360528222 | 0.013192713425515979806314654102387646578
f(z) = 33/74*z^3 - 169/74*z + 1
*
0 | 0.097923241258896169505125739868901544990 | 0.019201138430732201899775037820444680505
f(z) = 34/65*z^3 - 164/65*z + 1
*
0 | 0.097622121987637085270559322803003112201 | 0.019052070307294829615767385884196155972
f(z) = 34/67*z^3 - 168/67*z + 1
*
0 | 0.076965970553639541259692235589726164398 | 0.014952122998932323928006811817377907795
f(z) = 34/69*z^3 - 172/69*z + 1
*
0 | 0.096984616436927447516384751634893544475 | 0.018757357440811848197096091967713913530
f(z) = 34/71*z^3 - 176/71*z + 1
*
0 | 0.096645885975878255045602869382854732440 | 0.018610954943581052448636804652367901404
f(z) = 34/73*z^3 - 180/73*z + 1
*
-2 | 0.066672921605041904525823652805291173729 | 0.012967188706993612455807787147048928931
f(z) = 35/62*z^3 - 171/62*z + 1
*
0 | 0.073196157704163987091831010056822730136 | 0.014369797265003489160162764496526343525
f(z) = 35/64*z^3 - 163/64*z + 1
*
0 | 0.065410965164037895764582111233177315821 | 0.012780586995893679454934414229392353320
f(z) = 35/66*z^3 - 167/66*z + 1
*
0 | 0.098447362997937587830400422123350163810 | 0.019190898001855359629811394517355975408
f(z) = 35/67*z^3 - 169/67*z + 1
*
0 | 0.072631429799373522511375702580631242995 | 0.014126056479817039429379139691641018696
f(z) = 35/68*z^3 - 171/68*z + 1
*
0 | 0.077809874367652054223005165674040421613 | 0.015099062985438362630801105607631321686
f(z) = 35/69*z^3 - 173/69*z + 1
*
0 | 0.097850964754044713096725604425128844276 | 0.018904199030074915303259034298196808940
f(z) = 35/71*z^3 - 177/71*z + 1
*
0 | 0.052754684180123326500487359339546391596 | 0.010169801544493568864561759593230523238
f(z) = 35/72*z^3 - 179/72*z + 1
*
-18/7 | 0.18795284808034061743617356969878669827 | 0.025884454165749944645541676789532868583
f(z) = 35/72*z^3 - 178/63*z + 1
*
[ 18/7 ] 
f(z) = 35/72*z^3 - 164/63*z + 1
*
-2 | 0.068456838231855817012035387545959523325 | 0.013225436235171621245612327762846636953
f(z) = 35/74*z^3 - 177/74*z + 1
*
0 | 0.099499518588480471427950861154461946342 | 0.019463958582825301676941452820676581418
f(z) = 36/65*z^3 - 166/65*z + 1
*
0 | 0.099232622646154877299116647115754305996 | 0.019321751790389380494566408201470596348
f(z) = 36/67*z^3 - 170/67*z + 1
*
0 | 0.098672088741160634802344953379629827134 | 0.019042109301458320754027167831777415341
f(z) = 36/71*z^3 - 178/71*z + 1
*
[ 1/3 ] 
f(z) = 36/79*z^3 - 162/79*z + 1
*
-2 | 0.066981820801134059879270313450414345148 | 0.012912442472606461426974573831563747780
f(z) = 37/62*z^3 - 179/62*z + 1
*
0 | 0.087765015306327494525397473758868005682 | 0.017271803029711422424787759916753074316
f(z) = 37/62*z^3 - 161/62*z + 1
*
0 | 0.086917082998741970835906044030646973302 | 0.017063475744251416435225546076099331289
f(z) = 37/63*z^3 - 163/63*z + 1
*
0 | 0.074686185524552995897665687221809095209 | 0.014627297903261399561845103587447849654
f(z) = 37/64*z^3 - 165/64*z + 1
*
0 | 0.10023468192484586807940397207712664792 | 0.019584760278855104486932350842472269253
f(z) = 37/65*z^3 - 167/65*z + 1
*
0 | 0.066930228175903971968771474314840140331 | 0.013047085701945996212703960214314587066
f(z) = 37/66*z^3 - 169/66*z + 1
*
0 | 0.099982014107528243707101705858390379396 | 0.019445460211234753092070687135430721114
f(z) = 37/67*z^3 - 171/67*z + 1
*
0 | 0.074182023752259815667923164471493286865 | 0.014395075922244474864916895454423742332
f(z) = 37/68*z^3 - 173/68*z + 1
*
0 | 0.079378033624553083808343306379872215549 | 0.015369084803382910285522692900434810215
f(z) = 37/69*z^3 - 175/69*z + 1
*
0 | 0.086753036652566319591011322054798277385 | 0.016760148205648711347243879605870468678
f(z) = 37/70*z^3 - 177/70*z + 1
*
0 | 0.099453072027742048974647579129970557145 | 0.019172098577237597871057460855468444658
f(z) = 37/71*z^3 - 179/71*z + 1
*
0 | 0.087609374405582548379163504334761591104 | 0.017178758629362792644937166667596332855
f(z) = 38/63*z^3 - 164/63*z + 1
*
0 | 0.10093894309969163463755196419402495559 | 0.019699385769578939796413216059681453471
f(z) = 38/65*z^3 - 168/65*z + 1
*
0 | 0.10069900014076172590721756985172569338 | 0.019562721357808868623426536100918298012
f(z) = 38/67*z^3 - 172/67*z + 1
*
0 | 0.080108582539445687664344167376239465789 | 0.015493439804923830023507559153744013460
f(z) = 38/69*z^3 - 176/69*z + 1
*
0 | 0.10019811791848226690635549888737097083 | 0.019295002981067646468755656072051798968
f(z) = 38/71*z^3 - 180/71*z + 1
*
0 | 0.10205506946047450242717633767549647933 | 0.020084028376825812416557891462174900017
f(z) = 39/61*z^3 - 161/61*z + 1
*
0 | 0.089111661356666523109428431741285579471 | 0.017494313196307264962131954435022332457
f(z) = 39/62*z^3 - 163/62*z + 1
*
0 | 0.076054965660975164110346412900303475210 | 0.014860308247434445071731148013160315614
f(z) = 39/64*z^3 - 167/64*z + 1
*
0 | 0.10138652961661268419658880825839272176 | 0.019674130166603437965754735119120450855
f(z) = 39/67*z^3 - 173/67*z + 1
*
0 | 0.075599197621493871303018758467001914311 | 0.014637430864160999412825213995375425274
f(z) = 39/68*z^3 - 175/68*z + 1
*
0 | 0.088196769215243315385698715010593947096 | 0.017002161110889006545735191020814522376
f(z) = 39/70*z^3 - 179/70*z + 1
*
[ 2 ] 
f(z) = 28/61*z^3 - 163/122*z + 1
*
[ 2 ] 
f(z) = 29/61*z^3 - 171/122*z + 1
*
[ 2 ] 
f(z) = 29/63*z^3 - 169/126*z + 1
*
[ 2 ] 
f(z) = 29/65*z^3 - 167/130*z + 1
*
[ 2 ] 
f(z) = 29/67*z^3 - 165/134*z + 1
*
[ 2 ] 
f(z) = 29/69*z^3 - 163/138*z + 1
*
[ 2 ] 
f(z) = 30/61*z^3 - 179/122*z + 1
*
[ 2 ] 
f(z) = 30/67*z^3 - 173/134*z + 1
*
[ 2 ] 
f(z) = 31/69*z^3 - 179/138*z + 1
*
[ 1/2 ] 
f(z) = 22/75*z^3 - 161/150*z + 1
*
[ 1/2 ] 
f(z) = 22/79*z^3 - 169/158*z + 1
*
[ 1/2 ] 
f(z) = 26/75*z^3 - 163/150*z + 1
*
[ 1/2 ] 
f(z) = 26/77*z^3 - 167/154*z + 1
*
[ 1/2 ] 
f(z) = 26/79*z^3 - 171/158*z + 1
*
[ -8/3 ] 
f(z) = 27/76*z^3 - 175/152*z + 1
*
[ -12/5 ] 
f(z) = 29/64*z^3 - 179/150*z + 1
*
[ 2 ] 
f(z) = 29/71*z^3 - 161/142*z + 1
*
[ 2 ] 
f(z) = 30/71*z^3 - 169/142*z + 1
*
[ 2 ] 
f(z) = 30/73*z^3 - 167/146*z + 1
*
[ 1/2 ] 
f(z) = 30/73*z^3 - 161/146*z + 1
*
[ 1/2 ] 
f(z) = 30/77*z^3 - 169/154*z + 1
*
[ 2 ] 
f(z) = 30/77*z^3 - 163/154*z + 1
*
[ 1/2 ] 
f(z) = 30/79*z^3 - 173/158*z + 1
*
[ 2 ] 
f(z) = 30/79*z^3 - 161/158*z + 1
*
[ 2 ] 
f(z) = 31/71*z^3 - 177/142*z + 1
*
[ 2 ] 
f(z) = 31/73*z^3 - 175/146*z + 1
*
[ 2 ] 
f(z) = 31/75*z^3 - 173/150*z + 1
*
[ 2 ] 
f(z) = 31/77*z^3 - 171/154*z + 1
*
[ 2 ] 
f(z) = 31/79*z^3 - 169/158*z + 1
*
[ 2 ] 
f(z) = 32/77*z^3 - 179/154*z + 1
*
[ 2 ] 
f(z) = 32/79*z^3 - 177/158*z + 1
*
[ 1/2 ] 
f(z) = 34/73*z^3 - 163/146*z + 1
*
[ 1/2 ] 
f(z) = 34/75*z^3 - 167/150*z + 1
*
[ 1/2 ] 
f(z) = 34/77*z^3 - 171/154*z + 1
*
[ 1/2 ] 
f(z) = 34/79*z^3 - 175/158*z + 1
*
[ 1/2 ] 
f(z) = 38/71*z^3 - 161/142*z + 1
*
[ 1/2 ] 
f(z) = 38/73*z^3 - 165/146*z + 1
*
[ 1/2 ] 
f(z) = 38/75*z^3 - 169/150*z + 1
*
[ 1/2 ] 
f(z) = 38/77*z^3 - 173/154*z + 1
*
[ 1/2 ] 
f(z) = 38/79*z^3 - 177/158*z + 1
*
[ 28/15 ] 
f(z) = 27/64*z^3 - 176/175*z + 1
*
[ 3/2 ] 
f(z) = 36/65*z^3 - 178/195*z + 1
*
[ 3/5 ] 
f(z) = 25/67*z^3 - 161/201*z + 1
*
[ 3/5 ] 
f(z) = 25/68*z^3 - 163/204*z + 1
*
[ 3/5 ] 
f(z) = 25/71*z^3 - 169/213*z + 1
*
[ 3/5 ] 
f(z) = 25/73*z^3 - 173/219*z + 1
*
[ 8/5 ] 
f(z) = 31/64*z^3 - 173/200*z + 1
*
[ 3/2 ] 
f(z) = 36/67*z^3 - 176/201*z + 1
*
[ 3/2 ] 
f(z) = 36/71*z^3 - 172/213*z + 1
*
[ 3/2 ] 
f(z) = 36/73*z^3 - 170/219*z + 1
*
[ 3/5 ] 
f(z) = 25/74*z^3 - 175/222*z + 1
*
[ 3/5 ] 
f(z) = 25/76*z^3 - 179/228*z + 1
*
[ -9/4 ] 
f(z) = 32/75*z^3 - 161/225*z + 1
*
[ 3/2 ] 
f(z) = 36/77*z^3 - 166/231*z + 1
*
[ 3/2 ] 
f(z) = 36/79*z^3 - 164/237*z + 1
*
[ 2/3 ] 
f(z) = 39/74*z^3 - 163/222*z + 1
*
[ 8/5 ] 
f(z) = 25/62*z^3 - 163/248*z + 1
*
[ 5/8 ] 
f(z) = 28/75*z^3 - 179/240*z + 1
*
[ 28/37 ] 
f(z) = 37/64*z^3 - 169/259*z + 1
*
[ -52/21 ] 
f(z) = 21/64*z^3 - 166/273*z + 1
*
[ -5/2 ] 
f(z) = 21/65*z^3 - 161/260*z + 1
*
[ 17/10 ] 
f(z) = 25/68*z^3 - 177/272*z + 1
*
[ 3/2 ] 
f(z) = 29/66*z^3 - 173/264*z + 1
*
[ 3/2 ] 
f(z) = 29/69*z^3 - 169/276*z + 1
*
[ 5/4 ] 
f(z) = 36/65*z^3 - 173/260*z + 1
*
[ 15/19 ] 
f(z) = 38/75*z^3 - 166/285*z + 1
*
[ -8 ] 
f(z) = 21/64*z^3 - 159/8*z + 1
*
[ -12 ] 
f(z) = 23/64*z^3 - 152/3*z + 1
*
[ -28/5 ] 
f(z) = 25/64*z^3 - 155/14*z + 1
*
[ 5 ] 
f(z) = 31/75*z^3 - 143/15*z + 1
*
[ 5 ] 
f(z) = 32/75*z^3 - 148/15*z + 1
*
[ -5 ] 
f(z) = 32/75*z^3 - 142/15*z + 1
*
[ 5 ] 
f(z) = 34/75*z^3 - 158/15*z + 1
*
[ -5 ] 
f(z) = 34/75*z^3 - 152/15*z + 1
*
[ 4 ] 
f(z) = 23/72*z^3 - 157/36*z + 1
*
[ -4 ] 
f(z) = 25/72*z^3 - 155/36*z + 1
*
76/33 | 0.21292948706364509856795345546729227000 | 0.023255490332784481184320031868452650085
f(z) = 33/64*z^3 - 148/33*z + 1
*
-20/7 | 0.26917422616148529499992090697712376830 | 0.029486600810237736547670856029227979032
f(z) = 35/64*z^3 - 144/35*z + 1
*
0 | 0.15242101114177471452414040839228848734 | 0.027015867015411645657482443756480047292
f(z) = 37/70*z^3 - 141/35*z + 1
*
0 | 0.15863384144186091479012551578702372641 | 0.028081884383579294596936646284481112341
f(z) = 39/70*z^3 - 142/35*z + 1
*
[ 28/9 ] 
f(z) = 27/64*z^3 - 143/42*z + 1
*
21/8 | 0.080798402236148916865094740597297415731 | 0.013127581660200887732568995142855687015
f(z) = 32/63*z^3 - 157/42*z + 1
*
0 | 0.076127293780987245347247946359733606413 | 0.015361168357201448249745516377148107279
f(z) = 20/61*z^3 - 142/61*z + 1
*
0 | 0.063175382500330629670604576663836072860 | 0.012676639088073662041691508309232710268
f(z) = 20/63*z^3 - 146/63*z + 1
*
0 | 0.077879819823646888143751931512487474456 | 0.015461693998535561495610479056272607368
f(z) = 20/67*z^3 - 154/67*z + 1
*
0 | 0.058358404258469678070525976372267903931 | 0.011527369635089440059833666234254413855
f(z) = 20/69*z^3 - 158/69*z + 1
*
[ -7/2 ] 
f(z) = 20/77*z^3 - 146/77*z + 1
*
0 | 0.080452705202097717555282883661548339272 | 0.016211006226460157995925273806551226889
f(z) = 21/61*z^3 - 143/61*z + 1
*
0 | 0.066470108069597013579714378348245818046 | 0.013356171237978949497751992864776890241
f(z) = 21/62*z^3 - 145/62*z + 1
*
0 | 0.051350324354003031652745861965571184653 | 0.010261965499707887566251194539129560969
f(z) = 21/64*z^3 - 149/64*z + 1
*
0 | 0.077455988580795837973187319225451556358 | 0.015437845027589001809868162567556590763
f(z) = 21/65*z^3 - 151/65*z + 1
*
0 | 0.077870335759639949946790734737660439072 | 0.015439970645823069480375061700296887008
f(z) = 21/67*z^3 - 155/67*z + 1
*
0 | 0.052517946410541514116616357406859819431 | 0.010386747091090783394847141793070246362
f(z) = 21/68*z^3 - 157/68*z + 1
*
0 | 0.083411650845662950992246672434082758525 | 0.016783658825328350246196711284460976486
f(z) = 22/61*z^3 - 144/61*z + 1
*
0 | 0.068515591008018990534245422283539690919 | 0.013710762572111050749614913108622303829
f(z) = 22/63*z^3 - 148/63*z + 1
*
0 | 0.080103313006392808768246596872321446530 | 0.015944509960778156894951817727434103549
f(z) = 22/65*z^3 - 152/65*z + 1
*
0 | 0.077864678136869741845742074006735606491 | 0.015419187799629884232090447066628494750
f(z) = 22/67*z^3 - 156/67*z + 1
*
0 | 0.058064707702391660940865793181670298490 | 0.011440929870835657975968722701530969150
f(z) = 22/69*z^3 - 160/69*z + 1
*
[ 3 ] 
f(z) = 22/69*z^3 - 152/69*z + 1
*
[ 3 ] 
f(z) = 22/75*z^3 - 148/75*z + 1
*
0 | 0.085601906064360552012989803184011961788 | 0.017200419089072194942465264617171581166
f(z) = 23/61*z^3 - 145/61*z + 1
*
0 | 0.072310051549435317396355280853791066579 | 0.014489736168565414589732456371971394759
f(z) = 23/62*z^3 - 147/62*z + 1
*
0 | 0.071087137146232030970180283571105103081 | 0.014206215015091101207421632102964415522
f(z) = 23/63*z^3 - 149/63*z + 1
*
0 | 0.058434098719738451421495056437257219785 | 0.011646569579589895237421853278819125568
f(z) = 23/64*z^3 - 151/64*z + 1
*
0 | 0.083497991255332093784291269917585439200 | 0.016598553159805156631258756303534877707
f(z) = 23/65*z^3 - 153/65*z + 1
*
0 | 0.081963575755219055944157219941753128991 | 0.016210362175929232970609625184215409326
f(z) = 23/67*z^3 - 157/67*z + 1
*
0 | 0.055196217222575848114333941375493406666 | 0.010889181373441491425641718902416006956
f(z) = 23/68*z^3 - 159/68*z + 1
*
[ 3 ] 
f(z) = 23/75*z^3 - 157/75*z + 1
*
-5/2 | 0.18024524074597229958708279898973069801 | 0.027199776354802294047104365764555603439
f(z) = 23/75*z^3 - 151/60*z + 1
*
[ 3 ] 
f(z) = 23/78*z^3 - 155/78*z + 1
*
0 | 0.087418746556413177960558737397499759744 | 0.017541261418110645719983068193404119759
f(z) = 24/61*z^3 - 146/61*z + 1
*
0 | 0.085793544057483992137602746240743529812 | 0.017032827352072573283199901381362967358
f(z) = 24/65*z^3 - 154/65*z + 1
*
0 | 0.084773586787668241854648108490331901848 | 0.016745085521284807143351632437499915278
f(z) = 24/67*z^3 - 158/67*z + 1
*
0 | 0.088998171061292734758783535406207358947 | 0.017833758800204527877972557842272517725
f(z) = 25/61*z^3 - 147/61*z + 1
*
0 | 0.075850405504217516271125781422833761306 | 0.015158117387090174946884269818879947736
f(z) = 25/62*z^3 - 149/62*z + 1
*
0 | 0.074795584821733040593218836782630634117 | 0.014907596796357857620597342959585930304
f(z) = 25/63*z^3 - 151/63*z + 1
*
[ 8/3 ] 
f(z) = 25/64*z^3 - 155/72*z + 1
*
0 | 0.062342850252867324329422482779764705253 | 0.012393125852472640472327195710612627566
f(z) = 25/64*z^3 - 153/64*z + 1
*
11/5 | 0.13396828140026416508956754217457949154 | 0.026701377191930771788727118784866503853
f(z) = 25/66*z^3 - 151/66*z + 1
*
0 | 0.086857931345241462438909061466593017424 | 0.017135445429644696439882704953271176059
f(z) = 25/67*z^3 - 159/67*z + 1
*
14/5 | 0.14249961785914298923504271446370281036 | 0.028182889706115990867832830643812567277
f(z) = 25/78*z^3 - 157/78*z + 1
*
0 | 0.090407695861512255981504745883780403717 | 0.018091626072432839392758500500766316776
f(z) = 26/61*z^3 - 148/61*z + 1
*
0 | 0.076289460113627299075632211512418690301 | 0.015185365136983051323259949576827709535
f(z) = 26/63*z^3 - 152/63*z + 1
*
0 | 0.088590310129750119943768095765173665904 | 0.017455620901856447224389918841647359852
f(z) = 26/67*z^3 - 160/67*z + 1
*
[ -3 ] 
f(z) = 26/69*z^3 - 142/69*z + 1
*
0 | 0.091687200773509362827663518080984546005 | 0.018322978538872577945833563851686983220
f(z) = 27/61*z^3 - 149/61*z + 1
*
0 | 0.078609793427524958925664642712215307305 | 0.015667811241205976529912400193114033547
f(z) = 27/62*z^3 - 151/62*z + 1
*
0 | 0.065264240070537979170127123950824759739 | 0.012940459817990585034461332064738273742
f(z) = 27/64*z^3 - 155/64*z + 1
*
0 | 0.090668058341227127769998771279014547047 | 0.017931892916543305786197710923221846461
f(z) = 27/65*z^3 - 157/65*z + 1
*
8/3 | 0.13792471784031827551021017498632072359 | 0.027278087962896633282171001190461260683
f(z) = 27/70*z^3 - 157/70*z + 1
*
[ 1/3 ] 
f(z) = 27/71*z^3 - 145/71*z + 1
*
[ 1/3 ] 
f(z) = 27/73*z^3 - 149/73*z + 1
*
[ 1/3 ] 
f(z) = 27/74*z^3 - 151/74*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013436423532873623460993012579638591279
f(z) = 27/74*z^3 - 145/74*z + 1
*
[ 1/3 ] 
f(z) = 27/76*z^3 - 155/76*z + 1
*
[ 1/3 ] 
f(z) = 27/77*z^3 - 157/77*z + 1
*
0 | 0.092862788393871341525472558110269704103 | 0.018533136607105737710321518714283728715
f(z) = 28/61*z^3 - 150/61*z + 1
*
0 | 0.091949913175113998076884110572992176862 | 0.018162604864749846697605764454761672141
f(z) = 28/65*z^3 - 158/65*z + 1
*
[ -3 ] 
f(z) = 28/69*z^3 - 160/69*z + 1
*
[ -3 ] 
f(z) = 28/75*z^3 - 152/75*z + 1
*
0 | 0.093952743370878796839374325075803097992 | 0.018725832807149539288296026659304938217
f(z) = 29/61*z^3 - 151/61*z + 1
*
0 | 0.080918355368133669417181416354310162057 | 0.016085747728646118314546067732339274184
f(z) = 29/62*z^3 - 153/62*z + 1
*
-2 | 0.065052485236204437745941438965968562441 | 0.013035440135700746505357174502076878691
f(z) = 29/62*z^3 - 147/62*z + 1
*
0 | 0.079986528131292130574521612710689879930 | 0.015859564933949398824763624373713756573
f(z) = 29/63*z^3 - 155/63*z + 1
*
0 | 0.067667938865485732164372790968351255784 | 0.013383039802754271272664407184618953364
f(z) = 29/64*z^3 - 157/64*z + 1
*
[ 12/5 ] 
f(z) = 29/64*z^3 - 152/75*z + 1
*
0 | 0.093124639872459382861363966264789471209 | 0.018371749821523524695591764333691377180
f(z) = 29/65*z^3 - 159/65*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.013122734469126451069109567269296206192
f(z) = 29/70*z^3 - 151/70*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013292978348691441445606937661434909094
f(z) = 29/74*z^3 - 153/74*z + 1
*
[ -3 ] 
f(z) = 29/78*z^3 - 157/78*z + 1
*
0 | 0.094970507969521902084486231684856281759 | 0.018903815004247762205607261618686500551
f(z) = 30/61*z^3 - 152/61*z + 1
*
0 | 0.050078060764681867771818956263980896408 | 0.0099811177357953554058729038496588621377
f(z) = 31/60*z^3 - 151/60*z + 1
*
0 | 0.095926329443597017135514189943257584340 | 0.019069180644424772814828951777599476760
f(z) = 31/61*z^3 - 153/61*z + 1
*
0 | 0.082020448493916433595386995609299355395 | 0.016221610192913933317131634812640461157
f(z) = 31/63*z^3 - 157/63*z + 1
*
0 | 0.069734504746029172816197868684043603888 | 0.013757313605470143121386398376267019081
f(z) = 31/64*z^3 - 159/64*z + 1
*
[ -8/3 ] 
f(z) = 31/64*z^3 - 149/72*z + 1
*
-2 | 0.066526605851204833397231069026112920900 | 0.013124455147932269921822520863780077434
f(z) = 31/70*z^3 - 159/70*z + 1
*
0 | 0.096828243665410988187405799737105117857 | 0.019223576497228185832325604373666724448
f(z) = 32/61*z^3 - 154/61*z + 1
*
0 | 0.082945906324825900826767570885531576129 | 0.016384068996968905858782797737960047967
f(z) = 32/63*z^3 - 158/63*z + 1
*
0 | 0.097682697334822346572494402367185079468 | 0.019368325110474006524213516563800035442
f(z) = 33/61*z^3 - 155/61*z + 1
*
0 | 0.084699184717133998218637582190174669972 | 0.016751397771750408681251804146838282720
f(z) = 33/62*z^3 - 157/62*z + 1
*
[ -28/11 ] 
f(z) = 33/64*z^3 - 150/77*z + 1
*
0 | 0.098494959922303634641984081036900513239 | 0.019504508600028392290102735145111112455
f(z) = 34/61*z^3 - 156/61*z + 1
*
0 | 0.084650796624859135517690360573894411211 | 0.016679388668574899913984088365069281346
f(z) = 34/63*z^3 - 160/63*z + 1
*
0 | 0.099269406677150900311059372307970523270 | 0.019633026260738239380911291809922154018
f(z) = 35/61*z^3 - 157/61*z + 1
*
0 | 0.086302350623518815439487748753290290305 | 0.017025839743768980540524882156531082925
f(z) = 35/62*z^3 - 159/62*z + 1
*
[ 2/7 ] 
f(z) = 35/72*z^3 - 160/63*z + 1
*
0 | 0.10000971911082658936378061520046645885 | 0.019754635410968268531988951071339690034
f(z) = 36/61*z^3 - 158/61*z + 1
*
[ 1/3 ] 
f(z) = 36/71*z^3 - 146/71*z + 1
*
[ 1/3 ] 
f(z) = 36/73*z^3 - 150/73*z + 1
*
[ 1/3 ] 
f(z) = 36/77*z^3 - 158/77*z + 1
*
[ 7/3 ] 
f(z) = 36/77*z^3 - 152/77*z + 1
*
0 | 0.054821623378107555842416508496726200138 | 0.010842357252513176710540044376376289758
f(z) = 37/60*z^3 - 157/60*z + 1
*
0 | 0.10071903074356636647889175243046952220 | 0.019869981109418167344311409245072026318
f(z) = 37/61*z^3 - 159/61*z + 1
*
[ 5/2 ] 
f(z) = 37/75*z^3 - 149/60*z + 1
*
0 | 0.10140003543398137181635352060242257683 | 0.019979618260485054772853040914289125068
f(z) = 38/61*z^3 - 160/61*z + 1
*
[ -12/5 ] 
f(z) = 39/64*z^3 - 157/75*z + 1
*
[ 12/5 ] 
f(z) = 25/63*z^3 - 143/84*z + 1
*
[ 12/31 ] 
f(z) = 31/64*z^3 - 154/93*z + 1
*
-3/2 | 0.15210706405957517295794176475472737248 | 0.024843975941172196086526262715837535205
f(z) = 20/63*z^3 - 152/105*z + 1
*
15/14 | 0.17927234948108209122219820421950877243 | 0.027277030212337396412698421082082657688
f(z) = 28/75*z^3 - 143/105*z + 1
*
[ -16/7 ] 
f(z) = 35/64*z^3 - 159/112*z + 1
*
0 | 0.15168255509963996534146381082296532665 | 0.026719946008409172070313458740127852798
f(z) = 39/70*z^3 - 146/105*z + 1
*
[ 1/2 ] 
f(z) = 22/65*z^3 - 141/130*z + 1
*
[ 1/2 ] 
f(z) = 22/67*z^3 - 145/134*z + 1
*
[ 1/2 ] 
f(z) = 22/69*z^3 - 149/138*z + 1
*
[ 2 ] 
f(z) = 26/61*z^3 - 147/122*z + 1
*
[ 2 ] 
f(z) = 26/63*z^3 - 145/126*z + 1
*
[ 1/2 ] 
f(z) = 26/67*z^3 - 147/134*z + 1
*
[ 2 ] 
f(z) = 26/67*z^3 - 141/134*z + 1
*
[ 1/2 ] 
f(z) = 26/69*z^3 - 151/138*z + 1
*
[ 2 ] 
f(z) = 27/61*z^3 - 155/122*z + 1
*
[ 2 ] 
f(z) = 27/65*z^3 - 151/130*z + 1
*
[ 2 ] 
f(z) = 27/67*z^3 - 149/134*z + 1
*
[ 2 ] 
f(z) = 28/65*z^3 - 159/130*z + 1
*
[ 2 ] 
f(z) = 28/67*z^3 - 157/134*z + 1
*
[ 2 ] 
f(z) = 28/69*z^3 - 155/138*z + 1
*
[ 1/2 ] 
f(z) = 30/67*z^3 - 149/134*z + 1
*
[ -20/9 ] 
f(z) = 33/64*z^3 - 148/135*z + 1
*
[ 1/2 ] 
f(z) = 34/63*z^3 - 143/126*z + 1
*
[ 1/2 ] 
f(z) = 34/65*z^3 - 147/130*z + 1
*
[ 1/2 ] 
f(z) = 34/67*z^3 - 151/134*z + 1
*
[ 1/2 ] 
f(z) = 34/69*z^3 - 155/138*z + 1
*
-20/21 | 0.21719430927158277666615676265749381764 | 0.025486361824024923519951191866162080201
f(z) = 35/64*z^3 - 157/126*z + 1
*
[ 1/2 ] 
f(z) = 38/61*z^3 - 141/122*z + 1
*
[ 1/2 ] 
f(z) = 38/63*z^3 - 145/126*z + 1
*
[ 1/2 ] 
f(z) = 38/65*z^3 - 149/130*z + 1
*
[ 1/2 ] 
f(z) = 38/67*z^3 - 153/134*z + 1
*
[ 1/2 ] 
f(z) = 38/69*z^3 - 157/138*z + 1
*
[ 1/2 ] 
f(z) = 22/71*z^3 - 153/142*z + 1
*
[ 1/2 ] 
f(z) = 22/73*z^3 - 157/146*z + 1
*
[ -11/4 ] 
f(z) = 24/77*z^3 - 153/154*z + 1
*
[ 1/2 ] 
f(z) = 26/71*z^3 - 155/142*z + 1
*
[ 1/2 ] 
f(z) = 26/73*z^3 - 159/146*z + 1
*
[ 2 ] 
f(z) = 27/71*z^3 - 145/142*z + 1
*
[ 2 ] 
f(z) = 27/73*z^3 - 143/146*z + 1
*
[ 2 ] 
f(z) = 28/71*z^3 - 153/142*z + 1
*
[ 2 ] 
f(z) = 28/73*z^3 - 151/146*z + 1
*
[ 2 ] 
f(z) = 28/75*z^3 - 149/150*z + 1
*
[ 2 ] 
f(z) = 28/79*z^3 - 145/158*z + 1
*
[ 2 ] 
f(z) = 29/73*z^3 - 159/146*z + 1
*
[ 2 ] 
f(z) = 29/75*z^3 - 157/150*z + 1
*
[ 2 ] 
f(z) = 29/77*z^3 - 155/154*z + 1
*
[ 2 ] 
f(z) = 29/79*z^3 - 153/158*z + 1
*
[ 1/2 ] 
f(z) = 30/71*z^3 - 157/142*z + 1
*
[ 12/7 ] 
f(z) = 31/64*z^3 - 148/147*z + 1
*
[ 1/2 ] 
f(z) = 34/71*z^3 - 159/142*z + 1
*
[ 3/5 ] 
f(z) = 25/61*z^3 - 149/183*z + 1
*
[ 3/5 ] 
f(z) = 25/62*z^3 - 151/186*z + 1
*
[ 3/5 ] 
f(z) = 25/64*z^3 - 155/192*z + 1
*
[ 9/5 ] 
f(z) = 25/66*z^3 - 155/198*z + 1
*
[ 3/2 ] 
f(z) = 32/61*z^3 - 155/183*z + 1
*
[ 3/2 ] 
f(z) = 32/65*z^3 - 151/195*z + 1
*
[ 2/3 ] 
f(z) = 39/62*z^3 - 145/186*z + 1
*
[ -12/5 ] 
f(z) = 25/68*z^3 - 143/204*z + 1
*
[ 9/5 ] 
f(z) = 25/69*z^3 - 151/207*z + 1
*
[ 8/5 ] 
f(z) = 27/64*z^3 - 141/200*z + 1
*
-17/9 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 27/68*z^3 - 145/204*z + 1
*
0 | 0.11804195493698829787371782698183830330 | 0.022075852086174441568809576656878875632
f(z) = 27/70*z^3 - 151/210*z + 1
*
[ 8/5 ] 
f(z) = 29/64*z^3 - 157/200*z + 1
*
[ 3/2 ] 
f(z) = 32/67*z^3 - 149/201*z + 1
*
[ 3/2 ] 
f(z) = 32/71*z^3 - 145/213*z + 1
*
[ 3/2 ] 
f(z) = 32/73*z^3 - 143/219*z + 1
*
[ 16/13 ] 
f(z) = 39/64*z^3 - 153/208*z + 1
*
[ 4/3 ] 
f(z) = 39/68*z^3 - 157/204*z + 1
*
[ 2/3 ] 
f(z) = 39/70*z^3 - 157/210*z + 1
*
[ -7/3 ] 
f(z) = 30/77*z^3 - 160/231*z + 1
*
[ 2/3 ] 
f(z) = 33/74*z^3 - 155/222*z + 1
*
[ 4/3 ] 
f(z) = 39/76*z^3 - 151/228*z + 1
*
0 | 0.14473471469007390935095729039513337656 | 0.026175345121427945314049307265530824461
f(z) = 20/63*z^3 - 143/252*z + 1
*
[ 7/10 ] 
f(z) = 25/63*z^3 - 157/252*z + 1
*
-10/9 | 0.16229831638212020869513259790861952715 | 0.023634759456504389210191071398517977731
f(z) = 27/64*z^3 - 149/240*z + 1
*
[ 6/5 ] 
f(z) = 35/64*z^3 - 149/240*z + 1
*
[ 8/5 ] 
f(z) = 25/66*z^3 - 157/264*z + 1
*
-11/10 | 0.16316720814262316087949454970304567701 | 0.029262678895428496877309192760151837943
f(z) = 25/66*z^3 - 145/264*z + 1
*
[ 20/27 ] 
f(z) = 27/64*z^3 - 157/270*z + 1
*
[ 3/4 ] 
f(z) = 28/69*z^3 - 155/276*z + 1
*
[ 13/12 ] 
f(z) = 36/65*z^3 - 149/260*z + 1
*
[ 5/6 ] 
f(z) = 38/75*z^3 - 149/270*z + 1
*
[ 8/5 ] 
f(z) = 25/74*z^3 - 145/296*z + 1
*
[ 12 ] 
f(z) = 21/64*z^3 - 139/3*z + 1
*
[ 5 ] 
f(z) = 28/75*z^3 - 128/15*z + 1
*
[ -5 ] 
f(z) = 28/75*z^3 - 122/15*z + 1
*
[ 5 ] 
f(z) = 29/75*z^3 - 133/15*z + 1
*
[ -5 ] 
f(z) = 29/75*z^3 - 127/15*z + 1
*
[ -5 ] 
f(z) = 31/75*z^3 - 137/15*z + 1
*
4/7 | 0.23726680982622344982351539917043249014 | 0.028606871205476020925167158839312055890
f(z) = 35/64*z^3 - 125/14*z + 1
*
[ -4 ] 
f(z) = 23/72*z^3 - 139/36*z + 1
*
[ 21/5 ] 
f(z) = 25/63*z^3 - 131/21*z + 1
*
[ -21/5 ] 
f(z) = 25/63*z^3 - 121/21*z + 1
*
-4 | 0.26038580146361939615426334056299337213 | 0.028871781048392870629832784489582037194
f(z) = 25/64*z^3 - 129/25*z + 1
*
-2/5 | 0.16056344387523316610409420142908019247 | 0.028718264670428949702570170909882536813
f(z) = 25/66*z^3 - 134/33*z + 1
*
-3/5 | 0.13933283637252151717473069281304250338 | 0.023323949945723657182540383663117193543
f(z) = 25/72*z^3 - 131/24*z + 1
*
0 | 0.14852413126256019579630755183669689589 | 0.026494715565420720127496999287154341097
f(z) = 27/70*z^3 - 136/35*z + 1
*
5/2 | 0.14288066314049491861119075810788003129 | 0.021882600378339636141268746352438147504
f(z) = 32/75*z^3 - 137/30*z + 1
*
-4/33 | 0.24590891854062215347843243449011213319 | 0.027386614251357477487272397394782645641
f(z) = 33/64*z^3 - 124/33*z + 1
*
-4/39 | 0.22363326107237131526619622709375485925 | 0.024839666564198910218043378449000153715
f(z) = 39/64*z^3 - 127/39*z + 1
*
2/3 | 0.10277550346402877316728291623870699270 | 0.016495595778392560184712034156959190321
f(z) = 21/64*z^3 - 127/48*z + 1
*
[ 4/15 ] 
f(z) = 27/64*z^3 - 139/50*z + 1
*
-2/9 | 0.14918606459551614939110135550516522588 | 0.024131998645542768611309884406876912036
f(z) = 27/64*z^3 - 121/48*z + 1
*
21/8 | 0.14966991406812133629956779367224666196 | 0.024808184164073879038395758716107368306
f(z) = 32/63*z^3 - 139/42*z + 1
*
-21/8 | 0.16880033236863920869585471282214699444 | 0.028256731187624842373177258108411408682
f(z) = 32/63*z^3 - 131/42*z + 1
*
[ 21/8 ] 
f(z) = 32/63*z^3 - 121/42*z + 1
*
2/3 | 0.13066625317153201788318290285046269611 | 0.020868230728266257640298969674216837383
f(z) = 33/64*z^3 - 131/48*z + 1
*
2/3 | 0.15220684993162757245448058606699817345 | 0.024249720442158251702016929878602907451
f(z) = 39/64*z^3 - 133/48*z + 1
*
[ 3 ] 
f(z) = 20/69*z^3 - 134/69*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013943374244086266609678911808383526958
f(z) = 21/74*z^3 - 121/74*z + 1
*
[ -3 ] 
f(z) = 23/60*z^3 - 127/60*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.013214998238164140781251615114852234329
f(z) = 23/62*z^3 - 123/62*z + 1
*
[ 8/3 ] 
f(z) = 23/64*z^3 - 139/72*z + 1
*
-2 | 0.065840431055824343062508181752259061781 | 0.013591636714418865258261517658969084894
f(z) = 23/70*z^3 - 127/70*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.013759553799677049756952855790431506098
f(z) = 23/74*z^3 - 129/74*z + 1
*
-2 | 0.063593923954931415859291081115053407212 | 0.013044379486402897088054966478664979736
f(z) = 25/62*z^3 - 131/62*z + 1
*
[ -3 ] 
f(z) = 25/66*z^3 - 137/66*z + 1
*
[ -3 ] 
f(z) = 25/69*z^3 - 133/69*z + 1
*
[ 14/5 ] 
f(z) = 25/72*z^3 - 131/63*z + 1
*
9/5 | 0.083755735993796689449775477499947639878 | 0.017464427438495429123597607784265638092
f(z) = 25/72*z^3 - 121/72*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.013591414963107938172391305106886618480
f(z) = 25/74*z^3 - 137/74*z + 1
*
[ -3 ] 
f(z) = 26/75*z^3 - 134/75*z + 1
*
[ 1/3 ] 
f(z) = 27/61*z^3 - 125/61*z + 1
*
-2 | 0.063897114646386582586051167437904272421 | 0.012949123961801307345446656831978206942
f(z) = 27/62*z^3 - 139/62*z + 1
*
[ 1/3 ] 
f(z) = 27/62*z^3 - 127/62*z + 1
*
[ 1/3 ] 
f(z) = 27/64*z^3 - 131/64*z + 1
*
-44/45 | 0.25584382172687041016862469216766392386 | 0.028493053833952028077287177128752488369
f(z) = 27/64*z^3 - 124/75*z + 1
*
[ 1/3 ] 
f(z) = 27/65*z^3 - 133/65*z + 1
*
[ 1/3 ] 
f(z) = 27/67*z^3 - 137/67*z + 1
*
[ 1/3 ] 
f(z) = 27/68*z^3 - 139/68*z + 1
*
[ 5/2 ] 
f(z) = 28/65*z^3 - 136/65*z + 1
*
[ -8/3 ] 
f(z) = 29/64*z^3 - 133/72*z + 1
*
[ 9/4 ] 
f(z) = 32/63*z^3 - 127/63*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.024816430995944399397376365795519028347
f(z) = 32/75*z^3 - 122/75*z + 1
*
[ -11/4 ] 
f(z) = 32/77*z^3 - 137/77*z + 1
*
[ 12/5 ] 
f(z) = 35/72*z^3 - 133/60*z + 1
*
[ 1/3 ] 
f(z) = 36/61*z^3 - 126/61*z + 1
*
[ 1/3 ] 
f(z) = 36/67*z^3 - 138/67*z + 1
*
[ 2 ] 
f(z) = 39/62*z^3 - 125/62*z + 1
*
4/3 | 0.21951457353761129832706740189616077529 | 0.026177198446316998149055183937945819784
f(z) = 39/64*z^3 - 137/78*z + 1
*
[ 2 ] 
f(z) = 39/70*z^3 - 121/70*z + 1
*
3/4 | 0.13978473818412272528462598664604657101 | 0.023521699010938343065739035509122773468
f(z) = 20/63*z^3 - 127/84*z + 1
*
21/10 | 0.15069710177215231981244564025963419234 | 0.024978443243136853416843276636011727039
f(z) = 25/63*z^3 - 139/84*z + 1
*
[ 12/29 ] 
f(z) = 29/64*z^3 - 130/87*z + 1
*
[ 2/5 ] 
f(z) = 35/64*z^3 - 127/80*z + 1
*
[ -28/13 ] 
f(z) = 39/64*z^3 - 124/91*z + 1
*
[ 16/7 ] 
f(z) = 21/64*z^3 - 129/112*z + 1
*
[ 15/7 ] 
f(z) = 28/75*z^3 - 124/105*z + 1
*
[ 1/2 ] 
f(z) = 22/61*z^3 - 133/122*z + 1
*
[ 1/2 ] 
f(z) = 22/63*z^3 - 137/126*z + 1
*
[ 2 ] 
f(z) = 23/61*z^3 - 123/122*z + 1
*
[ 2 ] 
f(z) = 23/63*z^3 - 121/126*z + 1
*
[ 2 ] 
f(z) = 24/61*z^3 - 131/122*z + 1
*
[ 2 ] 
f(z) = 24/65*z^3 - 127/130*z + 1
*
[ 2 ] 
f(z) = 24/67*z^3 - 125/134*z + 1
*
[ 2 ] 
f(z) = 25/61*z^3 - 139/122*z + 1
*
[ 2 ] 
f(z) = 25/63*z^3 - 137/126*z + 1
*
[ 2 ] 
f(z) = 25/67*z^3 - 133/134*z + 1
*
[ 2 ] 
f(z) = 25/69*z^3 - 131/138*z + 1
*
[ 1/2 ] 
f(z) = 26/61*z^3 - 135/122*z + 1
*
[ 1/2 ] 
f(z) = 26/63*z^3 - 139/126*z + 1
*
[ 2 ] 
f(z) = 26/69*z^3 - 139/138*z + 1
*
[ 1/2 ] 
f(z) = 30/61*z^3 - 137/122*z + 1
*
[ 1/2 ] 
f(z) = 34/61*z^3 - 139/122*z + 1
*
[ 5/3 ] 
f(z) = 37/75*z^3 - 131/135*z + 1
*
[ -2 ] 
f(z) = 38/61*z^3 - 121/122*z + 1
*
[ 3/2 ] 
f(z) = 38/69*z^3 - 125/138*z + 1
*
[ 5/3 ] 
f(z) = 38/75*z^3 - 136/135*z + 1
*
[ -2 ] 
f(z) = 39/61*z^3 - 129/122*z + 1
*
[ 2 ] 
f(z) = 24/71*z^3 - 121/142*z + 1
*
[ 2 ] 
f(z) = 25/71*z^3 - 129/142*z + 1
*
[ 2 ] 
f(z) = 25/73*z^3 - 127/146*z + 1
*
[ 2 ] 
f(z) = 25/77*z^3 - 123/154*z + 1
*
[ 2 ] 
f(z) = 25/79*z^3 - 121/158*z + 1
*
[ 2 ] 
f(z) = 26/71*z^3 - 137/142*z + 1
*
[ 2 ] 
f(z) = 26/73*z^3 - 135/146*z + 1
*
[ 2 ] 
f(z) = 26/75*z^3 - 133/150*z + 1
*
[ 2 ] 
f(z) = 26/77*z^3 - 131/154*z + 1
*
[ 2 ] 
f(z) = 26/79*z^3 - 129/158*z + 1
*
[ 12/7 ] 
f(z) = 27/64*z^3 - 121/147*z + 1
*
[ 2 ] 
f(z) = 27/77*z^3 - 139/154*z + 1
*
[ 2 ] 
f(z) = 27/79*z^3 - 137/158*z + 1
*
[ 3/2 ] 
f(z) = 38/75*z^3 - 121/150*z + 1
*
[ 16/11 ] 
f(z) = 33/64*z^3 - 137/176*z + 1
*
[ 2/3 ] 
f(z) = 21/62*z^3 - 121/186*z + 1
*
0 | 0.14580982078493033879223247344859833282 | 0.027652158731575134097051265903937543373
f(z) = 24/65*z^3 - 137/195*z + 1
*
[ 5/3 ] 
f(z) = 24/65*z^3 - 122/195*z + 1
*
[ 3/2 ] 
f(z) = 28/61*z^3 - 128/183*z + 1
*
[ 3/2 ] 
f(z) = 28/65*z^3 - 124/195*z + 1
*
[ 2/3 ] 
f(z) = 33/62*z^3 - 137/186*z + 1
*
[ 3/2 ] 
f(z) = 28/67*z^3 - 122/201*z + 1
*
[ 3/4 ] 
f(z) = 32/67*z^3 - 121/201*z + 1
*
[ 3/4 ] 
f(z) = 32/71*z^3 - 125/213*z + 1
*
[ 3/4 ] 
f(z) = 32/73*z^3 - 127/219*z + 1
*
[ 4/3 ] 
f(z) = 33/68*z^3 - 125/204*z + 1
*
[ 8/9 ] 
f(z) = 39/64*z^3 - 131/216*z + 1
*
[ 2/3 ] 
f(z) = 21/74*z^3 - 139/222*z + 1
*
[ 11/6 ] 
f(z) = 24/77*z^3 - 137/231*z + 1
*
-2 | 0.22034863689598921091474608694680713473 | 0.029397292223249517358024948135980616996
f(z) = 25/72*z^3 - 137/225*z + 1
*
[ 18/25 ] 
f(z) = 25/72*z^3 - 128/225*z + 1
*
[ 9/5 ] 
f(z) = 25/78*z^3 - 139/234*z + 1
*
[ 3/2 ] 
f(z) = 32/77*z^3 - 139/231*z + 1
*
[ 3/4 ] 
f(z) = 32/77*z^3 - 131/231*z + 1
*
[ 3/2 ] 
f(z) = 32/79*z^3 - 137/237*z + 1
*
[ 3/4 ] 
f(z) = 32/79*z^3 - 133/237*z + 1
*
[ 28/33 ] 
f(z) = 33/64*z^3 - 127/231*z + 1
*
[ 7/4 ] 
f(z) = 20/63*z^3 - 137/252*z + 1
*
[ 3/2 ] 
f(z) = 23/60*z^3 - 127/240*z + 1
*
[ 4/5 ] 
f(z) = 25/61*z^3 - 125/244*z + 1
*
[ 4/5 ] 
f(z) = 25/63*z^3 - 127/252*z + 1
*
[ 4/3 ] 
f(z) = 27/61*z^3 - 131/244*z + 1
*
[ 15/17 ] 
f(z) = 34/75*z^3 - 124/255*z + 1
*
[ 5/4 ] 
f(z) = 37/75*z^3 - 137/240*z + 1
*
[ 3/4 ] 
f(z) = 20/69*z^3 - 137/276*z + 1
*
[ 3/2 ] 
f(z) = 25/66*z^3 - 137/264*z + 1
*
[ 4/5 ] 
f(z) = 25/67*z^3 - 131/268*z + 1
*
[ 4/3 ] 
f(z) = 27/67*z^3 - 125/268*z + 1
*
[ 5/4 ] 
f(z) = 28/65*z^3 - 123/260*z + 1
*
[ 5/6 ] 
f(z) = 34/75*z^3 - 139/270*z + 1
*
[ 4/5 ] 
f(z) = 25/71*z^3 - 135/284*z + 1
*
[ 4/5 ] 
f(z) = 25/73*z^3 - 137/292*z + 1
*
[ 5/6 ] 
f(z) = 27/70*z^3 - 131/280*z + 1
*
[ 4/3 ] 
f(z) = 27/71*z^3 - 121/284*z + 1
*
[ 5 ] 
f(z) = 23/75*z^3 - 103/15*z + 1
*
-2/5 | 0.095582295629280994689576636284623762515 | 0.015824216063409504747592040100823016648
f(z) = 25/64*z^3 - 105/16*z + 1
*
[ 5 ] 
f(z) = 26/75*z^3 - 118/15*z + 1
*
[ -5 ] 
f(z) = 26/75*z^3 - 112/15*z + 1
*
76/21 | 0.24826491731327917369407070323079406102 | 0.028140540814439606597125522045350038882
f(z) = 21/64*z^3 - 106/21*z + 1
*
3 | 0.12614934447221727971893548554728413044 | 0.022078271554907140862356058274695162728
f(z) = 31/72*z^3 - 101/24*z + 1
*
5/4 | 0.17958424776041412599728699046515215571 | 0.028110279663982711746658402296613175916
f(z) = 32/75*z^3 - 119/30*z + 1
*
-5/8 | 0.18305293998197421792160198421640300220 | 0.029138040035058763367108176639929271062
f(z) = 32/75*z^3 - 107/30*z + 1
*
15/8 | 0.18172279052444837184771597601358720076 | 0.029194487061085210191614814680808227467
f(z) = 32/75*z^3 - 101/30*z + 1
*
-8/3 | 0.17970020641414726783059846304333405756 | 0.026764319674878766628175413623575358921
f(z) = 33/64*z^3 - 103/24*z + 1
*
-5/2 | 0.17897415907143151334014958766411325795 | 0.028662616153390630698595915272329745201
f(z) = 34/75*z^3 - 103/30*z + 1
*
[ -20/7 ] 
f(z) = 35/64*z^3 - 109/35*z + 1
*
-4/7 | 0.22598541384622749604468680347674970052 | 0.025615184902597761289199044809901285422
f(z) = 35/64*z^3 - 106/35*z + 1
*
3 | 0.13319637949985125104671783493784870955 | 0.022862405946597289130572714653589712614
f(z) = 35/72*z^3 - 113/24*z + 1
*
3 | 0.12273467813019499815692782571883148657 | 0.020881285360029206137171648966870812909
f(z) = 37/72*z^3 - 119/24*z + 1
*
-3 | 0.12547846248244414077200896787176260010 | 0.021885748017138673083161725196224230074
f(z) = 37/72*z^3 - 103/24*z + 1
*
-5/2 | 0.17886692426782228720272812441252614926 | 0.028226580918686898961237573267225079621
f(z) = 38/75*z^3 - 113/30*z + 1
*
-8/3 | 0.18979432727392789794958751135710933201 | 0.027672600071758503371434353599669149355
f(z) = 39/64*z^3 - 119/24*z + 1
*
6/5 | 0.13120513051228881086637881842967959256 | 0.021399491722797103441499715138094272713
f(z) = 25/64*z^3 - 115/48*z + 1
*
-2 | 0.063592355638613819369058598602636244637 | 0.013402163385748956837888646263075291517
f(z) = 21/62*z^3 - 115/62*z + 1
*
[ -3 ] 
f(z) = 22/69*z^3 - 106/69*z + 1
*
[ -3 ] 
f(z) = 23/66*z^3 - 119/66*z + 1
*
[ -3 ] 
f(z) = 23/75*z^3 - 107/75*z + 1
*
[ -3 ] 
f(z) = 23/78*z^3 - 103/78*z + 1
*
[ 5/2 ] 
f(z) = 24/65*z^3 - 111/65*z + 1
*
-9/5 | 0.13523234874179171920697009653505382954 | 0.028825905078165858485493976477653718393
f(z) = 25/63*z^3 - 109/63*z + 1
*
[ -8/3 ] 
f(z) = 25/64*z^3 - 101/72*z + 1
*
-9/5 | 0.12539589919626432590668748506972318253 | 0.026525409804524990296587955560740930045
f(z) = 25/72*z^3 - 113/72*z + 1
*
[ 2/5 ] 
f(z) = 25/74*z^3 - 115/74*z + 1
*
[ 7/3 ] 
f(z) = 27/70*z^3 - 107/70*z + 1
*
-5/3 | 0.13791117731713224325159532039830275547 | 0.029756039170223687793699380419199217359
f(z) = 27/70*z^3 - 103/70*z + 1
*
[ 7/3 ] 
f(z) = 27/77*z^3 - 103/77*z + 1
*
[ 5/2 ] 
f(z) = 29/75*z^3 - 109/60*z + 1
*
[ -12/5 ] 
f(z) = 31/64*z^3 - 103/75*z + 1
*
[ 5/2 ] 
f(z) = 31/75*z^3 - 119/60*z + 1
*
[ -5/2 ] 
f(z) = 32/65*z^3 - 109/65*z + 1
*
[ 2 ] 
f(z) = 33/62*z^3 - 101/62*z + 1
*
[ 2 ] 
f(z) = 35/62*z^3 - 109/62*z + 1
*
[ -18/7 ] 
f(z) = 35/72*z^3 - 115/63*z + 1
*
[ 2 ] 
f(z) = 35/74*z^3 - 103/74*z + 1
*
[ 2 ] 
f(z) = 35/78*z^3 - 101/78*z + 1
*
[ 2 ] 
f(z) = 37/62*z^3 - 117/62*z + 1
*
[ 2 ] 
f(z) = 37/70*z^3 - 113/70*z + 1
*
[ -5/2 ] 
f(z) = 37/75*z^3 - 101/60*z + 1
*
[ 2 ] 
f(z) = 37/78*z^3 - 109/78*z + 1
*
[ 2 ] 
f(z) = 39/74*z^3 - 119/74*z + 1
*
[ 4/9 ] 
f(z) = 23/64*z^3 - 107/81*z + 1
*
[ 21/10 ] 
f(z) = 25/63*z^3 - 103/84*z + 1
*
[ 4/9 ] 
f(z) = 31/64*z^3 - 109/81*z + 1
*
[ 4/9 ] 
f(z) = 35/64*z^3 - 110/81*z + 1
*
-6/7 | 0.20239240560137713986899465494352342250 | 0.025841680177897095159528003905283438595
f(z) = 35/72*z^3 - 104/105*z + 1
*
[ 2 ] 
f(z) = 21/61*z^3 - 107/122*z + 1
*
[ 2 ] 
f(z) = 21/65*z^3 - 103/130*z + 1
*
[ 2 ] 
f(z) = 21/67*z^3 - 101/134*z + 1
*
[ 2 ] 
f(z) = 22/61*z^3 - 115/122*z + 1
*
[ 2 ] 
f(z) = 22/63*z^3 - 113/126*z + 1
*
[ 2 ] 
f(z) = 22/65*z^3 - 111/130*z + 1
*
[ 2 ] 
f(z) = 22/67*z^3 - 109/134*z + 1
*
[ 2 ] 
f(z) = 22/69*z^3 - 107/138*z + 1
*
[ 2 ] 
f(z) = 23/65*z^3 - 119/130*z + 1
*
[ 2 ] 
f(z) = 23/67*z^3 - 117/134*z + 1
*
[ 28/15 ] 
f(z) = 25/64*z^3 - 113/126*z + 1
*
[ -12/5 ] 
f(z) = 25/66*z^3 - 101/132*z + 1
*
[ 5/3 ] 
f(z) = 31/75*z^3 - 101/135*z + 1
*
[ 13/8 ] 
f(z) = 32/65*z^3 - 119/130*z + 1
*
[ 5/8 ] 
f(z) = 32/65*z^3 - 103/130*z + 1
*
[ 5/3 ] 
f(z) = 32/75*z^3 - 106/135*z + 1
*
[ 3/2 ] 
f(z) = 34/69*z^3 - 107/138*z + 1
*
[ 5/3 ] 
f(z) = 34/75*z^3 - 116/135*z + 1
*
-5/4 | 0.17961981764608995890440689371741634058 | 0.028079067197436731933083768189068703947
f(z) = 34/75*z^3 - 109/120*z + 1
*
[ 3/5 ] 
f(z) = 35/72*z^3 - 101/120*z + 1
*
[ -2 ] 
f(z) = 36/61*z^3 - 105/122*z + 1
*
[ -2 ] 
f(z) = 37/61*z^3 - 113/122*z + 1
*
[ -2 ] 
f(z) = 37/63*z^3 - 107/126*z + 1
*
[ -2 ] 
f(z) = 37/65*z^3 - 101/130*z + 1
*
[ -2 ] 
f(z) = 38/63*z^3 - 115/126*z + 1
*
[ -2 ] 
f(z) = 38/65*z^3 - 109/130*z + 1
*
[ -2 ] 
f(z) = 38/67*z^3 - 103/134*z + 1
*
-5/4 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = 38/75*z^3 - 119/120*z + 1
*
[ -2 ] 
f(z) = 39/67*z^3 - 111/134*z + 1
*
[ 2 ] 
f(z) = 22/71*z^3 - 105/142*z + 1
*
[ 2 ] 
f(z) = 22/73*z^3 - 103/146*z + 1
*
[ 2 ] 
f(z) = 22/75*z^3 - 101/150*z + 1
*
[ 2 ] 
f(z) = 23/71*z^3 - 113/142*z + 1
*
[ 2 ] 
f(z) = 23/73*z^3 - 111/146*z + 1
*
[ 2 ] 
f(z) = 23/75*z^3 - 109/150*z + 1
*
[ 2 ] 
f(z) = 23/77*z^3 - 107/154*z + 1
*
[ 2 ] 
f(z) = 23/79*z^3 - 105/158*z + 1
*
[ 2 ] 
f(z) = 24/73*z^3 - 119/146*z + 1
*
[ 2 ] 
f(z) = 24/77*z^3 - 115/154*z + 1
*
[ 2 ] 
f(z) = 24/79*z^3 - 113/158*z + 1
*
[ 2/3 ] 
f(z) = 27/77*z^3 - 101/154*z + 1
*
[ 2/3 ] 
f(z) = 27/79*z^3 - 103/158*z + 1
*
[ 2/3 ] 
f(z) = 29/64*z^3 - 101/144*z + 1
*
[ 2/3 ] 
f(z) = 31/64*z^3 - 103/144*z + 1
*
[ 3/2 ] 
f(z) = 34/75*z^3 - 103/150*z + 1
*
[ 2/3 ] 
f(z) = 35/64*z^3 - 107/144*z + 1
*
[ 2/3 ] 
f(z) = 36/71*z^3 - 103/142*z + 1
*
[ 2/3 ] 
f(z) = 36/73*z^3 - 105/146*z + 1
*
[ 2/3 ] 
f(z) = 36/77*z^3 - 109/154*z + 1
*
[ 2/3 ] 
f(z) = 36/79*z^3 - 111/158*z + 1
*
[ 2/3 ] 
f(z) = 37/64*z^3 - 109/144*z + 1
*
[ 21/16 ] 
f(z) = 32/63*z^3 - 107/168*z + 1
*
[ 3/4 ] 
f(z) = 34/63*z^3 - 107/168*z + 1
*
[ 3/4 ] 
f(z) = 38/63*z^3 - 113/168*z + 1
*
[ 3/2 ] 
f(z) = 24/61*z^3 - 101/183*z + 1
*
[ 13/9 ] 
f(z) = 27/65*z^3 - 109/195*z + 1
*
[ 3/4 ] 
f(z) = 32/61*z^3 - 115/183*z + 1
*
[ 3/4 ] 
f(z) = 32/65*z^3 - 119/195*z + 1
*
[ 4/5 ] 
f(z) = 35/72*z^3 - 101/180*z + 1
*
[ 8/5 ] 
f(z) = 23/64*z^3 - 109/200*z + 1
*
-2 | 0.21571632528826415211503687391113051470 | 0.029103030093838202515787725652242683206
f(z) = 23/72*z^3 - 116/207*z + 1
*
[ 3/2 ] 
f(z) = 28/71*z^3 - 118/213*z + 1
*
[ 3/2 ] 
f(z) = 28/73*z^3 - 116/219*z + 1
*
[ 28/31 ] 
f(z) = 31/64*z^3 - 109/217*z + 1
*
[ 8/9 ] 
f(z) = 33/64*z^3 - 115/216*z + 1
*
-11/6 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = 24/77*z^3 - 116/231*z + 1
*
[ -12/5 ] 
f(z) = 25/76*z^3 - 109/228*z + 1
*
[ 7/9 ] 
f(z) = 27/77*z^3 - 115/231*z + 1
*
[ 3/2 ] 
f(z) = 28/79*z^3 - 110/237*z + 1
*
[ 4/3 ] 
f(z) = 33/76*z^3 - 119/228*z + 1
*
-7/4 | 0.11804794063195877891249701816818211995 | 0.021349028762947292686216895951512326427
f(z) = 20/63*z^3 - 101/252*z + 1
*
[ 9/10 ] 
f(z) = 25/63*z^3 - 109/252*z + 1
*
[ 20/21 ] 
f(z) = 27/64*z^3 - 106/245*z + 1
*
[ 10/9 ] 
f(z) = 27/64*z^3 - 101/240*z + 1
*
[ 5/4 ] 
f(z) = 31/75*z^3 - 107/240*z + 1
*
[ 5/6 ] 
f(z) = 22/75*z^3 - 109/270*z + 1
*
[ 3/2 ] 
f(z) = 23/66*z^3 - 119/264*z + 1
*
[ 5/6 ] 
f(z) = 26/75*z^3 - 119/270*z + 1
*
[ -52/23 ] 
f(z) = 23/64*z^3 - 118/299*z + 1
*
[ 9/10 ] 
f(z) = 25/72*z^3 - 113/288*z + 1
*
[ 7/6 ] 
f(z) = 27/70*z^3 - 107/280*z + 1
*
[ 4/3 ] 
f(z) = 27/73*z^3 - 119/292*z + 1
*
[ 5 ] 
f(z) = 22/75*z^3 - 98/15*z + 1
*
[ -5 ] 
f(z) = 22/75*z^3 - 92/15*z + 1
*
[ -5 ] 
f(z) = 23/75*z^3 - 97/15*z + 1
*
-76/15 | 0.24098660445090523580854975242330801333 | 0.027904176514916840013298672445951063595
f(z) = 25/64*z^3 - 88/9*z + 1
*
[ -20/3 ] 
f(z) = 27/64*z^3 - 88/5*z + 1
*
-52/9 | 0.20886540994208464427833885038206442023 | 0.026490377721794443441631604590099158295
f(z) = 27/64*z^3 - 83/6*z + 1
*
-4 | 0.11501011901056293514607418828531537814 | 0.013317182791901385542481273158143843694
f(z) = 21/64*z^3 - 88/21*z + 1
*
-3/5 | 0.13271394639639107091471082118053099380 | 0.023522887691647840337575935892482237141
f(z) = 25/63*z^3 - 94/21*z + 1
*
-3 | 0.15558359117733455565251827859348244425 | 0.027735871907027662700359485610999011833
f(z) = 25/72*z^3 - 91/24*z + 1
*
4/5 | 0.075224100526904604813534478077657556551 | 0.014517028701954252091531349888169420527
f(z) = 25/72*z^3 - 89/36*z + 1
*
8/3 | 0.18154815787909165295858104458238231026 | 0.027640987261075782333691205183246178151
f(z) = 27/64*z^3 - 89/24*z + 1
*
3 | 0.13236440131747113911741127706762805428 | 0.023417011001015334414938745003655440866
f(z) = 29/72*z^3 - 95/24*z + 1
*
-3 | 0.14313632282418806030298722756794308292 | 0.025830989928145667382251131003590971814
f(z) = 31/72*z^3 - 85/24*z + 1
*
-2 | 0.080199683215374812209124221138960617400 | 0.015763766999354826722213171201980652043
f(z) = 31/76*z^3 - 81/38*z + 1
*
[ 3 ] 
f(z) = 32/63*z^3 - 82/21*z + 1
*
5/4 | 0.13645116804918022648717705908432220459 | 0.022376107888391973108392151044286184070
f(z) = 32/75*z^3 - 89/30*z + 1
*
-4/33 | 0.14813108475391552189125071707069439476 | 0.017085984182146896566006963908791606630
f(z) = 33/64*z^3 - 91/33*z + 1
*
-2 | 0.079999224161195385643636276608217291872 | 0.015649337884454218520461515441122513004
f(z) = 33/68*z^3 - 83/34*z + 1
*
-2 | 0.080400708611934090922039166428006587743 | 0.015654957957834521050449950974468847720
f(z) = 33/76*z^3 - 85/38*z + 1
*
[ 3 ] 
f(z) = 34/63*z^3 - 88/21*z + 1
*
-2 | 0.080541387060570014592193198096508447496 | 0.015611654147772464418095736713554737877
f(z) = 35/68*z^3 - 87/34*z + 1
*
-3 | 0.12588794067957905083391005653676302259 | 0.022189453121422796185723027031269648133
f(z) = 35/72*z^3 - 97/24*z + 1
*
[ 3 ] 
f(z) = 35/72*z^3 - 89/24*z + 1
*
-2 | 0.081469044960657015973425144030070436221 | 0.015722201471743217532471197596729981294
f(z) = 35/76*z^3 - 89/38*z + 1
*
-2 | 0.059009837273348980962327231784413553241 | 0.011387939442206676692999366666851186329
f(z) = 37/60*z^3 - 89/30*z + 1
*
[ 3 ] 
f(z) = 37/63*z^3 - 97/21*z + 1
*
[ -3 ] 
f(z) = 37/63*z^3 - 83/21*z + 1
*
-2 | 0.080972576326225032395940849378432666094 | 0.015559660314677478589341134885388832644
f(z) = 37/68*z^3 - 91/34*z + 1
*
[ 3 ] 
f(z) = 37/72*z^3 - 95/24*z + 1
*
-2 | 0.082090985912877249053314363140657195556 | 0.015708948603615865962627606374865060582
f(z) = 37/76*z^3 - 93/38*z + 1
*
[ 3 ] 
f(z) = 38/63*z^3 - 100/21*z + 1
*
[ -3 ] 
f(z) = 38/63*z^3 - 86/21*z + 1
*
4/9 | 0.25915493510346778393485595003816247779 | 0.029891883457540897644977806895244032457
f(z) = 39/64*z^3 - 91/27*z + 1
*
[ 8/3 ] 
f(z) = 39/64*z^3 - 89/24*z + 1
*
-2 | 0.081315146001837012274093852413100198878 | 0.015497383828154447411310954712881121911
f(z) = 39/68*z^3 - 95/34*z + 1
*
-2 | 0.082575656197876295024004111870818319232 | 0.015675375779775926720197461804846362371
f(z) = 39/76*z^3 - 97/38*z + 1
*
10/9 | 0.12836162260900335442907603450980430228 | 0.021533552697189097911592274147320042305
f(z) = 27/64*z^3 - 97/48*z + 1
*
-16/9 | 0.10268950481048686148769706704839035532 | 0.017617166387733128500660182529462767557
f(z) = 27/64*z^3 - 85/48*z + 1
*
[ -21/8 ] 
f(z) = 32/63*z^3 - 89/42*z + 1
*
-12/7 | 0.23075742394649771112782645694048796215 | 0.029178822343747447519504457341601028954
f(z) = 35/64*z^3 - 85/42*z + 1
*
[ -3 ] 
f(z) = 20/69*z^3 - 88/69*z + 1
*
[ 1/2 ] 
f(z) = 20/77*z^3 - 82/77*z + 1
*
[ 1/2 ] 
f(z) = 20/79*z^3 - 84/79*z + 1
*
[ 12/5 ] 
f(z) = 21/64*z^3 - 98/75*z + 1
*
[ -20/7 ] 
f(z) = 21/64*z^3 - 93/70*z + 1
*
[ -3 ] 
f(z) = 22/75*z^3 - 98/75*z + 1
*
[ -8/3 ] 
f(z) = 23/64*z^3 - 85/72*z + 1
*
[ 1/2 ] 
f(z) = 24/77*z^3 - 83/77*z + 1
*
[ 1/2 ] 
f(z) = 24/79*z^3 - 85/79*z + 1
*
[ 2/5 ] 
f(z) = 25/62*z^3 - 97/62*z + 1
*
[ 12/25 ] 
f(z) = 25/64*z^3 - 88/75*z + 1
*
[ 11/5 ] 
f(z) = 25/66*z^3 - 85/66*z + 1
*
[ -14/5 ] 
f(z) = 25/72*z^3 - 86/63*z + 1
*
[ -5/2 ] 
f(z) = 28/65*z^3 - 84/65*z + 1
*
[ 1/2 ] 
f(z) = 28/75*z^3 - 82/75*z + 1
*
[ 1/2 ] 
f(z) = 28/79*z^3 - 86/79*z + 1
*
[ 2 ] 
f(z) = 29/62*z^3 - 85/62*z + 1
*
[ 2 ] 
f(z) = 29/66*z^3 - 83/66*z + 1
*
[ 2 ] 
f(z) = 29/70*z^3 - 81/70*z + 1
*
[ 2 ] 
f(z) = 31/70*z^3 - 89/70*z + 1
*
[ 2 ] 
f(z) = 31/74*z^3 - 87/74*z + 1
*
[ 2 ] 
f(z) = 31/78*z^3 - 85/78*z + 1
*
[ 1/2 ] 
f(z) = 32/73*z^3 - 81/73*z + 1
*
[ 1/2 ] 
f(z) = 32/75*z^3 - 83/75*z + 1
*
[ 1/2 ] 
f(z) = 32/77*z^3 - 85/77*z + 1
*
[ 1/2 ] 
f(z) = 32/79*z^3 - 87/79*z + 1
*
[ 2 ] 
f(z) = 33/70*z^3 - 97/70*z + 1
*
[ 2 ] 
f(z) = 33/74*z^3 - 95/74*z + 1
*
[ -12/5 ] 
f(z) = 35/72*z^3 - 83/60*z + 1
*
[ 1/2 ] 
f(z) = 36/73*z^3 - 82/73*z + 1
*
[ 1/2 ] 
f(z) = 36/79*z^3 - 88/79*z + 1
*
-4/13 | 0.16817033794057831244430946697333288135 | 0.021141874201853254704182671322753492714
f(z) = 39/64*z^3 - 89/78*z + 1
*
[ 4/7 ] 
f(z) = 23/64*z^3 - 85/98*z + 1
*
[ 4/7 ] 
f(z) = 27/64*z^3 - 87/98*z + 1
*
[ 4/7 ] 
f(z) = 31/64*z^3 - 89/98*z + 1
*
[ 12/7 ] 
f(z) = 35/72*z^3 - 85/84*z + 1
*
[ 3/2 ] 
f(z) = 37/63*z^3 - 83/84*z + 1
*
[ 4/7 ] 
f(z) = 39/64*z^3 - 93/98*z + 1
*
[ 21/10 ] 
f(z) = 20/63*z^3 - 92/105*z + 1
*
[ 3/5 ] 
f(z) = 20/63*z^3 - 82/105*z + 1
*
[ 8/13 ] 
f(z) = 39/64*z^3 - 89/104*z + 1
*
[ 2/3 ] 
f(z) = 39/76*z^3 - 83/114*z + 1
*
[ 2 ] 
f(z) = 20/61*z^3 - 99/122*z + 1
*
[ 2 ] 
f(z) = 20/63*z^3 - 97/126*z + 1
*
[ 2 ] 
f(z) = 20/67*z^3 - 93/134*z + 1
*
[ 2 ] 
f(z) = 20/69*z^3 - 91/138*z + 1
*
[ -5/2 ] 
f(z) = 22/65*z^3 - 93/130*z + 1
*
-5/4 | 0.18120348265920712430206390438267028837 | 0.028326633623593352661719006967442187756
f(z) = 26/75*z^3 - 89/120*z + 1
*
[ 2/3 ] 
f(z) = 27/61*z^3 - 85/122*z + 1
*
[ 2/3 ] 
f(z) = 27/65*z^3 - 89/130*z + 1
*
[ 2/3 ] 
f(z) = 27/67*z^3 - 91/134*z + 1
*
[ 5/3 ] 
f(z) = 28/75*z^3 - 86/135*z + 1
*
[ 5/3 ] 
f(z) = 29/75*z^3 - 91/135*z + 1
*
-9/8 | 0.13408047525713944621745528532041054515 | 0.027723875042192544413384320013092426058
f(z) = 32/63*z^3 - 95/126*z + 1
*
[ -2 ] 
f(z) = 33/61*z^3 - 81/122*z + 1
*
[ -2 ] 
f(z) = 34/61*z^3 - 89/122*z + 1
*
[ -2 ] 
f(z) = 34/63*z^3 - 83/126*z + 1
*
[ -2 ] 
f(z) = 35/61*z^3 - 97/122*z + 1
*
[ 2/3 ] 
f(z) = 36/61*z^3 - 93/122*z + 1
*
[ 2/3 ] 
f(z) = 36/65*z^3 - 97/130*z + 1
*
[ -2 ] 
f(z) = 36/65*z^3 - 93/130*z + 1
*
[ 2/3 ] 
f(z) = 36/67*z^3 - 99/134*z + 1
*
[ -2 ] 
f(z) = 36/67*z^3 - 87/134*z + 1
*
[ -2 ] 
f(z) = 37/67*z^3 - 95/134*z + 1
*
[ -2 ] 
f(z) = 37/69*z^3 - 89/138*z + 1
*
[ -2 ] 
f(z) = 38/69*z^3 - 97/138*z + 1
*
[ 2 ] 
f(z) = 20/71*z^3 - 89/142*z + 1
*
[ 2 ] 
f(z) = 20/73*z^3 - 87/146*z + 1
*
[ 2 ] 
f(z) = 20/77*z^3 - 83/154*z + 1
*
[ 2 ] 
f(z) = 20/79*z^3 - 81/158*z + 1
*
[ 2 ] 
f(z) = 21/71*z^3 - 97/142*z + 1
*
[ 2 ] 
f(z) = 21/73*z^3 - 95/146*z + 1
*
[ 2 ] 
f(z) = 21/79*z^3 - 89/158*z + 1
*
[ 2 ] 
f(z) = 22/79*z^3 - 97/158*z + 1
*
[ 2/3 ] 
f(z) = 23/64*z^3 - 95/144*z + 1
*
[ 12/7 ] 
f(z) = 23/64*z^3 - 94/147*z + 1
*
[ 7/4 ] 
f(z) = 24/77*z^3 - 81/154*z + 1
*
[ 2/3 ] 
f(z) = 25/64*z^3 - 97/144*z + 1
*
[ 2/3 ] 
f(z) = 27/71*z^3 - 95/142*z + 1
*
[ 2/3 ] 
f(z) = 27/73*z^3 - 97/146*z + 1
*
[ -2 ] 
f(z) = 37/71*z^3 - 83/142*z + 1
*
[ -2 ] 
f(z) = 38/71*z^3 - 91/142*z + 1
*
[ -2 ] 
f(z) = 38/73*z^3 - 85/146*z + 1
*
[ -2 ] 
f(z) = 39/71*z^3 - 99/142*z + 1
*
[ -2 ] 
f(z) = 39/73*z^3 - 93/146*z + 1
*
[ -2 ] 
f(z) = 39/77*z^3 - 81/154*z + 1
*
[ 3/4 ] 
f(z) = 22/63*z^3 - 89/168*z + 1
*
[ 3/4 ] 
f(z) = 26/63*z^3 - 95/168*z + 1
*
[ 5/3 ] 
f(z) = 21/65*z^3 - 97/195*z + 1
*
[ 3/2 ] 
f(z) = 24/65*z^3 - 97/195*z + 1
*
[ 5/6 ] 
f(z) = 24/65*z^3 - 89/195*z + 1
*
[ 8/5 ] 
f(z) = 21/64*z^3 - 93/200*z + 1
*
[ 8/9 ] 
f(z) = 21/64*z^3 - 83/216*z + 1
*
-4/3 | 0.27833670585255433057007367049524102537 | 0.029324523875997567482871722847252544547
f(z) = 23/64*z^3 - 94/207*z + 1
*
[ 18/23 ] 
f(z) = 23/72*z^3 - 98/207*z + 1
*
[ 3/2 ] 
f(z) = 24/67*z^3 - 95/201*z + 1
*
[ 3/2 ] 
f(z) = 24/71*z^3 - 91/213*z + 1
*
[ 3/2 ] 
f(z) = 24/73*z^3 - 89/219*z + 1
*
[ 10/7 ] 
f(z) = 28/75*z^3 - 97/210*z + 1
*
[ 28/29 ] 
f(z) = 29/64*z^3 - 93/203*z + 1
*
[ 20/23 ] 
f(z) = 23/64*z^3 - 97/230*z + 1
*
[ 3/2 ] 
f(z) = 24/77*z^3 - 85/231*z + 1
*
[ 3/2 ] 
f(z) = 24/79*z^3 - 83/237*z + 1
*
[ 5/4 ] 
f(z) = 29/75*z^3 - 97/240*z + 1
*
-4/7 | 0.082839486405037742894308302048131222414 | 0.010643338317279288694609188186253695312
f(z) = 21/64*z^3 - 75/14*z + 1
*
[ 28/5 ] 
f(z) = 25/64*z^3 - 80/7*z + 1
*
[ 15/4 ] 
f(z) = 32/75*z^3 - 79/15*z + 1
*
[ -15/4 ] 
f(z) = 32/75*z^3 - 71/15*z + 1
*
-8/3 | 0.15403548628043457515522434099484502905 | 0.024287691154215533169275509558758694081
f(z) = 21/64*z^3 - 71/24*z + 1
*
[ 20/7 ] 
f(z) = 21/64*z^3 - 71/35*z + 1
*
20/7 | 0.22115212594820023785461878994870256012 | 0.026538455681065161302672937914526381362
f(z) = 21/64*z^3 - 65/21*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016694091223597256804435062152674653131
f(z) = 21/76*z^3 - 61/38*z + 1
*
-2 | 0.055477557200754056267277930094263100338 | 0.011548150327437720380012371785042095760
f(z) = 23/60*z^3 - 61/30*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.016156839712966564970394942268610388806
f(z) = 23/68*z^3 - 63/34*z + 1
*
3 | 0.13339087581395970992317437841102091776 | 0.024509488780340386073582485079840522132
f(z) = 23/72*z^3 - 77/24*z + 1
*
-3 | 0.13391882494219695565473632611904751010 | 0.025706724427927182523106433505671250413
f(z) = 23/72*z^3 - 61/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016476260492280992138174732691081972165
f(z) = 23/76*z^3 - 65/38*z + 1
*
[ 3 ] 
f(z) = 25/63*z^3 - 61/21*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.015953774473823839274838307818602866127
f(z) = 25/68*z^3 - 67/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016276565138597938973039205394613610906
f(z) = 25/76*z^3 - 69/38*z + 1
*
[ 3 ] 
f(z) = 26/63*z^3 - 64/21*z + 1
*
-20/9 | 0.21621205282905971055966491321584459150 | 0.027595020050898448011265817791687077798
f(z) = 27/64*z^3 - 79/30*z + 1
*
-8/3 | 0.13085218145991828962519144435675698678 | 0.020632241614558020235614565824127988005
f(z) = 27/64*z^3 - 71/24*z + 1
*
-2 | 0.078139200245362835544931920621679851293 | 0.015767136208983064137247237427617094023
f(z) = 27/68*z^3 - 71/34*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.016092515250203787704326419566927506839
f(z) = 27/76*z^3 - 73/38*z + 1
*
-2 | 0.057296515679310012636709936361016135538 | 0.011496998063556884815131010059034954335
f(z) = 29/60*z^3 - 73/30*z + 1
*
[ 3 ] 
f(z) = 29/63*z^3 - 73/21*z + 1
*
-2 | 0.078140103618879508089151875528382919339 | 0.015594849561481257978832266619354622527
f(z) = 29/68*z^3 - 75/34*z + 1
*
-3 | 0.13344105033569087667539951097084249651 | 0.024403727627617029903621246582242436923
f(z) = 29/72*z^3 - 79/24*z + 1
*
[ 3 ] 
f(z) = 29/72*z^3 - 71/24*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.015922080649007494099064418751732953121
f(z) = 29/76*z^3 - 77/38*z + 1
*
-2 | 0.057911738852748105697236687457333742490 | 0.011497376176420183765599429398543794977
f(z) = 31/60*z^3 - 77/30*z + 1
*
[ 3 ] 
f(z) = 31/63*z^3 - 79/21*z + 1
*
[ -3 ] 
f(z) = 31/63*z^3 - 65/21*z + 1
*
-2 | 0.079276012430682169191183006955029699140 | 0.015659165292405858439587453211683081344
f(z) = 31/68*z^3 - 79/34*z + 1
*
[ 3 ] 
f(z) = 31/72*z^3 - 77/24*z + 1
*
[ -3 ] 
f(z) = 31/72*z^3 - 61/24*z + 1
*
[ -3 ] 
f(z) = 32/63*z^3 - 68/21*z + 1
*
-5/8 | 0.066934737861216482343280653694589781923 | 0.011243407014073315079317275613135235717
f(z) = 32/75*z^3 - 77/30*z + 1
*
[ 8/3 ] 
f(z) = 33/64*z^3 - 73/24*z + 1
*
[ -3 ] 
f(z) = 34/63*z^3 - 74/21*z + 1
*
[ 5/2 ] 
f(z) = 34/75*z^3 - 67/30*z + 1
*
12/7 | 0.16717970767441849979582375778921391344 | 0.019602863553536919922760859687748726633
f(z) = 35/64*z^3 - 79/35*z + 1
*
[ 12/5 ] 
f(z) = 35/64*z^3 - 77/30*z + 1
*
-12/5 | 0.24359421786513603175199723920418966937 | 0.029286014175271457321704674296442344085
f(z) = 35/64*z^3 - 64/35*z + 1
*
[ -3 ] 
f(z) = 35/72*z^3 - 73/24*z + 1
*
[ -3 ] 
f(z) = 37/72*z^3 - 79/24*z + 1
*
[ 5/2 ] 
f(z) = 38/75*z^3 - 77/30*z + 1
*
[ -8/3 ] 
f(z) = 39/64*z^3 - 71/24*z + 1
*
[ 2 ] 
f(z) = 39/68*z^3 - 61/34*z + 1
*
[ 4/9 ] 
f(z) = 21/64*z^3 - 71/54*z + 1
*
[ 3/8 ] 
f(z) = 32/63*z^3 - 73/42*z + 1
*
[ 4/9 ] 
f(z) = 33/64*z^3 - 73/54*z + 1
*
[ 20/11 ] 
f(z) = 33/64*z^3 - 69/55*z + 1
*
-8/5 | 0.18383711257691563125199157019859826771 | 0.028986690799430519521802494960967337221
f(z) = 35/64*z^3 - 71/40*z + 1
*
[ 2/5 ] 
f(z) = 35/72*z^3 - 71/45*z + 1
*
[ 1/2 ] 
f(z) = 20/61*z^3 - 66/61*z + 1
*
[ 1/2 ] 
f(z) = 20/63*z^3 - 68/63*z + 1
*
[ 1/2 ] 
f(z) = 20/67*z^3 - 72/67*z + 1
*
[ 1/2 ] 
f(z) = 20/69*z^3 - 74/69*z + 1
*
[ 1/2 ] 
f(z) = 20/71*z^3 - 76/71*z + 1
*
[ 1/2 ] 
f(z) = 20/73*z^3 - 78/73*z + 1
*
[ 2 ] 
f(z) = 23/62*z^3 - 61/62*z + 1
*
[ 12/23 ] 
f(z) = 23/64*z^3 - 70/69*z + 1
*
[ 5/2 ] 
f(z) = 23/75*z^3 - 79/60*z + 1
*
[ 1/2 ] 
f(z) = 24/61*z^3 - 67/61*z + 1
*
[ 1/2 ] 
f(z) = 24/65*z^3 - 71/65*z + 1
*
[ 1/2 ] 
f(z) = 24/67*z^3 - 73/67*z + 1
*
[ 1/2 ] 
f(z) = 24/71*z^3 - 77/71*z + 1
*
[ 1/2 ] 
f(z) = 24/73*z^3 - 79/73*z + 1
*
[ 2 ] 
f(z) = 25/62*z^3 - 69/62*z + 1
*
[ 8/15 ] 
f(z) = 25/64*z^3 - 71/72*z + 1
*
[ 2 ] 
f(z) = 25/66*z^3 - 67/66*z + 1
*
[ 2 ] 
f(z) = 25/74*z^3 - 63/74*z + 1
*
[ 11/5 ] 
f(z) = 25/77*z^3 - 79/77*z + 1
*
[ 2 ] 
f(z) = 27/62*z^3 - 77/62*z + 1
*
[ -12/5 ] 
f(z) = 27/64*z^3 - 76/75*z + 1
*
[ 2 ] 
f(z) = 27/70*z^3 - 73/70*z + 1
*
[ 2 ] 
f(z) = 27/74*z^3 - 71/74*z + 1
*
[ 1/2 ] 
f(z) = 28/61*z^3 - 68/61*z + 1
*
[ 1/2 ] 
f(z) = 28/65*z^3 - 72/65*z + 1
*
[ 1/2 ] 
f(z) = 28/67*z^3 - 74/67*z + 1
*
[ 1/2 ] 
f(z) = 28/69*z^3 - 76/69*z + 1
*
[ 1/2 ] 
f(z) = 28/71*z^3 - 78/71*z + 1
*
[ 1/2 ] 
f(z) = 28/73*z^3 - 80/73*z + 1
*
[ 2 ] 
f(z) = 29/74*z^3 - 79/74*z + 1
*
[ -5/2 ] 
f(z) = 29/75*z^3 - 61/60*z + 1
*
[ 2 ] 
f(z) = 29/78*z^3 - 77/78*z + 1
*
[ -5/2 ] 
f(z) = 31/75*z^3 - 71/60*z + 1
*
[ 1/2 ] 
f(z) = 32/61*z^3 - 69/61*z + 1
*
[ 1/2 ] 
f(z) = 32/65*z^3 - 73/65*z + 1
*
[ 1/2 ] 
f(z) = 32/67*z^3 - 75/67*z + 1
*
[ 1/2 ] 
f(z) = 32/69*z^3 - 77/69*z + 1
*
[ 1/2 ] 
f(z) = 32/71*z^3 - 79/71*z + 1
*
[ 7/4 ] 
f(z) = 32/77*z^3 - 65/77*z + 1
*
-4/5 | 0.19505727471611688697567353216334557674 | 0.025285381142145283321359265097545990705
f(z) = 35/64*z^3 - 67/70*z + 1
*
[ 1/2 ] 
f(z) = 36/61*z^3 - 70/61*z + 1
*
[ 1/2 ] 
f(z) = 36/67*z^3 - 76/67*z + 1
*
[ 1/2 ] 
f(z) = 36/71*z^3 - 80/71*z + 1
*
[ -2 ] 
f(z) = 39/62*z^3 - 63/62*z + 1
*
[ 20/13 ] 
f(z) = 39/64*z^3 - 71/65*z + 1
*
[ -12/5 ] 
f(z) = 25/63*z^3 - 73/84*z + 1
*
[ 3/2 ] 
f(z) = 31/63*z^3 - 65/84*z + 1
*
[ 3/2 ] 
f(z) = 31/72*z^3 - 61/96*z + 1
*
[ 3/2 ] 
f(z) = 35/72*z^3 - 73/96*z + 1
*
[ 3/2 ] 
f(z) = 37/72*z^3 - 79/96*z + 1
*
[ 2/3 ] 
f(z) = 21/68*z^3 - 65/102*z + 1
*
[ 2/3 ] 
f(z) = 21/76*z^3 - 71/114*z + 1
*
[ 5/7 ] 
f(z) = 28/75*z^3 - 62/105*z + 1
*
[ 2/3 ] 
f(z) = 33/68*z^3 - 73/102*z + 1
*
[ 2/3 ] 
f(z) = 33/76*z^3 - 79/114*z + 1
*
[ 2/3 ] 
f(z) = 39/68*z^3 - 77/102*z + 1
*
-5/4 | 0.18881106969741067859946849935174972900 | 0.029515889633623136384454887071925229972
f(z) = 22/75*z^3 - 79/120*z + 1
*
[ 5/3 ] 
f(z) = 23/75*z^3 - 61/135*z + 1
*
[ 4/5 ] 
f(z) = 25/62*z^3 - 63/124*z + 1
*
-8/5 | 0.14017795587603329784201986027325197675 | 0.028984653618836221261407252372487103086
f(z) = 25/63*z^3 - 65/126*z + 1
*
[ 4/5 ] 
f(z) = 25/66*z^3 - 65/132*z + 1
*
[ 8/5 ] 
f(z) = 25/68*z^3 - 77/136*z + 1
*
[ 3/2 ] 
f(z) = 26/69*z^3 - 71/138*z + 1
*
[ 5/3 ] 
f(z) = 26/75*z^3 - 76/135*z + 1
*
[ 4/3 ] 
f(z) = 27/62*z^3 - 65/124*z + 1
*
[ 5/6 ] 
f(z) = 28/75*z^3 - 62/135*z + 1
*
[ -2 ] 
f(z) = 31/61*z^3 - 65/122*z + 1
*
[ -2 ] 
f(z) = 32/61*z^3 - 73/122*z + 1
*
[ 5/6 ] 
f(z) = 32/75*z^3 - 67/135*z + 1
*
[ -2 ] 
f(z) = 33/65*z^3 - 69/130*z + 1
*
[ -2 ] 
f(z) = 34/65*z^3 - 77/130*z + 1
*
[ -2 ] 
f(z) = 34/67*z^3 - 71/134*z + 1
*
[ 5/4 ] 
f(z) = 34/75*z^3 - 61/120*z + 1
*
[ -2 ] 
f(z) = 35/67*z^3 - 79/134*z + 1
*
[ -2 ] 
f(z) = 35/69*z^3 - 73/138*z + 1
*
[ 5/4 ] 
f(z) = 38/75*z^3 - 71/120*z + 1
*
[ -12/5 ] 
f(z) = 21/64*z^3 - 71/150*z + 1
*
[ 6/7 ] 
f(z) = 25/72*z^3 - 62/147*z + 1
*
[ 4/5 ] 
f(z) = 25/74*z^3 - 69/148*z + 1
*
[ 8/5 ] 
f(z) = 25/76*z^3 - 71/152*z + 1
*
[ 4/5 ] 
f(z) = 25/78*z^3 - 71/156*z + 1
*
[ -12/5 ] 
f(z) = 25/78*z^3 - 67/156*z + 1
*
[ 3/2 ] 
f(z) = 26/75*z^3 - 67/150*z + 1
*
[ 4/3 ] 
f(z) = 27/70*z^3 - 61/140*z + 1
*
[ 6/7 ] 
f(z) = 29/72*z^3 - 68/147*z + 1
*
[ 6/7 ] 
f(z) = 31/72*z^3 - 71/147*z + 1
*
[ 11/8 ] 
f(z) = 32/77*z^3 - 79/154*z + 1
*
[ 7/8 ] 
f(z) = 32/77*z^3 - 71/154*z + 1
*
[ -2 ] 
f(z) = 36/71*z^3 - 75/142*z + 1
*
[ 6/7 ] 
f(z) = 37/72*z^3 - 80/147*z + 1
*
[ -2 ] 
f(z) = 37/73*z^3 - 77/146*z + 1
*
[ -2 ] 
f(z) = 38/75*z^3 - 79/150*z + 1
*
[ 28/25 ] 
f(z) = 25/64*z^3 - 67/175*z + 1
*
[ 3/2 ] 
f(z) = 20/61*z^3 - 74/183*z + 1
*
[ 6/5 ] 
f(z) = 25/62*z^3 - 77/186*z + 1
*
[ 15/13 ] 
f(z) = 26/75*z^3 - 64/195*z + 1
*
[ 28/27 ] 
f(z) = 27/64*z^3 - 79/189*z + 1
*
[ 6/5 ] 
f(z) = 20/63*z^3 - 61/210*z + 1
*
[ 3/2 ] 
f(z) = 20/67*z^3 - 68/201*z + 1
*
[ 3/2 ] 
f(z) = 20/71*z^3 - 64/213*z + 1
*
[ 3/2 ] 
f(z) = 20/73*z^3 - 62/219*z + 1
*
[ 20/21 ] 
f(z) = 21/64*z^3 - 73/210*z + 1
*
[ 4/3 ] 
f(z) = 21/68*z^3 - 61/204*z + 1
*
[ 7/6 ] 
f(z) = 24/77*z^3 - 65/231*z + 1
*
[ 6/5 ] 
f(z) = 25/74*z^3 - 71/222*z + 1
*
[ 11/9 ] 
f(z) = 27/77*z^3 - 79/231*z + 1
*
[ 5/4 ] 
f(z) = 23/75*z^3 - 67/240*z + 1
*
[ 16/5 ] 
f(z) = 25/64*z^3 - 53/16*z + 1
*
-12/5 | 0.12842649794365103954290124996405679946 | 0.017554475527731425298721866773964923582
f(z) = 25/64*z^3 - 47/18*z + 1
*
[ -16/5 ] 
f(z) = 25/64*z^3 - 43/16*z + 1
*
-14/5 | 0.081643530137655859317630094449748409492 | 0.016008954605598987814941031445936069677
f(z) = 25/64*z^3 - 41/16*z + 1
*
-18/5 | 0.17372296560329447562506695541433681701 | 0.029297639583841144159817553830109364156
f(z) = 25/72*z^3 - 47/9*z + 1
*
4/9 | 0.18259830188622129744339073872273350573 | 0.022514851659596461135768548775587489128
f(z) = 27/64*z^3 - 52/3*z + 1
*
2/3 | 0.10532864154253989221472757609651188100 | 0.020462118418385053500587744654379906674
f(z) = 27/64*z^3 - 43/16*z + 1
*
-4/9 | 0.17202582088413316870198370904278928157 | 0.023961337445733947109151963680848664240
f(z) = 27/64*z^3 - 41/6*z + 1
*
[ 6 ] 
f(z) = 29/72*z^3 - 41/3*z + 1
*
[ 6 ] 
f(z) = 31/72*z^3 - 44/3*z + 1
*
[ -6 ] 
f(z) = 31/72*z^3 - 43/3*z + 1
*
4/11 | 0.21193488582196431816793651614392754309 | 0.026838912349418868218550403098169983536
f(z) = 33/64*z^3 - 42/11*z + 1
*
-2 | 0.079433686645107617252300254630882982837 | 0.015575640611237953669635737778723813568
f(z) = 33/64*z^3 - 41/16*z + 1
*
-12/5 | 0.19509045732400299556554438949154394884 | 0.023837348598736900334187417161964269152
f(z) = 35/64*z^3 - 56/15*z + 1
*
-2 | 0.079885587770544762396512961264449639999 | 0.015519314907550476499130270667245620780
f(z) = 35/64*z^3 - 43/16*z + 1
*
4/7 | 0.20372126330094440221057857164906202992 | 0.028376169982720215827923113794753716478
f(z) = 35/64*z^3 - 41/14*z + 1
*
[ 6 ] 
f(z) = 35/72*z^3 - 50/3*z + 1
*
[ -6 ] 
f(z) = 35/72*z^3 - 49/3*z + 1
*
-2 | 0.080238604031148158414251981021271784893 | 0.015451428990285782174289541787536766897
f(z) = 37/64*z^3 - 45/16*z + 1
*
[ 6 ] 
f(z) = 37/72*z^3 - 53/3*z + 1
*
[ -6 ] 
f(z) = 37/72*z^3 - 52/3*z + 1
*
4/13 | 0.21817650810092296242799766782000862192 | 0.026658143873329116715814308657780757804
f(z) = 39/64*z^3 - 56/13*z + 1
*
-2 | 0.080500591742707970825669980271629574037 | 0.015373146941019994777428312105658411006
f(z) = 39/64*z^3 - 47/16*z + 1
*
[ 3 ] 
f(z) = 20/63*z^3 - 46/21*z + 1
*
-52/21 | 0.18787475999128140972309117946375897029 | 0.022857684175661804272056603453433187503
f(z) = 21/64*z^3 - 58/21*z + 1
*
4/3 | 0.11305276014262431864086166890999825520 | 0.014274188452482245508333918827870104503
f(z) = 21/64*z^3 - 43/21*z + 1
*
[ 8/3 ] 
f(z) = 21/64*z^3 - 41/24*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.016378997508368557229109366316513613060
f(z) = 21/68*z^3 - 59/34*z + 1
*
[ 3 ] 
f(z) = 22/63*z^3 - 52/21*z + 1
*
[ 3 ] 
f(z) = 23/63*z^3 - 55/21*z + 1
*
[ -3 ] 
f(z) = 23/63*z^3 - 41/21*z + 1
*
[ 3 ] 
f(z) = 23/72*z^3 - 53/24*z + 1
*
[ -3 ] 
f(z) = 25/63*z^3 - 47/21*z + 1
*
[ 2/5 ] 
f(z) = 25/68*z^3 - 53/34*z + 1
*
[ 3 ] 
f(z) = 25/72*z^3 - 59/24*z + 1
*
4/5 | 0.12456660654326750787731848309835885768 | 0.026711318413173221711210170112950271556
f(z) = 25/72*z^3 - 53/36*z + 1
*
[ 2/5 ] 
f(z) = 25/76*z^3 - 59/38*z + 1
*
[ -3 ] 
f(z) = 26/63*z^3 - 50/21*z + 1
*
[ 5/2 ] 
f(z) = 26/75*z^3 - 47/30*z + 1
*
[ -28/9 ] 
f(z) = 27/64*z^3 - 58/21*z + 1
*
-8/9 | 0.15651787397711073523781277542483581230 | 0.025871862807732502957340716127629589792
f(z) = 27/64*z^3 - 53/24*z + 1
*
[ 2 ] 
f(z) = 29/60*z^3 - 43/30*z + 1
*
[ -3 ] 
f(z) = 29/63*z^3 - 59/21*z + 1
*
[ 2 ] 
f(z) = 29/68*z^3 - 41/34*z + 1
*
[ -3 ] 
f(z) = 29/72*z^3 - 55/24*z + 1
*
[ 2 ] 
f(z) = 31/60*z^3 - 47/30*z + 1
*
[ 2 ] 
f(z) = 31/68*z^3 - 45/34*z + 1
*
[ 2 ] 
f(z) = 31/76*z^3 - 43/38*z + 1
*
-5/4 | 0.059608811571633347207435530860229171834 | 0.011198327977074680406163996404901428189
f(z) = 32/75*z^3 - 41/30*z + 1
*
4/3 | 0.091819258688221007550204231427111080689 | 0.011171141969448922093614912770608379364
f(z) = 33/64*z^3 - 58/33*z + 1
*
[ -8/3 ] 
f(z) = 33/64*z^3 - 55/24*z + 1
*
[ 2 ] 
f(z) = 33/68*z^3 - 49/34*z + 1
*
[ 2 ] 
f(z) = 33/76*z^3 - 47/38*z + 1
*
[ -5/2 ] 
f(z) = 34/75*z^3 - 43/30*z + 1
*
[ 2 ] 
f(z) = 35/68*z^3 - 53/34*z + 1
*
[ 2 ] 
f(z) = 35/76*z^3 - 51/38*z + 1
*
[ 2 ] 
f(z) = 37/60*z^3 - 59/30*z + 1
*
[ 2 ] 
f(z) = 37/68*z^3 - 57/34*z + 1
*
[ 2 ] 
f(z) = 37/76*z^3 - 55/38*z + 1
*
[ -5/2 ] 
f(z) = 38/75*z^3 - 53/30*z + 1
*
[ 2 ] 
f(z) = 39/76*z^3 - 59/38*z + 1
*
[ 4/7 ] 
f(z) = 25/64*z^3 - 43/49*z + 1
*
[ 16/9 ] 
f(z) = 27/64*z^3 - 43/48*z + 1
*
[ 4/7 ] 
f(z) = 29/64*z^3 - 44/49*z + 1
*
[ 4/7 ] 
f(z) = 33/64*z^3 - 45/49*z + 1
*
-8/7 | 0.16604449783465027434645499454282429741 | 0.027199037135769625935967386546285040065
f(z) = 35/64*z^3 - 47/56*z + 1
*
[ 8/5 ] 
f(z) = 35/64*z^3 - 41/40*z + 1
*
[ 4/7 ] 
f(z) = 37/64*z^3 - 46/49*z + 1
*
[ 3/2 ] 
f(z) = 38/63*z^3 - 43/42*z + 1
*
[ 2 ] 
f(z) = 21/62*z^3 - 53/62*z + 1
*
[ 2 ] 
f(z) = 21/74*z^3 - 47/74*z + 1
*
[ -12/5 ] 
f(z) = 23/64*z^3 - 49/75*z + 1
*
[ 2 ] 
f(z) = 23/66*z^3 - 59/66*z + 1
*
[ 2 ] 
f(z) = 23/70*z^3 - 57/70*z + 1
*
[ 2 ] 
f(z) = 23/74*z^3 - 55/74*z + 1
*
[ 2 ] 
f(z) = 23/78*z^3 - 53/78*z + 1
*
[ -5/2 ] 
f(z) = 24/65*z^3 - 59/65*z + 1
*
[ 9/5 ] 
f(z) = 25/63*z^3 - 53/63*z + 1
*
-9/5 | 0.11741406118014355686456173502098671386 | 0.028339426288076673352322204020772029973
f(z) = 25/63*z^3 - 46/63*z + 1
*
[ 3/5 ] 
f(z) = 25/66*z^3 - 53/66*z + 1
*
[ 3/5 ] 
f(z) = 25/69*z^3 - 55/69*z + 1
*
[ 9/5 ] 
f(z) = 25/72*z^3 - 49/72*z + 1
*
-9/5 | 0.12243779508779328968298949704947795407 | 0.028629262065462080084260190746940236205
f(z) = 25/72*z^3 - 41/72*z + 1
*
[ 2/3 ] 
f(z) = 27/62*z^3 - 43/62*z + 1
*
[ 5/3 ] 
f(z) = 27/65*z^3 - 49/65*z + 1
*
[ 2/3 ] 
f(z) = 27/74*z^3 - 49/74*z + 1
*
[ 3/2 ] 
f(z) = 32/69*z^3 - 49/69*z + 1
*
[ 3/4 ] 
f(z) = 32/69*z^3 - 41/69*z + 1
*
[ 3/2 ] 
f(z) = 32/75*z^3 - 47/75*z + 1
*
[ 3/4 ] 
f(z) = 32/75*z^3 - 43/75*z + 1
*
[ -2 ] 
f(z) = 35/62*z^3 - 47/62*z + 1
*
[ -2 ] 
f(z) = 35/66*z^3 - 41/66*z + 1
*
[ -2 ] 
f(z) = 37/62*z^3 - 55/62*z + 1
*
[ -2 ] 
f(z) = 37/66*z^3 - 49/66*z + 1
*
[ -2 ] 
f(z) = 37/70*z^3 - 43/70*z + 1
*
[ 6/5 ] 
f(z) = 37/72*z^3 - 43/75*z + 1
*
[ 12/13 ] 
f(z) = 39/64*z^3 - 47/78*z + 1
*
[ -2 ] 
f(z) = 39/70*z^3 - 51/70*z + 1
*
[ -2 ] 
f(z) = 39/74*z^3 - 45/74*z + 1
*
[ 3/4 ] 
f(z) = 20/63*z^3 - 43/84*z + 1
*
[ 3/2 ] 
f(z) = 23/63*z^3 - 41/84*z + 1
*
[ 2/3 ] 
f(z) = 23/72*z^3 - 52/81*z + 1
*
6/5 | 0.15810470948359579897806451186821440540 | 0.028593315328102427494352995614487714456
f(z) = 25/63*z^3 - 55/84*z + 1
*
[ 3/2 ] 
f(z) = 25/63*z^3 - 47/84*z + 1
*
[ 2/3 ] 
f(z) = 25/72*z^3 - 53/81*z + 1
*
[ 3/2 ] 
f(z) = 25/72*z^3 - 43/96*z + 1
*
[ 3/2 ] 
f(z) = 29/63*z^3 - 59/84*z + 1
*
[ 2/3 ] 
f(z) = 29/72*z^3 - 55/81*z + 1
*
[ 3/2 ] 
f(z) = 29/72*z^3 - 55/96*z + 1
*
[ 2/3 ] 
f(z) = 31/72*z^3 - 56/81*z + 1
*
[ 8/11 ] 
f(z) = 33/64*z^3 - 57/88*z + 1
*
[ 2/3 ] 
f(z) = 35/72*z^3 - 58/81*z + 1
*
[ 2/3 ] 
f(z) = 37/72*z^3 - 59/81*z + 1
*
[ 3/2 ] 
f(z) = 22/69*z^3 - 53/138*z + 1
*
[ 5/3 ] 
f(z) = 22/75*z^3 - 56/135*z + 1
*
[ 5/4 ] 
f(z) = 24/65*z^3 - 49/130*z + 1
*
[ 6/5 ] 
f(z) = 25/69*z^3 - 49/138*z + 1
*
[ 5/4 ] 
f(z) = 26/75*z^3 - 41/120*z + 1
*
[ 15/16 ] 
f(z) = 32/75*z^3 - 53/120*z + 1
*
[ 3/2 ] 
f(z) = 22/75*z^3 - 49/150*z + 1
*
[ 6/7 ] 
f(z) = 23/72*z^3 - 59/147*z + 1
*
[ 16/15 ] 
f(z) = 25/64*z^3 - 55/144*z + 1
*
[ 4/3 ] 
f(z) = 27/74*z^3 - 59/148*z + 1
*
[ 15/11 ] 
f(z) = 22/75*z^3 - 46/165*z + 1
*
[ 28/23 ] 
f(z) = 23/64*z^3 - 57/161*z + 1
*
-5/3 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = 21/65*z^3 - 58/195*z + 1
*
[ 3/2 ] 
f(z) = 20/77*z^3 - 58/231*z + 1
*
[ 3/2 ] 
f(z) = 20/79*z^3 - 56/237*z + 1
*
[ 4/3 ] 
f(z) = 21/76*z^3 - 55/228*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.016201723392067262924613854355921771849
f(z) = 21/64*z^3 - 29/16*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.015977563208153062335501405634724708306
f(z) = 23/64*z^3 - 31/16*z + 1
*
[ 6 ] 
f(z) = 23/72*z^3 - 32/3*z + 1
*
[ -6 ] 
f(z) = 23/72*z^3 - 31/3*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.015772983343701702816312301877500633330
f(z) = 25/64*z^3 - 33/16*z + 1
*
[ 4/15 ] 
f(z) = 25/64*z^3 - 25/9*z + 1
*
[ 2/5 ] 
f(z) = 25/64*z^3 - 25/16*z + 1
*
-18/5 | 0.15294616212159272689431939334568431456 | 0.026752741128746401184432734937769966117
f(z) = 25/72*z^3 - 38/9*z + 1
*
[ 6 ] 
f(z) = 25/72*z^3 - 35/3*z + 1
*
[ -6 ] 
f(z) = 25/72*z^3 - 34/3*z + 1
*
[ 18/5 ] 
f(z) = 25/72*z^3 - 34/9*z + 1
*
2/5 | 0.12325588778394915795378233108498848045 | 0.022227582258283751971711284719696137932
f(z) = 25/72*z^3 - 32/9*z + 1
*
[ -18/5 ] 
f(z) = 25/72*z^3 - 29/9*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.015585173270162072798622955618006070320
f(z) = 27/64*z^3 - 35/16*z + 1
*
-4/9 | 0.10052833612773302350014215627932155986 | 0.014712113167187374577727566293592797166
f(z) = 27/64*z^3 - 29/6*z + 1
*
4/3 | 0.15404778963044733820242024508336509172 | 0.023336224742928757040669311749878703308
f(z) = 27/64*z^3 - 23/6*z + 1
*
[ 20/9 ] 
f(z) = 27/64*z^3 - 23/15*z + 1
*
[ 5/2 ] 
f(z) = 28/75*z^3 - 26/15*z + 1
*
-2 | 0.078068967826101708131799362734932065312 | 0.015622503817973056843076124984127638822
f(z) = 29/64*z^3 - 37/16*z + 1
*
[ 2 ] 
f(z) = 29/64*z^3 - 21/16*z + 1
*
[ -6 ] 
f(z) = 29/72*z^3 - 40/3*z + 1
*
-2 | 0.078857311727282665330556049081611942308 | 0.015615754511430756539250785662693296783
f(z) = 31/64*z^3 - 39/16*z + 1
*
[ 2 ] 
f(z) = 31/64*z^3 - 23/16*z + 1
*
[ 5/2 ] 
f(z) = 32/75*z^3 - 31/15*z + 1
*
[ 2 ] 
f(z) = 33/64*z^3 - 25/16*z + 1
*
[ 2 ] 
f(z) = 35/64*z^3 - 27/16*z + 1
*
[ -12/5 ] 
f(z) = 35/64*z^3 - 26/15*z + 1
*
-2 | 0.067511558845805524762109655562462340471 | 0.013057106242006145673163007229415685497
f(z) = 35/72*z^3 - 22/9*z + 1
*
[ 2 ] 
f(z) = 37/64*z^3 - 29/16*z + 1
*
-2 | 0.068023359367618074605946821480467626347 | 0.013043949634157400582340912042075082658
f(z) = 37/72*z^3 - 23/9*z + 1
*
[ 2 ] 
f(z) = 39/64*z^3 - 31/16*z + 1
*
[ 4/13 ] 
f(z) = 39/64*z^3 - 30/13*z + 1
*
[ -3 ] 
f(z) = 20/63*z^3 - 32/21*z + 1
*
-4/21 | 0.15945138860541572588856984009462800192 | 0.020521939839569060468185032863246829327
f(z) = 21/64*z^3 - 37/21*z + 1
*
-12/7 | 0.21041275193412530943532191551599674539 | 0.027957447511778006819319679177097415031
f(z) = 21/64*z^3 - 29/21*z + 1
*
[ -8/3 ] 
f(z) = 21/64*z^3 - 23/24*z + 1
*
[ 2 ] 
f(z) = 21/68*z^3 - 25/34*z + 1
*
[ 2 ] 
f(z) = 21/76*z^3 - 23/38*z + 1
*
[ -3 ] 
f(z) = 22/63*z^3 - 38/21*z + 1
*
[ 5/2 ] 
f(z) = 22/75*z^3 - 37/30*z + 1
*
[ 2 ] 
f(z) = 23/60*z^3 - 31/30*z + 1
*
[ 2 ] 
f(z) = 23/68*z^3 - 29/34*z + 1
*
[ -3 ] 
f(z) = 23/72*z^3 - 37/24*z + 1
*
[ 2 ] 
f(z) = 23/76*z^3 - 27/38*z + 1
*
[ 2 ] 
f(z) = 25/68*z^3 - 33/34*z + 1
*
[ 2 ] 
f(z) = 25/76*z^3 - 31/38*z + 1
*
[ -5/2 ] 
f(z) = 26/75*z^3 - 23/30*z + 1
*
[ 2 ] 
f(z) = 27/68*z^3 - 37/34*z + 1
*
[ 2/3 ] 
f(z) = 27/68*z^3 - 23/34*z + 1
*
[ 2 ] 
f(z) = 27/76*z^3 - 35/38*z + 1
*
[ 2/3 ] 
f(z) = 27/76*z^3 - 25/38*z + 1
*
[ 2 ] 
f(z) = 29/76*z^3 - 39/38*z + 1
*
[ 15/8 ] 
f(z) = 32/75*z^3 - 31/30*z + 1
*
[ 5/8 ] 
f(z) = 32/75*z^3 - 23/30*z + 1
*
-12/11 | 0.21878284681825599904562915319232914484 | 0.028578926532784975290750306541528542283
f(z) = 33/64*z^3 - 23/33*z + 1
*
[ 12/7 ] 
f(z) = 35/64*z^3 - 25/21*z + 1
*
[ -2 ] 
f(z) = 37/60*z^3 - 29/30*z + 1
*
[ -2 ] 
f(z) = 37/68*z^3 - 23/34*z + 1
*
[ 4/9 ] 
f(z) = 39/64*z^3 - 37/27*z + 1
*
[ -2 ] 
f(z) = 39/68*z^3 - 27/34*z + 1
*
[ -2 ] 
f(z) = 39/76*z^3 - 21/38*z + 1
*
[ 2/3 ] 
f(z) = 21/64*z^3 - 31/48*z + 1
*
-8/7 | 0.15536735024038243728140504807674375020 | 0.025450059375544308406888337570151351715
f(z) = 21/64*z^3 - 31/56*z + 1
*
-44/21 | 0.087380642344107825699482701448584308231 | 0.012130462749648083665124856849835224072
f(z) = 21/64*z^3 - 29/42*z + 1
*
[ 4/5 ] 
f(z) = 21/64*z^3 - 23/50*z + 1
*
[ 3/2 ] 
f(z) = 26/63*z^3 - 25/42*z + 1
*
-14/9 | 0.10268950481048686148769706704839035532 | 0.019532020010296308015128361192560688932
f(z) = 27/64*z^3 - 25/48*z + 1
*
[ 4/5 ] 
f(z) = 29/64*z^3 - 27/50*z + 1
*
[ 2/3 ] 
f(z) = 33/64*z^3 - 35/48*z + 1
*
[ 4/5 ] 
f(z) = 33/64*z^3 - 29/50*z + 1
*
[ 3/2 ] 
f(z) = 34/63*z^3 - 37/42*z + 1
*
[ 8/7 ] 
f(z) = 35/64*z^3 - 33/56*z + 1
*
[ 4/5 ] 
f(z) = 37/64*z^3 - 31/50*z + 1
*
[ 2/3 ] 
f(z) = 39/64*z^3 - 37/48*z + 1
*
[ 3/2 ] 
f(z) = 20/69*z^3 - 22/69*z + 1
*
[ 6/5 ] 
f(z) = 23/72*z^3 - 22/75*z + 1
*
[ -5/2 ] 
f(z) = 23/75*z^3 - 31/60*z + 1
*
[ 7/5 ] 
f(z) = 25/63*z^3 - 31/63*z + 1
*
[ 4/5 ] 
f(z) = 25/68*z^3 - 33/68*z + 1
*
[ 8/5 ] 
f(z) = 25/72*z^3 - 37/72*z + 1
*
[ 4/5 ] 
f(z) = 25/76*z^3 - 35/76*z + 1
*
[ 7/5 ] 
f(z) = 25/77*z^3 - 27/77*z + 1
*
[ 6/5 ] 
f(z) = 25/78*z^3 - 23/78*z + 1
*
[ 4/3 ] 
f(z) = 27/68*z^3 - 31/68*z + 1
*
[ 4/3 ] 
f(z) = 27/76*z^3 - 29/76*z + 1
*
[ -7/3 ] 
f(z) = 27/77*z^3 - 37/77*z + 1
*
[ 3/2 ] 
f(z) = 28/69*z^3 - 40/69*z + 1
*
[ 3/2 ] 
f(z) = 28/75*z^3 - 38/75*z + 1
*
[ 5/4 ] 
f(z) = 28/75*z^3 - 23/60*z + 1
*
[ 6/5 ] 
f(z) = 29/72*z^3 - 31/75*z + 1
*
[ 6/5 ] 
f(z) = 31/72*z^3 - 34/75*z + 1
*
[ 5/4 ] 
f(z) = 32/65*z^3 - 37/65*z + 1
*
[ -2 ] 
f(z) = 33/62*z^3 - 39/62*z + 1
*
[ 12/11 ] 
f(z) = 33/64*z^3 - 35/66*z + 1
*
[ 5/6 ] 
f(z) = 36/65*z^3 - 38/65*z + 1
*
[ 7/6 ] 
f(z) = 36/77*z^3 - 38/77*z + 1
*
[ 3/2 ] 
f(z) = 23/72*z^3 - 37/96*z + 1
*
[ 6/5 ] 
f(z) = 25/68*z^3 - 37/102*z + 1
*
[ 6/5 ] 
f(z) = 25/76*z^3 - 35/114*z + 1
*
[ 15/14 ] 
f(z) = 28/75*z^3 - 38/105*z + 1
*
[ 5/4 ] 
f(z) = 22/75*z^3 - 31/120*z + 1
*
4/7 | 0.19028761963810607982920556541604417761 | 0.026596484946493587515600150631316095631
f(z) = 21/64*z^3 - 20/7*z + 1
*
-4 | 0.16744650257306960071501504689684506944 | 0.024157423887636856400419100940668977250
f(z) = 21/64*z^3 - 16/3*z + 1
*
4/3 | 0.12001689313686657374697595451609628025 | 0.017849477094079463673349761043809713703
f(z) = 21/64*z^3 - 13/3*z + 1
*
[ 2 ] 
f(z) = 21/64*z^3 - 13/16*z + 1
*
[ 4 ] 
f(z) = 21/64*z^3 - 9/2*z + 1
*
[ 4/7 ] 
f(z) = 21/64*z^3 - 6/7*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 21/64*z^3 - 5/6*z + 1
*
[ -4 ] 
f(z) = 21/64*z^3 - 4*z + 1
*
[ 4/3 ] 
f(z) = 21/64*z^3 - 1/3*z + 1
*
[ 2 ] 
f(z) = 23/64*z^3 - 15/16*z + 1
*
[ -4 ] 
f(z) = 23/64*z^3 - 9/2*z + 1
*
[ 4/3 ] 
f(z) = 23/64*z^3 - 7/18*z + 1
*
[ 4 ] 
f(z) = 23/64*z^3 - 5*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.013527204588081679652394140895759493858
f(z) = 23/72*z^3 - 16/9*z + 1
*
[ 2 ] 
f(z) = 23/72*z^3 - 7/9*z + 1
*
-28/15 | 0.10705166012030433130920583587812698564 | 0.015070647111027116236966441970452869934
f(z) = 25/64*z^3 - 19/9*z + 1
*
[ 2 ] 
f(z) = 25/64*z^3 - 17/16*z + 1
*
[ 4 ] 
f(z) = 25/64*z^3 - 11/2*z + 1
*
[ -4 ] 
f(z) = 25/64*z^3 - 5*z + 1
*
[ 12/5 ] 
f(z) = 25/64*z^3 - 5/3*z + 1
*
[ -12/5 ] 
f(z) = 25/64*z^3 - 5/6*z + 1
*
[ 8/5 ] 
f(z) = 25/64*z^3 - 5/8*z + 1
*
[ 4/3 ] 
f(z) = 25/64*z^3 - 4/9*z + 1
*
12/5 | 0.10633230296815746533158998509287120996 | 0.020224897112395515463654305314798525130
f(z) = 25/64*z^3 - 3*z + 1
*
-4/5 | 0.077016353395549478824136902384241840897 | 0.015873015873015873015873015873015873016
f(z) = 25/64*z^3 - 2*z + 1
*
[ 4/5 ] 
f(z) = 25/64*z^3 - 1/2*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.013360272108300307200588225904690241418
f(z) = 25/72*z^3 - 17/9*z + 1
*
[ 12/5 ] 
f(z) = 25/72*z^3 - 17/12*z + 1
*
[ 2/5 ] 
f(z) = 25/72*z^3 - 14/9*z + 1
*
6/5 | 0.13889590679676918198523361647160927655 | 0.024185239369464354338214099927227837134
f(z) = 25/72*z^3 - 13/3*z + 1
*
[ 2 ] 
f(z) = 25/72*z^3 - 8/9*z + 1
*
[ -12/5 ] 
f(z) = 25/72*z^3 - 7/12*z + 1
*
[ 6/5 ] 
f(z) = 25/72*z^3 - 1/3*z + 1
*
[ 8/3 ] 
f(z) = 27/64*z^3 - 19/8*z + 1
*
[ 2 ] 
f(z) = 27/64*z^3 - 19/16*z + 1
*
-4/9 | 0.15487899549381665767077290992065743272 | 0.024588068489537831358917394798687859077
f(z) = 27/64*z^3 - 17/6*z + 1
*
[ -8/3 ] 
f(z) = 27/64*z^3 - 13/8*z + 1
*
[ -4 ] 
f(z) = 27/64*z^3 - 11/2*z + 1
*
[ 2/3 ] 
f(z) = 27/64*z^3 - 11/16*z + 1
*
20/9 | 0.078055133464154990102626028024647955361 | 0.012785876686158834510991823395604261764
f(z) = 27/64*z^3 - 7/3*z + 1
*
[ 4 ] 
f(z) = 27/64*z^3 - 6*z + 1
*
-4/9 | 0.077017387011970368546318099586976408352 | 0.014649064157381324817789985056262075693
f(z) = 27/64*z^3 - 5/6*z + 1
*
[ 4/9 ] 
f(z) = 27/64*z^3 - 4/3*z + 1
*
[ 4/3 ] 
f(z) = 27/64*z^3 - 1/2*z + 1
*
[ -5/2 ] 
f(z) = 28/75*z^3 - 14/15*z + 1
*
[ 4 ] 
f(z) = 29/64*z^3 - 13/2*z + 1
*
[ -4 ] 
f(z) = 29/64*z^3 - 6*z + 1
*
[ 4/3 ] 
f(z) = 29/64*z^3 - 5/9*z + 1
*
-2 | 0.065635285503166989713918687543076075591 | 0.013064658928654353695083270794977932317
f(z) = 29/72*z^3 - 19/9*z + 1
*
[ 2 ] 
f(z) = 29/72*z^3 - 10/9*z + 1
*
[ -4 ] 
f(z) = 31/64*z^3 - 13/2*z + 1
*
[ 4/3 ] 
f(z) = 31/64*z^3 - 11/18*z + 1
*
[ 4 ] 
f(z) = 31/64*z^3 - 7*z + 1
*
-2 | 0.065634406047604608335407839758109209452 | 0.012932444963873745581188480196081345561
f(z) = 31/72*z^3 - 20/9*z + 1
*
[ 2 ] 
f(z) = 31/72*z^3 - 11/9*z + 1
*
[ -5/2 ] 
f(z) = 32/75*z^3 - 19/15*z + 1
*
[ 5/4 ] 
f(z) = 32/75*z^3 - 7/15*z + 1
*
[ 4/11 ] 
f(z) = 33/64*z^3 - 20/11*z + 1
*
[ 4 ] 
f(z) = 33/64*z^3 - 15/2*z + 1
*
[ -2 ] 
f(z) = 33/64*z^3 - 9/16*z + 1
*
[ -4 ] 
f(z) = 33/64*z^3 - 7*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.028463189446452915542143918598066464788
f(z) = 33/64*z^3 - 7/6*z + 1
*
[ 4/3 ] 
f(z) = 33/64*z^3 - 2/3*z + 1
*
[ -4 ] 
f(z) = 35/64*z^3 - 15/2*z + 1
*
[ 4/7 ] 
f(z) = 35/64*z^3 - 13/14*z + 1
*
[ 4/3 ] 
f(z) = 35/64*z^3 - 13/18*z + 1
*
[ -2 ] 
f(z) = 35/64*z^3 - 11/16*z + 1
*
[ 4 ] 
f(z) = 35/64*z^3 - 8*z + 1
*
[ 4/5 ] 
f(z) = 35/64*z^3 - 3/5*z + 1
*
[ 2 ] 
f(z) = 35/72*z^3 - 13/9*z + 1
*
-6/5 | 0.16388780941487766885639767367574761940 | 0.027843172417477768239317957415656903046
f(z) = 35/72*z^3 - 13/15*z + 1
*
[ 6/5 ] 
f(z) = 35/72*z^3 - 8/15*z + 1
*
[ 4 ] 
f(z) = 37/64*z^3 - 17/2*z + 1
*
[ -2 ] 
f(z) = 37/64*z^3 - 13/16*z + 1
*
[ -4 ] 
f(z) = 37/64*z^3 - 8*z + 1
*
[ 4/3 ] 
f(z) = 37/64*z^3 - 7/9*z + 1
*
[ 2 ] 
f(z) = 37/72*z^3 - 14/9*z + 1
*
[ -2 ] 
f(z) = 37/72*z^3 - 5/9*z + 1
*
[ -4 ] 
f(z) = 39/64*z^3 - 17/2*z + 1
*
[ -2 ] 
f(z) = 39/64*z^3 - 15/16*z + 1
*
[ 4 ] 
f(z) = 39/64*z^3 - 9*z + 1
*
[ 4/3 ] 
f(z) = 39/64*z^3 - 5/6*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.027777777777777777777777777777777777778
f(z) = 39/64*z^3 - 4/3*z + 1
*
[ 3/2 ] 
f(z) = 20/63*z^3 - 8/21*z + 1
*
[ -5/2 ] 
f(z) = 22/75*z^3 - 13/30*z + 1
*
[ 4/5 ] 
f(z) = 23/64*z^3 - 12/25*z + 1
*
[ 3/5 ] 
f(z) = 25/63*z^3 - 17/21*z + 1
*
[ 3/5 ] 
f(z) = 25/72*z^3 - 19/24*z + 1
*
[ 4/5 ] 
f(z) = 25/72*z^3 - 17/36*z + 1
*
[ -20/9 ] 
f(z) = 27/64*z^3 - 19/30*z + 1
*
[ 4/5 ] 
f(z) = 27/64*z^3 - 13/25*z + 1
*
[ 8/9 ] 
f(z) = 27/64*z^3 - 11/24*z + 1
*
[ -2 ] 
f(z) = 31/60*z^3 - 17/30*z + 1
*
[ 4/5 ] 
f(z) = 31/64*z^3 - 14/25*z + 1
*
[ 3/2 ] 
f(z) = 32/63*z^3 - 17/21*z + 1
*
[ 3/4 ] 
f(z) = 32/63*z^3 - 13/21*z + 1
*
[ -2 ] 
f(z) = 35/68*z^3 - 19/34*z + 1
*
[ 6/7 ] 
f(z) = 35/72*z^3 - 11/21*z + 1
*
[ 4/5 ] 
f(z) = 39/64*z^3 - 16/25*z + 1
*
[ 8/7 ] 
f(z) = 21/64*z^3 - 17/56*z + 1
*
[ 3/2 ] 
f(z) = 22/63*z^3 - 19/42*z + 1
*
[ 6/5 ] 
f(z) = 25/63*z^3 - 17/42*z + 1
*
[ 6/5 ] 
f(z) = 25/64*z^3 - 19/48*z + 1
*
[ -4/5 ]
f(z) = 25/64*z^3 + 2*z + 1
*
[ -8/5 ]
f(z) = 25/64*z^3 + 5/8*z + 1
*
[ -6/5 ]
f(z) = 25/72*z^3 + 4/3*z + 1
*
[ -4/3 ]
f(z) = 27/64*z^3 + z + 1
*
[ -1 ]
f(z) = 22/61*z^3 + 100/61*z + 1
*
[ 9 ] 
f(z) = 34/81*z^3 - 298/9*z + 1
*
[ -9 ] 
f(z) = 34/81*z^3 - 296/9*z + 1
*
[ 6 ] 
f(z) = 37/81*z^3 - 281/18*z + 1
*
[ 6 ] 
f(z) = 38/81*z^3 - 289/18*z + 1
*
[ -6 ] 
f(z) = 38/81*z^3 - 283/18*z + 1
*
[ 6 ] 
f(z) = 23/88*z^3 - 283/33*z + 1
*
6 | 0.19383136817435620472130427111139559395 | 0.028771310499620654485948577096228201865
f(z) = 23/90*z^3 - 281/30*z + 1
*
[ -6 ] 
f(z) = 25/88*z^3 - 299/33*z + 1
*
[ 20/3 ] 
f(z) = 27/80*z^3 - 283/20*z + 1
*
6 | 0.19106384400986717255276279846358837252 | 0.027090798384924661292613772455100453032
f(z) = 29/96*z^3 - 289/24*z + 1
*
-6 | 0.19115455620614667172543753350000926995 | 0.027211972495343632979019466586537732842
f(z) = 29/96*z^3 - 281/24*z + 1
*
[ 9/2 ] 
f(z) = 35/81*z^3 - 287/36*z + 1
*
[ 6 ] 
f(z) = 35/96*z^3 - 295/24*z + 1
*
[ -6 ] 
f(z) = 35/96*z^3 - 287/24*z + 1
*
[ -9/2 ] 
f(z) = 37/81*z^3 - 289/36*z + 1
*
9/10 | 0.23453799874650541273524915337603745956 | 0.029891926557259485977552585788672702758
f(z) = 20/81*z^3 - 284/45*z + 1
*
4/3 | 0.20954588198843864229734418609491763010 | 0.029799998930179268188601650420357178587
f(z) = 21/80*z^3 - 283/60*z + 1
*
-15/4 | 0.13604368814851862004148537830511645685 | 0.017225804573214067322049730120250544957
f(z) = 22/81*z^3 - 299/72*z + 1
*
[ 21/5 ] 
f(z) = 25/81*z^3 - 295/63*z + 1
*
-18/5 | 0.17048734958649660145566463274280260799 | 0.024103046596069196551182089659149551263
f(z) = 25/96*z^3 - 295/72*z + 1
*
-4 | 0.18410526095842788347238563147411163046 | 0.025978844238317742473278039285067773765
f(z) = 27/80*z^3 - 299/60*z + 1
*
10/3 | 0.18794324126773409305004954347818106821 | 0.026727838006484470816990774967253066949
f(z) = 27/80*z^3 - 283/60*z + 1
*
-3/7 | 0.19001913785532894415715325001940514585 | 0.024070367613597221374035837174952351916
f(z) = 28/81*z^3 - 298/63*z + 1
*
15/16 | 0.19567371992337438614450860671818626969 | 0.024883316072665443663509835150364258218
f(z) = 32/81*z^3 - 289/72*z + 1
*
[ -33/8 ] 
f(z) = 32/99*z^3 - 281/66*z + 1
*
10/3 | 0.14236015378652458226418311626051048085 | 0.020265803055691065130457752509086191649
f(z) = 33/80*z^3 - 281/60*z + 1
*
[ 10/3 ] 
f(z) = 39/80*z^3 - 283/60*z + 1
*
3/5 | 0.16833150599915713516359809487849154235 | 0.021368924533953006971466617006690019957
f(z) = 20/81*z^3 - 293/90*z + 1
*
[ -9/2 ] 
f(z) = 20/99*z^3 - 284/99*z + 1
*
[ -4 ] 
f(z) = 25/84*z^3 - 295/84*z + 1
*
11/5 | 0.11963365409160221885515618338958687412 | 0.021112715415974772185552740093984004917
f(z) = 25/84*z^3 - 289/84*z + 1
*
[ 18/5 ] 
f(z) = 25/88*z^3 - 293/99*z + 1
*
[ -4 ] 
f(z) = 25/92*z^3 - 285/92*z + 1
*
-3 | 0.11583189015546370535583481019652303964 | 0.020441787484600628618329408716490128873
f(z) = 25/96*z^3 - 289/96*z + 1
*
[ 11/3 ] 
f(z) = 27/88*z^3 - 299/88*z + 1
*
3 | 0.12500589589112567178519910291164186464 | 0.022007411481243256803378731809632375598
f(z) = 29/96*z^3 - 293/96*z + 1
*
[ 1/4 ] 
f(z) = 32/93*z^3 - 281/93*z + 1
*
[ 1/4 ] 
f(z) = 32/95*z^3 - 287/95*z + 1
*
[ 1/4 ] 
f(z) = 32/97*z^3 - 293/97*z + 1
*
[ 1/4 ] 
f(z) = 32/99*z^3 - 299/99*z + 1
*
[ 19/6 ] 
f(z) = 36/95*z^3 - 296/95*z + 1
*
[ 3 ] 
f(z) = 38/87*z^3 - 284/87*z + 1
*
[ 4/15 ] 
f(z) = 25/96*z^3 - 299/108*z + 1
*
-3 | 0.22656237796188262042113859841837455596 | 0.028914566598017515415466760171433496113
f(z) = 26/81*z^3 - 281/117*z + 1
*
-8/3 | 0.13249521171704807625301983198223036103 | 0.020723129899294636835782124341097047150
f(z) = 21/80*z^3 - 299/120*z + 1
*
[ 18/7 ] 
f(z) = 35/81*z^3 - 283/126*z + 1
*
20/7 | 0.16797143906755495441557345650330208231 | 0.023770214985424241656043667538922716733
f(z) = 21/80*z^3 - 293/140*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014742518473914368374904262244676112909
f(z) = 24/89*z^3 - 281/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.013545253970890191052186241278005242857
f(z) = 25/81*z^3 - 281/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016010734998340329797767391338024862360
f(z) = 25/83*z^3 - 283/166*z + 1
*
-2 | 0.070915736400861091576405149918796838767 | 0.012530428349679461568468944209268866573
f(z) = 25/87*z^3 - 287/174*z + 1
*
[ -16/5 ] 
f(z) = 25/88*z^3 - 281/176*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016179556073251849433995646092231869539
f(z) = 25/89*z^3 - 289/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.011967960957978088748030844467111686631
f(z) = 26/81*z^3 - 289/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014423827078342134864448052286674931888
f(z) = 26/83*z^3 - 291/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014484061905686712442841185367908612494
f(z) = 26/85*z^3 - 293/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.010965234071428093132027205699913874805
f(z) = 26/87*z^3 - 295/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.014599017605570004339651577036182914305
f(z) = 26/89*z^3 - 297/178*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.015856266808304672597318276219197455028
f(z) = 27/83*z^3 - 299/166*z + 1
*
[ 3/8 ] 
f(z) = 32/87*z^3 - 299/174*z + 1
*
-9/4 | 0.10180503389136912135357278460892023009 | 0.012946280354354034632121054394602443874
f(z) = 20/81*z^3 - 289/180*z + 1
*
[ 9/22 ] 
f(z) = 22/81*z^3 - 295/198*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016542812228378688250834156646510383811
f(z) = 23/97*z^3 - 281/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.014186488938112975545485527769877078589
f(z) = 23/99*z^3 - 283/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.014796779922018235181948057607019765867
f(z) = 24/91*z^3 - 283/182*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.014900842574136292968826055030063247175
f(z) = 24/95*z^3 - 287/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.014950784113975575974379039912961189085
f(z) = 24/97*z^3 - 289/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016232427374315060554277756619089491730
f(z) = 25/91*z^3 - 291/182*z + 1
*
[ 2/5 ] 
f(z) = 25/91*z^3 - 281/182*z + 1
*
-2 | 0.072150761854540206738366118292508794415 | 0.012702212911629392737084400506557584053
f(z) = 25/93*z^3 - 293/186*z + 1
*
[ 2/5 ] 
f(z) = 25/93*z^3 - 287/186*z + 1
*
[ 2/5 ] 
f(z) = 25/97*z^3 - 299/194*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016381916166397746839426212379716981675
f(z) = 25/97*z^3 - 297/194*z + 1
*
-2 | 0.080089069964120006275316518052480517618 | 0.014049620688812844103502631103865722295
f(z) = 25/99*z^3 - 299/198*z + 1
*
13/8 | 0.14383182997492440941388054561744443534 | 0.025509539291170601014498004631046728667
f(z) = 32/91*z^3 - 281/182*z + 1
*
[ -8/3 ] 
f(z) = 37/96*z^3 - 295/216*z + 1
*
[ 6/13 ] 
f(z) = 26/81*z^3 - 289/234*z + 1
*
[ 9/20 ] 
f(z) = 32/81*z^3 - 293/225*z + 1
*
[ -3 ] 
f(z) = 23/82*z^3 - 293/246*z + 1
*
[ -3 ] 
f(z) = 23/83*z^3 - 289/249*z + 1
*
[ -3 ] 
f(z) = 23/85*z^3 - 281/255*z + 1
*
-75/28 | 0.16875829677717654274731966994381460779 | 0.021460551985394819384736087932567599003
f(z) = 28/81*z^3 - 289/252*z + 1
*
[ 8/3 ] 
f(z) = 21/88*z^3 - 283/264*z + 1
*
[ -3 ] 
f(z) = 24/89*z^3 - 292/267*z + 1
*
[ -3 ] 
f(z) = 24/91*z^3 - 284/273*z + 1
*
-11/9 | 0.13559448560508189151649093000278007920 | 0.023929452028302929580828276156828642454
f(z) = 27/88*z^3 - 289/264*z + 1
*
[ -3 ] 
f(z) = 25/94*z^3 - 299/282*z + 1
*
[ -3 ] 
f(z) = 25/97*z^3 - 287/291*z + 1
*
[ -3 ] 
f(z) = 25/98*z^3 - 283/294*z + 1
*
[ 9 ] 
f(z) = 31/81*z^3 - 271/9*z + 1
*
[ -9 ] 
f(z) = 31/81*z^3 - 269/9*z + 1
*
[ 9 ] 
f(z) = 32/81*z^3 - 280/9*z + 1
*
[ -9 ] 
f(z) = 32/81*z^3 - 278/9*z + 1
*
[ 6 ] 
f(z) = 35/81*z^3 - 265/18*z + 1
*
[ -6 ] 
f(z) = 37/81*z^3 - 275/18*z + 1
*
[ 7 ] 
f(z) = 39/98*z^3 - 261/14*z + 1
*
[ -6 ] 
f(z) = 23/88*z^3 - 272/33*z + 1
*
-6 | 0.17156242965123364482539916962534387927 | 0.025603538904400432498221617970242033255
f(z) = 23/90*z^3 - 271/30*z + 1
*
[ -20/3 ] 
f(z) = 27/80*z^3 - 277/20*z + 1
*
[ -9/2 ] 
f(z) = 35/81*z^3 - 271/36*z + 1
*
[ 14/3 ] 
f(z) = 33/98*z^3 - 275/42*z + 1
*
[ 4 ] 
f(z) = 37/88*z^3 - 263/44*z + 1
*
[ 4 ] 
f(z) = 39/88*z^3 - 279/44*z + 1
*
[ -21/5 ] 
f(z) = 25/81*z^3 - 265/63*z + 1
*
45/16 | 0.11513755842608709603063840525158829636 | 0.014804967658920368070989354205833973667
f(z) = 32/81*z^3 - 265/72*z + 1
*
10/3 | 0.16182237162256401338487018576256061699 | 0.023180380826593338899652055864575223499
f(z) = 33/80*z^3 - 269/60*z + 1
*
[ 4 ] 
f(z) = 21/92*z^3 - 267/92*z + 1
*
1/3 | 0.14273858025469018690936433526726289175 | 0.025547203817407929403088166709522491184
f(z) = 27/88*z^3 - 267/88*z + 1
*
7/4 | 0.16737177965497064940309492435456960558 | 0.029935998820672918912404665090159105327
f(z) = 32/85*z^3 - 268/85*z + 1
*
[ 1/4 ] 
f(z) = 32/87*z^3 - 263/87*z + 1
*
[ 1/4 ] 
f(z) = 32/89*z^3 - 269/89*z + 1
*
[ 3 ] 
f(z) = 37/84*z^3 - 277/84*z + 1
*
[ 3 ] 
f(z) = 37/87*z^3 - 275/87*z + 1
*
[ 3 ] 
f(z) = 37/93*z^3 - 271/93*z + 1
*
[ 3 ] 
f(z) = 37/96*z^3 - 269/96*z + 1
*
[ 3 ] 
f(z) = 38/93*z^3 - 280/93*z + 1
*
8/3 | 0.15513760728847602046688899328344471539 | 0.024672566312382889182508969108446574208
f(z) = 21/80*z^3 - 269/120*z + 1
*
[ 33/10 ] 
f(z) = 25/99*z^3 - 271/132*z + 1
*
[ 21/8 ] 
f(z) = 32/81*z^3 - 265/126*z + 1
*
[ 8/3 ] 
f(z) = 33/80*z^3 - 277/120*z + 1
*
-63/20 | 0.20973927704207207147691300300503460184 | 0.026969333516018563270384442621807770136
f(z) = 25/81*z^3 - 265/144*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014785096590844105791629813097630068184
f(z) = 22/85*z^3 - 261/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.011191069636849948885101612784592974220
f(z) = 22/87*z^3 - 263/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014897414474802447219309562726869026034
f(z) = 22/89*z^3 - 265/178*z + 1
*
-2 | 0.076372945974080169955474793902108704831 | 0.013687570609313719564692569087654730439
f(z) = 23/81*z^3 - 265/162*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016177506989862233296599639416594411837
f(z) = 23/83*z^3 - 267/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.016234741347927232428054221551666447576
f(z) = 23/85*z^3 - 269/170*z + 1
*
-2 | 0.070914702784440201854223952716062271312 | 0.012658550282820396118714483285360901384
f(z) = 23/87*z^3 - 271/174*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016343832660676193685283476979191226429
f(z) = 23/89*z^3 - 273/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.014568936530074814555769277761240122310
f(z) = 24/83*z^3 - 275/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014628683430212760376141252512864638496
f(z) = 24/85*z^3 - 277/170*z + 1
*
[ 2/5 ] 
f(z) = 25/87*z^3 - 269/174*z + 1
*
[ 2/5 ] 
f(z) = 25/89*z^3 - 275/178*z + 1
*
[ 7/18 ] 
f(z) = 27/98*z^3 - 271/168*z + 1
*
-9/5 | 0.11118439811401371910222962512632471097 | 0.014269162211865131808113965395733196183
f(z) = 20/81*z^3 - 269/180*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.016670110986031031249680803633384267220
f(z) = 21/95*z^3 - 263/190*z + 1
*
-2 | 0.093274242571790364723361908074248384429 | 0.016716623471155981893957764796919282002
f(z) = 21/97*z^3 - 265/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014951023760080729968889649149091040805
f(z) = 22/91*z^3 - 267/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011366813599402199925039888972597730021
f(z) = 22/93*z^3 - 269/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.015053421079511422346215345767066000347
f(z) = 22/95*z^3 - 271/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015102584557846986454058388493546056890
f(z) = 22/97*z^3 - 273/194*z + 1
*
-2 | 0.092091807905373091001919659246554618145 | 0.016395862730391784662317387322488177686
f(z) = 23/91*z^3 - 275/182*z + 1
*
-2 | 0.072149728238119317016184921089774226959 | 0.012828859113390529655091455859880854326
f(z) = 23/93*z^3 - 277/186*z + 1
*
-2 | 0.092888426147663661251011262581842448558 | 0.016495281965335660248123307965185001784
f(z) = 23/95*z^3 - 279/190*z + 1
*
[ -13/4 ] 
f(z) = 24/91*z^3 - 269/182*z + 1
*
[ 14/5 ] 
f(z) = 25/91*z^3 - 275/182*z + 1
*
[ 8/3 ] 
f(z) = 27/92*z^3 - 269/184*z + 1
*
[ 8/3 ] 
f(z) = 25/96*z^3 - 265/216*z + 1
*
[ -8/3 ] 
f(z) = 35/96*z^3 - 263/216*z + 1
*
-5/3 | 0.16643060436942038935747139587732016610 | 0.029708510242431056854425610239468178422
f(z) = 21/80*z^3 - 271/240*z + 1
*
-5/3 | 0.16733657688148289649283904222794645918 | 0.029753921764536705448910691518019469754
f(z) = 21/85*z^3 - 277/255*z + 1
*
[ -3 ] 
f(z) = 22/83*z^3 - 262/249*z + 1
*
[ -3 ] 
f(z) = 23/86*z^3 - 277/258*z + 1
*
0 | 0.16643060436942038935747139587732016610 | 0.029592831847752877999705507975350708334
f(z) = 39/80*z^3 - 277/240*z + 1
*
[ -3 ] 
f(z) = 23/88*z^3 - 269/264*z + 1
*
[ -3 ] 
f(z) = 23/89*z^3 - 265/267*z + 1
*
[ 12/23 ] 
f(z) = 23/96*z^3 - 271/276*z + 1
*
-7/3 | 0.15451001118561313620111168928625955000 | 0.027508689333948948280560226825634930053
f(z) = 24/91*z^3 - 275/273*z + 1
*
[ 12/5 ] 
f(z) = 25/92*z^3 - 271/276*z + 1
*
[ -3 ] 
f(z) = 24/95*z^3 - 268/285*z + 1
*
[ 9 ] 
f(z) = 28/81*z^3 - 244/9*z + 1
*
[ -9 ] 
f(z) = 28/81*z^3 - 242/9*z + 1
*
[ 9 ] 
f(z) = 29/81*z^3 - 253/9*z + 1
*
[ -9 ] 
f(z) = 29/81*z^3 - 251/9*z + 1
*
[ 6 ] 
f(z) = 34/81*z^3 - 257/18*z + 1
*
[ -6 ] 
f(z) = 34/81*z^3 - 251/18*z + 1
*
[ -6 ] 
f(z) = 35/81*z^3 - 259/18*z + 1
*
[ 7 ] 
f(z) = 37/98*z^3 - 247/14*z + 1
*
[ -7 ] 
f(z) = 37/98*z^3 - 243/14*z + 1
*
[ -7 ] 
f(z) = 39/98*z^3 - 257/14*z + 1
*
[ 6 ] 
f(z) = 21/88*z^3 - 256/33*z + 1
*
[ -6 ] 
f(z) = 21/88*z^3 - 245/33*z + 1
*
[ 6 ] 
f(z) = 23/90*z^3 - 251/30*z + 1
*
[ -6 ] 
f(z) = 23/90*z^3 - 241/30*z + 1
*
6 | 0.12215051557834459410277333036073349741 | 0.017652615094696586690153450059122822023
f(z) = 25/96*z^3 - 253/24*z + 1
*
[ 6 ] 
f(z) = 29/96*z^3 - 241/24*z + 1
*
[ 9/2 ] 
f(z) = 31/81*z^3 - 251/36*z + 1
*
[ 6 ] 
f(z) = 31/96*z^3 - 259/24*z + 1
*
[ -6 ] 
f(z) = 31/96*z^3 - 251/24*z + 1
*
[ -14/3 ] 
f(z) = 33/98*z^3 - 257/42*z + 1
*
[ 4 ] 
f(z) = 35/88*z^3 - 247/44*z + 1
*
[ -4 ] 
f(z) = 37/88*z^3 - 241/44*z + 1
*
[ -4 ] 
f(z) = 39/88*z^3 - 257/44*z + 1
*
10/3 | 0.13702206967023392987092040553370865733 | 0.019801781792856832158574517307750166188
f(z) = 21/80*z^3 - 253/60*z + 1
*
15/4 | 0.084707817514277477733885566732359758588 | 0.010968710959850998541664292743582190204
f(z) = 22/81*z^3 - 251/72*z + 1
*
-10/3 | 0.14599492172226802882160513549546727099 | 0.021171931499973166858952367733825741648
f(z) = 27/80*z^3 - 247/60*z + 1
*
28/9 | 0.19421547873205404286241765885733468527 | 0.028265594270940654488222389794704150274
f(z) = 27/80*z^3 - 241/60*z + 1
*
6/7 | 0.22011189756710955592268810250277804983 | 0.028561431594452098478216801478608574719
f(z) = 28/81*z^3 - 247/63*z + 1
*
-9/16 | 0.092947240256896943616913902483803651873 | 0.012099320488220336356606442047029907351
f(z) = 32/81*z^3 - 241/72*z + 1
*
3/8 | 0.16661634256269720579184910798404510098 | 0.025245395736563233386218589276857891643
f(z) = 32/99*z^3 - 245/66*z + 1
*
[ 22/7 ] 
f(z) = 35/88*z^3 - 250/77*z + 1
*
12/5 | 0.15708857096432122095299566089944713703 | 0.020656245969050737234153208042237886265
f(z) = 35/96*z^3 - 251/60*z + 1
*
2/5 | 0.14697263726989268501416149312921915502 | 0.026637769280108397102394737224968427614
f(z) = 25/98*z^3 - 249/98*z + 1
*
[ -11/3 ] 
f(z) = 27/88*z^3 - 251/88*z + 1
*
-3 | 0.12074720231050612931829637450699728022 | 0.021916625754576866721305247721299562984
f(z) = 31/96*z^3 - 247/96*z + 1
*
[ 1/4 ] 
f(z) = 32/81*z^3 - 245/81*z + 1
*
[ 1/4 ] 
f(z) = 32/83*z^3 - 251/83*z + 1
*
[ 1/4 ] 
f(z) = 32/85*z^3 - 257/85*z + 1
*
[ 3 ] 
f(z) = 34/87*z^3 - 248/87*z + 1
*
[ 3 ] 
f(z) = 34/93*z^3 - 244/93*z + 1
*
[ 3 ] 
f(z) = 35/87*z^3 - 257/87*z + 1
*
[ 3 ] 
f(z) = 35/93*z^3 - 253/93*z + 1
*
[ 3 ] 
f(z) = 35/96*z^3 - 251/96*z + 1
*
4/7 | 0.11760584762755247216794949383337722318 | 0.015547612362247971746382409880922692452
f(z) = 35/96*z^3 - 241/84*z + 1
*
2 | 0.20022140630867523262647436497270918123 | 0.028869605144699577140473254254113011078
f(z) = 25/96*z^3 - 257/120*z + 1
*
[ -8/3 ] 
f(z) = 39/80*z^3 - 251/120*z + 1
*
[ 3/8 ] 
f(z) = 20/81*z^3 - 245/144*z + 1
*
-51/20 | 0.15839504144503908559415506808220670791 | 0.020618927091235106822197071737504405538
f(z) = 25/81*z^3 - 241/144*z + 1
*
[ 3/8 ] 
f(z) = 28/81*z^3 - 247/144*z + 1
*
[ 9/4 ] 
f(z) = 37/81*z^3 - 253/144*z + 1
*
-2 | 0.070668030907743171524057245577350049949 | 0.012884347727850766348155147066695283916
f(z) = 20/81*z^3 - 241/162*z + 1
*
-2 | 0.084682839159031423724513815334441743237 | 0.015416328404936324844596132741785865478
f(z) = 20/83*z^3 - 243/166*z + 1
*
-2 | 0.065210821334524093144987601594038183886 | 0.011836308742475829202314084060348131741
f(z) = 20/87*z^3 - 247/174*z + 1
*
-2 | 0.085975353268948866591964617508117275948 | 0.015582435388626032813645456538478583136
f(z) = 20/89*z^3 - 249/178*z + 1
*
[ 33/10 ] 
f(z) = 20/99*z^3 - 248/165*z + 1
*
-2 | 0.090387754225368422155931363659200398118 | 0.016358433457144072188884638924485863044
f(z) = 21/83*z^3 - 251/166*z + 1
*
-2 | 0.090828692164140987551761395655643800379 | 0.016414657299865639282407583113596543805
f(z) = 21/85*z^3 - 253/170*z + 1
*
-2 | 0.091680268335285865023382165832875930829 | 0.016521717657619216790955611462889675749
f(z) = 21/89*z^3 - 257/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012221174205653179248170555310092343028
f(z) = 22/81*z^3 - 257/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014726213022360257973280380113392376232
f(z) = 22/83*z^3 - 259/166*z + 1
*
[ 2/5 ] 
f(z) = 25/81*z^3 - 251/162*z + 1
*
[ 2/5 ] 
f(z) = 25/83*z^3 - 257/166*z + 1
*
-3 | 0.14265772557512815052068202243083095625 | 0.018570336645643265707647619944805314234
f(z) = 20/81*z^3 - 241/180*z + 1
*
-2 | 0.086386892839036092570502110921795963264 | 0.015634355009565983475444545672834701447
f(z) = 20/91*z^3 - 251/182*z + 1
*
-2 | 0.066445846788203208306948569967750139533 | 0.012008163698500709305694473786809521447
f(z) = 20/93*z^3 - 253/186*z + 1
*
-2 | 0.087569327505453366291944359749489729548 | 0.015780884270774400551046525931225097119
f(z) = 20/97*z^3 - 257/194*z + 1
*
-2 | 0.074384154897783007843898969727721862737 | 0.013386081784764248497037933749630011481
f(z) = 20/99*z^3 - 259/198*z + 1
*
[ 19/8 ] 
f(z) = 32/95*z^3 - 251/190*z + 1
*
[ 9/5 ] 
f(z) = 38/81*z^3 - 242/225*z + 1
*
[ -3 ] 
f(z) = 21/80*z^3 - 247/240*z + 1
*
[ -3 ] 
f(z) = 22/85*z^3 - 254/255*z + 1
*
[ -3 ] 
f(z) = 23/91*z^3 - 257/273*z + 1
*
[ 22/9 ] 
f(z) = 21/88*z^3 - 248/297*z + 1
*
[ -3 ] 
f(z) = 23/94*z^3 - 245/282*z + 1
*
[ -3 ] 
f(z) = 23/95*z^3 - 241/285*z + 1
*
[ -3 ] 
f(z) = 24/97*z^3 - 260/291*z + 1
*
19/9 | 0.16468381016798064309693551530599610710 | 0.029134741335348045639633354304643229650
f(z) = 27/95*z^3 - 256/285*z + 1
*
[ 5/9 ] 
f(z) = 27/95*z^3 - 253/285*z + 1
*
[ 9 ] 
f(z) = 26/81*z^3 - 226/9*z + 1
*
[ -9 ] 
f(z) = 26/81*z^3 - 224/9*z + 1
*
[ 6 ] 
f(z) = 31/81*z^3 - 233/18*z + 1
*
[ -6 ] 
f(z) = 31/81*z^3 - 227/18*z + 1
*
[ -6 ] 
f(z) = 32/81*z^3 - 235/18*z + 1
*
6 | 0.17891503518465494338279566544614069204 | 0.026134702689003009435313019194986918363
f(z) = 23/96*z^3 - 235/24*z + 1
*
-6 | 0.17940770507512571193097027912713830848 | 0.026339930723784652940893457923847360028
f(z) = 23/96*z^3 - 227/24*z + 1
*
[ 27/5 ] 
f(z) = 25/81*z^3 - 221/27*z + 1
*
[ 9/2 ] 
f(z) = 29/81*z^3 - 233/36*z + 1
*
[ -6 ] 
f(z) = 29/96*z^3 - 233/24*z + 1
*
[ -9/2 ] 
f(z) = 31/81*z^3 - 235/36*z + 1
*
24/5 | 0.16110704423950878267156915688782316299 | 0.021148874891538002648074361788896268671
f(z) = 20/81*z^3 - 226/45*z + 1
*
-22/5 | 0.14325298571319000212938501117759066001 | 0.023517599413991318712141353120671964229
f(z) = 25/84*z^3 - 221/42*z + 1
*
[ -4 ] 
f(z) = 35/88*z^3 - 225/44*z + 1
*
6/5 | 0.17898607037614398854036782150809793776 | 0.023893202174089715437160579714110190003
f(z) = 35/88*z^3 - 224/55*z + 1
*
0 | 0.14052511040855362118261035099448587053 | 0.023069768757294220249845583641245525792
f(z) = 37/90*z^3 - 221/45*z + 1
*
[ 7/2 ] 
f(z) = 39/98*z^3 - 233/56*z + 1
*
4/3 | 0.15410385747886093038717384207925334778 | 0.022684128318504719858769055845491979449
f(z) = 21/80*z^3 - 223/60*z + 1
*
-22/7 | 0.21660183476831499802061823897101479939 | 0.028747001681069130930402288232806885781
f(z) = 21/88*z^3 - 234/77*z + 1
*
-22/7 | 0.22057884100546977137467847659191329727 | 0.029393301144606550580548178408148682456
f(z) = 21/88*z^3 - 227/77*z + 1
*
10/3 | 0.16746655778098865372435958789954260733 | 0.024651121314619482701016526696080024163
f(z) = 27/80*z^3 - 223/60*z + 1
*
[ 3/14 ] 
f(z) = 28/81*z^3 - 232/63*z + 1
*
-3/4 | 0.16647415222837276922412490254542417583 | 0.025624121580299675074578058771168404595
f(z) = 32/99*z^3 - 221/66*z + 1
*
[ 10/3 ] 
f(z) = 33/80*z^3 - 233/60*z + 1
*
-2/3 | 0.080258788783303905311252513175289922793 | 0.011829802745055785460566347236849382207
f(z) = 33/80*z^3 - 221/60*z + 1
*
-3/7 | 0.17334550001083428705455410094563371427 | 0.022626840393699536904016111121555608707
f(z) = 35/81*z^3 - 236/63*z + 1
*
-2/3 | 0.16457733136634444402208543692081046957 | 0.024225826427111602404230012965539877742
f(z) = 39/80*z^3 - 223/60*z + 1
*
[ 18/5 ] 
f(z) = 20/81*z^3 - 223/90*z + 1
*
[ -4 ] 
f(z) = 21/92*z^3 - 221/92*z + 1
*
3 | 0.11552791187939500051518203121543365599 | 0.021095349358921435386000285531087821784
f(z) = 23/96*z^3 - 239/96*z + 1
*
0 | 0.071548222071158461185352112923931958608 | 0.013254180362337335925911683238239091507
f(z) = 23/99*z^3 - 221/99*z + 1
*
[ 7/2 ] 
f(z) = 24/91*z^3 - 229/91*z + 1
*
[ -18/5 ] 
f(z) = 25/88*z^3 - 238/99*z + 1
*
0 | 0.072072488857998996809503843305976243559 | 0.013351299848323397859683794812174452404
f(z) = 25/98*z^3 - 221/98*z + 1
*
0 | 0.071542069316587439779157998787763980682 | 0.013230959240872917191755816922965412820
f(z) = 25/99*z^3 - 223/99*z + 1
*
0 | 0.071708675781637414191471854941360003334 | 0.013250806703638099110812452583356597929
f(z) = 26/99*z^3 - 224/99*z + 1
*
8/3 | 0.13892865880068866647648846860429219465 | 0.025651049368313589024726551229688562454
f(z) = 27/88*z^3 - 225/88*z + 1
*
0 | 0.085082757565724364400552599370753907668 | 0.015761428891686130785060656793677682937
f(z) = 27/97*z^3 - 221/97*z + 1
*
0 | 0.072428116434232313993112011147066893209 | 0.013394824410150794895723098569252098352
f(z) = 27/98*z^3 - 223/98*z + 1
*
0 | 0.085034640584285552817152828113911471415 | 0.015739351912739436562556183012558266904
f(z) = 28/97*z^3 - 222/97*z + 1
*
0 | 0.071898165073230401495523354641168860887 | 0.013264034838421452303536657304496400770
f(z) = 28/99*z^3 - 226/99*z + 1
*
-3 | 0.13296439329551007863270367350699058785 | 0.024392488592432102229904552416791722642
f(z) = 29/84*z^3 - 233/84*z + 1
*
0 | 0.084732517776637226836972611083186962076 | 0.015670395052709152064772220007297937487
f(z) = 29/97*z^3 - 223/97*z + 1
*
0 | 0.072072232572740347341181067994423703507 | 0.013307034068904271704893977022593494564
f(z) = 29/98*z^3 - 225/98*z + 1
*
0 | 0.071710904919828585102790446006657116670 | 0.013218721774163224899708902942367710022
f(z) = 29/99*z^3 - 227/99*z + 1
*
0 | 0.084765822252325953603281247974658090836 | 0.015663593191441144604171270995226577189
f(z) = 30/97*z^3 - 224/97*z + 1
*
[ 3 ] 
f(z) = 31/84*z^3 - 223/84*z + 1
*
[ 3 ] 
f(z) = 31/87*z^3 - 221/87*z + 1
*
0 | 0.084471972262223430991240823415540425845 | 0.015648282005000184027029769478450335675
f(z) = 31/95*z^3 - 221/95*z + 1
*
0 | 0.084722218524996052238987286461973747731 | 0.015642660259863915566305217996101759091
f(z) = 31/97*z^3 - 225/97*z + 1
*
0 | 0.072086796657083767519044699202867244765 | 0.013288011212046321675069876165751179771
f(z) = 31/98*z^3 - 227/98*z + 1
*
0 | 0.071536750249806406617125703748435836968 | 0.013165331278084094880764177362693871992
f(z) = 31/99*z^3 - 229/99*z + 1
*
[ 3 ] 
f(z) = 32/87*z^3 - 230/87*z + 1
*
[ 3 ] 
f(z) = 32/93*z^3 - 226/93*z + 1
*
0 | 0.086580712081449417293890495292265320980 | 0.016025519564050882937559171748765003796
f(z) = 32/95*z^3 - 222/95*z + 1
*
0 | 0.084728497830263298457094586015291818843 | 0.015631021262963566026498379944149563270
f(z) = 32/97*z^3 - 226/97*z + 1
*
-13/4 | 0.12707098573491287876009609798645604066 | 0.023203109913896135482301709091716112559
f(z) = 32/99*z^3 - 239/99*z + 1
*
0 | 0.071686265610280439544884326578126178362 | 0.013182276597667932127969036442475069719
f(z) = 32/99*z^3 - 230/99*z + 1
*
0 | 0.077001935184754292985897579740150002704 | 0.014264470976968580807601592983414186800
f(z) = 33/94*z^3 - 221/94*z + 1
*
0 | 0.089321994361740848079847066436115191832 | 0.016519170859930143634062533674989568765
f(z) = 33/95*z^3 - 223/95*z + 1
*
0 | 0.088030817476822086162071078364871938491 | 0.016227028303145811514565117616400079830
f(z) = 33/97*z^3 - 227/97*z + 1
*
0 | 0.074281060134650653016413337233969374414 | 0.013670382858391142618585954344086142356
f(z) = 33/98*z^3 - 229/98*z + 1
*
0 | 0.091190535467132481782138053215814929887 | 0.016850794489021244555326103778705825420
f(z) = 34/95*z^3 - 224/95*z + 1
*
0 | 0.090318087489544204277576177840221879802 | 0.016635169993209155815453881670331218338
f(z) = 34/97*z^3 - 228/97*z + 1
*
0 | 0.075666101886597944277919177199547498546 | 0.013892004832142211094927443473755492721
f(z) = 34/99*z^3 - 232/99*z + 1
*
0 | 0.072981858302325879802351977730468292103 | 0.013519758913862716222891717131196425083
f(z) = 35/93*z^3 - 221/93*z + 1
*
0 | 0.080192579183040993019129046088325067688 | 0.014830780780131623559803991930731097083
f(z) = 35/94*z^3 - 223/94*z + 1
*
12/7 | 0.21655759600570942672556712903914892913 | 0.028925975864897872391352028412340367945
f(z) = 35/96*z^3 - 223/84*z + 1
*
0 | 0.092026574146389414305014529063834635653 | 0.016936194764140329479606080190808392638
f(z) = 35/97*z^3 - 229/97*z + 1
*
0 | 0.077672798727520198926918727422399358064 | 0.014249174609419955378781062018657728696
f(z) = 35/99*z^3 - 233/99*z + 1
*
[ 17/6 ] 
f(z) = 36/85*z^3 - 234/85*z + 1
*
[ -19/6 ] 
f(z) = 36/95*z^3 - 236/95*z + 1
*
0 | 0.094031532799223766106786834409864895373 | 0.017347278970036652469095238904660126444
f(z) = 36/95*z^3 - 226/95*z + 1
*
0 | 0.093455376873130003531225260747670292746 | 0.017185364825367963208411838008232201912
f(z) = 36/97*z^3 - 230/97*z + 1
*
[ -3 ] 
f(z) = 37/84*z^3 - 221/84*z + 1
*
0 | 0.070223039054990869668024158934255808079 | 0.013008692575206540157743711580512849202
f(z) = 37/92*z^3 - 221/92*z + 1
*
0 | 0.075329220399038667056726614521523968710 | 0.013931353317946701135408038225768282765
f(z) = 37/93*z^3 - 223/93*z + 1
*
0 | 0.082609029517898628398276543965306627613 | 0.015252492269950484554412100207051055176
f(z) = 37/94*z^3 - 225/94*z + 1
*
0 | 0.095207927153012676557839073789171842241 | 0.017550010017827608454580387810935664250
f(z) = 37/95*z^3 - 227/95*z + 1
*
0 | 0.094707473870677414293530211587347926325 | 0.017401728222289888313720496941810528069
f(z) = 37/97*z^3 - 231/97*z + 1
*
0 | 0.081606181186896887078931209316052681018 | 0.014970758669573435943720049305454596578
f(z) = 37/98*z^3 - 233/98*z + 1
*
0 | 0.080600540049204139810564689788280188161 | 0.014763124387445193725292581246801146091
f(z) = 37/99*z^3 - 235/99*z + 1
*
[ -3 ] 
f(z) = 38/87*z^3 - 226/87*z + 1
*
0 | 0.076351922793042328570094779082830274169 | 0.014108816811267601493989761006746847123
f(z) = 38/93*z^3 - 224/93*z + 1
*
0 | 0.095833528391415330893350144630029017081 | 0.017594666651257533037580638869018461512
f(z) = 38/97*z^3 - 232/97*z + 1
*
0 | 0.081793833514677528614556864824374944658 | 0.014970049670900172338450571673512029929
f(z) = 38/99*z^3 - 236/99*z + 1
*
0 | 0.072155864292706121063332118549048206511 | 0.013344474217289680060326916376564863133
f(z) = 39/92*z^3 - 223/92*z + 1
*
0 | 0.084621312437157160026756986530908071960 | 0.015598542321030195775000742912188493127
f(z) = 39/94*z^3 - 227/94*z + 1
*
0 | 0.097264359721576513650595211100997151102 | 0.017900135424292067686405168452427872513
f(z) = 39/95*z^3 - 229/95*z + 1
*
0 | 0.096863157949457073856929904057226556649 | 0.017769670636995002158049807643334255656
f(z) = 39/97*z^3 - 233/97*z + 1
*
0 | 0.083818092681928474336397032641047488903 | 0.015352464480092999052836730211949255868
f(z) = 39/98*z^3 - 235/98*z + 1
*
-9/13 | 0.16962383509094461038759361633342978414 | 0.022104603709915319095261237929876126385
f(z) = 26/81*z^3 - 239/117*z + 1
*
[ 9/4 ] 
f(z) = 35/81*z^3 - 235/144*z + 1
*
-22/13 | 0.21922364291734230178687063962657844831 | 0.028997527728920722012992833220141910195
f(z) = 39/88*z^3 - 240/143*z + 1
*
[ -10/3 ] 
f(z) = 21/88*z^3 - 223/165*z + 1
*
[ 14/5 ] 
f(z) = 25/96*z^3 - 235/168*z + 1
*
[ 5/2 ] 
f(z) = 26/85*z^3 - 223/170*z + 1
*
6/5 | 0.17108261693720620612299267012420052863 | 0.022731670201704349524722744664350506971
f(z) = 35/88*z^3 - 232/165*z + 1
*
8/7 | 0.19654481383672413595973598588538480745 | 0.028855933352531556568845572241742830615
f(z) = 35/96*z^3 - 227/168*z + 1
*
[ 2 ] 
f(z) = 38/81*z^3 - 223/162*z + 1
*
[ 2 ] 
f(z) = 38/83*z^3 - 221/166*z + 1
*
[ -5/2 ] 
f(z) = 38/85*z^3 - 237/170*z + 1
*
[ 2 ] 
f(z) = 39/83*z^3 - 229/166*z + 1
*
[ 2 ] 
f(z) = 39/85*z^3 - 227/170*z + 1
*
[ 2 ] 
f(z) = 39/89*z^3 - 223/178*z + 1
*
[ 9/20 ] 
f(z) = 20/81*z^3 - 229/180*z + 1
*
-12/11 | 0.14225848049429720875566555052005883521 | 0.018642311145322811895936636161668873674
f(z) = 22/81*z^3 - 229/198*z + 1
*
[ 8/3 ] 
f(z) = 23/96*z^3 - 233/216*z + 1
*
[ 33/14 ] 
f(z) = 28/99*z^3 - 230/231*z + 1
*
[ 9/5 ] 
f(z) = 37/81*z^3 - 233/225*z + 1
*
-1 | 0.12837525059518799854137768872353549322 | 0.023423409640879455568909691205646834519
f(z) = 21/80*z^3 - 223/240*z + 1
*
[ -3 ] 
f(z) = 21/82*z^3 - 239/246*z + 1
*
[ -3 ] 
f(z) = 21/83*z^3 - 235/249*z + 1
*
[ -3 ] 
f(z) = 21/85*z^3 - 227/255*z + 1
*
[ -3 ] 
f(z) = 21/86*z^3 - 223/258*z + 1
*
[ -17/6 ] 
f(z) = 24/85*z^3 - 233/255*z + 1
*
[ 5/3 ] 
f(z) = 39/80*z^3 - 229/240*z + 1
*
[ 5/3 ] 
f(z) = 39/85*z^3 - 223/255*z + 1
*
[ -3 ] 
f(z) = 22/89*z^3 - 238/267*z + 1
*
[ -3 ] 
f(z) = 22/91*z^3 - 230/273*z + 1
*
[ 7/3 ] 
f(z) = 24/91*z^3 - 236/273*z + 1
*
[ 33/16 ] 
f(z) = 32/99*z^3 - 227/264*z + 1
*
[ -3 ] 
f(z) = 23/97*z^3 - 233/291*z + 1
*
[ -3 ] 
f(z) = 23/98*z^3 - 229/294*z + 1
*
[ 3/5 ] 
f(z) = 25/97*z^3 - 221/291*z + 1
*
[ 3/5 ] 
f(z) = 25/98*z^3 - 223/294*z + 1
*
-19/9 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = 27/95*z^3 - 226/285*z + 1
*
[ 9 ] 
f(z) = 25/81*z^3 - 217/9*z + 1
*
[ -9 ] 
f(z) = 25/81*z^3 - 215/9*z + 1
*
[ 6 ] 
f(z) = 28/81*z^3 - 209/18*z + 1
*
[ -6 ] 
f(z) = 28/81*z^3 - 203/18*z + 1
*
[ 6 ] 
f(z) = 29/81*z^3 - 217/18*z + 1
*
[ -6 ] 
f(z) = 29/81*z^3 - 211/18*z + 1
*
[ 7 ] 
f(z) = 31/98*z^3 - 205/14*z + 1
*
[ -7 ] 
f(z) = 31/98*z^3 - 201/14*z + 1
*
[ 7 ] 
f(z) = 33/98*z^3 - 219/14*z + 1
*
[ -7 ] 
f(z) = 33/98*z^3 - 215/14*z + 1
*
[ -27/5 ] 
f(z) = 25/81*z^3 - 211/27*z + 1
*
[ 6 ] 
f(z) = 25/96*z^3 - 205/24*z + 1
*
[ 28/5 ] 
f(z) = 25/98*z^3 - 201/28*z + 1
*
-14/3 | 0.18434991465163273073570316209368736648 | 0.024744690700853295075921446925899948017
f(z) = 27/88*z^3 - 215/33*z + 1
*
[ -9/2 ] 
f(z) = 29/81*z^3 - 217/36*z + 1
*
6/5 | 0.13703592842403503696318751424042359800 | 0.018152659557930567162440516860969941440
f(z) = 20/81*z^3 - 211/45*z + 1
*
-7/9 | 0.18177678049606015846515629785935637012 | 0.025007398250396030239031379961456404604
f(z) = 27/98*z^3 - 205/42*z + 1
*
0 | 0.13077917804842942255141047621251766562 | 0.021534368357435672198475201258217869288
f(z) = 29/90*z^3 - 217/45*z + 1
*
[ 4 ] 
f(z) = 31/88*z^3 - 215/44*z + 1
*
0 | 0.15542777934995862150649785443553070525 | 0.025573696694643124240071286696077317545
f(z) = 31/90*z^3 - 218/45*z + 1
*
[ 15/4 ] 
f(z) = 32/81*z^3 - 217/45*z + 1
*
[ 27/8 ] 
f(z) = 32/81*z^3 - 205/54*z + 1
*
[ 7/2 ] 
f(z) = 37/98*z^3 - 219/56*z + 1
*
[ -7/2 ] 
f(z) = 39/98*z^3 - 201/56*z + 1
*
-6/7 | 0.088449321492008426677012153896594456838 | 0.011940802993639003862492111273884104859
f(z) = 21/88*z^3 - 206/77*z + 1
*
-3/4 | 0.20192187033870307690978831876232986839 | 0.026850475051320872845599680069315724576
f(z) = 26/81*z^3 - 205/72*z + 1
*
20/9 | 0.19097793686967353127300257253929779423 | 0.028225321558045781288593919469823015460
f(z) = 27/80*z^3 - 217/60*z + 1
*
9/4 | 0.16893810314415691303533980708489478903 | 0.022406895014548039779045572857399174559
f(z) = 34/81*z^3 - 209/72*z + 1
*
[ -22/7 ] 
f(z) = 35/88*z^3 - 201/77*z + 1
*
0 | 0.083535527626972361477742771862627526645 | 0.015736871685629055351165271105484373759
f(z) = 20/91*z^3 - 202/91*z + 1
*
0 | 0.063596544090251146400727959652019589310 | 0.011936565730036362950599386901495295488
f(z) = 20/93*z^3 - 206/93*z + 1
*
0 | 0.084717026792906003716228585933760948404 | 0.015787813168702919852607715519904967177
f(z) = 20/97*z^3 - 214/97*z + 1
*
0 | 0.071531697364614508628190195565342535296 | 0.013284754936252489502269967420037601636
f(z) = 20/99*z^3 - 218/99*z + 1
*
0 | 0.058066716670294815685225840253305947671 | 0.010908624424501566926152149940268981306
f(z) = 21/92*z^3 - 205/92*z + 1
*
0 | 0.071299681800651100601671859402311031035 | 0.013346166383061562654951893169648508191
f(z) = 21/94*z^3 - 209/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015757340991657527087849557363811479921
f(z) = 21/95*z^3 - 211/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015774079267416065743450334620483589183
f(z) = 21/97*z^3 - 215/97*z + 1
*
18/11 | 0.22284113479142187537740325470792048766 | 0.029445716235722085009083127080805865803
f(z) = 22/81*z^3 - 215/99*z + 1
*
0 | 0.083534435305867593354793336759416635823 | 0.015707512316863786492461401338189872039
f(z) = 22/91*z^3 - 204/91*z + 1
*
0 | 0.063613659327728156516353467409499615605 | 0.011918164962541662686718652524989915772
f(z) = 22/93*z^3 - 208/93*z + 1
*
0 | 0.084339984015679478451223878154096746246 | 0.015745099526254466054024797457575198592
f(z) = 22/95*z^3 - 212/95*z + 1
*
0 | 0.084717891956327916748534292890910121442 | 0.015760651919949014519817941935509708520
f(z) = 22/97*z^3 - 216/97*z + 1
*
0 | 0.083126200092428475296956288910054841438 | 0.015674414640219381004818538103704191964
f(z) = 23/89*z^3 - 201/89*z + 1
*
0 | 0.056931287275000261891304000995225503939 | 0.010715053679373364339638671234292723009
f(z) = 23/90*z^3 - 203/90*z + 1
*
0 | 0.083544896275922881405185785546438846540 | 0.015695047840102979905136207433785987090
f(z) = 23/91*z^3 - 205/91*z + 1
*
0 | 0.063593389255034709091239795805370812093 | 0.011903670990194266736654620379162704122
f(z) = 23/93*z^3 - 209/93*z + 1
*
0 | 0.071302823177656858170543811525920820462 | 0.013323003226048746743182776785783061498
f(z) = 23/94*z^3 - 211/94*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015729613485259328482052401516752956835
f(z) = 23/95*z^3 - 213/95*z + 1
*
0 | 0.084735926812034090027150337120565570429 | 0.015750472777379326438109185102417231922
f(z) = 23/97*z^3 - 217/97*z + 1
*
0 | 0.072094486112587895785072658310124892286 | 0.013377904345511973776617882523816358463
f(z) = 23/98*z^3 - 219/98*z + 1
*
0 | 0.083438496135432044626611545095152910535 | 0.015718592371722595613820771656549805348
f(z) = 24/89*z^3 - 202/89*z + 1
*
0 | 0.083746606311087527287021229220371131687 | 0.015718572214885689523895995774807992449
f(z) = 24/91*z^3 - 206/91*z + 1
*
0 | 0.084341484168418359174735564375811387912 | 0.015717827275468151965566341161492701798
f(z) = 24/95*z^3 - 214/95*z + 1
*
0 | 0.084716869972284867076235585587110402107 | 0.015733484567149510614320583172999266217
f(z) = 24/97*z^3 - 218/97*z + 1
*
4/5 | 0.063359066513504627108816111962221801110 | 0.011902864499938442312439987936813668705
f(z) = 25/84*z^3 - 205/84*z + 1
*
0 | 0.083491581428354851834850092120725800168 | 0.015713974153776771313708438642260093158
f(z) = 25/89*z^3 - 203/89*z + 1
*
0 | 0.083887543383680161329032111329785214175 | 0.015730726977319862004591093416923073743
f(z) = 25/91*z^3 - 207/91*z + 1
*
0 | 0.058400452145742284988417284738290103504 | 0.010931635759081095825570821500482326592
f(z) = 25/92*z^3 - 209/92*z + 1
*
0 | 0.063899491478934174921534832524429821641 | 0.011939683355812543117361551775671074715
f(z) = 25/93*z^3 - 211/93*z + 1
*
0 | 0.071562773177600295659924861990091388637 | 0.013348045763167405518504394764390586175
f(z) = 25/94*z^3 - 213/94*z + 1
*
0 | 0.084717566964922687951551736362865855612 | 0.015720252246077886467552892907825532002
f(z) = 25/97*z^3 - 219/97*z + 1
*
0 | 0.083342702258290834558235094178810851874 | 0.015671459529826507914302227715622414883
f(z) = 26/89*z^3 - 204/89*z + 1
*
0 | 0.063961318773074750710098012316071213597 | 0.011940686753335480864269559560104431708
f(z) = 26/93*z^3 - 212/93*z + 1
*
0 | 0.084678596077679706711742170489153400372 | 0.015753341437464603092284351068809521077
f(z) = 26/95*z^3 - 216/95*z + 1
*
0 | 0.085013125609924967780233984323379110856 | 0.015761771623889419689855812550665010472
f(z) = 26/97*z^3 - 220/97*z + 1
*
5/3 | 0.092675580375851629112110222174739471367 | 0.017442497193109997003931010176930107146
f(z) = 27/80*z^3 - 203/80*z + 1
*
0 | 0.054427566540496602754324719057438907282 | 0.010243827691828421870158192230471888035
f(z) = 27/88*z^3 - 203/88*z + 1
*
0 | 0.083128261676017449414309694831578159939 | 0.015616777349997141477792394753773202810
f(z) = 27/89*z^3 - 205/89*z + 1
*
0 | 0.083536354248551558436223631694355364218 | 0.015636676836128035927646723191272238972
f(z) = 27/91*z^3 - 209/91*z + 1
*
0 | 0.058208451706459732547361989561583123437 | 0.010876306930178839854628447692631289526
f(z) = 27/92*z^3 - 211/92*z + 1
*
0 | 0.071637911634256408974310036892226911824 | 0.013338808398381515234600166030162922080
f(z) = 27/94*z^3 - 215/94*z + 1
*
0 | 0.084692840489363063643749088185725013072 | 0.015742464014416094122519352968861187764
f(z) = 27/95*z^3 - 217/95*z + 1
*
0 | 0.062478125826050484899368667337049847002 | 0.011769965153912304444023048486448586337
f(z) = 28/87*z^3 - 202/87*z + 1
*
0 | 0.083122895735780367376255843345737948507 | 0.015601506698430779456656158715563161230
f(z) = 28/89*z^3 - 206/89*z + 1
*
0 | 0.063593670692348722630837556618852800155 | 0.011851277477633256742353478376134203342
f(z) = 28/93*z^3 - 214/93*z + 1
*
0 | 0.084331053548158163603884940094704466236 | 0.015661831344400178895876379851831399205
f(z) = 28/95*z^3 - 218/95*z + 1
*
[ 3 ] 
f(z) = 29/84*z^3 - 205/84*z + 1
*
0 | 0.072035104242805026171837523207365833246 | 0.013583059147389041043412110762892141476
f(z) = 29/86*z^3 - 201/86*z + 1
*
0 | 0.083275585214641329418934072433432132538 | 0.015615971597791568287314950606983500979
f(z) = 29/89*z^3 - 207/89*z + 1
*
0 | 0.057065198284273069338958551145406900565 | 0.010681697473961976939193006225886204276
f(z) = 29/90*z^3 - 209/90*z + 1
*
0 | 0.083536011861618764254315863476900158937 | 0.015608786664036922797180585509503712998
f(z) = 29/91*z^3 - 211/91*z + 1
*
0 | 0.058066123549054829982686859511406209404 | 0.010830621005966257661440233402361207834
f(z) = 29/92*z^3 - 213/92*z + 1
*
0 | 0.063594383902866129797639171781857128929 | 0.011841122706427620547247903384792040330
f(z) = 29/93*z^3 - 215/93*z + 1
*
0 | 0.071349380740614476309034121074157947340 | 0.013262219713850139511530853784482331786
f(z) = 29/94*z^3 - 217/94*z + 1
*
0 | 0.084333046284538148692467372918841846165 | 0.015648900313933974870352940030629038894
f(z) = 29/95*z^3 - 219/95*z + 1
*
0 | 0.085458836227023308718799007318085023248 | 0.016010908952954107907256982467480135610
f(z) = 30/89*z^3 - 208/89*z + 1
*
0 | 0.083552485530948638564391272509973611562 | 0.015598084534924179121753861556236525956
f(z) = 30/91*z^3 - 212/91*z + 1
*
0 | 0.090144404705289330399444368558174370378 | 0.016997778982743938025823294126809694105
f(z) = 31/85*z^3 - 201/85*z + 1
*
0 | 0.076908186679170091994696244614840932700 | 0.014474911566112506637912643071096440089
f(z) = 31/86*z^3 - 203/86*z + 1
*
0 | 0.068965937979974572858734330659295395935 | 0.012956191750581223165251638783350799135
f(z) = 31/87*z^3 - 205/87*z + 1
*
0 | 0.060309209490163816572897214770860926724 | 0.011309279905463540057573861985406338755
f(z) = 31/88*z^3 - 207/88*z + 1
*
0 | 0.088303219990802402075565174052254379722 | 0.016528958284166911299682155023658766330
f(z) = 31/89*z^3 - 209/89*z + 1
*
0 | 0.061297859440949731487533316369101477259 | 0.011453565829319988915972847235332054467
f(z) = 31/90*z^3 - 211/90*z + 1
*
0 | 0.086972345901517701660704498916823704963 | 0.016222273141126084052707143843282000648
f(z) = 31/91*z^3 - 213/91*z + 1
*
0 | 0.060357704971280830774512960981014857942 | 0.011238460803943441153886128253841004459
f(z) = 31/92*z^3 - 215/92*z + 1
*
0 | 0.071315999638264902532501140261212486829 | 0.013233447839205738193638552679663310782
f(z) = 31/94*z^3 - 219/94*z + 1
*
[ 3 ] 
f(z) = 31/96*z^3 - 215/96*z + 1
*
0 | 0.091676141387899264190987476234956455077 | 0.017270444260522432303614351721187652294
f(z) = 32/85*z^3 - 202/85*z + 1
*
0 | 0.070658670295286201598421566048682784367 | 0.013262070674465180533410714013792914851
f(z) = 32/87*z^3 - 206/87*z + 1
*
0 | 0.090239677297964480546494086657214188709 | 0.016876353576127956681332044092857860831
f(z) = 32/89*z^3 - 210/89*z + 1
*
[ -13/4 ] 
f(z) = 32/91*z^3 - 219/91*z + 1
*
0 | 0.089342849895823554540435204174316296544 | 0.016649878725829476150414826412641608578
f(z) = 32/91*z^3 - 214/91*z + 1
*
0 | 0.067877646815416613224788330362883054695 | 0.012606130384351581801573090319076192426
f(z) = 32/93*z^3 - 218/93*z + 1
*
0 | 0.093015838683309777473022770770272877702 | 0.017506537305388782101537886554920808447
f(z) = 33/85*z^3 - 203/85*z + 1
*
0 | 0.079901476513504577961223349911125628814 | 0.015010581762320417900866528510627295152
f(z) = 33/86*z^3 - 205/86*z + 1
*
0 | 0.091816495523857512564420572338603004664 | 0.017156003248580527016172912260625211243
f(z) = 33/89*z^3 - 211/89*z + 1
*
0 | 0.091111578956220203807393608695096779689 | 0.016964758838529274873227984688657255939
f(z) = 33/91*z^3 - 215/91*z + 1
*
0 | 0.065050914732262339013390260444958620114 | 0.012091478788057721482749114773851320564
f(z) = 33/92*z^3 - 217/92*z + 1
*
0 | 0.073375858006417791094448924220657177929 | 0.013747135272995338201558876881856792429
f(z) = 34/87*z^3 - 208/87*z + 1
*
0 | 0.093179759867959011298551438080889725476 | 0.017395362473399996449370026645053067901
f(z) = 34/89*z^3 - 212/89*z + 1
*
0 | 0.092589405454131257267597650008539088663 | 0.017225043696670888586567668273841658372
f(z) = 34/91*z^3 - 216/91*z + 1
*
0 | 0.071589328558658082791252363130047548690 | 0.013272946258047237999004680775259460391
f(z) = 34/93*z^3 - 220/93*z + 1
*
0 | 0.095734591020301957268362844133467439659 | 0.018051873818309133747512202452027918280
f(z) = 35/83*z^3 - 201/83*z + 1
*
0 | 0.082261564984053418537051803518129117609 | 0.015425820894201402293383704032288577905
f(z) = 35/86*z^3 - 207/86*z + 1
*
0 | 0.074526320070781281406778107990385110517 | 0.013950141746254811629464558992268598122
f(z) = 35/87*z^3 - 209/87*z + 1
*
0 | 0.066112791796083046146493404154354477347 | 0.012353240715135017972305100029313098152
f(z) = 35/88*z^3 - 211/88*z + 1
*
0 | 0.094395419648079896789850345106255345024 | 0.017606841173817872226590120162785537459
f(z) = 35/89*z^3 - 213/89*z + 1
*
0 | 0.067940295248806081689303908512586505528 | 0.012607049721180731986511469975271629457
f(z) = 35/92*z^3 - 219/92*z + 1
*
0 | 0.096710912411755567380682701130347883453 | 0.018218921487155369691310794375534155132
f(z) = 36/83*z^3 - 202/83*z + 1
*
0 | 0.096329360034058002474793772343593192691 | 0.018080255055166322543985251610585446119
f(z) = 36/85*z^3 - 206/85*z + 1
*
0 | 0.095500302393058546152484231185906185321 | 0.017797377797759248288225186352961458427
f(z) = 36/89*z^3 - 214/89*z + 1
*
0 | 0.095045879348996610166923984027081491968 | 0.017651772030739730457211897113250071733
f(z) = 36/91*z^3 - 218/91*z + 1
*
0 | 0.084958540276087332480100141120113329804 | 0.016019923754898865689030899975430764803
f(z) = 37/82*z^3 - 201/82*z + 1
*
0 | 0.097624341983321172380662635124448149949 | 0.018373905014863978776375401066095133606
f(z) = 37/83*z^3 - 203/83*z + 1
*
0 | 0.097273384911125867793633483391132116518 | 0.018240861497135633282683573863274889641
f(z) = 37/85*z^3 - 207/85*z + 1
*
0 | 0.084256173525433233641122780779065997382 | 0.015771415555746139022921802039532267470
f(z) = 37/86*z^3 - 209/86*z + 1
*
[ -3 ] 
f(z) = 37/87*z^3 - 217/87*z + 1
*
0 | 0.076560547564949388217868518685475370517 | 0.014305414242216248184215378687698596880
f(z) = 37/87*z^3 - 211/87*z + 1
*
0 | 0.061533706623369880522067797142525956282 | 0.011477402223467059112585773239277179803
f(z) = 37/88*z^3 - 213/88*z + 1
*
0 | 0.096517652717826405271413697744681355563 | 0.017971356887642425110754079120225060448
f(z) = 37/89*z^3 - 215/89*z + 1
*
0 | 0.069917254460198219932900559510859884672 | 0.012996020159043803360927844164708063625
f(z) = 37/90*z^3 - 217/90*z + 1
*
0 | 0.096107990640294897336464796842379040815 | 0.017833867400307807254211218844788406731
f(z) = 37/91*z^3 - 219/91*z + 1
*
[ -3 ] 
f(z) = 37/93*z^3 - 209/93*z + 1
*
[ -3 ] 
f(z) = 37/96*z^3 - 205/96*z + 1
*
0 | 0.098483951501901192051816040744685984291 | 0.018518565135028444597313837190880582867
f(z) = 38/83*z^3 - 204/83*z + 1
*
0 | 0.098158707733238712246894290579512794148 | 0.018390259004715438408674038774750592326
f(z) = 38/85*z^3 - 208/85*z + 1
*
0 | 0.077474384286757749347675133915053272467 | 0.014463387746237982588300285141555759528
f(z) = 38/87*z^3 - 212/87*z + 1
*
0 | 0.097463360923589695698928411205425357832 | 0.018131779143618331093625118653078786905
f(z) = 38/89*z^3 - 216/89*z + 1
*
0 | 0.097089659187767734573556097130878926756 | 0.018000808983080075259628463756842223674
f(z) = 38/91*z^3 - 220/91*z + 1
*
[ -3 ] 
f(z) = 38/93*z^3 - 218/93*z + 1
*
0 | 0.086608777843678760727278824130503194538 | 0.016300662572712504192532855970561807257
f(z) = 39/82*z^3 - 203/82*z + 1
*
0 | 0.099296795834907395931782703610726146382 | 0.018654256938097972746316997977278964380
f(z) = 39/83*z^3 - 205/83*z + 1
*
0 | 0.098993511830613869794314509485343587201 | 0.018530010883202581438150041834146298501
f(z) = 39/85*z^3 - 209/85*z + 1
*
0 | 0.086001940491085981144513167216483041299 | 0.016069547874062791006338226335791342287
f(z) = 39/86*z^3 - 211/86*z + 1
*
0 | 0.069990643035347851764342992659551428094 | 0.013032090911505410167596321136695493582
f(z) = 39/88*z^3 - 215/88*z + 1
*
0 | 0.098348914343569599758398260209521088118 | 0.018280816134688352310966487248749221548
f(z) = 39/89*z^3 - 217/89*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.013419333276725265550437178110297033240
f(z) = 39/94*z^3 - 203/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.013539472318061180641670340066326641562
f(z) = 39/98*z^3 - 205/98*z + 1
*
2 | 0.20022102607335303812638663092272262937 | 0.029756587498973709053645456580772746980
f(z) = 25/96*z^3 - 209/120*z + 1
*
[ 18/7 ] 
f(z) = 28/81*z^3 - 211/126*z + 1
*
12/7 | 0.12374583638690440658295417810386239072 | 0.018339273738080162614663811370216526524
f(z) = 21/80*z^3 - 213/140*z + 1
*
[ 20/7 ] 
f(z) = 21/80*z^3 - 209/140*z + 1
*
[ 2 ] 
f(z) = 36/83*z^3 - 205/166*z + 1
*
[ 2 ] 
f(z) = 36/85*z^3 - 203/170*z + 1
*
[ 2 ] 
f(z) = 37/81*z^3 - 215/162*z + 1
*
[ 2 ] 
f(z) = 37/83*z^3 - 213/166*z + 1
*
[ 2 ] 
f(z) = 37/85*z^3 - 211/170*z + 1
*
[ 2 ] 
f(z) = 37/87*z^3 - 209/174*z + 1
*
[ 2 ] 
f(z) = 37/89*z^3 - 207/178*z + 1
*
[ 9/19 ] 
f(z) = 38/81*z^3 - 208/171*z + 1
*
[ 2 ] 
f(z) = 38/85*z^3 - 219/170*z + 1
*
[ 2 ] 
f(z) = 38/87*z^3 - 217/174*z + 1
*
[ 2 ] 
f(z) = 38/89*z^3 - 215/178*z + 1
*
[ 1/2 ] 
f(z) = 22/95*z^3 - 201/190*z + 1
*
[ 1/2 ] 
f(z) = 22/97*z^3 - 205/194*z + 1
*
[ 5/2 ] 
f(z) = 26/95*z^3 - 211/190*z + 1
*
[ 1/2 ] 
f(z) = 26/95*z^3 - 203/190*z + 1
*
[ 1/2 ] 
f(z) = 26/97*z^3 - 207/194*z + 1
*
[ 1/2 ] 
f(z) = 26/99*z^3 - 211/198*z + 1
*
[ 1/2 ] 
f(z) = 30/97*z^3 - 209/194*z + 1
*
[ 1/2 ] 
f(z) = 34/93*z^3 - 203/186*z + 1
*
[ 1/2 ] 
f(z) = 34/95*z^3 - 207/190*z + 1
*
[ 1/2 ] 
f(z) = 34/97*z^3 - 211/194*z + 1
*
[ 1/2 ] 
f(z) = 34/99*z^3 - 215/198*z + 1
*
[ 2 ] 
f(z) = 37/91*z^3 - 205/182*z + 1
*
[ 2 ] 
f(z) = 37/93*z^3 - 203/186*z + 1
*
[ 2 ] 
f(z) = 37/95*z^3 - 201/190*z + 1
*
[ 2 ] 
f(z) = 38/91*z^3 - 213/182*z + 1
*
[ 1/2 ] 
f(z) = 38/91*z^3 - 201/182*z + 1
*
[ 2 ] 
f(z) = 38/93*z^3 - 211/186*z + 1
*
[ 1/2 ] 
f(z) = 38/93*z^3 - 205/186*z + 1
*
[ 1/2 ] 
f(z) = 38/97*z^3 - 213/194*z + 1
*
[ 2 ] 
f(z) = 38/97*z^3 - 207/194*z + 1
*
[ 1/2 ] 
f(z) = 38/99*z^3 - 217/198*z + 1
*
[ 2 ] 
f(z) = 38/99*z^3 - 205/198*z + 1
*
[ 2 ] 
f(z) = 39/95*z^3 - 217/190*z + 1
*
[ 2 ] 
f(z) = 39/97*z^3 - 215/194*z + 1
*
[ 8/15 ] 
f(z) = 25/96*z^3 - 205/216*z + 1
*
-33/13 | 0.16962406801482451806833553787429528496 | 0.022165704698342266923445817355855154658
f(z) = 26/81*z^3 - 211/234*z + 1
*
[ 20/11 ] 
f(z) = 33/80*z^3 - 201/220*z + 1
*
[ 9/5 ] 
f(z) = 34/81*z^3 - 206/225*z + 1
*
[ -3 ] 
f(z) = 20/83*z^3 - 208/249*z + 1
*
[ 21/10 ] 
f(z) = 25/81*z^3 - 211/252*z + 1
*
[ 5/9 ] 
f(z) = 27/80*z^3 - 217/240*z + 1
*
9/28 | 0.18948611172015889578214256766527566558 | 0.024523696795447769078815624147267132871
f(z) = 28/81*z^3 - 205/252*z + 1
*
[ 12/7 ] 
f(z) = 35/81*z^3 - 215/252*z + 1
*
[ -3 ] 
f(z) = 21/88*z^3 - 215/264*z + 1
*
[ -3 ] 
f(z) = 21/89*z^3 - 211/267*z + 1
*
[ 3/5 ] 
f(z) = 25/88*z^3 - 203/264*z + 1
*
[ 3/5 ] 
f(z) = 25/89*z^3 - 205/267*z + 1
*
[ 3/5 ] 
f(z) = 25/91*z^3 - 209/273*z + 1
*
[ 3/5 ] 
f(z) = 25/92*z^3 - 211/276*z + 1
*
[ 20/13 ] 
f(z) = 39/80*z^3 - 209/260*z + 1
*
[ -3 ] 
f(z) = 22/95*z^3 - 214/285*z + 1
*
[ -3 ] 
f(z) = 22/97*z^3 - 206/291*z + 1
*
[ 3/5 ] 
f(z) = 25/94*z^3 - 215/282*z + 1
*
[ 19/9 ] 
f(z) = 27/95*z^3 - 211/285*z + 1
*
[ 5/3 ] 
f(z) = 39/95*z^3 - 211/285*z + 1
*
[ 9 ] 
f(z) = 22/81*z^3 - 190/9*z + 1
*
[ -9 ] 
f(z) = 22/81*z^3 - 188/9*z + 1
*
[ 9 ] 
f(z) = 23/81*z^3 - 199/9*z + 1
*
[ -9 ] 
f(z) = 23/81*z^3 - 197/9*z + 1
*
[ 6 ] 
f(z) = 25/81*z^3 - 185/18*z + 1
*
[ 6 ] 
f(z) = 26/81*z^3 - 193/18*z + 1
*
[ -6 ] 
f(z) = 26/81*z^3 - 187/18*z + 1
*
[ 7 ] 
f(z) = 29/98*z^3 - 191/14*z + 1
*
[ -7 ] 
f(z) = 29/98*z^3 - 187/14*z + 1
*
[ 6 ] 
f(z) = 23/96*z^3 - 187/24*z + 1
*
[ 9/2 ] 
f(z) = 25/81*z^3 - 197/36*z + 1
*
[ -6 ] 
f(z) = 25/96*z^3 - 197/24*z + 1
*
[ -28/5 ] 
f(z) = 25/98*z^3 - 191/28*z + 1
*
2/9 | 0.13320305049320289516208823027380324960 | 0.018288459848906236283721409286225147622
f(z) = 27/88*z^3 - 182/33*z + 1
*
-15/4 | 0.21915475825159010069920779205454483822 | 0.029502548219427761612886731456709528896
f(z) = 28/81*z^3 - 187/36*z + 1
*
3 | 0.14417282108952474014420518897698594510 | 0.019436637456952151118014556687252128783
f(z) = 32/81*z^3 - 185/36*z + 1
*
4 | 0.16846190434610368027503016420947629211 | 0.025583483865700526638199720898882533416
f(z) = 39/80*z^3 - 181/20*z + 1
*
-9/10 | 0.10460245834816621665849418711128944880 | 0.014112276802082897582081455483044076601
f(z) = 20/81*z^3 - 184/45*z + 1
*
-2/5 | 0.097124576122347052032235892049625894329 | 0.016336031126502601340287751252468705866
f(z) = 25/84*z^3 - 191/42*z + 1
*
[ 4 ] 
f(z) = 27/88*z^3 - 183/44*z + 1
*
-35/9 | 0.11451468109519446039844735792254129624 | 0.016028577068034223989288423922385417594
f(z) = 27/98*z^3 - 181/42*z + 1
*
[ 4 ] 
f(z) = 29/88*z^3 - 199/44*z + 1
*
[ -4 ] 
f(z) = 31/88*z^3 - 193/44*z + 1
*
[ -15/4 ] 
f(z) = 32/81*z^3 - 193/45*z + 1
*
[ 7/2 ] 
f(z) = 33/98*z^3 - 191/56*z + 1
*
12/5 | 0.13850279491512091272639545537042707362 | 0.018645204959766011219720293064920251678
f(z) = 35/81*z^3 - 187/45*z + 1
*
2/5 | 0.19369551535111041619589054294382074980 | 0.026326066707739778902306138319004362055
f(z) = 35/88*z^3 - 196/55*z + 1
*
[ -7/2 ] 
f(z) = 37/98*z^3 - 187/56*z + 1
*
-4 | 0.15407462436607377970735996461241182207 | 0.023283246445607053726139918540374791921
f(z) = 21/80*z^3 - 187/60*z + 1
*
[ 2/7 ] 
f(z) = 21/88*z^3 - 194/77*z + 1
*
[ 18/5 ] 
f(z) = 25/96*z^3 - 191/72*z + 1
*
3 | 0.21325545923891446165489025281852377747 | 0.028647009158316110657786658472628752422
f(z) = 28/81*z^3 - 190/63*z + 1
*
[ -10/3 ] 
f(z) = 33/80*z^3 - 197/60*z + 1
*
[ 2/7 ] 
f(z) = 35/88*z^3 - 195/77*z + 1
*
4/3 | 0.068933821393653759514490360183396902588 | 0.010417050559425615104659416504710863097
f(z) = 39/80*z^3 - 187/60*z + 1
*
9/5 | 0.19620120464860297326518700610375296888 | 0.026228605718911171098979506319538551084
f(z) = 20/81*z^3 - 197/90*z + 1
*
0 | 0.067816653004494201895197343500533293704 | 0.013031622955616973411038498626826526490
f(z) = 20/81*z^3 - 182/81*z + 1
*
0 | 0.081831620342134302567035652483662122894 | 0.015659316352583182062957139825473102048
f(z) = 20/83*z^3 - 186/83*z + 1
*
0 | 0.062358363801355593929278827431658856446 | 0.011837517624514678216133432197221640564
f(z) = 20/87*z^3 - 194/87*z + 1
*
0 | 0.083124679567544202774236824476170197646 | 0.015718699355585871805617414440475658999
f(z) = 20/89*z^3 - 198/89*z + 1
*
0 | 0.055648886828080796966027793177624991438 | 0.010704803040837821092704159599231698941
f(z) = 21/80*z^3 - 181/80*z + 1
*
0 | 0.068771583585120656352035218337119756163 | 0.013173734873539741125389958670243359224
f(z) = 21/82*z^3 - 185/82*z + 1
*
0 | 0.081840779797826226635613287237503146352 | 0.015645016342068666565142281656139282641
f(z) = 21/83*z^3 - 187/83*z + 1
*
0 | 0.082272272075455906290571463652050093050 | 0.015664125869024633363583757658054260594
f(z) = 21/85*z^3 - 191/85*z + 1
*
0 | 0.069654905928368557835870497135315029443 | 0.013235608296916118429500804041251856072
f(z) = 21/86*z^3 - 193/86*z + 1
*
0 | 0.083145507921730566305844876753729276641 | 0.015707674255479543446404515771908941030
f(z) = 21/89*z^3 - 199/89*z + 1
*
0 | 0.068148962226267873645478742928297192074 | 0.013068034851020625593461660420745919769
f(z) = 22/81*z^3 - 184/81*z + 1
*
0 | 0.082075314869736163906872311597514589565 | 0.015673870817691619298841674730244949227
f(z) = 22/83*z^3 - 188/83*z + 1
*
0 | 0.082274879872942654710662158257923652113 | 0.015649063679766925241997888291325491980
f(z) = 22/85*z^3 - 192/85*z + 1
*
0 | 0.062368818550375938955137733032693334321 | 0.011816495581675849519779317305000133776
f(z) = 22/87*z^3 - 196/87*z + 1
*
0 | 0.083123356357768459610253280276981431578 | 0.015688632938937186598990732553352525053
f(z) = 22/89*z^3 - 200/89*z + 1
*
0 | 0.055811500825750160531041392037523421934 | 0.010713436832020136338322188725165357458
f(z) = 23/80*z^3 - 183/80*z + 1
*
0 | 0.068178474422698577732824905537613956872 | 0.013060120173259577796029422544949698098
f(z) = 23/81*z^3 - 185/81*z + 1
*
0 | 0.069139134360169690993597779098690993073 | 0.013216918138041332066695494769893287503
f(z) = 23/82*z^3 - 187/82*z + 1
*
0 | 0.082192999057326811047634922804804636672 | 0.015680458980791080999097822134402091170
f(z) = 23/83*z^3 - 189/83*z + 1
*
0 | 0.082596031258655751160121727449873362323 | 0.015694640629385629647297658770949348532
f(z) = 23/85*z^3 - 193/85*z + 1
*
0 | 0.069940312912567436708902275951968273462 | 0.013263857152989729049407031353278475927
f(z) = 23/86*z^3 - 195/86*z + 1
*
0 | 0.062587183207670066603479620721965666226 | 0.011846445153577376154127041085353319638
f(z) = 23/87*z^3 - 197/87*z + 1
*
0 | 0.054511234993031090008583860941276531356 | 0.010298147716416144240785604554538440210
f(z) = 23/88*z^3 - 199/88*z + 1
*
0 | 0.082139036631205201847227044291848234131 | 0.015654404382670209112547909315429335317
f(z) = 24/83*z^3 - 190/83*z + 1
*
0 | 0.082638752173353105633214425570978625532 | 0.015687353318572838752630552572296622864
f(z) = 24/85*z^3 - 194/85*z + 1
*
0 | 0.067865335424156861434737855369129223742 | 0.012973413552434246710576481374207192871
f(z) = 25/81*z^3 - 187/81*z + 1
*
0 | 0.068770505226470530546964687240556102877 | 0.013119768090465166480817282343022803044
f(z) = 25/82*z^3 - 189/82*z + 1
*
0 | 0.081832268647177780179060615026867808405 | 0.015580351969149476341348942350746371814
f(z) = 25/83*z^3 - 191/83*z + 1
*
0 | 0.069924132137914212140622705048343274997 | 0.013235176178719338652677842804471279197
f(z) = 25/86*z^3 - 197/86*z + 1
*
0 | 0.062694093680509859107629971438314584155 | 0.011844036146883526802205990227673340461
f(z) = 25/87*z^3 - 199/87*z + 1
*
-3 | 0.11552556370974510795838655077909732880 | 0.021951807832675183541224803963762898976
f(z) = 25/96*z^3 - 193/96*z + 1
*
0 | 0.067876400335341003983355660488014360213 | 0.012962313115881134730959775034449207509
f(z) = 26/81*z^3 - 188/81*z + 1
*
0 | 0.081835923036266518694517694354467913196 | 0.015565572053885220806416523756668212813
f(z) = 26/83*z^3 - 192/83*z + 1
*
0 | 0.082272039539078654567330928769306757919 | 0.015587391493134573883134602061625431255
f(z) = 26/85*z^3 - 196/85*z + 1
*
0 | 0.062374029718822451004876789117667091500 | 0.011772422337822398346169698238329053561
f(z) = 26/87*z^3 - 200/87*z + 1
*
0 | 0.057960586046944307952692133825352833598 | 0.011079981375304615558327858821703004641
f(z) = 27/80*z^3 - 187/80*z + 1
*
0 | 0.068784870169828735005605535616307390572 | 0.013096208929741587788562348668109722951
f(z) = 27/82*z^3 - 191/82*z + 1
*
0 | 0.081989682485845467701516929238239311605 | 0.015579424123939684192852536266237597948
f(z) = 27/83*z^3 - 193/83*z + 1
*
0 | 0.082280373779775761761653835758991397701 | 0.015573954366403029316255691349820452496
f(z) = 27/85*z^3 - 197/85*z + 1
*
0 | 0.069652506133678949428558745394416092640 | 0.013158604773399620927635320657212033011
f(z) = 27/86*z^3 - 199/86*z + 1
*
[ 1/3 ] 
f(z) = 27/89*z^3 - 181/89*z + 1
*
[ 1/3 ] 
f(z) = 27/91*z^3 - 185/91*z + 1
*
[ 1/3 ] 
f(z) = 27/92*z^3 - 187/92*z + 1
*
[ 1/3 ] 
f(z) = 27/94*z^3 - 191/94*z + 1
*
[ 1/3 ] 
f(z) = 27/95*z^3 - 193/95*z + 1
*
[ 1/3 ] 
f(z) = 27/97*z^3 - 197/97*z + 1
*
[ 1/3 ] 
f(z) = 27/98*z^3 - 199/98*z + 1
*
0 | 0.072453670236026865045315511783165086487 | 0.013808526364582454672292619216171175361
f(z) = 28/81*z^3 - 190/81*z + 1
*
0 | 0.084262269780384962995658262357388732016 | 0.015995546431980534069512013718421176006
f(z) = 28/83*z^3 - 194/83*z + 1
*
0 | 0.082288968416675959753787356737583788550 | 0.015560668161998719534285639883316547329
f(z) = 28/85*z^3 - 198/85*z + 1
*
[ 3 ] 
f(z) = 28/87*z^3 - 194/87*z + 1
*
[ 3 ] 
f(z) = 28/93*z^3 - 190/93*z + 1
*
0 | 0.063033674816651191264630549621084197712 | 0.012025318016217532521723836793608627136
f(z) = 29/80*z^3 - 189/80*z + 1
*
0 | 0.074695532269849639650996272079798033949 | 0.014221562013695394005784037345539230869
f(z) = 29/81*z^3 - 191/81*z + 1
*
0 | 0.074932824229816526127934211719479654995 | 0.014238501895436355768753226694821595377
f(z) = 29/82*z^3 - 193/82*z + 1
*
0 | 0.087221041146324149270961453692042581497 | 0.016541067409093679164802959697592568154
f(z) = 29/83*z^3 - 195/83*z + 1
*
0 | 0.085846718994034738272491942007935116691 | 0.016217981362617429739461484185123120056
f(z) = 29/85*z^3 - 199/85*z + 1
*
[ 3 ] 
f(z) = 29/93*z^3 - 199/93*z + 1
*
[ 3 ] 
f(z) = 29/96*z^3 - 197/96*z + 1
*
0 | 0.089232613872136152033460065874248943270 | 0.016906152979470352293235170512022894652
f(z) = 30/83*z^3 - 196/83*z + 1
*
0 | 0.066141749957376475241103310517481573468 | 0.012592975377897494029785191130232674629
f(z) = 31/80*z^3 - 191/80*z + 1
*
0 | 0.077951278193334173477448618523662042311 | 0.014812059117155644957968665792816793371
f(z) = 31/81*z^3 - 193/81*z + 1
*
0 | 0.078364642479802275851745931852908570400 | 0.014861492326987249309138630996974134192
f(z) = 31/82*z^3 - 195/82*z + 1
*
0 | 0.090868780974017979791002326632272983653 | 0.017199560274334531963155266777150030212
f(z) = 31/83*z^3 - 197/83*z + 1
*
0 | 0.079272163016758846737096090657829543210 | 0.015048272110434753978258690406294319984
f(z) = 32/81*z^3 - 194/81*z + 1
*
0 | 0.092281823835863210432628022285638923085 | 0.017450295777470103496616975104973148602
f(z) = 32/83*z^3 - 198/83*z + 1
*
-7/4 | 0.13332803461781000911012171889339602402 | 0.025236209213847294732907561046103834292
f(z) = 32/99*z^3 - 197/99*z + 1
*
0 | 0.068586727615573919597419861366982961885 | 0.013032636380566827171561024583787796544
f(z) = 33/80*z^3 - 193/80*z + 1
*
0 | 0.080952903453243410473496787890361704828 | 0.015322691989502517986623638805317035694
f(z) = 33/82*z^3 - 197/82*z + 1
*
0 | 0.093540522442443403345633263246748516838 | 0.017671478507250341483730314051910396587
f(z) = 33/83*z^3 - 199/83*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.013863891422308333768461252042537493405
f(z) = 33/98*z^3 - 181/98*z + 1
*
0 | 0.081556478654683956044794650608038523134 | 0.015451820189630716635588868652690755345
f(z) = 34/81*z^3 - 196/81*z + 1
*
0 | 0.094683340629760029328205000020400785142 | 0.017870454727299241344629906399447092670
f(z) = 34/83*z^3 - 200/83*z + 1
*
[ -3 ] 
f(z) = 34/87*z^3 - 190/87*z + 1
*
[ -3 ] 
f(z) = 34/93*z^3 - 182/93*z + 1
*
0 | 0.082567439168470379230316997286481416206 | 0.015628289842268388281637636497576354576
f(z) = 35/81*z^3 - 197/81*z + 1
*
0 | 0.083099819728730450939557417439681214126 | 0.015699042938275457554786737567099113301
f(z) = 35/82*z^3 - 199/82*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.013228795298623352583517111581879226133
f(z) = 35/82*z^3 - 181/82*z + 1
*
-2 | 0.069653402096663248790798568712429568092 | 0.013370493759479914893815859648877853758
f(z) = 35/86*z^3 - 183/86*z + 1
*
[ -3 ] 
f(z) = 35/87*z^3 - 199/87*z + 1
*
[ -3 ] 
f(z) = 35/93*z^3 - 191/93*z + 1
*
-2 | 0.071300148312420285884032002541698595702 | 0.013630026354775319708679526254960904547
f(z) = 35/94*z^3 - 187/94*z + 1
*
[ -3 ] 
f(z) = 35/96*z^3 - 187/96*z + 1
*
[ 1/3 ] 
f(z) = 36/89*z^3 - 182/89*z + 1
*
[ 1/3 ] 
f(z) = 36/91*z^3 - 186/91*z + 1
*
[ 1/3 ] 
f(z) = 36/95*z^3 - 194/95*z + 1
*
[ 1/3 ] 
f(z) = 36/97*z^3 - 198/97*z + 1
*
0 | 0.072450284740968560579962858030750105687 | 0.013713324047466731542854748354420580197
f(z) = 37/80*z^3 - 197/80*z + 1
*
0 | 0.084396791844598907205782641197428498875 | 0.015944064179034242210900003531008262368
f(z) = 37/81*z^3 - 199/81*z + 1
*
-2 | 0.069762088435956398248728402155209716536 | 0.013308938458023354546280639095203827113
f(z) = 37/82*z^3 - 189/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.013261277225665955636430578805180953005
f(z) = 37/86*z^3 - 191/86*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.010817905905809573591378354420331205257
f(z) = 37/90*z^3 - 193/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.013521531505820517099350616654606109586
f(z) = 37/94*z^3 - 195/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.013641608785334024328158780445192229694
f(z) = 37/98*z^3 - 197/98*z + 1
*
0 | 0.085233055204484992668792717736240477638 | 0.016086815739393144464984397870407538951
f(z) = 38/81*z^3 - 200/81*z + 1
*
0 | 0.074058942557026501402268370262458949176 | 0.013991059462720653855508329431748444320
f(z) = 39/80*z^3 - 199/80*z + 1
*
-2 | 0.070418512457195471583908941257669808186 | 0.013328752036222633012848831257148743108
f(z) = 39/82*z^3 - 197/82*z + 1
*
-2 | 0.070716492698638575318516426412943891079 | 0.013359610874538903908450716219117313694
f(z) = 39/86*z^3 - 199/86*z + 1
*
[ -33/10 ] 
f(z) = 25/99*z^3 - 191/132*z + 1
*
[ -8/3 ] 
f(z) = 33/80*z^3 - 187/120*z + 1
*
[ -18/7 ] 
f(z) = 35/81*z^3 - 185/126*z + 1
*
[ 7/3 ] 
f(z) = 37/98*z^3 - 187/126*z + 1
*
[ 9/20 ] 
f(z) = 25/81*z^3 - 185/144*z + 1
*
[ 9/4 ] 
f(z) = 29/81*z^3 - 181/144*z + 1
*
[ 9/4 ] 
f(z) = 31/81*z^3 - 199/144*z + 1
*
[ 1/2 ] 
f(z) = 22/85*z^3 - 181/170*z + 1
*
[ 1/2 ] 
f(z) = 22/87*z^3 - 185/174*z + 1
*
[ 1/2 ] 
f(z) = 22/89*z^3 - 189/178*z + 1
*
[ 1/2 ] 
f(z) = 26/85*z^3 - 183/170*z + 1
*
[ 1/2 ] 
f(z) = 26/87*z^3 - 187/174*z + 1
*
[ 1/2 ] 
f(z) = 26/89*z^3 - 191/178*z + 1
*
[ 1/2 ] 
f(z) = 30/83*z^3 - 181/166*z + 1
*
[ 1/2 ] 
f(z) = 30/89*z^3 - 193/178*z + 1
*
[ 17/8 ] 
f(z) = 32/85*z^3 - 199/170*z + 1
*
[ 2 ] 
f(z) = 33/83*z^3 - 181/166*z + 1
*
[ 2 ] 
f(z) = 34/81*z^3 - 191/162*z + 1
*
[ 2 ] 
f(z) = 34/83*z^3 - 189/166*z + 1
*
[ 1/2 ] 
f(z) = 34/83*z^3 - 183/166*z + 1
*
[ 1/2 ] 
f(z) = 34/87*z^3 - 191/174*z + 1
*
[ 2 ] 
f(z) = 34/87*z^3 - 185/174*z + 1
*
[ 1/2 ] 
f(z) = 34/89*z^3 - 195/178*z + 1
*
[ 2 ] 
f(z) = 34/89*z^3 - 183/178*z + 1
*
[ 2 ] 
f(z) = 35/81*z^3 - 199/162*z + 1
*
[ 2 ] 
f(z) = 35/83*z^3 - 197/166*z + 1
*
[ 2 ] 
f(z) = 35/87*z^3 - 193/174*z + 1
*
[ 2 ] 
f(z) = 35/89*z^3 - 191/178*z + 1
*
[ 2 ] 
f(z) = 36/89*z^3 - 199/178*z + 1
*
[ 1/2 ] 
f(z) = 38/81*z^3 - 181/162*z + 1
*
[ 1/2 ] 
f(z) = 38/83*z^3 - 185/166*z + 1
*
[ 1/2 ] 
f(z) = 38/85*z^3 - 189/170*z + 1
*
[ 1/2 ] 
f(z) = 38/87*z^3 - 193/174*z + 1
*
[ 1/2 ] 
f(z) = 38/89*z^3 - 197/178*z + 1
*
-3/4 | 0.089749413356525729526354883974588871209 | 0.012135315268240654154243166063415888090
f(z) = 20/81*z^3 - 181/180*z + 1
*
[ 1/2 ] 
f(z) = 22/91*z^3 - 193/182*z + 1
*
[ 1/2 ] 
f(z) = 22/93*z^3 - 197/186*z + 1
*
[ 1/2 ] 
f(z) = 26/93*z^3 - 199/186*z + 1
*
[ 1/2 ] 
f(z) = 30/91*z^3 - 197/182*z + 1
*
[ 1/2 ] 
f(z) = 34/91*z^3 - 199/182*z + 1
*
[ 2 ] 
f(z) = 34/91*z^3 - 181/182*z + 1
*
[ -12/5 ] 
f(z) = 35/81*z^3 - 193/180*z + 1
*
-6/5 | 0.17079320968564706630966515598655388280 | 0.022992130969463353558426331616850299000
f(z) = 35/81*z^3 - 187/180*z + 1
*
[ 2 ] 
f(z) = 35/93*z^3 - 187/186*z + 1
*
[ 2 ] 
f(z) = 35/97*z^3 - 183/194*z + 1
*
[ 2 ] 
f(z) = 35/99*z^3 - 181/198*z + 1
*
[ 2 ] 
f(z) = 36/91*z^3 - 197/182*z + 1
*
[ 2 ] 
f(z) = 36/95*z^3 - 193/190*z + 1
*
[ 2 ] 
f(z) = 36/97*z^3 - 191/194*z + 1
*
[ 2 ] 
f(z) = 37/97*z^3 - 199/194*z + 1
*
[ 2 ] 
f(z) = 37/99*z^3 - 197/198*z + 1
*
[ -8/3 ] 
f(z) = 31/96*z^3 - 199/216*z + 1
*
[ 7/12 ] 
f(z) = 27/98*z^3 - 181/224*z + 1
*
[ 3/5 ] 
f(z) = 31/81*z^3 - 181/225*z + 1
*
[ 9/5 ] 
f(z) = 32/81*z^3 - 188/225*z + 1
*
[ 3/5 ] 
f(z) = 32/81*z^3 - 182/225*z + 1
*
[ 3/5 ] 
f(z) = 34/81*z^3 - 184/225*z + 1
*
[ 3/5 ] 
f(z) = 37/81*z^3 - 187/225*z + 1
*
[ 3/5 ] 
f(z) = 38/81*z^3 - 188/225*z + 1
*
[ 3/5 ] 
f(z) = 25/82*z^3 - 191/246*z + 1
*
[ 3/5 ] 
f(z) = 25/83*z^3 - 193/249*z + 1
*
[ 3/5 ] 
f(z) = 25/86*z^3 - 199/258*z + 1
*
-5/3 | 0.11508636877238740347471346095449227217 | 0.020998713905825031840137774392182357703
f(z) = 39/80*z^3 - 181/240*z + 1
*
[ 2/3 ] 
f(z) = 39/86*z^3 - 181/258*z + 1
*
[ -3 ] 
f(z) = 20/89*z^3 - 184/267*z + 1
*
[ -3 ] 
f(z) = 21/92*z^3 - 199/276*z + 1
*
[ 13/6 ] 
f(z) = 24/91*z^3 - 191/273*z + 1
*
[ -3 ] 
f(z) = 21/94*z^3 - 191/282*z + 1
*
[ -3 ] 
f(z) = 21/95*z^3 - 187/285*z + 1
*
[ 2/3 ] 
f(z) = 33/94*z^3 - 185/282*z + 1
*
0 | 0.16468484378440153281911671250873067456 | 0.029134924195745991699326493514566402530
f(z) = 33/95*z^3 - 194/285*z + 1
*
[ 2/3 ] 
f(z) = 33/98*z^3 - 191/294*z + 1
*
[ 2/3 ] 
f(z) = 39/94*z^3 - 193/282*z + 1
*
[ 2/3 ] 
f(z) = 39/98*z^3 - 199/294*z + 1
*
[ 9 ] 
f(z) = 20/81*z^3 - 172/9*z + 1
*
[ -9 ] 
f(z) = 20/81*z^3 - 170/9*z + 1
*
[ 6 ] 
f(z) = 22/81*z^3 - 161/18*z + 1
*
[ 6 ] 
f(z) = 23/81*z^3 - 169/18*z + 1
*
[ -6 ] 
f(z) = 23/81*z^3 - 163/18*z + 1
*
[ -6 ] 
f(z) = 25/81*z^3 - 179/18*z + 1
*
[ 7 ] 
f(z) = 25/98*z^3 - 163/14*z + 1
*
[ 22/3 ] 
f(z) = 27/88*z^3 - 172/11*z + 1
*
[ -22/3 ] 
f(z) = 27/88*z^3 - 169/11*z + 1
*
[ 7 ] 
f(z) = 27/98*z^3 - 177/14*z + 1
*
[ -7 ] 
f(z) = 27/98*z^3 - 173/14*z + 1
*
-3/8 | 0.12673689079768867216133528399217055297 | 0.017296950759867696302685376768346379177
f(z) = 32/81*z^3 - 169/18*z + 1
*
3/4 | 0.15468668825997175588580093594103820307 | 0.021252173930802441803753362430529787718
f(z) = 20/81*z^3 - 161/36*z + 1
*
[ 9/2 ] 
f(z) = 23/81*z^3 - 179/36*z + 1
*
[ -9/2 ] 
f(z) = 23/81*z^3 - 163/36*z + 1
*
[ -6 ] 
f(z) = 23/96*z^3 - 179/24*z + 1
*
-3/10 | 0.14516109198132804461097486453521015003 | 0.019811471186063272768444858380074568188
f(z) = 25/81*z^3 - 169/36*z + 1
*
-24/5 | 0.16179936731563124526354696334460419493 | 0.024968866459079550676671681098094902251
f(z) = 25/96*z^3 - 163/24*z + 1
*
-2/3 | 0.11016390340643425542925456240502257455 | 0.015344640998043808707267886203025467129
f(z) = 27/88*z^3 - 164/33*z + 1
*
15/4 | 0.18103640834580361521845174933387644435 | 0.024830206365343340607899783619112601086
f(z) = 28/81*z^3 - 163/36*z + 1
*
4 | 0.19104442378721120416558402378007372023 | 0.029213535089801704828592471205840155013
f(z) = 37/80*z^3 - 173/20*z + 1
*
-4 | 0.17057957118783264323792229159101509395 | 0.026323826874597258087121393168084056071
f(z) = 37/80*z^3 - 163/20*z + 1
*
9/5 | 0.11763869680679544910347387715508027959 | 0.016094579131255782902154733013832274035
f(z) = 20/81*z^3 - 166/45*z + 1
*
14/5 | 0.16163702991841772042761416774394947329 | 0.027486799290509710874713813352624156410
f(z) = 25/84*z^3 - 179/42*z + 1
*
[ 4 ] 
f(z) = 25/88*z^3 - 167/44*z + 1
*
-16/5 | 0.16154169444466496293066609077163409366 | 0.027974760147272227901966874508692230740
f(z) = 25/96*z^3 - 161/48*z + 1
*
[ -4 ] 
f(z) = 27/88*z^3 - 161/44*z + 1
*
[ -4 ] 
f(z) = 29/88*z^3 - 177/44*z + 1
*
[ 7/2 ] 
f(z) = 29/98*z^3 - 163/56*z + 1
*
[ 7/2 ] 
f(z) = 31/98*z^3 - 177/56*z + 1
*
[ -27/8 ] 
f(z) = 32/81*z^3 - 173/54*z + 1
*
3 | 0.091446890895686078847855932924074962739 | 0.012542478019513556710729918936039769940
f(z) = 35/81*z^3 - 163/45*z + 1
*
-4/9 | 0.10577979714394047255383701326074209935 | 0.016233373675320332145873970203075223282
f(z) = 27/80*z^3 - 169/60*z + 1
*
-20/9 | 0.16892445873999906205313894817537665342 | 0.026068410043429436365723592617025143997
f(z) = 27/80*z^3 - 163/60*z + 1
*
-6/7 | 0.18956814145940765845540778217385247534 | 0.026000383656201708363850327647158558560
f(z) = 28/81*z^3 - 163/63*z + 1
*
3/8 | 0.17333460973212295588902731502356936308 | 0.027574715602211119100156770712954618467
f(z) = 32/99*z^3 - 179/66*z + 1
*
12/7 | 0.18413141982692604936872111864821960533 | 0.025233537542112391491467025614104105683
f(z) = 35/81*z^3 - 164/63*z + 1
*
-12/5 | 0.14775398401768363950197813377663770808 | 0.020633593564717710809416628644152874419
f(z) = 35/96*z^3 - 161/60*z + 1
*
2/3 | 0.098215629998397844677017291445842548513 | 0.015156628794724874708833883237652912205
f(z) = 39/80*z^3 - 163/60*z + 1
*
[ 7/2 ] 
f(z) = 20/91*z^3 - 180/91*z + 1
*
-9/11 | 0.21459509209384352588457058669602760589 | 0.029482900391598074578142331628833332433
f(z) = 22/81*z^3 - 161/99*z + 1
*
-3 | 0.12522189820739373530006455014607607263 | 0.024139692495283405709296221528114114343
f(z) = 23/84*z^3 - 179/84*z + 1
*
[ -7/2 ] 
f(z) = 24/91*z^3 - 177/91*z + 1
*
12/5 | 0.14841380769410224939089711108498233937 | 0.028610520452709572731892510314626318386
f(z) = 25/84*z^3 - 179/84*z + 1
*
[ 3 ] 
f(z) = 25/87*z^3 - 167/87*z + 1
*
-14/15 | 0.21170504081440870490784045494077904379 | 0.029270406750592691197865038115510718303
f(z) = 25/88*z^3 - 173/99*z + 1
*
[ 3 ] 
f(z) = 25/93*z^3 - 163/93*z + 1
*
3/5 | 0.089853445911228615017007583317683381835 | 0.017515637423764619529695904906570469219
f(z) = 25/96*z^3 - 169/96*z + 1
*
[ 3 ] 
f(z) = 25/96*z^3 - 161/96*z + 1
*
[ 3 ] 
f(z) = 26/87*z^3 - 176/87*z + 1
*
[ 3 ] 
f(z) = 26/93*z^3 - 172/93*z + 1
*
[ 1/3 ] 
f(z) = 27/80*z^3 - 163/80*z + 1
*
[ 1/3 ] 
f(z) = 27/82*z^3 - 167/82*z + 1
*
[ 1/3 ] 
f(z) = 27/83*z^3 - 169/83*z + 1
*
[ 1/3 ] 
f(z) = 27/85*z^3 - 173/85*z + 1
*
[ 1/3 ] 
f(z) = 27/86*z^3 - 175/86*z + 1
*
[ 1/3 ] 
f(z) = 27/88*z^3 - 179/88*z + 1
*
[ 28/9 ] 
f(z) = 27/98*z^3 - 167/84*z + 1
*
-2 | 0.056931287275000261891304000995225503939 | 0.011203849012156767441043049641938033779
f(z) = 29/90*z^3 - 161/90*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.013997354964521982737887674397143384516
f(z) = 29/94*z^3 - 163/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.014115191548570176385320333865961583663
f(z) = 29/98*z^3 - 165/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.013468583524567393282765381333277201676
f(z) = 31/82*z^3 - 165/82*z + 1
*
[ -3 ] 
f(z) = 31/84*z^3 - 167/84*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.013609337698825492139174660964864560127
f(z) = 31/86*z^3 - 167/86*z + 1
*
[ -3 ] 
f(z) = 31/87*z^3 - 163/87*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.011097808806640397465580884537517325808
f(z) = 31/90*z^3 - 169/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.013867045367151341817069639253503655441
f(z) = 31/94*z^3 - 171/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.013985380982178178674069938822504538723
f(z) = 31/98*z^3 - 173/98*z + 1
*
[ -3 ] 
f(z) = 32/87*z^3 - 172/87*z + 1
*
[ -3 ] 
f(z) = 32/93*z^3 - 164/93*z + 1
*
[ 11/4 ] 
f(z) = 32/99*z^3 - 179/99*z + 1
*
-2 | 0.068771298772238078867586296280945738749 | 0.013345120785648125056632688040781659481
f(z) = 33/82*z^3 - 173/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.013485912939275789798488870860522470189
f(z) = 33/86*z^3 - 175/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.013744693826516237157310735496068651952
f(z) = 33/94*z^3 - 179/94*z + 1
*
[ 1/3 ] 
f(z) = 36/83*z^3 - 170/83*z + 1
*
[ 5/2 ] 
f(z) = 36/95*z^3 - 168/95*z + 1
*
[ 27/10 ] 
f(z) = 25/81*z^3 - 175/108*z + 1
*
[ 4/9 ] 
f(z) = 27/88*z^3 - 173/132*z + 1
*
[ -21/8 ] 
f(z) = 32/81*z^3 - 169/126*z + 1
*
10/7 | 0.19043603554873829877496203786224768402 | 0.029120503475475986772670270717153146658
f(z) = 21/80*z^3 - 173/140*z + 1
*
-12/5 | 0.15548681834241233363023422587305802383 | 0.021220718164613894016396331178673908430
f(z) = 25/81*z^3 - 169/144*z + 1
*
[ 1/2 ] 
f(z) = 22/81*z^3 - 173/162*z + 1
*
[ 1/2 ] 
f(z) = 22/83*z^3 - 177/166*z + 1
*
[ 5/2 ] 
f(z) = 22/85*z^3 - 173/170*z + 1
*
[ 1/2 ] 
f(z) = 26/81*z^3 - 175/162*z + 1
*
[ 1/2 ] 
f(z) = 26/83*z^3 - 179/166*z + 1
*
[ 2 ] 
f(z) = 31/81*z^3 - 167/162*z + 1
*
[ 2 ] 
f(z) = 31/83*z^3 - 165/166*z + 1
*
[ 2 ] 
f(z) = 31/85*z^3 - 163/170*z + 1
*
[ 2 ] 
f(z) = 31/87*z^3 - 161/174*z + 1
*
[ 2 ] 
f(z) = 32/81*z^3 - 175/162*z + 1
*
[ 2 ] 
f(z) = 32/83*z^3 - 173/166*z + 1
*
[ 2 ] 
f(z) = 32/85*z^3 - 171/170*z + 1
*
[ 2 ] 
f(z) = 32/87*z^3 - 169/174*z + 1
*
[ 2 ] 
f(z) = 32/89*z^3 - 167/178*z + 1
*
[ 2 ] 
f(z) = 33/85*z^3 - 179/170*z + 1
*
[ 2 ] 
f(z) = 33/89*z^3 - 175/178*z + 1
*
[ 1/2 ] 
f(z) = 34/81*z^3 - 179/162*z + 1
*
[ 5/2 ] 
f(z) = 22/95*z^3 - 161/190*z + 1
*
-4/3 | 0.17079320968564706630966515598655388280 | 0.025959368958867602341378158737014845733
f(z) = 31/80*z^3 - 169/180*z + 1
*
[ 2 ] 
f(z) = 32/91*z^3 - 165/182*z + 1
*
[ 2 ] 
f(z) = 32/93*z^3 - 163/186*z + 1
*
[ 2 ] 
f(z) = 32/95*z^3 - 161/190*z + 1
*
[ 2 ] 
f(z) = 33/91*z^3 - 173/182*z + 1
*
[ 2 ] 
f(z) = 33/95*z^3 - 169/190*z + 1
*
[ 2 ] 
f(z) = 33/97*z^3 - 167/194*z + 1
*
[ 2 ] 
f(z) = 34/93*z^3 - 179/186*z + 1
*
[ 2 ] 
f(z) = 34/95*z^3 - 177/190*z + 1
*
[ 2 ] 
f(z) = 34/97*z^3 - 175/194*z + 1
*
[ 2 ] 
f(z) = 34/99*z^3 - 173/198*z + 1
*
[ 7/13 ] 
f(z) = 39/98*z^3 - 177/182*z + 1
*
[ -8/3 ] 
f(z) = 29/96*z^3 - 167/216*z + 1
*
[ 3/5 ] 
f(z) = 22/81*z^3 - 172/225*z + 1
*
[ 3/5 ] 
f(z) = 23/81*z^3 - 173/225*z + 1
*
[ 3/5 ] 
f(z) = 26/81*z^3 - 176/225*z + 1
*
[ 3/5 ] 
f(z) = 28/81*z^3 - 178/225*z + 1
*
[ 3/5 ] 
f(z) = 29/81*z^3 - 179/225*z + 1
*
[ 9/5 ] 
f(z) = 29/81*z^3 - 161/225*z + 1
*
[ 9/5 ] 
f(z) = 31/81*z^3 - 179/225*z + 1
*
[ 7/4 ] 
f(z) = 37/98*z^3 - 163/224*z + 1
*
[ 7/4 ] 
f(z) = 39/98*z^3 - 177/224*z + 1
*
0 | 0.15201686164782338568870135266824035002 | 0.027737069304161774862015749272888602157
f(z) = 27/80*z^3 - 161/240*z + 1
*
[ 17/9 ] 
f(z) = 27/85*z^3 - 169/255*z + 1
*
[ 2/3 ] 
f(z) = 33/82*z^3 - 167/246*z + 1
*
[ 5/3 ] 
f(z) = 33/85*z^3 - 173/255*z + 1
*
[ 2/3 ] 
f(z) = 33/86*z^3 - 173/258*z + 1
*
[ 2/3 ] 
f(z) = 39/82*z^3 - 175/246*z + 1
*
-5/3 | 0.15744265891143127096183808305910183670 | 0.028412772218530159253615509298754695777
f(z) = 39/85*z^3 - 172/255*z + 1
*
[ -3 ] 
f(z) = 20/91*z^3 - 176/273*z + 1
*
-11/9 | 0.13348155409903115135670665284546205887 | 0.023938804251945575435569758180312365986
f(z) = 27/88*z^3 - 169/264*z + 1
*
[ 2/3 ] 
f(z) = 21/94*z^3 - 169/282*z + 1
*
[ -3 ] 
f(z) = 21/97*z^3 - 179/291*z + 1
*
-2 | 0.18585482167491317789347255305237657620 | 0.023909773448336981233629531649601075622
f(z) = 27/88*z^3 - 161/297*z + 1
*
[ 5/3 ] 
f(z) = 33/95*z^3 - 161/285*z + 1
*
-6/5 | 0.19674854143354773541333534974070198735 | 0.024231022356518637816275539908268244834
f(z) = 35/96*z^3 - 167/280*z + 1
*
[ 6 ] 
f(z) = 20/81*z^3 - 145/18*z + 1
*
[ -6 ] 
f(z) = 22/81*z^3 - 155/18*z + 1
*
[ 7 ] 
f(z) = 23/98*z^3 - 149/14*z + 1
*
[ -7 ] 
f(z) = 23/98*z^3 - 145/14*z + 1
*
[ -7 ] 
f(z) = 25/98*z^3 - 159/14*z + 1
*
9/2 | 0.11268097435115921640673920019599960711 | 0.015706945779269490270137019807478583181
f(z) = 32/81*z^3 - 145/18*z + 1
*
[ 9/2 ] 
f(z) = 38/81*z^3 - 157/18*z + 1
*
[ -9/2 ] 
f(z) = 38/81*z^3 - 149/18*z + 1
*
2/9 | 0.14092183607710355077538167794851183564 | 0.019894694333919267106914205893921383786
f(z) = 27/88*z^3 - 149/33*z + 1
*
4 | 0.14596968431586217793481406538332081370 | 0.022842595752015269096999891172331028426
f(z) = 31/80*z^3 - 149/20*z + 1
*
-4 | 0.16476106126665439825234737554563775496 | 0.025837873036252463198821266731801867749
f(z) = 33/80*z^3 - 147/20*z + 1
*
[ 4 ] 
f(z) = 39/80*z^3 - 141/20*z + 1
*
21/10 | 0.17079190540693962758117146198830862476 | 0.023609029909445134830073372287137264285
f(z) = 20/81*z^3 - 154/45*z + 1
*
[ 4 ] 
f(z) = 23/88*z^3 - 151/44*z + 1
*
14/5 | 0.10979391235306252040407443808741769233 | 0.019139288526235256091181502087737747533
f(z) = 25/84*z^3 - 155/42*z + 1
*
2/5 | 0.061724237157794067131815663913209173889 | 0.010834338124167889848563766500249876510
f(z) = 25/84*z^3 - 149/42*z + 1
*
[ -4 ] 
f(z) = 25/88*z^3 - 145/44*z + 1
*
[ 21/5 ] 
f(z) = 25/98*z^3 - 157/42*z + 1
*
[ 10/3 ] 
f(z) = 27/88*z^3 - 149/55*z + 1
*
28/9 | 0.18836171062234497603330415218999249774 | 0.026900530614986549214711868842167106886
f(z) = 27/98*z^3 - 157/42*z + 1
*
[ 7/2 ] 
f(z) = 27/98*z^3 - 149/56*z + 1
*
[ -7/2 ] 
f(z) = 31/98*z^3 - 145/56*z + 1
*
[ -7/2 ] 
f(z) = 33/98*z^3 - 159/56*z + 1
*
[ -18/5 ] 
f(z) = 25/96*z^3 - 151/72*z + 1
*
6/5 | 0.17503645961976585878287291157007413342 | 0.028810944878542143118741688366617155750
f(z) = 25/99*z^3 - 145/66*z + 1
*
-9/14 | 0.13534539636364962832118695139224185496 | 0.018921350392968691187069648896962746728
f(z) = 28/81*z^3 - 142/63*z + 1
*
15/16 | 0.084706555171519522521678402220740749025 | 0.011807505897858517436258339558101546160
f(z) = 32/81*z^3 - 145/72*z + 1
*
4/3 | 0.086512510408193459362774500373770848010 | 0.013538224132006504234414812360552830072
f(z) = 33/80*z^3 - 149/60*z + 1
*
4/5 | 0.11968653795779577153697447414684090973 | 0.016896792965801056496832011518860413368
f(z) = 35/96*z^3 - 149/60*z + 1
*
4/3 | 0.12723465301001516945331634426838330318 | 0.019749143928079725441783568854301691469
f(z) = 39/80*z^3 - 157/60*z + 1
*
-3 | 0.18819944723085575919787283351232129383 | 0.026284584935463294509246472412694824120
f(z) = 20/81*z^3 - 143/90*z + 1
*
[ 3 ] 
f(z) = 23/84*z^3 - 151/84*z + 1
*
[ 3 ] 
f(z) = 23/87*z^3 - 149/87*z + 1
*
[ 3 ] 
f(z) = 23/93*z^3 - 145/93*z + 1
*
[ 3 ] 
f(z) = 23/96*z^3 - 143/96*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.014563527024374212589605221423026457395
f(z) = 23/98*z^3 - 141/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.013896512813276804630575538654494719963
f(z) = 25/82*z^3 - 141/82*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.014034663420578918842223295647735470155
f(z) = 25/86*z^3 - 143/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.014287144134596964867914522816599930288
f(z) = 25/94*z^3 - 147/94*z + 1
*
[ 2/5 ] 
f(z) = 25/94*z^3 - 145/94*z + 1
*
[ 2/5 ] 
f(z) = 25/98*z^3 - 151/98*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.014402912020664509254059031987186190903
f(z) = 25/98*z^3 - 149/98*z + 1
*
-2 | 0.068769853087116811182717840241433473859 | 0.013743123703267485251657568274818313181
f(z) = 27/82*z^3 - 149/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.013882523677988795986757448254977353424
f(z) = 27/86*z^3 - 151/86*z + 1
*
-8/3 | 0.10858606207062580379609667917871698495 | 0.021421999260326128416124369863927817272
f(z) = 27/88*z^3 - 159/88*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.014137154839765755885827835479532424060
f(z) = 27/94*z^3 - 155/94*z + 1
*
-2 | 0.072070746261307900189087138646043693690 | 0.014253805893905346784713101809586801158
f(z) = 27/98*z^3 - 157/98*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.013601100079772161669925732273197539792
f(z) = 29/82*z^3 - 157/82*z + 1
*
[ -3 ] 
f(z) = 29/84*z^3 - 149/84*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.013741008157900678130678108958499723546
f(z) = 29/86*z^3 - 159/86*z + 1
*
[ -3 ] 
f(z) = 31/96*z^3 - 151/96*z + 1
*
[ 5/2 ] 
f(z) = 32/85*z^3 - 149/85*z + 1
*
[ 5/2 ] 
f(z) = 32/95*z^3 - 143/95*z + 1
*
[ 7/3 ] 
f(z) = 36/91*z^3 - 144/91*z + 1
*
[ 27/10 ] 
f(z) = 20/81*z^3 - 158/135*z + 1
*
[ 8/3 ] 
f(z) = 21/80*z^3 - 149/120*z + 1
*
[ 7/15 ] 
f(z) = 25/98*z^3 - 151/126*z + 1
*
-3/7 | 0.11615437378893066444565748072457074552 | 0.016041982238290629746616257469589324963
f(z) = 28/81*z^3 - 155/126*z + 1
*
[ 7/3 ] 
f(z) = 31/98*z^3 - 145/126*z + 1
*
-8/5 | 0.099788247839834172884913505127721577141 | 0.015488960140164419465516377023789382742
f(z) = 35/96*z^3 - 157/120*z + 1
*
[ 9/4 ] 
f(z) = 25/81*z^3 - 145/144*z + 1
*
[ 9/17 ] 
f(z) = 34/81*z^3 - 154/153*z + 1
*
[ -33/10 ] 
f(z) = 20/99*z^3 - 148/165*z + 1
*
[ 2 ] 
f(z) = 28/81*z^3 - 143/162*z + 1
*
[ 2 ] 
f(z) = 28/83*z^3 - 141/166*z + 1
*
[ 2 ] 
f(z) = 29/81*z^3 - 151/162*z + 1
*
[ 2 ] 
f(z) = 29/83*z^3 - 149/166*z + 1
*
[ 2 ] 
f(z) = 29/85*z^3 - 147/170*z + 1
*
[ 2 ] 
f(z) = 29/89*z^3 - 143/178*z + 1
*
[ 2 ] 
f(z) = 30/83*z^3 - 157/166*z + 1
*
[ 2 ] 
f(z) = 30/89*z^3 - 151/178*z + 1
*
[ 2 ] 
f(z) = 31/89*z^3 - 159/178*z + 1
*
[ 12/5 ] 
f(z) = 20/81*z^3 - 151/180*z + 1
*
[ -14/5 ] 
f(z) = 25/91*z^3 - 145/182*z + 1
*
[ 27/14 ] 
f(z) = 28/81*z^3 - 152/189*z + 1
*
[ 2 ] 
f(z) = 29/91*z^3 - 141/182*z + 1
*
[ 2 ] 
f(z) = 30/91*z^3 - 149/182*z + 1
*
[ 2 ] 
f(z) = 30/97*z^3 - 143/194*z + 1
*
[ 2 ] 
f(z) = 31/91*z^3 - 157/182*z + 1
*
[ 2 ] 
f(z) = 31/95*z^3 - 153/190*z + 1
*
[ 2 ] 
f(z) = 31/97*z^3 - 151/194*z + 1
*
[ 2 ] 
f(z) = 31/99*z^3 - 149/198*z + 1
*
[ 2 ] 
f(z) = 32/97*z^3 - 159/194*z + 1
*
[ 2 ] 
f(z) = 32/99*z^3 - 157/198*z + 1
*
[ -5/2 ] 
f(z) = 34/95*z^3 - 159/190*z + 1
*
[ 27/16 ] 
f(z) = 32/81*z^3 - 155/216*z + 1
*
[ 2/3 ] 
f(z) = 35/96*z^3 - 143/216*z + 1
*
[ 2/3 ] 
f(z) = 37/96*z^3 - 145/216*z + 1
*
[ 9/5 ] 
f(z) = 28/81*z^3 - 152/225*z + 1
*
[ 2/3 ] 
f(z) = 21/82*z^3 - 151/246*z + 1
*
0 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = 21/85*z^3 - 148/255*z + 1
*
[ 2/3 ] 
f(z) = 21/86*z^3 - 157/258*z + 1
*
[ 16/9 ] 
f(z) = 27/80*z^3 - 151/240*z + 1
*
[ 12/7 ] 
f(z) = 28/81*z^3 - 151/252*z + 1
*
[ 3/2 ] 
f(z) = 36/83*z^3 - 160/249*z + 1
*
[ 3/2 ] 
f(z) = 36/85*z^3 - 158/255*z + 1
*
-2 | 0.22226855230320640766824735566162557443 | 0.028880250938867293448732086903950091002
f(z) = 25/88*z^3 - 142/275*z + 1
*
[ -23/9 ] 
f(z) = 27/92*z^3 - 145/276*z + 1
*
[ 3/4 ] 
f(z) = 32/89*z^3 - 143/267*z + 1
*
[ 3/4 ] 
f(z) = 32/91*z^3 - 145/273*z + 1
*
[ -7/3 ] 
f(z) = 33/91*z^3 - 149/273*z + 1
*
[ 3/2 ] 
f(z) = 36/89*z^3 - 154/267*z + 1
*
[ 3/2 ] 
f(z) = 36/91*z^3 - 152/273*z + 1
*
[ 3/4 ] 
f(z) = 38/99*z^3 - 145/264*z + 1
*
[ 10/13 ] 
f(z) = 39/80*z^3 - 153/260*z + 1
*
[ -3 ] 
f(z) = 20/97*z^3 - 152/291*z + 1
*
[ 3/4 ] 
f(z) = 32/95*z^3 - 149/285*z + 1
*
[ 3/4 ] 
f(z) = 32/97*z^3 - 151/291*z + 1
*
[ 3/2 ] 
f(z) = 36/95*z^3 - 148/285*z + 1
*
[ 3/2 ] 
f(z) = 36/97*z^3 - 146/291*z + 1
*
[ -6 ] 
f(z) = 20/81*z^3 - 139/18*z + 1
*
[ 9/2 ] 
f(z) = 34/81*z^3 - 139/18*z + 1
*
[ -9/2 ] 
f(z) = 34/81*z^3 - 131/18*z + 1
*
3 | 0.096003097535543574254993092824460031217 | 0.013488875302653566572327122311141305599
f(z) = 20/81*z^3 - 137/36*z + 1
*
18/5 | 0.16553540435740731365301321130237405405 | 0.023211217371914637722057292518019120511
f(z) = 25/81*z^3 - 139/36*z + 1
*
-18/5 | 0.16037644283869879891566726293127769803 | 0.022827637635188175869156716345384100840
f(z) = 25/81*z^3 - 125/36*z + 1
*
6/5 | 0.11478700529061520256058941538599796922 | 0.018287960035572322071796934993804226209
f(z) = 25/96*z^3 - 133/24*z + 1
*
4 | 0.11708880555866415357916138850740830138 | 0.018654684746312645844978546876473658616
f(z) = 27/80*z^3 - 133/20*z + 1
*
-4 | 0.17532262696794686504350790594898329628 | 0.028000137316633325164619041352743855417
f(z) = 29/80*z^3 - 131/20*z + 1
*
4 | 0.17248989933923387053547985309114938369 | 0.027901573974150577276390388765154802664
f(z) = 29/80*z^3 - 121/20*z + 1
*
[ 4 ] 
f(z) = 37/80*z^3 - 133/20*z + 1
*
[ -4 ] 
f(z) = 37/80*z^3 - 123/20*z + 1
*
[ -4 ] 
f(z) = 39/80*z^3 - 131/20*z + 1
*
12/5 | 0.083633100399998475324983023568231560296 | 0.011726954003629498614722546193096418589
f(z) = 20/81*z^3 - 139/45*z + 1
*
-21/10 | 0.19868800377143346337465936139782527992 | 0.028313192710388865926524770876974183926
f(z) = 20/81*z^3 - 124/45*z + 1
*
-3/10 | 0.18392531871517899615874247728526697750 | 0.026301289998932299213707175607536076315
f(z) = 20/81*z^3 - 121/45*z + 1
*
[ 4 ] 
f(z) = 21/88*z^3 - 135/44*z + 1
*
[ -4 ] 
f(z) = 23/88*z^3 - 129/44*z + 1
*
[ 7/2 ] 
f(z) = 23/98*z^3 - 121/56*z + 1
*
-14/5 | 0.13451359500196283880584177914467206595 | 0.024361957279603945811151197001709705338
f(z) = 25/84*z^3 - 125/42*z + 1
*
[ -21/5 ] 
f(z) = 25/98*z^3 - 137/42*z + 1
*
[ 7/2 ] 
f(z) = 25/98*z^3 - 135/56*z + 1
*
-8/3 | 0.10305985245992427303235764824985869446 | 0.018775919422224164956315449035295274740
f(z) = 27/80*z^3 - 121/40*z + 1
*
[ -7/2 ] 
f(z) = 29/98*z^3 - 131/56*z + 1
*
[ 22/7 ] 
f(z) = 21/88*z^3 - 129/77*z + 1
*
-3/4 | 0.10277211954825335088783397191580982282 | 0.014531389811521934865776488890804592742
f(z) = 22/81*z^3 - 131/72*z + 1
*
[ 14/5 ] 
f(z) = 25/88*z^3 - 122/77*z + 1
*
-20/9 | 0.14166938705716031225457473766721375681 | 0.022570883195409905297251079159542744392
f(z) = 27/80*z^3 - 133/60*z + 1
*
3/2 | 0.084706555171519522521678402220740749025 | 0.012113023307175761401537960516643306503
f(z) = 32/81*z^3 - 121/72*z + 1
*
-3/4 | 0.17123114491740956372941311483948911460 | 0.024058760821403760381053460518904029190
f(z) = 34/81*z^3 - 137/72*z + 1
*
[ 9/4 ] 
f(z) = 38/81*z^3 - 131/72*z + 1
*
-2 | 0.089414521636157459539646990288589015789 | 0.014351141623398783869723977635417396707
f(z) = 39/80*z^3 - 127/60*z + 1
*
[ 3 ] 
f(z) = 20/87*z^3 - 122/87*z + 1
*
[ -7/2 ] 
f(z) = 20/91*z^3 - 128/91*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014243172454840169701125793526339198460
f(z) = 21/82*z^3 - 125/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.014378574751661657959464374742661791828
f(z) = 21/86*z^3 - 127/86*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.014624850018271879920232695736768663319
f(z) = 21/94*z^3 - 131/94*z + 1
*
[ 3 ] 
f(z) = 22/87*z^3 - 140/87*z + 1
*
[ 3 ] 
f(z) = 22/93*z^3 - 136/93*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.014062493990378373565826921999575165623
f(z) = 23/82*z^3 - 133/82*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.014199511603273015541413634686744251577
f(z) = 23/86*z^3 - 135/86*z + 1
*
-2 | 0.056930635135646542527057153996102874921 | 0.011571312164399102954007594546567710590
f(z) = 23/90*z^3 - 137/90*z + 1
*
-2 | 0.071299681800651100601671859402311031035 | 0.014449297486797098969086570060047904507
f(z) = 23/94*z^3 - 139/94*z + 1
*
[ 2/5 ] 
f(z) = 25/82*z^3 - 127/82*z + 1
*
[ 2/5 ] 
f(z) = 25/86*z^3 - 133/86*z + 1
*
5/3 | 0.11508533515596651375253226375175770472 | 0.023915404451926904352434718023732156319
f(z) = 27/80*z^3 - 123/80*z + 1
*
[ 8/3 ] 
f(z) = 27/88*z^3 - 137/88*z + 1
*
[ 5/2 ] 
f(z) = 28/85*z^3 - 124/85*z + 1
*
[ -3 ] 
f(z) = 28/87*z^3 - 136/87*z + 1
*
[ -3 ] 
f(z) = 28/93*z^3 - 128/93*z + 1
*
[ -3 ] 
f(z) = 29/93*z^3 - 137/93*z + 1
*
[ -3 ] 
f(z) = 29/96*z^3 - 133/96*z + 1
*
-12/7 | 0.17789318957972490294685022115809648001 | 0.025752676867547861154217656113467942785
f(z) = 35/96*z^3 - 125/84*z + 1
*
[ 12/5 ] 
f(z) = 25/88*z^3 - 139/132*z + 1
*
-2 | 0.18595757854782128966157852798663583411 | 0.029487703927656685596797179532680907110
f(z) = 25/96*z^3 - 137/120*z + 1
*
[ 7/3 ] 
f(z) = 29/98*z^3 - 131/126*z + 1
*
[ 9/4 ] 
f(z) = 23/81*z^3 - 127/144*z + 1
*
[ -9/4 ] 
f(z) = 37/81*z^3 - 125/144*z + 1
*
[ 22/13 ] 
f(z) = 39/88*z^3 - 123/143*z + 1
*
[ 3/5 ] 
f(z) = 20/99*z^3 - 122/165*z + 1
*
[ 2 ] 
f(z) = 26/81*z^3 - 127/162*z + 1
*
[ 2 ] 
f(z) = 26/83*z^3 - 125/166*z + 1
*
[ 2 ] 
f(z) = 26/85*z^3 - 123/170*z + 1
*
[ 2 ] 
f(z) = 26/87*z^3 - 121/174*z + 1
*
[ 2 ] 
f(z) = 27/83*z^3 - 133/166*z + 1
*
[ 2 ] 
f(z) = 27/85*z^3 - 131/170*z + 1
*
[ 2 ] 
f(z) = 27/89*z^3 - 127/178*z + 1
*
[ 2 ] 
f(z) = 28/85*z^3 - 139/170*z + 1
*
[ 2 ] 
f(z) = 28/87*z^3 - 137/174*z + 1
*
[ 2 ] 
f(z) = 28/89*z^3 - 135/178*z + 1
*
[ 5/8 ] 
f(z) = 32/85*z^3 - 127/170*z + 1
*
[ 3/5 ] 
f(z) = 35/99*z^3 - 131/165*z + 1
*
[ 2/3 ] 
f(z) = 36/89*z^3 - 121/178*z + 1
*
-4/3 | 0.17649682047327662601258901031306727964 | 0.026826277761075655658281226049043079762
f(z) = 23/80*z^3 - 137/180*z + 1
*
[ 2 ] 
f(z) = 27/91*z^3 - 125/182*z + 1
*
[ -8/3 ] 
f(z) = 27/92*z^3 - 131/184*z + 1
*
[ 2 ] 
f(z) = 27/95*z^3 - 121/190*z + 1
*
[ 2/3 ] 
f(z) = 27/97*z^3 - 121/194*z + 1
*
[ 2 ] 
f(z) = 28/93*z^3 - 131/186*z + 1
*
[ 2 ] 
f(z) = 28/95*z^3 - 129/190*z + 1
*
[ 2 ] 
f(z) = 28/97*z^3 - 127/194*z + 1
*
[ 2 ] 
f(z) = 28/99*z^3 - 125/198*z + 1
*
[ 2 ] 
f(z) = 29/93*z^3 - 139/186*z + 1
*
[ 2 ] 
f(z) = 29/95*z^3 - 137/190*z + 1
*
[ 2 ] 
f(z) = 29/97*z^3 - 135/194*z + 1
*
[ 2 ] 
f(z) = 29/99*z^3 - 133/198*z + 1
*
[ 2/3 ] 
f(z) = 31/80*z^3 - 121/180*z + 1
*
[ 5/8 ] 
f(z) = 32/95*z^3 - 139/190*z + 1
*
-3/10 | 0.18790665060595062287542410696258458941 | 0.025426527404083820336040941800109037623
f(z) = 35/81*z^3 - 127/180*z + 1
*
[ 2/3 ] 
f(z) = 36/91*z^3 - 123/182*z + 1
*
[ 2/3 ] 
f(z) = 36/95*z^3 - 127/190*z + 1
*
[ 2/3 ] 
f(z) = 36/97*z^3 - 129/194*z + 1
*
[ 2/3 ] 
f(z) = 37/80*z^3 - 127/180*z + 1
*
[ 2/3 ] 
f(z) = 23/96*z^3 - 131/216*z + 1
*
[ 2/3 ] 
f(z) = 25/96*z^3 - 133/216*z + 1
*
[ 2/3 ] 
f(z) = 29/96*z^3 - 137/216*z + 1
*
[ 2/3 ] 
f(z) = 31/96*z^3 - 139/216*z + 1
*
[ 9/5 ] 
f(z) = 26/81*z^3 - 134/225*z + 1
*
[ 7/4 ] 
f(z) = 31/98*z^3 - 121/224*z + 1
*
[ 7/4 ] 
f(z) = 33/98*z^3 - 135/224*z + 1
*
-2 | 0.21763624069548134886853814262594895440 | 0.028588082386984992272501056218640982817
f(z) = 23/88*z^3 - 127/253*z + 1
*
[ 9/5 ] 
f(z) = 25/84*z^3 - 131/252*z + 1
*
[ 3/4 ] 
f(z) = 32/83*z^3 - 137/249*z + 1
*
[ 3/2 ] 
f(z) = 32/83*z^3 - 133/249*z + 1
*
[ 3/4 ] 
f(z) = 32/85*z^3 - 139/255*z + 1
*
[ 3/2 ] 
f(z) = 32/85*z^3 - 131/255*z + 1
*
-5/3 | 0.11508533515596651375253226375175770472 | 0.020998525311678373581143557857993950235
f(z) = 33/80*z^3 - 131/240*z + 1
*
[ 9/5 ] 
f(z) = 25/87*z^3 - 127/261*z + 1
*
[ 3/4 ] 
f(z) = 26/99*z^3 - 127/264*z + 1
*
[ 3/2 ] 
f(z) = 32/89*z^3 - 127/267*z + 1
*
[ 3/2 ] 
f(z) = 32/91*z^3 - 125/273*z + 1
*
[ 3/4 ] 
f(z) = 34/99*z^3 - 139/264*z + 1
*
[ 4/3 ] 
f(z) = 39/92*z^3 - 139/276*z + 1
*
[ 22/27 ] 
f(z) = 27/88*z^3 - 128/297*z + 1
*
[ 3/2 ] 
f(z) = 32/95*z^3 - 121/285*z + 1
*
[ 9/8 ] 
f(z) = 34/81*z^3 - 121/288*z + 1
*
[ 9/8 ] 
f(z) = 38/81*z^3 - 139/288*z + 1
*
4/5 | 0.11357005345675418191854178740195622323 | 0.016964523215106783802392534598219409605
f(z) = 25/96*z^3 - 101/12*z + 1
*
[ 9/2 ] 
f(z) = 26/81*z^3 - 103/18*z + 1
*
-33/8 | 0.11577342753393414380469608237116136653 | 0.016676867498379119993940504781693621296
f(z) = 32/81*z^3 - 115/18*z + 1
*
15/4 | 0.13119727071862320469578808985928353637 | 0.019203478106156715021988019836258476298
f(z) = 32/81*z^3 - 103/18*z + 1
*
-3 | 0.082278710297399913643499421001140464236 | 0.011882067268393417963482502695311534144
f(z) = 20/81*z^3 - 113/36*z + 1
*
4 | 0.14574724754941955515374132176055286209 | 0.023980886290060196758671738708929470183
f(z) = 21/80*z^3 - 109/20*z + 1
*
4 | 0.13002410357299774994665628036514398642 | 0.021147397581821947013115141080054536306
f(z) = 23/80*z^3 - 117/20*z + 1
*
[ -24/5 ] 
f(z) = 25/96*z^3 - 115/24*z + 1
*
6/5 | 0.15596772806732790807085587882801276798 | 0.025988492920241925525636741454628649441
f(z) = 25/96*z^3 - 101/24*z + 1
*
4 | 0.17043927863511162619582243919680715386 | 0.027878334794267755233730410284368189899
f(z) = 27/80*z^3 - 113/20*z + 1
*
-4 | 0.16880911414431790708398117146393823760 | 0.028036615098420932934990230712794278263
f(z) = 27/80*z^3 - 103/20*z + 1
*
[ 2/9 ] 
f(z) = 27/88*z^3 - 116/33*z + 1
*
10/3 | 0.13774134794340632458853489856737785947 | 0.020399264287475399814800001254790935786
f(z) = 27/88*z^3 - 107/33*z + 1
*
-26/9 | 0.076878343228114246273384879598514087571 | 0.011483700136928380864170526728772985743
f(z) = 27/88*z^3 - 101/33*z + 1
*
-3 | 0.18441823400598713486626274013138524296 | 0.026771618515808291083372201113823489120
f(z) = 28/81*z^3 - 109/36*z + 1
*
[ 4 ] 
f(z) = 29/80*z^3 - 101/20*z + 1
*
[ 4 ] 
f(z) = 31/80*z^3 - 109/20*z + 1
*
[ 4 ] 
f(z) = 33/80*z^3 - 117/20*z + 1
*
[ -4 ] 
f(z) = 33/80*z^3 - 107/20*z + 1
*
[ 3/10 ] 
f(z) = 20/81*z^3 - 106/45*z + 1
*
[ -4 ] 
f(z) = 21/88*z^3 - 113/44*z + 1
*
-14/5 | 0.064187918432081129053268819049774510940 | 0.011841620511757316118620582812379900414
f(z) = 25/84*z^3 - 113/42*z + 1
*
[ -7/2 ] 
f(z) = 25/98*z^3 - 103/56*z + 1
*
[ -10/3 ] 
f(z) = 27/88*z^3 - 116/55*z + 1
*
[ -7/2 ] 
f(z) = 27/98*z^3 - 117/56*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.015774793261067751258350574118865788851
f(z) = 39/92*z^3 - 101/46*z + 1
*
9/4 | 0.10277211954825335088783397191580982282 | 0.014959435303917733001017728489146619403
f(z) = 22/81*z^3 - 107/72*z + 1
*
-9/4 | 0.10277211954825335088783397191580982282 | 0.014919218771596952053584967310017120426
f(z) = 26/81*z^3 - 109/72*z + 1
*
-20/9 | 0.089415555252578349261828187491323583243 | 0.014850557797992636120419096412375600891
f(z) = 27/80*z^3 - 103/60*z + 1
*
[ 3/8 ] 
f(z) = 32/99*z^3 - 113/66*z + 1
*
2/3 | 0.16396750871970451551617972657852187710 | 0.027321475361058341570822513494009443766
f(z) = 33/80*z^3 - 101/60*z + 1
*
[ 9/4 ] 
f(z) = 34/81*z^3 - 113/72*z + 1
*
-6/7 | 0.18948480744145145705364887366703040755 | 0.027695915985475373688182980961250928750
f(z) = 35/81*z^3 - 104/63*z + 1
*
-12/5 | 0.14221156450579638267587165231774599372 | 0.020537115490673176640038848684604619455
f(z) = 20/81*z^3 - 113/90*z + 1
*
[ 3 ] 
f(z) = 20/93*z^3 - 118/93*z + 1
*
[ 1/2 ] 
f(z) = 20/97*z^3 - 102/97*z + 1
*
[ 1/2 ] 
f(z) = 20/99*z^3 - 104/99*z + 1
*
[ 1/2 ] 
f(z) = 24/95*z^3 - 101/95*z + 1
*
[ 1/2 ] 
f(z) = 24/97*z^3 - 103/97*z + 1
*
[ -3 ] 
f(z) = 25/84*z^3 - 113/84*z + 1
*
[ -3 ] 
f(z) = 25/87*z^3 - 109/87*z + 1
*
[ 13/5 ] 
f(z) = 25/91*z^3 - 113/91*z + 1
*
[ -3 ] 
f(z) = 25/93*z^3 - 101/93*z + 1
*
[ -3 ] 
f(z) = 26/87*z^3 - 118/87*z + 1
*
[ -3 ] 
f(z) = 26/93*z^3 - 110/93*z + 1
*
[ -28/9 ] 
f(z) = 27/98*z^3 - 113/84*z + 1
*
[ 5/2 ] 
f(z) = 28/95*z^3 - 118/95*z + 1
*
[ 1/2 ] 
f(z) = 28/95*z^3 - 102/95*z + 1
*
[ 1/2 ] 
f(z) = 28/97*z^3 - 104/97*z + 1
*
[ 1/2 ] 
f(z) = 28/99*z^3 - 106/99*z + 1
*
[ 1/2 ] 
f(z) = 32/93*z^3 - 101/93*z + 1
*
[ 1/2 ] 
f(z) = 32/95*z^3 - 103/95*z + 1
*
[ 1/2 ] 
f(z) = 32/97*z^3 - 105/97*z + 1
*
[ -5/2 ] 
f(z) = 36/85*z^3 - 106/85*z + 1
*
[ 13/6 ] 
f(z) = 36/91*z^3 - 120/91*z + 1
*
[ 1/2 ] 
f(z) = 36/95*z^3 - 104/95*z + 1
*
[ 1/2 ] 
f(z) = 36/97*z^3 - 106/97*z + 1
*
[ 2 ] 
f(z) = 37/82*z^3 - 107/82*z + 1
*
[ 2 ] 
f(z) = 37/86*z^3 - 105/86*z + 1
*
[ 2 ] 
f(z) = 37/90*z^3 - 103/90*z + 1
*
[ 2 ] 
f(z) = 37/94*z^3 - 101/94*z + 1
*
[ 2 ] 
f(z) = 39/82*z^3 - 115/82*z + 1
*
[ 2 ] 
f(z) = 39/86*z^3 - 113/86*z + 1
*
[ 2 ] 
f(z) = 39/94*z^3 - 109/94*z + 1
*
[ 2 ] 
f(z) = 39/98*z^3 - 107/98*z + 1
*
[ 7/3 ] 
f(z) = 25/98*z^3 - 103/126*z + 1
*
[ 12/5 ] 
f(z) = 25/99*z^3 - 115/132*z + 1
*
[ -18/7 ] 
f(z) = 28/81*z^3 - 113/126*z + 1
*
[ -20/7 ] 
f(z) = 21/80*z^3 - 111/140*z + 1
*
[ 7/11 ] 
f(z) = 33/98*z^3 - 109/154*z + 1
*
[ -9/4 ] 
f(z) = 35/81*z^3 - 107/144*z + 1
*
[ 2 ] 
f(z) = 23/81*z^3 - 103/162*z + 1
*
[ 2 ] 
f(z) = 23/83*z^3 - 101/166*z + 1
*
[ 2 ] 
f(z) = 24/83*z^3 - 109/166*z + 1
*
[ 2 ] 
f(z) = 24/85*z^3 - 107/170*z + 1
*
[ 2 ] 
f(z) = 24/89*z^3 - 103/178*z + 1
*
[ 2 ] 
f(z) = 25/81*z^3 - 119/162*z + 1
*
[ 2 ] 
f(z) = 25/83*z^3 - 117/166*z + 1
*
[ 2 ] 
f(z) = 25/87*z^3 - 113/174*z + 1
*
[ 2 ] 
f(z) = 25/89*z^3 - 111/178*z + 1
*
[ -14/5 ] 
f(z) = 25/96*z^3 - 115/168*z + 1
*
[ 21/10 ] 
f(z) = 25/98*z^3 - 101/168*z + 1
*
[ 2 ] 
f(z) = 26/89*z^3 - 119/178*z + 1
*
[ 2/3 ] 
f(z) = 27/83*z^3 - 107/166*z + 1
*
[ 2/3 ] 
f(z) = 27/85*z^3 - 109/170*z + 1
*
[ 2/3 ] 
f(z) = 27/89*z^3 - 113/178*z + 1
*
-8/7 | 0.10021566762694518244799098797655671426 | 0.015393500900440777205428538805963713378
f(z) = 35/96*z^3 - 101/168*z + 1
*
[ 2/3 ] 
f(z) = 36/83*z^3 - 115/166*z + 1
*
[ 2/3 ] 
f(z) = 36/85*z^3 - 117/170*z + 1
*
[ 3/2 ] 
f(z) = 38/87*z^3 - 113/174*z + 1
*
-3/2 | 0.21459574423319724524881743369515023491 | 0.028668223207006174358529107375798930816
f(z) = 22/81*z^3 - 115/198*z + 1
*
[ 2/3 ] 
f(z) = 23/80*z^3 - 113/180*z + 1
*
[ 2 ] 
f(z) = 24/91*z^3 - 101/182*z + 1
*
-3/2 | 0.20595396834343734927413967514492106254 | 0.027868594342867744568850085756258851878
f(z) = 25/81*z^3 - 113/180*z + 1
*
[ 2 ] 
f(z) = 25/91*z^3 - 109/182*z + 1
*
[ 2 ] 
f(z) = 25/93*z^3 - 107/186*z + 1
*
[ 2 ] 
f(z) = 25/97*z^3 - 103/194*z + 1
*
[ 2 ] 
f(z) = 25/99*z^3 - 101/198*z + 1
*
[ 2 ] 
f(z) = 26/93*z^3 - 115/186*z + 1
*
[ 2 ] 
f(z) = 26/95*z^3 - 113/190*z + 1
*
[ 2 ] 
f(z) = 26/97*z^3 - 111/194*z + 1
*
[ 2 ] 
f(z) = 26/99*z^3 - 109/198*z + 1
*
[ 2/3 ] 
f(z) = 27/91*z^3 - 115/182*z + 1
*
[ 2/3 ] 
f(z) = 27/95*z^3 - 119/190*z + 1
*
[ 2 ] 
f(z) = 27/97*z^3 - 119/194*z + 1
*
[ 2/3 ] 
f(z) = 29/80*z^3 - 119/180*z + 1
*
[ 4/3 ] 
f(z) = 37/80*z^3 - 103/180*z + 1
*
[ 3/2 ] 
f(z) = 38/93*z^3 - 109/186*z + 1
*
[ -8/3 ] 
f(z) = 25/96*z^3 - 103/216*z + 1
*
-2 | 0.15154927059668910605175266825273816692 | 0.020147847163230422319324736524317975286
f(z) = 21/88*z^3 - 116/231*z + 1
*
[ 9/5 ] 
f(z) = 23/81*z^3 - 107/225*z + 1
*
-3/2 | 0.22387652671448425591501431500627186296 | 0.029255170201495803689653658098853209398
f(z) = 26/81*z^3 - 103/234*z + 1
*
[ 7/4 ] 
f(z) = 29/98*z^3 - 107/224*z + 1
*
[ 4/5 ] 
f(z) = 35/88*z^3 - 111/220*z + 1
*
[ 6/7 ] 
f(z) = 35/88*z^3 - 106/231*z + 1
*
[ 5/6 ] 
f(z) = 24/85*z^3 - 101/255*z + 1
*
-9/5 | 0.13966037154796162470087212588706414890 | 0.025257647640946095928132937106659310152
f(z) = 25/84*z^3 - 103/252*z + 1
*
[ 28/15 ] 
f(z) = 25/98*z^3 - 107/252*z + 1
*
[ 3/2 ] 
f(z) = 28/83*z^3 - 106/249*z + 1
*
[ 3/2 ] 
f(z) = 28/85*z^3 - 104/255*z + 1
*
[ 9/5 ] 
f(z) = 25/93*z^3 - 119/279*z + 1
*
[ -9/4 ] 
f(z) = 32/87*z^3 - 109/261*z + 1
*
-3/2 | 0.19642430418728829162482018425128448494 | 0.029428795789964548316024841521439424439
f(z) = 32/99*z^3 - 115/264*z + 1
*
[ 4/3 ] 
f(z) = 33/92*z^3 - 107/276*z + 1
*
-70/39 | 0.23509433852984576168554225965880124401 | 0.028501364906745093353499285539115818938
f(z) = 39/98*z^3 - 116/273*z + 1
*
[ 5/6 ] 
f(z) = 24/95*z^3 - 107/285*z + 1
*
[ 9/5 ] 
f(z) = 25/96*z^3 - 115/288*z + 1
*
[ 3/2 ] 
f(z) = 32/97*z^3 - 119/291*z + 1
*
[ 9/2 ] 
f(z) = 22/81*z^3 - 85/18*z + 1
*
-9/2 | 0.16571519506496790340371609896625207907 | 0.025047394550669194461770627710300210712
f(z) = 22/81*z^3 - 83/18*z + 1
*
[ -9/2 ] 
f(z) = 26/81*z^3 - 95/18*z + 1
*
-3/8 | 0.15056023310735042814465046568043856979 | 0.022232968974065137625544302587095488202
f(z) = 32/81*z^3 - 97/18*z + 1
*
-4 | 0.18742663660840069248815293680959201930 | 0.028842489799169714995970535892386496234
f(z) = 37/96*z^3 - 83/12*z + 1
*
-4 | 0.14190293267220667060653800847671646553 | 0.023723976915894845392963157516857786976
f(z) = 21/80*z^3 - 99/20*z + 1
*
4 | 0.17065002852617053213384433676812771836 | 0.029047155846452247558503232232337594627
f(z) = 21/80*z^3 - 89/20*z + 1
*
2/3 | 0.17572821836696930448202528242382838019 | 0.026895301137793220918346449223547825017
f(z) = 21/88*z^3 - 86/33*z + 1
*
[ 3/10 ] 
f(z) = 25/81*z^3 - 85/36*z + 1
*
-10/3 | 0.13707247918340861813888144495218015697 | 0.023331760911422567057799910964998443390
f(z) = 27/80*z^3 - 89/20*z + 1
*
[ -4 ] 
f(z) = 27/80*z^3 - 83/20*z + 1
*
3 | 0.19752529942858230712512114082413326616 | 0.029168219012103786349358184055409809560
f(z) = 28/81*z^3 - 97/36*z + 1
*
[ -4 ] 
f(z) = 29/80*z^3 - 91/20*z + 1
*
[ -4 ] 
f(z) = 31/80*z^3 - 99/20*z + 1
*
-3 | 0.14265075944315408715954474214235105035 | 0.021336184011679769420589300381696730580
f(z) = 32/81*z^3 - 89/36*z + 1
*
[ 3 ] 
f(z) = 35/99*z^3 - 83/33*z + 1
*
[ 3 ] 
f(z) = 37/90*z^3 - 91/30*z + 1
*
[ 3 ] 
f(z) = 37/99*z^3 - 89/33*z + 1
*
[ 3 ] 
f(z) = 38/99*z^3 - 92/33*z + 1
*
2/3 | 0.17202520788499004219562239838918059539 | 0.026191103425569572584287818222009750448
f(z) = 39/88*z^3 - 89/33*z + 1
*
-18/5 | 0.11118395034887357965334266487543695112 | 0.016494864033054104769331392330322193227
f(z) = 20/81*z^3 - 94/45*z + 1
*
[ -7/2 ] 
f(z) = 23/98*z^3 - 89/56*z + 1
*
[ 16/5 ] 
f(z) = 25/96*z^3 - 95/48*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016459015217268282125924276576178674889
f(z) = 29/92*z^3 - 81/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.012071336454704257488575972693224516112
f(z) = 31/84*z^3 - 83/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016304538919756024488733119480987574979
f(z) = 31/92*z^3 - 85/46*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016159846255289475146331204350887328792
f(z) = 33/92*z^3 - 89/46*z + 1
*
[ 2/5 ] 
f(z) = 35/88*z^3 - 86/55*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016023896818826887419117340453936658337
f(z) = 35/92*z^3 - 93/46*z + 1
*
-2 | 0.062290335385811987921095290096112620765 | 0.011871555100406401912811117291843372877
f(z) = 37/84*z^3 - 95/42*z + 1
*
-2 | 0.083737498768158815663308829306130257460 | 0.015895928903113838792119622649151356364
f(z) = 37/92*z^3 - 97/46*z + 1
*
[ 3/7 ] 
f(z) = 28/81*z^3 - 88/63*z + 1
*
-3/14 | 0.093390479093040923468199355472305482626 | 0.014065094202103525849226099116088849712
f(z) = 28/81*z^3 - 85/63*z + 1
*
[ 3/7 ] 
f(z) = 35/81*z^3 - 89/63*z + 1
*
[ 12/5 ] 
f(z) = 35/96*z^3 - 91/60*z + 1
*
[ 1/2 ] 
f(z) = 20/81*z^3 - 86/81*z + 1
*
-3/5 | 0.19355580010282936855862958724057388765 | 0.028901718722772244838308113252640950165
f(z) = 20/81*z^3 - 83/90*z + 1
*
[ 1/2 ] 
f(z) = 20/83*z^3 - 88/83*z + 1
*
[ 1/2 ] 
f(z) = 20/87*z^3 - 92/87*z + 1
*
[ 1/2 ] 
f(z) = 20/89*z^3 - 94/89*z + 1
*
[ 1/2 ] 
f(z) = 20/91*z^3 - 96/91*z + 1
*
[ 1/2 ] 
f(z) = 20/93*z^3 - 98/93*z + 1
*
[ -3 ] 
f(z) = 22/87*z^3 - 82/87*z + 1
*
[ -3 ] 
f(z) = 23/84*z^3 - 95/84*z + 1
*
[ -3 ] 
f(z) = 23/87*z^3 - 91/87*z + 1
*
[ -3 ] 
f(z) = 23/93*z^3 - 83/93*z + 1
*
[ 1/2 ] 
f(z) = 24/83*z^3 - 89/83*z + 1
*
[ 5/2 ] 
f(z) = 24/85*z^3 - 99/85*z + 1
*
[ 1/2 ] 
f(z) = 24/85*z^3 - 91/85*z + 1
*
[ 1/2 ] 
f(z) = 24/89*z^3 - 95/89*z + 1
*
[ 1/2 ] 
f(z) = 24/91*z^3 - 97/91*z + 1
*
[ 5/2 ] 
f(z) = 24/95*z^3 - 93/95*z + 1
*
[ 12/5 ] 
f(z) = 25/84*z^3 - 95/84*z + 1
*
[ -3 ] 
f(z) = 25/96*z^3 - 97/96*z + 1
*
[ 7/3 ] 
f(z) = 27/91*z^3 - 95/91*z + 1
*
[ 1/2 ] 
f(z) = 28/81*z^3 - 88/81*z + 1
*
[ 1/2 ] 
f(z) = 28/83*z^3 - 90/83*z + 1
*
[ 1/2 ] 
f(z) = 28/85*z^3 - 92/85*z + 1
*
[ 1/2 ] 
f(z) = 28/87*z^3 - 94/87*z + 1
*
[ 1/2 ] 
f(z) = 28/89*z^3 - 96/89*z + 1
*
[ 1/2 ] 
f(z) = 28/93*z^3 - 100/93*z + 1
*
[ 2 ] 
f(z) = 31/82*z^3 - 83/82*z + 1
*
[ 2 ] 
f(z) = 31/86*z^3 - 81/86*z + 1
*
[ 1/2 ] 
f(z) = 32/81*z^3 - 89/81*z + 1
*
[ 15/8 ] 
f(z) = 32/81*z^3 - 83/90*z + 1
*
[ 1/2 ] 
f(z) = 32/83*z^3 - 91/83*z + 1
*
[ 1/2 ] 
f(z) = 32/85*z^3 - 93/85*z + 1
*
[ -5/2 ] 
f(z) = 32/85*z^3 - 81/85*z + 1
*
[ 1/2 ] 
f(z) = 32/87*z^3 - 95/87*z + 1
*
[ 1/2 ] 
f(z) = 32/89*z^3 - 97/89*z + 1
*
[ 1/2 ] 
f(z) = 32/91*z^3 - 99/91*z + 1
*
[ 2 ] 
f(z) = 33/82*z^3 - 91/82*z + 1
*
[ 2 ] 
f(z) = 33/86*z^3 - 89/86*z + 1
*
[ 2 ] 
f(z) = 33/94*z^3 - 85/94*z + 1
*
[ 2 ] 
f(z) = 33/98*z^3 - 83/98*z + 1
*
[ 2 ] 
f(z) = 35/82*z^3 - 99/82*z + 1
*
[ 2 ] 
f(z) = 35/86*z^3 - 97/86*z + 1
*
[ 2 ] 
f(z) = 35/94*z^3 - 93/94*z + 1
*
[ 1/2 ] 
f(z) = 36/83*z^3 - 92/83*z + 1
*
[ 1/2 ] 
f(z) = 36/85*z^3 - 94/85*z + 1
*
[ 1/2 ] 
f(z) = 36/89*z^3 - 98/89*z + 1
*
[ 1/2 ] 
f(z) = 36/91*z^3 - 100/91*z + 1
*
[ -5/2 ] 
f(z) = 36/95*z^3 - 92/95*z + 1
*
[ 2 ] 
f(z) = 37/98*z^3 - 99/98*z + 1
*
[ -27/10 ] 
f(z) = 25/81*z^3 - 95/108*z + 1
*
[ 2/3 ] 
f(z) = 21/92*z^3 - 83/138*z + 1
*
[ 7/3 ] 
f(z) = 23/98*z^3 - 89/126*z + 1
*
2 | 0.18215430183692995737396682910346339752 | 0.029504472421194731087951704458459644655
f(z) = 25/96*z^3 - 89/120*z + 1
*
[ 2/3 ] 
f(z) = 33/92*z^3 - 91/138*z + 1
*
-6/5 | 0.15092731229047886270924497302961603746 | 0.024446475752551625316195909187348153762
f(z) = 35/96*z^3 - 83/120*z + 1
*
[ 2/3 ] 
f(z) = 39/92*z^3 - 95/138*z + 1
*
-51/20 | 0.15839504144503908559415506808220670791 | 0.022100488955875385063613390170998341449
f(z) = 25/81*z^3 - 97/144*z + 1
*
[ 3/4 ] 
f(z) = 35/81*z^3 - 83/144*z + 1
*
[ 3/4 ] 
f(z) = 37/81*z^3 - 85/144*z + 1
*
[ 2 ] 
f(z) = 21/83*z^3 - 85/166*z + 1
*
[ 2 ] 
f(z) = 21/85*z^3 - 83/170*z + 1
*
[ 2 ] 
f(z) = 22/81*z^3 - 95/162*z + 1
*
[ 2 ] 
f(z) = 22/83*z^3 - 93/166*z + 1
*
[ 2 ] 
f(z) = 22/85*z^3 - 91/170*z + 1
*
[ 2 ] 
f(z) = 22/87*z^3 - 89/174*z + 1
*
[ 2 ] 
f(z) = 22/89*z^3 - 87/178*z + 1
*
[ 2 ] 
f(z) = 23/85*z^3 - 99/170*z + 1
*
[ 2 ] 
f(z) = 23/87*z^3 - 97/174*z + 1
*
[ 2 ] 
f(z) = 23/89*z^3 - 95/178*z + 1
*
[ -5/2 ] 
f(z) = 26/85*z^3 - 87/170*z + 1
*
[ 3/2 ] 
f(z) = 34/87*z^3 - 95/174*z + 1
*
-24/11 | 0.21459574423319724524881743369515023491 | 0.028668223207006174358529107375798930816
f(z) = 22/81*z^3 - 91/198*z + 1
*
[ 2 ] 
f(z) = 22/91*z^3 - 85/182*z + 1
*
[ 2 ] 
f(z) = 22/93*z^3 - 83/186*z + 1
*
[ 2 ] 
f(z) = 22/95*z^3 - 81/190*z + 1
*
[ 2 ] 
f(z) = 23/91*z^3 - 93/182*z + 1
*
[ 2 ] 
f(z) = 23/93*z^3 - 91/186*z + 1
*
[ 2 ] 
f(z) = 23/95*z^3 - 89/190*z + 1
*
[ 2 ] 
f(z) = 23/97*z^3 - 87/194*z + 1
*
[ 2 ] 
f(z) = 23/99*z^3 - 85/198*z + 1
*
[ 2 ] 
f(z) = 24/95*z^3 - 97/190*z + 1
*
[ 2 ] 
f(z) = 24/97*z^3 - 95/194*z + 1
*
[ 4/5 ] 
f(z) = 25/98*z^3 - 81/196*z + 1
*
[ 13/8 ] 
f(z) = 32/91*z^3 - 99/182*z + 1
*
[ -19/8 ] 
f(z) = 32/95*z^3 - 91/190*z + 1
*
[ 3/2 ] 
f(z) = 34/93*z^3 - 91/186*z + 1
*
[ 9/10 ] 
f(z) = 35/81*z^3 - 83/180*z + 1
*
[ 9/5 ] 
f(z) = 22/81*z^3 - 98/225*z + 1
*
[ 14/9 ] 
f(z) = 27/88*z^3 - 89/231*z + 1
*
[ 7/4 ] 
f(z) = 27/98*z^3 - 93/224*z + 1
*
[ 9/10 ] 
f(z) = 28/81*z^3 - 88/225*z + 1
*
[ 9/10 ] 
f(z) = 32/81*z^3 - 97/225*z + 1
*
[ 10/11 ] 
f(z) = 33/80*z^3 - 97/220*z + 1
*
[ 5/3 ] 
f(z) = 24/85*z^3 - 98/255*z + 1
*
-45/28 | 0.18948611172015889578214256766527566558 | 0.024523696795447769078815624147267132871
f(z) = 28/81*z^3 - 85/252*z + 1
*
[ -8/3 ] 
f(z) = 21/88*z^3 - 85/264*z + 1
*
[ 22/25 ] 
f(z) = 25/88*z^3 - 98/275*z + 1
*
[ 22/15 ] 
f(z) = 27/88*z^3 - 94/275*z + 1
*
[ 13/9 ] 
f(z) = 27/91*z^3 - 85/273*z + 1
*
[ 3/2 ] 
f(z) = 28/89*z^3 - 100/267*z + 1
*
[ -7/3 ] 
f(z) = 30/91*z^3 - 100/273*z + 1
*
[ 5/3 ] 
f(z) = 24/95*z^3 - 86/285*z + 1
*
[ 9/8 ] 
f(z) = 26/81*z^3 - 85/288*z + 1
*
[ 3/2 ] 
f(z) = 28/95*z^3 - 94/285*z + 1
*
[ 3/2 ] 
f(z) = 28/97*z^3 - 92/291*z + 1
*
24/5 | 0.13872557726532682078575279548196641152 | 0.021669380125104817586839704911803394855
f(z) = 25/81*z^3 - 67/9*z + 1
*
[ 14/3 ] 
f(z) = 27/98*z^3 - 73/14*z + 1
*
[ -14/3 ] 
f(z) = 27/98*z^3 - 67/14*z + 1
*
-4 | 0.17508409961362710948480190026673316229 | 0.027861292443157066867999452552745871277
f(z) = 29/96*z^3 - 67/12*z + 1
*
-4 | 0.17846346761722260357005220980688989393 | 0.028139396242150253956810447828806182783
f(z) = 31/96*z^3 - 71/12*z + 1
*
-3/8 | 0.086740297525967499407642424917135279881 | 0.013209170771529793555529743453813900858
f(z) = 32/81*z^3 - 79/18*z + 1
*
[ 9/2 ] 
f(z) = 32/81*z^3 - 65/9*z + 1
*
[ -9/2 ] 
f(z) = 32/81*z^3 - 61/9*z + 1
*
3 | 0.083332025543463683205892466871294953878 | 0.013078641251454643939221193279463575479
f(z) = 34/81*z^3 - 65/18*z + 1
*
-4 | 0.18461052292092392038383565386704609078 | 0.028626715646337517990238205524829357605
f(z) = 35/96*z^3 - 79/12*z + 1
*
[ 4 ] 
f(z) = 35/96*z^3 - 61/12*z + 1
*
[ 4 ] 
f(z) = 37/96*z^3 - 65/12*z + 1
*
-3 | 0.13707228202805672023017248521267666740 | 0.021729572437562541434493479846893982667
f(z) = 38/81*z^3 - 61/18*z + 1
*
[ 4 ] 
f(z) = 21/80*z^3 - 69/20*z + 1
*
[ 4 ] 
f(z) = 23/80*z^3 - 77/20*z + 1
*
[ -4 ] 
f(z) = 23/80*z^3 - 67/20*z + 1
*
9/10 | 0.081380040766714315817047239123325341954 | 0.012900883130041965159679247380678051591
f(z) = 25/81*z^3 - 61/36*z + 1
*
6/5 | 0.12361442608433314602655505806217397306 | 0.019364658510545957376148598934034347079
f(z) = 25/88*z^3 - 74/33*z + 1
*
[ 10/3 ] 
f(z) = 27/80*z^3 - 61/20*z + 1
*
-22/9 | 0.17317392131542132958788868940460465690 | 0.026801017445101062061430917443715198360
f(z) = 27/88*z^3 - 80/33*z + 1
*
26/9 | 0.082913644712559379116919258191475166741 | 0.013163091408292405865345742110584989387
f(z) = 27/88*z^3 - 68/33*z + 1
*
22/9 | 0.13749612396052755766029677944436629749 | 0.021985911047969563395905687158913835115
f(z) = 27/88*z^3 - 65/33*z + 1
*
-22/9 | 0.13464263281093816872240680807925240260 | 0.021693544782265493209254675261905650471
f(z) = 27/88*z^3 - 62/33*z + 1
*
14/9 | 0.18807568149427749871693576342508542905 | 0.026787271374459270174963322234823945756
f(z) = 27/98*z^3 - 80/21*z + 1
*
-28/9 | 0.19712211253228250573249146128633871064 | 0.028931344440143088559720137804706291770
f(z) = 27/98*z^3 - 65/21*z + 1
*
-3/4 | 0.081379992328197045498511859696210125048 | 0.012711815824453409266452737726635936319
f(z) = 28/81*z^3 - 67/36*z + 1
*
[ 3 ] 
f(z) = 28/99*z^3 - 62/33*z + 1
*
[ 3 ] 
f(z) = 29/90*z^3 - 67/30*z + 1
*
2 | 0.14982741804714143980963662341482520900 | 0.026944074124196710285518649335597610763
f(z) = 29/96*z^3 - 65/24*z + 1
*
[ 3 ] 
f(z) = 29/99*z^3 - 65/33*z + 1
*
[ 3 ] 
f(z) = 31/90*z^3 - 73/30*z + 1
*
2 | 0.15503512018870003593090352065566020753 | 0.027729472583127755677657520269572367807
f(z) = 31/96*z^3 - 67/24*z + 1
*
[ 3 ] 
f(z) = 31/99*z^3 - 71/33*z + 1
*
[ 3 ] 
f(z) = 32/99*z^3 - 74/33*z + 1
*
[ 3 ] 
f(z) = 34/99*z^3 - 80/33*z + 1
*
2 | 0.16407255486662269452543552907988529568 | 0.029044663322810593310280737381838719777
f(z) = 35/96*z^3 - 71/24*z + 1
*
[ -3 ] 
f(z) = 35/99*z^3 - 61/33*z + 1
*
[ -3 ] 
f(z) = 37/90*z^3 - 71/30*z + 1
*
2 | 0.16806028582557163756171899041038531012 | 0.029604998152010601658665101240402202299
f(z) = 37/96*z^3 - 73/24*z + 1
*
[ -3 ] 
f(z) = 37/99*z^3 - 67/33*z + 1
*
[ -3 ] 
f(z) = 38/99*z^3 - 70/33*z + 1
*
-9/10 | 0.17079190540693962758117146198830862476 | 0.026870518015775816720307820187982427967
f(z) = 20/81*z^3 - 64/45*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.017203129500823709734906230044230887997
f(z) = 21/92*z^3 - 65/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.012599130854833146409251155350817963896
f(z) = 23/84*z^3 - 67/42*z + 1
*
[ 2/5 ] 
f(z) = 25/84*z^3 - 65/42*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016802454900062699555539522836785172121
f(z) = 25/92*z^3 - 73/46*z + 1
*
[ 2/5 ] 
f(z) = 25/92*z^3 - 71/46*z + 1
*
[ -16/5 ] 
f(z) = 25/96*z^3 - 65/48*z + 1
*
[ 8/3 ] 
f(z) = 27/80*z^3 - 71/40*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.016624501382201367668068733365802406413
f(z) = 27/92*z^3 - 77/46*z + 1
*
-2 | 0.061708524545591332758103733987170361266 | 0.012189109368421140202194467447132381181
f(z) = 29/84*z^3 - 79/42*z + 1
*
[ 7/3 ] 
f(z) = 39/98*z^3 - 67/42*z + 1
*
[ -22/7 ] 
f(z) = 21/88*z^3 - 80/77*z + 1
*
[ -14/5 ] 
f(z) = 25/88*z^3 - 67/77*z + 1
*
[ 9/4 ] 
f(z) = 26/81*z^3 - 77/72*z + 1
*
-9/4 | 0.17123110034429733206484455181291368139 | 0.026449488935730379598608432584595064677
f(z) = 26/81*z^3 - 61/72*z + 1
*
2 | 0.062139187196780816902441309583945374441 | 0.011000083303089678036460003172375765513
f(z) = 27/80*z^3 - 71/60*z + 1
*
[ 20/9 ] 
f(z) = 27/80*z^3 - 67/60*z + 1
*
[ 9/16 ] 
f(z) = 32/81*z^3 - 65/72*z + 1
*
[ -9/4 ] 
f(z) = 38/81*z^3 - 67/72*z + 1
*
-4/3 | 0.095118132423787019242570844615102412633 | 0.017012762282464828063463601519064796589
f(z) = 39/80*z^3 - 67/60*z + 1
*
[ -3 ] 
f(z) = 20/87*z^3 - 64/87*z + 1
*
[ -3 ] 
f(z) = 22/93*z^3 - 74/93*z + 1
*
[ 2/3 ] 
f(z) = 23/88*z^3 - 61/99*z + 1
*
[ -3 ] 
f(z) = 23/96*z^3 - 79/96*z + 1
*
-7/5 | 0.10810845728709017873430559917004536603 | 0.024399216260828572280330200494635376244
f(z) = 25/84*z^3 - 73/84*z + 1
*
[ 3/5 ] 
f(z) = 25/84*z^3 - 65/84*z + 1
*
[ 3/5 ] 
f(z) = 25/87*z^3 - 67/87*z + 1
*
[ 11/5 ] 
f(z) = 25/88*z^3 - 73/88*z + 1
*
[ 2/3 ] 
f(z) = 25/88*z^3 - 62/99*z + 1
*
[ 3/5 ] 
f(z) = 25/93*z^3 - 71/93*z + 1
*
[ 3/5 ] 
f(z) = 25/96*z^3 - 73/96*z + 1
*
[ 11/5 ] 
f(z) = 25/99*z^3 - 67/99*z + 1
*
[ 2 ] 
f(z) = 27/82*z^3 - 67/82*z + 1
*
[ 2 ] 
f(z) = 27/86*z^3 - 65/86*z + 1
*
[ -8/3 ] 
f(z) = 27/88*z^3 - 71/88*z + 1
*
[ 2 ] 
f(z) = 27/94*z^3 - 61/94*z + 1
*
[ 2/3 ] 
f(z) = 27/98*z^3 - 61/98*z + 1
*
[ 2 ] 
f(z) = 29/82*z^3 - 75/82*z + 1
*
[ 2 ] 
f(z) = 29/86*z^3 - 73/86*z + 1
*
[ 2/3 ] 
f(z) = 29/88*z^3 - 64/99*z + 1
*
[ 2 ] 
f(z) = 29/90*z^3 - 71/90*z + 1
*
[ 2 ] 
f(z) = 29/94*z^3 - 69/94*z + 1
*
[ 2 ] 
f(z) = 29/98*z^3 - 67/98*z + 1
*
[ 2/3 ] 
f(z) = 31/88*z^3 - 65/99*z + 1
*
[ 2 ] 
f(z) = 31/90*z^3 - 79/90*z + 1
*
[ 2 ] 
f(z) = 31/94*z^3 - 77/94*z + 1
*
[ 2 ] 
f(z) = 31/98*z^3 - 75/98*z + 1
*
[ -5/2 ] 
f(z) = 32/95*z^3 - 67/95*z + 1
*
[ 2/3 ] 
f(z) = 35/88*z^3 - 67/99*z + 1
*
[ 4/7 ] 
f(z) = 35/96*z^3 - 73/84*z + 1
*
[ 5/3 ] 
f(z) = 36/85*z^3 - 66/85*z + 1
*
[ -7/3 ] 
f(z) = 36/91*z^3 - 66/91*z + 1
*
[ 5/3 ] 
f(z) = 36/95*z^3 - 62/95*z + 1
*
[ 2/3 ] 
f(z) = 37/88*z^3 - 68/99*z + 1
*
[ 9/13 ] 
f(z) = 26/81*z^3 - 70/117*z + 1
*
[ 3/4 ] 
f(z) = 28/99*z^3 - 65/132*z + 1
*
[ 6/7 ] 
f(z) = 35/81*z^3 - 61/126*z + 1
*
[ 3/2 ] 
f(z) = 35/99*z^3 - 61/132*z + 1
*
[ 3/2 ] 
f(z) = 37/90*z^3 - 71/120*z + 1
*
[ -7/3 ] 
f(z) = 37/98*z^3 - 79/126*z + 1
*
[ 3/2 ] 
f(z) = 37/99*z^3 - 67/132*z + 1
*
[ 4/3 ] 
f(z) = 39/88*z^3 - 71/132*z + 1
*
[ 3/4 ] 
f(z) = 23/81*z^3 - 71/144*z + 1
*
[ 3/4 ] 
f(z) = 25/81*z^3 - 73/144*z + 1
*
[ 3/4 ] 
f(z) = 29/81*z^3 - 77/144*z + 1
*
[ 3/4 ] 
f(z) = 31/81*z^3 - 79/144*z + 1
*
[ -9/4 ] 
f(z) = 31/81*z^3 - 71/144*z + 1
*
[ 2 ] 
f(z) = 20/81*z^3 - 79/162*z + 1
*
[ 2 ] 
f(z) = 20/83*z^3 - 77/166*z + 1
*
[ 2 ] 
f(z) = 20/87*z^3 - 73/174*z + 1
*
[ 2 ] 
f(z) = 20/89*z^3 - 71/178*z + 1
*
[ 2 ] 
f(z) = 21/89*z^3 - 79/178*z + 1
*
[ 4/5 ] 
f(z) = 25/82*z^3 - 73/164*z + 1
*
[ 8/5 ] 
f(z) = 25/84*z^3 - 65/168*z + 1
*
[ 4/5 ] 
f(z) = 25/86*z^3 - 75/172*z + 1
*
[ 6/5 ] 
f(z) = 35/88*z^3 - 67/165*z + 1
*
[ 6/7 ] 
f(z) = 35/96*z^3 - 73/168*z + 1
*
[ 7/6 ] 
f(z) = 39/98*z^3 - 67/168*z + 1
*
[ 2 ] 
f(z) = 20/91*z^3 - 69/182*z + 1
*
[ 2 ] 
f(z) = 20/93*z^3 - 67/186*z + 1
*
[ 2 ] 
f(z) = 20/97*z^3 - 63/194*z + 1
*
[ 2 ] 
f(z) = 20/99*z^3 - 61/198*z + 1
*
[ 2 ] 
f(z) = 21/95*z^3 - 73/190*z + 1
*
[ 2 ] 
f(z) = 21/97*z^3 - 71/194*z + 1
*
[ 18/11 ] 
f(z) = 22/81*z^3 - 67/198*z + 1
*
[ 2 ] 
f(z) = 22/97*z^3 - 79/194*z + 1
*
[ 7/4 ] 
f(z) = 24/91*z^3 - 69/182*z + 1
*
[ 4/5 ] 
f(z) = 25/94*z^3 - 79/188*z + 1
*
[ 4/3 ] 
f(z) = 29/80*z^3 - 71/180*z + 1
*
[ 4/3 ] 
f(z) = 31/80*z^3 - 79/180*z + 1
*
[ 7/8 ] 
f(z) = 32/91*z^3 - 75/182*z + 1
*
[ 11/8 ] 
f(z) = 32/99*z^3 - 67/198*z + 1
*
[ 14/13 ] 
f(z) = 39/98*z^3 - 71/182*z + 1
*
[ -8/3 ] 
f(z) = 23/96*z^3 - 71/216*z + 1
*
[ 6/7 ] 
f(z) = 21/88*z^3 - 79/231*z + 1
*
-22/21 | 0.20776098748920349834334563871594007363 | 0.027620961855726345153930461817213217004
f(z) = 21/88*z^3 - 71/231*z + 1
*
[ 7/4 ] 
f(z) = 23/98*z^3 - 65/224*z + 1
*
[ 7/4 ] 
f(z) = 25/98*z^3 - 79/224*z + 1
*
[ 18/13 ] 
f(z) = 26/81*z^3 - 79/234*z + 1
*
[ 5/3 ] 
f(z) = 21/80*z^3 - 79/240*z + 1
*
[ 5/3 ] 
f(z) = 21/85*z^3 - 73/255*z + 1
*
[ 22/23 ] 
f(z) = 23/88*z^3 - 72/253*z + 1
*
[ 3/2 ] 
f(z) = 24/83*z^3 - 79/249*z + 1
*
[ 3/2 ] 
f(z) = 24/85*z^3 - 77/255*z + 1
*
[ 6/5 ] 
f(z) = 25/82*z^3 - 67/246*z + 1
*
[ 6/5 ] 
f(z) = 25/86*z^3 - 65/258*z + 1
*
[ 3/2 ] 
f(z) = 24/89*z^3 - 73/267*z + 1
*
[ 3/2 ] 
f(z) = 24/91*z^3 - 71/273*z + 1
*
[ 11/9 ] 
f(z) = 27/88*z^3 - 73/264*z + 1
*
[ 8/7 ] 
f(z) = 21/80*z^3 - 61/280*z + 1
*
[ 5/3 ] 
f(z) = 21/95*z^3 - 61/285*z + 1
*
[ -27/11 ] 
f(z) = 22/81*z^3 - 68/297*z + 1
*
[ 9/8 ] 
f(z) = 22/81*z^3 - 67/288*z + 1
*
[ 3/2 ] 
f(z) = 24/95*z^3 - 67/285*z + 1
*
[ 3/2 ] 
f(z) = 24/97*z^3 - 65/291*z + 1
*
[ 6/5 ] 
f(z) = 25/94*z^3 - 61/282*z + 1
*
9/2 | 0.17432091162282140770286607218260191964 | 0.029491948737329319968312238374703022622
f(z) = 20/81*z^3 - 41/9*z + 1
*
3 | 0.090572916606995476750653351546919024756 | 0.015323301081304205069438696853070488984
f(z) = 22/81*z^3 - 41/18*z + 1
*
-4 | 0.16326507920969894143977795065424500009 | 0.026822921257103906612146281484146341310
f(z) = 23/96*z^3 - 55/12*z + 1
*
[ 18/5 ] 
f(z) = 25/81*z^3 - 59/18*z + 1
*
-3/5 | 0.10358797253685747751697478063444964240 | 0.016553767211515909757496957620138103386
f(z) = 25/81*z^3 - 58/9*z + 1
*
[ -18/5 ] 
f(z) = 25/81*z^3 - 49/18*z + 1
*
-12/5 | 0.092380218316349798927273731626239840677 | 0.015276092752558011920418515993781074507
f(z) = 25/81*z^3 - 47/18*z + 1
*
6/5 | 0.077917412917970495169156660324778866380 | 0.013076847813335457224858948826033341711
f(z) = 25/81*z^3 - 43/9*z + 1
*
18/5 | 0.15961557095622433123365638970003729833 | 0.026070356621437087374441427841711017028
f(z) = 25/88*z^3 - 57/11*z + 1
*
[ 22/5 ] 
f(z) = 25/88*z^3 - 52/11*z + 1
*
[ -22/5 ] 
f(z) = 25/88*z^3 - 47/11*z + 1
*
-4 | 0.16753712139413736590556873122450092797 | 0.027210929546189422270020338595220955727
f(z) = 25/96*z^3 - 59/12*z + 1
*
-4/5 | 0.13230429245740298579080241133052455289 | 0.022312556444975844157851711942114396298
f(z) = 25/96*z^3 - 47/12*z + 1
*
[ 4 ] 
f(z) = 25/96*z^3 - 41/12*z + 1
*
[ 9/2 ] 
f(z) = 28/81*z^3 - 56/9*z + 1
*
3 | 0.17602450295178791926030133967999960460 | 0.028540580833766711980108939196646901306
f(z) = 28/81*z^3 - 53/18*z + 1
*
[ -9/2 ] 
f(z) = 28/81*z^3 - 52/9*z + 1
*
[ 4 ] 
f(z) = 29/96*z^3 - 49/12*z + 1
*
[ -4 ] 
f(z) = 29/96*z^3 - 43/12*z + 1
*
[ 4 ] 
f(z) = 31/96*z^3 - 53/12*z + 1
*
[ -4 ] 
f(z) = 31/96*z^3 - 47/12*z + 1
*
-3/4 | 0.083107126758596583717109475341438799467 | 0.013947835382700403961612850243731192950
f(z) = 32/81*z^3 - 43/18*z + 1
*
[ -4 ] 
f(z) = 35/96*z^3 - 55/12*z + 1
*
[ -4 ] 
f(z) = 37/96*z^3 - 59/12*z + 1
*
-3 | 0.081379992328197045498511859696210125048 | 0.013768024384707467903267490181326036769
f(z) = 20/81*z^3 - 41/36*z + 1
*
[ -4 ] 
f(z) = 21/80*z^3 - 59/20*z + 1
*
2 | 0.13761303638804836754406733634355365449 | 0.025876256373932329922317841829515067540
f(z) = 21/80*z^3 - 51/20*z + 1
*
2 | 0.14538247578026275802573809981316571401 | 0.027140881958288747869224891582349099777
f(z) = 23/80*z^3 - 53/20*z + 1
*
[ 3 ] 
f(z) = 23/90*z^3 - 49/30*z + 1
*
2 | 0.12951364057884975612313123560487778085 | 0.023703811757112223160352145331536104700
f(z) = 23/96*z^3 - 59/24*z + 1
*
[ 3 ] 
f(z) = 23/99*z^3 - 47/33*z + 1
*
[ 12/5 ] 
f(z) = 25/81*z^3 - 43/36*z + 1
*
8/5 | 0.11869610492128189344129563587385394219 | 0.022006729960720867365032375580972383773
f(z) = 25/96*z^3 - 55/24*z + 1
*
6/5 | 0.12521431053340843743096104292700851767 | 0.023375766600730312661317408713266335334
f(z) = 25/96*z^3 - 53/24*z + 1
*
[ 3 ] 
f(z) = 25/99*z^3 - 53/33*z + 1
*
[ 3 ] 
f(z) = 26/99*z^3 - 56/33*z + 1
*
2/3 | 0.081148641382849659486475700352942479848 | 0.015149320336078867301085814879901457293
f(z) = 27/80*z^3 - 53/20*z + 1
*
[ -10/3 ] 
f(z) = 27/80*z^3 - 49/20*z + 1
*
4/3 | 0.12250325072555532085256536859682067261 | 0.023394368083352240092101069577873552221
f(z) = 27/80*z^3 - 47/20*z + 1
*
-22/9 | 0.14605349656003305530742310193150427982 | 0.024376927445983397929970106159284851723
f(z) = 27/88*z^3 - 50/33*z + 1
*
[ 22/9 ] 
f(z) = 27/88*z^3 - 41/33*z + 1
*
[ 9/4 ] 
f(z) = 28/81*z^3 - 43/36*z + 1
*
2 | 0.16321735569995614952719397423224821849 | 0.029872324318224711023430916663654566874
f(z) = 29/80*z^3 - 59/20*z + 1
*
[ -3 ] 
f(z) = 29/90*z^3 - 47/30*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.012584903746213285726542589550464164441
f(z) = 29/96*z^3 - 41/24*z + 1
*
[ -3 ] 
f(z) = 29/99*z^3 - 43/33*z + 1
*
-2 | 0.081149071745445601823502975079259161054 | 0.015911999440359255703842782230272076275
f(z) = 31/80*z^3 - 41/20*z + 1
*
[ -3 ] 
f(z) = 31/90*z^3 - 53/30*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.012468459830663763007307544124241858094
f(z) = 31/96*z^3 - 43/24*z + 1
*
[ -3 ] 
f(z) = 31/99*z^3 - 49/33*z + 1
*
[ -3 ] 
f(z) = 32/99*z^3 - 52/33*z + 1
*
-2 | 0.081149714013806502993540437060426710920 | 0.015764895791406867854667487739502447112
f(z) = 33/80*z^3 - 43/20*z + 1
*
[ -3 ] 
f(z) = 34/99*z^3 - 58/33*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.012256470128355255263741936473843932746
f(z) = 35/96*z^3 - 47/24*z + 1
*
-2 | 0.082472735507136930178385797730540080305 | 0.015749765984719496908291939477388896559
f(z) = 37/80*z^3 - 47/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.012159896526777793218606889575006803046
f(z) = 37/96*z^3 - 49/24*z + 1
*
-2 | 0.083054337109450232283300264671985007253 | 0.015735606835331332236273697357541089285
f(z) = 39/80*z^3 - 49/20*z + 1
*
-6/5 | 0.17079190540693962758117146198830862476 | 0.028343130456072563955135805066696017780
f(z) = 20/81*z^3 - 46/45*z + 1
*
[ -14/5 ] 
f(z) = 25/84*z^3 - 41/42*z + 1
*
[ -8/3 ] 
f(z) = 27/80*z^3 - 41/40*z + 1
*
[ 2 ] 
f(z) = 31/84*z^3 - 41/42*z + 1
*
[ 2 ] 
f(z) = 33/92*z^3 - 43/46*z + 1
*
[ 7/3 ] 
f(z) = 33/98*z^3 - 53/42*z + 1
*
-6/5 | 0.091313489978095164637924087508003062316 | 0.014592256411145073840459651176423128738
f(z) = 35/81*z^3 - 58/45*z + 1
*
[ 9/5 ] 
f(z) = 35/81*z^3 - 43/45*z + 1
*
[ 2 ] 
f(z) = 35/92*z^3 - 47/46*z + 1
*
[ 2 ] 
f(z) = 37/84*z^3 - 53/42*z + 1
*
[ 2 ] 
f(z) = 37/92*z^3 - 51/46*z + 1
*
[ 2 ] 
f(z) = 39/92*z^3 - 55/46*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.025682672207249102906127531939251746416
f(z) = 21/80*z^3 - 43/60*z + 1
*
[ 9/4 ] 
f(z) = 22/81*z^3 - 59/72*z + 1
*
-20/9 | 0.091315889329316576677140342934664543500 | 0.016661540854370652835522983576202916795
f(z) = 27/80*z^3 - 43/60*z + 1
*
3/2 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 28/81*z^3 - 46/63*z + 1
*
[ 9/14 ] 
f(z) = 28/81*z^3 - 44/63*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.025682672207249102906127531939251746416
f(z) = 33/80*z^3 - 59/60*z + 1
*
[ 2/3 ] 
f(z) = 33/80*z^3 - 41/60*z + 1
*
[ -9/4 ] 
f(z) = 34/81*z^3 - 49/72*z + 1
*
[ 3/4 ] 
f(z) = 34/81*z^3 - 41/72*z + 1
*
[ -12/5 ] 
f(z) = 35/96*z^3 - 41/60*z + 1
*
[ 3/4 ] 
f(z) = 38/81*z^3 - 43/72*z + 1
*
[ 2/3 ] 
f(z) = 39/80*z^3 - 43/60*z + 1
*
9/5 | 0.15851769332070088260486995600578742637 | 0.023669834654934728734227585392743269103
f(z) = 20/81*z^3 - 47/90*z + 1
*
[ -3 ] 
f(z) = 20/93*z^3 - 56/93*z + 1
*
[ 2 ] 
f(z) = 21/82*z^3 - 43/82*z + 1
*
[ 2 ] 
f(z) = 21/86*z^3 - 41/86*z + 1
*
[ 2 ] 
f(z) = 23/82*z^3 - 51/82*z + 1
*
[ 2 ] 
f(z) = 23/86*z^3 - 49/86*z + 1
*
[ 2 ] 
f(z) = 23/90*z^3 - 47/90*z + 1
*
[ 2 ] 
f(z) = 23/94*z^3 - 45/94*z + 1
*
[ 2 ] 
f(z) = 23/98*z^3 - 43/98*z + 1
*
[ 2 ] 
f(z) = 25/82*z^3 - 59/82*z + 1
*
[ 2 ] 
f(z) = 25/86*z^3 - 57/86*z + 1
*
[ -13/5 ] 
f(z) = 25/91*z^3 - 43/91*z + 1
*
[ 2 ] 
f(z) = 25/94*z^3 - 53/94*z + 1
*
[ 2 ] 
f(z) = 25/98*z^3 - 51/98*z + 1
*
[ 5/3 ] 
f(z) = 27/80*z^3 - 43/80*z + 1
*
[ 2/3 ] 
f(z) = 27/82*z^3 - 53/82*z + 1
*
[ 5/3 ] 
f(z) = 27/85*z^3 - 41/85*z + 1
*
[ 2/3 ] 
f(z) = 27/86*z^3 - 55/86*z + 1
*
[ 2/3 ] 
f(z) = 27/94*z^3 - 59/94*z + 1
*
[ 2 ] 
f(z) = 27/98*z^3 - 59/98*z + 1
*
[ -5/2 ] 
f(z) = 28/85*z^3 - 56/85*z + 1
*
[ -5/2 ] 
f(z) = 28/95*z^3 - 42/95*z + 1
*
[ 3/4 ] 
f(z) = 32/87*z^3 - 47/87*z + 1
*
[ 3/2 ] 
f(z) = 32/87*z^3 - 43/87*z + 1
*
[ 7/4 ] 
f(z) = 32/91*z^3 - 59/91*z + 1
*
[ 3/4 ] 
f(z) = 32/93*z^3 - 49/93*z + 1
*
[ 3/2 ] 
f(z) = 32/93*z^3 - 41/93*z + 1
*
[ 6/5 ] 
f(z) = 35/81*z^3 - 41/90*z + 1
*
[ 12/7 ] 
f(z) = 35/96*z^3 - 55/84*z + 1
*
[ 5/6 ] 
f(z) = 36/85*z^3 - 42/85*z + 1
*
[ 5/6 ] 
f(z) = 36/95*z^3 - 44/95*z + 1
*
[ 4/3 ] 
f(z) = 35/96*z^3 - 43/108*z + 1
*
[ 4/3 ] 
f(z) = 37/96*z^3 - 47/108*z + 1
*
[ -27/10 ] 
f(z) = 20/81*z^3 - 58/135*z + 1
*
[ 3/4 ] 
f(z) = 20/99*z^3 - 59/132*z + 1
*
[ -8/3 ] 
f(z) = 21/80*z^3 - 59/120*z + 1
*
[ 8/9 ] 
f(z) = 27/80*z^3 - 47/120*z + 1
*
[ 6/7 ] 
f(z) = 28/81*z^3 - 53/126*z + 1
*
[ 3/2 ] 
f(z) = 29/90*z^3 - 47/120*z + 1
*
[ 3/2 ] 
f(z) = 29/99*z^3 - 43/132*z + 1
*
[ 3/2 ] 
f(z) = 31/90*z^3 - 53/120*z + 1
*
[ 3/2 ] 
f(z) = 31/99*z^3 - 49/132*z + 1
*
[ 9/8 ] 
f(z) = 28/81*z^3 - 47/144*z + 1
*
[ -9/4 ] 
f(z) = 29/81*z^3 - 53/144*z + 1
*
[ 14/11 ] 
f(z) = 33/98*z^3 - 51/154*z + 1
*
[ 3/2 ] 
f(z) = 22/87*z^3 - 41/174*z + 1
*
[ 5/4 ] 
f(z) = 24/85*z^3 - 41/170*z + 1
*
[ 6/5 ] 
f(z) = 25/87*z^3 - 43/174*z + 1
*
[ 3/2 ] 
f(z) = 26/87*z^3 - 59/174*z + 1
*
[ 4/3 ] 
f(z) = 27/82*z^3 - 55/164*z + 1
*
[ 4/3 ] 
f(z) = 27/86*z^3 - 53/172*z + 1
*
[ 10/9 ] 
f(z) = 27/88*z^3 - 46/165*z + 1
*
[ 7/6 ] 
f(z) = 33/98*z^3 - 53/168*z + 1
*
[ 8/7 ] 
f(z) = 35/96*z^3 - 59/168*z + 1
*
[ 4/3 ] 
f(z) = 23/80*z^3 - 47/180*z + 1
*
[ 8/5 ] 
f(z) = 25/92*z^3 - 59/184*z + 1
*
[ 6/5 ] 
f(z) = 25/93*z^3 - 41/186*z + 1
*
[ 3/2 ] 
f(z) = 26/93*z^3 - 55/186*z + 1
*
[ -5/2 ] 
f(z) = 26/95*z^3 - 59/190*z + 1
*
[ 4/3 ] 
f(z) = 27/94*z^3 - 49/188*z + 1
*
[ 4/3 ] 
f(z) = 27/98*z^3 - 47/196*z + 1
*
[ 9/8 ] 
f(z) = 32/99*z^3 - 59/198*z + 1
*
[ 22/21 ] 
f(z) = 21/88*z^3 - 50/231*z + 1
*
[ 3/2 ] 
f(z) = 20/83*z^3 - 52/249*z + 1
*
[ 3/2 ] 
f(z) = 20/89*z^3 - 46/267*z + 1
*
[ 3/2 ] 
f(z) = 20/91*z^3 - 44/273*z + 1
*
[ 4/3 ] 
f(z) = 21/92*z^3 - 43/276*z + 1
*
[ 7/6 ] 
f(z) = 24/91*z^3 - 59/273*z + 1
*
[ 6/5 ] 
f(z) = 25/98*z^3 - 59/294*z + 1
*
[ 9/2 ] 
f(z) = 20/81*z^3 - 38/9*z + 1
*
[ -9/2 ] 
f(z) = 20/81*z^3 - 34/9*z + 1
*
-3 | 0.15839504144503908559415506808220670791 | 0.029245218825812449202385982033281330930
f(z) = 20/81*z^3 - 25/18*z + 1
*
[ 4 ] 
f(z) = 23/96*z^3 - 37/12*z + 1
*
[ -4 ] 
f(z) = 23/96*z^3 - 31/12*z + 1
*
9/5 | 0.12430879874813193866720830843459867396 | 0.021951203647663061543282219487456870351
f(z) = 25/81*z^3 - 32/9*z + 1
*
12/5 | 0.087592330872723362871811933820241896907 | 0.015554792514728046407024050027071581644
f(z) = 25/81*z^3 - 31/9*z + 1
*
6/5 | 0.15150784140674263218948153822440062743 | 0.027973602805641686221395906005531927911
f(z) = 25/81*z^3 - 25/9*z + 1
*
[ -4 ] 
f(z) = 25/96*z^3 - 35/12*z + 1
*
4/5 | 0.11582865123398922927556675471417620616 | 0.021265694181717814558651076728992850199
f(z) = 25/96*z^3 - 29/12*z + 1
*
-4/5 | 0.064181328112712122075628615856269434869 | 0.012307213568080241645436385864920969794
f(z) = 25/96*z^3 - 23/12*z + 1
*
-3 | 0.098895432758619838224395648076379543867 | 0.017027032812852499736290081390931744434
f(z) = 26/81*z^3 - 37/18*z + 1
*
[ 3 ] 
f(z) = 28/81*z^3 - 22/9*z + 1
*
[ 3 ] 
f(z) = 29/81*z^3 - 23/9*z + 1
*
[ 3 ] 
f(z) = 31/81*z^3 - 25/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016181543243833570163272644579387231706
f(z) = 31/88*z^3 - 21/11*z + 1
*
-9/4 | 0.081378688049489606770018165697964867011 | 0.014011138361339274066865649612403859653
f(z) = 32/81*z^3 - 37/18*z + 1
*
-9/8 | 0.12206868421358812951927409554606992954 | 0.021936964064854622031169463076975005107
f(z) = 32/81*z^3 - 29/18*z + 1
*
-9/4 | 0.081379340188843326134265012697087496029 | 0.015025448966145628308713603142258360493
f(z) = 32/81*z^3 - 25/18*z + 1
*
[ 3 ] 
f(z) = 34/81*z^3 - 28/9*z + 1
*
[ -3 ] 
f(z) = 34/81*z^3 - 22/9*z + 1
*
[ 3 ] 
f(z) = 35/81*z^3 - 29/9*z + 1
*
[ -3 ] 
f(z) = 35/81*z^3 - 23/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.015899264835924795742069457629457534417
f(z) = 35/88*z^3 - 23/11*z + 1
*
[ 3 ] 
f(z) = 37/81*z^3 - 31/9*z + 1
*
[ -3 ] 
f(z) = 37/81*z^3 - 25/9*z + 1
*
-2 | 0.082915465356333601205581083020409341254 | 0.015770906009253156794767426590720754885
f(z) = 37/88*z^3 - 24/11*z + 1
*
[ 3 ] 
f(z) = 38/81*z^3 - 32/9*z + 1
*
[ -3 ] 
f(z) = 38/81*z^3 - 26/9*z + 1
*
-2 | 0.083613243532718762755810282602925949143 | 0.015781093835682123335366399939562744006
f(z) = 39/88*z^3 - 25/11*z + 1
*
[ 9/4 ] 
f(z) = 20/81*z^3 - 25/36*z + 1
*
[ 3 ] 
f(z) = 20/99*z^3 - 38/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016834834288910250438762120747312384658
f(z) = 21/80*z^3 - 31/20*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016619277756789700753811707876865952378
f(z) = 23/80*z^3 - 33/20*z + 1
*
[ -3 ] 
f(z) = 23/90*z^3 - 29/30*z + 1
*
-2 | 0.064180294496291232353447418653534867414 | 0.012987644391801727332185796348338391933
f(z) = 23/96*z^3 - 35/24*z + 1
*
[ -3 ] 
f(z) = 23/99*z^3 - 25/33*z + 1
*
-12/5 | 0.078470464946862854806097323488816182935 | 0.013574458844695414960977906324398859931
f(z) = 25/81*z^3 - 31/36*z + 1
*
-8/5 | 0.064181328112712122075628615856269434869 | 0.013936798320286461239063888725283820944
f(z) = 25/96*z^3 - 25/24*z + 1
*
[ -3 ] 
f(z) = 25/99*z^3 - 31/33*z + 1
*
[ 3/5 ] 
f(z) = 25/99*z^3 - 25/33*z + 1
*
[ -3 ] 
f(z) = 26/99*z^3 - 34/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016238782132367776134906025922405192083
f(z) = 27/80*z^3 - 37/20*z + 1
*
[ -3 ] 
f(z) = 28/99*z^3 - 40/33*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.016069496093819952933157861944529034262
f(z) = 29/80*z^3 - 39/20*z + 1
*
[ 2 ] 
f(z) = 31/80*z^3 - 21/20*z + 1
*
[ 2 ] 
f(z) = 33/80*z^3 - 23/20*z + 1
*
[ 3/2 ] 
f(z) = 35/81*z^3 - 23/36*z + 1
*
[ 2 ] 
f(z) = 35/96*z^3 - 23/24*z + 1
*
[ 2 ] 
f(z) = 37/80*z^3 - 27/20*z + 1
*
[ 3/2 ] 
f(z) = 37/81*z^3 - 25/36*z + 1
*
[ 2 ] 
f(z) = 37/96*z^3 - 25/24*z + 1
*
[ 2 ] 
f(z) = 39/80*z^3 - 29/20*z + 1
*
[ 2/3 ] 
f(z) = 39/88*z^3 - 23/33*z + 1
*
[ 3/5 ] 
f(z) = 20/81*z^3 - 34/45*z + 1
*
[ 2 ] 
f(z) = 23/84*z^3 - 25/42*z + 1
*
[ 2 ] 
f(z) = 25/84*z^3 - 29/42*z + 1
*
[ 2 ] 
f(z) = 25/92*z^3 - 27/46*z + 1
*
[ 7/10 ] 
f(z) = 25/98*z^3 - 31/56*z + 1
*
[ 2 ] 
f(z) = 27/92*z^3 - 31/46*z + 1
*
[ 2/3 ] 
f(z) = 27/92*z^3 - 29/46*z + 1
*
[ 2 ] 
f(z) = 29/84*z^3 - 37/42*z + 1
*
[ 2 ] 
f(z) = 29/92*z^3 - 35/46*z + 1
*
[ 2 ] 
f(z) = 31/92*z^3 - 39/46*z + 1
*
[ 3/5 ] 
f(z) = 35/81*z^3 - 37/45*z + 1
*
[ -7/3 ] 
f(z) = 39/98*z^3 - 31/42*z + 1
*
[ 2/3 ] 
f(z) = 21/80*z^3 - 37/60*z + 1
*
[ 3/4 ] 
f(z) = 22/81*z^3 - 35/72*z + 1
*
[ 3/4 ] 
f(z) = 26/81*z^3 - 37/72*z + 1
*
-3/2 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 28/81*z^3 - 25/63*z + 1
*
[ 9/7 ] 
f(z) = 28/81*z^3 - 22/63*z + 1
*
[ 3/2 ] 
f(z) = 34/99*z^3 - 29/66*z + 1
*
[ 9/7 ] 
f(z) = 35/81*z^3 - 31/63*z + 1
*
[ 4/5 ] 
f(z) = 35/96*z^3 - 29/60*z + 1
*
[ 3/2 ] 
f(z) = 38/99*z^3 - 35/66*z + 1
*
[ 4/3 ] 
f(z) = 39/80*z^3 - 37/60*z + 1
*
[ 2 ] 
f(z) = 21/94*z^3 - 37/94*z + 1
*
[ 9/11 ] 
f(z) = 22/81*z^3 - 40/99*z + 1
*
[ -5/2 ] 
f(z) = 24/85*z^3 - 31/85*z + 1
*
[ 8/5 ] 
f(z) = 25/88*z^3 - 31/88*z + 1
*
[ 22/15 ] 
f(z) = 25/88*z^3 - 29/99*z + 1
*
[ 7/5 ] 
f(z) = 25/91*z^3 - 23/91*z + 1
*
[ 4/5 ] 
f(z) = 25/92*z^3 - 39/92*z + 1
*
[ 9/5 ] 
f(z) = 25/99*z^3 - 37/99*z + 1
*
[ 4/3 ] 
f(z) = 27/92*z^3 - 25/92*z + 1
*
[ 5/3 ] 
f(z) = 27/95*z^3 - 37/95*z + 1
*
[ 3/2 ] 
f(z) = 28/87*z^3 - 34/87*z + 1
*
[ 3/2 ] 
f(z) = 28/93*z^3 - 32/93*z + 1
*
[ 5/4 ] 
f(z) = 32/85*z^3 - 33/85*z + 1
*
[ 5/4 ] 
f(z) = 32/95*z^3 - 31/95*z + 1
*
[ 4/3 ] 
f(z) = 25/96*z^3 - 23/108*z + 1
*
[ 4/3 ] 
f(z) = 29/96*z^3 - 31/108*z + 1
*
[ 4/3 ] 
f(z) = 31/96*z^3 - 35/108*z + 1
*
[ 4/3 ] 
f(z) = 21/88*z^3 - 23/132*z + 1
*
[ 3/2 ] 
f(z) = 23/90*z^3 - 29/120*z + 1
*
[ 3/2 ] 
f(z) = 23/99*z^3 - 25/132*z + 1
*
[ 6/5 ] 
f(z) = 25/92*z^3 - 31/138*z + 1
*
[ 14/15 ] 
f(z) = 25/98*z^3 - 37/126*z + 1
*
[ 3/2 ] 
f(z) = 25/99*z^3 - 31/132*z + 1
*
[ -7/3 ] 
f(z) = 31/98*z^3 - 37/126*z + 1
*
[ 9/8 ] 
f(z) = 20/81*z^3 - 29/144*z + 1
*
[ 10/7 ] 
f(z) = 21/80*z^3 - 33/140*z + 1
*
[ -5/2 ] 
f(z) = 22/85*z^3 - 37/170*z + 1
*
[ 3/2 ] 
f(z) = 22/93*z^3 - 37/186*z + 1
*
[ 5/4 ] 
f(z) = 24/95*z^3 - 37/190*z + 1
*
[ 3/2 ] 
f(z) = 20/97*z^3 - 38/291*z + 1
*
[ 3 ] 
f(z) = 20/81*z^3 - 14/9*z + 1
*
[ -3 ] 
f(z) = 20/81*z^3 - 8/9*z + 1
*
[ 3/2 ] 
f(z) = 20/81*z^3 - 2/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.017088443435548405439680854620967706240
f(z) = 21/88*z^3 - 16/11*z + 1
*
[ 2 ] 
f(z) = 21/88*z^3 - 5/11*z + 1
*
[ 3 ] 
f(z) = 22/81*z^3 - 16/9*z + 1
*
[ -3 ] 
f(z) = 22/81*z^3 - 10/9*z + 1
*
[ 3/2 ] 
f(z) = 22/81*z^3 - 5/18*z + 1
*
[ 3 ] 
f(z) = 23/81*z^3 - 17/9*z + 1
*
[ -3 ] 
f(z) = 23/81*z^3 - 11/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016877563484725960882428173993508214464
f(z) = 23/88*z^3 - 17/11*z + 1
*
[ 2 ] 
f(z) = 23/88*z^3 - 6/11*z + 1
*
[ -3 ] 
f(z) = 25/81*z^3 - 13/9*z + 1
*
-12/5 | 0.080030378878863908704507945558240539675 | 0.015730489135830465515383413917994780958
f(z) = 25/81*z^3 - 11/18*z + 1
*
[ 9/5 ] 
f(z) = 25/81*z^3 - 5/9*z + 1
*
[ 6/5 ] 
f(z) = 25/81*z^3 - 5/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016683452619766048892881900457045478906
f(z) = 25/88*z^3 - 18/11*z + 1
*
[ 2/5 ] 
f(z) = 25/88*z^3 - 17/11*z + 1
*
[ 2 ] 
f(z) = 25/88*z^3 - 7/11*z + 1
*
-12/5 | 0.064180294496291232353447418653534867414 | 0.013064279089223106192244586857537254393
f(z) = 25/96*z^3 - 17/12*z + 1
*
[ 12/5 ] 
f(z) = 25/96*z^3 - 11/12*z + 1
*
[ 4/5 ] 
f(z) = 25/96*z^3 - 5/12*z + 1
*
[ -12/5 ]
f(z) = 25/96*z^3 - 1/12*z + 1
*
[ 14/5 ] 
f(z) = 25/98*z^3 - 19/14*z + 1
*
[ -14/5 ] 
f(z) = 25/98*z^3 - 9/14*z + 1
*
[ 7/5 ] 
f(z) = 25/98*z^3 - 3/14*z + 1
*
[ 3 ] 
f(z) = 26/81*z^3 - 20/9*z + 1
*
[ -3 ] 
f(z) = 26/81*z^3 - 14/9*z + 1
*
[ 3/2 ] 
f(z) = 26/81*z^3 - 7/18*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016503904575061931281943825259587438406
f(z) = 27/88*z^3 - 19/11*z + 1
*
[ 2 ] 
f(z) = 27/88*z^3 - 8/11*z + 1
*
[ 2/3 ] 
f(z) = 27/88*z^3 - 7/11*z + 1
*
[ 7/3 ] 
f(z) = 27/98*z^3 - 13/14*z + 1
*
[ -3 ] 
f(z) = 28/81*z^3 - 16/9*z + 1
*
[ 3/2 ] 
f(z) = 28/81*z^3 - 4/9*z + 1
*
[ -3 ] 
f(z) = 29/81*z^3 - 17/9*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.016337104448261999924135498427671295240
f(z) = 29/88*z^3 - 20/11*z + 1
*
[ 2 ] 
f(z) = 29/88*z^3 - 9/11*z + 1
*
[ -3 ] 
f(z) = 31/81*z^3 - 19/9*z + 1
*
[ 2 ] 
f(z) = 31/88*z^3 - 10/11*z + 1
*
[ -3 ] 
f(z) = 32/81*z^3 - 20/9*z + 1
*
3/2 | 0.081379340188843326134265012697087496029 | 0.015827433921833120947051833694340924649
f(z) = 32/81*z^3 - 19/18*z + 1
*
[ 9/4 ] 
f(z) = 32/81*z^3 - 13/9*z + 1
*
[ 3/2 ] 
f(z) = 34/81*z^3 - 11/18*z + 1
*
[ 2 ] 
f(z) = 35/88*z^3 - 12/11*z + 1
*
[ 2 ] 
f(z) = 37/88*z^3 - 13/11*z + 1
*
[ 3/2 ] 
f(z) = 38/81*z^3 - 13/18*z + 1
*
[ 2 ] 
f(z) = 39/88*z^3 - 14/11*z + 1
*
[ 3/4 ] 
f(z) = 20/81*z^3 - 17/36*z + 1
*
[ -3 ] 
f(z) = 20/99*z^3 - 16/33*z + 1
*
[ 3/2 ] 
f(z) = 20/99*z^3 - 4/33*z + 1
*
[ 2 ] 
f(z) = 21/80*z^3 - 11/20*z + 1
*
[ 2/3 ] 
f(z) = 21/88*z^3 - 20/33*z + 1
*
[ 2 ] 
f(z) = 23/80*z^3 - 13/20*z + 1
*
[ 3/2 ] 
f(z) = 23/81*z^3 - 11/36*z + 1
*
[ 2 ] 
f(z) = 23/96*z^3 - 11/24*z + 1
*
[ 6/5 ] 
f(z) = 25/88*z^3 - 8/33*z + 1
*
[ 8/5 ] 
f(z) = 25/96*z^3 - 7/24*z + 1
*
[ 6/5 ] 
f(z) = 25/96*z^3 - 5/24*z + 1
*
[ 2/3 ] 
f(z) = 27/80*z^3 - 13/20*z + 1
*
[ 4/3 ] 
f(z) = 27/80*z^3 - 7/20*z + 1
*
-22/9 | 0.13032635276491909813782228924281417678 | 0.023372945189076496931428065127746313645
f(z) = 27/88*z^3 - 17/33*z + 1
*
[ -22/9 ] 
f(z) = 27/88*z^3 - 14/33*z + 1
*
[ 3/4 ] 
f(z) = 28/81*z^3 - 19/36*z + 1
*
[ 3/2 ] 
f(z) = 28/99*z^3 - 10/33*z + 1
*
[ 2 ] 
f(z) = 29/80*z^3 - 19/20*z + 1
*
[ 3/2 ] 
f(z) = 29/81*z^3 - 17/36*z + 1
*
[ 2 ] 
f(z) = 29/96*z^3 - 17/24*z + 1
*
[ 3/2 ] 
f(z) = 31/81*z^3 - 19/36*z + 1
*
[ 2 ] 
f(z) = 31/96*z^3 - 19/24*z + 1
*
[ 3/4 ] 
f(z) = 32/99*z^3 - 17/33*z + 1
*
[ 3/2 ] 
f(z) = 32/99*z^3 - 13/33*z + 1
*
[ 9/5 ] 
f(z) = 20/81*z^3 - 16/45*z + 1
*
[ 9/10 ] 
f(z) = 20/81*z^3 - 14/45*z + 1
*
[ 2 ] 
f(z) = 21/92*z^3 - 19/46*z + 1
*
[ 6/5 ] 
f(z) = 25/84*z^3 - 11/42*z + 1
*
[ 4/5 ] 
f(z) = 25/88*z^3 - 19/44*z + 1
*
[ 4/3 ] 
f(z) = 27/88*z^3 - 13/44*z + 1
*
[ 7/9 ] 
f(z) = 27/98*z^3 - 19/42*z + 1
*
[ 14/9 ] 
f(z) = 27/98*z^3 - 13/42*z + 1
*
[ 7/6 ] 
f(z) = 27/98*z^3 - 13/56*z + 1
*
[ -7/3 ] 
f(z) = 33/98*z^3 - 17/42*z + 1
*
[ 4/3 ] 
f(z) = 21/80*z^3 - 13/60*z + 1
*
[ 6/5 ] 
f(z) = 25/99*z^3 - 13/66*z + 1
*
[ 3/2 ] 
f(z) = 26/99*z^3 - 17/66*z + 1
*
[ 6/5 ] 
f(z) = 20/81*z^3 - 17/90*z + 1
*
[ 3/2 ] 
f(z) = 20/87*z^3 - 16/87*z + 1
*
[ 3/2 ] 
f(z) = 20/93*z^3 - 14/93*z + 1
*
[ 4/3 ] 
f(z) = 23/96*z^3 - 19/108*z + 1
*
[ 10 ] 
f(z) = 29/100*z^3 - 281/10*z + 1
*
[ -10 ] 
f(z) = 31/100*z^3 - 299/10*z + 1
*
[ -6 ] 
f(z) = 25/104*z^3 - 292/39*z + 1
*
[ 4 ] 
f(z) = 23/100*z^3 - 293/100*z + 1
*
[ 4 ] 
f(z) = 23/108*z^3 - 287/108*z + 1
*
[ 4 ] 
f(z) = 23/116*z^3 - 281/116*z + 1
*
16/5 | 0.16691955304326603346602889264537977416 | 0.029421830060194313598045183739603198210
f(z) = 25/112*z^3 - 291/112*z + 1
*
2/3 | 0.13958497745299175527734959635092546160 | 0.024663913081005507898952609622274163589
f(z) = 27/110*z^3 - 287/110*z + 1
*
[ 11/3 ] 
f(z) = 27/110*z^3 - 283/110*z + 1
*
[ -4 ] 
f(z) = 27/116*z^3 - 287/116*z + 1
*
3 | 0.16787249546353963725271346484460807173 | 0.029449023273760296824424683953610111307
f(z) = 29/114*z^3 - 299/114*z + 1
*
-3 | 0.16494577120614227236790148944751036428 | 0.029254238315879662911385452034434212778
f(z) = 35/102*z^3 - 281/102*z + 1
*
[ -7/2 ] 
f(z) = 36/119*z^3 - 288/119*z + 1
*
-3 | 0.16902741667580179775629186801835273716 | 0.029721847921737631069559779431296390047
f(z) = 37/114*z^3 - 295/114*z + 1
*
9/5 | 0.20132066019131878362322750910692338156 | 0.029758980086043284637593381083125616388
f(z) = 35/108*z^3 - 289/180*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.011677425159213222525014638122183546615
f(z) = 22/105*z^3 - 281/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015328196511834829321629723146523840590
f(z) = 22/107*z^3 - 283/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015369771087133271392760168764622761388
f(z) = 22/109*z^3 - 285/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.016633834114010003080401398685650120305
f(z) = 23/101*z^3 - 285/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.016677442140116711616862602426233720127
f(z) = 23/103*z^3 - 287/206*z + 1
*
-2 | 0.074398185132397011067568854443008982539 | 0.013129647523451876067035053856783104736
f(z) = 23/105*z^3 - 289/210*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.016761117853903741906681993416117767748
f(z) = 23/107*z^3 - 291/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.016801282602201248793994468106349303240
f(z) = 23/109*z^3 - 293/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015046346788828110103853266715990566555
f(z) = 24/101*z^3 - 293/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015092084846325913502244037813712153741
f(z) = 24/103*z^3 - 295/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.015180198907464813291340455982665014202
f(z) = 24/107*z^3 - 299/214*z + 1
*
[ 5/2 ] 
f(z) = 34/105*z^3 - 299/210*z + 1
*
3/2 | 0.10814803696693667234271686781299368081 | 0.019039568761564674873368908554060189220
f(z) = 34/105*z^3 - 293/210*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.017044261508988162484775309374273512441
f(z) = 21/113*z^3 - 281/226*z + 1
*
-2 | 0.096426486087713832191709881098922866729 | 0.017080399096122624789453315450871536158
f(z) = 21/115*z^3 - 283/230*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.011815365378823282259110803921198912872
f(z) = 22/111*z^3 - 287/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015449749166976254109592933688411828884
f(z) = 22/113*z^3 - 289/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.015488235288127807209157684284183562077
f(z) = 22/115*z^3 - 291/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013137971114809303812723408097954670410
f(z) = 22/117*z^3 - 293/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.015562277197282160348138654761164272644
f(z) = 22/119*z^3 - 295/238*z + 1
*
-2 | 0.075427256450078691894642624708973423182 | 0.013263158660603769923699566613135027912
f(z) = 23/111*z^3 - 295/222*z + 1
*
-2 | 0.096101591464548841509758387183730976248 | 0.016878488330987320037828754606197082916
f(z) = 23/113*z^3 - 297/226*z + 1
*
9/8 | 0.14283207824600919976745719599518422235 | 0.025206728350629841033228372186035680290
f(z) = 32/117*z^3 - 289/234*z + 1
*
[ 5/2 ] 
f(z) = 34/115*z^3 - 287/230*z + 1
*
12/5 | 0.082474395294713293705491053413596388140 | 0.011693982325260191249938855944106126439
f(z) = 25/112*z^3 - 289/252*z + 1
*
[ 10 ] 
f(z) = 27/100*z^3 - 261/10*z + 1
*
[ -10 ] 
f(z) = 29/100*z^3 - 279/10*z + 1
*
[ 6 ] 
f(z) = 23/104*z^3 - 278/39*z + 1
*
[ -6 ] 
f(z) = 23/104*z^3 - 265/39*z + 1
*
[ 24/5 ] 
f(z) = 35/108*z^3 - 267/40*z + 1
*
35/9 | 0.18900309993335047169847484970365426422 | 0.026235311383995065080081677239606970292
f(z) = 27/100*z^3 - 269/60*z + 1
*
10/3 | 0.19554773900040287558599558089282828828 | 0.025444572608923054493309293627147463592
f(z) = 27/104*z^3 - 272/65*z + 1
*
4/9 | 0.15956119149717961672859245909727309008 | 0.022760926263679846272339672236592705518
f(z) = 27/112*z^3 - 277/84*z + 1
*
14/9 | 0.10811445883873495793242039747227329339 | 0.015470530437039816881168796422507256738
f(z) = 27/112*z^3 - 271/84*z + 1
*
[ -18/5 ] 
f(z) = 35/108*z^3 - 263/90*z + 1
*
[ -9/2 ] 
f(z) = 20/117*z^3 - 262/117*z + 1
*
[ 4 ] 
f(z) = 21/100*z^3 - 261/100*z + 1
*
-3 | 0.15800165041083344814661678558655364897 | 0.028130334611014071493506548147852956767
f(z) = 23/102*z^3 - 275/102*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015904746578520438785277256438450412453
f(z) = 23/119*z^3 - 261/119*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015893823891408758090728914220512542636
f(z) = 24/119*z^3 - 262/119*z + 1
*
[ 18/5 ] 
f(z) = 25/104*z^3 - 280/117*z + 1
*
[ -4 ] 
f(z) = 25/108*z^3 - 265/108*z + 1
*
0 | 0.075511624026394024958766024971463869378 | 0.013570194464023108152321910206270256907
f(z) = 25/118*z^3 - 261/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015882957721268057642636055977286037301
f(z) = 25/119*z^3 - 263/119*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015872147552339380572674715653570524332
f(z) = 26/119*z^3 - 264/119*z + 1
*
-10/3 | 0.16303955496254021586207392744799712505 | 0.029180651324228332544141215691503775545
f(z) = 27/110*z^3 - 267/110*z + 1
*
0 | 0.075511843329107213753166753008199564289 | 0.013551643205310841985406556380126896290
f(z) = 27/118*z^3 - 263/118*z + 1
*
0 | 0.088503238740645205898832756717181953355 | 0.015861563462887233925580168052860283253
f(z) = 27/119*z^3 - 265/119*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013401701614301775762903960231056580245
f(z) = 28/117*z^3 - 262/117*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013392539239601335101384141418150625706
f(z) = 29/117*z^3 - 263/117*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013533021698040349719114273915698400896
f(z) = 29/118*z^3 - 265/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015840047995073999556867439759142123362
f(z) = 29/119*z^3 - 267/119*z + 1
*
0 | 0.088512072507675526210890871523446871326 | 0.015831207050957583943456274298537590065
f(z) = 30/119*z^3 - 268/119*z + 1
*
0 | 0.088183676869382701751604334030329469408 | 0.015847489166062972340014138366664170589
f(z) = 31/115*z^3 - 261/115*z + 1
*
0 | 0.062643434937726769246400075584638269029 | 0.011242229589486750094603279686160260808
f(z) = 31/116*z^3 - 263/116*z + 1
*
0 | 0.074867954165171886703754408498484124592 | 0.013417845755988536456723619975229498543
f(z) = 31/117*z^3 - 265/117*z + 1
*
0 | 0.075690629674154180499825950488235127937 | 0.013547030802066727668502201498860926170
f(z) = 31/118*z^3 - 267/118*z + 1
*
0 | 0.088565828411135871994245338210191420629 | 0.015830276559760419501401495279144492597
f(z) = 31/119*z^3 - 269/119*z + 1
*
0 | 0.088234804216133424526500516669919829423 | 0.015845787586694013398757940621237680369
f(z) = 32/115*z^3 - 262/115*z + 1
*
0 | 0.074971776632153598292696730648370405983 | 0.013427388948791514232349055486280840529
f(z) = 32/117*z^3 - 266/117*z + 1
*
0 | 0.088809462329979987737829560010453477717 | 0.015863302727161543244519963807181225750
f(z) = 32/119*z^3 - 270/119*z + 1
*
0 | 0.088210494430480109802256206103226071263 | 0.015830591530867069147335257175309938739
f(z) = 33/115*z^3 - 263/115*z + 1
*
0 | 0.062719126118241528730109514606561140649 | 0.011240531006742045509913402993100256112
f(z) = 33/116*z^3 - 265/116*z + 1
*
0 | 0.075878637412365987429604406672459280623 | 0.013562565119805352761496017279838115556
f(z) = 33/118*z^3 - 269/118*z + 1
*
0 | 0.088865516299409846491055851405877398226 | 0.015862840318237893352110131735306801977
f(z) = 33/119*z^3 - 271/119*z + 1
*
0 | 0.087870569789663319365745272892360457136 | 0.015758854351823437770812700535531924152
f(z) = 34/115*z^3 - 264/115*z + 1
*
0 | 0.074899784144525165421420888649489342279 | 0.013396522725882195189473715175795409539
f(z) = 34/117*z^3 - 268/117*z + 1
*
0 | 0.087591006776872357337554534309847813915 | 0.015740980419733205354310168649884560319
f(z) = 35/113*z^3 - 261/113*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011160884055140078990438142930285055053
f(z) = 35/116*z^3 - 267/116*z + 1
*
0 | 0.074640730514557129828440186173603132287 | 0.013341301355901064247660029323054557372
f(z) = 35/117*z^3 - 269/117*z + 1
*
0 | 0.075512432806760341493569965066578566452 | 0.013479262975522290282547165099893518679
f(z) = 35/118*z^3 - 271/118*z + 1
*
0 | 0.087546298245399250668458973527526668707 | 0.015722141147385323423810645465746781436
f(z) = 36/113*z^3 - 262/113*z + 1
*
0 | 0.087873381131269340798444897510817838207 | 0.015738056635420795999854785117990577738
f(z) = 36/115*z^3 - 266/115*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015767017112748941868022359330467591849
f(z) = 36/119*z^3 - 274/119*z + 1
*
[ 3 ] 
f(z) = 37/102*z^3 - 265/102*z + 1
*
[ 3 ] 
f(z) = 37/105*z^3 - 263/105*z + 1
*
0 | 0.061709031697974060476973048587151625802 | 0.011089730503417215255642658923373795897
f(z) = 37/112*z^3 - 261/112*z + 1
*
0 | 0.087587632960659361382089990197330153987 | 0.015718810437554880948964634542057507911
f(z) = 37/113*z^3 - 263/113*z + 1
*
0 | 0.087984328362657097343868424013220360400 | 0.015747344308790602279660584476768207316
f(z) = 37/115*z^3 - 267/115*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011145996680186215957371460087658234302
f(z) = 37/116*z^3 - 269/116*z + 1
*
0 | 0.074639709191363620115864984085444912899 | 0.013323478415554731872195503723490165754
f(z) = 37/117*z^3 - 271/117*z + 1
*
0 | 0.075516012458317117999389475326838978585 | 0.013462232312699799769873261925160250187
f(z) = 37/118*z^3 - 273/118*z + 1
*
0 | 0.088525750831843025140515378308742406150 | 0.015760968231128400596028023858430697260
f(z) = 37/119*z^3 - 275/119*z + 1
*
[ 3 ] 
f(z) = 38/105*z^3 - 272/105*z + 1
*
[ 3 ] 
f(z) = 38/111*z^3 - 268/111*z + 1
*
0 | 0.089579504968327402489500033424855869685 | 0.016065337633333268952957788299112292310
f(z) = 38/113*z^3 - 264/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015716207852835959350096156212733278767
f(z) = 38/115*z^3 - 268/115*z + 1
*
0 | 0.074786967703588369102020686422547959040 | 0.013340993281449097612920162914873435170
f(z) = 38/117*z^3 - 272/117*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015746614703109807745858160556780569712
f(z) = 38/119*z^3 - 276/119*z + 1
*
0 | 0.066867992828945687384575993434024996292 | 0.012000384849880338763556754522040117268
f(z) = 39/112*z^3 - 263/112*z + 1
*
0 | 0.092063718979471028136530293051903373176 | 0.016499673254914037694557083264172515068
f(z) = 39/113*z^3 - 265/113*z + 1
*
0 | 0.090873803194870068581503960817122055783 | 0.016242804503945173690137585111632230878
f(z) = 39/115*z^3 - 269/115*z + 1
*
0 | 0.064363361323162960967168886655323395404 | 0.011489110349333143964188223795936430767
f(z) = 39/116*z^3 - 271/116*z + 1
*
0 | 0.075511696999674961774212311999507853130 | 0.013443969085912278884172188281336793085
f(z) = 39/118*z^3 - 275/118*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015736488517702120439193128346177131989
f(z) = 39/119*z^3 - 277/119*z + 1
*
[ 10/3 ] 
f(z) = 27/112*z^3 - 277/140*z + 1
*
[ -39/10 ] 
f(z) = 20/117*z^3 - 262/195*z + 1
*
[ 3/7 ] 
f(z) = 23/108*z^3 - 269/196*z + 1
*
[ 3/7 ] 
f(z) = 29/108*z^3 - 271/196*z + 1
*
-9/5 | 0.19303815431866461182894048862870440412 | 0.028840403346064390505571030041363676997
f(z) = 35/108*z^3 - 269/180*z + 1
*
-2 | 0.088317652289488118676527260586693941457 | 0.015871565889715402558312828830487643548
f(z) = 20/101*z^3 - 261/202*z + 1
*
-2 | 0.088680772130013606081794002218924527823 | 0.015914989359214556103070758285186087591
f(z) = 20/103*z^3 - 263/206*z + 1
*
-2 | 0.089386324838018613536160604107254827469 | 0.015998272191381555049332941005925558441
f(z) = 20/107*z^3 - 267/214*z + 1
*
-2 | 0.089729270167041530704177597351438617275 | 0.016038230407057624991854715736947361089
f(z) = 20/109*z^3 - 269/218*z + 1
*
-2 | 0.094022567355825117107944808911452596338 | 0.016805615334980239129019056180926382614
f(z) = 21/101*z^3 - 269/202*z + 1
*
-2 | 0.094385687196350604513211550543683182704 | 0.016848212295063248407184133556908214989
f(z) = 21/103*z^3 - 271/206*z + 1
*
-2 | 0.095091239904355611967578152432013482351 | 0.016929876302749861274196008906443925618
f(z) = 21/107*z^3 - 275/214*z + 1
*
-2 | 0.095434185233378529135595145676197272156 | 0.016969041282034653467096959481139867817
f(z) = 21/109*z^3 - 277/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015196582656730164493021441252317130485
f(z) = 22/101*z^3 - 277/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015241535556150704364949994287101657858
f(z) = 22/103*z^3 - 279/206*z + 1
*
[ -7/2 ] 
f(z) = 22/105*z^3 - 269/210*z + 1
*
-2 | 0.069722341383741693463225076384214768301 | 0.012445709134886430690686715058434752907
f(z) = 20/111*z^3 - 271/222*z + 1
*
-2 | 0.090396676398211843078340838858972321367 | 0.016115006848916906929818676963979751953
f(z) = 20/113*z^3 - 273/226*z + 1
*
-2 | 0.077477749058212011399297930164762405422 | 0.013776228287514009999608400218786315929
f(z) = 20/117*z^3 - 277/234*z + 1
*
-2 | 0.091354744442641265611169651223792406426 | 0.016222928204822973605464086301430773880
f(z) = 20/119*z^3 - 279/238*z + 1
*
[ 5/11 ] 
f(z) = 33/100*z^3 - 279/220*z + 1
*
[ 12/23 ] 
f(z) = 23/108*z^3 - 269/276*z + 1
*
[ -10 ] 
f(z) = 27/100*z^3 - 259/10*z + 1
*
[ 26/3 ] 
f(z) = 27/104*z^3 - 242/13*z + 1
*
[ 6 ] 
f(z) = 21/104*z^3 - 251/39*z + 1
*
-2/3 | 0.14128488841552606795593109409306519426 | 0.018637446810113524808572616303378519398
f(z) = 27/104*z^3 - 245/39*z + 1
*
[ 4 ] 
f(z) = 35/104*z^3 - 241/52*z + 1
*
[ 4 ] 
f(z) = 37/104*z^3 - 257/52*z + 1
*
5/3 | 0.18659966818163505588677012894869528954 | 0.026153121619328247238956696384225797837
f(z) = 21/100*z^3 - 251/60*z + 1
*
[ 6/31 ] 
f(z) = 31/108*z^3 - 259/62*z + 1
*
12/5 | 0.18044610289848508369506369366350696523 | 0.026261636639877129337444010705986717932
f(z) = 25/112*z^3 - 241/84*z + 1
*
-28/9 | 0.16564718488263192736270380409797245537 | 0.023938548129808660259155786100355208738
f(z) = 27/112*z^3 - 253/84*z + 1
*
[ 10/3 ] 
f(z) = 31/100*z^3 - 247/90*z + 1
*
[ -10/3 ] 
f(z) = 37/100*z^3 - 253/90*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012182475657448090403319176788691809333
f(z) = 20/111*z^3 - 242/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015901716053548657952664522060322078497
f(z) = 20/113*z^3 - 246/113*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013476753962556781154928625615388336406
f(z) = 20/117*z^3 - 254/117*z + 1
*
0 | 0.088502686562331431643003963749252019567 | 0.015937930973358720694571487544592265320
f(z) = 20/119*z^3 - 258/119*z + 1
*
0 | 0.074210525939955032672815419428591461228 | 0.013530223058363200324422054493977287430
f(z) = 21/110*z^3 - 241/110*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015890006932897529164750667959414021307
f(z) = 21/113*z^3 - 247/113*z + 1
*
0 | 0.087870066997858997353048122491492610380 | 0.015902780815587952127427861464568894536
f(z) = 21/115*z^3 - 251/115*z + 1
*
0 | 0.062359282548817779726115388978317341376 | 0.011269635487589391225825048787934165383
f(z) = 21/116*z^3 - 253/116*z + 1
*
[ 4 ] 
f(z) = 21/116*z^3 - 249/116*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013607779682426227866421427754830839764
f(z) = 21/118*z^3 - 257/118*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012164235747139742642043510383639350489
f(z) = 22/111*z^3 - 244/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015878362248888615116670108563980271858
f(z) = 22/113*z^3 - 248/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015891172867496658135343851579034103515
f(z) = 22/115*z^3 - 252/115*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013457692251009183030096754427902276417
f(z) = 22/117*z^3 - 256/117*z + 1
*
0 | 0.088502286909472766395460877061413078986 | 0.015915726305177788967860748627228459611
f(z) = 22/119*z^3 - 260/119*z + 1
*
[ -4 ] 
f(z) = 23/100*z^3 - 243/100*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015839567751979208679471369889514809211
f(z) = 23/109*z^3 - 241/109*z + 1
*
0 | 0.074211499284087255856581546129087936768 | 0.013510043543033136134960211803974119996
f(z) = 23/110*z^3 - 243/110*z + 1
*
0 | 0.066870626179116218212866563980820564928 | 0.012155514905833656775289044177311667213
f(z) = 23/111*z^3 - 245/111*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011200425012504842160369594958946787343
f(z) = 23/112*z^3 - 247/112*z + 1
*
0 | 0.087544663880383964459641402623740833992 | 0.015866862032746661232016607325001914340
f(z) = 23/113*z^3 - 249/113*z + 1
*
3 | 0.16358097690344535972268272119650420841 | 0.029735193412644377125542561800011483991
f(z) = 23/114*z^3 - 245/114*z + 1
*
0 | 0.062358634463642142935591324227169547028 | 0.011253504540156155590238707170467497122
f(z) = 23/116*z^3 - 255/116*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013448237217034413971457182919983435255
f(z) = 23/117*z^3 - 257/117*z + 1
*
0 | 0.075510604804274449931210742808746659093 | 0.013588796335940575708288741777597460032
f(z) = 23/118*z^3 - 259/118*z + 1
*
0 | 0.086877894457008405203520567063770139862 | 0.015827815652381187497554061001519017051
f(z) = 24/109*z^3 - 242/109*z + 1
*
0 | 0.087544636183617709267719097186730780080 | 0.015855339281748011968142431463661494710
f(z) = 24/113*z^3 - 250/113*z + 1
*
0 | 0.087869462300159971113869762814080618593 | 0.015868549389103697835246453415211497635
f(z) = 24/115*z^3 - 254/115*z + 1
*
4/5 | 0.15330404669053375599237662763792649337 | 0.027588409248647188307348547925059800779
f(z) = 25/108*z^3 - 259/108*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015815736548732248872253430377366754352
f(z) = 25/109*z^3 - 243/109*z + 1
*
0 | 0.066869883850573194247516302221835440860 | 0.012137442446378889123322298404415119332
f(z) = 25/111*z^3 - 247/111*z + 1
*
0 | 0.061707490929170443035922536784435793811 | 0.011184053962419750578050255776172130973
f(z) = 25/112*z^3 - 249/112*z + 1
*
7/5 | 0.15089363087225032211764092888570366077 | 0.027511252048527169942627943635629984528
f(z) = 25/112*z^3 - 241/112*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015843808612511537163446249635498664498
f(z) = 25/113*z^3 - 251/113*z + 1
*
0 | 0.062361298150699040219808542441833528809 | 0.011238140763729783113107750686153061951
f(z) = 25/116*z^3 - 257/116*z + 1
*
[ -4 ] 
f(z) = 25/116*z^3 - 255/116*z + 1
*
0 | 0.074625291525043512183589156002383077981 | 0.013429476438077806931714150931632157719
f(z) = 25/117*z^3 - 259/117*z + 1
*
7/5 | 0.16057303317078066658454801570745677268 | 0.029018928361702343445664284545693367329
f(z) = 25/119*z^3 - 253/119*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015803921050504015150688182663924057493
f(z) = 26/109*z^3 - 244/109*z + 1
*
0 | 0.066892588371414033296190723853791725726 | 0.012132665796749984825945757661622934864
f(z) = 26/111*z^3 - 248/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015832415513342540053678095861156067828
f(z) = 26/113*z^3 - 252/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015846041784593461157788119614935321806
f(z) = 26/115*z^3 - 256/115*z + 1
*
0 | 0.086544055790316613540125895698636957155 | 0.015778898806967849144530602571919165055
f(z) = 27/107*z^3 - 241/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015792171410414602148341598973681814454
f(z) = 27/109*z^3 - 245/109*z + 1
*
5/3 | 0.15941003048784472654145028380723878220 | 0.028850129074285966769706856075702103044
f(z) = 27/110*z^3 - 251/110*z + 1
*
0 | 0.074212487067375377472733515756341207172 | 0.013470186258969929992494499353433859482
f(z) = 27/110*z^3 - 247/110*z + 1
*
0 | 0.061708524134736691899853076298418351916 | 0.011168048088458241616973802083582511214
f(z) = 27/112*z^3 - 251/112*z + 1
*
0 | 0.087545290969625548145812677730563217903 | 0.015821277563773629046351571444996258523
f(z) = 27/113*z^3 - 253/113*z + 1
*
0 | 0.087892242717704775729722175855070439876 | 0.015839076879293572958651546196951768703
f(z) = 27/115*z^3 - 257/115*z + 1
*
0 | 0.062377561581113199404320004112247746803 | 0.011225389896630205528158652235695514426
f(z) = 27/116*z^3 - 259/116*z + 1
*
[ 1/3 ] 
f(z) = 27/119*z^3 - 241/119*z + 1
*
0 | 0.086672045312076630405094026520458306718 | 0.015790313105403685377603425739938311244
f(z) = 28/107*z^3 - 242/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015780486981908872884403322255932348063
f(z) = 28/109*z^3 - 246/109*z + 1
*
0 | 0.066878919656226230408321353818977240678 | 0.012112540621245555664308244558616916805
f(z) = 28/111*z^3 - 250/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015809812925052061691184839793454529195
f(z) = 28/113*z^3 - 254/113*z + 1
*
0 | 0.087869113488208334544583558611784884407 | 0.015823834505622220812690654641340796752
f(z) = 28/115*z^3 - 258/115*z + 1
*
0 | 0.073871539034372343149198660183255281538 | 0.013468418235013623696022132951737879553
f(z) = 29/106*z^3 - 241/106*z + 1
*
0 | 0.086862492315076616234199652568732712053 | 0.015813129565550989115467303775000668941
f(z) = 29/107*z^3 - 243/107*z + 1
*
3 | 0.18707432844993244107196778188775269246 | 0.021207140064824780400243907204121890857
f(z) = 29/108*z^3 - 251/116*z + 1
*
0 | 0.087141718130731021505200773511815337489 | 0.015816949687751750776208954261512747276
f(z) = 29/109*z^3 - 247/109*z + 1
*
0 | 0.074419866494105237762112956573088993718 | 0.013488083702860346549912825928683536424
f(z) = 29/110*z^3 - 249/110*z + 1
*
0 | 0.066986457558946425823666046027332766434 | 0.012123251848647909836345920730395985667
f(z) = 29/111*z^3 - 251/111*z + 1
*
0 | 0.061710478128872024361891866490436163837 | 0.011152382866701690629185549708578886730
f(z) = 29/112*z^3 - 253/112*z + 1
*
0 | 0.087545370111405212578450759056085272552 | 0.015798810036367304379695180189225293741
f(z) = 29/113*z^3 - 255/113*z + 1
*
0 | 0.087879048157621408760752355611091901883 | 0.015814606315305694078795940244372167728
f(z) = 29/115*z^3 - 259/115*z + 1
*
0 | 0.086902451662499739791412774217160423580 | 0.015808585093439565080460387730990006670
f(z) = 30/107*z^3 - 244/107*z + 1
*
0 | 0.087232294632512800844829259168430143494 | 0.015821786885917340563915648554899049158
f(z) = 30/109*z^3 - 248/109*z + 1
*
0 | 0.087798131621148162379130963708351792686 | 0.015833241136143367401907232381138064551
f(z) = 30/113*z^3 - 256/113*z + 1
*
0 | 0.065845671827776958321278631893884970040 | 0.012005124825263350156297452999655942513
f(z) = 31/105*z^3 - 241/105*z + 1
*
0 | 0.073729495771293700985140882350404767026 | 0.013422295842089811273031991943327156300
f(z) = 31/106*z^3 - 243/106*z + 1
*
0 | 0.086830679330249188491112836332704104314 | 0.015783785455446079603497949679109528667
f(z) = 31/107*z^3 - 245/107*z + 1
*
0 | 0.087237694513100045396075815075863182007 | 0.015811225967873210509845285002266142077
f(z) = 31/109*z^3 - 249/109*z + 1
*
0 | 0.074578700951567287674661087362985905491 | 0.013497300904219783620537208548882216577
f(z) = 31/110*z^3 - 251/110*z + 1
*
0 | 0.067236403644037942941492627138591371719 | 0.012151033969506434977725138786529377398
f(z) = 31/111*z^3 - 253/111*z + 1
*
0 | 0.062069070294215242508751703746631425916 | 0.011201248557911834865920156927907819241
f(z) = 31/112*z^3 - 255/112*z + 1
*
0 | 0.087895354620311813260270549568483981326 | 0.015839637675822477696298832567802164889
f(z) = 31/113*z^3 - 257/113*z + 1
*
-3 | 0.16358059542637818936474837099289226998 | 0.029824366774190054561928767291683132684
f(z) = 31/114*z^3 - 241/114*z + 1
*
[ -7/2 ] 
f(z) = 32/105*z^3 - 257/105*z + 1
*
3/2 | 0.12336579338209328042782952160154526287 | 0.022391921905726353593351180602706069265
f(z) = 32/105*z^3 - 247/105*z + 1
*
0 | 0.086549430096167919703159220409559338197 | 0.015721020529149699048993111326877651056
f(z) = 32/107*z^3 - 246/107*z + 1
*
0 | 0.087011404326596426418396212807386527411 | 0.015758764866941190307429508055163800716
f(z) = 32/109*z^3 - 250/109*z + 1
*
0 | 0.067192711333615999160989303660260059372 | 0.012134487118436960208140507686309261814
f(z) = 32/111*z^3 - 254/111*z + 1
*
0 | 0.087909756414643650625286191141732828863 | 0.015831153652432811146616465211844454446
f(z) = 32/113*z^3 - 258/113*z + 1
*
[ 13/4 ] 
f(z) = 32/117*z^3 - 257/117*z + 1
*
0 | 0.057498334804576820395760979205453091522 | 0.010483220345585978682325831138894708553
f(z) = 33/104*z^3 - 241/104*z + 1
*
0 | 0.073525735836963980812483781399000031431 | 0.013365258096053550641934604210962108675
f(z) = 33/106*z^3 - 245/106*z + 1
*
0 | 0.086583469646156462544081745478460350755 | 0.015715622925057757214743592688053918087
f(z) = 33/107*z^3 - 247/107*z + 1
*
0 | 0.086877144404167266338536772378734770322 | 0.015723081050766907565971201657909960166
f(z) = 33/109*z^3 - 251/109*z + 1
*
0 | 0.061709202716773037010782616802737826390 | 0.011120626528215689171049353565394501637
f(z) = 33/112*z^3 - 257/112*z + 1
*
0 | 0.087768369718881976280757271819231697984 | 0.015794688758471016375941613283622713883
f(z) = 33/113*z^3 - 259/113*z + 1
*
0 | 0.066000518633986574161270336287680760140 | 0.012006275945915100975680423299779642587
f(z) = 34/105*z^3 - 244/105*z + 1
*
0 | 0.086535997411639988382780727317904805350 | 0.015695495742432963215508960315577753070
f(z) = 34/107*z^3 - 248/107*z + 1
*
0 | 0.086878465027415779468843354851087800159 | 0.015712013600759699826448152133939711124
f(z) = 34/109*z^3 - 252/109*z + 1
*
0 | 0.066895516483084908942589648572015452341 | 0.012063728735981563537528862088088773819
f(z) = 34/111*z^3 - 256/111*z + 1
*
0 | 0.087544218865043343862632064696592993926 | 0.015743433031078862729679953216452043088
f(z) = 34/113*z^3 - 260/113*z + 1
*
[ 3 ] 
f(z) = 35/102*z^3 - 247/102*z + 1
*
0 | 0.089029779648769562107754432556138292922 | 0.016232101339093496116278400807598139616
f(z) = 35/103*z^3 - 241/103*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013345324738788290232285495480612498317
f(z) = 35/106*z^3 - 247/106*z + 1
*
0 | 0.086627425123278356506767568342433057158 | 0.015700618881365463922650962228489493173
f(z) = 35/107*z^3 - 249/107*z + 1
*
0 | 0.086949421605972098325306595575150801946 | 0.015713591422238257341188104222849293631
f(z) = 35/109*z^3 - 253/109*z + 1
*
0 | 0.066868850234152304525335105019100873405 | 0.012050447535973000241914231982910469442
f(z) = 35/111*z^3 - 257/111*z + 1
*
[ 3 ] 
f(z) = 35/111*z^3 - 241/111*z + 1
*
0 | 0.091241307732746148261920520355289964147 | 0.016622762415020626798404493772416815656
f(z) = 36/103*z^3 - 242/103*z + 1
*
0 | 0.088634277081049077481302936334080462037 | 0.016052685765521231604216868714751063779
f(z) = 36/107*z^3 - 250/107*z + 1
*
0 | 0.086878974443569804542769687126113281431 | 0.015689674896644445537534338749093857800
f(z) = 36/109*z^3 - 254/109*z + 1
*
[ 1/3 ] 
f(z) = 36/119*z^3 - 242/119*z + 1
*
0 | 0.060061392974886836951467758235366954835 | 0.010950522636152062681492119591264989957
f(z) = 37/102*z^3 - 241/102*z + 1
*
0 | 0.092894850550865369754820579574633134389 | 0.016911307384607066759064100958074538037
f(z) = 37/103*z^3 - 243/103*z + 1
*
0 | 0.063999871082425242321089707872374804171 | 0.011633678811830950857995812817765734280
f(z) = 37/104*z^3 - 245/104*z + 1
*
0 | 0.071780148286913405031177202587429828643 | 0.013028696454322997783222848325118596926
f(z) = 37/105*z^3 - 247/105*z + 1
*
0 | 0.078849712819604672353424506561444692124 | 0.014290962569001251193242127884280511997
f(z) = 37/106*z^3 - 249/106*z + 1
*
0 | 0.091196715625390388462819630355966031549 | 0.016504839807706362682233113266339511026
f(z) = 37/107*z^3 - 251/107*z + 1
*
0 | 0.089975635823431622025901720684136722479 | 0.016237386128664846875900859947688728162
f(z) = 37/109*z^3 - 255/109*z + 1
*
0 | 0.076277675194761253957811436954874328185 | 0.013746013575555715962419920163909551763
f(z) = 37/110*z^3 - 257/110*z + 1
*
[ 3 ] 
f(z) = 37/114*z^3 - 257/114*z + 1
*
0 | 0.094278834090909931280548069306920047180 | 0.017150436411445529538037708372057915140
f(z) = 38/103*z^3 - 244/103*z + 1
*
0 | 0.073310818873639870249388427827284471007 | 0.013296774520688825000618320079581313143
f(z) = 38/105*z^3 - 248/105*z + 1
*
0 | 0.092946962472923562133433898934010739192 | 0.016809504381356539461887296703050484560
f(z) = 38/107*z^3 - 252/107*z + 1
*
0 | 0.092117871396717550531499814171653922698 | 0.016612249530161462408539190435072555874
f(z) = 38/109*z^3 - 256/109*z + 1
*
0 | 0.070740535448608709084456572166754619810 | 0.012721558280560941570798076536012289734
f(z) = 38/111*z^3 - 260/111*z + 1
*
0 | 0.095982181630391690344846217303059097154 | 0.017499678255053710990315196415024680230
f(z) = 39/101*z^3 - 241/101*z + 1
*
0 | 0.095492626383065228557384090784092842628 | 0.017358324719248122816560130932084825672
f(z) = 39/103*z^3 - 245/103*z + 1
*
0 | 0.081840511590808191075180622898766822440 | 0.014811548029159002437209034471820338508
f(z) = 39/106*z^3 - 251/106*z + 1
*
0 | 0.094375933982744776076291418005270432551 | 0.017055718592556157268642385924082111709
f(z) = 39/107*z^3 - 253/107*z + 1
*
0 | 0.093721045443484136297936311389491928153 | 0.016889486467593428230268245084766288697
f(z) = 39/109*z^3 - 257/109*z + 1
*
0 | 0.080523920858880505765668884674793009295 | 0.014490986578096952499386861126066952342
f(z) = 39/110*z^3 - 259/110*z + 1
*
-2 | 0.19083975308344192244571553726997511354 | 0.027610927424457916155602132753443842639
f(z) = 25/112*z^3 - 251/140*z + 1
*
-12/5 | 0.12545092838323229935637175681434543009 | 0.014273794503896516564822020571844844671
f(z) = 35/108*z^3 - 243/140*z + 1
*
[ 8/3 ] 
f(z) = 33/112*z^3 - 247/168*z + 1
*
[ 10/21 ] 
f(z) = 21/100*z^3 - 241/210*z + 1
*
-5/2 | 0.12544962410452486062787806281610017205 | 0.022872245887266739930871850129349872181
f(z) = 26/105*z^3 - 241/210*z + 1
*
[ 8/3 ] 
f(z) = 27/100*z^3 - 259/200*z + 1
*
[ 1/2 ] 
f(z) = 22/115*z^3 - 241/230*z + 1
*
[ 1/2 ] 
f(z) = 22/117*z^3 - 245/234*z + 1
*
[ 1/2 ] 
f(z) = 22/119*z^3 - 249/238*z + 1
*
[ 1/2 ] 
f(z) = 26/115*z^3 - 243/230*z + 1
*
[ 1/2 ] 
f(z) = 26/119*z^3 - 251/238*z + 1
*
[ 1/2 ] 
f(z) = 30/113*z^3 - 241/226*z + 1
*
[ 1/2 ] 
f(z) = 30/119*z^3 - 253/238*z + 1
*
[ 1/2 ] 
f(z) = 34/113*z^3 - 243/226*z + 1
*
[ 1/2 ] 
f(z) = 34/115*z^3 - 247/230*z + 1
*
[ 1/2 ] 
f(z) = 34/117*z^3 - 251/234*z + 1
*
[ 1/2 ] 
f(z) = 38/111*z^3 - 241/222*z + 1
*
[ 1/2 ] 
f(z) = 38/113*z^3 - 245/226*z + 1
*
[ 1/2 ] 
f(z) = 38/115*z^3 - 249/230*z + 1
*
[ 1/2 ] 
f(z) = 38/117*z^3 - 253/234*z + 1
*
[ 1/2 ] 
f(z) = 38/119*z^3 - 257/238*z + 1
*
[ 10 ] 
f(z) = 23/100*z^3 - 221/10*z + 1
*
[ -26/3 ] 
f(z) = 27/104*z^3 - 239/13*z + 1
*
[ -6 ] 
f(z) = 21/104*z^3 - 238/39*z + 1
*
[ 20/3 ] 
f(z) = 27/100*z^3 - 223/20*z + 1
*
[ 6/29 ] 
f(z) = 29/108*z^3 - 223/58*z + 1
*
[ 4 ] 
f(z) = 33/104*z^3 - 225/52*z + 1
*
[ -4 ] 
f(z) = 37/104*z^3 - 231/52*z + 1
*
2/5 | 0.21123619422471162153653513832612358046 | 0.028082976182103289635738421648137443752
f(z) = 35/104*z^3 - 231/65*z + 1
*
114/35 | 0.25056025463985806958552162968240489152 | 0.026591114410993076601400095296620451954
f(z) = 35/108*z^3 - 229/70*z + 1
*
[ 2/7 ] 
f(z) = 21/104*z^3 - 229/91*z + 1
*
[ -21/5 ] 
f(z) = 25/108*z^3 - 239/84*z + 1
*
28/9 | 0.11784284147216278920898482178419352417 | 0.017213688177316655307379855220588423236
f(z) = 27/112*z^3 - 235/84*z + 1
*
[ 10/3 ] 
f(z) = 29/100*z^3 - 227/90*z + 1
*
2/3 | 0.16018914800428736700316232345642512078 | 0.023611196375087596160372855511934309595
f(z) = 33/112*z^3 - 221/84*z + 1
*
[ 2/7 ] 
f(z) = 35/104*z^3 - 230/91*z + 1
*
2/3 | 0.15972087130927717944568986267744059690 | 0.023510954230461247189263382554137478406
f(z) = 39/112*z^3 - 223/84*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015819044654245474733914439155372366834
f(z) = 20/101*z^3 - 222/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015833919457833530022806115604255210456
f(z) = 20/103*z^3 - 226/103*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015862286650962094965497546613427567913
f(z) = 20/107*z^3 - 234/107*z + 1
*
0 | 0.086877579380177876483085815980993508002 | 0.015875965309641686929505690201617280928
f(z) = 20/109*z^3 - 238/109*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011042667504923618962213483573703320581
f(z) = 21/100*z^3 - 221/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015805896015254779707487138997363330372
f(z) = 21/101*z^3 - 223/101*z + 1
*
0 | 0.085828761594783799101313817136772328800 | 0.015821115644975254286868514007116930504
f(z) = 21/103*z^3 - 227/103*z + 1
*
0 | 0.057482663541303390515230477004722435020 | 0.010578874573212161952936303359752400520
f(z) = 21/104*z^3 - 229/104*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013488177911549717464391507489844975973
f(z) = 21/106*z^3 - 233/106*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015849896861339867942634418357325277503
f(z) = 21/107*z^3 - 235/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015863670379625220537263528551688529475
f(z) = 21/109*z^3 - 239/109*z + 1
*
0 | 0.085466223660455899526206214742734645956 | 0.015793018028435030723615080065473835550
f(z) = 22/101*z^3 - 224/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015808224501149237371244672831820392172
f(z) = 22/103*z^3 - 228/103*z + 1
*
0 | 0.065841774378670420660171228725410924179 | 0.012088296146088566125907717464298386986
f(z) = 22/105*z^3 - 232/105*z + 1
*
0 | 0.086533867304850114320451829944875500029 | 0.015837578899346172832073766519882472417
f(z) = 22/107*z^3 - 236/107*z + 1
*
0 | 0.086876812633873031488468823189059289834 | 0.015851584796777156220379557854617580100
f(z) = 22/109*z^3 - 240/109*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.011024268946840585396531204773401163663
f(z) = 23/100*z^3 - 223/100*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015779839443436872719734786196528279683
f(z) = 23/101*z^3 - 225/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015795492397421903719129574764219964287
f(z) = 23/103*z^3 - 229/103*z + 1
*
0 | 0.054630206008134891299521702842343107580 | 0.010037856135613891129804937240607101582
f(z) = 23/104*z^3 - 231/104*z + 1
*
0 | 0.065839778916470623698261334753136432762 | 0.012078391938952970462645496836680965070
f(z) = 23/105*z^3 - 233/105*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013467061972729018952729605179353071921
f(z) = 23/106*z^3 - 235/106*z + 1
*
0 | 0.086537035177598833419001701009054349919 | 0.015825911373321937874499247073189310739
f(z) = 23/107*z^3 - 237/107*z + 1
*
[ -4 ] 
f(z) = 23/108*z^3 - 233/108*z + 1
*
[ -4 ] 
f(z) = 23/116*z^3 - 223/116*z + 1
*
0 | 0.085480715346791634918807635805353004393 | 0.015769793084680301122962487733470472670
f(z) = 24/101*z^3 - 226/101*z + 1
*
0 | 0.085848268463402935169295304624969390724 | 0.015786505416082634737573790618921216085
f(z) = 24/103*z^3 - 230/103*z + 1
*
0 | 0.086535921629967090770023996842930733793 | 0.015813530943619810398656319913751633957
f(z) = 24/107*z^3 - 238/107*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015754098098768815715274441699662268943
f(z) = 25/101*z^3 - 227/101*z + 1
*
0 | 0.085829375590742187650762024560472496896 | 0.015770449854447733815151377521036995154
f(z) = 25/103*z^3 - 231/103*z + 1
*
0 | 0.073547329818735857591530840512578616773 | 0.013450351298343244698829120604156285146
f(z) = 25/106*z^3 - 237/106*z + 1
*
0 | 0.086555622053812964184813331873044251303 | 0.015805021111349384826392937553165145714
f(z) = 25/107*z^3 - 239/107*z + 1
*
-11/5 | 0.11883810526087300375677535209673204841 | 0.021870479421497838620832938514046485735
f(z) = 25/108*z^3 - 229/108*z + 1
*
-16/5 | 0.10669305704956753014506214435986407221 | 0.019764698277725049611910634086918363150
f(z) = 25/112*z^3 - 221/112*z + 1
*
0 | 0.085466207353603557770529191926518140447 | 0.015741530046975893078611959035123243873
f(z) = 26/101*z^3 - 228/101*z + 1
*
0 | 0.085838604710543227743421358085696567586 | 0.015759637165006688663112058772526480057
f(z) = 26/103*z^3 - 232/103*z + 1
*
0 | 0.065840812532891513420442531955871000217 | 0.012050300024303713792654086992505124630
f(z) = 26/105*z^3 - 236/105*z + 1
*
0 | 0.086534319633271012996675027711654520001 | 0.015789093360031826416087802756913152147
f(z) = 26/107*z^3 - 240/107*z + 1
*
0 | 0.059929180643032248538807876259075759564 | 0.011046955354411740874190742883849546293
f(z) = 27/100*z^3 - 227/100*z + 1
*
0 | 0.085751286690495797719731679140171259507 | 0.015781316496207427786020616983339266132
f(z) = 27/101*z^3 - 229/101*z + 1
*
0 | 0.085986469551901602755588593661033916989 | 0.015774328191659530819366240568358970187
f(z) = 27/103*z^3 - 233/103*z + 1
*
0 | 0.073524576464393012589144423647808884025 | 0.013425557527624082335873651662363440791
f(z) = 27/106*z^3 - 239/106*z + 1
*
[ 1/3 ] 
f(z) = 27/109*z^3 - 221/109*z + 1
*
[ 1/3 ] 
f(z) = 27/112*z^3 - 227/112*z + 1
*
[ 1/3 ] 
f(z) = 27/113*z^3 - 229/113*z + 1
*
[ 1/3 ] 
f(z) = 27/115*z^3 - 233/115*z + 1
*
[ 1/3 ] 
f(z) = 27/116*z^3 - 235/116*z + 1
*
[ 1/3 ] 
f(z) = 27/118*z^3 - 239/118*z + 1
*
0 | 0.085828176378201236370020974216831460206 | 0.015782810713585609685540893079103959044
f(z) = 28/101*z^3 - 230/101*z + 1
*
0 | 0.086163567042057608987252325757129701949 | 0.015794407922109627586051557539046855338
f(z) = 28/103*z^3 - 234/103*z + 1
*
0 | 0.059900355310960305139607308121965017366 | 0.011023816689882003308833332125795163396
f(z) = 29/100*z^3 - 229/100*z + 1
*
0 | 0.085804648997176040725922131823812778270 | 0.015765906543941018545998558528460258896
f(z) = 29/101*z^3 - 231/101*z + 1
*
-3 | 0.15743603006937469276896782431246967209 | 0.029020733750919650899047901307354932860
f(z) = 29/102*z^3 - 227/102*z + 1
*
0 | 0.086196731828964433193730696741188444192 | 0.015788145749462919851192486865417689795
f(z) = 29/103*z^3 - 235/103*z + 1
*
0 | 0.057849526183862659961646331920656114993 | 0.010579533635460984780475906176489918469
f(z) = 29/104*z^3 - 237/104*z + 1
*
0 | 0.066199241233686215512764928506911799216 | 0.012087954316858039310421449704323647883
f(z) = 29/105*z^3 - 239/105*z + 1
*
0 | 0.085465194756319619460818486424314614016 | 0.015691080535827894296367847059946955090
f(z) = 30/101*z^3 - 232/101*z + 1
*
0 | 0.086082099342688526187824644147202524901 | 0.015754895541167750535986664580450222118
f(z) = 30/103*z^3 - 236/103*z + 1
*
0 | 0.059654650055151423087992050134736511498 | 0.010961056873643021864557778503384933077
f(z) = 31/100*z^3 - 231/100*z + 1
*
0 | 0.085505486157950887777466000450620260374 | 0.015686091170760129865256108581012753163
f(z) = 31/101*z^3 - 233/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015696300402984914277224919408417742183
f(z) = 31/103*z^3 - 237/103*z + 1
*
0 | 0.085482518515421707695068667961851965608 | 0.015669566778529898010990708763565109042
f(z) = 32/101*z^3 - 234/101*z + 1
*
0 | 0.085860711077492680434969771784587637789 | 0.015690143305701418517505246582367687488
f(z) = 32/103*z^3 - 238/103*z + 1
*
-9/4 | 0.15153962087266052284529827869872117546 | 0.027933828032394404880493819095061575074
f(z) = 32/117*z^3 - 227/117*z + 1
*
[ -7/2 ] 
f(z) = 32/119*z^3 - 239/119*z + 1
*
0 | 0.059610115850340785935929224858474429872 | 0.010935552254515445782649263851826083166
f(z) = 33/100*z^3 - 233/100*z + 1
*
0 | 0.085587469300835572536857591516577005447 | 0.015676550734319289803933525749150909473
f(z) = 33/101*z^3 - 235/101*z + 1
*
0 | 0.085828314596845106866085228056545200382 | 0.015672215067801201066642064664881485698
f(z) = 33/103*z^3 - 239/103*z + 1
*
0 | 0.087636740686676587583599868667647995033 | 0.016039428703875670766652934167014483006
f(z) = 34/101*z^3 - 236/101*z + 1
*
0 | 0.085829056760975714780237322474136198938 | 0.015660410758940995553130831151624991151
f(z) = 34/103*z^3 - 240/103*z + 1
*
[ 3 ] 
f(z) = 34/105*z^3 - 236/105*z + 1
*
[ 3 ] 
f(z) = 34/111*z^3 - 232/111*z + 1
*
0 | 0.090284497900317033464270712726031487343 | 0.016511248151995380353348783316619876993
f(z) = 35/101*z^3 - 237/101*z + 1
*
0 | 0.056532809357181722569701328812392278205 | 0.010322867818090927176061994376505295570
f(z) = 35/102*z^3 - 239/102*z + 1
*
[ 3 ] 
f(z) = 35/114*z^3 - 239/114*z + 1
*
0 | 0.092091255262301997069360648714914064367 | 0.016828709827051704442404239572753900305
f(z) = 36/101*z^3 - 238/101*z + 1
*
[ 1/3 ] 
f(z) = 36/109*z^3 - 222/109*z + 1
*
[ 1/3 ] 
f(z) = 36/113*z^3 - 230/113*z + 1
*
[ 1/3 ] 
f(z) = 36/115*z^3 - 234/115*z + 1
*
0 | 0.068201336568978595002756845522976458020 | 0.012472674917364839505331749937168326535
f(z) = 37/100*z^3 - 237/100*z + 1
*
0 | 0.093565196649336245550734728878123722451 | 0.017084966559548533906750423581881292867
f(z) = 37/101*z^3 - 239/101*z + 1
*
0 | 0.094841788143338062852740221852836650709 | 0.017304878038837360760844190137027312616
f(z) = 38/101*z^3 - 240/101*z + 1
*
0 | 0.070542796594627246303766152561272909129 | 0.012881085745516792818649055503216534259
f(z) = 39/100*z^3 - 239/100*z + 1
*
3/2 | 0.11141875365125125929511387910847950643 | 0.020345018750641486248673064333986367012
f(z) = 22/105*z^3 - 239/210*z + 1
*
[ 1/2 ] 
f(z) = 22/105*z^3 - 221/210*z + 1
*
[ 1/2 ] 
f(z) = 22/107*z^3 - 225/214*z + 1
*
[ 1/2 ] 
f(z) = 22/109*z^3 - 229/218*z + 1
*
[ -16/5 ] 
f(z) = 25/104*z^3 - 239/208*z + 1
*
[ 1/2 ] 
f(z) = 26/105*z^3 - 223/210*z + 1
*
[ 1/2 ] 
f(z) = 26/107*z^3 - 227/214*z + 1
*
[ 1/2 ] 
f(z) = 26/109*z^3 - 231/218*z + 1
*
[ 1/2 ] 
f(z) = 30/103*z^3 - 221/206*z + 1
*
[ 1/2 ] 
f(z) = 30/107*z^3 - 229/214*z + 1
*
[ 1/2 ] 
f(z) = 30/109*z^3 - 233/218*z + 1
*
[ 1/2 ] 
f(z) = 34/103*z^3 - 223/206*z + 1
*
[ 1/2 ] 
f(z) = 34/105*z^3 - 227/210*z + 1
*
[ 1/2 ] 
f(z) = 34/107*z^3 - 231/214*z + 1
*
[ 1/2 ] 
f(z) = 34/109*z^3 - 235/218*z + 1
*
[ 1/2 ] 
f(z) = 38/101*z^3 - 221/202*z + 1
*
[ 1/2 ] 
f(z) = 38/103*z^3 - 225/206*z + 1
*
[ 1/2 ] 
f(z) = 38/105*z^3 - 229/210*z + 1
*
[ 1/2 ] 
f(z) = 38/107*z^3 - 233/214*z + 1
*
[ 1/2 ] 
f(z) = 38/109*z^3 - 237/218*z + 1
*
[ 1/2 ] 
f(z) = 22/111*z^3 - 233/222*z + 1
*
[ 1/2 ] 
f(z) = 22/113*z^3 - 237/226*z + 1
*
[ -7/2 ] 
f(z) = 22/119*z^3 - 233/238*z + 1
*
[ 14/5 ] 
f(z) = 25/119*z^3 - 239/238*z + 1
*
[ 1/2 ] 
f(z) = 26/111*z^3 - 235/222*z + 1
*
[ 1/2 ] 
f(z) = 26/113*z^3 - 239/226*z + 1
*
[ 8/3 ] 
f(z) = 27/116*z^3 - 239/232*z + 1
*
[ 1/2 ] 
f(z) = 34/111*z^3 - 239/222*z + 1
*
[ 6/11 ] 
f(z) = 29/108*z^3 - 221/242*z + 1
*
[ 6/11 ] 
f(z) = 35/108*z^3 - 225/242*z + 1
*
[ 10 ] 
f(z) = 21/100*z^3 - 201/10*z + 1
*
[ -10 ] 
f(z) = 23/100*z^3 - 219/10*z + 1
*
[ -42/5 ] 
f(z) = 25/108*z^3 - 213/14*z + 1
*
[ -20/3 ] 
f(z) = 27/100*z^3 - 217/20*z + 1
*
[ 4 ] 
f(z) = 31/104*z^3 - 209/52*z + 1
*
[ -4 ] 
f(z) = 35/104*z^3 - 215/52*z + 1
*
10/3 | 0.20094727459556697058689168278885858812 | 0.027110486756227526972212145987246103364
f(z) = 27/104*z^3 - 207/65*z + 1
*
[ -4 ] 
f(z) = 21/100*z^3 - 211/100*z + 1
*
[ 7/2 ] 
f(z) = 24/119*z^3 - 209/119*z + 1
*
-18/5 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 25/102*z^3 - 205/102*z + 1
*
[ -18/5 ] 
f(z) = 25/104*z^3 - 215/117*z + 1
*
[ -19/5 ] 
f(z) = 25/114*z^3 - 217/114*z + 1
*
[ 17/5 ] 
f(z) = 25/119*z^3 - 205/119*z + 1
*
[ 1/3 ] 
f(z) = 27/100*z^3 - 203/100*z + 1
*
[ 1/3 ] 
f(z) = 27/101*z^3 - 205/101*z + 1
*
[ 1/3 ] 
f(z) = 27/103*z^3 - 209/103*z + 1
*
[ 1/3 ] 
f(z) = 27/104*z^3 - 211/104*z + 1
*
[ 1/3 ] 
f(z) = 27/106*z^3 - 215/106*z + 1
*
[ 1/3 ] 
f(z) = 27/107*z^3 - 217/107*z + 1
*
-7/3 | 0.15089298238948933851926232040475545215 | 0.028194503409133412483542664429693965275
f(z) = 27/112*z^3 - 211/112*z + 1
*
[ 3 ] 
f(z) = 31/102*z^3 - 211/102*z + 1
*
[ 3 ] 
f(z) = 31/105*z^3 - 209/105*z + 1
*
[ 3 ] 
f(z) = 31/111*z^3 - 205/111*z + 1
*
[ 3 ] 
f(z) = 31/114*z^3 - 203/114*z + 1
*
-1/4 | 0.13791126819006120846722740219219634500 | 0.025746111631237678976147471944467565545
f(z) = 32/105*z^3 - 212/105*z + 1
*
[ 3 ] 
f(z) = 32/111*z^3 - 214/111*z + 1
*
[ 1/3 ] 
f(z) = 36/101*z^3 - 206/101*z + 1
*
[ 1/3 ] 
f(z) = 36/103*z^3 - 210/103*z + 1
*
[ 1/3 ] 
f(z) = 36/107*z^3 - 218/107*z + 1
*
[ 17/6 ] 
f(z) = 36/119*z^3 - 212/119*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.013863916508489387295228577973546024255
f(z) = 37/106*z^3 - 201/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.013967061336098384879767038613627004486
f(z) = 37/110*z^3 - 203/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010243890906051269832847450657621653576
f(z) = 37/114*z^3 - 205/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.014159747699481436248607720269929452168
f(z) = 37/118*z^3 - 207/118*z + 1
*
[ -3 ] 
f(z) = 38/105*z^3 - 202/105*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.013762509206158069142343566140202620714
f(z) = 39/106*z^3 - 209/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.013866310370928090310359752900993287950
f(z) = 39/110*z^3 - 211/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014059894636131214695473460390460017099
f(z) = 39/118*z^3 - 215/118*z + 1
*
-3 | 0.19077940481096978655785068700888855941 | 0.022160350255516451763907221215581864861
f(z) = 31/108*z^3 - 203/124*z + 1
*
[ 4/9 ] 
f(z) = 27/104*z^3 - 203/156*z + 1
*
[ 1/2 ] 
f(z) = 22/101*z^3 - 213/202*z + 1
*
[ 1/2 ] 
f(z) = 22/103*z^3 - 217/206*z + 1
*
-12/5 | 0.11664824189153093837654592359466066701 | 0.021934112435701448669383595376476479456
f(z) = 25/102*z^3 - 203/204*z + 1
*
[ 1/2 ] 
f(z) = 26/101*z^3 - 215/202*z + 1
*
[ 1/2 ] 
f(z) = 26/103*z^3 - 219/206*z + 1
*
[ 1/2 ] 
f(z) = 30/101*z^3 - 217/202*z + 1
*
-21/8 | 0.12544924262745769026994371261248823362 | 0.023440315400508868731281305319223049208
f(z) = 32/105*z^3 - 211/210*z + 1
*
[ 1/2 ] 
f(z) = 34/101*z^3 - 219/202*z + 1
*
[ 2 ] 
f(z) = 38/101*z^3 - 203/202*z + 1
*
[ 2 ] 
f(z) = 38/103*z^3 - 201/206*z + 1
*
[ 2 ] 
f(z) = 39/101*z^3 - 211/202*z + 1
*
[ 2 ] 
f(z) = 39/103*z^3 - 209/206*z + 1
*
[ 2 ] 
f(z) = 39/107*z^3 - 205/214*z + 1
*
[ 2 ] 
f(z) = 39/109*z^3 - 203/218*z + 1
*
[ -23/8 ] 
f(z) = 32/115*z^3 - 219/230*z + 1
*
[ 6/11 ] 
f(z) = 23/108*z^3 - 217/242*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027399318831590925157071163258162813730
f(z) = 37/112*z^3 - 211/252*z + 1
*
[ 24/37 ] 
f(z) = 37/108*z^3 - 203/296*z + 1
*
[ -10 ] 
f(z) = 21/100*z^3 - 199/10*z + 1
*
[ 12 ] 
f(z) = 35/108*z^3 - 183/4*z + 1
*
[ -12 ] 
f(z) = 37/108*z^3 - 193/4*z + 1
*
-14/3 | 0.17489362530336650205383619289676398189 | 0.023906015615961559286451390180330667054
f(z) = 27/104*z^3 - 188/39*z + 1
*
14/3 | 0.15155369978116412601668101683751915561 | 0.023015717697057545150126381281686256174
f(z) = 27/112*z^3 - 181/28*z + 1
*
-22/5 | 0.16800414405754557171009071878149518515 | 0.028257739042775748473969119066118023659
f(z) = 25/102*z^3 - 191/51*z + 1
*
2/5 | 0.17199625814060863703074007407460076300 | 0.028929199372644436235054444421623799407
f(z) = 25/108*z^3 - 191/54*z + 1
*
[ 4 ] 
f(z) = 29/104*z^3 - 193/52*z + 1
*
[ -4 ] 
f(z) = 31/104*z^3 - 183/52*z + 1
*
[ -4 ] 
f(z) = 33/104*z^3 - 199/52*z + 1
*
-102/35 | 0.22994380004374945190108631020240669897 | 0.025027948149859764753580317345500878760
f(z) = 35/108*z^3 - 181/70*z + 1
*
[ 26/7 ] 
f(z) = 21/104*z^3 - 187/91*z + 1
*
28/9 | 0.19006819922591987668716016207116567881 | 0.028586049162230588105935859274756101266
f(z) = 27/112*z^3 - 193/84*z + 1
*
14/9 | 0.17348288666784643420658747796675229553 | 0.026216158702329453760341088572167713020
f(z) = 27/112*z^3 - 187/84*z + 1
*
[ -10/3 ] 
f(z) = 31/100*z^3 - 193/90*z + 1
*
4/3 | 0.11323312144434171468937140532559787390 | 0.017056860009643474316862677762836833670
f(z) = 33/112*z^3 - 191/84*z + 1
*
[ 3/10 ] 
f(z) = 35/108*z^3 - 189/80*z + 1
*
[ -4 ] 
f(z) = 21/116*z^3 - 191/116*z + 1
*
[ 2/5 ] 
f(z) = 25/118*z^3 - 181/118*z + 1
*
7/3 | 0.11305172652620342891868047170726368774 | 0.021439737529012105684291699530524895783
f(z) = 27/112*z^3 - 195/112*z + 1
*
[ 3 ] 
f(z) = 29/102*z^3 - 193/102*z + 1
*
[ 3 ] 
f(z) = 29/105*z^3 - 191/105*z + 1
*
[ 3 ] 
f(z) = 29/111*z^3 - 187/111*z + 1
*
[ 3 ] 
f(z) = 29/114*z^3 - 185/114*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.010489124270113313147250984103478628287
f(z) = 31/114*z^3 - 181/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014494827817727962026753553950209053685
f(z) = 31/118*z^3 - 183/118*z + 1
*
[ -13/4 ] 
f(z) = 32/117*z^3 - 185/117*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014084207844834000287591138116260360782
f(z) = 33/106*z^3 - 185/106*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.014376622561518773710900672021695328213
f(z) = 33/118*z^3 - 191/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.0099896930830783106117207624157165109344
f(z) = 35/102*z^3 - 191/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.013970787123294237477349237773896072683
f(z) = 35/106*z^3 - 193/106*z + 1
*
-3/2 | 0.23238473725235280582772314766372015855 | 0.027322270622461266180353273749566571881
f(z) = 35/108*z^3 - 183/112*z + 1
*
-2 | 0.054526647762341490000167174664589880319 | 0.010320754330510438329050302601325532226
f(z) = 35/114*z^3 - 197/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014265304437328460445405101804176245897
f(z) = 35/118*z^3 - 199/118*z + 1
*
[ -3 ] 
f(z) = 37/102*z^3 - 197/102*z + 1
*
[ -3 ] 
f(z) = 37/105*z^3 - 193/105*z + 1
*
[ -3 ] 
f(z) = 37/114*z^3 - 181/114*z + 1
*
[ -3 ] 
f(z) = 38/111*z^3 - 194/111*z + 1
*
[ 18/7 ] 
f(z) = 35/108*z^3 - 193/126*z + 1
*
[ -10/3 ] 
f(z) = 27/112*z^3 - 193/140*z + 1
*
-22/9 | 0.16029795373509424897320082434645916302 | 0.026822045118820691844475772463577958171
f(z) = 27/110*z^3 - 197/165*z + 1
*
[ -8/3 ] 
f(z) = 39/112*z^3 - 185/168*z + 1
*
[ -10/3 ] 
f(z) = 21/104*z^3 - 184/195*z + 1
*
-5/2 | 0.10142604201742222723151568326741894082 | 0.018968393927887400960593265985941573081
f(z) = 22/105*z^3 - 191/210*z + 1
*
[ 5/2 ] 
f(z) = 26/105*z^3 - 199/210*z + 1
*
[ 2 ] 
f(z) = 36/101*z^3 - 187/202*z + 1
*
[ 2 ] 
f(z) = 36/103*z^3 - 185/206*z + 1
*
[ 2 ] 
f(z) = 36/107*z^3 - 181/214*z + 1
*
[ 2 ] 
f(z) = 37/101*z^3 - 195/202*z + 1
*
[ 2 ] 
f(z) = 37/103*z^3 - 193/206*z + 1
*
[ 2 ] 
f(z) = 37/105*z^3 - 191/210*z + 1
*
[ 2 ] 
f(z) = 37/107*z^3 - 189/214*z + 1
*
[ 2 ] 
f(z) = 37/109*z^3 - 187/218*z + 1
*
[ 2 ] 
f(z) = 38/105*z^3 - 199/210*z + 1
*
[ -5/2 ] 
f(z) = 38/105*z^3 - 181/210*z + 1
*
[ 2 ] 
f(z) = 38/107*z^3 - 197/214*z + 1
*
[ 2 ] 
f(z) = 38/109*z^3 - 195/218*z + 1
*
[ 5/2 ] 
f(z) = 26/115*z^3 - 187/230*z + 1
*
[ 2 ] 
f(z) = 37/113*z^3 - 183/226*z + 1
*
[ 2 ] 
f(z) = 37/115*z^3 - 181/230*z + 1
*
[ 2 ] 
f(z) = 38/111*z^3 - 193/222*z + 1
*
[ 2 ] 
f(z) = 38/113*z^3 - 191/226*z + 1
*
[ 2 ] 
f(z) = 38/115*z^3 - 189/230*z + 1
*
[ 2 ] 
f(z) = 38/117*z^3 - 187/234*z + 1
*
[ 2 ] 
f(z) = 38/119*z^3 - 185/238*z + 1
*
[ 2 ] 
f(z) = 39/113*z^3 - 199/226*z + 1
*
[ 2 ] 
f(z) = 39/115*z^3 - 197/230*z + 1
*
[ 2 ] 
f(z) = 39/119*z^3 - 193/238*z + 1
*
[ -12 ] 
f(z) = 31/108*z^3 - 161/4*z + 1
*
[ 28/5 ] 
f(z) = 25/112*z^3 - 173/28*z + 1
*
-34/9 | 0.13848022174415213782974196342539406683 | 0.019288798075299549949031632838967053374
f(z) = 27/104*z^3 - 164/39*z + 1
*
[ 5 ] 
f(z) = 37/100*z^3 - 169/20*z + 1
*
[ -5 ] 
f(z) = 37/100*z^3 - 161/20*z + 1
*
[ 5 ] 
f(z) = 39/100*z^3 - 179/20*z + 1
*
[ -5 ] 
f(z) = 39/100*z^3 - 171/20*z + 1
*
-4 | 0.17486448140636364524940041511217671886 | 0.026646243215146369366373072830524856350
f(z) = 39/112*z^3 - 177/28*z + 1
*
18/5 | 0.16916911479069097648419671875272184773 | 0.028767650004159634916514164167013029717
f(z) = 25/102*z^3 - 179/51*z + 1
*
[ 4 ] 
f(z) = 25/104*z^3 - 161/52*z + 1
*
[ 4 ] 
f(z) = 27/104*z^3 - 177/52*z + 1
*
[ -4 ] 
f(z) = 29/104*z^3 - 167/52*z + 1
*
5/9 | 0.18703636598061822237500011471928019056 | 0.027656934347130650586733438944343505217
f(z) = 27/100*z^3 - 173/60*z + 1
*
-10/3 | 0.19480056428357587158695655757336543360 | 0.027042842959962346749350595302241577361
f(z) = 27/104*z^3 - 168/65*z + 1
*
6/5 | 0.23450558289841093057918994050949002536 | 0.025683346142900290801387052898612603590
f(z) = 35/108*z^3 - 171/70*z + 1
*
[ 10/3 ] 
f(z) = 23/100*z^3 - 167/90*z + 1
*
3 | 0.17419646100230331127327227074599072096 | 0.020763412980290570763473877828031053056
f(z) = 23/108*z^3 - 163/92*z + 1
*
[ -10/3 ] 
f(z) = 29/100*z^3 - 173/90*z + 1
*
[ 2/5 ] 
f(z) = 25/106*z^3 - 163/106*z + 1
*
[ 16/5 ] 
f(z) = 25/112*z^3 - 179/112*z + 1
*
[ 2/5 ] 
f(z) = 25/114*z^3 - 175/114*z + 1
*
[ 3 ] 
f(z) = 26/105*z^3 - 164/105*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.014469213438648294122375453216029363228
f(z) = 27/106*z^3 - 161/106*z + 1
*
2/3 | 0.13358501181069302951094393176792752328 | 0.025807795120383462002178994974060658749
f(z) = 27/110*z^3 - 177/110*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014568937033504580382999588869839441276
f(z) = 27/110*z^3 - 163/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.014753946091352888010370339469637920108
f(z) = 27/118*z^3 - 167/118*z + 1
*
[ 3 ] 
f(z) = 28/111*z^3 - 178/111*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.010251662920722435829115851278266196365
f(z) = 29/102*z^3 - 167/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014332559091372931053252842664196039041
f(z) = 29/106*z^3 - 169/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.014433047395088330041218955448947519160
f(z) = 29/110*z^3 - 171/110*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010581262969154811065516214879945911235
f(z) = 29/114*z^3 - 173/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.014620151356931904235704058179988613173
f(z) = 29/118*z^3 - 175/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.010158910707917446663986868294245861559
f(z) = 31/102*z^3 - 175/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.014204365816998822122813074478745253710
f(z) = 31/106*z^3 - 177/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014305958476502255572753555132517416004
f(z) = 31/110*z^3 - 179/110*z + 1
*
[ -3 ] 
f(z) = 34/105*z^3 - 166/105*z + 1
*
[ -3 ] 
f(z) = 35/102*z^3 - 179/102*z + 1
*
[ -3 ] 
f(z) = 35/111*z^3 - 167/111*z + 1
*
[ -3 ] 
f(z) = 35/114*z^3 - 163/114*z + 1
*
[ 26/11 ] 
f(z) = 33/104*z^3 - 171/143*z + 1
*
[ 12/5 ] 
f(z) = 25/102*z^3 - 169/204*z + 1
*
[ 2 ] 
f(z) = 33/101*z^3 - 163/202*z + 1
*
[ 2 ] 
f(z) = 33/103*z^3 - 161/206*z + 1
*
[ 2 ] 
f(z) = 34/101*z^3 - 171/202*z + 1
*
[ 2 ] 
f(z) = 34/103*z^3 - 169/206*z + 1
*
[ 2 ] 
f(z) = 34/105*z^3 - 167/210*z + 1
*
[ 2 ] 
f(z) = 34/107*z^3 - 165/214*z + 1
*
[ 2 ] 
f(z) = 34/109*z^3 - 163/218*z + 1
*
[ 2 ] 
f(z) = 35/101*z^3 - 179/202*z + 1
*
[ 2 ] 
f(z) = 35/103*z^3 - 177/206*z + 1
*
[ 2 ] 
f(z) = 35/107*z^3 - 173/214*z + 1
*
-6/5 | 0.14931981481055572140268769177601375486 | 0.018126881971886113916413823466785440693
f(z) = 35/108*z^3 - 163/210*z + 1
*
[ 2 ] 
f(z) = 35/109*z^3 - 171/218*z + 1
*
[ 2 ] 
f(z) = 36/109*z^3 - 179/218*z + 1
*
[ 5/8 ] 
f(z) = 32/115*z^3 - 163/230*z + 1
*
[ 17/8 ] 
f(z) = 32/119*z^3 - 163/238*z + 1
*
[ 2 ] 
f(z) = 34/111*z^3 - 161/222*z + 1
*
[ 2 ] 
f(z) = 35/111*z^3 - 169/222*z + 1
*
[ 2 ] 
f(z) = 35/113*z^3 - 167/226*z + 1
*
[ 2 ] 
f(z) = 35/117*z^3 - 163/234*z + 1
*
[ 2 ] 
f(z) = 36/113*z^3 - 175/226*z + 1
*
[ 2 ] 
f(z) = 36/115*z^3 - 173/230*z + 1
*
[ 2 ] 
f(z) = 36/119*z^3 - 169/238*z + 1
*
[ 2 ] 
f(z) = 37/117*z^3 - 179/234*z + 1
*
[ 2 ] 
f(z) = 37/119*z^3 - 177/238*z + 1
*
-4/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = 25/112*z^3 - 163/252*z + 1
*
-4/3 | 0.19518972250778845548506642199178906243 | 0.028224049726340390217552139127209259096
f(z) = 29/112*z^3 - 179/252*z + 1
*
[ 2/3 ] 
f(z) = 37/112*z^3 - 163/252*z + 1
*
[ 24/35 ] 
f(z) = 35/108*z^3 - 171/280*z + 1
*
[ 12 ] 
f(z) = 29/108*z^3 - 151/4*z + 1
*
10/9 | 0.15456859731016879394476064117022321080 | 0.021004504580338547034042327988571481751
f(z) = 27/100*z^3 - 157/30*z + 1
*
10/9 | 0.18553375233824856775688380250131900209 | 0.026192798746781702217698360762112724244
f(z) = 27/104*z^3 - 149/39*z + 1
*
-4 | 0.18033965156070179845194480730009909758 | 0.028341797117061082464420347692234304856
f(z) = 31/112*z^3 - 145/28*z + 1
*
[ 5 ] 
f(z) = 33/100*z^3 - 149/20*z + 1
*
[ -5 ] 
f(z) = 33/100*z^3 - 141/20*z + 1
*
[ 4 ] 
f(z) = 23/104*z^3 - 145/52*z + 1
*
[ 6/25 ] 
f(z) = 25/108*z^3 - 159/50*z + 1
*
[ -4 ] 
f(z) = 27/104*z^3 - 151/52*z + 1
*
[ -24/7 ] 
f(z) = 35/108*z^3 - 141/56*z + 1
*
[ 10/3 ] 
f(z) = 27/104*z^3 - 142/65*z + 1
*
-6/7 | 0.12241869963210481429313197546891390109 | 0.013515147931807659113183106991718139125
f(z) = 35/108*z^3 - 159/70*z + 1
*
-12/5 | 0.076726424398112069517684698266034630664 | 0.011909343584298288504671730633744208462
f(z) = 25/112*z^3 - 157/84*z + 1
*
[ 5/2 ] 
f(z) = 39/100*z^3 - 147/80*z + 1
*
[ 7/2 ] 
f(z) = 20/119*z^3 - 160/119*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.015215054729804472455413739430772715921
f(z) = 21/118*z^3 - 143/118*z + 1
*
-2 | 0.052468599534593425387345351940248428614 | 0.010572283326114444969728021515023449560
f(z) = 23/102*z^3 - 143/102*z + 1
*
-2 | 0.073523924325039293224897576648686255006 | 0.014773529815014549106796334835223729615
f(z) = 23/106*z^3 - 145/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.014870559745975253611696483971292558914
f(z) = 23/110*z^3 - 147/110*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.010896935747287114866686926162926688381
f(z) = 23/114*z^3 - 149/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.015050108277837295927255412629909577205
f(z) = 23/118*z^3 - 151/118*z + 1
*
[ -7/2 ] 
f(z) = 24/119*z^3 - 141/119*z + 1
*
-2 | 0.052467947395239706023098504941125799596 | 0.010457448877028846775303688074027715740
f(z) = 25/102*z^3 - 151/102*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014615939529185415345123297635024155406
f(z) = 25/106*z^3 - 153/106*z + 1
*
[ 3 ] 
f(z) = 25/111*z^3 - 151/111*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010784351793268844544020326796262641120
f(z) = 25/114*z^3 - 157/114*z + 1
*
[ 3 ] 
f(z) = 25/114*z^3 - 149/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.014896701466925850432040403112572956799
f(z) = 25/118*z^3 - 159/118*z + 1
*
[ 3 ] 
f(z) = 26/111*z^3 - 160/111*z + 1
*
[ -10/3 ] 
f(z) = 27/110*z^3 - 157/110*z + 1
*
[ -3 ] 
f(z) = 31/102*z^3 - 143/102*z + 1
*
[ -3 ] 
f(z) = 32/105*z^3 - 148/105*z + 1
*
[ -3 ] 
f(z) = 34/111*z^3 - 158/111*z + 1
*
[ 5/2 ] 
f(z) = 36/115*z^3 - 156/115*z + 1
*
[ 20/7 ] 
f(z) = 21/100*z^3 - 149/140*z + 1
*
[ 3/5 ] 
f(z) = 20/117*z^3 - 142/195*z + 1
*
[ 3/5 ] 
f(z) = 35/117*z^3 - 151/195*z + 1
*
[ 5/2 ] 
f(z) = 22/105*z^3 - 149/210*z + 1
*
-5/2 | 0.11804260707634201723796467398096093231 | 0.022075974047318849648619689246284564326
f(z) = 26/105*z^3 - 157/210*z + 1
*
[ 2 ] 
f(z) = 31/101*z^3 - 147/202*z + 1
*
[ 2 ] 
f(z) = 31/103*z^3 - 145/206*z + 1
*
[ 2 ] 
f(z) = 31/105*z^3 - 143/210*z + 1
*
[ 2 ] 
f(z) = 31/107*z^3 - 141/214*z + 1
*
[ 2 ] 
f(z) = 32/101*z^3 - 155/202*z + 1
*
[ 2 ] 
f(z) = 32/103*z^3 - 153/206*z + 1
*
[ 2 ] 
f(z) = 32/107*z^3 - 149/214*z + 1
*
[ 2 ] 
f(z) = 32/109*z^3 - 147/218*z + 1
*
[ 2 ] 
f(z) = 33/107*z^3 - 157/214*z + 1
*
[ 2 ] 
f(z) = 33/109*z^3 - 155/218*z + 1
*
[ 2/3 ] 
f(z) = 36/109*z^3 - 141/218*z + 1
*
[ 12/5 ] 
f(z) = 25/114*z^3 - 155/228*z + 1
*
[ 2/3 ] 
f(z) = 27/119*z^3 - 143/238*z + 1
*
[ 2 ] 
f(z) = 32/111*z^3 - 145/222*z + 1
*
[ 2 ] 
f(z) = 32/113*z^3 - 143/226*z + 1
*
[ 2 ] 
f(z) = 32/115*z^3 - 141/230*z + 1
*
[ 20/11 ] 
f(z) = 33/100*z^3 - 141/220*z + 1
*
[ 2 ] 
f(z) = 33/113*z^3 - 151/226*z + 1
*
[ 2 ] 
f(z) = 33/115*z^3 - 149/230*z + 1
*
[ 2 ] 
f(z) = 33/119*z^3 - 145/238*z + 1
*
[ 2 ] 
f(z) = 34/113*z^3 - 159/226*z + 1
*
[ 2 ] 
f(z) = 34/115*z^3 - 157/230*z + 1
*
[ 2 ] 
f(z) = 34/117*z^3 - 155/234*z + 1
*
[ 2/3 ] 
f(z) = 36/113*z^3 - 145/226*z + 1
*
[ 2/3 ] 
f(z) = 36/115*z^3 - 147/230*z + 1
*
[ 2/3 ] 
f(z) = 36/119*z^3 - 151/238*z + 1
*
[ -5/2 ] 
f(z) = 38/115*z^3 - 153/230*z + 1
*
[ 2/3 ] 
f(z) = 23/112*z^3 - 149/252*z + 1
*
[ 2/3 ] 
f(z) = 29/112*z^3 - 155/252*z + 1
*
[ 2/3 ] 
f(z) = 31/112*z^3 - 157/252*z + 1
*
-10/7 | 0.15933820938917050487301371316740611308 | 0.020723111629470087690614353846859328850
f(z) = 21/104*z^3 - 158/273*z + 1
*
-2 | 0.15189300328118121755790810830129822721 | 0.019754807555565007307789769710756917933
f(z) = 21/104*z^3 - 149/273*z + 1
*
[ 20/13 ] 
f(z) = 39/100*z^3 - 149/260*z + 1
*
-2 | 0.21797997337997346037469358267450901469 | 0.028018405176410826274157984746487307181
f(z) = 23/104*z^3 - 154/299*z + 1
*
[ -12 ] 
f(z) = 25/108*z^3 - 129/4*z + 1
*
-5 | 0.18521918464756507214277352196813532614 | 0.028562776149647299905355139184258021351
f(z) = 27/100*z^3 - 131/20*z + 1
*
[ 2/9 ] 
f(z) = 27/104*z^3 - 137/39*z + 1
*
34/9 | 0.090782066696737510561454722079426400309 | 0.013142050207388689734764612476603778631
f(z) = 27/104*z^3 - 125/39*z + 1
*
14/9 | 0.15569208090507571652037462268491917270 | 0.022618279528734301337466440176749673005
f(z) = 27/104*z^3 - 122/39*z + 1
*
[ 14/3 ] 
f(z) = 27/112*z^3 - 125/28*z + 1
*
[ 5 ] 
f(z) = 29/100*z^3 - 129/20*z + 1
*
[ -5 ] 
f(z) = 29/100*z^3 - 121/20*z + 1
*
[ 5 ] 
f(z) = 31/100*z^3 - 139/20*z + 1
*
[ -5 ] 
f(z) = 31/100*z^3 - 131/20*z + 1
*
[ 4 ] 
f(z) = 37/112*z^3 - 127/28*z + 1
*
[ 4 ] 
f(z) = 39/112*z^3 - 135/28*z + 1
*
[ -4 ] 
f(z) = 39/112*z^3 - 121/28*z + 1
*
[ 4 ] 
f(z) = 21/104*z^3 - 129/52*z + 1
*
[ 6/23 ] 
f(z) = 23/108*z^3 - 131/46*z + 1
*
[ -4 ] 
f(z) = 25/104*z^3 - 135/52*z + 1
*
2/3 | 0.14497231031151679729695334435520173949 | 0.026035082817450739484579672693607176567
f(z) = 27/100*z^3 - 131/50*z + 1
*
5/3 | 0.17882964716796613727245393713581626720 | 0.027577441239136639705081569325994085957
f(z) = 21/100*z^3 - 131/60*z + 1
*
-5/9 | 0.11095477912587677772268590101466975242 | 0.016993055871325736619910426176093115456
f(z) = 27/100*z^3 - 137/60*z + 1
*
[ 3/8 ] 
f(z) = 32/117*z^3 - 133/78*z + 1
*
[ -26/7 ] 
f(z) = 21/104*z^3 - 138/91*z + 1
*
[ 28/9 ] 
f(z) = 27/112*z^3 - 139/84*z + 1
*
[ 5/2 ] 
f(z) = 37/100*z^3 - 137/80*z + 1
*
[ 1/2 ] 
f(z) = 20/117*z^3 - 122/117*z + 1
*
[ 1/2 ] 
f(z) = 20/119*z^3 - 124/119*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.014944077542743206802086650556427755063
f(z) = 21/106*z^3 - 137/106*z + 1
*
-2 | 0.074209873800601313308568572429468832210 | 0.015039064914771702268181959561333452106
f(z) = 21/110*z^3 - 139/110*z + 1
*
[ 3 ] 
f(z) = 22/105*z^3 - 128/105*z + 1
*
[ 3 ] 
f(z) = 22/111*z^3 - 124/111*z + 1
*
[ 3 ] 
f(z) = 23/102*z^3 - 139/102*z + 1
*
[ 3 ] 
f(z) = 23/105*z^3 - 137/105*z + 1
*
[ 3 ] 
f(z) = 23/111*z^3 - 133/111*z + 1
*
[ 3 ] 
f(z) = 23/114*z^3 - 131/114*z + 1
*
[ 1/2 ] 
f(z) = 24/115*z^3 - 121/115*z + 1
*
[ 1/2 ] 
f(z) = 24/119*z^3 - 125/119*z + 1
*
-3 | 0.11921996103839502286554595292143816916 | 0.014703952762737269493989525443718378078
f(z) = 25/108*z^3 - 123/100*z + 1
*
[ -17/5 ] 
f(z) = 25/119*z^3 - 135/119*z + 1
*
[ 8/3 ] 
f(z) = 27/104*z^3 - 127/104*z + 1
*
[ 1/2 ] 
f(z) = 28/115*z^3 - 122/115*z + 1
*
[ 1/2 ] 
f(z) = 28/117*z^3 - 124/117*z + 1
*
[ -3 ] 
f(z) = 29/102*z^3 - 125/102*z + 1
*
[ -3 ] 
f(z) = 29/105*z^3 - 121/105*z + 1
*
[ -3 ] 
f(z) = 31/105*z^3 - 139/105*z + 1
*
[ -3 ] 
f(z) = 31/111*z^3 - 131/111*z + 1
*
[ -3 ] 
f(z) = 31/114*z^3 - 127/114*z + 1
*
[ -3 ] 
f(z) = 32/111*z^3 - 140/111*z + 1
*
[ 1/2 ] 
f(z) = 32/113*z^3 - 121/113*z + 1
*
[ 5/2 ] 
f(z) = 32/115*z^3 - 131/115*z + 1
*
[ 1/2 ] 
f(z) = 32/115*z^3 - 123/115*z + 1
*
[ 1/2 ] 
f(z) = 32/117*z^3 - 125/117*z + 1
*
[ 1/2 ] 
f(z) = 32/119*z^3 - 127/119*z + 1
*
[ 1/2 ] 
f(z) = 36/113*z^3 - 122/113*z + 1
*
[ 1/2 ] 
f(z) = 36/115*z^3 - 124/115*z + 1
*
[ 12/5 ] 
f(z) = 37/108*z^3 - 139/100*z + 1
*
[ 12/5 ] 
f(z) = 25/104*z^3 - 125/156*z + 1
*
[ -8/3 ] 
f(z) = 33/112*z^3 - 121/168*z + 1
*
[ 2/3 ] 
f(z) = 27/101*z^3 - 125/202*z + 1
*
[ 2/3 ] 
f(z) = 27/103*z^3 - 127/206*z + 1
*
[ 2/3 ] 
f(z) = 27/107*z^3 - 131/214*z + 1
*
[ 2/3 ] 
f(z) = 27/109*z^3 - 133/218*z + 1
*
[ 2 ] 
f(z) = 28/101*z^3 - 123/202*z + 1
*
[ 2 ] 
f(z) = 28/103*z^3 - 121/206*z + 1
*
[ 2 ] 
f(z) = 29/101*z^3 - 131/202*z + 1
*
[ 2 ] 
f(z) = 29/103*z^3 - 129/206*z + 1
*
[ 2 ] 
f(z) = 29/105*z^3 - 127/210*z + 1
*
[ 2 ] 
f(z) = 29/107*z^3 - 125/214*z + 1
*
[ 2 ] 
f(z) = 29/109*z^3 - 123/218*z + 1
*
[ 2 ] 
f(z) = 30/101*z^3 - 139/202*z + 1
*
[ 2 ] 
f(z) = 30/103*z^3 - 137/206*z + 1
*
[ 2 ] 
f(z) = 30/107*z^3 - 133/214*z + 1
*
[ 2 ] 
f(z) = 30/109*z^3 - 131/218*z + 1
*
[ 2 ] 
f(z) = 31/109*z^3 - 139/218*z + 1
*
[ 15/8 ] 
f(z) = 32/105*z^3 - 127/210*z + 1
*
-1/2 | 0.089859784262985789775291754928287643692 | 0.016805307121049893726270814818757098038
f(z) = 32/105*z^3 - 121/210*z + 1
*
[ -5/2 ] 
f(z) = 34/105*z^3 - 131/210*z + 1
*
[ 2/3 ] 
f(z) = 36/101*z^3 - 133/202*z + 1
*
[ 2/3 ] 
f(z) = 36/103*z^3 - 135/206*z + 1
*
[ 2/3 ] 
f(z) = 36/107*z^3 - 139/214*z + 1
*
[ 5/2 ] 
f(z) = 22/115*z^3 - 137/230*z + 1
*
[ 2/3 ] 
f(z) = 27/113*z^3 - 137/226*z + 1
*
[ 2/3 ] 
f(z) = 27/115*z^3 - 139/230*z + 1
*
[ 2 ] 
f(z) = 29/111*z^3 - 121/222*z + 1
*
[ 2 ] 
f(z) = 30/113*z^3 - 127/226*z + 1
*
[ 2 ] 
f(z) = 30/119*z^3 - 121/238*z + 1
*
[ 2 ] 
f(z) = 31/111*z^3 - 137/222*z + 1
*
[ 2 ] 
f(z) = 31/113*z^3 - 135/226*z + 1
*
[ 2 ] 
f(z) = 31/115*z^3 - 133/230*z + 1
*
[ 2 ] 
f(z) = 31/117*z^3 - 131/234*z + 1
*
[ 2 ] 
f(z) = 31/119*z^3 - 129/238*z + 1
*
[ 2 ] 
f(z) = 32/117*z^3 - 139/234*z + 1
*
[ 2 ] 
f(z) = 32/119*z^3 - 137/238*z + 1
*
-26/21 | 0.21704073635406961928736132282432713423 | 0.028227751678960838546391553211828833656
f(z) = 21/104*z^3 - 137/273*z + 1
*
[ -39/14 ] 
f(z) = 28/117*z^3 - 136/273*z + 1
*
[ 4/5 ] 
f(z) = 35/104*z^3 - 121/260*z + 1
*
[ 12 ] 
f(z) = 23/108*z^3 - 119/4*z + 1
*
-3/5 | 0.12685734966028514141130452034233220266 | 0.018319776242302693929414989646028175928
f(z) = 25/108*z^3 - 113/12*z + 1
*
2/3 | 0.18622959781292819807763359577650574928 | 0.027818040401296754364615709881874232094
f(z) = 21/104*z^3 - 101/39*z + 1
*
-4 | 0.15353177753962306587297847829369738559 | 0.025112816306691986603297285669019826681
f(z) = 23/112*z^3 - 113/28*z + 1
*
[ 24/5 ] 
f(z) = 25/108*z^3 - 109/24*z + 1
*
-22/5 | 0.17252638648227634414536221647628984996 | 0.028473820536951529452608553098306116535
f(z) = 25/112*z^3 - 107/28*z + 1
*
[ 5 ] 
f(z) = 27/100*z^3 - 119/20*z + 1
*
[ -5 ] 
f(z) = 27/100*z^3 - 111/20*z + 1
*
-26/9 | 0.18186045147692373415538281550739636797 | 0.026823384392745385796638583593467854159
f(z) = 27/104*z^3 - 110/39*z + 1
*
[ -14/3 ] 
f(z) = 27/112*z^3 - 113/28*z + 1
*
[ 4 ] 
f(z) = 31/112*z^3 - 103/28*z + 1
*
2/3 | 0.18173035715573874473401760234299694234 | 0.027066687738446381996813427326991908516
f(z) = 33/104*z^3 - 103/39*z + 1
*
[ 4 ] 
f(z) = 33/112*z^3 - 111/28*z + 1
*
[ -4 ] 
f(z) = 37/112*z^3 - 113/28*z + 1
*
[ 10/3 ] 
f(z) = 39/100*z^3 - 109/30*z + 1
*
[ -4 ] 
f(z) = 21/104*z^3 - 103/52*z + 1
*
[ -4 ] 
f(z) = 23/104*z^3 - 119/52*z + 1
*
[ 3/10 ] 
f(z) = 25/108*z^3 - 113/48*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013779075082541100609748804655677769884
f(z) = 37/108*z^3 - 101/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016522427547983018541854364298959696348
f(z) = 37/116*z^3 - 103/58*z + 1
*
-2 | 0.085281446965829217751070861809033732098 | 0.016006649603720795424239454176059845672
f(z) = 39/100*z^3 - 103/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016405113950754906809704644231734578041
f(z) = 39/116*z^3 - 107/58*z + 1
*
5/3 | 0.17882877261002837007298148378166734100 | 0.028729551604650445439149697078071257421
f(z) = 27/100*z^3 - 101/60*z + 1
*
[ -10/3 ] 
f(z) = 27/104*z^3 - 103/65*z + 1
*
[ 2/5 ] 
f(z) = 35/104*z^3 - 101/65*z + 1
*
[ -10/3 ] 
f(z) = 23/100*z^3 - 113/90*z + 1
*
[ 14/5 ] 
f(z) = 25/104*z^3 - 113/91*z + 1
*
[ 4/9 ] 
f(z) = 27/112*z^3 - 109/84*z + 1
*
[ 5/2 ] 
f(z) = 31/100*z^3 - 107/80*z + 1
*
[ 5/2 ] 
f(z) = 33/100*z^3 - 117/80*z + 1
*
4/3 | 0.16604449783465027434645499454282429741 | 0.027404047165723074164002900388241251703
f(z) = 33/112*z^3 - 107/84*z + 1
*
4/3 | 0.15803767075537028626984873189599845445 | 0.025775865730364298219607201642178944941
f(z) = 39/112*z^3 - 115/84*z + 1
*
[ 1/2 ] 
f(z) = 20/101*z^3 - 106/101*z + 1
*
[ 1/2 ] 
f(z) = 20/103*z^3 - 108/103*z + 1
*
[ 1/2 ] 
f(z) = 20/107*z^3 - 112/107*z + 1
*
[ 1/2 ] 
f(z) = 20/109*z^3 - 114/109*z + 1
*
[ 1/2 ] 
f(z) = 20/111*z^3 - 116/111*z + 1
*
[ 3 ] 
f(z) = 20/111*z^3 - 106/111*z + 1
*
[ 1/2 ] 
f(z) = 20/113*z^3 - 118/113*z + 1
*
[ 1/2 ] 
f(z) = 24/101*z^3 - 107/101*z + 1
*
[ 1/2 ] 
f(z) = 24/103*z^3 - 109/103*z + 1
*
[ 1/2 ] 
f(z) = 24/107*z^3 - 113/107*z + 1
*
[ 1/2 ] 
f(z) = 24/109*z^3 - 115/109*z + 1
*
[ 1/2 ] 
f(z) = 24/113*z^3 - 119/113*z + 1
*
[ 13/5 ] 
f(z) = 25/104*z^3 - 105/104*z + 1
*
[ -16/5 ] 
f(z) = 25/112*z^3 - 109/112*z + 1
*
[ 1/2 ] 
f(z) = 28/101*z^3 - 108/101*z + 1
*
[ 1/2 ] 
f(z) = 28/103*z^3 - 110/103*z + 1
*
[ 1/2 ] 
f(z) = 28/107*z^3 - 114/107*z + 1
*
[ 1/2 ] 
f(z) = 28/109*z^3 - 116/109*z + 1
*
[ 1/2 ] 
f(z) = 28/111*z^3 - 118/111*z + 1
*
[ -3 ] 
f(z) = 28/111*z^3 - 104/111*z + 1
*
[ 1/2 ] 
f(z) = 28/113*z^3 - 120/113*z + 1
*
[ 5/2 ] 
f(z) = 28/115*z^3 - 106/115*z + 1
*
[ -3 ] 
f(z) = 29/111*z^3 - 113/111*z + 1
*
[ -3 ] 
f(z) = 29/114*z^3 - 109/114*z + 1
*
[ 12/5 ] 
f(z) = 31/108*z^3 - 107/100*z + 1
*
[ 1/2 ] 
f(z) = 32/101*z^3 - 109/101*z + 1
*
[ 1/2 ] 
f(z) = 32/103*z^3 - 111/103*z + 1
*
[ 1/2 ] 
f(z) = 32/107*z^3 - 115/107*z + 1
*
[ 1/2 ] 
f(z) = 32/109*z^3 - 117/109*z + 1
*
[ 1/2 ] 
f(z) = 32/111*z^3 - 119/111*z + 1
*
-9/4 | 0.12887775022470325003026793313435965599 | 0.027062797787157376327474113354951506400
f(z) = 32/117*z^3 - 110/117*z + 1
*
[ 1/2 ] 
f(z) = 36/101*z^3 - 110/101*z + 1
*
[ 1/2 ] 
f(z) = 36/103*z^3 - 112/103*z + 1
*
[ 1/2 ] 
f(z) = 36/107*z^3 - 116/107*z + 1
*
[ 1/2 ] 
f(z) = 36/109*z^3 - 118/109*z + 1
*
[ 2 ] 
f(z) = 39/106*z^3 - 103/106*z + 1
*
[ 2 ] 
f(z) = 39/110*z^3 - 101/110*z + 1
*
[ 12/5 ] 
f(z) = 25/117*z^3 - 101/156*z + 1
*
[ 2/3 ] 
f(z) = 39/100*z^3 - 101/150*z + 1
*
[ 2/3 ] 
f(z) = 21/116*z^3 - 101/174*z + 1
*
2 | 0.16324159875097737723035813451239640607 | 0.028149506910432922991138342947059810474
f(z) = 27/110*z^3 - 107/165*z + 1
*
[ 2/3 ] 
f(z) = 33/116*z^3 - 109/174*z + 1
*
[ 2/3 ] 
f(z) = 39/116*z^3 - 113/174*z + 1
*
[ 9/5 ] 
f(z) = 35/108*z^3 - 109/180*z + 1
*
[ 5/3 ] 
f(z) = 37/100*z^3 - 113/180*z + 1
*
[ 3/4 ] 
f(z) = 37/108*z^3 - 101/192*z + 1
*
[ 2 ] 
f(z) = 26/101*z^3 - 107/202*z + 1
*
[ 2 ] 
f(z) = 26/103*z^3 - 105/206*z + 1
*
[ 2 ] 
f(z) = 26/105*z^3 - 103/210*z + 1
*
[ 2 ] 
f(z) = 26/107*z^3 - 101/214*z + 1
*
[ -8/3 ] 
f(z) = 27/100*z^3 - 109/200*z + 1
*
[ 2 ] 
f(z) = 27/101*z^3 - 115/202*z + 1
*
[ 2 ] 
f(z) = 27/103*z^3 - 113/206*z + 1
*
[ 2 ] 
f(z) = 27/107*z^3 - 109/214*z + 1
*
[ 2 ] 
f(z) = 27/109*z^3 - 107/218*z + 1
*
[ 2 ] 
f(z) = 28/107*z^3 - 117/214*z + 1
*
[ 2 ] 
f(z) = 28/109*z^3 - 115/218*z + 1
*
[ 3/2 ] 
f(z) = 38/105*z^3 - 101/210*z + 1
*
[ 2 ] 
f(z) = 27/113*z^3 - 103/226*z + 1
*
[ 2 ] 
f(z) = 27/115*z^3 - 101/230*z + 1
*
[ 2 ] 
f(z) = 28/111*z^3 - 113/222*z + 1
*
[ 2 ] 
f(z) = 28/113*z^3 - 111/226*z + 1
*
[ 2 ] 
f(z) = 28/115*z^3 - 109/230*z + 1
*
[ 2 ] 
f(z) = 28/117*z^3 - 107/234*z + 1
*
[ 2 ] 
f(z) = 29/113*z^3 - 119/226*z + 1
*
[ 2 ] 
f(z) = 29/115*z^3 - 117/230*z + 1
*
[ 2 ] 
f(z) = 29/117*z^3 - 115/234*z + 1
*
[ 2 ] 
f(z) = 29/119*z^3 - 113/238*z + 1
*
[ -5/2 ] 
f(z) = 34/115*z^3 - 103/230*z + 1
*
[ 24/31 ] 
f(z) = 31/108*z^3 - 115/248*z + 1
*
[ 5/6 ] 
f(z) = 33/100*z^3 - 103/240*z + 1
*
[ 5/6 ] 
f(z) = 39/100*z^3 - 113/240*z + 1
*
[ 6/7 ] 
f(z) = 35/104*z^3 - 113/273*z + 1
*
[ 10/9 ] 
f(z) = 39/100*z^3 - 103/270*z + 1
*
[ 6/7 ] 
f(z) = 29/108*z^3 - 107/294*z + 1
*
-24/5 | 0.23343618347467839083619653389589785590 | 0.029582747931850242966855467363886455036
f(z) = 25/108*z^3 - 99/16*z + 1
*
[ 5 ] 
f(z) = 21/100*z^3 - 89/20*z + 1
*
[ -5 ] 
f(z) = 21/100*z^3 - 81/20*z + 1
*
[ 5 ] 
f(z) = 23/100*z^3 - 99/20*z + 1
*
[ -5 ] 
f(z) = 23/100*z^3 - 91/20*z + 1
*
[ 21/5 ] 
f(z) = 25/108*z^3 - 93/28*z + 1
*
26/9 | 0.18189609143727171841781501681763587154 | 0.027693960682352581450119294890656305055
f(z) = 27/104*z^3 - 89/39*z + 1
*
[ 4 ] 
f(z) = 27/112*z^3 - 87/28*z + 1
*
[ 4 ] 
f(z) = 29/112*z^3 - 95/28*z + 1
*
[ -4 ] 
f(z) = 29/112*z^3 - 81/28*z + 1
*
[ -4 ] 
f(z) = 31/112*z^3 - 89/28*z + 1
*
[ 10/3 ] 
f(z) = 33/100*z^3 - 89/30*z + 1
*
[ -4 ] 
f(z) = 33/112*z^3 - 97/28*z + 1
*
[ 3 ] 
f(z) = 37/117*z^3 - 85/39*z + 1
*
[ 3 ] 
f(z) = 38/117*z^3 - 88/39*z + 1
*
[ -10/3 ] 
f(z) = 39/100*z^3 - 91/30*z + 1
*
[ 2/5 ] 
f(z) = 25/108*z^3 - 83/54*z + 1
*
[ 2/5 ] 
f(z) = 25/116*z^3 - 89/58*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017220199192172141327001778566248707672
f(z) = 27/116*z^3 - 83/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016682537772173917837745225075057025819
f(z) = 29/100*z^3 - 83/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.014241800969651828552503847612246669177
f(z) = 29/108*z^3 - 85/54*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016530338293356526152308608529553433386
f(z) = 31/100*z^3 - 87/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.014115413824376330969090479031276512899
f(z) = 31/108*z^3 - 89/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016915706161957156909304192690068328086
f(z) = 31/116*z^3 - 91/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016387551841916253932751908499473774120
f(z) = 33/100*z^3 - 91/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016777023846815452018580303286994862450
f(z) = 33/116*z^3 - 95/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013884773840175727247244025305359051711
f(z) = 35/108*z^3 - 97/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016646180586665616653198630810570709660
f(z) = 35/116*z^3 - 99/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016126441587604447846987536230790704756
f(z) = 37/100*z^3 - 99/50*z + 1
*
57/20 | 0.20537797600455283325321293689404614318 | 0.026027005772887474499135084524553394436
f(z) = 25/108*z^3 - 99/64*z + 1
*
-5/3 | 0.17882877261002837007298148378166734100 | 0.029325450024938430393639913399054106288
f(z) = 39/100*z^3 - 89/60*z + 1
*
[ 5/2 ] 
f(z) = 27/100*z^3 - 87/80*z + 1
*
[ -28/9 ] 
f(z) = 27/112*z^3 - 85/84*z + 1
*
[ 5/2 ] 
f(z) = 29/100*z^3 - 97/80*z + 1
*
[ -5/2 ] 
f(z) = 39/100*z^3 - 83/80*z + 1
*
[ -7/2 ] 
f(z) = 20/119*z^3 - 92/119*z + 1
*
[ 5/2 ] 
f(z) = 24/115*z^3 - 81/115*z + 1
*
[ -3 ] 
f(z) = 25/102*z^3 - 89/102*z + 1
*
[ 3/5 ] 
f(z) = 25/111*z^3 - 83/111*z + 1
*
[ 3/5 ] 
f(z) = 25/114*z^3 - 85/114*z + 1
*
[ 13/5 ] 
f(z) = 25/117*z^3 - 97/117*z + 1
*
[ -3 ] 
f(z) = 26/105*z^3 - 94/105*z + 1
*
[ -3 ] 
f(z) = 26/111*z^3 - 86/111*z + 1
*
[ 7/3 ] 
f(z) = 27/112*z^3 - 83/112*z + 1
*
[ 9/4 ] 
f(z) = 32/117*z^3 - 97/117*z + 1
*
[ 2 ] 
f(z) = 35/102*z^3 - 89/102*z + 1
*
[ 2 ] 
f(z) = 35/106*z^3 - 87/106*z + 1
*
[ 2 ] 
f(z) = 35/114*z^3 - 83/114*z + 1
*
[ 2 ] 
f(z) = 35/118*z^3 - 81/118*z + 1
*
[ 2 ] 
f(z) = 37/102*z^3 - 97/102*z + 1
*
[ 2 ] 
f(z) = 37/106*z^3 - 95/106*z + 1
*
[ 2 ] 
f(z) = 37/110*z^3 - 93/110*z + 1
*
[ 2 ] 
f(z) = 37/114*z^3 - 91/114*z + 1
*
[ 2 ] 
f(z) = 37/118*z^3 - 89/118*z + 1
*
[ 2 ] 
f(z) = 39/118*z^3 - 97/118*z + 1
*
[ -18/7 ] 
f(z) = 35/108*z^3 - 95/126*z + 1
*
[ 2/3 ] 
f(z) = 21/100*z^3 - 89/150*z + 1
*
[ 2/3 ] 
f(z) = 33/100*z^3 - 97/150*z + 1
*
0 | 0.14026218830994554572790940825558693954 | 0.024186919690282783037987581567030907513
f(z) = 39/110*z^3 - 86/165*z + 1
*
[ 3/4 ] 
f(z) = 25/108*z^3 - 89/192*z + 1
*
[ 5/3 ] 
f(z) = 31/100*z^3 - 83/180*z + 1
*
[ 3/4 ] 
f(z) = 31/108*z^3 - 95/192*z + 1
*
-9/5 | 0.18610755334775345447278071357423363521 | 0.029580467005853893094094918582647784121
f(z) = 35/108*z^3 - 89/180*z + 1
*
[ 2 ] 
f(z) = 23/101*z^3 - 83/202*z + 1
*
[ 2 ] 
f(z) = 23/103*z^3 - 81/206*z + 1
*
[ 2 ] 
f(z) = 24/101*z^3 - 91/202*z + 1
*
[ 2 ] 
f(z) = 24/103*z^3 - 89/206*z + 1
*
[ 2 ] 
f(z) = 24/107*z^3 - 85/214*z + 1
*
[ 2 ] 
f(z) = 24/109*z^3 - 83/218*z + 1
*
[ 2 ] 
f(z) = 25/101*z^3 - 99/202*z + 1
*
[ 4/5 ] 
f(z) = 25/102*z^3 - 83/204*z + 1
*
[ 2 ] 
f(z) = 25/103*z^3 - 97/206*z + 1
*
[ 4/5 ] 
f(z) = 25/106*z^3 - 85/212*z + 1
*
[ 2 ] 
f(z) = 25/107*z^3 - 93/214*z + 1
*
[ 2 ] 
f(z) = 25/109*z^3 - 91/218*z + 1
*
[ 2 ] 
f(z) = 26/109*z^3 - 99/218*z + 1
*
[ 3/2 ] 
f(z) = 34/105*z^3 - 83/210*z + 1
*
[ 2 ] 
f(z) = 25/111*z^3 - 89/222*z + 1
*
[ 2 ] 
f(z) = 25/113*z^3 - 87/226*z + 1
*
[ 4/5 ] 
f(z) = 25/114*z^3 - 89/228*z + 1
*
[ 2 ] 
f(z) = 25/117*z^3 - 83/234*z + 1
*
[ 4/5 ] 
f(z) = 25/118*z^3 - 91/236*z + 1
*
[ 2 ] 
f(z) = 25/119*z^3 - 81/238*z + 1
*
[ 2 ] 
f(z) = 26/111*z^3 - 97/222*z + 1
*
[ 2 ] 
f(z) = 26/113*z^3 - 95/226*z + 1
*
[ 2 ] 
f(z) = 26/115*z^3 - 93/230*z + 1
*
[ 2 ] 
f(z) = 26/119*z^3 - 89/238*z + 1
*
[ 2 ] 
f(z) = 27/119*z^3 - 97/238*z + 1
*
[ 24/29 ] 
f(z) = 29/108*z^3 - 91/232*z + 1
*
[ 7/8 ] 
f(z) = 32/119*z^3 - 83/238*z + 1
*
[ 3/2 ] 
f(z) = 38/111*z^3 - 97/222*z + 1
*
[ 5/6 ] 
f(z) = 21/100*z^3 - 83/240*z + 1
*
[ 4/3 ] 
f(z) = 37/112*z^3 - 85/252*z + 1
*
[ 6/7 ] 
f(z) = 21/104*z^3 - 86/273*z + 1
*
[ 10/9 ] 
f(z) = 33/100*z^3 - 83/270*z + 1
*
[ 6/7 ] 
f(z) = 23/108*z^3 - 95/294*z + 1
*
[ 26/5 ] 
f(z) = 25/104*z^3 - 74/13*z + 1
*
[ -26/5 ] 
f(z) = 25/104*z^3 - 69/13*z + 1
*
-3/5 | 0.095196494093345021641441640404869720809 | 0.014553746750150200327263929609852516040
f(z) = 25/108*z^3 - 77/12*z + 1
*
-24/5 | 0.22487392908086836694308212274634758652 | 0.029536888243333131204173910424985038056
f(z) = 25/108*z^3 - 75/16*z + 1
*
[ 6 ] 
f(z) = 35/108*z^3 - 65/6*z + 1
*
[ -6 ] 
f(z) = 37/108*z^3 - 67/6*z + 1
*
[ 4 ] 
f(z) = 23/112*z^3 - 71/28*z + 1
*
2 | 0.12997688977884591037168199678496227398 | 0.023374272868613894753217322421420657542
f(z) = 23/112*z^3 - 65/28*z + 1
*
2/5 | 0.16606428757396847313034048234596655738 | 0.029397246397785653956602524635604709785
f(z) = 25/112*z^3 - 71/28*z + 1
*
[ -4 ] 
f(z) = 25/112*z^3 - 65/28*z + 1
*
-10/9 | 0.18755826454857026971513726512478569288 | 0.028447898930045091919268902929281215537
f(z) = 27/100*z^3 - 73/30*z + 1
*
2 | 0.14837588023811103113248624143334665480 | 0.026399519141625962288493647497543716130
f(z) = 27/112*z^3 - 69/28*z + 1
*
2 | 0.15507902153651388494115593896061015393 | 0.027452598471575532833814845665749618808
f(z) = 29/112*z^3 - 71/28*z + 1
*
[ 3 ] 
f(z) = 29/117*z^3 - 61/39*z + 1
*
2 | 0.16090277250465003018504766903651020775 | 0.028344151976497114882153663521107031275
f(z) = 31/112*z^3 - 73/28*z + 1
*
[ 3 ] 
f(z) = 31/117*z^3 - 67/39*z + 1
*
[ 3 ] 
f(z) = 32/117*z^3 - 70/39*z + 1
*
[ -10/3 ] 
f(z) = 33/100*z^3 - 71/30*z + 1
*
[ 3 ] 
f(z) = 34/117*z^3 - 76/39*z + 1
*
[ 3 ] 
f(z) = 35/117*z^3 - 79/39*z + 1
*
[ -3 ] 
f(z) = 38/117*z^3 - 62/39*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.017411947481623341133413786028910954298
f(z) = 21/100*z^3 - 67/50*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017762816773121934419300661403397168533
f(z) = 21/116*z^3 - 71/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.017208213357515315976981628799884224340
f(z) = 23/100*z^3 - 71/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.014676724050030654519158082811356947936
f(z) = 23/108*z^3 - 73/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017568520320601111793545955846837385899
f(z) = 23/116*z^3 - 75/58*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.014521283985414071418885487319328930620
f(z) = 25/108*z^3 - 77/54*z + 1
*
21/10 | 0.18939460502969966978440846158054338509 | 0.029724755614543917803585335535854008669
f(z) = 25/108*z^3 - 65/48*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.017388206524355884184811281303680837280
f(z) = 25/116*z^3 - 79/58*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.016845299458834983664570424517603263239
f(z) = 27/100*z^3 - 79/50*z + 1
*
[ 8/3 ] 
f(z) = 27/112*z^3 - 61/56*z + 1
*
[ 12/5 ] 
f(z) = 35/108*z^3 - 77/60*z + 1
*
-66/35 | 0.21492791218974889243366657298615653481 | 0.026091466170583990674798361424409595849
f(z) = 35/108*z^3 - 69/70*z + 1
*
[ 5/2 ] 
f(z) = 23/100*z^3 - 67/80*z + 1
*
-4/3 | 0.10810976156579761746279929316829062407 | 0.018584785229801498046003424206831924886
f(z) = 33/112*z^3 - 65/84*z + 1
*
[ -5/2 ] 
f(z) = 37/100*z^3 - 73/80*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.027410573840573373059404504196057851612
f(z) = 39/112*z^3 - 73/84*z + 1
*
[ -3 ] 
f(z) = 23/102*z^3 - 71/102*z + 1
*
[ 2/3 ] 
f(z) = 23/104*z^3 - 70/117*z + 1
*
[ -3 ] 
f(z) = 23/105*z^3 - 67/105*z + 1
*
[ 3/5 ] 
f(z) = 25/102*z^3 - 77/102*z + 1
*
[ 2/3 ] 
f(z) = 25/104*z^3 - 71/117*z + 1
*
[ -3 ] 
f(z) = 25/111*z^3 - 77/111*z + 1
*
[ -3 ] 
f(z) = 25/114*z^3 - 73/114*z + 1
*
[ 2/3 ] 
f(z) = 27/106*z^3 - 65/106*z + 1
*
[ 2/3 ] 
f(z) = 27/110*z^3 - 67/110*z + 1
*
[ 2/3 ] 
f(z) = 27/118*z^3 - 71/118*z + 1
*
[ 7/3 ] 
f(z) = 27/119*z^3 - 79/119*z + 1
*
[ 2 ] 
f(z) = 29/102*z^3 - 65/102*z + 1
*
[ 2/3 ] 
f(z) = 29/104*z^3 - 73/117*z + 1
*
[ 2 ] 
f(z) = 29/106*z^3 - 63/106*z + 1
*
[ 2 ] 
f(z) = 29/110*z^3 - 61/110*z + 1
*
[ 2 ] 
f(z) = 31/102*z^3 - 73/102*z + 1
*
[ 2/3 ] 
f(z) = 31/104*z^3 - 74/117*z + 1
*
[ 2 ] 
f(z) = 31/106*z^3 - 71/106*z + 1
*
[ 3/5 ] 
f(z) = 31/108*z^3 - 77/100*z + 1
*
[ 2 ] 
f(z) = 31/110*z^3 - 69/110*z + 1
*
[ 2 ] 
f(z) = 31/114*z^3 - 67/114*z + 1
*
[ 2 ] 
f(z) = 31/118*z^3 - 65/118*z + 1
*
[ 2 ] 
f(z) = 33/106*z^3 - 79/106*z + 1
*
[ 2 ] 
f(z) = 33/118*z^3 - 73/118*z + 1
*
[ 2/3 ] 
f(z) = 35/104*z^3 - 76/117*z + 1
*
[ -5/2 ] 
f(z) = 36/115*z^3 - 64/115*z + 1
*
[ 2/3 ] 
f(z) = 37/104*z^3 - 77/117*z + 1
*
[ 3/5 ] 
f(z) = 37/108*z^3 - 79/100*z + 1
*
[ 10/13 ] 
f(z) = 39/100*z^3 - 69/130*z + 1
*
[ 3/4 ] 
f(z) = 20/117*z^3 - 67/156*z + 1
*
[ 5/7 ] 
f(z) = 21/100*z^3 - 71/140*z + 1
*
[ 3/4 ] 
f(z) = 28/117*z^3 - 73/156*z + 1
*
0 | 0.15997191568308368000014232041964514791 | 0.027585680246035910161970713670487817161
f(z) = 27/110*z^3 - 68/165*z + 1
*
[ 5/3 ] 
f(z) = 29/100*z^3 - 73/180*z + 1
*
[ 12/7 ] 
f(z) = 29/108*z^3 - 73/196*z + 1
*
[ 6/5 ] 
f(z) = 35/104*z^3 - 62/195*z + 1
*
[ 2 ] 
f(z) = 21/101*z^3 - 67/202*z + 1
*
[ 2 ] 
f(z) = 21/103*z^3 - 65/206*z + 1
*
[ 2 ] 
f(z) = 21/107*z^3 - 61/214*z + 1
*
[ 2 ] 
f(z) = 22/101*z^3 - 75/202*z + 1
*
[ 2 ] 
f(z) = 22/103*z^3 - 73/206*z + 1
*
[ 2 ] 
f(z) = 22/105*z^3 - 71/210*z + 1
*
[ 2 ] 
f(z) = 22/107*z^3 - 69/214*z + 1
*
[ 2 ] 
f(z) = 22/109*z^3 - 67/218*z + 1
*
[ 2 ] 
f(z) = 23/105*z^3 - 79/210*z + 1
*
[ 2 ] 
f(z) = 23/107*z^3 - 77/214*z + 1
*
[ 2 ] 
f(z) = 23/109*z^3 - 75/218*z + 1
*
[ 2 ] 
f(z) = 22/111*z^3 - 65/222*z + 1
*
[ 2 ] 
f(z) = 22/113*z^3 - 63/226*z + 1
*
[ 2 ] 
f(z) = 22/115*z^3 - 61/230*z + 1
*
[ 2 ] 
f(z) = 23/111*z^3 - 73/222*z + 1
*
[ 2 ] 
f(z) = 23/113*z^3 - 71/226*z + 1
*
[ 2 ] 
f(z) = 23/117*z^3 - 67/234*z + 1
*
[ 2 ] 
f(z) = 23/119*z^3 - 65/238*z + 1
*
[ 2 ] 
f(z) = 24/113*z^3 - 79/226*z + 1
*
[ 2 ] 
f(z) = 24/115*z^3 - 77/230*z + 1
*
[ 2 ] 
f(z) = 24/119*z^3 - 73/238*z + 1
*
[ -14/5 ] 
f(z) = 25/119*z^3 - 69/238*z + 1
*
[ -8/3 ] 
f(z) = 27/116*z^3 - 65/232*z + 1
*
[ 13/8 ] 
f(z) = 32/117*z^3 - 79/234*z + 1
*
[ 3/2 ] 
f(z) = 34/111*z^3 - 79/222*z + 1
*
[ 28/15 ] 
f(z) = 25/112*z^3 - 79/252*z + 1
*
[ 4/3 ] 
f(z) = 31/112*z^3 - 61/252*z + 1
*
[ 9/7 ] 
f(z) = 35/108*z^3 - 79/252*z + 1
*
[ 14/9 ] 
f(z) = 27/104*z^3 - 74/273*z + 1
*
[ 6 ] 
f(z) = 23/108*z^3 - 41/6*z + 1
*
[ -6 ] 
f(z) = 25/108*z^3 - 43/6*z + 1
*
-3/5 | 0.083151280063039578875036056949339778250 | 0.014067694267045309434881368902946636724
f(z) = 25/108*z^3 - 41/12*z + 1
*
[ 18/5 ] 
f(z) = 25/108*z^3 - 41/18*z + 1
*
[ 6 ] 
f(z) = 29/108*z^3 - 53/6*z + 1
*
[ -6 ] 
f(z) = 31/108*z^3 - 55/6*z + 1
*
[ 10/3 ] 
f(z) = 21/100*z^3 - 49/30*z + 1
*
[ -4 ] 
f(z) = 23/112*z^3 - 57/28*z + 1
*
[ 3 ] 
f(z) = 23/117*z^3 - 43/39*z + 1
*
-3 | 0.19537856650448622638266322104832370639 | 0.027032054490487525927834896648966412110
f(z) = 25/108*z^3 - 51/20*z + 1
*
[ 3 ] 
f(z) = 25/117*z^3 - 49/39*z + 1
*
[ 26/9 ] 
f(z) = 27/104*z^3 - 59/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.017133705355684478017823736498941234100
f(z) = 27/112*z^3 - 41/28*z + 1
*
[ 3 ] 
f(z) = 28/117*z^3 - 58/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016975172896499953415579164317936639916
f(z) = 29/112*z^3 - 43/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016826561675109577730829214540812533959
f(z) = 31/112*z^3 - 45/28*z + 1
*
[ -3 ] 
f(z) = 31/117*z^3 - 41/39*z + 1
*
[ -3 ] 
f(z) = 32/117*z^3 - 44/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016686828451062228341266628597111845090
f(z) = 33/112*z^3 - 47/28*z + 1
*
[ -3 ] 
f(z) = 34/117*z^3 - 50/39*z + 1
*
12/7 | 0.18361736031131446644891076316175157425 | 0.026019044648273467282214569196572911415
f(z) = 35/108*z^3 - 43/28*z + 1
*
[ -3 ] 
f(z) = 35/117*z^3 - 53/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016430544784403100015912925873594298264
f(z) = 37/112*z^3 - 51/28*z + 1
*
[ -3 ] 
f(z) = 37/117*z^3 - 59/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016312555095182752546745174404579033808
f(z) = 39/112*z^3 - 53/28*z + 1
*
[ 2 ] 
f(z) = 33/100*z^3 - 41/50*z + 1
*
[ 2 ] 
f(z) = 35/108*z^3 - 43/54*z + 1
*
[ 2 ] 
f(z) = 35/116*z^3 - 41/58*z + 1
*
[ 2 ] 
f(z) = 37/100*z^3 - 49/50*z + 1
*
[ 2 ] 
f(z) = 37/108*z^3 - 47/54*z + 1
*
[ 2 ] 
f(z) = 37/116*z^3 - 45/58*z + 1
*
[ 2 ] 
f(z) = 39/100*z^3 - 53/50*z + 1
*
[ 2 ] 
f(z) = 39/116*z^3 - 49/58*z + 1
*
[ 5/9 ] 
f(z) = 27/100*z^3 - 53/60*z + 1
*
[ 20/9 ] 
f(z) = 27/100*z^3 - 47/60*z + 1
*
[ 3/5 ] 
f(z) = 35/108*z^3 - 47/60*z + 1
*
[ 5/3 ] 
f(z) = 39/100*z^3 - 41/60*z + 1
*
[ 5/2 ] 
f(z) = 21/100*z^3 - 57/80*z + 1
*
[ -14/5 ] 
f(z) = 25/104*z^3 - 48/91*z + 1
*
[ 12/5 ] 
f(z) = 25/112*z^3 - 59/84*z + 1
*
-6/5 | 0.14879546341670665366863979081804797404 | 0.025578927293121874928639357750257328479
f(z) = 25/112*z^3 - 41/84*z + 1
*
[ -5/2 ] 
f(z) = 31/100*z^3 - 43/80*z + 1
*
[ -5/2 ] 
f(z) = 33/100*z^3 - 53/80*z + 1
*
[ 2/3 ] 
f(z) = 33/112*z^3 - 53/84*z + 1
*
[ 6/7 ] 
f(z) = 37/108*z^3 - 41/98*z + 1
*
[ 2/3 ] 
f(z) = 39/112*z^3 - 55/84*z + 1
*
[ -3 ] 
f(z) = 22/105*z^3 - 58/105*z + 1
*
[ -3 ] 
f(z) = 22/111*z^3 - 50/111*z + 1
*
[ 2 ] 
f(z) = 23/102*z^3 - 41/102*z + 1
*
[ -3 ] 
f(z) = 23/111*z^3 - 59/111*z + 1
*
[ -3 ] 
f(z) = 23/114*z^3 - 55/114*z + 1
*
[ 2 ] 
f(z) = 25/102*z^3 - 49/102*z + 1
*
[ 2 ] 
f(z) = 25/106*z^3 - 47/106*z + 1
*
[ 4/5 ] 
f(z) = 25/108*z^3 - 43/108*z + 1
*
[ 2 ] 
f(z) = 25/114*z^3 - 43/114*z + 1
*
[ 4/5 ] 
f(z) = 25/116*z^3 - 45/116*z + 1
*
[ 2 ] 
f(z) = 25/118*z^3 - 41/118*z + 1
*
[ -8/3 ] 
f(z) = 27/104*z^3 - 49/104*z + 1
*
[ 2 ] 
f(z) = 27/106*z^3 - 55/106*z + 1
*
[ 2 ] 
f(z) = 27/110*z^3 - 53/110*z + 1
*
[ 2 ] 
f(z) = 27/118*z^3 - 49/118*z + 1
*
[ 2 ] 
f(z) = 29/114*z^3 - 59/114*z + 1
*
[ 2 ] 
f(z) = 29/118*z^3 - 57/118*z + 1
*
[ 3/4 ] 
f(z) = 32/111*z^3 - 55/111*z + 1
*
[ 7/4 ] 
f(z) = 32/119*z^3 - 47/119*z + 1
*
[ 10/11 ] 
f(z) = 33/100*z^3 - 41/110*z + 1
*
[ 5/3 ] 
f(z) = 36/115*z^3 - 54/115*z + 1
*
[ 5/6 ] 
f(z) = 36/115*z^3 - 48/115*z + 1
*
[ -20/7 ] 
f(z) = 21/100*z^3 - 51/140*z + 1
*
[ 9/10 ] 
f(z) = 25/108*z^3 - 43/144*z + 1
*
[ 3/2 ] 
f(z) = 31/117*z^3 - 41/156*z + 1
*
[ -26/11 ] 
f(z) = 33/104*z^3 - 50/143*z + 1
*
[ 4/3 ] 
f(z) = 33/104*z^3 - 49/156*z + 1
*
[ 3/2 ] 
f(z) = 35/117*z^3 - 53/156*z + 1
*
[ 6/5 ] 
f(z) = 37/108*z^3 - 49/150*z + 1
*
[ 3/2 ] 
f(z) = 37/117*z^3 - 59/156*z + 1
*
[ 8/9 ] 
f(z) = 27/112*z^3 - 53/168*z + 1
*
[ 5/3 ] 
f(z) = 23/100*z^3 - 43/180*z + 1
*
[ 12/7 ] 
f(z) = 23/108*z^3 - 41/196*z + 1
*
[ 10/9 ] 
f(z) = 27/104*z^3 - 43/195*z + 1
*
[ 2 ] 
f(z) = 20/101*z^3 - 59/202*z + 1
*
[ 2 ] 
f(z) = 20/103*z^3 - 57/206*z + 1
*
[ 2 ] 
f(z) = 20/107*z^3 - 53/214*z + 1
*
[ 2 ] 
f(z) = 20/109*z^3 - 51/218*z + 1
*
[ 2 ] 
f(z) = 21/109*z^3 - 59/218*z + 1
*
[ 24/25 ] 
f(z) = 25/108*z^3 - 51/200*z + 1
*
[ 8/5 ] 
f(z) = 25/108*z^3 - 47/216*z + 1
*
[ 3/2 ] 
f(z) = 26/105*z^3 - 47/210*z + 1
*
[ 4/3 ] 
f(z) = 27/106*z^3 - 43/212*z + 1
*
[ 2 ] 
f(z) = 20/111*z^3 - 49/222*z + 1
*
[ 2 ] 
f(z) = 20/113*z^3 - 47/226*z + 1
*
[ 2 ] 
f(z) = 20/117*z^3 - 43/234*z + 1
*
[ 2 ] 
f(z) = 20/119*z^3 - 41/238*z + 1
*
[ 2 ] 
f(z) = 21/113*z^3 - 55/226*z + 1
*
[ 2 ] 
f(z) = 21/115*z^3 - 53/230*z + 1
*
[ 2 ] 
f(z) = 22/117*z^3 - 59/234*z + 1
*
[ 2 ] 
f(z) = 22/119*z^3 - 57/238*z + 1
*
[ 7/4 ] 
f(z) = 24/119*z^3 - 45/238*z + 1
*
[ 8/5 ] 
f(z) = 25/116*z^3 - 41/232*z + 1
*
[ 3/2 ] 
f(z) = 26/111*z^3 - 43/222*z + 1
*
[ 4/3 ] 
f(z) = 27/110*z^3 - 41/220*z + 1
*
[ 9/8 ] 
f(z) = 32/117*z^3 - 55/234*z + 1
*
[ 4/3 ] 
f(z) = 29/112*z^3 - 53/252*z + 1
*
[ 10/9 ] 
f(z) = 21/100*z^3 - 43/270*z + 1
*
[ 26/23 ] 
f(z) = 23/104*z^3 - 50/299*z + 1
*
[ -24/5 ] 
f(z) = 25/108*z^3 - 33/8*z + 1
*
[ -18/5 ] 
f(z) = 25/108*z^3 - 31/18*z + 1
*
[ 10/3 ] 
f(z) = 27/100*z^3 - 23/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016785293421013638100696042895283121745
f(z) = 29/104*z^3 - 21/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016634272334180923336360248084734870718
f(z) = 31/104*z^3 - 22/13*z + 1
*
[ 3 ] 
f(z) = 31/108*z^3 - 23/12*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016492482912660490087019258896441586757
f(z) = 33/104*z^3 - 23/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016358975669400533141579361648784122285
f(z) = 35/104*z^3 - 24/13*z + 1
*
[ -6 ] 
f(z) = 35/108*z^3 - 21/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016232934519176203529275956428302801849
f(z) = 37/104*z^3 - 25/13*z + 1
*
[ 3 ] 
f(z) = 37/108*z^3 - 29/12*z + 1
*
[ 6 ] 
f(z) = 37/108*z^3 - 23/2*z + 1
*
[ 3 ] 
f(z) = 20/117*z^3 - 34/39*z + 1
*
[ -10/3 ] 
f(z) = 21/100*z^3 - 31/30*z + 1
*
[ 2/3 ] 
f(z) = 21/104*z^3 - 23/39*z + 1
*
[ 3 ] 
f(z) = 22/117*z^3 - 40/39*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.017485670798184616467303611334123801361
f(z) = 23/112*z^3 - 37/28*z + 1
*
-3 | 0.17882877261002837007298148378166734100 | 0.025696009834504176797944453398271040698
f(z) = 25/108*z^3 - 39/20*z + 1
*
[ 14/5 ] 
f(z) = 25/112*z^3 - 31/28*z + 1
*
[ 3/5 ] 
f(z) = 25/117*z^3 - 29/39*z + 1
*
[ -3 ] 
f(z) = 25/117*z^3 - 23/39*z + 1
*
[ -26/9 ] 
f(z) = 27/104*z^3 - 32/39*z + 1
*
[ -3 ] 
f(z) = 28/117*z^3 - 32/39*z + 1
*
[ -3 ] 
f(z) = 29/117*z^3 - 35/39*z + 1
*
[ 2/3 ] 
f(z) = 33/104*z^3 - 25/39*z + 1
*
[ 3/7 ] 
f(z) = 35/108*z^3 - 39/28*z + 1
*
6/5 | 0.23230225440061255258359603381304878611 | 0.028200648069818575523858179068873222045
f(z) = 35/108*z^3 - 33/35*z + 1
*
[ 2 ] 
f(z) = 37/112*z^3 - 23/28*z + 1
*
[ 2 ] 
f(z) = 39/112*z^3 - 25/28*z + 1
*
[ 2 ] 
f(z) = 23/100*z^3 - 21/50*z + 1
*
[ 4/5 ] 
f(z) = 25/104*z^3 - 21/52*z + 1
*
[ 2 ] 
f(z) = 25/108*z^3 - 23/54*z + 1
*
[ 2 ] 
f(z) = 25/116*z^3 - 21/58*z + 1
*
[ 2/3 ] 
f(z) = 27/100*z^3 - 31/50*z + 1
*
[ 2 ] 
f(z) = 27/100*z^3 - 29/50*z + 1
*
[ 2/3 ] 
f(z) = 27/116*z^3 - 35/58*z + 1
*
[ 2 ] 
f(z) = 27/116*z^3 - 25/58*z + 1
*
[ 2 ] 
f(z) = 29/100*z^3 - 33/50*z + 1
*
[ 2 ] 
f(z) = 29/108*z^3 - 31/54*z + 1
*
[ 2 ] 
f(z) = 31/100*z^3 - 37/50*z + 1
*
[ 2 ] 
f(z) = 31/108*z^3 - 35/54*z + 1
*
[ 2 ] 
f(z) = 31/116*z^3 - 33/58*z + 1
*
[ 2 ] 
f(z) = 33/116*z^3 - 37/58*z + 1
*
[ 3/4 ] 
f(z) = 23/108*z^3 - 29/64*z + 1
*
[ 3/4 ] 
f(z) = 29/108*z^3 - 31/64*z + 1
*
[ 5/3 ] 
f(z) = 33/100*z^3 - 31/60*z + 1
*
[ 3/2 ] 
f(z) = 34/117*z^3 - 25/78*z + 1
*
[ 3/4 ] 
f(z) = 35/108*z^3 - 33/64*z + 1
*
[ 3/2 ] 
f(z) = 38/117*z^3 - 31/78*z + 1
*
[ 6/7 ] 
f(z) = 25/108*z^3 - 33/98*z + 1
*
[ 5/6 ] 
f(z) = 27/100*z^3 - 31/80*z + 1
*
[ -5/2 ] 
f(z) = 27/100*z^3 - 23/80*z + 1
*
[ -5/2 ] 
f(z) = 29/100*z^3 - 33/80*z + 1
*
[ 6/7 ] 
f(z) = 31/108*z^3 - 37/98*z + 1
*
[ 4/3 ] 
f(z) = 33/112*z^3 - 23/84*z + 1
*
[ 4/3 ] 
f(z) = 39/112*z^3 - 31/84*z + 1
*
[ -3 ] 
f(z) = 20/111*z^3 - 32/111*z + 1
*
[ 2 ] 
f(z) = 21/106*z^3 - 31/106*z + 1
*
[ 2 ] 
f(z) = 21/110*z^3 - 29/110*z + 1
*
[ 2 ] 
f(z) = 21/118*z^3 - 25/118*z + 1
*
[ 2 ] 
f(z) = 23/106*z^3 - 39/106*z + 1
*
[ 2 ] 
f(z) = 23/110*z^3 - 37/110*z + 1
*
[ 2 ] 
f(z) = 23/114*z^3 - 35/114*z + 1
*
[ 2 ] 
f(z) = 23/118*z^3 - 33/118*z + 1
*
[ 26/15 ] 
f(z) = 25/104*z^3 - 35/117*z + 1
*
[ 9/5 ] 
f(z) = 25/117*z^3 - 29/117*z + 1
*
[ 4/3 ] 
f(z) = 27/100*z^3 - 23/100*z + 1
*
[ 5/3 ] 
f(z) = 27/110*z^3 - 31/110*z + 1
*
[ 5/3 ] 
f(z) = 27/115*z^3 - 29/115*z + 1
*
[ 3/2 ] 
f(z) = 28/111*z^3 - 26/111*z + 1
*
[ 3/2 ] 
f(z) = 32/105*z^3 - 37/105*z + 1
*
[ 5/4 ] 
f(z) = 32/105*z^3 - 29/105*z + 1
*
[ 3/2 ] 
f(z) = 32/111*z^3 - 35/111*z + 1
*
[ -5/2 ] 
f(z) = 32/115*z^3 - 39/115*z + 1
*
[ 5/4 ] 
f(z) = 32/115*z^3 - 27/115*z + 1
*
[ 7/6 ] 
f(z) = 36/119*z^3 - 32/119*z + 1
*
[ 3/2 ] 
f(z) = 25/117*z^3 - 23/156*z + 1
*
[ 3/2 ] 
f(z) = 29/117*z^3 - 35/156*z + 1
*
[ 6/5 ] 
f(z) = 31/108*z^3 - 37/150*z + 1
*
[ 6/5 ] 
f(z) = 25/116*z^3 - 25/174*z + 1
*
[ 24/23 ] 
f(z) = 23/108*z^3 - 35/184*z + 1
*
[ 3/2 ] 
f(z) = 22/105*z^3 - 29/210*z + 1
*
[ 3/2 ] 
f(z) = 22/111*z^3 - 25/222*z + 1
*
[ 5/4 ] 
f(z) = 24/115*z^3 - 29/230*z + 1
*
[ 6/5 ] 
f(z) = 25/111*z^3 - 35/222*z + 1
*
[ 4/3 ] 
f(z) = 27/118*z^3 - 37/236*z + 1
*
[ 4/3 ] 
f(z) = 23/112*z^3 - 29/252*z + 1
*
[ 4/3 ] 
f(z) = 25/112*z^3 - 37/252*z + 1
*
[ 26/21 ] 
f(z) = 21/104*z^3 - 32/273*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017507282899662126770914553077332289243
f(z) = 21/104*z^3 - 17/13*z + 1
*
[ 2 ] 
f(z) = 21/104*z^3 - 4/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017305929556815763293719928047605100335
f(z) = 23/104*z^3 - 18/13*z + 1
*
[ 2 ] 
f(z) = 23/104*z^3 - 5/13*z + 1
*
[ -6 ] 
f(z) = 23/108*z^3 - 13/2*z + 1
*
[ -3 ] 
f(z) = 23/108*z^3 - 7/12*z + 1
*
[ 3 ] 
f(z) = 23/108*z^3 - 5/4*z + 1
*
[ 2/5 ] 
f(z) = 25/104*z^3 - 20/13*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.017119682388167224903009703147670356102
f(z) = 25/104*z^3 - 19/13*z + 1
*
[ 2 ] 
f(z) = 25/104*z^3 - 6/13*z + 1
*
[ 3 ] 
f(z) = 25/108*z^3 - 17/12*z + 1
*
[ 6 ] 
f(z) = 25/108*z^3 - 15/2*z + 1
*
12/5 | 0.15471897157463124623996842096937673303 | 0.028166255406118396739480365567906405838
f(z) = 25/108*z^3 - 9/4*z + 1
*
-6/5 | 0.077017387011970368546318099586976408352 | 0.015138266076381328430822017302794144286
f(z) = 25/108*z^3 - 3/2*z + 1
*
[ 3/2 ] 
f(z) = 25/108*z^3 - 3/16*z + 1
*
[ 6/5 ] 
f(z) = 25/108*z^3 - 1/6*z + 1
*
[ -10/3 ] 
f(z) = 27/100*z^3 - 17/10*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016946658775474037162207122627469168623
f(z) = 27/104*z^3 - 20/13*z + 1
*
[ 2/3 ] 
f(z) = 27/104*z^3 - 8/13*z + 1
*
[ 2 ] 
f(z) = 27/104*z^3 - 7/13*z + 1
*
[ 2 ] 
f(z) = 29/104*z^3 - 8/13*z + 1
*
[ -6 ] 
f(z) = 29/108*z^3 - 17/2*z + 1
*
[ -3 ] 
f(z) = 29/108*z^3 - 13/12*z + 1
*
[ 3 ] 
f(z) = 29/108*z^3 - 7/4*z + 1
*
[ 2 ] 
f(z) = 31/104*z^3 - 9/13*z + 1
*
[ 6 ] 
f(z) = 31/108*z^3 - 19/2*z + 1
*
[ -3 ] 
f(z) = 31/108*z^3 - 5/4*z + 1
*
[ 3/2 ] 
f(z) = 31/108*z^3 - 5/16*z + 1
*
[ 2 ] 
f(z) = 33/104*z^3 - 10/13*z + 1
*
[ 2 ] 
f(z) = 35/104*z^3 - 11/13*z + 1
*
[ -3 ] 
f(z) = 35/108*z^3 - 19/12*z + 1
*
[ 3 ] 
f(z) = 35/108*z^3 - 9/4*z + 1
*
[ 6/5 ] 
f(z) = 35/108*z^3 - 3/10*z + 1
*
[ 2 ] 
f(z) = 37/104*z^3 - 12/13*z + 1
*
[ -3 ] 
f(z) = 37/108*z^3 - 7/4*z + 1
*
[ 3/2 ] 
f(z) = 37/108*z^3 - 7/16*z + 1
*
[ -3 ] 
f(z) = 20/117*z^3 - 8/39*z + 1
*
[ 3/2 ] 
f(z) = 20/117*z^3 - 2/39*z + 1
*
[ -3 ] 
f(z) = 22/117*z^3 - 14/39*z + 1
*
[ 2 ] 
f(z) = 23/112*z^3 - 9/28*z + 1
*
[ -3 ] 
f(z) = 23/117*z^3 - 17/39*z + 1
*
[ 6/5 ] 
f(z) = 25/104*z^3 - 7/39*z + 1
*
[ 9/5 ] 
f(z) = 25/108*z^3 - 11/36*z + 1
*
-14/5 | 0.11000775774740751642743655741065175883 | 0.023314143067117762597186655688710964990
f(z) = 25/112*z^3 - 15/28*z + 1
*
[ 5/3 ] 
f(z) = 27/100*z^3 - 7/20*z + 1
*
[ 10/9 ] 
f(z) = 27/100*z^3 - 7/30*z + 1
*
[ 2/3 ] 
f(z) = 27/112*z^3 - 17/28*z + 1
*
[ 2 ] 
f(z) = 27/112*z^3 - 13/28*z + 1
*
[ 4/3 ] 
f(z) = 27/112*z^3 - 5/28*z + 1
*
[ 3/2 ] 
f(z) = 28/117*z^3 - 8/39*z + 1
*
[ 2 ] 
f(z) = 29/112*z^3 - 15/28*z + 1
*
[ 2 ] 
f(z) = 31/112*z^3 - 17/28*z + 1
*
[ 3/4 ] 
f(z) = 32/117*z^3 - 19/39*z + 1
*
[ 3/2 ] 
f(z) = 32/117*z^3 - 11/39*z + 1
*
[ 2 ] 
f(z) = 33/112*z^3 - 19/28*z + 1
*
[ 12/7 ] 
f(z) = 35/108*z^3 - 15/28*z + 1
*
[ -12/5 ] 
f(z) = 35/108*z^3 - 9/20*z + 1
*
[ 2 ] 
f(z) = 21/100*z^3 - 17/50*z + 1
*
[ 2 ] 
f(z) = 21/116*z^3 - 13/58*z + 1
*
[ 2 ] 
f(z) = 23/108*z^3 - 19/54*z + 1
*
[ 3/2 ] 
f(z) = 23/108*z^3 - 7/48*z + 1
*
[ 6/5 ] 
f(z) = 23/108*z^3 - 7/50*z + 1
*
[ 2 ] 
f(z) = 23/116*z^3 - 17/58*z + 1
*
[ 8/5 ] 
f(z) = 25/112*z^3 - 11/56*z + 1
*
[ 4/3 ] 
f(z) = 27/104*z^3 - 11/52*z + 1
*
[ -8/3 ] 
f(z) = 27/112*z^3 - 19/56*z + 1
*
[ 3/2 ] 
f(z) = 29/108*z^3 - 13/48*z + 1
*
[ 6/5 ] 
f(z) = 29/108*z^3 - 11/50*z + 1
*
[ 3/2 ] 
f(z) = 35/108*z^3 - 19/48*z + 1
*
[ 6/7 ] 
f(z) = 35/108*z^3 - 17/42*z + 1
*
[ 5/3 ] 
f(z) = 21/100*z^3 - 11/60*z + 1
*
[ 10/7 ] 
f(z) = 21/100*z^3 - 9/70*z + 1
*
[ 3/2 ] 
f(z) = 22/117*z^3 - 7/78*z + 1
*
[ 6/5 ] 
f(z) = 25/117*z^3 - 11/78*z + 1
*
[ 6/5 ] 
f(z) = 25/112*z^3 - 13/84*z + 1
*
[ 14/9 ] 
f(z) = 27/112*z^3 - 19/84*z + 1
*
[ 3/2 ] 
f(z) = 20/111*z^3 - 8/111*z + 1
*
[ 6/5 ] 
f(z) = 25/102*z^3 - 19/102*z + 1
*
[ 7/5 ] 
f(z) = 25/112*z^3 - 17/112*z + 1
*
[ 6/5 ] 
f(z) = 25/114*z^3 - 17/114*z + 1
*
[ 7/5 ] 
f(z) = 25/119*z^3 - 15/119*z + 1
*
[ 4/3 ] 
f(z) = 27/116*z^3 - 19/116*z + 1
*
[ 4/3 ] 
f(z) = 21/104*z^3 - 17/156*z + 1
*
[ 3/2 ] 
f(z) = 23/117*z^3 - 17/156*z + 1
*
[ -12/5 ]
f(z) = 25/108*z^3 + 1/12*z + 1
*
[ -6/5 ]
f(z) = 25/108*z^3 + 3/2*z + 1
*
-10 | 0.19703733526494243108797408959284830929 | 0.025472048725139651467011705305526321452
f(z) = 23/120*z^3 - 286/15*z + 1
*
[ 11 ] 
f(z) = 27/121*z^3 - 287/11*z + 1
*
[ -11 ] 
f(z) = 27/121*z^3 - 285/11*z + 1
*
5/9 | 0.20454695033864129117217354859412609838 | 0.023075304988522471656555779546665111525
f(z) = 27/125*z^3 - 283/15*z + 1
*
[ 11 ] 
f(z) = 28/121*z^3 - 298/11*z + 1
*
[ -11 ] 
f(z) = 28/121*z^3 - 296/11*z + 1
*
[ 10 ] 
f(z) = 37/125*z^3 - 287/10*z + 1
*
[ -10 ] 
f(z) = 38/125*z^3 - 293/10*z + 1
*
[ 15/2 ] 
f(z) = 26/135*z^3 - 299/30*z + 1
*
[ 15/2 ] 
f(z) = 37/135*z^3 - 291/20*z + 1
*
-60/13 | 0.24314173586022384880807928555920151212 | 0.023137655400331279274706043586638126239
f(z) = 39/125*z^3 - 293/39*z + 1
*
-4/7 | 0.24436120314664771698602903762584554688 | 0.028862738272898254518456914664022281955
f(z) = 21/128*z^3 - 297/56*z + 1
*
6 | 0.16662282209950557556405107920985506535 | 0.024706607326001192612400652582819387642
f(z) = 23/126*z^3 - 283/42*z + 1
*
-6 | 0.16556851074547735368902608680142071002 | 0.024424511655771195085222805520136359363
f(z) = 25/126*z^3 - 293/42*z + 1
*
[ 28/5 ] 
f(z) = 25/128*z^3 - 297/56*z + 1
*
[ 6 ] 
f(z) = 25/136*z^3 - 295/51*z + 1
*
50/9 | 0.20361181242954474130957940709987838811 | 0.026310094117907793893703815684210267794
f(z) = 27/136*z^3 - 287/51*z + 1
*
[ 11/2 ] 
f(z) = 29/121*z^3 - 283/44*z + 1
*
[ -6 ] 
f(z) = 29/126*z^3 - 299/42*z + 1
*
[ -11/2 ] 
f(z) = 31/121*z^3 - 289/44*z + 1
*
[ -16/3 ] 
f(z) = 33/128*z^3 - 295/48*z + 1
*
-4/7 | 0.16621973408339279990048363898134875713 | 0.019617502717310792308080785123597907930
f(z) = 35/128*z^3 - 299/56*z + 1
*
-5/9 | 0.23067411535978402946224302400058667358 | 0.026022756907752731183370945226040665015
f(z) = 36/125*z^3 - 283/45*z + 1
*
4/3 | 0.24610673845057579055192468288031426607 | 0.029092130063030176984230918979522621561
f(z) = 25/128*z^3 - 295/72*z + 1
*
-10/13 | 0.17808561402287136361932148389149809498 | 0.020106241351565641920680299191647049302
f(z) = 26/125*z^3 - 281/65*z + 1
*
[ 35/8 ] 
f(z) = 32/125*z^3 - 289/70*z + 1
*
-4 | 0.13416393392733125129452745139958321818 | 0.021189906772211387336863939274955966900
f(z) = 37/120*z^3 - 281/60*z + 1
*
-10/3 | 0.24631501345995314328589231027063173138 | 0.023470329276888162437924653912526419175
f(z) = 39/125*z^3 - 289/78*z + 1
*
[ 9/2 ] 
f(z) = 26/135*z^3 - 281/90*z + 1
*
-5/12 | 0.17348154327366467184500470602194174709 | 0.019570761208084029587498626450493236492
f(z) = 32/125*z^3 - 283/90*z + 1
*
[ -11/3 ] 
f(z) = 37/121*z^3 - 281/99*z + 1
*
[ -11/3 ] 
f(z) = 38/121*z^3 - 292/99*z + 1
*
[ 2/7 ] 
f(z) = 21/136*z^3 - 299/119*z + 1
*
[ -34/7 ] 
f(z) = 21/136*z^3 - 290/119*z + 1
*
[ 25/6 ] 
f(z) = 27/125*z^3 - 299/100*z + 1
*
-35/9 | 0.24651982920116351341273650549408591029 | 0.027777296442128993155932352361090823726
f(z) = 27/125*z^3 - 286/105*z + 1
*
15/7 | 0.18648390324346199176507723746852948393 | 0.023642715246509832780617227244625595115
f(z) = 28/135*z^3 - 296/105*z + 1
*
[ 5/18 ] 
f(z) = 33/125*z^3 - 283/108*z + 1
*
[ -65/18 ] 
f(z) = 36/125*z^3 - 290/117*z + 1
*
8/13 | 0.24003994566408734032059202339699939122 | 0.028491124763679549833074003920664212810
f(z) = 39/128*z^3 - 285/104*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.016001935298824552080137119231108516029
f(z) = 20/131*z^3 - 282/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.016011695900929568309881288472190940343
f(z) = 20/133*z^3 - 286/133*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016030523299643658101159067567187780574
f(z) = 20/137*z^3 - 294/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016039608113553981411655663834173036001
f(z) = 20/139*z^3 - 298/139*z + 1
*
0 | 0.077304801756439381773766636428695894804 | 0.013710524841030278255219034257692838753
f(z) = 21/130*z^3 - 281/130*z + 1
*
0 | 0.090282097409596301971661204254900678129 | 0.015992019594991796319802775709467110483
f(z) = 21/131*z^3 - 283/131*z + 1
*
0 | 0.077866230336157979456569533497878094352 | 0.013741681419705499686800523406014792228
f(z) = 21/134*z^3 - 289/134*z + 1
*
0 | 0.062450515144908563555898017306718878183 | 0.010994474894261248934738097084359372949
f(z) = 21/136*z^3 - 293/136*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.016020951767293323913766005556889298444
f(z) = 21/137*z^3 - 295/137*z + 1
*
0 | 0.091379146909827625133125646645843403378 | 0.016030181815390605687827004322942392860
f(z) = 21/139*z^3 - 299/139*z + 1
*
0 | 0.090281806520167356210286379243350498882 | 0.015981982341196678709847638507336489165
f(z) = 22/131*z^3 - 284/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015991992388197170293322787521957786619
f(z) = 22/133*z^3 - 288/133*z + 1
*
0 | 0.077276176126410889899543180682756045584 | 0.013612740453097218905375295701088383345
f(z) = 22/135*z^3 - 292/135*z + 1
*
0 | 0.091111417233610140111356236149192952347 | 0.016011539862279750198952757870966466840
f(z) = 22/137*z^3 - 296/137*z + 1
*
-3 | 0.092839322119369459388724609629432550170 | 0.016404207766718545451451845910841724959
f(z) = 23/120*z^3 - 287/120*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012353406569043771988979540729260930030
f(z) = 23/129*z^3 - 281/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013693179920380724414132870248618536452
f(z) = 23/130*z^3 - 283/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015971977836999867685817734475915451760
f(z) = 23/131*z^3 - 285/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015982209931875593640879076850600930315
f(z) = 23/133*z^3 - 289/133*z + 1
*
0 | 0.077866257107431431158463424727414687034 | 0.013724981539127532246861670100495295444
f(z) = 23/134*z^3 - 291/134*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013604394173752256454020741761157800992
f(z) = 23/135*z^3 - 293/135*z + 1
*
0 | 0.091111115106854883713601825410600345410 | 0.016002002357282316277839069298007247974
f(z) = 23/137*z^3 - 297/137*z + 1
*
0 | 0.090282305916566347538841178155773119327 | 0.015962241271965289974009931333210690544
f(z) = 24/131*z^3 - 286/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015972473165342803881809440064900237316
f(z) = 24/133*z^3 - 290/133*z + 1
*
0 | 0.091110757885706016950281298666293803529 | 0.015992498297863342651381628846889905511
f(z) = 24/137*z^3 - 298/137*z + 1
*
18/5 | 0.068672169339740669421967543489057826463 | 0.012119131353769680907674563123097962994
f(z) = 25/126*z^3 - 289/126*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011382805492063001903621257874977516643
f(z) = 25/128*z^3 - 281/128*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012337887305223540120234209731941894107
f(z) = 25/129*z^3 - 283/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015952242355269028082680473743682232076
f(z) = 25/131*z^3 - 287/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015962781711563967986446802053797839100
f(z) = 25/133*z^3 - 291/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013708268328433379479458372536510097030
f(z) = 25/134*z^3 - 293/134*z + 1
*
0 | 0.062451054620392549228039277914867605795 | 0.010968386481476629940220236757412400579
f(z) = 25/136*z^3 - 297/136*z + 1
*
0 | 0.091111714663829213641020010564978535935 | 0.015983267528360949177105970322526715575
f(z) = 25/137*z^3 - 299/137*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012330183264106863106567243211832807452
f(z) = 26/129*z^3 - 284/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015942444279421339982703619478212672918
f(z) = 26/131*z^3 - 288/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015953135197938165770554048793673139241
f(z) = 26/133*z^3 - 292/133*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013580039673820259774167852234719238262
f(z) = 26/135*z^3 - 296/135*z + 1
*
-3/13 | 0.23191143749951184031408379580226269214 | 0.025937152161794756397060147898077298668
f(z) = 26/135*z^3 - 283/130*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015910167686977361933305175058530689024
f(z) = 27/127*z^3 - 281/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011368505569166561205785449386598719003
f(z) = 27/128*z^3 - 283/128*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013659221312705936895847482122703992556
f(z) = 27/130*z^3 - 287/130*z + 1
*
5/3 | 0.14360170554595082224143014062053346210 | 0.025436729482992595190117760304978399176
f(z) = 27/130*z^3 - 283/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015932692132156830792439998632067326874
f(z) = 27/131*z^3 - 289/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015943533256230898270377655280635744986
f(z) = 27/133*z^3 - 293/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013691870528227183012290087313966005232
f(z) = 27/134*z^3 - 295/134*z + 1
*
0 | 0.059598074358982880193806755963304436230 | 0.010454988913000202051561168846227410262
f(z) = 27/136*z^3 - 299/136*z + 1
*
[ 1/3 ] 
f(z) = 27/139*z^3 - 281/139*z + 1
*
0 | 0.089707646851199180884052398135653054276 | 0.015900234747447365279079447307655344151
f(z) = 28/127*z^3 - 282/127*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012314702058281267152773119866166953339
f(z) = 28/129*z^3 - 286/129*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015922985533120096596337353852179938888
f(z) = 28/131*z^3 - 290/131*z + 1
*
0 | 0.077275307148018944219561695420594091673 | 0.013563987905597735941166858904100148270
f(z) = 28/135*z^3 - 298/135*z + 1
*
[ 3/10 ] 
f(z) = 28/135*z^3 - 294/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011202249295059170943443710859567247896
f(z) = 29/126*z^3 - 281/126*z + 1
*
0 | 0.089708112207278066125933773817958802857 | 0.015890347360228973000494854708105908070
f(z) = 29/127*z^3 - 283/127*z + 1
*
0 | 0.064181335615435019000037521475136029751 | 0.011354526044822012309550011786774468129
f(z) = 29/128*z^3 - 285/128*z + 1
*
0 | 0.069653468829116198473934132406449419513 | 0.012307392474024630070201654855342891055
f(z) = 29/129*z^3 - 287/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013642481294703760681864608777343195755
f(z) = 29/130*z^3 - 289/130*z + 1
*
0 | 0.090281431911132436002767111317954183205 | 0.015913324106444474187834495980508575367
f(z) = 29/131*z^3 - 291/131*z + 1
*
[ -4 ] 
f(z) = 29/132*z^3 - 299/132*z + 1
*
0 | 0.090562936202476917803255262826422590315 | 0.015924622585451804328097280113787554559
f(z) = 29/133*z^3 - 295/133*z + 1
*
0 | 0.077865330276223461209988921005858235510 | 0.013675622312045977109295858830681969072
f(z) = 29/134*z^3 - 297/134*z + 1
*
0 | 0.077278448831656915285820381443993126956 | 0.013556567631401155230314052139380827650
f(z) = 29/135*z^3 - 299/135*z + 1
*
0 | 0.089729320359603432534887407402148471025 | 0.015884179423840170621205962147551745912
f(z) = 30/127*z^3 - 284/127*z + 1
*
0 | 0.090282569052934447514516069212618874736 | 0.015903907796188008671384635318968221811
f(z) = 30/131*z^3 - 292/131*z + 1
*
0 | 0.090562020892995440094710743987611727164 | 0.015914991244389325374560636934602024038
f(z) = 30/133*z^3 - 296/133*z + 1
*
[ 10/3 ] 
f(z) = 31/120*z^3 - 293/135*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015858033522395550686869122611059699038
f(z) = 31/125*z^3 - 281/125*z + 1
*
0 | 0.063162254619837538382129804888132764867 | 0.011188176200223477631088465598628872220
f(z) = 31/126*z^3 - 283/126*z + 1
*
0 | 0.089709190118193588232110739925955288515 | 0.015870740705058705728227019122155702467
f(z) = 31/127*z^3 - 285/127*z + 1
*
0 | 0.064180545821974105969374630496514909034 | 0.011340356480537103658605615404145035805
f(z) = 31/128*z^3 - 287/128*z + 1
*
0 | 0.069652868548186480203643733986154571062 | 0.012292203249414817318292700173328432157
f(z) = 31/129*z^3 - 289/129*z + 1
*
0 | 0.077304120100384036228214379865632003913 | 0.013625897284524911041709430415797669358
f(z) = 31/130*z^3 - 291/130*z + 1
*
0 | 0.090302477802079278733811635588524822455 | 0.015897840438638674726101554109687324505
f(z) = 31/131*z^3 - 293/131*z + 1
*
0 | 0.090582234677272178060278920514773845467 | 0.015909114174858279605541470976039828561
f(z) = 31/133*z^3 - 297/133*z + 1
*
0 | 0.077868991775951528702212759439657132367 | 0.013660163594889195160006044857898313129
f(z) = 31/134*z^3 - 299/134*z + 1
*
45/16 | 0.14827621381741176287337977189761150660 | 0.016624162360006561167169168717854126288
f(z) = 32/125*z^3 - 299/120*z + 1
*
0 | 0.089413576833671886464259614589989615323 | 0.015848112297745548825461970476118732261
f(z) = 32/125*z^3 - 282/125*z + 1
*
0 | 0.089716617103638762797878223860604467592 | 0.015862225424727776649249481274743645723
f(z) = 32/127*z^3 - 286/127*z + 1
*
0 | 0.069653145761402562939620372402744471379 | 0.012284763420531869550671423762411715817
f(z) = 32/129*z^3 - 290/129*z + 1
*
0 | 0.090284092300973346345941326388196565777 | 0.015885075251305673012929604574885821655
f(z) = 32/131*z^3 - 294/131*z + 1
*
0 | 0.090563385451647798010702771874103055239 | 0.015896419054060380759425672435944315189
f(z) = 32/133*z^3 - 298/133*z + 1
*
[ 7/2 ] 
f(z) = 32/133*z^3 - 297/133*z + 1
*
5/4 | 0.11165816199046756633042862893249427907 | 0.019657529740067105988245751740495461109
f(z) = 32/135*z^3 - 293/135*z + 1
*
0 | 0.063859921232244975932964619416440419588 | 0.011325985145909766173110623063319205371
f(z) = 33/124*z^3 - 281/124*z + 1
*
0 | 0.089632591916938524404100151273039947957 | 0.015876970157022780659718885010729467609
f(z) = 33/125*z^3 - 283/125*z + 1
*
0 | 0.089708631232244432407161888071345433506 | 0.015851031563000265428508570973044859362
f(z) = 33/127*z^3 - 287/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011326413986954908814340809779258231824
f(z) = 33/128*z^3 - 289/128*z + 1
*
0 | 0.077312274473533119422222095832282552272 | 0.013610902307933864054942720254300023358
f(z) = 33/130*z^3 - 293/130*z + 1
*
0 | 0.090290694837511888722890205648383576969 | 0.015876751555966590298009887731851358976
f(z) = 33/131*z^3 - 295/131*z + 1
*
0 | 0.090562692003318590399930026270265742837 | 0.015886955258369640670127739555011786883
f(z) = 33/133*z^3 - 299/133*z + 1
*
[ 5/16 ] 
f(z) = 34/125*z^3 - 285/128*z + 1
*
0 | 0.089749642708296708233500940589197376886 | 0.015887776952849240914510352702719635854
f(z) = 34/125*z^3 - 284/125*z + 1
*
0 | 0.089998944236759838866086636851027346540 | 0.015892560887975561132301863349598695930
f(z) = 34/127*z^3 - 288/127*z + 1
*
0 | 0.069860196118653095819460935020485791462 | 0.012306363557767609364709095045635878505
f(z) = 34/129*z^3 - 292/129*z + 1
*
0 | 0.090282316794491387778821893963698547950 | 0.015865837214534232947449046526858914098
f(z) = 34/131*z^3 - 296/131*z + 1
*
0 | 0.069131022817843459301894413672402887347 | 0.012260850349453505160683970396761778127
f(z) = 35/123*z^3 - 281/123*z + 1
*
0 | 0.063961249914715203262070238847053790882 | 0.011329705349175567757594941779374220173
f(z) = 35/124*z^3 - 283/124*z + 1
*
0 | 0.090064228725261664895564431876281062713 | 0.015894360534868818477666676719805943965
f(z) = 35/127*z^3 - 289/127*z + 1
*
0 | 0.064526379716381149184524424023300860378 | 0.011373647627266548596819992495720995005
f(z) = 35/128*z^3 - 291/128*z + 1
*
0 | 0.069983956153393929047425442921114487334 | 0.012320744627072942376048936348085742877
f(z) = 35/129*z^3 - 293/129*z + 1
*
0 | 0.090565224789425736897744442332332444003 | 0.015906126698905464925251073774950350772
f(z) = 35/131*z^3 - 297/131*z + 1
*
0 | 0.089741414493985682683677632689686671129 | 0.015866609693866830694554498650724855591
f(z) = 36/125*z^3 - 286/125*z + 1
*
0 | 0.090071850938593032590136802251841319956 | 0.015886021622345541608335301921688597173
f(z) = 36/127*z^3 - 290/127*z + 1
*
0 | 0.090634949108180169305455308514204098219 | 0.015908980486780746459731848224057285563
f(z) = 36/131*z^3 - 298/131*z + 1
*
7/6 | 0.16270156990632832026251271457838803741 | 0.028592494237370654849640211088362011947
f(z) = 36/133*z^3 - 296/133*z + 1
*
[ 1/3 ] 
f(z) = 36/139*z^3 - 282/139*z + 1
*
-3 | 0.15425753266902405358662871796810554705 | 0.027157191037495204663546360781401152907
f(z) = 37/120*z^3 - 293/120*z + 1
*
[ -10/3 ] 
f(z) = 37/120*z^3 - 287/135*z + 1
*
0 | 0.076133295837363384185374717989675963530 | 0.013502750412534734859173743941060000506
f(z) = 37/122*z^3 - 281/122*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012181655048822966910468373434744572944
f(z) = 37/123*z^3 - 283/123*z + 1
*
0 | 0.063608332652140849244737818492730772105 | 0.011253154251790656843995674166791244075
f(z) = 37/124*z^3 - 285/124*z + 1
*
0 | 0.089414387401055928275108300677687166760 | 0.015799040264155091754971739146851085131
f(z) = 37/125*z^3 - 287/125*z + 1
*
0 | 0.063290814213748144600918335101712923878 | 0.011169440230564638393894055227894468377
f(z) = 37/126*z^3 - 289/126*z + 1
*
0 | 0.089958313711067806383506046745723809179 | 0.015856370151090943926484937785717047825
f(z) = 37/127*z^3 - 291/127*z + 1
*
0 | 0.064490767266745820214024503417154329816 | 0.011353663296141577476666311619659553351
f(z) = 37/128*z^3 - 293/128*z + 1
*
0 | 0.069994680387078692775100460391424245216 | 0.012307892333144871632825809256705220511
f(z) = 37/129*z^3 - 295/129*z + 1
*
0 | 0.077663931140182552893847280824487772067 | 0.013640250234271475529324373958219082312
f(z) = 37/130*z^3 - 297/130*z + 1
*
0 | 0.090648704982890977763635997211105130309 | 0.015902044080575317885358180616018715542
f(z) = 37/131*z^3 - 299/131*z + 1
*
-3 | 0.15033218285978580413098626317507327098 | 0.026530332277159241975232462106139791984
f(z) = 37/132*z^3 - 289/132*z + 1
*
0 | 0.068819479409539777790866239163563732113 | 0.012182650603119259778156702310428985313
f(z) = 38/123*z^3 - 284/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015789129673619681148777864037877800915
f(z) = 38/125*z^3 - 288/125*z + 1
*
0 | 0.089722459855288962917544262241726865187 | 0.015805240632320222178679803446874651137
f(z) = 38/127*z^3 - 292/127*z + 1
*
0 | 0.069654232321753491145579201026700539556 | 0.012240743819588369916404226062076669940
f(z) = 38/129*z^3 - 296/129*z + 1
*
0 | 0.088947592477375903765114753231673233455 | 0.015775451828376444675327028499361351091
f(z) = 39/121*z^3 - 281/121*z + 1
*
0 | 0.076133721441219924328868538633357532475 | 0.013485862646764580854343946975576136154
f(z) = 39/122*z^3 - 283/122*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011236656904802316145875046524316077576
f(z) = 39/124*z^3 - 287/124*z + 1
*
0 | 0.089413794774015167804618674224238858572 | 0.015779573211737816150965748567630432118
f(z) = 39/125*z^3 - 289/125*z + 1
*
0 | 0.089749550699633087955737662627448486757 | 0.015800497075944301825378026948046765145
f(z) = 39/127*z^3 - 293/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011285488414283924963261107603850897581
f(z) = 39/128*z^3 - 295/128*z + 1
*
3 | 0.19090075240792414484007188093422401983 | 0.021275990342784249658303026432607289938
f(z) = 31/135*z^3 - 292/155*z + 1
*
12/5 | 0.14306275409608697335428415307914688991 | 0.021213152219432837484292746426969930832
f(z) = 25/126*z^3 - 283/168*z + 1
*
5/2 | 0.15740290769649735094614339846026645777 | 0.017728830823921897548865098506715035646
f(z) = 34/125*z^3 - 287/170*z + 1
*
[ 11/4 ] 
f(z) = 37/121*z^3 - 295/176*z + 1
*
15/11 | 0.24440015001901391885253519912526482083 | 0.023303289948891602649957727923728037244
f(z) = 22/125*z^3 - 287/198*z + 1
*
[ 20/7 ] 
f(z) = 33/125*z^3 - 295/196*z + 1
*
[ 4/9 ] 
f(z) = 33/128*z^3 - 281/216*z + 1
*
[ 4/9 ] 
f(z) = 39/128*z^3 - 283/216*z + 1
*
[ 34/13 ] 
f(z) = 39/136*z^3 - 297/221*z + 1
*
-2 | 0.091663393562737778625410388161087820026 | 0.016257117357530322212246244296044634812
f(z) = 20/121*z^3 - 281/242*z + 1
*
-2 | 0.071622310620285310398426614403812801299 | 0.012686738874505212199197483175884806693
f(z) = 20/123*z^3 - 283/246*z + 1
*
-2 | 0.092559625800920189457328048379347705123 | 0.016354786934955806388870195051602253752
f(z) = 20/127*z^3 - 287/254*z + 1
*
-2 | 0.072505345143914619002201869760407358517 | 0.012795602790736393929597321791840044470
f(z) = 20/129*z^3 - 289/258*z + 1
*
-2 | 0.097368308629074777056827936485846474908 | 0.017183370400493005301552884275414206517
f(z) = 21/121*z^3 - 289/242*z + 1
*
-2 | 0.097970589956955518458279618777481740073 | 0.017247819159831652336303805680051202576
f(z) = 21/125*z^3 - 293/250*z + 1
*
-2 | 0.098264540867257187888745596704106360004 | 0.017278875801301341762664113077126926317
f(z) = 21/127*z^3 - 295/254*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012064243415005922753402025063872780397
f(z) = 22/123*z^3 - 299/246*z + 1
*
[ 11/23 ] 
f(z) = 23/121*z^3 - 287/253*z + 1
*
-2 | 0.093133889444300935218475885480333510646 | 0.016416108347503705809168320440211398091
f(z) = 20/131*z^3 - 291/262*z + 1
*
-2 | 0.093414478426163939310419518149991054605 | 0.016445711223259633750607715260783610020
f(z) = 20/133*z^3 - 293/266*z + 1
*
-2 | 0.093963215418874516165990072828673130969 | 0.016502921656344984041550040857304853102
f(z) = 20/137*z^3 - 297/274*z + 1
*
-2 | 0.094231604442996124348834420808222730819 | 0.016530574021092560589509944471361543204
f(z) = 20/139*z^3 - 299/278*z + 1
*
-2 | 0.098838804510637933649893433805092165527 | 0.017338791839289714695352856141739647642
f(z) = 21/131*z^3 - 299/262*z + 1
*
[ 1/2 ] 
f(z) = 22/135*z^3 - 281/270*z + 1
*
[ 1/2 ] 
f(z) = 22/137*z^3 - 285/274*z + 1
*
[ 1/2 ] 
f(z) = 22/139*z^3 - 289/278*z + 1
*
[ -7/2 ] 
f(z) = 26/133*z^3 - 295/266*z + 1
*
[ 1/2 ] 
f(z) = 26/135*z^3 - 283/270*z + 1
*
[ 1/2 ] 
f(z) = 26/137*z^3 - 287/274*z + 1
*
[ 1/2 ] 
f(z) = 26/139*z^3 - 291/278*z + 1
*
[ 1/2 ] 
f(z) = 30/133*z^3 - 281/266*z + 1
*
[ 1/2 ] 
f(z) = 30/137*z^3 - 289/274*z + 1
*
[ 1/2 ] 
f(z) = 30/139*z^3 - 293/278*z + 1
*
56/33 | 0.19739773215706604119018103685433217375 | 0.023334267619875988942895108043094244507
f(z) = 33/128*z^3 - 295/264*z + 1
*
[ 1/2 ] 
f(z) = 34/133*z^3 - 283/266*z + 1
*
[ 1/2 ] 
f(z) = 34/135*z^3 - 287/270*z + 1
*
[ 1/2 ] 
f(z) = 34/137*z^3 - 291/274*z + 1
*
[ 1/2 ] 
f(z) = 34/139*z^3 - 295/278*z + 1
*
[ 1/2 ] 
f(z) = 38/131*z^3 - 281/262*z + 1
*
[ 1/2 ] 
f(z) = 38/135*z^3 - 289/270*z + 1
*
[ 1/2 ] 
f(z) = 38/137*z^3 - 293/274*z + 1
*
[ 1/2 ] 
f(z) = 38/139*z^3 - 297/278*z + 1
*
[ 20 ] 
f(z) = 21/125*z^3 - 265/4*z + 1
*
[ 10 ] 
f(z) = 23/120*z^3 - 274/15*z + 1
*
[ -10 ] 
f(z) = 23/120*z^3 - 271/15*z + 1
*
[ 11 ] 
f(z) = 25/121*z^3 - 265/11*z + 1
*
[ -11 ] 
f(z) = 25/121*z^3 - 263/11*z + 1
*
[ 11 ] 
f(z) = 26/121*z^3 - 276/11*z + 1
*
[ -11 ] 
f(z) = 26/121*z^3 - 274/11*z + 1
*
21/2 | 0.24623946440060874720049801895818274168 | 0.027767221147135700774384818578207623736
f(z) = 32/135*z^3 - 263/10*z + 1
*
[ 15 ] 
f(z) = 32/135*z^3 - 262/5*z + 1
*
[ 10 ] 
f(z) = 34/125*z^3 - 263/10*z + 1
*
[ -10 ] 
f(z) = 34/125*z^3 - 261/10*z + 1
*
[ -15 ] 
f(z) = 34/135*z^3 - 278/5*z + 1
*
[ 10 ] 
f(z) = 36/125*z^3 - 279/10*z + 1
*
[ -10 ] 
f(z) = 36/125*z^3 - 277/10*z + 1
*
[ 35/3 ] 
f(z) = 36/125*z^3 - 268/7*z + 1
*
[ 15/2 ] 
f(z) = 22/125*z^3 - 271/30*z + 1
*
[ -15/2 ] 
f(z) = 22/125*z^3 - 263/30*z + 1
*
-15/2 | 0.18594270632533123788763561471307844231 | 0.023840815416316346977530433730816207728
f(z) = 22/135*z^3 - 271/30*z + 1
*
[ 33/5 ] 
f(z) = 25/121*z^3 - 269/33*z + 1
*
6 | 0.22694769730639423474554162045231351998 | 0.029016835802140487412846049017260632052
f(z) = 34/135*z^3 - 277/30*z + 1
*
[ 6 ] 
f(z) = 37/135*z^3 - 271/30*z + 1
*
[ -6 ] 
f(z) = 38/135*z^3 - 269/30*z + 1
*
5 | 0.27889260017102941964937726991712103439 | 0.026673138666749118239686227295966509819
f(z) = 39/125*z^3 - 278/39*z + 1
*
[ 40/7 ] 
f(z) = 21/125*z^3 - 261/56*z + 1
*
-6 | 0.14720544035668422281120778722562474853 | 0.021992876432155719301493028576485450281
f(z) = 23/126*z^3 - 269/42*z + 1
*
[ 6 ] 
f(z) = 23/136*z^3 - 268/51*z + 1
*
-3/5 | 0.15890655419505394822532701972377882213 | 0.023741053334736938859699633208859710714
f(z) = 25/126*z^3 - 269/42*z + 1
*
[ 6 ] 
f(z) = 25/126*z^3 - 265/42*z + 1
*
[ -28/5 ] 
f(z) = 25/128*z^3 - 277/56*z + 1
*
[ -6 ] 
f(z) = 25/136*z^3 - 278/51*z + 1
*
[ 11/2 ] 
f(z) = 27/121*z^3 - 261/44*z + 1
*
[ -11/2 ] 
f(z) = 29/121*z^3 - 267/44*z + 1
*
24/5 | 0.10183811755050998140973355013861500833 | 0.012160199866821433519996334793635141743
f(z) = 25/128*z^3 - 271/72*z + 1
*
4 | 0.12907439720540087586948113360458554169 | 0.020601467163779031794446039480878468821
f(z) = 31/120*z^3 - 263/60*z + 1
*
[ 4 ] 
f(z) = 39/136*z^3 - 261/68*z + 1
*
-45/14 | 0.30801560052699971931541729504906963848 | 0.029551459108302225094604133786171252114
f(z) = 21/125*z^3 - 269/84*z + 1
*
[ 11/3 ] 
f(z) = 31/121*z^3 - 269/99*z + 1
*
[ 11/3 ] 
f(z) = 32/121*z^3 - 280/99*z + 1
*
-5/6 | 0.25635610360933105198540030935628889055 | 0.029086465892039213068048815948468446160
f(z) = 34/125*z^3 - 269/90*z + 1
*
[ 5/19 ] 
f(z) = 38/125*z^3 - 268/95*z + 1
*
[ 22/5 ] 
f(z) = 20/121*z^3 - 267/110*z + 1
*
-15/7 | 0.20050714324573428205700745802581700720 | 0.022674382211709951915038219169553309358
f(z) = 21/125*z^3 - 277/105*z + 1
*
-12/13 | 0.21175077779049271110952678362472823107 | 0.025398585348924806039295817103358819991
f(z) = 39/128*z^3 - 261/104*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015949253134317137459703382198363854188
f(z) = 20/121*z^3 - 262/121*z + 1
*
0 | 0.068771704598751964680202909758222795251 | 0.012316960699085288604561874681606911119
f(z) = 20/123*z^3 - 266/123*z + 1
*
0 | 0.089708054244232400649075547062055391487 | 0.015981829123432859814639296648204560974
f(z) = 20/127*z^3 - 274/127*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012376784539541790559045415402276491961
f(z) = 20/129*z^3 - 278/129*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015938349068727970501740142022738187512
f(z) = 21/121*z^3 - 263/121*z + 1
*
0 | 0.076128857237343542702300663424621723689 | 0.013643824990018705696903715347523942842
f(z) = 21/122*z^3 - 265/122*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011366745414103390550774389899858836741
f(z) = 21/124*z^3 - 269/124*z + 1
*
0 | 0.089413606104232490801992194003650644180 | 0.015960676480294980486708376439782402217
f(z) = 21/125*z^3 - 271/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015971305703559754011405342879310510861
f(z) = 21/127*z^3 - 275/127*z + 1
*
0 | 0.064181210051961190524072296157892068110 | 0.011411986179159536590663352510569441780
f(z) = 21/128*z^3 - 277/128*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012300312439156136998849477341047417873
f(z) = 22/123*z^3 - 268/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015950120303931692186277897356839197507
f(z) = 22/125*z^3 - 272/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015960991112740721821907679856829161479
f(z) = 22/127*z^3 - 276/127*z + 1
*
0 | 0.069651853994325230064311898395293463621 | 0.012361038991615589708297716551999657150
f(z) = 22/129*z^3 - 280/129*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015916709016259916758197278171622638193
f(z) = 23/121*z^3 - 265/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013625301212589676782729110188588844772
f(z) = 23/122*z^3 - 267/122*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012292124121768716518076709558270864476
f(z) = 23/123*z^3 - 269/123*z + 1
*
[ 4 ] 
f(z) = 23/124*z^3 - 275/124*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011351715654495015444647298098944697517
f(z) = 23/124*z^3 - 271/124*z + 1
*
0 | 0.089413582155528437339415933246024224077 | 0.015939750732373586220514605066264778654
f(z) = 23/125*z^3 - 273/125*z + 1
*
0 | 0.063163210202645346217591352128069275570 | 0.011245466319410068205902441135355647224
f(z) = 23/126*z^3 - 275/126*z + 1
*
0 | 0.089707871637286556781542908047548272806 | 0.015950852133478111558214367197811236895
f(z) = 23/127*z^3 - 277/127*z + 1
*
0 | 0.064180294496291232353447418653534867414 | 0.011397243965051636529530390584183935970
f(z) = 23/128*z^3 - 279/128*z + 1
*
[ 4 ] 
f(z) = 23/132*z^3 - 269/132*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015905972014325113762854474788011308896
f(z) = 24/121*z^3 - 266/121*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015929302817032184921082364028906674490
f(z) = 24/125*z^3 - 274/125*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015940513132541192279013033382808255215
f(z) = 24/127*z^3 - 278/127*z + 1
*
0 | 0.088811923011471288419149225098921747736 | 0.015895466345129530744779919437421443781
f(z) = 25/121*z^3 - 267/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013607126579916404980364249074534069304
f(z) = 25/122*z^3 - 269/122*z + 1
*
0 | 0.068771163415090004927319199892721384434 | 0.012275920167700203635858621531122548714
f(z) = 25/123*z^3 - 271/123*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011336835666400636569148702544254807218
f(z) = 25/124*z^3 - 273/124*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015930348873992570804896339845776442228
f(z) = 25/127*z^3 - 279/127*z + 1
*
[ 19/5 ] 
f(z) = 25/133*z^3 - 263/133*z + 1
*
0 | 0.088814095505212989774810127752454547831 | 0.015885226671927952806625449412360285844
f(z) = 26/121*z^3 - 268/121*z + 1
*
0 | 0.068771586058128458440527018784467678891 | 0.012267929770764971588629137535329854200
f(z) = 26/123*z^3 - 272/123*z + 1
*
0 | 0.089413217357450020811153296290343757751 | 0.015908690410829104351890111323201562939
f(z) = 26/125*z^3 - 276/125*z + 1
*
[ 15/4 ] 
f(z) = 26/125*z^3 - 263/120*z + 1
*
0 | 0.089707168267751690241619274216968377682 | 0.015920233865927575237845913771790864809
f(z) = 26/127*z^3 - 280/127*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015874087151907686100877564151590712070
f(z) = 27/121*z^3 - 269/121*z + 1
*
0 | 0.076127945920340964711494793358856235432 | 0.013589134460448054347962088582711847475
f(z) = 27/122*z^3 - 271/122*z + 1
*
[ -4 ] 
f(z) = 27/124*z^3 - 277/124*z + 1
*
0 | 0.063594691353118868991131293042630632922 | 0.011322286460906091979590196633802757626
f(z) = 27/124*z^3 - 275/124*z + 1
*
0 | 0.089413758019615766726241202635361693963 | 0.015898556133803996567795348006592975244
f(z) = 27/125*z^3 - 277/125*z + 1
*
[ 1/3 ] 
f(z) = 27/130*z^3 - 263/130*z + 1
*
-10/3 | 0.13691356415190188300122613665326832089 | 0.024604737538877372715024056219347035838
f(z) = 27/130*z^3 - 261/130*z + 1
*
[ 1/3 ] 
f(z) = 27/131*z^3 - 265/131*z + 1
*
[ 1/3 ] 
f(z) = 27/133*z^3 - 269/133*z + 1
*
[ 1/3 ] 
f(z) = 27/134*z^3 - 271/134*z + 1
*
[ 1/3 ] 
f(z) = 27/136*z^3 - 275/136*z + 1
*
[ 1/3 ] 
f(z) = 27/137*z^3 - 277/137*z + 1
*
0 | 0.088816400004116697695845269355712193415 | 0.015864541946746547728825069337084598152
f(z) = 28/121*z^3 - 270/121*z + 1
*
0 | 0.068770886703537700904899037444168041314 | 0.012251793545433674203470486609750504956
f(z) = 28/123*z^3 - 274/123*z + 1
*
0 | 0.089415116118271939763250657525633833846 | 0.015888616932782957233241644517702445632
f(z) = 28/125*z^3 - 278/125*z + 1
*
[ 10/3 ] 
f(z) = 29/120*z^3 - 268/135*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015853097527771339781257567236118624018
f(z) = 29/121*z^3 - 271/121*z + 1
*
0 | 0.076142705613436693909851026737012434860 | 0.013573952841477128636242594594039099112
f(z) = 29/122*z^3 - 273/122*z + 1
*
0 | 0.068792694831272164382553465673579397609 | 0.012247729813994265980125243462241681339
f(z) = 29/123*z^3 - 275/123*z + 1
*
0 | 0.063615847137137761342050562650758831232 | 0.011311459658002474478497323944044190338
f(z) = 29/124*z^3 - 277/124*z + 1
*
0 | 0.089427215887892428999756119097095793446 | 0.015880634462475852262750766445753942146
f(z) = 29/125*z^3 - 279/125*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015842681382478888296133981613245200637
f(z) = 30/121*z^3 - 272/121*z + 1
*
0 | 0.088812335309268908714791162780509883341 | 0.015832566514641067278349401630781621598
f(z) = 31/121*z^3 - 273/121*z + 1
*
0 | 0.076133938975461253277615052631623859991 | 0.013554751947625264733486618400484994991
f(z) = 31/122*z^3 - 275/122*z + 1
*
0 | 0.068779476422198898367062120529081091074 | 0.012229598564821363434412387313827717401
f(z) = 31/123*z^3 - 277/123*z + 1
*
0 | 0.089042089170222080768375651399289316015 | 0.015863184926937074795635745207416312716
f(z) = 32/121*z^3 - 274/121*z + 1
*
0 | 0.068789666562141210437585746949148568062 | 0.012223578164278444072071473811524901720
f(z) = 32/123*z^3 - 278/123*z + 1
*
0 | 0.076451765159865830968647567412970736613 | 0.013593799285965307413623320817607947312
f(z) = 33/122*z^3 - 277/122*z + 1
*
0 | 0.089179611093631246245231936398017661769 | 0.015867126424665109098643922949895968250
f(z) = 34/121*z^3 - 276/121*z + 1
*
0 | 0.069131206488632394389049447247406941305 | 0.012268640243417431434782118776981166666
f(z) = 34/123*z^3 - 280/123*z + 1
*
0 | 0.089117619556456564532633123941701061476 | 0.015845900098712818156554992423304058804
f(z) = 35/121*z^3 - 277/121*z + 1
*
0 | 0.076470097837943168571993234250665800119 | 0.013579687783152348781848751782904949432
f(z) = 35/122*z^3 - 279/122*z + 1
*
0 | 0.088811862932214729001704989427452981833 | 0.015781421872228926313823921838441901419
f(z) = 36/121*z^3 - 278/121*z + 1
*
[ 1/3 ] 
f(z) = 36/131*z^3 - 266/131*z + 1
*
[ 1/3 ] 
f(z) = 36/137*z^3 - 278/137*z + 1
*
0 | 0.088812030022275502418756751234374391774 | 0.015771388728262327415418775164076937522
f(z) = 37/121*z^3 - 279/121*z + 1
*
0 | 0.088810936029569279409701613998708492586 | 0.015761180502572476580309500532436116888
f(z) = 38/121*z^3 - 280/121*z + 1
*
-5/2 | 0.19752117244826930788546175444623958044 | 0.022392165552836266384235283041931529736
f(z) = 21/125*z^3 - 271/140*z + 1
*
45/28 | 0.19752124176503982448795002560745617168 | 0.022336721067454348531161434747472238168
f(z) = 28/125*z^3 - 277/140*z + 1
*
10/7 | 0.26250678181004619896404917650829137771 | 0.029809569727160511643708652000284910848
f(z) = 28/125*z^3 - 267/140*z + 1
*
-105/29 | 0.19700782609983056021138000969954562973 | 0.022122515186747103780100753450734437516
f(z) = 29/135*z^3 - 273/145*z + 1
*
5/2 | 0.29002107233861437311565230534589163601 | 0.027865090165608355115541923074695584460
f(z) = 37/125*z^3 - 265/148*z + 1
*
[ 8/21 ] 
f(z) = 21/128*z^3 - 277/168*z + 1
*
[ 5/13 ] 
f(z) = 23/125*z^3 - 275/169*z + 1
*
[ 3/8 ] 
f(z) = 26/135*z^3 - 271/160*z + 1
*
[ 10/3 ] 
f(z) = 27/128*z^3 - 263/160*z + 1
*
[ 5/13 ] 
f(z) = 28/125*z^3 - 276/169*z + 1
*
[ -25/7 ] 
f(z) = 28/125*z^3 - 276/175*z + 1
*
[ 5/13 ] 
f(z) = 33/125*z^3 - 277/169*z + 1
*
[ 11/4 ] 
f(z) = 35/121*z^3 - 273/176*z + 1
*
[ 5/13 ] 
f(z) = 38/125*z^3 - 278/169*z + 1
*
[ 3/8 ] 
f(z) = 38/135*z^3 - 273/160*z + 1
*
[ 4/9 ] 
f(z) = 21/128*z^3 - 277/216*z + 1
*
[ 4/9 ] 
f(z) = 27/136*z^3 - 263/204*z + 1
*
[ -15/4 ] 
f(z) = 21/125*z^3 - 263/240*z + 1
*
[ 1/2 ] 
f(z) = 22/125*z^3 - 261/250*z + 1
*
[ 1/2 ] 
f(z) = 22/127*z^3 - 265/254*z + 1
*
[ 1/2 ] 
f(z) = 22/129*z^3 - 269/258*z + 1
*
[ -15/4 ] 
f(z) = 23/135*z^3 - 271/240*z + 1
*
[ 1/2 ] 
f(z) = 26/125*z^3 - 263/250*z + 1
*
[ 1/2 ] 
f(z) = 26/127*z^3 - 267/254*z + 1
*
[ 1/2 ] 
f(z) = 26/129*z^3 - 271/258*z + 1
*
[ 1/2 ] 
f(z) = 30/127*z^3 - 269/254*z + 1
*
[ 1/2 ] 
f(z) = 34/123*z^3 - 263/246*z + 1
*
[ 1/2 ] 
f(z) = 34/125*z^3 - 267/250*z + 1
*
[ 1/2 ] 
f(z) = 34/127*z^3 - 271/254*z + 1
*
[ 1/2 ] 
f(z) = 34/129*z^3 - 275/258*z + 1
*
[ 1/2 ] 
f(z) = 38/121*z^3 - 261/242*z + 1
*
[ 1/2 ] 
f(z) = 38/123*z^3 - 265/246*z + 1
*
[ 1/2 ] 
f(z) = 38/125*z^3 - 269/250*z + 1
*
[ 1/2 ] 
f(z) = 38/127*z^3 - 273/254*z + 1
*
[ 1/2 ] 
f(z) = 38/129*z^3 - 277/258*z + 1
*
[ 1/2 ] 
f(z) = 22/131*z^3 - 273/262*z + 1
*
[ 1/2 ] 
f(z) = 22/133*z^3 - 277/266*z + 1
*
[ 1/2 ] 
f(z) = 26/131*z^3 - 275/262*z + 1
*
[ 1/2 ] 
f(z) = 26/133*z^3 - 279/266*z + 1
*
[ 1/2 ] 
f(z) = 30/131*z^3 - 277/262*z + 1
*
[ 1/2 ] 
f(z) = 34/131*z^3 - 279/262*z + 1
*
[ 5/2 ] 
f(z) = 34/135*z^3 - 263/270*z + 1
*
[ 11/5 ] 
f(z) = 38/121*z^3 - 268/275*z + 1
*
[ 11/5 ] 
f(z) = 39/121*z^3 - 279/275*z + 1
*
[ 15/28 ] 
f(z) = 24/125*z^3 - 271/294*z + 1
*
[ 11 ] 
f(z) = 23/121*z^3 - 243/11*z + 1
*
[ -11 ] 
f(z) = 23/121*z^3 - 241/11*z + 1
*
[ 11 ] 
f(z) = 24/121*z^3 - 254/11*z + 1
*
[ -11 ] 
f(z) = 24/121*z^3 - 252/11*z + 1
*
[ -15 ] 
f(z) = 31/135*z^3 - 253/5*z + 1
*
[ 10 ] 
f(z) = 32/125*z^3 - 247/10*z + 1
*
[ -10 ] 
f(z) = 33/125*z^3 - 253/10*z + 1
*
[ -55/6 ] 
f(z) = 36/125*z^3 - 254/11*z + 1
*
[ 20/3 ] 
f(z) = 22/125*z^3 - 251/36*z + 1
*
[ -15/2 ] 
f(z) = 22/135*z^3 - 241/30*z + 1
*
[ -20/3 ] 
f(z) = 23/125*z^3 - 253/36*z + 1
*
[ -33/5 ] 
f(z) = 25/121*z^3 - 259/33*z + 1
*
[ 22/3 ] 
f(z) = 27/121*z^3 - 245/22*z + 1
*
-6 | 0.20629044955360693066795231915635477833 | 0.023312825726940583124909121991994654552
f(z) = 28/135*z^3 - 258/35*z + 1
*
-15/2 | 0.21740956640708815435979344169087355861 | 0.024736839448457996061456013923394546649
f(z) = 29/135*z^3 - 243/20*z + 1
*
[ 15/2 ] 
f(z) = 31/135*z^3 - 241/20*z + 1
*
[ -55/8 ] 
f(z) = 32/125*z^3 - 241/22*z + 1
*
-45/8 | 0.22998013185957612462259812671810217356 | 0.026423343138528181799548920699780145985
f(z) = 32/125*z^3 - 241/30*z + 1
*
-6 | 0.21715656713792859970076445972477744256 | 0.028119336418600838328012518807106226485
f(z) = 32/135*z^3 - 251/30*z + 1
*
[ 6 ] 
f(z) = 34/135*z^3 - 247/30*z + 1
*
[ 5/38 ] 
f(z) = 38/125*z^3 - 251/38*z + 1
*
-5/39 | 0.29498906174038380505190740544988324982 | 0.028591826300362852129857300857414731410
f(z) = 39/125*z^3 - 242/39*z + 1
*
[ 6 ] 
f(z) = 21/136*z^3 - 241/51*z + 1
*
[ 6 ] 
f(z) = 23/126*z^3 - 241/42*z + 1
*
[ -6 ] 
f(z) = 23/136*z^3 - 251/51*z + 1
*
[ -6 ] 
f(z) = 25/126*z^3 - 251/42*z + 1
*
[ -11/2 ] 
f(z) = 27/121*z^3 - 245/44*z + 1
*
15/16 | 0.18168944424093093540744241748952722524 | 0.020596698244189184966344198701613099000
f(z) = 32/135*z^3 - 251/40*z + 1
*
-75/16 | 0.21925613582475786609312973462808944149 | 0.024946941938289552048042888051396966051
f(z) = 32/135*z^3 - 243/40*z + 1
*
3/4 | 0.25206753517727082815389785816866921508 | 0.028473633333668947786810550078633080677
f(z) = 34/135*z^3 - 259/40*z + 1
*
-4/7 | 0.17304374243472097796663551040073489164 | 0.020935285061459120001313250735958130654
f(z) = 35/128*z^3 - 243/56*z + 1
*
5/6 | 0.16373510411878950092564339327725220795 | 0.018657774491389301196310435069041936353
f(z) = 21/125*z^3 - 259/60*z + 1
*
4 | 0.13747026728938153851246079544281669513 | 0.021995329895048266341593940031796532898
f(z) = 23/120*z^3 - 259/60*z + 1
*
40/9 | 0.24498952264383129247857596571127465071 | 0.028068527499955475760612813730481114337
f(z) = 27/125*z^3 - 247/60*z + 1
*
65/18 | 0.14628448875465453631330320197462194343 | 0.016807213783878243908477662631595385740
f(z) = 27/125*z^3 - 241/60*z + 1
*
4 | 0.12943047672107001009901843453355940202 | 0.020867349548003977272386147166200891425
f(z) = 29/120*z^3 - 247/60*z + 1
*
[ 33/8 ] 
f(z) = 32/121*z^3 - 247/66*z + 1
*
[ -35/8 ] 
f(z) = 32/125*z^3 - 257/70*z + 1
*
[ 4 ] 
f(z) = 37/120*z^3 - 251/60*z + 1
*
[ 4 ] 
f(z) = 37/136*z^3 - 245/68*z + 1
*
10/3 | 0.13520227246388148302713552186427834052 | 0.015533933342569155655503320196524635298
f(z) = 39/125*z^3 - 241/60*z + 1
*
2/3 | 0.14372748986276015689214498903883149247 | 0.020843112446241414395422607908061982097
f(z) = 21/128*z^3 - 247/96*z + 1
*
[ -9/2 ] 
f(z) = 26/135*z^3 - 241/90*z + 1
*
[ 11/3 ] 
f(z) = 29/121*z^3 - 247/99*z + 1
*
2/3 | 0.14122151858755262696005184412066732903 | 0.020432100951145940776217071466568812844
f(z) = 33/128*z^3 - 251/96*z + 1
*
[ -11/3 ] 
f(z) = 34/121*z^3 - 248/99*z + 1
*
[ -11/3 ] 
f(z) = 35/121*z^3 - 259/99*z + 1
*
-5/24 | 0.23447749370055559452998338726970416434 | 0.026742561559838931085199337263698769322
f(z) = 36/125*z^3 - 257/80*z + 1
*
[ 10/3 ] 
f(z) = 38/125*z^3 - 241/90*z + 1
*
2/3 | 0.14187239744437496632268637855918968882 | 0.020502728234831633257463842282187301103
f(z) = 39/128*z^3 - 253/96*z + 1
*
-5/11 | 0.22653542110395774001672856689259037202 | 0.025836754516377153037237922263364241887
f(z) = 22/125*z^3 - 257/110*z + 1
*
-35/9 | 0.24855894132232376790759861969067773198 | 0.028361185593389481548332862822827454595
f(z) = 27/125*z^3 - 256/105*z + 1
*
[ -25/6 ] 
f(z) = 27/125*z^3 - 251/100*z + 1
*
[ 4 ] 
f(z) = 21/124*z^3 - 243/124*z + 1
*
3 | 0.16043102673275279845772402804245022625 | 0.029119571344456117441181245305682376741
f(z) = 23/120*z^3 - 247/120*z + 1
*
3 | 0.13342927215284255985445361453803005019 | 0.024148114846456070311150091728041430945
f(z) = 23/132*z^3 - 251/132*z + 1
*
5/3 | 0.11936505507214015229827662219806126333 | 0.013714331683426865069344727850828460915
f(z) = 24/125*z^3 - 241/120*z + 1
*
[ -4 ] 
f(z) = 25/124*z^3 - 245/124*z + 1
*
14/5 | 0.13523300088114543857121694353417645856 | 0.024655972230330129275603638940420964037
f(z) = 25/126*z^3 - 241/126*z + 1
*
-17/5 | 0.16453188516937769694202385862112201502 | 0.029820260953165733125210503501485369699
f(z) = 25/136*z^3 - 249/136*z + 1
*
[ 1/3 ] 
f(z) = 27/121*z^3 - 245/121*z + 1
*
[ 1/3 ] 
f(z) = 27/122*z^3 - 247/122*z + 1
*
[ 1/3 ] 
f(z) = 27/124*z^3 - 251/124*z + 1
*
[ 1/3 ] 
f(z) = 27/125*z^3 - 253/125*z + 1
*
[ 1/3 ] 
f(z) = 27/127*z^3 - 257/127*z + 1
*
[ 1/3 ] 
f(z) = 27/128*z^3 - 259/128*z + 1
*
20/9 | 0.17882942474938208943722833078078997001 | 0.021550798615757222610031149983495759880
f(z) = 27/128*z^3 - 251/120*z + 1
*
-15/16 | 0.13164630599514558053412647003030021123 | 0.015001224710492562731703092559390527976
f(z) = 32/125*z^3 - 259/120*z + 1
*
[ 1/3 ] 
f(z) = 36/121*z^3 - 246/121*z + 1
*
[ 1/3 ] 
f(z) = 36/125*z^3 - 254/125*z + 1
*
[ 1/3 ] 
f(z) = 36/127*z^3 - 258/127*z + 1
*
[ 3 ] 
f(z) = 37/120*z^3 - 253/120*z + 1
*
[ 3 ] 
f(z) = 37/123*z^3 - 251/123*z + 1
*
[ 3 ] 
f(z) = 37/129*z^3 - 247/129*z + 1
*
[ 3 ] 
f(z) = 37/132*z^3 - 245/132*z + 1
*
[ 3 ] 
f(z) = 37/138*z^3 - 241/138*z + 1
*
[ 3 ] 
f(z) = 38/123*z^3 - 260/123*z + 1
*
[ 3 ] 
f(z) = 38/129*z^3 - 256/129*z + 1
*
[ 18/5 ] 
f(z) = 25/136*z^3 - 254/153*z + 1
*
[ 22/7 ] 
f(z) = 28/121*z^3 - 247/154*z + 1
*
-105/31 | 0.25000600439283395389090144535973659385 | 0.028445659011324861289711016647332377483
f(z) = 31/135*z^3 - 243/155*z + 1
*
[ 35/12 ] 
f(z) = 36/125*z^3 - 251/140*z + 1
*
[ 25/7 ] 
f(z) = 21/125*z^3 - 249/175*z + 1
*
-40/21 | 0.17228744750467397235925932382533497540 | 0.020802695573782191685800979883862649611
f(z) = 21/128*z^3 - 247/168*z + 1
*
[ 2/5 ] 
f(z) = 35/128*z^3 - 247/160*z + 1
*
[ 5/12 ] 
f(z) = 28/125*z^3 - 259/180*z + 1
*
[ 11/24 ] 
f(z) = 32/121*z^3 - 245/198*z + 1
*
-3/7 | 0.20558979667554552781098703970137931665 | 0.026594238817075934624318046141669065112
f(z) = 28/135*z^3 - 253/210*z + 1
*
[ 10/3 ] 
f(z) = 21/136*z^3 - 259/255*z + 1
*
[ 1/2 ] 
f(z) = 22/123*z^3 - 257/246*z + 1
*
[ 1/2 ] 
f(z) = 26/121*z^3 - 255/242*z + 1
*
[ 1/2 ] 
f(z) = 26/123*z^3 - 259/246*z + 1
*
[ 1/2 ] 
f(z) = 30/121*z^3 - 257/242*z + 1
*
[ 1/2 ] 
f(z) = 34/121*z^3 - 259/242*z + 1
*
[ 11/20 ] 
f(z) = 32/121*z^3 - 247/275*z + 1
*
20/11 | 0.13321939407883596692947415919816519339 | 0.015957212731760597678133946677488487413
f(z) = 33/128*z^3 - 247/264*z + 1
*
[ 11/5 ] 
f(z) = 36/121*z^3 - 246/275*z + 1
*
[ 11/5 ] 
f(z) = 37/121*z^3 - 257/275*z + 1
*
[ -20/7 ] 
f(z) = 35/128*z^3 - 247/280*z + 1
*
[ 11 ] 
f(z) = 21/121*z^3 - 221/11*z + 1
*
5/9 | 0.25653586574550423774006426878907586412 | 0.029516918830974546238194619395861522368
f(z) = 27/125*z^3 - 238/15*z + 1
*
[ -15 ] 
f(z) = 28/135*z^3 - 228/5*z + 1
*
[ 10 ] 
f(z) = 29/125*z^3 - 223/10*z + 1
*
[ -10 ] 
f(z) = 29/125*z^3 - 221/10*z + 1
*
[ 15 ] 
f(z) = 29/135*z^3 - 237/5*z + 1
*
[ 10 ] 
f(z) = 31/125*z^3 - 239/10*z + 1
*
[ -10 ] 
f(z) = 31/125*z^3 - 237/10*z + 1
*
[ -15/2 ] 
f(z) = 36/125*z^3 - 226/15*z + 1
*
-20/3 | 0.22440975460435910350453296591921966555 | 0.025961855166595887788748872866577965150
f(z) = 21/125*z^3 - 227/30*z + 1
*
-85/11 | 0.28623918192458134104390409785609885004 | 0.027893021341269449818155511287122533461
f(z) = 22/125*z^3 - 229/22*z + 1
*
[ 32/5 ] 
f(z) = 25/128*z^3 - 229/32*z + 1
*
[ -22/3 ] 
f(z) = 27/121*z^3 - 239/22*z + 1
*
-20/3 | 0.087181636530237090105822727670607408605 | 0.010658213843471933338447011488092644627
f(z) = 27/128*z^3 - 223/24*z + 1
*
6 | 0.22858721060814207747365718126456054169 | 0.029955289056874529948525253835045281850
f(z) = 28/135*z^3 - 229/30*z + 1
*
[ 6 ] 
f(z) = 31/135*z^3 - 223/30*z + 1
*
[ 25/4 ] 
f(z) = 32/125*z^3 - 229/25*z + 1
*
[ -25/4 ] 
f(z) = 32/125*z^3 - 221/25*z + 1
*
[ -6 ] 
f(z) = 32/135*z^3 - 221/30*z + 1
*
[ 20/3 ] 
f(z) = 36/125*z^3 - 239/20*z + 1
*
[ -20/3 ] 
f(z) = 36/125*z^3 - 233/20*z + 1
*
-5 | 0.11400894006346962979804767977137538139 | 0.011148408813683645552098787538972652140
f(z) = 36/125*z^3 - 221/36*z + 1
*
[ 5/37 ] 
f(z) = 37/125*z^3 - 237/37*z + 1
*
[ -6 ] 
f(z) = 21/136*z^3 - 224/51*z + 1
*
21/4 | 0.14029306999474008832476868779792378475 | 0.016039221421260235608525900024238997888
f(z) = 22/135*z^3 - 233/40*z + 1
*
[ -6 ] 
f(z) = 23/126*z^3 - 227/42*z + 1
*
[ 11/2 ] 
f(z) = 25/121*z^3 - 239/44*z + 1
*
[ -11/2 ] 
f(z) = 25/121*z^3 - 223/44*z + 1
*
-5/16 | 0.16849093497277178488349525774314833748 | 0.019433979340705467088301534452078709733
f(z) = 32/125*z^3 - 233/40*z + 1
*
-55/12 | 0.21888016512946821000500945469428584309 | 0.025361173780208373047889410827657232346
f(z) = 32/125*z^3 - 224/45*z + 1
*
-3/16 | 0.23782482261181538330652552806521607189 | 0.027271027923199964203382957347956641367
f(z) = 32/135*z^3 - 227/40*z + 1
*
-24/5 | 0.16661604983302090602787481264923515511 | 0.020218802256401957540728066812536078199
f(z) = 35/128*z^3 - 237/40*z + 1
*
20/7 | 0.17670000931178365382469783215683645438 | 0.021602100629704139636082977760790362133
f(z) = 35/128*z^3 - 223/56*z + 1
*
35/8 | 0.27518011706263941866061721603696218194 | 0.026704130457059087839313929338782757470
f(z) = 36/125*z^3 - 239/48*z + 1
*
-18/5 | 0.16965729796992751294309309310490387069 | 0.027498865864656472295929092961438145783
f(z) = 25/132*z^3 - 239/66*z + 1
*
-22/5 | 0.13228178164480063735758911181095639934 | 0.021621392626313524669816485379232779124
f(z) = 25/132*z^3 - 227/66*z + 1
*
-3/4 | 0.18894562278144885204436023990636310526 | 0.024788939223448712902273488019435440748
f(z) = 28/135*z^3 - 227/60*z + 1
*
-4 | 0.15840730799225188309080696469016045102 | 0.025781660487670826093909893333743904702
f(z) = 31/120*z^3 - 233/60*z + 1
*
21/8 | 0.22659179496415919421693515954605743927 | 0.026063009688961969653465371950923009164
f(z) = 32/135*z^3 - 221/70*z + 1
*
[ 4 ] 
f(z) = 35/136*z^3 - 229/68*z + 1
*
[ -4 ] 
f(z) = 37/120*z^3 - 221/60*z + 1
*
[ -4 ] 
f(z) = 39/136*z^3 - 227/68*z + 1
*
[ 9/2 ] 
f(z) = 22/135*z^3 - 227/90*z + 1
*
[ 11/3 ] 
f(z) = 28/121*z^3 - 236/99*z + 1
*
15/4 | 0.28397559075863709293379730517179671483 | 0.027557664060855355973566277736612693356
f(z) = 28/125*z^3 - 239/84*z + 1
*
[ -11/3 ] 
f(z) = 32/121*z^3 - 226/99*z + 1
*
20/11 | 0.15342522840587134225523632839145186042 | 0.018696005249182947992815590692805593273
f(z) = 33/128*z^3 - 229/88*z + 1
*
8/11 | 0.23721660936297512144661242113770254890 | 0.029032410492043196971211682727108458258
f(z) = 33/128*z^3 - 221/88*z + 1
*
[ 10/3 ] 
f(z) = 37/125*z^3 - 233/90*z + 1
*
5/3 | 0.10810866722906992268495653341777024032 | 0.012475593449324966205149725398680368943
f(z) = 21/125*z^3 - 232/105*z + 1
*
-12/11 | 0.14315223958938036670463954001083550164 | 0.016448592153883766589877726226327372095
f(z) = 22/135*z^3 - 223/110*z + 1
*
3/2 | 0.21034901159638197096290664178149939727 | 0.027411722766540780935975839234447036830
f(z) = 28/135*z^3 - 239/105*z + 1
*
-16/7 | 0.20455267453242501375852344573494521786 | 0.027322457562140836024959097377841179429
f(z) = 35/128*z^3 - 223/112*z + 1
*
[ 40/13 ] 
f(z) = 39/125*z^3 - 237/104*z + 1
*
[ 4/13 ] 
f(z) = 39/128*z^3 - 237/104*z + 1
*
[ 18/5 ] 
f(z) = 25/126*z^3 - 233/126*z + 1
*
[ -4 ] 
f(z) = 25/132*z^3 - 235/132*z + 1
*
3/5 | 0.15033218285978580413098626317507327098 | 0.027666520804975366599822089817357838864
f(z) = 25/132*z^3 - 229/132*z + 1
*
-20/9 | 0.24300776282761216369793520843695695037 | 0.029458870516373951354945108981792382320
f(z) = 27/128*z^3 - 239/120*z + 1
*
-3 | 0.092741084479479936562813532813119639765 | 0.017180120275627253811756288254642462175
f(z) = 29/120*z^3 - 221/120*z + 1
*
-3 | 0.15155652243524386447255366607140936868 | 0.027674158879737441399953706328067457186
f(z) = 31/120*z^3 - 239/120*z + 1
*
-3 | 0.15033218285978580413098626317507327098 | 0.027535457127710505026661167661995608466
f(z) = 31/132*z^3 - 235/132*z + 1
*
[ -7/2 ] 
f(z) = 32/133*z^3 - 221/133*z + 1
*
[ 3 ] 
f(z) = 34/123*z^3 - 224/123*z + 1
*
[ 3 ] 
f(z) = 35/123*z^3 - 233/123*z + 1
*
[ 3 ] 
f(z) = 35/129*z^3 - 229/129*z + 1
*
[ 3 ] 
f(z) = 35/132*z^3 - 227/132*z + 1
*
[ 3 ] 
f(z) = 35/138*z^3 - 223/138*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014400380377632648368615116236527140998
f(z) = 39/134*z^3 - 223/134*z + 1
*
-15/14 | 0.19752064102811930982327769825765455632 | 0.022898162666317079793479801864093681604
f(z) = 21/125*z^3 - 223/140*z + 1
*
[ -22/7 ] 
f(z) = 35/121*z^3 - 237/154*z + 1
*
-10/19 | 0.25300294273478028127535752527095283399 | 0.024572043101952292540412724584842998302
f(z) = 38/125*z^3 - 237/152*z + 1
*
[ 28/9 ] 
f(z) = 27/128*z^3 - 229/168*z + 1
*
[ 11/4 ] 
f(z) = 31/121*z^3 - 229/176*z + 1
*
-105/32 | 0.14532996949556178156210431620921191472 | 0.016664777093769873086615834634191462360
f(z) = 32/135*z^3 - 227/160*z + 1
*
[ -18/5 ] 
f(z) = 25/132*z^3 - 233/198*z + 1
*
[ 22/9 ] 
f(z) = 36/121*z^3 - 235/198*z + 1
*
[ 25/8 ] 
f(z) = 24/125*z^3 - 239/200*z + 1
*
[ 11/21 ] 
f(z) = 21/121*z^3 - 221/231*z + 1
*
[ 8/3 ] 
f(z) = 27/124*z^3 - 229/248*z + 1
*
[ 15/28 ] 
f(z) = 32/135*z^3 - 229/245*z + 1
*
[ 14/5 ] 
f(z) = 25/133*z^3 - 221/266*z + 1
*
[ 25/11 ] 
f(z) = 33/125*z^3 - 221/275*z + 1
*
-4/3 | 0.13321836046241507720729296199543062594 | 0.015957088923682763171801806328379156401
f(z) = 33/128*z^3 - 235/264*z + 1
*
[ 11/5 ] 
f(z) = 34/121*z^3 - 224/275*z + 1
*
[ 11 ] 
f(z) = 20/121*z^3 - 210/11*z + 1
*
[ -11 ] 
f(z) = 20/121*z^3 - 208/11*z + 1
*
[ -11 ] 
f(z) = 21/121*z^3 - 219/11*z + 1
*
[ 15 ] 
f(z) = 26/135*z^3 - 212/5*z + 1
*
-70/9 | 0.22729073325778369243435600542613258471 | 0.026563784290098446823503766477894313346
f(z) = 27/125*z^3 - 208/15*z + 1
*
[ 10 ] 
f(z) = 27/125*z^3 - 207/10*z + 1
*
[ -10 ] 
f(z) = 28/125*z^3 - 213/10*z + 1
*
[ 15/2 ] 
f(z) = 32/125*z^3 - 203/15*z + 1
*
[ -15 ] 
f(z) = 38/125*z^3 - 202/3*z + 1
*
-15/2 | 0.25074147811660530918005098622701255772 | 0.029255543263303516473643510401782700105
f(z) = 23/125*z^3 - 211/20*z + 1
*
[ -32/5 ] 
f(z) = 25/128*z^3 - 219/32*z + 1
*
-6 | 0.19311645905402162447212791009702932780 | 0.025713100947324956485295264190414010047
f(z) = 26/135*z^3 - 203/30*z + 1
*
5 | 0.22270613133119674683102378201970461182 | 0.025885915443991738224297928897829965449
f(z) = 28/125*z^3 - 218/35*z + 1
*
[ -15/2 ] 
f(z) = 29/135*z^3 - 219/20*z + 1
*
5/32 | 0.30246818488609404596939428846735365356 | 0.029795935321836671896675385172371387045
f(z) = 32/125*z^3 - 205/32*z + 1
*
5 | 0.28985546560869559778288051365554154719 | 0.028499213217739367018965730078680901479
f(z) = 34/125*z^3 - 209/34*z + 1
*
5/4 | 0.21347995054679238431875964656458581036 | 0.025020851352944266631387785518913924962
f(z) = 22/125*z^3 - 203/40*z + 1
*
[ 11/2 ] 
f(z) = 23/121*z^3 - 217/44*z + 1
*
[ -11/2 ] 
f(z) = 23/121*z^3 - 201/44*z + 1
*
[ 5/26 ] 
f(z) = 39/125*z^3 - 219/52*z + 1
*
[ 30/7 ] 
f(z) = 28/135*z^3 - 213/70*z + 1
*
-4 | 0.15757099499935868811159644168015882172 | 0.025945964024237070943642254171549519125
f(z) = 29/120*z^3 - 217/60*z + 1
*
[ 4 ] 
f(z) = 31/120*z^3 - 203/60*z + 1
*
[ -33/8 ] 
f(z) = 32/121*z^3 - 215/66*z + 1
*
10/3 | 0.24351654262051393263725090669971159877 | 0.028444173245962011832221467320921787917
f(z) = 33/125*z^3 - 209/60*z + 1
*
[ 4 ] 
f(z) = 33/136*z^3 - 213/68*z + 1
*
[ -4 ] 
f(z) = 37/136*z^3 - 211/68*z + 1
*
[ 11/3 ] 
f(z) = 25/121*z^3 - 203/99*z + 1
*
6/5 | 0.15621387411806902162121443642534519485 | 0.023317242508610595521901574973992693632
f(z) = 25/128*z^3 - 203/96*z + 1
*
[ 11/3 ] 
f(z) = 26/121*z^3 - 214/99*z + 1
*
-35/12 | 0.23126015179325867972000934166943332172 | 0.026982537658645812305201386956272237922
f(z) = 27/125*z^3 - 211/80*z + 1
*
[ 5/18 ] 
f(z) = 28/125*z^3 - 212/81*z + 1
*
[ -11/3 ] 
f(z) = 31/121*z^3 - 215/99*z + 1
*
[ 10/3 ] 
f(z) = 34/125*z^3 - 209/90*z + 1
*
[ 5/17 ] 
f(z) = 34/125*z^3 - 206/85*z + 1
*
[ -15/4 ] 
f(z) = 37/135*z^3 - 207/80*z + 1
*
[ -22/5 ] 
f(z) = 20/121*z^3 - 217/110*z + 1
*
40/21 | 0.12544962410452486062787806281610017205 | 0.014636975632919981641603525955020219573
f(z) = 21/125*z^3 - 211/105*z + 1
*
35/11 | 0.14315185811231319634670518980722356320 | 0.016739785327143680349192774693566449938
f(z) = 22/125*z^3 - 207/110*z + 1
*
6/11 | 0.25731236943833770156984469161423295787 | 0.029821024467971740588367898007034452285
f(z) = 22/135*z^3 - 207/110*z + 1
*
-30/11 | 0.25731257405130664790535629224901241200 | 0.029888639037192326957056942425090071047
f(z) = 22/135*z^3 - 203/110*z + 1
*
[ -35/9 ] 
f(z) = 27/125*z^3 - 211/105*z + 1
*
[ 15/4 ] 
f(z) = 22/125*z^3 - 209/120*z + 1
*
[ -4 ] 
f(z) = 23/124*z^3 - 213/124*z + 1
*
[ -4 ] 
f(z) = 23/132*z^3 - 203/132*z + 1
*
[ 33/10 ] 
f(z) = 25/121*z^3 - 205/132*z + 1
*
[ 2/5 ] 
f(z) = 25/134*z^3 - 205/134*z + 1
*
[ 2/5 ] 
f(z) = 25/138*z^3 - 211/138*z + 1
*
-21/13 | 0.23191208963886555967833064280138532116 | 0.026731119668974122793292104180119188555
f(z) = 26/135*z^3 - 217/130*z + 1
*
[ 10/3 ] 
f(z) = 27/130*z^3 - 209/130*z + 1
*
2/3 | 0.14360170554595082224143014062053346210 | 0.026928422651369468464864016772677444724
f(z) = 27/130*z^3 - 207/130*z + 1
*
[ -10/3 ] 
f(z) = 31/120*z^3 - 212/135*z + 1
*
[ 3 ] 
f(z) = 32/123*z^3 - 206/123*z + 1
*
[ 3 ] 
f(z) = 32/129*z^3 - 202/129*z + 1
*
-15/16 | 0.13970869346809166426859996641981791263 | 0.018530088647248294388836267128354849399
f(z) = 32/135*z^3 - 209/120*z + 1
*
[ 3 ] 
f(z) = 34/129*z^3 - 220/129*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014354689217529566810344365033317232845
f(z) = 35/122*z^3 - 201/122*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014601431895219885965354179380533744237
f(z) = 35/134*z^3 - 207/134*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.010868789739435817453744800283346133897
f(z) = 35/138*z^3 - 209/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014249940630791217257280031811615947818
f(z) = 37/122*z^3 - 209/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.011801808064643139076483651590437290488
f(z) = 37/126*z^3 - 211/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014418934411897487414339403433796470601
f(z) = 37/130*z^3 - 213/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014498217479761020832513305649540100903
f(z) = 37/134*z^3 - 215/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.010793023737438617918863419496209998898
f(z) = 37/138*z^3 - 217/138*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014150324583960434398200310880064356900
f(z) = 39/122*z^3 - 217/122*z + 1
*
[ 5/12 ] 
f(z) = 37/125*z^3 - 209/144*z + 1
*
[ 24/7 ] 
f(z) = 21/128*z^3 - 205/168*z + 1
*
[ 11/4 ] 
f(z) = 29/121*z^3 - 207/176*z + 1
*
-3 | 0.19667420509259476744486225113203980865 | 0.022845072168013032441915563769650500714
f(z) = 32/135*z^3 - 203/160*z + 1
*
-10/33 | 0.10421607364546579043495142915952974064 | 0.012221686356432972067795736966593620053
f(z) = 33/125*z^3 - 202/165*z + 1
*
-30/17 | 0.23039542515677456093656440749666594741 | 0.026701505356723250221875732182582745474
f(z) = 34/135*z^3 - 207/170*z + 1
*
[ 11/24 ] 
f(z) = 36/121*z^3 - 219/176*z + 1
*
-95/36 | 0.22213614100397261346392939691113651869 | 0.025833469076932023271333231968967952042
f(z) = 36/125*z^3 - 217/180*z + 1
*
[ -20/7 ] 
f(z) = 37/125*z^3 - 209/196*z + 1
*
-15/19 | 0.25299381278382821017590166728323602773 | 0.029584401983620387142787987332182197597
f(z) = 38/125*z^3 - 207/190*z + 1
*
-5/2 | 0.15234815815456608907968455878059934159 | 0.027212696590276845241913350383183074576
f(z) = 26/135*z^3 - 217/270*z + 1
*
[ 11/5 ] 
f(z) = 32/121*z^3 - 202/275*z + 1
*
[ 19/8 ] 
f(z) = 32/133*z^3 - 207/266*z + 1
*
[ 11/18 ] 
f(z) = 24/121*z^3 - 211/297*z + 1
*
[ 15 ] 
f(z) = 23/135*z^3 - 187/5*z + 1
*
[ 10 ] 
f(z) = 24/125*z^3 - 183/10*z + 1
*
[ -10 ] 
f(z) = 24/125*z^3 - 181/10*z + 1
*
[ 10 ] 
f(z) = 26/125*z^3 - 199/10*z + 1
*
[ -10 ] 
f(z) = 26/125*z^3 - 197/10*z + 1
*
70/9 | 0.15875820441728344149670221586380900448 | 0.018650709019536609944739952875639984195
f(z) = 27/125*z^3 - 199/15*z + 1
*
-5/9 | 0.11945555193249520664509259750340302593 | 0.014163886727169285363969508222328537903
f(z) = 27/125*z^3 - 184/15*z + 1
*
[ -15/2 ] 
f(z) = 32/125*z^3 - 199/15*z + 1
*
[ 15/2 ] 
f(z) = 32/135*z^3 - 187/15*z + 1
*
[ 15 ] 
f(z) = 37/125*z^3 - 197/3*z + 1
*
[ -15/2 ] 
f(z) = 39/125*z^3 - 197/12*z + 1
*
-5/7 | 0.22202499972745752473742021369927945403 | 0.026083210503536646063314970659469534498
f(z) = 21/125*z^3 - 199/35*z + 1
*
20/21 | 0.22401313183799760236474543735291584065 | 0.022257185222593538190525235279016481647
f(z) = 21/125*z^3 - 188/21*z + 1
*
8/9 | 0.13163760880831096647480228573636816411 | 0.016447099787909519904453106676285881352
f(z) = 27/128*z^3 - 187/24*z + 1
*
-55/12 | 0.28047651330293259401465857634942884267 | 0.027823430193336772440577759231052750012
f(z) = 28/125*z^3 - 191/36*z + 1
*
-5/7 | 0.21549803857371486795504587118982097163 | 0.021492181666503011642515102606935858885
f(z) = 28/125*z^3 - 181/28*z + 1
*
[ 6 ] 
f(z) = 28/135*z^3 - 199/30*z + 1
*
[ -6 ] 
f(z) = 29/135*z^3 - 197/30*z + 1
*
21/4 | 0.17536533744518804386926565965152317146 | 0.023540557674956456194936281945230045009
f(z) = 32/135*z^3 - 191/30*z + 1
*
[ -21/4 ] 
f(z) = 32/135*z^3 - 187/35*z + 1
*
[ 5/33 ] 
f(z) = 33/125*z^3 - 185/33*z + 1
*
145/36 | 0.29460688238705650891662465374241320077 | 0.029135773475791238806980664898617973776
f(z) = 36/125*z^3 - 197/36*z + 1
*
[ 11/2 ] 
f(z) = 38/121*z^3 - 191/22*z + 1
*
[ -11/2 ] 
f(z) = 38/121*z^3 - 183/22*z + 1
*
[ 11/2 ] 
f(z) = 21/121*z^3 - 195/44*z + 1
*
[ 16/3 ] 
f(z) = 21/128*z^3 - 185/48*z + 1
*
-6 | 0.25528696930266828746005927885482209623 | 0.029828376736419193080026428818438108477
f(z) = 22/135*z^3 - 193/40*z + 1
*
65/36 | 0.24944770722563809167588783284518875469 | 0.024669660915229848662067094716325338937
f(z) = 27/125*z^3 - 197/48*z + 1
*
[ 9/2 ] 
f(z) = 32/135*z^3 - 181/45*z + 1
*
4 | 0.12566663188019151604000180478696231369 | 0.020991838198863275737998666246768889114
f(z) = 23/120*z^3 - 199/60*z + 1
*
[ 25/6 ] 
f(z) = 24/125*z^3 - 193/75*z + 1
*
[ 4/15 ] 
f(z) = 25/128*z^3 - 199/72*z + 1
*
[ 22/5 ] 
f(z) = 25/132*z^3 - 191/66*z + 1
*
20/9 | 0.097990029231544729552282018046129818743 | 0.011641402953908125310372131521712552686
f(z) = 27/125*z^3 - 181/60*z + 1
*
[ 4 ] 
f(z) = 29/120*z^3 - 187/60*z + 1
*
[ 4 ] 
f(z) = 29/136*z^3 - 181/68*z + 1
*
[ 4 ] 
f(z) = 31/136*z^3 - 197/68*z + 1
*
[ -4 ] 
f(z) = 35/136*z^3 - 195/68*z + 1
*
[ 15/4 ] 
f(z) = 36/125*z^3 - 199/60*z + 1
*
-5/4 | 0.23117347145452511021423828489981061689 | 0.027190226814153015824151468073687546106
f(z) = 21/125*z^3 - 197/80*z + 1
*
[ -9/2 ] 
f(z) = 22/135*z^3 - 187/90*z + 1
*
[ 11/3 ] 
f(z) = 23/121*z^3 - 181/99*z + 1
*
[ 32/9 ] 
f(z) = 27/128*z^3 - 187/96*z + 1
*
[ -11/3 ] 
f(z) = 28/121*z^3 - 182/99*z + 1
*
15/8 | 0.25340941755048110793671129397366588226 | 0.029832759179848101068801533163605576267
f(z) = 28/135*z^3 - 181/80*z + 1
*
[ -11/3 ] 
f(z) = 29/121*z^3 - 193/99*z + 1
*
[ 15/4 ] 
f(z) = 29/135*z^3 - 183/80*z + 1
*
[ -40/11 ] 
f(z) = 33/125*z^3 - 195/88*z + 1
*
[ -10/3 ] 
f(z) = 38/125*z^3 - 187/90*z + 1
*
45/14 | 0.24751662256233838106072411416031290511 | 0.029165120885251886496649093104963824084
f(z) = 28/125*z^3 - 194/105*z + 1
*
-3 | 0.21786400876178427278728854568390051504 | 0.029245461721630150236720742542876836534
f(z) = 28/135*z^3 - 191/105*z + 1
*
[ -4 ] 
f(z) = 21/124*z^3 - 181/124*z + 1
*
[ 15/4 ] 
f(z) = 22/135*z^3 - 187/120*z + 1
*
[ 10/3 ] 
f(z) = 23/120*z^3 - 193/135*z + 1
*
[ 7/2 ] 
f(z) = 24/133*z^3 - 199/133*z + 1
*
[ 2/5 ] 
f(z) = 25/122*z^3 - 187/122*z + 1
*
[ 2/5 ] 
f(z) = 25/126*z^3 - 193/126*z + 1
*
-11/5 | 0.13321874193948224756522731219904256437 | 0.025313810457689846860441770374626168894
f(z) = 25/132*z^3 - 193/132*z + 1
*
[ -19/5 ] 
f(z) = 25/133*z^3 - 193/133*z + 1
*
[ 17/5 ] 
f(z) = 25/136*z^3 - 193/136*z + 1
*
[ -15/4 ] 
f(z) = 26/125*z^3 - 199/120*z + 1
*
5/2 | 0.23191105602244466995614944559865075370 | 0.027376575373482717203999433747043990363
f(z) = 26/125*z^3 - 191/130*z + 1
*
[ -10/3 ] 
f(z) = 29/120*z^3 - 187/135*z + 1
*
[ 3 ] 
f(z) = 29/120*z^3 - 181/120*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014870474992184540329607616820929685892
f(z) = 29/130*z^3 - 181/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014946709877403138390874167660075225878
f(z) = 29/134*z^3 - 183/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.011122873954837012133399285841384171944
f(z) = 29/138*z^3 - 185/138*z + 1
*
[ 3 ] 
f(z) = 31/120*z^3 - 199/120*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014582778709312415853334706040728904537
f(z) = 31/122*z^3 - 185/122*z + 1
*
[ 3 ] 
f(z) = 31/123*z^3 - 197/123*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.012074353496757704750856992183705348110
f(z) = 31/126*z^3 - 187/126*z + 1
*
[ 3 ] 
f(z) = 31/129*z^3 - 193/129*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.014747653356588162568700467492681540688
f(z) = 31/130*z^3 - 189/130*z + 1
*
[ 3 ] 
f(z) = 31/132*z^3 - 191/132*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014825071722357438928174552965900020715
f(z) = 31/134*z^3 - 191/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.011033471330163074739138874863301549884
f(z) = 31/138*z^3 - 193/138*z + 1
*
[ 3 ] 
f(z) = 31/138*z^3 - 187/138*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014465595197079698703076170910510931784
f(z) = 33/122*z^3 - 193/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014632053592763846725951700777897630956
f(z) = 33/130*z^3 - 197/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014710031013738655652384431912753675299
f(z) = 33/134*z^3 - 199/134*z + 1
*
[ -19/6 ] 
f(z) = 36/133*z^3 - 186/133*z + 1
*
-5/4 | 0.10810893789135647169126903021328093090 | 0.012715587664138199703549621108735672743
f(z) = 28/125*z^3 - 197/140*z + 1
*
[ 33/10 ] 
f(z) = 20/121*z^3 - 182/165*z + 1
*
-21/10 | 0.10667552125366799524449478087698721848 | 0.016853116092463627123348869305398995395
f(z) = 25/126*z^3 - 187/168*z + 1
*
[ 11/4 ] 
f(z) = 27/121*z^3 - 185/176*z + 1
*
-105/34 | 0.23569226590518594790841991548151553039 | 0.027538881911928018740277992672448949528
f(z) = 34/135*z^3 - 193/170*z + 1
*
[ -11/4 ] 
f(z) = 39/121*z^3 - 189/176*z + 1
*
-5/3 | 0.24975585075163380884904510585439478563 | 0.024687773120115904369343012387549186986
f(z) = 22/125*z^3 - 185/198*z + 1
*
[ -34/11 ] 
f(z) = 33/136*z^3 - 186/187*z + 1
*
[ 10/19 ] 
f(z) = 38/125*z^3 - 187/190*z + 1
*
[ 8/15 ] 
f(z) = 27/128*z^3 - 187/200*z + 1
*
[ 11/20 ] 
f(z) = 20/121*z^3 - 191/220*z + 1
*
[ 14/5 ] 
f(z) = 25/128*z^3 - 199/224*z + 1
*
-10/11 | 0.22263092568051137865419941128665175467 | 0.025849734517893160206738564653595855550
f(z) = 33/125*z^3 - 191/220*z + 1
*
[ -25/9 ] 
f(z) = 36/125*z^3 - 194/225*z + 1
*
[ 2 ] 
f(z) = 38/121*z^3 - 183/242*z + 1
*
[ 2 ] 
f(z) = 38/123*z^3 - 181/246*z + 1
*
[ 15/7 ] 
f(z) = 38/135*z^3 - 186/245*z + 1
*
[ 2 ] 
f(z) = 39/121*z^3 - 191/242*z + 1
*
[ 2 ] 
f(z) = 39/125*z^3 - 187/250*z + 1
*
[ 2 ] 
f(z) = 39/127*z^3 - 185/254*z + 1
*
[ -7/2 ] 
f(z) = 22/133*z^3 - 197/266*z + 1
*
[ 11/5 ] 
f(z) = 31/121*z^3 - 191/275*z + 1
*
[ 5/8 ] 
f(z) = 32/135*z^3 - 187/270*z + 1
*
[ 24/11 ] 
f(z) = 33/128*z^3 - 181/264*z + 1
*
[ 2 ] 
f(z) = 39/131*z^3 - 181/262*z + 1
*
[ 20/7 ] 
f(z) = 21/128*z^3 - 193/280*z + 1
*
[ 35/16 ] 
f(z) = 32/125*z^3 - 191/280*z + 1
*
[ 2/3 ] 
f(z) = 37/128*z^3 - 181/288*z + 1
*
-55/6 | 0.24317317971664618073746753557192088506 | 0.024448588433555411155288867256715891814
f(z) = 21/125*z^3 - 167/12*z + 1
*
[ 10 ] 
f(z) = 22/125*z^3 - 167/10*z + 1
*
[ -15 ] 
f(z) = 22/135*z^3 - 178/5*z + 1
*
[ -10 ] 
f(z) = 23/125*z^3 - 173/10*z + 1
*
[ 15/2 ] 
f(z) = 28/125*z^3 - 176/15*z + 1
*
[ -15/2 ] 
f(z) = 28/125*z^3 - 172/15*z + 1
*
[ 15 ] 
f(z) = 32/125*z^3 - 170/3*z + 1
*
33/4 | 0.10068149527631302462065653814469223197 | 0.011916198901102967201324870315872335954
f(z) = 32/135*z^3 - 173/10*z + 1
*
[ -15 ] 
f(z) = 33/125*z^3 - 175/3*z + 1
*
-6 | 0.15078931755479089555709753754685928465 | 0.020750364683734991732719182809823976888
f(z) = 37/120*z^3 - 179/15*z + 1
*
-6 | 0.18150236071976110203786554390856021105 | 0.025281317014221882842503131404130651417
f(z) = 37/120*z^3 - 164/15*z + 1
*
20/3 | 0.19677620588474223464794189867831990372 | 0.024900540171613190810698736378151908868
f(z) = 21/128*z^3 - 169/24*z + 1
*
[ -15/2 ] 
f(z) = 23/135*z^3 - 169/20*z + 1
*
145/24 | 0.21818597061380908199486027805371587563 | 0.021858805609023361540579953587774995869
f(z) = 24/125*z^3 - 173/24*z + 1
*
-5/6 | 0.13230612283830033063391657818270397062 | 0.015916284749205642991192538952480733638
f(z) = 24/125*z^3 - 163/30*z + 1
*
[ -6 ] 
f(z) = 26/135*z^3 - 173/30*z + 1
*
-20/27 | 0.27897996101219476174558472136638644317 | 0.027901350590366724488991322878021735255
f(z) = 27/125*z^3 - 176/27*z + 1
*
[ -35/6 ] 
f(z) = 27/125*z^3 - 173/28*z + 1
*
[ -20/3 ] 
f(z) = 27/125*z^3 - 169/20*z + 1
*
-52/9 | 0.12659647112830901060190288701034343360 | 0.016093442243813166085519199077611216177
f(z) = 27/128*z^3 - 163/24*z + 1
*
[ 5/32 ] 
f(z) = 32/125*z^3 - 173/32*z + 1
*
15/16 | 0.29584667556923838859501960438258816070 | 0.029744372380441311074909932900178193984
f(z) = 32/125*z^3 - 167/24*z + 1
*
6 | 0.23921162127777453657815039286292171546 | 0.028390592011842487615260551607370438923
f(z) = 32/135*z^3 - 169/20*z + 1
*
[ 11/2 ] 
f(z) = 34/121*z^3 - 169/22*z + 1
*
[ -11/2 ] 
f(z) = 34/121*z^3 - 161/22*z + 1
*
[ -11/2 ] 
f(z) = 21/121*z^3 - 179/44*z + 1
*
[ -16/3 ] 
f(z) = 21/128*z^3 - 167/48*z + 1
*
-5 | 0.19370822849989130009531110120750061047 | 0.023043326154905150343880204583994634511
f(z) = 24/125*z^3 - 179/40*z + 1
*
-4 | 0.20517181048330201665864311406507609405 | 0.026082248996696077854905943509197206122
f(z) = 25/128*z^3 - 163/40*z + 1
*
[ 2/9 ] 
f(z) = 27/136*z^3 - 179/51*z + 1
*
[ -9/2 ] 
f(z) = 32/135*z^3 - 161/45*z + 1
*
5/4 | 0.11681560203816186715154070782023887420 | 0.013991945941455780043567990378960687312
f(z) = 34/125*z^3 - 169/40*z + 1
*
4 | 0.13801801545500422764337056404105248152 | 0.017363511988675768556327183566894885295
f(z) = 35/128*z^3 - 177/40*z + 1
*
20/7 | 0.14253831757115734665376333502773164315 | 0.018064359246622061663426926964248772885
f(z) = 35/128*z^3 - 167/56*z + 1
*
20/7 | 0.14647237819837957514329904509122180200 | 0.017495156374867603818684500428343013910
f(z) = 21/125*z^3 - 173/70*z + 1
*
-4 | 0.12157094319587872133843905942966258204 | 0.020877551950978478701114394002015000552
f(z) = 23/120*z^3 - 169/60*z + 1
*
10/3 | 0.20793743765387032030253081043413217852 | 0.025051857635851852753484443255456887976
f(z) = 24/125*z^3 - 161/60*z + 1
*
-22/5 | 0.16367863103267190113967115407456321276 | 0.027996296092411544285292165612135722632
f(z) = 25/132*z^3 - 173/66*z + 1
*
[ -22/5 ] 
f(z) = 25/132*z^3 - 161/66*z + 1
*
30/13 | 0.17793954054946102246159422492195141461 | 0.021210145275595927280802946107498896591
f(z) = 26/125*z^3 - 176/65*z + 1
*
[ 4 ] 
f(z) = 27/136*z^3 - 165/68*z + 1
*
-3 | 0.16712491280802182236400967877977056990 | 0.022846195958021892436071502424933743955
f(z) = 28/135*z^3 - 167/60*z + 1
*
[ -4 ] 
f(z) = 31/120*z^3 - 173/60*z + 1
*
[ -4 ] 
f(z) = 31/136*z^3 - 163/68*z + 1
*
-5/6 | 0.097791020738491360790794565460038121346 | 0.011633116483223708090006973970826570946
f(z) = 33/125*z^3 - 179/60*z + 1
*
-10/3 | 0.16937020800852836999251046680383663542 | 0.020230150631812699254803804513236802923
f(z) = 33/125*z^3 - 173/60*z + 1
*
[ -4 ] 
f(z) = 33/136*z^3 - 179/68*z + 1
*
[ -15/4 ] 
f(z) = 36/125*z^3 - 167/60*z + 1
*
[ 5/14 ] 
f(z) = 26/125*z^3 - 179/98*z + 1
*
[ 10/3 ] 
f(z) = 28/125*z^3 - 161/90*z + 1
*
[ 10/3 ] 
f(z) = 29/125*z^3 - 169/90*z + 1
*
35/12 | 0.11653944670727988973449268485633204676 | 0.013958868592251320449607296996280908264
f(z) = 32/125*z^3 - 169/90*z + 1
*
5/24 | 0.24744831693069105896360331802969662849 | 0.029767767269501206146877350918746121041
f(z) = 32/125*z^3 - 163/90*z + 1
*
[ 16/5 ] 
f(z) = 35/128*z^3 - 169/80*z + 1
*
[ -10/3 ] 
f(z) = 37/125*z^3 - 179/90*z + 1
*
-15/7 | 0.13791155879419941360952967060191469391 | 0.016484037141707553878030579311426809595
f(z) = 21/125*z^3 - 172/105*z + 1
*
3 | 0.14315223958938036670463954001083550164 | 0.017063085280524180310754514655094614529
f(z) = 22/135*z^3 - 163/110*z + 1
*
5/2 | 0.23182722572276427138717878026002753306 | 0.023393927388233967787293739714728879086
f(z) = 27/125*z^3 - 161/108*z + 1
*
-3 | 0.099397852339960657788315203061405971248 | 0.019421252932899550648996740419613843136
f(z) = 23/120*z^3 - 167/120*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014981674445145979845395069220277525281
f(z) = 25/122*z^3 - 161/122*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.015213906266936547188546139404907017159
f(z) = 25/134*z^3 - 167/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.011319208562393033025116117477271812363
f(z) = 25/138*z^3 - 169/138*z + 1
*
[ -15/4 ] 
f(z) = 26/135*z^3 - 173/120*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.014839921412001762879967231604347969469
f(z) = 27/122*z^3 - 169/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015000794452145499375833039907068424456
f(z) = 27/130*z^3 - 173/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015076196897481850694622536081158035916
f(z) = 27/134*z^3 - 175/134*z + 1
*
[ 3 ] 
f(z) = 28/123*z^3 - 170/123*z + 1
*
[ 3 ] 
f(z) = 28/129*z^3 - 166/129*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014707446626063212816055379040999210847
f(z) = 29/122*z^3 - 177/122*z + 1
*
[ 3 ] 
f(z) = 29/123*z^3 - 179/123*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.012175998632946636467456454509985667343
f(z) = 29/126*z^3 - 179/126*z + 1
*
[ 3 ] 
f(z) = 29/129*z^3 - 175/129*z + 1
*
[ 3 ] 
f(z) = 29/132*z^3 - 173/132*z + 1
*
[ 3 ] 
f(z) = 29/138*z^3 - 169/138*z + 1
*
-15/16 | 0.21636445285248937628678497546208328734 | 0.029725990233471744276399619495556349423
f(z) = 32/135*z^3 - 161/120*z + 1
*
[ -3 ] 
f(z) = 37/120*z^3 - 173/120*z + 1
*
[ -3 ] 
f(z) = 37/123*z^3 - 169/123*z + 1
*
[ -3 ] 
f(z) = 37/129*z^3 - 161/129*z + 1
*
[ -3 ] 
f(z) = 38/123*z^3 - 178/123*z + 1
*
[ -3 ] 
f(z) = 38/129*z^3 - 170/129*z + 1
*
[ -18/5 ] 
f(z) = 25/136*z^3 - 169/153*z + 1
*
12/7 | 0.21950668114769839508772279991243021104 | 0.026088792315569916123123073832480520617
f(z) = 28/135*z^3 - 167/140*z + 1
*
-3 | 0.21687742995704167594719185331962202034 | 0.025869762989827150992435933182049690309
f(z) = 29/135*z^3 - 162/145*z + 1
*
[ 20/39 ] 
f(z) = 39/125*z^3 - 161/156*z + 1
*
[ 11/4 ] 
f(z) = 25/121*z^3 - 163/176*z + 1
*
[ -10/3 ] 
f(z) = 27/128*z^3 - 167/160*z + 1
*
[ 55/24 ] 
f(z) = 36/125*z^3 - 167/176*z + 1
*
[ -11/4 ] 
f(z) = 37/121*z^3 - 167/176*z + 1
*
[ 20/7 ] 
f(z) = 23/125*z^3 - 167/196*z + 1
*
[ 11/19 ] 
f(z) = 38/121*z^3 - 174/209*z + 1
*
[ 33/14 ] 
f(z) = 28/121*z^3 - 164/231*z + 1
*
[ 2 ] 
f(z) = 36/121*z^3 - 167/242*z + 1
*
[ 2 ] 
f(z) = 36/125*z^3 - 163/250*z + 1
*
[ 2 ] 
f(z) = 36/127*z^3 - 161/254*z + 1
*
[ 2 ] 
f(z) = 37/121*z^3 - 175/242*z + 1
*
[ 2 ] 
f(z) = 37/123*z^3 - 173/246*z + 1
*
[ 2 ] 
f(z) = 37/125*z^3 - 171/250*z + 1
*
[ 2 ] 
f(z) = 37/127*z^3 - 169/254*z + 1
*
[ 2 ] 
f(z) = 37/129*z^3 - 167/258*z + 1
*
[ 2 ] 
f(z) = 38/125*z^3 - 179/250*z + 1
*
[ 2 ] 
f(z) = 38/127*z^3 - 177/254*z + 1
*
[ 2 ] 
f(z) = 38/129*z^3 - 175/258*z + 1
*
[ 5/2 ] 
f(z) = 26/135*z^3 - 163/270*z + 1
*
[ 2/3 ] 
f(z) = 27/137*z^3 - 161/274*z + 1
*
[ 2/3 ] 
f(z) = 27/139*z^3 - 163/278*z + 1
*
[ 11/5 ] 
f(z) = 29/121*z^3 - 169/275*z + 1
*
[ 33/16 ] 
f(z) = 32/121*z^3 - 161/264*z + 1
*
[ 2/3 ] 
f(z) = 36/131*z^3 - 163/262*z + 1
*
[ 2/3 ] 
f(z) = 36/133*z^3 - 165/266*z + 1
*
[ 2/3 ] 
f(z) = 36/137*z^3 - 169/274*z + 1
*
[ 2/3 ] 
f(z) = 36/139*z^3 - 171/278*z + 1
*
[ 2 ] 
f(z) = 37/131*z^3 - 165/262*z + 1
*
[ 2 ] 
f(z) = 37/133*z^3 - 163/266*z + 1
*
[ 2 ] 
f(z) = 37/135*z^3 - 161/270*z + 1
*
[ 2 ] 
f(z) = 38/131*z^3 - 173/262*z + 1
*
[ 2 ] 
f(z) = 38/135*z^3 - 169/270*z + 1
*
[ 2 ] 
f(z) = 38/137*z^3 - 167/274*z + 1
*
[ 2 ] 
f(z) = 38/139*z^3 - 165/278*z + 1
*
[ 2 ] 
f(z) = 39/133*z^3 - 179/266*z + 1
*
[ 2 ] 
f(z) = 39/137*z^3 - 175/274*z + 1
*
[ 2 ] 
f(z) = 39/139*z^3 - 173/278*z + 1
*
[ 2/3 ] 
f(z) = 23/128*z^3 - 167/288*z + 1
*
[ 2/3 ] 
f(z) = 25/128*z^3 - 169/288*z + 1
*
[ 2/3 ] 
f(z) = 29/128*z^3 - 173/288*z + 1
*
[ 2/3 ] 
f(z) = 31/128*z^3 - 175/288*z + 1
*
[ 2/3 ] 
f(z) = 35/128*z^3 - 179/288*z + 1
*
[ 10 ] 
f(z) = 21/125*z^3 - 159/10*z + 1
*
[ -10 ] 
f(z) = 21/125*z^3 - 157/10*z + 1
*
[ 15/2 ] 
f(z) = 24/125*z^3 - 149/15*z + 1
*
[ 15 ] 
f(z) = 27/125*z^3 - 143/3*z + 1
*
[ -15 ] 
f(z) = 28/125*z^3 - 148/3*z + 1
*
[ -15/2 ] 
f(z) = 28/135*z^3 - 158/15*z + 1
*
[ -15/2 ] 
f(z) = 29/125*z^3 - 143/12*z + 1
*
-6 | 0.13296780630989271388250191773098602827 | 0.018719101448513818499082058508415720756
f(z) = 31/120*z^3 - 152/15*z + 1
*
[ 15/2 ] 
f(z) = 31/125*z^3 - 157/12*z + 1
*
-15/2 | 0.22033114875024473543538753473374494487 | 0.026678731810872010483488459099544374274
f(z) = 32/135*z^3 - 143/10*z + 1
*
[ 6 ] 
f(z) = 37/120*z^3 - 154/15*z + 1
*
[ -6 ] 
f(z) = 37/120*z^3 - 149/15*z + 1
*
[ 8 ] 
f(z) = 37/128*z^3 - 141/8*z + 1
*
[ -15/2 ] 
f(z) = 38/135*z^3 - 147/10*z + 1
*
[ 8 ] 
f(z) = 39/128*z^3 - 149/8*z + 1
*
[ -8 ] 
f(z) = 39/128*z^3 - 147/8*z + 1
*
[ 6 ] 
f(z) = 22/135*z^3 - 151/30*z + 1
*
[ -6 ] 
f(z) = 23/135*z^3 - 149/30*z + 1
*
60/13 | 0.22345372429926364452194973758657739244 | 0.022726588120776872238718293392032827413
f(z) = 26/125*z^3 - 149/26*z + 1
*
21/4 | 0.11641436632957251758281253915414094482 | 0.014120080068130820823015302603026478249
f(z) = 28/135*z^3 - 141/20*z + 1
*
[ 11/2 ] 
f(z) = 30/121*z^3 - 147/22*z + 1
*
-5 | 0.28984104319506649629963939814962589522 | 0.029266563082703400265345565860095264499
f(z) = 31/125*z^3 - 160/31*z + 1
*
5 | 0.22233946852205337187591859100190112555 | 0.026952480577289050466397450099918314067
f(z) = 36/125*z^3 - 153/20*z + 1
*
4/7 | 0.22860190670524822197593576681760631706 | 0.029199992144383206884839219761819568490
f(z) = 21/128*z^3 - 157/56*z + 1
*
4 | 0.17787303531946208126457622236389983890 | 0.022953366069179063721610747807731329935
f(z) = 21/128*z^3 - 145/56*z + 1
*
15/4 | 0.14523799387122216313247424696525437172 | 0.017782134137068476742135572233612125139
f(z) = 26/125*z^3 - 141/40*z + 1
*
-3/4 | 0.13042812664433309188130276384218212706 | 0.015689437705126958128742487834049705051
f(z) = 26/135*z^3 - 151/40*z + 1
*
-10/3 | 0.15814686671067116806853223680736636465 | 0.022202699319065354651573013460555288512
f(z) = 27/136*z^3 - 155/51*z + 1
*
-34/9 | 0.17786489502318375574833997688126303212 | 0.025039677696935329089754138353732747137
f(z) = 27/136*z^3 - 152/51*z + 1
*
34/9 | 0.19592921622753839397808176687752623366 | 0.027660382354077031139965221558411703198
f(z) = 27/136*z^3 - 149/51*z + 1
*
[ 9/2 ] 
f(z) = 28/135*z^3 - 154/45*z + 1
*
[ 15/4 ] 
f(z) = 33/125*z^3 - 143/48*z + 1
*
-15/4 | 0.15387286899250970793816275893329350819 | 0.018743706689616257567495375003354533667
f(z) = 38/125*z^3 - 147/40*z + 1
*
-3/4 | 0.17932003368705711399876410172667837656 | 0.021536646131171233535117170457609326735
f(z) = 38/135*z^3 - 153/40*z + 1
*
2 | 0.15888955545929130177811258566221125330 | 0.028023437814240178609808772141549171375
f(z) = 23/132*z^3 - 145/66*z + 1
*
[ -25/6 ] 
f(z) = 24/125*z^3 - 157/75*z + 1
*
2 | 0.16493808960223832336878128314338869299 | 0.028951269624225756097358794440524758649
f(z) = 25/132*z^3 - 149/66*z + 1
*
[ 4 ] 
f(z) = 25/136*z^3 - 149/68*z + 1
*
[ -4 ] 
f(z) = 29/120*z^3 - 157/60*z + 1
*
[ -4 ] 
f(z) = 29/136*z^3 - 147/68*z + 1
*
[ 35/11 ] 
f(z) = 33/125*z^3 - 153/77*z + 1
*
[ 11/3 ] 
f(z) = 20/121*z^3 - 148/99*z + 1
*
[ 40/11 ] 
f(z) = 22/125*z^3 - 141/88*z + 1
*
[ -11/3 ] 
f(z) = 25/121*z^3 - 149/99*z + 1
*
[ -11/3 ] 
f(z) = 26/121*z^3 - 160/99*z + 1
*
[ -15/4 ] 
f(z) = 31/135*z^3 - 157/80*z + 1
*
[ 4/11 ] 
f(z) = 33/128*z^3 - 157/88*z + 1
*
-24/11 | 0.19739669854064515146799983965159760629 | 0.025565054557705966505387031313030419582
f(z) = 33/128*z^3 - 141/88*z + 1
*
-5/3 | 0.24413757836915600298919912533986473336 | 0.029690241924885008306116122884377326231
f(z) = 34/125*z^3 - 149/90*z + 1
*
[ 11/4 ] 
f(z) = 38/121*z^3 - 153/88*z + 1
*
-10/3 | 0.19752037036583276081696520146214386574 | 0.024162391368304344545119982759549932737
f(z) = 21/125*z^3 - 142/105*z + 1
*
-16/7 | 0.20455267453242501375852344573494521786 | 0.028615386253102955979172666995706374601
f(z) = 21/128*z^3 - 159/112*z + 1
*
-85/22 | 0.22263027354115765928995256428752912565 | 0.026903565106309235060125832630596166769
f(z) = 22/125*z^3 - 157/110*z + 1
*
[ 7/2 ] 
f(z) = 20/133*z^3 - 150/133*z + 1
*
[ 1/2 ] 
f(z) = 20/137*z^3 - 142/137*z + 1
*
[ 1/2 ] 
f(z) = 20/139*z^3 - 144/139*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.015296768897126893006959075751166310350
f(z) = 21/122*z^3 - 145/122*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.015448631015191915977020470010802611842
f(z) = 21/130*z^3 - 149/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015519431406810672257566800118914132335
f(z) = 21/134*z^3 - 151/134*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.015133333314232621593808558195496242255
f(z) = 23/122*z^3 - 153/122*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.012523682449045642896436470024060239236
f(z) = 23/126*z^3 - 155/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.015288708448323773002132196599879316896
f(z) = 23/130*z^3 - 157/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.015361373419153918053767044807621358994
f(z) = 23/134*z^3 - 159/134*z + 1
*
[ 5/11 ] 
f(z) = 24/125*z^3 - 150/121*z + 1
*
[ 1/2 ] 
f(z) = 24/137*z^3 - 143/137*z + 1
*
[ 1/2 ] 
f(z) = 24/139*z^3 - 145/139*z + 1
*
[ 3 ] 
f(z) = 25/123*z^3 - 143/123*z + 1
*
[ 3 ] 
f(z) = 26/123*z^3 - 152/123*z + 1
*
-35/13 | 0.23191040388309095059190259859952812469 | 0.028025014525015904586941533631177410782
f(z) = 26/125*z^3 - 157/130*z + 1
*
[ 3 ] 
f(z) = 26/129*z^3 - 148/129*z + 1
*
[ 6/13 ] 
f(z) = 26/135*z^3 - 157/130*z + 1
*
-20/9 | 0.17882839113296119971504713357805540256 | 0.023118083109742415764262189374482501158
f(z) = 27/128*z^3 - 143/120*z + 1
*
[ 10/21 ] 
f(z) = 28/125*z^3 - 145/126*z + 1
*
[ 1/2 ] 
f(z) = 28/135*z^3 - 142/135*z + 1
*
[ 1/2 ] 
f(z) = 28/137*z^3 - 144/137*z + 1
*
[ 1/2 ] 
f(z) = 28/139*z^3 - 146/139*z + 1
*
[ 5/11 ] 
f(z) = 29/125*z^3 - 151/121*z + 1
*
[ 1/2 ] 
f(z) = 32/133*z^3 - 141/133*z + 1
*
[ 1/2 ] 
f(z) = 32/135*z^3 - 143/135*z + 1
*
[ 1/2 ] 
f(z) = 32/137*z^3 - 145/137*z + 1
*
[ 1/2 ] 
f(z) = 32/139*z^3 - 147/139*z + 1
*
[ -3 ] 
f(z) = 34/123*z^3 - 142/123*z + 1
*
[ 5/11 ] 
f(z) = 34/125*z^3 - 152/121*z + 1
*
[ -3 ] 
f(z) = 35/123*z^3 - 151/123*z + 1
*
[ -3 ] 
f(z) = 35/129*z^3 - 143/129*z + 1
*
[ 1/2 ] 
f(z) = 36/133*z^3 - 142/133*z + 1
*
[ 1/2 ] 
f(z) = 36/137*z^3 - 146/137*z + 1
*
[ 1/2 ] 
f(z) = 36/139*z^3 - 148/139*z + 1
*
[ -3 ] 
f(z) = 37/132*z^3 - 157/132*z + 1
*
[ -3 ] 
f(z) = 37/138*z^3 - 149/138*z + 1
*
[ 5/11 ] 
f(z) = 39/125*z^3 - 153/121*z + 1
*
[ 22/7 ] 
f(z) = 21/121*z^3 - 159/154*z + 1
*
[ -22/7 ] 
f(z) = 28/121*z^3 - 149/154*z + 1
*
[ -25/7 ] 
f(z) = 21/125*z^3 - 151/175*z + 1
*
[ 11/4 ] 
f(z) = 23/121*z^3 - 141/176*z + 1
*
[ 11/20 ] 
f(z) = 25/121*z^3 - 155/176*z + 1
*
-5/2 | 0.24681461083326018907815206650464008319 | 0.029542098602008785000911805753050529417
f(z) = 34/125*z^3 - 151/170*z + 1
*
[ -11/4 ] 
f(z) = 35/121*z^3 - 145/176*z + 1
*
[ -20/7 ] 
f(z) = 32/125*z^3 - 145/196*z + 1
*
-35/12 | 0.21621543876038549233283408838595840987 | 0.025241169610654994194941819950778849580
f(z) = 24/125*z^3 - 151/210*z + 1
*
[ 2/3 ] 
f(z) = 27/121*z^3 - 145/242*z + 1
*
[ 2/3 ] 
f(z) = 27/125*z^3 - 149/250*z + 1
*
[ 2/3 ] 
f(z) = 27/127*z^3 - 151/254*z + 1
*
[ 2 ] 
f(z) = 34/121*z^3 - 151/242*z + 1
*
[ 2 ] 
f(z) = 34/123*z^3 - 149/246*z + 1
*
[ 2 ] 
f(z) = 34/125*z^3 - 147/250*z + 1
*
[ 2 ] 
f(z) = 34/127*z^3 - 145/254*z + 1
*
[ 2 ] 
f(z) = 34/129*z^3 - 143/258*z + 1
*
[ 2 ] 
f(z) = 35/121*z^3 - 159/242*z + 1
*
[ 2 ] 
f(z) = 35/123*z^3 - 157/246*z + 1
*
[ 2 ] 
f(z) = 35/127*z^3 - 153/254*z + 1
*
[ 2 ] 
f(z) = 35/129*z^3 - 151/258*z + 1
*
[ 2/3 ] 
f(z) = 36/121*z^3 - 153/242*z + 1
*
[ 2/3 ] 
f(z) = 36/125*z^3 - 157/250*z + 1
*
[ 2/3 ] 
f(z) = 36/127*z^3 - 159/254*z + 1
*
[ -16/5 ] 
f(z) = 25/136*z^3 - 155/272*z + 1
*
[ 11/5 ] 
f(z) = 27/121*z^3 - 147/275*z + 1
*
[ 2/3 ] 
f(z) = 27/131*z^3 - 155/262*z + 1
*
[ 2/3 ] 
f(z) = 27/133*z^3 - 157/266*z + 1
*
[ 11/5 ] 
f(z) = 28/121*z^3 - 158/275*z + 1
*
[ 2 ] 
f(z) = 34/131*z^3 - 141/262*z + 1
*
[ 2 ] 
f(z) = 35/131*z^3 - 149/262*z + 1
*
[ 2 ] 
f(z) = 35/137*z^3 - 143/274*z + 1
*
[ 2 ] 
f(z) = 35/139*z^3 - 141/278*z + 1
*
[ 11/15 ] 
f(z) = 36/121*z^3 - 144/275*z + 1
*
[ 2 ] 
f(z) = 36/131*z^3 - 157/262*z + 1
*
[ 2 ] 
f(z) = 36/133*z^3 - 155/266*z + 1
*
[ 2 ] 
f(z) = 36/137*z^3 - 151/274*z + 1
*
[ 2 ] 
f(z) = 36/139*z^3 - 149/278*z + 1
*
[ 2 ] 
f(z) = 37/137*z^3 - 159/274*z + 1
*
[ 2 ] 
f(z) = 37/139*z^3 - 157/278*z + 1
*
-34/15 | 0.14265075944315408715954474214235105035 | 0.020236289176025960724382635588307555794
f(z) = 25/128*z^3 - 145/288*z + 1
*
-5/3 | 0.28340821239763709385345597335552270203 | 0.027013707441424549713331270822430087869
f(z) = 32/125*z^3 - 149/288*z + 1
*
[ 22/13 ] 
f(z) = 39/121*z^3 - 147/286*z + 1
*
[ -15 ] 
f(z) = 23/125*z^3 - 121/3*z + 1
*
20/3 | 0.20070545446347906938487409060216725065 | 0.024727422240809620629550144416147858581
f(z) = 24/125*z^3 - 134/15*z + 1
*
[ 34/5 ] 
f(z) = 25/136*z^3 - 130/17*z + 1
*
[ -34/5 ] 
f(z) = 25/136*z^3 - 125/17*z + 1
*
6 | 0.18153778728112372441987315604285036949 | 0.026046375835228198647251536085107767850
f(z) = 29/120*z^3 - 133/15*z + 1
*
-6 | 0.16612490947723110896413626456043619531 | 0.023734088097753783084045190059772915997
f(z) = 31/120*z^3 - 137/15*z + 1
*
[ 6 ] 
f(z) = 31/120*z^3 - 127/15*z + 1
*
[ -6 ] 
f(z) = 31/120*z^3 - 122/15*z + 1
*
[ 35/4 ] 
f(z) = 32/125*z^3 - 131/7*z + 1
*
[ 45/8 ] 
f(z) = 32/125*z^3 - 131/18*z + 1
*
[ -20/3 ] 
f(z) = 33/125*z^3 - 127/12*z + 1
*
[ 8 ] 
f(z) = 33/128*z^3 - 125/8*z + 1
*
[ -8 ] 
f(z) = 33/128*z^3 - 123/8*z + 1
*
[ 15/2 ] 
f(z) = 34/135*z^3 - 133/10*z + 1
*
[ 8 ] 
f(z) = 35/128*z^3 - 133/8*z + 1
*
[ -8 ] 
f(z) = 35/128*z^3 - 131/8*z + 1
*
[ -8 ] 
f(z) = 37/128*z^3 - 139/8*z + 1
*
6 | 0.11628611952511491156720735097187662393 | 0.014371165849578541917545376161121574932
f(z) = 23/135*z^3 - 121/20*z + 1
*
-55/12 | 0.16250411588097724958427586164275387416 | 0.019930963432735314161768933759500312851
f(z) = 24/125*z^3 - 139/30*z + 1
*
[ 11/2 ] 
f(z) = 26/121*z^3 - 125/22*z + 1
*
40/9 | 0.19952556857941015519307818747373355404 | 0.024650823501267987805720771589299566267
f(z) = 27/125*z^3 - 131/30*z + 1
*
[ 5/28 ] 
f(z) = 28/125*z^3 - 129/28*z + 1
*
12/7 | 0.17789759744487723184496245408146186101 | 0.021633909579136121197452258416863150005
f(z) = 28/135*z^3 - 138/35*z + 1
*
3/4 | 0.21165432349391675255452439179262538770 | 0.025951866795323622155869082284913203295
f(z) = 28/135*z^3 - 129/20*z + 1
*
[ -11/2 ] 
f(z) = 30/121*z^3 - 139/22*z + 1
*
15/4 | 0.14881470568918246396536178200831528078 | 0.018385638845465420020034958195500221383
f(z) = 32/125*z^3 - 131/30*z + 1
*
-5 | 0.21466076721247924709694981682866930831 | 0.026571240419429142938875695739244823243
f(z) = 32/125*z^3 - 129/20*z + 1
*
33/8 | 0.18253310548258786395702971087342522057 | 0.025809136961797879182568163281680565143
f(z) = 32/135*z^3 - 131/30*z + 1
*
2/3 | 0.19590891803423118831482037440729461687 | 0.028169531422187471908457027797960456575
f(z) = 21/136*z^3 - 131/51*z + 1
*
[ -35/8 ] 
f(z) = 24/125*z^3 - 137/56*z + 1
*
21/5 | 0.15845088348604611935614144620094103836 | 0.026263653072540213450512844786121314470
f(z) = 25/126*z^3 - 139/42*z + 1
*
-4 | 0.19008756382898856265521671439718879695 | 0.024664074022614934779801167828482869277
f(z) = 25/128*z^3 - 139/40*z + 1
*
-10/9 | 0.20237526403764578892326073138543099894 | 0.028823934461825733832788391706240773397
f(z) = 27/136*z^3 - 140/51*z + 1
*
-34/9 | 0.16316807833622602857959531562810831492 | 0.023540177744705519464082300749696067350
f(z) = 27/136*z^3 - 128/51*z + 1
*
[ -30/7 ] 
f(z) = 28/125*z^3 - 121/42*z + 1
*
[ -9/2 ] 
f(z) = 28/135*z^3 - 134/45*z + 1
*
55/16 | 0.10280099290807887676624616618607569592 | 0.012724961032179690212006680681877787276
f(z) = 32/125*z^3 - 129/40*z + 1
*
2/3 | 0.19941089291984947380407546810261846880 | 0.028610743473399763646318701162316891561
f(z) = 33/136*z^3 - 133/51*z + 1
*
-15/4 | 0.20833346156552599392089381105986353763 | 0.025312951922474321386532860861645046138
f(z) = 34/135*z^3 - 139/40*z + 1
*
[ -15/4 ] 
f(z) = 37/125*z^3 - 139/48*z + 1
*
[ 15/4 ] 
f(z) = 38/135*z^3 - 129/40*z + 1
*
2/3 | 0.19639553368573500644278858379849327599 | 0.028147859326514266790365237717887797056
f(z) = 39/136*z^3 - 134/51*z + 1
*
[ 4 ] 
f(z) = 23/120*z^3 - 139/60*z + 1
*
[ 4 ] 
f(z) = 23/136*z^3 - 133/68*z + 1
*
-12/5 | 0.14555898254578083912346558435149973443 | 0.018886440795229777827705218545990611715
f(z) = 25/128*z^3 - 139/72*z + 1
*
6/5 | 0.10150795650722857792050952740133901266 | 0.018037453918190111043712245849845639872
f(z) = 25/132*z^3 - 139/66*z + 1
*
-5/2 | 0.16852403378960336116158795218437881598 | 0.020706106392053794025627422729186226240
f(z) = 27/125*z^3 - 137/60*z + 1
*
[ -4 ] 
f(z) = 27/136*z^3 - 131/68*z + 1
*
[ 15/4 ] 
f(z) = 28/135*z^3 - 131/60*z + 1
*
-5/6 | 0.089415555252578349261828187491323583243 | 0.011156491252347816659130226008398833813
f(z) = 39/125*z^3 - 121/60*z + 1
*
-10/7 | 0.24478160121425334781473954156982207540 | 0.025226085659921245834832285840249244018
f(z) = 21/125*z^3 - 131/84*z + 1
*
[ -11/3 ] 
f(z) = 23/121*z^3 - 127/99*z + 1
*
[ 10/3 ] 
f(z) = 23/125*z^3 - 121/90*z + 1
*
[ 15/4 ] 
f(z) = 23/135*z^3 - 133/80*z + 1
*
[ -32/9 ] 
f(z) = 27/128*z^3 - 133/96*z + 1
*
[ 10/3 ] 
f(z) = 27/136*z^3 - 128/85*z + 1
*
[ -10/3 ] 
f(z) = 31/125*z^3 - 131/90*z + 1
*
[ -10/3 ] 
f(z) = 32/125*z^3 - 139/90*z + 1
*
[ 11/4 ] 
f(z) = 34/121*z^3 - 131/88*z + 1
*
[ 2/5 ] 
f(z) = 35/136*z^3 - 131/85*z + 1
*
-65/24 | 0.16642957075299949963529019867458559865 | 0.020765626797181913257731120956958012056
f(z) = 36/125*z^3 - 121/80*z + 1
*
[ 1/2 ] 
f(z) = 20/121*z^3 - 126/121*z + 1
*
[ 1/2 ] 
f(z) = 20/123*z^3 - 128/123*z + 1
*
[ 1/2 ] 
f(z) = 20/127*z^3 - 132/127*z + 1
*
[ 1/2 ] 
f(z) = 20/129*z^3 - 134/129*z + 1
*
[ 1/2 ] 
f(z) = 20/131*z^3 - 136/131*z + 1
*
[ 1/2 ] 
f(z) = 20/133*z^3 - 138/133*z + 1
*
[ 3 ] 
f(z) = 23/120*z^3 - 127/120*z + 1
*
[ 3 ] 
f(z) = 23/123*z^3 - 125/123*z + 1
*
[ 3 ] 
f(z) = 23/129*z^3 - 121/129*z + 1
*
[ 1/2 ] 
f(z) = 24/121*z^3 - 127/121*z + 1
*
[ 1/2 ] 
f(z) = 24/125*z^3 - 131/125*z + 1
*
[ 1/2 ] 
f(z) = 24/127*z^3 - 133/127*z + 1
*
[ 1/2 ] 
f(z) = 24/131*z^3 - 137/131*z + 1
*
[ 1/2 ] 
f(z) = 24/133*z^3 - 139/133*z + 1
*
[ -7/2 ] 
f(z) = 24/133*z^3 - 123/133*z + 1
*
[ -33/10 ] 
f(z) = 25/121*z^3 - 125/132*z + 1
*
[ 3 ] 
f(z) = 25/129*z^3 - 139/129*z + 1
*
[ 3 ] 
f(z) = 25/132*z^3 - 137/132*z + 1
*
[ 3 ] 
f(z) = 25/138*z^3 - 133/138*z + 1
*
-3 | 0.17230262592787849310664826494203352031 | 0.021106797577670205084386412986981379335
f(z) = 26/135*z^3 - 127/130*z + 1
*
20/9 | 0.20022089983008467546230359600126703876 | 0.026180243359376164128709279811136665129
f(z) = 27/128*z^3 - 131/120*z + 1
*
[ -10/3 ] 
f(z) = 27/130*z^3 - 131/130*z + 1
*
[ 1/2 ] 
f(z) = 28/121*z^3 - 128/121*z + 1
*
[ 1/2 ] 
f(z) = 28/123*z^3 - 130/123*z + 1
*
[ 1/2 ] 
f(z) = 28/125*z^3 - 132/125*z + 1
*
[ 1/2 ] 
f(z) = 28/127*z^3 - 134/127*z + 1
*
[ 1/2 ] 
f(z) = 28/129*z^3 - 136/129*z + 1
*
[ 1/2 ] 
f(z) = 28/131*z^3 - 138/131*z + 1
*
[ 1/2 ] 
f(z) = 32/121*z^3 - 129/121*z + 1
*
[ 1/2 ] 
f(z) = 32/123*z^3 - 131/123*z + 1
*
[ -3 ] 
f(z) = 32/123*z^3 - 124/123*z + 1
*
[ 1/2 ] 
f(z) = 32/125*z^3 - 133/125*z + 1
*
[ 1/2 ] 
f(z) = 32/127*z^3 - 135/127*z + 1
*
[ 1/2 ] 
f(z) = 32/129*z^3 - 137/129*z + 1
*
[ 1/2 ] 
f(z) = 32/131*z^3 - 139/131*z + 1
*
-5/4 | 0.25014182581593638546556545602829333619 | 0.025679358541852424733956618811951987125
f(z) = 34/125*z^3 - 133/136*z + 1
*
[ -3 ] 
f(z) = 34/129*z^3 - 134/129*z + 1
*
[ -3 ] 
f(z) = 35/132*z^3 - 139/132*z + 1
*
[ -3 ] 
f(z) = 35/138*z^3 - 131/138*z + 1
*
[ 1/2 ] 
f(z) = 36/121*z^3 - 130/121*z + 1
*
[ 1/2 ] 
f(z) = 36/125*z^3 - 134/125*z + 1
*
[ 1/2 ] 
f(z) = 36/127*z^3 - 136/127*z + 1
*
[ 1/2 ] 
f(z) = 36/131*z^3 - 140/131*z + 1
*
[ 5/9 ] 
f(z) = 39/125*z^3 - 121/135*z + 1
*
[ 40/19 ] 
f(z) = 38/125*z^3 - 125/152*z + 1
*
5/26 | 0.23191274177821927904257748980050795018 | 0.023477298707701130741489474515241384321
f(z) = 39/125*z^3 - 137/156*z + 1
*
[ -28/9 ] 
f(z) = 27/128*z^3 - 121/168*z + 1
*
[ 11/17 ] 
f(z) = 34/121*z^3 - 124/187*z + 1
*
[ 15/8 ] 
f(z) = 39/125*z^3 - 121/192*z + 1
*
[ 25/12 ] 
f(z) = 32/125*z^3 - 133/225*z + 1
*
[ -34/13 ] 
f(z) = 39/136*z^3 - 128/221*z + 1
*
[ 5/7 ] 
f(z) = 23/125*z^3 - 121/245*z + 1
*
[ 5/7 ] 
f(z) = 24/125*z^3 - 122/245*z + 1
*
[ 5/7 ] 
f(z) = 26/125*z^3 - 124/245*z + 1
*
[ 5/7 ] 
f(z) = 29/125*z^3 - 127/245*z + 1
*
[ 2 ] 
f(z) = 31/121*z^3 - 127/242*z + 1
*
[ 2 ] 
f(z) = 31/123*z^3 - 125/246*z + 1
*
[ 5/7 ] 
f(z) = 31/125*z^3 - 129/245*z + 1
*
[ 2 ] 
f(z) = 31/125*z^3 - 123/250*z + 1
*
[ 2 ] 
f(z) = 31/127*z^3 - 121/254*z + 1
*
[ 2 ] 
f(z) = 32/121*z^3 - 135/242*z + 1
*
[ 2 ] 
f(z) = 32/123*z^3 - 133/246*z + 1
*
[ 2 ] 
f(z) = 32/125*z^3 - 131/250*z + 1
*
[ 2 ] 
f(z) = 32/127*z^3 - 129/254*z + 1
*
[ 2 ] 
f(z) = 32/129*z^3 - 127/258*z + 1
*
[ 15/7 ] 
f(z) = 32/135*z^3 - 136/245*z + 1
*
[ 2 ] 
f(z) = 33/125*z^3 - 139/250*z + 1
*
[ 5/7 ] 
f(z) = 33/125*z^3 - 131/245*z + 1
*
[ 2 ] 
f(z) = 33/127*z^3 - 137/254*z + 1
*
[ 5/7 ] 
f(z) = 34/125*z^3 - 132/245*z + 1
*
[ 5/7 ] 
f(z) = 36/125*z^3 - 134/245*z + 1
*
[ 15/8 ] 
f(z) = 36/125*z^3 - 131/240*z + 1
*
[ 5/7 ] 
f(z) = 38/125*z^3 - 136/245*z + 1
*
[ 5/7 ] 
f(z) = 39/125*z^3 - 137/245*z + 1
*
[ 12/5 ] 
f(z) = 25/138*z^3 - 127/276*z + 1
*
[ 11/5 ] 
f(z) = 26/121*z^3 - 136/275*z + 1
*
[ 11/15 ] 
f(z) = 27/121*z^3 - 133/275*z + 1
*
[ 2 ] 
f(z) = 32/131*z^3 - 125/262*z + 1
*
[ 2 ] 
f(z) = 32/133*z^3 - 123/266*z + 1
*
[ 2 ] 
f(z) = 32/135*z^3 - 121/270*z + 1
*
[ 2 ] 
f(z) = 33/131*z^3 - 133/262*z + 1
*
[ 2 ] 
f(z) = 33/133*z^3 - 131/266*z + 1
*
[ 2 ] 
f(z) = 33/137*z^3 - 127/274*z + 1
*
[ 2 ] 
f(z) = 33/139*z^3 - 125/278*z + 1
*
[ 2 ] 
f(z) = 34/133*z^3 - 139/266*z + 1
*
[ 2 ] 
f(z) = 34/135*z^3 - 137/270*z + 1
*
[ 2 ] 
f(z) = 34/137*z^3 - 135/274*z + 1
*
[ 2 ] 
f(z) = 34/139*z^3 - 133/278*z + 1
*
[ 15/2 ] 
f(z) = 21/125*z^3 - 103/12*z + 1
*
[ 15 ] 
f(z) = 22/125*z^3 - 116/3*z + 1
*
6 | 0.13310138740446734474584597797036877046 | 0.019739543763825731641930123587446797050
f(z) = 23/120*z^3 - 106/15*z + 1
*
-5/6 | 0.19983257820878913014017012141028086570 | 0.025413429967805049476338315186407887594
f(z) = 24/125*z^3 - 104/15*z + 1
*
-5/9 | 0.21464100822657952579497858906226460811 | 0.027134631860537104275348186679253557279
f(z) = 27/125*z^3 - 109/15*z + 1
*
[ 8 ] 
f(z) = 27/128*z^3 - 101/8*z + 1
*
[ 6 ] 
f(z) = 29/120*z^3 - 118/15*z + 1
*
[ -6 ] 
f(z) = 29/120*z^3 - 113/15*z + 1
*
[ 8 ] 
f(z) = 29/128*z^3 - 109/8*z + 1
*
[ -8 ] 
f(z) = 29/128*z^3 - 107/8*z + 1
*
[ 8 ] 
f(z) = 31/128*z^3 - 117/8*z + 1
*
[ -8 ] 
f(z) = 31/128*z^3 - 115/8*z + 1
*
-115/18 | 0.28176927650577521930713640770694078504 | 0.029487031889188846414081711563724579168
f(z) = 36/125*z^3 - 113/9*z + 1
*
-5 | 0.20176869724948085641550994844646468106 | 0.025507331362632202139285156169291884829
f(z) = 39/125*z^3 - 109/15*z + 1
*
-5 | 0.28386316690114733814714658762627930543 | 0.029997028982577145841196844771249763078
f(z) = 21/125*z^3 - 103/21*z + 1
*
4 | 0.21291645429636077681613794314514777724 | 0.028526026623655954560802502360803795098
f(z) = 21/128*z^3 - 109/24*z + 1
*
15/4 | 0.19846312423767284925203235027174577091 | 0.025089445202365694740340889859726012675
f(z) = 24/125*z^3 - 109/30*z + 1
*
5/4 | 0.17979567447004223291561795611506734631 | 0.022893394657468414033889164399751624992
f(z) = 24/125*z^3 - 103/30*z + 1
*
2/5 | 0.16905177055799116458662196617653834499 | 0.027651383501036065365582861007890880620
f(z) = 25/128*z^3 - 113/32*z + 1
*
24/5 | 0.21634783469797851581473684506398602091 | 0.029284833457372245771350903968568577521
f(z) = 25/128*z^3 - 101/24*z + 1
*
[ -11/2 ] 
f(z) = 26/121*z^3 - 117/22*z + 1
*
-5 | 0.23378410247764775054435682690376704495 | 0.024558026516194022133368044911978095168
f(z) = 26/125*z^3 - 109/26*z + 1
*
-5/6 | 0.23604238994344575808226907929573277889 | 0.029512679428818622977928485563794400280
f(z) = 27/125*z^3 - 119/20*z + 1
*
[ 5/27 ] 
f(z) = 27/125*z^3 - 119/27*z + 1
*
-40/9 | 0.27986693205900303112574757718071377150 | 0.029574729838628213651821479323565602899
f(z) = 27/125*z^3 - 103/24*z + 1
*
-40/9 | 0.19980552634337955215267536137896166542 | 0.026769456512230939952949501198901049678
f(z) = 27/128*z^3 - 109/24*z + 1
*
15/4 | 0.17679762392569370514022113012238878772 | 0.018608038200700873006866673422529988329
f(z) = 28/125*z^3 - 107/36*z + 1
*
5/4 | 0.12810513424897012255223120062020340421 | 0.016311634885845413999439656258772782321
f(z) = 28/125*z^3 - 103/20*z + 1
*
30/7 | 0.13791190958517907926150086327810272427 | 0.017114882691824077137492573678214209848
f(z) = 28/135*z^3 - 117/35*z + 1
*
15/8 | 0.21294209628549933515269234911617712447 | 0.026797763809098691647488191222815704618
f(z) = 32/125*z^3 - 113/30*z + 1
*
-15/4 | 0.15044788553392094525291376756294003703 | 0.021899085278660685166092852754191500723
f(z) = 32/135*z^3 - 107/30*z + 1
*
4 | 0.18077407046254561460178570838646945277 | 0.024103284787020994008840404189795081613
f(z) = 33/128*z^3 - 113/24*z + 1
*
[ 25/6 ] 
f(z) = 36/125*z^3 - 106/25*z + 1
*
[ 11/3 ] 
f(z) = 39/121*z^3 - 119/33*z + 1
*
[ -11/3 ] 
f(z) = 39/121*z^3 - 101/33*z + 1
*
4/3 | 0.10267615087922807949341637985695304489 | 0.013861448218173063882017535122430220605
f(z) = 39/128*z^3 - 103/24*z + 1
*
-80/21 | 0.21492890610132210754282507695835277669 | 0.022450996152952123135958272744538863834
f(z) = 21/125*z^3 - 115/42*z + 1
*
-24/7 | 0.091187055744091204927957629423208882782 | 0.012343075883619099963807555603475369172
f(z) = 21/128*z^3 - 101/56*z + 1
*
[ 21/5 ] 
f(z) = 25/126*z^3 - 115/42*z + 1
*
-4 | 0.18308457035402141643271772062430363009 | 0.024590235397775017391009614640905312797
f(z) = 25/128*z^3 - 107/40*z + 1
*
-5/4 | 0.18397660559115978267953405797971982539 | 0.023484387478155773169819400843515615059
f(z) = 26/125*z^3 - 101/40*z + 1
*
16/9 | 0.20144891317001851558365667953423562161 | 0.029834248622776083350000817432892657087
f(z) = 27/128*z^3 - 107/48*z + 1
*
[ 34/9 ] 
f(z) = 27/136*z^3 - 107/51*z + 1
*
35/16 | 0.14124406530674168870248174845607610437 | 0.017774902978564893697402478285059898995
f(z) = 32/125*z^3 - 113/40*z + 1
*
-57/16 | 0.095363858440078162620867285338133559984 | 0.011967355894287115029018197117179898624
f(z) = 32/135*z^3 - 107/40*z + 1
*
8/5 | 0.076307828826087386019806482781168039017 | 0.010174409001071369930467724795491838127
f(z) = 35/128*z^3 - 113/40*z + 1
*
-8/7 | 0.17228643044788756927742904621146671961 | 0.023026422355513036998517352963219381051
f(z) = 35/128*z^3 - 111/56*z + 1
*
[ 5/18 ] 
f(z) = 36/125*z^3 - 118/45*z + 1
*
-10/3 | 0.16396854233612540523836092378125644455 | 0.020728685863714167992046282043658480333
f(z) = 21/125*z^3 - 109/60*z + 1
*
[ 4 ] 
f(z) = 21/136*z^3 - 117/68*z + 1
*
[ 5/12 ] 
f(z) = 22/125*z^3 - 103/72*z + 1
*
[ -4 ] 
f(z) = 23/120*z^3 - 109/60*z + 1
*
10/3 | 0.20493774745077423904735864986670651910 | 0.026160051461812997507884354129822366026
f(z) = 24/125*z^3 - 101/60*z + 1
*
-28/15 | 0.081380644467550764862758706695332754066 | 0.010986520039842263697437242713671971824
f(z) = 25/128*z^3 - 103/72*z + 1
*
[ 2/5 ] 
f(z) = 25/132*z^3 - 101/66*z + 1
*
[ -4 ] 
f(z) = 25/136*z^3 - 115/68*z + 1
*
[ 5/13 ] 
f(z) = 26/125*z^3 - 106/65*z + 1
*
[ -15/4 ] 
f(z) = 28/125*z^3 - 113/60*z + 1
*
15/16 | 0.17792304923986087562044339739425694336 | 0.018840926346449900471401267622242119936
f(z) = 32/125*z^3 - 101/72*z + 1
*
5/2 | 0.18420721927101522705746855813089267496 | 0.023455116937358999762142107604954995970
f(z) = 33/125*z^3 - 103/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016816121289593584036469589471033747013
f(z) = 35/124*z^3 - 101/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.013153005736847254774416791931604057855
f(z) = 35/132*z^3 - 103/66*z + 1
*
-5/4 | 0.15187374213875852248723870797530714447 | 0.018988966627859298135251267887457888099
f(z) = 36/125*z^3 - 119/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016693973877340916108348765260759889699
f(z) = 37/124*z^3 - 105/62*z + 1
*
[ 8/3 ] 
f(z) = 37/128*z^3 - 103/72*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.013059808548070195984201581963702739827
f(z) = 37/132*z^3 - 107/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016578058368743796732249523287731088343
f(z) = 39/124*z^3 - 109/62*z + 1
*
[ 5/13 ] 
f(z) = 39/125*z^3 - 107/65*z + 1
*
[ 10/3 ] 
f(z) = 22/125*z^3 - 113/90*z + 1
*
[ -10/3 ] 
f(z) = 28/125*z^3 - 107/90*z + 1
*
[ 11/4 ] 
f(z) = 30/121*z^3 - 109/88*z + 1
*
[ -16/5 ] 
f(z) = 35/128*z^3 - 119/80*z + 1
*
-5/3 | 0.10142604201742222723151568326741894082 | 0.012867545011833107020976063167783844371
f(z) = 21/125*z^3 - 106/105*z + 1
*
[ 20/9 ] 
f(z) = 39/125*z^3 - 107/108*z + 1
*
[ 3 ] 
f(z) = 22/123*z^3 - 116/123*z + 1
*
[ 3 ] 
f(z) = 22/129*z^3 - 112/129*z + 1
*
[ -10/3 ] 
f(z) = 23/120*z^3 - 112/135*z + 1
*
[ 3 ] 
f(z) = 23/132*z^3 - 119/132*z + 1
*
[ 5/9 ] 
f(z) = 24/125*z^3 - 116/135*z + 1
*
[ 14/5 ] 
f(z) = 25/126*z^3 - 115/126*z + 1
*
[ -17/5 ] 
f(z) = 25/136*z^3 - 113/136*z + 1
*
[ 3/5 ] 
f(z) = 25/138*z^3 - 101/138*z + 1
*
-20/9 | 0.20877827242959017310942991848840502108 | 0.027615879671591219617958969041772202248
f(z) = 27/128*z^3 - 119/120*z + 1
*
[ 8/3 ] 
f(z) = 27/136*z^3 - 107/136*z + 1
*
[ -3 ] 
f(z) = 29/120*z^3 - 101/120*z + 1
*
[ -3 ] 
f(z) = 31/120*z^3 - 119/120*z + 1
*
[ -3 ] 
f(z) = 31/123*z^3 - 115/123*z + 1
*
[ -3 ] 
f(z) = 31/129*z^3 - 107/129*z + 1
*
[ -3 ] 
f(z) = 31/132*z^3 - 103/132*z + 1
*
[ -3 ] 
f(z) = 32/129*z^3 - 116/129*z + 1
*
[ 5/2 ] 
f(z) = 32/135*z^3 - 119/135*z + 1
*
[ 5/9 ] 
f(z) = 33/125*z^3 - 119/135*z + 1
*
-5/2 | 0.22263092568051137865419941128665175467 | 0.022925370624518297088976338450739343196
f(z) = 33/125*z^3 - 113/132*z + 1
*
[ 12/5 ] 
f(z) = 35/128*z^3 - 119/120*z + 1
*
[ 7/3 ] 
f(z) = 36/133*z^3 - 120/133*z + 1
*
[ 20/7 ] 
f(z) = 21/125*z^3 - 101/140*z + 1
*
[ 15/7 ] 
f(z) = 36/125*z^3 - 116/147*z + 1
*
[ 11/4 ] 
f(z) = 21/121*z^3 - 119/176*z + 1
*
[ -24/7 ] 
f(z) = 21/128*z^3 - 107/168*z + 1
*
[ 5/8 ] 
f(z) = 22/125*z^3 - 107/160*z + 1
*
[ 5/8 ] 
f(z) = 26/125*z^3 - 109/160*z + 1
*
[ -11/4 ] 
f(z) = 31/121*z^3 - 101/176*z + 1
*
[ 5/8 ] 
f(z) = 34/125*z^3 - 113/160*z + 1
*
-3/2 | 0.16071402773509957727848194135371029133 | 0.019060837187404976900813708209325793896
f(z) = 34/135*z^3 - 113/170*z + 1
*
[ 2/3 ] 
f(z) = 21/124*z^3 - 107/186*z + 1
*
[ 2/3 ] 
f(z) = 33/124*z^3 - 115/186*z + 1
*
[ 11/6 ] 
f(z) = 38/121*z^3 - 119/198*z + 1
*
[ 2/3 ] 
f(z) = 39/124*z^3 - 119/186*z + 1
*
[ -25/8 ] 
f(z) = 24/125*z^3 - 111/200*z + 1
*
[ -65/24 ] 
f(z) = 32/125*z^3 - 119/234*z + 1
*
[ -45/14 ] 
f(z) = 21/125*z^3 - 107/252*z + 1
*
[ -10/3 ] 
f(z) = 21/136*z^3 - 106/255*z + 1
*
[ 55/23 ] 
f(z) = 23/125*z^3 - 119/253*z + 1
*
[ 3/4 ] 
f(z) = 23/135*z^3 - 103/240*z + 1
*
[ 2 ] 
f(z) = 28/121*z^3 - 103/242*z + 1
*
[ 2 ] 
f(z) = 28/123*z^3 - 101/246*z + 1
*
[ 2 ] 
f(z) = 29/121*z^3 - 111/242*z + 1
*
[ 2 ] 
f(z) = 29/123*z^3 - 109/246*z + 1
*
[ 2 ] 
f(z) = 29/125*z^3 - 107/250*z + 1
*
[ 2 ] 
f(z) = 29/127*z^3 - 105/254*z + 1
*
[ 2 ] 
f(z) = 29/129*z^3 - 103/258*z + 1
*
[ 15/7 ] 
f(z) = 29/135*z^3 - 111/245*z + 1
*
[ 3/4 ] 
f(z) = 29/135*z^3 - 109/240*z + 1
*
[ 2 ] 
f(z) = 30/121*z^3 - 119/242*z + 1
*
[ 2 ] 
f(z) = 30/127*z^3 - 113/254*z + 1
*
[ 2 ] 
f(z) = 31/129*z^3 - 119/258*z + 1
*
[ 5/2 ] 
f(z) = 22/135*z^3 - 113/270*z + 1
*
[ 11/5 ] 
f(z) = 23/121*z^3 - 103/275*z + 1
*
[ 11/5 ] 
f(z) = 24/121*z^3 - 114/275*z + 1
*
[ 4/5 ] 
f(z) = 25/138*z^3 - 101/276*z + 1
*
[ 2 ] 
f(z) = 29/131*z^3 - 101/262*z + 1
*
[ 2 ] 
f(z) = 30/131*z^3 - 109/262*z + 1
*
[ 2 ] 
f(z) = 30/133*z^3 - 107/266*z + 1
*
[ 2 ] 
f(z) = 30/137*z^3 - 103/274*z + 1
*
[ 2 ] 
f(z) = 30/139*z^3 - 101/278*z + 1
*
[ 2 ] 
f(z) = 31/131*z^3 - 117/262*z + 1
*
[ 2 ] 
f(z) = 31/133*z^3 - 115/266*z + 1
*
[ 2 ] 
f(z) = 31/135*z^3 - 113/270*z + 1
*
[ 2 ] 
f(z) = 31/137*z^3 - 111/274*z + 1
*
[ 2 ] 
f(z) = 31/139*z^3 - 109/278*z + 1
*
[ 2 ] 
f(z) = 32/137*z^3 - 119/274*z + 1
*
[ 2 ] 
f(z) = 32/139*z^3 - 117/278*z + 1
*
[ 20/13 ] 
f(z) = 39/125*z^3 - 101/260*z + 1
*
[ 32/15 ] 
f(z) = 25/128*z^3 - 103/288*z + 1
*
[ 55/27 ] 
f(z) = 27/125*z^3 - 115/297*z + 1
*
-5/6 | 0.25780754251611867850257583314020873523 | 0.027478395261114708434914804849143350610
f(z) = 21/125*z^3 - 95/12*z + 1
*
[ 15/2 ] 
f(z) = 22/135*z^3 - 83/10*z + 1
*
[ 6 ] 
f(z) = 23/120*z^3 - 91/15*z + 1
*
[ -6 ] 
f(z) = 23/120*z^3 - 86/15*z + 1
*
[ 8 ] 
f(z) = 23/128*z^3 - 85/8*z + 1
*
[ -8 ] 
f(z) = 23/128*z^3 - 83/8*z + 1
*
[ 8 ] 
f(z) = 25/128*z^3 - 93/8*z + 1
*
[ -15/2 ] 
f(z) = 26/135*z^3 - 97/10*z + 1
*
[ -8 ] 
f(z) = 27/128*z^3 - 99/8*z + 1
*
[ 16/3 ] 
f(z) = 27/128*z^3 - 83/16*z + 1
*
[ -15/2 ] 
f(z) = 34/125*z^3 - 85/6*z + 1
*
[ 11/2 ] 
f(z) = 36/121*z^3 - 90/11*z + 1
*
[ -11/2 ] 
f(z) = 36/121*z^3 - 86/11*z + 1
*
[ -6 ] 
f(z) = 37/135*z^3 - 87/10*z + 1
*
[ 6 ] 
f(z) = 38/135*z^3 - 93/10*z + 1
*
-30/7 | 0.11227683071948059253786614523937359971 | 0.014464617747029315606837079323570388242
f(z) = 21/125*z^3 - 94/35*z + 1
*
20/21 | 0.22309418178969604057552947917215896950 | 0.024125711917844065211388794761558313340
f(z) = 21/125*z^3 - 83/21*z + 1
*
4/3 | 0.081519476309049747055160275290444631039 | 0.011095161437446769979633489612445523759
f(z) = 21/128*z^3 - 97/24*z + 1
*
[ 5/23 ] 
f(z) = 23/125*z^3 - 83/23*z + 1
*
15/8 | 0.24049662200186924062949865628538497369 | 0.025940840264513344240046247070208141432
f(z) = 24/125*z^3 - 85/24*z + 1
*
-15/4 | 0.16994506600623942605042379794335494714 | 0.022250769258652040013473745728926154598
f(z) = 24/125*z^3 - 83/30*z + 1
*
-18/5 | 0.11561698276106552875076767491502694451 | 0.019395550947178374431711908468714523577
f(z) = 25/128*z^3 - 97/32*z + 1
*
[ 24/5 ] 
f(z) = 25/128*z^3 - 89/24*z + 1
*
12/5 | 0.20615125367156554967166591219793093045 | 0.028571642007650692691956206135070669097
f(z) = 25/128*z^3 - 85/24*z + 1
*
-10/3 | 0.11799149313367544110996208937855454024 | 0.015448530221553174144324288682900474046
f(z) = 27/125*z^3 - 83/30*z + 1
*
-8/9 | 0.19306985957598073881115043342344509791 | 0.026277662194241528584059529310589141157
f(z) = 27/128*z^3 - 97/24*z + 1
*
4 | 0.14024491819449106365196828306777219912 | 0.019142233866430271884125444981982353892
f(z) = 27/128*z^3 - 95/24*z + 1
*
8/3 | 0.12107056686531727586327331386967932255 | 0.016779839232267092580264499226303162058
f(z) = 27/128*z^3 - 85/24*z + 1
*
-4 | 0.14928598556964705456309225713821315370 | 0.020758875422181457227631850844167740840
f(z) = 27/128*z^3 - 83/24*z + 1
*
2/3 | 0.14650752528289032985144988488800068459 | 0.025237574331581050354807271535174029935
f(z) = 27/128*z^3 - 83/32*z + 1
*
3/7 | 0.19626270886135558490990570163419276147 | 0.025440170315332619437849124095895121863
f(z) = 28/135*z^3 - 83/35*z + 1
*
-15/4 | 0.16728964926866504177484695885140139727 | 0.021753371567569220200657819337493520582
f(z) = 28/135*z^3 - 81/20*z + 1
*
[ 11/3 ] 
f(z) = 30/121*z^3 - 86/33*z + 1
*
35/11 | 0.27838833042540682937696392655431540310 | 0.029606253183346391585904542846223767065
f(z) = 33/125*z^3 - 97/33*z + 1
*
[ -25/6 ] 
f(z) = 36/125*z^3 - 94/25*z + 1
*
5/4 | 0.16282597595165365538152290731931975186 | 0.017476317258446788653692422792369576994
f(z) = 36/125*z^3 - 89/36*z + 1
*
[ 15/4 ] 
f(z) = 38/125*z^3 - 85/24*z + 1
*
-60/19 | 0.25299316064447449081165482028411339871 | 0.027431385107451747620385367983176149132
f(z) = 38/125*z^3 - 81/38*z + 1
*
-10/3 | 0.27351941679973666894602645759242787084 | 0.029465625838430786222703560158199597234
f(z) = 39/125*z^3 - 86/39*z + 1
*
[ 10/3 ] 
f(z) = 39/125*z^3 - 83/30*z + 1
*
[ 15/4 ] 
f(z) = 23/125*z^3 - 89/48*z + 1
*
-5/8 | 0.20407115567755368077708533773254845257 | 0.026116108091841348399467983486408679630
f(z) = 24/125*z^3 - 99/40*z + 1
*
[ -21/5 ] 
f(z) = 25/126*z^3 - 95/42*z + 1
*
[ -15/4 ] 
f(z) = 27/125*z^3 - 85/48*z + 1
*
[ 25/8 ] 
f(z) = 32/125*z^3 - 91/50*z + 1
*
[ 5/16 ] 
f(z) = 32/125*z^3 - 89/40*z + 1
*
[ -15/4 ] 
f(z) = 34/135*z^3 - 91/40*z + 1
*
-20/7 | 0.19795853168676957557845709408401435492 | 0.027527007859196770570743297561099606296
f(z) = 35/128*z^3 - 83/56*z + 1
*
[ 5/14 ] 
f(z) = 36/125*z^3 - 90/49*z + 1
*
[ 3 ] 
f(z) = 37/126*z^3 - 83/42*z + 1
*
[ -4 ] 
f(z) = 21/136*z^3 - 83/68*z + 1
*
[ -4 ] 
f(z) = 23/136*z^3 - 99/68*z + 1
*
[ 2/5 ] 
f(z) = 25/124*z^3 - 95/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017545510208614657151300299563566709140
f(z) = 25/124*z^3 - 81/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.013708480676130571896412170154291467844
f(z) = 25/132*z^3 - 83/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017380836598485985480771716226828191760
f(z) = 27/124*z^3 - 85/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017226592460061107821990974370722396206
f(z) = 29/124*z^3 - 89/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.013466281587175807284462795337316177397
f(z) = 29/132*z^3 - 91/66*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.013355879154727573131434626110708451248
f(z) = 31/132*z^3 - 95/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016945117112455117207927419816348550966
f(z) = 33/124*z^3 - 97/62*z + 1
*
[ 8/3 ] 
f(z) = 35/128*z^3 - 95/72*z + 1
*
[ -11/3 ] 
f(z) = 20/121*z^3 - 94/99*z + 1
*
[ 11/4 ] 
f(z) = 26/121*z^3 - 87/88*z + 1
*
[ -10/3 ] 
f(z) = 26/125*z^3 - 91/90*z + 1
*
-35/24 | 0.080327954038417998113438876320921239332 | 0.010306930052240814470505094538329241707
f(z) = 36/125*z^3 - 97/80*z + 1
*
[ -11/4 ] 
f(z) = 38/121*z^3 - 89/88*z + 1
*
[ -35/13 ] 
f(z) = 39/125*z^3 - 81/91*z + 1
*
[ 6/11 ] 
f(z) = 22/135*z^3 - 97/110*z + 1
*
-3 | 0.20399956250941254614849634217786004884 | 0.025370653310934656013517156372951699878
f(z) = 23/135*z^3 - 98/115*z + 1
*
[ 14/5 ] 
f(z) = 25/136*z^3 - 95/119*z + 1
*
[ 16/7 ] 
f(z) = 35/128*z^3 - 97/112*z + 1
*
[ 3 ] 
f(z) = 20/123*z^3 - 98/123*z + 1
*
[ 3 ] 
f(z) = 20/129*z^3 - 94/129*z + 1
*
[ 3/5 ] 
f(z) = 23/135*z^3 - 91/125*z + 1
*
[ 3/5 ] 
f(z) = 25/123*z^3 - 91/123*z + 1
*
[ 3/5 ] 
f(z) = 25/129*z^3 - 95/129*z + 1
*
-5/2 | 0.14249935288568183182414077755427712828 | 0.017622078033874691022792156856402931642
f(z) = 26/125*z^3 - 87/130*z + 1
*
[ 3/5 ] 
f(z) = 26/135*z^3 - 92/125*z + 1
*
[ 11/18 ] 
f(z) = 27/121*z^3 - 95/132*z + 1
*
[ -55/18 ] 
f(z) = 27/125*z^3 - 91/132*z + 1
*
[ -3 ] 
f(z) = 28/123*z^3 - 88/123*z + 1
*
[ 5/2 ] 
f(z) = 28/135*z^3 - 94/135*z + 1
*
[ 2/3 ] 
f(z) = 29/120*z^3 - 82/135*z + 1
*
[ -3 ] 
f(z) = 29/123*z^3 - 97/123*z + 1
*
[ -3 ] 
f(z) = 29/129*z^3 - 89/129*z + 1
*
[ -3 ] 
f(z) = 29/132*z^3 - 85/132*z + 1
*
[ 3/5 ] 
f(z) = 29/135*z^3 - 93/125*z + 1
*
[ 2/3 ] 
f(z) = 31/120*z^3 - 83/135*z + 1
*
[ 20/31 ] 
f(z) = 31/125*z^3 - 81/124*z + 1
*
[ -3 ] 
f(z) = 31/138*z^3 - 95/138*z + 1
*
[ 3/5 ] 
f(z) = 32/135*z^3 - 94/125*z + 1
*
[ 2/3 ] 
f(z) = 37/120*z^3 - 86/135*z + 1
*
[ 2 ] 
f(z) = 37/122*z^3 - 87/122*z + 1
*
[ 2 ] 
f(z) = 37/126*z^3 - 85/126*z + 1
*
[ 2 ] 
f(z) = 37/130*z^3 - 83/130*z + 1
*
[ 2 ] 
f(z) = 37/134*z^3 - 81/134*z + 1
*
[ 3/5 ] 
f(z) = 38/135*z^3 - 96/125*z + 1
*
[ 11/6 ] 
f(z) = 39/121*z^3 - 83/132*z + 1
*
[ 2 ] 
f(z) = 39/122*z^3 - 95/122*z + 1
*
[ 2 ] 
f(z) = 39/134*z^3 - 89/134*z + 1
*
[ 2/3 ] 
f(z) = 23/136*z^3 - 88/153*z + 1
*
[ 2/3 ] 
f(z) = 25/136*z^3 - 89/153*z + 1
*
[ 2/3 ] 
f(z) = 29/136*z^3 - 91/153*z + 1
*
[ 15/7 ] 
f(z) = 31/125*z^3 - 89/147*z + 1
*
[ 2/3 ] 
f(z) = 31/136*z^3 - 92/153*z + 1
*
[ 2/3 ] 
f(z) = 35/136*z^3 - 94/153*z + 1
*
[ 2/3 ] 
f(z) = 37/136*z^3 - 95/153*z + 1
*
[ -33/10 ] 
f(z) = 20/121*z^3 - 82/165*z + 1
*
[ 11/15 ] 
f(z) = 30/121*z^3 - 82/165*z + 1
*
-5/3 | 0.22263065501822482964788691449114106409 | 0.026742995078002611743408361134606164448
f(z) = 33/125*z^3 - 82/165*z + 1
*
[ -20/7 ] 
f(z) = 27/125*z^3 - 81/196*z + 1
*
[ 9/4 ] 
f(z) = 28/135*z^3 - 89/180*z + 1
*
[ 11/6 ] 
f(z) = 34/121*z^3 - 97/198*z + 1
*
-5/3 | 0.14249973436274900218207512775788906672 | 0.016780714262572994913685936408308904229
f(z) = 39/125*z^3 - 82/195*z + 1
*
[ 12/5 ] 
f(z) = 25/136*z^3 - 97/204*z + 1
*
[ 4/5 ] 
f(z) = 31/128*z^3 - 81/200*z + 1
*
[ 4/5 ] 
f(z) = 33/128*z^3 - 83/200*z + 1
*
[ 4/5 ] 
f(z) = 37/128*z^3 - 87/200*z + 1
*
[ 4/5 ] 
f(z) = 39/128*z^3 - 89/200*z + 1
*
[ 8/5 ] 
f(z) = 39/128*z^3 - 81/200*z + 1
*
[ 20/11 ] 
f(z) = 33/125*z^3 - 93/220*z + 1
*
[ 30/37 ] 
f(z) = 37/125*z^3 - 95/222*z + 1
*
[ 4/5 ] 
f(z) = 25/122*z^3 - 93/244*z + 1
*
[ 4/5 ] 
f(z) = 25/126*z^3 - 95/252*z + 1
*
[ 2 ] 
f(z) = 26/121*z^3 - 87/242*z + 1
*
[ 2 ] 
f(z) = 26/123*z^3 - 85/246*z + 1
*
[ 2 ] 
f(z) = 26/125*z^3 - 83/250*z + 1
*
[ 2 ] 
f(z) = 26/127*z^3 - 81/254*z + 1
*
[ 15/7 ] 
f(z) = 26/135*z^3 - 86/245*z + 1
*
[ 2 ] 
f(z) = 27/121*z^3 - 95/242*z + 1
*
[ 2 ] 
f(z) = 27/125*z^3 - 91/250*z + 1
*
[ 2 ] 
f(z) = 27/127*z^3 - 89/254*z + 1
*
[ 2 ] 
f(z) = 28/125*z^3 - 99/250*z + 1
*
[ 2 ] 
f(z) = 28/127*z^3 - 97/254*z + 1
*
[ 2 ] 
f(z) = 28/129*z^3 - 95/258*z + 1
*
[ 15/17 ] 
f(z) = 34/125*z^3 - 88/255*z + 1
*
[ 3/2 ] 
f(z) = 38/123*z^3 - 89/246*z + 1
*
[ 10/11 ] 
f(z) = 38/125*z^3 - 85/242*z + 1
*
[ 3/2 ] 
f(z) = 38/129*z^3 - 85/258*z + 1
*
[ 11/5 ] 
f(z) = 21/121*z^3 - 81/275*z + 1
*
[ 25/11 ] 
f(z) = 22/125*z^3 - 96/275*z + 1
*
[ 4/5 ] 
f(z) = 25/134*z^3 - 99/268*z + 1
*
[ 2 ] 
f(z) = 27/131*z^3 - 85/262*z + 1
*
[ 2 ] 
f(z) = 27/133*z^3 - 83/266*z + 1
*
[ 2 ] 
f(z) = 28/131*z^3 - 93/262*z + 1
*
[ 2 ] 
f(z) = 28/135*z^3 - 89/270*z + 1
*
[ 2 ] 
f(z) = 28/137*z^3 - 87/274*z + 1
*
[ 2 ] 
f(z) = 28/139*z^3 - 85/278*z + 1
*
[ 2 ] 
f(z) = 29/133*z^3 - 99/266*z + 1
*
[ 2 ] 
f(z) = 29/135*z^3 - 97/270*z + 1
*
[ 2 ] 
f(z) = 29/137*z^3 - 95/274*z + 1
*
[ 2 ] 
f(z) = 29/139*z^3 - 93/278*z + 1
*
[ 7/8 ] 
f(z) = 32/133*z^3 - 87/266*z + 1
*
[ -5/2 ] 
f(z) = 38/135*z^3 - 97/270*z + 1
*
[ 15/14 ] 
f(z) = 38/125*z^3 - 83/294*z + 1
*
[ 11/9 ] 
f(z) = 39/121*z^3 - 89/297*z + 1
*
5/3 | 0.19639024606447690629920304186815815391 | 0.026013299730921504403241643326859112349
f(z) = 21/125*z^3 - 76/15*z + 1
*
5 | 0.090313393417816203643252902309748723170 | 0.012321483986396020873071433043228694330
f(z) = 21/125*z^3 - 61/15*z + 1
*
[ 8 ] 
f(z) = 21/128*z^3 - 77/8*z + 1
*
[ -8 ] 
f(z) = 21/128*z^3 - 75/8*z + 1
*
-10/11 | 0.25607172753088333802518561752478816796 | 0.028645973095878755883931493975011292620
f(z) = 22/125*z^3 - 61/11*z + 1
*
85/12 | 0.14541104758147981249722619540083526582 | 0.016151935676328601508824756821405540565
f(z) = 24/125*z^3 - 65/6*z + 1
*
-36/5 | 0.11223089076886090725503288937092566481 | 0.015714129939675959615878569988589452857
f(z) = 25/128*z^3 - 79/8*z + 1
*
4/5 | 0.18960472719810517022792794302385914388 | 0.027174585331224480714823171207707029877
f(z) = 25/128*z^3 - 67/8*z + 1
*
[ 15/2 ] 
f(z) = 26/125*z^3 - 65/6*z + 1
*
6 | 0.19405854270073855201315891027963419166 | 0.025674156623293288918009440185386855232
f(z) = 26/135*z^3 - 71/10*z + 1
*
[ 6 ] 
f(z) = 26/135*z^3 - 61/10*z + 1
*
10/9 | 0.10205871176938950015512879066952687865 | 0.011127059079635954623271256583616206835
f(z) = 27/125*z^3 - 77/12*z + 1
*
-5/18 | 0.23698327618290024004654317432787289755 | 0.026323575113004949544926196391005012592
f(z) = 27/125*z^3 - 65/12*z + 1
*
[ -16/3 ] 
f(z) = 27/128*z^3 - 77/16*z + 1
*
[ 11/2 ] 
f(z) = 28/121*z^3 - 68/11*z + 1
*
[ -11/2 ] 
f(z) = 28/121*z^3 - 64/11*z + 1
*
-6 | 0.20768091273766473767504763177492769108 | 0.027375797665832445356741660667420379776
f(z) = 28/135*z^3 - 73/10*z + 1
*
[ -6 ] 
f(z) = 28/135*z^3 - 63/10*z + 1
*
[ 6 ] 
f(z) = 29/135*z^3 - 69/10*z + 1
*
[ -6 ] 
f(z) = 31/135*z^3 - 71/10*z + 1
*
[ 11/2 ] 
f(z) = 32/121*z^3 - 79/11*z + 1
*
[ -11/2 ] 
f(z) = 32/121*z^3 - 75/11*z + 1
*
[ 6 ] 
f(z) = 32/135*z^3 - 77/10*z + 1
*
[ -15/2 ] 
f(z) = 32/135*z^3 - 61/5*z + 1
*
-10/3 | 0.21047058561328432280802146681008382976 | 0.028651006410154252364730766367682941287
f(z) = 33/125*z^3 - 62/15*z + 1
*
[ -6 ] 
f(z) = 34/135*z^3 - 79/10*z + 1
*
[ 5/24 ] 
f(z) = 36/125*z^3 - 61/16*z + 1
*
5/6 | 0.23550441377013907638091590738001849205 | 0.026159306366150114826777210644424200568
f(z) = 39/125*z^3 - 65/12*z + 1
*
10/3 | 0.13300012060909649626871835587781890537 | 0.018027170888001128738562165177087787114
f(z) = 39/125*z^3 - 64/15*z + 1
*
-5 | 0.19752085077543098012137572779140714030 | 0.021830763574543469869653662327908373667
f(z) = 21/125*z^3 - 68/21*z + 1
*
-10/7 | 0.19967107467275075288490262449339240049 | 0.022104609117738381538241763788272522045
f(z) = 21/125*z^3 - 67/28*z + 1
*
10/3 | 0.13334366822364508540192818980264283944 | 0.014889670109405221231092512988678948535
f(z) = 21/125*z^3 - 62/21*z + 1
*
2 | 0.16686876569035720411896328849919065528 | 0.029689833461561311609618115816781180674
f(z) = 21/128*z^3 - 69/32*z + 1
*
-4 | 0.19990407555335204128796196330069324833 | 0.028775696904618766378096068572274982483
f(z) = 21/128*z^3 - 65/24*z + 1
*
[ 5/22 ] 
f(z) = 22/125*z^3 - 75/22*z + 1
*
2 | 0.16686955421224020895698893200716450042 | 0.029539797346740566813587980628401050971
f(z) = 23/128*z^3 - 71/32*z + 1
*
[ 11/3 ] 
f(z) = 24/121*z^3 - 64/33*z + 1
*
5/3 | 0.12971747171581653736827511164618553446 | 0.017094351431430925048085472367112480757
f(z) = 24/125*z^3 - 79/30*z + 1
*
95/24 | 0.26934250518238791785332189510040819258 | 0.029365351726107831767875849761384152487
f(z) = 24/125*z^3 - 77/24*z + 1
*
[ 5/16 ] 
f(z) = 24/125*z^3 - 71/32*z + 1
*
[ 22/5 ] 
f(z) = 25/121*z^3 - 71/22*z + 1
*
[ -22/5 ] 
f(z) = 25/121*z^3 - 61/22*z + 1
*
-6/5 | 0.17115032740861885718361651149103635109 | 0.028915931189584831869001185098945390106
f(z) = 25/126*z^3 - 62/21*z + 1
*
[ -24/5 ] 
f(z) = 25/128*z^3 - 79/24*z + 1
*
12/5 | 0.13064793431789576587826454639958410032 | 0.018358726578731199898022529545230066926
f(z) = 25/128*z^3 - 77/24*z + 1
*
18/5 | 0.089852412294807725294826386114948814380 | 0.016158524845882661195656375505957247852
f(z) = 25/128*z^3 - 65/32*z + 1
*
-15/13 | 0.17648635087885437343705133934179979121 | 0.019537941623176397959472956200360637351
f(z) = 26/125*z^3 - 67/26*z + 1
*
[ -40/9 ] 
f(z) = 27/125*z^3 - 73/24*z + 1
*
-10/9 | 0.092265674890618520026862070452723085192 | 0.012332418358800639250601209100189052260
f(z) = 27/125*z^3 - 71/30*z + 1
*
[ 5/14 ] 
f(z) = 28/125*z^3 - 64/35*z + 1
*
[ -11/3 ] 
f(z) = 30/121*z^3 - 68/33*z + 1
*
-15/8 | 0.20742152046075049847523055723351340438 | 0.027724383634250071760827199978599569955
f(z) = 32/125*z^3 - 71/30*z + 1
*
-3/8 | 0.10183100886215405371190849623110847927 | 0.015763547213635424150558673491520492691
f(z) = 32/135*z^3 - 71/30*z + 1
*
-3 | 0.11652945214047692849406828624265046652 | 0.015732955745887772932454362079966311837
f(z) = 32/135*z^3 - 61/20*z + 1
*
[ 10/3 ] 
f(z) = 33/125*z^3 - 67/30*z + 1
*
-5/36 | 0.17079320968564706630966515598655388280 | 0.018971329776374068888194631100434347083
f(z) = 36/125*z^3 - 65/36*z + 1
*
-10/3 | 0.21028916312333051776260961310454571915 | 0.028564094232022986323774062923357244536
f(z) = 36/125*z^3 - 63/20*z + 1
*
-10/13 | 0.17230262592787849310664826494203352031 | 0.018707519914479448843314731888012406453
f(z) = 39/125*z^3 - 80/39*z + 1
*
4/3 | 0.11331992207154844587121875593274917241 | 0.015866611839102839251053413626979175715
f(z) = 39/128*z^3 - 79/24*z + 1
*
[ 5/11 ] 
f(z) = 22/125*z^3 - 68/55*z + 1
*
[ 15/4 ] 
f(z) = 26/135*z^3 - 79/40*z + 1
*
[ -34/9 ] 
f(z) = 27/136*z^3 - 80/51*z + 1
*
[ 3 ] 
f(z) = 31/126*z^3 - 65/42*z + 1
*
35/16 | 0.11936402145571926257609542499532669588 | 0.015895417800281169086708186841825112671
f(z) = 32/125*z^3 - 73/40*z + 1
*
[ 5/11 ] 
f(z) = 33/125*z^3 - 69/55*z + 1
*
-12/5 | 0.15359351185374125316460071494387862517 | 0.021746066046937705306345519038695694427
f(z) = 35/128*z^3 - 73/40*z + 1
*
[ 11/4 ] 
f(z) = 36/121*z^3 - 71/44*z + 1
*
5/2 | 0.17079190540693962758117146198830862476 | 0.022507198252106756316876915883569376178
f(z) = 36/125*z^3 - 79/45*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017911621083473726772753832722498280270
f(z) = 21/124*z^3 - 73/62*z + 1
*
-5/2 | 0.15403525462820703004959963021718838158 | 0.020298983171774679607217395870891861349
f(z) = 21/125*z^3 - 79/60*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.017721920471190490916086073877094265304
f(z) = 23/124*z^3 - 77/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.013842430408229086623524436875084280459
f(z) = 23/132*z^3 - 79/66*z + 1
*
-5/6 | 0.18310486661074623664017919506463634114 | 0.024211633498385875420822140574295936042
f(z) = 27/125*z^3 - 77/60*z + 1
*
[ 25/9 ] 
f(z) = 27/125*z^3 - 77/75*z + 1
*
[ 8/3 ] 
f(z) = 29/128*z^3 - 71/72*z + 1
*
[ 8/3 ] 
f(z) = 31/128*z^3 - 79/72*z + 1
*
[ 21/8 ] 
f(z) = 32/135*z^3 - 71/70*z + 1
*
-20/33 | 0.18123242704101526925908833154377158153 | 0.019703970935993844312080682637337055349
f(z) = 33/125*z^3 - 79/66*z + 1
*
[ -10/3 ] 
f(z) = 23/125*z^3 - 67/90*z + 1
*
[ 35/13 ] 
f(z) = 26/125*z^3 - 80/91*z + 1
*
[ 5/9 ] 
f(z) = 26/125*z^3 - 70/81*z + 1
*
[ -10/3 ] 
f(z) = 27/136*z^3 - 77/85*z + 1
*
[ 5/9 ] 
f(z) = 31/125*z^3 - 71/81*z + 1
*
[ -11/4 ] 
f(z) = 34/121*z^3 - 67/88*z + 1
*
[ 11/18 ] 
f(z) = 36/121*z^3 - 74/99*z + 1
*
[ 2/3 ] 
f(z) = 39/128*z^3 - 61/96*z + 1
*
-5/2 | 0.22263027354115765928995256428752912565 | 0.028112168234547647450369068034937959642
f(z) = 22/125*z^3 - 67/110*z + 1
*
[ -40/13 ] 
f(z) = 26/125*z^3 - 67/104*z + 1
*
-15/14 | 0.19894454121489572896486209767265377671 | 0.029037975667031420489283420919180301813
f(z) = 28/135*z^3 - 74/105*z + 1
*
[ 20/29 ] 
f(z) = 29/125*z^3 - 65/116*z + 1
*
[ 35/17 ] 
f(z) = 34/125*z^3 - 76/119*z + 1
*
[ 25/12 ] 
f(z) = 36/125*z^3 - 73/100*z + 1
*
[ 8/13 ] 
f(z) = 39/128*z^3 - 77/104*z + 1
*
[ -7/2 ] 
f(z) = 20/133*z^3 - 74/133*z + 1
*
[ 2/3 ] 
f(z) = 23/120*z^3 - 79/135*z + 1
*
[ -3 ] 
f(z) = 25/123*z^3 - 61/123*z + 1
*
[ 12/5 ] 
f(z) = 25/132*z^3 - 67/132*z + 1
*
-11/5 | 0.13322526333301944120769578219026885456 | 0.027284593035969676404209901375792516430
f(z) = 25/132*z^3 - 61/132*z + 1
*
[ -3 ] 
f(z) = 26/123*z^3 - 70/123*z + 1
*
[ -3 ] 
f(z) = 26/129*z^3 - 62/129*z + 1
*
[ 2/3 ] 
f(z) = 27/122*z^3 - 73/122*z + 1
*
[ 2/3 ] 
f(z) = 27/130*z^3 - 77/130*z + 1
*
[ 7/3 ] 
f(z) = 27/133*z^3 - 71/133*z + 1
*
[ 2/3 ] 
f(z) = 27/134*z^3 - 79/134*z + 1
*
5/3 | 0.28384363193314305649985193369557231250 | 0.029369426552460709368267340733930000203
f(z) = 28/125*z^3 - 73/126*z + 1
*
[ -3 ] 
f(z) = 28/129*z^3 - 80/129*z + 1
*
[ -3 ] 
f(z) = 29/138*z^3 - 77/138*z + 1
*
[ 2 ] 
f(z) = 31/122*z^3 - 63/122*z + 1
*
[ 2 ] 
f(z) = 31/126*z^3 - 61/126*z + 1
*
[ 3/4 ] 
f(z) = 32/129*z^3 - 61/129*z + 1
*
[ 2 ] 
f(z) = 33/122*z^3 - 71/122*z + 1
*
[ 2 ] 
f(z) = 33/130*z^3 - 67/130*z + 1
*
[ 2 ] 
f(z) = 33/134*z^3 - 65/134*z + 1
*
[ 2 ] 
f(z) = 35/122*z^3 - 79/122*z + 1
*
[ 2 ] 
f(z) = 35/134*z^3 - 73/134*z + 1
*
[ 2 ] 
f(z) = 35/138*z^3 - 71/138*z + 1
*
[ 2 ] 
f(z) = 37/138*z^3 - 79/138*z + 1
*
[ 10/13 ] 
f(z) = 39/125*z^3 - 63/130*z + 1
*
[ -22/7 ] 
f(z) = 21/121*z^3 - 61/154*z + 1
*
[ 15/7 ] 
f(z) = 26/125*z^3 - 62/147*z + 1
*
[ -20/7 ] 
f(z) = 28/125*z^3 - 67/140*z + 1
*
[ -11/4 ] 
f(z) = 29/121*z^3 - 79/176*z + 1
*
-35/17 | 0.24681395869390646971390521950551745417 | 0.029542020545182956148650535908669778095
f(z) = 34/125*z^3 - 77/170*z + 1
*
[ 15/8 ] 
f(z) = 34/135*z^3 - 67/160*z + 1
*
[ 12/7 ] 
f(z) = 35/128*z^3 - 65/168*z + 1
*
[ 15/8 ] 
f(z) = 29/125*z^3 - 67/192*z + 1
*
[ 5/6 ] 
f(z) = 31/125*z^3 - 67/180*z + 1
*
[ -22/9 ] 
f(z) = 36/121*z^3 - 73/198*z + 1
*
[ 20/21 ] 
f(z) = 36/125*z^3 - 61/196*z + 1
*
[ 5/6 ] 
f(z) = 37/125*z^3 - 73/180*z + 1
*
[ 4/5 ] 
f(z) = 21/128*z^3 - 71/200*z + 1
*
[ 4/5 ] 
f(z) = 23/128*z^3 - 73/200*z + 1
*
[ -35/12 ] 
f(z) = 24/125*z^3 - 61/210*z + 1
*
[ 4/5 ] 
f(z) = 27/128*z^3 - 77/200*z + 1
*
[ 6/7 ] 
f(z) = 28/135*z^3 - 67/210*z + 1
*
[ 4/5 ] 
f(z) = 29/128*z^3 - 79/200*z + 1
*
[ 8/9 ] 
f(z) = 33/128*z^3 - 71/216*z + 1
*
[ 8/5 ] 
f(z) = 37/128*z^3 - 73/200*z + 1
*
[ 8/9 ] 
f(z) = 39/128*z^3 - 79/216*z + 1
*
-12/11 | 0.22260890292457875854127558864139672045 | 0.025618253595471537330931544228789382376
f(z) = 22/135*z^3 - 61/220*z + 1
*
[ 25/18 ] 
f(z) = 36/125*z^3 - 62/225*z + 1
*
[ 2 ] 
f(z) = 23/121*z^3 - 63/242*z + 1
*
[ 2 ] 
f(z) = 23/123*z^3 - 61/246*z + 1
*
[ 10/11 ] 
f(z) = 23/125*z^3 - 61/242*z + 1
*
[ 15/7 ] 
f(z) = 23/135*z^3 - 61/245*z + 1
*
[ 2 ] 
f(z) = 24/121*z^3 - 71/242*z + 1
*
[ 2 ] 
f(z) = 24/125*z^3 - 67/250*z + 1
*
[ 2 ] 
f(z) = 24/127*z^3 - 65/254*z + 1
*
[ 2 ] 
f(z) = 25/121*z^3 - 79/242*z + 1
*
[ 2 ] 
f(z) = 25/123*z^3 - 77/246*z + 1
*
[ 2 ] 
f(z) = 25/127*z^3 - 73/254*z + 1
*
[ 2 ] 
f(z) = 25/129*z^3 - 71/258*z + 1
*
[ 2 ] 
f(z) = 26/129*z^3 - 79/258*z + 1
*
[ 15/8 ] 
f(z) = 28/125*z^3 - 77/240*z + 1
*
[ 10/11 ] 
f(z) = 28/125*z^3 - 69/242*z + 1
*
[ 3/2 ] 
f(z) = 34/123*z^3 - 71/246*z + 1
*
[ 3/2 ] 
f(z) = 34/129*z^3 - 67/258*z + 1
*
[ 2 ] 
f(z) = 24/131*z^3 - 61/262*z + 1
*
[ 2 ] 
f(z) = 25/131*z^3 - 69/262*z + 1
*
[ 2 ] 
f(z) = 25/133*z^3 - 67/266*z + 1
*
[ 2 ] 
f(z) = 25/137*z^3 - 63/274*z + 1
*
[ 2 ] 
f(z) = 25/139*z^3 - 61/278*z + 1
*
[ 2 ] 
f(z) = 26/131*z^3 - 77/262*z + 1
*
[ 2 ] 
f(z) = 26/133*z^3 - 75/266*z + 1
*
[ 2 ] 
f(z) = 26/135*z^3 - 73/270*z + 1
*
[ 2 ] 
f(z) = 26/137*z^3 - 71/274*z + 1
*
[ 2 ] 
f(z) = 26/139*z^3 - 69/278*z + 1
*
[ 2 ] 
f(z) = 27/137*z^3 - 79/274*z + 1
*
[ 2 ] 
f(z) = 27/139*z^3 - 77/278*z + 1
*
[ 11/12 ] 
f(z) = 30/121*z^3 - 79/264*z + 1
*
[ 11/10 ] 
f(z) = 32/121*z^3 - 63/275*z + 1
*
[ 10/9 ] 
f(z) = 33/125*z^3 - 61/270*z + 1
*
[ 11/10 ] 
f(z) = 36/121*z^3 - 74/275*z + 1
*
[ 10/9 ] 
f(z) = 39/125*z^3 - 77/270*z + 1
*
[ 11/2 ] 
f(z) = 20/121*z^3 - 46/11*z + 1
*
[ -11/2 ] 
f(z) = 20/121*z^3 - 42/11*z + 1
*
-6 | 0.21093290576208848695295421492231564671 | 0.028741806921609549245938458777475157053
f(z) = 22/135*z^3 - 57/10*z + 1
*
[ -6 ] 
f(z) = 22/135*z^3 - 47/10*z + 1
*
[ 6 ] 
f(z) = 23/135*z^3 - 53/10*z + 1
*
[ 11/2 ] 
f(z) = 24/121*z^3 - 57/11*z + 1
*
[ -11/2 ] 
f(z) = 24/121*z^3 - 53/11*z + 1
*
10/3 | 0.12450277691820901303994108030636912511 | 0.017063558810605898946956155647961598434
f(z) = 24/125*z^3 - 59/15*z + 1
*
5/4 | 0.074155268258094485558108459278773522905 | 0.010370348796950170152445364143420428020
f(z) = 24/125*z^3 - 51/10*z + 1
*
5 | 0.25593959691624219899277929349209572836 | 0.029491356464966294454444400456054836149
f(z) = 24/125*z^3 - 47/8*z + 1
*
5/4 | 0.17321678604628098925857562877426221192 | 0.024986381254571491777277097791930662981
f(z) = 24/125*z^3 - 41/10*z + 1
*
[ -10 ] 
f(z) = 27/125*z^3 - 41/2*z + 1
*
15/14 | 0.21199828453580155834022028145869873152 | 0.024368978117936675610467455298328386077
f(z) = 28/125*z^3 - 48/7*z + 1
*
[ 10 ] 
f(z) = 28/125*z^3 - 43/2*z + 1
*
[ 15/2 ] 
f(z) = 28/135*z^3 - 54/5*z + 1
*
15/4 | 0.14650193945947030607182931985239466637 | 0.020378150126687850744200776603269429421
f(z) = 32/125*z^3 - 53/15*z + 1
*
-35/8 | 0.20676566343553607490470964680342636712 | 0.028915437829668423133659119424997157099
f(z) = 32/125*z^3 - 51/10*z + 1
*
[ -10 ] 
f(z) = 32/125*z^3 - 49/2*z + 1
*
[ 15/4 ] 
f(z) = 32/125*z^3 - 43/15*z + 1
*
[ 10 ] 
f(z) = 33/125*z^3 - 51/2*z + 1
*
[ 15/2 ] 
f(z) = 36/125*z^3 - 46/3*z + 1
*
[ -10 ] 
f(z) = 37/125*z^3 - 57/2*z + 1
*
[ 10 ] 
f(z) = 38/125*z^3 - 59/2*z + 1
*
-10/3 | 0.17474275159070923049285180361059932783 | 0.020457163160475099999500115755308461974
f(z) = 39/125*z^3 - 41/12*z + 1
*
[ 11/3 ] 
f(z) = 21/121*z^3 - 53/33*z + 1
*
[ 5/14 ] 
f(z) = 21/125*z^3 - 51/28*z + 1
*
-8/3 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412
f(z) = 21/128*z^3 - 43/24*z + 1
*
40/11 | 0.22263027354115765928995256428752912565 | 0.025530602240406430353548428860982164939
f(z) = 22/125*z^3 - 49/22*z + 1
*
3/2 | 0.19303892479797511206559663743775346260 | 0.027539971865128338096716202770495419162
f(z) = 23/135*z^3 - 41/20*z + 1
*
[ -11/3 ] 
f(z) = 24/121*z^3 - 46/33*z + 1
*
[ 15/4 ] 
f(z) = 24/125*z^3 - 59/30*z + 1
*
-5/12 | 0.089414903113224629897581340492200954225 | 0.012574704581211488454739692120134520853
f(z) = 24/125*z^3 - 49/30*z + 1
*
12/5 | 0.18624832657052564250847466720048216793 | 0.027621477619209272793807632217228469258
f(z) = 25/128*z^3 - 53/24*z + 1
*
[ 2/5 ] 
f(z) = 25/128*z^3 - 49/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017618581499426106089418635604809690581
f(z) = 25/128*z^3 - 41/32*z + 1
*
[ 35/9 ] 
f(z) = 27/125*z^3 - 53/21*z + 1
*
20/9 | 0.16643063809374120142915858235510147463 | 0.023150195425863167067308077553851241359
f(z) = 27/125*z^3 - 53/30*z + 1
*
-10/3 | 0.089418759012223993312942091420500898143 | 0.012649379357836827686922852459096005314
f(z) = 27/125*z^3 - 47/20*z + 1
*
-20/9 | 0.16643060436942038935747139587732016610 | 0.024007480037714127218711757032331685743
f(z) = 27/125*z^3 - 41/30*z + 1
*
-4 | 0.15215062561983350945279262278098274362 | 0.022211361065404607779895607692828019694
f(z) = 27/128*z^3 - 59/24*z + 1
*
-8/9 | 0.089853445911228615017007583317683381835 | 0.013482582722166745435062447153397121696
f(z) = 27/128*z^3 - 49/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017455562643057112191380971515697292091
f(z) = 27/128*z^3 - 43/32*z + 1
*
-15/14 | 0.19751933674941187109478400425940929829 | 0.027134315890720486446723182293578986874
f(z) = 28/125*z^3 - 58/35*z + 1
*
5/2 | 0.090747860806733500444284539598603826153 | 0.012622860407298487649875036403886321358
f(z) = 28/125*z^3 - 53/35*z + 1
*
-15/4 | 0.089440837014750868176090074127874764638 | 0.012507980866658010414314117473818927822
f(z) = 28/125*z^3 - 51/20*z + 1
*
-5/7 | 0.19752064102811930982327769825765455632 | 0.023123774487300144954063343662467664059
f(z) = 28/125*z^3 - 41/28*z + 1
*
[ 3/7 ] 
f(z) = 28/135*z^3 - 48/35*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017302745791042850944244653123847693891
f(z) = 29/128*z^3 - 45/32*z + 1
*
3/2 | 0.18641495303292757325033654075534560725 | 0.026415470616972304753762147198128218077
f(z) = 29/135*z^3 - 43/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017159058179697357369238711063381505844
f(z) = 31/128*z^3 - 47/32*z + 1
*
-21/8 | 0.090839073962287598045478236702710865194 | 0.014476895483011191452000102611876366528
f(z) = 32/135*z^3 - 59/30*z + 1
*
5/3 | 0.22263065501822482964788691449114106409 | 0.025145591600198326159459762175432036806
f(z) = 33/125*z^3 - 56/33*z + 1
*
[ -10/3 ] 
f(z) = 33/125*z^3 - 49/30*z + 1
*
-8/3 | 0.19259507729798666699045279164340498997 | 0.028115551834625265330770378604743109651
f(z) = 33/128*z^3 - 59/24*z + 1
*
4/3 | 0.19254318627218000380017545894280291031 | 0.028555034068101545832259809055562283951
f(z) = 33/128*z^3 - 53/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017023580974632915146781000740329305965
f(z) = 33/128*z^3 - 49/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016895521800713955583921002364738107510
f(z) = 35/128*z^3 - 51/32*z + 1
*
-5/4 | 0.21457608686766854751692358984430494540 | 0.029847138733588291337616257513504613025
f(z) = 36/125*z^3 - 53/20*z + 1
*
-10/3 | 0.15407359074965288998517876740967725461 | 0.022073340184498465552742172665062750442
f(z) = 36/125*z^3 - 43/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016774193056436760505395740549709327188
f(z) = 37/128*z^3 - 53/32*z + 1
*
-8/3 | 0.074221954468429907231261573966539498344 | 0.010947317016532121711967429274543568800
f(z) = 39/128*z^3 - 55/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016658994623307594687258496339637420371
f(z) = 39/128*z^3 - 55/32*z + 1
*
-4/3 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412
f(z) = 39/128*z^3 - 43/24*z + 1
*
[ 4/7 ] 
f(z) = 21/128*z^3 - 45/56*z + 1
*
[ -15/4 ] 
f(z) = 22/135*z^3 - 41/40*z + 1
*
[ 3 ] 
f(z) = 23/126*z^3 - 41/42*z + 1
*
[ 35/12 ] 
f(z) = 24/125*z^3 - 41/42*z + 1
*
[ 3 ] 
f(z) = 25/126*z^3 - 47/42*z + 1
*
[ 11/4 ] 
f(z) = 28/121*z^3 - 49/44*z + 1
*
[ 3 ] 
f(z) = 29/126*z^3 - 59/42*z + 1
*
[ -25/8 ] 
f(z) = 32/125*z^3 - 59/50*z + 1
*
[ 11/5 ] 
f(z) = 35/121*z^3 - 47/55*z + 1
*
12/5 | 0.099787214223413283162732307924987009685 | 0.014798899700779589587118144197972583643
f(z) = 35/128*z^3 - 53/40*z + 1
*
[ 4/7 ] 
f(z) = 35/128*z^3 - 47/56*z + 1
*
-8/5 | 0.19266353536453549407105714388418532070 | 0.029487260782899058072957427657481771865
f(z) = 35/128*z^3 - 43/40*z + 1
*
-5/2 | 0.081380202270176789449162793943934999337 | 0.011583482805952639793659702067049333811
f(z) = 36/125*z^3 - 43/45*z + 1
*
[ -3 ] 
f(z) = 37/126*z^3 - 55/42*z + 1
*
-5/2 | 0.19303815431866461182894048862870440412 | 0.026395779711414983653029527520087777685
f(z) = 21/125*z^3 - 59/60*z + 1
*
[ 5/8 ] 
f(z) = 23/125*z^3 - 43/64*z + 1
*
[ 8/3 ] 
f(z) = 23/128*z^3 - 47/72*z + 1
*
[ 8/3 ] 
f(z) = 25/128*z^3 - 55/72*z + 1
*
[ 22/9 ] 
f(z) = 27/121*z^3 - 49/66*z + 1
*
-20/7 | 0.12709712619951783045071345352609832033 | 0.017020330858150589207951141380875935762
f(z) = 28/125*z^3 - 51/70*z + 1
*
[ 5/8 ] 
f(z) = 33/125*z^3 - 45/64*z + 1
*
[ -8/3 ] 
f(z) = 35/128*z^3 - 41/72*z + 1
*
[ 2 ] 
f(z) = 37/124*z^3 - 43/62*z + 1
*
[ -8/3 ] 
f(z) = 37/128*z^3 - 49/72*z + 1
*
[ 2 ] 
f(z) = 37/132*z^3 - 41/66*z + 1
*
[ 2 ] 
f(z) = 39/124*z^3 - 47/62*z + 1
*
[ 2/3 ] 
f(z) = 21/128*z^3 - 55/96*z + 1
*
[ -10/3 ] 
f(z) = 22/125*z^3 - 59/90*z + 1
*
-5/2 | 0.26360864474333244236224436983359991126 | 0.028193129431185284017485003022779570609
f(z) = 23/125*z^3 - 57/92*z + 1
*
[ 11/15 ] 
f(z) = 25/121*z^3 - 47/99*z + 1
*
[ 12/5 ] 
f(z) = 25/126*z^3 - 47/84*z + 1
*
[ -11/4 ] 
f(z) = 30/121*z^3 - 45/88*z + 1
*
[ 11/16 ] 
f(z) = 32/121*z^3 - 51/88*z + 1
*
[ 11/6 ] 
f(z) = 32/121*z^3 - 43/99*z + 1
*
[ 2/3 ] 
f(z) = 33/128*z^3 - 59/96*z + 1
*
[ 8/11 ] 
f(z) = 33/128*z^3 - 45/88*z + 1
*
[ 15/8 ] 
f(z) = 34/125*z^3 - 47/96*z + 1
*
[ 5/8 ] 
f(z) = 36/125*z^3 - 57/80*z + 1
*
[ 15/19 ] 
f(z) = 38/135*z^3 - 42/95*z + 1
*
-20/7 | 0.19751933674941187109478400425940929829 | 0.025088714201368033165306343988329095597
f(z) = 21/125*z^3 - 46/105*z + 1
*
[ 20/9 ] 
f(z) = 24/125*z^3 - 43/108*z + 1
*
[ 15/7 ] 
f(z) = 28/125*z^3 - 52/105*z + 1
*
[ 15/7 ] 
f(z) = 28/135*z^3 - 44/105*z + 1
*
[ -3 ] 
f(z) = 23/120*z^3 - 47/120*z + 1
*
[ -3 ] 
f(z) = 23/123*z^3 - 43/123*z + 1
*
[ 4/5 ] 
f(z) = 25/124*z^3 - 47/124*z + 1
*
[ -3 ] 
f(z) = 25/129*z^3 - 53/129*z + 1
*
[ -3 ] 
f(z) = 25/138*z^3 - 41/138*z + 1
*
[ 3/4 ] 
f(z) = 26/135*z^3 - 53/120*z + 1
*
[ 2 ] 
f(z) = 27/122*z^3 - 47/122*z + 1
*
[ 20/9 ] 
f(z) = 27/128*z^3 - 59/120*z + 1
*
[ 2 ] 
f(z) = 27/130*z^3 - 43/130*z + 1
*
[ 2 ] 
f(z) = 27/134*z^3 - 41/134*z + 1
*
[ 2 ] 
f(z) = 29/122*z^3 - 55/122*z + 1
*
[ 2 ] 
f(z) = 29/126*z^3 - 53/126*z + 1
*
[ 2 ] 
f(z) = 29/130*z^3 - 51/130*z + 1
*
[ 2 ] 
f(z) = 29/134*z^3 - 49/134*z + 1
*
[ 2 ] 
f(z) = 29/138*z^3 - 47/138*z + 1
*
[ 2 ] 
f(z) = 31/130*z^3 - 59/130*z + 1
*
[ 2 ] 
f(z) = 31/134*z^3 - 57/134*z + 1
*
[ 2 ] 
f(z) = 31/138*z^3 - 55/138*z + 1
*
[ 3/4 ] 
f(z) = 32/123*z^3 - 59/123*z + 1
*
[ 7/4 ] 
f(z) = 32/133*z^3 - 41/133*z + 1
*
[ 3/4 ] 
f(z) = 38/135*z^3 - 59/120*z + 1
*
[ 25/12 ] 
f(z) = 24/125*z^3 - 47/150*z + 1
*
[ 34/15 ] 
f(z) = 25/136*z^3 - 59/153*z + 1
*
[ 11/13 ] 
f(z) = 26/121*z^3 - 48/143*z + 1
*
[ 11/13 ] 
f(z) = 39/121*z^3 - 59/143*z + 1
*
[ 21/10 ] 
f(z) = 25/126*z^3 - 59/168*z + 1
*
[ -11/4 ] 
f(z) = 27/121*z^3 - 57/176*z + 1
*
[ 11/12 ] 
f(z) = 27/121*z^3 - 49/176*z + 1
*
[ 25/14 ] 
f(z) = 28/125*z^3 - 48/175*z + 1
*
[ 16/11 ] 
f(z) = 33/128*z^3 - 41/176*z + 1
*
[ 11/8 ] 
f(z) = 36/121*z^3 - 51/176*z + 1
*
[ 10/9 ] 
f(z) = 37/125*z^3 - 43/162*z + 1
*
[ 3/2 ] 
f(z) = 37/126*z^3 - 55/168*z + 1
*
[ 5/6 ] 
f(z) = 23/125*z^3 - 59/180*z + 1
*
[ 11/6 ] 
f(z) = 26/121*z^3 - 53/198*z + 1
*
[ 8/9 ] 
f(z) = 21/128*z^3 - 55/216*z + 1
*
[ 8/5 ] 
f(z) = 29/128*z^3 - 41/200*z + 1
*
[ 8/5 ] 
f(z) = 31/128*z^3 - 49/200*z + 1
*
[ 25/16 ] 
f(z) = 32/125*z^3 - 53/200*z + 1
*
[ -21/8 ] 
f(z) = 32/135*z^3 - 53/210*z + 1
*
[ 8/5 ] 
f(z) = 33/128*z^3 - 57/200*z + 1
*
[ 16/13 ] 
f(z) = 39/128*z^3 - 57/208*z + 1
*
[ 4/3 ] 
f(z) = 39/136*z^3 - 53/204*z + 1
*
[ 45/26 ] 
f(z) = 26/125*z^3 - 47/234*z + 1
*
[ 11/10 ] 
f(z) = 35/121*z^3 - 57/220*z + 1
*
[ 2 ] 
f(z) = 21/121*z^3 - 47/242*z + 1
*
[ 2 ] 
f(z) = 21/125*z^3 - 43/250*z + 1
*
[ 2 ] 
f(z) = 21/127*z^3 - 41/254*z + 1
*
[ 2 ] 
f(z) = 22/123*z^3 - 53/246*z + 1
*
[ 2 ] 
f(z) = 22/125*z^3 - 51/250*z + 1
*
[ 2 ] 
f(z) = 22/127*z^3 - 49/254*z + 1
*
[ 2 ] 
f(z) = 22/129*z^3 - 47/258*z + 1
*
[ 2 ] 
f(z) = 23/125*z^3 - 59/250*z + 1
*
[ 2 ] 
f(z) = 23/127*z^3 - 57/254*z + 1
*
[ 2 ] 
f(z) = 23/129*z^3 - 55/258*z + 1
*
[ -8/3 ] 
f(z) = 27/124*z^3 - 43/248*z + 1
*
[ 6/5 ] 
f(z) = 31/135*z^3 - 41/250*z + 1
*
[ 6/5 ] 
f(z) = 34/135*z^3 - 49/250*z + 1
*
[ 6/5 ] 
f(z) = 35/136*z^3 - 52/255*z + 1
*
[ 6/5 ] 
f(z) = 37/135*z^3 - 57/250*z + 1
*
[ 2 ] 
f(z) = 22/131*z^3 - 45/262*z + 1
*
[ 2 ] 
f(z) = 22/133*z^3 - 43/266*z + 1
*
[ 2 ] 
f(z) = 22/135*z^3 - 41/270*z + 1
*
[ 2 ] 
f(z) = 23/131*z^3 - 53/262*z + 1
*
[ 2 ] 
f(z) = 23/133*z^3 - 51/266*z + 1
*
[ 2 ] 
f(z) = 23/135*z^3 - 49/270*z + 1
*
[ 2 ] 
f(z) = 23/137*z^3 - 47/274*z + 1
*
[ 2 ] 
f(z) = 23/139*z^3 - 45/278*z + 1
*
[ 11/10 ] 
f(z) = 24/121*z^3 - 41/275*z + 1
*
[ 2 ] 
f(z) = 24/133*z^3 - 59/266*z + 1
*
[ 2 ] 
f(z) = 24/137*z^3 - 55/274*z + 1
*
[ 2 ] 
f(z) = 24/139*z^3 - 53/278*z + 1
*
[ 11/10 ] 
f(z) = 28/121*z^3 - 52/275*z + 1
*
[ 45/29 ] 
f(z) = 29/125*z^3 - 53/261*z + 1
*
[ 45/31 ] 
f(z) = 31/125*z^3 - 59/279*z + 1
*
[ 12/11 ] 
f(z) = 33/128*z^3 - 59/264*z + 1
*
[ -45/16 ] 
f(z) = 24/125*z^3 - 47/288*z + 1
*
[ 22/13 ] 
f(z) = 26/121*z^3 - 59/286*z + 1
*
[ 30/29 ] 
f(z) = 29/135*z^3 - 57/290*z + 1
*
[ 11/9 ] 
f(z) = 30/121*z^3 - 56/297*z + 1
*
-5/6 | 0.12866434576809352256243967069649520559 | 0.015347034369472909439300346763715199249
f(z) = 21/125*z^3 - 35/12*z + 1
*
-10/3 | 0.089415048291243495855471763888599851979 | 0.013440085553652916188843004075758323521
f(z) = 21/125*z^3 - 31/15*z + 1
*
15/7 | 0.12572665556542383337760055295585876842 | 0.015623672661628294313765131071325357540
f(z) = 21/125*z^3 - 25/7*z + 1
*
-5 | 0.12063884256296085121525503322122997457 | 0.017663614334406006999565120332045547375
f(z) = 22/125*z^3 - 37/10*z + 1
*
[ -10 ] 
f(z) = 22/125*z^3 - 33/2*z + 1
*
2 | 0.13744153684445411603602075574536876174 | 0.024517729170425000510555609441461341056
f(z) = 23/120*z^3 - 34/15*z + 1
*
[ 10 ] 
f(z) = 23/125*z^3 - 35/2*z + 1
*
5/2 | 0.18310801620505261604823848127995391509 | 0.027146271341411225915074855256393057515
f(z) = 24/125*z^3 - 34/15*z + 1
*
5/6 | 0.17507674155954215719488826856653746791 | 0.021189828692159263522786709885360164550
f(z) = 24/125*z^3 - 31/3*z + 1
*
-35/8 | 0.098095094259367462426269966773444534757 | 0.011872612115015238494743611012930176153
f(z) = 24/125*z^3 - 31/8*z + 1
*
[ -15/2 ] 
f(z) = 24/125*z^3 - 29/3*z + 1
*
-10/3 | 0.20493878106719512876953984706944108655 | 0.025467124824622459451256584061671848969
f(z) = 24/125*z^3 - 25/12*z + 1
*
35/12 | 0.22712957631803195554939534292830601326 | 0.028520222693952615807641518371588936224
f(z) = 24/125*z^3 - 23/6*z + 1
*
-5/2 | 0.089974657326694369901681780485712791490 | 0.014159492876402314780268668293973168060
f(z) = 24/125*z^3 - 23/10*z + 1
*
-24/5 | 0.12641614094938089965549513642496872884 | 0.019803557539762469410445036989518020422
f(z) = 25/128*z^3 - 37/8*z + 1
*
8/5 | 0.094087698452822210715235967132132643875 | 0.015008175691504611469757886958626448095
f(z) = 25/128*z^3 - 33/8*z + 1
*
4/5 | 0.13673509639372668104250600194430330180 | 0.022532219338507333107139564952538415746
f(z) = 25/128*z^3 - 27/8*z + 1
*
-8/5 | 0.17337749593853178632005086857100748785 | 0.029345812804765059125185281786026015605
f(z) = 25/128*z^3 - 23/8*z + 1
*
[ 16/5 ] 
f(z) = 25/128*z^3 - 21/16*z + 1
*
[ 2/5 ] 
f(z) = 25/136*z^3 - 26/17*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017754826310701073635663959624639661332
f(z) = 25/136*z^3 - 21/17*z + 1
*
[ 10/3 ] 
f(z) = 26/125*z^3 - 29/18*z + 1
*
[ 5 ] 
f(z) = 26/125*z^3 - 22/5*z + 1
*
[ 11/3 ] 
f(z) = 27/121*z^3 - 25/11*z + 1
*
10/3 | 0.18435695534848820929596372497908088914 | 0.026888059142267524868392105248335359755
f(z) = 27/125*z^3 - 38/15*z + 1
*
[ 20/3 ] 
f(z) = 27/125*z^3 - 35/4*z + 1
*
-5/9 | 0.093558328781144989731211342811139627590 | 0.013870281771267663905808431875210148252
f(z) = 27/125*z^3 - 34/15*z + 1
*
10/9 | 0.12930028250062240937260329094171699777 | 0.015649427854494232537151522138201425263
f(z) = 27/125*z^3 - 31/6*z + 1
*
5/3 | 0.089414250973870910533334493493078325206 | 0.013648779499095928842765148558575312260
f(z) = 27/125*z^3 - 28/15*z + 1
*
[ 5 ] 
f(z) = 27/125*z^3 - 23/5*z + 1
*
[ 5/12 ] 
f(z) = 27/125*z^3 - 23/16*z + 1
*
4/3 | 0.077890749725102361346944003553872401742 | 0.012424557894818884660797047659697326968
f(z) = 27/128*z^3 - 33/8*z + 1
*
4/3 | 0.16379494033238722544528932728905416307 | 0.027338047157676890580797322408056611921
f(z) = 27/128*z^3 - 25/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017595082116857470705801235599896775103
f(z) = 27/136*z^3 - 22/17*z + 1
*
[ 15/4 ] 
f(z) = 28/125*z^3 - 29/12*z + 1
*
-30/7 | 0.20993895765117880474636018572710595311 | 0.025961947329313904142660668414345468224
f(z) = 28/125*z^3 - 26/7*z + 1
*
[ 5 ] 
f(z) = 28/125*z^3 - 24/5*z + 1
*
[ -5 ] 
f(z) = 28/125*z^3 - 22/5*z + 1
*
2 | 0.16843248252618803596558638592717041660 | 0.029599620881277981177143904596337584940
f(z) = 29/120*z^3 - 37/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.013212228519722597590074264290491079207
f(z) = 29/120*z^3 - 22/15*z + 1
*
[ -5 ] 
f(z) = 29/125*z^3 - 23/5*z + 1
*
[ -10/3 ] 
f(z) = 29/125*z^3 - 23/18*z + 1
*
[ 4 ] 
f(z) = 29/128*z^3 - 23/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017445102817202305753028189542901716852
f(z) = 29/136*z^3 - 23/17*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.013099608370119913948015044616693095483
f(z) = 31/120*z^3 - 23/15*z + 1
*
[ 10/3 ] 
f(z) = 31/125*z^3 - 37/18*z + 1
*
[ 5 ] 
f(z) = 31/125*z^3 - 27/5*z + 1
*
[ 4 ] 
f(z) = 31/128*z^3 - 25/8*z + 1
*
[ -4 ] 
f(z) = 31/128*z^3 - 21/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017303884081500400611012288025881317103
f(z) = 31/136*z^3 - 24/17*z + 1
*
15/4 | 0.11538935950597494148853105965484170660 | 0.016894999166988389282015671696843788767
f(z) = 32/125*z^3 - 37/10*z + 1
*
-15/4 | 0.11684764052185879718512559251227243018 | 0.014142263922013502056689148711364185796
f(z) = 32/125*z^3 - 31/9*z + 1
*
[ 5 ] 
f(z) = 32/125*z^3 - 28/5*z + 1
*
-35/16 | 0.23386795855091192496786965986788966613 | 0.029705680818405670998332206117281642464
f(z) = 32/125*z^3 - 21/8*z + 1
*
15/8 | 0.089414472205915265043738652930430740427 | 0.014275712394012446179113315120741310763
f(z) = 32/125*z^3 - 21/10*z + 1
*
[ -15/4 ] 
f(z) = 32/135*z^3 - 31/15*z + 1
*
[ 3 ] 
f(z) = 32/135*z^3 - 22/15*z + 1
*
-10/3 | 0.10280660625625162953680954024458841221 | 0.015379592778849095256363473745985720389
f(z) = 33/125*z^3 - 32/15*z + 1
*
[ 5 ] 
f(z) = 33/125*z^3 - 29/5*z + 1
*
[ -5 ] 
f(z) = 33/125*z^3 - 27/5*z + 1
*
[ 4 ] 
f(z) = 33/128*z^3 - 27/8*z + 1
*
[ -4 ] 
f(z) = 33/128*z^3 - 23/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017170562686747039529481209704831838289
f(z) = 33/136*z^3 - 25/17*z + 1
*
[ -10/3 ] 
f(z) = 34/125*z^3 - 31/18*z + 1
*
[ -5 ] 
f(z) = 34/125*z^3 - 28/5*z + 1
*
[ 4 ] 
f(z) = 35/128*z^3 - 29/8*z + 1
*
[ -4 ] 
f(z) = 35/128*z^3 - 25/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017044391837235268812096288212180270247
f(z) = 35/136*z^3 - 26/17*z + 1
*
[ 11/3 ] 
f(z) = 36/121*z^3 - 36/11*z + 1
*
[ -11/3 ] 
f(z) = 36/121*z^3 - 30/11*z + 1
*
[ 5 ] 
f(z) = 36/125*z^3 - 32/5*z + 1
*
-5/2 | 0.12207020516684359007782537672138559813 | 0.018348522226934937680625044575297731043
f(z) = 36/125*z^3 - 31/15*z + 1
*
5/3 | 0.11075934424734252528053519654409339446 | 0.016816953770966732091319532149113800779
f(z) = 36/125*z^3 - 29/10*z + 1
*
-2 | 0.068312582483591413015786216622235506365 | 0.012798518992002039374990188091353720335
f(z) = 37/120*z^3 - 26/15*z + 1
*
[ 5 ] 
f(z) = 37/125*z^3 - 33/5*z + 1
*
[ -5 ] 
f(z) = 37/125*z^3 - 31/5*z + 1
*
[ 4 ] 
f(z) = 37/128*z^3 - 31/8*z + 1
*
[ -4 ] 
f(z) = 37/128*z^3 - 27/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016924721582149345502818286434739416307
f(z) = 37/136*z^3 - 27/17*z + 1
*
[ 5 ] 
f(z) = 38/125*z^3 - 34/5*z + 1
*
[ -5 ] 
f(z) = 38/125*z^3 - 32/5*z + 1
*
[ 3 ] 
f(z) = 38/135*z^3 - 28/15*z + 1
*
-5/3 | 0.19202331581789457399628169682345052064 | 0.028467989239928375093732487164942736337
f(z) = 39/125*z^3 - 34/15*z + 1
*
[ -5 ] 
f(z) = 39/125*z^3 - 33/5*z + 1
*
[ 4 ] 
f(z) = 39/128*z^3 - 33/8*z + 1
*
[ -4 ] 
f(z) = 39/128*z^3 - 29/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016810983128766988013675399342685023736
f(z) = 39/136*z^3 - 28/17*z + 1
*
[ -11/3 ] 
f(z) = 21/121*z^3 - 35/33*z + 1
*
[ 5/9 ] 
f(z) = 21/125*z^3 - 23/27*z + 1
*
-4/3 | 0.089852412294807725294826386114948814380 | 0.014075713778347224685603829434203093218
f(z) = 21/128*z^3 - 37/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017980507405407260501685220423548959742
f(z) = 21/128*z^3 - 37/32*z + 1
*
8/3 | 0.089852412294807725294826386114948814380 | 0.014996736038132539072647073219291513623
f(z) = 21/128*z^3 - 25/24*z + 1
*
5/2 | 0.22263027354115765928995256428752912565 | 0.026945311615942463228099523639459866101
f(z) = 22/125*z^3 - 31/22*z + 1
*
[ -15/4 ] 
f(z) = 22/125*z^3 - 29/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.017793064231102084293998755529899234130
f(z) = 23/128*z^3 - 39/32*z + 1
*
[ 20/7 ] 
f(z) = 28/125*z^3 - 33/28*z + 1
*
-15/14 | 0.13791052517777852388734847339918012645 | 0.020358129210271891379320340239401237201
f(z) = 28/125*z^3 - 23/35*z + 1
*
[ -15/4 ] 
f(z) = 28/135*z^3 - 33/20*z + 1
*
-3/2 | 0.10921101988933891310224589648402657414 | 0.015940457168376244572742177784238607751
f(z) = 28/135*z^3 - 33/35*z + 1
*
-15/8 | 0.12207019843427531219841872379204006186 | 0.018348521214954344036296409617832523997
f(z) = 32/125*z^3 - 31/30*z + 1
*
-3 | 0.11883716435261362724768852471577672724 | 0.017658286919225561806583725584343159746
f(z) = 32/135*z^3 - 31/20*z + 1
*
15/8 | 0.15044788553392094525291376756294003703 | 0.026873266544710018134041227016886953648
f(z) = 32/135*z^3 - 29/30*z + 1
*
[ 5/2 ] 
f(z) = 33/125*z^3 - 21/20*z + 1
*
[ 8/3 ] 
f(z) = 33/128*z^3 - 29/24*z + 1
*
[ 10/17 ] 
f(z) = 34/125*z^3 - 27/34*z + 1
*
[ -35/12 ] 
f(z) = 36/125*z^3 - 31/28*z + 1
*
[ 5/12 ] 
f(z) = 36/125*z^3 - 29/20*z + 1
*
[ 2 ] 
f(z) = 37/128*z^3 - 21/32*z + 1
*
-5/2 | 0.25299381278382821017590166728323602773 | 0.029792454712351427392248254157901456265
f(z) = 38/125*z^3 - 39/38*z + 1
*
[ 5/8 ] 
f(z) = 38/125*z^3 - 23/32*z + 1
*
[ 5/2 ] 
f(z) = 39/125*z^3 - 27/20*z + 1
*
[ 8/3 ] 
f(z) = 39/128*z^3 - 37/24*z + 1
*
[ 2 ] 
f(z) = 39/128*z^3 - 23/32*z + 1
*
[ 11/4 ] 
f(z) = 20/121*z^3 - 27/44*z + 1
*
[ 2/3 ] 
f(z) = 21/136*z^3 - 29/51*z + 1
*
[ 5/7 ] 
f(z) = 22/125*z^3 - 24/49*z + 1
*
[ 5/8 ] 
f(z) = 24/125*z^3 - 27/40*z + 1
*
[ 3/5 ] 
f(z) = 25/126*z^3 - 31/42*z + 1
*
[ 5/7 ] 
f(z) = 27/125*z^3 - 25/49*z + 1
*
[ -3 ] 
f(z) = 29/126*z^3 - 31/42*z + 1
*
[ 11/5 ] 
f(z) = 30/121*z^3 - 36/55*z + 1
*
[ -3 ] 
f(z) = 31/126*z^3 - 37/42*z + 1
*
[ 5/7 ] 
f(z) = 32/125*z^3 - 26/49*z + 1
*
[ 9/4 ] 
f(z) = 32/135*z^3 - 29/45*z + 1
*
[ 2/3 ] 
f(z) = 33/136*z^3 - 31/51*z + 1
*
[ -11/4 ] 
f(z) = 36/121*z^3 - 39/44*z + 1
*
[ 5/7 ] 
f(z) = 37/125*z^3 - 27/49*z + 1
*
[ 15/19 ] 
f(z) = 38/125*z^3 - 26/57*z + 1
*
[ 2/3 ] 
f(z) = 39/136*z^3 - 32/51*z + 1
*
[ -35/11 ] 
f(z) = 22/125*z^3 - 36/77*z + 1
*
-28/15 | 0.14555898254578083912346558435149973443 | 0.020648846697085682712037204148500831414
f(z) = 25/128*z^3 - 31/72*z + 1
*
[ 4/5 ] 
f(z) = 25/136*z^3 - 25/68*z + 1
*
[ 2/3 ] 
f(z) = 27/124*z^3 - 37/62*z + 1
*
[ 2 ] 
f(z) = 27/124*z^3 - 23/62*z + 1
*
-5/2 | 0.089415555252578349261828187491323583243 | 0.012226563746173929302407767395578982385
f(z) = 27/125*z^3 - 37/60*z + 1
*
[ 20/9 ] 
f(z) = 27/125*z^3 - 31/60*z + 1
*
[ -25/9 ] 
f(z) = 27/125*z^3 - 23/75*z + 1
*
[ 11/14 ] 
f(z) = 28/121*z^3 - 32/77*z + 1
*
[ 2 ] 
f(z) = 29/124*z^3 - 27/62*z + 1
*
[ 2 ] 
f(z) = 29/132*z^3 - 25/66*z + 1
*
[ 11/6 ] 
f(z) = 30/121*z^3 - 25/66*z + 1
*
[ -8/3 ] 
f(z) = 31/128*z^3 - 25/72*z + 1
*
[ 2 ] 
f(z) = 31/132*z^3 - 29/66*z + 1
*
[ 2 ] 
f(z) = 33/124*z^3 - 35/62*z + 1
*
[ 5/6 ] 
f(z) = 33/125*z^3 - 23/60*z + 1
*
[ 11/7 ] 
f(z) = 35/121*z^3 - 27/77*z + 1
*
[ 2 ] 
f(z) = 35/124*z^3 - 39/62*z + 1
*
[ 2 ] 
f(z) = 35/132*z^3 - 37/66*z + 1
*
[ 35/18 ] 
f(z) = 36/125*z^3 - 38/63*z + 1
*
[ 5/6 ] 
f(z) = 22/125*z^3 - 29/90*z + 1
*
[ -11/4 ] 
f(z) = 26/121*z^3 - 23/88*z + 1
*
[ 5/6 ] 
f(z) = 26/125*z^3 - 31/90*z + 1
*
[ 11/6 ] 
f(z) = 28/121*z^3 - 32/99*z + 1
*
[ 15/8 ] 
f(z) = 28/135*z^3 - 21/80*z + 1
*
[ 3/4 ] 
f(z) = 31/135*z^3 - 37/80*z + 1
*
[ 11/12 ] 
f(z) = 32/121*z^3 - 31/99*z + 1
*
[ 10/7 ] 
f(z) = 34/125*z^3 - 25/98*z + 1
*
[ 15/17 ] 
f(z) = 34/135*z^3 - 28/85*z + 1
*
[ 11/9 ] 
f(z) = 36/121*z^3 - 26/99*z + 1
*
[ 10/9 ] 
f(z) = 36/125*z^3 - 23/90*z + 1
*
[ 5/4 ] 
f(z) = 37/125*z^3 - 21/80*z + 1
*
[ 3/4 ] 
f(z) = 37/135*z^3 - 39/80*z + 1
*
[ 5/6 ] 
f(z) = 38/125*z^3 - 37/90*z + 1
*
[ 10/7 ] 
f(z) = 39/125*z^3 - 33/98*z + 1
*
[ 5/4 ] 
f(z) = 39/125*z^3 - 23/80*z + 1
*
[ 16/7 ] 
f(z) = 21/128*z^3 - 33/112*z + 1
*
[ 10/11 ] 
f(z) = 22/125*z^3 - 27/110*z + 1
*
[ 11/10 ] 
f(z) = 30/121*z^3 - 23/110*z + 1
*
[ 2 ] 
f(z) = 21/122*z^3 - 23/122*z + 1
*
[ -3 ] 
f(z) = 22/123*z^3 - 34/123*z + 1
*
[ -3 ] 
f(z) = 22/129*z^3 - 26/129*z + 1
*
[ 2 ] 
f(z) = 23/122*z^3 - 31/122*z + 1
*
[ 2 ] 
f(z) = 23/126*z^3 - 29/126*z + 1
*
[ -3 ] 
f(z) = 23/129*z^3 - 35/129*z + 1
*
[ 2 ] 
f(z) = 23/130*z^3 - 27/130*z + 1
*
[ -3 ] 
f(z) = 23/132*z^3 - 31/132*z + 1
*
[ 2 ] 
f(z) = 23/134*z^3 - 25/134*z + 1
*
[ 2 ] 
f(z) = 25/122*z^3 - 39/122*z + 1
*
[ 2 ] 
f(z) = 25/126*z^3 - 37/126*z + 1
*
[ 2 ] 
f(z) = 25/134*z^3 - 33/134*z + 1
*
[ 2 ] 
f(z) = 25/138*z^3 - 31/138*z + 1
*
-35/13 | 0.17230224445081132274871391473842158187 | 0.021307630776118674058536233454075500549
f(z) = 26/125*z^3 - 27/130*z + 1
*
[ 5/3 ] 
f(z) = 27/130*z^3 - 23/130*z + 1
*
[ 3/2 ] 
f(z) = 28/123*z^3 - 22/123*z + 1
*
[ 3/2 ] 
f(z) = 32/123*z^3 - 31/123*z + 1
*
[ 35/24 ] 
f(z) = 32/125*z^3 - 29/126*z + 1
*
[ 3/2 ] 
f(z) = 32/129*z^3 - 29/129*z + 1
*
[ 5/4 ] 
f(z) = 32/135*z^3 - 23/135*z + 1
*
[ 7/6 ] 
f(z) = 36/133*z^3 - 30/133*z + 1
*
[ 16/15 ] 
f(z) = 25/128*z^3 - 23/144*z + 1
*
[ 12/7 ] 
f(z) = 28/135*z^3 - 27/140*z + 1
*
[ -11/4 ] 
f(z) = 25/121*z^3 - 35/176*z + 1
*
[ 11/8 ] 
f(z) = 28/121*z^3 - 29/176*z + 1
*
[ 3/2 ] 
f(z) = 29/126*z^3 - 31/168*z + 1
*
[ 3/2 ] 
f(z) = 31/126*z^3 - 37/168*z + 1
*
[ 10/9 ] 
f(z) = 32/125*z^3 - 35/162*z + 1
*
[ 15/11 ] 
f(z) = 33/125*z^3 - 37/165*z + 1
*
[ 22/15 ] 
f(z) = 25/121*z^3 - 25/198*z + 1
*
[ 6/5 ] 
f(z) = 25/124*z^3 - 23/186*z + 1
*
[ 15/13 ] 
f(z) = 26/125*z^3 - 28/195*z + 1
*
[ 8/5 ] 
f(z) = 27/128*z^3 - 33/200*z + 1
*
[ 4/3 ] 
f(z) = 33/136*z^3 - 37/204*z + 1
*
[ 20/11 ] 
f(z) = 22/125*z^3 - 29/220*z + 1
*
[ -14/5 ] 
f(z) = 25/128*z^3 - 39/224*z + 1
*
[ 2 ] 
f(z) = 20/121*z^3 - 39/242*z + 1
*
[ 2 ] 
f(z) = 20/123*z^3 - 37/246*z + 1
*
[ 2 ] 
f(z) = 20/127*z^3 - 33/254*z + 1
*
[ 2 ] 
f(z) = 20/129*z^3 - 31/258*z + 1
*
[ 6/5 ] 
f(z) = 25/123*z^3 - 31/246*z + 1
*
[ 8/5 ] 
f(z) = 25/124*z^3 - 35/248*z + 1
*
[ 6/5 ] 
f(z) = 25/129*z^3 - 29/258*z + 1
*
[ 3/2 ] 
f(z) = 26/123*z^3 - 35/246*z + 1
*
[ 3/2 ] 
f(z) = 26/129*z^3 - 31/258*z + 1
*
[ 4/3 ] 
f(z) = 27/122*z^3 - 35/244*z + 1
*
[ 10/9 ] 
f(z) = 27/136*z^3 - 37/255*z + 1
*
[ 6/5 ] 
f(z) = 28/135*z^3 - 33/250*z + 1
*
[ 2 ] 
f(z) = 20/131*z^3 - 29/262*z + 1
*
[ 2 ] 
f(z) = 20/133*z^3 - 27/266*z + 1
*
[ 2 ] 
f(z) = 20/137*z^3 - 23/274*z + 1
*
[ 2 ] 
f(z) = 20/139*z^3 - 21/278*z + 1
*
[ 10/9 ] 
f(z) = 21/125*z^3 - 29/270*z + 1
*
[ 2 ] 
f(z) = 21/131*z^3 - 37/262*z + 1
*
[ 2 ] 
f(z) = 21/137*z^3 - 31/274*z + 1
*
[ 2 ] 
f(z) = 21/139*z^3 - 29/278*z + 1
*
[ 2 ] 
f(z) = 22/137*z^3 - 39/274*z + 1
*
[ 2 ] 
f(z) = 22/139*z^3 - 37/278*z + 1
*
[ 10/9 ] 
f(z) = 24/125*z^3 - 37/270*z + 1
*
[ 7/4 ] 
f(z) = 24/133*z^3 - 33/266*z + 1
*
[ 8/5 ] 
f(z) = 25/132*z^3 - 29/264*z + 1
*
[ -14/5 ] 
f(z) = 25/133*z^3 - 31/266*z + 1
*
[ 20/13 ] 
f(z) = 26/125*z^3 - 37/260*z + 1
*
[ 4/3 ] 
f(z) = 27/130*z^3 - 31/260*z + 1
*
[ 4/3 ] 
f(z) = 27/134*z^3 - 29/268*z + 1
*
[ 11/9 ] 
f(z) = 21/121*z^3 - 23/297*z + 1
*
[ 11/9 ] 
f(z) = 24/121*z^3 - 34/297*z + 1
*
[ 5 ] 
f(z) = 21/125*z^3 - 17/5*z + 1
*
-5 | 0.20623451430747065201911793399372069224 | 0.027618088408803522828137337588059883658
f(z) = 21/125*z^3 - 14/3*z + 1
*
10/3 | 0.11544738942321073371376194058600474579 | 0.015976204018156732309783414891258062706
f(z) = 21/125*z^3 - 11/3*z + 1
*
[ 10/3 ] 
f(z) = 21/125*z^3 - 7/6*z + 1
*
[ -5 ] 
f(z) = 21/125*z^3 - 3*z + 1
*
[ 5/3 ] 
f(z) = 21/125*z^3 - 1/15*z + 1
*
[ 5/4 ] 
f(z) = 21/125*z^3 - 1/16*z + 1
*
[ 4 ] 
f(z) = 21/128*z^3 - 15/8*z + 1
*
[ -4 ] 
f(z) = 21/128*z^3 - 11/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.018108529870306058643614341870248353364
f(z) = 21/136*z^3 - 19/17*z + 1
*
[ 2 ] 
f(z) = 21/136*z^3 - 2/17*z + 1
*
[ 5 ] 
f(z) = 22/125*z^3 - 18/5*z + 1
*
[ -5 ] 
f(z) = 22/125*z^3 - 16/5*z + 1
*
[ 5/2 ] 
f(z) = 22/125*z^3 - 1/2*z + 1
*
[ 3 ] 
f(z) = 22/135*z^3 - 4/5*z + 1
*
[ -3 ] 
f(z) = 22/135*z^3 - 2/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.013597778811926208706221840261032501870
f(z) = 23/120*z^3 - 19/15*z + 1
*
[ 2 ] 
f(z) = 23/120*z^3 - 4/15*z + 1
*
[ 5 ] 
f(z) = 23/125*z^3 - 19/5*z + 1
*
[ -5 ] 
f(z) = 23/125*z^3 - 17/5*z + 1
*
[ 5/3 ] 
f(z) = 23/125*z^3 - 1/9*z + 1
*
[ 4 ] 
f(z) = 23/128*z^3 - 17/8*z + 1
*
[ -4 ] 
f(z) = 23/128*z^3 - 13/8*z + 1
*
[ 3 ] 
f(z) = 23/135*z^3 - 13/15*z + 1
*
[ -3 ] 
f(z) = 23/135*z^3 - 1/5*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.017925512265908884612297196634168532821
f(z) = 23/136*z^3 - 20/17*z + 1
*
[ 2 ] 
f(z) = 23/136*z^3 - 3/17*z + 1
*
5/6 | 0.091752019455114432070874795855250915601 | 0.011975682978183151016773869714490996755
f(z) = 24/125*z^3 - 17/6*z + 1
*
-5/4 | 0.089414903113224629897581340492200954225 | 0.012373694559379891148297428298525625864
f(z) = 24/125*z^3 - 11/6*z + 1
*
5/2 | 0.089413217357450020811153296290343757751 | 0.015918971202973858984191963018160741449
f(z) = 24/125*z^3 - 11/10*z + 1
*
[ -10/3 ] 
f(z) = 24/125*z^3 - 5/6*z + 1
*
[ 5 ] 
f(z) = 24/125*z^3 - 4*z + 1
*
[ 5/2 ] 
f(z) = 24/125*z^3 - 3/5*z + 1
*
[ 5/3 ] 
f(z) = 24/125*z^3 - 2/15*z + 1
*
[ 5/6 ] 
f(z) = 24/125*z^3 - 1/3*z + 1
*
[ 5/4 ] 
f(z) = 24/125*z^3 - 1/10*z + 1
*
[ 11/5 ] 
f(z) = 25/121*z^3 - 5/11*z + 1
*
[ -16/5 ] 
f(z) = 25/128*z^3 - 11/16*z + 1
*
[ 8/5 ] 
f(z) = 25/128*z^3 - 1/8*z + 1
*
[ 2 ] 
f(z) = 25/136*z^3 - 4/17*z + 1
*
[ 5/2 ] 
f(z) = 26/125*z^3 - 7/10*z + 1
*
[ -5 ] 
f(z) = 26/125*z^3 - 4*z + 1
*
[ 5/4 ] 
f(z) = 26/125*z^3 - 1/8*z + 1
*
[ 3 ] 
f(z) = 26/135*z^3 - 16/15*z + 1
*
[ -3 ] 
f(z) = 26/135*z^3 - 2/5*z + 1
*
[ 3/2 ] 
f(z) = 26/135*z^3 - 1/10*z + 1
*
[ -11/3 ] 
f(z) = 27/121*z^3 - 19/11*z + 1
*
[ 10/3 ] 
f(z) = 27/125*z^3 - 17/10*z + 1
*
10/9 | 0.089415555252578349261828187491323583243 | 0.011670722338127332205653498894147704107
f(z) = 27/125*z^3 - 17/12*z + 1
*
35/9 | 0.12820572901946210875675900478211192224 | 0.017168790444531087118889486629304969434
f(z) = 27/125*z^3 - 14/3*z + 1
*
-40/9 | 0.18403302796326841697537144778390345526 | 0.025467437726480121219634981846150557442
f(z) = 27/125*z^3 - 11/3*z + 1
*
10/3 | 0.089414226887306837208753034185569194787 | 0.015919150937885476763346628868003421619
f(z) = 27/125*z^3 - 11/5*z + 1
*
[ -10/3 ] 
f(z) = 27/125*z^3 - 11/10*z + 1
*
10/9 | 0.13612096336598665947617111490878591512 | 0.019705527753734232757362427254787554090
f(z) = 27/125*z^3 - 8/3*z + 1
*
-5/18 | 0.10652899617288190582758713846735428985 | 0.014566632828532385645737444403213827040
f(z) = 27/125*z^3 - 5/12*z + 1
*
[ 5/2 ] 
f(z) = 27/125*z^3 - 3/4*z + 1
*
-5/3 | 0.089414250973870910533334493493078325206 | 0.015086108816286632728601204350648463358
f(z) = 27/125*z^3 - 2/3*z + 1
*
[ 5/3 ] 
f(z) = 27/125*z^3 - 1/5*z + 1
*
[ 10/9 ] 
f(z) = 27/125*z^3 - 1/6*z + 1
*
[ -4 ] 
f(z) = 27/128*z^3 - 17/8*z + 1
*
[ 8/3 ] 
f(z) = 27/128*z^3 - 7/8*z + 1
*
-8/3 | 0.064180294496291232353447418653534867414 | 0.013227513227513227513227513227513227513
f(z) = 27/128*z^3 - 5/8*z + 1
*
[ 2/3 ] 
f(z) = 27/136*z^3 - 10/17*z + 1
*
[ 2 ] 
f(z) = 27/136*z^3 - 5/17*z + 1
*
[ 5/8 ] 
f(z) = 28/125*z^3 - 11/16*z + 1
*
-5/2 | 0.19751933674941187109478400425940929829 | 0.029157485796592807423379144068439816789
f(z) = 28/125*z^3 - 5/7*z + 1
*
[ 5/2 ] 
f(z) = 28/125*z^3 - 4/5*z + 1
*
[ 5/3 ] 
f(z) = 28/125*z^3 - 2/9*z + 1
*
[ -3 ] 
f(z) = 28/135*z^3 - 8/15*z + 1
*
[ 3 ] 
f(z) = 28/135*z^3 - 6/5*z + 1
*
[ 3/2 ] 
f(z) = 28/135*z^3 - 2/15*z + 1
*
[ 2 ] 
f(z) = 29/120*z^3 - 7/15*z + 1
*
[ 5 ] 
f(z) = 29/125*z^3 - 5*z + 1
*
[ -4 ] 
f(z) = 29/128*z^3 - 19/8*z + 1
*
[ 3 ] 
f(z) = 29/135*z^3 - 19/15*z + 1
*
[ -3 ] 
f(z) = 29/135*z^3 - 3/5*z + 1
*
[ 2 ] 
f(z) = 29/136*z^3 - 6/17*z + 1
*
[ 2 ] 
f(z) = 31/120*z^3 - 8/15*z + 1
*
[ -5 ] 
f(z) = 31/125*z^3 - 5*z + 1
*
[ 5/4 ] 
f(z) = 31/125*z^3 - 3/16*z + 1
*
[ -3 ] 
f(z) = 31/135*z^3 - 11/15*z + 1
*
[ 3 ] 
f(z) = 31/135*z^3 - 7/5*z + 1
*
[ 2 ] 
f(z) = 31/136*z^3 - 7/17*z + 1
*
[ 11/4 ] 
f(z) = 32/121*z^3 - 15/11*z + 1
*
[ -11/4 ] 
f(z) = 32/121*z^3 - 7/11*z + 1
*
-15/4 | 0.22126562198636790503931845122080644482 | 0.028466828941766673663347407699941191133
f(z) = 32/125*z^3 - 19/6*z + 1
*
-5/2 | 0.089413217357450020811153296290343757751 | 0.014773942495189743663614476741399357272
f(z) = 32/125*z^3 - 17/10*z + 1
*
35/24 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = 32/125*z^3 - 17/18*z + 1
*
5/4 | 0.16857846704559446452387119738328136885 | 0.028136437380233777441410208707991856534
f(z) = 32/125*z^3 - 16/5*z + 1
*
-5/8 | 0.14684094541826853328007694990937846945 | 0.019484322495359154828154979711765041586
f(z) = 32/125*z^3 - 15/2*z + 1
*
5/2 | 0.089422999447755811274856001277183193030 | 0.012095200495582017389219699742862402228
f(z) = 32/125*z^3 - 13/8*z + 1
*
[ 5/12 ] 
f(z) = 32/125*z^3 - 13/9*z + 1
*
-5/4 | 0.089413869496803740175400143289466386770 | 0.015919087308711903087272648635170277965
f(z) = 32/125*z^3 - 11/10*z + 1
*
5/2 | 0.095645173951660758137297601006906087748 | 0.014118986256754432419172878446036530294
f(z) = 32/125*z^3 - 7/2*z + 1
*
[ -15/4 ] 
f(z) = 32/125*z^3 - 7/3*z + 1
*
-5/8 | 0.095347919839473151936200509271144867572 | 0.014810748383463540880395896553735261870
f(z) = 32/125*z^3 - 5/2*z + 1
*
-15/4 | 0.15124184254703607283366305612818699957 | 0.024336505239233735713035586106459625773
f(z) = 32/125*z^3 - 4*z + 1
*
[ 5/2 ] 
f(z) = 32/125*z^3 - z + 1
*
[ 3/8 ] 
f(z) = 32/135*z^3 - 17/10*z + 1
*
15/4 | 0.097908738657890157904733347971576394737 | 0.016134125274199811371658564782615107716
f(z) = 32/135*z^3 - 16/5*z + 1
*
[ 15/4 ] 
f(z) = 32/135*z^3 - 13/5*z + 1
*
[ 3/4 ] 
f(z) = 32/135*z^3 - 7/15*z + 1
*
[ -3 ] 
f(z) = 32/135*z^3 - 4/5*z + 1
*
[ 3/2 ] 
f(z) = 32/135*z^3 - 1/5*z + 1
*
[ 5/3 ] 
f(z) = 33/125*z^3 - 1/3*z + 1
*
[ -5/2 ] 
f(z) = 33/125*z^3 - 1/4*z + 1
*
[ 2 ] 
f(z) = 33/136*z^3 - 8/17*z + 1
*
[ 5/2 ] 
f(z) = 34/125*z^3 - 11/10*z + 1
*
[ 5/6 ] 
f(z) = 34/125*z^3 - 7/18*z + 1
*
[ 5 ] 
f(z) = 34/125*z^3 - 6*z + 1
*
[ -5/2 ] 
f(z) = 34/125*z^3 - 3/10*z + 1
*
[ -3 ] 
f(z) = 34/135*z^3 - 14/15*z + 1
*
[ 3 ] 
f(z) = 34/135*z^3 - 8/5*z + 1
*
[ 2 ] 
f(z) = 35/136*z^3 - 9/17*z + 1
*
[ 11/6 ] 
f(z) = 36/121*z^3 - 6/11*z + 1
*
[ -10/3 ] 
f(z) = 36/125*z^3 - 19/10*z + 1
*
-5/3 | 0.16642963925471278594926236739094473763 | 0.027499535219883553571251685062913029078
f(z) = 36/125*z^3 - 17/10*z + 1
*
-35/12 | 0.15047209304350234514661341135925298998 | 0.020352595479805369709031587206325513005
f(z) = 36/125*z^3 - 13/4*z + 1
*
[ 5/9 ] 
f(z) = 36/125*z^3 - 8/9*z + 1
*
[ -5 ] 
f(z) = 36/125*z^3 - 6*z + 1
*
[ 5/2 ] 
f(z) = 36/125*z^3 - 6/5*z + 1
*
[ 10/3 ] 
f(z) = 36/125*z^3 - 5/2*z + 1
*
-5/6 | 0.089425663785911318825147256457815433863 | 0.015088034403343127107794596840306434697
f(z) = 36/125*z^3 - 3*z + 1
*
[ 5/4 ] 
f(z) = 36/125*z^3 - 1/4*z + 1
*
[ 2 ] 
f(z) = 37/120*z^3 - 11/15*z + 1
*
[ 5/2 ] 
f(z) = 37/125*z^3 - 5/4*z + 1
*
[ -3 ] 
f(z) = 37/135*z^3 - 17/15*z + 1
*
[ 3 ] 
f(z) = 37/135*z^3 - 9/5*z + 1
*
[ 2 ] 
f(z) = 37/136*z^3 - 10/17*z + 1
*
[ 5/2 ] 
f(z) = 38/125*z^3 - 13/10*z + 1
*
[ 5/3 ] 
f(z) = 38/125*z^3 - 4/9*z + 1
*
[ -5/2 ] 
f(z) = 38/125*z^3 - 1/2*z + 1
*
[ -3 ] 
f(z) = 38/135*z^3 - 6/5*z + 1
*
[ 3/2 ] 
f(z) = 38/135*z^3 - 3/10*z + 1
*
[ -10/3 ] 
f(z) = 39/125*z^3 - 13/6*z + 1
*
[ 5 ] 
f(z) = 39/125*z^3 - 7*z + 1
*
[ 5/3 ] 
f(z) = 39/125*z^3 - 7/15*z + 1
*
[ 5/6 ] 
f(z) = 39/125*z^3 - 5/12*z + 1
*
[ 2 ] 
f(z) = 39/136*z^3 - 11/17*z + 1
*
[ -10/3 ] 
f(z) = 21/125*z^3 - 17/30*z + 1
*
[ 5/7 ] 
f(z) = 21/125*z^3 - 17/35*z + 1
*
[ 5/2 ] 
f(z) = 21/125*z^3 - 9/20*z + 1
*
[ 15/7 ] 
f(z) = 21/125*z^3 - 5/21*z + 1
*
[ 8/3 ] 
f(z) = 21/128*z^3 - 13/24*z + 1
*
[ 2 ] 
f(z) = 21/128*z^3 - 5/32*z + 1
*
[ 4/3 ] 
f(z) = 21/128*z^3 - 1/24*z + 1
*
[ 15/11 ] 
f(z) = 22/125*z^3 - 2/33*z + 1
*
[ 3/2 ] 
f(z) = 22/135*z^3 - 1/30*z + 1
*
[ 5/2 ] 
f(z) = 23/125*z^3 - 11/20*z + 1
*
[ 2 ] 
f(z) = 23/128*z^3 - 7/32*z + 1
*
[ 3/2 ] 
f(z) = 23/135*z^3 - 1/20*z + 1
*
[ 11/4 ] 
f(z) = 24/121*z^3 - 19/22*z + 1
*
[ 11/6 ] 
f(z) = 24/121*z^3 - 7/33*z + 1
*
[ -11/4 ] 
f(z) = 24/121*z^3 - 3/22*z + 1
*
-5/2 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = 24/125*z^3 - 19/30*z + 1
*
-5/6 | 0.089414250973870910533334493493078325206 | 0.013506535076631543360174577859987421848
f(z) = 24/125*z^3 - 13/30*z + 1
*
[ 15/8 ] 
f(z) = 24/125*z^3 - 5/24*z + 1
*
[ 12/5 ] 
f(z) = 25/128*z^3 - 13/24*z + 1
*
[ 2 ] 
f(z) = 25/128*z^3 - 9/32*z + 1
*
[ 10/13 ] 
f(z) = 26/125*z^3 - 11/26*z + 1
*
[ 11/9 ] 
f(z) = 27/121*z^3 - 5/33*z + 1
*
[ 5/6 ] 
f(z) = 27/125*z^3 - 7/20*z + 1
*
-4/9 | 0.064181328112712122075628615856269434869 | 0.010785613073801904208131986132787504160
f(z) = 27/128*z^3 - 19/24*z + 1
*
[ 2/3 ] 
f(z) = 27/128*z^3 - 19/32*z + 1
*
[ 2 ] 
f(z) = 27/128*z^3 - 11/32*z + 1
*
[ 5/7 ] 
f(z) = 28/125*z^3 - 18/35*z + 1
*
[ 15/14 ] 
f(z) = 28/125*z^3 - 4/21*z + 1
*
[ 5/4 ] 
f(z) = 28/125*z^3 - 3/20*z + 1
*
[ 3/4 ] 
f(z) = 28/135*z^3 - 9/20*z + 1
*
[ 15/14 ] 
f(z) = 28/135*z^3 - 6/35*z + 1
*
[ 5/2 ] 
f(z) = 29/125*z^3 - 17/20*z + 1
*
[ 5/6 ] 
f(z) = 29/125*z^3 - 13/36*z + 1
*
[ 2 ] 
f(z) = 29/128*z^3 - 13/32*z + 1
*
[ 3/2 ] 
f(z) = 29/135*z^3 - 3/20*z + 1
*
[ 5/2 ] 
f(z) = 31/125*z^3 - 19/20*z + 1
*
[ 2 ] 
f(z) = 31/128*z^3 - 15/32*z + 1
*
[ 11/8 ] 
f(z) = 32/121*z^3 - 5/22*z + 1
*
[ 15/8 ] 
f(z) = 32/125*z^3 - 13/30*z + 1
*
[ 15/16 ] 
f(z) = 32/125*z^3 - 7/24*z + 1
*
[ 15/8 ] 
f(z) = 32/135*z^3 - 11/30*z + 1
*
[ 10/11 ] 
f(z) = 33/125*z^3 - 7/22*z + 1
*
[ 2 ] 
f(z) = 33/128*z^3 - 17/32*z + 1
*
[ -8/3 ] 
f(z) = 33/128*z^3 - 11/24*z + 1
*
[ 4/3 ] 
f(z) = 33/128*z^3 - 5/24*z + 1
*
[ 3/2 ] 
f(z) = 34/135*z^3 - 7/30*z + 1
*
[ 2 ] 
f(z) = 35/128*z^3 - 19/32*z + 1
*
-5/3 | 0.14075745295448300669391123121317165168 | 0.022649449607324313066350962390843161638
f(z) = 36/125*z^3 - 9/20*z + 1
*
[ -5/2 ] 
f(z) = 37/125*z^3 - 9/20*z + 1
*
[ -5/2 ] 
f(z) = 39/125*z^3 - 11/20*z + 1
*
[ 15/13 ] 
f(z) = 39/125*z^3 - 11/39*z + 1
*
[ -8/3 ] 
f(z) = 39/128*z^3 - 19/24*z + 1
*
[ 4/3 ] 
f(z) = 39/128*z^3 - 7/24*z + 1
*
[ 11/5 ] 
f(z) = 20/121*z^3 - 14/55*z + 1
*
[ 11/10 ] 
f(z) = 20/121*z^3 - 6/55*z + 1
*
-8/7 | 0.19387552693815717669347349926886467065 | 0.028519744975715801889373509651870486995
f(z) = 21/128*z^3 - 19/56*z + 1
*
[ 8/7 ] 
f(z) = 21/128*z^3 - 5/56*z + 1
*
[ 5/3 ] 
f(z) = 22/125*z^3 - 4/45*z + 1
*
[ 5/4 ] 
f(z) = 22/125*z^3 - 3/40*z + 1
*
[ 3/4 ] 
f(z) = 22/135*z^3 - 17/40*z + 1
*
[ 15/11 ] 
f(z) = 22/135*z^3 - 2/55*z + 1
*
[ -3 ] 
f(z) = 23/126*z^3 - 13/42*z + 1
*
[ 11/10 ] 
f(z) = 25/121*z^3 - 7/44*z + 1
*
[ -3 ] 
f(z) = 25/126*z^3 - 19/42*z + 1
*
[ 6/5 ] 
f(z) = 25/126*z^3 - 5/42*z + 1
*
[ 6/5 ] 
f(z) = 25/136*z^3 - 5/51*z + 1
*
[ 5/3 ] 
f(z) = 26/125*z^3 - 8/45*z + 1
*
[ 11/6 ] 
f(z) = 27/121*z^3 - 13/44*z + 1
*
[ 16/9 ] 
f(z) = 27/128*z^3 - 11/48*z + 1
*
[ -11/4 ] 
f(z) = 28/121*z^3 - 17/44*z + 1
*
[ 5/6 ] 
f(z) = 28/125*z^3 - 16/45*z + 1
*
[ 5/3 ] 
f(z) = 29/125*z^3 - 11/45*z + 1
*
[ 5/3 ] 
f(z) = 31/125*z^3 - 13/45*z + 1
*
[ 5/6 ] 
f(z) = 32/125*z^3 - 17/45*z + 1
*
[ 5/3 ] 
f(z) = 32/125*z^3 - 14/45*z + 1
*
[ 15/16 ] 
f(z) = 32/135*z^3 - 11/40*z + 1
*
[ 5/3 ] 
f(z) = 34/125*z^3 - 16/45*z + 1
*
[ 5/4 ] 
f(z) = 34/125*z^3 - 9/40*z + 1
*
[ 3/4 ] 
f(z) = 34/135*z^3 - 19/40*z + 1
*
[ 4/5 ] 
f(z) = 35/128*z^3 - 17/40*z + 1
*
[ 8/5 ] 
f(z) = 35/128*z^3 - 13/40*z + 1
*
[ 8/7 ] 
f(z) = 35/128*z^3 - 13/56*z + 1
*
[ 11/12 ] 
f(z) = 36/121*z^3 - 15/44*z + 1
*
-35/18 | 0.17079190540693962758117146198830862476 | 0.024310152156038344667000641085888372060
f(z) = 36/125*z^3 - 13/45*z + 1
*
[ 5/3 ] 
f(z) = 37/125*z^3 - 19/45*z + 1
*
[ 5/4 ] 
f(z) = 38/125*z^3 - 11/40*z + 1
*
[ 11/7 ] 
f(z) = 21/121*z^3 - 5/77*z + 1
*
[ 2 ] 
f(z) = 21/124*z^3 - 11/62*z + 1
*
[ 5/6 ] 
f(z) = 21/125*z^3 - 19/60*z + 1
*
[ 10/7 ] 
f(z) = 21/125*z^3 - 3/70*z + 1
*
[ 2 ] 
f(z) = 23/124*z^3 - 15/62*z + 1
*
[ 4/3 ] 
f(z) = 23/128*z^3 - 5/72*z + 1
*
[ 2 ] 
f(z) = 23/132*z^3 - 13/66*z + 1
*
[ 11/12 ] 
f(z) = 24/121*z^3 - 17/66*z + 1
*
-5/3 | 0.19254343132598176946166808140930930203 | 0.026328131949348882844115291303708579374
f(z) = 24/125*z^3 - 11/60*z + 1
*
[ 2 ] 
f(z) = 25/124*z^3 - 19/62*z + 1
*
[ 4/3 ] 
f(z) = 25/128*z^3 - 7/72*z + 1
*
[ 2 ] 
f(z) = 25/132*z^3 - 17/66*z + 1
*
[ 6/5 ] 
f(z) = 25/132*z^3 - 7/66*z + 1
*
[ 15/13 ] 
f(z) = 26/135*z^3 - 8/65*z + 1
*
[ 4/3 ] 
f(z) = 27/136*z^3 - 7/68*z + 1
*
[ 11/7 ] 
f(z) = 28/121*z^3 - 16/77*z + 1
*
[ 10/7 ] 
f(z) = 28/125*z^3 - 11/70*z + 1
*
[ -8/3 ] 
f(z) = 29/128*z^3 - 17/72*z + 1
*
[ 4/3 ] 
f(z) = 29/128*z^3 - 11/72*z + 1
*
[ 4/3 ] 
f(z) = 31/128*z^3 - 13/72*z + 1
*
[ 3/2 ] 
f(z) = 31/135*z^3 - 11/60*z + 1
*
[ 4/3 ] 
f(z) = 35/128*z^3 - 17/72*z + 1
*
[ 4/3 ] 
f(z) = 37/128*z^3 - 19/72*z + 1
*
[ 3/2 ] 
f(z) = 37/135*z^3 - 17/60*z + 1
*
[ 11/6 ] 
f(z) = 20/121*z^3 - 10/99*z + 1
*
[ 20/21 ] 
f(z) = 21/125*z^3 - 17/84*z + 1
*
[ 5/4 ] 
f(z) = 23/125*z^3 - 7/80*z + 1
*
[ 11/8 ] 
f(z) = 24/121*z^3 - 9/88*z + 1
*
[ 10/7 ] 
f(z) = 24/125*z^3 - 9/98*z + 1
*
[ 6/5 ] 
f(z) = 25/128*z^3 - 11/96*z + 1
*
[ 5/4 ] 
f(z) = 27/125*z^3 - 11/80*z + 1
*
[ 10/7 ] 
f(z) = 29/125*z^3 - 17/98*z + 1
*
[ 5/4 ] 
f(z) = 29/125*z^3 - 13/80*z + 1
*
[ 9/8 ] 
f(z) = 32/135*z^3 - 17/90*z + 1
*
[ 5/4 ] 
f(z) = 33/125*z^3 - 17/80*z + 1
*
[ -14/5 ] 
f(z) = 25/136*z^3 - 10/119*z + 1
*
[ -3 ] 
f(z) = 20/123*z^3 - 16/123*z + 1
*
[ 3/2 ] 
f(z) = 20/123*z^3 - 4/123*z + 1
*
[ -3 ] 
f(z) = 20/129*z^3 - 8/129*z + 1
*
[ 3/2 ] 
f(z) = 20/129*z^3 - 2/129*z + 1
*
[ 11/6 ] 
f(z) = 21/121*z^3 - 17/132*z + 1
*
[ 2 ] 
f(z) = 21/130*z^3 - 19/130*z + 1
*
[ 2 ] 
f(z) = 21/134*z^3 - 17/134*z + 1
*
[ 30/23 ] 
f(z) = 23/125*z^3 - 11/138*z + 1
*
[ 7/5 ] 
f(z) = 25/126*z^3 - 13/126*z + 1
*
[ 7/5 ] 
f(z) = 25/133*z^3 - 11/133*z + 1
*
[ 8/5 ] 
f(z) = 25/136*z^3 - 13/136*z + 1
*
[ 6/5 ] 
f(z) = 25/138*z^3 - 13/138*z + 1
*
[ 4/3 ] 
f(z) = 27/124*z^3 - 17/124*z + 1
*
[ 3/2 ] 
f(z) = 28/129*z^3 - 20/129*z + 1
*
[ 11/8 ] 
f(z) = 20/121*z^3 - 7/176*z + 1
*
[ 12/7 ] 
f(z) = 21/128*z^3 - 11/168*z + 1
*
[ 10/9 ] 
f(z) = 22/125*z^3 - 19/162*z + 1
*
[ 15/8 ] 
f(z) = 22/135*z^3 - 17/160*z + 1
*
[ 3/2 ] 
f(z) = 23/126*z^3 - 13/168*z + 1
*
[ 3/2 ] 
f(z) = 25/126*z^3 - 19/168*z + 1
*
[ -20/7 ] 
f(z) = 22/125*z^3 - 17/196*z + 1
*
[ 8/5 ] 
f(z) = 21/128*z^3 - 9/200*z + 1
*
[ 4/3 ] 
f(z) = 21/136*z^3 - 5/204*z + 1
*
[ 8/5 ] 
f(z) = 23/128*z^3 - 17/200*z + 1
*
[ 30/23 ] 
f(z) = 23/135*z^3 - 13/230*z + 1
*
[ 3/2 ] 
f(z) = 22/123*z^3 - 17/246*z + 1
*
[ 3/2 ] 
f(z) = 22/129*z^3 - 13/258*z + 1
*
[ 6/5 ] 
f(z) = 22/135*z^3 - 17/250*z + 1
*
[ -5/2 ]
f(z) = 22/125*z^3 + 3/10*z + 1
*
[ -5/2 ]
f(z) = 24/125*z^3 + 1/5*z + 1
*
[ -11/5 ]
f(z) = 25/121*z^3 + 5/11*z + 1
*
[ -8/5 ]
f(z) = 25/128*z^3 + 9/8*z + 1
*
[ -5/4 ]
f(z) = 32/125*z^3 + 7/5*z + 1
*
[ -11/6 ]
f(z) = 36/121*z^3 + 6/11*z + 1
*
[ -11/8 ]
f(z) = 32/121*z^3 + 27/22*z + 1
*
[ 12 ] 
f(z) = 25/144*z^3 - 289/12*z + 1
*
[ -12 ] 
f(z) = 25/144*z^3 - 287/12*z + 1
*
[ 21/2 ] 
f(z) = 20/147*z^3 - 296/21*z + 1
*
[ -21/2 ] 
f(z) = 20/147*z^3 - 292/21*z + 1
*
[ 36/5 ] 
f(z) = 25/144*z^3 - 293/36*z + 1
*
[ 6 ] 
f(z) = 25/152*z^3 - 290/57*z + 1
*
[ -6 ] 
f(z) = 27/152*z^3 - 298/57*z + 1
*
-21/4 | 0.22867101585936898767781947295272785087 | 0.029905890331505509784703574546179588469
f(z) = 20/147*z^3 - 299/84*z + 1
*
5/2 | 0.20877827242959017310942991848840502108 | 0.028777613689963544720092165967193901928
f(z) = 23/150*z^3 - 283/120*z + 1
*
3/2 | 0.14414210325914605250412592355322894400 | 0.025422421602352457132705639941211889726
f(z) = 20/147*z^3 - 290/147*z + 1
*
[ 9/2 ] 
f(z) = 20/153*z^3 - 286/153*z + 1
*
[ 4 ] 
f(z) = 25/148*z^3 - 289/148*z + 1
*
[ -22/5 ] 
f(z) = 25/154*z^3 - 295/154*z + 1
*
-11/5 | 0.15251269362522378900043285468201786469 | 0.026915144591066429260738795019539901400
f(z) = 25/154*z^3 - 289/154*z + 1
*
-9/5 | 0.14249894242236837195577848610991710583 | 0.025147937186113460406928124710827155263
f(z) = 25/156*z^3 - 289/156*z + 1
*
[ 4 ] 
f(z) = 25/156*z^3 - 283/156*z + 1
*
4/3 | 0.073290828569189860448845046507206704852 | 0.012902922783163901968350668652672387727
f(z) = 27/140*z^3 - 293/140*z + 1
*
[ 1/3 ] 
f(z) = 27/140*z^3 - 283/140*z + 1
*
[ 1/3 ] 
f(z) = 27/142*z^3 - 287/142*z + 1
*
[ 1/3 ] 
f(z) = 27/143*z^3 - 289/143*z + 1
*
[ 1/3 ] 
f(z) = 27/145*z^3 - 293/145*z + 1
*
[ 1/3 ] 
f(z) = 27/146*z^3 - 295/146*z + 1
*
[ 1/3 ] 
f(z) = 27/148*z^3 - 299/148*z + 1
*
[ -4 ] 
f(z) = 29/140*z^3 - 289/140*z + 1
*
[ 1/3 ] 
f(z) = 36/143*z^3 - 290/143*z + 1
*
[ 1/3 ] 
f(z) = 36/145*z^3 - 294/145*z + 1
*
-7/2 | 0.21858953447799404781378107197223784341 | 0.028637863665515349440301433494705275829
f(z) = 32/147*z^3 - 295/168*z + 1
*
[ 4/9 ] 
f(z) = 27/152*z^3 - 293/228*z + 1
*
[ 1/2 ] 
f(z) = 22/141*z^3 - 293/282*z + 1
*
[ 1/2 ] 
f(z) = 26/141*z^3 - 295/282*z + 1
*
[ 1/2 ] 
f(z) = 34/141*z^3 - 299/282*z + 1
*
[ 12 ] 
f(z) = 23/144*z^3 - 265/12*z + 1
*
[ -12 ] 
f(z) = 23/144*z^3 - 263/12*z + 1
*
[ 6 ] 
f(z) = 23/152*z^3 - 263/57*z + 1
*
[ -6 ] 
f(z) = 25/152*z^3 - 271/57*z + 1
*
[ 4 ] 
f(z) = 23/140*z^3 - 263/140*z + 1
*
3 | 0.14439985849750748564673634895350515268 | 0.025675570593200330406033302502412283084
f(z) = 25/156*z^3 - 277/156*z + 1
*
-13/5 | 0.14249849080434836850924299630742962497 | 0.025538600478592461873722280022397478926
f(z) = 25/156*z^3 - 265/156*z + 1
*
[ -4 ] 
f(z) = 29/148*z^3 - 279/148*z + 1
*
[ -4 ] 
f(z) = 29/156*z^3 - 269/156*z + 1
*
-3 | 0.15961296534107281479718314448619489903 | 0.028644751099727099840690847562233835766
f(z) = 35/156*z^3 - 263/156*z + 1
*
[ -24/7 ] 
f(z) = 35/144*z^3 - 263/168*z + 1
*
[ 2/5 ] 
f(z) = 35/144*z^3 - 277/180*z + 1
*
[ -10/3 ] 
f(z) = 33/140*z^3 - 277/210*z + 1
*
[ -38/11 ] 
f(z) = 33/152*z^3 - 272/209*z + 1
*
[ 12/23 ] 
f(z) = 23/144*z^3 - 265/276*z + 1
*
[ 10/3 ] 
f(z) = 23/150*z^3 - 271/270*z + 1
*
[ -10/3 ] 
f(z) = 31/150*z^3 - 269/270*z + 1
*
[ 7 ] 
f(z) = 37/147*z^3 - 241/21*z + 1
*
[ 7 ] 
f(z) = 38/147*z^3 - 248/21*z + 1
*
[ -7 ] 
f(z) = 38/147*z^3 - 242/21*z + 1
*
[ -6 ] 
f(z) = 23/152*z^3 - 244/57*z + 1
*
[ -26/5 ] 
f(z) = 25/156*z^3 - 245/78*z + 1
*
[ 4 ] 
f(z) = 39/152*z^3 - 255/76*z + 1
*
[ 21/4 ] 
f(z) = 20/147*z^3 - 247/84*z + 1
*
14/5 | 0.21651761019330344174213748097243081055 | 0.029042111541085969382519731108383396144
f(z) = 25/147*z^3 - 247/84*z + 1
*
-5/2 | 0.20877875923826537994981744020120365019 | 0.029165097576977011947244959378100898218
f(z) = 37/150*z^3 - 257/120*z + 1
*
[ 4 ] 
f(z) = 23/148*z^3 - 257/148*z + 1
*
[ 4 ] 
f(z) = 23/156*z^3 - 251/156*z + 1
*
[ 19/5 ] 
f(z) = 25/152*z^3 - 249/152*z + 1
*
[ 2/5 ] 
f(z) = 25/158*z^3 - 241/158*z + 1
*
[ -4 ] 
f(z) = 27/140*z^3 - 257/140*z + 1
*
[ 11/3 ] 
f(z) = 27/143*z^3 - 259/143*z + 1
*
[ -4 ] 
f(z) = 27/148*z^3 - 247/148*z + 1
*
[ 11/3 ] 
f(z) = 27/154*z^3 - 251/154*z + 1
*
[ 3 ] 
f(z) = 38/141*z^3 - 248/141*z + 1
*
[ 3 ] 
f(z) = 38/147*z^3 - 244/147*z + 1
*
38/15 | 0.20354223153611258539453039629046490344 | 0.026681754110004738409153404723714578310
f(z) = 25/152*z^3 - 257/171*z + 1
*
[ 18/5 ] 
f(z) = 25/152*z^3 - 241/171*z + 1
*
[ 18/7 ] 
f(z) = 35/144*z^3 - 251/252*z + 1
*
[ 7/13 ] 
f(z) = 26/147*z^3 - 248/273*z + 1
*
[ 5/2 ] 
f(z) = 34/145*z^3 - 251/290*z + 1
*
-28/5 | 0.14103124805743849020524438411622273157 | 0.020759836776264006581236145955489144227
f(z) = 25/144*z^3 - 223/36*z + 1
*
[ -7 ] 
f(z) = 37/147*z^3 - 235/21*z + 1
*
[ 6 ] 
f(z) = 21/152*z^3 - 236/57*z + 1
*
-38/9 | 0.21671744407684712773223160872754885721 | 0.028729894054747375047185719082350725675
f(z) = 27/152*z^3 - 236/57*z + 1
*
[ 14/3 ] 
f(z) = 27/140*z^3 - 239/70*z + 1
*
[ 4 ] 
f(z) = 35/152*z^3 - 223/76*z + 1
*
[ 4 ] 
f(z) = 37/152*z^3 - 239/76*z + 1
*
-7/2 | 0.21655278036943284488507142298599027388 | 0.029486741863206734406583886852718733961
f(z) = 23/147*z^3 - 221/84*z + 1
*
-7/2 | 0.22002694251292745063955512103871368230 | 0.029711305295379371452453212558999965257
f(z) = 25/147*z^3 - 235/84*z + 1
*
-14/5 | 0.21658019441090909159940607970887323645 | 0.029296702406524031012604092820784272681
f(z) = 20/147*z^3 - 232/105*z + 1
*
-5/2 | 0.18881159503483250991580981928120391608 | 0.026841225834569591564087806187357166166
f(z) = 31/150*z^3 - 227/120*z + 1
*
[ 4 ] 
f(z) = 21/148*z^3 - 225/148*z + 1
*
[ 2/5 ] 
f(z) = 25/146*z^3 - 223/146*z + 1
*
[ 2/5 ] 
f(z) = 25/154*z^3 - 235/154*z + 1
*
13/5 | 0.14313106597745615182868458545637977303 | 0.026341256671547240174764953125396870328
f(z) = 25/156*z^3 - 229/156*z + 1
*
-7/3 | 0.10142631267970877623782818006292963140 | 0.018696266758748340262800796212105520204
f(z) = 27/140*z^3 - 227/140*z + 1
*
[ 13/4 ] 
f(z) = 32/143*z^3 - 239/143*z + 1
*
[ 3 ] 
f(z) = 35/141*z^3 - 221/141*z + 1
*
[ 3 ] 
f(z) = 37/141*z^3 - 239/141*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014718638386144522743769362707346349669
f(z) = 37/146*z^3 - 221/146*z + 1
*
[ 3 ] 
f(z) = 37/147*z^3 - 235/147*z + 1
*
[ 3 ] 
f(z) = 37/150*z^3 - 233/150*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011024218890674813559331761054327331764
f(z) = 37/150*z^3 - 223/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014852289896998885454286511455610467584
f(z) = 37/154*z^3 - 225/154*z + 1
*
[ 3 ] 
f(z) = 37/156*z^3 - 229/156*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014915474006372059089441519274448895183
f(z) = 37/158*z^3 - 227/158*z + 1
*
[ 3 ] 
f(z) = 37/159*z^3 - 227/159*z + 1
*
[ 3 ] 
f(z) = 38/159*z^3 - 236/159*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014551132844816145376848348042636672724
f(z) = 39/142*z^3 - 227/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014622196822341721436965087408247321470
f(z) = 39/146*z^3 - 229/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014756975543406712488354939872742669195
f(z) = 39/154*z^3 - 233/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014820969998791130368822653896300093046
f(z) = 39/158*z^3 - 235/158*z + 1
*
[ 7/16 ] 
f(z) = 32/147*z^3 - 223/168*z + 1
*
[ 7/15 ] 
f(z) = 25/147*z^3 - 223/189*z + 1
*
14/9 | 0.14285716592844099224457943434011284111 | 0.023250789353595175975167994142445265465
f(z) = 27/140*z^3 - 233/210*z + 1
*
[ -10/3 ] 
f(z) = 29/150*z^3 - 229/270*z + 1
*
[ 10/3 ] 
f(z) = 21/152*z^3 - 238/285*z + 1
*
[ -10/3 ] 
f(z) = 27/145*z^3 - 223/290*z + 1
*
[ 7 ] 
f(z) = 32/147*z^3 - 206/21*z + 1
*
[ 7 ] 
f(z) = 34/147*z^3 - 220/21*z + 1
*
[ -7 ] 
f(z) = 34/147*z^3 - 214/21*z + 1
*
[ -6 ] 
f(z) = 21/152*z^3 - 217/57*z + 1
*
-7/8 | 0.15454149071476552044677523147588163500 | 0.021176541201601382141614215645267593995
f(z) = 32/147*z^3 - 211/42*z + 1
*
[ -14/3 ] 
f(z) = 27/140*z^3 - 209/70*z + 1
*
[ 4 ] 
f(z) = 33/152*z^3 - 207/76*z + 1
*
[ -4 ] 
f(z) = 37/152*z^3 - 201/76*z + 1
*
[ -4 ] 
f(z) = 39/152*z^3 - 217/76*z + 1
*
[ -21/4 ] 
f(z) = 20/147*z^3 - 215/84*z + 1
*
-5/2 | 0.20877827242959017310942991848840502108 | 0.029870976921934666423779888945404730334
f(z) = 29/150*z^3 - 217/120*z + 1
*
[ -9/2 ] 
f(z) = 20/153*z^3 - 218/153*z + 1
*
[ 2/5 ] 
f(z) = 25/142*z^3 - 217/142*z + 1
*
[ -4 ] 
f(z) = 25/148*z^3 - 215/148*z + 1
*
[ -4 ] 
f(z) = 25/156*z^3 - 205/156*z + 1
*
7/3 | 0.13515566651957840344578927475337970048 | 0.025344607836862686853369129256050776382
f(z) = 27/140*z^3 - 207/140*z + 1
*
-3 | 0.15961296534107281479718314448619489903 | 0.029877008403652418400620664565054137160
f(z) = 29/156*z^3 - 209/156*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015168058887807497967151427453935328698
f(z) = 31/154*z^3 - 201/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015229289703833038076580822728682542057
f(z) = 31/158*z^3 - 203/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014857040467258912013074008142220986553
f(z) = 33/142*z^3 - 203/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014926442945739755219105292734953858007
f(z) = 33/146*z^3 - 205/146*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015119178975518963854040573811176388688
f(z) = 33/158*z^3 - 211/158*z + 1
*
[ 3 ] 
f(z) = 34/141*z^3 - 212/141*z + 1
*
[ 3 ] 
f(z) = 34/147*z^3 - 208/147*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014749861900690566274440133421313930975
f(z) = 35/142*z^3 - 211/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014819739375898310086947084074987164441
f(z) = 35/146*z^3 - 213/146*z + 1
*
[ 3 ] 
f(z) = 35/156*z^3 - 211/156*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015014896287847415544584923143183110250
f(z) = 35/158*z^3 - 219/158*z + 1
*
[ 3 ] 
f(z) = 35/159*z^3 - 209/159*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014647887465434370172547585821694275751
f(z) = 37/142*z^3 - 219/142*z + 1
*
-7/4 | 0.21658200179748258009522366444066173463 | 0.029795622730456631570777099579457977318
f(z) = 38/147*z^3 - 205/168*z + 1
*
[ 4/7 ] 
f(z) = 35/144*z^3 - 209/252*z + 1
*
[ -38/13 ] 
f(z) = 39/152*z^3 - 210/247*z + 1
*
[ 8/3 ] 
f(z) = 27/140*z^3 - 209/280*z + 1
*
[ 7 ] 
f(z) = 29/147*z^3 - 185/21*z + 1
*
[ 7 ] 
f(z) = 31/147*z^3 - 199/21*z + 1
*
[ -7 ] 
f(z) = 31/147*z^3 - 193/21*z + 1
*
[ -7 ] 
f(z) = 32/147*z^3 - 200/21*z + 1
*
4 | 0.17025934683615029627803123033381875086 | 0.025770903867717222176125734387981426032
f(z) = 35/144*z^3 - 185/36*z + 1
*
5 | 0.18119578982912457250951274287130139244 | 0.026406792830260625399296079485287217609
f(z) = 37/150*z^3 - 191/30*z + 1
*
[ 2/9 ] 
f(z) = 27/152*z^3 - 200/57*z + 1
*
38/9 | 0.16534841277083084533357340035831580600 | 0.022651096251492534001686587451417844477
f(z) = 27/152*z^3 - 185/57*z + 1
*
-10/3 | 0.093056089694424088364083821124196990981 | 0.015544447631465252406543073048111454265
f(z) = 27/140*z^3 - 199/70*z + 1
*
2/3 | 0.16851912361638516011418361264931006397 | 0.028603072004608115860437319363583942062
f(z) = 27/140*z^3 - 181/70*z + 1
*
[ 4 ] 
f(z) = 31/152*z^3 - 191/76*z + 1
*
12/5 | 0.20435220172583463516803707678632234616 | 0.026272389532664720549460618203883187450
f(z) = 35/144*z^3 - 199/60*z + 1
*
[ -4 ] 
f(z) = 35/152*z^3 - 185/76*z + 1
*
6/7 | 0.13471500633189893241828910344492570495 | 0.017342056145893915208937304824841731008
f(z) = 35/144*z^3 - 197/84*z + 1
*
12/7 | 0.19108943519411040754546955639921186084 | 0.024664349368280955531397185923828603019
f(z) = 35/144*z^3 - 193/84*z + 1
*
[ 7/2 ] 
f(z) = 37/147*z^3 - 199/84*z + 1
*
-5/2 | 0.17886751949418436156985795352541314368 | 0.026148132861656577084714960041828672269
f(z) = 23/150*z^3 - 187/120*z + 1
*
[ -4 ] 
f(z) = 23/140*z^3 - 193/140*z + 1
*
[ -4 ] 
f(z) = 23/148*z^3 - 183/148*z + 1
*
[ 17/5 ] 
f(z) = 25/153*z^3 - 181/153*z + 1
*
[ -11/3 ] 
f(z) = 27/143*z^3 - 181/143*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015283831487446752965833118972399540265
f(z) = 27/146*z^3 - 181/146*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015409072454219474012375328022790870613
f(z) = 27/154*z^3 - 185/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015468299176632165524585924677768277185
f(z) = 27/158*z^3 - 187/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015090207836091689242211373482101184295
f(z) = 29/142*z^3 - 187/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015157848046641900787155701290882096038
f(z) = 29/146*z^3 - 189/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.011349341576495894983891930376643063141
f(z) = 29/150*z^3 - 191/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015285242033510507400385827024345228311
f(z) = 29/154*z^3 - 193/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015345288781638212243175832952638226890
f(z) = 29/158*z^3 - 195/158*z + 1
*
[ 3 ] 
f(z) = 31/141*z^3 - 185/141*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014970448509265742295294980809856378258
f(z) = 31/142*z^3 - 195/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015038782657892735009385772809130853311
f(z) = 31/146*z^3 - 197/146*z + 1
*
[ 3 ] 
f(z) = 31/147*z^3 - 181/147*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011261489617785346855132871496367689725
f(z) = 31/150*z^3 - 199/150*z + 1
*
[ 3 ] 
f(z) = 32/141*z^3 - 194/141*z + 1
*
[ 3 ] 
f(z) = 32/147*z^3 - 190/147*z + 1
*
[ 3 ] 
f(z) = 32/159*z^3 - 182/159*z + 1
*
[ 3 ] 
f(z) = 34/159*z^3 - 200/159*z + 1
*
[ -18/5 ] 
f(z) = 25/156*z^3 - 187/234*z + 1
*
[ 3/5 ] 
f(z) = 20/153*z^3 - 182/255*z + 1
*
[ 14/5 ] 
f(z) = 25/144*z^3 - 181/252*z + 1
*
[ 3/5 ] 
f(z) = 35/144*z^3 - 181/240*z + 1
*
[ 3/5 ] 
f(z) = 35/153*z^3 - 191/255*z + 1
*
[ 11/4 ] 
f(z) = 24/143*z^3 - 181/286*z + 1
*
[ 8/3 ] 
f(z) = 27/148*z^3 - 199/296*z + 1
*
[ 5/8 ] 
f(z) = 32/145*z^3 - 199/290*z + 1
*
[ 2/3 ] 
f(z) = 36/149*z^3 - 181/298*z + 1
*
[ 38/5 ] 
f(z) = 25/152*z^3 - 164/19*z + 1
*
4/5 | 0.18429006500943239779182345873565322564 | 0.028131247913968890471720914810644119698
f(z) = 25/144*z^3 - 175/36*z + 1
*
[ 7 ] 
f(z) = 26/147*z^3 - 164/21*z + 1
*
[ -7 ] 
f(z) = 29/147*z^3 - 179/21*z + 1
*
4 | 0.16190246527887378078267866923860682721 | 0.024846173738177657324321555729736001435
f(z) = 31/144*z^3 - 169/36*z + 1
*
5 | 0.19362240778009758718280075668589318651 | 0.028938420568299554363029035966902001037
f(z) = 31/150*z^3 - 161/30*z + 1
*
-4 | 0.18120310779188771183086761518031923702 | 0.027859022072412302188220274659853717045
f(z) = 35/144*z^3 - 167/36*z + 1
*
-4 | 0.13270694075193130334768969890119804198 | 0.020257260476878588541679345254306731398
f(z) = 37/144*z^3 - 175/36*z + 1
*
-5 | 0.18501905839180742281752043321336700553 | 0.027221400180549080819604089228211745586
f(z) = 37/150*z^3 - 179/30*z + 1
*
[ 5 ] 
f(z) = 37/150*z^3 - 161/30*z + 1
*
2 | 0.16817033794057831244430946697333288135 | 0.029060535699504845233683733540235052381
f(z) = 23/156*z^3 - 163/78*z + 1
*
2 | 0.16817043892148087059132339645303700320 | 0.028939314865141002193084248344285167362
f(z) = 25/156*z^3 - 167/78*z + 1
*
6/5 | 0.16817004174854597047159525130310563655 | 0.029122615050220558203597438382979137505
f(z) = 25/156*z^3 - 161/78*z + 1
*
10/3 | 0.12311933362915213007992478548059508822 | 0.021100827289409834644234139089893850573
f(z) = 27/140*z^3 - 171/70*z + 1
*
[ 4 ] 
f(z) = 29/152*z^3 - 175/76*z + 1
*
2 | 0.16817033794057831244430946697333288135 | 0.028708135362020400342124089666029787155
f(z) = 29/156*z^3 - 175/78*z + 1
*
[ -4 ] 
f(z) = 33/152*z^3 - 169/76*z + 1
*
[ 21/5 ] 
f(z) = 20/147*z^3 - 172/105*z + 1
*
[ 3/8 ] 
f(z) = 32/153*z^3 - 173/102*z + 1
*
[ 1/2 ] 
f(z) = 20/157*z^3 - 162/157*z + 1
*
[ 1/2 ] 
f(z) = 20/159*z^3 - 164/159*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015885290362058951226457274904056819294
f(z) = 21/158*z^3 - 163/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015497259439294246369427903090448675639
f(z) = 23/142*z^3 - 163/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.015560869778180899384101346516535323534
f(z) = 23/146*z^3 - 165/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.011647239037840772977348861101736982263
f(z) = 23/150*z^3 - 167/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.015680785453216274305904256151882037790
f(z) = 23/154*z^3 - 169/154*z + 1
*
[ -4 ] 
f(z) = 23/156*z^3 - 173/156*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.015737387758215013720547349259298095461
f(z) = 23/158*z^3 - 171/158*z + 1
*
[ 1/2 ] 
f(z) = 24/155*z^3 - 161/155*z + 1
*
[ 1/2 ] 
f(z) = 24/157*z^3 - 163/157*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015352719090628232807516333434044719268
f(z) = 25/142*z^3 - 171/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015418030068014436439900935386788652347
f(z) = 25/146*z^3 - 173/146*z + 1
*
[ -19/5 ] 
f(z) = 25/152*z^3 - 169/152*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.015540797202710160479306341106576104792
f(z) = 25/154*z^3 - 177/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.015598550792290057870411226814911347114
f(z) = 25/158*z^3 - 179/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.015217524073875078027941474533130622882
f(z) = 27/142*z^3 - 179/142*z + 1
*
[ -11/3 ] 
f(z) = 27/154*z^3 - 167/154*z + 1
*
[ 1/2 ] 
f(z) = 28/155*z^3 - 162/155*z + 1
*
[ 1/2 ] 
f(z) = 28/157*z^3 - 164/157*z + 1
*
[ 1/2 ] 
f(z) = 28/159*z^3 - 166/159*z + 1
*
[ 3 ] 
f(z) = 29/141*z^3 - 167/141*z + 1
*
[ 3 ] 
f(z) = 29/147*z^3 - 163/147*z + 1
*
[ 3 ] 
f(z) = 29/150*z^3 - 161/150*z + 1
*
[ 3 ] 
f(z) = 31/150*z^3 - 179/150*z + 1
*
[ 3 ] 
f(z) = 31/156*z^3 - 175/156*z + 1
*
[ 3 ] 
f(z) = 31/159*z^3 - 173/159*z + 1
*
[ 1/2 ] 
f(z) = 32/153*z^3 - 161/153*z + 1
*
[ 1/2 ] 
f(z) = 32/155*z^3 - 163/155*z + 1
*
[ 1/2 ] 
f(z) = 32/157*z^3 - 165/157*z + 1
*
[ 1/2 ] 
f(z) = 32/159*z^3 - 167/159*z + 1
*
[ 1/2 ] 
f(z) = 36/155*z^3 - 164/155*z + 1
*
[ 1/2 ] 
f(z) = 36/157*z^3 - 166/157*z + 1
*
-14/9 | 0.16358264297629501682872744086059407342 | 0.027082076964549064990951982014321615810
f(z) = 27/140*z^3 - 173/210*z + 1
*
[ 2/3 ] 
f(z) = 27/143*z^3 - 167/286*z + 1
*
[ 2/3 ] 
f(z) = 27/145*z^3 - 169/290*z + 1
*
[ 2/3 ] 
f(z) = 27/149*z^3 - 173/298*z + 1
*
[ 2/3 ] 
f(z) = 36/143*z^3 - 175/286*z + 1
*
[ 2/3 ] 
f(z) = 36/145*z^3 - 177/290*z + 1
*
[ 2 ] 
f(z) = 38/141*z^3 - 163/282*z + 1
*
[ 2 ] 
f(z) = 38/143*z^3 - 161/286*z + 1
*
[ 2 ] 
f(z) = 39/145*z^3 - 167/290*z + 1
*
[ 2 ] 
f(z) = 39/149*z^3 - 163/298*z + 1
*
[ -38/5 ] 
f(z) = 25/152*z^3 - 159/19*z + 1
*
[ 7 ] 
f(z) = 23/147*z^3 - 143/21*z + 1
*
26/5 | 0.13623660135403129397035742223086020909 | 0.021275087496912003714555078745634325761
f(z) = 25/144*z^3 - 151/36*z + 1
*
[ 7 ] 
f(z) = 25/147*z^3 - 157/21*z + 1
*
[ -7 ] 
f(z) = 25/147*z^3 - 151/21*z + 1
*
[ -7 ] 
f(z) = 26/147*z^3 - 158/21*z + 1
*
-4 | 0.12577228809069085204259234283404825924 | 0.019809345528811294569307580503710043201
f(z) = 29/144*z^3 - 143/36*z + 1
*
5 | 0.19491118476633435376387941210264117628 | 0.029412929921215180401402695034286907011
f(z) = 29/150*z^3 - 151/30*z + 1
*
-4 | 0.17492068271443915320459354021821998371 | 0.027316101493889452815082041054166906193
f(z) = 31/144*z^3 - 151/36*z + 1
*
-5 | 0.19425041190540954376792150705880567287 | 0.029372316123046247861053594534395586657
f(z) = 31/150*z^3 - 149/30*z + 1
*
[ -5 ] 
f(z) = 37/150*z^3 - 149/30*z + 1
*
2/3 | 0.20214616709645636362583557287023703064 | 0.028620244747062016527989002662526434461
f(z) = 21/152*z^3 - 146/57*z + 1
*
7/4 | 0.073455382793623828127646124512896777951 | 0.010490395140003715568166828921395020787
f(z) = 32/147*z^3 - 157/42*z + 1
*
2/3 | 0.20733787687719578679033788644516074642 | 0.029298858229394471182128967168581970007
f(z) = 33/152*z^3 - 148/57*z + 1
*
2/3 | 0.20209089653193631139063047232558268258 | 0.028530259937649363692588600723575283690
f(z) = 39/152*z^3 - 149/57*z + 1
*
8/5 | 0.12981470054389584068885525841164407687 | 0.022786127847714877794269121929062232877
f(z) = 25/144*z^3 - 149/72*z + 1
*
[ 4 ] 
f(z) = 25/152*z^3 - 143/76*z + 1
*
[ 4 ] 
f(z) = 27/152*z^3 - 159/76*z + 1
*
[ -4 ] 
f(z) = 31/152*z^3 - 153/76*z + 1
*
[ 7/2 ] 
f(z) = 29/147*z^3 - 143/84*z + 1
*
[ 7/2 ] 
f(z) = 31/147*z^3 - 157/84*z + 1
*
[ 2/5 ] 
f(z) = 35/152*z^3 - 146/95*z + 1
*
[ -7/2 ] 
f(z) = 37/147*z^3 - 151/84*z + 1
*
[ 1/2 ] 
f(z) = 20/141*z^3 - 146/141*z + 1
*
[ 1/2 ] 
f(z) = 20/143*z^3 - 148/143*z + 1
*
[ 1/2 ] 
f(z) = 20/147*z^3 - 152/147*z + 1
*
[ 1/2 ] 
f(z) = 20/149*z^3 - 154/149*z + 1
*
[ 1/2 ] 
f(z) = 20/151*z^3 - 156/151*z + 1
*
[ 1/2 ] 
f(z) = 20/153*z^3 - 158/153*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.015651767283445873008001690929843409979
f(z) = 21/142*z^3 - 155/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.015713952171623016692337288858901775809
f(z) = 21/146*z^3 - 157/146*z + 1
*
[ -4 ] 
f(z) = 21/148*z^3 - 151/148*z + 1
*
[ 1/2 ] 
f(z) = 24/143*z^3 - 149/143*z + 1
*
[ 1/2 ] 
f(z) = 24/145*z^3 - 151/145*z + 1
*
[ 1/2 ] 
f(z) = 24/149*z^3 - 155/149*z + 1
*
[ 1/2 ] 
f(z) = 24/151*z^3 - 157/151*z + 1
*
[ 16/5 ] 
f(z) = 25/144*z^3 - 157/144*z + 1
*
-9/5 | 0.061355719747851859511844678514540218291 | 0.012328511614931157615967859517216006506
f(z) = 25/144*z^3 - 145/144*z + 1
*
[ 3 ] 
f(z) = 28/141*z^3 - 158/141*z + 1
*
[ 1/2 ] 
f(z) = 28/141*z^3 - 148/141*z + 1
*
[ 1/2 ] 
f(z) = 28/143*z^3 - 150/143*z + 1
*
[ 1/2 ] 
f(z) = 28/145*z^3 - 152/145*z + 1
*
[ 1/2 ] 
f(z) = 28/149*z^3 - 156/149*z + 1
*
[ 1/2 ] 
f(z) = 28/151*z^3 - 158/151*z + 1
*
[ 1/2 ] 
f(z) = 28/153*z^3 - 160/153*z + 1
*
[ 3 ] 
f(z) = 28/159*z^3 - 146/159*z + 1
*
[ 3 ] 
f(z) = 29/156*z^3 - 157/156*z + 1
*
[ 3 ] 
f(z) = 29/159*z^3 - 155/159*z + 1
*
[ 1/2 ] 
f(z) = 32/141*z^3 - 149/141*z + 1
*
[ 1/2 ] 
f(z) = 32/145*z^3 - 153/145*z + 1
*
[ 1/2 ] 
f(z) = 32/147*z^3 - 155/147*z + 1
*
[ 1/2 ] 
f(z) = 32/149*z^3 - 157/149*z + 1
*
[ 1/2 ] 
f(z) = 32/151*z^3 - 159/151*z + 1
*
[ 1/2 ] 
f(z) = 36/143*z^3 - 152/143*z + 1
*
[ 1/2 ] 
f(z) = 36/145*z^3 - 154/145*z + 1
*
[ 1/2 ] 
f(z) = 36/149*z^3 - 158/149*z + 1
*
[ 1/2 ] 
f(z) = 36/151*z^3 - 160/151*z + 1
*
[ -3 ] 
f(z) = 37/141*z^3 - 145/141*z + 1
*
[ -3 ] 
f(z) = 38/141*z^3 - 154/141*z + 1
*
[ -3 ] 
f(z) = 38/147*z^3 - 146/147*z + 1
*
[ -18/5 ] 
f(z) = 25/152*z^3 - 146/171*z + 1
*
[ 7/12 ] 
f(z) = 32/147*z^3 - 149/189*z + 1
*
[ 7/3 ] 
f(z) = 37/147*z^3 - 151/189*z + 1
*
[ 7/3 ] 
f(z) = 38/147*z^3 - 158/189*z + 1
*
[ 7/11 ] 
f(z) = 22/147*z^3 - 146/231*z + 1
*
-12/5 | 0.16892088358554776178923747681999087617 | 0.029865828882991643624918433802981946412
f(z) = 25/143*z^3 - 145/286*z + 1
*
[ 5/2 ] 
f(z) = 26/145*z^3 - 151/290*z + 1
*
[ 2 ] 
f(z) = 36/143*z^3 - 145/286*z + 1
*
[ 2 ] 
f(z) = 36/145*z^3 - 143/290*z + 1
*
[ 2 ] 
f(z) = 37/141*z^3 - 155/282*z + 1
*
[ 2 ] 
f(z) = 37/143*z^3 - 153/286*z + 1
*
[ 2 ] 
f(z) = 37/145*z^3 - 151/290*z + 1
*
[ 2 ] 
f(z) = 37/147*z^3 - 149/294*z + 1
*
[ 2 ] 
f(z) = 37/149*z^3 - 147/298*z + 1
*
[ 2 ] 
f(z) = 38/145*z^3 - 159/290*z + 1
*
[ 2 ] 
f(z) = 38/147*z^3 - 157/294*z + 1
*
[ 2 ] 
f(z) = 38/149*z^3 - 155/298*z + 1
*
[ 7 ] 
f(z) = 20/147*z^3 - 122/21*z + 1
*
[ 7 ] 
f(z) = 22/147*z^3 - 136/21*z + 1
*
[ -7 ] 
f(z) = 22/147*z^3 - 130/21*z + 1
*
4 | 0.14520946572107474518666145862381992900 | 0.023026185682317447038833591505754106898
f(z) = 23/144*z^3 - 137/36*z + 1
*
[ -7 ] 
f(z) = 23/147*z^3 - 137/21*z + 1
*
-5 | 0.19452329374555768932895929306025374233 | 0.029725842636067596246369383926814103687
f(z) = 29/150*z^3 - 139/30*z + 1
*
[ 5 ] 
f(z) = 29/150*z^3 - 121/30*z + 1
*
[ 5 ] 
f(z) = 31/150*z^3 - 131/30*z + 1
*
[ 4 ] 
f(z) = 37/144*z^3 - 121/36*z + 1
*
3 | 0.15710926405063126663181524207942523957 | 0.026233140124689585057323004490426579082
f(z) = 23/144*z^3 - 133/48*z + 1
*
3/5 | 0.14774837205130640515887800051588119063 | 0.024732688460266236936416082266867771097
f(z) = 25/144*z^3 - 131/48*z + 1
*
[ 38/9 ] 
f(z) = 27/152*z^3 - 137/57*z + 1
*
-38/9 | 0.17641703580270360619337220492721118190 | 0.025629112323632583547372420879505952202
f(z) = 27/152*z^3 - 122/57*z + 1
*
[ 4 ] 
f(z) = 23/152*z^3 - 127/76*z + 1
*
[ -4 ] 
f(z) = 27/152*z^3 - 121/76*z + 1
*
[ -4 ] 
f(z) = 29/152*z^3 - 137/76*z + 1
*
6/5 | 0.18334778805096124236934661483990170765 | 0.024911032333759054748025819382172601106
f(z) = 35/144*z^3 - 131/60*z + 1
*
[ 10/3 ] 
f(z) = 27/152*z^3 - 121/95*z + 1
*
[ -21/5 ] 
f(z) = 20/147*z^3 - 122/105*z + 1
*
[ 3 ] 
f(z) = 25/141*z^3 - 131/141*z + 1
*
[ 3 ] 
f(z) = 25/147*z^3 - 127/147*z + 1
*
[ 3 ] 
f(z) = 25/156*z^3 - 121/156*z + 1
*
[ 3 ] 
f(z) = 26/141*z^3 - 140/141*z + 1
*
[ 3 ] 
f(z) = 26/147*z^3 - 136/147*z + 1
*
[ 3 ] 
f(z) = 26/159*z^3 - 128/159*z + 1
*
[ -3 ] 
f(z) = 35/141*z^3 - 127/141*z + 1
*
[ 5/2 ] 
f(z) = 36/145*z^3 - 138/145*z + 1
*
[ 5/2 ] 
f(z) = 36/155*z^3 - 132/155*z + 1
*
[ -3 ] 
f(z) = 37/147*z^3 - 137/147*z + 1
*
[ -3 ] 
f(z) = 37/150*z^3 - 133/150*z + 1
*
[ -3 ] 
f(z) = 37/156*z^3 - 125/156*z + 1
*
[ -3 ] 
f(z) = 37/159*z^3 - 121/159*z + 1
*
[ -3 ] 
f(z) = 38/159*z^3 - 130/159*z + 1
*
[ 7/3 ] 
f(z) = 34/147*z^3 - 130/189*z + 1
*
22/9 | 0.14285613231202010252239823713737827366 | 0.023650680168387864690527576588934897653
f(z) = 27/140*z^3 - 137/210*z + 1
*
[ 2/3 ] 
f(z) = 33/140*z^3 - 127/210*z + 1
*
[ 2/3 ] 
f(z) = 39/140*z^3 - 131/210*z + 1
*
[ 2/3 ] 
f(z) = 21/148*z^3 - 125/222*z + 1
*
[ 2/3 ] 
f(z) = 33/148*z^3 - 133/222*z + 1
*
[ 2/3 ] 
f(z) = 39/148*z^3 - 137/222*z + 1
*
[ -13/4 ] 
f(z) = 24/143*z^3 - 133/286*z + 1
*
[ 2 ] 
f(z) = 34/141*z^3 - 131/282*z + 1
*
[ 2 ] 
f(z) = 34/143*z^3 - 129/286*z + 1
*
[ 2 ] 
f(z) = 34/145*z^3 - 127/290*z + 1
*
[ 2 ] 
f(z) = 34/147*z^3 - 125/294*z + 1
*
[ 2 ] 
f(z) = 34/149*z^3 - 123/298*z + 1
*
[ 2 ] 
f(z) = 35/141*z^3 - 139/282*z + 1
*
[ 2 ] 
f(z) = 35/143*z^3 - 137/286*z + 1
*
[ 2 ] 
f(z) = 35/149*z^3 - 131/298*z + 1
*
[ 2 ] 
f(z) = 36/149*z^3 - 139/298*z + 1
*
-6 | 0.20625518923607103982006955185375549403 | 0.028969907973197900914341790223901563404
f(z) = 31/144*z^3 - 103/12*z + 1
*
-6 | 0.21234698418264045298061779603269719834 | 0.029370915548540063305280525805649805393
f(z) = 35/144*z^3 - 115/12*z + 1
*
[ 6 ] 
f(z) = 37/144*z^3 - 101/12*z + 1
*
[ -7 ] 
f(z) = 20/147*z^3 - 116/21*z + 1
*
-4 | 0.15857142072814768324488284167841347954 | 0.025719492900115067868389478639733285661
f(z) = 23/144*z^3 - 119/36*z + 1
*
[ -5 ] 
f(z) = 29/150*z^3 - 109/30*z + 1
*
[ -5 ] 
f(z) = 31/150*z^3 - 119/30*z + 1
*
[ 21/4 ] 
f(z) = 32/147*z^3 - 109/21*z + 1
*
[ -21/4 ] 
f(z) = 32/147*z^3 - 101/21*z + 1
*
[ 4 ] 
f(z) = 35/144*z^3 - 113/36*z + 1
*
[ -4 ] 
f(z) = 37/144*z^3 - 103/36*z + 1
*
-38/9 | 0.20208885651191801315251780975603177755 | 0.029575284356174845231570685036889501772
f(z) = 27/152*z^3 - 116/57*z + 1
*
[ -38/9 ] 
f(z) = 27/152*z^3 - 110/57*z + 1
*
-21/8 | 0.075952056082648620671938773287432883732 | 0.011541744578017545717377245426010912561
f(z) = 32/147*z^3 - 103/42*z + 1
*
[ 7/2 ] 
f(z) = 38/147*z^3 - 103/42*z + 1
*
[ 4 ] 
f(z) = 21/152*z^3 - 111/76*z + 1
*
[ 2/5 ] 
f(z) = 25/148*z^3 - 113/74*z + 1
*
[ -4 ] 
f(z) = 25/152*z^3 - 105/76*z + 1
*
[ 2/5 ] 
f(z) = 25/156*z^3 - 119/78*z + 1
*
[ 10/3 ] 
f(z) = 27/140*z^3 - 101/70*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.013784380167856439825755099098124752759
f(z) = 31/156*z^3 - 101/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017239502966248114216827322409865561324
f(z) = 33/140*z^3 - 101/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017369203994411306035226658680114668567
f(z) = 33/148*z^3 - 103/74*z + 1
*
-12/5 | 0.13918429149393258812842452176719339749 | 0.019160753570107765847199317145439901675
f(z) = 35/144*z^3 - 119/60*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017245878060879097958518813617412174670
f(z) = 35/148*z^3 - 107/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013589429043370484349476303247467064943
f(z) = 35/156*z^3 - 109/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016995446304223242083534919208776427986
f(z) = 37/140*z^3 - 109/70*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013499075939916354035025339203422418886
f(z) = 37/156*z^3 - 113/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016882447346483827147617117869265723638
f(z) = 39/140*z^3 - 113/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017017215596841491068470181931980697045
f(z) = 39/148*z^3 - 115/74*z + 1
*
[ 7/2 ] 
f(z) = 23/147*z^3 - 101/84*z + 1
*
[ 7/2 ] 
f(z) = 25/147*z^3 - 115/84*z + 1
*
[ -7/2 ] 
f(z) = 31/147*z^3 - 109/84*z + 1
*
[ 5/2 ] 
f(z) = 37/150*z^3 - 113/120*z + 1
*
[ 3 ] 
f(z) = 22/141*z^3 - 104/141*z + 1
*
[ 3 ] 
f(z) = 23/141*z^3 - 113/141*z + 1
*
[ 3 ] 
f(z) = 23/147*z^3 - 109/147*z + 1
*
[ 3 ] 
f(z) = 23/150*z^3 - 107/150*z + 1
*
[ 3 ] 
f(z) = 23/156*z^3 - 103/156*z + 1
*
[ 3 ] 
f(z) = 23/159*z^3 - 101/159*z + 1
*
[ 3/5 ] 
f(z) = 25/141*z^3 - 103/141*z + 1
*
[ 3/5 ] 
f(z) = 25/147*z^3 - 107/147*z + 1
*
[ 3/5 ] 
f(z) = 25/156*z^3 - 113/156*z + 1
*
[ 3 ] 
f(z) = 25/159*z^3 - 119/159*z + 1
*
[ 3/5 ] 
f(z) = 25/159*z^3 - 115/159*z + 1
*
[ 5/2 ] 
f(z) = 32/145*z^3 - 113/145*z + 1
*
[ 5/2 ] 
f(z) = 32/155*z^3 - 107/155*z + 1
*
[ -3 ] 
f(z) = 34/141*z^3 - 118/141*z + 1
*
[ -3 ] 
f(z) = 34/147*z^3 - 110/147*z + 1
*
[ -3 ] 
f(z) = 35/156*z^3 - 107/156*z + 1
*
[ -3 ] 
f(z) = 35/159*z^3 - 103/159*z + 1
*
[ 2/3 ] 
f(z) = 31/152*z^3 - 101/171*z + 1
*
[ 2/3 ] 
f(z) = 35/152*z^3 - 103/171*z + 1
*
[ 2/3 ] 
f(z) = 37/152*z^3 - 104/171*z + 1
*
[ 7/3 ] 
f(z) = 31/147*z^3 - 109/189*z + 1
*
[ 7/3 ] 
f(z) = 32/147*z^3 - 116/189*z + 1
*
-14/9 | 0.14646893139370491125665599308905267623 | 0.024248800488535880678687087148519173621
f(z) = 27/140*z^3 - 113/210*z + 1
*
[ -10/3 ] 
f(z) = 23/150*z^3 - 109/270*z + 1
*
[ 5/2 ] 
f(z) = 22/145*z^3 - 101/290*z + 1
*
[ 4/5 ] 
f(z) = 25/142*z^3 - 103/284*z + 1
*
[ 4/5 ] 
f(z) = 25/146*z^3 - 105/292*z + 1
*
[ 2 ] 
f(z) = 31/141*z^3 - 107/282*z + 1
*
[ 2 ] 
f(z) = 31/143*z^3 - 105/286*z + 1
*
[ 2 ] 
f(z) = 31/145*z^3 - 103/290*z + 1
*
[ 2 ] 
f(z) = 31/147*z^3 - 101/294*z + 1
*
[ 2 ] 
f(z) = 32/141*z^3 - 115/282*z + 1
*
[ 2 ] 
f(z) = 32/143*z^3 - 113/286*z + 1
*
[ 2 ] 
f(z) = 32/145*z^3 - 111/290*z + 1
*
[ 2 ] 
f(z) = 32/147*z^3 - 109/294*z + 1
*
[ 2 ] 
f(z) = 32/149*z^3 - 107/298*z + 1
*
[ 2 ] 
f(z) = 33/145*z^3 - 119/290*z + 1
*
[ 2 ] 
f(z) = 33/149*z^3 - 115/298*z + 1
*
-6 | 0.19554314649839229260863443733629209368 | 0.028226851243087434783293440280227430851
f(z) = 25/144*z^3 - 85/12*z + 1
*
[ 6 ] 
f(z) = 31/144*z^3 - 83/12*z + 1
*
[ 6 ] 
f(z) = 35/144*z^3 - 95/12*z + 1
*
[ -6 ] 
f(z) = 35/144*z^3 - 91/12*z + 1
*
[ -6 ] 
f(z) = 37/144*z^3 - 97/12*z + 1
*
[ 5 ] 
f(z) = 23/150*z^3 - 91/30*z + 1
*
4/5 | 0.060394796613973911537389104948803808733 | 0.010361187181350819219275792660855993833
f(z) = 25/144*z^3 - 85/36*z + 1
*
[ 4 ] 
f(z) = 29/144*z^3 - 89/36*z + 1
*
2 | 0.10034444482655236976311532711450076108 | 0.017285462846918332169153208291122556136
f(z) = 29/144*z^3 - 83/36*z + 1
*
[ 4 ] 
f(z) = 31/144*z^3 - 97/36*z + 1
*
2 | 0.12653747693988873771085767003914703608 | 0.021708467575610609310195570296449251548
f(z) = 31/144*z^3 - 85/36*z + 1
*
[ -4 ] 
f(z) = 35/144*z^3 - 95/36*z + 1
*
2 | 0.12265877221138812649635187407526443635 | 0.020878335052913747144153869295230080456
f(z) = 35/144*z^3 - 89/36*z + 1
*
2 | 0.12765717017565060049689110663385124759 | 0.021647251036847825830122244362453263115
f(z) = 37/144*z^3 - 91/36*z + 1
*
3/5 | 0.14774014987275090309640621600836124748 | 0.026776875606389859263724811369130116232
f(z) = 25/144*z^3 - 83/48*z + 1
*
[ 7/2 ] 
f(z) = 34/147*z^3 - 89/42*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017987255805114334967696011046870552639
f(z) = 23/140*z^3 - 81/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018102736521289668867888270782726793004
f(z) = 23/148*z^3 - 83/74*z + 1
*
[ -4 ] 
f(z) = 23/152*z^3 - 89/76*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.014247284209182456776633494589240330124
f(z) = 23/156*z^3 - 85/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017937580170299443388110871277917920403
f(z) = 25/148*z^3 - 87/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.014121047874727704048762594464481531616
f(z) = 25/156*z^3 - 89/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017660308622854152753348296627005932754
f(z) = 27/140*z^3 - 89/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017782638185780481402573111258050694761
f(z) = 27/148*z^3 - 91/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017511736107552744475549716607198188405
f(z) = 29/140*z^3 - 93/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017636848384910235585561207804432811200
f(z) = 29/148*z^3 - 95/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013890315832490389985787356598190387391
f(z) = 29/156*z^3 - 97/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.017371746533748498445509601713059514366
f(z) = 31/140*z^3 - 97/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.017499299391565504480442149555169325902
f(z) = 31/148*z^3 - 99/74*z + 1
*
[ -7/2 ] 
f(z) = 29/147*z^3 - 95/84*z + 1
*
-12/7 | 0.20944764080192134613232875279279704129 | 0.029756226991546837742275902912790039785
f(z) = 35/144*z^3 - 95/84*z + 1
*
[ 14/5 ] 
f(z) = 25/152*z^3 - 86/133*z + 1
*
[ 5/2 ] 
f(z) = 31/150*z^3 - 83/120*z + 1
*
[ 3 ] 
f(z) = 20/141*z^3 - 86/141*z + 1
*
[ 3 ] 
f(z) = 20/147*z^3 - 82/147*z + 1
*
[ 3 ] 
f(z) = 22/147*z^3 - 100/147*z + 1
*
[ 3 ] 
f(z) = 22/159*z^3 - 92/159*z + 1
*
[ 13/5 ] 
f(z) = 25/143*z^3 - 81/143*z + 1
*
[ -17/5 ] 
f(z) = 25/153*z^3 - 91/153*z + 1
*
[ 14/5 ] 
f(z) = 25/154*z^3 - 97/154*z + 1
*
-7/3 | 0.14361544024411552231876602172393878133 | 0.029062289004772459172224913081607864576
f(z) = 27/140*z^3 - 87/140*z + 1
*
[ 2/3 ] 
f(z) = 27/142*z^3 - 83/142*z + 1
*
[ 2/3 ] 
f(z) = 27/146*z^3 - 85/146*z + 1
*
[ 8/3 ] 
f(z) = 27/152*z^3 - 97/152*z + 1
*
[ 2/3 ] 
f(z) = 27/154*z^3 - 89/154*z + 1
*
[ 2/3 ] 
f(z) = 27/158*z^3 - 91/158*z + 1
*
[ 5/2 ] 
f(z) = 28/145*z^3 - 88/145*z + 1
*
[ 5/2 ] 
f(z) = 28/155*z^3 - 82/155*z + 1
*
[ -3 ] 
f(z) = 31/141*z^3 - 91/141*z + 1
*
[ -3 ] 
f(z) = 31/147*z^3 - 83/147*z + 1
*
[ -3 ] 
f(z) = 32/141*z^3 - 100/141*z + 1
*
[ -3 ] 
f(z) = 32/147*z^3 - 92/147*z + 1
*
[ -3 ] 
f(z) = 34/159*z^3 - 94/159*z + 1
*
[ 13/6 ] 
f(z) = 36/143*z^3 - 92/143*z + 1
*
[ 2 ] 
f(z) = 39/142*z^3 - 85/142*z + 1
*
[ 2 ] 
f(z) = 39/146*z^3 - 83/146*z + 1
*
[ 2/3 ] 
f(z) = 23/152*z^3 - 97/171*z + 1
*
[ 2/3 ] 
f(z) = 25/152*z^3 - 98/171*z + 1
*
[ 2/3 ] 
f(z) = 29/152*z^3 - 100/171*z + 1
*
[ 7/3 ] 
f(z) = 29/147*z^3 - 95/189*z + 1
*
[ 14/5 ] 
f(z) = 20/147*z^3 - 89/210*z + 1
*
[ 3/4 ] 
f(z) = 20/153*z^3 - 83/204*z + 1
*
[ 3/4 ] 
f(z) = 28/153*z^3 - 89/204*z + 1
*
[ 12/5 ] 
f(z) = 25/152*z^3 - 83/228*z + 1
*
[ 2 ] 
f(z) = 28/141*z^3 - 83/282*z + 1
*
[ 2 ] 
f(z) = 28/143*z^3 - 81/286*z + 1
*
[ 2 ] 
f(z) = 29/141*z^3 - 91/282*z + 1
*
[ 2 ] 
f(z) = 29/143*z^3 - 89/286*z + 1
*
[ 2 ] 
f(z) = 29/147*z^3 - 85/294*z + 1
*
[ 2 ] 
f(z) = 29/149*z^3 - 83/298*z + 1
*
[ 2 ] 
f(z) = 30/143*z^3 - 97/286*z + 1
*
[ 2 ] 
f(z) = 30/149*z^3 - 91/298*z + 1
*
[ 2 ] 
f(z) = 31/149*z^3 - 99/298*z + 1
*
-6 | 0.19142002697634803946794414406810550989 | 0.027926776607975637864991818493083418871
f(z) = 23/144*z^3 - 79/12*z + 1
*
6/5 | 0.097498755004547281952493993286327583483 | 0.014390182566662230082801829768791417980
f(z) = 25/144*z^3 - 73/12*z + 1
*
[ 6 ] 
f(z) = 25/144*z^3 - 65/12*z + 1
*
[ -6 ] 
f(z) = 25/144*z^3 - 61/12*z + 1
*
[ 6 ] 
f(z) = 29/144*z^3 - 77/12*z + 1
*
[ -6 ] 
f(z) = 29/144*z^3 - 73/12*z + 1
*
[ -6 ] 
f(z) = 31/144*z^3 - 79/12*z + 1
*
2 | 0.098493433248500602064270810672240831655 | 0.017188781518458737939275705748527444981
f(z) = 23/144*z^3 - 77/36*z + 1
*
[ 4 ] 
f(z) = 23/144*z^3 - 65/36*z + 1
*
[ -5 ] 
f(z) = 23/150*z^3 - 79/30*z + 1
*
2 | 0.081378688049489606770018165697964867011 | 0.014138695763230741995784983659307214566
f(z) = 25/144*z^3 - 79/36*z + 1
*
[ 24/5 ] 
f(z) = 25/144*z^3 - 77/24*z + 1
*
[ 4 ] 
f(z) = 25/144*z^3 - 73/36*z + 1
*
[ -24/5 ] 
f(z) = 25/144*z^3 - 67/24*z + 1
*
[ -4 ] 
f(z) = 29/144*z^3 - 71/36*z + 1
*
[ -4 ] 
f(z) = 31/144*z^3 - 79/36*z + 1
*
[ 7/2 ] 
f(z) = 26/147*z^3 - 61/42*z + 1
*
[ 3 ] 
f(z) = 31/144*z^3 - 61/48*z + 1
*
[ 3 ] 
f(z) = 32/153*z^3 - 62/51*z + 1
*
[ -7/2 ] 
f(z) = 34/147*z^3 - 65/42*z + 1
*
[ 3 ] 
f(z) = 35/144*z^3 - 73/48*z + 1
*
[ 3 ] 
f(z) = 35/153*z^3 - 71/51*z + 1
*
[ 3 ] 
f(z) = 37/144*z^3 - 79/48*z + 1
*
[ 3 ] 
f(z) = 37/153*z^3 - 77/51*z + 1
*
[ -7/2 ] 
f(z) = 38/147*z^3 - 79/42*z + 1
*
[ 3 ] 
f(z) = 38/153*z^3 - 80/51*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.018279354249936479505667929671810193992
f(z) = 21/148*z^3 - 79/74*z + 1
*
[ -4 ] 
f(z) = 21/152*z^3 - 73/76*z + 1
*
[ -7/2 ] 
f(z) = 25/147*z^3 - 67/84*z + 1
*
[ -10/3 ] 
f(z) = 27/152*z^3 - 64/95*z + 1
*
[ 5/2 ] 
f(z) = 29/150*z^3 - 73/120*z + 1
*
[ 3 ] 
f(z) = 20/159*z^3 - 74/159*z + 1
*
[ 5/2 ] 
f(z) = 24/145*z^3 - 63/145*z + 1
*
[ -16/5 ] 
f(z) = 25/144*z^3 - 67/144*z + 1
*
[ 13/5 ] 
f(z) = 25/156*z^3 - 73/156*z + 1
*
[ 7/3 ] 
f(z) = 27/140*z^3 - 67/140*z + 1
*
[ -3 ] 
f(z) = 28/141*z^3 - 64/141*z + 1
*
[ -3 ] 
f(z) = 29/141*z^3 - 73/141*z + 1
*
[ -3 ] 
f(z) = 29/147*z^3 - 65/147*z + 1
*
[ -3 ] 
f(z) = 29/150*z^3 - 61/150*z + 1
*
[ -3 ] 
f(z) = 31/150*z^3 - 79/150*z + 1
*
[ -3 ] 
f(z) = 31/156*z^3 - 71/156*z + 1
*
[ -3 ] 
f(z) = 31/159*z^3 - 67/159*z + 1
*
[ 3/4 ] 
f(z) = 32/141*z^3 - 65/141*z + 1
*
[ 3/4 ] 
f(z) = 32/147*z^3 - 67/147*z + 1
*
[ 9/4 ] 
f(z) = 32/153*z^3 - 77/153*z + 1
*
[ -3 ] 
f(z) = 32/159*z^3 - 76/159*z + 1
*
[ 3/4 ] 
f(z) = 32/159*z^3 - 71/159*z + 1
*
[ 2 ] 
f(z) = 33/142*z^3 - 61/142*z + 1
*
[ 2 ] 
f(z) = 35/142*z^3 - 69/142*z + 1
*
[ 2 ] 
f(z) = 35/146*z^3 - 67/146*z + 1
*
[ 2 ] 
f(z) = 35/158*z^3 - 61/158*z + 1
*
[ 2 ] 
f(z) = 37/142*z^3 - 77/142*z + 1
*
[ 2 ] 
f(z) = 37/146*z^3 - 75/146*z + 1
*
[ 2 ] 
f(z) = 37/150*z^3 - 73/150*z + 1
*
[ 2 ] 
f(z) = 37/154*z^3 - 71/154*z + 1
*
[ 2 ] 
f(z) = 37/158*z^3 - 69/158*z + 1
*
[ 2 ] 
f(z) = 39/154*z^3 - 79/154*z + 1
*
[ 2 ] 
f(z) = 39/158*z^3 - 77/158*z + 1
*
[ 38/15 ] 
f(z) = 25/152*z^3 - 77/171*z + 1
*
[ 7/4 ] 
f(z) = 38/147*z^3 - 61/168*z + 1
*
[ 7/3 ] 
f(z) = 25/147*z^3 - 67/189*z + 1
*
[ 7/3 ] 
f(z) = 26/147*z^3 - 74/189*z + 1
*
[ 4/5 ] 
f(z) = 35/144*z^3 - 73/180*z + 1
*
[ 12/5 ] 
f(z) = 25/153*z^3 - 73/204*z + 1
*
[ 5/3 ] 
f(z) = 37/150*z^3 - 77/270*z + 1
*
[ -10/3 ] 
f(z) = 21/152*z^3 - 67/285*z + 1
*
[ 2 ] 
f(z) = 26/141*z^3 - 67/282*z + 1
*
[ 2 ] 
f(z) = 26/145*z^3 - 63/290*z + 1
*
[ 2 ] 
f(z) = 26/147*z^3 - 61/294*z + 1
*
[ 2 ] 
f(z) = 27/143*z^3 - 73/286*z + 1
*
[ 2 ] 
f(z) = 27/145*z^3 - 71/290*z + 1
*
[ 2 ] 
f(z) = 27/149*z^3 - 67/298*z + 1
*
[ 2 ] 
f(z) = 28/145*z^3 - 79/290*z + 1
*
[ 2 ] 
f(z) = 28/149*z^3 - 75/298*z + 1
*
[ 3/2 ] 
f(z) = 38/141*z^3 - 77/282*z + 1
*
[ -5/2 ] 
f(z) = 38/145*z^3 - 69/290*z + 1
*
[ 3/2 ] 
f(z) = 38/147*z^3 - 73/294*z + 1
*
[ 6 ] 
f(z) = 23/144*z^3 - 59/12*z + 1
*
[ -6 ] 
f(z) = 23/144*z^3 - 55/12*z + 1
*
[ -4 ] 
f(z) = 23/144*z^3 - 47/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015386768664908231790050230851765976686
f(z) = 23/144*z^3 - 41/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.015244400028077320315536796069626815036
f(z) = 25/144*z^3 - 43/36*z + 1
*
[ 21/5 ] 
f(z) = 25/147*z^3 - 47/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014985454914591429668813568511947951400
f(z) = 29/144*z^3 - 47/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014867139123177529116953843185651776430
f(z) = 31/144*z^3 - 49/36*z + 1
*
[ 7/2 ] 
f(z) = 32/147*z^3 - 41/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014649342122594236866717766551854073403
f(z) = 35/144*z^3 - 53/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014548736313824892296320439376037334072
f(z) = 37/144*z^3 - 55/36*z + 1
*
[ 7/2 ] 
f(z) = 22/147*z^3 - 47/42*z + 1
*
[ 3 ] 
f(z) = 25/144*z^3 - 43/48*z + 1
*
[ 3 ] 
f(z) = 25/153*z^3 - 41/51*z + 1
*
[ 3 ] 
f(z) = 26/153*z^3 - 44/51*z + 1
*
[ 3 ] 
f(z) = 28/153*z^3 - 50/51*z + 1
*
[ 3 ] 
f(z) = 29/144*z^3 - 55/48*z + 1
*
[ 3 ] 
f(z) = 29/153*z^3 - 53/51*z + 1
*
[ 3 ] 
f(z) = 31/153*z^3 - 59/51*z + 1
*
[ -3 ] 
f(z) = 35/144*z^3 - 41/48*z + 1
*
[ -3 ] 
f(z) = 37/144*z^3 - 47/48*z + 1
*
[ -3 ] 
f(z) = 37/153*z^3 - 43/51*z + 1
*
[ -3 ] 
f(z) = 38/153*z^3 - 46/51*z + 1
*
[ -10/3 ] 
f(z) = 27/140*z^3 - 59/70*z + 1
*
[ 2/3 ] 
f(z) = 27/140*z^3 - 41/70*z + 1
*
[ 2/3 ] 
f(z) = 27/148*z^3 - 43/74*z + 1
*
[ 12/5 ] 
f(z) = 35/144*z^3 - 49/60*z + 1
*
[ 2 ] 
f(z) = 39/140*z^3 - 43/70*z + 1
*
[ 2 ] 
f(z) = 39/148*z^3 - 41/74*z + 1
*
[ -7/2 ] 
f(z) = 23/147*z^3 - 53/84*z + 1
*
[ 7/10 ] 
f(z) = 25/147*z^3 - 43/84*z + 1
*
[ 7/10 ] 
f(z) = 20/147*z^3 - 52/105*z + 1
*
[ 5/2 ] 
f(z) = 23/150*z^3 - 43/120*z + 1
*
[ 5/2 ] 
f(z) = 24/155*z^3 - 57/155*z + 1
*
[ 11/5 ] 
f(z) = 25/143*z^3 - 43/143*z + 1
*
[ 4/5 ] 
f(z) = 25/148*z^3 - 53/148*z + 1
*
[ 4/5 ] 
f(z) = 25/156*z^3 - 55/156*z + 1
*
[ 12/5 ] 
f(z) = 25/156*z^3 - 53/156*z + 1
*
[ -3 ] 
f(z) = 26/141*z^3 - 46/141*z + 1
*
[ 7/3 ] 
f(z) = 27/154*z^3 - 59/154*z + 1
*
[ 2 ] 
f(z) = 29/142*z^3 - 45/142*z + 1
*
[ 2 ] 
f(z) = 29/146*z^3 - 43/146*z + 1
*
[ 2 ] 
f(z) = 29/150*z^3 - 41/150*z + 1
*
[ -3 ] 
f(z) = 29/156*z^3 - 53/156*z + 1
*
[ -3 ] 
f(z) = 29/159*z^3 - 49/159*z + 1
*
[ 2 ] 
f(z) = 31/142*z^3 - 53/142*z + 1
*
[ 2 ] 
f(z) = 31/146*z^3 - 51/146*z + 1
*
[ 2 ] 
f(z) = 31/150*z^3 - 49/150*z + 1
*
[ 2 ] 
f(z) = 31/154*z^3 - 47/154*z + 1
*
[ 2 ] 
f(z) = 31/158*z^3 - 45/158*z + 1
*
[ -11/4 ] 
f(z) = 32/143*z^3 - 47/143*z + 1
*
[ 2 ] 
f(z) = 33/146*z^3 - 59/146*z + 1
*
[ 2 ] 
f(z) = 33/158*z^3 - 53/158*z + 1
*
[ 11/6 ] 
f(z) = 36/143*z^3 - 56/143*z + 1
*
[ 5/6 ] 
f(z) = 36/145*z^3 - 54/145*z + 1
*
[ 5/3 ] 
f(z) = 36/145*z^3 - 42/145*z + 1
*
[ 5/6 ] 
f(z) = 36/155*z^3 - 56/155*z + 1
*
[ 7/4 ] 
f(z) = 34/147*z^3 - 47/168*z + 1
*
[ 7/3 ] 
f(z) = 22/147*z^3 - 46/189*z + 1
*
[ 7/3 ] 
f(z) = 23/147*z^3 - 53/189*z + 1
*
[ 3/2 ] 
f(z) = 35/144*z^3 - 41/192*z + 1
*
[ 3/2 ] 
f(z) = 37/144*z^3 - 47/192*z + 1
*
-14/9 | 0.15112174190304135356925703027751411902 | 0.025019100870181947029527025400551165474
f(z) = 27/140*z^3 - 53/210*z + 1
*
[ 3/2 ] 
f(z) = 37/153*z^3 - 43/204*z + 1
*
[ 4/3 ] 
f(z) = 39/152*z^3 - 47/228*z + 1
*
[ -18/7 ] 
f(z) = 35/144*z^3 - 55/252*z + 1
*
[ 5/3 ] 
f(z) = 31/150*z^3 - 47/270*z + 1
*
[ 2 ] 
f(z) = 23/141*z^3 - 43/282*z + 1
*
[ 2 ] 
f(z) = 23/143*z^3 - 41/286*z + 1
*
[ 2 ] 
f(z) = 24/143*z^3 - 49/286*z + 1
*
[ 2 ] 
f(z) = 24/145*z^3 - 47/290*z + 1
*
[ 2 ] 
f(z) = 24/149*z^3 - 43/298*z + 1
*
[ 2 ] 
f(z) = 25/141*z^3 - 59/282*z + 1
*
[ 2 ] 
f(z) = 25/143*z^3 - 57/286*z + 1
*
[ 2 ] 
f(z) = 25/147*z^3 - 53/294*z + 1
*
[ 2 ] 
f(z) = 25/149*z^3 - 51/298*z + 1
*
[ 2 ] 
f(z) = 26/149*z^3 - 59/298*z + 1
*
[ 13/8 ] 
f(z) = 32/143*z^3 - 59/286*z + 1
*
[ 11/8 ] 
f(z) = 32/143*z^3 - 43/286*z + 1
*
[ 3/2 ] 
f(z) = 34/141*z^3 - 59/282*z + 1
*
[ 3/2 ] 
f(z) = 34/147*z^3 - 55/294*z + 1
*
[ 6/5 ] 
f(z) = 35/152*z^3 - 47/285*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018156806885077115994070959347338237113
f(z) = 23/152*z^3 - 21/19*z + 1
*
6/5 | 0.11866749472097116680826569693114520928 | 0.019467012789755060864637377257724662436
f(z) = 25/144*z^3 - 37/12*z + 1
*
[ 2/5 ] 
f(z) = 25/152*z^3 - 29/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017993445980955937063795892820719763418
f(z) = 25/152*z^3 - 22/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017840071054446142565797483363150393086
f(z) = 27/152*z^3 - 23/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017695655036636448174554386694092031841
f(z) = 29/152*z^3 - 24/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017559315160603590138595062680334143094
f(z) = 31/152*z^3 - 25/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017430287722710231805569809509634850637
f(z) = 33/152*z^3 - 26/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017307908056840257437914073215249440473
f(z) = 35/152*z^3 - 27/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017191594492441932063542793826520400717
f(z) = 37/152*z^3 - 28/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.017080835390389726713422073684402609859
f(z) = 39/152*z^3 - 29/19*z + 1
*
[ -18/5 ] 
f(z) = 25/144*z^3 - 35/36*z + 1
*
[ -21/5 ] 
f(z) = 25/147*z^3 - 37/21*z + 1
*
[ -7/2 ] 
f(z) = 32/147*z^3 - 29/21*z + 1
*
[ 3 ] 
f(z) = 20/153*z^3 - 26/51*z + 1
*
[ 2/3 ] 
f(z) = 21/152*z^3 - 32/57*z + 1
*
[ -7/2 ] 
f(z) = 22/147*z^3 - 23/42*z + 1
*
[ 3 ] 
f(z) = 22/153*z^3 - 32/51*z + 1
*
[ 3 ] 
f(z) = 23/144*z^3 - 37/48*z + 1
*
[ 3 ] 
f(z) = 23/153*z^3 - 35/51*z + 1
*
[ 3/5 ] 
f(z) = 25/144*z^3 - 35/48*z + 1
*
[ 14/5 ] 
f(z) = 25/147*z^3 - 29/42*z + 1
*
[ 3/5 ] 
f(z) = 25/153*z^3 - 37/51*z + 1
*
[ -7/2 ] 
f(z) = 26/147*z^3 - 37/42*z + 1
*
[ -3 ] 
f(z) = 29/144*z^3 - 23/48*z + 1
*
[ -3 ] 
f(z) = 31/144*z^3 - 29/48*z + 1
*
[ -3 ] 
f(z) = 31/153*z^3 - 25/51*z + 1
*
[ 21/8 ] 
f(z) = 32/147*z^3 - 37/42*z + 1
*
[ -3 ] 
f(z) = 32/153*z^3 - 28/51*z + 1
*
[ 3/4 ] 
f(z) = 32/153*z^3 - 23/51*z + 1
*
[ 2/3 ] 
f(z) = 33/152*z^3 - 34/57*z + 1
*
[ -3 ] 
f(z) = 35/153*z^3 - 37/51*z + 1
*
[ 2/3 ] 
f(z) = 39/152*z^3 - 35/57*z + 1
*
[ 4/5 ] 
f(z) = 25/152*z^3 - 27/76*z + 1
*
[ 2 ] 
f(z) = 29/140*z^3 - 23/70*z + 1
*
[ 2 ] 
f(z) = 29/148*z^3 - 21/74*z + 1
*
[ 2 ] 
f(z) = 31/140*z^3 - 27/70*z + 1
*
[ 2 ] 
f(z) = 31/148*z^3 - 25/74*z + 1
*
[ 2 ] 
f(z) = 31/156*z^3 - 23/78*z + 1
*
[ 2 ] 
f(z) = 33/140*z^3 - 31/70*z + 1
*
[ 2 ] 
f(z) = 33/148*z^3 - 29/74*z + 1
*
-6/5 | 0.16898718305906207905299765895133785108 | 0.025684865589352212191006131905413411277
f(z) = 35/144*z^3 - 31/60*z + 1
*
[ 2 ] 
f(z) = 35/148*z^3 - 33/74*z + 1
*
[ 2 ] 
f(z) = 35/156*z^3 - 31/78*z + 1
*
[ 2 ] 
f(z) = 37/140*z^3 - 39/70*z + 1
*
[ 2 ] 
f(z) = 37/156*z^3 - 35/78*z + 1
*
[ 6/7 ] 
f(z) = 35/144*z^3 - 29/84*z + 1
*
[ 12/7 ] 
f(z) = 35/144*z^3 - 25/84*z + 1
*
[ 3/2 ] 
f(z) = 38/153*z^3 - 23/102*z + 1
*
[ 2 ] 
f(z) = 23/142*z^3 - 21/142*z + 1
*
[ -3 ] 
f(z) = 25/141*z^3 - 37/141*z + 1
*
[ 2 ] 
f(z) = 25/142*z^3 - 29/142*z + 1
*
[ 2 ] 
f(z) = 25/146*z^3 - 27/146*z + 1
*
[ -3 ] 
f(z) = 25/147*z^3 - 29/147*z + 1
*
[ 11/5 ] 
f(z) = 25/154*z^3 - 37/154*z + 1
*
[ 2 ] 
f(z) = 25/154*z^3 - 23/154*z + 1
*
[ 2 ] 
f(z) = 25/158*z^3 - 21/158*z + 1
*
[ -3 ] 
f(z) = 26/147*z^3 - 38/147*z + 1
*
[ -3 ] 
f(z) = 26/159*z^3 - 22/159*z + 1
*
[ 2 ] 
f(z) = 27/142*z^3 - 37/142*z + 1
*
[ 2 ] 
f(z) = 27/146*z^3 - 35/146*z + 1
*
[ 2 ] 
f(z) = 27/154*z^3 - 31/154*z + 1
*
[ 2 ] 
f(z) = 27/158*z^3 - 29/158*z + 1
*
[ -3 ] 
f(z) = 28/159*z^3 - 40/159*z + 1
*
[ 2 ] 
f(z) = 29/154*z^3 - 39/154*z + 1
*
[ 2 ] 
f(z) = 29/158*z^3 - 37/158*z + 1
*
[ 3/2 ] 
f(z) = 32/141*z^3 - 25/141*z + 1
*
[ 5/4 ] 
f(z) = 32/145*z^3 - 21/145*z + 1
*
[ 3/2 ] 
f(z) = 32/147*z^3 - 23/147*z + 1
*
[ 5/3 ] 
f(z) = 36/155*z^3 - 38/155*z + 1
*
[ 21/16 ] 
f(z) = 32/147*z^3 - 23/168*z + 1
*
[ 7/3 ] 
f(z) = 20/147*z^3 - 32/189*z + 1
*
[ 3/2 ] 
f(z) = 29/144*z^3 - 23/192*z + 1
*
[ 3/2 ] 
f(z) = 31/144*z^3 - 29/192*z + 1
*
[ 7/6 ] 
f(z) = 32/147*z^3 - 29/189*z + 1
*
[ 10/9 ] 
f(z) = 27/140*z^3 - 29/210*z + 1
*
[ 14/9 ] 
f(z) = 27/140*z^3 - 23/210*z + 1
*
[ 3/2 ] 
f(z) = 31/153*z^3 - 25/204*z + 1
*
[ 3/2 ] 
f(z) = 35/153*z^3 - 37/204*z + 1
*
[ 4/3 ] 
f(z) = 33/152*z^3 - 31/228*z + 1
*
[ 21/13 ] 
f(z) = 26/147*z^3 - 22/273*z + 1
*
[ 5/3 ] 
f(z) = 29/150*z^3 - 37/270*z + 1
*
[ 2 ] 
f(z) = 21/143*z^3 - 25/286*z + 1
*
[ 2 ] 
f(z) = 21/145*z^3 - 23/290*z + 1
*
[ 2 ] 
f(z) = 22/141*z^3 - 35/282*z + 1
*
[ 2 ] 
f(z) = 22/145*z^3 - 31/290*z + 1
*
[ 2 ] 
f(z) = 22/147*z^3 - 29/294*z + 1
*
[ 2 ] 
f(z) = 22/149*z^3 - 27/298*z + 1
*
[ 2 ] 
f(z) = 23/145*z^3 - 39/290*z + 1
*
[ 2 ] 
f(z) = 23/147*z^3 - 37/294*z + 1
*
[ 2 ] 
f(z) = 23/149*z^3 - 35/298*z + 1
*
[ 6/5 ] 
f(z) = 25/141*z^3 - 25/282*z + 1
*
[ 6/5 ] 
f(z) = 25/147*z^3 - 23/294*z + 1
*
[ 3/2 ] 
f(z) = 26/141*z^3 - 23/282*z + 1
*
[ 4/3 ] 
f(z) = 27/142*z^3 - 25/284*z + 1
*
[ 4/3 ] 
f(z) = 27/146*z^3 - 23/292*z + 1
*
[ 10/9 ] 
f(z) = 27/152*z^3 - 34/285*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.018331357279007766272797521336195207439
f(z) = 21/152*z^3 - 20/19*z + 1
*
[ 2 ] 
f(z) = 21/152*z^3 - 1/19*z + 1
*
[ 2 ] 
f(z) = 23/152*z^3 - 2/19*z + 1
*
-6/5 | 0.092033579621777789267767017771810327437 | 0.017305660595907518280141049126172798330
f(z) = 25/144*z^3 - 17/12*z + 1
*
-12/5 | 0.092033579621777789267767017771810327437 | 0.018224990868978252606596342950220724104
f(z) = 25/144*z^3 - 13/12*z + 1
*
[ 2 ] 
f(z) = 25/152*z^3 - 3/19*z + 1
*
[ 2/3 ] 
f(z) = 27/152*z^3 - 11/19*z + 1
*
[ 2 ] 
f(z) = 27/152*z^3 - 4/19*z + 1
*
[ 2 ] 
f(z) = 29/152*z^3 - 5/19*z + 1
*
[ 2 ] 
f(z) = 31/152*z^3 - 6/19*z + 1
*
[ 2 ] 
f(z) = 33/152*z^3 - 7/19*z + 1
*
[ 2 ] 
f(z) = 35/152*z^3 - 8/19*z + 1
*
[ 2 ] 
f(z) = 37/152*z^3 - 9/19*z + 1
*
[ 2 ] 
f(z) = 39/152*z^3 - 10/19*z + 1
*
[ 7/2 ] 
f(z) = 20/147*z^3 - 20/21*z + 1
*
[ -7/2 ] 
f(z) = 20/147*z^3 - 8/21*z + 1
*
[ 2 ] 
f(z) = 23/144*z^3 - 5/36*z + 1
*
[ 4/5 ] 
f(z) = 25/144*z^3 - 13/36*z + 1
*
[ 2 ] 
f(z) = 25/144*z^3 - 7/36*z + 1
*
[ 7/5 ] 
f(z) = 25/147*z^3 - 1/21*z + 1
*
[ 2 ] 
f(z) = 29/144*z^3 - 11/36*z + 1
*
[ 2 ] 
f(z) = 31/144*z^3 - 13/36*z + 1
*
[ 7/4 ] 
f(z) = 32/147*z^3 - 5/21*z + 1
*
[ 2 ] 
f(z) = 35/144*z^3 - 17/36*z + 1
*
[ 2 ] 
f(z) = 37/144*z^3 - 19/36*z + 1
*
[ -3 ] 
f(z) = 23/144*z^3 - 5/48*z + 1
*
[ -3 ] 
f(z) = 23/153*z^3 - 1/51*z + 1
*
[ -3 ] 
f(z) = 25/144*z^3 - 11/48*z + 1
*
[ 6/5 ] 
f(z) = 25/152*z^3 - 4/57*z + 1
*
[ -3 ] 
f(z) = 25/153*z^3 - 7/51*z + 1
*
[ -3 ] 
f(z) = 26/153*z^3 - 10/51*z + 1
*
[ -3 ] 
f(z) = 28/153*z^3 - 16/51*z + 1
*
[ 3/2 ] 
f(z) = 28/153*z^3 - 4/51*z + 1
*
[ -3 ] 
f(z) = 29/153*z^3 - 19/51*z + 1
*
[ 7/8 ] 
f(z) = 32/147*z^3 - 13/42*z + 1
*
[ 3/2 ] 
f(z) = 32/153*z^3 - 7/51*z + 1
*
[ 2 ] 
f(z) = 21/148*z^3 - 5/74*z + 1
*
[ 2 ] 
f(z) = 23/140*z^3 - 11/70*z + 1
*
[ 2 ] 
f(z) = 23/148*z^3 - 9/74*z + 1
*
[ 2 ] 
f(z) = 23/156*z^3 - 7/78*z + 1
*
[ 8/5 ] 
f(z) = 25/144*z^3 - 5/72*z + 1
*
[ 2 ] 
f(z) = 25/148*z^3 - 13/74*z + 1
*
[ 2 ] 
f(z) = 25/156*z^3 - 11/78*z + 1
*
[ 6/5 ] 
f(z) = 25/156*z^3 - 5/78*z + 1
*
[ 2 ] 
f(z) = 27/140*z^3 - 19/70*z + 1
*
[ 2 ] 
f(z) = 27/148*z^3 - 17/74*z + 1
*
[ 4/3 ] 
f(z) = 27/152*z^3 - 5/76*z + 1
*
[ 2 ] 
f(z) = 29/156*z^3 - 19/78*z + 1
*
[ 6/5 ] 
f(z) = 35/144*z^3 - 11/60*z + 1
*
[ 21/10 ] 
f(z) = 25/147*z^3 - 19/84*z + 1
*
[ 21/10 ] 
f(z) = 20/147*z^3 - 8/105*z + 1
*
[ 6/5 ] 
f(z) = 25/153*z^3 - 7/102*z + 1
*
[ 3/2 ] 
f(z) = 26/153*z^3 - 5/102*z + 1
*
[ 2 ] 
f(z) = 21/142*z^3 - 13/142*z + 1
*
[ 2 ] 
f(z) = 21/146*z^3 - 11/146*z + 1
*
[ 2 ] 
f(z) = 21/158*z^3 - 5/158*z + 1
*
[ -3 ] 
f(z) = 22/141*z^3 - 10/141*z + 1
*
[ -3 ] 
f(z) = 22/147*z^3 - 2/147*z + 1
*
[ -3 ] 
f(z) = 23/141*z^3 - 19/141*z + 1
*
[ 2 ] 
f(z) = 23/146*z^3 - 19/146*z + 1
*
[ -3 ] 
f(z) = 23/147*z^3 - 11/147*z + 1
*
[ 2 ] 
f(z) = 23/150*z^3 - 17/150*z + 1
*
[ -3 ] 
f(z) = 23/150*z^3 - 7/150*z + 1
*
[ 2 ] 
f(z) = 23/154*z^3 - 15/154*z + 1
*
[ 2 ] 
f(z) = 23/158*z^3 - 13/158*z + 1
*
[ 9/5 ] 
f(z) = 25/144*z^3 - 17/144*z + 1
*
[ 8/5 ] 
f(z) = 25/152*z^3 - 7/152*z + 1
*
[ 9/5 ] 
f(z) = 25/153*z^3 - 13/153*z + 1
*
[ 7/5 ] 
f(z) = 25/154*z^3 - 5/154*z + 1
*
[ -3 ] 
f(z) = 25/156*z^3 - 17/156*z + 1
*
[ -3 ] 
f(z) = 25/159*z^3 - 13/159*z + 1
*
[ 5/3 ] 
f(z) = 27/140*z^3 - 19/140*z + 1
*
[ 4/3 ] 
f(z) = 27/140*z^3 - 13/140*z + 1
*
[ 5/3 ] 
f(z) = 27/145*z^3 - 17/145*z + 1
*
[ 4/3 ] 
f(z) = 27/148*z^3 - 11/148*z + 1
*
[ 5/3 ] 
f(z) = 27/155*z^3 - 13/155*z + 1
*
[ 3/2 ] 
f(z) = 28/141*z^3 - 16/141*z + 1
*
[ 3/2 ] 
f(z) = 28/159*z^3 - 10/159*z + 1
*
[ 5/4 ] 
f(z) = 32/155*z^3 - 19/155*z + 1
*
[ 3/2 ] 
f(z) = 32/159*z^3 - 19/159*z + 1
*
[ 7/4 ] 
f(z) = 22/147*z^3 - 5/168*z + 1
*
[ 7/4 ] 
f(z) = 26/147*z^3 - 19/168*z + 1
*
[ 7/6 ] 
f(z) = 20/147*z^3 - 8/189*z + 1
*
[ 3/2 ] 
f(z) = 23/144*z^3 - 5/192*z + 1
*
[ 3/2 ] 
f(z) = 25/144*z^3 - 11/192*z + 1
*
[ 3/2 ] 
f(z) = 23/153*z^3 - 1/204*z + 1
*
[ 3/2 ] 
f(z) = 25/153*z^3 - 7/204*z + 1
*
[ 3/2 ] 
f(z) = 29/153*z^3 - 19/204*z + 1
*
[ 21/11 ] 
f(z) = 22/147*z^3 - 16/231*z + 1
*
[ 6/5 ] 
f(z) = 25/148*z^3 - 17/222*z + 1
*
[ 5/3 ] 
f(z) = 23/150*z^3 - 7/270*z + 1
*
[ 2 ] 
f(z) = 20/141*z^3 - 19/282*z + 1
*
[ 2 ] 
f(z) = 20/143*z^3 - 17/286*z + 1
*
[ 2 ] 
f(z) = 20/147*z^3 - 13/294*z + 1
*
[ 2 ] 
f(z) = 20/149*z^3 - 11/298*z + 1
*
[ 2 ] 
f(z) = 21/149*z^3 - 19/298*z + 1
*
[ 3/2 ] 
f(z) = 22/141*z^3 - 5/282*z + 1
*
[ 3/2 ] 
f(z) = 22/147*z^3 - 1/294*z + 1
*
[ 5/4 ] 
f(z) = 24/145*z^3 - 17/290*z + 1
*
[ 8/5 ] 
f(z) = 25/148*z^3 - 17/296*z + 1
*
[ 3/2 ] 
f(z) = 26/147*z^3 - 19/294*z + 1
*
[ -12/5 ]
f(z) = 25/144*z^3 + 5/12*z + 1
*
[ 3/2 ] 
f(z) = 20/153*z^3 + 2/51*z + 1
*
[ 7/4 ] 
f(z) = 20/147*z^3 + 1/84*z + 1
*
[ 7/5 ] 
f(z) = 20/147*z^3 + 2/105*z + 1
*
[ 3/2 ] 
f(z) = 22/153*z^3 + 1/102*z + 1
*
[ 3/2 ] 
f(z) = 20/141*z^3 + 2/141*z + 1
*
[ 3/2 ] 
f(z) = 20/147*z^3 + 4/147*z + 1
*
[ 3/2 ] 
f(z) = 20/159*z^3 + 8/159*z + 1
*
[ 4/3 ] 
f(z) = 21/152*z^3 + 1/228*z + 1
*
[ -1 ]
f(z) = 22/141*z^3 + 260/141*z + 1
*
[ 13 ] 
f(z) = 23/169*z^3 - 287/13*z + 1
*
[ -13 ] 
f(z) = 23/169*z^3 - 285/13*z + 1
*
[ -13 ] 
f(z) = 24/169*z^3 - 298/13*z + 1
*
[ 9 ] 
f(z) = 35/162*z^3 - 299/18*z + 1
*
[ -9 ] 
f(z) = 35/162*z^3 - 295/18*z + 1
*
[ 26/3 ] 
f(z) = 27/169*z^3 - 289/26*z + 1
*
[ -26/3 ] 
f(z) = 27/169*z^3 - 283/26*z + 1
*
[ -8 ] 
f(z) = 21/160*z^3 - 291/40*z + 1
*
[ 13/2 ] 
f(z) = 25/169*z^3 - 281/52*z + 1
*
[ -13/2 ] 
f(z) = 27/169*z^3 - 291/52*z + 1
*
[ 20/3 ] 
f(z) = 21/160*z^3 - 299/60*z + 1
*
[ -20/3 ] 
f(z) = 21/160*z^3 - 281/60*z + 1
*
3/2 | 0.17772808279219410749238115381165541514 | 0.022621193264889868877357906087852761800
f(z) = 23/162*z^3 - 287/72*z + 1
*
52/9 | 0.20579628191454274901799441468345850952 | 0.026521458144418155000873842776573171606
f(z) = 27/160*z^3 - 293/60*z + 1
*
3/2 | 0.14273228305531995673936351228931451357 | 0.018119218782390170815153876603991289204
f(z) = 29/162*z^3 - 293/72*z + 1
*
[ 39/8 ] 
f(z) = 32/169*z^3 - 289/78*z + 1
*
3/2 | 0.11607420125968302533209721913848525687 | 0.014697275074668652758508940123886555021
f(z) = 35/162*z^3 - 299/72*z + 1
*
[ -28/5 ] 
f(z) = 25/168*z^3 - 293/84*z + 1
*
[ -16/3 ] 
f(z) = 27/160*z^3 - 289/80*z + 1
*
5/9 | 0.18049949323610981623984817736401010032 | 0.024692533468036621737483281256719301111
f(z) = 27/175*z^3 - 299/105*z + 1
*
[ 13/3 ] 
f(z) = 29/169*z^3 - 287/117*z + 1
*
[ -13/3 ] 
f(z) = 34/169*z^3 - 298/117*z + 1
*
12/5 | 0.13644000284299402489435097762380248045 | 0.019289523557429816224584301009570890201
f(z) = 25/176*z^3 - 295/132*z + 1
*
-4/3 | 0.19843920842230448707530580897057249554 | 0.028136545744128682405681338122194518443
f(z) = 27/176*z^3 - 289/132*z + 1
*
-24/7 | 0.085422660970117342810327789071037561016 | 0.010816187682215413564300335038676489982
f(z) = 35/162*z^3 - 299/126*z + 1
*
-8/3 | 0.090267372174031568715754421899750721097 | 0.012837129361314049751818030034216269175
f(z) = 39/160*z^3 - 283/120*z + 1
*
4/3 | 0.13321743766077480883673361820079730633 | 0.018945156364329528482482785141380993860
f(z) = 39/176*z^3 - 283/132*z + 1
*
3/5 | 0.12950058450714648412362771138964506380 | 0.022854012172931682718869930322523439554
f(z) = 25/168*z^3 - 289/168*z + 1
*
[ -4 ] 
f(z) = 31/164*z^3 - 291/164*z + 1
*
[ -4 ] 
f(z) = 31/172*z^3 - 281/172*z + 1
*
[ 26/7 ] 
f(z) = 28/169*z^3 - 283/182*z + 1
*
[ -26/7 ] 
f(z) = 35/169*z^3 - 289/182*z + 1
*
[ 13/4 ] 
f(z) = 33/169*z^3 - 285/208*z + 1
*
[ 10/3 ] 
f(z) = 33/175*z^3 - 293/210*z + 1
*
-8/9 | 0.14294830328153604820441704463253136737 | 0.022502226143453921137565809105463454611
f(z) = 27/170*z^3 - 287/255*z + 1
*
[ 13 ] 
f(z) = 21/169*z^3 - 261/13*z + 1
*
[ 13 ] 
f(z) = 22/169*z^3 - 274/13*z + 1
*
[ -13 ] 
f(z) = 22/169*z^3 - 272/13*z + 1
*
-3/5 | 0.18781136807410849516862197384430459532 | 0.024012984902967912345653479627735436650
f(z) = 25/162*z^3 - 277/18*z + 1
*
[ 9 ] 
f(z) = 31/162*z^3 - 263/18*z + 1
*
[ -13/2 ] 
f(z) = 25/169*z^3 - 265/52*z + 1
*
9/2 | 0.20166338046353948449383858004275975056 | 0.025930894024193533098529284706220150896
f(z) = 25/162*z^3 - 265/72*z + 1
*
-9/2 | 0.18141927846814503988902965727027091286 | 0.023217222790193091339450962787340654282
f(z) = 35/162*z^3 - 275/72*z + 1
*
[ 9/2 ] 
f(z) = 37/162*z^3 - 277/72*z + 1
*
3 | 0.17028283112988135808728786107060179608 | 0.021771839985442186912410886745874147861
f(z) = 35/162*z^3 - 277/90*z + 1
*
[ 13/3 ] 
f(z) = 28/169*z^3 - 274/117*z + 1
*
[ -13/3 ] 
f(z) = 32/169*z^3 - 272/117*z + 1
*
[ -26/5 ] 
f(z) = 20/169*z^3 - 261/130*z + 1
*
8/3 | 0.17926668912964788975963801148989376547 | 0.025571856505509082342488721297398855598
f(z) = 21/160*z^3 - 277/120*z + 1
*
6/5 | 0.13643904763656242897261782477116457373 | 0.019544325374305838687628123611893904441
f(z) = 25/176*z^3 - 269/132*z + 1
*
-10/9 | 0.17926562965225774610597968240529257213 | 0.025571705374231302169270494900131871046
f(z) = 27/160*z^3 - 277/120*z + 1
*
8/9 | 0.17926758444926750628359322493286109651 | 0.025652115835253712491105988140661289484
f(z) = 27/160*z^3 - 271/120*z + 1
*
[ 9/2 ] 
f(z) = 20/171*z^3 - 272/171*z + 1
*
3 | 0.11809075437447248726079261474012775403 | 0.021193016864309310272805503361572831333
f(z) = 23/168*z^3 - 263/168*z + 1
*
[ 4 ] 
f(z) = 25/164*z^3 - 277/164*z + 1
*
[ 4 ] 
f(z) = 25/172*z^3 - 271/172*z + 1
*
[ 2/5 ] 
f(z) = 25/174*z^3 - 265/174*z + 1
*
[ 2/5 ] 
f(z) = 25/178*z^3 - 271/178*z + 1
*
2/3 | 0.15776934910279555929914343398503848082 | 0.028237395317209373269155223926602858228
f(z) = 27/170*z^3 - 267/170*z + 1
*
[ 7/2 ] 
f(z) = 32/161*z^3 - 277/161*z + 1
*
[ 7/2 ] 
f(z) = 32/175*z^3 - 267/175*z + 1
*
-3 | 0.11143398651399176603529094449184142255 | 0.019813947305710938317009528516509638388
f(z) = 37/168*z^3 - 277/168*z + 1
*
[ 26/9 ] 
f(z) = 36/169*z^3 - 263/234*z + 1
*
[ 13 ] 
f(z) = 20/169*z^3 - 248/13*z + 1
*
[ -13 ] 
f(z) = 20/169*z^3 - 246/13*z + 1
*
[ -13 ] 
f(z) = 21/169*z^3 - 259/13*z + 1
*
[ 9 ] 
f(z) = 29/162*z^3 - 245/18*z + 1
*
[ -9 ] 
f(z) = 29/162*z^3 - 241/18*z + 1
*
[ -9 ] 
f(z) = 31/162*z^3 - 259/18*z + 1
*
[ 36/5 ] 
f(z) = 25/162*z^3 - 257/36*z + 1
*
[ -36/5 ] 
f(z) = 25/162*z^3 - 247/36*z + 1
*
[ 13/2 ] 
f(z) = 23/169*z^3 - 255/52*z + 1
*
-51/10 | 0.20059551924143213626127339335186046187 | 0.026112335009569703155569466159393315643
f(z) = 25/162*z^3 - 241/72*z + 1
*
-44/9 | 0.10273983079568025852157278488265892030 | 0.013467863066576794292121643487134556021
f(z) = 27/160*z^3 - 257/60*z + 1
*
[ -39/8 ] 
f(z) = 32/169*z^3 - 257/78*z + 1
*
[ 9/2 ] 
f(z) = 35/162*z^3 - 259/72*z + 1
*
[ -9/2 ] 
f(z) = 37/162*z^3 - 245/72*z + 1
*
[ -13/3 ] 
f(z) = 31/169*z^3 - 259/117*z + 1
*
-10/3 | 0.17926562965225774610597968240529257213 | 0.025819165893298833313724697753125533258
f(z) = 21/160*z^3 - 259/120*z + 1
*
4/3 | 0.18456167325780779471949155312362520027 | 0.026581941382917732725184360303728161122
f(z) = 21/176*z^3 - 259/132*z + 1
*
[ 21/5 ] 
f(z) = 25/162*z^3 - 247/126*z + 1
*
[ 10/3 ] 
f(z) = 39/160*z^3 - 241/120*z + 1
*
-20/7 | 0.14666357932842437147305436231473741566 | 0.019389073970875661788508201763401294874
f(z) = 21/160*z^3 - 241/140*z + 1
*
[ 4 ] 
f(z) = 23/164*z^3 - 245/164*z + 1
*
[ 2/5 ] 
f(z) = 25/162*z^3 - 247/162*z + 1
*
[ 2/5 ] 
f(z) = 25/166*z^3 - 253/166*z + 1
*
[ -4 ] 
f(z) = 29/164*z^3 - 259/164*z + 1
*
[ -4 ] 
f(z) = 29/172*z^3 - 249/172*z + 1
*
[ -15/4 ] 
f(z) = 32/165*z^3 - 241/165*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.014999884327946498603343969909944403600
f(z) = 39/170*z^3 - 241/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015109915712700805569634915390895720200
f(z) = 39/178*z^3 - 245/178*z + 1
*
[ 15/4 ] 
f(z) = 24/175*z^3 - 251/210*z + 1
*
[ 13/4 ] 
f(z) = 31/169*z^3 - 259/208*z + 1
*
[ -10/3 ] 
f(z) = 39/175*z^3 - 247/210*z + 1
*
-20/11 | 0.16005264998377065495177104849929772610 | 0.021068168221495219790486851256699201620
f(z) = 33/160*z^3 - 249/220*z + 1
*
-20/13 | 0.16633519291140638078575709494943694876 | 0.021771271110636412403719673666982868181
f(z) = 39/160*z^3 - 241/260*z + 1
*
[ 8/3 ] 
f(z) = 39/176*z^3 - 251/264*z + 1
*
[ 13/23 ] 
f(z) = 23/169*z^3 - 243/299*z + 1
*
[ 13/2 ] 
f(z) = 38/169*z^3 - 225/26*z + 1
*
[ 13/2 ] 
f(z) = 21/169*z^3 - 229/52*z + 1
*
[ -13/2 ] 
f(z) = 23/169*z^3 - 239/52*z + 1
*
-4/5 | 0.16049782421232080355011619958353181589 | 0.023444440617814712801346287463794377232
f(z) = 25/176*z^3 - 235/44*z + 1
*
-4/3 | 0.21244431134153167600287828902635623587 | 0.028211257645682754744747329223292385712
f(z) = 27/160*z^3 - 233/60*z + 1
*
44/9 | 0.14696148866704032152718487518337537893 | 0.019583398268662052598415335466156823683
f(z) = 27/160*z^3 - 227/60*z + 1
*
[ 9/2 ] 
f(z) = 31/162*z^3 - 223/72*z + 1
*
[ -9/2 ] 
f(z) = 35/162*z^3 - 227/72*z + 1
*
[ 4 ] 
f(z) = 37/168*z^3 - 233/84*z + 1
*
[ 13/3 ] 
f(z) = 25/169*z^3 - 235/117*z + 1
*
-5/3 | 0.095644184702287297301979100183251018679 | 0.013596660527568625811057655877299861162
f(z) = 27/175*z^3 - 227/105*z + 1
*
[ -13/3 ] 
f(z) = 29/169*z^3 - 233/117*z + 1
*
-2 | 0.094166288944963794432891626226364118189 | 0.013879708880986575427059732820571465656
f(z) = 27/160*z^3 - 221/120*z + 1
*
-28/9 | 0.19843817480588359735312461176783792809 | 0.029096436752518737602896851217668753456
f(z) = 27/176*z^3 - 229/132*z + 1
*
8/3 | 0.19290987273227997781466811693408132508 | 0.028434091475741609764065556645404445584
f(z) = 33/160*z^3 - 221/120*z + 1
*
[ 39/10 ] 
f(z) = 25/169*z^3 - 235/156*z + 1
*
[ 4 ] 
f(z) = 23/172*z^3 - 239/172*z + 1
*
[ -21/5 ] 
f(z) = 25/168*z^3 - 233/168*z + 1
*
[ 19/5 ] 
f(z) = 25/171*z^3 - 235/171*z + 1
*
[ -4 ] 
f(z) = 27/164*z^3 - 227/164*z + 1
*
[ 11/3 ] 
f(z) = 27/176*z^3 - 235/176*z + 1
*
-3 | 0.10847691602194161953377415367433076155 | 0.020061673756047367689399617682670276420
f(z) = 31/168*z^3 - 223/168*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015398488795412370028131059492965075703
f(z) = 33/178*z^3 - 221/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.012562713857347719062070872575246088436
f(z) = 35/162*z^3 - 221/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015133795859257399668215227528523825382
f(z) = 35/166*z^3 - 223/166*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.011494664858357322845016905372096032419
f(z) = 35/174*z^3 - 227/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.015297598162255823441472422326230077689
f(z) = 35/178*z^3 - 229/178*z + 1
*
[ -7/2 ] 
f(z) = 36/161*z^3 - 234/161*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012480621104570545439306287184032625571
f(z) = 37/162*z^3 - 229/162*z + 1
*
[ 3 ] 
f(z) = 37/165*z^3 - 223/165*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015035787056001452580521691875583516203
f(z) = 37/166*z^3 - 231/166*z + 1
*
[ 3 ] 
f(z) = 37/168*z^3 - 221/168*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.015092898794388884104400365739545308206
f(z) = 37/170*z^3 - 233/170*z + 1
*
-2 | 0.062357330184934704207097630228924288991 | 0.011421623495663809255651295327018276547
f(z) = 37/174*z^3 - 235/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015201652090439191362018795453364919224
f(z) = 37/178*z^3 - 237/178*z + 1
*
[ 3 ] 
f(z) = 38/165*z^3 - 232/165*z + 1
*
[ 3 ] 
f(z) = 38/177*z^3 - 224/177*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014942313226270885430690926344783064948
f(z) = 39/166*z^3 - 239/166*z + 1
*
[ 13/4 ] 
f(z) = 29/169*z^3 - 233/208*z + 1
*
[ 10/3 ] 
f(z) = 27/176*z^3 - 221/220*z + 1
*
[ 9 ] 
f(z) = 25/162*z^3 - 209/18*z + 1
*
[ -9 ] 
f(z) = 25/162*z^3 - 205/18*z + 1
*
[ 42/5 ] 
f(z) = 25/168*z^3 - 202/21*z + 1
*
[ 35/6 ] 
f(z) = 36/175*z^3 - 216/35*z + 1
*
[ -35/6 ] 
f(z) = 36/175*z^3 - 204/35*z + 1
*
[ -13/2 ] 
f(z) = 38/169*z^3 - 217/26*z + 1
*
[ -13/2 ] 
f(z) = 21/169*z^3 - 213/52*z + 1
*
6/5 | 0.23025466693178282943791504515493663424 | 0.027968284869639247663138136296941857462
f(z) = 35/162*z^3 - 209/45*z + 1
*
-9/2 | 0.19250841606491414409550160420113961148 | 0.025437620382527291571576035219946269348
f(z) = 23/162*z^3 - 215/72*z + 1
*
-24/5 | 0.15137027207151268119172895403715813503 | 0.020128397716157510349824486605115839530
f(z) = 25/162*z^3 - 205/72*z + 1
*
18/5 | 0.18754326605617664616026072906133222436 | 0.025385848303838390889088487174132356555
f(z) = 25/168*z^3 - 202/63*z + 1
*
4/3 | 0.21034942910181799946423368302531404432 | 0.028453869674187445265205498884259746905
f(z) = 27/160*z^3 - 203/60*z + 1
*
[ 9/2 ] 
f(z) = 29/162*z^3 - 205/72*z + 1
*
-35/8 | 0.098327776413681636636462670831870144419 | 0.014144274882487262774853182048485514077
f(z) = 32/175*z^3 - 209/70*z + 1
*
8/3 | 0.16115527806165021038892398263481431240 | 0.026536159443053056821716841039833781913
f(z) = 27/176*z^3 - 217/88*z + 1
*
[ 13/3 ] 
f(z) = 23/169*z^3 - 209/117*z + 1
*
[ -13/3 ] 
f(z) = 28/169*z^3 - 220/117*z + 1
*
-10/3 | 0.11936505507214015229827662219806126333 | 0.017641394170595423164357337606522097437
f(z) = 39/160*z^3 - 217/120*z + 1
*
[ 5/12 ] 
f(z) = 36/175*z^3 - 201/140*z + 1
*
[ 4 ] 
f(z) = 21/164*z^3 - 213/164*z + 1
*
[ 4 ] 
f(z) = 21/172*z^3 - 207/172*z + 1
*
[ -4 ] 
f(z) = 27/172*z^3 - 217/172*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.015513339913563338165499384565510545342
f(z) = 29/170*z^3 - 201/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015615891798231911524576062391608366109
f(z) = 29/178*z^3 - 205/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.012740080075061482621283816242996472823
f(z) = 31/162*z^3 - 205/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015345086988003219159202411988801317815
f(z) = 31/166*z^3 - 207/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.015399882464182699047258101644226490690
f(z) = 31/170*z^3 - 209/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.011651843973712869859442546195013942027
f(z) = 31/174*z^3 - 211/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.015504265234308724203746641551355666235
f(z) = 31/178*z^3 - 213/178*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015236622017215153623624084422560077078
f(z) = 33/166*z^3 - 215/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.015292479818382929376317092911880474281
f(z) = 33/170*z^3 - 217/170*z + 1
*
[ -7/2 ] 
f(z) = 36/175*z^3 - 216/175*z + 1
*
[ 3 ] 
f(z) = 37/174*z^3 - 217/174*z + 1
*
[ 3 ] 
f(z) = 37/177*z^3 - 215/177*z + 1
*
[ 39/10 ] 
f(z) = 20/169*z^3 - 206/195*z + 1
*
[ 13/4 ] 
f(z) = 27/169*z^3 - 207/208*z + 1
*
[ -13/4 ] 
f(z) = 37/169*z^3 - 209/208*z + 1
*
[ 13/24 ] 
f(z) = 32/169*z^3 - 211/234*z + 1
*
[ 3/5 ] 
f(z) = 20/171*z^3 - 202/285*z + 1
*
[ 13/22 ] 
f(z) = 22/169*z^3 - 211/286*z + 1
*
[ 3/5 ] 
f(z) = 35/171*z^3 - 211/285*z + 1
*
[ 9 ] 
f(z) = 23/162*z^3 - 191/18*z + 1
*
[ -9 ] 
f(z) = 23/162*z^3 - 187/18*z + 1
*
[ -42/5 ] 
f(z) = 25/168*z^3 - 197/21*z + 1
*
[ 13/2 ] 
f(z) = 34/169*z^3 - 199/26*z + 1
*
[ -13/2 ] 
f(z) = 34/169*z^3 - 191/26*z + 1
*
6 | 0.15973405004579181702236834782897403203 | 0.021786723939126513956894440393820378220
f(z) = 37/168*z^3 - 191/21*z + 1
*
[ 27/5 ] 
f(z) = 25/162*z^3 - 199/54*z + 1
*
-4 | 0.18262559930658500152487591557938227208 | 0.027553479065915572042346652922248403828
f(z) = 39/176*z^3 - 189/44*z + 1
*
[ 24/5 ] 
f(z) = 25/162*z^3 - 199/72*z + 1
*
-24/5 | 0.20604178043116404842902981338664418359 | 0.027737283054601711529193982999557644568
f(z) = 25/162*z^3 - 187/72*z + 1
*
4/9 | 0.20530374142334866523960800383639843668 | 0.027884508065088111519350902296582693731
f(z) = 27/160*z^3 - 197/60*z + 1
*
[ -9/2 ] 
f(z) = 31/162*z^3 - 191/72*z + 1
*
[ 35/8 ] 
f(z) = 32/175*z^3 - 191/70*z + 1
*
15/4 | 0.072861433676491794138205898513813553340 | 0.010651405317473701508522633866510170944
f(z) = 32/175*z^3 - 187/70*z + 1
*
10/3 | 0.19939559835795685596761410484216611344 | 0.029288705019497558712396969884550218367
f(z) = 36/175*z^3 - 181/70*z + 1
*
4/5 | 0.10021670124336607217017218517929128171 | 0.016768878327986087849141662164568800014
f(z) = 25/168*z^3 - 197/84*z + 1
*
12/5 | 0.17228744750467397235925932382533497540 | 0.028978176456560721379554655703833305435
f(z) = 25/168*z^3 - 191/84*z + 1
*
[ 4 ] 
f(z) = 31/168*z^3 - 185/84*z + 1
*
[ -4 ] 
f(z) = 37/168*z^3 - 191/84*z + 1
*
[ 13/3 ] 
f(z) = 22/169*z^3 - 196/117*z + 1
*
[ -13/3 ] 
f(z) = 25/169*z^3 - 181/117*z + 1
*
10/3 | 0.071621636231605553627797917837304354904 | 0.010414214465542271181891175342802595551
f(z) = 27/175*z^3 - 194/105*z + 1
*
-35/9 | 0.095645218318708187024160297385985586134 | 0.013971208969689830433964838012483934436
f(z) = 27/175*z^3 - 188/105*z + 1
*
[ 3/8 ] 
f(z) = 32/171*z^3 - 193/114*z + 1
*
[ 15/4 ] 
f(z) = 32/175*z^3 - 193/105*z + 1
*
[ -21/5 ] 
f(z) = 25/162*z^3 - 187/126*z + 1
*
-12/5 | 0.19102049326810971779381414882132113703 | 0.028913365757909471724789550324625411387
f(z) = 25/176*z^3 - 185/132*z + 1
*
-22/9 | 0.13892131911069091754596996932282139376 | 0.020797852572516230118824743146222835765
f(z) = 27/176*z^3 - 199/132*z + 1
*
[ -9/2 ] 
f(z) = 20/171*z^3 - 196/171*z + 1
*
[ 1/2 ] 
f(z) = 20/177*z^3 - 182/177*z + 1
*
[ 1/2 ] 
f(z) = 20/179*z^3 - 184/179*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.015989793826147492223241622386055196972
f(z) = 23/178*z^3 - 181/178*z + 1
*
[ 1/2 ] 
f(z) = 24/175*z^3 - 181/175*z + 1
*
[ 1/2 ] 
f(z) = 24/179*z^3 - 185/179*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013045352359740647726992654751808284661
f(z) = 25/162*z^3 - 181/162*z + 1
*
[ -4 ] 
f(z) = 25/164*z^3 - 195/164*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015707956451948722067209356656319135202
f(z) = 25/166*z^3 - 183/166*z + 1
*
[ -4 ] 
f(z) = 25/172*z^3 - 185/172*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.011920678458183316292700237552978591025
f(z) = 25/174*z^3 - 187/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015857985445752818110347994418899720778
f(z) = 25/178*z^3 - 189/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015580116855350080034923031780792264773
f(z) = 27/166*z^3 - 191/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.015632939924543676830610987875790240191
f(z) = 27/170*z^3 - 193/170*z + 1
*
[ 10/3 ] 
f(z) = 27/170*z^3 - 181/170*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.015733426156487842276238485937433307403
f(z) = 27/178*z^3 - 197/178*z + 1
*
[ 1/2 ] 
f(z) = 28/177*z^3 - 184/177*z + 1
*
[ 1/2 ] 
f(z) = 28/179*z^3 - 186/179*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012836193528756426630378063977793391236
f(z) = 29/162*z^3 - 197/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015459223365267285189265425393588817302
f(z) = 29/166*z^3 - 199/166*z + 1
*
[ -7/2 ] 
f(z) = 32/161*z^3 - 185/161*z + 1
*
[ 1/2 ] 
f(z) = 32/173*z^3 - 181/173*z + 1
*
[ 1/2 ] 
f(z) = 32/175*z^3 - 183/175*z + 1
*
[ 1/2 ] 
f(z) = 32/177*z^3 - 185/177*z + 1
*
[ 1/2 ] 
f(z) = 32/179*z^3 - 187/179*z + 1
*
[ 3 ] 
f(z) = 34/165*z^3 - 196/165*z + 1
*
[ 3 ] 
f(z) = 34/177*z^3 - 188/177*z + 1
*
[ 3 ] 
f(z) = 35/174*z^3 - 199/174*z + 1
*
[ 3 ] 
f(z) = 35/177*z^3 - 197/177*z + 1
*
[ 1/2 ] 
f(z) = 36/173*z^3 - 182/173*z + 1
*
[ 1/2 ] 
f(z) = 36/175*z^3 - 184/175*z + 1
*
[ 1/2 ] 
f(z) = 36/179*z^3 - 188/179*z + 1
*
[ -26/7 ] 
f(z) = 28/169*z^3 - 185/182*z + 1
*
[ 13/4 ] 
f(z) = 25/169*z^3 - 181/208*z + 1
*
[ -13/4 ] 
f(z) = 35/169*z^3 - 183/208*z + 1
*
[ 13/24 ] 
f(z) = 36/169*z^3 - 189/208*z + 1
*
[ 13/21 ] 
f(z) = 21/169*z^3 - 181/273*z + 1
*
[ 5/8 ] 
f(z) = 24/175*z^3 - 183/280*z + 1
*
[ 13/2 ] 
f(z) = 30/169*z^3 - 173/26*z + 1
*
[ -13/2 ] 
f(z) = 30/169*z^3 - 165/26*z + 1
*
6 | 0.17226052516523053253164607863315789786 | 0.023994029215204532701585651402774422496
f(z) = 31/168*z^3 - 164/21*z + 1
*
6 | 0.15080708531107445833097856768167310540 | 0.020901187729810883554028971255729138975
f(z) = 37/168*z^3 - 170/21*z + 1
*
-6 | 0.19376458113770834716083705343851205282 | 0.027012324233583019859507638965376743999
f(z) = 37/168*z^3 - 163/21*z + 1
*
[ 5 ] 
f(z) = 38/175*z^3 - 162/35*z + 1
*
[ 5 ] 
f(z) = 39/175*z^3 - 167/35*z + 1
*
[ -27/5 ] 
f(z) = 25/162*z^3 - 179/54*z + 1
*
-14/3 | 0.17917989913685289858472846686716590431 | 0.027547964413056672423032581555756215506
f(z) = 27/160*z^3 - 167/40*z + 1
*
4 | 0.19385393456885459850661815318728800600 | 0.029695953468930331182751453075300603718
f(z) = 29/176*z^3 - 171/44*z + 1
*
-4 | 0.18834975412965230927037993129910353134 | 0.028801480003157556421070833195412434610
f(z) = 35/176*z^3 - 173/44*z + 1
*
5/2 | 0.19083887789780507768473462935415076014 | 0.028469867572542007261113935639439130686
f(z) = 26/175*z^3 - 163/70*z + 1
*
-4/9 | 0.12546208664020810707102874407489376325 | 0.017431498925349622603822909723620525708
f(z) = 27/160*z^3 - 167/60*z + 1
*
-10/3 | 0.19141449026114335587491700398132691638 | 0.028402571476268045478706279318271426129
f(z) = 27/175*z^3 - 169/70*z + 1
*
[ -9/2 ] 
f(z) = 29/162*z^3 - 173/72*z + 1
*
[ 4 ] 
f(z) = 29/168*z^3 - 169/84*z + 1
*
[ 13/3 ] 
f(z) = 20/169*z^3 - 170/117*z + 1
*
[ 35/9 ] 
f(z) = 27/175*z^3 - 167/105*z + 1
*
[ 13/4 ] 
f(z) = 38/169*z^3 - 175/104*z + 1
*
-8/3 | 0.19290883911585908809248691973134675763 | 0.029604530876332669970695251442168859920
f(z) = 27/160*z^3 - 169/120*z + 1
*
[ 4/9 ] 
f(z) = 27/176*z^3 - 169/132*z + 1
*
[ 3/7 ] 
f(z) = 35/162*z^3 - 173/126*z + 1
*
[ -10/3 ] 
f(z) = 39/160*z^3 - 169/120*z + 1
*
[ 1/2 ] 
f(z) = 20/161*z^3 - 166/161*z + 1
*
[ 1/2 ] 
f(z) = 20/163*z^3 - 168/163*z + 1
*
[ 1/2 ] 
f(z) = 20/167*z^3 - 172/167*z + 1
*
[ 1/2 ] 
f(z) = 20/169*z^3 - 174/169*z + 1
*
[ 1/2 ] 
f(z) = 20/171*z^3 - 176/171*z + 1
*
[ 1/2 ] 
f(z) = 20/173*z^3 - 178/173*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.015988761343816866373345291973555606815
f(z) = 21/166*z^3 - 167/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.016019314759409053935719557359373270626
f(z) = 21/170*z^3 - 169/170*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.016041493641788377034824255539835193200
f(z) = 21/178*z^3 - 173/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.013159788121894063772904930731922929030
f(z) = 23/162*z^3 - 173/162*z + 1
*
[ -4 ] 
f(z) = 23/164*z^3 - 163/164*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.015844031907299415547296362733025030418
f(z) = 23/166*z^3 - 175/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.015894308282254086968936659172235805526
f(z) = 23/170*z^3 - 177/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.012021279749521611355002023852764444595
f(z) = 23/174*z^3 - 179/174*z + 1
*
[ 7/2 ] 
f(z) = 24/161*z^3 - 179/161*z + 1
*
[ 1/2 ] 
f(z) = 24/161*z^3 - 167/161*z + 1
*
[ 1/2 ] 
f(z) = 24/163*z^3 - 169/163*z + 1
*
[ 1/2 ] 
f(z) = 24/167*z^3 - 173/167*z + 1
*
[ 1/2 ] 
f(z) = 24/169*z^3 - 175/169*z + 1
*
[ 1/2 ] 
f(z) = 24/173*z^3 - 179/173*z + 1
*
[ 7/2 ] 
f(z) = 24/175*z^3 - 169/175*z + 1
*
[ 1/2 ] 
f(z) = 28/163*z^3 - 170/163*z + 1
*
[ 1/2 ] 
f(z) = 28/165*z^3 - 172/165*z + 1
*
[ 1/2 ] 
f(z) = 28/167*z^3 - 174/167*z + 1
*
[ 1/2 ] 
f(z) = 28/169*z^3 - 176/169*z + 1
*
[ 1/2 ] 
f(z) = 28/171*z^3 - 178/171*z + 1
*
[ 1/2 ] 
f(z) = 28/173*z^3 - 180/173*z + 1
*
[ 3 ] 
f(z) = 31/165*z^3 - 169/165*z + 1
*
[ 3 ] 
f(z) = 31/168*z^3 - 167/168*z + 1
*
[ 3 ] 
f(z) = 31/174*z^3 - 163/174*z + 1
*
[ 3 ] 
f(z) = 31/177*z^3 - 161/177*z + 1
*
[ 1/2 ] 
f(z) = 32/161*z^3 - 169/161*z + 1
*
[ 1/2 ] 
f(z) = 32/163*z^3 - 171/163*z + 1
*
[ 3 ] 
f(z) = 32/165*z^3 - 178/165*z + 1
*
[ 1/2 ] 
f(z) = 32/165*z^3 - 173/165*z + 1
*
-11/4 | 0.13652903830364332812603559213747670477 | 0.026676280454347265241279839286372991530
f(z) = 32/165*z^3 - 167/165*z + 1
*
[ 1/2 ] 
f(z) = 32/167*z^3 - 175/167*z + 1
*
[ 1/2 ] 
f(z) = 32/169*z^3 - 177/169*z + 1
*
[ 1/2 ] 
f(z) = 32/171*z^3 - 179/171*z + 1
*
[ -7/2 ] 
f(z) = 32/175*z^3 - 167/175*z + 1
*
[ 3 ] 
f(z) = 32/177*z^3 - 170/177*z + 1
*
[ 1/2 ] 
f(z) = 36/161*z^3 - 170/161*z + 1
*
[ 1/2 ] 
f(z) = 36/163*z^3 - 172/163*z + 1
*
[ 1/2 ] 
f(z) = 36/167*z^3 - 176/167*z + 1
*
[ 1/2 ] 
f(z) = 36/169*z^3 - 178/169*z + 1
*
[ 26/7 ] 
f(z) = 21/169*z^3 - 179/182*z + 1
*
[ 10/3 ] 
f(z) = 24/175*z^3 - 173/210*z + 1
*
[ -10/3 ] 
f(z) = 33/175*z^3 - 167/210*z + 1
*
[ 39/14 ] 
f(z) = 28/169*z^3 - 176/273*z + 1
*
-5/2 | 0.21565415716032301927676926583770361997 | 0.029769103288904894551289406203081046261
f(z) = 32/175*z^3 - 173/280*z + 1
*
[ 9/4 ] 
f(z) = 37/162*z^3 - 173/288*z + 1
*
6 | 0.20481782098044301691599479043041458886 | 0.028754970547311404670460849002609927329
f(z) = 29/168*z^3 - 155/21*z + 1
*
6 | 0.15375485338692148654541647591930984473 | 0.021833087953676682592066545879997422234
f(z) = 31/168*z^3 - 143/21*z + 1
*
[ 5 ] 
f(z) = 34/175*z^3 - 142/35*z + 1
*
[ 5 ] 
f(z) = 36/175*z^3 - 152/35*z + 1
*
[ 6 ] 
f(z) = 37/168*z^3 - 149/21*z + 1
*
[ -6 ] 
f(z) = 37/168*z^3 - 142/21*z + 1
*
[ 5 ] 
f(z) = 37/175*z^3 - 157/35*z + 1
*
[ -5 ] 
f(z) = 37/175*z^3 - 143/35*z + 1
*
[ -5 ] 
f(z) = 38/175*z^3 - 148/35*z + 1
*
[ -5 ] 
f(z) = 39/175*z^3 - 153/35*z + 1
*
-2/3 | 0.099816336412118621345146467108052187775 | 0.015721239769303977348048778983104728145
f(z) = 27/160*z^3 - 143/40*z + 1
*
-4 | 0.16465246199639704991648499579167905579 | 0.025557071860160330229364394445020883556
f(z) = 31/176*z^3 - 157/44*z + 1
*
[ 9/2 ] 
f(z) = 23/162*z^3 - 151/72*z + 1
*
-33/10 | 0.17123110034429733206484455181291368139 | 0.023868426984407442425715353795371947570
f(z) = 25/162*z^3 - 145/72*z + 1
*
28/9 | 0.20496059992917377350692360147139177307 | 0.029104270250454613796832233934794854490
f(z) = 27/160*z^3 - 143/60*z + 1
*
[ -35/8 ] 
f(z) = 32/175*z^3 - 159/70*z + 1
*
-6/7 | 0.15609431752886973374514040238910716145 | 0.019642862675417212486312533500818501746
f(z) = 35/162*z^3 - 157/63*z + 1
*
[ -4 ] 
f(z) = 31/168*z^3 - 143/84*z + 1
*
[ -13/3 ] 
f(z) = 22/169*z^3 - 142/117*z + 1
*
[ -13/3 ] 
f(z) = 23/169*z^3 - 155/117*z + 1
*
[ 13/4 ] 
f(z) = 34/169*z^3 - 149/104*z + 1
*
[ -39/10 ] 
f(z) = 25/169*z^3 - 155/156*z + 1
*
[ 35/12 ] 
f(z) = 36/175*z^3 - 153/140*z + 1
*
[ -4 ] 
f(z) = 23/172*z^3 - 153/172*z + 1
*
[ -19/5 ] 
f(z) = 25/171*z^3 - 145/171*z + 1
*
[ 3 ] 
f(z) = 28/165*z^3 - 142/165*z + 1
*
[ 3 ] 
f(z) = 29/165*z^3 - 151/165*z + 1
*
[ 3 ] 
f(z) = 29/168*z^3 - 149/168*z + 1
*
[ 3 ] 
f(z) = 29/177*z^3 - 143/177*z + 1
*
[ 13/4 ] 
f(z) = 23/169*z^3 - 155/208*z + 1
*
[ -13/4 ] 
f(z) = 33/169*z^3 - 157/208*z + 1
*
[ 2/3 ] 
f(z) = 21/172*z^3 - 143/258*z + 1
*
[ 2/3 ] 
f(z) = 33/164*z^3 - 145/246*z + 1
*
[ 2/3 ] 
f(z) = 33/172*z^3 - 151/258*z + 1
*
[ 2/3 ] 
f(z) = 39/164*z^3 - 149/246*z + 1
*
[ 2/3 ] 
f(z) = 39/172*z^3 - 155/258*z + 1
*
[ 13/20 ] 
f(z) = 20/169*z^3 - 153/260*z + 1
*
-10/7 | 0.17971051080201890598369009684137926160 | 0.025595835588360458507220585282740288907
f(z) = 21/160*z^3 - 159/280*z + 1
*
[ 26/11 ] 
f(z) = 33/169*z^3 - 147/286*z + 1
*
[ 9/4 ] 
f(z) = 35/162*z^3 - 155/288*z + 1
*
[ 6 ] 
f(z) = 35/162*z^3 - 125/18*z + 1
*
[ 6 ] 
f(z) = 37/162*z^3 - 133/18*z + 1
*
[ -6 ] 
f(z) = 37/162*z^3 - 127/18*z + 1
*
[ 13/2 ] 
f(z) = 22/169*z^3 - 121/26*z + 1
*
6 | 0.17794780824851281565071747598628017594 | 0.025672442049718961646855293844958209294
f(z) = 23/168*z^3 - 128/21*z + 1
*
6 | 0.15759062038888033216662833942322541069 | 0.022514803345623471660985952386159188930
f(z) = 25/168*z^3 - 137/21*z + 1
*
[ 20/3 ] 
f(z) = 27/160*z^3 - 133/20*z + 1
*
[ -20/3 ] 
f(z) = 27/160*z^3 - 127/20*z + 1
*
-6 | 0.16817436893938434083566723828159109769 | 0.024289917609951559568416386310081921893
f(z) = 29/168*z^3 - 127/21*z + 1
*
[ 6 ] 
f(z) = 31/168*z^3 - 122/21*z + 1
*
[ 5 ] 
f(z) = 31/175*z^3 - 127/35*z + 1
*
[ 5 ] 
f(z) = 32/175*z^3 - 132/35*z + 1
*
[ 5 ] 
f(z) = 33/175*z^3 - 137/35*z + 1
*
[ -5 ] 
f(z) = 33/175*z^3 - 123/35*z + 1
*
[ -5 ] 
f(z) = 34/175*z^3 - 128/35*z + 1
*
[ -5 ] 
f(z) = 36/175*z^3 - 138/35*z + 1
*
4 | 0.16898608379999412995609088962163033537 | 0.026735054337255982400222850603320389765
f(z) = 21/176*z^3 - 139/44*z + 1
*
-4 | 0.15116085209578683275627708144477100609 | 0.024323472969142593119386282993774617446
f(z) = 23/176*z^3 - 125/44*z + 1
*
12/5 | 0.19693852535739617609980602574004237451 | 0.025360475620103261568066192647737496393
f(z) = 35/162*z^3 - 131/45*z + 1
*
[ 4 ] 
f(z) = 39/176*z^3 - 123/44*z + 1
*
[ -9/2 ] 
f(z) = 25/162*z^3 - 137/72*z + 1
*
20/9 | 0.20493980767669170794858123877980580924 | 0.029279531079605978674546223110973701270
f(z) = 27/160*z^3 - 137/60*z + 1
*
4/3 | 0.11662839697428039133263934488858922749 | 0.016844981618495408946890098194828002180
f(z) = 33/160*z^3 - 127/60*z + 1
*
5/2 | 0.19083822575845135832048778235502813112 | 0.029718070886102962227223334849427087648
f(z) = 38/175*z^3 - 123/70*z + 1
*
4/3 | 0.14532996949556178156210431620921191472 | 0.020896839119776317415523493552954658485
f(z) = 39/160*z^3 - 131/60*z + 1
*
[ 4 ] 
f(z) = 23/168*z^3 - 121/84*z + 1
*
[ 2/5 ] 
f(z) = 25/164*z^3 - 125/82*z + 1
*
[ 4 ] 
f(z) = 25/168*z^3 - 137/84*z + 1
*
-12/5 | 0.13722610157695975412914223270134913329 | 0.025000484323775423045064919764700002033
f(z) = 25/168*z^3 - 121/84*z + 1
*
[ 2/5 ] 
f(z) = 25/172*z^3 - 131/86*z + 1
*
8/3 | 0.15896664768163058428214611665730082027 | 0.028627373430428896512051443615128495281
f(z) = 27/176*z^3 - 129/88*z + 1
*
[ -4 ] 
f(z) = 29/168*z^3 - 127/84*z + 1
*
[ -18/5 ] 
f(z) = 35/162*z^3 - 137/90*z + 1
*
-3 | 0.17079255754629334694541830898743125378 | 0.024255442757943871485779021382517013470
f(z) = 35/162*z^3 - 127/90*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017366560990224034311890557011544548247
f(z) = 39/172*z^3 - 121/86*z + 1
*
-10/3 | 0.16771596458001608721324743603202927982 | 0.025863592705779416183480645036226586761
f(z) = 27/175*z^3 - 131/105*z + 1
*
-5/3 | 0.19083822575845135832048778235502813112 | 0.029755897251853498159778859056452469953
f(z) = 27/175*z^3 - 122/105*z + 1
*
[ 13/4 ] 
f(z) = 30/169*z^3 - 123/104*z + 1
*
[ -15/4 ] 
f(z) = 32/175*z^3 - 137/105*z + 1
*
[ 8/3 ] 
f(z) = 39/160*z^3 - 133/120*z + 1
*
[ 7/2 ] 
f(z) = 20/161*z^3 - 130/161*z + 1
*
[ -4 ] 
f(z) = 21/164*z^3 - 131/164*z + 1
*
[ -4 ] 
f(z) = 21/172*z^3 - 121/172*z + 1
*
[ 3/5 ] 
f(z) = 25/168*z^3 - 121/168*z + 1
*
[ 3/5 ] 
f(z) = 25/174*z^3 - 125/174*z + 1
*
[ 16/5 ] 
f(z) = 25/176*z^3 - 135/176*z + 1
*
[ 3/5 ] 
f(z) = 25/177*z^3 - 127/177*z + 1
*
[ 3 ] 
f(z) = 26/165*z^3 - 124/165*z + 1
*
[ -11/3 ] 
f(z) = 27/176*z^3 - 139/176*z + 1
*
[ 3 ] 
f(z) = 28/177*z^3 - 134/177*z + 1
*
[ 11/4 ] 
f(z) = 32/165*z^3 - 137/165*z + 1
*
[ -3 ] 
f(z) = 38/165*z^3 - 122/165*z + 1
*
[ 13/4 ] 
f(z) = 21/169*z^3 - 129/208*z + 1
*
[ -15/4 ] 
f(z) = 24/175*z^3 - 139/210*z + 1
*
[ 13/20 ] 
f(z) = 25/169*z^3 - 125/208*z + 1
*
[ -13/4 ] 
f(z) = 31/169*z^3 - 131/208*z + 1
*
[ 13/6 ] 
f(z) = 38/169*z^3 - 121/234*z + 1
*
[ 2/3 ] 
f(z) = 21/164*z^3 - 137/246*z + 1
*
[ 13/19 ] 
f(z) = 38/169*z^3 - 140/247*z + 1
*
[ 3/4 ] 
f(z) = 25/162*z^3 - 121/288*z + 1
*
[ 3/4 ] 
f(z) = 29/162*z^3 - 125/288*z + 1
*
[ 3/4 ] 
f(z) = 31/162*z^3 - 127/288*z + 1
*
[ 3/4 ] 
f(z) = 35/162*z^3 - 131/288*z + 1
*
[ 3/4 ] 
f(z) = 37/162*z^3 - 133/288*z + 1
*
-33/5 | 0.18192759187471940519870352033677195210 | 0.026206206455316390676323753462696731670
f(z) = 25/162*z^3 - 115/18*z + 1
*
3/5 | 0.19512723264718852418421377038542275110 | 0.028560971730057001805764682124517914065
f(z) = 25/162*z^3 - 103/18*z + 1
*
[ 6 ] 
f(z) = 29/162*z^3 - 101/18*z + 1
*
[ 6 ] 
f(z) = 31/162*z^3 - 109/18*z + 1
*
[ -6 ] 
f(z) = 31/162*z^3 - 103/18*z + 1
*
[ -6 ] 
f(z) = 35/162*z^3 - 119/18*z + 1
*
[ 13/2 ] 
f(z) = 36/169*z^3 - 106/13*z + 1
*
[ -13/2 ] 
f(z) = 36/169*z^3 - 102/13*z + 1
*
[ -13/2 ] 
f(z) = 22/169*z^3 - 113/26*z + 1
*
12/5 | 0.14312669618939426280298120553903219653 | 0.021009901026846813182467321993594903508
f(z) = 25/162*z^3 - 101/36*z + 1
*
6 | 0.14610176870909598131010443698719725676 | 0.021381690356869205312316655527956515341
f(z) = 25/168*z^3 - 116/21*z + 1
*
[ 5 ] 
f(z) = 26/175*z^3 - 102/35*z + 1
*
[ 5 ] 
f(z) = 27/175*z^3 - 107/35*z + 1
*
[ 6 ] 
f(z) = 29/168*z^3 - 113/21*z + 1
*
[ -6 ] 
f(z) = 29/168*z^3 - 106/21*z + 1
*
[ 5 ] 
f(z) = 29/175*z^3 - 117/35*z + 1
*
[ -5 ] 
f(z) = 29/175*z^3 - 103/35*z + 1
*
[ -6 ] 
f(z) = 31/168*z^3 - 115/21*z + 1
*
[ -5 ] 
f(z) = 31/175*z^3 - 113/35*z + 1
*
[ -5 ] 
f(z) = 32/175*z^3 - 118/35*z + 1
*
[ 13/3 ] 
f(z) = 33/169*z^3 - 113/39*z + 1
*
22/5 | 0.14456630624933888996828190557221243797 | 0.023447933241073163629146151511716382807
f(z) = 25/176*z^3 - 119/44*z + 1
*
[ 4 ] 
f(z) = 35/176*z^3 - 107/44*z + 1
*
2 | 0.15013250266856063523317269598843339608 | 0.025016184636707682761573920884581086886
f(z) = 35/176*z^3 - 101/44*z + 1
*
[ 4 ] 
f(z) = 37/176*z^3 - 115/44*z + 1
*
2 | 0.17539022607640225802541383642510491550 | 0.029129637255990764151557586982375497089
f(z) = 37/176*z^3 - 103/44*z + 1
*
2 | 0.16464936924733003203297439593306410679 | 0.027258679826849456332773679080929383597
f(z) = 39/176*z^3 - 105/44*z + 1
*
[ -4 ] 
f(z) = 39/176*z^3 - 101/44*z + 1
*
4/3 | 0.11662839697428039133263934488858922749 | 0.017004781085060918796333864113087243121
f(z) = 21/160*z^3 - 119/60*z + 1
*
4 | 0.19585351774816310607182542710001856813 | 0.029255613143338216740008975350586735724
f(z) = 21/160*z^3 - 101/60*z + 1
*
[ -9/2 ] 
f(z) = 23/162*z^3 - 119/72*z + 1
*
[ 10/3 ] 
f(z) = 36/175*z^3 - 111/70*z + 1
*
12/5 | 0.11952949405759554685778028070387753401 | 0.022275443222812988178270922015175083270
f(z) = 25/168*z^3 - 107/84*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017957642158761126151209296725062277103
f(z) = 29/172*z^3 - 101/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017726007116845059578606275299592757325
f(z) = 31/164*z^3 - 103/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017827203071050127757757582502063310072
f(z) = 31/172*z^3 - 105/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017600147786953668446248550482395065039
f(z) = 33/164*z^3 - 107/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017703418924385699380305102068923359882
f(z) = 33/172*z^3 - 109/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017480586792488571801935997112538000996
f(z) = 35/164*z^3 - 111/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017585712813521007532566000747964558453
f(z) = 35/172*z^3 - 113/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017366788073624829470575428850584421452
f(z) = 37/164*z^3 - 115/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017473576674430355631304640983262920212
f(z) = 37/172*z^3 - 117/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017258278421792680007027735697509415244
f(z) = 39/164*z^3 - 119/82*z + 1
*
[ -13/3 ] 
f(z) = 20/169*z^3 - 116/117*z + 1
*
[ -35/9 ] 
f(z) = 27/175*z^3 - 113/105*z + 1
*
[ -13/4 ] 
f(z) = 38/169*z^3 - 111/104*z + 1
*
-4 | 0.13321874193948224756522731219904256437 | 0.021250071128389804796694961677033492023
f(z) = 21/176*z^3 - 109/132*z + 1
*
-2/3 | 0.11936505507214015229827662219806126333 | 0.019334174048676456525444397312205142085
f(z) = 27/160*z^3 - 109/120*z + 1
*
-22/9 | 0.16883452946269383754989074043493509723 | 0.026931238861573142809299034392725294017
f(z) = 27/176*z^3 - 115/132*z + 1
*
[ -10/3 ] 
f(z) = 33/160*z^3 - 119/120*z + 1
*
[ 8/3 ] 
f(z) = 33/160*z^3 - 101/120*z + 1
*
[ 18/7 ] 
f(z) = 35/162*z^3 - 103/126*z + 1
*
-12/7 | 0.13523300088114543857121694353417645856 | 0.019226967542184736881518470032620823350
f(z) = 35/162*z^3 - 101/126*z + 1
*
[ 4/7 ] 
f(z) = 21/160*z^3 - 111/140*z + 1
*
[ 5/2 ] 
f(z) = 37/175*z^3 - 101/140*z + 1
*
[ 5/2 ] 
f(z) = 39/175*z^3 - 111/140*z + 1
*
[ 3 ] 
f(z) = 25/168*z^3 - 113/168*z + 1
*
[ 3 ] 
f(z) = 25/174*z^3 - 109/174*z + 1
*
[ 3 ] 
f(z) = 25/177*z^3 - 107/177*z + 1
*
[ 3 ] 
f(z) = 26/177*z^3 - 116/177*z + 1
*
[ 2/3 ] 
f(z) = 27/178*z^3 - 101/178*z + 1
*
[ 5/2 ] 
f(z) = 32/165*z^3 - 101/165*z + 1
*
[ 7/3 ] 
f(z) = 36/161*z^3 - 104/161*z + 1
*
[ -3 ] 
f(z) = 37/165*z^3 - 113/165*z + 1
*
[ -3 ] 
f(z) = 37/168*z^3 - 109/168*z + 1
*
[ -3 ] 
f(z) = 37/174*z^3 - 101/174*z + 1
*
[ -3 ] 
f(z) = 38/177*z^3 - 106/177*z + 1
*
[ -39/10 ] 
f(z) = 20/169*z^3 - 106/195*z + 1
*
[ 2/3 ] 
f(z) = 23/168*z^3 - 106/189*z + 1
*
[ 2/3 ] 
f(z) = 25/168*z^3 - 107/189*z + 1
*
[ 2/3 ] 
f(z) = 29/168*z^3 - 109/189*z + 1
*
[ 2/3 ] 
f(z) = 31/168*z^3 - 110/189*z + 1
*
[ 12/5 ] 
f(z) = 35/162*z^3 - 119/180*z + 1
*
[ 2/3 ] 
f(z) = 37/168*z^3 - 113/189*z + 1
*
[ 35/12 ] 
f(z) = 24/175*z^3 - 107/210*z + 1
*
[ 27/10 ] 
f(z) = 25/162*z^3 - 107/216*z + 1
*
[ -13/4 ] 
f(z) = 29/169*z^3 - 105/208*z + 1
*
[ -26/9 ] 
f(z) = 36/169*z^3 - 101/234*z + 1
*
[ 3/4 ] 
f(z) = 23/162*z^3 - 119/288*z + 1
*
[ 9/4 ] 
f(z) = 29/162*z^3 - 101/288*z + 1
*
[ 9/4 ] 
f(z) = 31/162*z^3 - 119/288*z + 1
*
[ 6 ] 
f(z) = 25/162*z^3 - 85/18*z + 1
*
[ -6 ] 
f(z) = 29/162*z^3 - 95/18*z + 1
*
[ 13/2 ] 
f(z) = 32/169*z^3 - 93/13*z + 1
*
[ -13/2 ] 
f(z) = 32/169*z^3 - 89/13*z + 1
*
[ 5 ] 
f(z) = 22/175*z^3 - 82/35*z + 1
*
-6 | 0.13648922360628183944729253834564800975 | 0.020418422066512318465126953886197990949
f(z) = 23/168*z^3 - 100/21*z + 1
*
[ 6 ] 
f(z) = 23/168*z^3 - 86/21*z + 1
*
[ 5 ] 
f(z) = 23/175*z^3 - 87/35*z + 1
*
[ 5 ] 
f(z) = 24/175*z^3 - 92/35*z + 1
*
[ -6 ] 
f(z) = 25/168*z^3 - 88/21*z + 1
*
[ 26/5 ] 
f(z) = 25/169*z^3 - 83/26*z + 1
*
[ -5 ] 
f(z) = 26/175*z^3 - 88/35*z + 1
*
[ -5 ] 
f(z) = 27/175*z^3 - 93/35*z + 1
*
4 | 0.18465283498516085834361897392093698675 | 0.028415638277577455547590255959765676404
f(z) = 29/160*z^3 - 83/20*z + 1
*
[ 13/3 ] 
f(z) = 30/169*z^3 - 100/39*z + 1
*
[ -13/3 ] 
f(z) = 30/169*z^3 - 82/39*z + 1
*
[ -13/3 ] 
f(z) = 33/169*z^3 - 95/39*z + 1
*
2 | 0.15033114924336491440880506597233870352 | 0.025687961030555150723481209181532470043
f(z) = 21/176*z^3 - 87/44*z + 1
*
2 | 0.13321652878825528589923550821123710159 | 0.022675421190699747436171576787555673905
f(z) = 23/176*z^3 - 89/44*z + 1
*
[ 22/5 ] 
f(z) = 25/176*z^3 - 87/44*z + 1
*
-10/3 | 0.059755209884085915368659894135097524044 | 0.010210721534431374477699901451843038180
f(z) = 27/160*z^3 - 87/40*z + 1
*
2 | 0.13321640404435391911455242099806273888 | 0.022506976358121088892360875572649064190
f(z) = 27/176*z^3 - 93/44*z + 1
*
4/3 | 0.13321776452901896805921592570009105514 | 0.022675631532033168220650842461850365337
f(z) = 27/176*z^3 - 89/44*z + 1
*
2 | 0.15033114924336491440880506597233870352 | 0.025307544656143957788554676985816539341
f(z) = 29/176*z^3 - 95/44*z + 1
*
[ 4 ] 
f(z) = 29/176*z^3 - 83/44*z + 1
*
2 | 0.13321640404435391911455242099806273888 | 0.022347975962855452701329833841875866792
f(z) = 31/176*z^3 - 97/44*z + 1
*
[ 4 ] 
f(z) = 31/176*z^3 - 91/44*z + 1
*
12/5 | 0.17245516522897076076326250757246563627 | 0.023480158186790793011831059778146223648
f(z) = 35/162*z^3 - 86/45*z + 1
*
[ -4 ] 
f(z) = 35/176*z^3 - 85/44*z + 1
*
[ 13/4 ] 
f(z) = 36/169*z^3 - 81/52*z + 1
*
[ -4 ] 
f(z) = 37/176*z^3 - 93/44*z + 1
*
-20/9 | 0.11589351933673049899053121454983948418 | 0.017834485587251398727873912827935068362
f(z) = 27/160*z^3 - 83/60*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018474608077261374638049970353825491182
f(z) = 21/164*z^3 - 83/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018518518518518518518518518518518518518
f(z) = 21/172*z^3 - 85/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018306059037593991696488106418642055777
f(z) = 23/164*z^3 - 87/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018395977151046483078552536731380468921
f(z) = 23/172*z^3 - 89/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.018147934190815467558157202802110195914
f(z) = 25/164*z^3 - 91/82*z + 1
*
[ -4 ] 
f(z) = 25/168*z^3 - 95/84*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018241215608928172261464729986263583357
f(z) = 25/172*z^3 - 93/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017999149534441985312002681680998394264
f(z) = 27/164*z^3 - 95/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.018095394544524177170393028758303196144
f(z) = 27/172*z^3 - 97/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017858774970603130763312109394413148382
f(z) = 29/164*z^3 - 99/82*z + 1
*
[ 5/9 ] 
f(z) = 27/175*z^3 - 89/105*z + 1
*
[ -13/4 ] 
f(z) = 34/169*z^3 - 85/104*z + 1
*
[ 10/3 ] 
f(z) = 21/160*z^3 - 91/120*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029439751965697276946025410020187928056
f(z) = 39/176*z^3 - 85/132*z + 1
*
[ 5/2 ] 
f(z) = 33/175*z^3 - 81/140*z + 1
*
-35/12 | 0.18283166934145791925019401650371297875 | 0.027908628804846819870221722017844535161
f(z) = 36/175*z^3 - 97/140*z + 1
*
[ 3 ] 
f(z) = 23/165*z^3 - 97/165*z + 1
*
[ 3 ] 
f(z) = 23/168*z^3 - 95/168*z + 1
*
[ 3 ] 
f(z) = 23/174*z^3 - 91/174*z + 1
*
[ 3 ] 
f(z) = 23/177*z^3 - 89/177*z + 1
*
[ -7/2 ] 
f(z) = 24/161*z^3 - 87/161*z + 1
*
-7/5 | 0.11523829684130398804508384057774842659 | 0.022490067710180260719328966625984702646
f(z) = 25/168*z^3 - 97/168*z + 1
*
[ 2/3 ] 
f(z) = 27/166*z^3 - 95/166*z + 1
*
[ 2/3 ] 
f(z) = 27/170*z^3 - 97/170*z + 1
*
[ -3 ] 
f(z) = 34/165*z^3 - 86/165*z + 1
*
[ -3 ] 
f(z) = 35/174*z^3 - 83/174*z + 1
*
[ 7/3 ] 
f(z) = 36/175*z^3 - 96/175*z + 1
*
[ -3 ] 
f(z) = 37/177*z^3 - 97/177*z + 1
*
[ -26/7 ] 
f(z) = 21/169*z^3 - 81/182*z + 1
*
[ 3/4 ] 
f(z) = 20/171*z^3 - 91/228*z + 1
*
[ -10/3 ] 
f(z) = 27/176*z^3 - 89/220*z + 1
*
[ 3/4 ] 
f(z) = 28/171*z^3 - 97/228*z + 1
*
[ 13/6 ] 
f(z) = 34/169*z^3 - 95/234*z + 1
*
[ 13/17 ] 
f(z) = 34/169*z^3 - 94/221*z + 1
*
[ 4/5 ] 
f(z) = 35/176*z^3 - 83/220*z + 1
*
-8/7 | 0.18962888498439520325914428426690047201 | 0.027008491274124002480997384689025078603
f(z) = 21/160*z^3 - 83/280*z + 1
*
[ 35/16 ] 
f(z) = 32/175*z^3 - 93/280*z + 1
*
[ 6 ] 
f(z) = 23/162*z^3 - 77/18*z + 1
*
[ -6 ] 
f(z) = 23/162*z^3 - 71/18*z + 1
*
[ 13/2 ] 
f(z) = 24/169*z^3 - 67/13*z + 1
*
[ -13/2 ] 
f(z) = 24/169*z^3 - 63/13*z + 1
*
[ 13/2 ] 
f(z) = 28/169*z^3 - 80/13*z + 1
*
[ -13/2 ] 
f(z) = 28/169*z^3 - 76/13*z + 1
*
4 | 0.18589320731138935246142601706511174561 | 0.029581355608695912703145357672625215545
f(z) = 21/160*z^3 - 67/20*z + 1
*
[ 13/3 ] 
f(z) = 21/169*z^3 - 61/39*z + 1
*
[ -5 ] 
f(z) = 22/175*z^3 - 68/35*z + 1
*
[ -6 ] 
f(z) = 23/168*z^3 - 79/21*z + 1
*
[ -5 ] 
f(z) = 23/175*z^3 - 73/35*z + 1
*
[ 13/3 ] 
f(z) = 24/169*z^3 - 74/39*z + 1
*
[ -5 ] 
f(z) = 24/175*z^3 - 78/35*z + 1
*
2/5 | 0.077879391045006344203383883266135564862 | 0.012200095574338113924215002063654818974
f(z) = 25/168*z^3 - 74/21*z + 1
*
[ -26/5 ] 
f(z) = 25/169*z^3 - 73/26*z + 1
*
4 | 0.18798386331614563557426641294212445651 | 0.029149804226253840827063786471680264226
f(z) = 27/160*z^3 - 79/20*z + 1
*
[ 4 ] 
f(z) = 39/160*z^3 - 63/20*z + 1
*
-8/3 | 0.11965681808062439889854415154506340030 | 0.021078387798465502692677401307271228662
f(z) = 27/160*z^3 - 73/40*z + 1
*
[ 4 ] 
f(z) = 27/176*z^3 - 75/44*z + 1
*
[ -4 ] 
f(z) = 29/176*z^3 - 61/44*z + 1
*
[ -4 ] 
f(z) = 31/176*z^3 - 69/44*z + 1
*
[ 3 ] 
f(z) = 34/171*z^3 - 64/57*z + 1
*
[ 3 ] 
f(z) = 35/171*z^3 - 67/57*z + 1
*
[ 3 ] 
f(z) = 37/171*z^3 - 73/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017418004995965106014774006458263372467
f(z) = 39/176*z^3 - 61/44*z + 1
*
[ 18/5 ] 
f(z) = 25/168*z^3 - 76/63*z + 1
*
[ 4/9 ] 
f(z) = 27/160*z^3 - 77/60*z + 1
*
[ 10/3 ] 
f(z) = 27/175*z^3 - 71/70*z + 1
*
[ -10/3 ] 
f(z) = 36/175*z^3 - 69/70*z + 1
*
[ -4 ] 
f(z) = 23/168*z^3 - 79/84*z + 1
*
[ 3/5 ] 
f(z) = 35/162*z^3 - 67/90*z + 1
*
[ 13/4 ] 
f(z) = 22/169*z^3 - 71/104*z + 1
*
[ 2/3 ] 
f(z) = 21/160*z^3 - 67/120*z + 1
*
[ 2/3 ] 
f(z) = 21/176*z^3 - 73/132*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.023979716124967507501469874135204858361
f(z) = 21/176*z^3 - 61/132*z + 1
*
[ 2/3 ] 
f(z) = 33/160*z^3 - 71/120*z + 1
*
[ 2/3 ] 
f(z) = 39/160*z^3 - 73/120*z + 1
*
[ 2/3 ] 
f(z) = 39/176*z^3 - 79/132*z + 1
*
[ 13/18 ] 
f(z) = 27/169*z^3 - 73/156*z + 1
*
[ 5/2 ] 
f(z) = 29/175*z^3 - 61/140*z + 1
*
[ 5/2 ] 
f(z) = 31/175*z^3 - 71/140*z + 1
*
[ 3 ] 
f(z) = 20/177*z^3 - 62/177*z + 1
*
[ 3 ] 
f(z) = 22/177*z^3 - 80/177*z + 1
*
[ -7/2 ] 
f(z) = 24/175*z^3 - 69/175*z + 1
*
[ -10/3 ] 
f(z) = 27/170*z^3 - 79/170*z + 1
*
[ 5/2 ] 
f(z) = 28/165*z^3 - 76/165*z + 1
*
[ 3/4 ] 
f(z) = 32/165*z^3 - 73/165*z + 1
*
[ -3 ] 
f(z) = 32/165*z^3 - 68/165*z + 1
*
[ 9/4 ] 
f(z) = 32/171*z^3 - 67/171*z + 1
*
[ 3/4 ] 
f(z) = 32/177*z^3 - 77/177*z + 1
*
[ -3 ] 
f(z) = 34/177*z^3 - 70/177*z + 1
*
[ -3 ] 
f(z) = 35/177*z^3 - 79/177*z + 1
*
[ 2 ] 
f(z) = 37/162*z^3 - 67/162*z + 1
*
[ 2 ] 
f(z) = 37/166*z^3 - 65/166*z + 1
*
[ 2 ] 
f(z) = 37/170*z^3 - 63/170*z + 1
*
[ 2 ] 
f(z) = 37/174*z^3 - 61/174*z + 1
*
[ 2 ] 
f(z) = 39/166*z^3 - 73/166*z + 1
*
[ 2 ] 
f(z) = 39/170*z^3 - 71/170*z + 1
*
[ 2 ] 
f(z) = 39/178*z^3 - 67/178*z + 1
*
[ -13/4 ] 
f(z) = 27/169*z^3 - 79/208*z + 1
*
[ 8/9 ] 
f(z) = 27/176*z^3 - 65/264*z + 1
*
[ 9/4 ] 
f(z) = 25/162*z^3 - 65/288*z + 1
*
[ 13/2 ] 
f(z) = 20/169*z^3 - 54/13*z + 1
*
[ -13/2 ] 
f(z) = 20/169*z^3 - 50/13*z + 1
*
[ 13/3 ] 
f(z) = 36/169*z^3 - 42/13*z + 1
*
[ -13/3 ] 
f(z) = 21/169*z^3 - 43/39*z + 1
*
2 | 0.14661532970615747941788035636392102844 | 0.025102606581087877806866893803793222424
f(z) = 23/168*z^3 - 43/21*z + 1
*
[ -13/3 ] 
f(z) = 24/169*z^3 - 56/39*z + 1
*
4/3 | 0.12546005348524076611675740638977423400 | 0.021657130807299376718720069843696201866
f(z) = 27/160*z^3 - 41/20*z + 1
*
[ 4 ] 
f(z) = 29/160*z^3 - 43/20*z + 1
*
2 | 0.14661582516201015567486848213919788058 | 0.024816142003492291151217108223192312519
f(z) = 29/168*z^3 - 46/21*z + 1
*
[ 4 ] 
f(z) = 31/160*z^3 - 47/20*z + 1
*
2 | 0.14661532970615747941788035636392102844 | 0.024726052035089023258149588174992177071
f(z) = 31/168*z^3 - 47/21*z + 1
*
[ 4 ] 
f(z) = 33/160*z^3 - 51/20*z + 1
*
[ -4 ] 
f(z) = 33/160*z^3 - 41/20*z + 1
*
[ 4 ] 
f(z) = 37/160*z^3 - 59/20*z + 1
*
[ -4 ] 
f(z) = 37/160*z^3 - 49/20*z + 1
*
2 | 0.17734847851946032090632822891523703403 | 0.029600188255318075533424283564152738901
f(z) = 37/168*z^3 - 50/21*z + 1
*
[ -4 ] 
f(z) = 39/160*z^3 - 53/20*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018428855267530102414087729516225017218
f(z) = 21/160*z^3 - 41/40*z + 1
*
[ 4 ] 
f(z) = 21/176*z^3 - 51/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018518518518518518518518518518518518519
f(z) = 21/176*z^3 - 43/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.018258339218323738978703262521129382084
f(z) = 23/160*z^3 - 43/40*z + 1
*
[ 4 ] 
f(z) = 23/176*z^3 - 59/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018438378434706922277672343863182896771
f(z) = 23/176*z^3 - 45/44*z + 1
*
[ 3/5 ] 
f(z) = 25/171*z^3 - 41/57*z + 1
*
-18/5 | 0.13511804239979958525835827043964895717 | 0.024729539125914996946701284638246900664
f(z) = 25/176*z^3 - 59/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018285260161667344846861557825038745741
f(z) = 25/176*z^3 - 47/44*z + 1
*
[ -4 ] 
f(z) = 25/176*z^3 - 45/44*z + 1
*
[ -4 ] 
f(z) = 27/176*z^3 - 53/44*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018140891169229872090747220463386323364
f(z) = 27/176*z^3 - 49/44*z + 1
*
[ 13/4 ] 
f(z) = 28/169*z^3 - 55/52*z + 1
*
[ 3 ] 
f(z) = 28/171*z^3 - 46/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017806490830536389647592101045122905422
f(z) = 29/160*z^3 - 49/40*z + 1
*
[ 3 ] 
f(z) = 29/171*z^3 - 49/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.018004427076231634991742786127218761414
f(z) = 29/176*z^3 - 51/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017672542250061347220193580669734457779
f(z) = 31/160*z^3 - 51/40*z + 1
*
[ 3 ] 
f(z) = 31/171*z^3 - 55/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017875135151758653848752600214391744039
f(z) = 31/176*z^3 - 53/44*z + 1
*
[ 3 ] 
f(z) = 32/171*z^3 - 58/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017545633629855547373285206387002789748
f(z) = 33/160*z^3 - 53/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017635588182338039434030457216149051767
f(z) = 35/176*z^3 - 57/44*z + 1
*
[ -13/4 ] 
f(z) = 36/169*z^3 - 49/52*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017310502352418308182664031862890201562
f(z) = 37/160*z^3 - 57/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017524277289016737518179688415116109753
f(z) = 37/176*z^3 - 59/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017201243309807077950739705265371261229
f(z) = 39/160*z^3 - 59/40*z + 1
*
[ -18/5 ] 
f(z) = 25/168*z^3 - 41/63*z + 1
*
-28/9 | 0.15359454547016214288678191214661319262 | 0.024878501277050691450947161263869553274
f(z) = 27/160*z^3 - 53/60*z + 1
*
[ 26/9 ] 
f(z) = 27/169*z^3 - 53/78*z + 1
*
[ 5/8 ] 
f(z) = 32/175*z^3 - 47/70*z + 1
*
[ 5/2 ] 
f(z) = 34/175*z^3 - 43/70*z + 1
*
[ 13/5 ] 
f(z) = 35/169*z^3 - 51/65*z + 1
*
[ 5/2 ] 
f(z) = 38/175*z^3 - 53/70*z + 1
*
[ 2/3 ] 
f(z) = 27/164*z^3 - 47/82*z + 1
*
[ 2/3 ] 
f(z) = 27/172*z^3 - 49/86*z + 1
*
[ 8/3 ] 
f(z) = 27/176*z^3 - 41/88*z + 1
*
[ -13/4 ] 
f(z) = 30/169*z^3 - 59/104*z + 1
*
[ 13/6 ] 
f(z) = 32/169*z^3 - 41/117*z + 1
*
[ 13/18 ] 
f(z) = 36/169*z^3 - 58/117*z + 1
*
[ 22/9 ] 
f(z) = 27/176*z^3 - 43/132*z + 1
*
12/7 | 0.11714819584190513992474383749106163687 | 0.016655731547785593765969664383804983379
f(z) = 35/162*z^3 - 59/126*z + 1
*
[ 6/7 ] 
f(z) = 35/162*z^3 - 41/126*z + 1
*
[ -8/3 ] 
f(z) = 39/160*z^3 - 43/120*z + 1
*
[ 20/7 ] 
f(z) = 21/160*z^3 - 59/140*z + 1
*
[ 5/2 ] 
f(z) = 27/175*z^3 - 51/140*z + 1
*
[ 5/6 ] 
f(z) = 27/175*z^3 - 43/140*z + 1
*
[ 13/6 ] 
f(z) = 33/169*z^3 - 59/156*z + 1
*
[ -35/12 ] 
f(z) = 36/175*z^3 - 57/140*z + 1
*
[ 4/5 ] 
f(z) = 25/164*z^3 - 57/164*z + 1
*
[ 4/5 ] 
f(z) = 25/172*z^3 - 59/172*z + 1
*
[ 7/3 ] 
f(z) = 27/161*z^3 - 55/161*z + 1
*
[ 7/3 ] 
f(z) = 27/175*z^3 - 47/175*z + 1
*
[ -3 ] 
f(z) = 29/165*z^3 - 41/165*z + 1
*
[ 2 ] 
f(z) = 31/162*z^3 - 43/162*z + 1
*
[ -3 ] 
f(z) = 31/165*z^3 - 59/165*z + 1
*
[ 2 ] 
f(z) = 31/166*z^3 - 41/166*z + 1
*
[ -3 ] 
f(z) = 31/168*z^3 - 55/168*z + 1
*
[ -3 ] 
f(z) = 31/174*z^3 - 47/174*z + 1
*
[ -3 ] 
f(z) = 31/177*z^3 - 43/177*z + 1
*
[ -3 ] 
f(z) = 32/177*z^3 - 52/177*z + 1
*
[ 2 ] 
f(z) = 33/166*z^3 - 49/166*z + 1
*
[ 2 ] 
f(z) = 33/170*z^3 - 47/170*z + 1
*
[ 2 ] 
f(z) = 33/178*z^3 - 43/178*z + 1
*
[ 2 ] 
f(z) = 35/162*z^3 - 59/162*z + 1
*
[ 2 ] 
f(z) = 35/166*z^3 - 57/166*z + 1
*
[ 2 ] 
f(z) = 35/174*z^3 - 53/174*z + 1
*
[ 2 ] 
f(z) = 35/178*z^3 - 51/178*z + 1
*
[ 2 ] 
f(z) = 37/178*z^3 - 59/178*z + 1
*
[ 13/15 ] 
f(z) = 30/169*z^3 - 56/195*z + 1
*
[ -10/3 ] 
f(z) = 24/175*z^3 - 47/210*z + 1
*
[ -13/4 ] 
f(z) = 25/169*z^3 - 53/208*z + 1
*
[ 12/5 ] 
f(z) = 25/171*z^3 - 59/228*z + 1
*
[ 20/11 ] 
f(z) = 33/160*z^3 - 51/220*z + 1
*
[ 12/7 ] 
f(z) = 35/162*z^3 - 55/252*z + 1
*
[ 8/3 ] 
f(z) = 21/176*z^3 - 59/264*z + 1
*
[ 20/13 ] 
f(z) = 39/160*z^3 - 59/260*z + 1
*
[ -8/3 ] 
f(z) = 39/176*z^3 - 53/264*z + 1
*
[ 26/11 ] 
f(z) = 22/169*z^3 - 43/286*z + 1
*
[ 9/4 ] 
f(z) = 23/162*z^3 - 47/288*z + 1
*
-18/5 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066
f(z) = 25/162*z^3 - 37/18*z + 1
*
-9/5 | 0.12206911280550699518164750663010096097 | 0.021219916804114787135129973811487265822
f(z) = 25/162*z^3 - 35/18*z + 1
*
-12/5 | 0.081378688049489606770018165697964867011 | 0.014451363436941877919895296635471213037
f(z) = 25/162*z^3 - 31/18*z + 1
*
12/5 | 0.12458152020264553659723662748505814830 | 0.020674459197033755211415281629822566915
f(z) = 25/162*z^3 - 23/9*z + 1
*
[ 18/5 ] 
f(z) = 25/162*z^3 - 23/18*z + 1
*
[ 13/3 ] 
f(z) = 27/169*z^3 - 29/13*z + 1
*
[ -13/3 ] 
f(z) = 27/169*z^3 - 23/13*z + 1
*
[ 3 ] 
f(z) = 35/162*z^3 - 23/18*z + 1
*
[ -13/3 ] 
f(z) = 36/169*z^3 - 36/13*z + 1
*
[ 3 ] 
f(z) = 37/162*z^3 - 25/18*z + 1
*
[ 4 ] 
f(z) = 21/160*z^3 - 27/20*z + 1
*
[ 4 ] 
f(z) = 23/160*z^3 - 31/20*z + 1
*
[ -4 ] 
f(z) = 23/160*z^3 - 21/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014417331823555820199752762286618496074
f(z) = 23/168*z^3 - 22/21*z + 1
*
[ 13/4 ] 
f(z) = 24/169*z^3 - 21/26*z + 1
*
-14/5 | 0.14661429608973658969569915916118646098 | 0.025645196026192729239787040142116237104
f(z) = 25/168*z^3 - 38/21*z + 1
*
[ 4 ] 
f(z) = 27/160*z^3 - 39/20*z + 1
*
[ -4 ] 
f(z) = 27/160*z^3 - 29/20*z + 1
*
[ -4 ] 
f(z) = 29/160*z^3 - 33/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.014069482495612926405513350199978645698
f(z) = 29/168*z^3 - 25/21*z + 1
*
[ -4 ] 
f(z) = 31/160*z^3 - 37/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013966098664165596337440810947245256279
f(z) = 31/168*z^3 - 26/21*z + 1
*
[ 5/2 ] 
f(z) = 36/175*z^3 - 24/35*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013686098366450941487144579477804604154
f(z) = 37/168*z^3 - 29/21*z + 1
*
[ 13/4 ] 
f(z) = 20/169*z^3 - 29/52*z + 1
*
[ 3 ] 
f(z) = 20/171*z^3 - 22/57*z + 1
*
[ -4 ] 
f(z) = 21/176*z^3 - 29/44*z + 1
*
[ 3 ] 
f(z) = 22/171*z^3 - 28/57*z + 1
*
[ 3 ] 
f(z) = 23/171*z^3 - 31/57*z + 1
*
[ -4 ] 
f(z) = 23/176*z^3 - 37/44*z + 1
*
[ 3 ] 
f(z) = 25/171*z^3 - 37/57*z + 1
*
[ 3 ] 
f(z) = 26/171*z^3 - 40/57*z + 1
*
[ 2/3 ] 
f(z) = 27/176*z^3 - 25/44*z + 1
*
[ -13/4 ] 
f(z) = 28/169*z^3 - 23/52*z + 1
*
[ 3/4 ] 
f(z) = 32/171*z^3 - 25/57*z + 1
*
[ -3 ] 
f(z) = 34/171*z^3 - 26/57*z + 1
*
[ -3 ] 
f(z) = 35/171*z^3 - 29/57*z + 1
*
[ -3 ] 
f(z) = 37/171*z^3 - 35/57*z + 1
*
-21/10 | 0.083755735993796689449775477499947639878 | 0.012937465261962023684381171583131319370
f(z) = 25/162*z^3 - 25/72*z + 1
*
[ 5/2 ] 
f(z) = 26/175*z^3 - 23/70*z + 1
*
[ -10/3 ] 
f(z) = 27/175*z^3 - 29/70*z + 1
*
[ 13/5 ] 
f(z) = 30/169*z^3 - 38/65*z + 1
*
[ 13/6 ] 
f(z) = 30/169*z^3 - 23/78*z + 1
*
[ 4/5 ] 
f(z) = 25/168*z^3 - 29/84*z + 1
*
[ 12/5 ] 
f(z) = 25/168*z^3 - 23/84*z + 1
*
[ 2 ] 
f(z) = 31/164*z^3 - 21/82*z + 1
*
[ 2 ] 
f(z) = 33/164*z^3 - 25/82*z + 1
*
[ 2 ] 
f(z) = 33/172*z^3 - 23/86*z + 1
*
[ 9/5 ] 
f(z) = 35/162*z^3 - 23/90*z + 1
*
[ 2 ] 
f(z) = 35/164*z^3 - 29/82*z + 1
*
[ 13/7 ] 
f(z) = 35/169*z^3 - 23/91*z + 1
*
[ 2 ] 
f(z) = 35/172*z^3 - 27/86*z + 1
*
[ 2 ] 
f(z) = 37/164*z^3 - 33/82*z + 1
*
[ 2 ] 
f(z) = 37/172*z^3 - 31/86*z + 1
*
[ 2 ] 
f(z) = 39/164*z^3 - 37/82*z + 1
*
[ 2 ] 
f(z) = 39/172*z^3 - 35/86*z + 1
*
[ 5/6 ] 
f(z) = 24/175*z^3 - 31/105*z + 1
*
[ 13/15 ] 
f(z) = 25/169*z^3 - 31/117*z + 1
*
[ 13/6 ] 
f(z) = 28/169*z^3 - 28/117*z + 1
*
[ 13/16 ] 
f(z) = 32/169*z^3 - 37/104*z + 1
*
[ 5/3 ] 
f(z) = 39/175*z^3 - 23/105*z + 1
*
[ 8/3 ] 
f(z) = 21/160*z^3 - 37/120*z + 1
*
[ 12/5 ] 
f(z) = 25/176*z^3 - 31/132*z + 1
*
-10/9 | 0.099396818723539768066134005858671403794 | 0.016099815745271658755035551800814922269
f(z) = 27/160*z^3 - 37/120*z + 1
*
[ 8/9 ] 
f(z) = 27/160*z^3 - 31/120*z + 1
*
-22/9 | 0.13321770832306135784304611499630799692 | 0.021249906253522022633232822376827215568
f(z) = 27/176*z^3 - 31/132*z + 1
*
[ 5/2 ] 
f(z) = 23/175*z^3 - 31/140*z + 1
*
[ -7/2 ] 
f(z) = 20/161*z^3 - 38/161*z + 1
*
[ 2 ] 
f(z) = 27/166*z^3 - 25/166*z + 1
*
[ 2 ] 
f(z) = 27/170*z^3 - 23/170*z + 1
*
[ -3 ] 
f(z) = 28/165*z^3 - 32/165*z + 1
*
[ 2 ] 
f(z) = 29/162*z^3 - 35/162*z + 1
*
[ 2 ] 
f(z) = 29/166*z^3 - 33/166*z + 1
*
[ -3 ] 
f(z) = 29/168*z^3 - 37/168*z + 1
*
[ 2 ] 
f(z) = 29/170*z^3 - 31/170*z + 1
*
[ -3 ] 
f(z) = 29/177*z^3 - 25/177*z + 1
*
[ 2 ] 
f(z) = 29/178*z^3 - 27/178*z + 1
*
[ 2 ] 
f(z) = 31/170*z^3 - 39/170*z + 1
*
[ 2 ] 
f(z) = 31/174*z^3 - 37/174*z + 1
*
[ 2 ] 
f(z) = 31/178*z^3 - 35/178*z + 1
*
[ 7/4 ] 
f(z) = 32/161*z^3 - 29/161*z + 1
*
[ 7/4 ] 
f(z) = 32/175*z^3 - 23/175*z + 1
*
[ 7/6 ] 
f(z) = 36/161*z^3 - 26/161*z + 1
*
[ 7/6 ] 
f(z) = 36/175*z^3 - 24/175*z + 1
*
[ 14/15 ] 
f(z) = 25/168*z^3 - 38/189*z + 1
*
[ 4/3 ] 
f(z) = 37/160*z^3 - 29/180*z + 1
*
[ -13/4 ] 
f(z) = 23/169*z^3 - 27/208*z + 1
*
[ 13/12 ] 
f(z) = 27/169*z^3 - 23/208*z + 1
*
[ 15/8 ] 
f(z) = 32/175*z^3 - 37/210*z + 1
*
[ 13/8 ] 
f(z) = 36/169*z^3 - 37/208*z + 1
*
[ 3/2 ] 
f(z) = 35/171*z^3 - 29/228*z + 1
*
[ 3/2 ] 
f(z) = 37/171*z^3 - 35/228*z + 1
*
[ 16/9 ] 
f(z) = 27/160*z^3 - 23/240*z + 1
*
[ 13/10 ] 
f(z) = 35/169*z^3 - 31/260*z + 1
*
[ 5/4 ] 
f(z) = 34/175*z^3 - 29/280*z + 1
*
[ 5/4 ] 
f(z) = 38/175*z^3 - 39/280*z + 1
*
[ 3 ] 
f(z) = 23/162*z^3 - 11/18*z + 1
*
-18/5 | 0.14265075944315408715954474214235105035 | 0.024235174689566149375535309331065860997
f(z) = 25/162*z^3 - 20/9*z + 1
*
[ 13/5 ] 
f(z) = 25/169*z^3 - 5/13*z + 1
*
[ 3 ] 
f(z) = 29/162*z^3 - 17/18*z + 1
*
[ -3 ] 
f(z) = 29/162*z^3 - 5/18*z + 1
*
[ 3 ] 
f(z) = 31/162*z^3 - 19/18*z + 1
*
[ -3 ] 
f(z) = 31/162*z^3 - 7/18*z + 1
*
[ 13/4 ] 
f(z) = 32/169*z^3 - 17/13*z + 1
*
[ -13/4 ] 
f(z) = 32/169*z^3 - 9/13*z + 1
*
[ -3 ] 
f(z) = 35/162*z^3 - 11/18*z + 1
*
[ 13/6 ] 
f(z) = 36/169*z^3 - 6/13*z + 1
*
[ -3 ] 
f(z) = 37/162*z^3 - 13/18*z + 1
*
[ -4 ] 
f(z) = 21/160*z^3 - 17/20*z + 1
*
[ 2 ] 
f(z) = 23/168*z^3 - 1/21*z + 1
*
[ -13/4 ] 
f(z) = 24/169*z^3 - 5/26*z + 1
*
[ 13/6 ] 
f(z) = 24/169*z^3 - 5/39*z + 1
*
[ 5/2 ] 
f(z) = 24/175*z^3 - 9/35*z + 1
*
[ 12/5 ] 
f(z) = 25/162*z^3 - 11/36*z + 1
*
[ 14/5 ] 
f(z) = 25/168*z^3 - 11/21*z + 1
*
[ 6/5 ] 
f(z) = 25/168*z^3 - 1/21*z + 1
*
[ 4/3 ] 
f(z) = 27/160*z^3 - 1/20*z + 1
*
[ 13/9 ] 
f(z) = 27/169*z^3 - 1/39*z + 1
*
[ 5/3 ] 
f(z) = 27/175*z^3 - 1/35*z + 1
*
[ 2 ] 
f(z) = 29/168*z^3 - 4/21*z + 1
*
[ 2 ] 
f(z) = 31/168*z^3 - 5/21*z + 1
*
[ 13/8 ] 
f(z) = 32/169*z^3 - 3/26*z + 1
*
[ 5/2 ] 
f(z) = 32/175*z^3 - 19/35*z + 1
*
[ 5/4 ] 
f(z) = 32/175*z^3 - 3/35*z + 1
*
[ 5/6 ] 
f(z) = 36/175*z^3 - 12/35*z + 1
*
[ 5/3 ] 
f(z) = 36/175*z^3 - 6/35*z + 1
*
[ 2 ] 
f(z) = 37/168*z^3 - 8/21*z + 1
*
[ 2 ] 
f(z) = 21/160*z^3 - 1/40*z + 1
*
[ 2 ] 
f(z) = 23/160*z^3 - 3/40*z + 1
*
[ 2 ] 
f(z) = 23/176*z^3 - 1/44*z + 1
*
[ 13/10 ] 
f(z) = 25/169*z^3 - 1/52*z + 1
*
[ 4/5 ] 
f(z) = 25/176*z^3 - 15/44*z + 1
*
[ 2 ] 
f(z) = 25/176*z^3 - 3/44*z + 1
*
[ -3 ] 
f(z) = 26/171*z^3 - 2/57*z + 1
*
[ 2 ] 
f(z) = 27/160*z^3 - 7/40*z + 1
*
[ 13/6 ] 
f(z) = 27/169*z^3 - 11/52*z + 1
*
[ 2 ] 
f(z) = 27/176*z^3 - 5/44*z + 1
*
[ 4/3 ] 
f(z) = 27/176*z^3 - 1/44*z + 1
*
[ -3 ] 
f(z) = 28/171*z^3 - 8/57*z + 1
*
[ 3/2 ] 
f(z) = 28/171*z^3 - 2/57*z + 1
*
[ 2 ] 
f(z) = 29/160*z^3 - 9/40*z + 1
*
[ -3 ] 
f(z) = 29/171*z^3 - 11/57*z + 1
*
[ 2 ] 
f(z) = 29/176*z^3 - 7/44*z + 1
*
[ 2 ] 
f(z) = 31/160*z^3 - 11/40*z + 1
*
[ -3 ] 
f(z) = 31/171*z^3 - 17/57*z + 1
*
[ 2 ] 
f(z) = 31/176*z^3 - 9/44*z + 1
*
[ -3 ] 
f(z) = 32/171*z^3 - 20/57*z + 1
*
[ 3/2 ] 
f(z) = 32/171*z^3 - 5/57*z + 1
*
[ 2 ] 
f(z) = 33/160*z^3 - 13/40*z + 1
*
[ 2 ] 
f(z) = 35/176*z^3 - 13/44*z + 1
*
[ 13/12 ] 
f(z) = 36/169*z^3 - 9/52*z + 1
*
[ 2 ] 
f(z) = 37/160*z^3 - 17/40*z + 1
*
[ 2 ] 
f(z) = 37/176*z^3 - 15/44*z + 1
*
[ 2 ] 
f(z) = 39/160*z^3 - 19/40*z + 1
*
[ 2 ] 
f(z) = 39/176*z^3 - 17/44*z + 1
*
[ 13/5 ] 
f(z) = 20/169*z^3 - 12/65*z + 1
*
[ 5/2 ] 
f(z) = 22/175*z^3 - 13/70*z + 1
*
[ 13/12 ] 
f(z) = 24/169*z^3 - 7/78*z + 1
*
[ 5/4 ] 
f(z) = 24/175*z^3 - 1/70*z + 1
*
[ 9/10 ] 
f(z) = 25/162*z^3 - 17/72*z + 1
*
[ 3/2 ] 
f(z) = 25/162*z^3 - 1/72*z + 1
*
[ 20/9 ] 
f(z) = 27/160*z^3 - 17/60*z + 1
*
[ 3/2 ] 
f(z) = 29/162*z^3 - 5/72*z + 1
*
[ 3/2 ] 
f(z) = 31/162*z^3 - 7/72*z + 1
*
[ 4/3 ] 
f(z) = 33/160*z^3 - 7/60*z + 1
*
[ 3/2 ] 
f(z) = 35/162*z^3 - 11/72*z + 1
*
[ 3/2 ] 
f(z) = 37/162*z^3 - 13/72*z + 1
*
[ 4/3 ] 
f(z) = 39/160*z^3 - 11/60*z + 1
*
[ 2 ] 
f(z) = 21/164*z^3 - 1/82*z + 1
*
[ 2 ] 
f(z) = 23/164*z^3 - 5/82*z + 1
*
[ 2 ] 
f(z) = 23/172*z^3 - 3/86*z + 1
*
[ 2 ] 
f(z) = 25/164*z^3 - 9/82*z + 1
*
[ 2 ] 
f(z) = 25/172*z^3 - 7/86*z + 1
*
[ 2 ] 
f(z) = 27/164*z^3 - 13/82*z + 1
*
[ 2 ] 
f(z) = 27/172*z^3 - 11/86*z + 1
*
[ 13/14 ] 
f(z) = 28/169*z^3 - 20/91*z + 1
*
[ 13/7 ] 
f(z) = 28/169*z^3 - 10/91*z + 1
*
[ 2 ] 
f(z) = 29/164*z^3 - 17/82*z + 1
*
[ 2 ] 
f(z) = 29/172*z^3 - 15/86*z + 1
*
[ 2 ] 
f(z) = 31/172*z^3 - 19/86*z + 1
*
[ 6/5 ] 
f(z) = 35/162*z^3 - 13/90*z + 1
*
[ 13/6 ] 
f(z) = 20/169*z^3 - 2/117*z + 1
*
[ -13/4 ] 
f(z) = 22/169*z^3 - 7/104*z + 1
*
[ 6/5 ] 
f(z) = 25/171*z^3 - 5/114*z + 1
*
[ 3/2 ] 
f(z) = 26/171*z^3 - 1/114*z + 1
*
[ 13/12 ] 
f(z) = 32/169*z^3 - 17/117*z + 1
*
[ 5/3 ] 
f(z) = 33/175*z^3 - 13/105*z + 1
*
[ 3/2 ] 
f(z) = 34/171*z^3 - 13/114*z + 1
*
[ 13/9 ] 
f(z) = 36/169*z^3 - 16/117*z + 1
*
[ -10/3 ] 
f(z) = 21/160*z^3 - 19/120*z + 1
*
[ 6/5 ] 
f(z) = 25/176*z^3 - 5/132*z + 1
*
[ 10/9 ] 
f(z) = 27/160*z^3 - 13/120*z + 1
*
[ 13/10 ] 
f(z) = 30/169*z^3 - 9/130*z + 1
*
[ 9/7 ] 
f(z) = 35/162*z^3 - 17/126*z + 1
*
[ 4/3 ] 
f(z) = 39/176*z^3 - 19/132*z + 1
*
[ 13/6 ] 
f(z) = 21/169*z^3 - 7/156*z + 1
*
[ 13/11 ] 
f(z) = 22/169*z^3 - 4/143*z + 1
*
[ 13/11 ] 
f(z) = 33/169*z^3 - 17/143*z + 1
*
[ 5/4 ] 
f(z) = 36/175*z^3 - 17/140*z + 1
*
[ 2 ] 
f(z) = 21/166*z^3 - 1/166*z + 1
*
[ 2 ] 
f(z) = 23/162*z^3 - 11/162*z + 1
*
[ 2 ] 
f(z) = 23/166*z^3 - 9/166*z + 1
*
[ 2 ] 
f(z) = 23/170*z^3 - 7/170*z + 1
*
[ 2 ] 
f(z) = 23/174*z^3 - 5/174*z + 1
*
[ 2 ] 
f(z) = 23/178*z^3 - 3/178*z + 1
*
[ 7/5 ] 
f(z) = 25/161*z^3 - 3/161*z + 1
*
[ 2 ] 
f(z) = 25/162*z^3 - 19/162*z + 1
*
[ 2 ] 
f(z) = 25/166*z^3 - 17/166*z + 1
*
[ 9/5 ] 
f(z) = 25/171*z^3 - 5/171*z + 1
*
[ 2 ] 
f(z) = 25/174*z^3 - 13/174*z + 1
*
[ 6/5 ] 
f(z) = 25/174*z^3 - 7/174*z + 1
*
[ 2 ] 
f(z) = 25/178*z^3 - 11/178*z + 1
*
[ -3 ] 
f(z) = 26/165*z^3 - 14/165*z + 1
*
[ 5/3 ] 
f(z) = 27/160*z^3 - 11/160*z + 1
*
[ 4/3 ] 
f(z) = 27/164*z^3 - 7/164*z + 1
*
[ 5/3 ] 
f(z) = 27/170*z^3 - 7/170*z + 1
*
[ 4/3 ] 
f(z) = 27/172*z^3 - 5/172*z + 1
*
[ 2 ] 
f(z) = 27/178*z^3 - 19/178*z + 1
*
[ 3/2 ] 
f(z) = 28/165*z^3 - 8/165*z + 1
*
[ -3 ] 
f(z) = 28/177*z^3 - 16/177*z + 1
*
[ 3/2 ] 
f(z) = 28/177*z^3 - 4/177*z + 1
*
[ 3/2 ] 
f(z) = 32/177*z^3 - 13/177*z + 1
*
[ 4/3 ] 
f(z) = 23/160*z^3 - 1/180*z + 1
*
-14/15 | 0.18492481113223199015899397108833964292 | 0.025258851032050050337118823995861331458
f(z) = 25/168*z^3 - 11/189*z + 1
*
[ 4/3 ] 
f(z) = 29/160*z^3 - 13/180*z + 1
*
[ 4/3 ] 
f(z) = 31/160*z^3 - 17/180*z + 1
*
[ -13/4 ] 
f(z) = 21/169*z^3 - 1/208*z + 1
*
[ 10/9 ] 
f(z) = 27/175*z^3 - 19/210*z + 1
*
[ 13/8 ] 
f(z) = 28/169*z^3 - 11/208*z + 1
*
[ 13/6 ] 
f(z) = 22/169*z^3 - 17/234*z + 1
*
[ 26/15 ] 
f(z) = 25/169*z^3 - 5/234*z + 1
*
[ 3/2 ] 
f(z) = 29/171*z^3 - 11/228*z + 1
*
[ 3/2 ] 
f(z) = 31/171*z^3 - 17/228*z + 1
*
[ 6/5 ] 
f(z) = 25/164*z^3 - 13/246*z + 1
*
[ 6/5 ] 
f(z) = 25/172*z^3 - 11/258*z + 1
*
[ 8/7 ] 
f(z) = 21/160*z^3 - 13/280*z + 1
*
[ 5/4 ] 
f(z) = 26/175*z^3 - 9/280*z + 1
*
[ -13/6 ]
f(z) = 36/169*z^3 + 6/13*z + 1
*
[ -13/4 ] 
f(z) = 20/169*z^3 + 3/52*z + 1
*
[ 3/2 ] 
f(z) = 20/171*z^3 + 4/57*z + 1
*
[ 2 ] 
f(z) = 21/176*z^3 + 1/44*z + 1
*
[ 13/10 ] 
f(z) = 20/169*z^3 + 2/65*z + 1
*
[ 4/3 ] 
f(z) = 21/160*z^3 + 1/60*z + 1
*
[ 3/2 ] 
f(z) = 23/162*z^3 + 1/72*z + 1
*
[ 13/7 ] 
f(z) = 21/169*z^3 + 3/91*z + 1
*
[ 2 ] 
f(z) = 21/172*z^3 + 1/86*z + 1
*
[ 8/5 ] 
f(z) = 25/176*z^3 + 1/88*z + 1
*
[ 3/2 ] 
f(z) = 22/171*z^3 + 5/114*z + 1
*
[ 13/8 ] 
f(z) = 24/169*z^3 + 1/104*z + 1
*
[ 5/3 ] 
f(z) = 24/175*z^3 + 2/105*z + 1
*
[ 4/3 ] 
f(z) = 21/176*z^3 + 5/132*z + 1
*
[ 3/2 ] 
f(z) = 20/177*z^3 + 14/177*z + 1
*
[ 2 ] 
f(z) = 21/170*z^3 + 1/170*z + 1
*
[ 2 ] 
f(z) = 21/178*z^3 + 5/178*z + 1
*
[ 13/8 ] 
f(z) = 20/169*z^3 + 15/208*z + 1
*
[ 3/2 ] 
f(z) = 23/171*z^3 + 7/228*z + 1
*
[ 3/2 ] 
f(z) = 25/171*z^3 + 1/228*z + 1
*
[ 10/7 ] 
f(z) = 21/160*z^3 + 9/280*z + 1
*
[ 5/4 ] 
f(z) = 22/175*z^3 + 1/280*z + 1
*
[ -21/2 ] 
f(z) = 38/189*z^3 - 295/14*z + 1
*
[ -44/5 ] 
f(z) = 25/192*z^3 - 296/33*z + 1
*
[ 6 ] 
f(z) = 37/192*z^3 - 293/48*z + 1
*
3/11 | 0.23959822330565863576737801312218699875 | 0.026796848152811039386086333049271428665
f(z) = 22/189*z^3 - 283/77*z + 1
*
[ -33/5 ] 
f(z) = 25/198*z^3 - 287/66*z + 1
*
[ -6 ] 
f(z) = 27/184*z^3 - 284/69*z + 1
*
[ 6 ] 
f(z) = 29/198*z^3 - 293/66*z + 1
*
[ -6 ] 
f(z) = 31/198*z^3 - 295/66*z + 1
*
39/10 | 0.19685392685897579665409818267147581231 | 0.025123085436553595798316982554809494026
f(z) = 25/189*z^3 - 281/84*z + 1
*
-6/5 | 0.10310415283790074715820184225754076096 | 0.013071702618196774245011263914467119934
f(z) = 20/189*z^3 - 296/105*z + 1
*
-3/10 | 0.23140964117600969500819009007581183647 | 0.029533188790650830693185982728815384437
f(z) = 20/189*z^3 - 281/105*z + 1
*
[ 21/4 ] 
f(z) = 23/189*z^3 - 285/112*z + 1
*
20/7 | 0.26265852182937459785003213600734692217 | 0.026649669869595709654612736470572645096
f(z) = 35/192*z^3 - 298/105*z + 1
*
4 | 0.29354530918091194908008866546431667573 | 0.029814089952513204233389426843310173474
f(z) = 37/192*z^3 - 295/111*z + 1
*
12/5 | 0.16551014966254077620096801162788535944 | 0.024541621757780909269645281823802063486
f(z) = 25/198*z^3 - 283/132*z + 1
*
[ -14/3 ] 
f(z) = 31/196*z^3 - 281/126*z + 1
*
[ 12/35 ] 
f(z) = 25/192*z^3 - 284/147*z + 1
*
[ -5 ] 
f(z) = 21/190*z^3 - 297/190*z + 1
*
[ 2/5 ] 
f(z) = 25/186*z^3 - 283/186*z + 1
*
3 | 0.15403374040751984737045500197121824925 | 0.027183575979314521256365025177954356464
f(z) = 25/192*z^3 - 289/192*z + 1
*
[ 2/5 ] 
f(z) = 25/194*z^3 - 295/194*z + 1
*
[ -13/3 ] 
f(z) = 27/182*z^3 - 283/182*z + 1
*
[ 4 ] 
f(z) = 27/188*z^3 - 291/188*z + 1
*
[ 4 ] 
f(z) = 27/196*z^3 - 285/196*z + 1
*
-5/2 | 0.15243302207066737737083642132195712969 | 0.026852146029260445404556024413846944696
f(z) = 28/195*z^3 - 292/195*z + 1
*
[ 12/31 ] 
f(z) = 31/192*z^3 - 299/186*z + 1
*
[ -4 ] 
f(z) = 33/188*z^3 - 293/188*z + 1
*
[ -4 ] 
f(z) = 33/196*z^3 - 283/196*z + 1
*
3 | 0.18840766762050848197660533119776750283 | 0.020998134717849603256675314683556247358
f(z) = 29/189*z^3 - 292/203*z + 1
*
[ 7/15 ] 
f(z) = 25/196*z^3 - 295/252*z + 1
*
[ 16/5 ] 
f(z) = 35/192*z^3 - 283/240*z + 1
*
[ 21/2 ] 
f(z) = 34/189*z^3 - 265/14*z + 1
*
[ 8 ] 
f(z) = 37/192*z^3 - 275/24*z + 1
*
[ -8 ] 
f(z) = 37/192*z^3 - 269/24*z + 1
*
6 | 0.16970602748334703671049292198792361471 | 0.024388486899867948406039361985356178668
f(z) = 23/192*z^3 - 263/48*z + 1
*
-6 | 0.24339752471109453386477933197860031559 | 0.027309349373743197071343740086322704078
f(z) = 26/189*z^3 - 275/56*z + 1
*
6 | 0.21157062832972714157687735920786408842 | 0.027231344868513495274897784119625034793
f(z) = 32/189*z^3 - 263/42*z + 1
*
[ 6 ] 
f(z) = 35/192*z^3 - 275/48*z + 1
*
[ -6 ] 
f(z) = 37/192*z^3 - 277/48*z + 1
*
[ 6 ] 
f(z) = 38/189*z^3 - 269/42*z + 1
*
[ 21/4 ] 
f(z) = 38/189*z^3 - 265/56*z + 1
*
[ 6 ] 
f(z) = 25/184*z^3 - 280/69*z + 1
*
46/9 | 0.20908298850742780424858240127884440028 | 0.027245090194594200545881574417177852296
f(z) = 27/184*z^3 - 269/69*z + 1
*
[ -6 ] 
f(z) = 29/198*z^3 - 271/66*z + 1
*
15/4 | 0.16924416289899058738319943782821284014 | 0.021762267607829451122513503887389813838
f(z) = 20/189*z^3 - 265/84*z + 1
*
3/4 | 0.22934430565806381934410285128197699890 | 0.025796418772195398070861940606762199362
f(z) = 23/189*z^3 - 269/112*z + 1
*
[ -21/4 ] 
f(z) = 25/189*z^3 - 275/112*z + 1
*
3/4 | 0.23184457492618117211606251940399055683 | 0.026055937238250136930320408035082740660
f(z) = 29/189*z^3 - 271/112*z + 1
*
-4 | 0.26408937756677448116761099027374927532 | 0.029076705094002798608114984967870786979
f(z) = 29/192*z^3 - 275/174*z + 1
*
[ 2/5 ] 
f(z) = 25/182*z^3 - 277/182*z + 1
*
[ -4 ] 
f(z) = 31/180*z^3 - 271/180*z + 1
*
[ -4 ] 
f(z) = 31/188*z^3 - 261/188*z + 1
*
-3/2 | 0.19961700217345302918147313751864868428 | 0.022481080306828710428872858098385144554
f(z) = 38/189*z^3 - 265/266*z + 1
*
[ 46/5 ] 
f(z) = 25/184*z^3 - 244/23*z + 1
*
-42/5 | 0.26129616415497907920168375036481107083 | 0.029568088173459899650480605136762624597
f(z) = 25/189*z^3 - 255/28*z + 1
*
[ 8 ] 
f(z) = 35/192*z^3 - 259/24*z + 1
*
[ -8 ] 
f(z) = 35/192*z^3 - 253/24*z + 1
*
[ 7 ] 
f(z) = 39/196*z^3 - 249/28*z + 1
*
[ -7 ] 
f(z) = 39/196*z^3 - 241/28*z + 1
*
[ 3/16 ] 
f(z) = 32/189*z^3 - 243/56*z + 1
*
[ -6 ] 
f(z) = 35/192*z^3 - 259/48*z + 1
*
[ -6 ] 
f(z) = 37/189*z^3 - 247/42*z + 1
*
[ -6 ] 
f(z) = 25/184*z^3 - 257/69*z + 1
*
[ 6 ] 
f(z) = 25/198*z^3 - 245/66*z + 1
*
[ 2/9 ] 
f(z) = 27/184*z^3 - 242/69*z + 1
*
[ 36/7 ] 
f(z) = 35/192*z^3 - 253/63*z + 1
*
[ 4 ] 
f(z) = 39/184*z^3 - 243/92*z + 1
*
-4/5 | 0.13033820620629268551809604024276549627 | 0.013431305980870112148825958239313080448
f(z) = 35/192*z^3 - 256/105*z + 1
*
[ 14/3 ] 
f(z) = 25/196*z^3 - 251/126*z + 1
*
[ 9/2 ] 
f(z) = 26/189*z^3 - 253/126*z + 1
*
[ -14/3 ] 
f(z) = 29/196*z^3 - 253/126*z + 1
*
8/5 | 0.15403525462820703004959963021718838158 | 0.020254752385698831113324961113846574945
f(z) = 35/192*z^3 - 251/120*z + 1
*
[ -21/5 ] 
f(z) = 29/189*z^3 - 257/175*z + 1
*
[ 12/29 ] 
f(z) = 29/192*z^3 - 251/174*z + 1
*
[ 24/7 ] 
f(z) = 35/192*z^3 - 241/168*z + 1
*
[ 4 ] 
f(z) = 25/188*z^3 - 259/188*z + 1
*
[ 4 ] 
f(z) = 25/196*z^3 - 253/196*z + 1
*
[ -22/5 ] 
f(z) = 25/198*z^3 - 241/198*z + 1
*
3 | 0.15451001118561313620111168928625955000 | 0.017515580442176509888955747731785209926
f(z) = 26/189*z^3 - 251/182*z + 1
*
5/2 | 0.15243302207066737737083642132195712969 | 0.027547856947572556998758151487434518069
f(z) = 28/195*z^3 - 253/195*z + 1
*
[ -4 ] 
f(z) = 31/196*z^3 - 251/196*z + 1
*
[ 7/2 ] 
f(z) = 32/189*z^3 - 257/189*z + 1
*
-3 | 0.15403270679109895764827380476848368179 | 0.027876937599128690448084120160347341454
f(z) = 35/192*z^3 - 251/192*z + 1
*
[ -11/3 ] 
f(z) = 36/187*z^3 - 246/187*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011594602711009698326580022335850401725
f(z) = 37/186*z^3 - 241/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.015352286592460379674250396399621613062
f(z) = 37/190*z^3 - 243/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015399662926065412677230782200597017764
f(z) = 37/194*z^3 - 245/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.012983600536751327592080874106360798929
f(z) = 37/198*z^3 - 247/198*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015262405926990475776094093209264840638
f(z) = 39/190*z^3 - 251/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.015310122330059705943982173333580705672
f(z) = 39/194*z^3 - 253/194*z + 1
*
-3 | 0.23664295744953175339273008158305903452 | 0.026731267859124800781285130083439305901
f(z) = 37/189*z^3 - 258/259*z + 1
*
[ 15/4 ] 
f(z) = 22/189*z^3 - 253/280*z + 1
*
[ 21/2 ] 
f(z) = 20/189*z^3 - 226/21*z + 1
*
[ -46/5 ] 
f(z) = 25/184*z^3 - 239/23*z + 1
*
[ 8 ] 
f(z) = 31/192*z^3 - 227/24*z + 1
*
[ -8 ] 
f(z) = 31/192*z^3 - 221/24*z + 1
*
6 | 0.20805052102985505685941945581150060310 | 0.028829000448612779478700493818585870427
f(z) = 37/180*z^3 - 227/30*z + 1
*
[ 7 ] 
f(z) = 37/196*z^3 - 235/28*z + 1
*
[ -7 ] 
f(z) = 37/196*z^3 - 227/28*z + 1
*
[ 6 ] 
f(z) = 29/192*z^3 - 221/48*z + 1
*
[ 6 ] 
f(z) = 31/192*z^3 - 239/48*z + 1
*
[ -6 ] 
f(z) = 31/192*z^3 - 223/48*z + 1
*
[ 6 ] 
f(z) = 32/189*z^3 - 221/42*z + 1
*
15/4 | 0.21640634793413981347352139549075647221 | 0.024716837011176799319566618420745342959
f(z) = 34/189*z^3 - 235/56*z + 1
*
[ -6 ] 
f(z) = 34/189*z^3 - 223/42*z + 1
*
-4/7 | 0.21221517895199574849144772683189179858 | 0.023917208061076571757732260676537907292
f(z) = 35/192*z^3 - 223/42*z + 1
*
[ 6 ] 
f(z) = 21/184*z^3 - 226/69*z + 1
*
[ 6 ] 
f(z) = 23/198*z^3 - 221/66*z + 1
*
[ -6 ] 
f(z) = 25/198*z^3 - 223/66*z + 1
*
10/3 | 0.21563347434831131530913173683230618602 | 0.028538404291318228580186480825983409999
f(z) = 27/184*z^3 - 239/69*z + 1
*
22/9 | 0.21273923052894307368692049990382830596 | 0.028250421043978427614475075674314566988
f(z) = 27/184*z^3 - 233/69*z + 1
*
-21/4 | 0.18452441775099137890869247990245180038 | 0.024181065323282492551110384843275327936
f(z) = 20/189*z^3 - 229/84*z + 1
*
-7/9 | 0.21684817128578099093016417349245774346 | 0.029282060397844301860071702523997052173
f(z) = 27/196*z^3 - 235/84*z + 1
*
[ 4 ] 
f(z) = 37/184*z^3 - 227/92*z + 1
*
4 | 0.25121151011914535136891547913198730382 | 0.028172913217189658471199434599948686913
f(z) = 23/192*z^3 - 233/138*z + 1
*
[ 14/3 ] 
f(z) = 23/196*z^3 - 223/126*z + 1
*
[ 21/5 ] 
f(z) = 22/189*z^3 - 226/175*z + 1
*
[ 4 ] 
f(z) = 23/180*z^3 - 233/180*z + 1
*
[ 4 ] 
f(z) = 23/188*z^3 - 227/188*z + 1
*
[ 4 ] 
f(z) = 23/196*z^3 - 221/196*z + 1
*
[ 11/3 ] 
f(z) = 27/187*z^3 - 227/187*z + 1
*
[ -4 ] 
f(z) = 29/180*z^3 - 239/180*z + 1
*
[ -4 ] 
f(z) = 29/188*z^3 - 229/188*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015693769676082442516265272849485282395
f(z) = 31/194*z^3 - 221/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013229161662946779456081314330223638349
f(z) = 31/198*z^3 - 223/198*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.015448822200688194201889500471731208148
f(z) = 33/182*z^3 - 223/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015545158096528210331150997533695952998
f(z) = 33/190*z^3 - 227/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015591066686191196211902334196726884946
f(z) = 33/194*z^3 - 229/194*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011666408508417237277417592557868313613
f(z) = 35/186*z^3 - 233/186*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.015493039173979940014087210299882386614
f(z) = 35/194*z^3 - 237/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013061777701184419465933950528141992895
f(z) = 35/198*z^3 - 239/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.015253472729816501277209794576169478624
f(z) = 37/182*z^3 - 239/182*z + 1
*
-4/7 | 0.24342984047360603392491775790054286114 | 0.027300213142640367142718267305445628349
f(z) = 35/192*z^3 - 233/210*z + 1
*
[ 4/7 ] 
f(z) = 25/192*z^3 - 233/294*z + 1
*
[ 4/7 ] 
f(z) = 29/192*z^3 - 235/294*z + 1
*
[ 4/7 ] 
f(z) = 37/192*z^3 - 239/294*z + 1
*
[ 8 ] 
f(z) = 29/192*z^3 - 211/24*z + 1
*
[ -8 ] 
f(z) = 29/192*z^3 - 205/24*z + 1
*
[ 7 ] 
f(z) = 33/196*z^3 - 207/28*z + 1
*
6 | 0.20250756670497021480857681326392887649 | 0.026758885204755543362867766840664728824
f(z) = 26/189*z^3 - 215/42*z + 1
*
[ -6 ] 
f(z) = 29/192*z^3 - 205/48*z + 1
*
[ -21/4 ] 
f(z) = 34/189*z^3 - 211/56*z + 1
*
[ -6 ] 
f(z) = 21/184*z^3 - 203/69*z + 1
*
-42/11 | 0.24194027160417745528613742185950034485 | 0.027916802916949944862049266628804767229
f(z) = 22/189*z^3 - 215/77*z + 1
*
[ 3/11 ] 
f(z) = 22/189*z^3 - 206/77*z + 1
*
[ 46/9 ] 
f(z) = 27/184*z^3 - 209/69*z + 1
*
7/3 | 0.12442409382156776602947924665692741542 | 0.017049608730301961694684409169438290348
f(z) = 27/196*z^3 - 211/84*z + 1
*
[ 4 ] 
f(z) = 35/184*z^3 - 211/92*z + 1
*
-4 | 0.17043453471727082825686512580210037131 | 0.017920215767785876076056051121440582575
f(z) = 35/192*z^3 - 211/105*z + 1
*
3 | 0.18620694776714718924295976652208607854 | 0.021474394226100400270762135173244036455
f(z) = 23/189*z^3 - 216/161*z + 1
*
[ -21/5 ] 
f(z) = 26/189*z^3 - 208/175*z + 1
*
[ 1/2 ] 
f(z) = 20/197*z^3 - 202/197*z + 1
*
[ 1/2 ] 
f(z) = 20/199*z^3 - 204/199*z + 1
*
[ 1/2 ] 
f(z) = 24/197*z^3 - 203/197*z + 1
*
[ 1/2 ] 
f(z) = 24/199*z^3 - 205/199*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015872094178197233127556697068887532658
f(z) = 27/190*z^3 - 203/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.015915219077984386884753612142688657787
f(z) = 27/194*z^3 - 205/194*z + 1
*
[ 1/2 ] 
f(z) = 28/195*z^3 - 202/195*z + 1
*
[ 1/2 ] 
f(z) = 28/197*z^3 - 204/197*z + 1
*
[ 1/2 ] 
f(z) = 28/199*z^3 - 206/199*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.015664633873197446760600222793222452253
f(z) = 29/182*z^3 - 207/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011903793060308745163297927391129234523
f(z) = 29/186*z^3 - 209/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.015757340991657527087849557363811479921
f(z) = 29/190*z^3 - 211/190*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015801698451259177876842340778420991483
f(z) = 29/194*z^3 - 213/194*z + 1
*
[ -4 ] 
f(z) = 29/196*z^3 - 219/196*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013319152981327653097769038170790210849
f(z) = 29/198*z^3 - 215/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.015554034177638240414028970063809508848
f(z) = 31/182*z^3 - 215/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015648651551792092715077839432011473964
f(z) = 31/190*z^3 - 219/190*z + 1
*
[ 1/2 ] 
f(z) = 32/193*z^3 - 201/193*z + 1
*
[ 1/2 ] 
f(z) = 32/197*z^3 - 205/197*z + 1
*
[ 1/2 ] 
f(z) = 32/199*z^3 - 207/199*z + 1
*
[ 1/2 ] 
f(z) = 36/193*z^3 - 202/193*z + 1
*
[ 1/2 ] 
f(z) = 36/197*z^3 - 206/197*z + 1
*
[ 1/2 ] 
f(z) = 36/199*z^3 - 208/199*z + 1
*
[ 3 ] 
f(z) = 37/183*z^3 - 211/183*z + 1
*
[ 3 ] 
f(z) = 37/186*z^3 - 209/186*z + 1
*
[ 3 ] 
f(z) = 37/192*z^3 - 205/192*z + 1
*
[ 3 ] 
f(z) = 37/195*z^3 - 203/195*z + 1
*
[ 3 ] 
f(z) = 38/183*z^3 - 220/183*z + 1
*
[ 3 ] 
f(z) = 38/195*z^3 - 212/195*z + 1
*
[ 18/5 ] 
f(z) = 25/184*z^3 - 215/207*z + 1
*
-3 | 0.19343714808353128871947668974093011072 | 0.022061447947373547723999249183031036657
f(z) = 34/189*z^3 - 215/238*z + 1
*
[ -21/2 ] 
f(z) = 26/189*z^3 - 197/14*z + 1
*
[ 7 ] 
f(z) = 31/196*z^3 - 193/28*z + 1
*
[ -7 ] 
f(z) = 31/196*z^3 - 185/28*z + 1
*
[ -7 ] 
f(z) = 33/196*z^3 - 199/28*z + 1
*
[ 6 ] 
f(z) = 37/180*z^3 - 197/30*z + 1
*
[ -6 ] 
f(z) = 37/180*z^3 - 187/30*z + 1
*
15/4 | 0.13471920237712090331804215541324750632 | 0.015819182029334073734710490871453662095
f(z) = 22/189*z^3 - 185/56*z + 1
*
[ 6 ] 
f(z) = 25/192*z^3 - 185/48*z + 1
*
14/3 | 0.19554583586141496100661840847895757456 | 0.024779830153685380077758064410973951611
f(z) = 27/196*z^3 - 191/42*z + 1
*
[ 6 ] 
f(z) = 29/189*z^3 - 197/42*z + 1
*
[ -6 ] 
f(z) = 31/189*z^3 - 199/42*z + 1
*
3/2 | 0.12966111448434817970192000532173447091 | 0.017405349245097831890656691127504603562
f(z) = 32/189*z^3 - 191/42*z + 1
*
[ -6 ] 
f(z) = 23/198*z^3 - 199/66*z + 1
*
[ -46/9 ] 
f(z) = 27/184*z^3 - 182/69*z + 1
*
3 | 0.18242644900137476818160784492559224284 | 0.028724568058475858570206612322697362321
f(z) = 37/180*z^3 - 191/60*z + 1
*
4 | 0.26409017986333402819583856532391578024 | 0.028222662393565005123475709767778726558
f(z) = 29/192*z^3 - 181/87*z + 1
*
[ 4 ] 
f(z) = 33/184*z^3 - 195/92*z + 1
*
[ -4 ] 
f(z) = 37/184*z^3 - 181/92*z + 1
*
[ -4 ] 
f(z) = 39/184*z^3 - 197/92*z + 1
*
33/10 | 0.091283436593491703191953297263572684476 | 0.012253635953393400202448634046385940426
f(z) = 20/189*z^3 - 191/105*z + 1
*
[ 7/2 ] 
f(z) = 39/196*z^3 - 193/112*z + 1
*
[ 9/2 ] 
f(z) = 22/189*z^3 - 199/126*z + 1
*
[ -14/3 ] 
f(z) = 25/196*z^3 - 197/126*z + 1
*
[ -9/2 ] 
f(z) = 26/189*z^3 - 197/126*z + 1
*
3 | 0.11053292652073234472698086839213449506 | 0.012962780956314129823050501721050151451
f(z) = 20/189*z^3 - 187/140*z + 1
*
-4 | 0.25584382172687041016862469216766392386 | 0.029242837703967933130368871475413228894
f(z) = 25/192*z^3 - 197/150*z + 1
*
[ 1/2 ] 
f(z) = 20/181*z^3 - 186/181*z + 1
*
[ 1/2 ] 
f(z) = 20/183*z^3 - 188/183*z + 1
*
[ 1/2 ] 
f(z) = 20/187*z^3 - 192/187*z + 1
*
[ 1/2 ] 
f(z) = 20/189*z^3 - 194/189*z + 1
*
[ 1/2 ] 
f(z) = 20/191*z^3 - 196/191*z + 1
*
[ 1/2 ] 
f(z) = 20/193*z^3 - 198/193*z + 1
*
[ 4 ] 
f(z) = 21/188*z^3 - 195/188*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016081967196835480608944866980162892738
f(z) = 21/194*z^3 - 181/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.016035187539496308108072614359548147156
f(z) = 23/182*z^3 - 183/182*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.012169244555026976659320091285381433636
f(z) = 23/186*z^3 - 185/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.016072292508615825293997182002402299098
f(z) = 23/190*z^3 - 187/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.016081843400914248872438944124175779863
f(z) = 23/194*z^3 - 189/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.013526614501267633150111641451199154041
f(z) = 23/198*z^3 - 191/198*z + 1
*
[ 1/2 ] 
f(z) = 24/181*z^3 - 187/181*z + 1
*
[ 1/2 ] 
f(z) = 24/185*z^3 - 191/185*z + 1
*
[ 1/2 ] 
f(z) = 24/187*z^3 - 193/187*z + 1
*
[ 1/2 ] 
f(z) = 24/191*z^3 - 197/191*z + 1
*
[ 1/2 ] 
f(z) = 24/193*z^3 - 199/193*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.015904433851406483102568553603596787261
f(z) = 25/182*z^3 - 191/182*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.012083941693634397200707774420830073514
f(z) = 25/186*z^3 - 193/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.016035255587593110532716180603182009915
f(z) = 25/194*z^3 - 197/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.013513617623246855625571215193536677887
f(z) = 25/198*z^3 - 199/198*z + 1
*
[ 18/5 ] 
f(z) = 25/198*z^3 - 181/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.015781272798618615995757812789941852192
f(z) = 27/182*z^3 - 199/182*z + 1
*
[ -4 ] 
f(z) = 27/188*z^3 - 197/188*z + 1
*
4/3 | 0.14414279680132323910666797129033264542 | 0.027309523590822759237441532662078760797
f(z) = 27/196*z^3 - 195/196*z + 1
*
[ -4 ] 
f(z) = 27/196*z^3 - 187/196*z + 1
*
[ 1/2 ] 
f(z) = 28/181*z^3 - 188/181*z + 1
*
[ 1/2 ] 
f(z) = 28/183*z^3 - 190/183*z + 1
*
[ 1/2 ] 
f(z) = 28/185*z^3 - 192/185*z + 1
*
[ 1/2 ] 
f(z) = 28/187*z^3 - 194/187*z + 1
*
[ 1/2 ] 
f(z) = 28/191*z^3 - 198/191*z + 1
*
[ 1/2 ] 
f(z) = 28/193*z^3 - 200/193*z + 1
*
3/2 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = 28/195*z^3 - 193/195*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029155366386810575415696854322780931855
f(z) = 29/192*z^3 - 197/192*z + 1
*
[ 1/2 ] 
f(z) = 32/181*z^3 - 189/181*z + 1
*
[ 1/2 ] 
f(z) = 32/183*z^3 - 191/183*z + 1
*
[ 1/2 ] 
f(z) = 32/185*z^3 - 193/185*z + 1
*
[ 1/2 ] 
f(z) = 32/187*z^3 - 195/187*z + 1
*
[ 1/2 ] 
f(z) = 32/189*z^3 - 197/189*z + 1
*
[ 1/2 ] 
f(z) = 32/191*z^3 - 199/191*z + 1
*
[ 3 ] 
f(z) = 34/183*z^3 - 184/183*z + 1
*
[ 3 ] 
f(z) = 35/183*z^3 - 193/183*z + 1
*
[ 3 ] 
f(z) = 35/186*z^3 - 191/186*z + 1
*
[ 3 ] 
f(z) = 35/192*z^3 - 187/192*z + 1
*
[ 1/2 ] 
f(z) = 36/181*z^3 - 190/181*z + 1
*
[ 1/2 ] 
f(z) = 36/185*z^3 - 194/185*z + 1
*
[ 1/2 ] 
f(z) = 36/187*z^3 - 196/187*z + 1
*
[ 1/2 ] 
f(z) = 36/191*z^3 - 200/191*z + 1
*
[ 8/15 ] 
f(z) = 25/192*z^3 - 197/216*z + 1
*
[ -15/4 ] 
f(z) = 26/189*z^3 - 187/280*z + 1
*
[ 21/2 ] 
f(z) = 22/189*z^3 - 167/14*z + 1
*
[ 12 ] 
f(z) = 37/192*z^3 - 161/6*z + 1
*
[ 15/2 ] 
f(z) = 20/189*z^3 - 178/35*z + 1
*
[ 8 ] 
f(z) = 23/192*z^3 - 163/24*z + 1
*
[ 8 ] 
f(z) = 25/192*z^3 - 179/24*z + 1
*
[ -8 ] 
f(z) = 25/192*z^3 - 173/24*z + 1
*
[ 7 ] 
f(z) = 27/196*z^3 - 165/28*z + 1
*
[ 7 ] 
f(z) = 29/196*z^3 - 179/28*z + 1
*
[ -7 ] 
f(z) = 29/196*z^3 - 171/28*z + 1
*
[ 6 ] 
f(z) = 31/180*z^3 - 161/30*z + 1
*
[ 6 ] 
f(z) = 23/192*z^3 - 167/48*z + 1
*
[ 6 ] 
f(z) = 26/189*z^3 - 173/42*z + 1
*
[ 21/4 ] 
f(z) = 26/189*z^3 - 167/56*z + 1
*
14/9 | 0.23185826848188033229882851396953760968 | 0.029890001269366833074067329000339976753
f(z) = 27/196*z^3 - 167/42*z + 1
*
2/3 | 0.21270416049943895315506788123287617225 | 0.029338806229412567977138136279731920777
f(z) = 21/184*z^3 - 176/69*z + 1
*
3 | 0.16671695549958283305766307604038625320 | 0.026818002104152766990434237910847573863
f(z) = 29/180*z^3 - 167/60*z + 1
*
4/5 | 0.27376750010188236444189119272328107415 | 0.029344702357761417712652354205351883941
f(z) = 29/192*z^3 - 176/75*z + 1
*
3 | 0.16357583130940848163267928798224507780 | 0.026164162848034006521019218232469464100
f(z) = 31/180*z^3 - 173/60*z + 1
*
[ 9/2 ] 
f(z) = 32/189*z^3 - 167/63*z + 1
*
2/3 | 0.21684117949439301554911372429806660902 | 0.029862891832692897522381336279559665793
f(z) = 33/184*z^3 - 178/69*z + 1
*
4/5 | 0.27332023808520794319139574312091312397 | 0.029261320289551187190882842441479088554
f(z) = 37/192*z^3 - 178/75*z + 1
*
3/2 | 0.18710728273790949286042829674344641402 | 0.025662862433542239957842834914719533618
f(z) = 23/189*z^3 - 163/84*z + 1
*
[ 4 ] 
f(z) = 29/184*z^3 - 163/92*z + 1
*
[ 4 ] 
f(z) = 31/184*z^3 - 179/92*z + 1
*
[ -4 ] 
f(z) = 35/184*z^3 - 165/92*z + 1
*
[ 15/4 ] 
f(z) = 32/189*z^3 - 173/105*z + 1
*
[ 2/5 ] 
f(z) = 35/184*z^3 - 176/115*z + 1
*
[ 7/2 ] 
f(z) = 37/196*z^3 - 179/112*z + 1
*
[ -14/3 ] 
f(z) = 23/196*z^3 - 169/126*z + 1
*
-12/5 | 0.23956376708388507991063906105439816070 | 0.028472615653924823593222561607879346802
f(z) = 20/189*z^3 - 167/140*z + 1
*
[ 12/25 ] 
f(z) = 25/192*z^3 - 167/150*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.016072168221144536670217864791929983468
f(z) = 21/190*z^3 - 179/190*z + 1
*
[ -4 ] 
f(z) = 25/188*z^3 - 165/188*z + 1
*
[ 10/3 ] 
f(z) = 27/190*z^3 - 167/190*z + 1
*
[ 3 ] 
f(z) = 32/183*z^3 - 166/183*z + 1
*
[ 3 ] 
f(z) = 34/195*z^3 - 176/195*z + 1
*
[ 17/6 ] 
f(z) = 36/187*z^3 - 168/187*z + 1
*
-3 | 0.22681347366291629792390056233366514821 | 0.026143432696675796260528615615088814406
f(z) = 31/189*z^3 - 178/217*z + 1
*
[ 8/3 ] 
f(z) = 37/192*z^3 - 161/216*z + 1
*
[ 33/10 ] 
f(z) = 25/198*z^3 - 179/264*z + 1
*
-33/10 | 0.092225955872450691129131825254284998400 | 0.013817530539992502258441058768155143705
f(z) = 25/198*z^3 - 163/264*z + 1
*
[ 2/3 ] 
f(z) = 33/188*z^3 - 163/282*z + 1
*
[ 2/3 ] 
f(z) = 33/196*z^3 - 169/294*z + 1
*
[ 2/3 ] 
f(z) = 39/188*z^3 - 167/282*z + 1
*
[ 2/3 ] 
f(z) = 39/196*z^3 - 173/294*z + 1
*
-33/4 | 0.098454053633986880205836355712490688263 | 0.011770125677648026118770924202688860212
f(z) = 32/189*z^3 - 159/14*z + 1
*
3/4 | 0.24760503048216190541004858806902887517 | 0.029737792326642198290861261679817731391
f(z) = 32/189*z^3 - 153/14*z + 1
*
[ -12 ] 
f(z) = 35/192*z^3 - 151/6*z + 1
*
[ -8 ] 
f(z) = 23/192*z^3 - 157/24*z + 1
*
[ 7 ] 
f(z) = 25/196*z^3 - 151/28*z + 1
*
[ -7 ] 
f(z) = 25/196*z^3 - 143/28*z + 1
*
[ -7 ] 
f(z) = 27/196*z^3 - 157/28*z + 1
*
[ 6 ] 
f(z) = 29/180*z^3 - 149/30*z + 1
*
[ -6 ] 
f(z) = 31/180*z^3 - 151/30*z + 1
*
-3/4 | 0.19798108083751308974752422797024058188 | 0.027677848691951110975767505692484022181
f(z) = 32/189*z^3 - 142/21*z + 1
*
[ 6 ] 
f(z) = 23/189*z^3 - 149/42*z + 1
*
[ -6 ] 
f(z) = 23/192*z^3 - 151/48*z + 1
*
[ -6 ] 
f(z) = 25/189*z^3 - 151/42*z + 1
*
[ 4/15 ] 
f(z) = 25/192*z^3 - 149/54*z + 1
*
39/8 | 0.10606666932775534765136818980436471649 | 0.014648777914488219253440039877508480261
f(z) = 32/189*z^3 - 155/42*z + 1
*
[ 14/3 ] 
f(z) = 39/196*z^3 - 149/42*z + 1
*
3 | 0.15211213240991342583629508783452093227 | 0.024925960161066768704282216379870013182
f(z) = 23/180*z^3 - 149/60*z + 1
*
12/5 | 0.27325032993436565206314486648894202546 | 0.029631944736581620344456524559932527775
f(z) = 23/192*z^3 - 158/75*z + 1
*
[ -21/4 ] 
f(z) = 20/189*z^3 - 145/84*z + 1
*
[ 2/5 ] 
f(z) = 25/188*z^3 - 143/94*z + 1
*
-33/10 | 0.12845209568304169070462894339180201533 | 0.017837668035521495442986766889382417974
f(z) = 25/189*z^3 - 149/84*z + 1
*
[ 2/5 ] 
f(z) = 25/196*z^3 - 149/98*z + 1
*
[ 4 ] 
f(z) = 27/184*z^3 - 147/92*z + 1
*
-4 | 0.26779445392781182665349389539488514227 | 0.029000736823335082376295069097644544179
f(z) = 31/192*z^3 - 160/93*z + 1
*
[ -4 ] 
f(z) = 33/184*z^3 - 149/92*z + 1
*
[ 7/2 ] 
f(z) = 33/196*z^3 - 151/112*z + 1
*
[ -9/2 ] 
f(z) = 22/189*z^3 - 143/126*z + 1
*
21/19 | 0.24964048691724442193088923725935144671 | 0.029982254164265372416950397612039696114
f(z) = 38/189*z^3 - 153/133*z + 1
*
[ -21/5 ] 
f(z) = 23/189*z^3 - 159/175*z + 1
*
[ -24/7 ] 
f(z) = 35/192*z^3 - 143/168*z + 1
*
[ -4 ] 
f(z) = 23/180*z^3 - 143/180*z + 1
*
-3 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 23/192*z^3 - 143/192*z + 1
*
[ 17/5 ] 
f(z) = 25/187*z^3 - 157/187*z + 1
*
[ -4 ] 
f(z) = 25/196*z^3 - 155/196*z + 1
*
[ 3 ] 
f(z) = 31/183*z^3 - 157/183*z + 1
*
[ 3 ] 
f(z) = 31/192*z^3 - 151/192*z + 1
*
[ 3 ] 
f(z) = 31/195*z^3 - 149/195*z + 1
*
[ -7/2 ] 
f(z) = 32/189*z^3 - 149/189*z + 1
*
[ 3 ] 
f(z) = 32/195*z^3 - 158/195*z + 1
*
[ 8/3 ] 
f(z) = 35/192*z^3 - 145/216*z + 1
*
[ 2/3 ] 
f(z) = 21/188*z^3 - 155/282*z + 1
*
[ 12 ] 
f(z) = 29/192*z^3 - 125/6*z + 1
*
[ -12 ] 
f(z) = 31/192*z^3 - 133/6*z + 1
*
[ -21/2 ] 
f(z) = 32/189*z^3 - 123/7*z + 1
*
[ 7 ] 
f(z) = 23/196*z^3 - 137/28*z + 1
*
[ -7 ] 
f(z) = 23/196*z^3 - 129/28*z + 1
*
-3/10 | 0.10970260411049664246342715440686061748 | 0.013425791836169479336306802274903818250
f(z) = 25/189*z^3 - 131/28*z + 1
*
[ -6 ] 
f(z) = 29/180*z^3 - 139/30*z + 1
*
4 | 0.24664372391680498923872546937321581736 | 0.029570279156288143606314076279131512861
f(z) = 35/192*z^3 - 131/30*z + 1
*
[ 6 ] 
f(z) = 20/189*z^3 - 125/42*z + 1
*
[ -6 ] 
f(z) = 22/189*z^3 - 127/42*z + 1
*
[ 28/5 ] 
f(z) = 25/192*z^3 - 137/42*z + 1
*
16/5 | 0.14103704541128555232033208004255615445 | 0.022636620716702485213631180398322716047
f(z) = 25/192*z^3 - 127/48*z + 1
*
3/4 | 0.22913840764408079796962733171602013474 | 0.027939920534961828404247746540695664122
f(z) = 26/189*z^3 - 135/56*z + 1
*
-3/4 | 0.19648547586540936565520446883957293953 | 0.027607110090898873757669751134882349854
f(z) = 32/189*z^3 - 137/42*z + 1
*
[ 14/3 ] 
f(z) = 33/196*z^3 - 121/42*z + 1
*
4 | 0.16039790586886129549488698474162254906 | 0.019094511804072738642627454837412645091
f(z) = 35/192*z^3 - 139/42*z + 1
*
3/4 | 0.22393383689707573631040886325279079180 | 0.027256426879341683664070028606707569419
f(z) = 38/189*z^3 - 137/56*z + 1
*
[ -14/3 ] 
f(z) = 39/196*z^3 - 131/42*z + 1
*
4 | 0.19623501015523706296118916130743475202 | 0.021631944971597612631999832259058627300
f(z) = 25/192*z^3 - 136/75*z + 1
*
6/5 | 0.16647350008901904985987805554630154681 | 0.027796722753887877455389442967250570559
f(z) = 25/198*z^3 - 133/66*z + 1
*
21/5 | 0.17390640020845244186380835084616780140 | 0.029341753118975175213242041612811884119
f(z) = 25/198*z^3 - 125/66*z + 1
*
[ -9/2 ] 
f(z) = 32/189*z^3 - 139/63*z + 1
*
[ 4 ] 
f(z) = 25/184*z^3 - 131/92*z + 1
*
[ 21/5 ] 
f(z) = 25/196*z^3 - 125/84*z + 1
*
-7/3 | 0.072282039411912974205065566361775495723 | 0.010505523899321016651602068028331249773
f(z) = 27/196*z^3 - 139/84*z + 1
*
[ -4 ] 
f(z) = 31/184*z^3 - 133/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017666651053028498190086575431697336075
f(z) = 37/188*z^3 - 121/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017754219418371689275323986423100574523
f(z) = 37/196*z^3 - 123/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017562588760903221414872168578104417451
f(z) = 39/188*z^3 - 125/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017651609844469805168969738677750720003
f(z) = 39/196*z^3 - 127/98*z + 1
*
[ 7/2 ] 
f(z) = 29/196*z^3 - 123/112*z + 1
*
[ 7/2 ] 
f(z) = 31/196*z^3 - 137/112*z + 1
*
[ -7/2 ] 
f(z) = 39/196*z^3 - 129/112*z + 1
*
[ 12/23 ] 
f(z) = 23/192*z^3 - 131/138*z + 1
*
[ 18/5 ] 
f(z) = 25/189*z^3 - 125/126*z + 1
*
[ 18/5 ] 
f(z) = 25/192*z^3 - 139/144*z + 1
*
[ 3/5 ] 
f(z) = 22/189*z^3 - 124/175*z + 1
*
-3 | 0.15525402989034153423159582824621475797 | 0.018350189203288682051222824369390966569
f(z) = 25/189*z^3 - 122/175*z + 1
*
[ 3/5 ] 
f(z) = 31/189*z^3 - 127/175*z + 1
*
[ 3/5 ] 
f(z) = 34/189*z^3 - 128/175*z + 1
*
[ 3/5 ] 
f(z) = 37/189*z^3 - 129/175*z + 1
*
[ -4 ] 
f(z) = 23/188*z^3 - 133/188*z + 1
*
[ -4 ] 
f(z) = 23/196*z^3 - 123/196*z + 1
*
[ 3/5 ] 
f(z) = 25/183*z^3 - 131/183*z + 1
*
[ 3/5 ] 
f(z) = 25/186*z^3 - 133/186*z + 1
*
[ 3/5 ] 
f(z) = 25/192*z^3 - 137/192*z + 1
*
[ -11/3 ] 
f(z) = 27/187*z^3 - 125/187*z + 1
*
[ 3 ] 
f(z) = 28/183*z^3 - 130/183*z + 1
*
[ 3 ] 
f(z) = 28/195*z^3 - 122/195*z + 1
*
[ 3 ] 
f(z) = 29/183*z^3 - 139/183*z + 1
*
[ 3 ] 
f(z) = 29/186*z^3 - 137/186*z + 1
*
[ 3 ] 
f(z) = 29/192*z^3 - 133/192*z + 1
*
[ 3 ] 
f(z) = 29/195*z^3 - 131/195*z + 1
*
[ 11/4 ] 
f(z) = 32/187*z^3 - 123/187*z + 1
*
-5/2 | 0.14253910410061575183983546215311250721 | 0.027031882426222007767646951524813965333
f(z) = 32/195*z^3 - 122/195*z + 1
*
[ 46/15 ] 
f(z) = 25/184*z^3 - 125/207*z + 1
*
[ 2/3 ] 
f(z) = 35/184*z^3 - 121/207*z + 1
*
12/7 | 0.18925476077481150977010640832200802038 | 0.021474880633307718039562950710306182081
f(z) = 35/192*z^3 - 137/210*z + 1
*
[ 2/3 ] 
f(z) = 37/184*z^3 - 122/207*z + 1
*
[ 21/8 ] 
f(z) = 34/189*z^3 - 139/224*z + 1
*
[ -16/5 ] 
f(z) = 35/192*z^3 - 133/240*z + 1
*
[ 44/15 ] 
f(z) = 25/192*z^3 - 137/297*z + 1
*
[ -42/5 ] 
f(z) = 25/189*z^3 - 115/14*z + 1
*
[ 12 ] 
f(z) = 25/192*z^3 - 107/6*z + 1
*
[ -36/5 ] 
f(z) = 25/192*z^3 - 101/18*z + 1
*
3/10 | 0.22620528860515520723759041526300908467 | 0.028072100447251695310659924780872942575
f(z) = 20/189*z^3 - 117/35*z + 1
*
21/4 | 0.21914888437949795240332719501611253669 | 0.027501327401233040082997344254136591037
f(z) = 20/189*z^3 - 107/28*z + 1
*
[ 6 ] 
f(z) = 23/180*z^3 - 113/30*z + 1
*
[ -6 ] 
f(z) = 23/180*z^3 - 103/30*z + 1
*
-6/5 | 0.16641408179538803011895798853963130165 | 0.021035896635753146231423838989893429482
f(z) = 25/189*z^3 - 101/28*z + 1
*
21/5 | 0.078035266418897255295670062068460425012 | 0.011790050433055309919638891607243478808
f(z) = 25/196*z^3 - 107/28*z + 1
*
[ -21/4 ] 
f(z) = 22/189*z^3 - 113/56*z + 1
*
[ -24/5 ] 
f(z) = 25/189*z^3 - 103/56*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.021388560067790450546573243019851035257
f(z) = 29/192*z^3 - 101/48*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.021318904638174296284497418370173763372
f(z) = 31/192*z^3 - 103/48*z + 1
*
21/8 | 0.16975294332970755884212561636885007736 | 0.024514432522833316891819486619762851907
f(z) = 32/189*z^3 - 113/42*z + 1
*
[ -14/3 ] 
f(z) = 33/196*z^3 - 103/42*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.021184851085814253034907931450315566744
f(z) = 35/192*z^3 - 107/48*z + 1
*
2 | 0.13918144014461989799796818302146264160 | 0.022900564819676704183156551954427236857
f(z) = 37/192*z^3 - 109/48*z + 1
*
-12/5 | 0.19574771860671815397865734574195697249 | 0.028268400801526312868639216776199508268
f(z) = 25/189*z^3 - 113/84*z + 1
*
[ -4 ] 
f(z) = 27/184*z^3 - 101/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018267945964233967550228469248773576625
f(z) = 27/188*z^3 - 101/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018345558523375028864778827389723240676
f(z) = 27/196*z^3 - 103/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015503880029728473435400521584827806214
f(z) = 29/180*z^3 - 103/90*z + 1
*
[ -4 ] 
f(z) = 29/184*z^3 - 117/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018135252919965572152136125940394060417
f(z) = 29/188*z^3 - 105/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018215300214946331960551986555016770747
f(z) = 29/196*z^3 - 107/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015393798388759040725776312121418563491
f(z) = 31/180*z^3 - 107/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018009329812549637723106475968962553922
f(z) = 31/188*z^3 - 109/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018091560378523275158531437372208472185
f(z) = 31/196*z^3 - 111/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017889589767953233636484523332603636705
f(z) = 33/188*z^3 - 113/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017973784218159673568365530140072613611
f(z) = 33/196*z^3 - 115/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017775515942924570946716846230208697153
f(z) = 35/188*z^3 - 117/94*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015094785667599828695395009870990199490
f(z) = 37/180*z^3 - 119/90*z + 1
*
[ 21/5 ] 
f(z) = 20/189*z^3 - 116/105*z + 1
*
[ 10/3 ] 
f(z) = 27/184*z^3 - 107/115*z + 1
*
[ 7/2 ] 
f(z) = 27/196*z^3 - 109/112*z + 1
*
[ -7/2 ] 
f(z) = 37/196*z^3 - 115/112*z + 1
*
-8/5 | 0.18383711257691563125199157019859826771 | 0.026771355561716627575907429185841321740
f(z) = 35/192*z^3 - 101/120*z + 1
*
-3 | 0.16925281079142875893127718752381915318 | 0.020311662911071081940881288451674671786
f(z) = 22/189*z^3 - 103/154*z + 1
*
[ 4/7 ] 
f(z) = 23/192*z^3 - 116/147*z + 1
*
[ 4/7 ] 
f(z) = 31/192*z^3 - 118/147*z + 1
*
-21/16 | 0.16993248474384808292106343617653344842 | 0.023211051515319558972198466862962872013
f(z) = 32/189*z^3 - 113/168*z + 1
*
[ 7/2 ] 
f(z) = 20/189*z^3 - 110/189*z + 1
*
[ -4 ] 
f(z) = 21/188*z^3 - 101/188*z + 1
*
[ 3 ] 
f(z) = 25/183*z^3 - 103/183*z + 1
*
[ 3 ] 
f(z) = 25/186*z^3 - 101/186*z + 1
*
[ 3 ] 
f(z) = 26/183*z^3 - 112/183*z + 1
*
[ 2/3 ] 
f(z) = 27/182*z^3 - 103/182*z + 1
*
[ 2/3 ] 
f(z) = 27/190*z^3 - 107/190*z + 1
*
[ 2/3 ] 
f(z) = 27/194*z^3 - 109/194*z + 1
*
[ 5/2 ] 
f(z) = 36/185*z^3 - 114/185*z + 1
*
[ 2/3 ] 
f(z) = 25/184*z^3 - 116/207*z + 1
*
[ 2/3 ] 
f(z) = 29/184*z^3 - 118/207*z + 1
*
[ 2/3 ] 
f(z) = 31/184*z^3 - 119/207*z + 1
*
[ 8/3 ] 
f(z) = 31/192*z^3 - 113/216*z + 1
*
2 | 0.19023626484757403848514168923020482527 | 0.027703234758087743663540156295091458820
f(z) = 25/192*z^3 - 101/240*z + 1
*
-6/5 | 0.13829642453760891229698195631984249759 | 0.020139474028463104158882452327873141572
f(z) = 35/192*z^3 - 103/240*z + 1
*
[ 7/3 ] 
f(z) = 37/196*z^3 - 115/252*z + 1
*
[ -12 ] 
f(z) = 23/192*z^3 - 97/6*z + 1
*
51/8 | 0.17588326116261243807324509576213445357 | 0.022660273110008852905328647692201767902
f(z) = 32/189*z^3 - 87/14*z + 1
*
-6 | 0.20164366954960371892848756595339055725 | 0.026137666834989066030197066422572649576
f(z) = 32/189*z^3 - 83/14*z + 1
*
6 | 0.23063668119232117234100414799053532620 | 0.029461398242386669386204135967268673469
f(z) = 34/189*z^3 - 93/14*z + 1
*
28/5 | 0.24861220882365844558266987192508005288 | 0.029024486454947219543423803712174441725
f(z) = 35/192*z^3 - 82/15*z + 1
*
[ 6 ] 
f(z) = 37/189*z^3 - 87/14*z + 1
*
-6 | 0.20107962408455858851298796792892906040 | 0.025482287043002279047453109161949174660
f(z) = 38/189*z^3 - 99/14*z + 1
*
[ -6 ] 
f(z) = 38/189*z^3 - 85/14*z + 1
*
[ 3/10 ] 
f(z) = 20/189*z^3 - 82/35*z + 1
*
8/5 | 0.10319368364098714444453577858216713763 | 0.015556871674251094877937960034964926388
f(z) = 25/192*z^3 - 95/24*z + 1
*
[ 28/5 ] 
f(z) = 25/196*z^3 - 89/28*z + 1
*
2 | 0.12836162260900335442907603450980430228 | 0.021609077777045121311019326338453162263
f(z) = 23/192*z^3 - 95/48*z + 1
*
3/2 | 0.19511481440921220111364455092051644234 | 0.029183199584006732756333170351351856917
f(z) = 38/189*z^3 - 89/42*z + 1
*
-21/5 | 0.11342071576960970967300633268074041058 | 0.014570120846318160488642630066679179925
f(z) = 20/189*z^3 - 89/70*z + 1
*
[ 9/2 ] 
f(z) = 20/189*z^3 - 86/63*z + 1
*
-4 | 0.25121047650272446164673428192925273637 | 0.029327823871135294699585516487488266877
f(z) = 23/192*z^3 - 82/69*z + 1
*
-15/4 | 0.21486284146197488143903135910644392980 | 0.027228997597024996315235385923360571950
f(z) = 32/189*z^3 - 99/70*z + 1
*
[ 4 ] 
f(z) = 21/184*z^3 - 99/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 21/188*z^3 - 89/94*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.015872914448648184344404202468532072368
f(z) = 23/180*z^3 - 91/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018518518518518518518518518518518518519
f(z) = 23/188*z^3 - 93/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018518518518518518518518518518518518519
f(z) = 23/196*z^3 - 95/98*z + 1
*
[ -4 ] 
f(z) = 25/184*z^3 - 85/92*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.018408078678613511421797827111928490937
f(z) = 25/188*z^3 - 97/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.018482966819280932075714872451353790967
f(z) = 25/196*z^3 - 99/98*z + 1
*
[ -21/5 ] 
f(z) = 25/196*z^3 - 85/84*z + 1
*
[ 7/2 ] 
f(z) = 23/196*z^3 - 81/112*z + 1
*
[ 7/2 ] 
f(z) = 25/196*z^3 - 95/112*z + 1
*
[ -7/2 ] 
f(z) = 33/196*z^3 - 87/112*z + 1
*
[ 20/7 ] 
f(z) = 35/192*z^3 - 88/105*z + 1
*
[ 3 ] 
f(z) = 23/183*z^3 - 85/183*z + 1
*
[ 3 ] 
f(z) = 23/186*z^3 - 83/186*z + 1
*
[ 3 ] 
f(z) = 25/192*z^3 - 97/192*z + 1
*
[ 5/2 ] 
f(z) = 32/185*z^3 - 89/185*z + 1
*
[ -3 ] 
f(z) = 37/183*z^3 - 89/183*z + 1
*
[ -3 ] 
f(z) = 37/186*z^3 - 85/186*z + 1
*
[ -3 ] 
f(z) = 38/183*z^3 - 98/183*z + 1
*
[ -3 ] 
f(z) = 38/195*z^3 - 82/195*z + 1
*
[ -18/5 ] 
f(z) = 25/184*z^3 - 100/207*z + 1
*
[ 8/3 ] 
f(z) = 29/192*z^3 - 97/216*z + 1
*
[ -21/2 ] 
f(z) = 20/189*z^3 - 74/7*z + 1
*
6 | 0.21017902637871129310377316132900980342 | 0.028376837443153449916956198892088397335
f(z) = 22/189*z^3 - 61/14*z + 1
*
[ -6 ] 
f(z) = 29/189*z^3 - 61/14*z + 1
*
[ -12 ] 
f(z) = 29/192*z^3 - 62/3*z + 1
*
[ 6 ] 
f(z) = 31/189*z^3 - 71/14*z + 1
*
[ 12 ] 
f(z) = 31/192*z^3 - 67/3*z + 1
*
-3/8 | 0.16179566799882533869989845969499206615 | 0.021251643458491575378759211692250835090
f(z) = 32/189*z^3 - 75/14*z + 1
*
[ -6 ] 
f(z) = 32/189*z^3 - 69/14*z + 1
*
[ 6 ] 
f(z) = 34/189*z^3 - 79/14*z + 1
*
[ 12 ] 
f(z) = 35/192*z^3 - 76/3*z + 1
*
[ -12 ] 
f(z) = 37/192*z^3 - 80/3*z + 1
*
21/4 | 0.12522276561404275096210518492711116651 | 0.016567108319136332124247395564147860228
f(z) = 20/189*z^3 - 71/28*z + 1
*
3/4 | 0.21913872552071300405557813614168805566 | 0.029216434112739694112700806518388377805
f(z) = 20/189*z^3 - 67/28*z + 1
*
-3 | 0.21486316129600627684336250861276209815 | 0.028030682380034979774648384923651635585
f(z) = 25/189*z^3 - 79/35*z + 1
*
24/5 | 0.13183340208296781020494491053698012171 | 0.020407949221854404085739179568175540186
f(z) = 25/189*z^3 - 71/21*z + 1
*
-4 | 0.23027878233812708161329865911657058704 | 0.029689657380510071128460030516593037344
f(z) = 25/192*z^3 - 73/30*z + 1
*
-8/5 | 0.10269052990459135380917553835906620513 | 0.016420425470316226355631228512128714759
f(z) = 25/192*z^3 - 65/24*z + 1
*
[ -28/5 ] 
f(z) = 25/192*z^3 - 61/21*z + 1
*
[ -28/5 ] 
f(z) = 25/196*z^3 - 79/28*z + 1
*
[ -21/4 ] 
f(z) = 32/189*z^3 - 73/21*z + 1
*
4/5 | 0.15734606544569957020646711131174035572 | 0.020359420342798361139462067197320958850
f(z) = 35/192*z^3 - 71/30*z + 1
*
20/7 | 0.18607295139061690628798119384170698364 | 0.022208674205698553159984337295491529728
f(z) = 35/192*z^3 - 68/21*z + 1
*
[ 3/8 ] 
f(z) = 32/189*z^3 - 71/42*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014010186743273927351164957737132922367
f(z) = 37/192*z^3 - 61/48*z + 1
*
21/11 | 0.22407136213253719196095675403225993610 | 0.029330085583805764319158749769743744207
f(z) = 22/189*z^3 - 73/77*z + 1
*
[ 3 ] 
f(z) = 35/198*z^3 - 61/66*z + 1
*
[ 3 ] 
f(z) = 37/180*z^3 - 71/60*z + 1
*
[ 3 ] 
f(z) = 37/198*z^3 - 67/66*z + 1
*
[ 3/5 ] 
f(z) = 20/189*z^3 - 74/105*z + 1
*
[ -7/2 ] 
f(z) = 31/196*z^3 - 73/112*z + 1
*
36/35 | 0.18524615827959401584066369547962266735 | 0.021020021480815357751588988373404655787
f(z) = 35/192*z^3 - 64/105*z + 1
*
[ -42/11 ] 
f(z) = 22/189*z^3 - 67/154*z + 1
*
[ 12/5 ] 
f(z) = 37/192*z^3 - 79/150*z + 1
*
[ 3/4 ] 
f(z) = 22/189*z^3 - 67/168*z + 1
*
[ 14/5 ] 
f(z) = 25/184*z^3 - 68/161*z + 1
*
[ 3/4 ] 
f(z) = 34/189*z^3 - 73/168*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = 35/192*z^3 - 61/168*z + 1
*
[ 3 ] 
f(z) = 22/183*z^3 - 76/183*z + 1
*
[ 3 ] 
f(z) = 22/195*z^3 - 68/195*z + 1
*
[ 3 ] 
f(z) = 23/192*z^3 - 79/192*z + 1
*
[ 3 ] 
f(z) = 23/195*z^3 - 77/195*z + 1
*
[ 14/5 ] 
f(z) = 25/182*z^3 - 79/182*z + 1
*
[ 4/5 ] 
f(z) = 25/188*z^3 - 63/188*z + 1
*
[ 4/5 ] 
f(z) = 25/196*z^3 - 65/196*z + 1
*
[ -18/5 ] 
f(z) = 25/198*z^3 - 71/198*z + 1
*
[ 8/3 ] 
f(z) = 27/184*z^3 - 77/184*z + 1
*
[ 5/2 ] 
f(z) = 28/185*z^3 - 64/185*z + 1
*
[ 3/4 ] 
f(z) = 32/183*z^3 - 79/183*z + 1
*
[ -3 ] 
f(z) = 34/183*z^3 - 62/183*z + 1
*
[ -3 ] 
f(z) = 35/183*z^3 - 71/183*z + 1
*
[ -3 ] 
f(z) = 35/186*z^3 - 67/186*z + 1
*
[ 5/6 ] 
f(z) = 36/185*z^3 - 62/185*z + 1
*
[ -3 ] 
f(z) = 37/192*z^3 - 77/192*z + 1
*
[ -3 ] 
f(z) = 37/195*z^3 - 73/195*z + 1
*
[ 2 ] 
f(z) = 39/190*z^3 - 61/190*z + 1
*
[ 8/3 ] 
f(z) = 25/192*z^3 - 65/216*z + 1
*
[ 7/3 ] 
f(z) = 31/196*z^3 - 73/252*z + 1
*
[ 6 ] 
f(z) = 22/189*z^3 - 47/14*z + 1
*
[ -6 ] 
f(z) = 23/189*z^3 - 45/14*z + 1
*
[ 12 ] 
f(z) = 23/192*z^3 - 49/3*z + 1
*
-42/5 | 0.21693903602190067953663678368827595418 | 0.029421948066616901098085472312102659941
f(z) = 25/189*z^3 - 59/7*z + 1
*
[ 6 ] 
f(z) = 25/189*z^3 - 55/14*z + 1
*
-4/5 | 0.15877327159577989598132698127433811591 | 0.021048325348719431001478501161884484941
f(z) = 25/192*z^3 - 59/6*z + 1
*
[ -12 ] 
f(z) = 25/192*z^3 - 53/3*z + 1
*
[ 36/5 ] 
f(z) = 25/192*z^3 - 53/9*z + 1
*
-4/5 | 0.20714091495814749241981977136981444323 | 0.028313861863773262532553398003640279638
f(z) = 25/192*z^3 - 47/6*z + 1
*
[ -6 ] 
f(z) = 26/189*z^3 - 53/14*z + 1
*
-15/4 | 0.10829911344081840278468813082781875238 | 0.015248028618653290286908575583278826261
f(z) = 32/189*z^3 - 45/14*z + 1
*
15/8 | 0.19538962506793876903068974176119532991 | 0.027875335416111128151076247043116055656
f(z) = 32/189*z^3 - 41/14*z + 1
*
-4/5 | 0.19695935682931398639253568253103589399 | 0.023962956887103196989121222829106231694
f(z) = 35/192*z^3 - 58/15*z + 1
*
-4 | 0.15737169176269922822308190556149382073 | 0.019869954368852011539215576737253036503
f(z) = 35/192*z^3 - 43/15*z + 1
*
[ 21/4 ] 
f(z) = 20/189*z^3 - 59/28*z + 1
*
3/2 | 0.19511514343361037065921575659300682443 | 0.026716500104029126847678594421911869850
f(z) = 25/189*z^3 - 55/28*z + 1
*
-39/10 | 0.10810845728709017873430559917004536603 | 0.015128560350995025734186187729596131043
f(z) = 25/189*z^3 - 47/28*z + 1
*
-24/5 | 0.15405668825476815531220102764241271606 | 0.025021473780475587696495159243052283681
f(z) = 25/192*z^3 - 59/24*z + 1
*
[ 24/5 ] 
f(z) = 25/192*z^3 - 53/24*z + 1
*
8/5 | 0.15403374040751984737045500197121824925 | 0.025977135461270778425804057211443871284
f(z) = 25/192*z^3 - 47/24*z + 1
*
[ -24/5 ] 
f(z) = 25/192*z^3 - 43/24*z + 1
*
3/2 | 0.19511514343361037065921575659300682443 | 0.026586471938978597818051098768043022551
f(z) = 31/189*z^3 - 57/28*z + 1
*
3/2 | 0.19511514343361037065921575659300682443 | 0.026462123748603056844849138264717058366
f(z) = 37/189*z^3 - 59/28*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014648867558744949592015128408895839719
f(z) = 23/192*z^3 - 47/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014378072724439820088606268269879883497
f(z) = 29/192*z^3 - 53/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.014279329885144961752900238839435084335
f(z) = 31/192*z^3 - 55/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.014095666950199702901467876432345098226
f(z) = 35/192*z^3 - 59/48*z + 1
*
[ -9/2 ] 
f(z) = 20/189*z^3 - 58/63*z + 1
*
3 | 0.18524615827959401584066369547962266735 | 0.024554348301003471735627657285260160889
f(z) = 20/189*z^3 - 41/70*z + 1
*
[ 3/5 ] 
f(z) = 25/198*z^3 - 47/66*z + 1
*
[ 3 ] 
f(z) = 29/180*z^3 - 47/60*z + 1
*
[ 3 ] 
f(z) = 29/198*z^3 - 43/66*z + 1
*
[ 3 ] 
f(z) = 31/180*z^3 - 53/60*z + 1
*
[ 3 ] 
f(z) = 31/198*z^3 - 49/66*z + 1
*
15/8 | 0.21486349360132860080327820610556655882 | 0.028480121304834736504896977060448746310
f(z) = 32/189*z^3 - 51/70*z + 1
*
[ 2/3 ] 
f(z) = 39/184*z^3 - 41/69*z + 1
*
[ -4 ] 
f(z) = 21/184*z^3 - 53/92*z + 1
*
[ 2/3 ] 
f(z) = 27/188*z^3 - 53/94*z + 1
*
[ 28/9 ] 
f(z) = 27/196*z^3 - 55/84*z + 1
*
[ 2/3 ] 
f(z) = 27/196*z^3 - 55/98*z + 1
*
[ 7/3 ] 
f(z) = 39/196*z^3 - 43/84*z + 1
*
[ 3/4 ] 
f(z) = 23/189*z^3 - 45/112*z + 1
*
[ 7/10 ] 
f(z) = 25/196*z^3 - 55/112*z + 1
*
[ -7/2 ] 
f(z) = 27/196*z^3 - 45/112*z + 1
*
[ 3/4 ] 
f(z) = 29/189*z^3 - 47/112*z + 1
*
[ -7/2 ] 
f(z) = 29/196*z^3 - 59/112*z + 1
*
[ -18/5 ] 
f(z) = 25/189*z^3 - 55/126*z + 1
*
[ 4/5 ] 
f(z) = 23/192*z^3 - 49/150*z + 1
*
[ -18/5 ] 
f(z) = 25/192*z^3 - 59/144*z + 1
*
[ 12/5 ] 
f(z) = 29/192*z^3 - 43/150*z + 1
*
[ 4/5 ] 
f(z) = 31/192*z^3 - 53/150*z + 1
*
[ 3 ] 
f(z) = 20/183*z^3 - 58/183*z + 1
*
[ 13/5 ] 
f(z) = 25/182*z^3 - 57/182*z + 1
*
[ -17/5 ] 
f(z) = 25/187*z^3 - 47/187*z + 1
*
[ 7/3 ] 
f(z) = 27/182*z^3 - 43/182*z + 1
*
[ -10/3 ] 
f(z) = 27/190*z^3 - 53/190*z + 1
*
[ 5/2 ] 
f(z) = 28/195*z^3 - 58/195*z + 1
*
[ -3 ] 
f(z) = 32/183*z^3 - 44/183*z + 1
*
[ 2 ] 
f(z) = 33/182*z^3 - 41/182*z + 1
*
[ -3 ] 
f(z) = 34/195*z^3 - 46/195*z + 1
*
[ 2 ] 
f(z) = 35/186*z^3 - 47/186*z + 1
*
[ -3 ] 
f(z) = 35/192*z^3 - 59/192*z + 1
*
[ 2 ] 
f(z) = 35/194*z^3 - 43/194*z + 1
*
[ 2 ] 
f(z) = 35/198*z^3 - 41/198*z + 1
*
[ 2 ] 
f(z) = 37/182*z^3 - 57/182*z + 1
*
[ 2 ] 
f(z) = 37/186*z^3 - 55/186*z + 1
*
[ 2 ] 
f(z) = 37/190*z^3 - 53/190*z + 1
*
[ 2 ] 
f(z) = 37/194*z^3 - 51/194*z + 1
*
[ 2 ] 
f(z) = 37/198*z^3 - 49/198*z + 1
*
[ 2 ] 
f(z) = 39/194*z^3 - 59/194*z + 1
*
[ 8/3 ] 
f(z) = 23/192*z^3 - 49/216*z + 1
*
[ 21/8 ] 
f(z) = 22/189*z^3 - 41/224*z + 1
*
[ 9/10 ] 
f(z) = 25/189*z^3 - 55/252*z + 1
*
[ 7/3 ] 
f(z) = 29/196*z^3 - 59/252*z + 1
*
[ 12/5 ] 
f(z) = 25/184*z^3 - 55/276*z + 1
*
[ -6 ] 
f(z) = 20/189*z^3 - 37/14*z + 1
*
-4/5 | 0.14629853549822634918948995583581412940 | 0.020837029758130595926818165665763218186
f(z) = 25/192*z^3 - 35/6*z + 1
*
[ 14/3 ] 
f(z) = 27/196*z^3 - 31/14*z + 1
*
[ -14/3 ] 
f(z) = 27/196*z^3 - 25/14*z + 1
*
[ 21/4 ] 
f(z) = 32/189*z^3 - 27/7*z + 1
*
12/5 | 0.21037509956861351151934450407905167539 | 0.027075995855854223128303004862261834432
f(z) = 35/192*z^3 - 37/15*z + 1
*
-4 | 0.19037258195179617098794499163308596352 | 0.028838955547341841895752785447980437155
f(z) = 37/192*z^3 - 23/6*z + 1
*
3/4 | 0.18633832991608076100947796557026723747 | 0.026775062470009844808232497489661159395
f(z) = 20/189*z^3 - 39/28*z + 1
*
[ -21/5 ] 
f(z) = 20/189*z^3 - 22/35*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018518518518518518518518518518518518518
f(z) = 21/184*z^3 - 22/23*z + 1
*
[ 2/5 ] 
f(z) = 25/184*z^3 - 35/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018368610444048545312167226406122645090
f(z) = 25/184*z^3 - 24/23*z + 1
*
[ -21/5 ] 
f(z) = 25/189*z^3 - 23/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018227085642301875070024245306464623679
f(z) = 27/184*z^3 - 25/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.018093151366438682057104722141462856891
f(z) = 29/184*z^3 - 26/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017966117673479347171434250760498489526
f(z) = 31/184*z^3 - 27/23*z + 1
*
[ -15/4 ] 
f(z) = 32/189*z^3 - 39/35*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017845380772281385225262489063995691896
f(z) = 33/184*z^3 - 28/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017730409566382680642913279010614217619
f(z) = 35/184*z^3 - 29/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017620734690049250362693596325062655932
f(z) = 37/184*z^3 - 30/23*z + 1
*
[ 3 ] 
f(z) = 37/189*z^3 - 23/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017515939508121936028020965345098148927
f(z) = 39/184*z^3 - 31/23*z + 1
*
[ 16/5 ] 
f(z) = 25/192*z^3 - 31/48*z + 1
*
[ 3/4 ] 
f(z) = 26/189*z^3 - 23/56*z + 1
*
-15/16 | 0.17228744750467397235925932382533497540 | 0.023532715510526736353278150896647536226
f(z) = 32/189*z^3 - 27/56*z + 1
*
[ 21/8 ] 
f(z) = 32/189*z^3 - 23/42*z + 1
*
[ 3/4 ] 
f(z) = 38/189*z^3 - 25/56*z + 1
*
[ 2/3 ] 
f(z) = 21/184*z^3 - 38/69*z + 1
*
[ 3 ] 
f(z) = 23/180*z^3 - 29/60*z + 1
*
[ 3 ] 
f(z) = 23/198*z^3 - 25/66*z + 1
*
[ 3 ] 
f(z) = 25/198*z^3 - 31/66*z + 1
*
[ 4/5 ] 
f(z) = 29/192*z^3 - 26/75*z + 1
*
[ 12/5 ] 
f(z) = 31/192*z^3 - 26/75*z + 1
*
[ 2/3 ] 
f(z) = 33/184*z^3 - 40/69*z + 1
*
[ -3 ] 
f(z) = 37/180*z^3 - 31/60*z + 1
*
[ 4/5 ] 
f(z) = 37/192*z^3 - 28/75*z + 1
*
[ -3 ] 
f(z) = 37/198*z^3 - 23/66*z + 1
*
[ 4/5 ] 
f(z) = 25/184*z^3 - 31/92*z + 1
*
[ 7/9 ] 
f(z) = 27/196*z^3 - 31/84*z + 1
*
[ 7/3 ] 
f(z) = 33/196*z^3 - 29/84*z + 1
*
[ 2 ] 
f(z) = 35/188*z^3 - 23/94*z + 1
*
[ 2 ] 
f(z) = 37/180*z^3 - 29/90*z + 1
*
[ 2 ] 
f(z) = 37/188*z^3 - 27/94*z + 1
*
[ 2 ] 
f(z) = 37/196*z^3 - 25/98*z + 1
*
[ 2 ] 
f(z) = 39/188*z^3 - 31/94*z + 1
*
[ 2 ] 
f(z) = 39/196*z^3 - 29/98*z + 1
*
[ -7/2 ] 
f(z) = 25/196*z^3 - 31/112*z + 1
*
[ -10/3 ] 
f(z) = 27/184*z^3 - 38/115*z + 1
*
[ 14/15 ] 
f(z) = 25/196*z^3 - 23/126*z + 1
*
[ -15/4 ] 
f(z) = 20/189*z^3 - 31/140*z + 1
*
[ 12/7 ] 
f(z) = 37/192*z^3 - 22/147*z + 1
*
[ 21/10 ] 
f(z) = 32/189*z^3 - 39/175*z + 1
*
[ 5/2 ] 
f(z) = 24/185*z^3 - 39/185*z + 1
*
[ -42/13 ] 
f(z) = 26/189*z^3 - 23/182*z + 1
*
[ 2 ] 
f(z) = 29/182*z^3 - 25/182*z + 1
*
[ 2 ] 
f(z) = 29/186*z^3 - 23/186*z + 1
*
[ 2 ] 
f(z) = 29/190*z^3 - 21/190*z + 1
*
[ 2 ] 
f(z) = 31/182*z^3 - 33/182*z + 1
*
[ -3 ] 
f(z) = 31/183*z^3 - 35/183*z + 1
*
[ 2 ] 
f(z) = 31/190*z^3 - 29/190*z + 1
*
[ -3 ] 
f(z) = 31/192*z^3 - 23/192*z + 1
*
[ 2 ] 
f(z) = 31/194*z^3 - 27/194*z + 1
*
[ 2 ] 
f(z) = 31/198*z^3 - 25/198*z + 1
*
[ -3 ] 
f(z) = 32/195*z^3 - 28/195*z + 1
*
[ 2 ] 
f(z) = 33/190*z^3 - 37/190*z + 1
*
[ 2 ] 
f(z) = 33/194*z^3 - 35/194*z + 1
*
[ 5/3 ] 
f(z) = 36/185*z^3 - 26/185*z + 1
*
[ 14/13 ] 
f(z) = 39/196*z^3 - 29/182*z + 1
*
[ -20/7 ] 
f(z) = 35/192*z^3 - 29/210*z + 1
*
[ 7/3 ] 
f(z) = 25/196*z^3 - 31/252*z + 1
*
[ 6/5 ] 
f(z) = 35/192*z^3 - 23/240*z + 1
*
[ 3/2 ] 
f(z) = 37/180*z^3 - 31/240*z + 1
*
[ 36/31 ] 
f(z) = 31/192*z^3 - 22/279*z + 1
*
[ 3/2 ] 
f(z) = 37/198*z^3 - 23/264*z + 1
*
[ 4/3 ] 
f(z) = 39/184*z^3 - 35/276*z + 1
*
[ 3 ] 
f(z) = 20/189*z^3 - 2/7*z + 1
*
[ 3 ] 
f(z) = 23/189*z^3 - 3/7*z + 1
*
4 | 0.18458271526958169159006755451087791448 | 0.028795269812196665393459970556652361677
f(z) = 23/192*z^3 - 19/6*z + 1
*
-4 | 0.15405195129614129063099696865035064427 | 0.024694442908245684296355636003065254647
f(z) = 23/192*z^3 - 8/3*z + 1
*
[ 4 ] 
f(z) = 23/192*z^3 - 7/6*z + 1
*
[ -4 ] 
f(z) = 23/192*z^3 - 2/3*z + 1
*
[ 21/5 ] 
f(z) = 25/189*z^3 - 11/7*z + 1
*
[ 3/5 ] 
f(z) = 25/189*z^3 - 5/7*z + 1
*
4/5 | 0.19889922738531217913749234635422378785 | 0.029581229029113018717698996881063185494
f(z) = 25/192*z^3 - 13/3*z + 1
*
-4/5 | 0.077017387011970368546318099586976408352 | 0.013134759793979454534946924866575896422
f(z) = 25/192*z^3 - 11/6*z + 1
*
4 | 0.19379167823165964177799635910798208738 | 0.029991895486053227645130664058952726493
f(z) = 25/192*z^3 - 10/3*z + 1
*
4/5 | 0.15403393151667622871447321523154608252 | 0.025231637772560922246117064605095141949
f(z) = 25/192*z^3 - 7/3*z + 1
*
[ 4/5 ] 
f(z) = 25/192*z^3 - 1/3*z + 1
*
[ 12/5 ] 
f(z) = 25/192*z^3 - 1/6*z + 1
*
[ 14/5 ] 
f(z) = 25/196*z^3 - 5/14*z + 1
*
[ 3 ] 
f(z) = 26/189*z^3 - 4/7*z + 1
*
[ 3 ] 
f(z) = 29/189*z^3 - 5/7*z + 1
*
-4 | 0.17650091581915306875137351156847814105 | 0.027534493062850050813918887945447770928
f(z) = 29/192*z^3 - 19/6*z + 1
*
[ -4 ] 
f(z) = 29/192*z^3 - 7/6*z + 1
*
[ 4 ] 
f(z) = 29/192*z^3 - 5/3*z + 1
*
[ -3 ] 
f(z) = 31/189*z^3 - 1/7*z + 1
*
[ 4 ] 
f(z) = 31/192*z^3 - 11/6*z + 1
*
-4 | 0.18051735188457758241394177031021620123 | 0.027937513109666918831313371170580242872
f(z) = 31/192*z^3 - 10/3*z + 1
*
[ -4 ] 
f(z) = 31/192*z^3 - 4/3*z + 1
*
-15/4 | 0.10810715300838274000581190517180010799 | 0.018701254036448144838219151983330849148
f(z) = 32/189*z^3 - 12/7*z + 1
*
[ 3 ] 
f(z) = 32/189*z^3 - 6/7*z + 1
*
[ 3/4 ] 
f(z) = 32/189*z^3 - 3/7*z + 1
*
-21/8 | 0.10810780514773645937005875217092273701 | 0.018215624674072270058366568582987126335
f(z) = 32/189*z^3 - 3/14*z + 1
*
[ -3 ] 
f(z) = 34/189*z^3 - 2/7*z + 1
*
[ 3/2 ] 
f(z) = 34/189*z^3 - 1/14*z + 1
*
[ 4 ] 
f(z) = 35/192*z^3 - 13/6*z + 1
*
-4 | 0.18736103655724641613486578958355970034 | 0.028575167007327512619136694899670843567
f(z) = 35/192*z^3 - 11/3*z + 1
*
[ 12/5 ] 
f(z) = 35/192*z^3 - 7/15*z + 1
*
[ -4 ] 
f(z) = 35/192*z^3 - 5/3*z + 1
*
[ -3 ] 
f(z) = 37/189*z^3 - 3/7*z + 1
*
[ -4 ] 
f(z) = 37/192*z^3 - 11/6*z + 1
*
[ 4 ] 
f(z) = 37/192*z^3 - 7/3*z + 1
*
[ 3 ] 
f(z) = 38/189*z^3 - 8/7*z + 1
*
[ 3/4 ] 
f(z) = 20/189*z^3 - 11/28*z + 1
*
[ 3 ] 
f(z) = 22/189*z^3 - 8/21*z + 1
*
[ 2 ] 
f(z) = 25/184*z^3 - 1/23*z + 1
*
[ 3 ] 
f(z) = 25/189*z^3 - 11/21*z + 1
*
[ 12/5 ] 
f(z) = 25/189*z^3 - 5/28*z + 1
*
-8/5 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 25/192*z^3 - 17/24*z + 1
*
[ 2/3 ] 
f(z) = 27/184*z^3 - 13/23*z + 1
*
[ 2 ] 
f(z) = 27/184*z^3 - 2/23*z + 1
*
[ 7/3 ] 
f(z) = 27/196*z^3 - 5/28*z + 1
*
[ 2 ] 
f(z) = 29/184*z^3 - 3/23*z + 1
*
[ -3 ] 
f(z) = 29/189*z^3 - 1/21*z + 1
*
[ 2 ] 
f(z) = 31/184*z^3 - 4/23*z + 1
*
[ 3 ] 
f(z) = 31/189*z^3 - 17/21*z + 1
*
[ 3/2 ] 
f(z) = 31/189*z^3 - 1/28*z + 1
*
[ 4/3 ] 
f(z) = 31/192*z^3 - 1/27*z + 1
*
[ -3 ] 
f(z) = 32/189*z^3 - 4/21*z + 1
*
[ 3/2 ] 
f(z) = 32/189*z^3 - 1/21*z + 1
*
[ 2 ] 
f(z) = 33/184*z^3 - 5/23*z + 1
*
[ 3 ] 
f(z) = 34/189*z^3 - 20/21*z + 1
*
[ 2 ] 
f(z) = 35/184*z^3 - 6/23*z + 1
*
-12/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = 35/192*z^3 - 20/21*z + 1
*
[ 4/7 ] 
f(z) = 35/192*z^3 - 17/21*z + 1
*
[ 4/5 ] 
f(z) = 35/192*z^3 - 11/30*z + 1
*
[ 4/3 ] 
f(z) = 35/192*z^3 - 2/27*z + 1
*
[ 2 ] 
f(z) = 37/184*z^3 - 7/23*z + 1
*
[ 3/2 ] 
f(z) = 37/189*z^3 - 3/28*z + 1
*
[ -3 ] 
f(z) = 38/189*z^3 - 10/21*z + 1
*
[ 2 ] 
f(z) = 39/184*z^3 - 8/23*z + 1
*
[ 6/5 ] 
f(z) = 25/189*z^3 - 1/42*z + 1
*
[ 2 ] 
f(z) = 29/192*z^3 - 5/48*z + 1
*
[ 4/3 ] 
f(z) = 29/192*z^3 - 1/54*z + 1
*
[ 2 ] 
f(z) = 31/192*z^3 - 7/48*z + 1
*
[ 21/16 ] 
f(z) = 32/189*z^3 - 3/56*z + 1
*
[ 2 ] 
f(z) = 35/192*z^3 - 11/48*z + 1
*
[ 12/7 ] 
f(z) = 35/192*z^3 - 5/42*z + 1
*
[ 2 ] 
f(z) = 37/192*z^3 - 13/48*z + 1
*
[ 4/3 ] 
f(z) = 37/192*z^3 - 5/54*z + 1
*
[ 3/2 ] 
f(z) = 38/189*z^3 - 5/42*z + 1
*
[ 12/5 ] 
f(z) = 23/192*z^3 - 8/75*z + 1
*
[ 6/5 ] 
f(z) = 25/184*z^3 - 2/69*z + 1
*
[ 6/5 ] 
f(z) = 25/198*z^3 - 1/66*z + 1
*
[ -3 ] 
f(z) = 29/180*z^3 - 7/60*z + 1
*
[ -3 ] 
f(z) = 31/180*z^3 - 13/60*z + 1
*
[ -3 ] 
f(z) = 31/198*z^3 - 5/66*z + 1
*
[ 9/4 ] 
f(z) = 32/189*z^3 - 19/63*z + 1
*
[ 15/8 ] 
f(z) = 32/189*z^3 - 9/70*z + 1
*
[ -3 ] 
f(z) = 35/198*z^3 - 17/66*z + 1
*
[ 2 ] 
f(z) = 23/180*z^3 - 1/90*z + 1
*
[ 2 ] 
f(z) = 25/188*z^3 - 3/94*z + 1
*
[ 21/10 ] 
f(z) = 25/189*z^3 - 5/84*z + 1
*
[ 2 ] 
f(z) = 25/196*z^3 - 1/98*z + 1
*
[ 4/3 ] 
f(z) = 27/184*z^3 - 1/92*z + 1
*
[ 2 ] 
f(z) = 27/188*z^3 - 7/94*z + 1
*
[ 2 ] 
f(z) = 27/196*z^3 - 5/98*z + 1
*
[ -28/9 ] 
f(z) = 27/196*z^3 - 1/84*z + 1
*
[ 2 ] 
f(z) = 29/180*z^3 - 13/90*z + 1
*
[ 2 ] 
f(z) = 29/188*z^3 - 11/94*z + 1
*
[ 3/2 ] 
f(z) = 29/189*z^3 - 1/84*z + 1
*
[ 2 ] 
f(z) = 29/196*z^3 - 9/98*z + 1
*
[ 2 ] 
f(z) = 31/180*z^3 - 17/90*z + 1
*
[ 2 ] 
f(z) = 31/188*z^3 - 15/94*z + 1
*
[ 2 ] 
f(z) = 31/196*z^3 - 13/98*z + 1
*
[ 2 ] 
f(z) = 33/188*z^3 - 19/94*z + 1
*
[ 2 ] 
f(z) = 33/196*z^3 - 17/98*z + 1
*
[ -7/2 ] 
f(z) = 23/196*z^3 - 17/112*z + 1
*
[ 21/20 ] 
f(z) = 25/189*z^3 - 11/112*z + 1
*
[ 7/6 ] 
f(z) = 27/196*z^3 - 5/112*z + 1
*
[ 21/17 ] 
f(z) = 34/189*z^3 - 10/119*z + 1
*
[ 12/5 ] 
f(z) = 25/198*z^3 - 19/132*z + 1
*
[ 9/8 ] 
f(z) = 32/189*z^3 - 13/126*z + 1
*
[ 8/5 ] 
f(z) = 35/192*z^3 - 11/120*z + 1
*
[ 21/19 ] 
f(z) = 38/189*z^3 - 20/133*z + 1
*
[ 12/7 ] 
f(z) = 29/192*z^3 - 4/147*z + 1
*
[ 14/11 ] 
f(z) = 33/196*z^3 - 9/154*z + 1
*
[ 8/7 ] 
f(z) = 35/192*z^3 - 19/168*z + 1
*
[ -7/2 ] 
f(z) = 20/189*z^3 - 2/189*z + 1
*
[ 2 ] 
f(z) = 23/182*z^3 - 1/182*z + 1
*
[ 2 ] 
f(z) = 25/182*z^3 - 9/182*z + 1
*
[ 2 ] 
f(z) = 25/186*z^3 - 7/186*z + 1
*
[ 6/5 ] 
f(z) = 25/186*z^3 - 5/186*z + 1
*
[ 11/5 ] 
f(z) = 25/187*z^3 - 19/187*z + 1
*
[ 2 ] 
f(z) = 25/194*z^3 - 3/194*z + 1
*
[ 11/5 ] 
f(z) = 25/198*z^3 - 13/198*z + 1
*
[ 2 ] 
f(z) = 25/198*z^3 - 1/198*z + 1
*
[ 2 ] 
f(z) = 27/182*z^3 - 17/182*z + 1
*
[ 5/3 ] 
f(z) = 27/185*z^3 - 1/185*z + 1
*
[ 4/3 ] 
f(z) = 27/188*z^3 - 1/188*z + 1
*
[ 2 ] 
f(z) = 27/190*z^3 - 13/190*z + 1
*
[ 2 ] 
f(z) = 27/194*z^3 - 11/194*z + 1
*
[ -3 ] 
f(z) = 28/183*z^3 - 8/183*z + 1
*
[ 3/2 ] 
f(z) = 28/183*z^3 - 2/183*z + 1
*
[ -3 ] 
f(z) = 29/183*z^3 - 17/183*z + 1
*
[ -3 ] 
f(z) = 29/186*z^3 - 13/186*z + 1
*
[ -3 ] 
f(z) = 29/192*z^3 - 5/192*z + 1
*
[ 2 ] 
f(z) = 29/194*z^3 - 19/194*z + 1
*
[ -3 ] 
f(z) = 29/195*z^3 - 1/195*z + 1
*
[ 2 ] 
f(z) = 29/198*z^3 - 17/198*z + 1
*
[ -3 ] 
f(z) = 31/195*z^3 - 19/195*z + 1
*
[ 3/2 ] 
f(z) = 32/183*z^3 - 11/183*z + 1
*
[ 5/4 ] 
f(z) = 32/185*z^3 - 13/185*z + 1
*
[ 7/4 ] 
f(z) = 32/189*z^3 - 17/189*z + 1
*
[ 5/4 ] 
f(z) = 32/195*z^3 - 11/195*z + 1
*
[ 3/2 ] 
f(z) = 32/195*z^3 - 7/195*z + 1
*
[ 7/3 ] 
f(z) = 23/196*z^3 - 17/252*z + 1
*
[ 3/2 ] 
f(z) = 29/180*z^3 - 7/240*z + 1
*
[ 3/2 ] 
f(z) = 31/180*z^3 - 13/240*z + 1
*
[ -33/10 ] 
f(z) = 25/198*z^3 - 19/264*z + 1
*
[ 36/29 ] 
f(z) = 29/192*z^3 - 10/261*z + 1
*
[ 3/2 ] 
f(z) = 31/198*z^3 - 5/264*z + 1
*
[ 4/3 ] 
f(z) = 33/184*z^3 - 19/276*z + 1
*
[ 3/2 ] 
f(z) = 35/198*z^3 - 17/264*z + 1
*
[ 6/5 ] 
f(z) = 25/188*z^3 - 7/282*z + 1
*
[ 6/5 ] 
f(z) = 25/196*z^3 - 5/294*z + 1
*
[ 12/7 ] 
f(z) = 31/192*z^3 - 17/294*z + 1
*
[ 3/2 ] 
f(z) = 22/189*z^3 + 1/14*z + 1
*
[ -12/5 ]
f(z) = 25/192*z^3 + 2/3*z + 1
*
[ 3/2 ] 
f(z) = 20/189*z^3 + 2/21*z + 1
*
[ 21/10 ] 
f(z) = 20/189*z^3 + 2/35*z + 1
*
[ 2 ] 
f(z) = 21/184*z^3 + 1/23*z + 1
*
[ 4/3 ] 
f(z) = 23/192*z^3 + 1/27*z + 1
*
[ 3/2 ] 
f(z) = 25/189*z^3 + 1/28*z + 1
*
[ 8/5 ] 
f(z) = 25/192*z^3 + 1/24*z + 1
*
[ 7/5 ] 
f(z) = 25/196*z^3 + 1/28*z + 1
*
[ 2 ] 
f(z) = 23/192*z^3 + 1/48*z + 1
*
[ 4/3 ] 
f(z) = 25/192*z^3 + 1/54*z + 1
*
[ 3/2 ] 
f(z) = 26/189*z^3 + 1/42*z + 1
*
[ 14/9 ] 
f(z) = 27/196*z^3 + 1/42*z + 1
*
[ 6/5 ] 
f(z) = 20/189*z^3 + 1/70*z + 1
*
[ 21/11 ] 
f(z) = 22/189*z^3 + 4/77*z + 1
*
[ 9/5 ] 
f(z) = 25/189*z^3 + 1/63*z + 1
*
[ 2 ] 
f(z) = 21/188*z^3 + 5/94*z + 1
*
[ 2 ] 
f(z) = 23/188*z^3 + 1/94*z + 1
*
[ 3/2 ] 
f(z) = 23/189*z^3 + 5/84*z + 1
*
[ 2 ] 
f(z) = 23/196*z^3 + 3/98*z + 1
*
[ 21/13 ] 
f(z) = 26/189*z^3 + 2/91*z + 1
*
[ 12/7 ] 
f(z) = 25/192*z^3 + 5/147*z + 1
*
[ 3/2 ] 
f(z) = 20/183*z^3 + 16/183*z + 1
*
[ 2 ] 
f(z) = 21/190*z^3 + 11/190*z + 1
*
[ 2 ] 
f(z) = 21/194*z^3 + 13/194*z + 1
*
[ 2 ] 
f(z) = 23/186*z^3 + 1/186*z + 1
*
[ 2 ] 
f(z) = 23/190*z^3 + 3/190*z + 1
*
[ 2 ] 
f(z) = 23/194*z^3 + 5/194*z + 1
*
[ 2 ] 
f(z) = 23/198*z^3 + 7/198*z + 1
*
[ 7/5 ] 
f(z) = 25/182*z^3 + 3/182*z + 1
*
[ 8/5 ] 
f(z) = 25/184*z^3 + 5/184*z + 1
*
[ 7/5 ] 
f(z) = 25/189*z^3 + 5/189*z + 1
*
[ 28/15 ] 
f(z) = 25/192*z^3 + 2/189*z + 1
*
[ 9/5 ] 
f(z) = 25/198*z^3 + 7/198*z + 1
*
[ 5/3 ] 
f(z) = 27/190*z^3 + 1/190*z + 1
*
[ 4/3 ] 
f(z) = 27/196*z^3 + 1/196*z + 1
*
[ 3/2 ] 
f(z) = 28/195*z^3 + 2/195*z + 1
*
-3 | 0.17185870556633379640476202201261028228 | 0.022779843610393561788682099335911098462
f(z) = 20/189*z^3 + 17/210*z + 1
*
[ 36/23 ] 
f(z) = 23/192*z^3 + 14/207*z + 1
*
[ 36/25 ] 
f(z) = 25/192*z^3 + 8/225*z + 1
*
[ 9/4 ] 
f(z) = 20/189*z^3 + 5/252*z + 1
*
[ 3/2 ] 
f(z) = 23/180*z^3 + 11/240*z + 1
*
[ 28/15 ] 
f(z) = 25/196*z^3 + 5/252*z + 1
*
[ 4/3 ] 
f(z) = 21/184*z^3 + 13/276*z + 1
*
[ 3/2 ] 
f(z) = 23/198*z^3 + 19/264*z + 1
*
[ 3/2 ] 
f(z) = 25/198*z^3 + 13/264*z + 1
*
[ 3/2 ] 
f(z) = 29/198*z^3 + 1/264*z + 1
*
[ 12/7 ] 
f(z) = 23/192*z^3 + 19/294*z + 1
*
[ -12 ] 
f(z) = 37/216*z^3 - 283/12*z + 1
*
246/35 | 0.14756602237174202885661185020958046159 | 0.013377065328724572142649460495200480848
f(z) = 35/216*z^3 - 286/35*z + 1
*
4 | 0.19001780527550656461804500434060755590 | 0.029814572553893102653627091712868876665
f(z) = 21/200*z^3 - 293/100*z + 1
*
-30/7 | 0.23561021549662522076875686909133030184 | 0.025241266120106452678875538940042764795
f(z) = 21/200*z^3 - 283/105*z + 1
*
[ -6 ] 
f(z) = 23/204*z^3 - 295/102*z + 1
*
-26/5 | 0.12948395693640553507881273356556571262 | 0.020382734275577737116491558287045495023
f(z) = 25/204*z^3 - 287/102*z + 1
*
5 | 0.19193742100137046997504520783434540849 | 0.026257254836972754660592433509664821616
f(z) = 21/200*z^3 - 299/120*z + 1
*
-2/3 | 0.19384245573909480538568843443474682832 | 0.027404929188634313917424115564082932501
f(z) = 27/208*z^3 - 295/156*z + 1
*
14/9 | 0.14249971799142265500797023864912727617 | 0.020265210670804477485368520611683852636
f(z) = 27/208*z^3 - 283/156*z + 1
*
-14/5 | 0.21230228302094464806367829696062069790 | 0.027359902038669982559089690007307020536
f(z) = 25/216*z^3 - 293/189*z + 1
*
[ -5 ] 
f(z) = 22/215*z^3 - 292/215*z + 1
*
-13/5 | 0.15105455912514642742787562479632234926 | 0.026529972861861881346469797884655205823
f(z) = 25/208*z^3 - 297/208*z + 1
*
[ -4 ] 
f(z) = 35/212*z^3 - 295/212*z + 1
*
[ 7/2 ] 
f(z) = 36/203*z^3 - 296/203*z + 1
*
[ 7/2 ] 
f(z) = 36/217*z^3 - 286/217*z + 1
*
[ 12 ] 
f(z) = 35/216*z^3 - 269/12*z + 1
*
[ -6 ] 
f(z) = 27/200*z^3 - 277/75*z + 1
*
[ 2/9 ] 
f(z) = 27/200*z^3 - 263/75*z + 1
*
-26/9 | 0.19384142212267391566350723723201226087 | 0.027737544571915273730498800839515397351
f(z) = 27/208*z^3 - 271/156*z + 1
*
[ 10/29 ] 
f(z) = 29/200*z^3 - 278/145*z + 1
*
[ 12/35 ] 
f(z) = 35/216*z^3 - 271/140*z + 1
*
[ -5 ] 
f(z) = 21/205*z^3 - 279/205*z + 1
*
[ -5 ] 
f(z) = 21/215*z^3 - 267/215*z + 1
*
3 | 0.16310669001921433705635066874266691876 | 0.029039226841018196840639760890435564573
f(z) = 23/204*z^3 - 275/204*z + 1
*
[ -23/5 ] 
f(z) = 25/207*z^3 - 277/207*z + 1
*
3 | 0.18881106969741067859946849935174972900 | 0.021255122353453467760625175515163188356
f(z) = 25/216*z^3 - 267/200*z + 1
*
8/3 | 0.12634876697618794245414299712640666227 | 0.022613771947705712951470251009122677203
f(z) = 27/200*z^3 - 267/200*z + 1
*
[ 4 ] 
f(z) = 27/212*z^3 - 273/212*z + 1
*
[ -4 ] 
f(z) = 33/212*z^3 - 263/212*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015529814672115866439325733407482980429
f(z) = 39/214*z^3 - 263/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.015570075136840066910710187827129111106
f(z) = 39/218*z^3 - 265/218*z + 1
*
[ 10/21 ] 
f(z) = 27/200*z^3 - 277/245*z + 1
*
[ -9/2 ] 
f(z) = 23/216*z^3 - 269/288*z + 1
*
48/5 | 0.15793552297609999320761576155319296523 | 0.020388509284973231950958539544734488607
f(z) = 25/216*z^3 - 257/24*z + 1
*
-6/5 | 0.19328252738400368582313798814147429609 | 0.028096021324944858126184358017261932021
f(z) = 25/208*z^3 - 243/52*z + 1
*
15/7 | 0.24491979165739896040971794275039668798 | 0.027815278544401184456768814085584901191
f(z) = 35/216*z^3 - 247/56*z + 1
*
[ 6 ] 
f(z) = 23/200*z^3 - 248/75*z + 1
*
[ 50/9 ] 
f(z) = 27/200*z^3 - 251/75*z + 1
*
4/5 | 0.16590365455815324081597012577599095118 | 0.026678617593179070617060978052609662319
f(z) = 25/216*z^3 - 251/108*z + 1
*
5/3 | 0.18881106969741067859946849935174972900 | 0.026522781016363054204771710557783643176
f(z) = 33/200*z^3 - 247/120*z + 1
*
5/3 | 0.18881106969741067859946849935174972900 | 0.026375735210946269372510513070621927017
f(z) = 39/200*z^3 - 257/120*z + 1
*
[ 9/2 ] 
f(z) = 20/207*z^3 - 244/207*z + 1
*
[ -24/5 ] 
f(z) = 23/216*z^3 - 249/200*z + 1
*
[ 4 ] 
f(z) = 25/204*z^3 - 247/204*z + 1
*
[ 4 ] 
f(z) = 25/212*z^3 - 241/212*z + 1
*
[ -13/3 ] 
f(z) = 27/208*z^3 - 251/208*z + 1
*
[ -4 ] 
f(z) = 31/204*z^3 - 241/204*z + 1
*
[ 7/2 ] 
f(z) = 32/203*z^3 - 247/203*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015839686651431937246995240240438757651
f(z) = 33/218*z^3 - 241/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015582317437098048518327854087713021454
f(z) = 35/202*z^3 - 241/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015624978460827634315105631087705589833
f(z) = 35/206*z^3 - 243/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015706738054549139402308145554559667043
f(z) = 35/214*z^3 - 247/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.015745818634815913735441271880889474668
f(z) = 35/218*z^3 - 249/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015490090898725268542716364611374800973
f(z) = 37/202*z^3 - 249/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015533263162735639233148472407377093997
f(z) = 37/206*z^3 - 251/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.011898939123366570034400840890017833512
f(z) = 37/210*z^3 - 253/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.015616269935483837171625276078904634694
f(z) = 37/214*z^3 - 255/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015656203563276103650527094314683854693
f(z) = 37/218*z^3 - 257/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.015401698129344249655667853253304518690
f(z) = 39/202*z^3 - 257/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015445676163308950128762179960679030473
f(z) = 39/206*z^3 - 259/206*z + 1
*
[ 18/5 ] 
f(z) = 31/216*z^3 - 256/225*z + 1
*
[ 12 ] 
f(z) = 29/216*z^3 - 221/12*z + 1
*
[ -12 ] 
f(z) = 31/216*z^3 - 235/12*z + 1
*
26/5 | 0.19809279713268166531770183419602169305 | 0.029008807964729191576386998641008420935
f(z) = 25/208*z^3 - 231/52*z + 1
*
[ 6/35 ] 
f(z) = 25/216*z^3 - 237/49*z + 1
*
[ 20/3 ] 
f(z) = 21/200*z^3 - 229/60*z + 1
*
[ 6 ] 
f(z) = 21/200*z^3 - 221/75*z + 1
*
[ -6 ] 
f(z) = 23/200*z^3 - 223/75*z + 1
*
[ 6/25 ] 
f(z) = 25/216*z^3 - 238/75*z + 1
*
[ -50/9 ] 
f(z) = 27/200*z^3 - 224/75*z + 1
*
[ 30/7 ] 
f(z) = 35/216*z^3 - 232/105*z + 1
*
[ 4 ] 
f(z) = 37/200*z^3 - 221/100*z + 1
*
[ 4 ] 
f(z) = 39/200*z^3 - 237/100*z + 1
*
5/3 | 0.18881140731818447088925213311736588352 | 0.026841199149000085123545660999191695675
f(z) = 21/200*z^3 - 227/120*z + 1
*
[ 10/27 ] 
f(z) = 27/200*z^3 - 232/135*z + 1
*
[ 40/9 ] 
f(z) = 27/200*z^3 - 227/120*z + 1
*
5/9 | 0.17895114492481372804636642654651737029 | 0.025536721451923093244231438183621891052
f(z) = 27/200*z^3 - 221/120*z + 1
*
[ 3/8 ] 
f(z) = 32/207*z^3 - 233/138*z + 1
*
[ 3/7 ] 
f(z) = 35/216*z^3 - 229/168*z + 1
*
[ 1/2 ] 
f(z) = 20/217*z^3 - 222/217*z + 1
*
[ 1/2 ] 
f(z) = 20/219*z^3 - 224/219*z + 1
*
[ 1/2 ] 
f(z) = 24/215*z^3 - 221/215*z + 1
*
[ 1/2 ] 
f(z) = 24/217*z^3 - 223/217*z + 1
*
[ 1/2 ] 
f(z) = 28/215*z^3 - 222/215*z + 1
*
[ 1/2 ] 
f(z) = 28/219*z^3 - 226/219*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012197013745757085243388438542367469837
f(z) = 29/210*z^3 - 221/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016003535852437521402765119183913981040
f(z) = 29/214*z^3 - 223/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016040593475310491597726208268100908713
f(z) = 29/218*z^3 - 225/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.015779839443436872719734786196528279683
f(z) = 31/202*z^3 - 225/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015821153459409371851024593052191296297
f(z) = 31/206*z^3 - 227/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.012117074169386017169171996170832059594
f(z) = 31/210*z^3 - 229/210*z + 1
*
[ -4 ] 
f(z) = 31/212*z^3 - 231/212*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015900014303736217433071138157728781317
f(z) = 31/214*z^3 - 231/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.015937662772685835362307289418623205263
f(z) = 31/218*z^3 - 233/218*z + 1
*
[ 1/2 ] 
f(z) = 32/213*z^3 - 221/213*z + 1
*
[ 1/2 ] 
f(z) = 32/215*z^3 - 223/215*z + 1
*
[ 7/2 ] 
f(z) = 32/217*z^3 - 237/217*z + 1
*
[ 1/2 ] 
f(z) = 32/217*z^3 - 225/217*z + 1
*
[ 1/2 ] 
f(z) = 32/219*z^3 - 227/219*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015678819297223516006144482483329723494
f(z) = 33/202*z^3 - 233/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015720664943243314520782243068403314510
f(z) = 33/206*z^3 - 235/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.015801048703105167239029599172806656863
f(z) = 33/214*z^3 - 239/214*z + 1
*
[ 1/2 ] 
f(z) = 36/215*z^3 - 224/215*z + 1
*
[ 1/2 ] 
f(z) = 36/217*z^3 - 226/217*z + 1
*
[ 18/5 ] 
f(z) = 29/216*z^3 - 229/225*z + 1
*
-3 | 0.14789516016028916086451038017024233995 | 0.016560446310321952893028984814902760637
f(z) = 35/216*z^3 - 227/280*z + 1
*
[ -66/5 ] 
f(z) = 25/216*z^3 - 210/11*z + 1
*
5 | 0.19720616466533987698987698373748728739 | 0.028487116737026912356887989490498853860
f(z) = 39/200*z^3 - 203/40*z + 1
*
[ -20/3 ] 
f(z) = 21/200*z^3 - 211/60*z + 1
*
-6 | 0.27373734880013000860926018759578361012 | 0.028559127693846709911409808205505271244
f(z) = 23/216*z^3 - 202/69*z + 1
*
8/5 | 0.11852167618155237084415018910649244624 | 0.019765300285897528828953409101285809569
f(z) = 25/208*z^3 - 201/104*z + 1
*
[ 4 ] 
f(z) = 37/216*z^3 - 215/108*z + 1
*
[ 2/5 ] 
f(z) = 35/216*z^3 - 206/135*z + 1
*
34/9 | 0.14249849080434836850924299630742962497 | 0.021148006210698422306865491390299299206
f(z) = 27/208*z^3 - 211/156*z + 1
*
[ 6/13 ] 
f(z) = 23/216*z^3 - 201/169*z + 1
*
[ 21/5 ] 
f(z) = 25/216*z^3 - 215/168*z + 1
*
[ 6/13 ] 
f(z) = 29/216*z^3 - 202/169*z + 1
*
[ 6/13 ] 
f(z) = 35/216*z^3 - 203/169*z + 1
*
[ 1/2 ] 
f(z) = 20/201*z^3 - 206/201*z + 1
*
[ 1/2 ] 
f(z) = 20/203*z^3 - 208/203*z + 1
*
[ 1/2 ] 
f(z) = 20/207*z^3 - 212/207*z + 1
*
[ 1/2 ] 
f(z) = 20/209*z^3 - 214/209*z + 1
*
[ 1/2 ] 
f(z) = 20/211*z^3 - 216/211*z + 1
*
[ 1/2 ] 
f(z) = 20/213*z^3 - 218/213*z + 1
*
[ 4 ] 
f(z) = 23/204*z^3 - 215/204*z + 1
*
[ 4 ] 
f(z) = 23/212*z^3 - 209/212*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.016134625739423024776903746089488815056
f(z) = 23/218*z^3 - 201/218*z + 1
*
[ 1/2 ] 
f(z) = 24/203*z^3 - 209/203*z + 1
*
[ 1/2 ] 
f(z) = 24/205*z^3 - 211/205*z + 1
*
[ 1/2 ] 
f(z) = 24/209*z^3 - 215/209*z + 1
*
[ 1/2 ] 
f(z) = 24/211*z^3 - 217/211*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 25/202*z^3 - 201/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 25/206*z^3 - 203/206*z + 1
*
[ 19/5 ] 
f(z) = 25/209*z^3 - 207/209*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.016126398452509245627573810215698641123
f(z) = 25/214*z^3 - 207/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 25/218*z^3 - 209/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015997847170315221789685724013470554297
f(z) = 27/202*z^3 - 209/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016037227556413637002910050540290172581
f(z) = 27/206*z^3 - 211/206*z + 1
*
[ 11/3 ] 
f(z) = 27/209*z^3 - 211/209*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016112521266746384445733757023013498330
f(z) = 27/214*z^3 - 215/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 27/218*z^3 - 217/218*z + 1
*
[ 1/2 ] 
f(z) = 28/201*z^3 - 208/201*z + 1
*
[ 1/2 ] 
f(z) = 28/205*z^3 - 212/205*z + 1
*
[ 1/2 ] 
f(z) = 28/207*z^3 - 214/207*z + 1
*
[ 1/2 ] 
f(z) = 28/209*z^3 - 216/209*z + 1
*
[ 1/2 ] 
f(z) = 28/211*z^3 - 218/211*z + 1
*
[ 1/2 ] 
f(z) = 28/213*z^3 - 220/213*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015886148243967716883215180451282914136
f(z) = 29/202*z^3 - 217/202*z + 1
*
[ -4 ] 
f(z) = 29/204*z^3 - 209/204*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015926363370147159180070421858848450542
f(z) = 29/206*z^3 - 219/206*z + 1
*
[ 1/2 ] 
f(z) = 32/201*z^3 - 209/201*z + 1
*
[ 1/2 ] 
f(z) = 32/203*z^3 - 211/203*z + 1
*
[ 1/2 ] 
f(z) = 32/205*z^3 - 213/205*z + 1
*
[ 1/2 ] 
f(z) = 32/207*z^3 - 215/207*z + 1
*
[ 1/2 ] 
f(z) = 32/209*z^3 - 217/209*z + 1
*
[ 1/2 ] 
f(z) = 32/211*z^3 - 219/211*z + 1
*
[ 1/2 ] 
f(z) = 36/203*z^3 - 212/203*z + 1
*
[ 1/2 ] 
f(z) = 36/205*z^3 - 214/205*z + 1
*
[ 1/2 ] 
f(z) = 36/211*z^3 - 220/211*z + 1
*
[ 3 ] 
f(z) = 38/201*z^3 - 208/201*z + 1
*
[ -18/5 ] 
f(z) = 37/216*z^3 - 212/225*z + 1
*
[ 18/31 ] 
f(z) = 31/216*z^3 - 215/279*z + 1
*
[ -12 ] 
f(z) = 25/216*z^3 - 187/12*z + 1
*
[ 36/5 ] 
f(z) = 25/216*z^3 - 185/36*z + 1
*
6 | 0.19821668017906039952494709212336568728 | 0.018746064858621958879161000114520054912
f(z) = 35/216*z^3 - 181/35*z + 1
*
-6 | 0.25433425423165912358120683922493005028 | 0.023931593857445536273192559852098530779
f(z) = 37/216*z^3 - 191/37*z + 1
*
4 | 0.19482244729060823688330000340711426725 | 0.029393667937979254937060256429272113432
f(z) = 31/208*z^3 - 189/52*z + 1
*
5 | 0.20504576913196673750440514656214401974 | 0.029837303104407353606259321523042154561
f(z) = 37/200*z^3 - 193/40*z + 1
*
-4 | 0.19159407916279971295048792891807311292 | 0.028953062069894494932763981755500369042
f(z) = 37/208*z^3 - 187/52*z + 1
*
-5 | 0.19533561486929564004346803078956028820 | 0.028555556786718849910251401957064509659
f(z) = 39/200*z^3 - 187/40*z + 1
*
[ -6 ] 
f(z) = 21/200*z^3 - 196/75*z + 1
*
2/3 | 0.15772777330230647005848929785593039242 | 0.021513080357540281364746642210601952971
f(z) = 21/200*z^3 - 191/75*z + 1
*
[ 6/23 ] 
f(z) = 23/216*z^3 - 196/69*z + 1
*
2/3 | 0.16038817094892226499842886781156310537 | 0.021844905108526169109006522792057400438
f(z) = 33/200*z^3 - 193/75*z + 1
*
2/3 | 0.16274868065466905534720870105449616006 | 0.022150815576259583546863130446229993484
f(z) = 39/200*z^3 - 194/75*z + 1
*
[ 4 ] 
f(z) = 33/200*z^3 - 189/100*z + 1
*
[ 4 ] 
f(z) = 35/216*z^3 - 199/108*z + 1
*
[ -4 ] 
f(z) = 39/200*z^3 - 187/100*z + 1
*
-35/9 | 0.20022089983008467546230359600126703876 | 0.029048499871819427963436021473896874013
f(z) = 27/200*z^3 - 197/120*z + 1
*
[ 12/31 ] 
f(z) = 31/216*z^3 - 199/124*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.016100515604651077061378251454751282126
f(z) = 21/202*z^3 - 185/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.016109292310437481331976153582188990204
f(z) = 21/206*z^3 - 187/206*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 21/214*z^3 - 191/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.016134746853723644372175890314069876363
f(z) = 21/218*z^3 - 193/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.016100392751134469631165003803747127709
f(z) = 23/202*z^3 - 193/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.016109414711809634003682018661950018987
f(z) = 23/206*z^3 - 195/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.012313473086899133576322654435791097011
f(z) = 23/210*z^3 - 197/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.016126519984799344152843888186958246868
f(z) = 23/214*z^3 - 199/214*z + 1
*
[ -4 ] 
f(z) = 29/212*z^3 - 199/212*z + 1
*
[ 3 ] 
f(z) = 35/201*z^3 - 181/201*z + 1
*
[ 3 ] 
f(z) = 37/201*z^3 - 199/201*z + 1
*
[ 3 ] 
f(z) = 37/204*z^3 - 197/204*z + 1
*
[ 3 ] 
f(z) = 37/210*z^3 - 193/210*z + 1
*
[ 3 ] 
f(z) = 37/213*z^3 - 191/213*z + 1
*
[ 3 ] 
f(z) = 37/219*z^3 - 187/219*z + 1
*
[ 3 ] 
f(z) = 38/213*z^3 - 200/213*z + 1
*
[ 3 ] 
f(z) = 38/219*z^3 - 196/219*z + 1
*
[ 10/3 ] 
f(z) = 27/208*z^3 - 193/260*z + 1
*
[ 12 ] 
f(z) = 23/216*z^3 - 173/12*z + 1
*
-3/5 | 0.12818611171271439627647533179137507134 | 0.015192427294080910923155867738010273543
f(z) = 25/216*z^3 - 171/8*z + 1
*
[ -36/5 ] 
f(z) = 25/216*z^3 - 175/36*z + 1
*
-186/35 | 0.22069984489695194028672711431712626651 | 0.021044554488401702968482118916290863431
f(z) = 35/216*z^3 - 166/35*z + 1
*
4 | 0.18194320486942992850576225242187567460 | 0.027821823293435896889779875729968565582
f(z) = 27/208*z^3 - 173/52*z + 1
*
5 | 0.19307176771029478495068482814344477748 | 0.028802976203057546817914123389928266280
f(z) = 31/200*z^3 - 163/40*z + 1
*
5 | 0.19406276589690709815615428157921677853 | 0.028695923102940968167740636996286215694
f(z) = 33/200*z^3 - 173/40*z + 1
*
-4 | 0.17365358406015224687433536871641143086 | 0.026601517082603377348701798334595687923
f(z) = 33/208*z^3 - 171/52*z + 1
*
-5 | 0.19659047832265593807467844309353325488 | 0.028971769079909394634380068017271496750
f(z) = 37/200*z^3 - 177/40*z + 1
*
[ 5 ] 
f(z) = 39/200*z^3 - 163/40*z + 1
*
[ 2/5 ] 
f(z) = 25/212*z^3 - 161/106*z + 1
*
[ 12/29 ] 
f(z) = 29/216*z^3 - 167/116*z + 1
*
[ 4 ] 
f(z) = 31/200*z^3 - 173/100*z + 1
*
[ 4 ] 
f(z) = 31/216*z^3 - 167/108*z + 1
*
[ -4 ] 
f(z) = 37/200*z^3 - 171/100*z + 1
*
[ -4 ] 
f(z) = 37/216*z^3 - 161/108*z + 1
*
[ 4 ] 
f(z) = 21/212*z^3 - 177/212*z + 1
*
[ -4 ] 
f(z) = 27/212*z^3 - 167/212*z + 1
*
[ 3 ] 
f(z) = 34/201*z^3 - 172/201*z + 1
*
[ 3 ] 
f(z) = 34/213*z^3 - 164/213*z + 1
*
[ 3 ] 
f(z) = 35/204*z^3 - 179/204*z + 1
*
[ 3 ] 
f(z) = 35/213*z^3 - 173/213*z + 1
*
[ 3 ] 
f(z) = 35/219*z^3 - 169/219*z + 1
*
[ -7/2 ] 
f(z) = 36/203*z^3 - 180/203*z + 1
*
[ -7/2 ] 
f(z) = 36/217*z^3 - 162/217*z + 1
*
-3 | 0.18719627850907796218612817072368431895 | 0.021412031905027816338247784627093653924
f(z) = 29/216*z^3 - 163/232*z + 1
*
[ -30/7 ] 
f(z) = 23/216*z^3 - 177/245*z + 1
*
[ 18/29 ] 
f(z) = 29/216*z^3 - 173/261*z + 1
*
[ -48/5 ] 
f(z) = 25/216*z^3 - 153/16*z + 1
*
[ -42/5 ] 
f(z) = 25/216*z^3 - 148/21*z + 1
*
4 | 0.17880650144337702498729039559178204398 | 0.027754037510549006232460519740863506355
f(z) = 23/208*z^3 - 157/52*z + 1
*
-21/5 | 0.21701461930646981390803348000316396699 | 0.026322041661827724041397742230231974962
f(z) = 25/216*z^3 - 141/56*z + 1
*
5 | 0.19180863597917473978254825813218229900 | 0.028887382954062882476097919516592445247
f(z) = 29/200*z^3 - 153/40*z + 1
*
-4 | 0.15970149829465585037680364043377277380 | 0.024838019580810669833570008141267195779
f(z) = 29/208*z^3 - 155/52*z + 1
*
-5 | 0.19080070492242266793636880227532898152 | 0.028909764963597297040176295951018094898
f(z) = 31/200*z^3 - 147/40*z + 1
*
-24/5 | 0.22498540533469333562566525153759650806 | 0.027288830731536074912516708187262695778
f(z) = 35/216*z^3 - 141/40*z + 1
*
[ 5 ] 
f(z) = 37/200*z^3 - 153/40*z + 1
*
[ -5 ] 
f(z) = 39/200*z^3 - 147/40*z + 1
*
[ 10/23 ] 
f(z) = 23/200*z^3 - 152/115*z + 1
*
[ 2/5 ] 
f(z) = 25/204*z^3 - 155/102*z + 1
*
[ 4 ] 
f(z) = 27/200*z^3 - 141/100*z + 1
*
[ 4 ] 
f(z) = 29/200*z^3 - 157/100*z + 1
*
[ 4 ] 
f(z) = 29/216*z^3 - 151/108*z + 1
*
[ -4 ] 
f(z) = 35/216*z^3 - 145/108*z + 1
*
6/5 | 0.26131779259380059083440676061421958270 | 0.028304141426892942041696314578603059395
f(z) = 35/216*z^3 - 142/105*z + 1
*
3 | 0.19354479258714138256111478216304866781 | 0.027031134333423685670859639193620571230
f(z) = 35/216*z^3 - 143/120*z + 1
*
[ -9/2 ] 
f(z) = 20/207*z^3 - 152/207*z + 1
*
[ 3/5 ] 
f(z) = 23/216*z^3 - 141/200*z + 1
*
[ 7/2 ] 
f(z) = 24/203*z^3 - 149/203*z + 1
*
[ 3/5 ] 
f(z) = 25/201*z^3 - 143/201*z + 1
*
[ 3/5 ] 
f(z) = 25/213*z^3 - 151/213*z + 1
*
[ 3/5 ] 
f(z) = 25/219*z^3 - 155/219*z + 1
*
[ 3/5 ] 
f(z) = 29/216*z^3 - 143/200*z + 1
*
[ 3 ] 
f(z) = 31/201*z^3 - 145/201*z + 1
*
[ 3 ] 
f(z) = 31/204*z^3 - 143/204*z + 1
*
[ 3 ] 
f(z) = 32/201*z^3 - 154/201*z + 1
*
[ 3 ] 
f(z) = 32/213*z^3 - 146/213*z + 1
*
[ 3 ] 
f(z) = 32/219*z^3 - 142/219*z + 1
*
[ 3 ] 
f(z) = 34/219*z^3 - 160/219*z + 1
*
[ 18/5 ] 
f(z) = 23/216*z^3 - 148/225*z + 1
*
10/9 | 0.18604455891796003789053463424938501970 | 0.021927141412017680788090788116114796202
f(z) = 27/200*z^3 - 121/15*z + 1
*
6 | 0.25314689148261375449790021411858663927 | 0.024868793050635267242388132446037550836
f(z) = 29/216*z^3 - 122/29*z + 1
*
-6 | 0.23992555568499026035138034596988724098 | 0.023423795690490086397931045735863525001
f(z) = 31/216*z^3 - 130/31*z + 1
*
-4 | 0.15961291784540955595691589899668349503 | 0.025750337324015820005532734209588867723
f(z) = 21/208*z^3 - 123/52*z + 1
*
5 | 0.18322859297010761532944606636895191157 | 0.028533069266419868835310039112405170094
f(z) = 23/200*z^3 - 123/40*z + 1
*
-5 | 0.18884841297211085295666324380827682848 | 0.028922698581604850317606519526431194497
f(z) = 29/200*z^3 - 137/40*z + 1
*
[ 5 ] 
f(z) = 31/200*z^3 - 123/40*z + 1
*
[ 5 ] 
f(z) = 33/200*z^3 - 133/40*z + 1
*
-3 | 0.24053195255133527528988082742461100747 | 0.029329188892864866715098510276817178023
f(z) = 35/216*z^3 - 135/56*z + 1
*
-18/5 | 0.23923161793583781063842710975756233302 | 0.029821046315705789333098919072955895270
f(z) = 35/216*z^3 - 127/45*z + 1
*
[ -5 ] 
f(z) = 37/200*z^3 - 137/40*z + 1
*
[ 30/7 ] 
f(z) = 21/200*z^3 - 122/105*z + 1
*
[ -4 ] 
f(z) = 31/200*z^3 - 123/100*z + 1
*
[ -4 ] 
f(z) = 33/200*z^3 - 139/100*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.014235729293297645276101440573097544653
f(z) = 35/204*z^3 - 121/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018018177738455910709261351023240303832
f(z) = 35/212*z^3 - 123/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014152063440487019341555417376202619864
f(z) = 37/204*z^3 - 125/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017914042631377182315543305909348823597
f(z) = 37/212*z^3 - 127/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017814278921958682291359476977146967205
f(z) = 39/212*z^3 - 131/106*z + 1
*
5/3 | 0.18881106969741067859946849935174972900 | 0.029256591408674465378393948338872387963
f(z) = 33/200*z^3 - 127/120*z + 1
*
-12/7 | 0.23435811393466257708442240836779437123 | 0.026242068766800587298324379349295626210
f(z) = 35/216*z^3 - 139/140*z + 1
*
-42/25 | 0.30692737364190833199090435840530315865 | 0.029120066304100944330550263342944157782
f(z) = 25/216*z^3 - 128/175*z + 1
*
-3 | 0.18417875808968561979975928631607310897 | 0.021640662515019828594915450027039643951
f(z) = 23/216*z^3 - 123/184*z + 1
*
[ 7/2 ] 
f(z) = 24/217*z^3 - 139/217*z + 1
*
[ -4 ] 
f(z) = 25/212*z^3 - 135/212*z + 1
*
[ 2/3 ] 
f(z) = 27/218*z^3 - 121/218*z + 1
*
[ 3 ] 
f(z) = 29/201*z^3 - 127/201*z + 1
*
[ 3 ] 
f(z) = 29/204*z^3 - 125/204*z + 1
*
[ 3 ] 
f(z) = 29/210*z^3 - 121/210*z + 1
*
[ 3 ] 
f(z) = 31/210*z^3 - 139/210*z + 1
*
[ 3 ] 
f(z) = 31/213*z^3 - 137/213*z + 1
*
[ 3 ] 
f(z) = 31/219*z^3 - 133/219*z + 1
*
[ -7/2 ] 
f(z) = 32/203*z^3 - 131/203*z + 1
*
[ 2/3 ] 
f(z) = 23/200*z^3 - 124/225*z + 1
*
[ 2/3 ] 
f(z) = 29/200*z^3 - 127/225*z + 1
*
[ 2/3 ] 
f(z) = 31/200*z^3 - 128/225*z + 1
*
[ -18/5 ] 
f(z) = 31/216*z^3 - 131/225*z + 1
*
[ 2/3 ] 
f(z) = 37/200*z^3 - 131/225*z + 1
*
[ 2/3 ] 
f(z) = 23/216*z^3 - 133/243*z + 1
*
[ 2/3 ] 
f(z) = 25/216*z^3 - 134/243*z + 1
*
[ 2/3 ] 
f(z) = 29/216*z^3 - 136/243*z + 1
*
[ 2/3 ] 
f(z) = 31/216*z^3 - 137/243*z + 1
*
[ 2/3 ] 
f(z) = 35/216*z^3 - 139/243*z + 1
*
[ 2/3 ] 
f(z) = 37/216*z^3 - 140/243*z + 1
*
[ 5/7 ] 
f(z) = 21/200*z^3 - 127/280*z + 1
*
[ 20/3 ] 
f(z) = 27/200*z^3 - 103/20*z + 1
*
5 | 0.18898130977758071008359225340321933411 | 0.029822709002191659679246182789647874870
f(z) = 21/200*z^3 - 113/40*z + 1
*
-5 | 0.17895051230434930086331297809476948664 | 0.028485022924689822428237649779424899281
f(z) = 23/200*z^3 - 107/40*z + 1
*
2 | 0.14820257733405988816559514804151678949 | 0.024694606246653703166395677017208580746
f(z) = 23/208*z^3 - 101/52*z + 1
*
[ -26/5 ] 
f(z) = 25/208*z^3 - 107/52*z + 1
*
2 | 0.14249765202975731483639707224283622620 | 0.023666683180219167841419285137966275050
f(z) = 25/208*z^3 - 103/52*z + 1
*
[ 5 ] 
f(z) = 27/200*z^3 - 103/40*z + 1
*
2 | 0.15961193172465192507500194728346033158 | 0.026424702161425348378083523762382214159
f(z) = 27/208*z^3 - 105/52*z + 1
*
[ 5 ] 
f(z) = 29/200*z^3 - 113/40*z + 1
*
2 | 0.14249924435461534574949902353987540035 | 0.023518129563452880646104106437726159981
f(z) = 29/208*z^3 - 107/52*z + 1
*
[ -5 ] 
f(z) = 31/200*z^3 - 107/40*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.023446344009519349029882540549034479701
f(z) = 31/208*z^3 - 109/52*z + 1
*
[ -5 ] 
f(z) = 33/200*z^3 - 117/40*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.023376409433195972229917670948966591670
f(z) = 33/208*z^3 - 111/52*z + 1
*
2 | 0.15961193172465192507500194728346033158 | 0.026107332214811323607338924636592368891
f(z) = 35/208*z^3 - 113/52*z + 1
*
[ 4 ] 
f(z) = 35/208*z^3 - 101/52*z + 1
*
3/5 | 0.21402369504350812035010860345631382971 | 0.026795886384228658686975250478436355122
f(z) = 35/216*z^3 - 109/40*z + 1
*
2 | 0.14249849080434836850924299630742962497 | 0.023241433186129276356754127387439481107
f(z) = 37/208*z^3 - 115/52*z + 1
*
[ 4 ] 
f(z) = 37/208*z^3 - 109/52*z + 1
*
[ 10/21 ] 
f(z) = 21/200*z^3 - 118/105*z + 1
*
[ 4 ] 
f(z) = 23/200*z^3 - 109/100*z + 1
*
[ 4 ] 
f(z) = 23/216*z^3 - 103/108*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = 25/204*z^3 - 101/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 25/212*z^3 - 103/106*z + 1
*
[ 4 ] 
f(z) = 25/216*z^3 - 119/108*z + 1
*
[ 12/25 ] 
f(z) = 25/216*z^3 - 111/100*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018486113587884130185516825707236439952
f(z) = 27/212*z^3 - 107/106*z + 1
*
[ -4 ] 
f(z) = 29/200*z^3 - 107/100*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014512050671893605177885969463805342880
f(z) = 29/204*z^3 - 109/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018360534067125758234680916571616897932
f(z) = 29/212*z^3 - 111/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014415563261605470295190664275013099078
f(z) = 31/204*z^3 - 113/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018241006886528432544972215777684747215
f(z) = 31/212*z^3 - 115/106*z + 1
*
[ -4 ] 
f(z) = 31/216*z^3 - 113/108*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018127035016892327040268325389231027217
f(z) = 33/212*z^3 - 119/106*z + 1
*
5/3 | 0.17891550714407304551781213466497700047 | 0.027968965861330494044089812719118012297
f(z) = 21/200*z^3 - 107/120*z + 1
*
[ 6/11 ] 
f(z) = 25/216*z^3 - 105/121*z + 1
*
[ 5/9 ] 
f(z) = 27/200*z^3 - 101/120*z + 1
*
[ 6/11 ] 
f(z) = 31/216*z^3 - 106/121*z + 1
*
[ 6/11 ] 
f(z) = 37/216*z^3 - 107/121*z + 1
*
[ -24/7 ] 
f(z) = 35/216*z^3 - 103/168*z + 1
*
[ -4 ] 
f(z) = 23/204*z^3 - 113/204*z + 1
*
[ -4 ] 
f(z) = 23/212*z^3 - 103/212*z + 1
*
[ 16/5 ] 
f(z) = 25/208*z^3 - 113/208*z + 1
*
[ 2/3 ] 
f(z) = 27/202*z^3 - 113/202*z + 1
*
[ 2/3 ] 
f(z) = 27/206*z^3 - 115/206*z + 1
*
[ 2/3 ] 
f(z) = 27/214*z^3 - 119/214*z + 1
*
[ 3 ] 
f(z) = 28/201*z^3 - 118/201*z + 1
*
[ 3 ] 
f(z) = 28/213*z^3 - 110/213*z + 1
*
[ 3 ] 
f(z) = 28/219*z^3 - 106/219*z + 1
*
[ 3 ] 
f(z) = 29/213*z^3 - 119/213*z + 1
*
[ 3 ] 
f(z) = 29/219*z^3 - 115/219*z + 1
*
[ 11/4 ] 
f(z) = 32/209*z^3 - 109/209*z + 1
*
[ -7/2 ] 
f(z) = 32/217*z^3 - 113/217*z + 1
*
[ 5/2 ] 
f(z) = 36/205*z^3 - 102/205*z + 1
*
[ 18/25 ] 
f(z) = 25/216*z^3 - 101/225*z + 1
*
[ -18/5 ] 
f(z) = 29/216*z^3 - 104/225*z + 1
*
[ 3/4 ] 
f(z) = 20/207*z^3 - 107/276*z + 1
*
[ 3/4 ] 
f(z) = 28/207*z^3 - 113/276*z + 1
*
6/5 | 0.24077977411210337718086799447976520612 | 0.027400178886818514990198600893554964339
f(z) = 35/216*z^3 - 91/15*z + 1
*
[ -12 ] 
f(z) = 35/216*z^3 - 89/4*z + 1
*
[ 10 ] 
f(z) = 37/200*z^3 - 88/5*z + 1
*
[ -10 ] 
f(z) = 37/200*z^3 - 87/5*z + 1
*
[ 12 ] 
f(z) = 37/216*z^3 - 95/4*z + 1
*
[ 10 ] 
f(z) = 39/200*z^3 - 93/5*z + 1
*
[ -10 ] 
f(z) = 39/200*z^3 - 92/5*z + 1
*
2/5 | 0.18104703283742785695837324602022737420 | 0.027293583846221990994334804343508077669
f(z) = 25/216*z^3 - 95/27*z + 1
*
-6 | 0.16024655154311816113296017718790342412 | 0.016402356209047072617277736372136652440
f(z) = 25/216*z^3 - 81/25*z + 1
*
[ -20/3 ] 
f(z) = 27/200*z^3 - 97/20*z + 1
*
-30/7 | 0.21695166005958832113520536214577794144 | 0.022178666128573339810814187541432490705
f(z) = 35/216*z^3 - 82/35*z + 1
*
-5 | 0.17885677891427720219852967202339420055 | 0.028921809948072497225007017168589248243
f(z) = 21/200*z^3 - 97/40*z + 1
*
2 | 0.14249764787301798621808247933009936620 | 0.023823404104818213088865924668051365473
f(z) = 21/208*z^3 - 99/52*z + 1
*
[ 5 ] 
f(z) = 23/200*z^3 - 83/40*z + 1
*
-21/5 | 0.21633657166045800206224859191729807441 | 0.027634710398761917802029891146317295570
f(z) = 25/216*z^3 - 93/56*z + 1
*
[ -5 ] 
f(z) = 27/200*z^3 - 87/40*z + 1
*
[ -5 ] 
f(z) = 29/200*z^3 - 97/40*z + 1
*
[ 4 ] 
f(z) = 31/208*z^3 - 85/52*z + 1
*
[ 4 ] 
f(z) = 33/208*z^3 - 93/52*z + 1
*
[ -4 ] 
f(z) = 37/208*z^3 - 83/52*z + 1
*
[ 12/23 ] 
f(z) = 23/216*z^3 - 87/92*z + 1
*
[ 4 ] 
f(z) = 21/200*z^3 - 93/100*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 21/212*z^3 - 95/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.014693174521109753419131737220160147665
f(z) = 23/204*z^3 - 97/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.018518518518518518518518518518518518518
f(z) = 23/212*z^3 - 99/106*z + 1
*
[ -4 ] 
f(z) = 27/200*z^3 - 91/100*z + 1
*
[ -4 ] 
f(z) = 29/216*z^3 - 97/108*z + 1
*
[ 2/3 ] 
f(z) = 21/208*z^3 - 85/156*z + 1
*
[ 2/3 ] 
f(z) = 33/208*z^3 - 89/156*z + 1
*
[ 30/11 ] 
f(z) = 33/200*z^3 - 98/165*z + 1
*
[ 5/2 ] 
f(z) = 37/200*z^3 - 89/160*z + 1
*
[ 5/2 ] 
f(z) = 39/200*z^3 - 99/160*z + 1
*
[ 30/13 ] 
f(z) = 39/200*z^3 - 92/195*z + 1
*
[ 7/2 ] 
f(z) = 20/203*z^3 - 100/203*z + 1
*
[ 7/2 ] 
f(z) = 20/217*z^3 - 90/217*z + 1
*
[ 3 ] 
f(z) = 25/201*z^3 - 91/201*z + 1
*
[ 3 ] 
f(z) = 25/204*z^3 - 89/204*z + 1
*
[ -19/5 ] 
f(z) = 25/209*z^3 - 97/209*z + 1
*
[ 3 ] 
f(z) = 25/213*z^3 - 83/213*z + 1
*
[ 3 ] 
f(z) = 26/201*z^3 - 100/201*z + 1
*
[ 3 ] 
f(z) = 26/213*z^3 - 92/213*z + 1
*
[ 3 ] 
f(z) = 26/219*z^3 - 88/219*z + 1
*
[ -11/3 ] 
f(z) = 27/209*z^3 - 97/209*z + 1
*
[ 3/4 ] 
f(z) = 32/201*z^3 - 85/201*z + 1
*
[ 3/4 ] 
f(z) = 32/213*z^3 - 89/213*z + 1
*
[ 3/4 ] 
f(z) = 32/219*z^3 - 91/219*z + 1
*
[ -19/6 ] 
f(z) = 36/209*z^3 - 86/209*z + 1
*
[ 5/2 ] 
f(z) = 36/215*z^3 - 96/215*z + 1
*
[ 4/5 ] 
f(z) = 35/208*z^3 - 93/260*z + 1
*
[ 12 ] 
f(z) = 25/216*z^3 - 63/4*z + 1
*
-10/9 | 0.21735266958769410537748320474109368225 | 0.027696132311575445307351036964795541884
f(z) = 27/200*z^3 - 64/15*z + 1
*
[ 10 ] 
f(z) = 27/200*z^3 - 63/5*z + 1
*
[ -10 ] 
f(z) = 27/200*z^3 - 62/5*z + 1
*
[ 10 ] 
f(z) = 29/200*z^3 - 68/5*z + 1
*
[ -10 ] 
f(z) = 29/200*z^3 - 67/5*z + 1
*
[ -12 ] 
f(z) = 29/216*z^3 - 73/4*z + 1
*
[ 10 ] 
f(z) = 31/200*z^3 - 73/5*z + 1
*
[ -10 ] 
f(z) = 31/200*z^3 - 72/5*z + 1
*
[ 12 ] 
f(z) = 31/216*z^3 - 79/4*z + 1
*
[ 10 ] 
f(z) = 33/200*z^3 - 78/5*z + 1
*
[ -10 ] 
f(z) = 33/200*z^3 - 77/5*z + 1
*
10/7 | 0.22133854176052521993376877369758864116 | 0.028040352289105852548416360200920219223
f(z) = 21/200*z^3 - 67/35*z + 1
*
6 | 0.22984497502556260999894795480706267863 | 0.023713041526623033228293878410179601861
f(z) = 23/216*z^3 - 75/23*z + 1
*
[ 3/10 ] 
f(z) = 25/216*z^3 - 75/32*z + 1
*
3/5 | 0.19028156564341911058116409933852614575 | 0.029863960675207614758306687860248108006
f(z) = 25/216*z^3 - 65/24*z + 1
*
2/3 | 0.15772579984104143382693951291257926412 | 0.025283358805657303274652834810612264822
f(z) = 27/200*z^3 - 64/25*z + 1
*
[ -30/7 ] 
f(z) = 35/216*z^3 - 61/35*z + 1
*
[ 5 ] 
f(z) = 21/200*z^3 - 73/40*z + 1
*
[ -5 ] 
f(z) = 23/200*z^3 - 67/40*z + 1
*
[ 2/5 ] 
f(z) = 25/208*z^3 - 79/52*z + 1
*
[ 4 ] 
f(z) = 25/208*z^3 - 61/52*z + 1
*
3 | 0.18595861216424217938375972518937040156 | 0.024997892498249302309081445029446920284
f(z) = 25/216*z^3 - 63/40*z + 1
*
[ 4 ] 
f(z) = 27/208*z^3 - 69/52*z + 1
*
[ 4 ] 
f(z) = 29/208*z^3 - 77/52*z + 1
*
[ -4 ] 
f(z) = 33/208*z^3 - 67/52*z + 1
*
[ -4 ] 
f(z) = 35/208*z^3 - 75/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017980766409413391173988079566449864360
f(z) = 35/208*z^3 - 61/52*z + 1
*
3/5 | 0.20559934649107153244679067035049237273 | 0.027304235420119184722043119997829534662
f(z) = 35/216*z^3 - 69/40*z + 1
*
[ 24/7 ] 
f(z) = 35/216*z^3 - 67/56*z + 1
*
[ 18/5 ] 
f(z) = 35/216*z^3 - 62/45*z + 1
*
[ 10/3 ] 
f(z) = 37/200*z^3 - 61/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017875859552207780748806815458703797330
f(z) = 37/208*z^3 - 63/52*z + 1
*
[ 3 ] 
f(z) = 37/207*z^3 - 65/69*z + 1
*
[ 3 ] 
f(z) = 38/207*z^3 - 68/69*z + 1
*
-10/3 | 0.21867028847837915038968748428380307181 | 0.026210534255544725943837871867516209388
f(z) = 21/200*z^3 - 76/105*z + 1
*
[ -30/7 ] 
f(z) = 21/200*z^3 - 73/105*z + 1
*
[ -4 ] 
f(z) = 25/216*z^3 - 65/108*z + 1
*
[ 26/9 ] 
f(z) = 27/208*z^3 - 67/156*z + 1
*
[ 5/2 ] 
f(z) = 33/200*z^3 - 69/160*z + 1
*
[ 30/37 ] 
f(z) = 37/216*z^3 - 64/185*z + 1
*
[ -4 ] 
f(z) = 21/212*z^3 - 71/212*z + 1
*
[ 3 ] 
f(z) = 22/201*z^3 - 64/201*z + 1
*
[ 3 ] 
f(z) = 23/201*z^3 - 73/201*z + 1
*
[ 3 ] 
f(z) = 23/204*z^3 - 71/204*z + 1
*
[ 3 ] 
f(z) = 23/210*z^3 - 67/210*z + 1
*
[ 3 ] 
f(z) = 23/213*z^3 - 65/213*z + 1
*
[ 18/23 ] 
f(z) = 23/216*z^3 - 71/207*z + 1
*
[ 3 ] 
f(z) = 23/219*z^3 - 61/219*z + 1
*
[ 4/5 ] 
f(z) = 25/204*z^3 - 67/204*z + 1
*
[ 4/5 ] 
f(z) = 25/212*z^3 - 69/212*z + 1
*
[ 3 ] 
f(z) = 25/219*z^3 - 79/219*z + 1
*
[ 8/3 ] 
f(z) = 27/200*z^3 - 67/200*z + 1
*
[ 5/2 ] 
f(z) = 32/205*z^3 - 77/205*z + 1
*
[ 5/2 ] 
f(z) = 32/215*z^3 - 71/215*z + 1
*
[ 7/3 ] 
f(z) = 36/203*z^3 - 80/203*z + 1
*
[ 5/6 ] 
f(z) = 36/205*z^3 - 66/205*z + 1
*
[ 5/6 ] 
f(z) = 36/215*z^3 - 68/215*z + 1
*
[ 7/3 ] 
f(z) = 36/217*z^3 - 72/217*z + 1
*
[ -3 ] 
f(z) = 37/201*z^3 - 65/201*z + 1
*
[ -3 ] 
f(z) = 37/204*z^3 - 61/204*z + 1
*
[ -3 ] 
f(z) = 38/201*z^3 - 74/201*z + 1
*
[ 10 ] 
f(z) = 21/200*z^3 - 48/5*z + 1
*
[ -10 ] 
f(z) = 21/200*z^3 - 47/5*z + 1
*
[ 10 ] 
f(z) = 23/200*z^3 - 53/5*z + 1
*
[ -10 ] 
f(z) = 23/200*z^3 - 52/5*z + 1
*
[ -12 ] 
f(z) = 23/216*z^3 - 57/4*z + 1
*
42/5 | 0.27521791850127796174061162882146274924 | 0.029221521010955726178052386107450578219
f(z) = 25/216*z^3 - 57/7*z + 1
*
[ 42/5 ] 
f(z) = 25/216*z^3 - 51/7*z + 1
*
10/3 | 0.21530863293009983111314591148380708413 | 0.028181303895672793029724323167782371901
f(z) = 27/200*z^3 - 52/15*z + 1
*
-10/9 | 0.18776066186177386559676984865846655027 | 0.024768249369944421902066689668856373181
f(z) = 27/200*z^3 - 49/15*z + 1
*
-10/3 | 0.22180483841268709052820030134859478144 | 0.029772143550195433158526517609753543868
f(z) = 39/200*z^3 - 43/15*z + 1
*
2 | 0.18092088078438155125960024116355943772 | 0.029905595366010173463977081154704213852
f(z) = 25/216*z^3 - 53/27*z + 1
*
[ 2/5 ] 
f(z) = 25/216*z^3 - 41/27*z + 1
*
2 | 0.18092088078438155125960024116355943772 | 0.029723603862724014330584876789784401120
f(z) = 29/216*z^3 - 55/27*z + 1
*
2 | 0.18092088078438155125960024116355943772 | 0.029635873631843114232287804991670555888
f(z) = 31/216*z^3 - 56/27*z + 1
*
30/7 | 0.22523524959830348158007926541170539732 | 0.026960708809868928190563187750177541027
f(z) = 35/216*z^3 - 59/21*z + 1
*
2 | 0.18092176273646115908504707120804385648 | 0.029466639184748335123418719076989888968
f(z) = 35/216*z^3 - 58/27*z + 1
*
2 | 0.18092129574144704258367333816570128936 | 0.029384751217279109074578884128110873832
f(z) = 37/216*z^3 - 59/27*z + 1
*
[ -5 ] 
f(z) = 21/200*z^3 - 57/40*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 21/208*z^3 - 47/52*z + 1
*
[ 4 ] 
f(z) = 21/208*z^3 - 45/52*z + 1
*
[ 4 ] 
f(z) = 23/208*z^3 - 53/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 23/208*z^3 - 49/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018518518518518518518518518518518518519
f(z) = 25/208*z^3 - 51/52*z + 1
*
[ -21/5 ] 
f(z) = 25/216*z^3 - 45/56*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018452666064507450469749855764264674694
f(z) = 27/208*z^3 - 53/52*z + 1
*
[ -4 ] 
f(z) = 27/208*z^3 - 43/52*z + 1
*
[ 10/3 ] 
f(z) = 29/200*z^3 - 41/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018325940551659529171750352642750589767
f(z) = 29/208*z^3 - 55/52*z + 1
*
[ -4 ] 
f(z) = 29/208*z^3 - 51/52*z + 1
*
[ 10/3 ] 
f(z) = 31/200*z^3 - 46/45*z + 1
*
[ -4 ] 
f(z) = 31/208*z^3 - 59/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018205379529555098841891338139256650326
f(z) = 31/208*z^3 - 57/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.018090472272834418059416783951749969589
f(z) = 33/208*z^3 - 59/52*z + 1
*
[ 2/3 ] 
f(z) = 21/200*z^3 - 41/75*z + 1
*
[ 3/5 ] 
f(z) = 25/207*z^3 - 49/69*z + 1
*
[ 3 ] 
f(z) = 29/207*z^3 - 41/69*z + 1
*
[ 3 ] 
f(z) = 31/207*z^3 - 47/69*z + 1
*
[ 3 ] 
f(z) = 32/207*z^3 - 50/69*z + 1
*
[ 2/3 ] 
f(z) = 33/200*z^3 - 43/75*z + 1
*
[ 3 ] 
f(z) = 34/207*z^3 - 56/69*z + 1
*
[ 3 ] 
f(z) = 35/207*z^3 - 59/69*z + 1
*
[ 2/3 ] 
f(z) = 39/200*z^3 - 44/75*z + 1
*
[ -4 ] 
f(z) = 21/200*z^3 - 43/100*z + 1
*
[ -4 ] 
f(z) = 23/200*z^3 - 59/100*z + 1
*
[ -4 ] 
f(z) = 23/216*z^3 - 49/108*z + 1
*
[ 2/3 ] 
f(z) = 27/212*z^3 - 59/106*z + 1
*
[ 3/4 ] 
f(z) = 25/216*z^3 - 51/128*z + 1
*
[ 3/4 ] 
f(z) = 31/216*z^3 - 53/128*z + 1
*
[ 3/4 ] 
f(z) = 37/216*z^3 - 55/128*z + 1
*
-6/5 | 0.18318653055038573316575838515816680044 | 0.028462127213599468837791530310186418266
f(z) = 25/208*z^3 - 53/156*z + 1
*
-10/3 | 0.14249849080434836850924299630742962497 | 0.022140329645599901904487898698218158232
f(z) = 27/208*z^3 - 43/156*z + 1
*
[ 6/7 ] 
f(z) = 37/216*z^3 - 43/147*z + 1
*
[ 5/6 ] 
f(z) = 27/200*z^3 - 47/160*z + 1
*
[ 5/2 ] 
f(z) = 29/200*z^3 - 49/160*z + 1
*
[ 5/2 ] 
f(z) = 31/200*z^3 - 59/160*z + 1
*
[ 14/5 ] 
f(z) = 25/216*z^3 - 50/189*z + 1
*
[ 3 ] 
f(z) = 20/201*z^3 - 46/201*z + 1
*
[ 3 ] 
f(z) = 22/213*z^3 - 56/213*z + 1
*
[ 3 ] 
f(z) = 22/219*z^3 - 52/219*z + 1
*
[ 13/5 ] 
f(z) = 25/208*z^3 - 41/208*z + 1
*
[ 5/2 ] 
f(z) = 28/205*z^3 - 52/205*z + 1
*
[ 5/2 ] 
f(z) = 28/215*z^3 - 46/215*z + 1
*
[ 9/4 ] 
f(z) = 32/207*z^3 - 47/207*z + 1
*
[ -3 ] 
f(z) = 35/201*z^3 - 47/201*z + 1
*
[ -3 ] 
f(z) = 35/204*z^3 - 43/204*z + 1
*
[ 2 ] 
f(z) = 37/202*z^3 - 47/202*z + 1
*
[ 2 ] 
f(z) = 37/206*z^3 - 45/206*z + 1
*
[ -3 ] 
f(z) = 37/210*z^3 - 53/210*z + 1
*
[ 2 ] 
f(z) = 37/210*z^3 - 43/210*z + 1
*
[ -3 ] 
f(z) = 37/213*z^3 - 49/213*z + 1
*
[ 2 ] 
f(z) = 37/214*z^3 - 41/214*z + 1
*
[ -3 ] 
f(z) = 37/219*z^3 - 41/219*z + 1
*
[ -3 ] 
f(z) = 38/213*z^3 - 58/213*z + 1
*
[ -3 ] 
f(z) = 38/219*z^3 - 50/219*z + 1
*
[ 2 ] 
f(z) = 39/202*z^3 - 55/202*z + 1
*
[ 2 ] 
f(z) = 39/206*z^3 - 53/206*z + 1
*
[ 2 ] 
f(z) = 39/214*z^3 - 49/214*z + 1
*
[ 2 ] 
f(z) = 39/218*z^3 - 47/218*z + 1
*
[ 66/23 ] 
f(z) = 23/216*z^3 - 57/253*z + 1
*
[ 66/25 ] 
f(z) = 25/216*z^3 - 51/275*z + 1
*
[ 9/10 ] 
f(z) = 25/216*z^3 - 59/288*z + 1
*
[ 15/7 ] 
f(z) = 35/216*z^3 - 59/280*z + 1
*
10/3 | 0.21733485048693477550119744703315920119 | 0.029772723757598378383582325671261391917
f(z) = 21/200*z^3 - 37/15*z + 1
*
12/5 | 0.17738522236992686905334266913502677082 | 0.027284620645919097535104246960003496990
f(z) = 25/216*z^3 - 37/12*z + 1
*
-3/5 | 0.098661237525209024350705563548977646546 | 0.014967554757165495132376479368666471610
f(z) = 25/216*z^3 - 27/8*z + 1
*
10/3 | 0.19082580281563066235286529224363551880 | 0.026141246561803726008562675212023636874
f(z) = 27/200*z^3 - 37/15*z + 1
*
-10/9 | 0.19166352723057917781517727351412905644 | 0.026563707900996591907383544563287516006
f(z) = 27/200*z^3 - 34/15*z + 1
*
-10/3 | 0.17513334166495756544364088443659193318 | 0.024943917855950209140339461801768766516
f(z) = 27/200*z^3 - 28/15*z + 1
*
-10/3 | 0.21773472425269498105884814477929511144 | 0.029718930754465756008366846093623766021
f(z) = 33/200*z^3 - 38/15*z + 1
*
[ 10/3 ] 
f(z) = 39/200*z^3 - 22/15*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 21/200*z^3 - 23/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018518518518518518518518518518518518519
f(z) = 23/200*z^3 - 24/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 23/216*z^3 - 25/27*z + 1
*
[ -24/5 ] 
f(z) = 25/216*z^3 - 35/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015995279042117455090001012915505435706
f(z) = 25/216*z^3 - 26/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018382442767490024515802540716916490389
f(z) = 27/200*z^3 - 26/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018253377932786908066402495873928394901
f(z) = 29/200*z^3 - 27/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015887786680081291083928907057668646128
f(z) = 29/216*z^3 - 28/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018130710569249978195635206707025708948
f(z) = 31/200*z^3 - 28/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015785427530843770971551392050700972815
f(z) = 31/216*z^3 - 29/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.018013901088715673452629907055382067400
f(z) = 33/200*z^3 - 29/25*z + 1
*
-78/35 | 0.22375433497736875525273214667174358780 | 0.025054718809449266887741654959942291815
f(z) = 35/216*z^3 - 34/35*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015594484307026210383114994616734709362
f(z) = 35/216*z^3 - 31/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017796001868647721440869024948301975266
f(z) = 37/200*z^3 - 31/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015505198692166738634395194913298391637
f(z) = 37/216*z^3 - 32/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017694111550404455314214441803191621185
f(z) = 39/200*z^3 - 32/25*z + 1
*
[ 10/3 ] 
f(z) = 23/200*z^3 - 26/45*z + 1
*
[ -4 ] 
f(z) = 23/208*z^3 - 27/52*z + 1
*
[ -4 ] 
f(z) = 25/208*z^3 - 35/52*z + 1
*
[ 2/3 ] 
f(z) = 27/208*z^3 - 29/52*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = 27/208*z^3 - 25/52*z + 1
*
[ -18/5 ] 
f(z) = 35/216*z^3 - 37/45*z + 1
*
[ 3/5 ] 
f(z) = 35/216*z^3 - 29/40*z + 1
*
[ -10/3 ] 
f(z) = 37/200*z^3 - 34/45*z + 1
*
[ 3 ] 
f(z) = 25/207*z^3 - 29/69*z + 1
*
[ 3 ] 
f(z) = 26/207*z^3 - 32/69*z + 1
*
[ 3 ] 
f(z) = 28/207*z^3 - 38/69*z + 1
*
[ 3/4 ] 
f(z) = 32/207*z^3 - 29/69*z + 1
*
[ 18/7 ] 
f(z) = 35/216*z^3 - 29/63*z + 1
*
[ -3 ] 
f(z) = 38/207*z^3 - 22/69*z + 1
*
[ 10/13 ] 
f(z) = 39/200*z^3 - 27/65*z + 1
*
[ 4/5 ] 
f(z) = 25/216*z^3 - 35/108*z + 1
*
[ 8/3 ] 
f(z) = 27/208*z^3 - 31/104*z + 1
*
-6/7 | 0.095816667908532326114290219588559434662 | 0.010728997370931246468407458805626847570
f(z) = 35/216*z^3 - 37/105*z + 1
*
[ 2 ] 
f(z) = 37/204*z^3 - 23/102*z + 1
*
[ 2 ] 
f(z) = 37/212*z^3 - 21/106*z + 1
*
[ 2 ] 
f(z) = 39/212*z^3 - 25/106*z + 1
*
[ 20/7 ] 
f(z) = 21/200*z^3 - 29/140*z + 1
*
[ 6/7 ] 
f(z) = 25/216*z^3 - 37/147*z + 1
*
[ 6/7 ] 
f(z) = 31/216*z^3 - 40/147*z + 1
*
[ 30/31 ] 
f(z) = 31/216*z^3 - 26/155*z + 1
*
[ 5/2 ] 
f(z) = 27/200*z^3 - 39/160*z + 1
*
[ 3 ] 
f(z) = 20/213*z^3 - 38/213*z + 1
*
[ 3 ] 
f(z) = 20/219*z^3 - 34/219*z + 1
*
[ -7/2 ] 
f(z) = 24/203*z^3 - 33/203*z + 1
*
[ 5/2 ] 
f(z) = 24/205*z^3 - 27/205*z + 1
*
[ 5/2 ] 
f(z) = 24/215*z^3 - 21/215*z + 1
*
[ 7/3 ] 
f(z) = 27/203*z^3 - 31/203*z + 1
*
[ 7/3 ] 
f(z) = 27/217*z^3 - 23/217*z + 1
*
[ 2 ] 
f(z) = 31/202*z^3 - 23/202*z + 1
*
[ 2 ] 
f(z) = 31/206*z^3 - 21/206*z + 1
*
[ 2 ] 
f(z) = 33/202*z^3 - 31/202*z + 1
*
[ 2 ] 
f(z) = 33/206*z^3 - 29/206*z + 1
*
[ 2 ] 
f(z) = 33/214*z^3 - 25/214*z + 1
*
[ 2 ] 
f(z) = 33/218*z^3 - 23/218*z + 1
*
[ -3 ] 
f(z) = 34/201*z^3 - 38/201*z + 1
*
[ -3 ] 
f(z) = 34/213*z^3 - 22/213*z + 1
*
[ 2 ] 
f(z) = 35/202*z^3 - 39/202*z + 1
*
[ 2 ] 
f(z) = 35/206*z^3 - 37/206*z + 1
*
[ -3 ] 
f(z) = 35/213*z^3 - 31/213*z + 1
*
[ 2 ] 
f(z) = 35/214*z^3 - 33/214*z + 1
*
[ 2 ] 
f(z) = 35/218*z^3 - 31/218*z + 1
*
[ -3 ] 
f(z) = 35/219*z^3 - 23/219*z + 1
*
[ 11/6 ] 
f(z) = 36/209*z^3 - 26/209*z + 1
*
[ 2 ] 
f(z) = 37/218*z^3 - 39/218*z + 1
*
[ -18/5 ] 
f(z) = 23/216*z^3 - 23/225*z + 1
*
[ 20/11 ] 
f(z) = 33/200*z^3 - 21/220*z + 1
*
[ 10/7 ] 
f(z) = 39/200*z^3 - 24/245*z + 1
*
[ 12/5 ] 
f(z) = 25/207*z^3 - 31/276*z + 1
*
[ -10/3 ] 
f(z) = 27/208*z^3 - 37/260*z + 1
*
[ 20/13 ] 
f(z) = 39/200*z^3 - 29/260*z + 1
*
[ 10/3 ] 
f(z) = 21/200*z^3 - 7/15*z + 1
*
[ -6 ] 
f(z) = 23/216*z^3 - 8/3*z + 1
*
[ 6 ] 
f(z) = 23/216*z^3 - 3*z + 1
*
3 | 0.18642991523338153098420110934319683279 | 0.029875268314886446390756366393519562428
f(z) = 25/216*z^3 - 19/8*z + 1
*
[ 24/5 ] 
f(z) = 25/216*z^3 - 15/8*z + 1
*
-6/5 | 0.10451842127462404117721835599603861763 | 0.015276862845328364516479899161955083869
f(z) = 25/216*z^3 - 13/3*z + 1
*
[ 6 ] 
f(z) = 25/216*z^3 - 10/3*z + 1
*
-12/5 | 0.11552556370974510795838655077909732880 | 0.018674695719670794696625672211551386026
f(z) = 25/216*z^3 - 9/4*z + 1
*
6/5 | 0.21278199805052547977781735675782360258 | 0.028543258431683803973812315173219109543
f(z) = 25/216*z^3 - 8*z + 1
*
[ 18/5 ] 
f(z) = 25/216*z^3 - 7/9*z + 1
*
6/5 | 0.17853041174900054985322938291451118053 | 0.024909929989921712733650967196588147100
f(z) = 25/216*z^3 - 6*z + 1
*
[ 3 ] 
f(z) = 25/216*z^3 - 3/8*z + 1
*
[ -18/5 ] 
f(z) = 25/216*z^3 - 2/9*z + 1
*
[ 12/5 ] 
f(z) = 25/216*z^3 - 1/12*z + 1
*
[ 10/3 ] 
f(z) = 27/200*z^3 - 4/5*z + 1
*
[ -10/3 ] 
f(z) = 27/200*z^3 - 1/5*z + 1
*
[ 10/9 ] 
f(z) = 27/200*z^3 - 1/15*z + 1
*
[ -6 ] 
f(z) = 29/216*z^3 - 11/3*z + 1
*
[ 6 ] 
f(z) = 29/216*z^3 - 4*z + 1
*
[ 6 ] 
f(z) = 31/216*z^3 - 13/3*z + 1
*
[ 3 ] 
f(z) = 31/216*z^3 - 5/8*z + 1
*
[ -6 ] 
f(z) = 31/216*z^3 - 4*z + 1
*
[ 10/3 ] 
f(z) = 33/200*z^3 - 17/15*z + 1
*
[ -10/3 ] 
f(z) = 33/200*z^3 - 8/15*z + 1
*
-3 | 0.18421220309946846056905356578400884887 | 0.030055587209433015951718840341885262048
f(z) = 35/216*z^3 - 17/8*z + 1
*
[ -6 ] 
f(z) = 35/216*z^3 - 14/3*z + 1
*
[ 6 ] 
f(z) = 35/216*z^3 - 5*z + 1
*
[ 6/7 ] 
f(z) = 35/216*z^3 - 2/7*z + 1
*
[ -3 ] 
f(z) = 35/216*z^3 - 1/8*z + 1
*
[ 6/5 ] 
f(z) = 35/216*z^3 - 1/15*z + 1
*
[ 6 ] 
f(z) = 37/216*z^3 - 16/3*z + 1
*
[ 3 ] 
f(z) = 37/216*z^3 - 7/8*z + 1
*
[ -6 ] 
f(z) = 37/216*z^3 - 5*z + 1
*
[ -10/3 ] 
f(z) = 39/200*z^3 - 13/15*z + 1
*
[ 3 ] 
f(z) = 23/216*z^3 - 7/24*z + 1
*
[ 3/5 ] 
f(z) = 25/216*z^3 - 17/24*z + 1
*
[ 2/3 ] 
f(z) = 27/200*z^3 - 14/25*z + 1
*
[ 2 ] 
f(z) = 27/200*z^3 - 1/25*z + 1
*
[ 2 ] 
f(z) = 29/200*z^3 - 2/25*z + 1
*
[ 3 ] 
f(z) = 29/216*z^3 - 13/24*z + 1
*
[ 2 ] 
f(z) = 29/216*z^3 - 1/27*z + 1
*
[ 2 ] 
f(z) = 31/200*z^3 - 3/25*z + 1
*
[ 2 ] 
f(z) = 31/216*z^3 - 2/27*z + 1
*
[ 6/5 ] 
f(z) = 31/216*z^3 - 1/25*z + 1
*
[ 2 ] 
f(z) = 33/200*z^3 - 4/25*z + 1
*
[ 3 ] 
f(z) = 35/216*z^3 - 19/24*z + 1
*
[ 12/5 ] 
f(z) = 35/216*z^3 - 7/20*z + 1
*
[ 2 ] 
f(z) = 35/216*z^3 - 4/27*z + 1
*
[ 3/2 ] 
f(z) = 35/216*z^3 - 1/32*z + 1
*
[ 2 ] 
f(z) = 37/200*z^3 - 6/25*z + 1
*
[ -3 ] 
f(z) = 37/216*z^3 - 5/24*z + 1
*
[ 2 ] 
f(z) = 37/216*z^3 - 5/27*z + 1
*
[ 6/5 ] 
f(z) = 37/216*z^3 - 2/25*z + 1
*
[ 2 ] 
f(z) = 39/200*z^3 - 7/25*z + 1
*
[ -4 ] 
f(z) = 21/208*z^3 - 19/52*z + 1
*
[ 6/7 ] 
f(z) = 23/216*z^3 - 12/49*z + 1
*
[ 4/5 ] 
f(z) = 25/208*z^3 - 17/52*z + 1
*
[ 2 ] 
f(z) = 27/208*z^3 - 1/52*z + 1
*
[ -10/3 ] 
f(z) = 29/200*z^3 - 14/45*z + 1
*
[ 2 ] 
f(z) = 29/208*z^3 - 3/52*z + 1
*
[ 6/7 ] 
f(z) = 29/216*z^3 - 13/49*z + 1
*
[ -10/3 ] 
f(z) = 31/200*z^3 - 19/45*z + 1
*
[ 2 ] 
f(z) = 31/208*z^3 - 5/52*z + 1
*
[ 10/11 ] 
f(z) = 33/200*z^3 - 13/55*z + 1
*
[ 2 ] 
f(z) = 33/208*z^3 - 7/52*z + 1
*
[ 2 ] 
f(z) = 35/208*z^3 - 9/52*z + 1
*
[ 2 ] 
f(z) = 37/208*z^3 - 11/52*z + 1
*
[ 3 ] 
f(z) = 20/207*z^3 - 14/69*z + 1
*
[ 3 ] 
f(z) = 22/207*z^3 - 20/69*z + 1
*
[ 20/9 ] 
f(z) = 27/200*z^3 - 7/60*z + 1
*
[ 6/5 ] 
f(z) = 29/216*z^3 - 2/75*z + 1
*
[ -3 ] 
f(z) = 31/207*z^3 - 1/69*z + 1
*
[ -3 ] 
f(z) = 32/207*z^3 - 4/69*z + 1
*
[ 3/2 ] 
f(z) = 32/207*z^3 - 1/69*z + 1
*
[ -3 ] 
f(z) = 34/207*z^3 - 10/69*z + 1
*
[ -3 ] 
f(z) = 35/207*z^3 - 13/69*z + 1
*
[ -3 ] 
f(z) = 37/207*z^3 - 19/69*z + 1
*
[ 12/7 ] 
f(z) = 35/216*z^3 - 5/84*z + 1
*
[ 3/2 ] 
f(z) = 37/216*z^3 - 5/96*z + 1
*
[ 12/5 ] 
f(z) = 23/216*z^3 - 3/100*z + 1
*
[ 6/5 ] 
f(z) = 25/204*z^3 - 1/102*z + 1
*
[ 2 ] 
f(z) = 27/212*z^3 - 1/106*z + 1
*
[ 2 ] 
f(z) = 29/204*z^3 - 7/102*z + 1
*
[ 2 ] 
f(z) = 29/212*z^3 - 5/106*z + 1
*
[ 12/5 ] 
f(z) = 29/216*z^3 - 19/100*z + 1
*
[ 2 ] 
f(z) = 31/204*z^3 - 11/102*z + 1
*
[ 2 ] 
f(z) = 31/212*z^3 - 9/106*z + 1
*
[ 2 ] 
f(z) = 33/212*z^3 - 13/106*z + 1
*
[ 2 ] 
f(z) = 35/204*z^3 - 19/102*z + 1
*
[ 2 ] 
f(z) = 35/212*z^3 - 17/106*z + 1
*
[ 10/9 ] 
f(z) = 21/200*z^3 - 4/135*z + 1
*
[ 6/5 ] 
f(z) = 25/207*z^3 - 1/138*z + 1
*
[ 10/9 ] 
f(z) = 33/200*z^3 - 14/135*z + 1
*
[ 5/3 ] 
f(z) = 33/200*z^3 - 7/120*z + 1
*
[ 3/2 ] 
f(z) = 34/207*z^3 - 5/138*z + 1
*
[ 3/2 ] 
f(z) = 38/207*z^3 - 11/138*z + 1
*
[ 10/9 ] 
f(z) = 39/200*z^3 - 19/135*z + 1
*
[ 5/3 ] 
f(z) = 39/200*z^3 - 17/120*z + 1
*
[ 12/5 ] 
f(z) = 25/208*z^3 - 17/156*z + 1
*
[ 6/5 ] 
f(z) = 25/208*z^3 - 1/156*z + 1
*
[ 30/29 ] 
f(z) = 29/216*z^3 - 16/145*z + 1
*
[ 4/3 ] 
f(z) = 33/208*z^3 - 5/156*z + 1
*
[ 5/2 ] 
f(z) = 21/200*z^3 - 9/160*z + 1
*
[ 5/2 ] 
f(z) = 23/200*z^3 - 19/160*z + 1
*
[ 12/7 ] 
f(z) = 31/216*z^3 - 1/196*z + 1
*
[ 12/7 ] 
f(z) = 37/216*z^3 - 17/196*z + 1
*
[ -7/2 ] 
f(z) = 24/217*z^3 - 15/217*z + 1
*
[ 11/5 ] 
f(z) = 25/209*z^3 - 7/209*z + 1
*
[ 2 ] 
f(z) = 27/202*z^3 - 7/202*z + 1
*
[ 2 ] 
f(z) = 27/206*z^3 - 5/206*z + 1
*
[ 2 ] 
f(z) = 27/214*z^3 - 1/214*z + 1
*
[ 2 ] 
f(z) = 29/202*z^3 - 15/202*z + 1
*
[ 2 ] 
f(z) = 29/206*z^3 - 13/206*z + 1
*
[ 2 ] 
f(z) = 29/210*z^3 - 11/210*z + 1
*
[ 2 ] 
f(z) = 29/214*z^3 - 9/214*z + 1
*
[ 2 ] 
f(z) = 29/218*z^3 - 7/218*z + 1
*
[ -3 ] 
f(z) = 31/201*z^3 - 11/201*z + 1
*
[ -3 ] 
f(z) = 31/204*z^3 - 7/204*z + 1
*
[ 2 ] 
f(z) = 31/210*z^3 - 19/210*z + 1
*
[ 2 ] 
f(z) = 31/214*z^3 - 17/214*z + 1
*
[ 2 ] 
f(z) = 31/218*z^3 - 15/218*z + 1
*
[ -3 ] 
f(z) = 32/201*z^3 - 20/201*z + 1
*
[ 3/2 ] 
f(z) = 32/201*z^3 - 5/201*z + 1
*
[ 7/4 ] 
f(z) = 32/203*z^3 - 11/203*z + 1
*
[ 5/4 ] 
f(z) = 32/205*z^3 - 9/205*z + 1
*
[ -3 ] 
f(z) = 32/213*z^3 - 4/213*z + 1
*
[ 3/2 ] 
f(z) = 32/213*z^3 - 1/213*z + 1
*
[ 5/4 ] 
f(z) = 32/215*z^3 - 7/215*z + 1
*
[ 7/4 ] 
f(z) = 32/217*z^3 - 5/217*z + 1
*
[ -3 ] 
f(z) = 34/219*z^3 - 14/219*z + 1
*
[ 7/6 ] 
f(z) = 36/203*z^3 - 20/203*z + 1
*
[ 5/3 ] 
f(z) = 36/205*z^3 - 18/205*z + 1
*
[ 5/3 ] 
f(z) = 36/215*z^3 - 14/215*z + 1
*
[ 7/6 ] 
f(z) = 36/217*z^3 - 18/217*z + 1
*
[ 10/7 ] 
f(z) = 31/200*z^3 - 4/245*z + 1
*
[ 10/7 ] 
f(z) = 33/200*z^3 - 9/245*z + 1
*
[ 10/7 ] 
f(z) = 37/200*z^3 - 19/245*z + 1
*
[ 3/2 ] 
f(z) = 31/207*z^3 - 1/276*z + 1
*
[ 3/2 ] 
f(z) = 35/207*z^3 - 13/276*z + 1
*
[ 3/2 ] 
f(z) = 37/207*z^3 - 19/276*z + 1
*
[ 6/5 ] 
f(z) = 25/216*z^3 + 1
*
[ -12/5 ]
f(z) = 25/216*z^3 + 3/4*z + 1
*
[ -6/5 ]
f(z) = 25/216*z^3 + 5/3*z + 1
*
[ 2 ] 
f(z) = 21/200*z^3 + 2/25*z + 1
*
[ 10/7 ] 
f(z) = 21/200*z^3 + 3/35*z + 1
*
[ 2 ] 
f(z) = 23/200*z^3 + 1/25*z + 1
*
[ 2 ] 
f(z) = 23/216*z^3 + 2/27*z + 1
*
[ 3/2 ] 
f(z) = 23/216*z^3 + 3/32*z + 1
*
[ 2 ] 
f(z) = 25/216*z^3 + 1/27*z + 1
*
[ 3/2 ] 
f(z) = 29/216*z^3 + 1/32*z + 1
*
[ 2 ] 
f(z) = 21/208*z^3 + 5/52*z + 1
*
[ -10/3 ] 
f(z) = 23/200*z^3 + 1/45*z + 1
*
[ 2 ] 
f(z) = 23/208*z^3 + 3/52*z + 1
*
[ 2 ] 
f(z) = 25/208*z^3 + 1/52*z + 1
*
[ 5/3 ] 
f(z) = 27/200*z^3 + 1/40*z + 1
*
[ 4/3 ] 
f(z) = 27/208*z^3 + 1/52*z + 1
*
[ 3/2 ] 
f(z) = 20/207*z^3 + 8/69*z + 1
*
[ 6/5 ] 
f(z) = 23/216*z^3 + 1/75*z + 1
*
[ 9/5 ] 
f(z) = 25/216*z^3 + 5/72*z + 1
*
[ 3/2 ] 
f(z) = 28/207*z^3 + 2/69*z + 1
*
[ 3/2 ] 
f(z) = 25/216*z^3 + 7/96*z + 1
*
[ 3/2 ] 
f(z) = 31/216*z^3 + 1/96*z + 1
*
[ 2 ] 
f(z) = 21/212*z^3 + 11/106*z + 1
*
[ 2 ] 
f(z) = 23/204*z^3 + 5/102*z + 1
*
[ 2 ] 
f(z) = 23/212*z^3 + 7/106*z + 1
*
[ 30/23 ] 
f(z) = 23/216*z^3 + 6/115*z + 1
*
[ 2 ] 
f(z) = 25/204*z^3 + 1/102*z + 1
*
[ 8/5 ] 
f(z) = 25/208*z^3 + 7/104*z + 1
*
[ 2 ] 
f(z) = 25/212*z^3 + 3/106*z + 1
*
[ 4/3 ] 
f(z) = 27/200*z^3 + 1/100*z + 1
*
[ 5/3 ] 
f(z) = 21/200*z^3 + 13/120*z + 1
*
[ 3/2 ] 
f(z) = 22/207*z^3 + 13/138*z + 1
*
[ 3/2 ] 
f(z) = 26/207*z^3 + 7/138*z + 1
*
[ 4/3 ] 
f(z) = 21/208*z^3 + 11/156*z + 1
*
[ 12/7 ] 
f(z) = 25/216*z^3 + 15/196*z + 1
*
[ -7/2 ] 
f(z) = 20/203*z^3 + 16/203*z + 1
*
[ 2 ] 
f(z) = 21/202*z^3 + 17/202*z + 1
*
[ 2 ] 
f(z) = 21/206*z^3 + 19/206*z + 1
*
[ 2 ] 
f(z) = 23/202*z^3 + 9/202*z + 1
*
[ 2 ] 
f(z) = 23/206*z^3 + 11/206*z + 1
*
[ 2 ] 
f(z) = 23/210*z^3 + 13/210*z + 1
*
[ 2 ] 
f(z) = 23/214*z^3 + 15/214*z + 1
*
[ 2 ] 
f(z) = 23/218*z^3 + 17/218*z + 1
*
[ 2 ] 
f(z) = 25/202*z^3 + 1/202*z + 1
*
[ 7/5 ] 
f(z) = 25/203*z^3 + 9/203*z + 1
*
[ 2 ] 
f(z) = 25/206*z^3 + 3/206*z + 1
*
[ 9/5 ] 
f(z) = 25/207*z^3 + 11/207*z + 1
*
[ 2 ] 
f(z) = 25/214*z^3 + 7/214*z + 1
*
[ 8/5 ] 
f(z) = 25/216*z^3 + 17/216*z + 1
*
[ 7/5 ] 
f(z) = 25/217*z^3 + 13/217*z + 1
*
[ 2 ] 
f(z) = 25/218*z^3 + 9/218*z + 1
*
[ 5/3 ] 
f(z) = 27/205*z^3 + 7/205*z + 1
*
[ 4/3 ] 
f(z) = 27/212*z^3 + 5/212*z + 1
*
[ 5/3 ] 
f(z) = 27/215*z^3 + 11/215*z + 1
*
[ 2 ] 
f(z) = 27/218*z^3 + 1/218*z + 1
*
[ 3/2 ] 
f(z) = 28/201*z^3 + 4/201*z + 1
*
[ 3/2 ] 
f(z) = 28/213*z^3 + 8/213*z + 1
*
[ 3/2 ] 
f(z) = 28/219*z^3 + 10/219*z + 1
*
[ 3/2 ] 
f(z) = 32/219*z^3 + 1/219*z + 1
*
[ 21/10 ] 
f(z) = 25/216*z^3 + 3/224*z + 1
*
[ 10/7 ] 
f(z) = 23/200*z^3 + 16/245*z + 1
*
[ 10/7 ] 
f(z) = 27/200*z^3 + 6/245*z + 1
*
[ 10/7 ] 
f(z) = 29/200*z^3 + 1/245*z + 1
*
[ 3/2 ] 
f(z) = 25/207*z^3 + 17/276*z + 1
*
[ 3/2 ] 
f(z) = 29/207*z^3 + 5/276*z + 1
*
[ 3/2 ] 
f(z) = 20/201*z^3 + 22/201*z + 1
*
[ 3/2 ] 
f(z) = 20/213*z^3 + 26/213*z + 1
*
[ 3/2 ] 
f(z) = 20/219*z^3 + 28/219*z + 1
*
[ 2 ] 
f(z) = 21/214*z^3 + 23/214*z + 1
*
[ 2 ] 
f(z) = 21/218*z^3 + 25/218*z + 1
*
[ -78/23 ] 
f(z) = 23/216*z^3 + 21/299*z + 1
*
[ 15/2 ] 
f(z) = 23/225*z^3 - 293/60*z + 1
*
[ 6 ] 
f(z) = 29/234*z^3 - 283/78*z + 1
*
[ -6 ] 
f(z) = 31/234*z^3 - 281/78*z + 1
*
[ 6 ] 
f(z) = 27/232*z^3 - 292/87*z + 1
*
[ -45/8 ] 
f(z) = 32/225*z^3 - 299/90*z + 1
*
[ -6 ] 
f(z) = 23/228*z^3 - 281/114*z + 1
*
-22/5 | 0.13154517932383961842738223053255678404 | 0.020574538531819102363458901783074172337
f(z) = 25/228*z^3 - 299/114*z + 1
*
2/3 | 0.16230459005664176105081008837111440085 | 0.025634453547441817814932232145484273946
f(z) = 27/220*z^3 - 281/110*z + 1
*
[ 16/3 ] 
f(z) = 27/224*z^3 - 293/112*z + 1
*
[ 24/5 ] 
f(z) = 25/224*z^3 - 299/168*z + 1
*
-8/9 | 0.19654481383672413595973598588538480745 | 0.027867940964164139091365690902798442141
f(z) = 27/224*z^3 - 289/168*z + 1
*
-8/3 | 0.19795956530319046530063829128674892237 | 0.028180705462292209633399261251343251614
f(z) = 33/224*z^3 - 281/168*z + 1
*
[ -5 ] 
f(z) = 23/235*z^3 - 293/235*z + 1
*
21/5 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = 25/228*z^3 - 289/228*z + 1
*
[ -14/3 ] 
f(z) = 27/238*z^3 - 299/238*z + 1
*
[ -9/2 ] 
f(z) = 28/225*z^3 - 292/225*z + 1
*
[ 4 ] 
f(z) = 29/220*z^3 - 299/220*z + 1
*
[ 4 ] 
f(z) = 29/228*z^3 - 293/228*z + 1
*
[ 4 ] 
f(z) = 29/236*z^3 - 287/236*z + 1
*
[ -4 ] 
f(z) = 37/236*z^3 - 297/236*z + 1
*
[ 15/4 ] 
f(z) = 31/225*z^3 - 289/240*z + 1
*
[ 28/3 ] 
f(z) = 27/224*z^3 - 269/28*z + 1
*
[ -28/3 ] 
f(z) = 27/224*z^3 - 263/28*z + 1
*
34/5 | 0.17072771475266009604409483722417437955 | 0.024562259309193726504783115998979466999
f(z) = 25/224*z^3 - 261/56*z + 1
*
[ -15/2 ] 
f(z) = 23/225*z^3 - 277/60*z + 1
*
[ 6 ] 
f(z) = 25/232*z^3 - 265/87*z + 1
*
4/9 | 0.22364697782522807677861906395242805006 | 0.029059355335616228708228983585392408899
f(z) = 27/224*z^3 - 275/84*z + 1
*
-4/3 | 0.15356242610042483114094556998439167241 | 0.020069333855684345747415249196993725928
f(z) = 27/224*z^3 - 263/84*z + 1
*
[ -6 ] 
f(z) = 27/232*z^3 - 263/87*z + 1
*
-5/4 | 0.20595365166277824683145098354798317965 | 0.028677994134336628926351304349455432948
f(z) = 32/225*z^3 - 263/90*z + 1
*
16/5 | 0.17723312796575483543485031207772264070 | 0.028088022720885139164412052486364748011
f(z) = 25/224*z^3 - 275/112*z + 1
*
-24/5 | 0.14990475245738329225252653632563993471 | 0.021450470736833438473091200809893089188
f(z) = 25/224*z^3 - 271/168*z + 1
*
[ -14/3 ] 
f(z) = 27/232*z^3 - 268/203*z + 1
*
[ -5 ] 
f(z) = 21/220*z^3 - 261/220*z + 1
*
[ -5 ] 
f(z) = 22/235*z^3 - 268/235*z + 1
*
[ 21/5 ] 
f(z) = 25/231*z^3 - 265/231*z + 1
*
[ 4 ] 
f(z) = 27/220*z^3 - 267/220*z + 1
*
[ -4 ] 
f(z) = 35/228*z^3 - 275/228*z + 1
*
[ -4 ] 
f(z) = 35/236*z^3 - 265/236*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015732689359749926072887394775876845605
f(z) = 37/226*z^3 - 261/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.015769326005847411108721926107877586430
f(z) = 37/230*z^3 - 263/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013374472598448264408750619125322723755
f(z) = 37/234*z^3 - 265/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.015840047995073999556867439759142123362
f(z) = 37/238*z^3 - 267/238*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.015647673834297710575031431446977498838
f(z) = 39/226*z^3 - 269/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.015685094950157423073556310091858532675
f(z) = 39/230*z^3 - 271/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.015756906861594218172772894106949075066
f(z) = 39/238*z^3 - 275/238*z + 1
*
[ 15/2 ] 
f(z) = 38/225*z^3 - 259/30*z + 1
*
[ -15/2 ] 
f(z) = 38/225*z^3 - 251/30*z + 1
*
[ -6 ] 
f(z) = 29/234*z^3 - 257/78*z + 1
*
[ -16/3 ] 
f(z) = 27/224*z^3 - 251/112*z + 1
*
[ 3/8 ] 
f(z) = 32/225*z^3 - 253/150*z + 1
*
[ 1/2 ] 
f(z) = 20/237*z^3 - 242/237*z + 1
*
[ 1/2 ] 
f(z) = 20/239*z^3 - 244/239*z + 1
*
[ -5 ] 
f(z) = 21/230*z^3 - 249/230*z + 1
*
[ -5 ] 
f(z) = 21/235*z^3 - 243/235*z + 1
*
[ 1/2 ] 
f(z) = 24/235*z^3 - 241/235*z + 1
*
[ 1/2 ] 
f(z) = 24/239*z^3 - 245/239*z + 1
*
[ 4 ] 
f(z) = 27/236*z^3 - 255/236*z + 1
*
[ 1/2 ] 
f(z) = 28/235*z^3 - 242/235*z + 1
*
[ 1/2 ] 
f(z) = 28/237*z^3 - 244/237*z + 1
*
[ 1/2 ] 
f(z) = 28/239*z^3 - 246/239*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013605844013909591509507148019901464399
f(z) = 31/234*z^3 - 241/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016111769358801189649356546945506834174
f(z) = 31/238*z^3 - 243/238*z + 1
*
[ 1/2 ] 
f(z) = 32/233*z^3 - 241/233*z + 1
*
[ 1/2 ] 
f(z) = 32/235*z^3 - 243/235*z + 1
*
[ 1/2 ] 
f(z) = 32/237*z^3 - 245/237*z + 1
*
[ 1/2 ] 
f(z) = 32/239*z^3 - 247/239*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015913608788002788746453136128248183750
f(z) = 33/226*z^3 - 245/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.015948978020668743080429922147463334855
f(z) = 33/230*z^3 - 247/230*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016017200378758299199624458690028472054
f(z) = 33/238*z^3 - 251/238*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012102085224530615456092438143584685389
f(z) = 35/222*z^3 - 251/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.015821083811899775173014426627331297160
f(z) = 35/226*z^3 - 253/226*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013448237217034413971457182919983435255
f(z) = 35/234*z^3 - 257/234*z + 1
*
[ 1/2 ] 
f(z) = 36/233*z^3 - 242/233*z + 1
*
[ 1/2 ] 
f(z) = 36/235*z^3 - 244/235*z + 1
*
[ 1/2 ] 
f(z) = 36/239*z^3 - 248/239*z + 1
*
[ 15/4 ] 
f(z) = 29/225*z^3 - 259/240*z + 1
*
[ -15/4 ] 
f(z) = 37/225*z^3 - 251/240*z + 1
*
[ 15/2 ] 
f(z) = 34/225*z^3 - 229/30*z + 1
*
[ -15/2 ] 
f(z) = 34/225*z^3 - 221/30*z + 1
*
[ 6 ] 
f(z) = 25/234*z^3 - 235/78*z + 1
*
[ 6 ] 
f(z) = 23/232*z^3 - 238/87*z + 1
*
[ -6 ] 
f(z) = 25/232*z^3 - 236/87*z + 1
*
20/9 | 0.15178495850515459691624021834350298051 | 0.020088256353761180016262155500334016842
f(z) = 27/224*z^3 - 239/84*z + 1
*
[ 4 ] 
f(z) = 39/232*z^3 - 225/116*z + 1
*
[ 2/5 ] 
f(z) = 35/232*z^3 - 221/145*z + 1
*
[ -24/5 ] 
f(z) = 25/224*z^3 - 229/168*z + 1
*
-2 | 0.19909093952734829712608646094752212892 | 0.029345154326902946521506100211426304167
f(z) = 27/224*z^3 - 221/168*z + 1
*
[ -30/7 ] 
f(z) = 28/225*z^3 - 221/210*z + 1
*
[ 1/2 ] 
f(z) = 20/221*z^3 - 226/221*z + 1
*
[ 1/2 ] 
f(z) = 20/223*z^3 - 228/223*z + 1
*
[ 1/2 ] 
f(z) = 20/227*z^3 - 232/227*z + 1
*
[ 1/2 ] 
f(z) = 20/229*z^3 - 234/229*z + 1
*
[ 1/2 ] 
f(z) = 20/231*z^3 - 236/231*z + 1
*
[ 1/2 ] 
f(z) = 20/233*z^3 - 238/233*z + 1
*
[ 1/2 ] 
f(z) = 24/221*z^3 - 227/221*z + 1
*
[ 1/2 ] 
f(z) = 24/223*z^3 - 229/223*z + 1
*
[ 1/2 ] 
f(z) = 24/227*z^3 - 233/227*z + 1
*
[ 1/2 ] 
f(z) = 24/229*z^3 - 235/229*z + 1
*
[ 1/2 ] 
f(z) = 24/233*z^3 - 239/233*z + 1
*
[ 4 ] 
f(z) = 25/228*z^3 - 229/228*z + 1
*
[ 4 ] 
f(z) = 25/236*z^3 - 223/236*z + 1
*
[ -13/3 ] 
f(z) = 27/221*z^3 - 235/221*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 27/226*z^3 - 221/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016158235405537201797114547450501425191
f(z) = 27/230*z^3 - 223/230*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 27/238*z^3 - 227/238*z + 1
*
[ 1/2 ] 
f(z) = 28/221*z^3 - 228/221*z + 1
*
[ 1/2 ] 
f(z) = 28/223*z^3 - 230/223*z + 1
*
[ 1/2 ] 
f(z) = 28/225*z^3 - 232/225*z + 1
*
[ 1/2 ] 
f(z) = 28/227*z^3 - 234/227*z + 1
*
[ 1/2 ] 
f(z) = 28/229*z^3 - 236/229*z + 1
*
[ 1/2 ] 
f(z) = 28/233*z^3 - 240/233*z + 1
*
-2 | 0.066868850234152304525335105019100873405 | 0.012326168908224699287630130013169679533
f(z) = 29/222*z^3 - 227/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016111400426288515503710209117815120164
f(z) = 29/226*z^3 - 229/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016145235107244984904835529901690859866
f(z) = 29/230*z^3 - 231/230*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 29/234*z^3 - 233/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.016172863549180857154611643606885361530
f(z) = 29/238*z^3 - 235/238*z + 1
*
[ -4 ] 
f(z) = 31/220*z^3 - 221/220*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.012248091398196268229423651821920144217
f(z) = 31/222*z^3 - 235/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016010105340002674880412563684962580699
f(z) = 31/226*z^3 - 237/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.016044983189301241259507774383461327039
f(z) = 31/230*z^3 - 239/230*z + 1
*
[ 1/2 ] 
f(z) = 32/221*z^3 - 229/221*z + 1
*
[ 1/2 ] 
f(z) = 32/223*z^3 - 231/223*z + 1
*
[ 1/2 ] 
f(z) = 32/225*z^3 - 233/225*z + 1
*
[ 1/2 ] 
f(z) = 32/227*z^3 - 235/227*z + 1
*
[ 1/2 ] 
f(z) = 32/229*z^3 - 237/229*z + 1
*
[ 1/2 ] 
f(z) = 32/231*z^3 - 239/231*z + 1
*
7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = 32/231*z^3 - 230/231*z + 1
*
[ 7/2 ] 
f(z) = 32/231*z^3 - 227/231*z + 1
*
[ -4 ] 
f(z) = 33/236*z^3 - 233/236*z + 1
*
[ 1/2 ] 
f(z) = 36/221*z^3 - 230/221*z + 1
*
[ 1/2 ] 
f(z) = 36/223*z^3 - 232/223*z + 1
*
[ 1/2 ] 
f(z) = 36/227*z^3 - 236/227*z + 1
*
[ 1/2 ] 
f(z) = 36/229*z^3 - 238/229*z + 1
*
[ 58/15 ] 
f(z) = 25/232*z^3 - 227/261*z + 1
*
8/5 | 0.18475590050077226669930135398703912917 | 0.027537266329113850263275841402733571409
f(z) = 25/224*z^3 - 205/56*z + 1
*
[ 6 ] 
f(z) = 23/234*z^3 - 211/78*z + 1
*
3/5 | 0.16962093597029053265970796967740292282 | 0.026295901673773970499271050450988795320
f(z) = 25/234*z^3 - 211/78*z + 1
*
[ -6 ] 
f(z) = 25/234*z^3 - 209/78*z + 1
*
[ 6 ] 
f(z) = 21/232*z^3 - 211/87*z + 1
*
[ -6 ] 
f(z) = 23/232*z^3 - 209/87*z + 1
*
5/2 | 0.20595331620408362990989282814579843353 | 0.029585484491078830721251800868550055182
f(z) = 34/225*z^3 - 211/90*z + 1
*
[ 4 ] 
f(z) = 37/232*z^3 - 209/116*z + 1
*
[ 4 ] 
f(z) = 23/220*z^3 - 203/220*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.012377295785659731013838976126975684130
f(z) = 23/222*z^3 - 203/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.016150475714444473306981990749294124965
f(z) = 23/226*z^3 - 205/226*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013679358180210512910353433619855093797
f(z) = 23/234*z^3 - 209/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.016172982720799479197052526951645389633
f(z) = 23/238*z^3 - 211/238*z + 1
*
-2 | 0.066869883850573194247516302221835440860 | 0.012377175078960510456720497814999575527
f(z) = 25/222*z^3 - 211/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 25/226*z^3 - 213/226*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013679477722092636673098218313611228343
f(z) = 25/234*z^3 - 217/234*z + 1
*
[ 11/3 ] 
f(z) = 27/220*z^3 - 203/220*z + 1
*
[ -4 ] 
f(z) = 31/228*z^3 - 211/228*z + 1
*
[ -4 ] 
f(z) = 31/236*z^3 - 201/236*z + 1
*
2/5 | 0.10225964998877799967053615770042832556 | 0.015332435606253702192058047853590850335
f(z) = 25/224*z^3 - 197/56*z + 1
*
-14/3 | 0.16757991599024787316875966737747637848 | 0.025243384011792657533912165027110884822
f(z) = 27/224*z^3 - 191/56*z + 1
*
[ -6 ] 
f(z) = 23/234*z^3 - 185/78*z + 1
*
[ -6 ] 
f(z) = 21/232*z^3 - 182/87*z + 1
*
5/2 | 0.18184111233756819086692448275380884330 | 0.026500839705219723748650525896365097736
f(z) = 26/225*z^3 - 191/90*z + 1
*
22/5 | 0.13154403477431185854648527425156628867 | 0.022244688917700776258432937131266323117
f(z) = 25/228*z^3 - 185/114*z + 1
*
[ 4 ] 
f(z) = 35/232*z^3 - 193/116*z + 1
*
[ 15/4 ] 
f(z) = 38/225*z^3 - 197/120*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.016150596023482936653281413425094014432
f(z) = 21/226*z^3 - 197/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.016158115484639275706436699469042832716
f(z) = 21/230*z^3 - 199/230*z + 1
*
[ 4 ] 
f(z) = 23/228*z^3 - 197/228*z + 1
*
[ 4 ] 
f(z) = 23/236*z^3 - 191/236*z + 1
*
[ 19/5 ] 
f(z) = 25/228*z^3 - 193/228*z + 1
*
[ -4 ] 
f(z) = 29/220*z^3 - 189/220*z + 1
*
[ 13/4 ] 
f(z) = 32/221*z^3 - 185/221*z + 1
*
[ 3 ] 
f(z) = 37/228*z^3 - 181/228*z + 1
*
[ 3 ] 
f(z) = 38/231*z^3 - 188/231*z + 1
*
[ 3 ] 
f(z) = 38/237*z^3 - 184/237*z + 1
*
-4/5 | 0.21181999738878413331167939750568698704 | 0.029529392910854547464290074122084822138
f(z) = 25/224*z^3 - 163/28*z + 1
*
[ 15/2 ] 
f(z) = 26/225*z^3 - 169/30*z + 1
*
[ -15/2 ] 
f(z) = 26/225*z^3 - 161/30*z + 1
*
4/3 | 0.15155990322397816833074892289938460819 | 0.021022714677000726657189278554116503310
f(z) = 33/224*z^3 - 169/84*z + 1
*
4/3 | 0.12753807466856253125293683561639955842 | 0.017633455053197827169850571212418124628
f(z) = 39/224*z^3 - 173/84*z + 1
*
[ 2/5 ] 
f(z) = 25/228*z^3 - 173/114*z + 1
*
[ 2/5 ] 
f(z) = 25/236*z^3 - 179/118*z + 1
*
[ 4 ] 
f(z) = 31/232*z^3 - 161/116*z + 1
*
[ 4 ] 
f(z) = 33/232*z^3 - 177/116*z + 1
*
[ -4 ] 
f(z) = 39/232*z^3 - 167/116*z + 1
*
[ 15/4 ] 
f(z) = 34/225*z^3 - 167/120*z + 1
*
[ 4 ] 
f(z) = 21/220*z^3 - 171/220*z + 1
*
[ 3/5 ] 
f(z) = 25/228*z^3 - 161/228*z + 1
*
[ 3/5 ] 
f(z) = 25/237*z^3 - 167/237*z + 1
*
-5/3 | 0.14315251025166691571095203680634619222 | 0.026541044783205145764501534262326512146
f(z) = 27/220*z^3 - 163/220*z + 1
*
[ -4 ] 
f(z) = 29/228*z^3 - 179/228*z + 1
*
[ -4 ] 
f(z) = 29/236*z^3 - 169/236*z + 1
*
[ 3 ] 
f(z) = 35/222*z^3 - 167/222*z + 1
*
[ 3 ] 
f(z) = 35/228*z^3 - 163/228*z + 1
*
[ 3 ] 
f(z) = 37/231*z^3 - 179/231*z + 1
*
[ 3 ] 
f(z) = 37/237*z^3 - 175/237*z + 1
*
[ 15/4 ] 
f(z) = 23/225*z^3 - 169/240*z + 1
*
[ -15/4 ] 
f(z) = 31/225*z^3 - 161/240*z + 1
*
[ 18/5 ] 
f(z) = 25/232*z^3 - 176/261*z + 1
*
[ 10/3 ] 
f(z) = 27/224*z^3 - 179/280*z + 1
*
[ 5 ] 
f(z) = 37/225*z^3 - 149/45*z + 1
*
[ 5 ] 
f(z) = 38/225*z^3 - 154/45*z + 1
*
[ -4 ] 
f(z) = 37/232*z^3 - 151/116*z + 1
*
8/3 | 0.11143398651399176603529094449184142255 | 0.017116676587220835923227619191350649442
f(z) = 39/224*z^3 - 145/168*z + 1
*
[ 4 ] 
f(z) = 21/236*z^3 - 159/236*z + 1
*
[ 3/5 ] 
f(z) = 25/222*z^3 - 157/222*z + 1
*
[ -21/5 ] 
f(z) = 25/231*z^3 - 155/231*z + 1
*
[ 18/5 ] 
f(z) = 25/234*z^3 - 155/234*z + 1
*
[ -4 ] 
f(z) = 27/220*z^3 - 157/220*z + 1
*
[ 3 ] 
f(z) = 34/231*z^3 - 152/231*z + 1
*
[ 3 ] 
f(z) = 34/237*z^3 - 148/237*z + 1
*
[ 3 ] 
f(z) = 35/237*z^3 - 157/237*z + 1
*
[ 17/6 ] 
f(z) = 36/221*z^3 - 146/221*z + 1
*
[ 2/3 ] 
f(z) = 23/232*z^3 - 142/261*z + 1
*
[ 2/3 ] 
f(z) = 25/232*z^3 - 143/261*z + 1
*
[ 2/3 ] 
f(z) = 31/232*z^3 - 146/261*z + 1
*
[ 2/3 ] 
f(z) = 35/232*z^3 - 148/261*z + 1
*
[ 2/3 ] 
f(z) = 37/232*z^3 - 149/261*z + 1
*
[ 15/2 ] 
f(z) = 22/225*z^3 - 139/30*z + 1
*
[ -15/2 ] 
f(z) = 22/225*z^3 - 131/30*z + 1
*
-28/5 | 0.19660632932051155120538824495488396238 | 0.028596318905998040767382550792880867231
f(z) = 25/224*z^3 - 121/28*z + 1
*
14/5 | 0.13805692349023109204857283667404847866 | 0.022214904190866347842184191881741302395
f(z) = 25/224*z^3 - 125/56*z + 1
*
8/3 | 0.12588785851594377450897302835324675676 | 0.020256765434316777960416950339439581752
f(z) = 27/224*z^3 - 125/56*z + 1
*
[ 5 ] 
f(z) = 32/225*z^3 - 124/45*z + 1
*
[ 5 ] 
f(z) = 34/225*z^3 - 134/45*z + 1
*
[ -5 ] 
f(z) = 37/225*z^3 - 131/45*z + 1
*
[ -5 ] 
f(z) = 38/225*z^3 - 136/45*z + 1
*
-24/5 | 0.088189058339312166009505697284499851502 | 0.014839649258297899066546927278629591634
f(z) = 25/234*z^3 - 127/78*z + 1
*
[ 4 ] 
f(z) = 27/232*z^3 - 129/116*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018433816434329299807092314011849030776
f(z) = 31/236*z^3 - 121/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018325235289831963641114179570633247296
f(z) = 33/236*z^3 - 125/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014483467190154081171307887649077078495
f(z) = 35/228*z^3 - 127/114*z + 1
*
[ -4 ] 
f(z) = 35/232*z^3 - 135/116*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018221287030106388739113990201379168170
f(z) = 35/236*z^3 - 129/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017987163434492687100971218178812829190
f(z) = 37/220*z^3 - 129/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014402808433118409822417127288656890990
f(z) = 37/228*z^3 - 131/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018121632910242726685690237195481236952
f(z) = 37/236*z^3 - 133/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017888789761000439413075172839617120672
f(z) = 39/220*z^3 - 133/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018025968505562178569556734607417660293
f(z) = 39/236*z^3 - 137/118*z + 1
*
[ -15/4 ] 
f(z) = 38/225*z^3 - 133/120*z + 1
*
[ 17/5 ] 
f(z) = 25/221*z^3 - 133/221*z + 1
*
[ 17/5 ] 
f(z) = 25/238*z^3 - 121/238*z + 1
*
[ 2/3 ] 
f(z) = 27/226*z^3 - 125/226*z + 1
*
[ 10/3 ] 
f(z) = 27/230*z^3 - 139/230*z + 1
*
[ 2/3 ] 
f(z) = 27/230*z^3 - 127/230*z + 1
*
[ -4 ] 
f(z) = 27/236*z^3 - 137/236*z + 1
*
[ 2/3 ] 
f(z) = 27/238*z^3 - 131/238*z + 1
*
[ 3 ] 
f(z) = 31/222*z^3 - 131/222*z + 1
*
[ 3 ] 
f(z) = 31/228*z^3 - 127/228*z + 1
*
[ 3 ] 
f(z) = 31/231*z^3 - 125/231*z + 1
*
[ 3 ] 
f(z) = 31/237*z^3 - 121/237*z + 1
*
[ 3 ] 
f(z) = 32/231*z^3 - 134/231*z + 1
*
[ 3 ] 
f(z) = 32/237*z^3 - 130/237*z + 1
*
[ -15/4 ] 
f(z) = 29/225*z^3 - 131/240*z + 1
*
[ 15/2 ] 
f(z) = 32/225*z^3 - 107/15*z + 1
*
[ -15/2 ] 
f(z) = 32/225*z^3 - 103/15*z + 1
*
28/5 | 0.16307077713780342089210386175179692795 | 0.024150510577004222256467678278753425605
f(z) = 25/224*z^3 - 107/28*z + 1
*
15/4 | 0.21895378855924980941469964240852363941 | 0.029447328856183619679267777295563991193
f(z) = 32/225*z^3 - 113/30*z + 1
*
-18/5 | 0.065986177228923191859485698028004784971 | 0.010857199977694319915027120909114343037
f(z) = 25/224*z^3 - 109/56*z + 1
*
[ 14/3 ] 
f(z) = 27/224*z^3 - 103/56*z + 1
*
[ 5 ] 
f(z) = 28/225*z^3 - 104/45*z + 1
*
[ 5 ] 
f(z) = 29/225*z^3 - 109/45*z + 1
*
[ 5 ] 
f(z) = 31/225*z^3 - 119/45*z + 1
*
[ -5 ] 
f(z) = 31/225*z^3 - 101/45*z + 1
*
[ -5 ] 
f(z) = 32/225*z^3 - 106/45*z + 1
*
[ -5 ] 
f(z) = 34/225*z^3 - 116/45*z + 1
*
-12/5 | 0.19224924724872297171575800574836704170 | 0.028633357820197501142492478465527428704
f(z) = 25/224*z^3 - 103/84*z + 1
*
[ 4/9 ] 
f(z) = 27/224*z^3 - 107/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 21/236*z^3 - 101/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 23/220*z^3 - 101/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014771350185031838627584650992597959489
f(z) = 23/228*z^3 - 103/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 23/236*z^3 - 105/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014771540560906120326507118800733199064
f(z) = 25/228*z^3 - 107/114*z + 1
*
[ 4 ] 
f(z) = 25/232*z^3 - 113/116*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 25/236*z^3 - 109/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 27/220*z^3 - 109/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 27/236*z^3 - 113/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018426592875523744077996449245082733378
f(z) = 29/220*z^3 - 113/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.014747627058189832830548531324842063504
f(z) = 29/228*z^3 - 115/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.018518518518518518518518518518518518519
f(z) = 29/236*z^3 - 117/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018309094824488368707340176747916765238
f(z) = 31/220*z^3 - 117/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014655671102517110520765369809157983778
f(z) = 31/228*z^3 - 119/114*z + 1
*
[ -4 ] 
f(z) = 31/232*z^3 - 103/116*z + 1
*
[ -4 ] 
f(z) = 33/232*z^3 - 119/116*z + 1
*
[ 15/4 ] 
f(z) = 26/225*z^3 - 107/120*z + 1
*
[ -15/4 ] 
f(z) = 34/225*z^3 - 103/120*z + 1
*
[ 8/3 ] 
f(z) = 39/224*z^3 - 103/168*z + 1
*
[ -4 ] 
f(z) = 25/228*z^3 - 115/228*z + 1
*
[ -4 ] 
f(z) = 25/236*z^3 - 105/236*z + 1
*
[ 3 ] 
f(z) = 29/222*z^3 - 113/222*z + 1
*
[ 3 ] 
f(z) = 29/228*z^3 - 109/228*z + 1
*
[ 3 ] 
f(z) = 29/231*z^3 - 107/231*z + 1
*
[ 3 ] 
f(z) = 29/237*z^3 - 103/237*z + 1
*
[ 15/19 ] 
f(z) = 38/225*z^3 - 106/285*z + 1
*
[ 15/2 ] 
f(z) = 28/225*z^3 - 92/15*z + 1
*
[ -15/2 ] 
f(z) = 28/225*z^3 - 88/15*z + 1
*
12/5 | 0.11956306172009708473031254247610722790 | 0.018024622656471736938562142776420742889
f(z) = 25/224*z^3 - 95/28*z + 1
*
[ 2/5 ] 
f(z) = 25/224*z^3 - 85/56*z + 1
*
[ 5 ] 
f(z) = 26/225*z^3 - 94/45*z + 1
*
-8/3 | 0.17228641388825308263707812662260040795 | 0.029678278767118800982119297786066773131
f(z) = 27/224*z^3 - 83/56*z + 1
*
[ -5 ] 
f(z) = 28/225*z^3 - 86/45*z + 1
*
[ -5 ] 
f(z) = 29/225*z^3 - 91/45*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.018518518518518518518518518518518518519
f(z) = 21/220*z^3 - 97/110*z + 1
*
[ 4 ] 
f(z) = 21/232*z^3 - 81/116*z + 1
*
[ 4 ] 
f(z) = 23/232*z^3 - 97/116*z + 1
*
[ 10/3 ] 
f(z) = 27/232*z^3 - 86/145*z + 1
*
[ 2/3 ] 
f(z) = 33/224*z^3 - 95/168*z + 1
*
[ 2/3 ] 
f(z) = 39/224*z^3 - 97/168*z + 1
*
[ -4 ] 
f(z) = 23/220*z^3 - 93/220*z + 1
*
[ -4 ] 
f(z) = 23/228*z^3 - 83/228*z + 1
*
[ -11/3 ] 
f(z) = 27/220*z^3 - 83/220*z + 1
*
[ 3 ] 
f(z) = 28/237*z^3 - 94/237*z + 1
*
[ 3/4 ] 
f(z) = 32/237*z^3 - 97/237*z + 1
*
[ 5/2 ] 
f(z) = 36/235*z^3 - 84/235*z + 1
*
[ -58/15 ] 
f(z) = 25/232*z^3 - 92/261*z + 1
*
[ 28/5 ] 
f(z) = 25/224*z^3 - 75/28*z + 1
*
[ 5 ] 
f(z) = 22/225*z^3 - 74/45*z + 1
*
[ 5 ] 
f(z) = 23/225*z^3 - 79/45*z + 1
*
[ -5 ] 
f(z) = 23/225*z^3 - 61/45*z + 1
*
[ -5 ] 
f(z) = 26/225*z^3 - 76/45*z + 1
*
[ -14/3 ] 
f(z) = 27/224*z^3 - 79/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018230416738174315233638293455598110225
f(z) = 33/224*z^3 - 61/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018022191212670297674527451977954747291
f(z) = 37/224*z^3 - 65/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017924503844540938270996834633255801391
f(z) = 39/224*z^3 - 67/56*z + 1
*
[ 15/4 ] 
f(z) = 28/225*z^3 - 61/60*z + 1
*
[ 3 ] 
f(z) = 37/225*z^3 - 61/75*z + 1
*
[ 3 ] 
f(z) = 38/225*z^3 - 64/75*z + 1
*
[ 10/3 ] 
f(z) = 27/220*z^3 - 73/110*z + 1
*
[ 2/3 ] 
f(z) = 27/220*z^3 - 61/110*z + 1
*
[ -4 ] 
f(z) = 27/232*z^3 - 71/116*z + 1
*
[ 2/3 ] 
f(z) = 27/236*z^3 - 65/118*z + 1
*
[ 15/4 ] 
f(z) = 22/225*z^3 - 77/120*z + 1
*
[ 8/3 ] 
f(z) = 33/224*z^3 - 71/168*z + 1
*
[ 5/2 ] 
f(z) = 37/225*z^3 - 77/180*z + 1
*
[ 7/2 ] 
f(z) = 20/231*z^3 - 80/231*z + 1
*
[ -4 ] 
f(z) = 21/220*z^3 - 61/220*z + 1
*
[ -4 ] 
f(z) = 23/236*z^3 - 73/236*z + 1
*
[ 3 ] 
f(z) = 25/222*z^3 - 77/222*z + 1
*
[ 3 ] 
f(z) = 25/231*z^3 - 71/231*z + 1
*
[ 4/5 ] 
f(z) = 25/236*z^3 - 75/236*z + 1
*
[ 3 ] 
f(z) = 25/237*z^3 - 67/237*z + 1
*
[ 3 ] 
f(z) = 26/231*z^3 - 80/231*z + 1
*
[ 3 ] 
f(z) = 26/237*z^3 - 76/237*z + 1
*
[ 5/6 ] 
f(z) = 36/235*z^3 - 72/235*z + 1
*
12/5 | 0.22664467496860049840020710471942700066 | 0.029786900844270285533362715565225114392
f(z) = 25/224*z^3 - 71/252*z + 1
*
[ 15/17 ] 
f(z) = 34/225*z^3 - 64/255*z + 1
*
[ 2/5 ] 
f(z) = 25/232*z^3 - 44/29*z + 1
*
4/3 | 0.15156030431159501124017813934463988897 | 0.024899936519989852613654540077545424380
f(z) = 27/224*z^3 - 55/28*z + 1
*
[ 4 ] 
f(z) = 31/224*z^3 - 41/28*z + 1
*
[ 4 ] 
f(z) = 33/224*z^3 - 45/28*z + 1
*
[ 4 ] 
f(z) = 37/224*z^3 - 53/28*z + 1
*
[ 4 ] 
f(z) = 39/224*z^3 - 57/28*z + 1
*
[ -4 ] 
f(z) = 39/224*z^3 - 43/28*z + 1
*
[ -5 ] 
f(z) = 22/225*z^3 - 56/45*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 23/224*z^3 - 51/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018518518518518518518518518518518518518
f(z) = 27/224*z^3 - 55/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018458148453931504435885887940642670105
f(z) = 29/224*z^3 - 57/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.018341645790554391274029737624028119037
f(z) = 31/224*z^3 - 59/56*z + 1
*
[ 3/5 ] 
f(z) = 25/234*z^3 - 55/78*z + 1
*
[ 3 ] 
f(z) = 31/225*z^3 - 43/75*z + 1
*
[ 3 ] 
f(z) = 31/234*z^3 - 41/78*z + 1
*
[ 3 ] 
f(z) = 32/225*z^3 - 46/75*z + 1
*
[ 3 ] 
f(z) = 34/225*z^3 - 52/75*z + 1
*
[ 3 ] 
f(z) = 35/234*z^3 - 53/78*z + 1
*
[ 3 ] 
f(z) = 37/234*z^3 - 59/78*z + 1
*
[ 2/3 ] 
f(z) = 21/232*z^3 - 47/87*z + 1
*
[ 28/9 ] 
f(z) = 27/224*z^3 - 41/84*z + 1
*
[ 5/8 ] 
f(z) = 32/225*z^3 - 59/90*z + 1
*
[ 2/3 ] 
f(z) = 33/232*z^3 - 49/87*z + 1
*
[ 5/2 ] 
f(z) = 38/225*z^3 - 41/90*z + 1
*
[ 2/3 ] 
f(z) = 39/232*z^3 - 50/87*z + 1
*
[ 16/5 ] 
f(z) = 25/224*z^3 - 51/112*z + 1
*
[ -4 ] 
f(z) = 25/232*z^3 - 55/116*z + 1
*
[ -15/4 ] 
f(z) = 26/225*z^3 - 43/120*z + 1
*
[ 5/2 ] 
f(z) = 31/225*z^3 - 47/180*z + 1
*
[ 14/5 ] 
f(z) = 25/232*z^3 - 41/203*z + 1
*
[ -4 ] 
f(z) = 21/236*z^3 - 41/236*z + 1
*
[ 3 ] 
f(z) = 23/222*z^3 - 59/222*z + 1
*
[ 3 ] 
f(z) = 23/228*z^3 - 55/228*z + 1
*
[ 3 ] 
f(z) = 23/231*z^3 - 53/231*z + 1
*
[ 3 ] 
f(z) = 23/237*z^3 - 49/237*z + 1
*
[ 14/5 ] 
f(z) = 25/238*z^3 - 43/238*z + 1
*
[ 8/3 ] 
f(z) = 27/232*z^3 - 47/232*z + 1
*
[ -13/4 ] 
f(z) = 32/221*z^3 - 49/221*z + 1
*
[ 5/2 ] 
f(z) = 32/235*z^3 - 59/235*z + 1
*
[ 13/6 ] 
f(z) = 36/221*z^3 - 50/221*z + 1
*
[ 2 ] 
f(z) = 39/226*z^3 - 43/226*z + 1
*
[ 2 ] 
f(z) = 39/230*z^3 - 41/230*z + 1
*
[ -15/4 ] 
f(z) = 23/225*z^3 - 41/240*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 21/232*z^3 - 25/29*z + 1
*
[ 4 ] 
f(z) = 23/224*z^3 - 25/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 23/232*z^3 - 26/29*z + 1
*
[ 4 ] 
f(z) = 25/224*z^3 - 29/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 25/232*z^3 - 27/29*z + 1
*
[ 4 ] 
f(z) = 27/224*z^3 - 33/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018518518518518518518518518518518518519
f(z) = 27/232*z^3 - 28/29*z + 1
*
[ 4 ] 
f(z) = 29/224*z^3 - 37/28*z + 1
*
[ -4 ] 
f(z) = 29/224*z^3 - 23/28*z + 1
*
[ -4 ] 
f(z) = 31/224*z^3 - 27/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018403968641890303633622073772050760113
f(z) = 31/232*z^3 - 30/29*z + 1
*
[ -4 ] 
f(z) = 33/224*z^3 - 31/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018294515359950781288195549002515198105
f(z) = 33/232*z^3 - 31/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018189770822054565094258734547749964728
f(z) = 35/232*z^3 - 32/29*z + 1
*
[ -4 ] 
f(z) = 37/224*z^3 - 39/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.018089388015718168896791078939734577032
f(z) = 37/232*z^3 - 33/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017993055354049589001883421212807368304
f(z) = 39/232*z^3 - 34/29*z + 1
*
[ 2/3 ] 
f(z) = 27/224*z^3 - 31/56*z + 1
*
[ 3 ] 
f(z) = 25/234*z^3 - 23/78*z + 1
*
[ 3 ] 
f(z) = 26/225*z^3 - 28/75*z + 1
*
[ 3 ] 
f(z) = 28/225*z^3 - 34/75*z + 1
*
[ -15/4 ] 
f(z) = 28/225*z^3 - 29/60*z + 1
*
[ 3 ] 
f(z) = 29/225*z^3 - 37/75*z + 1
*
[ 3 ] 
f(z) = 29/234*z^3 - 35/78*z + 1
*
[ 3/4 ] 
f(z) = 32/225*z^3 - 31/75*z + 1
*
[ 5/2 ] 
f(z) = 34/225*z^3 - 31/90*z + 1
*
[ -4 ] 
f(z) = 21/232*z^3 - 23/116*z + 1
*
[ -4 ] 
f(z) = 23/232*z^3 - 39/116*z + 1
*
[ 4/5 ] 
f(z) = 25/232*z^3 - 37/116*z + 1
*
[ 2 ] 
f(z) = 39/220*z^3 - 23/110*z + 1
*
[ 15/16 ] 
f(z) = 32/225*z^3 - 23/120*z + 1
*
[ 5/2 ] 
f(z) = 29/225*z^3 - 37/180*z + 1
*
[ 3 ] 
f(z) = 20/231*z^3 - 26/231*z + 1
*
[ 3 ] 
f(z) = 20/237*z^3 - 22/237*z + 1
*
[ 3 ] 
f(z) = 22/237*z^3 - 40/237*z + 1
*
[ 13/5 ] 
f(z) = 25/221*z^3 - 33/221*z + 1
*
[ 5/2 ] 
f(z) = 28/235*z^3 - 34/235*z + 1
*
[ 9/4 ] 
f(z) = 32/225*z^3 - 37/225*z + 1
*
[ 2 ] 
f(z) = 35/222*z^3 - 29/222*z + 1
*
[ 2 ] 
f(z) = 35/226*z^3 - 27/226*z + 1
*
[ 2 ] 
f(z) = 35/234*z^3 - 23/234*z + 1
*
[ 2 ] 
f(z) = 37/226*z^3 - 35/226*z + 1
*
[ -3 ] 
f(z) = 37/228*z^3 - 29/228*z + 1
*
[ 2 ] 
f(z) = 37/230*z^3 - 33/230*z + 1
*
[ -3 ] 
f(z) = 37/231*z^3 - 25/231*z + 1
*
[ 2 ] 
f(z) = 37/234*z^3 - 31/234*z + 1
*
[ 2 ] 
f(z) = 37/238*z^3 - 29/238*z + 1
*
[ -3 ] 
f(z) = 38/231*z^3 - 34/231*z + 1
*
[ -3 ] 
f(z) = 38/237*z^3 - 26/237*z + 1
*
[ 2 ] 
f(z) = 39/238*z^3 - 37/238*z + 1
*
[ -18/5 ] 
f(z) = 25/232*z^3 - 31/261*z + 1
*
[ 15/4 ] 
f(z) = 32/225*z^3 - 19/15*z + 1
*
[ -15/4 ] 
f(z) = 32/225*z^3 - 11/15*z + 1
*
[ -4 ] 
f(z) = 23/224*z^3 - 11/28*z + 1
*
[ -4 ] 
f(z) = 25/224*z^3 - 15/28*z + 1
*
[ 4/5 ] 
f(z) = 25/224*z^3 - 9/28*z + 1
*
[ -4 ] 
f(z) = 27/224*z^3 - 19/28*z + 1
*
[ 2/3 ] 
f(z) = 27/232*z^3 - 16/29*z + 1
*
[ 2 ] 
f(z) = 31/232*z^3 - 1/29*z + 1
*
[ 15/8 ] 
f(z) = 32/225*z^3 - 1/30*z + 1
*
[ 2 ] 
f(z) = 33/232*z^3 - 2/29*z + 1
*
[ 2 ] 
f(z) = 35/232*z^3 - 3/29*z + 1
*
[ 2 ] 
f(z) = 37/232*z^3 - 4/29*z + 1
*
[ 2 ] 
f(z) = 39/232*z^3 - 5/29*z + 1
*
[ 14/5 ] 
f(z) = 25/224*z^3 - 13/56*z + 1
*
[ 8/3 ] 
f(z) = 27/224*z^3 - 13/56*z + 1
*
[ 5/2 ] 
f(z) = 28/225*z^3 - 8/45*z + 1
*
[ 2 ] 
f(z) = 29/224*z^3 - 1/56*z + 1
*
[ 2 ] 
f(z) = 31/224*z^3 - 3/56*z + 1
*
[ 5/2 ] 
f(z) = 32/225*z^3 - 13/45*z + 1
*
[ 5/4 ] 
f(z) = 32/225*z^3 - 1/45*z + 1
*
[ 2 ] 
f(z) = 33/224*z^3 - 5/56*z + 1
*
[ 2 ] 
f(z) = 37/224*z^3 - 9/56*z + 1
*
[ 2 ] 
f(z) = 39/224*z^3 - 11/56*z + 1
*
[ 3 ] 
f(z) = 22/225*z^3 - 16/75*z + 1
*
[ 3 ] 
f(z) = 23/225*z^3 - 19/75*z + 1
*
[ 3 ] 
f(z) = 23/234*z^3 - 17/78*z + 1
*
[ -3 ] 
f(z) = 34/225*z^3 - 2/75*z + 1
*
[ -3 ] 
f(z) = 35/234*z^3 - 1/78*z + 1
*
[ -3 ] 
f(z) = 37/225*z^3 - 11/75*z + 1
*
[ -3 ] 
f(z) = 37/234*z^3 - 7/78*z + 1
*
[ -3 ] 
f(z) = 38/225*z^3 - 14/75*z + 1
*
[ 5/2 ] 
f(z) = 22/225*z^3 - 1/90*z + 1
*
[ 12/5 ] 
f(z) = 25/224*z^3 - 5/84*z + 1
*
[ 5/2 ] 
f(z) = 26/225*z^3 - 11/90*z + 1
*
[ 4/3 ] 
f(z) = 33/224*z^3 - 1/84*z + 1
*
[ 4/3 ] 
f(z) = 39/224*z^3 - 5/84*z + 1
*
[ -10/3 ] 
f(z) = 27/220*z^3 - 7/110*z + 1
*
[ 15/14 ] 
f(z) = 28/225*z^3 - 8/105*z + 1
*
[ 15/7 ] 
f(z) = 28/225*z^3 - 4/105*z + 1
*
[ 2 ] 
f(z) = 29/220*z^3 - 3/110*z + 1
*
[ 2 ] 
f(z) = 29/228*z^3 - 1/114*z + 1
*
[ 2 ] 
f(z) = 31/220*z^3 - 7/110*z + 1
*
[ 2 ] 
f(z) = 31/228*z^3 - 5/114*z + 1
*
[ 2 ] 
f(z) = 31/236*z^3 - 3/118*z + 1
*
[ 2 ] 
f(z) = 33/236*z^3 - 7/118*z + 1
*
[ 2 ] 
f(z) = 35/228*z^3 - 13/114*z + 1
*
[ 2 ] 
f(z) = 35/236*z^3 - 11/118*z + 1
*
[ 2 ] 
f(z) = 37/220*z^3 - 19/110*z + 1
*
[ 2 ] 
f(z) = 37/228*z^3 - 17/114*z + 1
*
[ 2 ] 
f(z) = 37/236*z^3 - 15/118*z + 1
*
[ 2 ] 
f(z) = 39/236*z^3 - 19/118*z + 1
*
[ -15/4 ] 
f(z) = 22/225*z^3 - 13/120*z + 1
*
[ 12/5 ] 
f(z) = 25/234*z^3 - 5/156*z + 1
*
[ 3/2 ] 
f(z) = 34/225*z^3 - 1/150*z + 1
*
[ 3/2 ] 
f(z) = 38/225*z^3 - 7/150*z + 1
*
[ 5/2 ] 
f(z) = 23/225*z^3 - 7/180*z + 1
*
[ 15/13 ] 
f(z) = 26/225*z^3 - 4/195*z + 1
*
[ 5/2 ] 
f(z) = 24/235*z^3 - 9/235*z + 1
*
[ -17/5 ] 
f(z) = 25/221*z^3 - 3/221*z + 1
*
[ 12/5 ] 
f(z) = 25/228*z^3 - 11/228*z + 1
*
[ 7/3 ] 
f(z) = 27/224*z^3 - 19/224*z + 1
*
[ -10/3 ] 
f(z) = 27/230*z^3 - 1/230*z + 1
*
[ 7/3 ] 
f(z) = 27/238*z^3 - 11/238*z + 1
*
[ 2 ] 
f(z) = 29/222*z^3 - 5/222*z + 1
*
[ 2 ] 
f(z) = 29/226*z^3 - 3/226*z + 1
*
[ 2 ] 
f(z) = 29/230*z^3 - 1/230*z + 1
*
[ 2 ] 
f(z) = 31/222*z^3 - 13/222*z + 1
*
[ 2 ] 
f(z) = 31/226*z^3 - 11/226*z + 1
*
[ 2 ] 
f(z) = 31/230*z^3 - 9/230*z + 1
*
[ 2 ] 
f(z) = 31/234*z^3 - 7/234*z + 1
*
[ 2 ] 
f(z) = 31/238*z^3 - 5/238*z + 1
*
[ 5/4 ] 
f(z) = 32/235*z^3 - 3/235*z + 1
*
[ 2 ] 
f(z) = 33/226*z^3 - 19/226*z + 1
*
[ 2 ] 
f(z) = 33/230*z^3 - 17/230*z + 1
*
[ 2 ] 
f(z) = 33/238*z^3 - 13/238*z + 1
*
[ -3 ] 
f(z) = 35/222*z^3 - 19/222*z + 1
*
[ -3 ] 
f(z) = 35/228*z^3 - 11/228*z + 1
*
[ 5/3 ] 
f(z) = 36/235*z^3 - 6/235*z + 1
*
[ -3 ] 
f(z) = 37/237*z^3 - 17/237*z + 1
*
[ 4/3 ] 
f(z) = 37/224*z^3 - 11/252*z + 1
*
[ -10/3 ] 
f(z) = 27/224*z^3 - 11/280*z + 1
*
[ 2 ] 
f(z) = 21/232*z^3 + 4/29*z + 1
*
[ 2 ] 
f(z) = 23/232*z^3 + 3/29*z + 1
*
[ 2 ] 
f(z) = 25/232*z^3 + 2/29*z + 1
*
[ 4/3 ] 
f(z) = 27/224*z^3 + 1/28*z + 1
*
[ 2 ] 
f(z) = 27/232*z^3 + 1/29*z + 1
*
[ 2 ] 
f(z) = 23/224*z^3 + 5/56*z + 1
*
[ 2 ] 
f(z) = 25/224*z^3 + 3/56*z + 1
*
[ 8/5 ] 
f(z) = 25/224*z^3 + 5/56*z + 1
*
[ 2 ] 
f(z) = 27/224*z^3 + 1/56*z + 1
*
[ 6/5 ] 
f(z) = 25/234*z^3 + 1/78*z + 1
*
[ 3/2 ] 
f(z) = 28/225*z^3 + 4/75*z + 1
*
[ 3/2 ] 
f(z) = 32/225*z^3 + 1/75*z + 1
*
[ 6/5 ] 
f(z) = 25/232*z^3 + 1/87*z + 1
*
[ 2 ] 
f(z) = 21/220*z^3 + 13/110*z + 1
*
[ 2 ] 
f(z) = 21/236*z^3 + 17/118*z + 1
*
[ 2 ] 
f(z) = 23/220*z^3 + 9/110*z + 1
*
[ 2 ] 
f(z) = 23/228*z^3 + 11/114*z + 1
*
[ 2 ] 
f(z) = 23/236*z^3 + 13/118*z + 1
*
[ 6/5 ] 
f(z) = 25/228*z^3 + 1/114*z + 1
*
[ 2 ] 
f(z) = 25/228*z^3 + 7/114*z + 1
*
[ 2 ] 
f(z) = 25/236*z^3 + 9/118*z + 1
*
[ 2 ] 
f(z) = 27/220*z^3 + 1/110*z + 1
*
[ 4/3 ] 
f(z) = 27/232*z^3 + 5/116*z + 1
*
[ 2 ] 
f(z) = 27/236*z^3 + 5/118*z + 1
*
[ 2 ] 
f(z) = 29/236*z^3 + 1/118*z + 1
*
[ 3/2 ] 
f(z) = 22/225*z^3 + 17/150*z + 1
*
[ 3/2 ] 
f(z) = 26/225*z^3 + 11/150*z + 1
*
[ -10/3 ] 
f(z) = 27/232*z^3 + 1/145*z + 1
*
[ 15/11 ] 
f(z) = 22/225*z^3 + 14/165*z + 1
*
[ 6/5 ] 
f(z) = 25/224*z^3 + 1/168*z + 1
*
[ 14/9 ] 
f(z) = 27/224*z^3 + 11/168*z + 1
*
[ 5/4 ] 
f(z) = 28/225*z^3 + 1/180*z + 1
*
[ 2 ] 
f(z) = 23/222*z^3 + 19/222*z + 1
*
[ 6/5 ] 
f(z) = 25/222*z^3 + 1/222*z + 1
*
[ 2 ] 
f(z) = 25/222*z^3 + 11/222*z + 1
*
[ 7/5 ] 
f(z) = 25/224*z^3 + 15/224*z + 1
*
[ 2 ] 
f(z) = 25/226*z^3 + 13/226*z + 1
*
[ 11/5 ] 
f(z) = 25/231*z^3 + 5/231*z + 1
*
[ 7/5 ] 
f(z) = 25/231*z^3 + 17/231*z + 1
*
[ 2 ] 
f(z) = 25/234*z^3 + 17/234*z + 1
*
[ 4/3 ] 
f(z) = 27/220*z^3 + 7/220*z + 1
*
[ 5/3 ] 
f(z) = 27/220*z^3 + 13/220*z + 1
*
[ 2 ] 
f(z) = 27/226*z^3 + 5/226*z + 1
*
[ 2 ] 
f(z) = 27/230*z^3 + 7/230*z + 1
*
[ 5/3 ] 
f(z) = 27/230*z^3 + 17/230*z + 1
*
[ 5/3 ] 
f(z) = 27/235*z^3 + 19/235*z + 1
*
[ 4/3 ] 
f(z) = 27/236*z^3 + 11/236*z + 1
*
[ 2 ] 
f(z) = 27/238*z^3 + 11/238*z + 1
*
[ 3/2 ] 
f(z) = 28/237*z^3 + 16/237*z + 1
*
[ 2 ] 
f(z) = 29/234*z^3 + 1/234*z + 1
*
[ 2 ] 
f(z) = 29/238*z^3 + 3/238*z + 1
*
[ 7/4 ] 
f(z) = 32/231*z^3 + 1/231*z + 1
*
[ 3/2 ] 
f(z) = 32/231*z^3 + 5/231*z + 1
*
[ 3/2 ] 
f(z) = 32/237*z^3 + 7/237*z + 1
*
[ 4/3 ] 
f(z) = 23/224*z^3 + 17/252*z + 1
*
[ 4/3 ] 
f(z) = 25/224*z^3 + 13/252*z + 1
*
[ 28/15 ] 
f(z) = 25/224*z^3 + 19/252*z + 1
*
[ 15/8 ] 
f(z) = 28/225*z^3 + 7/240*z + 1
*
[ 4/3 ] 
f(z) = 29/224*z^3 + 5/252*z + 1
*
[ 4/3 ] 
f(z) = 31/224*z^3 + 1/252*z + 1
*
[ 3/2 ] 
f(z) = 20/231*z^3 + 32/231*z + 1
*
[ 3/2 ] 
f(z) = 20/237*z^3 + 34/237*z + 1
*
[ 2 ] 
f(z) = 21/226*z^3 + 29/226*z + 1
*
[ 2 ] 
f(z) = 21/230*z^3 + 31/230*z + 1
*
[ 2 ] 
f(z) = 23/226*z^3 + 21/226*z + 1
*
[ 2 ] 
f(z) = 23/234*z^3 + 25/234*z + 1
*
[ 2 ] 
f(z) = 23/238*z^3 + 27/238*z + 1
*
[ 8/5 ] 
f(z) = 25/232*z^3 + 23/232*z + 1
*
[ 9/5 ] 
f(z) = 25/234*z^3 + 23/234*z + 1
*
[ 11 ] 
f(z) = 29/242*z^3 - 299/22*z + 1
*
[ -11 ] 
f(z) = 29/242*z^3 - 295/22*z + 1
*
4/3 | 0.19986028371385504781440173906662077186 | 0.023741914710101025209015639327956451503
f(z) = 21/256*z^3 - 283/48*z + 1
*
42/5 | 0.12861723350342838720002810921142030931 | 0.017213383654530726168040642944076982807
f(z) = 25/252*z^3 - 293/42*z + 1
*
3/2 | 0.19629979369599045478378315622760395148 | 0.024897871102624981811518035972461467638
f(z) = 32/243*z^3 - 295/54*z + 1
*
4/3 | 0.17954461221544006755870161235771686310 | 0.021293062349169339190506824472389893245
f(z) = 33/256*z^3 - 287/48*z + 1
*
4/3 | 0.14103897039736971364036555221118087970 | 0.016712728148873384610443898608237789725
f(z) = 39/256*z^3 - 289/48*z + 1
*
-20/3 | 0.13600350878391911707604848218024001798 | 0.015248193579710571017288080446701982299
f(z) = 27/250*z^3 - 299/60*z + 1
*
20/3 | 0.25544429246934350764935838957772461263 | 0.028771569168580194771168421059448581151
f(z) = 27/250*z^3 - 287/60*z + 1
*
6 | 0.17453246074558919998786993705439071127 | 0.024746826016121362775895211545607287322
f(z) = 31/240*z^3 - 289/60*z + 1
*
[ -20/3 ] 
f(z) = 33/250*z^3 - 283/60*z + 1
*
20/7 | 0.23911533153650213931418776944579135106 | 0.022829940445526086480369778979236037539
f(z) = 21/250*z^3 - 283/84*z + 1
*
24/5 | 0.12315669305404974423440679027551597242 | 0.018261508336703982275358016940833138673
f(z) = 25/252*z^3 - 283/84*z + 1
*
[ 6 ] 
f(z) = 27/248*z^3 - 287/93*z + 1
*
[ -20/3 ] 
f(z) = 27/256*z^3 - 283/80*z + 1
*
[ -6 ] 
f(z) = 29/248*z^3 - 283/93*z + 1
*
[ -11/2 ] 
f(z) = 35/242*z^3 - 281/88*z + 1
*
12/5 | 0.14800925395514026420405507349378256938 | 0.017582398155402088111324259111462208610
f(z) = 35/256*z^3 - 283/80*z + 1
*
[ -27/4 ] 
f(z) = 20/243*z^3 - 281/108*z + 1
*
14/3 | 0.10247090177083410614114459765477867240 | 0.013442925258831739102217274905276987987
f(z) = 27/245*z^3 - 292/105*z + 1
*
[ 21/4 ] 
f(z) = 32/245*z^3 - 293/105*z + 1
*
27/5 | 0.13152776584767868206624047255257066968 | 0.016726042573325448359972653425464208627
f(z) = 20/243*z^3 - 289/135*z + 1
*
-55/18 | 0.11936402145571926257609542499532669588 | 0.013433872541912793014511226106315966290
f(z) = 27/250*z^3 - 289/120*z + 1
*
[ 24/5 ] 
f(z) = 35/256*z^3 - 283/120*z + 1
*
[ 16/3 ] 
f(z) = 25/256*z^3 - 283/144*z + 1
*
-7/2 | 0.22614857001152638296967672332260602437 | 0.029708166473577576497921432396192350858
f(z) = 27/245*z^3 - 289/140*z + 1
*
[ -16/3 ] 
f(z) = 29/256*z^3 - 293/144*z + 1
*
20/7 | 0.31140720265234615028945659080273600616 | 0.029633878028629455022397356280071459138
f(z) = 21/250*z^3 - 293/168*z + 1
*
[ 9/22 ] 
f(z) = 22/243*z^3 - 289/198*z + 1
*
-5 | 0.19751998888876559045903085125853192731 | 0.022229967814850033373653135909710775363
f(z) = 21/250*z^3 - 289/210*z + 1
*
[ 14/3 ] 
f(z) = 24/245*z^3 - 283/210*z + 1
*
[ 9/20 ] 
f(z) = 32/243*z^3 - 281/225*z + 1
*
[ -5 ] 
f(z) = 23/245*z^3 - 281/245*z + 1
*
[ 5/11 ] 
f(z) = 23/250*z^3 - 295/242*z + 1
*
20/9 | 0.22161433132884841958011940221911199457 | 0.026348332287062106507451344330601256602
f(z) = 27/256*z^3 - 281/240*z + 1
*
[ 4 ] 
f(z) = 29/244*z^3 - 281/244*z + 1
*
[ -4 ] 
f(z) = 37/244*z^3 - 287/244*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.015858033522395550686869122611059699038
f(z) = 39/250*z^3 - 281/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.015890295672527725055766648638775966058
f(z) = 39/254*z^3 - 283/254*z + 1
*
[ 11 ] 
f(z) = 27/242*z^3 - 277/22*z + 1
*
[ -11 ] 
f(z) = 27/242*z^3 - 273/22*z + 1
*
-5/6 | 0.17366613131176955369506992250125825986 | 0.016661778069604429977336188756263319084
f(z) = 27/250*z^3 - 269/24*z + 1
*
-6/5 | 0.19569219094148345821045195324749938673 | 0.026547171555757513226889184957966114906
f(z) = 25/252*z^3 - 265/42*z + 1
*
-20/3 | 0.13124715673045737918603973147256012151 | 0.014891457210963087986209662198143939338
f(z) = 27/250*z^3 - 269/60*z + 1
*
21/4 | 0.082359117848850316418854469764569353501 | 0.010879776082379260084850047984913291986
f(z) = 32/245*z^3 - 277/70*z + 1
*
7/3 | 0.20963128010726449449154705065868776739 | 0.027912018962646748676262040274122739554
f(z) = 36/245*z^3 - 261/70*z + 1
*
[ -6 ] 
f(z) = 37/240*z^3 - 263/60*z + 1
*
-55/13 | 0.26567052440340654657544379297208894565 | 0.025434980050518495958812147824071008824
f(z) = 39/250*z^3 - 275/78*z + 1
*
[ 11/2 ] 
f(z) = 31/242*z^3 - 269/88*z + 1
*
[ -45/8 ] 
f(z) = 32/243*z^3 - 269/90*z + 1
*
[ 35/6 ] 
f(z) = 24/245*z^3 - 263/105*z + 1
*
28/9 | 0.22614935841660210465659998744323386571 | 0.029874705375814183190376843846587744728
f(z) = 27/245*z^3 - 277/105*z + 1
*
8/13 | 0.24688238127210716059297234725656012630 | 0.027139034963285089319675537172988832437
f(z) = 39/256*z^3 - 279/104*z + 1
*
-205/42 | 0.30665310676373198492994196719877046042 | 0.029420739499744625843346065145070149017
f(z) = 21/250*z^3 - 269/168*z + 1
*
[ 8/21 ] 
f(z) = 21/256*z^3 - 275/168*z + 1
*
[ 27/7 ] 
f(z) = 35/243*z^3 - 265/189*z + 1
*
[ 11/3 ] 
f(z) = 37/242*z^3 - 263/198*z + 1
*
7/2 | 0.22614872646830386752159538195002647285 | 0.029874621894395731394342111951587166699
f(z) = 24/245*z^3 - 277/210*z + 1
*
[ 45/13 ] 
f(z) = 39/250*z^3 - 271/234*z + 1
*
[ 1/2 ] 
f(z) = 20/257*z^3 - 262/257*z + 1
*
[ 1/2 ] 
f(z) = 20/259*z^3 - 264/259*z + 1
*
[ -5 ] 
f(z) = 23/255*z^3 - 269/255*z + 1
*
[ 1/2 ] 
f(z) = 24/257*z^3 - 263/257*z + 1
*
[ 1/2 ] 
f(z) = 24/259*z^3 - 265/259*z + 1
*
-45/28 | 0.18443799583934253359416581012692627721 | 0.020728131531517074809742124000115518836
f(z) = 28/243*z^3 - 271/252*z + 1
*
[ 1/2 ] 
f(z) = 28/255*z^3 - 262/255*z + 1
*
[ 1/2 ] 
f(z) = 28/257*z^3 - 264/257*z + 1
*
[ 4 ] 
f(z) = 29/252*z^3 - 275/252*z + 1
*
[ 1/2 ] 
f(z) = 32/253*z^3 - 261/253*z + 1
*
[ 1/2 ] 
f(z) = 32/257*z^3 - 265/257*z + 1
*
[ 1/2 ] 
f(z) = 32/259*z^3 - 267/259*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.015960213913978557102610187759509288851
f(z) = 35/242*z^3 - 261/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012342002472608145901323013789744876514
f(z) = 35/246*z^3 - 263/246*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016055813136620037995948661384272741731
f(z) = 35/254*z^3 - 267/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012449773166976690868728134266501103715
f(z) = 35/258*z^3 - 269/258*z + 1
*
[ 1/2 ] 
f(z) = 36/253*z^3 - 262/253*z + 1
*
[ 1/2 ] 
f(z) = 36/257*z^3 - 266/257*z + 1
*
[ 1/2 ] 
f(z) = 36/259*z^3 - 268/259*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.015874203715445904899090065751711782704
f(z) = 37/242*z^3 - 269/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012275870773611796819382684751951490932
f(z) = 37/246*z^3 - 271/246*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.015939801956675230714575400608249068558
f(z) = 37/250*z^3 - 273/250*z + 1
*
[ -4 ] 
f(z) = 37/252*z^3 - 277/252*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.015971305703559754011405342879310510861
f(z) = 37/254*z^3 - 275/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012385014746748131666861810264069509841
f(z) = 37/258*z^3 - 277/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.015791369058126638772142568109645930254
f(z) = 39/242*z^3 - 277/242*z + 1
*
[ 62/15 ] 
f(z) = 25/248*z^3 - 269/279*z + 1
*
[ 11 ] 
f(z) = 25/242*z^3 - 255/22*z + 1
*
[ -11 ] 
f(z) = 25/242*z^3 - 251/22*z + 1
*
-9/10 | 0.21227173638013252581503196636989976932 | 0.024063571322250325034464725281348580319
f(z) = 25/243*z^3 - 251/36*z + 1
*
-10/9 | 0.23699958827005358765172435783967597301 | 0.027153118178474984548123733495300287966
f(z) = 27/250*z^3 - 247/30*z + 1
*
7/6 | 0.10777175784321114751222797840977172683 | 0.014455726762673498340531572590294810214
f(z) = 36/245*z^3 - 247/35*z + 1
*
[ 7 ] 
f(z) = 39/245*z^3 - 243/35*z + 1
*
[ 42/5 ] 
f(z) = 25/252*z^3 - 257/42*z + 1
*
[ -42/5 ] 
f(z) = 25/252*z^3 - 247/42*z + 1
*
[ 6 ] 
f(z) = 37/243*z^3 - 251/54*z + 1
*
[ 6 ] 
f(z) = 38/243*z^3 - 259/54*z + 1
*
[ -6 ] 
f(z) = 38/243*z^3 - 241/54*z + 1
*
[ 22/3 ] 
f(z) = 21/242*z^3 - 251/66*z + 1
*
-6 | 0.079621158741913716936698479452275578611 | 0.011480447852307879817637793319019100992
f(z) = 23/240*z^3 - 257/60*z + 1
*
[ 33/5 ] 
f(z) = 25/242*z^3 - 241/66*z + 1
*
-6 | 0.17819356377717513656472947487360839823 | 0.025781261385335463633910903433165657596
f(z) = 29/240*z^3 - 251/60*z + 1
*
7/4 | 0.16252498139464846831794760902718125211 | 0.021847775512516000666829842337069893152
f(z) = 32/245*z^3 - 243/70*z + 1
*
[ 6 ] 
f(z) = 25/248*z^3 - 260/93*z + 1
*
[ -6 ] 
f(z) = 27/248*z^3 - 256/93*z + 1
*
[ 11/2 ] 
f(z) = 29/242*z^3 - 247/88*z + 1
*
4 | 0.17108029506259686978574832269810788697 | 0.020697742057243884753477684065503538382
f(z) = 35/256*z^3 - 243/80*z + 1
*
[ 28/5 ] 
f(z) = 25/256*z^3 - 251/112*z + 1
*
-14/3 | 0.082006581806334347779174257658816456451 | 0.010999771768201485794025549748131996048
f(z) = 27/245*z^3 - 247/105*z + 1
*
[ -21/4 ] 
f(z) = 32/245*z^3 - 253/105*z + 1
*
-12/7 | 0.23646670838454431499052554527613527536 | 0.028636994594099143663030799486051855280
f(z) = 35/256*z^3 - 241/112*z + 1
*
[ 44/9 ] 
f(z) = 27/242*z^3 - 247/132*z + 1
*
[ 16/3 ] 
f(z) = 23/256*z^3 - 251/144*z + 1
*
[ 24/5 ] 
f(z) = 25/252*z^3 - 251/168*z + 1
*
-9/4 | 0.21290775817587572756475233224878079473 | 0.024179706171765752839127046733074977309
f(z) = 20/243*z^3 - 247/180*z + 1
*
[ 3/7 ] 
f(z) = 28/243*z^3 - 256/189*z + 1
*
[ 11/3 ] 
f(z) = 35/242*z^3 - 241/198*z + 1
*
[ 3/7 ] 
f(z) = 35/243*z^3 - 257/189*z + 1
*
-18/5 | 0.21290775817587572756475233224878079473 | 0.024247424848548069887982514846938743395
f(z) = 35/243*z^3 - 241/180*z + 1
*
-10/3 | 0.19752102250518648018121204846126649476 | 0.022567988449614113736764721082949370855
f(z) = 21/250*z^3 - 253/210*z + 1
*
[ -24/5 ] 
f(z) = 25/243*z^3 - 251/216*z + 1
*
[ -14/3 ] 
f(z) = 27/248*z^3 - 251/217*z + 1
*
-99/26 | 0.24422119872685665760751885643076307972 | 0.027587308536052407891495671344248924680
f(z) = 26/243*z^3 - 259/234*z + 1
*
[ 1/2 ] 
f(z) = 20/241*z^3 - 246/241*z + 1
*
[ 1/2 ] 
f(z) = 20/243*z^3 - 248/243*z + 1
*
[ 1/2 ] 
f(z) = 20/247*z^3 - 252/247*z + 1
*
[ 1/2 ] 
f(z) = 20/249*z^3 - 254/249*z + 1
*
[ 1/2 ] 
f(z) = 20/251*z^3 - 256/251*z + 1
*
[ 1/2 ] 
f(z) = 20/253*z^3 - 258/253*z + 1
*
[ -5 ] 
f(z) = 22/245*z^3 - 256/245*z + 1
*
[ -5 ] 
f(z) = 22/255*z^3 - 244/255*z + 1
*
[ 1/2 ] 
f(z) = 24/241*z^3 - 247/241*z + 1
*
[ 1/2 ] 
f(z) = 24/245*z^3 - 251/245*z + 1
*
[ 1/2 ] 
f(z) = 24/247*z^3 - 253/247*z + 1
*
[ 1/2 ] 
f(z) = 24/251*z^3 - 257/251*z + 1
*
[ 1/2 ] 
f(z) = 24/253*z^3 - 259/253*z + 1
*
8/5 | 0.13672685399437303155216983054557296615 | 0.024709421643444671125355872106488505309
f(z) = 25/252*z^3 - 253/252*z + 1
*
[ 4 ] 
f(z) = 27/244*z^3 - 249/244*z + 1
*
[ 1/2 ] 
f(z) = 28/241*z^3 - 248/241*z + 1
*
[ 1/2 ] 
f(z) = 28/243*z^3 - 250/243*z + 1
*
[ 1/2 ] 
f(z) = 28/247*z^3 - 254/247*z + 1
*
[ 1/2 ] 
f(z) = 28/249*z^3 - 256/249*z + 1
*
[ 1/2 ] 
f(z) = 28/251*z^3 - 258/251*z + 1
*
[ 1/2 ] 
f(z) = 28/253*z^3 - 260/253*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 29/250*z^3 - 241/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 29/254*z^3 - 243/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 29/258*z^3 - 245/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016143749780611614532479525720606809150
f(z) = 31/242*z^3 - 245/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012482608710966826037017880286813173792
f(z) = 31/246*z^3 - 247/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 31/250*z^3 - 249/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 31/254*z^3 - 251/254*z + 1
*
-2 | 0.069652887610746119786493095598028031076 | 0.012543380974693209890426397610497218157
f(z) = 31/258*z^3 - 253/258*z + 1
*
[ 1/2 ] 
f(z) = 32/241*z^3 - 249/241*z + 1
*
[ 1/2 ] 
f(z) = 32/243*z^3 - 251/243*z + 1
*
[ 1/2 ] 
f(z) = 32/245*z^3 - 253/245*z + 1
*
[ 1/2 ] 
f(z) = 32/247*z^3 - 255/247*z + 1
*
[ 1/2 ] 
f(z) = 32/249*z^3 - 257/249*z + 1
*
[ 1/2 ] 
f(z) = 32/251*z^3 - 259/251*z + 1
*
3/2 | 0.15741436932264109301505357742890488736 | 0.028407666958951791890439693815575884161
f(z) = 32/255*z^3 - 242/255*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016113289515022408257355892718438293841
f(z) = 33/250*z^3 - 257/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016143592580461279422600283172029355424
f(z) = 33/254*z^3 - 259/254*z + 1
*
[ -4 ] 
f(z) = 35/244*z^3 - 255/244*z + 1
*
[ 1/2 ] 
f(z) = 36/241*z^3 - 250/241*z + 1
*
[ 1/2 ] 
f(z) = 36/245*z^3 - 254/245*z + 1
*
[ 1/2 ] 
f(z) = 36/247*z^3 - 256/247*z + 1
*
[ 1/2 ] 
f(z) = 36/251*z^3 - 260/251*z + 1
*
[ 7/2 ] 
f(z) = 36/259*z^3 - 256/259*z + 1
*
-4/5 | 0.11377707103981760921099585166291894539 | 0.013924921361454690172969231856927401955
f(z) = 25/256*z^3 - 221/16*z + 1
*
[ 20 ] 
f(z) = 37/250*z^3 - 233/4*z + 1
*
[ 11 ] 
f(z) = 23/242*z^3 - 233/22*z + 1
*
[ -11 ] 
f(z) = 23/242*z^3 - 229/22*z + 1
*
-5/6 | 0.28148378529635366988980539145748331032 | 0.027525002084572512607097946841388078835
f(z) = 27/250*z^3 - 221/24*z + 1
*
-8/9 | 0.21992488705882218766144900273507497890 | 0.024594048496923417444985649901405485220
f(z) = 27/256*z^3 - 239/24*z + 1
*
-3/4 | 0.20475969915695770510248952910693294262 | 0.026727345282091798655452584543804236424
f(z) = 32/243*z^3 - 236/27*z + 1
*
[ 7 ] 
f(z) = 36/245*z^3 - 222/35*z + 1
*
[ 7 ] 
f(z) = 37/245*z^3 - 229/35*z + 1
*
[ 7 ] 
f(z) = 38/245*z^3 - 236/35*z + 1
*
[ -7 ] 
f(z) = 38/245*z^3 - 226/35*z + 1
*
[ -7 ] 
f(z) = 39/245*z^3 - 233/35*z + 1
*
4/3 | 0.17328617820482263513051557443890519278 | 0.021049867656948453435464335730761737502
f(z) = 21/256*z^3 - 235/48*z + 1
*
15/2 | 0.11582761493464394210500201320287403230 | 0.015094125925299614299719168026486827399
f(z) = 22/243*z^3 - 239/54*z + 1
*
-6/5 | 0.21144938309154877941217179401344478480 | 0.029372329867028360829824372877137164586
f(z) = 25/252*z^3 - 223/42*z + 1
*
[ -70/9 ] 
f(z) = 27/250*z^3 - 227/42*z + 1
*
-20/3 | 0.20930585232241540531504849484781493082 | 0.025616475335895193210723053174081303674
f(z) = 27/256*z^3 - 221/48*z + 1
*
-40/29 | 0.27658969036329318152196838069505636899 | 0.026840918789411156407771091762834487402
f(z) = 29/250*z^3 - 239/58*z + 1
*
4/3 | 0.21205956374629783374293458543731774799 | 0.025707142675077974455744313853714202916
f(z) = 33/256*z^3 - 239/48*z + 1
*
[ 6 ] 
f(z) = 34/243*z^3 - 227/54*z + 1
*
[ 6 ] 
f(z) = 35/243*z^3 - 235/54*z + 1
*
[ -6 ] 
f(z) = 37/243*z^3 - 233/54*z + 1
*
[ -22/3 ] 
f(z) = 21/242*z^3 - 233/66*z + 1
*
15/7 | 0.19777940750747639475273091407281023014 | 0.022928160933364345911205530651385139914
f(z) = 21/250*z^3 - 223/70*z + 1
*
[ -33/5 ] 
f(z) = 25/242*z^3 - 221/66*z + 1
*
24/5 | 0.23403914662718241241647164520194794400 | 0.026247063935189594656819414740111909331
f(z) = 25/256*z^3 - 233/72*z + 1
*
20/9 | 0.14504642880317994960520877934336944440 | 0.016680939353578602861400409977303693573
f(z) = 27/250*z^3 - 239/60*z + 1
*
-9/16 | 0.24773682053360236780532505332628448249 | 0.028295244909635171989459376468182137544
f(z) = 32/243*z^3 - 235/72*z + 1
*
-21/4 | 0.21659288494114595733259308447252453528 | 0.029385021564303346829073174157965105394
f(z) = 32/245*z^3 - 227/70*z + 1
*
4 | 0.085216344271592021090607968925400702390 | 0.012543868271148460604938557451703655604
f(z) = 37/240*z^3 - 223/60*z + 1
*
[ 10/39 ] 
f(z) = 39/250*z^3 - 227/78*z + 1
*
[ 6 ] 
f(z) = 23/248*z^3 - 233/93*z + 1
*
[ -6 ] 
f(z) = 25/248*z^3 - 229/93*z + 1
*
[ 11/2 ] 
f(z) = 27/242*z^3 - 225/88*z + 1
*
[ -11/2 ] 
f(z) = 31/242*z^3 - 237/88*z + 1
*
-40/7 | 0.23356545141389162638774198335546649719 | 0.024877859704746460854611480904450479944
f(z) = 21/250*z^3 - 239/105*z + 1
*
[ -35/6 ] 
f(z) = 24/245*z^3 - 227/105*z + 1
*
-35/9 | 0.21625398767762317644417501002341748057 | 0.029252576573069702741395012080433720140
f(z) = 27/245*z^3 - 232/105*z + 1
*
-14/9 | 0.16148499723517881072242163213912201890 | 0.021961539253986596306246548914689977201
f(z) = 27/245*z^3 - 223/105*z + 1
*
[ 22/5 ] 
f(z) = 35/242*z^3 - 223/110*z + 1
*
40/9 | 0.11965785169704528862072534874779796775 | 0.013871689248269126109034417452004232378
f(z) = 27/250*z^3 - 223/120*z + 1
*
-5/6 | 0.089854960131915797696152211563653514162 | 0.010395276555860248603162751451189905482
f(z) = 33/250*z^3 - 227/120*z + 1
*
[ -24/5 ] 
f(z) = 35/256*z^3 - 233/120*z + 1
*
[ -16/3 ] 
f(z) = 25/256*z^3 - 229/144*z + 1
*
[ 2/5 ] 
f(z) = 35/248*z^3 - 236/155*z + 1
*
[ 5/12 ] 
f(z) = 27/250*z^3 - 227/160*z + 1
*
[ 9/20 ] 
f(z) = 20/243*z^3 - 223/180*z + 1
*
-35/9 | 0.21621375300461088324640604418410121340 | 0.024988304933621469800945496126195192122
f(z) = 27/250*z^3 - 229/210*z + 1
*
[ 25/6 ] 
f(z) = 27/250*z^3 - 223/200*z + 1
*
-2 | 0.069651853994325230064311898395293463621 | 0.012543194836759900168318659953316347335
f(z) = 23/258*z^3 - 221/258*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 25/242*z^3 - 221/242*z + 1
*
-2 | 0.068770886703537700904899037444168041314 | 0.012491688512250682313983028687713947498
f(z) = 25/246*z^3 - 223/246*z + 1
*
9/5 | 0.15119456831679672214746108329556388078 | 0.027343612862000442043036449739424579189
f(z) = 25/252*z^3 - 221/252*z + 1
*
[ -23/5 ] 
f(z) = 25/253*z^3 - 221/253*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 25/254*z^3 - 227/254*z + 1
*
-2 | 0.069653539750099839150739942597150660094 | 0.012543498414653603293774647346425385702
f(z) = 25/258*z^3 - 229/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = 27/242*z^3 - 229/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 27/250*z^3 - 233/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 27/254*z^3 - 235/254*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 29/242*z^3 - 237/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012491619219953809633022118070328246864
f(z) = 29/246*z^3 - 239/246*z + 1
*
[ -4 ] 
f(z) = 33/244*z^3 - 223/244*z + 1
*
[ 5/9 ] 
f(z) = 21/250*z^3 - 223/270*z + 1
*
[ 5/9 ] 
f(z) = 33/250*z^3 - 227/270*z + 1
*
[ 5/9 ] 
f(z) = 39/250*z^3 - 229/270*z + 1
*
[ -20 ] 
f(z) = 33/250*z^3 - 207/4*z + 1
*
[ 15 ] 
f(z) = 39/250*z^3 - 205/6*z + 1
*
[ 11 ] 
f(z) = 21/242*z^3 - 211/22*z + 1
*
[ -11 ] 
f(z) = 21/242*z^3 - 207/22*z + 1
*
[ 7 ] 
f(z) = 33/245*z^3 - 201/35*z + 1
*
[ 7 ] 
f(z) = 34/245*z^3 - 208/35*z + 1
*
[ -7 ] 
f(z) = 36/245*z^3 - 212/35*z + 1
*
[ -7 ] 
f(z) = 37/245*z^3 - 219/35*z + 1
*
-20/3 | 0.21932676179656412564233200778760088961 | 0.025590195992845244184431797694109675729
f(z) = 39/250*z^3 - 211/30*z + 1
*
-55/7 | 0.20271042600334917301545863308381163529 | 0.019875613755763593041695332770310588390
f(z) = 21/250*z^3 - 215/42*z + 1
*
-4/3 | 0.088065456378693373371633658073049129186 | 0.010839563350301944527416853282666672205
f(z) = 21/256*z^3 - 211/48*z + 1
*
[ 6 ] 
f(z) = 31/243*z^3 - 203/54*z + 1
*
[ 6 ] 
f(z) = 32/243*z^3 - 211/54*z + 1
*
-4/3 | 0.15022008948169702031896955754337770178 | 0.018447243836716040185824384233221575242
f(z) = 33/256*z^3 - 215/48*z + 1
*
[ -6 ] 
f(z) = 34/243*z^3 - 209/54*z + 1
*
[ -6 ] 
f(z) = 35/243*z^3 - 217/54*z + 1
*
-5 | 0.12569085650081142925762499425525441460 | 0.014648997157029997689875162735910620622
f(z) = 21/250*z^3 - 213/70*z + 1
*
[ 55/9 ] 
f(z) = 27/250*z^3 - 211/66*z + 1
*
[ 6 ] 
f(z) = 29/240*z^3 - 211/60*z + 1
*
[ -6 ] 
f(z) = 31/240*z^3 - 209/60*z + 1
*
-63/16 | 0.19528732349391311136366591665938037970 | 0.022582586863395057705016041351007718513
f(z) = 32/243*z^3 - 211/72*z + 1
*
-5 | 0.29067081654386946544084987227016078973 | 0.028633784584478351021712274480537612069
f(z) = 37/250*z^3 - 205/74*z + 1
*
[ 6 ] 
f(z) = 21/248*z^3 - 206/93*z + 1
*
[ -6 ] 
f(z) = 23/248*z^3 - 202/93*z + 1
*
[ 11/2 ] 
f(z) = 25/242*z^3 - 203/88*z + 1
*
[ -11/2 ] 
f(z) = 29/242*z^3 - 215/88*z + 1
*
-4 | 0.097973970799810867710492476731901856686 | 0.012116801677426011757668586400469917555
f(z) = 35/256*z^3 - 203/80*z + 1
*
[ -28/5 ] 
f(z) = 25/256*z^3 - 211/112*z + 1
*
[ 27/5 ] 
f(z) = 20/243*z^3 - 214/135*z + 1
*
[ 4 ] 
f(z) = 37/248*z^3 - 203/124*z + 1
*
[ 4 ] 
f(z) = 39/248*z^3 - 219/124*z + 1
*
[ 5/13 ] 
f(z) = 39/250*z^3 - 211/130*z + 1
*
[ 32/7 ] 
f(z) = 21/256*z^3 - 209/224*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.016180104894560029196108685903911572124
f(z) = 21/242*z^3 - 205/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.016193878907581267924666093954193406077
f(z) = 21/250*z^3 - 209/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.016200424959364547195105653118819444078
f(z) = 21/254*z^3 - 211/254*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.016179986084803705728507709893718776324
f(z) = 23/242*z^3 - 213/242*z + 1
*
-2 | 0.068771538842891420269145884443290670332 | 0.012491806968214589839183889673829670721
f(z) = 23/246*z^3 - 215/246*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 23/250*z^3 - 217/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.016200542730718464482679875181787472279
f(z) = 23/254*z^3 - 219/254*z + 1
*
[ 4 ] 
f(z) = 25/244*z^3 - 217/244*z + 1
*
[ 4 ] 
f(z) = 25/252*z^3 - 211/252*z + 1
*
[ -13/3 ] 
f(z) = 27/247*z^3 - 203/247*z + 1
*
-9/4 | 0.21913872552071300405557813614168805566 | 0.024830835317026784407512053188100684361
f(z) = 28/243*z^3 - 215/252*z + 1
*
[ 7/2 ] 
f(z) = 32/259*z^3 - 207/259*z + 1
*
[ -23/6 ] 
f(z) = 36/253*z^3 - 210/253*z + 1
*
-4/5 | 0.15216393520220695369281566985939204328 | 0.018986468771706507376120035046849580149
f(z) = 25/256*z^3 - 189/16*z + 1
*
[ 35/3 ] 
f(z) = 27/250*z^3 - 193/14*z + 1
*
20/3 | 0.088506895518934260140607114760217093351 | 0.010514788525072436196948204617903204628
f(z) = 27/250*z^3 - 181/30*z + 1
*
-8/9 | 0.23192812054472403524722887821643468462 | 0.026603334745709446504284515704390062452
f(z) = 27/256*z^3 - 191/24*z + 1
*
[ 7 ] 
f(z) = 31/245*z^3 - 187/35*z + 1
*
[ 7 ] 
f(z) = 32/245*z^3 - 194/35*z + 1
*
[ -7 ] 
f(z) = 32/245*z^3 - 184/35*z + 1
*
[ -7 ] 
f(z) = 33/245*z^3 - 191/35*z + 1
*
[ -7 ] 
f(z) = 34/245*z^3 - 198/35*z + 1
*
-20/3 | 0.15756985137396994612817256878422392245 | 0.018719599816603517195730462507592524271
f(z) = 39/250*z^3 - 181/30*z + 1
*
36/5 | 0.22608192232695677641832581539183470018 | 0.026513822890205226447670839523257942096
f(z) = 20/243*z^3 - 187/45*z + 1
*
-15/2 | 0.17779161269999154852174282678807421152 | 0.020911544237971822124951870862530892129
f(z) = 21/250*z^3 - 197/40*z + 1
*
15/2 | 0.15736139713316514035873317934360949779 | 0.018486613902008161085483878184042112706
f(z) = 23/250*z^3 - 199/40*z + 1
*
16/9 | 0.12979309739493739256190329124417217482 | 0.016216642371139899333571982072343786555
f(z) = 27/256*z^3 - 187/48*z + 1
*
[ 6 ] 
f(z) = 29/243*z^3 - 187/54*z + 1
*
[ -6 ] 
f(z) = 31/243*z^3 - 185/54*z + 1
*
-10/11 | 0.25872040900816581464290082342207024012 | 0.028199291196150993194919302692515285533
f(z) = 33/250*z^3 - 193/55*z + 1
*
4 | 0.23980966337975963468872069108981034613 | 0.029883337419222922705590737034267491787
f(z) = 33/256*z^3 - 191/48*z + 1
*
[ 6 ] 
f(z) = 37/252*z^3 - 187/42*z + 1
*
4 | 0.23701175316973416076870579223303323247 | 0.029496394063061915304942424049637947127
f(z) = 39/256*z^3 - 193/48*z + 1
*
4 | 0.093592309616605030405972036247310390665 | 0.014011665522528477588206140955072111996
f(z) = 31/240*z^3 - 199/60*z + 1
*
5 | 0.11786745746269488363821571865377530321 | 0.011729658014027774983396694676490185953
f(z) = 33/250*z^3 - 185/66*z + 1
*
-4 | 0.16448654606314370641240041684054568059 | 0.024738596521859985179595391457530049380
f(z) = 37/240*z^3 - 193/60*z + 1
*
[ 11/2 ] 
f(z) = 23/242*z^3 - 181/88*z + 1
*
-21/5 | 0.076726891108319691596691708316061427084 | 0.012121686288154553448470034135519552695
f(z) = 25/252*z^3 - 187/84*z + 1
*
[ -11/2 ] 
f(z) = 27/242*z^3 - 193/88*z + 1
*
40/11 | 0.13321791826504110179369704924403287121 | 0.015826543571485093972695573867288486997
f(z) = 33/250*z^3 - 181/110*z + 1
*
[ 2/5 ] 
f(z) = 25/244*z^3 - 185/122*z + 1
*
[ 2/5 ] 
f(z) = 25/252*z^3 - 191/126*z + 1
*
[ -44/9 ] 
f(z) = 27/242*z^3 - 193/132*z + 1
*
65/18 | 0.17926666326867863582816087960802713959 | 0.021136033484567616709366197213038332266
f(z) = 27/250*z^3 - 193/120*z + 1
*
[ 4 ] 
f(z) = 35/248*z^3 - 187/124*z + 1
*
[ -16/3 ] 
f(z) = 23/256*z^3 - 197/144*z + 1
*
-68/15 | 0.15548681834241233363023422587305802383 | 0.019506353732806189387966984035291425804
f(z) = 25/256*z^3 - 181/144*z + 1
*
-40/21 | 0.16604553145107116406863619174555886486 | 0.018978932127102467437015617102084961464
f(z) = 21/256*z^3 - 197/168*z + 1
*
[ -24/5 ] 
f(z) = 25/252*z^3 - 181/168*z + 1
*
[ 9/19 ] 
f(z) = 38/243*z^3 - 196/171*z + 1
*
[ 21/5 ] 
f(z) = 25/243*z^3 - 199/189*z + 1
*
[ 27/7 ] 
f(z) = 28/243*z^3 - 184/189*z + 1
*
[ 11/3 ] 
f(z) = 31/242*z^3 - 197/198*z + 1
*
[ -45/11 ] 
f(z) = 33/250*z^3 - 191/198*z + 1
*
[ 40/9 ] 
f(z) = 21/250*z^3 - 191/216*z + 1
*
[ -14/3 ] 
f(z) = 24/245*z^3 - 193/210*z + 1
*
[ 35/9 ] 
f(z) = 27/250*z^3 - 187/210*z + 1
*
[ 8/15 ] 
f(z) = 27/256*z^3 - 181/200*z + 1
*
3/2 | 0.22644867017616103321451649166808996350 | 0.029904071431085934012686549351742989555
f(z) = 32/243*z^3 - 181/216*z + 1
*
[ 4 ] 
f(z) = 23/244*z^3 - 185/244*z + 1
*
[ 3/5 ] 
f(z) = 25/258*z^3 - 181/258*z + 1
*
[ -4 ] 
f(z) = 31/244*z^3 - 191/244*z + 1
*
[ -4 ] 
f(z) = 31/252*z^3 - 181/252*z + 1
*
[ 19/6 ] 
f(z) = 36/247*z^3 - 192/247*z + 1
*
[ -35/8 ] 
f(z) = 24/245*z^3 - 181/280*z + 1
*
[ 20 ] 
f(z) = 27/250*z^3 - 169/4*z + 1
*
[ -15 ] 
f(z) = 31/250*z^3 - 161/6*z + 1
*
[ 36/5 ] 
f(z) = 25/243*z^3 - 161/36*z + 1
*
[ 7 ] 
f(z) = 29/245*z^3 - 173/35*z + 1
*
[ -7 ] 
f(z) = 29/245*z^3 - 163/35*z + 1
*
[ -7 ] 
f(z) = 31/245*z^3 - 177/35*z + 1
*
-20/3 | 0.17122455972150260046916526119489820127 | 0.020368692677372938102293631520274711475
f(z) = 33/250*z^3 - 179/30*z + 1
*
[ 15/2 ] 
f(z) = 37/250*z^3 - 179/24*z + 1
*
20/3 | 0.28500295363018026614357110708988362489 | 0.028759945609796211502540311713222702823
f(z) = 39/250*z^3 - 161/24*z + 1
*
-63/10 | 0.24946218719753173776568657422521229305 | 0.029545469325888025931220359741524353605
f(z) = 20/243*z^3 - 172/45*z + 1
*
63/10 | 0.10337520742988374424362749524066506335 | 0.012286342735064742845550529195966053876
f(z) = 20/243*z^3 - 167/45*z + 1
*
5/3 | 0.28687011697788307089919934151296645015 | 0.028739877749318805187348348433834664040
f(z) = 21/250*z^3 - 173/42*z + 1
*
-16/3 | 0.12837091873774946173104941427136952768 | 0.016319017015863952292606482009215752356
f(z) = 21/256*z^3 - 163/48*z + 1
*
[ 6 ] 
f(z) = 26/243*z^3 - 163/54*z + 1
*
4 | 0.19598287213670163138404844694161519197 | 0.024726953260047689972323831676211776077
f(z) = 27/256*z^3 - 173/48*z + 1
*
16/3 | 0.13469748679930731265034591882312661378 | 0.017044947919292903850750415937214678751
f(z) = 27/256*z^3 - 169/48*z + 1
*
[ 6 ] 
f(z) = 28/243*z^3 - 179/54*z + 1
*
[ -6 ] 
f(z) = 28/243*z^3 - 161/54*z + 1
*
[ -6 ] 
f(z) = 29/243*z^3 - 169/54*z + 1
*
5/2 | 0.22357559995517852707115316037892190689 | 0.026817691733511349945427499556301067679
f(z) = 31/250*z^3 - 167/40*z + 1
*
-3/4 | 0.14499373727565825498605388008222037269 | 0.019694855945411268992653580147440596557
f(z) = 32/243*z^3 - 175/54*z + 1
*
[ -6 ] 
f(z) = 37/252*z^3 - 173/42*z + 1
*
[ 20/3 ] 
f(z) = 21/250*z^3 - 173/60*z + 1
*
2/3 | 0.17970601402614829419417518654287060137 | 0.027732218861889729479493424245413639746
f(z) = 27/256*z^3 - 163/64*z + 1
*
-4 | 0.14329876052646104447562690443071619171 | 0.022156066105567233696925141505218226744
f(z) = 29/240*z^3 - 161/60*z + 1
*
-4 | 0.10633556099955311281579326786515332056 | 0.016318663329743852464148719642316471977
f(z) = 31/240*z^3 - 169/60*z + 1
*
9/2 | 0.18389439742612064279245997675441520840 | 0.021919362176191048835706397389683017041
f(z) = 32/243*z^3 - 163/72*z + 1
*
-7/4 | 0.075382346904176419478389112582723092125 | 0.010708236357689237966379573265123134508
f(z) = 32/245*z^3 - 163/70*z + 1
*
65/33 | 0.22264984433261263302075272527249997876 | 0.022230084216637975421532673100195926411
f(z) = 33/250*z^3 - 179/66*z + 1
*
[ 14/3 ] 
f(z) = 36/245*z^3 - 169/70*z + 1
*
4 | 0.15734538041560465104311292020874741289 | 0.024281527528388257615567337449035173468
f(z) = 37/240*z^3 - 163/60*z + 1
*
[ -6 ] 
f(z) = 21/248*z^3 - 175/93*z + 1
*
[ -11/2 ] 
f(z) = 25/242*z^3 - 171/88*z + 1
*
21/5 | 0.16000504356033402639337666731155536566 | 0.025738327466559514032689191370262891793
f(z) = 25/252*z^3 - 167/84*z + 1
*
-155/36 | 0.26966691445535520176349547315495550443 | 0.027016387193373787860777100845802362829
f(z) = 27/250*z^3 - 173/96*z + 1
*
-16/5 | 0.23436066082951695576171268108940492113 | 0.029701312900558650230373076780430651944
f(z) = 35/256*z^3 - 167/80*z + 1
*
-12/5 | 0.15816547098066922999692921612622638450 | 0.020106617897848411353591938045298436391
f(z) = 35/256*z^3 - 163/80*z + 1
*
-4 | 0.23646670838454431499052554527613527536 | 0.029968219373658361860425228093377838281
f(z) = 21/256*z^3 - 167/112*z + 1
*
[ -22/5 ] 
f(z) = 35/242*z^3 - 173/110*z + 1
*
[ -27/5 ] 
f(z) = 20/243*z^3 - 164/135*z + 1
*
-14/5 | 0.14282031364042163286612280495247558384 | 0.024286967519901237326197978100594587844
f(z) = 25/252*z^3 - 179/126*z + 1
*
[ 40/9 ] 
f(z) = 27/250*z^3 - 163/120*z + 1
*
[ 4 ] 
f(z) = 33/248*z^3 - 171/124*z + 1
*
[ 9/20 ] 
f(z) = 25/243*z^3 - 179/144*z + 1
*
[ 7/2 ] 
f(z) = 39/245*z^3 - 173/140*z + 1
*
-5/2 | 0.19989741831013984349672251326412663861 | 0.020026580060553285354624016809102184709
f(z) = 21/250*z^3 - 173/168*z + 1
*
[ 11/3 ] 
f(z) = 29/242*z^3 - 175/198*z + 1
*
[ -27/7 ] 
f(z) = 35/243*z^3 - 167/189*z + 1
*
[ 30/7 ] 
f(z) = 21/250*z^3 - 163/210*z + 1
*
[ 4 ] 
f(z) = 23/252*z^3 - 179/252*z + 1
*
[ 3/5 ] 
f(z) = 25/246*z^3 - 173/246*z + 1
*
[ 19/5 ] 
f(z) = 25/247*z^3 - 179/247*z + 1
*
[ 3/5 ] 
f(z) = 25/249*z^3 - 175/249*z + 1
*
[ 11/3 ] 
f(z) = 27/253*z^3 - 179/253*z + 1
*
-5/2 | 0.28019484924876751446805702109211089480 | 0.027093582120875474526204882298981890449
f(z) = 31/250*z^3 - 165/248*z + 1
*
[ 13/4 ] 
f(z) = 32/247*z^3 - 167/247*z + 1
*
[ -11/3 ] 
f(z) = 36/253*z^3 - 162/253*z + 1
*
[ 3 ] 
f(z) = 37/240*z^3 - 173/240*z + 1
*
[ 3 ] 
f(z) = 37/246*z^3 - 169/246*z + 1
*
[ 3 ] 
f(z) = 37/249*z^3 - 167/249*z + 1
*
[ 3 ] 
f(z) = 37/255*z^3 - 163/255*z + 1
*
[ 3 ] 
f(z) = 37/258*z^3 - 161/258*z + 1
*
[ 3 ] 
f(z) = 38/249*z^3 - 176/249*z + 1
*
[ 3 ] 
f(z) = 38/255*z^3 - 172/255*z + 1
*
[ 18/5 ] 
f(z) = 25/248*z^3 - 163/279*z + 1
*
[ 11/18 ] 
f(z) = 27/242*z^3 - 179/264*z + 1
*
[ -20 ] 
f(z) = 23/250*z^3 - 143/4*z + 1
*
-48/5 | 0.19192807119347916380940881141676182280 | 0.024856806864002647111842168770557178006
f(z) = 25/256*z^3 - 141/16*z + 1
*
[ -40/3 ] 
f(z) = 27/250*z^3 - 145/8*z + 1
*
[ 15 ] 
f(z) = 29/250*z^3 - 151/6*z + 1
*
[ 10 ] 
f(z) = 39/250*z^3 - 147/10*z + 1
*
10 | 0.25146910880237629490795430240901203700 | 0.023731034912147365301521588858158218026
f(z) = 21/250*z^3 - 160/21*z + 1
*
[ -36/5 ] 
f(z) = 25/243*z^3 - 151/36*z + 1
*
-9/10 | 0.23134302812960432629363193463451099477 | 0.028012101960131398509059810747234599921
f(z) = 25/243*z^3 - 143/36*z + 1
*
[ 7 ] 
f(z) = 26/245*z^3 - 152/35*z + 1
*
[ -7 ] 
f(z) = 26/245*z^3 - 142/35*z + 1
*
[ 7 ] 
f(z) = 27/245*z^3 - 159/35*z + 1
*
[ -7 ] 
f(z) = 27/245*z^3 - 149/35*z + 1
*
-8/9 | 0.21456988602752960886629987692552760114 | 0.025457416606024791207083939639293512141
f(z) = 27/256*z^3 - 143/24*z + 1
*
[ 20/3 ] 
f(z) = 29/250*z^3 - 155/36*z + 1
*
[ -20/3 ] 
f(z) = 31/250*z^3 - 157/36*z + 1
*
-27/4 | 0.18335270515572762333993188943407310533 | 0.025322686899380681145325533948345060995
f(z) = 32/243*z^3 - 155/27*z + 1
*
[ -15/2 ] 
f(z) = 33/250*z^3 - 151/24*z + 1
*
5/3 | 0.12781913608276362511256308855008190895 | 0.015544436453730726710306910099359421635
f(z) = 33/250*z^3 - 149/30*z + 1
*
[ 35/6 ] 
f(z) = 36/245*z^3 - 146/35*z + 1
*
5/2 | 0.21180110906169093805095345075779170509 | 0.025594923981334811099818527502619838370
f(z) = 21/250*z^3 - 157/40*z + 1
*
[ 6 ] 
f(z) = 25/243*z^3 - 155/54*z + 1
*
[ -6 ] 
f(z) = 26/243*z^3 - 145/54*z + 1
*
-16/3 | 0.14553066604457382998367016721162572277 | 0.018682043854952266620376739612725479014
f(z) = 27/256*z^3 - 151/48*z + 1
*
[ 6 ] 
f(z) = 31/252*z^3 - 151/42*z + 1
*
[ -16/3 ] 
f(z) = 39/256*z^3 - 151/48*z + 1
*
4 | 0.23105101265179974036166946883946633912 | 0.029815640490568546047772327551727061244
f(z) = 39/256*z^3 - 145/48*z + 1
*
[ 6 ] 
f(z) = 23/240*z^3 - 157/60*z + 1
*
63/16 | 0.21305285220962085699748300152540388890 | 0.025548166330053209201419820701497383417
f(z) = 32/243*z^3 - 155/72*z + 1
*
30/11 | 0.27317531958314966843329935458939619556 | 0.027672462128222633072975063701751049671
f(z) = 33/250*z^3 - 155/66*z + 1
*
[ 11/2 ] 
f(z) = 21/242*z^3 - 159/88*z + 1
*
[ -11/2 ] 
f(z) = 23/242*z^3 - 149/88*z + 1
*
[ 40/9 ] 
f(z) = 27/256*z^3 - 157/120*z + 1
*
[ 15/4 ] 
f(z) = 32/243*z^3 - 151/135*z + 1
*
[ -4 ] 
f(z) = 37/248*z^3 - 141/124*z + 1
*
[ -4 ] 
f(z) = 39/248*z^3 - 157/124*z + 1
*
-28/15 | 0.15839504144503908559415506808220670791 | 0.020232263293708610037098365144314611426
f(z) = 25/256*z^3 - 157/144*z + 1
*
[ 9/17 ] 
f(z) = 34/243*z^3 - 142/153*z + 1
*
[ 7/2 ] 
f(z) = 37/245*z^3 - 159/140*z + 1
*
[ 24/7 ] 
f(z) = 35/256*z^3 - 151/168*z + 1
*
[ -11/3 ] 
f(z) = 37/242*z^3 - 155/198*z + 1
*
[ 7/12 ] 
f(z) = 24/245*z^3 - 157/210*z + 1
*
[ 4 ] 
f(z) = 21/244*z^3 - 153/244*z + 1
*
[ -4 ] 
f(z) = 29/244*z^3 - 159/244*z + 1
*
[ -4 ] 
f(z) = 29/252*z^3 - 149/252*z + 1
*
[ 9/14 ] 
f(z) = 35/243*z^3 - 155/252*z + 1
*
[ 3 ] 
f(z) = 35/246*z^3 - 151/246*z + 1
*
[ 3 ] 
f(z) = 35/249*z^3 - 149/249*z + 1
*
[ 3 ] 
f(z) = 35/258*z^3 - 143/258*z + 1
*
[ 2/3 ] 
f(z) = 23/248*z^3 - 151/279*z + 1
*
[ 2/3 ] 
f(z) = 25/248*z^3 - 152/279*z + 1
*
[ 2/3 ] 
f(z) = 29/248*z^3 - 154/279*z + 1
*
[ 2/3 ] 
f(z) = 35/248*z^3 - 157/279*z + 1
*
[ 2/3 ] 
f(z) = 37/248*z^3 - 158/279*z + 1
*
4/3 | 0.19922773802735577204423746439762456475 | 0.026156439815366144159849033516334554581
f(z) = 27/256*z^3 - 127/16*z + 1
*
[ 10 ] 
f(z) = 33/250*z^3 - 123/10*z + 1
*
[ -10 ] 
f(z) = 33/250*z^3 - 121/10*z + 1
*
[ 10 ] 
f(z) = 37/250*z^3 - 139/10*z + 1
*
[ -10 ] 
f(z) = 37/250*z^3 - 137/10*z + 1
*
[ 7 ] 
f(z) = 22/245*z^3 - 124/35*z + 1
*
[ 7 ] 
f(z) = 23/245*z^3 - 131/35*z + 1
*
[ -7 ] 
f(z) = 23/245*z^3 - 121/35*z + 1
*
[ 7 ] 
f(z) = 24/245*z^3 - 138/35*z + 1
*
[ -7 ] 
f(z) = 24/245*z^3 - 128/35*z + 1
*
-20/3 | 0.23204367493948912960282014750520627810 | 0.028510598238461006005377214719507976423
f(z) = 27/250*z^3 - 137/30*z + 1
*
[ 15/2 ] 
f(z) = 27/250*z^3 - 125/24*z + 1
*
-56/9 | 0.22799487513330953145825794923782174743 | 0.027488969204011768605142880761420383706
f(z) = 27/256*z^3 - 125/24*z + 1
*
[ 27/4 ] 
f(z) = 32/243*z^3 - 139/27*z + 1
*
[ -27/4 ] 
f(z) = 32/243*z^3 - 131/27*z + 1
*
[ -35/6 ] 
f(z) = 36/245*z^3 - 134/35*z + 1
*
10/21 | 0.28025247673232226885382227584810645632 | 0.028881553798917582059123927522003776849
f(z) = 21/250*z^3 - 131/42*z + 1
*
[ 6 ] 
f(z) = 22/243*z^3 - 131/54*z + 1
*
[ 6 ] 
f(z) = 23/243*z^3 - 139/54*z + 1
*
[ -6 ] 
f(z) = 23/243*z^3 - 121/54*z + 1
*
[ -6 ] 
f(z) = 25/243*z^3 - 137/54*z + 1
*
12/5 | 0.20027386945845272597481407314706664495 | 0.026293785518767610937910728123251337623
f(z) = 25/256*z^3 - 127/48*z + 1
*
[ 6 ] 
f(z) = 29/252*z^3 - 139/42*z + 1
*
[ -6 ] 
f(z) = 29/252*z^3 - 125/42*z + 1
*
[ -6 ] 
f(z) = 31/252*z^3 - 137/42*z + 1
*
[ 16/3 ] 
f(z) = 33/256*z^3 - 137/48*z + 1
*
4 | 0.18383797929391115415969235497040318163 | 0.029360093179433076180694749516644267773
f(z) = 29/240*z^3 - 131/60*z + 1
*
4 | 0.16396955867551367627327390296952089542 | 0.025941396843270081656773554016618026601
f(z) = 31/240*z^3 - 139/60*z + 1
*
2 | 0.089414250973870910533334493493078325206 | 0.014463445960880490463760193894879018642
f(z) = 31/240*z^3 - 121/60*z + 1
*
[ 10/31 ] 
f(z) = 31/250*z^3 - 131/62*z + 1
*
-9/2 | 0.18547928508939091388795177333246185414 | 0.022699609473476721992623537055866318437
f(z) = 32/243*z^3 - 131/72*z + 1
*
[ 35/8 ] 
f(z) = 32/245*z^3 - 121/70*z + 1
*
[ -14/3 ] 
f(z) = 36/245*z^3 - 139/70*z + 1
*
-4 | 0.18383814619333652097417276740133283517 | 0.029289244562880097499697350672627552789
f(z) = 37/240*z^3 - 133/60*z + 1
*
2 | 0.089414250973870910533334493493078325206 | 0.014351098181766090428190224223915798042
f(z) = 37/240*z^3 - 127/60*z + 1
*
[ -11/2 ] 
f(z) = 21/242*z^3 - 127/88*z + 1
*
-4 | 0.22161329771242752985793820501637742711 | 0.029281473598214290370197308018329955275
f(z) = 25/256*z^3 - 121/80*z + 1
*
[ 5/12 ] 
f(z) = 39/250*z^3 - 137/96*z + 1
*
-12/7 | 0.10669240154191641066490959977043599307 | 0.013978877652284017001786523114002728057
f(z) = 35/256*z^3 - 129/112*z + 1
*
[ 4 ] 
f(z) = 27/248*z^3 - 123/124*z + 1
*
[ 4 ] 
f(z) = 29/248*z^3 - 139/124*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 29/252*z^3 - 121/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018491059242313798715116477430960955254
f(z) = 31/244*z^3 - 123/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 31/252*z^3 - 125/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018384191141546441558444087452115799353
f(z) = 33/244*z^3 - 127/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018281809164419350017374686070509209472
f(z) = 35/244*z^3 - 131/122*z + 1
*
[ -4 ] 
f(z) = 35/248*z^3 - 125/124*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018183590362616554430332203216657879445
f(z) = 37/244*z^3 - 135/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015826063220952022941141395622792838911
f(z) = 37/252*z^3 - 137/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018089244020328672020409111948368987805
f(z) = 39/244*z^3 - 139/122*z + 1
*
[ 7/2 ] 
f(z) = 33/245*z^3 - 131/140*z + 1
*
[ 5/9 ] 
f(z) = 37/250*z^3 - 137/162*z + 1
*
[ 11/3 ] 
f(z) = 25/242*z^3 - 131/198*z + 1
*
[ -11/3 ] 
f(z) = 35/242*z^3 - 133/198*z + 1
*
[ -25/6 ] 
f(z) = 27/250*z^3 - 127/200*z + 1
*
-27/16 | 0.17236350818487605361247391867642145540 | 0.022761761669270846658390764613183239253
f(z) = 32/243*z^3 - 121/216*z + 1
*
-7/5 | 0.11741536545885099559305542901923197189 | 0.021234627228341035476372288465324796160
f(z) = 25/252*z^3 - 121/252*z + 1
*
[ 2/3 ] 
f(z) = 27/242*z^3 - 133/242*z + 1
*
[ -4 ] 
f(z) = 27/244*z^3 - 127/244*z + 1
*
[ 2/3 ] 
f(z) = 27/250*z^3 - 137/250*z + 1
*
[ 2/3 ] 
f(z) = 27/254*z^3 - 139/254*z + 1
*
[ 3 ] 
f(z) = 32/249*z^3 - 122/249*z + 1
*
[ -15/4 ] 
f(z) = 32/255*z^3 - 127/255*z + 1
*
[ 3 ] 
f(z) = 34/249*z^3 - 140/249*z + 1
*
[ -62/15 ] 
f(z) = 25/248*z^3 - 134/279*z + 1
*
[ -15 ] 
f(z) = 21/250*z^3 - 107/6*z + 1
*
4/5 | 0.20570403623163237813692136189003806330 | 0.027844089361754573238275489154755777664
f(z) = 25/256*z^3 - 101/16*z + 1
*
[ 10 ] 
f(z) = 29/250*z^3 - 107/10*z + 1
*
[ -10 ] 
f(z) = 31/250*z^3 - 113/10*z + 1
*
[ 9 ] 
f(z) = 37/243*z^3 - 103/9*z + 1
*
[ -9 ] 
f(z) = 37/243*z^3 - 101/9*z + 1
*
[ 9 ] 
f(z) = 38/243*z^3 - 106/9*z + 1
*
[ -9 ] 
f(z) = 38/243*z^3 - 104/9*z + 1
*
-5/3 | 0.099128622371138779409611708290482871798 | 0.012531709094674139673545464244424115408
f(z) = 21/250*z^3 - 109/30*z + 1
*
-20/3 | 0.21179294563178223467875718167317303022 | 0.022291313284909031432356420486559432970
f(z) = 21/250*z^3 - 107/24*z + 1
*
[ -7 ] 
f(z) = 22/245*z^3 - 114/35*z + 1
*
18/5 | 0.10662030783440509431610406039824070448 | 0.013444224509841592245748932548531823612
f(z) = 25/243*z^3 - 103/36*z + 1
*
[ 32/5 ] 
f(z) = 25/256*z^3 - 101/32*z + 1
*
[ 22/3 ] 
f(z) = 27/242*z^3 - 113/22*z + 1
*
[ -22/3 ] 
f(z) = 27/242*z^3 - 107/22*z + 1
*
35/18 | 0.099874485596640037169149413126926141765 | 0.010576076764956289334149686287678016770
f(z) = 27/250*z^3 - 101/24*z + 1
*
[ 6 ] 
f(z) = 20/243*z^3 - 115/54*z + 1
*
[ -6 ] 
f(z) = 22/243*z^3 - 113/54*z + 1
*
[ 6 ] 
f(z) = 23/252*z^3 - 103/42*z + 1
*
[ 6 ] 
f(z) = 25/252*z^3 - 115/42*z + 1
*
[ -6 ] 
f(z) = 25/252*z^3 - 101/42*z + 1
*
-12/5 | 0.22475650326830038192054311839260308838 | 0.029762323676928486005205232293955800771
f(z) = 25/256*z^3 - 119/48*z + 1
*
-5 | 0.19113768410561267659820644416792829544 | 0.020240272655230895561441214423203179382
f(z) = 27/250*z^3 - 101/54*z + 1
*
[ 10/29 ] 
f(z) = 29/250*z^3 - 111/58*z + 1
*
[ -16/3 ] 
f(z) = 33/256*z^3 - 119/48*z + 1
*
4 | 0.20877416590986810817391984028183489774 | 0.027836642524133046663353592091157390815
f(z) = 39/256*z^3 - 113/48*z + 1
*
5 | 0.10847407501894724131577537173980769592 | 0.013846582291775369910470714231395505364
f(z) = 21/250*z^3 - 101/70*z + 1
*
2 | 0.089414521636157459539646990288589015789 | 0.014625314009798777453742346496808761168
f(z) = 23/240*z^3 - 113/60*z + 1
*
4 | 0.15734430743396747693757577870516308023 | 0.025968164428262509056886425962242153110
f(z) = 23/240*z^3 - 107/60*z + 1
*
[ 14/3 ] 
f(z) = 27/245*z^3 - 113/70*z + 1
*
40/9 | 0.19254343132598176946166808140930930203 | 0.024073949455476778421228977414723187482
f(z) = 27/250*z^3 - 119/60*z + 1
*
2 | 0.095118763663024359090833742476201016047 | 0.015427788661192348143842154269536792434
f(z) = 29/240*z^3 - 119/60*z + 1
*
-4 | 0.15513657367205513074470779608071014794 | 0.025849999846162843707420789882104819281
f(z) = 29/240*z^3 - 101/60*z + 1
*
-4 | 0.16396881126503232098683283904119327471 | 0.026979016648186035434272587649994277403
f(z) = 31/240*z^3 - 109/60*z + 1
*
-20/11 | 0.22263130715757854901213376149026369310 | 0.023172808920656245983914368360794498826
f(z) = 33/250*z^3 - 119/66*z + 1
*
65/33 | 0.27317424510223540843157904775897104075 | 0.028587565601637217780226449478394005027
f(z) = 33/250*z^3 - 113/66*z + 1
*
[ 4 ] 
f(z) = 37/240*z^3 - 103/60*z + 1
*
-21/5 | 0.14879676769541409239713348481629323208 | 0.025463444285926365531888156328075827395
f(z) = 25/252*z^3 - 115/84*z + 1
*
[ 18/5 ] 
f(z) = 35/243*z^3 - 103/90*z + 1
*
-16/5 | 0.11262327312267152963342179165569398317 | 0.015126522087575639997155854706761301866
f(z) = 35/256*z^3 - 107/80*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 21/244*z^3 - 103/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 23/244*z^3 - 107/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 23/252*z^3 - 109/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 25/244*z^3 - 111/122*z + 1
*
[ 4 ] 
f(z) = 25/248*z^3 - 107/124*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.016065622485264721179191616135464212420
f(z) = 25/252*z^3 - 113/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 27/244*z^3 - 115/122*z + 1
*
5/6 | 0.18389591164680782547160460500038534072 | 0.022968707106308712702958572070707174636
f(z) = 27/250*z^3 - 113/120*z + 1
*
[ -40/9 ] 
f(z) = 27/250*z^3 - 109/120*z + 1
*
[ -40/9 ] 
f(z) = 27/256*z^3 - 103/120*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.018518518518518518518518518518518518519
f(z) = 29/244*z^3 - 119/122*z + 1
*
[ -4 ] 
f(z) = 33/248*z^3 - 109/124*z + 1
*
[ 7/2 ] 
f(z) = 29/245*z^3 - 103/140*z + 1
*
[ 7/2 ] 
f(z) = 31/245*z^3 - 117/140*z + 1
*
[ 22/7 ] 
f(z) = 35/242*z^3 - 115/154*z + 1
*
[ 7/12 ] 
f(z) = 36/245*z^3 - 107/140*z + 1
*
9/5 | 0.19303815431866461182894048862870440412 | 0.022740351663214155332640409827802181970
f(z) = 20/243*z^3 - 103/180*z + 1
*
[ 2/3 ] 
f(z) = 21/256*z^3 - 103/192*z + 1
*
[ 11/3 ] 
f(z) = 23/242*z^3 - 109/198*z + 1
*
[ -21/5 ] 
f(z) = 25/243*z^3 - 109/189*z + 1
*
[ 2/3 ] 
f(z) = 33/256*z^3 - 107/192*z + 1
*
[ 2/3 ] 
f(z) = 39/256*z^3 - 109/192*z + 1
*
[ -32/7 ] 
f(z) = 21/256*z^3 - 111/224*z + 1
*
[ 7/2 ] 
f(z) = 24/259*z^3 - 109/259*z + 1
*
[ 3 ] 
f(z) = 29/240*z^3 - 101/240*z + 1
*
[ 3 ] 
f(z) = 31/240*z^3 - 119/240*z + 1
*
[ 3 ] 
f(z) = 31/246*z^3 - 115/246*z + 1
*
[ 3 ] 
f(z) = 31/249*z^3 - 113/249*z + 1
*
[ 3 ] 
f(z) = 31/255*z^3 - 109/255*z + 1
*
[ 3 ] 
f(z) = 31/258*z^3 - 107/258*z + 1
*
-5/2 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = 32/245*z^3 - 102/245*z + 1
*
[ 3/4 ] 
f(z) = 32/249*z^3 - 101/249*z + 1
*
[ 3 ] 
f(z) = 32/255*z^3 - 118/255*z + 1
*
[ 3/4 ] 
f(z) = 32/255*z^3 - 103/255*z + 1
*
[ -7/2 ] 
f(z) = 36/259*z^3 - 108/259*z + 1
*
[ 33/10 ] 
f(z) = 25/242*z^3 - 113/264*z + 1
*
[ 10 ] 
f(z) = 23/250*z^3 - 83/10*z + 1
*
[ -10 ] 
f(z) = 23/250*z^3 - 81/10*z + 1
*
[ 10 ] 
f(z) = 27/250*z^3 - 99/10*z + 1
*
[ -10 ] 
f(z) = 27/250*z^3 - 97/10*z + 1
*
4/3 | 0.16221771951630636686485445557641940272 | 0.022141333634305630023880428866390918782
f(z) = 27/256*z^3 - 95/16*z + 1
*
[ 9 ] 
f(z) = 31/243*z^3 - 85/9*z + 1
*
[ -9 ] 
f(z) = 31/243*z^3 - 83/9*z + 1
*
[ 9 ] 
f(z) = 32/243*z^3 - 88/9*z + 1
*
[ -9 ] 
f(z) = 32/243*z^3 - 86/9*z + 1
*
20/3 | 0.24887680134785053079696763975647400182 | 0.029434352155272923885494732422439535209
f(z) = 33/250*z^3 - 94/15*z + 1
*
[ 9 ] 
f(z) = 34/243*z^3 - 94/9*z + 1
*
[ -9 ] 
f(z) = 34/243*z^3 - 92/9*z + 1
*
[ 9 ] 
f(z) = 35/243*z^3 - 97/9*z + 1
*
[ -9 ] 
f(z) = 35/243*z^3 - 95/9*z + 1
*
35/6 | 0.24456932816400317777647536635425229264 | 0.026448063808259868453995975668549255052
f(z) = 21/250*z^3 - 83/24*z + 1
*
8/3 | 0.23136989537538762155745118962242360045 | 0.028850507039060881702255136488766359011
f(z) = 21/256*z^3 - 95/24*z + 1
*
[ -15/2 ] 
f(z) = 23/250*z^3 - 97/24*z + 1
*
-18/5 | 0.11883810526087300375677535209673204841 | 0.015404157291662243195589689105991437242
f(z) = 25/243*z^3 - 83/36*z + 1
*
[ -32/5 ] 
f(z) = 25/256*z^3 - 91/32*z + 1
*
35/9 | 0.089494430483170489810566162989475642363 | 0.011577942406358491905814402409077479930
f(z) = 27/250*z^3 - 91/30*z + 1
*
40/9 | 0.15473461883272640117840943618082252785 | 0.019452775597020753033162455706381308496
f(z) = 27/256*z^3 - 89/24*z + 1
*
-5 | 0.091302003986581095875211356741014673795 | 0.011954097116790421838865834520031546492
f(z) = 33/250*z^3 - 83/30*z + 1
*
[ 9/2 ] 
f(z) = 37/243*z^3 - 83/36*z + 1
*
20/13 | 0.28782715602120271134285361851839628165 | 0.028990927968069903786055737653798022434
f(z) = 39/250*z^3 - 82/39*z + 1
*
[ -6 ] 
f(z) = 20/243*z^3 - 97/54*z + 1
*
5 | 0.26360799260397872299799752283447728224 | 0.028293378152250769784315039254845794946
f(z) = 23/250*z^3 - 89/46*z + 1
*
[ -6 ] 
f(z) = 23/252*z^3 - 89/42*z + 1
*
4 | 0.077016994710550501029076205454062603070 | 0.010512162176132894261507302713926228624
f(z) = 33/256*z^3 - 95/48*z + 1
*
-4 | 0.19451187824402561209537596946993826054 | 0.026787749419733562403083648954766196124
f(z) = 39/256*z^3 - 89/48*z + 1
*
[ 2/5 ] 
f(z) = 25/256*z^3 - 97/64*z + 1
*
[ -14/3 ] 
f(z) = 27/245*z^3 - 83/70*z + 1
*
20/9 | 0.20493774745077423904735864986670651910 | 0.026589351048234173240323766323401248964
f(z) = 27/250*z^3 - 89/60*z + 1
*
-9/2 | 0.21913742124200556532708444214344279762 | 0.027842715090656081608618247252333912572
f(z) = 28/243*z^3 - 97/63*z + 1
*
[ -35/8 ] 
f(z) = 32/245*z^3 - 89/70*z + 1
*
[ 7/2 ] 
f(z) = 38/245*z^3 - 83/70*z + 1
*
[ 11/3 ] 
f(z) = 39/242*z^3 - 95/66*z + 1
*
-5/3 | 0.23191208963886555967833064280138532116 | 0.024891416930929828293723311400032905789
f(z) = 39/250*z^3 - 89/78*z + 1
*
[ 15/4 ] 
f(z) = 31/250*z^3 - 97/96*z + 1
*
[ -15/4 ] 
f(z) = 39/250*z^3 - 89/96*z + 1
*
[ 4/7 ] 
f(z) = 21/256*z^3 - 87/112*z + 1
*
33/10 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = 25/243*z^3 - 85/108*z + 1
*
[ 35/9 ] 
f(z) = 27/245*z^3 - 97/105*z + 1
*
[ 4/7 ] 
f(z) = 35/256*z^3 - 89/112*z + 1
*
[ 3/5 ] 
f(z) = 20/243*z^3 - 94/135*z + 1
*
[ 5/8 ] 
f(z) = 21/250*z^3 - 81/128*z + 1
*
[ 4 ] 
f(z) = 23/248*z^3 - 91/124*z + 1
*
[ 5/8 ] 
f(z) = 31/250*z^3 - 83/128*z + 1
*
[ 3/5 ] 
f(z) = 35/243*z^3 - 97/135*z + 1
*
[ 7/2 ] 
f(z) = 27/245*z^3 - 89/140*z + 1
*
[ 35/12 ] 
f(z) = 36/245*z^3 - 83/140*z + 1
*
[ -7/2 ] 
f(z) = 39/245*z^3 - 93/140*z + 1
*
[ 11/15 ] 
f(z) = 25/242*z^3 - 83/198*z + 1
*
[ -27/7 ] 
f(z) = 28/243*z^3 - 86/189*z + 1
*
[ -11/3 ] 
f(z) = 31/242*z^3 - 89/198*z + 1
*
[ 3/4 ] 
f(z) = 22/243*z^3 - 83/216*z + 1
*
[ 3/4 ] 
f(z) = 26/243*z^3 - 85/216*z + 1
*
[ 3/4 ] 
f(z) = 34/243*z^3 - 89/216*z + 1
*
[ 3/4 ] 
f(z) = 38/243*z^3 - 91/216*z + 1
*
[ -4 ] 
f(z) = 25/244*z^3 - 95/244*z + 1
*
[ -4 ] 
f(z) = 25/252*z^3 - 85/252*z + 1
*
[ 3 ] 
f(z) = 28/249*z^3 - 86/249*z + 1
*
[ 3 ] 
f(z) = 28/255*z^3 - 82/255*z + 1
*
[ 3 ] 
f(z) = 29/246*z^3 - 97/246*z + 1
*
[ 3 ] 
f(z) = 29/249*z^3 - 95/249*z + 1
*
[ 3 ] 
f(z) = 29/255*z^3 - 91/255*z + 1
*
[ 3 ] 
f(z) = 29/258*z^3 - 89/258*z + 1
*
[ 11/4 ] 
f(z) = 32/253*z^3 - 81/253*z + 1
*
-104/35 | 0.27286525701601642677430966235718072422 | 0.029983461596480978978547790745819350240
f(z) = 35/256*z^3 - 93/280*z + 1
*
[ 11/13 ] 
f(z) = 39/242*z^3 - 85/286*z + 1
*
[ -10 ] 
f(z) = 21/250*z^3 - 73/10*z + 1
*
20/3 | 0.20701382949963074959922499521545309863 | 0.025750687471917321885155010317361112367
f(z) = 21/250*z^3 - 62/15*z + 1
*
[ 9 ] 
f(z) = 23/243*z^3 - 61/9*z + 1
*
[ 9 ] 
f(z) = 25/243*z^3 - 67/9*z + 1
*
[ -9 ] 
f(z) = 25/243*z^3 - 65/9*z + 1
*
-36/5 | 0.16889662067760504913897267149761080421 | 0.023733455069768378430607781990304715648
f(z) = 25/256*z^3 - 77/16*z + 1
*
-4/5 | 0.19182815945834859681119305197011909228 | 0.027867974446027815739156477621132828761
f(z) = 25/256*z^3 - 61/16*z + 1
*
[ 9 ] 
f(z) = 26/243*z^3 - 70/9*z + 1
*
[ -9 ] 
f(z) = 26/243*z^3 - 68/9*z + 1
*
-55/6 | 0.20699952894234965002640872082012866612 | 0.022769736480262100406696103762113625880
f(z) = 27/250*z^3 - 71/8*z + 1
*
-5/6 | 0.22284200978285481801116452351471400019 | 0.024839022448232801533851040529735882347
f(z) = 27/250*z^3 - 63/8*z + 1
*
-4/3 | 0.15728398775149429766911437425818795229 | 0.022356500755005496272735485615090065727
f(z) = 27/256*z^3 - 71/16*z + 1
*
[ 9 ] 
f(z) = 28/243*z^3 - 76/9*z + 1
*
[ -9 ] 
f(z) = 28/243*z^3 - 74/9*z + 1
*
[ 9 ] 
f(z) = 29/243*z^3 - 79/9*z + 1
*
[ -9 ] 
f(z) = 29/243*z^3 - 77/9*z + 1
*
-9/8 | 0.18672860566072425014513464334627783924 | 0.024442061372101079058609590008803191577
f(z) = 32/243*z^3 - 77/18*z + 1
*
45/8 | 0.21411712288958067797236042966551475944 | 0.028327928635811141704682537175602542811
f(z) = 32/243*z^3 - 71/18*z + 1
*
[ 8 ] 
f(z) = 35/256*z^3 - 63/8*z + 1
*
[ -8 ] 
f(z) = 35/256*z^3 - 61/8*z + 1
*
[ 8 ] 
f(z) = 37/256*z^3 - 67/8*z + 1
*
[ -8 ] 
f(z) = 37/256*z^3 - 65/8*z + 1
*
[ 20/3 ] 
f(z) = 39/250*z^3 - 73/12*z + 1
*
[ 8 ] 
f(z) = 39/256*z^3 - 71/8*z + 1
*
[ -8 ] 
f(z) = 39/256*z^3 - 69/8*z + 1
*
-20/3 | 0.18965661777950738775217835268214280149 | 0.019329204767274627257503245111430651073
f(z) = 21/250*z^3 - 73/21*z + 1
*
[ 20/3 ] 
f(z) = 27/250*z^3 - 79/20*z + 1
*
35/18 | 0.27156855281080086790730132259654172272 | 0.029608048925063300869840290043369569652
f(z) = 27/250*z^3 - 77/24*z + 1
*
5 | 0.15896228145844979987676413576774497120 | 0.021019302053402488392534172432663583190
f(z) = 27/250*z^3 - 77/30*z + 1
*
[ -20/3 ] 
f(z) = 27/250*z^3 - 73/20*z + 1
*
-5/3 | 0.089414903113224629897581340492200954225 | 0.012198902678341957370840619445152108039
f(z) = 27/250*z^3 - 61/30*z + 1
*
[ 9/2 ] 
f(z) = 31/243*z^3 - 65/36*z + 1
*
[ 9/2 ] 
f(z) = 35/243*z^3 - 77/36*z + 1
*
[ -9/2 ] 
f(z) = 35/243*z^3 - 61/36*z + 1
*
[ -9/2 ] 
f(z) = 37/243*z^3 - 67/36*z + 1
*
9/2 | 0.18641364875422013452184284675710034921 | 0.024853398565687487195985294127352690507
f(z) = 20/243*z^3 - 67/45*z + 1
*
65/14 | 0.21891276824817561521259981047725425409 | 0.023800656943714703138641119697614895535
f(z) = 21/250*z^3 - 79/56*z + 1
*
[ 16/3 ] 
f(z) = 21/256*z^3 - 73/48*z + 1
*
-16/3 | 0.077017387011970368546318099586976408352 | 0.011038308940251171823151762801342164089
f(z) = 21/256*z^3 - 67/48*z + 1
*
4 | 0.18939460502969966978440846158054338509 | 0.026613844201827307406237856940018227576
f(z) = 27/256*z^3 - 77/48*z + 1
*
[ 4/9 ] 
f(z) = 27/256*z^3 - 61/48*z + 1
*
-4 | 0.12836162260900335442907603450980430228 | 0.018245447319825154574107850867635925968
f(z) = 33/256*z^3 - 71/48*z + 1
*
[ 8/15 ] 
f(z) = 25/256*z^3 - 65/72*z + 1
*
[ 4 ] 
f(z) = 29/240*z^3 - 71/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 29/256*z^3 - 61/64*z + 1
*
[ 4 ] 
f(z) = 31/240*z^3 - 79/60*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014762086891554474442627864296892003067
f(z) = 31/240*z^3 - 61/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 31/256*z^3 - 63/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018466885538151612795035857721093997545
f(z) = 33/256*z^3 - 65/64*z + 1
*
[ 7/2 ] 
f(z) = 34/245*z^3 - 69/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018366787751790324430309881733028430161
f(z) = 35/256*z^3 - 67/64*z + 1
*
[ -4 ] 
f(z) = 37/240*z^3 - 73/60*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014514188937609543339451884303738991163
f(z) = 37/240*z^3 - 67/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018270666745576191759764994348788418876
f(z) = 37/256*z^3 - 69/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018178250929232778688432067288059263202
f(z) = 39/256*z^3 - 71/64*z + 1
*
[ 10/3 ] 
f(z) = 31/250*z^3 - 61/90*z + 1
*
[ 8/13 ] 
f(z) = 39/256*z^3 - 71/104*z + 1
*
[ 4 ] 
f(z) = 21/248*z^3 - 75/124*z + 1
*
[ 15/23 ] 
f(z) = 23/250*z^3 - 79/138*z + 1
*
[ 18/5 ] 
f(z) = 25/252*z^3 - 71/126*z + 1
*
[ 2/3 ] 
f(z) = 27/244*z^3 - 67/122*z + 1
*
[ -4 ] 
f(z) = 27/248*z^3 - 61/124*z + 1
*
[ -4 ] 
f(z) = 29/248*z^3 - 77/124*z + 1
*
[ -15/4 ] 
f(z) = 32/243*z^3 - 79/135*z + 1
*
[ 7/2 ] 
f(z) = 23/245*z^3 - 61/140*z + 1
*
[ 10/3 ] 
f(z) = 27/248*z^3 - 79/155*z + 1
*
[ -7/2 ] 
f(z) = 37/245*z^3 - 79/140*z + 1
*
[ -11/3 ] 
f(z) = 29/242*z^3 - 67/198*z + 1
*
[ 20/7 ] 
f(z) = 31/250*z^3 - 71/196*z + 1
*
[ -35/9 ] 
f(z) = 27/250*z^3 - 79/210*z + 1
*
[ -4 ] 
f(z) = 23/244*z^3 - 63/244*z + 1
*
[ 4/5 ] 
f(z) = 25/244*z^3 - 77/244*z + 1
*
[ 3 ] 
f(z) = 25/246*z^3 - 61/246*z + 1
*
[ 4/5 ] 
f(z) = 25/252*z^3 - 79/252*z + 1
*
[ 3 ] 
f(z) = 26/249*z^3 - 68/249*z + 1
*
[ 3 ] 
f(z) = 26/255*z^3 - 64/255*z + 1
*
[ 5/2 ] 
f(z) = 36/245*z^3 - 78/245*z + 1
*
[ 5/6 ] 
f(z) = 36/245*z^3 - 74/245*z + 1
*
[ 7/8 ] 
f(z) = 24/245*z^3 - 61/280*z + 1
*
[ 9 ] 
f(z) = 20/243*z^3 - 52/9*z + 1
*
[ -9 ] 
f(z) = 20/243*z^3 - 50/9*z + 1
*
20/7 | 0.19638294029177811197530244131948664845 | 0.022319779756546718255862946486023210613
f(z) = 21/250*z^3 - 53/14*z + 1
*
20/3 | 0.22532731620736148204869713539364653345 | 0.029028905394084898715394209944619355092
f(z) = 21/250*z^3 - 47/15*z + 1
*
10/3 | 0.20493947777198427342246819291820698582 | 0.026875211158396078534843141877589563295
f(z) = 21/250*z^3 - 41/15*z + 1
*
[ 9 ] 
f(z) = 22/243*z^3 - 58/9*z + 1
*
[ -9 ] 
f(z) = 22/243*z^3 - 56/9*z + 1
*
[ -9 ] 
f(z) = 23/243*z^3 - 59/9*z + 1
*
36/5 | 0.18453672505055560378611084377467867849 | 0.025823835174046897991655162161318069053
f(z) = 25/243*z^3 - 47/9*z + 1
*
-4/5 | 0.12837500412489023831684751210726281587 | 0.019512099475780458570583753268109624484
f(z) = 25/256*z^3 - 45/16*z + 1
*
[ 8 ] 
f(z) = 25/256*z^3 - 43/8*z + 1
*
[ -8 ] 
f(z) = 25/256*z^3 - 41/8*z + 1
*
20/9 | 0.20494009672365945603233417972818752636 | 0.026875292326051760194790648054302493042
f(z) = 27/250*z^3 - 41/15*z + 1
*
[ 8 ] 
f(z) = 27/256*z^3 - 47/8*z + 1
*
16/3 | 0.14699386735161386965006122077715333285 | 0.022195337419676379625488852647954855719
f(z) = 27/256*z^3 - 47/16*z + 1
*
[ -8 ] 
f(z) = 27/256*z^3 - 45/8*z + 1
*
[ 8 ] 
f(z) = 29/256*z^3 - 51/8*z + 1
*
[ -8 ] 
f(z) = 29/256*z^3 - 49/8*z + 1
*
[ 8 ] 
f(z) = 31/256*z^3 - 55/8*z + 1
*
[ -8 ] 
f(z) = 31/256*z^3 - 53/8*z + 1
*
-9/2 | 0.18548147854692464448057455918613155625 | 0.025526863640069844958253858467933373115
f(z) = 32/243*z^3 - 53/18*z + 1
*
10/3 | 0.20845083007195800158513526058510901724 | 0.026711303900404146940468091230141343556
f(z) = 33/250*z^3 - 49/15*z + 1
*
[ 8 ] 
f(z) = 33/256*z^3 - 59/8*z + 1
*
[ -8 ] 
f(z) = 33/256*z^3 - 57/8*z + 1
*
[ 9/2 ] 
f(z) = 38/243*z^3 - 43/18*z + 1
*
10/3 | 0.11805004643338025835666344084166223347 | 0.014976570670770960306410755408761451322
f(z) = 39/250*z^3 - 53/15*z + 1
*
-5/2 | 0.15359454547016214288678191214661319262 | 0.017246475642244905048452147299314460348
f(z) = 21/250*z^3 - 59/24*z + 1
*
[ 9/2 ] 
f(z) = 23/243*z^3 - 41/36*z + 1
*
[ 27/5 ] 
f(z) = 25/243*z^3 - 59/27*z + 1
*
[ -27/5 ] 
f(z) = 25/243*z^3 - 49/27*z + 1
*
[ 9/2 ] 
f(z) = 25/243*z^3 - 47/36*z + 1
*
[ 2/5 ] 
f(z) = 25/248*z^3 - 47/31*z + 1
*
5/3 | 0.18310356233203879791168550106639108310 | 0.025902242966631326607278468195513362104
f(z) = 27/250*z^3 - 47/30*z + 1
*
-40/9 | 0.10268847119406597176551586984565578786 | 0.013613250703544444847032013333253913005
f(z) = 27/256*z^3 - 59/24*z + 1
*
-8/9 | 0.15403374040751984737045500197121824925 | 0.021054701091476876222708406410995495106
f(z) = 27/256*z^3 - 47/24*z + 1
*
[ 9/2 ] 
f(z) = 29/243*z^3 - 59/36*z + 1
*
[ -9/2 ] 
f(z) = 29/243*z^3 - 43/36*z + 1
*
[ -9/2 ] 
f(z) = 31/243*z^3 - 49/36*z + 1
*
-5/3 | 0.089414903113224629897581340492200954225 | 0.012437448445579291258526330459871293459
f(z) = 33/250*z^3 - 53/30*z + 1
*
[ 10/21 ] 
f(z) = 21/250*z^3 - 47/42*z + 1
*
-5/7 | 0.19752102250518648018121204846126649476 | 0.023058767955273672686560878033008733430
f(z) = 21/250*z^3 - 41/42*z + 1
*
[ -16/3 ] 
f(z) = 21/256*z^3 - 55/48*z + 1
*
-4 | 0.10382087903464469331314523670916356187 | 0.015397110618205637881284770860381381363
f(z) = 27/256*z^3 - 53/48*z + 1
*
[ 27/8 ] 
f(z) = 32/243*z^3 - 43/54*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 21/256*z^3 - 53/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.014806419929844006735354476088094310380
f(z) = 23/240*z^3 - 53/60*z + 1
*
[ 4 ] 
f(z) = 23/240*z^3 - 47/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 23/256*z^3 - 55/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 25/256*z^3 - 57/64*z + 1
*
[ 7/2 ] 
f(z) = 26/245*z^3 - 41/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018518518518518518518518518518518518518
f(z) = 27/256*z^3 - 59/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014806608523990664994348692622282717849
f(z) = 29/240*z^3 - 59/60*z + 1
*
[ -4 ] 
f(z) = 29/240*z^3 - 41/60*z + 1
*
[ -4 ] 
f(z) = 31/240*z^3 - 49/60*z + 1
*
[ 9/16 ] 
f(z) = 32/243*z^3 - 59/72*z + 1
*
[ -7/2 ] 
f(z) = 38/245*z^3 - 43/70*z + 1
*
[ -11/3 ] 
f(z) = 39/242*z^3 - 59/66*z + 1
*
[ 2/3 ] 
f(z) = 21/248*z^3 - 50/93*z + 1
*
[ 15/4 ] 
f(z) = 21/250*z^3 - 43/96*z + 1
*
[ 3/5 ] 
f(z) = 25/252*z^3 - 59/84*z + 1
*
[ -21/5 ] 
f(z) = 25/252*z^3 - 43/84*z + 1
*
[ 32/9 ] 
f(z) = 27/256*z^3 - 59/96*z + 1
*
[ 10/3 ] 
f(z) = 29/250*z^3 - 53/90*z + 1
*
[ 5/7 ] 
f(z) = 29/250*z^3 - 45/98*z + 1
*
[ 2/3 ] 
f(z) = 33/248*z^3 - 52/93*z + 1
*
[ -18/5 ] 
f(z) = 35/243*z^3 - 53/90*z + 1
*
[ 16/5 ] 
f(z) = 35/256*z^3 - 57/80*z + 1
*
[ 3 ] 
f(z) = 37/252*z^3 - 55/84*z + 1
*
[ 2/3 ] 
f(z) = 39/248*z^3 - 53/93*z + 1
*
[ 5/7 ] 
f(z) = 39/250*z^3 - 47/98*z + 1
*
[ 3/4 ] 
f(z) = 20/243*z^3 - 41/108*z + 1
*
[ 9/13 ] 
f(z) = 26/243*z^3 - 58/117*z + 1
*
[ -35/9 ] 
f(z) = 27/245*z^3 - 43/105*z + 1
*
[ 3/4 ] 
f(z) = 28/243*z^3 - 43/108*z + 1
*
[ -4 ] 
f(z) = 25/248*z^3 - 45/124*z + 1
*
[ 18/7 ] 
f(z) = 35/243*z^3 - 43/126*z + 1
*
[ 10/13 ] 
f(z) = 39/250*z^3 - 51/130*z + 1
*
[ -7/2 ] 
f(z) = 33/245*z^3 - 51/140*z + 1
*
[ 24/7 ] 
f(z) = 21/256*z^3 - 43/168*z + 1
*
[ -24/7 ] 
f(z) = 35/256*z^3 - 53/168*z + 1
*
[ 9/10 ] 
f(z) = 35/243*z^3 - 41/180*z + 1
*
[ 8/9 ] 
f(z) = 21/256*z^3 - 41/216*z + 1
*
[ 21/8 ] 
f(z) = 32/245*z^3 - 59/210*z + 1
*
[ 8/9 ] 
f(z) = 33/256*z^3 - 49/216*z + 1
*
[ 8/9 ] 
f(z) = 39/256*z^3 - 53/216*z + 1
*
[ 9/10 ] 
f(z) = 28/243*z^3 - 46/225*z + 1
*
[ 9/10 ] 
f(z) = 32/243*z^3 - 49/225*z + 1
*
[ 7/2 ] 
f(z) = 20/259*z^3 - 60/259*z + 1
*
[ 10/11 ] 
f(z) = 21/250*z^3 - 41/242*z + 1
*
[ 3 ] 
f(z) = 23/240*z^3 - 47/240*z + 1
*
[ 3 ] 
f(z) = 23/246*z^3 - 43/246*z + 1
*
[ 3 ] 
f(z) = 23/249*z^3 - 41/249*z + 1
*
[ -4 ] 
f(z) = 23/252*z^3 - 53/252*z + 1
*
[ -19/5 ] 
f(z) = 25/247*z^3 - 49/247*z + 1
*
[ 3 ] 
f(z) = 25/249*z^3 - 59/249*z + 1
*
[ 3 ] 
f(z) = 25/258*z^3 - 53/258*z + 1
*
[ -11/3 ] 
f(z) = 27/253*z^3 - 41/253*z + 1
*
[ 10/11 ] 
f(z) = 31/250*z^3 - 49/242*z + 1
*
[ 5/2 ] 
f(z) = 32/245*z^3 - 53/245*z + 1
*
[ 5/2 ] 
f(z) = 32/255*z^3 - 47/255*z + 1
*
[ -7/2 ] 
f(z) = 32/259*z^3 - 59/259*z + 1
*
[ 12/5 ] 
f(z) = 35/256*z^3 - 49/240*z + 1
*
[ 7/3 ] 
f(z) = 36/259*z^3 - 48/259*z + 1
*
-20/7 | 0.22747014084768111285972613296439223641 | 0.025692199767040816487722566522903007141
f(z) = 21/250*z^3 - 59/280*z + 1
*
[ 15/7 ] 
f(z) = 37/250*z^3 - 43/294*z + 1
*
-10/3 | 0.11552604431401140091534998182233289367 | 0.015658690633706353457696943326742163422
f(z) = 21/250*z^3 - 32/15*z + 1
*
[ -20/3 ] 
f(z) = 21/250*z^3 - 31/12*z + 1
*
5/3 | 0.11303226608378894687594961090979506710 | 0.013791807083506741153064298151217876239
f(z) = 21/250*z^3 - 29/6*z + 1
*
-20/3 | 0.11949224300282158702880904755129111804 | 0.015004410415790548134447975202264327945
f(z) = 21/250*z^3 - 23/6*z + 1
*
[ 8 ] 
f(z) = 21/256*z^3 - 35/8*z + 1
*
[ -8 ] 
f(z) = 21/256*z^3 - 33/8*z + 1
*
[ 8 ] 
f(z) = 23/256*z^3 - 39/8*z + 1
*
[ -8 ] 
f(z) = 23/256*z^3 - 37/8*z + 1
*
-12/5 | 0.10268847119406597176551586984565578786 | 0.016724821178735722410715993298070341623
f(z) = 25/256*z^3 - 29/16*z + 1
*
-8/5 | 0.15404455402979199063139162988992632399 | 0.023661818928281319303010751561876559367
f(z) = 25/256*z^3 - 21/8*z + 1
*
[ 9/2 ] 
f(z) = 26/243*z^3 - 25/18*z + 1
*
10/9 | 0.20493934178600692473731762447295921057 | 0.027145688909554571863268499819845561494
f(z) = 27/250*z^3 - 38/15*z + 1
*
-5/3 | 0.17692339652875389434042823524100126827 | 0.025904647098931810762589879604460945904
f(z) = 27/250*z^3 - 37/10*z + 1
*
5/9 | 0.23418615705492735080472173281966419520 | 0.027933636002430244701741579100664034306
f(z) = 27/250*z^3 - 35/6*z + 1
*
5/3 | 0.14318303969513597250644073817688101116 | 0.021739949578993372826143160307088527760
f(z) = 27/250*z^3 - 29/10*z + 1
*
-40/9 | 0.20493774745077423904735864986670651910 | 0.029079424854715695082234179172808157893
f(z) = 27/250*z^3 - 23/15*z + 1
*
[ 16/3 ] 
f(z) = 27/256*z^3 - 35/16*z + 1
*
[ -16/3 ] 
f(z) = 27/256*z^3 - 29/16*z + 1
*
[ -10 ] 
f(z) = 29/250*z^3 - 21/2*z + 1
*
[ 5 ] 
f(z) = 29/250*z^3 - 21/10*z + 1
*
[ 10 ] 
f(z) = 31/250*z^3 - 23/2*z + 1
*
[ 5 ] 
f(z) = 31/250*z^3 - 23/10*z + 1
*
9/4 | 0.18310270025070533459678771981954357979 | 0.027479972049915492950301779957128737857
f(z) = 32/243*z^3 - 29/18*z + 1
*
9/4 | 0.18396285523251432634786766134202857300 | 0.027755236395122248184373420356900897031
f(z) = 32/243*z^3 - 28/9*z + 1
*
-9/8 | 0.18310270025070533459678771981954357979 | 0.028470420495854550398553891653586717126
f(z) = 32/243*z^3 - 23/18*z + 1
*
10/3 | 0.20493960301309334476340741905267417160 | 0.027551631639498508390217237213218688322
f(z) = 33/250*z^3 - 34/15*z + 1
*
-20/11 | 0.20987168834130586568123096175552365757 | 0.023610915935133397147315720012566401358
f(z) = 33/250*z^3 - 29/11*z + 1
*
5 | 0.21907234081549271525988619248495954123 | 0.027223459708883028346620952015111098591
f(z) = 33/250*z^3 - 25/6*z + 1
*
[ -5 ] 
f(z) = 33/250*z^3 - 21/10*z + 1
*
[ 4 ] 
f(z) = 33/256*z^3 - 21/16*z + 1
*
[ 9/2 ] 
f(z) = 34/243*z^3 - 37/18*z + 1
*
[ -9/2 ] 
f(z) = 34/243*z^3 - 29/18*z + 1
*
[ 4 ] 
f(z) = 35/256*z^3 - 23/16*z + 1
*
[ 5 ] 
f(z) = 37/250*z^3 - 29/10*z + 1
*
[ 4 ] 
f(z) = 37/256*z^3 - 25/16*z + 1
*
[ -9/2 ] 
f(z) = 38/243*z^3 - 35/18*z + 1
*
[ 5 ] 
f(z) = 39/250*z^3 - 31/10*z + 1
*
[ -10 ] 
f(z) = 39/250*z^3 - 29/2*z + 1
*
[ -5 ] 
f(z) = 39/250*z^3 - 27/10*z + 1
*
10/3 | 0.12545933202192977610411127538640095665 | 0.017801919183926067351156056343719353951
f(z) = 39/250*z^3 - 23/15*z + 1
*
[ 4 ] 
f(z) = 39/256*z^3 - 27/16*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 21/248*z^3 - 26/31*z + 1
*
[ -9/2 ] 
f(z) = 23/243*z^3 - 25/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 23/248*z^3 - 27/31*z + 1
*
[ 22/5 ] 
f(z) = 25/242*z^3 - 27/22*z + 1
*
[ -9/2 ] 
f(z) = 25/243*z^3 - 31/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 25/248*z^3 - 28/31*z + 1
*
[ 24/5 ] 
f(z) = 25/256*z^3 - 35/24*z + 1
*
[ -24/5 ] 
f(z) = 25/256*z^3 - 25/24*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 27/248*z^3 - 29/31*z + 1
*
-5/6 | 0.17926666326867863582816087960802713959 | 0.021873499682584636801151818511838389152
f(z) = 27/250*z^3 - 29/24*z + 1
*
8/3 | 0.15403374040751984737045500197121824925 | 0.021938740683200933005360854965962605582
f(z) = 27/256*z^3 - 35/24*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018518518518518518518518518518518518519
f(z) = 29/248*z^3 - 30/31*z + 1
*
[ 7/2 ] 
f(z) = 32/245*z^3 - 31/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018412491459228877798162323146239709314
f(z) = 33/248*z^3 - 32/31*z + 1
*
[ 5/11 ] 
f(z) = 33/250*z^3 - 27/22*z + 1
*
[ 10/3 ] 
f(z) = 33/250*z^3 - 23/30*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018310879537759184803130474545291507491
f(z) = 35/248*z^3 - 33/31*z + 1
*
[ 7/2 ] 
f(z) = 36/245*z^3 - 38/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018213367352060455517098782744069534569
f(z) = 37/248*z^3 - 34/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018119670746705928358142195089416248374
f(z) = 39/248*z^3 - 35/31*z + 1
*
[ 10/3 ] 
f(z) = 39/250*z^3 - 31/30*z + 1
*
[ 11/3 ] 
f(z) = 21/242*z^3 - 29/66*z + 1
*
[ 5/7 ] 
f(z) = 21/250*z^3 - 31/70*z + 1
*
[ 7/2 ] 
f(z) = 22/245*z^3 - 27/70*z + 1
*
[ 2/3 ] 
f(z) = 27/256*z^3 - 35/64*z + 1
*
[ 9/14 ] 
f(z) = 28/243*z^3 - 38/63*z + 1
*
[ 30/11 ] 
f(z) = 33/250*z^3 - 23/66*z + 1
*
[ -7/2 ] 
f(z) = 34/245*z^3 - 29/70*z + 1
*
[ 8/3 ] 
f(z) = 35/256*z^3 - 25/72*z + 1
*
[ 8/3 ] 
f(z) = 37/256*z^3 - 29/72*z + 1
*
[ 18/5 ] 
f(z) = 20/243*z^3 - 31/90*z + 1
*
[ 9/11 ] 
f(z) = 22/243*z^3 - 28/99*z + 1
*
[ 10/3 ] 
f(z) = 23/250*z^3 - 29/90*z + 1
*
[ -15/4 ] 
f(z) = 29/250*z^3 - 35/96*z + 1
*
[ 3 ] 
f(z) = 29/252*z^3 - 31/84*z + 1
*
[ 3 ] 
f(z) = 31/252*z^3 - 37/84*z + 1
*
[ 8/11 ] 
f(z) = 33/256*z^3 - 39/88*z + 1
*
[ 4/5 ] 
f(z) = 35/256*z^3 - 27/80*z + 1
*
[ -10/3 ] 
f(z) = 37/250*z^3 - 31/90*z + 1
*
[ 7/9 ] 
f(z) = 27/245*z^3 - 37/105*z + 1
*
[ 10/11 ] 
f(z) = 33/250*z^3 - 23/110*z + 1
*
[ 7/3 ] 
f(z) = 39/245*z^3 - 31/105*z + 1
*
[ 5/6 ] 
f(z) = 21/250*z^3 - 31/120*z + 1
*
[ -4 ] 
f(z) = 23/248*z^3 - 29/124*z + 1
*
[ 4/5 ] 
f(z) = 25/248*z^3 - 39/124*z + 1
*
-3 | 0.14278065971359220287967645374218067265 | 0.020102875419130472265267714393429453785
f(z) = 35/243*z^3 - 22/135*z + 1
*
[ 5/6 ] 
f(z) = 39/250*z^3 - 37/120*z + 1
*
[ 22/7 ] 
f(z) = 21/242*z^3 - 27/154*z + 1
*
[ 25/9 ] 
f(z) = 27/250*z^3 - 29/150*z + 1
*
[ -7/2 ] 
f(z) = 29/245*z^3 - 23/140*z + 1
*
[ -7/2 ] 
f(z) = 31/245*z^3 - 37/140*z + 1
*
[ 9/4 ] 
f(z) = 35/243*z^3 - 25/144*z + 1
*
[ 9/4 ] 
f(z) = 37/243*z^3 - 31/144*z + 1
*
[ -11/3 ] 
f(z) = 25/242*z^3 - 23/198*z + 1
*
[ 20/21 ] 
f(z) = 27/250*z^3 - 29/196*z + 1
*
[ 35/12 ] 
f(z) = 24/245*z^3 - 37/210*z + 1
*
[ 14/5 ] 
f(z) = 25/248*z^3 - 32/217*z + 1
*
[ -4 ] 
f(z) = 21/244*z^3 - 31/244*z + 1
*
[ 3 ] 
f(z) = 22/249*z^3 - 32/249*z + 1
*
[ 3 ] 
f(z) = 22/255*z^3 - 28/255*z + 1
*
[ 3 ] 
f(z) = 23/255*z^3 - 37/255*z + 1
*
[ 3 ] 
f(z) = 23/258*z^3 - 35/258*z + 1
*
[ 8/3 ] 
f(z) = 27/248*z^3 - 37/248*z + 1
*
[ 5/2 ] 
f(z) = 28/255*z^3 - 22/255*z + 1
*
[ 2 ] 
f(z) = 37/242*z^3 - 27/242*z + 1
*
[ 2 ] 
f(z) = 37/246*z^3 - 25/246*z + 1
*
[ 2 ] 
f(z) = 37/250*z^3 - 23/250*z + 1
*
[ 2 ] 
f(z) = 37/254*z^3 - 21/254*z + 1
*
[ 2 ] 
f(z) = 39/242*z^3 - 35/242*z + 1
*
[ 2 ] 
f(z) = 39/250*z^3 - 31/250*z + 1
*
[ 2 ] 
f(z) = 39/254*z^3 - 29/254*z + 1
*
[ 11/6 ] 
f(z) = 39/242*z^3 - 23/264*z + 1
*
[ 35/16 ] 
f(z) = 32/245*z^3 - 23/280*z + 1
*
[ 40/37 ] 
f(z) = 37/250*z^3 - 29/296*z + 1
*
[ 9/8 ] 
f(z) = 38/243*z^3 - 25/288*z + 1
*
[ 9/2 ] 
f(z) = 20/243*z^3 - 8/9*z + 1
*
[ -9/2 ] 
f(z) = 20/243*z^3 - 4/9*z + 1
*
[ 10 ] 
f(z) = 21/250*z^3 - 15/2*z + 1
*
[ 5 ] 
f(z) = 21/250*z^3 - 13/10*z + 1
*
[ -5 ] 
f(z) = 21/250*z^3 - 9/10*z + 1
*
-30/7 | 0.21694953849432555574553983964104713471 | 0.028542602625030359478795296195211675595
f(z) = 21/250*z^3 - 8/7*z + 1
*
-10/3 | 0.11564718196898601524692024149994347981 | 0.017469169654333446978019757733669025498
f(z) = 21/250*z^3 - 2/15*z + 1
*
[ 4 ] 
f(z) = 21/256*z^3 - 9/16*z + 1
*
[ -4 ] 
f(z) = 21/256*z^3 - 1/16*z + 1
*
[ 9/2 ] 
f(z) = 22/243*z^3 - 19/18*z + 1
*
[ -9/2 ] 
f(z) = 22/243*z^3 - 11/18*z + 1
*
[ -5 ] 
f(z) = 23/250*z^3 - 11/10*z + 1
*
[ 5 ] 
f(z) = 23/250*z^3 - 3/2*z + 1
*
[ 4 ] 
f(z) = 23/256*z^3 - 11/16*z + 1
*
[ -4 ] 
f(z) = 23/256*z^3 - 3/16*z + 1
*
18/5 | 0.18310259196705839019395441511557449767 | 0.029342067003137047875087510932022417326
f(z) = 25/243*z^3 - 19/9*z + 1
*
[ 18/5 ] 
f(z) = 25/243*z^3 - 11/18*z + 1
*
[ -18/5 ] 
f(z) = 25/243*z^3 - 1/18*z + 1
*
-24/5 | 0.15403372722131290858197106644610600419 | 0.024029567064489630059046124987964655834
f(z) = 25/256*z^3 - 19/8*z + 1
*
[ 4 ] 
f(z) = 25/256*z^3 - 13/16*z + 1
*
[ -9/2 ] 
f(z) = 26/243*z^3 - 17/18*z + 1
*
-5 | 0.15044736045146429698233575518535836618 | 0.019355737399531527561058154807477176944
f(z) = 27/250*z^3 - 19/6*z + 1
*
[ 5 ] 
f(z) = 27/250*z^3 - 19/10*z + 1
*
-20/9 | 0.20493878106719512876953984706944108655 | 0.026366306576687463533804376696491187065
f(z) = 27/250*z^3 - 19/12*z + 1
*
-20/9 | 0.18451732587937765398381180143569010375 | 0.024083622484130100928029612450273556609
f(z) = 27/250*z^3 - 17/6*z + 1
*
-10/9 | 0.11552604431401140091534998182233289367 | 0.017450871117263627513191955830181065611
f(z) = 27/250*z^3 - 11/15*z + 1
*
[ 5/9 ] 
f(z) = 27/250*z^3 - 5/6*z + 1
*
10/3 | 0.20493878106719512876953984706944108655 | 0.029667927248487154376744684426266331412
f(z) = 27/250*z^3 - 4/3*z + 1
*
[ -5 ] 
f(z) = 27/250*z^3 - 3/2*z + 1
*
[ 10/3 ] 
f(z) = 27/250*z^3 - 1/2*z + 1
*
[ 4 ] 
f(z) = 27/256*z^3 - 15/16*z + 1
*
[ -4 ] 
f(z) = 27/256*z^3 - 7/16*z + 1
*
[ 8/3 ] 
f(z) = 27/256*z^3 - 1/8*z + 1
*
[ 9/2 ] 
f(z) = 28/243*z^3 - 14/9*z + 1
*
[ -9/2 ] 
f(z) = 28/243*z^3 - 10/9*z + 1
*
[ -5 ] 
f(z) = 29/250*z^3 - 17/10*z + 1
*
[ 5/2 ] 
f(z) = 29/250*z^3 - 1/8*z + 1
*
[ 4 ] 
f(z) = 29/256*z^3 - 17/16*z + 1
*
[ -4 ] 
f(z) = 29/256*z^3 - 9/16*z + 1
*
[ -5 ] 
f(z) = 31/250*z^3 - 19/10*z + 1
*
[ 4 ] 
f(z) = 31/256*z^3 - 19/16*z + 1
*
[ -4 ] 
f(z) = 31/256*z^3 - 11/16*z + 1
*
-9/4 | 0.18310204811135161523254087282042095077 | 0.029102763404457432666004978905937649605
f(z) = 32/243*z^3 - 20/9*z + 1
*
[ 9/2 ] 
f(z) = 32/243*z^3 - 17/9*z + 1
*
[ -9/2 ] 
f(z) = 32/243*z^3 - 13/9*z + 1
*
-9/4 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = 32/243*z^3 - 13/18*z + 1
*
[ 9/4 ] 
f(z) = 32/243*z^3 - 1/9*z + 1
*
[ 9/8 ] 
f(z) = 32/243*z^3 - 1/18*z + 1
*
-10/3 | 0.20494061680035420748929853792754800122 | 0.026962668958220112350590576706024258786
f(z) = 33/250*z^3 - 8/3*z + 1
*
[ 5 ] 
f(z) = 33/250*z^3 - 5/2*z + 1
*
[ -10/3 ] 
f(z) = 33/250*z^3 - 1/6*z + 1
*
[ -4 ] 
f(z) = 33/256*z^3 - 13/16*z + 1
*
[ -4 ] 
f(z) = 35/256*z^3 - 15/16*z + 1
*
[ 10/3 ] 
f(z) = 37/250*z^3 - 17/18*z + 1
*
[ -5 ] 
f(z) = 37/250*z^3 - 5/2*z + 1
*
[ -4 ] 
f(z) = 37/256*z^3 - 17/16*z + 1
*
[ 5/2 ] 
f(z) = 39/250*z^3 - 3/8*z + 1
*
[ -4 ] 
f(z) = 39/256*z^3 - 19/16*z + 1
*
[ 3 ] 
f(z) = 20/243*z^3 - 2/27*z + 1
*
[ 10/3 ] 
f(z) = 21/250*z^3 - 7/30*z + 1
*
[ 20/7 ] 
f(z) = 21/250*z^3 - 1/28*z + 1
*
[ 3 ] 
f(z) = 22/243*z^3 - 4/27*z + 1
*
[ 3 ] 
f(z) = 23/243*z^3 - 5/27*z + 1
*
[ 7/2 ] 
f(z) = 24/245*z^3 - 17/35*z + 1
*
[ -22/5 ] 
f(z) = 25/242*z^3 - 17/22*z + 1
*
[ 3/5 ] 
f(z) = 25/243*z^3 - 19/27*z + 1
*
[ 3 ] 
f(z) = 25/243*z^3 - 7/27*z + 1
*
[ 9/10 ] 
f(z) = 25/243*z^3 - 7/36*z + 1
*
[ 3 ] 
f(z) = 26/243*z^3 - 8/27*z + 1
*
[ 11/3 ] 
f(z) = 27/242*z^3 - 17/22*z + 1
*
[ -11/3 ] 
f(z) = 27/242*z^3 - 5/22*z + 1
*
[ 7/3 ] 
f(z) = 27/245*z^3 - 1/35*z + 1
*
[ 2/3 ] 
f(z) = 27/248*z^3 - 17/31*z + 1
*
20/9 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = 27/250*z^3 - 7/30*z + 1
*
[ 10/9 ] 
f(z) = 27/250*z^3 - 1/30*z + 1
*
-8/3 | 0.15403374040751984737045500197121824925 | 0.023184620012732140494773723307707916686
f(z) = 27/256*z^3 - 17/24*z + 1
*
[ 8/9 ] 
f(z) = 27/256*z^3 - 5/24*z + 1
*
[ 3 ] 
f(z) = 28/243*z^3 - 10/27*z + 1
*
[ 9/4 ] 
f(z) = 28/243*z^3 - 1/36*z + 1
*
[ 3 ] 
f(z) = 29/243*z^3 - 11/27*z + 1
*
[ 3 ] 
f(z) = 31/243*z^3 - 13/27*z + 1
*
[ 3 ] 
f(z) = 32/243*z^3 - 14/27*z + 1
*
[ 3/4 ] 
f(z) = 32/243*z^3 - 11/27*z + 1
*
[ -7/2 ] 
f(z) = 32/245*z^3 - 11/35*z + 1
*
[ 2 ] 
f(z) = 33/248*z^3 - 1/31*z + 1
*
[ 5/6 ] 
f(z) = 33/250*z^3 - 7/24*z + 1
*
[ 8/3 ] 
f(z) = 33/256*z^3 - 7/24*z + 1
*
[ 3 ] 
f(z) = 34/243*z^3 - 16/27*z + 1
*
[ 3 ] 
f(z) = 35/243*z^3 - 17/27*z + 1
*
[ 2 ] 
f(z) = 35/248*z^3 - 2/31*z + 1
*
[ -7/2 ] 
f(z) = 36/245*z^3 - 18/35*z + 1
*
[ 7/3 ] 
f(z) = 36/245*z^3 - 8/35*z + 1
*
[ 7/6 ] 
f(z) = 36/245*z^3 - 2/35*z + 1
*
[ 3 ] 
f(z) = 37/243*z^3 - 19/27*z + 1
*
[ -3 ] 
f(z) = 37/243*z^3 - 1/27*z + 1
*
[ 2 ] 
f(z) = 37/248*z^3 - 3/31*z + 1
*
[ 5/4 ] 
f(z) = 37/250*z^3 - 1/32*z + 1
*
[ 3 ] 
f(z) = 38/243*z^3 - 20/27*z + 1
*
[ -3 ] 
f(z) = 38/243*z^3 - 2/27*z + 1
*
[ 2 ] 
f(z) = 39/248*z^3 - 4/31*z + 1
*
[ -10/3 ] 
f(z) = 39/250*z^3 - 13/30*z + 1
*
[ 5/3 ] 
f(z) = 39/250*z^3 - 1/30*z + 1
*
[ 8/3 ] 
f(z) = 39/256*z^3 - 11/24*z + 1
*
[ 9/10 ] 
f(z) = 20/243*z^3 - 8/45*z + 1
*
[ -30/7 ] 
f(z) = 21/250*z^3 - 13/42*z + 1
*
[ 5/6 ] 
f(z) = 27/250*z^3 - 11/40*z + 1
*
[ 5/2 ] 
f(z) = 27/250*z^3 - 3/40*z + 1
*
-20/9 | 0.12836162260900335442907603450980430228 | 0.019320542606665039686603006104911022639
f(z) = 27/256*z^3 - 13/48*z + 1
*
[ 5/2 ] 
f(z) = 31/250*z^3 - 7/40*z + 1
*
-21/8 | 0.14241335622596053121177863697056114629 | 0.023021104667525237123445911540649822355
f(z) = 32/243*z^3 - 13/54*z + 1
*
[ -27/8 ] 
f(z) = 32/243*z^3 - 11/54*z + 1
*
[ 5/2 ] 
f(z) = 33/250*z^3 - 9/40*z + 1
*
[ 9/5 ] 
f(z) = 35/243*z^3 - 1/45*z + 1
*
[ 8/7 ] 
f(z) = 35/256*z^3 - 3/56*z + 1
*
[ 5/2 ] 
f(z) = 37/250*z^3 - 13/40*z + 1
*
[ 3/2 ] 
f(z) = 38/243*z^3 - 1/54*z + 1
*
[ 10/9 ] 
f(z) = 39/250*z^3 - 5/54*z + 1
*
[ 20/13 ] 
f(z) = 39/250*z^3 - 1/52*z + 1
*
[ 4/3 ] 
f(z) = 39/256*z^3 - 1/48*z + 1
*
[ -4 ] 
f(z) = 23/240*z^3 - 17/60*z + 1
*
[ 5/6 ] 
f(z) = 23/250*z^3 - 19/72*z + 1
*
[ 8/3 ] 
f(z) = 23/256*z^3 - 1/72*z + 1
*
[ 8/3 ] 
f(z) = 25/256*z^3 - 5/72*z + 1
*
[ -7/2 ] 
f(z) = 26/245*z^3 - 1/70*z + 1
*
[ 22/9 ] 
f(z) = 27/242*z^3 - 5/66*z + 1
*
[ 8/3 ] 
f(z) = 29/256*z^3 - 13/72*z + 1
*
[ 2 ] 
f(z) = 31/240*z^3 - 1/60*z + 1
*
[ 8/3 ] 
f(z) = 31/256*z^3 - 17/72*z + 1
*
[ 7/8 ] 
f(z) = 32/245*z^3 - 17/70*z + 1
*
[ 2 ] 
f(z) = 33/256*z^3 - 1/64*z + 1
*
[ 9/4 ] 
f(z) = 34/243*z^3 - 11/72*z + 1
*
[ 9/7 ] 
f(z) = 35/243*z^3 - 1/63*z + 1
*
[ 2 ] 
f(z) = 35/256*z^3 - 3/64*z + 1
*
[ 2 ] 
f(z) = 37/240*z^3 - 7/60*z + 1
*
[ 2 ] 
f(z) = 37/256*z^3 - 5/64*z + 1
*
[ 9/4 ] 
f(z) = 38/243*z^3 - 17/72*z + 1
*
[ 2 ] 
f(z) = 39/256*z^3 - 7/64*z + 1
*
[ 3 ] 
f(z) = 23/252*z^3 - 13/84*z + 1
*
[ 11/10 ] 
f(z) = 25/242*z^3 - 3/88*z + 1
*
[ 3 ] 
f(z) = 25/252*z^3 - 19/84*z + 1
*
-35/12 | 0.13647876665473025787034806996960266052 | 0.014530360795451370591937363852605681875
f(z) = 27/250*z^3 - 5/96*z + 1
*
[ -32/9 ] 
f(z) = 27/256*z^3 - 5/96*z + 1
*
[ -10/3 ] 
f(z) = 31/250*z^3 - 7/90*z + 1
*
[ -16/5 ] 
f(z) = 35/256*z^3 - 7/80*z + 1
*
[ 5/3 ] 
f(z) = 37/250*z^3 - 1/90*z + 1
*
[ 27/10 ] 
f(z) = 25/243*z^3 - 13/108*z + 1
*
[ 12/5 ] 
f(z) = 25/243*z^3 - 1/108*z + 1
*
[ 7/3 ] 
f(z) = 33/245*z^3 - 17/105*z + 1
*
[ 20/9 ] 
f(z) = 33/250*z^3 - 11/108*z + 1
*
[ 11/5 ] 
f(z) = 35/242*z^3 - 17/110*z + 1
*
[ 16/7 ] 
f(z) = 35/256*z^3 - 17/112*z + 1
*
[ 3/2 ] 
f(z) = 37/243*z^3 - 1/108*z + 1
*
[ -4 ] 
f(z) = 21/248*z^3 - 13/124*z + 1
*
[ 14/5 ] 
f(z) = 25/252*z^3 - 17/126*z + 1
*
[ -18/5 ] 
f(z) = 25/252*z^3 - 1/126*z + 1
*
[ 18/7 ] 
f(z) = 28/243*z^3 - 19/126*z + 1
*
[ 2 ] 
f(z) = 31/244*z^3 - 1/122*z + 1
*
[ 2 ] 
f(z) = 33/244*z^3 - 5/122*z + 1
*
[ 2 ] 
f(z) = 35/244*z^3 - 9/122*z + 1
*
[ 2 ] 
f(z) = 37/244*z^3 - 13/122*z + 1
*
[ 2 ] 
f(z) = 37/252*z^3 - 11/126*z + 1
*
[ 2 ] 
f(z) = 39/244*z^3 - 17/122*z + 1
*
[ 16/15 ] 
f(z) = 25/256*z^3 - 7/144*z + 1
*
[ -7/2 ] 
f(z) = 27/245*z^3 - 9/140*z + 1
*
[ 7/6 ] 
f(z) = 27/245*z^3 - 1/140*z + 1
*
[ 9/8 ] 
f(z) = 28/243*z^3 - 5/144*z + 1
*
[ 9/4 ] 
f(z) = 29/243*z^3 - 7/144*z + 1
*
[ 9/4 ] 
f(z) = 31/243*z^3 - 13/144*z + 1
*
[ -22/7 ] 
f(z) = 35/242*z^3 - 17/154*z + 1
*
[ 7/4 ] 
f(z) = 36/245*z^3 - 3/140*z + 1
*
[ 4/3 ] 
f(z) = 37/256*z^3 - 1/144*z + 1
*
[ 15/14 ] 
f(z) = 21/250*z^3 - 5/168*z + 1
*
[ 10/9 ] 
f(z) = 29/250*z^3 - 7/162*z + 1
*
[ 5/4 ] 
f(z) = 33/250*z^3 - 1/160*z + 1
*
[ 5/4 ] 
f(z) = 39/250*z^3 - 7/160*z + 1
*
[ -11/3 ] 
f(z) = 23/242*z^3 - 1/198*z + 1
*
[ 16/13 ] 
f(z) = 39/256*z^3 - 9/208*z + 1
*
[ 8/5 ] 
f(z) = 39/256*z^3 - 3/200*z + 1
*
[ 9/5 ] 
f(z) = 34/243*z^3 - 2/225*z + 1
*
[ 9/5 ] 
f(z) = 37/243*z^3 - 11/225*z + 1
*
[ 9/5 ] 
f(z) = 38/243*z^3 - 14/225*z + 1
*
[ 3 ] 
f(z) = 20/249*z^3 - 14/249*z + 1
*
[ 5/2 ] 
f(z) = 24/245*z^3 - 3/245*z + 1
*
[ 13/5 ] 
f(z) = 25/247*z^3 - 17/247*z + 1
*
[ 2 ] 
f(z) = 31/242*z^3 - 3/242*z + 1
*
[ 2 ] 
f(z) = 31/246*z^3 - 1/246*z + 1
*
[ 5/4 ] 
f(z) = 32/245*z^3 - 1/245*z + 1
*
[ -13/4 ] 
f(z) = 32/247*z^3 - 15/247*z + 1
*
[ 2 ] 
f(z) = 33/250*z^3 - 7/250*z + 1
*
[ 2 ] 
f(z) = 33/254*z^3 - 5/254*z + 1
*
[ 2 ] 
f(z) = 35/242*z^3 - 19/242*z + 1
*
[ 2 ] 
f(z) = 35/246*z^3 - 17/246*z + 1
*
[ 2 ] 
f(z) = 35/254*z^3 - 13/254*z + 1
*
[ 2 ] 
f(z) = 35/258*z^3 - 11/258*z + 1
*
[ 5/3 ] 
f(z) = 36/245*z^3 - 2/245*z + 1
*
[ 11/6 ] 
f(z) = 36/253*z^3 - 6/253*z + 1
*
[ 7/6 ] 
f(z) = 36/259*z^3 - 12/259*z + 1
*
[ -3 ] 
f(z) = 37/240*z^3 - 13/240*z + 1
*
[ -3 ] 
f(z) = 37/246*z^3 - 5/246*z + 1
*
[ -3 ] 
f(z) = 37/249*z^3 - 1/249*z + 1
*
[ 2 ] 
f(z) = 37/258*z^3 - 19/258*z + 1
*
[ -3 ] 
f(z) = 38/249*z^3 - 10/249*z + 1
*
[ -3 ] 
f(z) = 38/255*z^3 - 2/255*z + 1
*
[ 10/9 ] 
f(z) = 21/250*z^3 - 1/270*z + 1
*
[ -18/5 ] 
f(z) = 25/248*z^3 - 8/279*z + 1
*
[ 10/9 ] 
f(z) = 33/250*z^3 - 17/270*z + 1
*
[ 40/33 ] 
f(z) = 33/250*z^3 - 5/264*z + 1
*
[ 24/11 ] 
f(z) = 33/256*z^3 - 19/264*z + 1
*
[ 6/5 ] 
f(z) = 35/243*z^3 - 11/270*z + 1
*
[ 9/8 ] 
f(z) = 22/243*z^3 - 1/288*z + 1
*
[ 9/8 ] 
f(z) = 26/243*z^3 - 7/288*z + 1
*
[ 9/8 ] 
f(z) = 34/243*z^3 - 19/288*z + 1
*
[ 7/4 ] 
f(z) = 38/245*z^3 - 13/280*z + 1
*
[ 22/13 ] 
f(z) = 39/242*z^3 - 15/286*z + 1
*
[ 5/3 ] 
f(z) = 21/250*z^3 + 1/6*z + 1
*
[ 9/5 ] 
f(z) = 25/243*z^3 + 1/9*z + 1
*
[ 8/5 ] 
f(z) = 25/256*z^3 + 1/8*z + 1
*
[ -16/5 ]
f(z) = 25/256*z^3 + 5/16*z + 1
*
[ -8/5 ]
f(z) = 25/256*z^3 + 11/8*z + 1
*
[ 4/3 ] 
f(z) = 27/256*z^3 + 1/16*z + 1
*
[ -8/3 ]
f(z) = 27/256*z^3 + 5/8*z + 1
*
[ 5/3 ] 
f(z) = 31/250*z^3 + 1/18*z + 1
*
[ -9/4 ]
f(z) = 32/243*z^3 + 7/9*z + 1
*
[ 3/2 ] 
f(z) = 20/243*z^3 + 4/27*z + 1
*
[ 9/4 ] 
f(z) = 20/243*z^3 + 5/36*z + 1
*
[ 2 ] 
f(z) = 21/248*z^3 + 5/31*z + 1
*
[ 8/3 ] 
f(z) = 21/256*z^3 + 1/24*z + 1
*
[ 2 ] 
f(z) = 23/248*z^3 + 4/31*z + 1
*
[ -7/2 ] 
f(z) = 24/245*z^3 + 3/35*z + 1
*
[ 11/5 ] 
f(z) = 25/242*z^3 + 1/22*z + 1
*
[ 2 ] 
f(z) = 25/248*z^3 + 3/31*z + 1
*
[ 2 ] 
f(z) = 27/248*z^3 + 2/31*z + 1
*
[ 5/4 ] 
f(z) = 27/250*z^3 + 1/32*z + 1
*
[ 3/2 ] 
f(z) = 28/243*z^3 + 2/27*z + 1
*
[ 2 ] 
f(z) = 29/248*z^3 + 1/31*z + 1
*
[ 3/2 ] 
f(z) = 32/243*z^3 + 1/27*z + 1
*
[ 7/4 ] 
f(z) = 32/245*z^3 + 1/35*z + 1
*
[ 5/3 ] 
f(z) = 33/250*z^3 + 1/30*z + 1
*
[ 9/5 ] 
f(z) = 20/243*z^3 + 8/45*z + 1
*
[ 5/2 ] 
f(z) = 21/250*z^3 + 3/40*z + 1
*
[ 8/7 ] 
f(z) = 21/256*z^3 + 1/56*z + 1
*
[ 4/3 ] 
f(z) = 21/256*z^3 + 5/48*z + 1
*
[ 3/2 ] 
f(z) = 22/243*z^3 + 7/54*z + 1
*
[ 5/2 ] 
f(z) = 23/250*z^3 + 1/40*z + 1
*
[ 6/5 ] 
f(z) = 25/243*z^3 + 1/54*z + 1
*
[ 6/5 ] 
f(z) = 25/252*z^3 + 1/42*z + 1
*
[ 12/5 ] 
f(z) = 25/256*z^3 + 1/48*z + 1
*
[ 3/2 ] 
f(z) = 26/243*z^3 + 5/54*z + 1
*
[ 16/9 ] 
f(z) = 27/256*z^3 + 5/48*z + 1
*
[ 4/3 ] 
f(z) = 33/256*z^3 + 1/48*z + 1
*
[ 3/2 ] 
f(z) = 34/243*z^3 + 1/54*z + 1
*
[ 8/5 ] 
f(z) = 35/256*z^3 + 1/40*z + 1
*
[ -11/3 ] 
f(z) = 21/242*z^3 + 7/66*z + 1
*
[ 10/7 ] 
f(z) = 21/250*z^3 + 9/70*z + 1
*
[ 2 ] 
f(z) = 21/256*z^3 + 11/64*z + 1
*
[ 9/4 ] 
f(z) = 22/243*z^3 + 7/72*z + 1
*
[ 2 ] 
f(z) = 23/240*z^3 + 7/60*z + 1
*
[ 2 ] 
f(z) = 23/256*z^3 + 9/64*z + 1
*
[ 7/4 ] 
f(z) = 24/245*z^3 + 9/70*z + 1
*
[ 2 ] 
f(z) = 25/256*z^3 + 7/64*z + 1
*
[ 9/4 ] 
f(z) = 26/243*z^3 + 1/72*z + 1
*
[ 11/9 ] 
f(z) = 27/242*z^3 + 1/66*z + 1
*
[ 20/9 ] 
f(z) = 27/250*z^3 + 1/60*z + 1
*
[ 2 ] 
f(z) = 27/256*z^3 + 5/64*z + 1
*
[ 9/7 ] 
f(z) = 28/243*z^3 + 2/63*z + 1
*
[ 2 ] 
f(z) = 29/240*z^3 + 1/60*z + 1
*
[ 2 ] 
f(z) = 29/256*z^3 + 3/64*z + 1
*
[ 2 ] 
f(z) = 31/256*z^3 + 1/64*z + 1
*
[ 10/7 ] 
f(z) = 23/250*z^3 + 11/98*z + 1
*
[ 5/3 ] 
f(z) = 23/250*z^3 + 13/90*z + 1
*
[ 6/5 ] 
f(z) = 25/248*z^3 + 2/93*z + 1
*
[ 12/5 ] 
f(z) = 25/252*z^3 + 1/84*z + 1
*
[ 11/6 ] 
f(z) = 27/242*z^3 + 7/88*z + 1
*
[ -10/3 ] 
f(z) = 29/250*z^3 + 1/90*z + 1
*
[ 5/3 ] 
f(z) = 29/250*z^3 + 7/90*z + 1
*
[ 10/7 ] 
f(z) = 33/250*z^3 + 3/98*z + 1
*
[ 16/7 ] 
f(z) = 21/256*z^3 + 15/112*z + 1
*
[ 3/2 ] 
f(z) = 23/243*z^3 + 13/108*z + 1
*
[ 7/6 ] 
f(z) = 24/245*z^3 + 1/105*z + 1
*
[ 7/3 ] 
f(z) = 24/245*z^3 + 4/105*z + 1
*
[ 3/2 ] 
f(z) = 25/243*z^3 + 11/108*z + 1
*
[ 3/2 ] 
f(z) = 29/243*z^3 + 7/108*z + 1
*
[ 3/2 ] 
f(z) = 31/243*z^3 + 5/108*z + 1
*
[ 3/2 ] 
f(z) = 35/243*z^3 + 1/108*z + 1
*
[ 27/10 ] 
f(z) = 20/243*z^3 + 4/135*z + 1
*
[ 2 ] 
f(z) = 21/244*z^3 + 19/122*z + 1
*
[ 2 ] 
f(z) = 23/244*z^3 + 15/122*z + 1
*
[ 2 ] 
f(z) = 23/252*z^3 + 17/126*z + 1
*
[ 2 ] 
f(z) = 25/244*z^3 + 11/122*z + 1
*
[ 2 ] 
f(z) = 25/252*z^3 + 13/126*z + 1
*
[ 2 ] 
f(z) = 27/244*z^3 + 7/122*z + 1
*
[ 4/3 ] 
f(z) = 27/248*z^3 + 7/124*z + 1
*
[ 2 ] 
f(z) = 29/244*z^3 + 3/122*z + 1
*
[ 2 ] 
f(z) = 29/252*z^3 + 5/126*z + 1
*
[ 2 ] 
f(z) = 31/252*z^3 + 1/126*z + 1
*
[ 9/8 ] 
f(z) = 20/243*z^3 + 1/144*z + 1
*
[ 9/4 ] 
f(z) = 23/243*z^3 + 11/144*z + 1
*
[ -7/2 ] 
f(z) = 23/245*z^3 + 19/140*z + 1
*
[ 4/3 ] 
f(z) = 23/256*z^3 + 13/144*z + 1
*
[ 9/4 ] 
f(z) = 25/243*z^3 + 5/144*z + 1
*
[ 4/3 ] 
f(z) = 25/256*z^3 + 11/144*z + 1
*
[ -10/3 ] 
f(z) = 27/248*z^3 + 14/155*z + 1
*
[ 4/3 ] 
f(z) = 29/256*z^3 + 7/144*z + 1
*
[ 4/3 ] 
f(z) = 31/256*z^3 + 5/144*z + 1
*
[ 11/7 ] 
f(z) = 35/242*z^3 + 1/154*z + 1
*
[ 4/3 ] 
f(z) = 35/256*z^3 + 1/144*z + 1
*
[ 5/4 ] 
f(z) = 21/250*z^3 + 11/160*z + 1
*
[ 5/4 ] 
f(z) = 23/250*z^3 + 9/160*z + 1
*
[ 35/18 ] 
f(z) = 27/250*z^3 + 13/168*z + 1
*
[ 5/4 ] 
f(z) = 29/250*z^3 + 3/160*z + 1
*
[ 5/4 ] 
f(z) = 31/250*z^3 + 1/160*z + 1
*
[ 16/11 ] 
f(z) = 33/256*z^3 + 7/176*z + 1
*
[ 22/15 ] 
f(z) = 25/242*z^3 + 19/198*z + 1
*
[ 6/5 ] 
f(z) = 25/256*z^3 + 5/192*z + 1
*
[ 27/14 ] 
f(z) = 28/243*z^3 + 10/189*z + 1
*
[ 14/9 ] 
f(z) = 27/245*z^3 + 19/210*z + 1
*
[ 40/27 ] 
f(z) = 27/250*z^3 + 19/216*z + 1
*
[ 8/5 ] 
f(z) = 29/256*z^3 + 17/200*z + 1
*
[ 8/5 ] 
f(z) = 31/256*z^3 + 13/200*z + 1
*
[ 27/16 ] 
f(z) = 32/243*z^3 + 7/216*z + 1
*
[ 8/5 ] 
f(z) = 33/256*z^3 + 9/200*z + 1
*
[ 8/5 ] 
f(z) = 37/256*z^3 + 1/200*z + 1
*
[ 18/13 ] 
f(z) = 26/243*z^3 + 17/234*z + 1
*
[ 9/5 ] 
f(z) = 28/243*z^3 + 16/225*z + 1
*
[ 9/5 ] 
f(z) = 29/243*z^3 + 13/225*z + 1
*
[ 9/5 ] 
f(z) = 31/243*z^3 + 7/225*z + 1
*
[ 9/5 ] 
f(z) = 32/243*z^3 + 4/225*z + 1
*
[ 20/11 ] 
f(z) = 33/250*z^3 + 3/220*z + 1
*
[ 6/5 ] 
f(z) = 25/246*z^3 + 5/246*z + 1
*
[ 11/5 ] 
f(z) = 25/253*z^3 + 17/253*z + 1
*
[ 6/5 ] 
f(z) = 25/258*z^3 + 7/258*z + 1
*
[ 2 ] 
f(z) = 27/242*z^3 + 13/242*z + 1
*
[ 4/3 ] 
f(z) = 27/244*z^3 + 13/244*z + 1
*
[ 2 ] 
f(z) = 27/250*z^3 + 17/250*z + 1
*
[ 2 ] 
f(z) = 27/254*z^3 + 19/254*z + 1
*
[ 20/9 ] 
f(z) = 27/256*z^3 + 7/240*z + 1
*
[ 7/3 ] 
f(z) = 27/259*z^3 + 1/259*z + 1
*
[ 2 ] 
f(z) = 29/242*z^3 + 5/242*z + 1
*
[ 2 ] 
f(z) = 29/246*z^3 + 7/246*z + 1
*
[ 2 ] 
f(z) = 29/250*z^3 + 9/250*z + 1
*
[ 2 ] 
f(z) = 29/254*z^3 + 11/254*z + 1
*
[ 2 ] 
f(z) = 29/258*z^3 + 13/258*z + 1
*
[ 2 ] 
f(z) = 31/250*z^3 + 1/250*z + 1
*
[ 2 ] 
f(z) = 31/254*z^3 + 3/254*z + 1
*
[ 2 ] 
f(z) = 31/258*z^3 + 5/258*z + 1
*
[ 3/2 ] 
f(z) = 32/249*z^3 + 11/249*z + 1
*
[ 5/4 ] 
f(z) = 32/255*z^3 + 1/255*z + 1
*
[ 3/2 ] 
f(z) = 32/255*z^3 + 13/255*z + 1
*
[ 7/4 ] 
f(z) = 32/259*z^3 + 13/259*z + 1
*
[ 6/5 ] 
f(z) = 20/243*z^3 + 13/270*z + 1
*
[ 15/8 ] 
f(z) = 32/243*z^3 + 1/270*z + 1
*
[ 27/11 ] 
f(z) = 22/243*z^3 + 14/297*z + 1
*
[ 15/7 ] 
f(z) = 27/250*z^3 + 11/294*z + 1
*
[ 7/4 ] 
f(z) = 34/245*z^3 + 1/280*z + 1
*
[ -11/5 ]
f(z) = 25/242*z^3 + 21/22*z + 1
*
[ 11/7 ] 
f(z) = 21/242*z^3 + 23/154*z + 1
*
[ 18/11 ] 
f(z) = 22/243*z^3 + 29/198*z + 1
*
[ 40/23 ] 
f(z) = 23/250*z^3 + 27/184*z + 1
*
[ 15/7 ] 
f(z) = 21/250*z^3 + 31/210*z + 1
*
[ 8/5 ] 
f(z) = 21/256*z^3 + 33/200*z + 1
*
[ 8/5 ] 
f(z) = 23/256*z^3 + 29/200*z + 1
*
[ 8/5 ] 
f(z) = 27/256*z^3 + 21/200*z + 1
*
[ 9/5 ] 
f(z) = 22/243*z^3 + 34/225*z + 1
*
[ 9/5 ] 
f(z) = 23/243*z^3 + 31/225*z + 1
*
[ 9/5 ] 
f(z) = 26/243*z^3 + 22/225*z + 1
*
[ 3/2 ] 
f(z) = 20/249*z^3 + 38/249*z + 1
*
[ 2 ] 
f(z) = 21/242*z^3 + 37/242*z + 1
*
[ 2 ] 
f(z) = 23/242*z^3 + 29/242*z + 1
*
[ 2 ] 
f(z) = 23/246*z^3 + 31/246*z + 1
*
[ 2 ] 
f(z) = 23/250*z^3 + 33/250*z + 1
*
[ 2 ] 
f(z) = 23/254*z^3 + 35/254*z + 1
*
[ 2 ] 
f(z) = 23/258*z^3 + 37/258*z + 1
*
[ 2 ] 
f(z) = 25/242*z^3 + 21/242*z + 1
*
[ 2 ] 
f(z) = 25/246*z^3 + 23/246*z + 1
*
[ 8/5 ] 
f(z) = 25/248*z^3 + 29/248*z + 1
*
[ 7/5 ] 
f(z) = 25/252*z^3 + 23/252*z + 1
*
[ 9/5 ] 
f(z) = 25/252*z^3 + 31/252*z + 1
*
[ 2 ] 
f(z) = 25/254*z^3 + 27/254*z + 1
*
[ 2 ] 
f(z) = 25/258*z^3 + 29/258*z + 1
*
[ 7/5 ] 
f(z) = 25/259*z^3 + 25/259*z + 1
*
[ 5/3 ] 
f(z) = 27/245*z^3 + 23/245*z + 1
*
[ 3/2 ] 
f(z) = 28/249*z^3 + 20/249*z + 1
*
[ 3/2 ] 
f(z) = 28/255*z^3 + 22/255*z + 1
*
[ 32/15 ] 
f(z) = 25/256*z^3 + 25/288*z + 1
*
[ 7/4 ] 
f(z) = 26/245*z^3 + 29/280*z + 1
*
[ 2 ] 
f(z) = 21/250*z^3 + 41/250*z + 1
*
[ 2 ] 
f(z) = 21/254*z^3 + 43/254*z + 1
*
[ 11/6 ] 
f(z) = 21/242*z^3 + 43/264*z + 1
*
[ 7/4 ] 
f(z) = 22/245*z^3 + 43/280*z + 1
*
[ 15 ] 
f(z) = 37/270*z^3 - 299/10*z + 1
*
[ 12 ] 
f(z) = 29/270*z^3 - 291/20*z + 1
*
[ -6 ] 
f(z) = 25/276*z^3 - 289/138*z + 1
*
[ 3/8 ] 
f(z) = 32/261*z^3 - 293/174*z + 1
*
[ 22/5 ] 
f(z) = 35/264*z^3 - 296/165*z + 1
*
-22/7 | 0.086918608676830707738494185318989939401 | 0.011206346001155088882272028128464078561
f(z) = 35/264*z^3 - 292/231*z + 1
*
[ 1/2 ] 
f(z) = 20/277*z^3 - 282/277*z + 1
*
[ 1/2 ] 
f(z) = 20/279*z^3 - 284/279*z + 1
*
[ -5 ] 
f(z) = 24/265*z^3 - 282/265*z + 1
*
[ 1/2 ] 
f(z) = 24/275*z^3 - 281/275*z + 1
*
[ 1/2 ] 
f(z) = 24/277*z^3 - 283/277*z + 1
*
[ 1/2 ] 
f(z) = 28/275*z^3 - 282/275*z + 1
*
[ 1/2 ] 
f(z) = 28/277*z^3 - 284/277*z + 1
*
[ 1/2 ] 
f(z) = 28/279*z^3 - 286/279*z + 1
*
[ 4 ] 
f(z) = 31/268*z^3 - 295/268*z + 1
*
[ 4 ] 
f(z) = 31/276*z^3 - 289/276*z + 1
*
[ 1/2 ] 
f(z) = 32/273*z^3 - 281/273*z + 1
*
[ 1/2 ] 
f(z) = 32/275*z^3 - 283/275*z + 1
*
[ 1/2 ] 
f(z) = 32/277*z^3 - 285/277*z + 1
*
[ 1/2 ] 
f(z) = 32/279*z^3 - 287/279*z + 1
*
[ 1/2 ] 
f(z) = 36/277*z^3 - 286/277*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016061897192262023219572308206441003655
f(z) = 37/266*z^3 - 281/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013688076169891614271979445004539329558
f(z) = 37/270*z^3 - 283/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016118811928575758726413003723479017300
f(z) = 37/274*z^3 - 285/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016146202678289117787952111375950288508
f(z) = 37/278*z^3 - 287/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.015952357584777463216702688033971030549
f(z) = 39/262*z^3 - 287/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.015982209931875593640879076850600930315
f(z) = 39/266*z^3 - 289/266*z + 1
*
[ -4 ] 
f(z) = 39/268*z^3 - 289/268*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016040138945966361035908608575917278589
f(z) = 39/274*z^3 - 293/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016068260072080578076649542889227545440
f(z) = 39/278*z^3 - 295/278*z + 1
*
[ -15/2 ] 
f(z) = 37/270*z^3 - 263/40*z + 1
*
26/5 | 0.18349026766507136990397676240597253909 | 0.026256356469834455636588149794286950236
f(z) = 25/272*z^3 - 271/68*z + 1
*
[ -6 ] 
f(z) = 20/261*z^3 - 277/174*z + 1
*
[ -6 ] 
f(z) = 20/279*z^3 - 263/186*z + 1
*
-14/3 | 0.15740307923158477735342681441615352191 | 0.022523436312697685274150673227469324379
f(z) = 27/272*z^3 - 271/204*z + 1
*
[ 1/2 ] 
f(z) = 20/261*z^3 - 266/261*z + 1
*
[ 1/2 ] 
f(z) = 20/263*z^3 - 268/263*z + 1
*
[ 1/2 ] 
f(z) = 20/267*z^3 - 272/267*z + 1
*
[ 1/2 ] 
f(z) = 20/269*z^3 - 274/269*z + 1
*
[ 1/2 ] 
f(z) = 20/271*z^3 - 276/271*z + 1
*
[ 1/2 ] 
f(z) = 20/273*z^3 - 278/273*z + 1
*
[ -5 ] 
f(z) = 23/260*z^3 - 263/260*z + 1
*
[ 1/2 ] 
f(z) = 24/263*z^3 - 269/263*z + 1
*
[ 1/2 ] 
f(z) = 24/265*z^3 - 271/265*z + 1
*
[ 1/2 ] 
f(z) = 24/269*z^3 - 275/269*z + 1
*
[ 1/2 ] 
f(z) = 24/271*z^3 - 277/271*z + 1
*
-11/5 | 0.074356272113053881469792935704337184419 | 0.013326142023357079704027624406541270622
f(z) = 25/264*z^3 - 265/264*z + 1
*
[ -14/3 ] 
f(z) = 27/266*z^3 - 265/266*z + 1
*
[ 1/2 ] 
f(z) = 28/261*z^3 - 268/261*z + 1
*
[ 1/2 ] 
f(z) = 28/263*z^3 - 270/263*z + 1
*
[ 1/2 ] 
f(z) = 28/265*z^3 - 272/265*z + 1
*
[ 1/2 ] 
f(z) = 28/267*z^3 - 274/267*z + 1
*
[ 1/2 ] 
f(z) = 28/269*z^3 - 276/269*z + 1
*
[ 1/2 ] 
f(z) = 28/271*z^3 - 278/271*z + 1
*
[ 4 ] 
f(z) = 29/260*z^3 - 269/260*z + 1
*
[ 4 ] 
f(z) = 29/268*z^3 - 263/268*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 31/274*z^3 - 261/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 31/278*z^3 - 263/278*z + 1
*
[ 1/2 ] 
f(z) = 32/261*z^3 - 269/261*z + 1
*
[ 1/2 ] 
f(z) = 32/263*z^3 - 271/263*z + 1
*
[ 1/2 ] 
f(z) = 32/265*z^3 - 273/265*z + 1
*
[ 1/2 ] 
f(z) = 32/267*z^3 - 275/267*z + 1
*
[ 1/2 ] 
f(z) = 32/269*z^3 - 277/269*z + 1
*
[ 1/2 ] 
f(z) = 32/271*z^3 - 279/271*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016202249864196189601866387511040725100
f(z) = 33/262*z^3 - 263/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 33/266*z^3 - 265/266*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 33/274*z^3 - 269/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 33/278*z^3 - 271/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016115703171806191140566002489595903382
f(z) = 35/262*z^3 - 271/262*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016200297702748843022753329800194534711
f(z) = 35/274*z^3 - 277/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016227377443727637069459739134579523857
f(z) = 35/278*z^3 - 279/278*z + 1
*
[ 1/2 ] 
f(z) = 36/263*z^3 - 272/263*z + 1
*
[ 1/2 ] 
f(z) = 36/265*z^3 - 274/265*z + 1
*
[ 1/2 ] 
f(z) = 36/269*z^3 - 278/269*z + 1
*
[ 1/2 ] 
f(z) = 36/271*z^3 - 280/271*z + 1
*
[ -4 ] 
f(z) = 37/260*z^3 - 267/260*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016032327571585614493707892860254967545
f(z) = 37/262*z^3 - 279/262*z + 1
*
[ 15/29 ] 
f(z) = 29/270*z^3 - 279/290*z + 1
*
[ 15 ] 
f(z) = 31/270*z^3 - 249/10*z + 1
*
12/5 | 0.16961977854819307713581184992636276397 | 0.027139272072839820027287870220790440557
f(z) = 25/264*z^3 - 259/132*z + 1
*
[ 2/5 ] 
f(z) = 35/264*z^3 - 251/165*z + 1
*
[ -5 ] 
f(z) = 23/265*z^3 - 257/265*z + 1
*
[ -5 ] 
f(z) = 23/270*z^3 - 251/270*z + 1
*
[ -24/5 ] 
f(z) = 25/264*z^3 - 257/264*z + 1
*
11/5 | 0.16316824175904405060167574690578024446 | 0.029262864265919111020112308247530168952
f(z) = 25/264*z^3 - 241/264*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 27/266*z^3 - 241/266*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 27/274*z^3 - 245/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 27/278*z^3 - 247/278*z + 1
*
[ -9/2 ] 
f(z) = 28/261*z^3 - 248/261*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 29/262*z^3 - 247/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 29/266*z^3 - 249/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013803051594532618815045848927430099255
f(z) = 29/270*z^3 - 251/270*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 29/274*z^3 - 253/274*z + 1
*
[ 4 ] 
f(z) = 29/276*z^3 - 257/276*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 29/278*z^3 - 255/278*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 31/262*z^3 - 255/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 31/266*z^3 - 257/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 31/270*z^3 - 259/270*z + 1
*
[ -4 ] 
f(z) = 37/268*z^3 - 257/268*z + 1
*
[ -4 ] 
f(z) = 37/276*z^3 - 247/276*z + 1
*
[ -15 ] 
f(z) = 29/270*z^3 - 231/10*z + 1
*
[ 12 ] 
f(z) = 23/270*z^3 - 227/20*z + 1
*
3/2 | 0.23823593399350434635825477926512576972 | 0.027183789791165592137233418616571485462
f(z) = 31/270*z^3 - 237/40*z + 1
*
3/2 | 0.24387216094907883542862071088997560650 | 0.027800251853032526500010372711916328958
f(z) = 37/270*z^3 - 239/40*z + 1
*
2/5 | 0.15910105529968143922975130113421597869 | 0.023183253338589650204258289827103449554
f(z) = 25/272*z^3 - 239/68*z + 1
*
[ 34/5 ] 
f(z) = 25/272*z^3 - 231/68*z + 1
*
3/2 | 0.20559962733626670681862019342289648855 | 0.027036942566625954913371602293687888042
f(z) = 23/270*z^3 - 223/120*z + 1
*
-40/9 | 0.19282624923240815604416914906102647817 | 0.027516729313668188847125792236510926548
f(z) = 27/275*z^3 - 221/165*z + 1
*
[ -22/5 ] 
f(z) = 35/264*z^3 - 221/165*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 21/274*z^3 - 221/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 21/278*z^3 - 223/278*z + 1
*
[ -5 ] 
f(z) = 22/265*z^3 - 232/265*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 23/262*z^3 - 223/262*z + 1
*
-2 | 0.090562020892995440094710743987611727164 | 0.016219589999649481563282615218364119390
f(z) = 23/266*z^3 - 225/266*z + 1
*
-2 | 0.077275959287372663583808542419716720692 | 0.013803168080813662918382115447026210376
f(z) = 23/270*z^3 - 227/270*z + 1
*
-2 | 0.091110757885706016950281298666293803529 | 0.016231726081935776749911462309345721069
f(z) = 23/274*z^3 - 229/274*z + 1
*
-2 | 0.091379799049181344497372493644966032397 | 0.016237731219480369704770781581241094520
f(z) = 23/278*z^3 - 231/278*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 25/262*z^3 - 231/262*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.016219706797318478618454857046505162645
f(z) = 25/266*z^3 - 233/266*z + 1
*
[ 21/5 ] 
f(z) = 25/273*z^3 - 233/273*z + 1
*
-2 | 0.091111410025059736314528145665416432547 | 0.016231842263027916298850577640149418310
f(z) = 25/274*z^3 - 237/274*z + 1
*
-2 | 0.091379146909827625133125646645843403378 | 0.016237615337593415221038754971296105320
f(z) = 25/278*z^3 - 239/278*z + 1
*
[ 4 ] 
f(z) = 27/260*z^3 - 237/260*z + 1
*
-2 | 0.090282084050486155367013958317076812224 | 0.016213451590415390715292011038515191272
f(z) = 27/262*z^3 - 239/262*z + 1
*
[ 4 ] 
f(z) = 27/268*z^3 - 231/268*z + 1
*
[ -9/2 ] 
f(z) = 28/279*z^3 - 226/279*z + 1
*
-3 | 0.13324678393169218022784173316131561217 | 0.023896700179079038973849374233556985970
f(z) = 35/264*z^3 - 227/264*z + 1
*
[ -4 ] 
f(z) = 35/268*z^3 - 225/268*z + 1
*
-42/5 | 0.20656535272847824830792243621692913302 | 0.027726596849463670025756404983314248486
f(z) = 25/264*z^3 - 215/33*z + 1
*
[ 15/2 ] 
f(z) = 29/270*z^3 - 207/40*z + 1
*
[ -15/2 ] 
f(z) = 31/270*z^3 - 213/40*z + 1
*
[ -34/5 ] 
f(z) = 25/272*z^3 - 211/68*z + 1
*
4 | 0.18707121516078592105081728781508551821 | 0.027802279768718604239888350777138867880
f(z) = 31/272*z^3 - 209/68*z + 1
*
[ 2/5 ] 
f(z) = 25/268*z^3 - 203/134*z + 1
*
[ 2/5 ] 
f(z) = 25/276*z^3 - 209/138*z + 1
*
5/6 | 0.18376140922185255797836010167223922143 | 0.026452000040001069838604185415112600602
f(z) = 24/275*z^3 - 208/165*z + 1
*
[ 9/2 ] 
f(z) = 20/261*z^3 - 202/261*z + 1
*
[ -5 ] 
f(z) = 21/260*z^3 - 213/260*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.016213334474932812566333407923614266401
f(z) = 21/262*z^3 - 215/262*z + 1
*
[ -5 ] 
f(z) = 21/265*z^3 - 207/265*z + 1
*
[ -4 ] 
f(z) = 33/260*z^3 - 203/260*z + 1
*
[ -4 ] 
f(z) = 35/276*z^3 - 215/276*z + 1
*
[ -15 ] 
f(z) = 23/270*z^3 - 181/10*z + 1
*
-3/2 | 0.21092515170565583093415854318350376747 | 0.024831276266811382436816420965380766080
f(z) = 23/270*z^3 - 181/40*z + 1
*
-3/2 | 0.23120408831805445784734304087956051351 | 0.027183457677710982866613991122415149397
f(z) = 29/270*z^3 - 183/40*z + 1
*
4 | 0.15816429647409451036999557386999457204 | 0.023787737102427940118349554255597074548
f(z) = 27/272*z^3 - 193/68*z + 1
*
-4 | 0.16283272785529385945453819407897961740 | 0.024687408489507080769090918674613840896
f(z) = 33/272*z^3 - 183/68*z + 1
*
-4 | 0.17852795984525380645031302065117508675 | 0.026727346189213850158930770230394142069
f(z) = 37/272*z^3 - 199/68*z + 1
*
[ 4 ] 
f(z) = 35/264*z^3 - 181/132*z + 1
*
[ 4 ] 
f(z) = 37/264*z^3 - 197/132*z + 1
*
[ 15/4 ] 
f(z) = 37/270*z^3 - 191/160*z + 1
*
[ 9/2 ] 
f(z) = 20/279*z^3 - 188/279*z + 1
*
[ 3/5 ] 
f(z) = 25/264*z^3 - 185/264*z + 1
*
[ 3/5 ] 
f(z) = 25/267*z^3 - 187/267*z + 1
*
[ 4 ] 
f(z) = 25/268*z^3 - 199/268*z + 1
*
[ 3/5 ] 
f(z) = 25/273*z^3 - 191/273*z + 1
*
[ -13/3 ] 
f(z) = 27/260*z^3 - 187/260*z + 1
*
[ 7/2 ] 
f(z) = 32/273*z^3 - 197/273*z + 1
*
[ -4 ] 
f(z) = 33/268*z^3 - 193/268*z + 1
*
4 | 0.15741156697163225659297096224036476261 | 0.023986728835206274846346271713137175473
f(z) = 23/272*z^3 - 177/68*z + 1
*
-4 | 0.15740312409938630941996276615391515416 | 0.024199900112020995545293743799720899359
f(z) = 29/272*z^3 - 167/68*z + 1
*
[ 3/5 ] 
f(z) = 31/270*z^3 - 177/250*z + 1
*
[ 3/5 ] 
f(z) = 37/270*z^3 - 179/250*z + 1
*
-7/2 | 0.15451001118561313620111168928625955000 | 0.027544484904664453463002911646432894383
f(z) = 20/273*z^3 - 167/273*z + 1
*
[ 4 ] 
f(z) = 23/260*z^3 - 173/260*z + 1
*
[ 4 ] 
f(z) = 23/268*z^3 - 167/268*z + 1
*
[ 19/5 ] 
f(z) = 25/266*z^3 - 165/266*z + 1
*
[ 11/3 ] 
f(z) = 27/275*z^3 - 163/275*z + 1
*
-3 | 0.13348155409903115135670665284546205887 | 0.023938804251945575435569758180312365986
f(z) = 29/264*z^3 - 173/264*z + 1
*
[ -4 ] 
f(z) = 31/260*z^3 - 171/260*z + 1
*
[ -4 ] 
f(z) = 31/268*z^3 - 161/268*z + 1
*
[ 3 ] 
f(z) = 38/267*z^3 - 164/267*z + 1
*
[ 2/3 ] 
f(z) = 25/264*z^3 - 161/297*z + 1
*
[ 2/3 ] 
f(z) = 29/264*z^3 - 163/297*z + 1
*
[ 2/3 ] 
f(z) = 31/264*z^3 - 164/297*z + 1
*
[ 2/3 ] 
f(z) = 35/264*z^3 - 166/297*z + 1
*
[ 2/3 ] 
f(z) = 37/264*z^3 - 167/297*z + 1
*
6 | 0.20987444927382988736357439259479017169 | 0.029831760694293326596608206562127977106
f(z) = 23/264*z^3 - 142/33*z + 1
*
-6 | 0.20118176811952922433048967758679530550 | 0.028097740718217531597797980705131928458
f(z) = 37/270*z^3 - 143/30*z + 1
*
[ 15/2 ] 
f(z) = 23/270*z^3 - 157/40*z + 1
*
[ 5 ] 
f(z) = 37/275*z^3 - 141/55*z + 1
*
[ 5 ] 
f(z) = 38/275*z^3 - 146/55*z + 1
*
[ 5 ] 
f(z) = 39/275*z^3 - 151/55*z + 1
*
-4 | 0.17451633280865294093521276154172046120 | 0.027252957085268933174940356590879742797
f(z) = 25/272*z^3 - 151/68*z + 1
*
2 | 0.17451548653546744419700456818944966107 | 0.027547591481825041937934404462445683276
f(z) = 39/272*z^3 - 141/68*z + 1
*
[ 4 ] 
f(z) = 31/264*z^3 - 149/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018351382721050482191767521091104596252
f(z) = 37/268*z^3 - 141/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014804976439449663137046142104031664886
f(z) = 37/276*z^3 - 143/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018260841337203857402787589099840116457
f(z) = 39/268*z^3 - 145/134*z + 1
*
[ 15/4 ] 
f(z) = 31/270*z^3 - 141/160*z + 1
*
[ 15/4 ] 
f(z) = 32/275*z^3 - 149/165*z + 1
*
-20/9 | 0.17451548653546744419700456818944966107 | 0.026029937485330400122730822232704668563
f(z) = 27/272*z^3 - 151/204*z + 1
*
[ 22/7 ] 
f(z) = 35/264*z^3 - 145/231*z + 1
*
[ 4 ] 
f(z) = 21/260*z^3 - 141/260*z + 1
*
[ 2/3 ] 
f(z) = 27/262*z^3 - 143/262*z + 1
*
[ 2/3 ] 
f(z) = 27/266*z^3 - 145/266*z + 1
*
[ 2/3 ] 
f(z) = 27/274*z^3 - 149/274*z + 1
*
[ 2/3 ] 
f(z) = 27/278*z^3 - 151/278*z + 1
*
[ -4 ] 
f(z) = 31/276*z^3 - 151/276*z + 1
*
[ 13/4 ] 
f(z) = 32/273*z^3 - 149/273*z + 1
*
-11/4 | 0.16362309115805133411972186871981258996 | 0.029131165987167757841313160530625679485
f(z) = 32/275*z^3 - 142/275*z + 1
*
[ 3 ] 
f(z) = 37/264*z^3 - 157/264*z + 1
*
[ 3 ] 
f(z) = 37/267*z^3 - 155/267*z + 1
*
[ 3 ] 
f(z) = 37/273*z^3 - 151/273*z + 1
*
[ 3 ] 
f(z) = 37/276*z^3 - 149/276*z + 1
*
[ 3 ] 
f(z) = 38/273*z^3 - 160/273*z + 1
*
[ 2/3 ] 
f(z) = 23/264*z^3 - 160/297*z + 1
*
[ 6 ] 
f(z) = 35/264*z^3 - 130/33*z + 1
*
[ 6 ] 
f(z) = 37/264*z^3 - 139/33*z + 1
*
[ -6 ] 
f(z) = 37/264*z^3 - 128/33*z + 1
*
[ 5 ] 
f(z) = 34/275*z^3 - 126/55*z + 1
*
[ 5 ] 
f(z) = 36/275*z^3 - 136/55*z + 1
*
[ -5 ] 
f(z) = 38/275*z^3 - 124/55*z + 1
*
[ -5 ] 
f(z) = 39/275*z^3 - 129/55*z + 1
*
-4 | 0.16310565640279344733416947153993235130 | 0.025924479694145707150639619537276821522
f(z) = 21/272*z^3 - 135/68*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.025393657510892771772816112981982892911
f(z) = 21/272*z^3 - 123/68*z + 1
*
2 | 0.17451548653546744419700456818944966107 | 0.028081495047093099717971513873510141134
f(z) = 23/272*z^3 - 125/68*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.025263223546928181757056295580380336705
f(z) = 25/272*z^3 - 127/68*z + 1
*
2 | 0.15740229433808641752167931059115698084 | 0.025200064655947488514708438171422771584
f(z) = 27/272*z^3 - 129/68*z + 1
*
2 | 0.15740212704795418736964381160992507732 | 0.025138119634031249328891813299753579665
f(z) = 29/272*z^3 - 131/68*z + 1
*
2 | 0.17451548653546744419700456818944966107 | 0.027803950763144639162918372870491040043
f(z) = 31/272*z^3 - 133/68*z + 1
*
2 | 0.15740138467921255714438901590247589853 | 0.025017826425771811359033159629146813453
f(z) = 33/272*z^3 - 135/68*z + 1
*
2 | 0.16310565640279344733416947153993235130 | 0.025864024163418664729002215423787532991
f(z) = 35/272*z^3 - 137/68*z + 1
*
2 | 0.15740130407754057175802782750288428307 | 0.024902242377831499212156370249100097034
f(z) = 37/272*z^3 - 139/68*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 27/268*z^3 - 121/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 29/260*z^3 - 123/130*z + 1
*
[ 4 ] 
f(z) = 29/264*z^3 - 133/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 29/268*z^3 - 125/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 29/276*z^3 - 127/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 31/260*z^3 - 127/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 31/268*z^3 - 129/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014898728311654604881657260645531320034
f(z) = 31/276*z^3 - 131/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018493034274368749416117818690088528304
f(z) = 33/260*z^3 - 131/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 33/268*z^3 - 133/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018445471753540644457621608550314792017
f(z) = 35/268*z^3 - 137/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014879796884977765263439753553294860497
f(z) = 35/276*z^3 - 139/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018298244263287766235819980318810353660
f(z) = 37/260*z^3 - 139/130*z + 1
*
[ -4 ] 
f(z) = 37/264*z^3 - 131/132*z + 1
*
[ 5/9 ] 
f(z) = 27/275*z^3 - 137/165*z + 1
*
[ 34/9 ] 
f(z) = 27/272*z^3 - 139/204*z + 1
*
[ 15/23 ] 
f(z) = 23/270*z^3 - 131/230*z + 1
*
[ 4 ] 
f(z) = 21/268*z^3 - 135/268*z + 1
*
[ -4 ] 
f(z) = 29/260*z^3 - 139/260*z + 1
*
[ -4 ] 
f(z) = 29/268*z^3 - 129/268*z + 1
*
[ 3 ] 
f(z) = 34/267*z^3 - 128/267*z + 1
*
[ 3 ] 
f(z) = 34/273*z^3 - 124/273*z + 1
*
[ 3 ] 
f(z) = 35/264*z^3 - 139/264*z + 1
*
[ 3 ] 
f(z) = 35/267*z^3 - 137/267*z + 1
*
[ 3 ] 
f(z) = 35/276*z^3 - 131/276*z + 1
*
[ -11/3 ] 
f(z) = 36/275*z^3 - 134/275*z + 1
*
2/5 | 0.17172458074212865852662087219018365933 | 0.025131535672249418839494663015960367636
f(z) = 25/264*z^3 - 116/33*z + 1
*
14/5 | 0.084448921518595925684163428348837136783 | 0.012506744667243341650719892733835715302
f(z) = 25/264*z^3 - 107/33*z + 1
*
[ 6 ] 
f(z) = 29/264*z^3 - 103/33*z + 1
*
[ 6 ] 
f(z) = 31/264*z^3 - 112/33*z + 1
*
[ -6 ] 
f(z) = 31/264*z^3 - 101/33*z + 1
*
-6 | 0.20580678980511690354009949385165327952 | 0.029500648150989981305649434343326548110
f(z) = 31/270*z^3 - 119/30*z + 1
*
[ -6 ] 
f(z) = 35/264*z^3 - 119/33*z + 1
*
[ -6 ] 
f(z) = 37/270*z^3 - 113/30*z + 1
*
[ 5 ] 
f(z) = 29/275*z^3 - 101/55*z + 1
*
[ 5 ] 
f(z) = 31/275*z^3 - 111/55*z + 1
*
[ 5 ] 
f(z) = 32/275*z^3 - 116/55*z + 1
*
[ -5 ] 
f(z) = 34/275*z^3 - 104/55*z + 1
*
[ -5 ] 
f(z) = 36/275*z^3 - 114/55*z + 1
*
[ -5 ] 
f(z) = 37/275*z^3 - 119/55*z + 1
*
[ 2/5 ] 
f(z) = 25/272*z^3 - 103/68*z + 1
*
[ 4 ] 
f(z) = 39/272*z^3 - 105/68*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 21/260*z^3 - 107/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 21/268*z^3 - 109/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 23/260*z^3 - 111/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 23/268*z^3 - 113/134*z + 1
*
[ 4 ] 
f(z) = 25/264*z^3 - 101/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018518518518518518518518518518518518518
f(z) = 25/268*z^3 - 117/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014898912216049608890885369229480564925
f(z) = 25/276*z^3 - 119/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018518518518518518518518518518518518519
f(z) = 27/260*z^3 - 119/130*z + 1
*
-10/3 | 0.12488337119774851311653133359137878526 | 0.022458284700421070905025301176887344489
f(z) = 27/260*z^3 - 111/130*z + 1
*
[ -4 ] 
f(z) = 35/264*z^3 - 115/132*z + 1
*
[ 2/3 ] 
f(z) = 21/272*z^3 - 109/204*z + 1
*
[ 2/3 ] 
f(z) = 33/272*z^3 - 113/204*z + 1
*
[ 2/3 ] 
f(z) = 39/272*z^3 - 115/204*z + 1
*
-4/3 | 0.15803565440469256067286840356510366997 | 0.023571880560705384081573845585116195612
f(z) = 39/272*z^3 - 103/204*z + 1
*
-3 | 0.14320103902686455609171432776912495238 | 0.025681912868620184950793653575985098629
f(z) = 23/264*z^3 - 119/264*z + 1
*
-14/5 | 0.16263341929365705964804472963277804987 | 0.029127523383129655608622349431325545188
f(z) = 25/266*z^3 - 101/266*z + 1
*
[ -21/5 ] 
f(z) = 25/273*z^3 - 103/273*z + 1
*
[ -4 ] 
f(z) = 27/260*z^3 - 107/260*z + 1
*
[ -4 ] 
f(z) = 29/276*z^3 - 119/276*z + 1
*
[ 3 ] 
f(z) = 31/264*z^3 - 103/264*z + 1
*
[ 3 ] 
f(z) = 31/267*z^3 - 101/267*z + 1
*
[ 3 ] 
f(z) = 32/267*z^3 - 110/267*z + 1
*
[ 3/4 ] 
f(z) = 32/267*z^3 - 107/267*z + 1
*
[ 3/4 ] 
f(z) = 32/273*z^3 - 109/273*z + 1
*
[ 3 ] 
f(z) = 32/273*z^3 - 106/273*z + 1
*
6 | 0.19581902491086319164604030272571447989 | 0.028916256407963563233916775557903752741
f(z) = 23/270*z^3 - 97/30*z + 1
*
-6/5 | 0.18525935902732962065731325917417778621 | 0.027798317669522161469624443376116784206
f(z) = 25/264*z^3 - 98/33*z + 1
*
-22/5 | 0.17182005446837506680028922467258817955 | 0.026297154488806872402462899030950525867
f(z) = 25/264*z^3 - 86/33*z + 1
*
[ 6 ] 
f(z) = 25/264*z^3 - 85/33*z + 1
*
[ -6 ] 
f(z) = 29/264*z^3 - 92/33*z + 1
*
[ 6 ] 
f(z) = 29/270*z^3 - 91/30*z + 1
*
[ -6 ] 
f(z) = 31/270*z^3 - 89/30*z + 1
*
[ 5 ] 
f(z) = 26/275*z^3 - 86/55*z + 1
*
[ 5 ] 
f(z) = 27/275*z^3 - 91/55*z + 1
*
[ 5 ] 
f(z) = 28/275*z^3 - 96/55*z + 1
*
[ -5 ] 
f(z) = 31/275*z^3 - 89/55*z + 1
*
[ -5 ] 
f(z) = 32/275*z^3 - 94/55*z + 1
*
[ 4 ] 
f(z) = 33/272*z^3 - 81/68*z + 1
*
[ 4 ] 
f(z) = 35/272*z^3 - 89/68*z + 1
*
[ 4 ] 
f(z) = 37/272*z^3 - 97/68*z + 1
*
[ 10/3 ] 
f(z) = 36/275*z^3 - 83/110*z + 1
*
[ 4 ] 
f(z) = 23/264*z^3 - 85/132*z + 1
*
[ -4 ] 
f(z) = 31/264*z^3 - 83/132*z + 1
*
[ -9/2 ] 
f(z) = 20/261*z^3 - 86/261*z + 1
*
[ 4/5 ] 
f(z) = 25/268*z^3 - 83/268*z + 1
*
[ 17/5 ] 
f(z) = 25/272*z^3 - 97/272*z + 1
*
[ 4/5 ] 
f(z) = 25/276*z^3 - 85/276*z + 1
*
[ -4 ] 
f(z) = 27/268*z^3 - 97/268*z + 1
*
[ 3 ] 
f(z) = 29/264*z^3 - 85/264*z + 1
*
[ 3 ] 
f(z) = 29/267*z^3 - 83/267*z + 1
*
[ 3 ] 
f(z) = 31/273*z^3 - 97/273*z + 1
*
[ 3 ] 
f(z) = 31/276*z^3 - 95/276*z + 1
*
[ 6 ] 
f(z) = 23/264*z^3 - 76/33*z + 1
*
[ -6 ] 
f(z) = 23/264*z^3 - 65/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027741012064777397577293349161257232783
f(z) = 23/264*z^3 - 61/33*z + 1
*
[ 6 ] 
f(z) = 23/270*z^3 - 67/30*z + 1
*
26/5 | 0.14605349656003305530742310193150427982 | 0.023186961957652571022074424430490533042
f(z) = 25/264*z^3 - 68/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027668333777907289338432500731778166381
f(z) = 25/264*z^3 - 62/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027527521358743333569326671601368866936
f(z) = 29/264*z^3 - 64/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027459276474069042912615646574675122534
f(z) = 31/264*z^3 - 65/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027326853621675050149958168677454331051
f(z) = 35/264*z^3 - 67/33*z + 1
*
2 | 0.17172590897720581110456627008830007949 | 0.027262627820492612653100682690458494872
f(z) = 37/264*z^3 - 68/33*z + 1
*
[ 5 ] 
f(z) = 21/275*z^3 - 61/55*z + 1
*
[ 5 ] 
f(z) = 23/275*z^3 - 71/55*z + 1
*
[ 5 ] 
f(z) = 24/275*z^3 - 76/55*z + 1
*
[ -5 ] 
f(z) = 26/275*z^3 - 64/55*z + 1
*
[ -5 ] 
f(z) = 27/275*z^3 - 69/55*z + 1
*
[ -5 ] 
f(z) = 28/275*z^3 - 74/55*z + 1
*
[ -5 ] 
f(z) = 29/275*z^3 - 79/55*z + 1
*
3/2 | 0.20461813148577715636107156696184662504 | 0.026783731983234985225144222117380807392
f(z) = 31/270*z^3 - 77/40*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 27/272*z^3 - 61/68*z + 1
*
[ 4 ] 
f(z) = 29/272*z^3 - 65/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 29/272*z^3 - 63/68*z + 1
*
[ 4 ] 
f(z) = 31/272*z^3 - 73/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 31/272*z^3 - 65/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 33/272*z^3 - 67/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018470417298714464986610572070916279251
f(z) = 35/272*z^3 - 69/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018376991113636818857823640019143591559
f(z) = 37/272*z^3 - 71/68*z + 1
*
[ -4 ] 
f(z) = 37/272*z^3 - 63/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018287062111866044458741529722319638413
f(z) = 39/272*z^3 - 73/68*z + 1
*
[ -4 ] 
f(z) = 39/272*z^3 - 71/68*z + 1
*
[ 3/5 ] 
f(z) = 25/261*z^3 - 61/87*z + 1
*
[ 3/5 ] 
f(z) = 25/279*z^3 - 65/93*z + 1
*
[ 5/8 ] 
f(z) = 32/275*z^3 - 71/110*z + 1
*
[ 2/3 ] 
f(z) = 27/260*z^3 - 71/130*z + 1
*
[ 2/3 ] 
f(z) = 27/268*z^3 - 73/134*z + 1
*
[ -4 ] 
f(z) = 29/264*z^3 - 67/132*z + 1
*
[ 3/4 ] 
f(z) = 23/270*z^3 - 61/160*z + 1
*
[ 3/4 ] 
f(z) = 29/270*z^3 - 63/160*z + 1
*
[ -15/4 ] 
f(z) = 32/275*z^3 - 61/165*z + 1
*
-6/5 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = 25/272*z^3 - 61/204*z + 1
*
[ 6/7 ] 
f(z) = 35/264*z^3 - 61/231*z + 1
*
[ 5/2 ] 
f(z) = 39/275*z^3 - 63/220*z + 1
*
[ -9/2 ] 
f(z) = 20/279*z^3 - 64/279*z + 1
*
[ -4 ] 
f(z) = 25/268*z^3 - 65/268*z + 1
*
[ 16/5 ] 
f(z) = 25/272*z^3 - 69/272*z + 1
*
-13/5 | 0.12393914011703306470371396378119713686 | 0.022094618645452419098609011765500134404
f(z) = 25/273*z^3 - 64/273*z + 1
*
[ 3 ] 
f(z) = 28/267*z^3 - 74/267*z + 1
*
[ 3 ] 
f(z) = 29/273*z^3 - 79/273*z + 1
*
[ 3 ] 
f(z) = 29/276*z^3 - 77/276*z + 1
*
[ 11/4 ] 
f(z) = 32/275*z^3 - 67/275*z + 1
*
[ 5/6 ] 
f(z) = 36/265*z^3 - 78/265*z + 1
*
[ 5/2 ] 
f(z) = 36/265*z^3 - 66/265*z + 1
*
6 | 0.20113409384022924513396347182958649715 | 0.027828373817345333063775794506517374932
f(z) = 37/270*z^3 - 51/10*z + 1
*
[ 6 ] 
f(z) = 37/270*z^3 - 41/10*z + 1
*
[ -5 ] 
f(z) = 23/275*z^3 - 49/55*z + 1
*
[ -5 ] 
f(z) = 24/275*z^3 - 54/55*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 21/272*z^3 - 55/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 23/272*z^3 - 57/68*z + 1
*
[ 4 ] 
f(z) = 23/272*z^3 - 41/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018518518518518518518518518518518518519
f(z) = 25/272*z^3 - 59/68*z + 1
*
[ 4 ] 
f(z) = 25/272*z^3 - 49/68*z + 1
*
[ 4 ] 
f(z) = 27/272*z^3 - 57/68*z + 1
*
[ -4 ] 
f(z) = 33/272*z^3 - 47/68*z + 1
*
[ -4 ] 
f(z) = 35/272*z^3 - 55/68*z + 1
*
[ 18/5 ] 
f(z) = 25/264*z^3 - 50/99*z + 1
*
[ 3 ] 
f(z) = 34/261*z^3 - 44/87*z + 1
*
[ 3 ] 
f(z) = 35/261*z^3 - 47/87*z + 1
*
[ 3 ] 
f(z) = 35/279*z^3 - 43/93*z + 1
*
[ 3 ] 
f(z) = 37/261*z^3 - 53/87*z + 1
*
[ 3 ] 
f(z) = 37/279*z^3 - 49/93*z + 1
*
[ 3 ] 
f(z) = 38/261*z^3 - 56/87*z + 1
*
[ 3 ] 
f(z) = 38/279*z^3 - 52/93*z + 1
*
[ 10/3 ] 
f(z) = 27/275*z^3 - 43/110*z + 1
*
[ 4/5 ] 
f(z) = 25/264*z^3 - 41/132*z + 1
*
[ 10/3 ] 
f(z) = 27/260*z^3 - 59/130*z + 1
*
[ 5/6 ] 
f(z) = 24/275*z^3 - 43/165*z + 1
*
-6/5 | 0.20152898652794533213033863762029824525 | 0.028047060804235101341800777851623065100
f(z) = 35/264*z^3 - 59/165*z + 1
*
[ 5/6 ] 
f(z) = 27/275*z^3 - 59/220*z + 1
*
[ 5/2 ] 
f(z) = 37/275*z^3 - 53/220*z + 1
*
[ 7/2 ] 
f(z) = 20/273*z^3 - 50/273*z + 1
*
[ -4 ] 
f(z) = 23/260*z^3 - 43/260*z + 1
*
[ 3 ] 
f(z) = 25/264*z^3 - 49/264*z + 1
*
[ 3 ] 
f(z) = 25/267*z^3 - 47/267*z + 1
*
[ 3 ] 
f(z) = 25/273*z^3 - 43/273*z + 1
*
[ -4 ] 
f(z) = 25/276*z^3 - 55/276*z + 1
*
[ 3 ] 
f(z) = 25/276*z^3 - 41/276*z + 1
*
[ 3 ] 
f(z) = 26/267*z^3 - 56/267*z + 1
*
[ 5/2 ] 
f(z) = 32/265*z^3 - 41/265*z + 1
*
[ -7/2 ] 
f(z) = 32/273*z^3 - 41/273*z + 1
*
3 | 0.18641501629482141376572308672605170459 | 0.029401333168172430412126569171366162287
f(z) = 23/270*z^3 - 21/10*z + 1
*
-6 | 0.20359400060129019668158253685712447839 | 0.029477519779720264959174550043703484950
f(z) = 29/270*z^3 - 37/10*z + 1
*
[ -6 ] 
f(z) = 29/270*z^3 - 27/10*z + 1
*
3 | 0.18420656713166150769322171113177004594 | 0.028642059440715761437513360547052712700
f(z) = 29/270*z^3 - 23/10*z + 1
*
[ 6 ] 
f(z) = 31/270*z^3 - 33/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 23/264*z^3 - 28/33*z + 1
*
[ 22/5 ] 
f(z) = 25/264*z^3 - 35/33*z + 1
*
6/5 | 0.15993103172452974766323735777845157509 | 0.028682297626118246134971449671310029644
f(z) = 25/264*z^3 - 32/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 25/264*z^3 - 29/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014870056522250959867599495938207615545
f(z) = 29/264*z^3 - 31/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014869871151760345724796380450829284537
f(z) = 31/264*z^3 - 32/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014790867987917683211505449937172657885
f(z) = 35/264*z^3 - 34/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014714778042882996784033843973849082195
f(z) = 37/264*z^3 - 35/33*z + 1
*
[ -5 ] 
f(z) = 21/275*z^3 - 39/55*z + 1
*
[ 4 ] 
f(z) = 21/272*z^3 - 33/68*z + 1
*
[ 4/5 ] 
f(z) = 25/272*z^3 - 21/68*z + 1
*
[ 2/3 ] 
f(z) = 27/272*z^3 - 37/68*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.029095864333748160120796627807570538503
f(z) = 27/272*z^3 - 29/68*z + 1
*
[ -4 ] 
f(z) = 27/272*z^3 - 23/68*z + 1
*
[ -4 ] 
f(z) = 29/272*z^3 - 31/68*z + 1
*
[ -4 ] 
f(z) = 31/272*z^3 - 39/68*z + 1
*
[ 3 ] 
f(z) = 28/261*z^3 - 26/87*z + 1
*
[ 3 ] 
f(z) = 28/279*z^3 - 22/93*z + 1
*
[ 3 ] 
f(z) = 29/279*z^3 - 25/93*z + 1
*
[ 3 ] 
f(z) = 31/261*z^3 - 35/87*z + 1
*
[ 3 ] 
f(z) = 32/261*z^3 - 38/87*z + 1
*
[ 3/4 ] 
f(z) = 32/261*z^3 - 35/87*z + 1
*
[ 3/4 ] 
f(z) = 32/279*z^3 - 37/93*z + 1
*
[ 3 ] 
f(z) = 32/279*z^3 - 34/93*z + 1
*
[ 3 ] 
f(z) = 34/279*z^3 - 40/93*z + 1
*
[ 5/2 ] 
f(z) = 38/275*z^3 - 29/110*z + 1
*
[ -4 ] 
f(z) = 25/264*z^3 - 35/132*z + 1
*
[ -15/4 ] 
f(z) = 29/270*z^3 - 39/160*z + 1
*
[ -34/9 ] 
f(z) = 27/272*z^3 - 31/204*z + 1
*
[ 14/5 ] 
f(z) = 25/264*z^3 - 23/231*z + 1
*
[ 5/2 ] 
f(z) = 31/275*z^3 - 23/220*z + 1
*
[ 3 ] 
f(z) = 23/264*z^3 - 31/264*z + 1
*
[ 3 ] 
f(z) = 23/267*z^3 - 29/267*z + 1
*
[ -4 ] 
f(z) = 23/268*z^3 - 33/268*z + 1
*
[ 3 ] 
f(z) = 23/273*z^3 - 25/273*z + 1
*
[ 2 ] 
f(z) = 39/262*z^3 - 25/262*z + 1
*
[ 2 ] 
f(z) = 39/266*z^3 - 23/266*z + 1
*
[ -6 ] 
f(z) = 23/270*z^3 - 19/10*z + 1
*
[ 3 ] 
f(z) = 23/270*z^3 - 1/10*z + 1
*
[ 3 ] 
f(z) = 29/270*z^3 - 3/10*z + 1
*
[ -22/5 ] 
f(z) = 25/264*z^3 - 20/33*z + 1
*
[ 3 ] 
f(z) = 31/270*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 35/264*z^3 - 1/33*z + 1
*
[ 2 ] 
f(z) = 37/264*z^3 - 2/33*z + 1
*
[ 3 ] 
f(z) = 37/270*z^3 - 17/30*z + 1
*
[ 5/2 ] 
f(z) = 28/275*z^3 - 2/55*z + 1
*
[ 5/2 ] 
f(z) = 32/275*z^3 - 7/55*z + 1
*
[ 5/6 ] 
f(z) = 36/275*z^3 - 16/55*z + 1
*
[ 5/2 ] 
f(z) = 36/275*z^3 - 12/55*z + 1
*
[ -4 ] 
f(z) = 23/272*z^3 - 7/68*z + 1
*
[ -4 ] 
f(z) = 25/272*z^3 - 15/68*z + 1
*
[ 2 ] 
f(z) = 35/272*z^3 - 1/68*z + 1
*
[ 2 ] 
f(z) = 37/272*z^3 - 3/68*z + 1
*
[ 2 ] 
f(z) = 39/272*z^3 - 5/68*z + 1
*
[ 3 ] 
f(z) = 20/261*z^3 - 2/87*z + 1
*
[ 3 ] 
f(z) = 22/261*z^3 - 8/87*z + 1
*
[ 3 ] 
f(z) = 22/279*z^3 - 4/93*z + 1
*
[ 3 ] 
f(z) = 23/261*z^3 - 11/87*z + 1
*
[ 3 ] 
f(z) = 23/279*z^3 - 7/93*z + 1
*
[ 3 ] 
f(z) = 25/261*z^3 - 17/87*z + 1
*
[ 3 ] 
f(z) = 25/279*z^3 - 13/93*z + 1
*
[ 3 ] 
f(z) = 26/261*z^3 - 20/87*z + 1
*
[ 3 ] 
f(z) = 26/279*z^3 - 16/93*z + 1
*
[ 5/2 ] 
f(z) = 34/275*z^3 - 19/110*z + 1
*
[ -10/3 ] 
f(z) = 36/275*z^3 - 17/110*z + 1
*
[ -4 ] 
f(z) = 23/264*z^3 - 19/132*z + 1
*
[ 8/3 ] 
f(z) = 27/272*z^3 - 11/136*z + 1
*
[ 2 ] 
f(z) = 33/260*z^3 - 1/130*z + 1
*
[ 2 ] 
f(z) = 35/268*z^3 - 3/134*z + 1
*
[ 2 ] 
f(z) = 35/276*z^3 - 1/138*z + 1
*
[ 2 ] 
f(z) = 37/260*z^3 - 9/130*z + 1
*
[ 2 ] 
f(z) = 37/268*z^3 - 7/134*z + 1
*
[ 2 ] 
f(z) = 37/276*z^3 - 5/138*z + 1
*
[ 2 ] 
f(z) = 39/268*z^3 - 11/134*z + 1
*
[ 6/5 ] 
f(z) = 35/264*z^3 - 4/165*z + 1
*
[ 4/3 ] 
f(z) = 39/272*z^3 - 1/204*z + 1
*
[ 5/2 ] 
f(z) = 27/275*z^3 - 3/220*z + 1
*
[ 5/2 ] 
f(z) = 29/275*z^3 - 13/220*z + 1
*
-22/7 | 0.15649487773093068468680243199093631412 | 0.020805345125957391950486705153887459600
f(z) = 35/264*z^3 - 19/231*z + 1
*
[ 5/4 ] 
f(z) = 36/275*z^3 - 1/220*z + 1
*
[ 3 ] 
f(z) = 20/267*z^3 - 2/267*z + 1
*
[ -4 ] 
f(z) = 21/260*z^3 - 11/260*z + 1
*
[ -4 ] 
f(z) = 21/268*z^3 - 1/268*z + 1
*
[ 3 ] 
f(z) = 22/267*z^3 - 20/267*z + 1
*
[ 3 ] 
f(z) = 22/273*z^3 - 16/273*z + 1
*
-11/5 | 0.15461086915953855295454942441864226214 | 0.027728170809933856990404313388296567385
f(z) = 25/264*z^3 - 1/264*z + 1
*
[ 13/5 ] 
f(z) = 25/273*z^3 - 1/273*z + 1
*
[ -11/3 ] 
f(z) = 27/275*z^3 - 13/275*z + 1
*
[ 5/2 ] 
f(z) = 28/265*z^3 - 16/265*z + 1
*
[ 9/4 ] 
f(z) = 32/261*z^3 - 17/261*z + 1
*
[ 9/4 ] 
f(z) = 32/279*z^3 - 7/279*z + 1
*
[ 2 ] 
f(z) = 33/262*z^3 - 1/262*z + 1
*
[ 2 ] 
f(z) = 35/262*z^3 - 9/262*z + 1
*
[ 2 ] 
f(z) = 35/274*z^3 - 3/274*z + 1
*
[ 2 ] 
f(z) = 35/278*z^3 - 1/278*z + 1
*
[ 2 ] 
f(z) = 37/262*z^3 - 17/262*z + 1
*
[ 2 ] 
f(z) = 37/266*z^3 - 15/266*z + 1
*
[ 2 ] 
f(z) = 37/270*z^3 - 13/270*z + 1
*
[ 2 ] 
f(z) = 37/274*z^3 - 11/274*z + 1
*
[ 2 ] 
f(z) = 37/278*z^3 - 9/278*z + 1
*
[ 2 ] 
f(z) = 39/274*z^3 - 19/274*z + 1
*
[ 2 ] 
f(z) = 39/278*z^3 - 17/278*z + 1
*
[ 2 ] 
f(z) = 23/264*z^3 + 5/33*z + 1
*
[ 6/5 ] 
f(z) = 25/264*z^3 + 1/33*z + 1
*
[ 2 ] 
f(z) = 25/264*z^3 + 4/33*z + 1
*
[ 2 ] 
f(z) = 29/264*z^3 + 2/33*z + 1
*
[ 2 ] 
f(z) = 31/264*z^3 + 1/33*z + 1
*
[ 5/2 ] 
f(z) = 24/275*z^3 + 3/55*z + 1
*
[ 5/3 ] 
f(z) = 27/275*z^3 + 7/55*z + 1
*
[ 3/2 ] 
f(z) = 31/270*z^3 + 3/40*z + 1
*
[ 5/4 ] 
f(z) = 32/275*z^3 + 1/55*z + 1
*
[ 5/3 ] 
f(z) = 36/275*z^3 + 2/55*z + 1
*
[ 3/2 ] 
f(z) = 37/270*z^3 + 1/40*z + 1
*
[ -4 ] 
f(z) = 21/272*z^3 + 1/68*z + 1
*
[ 2 ] 
f(z) = 21/272*z^3 + 13/68*z + 1
*
[ 2 ] 
f(z) = 23/272*z^3 + 11/68*z + 1
*
[ 2 ] 
f(z) = 25/272*z^3 + 9/68*z + 1
*
[ 4/3 ] 
f(z) = 27/272*z^3 + 5/68*z + 1
*
[ 2 ] 
f(z) = 27/272*z^3 + 7/68*z + 1
*
[ 2 ] 
f(z) = 29/272*z^3 + 5/68*z + 1
*
[ 2 ] 
f(z) = 31/272*z^3 + 3/68*z + 1
*
[ 2 ] 
f(z) = 33/272*z^3 + 1/68*z + 1
*
[ 3/2 ] 
f(z) = 20/261*z^3 + 14/87*z + 1
*
[ 3 ] 
f(z) = 20/279*z^3 + 2/93*z + 1
*
[ 3/2 ] 
f(z) = 20/279*z^3 + 16/93*z + 1
*
[ -18/5 ] 
f(z) = 25/264*z^3 + 5/99*z + 1
*
[ 3/2 ] 
f(z) = 28/261*z^3 + 8/87*z + 1
*
[ 3/2 ] 
f(z) = 28/279*z^3 + 10/93*z + 1
*
[ 3/2 ] 
f(z) = 32/261*z^3 + 5/87*z + 1
*
[ 3/2 ] 
f(z) = 32/279*z^3 + 7/93*z + 1
*
[ 5/4 ] 
f(z) = 24/275*z^3 + 7/110*z + 1
*
[ 5/2 ] 
f(z) = 26/275*z^3 + 1/110*z + 1
*
[ 2 ] 
f(z) = 23/260*z^3 + 19/130*z + 1
*
[ 3/2 ] 
f(z) = 23/270*z^3 + 17/120*z + 1
*
[ 12/5 ] 
f(z) = 25/264*z^3 + 5/132*z + 1
*
[ 2 ] 
f(z) = 25/268*z^3 + 17/134*z + 1
*
[ 8/5 ] 
f(z) = 25/272*z^3 + 19/136*z + 1
*
[ 6/5 ] 
f(z) = 25/276*z^3 + 5/138*z + 1
*
[ 2 ] 
f(z) = 25/276*z^3 + 19/138*z + 1
*
[ 2 ] 
f(z) = 27/260*z^3 + 11/130*z + 1
*
[ 2 ] 
f(z) = 27/268*z^3 + 13/134*z + 1
*
[ 2 ] 
f(z) = 29/260*z^3 + 7/130*z + 1
*
[ 2 ] 
f(z) = 29/268*z^3 + 9/134*z + 1
*
[ 3/2 ] 
f(z) = 29/270*z^3 + 11/120*z + 1
*
[ 2 ] 
f(z) = 29/276*z^3 + 11/138*z + 1
*
[ 2 ] 
f(z) = 31/260*z^3 + 3/130*z + 1
*
[ 2 ] 
f(z) = 31/268*z^3 + 5/134*z + 1
*
[ 2 ] 
f(z) = 31/276*z^3 + 7/138*z + 1
*
[ 2 ] 
f(z) = 33/268*z^3 + 1/134*z + 1
*
[ -15/4 ] 
f(z) = 23/270*z^3 + 11/160*z + 1
*
[ 6/5 ] 
f(z) = 25/261*z^3 + 5/174*z + 1
*
[ 3/2 ] 
f(z) = 26/261*z^3 + 19/174*z + 1
*
[ 3/2 ] 
f(z) = 34/261*z^3 + 7/174*z + 1
*
[ 3/2 ] 
f(z) = 38/261*z^3 + 1/174*z + 1
*
[ 5/3 ] 
f(z) = 39/275*z^3 + 1/165*z + 1
*
[ 6/5 ] 
f(z) = 25/279*z^3 + 7/186*z + 1
*
[ 3/2 ] 
f(z) = 34/279*z^3 + 11/186*z + 1
*
[ 3/2 ] 
f(z) = 38/279*z^3 + 5/186*z + 1
*
[ 6/5 ] 
f(z) = 25/272*z^3 + 7/204*z + 1
*
[ 12/5 ] 
f(z) = 25/272*z^3 + 11/204*z + 1
*
[ 4/3 ] 
f(z) = 33/272*z^3 + 7/204*z + 1
*
[ 5/2 ] 
f(z) = 23/275*z^3 + 17/220*z + 1
*
[ 5/4 ] 
f(z) = 28/275*z^3 + 9/220*z + 1
*
[ -22/7 ] 
f(z) = 35/264*z^3 + 2/231*z + 1
*
[ 6/5 ] 
f(z) = 23/270*z^3 + 11/250*z + 1
*
[ 6/5 ] 
f(z) = 29/270*z^3 + 3/250*z + 1
*
[ 3 ] 
f(z) = 20/273*z^3 + 2/273*z + 1
*
[ 5/2 ] 
f(z) = 24/265*z^3 + 9/265*z + 1
*
[ 12/5 ] 
f(z) = 25/276*z^3 + 17/276*z + 1
*
[ 4/3 ] 
f(z) = 27/260*z^3 + 17/260*z + 1
*
[ 7/3 ] 
f(z) = 27/266*z^3 + 5/266*z + 1
*
[ 4/3 ] 
f(z) = 27/268*z^3 + 19/268*z + 1
*
[ 2 ] 
f(z) = 29/262*z^3 + 15/262*z + 1
*
[ 2 ] 
f(z) = 29/266*z^3 + 17/266*z + 1
*
[ 2 ] 
f(z) = 29/270*z^3 + 19/270*z + 1
*
[ 2 ] 
f(z) = 31/262*z^3 + 7/262*z + 1
*
[ 2 ] 
f(z) = 31/266*z^3 + 9/266*z + 1
*
[ 2 ] 
f(z) = 31/270*z^3 + 11/270*z + 1
*
[ 2 ] 
f(z) = 31/274*z^3 + 13/274*z + 1
*
[ 2 ] 
f(z) = 31/278*z^3 + 15/278*z + 1
*
[ 5/4 ] 
f(z) = 32/265*z^3 + 3/265*z + 1
*
[ 3/2 ] 
f(z) = 32/267*z^3 + 17/267*z + 1
*
[ 2 ] 
f(z) = 33/266*z^3 + 1/266*z + 1
*
[ 2 ] 
f(z) = 33/274*z^3 + 5/274*z + 1
*
[ 2 ] 
f(z) = 33/278*z^3 + 7/278*z + 1
*
[ 5/3 ] 
f(z) = 36/265*z^3 + 6/265*z + 1
*
[ 11/6 ] 
f(z) = 36/275*z^3 + 4/275*z + 1
*
[ 2 ] 
f(z) = 21/260*z^3 + 23/130*z + 1
*
[ 2 ] 
f(z) = 21/268*z^3 + 25/134*z + 1
*
[ 2 ] 
f(z) = 23/268*z^3 + 21/134*z + 1
*
[ 5/3 ] 
f(z) = 21/275*z^3 + 31/165*z + 1
*
[ 3/2 ] 
f(z) = 22/261*z^3 + 25/174*z + 1
*
[ 5/3 ] 
f(z) = 24/275*z^3 + 26/165*z + 1
*
[ 3/2 ] 
f(z) = 22/279*z^3 + 29/186*z + 1
*
[ 3/2 ] 
f(z) = 26/279*z^3 + 23/186*z + 1
*
[ 4/3 ] 
f(z) = 21/272*z^3 + 23/204*z + 1
*
[ 5/2 ] 
f(z) = 21/275*z^3 + 27/220*z + 1
*
[ 2 ] 
f(z) = 23/262*z^3 + 39/262*z + 1
*
[ 9/5 ] 
f(z) = 25/261*z^3 + 35/261*z + 1
*
[ 2 ] 
f(z) = 25/262*z^3 + 31/262*z + 1
*
[ 11/5 ] 
f(z) = 25/264*z^3 + 23/264*z + 1
*
[ 8/5 ] 
f(z) = 25/264*z^3 + 35/264*z + 1
*
[ 7/5 ] 
f(z) = 25/266*z^3 + 27/266*z + 1
*
[ 2 ] 
f(z) = 25/266*z^3 + 33/266*z + 1
*
[ 7/5 ] 
f(z) = 25/273*z^3 + 29/273*z + 1
*
[ 2 ] 
f(z) = 25/274*z^3 + 37/274*z + 1
*
[ 2 ] 
f(z) = 25/278*z^3 + 39/278*z + 1
*
[ 5/3 ] 
f(z) = 27/260*z^3 + 29/260*z + 1
*
[ 2 ] 
f(z) = 27/262*z^3 + 23/262*z + 1
*
[ 5/3 ] 
f(z) = 27/265*z^3 + 31/265*z + 1
*
[ 2 ] 
f(z) = 27/266*z^3 + 25/266*z + 1
*
[ 2 ] 
f(z) = 27/274*z^3 + 29/274*z + 1
*
[ 2 ] 
f(z) = 27/278*z^3 + 31/278*z + 1
*
[ 3/2 ] 
f(z) = 28/267*z^3 + 26/267*z + 1
*
[ 2 ] 
f(z) = 29/274*z^3 + 21/274*z + 1
*
[ 2 ] 
f(z) = 29/278*z^3 + 23/278*z + 1
*
[ 22/15 ] 
f(z) = 25/264*z^3 + 34/297*z + 1
*
[ 3/2 ] 
f(z) = 20/267*z^3 + 44/267*z + 1
*
[ 3/2 ] 
f(z) = 20/273*z^3 + 46/273*z + 1
*
[ 2 ] 
f(z) = 21/262*z^3 + 47/262*z + 1
*
[ 2 ] 
f(z) = 21/274*z^3 + 53/274*z + 1
*
[ 2 ] 
f(z) = 21/278*z^3 + 55/278*z + 1
*
[ 2 ] 
f(z) = 23/266*z^3 + 41/266*z + 1
*
[ 2 ] 
f(z) = 23/270*z^3 + 43/270*z + 1
*
[ 2 ] 
f(z) = 23/274*z^3 + 45/274*z + 1
*
[ 2 ] 
f(z) = 23/278*z^3 + 47/278*z + 1
*
[ 9/5 ] 
f(z) = 25/279*z^3 + 43/279*z + 1
*
[ -66/5 ] 
f(z) = 25/297*z^3 - 299/22*z + 1
*
[ -10 ] 
f(z) = 27/280*z^3 - 299/35*z + 1
*
[ 17/2 ] 
f(z) = 38/289*z^3 - 293/34*z + 1
*
[ -17/2 ] 
f(z) = 38/289*z^3 - 285/34*z + 1
*
7/5 | 0.094735633271564585066688143778397723298 | 0.012445013311682622605716772322603438596
f(z) = 25/294*z^3 - 289/42*z + 1
*
-33/4 | 0.19812026606952637689494473044240452705 | 0.022175511380731708753172331283883830857
f(z) = 28/297*z^3 - 281/44*z + 1
*
[ 17/2 ] 
f(z) = 21/289*z^3 - 297/68*z + 1
*
[ -17/2 ] 
f(z) = 21/289*z^3 - 281/68*z + 1
*
[ -8 ] 
f(z) = 23/288*z^3 - 287/72*z + 1
*
-6 | 0.19558777150697936519217946693105167762 | 0.025205863037585872452265807942885762395
f(z) = 23/280*z^3 - 293/105*z + 1
*
[ 6 ] 
f(z) = 29/296*z^3 - 299/111*z + 1
*
[ -6 ] 
f(z) = 31/280*z^3 - 296/105*z + 1
*
[ -6 ] 
f(z) = 31/296*z^3 - 289/111*z + 1
*
-3 | 0.22750882040484369366588537381802045510 | 0.028807087872374538063154402563721687805
f(z) = 28/297*z^3 - 299/132*z + 1
*
-24/5 | 0.16005336548046406596110450784430912938 | 0.019703092045519518492862077699695610679
f(z) = 35/288*z^3 - 281/120*z + 1
*
[ 17/3 ] 
f(z) = 25/289*z^3 - 299/153*z + 1
*
[ -17/3 ] 
f(z) = 28/289*z^3 - 296/153*z + 1
*
-33/7 | 0.19992532907552709873156574322249336432 | 0.022359801384266573350516674712124052288
f(z) = 28/297*z^3 - 283/154*z + 1
*
[ 3/8 ] 
f(z) = 20/297*z^3 - 295/176*z + 1
*
-7/2 | 0.21658303541390346981740486164339630208 | 0.028374988103885042088688142074443843591
f(z) = 25/294*z^3 - 295/168*z + 1
*
[ 2/5 ] 
f(z) = 35/296*z^3 - 281/185*z + 1
*
[ 51/10 ] 
f(z) = 25/289*z^3 - 295/204*z + 1
*
[ 17/4 ] 
f(z) = 29/289*z^3 - 285/272*z + 1
*
[ -17/4 ] 
f(z) = 37/289*z^3 - 293/272*z + 1
*
[ 1/2 ] 
f(z) = 20/281*z^3 - 286/281*z + 1
*
[ 1/2 ] 
f(z) = 20/283*z^3 - 288/283*z + 1
*
[ 1/2 ] 
f(z) = 20/287*z^3 - 292/287*z + 1
*
[ 1/2 ] 
f(z) = 20/289*z^3 - 294/289*z + 1
*
[ 1/2 ] 
f(z) = 20/291*z^3 - 296/291*z + 1
*
[ 1/2 ] 
f(z) = 20/293*z^3 - 298/293*z + 1
*
[ 5 ] 
f(z) = 21/290*z^3 - 293/290*z + 1
*
[ 5 ] 
f(z) = 21/295*z^3 - 289/295*z + 1
*
[ 1/2 ] 
f(z) = 24/281*z^3 - 287/281*z + 1
*
[ 1/2 ] 
f(z) = 24/283*z^3 - 289/283*z + 1
*
[ 1/2 ] 
f(z) = 24/287*z^3 - 293/287*z + 1
*
[ 1/2 ] 
f(z) = 24/289*z^3 - 295/289*z + 1
*
[ 1/2 ] 
f(z) = 24/293*z^3 - 299/293*z + 1
*
[ 23/5 ] 
f(z) = 25/299*z^3 - 295/299*z + 1
*
[ -5 ] 
f(z) = 26/295*z^3 - 296/295*z + 1
*
[ 13/3 ] 
f(z) = 27/286*z^3 - 287/286*z + 1
*
[ 1/2 ] 
f(z) = 28/281*z^3 - 288/281*z + 1
*
[ 1/2 ] 
f(z) = 28/283*z^3 - 290/283*z + 1
*
[ 1/2 ] 
f(z) = 28/285*z^3 - 292/285*z + 1
*
[ 1/2 ] 
f(z) = 28/289*z^3 - 296/289*z + 1
*
[ 1/2 ] 
f(z) = 28/291*z^3 - 298/291*z + 1
*
[ 4 ] 
f(z) = 31/284*z^3 - 283/284*z + 1
*
[ 1/2 ] 
f(z) = 32/281*z^3 - 289/281*z + 1
*
[ 1/2 ] 
f(z) = 32/283*z^3 - 291/283*z + 1
*
[ 1/2 ] 
f(z) = 32/285*z^3 - 293/285*z + 1
*
[ 1/2 ] 
f(z) = 32/287*z^3 - 295/287*z + 1
*
[ 1/2 ] 
f(z) = 32/289*z^3 - 297/289*z + 1
*
[ 1/2 ] 
f(z) = 32/291*z^3 - 299/291*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 33/298*z^3 - 281/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = 35/282*z^3 - 281/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 35/286*z^3 - 283/286*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 35/298*z^3 - 289/298*z + 1
*
[ 1/2 ] 
f(z) = 36/281*z^3 - 290/281*z + 1
*
[ 1/2 ] 
f(z) = 36/283*z^3 - 292/283*z + 1
*
[ 1/2 ] 
f(z) = 36/287*z^3 - 296/287*z + 1
*
[ 1/2 ] 
f(z) = 36/289*z^3 - 298/289*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012583012071197073800578305760338987336
f(z) = 37/282*z^3 - 289/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016199417142647409131301159480497092850
f(z) = 37/286*z^3 - 291/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016225279486014326394234232324343722768
f(z) = 37/290*z^3 - 293/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012673245003028968528144272787943531990
f(z) = 37/294*z^3 - 295/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 37/298*z^3 - 297/298*z + 1
*
[ 33/2 ] 
f(z) = 28/297*z^3 - 272/11*z + 1
*
[ -15/2 ] 
f(z) = 32/297*z^3 - 271/55*z + 1
*
[ 6 ] 
f(z) = 27/280*z^3 - 277/105*z + 1
*
[ 6 ] 
f(z) = 27/296*z^3 - 272/111*z + 1
*
[ -6 ] 
f(z) = 29/280*z^3 - 269/105*z + 1
*
[ -6 ] 
f(z) = 29/296*z^3 - 262/111*z + 1
*
2/3 | 0.15001819788992719801884544711740794876 | 0.019557994374880328633688268310250689314
f(z) = 33/280*z^3 - 268/105*z + 1
*
2/3 | 0.17652835838942025660783196213328102506 | 0.023002976380608521423920882092094601479
f(z) = 39/280*z^3 - 269/105*z + 1
*
-6/5 | 0.19425207422793445218281290697307167812 | 0.024929885884774174226867690374105791712
f(z) = 25/297*z^3 - 269/132*z + 1
*
[ 17/3 ] 
f(z) = 23/289*z^3 - 265/153*z + 1
*
[ -17/3 ] 
f(z) = 26/289*z^3 - 262/153*z + 1
*
4/3 | 0.13002007341276185605170875340667130018 | 0.020677957713065429503956595726680981027
f(z) = 27/280*z^3 - 269/140*z + 1
*
[ -9/2 ] 
f(z) = 38/297*z^3 - 271/198*z + 1
*
15/4 | 0.23746579507147570991818409359822803704 | 0.026732354925446102356305535623990476728
f(z) = 20/297*z^3 - 267/220*z + 1
*
[ 22/5 ] 
f(z) = 25/286*z^3 - 263/286*z + 1
*
7/3 | 0.13791248159583968198008901439654801351 | 0.024475178544070524296878119545548933084
f(z) = 27/280*z^3 - 267/280*z + 1
*
[ 13/3 ] 
f(z) = 27/299*z^3 - 277/299*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = 29/294*z^3 - 263/294*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 29/298*z^3 - 265/298*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = 31/282*z^3 - 265/282*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 31/286*z^3 - 267/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 31/290*z^3 - 269/290*z + 1
*
[ 4 ] 
f(z) = 31/292*z^3 - 277/292*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = 31/294*z^3 - 271/294*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 31/298*z^3 - 273/298*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 33/290*z^3 - 277/290*z + 1
*
[ -4 ] 
f(z) = 39/284*z^3 - 269/284*z + 1
*
[ 10 ] 
f(z) = 23/280*z^3 - 256/35*z + 1
*
[ -10 ] 
f(z) = 23/280*z^3 - 249/35*z + 1
*
-15/2 | 0.26494689039587215159428892315029478359 | 0.029967929141534318354245334684796156960
f(z) = 20/297*z^3 - 256/55*z + 1
*
[ 15/2 ] 
f(z) = 28/297*z^3 - 244/55*z + 1
*
2/5 | 0.17179515408023069716511082830045554589 | 0.024827023576231597849329418595977770657
f(z) = 25/288*z^3 - 253/72*z + 1
*
12/5 | 0.18891897505171063220093241244950805332 | 0.024592351737814366865506488216474632194
f(z) = 25/297*z^3 - 241/66*z + 1
*
-3/2 | 0.15252089149184176823902996807647876046 | 0.017290089642337554168152093354061625735
f(z) = 28/297*z^3 - 251/77*z + 1
*
[ 6 ] 
f(z) = 37/297*z^3 - 241/66*z + 1
*
3/5 | 0.17769142457543992041387861441810496540 | 0.026698672848239744447057180260340666675
f(z) = 25/288*z^3 - 259/96*z + 1
*
-33/5 | 0.18123242704101526925908833154377158153 | 0.020640016561382938715110773609259103449
f(z) = 20/297*z^3 - 241/110*z + 1
*
[ 6 ] 
f(z) = 25/296*z^3 - 245/111*z + 1
*
-14/3 | 0.18469780166078998856410078628697310814 | 0.024261381990886899414644554759264681511
f(z) = 27/280*z^3 - 253/105*z + 1
*
-14/3 | 0.078676871432149759891132015686577973700 | 0.010345557276391440557354784342306330553
f(z) = 39/280*z^3 - 251/105*z + 1
*
[ 17/3 ] 
f(z) = 22/289*z^3 - 248/153*z + 1
*
[ -17/3 ] 
f(z) = 25/289*z^3 - 245/153*z + 1
*
[ -34/7 ] 
f(z) = 28/289*z^3 - 257/238*z + 1
*
33/10 | 0.14315354386808780543313323400908075968 | 0.016242918107345133366948177488190923438
f(z) = 35/297*z^3 - 249/220*z + 1
*
[ 51/10 ] 
f(z) = 20/289*z^3 - 254/255*z + 1
*
[ 12/23 ] 
f(z) = 23/288*z^3 - 259/276*z + 1
*
[ 17/4 ] 
f(z) = 27/289*z^3 - 251/272*z + 1
*
[ -17/4 ] 
f(z) = 35/289*z^3 - 259/272*z + 1
*
[ -11/2 ] 
f(z) = 20/297*z^3 - 254/297*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 23/298*z^3 - 241/298*z + 1
*
[ -5 ] 
f(z) = 24/295*z^3 - 246/295*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 25/282*z^3 - 241/282*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 25/286*z^3 - 243/286*z + 1
*
9/5 | 0.14265075944315408715954474214235105035 | 0.025190138610984901371296991264394759132
f(z) = 25/288*z^3 - 241/288*z + 1
*
-2 | 0.072071779877728789911268335848778261145 | 0.012680701745737295185764486445014789094
f(z) = 25/294*z^3 - 247/294*z + 1
*
11/5 | 0.15721452675820169174914872563788993270 | 0.027611858606200849588832976768582639016
f(z) = 25/297*z^3 - 256/297*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 25/298*z^3 - 249/298*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 27/286*z^3 - 251/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 27/290*z^3 - 253/290*z + 1
*
-2 | 0.092665672332323317425785708798224453479 | 0.016265429477648332376330916292441236871
f(z) = 27/298*z^3 - 257/298*z + 1
*
3/2 | 0.16689257754631387901198469513318360685 | 0.029525501460293257476720118377003325850
f(z) = 28/285*z^3 - 253/285*z + 1
*
-2 | 0.071300715417071990323853056605045598490 | 0.012637697594195998427591170208978250697
f(z) = 29/282*z^3 - 257/282*z + 1
*
[ 4 ] 
f(z) = 29/284*z^3 - 251/284*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 29/286*z^3 - 259/286*z + 1
*
[ 4 ] 
f(z) = 29/292*z^3 - 245/292*z + 1
*
[ 15/4 ] 
f(z) = 32/285*z^3 - 241/285*z + 1
*
[ -4 ] 
f(z) = 39/292*z^3 - 259/292*z + 1
*
6/5 | 0.23639341182832365794398906302606531549 | 0.029692553648273633350813690246387836799
f(z) = 25/288*z^3 - 239/24*z + 1
*
[ 17/2 ] 
f(z) = 30/289*z^3 - 225/34*z + 1
*
-7/5 | 0.12123386540162361478931880101885315373 | 0.016428171878289818326914384438072617865
f(z) = 25/294*z^3 - 229/42*z + 1
*
[ -33/4 ] 
f(z) = 28/297*z^3 - 233/44*z + 1
*
[ 7 ] 
f(z) = 37/294*z^3 - 223/42*z + 1
*
30/7 | 0.24133380345582931973074490692337112635 | 0.027550562985786301033971366879957782387
f(z) = 28/297*z^3 - 236/77*z + 1
*
[ -6 ] 
f(z) = 38/297*z^3 - 227/66*z + 1
*
[ 6 ] 
f(z) = 23/280*z^3 - 223/105*z + 1
*
[ -6 ] 
f(z) = 27/296*z^3 - 235/111*z + 1
*
[ 2/5 ] 
f(z) = 25/292*z^3 - 221/146*z + 1
*
-33/10 | 0.22405482586728779779578381070165097505 | 0.029498802054645756660329934003327300452
f(z) = 20/297*z^3 - 221/165*z + 1
*
69/20 | 0.21023379105632428766087052058503914723 | 0.024011838827215874065243513968432080910
f(z) = 25/297*z^3 - 235/176*z + 1
*
4/5 | 0.22297871348157208527298361846327228968 | 0.029510523321700346735317760833616152369
f(z) = 35/288*z^3 - 239/180*z + 1
*
[ -17/4 ] 
f(z) = 33/289*z^3 - 225/272*z + 1
*
-2 | 0.091904530189998282965100574435749035270 | 0.016249056445623893497238535461625832940
f(z) = 21/286*z^3 - 227/286*z + 1
*
-2 | 0.092162388110105097175062242658161503926 | 0.016254730806878665734815813600362483063
f(z) = 21/290*z^3 - 229/290*z + 1
*
-2 | 0.092666324471677036790032555797347082497 | 0.016265543946430574422062877253789917320
f(z) = 21/298*z^3 - 233/298*z + 1
*
[ -5 ] 
f(z) = 23/280*z^3 - 239/280*z + 1
*
-2 | 0.071299029661297381237425012403188402016 | 0.012637398802359583301075017005629529008
f(z) = 23/282*z^3 - 233/282*z + 1
*
[ -5 ] 
f(z) = 23/285*z^3 - 233/285*z + 1
*
-2 | 0.091905182329352002329347421434871664289 | 0.016249171746242340615311048797146683048
f(z) = 23/286*z^3 - 235/286*z + 1
*
-2 | 0.092161735970751377810815395659038874907 | 0.016254615788704108278623165358064029855
f(z) = 23/290*z^3 - 237/290*z + 1
*
[ -5 ] 
f(z) = 23/290*z^3 - 227/290*z + 1
*
-2 | 0.072072432017082509275515182847900890164 | 0.012680816486689373830814027573377528482
f(z) = 23/294*z^3 - 239/294*z + 1
*
[ -5 ] 
f(z) = 23/295*z^3 - 221/295*z + 1
*
[ 7/2 ] 
f(z) = 36/287*z^3 - 236/287*z + 1
*
[ -4 ] 
f(z) = 37/284*z^3 - 237/284*z + 1
*
[ -4 ] 
f(z) = 37/292*z^3 - 227/292*z + 1
*
[ 12 ] 
f(z) = 37/288*z^3 - 211/12*z + 1
*
[ -12 ] 
f(z) = 37/288*z^3 - 209/12*z + 1
*
6/5 | 0.22071965500844275895273718039466287947 | 0.028097307578041426618809310033799819015
f(z) = 25/288*z^3 - 215/24*z + 1
*
[ -17/2 ] 
f(z) = 30/289*z^3 - 217/34*z + 1
*
[ -33/4 ] 
f(z) = 32/297*z^3 - 205/33*z + 1
*
[ 42/5 ] 
f(z) = 25/294*z^3 - 215/42*z + 1
*
[ -42/5 ] 
f(z) = 25/294*z^3 - 205/42*z + 1
*
[ -33/5 ] 
f(z) = 35/297*z^3 - 219/55*z + 1
*
[ -7 ] 
f(z) = 37/294*z^3 - 211/42*z + 1
*
[ 6 ] 
f(z) = 34/297*z^3 - 217/66*z + 1
*
[ -6 ] 
f(z) = 35/297*z^3 - 203/66*z + 1
*
3/4 | 0.23749126864804937982966036655883133465 | 0.027462956159105895098383253176486599063
f(z) = 34/297*z^3 - 211/88*z + 1
*
[ 6 ] 
f(z) = 23/296*z^3 - 218/111*z + 1
*
[ -6 ] 
f(z) = 25/296*z^3 - 208/111*z + 1
*
-10/3 | 0.16395780080229960003994651400822109250 | 0.022063139419668189215301741003588326590
f(z) = 33/280*z^3 - 211/105*z + 1
*
[ 17/4 ] 
f(z) = 38/289*z^3 - 219/136*z + 1
*
[ 17/3 ] 
f(z) = 20/289*z^3 - 214/153*z + 1
*
[ -17/3 ] 
f(z) = 23/289*z^3 - 211/153*z + 1
*
[ 2/5 ] 
f(z) = 25/284*z^3 - 215/142*z + 1
*
[ 4 ] 
f(z) = 39/280*z^3 - 207/140*z + 1
*
[ 4 ] 
f(z) = 39/296*z^3 - 201/148*z + 1
*
[ -9/2 ] 
f(z) = 34/297*z^3 - 217/198*z + 1
*
[ -51/10 ] 
f(z) = 25/289*z^3 - 215/204*z + 1
*
-3 | 0.12555514301405518891350770455503129360 | 0.014449123335554702571312745247498504332
f(z) = 20/297*z^3 - 203/220*z + 1
*
[ 34/7 ] 
f(z) = 21/289*z^3 - 219/238*z + 1
*
-3 | 0.21860062473838051224962938374709970922 | 0.024758751894635233720556902575253202018
f(z) = 23/297*z^3 - 202/253*z + 1
*
[ 17/4 ] 
f(z) = 25/289*z^3 - 217/272*z + 1
*
[ -5 ] 
f(z) = 22/285*z^3 - 208/285*z + 1
*
[ 3/5 ] 
f(z) = 25/291*z^3 - 203/291*z + 1
*
[ 3/5 ] 
f(z) = 25/294*z^3 - 205/294*z + 1
*
-3 | 0.18690434029620017857202815351039580970 | 0.020878900506673656945199890259951075677
f(z) = 26/297*z^3 - 207/286*z + 1
*
[ 4 ] 
f(z) = 27/284*z^3 - 219/284*z + 1
*
[ 4 ] 
f(z) = 27/292*z^3 - 213/292*z + 1
*
[ -4 ] 
f(z) = 35/284*z^3 - 205/284*z + 1
*
[ -33/2 ] 
f(z) = 20/297*z^3 - 190/11*z + 1
*
[ 12 ] 
f(z) = 35/288*z^3 - 199/12*z + 1
*
[ -12 ] 
f(z) = 35/288*z^3 - 197/12*z + 1
*
[ 17/2 ] 
f(z) = 26/289*z^3 - 191/34*z + 1
*
[ -17/2 ] 
f(z) = 26/289*z^3 - 183/34*z + 1
*
[ 7 ] 
f(z) = 31/294*z^3 - 181/42*z + 1
*
[ 6 ] 
f(z) = 31/297*z^3 - 193/66*z + 1
*
[ 6 ] 
f(z) = 21/296*z^3 - 191/111*z + 1
*
[ -6 ] 
f(z) = 23/280*z^3 - 188/105*z + 1
*
[ -6 ] 
f(z) = 23/296*z^3 - 181/111*z + 1
*
[ 14/3 ] 
f(z) = 33/280*z^3 - 187/105*z + 1
*
10/3 | 0.15734218149251098253991651668107732777 | 0.021414967117320142614685049403180373134
f(z) = 39/280*z^3 - 194/105*z + 1
*
[ -14/3 ] 
f(z) = 39/280*z^3 - 191/105*z + 1
*
[ -24/5 ] 
f(z) = 35/288*z^3 - 191/120*z + 1
*
[ -17/3 ] 
f(z) = 22/289*z^3 - 194/153*z + 1
*
[ 4 ] 
f(z) = 37/280*z^3 - 191/140*z + 1
*
[ 9/2 ] 
f(z) = 26/297*z^3 - 197/198*z + 1
*
[ -14/3 ] 
f(z) = 27/296*z^3 - 200/259*z + 1
*
[ 4/7 ] 
f(z) = 35/288*z^3 - 199/252*z + 1
*
[ 17/4 ] 
f(z) = 23/289*z^3 - 183/272*z + 1
*
[ 3/5 ] 
f(z) = 23/297*z^3 - 191/275*z + 1
*
[ -24/5 ] 
f(z) = 25/297*z^3 - 193/264*z + 1
*
[ 3/5 ] 
f(z) = 26/297*z^3 - 192/275*z + 1
*
[ 3/5 ] 
f(z) = 29/297*z^3 - 193/275*z + 1
*
[ -17/4 ] 
f(z) = 31/289*z^3 - 191/272*z + 1
*
[ 3/5 ] 
f(z) = 32/297*z^3 - 194/275*z + 1
*
[ 3/5 ] 
f(z) = 38/297*z^3 - 196/275*z + 1
*
[ -5 ] 
f(z) = 22/295*z^3 - 196/295*z + 1
*
[ 3/5 ] 
f(z) = 25/282*z^3 - 197/282*z + 1
*
[ 4 ] 
f(z) = 25/284*z^3 - 187/284*z + 1
*
[ 4 ] 
f(z) = 25/292*z^3 - 181/292*z + 1
*
[ 7/2 ] 
f(z) = 32/287*z^3 - 187/287*z + 1
*
[ -4 ] 
f(z) = 35/292*z^3 - 195/292*z + 1
*
[ 12 ] 
f(z) = 29/288*z^3 - 163/12*z + 1
*
[ -12 ] 
f(z) = 29/288*z^3 - 161/12*z + 1
*
[ 12 ] 
f(z) = 31/288*z^3 - 175/12*z + 1
*
[ -12 ] 
f(z) = 31/288*z^3 - 173/12*z + 1
*
[ 33/4 ] 
f(z) = 20/297*z^3 - 163/44*z + 1
*
[ 7 ] 
f(z) = 29/294*z^3 - 167/42*z + 1
*
[ -7 ] 
f(z) = 31/294*z^3 - 169/42*z + 1
*
[ 17/3 ] 
f(z) = 39/289*z^3 - 179/51*z + 1
*
[ -17/3 ] 
f(z) = 39/289*z^3 - 161/51*z + 1
*
[ 6 ] 
f(z) = 28/297*z^3 - 169/66*z + 1
*
[ -6 ] 
f(z) = 32/297*z^3 - 179/66*z + 1
*
12/7 | 0.24159649251540906729062633204809026707 | 0.029207231168130471915312617537542125081
f(z) = 35/288*z^3 - 163/84*z + 1
*
[ 4 ] 
f(z) = 35/296*z^3 - 169/148*z + 1
*
[ 21/5 ] 
f(z) = 25/297*z^3 - 167/231*z + 1
*
[ -5 ] 
f(z) = 21/290*z^3 - 177/290*z + 1
*
[ -5 ] 
f(z) = 21/295*z^3 - 171/295*z + 1
*
[ -23/5 ] 
f(z) = 25/299*z^3 - 165/299*z + 1
*
[ 2/3 ] 
f(z) = 27/298*z^3 - 161/298*z + 1
*
[ -4 ] 
f(z) = 33/284*z^3 - 173/284*z + 1
*
[ -4 ] 
f(z) = 33/292*z^3 - 163/292*z + 1
*
[ 17/2 ] 
f(z) = 22/289*z^3 - 157/34*z + 1
*
[ -17/2 ] 
f(z) = 22/289*z^3 - 149/34*z + 1
*
-6/5 | 0.14184219431113090269812994664420591033 | 0.018906780651804173079908984247662632188
f(z) = 25/288*z^3 - 151/24*z + 1
*
[ -15/2 ] 
f(z) = 20/297*z^3 - 146/55*z + 1
*
28/5 | 0.16782007609256244370347287435868474560 | 0.024101033640200012037132807655783588745
f(z) = 25/294*z^3 - 151/42*z + 1
*
-6 | 0.22323504780186851163030346955171935052 | 0.026832046982111878421286925551253857201
f(z) = 25/297*z^3 - 152/55*z + 1
*
[ -7 ] 
f(z) = 29/294*z^3 - 155/42*z + 1
*
[ 17/3 ] 
f(z) = 33/289*z^3 - 145/51*z + 1
*
18/5 | 0.11133029550982035807170524637974966675 | 0.017280496920960857582368577157220980645
f(z) = 25/288*z^3 - 157/72*z + 1
*
[ 6 ] 
f(z) = 25/297*z^3 - 145/66*z + 1
*
[ -6 ] 
f(z) = 29/297*z^3 - 155/66*z + 1
*
-15/4 | 0.19425108286145889672500112475883185195 | 0.026827852618746686247133447201110836698
f(z) = 32/297*z^3 - 155/66*z + 1
*
2 | 0.17123174213871320784521886130083366299 | 0.026969285500158982088360239633266924577
f(z) = 35/288*z^3 - 143/72*z + 1
*
[ 33/7 ] 
f(z) = 35/297*z^3 - 141/77*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.026910316528230057274597652479867107065
f(z) = 37/288*z^3 - 145/72*z + 1
*
[ 28/5 ] 
f(z) = 25/294*z^3 - 155/84*z + 1
*
[ -6 ] 
f(z) = 21/296*z^3 - 154/111*z + 1
*
-2/9 | 0.18136534262621573165664788553223376156 | 0.025394065226228724851973669830485615467
f(z) = 27/280*z^3 - 158/105*z + 1
*
[ -14/3 ] 
f(z) = 33/280*z^3 - 142/105*z + 1
*
[ 17/4 ] 
f(z) = 30/289*z^3 - 151/136*z + 1
*
[ -17/4 ] 
f(z) = 38/289*z^3 - 155/136*z + 1
*
[ -17/3 ] 
f(z) = 20/289*z^3 - 160/153*z + 1
*
[ 4 ] 
f(z) = 31/280*z^3 - 143/140*z + 1
*
[ 4 ] 
f(z) = 33/280*z^3 - 159/140*z + 1
*
[ 4 ] 
f(z) = 33/296*z^3 - 153/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 35/284*z^3 - 141/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 35/292*z^3 - 143/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018450234751143776353778351160176817546
f(z) = 37/284*z^3 - 145/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018496277824143228700664942877926591067
f(z) = 37/292*z^3 - 147/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018362105920819366386966451113805898515
f(z) = 39/284*z^3 - 149/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018409318618820637545006979285499353688
f(z) = 39/292*z^3 - 151/146*z + 1
*
[ 33/8 ] 
f(z) = 28/297*z^3 - 149/176*z + 1
*
[ -51/10 ] 
f(z) = 20/289*z^3 - 154/255*z + 1
*
[ 17/4 ] 
f(z) = 21/289*z^3 - 149/272*z + 1
*
[ -17/4 ] 
f(z) = 29/289*z^3 - 157/272*z + 1
*
[ 4 ] 
f(z) = 23/284*z^3 - 155/284*z + 1
*
[ 4 ] 
f(z) = 23/292*z^3 - 149/292*z + 1
*
[ 2/3 ] 
f(z) = 27/290*z^3 - 157/290*z + 1
*
[ -4 ] 
f(z) = 31/284*z^3 - 141/284*z + 1
*
[ -23/6 ] 
f(z) = 36/299*z^3 - 152/299*z + 1
*
[ 3 ] 
f(z) = 37/282*z^3 - 145/282*z + 1
*
[ 3 ] 
f(z) = 37/285*z^3 - 143/285*z + 1
*
[ 3 ] 
f(z) = 38/291*z^3 - 148/291*z + 1
*
[ 12 ] 
f(z) = 23/288*z^3 - 127/12*z + 1
*
[ -12 ] 
f(z) = 23/288*z^3 - 125/12*z + 1
*
[ 12 ] 
f(z) = 25/288*z^3 - 139/12*z + 1
*
[ -12 ] 
f(z) = 25/288*z^3 - 137/12*z + 1
*
[ 17/2 ] 
f(z) = 32/289*z^3 - 121/17*z + 1
*
[ 17/2 ] 
f(z) = 36/289*z^3 - 138/17*z + 1
*
[ -17/2 ] 
f(z) = 36/289*z^3 - 134/17*z + 1
*
[ 36/5 ] 
f(z) = 25/288*z^3 - 131/36*z + 1
*
[ -36/5 ] 
f(z) = 25/288*z^3 - 121/36*z + 1
*
6 | 0.19040571497477271744276464550839691286 | 0.026152126625383012055756077790249392065
f(z) = 31/288*z^3 - 121/24*z + 1
*
6 | 0.19733409559271740632510688705128443061 | 0.026756237550580096500636125862655692308
f(z) = 35/288*z^3 - 133/24*z + 1
*
6 | 0.19776561517314005554826997777299332164 | 0.026655273032960053599527759680399016900
f(z) = 37/288*z^3 - 139/24*z + 1
*
[ 7 ] 
f(z) = 23/294*z^3 - 125/42*z + 1
*
[ 7 ] 
f(z) = 25/294*z^3 - 139/42*z + 1
*
[ -7 ] 
f(z) = 25/294*z^3 - 127/42*z + 1
*
3 | 0.22750900500785810678629823615733098676 | 0.027895878974899589068741725408637028323
f(z) = 28/297*z^3 - 129/44*z + 1
*
[ 17/3 ] 
f(z) = 30/289*z^3 - 128/51*z + 1
*
[ -17/3 ] 
f(z) = 33/289*z^3 - 127/51*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.027346694522179914805263241084647696749
f(z) = 23/288*z^3 - 131/72*z + 1
*
[ -6 ] 
f(z) = 26/297*z^3 - 131/66*z + 1
*
2 | 0.17123158945061135642378708059781610938 | 0.027152571313371982890409481232914307543
f(z) = 29/288*z^3 - 137/72*z + 1
*
2 | 0.17123164159921990564932656888100349274 | 0.027090320927437487975745268206209206744
f(z) = 31/288*z^3 - 139/72*z + 1
*
[ -21/4 ] 
f(z) = 32/297*z^3 - 137/77*z + 1
*
33/8 | 0.15356172819608004017130380942167658465 | 0.021857645822828471886344631762032861293
f(z) = 32/297*z^3 - 125/66*z + 1
*
[ -28/5 ] 
f(z) = 25/294*z^3 - 125/84*z + 1
*
[ 9/2 ] 
f(z) = 32/297*z^3 - 139/99*z + 1
*
-10/3 | 0.20538366221695628864725026150552777602 | 0.029531894640006006131152459425634466501
f(z) = 39/280*z^3 - 131/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 25/284*z^3 - 121/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 25/292*z^3 - 123/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 27/284*z^3 - 125/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 27/292*z^3 - 127/146*z + 1
*
[ 4 ] 
f(z) = 29/280*z^3 - 127/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 29/284*z^3 - 129/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 29/292*z^3 - 131/146*z + 1
*
[ 4 ] 
f(z) = 29/296*z^3 - 121/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 31/284*z^3 - 133/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 31/292*z^3 - 135/146*z + 1
*
[ 4 ] 
f(z) = 31/296*z^3 - 137/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 33/284*z^3 - 137/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 33/292*z^3 - 139/146*z + 1
*
[ -4 ] 
f(z) = 37/280*z^3 - 121/140*z + 1
*
[ -4 ] 
f(z) = 39/280*z^3 - 137/140*z + 1
*
[ -4 ] 
f(z) = 39/296*z^3 - 127/148*z + 1
*
[ 24/7 ] 
f(z) = 35/288*z^3 - 121/168*z + 1
*
[ 7/2 ] 
f(z) = 37/294*z^3 - 139/168*z + 1
*
[ -34/7 ] 
f(z) = 21/289*z^3 - 121/238*z + 1
*
[ 33/10 ] 
f(z) = 35/297*z^3 - 129/220*z + 1
*
[ -17/4 ] 
f(z) = 27/289*z^3 - 123/272*z + 1
*
[ 33/10 ] 
f(z) = 32/297*z^3 - 131/275*z + 1
*
[ 17/24 ] 
f(z) = 36/289*z^3 - 129/272*z + 1
*
[ 4 ] 
f(z) = 21/284*z^3 - 123/284*z + 1
*
[ -22/5 ] 
f(z) = 25/286*z^3 - 133/286*z + 1
*
[ -13/3 ] 
f(z) = 27/299*z^3 - 139/299*z + 1
*
[ -4 ] 
f(z) = 31/292*z^3 - 131/292*z + 1
*
[ 13/4 ] 
f(z) = 32/299*z^3 - 131/299*z + 1
*
[ 3 ] 
f(z) = 35/282*z^3 - 127/282*z + 1
*
[ 3 ] 
f(z) = 35/291*z^3 - 121/291*z + 1
*
[ 3 ] 
f(z) = 37/291*z^3 - 139/291*z + 1
*
[ 3 ] 
f(z) = 37/294*z^3 - 137/294*z + 1
*
[ 17/2 ] 
f(z) = 28/289*z^3 - 104/17*z + 1
*
[ -17/2 ] 
f(z) = 32/289*z^3 - 117/17*z + 1
*
[ 34/5 ] 
f(z) = 25/289*z^3 - 107/34*z + 1
*
14/3 | 0.17618904534789728106290952399583959036 | 0.025784900793378194317988166243160721047
f(z) = 27/280*z^3 - 116/35*z + 1
*
-14/3 | 0.14771148698545302120749904266692827303 | 0.022064398790274888053696667221815669777
f(z) = 27/280*z^3 - 101/35*z + 1
*
6 | 0.19601561046026225135354865282868204970 | 0.027112030637892814507692954625052840365
f(z) = 29/288*z^3 - 115/24*z + 1
*
4 | 0.19697162550477204247655997822836320709 | 0.029336702817917233379982745448513204649
f(z) = 29/288*z^3 - 103/36*z + 1
*
-33/5 | 0.18804103604130158402614497121345140668 | 0.023570041124037832661291479758173303810
f(z) = 20/297*z^3 - 108/55*z + 1
*
[ -7 ] 
f(z) = 23/294*z^3 - 113/42*z + 1
*
-21/5 | 0.072072432017082509275515182847900890164 | 0.010858766026177061430636417650222396727
f(z) = 25/294*z^3 - 109/42*z + 1
*
[ 3/10 ] 
f(z) = 25/297*z^3 - 103/44*z + 1
*
3/4 | 0.18803729328059068059490687870748334729 | 0.023653093049758914711693226374962930553
f(z) = 28/297*z^3 - 105/44*z + 1
*
[ -17/3 ] 
f(z) = 30/289*z^3 - 110/51*z + 1
*
[ -6 ] 
f(z) = 23/297*z^3 - 107/66*z + 1
*
[ 3/7 ] 
f(z) = 28/297*z^3 - 104/77*z + 1
*
[ 17/4 ] 
f(z) = 36/289*z^3 - 101/68*z + 1
*
[ 24/5 ] 
f(z) = 25/297*z^3 - 101/88*z + 1
*
[ 9/2 ] 
f(z) = 28/297*z^3 - 112/99*z + 1
*
[ 17/4 ] 
f(z) = 26/289*z^3 - 117/136*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 21/284*z^3 - 113/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 21/292*z^3 - 115/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018518518518518518518518518518518518518
f(z) = 23/284*z^3 - 117/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018518518518518518518518518518518518519
f(z) = 23/292*z^3 - 119/146*z + 1
*
[ 4 ] 
f(z) = 27/280*z^3 - 111/140*z + 1
*
[ 4 ] 
f(z) = 27/296*z^3 - 105/148*z + 1
*
-39/20 | 0.17276709062378799413392684150915854858 | 0.020406395346858460269430557780409130912
f(z) = 25/297*z^3 - 115/176*z + 1
*
[ -9/2 ] 
f(z) = 26/297*z^3 - 109/198*z + 1
*
[ 3/4 ] 
f(z) = 26/297*z^3 - 101/264*z + 1
*
-33/16 | 0.22861680516681289352127842532736715774 | 0.029410999234565030448738779413967890676
f(z) = 32/297*z^3 - 113/264*z + 1
*
[ 3/4 ] 
f(z) = 38/297*z^3 - 107/264*z + 1
*
[ 4 ] 
f(z) = 21/292*z^3 - 117/292*z + 1
*
[ -4 ] 
f(z) = 29/284*z^3 - 109/284*z + 1
*
[ 3/4 ] 
f(z) = 32/285*z^3 - 113/285*z + 1
*
[ 3/4 ] 
f(z) = 32/291*z^3 - 115/291*z + 1
*
[ 3 ] 
f(z) = 34/285*z^3 - 116/285*z + 1
*
[ 3 ] 
f(z) = 34/291*z^3 - 112/291*z + 1
*
[ 17/2 ] 
f(z) = 24/289*z^3 - 87/17*z + 1
*
[ -17/2 ] 
f(z) = 24/289*z^3 - 83/17*z + 1
*
[ -17/2 ] 
f(z) = 28/289*z^3 - 100/17*z + 1
*
6 | 0.14919301780535623080589919463035948903 | 0.021133300082353744107213545860009268432
f(z) = 23/288*z^3 - 97/24*z + 1
*
4 | 0.19690361491933769402637141889900640683 | 0.029877787597156389024640291220853868606
f(z) = 23/288*z^3 - 91/36*z + 1
*
4 | 0.19690425079330054829332263321773628879 | 0.029684124586180228916725134721270956841
f(z) = 25/288*z^3 - 95/36*z + 1
*
4/5 | 0.14265085209117313099727073754953729278 | 0.021952086537619253788837704764809649893
f(z) = 25/288*z^3 - 83/36*z + 1
*
[ -34/5 ] 
f(z) = 25/289*z^3 - 97/34*z + 1
*
[ -33/5 ] 
f(z) = 25/297*z^3 - 83/33*z + 1
*
2/3 | 0.17641980279829633122870135471407013576 | 0.026860187284284269048473180753192464552
f(z) = 27/280*z^3 - 89/35*z + 1
*
[ 6 ] 
f(z) = 35/288*z^3 - 85/24*z + 1
*
[ 6 ] 
f(z) = 37/288*z^3 - 91/24*z + 1
*
[ -6 ] 
f(z) = 37/288*z^3 - 83/24*z + 1
*
[ 6 ] 
f(z) = 38/297*z^3 - 83/22*z + 1
*
[ -33/5 ] 
f(z) = 20/297*z^3 - 98/55*z + 1
*
[ 17/3 ] 
f(z) = 24/289*z^3 - 94/51*z + 1
*
[ -6 ] 
f(z) = 20/297*z^3 - 83/66*z + 1
*
[ -9/2 ] 
f(z) = 32/297*z^3 - 95/99*z + 1
*
-2/3 | 0.075647416709384862603046011827369233438 | 0.011234650467112215262754241269531119968
f(z) = 27/280*z^3 - 92/105*z + 1
*
[ 10/3 ] 
f(z) = 39/280*z^3 - 89/105*z + 1
*
[ 17/4 ] 
f(z) = 22/289*z^3 - 83/136*z + 1
*
[ -17/4 ] 
f(z) = 30/289*z^3 - 87/136*z + 1
*
[ 4 ] 
f(z) = 25/296*z^3 - 89/148*z + 1
*
[ -4 ] 
f(z) = 33/280*z^3 - 89/140*z + 1
*
[ -4 ] 
f(z) = 35/296*z^3 - 95/148*z + 1
*
[ 7/2 ] 
f(z) = 29/294*z^3 - 83/168*z + 1
*
[ 7/2 ] 
f(z) = 31/294*z^3 - 97/168*z + 1
*
[ 17/6 ] 
f(z) = 39/289*z^3 - 89/204*z + 1
*
[ -17/4 ] 
f(z) = 25/289*z^3 - 89/272*z + 1
*
[ 7/2 ] 
f(z) = 24/287*z^3 - 89/287*z + 1
*
[ 4/5 ] 
f(z) = 25/284*z^3 - 87/284*z + 1
*
[ 4/5 ] 
f(z) = 25/292*z^3 - 89/292*z + 1
*
[ 10/3 ] 
f(z) = 27/290*z^3 - 97/290*z + 1
*
[ -4 ] 
f(z) = 29/292*z^3 - 99/292*z + 1
*
[ 3 ] 
f(z) = 31/282*z^3 - 91/282*z + 1
*
[ 3 ] 
f(z) = 31/285*z^3 - 89/285*z + 1
*
[ 3 ] 
f(z) = 31/291*z^3 - 85/291*z + 1
*
[ 3 ] 
f(z) = 31/294*z^3 - 83/294*z + 1
*
[ 3 ] 
f(z) = 32/285*z^3 - 98/285*z + 1
*
[ -15/4 ] 
f(z) = 32/285*z^3 - 89/285*z + 1
*
[ 3 ] 
f(z) = 32/291*z^3 - 94/291*z + 1
*
[ 5/6 ] 
f(z) = 36/295*z^3 - 84/295*z + 1
*
[ 17/2 ] 
f(z) = 20/289*z^3 - 70/17*z + 1
*
[ -17/2 ] 
f(z) = 20/289*z^3 - 66/17*z + 1
*
[ 33/4 ] 
f(z) = 32/297*z^3 - 71/11*z + 1
*
-6/5 | 0.12206868421358812951927409554606992954 | 0.017808924848201040035733854599374648680
f(z) = 25/288*z^3 - 79/24*z + 1
*
-24/5 | 0.19861171488077691952074639410112110606 | 0.029689628165896565387259458979885189808
f(z) = 25/288*z^3 - 67/24*z + 1
*
-28/5 | 0.18762634657351467862422513033836637661 | 0.027356501778687616365752308664785719521
f(z) = 25/294*z^3 - 68/21*z + 1
*
14/3 | 0.078675837815728870168950818483843406245 | 0.012549789356435927856150923386255751315
f(z) = 27/280*z^3 - 66/35*z + 1
*
-10/3 | 0.16395676718587871031776531680548652505 | 0.026416621519104667012617407998095755379
f(z) = 27/280*z^3 - 62/35*z + 1
*
[ 6 ] 
f(z) = 29/288*z^3 - 67/24*z + 1
*
[ 6 ] 
f(z) = 31/288*z^3 - 73/24*z + 1
*
[ -6 ] 
f(z) = 31/288*z^3 - 65/24*z + 1
*
[ -6 ] 
f(z) = 34/297*z^3 - 65/22*z + 1
*
[ -6 ] 
f(z) = 35/288*z^3 - 77/24*z + 1
*
[ 6 ] 
f(z) = 35/297*z^3 - 75/22*z + 1
*
[ -6 ] 
f(z) = 37/297*z^3 - 73/22*z + 1
*
[ 17/3 ] 
f(z) = 21/289*z^3 - 77/51*z + 1
*
[ -17/3 ] 
f(z) = 24/289*z^3 - 76/51*z + 1
*
[ 17/4 ] 
f(z) = 28/289*z^3 - 67/68*z + 1
*
[ -33/7 ] 
f(z) = 28/297*z^3 - 68/77*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 29/288*z^3 - 65/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 31/288*z^3 - 67/72*z + 1
*
[ 33/8 ] 
f(z) = 32/297*z^3 - 71/66*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 35/288*z^3 - 71/72*z + 1
*
[ -17/4 ] 
f(z) = 36/289*z^3 - 69/68*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016084284615203395302375939132646321085
f(z) = 37/288*z^3 - 73/72*z + 1
*
[ 3/5 ] 
f(z) = 25/288*z^3 - 67/96*z + 1
*
[ -9/2 ] 
f(z) = 28/297*z^3 - 68/99*z + 1
*
51/16 | 0.22306984995558253413156000431574612072 | 0.028697396858079082578216282489420286762
f(z) = 32/297*z^3 - 67/88*z + 1
*
-14/9 | 0.15655013163476303728578627817395922375 | 0.023249782821450574757072043213230000673
f(z) = 27/280*z^3 - 62/105*z + 1
*
[ 34/9 ] 
f(z) = 27/289*z^3 - 61/102*z + 1
*
[ 10/3 ] 
f(z) = 33/280*z^3 - 64/105*z + 1
*
[ 2/3 ] 
f(z) = 33/296*z^3 - 61/111*z + 1
*
[ 2/3 ] 
f(z) = 39/296*z^3 - 62/111*z + 1
*
[ 4 ] 
f(z) = 23/280*z^3 - 79/140*z + 1
*
[ 4 ] 
f(z) = 23/296*z^3 - 73/148*z + 1
*
[ 2/3 ] 
f(z) = 27/284*z^3 - 77/142*z + 1
*
[ 2/3 ] 
f(z) = 27/292*z^3 - 79/146*z + 1
*
[ -4 ] 
f(z) = 31/280*z^3 - 73/140*z + 1
*
[ -4 ] 
f(z) = 31/296*z^3 - 63/148*z + 1
*
[ -4 ] 
f(z) = 33/296*z^3 - 79/148*z + 1
*
[ 7/10 ] 
f(z) = 25/294*z^3 - 79/168*z + 1
*
[ 3/4 ] 
f(z) = 31/297*z^3 - 69/176*z + 1
*
[ 3/4 ] 
f(z) = 37/297*z^3 - 71/176*z + 1
*
[ 18/5 ] 
f(z) = 25/297*z^3 - 73/198*z + 1
*
[ 17/20 ] 
f(z) = 25/289*z^3 - 65/272*z + 1
*
[ -4 ] 
f(z) = 27/284*z^3 - 77/284*z + 1
*
[ -4 ] 
f(z) = 27/292*z^3 - 67/292*z + 1
*
[ 3 ] 
f(z) = 28/285*z^3 - 62/285*z + 1
*
[ 3 ] 
f(z) = 29/282*z^3 - 73/282*z + 1
*
[ 3 ] 
f(z) = 29/285*z^3 - 71/285*z + 1
*
[ 3 ] 
f(z) = 29/291*z^3 - 67/291*z + 1
*
[ 3 ] 
f(z) = 29/294*z^3 - 65/294*z + 1
*
[ -7/2 ] 
f(z) = 36/287*z^3 - 72/287*z + 1
*
42/5 | 0.20168978647861728292420308175100393042 | 0.027417361745783204417433659769450803456
f(z) = 25/297*z^3 - 58/11*z + 1
*
[ 17/3 ] 
f(z) = 36/289*z^3 - 54/17*z + 1
*
[ -17/3 ] 
f(z) = 36/289*z^3 - 48/17*z + 1
*
[ 6 ] 
f(z) = 23/288*z^3 - 49/24*z + 1
*
[ -6 ] 
f(z) = 23/288*z^3 - 41/24*z + 1
*
[ 6 ] 
f(z) = 23/297*z^3 - 43/22*z + 1
*
[ 2/5 ] 
f(z) = 25/296*z^3 - 56/37*z + 1
*
[ -6 ] 
f(z) = 25/297*z^3 - 41/22*z + 1
*
[ 6 ] 
f(z) = 26/297*z^3 - 51/22*z + 1
*
[ 14/3 ] 
f(z) = 27/280*z^3 - 46/35*z + 1
*
-14/3 | 0.084478351757034247374517942325180962599 | 0.014582798775885830204322325733237204891
f(z) = 27/280*z^3 - 41/35*z + 1
*
[ -6 ] 
f(z) = 28/297*z^3 - 49/22*z + 1
*
[ -6 ] 
f(z) = 29/288*z^3 - 59/24*z + 1
*
[ 6 ] 
f(z) = 29/297*z^3 - 59/22*z + 1
*
[ -6 ] 
f(z) = 31/297*z^3 - 57/22*z + 1
*
[ 4 ] 
f(z) = 35/288*z^3 - 43/36*z + 1
*
[ 4 ] 
f(z) = 37/288*z^3 - 47/36*z + 1
*
[ -17/3 ] 
f(z) = 21/289*z^3 - 59/51*z + 1
*
[ 15/4 ] 
f(z) = 32/297*z^3 - 43/55*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.016123461247239567941449006145301290812
f(z) = 23/288*z^3 - 59/72*z + 1
*
[ 9/2 ] 
f(z) = 20/297*z^3 - 58/99*z + 1
*
[ 17/5 ] 
f(z) = 30/289*z^3 - 42/85*z + 1
*
[ 3 ] 
f(z) = 35/288*z^3 - 41/96*z + 1
*
[ 17/5 ] 
f(z) = 35/289*z^3 - 59/85*z + 1
*
[ 3 ] 
f(z) = 37/288*z^3 - 47/96*z + 1
*
[ 2/3 ] 
f(z) = 21/296*z^3 - 59/111*z + 1
*
[ 2/3 ] 
f(z) = 33/280*z^3 - 58/105*z + 1
*
[ 2/3 ] 
f(z) = 39/280*z^3 - 59/105*z + 1
*
[ 3/4 ] 
f(z) = 20/297*z^3 - 49/132*z + 1
*
[ -17/4 ] 
f(z) = 26/289*z^3 - 53/136*z + 1
*
[ 4 ] 
f(z) = 21/296*z^3 - 57/148*z + 1
*
[ 4/5 ] 
f(z) = 25/296*z^3 - 45/148*z + 1
*
[ -4 ] 
f(z) = 27/280*z^3 - 41/140*z + 1
*
[ -4 ] 
f(z) = 29/280*z^3 - 57/140*z + 1
*
[ -4 ] 
f(z) = 29/296*z^3 - 47/148*z + 1
*
[ 7/2 ] 
f(z) = 23/294*z^3 - 41/168*z + 1
*
[ 7/2 ] 
f(z) = 25/294*z^3 - 55/168*z + 1
*
[ -15/4 ] 
f(z) = 32/297*z^3 - 41/165*z + 1
*
[ 6/7 ] 
f(z) = 35/288*z^3 - 43/168*z + 1
*
[ -7/2 ] 
f(z) = 37/294*z^3 - 43/168*z + 1
*
[ 10/3 ] 
f(z) = 27/296*z^3 - 58/185*z + 1
*
[ 4/5 ] 
f(z) = 35/288*z^3 - 59/180*z + 1
*
[ 17/6 ] 
f(z) = 33/289*z^3 - 55/204*z + 1
*
[ 15/4 ] 
f(z) = 20/297*z^3 - 47/220*z + 1
*
[ -17/4 ] 
f(z) = 23/289*z^3 - 55/272*z + 1
*
[ -4 ] 
f(z) = 25/284*z^3 - 45/284*z + 1
*
[ 3 ] 
f(z) = 26/285*z^3 - 44/285*z + 1
*
[ 3 ] 
f(z) = 28/291*z^3 - 58/291*z + 1
*
[ 11/4 ] 
f(z) = 32/297*z^3 - 53/297*z + 1
*
[ 5/2 ] 
f(z) = 36/295*z^3 - 48/295*z + 1
*
[ 17/3 ] 
f(z) = 27/289*z^3 - 37/17*z + 1
*
[ -17/3 ] 
f(z) = 27/289*z^3 - 31/17*z + 1
*
[ 17/4 ] 
f(z) = 32/289*z^3 - 21/17*z + 1
*
[ 6 ] 
f(z) = 20/297*z^3 - 35/22*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 21/296*z^3 - 29/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 23/280*z^3 - 29/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 23/296*z^3 - 30/37*z + 1
*
[ 17/4 ] 
f(z) = 24/289*z^3 - 25/34*z + 1
*
[ 24/5 ] 
f(z) = 25/288*z^3 - 29/24*z + 1
*
[ 4 ] 
f(z) = 25/288*z^3 - 23/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 25/296*z^3 - 31/37*z + 1
*
[ 3/5 ] 
f(z) = 25/297*z^3 - 23/33*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 27/296*z^3 - 32/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 29/280*z^3 - 32/35*z + 1
*
[ 4 ] 
f(z) = 29/288*z^3 - 31/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 29/296*z^3 - 33/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 31/280*z^3 - 33/35*z + 1
*
[ 4 ] 
f(z) = 31/288*z^3 - 35/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 31/296*z^3 - 34/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018518518518518518518518518518518518519
f(z) = 33/280*z^3 - 34/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 33/296*z^3 - 35/37*z + 1
*
[ -4 ] 
f(z) = 35/288*z^3 - 25/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018518518518518518518518518518518518518
f(z) = 35/296*z^3 - 36/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018426396578303574792599711863828351258
f(z) = 37/280*z^3 - 36/35*z + 1
*
[ -4 ] 
f(z) = 37/288*z^3 - 29/36*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018337673823918479245155003327398024568
f(z) = 39/280*z^3 - 37/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018432135094606481552089838415900897712
f(z) = 39/296*z^3 - 38/37*z + 1
*
[ 3/5 ] 
f(z) = 20/297*z^3 - 38/55*z + 1
*
[ 21/5 ] 
f(z) = 25/294*z^3 - 31/42*z + 1
*
[ 3/5 ] 
f(z) = 35/297*z^3 - 39/55*z + 1
*
[ 17/4 ] 
f(z) = 20/289*z^3 - 33/68*z + 1
*
[ 18/5 ] 
f(z) = 25/288*z^3 - 29/72*z + 1
*
[ -17/4 ] 
f(z) = 28/289*z^3 - 35/68*z + 1
*
[ 3 ] 
f(z) = 29/288*z^3 - 23/96*z + 1
*
[ 3 ] 
f(z) = 31/288*z^3 - 29/96*z + 1
*
[ 3/4 ] 
f(z) = 34/297*z^3 - 35/88*z + 1
*
-10/3 | 0.11348970618909166192580905772759556530 | 0.016854735245592693618973283513708438605
f(z) = 27/280*z^3 - 32/105*z + 1
*
-10/9 | 0.14673798158181927642859524428750174690 | 0.021792547651092089550779308517638483328
f(z) = 27/280*z^3 - 23/105*z + 1
*
[ -10/3 ] 
f(z) = 39/280*z^3 - 26/105*z + 1
*
[ 33/10 ] 
f(z) = 25/297*z^3 - 29/132*z + 1
*
[ 16/5 ] 
f(z) = 25/288*z^3 - 29/144*z + 1
*
[ -4 ] 
f(z) = 27/296*z^3 - 31/148*z + 1
*
[ 17/6 ] 
f(z) = 32/289*z^3 - 37/153*z + 1
*
[ 6/7 ] 
f(z) = 35/297*z^3 - 39/154*z + 1
*
[ 17/18 ] 
f(z) = 36/289*z^3 - 26/153*z + 1
*
[ -24/7 ] 
f(z) = 35/288*z^3 - 23/168*z + 1
*
[ 17/18 ] 
f(z) = 27/289*z^3 - 29/204*z + 1
*
[ 12/5 ] 
f(z) = 35/297*z^3 - 21/220*z + 1
*
[ -17/4 ] 
f(z) = 21/289*z^3 - 21/272*z + 1
*
[ 7/2 ] 
f(z) = 20/287*z^3 - 40/287*z + 1
*
[ 3 ] 
f(z) = 25/282*z^3 - 37/282*z + 1
*
[ 3 ] 
f(z) = 25/291*z^3 - 31/291*z + 1
*
[ -4 ] 
f(z) = 25/292*z^3 - 35/292*z + 1
*
[ 3 ] 
f(z) = 25/294*z^3 - 29/294*z + 1
*
[ 3 ] 
f(z) = 26/291*z^3 - 40/291*z + 1
*
[ 5/2 ] 
f(z) = 32/285*z^3 - 29/285*z + 1
*
[ -7/2 ] 
f(z) = 32/287*z^3 - 23/287*z + 1
*
[ 5/2 ] 
f(z) = 32/295*z^3 - 23/295*z + 1
*
[ 7/3 ] 
f(z) = 36/287*z^3 - 32/287*z + 1
*
[ 17/5 ] 
f(z) = 25/289*z^3 - 5/17*z + 1
*
[ 3 ] 
f(z) = 25/297*z^3 - 1/11*z + 1
*
[ 3 ] 
f(z) = 28/297*z^3 - 2/11*z + 1
*
[ 3 ] 
f(z) = 31/297*z^3 - 3/11*z + 1
*
[ -17/4 ] 
f(z) = 32/289*z^3 - 13/17*z + 1
*
[ 3 ] 
f(z) = 34/297*z^3 - 4/11*z + 1
*
[ 17/6 ] 
f(z) = 36/289*z^3 - 6/17*z + 1
*
[ 3 ] 
f(z) = 37/297*z^3 - 5/11*z + 1
*
[ 4 ] 
f(z) = 23/288*z^3 - 19/36*z + 1
*
[ -4 ] 
f(z) = 23/288*z^3 - 1/36*z + 1
*
[ 3 ] 
f(z) = 23/297*z^3 - 1/33*z + 1
*
[ -17/4 ] 
f(z) = 24/289*z^3 - 9/34*z + 1
*
[ -24/5 ] 
f(z) = 25/288*z^3 - 19/24*z + 1
*
[ 4/5 ] 
f(z) = 25/288*z^3 - 11/36*z + 1
*
[ -4 ] 
f(z) = 25/288*z^3 - 5/36*z + 1
*
[ 3 ] 
f(z) = 26/297*z^3 - 4/33*z + 1
*
[ 2/3 ] 
f(z) = 27/280*z^3 - 19/35*z + 1
*
[ 10/3 ] 
f(z) = 27/280*z^3 - 13/35*z + 1
*
[ 2/3 ] 
f(z) = 27/296*z^3 - 20/37*z + 1
*
[ -4 ] 
f(z) = 29/288*z^3 - 13/36*z + 1
*
[ 3 ] 
f(z) = 29/297*z^3 - 7/33*z + 1
*
[ -4 ] 
f(z) = 31/288*z^3 - 17/36*z + 1
*
[ -33/8 ] 
f(z) = 32/297*z^3 - 13/22*z + 1
*
[ 3/4 ] 
f(z) = 32/297*z^3 - 13/33*z + 1
*
[ 3 ] 
f(z) = 32/297*z^3 - 10/33*z + 1
*
[ 3 ] 
f(z) = 35/297*z^3 - 13/33*z + 1
*
[ 2 ] 
f(z) = 37/280*z^3 - 1/35*z + 1
*
[ 3 ] 
f(z) = 38/297*z^3 - 16/33*z + 1
*
[ 2 ] 
f(z) = 39/280*z^3 - 2/35*z + 1
*
[ 2 ] 
f(z) = 39/296*z^3 - 1/37*z + 1
*
[ 33/10 ] 
f(z) = 20/297*z^3 - 2/55*z + 1
*
[ 17/6 ] 
f(z) = 24/289*z^3 - 1/51*z + 1
*
[ -21/5 ] 
f(z) = 25/294*z^3 - 11/42*z + 1
*
[ 14/5 ] 
f(z) = 25/294*z^3 - 1/42*z + 1
*
[ 3/4 ] 
f(z) = 28/297*z^3 - 17/44*z + 1
*
[ -17/4 ] 
f(z) = 20/289*z^3 - 1/68*z + 1
*
[ -21/5 ] 
f(z) = 25/297*z^3 - 19/77*z + 1
*
[ 17/6 ] 
f(z) = 27/289*z^3 - 7/68*z + 1
*
[ 12/5 ] 
f(z) = 35/288*z^3 - 7/60*z + 1
*
[ 2 ] 
f(z) = 37/288*z^3 - 1/72*z + 1
*
[ 17/5 ] 
f(z) = 20/289*z^3 - 8/85*z + 1
*
[ -9/2 ] 
f(z) = 20/297*z^3 - 14/99*z + 1
*
[ 3 ] 
f(z) = 23/288*z^3 - 5/96*z + 1
*
[ 3 ] 
f(z) = 25/288*z^3 - 11/96*z + 1
*
[ -17/5 ] 
f(z) = 35/289*z^3 - 9/85*z + 1
*
-3 | 0.21023833371838583569830440532294954421 | 0.026291895084200654795445752604420548318
f(z) = 20/297*z^3 - 19/110*z + 1
*
[ 10/9 ] 
f(z) = 27/280*z^3 - 2/105*z + 1
*
[ -34/9 ] 
f(z) = 27/289*z^3 - 7/102*z + 1
*
[ 17/6 ] 
f(z) = 30/289*z^3 - 19/102*z + 1
*
[ -10/3 ] 
f(z) = 33/280*z^3 - 1/105*z + 1
*
[ 17/7 ] 
f(z) = 35/289*z^3 - 15/119*z + 1
*
[ -17/4 ] 
f(z) = 22/289*z^3 - 19/136*z + 1
*
[ 17/16 ] 
f(z) = 32/289*z^3 - 9/136*z + 1
*
[ 6/5 ] 
f(z) = 35/288*z^3 - 1/120*z + 1
*
[ -4 ] 
f(z) = 23/280*z^3 - 9/140*z + 1
*
[ -4 ] 
f(z) = 25/296*z^3 - 15/148*z + 1
*
[ 17/6 ] 
f(z) = 28/289*z^3 - 20/153*z + 1
*
[ 21/8 ] 
f(z) = 32/297*z^3 - 19/154*z + 1
*
[ 2 ] 
f(z) = 37/284*z^3 - 3/142*z + 1
*
[ 2 ] 
f(z) = 37/292*z^3 - 1/146*z + 1
*
[ 2 ] 
f(z) = 39/284*z^3 - 7/142*z + 1
*
[ 2 ] 
f(z) = 39/292*z^3 - 5/146*z + 1
*
[ -7/2 ] 
f(z) = 31/294*z^3 - 1/168*z + 1
*
[ 9/8 ] 
f(z) = 32/297*z^3 - 5/198*z + 1
*
[ -15/4 ] 
f(z) = 28/297*z^3 - 13/220*z + 1
*
[ 14/5 ] 
f(z) = 25/296*z^3 - 5/259*z + 1
*
[ 17/15 ] 
f(z) = 30/289*z^3 - 4/255*z + 1
*
[ 17/8 ] 
f(z) = 36/289*z^3 - 9/272*z + 1
*
[ 3 ] 
f(z) = 22/285*z^3 - 8/285*z + 1
*
[ 3 ] 
f(z) = 22/291*z^3 - 4/291*z + 1
*
[ 3 ] 
f(z) = 23/282*z^3 - 19/282*z + 1
*
[ -4 ] 
f(z) = 23/284*z^3 - 13/284*z + 1
*
[ 3 ] 
f(z) = 23/285*z^3 - 17/285*z + 1
*
[ 3 ] 
f(z) = 23/291*z^3 - 13/291*z + 1
*
[ -4 ] 
f(z) = 23/292*z^3 - 3/292*z + 1
*
[ 3 ] 
f(z) = 23/294*z^3 - 11/294*z + 1
*
[ 8/3 ] 
f(z) = 27/280*z^3 - 17/280*z + 1
*
[ 8/3 ] 
f(z) = 27/296*z^3 - 7/296*z + 1
*
[ 5/2 ] 
f(z) = 28/285*z^3 - 4/285*z + 1
*
[ 7/6 ] 
f(z) = 36/287*z^3 - 8/287*z + 1
*
[ 13/6 ] 
f(z) = 36/299*z^3 - 8/299*z + 1
*
[ 2 ] 
f(z) = 37/282*z^3 - 7/282*z + 1
*
[ 2 ] 
f(z) = 37/286*z^3 - 5/286*z + 1
*
[ 2 ] 
f(z) = 37/290*z^3 - 3/290*z + 1
*
[ 2 ] 
f(z) = 37/294*z^3 - 1/294*z + 1
*
[ 2 ] 
f(z) = 39/290*z^3 - 11/290*z + 1
*
[ 2 ] 
f(z) = 39/298*z^3 - 7/298*z + 1
*
[ 3/2 ] 
f(z) = 20/297*z^3 + 2/11*z + 1
*
[ 12/5 ] 
f(z) = 25/288*z^3 + 1/12*z + 1
*
[ -12/5 ]
f(z) = 25/288*z^3 + 11/12*z + 1
*
[ -17/5 ]
f(z) = 25/289*z^3 + 5/17*z + 1
*
[ 3/2 ] 
f(z) = 32/297*z^3 + 1/11*z + 1
*
[ 3 ] 
f(z) = 20/297*z^3 + 2/33*z + 1
*
[ 2 ] 
f(z) = 21/296*z^3 + 8/37*z + 1
*
[ 2 ] 
f(z) = 23/280*z^3 + 6/35*z + 1
*
[ 2 ] 
f(z) = 23/296*z^3 + 7/37*z + 1
*
[ 6/5 ] 
f(z) = 25/288*z^3 + 1/24*z + 1
*
[ 2 ] 
f(z) = 25/296*z^3 + 6/37*z + 1
*
[ 6/5 ] 
f(z) = 25/297*z^3 + 1/22*z + 1
*
[ 3/2 ] 
f(z) = 26/297*z^3 + 3/22*z + 1
*
[ 2 ] 
f(z) = 27/280*z^3 + 4/35*z + 1
*
[ 2 ] 
f(z) = 27/296*z^3 + 5/37*z + 1
*
[ 3/2 ] 
f(z) = 28/297*z^3 + 4/33*z + 1
*
[ 2 ] 
f(z) = 29/280*z^3 + 3/35*z + 1
*
[ 2 ] 
f(z) = 29/296*z^3 + 4/37*z + 1
*
[ 2 ] 
f(z) = 31/280*z^3 + 2/35*z + 1
*
[ 2 ] 
f(z) = 31/296*z^3 + 3/37*z + 1
*
[ 17/8 ] 
f(z) = 32/289*z^3 + 1/34*z + 1
*
[ 2 ] 
f(z) = 33/280*z^3 + 1/35*z + 1
*
[ 2 ] 
f(z) = 33/296*z^3 + 2/37*z + 1
*
[ 2 ] 
f(z) = 35/296*z^3 + 1/37*z + 1
*
[ 3/2 ] 
f(z) = 38/297*z^3 + 1/22*z + 1
*
[ 3/2 ] 
f(z) = 23/297*z^3 + 7/44*z + 1
*
[ 7/5 ] 
f(z) = 25/294*z^3 + 5/42*z + 1
*
[ 17/9 ] 
f(z) = 27/289*z^3 + 7/51*z + 1
*
[ 3/2 ] 
f(z) = 29/297*z^3 + 5/44*z + 1
*
[ 3/2 ] 
f(z) = 35/297*z^3 + 3/44*z + 1
*
[ 2 ] 
f(z) = 23/288*z^3 + 13/72*z + 1
*
[ 17/10 ] 
f(z) = 25/289*z^3 + 11/68*z + 1
*
[ 33/14 ] 
f(z) = 28/297*z^3 + 4/77*z + 1
*
[ 2 ] 
f(z) = 29/288*z^3 + 7/72*z + 1
*
[ 2 ] 
f(z) = 31/288*z^3 + 5/72*z + 1
*
[ 3/2 ] 
f(z) = 34/297*z^3 + 5/66*z + 1
*
[ 2 ] 
f(z) = 35/288*z^3 + 1/72*z + 1
*
[ 17/12 ] 
f(z) = 36/289*z^3 + 3/68*z + 1
*
[ 17/10 ] 
f(z) = 20/289*z^3 + 18/85*z + 1
*
[ 9/5 ] 
f(z) = 25/297*z^3 + 17/99*z + 1
*
[ -17/5 ] 
f(z) = 30/289*z^3 + 8/85*z + 1
*
[ 9/4 ] 
f(z) = 32/297*z^3 + 1/99*z + 1
*
[ 33/16 ] 
f(z) = 32/297*z^3 + 5/88*z + 1
*
[ 12/7 ] 
f(z) = 35/288*z^3 + 5/84*z + 1
*
[ 17/7 ] 
f(z) = 21/289*z^3 + 19/119*z + 1
*
[ 17/12 ] 
f(z) = 24/289*z^3 + 13/102*z + 1
*
[ 6/5 ] 
f(z) = 25/296*z^3 + 5/111*z + 1
*
[ 14/9 ] 
f(z) = 27/280*z^3 + 13/105*z + 1
*
[ 17/7 ] 
f(z) = 28/289*z^3 + 2/119*z + 1
*
[ 17/14 ] 
f(z) = 28/289*z^3 + 4/119*z + 1
*
[ 12/5 ] 
f(z) = 25/297*z^3 + 13/132*z + 1
*
[ 3/2 ] 
f(z) = 25/297*z^3 + 19/132*z + 1
*
[ 3/2 ] 
f(z) = 31/297*z^3 + 13/132*z + 1
*
[ 3/2 ] 
f(z) = 37/297*z^3 + 7/132*z + 1
*
[ 17/6 ] 
f(z) = 20/289*z^3 + 14/153*z + 1
*
[ -4 ] 
f(z) = 21/296*z^3 + 17/148*z + 1
*
[ -4 ] 
f(z) = 23/296*z^3 + 1/148*z + 1
*
[ 17/15 ] 
f(z) = 25/289*z^3 + 1/153*z + 1
*
[ 33/13 ] 
f(z) = 26/297*z^3 + 6/143*z + 1
*
[ 4/3 ] 
f(z) = 27/280*z^3 + 11/140*z + 1
*
[ 2 ] 
f(z) = 27/284*z^3 + 17/142*z + 1
*
[ 2 ] 
f(z) = 27/292*z^3 + 19/146*z + 1
*
[ 4/3 ] 
f(z) = 27/296*z^3 + 13/148*z + 1
*
[ 2 ] 
f(z) = 29/284*z^3 + 13/142*z + 1
*
[ 2 ] 
f(z) = 29/292*z^3 + 15/146*z + 1
*
[ 2 ] 
f(z) = 31/284*z^3 + 9/142*z + 1
*
[ 2 ] 
f(z) = 31/292*z^3 + 11/146*z + 1
*
[ 17/12 ] 
f(z) = 32/289*z^3 + 11/153*z + 1
*
[ 2 ] 
f(z) = 33/284*z^3 + 5/142*z + 1
*
[ 2 ] 
f(z) = 33/292*z^3 + 7/146*z + 1
*
[ 2 ] 
f(z) = 35/284*z^3 + 1/142*z + 1
*
[ 2 ] 
f(z) = 35/292*z^3 + 3/146*z + 1
*
[ 17/9 ] 
f(z) = 36/289*z^3 + 4/153*z + 1
*
[ -33/8 ] 
f(z) = 20/297*z^3 + 17/176*z + 1
*
[ -7/2 ] 
f(z) = 29/294*z^3 + 13/168*z + 1
*
[ 17/10 ] 
f(z) = 30/289*z^3 + 19/170*z + 1
*
[ 17/11 ] 
f(z) = 33/289*z^3 + 15/187*z + 1
*
[ 33/17 ] 
f(z) = 34/297*z^3 + 10/187*z + 1
*
[ 17/6 ] 
f(z) = 21/289*z^3 + 13/204*z + 1
*
[ 33/19 ] 
f(z) = 38/297*z^3 + 8/209*z + 1
*
-33/20 | 0.15093446418766654553243794546670853614 | 0.017369823619167253748215597629420203474
f(z) = 20/297*z^3 + 13/220*z + 1
*
[ 17/13 ] 
f(z) = 26/289*z^3 + 18/221*z + 1
*
[ 17/13 ] 
f(z) = 39/289*z^3 + 1/221*z + 1
*
[ 3 ] 
f(z) = 20/291*z^3 + 14/291*z + 1
*
[ -4 ] 
f(z) = 21/284*z^3 + 19/284*z + 1
*
[ 6/5 ] 
f(z) = 25/282*z^3 + 11/282*z + 1
*
[ 13/5 ] 
f(z) = 25/286*z^3 + 7/286*z + 1
*
[ 6/5 ] 
f(z) = 25/294*z^3 + 13/294*z + 1
*
[ 13/5 ] 
f(z) = 25/299*z^3 + 15/299*z + 1
*
[ 7/3 ] 
f(z) = 27/280*z^3 + 13/280*z + 1
*
[ -11/3 ] 
f(z) = 27/286*z^3 + 1/286*z + 1
*
[ 7/3 ] 
f(z) = 27/287*z^3 + 17/287*z + 1
*
[ 5/2 ] 
f(z) = 28/295*z^3 + 2/295*z + 1
*
[ 2 ] 
f(z) = 31/282*z^3 + 17/282*z + 1
*
[ 2 ] 
f(z) = 31/286*z^3 + 19/286*z + 1
*
[ 5/4 ] 
f(z) = 32/285*z^3 + 7/285*z + 1
*
[ 5/4 ] 
f(z) = 32/295*z^3 + 9/295*z + 1
*
[ 2 ] 
f(z) = 33/290*z^3 + 13/290*z + 1
*
[ 2 ] 
f(z) = 33/298*z^3 + 17/298*z + 1
*
[ 2 ] 
f(z) = 35/282*z^3 + 1/282*z + 1
*
[ 2 ] 
f(z) = 35/286*z^3 + 3/286*z + 1
*
[ 2 ] 
f(z) = 35/298*z^3 + 9/298*z + 1
*
[ 5/3 ] 
f(z) = 36/295*z^3 + 18/295*z + 1
*
[ 2 ] 
f(z) = 37/298*z^3 + 1/298*z + 1
*
[ -17/8 ]
f(z) = 32/289*z^3 + 33/34*z + 1
*
[ 17/8 ] 
f(z) = 24/289*z^3 + 21/136*z + 1
*
[ 2 ] 
f(z) = 21/284*z^3 + 29/142*z + 1
*
[ 2 ] 
f(z) = 21/292*z^3 + 31/146*z + 1
*
[ 2 ] 
f(z) = 23/284*z^3 + 25/142*z + 1
*
[ 2 ] 
f(z) = 23/292*z^3 + 27/146*z + 1
*
[ 2 ] 
f(z) = 25/284*z^3 + 21/142*z + 1
*
[ 2 ] 
f(z) = 25/292*z^3 + 23/146*z + 1
*
[ 21/10 ] 
f(z) = 25/294*z^3 + 25/168*z + 1
*
[ 33/20 ] 
f(z) = 25/297*z^3 + 29/176*z + 1
*
[ 17/11 ] 
f(z) = 22/289*z^3 + 32/187*z + 1
*
[ 17/12 ] 
f(z) = 27/289*z^3 + 29/272*z + 1
*
[ 17/8 ] 
f(z) = 28/289*z^3 + 25/272*z + 1
*
[ -4 ] 
f(z) = 21/292*z^3 + 29/292*z + 1
*
[ 5/2 ] 
f(z) = 24/295*z^3 + 27/295*z + 1
*
[ 11/5 ] 
f(z) = 25/286*z^3 + 35/286*z + 1
*
[ 7/5 ] 
f(z) = 25/287*z^3 + 33/287*z + 1
*
[ 5/3 ] 
f(z) = 27/280*z^3 + 37/280*z + 1
*
[ 4/3 ] 
f(z) = 27/284*z^3 + 23/284*z + 1
*
[ 2 ] 
f(z) = 27/286*z^3 + 35/286*z + 1
*
[ 2 ] 
f(z) = 27/290*z^3 + 37/290*z + 1
*
[ 4/3 ] 
f(z) = 27/292*z^3 + 25/292*z + 1
*
[ 3/2 ] 
f(z) = 28/285*z^3 + 32/285*z + 1
*
[ 3/2 ] 
f(z) = 28/291*z^3 + 34/291*z + 1
*
[ 2 ] 
f(z) = 29/282*z^3 + 25/282*z + 1
*
[ 2 ] 
f(z) = 29/286*z^3 + 27/286*z + 1
*
[ 2 ] 
f(z) = 29/294*z^3 + 31/294*z + 1
*
[ 2 ] 
f(z) = 29/298*z^3 + 33/298*z + 1
*
[ 2 ] 
f(z) = 31/290*z^3 + 21/290*z + 1
*
[ 2 ] 
f(z) = 31/294*z^3 + 23/294*z + 1
*
[ 2 ] 
f(z) = 31/298*z^3 + 25/298*z + 1
*
[ 3/2 ] 
f(z) = 32/285*z^3 + 23/285*z + 1
*
[ 7/4 ] 
f(z) = 32/287*z^3 + 25/287*z + 1
*
[ 3/2 ] 
f(z) = 32/291*z^3 + 25/291*z + 1
*
[ 12/5 ] 
f(z) = 20/297*z^3 + 43/220*z + 1
*
[ 17/8 ] 
f(z) = 20/289*z^3 + 59/272*z + 1
*
[ 3/2 ] 
f(z) = 20/291*z^3 + 52/291*z + 1
*
[ 2 ] 
f(z) = 21/286*z^3 + 59/286*z + 1
*
[ 2 ] 
f(z) = 23/282*z^3 + 49/282*z + 1
*
[ 2 ] 
f(z) = 23/286*z^3 + 51/286*z + 1
*
[ 2 ] 
f(z) = 23/290*z^3 + 53/290*z + 1
*
[ 2 ] 
f(z) = 23/294*z^3 + 55/294*z + 1
*
[ 2 ] 
f(z) = 23/298*z^3 + 57/298*z + 1
*
[ 2 ] 
f(z) = 25/282*z^3 + 41/282*z + 1
*
[ 2 ] 
f(z) = 25/286*z^3 + 43/286*z + 1
*
[ 9/5 ] 
f(z) = 25/288*z^3 + 47/288*z + 1
*
[ 2 ] 
f(z) = 25/294*z^3 + 47/294*z + 1
*
[ 8/5 ] 
f(z) = 25/296*z^3 + 47/296*z + 1
*
[ 11/5 ] 
f(z) = 25/297*z^3 + 41/297*z + 1
*
[ 2 ] 
f(z) = 25/298*z^3 + 49/298*z + 1
*
[ 5/3 ] 
f(z) = 27/290*z^3 + 41/290*z + 1
*
[ 5/3 ] 
f(z) = 27/295*z^3 + 43/295*z + 1
*
[ 2 ] 
f(z) = 27/298*z^3 + 41/298*z + 1
*
[ 2 ] 
f(z) = 21/290*z^3 + 61/290*z + 1
*
[ 2 ] 
f(z) = 21/298*z^3 + 65/298*z + 1
*
[ -2 ] 
f(z) = 40/7*z^3 - 299/14*z + 1
*
[ -2 ] 
f(z) = 40/9*z^3 - 293/18*z + 1
*
[ -2/3 ] 
f(z) = 41*z^3 - 283/18*z + 1
*
[ -2/3 ] 
f(z) = 43*z^3 - 299/18*z + 1
*
[ 3/2 ] 
f(z) = 44*z^3 - 296/3*z + 1
*
[ -3/2 ] 
f(z) = 44*z^3 - 292/3*z + 1
*
[ 3/2 ] 
f(z) = 44/5*z^3 - 292/15*z + 1
*
0 | 0.15160833088051166666308617065460247384 | 0.026690796445136008484699031350446767556
f(z) = 48*z^3 - 293/6*z + 1
*
[ -3/2 ] 
f(z) = 48/5*z^3 - 299/15*z + 1
*
[ 5/2 ] 
f(z) = 48/5*z^3 - 297/5*z + 1
*
[ -5/2 ] 
f(z) = 48/5*z^3 - 293/5*z + 1
*
-12/7 | 0.14125010924116019090593758168307578910 | 0.024867221291291532727484655115746385213
f(z) = 49/6*z^3 - 293/12*z + 1
*
[ 12/7 ] 
f(z) = 49/6*z^3 - 283/12*z + 1
*
1/7 | 0.13490577416491263960541715244067506105 | 0.023807909568111201317232668611120056836
f(z) = 49/12*z^3 - 289/12*z + 1
*
[ -18/7 ] 
f(z) = 49/18*z^3 - 299/18*z + 1
*
4/3 | 0.13092096459949564424514181903984064735 | 0.023219710762708347836833617421301541156
f(z) = 51/4*z^3 - 281/12*z + 1
*
[ 7/3 ] 
f(z) = 54/7*z^3 - 290/7*z + 1
*
[ -7/3 ] 
f(z) = 54/7*z^3 - 284/7*z + 1
*
0 | 0.13839062052647410193796898534787753572 | 0.024277166986175049769912153988429312054
f(z) = 55/3*z^3 - 299/15*z + 1
*
0 | 0.11918745817070479480473588815627718848 | 0.021098955871588720047033042794258336168
f(z) = 55/3*z^3 - 284/15*z + 1
*
-10/19 | 0.19474348498451353670660913264353580462 | 0.027870305088167649797979981051753390565
f(z) = 57*z^3 - 281/19*z + 1
*
-4/3 | 0.13738275434510399323482944111247431658 | 0.024157437958993472538254894989900049946
f(z) = 57/4*z^3 - 295/12*z + 1
*
[ -4/3 ] 
f(z) = 57/4*z^3 - 283/12*z + 1
*
[ -2 ] 
f(z) = 40/11*z^3 - 287/22*z + 1
*
[ -2 ] 
f(z) = 40/13*z^3 - 281/26*z + 1
*
[ -2 ] 
f(z) = 41/11*z^3 - 295/22*z + 1
*
[ -2 ] 
f(z) = 41/13*z^3 - 289/26*z + 1
*
[ -2 ] 
f(z) = 41/15*z^3 - 283/30*z + 1
*
0 | 0.16274158672922488194801414768176711213 | 0.028755561114062366697522104310114979575
f(z) = 42/5*z^3 - 287/30*z + 1
*
[ -2 ] 
f(z) = 42/13*z^3 - 297/26*z + 1
*
[ -2 ] 
f(z) = 42/17*z^3 - 285/34*z + 1
*
[ -4/3 ] 
f(z) = 43/8*z^3 - 281/36*z + 1
*
[ -2 ] 
f(z) = 43/15*z^3 - 299/30*z + 1
*
[ -2 ] 
f(z) = 43/17*z^3 - 293/34*z + 1
*
[ -2 ] 
f(z) = 43/19*z^3 - 287/38*z + 1
*
5/4 | 0.10698680602398540977056778745912331388 | 0.018857872359056501096824480335926573060
f(z) = 44/5*z^3 - 291/20*z + 1
*
[ 3/2 ] 
f(z) = 44/7*z^3 - 290/21*z + 1
*
[ 3/2 ] 
f(z) = 44/13*z^3 - 284/39*z + 1
*
[ -2 ] 
f(z) = 44/19*z^3 - 295/38*z + 1
*
1/30 | 0.17659943185549051287888961713679369919 | 0.025961361843867302784295533351480616449
f(z) = 45*z^3 - 281/20*z + 1
*
[ 4/5 ] 
f(z) = 45/2*z^3 - 293/20*z + 1
*
3/5 | 0.17815796484587504217379616768811401605 | 0.027347017942246959387932632158644782523
f(z) = 45/2*z^3 - 293/30*z + 1
*
[ 1/9 ] 
f(z) = 45/4*z^3 - 293/36*z + 1
*
[ 1/15 ] 
f(z) = 45/4*z^3 - 281/20*z + 1
*
-4/3 | 0.16331273309062677879584368787484528091 | 0.028649127210549085748013557793849542651
f(z) = 45/7*z^3 - 299/28*z + 1
*
[ -7/12 ] 
f(z) = 48*z^3 - 286/21*z + 1
*
0 | 0.090272565311121498036924800738311406736 | 0.015892574315051110554890212513761583487
f(z) = 48/5*z^3 - 293/30*z + 1
*
[ -3/2 ] 
f(z) = 48/7*z^3 - 289/21*z + 1
*
1/14 | 0.16522536689655261877514777192496738995 | 0.029303826485976700233014963140475010393
f(z) = 49/5*z^3 - 281/20*z + 1
*
0 | 0.15761839744418661981241247996077989685 | 0.027954679456659923698183855627315283477
f(z) = 50/9*z^3 - 281/36*z + 1
*
[ -5/4 ] 
f(z) = 52/5*z^3 - 289/20*z + 1
*
0 | 0.16377072862621993817157378295286719023 | 0.028973205149671117347996928907522663336
f(z) = 52/7*z^3 - 285/28*z + 1
*
[ -3/2 ] 
f(z) = 52/11*z^3 - 296/33*z + 1
*
5/24 | 0.17345352016033355680860923022526116152 | 0.023267610498920450449786581265323662538
f(z) = 54*z^3 - 299/32*z + 1
*
-8/11 | 0.17804201807561110983870020763663241761 | 0.027796357185727383703052241223246530385
f(z) = 55/3*z^3 - 287/33*z + 1
*
0 | 0.068506553917218954453175573074786955345 | 0.012075207191811188364753214311653911115
f(z) = 55/4*z^3 - 291/20*z + 1
*
0 | 0.11628277090945435487639608148529990072 | 0.020398898684350643608681690957637882583
f(z) = 55/6*z^3 - 299/30*z + 1
*
0 | 0.15875351705183177429978488496259141428 | 0.027948713530257221987061455504606366930
f(z) = 55/6*z^3 - 293/30*z + 1
*
0 | 0.16615047262746619309363044328135210410 | 0.029357892876630467147708815568522610168
f(z) = 55/6*z^3 - 287/30*z + 1
*
0 | 0.067710886230162443756663735218919370449 | 0.012008979605066858498152536347114971054
f(z) = 55/6*z^3 - 281/30*z + 1
*
1/14 | 0.12952830785951118347729848722627285343 | 0.021691949094641687899318866058848451877
f(z) = 56/3*z^3 - 296/21*z + 1
*
-4/3 | 0.16184284228889184643845487832192200325 | 0.028561711144771558641031493730801408208
f(z) = 57/10*z^3 - 289/30*z + 1
*
3/2 | 0.10894341807470477025735216901223489227 | 0.019321845549595061511220139693656726447
f(z) = 58/15*z^3 - 281/30*z + 1
*
1/8 | 0.17162295683693353965790511773516643431 | 0.023262207259922123748956063925137793714
f(z) = 40*z^3 - 289/40*z + 1
*
11/10 | 0.15933432387636396911498892629411965806 | 0.028067858749255279912028596717488201868
f(z) = 40/11*z^3 - 292/55*z + 1
*
[ -3/2 ] 
f(z) = 41/12*z^3 - 289/48*z + 1
*
1/6 | 0.21517254087072404743512079807587104644 | 0.028784317883284209610945300867807067396
f(z) = 42*z^3 - 295/42*z + 1
*
1/3 | 0.18661971191033408651489910070038040292 | 0.024964714778087385872065354377441387325
f(z) = 42*z^3 - 289/42*z + 1
*
[ 5/6 ] 
f(z) = 44/5*z^3 - 284/45*z + 1
*
1/5 | 0.18749169632585496735324385766346095250 | 0.024626782231114944207763811385755917404
f(z) = 45*z^3 - 286/45*z + 1
*
[ 8/15 ] 
f(z) = 45/2*z^3 - 291/40*z + 1
*
1/2 | 0.093089517895554402738464615794229033540 | 0.013684815588394611658040071931863879475
f(z) = 45/2*z^3 - 281/40*z + 1
*
16/15 | 0.13537866505074885598281728809583795148 | 0.024010313822054374108374355174162097549
f(z) = 45/8*z^3 - 281/40*z + 1
*
1/5 | 0.14224926813192245841330119822285820822 | 0.025181433324827115145600010008657714011
f(z) = 45/11*z^3 - 284/55*z + 1
*
[ 1/6 ] 
f(z) = 46/3*z^3 - 293/54*z + 1
*
[ 3/16 ] 
f(z) = 48*z^3 - 289/48*z + 1
*
0 | 0.095750713057932910581489801192269759484 | 0.016908243204910076246270702180463728733
f(z) = 48/7*z^3 - 281/42*z + 1
*
[ -11/8 ] 
f(z) = 48/11*z^3 - 287/44*z + 1
*
[ 1/6 ] 
f(z) = 48/19*z^3 - 289/57*z + 1
*
-3/2 | 0.16427149233467125943072336208977561089 | 0.029043799536700465125088631228411319380
f(z) = 48/19*z^3 - 286/57*z + 1
*
8/7 | 0.13312730691788088063921237750672856253 | 0.023465489387537261391763951599560148072
f(z) = 49/10*z^3 - 291/40*z + 1
*
[ 1/6 ] 
f(z) = 50/3*z^3 - 295/54*z + 1
*
1/20 | 0.14715779875719754291342321678089218001 | 0.024561240010713088747091687457142079936
f(z) = 50/7*z^3 - 281/56*z + 1
*
0 | 0.16139256860824472470014175081847162658 | 0.028534795312026874888949321322446491677
f(z) = 50/9*z^3 - 286/45*z + 1
*
0 | 0.15263111306515871208743326936660482725 | 0.026870858259282891261985592362788858354
f(z) = 51/14*z^3 - 293/42*z + 1
*
0 | 0.10546804014453076661536606551958155971 | 0.018705463974828912492700825882491648111
f(z) = 51/16*z^3 - 281/48*z + 1
*
[ -2/3 ] 
f(z) = 52/3*z^3 - 281/54*z + 1
*
[ 2/5 ] 
f(z) = 53/2*z^3 - 287/50*z + 1
*
[ -2/3 ] 
f(z) = 53/3*z^3 - 289/54*z + 1
*
-1 | 0.16293187827375942313180811750023437274 | 0.028185280635379893182546951115346153823
f(z) = 54/7*z^3 - 289/42*z + 1
*
[ -4/3 ] 
f(z) = 54/13*z^3 - 293/52*z + 1
*
0 | 0.16764185313730779679680722071588325129 | 0.029732406520840083753526616702518702732
f(z) = 54/17*z^3 - 281/51*z + 1
*
7/11 | 0.14677232521158379074103259198634655590 | 0.022914455928197444382657105801802663616
f(z) = 55/4*z^3 - 289/44*z + 1
*
0 | 0.16321126117502496042237290759355104719 | 0.028631326505341602786484087306257992676
f(z) = 55/8*z^3 - 299/40*z + 1
*
[ 2/15 ] 
f(z) = 55/8*z^3 - 298/45*z + 1
*
0 | 0.14407593620596756896108814560493599441 | 0.025395333461722243756335353491675697891
f(z) = 55/8*z^3 - 291/40*z + 1
*
0 | 0.15657996074390868885000840838488292825 | 0.027735618381119650723808663753864734017
f(z) = 55/8*z^3 - 283/40*z + 1
*
0 | 0.13549872503193167415661167076356691248 | 0.023986429981673589066489379282605995304
f(z) = 55/9*z^3 - 284/45*z + 1
*
[ -8/5 ] 
f(z) = 55/16*z^3 - 287/40*z + 1
*
5/14 | 0.18459026786204759405324393587365588863 | 0.027697919995363973851191709180766735777
f(z) = 56/3*z^3 - 289/42*z + 1
*
[ 1/8 ] 
f(z) = 56/5*z^3 - 287/40*z + 1
*
[ -3/2 ] 
f(z) = 56/17*z^3 - 293/51*z + 1
*
[ -3/2 ] 
f(z) = 56/19*z^3 - 283/57*z + 1
*
0 | 0.10729085481515593131764726318358694237 | 0.019004847049388745431828326167490679912
f(z) = 57/16*z^3 - 283/48*z + 1
*
[ 1/6 ] 
f(z) = 58/3*z^3 - 299/54*z + 1
*
-13/10 | 0.16268663099901087891824427252208410977 | 0.028728194655369623519276724903201591387
f(z) = 40/13*z^3 - 288/65*z + 1
*
2/7 | 0.14217377969437242308193419436307967761 | 0.022295729589178045177200667941464897006
f(z) = 42/5*z^3 - 293/70*z + 1
*
[ -3/2 ] 
f(z) = 43/15*z^3 - 287/60*z + 1
*
-5/4 | 0.090279526601598179159602221622185422638 | 0.015951905697344924841956845435301705493
f(z) = 44/15*z^3 - 287/60*z + 1
*
[ 3/5 ] 
f(z) = 45/4*z^3 - 283/60*z + 1
*
[ 1/5 ] 
f(z) = 45/14*z^3 - 289/70*z + 1
*
6/5 | 0.18672232750879194415621142652405999416 | 0.026423717580211516453405760441733906645
f(z) = 45/16*z^3 - 293/60*z + 1
*
0 | 0.14215629698140757467183000530833551798 | 0.025118251380939664407515101691105591158
f(z) = 46/11*z^3 - 287/66*z + 1
*
5/24 | 0.15518948237922742294915448974614898935 | 0.024415804555808401530199339279586120300
f(z) = 48/5*z^3 - 289/60*z + 1
*
0 | 0.069994726311732278494090893616966676035 | 0.012278821009379564257267307720444280076
f(z) = 48/11*z^3 - 299/66*z + 1
*
[ 9/14 ] 
f(z) = 49/6*z^3 - 283/72*z + 1
*
1/21 | 0.17757696098109653816748563921125071371 | 0.029163352317725365924787657004930894047
f(z) = 49/8*z^3 - 289/72*z + 1
*
3/14 | 0.16142254400551724286828677665864283062 | 0.028487537718288102107590687699201245902
f(z) = 49/15*z^3 - 289/60*z + 1
*
15/14 | 0.13157129831107812866091130448435311324 | 0.023335051806279012552486465942344739237
f(z) = 49/15*z^3 - 281/60*z + 1
*
-17/14 | 0.16906636392100740607690419551319085109 | 0.029764300410980593434234610326307712866
f(z) = 49/17*z^3 - 293/68*z + 1
*
-19/20 | 0.11613932273886765872913983158225592781 | 0.019384129176718054599361449086975637453
f(z) = 50/9*z^3 - 289/72*z + 1
*
[ -6/5 ] 
f(z) = 50/13*z^3 - 289/78*z + 1
*
3/10 | 0.077138576792554844814058684204602301983 | 0.013524109156565340303273447481242889461
f(z) = 50/13*z^3 - 287/78*z + 1
*
[ -5/6 ] 
f(z) = 51/5*z^3 - 293/60*z + 1
*
[ 3/10 ] 
f(z) = 52/3*z^3 - 292/75*z + 1
*
[ 5/26 ] 
f(z) = 52/5*z^3 - 298/65*z + 1
*
0 | 0.098368004880786928805349205543844314064 | 0.017424307882844825276847830535523071906
f(z) = 52/15*z^3 - 283/60*z + 1
*
1/4 | 0.16755211433255288990538391204276546541 | 0.029642182229633122810764223575441370025
f(z) = 52/17*z^3 - 285/68*z + 1
*
13/18 | 0.13501368664282545458943175651354250193 | 0.023355764924353333075419630221873092734
f(z) = 54/13*z^3 - 295/78*z + 1
*
[ 2/9 ] 
f(z) = 54/13*z^3 - 289/78*z + 1
*
3/11 | 0.15049076826560244497992940041890462442 | 0.023494988391384840932591838376753424971
f(z) = 55/6*z^3 - 287/66*z + 1
*
[ 7/11 ] 
f(z) = 55/7*z^3 - 289/77*z + 1
*
0 | 0.11283139234316389774069185936334418976 | 0.019936698807705248788937087086594291840
f(z) = 55/12*z^3 - 287/60*z + 1
*
[ 1/5 ] 
f(z) = 55/14*z^3 - 291/70*z + 1
*
[ 6/5 ] 
f(z) = 55/16*z^3 - 287/60*z + 1
*
-3/4 | 0.078097993396991976803760185412330195698 | 0.011718667500525900156242795452308956912
f(z) = 56/5*z^3 - 281/70*z + 1
*
0 | 0.12388819419356646929065427586538596039 | 0.021733079645217224933207024990807626572
f(z) = 56/15*z^3 - 299/60*z + 1
*
[ 4/19 ] 
f(z) = 57/16*z^3 - 297/76*z + 1
*
2/5 | 0.14705121597053775421899251322423885419 | 0.024543450906593089388340048203128875628
f(z) = 40/9*z^3 - 289/90*z + 1
*
[ 1/4 ] 
f(z) = 41/5*z^3 - 281/80*z + 1
*
2/3 | 0.13578660971367429763043318347754004788 | 0.022972641065325623663592348257333216107
f(z) = 41/10*z^3 - 299/90*z + 1
*
[ 1/4 ] 
f(z) = 42/11*z^3 - 285/88*z + 1
*
[ 1/4 ] 
f(z) = 43/5*z^3 - 283/80*z + 1
*
-19/30 | 0.16642957075299949963529019867458559865 | 0.024466320544981992079277672078740679370
f(z) = 45/4*z^3 - 281/80*z + 1
*
[ 1/4 ] 
f(z) = 46/11*z^3 - 287/88*z + 1
*
[ 1/4 ] 
f(z) = 47/5*z^3 - 287/80*z + 1
*
-11/16 | 0.10367550502329251688969716710224039495 | 0.015604874504987304549294583473326880417
f(z) = 48/5*z^3 - 283/80*z + 1
*
[ 10/21 ] 
f(z) = 49/5*z^3 - 299/90*z + 1
*
[ 1/4 ] 
f(z) = 49/5*z^3 - 289/80*z + 1
*
[ 1/4 ] 
f(z) = 50/11*z^3 - 289/88*z + 1
*
[ 1/4 ] 
f(z) = 51/5*z^3 - 291/80*z + 1
*
[ 7/26 ] 
f(z) = 52/7*z^3 - 296/91*z + 1
*
[ 1/4 ] 
f(z) = 53/5*z^3 - 293/80*z + 1
*
0 | 0.14347893972656307330093471495066018932 | 0.025290104753381402842207615990739064061
f(z) = 55/16*z^3 - 291/80*z + 1
*
0 | 0.12061525512708416274493652110993030641 | 0.021234434836647716412577041202167011707
f(z) = 55/18*z^3 - 293/90*z + 1
*
[ 1/4 ] 
f(z) = 57/5*z^3 - 297/80*z + 1
*
[ 1/4 ] 
f(z) = 58/11*z^3 - 293/88*z + 1
*
[ 1/4 ] 
f(z) = 59/5*z^3 - 299/80*z + 1
*
[ 2/3 ] 
f(z) = 59/10*z^3 - 281/90*z + 1
*
[ 3/10 ] 
f(z) = 40/7*z^3 - 299/105*z + 1
*
[ 3/5 ] 
f(z) = 40/7*z^3 - 286/105*z + 1
*
2/3 | 0.16358045867684888627957871870886577680 | 0.028975643849406783633996901609297182066
f(z) = 42/19*z^3 - 283/114*z + 1
*
[ -7/8 ] 
f(z) = 44/7*z^3 - 299/112*z + 1
*
[ 1/3 ] 
f(z) = 47/13*z^3 - 281/117*z + 1
*
[ 7/16 ] 
f(z) = 48/7*z^3 - 291/112*z + 1
*
2/3 | 0.16643478352690310347554089516024093363 | 0.029196812736435151979327467589439460309
f(z) = 48/19*z^3 - 299/114*z + 1
*
[ 1/3 ] 
f(z) = 49/13*z^3 - 283/117*z + 1
*
0 | 0.16294587697081624924211266936906777749 | 0.027912538690429267936969313402008983945
f(z) = 49/17*z^3 - 292/119*z + 1
*
[ 1/3 ] 
f(z) = 50/13*z^3 - 284/117*z + 1
*
[ 3/10 ] 
f(z) = 50/19*z^3 - 293/114*z + 1
*
[ 1/3 ] 
f(z) = 53/13*z^3 - 287/117*z + 1
*
[ 17/18 ] 
f(z) = 54/17*z^3 - 295/102*z + 1
*
[ 1/3 ] 
f(z) = 55/13*z^3 - 289/117*z + 1
*
[ 1/3 ] 
f(z) = 56/13*z^3 - 290/117*z + 1
*
[ 4/9 ] 
f(z) = 57/8*z^3 - 287/108*z + 1
*
[ 1/3 ] 
f(z) = 58/13*z^3 - 292/117*z + 1
*
[ 1/3 ] 
f(z) = 59/13*z^3 - 293/117*z + 1
*
[ 1/3 ] 
f(z) = 41/14*z^3 - 293/126*z + 1
*
[ 1/3 ] 
f(z) = 43/14*z^3 - 295/126*z + 1
*
[ 7/9 ] 
f(z) = 45/14*z^3 - 281/126*z + 1
*
[ 1/3 ] 
f(z) = 47/14*z^3 - 299/126*z + 1
*
[ -8/7 ] 
f(z) = 49/15*z^3 - 287/120*z + 1
*
[ 4/9 ] 
f(z) = 54/11*z^3 - 293/132*z + 1
*
[ 2/5 ] 
f(z) = 55/13*z^3 - 283/130*z + 1
*
[ 2/3 ] 
f(z) = 55/14*z^3 - 283/126*z + 1
*
[ -12/11 ] 
f(z) = 55/16*z^3 - 287/132*z + 1
*
[ 2/3 ] 
f(z) = 59/14*z^3 - 299/126*z + 1
*
[ -6/5 ] 
f(z) = 47/18*z^3 - 289/150*z + 1
*
[ -17/15 ] 
f(z) = 50/17*z^3 - 290/153*z + 1
*
0 | 0.15367446365787801614011370804910388029 | 0.025648898103228382027491860919961349101
f(z) = 40/17*z^3 - 281/170*z + 1
*
[ 5/11 ] 
f(z) = 44/15*z^3 - 298/165*z + 1
*
[ 2/3 ] 
f(z) = 53/18*z^3 - 293/162*z + 1
*
[ -5/4 ] 
f(z) = 40/19*z^3 - 283/190*z + 1
*
[ -2/3 ] 
f(z) = 40*z^3 - 275/18*z + 1
*
[ 3/2 ] 
f(z) = 40*z^3 - 269/3*z + 1
*
[ -3/2 ] 
f(z) = 40*z^3 - 265/3*z + 1
*
[ -3/4 ] 
f(z) = 44*z^3 - 269/12*z + 1
*
[ 5/2 ] 
f(z) = 44/5*z^3 - 272/5*z + 1
*
[ -3/2 ] 
f(z) = 44/5*z^3 - 272/15*z + 1
*
[ -5/2 ] 
f(z) = 44/5*z^3 - 268/5*z + 1
*
-5/2 | 0.12721336990633267766439458373011129551 | 0.022738147024017907176898849314220264216
f(z) = 44/15*z^3 - 269/15*z + 1
*
[ 5/2 ] 
f(z) = 44/15*z^3 - 266/15*z + 1
*
[ 1/24 ] 
f(z) = 48*z^3 - 277/12*z + 1
*
15/28 | 0.18570977283835216878770580670963321149 | 0.027865902628615633471186491996231316262
f(z) = 49*z^3 - 273/16*z + 1
*
[ -12/7 ] 
f(z) = 49/6*z^3 - 269/12*z + 1
*
[ 17/7 ] 
f(z) = 49/17*z^3 - 279/17*z + 1
*
[ -17/7 ] 
f(z) = 49/17*z^3 - 265/17*z + 1
*
0 | 0.16623812365255862083539858028012633621 | 0.029733233905218144457453266707677799156
f(z) = 50/3*z^3 - 268/15*z + 1
*
0 | 0.14086902838521521143351594417021516513 | 0.025298188409511350205714886361125705239
f(z) = 50/3*z^3 - 262/15*z + 1
*
[ 1/17 ] 
f(z) = 51*z^3 - 275/17*z + 1
*
[ 4/3 ] 
f(z) = 51/4*z^3 - 269/12*z + 1
*
[ 5/9 ] 
f(z) = 54*z^3 - 262/15*z + 1
*
-3/2 | 0.16283382770085718636238911714132319373 | 0.029222779334622387214095391946219641310
f(z) = 58/3*z^3 - 263/6*z + 1
*
7/8 | 0.12455610040620592392773394502470453795 | 0.021593129178669415848460658744381972549
f(z) = 40/3*z^3 - 269/24*z + 1
*
[ 3/2 ] 
f(z) = 40/7*z^3 - 263/21*z + 1
*
[ -2 ] 
f(z) = 40/17*z^3 - 269/34*z + 1
*
[ -2 ] 
f(z) = 40/19*z^3 - 263/38*z + 1
*
[ -4/3 ] 
f(z) = 41/8*z^3 - 265/36*z + 1
*
[ -2 ] 
f(z) = 41/17*z^3 - 277/34*z + 1
*
[ -2 ] 
f(z) = 41/19*z^3 - 271/38*z + 1
*
[ 1/12 ] 
f(z) = 42*z^3 - 271/24*z + 1
*
0 | 0.061475296045932082006381028205397883446 | 0.010930850762519712687081085502142993175
f(z) = 42/5*z^3 - 277/30*z + 1
*
[ -2 ] 
f(z) = 42/19*z^3 - 279/38*z + 1
*
-5/4 | 0.10775691691015346465063292831284678558 | 0.019135653405544702006338251882869348199
f(z) = 44/5*z^3 - 279/20*z + 1
*
[ 5/4 ] 
f(z) = 44/5*z^3 - 271/20*z + 1
*
[ -3/2 ] 
f(z) = 44/7*z^3 - 262/21*z + 1
*
[ 3/5 ] 
f(z) = 45/2*z^3 - 263/30*z + 1
*
0 | 0.13366881954394973445280720328418533262 | 0.023891995578414018698940901515394714253
f(z) = 45/4*z^3 - 269/20*z + 1
*
[ -4/3 ] 
f(z) = 45/7*z^3 - 271/28*z + 1
*
-12/23 | 0.10447763066624578694114701789059274832 | 0.015002239542829163950345445589755911968
f(z) = 46*z^3 - 265/23*z + 1
*
0 | 0.15181713586133971927164288508024739422 | 0.027208689416159304003321582933574472855
f(z) = 46/9*z^3 - 265/36*z + 1
*
0 | 0.15644913681798731418841015815181827014 | 0.027963754732441870444820913585567485502
f(z) = 47/9*z^3 - 269/36*z + 1
*
-1 | 0.12772949377794139085184134751094907123 | 0.022555250778454151654465252369225778324
f(z) = 48/5*z^3 - 263/30*z + 1
*
[ -3/2 ] 
f(z) = 48/11*z^3 - 269/33*z + 1
*
2/21 | 0.11624935785484831708117944602414317380 | 0.015551047808800067269017479027581913478
f(z) = 49*z^3 - 277/36*z + 1
*
[ 9/14 ] 
f(z) = 49/3*z^3 - 263/36*z + 1
*
[ 1/14 ] 
f(z) = 49/5*z^3 - 261/20*z + 1
*
8/7 | 0.15706731348220705420358478835531491375 | 0.027927956004654561760045536605768767274
f(z) = 49/6*z^3 - 277/24*z + 1
*
1/14 | 0.15284249689513034990179878307061376275 | 0.027392454771430676332821302672677561810
f(z) = 49/6*z^3 - 265/24*z + 1
*
0 | 0.16383718113409027646961479202791355443 | 0.029131698283983397653109197037601553691
f(z) = 49/9*z^3 - 277/36*z + 1
*
-17/20 | 0.16735288830928749872936346719126255495 | 0.027931883263845232676714371406131167616
f(z) = 50/3*z^3 - 265/24*z + 1
*
0 | 0.14331801562337676480619464995532342275 | 0.025582823250591377525553854577607211067
f(z) = 50/7*z^3 - 271/35*z + 1
*
[ 17/10 ] 
f(z) = 50/17*z^3 - 275/34*z + 1
*
[ 2/17 ] 
f(z) = 51*z^3 - 279/34*z + 1
*
[ 2/17 ] 
f(z) = 51/2*z^3 - 267/34*z + 1
*
[ 2/17 ] 
f(z) = 51/4*z^3 - 261/34*z + 1
*
2/9 | 0.15701434713652769741390881734679069120 | 0.027161618000795655322135654497725338079
f(z) = 54/5*z^3 - 271/30*z + 1
*
[ -13/9 ] 
f(z) = 54/13*z^3 - 272/39*z + 1
*
[ 1/14 ] 
f(z) = 56/3*z^3 - 275/21*z + 1
*
0 | 0.16319906709333952767716304894635661577 | 0.029170238823821860143754794098570949018
f(z) = 56/5*z^3 - 269/20*z + 1
*
[ 3/4 ] 
f(z) = 58/3*z^3 - 269/24*z + 1
*
7/30 | 0.14715624924910225839723209370020153104 | 0.019632502939853417707026276931624074882
f(z) = 40*z^3 - 278/45*z + 1
*
0 | 0.14627322101574701404477135506029080657 | 0.026042225768558503521790261656983850859
f(z) = 40/7*z^3 - 275/42*z + 1
*
0 | 0.16580408051722428971572529298476799547 | 0.029577227050897003582715217067167480968
f(z) = 40/9*z^3 - 272/45*z + 1
*
5/42 | 0.13261694044589426811284184407017463293 | 0.017740591597124947566610616834330886897
f(z) = 42*z^3 - 277/42*z + 1
*
[ -3/4 ] 
f(z) = 43/3*z^3 - 275/48*z + 1
*
1/4 | 0.13713678621434714527302588306877674480 | 0.018119703223269982697343132355020527264
f(z) = 44*z^3 - 269/44*z + 1
*
3/11 | 0.15033129433634913570954398911424903210 | 0.019863076230232639712138489018788364231
f(z) = 44*z^3 - 265/44*z + 1
*
[ 3/2 ] 
f(z) = 44/17*z^3 - 280/51*z + 1
*
[ 3/2 ] 
f(z) = 44/19*z^3 - 278/57*z + 1
*
-10/9 | 0.18347999807120793440280230649989342663 | 0.023874324280467870280234083401552111023
f(z) = 45/8*z^3 - 272/45*z + 1
*
0 | 0.16479009913724161480919222015048129116 | 0.029454620257635040457962652003507570113
f(z) = 45/11*z^3 - 269/55*z + 1
*
[ 1/6 ] 
f(z) = 45/13*z^3 - 265/52*z + 1
*
[ 8/5 ] 
f(z) = 45/16*z^3 - 273/40*z + 1
*
0 | 0.13839248134199947939192554642943125511 | 0.024836442162728864132788294440841384680
f(z) = 45/16*z^3 - 263/48*z + 1
*
[ 2/5 ] 
f(z) = 47/2*z^3 - 263/50*z + 1
*
[ -5/4 ] 
f(z) = 48/11*z^3 - 276/55*z + 1
*
[ 17/12 ] 
f(z) = 48/17*z^3 - 274/51*z + 1
*
[ -19/12 ] 
f(z) = 48/19*z^3 - 268/57*z + 1
*
[ 5/21 ] 
f(z) = 49*z^3 - 269/45*z + 1
*
[ 2/5 ] 
f(z) = 49/2*z^3 - 271/50*z + 1
*
5/28 | 0.12375350709782836291896096335867598710 | 0.018569314506347860591874587824402848782
f(z) = 49/3*z^3 - 265/48*z + 1
*
8/7 | 0.062860532336697584479124305302091008732 | 0.011265873850009741195188171599545304500
f(z) = 49/12*z^3 - 265/48*z + 1
*
1/4 | 0.21776994247585104768393564836964576254 | 0.028650537700620701591056077004154596729
f(z) = 50*z^3 - 261/40*z + 1
*
[ -2/3 ] 
f(z) = 50/3*z^3 - 265/54*z + 1
*
0 | 0.14383818885197353082007625359777236504 | 0.025575700767952449080641151707787474817
f(z) = 50/9*z^3 - 277/45*z + 1
*
[ 2/5 ] 
f(z) = 51/2*z^3 - 279/50*z + 1
*
[ -3/2 ] 
f(z) = 52/17*z^3 - 266/51*z + 1
*
1/9 | 0.090800219511367594490093594127901933556 | 0.015707360007118771399921104300660871993
f(z) = 54/7*z^3 - 277/42*z + 1
*
0 | 0.13906433181482176439754092210807914874 | 0.024957015009233558787590205404899280620
f(z) = 55/14*z^3 - 263/42*z + 1
*
[ 2/9 ] 
f(z) = 57/2*z^3 - 265/54*z + 1
*
0 | 0.10953157541030350265151682523451022396 | 0.019577699005109103016060821192168613744
f(z) = 57/14*z^3 - 269/42*z + 1
*
[ 2/3 ] 
f(z) = 59/6*z^3 - 263/54*z + 1
*
0 | 0.15388595101800726588710210315153008389 | 0.027397582764577600822144536207348558552
f(z) = 59/14*z^3 - 275/42*z + 1
*
[ -9/8 ] 
f(z) = 40/9*z^3 - 269/72*z + 1
*
[ 1/5 ] 
f(z) = 40/13*z^3 - 268/65*z + 1
*
[ -3/2 ] 
f(z) = 41/15*z^3 - 269/60*z + 1
*
0 | 0.11593945577041296094025407464785931774 | 0.020806936617489798995738292873022472061
f(z) = 42/11*z^3 - 263/66*z + 1
*
0 | 0.14265163507275828140788863449851385123 | 0.025566047016899152110827873862232351959
f(z) = 42/13*z^3 - 265/78*z + 1
*
[ 3/10 ] 
f(z) = 44/3*z^3 - 274/75*z + 1
*
-3/4 | 0.17423387523202269661591311239115516867 | 0.027792502674566742291508054977812424109
f(z) = 44/5*z^3 - 277/60*z + 1
*
[ 5/4 ] 
f(z) = 44/15*z^3 - 263/60*z + 1
*
2/3 | 0.14371303911908390109291559724051768281 | 0.023523852515738996478777321987934758922
f(z) = 45/7*z^3 - 277/70*z + 1
*
[ 7/9 ] 
f(z) = 45/7*z^3 - 263/63*z + 1
*
[ 1/5 ] 
f(z) = 45/13*z^3 - 269/65*z + 1
*
14/15 | 0.16485450087508341979719538469874559653 | 0.029626003466200120220853520224016196845
f(z) = 45/13*z^3 - 261/65*z + 1
*
14/15 | 0.14202343826284650552269910939550179461 | 0.025351736156239642272892157423931591025
f(z) = 45/14*z^3 - 271/70*z + 1
*
0 | 0.14081460874426329511688553053062419154 | 0.025202853381610828766423692758749135319
f(z) = 45/14*z^3 - 267/70*z + 1
*
-13/23 | 0.085384545216083364512308369162810616768 | 0.012260609208101594016204706167936794332
f(z) = 46/3*z^3 - 269/69*z + 1
*
1/3 | 0.16679331432710692753457859480634870840 | 0.027581122740391951850223522976613915879
f(z) = 47/8*z^3 - 263/72*z + 1
*
0 | 0.11622945758226744389697536045042273063 | 0.020524504451332003830985867463646559252
f(z) = 48/13*z^3 - 275/78*z + 1
*
1/3 | 0.16024543740205633375523381697926415426 | 0.026317007130005210311643020133808497083
f(z) = 49/8*z^3 - 265/72*z + 1
*
15/14 | 0.15548413691721819594249942399488922587 | 0.027791270428016894951138947799500829628
f(z) = 49/15*z^3 - 269/60*z + 1
*
[ 17/14 ] 
f(z) = 49/17*z^3 - 277/68*z + 1
*
-8/7 | 0.16151766322350869283237420539929541624 | 0.028947219356621859772834782977308608602
f(z) = 49/18*z^3 - 265/72*z + 1
*
[ 4/17 ] 
f(z) = 51/4*z^3 - 269/68*z + 1
*
-5/4 | 0.10700796579128278134691078808070389787 | 0.019026961717945672924012834760029967204
f(z) = 52/15*z^3 - 277/60*z + 1
*
0 | 0.16493877810359187477147118598373085267 | 0.029560352068558946590775190138788324760
f(z) = 52/19*z^3 - 265/76*z + 1
*
1/3 | 0.16863604239919342032084075273001751855 | 0.027342617186079683508972991109019196047
f(z) = 53/8*z^3 - 269/72*z + 1
*
4/9 | 0.18650289020645462668533390710568497709 | 0.028808470663791097702286450841471022130
f(z) = 54/5*z^3 - 263/60*z + 1
*
[ -4/3 ] 
f(z) = 54/17*z^3 - 265/68*z + 1
*
-4/5 | 0.17842271576792375854879683633597744652 | 0.028276549378397298261819006759480120785
f(z) = 55/6*z^3 - 277/60*z + 1
*
2/5 | 0.16037516675170427800785569506819767077 | 0.025416361936906063056527722101177774654
f(z) = 55/7*z^3 - 263/70*z + 1
*
1/3 | 0.17143658674705143056117242596118204305 | 0.027630750378585659268941239029451114437
f(z) = 55/8*z^3 - 271/72*z + 1
*
[ 1/5 ] 
f(z) = 55/13*z^3 - 271/65*z + 1
*
1/7 | 0.14435696536042717777332654534911934753 | 0.021660880195020958566707339496300184431
f(z) = 56/5*z^3 - 261/70*z + 1
*
[ 11/14 ] 
f(z) = 56/11*z^3 - 263/77*z + 1
*
0 | 0.072455017358366000123783957702401741967 | 0.012950626483170331681941848702619056326
f(z) = 56/15*z^3 - 269/60*z + 1
*
0 | 0.13535460245775645017444036160171767645 | 0.024067244155773744271539823168081965238
f(z) = 58/15*z^3 - 277/60*z + 1
*
1/3 | 0.17535691853854539441351595780185208221 | 0.027946385527436735038700597978672454180
f(z) = 59/8*z^3 - 275/72*z + 1
*
0 | 0.15899162544334048610447589216225525130 | 0.028437130330933660689264298524814638805
f(z) = 40/17*z^3 - 268/85*z + 1
*
13/22 | 0.13355129576472218910126031468406259430 | 0.021602953983958244152978898018099047183
f(z) = 44/9*z^3 - 268/99*z + 1
*
-16/15 | 0.15818385248347245711817936620784467043 | 0.028427221198669454385110370132429515428
f(z) = 45/16*z^3 - 261/80*z + 1
*
[ 17/15 ] 
f(z) = 45/17*z^3 - 279/85*z + 1
*
0 | 0.16820818063510834433332042250539860049 | 0.029928146524410830262428229779413628706
f(z) = 45/17*z^3 - 276/85*z + 1
*
[ 5/14 ] 
f(z) = 49/4*z^3 - 269/80*z + 1
*
[ 11/15 ] 
f(z) = 50/11*z^3 - 278/99*z + 1
*
3/20 | 0.17190008195487627772735701717257909453 | 0.028690828528368856099300630771338210392
f(z) = 50/11*z^3 - 273/88*z + 1
*
[ 5/17 ] 
f(z) = 51/5*z^3 - 279/85*z + 1
*
-11/17 | 0.18720514712227312250646968864528828234 | 0.027672441764905158111073245726320684718
f(z) = 51/5*z^3 - 278/85*z + 1
*
[ 7/13 ] 
f(z) = 52/7*z^3 - 274/91*z + 1
*
-19/26 | 0.17853255965629487987529287163220621378 | 0.027398291851215511339240304281315676069
f(z) = 52/7*z^3 - 270/91*z + 1
*
-11/12 | 0.17631759686380675843265240870554355149 | 0.029054916188701917684438656462206147260
f(z) = 54/11*z^3 - 267/88*z + 1
*
2/5 | 0.10170574926464749829399502520859415827 | 0.018107511859776533580862838002377505166
f(z) = 55/18*z^3 - 269/90*z + 1
*
[ 10/19 ] 
f(z) = 57/8*z^3 - 273/95*z + 1
*
[ 1/3 ] 
f(z) = 40/13*z^3 - 274/117*z + 1
*
[ 1/3 ] 
f(z) = 41/13*z^3 - 275/117*z + 1
*
2/3 | 0.15742212398879997378263278737141809430 | 0.028213216212664109300950337665983840109
f(z) = 42/17*z^3 - 265/102*z + 1
*
0 | 0.16358059542637818936474837099289226998 | 0.029199772560463314692901302035403306216
f(z) = 42/19*z^3 - 271/114*z + 1
*
[ 1/3 ] 
f(z) = 43/13*z^3 - 277/117*z + 1
*
[ 1/3 ] 
f(z) = 44/13*z^3 - 278/117*z + 1
*
[ 1/3 ] 
f(z) = 46/13*z^3 - 280/117*z + 1
*
[ 1/3 ] 
f(z) = 47/12*z^3 - 263/108*z + 1
*
[ 5/12 ] 
f(z) = 48/7*z^3 - 272/105*z + 1
*
[ 1/3 ] 
f(z) = 49/12*z^3 - 265/108*z + 1
*
[ 3/10 ] 
f(z) = 50/17*z^3 - 265/102*z + 1
*
[ 4/9 ] 
f(z) = 51/8*z^3 - 271/108*z + 1
*
[ 1/3 ] 
f(z) = 53/12*z^3 - 269/108*z + 1
*
-7/6 | 0.15740139347581016826699877021429632544 | 0.027228572422527929824775463748181525805
f(z) = 54/17*z^3 - 271/102*z + 1
*
[ 1/3 ] 
f(z) = 55/12*z^3 - 271/108*z + 1
*
-1 | 0.17844411170076895366869742108263372526 | 0.029230164709473467232229156297772794755
f(z) = 56/13*z^3 - 279/104*z + 1
*
[ 1/3 ] 
f(z) = 59/12*z^3 - 275/108*z + 1
*
[ 4/5 ] 
f(z) = 59/16*z^3 - 261/100*z + 1
*
13/20 | 0.14360170554595082224143014062053346210 | 0.023967713472537508602556361925040743122
f(z) = 40/13*z^3 - 269/130*z + 1
*
[ 2/5 ] 
f(z) = 45/13*z^3 - 267/130*z + 1
*
[ 11/24 ] 
f(z) = 48/11*z^3 - 277/132*z + 1
*
0 | 0.17134970488324766819774970552675751680 | 0.029352109768348984131922223633246702017
f(z) = 49/18*z^3 - 271/126*z + 1
*
[ 2/3 ] 
f(z) = 53/14*z^3 - 275/126*z + 1
*
[ 3/8 ] 
f(z) = 56/15*z^3 - 263/120*z + 1
*
[ 13/22 ] 
f(z) = 44/13*z^3 - 268/143*z + 1
*
[ 3/5 ] 
f(z) = 59/18*z^3 - 277/150*z + 1
*
[ 2/3 ] 
f(z) = 47/18*z^3 - 269/162*z + 1
*
[ 2/3 ] 
f(z) = 49/18*z^3 - 277/162*z + 1
*
0 | 0.14603382425332406604365025341389633051 | 0.026280068886756250815477875708207701365
f(z) = 42*z^3 - 259/6*z + 1
*
0 | 0.15374706691870196940316915717448572694 | 0.027785332522120766670450404452671405766
f(z) = 42*z^3 - 253/6*z + 1
*
[ -5/2 ] 
f(z) = 44/15*z^3 - 254/15*z + 1
*
[ 3/5 ] 
f(z) = 45*z^3 - 253/15*z + 1
*
0 | 0.14502047513858521118142814658915481065 | 0.026440445634929046961726803479983110665
f(z) = 45/2*z^3 - 241/10*z + 1
*
7/3 | 0.15793447400679831009121375511894623998 | 0.028645418536814137809969155897429124416
f(z) = 45/7*z^3 - 248/7*z + 1
*
[ 7/3 ] 
f(z) = 45/7*z^3 - 241/7*z + 1
*
[ 1/16 ] 
f(z) = 48*z^3 - 243/16*z + 1
*
[ 8/7 ] 
f(z) = 49/2*z^3 - 255/8*z + 1
*
[ 9/7 ] 
f(z) = 49/3*z^3 - 241/9*z + 1
*
[ 10/7 ] 
f(z) = 49/4*z^3 - 247/10*z + 1
*
[ 16/7 ] 
f(z) = 49/16*z^3 - 247/16*z + 1
*
0 | 0.16184569308918959678686205501872431327 | 0.029248924808003757884192214310910646458
f(z) = 50/3*z^3 - 253/15*z + 1
*
[ 9/10 ] 
f(z) = 50/3*z^3 - 245/18*z + 1
*
-8/5 | 0.14922385278879064971625833797435144085 | 0.027085375666243769288560584967965015942
f(z) = 50/9*z^3 - 247/18*z + 1
*
[ -4/3 ] 
f(z) = 51/4*z^3 - 251/12*z + 1
*
[ -3/5 ] 
f(z) = 55*z^3 - 257/15*z + 1
*
[ 3/2 ] 
f(z) = 58/3*z^3 - 259/6*z + 1
*
[ -3/2 ] 
f(z) = 58/3*z^3 - 251/6*z + 1
*
[ 2/3 ] 
f(z) = 59/2*z^3 - 245/18*z + 1
*
-2 | 0.075826536991106149074818409793568931768 | 0.013824857676699498255450478636810383297
f(z) = 59/10*z^3 - 241/10*z + 1
*
-2 | 0.075622350006096853418448153238756329912 | 0.013766885877050722382689854325719391383
f(z) = 59/14*z^3 - 243/14*z + 1
*
-2 | 0.061827001964346250943082862011471272923 | 0.011238702056529032957105169771282364068
f(z) = 59/18*z^3 - 245/18*z + 1
*
1/4 | 0.11639963212843612761509693842669495469 | 0.019427575881196030278599763017225144001
f(z) = 40/3*z^3 - 241/30*z + 1
*
0 | 0.090178894964158172697540221150406514192 | 0.016441610520440213052856359554230774870
f(z) = 40/9*z^3 - 241/36*z + 1
*
[ 3/2 ] 
f(z) = 40/11*z^3 - 259/33*z + 1
*
[ 3/2 ] 
f(z) = 40/13*z^3 - 257/39*z + 1
*
[ 1/8 ] 
f(z) = 42*z^3 - 245/32*z + 1
*
1/7 | 0.19829768226597561887563995766119894314 | 0.029237992765237177002860064635526422968
f(z) = 42*z^3 - 242/21*z + 1
*
0 | 0.098563990245414462194054056373631726348 | 0.017762234421998485302533702386639648565
f(z) = 42/5*z^3 - 257/30*z + 1
*
6/7 | 0.064123472010329915581386212405864686661 | 0.011282233140955023511200493141486466783
f(z) = 42/5*z^3 - 251/35*z + 1
*
0 | 0.085750161235187489630967998954359814713 | 0.015453051989790236140641857138833168065
f(z) = 44/9*z^3 - 257/36*z + 1
*
3/22 | 0.19661305370660564055154837755415072453 | 0.029790441150330992589129032394127127282
f(z) = 44/9*z^3 - 245/33*z + 1
*
[ -4/5 ] 
f(z) = 45/2*z^3 - 243/20*z + 1
*
0 | 0.11874082258384334724953242391028523765 | 0.021520949034277427994205225027900732686
f(z) = 45/4*z^3 - 249/20*z + 1
*
0 | 0.13138252063648048808531338911423951489 | 0.023953944371987083303394451820279251944
f(z) = 45/4*z^3 - 241/20*z + 1
*
0 | 0.056997871368463778517123774245525986167 | 0.010353213243643614204214852029479065323
f(z) = 45/7*z^3 - 246/35*z + 1
*
[ 7/6 ] 
f(z) = 45/7*z^3 - 241/28*z + 1
*
[ 1/8 ] 
f(z) = 46*z^3 - 247/32*z + 1
*
-8/7 | 0.14318449962136607048524738944594860103 | 0.025767307901474561371327711831509735767
f(z) = 49/6*z^3 - 259/24*z + 1
*
[ 8/7 ] 
f(z) = 49/6*z^3 - 253/24*z + 1
*
3/14 | 0.15806535169691609372519232719527123244 | 0.028818815648717107730289727963397952434
f(z) = 49/6*z^3 - 241/24*z + 1
*
-10/7 | 0.15104853000179160410335097570075066940 | 0.024167860534945852466290436397342446146
f(z) = 49/12*z^3 - 259/30*z + 1
*
-9/7 | 0.15735247457752321792033320273722387307 | 0.028477751292231268279792443006449127099
f(z) = 49/12*z^3 - 251/36*z + 1
*
[ 10/7 ] 
f(z) = 49/12*z^3 - 241/30*z + 1
*
[ 1/8 ] 
f(z) = 50*z^3 - 249/32*z + 1
*
1/10 | 0.15353363245959352487197451876256991711 | 0.027950466974245901671435228373728109891
f(z) = 50/11*z^3 - 243/22*z + 1
*
-4/3 | 0.11832930858466092967617020271983615808 | 0.021324145997341335425886020443654916658
f(z) = 51/10*z^3 - 257/30*z + 1
*
-17/26 | 0.12564531896945538325556238626851085377 | 0.019282012902809043330390122390904234107
f(z) = 52/3*z^3 - 250/39*z + 1
*
0 | 0.10592623420977999854640418082380931403 | 0.019143101064107310344485484415718104548
f(z) = 52/5*z^3 - 253/20*z + 1
*
0 | 0.13020263388256337086443196912816800603 | 0.023463840086276617841709280695270868451
f(z) = 52/7*z^3 - 257/28*z + 1
*
0 | 0.14864003488449049485615044120724858775 | 0.026862384292176825476119958966977661155
f(z) = 52/9*z^3 - 253/36*z + 1
*
[ 1/8 ] 
f(z) = 54*z^3 - 251/32*z + 1
*
1/12 | 0.17423387549173080645640393315876156125 | 0.024310444354285470896056263350189311814
f(z) = 54*z^3 - 241/24*z + 1
*
4/5 | 0.060489414750329762054857305948074804834 | 0.010769428502339975306696063009950715764
f(z) = 55/6*z^3 - 251/30*z + 1
*
-1 | 0.16087701800913527043262997018120944051 | 0.028642259976727544066756969912042414773
f(z) = 55/7*z^3 - 254/35*z + 1
*
[ 6/5 ] 
f(z) = 55/9*z^3 - 259/30*z + 1
*
[ 3/7 ] 
f(z) = 56*z^3 - 244/21*z + 1
*
-6/7 | 0.076422275833651667239882224937203772172 | 0.012798346125838856230590292210511912990
f(z) = 56/5*z^3 - 253/35*z + 1
*
0 | 0.13567177125548130385015640715868691936 | 0.024735969790797080126757644260329716220
f(z) = 57/10*z^3 - 241/30*z + 1
*
[ 1/8 ] 
f(z) = 58*z^3 - 253/32*z + 1
*
[ 3/2 ] 
f(z) = 58/15*z^3 - 251/30*z + 1
*
-3/2 | 0.12908715052077022347754891259603760763 | 0.023535447544566813330602028579867297406
f(z) = 58/15*z^3 - 241/30*z + 1
*
-4/3 | 0.13945091003935366636530105165260399280 | 0.020246801543563461193060591805059995752
f(z) = 59/16*z^3 - 245/36*z + 1
*
7/40 | 0.099192385740152930013656970938062899600 | 0.013444785465885981715845194865853866260
f(z) = 40*z^3 - 249/40*z + 1
*
[ 7/8 ] 
f(z) = 40/7*z^3 - 253/56*z + 1
*
[ 3/2 ] 
f(z) = 40/17*z^3 - 253/51*z + 1
*
[ 3/2 ] 
f(z) = 40/19*z^3 - 251/57*z + 1
*
[ 1/5 ] 
f(z) = 41/2*z^3 - 241/50*z + 1
*
[ -3/4 ] 
f(z) = 41/3*z^3 - 257/48*z + 1
*
5/21 | 0.10810812082327380642477546056534637121 | 0.014461968534410694318503248621599771574
f(z) = 42*z^3 - 247/42*z + 1
*
[ 2/5 ] 
f(z) = 43/2*z^3 - 247/50*z + 1
*
[ 1/5 ] 
f(z) = 43/2*z^3 - 243/50*z + 1
*
-17/30 | 0.16232663392152496393763536465666552767 | 0.023863159897264828091580314950798187011
f(z) = 45/2*z^3 - 249/40*z + 1
*
2/5 | 0.20338421523957746983583926661438811969 | 0.026714243223050874883971948599213618168
f(z) = 45/2*z^3 - 242/45*z + 1
*
0 | 0.14036218426675373036017541332156403038 | 0.025294694489560979510235237643333544348
f(z) = 45/8*z^3 - 257/40*z + 1
*
26/45 | 0.18979925100398796185886456406835152937 | 0.024929876435596443171237447322508577636
f(z) = 45/8*z^3 - 242/45*z + 1
*
[ -4/3 ] 
f(z) = 45/11*z^3 - 243/44*z + 1
*
-7/6 | 0.15676061915677598269330379632170693850 | 0.028329944869437568597208669069250474526
f(z) = 45/14*z^3 - 253/56*z + 1
*
0 | 0.14922008978461164460356974985859954129 | 0.027084692649554967812544338749676893953
f(z) = 45/16*z^3 - 247/48*z + 1
*
[ 1/5 ] 
f(z) = 47/2*z^3 - 247/50*z + 1
*
[ -2/3 ] 
f(z) = 47/3*z^3 - 241/54*z + 1
*
-17/12 | 0.15818957285208981788253148379370923951 | 0.028527414034256671948129534679312927620
f(z) = 48/17*z^3 - 256/51*z + 1
*
[ 1/5 ] 
f(z) = 49/2*z^3 - 249/50*z + 1
*
[ -2/3 ] 
f(z) = 49/3*z^3 - 257/54*z + 1
*
[ 8/7 ] 
f(z) = 49/10*z^3 - 251/40*z + 1
*
-9/7 | 0.13660959905584645189220772440755727990 | 0.024688231206956249620509315111254624323
f(z) = 49/15*z^3 - 253/45*z + 1
*
[ -7/10 ] 
f(z) = 50/3*z^3 - 241/42*z + 1
*
0 | 0.11012079540436442003299571106137507627 | 0.019817204020288569754936470189598603655
f(z) = 50/9*z^3 - 259/45*z + 1
*
[ 2/9 ] 
f(z) = 51/2*z^3 - 257/54*z + 1
*
[ 1/5 ] 
f(z) = 51/2*z^3 - 251/50*z + 1
*
[ 1/6 ] 
f(z) = 51/4*z^3 - 257/48*z + 1
*
0 | 0.15332176420740417502236121677707898881 | 0.027953954552302187771485380312374509983
f(z) = 52/11*z^3 - 241/44*z + 1
*
[ -3/2 ] 
f(z) = 52/19*z^3 - 256/57*z + 1
*
[ 1/5 ] 
f(z) = 53/2*z^3 - 253/50*z + 1
*
0 | 0.16189681858967623543066470615819773636 | 0.029175454816769419997877704327401528854
f(z) = 53/14*z^3 - 257/42*z + 1
*
5/6 | 0.13214418551216995798548060471309996882 | 0.022859375295092607690240732486870005630
f(z) = 54/7*z^3 - 253/42*z + 1
*
5/9 | 0.11651742993223816686197767647020026295 | 0.020156132098565848778039861206829757242
f(z) = 54/7*z^3 - 247/42*z + 1
*
7/12 | 0.16834141023423023886491429058702921607 | 0.027740541230388485187790521760137922435
f(z) = 54/7*z^3 - 243/56*z + 1
*
[ 2/3 ] 
f(z) = 55/6*z^3 - 247/54*z + 1
*
-1 | 0.16729215892344766762506125532352106135 | 0.029784400327965553441063180885367619138
f(z) = 55/8*z^3 - 259/40*z + 1
*
[ -5/6 ] 
f(z) = 56/5*z^3 - 251/45*z + 1
*
[ 1/5 ] 
f(z) = 57/2*z^3 - 257/50*z + 1
*
[ 1/6 ] 
f(z) = 57/4*z^3 - 259/48*z + 1
*
[ 1/5 ] 
f(z) = 59/2*z^3 - 259/50*z + 1
*
3/5 | 0.10854473205266829468112923355377237137 | 0.018116560850729178560757014607586661465
f(z) = 40/7*z^3 - 249/70*z + 1
*
1/3 | 0.14552867010363476137791153625006845311 | 0.024620821670520822056285815679190812414
f(z) = 41/8*z^3 - 257/72*z + 1
*
1/7 | 0.11809511335410920981114429963159327629 | 0.018519706789864355584600045836838002793
f(z) = 42/5*z^3 - 257/70*z + 1
*
-1 | 0.13799890589648620434843449856730336549 | 0.024957170751708480234998053872629879398
f(z) = 42/11*z^3 - 241/66*z + 1
*
1/3 | 0.14944577004289337268128708962200509353 | 0.025081422983782334865732501579086241323
f(z) = 43/8*z^3 - 259/72*z + 1
*
0 | 0.16952062935667096784348227163281214790 | 0.027439650833216085830300020893457026228
f(z) = 45/14*z^3 - 241/63*z + 1
*
[ 5/24 ] 
f(z) = 48/5*z^3 - 253/60*z + 1
*
[ -5/4 ] 
f(z) = 48/13*z^3 - 258/65*z + 1
*
5/14 | 0.17882965091356313426580609098524048691 | 0.025964179445869943334020778234296945350
f(z) = 49/3*z^3 - 257/60*z + 1
*
[ 8/21 ] 
f(z) = 49/4*z^3 - 245/72*z + 1
*
[ 1/4 ] 
f(z) = 49/4*z^3 - 241/64*z + 1
*
[ 3/14 ] 
f(z) = 49/5*z^3 - 247/60*z + 1
*
[ -15/14 ] 
f(z) = 49/9*z^3 - 259/60*z + 1
*
5/14 | 0.14269748636285749290398448051007741537 | 0.026016913313879320684033974634250674446
f(z) = 49/15*z^3 - 241/60*z + 1
*
[ 8/7 ] 
f(z) = 49/18*z^3 - 247/72*z + 1
*
[ 1/4 ] 
f(z) = 50/9*z^3 - 241/72*z + 1
*
[ 1/4 ] 
f(z) = 51/4*z^3 - 243/64*z + 1
*
[ 4/17 ] 
f(z) = 51/8*z^3 - 245/68*z + 1
*
[ 1/4 ] 
f(z) = 52/19*z^3 - 241/76*z + 1
*
[ 1/4 ] 
f(z) = 53/4*z^3 - 245/64*z + 1
*
0 | 0.15806140612582356770616999600272680357 | 0.028484274446348333990533346019221811136
f(z) = 53/15*z^3 - 257/60*z + 1
*
[ 2/9 ] 
f(z) = 54/11*z^3 - 247/66*z + 1
*
[ -4/3 ] 
f(z) = 54/19*z^3 - 251/76*z + 1
*
[ 1/4 ] 
f(z) = 55/4*z^3 - 247/64*z + 1
*
3/11 | 0.12869077595378721950796489825022189029 | 0.019358725728716086195674981739698796817
f(z) = 55/18*z^3 - 257/66*z + 1
*
5/28 | 0.13791065596347055763928874955044479509 | 0.020693606221098859808350252347011076338
f(z) = 56/5*z^3 - 249/70*z + 1
*
[ 1/4 ] 
f(z) = 57/4*z^3 - 249/64*z + 1
*
[ 1/4 ] 
f(z) = 58/9*z^3 - 245/72*z + 1
*
[ 1/4 ] 
f(z) = 59/4*z^3 - 251/64*z + 1
*
9/20 | 0.084690288692358126059320139634644265446 | 0.014135156442382230753429693141502772158
f(z) = 40/9*z^3 - 241/90*z + 1
*
[ 1/3 ] 
f(z) = 43/11*z^3 - 241/99*z + 1
*
0 | 0.12840091750421189186862708961770581087 | 0.023139152453455036187104052228144650844
f(z) = 45/16*z^3 - 257/80*z + 1
*
[ 16/15 ] 
f(z) = 45/16*z^3 - 251/80*z + 1
*
[ 1/3 ] 
f(z) = 46/11*z^3 - 244/99*z + 1
*
[ 1/3 ] 
f(z) = 47/11*z^3 - 245/99*z + 1
*
[ 5/16 ] 
f(z) = 48/5*z^3 - 251/80*z + 1
*
[ 7/24 ] 
f(z) = 48/7*z^3 - 253/84*z + 1
*
5/7 | 0.14164049013635357083245999532812230340 | 0.025634186318598812364139430600362253039
f(z) = 49/18*z^3 - 251/90*z + 1
*
[ 1/3 ] 
f(z) = 50/11*z^3 - 248/99*z + 1
*
[ 10/17 ] 
f(z) = 51/8*z^3 - 247/85*z + 1
*
[ 1/3 ] 
f(z) = 52/11*z^3 - 250/99*z + 1
*
[ 2/3 ] 
f(z) = 53/10*z^3 - 257/90*z + 1
*
[ 1/3 ] 
f(z) = 53/11*z^3 - 251/99*z + 1
*
[ 1/3 ] 
f(z) = 56/11*z^3 - 254/99*z + 1
*
[ 3/8 ] 
f(z) = 58/9*z^3 - 247/96*z + 1
*
[ 1/3 ] 
f(z) = 58/11*z^3 - 256/99*z + 1
*
[ 1/3 ] 
f(z) = 59/11*z^3 - 257/99*z + 1
*
[ 1/3 ] 
f(z) = 41/12*z^3 - 257/108*z + 1
*
0 | 0.16658248328076288421451372106478762049 | 0.029309429989537141521653617507781828166
f(z) = 42/17*z^3 - 243/119*z + 1
*
[ 1/3 ] 
f(z) = 43/12*z^3 - 259/108*z + 1
*
5/6 | 0.12948430079078918484723540732536764049 | 0.022865125272370038529800396490730298025
f(z) = 48/17*z^3 - 251/102*z + 1
*
[ 13/21 ] 
f(z) = 49/13*z^3 - 241/117*z + 1
*
[ -6/5 ] 
f(z) = 50/17*z^3 - 245/102*z + 1
*
[ -15/14 ] 
f(z) = 56/15*z^3 - 247/105*z + 1
*
[ 5/7 ] 
f(z) = 56/15*z^3 - 242/105*z + 1
*
[ 4/5 ] 
f(z) = 57/16*z^3 - 253/100*z + 1
*
[ 2/5 ] 
f(z) = 40/13*z^3 - 259/130*z + 1
*
[ 3/4 ] 
f(z) = 46/15*z^3 - 247/120*z + 1
*
[ 2/3 ] 
f(z) = 47/14*z^3 - 251/126*z + 1
*
[ -8/7 ] 
f(z) = 49/17*z^3 - 257/136*z + 1
*
[ 8/17 ] 
f(z) = 51/16*z^3 - 249/136*z + 1
*
[ 6/11 ] 
f(z) = 55/16*z^3 - 245/132*z + 1
*
[ 5/8 ] 
f(z) = 56/15*z^3 - 247/120*z + 1
*
[ -6/5 ] 
f(z) = 43/18*z^3 - 241/150*z + 1
*
[ 3/5 ] 
f(z) = 47/18*z^3 - 241/150*z + 1
*
[ 3/5 ] 
f(z) = 49/18*z^3 - 247/150*z + 1
*
[ 3/5 ] 
f(z) = 53/18*z^3 - 259/150*z + 1
*
[ 2/3 ] 
f(z) = 41/18*z^3 - 245/162*z + 1
*
[ 2/3 ] 
f(z) = 43/18*z^3 - 253/162*z + 1
*
[ 3/5 ] 
f(z) = 40*z^3 - 226/15*z + 1
*
0 | 0.12176068667362762494107097551616017390 | 0.022337154234158818208498949680221925993
f(z) = 40/3*z^3 - 233/15*z + 1
*
[ 7/4 ] 
f(z) = 40/7*z^3 - 239/14*z + 1
*
[ -7/4 ] 
f(z) = 40/7*z^3 - 223/14*z + 1
*
[ 1/22 ] 
f(z) = 44*z^3 - 232/11*z + 1
*
0 | 0.15629834566874480493589001335154018282 | 0.028764509035704963642461145127945823502
f(z) = 45*z^3 - 229/5*z + 1
*
0 | 0.15818024565017803122526093735404255964 | 0.029064333916224238055961774579029699585
f(z) = 45/2*z^3 - 231/10*z + 1
*
[ -7/3 ] 
f(z) = 45/7*z^3 - 235/7*z + 1
*
[ 7/3 ] 
f(z) = 45/14*z^3 - 237/14*z + 1
*
[ -7/3 ] 
f(z) = 45/14*z^3 - 225/14*z + 1
*
7/6 | 0.15286851417285243639629086220358997065 | 0.028201739162900938791117902755102354279
f(z) = 48/5*z^3 - 226/15*z + 1
*
[ -9/7 ] 
f(z) = 49/3*z^3 - 227/9*z + 1
*
[ -10/7 ] 
f(z) = 49/4*z^3 - 233/10*z + 1
*
[ 9/7 ] 
f(z) = 49/6*z^3 - 239/18*z + 1
*
[ -16/7 ] 
f(z) = 49/16*z^3 - 233/16*z + 1
*
[ 3/2 ] 
f(z) = 50/3*z^3 - 223/6*z + 1
*
[ 11/5 ] 
f(z) = 50/11*z^3 - 236/11*z + 1
*
[ -11/5 ] 
f(z) = 50/11*z^3 - 226/11*z + 1
*
-9/17 | 0.18548050881212523709587531038997625680 | 0.027417507785061536472513088230007477124
f(z) = 51*z^3 - 226/17*z + 1
*
0 | 0.13026496497646926432225635739191988720 | 0.023973432003194484698939792185126860702
f(z) = 52/3*z^3 - 229/12*z + 1
*
[ 2/3 ] 
f(z) = 53/2*z^3 - 221/18*z + 1
*
-2 | 0.059711746380534495663556147332544808896 | 0.011061494379142348083931001200847804763
f(z) = 53/18*z^3 - 221/18*z + 1
*
[ 2/3 ] 
f(z) = 55/2*z^3 - 229/18*z + 1
*
-2 | 0.074859419408097797130736506269059678243 | 0.013867573755613228924697777542515812032
f(z) = 55/2*z^3 - 221/2*z + 1
*
-2 | 0.054344435893542875034527599774371851794 | 0.010050436381618415710371962097863481755
f(z) = 55/6*z^3 - 223/6*z + 1
*
-2 | 0.074266077475263678031904996172725382448 | 0.013689725663084096849752961158665948633
f(z) = 55/14*z^3 - 227/14*z + 1
*
-2 | 0.060445125973752221670613965949139428707 | 0.011124074057195895668628567366164557791
f(z) = 55/18*z^3 - 229/18*z + 1
*
-2 | 0.075524329617227031864089352423177439969 | 0.013899189095030254198015792140001286549
f(z) = 57/2*z^3 - 229/2*z + 1
*
[ 2 ] 
f(z) = 57/2*z^3 - 227/2*z + 1
*
[ -2 ] 
f(z) = 57/2*z^3 - 225/2*z + 1
*
-2 | 0.075170996449685684292784060799760915648 | 0.013790215770815908319844289441714023985
f(z) = 57/10*z^3 - 233/10*z + 1
*
[ 2 ] 
f(z) = 57/10*z^3 - 223/10*z + 1
*
-2 | 0.074956831034323174893672406437934460077 | 0.013729399574405852764536877876878228695
f(z) = 57/14*z^3 - 235/14*z + 1
*
[ 2 ] 
f(z) = 57/14*z^3 - 221/14*z + 1
*
[ 4 ] 
f(z) = 57/16*z^3 - 225/4*z + 1
*
[ -4 ] 
f(z) = 57/16*z^3 - 223/4*z + 1
*
-2 | 0.076164925664595318047343470601031481782 | 0.013929057782598567061980873642829954855
f(z) = 59/2*z^3 - 237/2*z + 1
*
[ 2 ] 
f(z) = 59/2*z^3 - 235/2*z + 1
*
[ -2 ] 
f(z) = 59/2*z^3 - 233/2*z + 1
*
-2 | 0.055663092838401454472730868128262921322 | 0.010164057938223558183897790359168383086
f(z) = 59/6*z^3 - 239/6*z + 1
*
[ 2 ] 
f(z) = 59/6*z^3 - 233/6*z + 1
*
[ -2 ] 
f(z) = 59/6*z^3 - 227/6*z + 1
*
[ 2 ] 
f(z) = 59/10*z^3 - 231/10*z + 1
*
[ -2 ] 
f(z) = 59/10*z^3 - 221/10*z + 1
*
[ 2 ] 
f(z) = 59/14*z^3 - 229/14*z + 1
*
[ 4 ] 
f(z) = 59/16*z^3 - 233/4*z + 1
*
[ -4 ] 
f(z) = 59/16*z^3 - 231/4*z + 1
*
[ 2 ] 
f(z) = 59/18*z^3 - 227/18*z + 1
*
1/10 | 0.15624026567536760094467347888292673778 | 0.026077140980627710196761102207173593391
f(z) = 40/3*z^3 - 229/30*z + 1
*
-7/8 | 0.074742724936320691451323468492595230394 | 0.012957448968395252815548656051758218579
f(z) = 40/3*z^3 - 221/24*z + 1
*
[ -3/2 ] 
f(z) = 40/7*z^3 - 235/21*z + 1
*
0 | 0.15963662907885383567530587016031638653 | 0.029402554191341093086501155597028770211
f(z) = 40/7*z^3 - 228/35*z + 1
*
0 | 0.13413272338995803998023819667999167437 | 0.024847847463405493412339462497595807603
f(z) = 40/7*z^3 - 221/35*z + 1
*
[ 1/6 ] 
f(z) = 41*z^3 - 221/36*z + 1
*
3/7 | 0.12443253525467909936129937734740772735 | 0.018346949515307930949380547690231298137
f(z) = 42*z^3 - 239/21*z + 1
*
[ 1/9 ] 
f(z) = 42*z^3 - 230/27*z + 1
*
1/12 | 0.13290746637483764222654016646284948394 | 0.019218158065753954858827194281845034482
f(z) = 42*z^3 - 223/24*z + 1
*
-11/21 | 0.095512411218953893699196396943812583883 | 0.014082823138923250360451711236229012198
f(z) = 42*z^3 - 221/21*z + 1
*
[ 1/6 ] 
f(z) = 43*z^3 - 223/36*z + 1
*
[ 1/10 ] 
f(z) = 44*z^3 - 236/25*z + 1
*
[ 3/22 ] 
f(z) = 44*z^3 - 236/33*z + 1
*
[ -5/4 ] 
f(z) = 44/5*z^3 - 239/20*z + 1
*
0 | 0.15021381534522597023945501401480481022 | 0.027826841029261993881450838397869119102
f(z) = 44/5*z^3 - 221/20*z + 1
*
0 | 0.13851132980732327355313534697124488344 | 0.025292112052580225670186200128649649889
f(z) = 44/7*z^3 - 239/28*z + 1
*
0 | 0.15123312964452882606706431909124670858 | 0.027922881485538019933514779180761114400
f(z) = 44/7*z^3 - 225/28*z + 1
*
0 | 0.16023436576434443974091542493390220318 | 0.029258729514931381508242762285796246634
f(z) = 44/9*z^3 - 239/36*z + 1
*
[ -3/2 ] 
f(z) = 44/13*z^3 - 232/39*z + 1
*
[ -7/15 ] 
f(z) = 45*z^3 - 233/35*z + 1
*
0 | 0.10457683373880358016875390967912157628 | 0.019245893269916838446859655953747351795
f(z) = 45/4*z^3 - 229/20*z + 1
*
4/9 | 0.10112841902045051432292972523752104183 | 0.014847275093837918874490108460211451646
f(z) = 45/16*z^3 - 227/36*z + 1
*
3/2 | 0.064622404393766258545347076104739380192 | 0.011912073693863814709532742647661015728
f(z) = 46/15*z^3 - 227/30*z + 1
*
[ 1/6 ] 
f(z) = 47*z^3 - 227/36*z + 1
*
[ 1/10 ] 
f(z) = 48*z^3 - 237/25*z + 1
*
[ 1/9 ] 
f(z) = 48*z^3 - 232/27*z + 1
*
0 | 0.16097737681781645108319170999073971186 | 0.029439576863249106345012853655505372649
f(z) = 48/5*z^3 - 237/20*z + 1
*
[ 1/12 ] 
f(z) = 48/7*z^3 - 232/21*z + 1
*
1/8 | 0.077675937790408476323020784062333861556 | 0.014318277134370806758522756380499208706
f(z) = 48/7*z^3 - 227/28*z + 1
*
1/6 | 0.15076894452116966823057383502314350234 | 0.027551441350764772844604703979687273431
f(z) = 48/13*z^3 - 238/39*z + 1
*
0 | 0.15058086825813377881274825956554265522 | 0.027581007361826942058316617813370999435
f(z) = 48/13*z^3 - 235/39*z + 1
*
-9/14 | 0.15510220167342947541912883940667301553 | 0.024323168130092433413242937995061432760
f(z) = 49/2*z^3 - 227/24*z + 1
*
[ 6/7 ] 
f(z) = 49/5*z^3 - 221/30*z + 1
*
-8/7 | 0.12280530376560408900008010213122919919 | 0.022493521430784836372818682754521769480
f(z) = 49/6*z^3 - 235/24*z + 1
*
[ 9/7 ] 
f(z) = 49/12*z^3 - 235/36*z + 1
*
[ 4/15 ] 
f(z) = 50*z^3 - 227/36*z + 1
*
[ 3/4 ] 
f(z) = 50/3*z^3 - 233/24*z + 1
*
1/10 | 0.097087518514341760635018180987976094314 | 0.017985289418387581568861473449707363378
f(z) = 50/11*z^3 - 221/22*z + 1
*
[ 1/10 ] 
f(z) = 50/13*z^3 - 235/26*z + 1
*
[ -17/10 ] 
f(z) = 50/17*z^3 - 235/34*z + 1
*
[ 1/9 ] 
f(z) = 51*z^3 - 233/27*z + 1
*
0 | 0.14379694751997176087392311021515181365 | 0.026379734567073091626346525776837815920
f(z) = 51/10*z^3 - 233/30*z + 1
*
0 | 0.16043447972680811347909793987303635690 | 0.029670683031304069817546204987388262325
f(z) = 51/10*z^3 - 223/30*z + 1
*
0 | 0.16032033015059834774702777895426407412 | 0.029481057749108790965081923107211475170
f(z) = 51/11*z^3 - 230/33*z + 1
*
[ 1/10 ] 
f(z) = 52*z^3 - 238/25*z + 1
*
[ 3/13 ] 
f(z) = 52*z^3 - 238/39*z + 1
*
0 | 0.10125640151034117841042380310006846767 | 0.018575616806391466760436489124378203171
f(z) = 52/5*z^3 - 233/20*z + 1
*
0 | 0.10909208363101206067139791328327293319 | 0.020175442586606328299962305364895284485
f(z) = 52/5*z^3 - 223/20*z + 1
*
0 | 0.14894700284376654113456832829630528077 | 0.027411597933486319861826094601242650839
f(z) = 52/7*z^3 - 229/28*z + 1
*
0 | 0.15906940605034590399100332935721768268 | 0.029135802642571396664794931724911073873
f(z) = 52/9*z^3 - 235/36*z + 1
*
[ 1/6 ] 
f(z) = 53*z^3 - 233/36*z + 1
*
-4/3 | 0.17521721701681952657571127660197629875 | 0.025826269574576544844140918165295035331
f(z) = 53/16*z^3 - 221/36*z + 1
*
5/18 | 0.20093974485130177310830183852148746016 | 0.027190096319397847149994650226383559548
f(z) = 54*z^3 - 221/30*z + 1
*
1/9 | 0.16723729347116850297210537569601895637 | 0.028930066351204713725991588174116394176
f(z) = 54/5*z^3 - 229/30*z + 1
*
0 | 0.15791686615665758981620157023831258063 | 0.028835555036417873661472114061039516059
f(z) = 54/11*z^3 - 239/33*z + 1
*
[ 11/9 ] 
f(z) = 54/11*z^3 - 236/33*z + 1
*
[ 1/6 ] 
f(z) = 55*z^3 - 235/36*z + 1
*
[ 3/11 ] 
f(z) = 55*z^3 - 223/33*z + 1
*
[ 1/11 ] 
f(z) = 55/2*z^3 - 225/22*z + 1
*
-6/5 | 0.18558854563905424418187305743384422027 | 0.028226069194987311120676825784735011983
f(z) = 55/9*z^3 - 239/30*z + 1
*
6/5 | 0.14900155732399293839127332340017859212 | 0.024425207681092224530318786403952629594
f(z) = 55/12*z^3 - 223/30*z + 1
*
-4/3 | 0.12810555174094630301547988226138996537 | 0.018783760168743724403251597604683002934
f(z) = 55/16*z^3 - 229/36*z + 1
*
[ 1/10 ] 
f(z) = 56*z^3 - 239/25*z + 1
*
[ 3/8 ] 
f(z) = 56*z^3 - 229/24*z + 1
*
0 | 0.12912928129472731511224688877245669389 | 0.023578953839505480549653254059611544525
f(z) = 56/5*z^3 - 239/20*z + 1
*
[ 1/9 ] 
f(z) = 57*z^3 - 235/27*z + 1
*
0 | 0.14818672120846390468474820027981824456 | 0.027142485601618707817169127641269318556
f(z) = 57/8*z^3 - 235/24*z + 1
*
[ 1/6 ] 
f(z) = 59*z^3 - 239/36*z + 1
*
[ 4/3 ] 
f(z) = 59/16*z^3 - 227/36*z + 1
*
-7/8 | 0.098579848800370560677492601786467897671 | 0.017089868762895553356820747335664321455
f(z) = 40/7*z^3 - 237/56*z + 1
*
1/5 | 0.11761016271736942034871320702238212171 | 0.021575735287729773551027509631846029365
f(z) = 40/9*z^3 - 233/45*z + 1
*
0 | 0.10670372126731031554646688660516216359 | 0.019669069931237593680219125929766755209
f(z) = 40/9*z^3 - 227/45*z + 1
*
[ 11/10 ] 
f(z) = 40/11*z^3 - 237/55*z + 1
*
[ 1/5 ] 
f(z) = 40/11*z^3 - 228/55*z + 1
*
[ 2/5 ] 
f(z) = 41/2*z^3 - 239/50*z + 1
*
0 | 0.14089872191815697007372787513136372374 | 0.026101236607511245391637815069160515350
f(z) = 41/14*z^3 - 221/42*z + 1
*
[ 3/14 ] 
f(z) = 42*z^3 - 235/42*z + 1
*
-5/8 | 0.071772163150321398529568511769572875041 | 0.010946254280947883580679773554025591667
f(z) = 44/3*z^3 - 227/48*z + 1
*
[ 1/6 ] 
f(z) = 44/5*z^3 - 236/45*z + 1
*
-17/22 | 0.14901132144251942213628289550530215249 | 0.024103732590379586596051763662073505527
f(z) = 44/5*z^3 - 234/55*z + 1
*
[ -10/9 ] 
f(z) = 45/8*z^3 - 227/45*z + 1
*
[ 1/5 ] 
f(z) = 45/11*z^3 - 229/55*z + 1
*
[ 1/6 ] 
f(z) = 45/11*z^3 - 225/44*z + 1
*
[ -4/3 ] 
f(z) = 45/13*z^3 - 229/52*z + 1
*
[ 7/6 ] 
f(z) = 45/14*z^3 - 237/56*z + 1
*
0 | 0.063529051914641351137176052537657204018 | 0.011654486104952157041644279958050563775
f(z) = 45/14*z^3 - 233/42*z + 1
*
[ -8/5 ] 
f(z) = 45/16*z^3 - 223/40*z + 1
*
[ -2/3 ] 
f(z) = 46/3*z^3 - 233/54*z + 1
*
[ -3/2 ] 
f(z) = 48/17*z^3 - 239/51*z + 1
*
[ -3/2 ] 
f(z) = 48/19*z^3 - 229/57*z + 1
*
[ 2/3 ] 
f(z) = 49/6*z^3 - 223/54*z + 1
*
-8/7 | 0.10718673941913349940563844299165463388 | 0.019856152055031014293654780355524561612
f(z) = 49/10*z^3 - 221/40*z + 1
*
[ 9/7 ] 
f(z) = 49/15*z^3 - 233/45*z + 1
*
0 | 0.13628001114584970616967497945987959508 | 0.024681875534965024008424670923065769749
f(z) = 50/11*z^3 - 239/55*z + 1
*
[ 2/9 ] 
f(z) = 51/4*z^3 - 223/54*z + 1
*
[ 1/6 ] 
f(z) = 52/5*z^3 - 238/45*z + 1
*
[ -5/6 ] 
f(z) = 52/5*z^3 - 226/45*z + 1
*
[ 2/3 ] 
f(z) = 53/6*z^3 - 239/54*z + 1
*
2/3 | 0.13111769603382805717416458533785582193 | 0.021606542607662881886870540609520546122
f(z) = 54/5*z^3 - 227/40*z + 1
*
1/12 | 0.067729683527051982911364155221749012214 | 0.011160997616623896600470423695554886332
f(z) = 54/7*z^3 - 227/56*z + 1
*
[ 4/11 ] 
f(z) = 55/2*z^3 - 237/44*z + 1
*
1/5 | 0.13504969028004554559000804635844240764 | 0.024044008191138592870238079243537488925
f(z) = 55/9*z^3 - 236/45*z + 1
*
3/7 | 0.18257694340143947135440162316350585454 | 0.027395819020699867153480660939384826139
f(z) = 56/3*z^3 - 235/42*z + 1
*
[ 1/6 ] 
f(z) = 56/5*z^3 - 239/45*z + 1
*
[ 2/9 ] 
f(z) = 57/4*z^3 - 227/54*z + 1
*
0 | 0.13169381656274977168354816130021467727 | 0.024121577768416730780526463999045814233
f(z) = 57/16*z^3 - 235/48*z + 1
*
[ -13/10 ] 
f(z) = 40/13*z^3 - 223/65*z + 1
*
[ 1/4 ] 
f(z) = 41/4*z^3 - 233/64*z + 1
*
1/2 | 0.14987853152704257449195731923606361361 | 0.027764730300719275631345232715129585411
f(z) = 41/15*z^3 - 221/60*z + 1
*
[ 2/7 ] 
f(z) = 42/5*z^3 - 223/70*z + 1
*
0 | 0.16332756536279048451280368015721229444 | 0.029537871410933989005156258205659999285
f(z) = 42/13*z^3 - 239/78*z + 1
*
[ 1/4 ] 
f(z) = 43/4*z^3 - 235/64*z + 1
*
[ 7/11 ] 
f(z) = 44/7*z^3 - 240/77*z + 1
*
-5/4 | 0.096937156668641390328688706750502151696 | 0.017868764939081524276434552202399969363
f(z) = 44/15*z^3 - 227/60*z + 1
*
0 | 0.083066077223846496076731270641870981796 | 0.015387842459896874698940727793447618636
f(z) = 44/15*z^3 - 221/60*z + 1
*
[ 1/4 ] 
f(z) = 44/19*z^3 - 239/76*z + 1
*
[ 1/4 ] 
f(z) = 45/4*z^3 - 237/64*z + 1
*
-7/9 | 0.17605155553683045551919660927649389056 | 0.029322929223862833836357408300860056333
f(z) = 45/7*z^3 - 227/63*z + 1
*
0 | 0.11886645984823021490194758958454487069 | 0.021704966849693875878290473713909766335
f(z) = 45/14*z^3 - 239/70*z + 1
*
[ 1/4 ] 
f(z) = 46/9*z^3 - 239/72*z + 1
*
0 | 0.12747957603938908161895119164382967697 | 0.023460820401927758461227958962634956547
f(z) = 46/15*z^3 - 229/60*z + 1
*
[ 1/4 ] 
f(z) = 47/4*z^3 - 239/64*z + 1
*
0 | 0.15645050282171475647815422781036942723 | 0.028701045526357536924006886453233561376
f(z) = 47/15*z^3 - 233/60*z + 1
*
1/2 | 0.15859647159777618462019287165788544413 | 0.029234641994251308465300050253420427431
f(z) = 47/15*z^3 - 227/60*z + 1
*
[ 5/14 ] 
f(z) = 49/3*z^3 - 233/60*z + 1
*
[ 6/7 ] 
f(z) = 49/11*z^3 - 227/66*z + 1
*
[ 6/7 ] 
f(z) = 49/13*z^3 - 229/78*z + 1
*
[ 15/14 ] 
f(z) = 49/15*z^3 - 221/60*z + 1
*
[ -19/14 ] 
f(z) = 49/19*z^3 - 229/76*z + 1
*
1/2 | 0.17390842903407638371463394151194865761 | 0.027102335172691119377755573166895492465
f(z) = 51/5*z^3 - 233/60*z + 1
*
[ 4/17 ] 
f(z) = 51/16*z^3 - 233/68*z + 1
*
0 | 0.15653331780306272179244883366147560138 | 0.028949203838736834916551732662103210222
f(z) = 52/15*z^3 - 223/60*z + 1
*
[ -5/6 ] 
f(z) = 54/7*z^3 - 221/70*z + 1
*
1/9 | 0.16318308766965924677383895520353662124 | 0.028228736878545421688724670125379601521
f(z) = 54/11*z^3 - 235/66*z + 1
*
[ 3/10 ] 
f(z) = 55/3*z^3 - 239/60*z + 1
*
[ 6/11 ] 
f(z) = 55/6*z^3 - 235/66*z + 1
*
[ 3/11 ] 
f(z) = 55/6*z^3 - 221/66*z + 1
*
0 | 0.13106466953248386700618206914315156981 | 0.023334522139763415109632173291336870461
f(z) = 55/12*z^3 - 239/60*z + 1
*
[ 2/7 ] 
f(z) = 56/5*z^3 - 239/70*z + 1
*
-2/3 | 0.16396877860797358215712353763744687325 | 0.025117928252161617654075799122139610453
f(z) = 57/5*z^3 - 229/60*z + 1
*
[ 3/5 ] 
f(z) = 58/9*z^3 - 224/75*z + 1
*
[ 3/5 ] 
f(z) = 59/9*z^3 - 227/75*z + 1
*
[ 1/3 ] 
f(z) = 40/11*z^3 - 238/99*z + 1
*
[ 1/3 ] 
f(z) = 41/10*z^3 - 221/90*z + 1
*
[ 1/3 ] 
f(z) = 41/11*z^3 - 239/99*z + 1
*
[ 1/3 ] 
f(z) = 43/10*z^3 - 223/90*z + 1
*
[ 9/22 ] 
f(z) = 44/9*z^3 - 224/99*z + 1
*
[ 3/8 ] 
f(z) = 46/9*z^3 - 229/96*z + 1
*
[ 2/3 ] 
f(z) = 47/10*z^3 - 233/90*z + 1
*
[ 1/3 ] 
f(z) = 47/10*z^3 - 227/90*z + 1
*
[ 3/8 ] 
f(z) = 48/7*z^3 - 221/84*z + 1
*
[ -5/4 ] 
f(z) = 48/17*z^3 - 222/85*z + 1
*
5/7 | 0.14978194067177738206381871888576594199 | 0.027226851556372625038010444644848744871
f(z) = 49/16*z^3 - 237/80*z + 1
*
[ 3/8 ] 
f(z) = 50/9*z^3 - 235/96*z + 1
*
-3/4 | 0.18311825408258853553140828774150822795 | 0.028451518936308008477175015809738002531
f(z) = 52/7*z^3 - 239/84*z + 1
*
[ 1/3 ] 
f(z) = 53/10*z^3 - 233/90*z + 1
*
[ 4/9 ] 
f(z) = 54/7*z^3 - 233/84*z + 1
*
[ 2/5 ] 
f(z) = 55/9*z^3 - 223/90*z + 1
*
0 | 0.16709620823778849207850207301442983693 | 0.029749513614184288399662421765317643082
f(z) = 55/18*z^3 - 239/90*z + 1
*
[ 1/3 ] 
f(z) = 59/9*z^3 - 221/81*z + 1
*
[ 1/3 ] 
f(z) = 59/10*z^3 - 239/90*z + 1
*
[ 2/5 ] 
f(z) = 40/11*z^3 - 229/110*z + 1
*
11/20 | 0.14315185811231319634670518980722356320 | 0.023892632091332513806814736045786994877
f(z) = 40/11*z^3 - 221/110*z + 1
*
[ 2/5 ] 
f(z) = 45/11*z^3 - 237/110*z + 1
*
[ 4/5 ] 
f(z) = 49/16*z^3 - 221/100*z + 1
*
[ 6/7 ] 
f(z) = 49/17*z^3 - 233/102*z + 1
*
[ 6/7 ] 
f(z) = 49/19*z^3 - 235/114*z + 1
*
[ 13/20 ] 
f(z) = 50/13*z^3 - 225/104*z + 1
*
[ -6/5 ] 
f(z) = 50/19*z^3 - 223/114*z + 1
*
[ 4/5 ] 
f(z) = 51/16*z^3 - 229/100*z + 1
*
[ 4/5 ] 
f(z) = 53/16*z^3 - 237/100*z + 1
*
[ 5/14 ] 
f(z) = 56/15*z^3 - 239/105*z + 1
*
[ 3/4 ] 
f(z) = 56/17*z^3 - 223/102*z + 1
*
[ 3/4 ] 
f(z) = 56/19*z^3 - 227/114*z + 1
*
[ 13/20 ] 
f(z) = 40/13*z^3 - 239/130*z + 1
*
[ 2/3 ] 
f(z) = 41/14*z^3 - 227/126*z + 1
*
[ 2/3 ] 
f(z) = 43/14*z^3 - 235/126*z + 1
*
[ 3/5 ] 
f(z) = 41/18*z^3 - 223/150*z + 1
*
[ 3/5 ] 
f(z) = 43/18*z^3 - 229/150*z + 1
*
[ 1/12 ] 
f(z) = 40*z^3 - 203/18*z + 1
*
0 | 0.10639749889548615819936549802508229610 | 0.019759977055373846579484067083375433466
f(z) = 40/3*z^3 - 218/15*z + 1
*
0 | 0.15170195149774581215364361865022853069 | 0.028320639996979163636512047413510127028
f(z) = 40/3*z^3 - 212/15*z + 1
*
0 | 0.097077054045960271835508263549245436847 | 0.018270899797388935309421514339255291112
f(z) = 40/3*z^3 - 203/15*z + 1
*
0 | 0.13582982904436451175590198850901032746 | 0.025564570539924899936188632189234154153
f(z) = 44/3*z^3 - 203/12*z + 1
*
[ -3/5 ] 
f(z) = 45*z^3 - 203/15*z + 1
*
-3/2 | 0.14946593567793918622214621412264842057 | 0.027977645843288146899691497545770149930
f(z) = 46/3*z^3 - 209/6*z + 1
*
[ 3/2 ] 
f(z) = 46/3*z^3 - 205/6*z + 1
*
-3/2 | 0.15647514469166688788781077996336905401 | 0.029450231236825957296307690666225803505
f(z) = 46/3*z^3 - 203/6*z + 1
*
13/24 | 0.089978241843062978239591701959529736092 | 0.014156185931125624210762040082388606013
f(z) = 48*z^3 - 205/12*z + 1
*
[ 6/7 ] 
f(z) = 49*z^3 - 217/6*z + 1
*
[ -6/7 ] 
f(z) = 49*z^3 - 203/6*z + 1
*
[ 2/3 ] 
f(z) = 49/2*z^3 - 205/18*z + 1
*
[ 1/14 ] 
f(z) = 49/4*z^3 - 209/16*z + 1
*
[ -9/7 ] 
f(z) = 49/6*z^3 - 211/18*z + 1
*
[ 12/7 ] 
f(z) = 49/8*z^3 - 211/12*z + 1
*
-2 | 0.072286345049882212204161045058905981233 | 0.013630433532123245610283318730334379502
f(z) = 49/10*z^3 - 201/10*z + 1
*
[ 15/7 ] 
f(z) = 49/15*z^3 - 217/15*z + 1
*
[ -15/7 ] 
f(z) = 49/15*z^3 - 203/15*z + 1
*
-2 | 0.058147875389293218815663807190761531974 | 0.010923871196406274049097621807640509133
f(z) = 49/18*z^3 - 205/18*z + 1
*
13/30 | 0.18505820771806210875480884368135068908 | 0.027204861546086557176285897772254137188
f(z) = 50*z^3 - 205/18*z + 1
*
[ -3/2 ] 
f(z) = 50/3*z^3 - 215/6*z + 1
*
[ -9/10 ] 
f(z) = 50/3*z^3 - 205/18*z + 1
*
-2 | 0.073454820789966995992968279727599141172 | 0.013799489589132148004029686941785026084
f(z) = 51/2*z^3 - 205/2*z + 1
*
[ 2 ] 
f(z) = 51/2*z^3 - 203/2*z + 1
*
[ -2 ] 
f(z) = 51/2*z^3 - 201/2*z + 1
*
-2 | 0.073050473223478644920393770971588463469 | 0.013673886690375474331791285535107465422
f(z) = 51/10*z^3 - 209/10*z + 1
*
-2 | 0.072800486907595387949738895677933771580 | 0.013602843179311070513616864421270800678
f(z) = 51/14*z^3 - 211/14*z + 1
*
[ 4 ] 
f(z) = 51/16*z^3 - 201/4*z + 1
*
0 | 0.095175775283496982860875704392605297665 | 0.017691002082198223646699406799241405895
f(z) = 52/3*z^3 - 217/12*z + 1
*
-2 | 0.074171090109436011980441057930533454250 | 0.013834554770924600674617746764907896367
f(z) = 53/2*z^3 - 213/2*z + 1
*
[ 2 ] 
f(z) = 53/2*z^3 - 211/2*z + 1
*
[ -2 ] 
f(z) = 53/2*z^3 - 209/2*z + 1
*
-2 | 0.053648034849123698601019304680007153843 | 0.0099891362195986106999067680845986565661
f(z) = 53/6*z^3 - 215/6*z + 1
*
[ -2 ] 
f(z) = 53/6*z^3 - 203/6*z + 1
*
-2 | 0.073785285845830347712870373714872288130 | 0.013714998818197330317939341619853174971
f(z) = 53/10*z^3 - 217/10*z + 1
*
[ 2 ] 
f(z) = 53/10*z^3 - 207/10*z + 1
*
-2 | 0.073547407562530533455533008755922973003 | 0.013647509487693317499953889643622408821
f(z) = 53/14*z^3 - 219/14*z + 1
*
[ 2 ] 
f(z) = 53/14*z^3 - 205/14*z + 1
*
-4 | 0.19106660583740590790608111794377065274 | 0.028277122639476777747635119778088037979
f(z) = 53/16*z^3 - 215/4*z + 1
*
[ 4 ] 
f(z) = 53/16*z^3 - 209/4*z + 1
*
[ -4 ] 
f(z) = 53/16*z^3 - 207/4*z + 1
*
[ 2 ] 
f(z) = 53/18*z^3 - 203/18*z + 1
*
[ -5/9 ] 
f(z) = 54*z^3 - 208/15*z + 1
*
10/9 | 0.14561004582109548387293488743526324389 | 0.027183366113152222017401049097019135241
f(z) = 54/5*z^3 - 212/15*z + 1
*
[ 2 ] 
f(z) = 55/2*z^3 - 219/2*z + 1
*
[ -2 ] 
f(z) = 55/2*z^3 - 217/2*z + 1
*
[ 2 ] 
f(z) = 55/6*z^3 - 217/6*z + 1
*
[ -2 ] 
f(z) = 55/6*z^3 - 211/6*z + 1
*
[ 2 ] 
f(z) = 55/14*z^3 - 213/14*z + 1
*
[ 4 ] 
f(z) = 55/16*z^3 - 217/4*z + 1
*
[ -4 ] 
f(z) = 55/16*z^3 - 215/4*z + 1
*
[ 2 ] 
f(z) = 55/18*z^3 - 211/18*z + 1
*
[ 1/12 ] 
f(z) = 56*z^3 - 205/18*z + 1
*
[ -2 ] 
f(z) = 57/10*z^3 - 213/10*z + 1
*
[ -2 ] 
f(z) = 57/14*z^3 - 207/14*z + 1
*
[ -2 ] 
f(z) = 59/14*z^3 - 215/14*z + 1
*
[ -2 ] 
f(z) = 59/18*z^3 - 209/18*z + 1
*
3/10 | 0.092836019952225099067155855690593606959 | 0.015494712389984196169073856226275573196
f(z) = 40/3*z^3 - 211/30*z + 1
*
6/5 | 0.19118529663877295609609063129236380998 | 0.029510691069002801001966921943845168340
f(z) = 40/9*z^3 - 217/30*z + 1
*
3/20 | 0.12950462203260843121217164347946953910 | 0.020197799847946013722405499056876501613
f(z) = 40/9*z^3 - 203/30*z + 1
*
[ -3/2 ] 
f(z) = 40/11*z^3 - 215/33*z + 1
*
[ -3/2 ] 
f(z) = 40/13*z^3 - 205/39*z + 1
*
[ 1/7 ] 
f(z) = 42/5*z^3 - 216/35*z + 1
*
5/6 | 0.15886199628053030023659205715905294289 | 0.028730271021890938670666898756390669453
f(z) = 42/5*z^3 - 211/30*z + 1
*
0 | 0.13424233422345693363722348835740210283 | 0.025265787690705514763830715660264465646
f(z) = 42/11*z^3 - 203/33*z + 1
*
[ 3/22 ] 
f(z) = 44/3*z^3 - 218/33*z + 1
*
13/22 | 0.12279571004012396929328918343425216272 | 0.019863154889171850966403378070245482122
f(z) = 44/3*z^3 - 202/33*z + 1
*
0 | 0.14533999916264412769086827742118652927 | 0.027405552138211157161500272288877773324
f(z) = 44/5*z^3 - 201/20*z + 1
*
[ 3/22 ] 
f(z) = 44/9*z^3 - 212/33*z + 1
*
0 | 0.10467292551534355496142329224395577909 | 0.019700520914911121827541875355806924689
f(z) = 44/9*z^3 - 203/36*z + 1
*
[ 4/9 ] 
f(z) = 45/2*z^3 - 205/36*z + 1
*
0 | 0.15417111483940813793652856256086309011 | 0.028465335461037350670661826660482197140
f(z) = 45/7*z^3 - 211/35*z + 1
*
14/15 | 0.20705049958862788936190869173341676094 | 0.027897703372544296483836166900065839690
f(z) = 45/8*z^3 - 209/35*z + 1
*
2/9 | 0.15590738810826681594854038628626621582 | 0.023271494916366304465459718200628067499
f(z) = 45/16*z^3 - 203/36*z + 1
*
[ 3/4 ] 
f(z) = 46/3*z^3 - 215/24*z + 1
*
0 | 0.12639971621057735976918052467137389729 | 0.023702677960481649210606277893949373838
f(z) = 48/5*z^3 - 207/20*z + 1
*
7/6 | 0.074913198945520879802150744871643102005 | 0.013960777822301879242892252651442777566
f(z) = 48/7*z^3 - 214/21*z + 1
*
1/6 | 0.15818205079836880840891209521426290621 | 0.029799184934816077260837739435626892161
f(z) = 48/11*z^3 - 202/33*z + 1
*
5/14 | 0.20135870735825352113888279528484361433 | 0.029235160859118953734152470035782383380
f(z) = 49*z^3 - 209/20*z + 1
*
3/14 | 0.16120358897531902668266061315908839057 | 0.025279989294263527409963900436474107275
f(z) = 49/2*z^3 - 211/24*z + 1
*
[ -8/7 ] 
f(z) = 49/6*z^3 - 211/24*z + 1
*
-9/7 | 0.12705059663393696425578919942529650505 | 0.023656518269995928860011832521564543743
f(z) = 49/12*z^3 - 215/36*z + 1
*
-10/7 | 0.14550999603412513010704391857985194656 | 0.027237156862771973614990933663546992010
f(z) = 49/15*z^3 - 209/30*z + 1
*
-10/7 | 0.15082034023899938939504516534137838310 | 0.028385938891493748493024821021831769871
f(z) = 49/15*z^3 - 203/30*z + 1
*
-4/3 | 0.16649655023017909350240073305793086644 | 0.024815769532340101012331480231967396767
f(z) = 49/16*z^3 - 205/36*z + 1
*
0 | 0.12921615723275912405266130848757833701 | 0.024187209399193962614255405553506569736
f(z) = 51/8*z^3 - 209/24*z + 1
*
0 | 0.090424244943881286411314937443133683893 | 0.017018772714734633724001487756464475677
f(z) = 51/10*z^3 - 203/30*z + 1
*
0 | 0.11167585224132289535139873773407780325 | 0.020793777509570098238616033348857225409
f(z) = 52/7*z^3 - 215/28*z + 1
*
0 | 0.082817224790469792951947856647176396375 | 0.015393829909406832980221754640754939952
f(z) = 52/9*z^3 - 217/36*z + 1
*
[ 4/3 ] 
f(z) = 53/16*z^3 - 203/36*z + 1
*
[ 5/18 ] 
f(z) = 54*z^3 - 203/30*z + 1
*
0 | 0.11935035650695561408534041805936449382 | 0.022300732480260418465203740438060054226
f(z) = 54/7*z^3 - 211/21*z + 1
*
-11/9 | 0.15933044880298719619068126449373389346 | 0.029666949805316470002142074425788543097
f(z) = 54/11*z^3 - 215/33*z + 1
*
[ -3/5 ] 
f(z) = 55/2*z^3 - 217/30*z + 1
*
4/5 | 0.16010425934414811358841244914052491276 | 0.028504679389669582716765649554088682157
f(z) = 55/4*z^3 - 201/20*z + 1
*
-10/11 | 0.14737440042745524063016197833029922772 | 0.023008453389773786937201156099974995251
f(z) = 55/6*z^3 - 217/33*z + 1
*
[ -6/5 ] 
f(z) = 55/9*z^3 - 209/30*z + 1
*
-6/5 | 0.16586915400424592911495540612298556825 | 0.027615617929340060369566088949664986461
f(z) = 55/12*z^3 - 203/30*z + 1
*
[ 4/3 ] 
f(z) = 55/16*z^3 - 211/36*z + 1
*
[ 1/7 ] 
f(z) = 56/5*z^3 - 218/35*z + 1
*
[ 5/7 ] 
f(z) = 56/5*z^3 - 214/35*z + 1
*
5/4 | 0.11886277328037427953869589064688244827 | 0.022056261122436680826621636378956283236
f(z) = 56/11*z^3 - 219/22*z + 1
*
1/2 | 0.19055008493841140726563561008281962632 | 0.029189845789908031861796638255967642877
f(z) = 57/2*z^3 - 211/24*z + 1
*
0 | 0.12828487045167371199654845420719137576 | 0.023784525228930770541240899824048736630
f(z) = 57/7*z^3 - 220/21*z + 1
*
0 | 0.14653192970978524348331712595090657326 | 0.027578815932939158189899450545320234517
f(z) = 57/8*z^3 - 203/24*z + 1
*
[ -3/4 ] 
f(z) = 58/3*z^3 - 205/24*z + 1
*
[ -3/2 ] 
f(z) = 58/15*z^3 - 211/30*z + 1
*
9/10 | 0.098387521094384455339838523073800431281 | 0.018367578911143140785428726349674528588
f(z) = 40/9*z^3 - 212/45*z + 1
*
0 | 0.11916584976635299863460491490849373027 | 0.022305951695651768566654695025699115912
f(z) = 40/9*z^3 - 209/45*z + 1
*
[ -2/3 ] 
f(z) = 43/3*z^3 - 209/54*z + 1
*
[ -2/3 ] 
f(z) = 44/3*z^3 - 217/54*z + 1
*
[ 5/22 ] 
f(z) = 44/5*z^3 - 212/55*z + 1
*
1/4 | 0.14938101277497007241104549437193077333 | 0.027719247444504980002153388478567390987
f(z) = 44/13*z^3 - 219/52*z + 1
*
0 | 0.14382268796332760687201487310897383568 | 0.026779441699493524014835847412487138488
f(z) = 44/13*z^3 - 215/52*z + 1
*
[ -3/2 ] 
f(z) = 44/17*z^3 - 212/51*z + 1
*
[ -3/2 ] 
f(z) = 44/19*z^3 - 202/57*z + 1
*
1/6 | 0.15587103631515218980946294636462646399 | 0.022914141524914743817694805849290630175
f(z) = 45/2*z^3 - 209/40*z + 1
*
1/5 | 0.074841915893661999336341694147276124932 | 0.013818413680662273178410056996901250104
f(z) = 45/8*z^3 - 209/40*z + 1
*
0 | 0.13905231506597287271965002301504133817 | 0.025673880604092356458094770035914572946
f(z) = 45/8*z^3 - 201/40*z + 1
*
0 | 0.11504274926054758131332893019480370969 | 0.021240881947779947640257402506481975415
f(z) = 45/11*z^3 - 214/55*z + 1
*
[ 2/3 ] 
f(z) = 47/6*z^3 - 215/54*z + 1
*
[ -17/12 ] 
f(z) = 48/17*z^3 - 202/51*z + 1
*
[ 3/14 ] 
f(z) = 49/4*z^3 - 203/48*z + 1
*
-1/2 | 0.11614504162433566823508101315463692140 | 0.016584885905730496908020512633635307091
f(z) = 55/2*z^3 - 219/40*z + 1
*
1/5 | 0.099645755214852586071340306028179854224 | 0.017740754159671803450682570096171073857
f(z) = 55/8*z^3 - 211/40*z + 1
*
[ 2/11 ] 
f(z) = 55/16*z^3 - 203/44*z + 1
*
2/7 | 0.18962629521101700487739626665205626296 | 0.028453579999663142996172721159952275415
f(z) = 56/3*z^3 - 211/42*z + 1
*
0 | 0.15391538684582267063351739267197354366 | 0.028968458488707154267237293893949200643
f(z) = 57/16*z^3 - 203/48*z + 1
*
[ 1/4 ] 
f(z) = 59/3*z^3 - 203/48*z + 1
*
0 | 0.15042112340094186113409587849418401065 | 0.028056878594124818951133520778670833849
f(z) = 40/13*z^3 - 213/65*z + 1
*
[ 5/14 ] 
f(z) = 42/5*z^3 - 201/70*z + 1
*
0 | 0.15914635834196051428492644195587143569 | 0.029581671895139003254069934035534915505
f(z) = 43/15*z^3 - 217/60*z + 1
*
[ 7/22 ] 
f(z) = 44/7*z^3 - 214/77*z + 1
*
[ 3/10 ] 
f(z) = 44/9*z^3 - 208/75*z + 1
*
[ 1/4 ] 
f(z) = 44/17*z^3 - 215/68*z + 1
*
2/5 | 0.085932052842806444012771748709338989593 | 0.015866037639891430229848046557114171714
f(z) = 45/14*z^3 - 211/70*z + 1
*
[ 14/15 ] 
f(z) = 45/14*z^3 - 201/70*z + 1
*
[ -4/3 ] 
f(z) = 45/17*z^3 - 201/68*z + 1
*
1/6 | 0.18383857616734161355507786569235214456 | 0.028923137552269568624575742951979770722
f(z) = 48/5*z^3 - 211/60*z + 1
*
-19/21 | 0.14555898254578083912346558435149973443 | 0.023905059910582274841580694875200703875
f(z) = 49/8*z^3 - 217/72*z + 1
*
5/7 | 0.099737322724017381822689292744191926598 | 0.018129911177926972813704278090680610582
f(z) = 49/12*z^3 - 209/60*z + 1
*
[ 3/10 ] 
f(z) = 50/13*z^3 - 209/78*z + 1
*
[ -3/4 ] 
f(z) = 52/5*z^3 - 211/60*z + 1
*
[ 5/13 ] 
f(z) = 52/5*z^3 - 204/65*z + 1
*
[ 3/10 ] 
f(z) = 52/9*z^3 - 214/75*z + 1
*
[ 3/5 ] 
f(z) = 52/9*z^3 - 206/75*z + 1
*
[ -5/4 ] 
f(z) = 52/15*z^3 - 217/60*z + 1
*
[ 1/4 ] 
f(z) = 52/17*z^3 - 217/68*z + 1
*
[ 3/5 ] 
f(z) = 53/9*z^3 - 209/75*z + 1
*
[ 4/9 ] 
f(z) = 54/5*z^3 - 203/60*z + 1
*
[ -4/5 ] 
f(z) = 55/6*z^3 - 217/60*z + 1
*
6/11 | 0.18043844294998829648872396279083342660 | 0.028170492923442181659227665762240383962
f(z) = 55/12*z^3 - 211/66*z + 1
*
2/5 | 0.086127516518661550842904703238613676754 | 0.015333990832284820230575712356236522676
f(z) = 55/14*z^3 - 219/70*z + 1
*
[ 3/5 ] 
f(z) = 56/9*z^3 - 218/75*z + 1
*
[ 3/10 ] 
f(z) = 56/9*z^3 - 217/75*z + 1
*
[ 3/4 ] 
f(z) = 56/11*z^3 - 211/66*z + 1
*
[ 3/4 ] 
f(z) = 56/13*z^3 - 215/78*z + 1
*
[ 1/3 ] 
f(z) = 59/8*z^3 - 203/72*z + 1
*
11/20 | 0.098455945946747029816513272811462483104 | 0.016432701082120346910903246775021024164
f(z) = 40/9*z^3 - 211/90*z + 1
*
[ 1/3 ] 
f(z) = 40/9*z^3 - 202/81*z + 1
*
[ 1/3 ] 
f(z) = 41/9*z^3 - 203/81*z + 1
*
[ 2/3 ] 
f(z) = 41/10*z^3 - 209/90*z + 1
*
[ 1/3 ] 
f(z) = 43/9*z^3 - 205/81*z + 1
*
[ 2/3 ] 
f(z) = 43/10*z^3 - 217/90*z + 1
*
[ 1/3 ] 
f(z) = 44/9*z^3 - 206/81*z + 1
*
[ 1/3 ] 
f(z) = 46/9*z^3 - 208/81*z + 1
*
[ 1/3 ] 
f(z) = 47/9*z^3 - 209/81*z + 1
*
[ -5/4 ] 
f(z) = 48/19*z^3 - 204/95*z + 1
*
[ 1/3 ] 
f(z) = 49/9*z^3 - 211/81*z + 1
*
[ 11/21 ] 
f(z) = 49/11*z^3 - 211/99*z + 1
*
[ 1/3 ] 
f(z) = 50/9*z^3 - 212/81*z + 1
*
[ 1/3 ] 
f(z) = 52/9*z^3 - 214/81*z + 1
*
[ 1/3 ] 
f(z) = 53/9*z^3 - 215/81*z + 1
*
[ 1/3 ] 
f(z) = 55/9*z^3 - 217/81*z + 1
*
[ 1/3 ] 
f(z) = 56/9*z^3 - 218/81*z + 1
*
[ 1/3 ] 
f(z) = 58/9*z^3 - 220/81*z + 1
*
[ 3/4 ] 
f(z) = 59/18*z^3 - 209/96*z + 1
*
[ 11/20 ] 
f(z) = 40/11*z^3 - 211/110*z + 1
*
[ 4/5 ] 
f(z) = 47/16*z^3 - 213/100*z + 1
*
[ 4/9 ] 
f(z) = 51/16*z^3 - 203/108*z + 1
*
[ 2/5 ] 
f(z) = 51/16*z^3 - 201/100*z + 1
*
[ 2/5 ] 
f(z) = 53/16*z^3 - 203/100*z + 1
*
[ 3/7 ] 
f(z) = 56/15*z^3 - 212/105*z + 1
*
[ 4/9 ] 
f(z) = 57/16*z^3 - 211/108*z + 1
*
[ 2/5 ] 
f(z) = 57/16*z^3 - 207/100*z + 1
*
-4/5 | 0.19993428944314442832713948452246902164 | 0.027531850277600720884407878290824984472
f(z) = 57/16*z^3 - 203/100*z + 1
*
[ 2/3 ] 
f(z) = 57/17*z^3 - 203/102*z + 1
*
[ 2/5 ] 
f(z) = 59/16*z^3 - 209/100*z + 1
*
[ 1/20 ] 
f(z) = 40*z^3 - 191/10*z + 1
*
1/6 | 0.17201500043256858997515872305094917408 | 0.026145072575821945788657376869315528066
f(z) = 40*z^3 - 191/18*z + 1
*
[ 1/14 ] 
f(z) = 42*z^3 - 185/14*z + 1
*
[ 2/3 ] 
f(z) = 43/2*z^3 - 181/18*z + 1
*
-2 | 0.055507044479718946289055176933199919687 | 0.010677517779827041542239369433321655057
f(z) = 43/18*z^3 - 181/18*z + 1
*
0 | 0.10684295714797703852505862292512646076 | 0.020342230581036780497860347554087276209
f(z) = 44/3*z^3 - 191/12*z + 1
*
0 | 0.13472335847163324141428730946215956821 | 0.025807313329951390482016874431665871054
f(z) = 44/3*z^3 - 185/12*z + 1
*
[ 1/12 ] 
f(z) = 45*z^3 - 181/16*z + 1
*
-2 | 0.071125978291595308925447458235370829608 | 0.013682027298239361791533204327109860950
f(z) = 45/2*z^3 - 181/2*z + 1
*
-2 | 0.070351863535400390957123929693495305584 | 0.013448748379784601757546329095131017181
f(z) = 45/14*z^3 - 187/14*z + 1
*
-4 | 0.17646145448959565863100611071390562895 | 0.026753688076199486027072525573253837975
f(z) = 45/16*z^3 - 183/4*z + 1
*
[ -3/2 ] 
f(z) = 46/3*z^3 - 197/6*z + 1
*
[ 2/3 ] 
f(z) = 47/2*z^3 - 197/18*z + 1
*
-2 | 0.071934836329562241699436684886402917761 | 0.013723446805595928341436038627728713550
f(z) = 47/2*z^3 - 189/2*z + 1
*
[ 2 ] 
f(z) = 47/2*z^3 - 187/2*z + 1
*
[ -2 ] 
f(z) = 47/2*z^3 - 185/2*z + 1
*
-2 | 0.071487595070494031860985686014060863599 | 0.013583850180124303014439428272279963762
f(z) = 47/10*z^3 - 193/10*z + 1
*
[ 2 ] 
f(z) = 47/10*z^3 - 183/10*z + 1
*
-2 | 0.071205906746801663813479444826747655406 | 0.013503871175402988649948545124399011476
f(z) = 47/14*z^3 - 195/14*z + 1
*
[ 2 ] 
f(z) = 47/14*z^3 - 181/14*z + 1
*
[ 4 ] 
f(z) = 47/16*z^3 - 185/4*z + 1
*
[ -4 ] 
f(z) = 47/16*z^3 - 183/4*z + 1
*
-2 | 0.057310397961458480439802867557969621564 | 0.010847660038116370742805185977479911590
f(z) = 47/18*z^3 - 197/18*z + 1
*
1/12 | 0.13358531689059188042010799940173272877 | 0.025696911258611235281347979996390528758
f(z) = 48/5*z^3 - 181/15*z + 1
*
[ 1/21 ] 
f(z) = 49*z^3 - 181/9*z + 1
*
-2 | 0.072711076709414750700372369607933548263 | 0.013762686514226741594709088728767418281
f(z) = 49/2*z^3 - 197/2*z + 1
*
[ 2 ] 
f(z) = 49/2*z^3 - 195/2*z + 1
*
[ -2 ] 
f(z) = 49/2*z^3 - 193/2*z + 1
*
13/14 | 0.075815813573354297279611432936931171221 | 0.014364184650813798328364938464630296820
f(z) = 49/3*z^3 - 181/12*z + 1
*
[ 10/7 ] 
f(z) = 49/5*z^3 - 197/10*z + 1
*
-10/7 | 0.15016846993057885822925135566717927885 | 0.028534544983699192581987377511315566727
f(z) = 49/5*z^3 - 193/10*z + 1
*
[ -10/7 ] 
f(z) = 49/5*z^3 - 183/10*z + 1
*
[ -2 ] 
f(z) = 49/6*z^3 - 187/6*z + 1
*
[ -12/7 ] 
f(z) = 49/8*z^3 - 197/12*z + 1
*
38/21 | 0.20001592706144411568226201555226112248 | 0.027400202637442683991437242299903793475
f(z) = 49/8*z^3 - 185/9*z + 1
*
[ 12/7 ] 
f(z) = 49/9*z^3 - 187/12*z + 1
*
[ 2 ] 
f(z) = 49/10*z^3 - 191/10*z + 1
*
[ -2 ] 
f(z) = 49/10*z^3 - 181/10*z + 1
*
-4 | 0.18679419513809852768404544231269163263 | 0.027964880817094335477962775287337477379
f(z) = 49/16*z^3 - 199/4*z + 1
*
[ 4 ] 
f(z) = 49/16*z^3 - 193/4*z + 1
*
[ -4 ] 
f(z) = 49/16*z^3 - 191/4*z + 1
*
[ 2 ] 
f(z) = 49/18*z^3 - 187/18*z + 1
*
1/10 | 0.085161238396948056181994414309395023145 | 0.016381896129737988958498736497454187756
f(z) = 50/9*z^3 - 181/18*z + 1
*
[ 2 ] 
f(z) = 51/10*z^3 - 199/10*z + 1
*
[ -2 ] 
f(z) = 51/10*z^3 - 189/10*z + 1
*
[ 2 ] 
f(z) = 51/14*z^3 - 197/14*z + 1
*
[ -2 ] 
f(z) = 51/14*z^3 - 183/14*z + 1
*
[ -4 ] 
f(z) = 51/16*z^3 - 199/4*z + 1
*
[ -2 ] 
f(z) = 53/10*z^3 - 197/10*z + 1
*
[ -2 ] 
f(z) = 53/14*z^3 - 191/14*z + 1
*
[ -2 ] 
f(z) = 53/18*z^3 - 185/18*z + 1
*
1/18 | 0.14205008134044482896982365847098887919 | 0.024572977671882565213206223016903029860
f(z) = 54*z^3 - 193/6*z + 1
*
0 | 0.13438055248141523232464083682618411298 | 0.025688732986434702758029042269798516037
f(z) = 54/5*z^3 - 187/15*z + 1
*
[ -2 ] 
f(z) = 55/14*z^3 - 199/14*z + 1
*
[ -2 ] 
f(z) = 55/18*z^3 - 193/18*z + 1
*
[ 3/4 ] 
f(z) = 56*z^3 - 191/6*z + 1
*
0 | 0.13695409443869798309655247950988589395 | 0.025873079101547153605155204143843340711
f(z) = 57/4*z^3 - 199/12*z + 1
*
0 | 0.11302318367053682360633144716533062185 | 0.021605971496439035010130555315000122251
f(z) = 57/4*z^3 - 187/12*z + 1
*
0 | 0.14288276812964231288196166935634182463 | 0.027070796554175809516503255031290395471
f(z) = 57/5*z^3 - 196/15*z + 1
*
2/19 | 0.20602924013945667347913064943025673772 | 0.028287321289112566943550936169673617818
f(z) = 57/8*z^3 - 182/19*z + 1
*
[ -2/3 ] 
f(z) = 59/2*z^3 - 191/18*z + 1
*
[ 3/20 ] 
f(z) = 40*z^3 - 197/30*z + 1
*
1/5 | 0.15279962959784243015091273112696717589 | 0.028839274627558701417333076955666488968
f(z) = 40/7*z^3 - 183/35*z + 1
*
-6/5 | 0.16959200090471532975456884762060473107 | 0.026574254168744641360725087039179753296
f(z) = 40/9*z^3 - 197/30*z + 1
*
[ 6/5 ] 
f(z) = 40/9*z^3 - 187/30*z + 1
*
4/21 | 0.18975555350368420156121695985860516571 | 0.027978498977424739431980424530930462827
f(z) = 42*z^3 - 200/21*z + 1
*
[ 3/7 ] 
f(z) = 42*z^3 - 190/21*z + 1
*
5/7 | 0.12122855749075806915992064719745451145 | 0.021329613105355071095793384309069719796
f(z) = 42/5*z^3 - 199/35*z + 1
*
5/6 | 0.12714599431389251086218609686362094625 | 0.022994416295356792310388745189298352469
f(z) = 42/5*z^3 - 193/30*z + 1
*
0 | 0.13243899857219189769627611290535003931 | 0.025422660639947265700992086632954009120
f(z) = 42/5*z^3 - 183/20*z + 1
*
[ 5/6 ] 
f(z) = 42/5*z^3 - 181/30*z + 1
*
-4/3 | 0.089994166714006152687898980747619424041 | 0.013666973082559663493852382805218074016
f(z) = 43/16*z^3 - 181/36*z + 1
*
[ 3/11 ] 
f(z) = 44*z^3 - 196/33*z + 1
*
0 | 0.060886896926711324570469702539868534845 | 0.011687697239295214729123000123893059662
f(z) = 44/7*z^3 - 183/28*z + 1
*
0 | 0.15389779600076200866214828840392982946 | 0.029480326850795264975719748743928024036
f(z) = 44/9*z^3 - 185/36*z + 1
*
3/10 | 0.18219838256641700209139283097454428280 | 0.026784447081600594538721715519203342709
f(z) = 45*z^3 - 181/20*z + 1
*
-3/5 | 0.18622303185998762362236531389941979729 | 0.028584995332318540465601396620009348506
f(z) = 45/2*z^3 - 193/30*z + 1
*
[ -7/6 ] 
f(z) = 45/7*z^3 - 193/28*z + 1
*
0 | 0.11887338031328079372286144593865865849 | 0.022794792848566838574895191976773754111
f(z) = 45/7*z^3 - 184/21*z + 1
*
0 | 0.14810678958686319807290135064185318662 | 0.028198606111400699273606232058765549969
f(z) = 45/8*z^3 - 191/24*z + 1
*
4/3 | 0.14503093698011635769215690913462289036 | 0.027898628412759053850183695570886038370
f(z) = 45/14*z^3 - 181/28*z + 1
*
1/4 | 0.13371643643400317578080813180211895330 | 0.022632796091966405046257574284895908304
f(z) = 46/3*z^3 - 191/24*z + 1
*
0 | 0.15487222012530362080177015526793366010 | 0.029258133671409044372265210416876861428
f(z) = 46/5*z^3 - 199/20*z + 1
*
[ 3/2 ] 
f(z) = 46/15*z^3 - 197/30*z + 1
*
-3/2 | 0.13247394982037697820466711514319472494 | 0.025324259066911182089568400467775550544
f(z) = 46/15*z^3 - 187/30*z + 1
*
-4/3 | 0.12655252531107551357389681334330413623 | 0.018974819934879422324619605242357170047
f(z) = 47/16*z^3 - 197/36*z + 1
*
1/3 | 0.098119743924571048595410472734961965454 | 0.017326581082235553658428986415583508435
f(z) = 48/5*z^3 - 197/30*z + 1
*
[ 4/21 ] 
f(z) = 49/2*z^3 - 185/36*z + 1
*
13/14 | 0.14575631546945885334920215508268027283 | 0.027615223404545798930231791944493109782
f(z) = 49/6*z^3 - 193/24*z + 1
*
1/14 | 0.14163533044320017904139451766338231235 | 0.026834455025622507005479357144358638949
f(z) = 49/9*z^3 - 181/36*z + 1
*
[ -10/7 ] 
f(z) = 49/12*z^3 - 199/30*z + 1
*
[ 10/7 ] 
f(z) = 49/15*z^3 - 191/30*z + 1
*
[ 4/3 ] 
f(z) = 49/16*z^3 - 187/36*z + 1
*
1/4 | 0.066695096580402157858362843932030443932 | 0.011131685092352785707783718799312585662
f(z) = 50/3*z^3 - 193/24*z + 1
*
[ 1/10 ] 
f(z) = 50/11*z^3 - 199/22*z + 1
*
2/3 | 0.12927576578919035085287433563655097728 | 0.022586501901595365258591204919174657239
f(z) = 51/5*z^3 - 181/30*z + 1
*
0 | 0.10748287405247048385150427198868468883 | 0.020589185422213597792559131437090747619
f(z) = 51/8*z^3 - 185/24*z + 1
*
-1 | 0.11663809884852818203152089175192542083 | 0.021852415309616883466854172256780327179
f(z) = 52/5*z^3 - 193/20*z + 1
*
0 | 0.12426266853857568053409095599959751990 | 0.023903575935738856942870945259353596950
f(z) = 53/15*z^3 - 181/30*z + 1
*
1/2 | 0.069200770458229427477352224583156349509 | 0.011970911746764208815126252372235282741
f(z) = 54/5*z^3 - 191/30*z + 1
*
-7/9 | 0.072315492814654045410466730598171794112 | 0.012509721736848624962303131303888048150
f(z) = 54/5*z^3 - 181/30*z + 1
*
1/9 | 0.13765121010350574022129832537907465825 | 0.026207929192806614068641603378374515359
f(z) = 54/7*z^3 - 191/21*z + 1
*
[ 1/6 ] 
f(z) = 54/19*z^3 - 193/38*z + 1
*
[ 1/10 ] 
f(z) = 55*z^3 - 191/20*z + 1
*
[ 4/5 ] 
f(z) = 55/4*z^3 - 181/20*z + 1
*
[ 6/5 ] 
f(z) = 55/12*z^3 - 193/30*z + 1
*
1/8 | 0.14457915346169303055584537663900952798 | 0.023682891124635059901259956792439512022
f(z) = 56/3*z^3 - 199/24*z + 1
*
[ 3/4 ] 
f(z) = 56/5*z^3 - 199/30*z + 1
*
5/4 | 0.12817624947395065660458742826690071753 | 0.024214787116595352053758678009023201381
f(z) = 56/15*z^3 - 199/30*z + 1
*
0 | 0.052349819190752949297384044293040042957 | 0.010007404362066252188384284146034986047
f(z) = 56/15*z^3 - 187/30*z + 1
*
-5/4 | 0.13088044498729278182788563192180938168 | 0.025176593196096065085676013749552681575
f(z) = 56/15*z^3 - 181/30*z + 1
*
2/3 | 0.14578773420283090930333114337246486755 | 0.024985854858460110161522043721758920594
f(z) = 57/5*z^3 - 197/30*z + 1
*
0 | 0.054405622292042580788283309222900885578 | 0.010400400044600132619895792776523701982
f(z) = 57/8*z^3 - 187/24*z + 1
*
0 | 0.058793873404595894922532760485009126277 | 0.011309783010548277719534922700102183815
f(z) = 57/10*z^3 - 181/30*z + 1
*
0 | 0.056026322927662706871516406204144132715 | 0.010667061358322966417485451569257137439
f(z) = 58/15*z^3 - 191/30*z + 1
*
21/40 | 0.18955890784445884938636669615834285497 | 0.025693291174513404440634145394317625207
f(z) = 40/3*z^3 - 187/40*z + 1
*
3/4 | 0.11157349487910384471166432075258246251 | 0.020357753254627548127644681128028922848
f(z) = 40/7*z^3 - 191/42*z + 1
*
[ 1/5 ] 
f(z) = 40/9*z^3 - 188/45*z + 1
*
-11/10 | 0.15502374073621813756802847853861871762 | 0.029259051508501709520636654605547866208
f(z) = 40/11*z^3 - 192/55*z + 1
*
[ -3/2 ] 
f(z) = 40/17*z^3 - 185/51*z + 1
*
[ -2/3 ] 
f(z) = 41/3*z^3 - 193/54*z + 1
*
[ 1/4 ] 
f(z) = 41/3*z^3 - 185/48*z + 1
*
[ 2/3 ] 
f(z) = 41/6*z^3 - 191/54*z + 1
*
[ 1/4 ] 
f(z) = 43/3*z^3 - 187/48*z + 1
*
[ 2/3 ] 
f(z) = 43/6*z^3 - 199/54*z + 1
*
[ 1/4 ] 
f(z) = 46/7*z^3 - 191/56*z + 1
*
[ 1/4 ] 
f(z) = 47/3*z^3 - 191/48*z + 1
*
[ 5/14 ] 
f(z) = 49/2*z^3 - 197/40*z + 1
*
4/21 | 0.17244347622098945608646467541412195824 | 0.028320283352868975357908936214668995851
f(z) = 49/5*z^3 - 196/45*z + 1
*
5/7 | 0.13058752901518857149711421032192979233 | 0.023737756712615380919715659854628799061
f(z) = 49/8*z^3 - 181/40*z + 1
*
[ -8/7 ] 
f(z) = 49/10*z^3 - 181/40*z + 1
*
[ 3/14 ] 
f(z) = 49/12*z^3 - 185/48*z + 1
*
[ 1/4 ] 
f(z) = 50/7*z^3 - 193/56*z + 1
*
0 | 0.088172563020894350864936603096587727678 | 0.016890144268963013334960214370210515198
f(z) = 51/16*z^3 - 185/48*z + 1
*
[ 3/8 ] 
f(z) = 52/3*z^3 - 197/48*z + 1
*
[ 1/4 ] 
f(z) = 53/3*z^3 - 197/48*z + 1
*
[ 2/5 ] 
f(z) = 53/4*z^3 - 181/50*z + 1
*
7/12 | 0.15362929942523009619222309358519302549 | 0.025316170922956393976179085732469797415
f(z) = 54/5*z^3 - 187/40*z + 1
*
[ 1/4 ] 
f(z) = 54/7*z^3 - 195/56*z + 1
*
[ 7/12 ] 
f(z) = 54/7*z^3 - 187/56*z + 1
*
[ 1/4 ] 
f(z) = 55/3*z^3 - 199/48*z + 1
*
[ -10/11 ] 
f(z) = 55/8*z^3 - 197/55*z + 1
*
[ 1/5 ] 
f(z) = 55/9*z^3 - 191/45*z + 1
*
[ 3/4 ] 
f(z) = 55/9*z^3 - 181/48*z + 1
*
0 | 0.16875421658761694502807354116035142649 | 0.028485302181122021128029691666366149635
f(z) = 55/18*z^3 - 187/45*z + 1
*
[ 5/8 ] 
f(z) = 56/5*z^3 - 199/40*z + 1
*
[ 6/7 ] 
f(z) = 56/9*z^3 - 199/42*z + 1
*
[ 2/5 ] 
f(z) = 57/4*z^3 - 189/50*z + 1
*
0 | 0.12843163282405274373041248919432205673 | 0.024263033601269580011006074916025227655
f(z) = 57/14*z^3 - 199/42*z + 1
*
0 | 0.14705221911261345087870606655487369536 | 0.028111100319884866361309432947129834203
f(z) = 57/16*z^3 - 187/48*z + 1
*
[ 1/4 ] 
f(z) = 58/7*z^3 - 197/56*z + 1
*
[ 2/5 ] 
f(z) = 59/4*z^3 - 193/50*z + 1
*
[ 3/4 ] 
f(z) = 59/9*z^3 - 193/48*z + 1
*
1/5 | 0.10142566054035505687358133306380700239 | 0.016928358624655832262047352505510200413
f(z) = 40/7*z^3 - 191/70*z + 1
*
[ 1/3 ] 
f(z) = 41/8*z^3 - 185/72*z + 1
*
[ 1/3 ] 
f(z) = 43/8*z^3 - 187/72*z + 1
*
[ 3/5 ] 
f(z) = 44/9*z^3 - 182/75*z + 1
*
7/15 | 0.14593212313236471003092671544912118340 | 0.026944131809847639351414587917773381440
f(z) = 45/14*z^3 - 199/70*z + 1
*
11/15 | 0.11141863386790420519495467893838949368 | 0.020571744538294644128927393295229356461
f(z) = 45/14*z^3 - 191/70*z + 1
*
-6/5 | 0.17241505263154092199390254503417212950 | 0.025931035233176839046619928198203438406
f(z) = 45/16*z^3 - 193/60*z + 1
*
[ -4/3 ] 
f(z) = 45/19*z^3 - 187/76*z + 1
*
[ 3/5 ] 
f(z) = 46/9*z^3 - 188/75*z + 1
*
[ 1/3 ] 
f(z) = 47/8*z^3 - 191/72*z + 1
*
[ 3/5 ] 
f(z) = 47/9*z^3 - 191/75*z + 1
*
[ 8/21 ] 
f(z) = 49/8*z^3 - 181/72*z + 1
*
[ 3/5 ] 
f(z) = 49/9*z^3 - 197/75*z + 1
*
6/7 | 0.15442001668464467530049933396220026378 | 0.029172704349722005136044659740112878142
f(z) = 49/15*z^3 - 199/60*z + 1
*
5/14 | 0.15018650718929524480117984496320718362 | 0.028454574575534240040913168671110336387
f(z) = 49/15*z^3 - 193/60*z + 1
*
11/20 | 0.17123110034429733206484455181291368139 | 0.028579172754506043847195485910377908200
f(z) = 50/9*z^3 - 193/72*z + 1
*
[ 3/10 ] 
f(z) = 50/11*z^3 - 181/66*z + 1
*
-2/3 | 0.10836071543454713129888089925991192862 | 0.016887211537539937586890802478665680788
f(z) = 51/5*z^3 - 197/60*z + 1
*
[ 6/13 ] 
f(z) = 52/9*z^3 - 187/78*z + 1
*
[ 1/3 ] 
f(z) = 53/8*z^3 - 197/72*z + 1
*
7/18 | 0.13321643924206580251598769537640837353 | 0.023044862460708340357590844363854731934
f(z) = 54/11*z^3 - 181/66*z + 1
*
5/18 | 0.14249822014206181950293049951191893439 | 0.024650500364316977264080972032735044104
f(z) = 54/13*z^3 - 181/78*z + 1
*
[ 2/5 ] 
f(z) = 55/7*z^3 - 193/70*z + 1
*
[ 1/3 ] 
f(z) = 55/7*z^3 - 181/63*z + 1
*
[ 1/3 ] 
f(z) = 55/8*z^3 - 199/72*z + 1
*
3/5 | 0.13835204555357685129328273084776751758 | 0.024631953687956726442308800281887888068
f(z) = 55/12*z^3 - 199/60*z + 1
*
[ 4/5 ] 
f(z) = 55/12*z^3 - 191/60*z + 1
*
[ -6/5 ] 
f(z) = 55/16*z^3 - 187/60*z + 1
*
[ 3/11 ] 
f(z) = 55/18*z^3 - 191/66*z + 1
*
6/11 | 0.19124080930223389466551422213163101525 | 0.029856984892155904672165943596185613819
f(z) = 55/18*z^3 - 181/66*z + 1
*
[ 9/14 ] 
f(z) = 56/9*z^3 - 197/63*z + 1
*
[ 2/3 ] 
f(z) = 57/11*z^3 - 185/66*z + 1
*
[ 2/3 ] 
f(z) = 57/13*z^3 - 191/78*z + 1
*
[ 1/3 ] 
f(z) = 58/7*z^3 - 184/63*z + 1
*
[ 1/3 ] 
f(z) = 59/7*z^3 - 185/63*z + 1
*
[ 2/5 ] 
f(z) = 40/9*z^3 - 199/90*z + 1
*
[ 9/20 ] 
f(z) = 40/9*z^3 - 191/90*z + 1
*
[ -19/15 ] 
f(z) = 45/19*z^3 - 191/95*z + 1
*
[ 10/21 ] 
f(z) = 49/10*z^3 - 199/90*z + 1
*
[ 11/20 ] 
f(z) = 50/11*z^3 - 193/88*z + 1
*
[ 3/4 ] 
f(z) = 53/18*z^3 - 191/96*z + 1
*
[ 8/11 ] 
f(z) = 55/16*z^3 - 193/88*z + 1
*
[ 3/4 ] 
f(z) = 55/18*z^3 - 197/96*z + 1
*
[ 2/5 ] 
f(z) = 41/16*z^3 - 191/100*z + 1
*
[ 4/5 ] 
f(z) = 41/16*z^3 - 189/100*z + 1
*
[ 4/5 ] 
f(z) = 43/16*z^3 - 197/100*z + 1
*
[ 2/5 ] 
f(z) = 43/16*z^3 - 193/100*z + 1
*
[ 2/5 ] 
f(z) = 47/16*z^3 - 197/100*z + 1
*
[ 2/3 ] 
f(z) = 48/19*z^3 - 185/114*z + 1
*
[ 2/5 ] 
f(z) = 49/16*z^3 - 199/100*z + 1
*
[ 2/3 ] 
f(z) = 51/19*z^3 - 193/114*z + 1
*
-4/5 | 0.21374397093761865086950063771052452597 | 0.029731392939314650190844280213898073048
f(z) = 53/16*z^3 - 187/100*z + 1
*
[ -3/5 ] 
f(z) = 40*z^3 - 176/15*z + 1
*
0 | 0.14038796704050616876986032634837922592 | 0.027366615764188901242425778524174773252
f(z) = 40/3*z^3 - 169/12*z + 1
*
[ 2/3 ] 
f(z) = 41/2*z^3 - 173/18*z + 1
*
-2 | 0.069392325335706989125619874009887167472 | 0.013590494785032666767987984758744081611
f(z) = 41/2*z^3 - 165/2*z + 1
*
[ 2 ] 
f(z) = 41/2*z^3 - 163/2*z + 1
*
[ -2 ] 
f(z) = 41/2*z^3 - 161/2*z + 1
*
-2 | 0.068860925434703478314115373306969013488 | 0.013423447374191694448097243856252938753
f(z) = 41/10*z^3 - 169/10*z + 1
*
-2 | 0.068512971124847794463182157234987729841 | 0.013325059170431224986063425580138527331
f(z) = 41/14*z^3 - 171/14*z + 1
*
-4 | 0.18852388252573010882561689910429959706 | 0.028984552574524387169053143066602569571
f(z) = 41/16*z^3 - 167/4*z + 1
*
[ 4 ] 
f(z) = 41/16*z^3 - 161/4*z + 1
*
-2 | 0.054530963430647055658987245934830701324 | 0.010581773305603415013397542398856499589
f(z) = 41/18*z^3 - 173/18*z + 1
*
-2 | 0.070278789104009001987401848888265061018 | 0.013637650386220405043026139073413209115
f(z) = 43/2*z^3 - 173/2*z + 1
*
[ 2 ] 
f(z) = 43/2*z^3 - 171/2*z + 1
*
[ -2 ] 
f(z) = 43/2*z^3 - 169/2*z + 1
*
[ -2 ] 
f(z) = 43/6*z^3 - 163/6*z + 1
*
-2 | 0.069778689421045361756969802202538638526 | 0.013480809680199892699812480889960415442
f(z) = 43/10*z^3 - 177/10*z + 1
*
[ 2 ] 
f(z) = 43/10*z^3 - 167/10*z + 1
*
-2 | 0.069456629367295837222505017111618403806 | 0.013389524505597965177370951522726447220
f(z) = 43/14*z^3 - 179/14*z + 1
*
[ 2 ] 
f(z) = 43/14*z^3 - 165/14*z + 1
*
[ 4 ] 
f(z) = 43/16*z^3 - 169/4*z + 1
*
[ -4 ] 
f(z) = 43/16*z^3 - 167/4*z + 1
*
[ 2 ] 
f(z) = 43/18*z^3 - 163/18*z + 1
*
0 | 0.10215495377991334616064179157747795574 | 0.019692954718134059452681737580106527298
f(z) = 44/3*z^3 - 179/12*z + 1
*
[ 2 ] 
f(z) = 45/2*z^3 - 179/2*z + 1
*
[ -2 ] 
f(z) = 45/2*z^3 - 177/2*z + 1
*
[ 2 ] 
f(z) = 45/14*z^3 - 173/14*z + 1
*
[ 4 ] 
f(z) = 45/16*z^3 - 177/4*z + 1
*
[ -4 ] 
f(z) = 45/16*z^3 - 175/4*z + 1
*
[ -2 ] 
f(z) = 47/6*z^3 - 179/6*z + 1
*
[ -2 ] 
f(z) = 47/10*z^3 - 173/10*z + 1
*
[ -2 ] 
f(z) = 47/14*z^3 - 167/14*z + 1
*
[ 2 ] 
f(z) = 47/18*z^3 - 179/18*z + 1
*
[ -2 ] 
f(z) = 47/18*z^3 - 161/18*z + 1
*
[ 1/12 ] 
f(z) = 48/5*z^3 - 166/15*z + 1
*
[ 2/21 ] 
f(z) = 49*z^3 - 179/18*z + 1
*
13/14 | 0.14790175553236035920410240823289627702 | 0.028021701891925662718128896617070279750
f(z) = 49/2*z^3 - 177/8*z + 1
*
[ 2/21 ] 
f(z) = 49/2*z^3 - 175/18*z + 1
*
1/14 | 0.14569680688163264480512807881526458348 | 0.027603948812827307511905725222466386855
f(z) = 49/3*z^3 - 169/12*z + 1
*
[ 2/21 ] 
f(z) = 49/4*z^3 - 173/18*z + 1
*
-38/21 | 0.17081009921840237114759563195663785766 | 0.023560255667912338283909709938347820185
f(z) = 49/8*z^3 - 176/9*z + 1
*
[ -12/7 ] 
f(z) = 49/9*z^3 - 173/12*z + 1
*
[ 13/7 ] 
f(z) = 49/13*z^3 - 163/13*z + 1
*
12/7 | 0.12288490527345218964007230324737542225 | 0.023954645520773198608248465561905709834
f(z) = 49/15*z^3 - 169/15*z + 1
*
[ -2 ] 
f(z) = 49/18*z^3 - 169/18*z + 1
*
1/15 | 0.17739647397949826860899310193117739542 | 0.026078532656755886677232509600808804560
f(z) = 50*z^3 - 175/18*z + 1
*
9/5 | 0.15062429434156376730673998858702324719 | 0.029430339281797186178908132220388127386
f(z) = 50/9*z^3 - 167/9*z + 1
*
[ 1/10 ] 
f(z) = 50/9*z^3 - 163/18*z + 1
*
0 | 0.14119513737460592079443689337326018993 | 0.027786636770647486520890427288111456099
f(z) = 51/2*z^3 - 161/6*z + 1
*
0 | 0.086255357892435394847269174533421093021 | 0.016974708505155371739974602435338527748
f(z) = 51/4*z^3 - 161/12*z + 1
*
[ -2/3 ] 
f(z) = 53/2*z^3 - 167/18*z + 1
*
0 | 0.086087305055697265860837388958450774904 | 0.016820517611186050656292395592588770402
f(z) = 54/5*z^3 - 167/15*z + 1
*
[ -2/3 ] 
f(z) = 55/2*z^3 - 175/18*z + 1
*
-4/5 | 0.15339268176955488132001756401075706079 | 0.027309761979312324815352897622663050858
f(z) = 55/3*z^3 - 161/15*z + 1
*
[ 3 ] 
f(z) = 55/9*z^3 - 163/3*z + 1
*
[ -3 ] 
f(z) = 55/9*z^3 - 161/3*z + 1
*
[ 3/2 ] 
f(z) = 55/9*z^3 - 161/12*z + 1
*
[ 3 ] 
f(z) = 55/18*z^3 - 161/6*z + 1
*
[ -3/4 ] 
f(z) = 56*z^3 - 175/6*z + 1
*
[ 5/4 ] 
f(z) = 56/5*z^3 - 173/10*z + 1
*
-5/4 | 0.12929278948189210436127172445405413811 | 0.025262396599271986684634108811638653763
f(z) = 56/5*z^3 - 167/10*z + 1
*
[ 3 ] 
f(z) = 56/9*z^3 - 166/3*z + 1
*
[ -3 ] 
f(z) = 56/9*z^3 - 164/3*z + 1
*
0 | 0.13725815958829340234052911111141911154 | 0.026575769118274420711564334094274993572
f(z) = 57/2*z^3 - 175/6*z + 1
*
0 | 0.15406913875654867806244744637367221751 | 0.029797817555261930219169500668965424089
f(z) = 57/5*z^3 - 176/15*z + 1
*
[ 2/19 ] 
f(z) = 57/8*z^3 - 163/19*z + 1
*
[ 3 ] 
f(z) = 58/9*z^3 - 172/3*z + 1
*
[ -3 ] 
f(z) = 58/9*z^3 - 170/3*z + 1
*
[ 3 ] 
f(z) = 59/9*z^3 - 175/3*z + 1
*
[ -3 ] 
f(z) = 59/9*z^3 - 173/3*z + 1
*
[ 3/2 ] 
f(z) = 59/9*z^3 - 173/12*z + 1
*
[ 3 ] 
f(z) = 59/18*z^3 - 173/6*z + 1
*
[ -3 ] 
f(z) = 59/18*z^3 - 169/6*z + 1
*
[ 3/8 ] 
f(z) = 40*z^3 - 175/24*z + 1
*
[ 3/20 ] 
f(z) = 40/3*z^3 - 179/30*z + 1
*
[ 1/8 ] 
f(z) = 40/3*z^3 - 173/24*z + 1
*
3/5 | 0.097999767924846675275454815507931644807 | 0.016356563099776689890103607184996378086
f(z) = 40/3*z^3 - 169/30*z + 1
*
0 | 0.10253648521843753737468446502943856273 | 0.020034507460652641771702067103522437252
f(z) = 40/7*z^3 - 167/28*z + 1
*
[ 3/20 ] 
f(z) = 40/9*z^3 - 173/30*z + 1
*
-6/5 | 0.16531710058091537976441284527426342367 | 0.026592822175441638981981541105235750471
f(z) = 40/9*z^3 - 167/30*z + 1
*
-4/3 | 0.13297923017818390287269257248504863914 | 0.020334502991577224286178480332022169679
f(z) = 41/16*z^3 - 173/36*z + 1
*
2/21 | 0.11312841857524858810229868451140614035 | 0.016680214544360185208079231649905764054
f(z) = 42*z^3 - 176/21*z + 1
*
[ 5/7 ] 
f(z) = 42/5*z^3 - 164/35*z + 1
*
0 | 0.10886423978589034578248438441844328203 | 0.021424045788614032347233070079399976620
f(z) = 43/15*z^3 - 161/30*z + 1
*
[ 4/3 ] 
f(z) = 43/16*z^3 - 163/36*z + 1
*
0 | 0.13290610634494012384954955322033632702 | 0.025704770863324070891380823896222457167
f(z) = 44/5*z^3 - 171/20*z + 1
*
0 | 0.11371896278963311445210636881485264944 | 0.021993871927417891378834984085660699384
f(z) = 44/9*z^3 - 167/36*z + 1
*
0 | 0.078197091953689600158330172322851811326 | 0.015351575729273988954426254105021685298
f(z) = 44/15*z^3 - 163/30*z + 1
*
[ -3/5 ] 
f(z) = 45/2*z^3 - 163/30*z + 1
*
4/5 | 0.094732879358981117187175029691611159815 | 0.017490975484949218943573179770796724654
f(z) = 45/4*z^3 - 169/20*z + 1
*
2/15 | 0.13625426005862724927502344843369925472 | 0.025157262594905011942726413940803128062
f(z) = 45/7*z^3 - 179/35*z + 1
*
1/6 | 0.12052223822616767923665575603350436358 | 0.023208788689531855964796723774179708789
f(z) = 45/7*z^3 - 173/28*z + 1
*
[ 14/15 ] 
f(z) = 45/8*z^3 - 174/35*z + 1
*
-14/15 | 0.20738081110662908680489809674280304120 | 0.028169045624519459312723994323021621382
f(z) = 45/8*z^3 - 169/35*z + 1
*
0 | 0.13449950571774689439619250563343459946 | 0.026279731990186838051586273819855574437
f(z) = 45/8*z^3 - 167/24*z + 1
*
[ 1/6 ] 
f(z) = 45/8*z^3 - 165/32*z + 1
*
2/15 | 0.18545358989351875257795279916764665599 | 0.028409127668068672237670295705457723808
f(z) = 45/16*z^3 - 171/20*z + 1
*
0 | 0.12597529119921262931825387586583048868 | 0.024557071825364824886020936631512228436
f(z) = 47/15*z^3 - 169/30*z + 1
*
[ 4/3 ] 
f(z) = 47/16*z^3 - 179/36*z + 1
*
2/3 | 0.10609287194457601523746818542927371266 | 0.018734524515351929999947969153501294075
f(z) = 48/5*z^3 - 173/30*z + 1
*
-5/6 | 0.10353064929746259843712371434278917396 | 0.018282071658564218905767223880149758726
f(z) = 48/5*z^3 - 167/30*z + 1
*
-7/6 | 0.13864758447591796024121373092054681491 | 0.026756730212728147771460314396695702864
f(z) = 48/7*z^3 - 178/21*z + 1
*
7/8 | 0.085341133802349120877373176393843399218 | 0.016232279396079354842621233532651772006
f(z) = 48/7*z^3 - 167/28*z + 1
*
[ 1/6 ] 
f(z) = 48/11*z^3 - 169/33*z + 1
*
[ 13/12 ] 
f(z) = 48/13*z^3 - 166/39*z + 1
*
5/14 | 0.19350646745007979246088877229229450745 | 0.028095098431068991032959361805073827871
f(z) = 49*z^3 - 177/20*z + 1
*
[ 5/14 ] 
f(z) = 49*z^3 - 161/20*z + 1
*
[ 4/21 ] 
f(z) = 49/4*z^3 - 169/36*z + 1
*
1/14 | 0.15152109898788385291630642830664464297 | 0.028707428460823494977907215334583726534
f(z) = 49/6*z^3 - 169/24*z + 1
*
5/7 | 0.14530793124133834800021894977939901619 | 0.026413581344503034602397885760636182137
f(z) = 49/6*z^3 - 167/30*z + 1
*
0 | 0.15243536801337291068212982451978964473 | 0.029925960638829476331213191752926303232
f(z) = 49/8*z^3 - 163/24*z + 1
*
[ 4/21 ] 
f(z) = 49/8*z^3 - 161/36*z + 1
*
[ -9/7 ] 
f(z) = 49/12*z^3 - 179/36*z + 1
*
-10/7 | 0.14169199319523015459931256942132649288 | 0.027314720458172122962985258373318752261
f(z) = 49/15*z^3 - 179/30*z + 1
*
0 | 0.10818467014470952091621035962638817185 | 0.020993314304243791842608449635162589180
f(z) = 49/15*z^3 - 173/30*z + 1
*
[ 3/20 ] 
f(z) = 50*z^3 - 163/24*z + 1
*
4/5 | 0.11457645825761952666842080128398796080 | 0.021625065153895916662945023165643617778
f(z) = 50/9*z^3 - 173/36*z + 1
*
[ 13/10 ] 
f(z) = 50/13*z^3 - 163/26*z + 1
*
0 | 0.14465613983307008010915262978727618323 | 0.028264227182557370993177740313496008936
f(z) = 51/7*z^3 - 167/21*z + 1
*
0 | 0.092570517484725195851506054214890472003 | 0.018045291462662602972765776517236988841
f(z) = 51/8*z^3 - 169/24*z + 1
*
0 | 0.13356261542627967406807387186139238761 | 0.026284587061531376042083102700794329979
f(z) = 51/8*z^3 - 161/24*z + 1
*
0 | 0.11345063737334116622771833341112864223 | 0.022015179093392182216587598583973342142
f(z) = 51/10*z^3 - 173/30*z + 1
*
0 | 0.062185746285464811268852933715897297709 | 0.012208244188263425185768804921935165854
f(z) = 51/10*z^3 - 163/30*z + 1
*
0 | 0.14872164028094512150261748313035837994 | 0.029161869704967069814741426414444482852
f(z) = 51/11*z^3 - 164/33*z + 1
*
[ 2/13 ] 
f(z) = 52*z^3 - 175/26*z + 1
*
3/26 | 0.18150608906297576027419418206321304374 | 0.027854621087010131404625762935896773864
f(z) = 52/3*z^3 - 178/39*z + 1
*
[ 3/13 ] 
f(z) = 52/3*z^3 - 166/39*z + 1
*
0 | 0.087269474318586654225169260905854827714 | 0.016823401533066094229622970498043482933
f(z) = 52/15*z^3 - 179/30*z + 1
*
0 | 0.13604720293920944095630258045444802627 | 0.026341305065901687368751220577060264040
f(z) = 53/8*z^3 - 175/24*z + 1
*
0 | 0.12512852336553998137442974807999975595 | 0.024392006610488482861073085220555057108
f(z) = 53/10*z^3 - 169/30*z + 1
*
0 | 0.15217852449595038303678048951022965988 | 0.029432162374351860575096245327812972979
f(z) = 54/7*z^3 - 176/21*z + 1
*
[ 1/9 ] 
f(z) = 54/7*z^3 - 170/21*z + 1
*
0 | 0.13349234879187937207475757475532644064 | 0.025904287840884162269716107586296536510
f(z) = 54/11*z^3 - 173/33*z + 1
*
[ 1/6 ] 
f(z) = 54/17*z^3 - 173/34*z + 1
*
2/5 | 0.18693181920662933543398259913759083340 | 0.029625077689463978107263465281837307806
f(z) = 55/3*z^3 - 163/30*z + 1
*
1/5 | 0.099926305601492621258763006810001915508 | 0.017790702854707032304192718047476697006
f(z) = 55/6*z^3 - 161/30*z + 1
*
-3/2 | 0.16355956789239687049181190171673017454 | 0.026161561493740092529676149748836841846
f(z) = 55/18*z^3 - 173/24*z + 1
*
-5/7 | 0.17212874997431317913976900184039585805 | 0.028826193624152537008419852017306320888
f(z) = 56/3*z^3 - 179/21*z + 1
*
[ 1/8 ] 
f(z) = 56/3*z^3 - 175/24*z + 1
*
1/14 | 0.14180311325899543824381379621954810947 | 0.023747595912486639374858980967100913541
f(z) = 56/3*z^3 - 170/21*z + 1
*
[ 5/4 ] 
f(z) = 56/15*z^3 - 169/30*z + 1
*
[ 2/3 ] 
f(z) = 57/5*z^3 - 167/30*z + 1
*
1/3 | 0.12989964102468724300261754933745981478 | 0.025264126988706450652487482043237547927
f(z) = 57/8*z^3 - 163/24*z + 1
*
[ -4/3 ] 
f(z) = 59/16*z^3 - 173/36*z + 1
*
[ 3/2 ] 
f(z) = 59/18*z^3 - 169/24*z + 1
*
[ 9/10 ] 
f(z) = 40/9*z^3 - 167/45*z + 1
*
[ -3/2 ] 
f(z) = 40/19*z^3 - 175/57*z + 1
*
[ 2/5 ] 
f(z) = 43/4*z^3 - 161/50*z + 1
*
[ 3/8 ] 
f(z) = 44/3*z^3 - 179/48*z + 1
*
[ -5/6 ] 
f(z) = 44/5*z^3 - 176/45*z + 1
*
[ 5/11 ] 
f(z) = 44/5*z^3 - 166/55*z + 1
*
[ 1/4 ] 
f(z) = 44/13*z^3 - 167/52*z + 1
*
[ 8/15 ] 
f(z) = 45/4*z^3 - 163/40*z + 1
*
[ 1/5 ] 
f(z) = 45/8*z^3 - 169/40*z + 1
*
1/15 | 0.097435340369628272882529041308677692106 | 0.017989943526521568765465568973691967808
f(z) = 45/8*z^3 - 161/40*z + 1
*
0 | 0.12114661363393540886234293225995642563 | 0.023670722957894524741779768770079604498
f(z) = 45/16*z^3 - 167/48*z + 1
*
[ 2/5 ] 
f(z) = 47/4*z^3 - 169/50*z + 1
*
[ 2/5 ] 
f(z) = 49/4*z^3 - 173/50*z + 1
*
[ 5/21 ] 
f(z) = 49/5*z^3 - 169/45*z + 1
*
[ 3/4 ] 
f(z) = 49/9*z^3 - 163/48*z + 1
*
11/14 | 0.10380430335798930804531533976355197852 | 0.019666928450759095605887393863409186508
f(z) = 49/12*z^3 - 169/48*z + 1
*
[ 13/14 ] 
f(z) = 49/13*z^3 - 173/52*z + 1
*
[ -9/7 ] 
f(z) = 49/15*z^3 - 163/45*z + 1
*
3/20 | 0.11143398651399176603529094449184142255 | 0.018598789267271855863461922532870147996
f(z) = 50/7*z^3 - 177/56*z + 1
*
3/10 | 0.16561268972504864610230478631965466247 | 0.029035590059915644171492172421448506652
f(z) = 50/7*z^3 - 167/42*z + 1
*
[ 2/5 ] 
f(z) = 51/4*z^3 - 177/50*z + 1
*
0 | 0.12719495531149749955407755939992348042 | 0.024852502752721204756254203590758610827
f(z) = 51/14*z^3 - 167/42*z + 1
*
1/3 | 0.077019740686526693756371514988382021510 | 0.015157176078578464176815285624847335662
f(z) = 51/16*z^3 - 161/48*z + 1
*
[ 1/3 ] 
f(z) = 53/6*z^3 - 161/54*z + 1
*
[ 3/4 ] 
f(z) = 53/9*z^3 - 175/48*z + 1
*
5/12 | 0.14855083622191196883682372553061805784 | 0.024479304238267001099006499822498912845
f(z) = 54/5*z^3 - 163/40*z + 1
*
[ 1/3 ] 
f(z) = 55/6*z^3 - 163/54*z + 1
*
6/11 | 0.17585686872942883918895967015888429828 | 0.021941882618780442132091582539090765818
f(z) = 55/8*z^3 - 173/55*z + 1
*
[ 1/5 ] 
f(z) = 55/8*z^3 - 171/40*z + 1
*
[ 2/3 ] 
f(z) = 57/7*z^3 - 173/42*z + 1
*
[ 6/19 ] 
f(z) = 57/8*z^3 - 164/57*z + 1
*
1/3 | 0.096587806100027181731111904068884428702 | 0.018785322111920882493345981497517796086
f(z) = 57/16*z^3 - 163/48*z + 1
*
[ 1/3 ] 
f(z) = 59/6*z^3 - 167/54*z + 1
*
[ 7/20 ] 
f(z) = 40/7*z^3 - 179/70*z + 1
*
[ 1/3 ] 
f(z) = 40/7*z^3 - 166/63*z + 1
*
[ 3/4 ] 
f(z) = 40/13*z^3 - 161/78*z + 1
*
[ 1/3 ] 
f(z) = 41/7*z^3 - 167/63*z + 1
*
[ 3/5 ] 
f(z) = 41/9*z^3 - 173/75*z + 1
*
1/2 | 0.14851829162862100091217354102843215400 | 0.029121996375890316515784674142517941082
f(z) = 41/15*z^3 - 161/60*z + 1
*
[ 1/3 ] 
f(z) = 43/7*z^3 - 169/63*z + 1
*
[ 3/5 ] 
f(z) = 43/9*z^3 - 179/75*z + 1
*
[ 1/3 ] 
f(z) = 44/7*z^3 - 170/63*z + 1
*
3/4 | 0.095952839737816231650282260521912825116 | 0.018497340149594772718762559624369023302
f(z) = 44/15*z^3 - 179/60*z + 1
*
[ -5/4 ] 
f(z) = 44/15*z^3 - 167/60*z + 1
*
0 | 0.11651389635803564857616538096556973942 | 0.022534427428814798994358179457700369564
f(z) = 44/15*z^3 - 161/60*z + 1
*
[ 2/5 ] 
f(z) = 45/7*z^3 - 177/70*z + 1
*
[ 13/15 ] 
f(z) = 45/13*z^3 - 179/65*z + 1
*
7/15 | 0.10921039288067813368252778008641786559 | 0.020164026655825683619233154529698771628
f(z) = 45/14*z^3 - 179/70*z + 1
*
[ 8/9 ] 
f(z) = 45/16*z^3 - 169/72*z + 1
*
[ 1/3 ] 
f(z) = 46/7*z^3 - 172/63*z + 1
*
[ 1/3 ] 
f(z) = 47/7*z^3 - 173/63*z + 1
*
-1 | 0.15888955545929130177811258566221125330 | 0.028057683965238792173466305979068830335
f(z) = 48/11*z^3 - 167/66*z + 1
*
[ 2/3 ] 
f(z) = 48/11*z^3 - 161/66*z + 1
*
[ 2/3 ] 
f(z) = 48/13*z^3 - 167/78*z + 1
*
[ -17/14 ] 
f(z) = 49/17*z^3 - 165/68*z + 1
*
[ 1/3 ] 
f(z) = 50/7*z^3 - 176/63*z + 1
*
[ 7/15 ] 
f(z) = 50/7*z^3 - 170/63*z + 1
*
[ 9/20 ] 
f(z) = 50/9*z^3 - 169/72*z + 1
*
[ 2/3 ] 
f(z) = 51/11*z^3 - 169/66*z + 1
*
[ 2/3 ] 
f(z) = 51/13*z^3 - 175/78*z + 1
*
[ 1/3 ] 
f(z) = 52/7*z^3 - 178/63*z + 1
*
[ 1/3 ] 
f(z) = 53/7*z^3 - 179/63*z + 1
*
[ 6/11 ] 
f(z) = 55/9*z^3 - 175/66*z + 1
*
[ 3/10 ] 
f(z) = 55/9*z^3 - 173/60*z + 1
*
-4/5 | 0.15372413900967559901157329325461232652 | 0.027368774040576209706327460125430982540
f(z) = 55/12*z^3 - 161/60*z + 1
*
[ 3/4 ] 
f(z) = 43/18*z^3 - 161/96*z + 1
*
[ 3/4 ] 
f(z) = 47/18*z^3 - 173/96*z + 1
*
[ 3/4 ] 
f(z) = 49/18*z^3 - 179/96*z + 1
*
[ 5/7 ] 
f(z) = 49/18*z^3 - 161/90*z + 1
*
[ 5/7 ] 
f(z) = 49/19*z^3 - 163/95*z + 1
*
[ 2/5 ] 
f(z) = 55/18*z^3 - 179/90*z + 1
*
[ 3/4 ] 
f(z) = 40/17*z^3 - 169/102*z + 1
*
[ 3/4 ] 
f(z) = 40/19*z^3 - 173/114*z + 1
*
[ 2/3 ] 
f(z) = 42/17*z^3 - 163/102*z + 1
*
[ 2/3 ] 
f(z) = 42/19*z^3 - 169/114*z + 1
*
[ 2/3 ] 
f(z) = 48/17*z^3 - 179/102*z + 1
*
1/10 | 0.13039398024400832220363700231133635181 | 0.024610451058910934323726672791813956489
f(z) = 40/3*z^3 - 152/15*z + 1
*
4/5 | 0.076796733632728811489543879105855795432 | 0.014494551443369552520562417226911148806
f(z) = 40/3*z^3 - 143/15*z + 1
*
[ -2 ] 
f(z) = 41/6*z^3 - 155/6*z + 1
*
[ 2 ] 
f(z) = 41/10*z^3 - 159/10*z + 1
*
[ -2 ] 
f(z) = 41/10*z^3 - 149/10*z + 1
*
[ 2 ] 
f(z) = 41/14*z^3 - 157/14*z + 1
*
[ -2 ] 
f(z) = 41/14*z^3 - 143/14*z + 1
*
[ -4 ] 
f(z) = 41/16*z^3 - 159/4*z + 1
*
[ 2 ] 
f(z) = 41/18*z^3 - 155/18*z + 1
*
[ -2 ] 
f(z) = 43/10*z^3 - 157/10*z + 1
*
[ -2 ] 
f(z) = 43/14*z^3 - 151/14*z + 1
*
[ -2 ] 
f(z) = 43/18*z^3 - 145/18*z + 1
*
2/5 | 0.18618211590895952592821025962091001511 | 0.028578714786580057909329052317966409359
f(z) = 45*z^3 - 143/15*z + 1
*
[ 4/3 ] 
f(z) = 45/2*z^3 - 159/4*z + 1
*
[ -4/3 ] 
f(z) = 45/2*z^3 - 153/4*z + 1
*
1/15 | 0.13673199329167212093830710365607423922 | 0.025245468720635330439768810490080235556
f(z) = 45/2*z^3 - 151/10*z + 1
*
[ 1/9 ] 
f(z) = 45/2*z^3 - 149/18*z + 1
*
5/9 | 0.081285916741514425758928702000259578204 | 0.013538881699966526859322080922218679371
f(z) = 45/2*z^3 - 143/18*z + 1
*
[ 1/15 ] 
f(z) = 45/2*z^3 - 141/10*z + 1
*
0 | 0.14282761788146210340031365414374248218 | 0.028467142062407287414127659897344338657
f(z) = 45/4*z^3 - 151/12*z + 1
*
0 | 0.11799931659395596485356606426236149968 | 0.023776548609738819644224186581332331165
f(z) = 45/4*z^3 - 143/12*z + 1
*
[ -2 ] 
f(z) = 45/14*z^3 - 159/14*z + 1
*
[ 8/3 ] 
f(z) = 45/16*z^3 - 155/8*z + 1
*
[ -8/3 ] 
f(z) = 45/16*z^3 - 149/8*z + 1
*
[ -2/3 ] 
f(z) = 47/2*z^3 - 143/18*z + 1
*
[ 5/12 ] 
f(z) = 48*z^3 - 146/15*z + 1
*
0 | 0.14001409375274798814362823126391204841 | 0.027980734642653873721781996675460399351
f(z) = 48/5*z^3 - 149/15*z + 1
*
-7/4 | 0.12290481494507059084111586756639332810 | 0.024528788812445057965346111187313480074
f(z) = 48/7*z^3 - 150/7*z + 1
*
[ 7/4 ] 
f(z) = 48/7*z^3 - 144/7*z + 1
*
-13/14 | 0.14637664359166623818050754075028186983 | 0.027732751757425086488934561194836434793
f(z) = 49/3*z^3 - 145/12*z + 1
*
3/14 | 0.097330267061925904368032387585210540048 | 0.018440347234918809788745088724428459947
f(z) = 49/4*z^3 - 153/16*z + 1
*
[ 3 ] 
f(z) = 49/9*z^3 - 145/3*z + 1
*
[ -3 ] 
f(z) = 49/9*z^3 - 143/3*z + 1
*
[ 3/2 ] 
f(z) = 49/9*z^3 - 143/12*z + 1
*
[ -13/7 ] 
f(z) = 49/13*z^3 - 149/13*z + 1
*
[ 3 ] 
f(z) = 49/18*z^3 - 143/6*z + 1
*
[ 1/20 ] 
f(z) = 50*z^3 - 153/8*z + 1
*
-6/5 | 0.13644491748189366909833650541058766665 | 0.027416559644103010951684074582705100066
f(z) = 50/3*z^3 - 145/6*z + 1
*
[ 6/5 ] 
f(z) = 50/3*z^3 - 143/6*z + 1
*
4/5 | 0.15512762330581065101673399999103892083 | 0.029278658218029605372385461137036905582
f(z) = 50/3*z^3 - 143/12*z + 1
*
[ 9/5 ] 
f(z) = 50/9*z^3 - 158/9*z + 1
*
[ 3 ] 
f(z) = 50/9*z^3 - 148/3*z + 1
*
[ -9/5 ] 
f(z) = 50/9*z^3 - 148/9*z + 1
*
[ -3 ] 
f(z) = 50/9*z^3 - 146/3*z + 1
*
0 | 0.13978905742981499044776843654676235237 | 0.027717087929165983682655687121614821878
f(z) = 51/2*z^3 - 155/6*z + 1
*
0 | 0.11194650209212676860035784477916872704 | 0.022112474207756855327263620819009534465
f(z) = 51/5*z^3 - 158/15*z + 1
*
2/17 | 0.17059837658647117031840774419614994484 | 0.024153647637684300999573360899874731927
f(z) = 51/8*z^3 - 146/17*z + 1
*
[ 1/13 ] 
f(z) = 52*z^3 - 160/13*z + 1
*
[ 3 ] 
f(z) = 52/9*z^3 - 154/3*z + 1
*
[ -3 ] 
f(z) = 52/9*z^3 - 152/3*z + 1
*
[ 3 ] 
f(z) = 53/9*z^3 - 157/3*z + 1
*
[ -3 ] 
f(z) = 53/9*z^3 - 155/3*z + 1
*
[ 3/2 ] 
f(z) = 53/9*z^3 - 155/12*z + 1
*
[ 3 ] 
f(z) = 53/18*z^3 - 155/6*z + 1
*
[ -3 ] 
f(z) = 53/18*z^3 - 151/6*z + 1
*
[ 4/9 ] 
f(z) = 54*z^3 - 143/12*z + 1
*
[ 5/3 ] 
f(z) = 54/5*z^3 - 148/5*z + 1
*
[ -5/3 ] 
f(z) = 54/5*z^3 - 142/5*z + 1
*
[ 7/6 ] 
f(z) = 54/7*z^3 - 145/14*z + 1
*
-6/5 | 0.16116632484514260747453479684575771357 | 0.022709969329432312568880761671767850390
f(z) = 55/8*z^3 - 151/15*z + 1
*
[ 6/5 ] 
f(z) = 55/8*z^3 - 146/15*z + 1
*
[ -3/2 ] 
f(z) = 55/9*z^3 - 145/12*z + 1
*
[ -3 ] 
f(z) = 55/18*z^3 - 157/6*z + 1
*
-1/2 | 0.15864401209164199009500165017131604544 | 0.023804663190270492926167881716559450465
f(z) = 56*z^3 - 155/14*z + 1
*
[ -5/4 ] 
f(z) = 56/5*z^3 - 157/10*z + 1
*
[ 2/3 ] 
f(z) = 57*z^3 - 155/6*z + 1
*
-1/2 | 0.18849932862836051692803325152948865780 | 0.028875696045695562198395668118770181622
f(z) = 57*z^3 - 151/12*z + 1
*
-4/3 | 0.16290923274570269800549205394334087179 | 0.028398357816790613371386621017615557268
f(z) = 57/8*z^3 - 155/12*z + 1
*
[ 4/3 ] 
f(z) = 57/8*z^3 - 149/12*z + 1
*
[ -3/2 ] 
f(z) = 59/9*z^3 - 157/12*z + 1
*
5/8 | 0.067141059439335880286758564507135533195 | 0.011639619134977885161327536026530072096
f(z) = 40/3*z^3 - 149/24*z + 1
*
[ 1/6 ] 
f(z) = 40/3*z^3 - 145/27*z + 1
*
[ 1/5 ] 
f(z) = 40/7*z^3 - 148/35*z + 1
*
[ 1/5 ] 
f(z) = 41*z^3 - 141/25*z + 1
*
0 | 0.098279441223188497722912475570660084882 | 0.019437235650061192373525932179915800099
f(z) = 41/15*z^3 - 157/30*z + 1
*
[ 4/3 ] 
f(z) = 41/16*z^3 - 155/36*z + 1
*
1/4 | 0.20083858689230635733119280819220166799 | 0.029040864398945013341097471761418486053
f(z) = 42*z^3 - 151/24*z + 1
*
[ 1/5 ] 
f(z) = 42*z^3 - 142/25*z + 1
*
0 | 0.14337458994796336725348348547002765923 | 0.028652303838195119217844899002413934823
f(z) = 42/13*z^3 - 149/26*z + 1
*
[ 1/5 ] 
f(z) = 43*z^3 - 143/25*z + 1
*
[ 1/5 ] 
f(z) = 44*z^3 - 144/25*z + 1
*
3/11 | 0.18260994201546542532667602746821204485 | 0.029538569070293055297730773732243575481
f(z) = 44/3*z^3 - 157/33*z + 1
*
[ 1/6 ] 
f(z) = 44/3*z^3 - 146/27*z + 1
*
1/4 | 0.12526968885421780326099062852258938058 | 0.024227845782799578664371444356795382277
f(z) = 44/9*z^3 - 155/36*z + 1
*
2/15 | 0.087432454809449687608811354181423366330 | 0.012853187421707601468345417514403034881
f(z) = 45*z^3 - 141/20*z + 1
*
1/5 | 0.13376681896672767690877128708820373578 | 0.020533034273966115939351301007173561296
f(z) = 45/2*z^3 - 157/30*z + 1
*
[ 1/4 ] 
f(z) = 45/2*z^3 - 141/32*z + 1
*
11/15 | 0.15650492078672451199058640135280867434 | 0.028896236990552292093736065276477569279
f(z) = 45/4*z^3 - 141/20*z + 1
*
[ 1/5 ] 
f(z) = 45/7*z^3 - 149/35*z + 1
*
[ 1/6 ] 
f(z) = 45/7*z^3 - 145/28*z + 1
*
1/3 | 0.15158905671499916241431346300477048231 | 0.027988597968623427583810914559821044523
f(z) = 45/7*z^3 - 144/35*z + 1
*
0 | 0.072657031681401967716736054351749695917 | 0.014481359231404998269071264087962734327
f(z) = 45/8*z^3 - 151/24*z + 1
*
[ 4/3 ] 
f(z) = 45/14*z^3 - 153/28*z + 1
*
[ 1/5 ] 
f(z) = 46*z^3 - 146/25*z + 1
*
[ -3/4 ] 
f(z) = 46/3*z^3 - 151/24*z + 1
*
[ -3/2 ] 
f(z) = 46/15*z^3 - 157/30*z + 1
*
[ 1/5 ] 
f(z) = 47*z^3 - 147/25*z + 1
*
[ 1/4 ] 
f(z) = 47/2*z^3 - 143/32*z + 1
*
-3/2 | 0.14806860344300570887832441916024343087 | 0.024263364480219600274828516983589769602
f(z) = 47/18*z^3 - 149/24*z + 1
*
[ 1/5 ] 
f(z) = 48*z^3 - 148/25*z + 1
*
[ 1/8 ] 
f(z) = 48/5*z^3 - 143/20*z + 1
*
7/8 | 0.077517141813276079220287902576981513570 | 0.014744119838070009574281999455424694930
f(z) = 48/7*z^3 - 159/28*z + 1
*
[ -7/6 ] 
f(z) = 48/7*z^3 - 157/21*z + 1
*
[ 7/8 ] 
f(z) = 48/7*z^3 - 151/28*z + 1
*
11/12 | 0.13878816917757914652028500646248758004 | 0.027448857219475802043933350784262926256
f(z) = 48/11*z^3 - 157/33*z + 1
*
[ 1/5 ] 
f(z) = 49*z^3 - 149/25*z + 1
*
[ 1/4 ] 
f(z) = 49/2*z^3 - 145/32*z + 1
*
[ -9/14 ] 
f(z) = 49/3*z^3 - 151/36*z + 1
*
[ -6/7 ] 
f(z) = 49/5*z^3 - 151/30*z + 1
*
0 | 0.13286177349735521160664913146255108714 | 0.026276763158313820005349722998601599290
f(z) = 49/10*z^3 - 157/30*z + 1
*
8/7 | 0.11947679011665673404325991304401508283 | 0.023876513218117448677572136891618096700
f(z) = 49/12*z^3 - 149/24*z + 1
*
[ -10/7 ] 
f(z) = 49/15*z^3 - 149/30*z + 1
*
[ 4/21 ] 
f(z) = 49/16*z^3 - 157/36*z + 1
*
-3/2 | 0.17802959412884948977412603268752036291 | 0.028985429813061308541405814643278278478
f(z) = 49/18*z^3 - 155/24*z + 1
*
[ 1/5 ] 
f(z) = 51*z^3 - 151/25*z + 1
*
[ 1/4 ] 
f(z) = 51/2*z^3 - 147/32*z + 1
*
[ 2/3 ] 
f(z) = 51/5*z^3 - 151/30*z + 1
*
-1 | 0.065273697053585107253289735939581145248 | 0.012975748448460569602689114498774166881
f(z) = 51/10*z^3 - 143/30*z + 1
*
[ 1/5 ] 
f(z) = 52*z^3 - 152/25*z + 1
*
[ 1/6 ] 
f(z) = 52/3*z^3 - 148/27*z + 1
*
1/4 | 0.14690676619015600233866781606336022847 | 0.027523319552293802687480288127546692860
f(z) = 52/9*z^3 - 157/36*z + 1
*
[ 3/13 ] 
f(z) = 52/9*z^3 - 142/39*z + 1
*
[ 1/5 ] 
f(z) = 53*z^3 - 153/25*z + 1
*
[ 1/4 ] 
f(z) = 53/2*z^3 - 149/32*z + 1
*
[ -4/3 ] 
f(z) = 53/16*z^3 - 149/36*z + 1
*
[ 3/2 ] 
f(z) = 53/18*z^3 - 151/24*z + 1
*
2/9 | 0.19255671620611988627107538712255060781 | 0.026866987382112068937815927324761897077
f(z) = 54*z^3 - 157/24*z + 1
*
[ 1/5 ] 
f(z) = 54*z^3 - 154/25*z + 1
*
5/9 | 0.14412590594348176621794074588998224175 | 0.024932070684289364116590698918785017479
f(z) = 54/5*z^3 - 151/30*z + 1
*
8/9 | 0.13614076684030321921789313839344016868 | 0.026759349183721112302098535055999924592
f(z) = 54/7*z^3 - 149/21*z + 1
*
[ 1/4 ] 
f(z) = 55/2*z^3 - 151/32*z + 1
*
-4/5 | 0.12833161771465516036050304366184557335 | 0.022847934424098070586377897092465676408
f(z) = 55/4*z^3 - 151/20*z + 1
*
3/5 | 0.13165485774675710947574454894677903376 | 0.023439598206423569727629379306366380146
f(z) = 55/6*z^3 - 149/30*z + 1
*
[ 1/5 ] 
f(z) = 55/7*z^3 - 151/35*z + 1
*
[ -6/5 ] 
f(z) = 55/12*z^3 - 143/30*z + 1
*
0 | 0.14595283290776040160427755415233420974 | 0.025649141162225167816589960630381097792
f(z) = 55/14*z^3 - 148/35*z + 1
*
[ -4/3 ] 
f(z) = 55/16*z^3 - 157/36*z + 1
*
[ 3/2 ] 
f(z) = 55/18*z^3 - 157/24*z + 1
*
6/5 | 0.16668090148989823281043317856523517556 | 0.027081193253170333870229621529070104080
f(z) = 55/18*z^3 - 157/30*z + 1
*
[ 1/5 ] 
f(z) = 56*z^3 - 156/25*z + 1
*
[ -3/7 ] 
f(z) = 56*z^3 - 146/21*z + 1
*
-5/8 | 0.088855385802508986828293925057753210859 | 0.014555019706598454311602586704748372257
f(z) = 56/3*z^3 - 151/24*z + 1
*
4/7 | 0.081087753162411605823800516525952338462 | 0.013579667972700566582309446159454720250
f(z) = 56/3*z^3 - 149/21*z + 1
*
[ 1/6 ] 
f(z) = 56/3*z^3 - 149/27*z + 1
*
-5/4 | 0.060751286368645642339000797190497783946 | 0.012015097506609587598304730000158141940
f(z) = 56/15*z^3 - 157/30*z + 1
*
-5/4 | 0.10741377625974320449055617671908832717 | 0.021408767251047282268459387822700550065
f(z) = 56/15*z^3 - 151/30*z + 1
*
[ 1/5 ] 
f(z) = 57*z^3 - 157/25*z + 1
*
[ 1/4 ] 
f(z) = 57/2*z^3 - 153/32*z + 1
*
0 | 0.14162283920421750972745741114600237640 | 0.027544166911720071930270133216956085911
f(z) = 57/10*z^3 - 151/30*z + 1
*
[ 1/5 ] 
f(z) = 58*z^3 - 158/25*z + 1
*
[ 1/5 ] 
f(z) = 59*z^3 - 159/25*z + 1
*
[ 1/4 ] 
f(z) = 59/2*z^3 - 155/32*z + 1
*
[ 3/4 ] 
f(z) = 40/7*z^3 - 149/42*z + 1
*
[ 2/5 ] 
f(z) = 41/4*z^3 - 157/50*z + 1
*
[ 1/3 ] 
f(z) = 41/6*z^3 - 149/54*z + 1
*
[ 2/7 ] 
f(z) = 41/8*z^3 - 143/49*z + 1
*
[ 1/4 ] 
f(z) = 42/5*z^3 - 141/40*z + 1
*
[ 1/3 ] 
f(z) = 43/6*z^3 - 151/54*z + 1
*
[ 2/7 ] 
f(z) = 43/8*z^3 - 144/49*z + 1
*
[ 3/4 ] 
f(z) = 43/9*z^3 - 145/48*z + 1
*
2/5 | 0.17127399048361722540286541690818896170 | 0.022496608373330108173181701940879059777
f(z) = 45/8*z^3 - 158/45*z + 1
*
[ 2/7 ] 
f(z) = 45/8*z^3 - 145/49*z + 1
*
[ 11/15 ] 
f(z) = 45/11*z^3 - 141/55*z + 1
*
[ -7/6 ] 
f(z) = 45/14*z^3 - 141/56*z + 1
*
[ 1/4 ] 
f(z) = 46/5*z^3 - 143/40*z + 1
*
[ 1/3 ] 
f(z) = 47/6*z^3 - 155/54*z + 1
*
[ 2/7 ] 
f(z) = 47/8*z^3 - 146/49*z + 1
*
[ 3/4 ] 
f(z) = 47/9*z^3 - 157/48*z + 1
*
[ 2/3 ] 
f(z) = 48/7*z^3 - 149/42*z + 1
*
4/21 | 0.17079190540693962758117146198830862476 | 0.028049046919596897100819453196246118355
f(z) = 49/5*z^3 - 151/45*z + 1
*
[ 1/3 ] 
f(z) = 49/6*z^3 - 157/54*z + 1
*
[ 5/7 ] 
f(z) = 49/8*z^3 - 141/40*z + 1
*
[ 5/7 ] 
f(z) = 49/9*z^3 - 143/45*z + 1
*
[ 5/7 ] 
f(z) = 49/11*z^3 - 147/55*z + 1
*
4/7 | 0.15183614433250094444448631366344809424 | 0.028767117453002952704821703335141492068
f(z) = 49/11*z^3 - 141/44*z + 1
*
[ 7/20 ] 
f(z) = 50/7*z^3 - 153/56*z + 1
*
[ 4/5 ] 
f(z) = 50/13*z^3 - 141/52*z + 1
*
[ 2/3 ] 
f(z) = 51/7*z^3 - 157/42*z + 1
*
[ 2/7 ] 
f(z) = 51/8*z^3 - 148/49*z + 1
*
1/3 | 0.13196556962967369896100975842188344894 | 0.026233415796361792789897150125180845114
f(z) = 51/14*z^3 - 143/42*z + 1
*
[ 1/3 ] 
f(z) = 52/5*z^3 - 142/45*z + 1
*
[ 1/4 ] 
f(z) = 52/11*z^3 - 145/44*z + 1
*
[ 1/3 ] 
f(z) = 53/5*z^3 - 143/45*z + 1
*
[ 2/7 ] 
f(z) = 53/8*z^3 - 149/49*z + 1
*
[ 4/11 ] 
f(z) = 55/4*z^3 - 157/44*z + 1
*
[ 2/7 ] 
f(z) = 55/8*z^3 - 150/49*z + 1
*
[ 1/3 ] 
f(z) = 56/5*z^3 - 146/45*z + 1
*
[ 2/7 ] 
f(z) = 57/8*z^3 - 151/49*z + 1
*
0 | 0.10191516251997291663786952013179458158 | 0.019821437439460785288785566560536778806
f(z) = 57/14*z^3 - 157/42*z + 1
*
1/3 | 0.14811931640735360129284780741229831080 | 0.028807664052624983813455492872580011921
f(z) = 57/14*z^3 - 145/42*z + 1
*
[ 1/4 ] 
f(z) = 58/5*z^3 - 149/40*z + 1
*
[ 1/3 ] 
f(z) = 58/5*z^3 - 148/45*z + 1
*
[ 1/3 ] 
f(z) = 59/5*z^3 - 149/45*z + 1
*
[ 2/7 ] 
f(z) = 59/8*z^3 - 152/49*z + 1
*
[ 2/3 ] 
f(z) = 59/12*z^3 - 145/54*z + 1
*
[ 3/4 ] 
f(z) = 40/11*z^3 - 157/66*z + 1
*
[ 2/3 ] 
f(z) = 42/11*z^3 - 145/66*z + 1
*
[ 2/3 ] 
f(z) = 42/13*z^3 - 151/78*z + 1
*
[ 6/11 ] 
f(z) = 44/9*z^3 - 151/66*z + 1
*
-13/15 | 0.14340446517139247680963923122128481677 | 0.026477438474557280805345737151205174212
f(z) = 45/13*z^3 - 159/65*z + 1
*
[ 2/5 ] 
f(z) = 45/14*z^3 - 141/70*z + 1
*
[ 5/7 ] 
f(z) = 49/12*z^3 - 149/60*z + 1
*
[ 5/7 ] 
f(z) = 49/13*z^3 - 151/65*z + 1
*
[ 8/21 ] 
f(z) = 49/16*z^3 - 149/72*z + 1
*
[ 4/5 ] 
f(z) = 50/17*z^3 - 145/68*z + 1
*
[ 4/5 ] 
f(z) = 50/19*z^3 - 147/76*z + 1
*
-17/18 | 0.089695809447806581615813746492621180830 | 0.015516310177534758368266495268799159542
f(z) = 54/11*z^3 - 157/66*z + 1
*
[ 6/11 ] 
f(z) = 55/12*z^3 - 145/66*z + 1
*
[ 2/5 ] 
f(z) = 55/14*z^3 - 149/70*z + 1
*
[ 3/4 ] 
f(z) = 41/18*z^3 - 155/96*z + 1
*
[ 5/7 ] 
f(z) = 49/16*z^3 - 157/80*z + 1
*
[ 5/7 ] 
f(z) = 49/17*z^3 - 159/85*z + 1
*
[ 3/4 ] 
f(z) = 40*z^3 - 137/6*z + 1
*
-3/5 | 0.12538571256876249870890069966971916242 | 0.020927389552740470819143102115922365005
f(z) = 40*z^3 - 129/10*z + 1
*
[ -3/4 ] 
f(z) = 40*z^3 - 121/6*z + 1
*
[ 1/10 ] 
f(z) = 40/3*z^3 - 137/15*z + 1
*
[ 3 ] 
f(z) = 41/9*z^3 - 121/3*z + 1
*
[ -2 ] 
f(z) = 41/18*z^3 - 137/18*z + 1
*
0 | 0.077967312404867217513001047698175361064 | 0.015992647525017988234628470482239274781
f(z) = 42/5*z^3 - 131/15*z + 1
*
[ -2/3 ] 
f(z) = 43/2*z^3 - 127/18*z + 1
*
[ 3 ] 
f(z) = 43/9*z^3 - 127/3*z + 1
*
[ -3 ] 
f(z) = 43/9*z^3 - 125/3*z + 1
*
[ 3/2 ] 
f(z) = 43/9*z^3 - 125/12*z + 1
*
[ 3 ] 
f(z) = 43/18*z^3 - 125/6*z + 1
*
[ -3 ] 
f(z) = 43/18*z^3 - 121/6*z + 1
*
[ 1/8 ] 
f(z) = 44*z^3 - 123/16*z + 1
*
[ 3 ] 
f(z) = 44/9*z^3 - 130/3*z + 1
*
[ -3 ] 
f(z) = 44/9*z^3 - 128/3*z + 1
*
-6/5 | 0.14826340293724908412556336760296322592 | 0.021488312013667543349583453572450434824
f(z) = 45/8*z^3 - 124/15*z + 1
*
[ 3 ] 
f(z) = 46/9*z^3 - 136/3*z + 1
*
[ -3 ] 
f(z) = 46/9*z^3 - 134/3*z + 1
*
[ 3 ] 
f(z) = 47/9*z^3 - 139/3*z + 1
*
[ -3 ] 
f(z) = 47/9*z^3 - 137/3*z + 1
*
[ 3/2 ] 
f(z) = 47/9*z^3 - 137/12*z + 1
*
[ -3/2 ] 
f(z) = 47/9*z^3 - 121/12*z + 1
*
[ 3 ] 
f(z) = 47/18*z^3 - 137/6*z + 1
*
[ -3 ] 
f(z) = 47/18*z^3 - 133/6*z + 1
*
[ 2/3 ] 
f(z) = 48*z^3 - 131/6*z + 1
*
-1/2 | 0.17980382666332238836066378648216155378 | 0.028288354487003256691079774531951997703
f(z) = 48*z^3 - 121/12*z + 1
*
11/12 | 0.11244466321624674898069418026452665145 | 0.022625530666481970247264404212044113480
f(z) = 48/5*z^3 - 136/15*z + 1
*
[ -7/4 ] 
f(z) = 48/7*z^3 - 136/7*z + 1
*
[ 5/7 ] 
f(z) = 49*z^3 - 127/5*z + 1
*
[ 5/7 ] 
f(z) = 49/2*z^3 - 129/10*z + 1
*
[ 5/7 ] 
f(z) = 49/3*z^3 - 131/15*z + 1
*
[ 8/7 ] 
f(z) = 49/4*z^3 - 127/8*z + 1
*
[ -3/2 ] 
f(z) = 49/9*z^3 - 127/12*z + 1
*
[ 12/7 ] 
f(z) = 49/12*z^3 - 139/12*z + 1
*
[ -12/7 ] 
f(z) = 49/12*z^3 - 125/12*z + 1
*
1/7 | 0.13409291775465287039196849888436909930 | 0.027960545082138833128525626597755493549
f(z) = 49/15*z^3 - 121/15*z + 1
*
1/7 | 0.12647797904305313169555594658009007004 | 0.026025280097136958046825477991462303643
f(z) = 49/16*z^3 - 129/16*z + 1
*
[ -3 ] 
f(z) = 49/18*z^3 - 139/6*z + 1
*
1/7 | 0.14107384660011367464722781953503462604 | 0.029122295254547574711977464488740059012
f(z) = 49/18*z^3 - 127/18*z + 1
*
[ 4/5 ] 
f(z) = 50*z^3 - 129/4*z + 1
*
[ 1/15 ] 
f(z) = 50*z^3 - 128/9*z + 1
*
-6/5 | 0.11465426427061093442833517870843950016 | 0.023235357167621755632281635347226022001
f(z) = 50/3*z^3 - 139/6*z + 1
*
[ 4/5 ] 
f(z) = 50/3*z^3 - 131/12*z + 1
*
[ 1/10 ] 
f(z) = 50/7*z^3 - 127/14*z + 1
*
[ 2/3 ] 
f(z) = 51*z^3 - 139/6*z + 1
*
1/6 | 0.10635539488788991635931814934160248728 | 0.016574697245472250272898242195836015577
f(z) = 51*z^3 - 125/12*z + 1
*
[ -2/3 ] 
f(z) = 51*z^3 - 121/6*z + 1
*
-4/3 | 0.15581967854521077670027535028827449935 | 0.027688374074462706148141912921891265316
f(z) = 51/8*z^3 - 139/12*z + 1
*
[ 4/3 ] 
f(z) = 51/8*z^3 - 133/12*z + 1
*
[ 2/17 ] 
f(z) = 51/8*z^3 - 129/17*z + 1
*
-1/2 | 0.16887797075430550621453356570001906790 | 0.025916661581927628629619986640853786320
f(z) = 52*z^3 - 131/13*z + 1
*
[ 1/8 ] 
f(z) = 52*z^3 - 125/16*z + 1
*
3/4 | 0.12794935671477101324422364653604269841 | 0.023971605411371772531057776893973242617
f(z) = 52/3*z^3 - 133/12*z + 1
*
[ 3/4 ] 
f(z) = 52/3*z^3 - 121/12*z + 1
*
3/2 | 0.082190136241971309560180069453386724739 | 0.016966755159338307957368366676758766937
f(z) = 52/15*z^3 - 127/15*z + 1
*
[ -3/2 ] 
f(z) = 53/9*z^3 - 139/12*z + 1
*
1/9 | 0.088833539561421862410800601113461649375 | 0.017460807365206235223556737665622961854
f(z) = 54/5*z^3 - 137/15*z + 1
*
[ 1/9 ] 
f(z) = 54/5*z^3 - 122/15*z + 1
*
-7/6 | 0.13675973867429545515359921234334992178 | 0.027880138188269293634181199247189419286
f(z) = 54/7*z^3 - 135/14*z + 1
*
[ -7/6 ] 
f(z) = 54/7*z^3 - 121/14*z + 1
*
-6/5 | 0.18943904299564122969080760219103089705 | 0.027093310992230320464721406711765542891
f(z) = 55/8*z^3 - 136/15*z + 1
*
[ -6/5 ] 
f(z) = 55/8*z^3 - 121/15*z + 1
*
5/14 | 0.16211703708191027469411229884801046665 | 0.024325793417971564682648532496066504643
f(z) = 56*z^3 - 135/14*z + 1
*
3/28 | 0.19927303983741808230273156520125647582 | 0.029901081885718429171366235102323213061
f(z) = 56*z^3 - 121/14*z + 1
*
[ 3/2 ] 
f(z) = 56/3*z^3 - 125/3*z + 1
*
[ -3/2 ] 
f(z) = 56/3*z^3 - 121/3*z + 1
*
0 | 0.13436143907512412473052500148950152881 | 0.028016536126351094942788844136986686280
f(z) = 56/3*z^3 - 121/6*z + 1
*
0 | 0.12435532078313606105049882364460636450 | 0.025930098406260256287399558679425478702
f(z) = 56/9*z^3 - 121/18*z + 1
*
[ 3/2 ] 
f(z) = 56/15*z^3 - 121/15*z + 1
*
[ -2/3 ] 
f(z) = 57*z^3 - 137/6*z + 1
*
1/6 | 0.19126620044286150622611521669583824434 | 0.029299545563326746643608955273316379574
f(z) = 57*z^3 - 127/12*z + 1
*
[ -4/3 ] 
f(z) = 57/8*z^3 - 131/12*z + 1
*
0 | 0.13606360153480459432173307293558578649 | 0.028180356318524303247341888807269724708
f(z) = 58/3*z^3 - 125/6*z + 1
*
0 | 0.12803192503881997663512521230589076687 | 0.026516902588512111673256510771263725451
f(z) = 58/9*z^3 - 125/18*z + 1
*
[ 2/3 ] 
f(z) = 59/4*z^3 - 127/18*z + 1
*
-2 | 0.068218369636514579986387082277062458276 | 0.012428337328629264281607254108899876063
f(z) = 59/12*z^3 - 121/6*z + 1
*
1/8 | 0.16414700072022128209079367480487498817 | 0.028456634233759939367824181754318434182
f(z) = 40/3*z^3 - 125/24*z + 1
*
[ -6/5 ] 
f(z) = 40/9*z^3 - 137/30*z + 1
*
-21/20 | 0.14386379883185973608944268173302495937 | 0.024011457916629299743722396152094843219
f(z) = 40/9*z^3 - 127/30*z + 1
*
[ 1/4 ] 
f(z) = 41/2*z^3 - 137/32*z + 1
*
-3/2 | 0.16259197741529544677661596340392181222 | 0.027217468915019353488255588769031966804
f(z) = 41/18*z^3 - 131/24*z + 1
*
1/7 | 0.16020817352508122992626199227487063178 | 0.023621886877000111680232605143845532101
f(z) = 42*z^3 - 137/21*z + 1
*
[ 2/3 ] 
f(z) = 42/5*z^3 - 127/30*z + 1
*
1/3 | 0.14249718652564092978074930230918436693 | 0.029229009018259478865152996838566096414
f(z) = 42/13*z^3 - 131/39*z + 1
*
[ 1/4 ] 
f(z) = 43/2*z^3 - 139/32*z + 1
*
-3/2 | 0.14803462018772166036791462583190289092 | 0.024596216243883892877025079581642643206
f(z) = 43/18*z^3 - 137/24*z + 1
*
[ 3/2 ] 
f(z) = 43/18*z^3 - 121/24*z + 1
*
[ 2/11 ] 
f(z) = 44*z^3 - 131/22*z + 1
*
-13/22 | 0.13321798155116282924719663876398758470 | 0.021549037834537969297913359579426049328
f(z) = 44/3*z^3 - 136/33*z + 1
*
3/22 | 0.16638428631054877737120282334750970572 | 0.026913943891287828879813824450187475986
f(z) = 44/3*z^3 - 130/33*z + 1
*
[ 3/11 ] 
f(z) = 44/3*z^3 - 124/33*z + 1
*
2/15 | 0.17384640360448490477047856251423141206 | 0.025556647276896154064544845995569829132
f(z) = 45*z^3 - 121/20*z + 1
*
7/15 | 0.13932196285427999282670691308313348370 | 0.025723666938961143253142742321341497330
f(z) = 45/4*z^3 - 129/20*z + 1
*
[ 4/9 ] 
f(z) = 45/4*z^3 - 125/36*z + 1
*
1/15 | 0.16062292454961131452660381375550504044 | 0.029656563324460489928965726550101616991
f(z) = 45/4*z^3 - 121/20*z + 1
*
-4/3 | 0.097823980178481921381981103872438157470 | 0.019824601670641961288495712236967765242
f(z) = 45/14*z^3 - 139/28*z + 1
*
0 | 0.16475769210218170020033690770015453096 | 0.029352205932139291005139100515979372233
f(z) = 45/14*z^3 - 137/35*z + 1
*
[ 2/15 ] 
f(z) = 45/16*z^3 - 131/20*z + 1
*
[ 2/9 ] 
f(z) = 45/16*z^3 - 131/36*z + 1
*
[ -4/3 ] 
f(z) = 47/16*z^3 - 125/36*z + 1
*
[ 3/2 ] 
f(z) = 47/18*z^3 - 133/24*z + 1
*
3/8 | 0.098058066641375676752991370327024287063 | 0.018651098993465270967230853617906607986
f(z) = 48/5*z^3 - 127/20*z + 1
*
1/6 | 0.086312785170509589000882413303382599228 | 0.017367409994631661527975934968740873877
f(z) = 48/7*z^3 - 130/21*z + 1
*
1/12 | 0.084711484419872479532507640009859285247 | 0.017045204580844040096823714229180754430
f(z) = 48/7*z^3 - 127/21*z + 1
*
[ 11/12 ] 
f(z) = 48/11*z^3 - 124/33*z + 1
*
[ 5/7 ] 
f(z) = 49/4*z^3 - 133/20*z + 1
*
[ 1/3 ] 
f(z) = 49/4*z^3 - 121/36*z + 1
*
[ 5/7 ] 
f(z) = 49/6*z^3 - 137/30*z + 1
*
1/14 | 0.053158544351357032228996789185273117080 | 0.010071502379811294169174443671229786762
f(z) = 49/6*z^3 - 121/24*z + 1
*
-8/7 | 0.087655989006983319949048212760787953204 | 0.017979987925786489773634186296059090816
f(z) = 49/12*z^3 - 131/24*z + 1
*
[ 8/7 ] 
f(z) = 49/12*z^3 - 125/24*z + 1
*
[ -4/3 ] 
f(z) = 49/16*z^3 - 133/36*z + 1
*
-10/7 | 0.10088516047466063089258941736857418683 | 0.016112001031204755207262973461090648731
f(z) = 49/16*z^3 - 131/20*z + 1
*
6/7 | 0.16512030739533071691327991227026860389 | 0.026502014135601964442770596912103246919
f(z) = 49/16*z^3 - 127/36*z + 1
*
[ 3/2 ] 
f(z) = 49/18*z^3 - 139/24*z + 1
*
15/14 | 0.077940487419242622824716675670583290736 | 0.013047032376857807318663466415390259862
f(z) = 49/18*z^3 - 131/24*z + 1
*
[ 4/5 ] 
f(z) = 50/7*z^3 - 135/28*z + 1
*
[ 3/20 ] 
f(z) = 50/9*z^3 - 139/24*z + 1
*
[ 4/5 ] 
f(z) = 50/9*z^3 - 137/36*z + 1
*
[ -13/10 ] 
f(z) = 50/13*z^3 - 123/26*z + 1
*
[ 1/6 ] 
f(z) = 51/2*z^3 - 137/24*z + 1
*
[ 1/4 ] 
f(z) = 52/9*z^3 - 121/36*z + 1
*
[ 1/3 ] 
f(z) = 53/4*z^3 - 125/36*z + 1
*
[ 1/6 ] 
f(z) = 54/13*z^3 - 133/26*z + 1
*
[ 2/11 ] 
f(z) = 55*z^3 - 139/22*z + 1
*
-2/5 | 0.11324160627925366426312954692250776660 | 0.016170290988380526757205119968166179173
f(z) = 55*z^3 - 131/20*z + 1
*
[ 2/5 ] 
f(z) = 55/3*z^3 - 133/30*z + 1
*
[ 3/11 ] 
f(z) = 55/3*z^3 - 133/33*z + 1
*
[ -4/5 ] 
f(z) = 55/4*z^3 - 131/20*z + 1
*
[ 1/3 ] 
f(z) = 55/4*z^3 - 127/36*z + 1
*
[ 1/5 ] 
f(z) = 55/6*z^3 - 131/30*z + 1
*
-6/5 | 0.14600539502656512597767823532254609845 | 0.024259056863138739191093717144174669214
f(z) = 55/18*z^3 - 137/30*z + 1
*
[ 6/5 ] 
f(z) = 55/18*z^3 - 127/30*z + 1
*
[ -3/2 ] 
f(z) = 55/18*z^3 - 125/24*z + 1
*
[ 3/14 ] 
f(z) = 56*z^3 - 131/21*z + 1
*
1/14 | 0.16278142186570394650937802319683565481 | 0.027260807888373574821125571900606860575
f(z) = 56/3*z^3 - 128/21*z + 1
*
0 | 0.14098565614725866782131353387033149621 | 0.029297642346112426368522239731936932651
f(z) = 56/11*z^3 - 123/22*z + 1
*
[ -5/4 ] 
f(z) = 56/15*z^3 - 121/30*z + 1
*
[ 1/4 ] 
f(z) = 56/19*z^3 - 121/38*z + 1
*
[ 1/6 ] 
f(z) = 57/2*z^3 - 139/24*z + 1
*
2/3 | 0.070702028370326829293454270020206183539 | 0.013750808000828837254514304047522623289
f(z) = 57/10*z^3 - 121/30*z + 1
*
0 | 0.10954844445275414213407121223104270624 | 0.022470566254090091736405610062775780550
f(z) = 58/15*z^3 - 131/30*z + 1
*
[ 1/3 ] 
f(z) = 59/4*z^3 - 131/36*z + 1
*
[ -3/2 ] 
f(z) = 59/18*z^3 - 137/24*z + 1
*
[ -11/10 ] 
f(z) = 40/11*z^3 - 137/55*z + 1
*
[ 1/3 ] 
f(z) = 41/5*z^3 - 131/45*z + 1
*
[ 3/4 ] 
f(z) = 41/9*z^3 - 139/48*z + 1
*
[ 1/3 ] 
f(z) = 42/19*z^3 - 128/57*z + 1
*
[ 1/3 ] 
f(z) = 43/5*z^3 - 133/45*z + 1
*
[ 1/3 ] 
f(z) = 44/5*z^3 - 134/45*z + 1
*
[ 1/3 ] 
f(z) = 46/5*z^3 - 136/45*z + 1
*
[ 1/3 ] 
f(z) = 47/5*z^3 - 137/45*z + 1
*
[ 2/3 ] 
f(z) = 47/12*z^3 - 121/54*z + 1
*
[ 1/3 ] 
f(z) = 48/19*z^3 - 130/57*z + 1
*
[ 1/3 ] 
f(z) = 49/5*z^3 - 139/45*z + 1
*
3/14 | 0.11945752896918069841859255453078338543 | 0.022632613476910731710166269834554599501
f(z) = 49/10*z^3 - 129/40*z + 1
*
[ 2/3 ] 
f(z) = 49/12*z^3 - 125/54*z + 1
*
3/7 | 0.13526803678179821024133275683809123755 | 0.027105473208909147316422173206312041911
f(z) = 49/16*z^3 - 139/48*z + 1
*
[ 3/10 ] 
f(z) = 50/7*z^3 - 125/42*z + 1
*
[ 4/5 ] 
f(z) = 50/11*z^3 - 139/44*z + 1
*
[ 6/17 ] 
f(z) = 51/8*z^3 - 134/51*z + 1
*
2/3 | 0.14335914037996252178634514547631312651 | 0.028498342017165857346232751482114802878
f(z) = 51/14*z^3 - 131/42*z + 1
*
[ 1/3 ] 
f(z) = 51/19*z^3 - 131/57*z + 1
*
[ 2/3 ] 
f(z) = 53/12*z^3 - 133/54*z + 1
*
[ 5/12 ] 
f(z) = 54/5*z^3 - 131/40*z + 1
*
4/9 | 0.10810780514773645937005875217092273701 | 0.018701366848814225048178835035713385744
f(z) = 54/7*z^3 - 127/42*z + 1
*
1/6 | 0.16705572269517066919931858732416918522 | 0.028898656762541628570459199229425731242
f(z) = 54/7*z^3 - 121/42*z + 1
*
[ 2/3 ] 
f(z) = 55/12*z^3 - 137/54*z + 1
*
2/3 | 0.15205428628856784625574642684755897690 | 0.029572974703151249797633841898390862814
f(z) = 57/14*z^3 - 139/42*z + 1
*
[ 1/3 ] 
f(z) = 57/17*z^3 - 121/51*z + 1
*
-1 | 0.14075848657090389641609242841590621914 | 0.027223464322872403117706201824889562455
f(z) = 44/15*z^3 - 131/60*z + 1
*
[ 7/15 ] 
f(z) = 45/14*z^3 - 129/70*z + 1
*
2/5 | 0.15187374213875852248723870797530714447 | 0.023312423639424954841163133198432865327
f(z) = 45/16*z^3 - 137/60*z + 1
*
[ -6/5 ] 
f(z) = 45/16*z^3 - 133/60*z + 1
*
[ 1/2 ] 
f(z) = 45/19*z^3 - 121/76*z + 1
*
[ 1/2 ] 
f(z) = 47/19*z^3 - 123/76*z + 1
*
[ 5/14 ] 
f(z) = 49/15*z^3 - 133/60*z + 1
*
[ 1/2 ] 
f(z) = 49/19*z^3 - 125/76*z + 1
*
[ 4/7 ] 
f(z) = 49/19*z^3 - 121/76*z + 1
*
[ 1/2 ] 
f(z) = 51/19*z^3 - 127/76*z + 1
*
[ 3/4 ] 
f(z) = 52/15*z^3 - 137/60*z + 1
*
-1 | 0.15729484389302900308960898239258936935 | 0.029469549733279097826583153967417780773
f(z) = 52/15*z^3 - 133/60*z + 1
*
[ 1/2 ] 
f(z) = 53/17*z^3 - 121/68*z + 1
*
[ 1/2 ] 
f(z) = 53/18*z^3 - 125/72*z + 1
*
[ 1/2 ] 
f(z) = 53/19*z^3 - 129/76*z + 1
*
[ 3/5 ] 
f(z) = 55/12*z^3 - 139/60*z + 1
*
[ 1/2 ] 
f(z) = 55/17*z^3 - 123/68*z + 1
*
[ 1/2 ] 
f(z) = 55/18*z^3 - 127/72*z + 1
*
[ 1/2 ] 
f(z) = 55/19*z^3 - 131/76*z + 1
*
[ 1/2 ] 
f(z) = 57/16*z^3 - 121/64*z + 1
*
[ 1/2 ] 
f(z) = 57/17*z^3 - 125/68*z + 1
*
[ 1/2 ] 
f(z) = 59/16*z^3 - 123/64*z + 1
*
[ 1/2 ] 
f(z) = 59/17*z^3 - 127/68*z + 1
*
[ 1/2 ] 
f(z) = 59/18*z^3 - 131/72*z + 1
*
[ 1/2 ] 
f(z) = 59/19*z^3 - 135/76*z + 1
*
[ 3 ] 
f(z) = 40/9*z^3 - 118/3*z + 1
*
[ -3 ] 
f(z) = 40/9*z^3 - 116/3*z + 1
*
[ -2/3 ] 
f(z) = 41/2*z^3 - 119/18*z + 1
*
[ -3 ] 
f(z) = 41/9*z^3 - 119/3*z + 1
*
[ 3/2 ] 
f(z) = 41/9*z^3 - 119/12*z + 1
*
[ -3/2 ] 
f(z) = 41/9*z^3 - 103/12*z + 1
*
[ 3 ] 
f(z) = 41/18*z^3 - 119/6*z + 1
*
[ -3 ] 
f(z) = 41/18*z^3 - 115/6*z + 1
*
[ 2/3 ] 
f(z) = 42*z^3 - 115/6*z + 1
*
0 | 0.13802386043198485469005743291117762344 | 0.029420939119612113180655777759452125597
f(z) = 42/5*z^3 - 109/10*z + 1
*
2/3 | 0.10881332935166936243808484810457281318 | 0.022499376886046580341290210668823716457
f(z) = 42/5*z^3 - 101/15*z + 1
*
[ -3/2 ] 
f(z) = 43/9*z^3 - 109/12*z + 1
*
[ 1/11 ] 
f(z) = 44*z^3 - 114/11*z + 1
*
[ 3/4 ] 
f(z) = 44/3*z^3 - 103/12*z + 1
*
3/2 | 0.13222605210757247954820062679329901835 | 0.028185087831249015914929447203911615450
f(z) = 44/15*z^3 - 109/15*z + 1
*
-3/2 | 0.12624859581222712307031638191002121768 | 0.027183025407178196768882286184879094889
f(z) = 44/15*z^3 - 104/15*z + 1
*
[ 2/9 ] 
f(z) = 45*z^3 - 103/18*z + 1
*
-5/9 | 0.10759304282695515297997172683484744394 | 0.017920564065307711340547447223635438874
f(z) = 45/2*z^3 - 107/18*z + 1
*
[ 6/5 ] 
f(z) = 45/8*z^3 - 119/15*z + 1
*
2/15 | 0.16663290136426311632328912067560675562 | 0.024480252484934121613141194945122979113
f(z) = 45/8*z^3 - 113/5*z + 1
*
-6/5 | 0.18689641753257786750213407997900651394 | 0.027603342214810302740498662657894657910
f(z) = 45/8*z^3 - 109/15*z + 1
*
[ 1/6 ] 
f(z) = 46*z^3 - 113/18*z + 1
*
0 | 0.12494243255080228935030393671389828665 | 0.027072409505855549579172841632731785488
f(z) = 46/3*z^3 - 101/6*z + 1
*
0 | 0.13785253195826209699854682344364296685 | 0.028947395421859267011006750810105182813
f(z) = 46/5*z^3 - 117/10*z + 1
*
0 | 0.089447126781250839372122406660242507592 | 0.019381319827910236287377509781464757224
f(z) = 46/9*z^3 - 101/18*z + 1
*
[ 2/3 ] 
f(z) = 47/4*z^3 - 103/18*z + 1
*
[ -2/3 ] 
f(z) = 48*z^3 - 113/6*z + 1
*
[ 3/8 ] 
f(z) = 48*z^3 - 101/12*z + 1
*
-11/12 | 0.050869832673678054427154609826854175057 | 0.010235763318919447481759665718947049751
f(z) = 48/5*z^3 - 106/15*z + 1
*
[ 5/6 ] 
f(z) = 48/5*z^3 - 103/15*z + 1
*
10/21 | 0.088098399998997354368540533822983174847 | 0.014468344674916233479917328365846532430
f(z) = 49*z^3 - 118/9*z + 1
*
[ -5/7 ] 
f(z) = 49*z^3 - 113/5*z + 1
*
5/28 | 0.19417726789303732980069512278764007931 | 0.029136457156230739054149943113960085826
f(z) = 49*z^3 - 105/16*z + 1
*
3/7 | 0.14857889567327977207591621566299871795 | 0.024401018339083315559560256673640409705
f(z) = 49/2*z^3 - 115/18*z + 1
*
[ 6/7 ] 
f(z) = 49/2*z^3 - 109/6*z + 1
*
[ 1/14 ] 
f(z) = 49/2*z^3 - 105/8*z + 1
*
[ -5/7 ] 
f(z) = 49/2*z^3 - 101/10*z + 1
*
[ -8/7 ] 
f(z) = 49/4*z^3 - 113/8*z + 1
*
[ 2/3 ] 
f(z) = 49/4*z^3 - 107/18*z + 1
*
5/14 | 0.061119408263239284351556967311831043112 | 0.011579780321056861201278263812722121380
f(z) = 49/4*z^3 - 105/16*z + 1
*
1/7 | 0.13290486905130579901873953101673042582 | 0.028675866353530312255269491558492116802
f(z) = 49/6*z^3 - 103/6*z + 1
*
[ 11/7 ] 
f(z) = 49/11*z^3 - 117/11*z + 1
*
-2 | 0.064649320997364891720255676930174668366 | 0.012178986570141438805562134248243712894
f(z) = 49/12*z^3 - 101/6*z + 1
*
1/7 | 0.083228273106390515043993971448752703390 | 0.017605552219970070152898567274535175033
f(z) = 49/16*z^3 - 113/16*z + 1
*
[ 12/7 ] 
f(z) = 49/16*z^3 - 103/12*z + 1
*
[ 1/7 ] 
f(z) = 49/17*z^3 - 103/17*z + 1
*
[ 1/7 ] 
f(z) = 49/18*z^3 - 109/18*z + 1
*
[ 1/7 ] 
f(z) = 49/19*z^3 - 115/19*z + 1
*
[ -4/5 ] 
f(z) = 50*z^3 - 119/4*z + 1
*
[ 1/6 ] 
f(z) = 50*z^3 - 115/18*z + 1
*
0 | 0.12890698369127955550455048647902942829 | 0.027477600665595499406740802481221183533
f(z) = 50/3*z^3 - 109/6*z + 1
*
0 | 0.11480840319786762378774447929345674808 | 0.024771330425022737107801448406625362659
f(z) = 50/3*z^3 - 103/6*z + 1
*
[ -4/5 ] 
f(z) = 50/3*z^3 - 101/12*z + 1
*
0 | 0.10907978868002917104319897762563133905 | 0.023251268381358824450492609933542484895
f(z) = 50/9*z^3 - 109/18*z + 1
*
7/10 | 0.12397942993178861885785039793284393354 | 0.026750092669203949732567666261896267654
f(z) = 50/9*z^3 - 103/18*z + 1
*
9/10 | 0.12441578586859680485202745812062484060 | 0.026958296194993206413215559410359420232
f(z) = 50/9*z^3 - 101/18*z + 1
*
-2 | 0.086200568147666714854670544621332801773 | 0.016179161342492364617090801751513953051
f(z) = 51/4*z^3 - 103/2*z + 1
*
[ 2 ] 
f(z) = 51/4*z^3 - 101/2*z + 1
*
[ -4/3 ] 
f(z) = 51/8*z^3 - 115/12*z + 1
*
[ 3/2 ] 
f(z) = 52/3*z^3 - 116/3*z + 1
*
[ -3/2 ] 
f(z) = 52/3*z^3 - 112/3*z + 1
*
0 | 0.14094186325679930050700346290582350197 | 0.029813899062588321518814097179518305662
f(z) = 52/9*z^3 - 113/18*z + 1
*
[ 3/2 ] 
f(z) = 52/15*z^3 - 112/15*z + 1
*
-3/2 | 0.12582951955369192351819452252953551129 | 0.026927911124350367149712912646589466127
f(z) = 52/15*z^3 - 107/15*z + 1
*
[ 1/4 ] 
f(z) = 53*z^3 - 101/16*z + 1
*
[ 2/3 ] 
f(z) = 53/4*z^3 - 115/18*z + 1
*
-2 | 0.086919957387557374659359499362103015725 | 0.016198349963590624937784252783289667774
f(z) = 53/4*z^3 - 107/2*z + 1
*
[ 2 ] 
f(z) = 53/4*z^3 - 105/2*z + 1
*
[ -2 ] 
f(z) = 53/4*z^3 - 103/2*z + 1
*
-2 | 0.066161548623367952791601722370948974297 | 0.012287419312647163358705028297164127194
f(z) = 53/12*z^3 - 109/6*z + 1
*
[ 2 ] 
f(z) = 53/12*z^3 - 103/6*z + 1
*
-4/9 | 0.14636090066450214976539479496605868559 | 0.022607873306691671724522429021735214917
f(z) = 54*z^3 - 107/12*z + 1
*
[ 1/18 ] 
f(z) = 54*z^3 - 103/6*z + 1
*
7/9 | 0.088994592021954198125598147107069773113 | 0.017492463269079155083826627800537025489
f(z) = 54/5*z^3 - 113/15*z + 1
*
[ 1/11 ] 
f(z) = 55*z^3 - 115/11*z + 1
*
[ 2/5 ] 
f(z) = 55*z^3 - 103/10*z + 1
*
[ 1/4 ] 
f(z) = 55*z^3 - 103/16*z + 1
*
[ 3/5 ] 
f(z) = 55/3*z^3 - 109/15*z + 1
*
[ 2/3 ] 
f(z) = 55/4*z^3 - 119/18*z + 1
*
-2 | 0.087612409971962101968297360962243604765 | 0.016216480048564424866729563555254898476
f(z) = 55/4*z^3 - 111/2*z + 1
*
[ 2 ] 
f(z) = 55/4*z^3 - 109/2*z + 1
*
[ -2 ] 
f(z) = 55/4*z^3 - 107/2*z + 1
*
-2 | 0.066874191990930098070652216532880334342 | 0.012337194022344297820523988279266156116
f(z) = 55/12*z^3 - 113/6*z + 1
*
[ 2 ] 
f(z) = 55/12*z^3 - 107/6*z + 1
*
[ -2 ] 
f(z) = 55/12*z^3 - 101/6*z + 1
*
3/28 | 0.19054076087826051890373966453175020233 | 0.028590796317636890704663195744859952391
f(z) = 56*z^3 - 107/14*z + 1
*
0 | 0.12174062641876034334709141815772706610 | 0.025656979515269568859049135698531501066
f(z) = 56/3*z^3 - 115/6*z + 1
*
-3/2 | 0.091498401441454758133907604052245387076 | 0.019248272939607179191150748987867899340
f(z) = 56/15*z^3 - 116/15*z + 1
*
[ -3/2 ] 
f(z) = 56/15*z^3 - 101/15*z + 1
*
[ 1/4 ] 
f(z) = 57*z^3 - 105/16*z + 1
*
-2 | 0.088279872761363680888424342691367350075 | 0.016233649372584113639250381632118400363
f(z) = 57/4*z^3 - 115/2*z + 1
*
[ 2 ] 
f(z) = 57/4*z^3 - 113/2*z + 1
*
[ -2 ] 
f(z) = 57/4*z^3 - 111/2*z + 1
*
[ 1/6 ] 
f(z) = 58*z^3 - 119/18*z + 1
*
0 | 0.12386953057997909164301901013463380552 | 0.025918880472228963771383448769768388543
f(z) = 58/3*z^3 - 119/6*z + 1
*
[ 1/4 ] 
f(z) = 59*z^3 - 107/16*z + 1
*
-2 | 0.088924088668076441772893433865976129859 | 0.016249943391125275939776849741068835759
f(z) = 59/4*z^3 - 119/2*z + 1
*
[ 2 ] 
f(z) = 59/4*z^3 - 117/2*z + 1
*
[ -2 ] 
f(z) = 59/4*z^3 - 115/2*z + 1
*
[ 2 ] 
f(z) = 59/12*z^3 - 115/6*z + 1
*
[ -2 ] 
f(z) = 59/12*z^3 - 109/6*z + 1
*
[ 7/10 ] 
f(z) = 40/7*z^3 - 113/35*z + 1
*
[ 1/4 ] 
f(z) = 40/17*z^3 - 107/34*z + 1
*
[ 1/4 ] 
f(z) = 40/19*z^3 - 119/38*z + 1
*
[ 1/3 ] 
f(z) = 41/4*z^3 - 113/36*z + 1
*
[ -4/3 ] 
f(z) = 41/16*z^3 - 101/36*z + 1
*
[ 3/2 ] 
f(z) = 41/18*z^3 - 115/24*z + 1
*
[ -5/6 ] 
f(z) = 42/5*z^3 - 109/30*z + 1
*
1/2 | 0.089414903113224629897581340492200954225 | 0.016170729689828924258228229800643874089
f(z) = 42/5*z^3 - 103/30*z + 1
*
[ 1/3 ] 
f(z) = 43/4*z^3 - 115/36*z + 1
*
[ -4/3 ] 
f(z) = 43/16*z^3 - 109/36*z + 1
*
[ 1/4 ] 
f(z) = 44/9*z^3 - 119/36*z + 1
*
0 | 0.12964715509955265046888005134370359494 | 0.027972974348404134767004401756011550271
f(z) = 44/15*z^3 - 103/30*z + 1
*
[ 4/15 ] 
f(z) = 45*z^3 - 119/20*z + 1
*
1/5 | 0.13611861322755787942882634337307318132 | 0.025132217484771130395550881615979471258
f(z) = 45/4*z^3 - 109/20*z + 1
*
2/3 | 0.081037827690849212799366523053687600449 | 0.015605334305244069624103877900390595687
f(z) = 45/7*z^3 - 101/28*z + 1
*
[ -4/3 ] 
f(z) = 45/14*z^3 - 111/28*z + 1
*
4/9 | 0.15939199371952922581490298835265428787 | 0.026548133224022351606265707009809782415
f(z) = 45/16*z^3 - 101/36*z + 1
*
0 | 0.10529075921899137290424107917082278621 | 0.022532552111148749169826409182122060253
f(z) = 46/15*z^3 - 107/30*z + 1
*
[ 1/3 ] 
f(z) = 47/3*z^3 - 101/27*z + 1
*
[ 1/3 ] 
f(z) = 47/4*z^3 - 119/36*z + 1
*
[ -3/2 ] 
f(z) = 47/18*z^3 - 101/24*z + 1
*
1/6 | 0.16662539615704818480909529736514334561 | 0.029423725759966481180568133167277222401
f(z) = 48/5*z^3 - 113/30*z + 1
*
5/8 | 0.13010679185818393715386540433558530037 | 0.024746915147164951141180179405816175497
f(z) = 48/5*z^3 - 107/20*z + 1
*
1/2 | 0.078120220276505651920570893696468307042 | 0.013794943572452811023151951308737459281
f(z) = 48/5*z^3 - 107/30*z + 1
*
5/8 | 0.11409499203984856040597993251422959002 | 0.021701396571242794812995341443109322856
f(z) = 48/5*z^3 - 103/20*z + 1
*
-7/8 | 0.13725579966483489871440253124135491028 | 0.026106689583617500228064944231187203694
f(z) = 48/7*z^3 - 115/28*z + 1
*
1/12 | 0.10551475266271843438609134369355964273 | 0.021231130085252985332302920297037135305
f(z) = 48/7*z^3 - 106/21*z + 1
*
[ 3/14 ] 
f(z) = 49/2*z^3 - 115/24*z + 1
*
[ 1/3 ] 
f(z) = 49/3*z^3 - 103/27*z + 1
*
[ 9/14 ] 
f(z) = 49/9*z^3 - 101/36*z + 1
*
[ 6/7 ] 
f(z) = 49/10*z^3 - 113/30*z + 1
*
-8/7 | 0.10913524612403610228599710603826088588 | 0.023355284344927955533111937053119255267
f(z) = 49/12*z^3 - 107/24*z + 1
*
2/7 | 0.061322058463598383581971940953159115324 | 0.012971658094321836592677388753808433897
f(z) = 49/15*z^3 - 113/30*z + 1
*
6/7 | 0.12039550908991030158045553751701404637 | 0.025765015872612055041434502350733999598
f(z) = 49/15*z^3 - 107/30*z + 1
*
[ 10/7 ] 
f(z) = 49/16*z^3 - 119/20*z + 1
*
[ -3/2 ] 
f(z) = 49/18*z^3 - 107/24*z + 1
*
[ 2/7 ] 
f(z) = 49/19*z^3 - 103/38*z + 1
*
[ 1/3 ] 
f(z) = 50/3*z^3 - 104/27*z + 1
*
[ 11/10 ] 
f(z) = 50/11*z^3 - 119/22*z + 1
*
-11/10 | 0.13540257015964376791251646943683534406 | 0.029338902346220364451082951839487840250
f(z) = 50/11*z^3 - 101/22*z + 1
*
-1/2 | 0.10131396920308836578602034372971935265 | 0.015789028549500459687816273092782225199
f(z) = 51/2*z^3 - 113/24*z + 1
*
[ 2/9 ] 
f(z) = 51/8*z^3 - 103/27*z + 1
*
2/3 | 0.069905776399061681479379582503076322079 | 0.013896558806894414509033165805028721189
f(z) = 51/10*z^3 - 113/30*z + 1
*
[ 1/3 ] 
f(z) = 52/3*z^3 - 106/27*z + 1
*
0 | 0.13389951048294904650165151401056264643 | 0.028017587466812141276540802771197852664
f(z) = 52/15*z^3 - 119/30*z + 1
*
[ 1/3 ] 
f(z) = 53/3*z^3 - 107/27*z + 1
*
[ -3/2 ] 
f(z) = 53/18*z^3 - 119/24*z + 1
*
1/6 | 0.089414700933833922762082520812556402158 | 0.015467681741901054402547392279404988719
f(z) = 54/5*z^3 - 109/30*z + 1
*
[ 5/18 ] 
f(z) = 54/5*z^3 - 103/30*z + 1
*
[ 7/9 ] 
f(z) = 54/7*z^3 - 104/21*z + 1
*
0 | 0.13324100204959403279063376427084033281 | 0.027879798930001120176568095435892375125
f(z) = 54/11*z^3 - 119/22*z + 1
*
[ 1/6 ] 
f(z) = 54/11*z^3 - 113/22*z + 1
*
[ 2/11 ] 
f(z) = 55/2*z^3 - 119/22*z + 1
*
[ 1/3 ] 
f(z) = 55/3*z^3 - 109/27*z + 1
*
1/5 | 0.15772216761582326659996415385624483700 | 0.028080575988105922406613157545656050108
f(z) = 55/4*z^3 - 111/20*z + 1
*
[ 2/11 ] 
f(z) = 55/4*z^3 - 109/22*z + 1
*
[ 3/11 ] 
f(z) = 55/9*z^3 - 103/33*z + 1
*
-6/5 | 0.15709583066848395397594360049643824158 | 0.027219515423781441760610222217670550170
f(z) = 55/18*z^3 - 107/30*z + 1
*
[ 1/3 ] 
f(z) = 56/3*z^3 - 110/27*z + 1
*
-4/7 | 0.12655432579256872500576939225767375196 | 0.021193899913960169094481129955468337726
f(z) = 56/3*z^3 - 107/21*z + 1
*
[ 3/8 ] 
f(z) = 56/3*z^3 - 103/24*z + 1
*
[ -3/4 ] 
f(z) = 56/5*z^3 - 119/30*z + 1
*
[ -5/7 ] 
f(z) = 56/5*z^3 - 116/35*z + 1
*
[ 5/14 ] 
f(z) = 56/5*z^3 - 113/35*z + 1
*
3/4 | 0.11659165101701747086772887635521147536 | 0.024709479475835152386882242373813495006
f(z) = 56/15*z^3 - 103/30*z + 1
*
[ 1/4 ] 
f(z) = 56/17*z^3 - 109/34*z + 1
*
[ 2/9 ] 
f(z) = 57/8*z^3 - 104/27*z + 1
*
[ 1/3 ] 
f(z) = 58/3*z^3 - 112/27*z + 1
*
[ 1/4 ] 
f(z) = 58/3*z^3 - 101/24*z + 1
*
0 | 0.11623048786602616934737121358810264697 | 0.024451095528488193404457004573179797725
f(z) = 58/15*z^3 - 101/30*z + 1
*
[ 1/3 ] 
f(z) = 59/3*z^3 - 113/27*z + 1
*
[ 2/3 ] 
f(z) = 41/12*z^3 - 109/54*z + 1
*
[ 1/3 ] 
f(z) = 42/17*z^3 - 116/51*z + 1
*
[ 2/3 ] 
f(z) = 43/12*z^3 - 113/54*z + 1
*
[ 3/8 ] 
f(z) = 44/9*z^3 - 113/48*z + 1
*
-13/15 | 0.15976332219884409971161309999508649855 | 0.029497850913882328198079934157865327898
f(z) = 45/11*z^3 - 114/55*z + 1
*
[ 1/2 ] 
f(z) = 45/14*z^3 - 101/56*z + 1
*
[ 1/2 ] 
f(z) = 47/14*z^3 - 103/56*z + 1
*
[ 1/3 ] 
f(z) = 48/17*z^3 - 118/51*z + 1
*
[ 10/21 ] 
f(z) = 49/8*z^3 - 112/45*z + 1
*
[ 4/7 ] 
f(z) = 49/13*z^3 - 103/52*z + 1
*
[ 1/2 ] 
f(z) = 49/13*z^3 - 101/52*z + 1
*
[ 3/7 ] 
f(z) = 49/19*z^3 - 103/57*z + 1
*
[ 1/2 ] 
f(z) = 51/13*z^3 - 103/52*z + 1
*
[ 1/2 ] 
f(z) = 51/14*z^3 - 107/56*z + 1
*
[ 1/3 ] 
f(z) = 51/14*z^3 - 101/42*z + 1
*
[ 1/3 ] 
f(z) = 51/16*z^3 - 113/48*z + 1
*
[ 3/8 ] 
f(z) = 52/9*z^3 - 119/48*z + 1
*
[ 1/2 ] 
f(z) = 53/12*z^3 - 101/48*z + 1
*
[ 1/2 ] 
f(z) = 53/13*z^3 - 105/52*z + 1
*
[ 1/2 ] 
f(z) = 53/14*z^3 - 109/56*z + 1
*
[ 7/18 ] 
f(z) = 54/7*z^3 - 115/42*z + 1
*
[ 4/11 ] 
f(z) = 55/8*z^3 - 117/44*z + 1
*
[ 1/2 ] 
f(z) = 55/12*z^3 - 103/48*z + 1
*
[ 1/2 ] 
f(z) = 55/13*z^3 - 107/52*z + 1
*
[ 1/2 ] 
f(z) = 55/14*z^3 - 111/56*z + 1
*
-12/11 | 0.13321770832306135784304611499630799692 | 0.020798275845420267848598050795635574271
f(z) = 55/16*z^3 - 103/44*z + 1
*
[ 1/2 ] 
f(z) = 57/11*z^3 - 101/44*z + 1
*
[ 1/2 ] 
f(z) = 57/13*z^3 - 109/52*z + 1
*
[ 1/2 ] 
f(z) = 57/14*z^3 - 113/56*z + 1
*
[ 1/3 ] 
f(z) = 57/14*z^3 - 103/42*z + 1
*
[ 1/3 ] 
f(z) = 57/16*z^3 - 115/48*z + 1
*
[ 1/2 ] 
f(z) = 59/11*z^3 - 103/44*z + 1
*
[ 1/2 ] 
f(z) = 59/12*z^3 - 107/48*z + 1
*
[ 1/2 ] 
f(z) = 59/13*z^3 - 111/52*z + 1
*
[ 1/2 ] 
f(z) = 59/14*z^3 - 115/56*z + 1
*
[ 1/2 ] 
f(z) = 41/15*z^3 - 101/60*z + 1
*
[ 1/2 ] 
f(z) = 41/16*z^3 - 105/64*z + 1
*
[ 1/2 ] 
f(z) = 41/17*z^3 - 109/68*z + 1
*
[ 1/2 ] 
f(z) = 41/18*z^3 - 113/72*z + 1
*
[ 1/2 ] 
f(z) = 41/19*z^3 - 117/76*z + 1
*
[ 1/2 ] 
f(z) = 43/15*z^3 - 103/60*z + 1
*
[ 1/2 ] 
f(z) = 43/16*z^3 - 107/64*z + 1
*
[ 1/2 ] 
f(z) = 43/17*z^3 - 111/68*z + 1
*
[ 1/2 ] 
f(z) = 43/18*z^3 - 115/72*z + 1
*
[ 1/2 ] 
f(z) = 43/19*z^3 - 119/76*z + 1
*
[ 3/4 ] 
f(z) = 44/15*z^3 - 119/60*z + 1
*
[ 1/2 ] 
f(z) = 45/16*z^3 - 109/64*z + 1
*
[ 1/2 ] 
f(z) = 45/17*z^3 - 113/68*z + 1
*
[ 1/2 ] 
f(z) = 47/15*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 47/16*z^3 - 111/64*z + 1
*
[ 1/2 ] 
f(z) = 47/17*z^3 - 115/68*z + 1
*
[ 1/2 ] 
f(z) = 47/18*z^3 - 119/72*z + 1
*
[ 1/2 ] 
f(z) = 49/16*z^3 - 113/64*z + 1
*
[ 1/2 ] 
f(z) = 49/17*z^3 - 117/68*z + 1
*
[ 4/7 ] 
f(z) = 49/17*z^3 - 115/68*z + 1
*
[ 1/2 ] 
f(z) = 51/16*z^3 - 115/64*z + 1
*
[ 1/2 ] 
f(z) = 53/15*z^3 - 113/60*z + 1
*
[ 1/2 ] 
f(z) = 53/16*z^3 - 117/64*z + 1
*
[ 1/2 ] 
f(z) = 55/16*z^3 - 119/64*z + 1
*
[ 6/11 ] 
f(z) = 55/18*z^3 - 115/66*z + 1
*
[ 1/2 ] 
f(z) = 59/15*z^3 - 119/60*z + 1
*
1/5 | 0.13382299778176669832294768003404551012 | 0.022335607050593610913953892398271700175
f(z) = 40*z^3 - 91/10*z + 1
*
[ 3/10 ] 
f(z) = 40*z^3 - 89/15*z + 1
*
1/10 | 0.097836078707345197814482442278942071542 | 0.018465499882104538056390398826402733121
f(z) = 40/3*z^3 - 92/15*z + 1
*
[ 3/2 ] 
f(z) = 40/3*z^3 - 89/3*z + 1
*
0 | 0.11839064015186154709030958081271756520 | 0.026375636251177666521696992835782327617
f(z) = 40/3*z^3 - 89/6*z + 1
*
[ -3/2 ] 
f(z) = 40/3*z^3 - 85/3*z + 1
*
0 | 0.10081607014137596762391389509803251060 | 0.022815050165759813756930313987127037141
f(z) = 40/3*z^3 - 83/6*z + 1
*
[ 3/5 ] 
f(z) = 40/3*z^3 - 82/15*z + 1
*
0 | 0.098742903154721827659472514077481374452 | 0.021998418900797332287131227347837365851
f(z) = 40/9*z^3 - 89/18*z + 1
*
[ 1/4 ] 
f(z) = 41*z^3 - 89/16*z + 1
*
[ 2/3 ] 
f(z) = 41/4*z^3 - 91/18*z + 1
*
-2 | 0.082112311871070334283759034738794236294 | 0.016062697187598071840213141823755727378
f(z) = 41/4*z^3 - 83/2*z + 1
*
[ 2 ] 
f(z) = 41/4*z^3 - 81/2*z + 1
*
-2 | 0.061187031132786096013749014441745170614 | 0.011913830319230514202269216789531876897
f(z) = 41/12*z^3 - 85/6*z + 1
*
[ -2/3 ] 
f(z) = 42*z^3 - 97/6*z + 1
*
[ 2/7 ] 
f(z) = 42*z^3 - 83/14*z + 1
*
[ 1/4 ] 
f(z) = 43*z^3 - 91/16*z + 1
*
[ 2/3 ] 
f(z) = 43/4*z^3 - 95/18*z + 1
*
-2 | 0.083005499131169422643622667832431448251 | 0.016089282691698824619755967568659854416
f(z) = 43/4*z^3 - 87/2*z + 1
*
[ 2 ] 
f(z) = 43/4*z^3 - 85/2*z + 1
*
[ -2 ] 
f(z) = 43/4*z^3 - 83/2*z + 1
*
-2 | 0.062116795441666318965471727142606326273 | 0.011987531867896129885405710199939603791
f(z) = 43/12*z^3 - 89/6*z + 1
*
[ 2 ] 
f(z) = 43/12*z^3 - 83/6*z + 1
*
0 | 0.10769168257507003963349680330805051697 | 0.024506298465318653347768110326543300318
f(z) = 43/19*z^3 - 81/19*z + 1
*
-1/2 | 0.16305281331764693132089151798771810463 | 0.026375052393812226380120491667186353200
f(z) = 44*z^3 - 89/11*z + 1
*
[ 3/2 ] 
f(z) = 44/3*z^3 - 98/3*z + 1
*
1/4 | 0.053402335494332442493252792791900210664 | 0.010328304960537528799902702684761650359
f(z) = 44/3*z^3 - 95/12*z + 1
*
[ -3/2 ] 
f(z) = 44/3*z^3 - 94/3*z + 1
*
0 | 0.13252664774995941346316311328991838570 | 0.029379466941610092958006471810098206496
f(z) = 44/3*z^3 - 91/6*z + 1
*
-3/4 | 0.13189589315209498287000992747939060882 | 0.025509390083920326338316134172778490323
f(z) = 44/3*z^3 - 83/12*z + 1
*
0 | 0.10792573110041633335670896038898485176 | 0.023591814129364790525006181989001378689
f(z) = 44/9*z^3 - 97/18*z + 1
*
[ 3/2 ] 
f(z) = 44/15*z^3 - 94/15*z + 1
*
-3/2 | 0.065518663105662331636656114417945126397 | 0.014596562899919685259564204032103756524
f(z) = 44/15*z^3 - 89/15*z + 1
*
0 | 0.10814601755286673951391076817587127227 | 0.024541163501624286856910126626314438947
f(z) = 44/19*z^3 - 82/19*z + 1
*
[ 1/4 ] 
f(z) = 45*z^3 - 93/16*z + 1
*
[ 2/5 ] 
f(z) = 45*z^3 - 87/10*z + 1
*
[ 2/9 ] 
f(z) = 45/2*z^3 - 83/18*z + 1
*
-2 | 0.083857505004256284158134881265977609107 | 0.016114027142298097856873440688258380769
f(z) = 45/4*z^3 - 91/2*z + 1
*
[ 2 ] 
f(z) = 45/4*z^3 - 89/2*z + 1
*
[ -2 ] 
f(z) = 45/4*z^3 - 87/2*z + 1
*
[ 1/6 ] 
f(z) = 45/4*z^3 - 85/16*z + 1
*
[ -6/5 ] 
f(z) = 45/8*z^3 - 94/15*z + 1
*
0 | 0.10858944517125643914102025494008160810 | 0.024574193733003478629937764754924610629
f(z) = 45/19*z^3 - 83/19*z + 1
*
0 | 0.10963807580740399317572118294703817745 | 0.024075766301374419914511388976139659968
f(z) = 46/3*z^3 - 95/6*z + 1
*
0 | 0.10902247817287953359724221412826282636 | 0.024605503482188743272553189012501904822
f(z) = 46/19*z^3 - 84/19*z + 1
*
[ 1/4 ] 
f(z) = 47*z^3 - 95/16*z + 1
*
[ 1/3 ] 
f(z) = 47/2*z^3 - 83/18*z + 1
*
-2 | 0.084671966477621104337536066761918722772 | 0.016137140846536470173726796908476967304
f(z) = 47/4*z^3 - 95/2*z + 1
*
[ 2 ] 
f(z) = 47/4*z^3 - 93/2*z + 1
*
[ -2 ] 
f(z) = 47/4*z^3 - 91/2*z + 1
*
-2 | 0.063844439898224416923939669959563624768 | 0.012119620151195666243234396557647632125
f(z) = 47/12*z^3 - 97/6*z + 1
*
[ 2 ] 
f(z) = 47/12*z^3 - 91/6*z + 1
*
[ -2 ] 
f(z) = 47/12*z^3 - 85/6*z + 1
*
0 | 0.10956516208573643061568346138911132397 | 0.024932627100541203719091801831633038583
f(z) = 47/17*z^3 - 81/17*z + 1
*
0 | 0.083107015218713867790492229064723207362 | 0.018807425430118464498608711689504302074
f(z) = 47/18*z^3 - 83/18*z + 1
*
0 | 0.10944559388514504655648465037685290150 | 0.024635198120774124420575959341016944920
f(z) = 47/19*z^3 - 85/19*z + 1
*
-5/12 | 0.18980665425750091653670713598182977050 | 0.028849279065529244623616983124227870207
f(z) = 48*z^3 - 98/15*z + 1
*
[ 3/4 ] 
f(z) = 48*z^3 - 82/3*z + 1
*
1/6 | 0.099085460393137970008152300345757493274 | 0.019937461313001726087875246824847852881
f(z) = 48/5*z^3 - 94/15*z + 1
*
[ 3/4 ] 
f(z) = 48/5*z^3 - 86/15*z + 1
*
0 | 0.10997608212739450741370034890511820327 | 0.024956453079162927438251114358385289615
f(z) = 48/17*z^3 - 82/17*z + 1
*
0 | 0.10985923741643343506547125964965656621 | 0.024663374925622566184982709928804682174
f(z) = 48/19*z^3 - 86/19*z + 1
*
[ 1/4 ] 
f(z) = 49*z^3 - 97/16*z + 1
*
[ -6/7 ] 
f(z) = 49/2*z^3 - 95/6*z + 1
*
[ 1/3 ] 
f(z) = 49/2*z^3 - 85/18*z + 1
*
[ -5/7 ] 
f(z) = 49/3*z^3 - 89/15*z + 1
*
1/14 | 0.084829137588859618910708841351533398244 | 0.016071863357592659963456846067111841258
f(z) = 49/3*z^3 - 85/12*z + 1
*
-2 | 0.085452058276935997825813466346499267433 | 0.016158801698353938959548442152154778115
f(z) = 49/4*z^3 - 99/2*z + 1
*
[ 2 ] 
f(z) = 49/4*z^3 - 97/2*z + 1
*
[ -2 ] 
f(z) = 49/4*z^3 - 95/2*z + 1
*
9/7 | 0.11052099635635790645519927181613864196 | 0.024877261341388570129058394818066920453
f(z) = 49/6*z^3 - 85/6*z + 1
*
[ 2/21 ] 
f(z) = 49/8*z^3 - 86/9*z + 1
*
[ 10/7 ] 
f(z) = 49/10*z^3 - 97/10*z + 1
*
[ -10/7 ] 
f(z) = 49/10*z^3 - 83/10*z + 1
*
[ 2 ] 
f(z) = 49/12*z^3 - 95/6*z + 1
*
[ -2 ] 
f(z) = 49/12*z^3 - 89/6*z + 1
*
1/7 | 0.061111645396057835256455661022961960273 | 0.013755670177077073686276606318325031846
f(z) = 49/12*z^3 - 85/12*z + 1
*
[ 1/7 ] 
f(z) = 49/16*z^3 - 97/16*z + 1
*
[ -12/7 ] 
f(z) = 49/16*z^3 - 89/12*z + 1
*
0 | 0.11037806732526520229087836277222426953 | 0.024978965552754777199183223682216036549
f(z) = 49/17*z^3 - 83/17*z + 1
*
9/7 | 0.12898040531324186041337030725134199903 | 0.028323208638147749404978356020153358513
f(z) = 49/18*z^3 - 95/18*z + 1
*
[ 12/7 ] 
f(z) = 49/18*z^3 - 91/12*z + 1
*
0 | 0.11026382449880502619258241467162562243 | 0.024690123838020993767012055618044748413
f(z) = 49/19*z^3 - 87/19*z + 1
*
1/20 | 0.13116520353652727814107328822110518284 | 0.021892010293182718781599950268168035798
f(z) = 50*z^3 - 97/8*z + 1
*
1/20 | 0.12239216316939516441420005065082980824 | 0.020427753883392766900832135904060309770
f(z) = 50*z^3 - 89/8*z + 1
*
2/5 | 0.11442989535563772909982836142761158219 | 0.019098818737210396566117886489555296621
f(z) = 50*z^3 - 81/8*z + 1
*
[ 7/5 ] 
f(z) = 50/7*z^3 - 96/7*z + 1
*
[ 9/10 ] 
f(z) = 50/9*z^3 - 83/18*z + 1
*
0 | 0.11077149858587714849275393632410763294 | 0.025000243434753291918330287944229534061
f(z) = 50/17*z^3 - 84/17*z + 1
*
0 | 0.11065974402322600181595950161502874458 | 0.024715528138376698030906252973811907457
f(z) = 50/19*z^3 - 88/19*z + 1
*
[ 1/4 ] 
f(z) = 51*z^3 - 99/16*z + 1
*
[ -2 ] 
f(z) = 51/4*z^3 - 99/2*z + 1
*
0 | 0.085538908659897201887632543388645416469 | 0.019357771925281133130684520907041385506
f(z) = 51/16*z^3 - 83/16*z + 1
*
0 | 0.11104736030646873054571643513395692558 | 0.024739665047337194129908826541725257123
f(z) = 51/19*z^3 - 89/19*z + 1
*
1/4 | 0.089545151976202548481589275538187922236 | 0.016776489579857645602619463132693898872
f(z) = 52/3*z^3 - 97/12*z + 1
*
[ -3/4 ] 
f(z) = 52/3*z^3 - 89/12*z + 1
*
[ -3/2 ] 
f(z) = 52/15*z^3 - 92/15*z + 1
*
0 | 0.091296558419726429821265327407580989496 | 0.020717579972085692713505315496753611503
f(z) = 52/15*z^3 - 82/15*z + 1
*
0 | 0.11153410543733935379790643166421829038 | 0.025039382432337327278873459711622004889
f(z) = 52/17*z^3 - 86/17*z + 1
*
0 | 0.11142701512313364545141456479656761337 | 0.024762606262623419278917436574300687466
f(z) = 52/19*z^3 - 90/19*z + 1
*
[ 1/3 ] 
f(z) = 53/2*z^3 - 89/18*z + 1
*
[ -2 ] 
f(z) = 53/12*z^3 - 97/6*z + 1
*
0 | 0.099224088237523427534660604310517864958 | 0.022579414335019099422643781784144902676
f(z) = 53/14*z^3 - 81/14*z + 1
*
0 | 0.091663202853333012254059397154949978166 | 0.020743722389896243223582830131595675311
f(z) = 53/15*z^3 - 83/15*z + 1
*
0 | 0.086283903380699920484623055922149254857 | 0.019421714287081806987612398836868308998
f(z) = 53/16*z^3 - 85/16*z + 1
*
0 | 0.11190393103955607472527203864089056065 | 0.025057374237531038590672463212659413179
f(z) = 53/17*z^3 - 87/17*z + 1
*
0 | 0.085453080058645880230584803244640157456 | 0.019037648189743048344265392667573861448
f(z) = 53/18*z^3 - 89/18*z + 1
*
0 | 0.11179902953146437509028806365975582537 | 0.024784418439534203351381632018939727315
f(z) = 53/19*z^3 - 91/19*z + 1
*
1/18 | 0.14924827911099863778081211246266541141 | 0.025818180430124503590587805312708851786
f(z) = 54*z^3 - 97/6*z + 1
*
[ 1/12 ] 
f(z) = 54*z^3 - 91/8*z + 1
*
[ -4/9 ] 
f(z) = 54*z^3 - 89/12*z + 1
*
4/9 | 0.11817467464072952129325779978902415735 | 0.020442815758542104711866596581783686562
f(z) = 54*z^3 - 85/6*z + 1
*
2/3 | 0.11249712223972464939944626916949651918 | 0.022112037753597871471017730137623328101
f(z) = 54/5*z^3 - 92/15*z + 1
*
-7/9 | 0.14847197203787047486674597495715230187 | 0.029183127405309128323190407226642055959
f(z) = 54/5*z^3 - 83/15*z + 1
*
1/6 | 0.074188525165624749893277904687522237477 | 0.015845033290788730113053125660808109096
f(z) = 54/7*z^3 - 87/14*z + 1
*
0 | 0.11226650607861390858509332037914136415 | 0.025074393714491538634887032426836161163
f(z) = 54/17*z^3 - 88/17*z + 1
*
0 | 0.11216370551761761513991237323294810878 | 0.024805163621961434804869765769291166542
f(z) = 54/19*z^3 - 92/19*z + 1
*
[ 1/3 ] 
f(z) = 55/2*z^3 - 91/18*z + 1
*
0 | 0.11282104756932859555585390194238043743 | 0.025673535771683823390403409507300180038
f(z) = 55/13*z^3 - 81/13*z + 1
*
0 | 0.099936228253017914003584030058934257444 | 0.022615938686878755798526999276245196348
f(z) = 55/14*z^3 - 83/14*z + 1
*
0 | 0.087000050851920031902877139443386068599 | 0.019480931658336489585742363678693351379
f(z) = 55/16*z^3 - 87/16*z + 1
*
0 | 0.11262210975706138466215342611341191365 | 0.025090495304207974590515708034094587275
f(z) = 55/17*z^3 - 89/17*z + 1
*
0 | 0.086173308818918667164931865810433303858 | 0.019103523107829865198282490116843534175
f(z) = 55/18*z^3 - 91/18*z + 1
*
0 | 0.11252132747966874856754050092165512144 | 0.024824899629812535326467061598714826537
f(z) = 55/19*z^3 - 93/19*z + 1
*
[ 2/7 ] 
f(z) = 56*z^3 - 99/14*z + 1
*
1/4 | 0.13135840646040956380656818656628487726 | 0.019710435847994046499910505864245118149
f(z) = 56*z^3 - 95/14*z + 1
*
[ 1/14 ] 
f(z) = 56*z^3 - 93/7*z + 1
*
0 | 0.11316616418398496222263543494764924304 | 0.025680366239405867349461126884696520624
f(z) = 56/13*z^3 - 82/13*z + 1
*
0 | 0.092725360733058258061121058282166934450 | 0.020816823333701062264863259641730193468
f(z) = 56/15*z^3 - 86/15*z + 1
*
0 | 0.11297100543393522372556395244670677748 | 0.025105729733151953117601267671060475561
f(z) = 56/17*z^3 - 90/17*z + 1
*
0 | 0.11287216356977415959039128615728240702 | 0.024843680407939303526211623159802484529
f(z) = 56/19*z^3 - 94/19*z + 1
*
0 | 0.13740598310617370393606676874635523132 | 0.026033156150913509913740956871684937043
f(z) = 57/10*z^3 - 98/15*z + 1
*
2/3 | 0.14717382202480932578497689690102661498 | 0.028623775244624602469844131908904372258
f(z) = 57/10*z^3 - 83/15*z + 1
*
0 | 0.11350496257145120315759990720788039254 | 0.025686593531159092131860658647657032822
f(z) = 57/13*z^3 - 83/13*z + 1
*
0 | 0.10062197351251347271317987684437520308 | 0.022649082204126142423734703547559092209
f(z) = 57/14*z^3 - 85/14*z + 1
*
0 | 0.087689504353330751446900934457073921321 | 0.019535889550920258212098328822915149688
f(z) = 57/16*z^3 - 89/16*z + 1
*
0 | 0.11331344180279416776385204856440177167 | 0.025120144318192564904742173093197802899
f(z) = 57/17*z^3 - 91/17*z + 1
*
[ 3/2 ] 
f(z) = 58/9*z^3 - 85/6*z + 1
*
0 | 0.11383767006537695871992640765601446254 | 0.025692253874070089958902900599056510395
f(z) = 58/13*z^3 - 84/13*z + 1
*
0 | 0.093399373936098257737057673468070782064 | 0.020860475279428607991003874117075513145
f(z) = 58/15*z^3 - 88/15*z + 1
*
0 | 0.11364965396212005044157412212340278960 | 0.025133783242092409295085597629371794468
f(z) = 58/17*z^3 - 92/17*z + 1
*
0 | 0.11355447669912217847554274831821203664 | 0.024878574538066629225937241282976548773
f(z) = 58/19*z^3 - 96/19*z + 1
*
[ 1/3 ] 
f(z) = 59/2*z^3 - 95/18*z + 1
*
0 | 0.11425572669500445796269104276406241131 | 0.026000011076137039452376747174210824403
f(z) = 59/11*z^3 - 81/11*z + 1
*
0 | 0.068194718314660392349355740313188064945 | 0.015432717395223013917310389388644545229
f(z) = 59/12*z^3 - 83/12*z + 1
*
0 | 0.11416450193888166141141098924273161373 | 0.025697380988907811913560736615787321676
f(z) = 59/13*z^3 - 85/13*z + 1
*
0 | 0.10128321226959004929499665613869562342 | 0.022679197506665903119842612955334982276
f(z) = 59/14*z^3 - 87/14*z + 1
*
0 | 0.093728914748928239287014761966132446160 | 0.020881378447352715429267339428294735170
f(z) = 59/15*z^3 - 89/15*z + 1
*
0 | 0.088354184479848915564096315716453401349 | 0.019586995416772214624757497939290947496
f(z) = 59/16*z^3 - 91/16*z + 1
*
0 | 0.11397986438969019037319248297214698216 | 0.025146687802852011474502916271422206814
f(z) = 59/17*z^3 - 93/17*z + 1
*
0 | 0.087534715969445174738968282102521225860 | 0.019222020720608357432323816482497120184
f(z) = 59/18*z^3 - 95/18*z + 1
*
0 | 0.11388641921241210944313226737585386658 | 0.024894779090431208720748752260461456869
f(z) = 59/19*z^3 - 97/19*z + 1
*
[ 1/3 ] 
f(z) = 40/3*z^3 - 94/27*z + 1
*
[ 3/8 ] 
f(z) = 40/3*z^3 - 85/24*z + 1
*
3/4 | 0.14921023649283997028438128829168550377 | 0.024903800284500090933949769296154278812
f(z) = 40/9*z^3 - 97/30*z + 1
*
3/20 | 0.13010292356096234594513522305426747035 | 0.021714711409543712061426694270804431500
f(z) = 40/9*z^3 - 83/30*z + 1
*
[ 1/4 ] 
f(z) = 40/13*z^3 - 83/26*z + 1
*
[ 1/3 ] 
f(z) = 41/3*z^3 - 95/27*z + 1
*
[ -3/2 ] 
f(z) = 41/18*z^3 - 83/24*z + 1
*
[ 1/3 ] 
f(z) = 42/13*z^3 - 92/39*z + 1
*
[ 1/3 ] 
f(z) = 43/3*z^3 - 97/27*z + 1
*
[ -3/2 ] 
f(z) = 43/18*z^3 - 89/24*z + 1
*
[ 1/3 ] 
f(z) = 44/3*z^3 - 98/27*z + 1
*
1/4 | 0.11710483428956312188000952174978418993 | 0.022648718070096072878708361306916533766
f(z) = 44/5*z^3 - 91/20*z + 1
*
[ 1/4 ] 
f(z) = 44/7*z^3 - 95/28*z + 1
*
[ 3/11 ] 
f(z) = 44/9*z^3 - 100/33*z + 1
*
[ 4/15 ] 
f(z) = 45/2*z^3 - 87/20*z + 1
*
[ -4/5 ] 
f(z) = 45/4*z^3 - 99/20*z + 1
*
1/3 | 0.10739134097331083230001726408094339264 | 0.019828166577119069416978477909000273535
f(z) = 45/4*z^3 - 81/20*z + 1
*
8/15 | 0.10814700335051578262053567061025911336 | 0.019967688063260165757737509935034396976
f(z) = 45/7*z^3 - 99/35*z + 1
*
[ 7/15 ] 
f(z) = 45/7*z^3 - 89/35*z + 1
*
[ -14/15 ] 
f(z) = 45/8*z^3 - 99/35*z + 1
*
[ 4/9 ] 
f(z) = 45/8*z^3 - 85/36*z + 1
*
2/3 | 0.14933286622699133073931684893125755247 | 0.027572026945108144498520433720281107485
f(z) = 45/14*z^3 - 92/35*z + 1
*
-4/3 | 0.16719236048380692848914555653021447494 | 0.028458609665949087077244341842301560305
f(z) = 45/16*z^3 - 89/20*z + 1
*
[ 1/3 ] 
f(z) = 46/3*z^3 - 100/27*z + 1
*
[ 1/4 ] 
f(z) = 46/3*z^3 - 95/24*z + 1
*
1/2 | 0.11367076020829616036197909340952878362 | 0.025138450918569641683853521836647155100
f(z) = 46/15*z^3 - 83/30*z + 1
*
[ 1/2 ] 
f(z) = 47/9*z^3 - 83/36*z + 1
*
[ 5/8 ] 
f(z) = 48/5*z^3 - 87/20*z + 1
*
[ 3/4 ] 
f(z) = 48/7*z^3 - 88/21*z + 1
*
[ -7/8 ] 
f(z) = 48/7*z^3 - 87/28*z + 1
*
1/12 | 0.12275044769906827483546487787379300733 | 0.024699207052615180393379779021114573465
f(z) = 48/7*z^3 - 85/21*z + 1
*
[ 3/4 ] 
f(z) = 48/11*z^3 - 92/33*z + 1
*
[ 1/3 ] 
f(z) = 48/11*z^3 - 82/33*z + 1
*
2/7 | 0.11445431437382467190669635590233608908 | 0.021684696480335778124550933037742329804
f(z) = 49/5*z^3 - 81/20*z + 1
*
3/7 | 0.12299569068966003185824133109566039719 | 0.024646298402169631991950747322992282185
f(z) = 49/8*z^3 - 83/24*z + 1
*
[ 1/2 ] 
f(z) = 49/8*z^3 - 81/32*z + 1
*
[ 4/7 ] 
f(z) = 49/9*z^3 - 91/36*z + 1
*
[ 1/2 ] 
f(z) = 49/9*z^3 - 85/36*z + 1
*
3/7 | 0.10870182535291877550363327901149652573 | 0.021782044634949068646370308920117772397
f(z) = 49/10*z^3 - 97/30*z + 1
*
-6/7 | 0.12700197296476603678889956043576443899 | 0.025449090986868589230262809241308914534
f(z) = 49/11*z^3 - 97/33*z + 1
*
[ -8/7 ] 
f(z) = 49/12*z^3 - 83/24*z + 1
*
[ 2/7 ] 
f(z) = 49/15*z^3 - 83/30*z + 1
*
[ -10/7 ] 
f(z) = 49/16*z^3 - 91/20*z + 1
*
[ 2/7 ] 
f(z) = 49/17*z^3 - 93/34*z + 1
*
[ 3/14 ] 
f(z) = 49/18*z^3 - 91/24*z + 1
*
[ 1/4 ] 
f(z) = 50/3*z^3 - 97/24*z + 1
*
[ 3/4 ] 
f(z) = 50/9*z^3 - 83/24*z + 1
*
1/3 | 0.085248809031662199180110835174306874545 | 0.016946597962999045458561013969312098661
f(z) = 51/8*z^3 - 89/24*z + 1
*
[ 1/2 ] 
f(z) = 51/8*z^3 - 83/32*z + 1
*
[ 2/3 ] 
f(z) = 51/10*z^3 - 83/30*z + 1
*
[ 1/3 ] 
f(z) = 51/11*z^3 - 83/33*z + 1
*
[ 1/3 ] 
f(z) = 51/13*z^3 - 95/39*z + 1
*
0 | 0.13145398717065486862277684779846805003 | 0.025103684544536175186966568139037253095
f(z) = 51/14*z^3 - 94/21*z + 1
*
1/4 | 0.14948203944867530842230184342714890967 | 0.028005802903244137301025766012935346332
f(z) = 52/5*z^3 - 93/20*z + 1
*
[ 1/4 ] 
f(z) = 52/7*z^3 - 97/28*z + 1
*
[ 1/2 ] 
f(z) = 53/7*z^3 - 81/28*z + 1
*
[ 1/2 ] 
f(z) = 53/8*z^3 - 85/32*z + 1
*
[ 1/2 ] 
f(z) = 53/9*z^3 - 89/36*z + 1
*
-8/9 | 0.11435695937715966721810702342565825590 | 0.022477600784720321320769778276865448071
f(z) = 54/7*z^3 - 86/21*z + 1
*
[ 1/5 ] 
f(z) = 55/4*z^3 - 91/20*z + 1
*
[ 2/5 ] 
f(z) = 55/6*z^3 - 89/30*z + 1
*
[ 1/2 ] 
f(z) = 55/7*z^3 - 83/28*z + 1
*
[ 6/11 ] 
f(z) = 55/8*z^3 - 95/33*z + 1
*
[ 4/5 ] 
f(z) = 55/8*z^3 - 93/20*z + 1
*
[ 1/2 ] 
f(z) = 55/8*z^3 - 87/32*z + 1
*
[ 1/2 ] 
f(z) = 55/9*z^3 - 91/36*z + 1
*
2/5 | 0.14533765585590063068077092307222183094 | 0.025875659400875288852791327691225427829
f(z) = 55/12*z^3 - 97/30*z + 1
*
3/5 | 0.14615266498241008157131620471757404410 | 0.026020762185435627780162924473376509011
f(z) = 55/18*z^3 - 83/30*z + 1
*
[ 3/7 ] 
f(z) = 56/3*z^3 - 100/21*z + 1
*
[ 3/14 ] 
f(z) = 56/3*z^3 - 95/21*z + 1
*
[ 3/14 ] 
f(z) = 56/9*z^3 - 83/21*z + 1
*
[ 1/4 ] 
f(z) = 56/13*z^3 - 85/26*z + 1
*
[ 1/2 ] 
f(z) = 57/7*z^3 - 85/28*z + 1
*
1/3 | 0.090709678109060356336456056580760967923 | 0.017642087451315219317224925195929531633
f(z) = 57/8*z^3 - 91/24*z + 1
*
[ 1/2 ] 
f(z) = 57/8*z^3 - 89/32*z + 1
*
[ 2/3 ] 
f(z) = 57/10*z^3 - 91/30*z + 1
*
[ 1/3 ] 
f(z) = 57/11*z^3 - 85/33*z + 1
*
[ 1/3 ] 
f(z) = 57/13*z^3 - 97/39*z + 1
*
[ 3/4 ] 
f(z) = 58/9*z^3 - 95/24*z + 1
*
1/2 | 0.13585206042287053588831827649821298406 | 0.028578833042242525619554436085080343886
f(z) = 58/15*z^3 - 89/30*z + 1
*
[ 1/2 ] 
f(z) = 59/6*z^3 - 83/24*z + 1
*
[ 1/2 ] 
f(z) = 59/7*z^3 - 87/28*z + 1
*
[ 1/2 ] 
f(z) = 59/8*z^3 - 91/32*z + 1
*
[ 1/2 ] 
f(z) = 59/9*z^3 - 95/36*z + 1
*
[ 1/2 ] 
f(z) = 41/10*z^3 - 81/40*z + 1
*
[ 1/2 ] 
f(z) = 41/11*z^3 - 85/44*z + 1
*
[ 1/2 ] 
f(z) = 41/12*z^3 - 89/48*z + 1
*
[ 1/2 ] 
f(z) = 41/13*z^3 - 93/52*z + 1
*
[ 1/2 ] 
f(z) = 41/14*z^3 - 97/56*z + 1
*
[ 1/2 ] 
f(z) = 43/10*z^3 - 83/40*z + 1
*
[ 1/2 ] 
f(z) = 43/11*z^3 - 87/44*z + 1
*
[ 1/2 ] 
f(z) = 43/12*z^3 - 91/48*z + 1
*
[ 1/2 ] 
f(z) = 43/13*z^3 - 95/52*z + 1
*
[ 1/2 ] 
f(z) = 43/14*z^3 - 99/56*z + 1
*
[ 8/15 ] 
f(z) = 45/8*z^3 - 99/40*z + 1
*
[ 1/2 ] 
f(z) = 45/11*z^3 - 89/44*z + 1
*
[ 1/2 ] 
f(z) = 45/13*z^3 - 97/52*z + 1
*
[ 1/2 ] 
f(z) = 47/10*z^3 - 87/40*z + 1
*
[ 1/2 ] 
f(z) = 47/11*z^3 - 91/44*z + 1
*
[ 1/2 ] 
f(z) = 47/12*z^3 - 95/48*z + 1
*
[ 1/2 ] 
f(z) = 47/13*z^3 - 99/52*z + 1
*
[ 3/4 ] 
f(z) = 48/17*z^3 - 98/51*z + 1
*
[ 3/4 ] 
f(z) = 48/19*z^3 - 100/57*z + 1
*
[ 5/14 ] 
f(z) = 49/10*z^3 - 97/40*z + 1
*
[ 1/2 ] 
f(z) = 49/12*z^3 - 97/48*z + 1
*
[ 3/7 ] 
f(z) = 49/16*z^3 - 91/48*z + 1
*
[ 3/7 ] 
f(z) = 49/17*z^3 - 95/51*z + 1
*
[ 3/5 ] 
f(z) = 50/17*z^3 - 88/51*z + 1
*
[ 3/5 ] 
f(z) = 50/19*z^3 - 92/57*z + 1
*
[ 1/2 ] 
f(z) = 51/10*z^3 - 91/40*z + 1
*
[ 1/2 ] 
f(z) = 51/11*z^3 - 95/44*z + 1
*
[ 2/3 ] 
f(z) = 51/14*z^3 - 89/42*z + 1
*
[ 1/2 ] 
f(z) = 53/10*z^3 - 93/40*z + 1
*
[ 1/2 ] 
f(z) = 53/11*z^3 - 97/44*z + 1
*
[ 4/11 ] 
f(z) = 55/16*z^3 - 97/44*z + 1
*
[ 1/2 ] 
f(z) = 57/10*z^3 - 97/40*z + 1
*
[ 2/3 ] 
f(z) = 57/14*z^3 - 97/42*z + 1
*
[ 1/2 ] 
f(z) = 59/10*z^3 - 99/40*z + 1
*
-1/2 | 0.11748421452555323190939504156460477404 | 0.019608597130439776702480420417044601047
f(z) = 40*z^3 - 71/10*z + 1
*
[ 1/8 ] 
f(z) = 40*z^3 - 61/8*z + 1
*
3/10 | 0.11741416500619528227829617153318974483 | 0.019596905578431551633351354481178998579
f(z) = 40*z^3 - 61/10*z + 1
*
1/4 | 0.10401297057631294302380092796545820308 | 0.023736270736760087576967299054586721287
f(z) = 40/9*z^3 - 77/18*z + 1
*
0 | 0.10681849995138985394812392257756649406 | 0.025882001889362464805578216617968436065
f(z) = 40/11*z^3 - 62/11*z + 1
*
0 | 0.10668083602973015922648609587727786955 | 0.025462918211282357676111380123283009299
f(z) = 40/13*z^3 - 66/13*z + 1
*
0 | 0.10640039257993583319155438281860987445 | 0.024720906927716990201842284453877539175
f(z) = 40/17*z^3 - 74/17*z + 1
*
0 | 0.10625749576591417557956513350648936323 | 0.024389395755569240743051381257952073896
f(z) = 40/19*z^3 - 78/19*z + 1
*
[ 1/3 ] 
f(z) = 41/2*z^3 - 77/18*z + 1
*
[ -2 ] 
f(z) = 41/4*z^3 - 79/2*z + 1
*
0 | 0.094525157640913859396836783019878219798 | 0.022993932862963842127424349491976567881
f(z) = 41/10*z^3 - 61/10*z + 1
*
0 | 0.10729411237269526224258523957197298447 | 0.025896843684381747383906038666716067252
f(z) = 41/11*z^3 - 63/11*z + 1
*
[ 2 ] 
f(z) = 41/12*z^3 - 79/6*z + 1
*
[ -2 ] 
f(z) = 41/12*z^3 - 73/6*z + 1
*
0 | 0.061212821864971348011669578763287644903 | 0.014663905839886704041768079502616208560
f(z) = 41/12*z^3 - 65/12*z + 1
*
0 | 0.10716004243746920042532248566296752554 | 0.025485820757330634614546884977400200072
f(z) = 41/13*z^3 - 67/13*z + 1
*
0 | 0.094257005244178366907524488587701962316 | 0.022261368518207343539077155294359537195
f(z) = 41/14*z^3 - 69/14*z + 1
*
0 | 0.086679703973129445481031737719591958922 | 0.020334556305760634232048788835074305097
f(z) = 41/15*z^3 - 71/15*z + 1
*
0 | 0.081283809926809669861381206537980224049 | 0.018945246084193984903357068488939709832
f(z) = 41/16*z^3 - 73/16*z + 1
*
0 | 0.10688706040053530717605980912193381785 | 0.024756770045392825132547716727207732009
f(z) = 41/17*z^3 - 75/17*z + 1
*
0 | 0.080419245581156032022632277014837063312 | 0.018513546941252669892113077824790516348
f(z) = 41/18*z^3 - 77/18*z + 1
*
0 | 0.10674804039861502066696408740612508352 | 0.024430555988520223196779685513780797611
f(z) = 41/19*z^3 - 79/19*z + 1
*
0 | 0.10775780454576947992837821646677070154 | 0.025910275039210637795780470980167658961
f(z) = 42/11*z^3 - 64/11*z + 1
*
0 | 0.10762714544194919251586945101156107506 | 0.025507038489329463652230759528642488052
f(z) = 42/13*z^3 - 68/13*z + 1
*
0 | 0.10736123715196662475553955067701294502 | 0.024790544398854241492665566874003855217
f(z) = 42/17*z^3 - 76/17*z + 1
*
0 | 0.10722588847601871840916663670392245954 | 0.024469474381457899089893565803379092969
f(z) = 42/19*z^3 - 80/19*z + 1
*
[ 1/3 ] 
f(z) = 43*z^3 - 61/9*z + 1
*
[ 1/3 ] 
f(z) = 43/2*z^3 - 79/18*z + 1
*
0 | 0.094773068410476589292135523809667281345 | 0.023054238962774711481267698919503914729
f(z) = 43/9*z^3 - 61/9*z + 1
*
0 | 0.095437936452968915473540937595462832639 | 0.023035199856049740671089111446610759124
f(z) = 43/10*z^3 - 63/10*z + 1
*
0 | 0.10821015990266167533869585109673274391 | 0.025922405590645405663315016851434006726
f(z) = 43/11*z^3 - 65/11*z + 1
*
[ -2 ] 
f(z) = 43/12*z^3 - 77/6*z + 1
*
0 | 0.062132176063220936965103579830900596783 | 0.014776865204529635606595773292955417739
f(z) = 43/12*z^3 - 67/12*z + 1
*
0 | 0.10808274214675474747006173591385771545 | 0.025526694245740373524433088127023506897
f(z) = 43/13*z^3 - 69/13*z + 1
*
0 | 0.095183090228075531580080035638420750714 | 0.022329401450183772022233693073050811246
f(z) = 43/14*z^3 - 71/14*z + 1
*
0 | 0.087610248562022370135606638705325697215 | 0.020419782488043395433741056875731966595
f(z) = 43/15*z^3 - 73/15*z + 1
*
0 | 0.082216788582949024557266032378782946903 | 0.019042736522002372480644940350026725280
f(z) = 43/16*z^3 - 75/16*z + 1
*
0 | 0.10782354944853931772325075910719396785 | 0.024822370934498831585308567238300058659
f(z) = 43/17*z^3 - 77/17*z + 1
*
0 | 0.081359288775597215584140253276084951058 | 0.018620038852199867659120325208911928863
f(z) = 43/18*z^3 - 79/18*z + 1
*
[ 1/3 ] 
f(z) = 44*z^3 - 62/9*z + 1
*
[ -3/4 ] 
f(z) = 44/3*z^3 - 71/12*z + 1
*
0 | 0.095211611991024311295550552217255663915 | 0.023069666046259374268522338113620104765
f(z) = 44/9*z^3 - 62/9*z + 1
*
0 | 0.10852738647826851069706472404272942826 | 0.025544900087005355825113882150403181095
f(z) = 44/13*z^3 - 70/13*z + 1
*
0 | 0.10827457780053440301463490091238205031 | 0.024852378735350538204013029335277824485
f(z) = 44/17*z^3 - 78/17*z + 1
*
[ 1/9 ] 
f(z) = 45*z^3 - 77/9*z + 1
*
[ 2/15 ] 
f(z) = 45*z^3 - 73/10*z + 1
*
[ 1/15 ] 
f(z) = 45*z^3 - 71/5*z + 1
*
-3/5 | 0.089797395455747680176914856477773244375 | 0.016579713961580000425645528132951053641
f(z) = 45/2*z^3 - 71/10*z + 1
*
[ 2/15 ] 
f(z) = 45/2*z^3 - 69/10*z + 1
*
[ 4/3 ] 
f(z) = 45/4*z^3 - 79/4*z + 1
*
-4/3 | 0.11645154004472294200056348082013289739 | 0.026808645585010616949223097543701901674
f(z) = 45/4*z^3 - 77/4*z + 1
*
[ -4/3 ] 
f(z) = 45/4*z^3 - 73/4*z + 1
*
[ 2/9 ] 
f(z) = 45/4*z^3 - 73/18*z + 1
*
[ 2/15 ] 
f(z) = 45/4*z^3 - 67/10*z + 1
*
[ 1/2 ] 
f(z) = 45/4*z^3 - 61/16*z + 1
*
0 | 0.080738147213095730862115192278933780954 | 0.019640142188924109809100655538902768690
f(z) = 45/8*z^3 - 61/8*z + 1
*
0 | 0.10908298856870335982050436828087722932 | 0.025943154100169068051094984323125339482
f(z) = 45/11*z^3 - 67/11*z + 1
*
0 | 0.10896159325572377831704441521940722816 | 0.025561758423987718911183822153571496494
f(z) = 45/13*z^3 - 71/13*z + 1
*
0 | 0.096065003338204301486773518826654088749 | 0.022390376754730815365687384206402158089
f(z) = 45/14*z^3 - 73/14*z + 1
*
0 | 0.083104931124032737971860602431191743053 | 0.019131826371856311285066172664684899171
f(z) = 45/16*z^3 - 77/16*z + 1
*
0 | 0.10871486103893991003243882218360223390 | 0.024880686235346354414108963345575249691
f(z) = 45/17*z^3 - 79/17*z + 1
*
[ 1/3 ] 
f(z) = 46*z^3 - 64/9*z + 1
*
[ 3/2 ] 
f(z) = 46/9*z^3 - 67/6*z + 1
*
0 | 0.096058707375929553996298965979006831898 | 0.023097236794242943125894827049552973795
f(z) = 46/9*z^3 - 64/9*z + 1
*
0 | 0.10950443470389810528681552688550909280 | 0.025951945666450156132773242789867000466
f(z) = 46/11*z^3 - 68/11*z + 1
*
0 | 0.10938584179214599322773361180618797062 | 0.025577363008481172647041872773882708242
f(z) = 46/13*z^3 - 72/13*z + 1
*
0 | 0.088922370533574047261720572401973603739 | 0.020532866733303613973661123167235576177
f(z) = 46/15*z^3 - 76/15*z + 1
*
0 | 0.10914490022063940405477420693356702956 | 0.024907402286650447511724661571907588583
f(z) = 46/17*z^3 - 80/17*z + 1
*
[ 1/3 ] 
f(z) = 47*z^3 - 65/9*z + 1
*
[ 1/2 ] 
f(z) = 47/4*z^3 - 63/16*z + 1
*
0 | 0.11014490811098984561958467724148982889 | 0.026793550897028014930875254482571190107
f(z) = 47/7*z^3 - 61/7*z + 1
*
0 | 0.074907913793615967728378938454912936644 | 0.018080009157427784100929036157350757784
f(z) = 47/8*z^3 - 63/8*z + 1
*
0 | 0.096468147629887801663715480898834047478 | 0.023109534739525875250325890319100761251
f(z) = 47/9*z^3 - 65/9*z + 1
*
0 | 0.097138614429443724145820033276528446997 | 0.023102429409813525860178758563039217088
f(z) = 47/10*z^3 - 67/10*z + 1
*
0 | 0.10991649621798729638133597133529117857 | 0.025959785399503633031790166289249712785
f(z) = 47/11*z^3 - 69/11*z + 1
*
0 | 0.063843197974395775148874023879502451670 | 0.014977244319530913719012642766901873073
f(z) = 47/12*z^3 - 71/12*z + 1
*
0 | 0.10980057908968105830249327389478115100 | 0.025591799805079071538510875086272143020
f(z) = 47/13*z^3 - 73/13*z + 1
*
0 | 0.096906772158426350783462692357246152747 | 0.022445174047984407178034800104995899690
f(z) = 47/14*z^3 - 75/14*z + 1
*
0 | 0.089338806845340974027190552700372232138 | 0.020566944917900203827768496049175649502
f(z) = 47/15*z^3 - 77/15*z + 1
*
0 | 0.083952356886257522742057640287348876681 | 0.019213493265254881547224946539964313800
f(z) = 47/16*z^3 - 79/16*z + 1
*
1/6 | 0.15519686632769832280692876693778821419 | 0.024416966264965179946779757555142696144
f(z) = 48*z^3 - 79/12*z + 1
*
[ -3/4 ] 
f(z) = 48*z^3 - 74/3*z + 1
*
-1/2 | 0.16110298992081684825582510631911874668 | 0.028448545683114035127311321245694238324
f(z) = 48*z^3 - 65/6*z + 1
*
1/12 | 0.12269878259303367188506557059806049809 | 0.024688811268524254732972435831973197540
f(z) = 48*z^3 - 61/3*z + 1
*
[ 1/6 ] 
f(z) = 48/5*z^3 - 79/15*z + 1
*
-3/4 | 0.13911923426442135882927001192287931805 | 0.027992849203468128173570131187575982149
f(z) = 48/5*z^3 - 76/15*z + 1
*
[ 5/4 ] 
f(z) = 48/5*z^3 - 74/5*z + 1
*
[ -5/6 ] 
f(z) = 48/5*z^3 - 67/15*z + 1
*
[ -5/4 ] 
f(z) = 48/5*z^3 - 66/5*z + 1
*
7/12 | 0.13963020188592623406184134399074804016 | 0.028095663452355197716063282877728800271
f(z) = 48/5*z^3 - 64/15*z + 1
*
0 | 0.11054302971628991332117853332758363763 | 0.026784451244633305235942370088462676460
f(z) = 48/7*z^3 - 62/7*z + 1
*
0 | 0.11031958224472380386980851222503663705 | 0.025966742566365362474355951153222732239
f(z) = 48/11*z^3 - 70/11*z + 1
*
0 | 0.11020622268299061949934845149405820813 | 0.025605147760659767230294908909817882951
f(z) = 48/13*z^3 - 74/13*z + 1
*
[ 3/14 ] 
f(z) = 49*z^3 - 71/12*z + 1
*
[ 4/7 ] 
f(z) = 49*z^3 - 67/4*z + 1
*
4/7 | 0.13215336395675525945388322694315106462 | 0.025037986570761908900911017552102283603
f(z) = 49/3*z^3 - 79/12*z + 1
*
[ 6/7 ] 
f(z) = 49/3*z^3 - 73/6*z + 1
*
[ 1/2 ] 
f(z) = 49/4*z^3 - 65/16*z + 1
*
0 | 0.077807765673052760920696755573817387136 | 0.018927305542297331349513310474289524539
f(z) = 49/6*z^3 - 61/6*z + 1
*
0 | 0.082353904144827548739071341339305598334 | 0.019728381393537178840480672208203277102
f(z) = 49/8*z^3 - 65/8*z + 1
*
[ 8/7 ] 
f(z) = 49/8*z^3 - 63/8*z + 1
*
[ 10/7 ] 
f(z) = 49/8*z^3 - 61/5*z + 1
*
[ 9/7 ] 
f(z) = 49/9*z^3 - 79/9*z + 1
*
2/7 | 0.11675794260656053374459176673603192836 | 0.025465380757818357743597754270010035682
f(z) = 49/9*z^3 - 71/18*z + 1
*
0 | 0.097260821045863094484953232026885614703 | 0.023131493749940503205962437038748017694
f(z) = 49/9*z^3 - 67/9*z + 1
*
[ -9/7 ] 
f(z) = 49/9*z^3 - 65/9*z + 1
*
1/7 | 0.10902486208256727794172366483409953356 | 0.026214937976687165872781833619818624945
f(z) = 49/9*z^3 - 64/9*z + 1
*
1/7 | 0.092450791781674667330377705174588029367 | 0.021688420066355970722444661779704866103
f(z) = 49/10*z^3 - 71/10*z + 1
*
0 | 0.097933728817534043993246005399210188939 | 0.023129727301663453233379932831232641518
f(z) = 49/10*z^3 - 69/10*z + 1
*
[ 1/7 ] 
f(z) = 49/10*z^3 - 61/10*z + 1
*
0 | 0.11071407571524200454633134862754481958 | 0.025972880654619451743302023974599449859
f(z) = 49/11*z^3 - 71/11*z + 1
*
[ 1/7 ] 
f(z) = 49/11*z^3 - 67/11*z + 1
*
[ 1/7 ] 
f(z) = 49/13*z^3 - 79/13*z + 1
*
0 | 0.11060316317627598299751100356534047472 | 0.025617479485238147611734807818026496247
f(z) = 49/13*z^3 - 75/13*z + 1
*
0 | 0.090147531701319095152602633201013536968 | 0.020631332549356586164521913743276149344
f(z) = 49/15*z^3 - 79/15*z + 1
*
[ -12/7 ] 
f(z) = 49/18*z^3 - 77/12*z + 1
*
[ 9/7 ] 
f(z) = 49/18*z^3 - 77/18*z + 1
*
[ 1/3 ] 
f(z) = 50*z^3 - 68/9*z + 1
*
1/10 | 0.12659508365271199422896203663934651626 | 0.027489773133226690228550862561029470501
f(z) = 50/3*z^3 - 61/6*z + 1
*
0 | 0.11131447499384933132329499508411031014 | 0.026765473508797492631074626397592130729
f(z) = 50/7*z^3 - 64/7*z + 1
*
[ 3/2 ] 
f(z) = 50/9*z^3 - 73/6*z + 1
*
0 | 0.097644781957215774864214178668529923241 | 0.023141273527580972048650866869858270927
f(z) = 50/9*z^3 - 68/9*z + 1
*
[ -3/2 ] 
f(z) = 50/9*z^3 - 65/6*z + 1
*
0 | 0.11099176651274889982827816507258594893 | 0.025628861855856163188186520309709676601
f(z) = 50/13*z^3 - 76/13*z + 1
*
[ 1/5 ] 
f(z) = 50/17*z^3 - 70/17*z + 1
*
[ 1/5 ] 
f(z) = 50/19*z^3 - 78/19*z + 1
*
[ 1/6 ] 
f(z) = 51*z^3 - 77/12*z + 1
*
[ 2/3 ] 
f(z) = 51/2*z^3 - 71/6*z + 1
*
[ 1/2 ] 
f(z) = 51/4*z^3 - 67/16*z + 1
*
0 | 0.11179196346156366364817547322680835777 | 0.027194209103772832595379824990017120666
f(z) = 51/5*z^3 - 61/5*z + 1
*
0 | 0.11168846909997686269929041559998193192 | 0.026755655831321361864968427787456401711
f(z) = 51/7*z^3 - 65/7*z + 1
*
0 | 0.080259345593992401235821615434642138618 | 0.019088041114790851496093990170342887456
f(z) = 51/8*z^3 - 67/8*z + 1
*
0 | 0.098696089368580990895794378982304981867 | 0.023153530693251350861395741149641201197
f(z) = 51/10*z^3 - 71/10*z + 1
*
0 | 0.11147869862781970697198596577982194141 | 0.025982927972390095122459417960440753614
f(z) = 51/11*z^3 - 73/11*z + 1
*
0 | 0.11137237600974222685536835641070331385 | 0.025639356553456062889019825724037556801
f(z) = 51/13*z^3 - 77/13*z + 1
*
0 | 0.098483437981371726037545897498109555114 | 0.022539103636576706804435155290593198376
f(z) = 51/14*z^3 - 79/14*z + 1
*
[ 4/3 ] 
f(z) = 51/16*z^3 - 65/12*z + 1
*
[ 1/3 ] 
f(z) = 52*z^3 - 70/9*z + 1
*
1/4 | 0.15421573624739966388541982786307235567 | 0.028892671854442186136024334020256346039
f(z) = 52/3*z^3 - 61/12*z + 1
*
0 | 0.11215651054636886273527741064472349769 | 0.027175395827374659589686977237347344746
f(z) = 52/5*z^3 - 62/5*z + 1
*
0 | 0.11205505786565645351871094855739136245 | 0.026745654419117689919582113246336843481
f(z) = 52/7*z^3 - 66/7*z + 1
*
0 | 0.098389607347603300939898462399800440188 | 0.023158695430277290432715651052823905840
f(z) = 52/9*z^3 - 70/9*z + 1
*
0 | 0.11184948155275523763012453033170109897 | 0.025986940051013185380343664474646630799
f(z) = 52/11*z^3 - 74/11*z + 1
*
[ 1/3 ] 
f(z) = 53*z^3 - 71/9*z + 1
*
[ 1/2 ] 
f(z) = 53/2*z^3 - 61/8*z + 1
*
[ 1/2 ] 
f(z) = 53/3*z^3 - 65/12*z + 1
*
[ 1/2 ] 
f(z) = 53/4*z^3 - 69/16*z + 1
*
0 | 0.086892638248355443525155643595122263631 | 0.021137266945997474515446081471543098567
f(z) = 53/4*z^3 - 61/4*z + 1
*
0 | 0.11251401894147747406974915002663403077 | 0.027156736715504221802380280383437708081
f(z) = 53/5*z^3 - 63/5*z + 1
*
0 | 0.079285333644029589076502064791287067026 | 0.018993286563470136142983609700165912499
f(z) = 53/6*z^3 - 65/6*z + 1
*
0 | 0.11241452892679985047035091195543510935 | 0.026735492722672001871542742242873285636
f(z) = 53/7*z^3 - 67/7*z + 1
*
0 | 0.083839891530703670609777974033762956398 | 0.019801082339254565053544505213479897022
f(z) = 53/8*z^3 - 69/8*z + 1
*
0 | 0.098751075427650815975063200695542565245 | 0.023166430104104598036793359699826460586
f(z) = 53/9*z^3 - 71/9*z + 1
*
0 | 0.099428289338043040315540087245451445234 | 0.023174275552976654604469485792512480905
f(z) = 53/10*z^3 - 73/10*z + 1
*
0 | 0.11221298225277993031268516253974568573 | 0.025990339591432023899852422608697316222
f(z) = 53/11*z^3 - 75/11*z + 1
*
0 | 0.066146560391651015840507690557255970864 | 0.015227790834936502729279277228211229495
f(z) = 53/12*z^3 - 77/12*z + 1
*
0 | 0.11211088441925977429141335538187471972 | 0.025657906491769015501750327452549654853
f(z) = 53/13*z^3 - 79/13*z + 1
*
2/9 | 0.19254177198875257581750119055588698374 | 0.029741276308115702670780259335945585913
f(z) = 54*z^3 - 77/12*z + 1
*
1/12 | 0.16367873833561216784255047128034302096 | 0.026972191708619494027674905825241957699
f(z) = 54*z^3 - 75/8*z + 1
*
1/18 | 0.10905200383297733522222089689520200971 | 0.018864702011957414701161649471262939194
f(z) = 54*z^3 - 67/6*z + 1
*
7/18 | 0.15186636351126344072315187817796122925 | 0.026271077949814227954593033875844830091
f(z) = 54*z^3 - 61/6*z + 1
*
[ 5/6 ] 
f(z) = 54/5*z^3 - 77/10*z + 1
*
5/9 | 0.11530543046394119940545771941079512853 | 0.022664028917827742717260127805050044667
f(z) = 54/5*z^3 - 77/15*z + 1
*
5/9 | 0.14604825377854953546335679550465949122 | 0.028706729888757683561766754290325560984
f(z) = 54/5*z^3 - 68/15*z + 1
*
0 | 0.11286475533898033131213670775093111387 | 0.027138237136448846686426754394193799963
f(z) = 54/5*z^3 - 64/5*z + 1
*
[ 1/6 ] 
f(z) = 54/7*z^3 - 73/14*z + 1
*
0 | 0.11276715347636133406728786305630134797 | 0.026725191978682463082630140719944608481
f(z) = 54/7*z^3 - 68/7*z + 1
*
0 | 0.11256948141986786565503361550820964581 | 0.025993168494743944146275448910399848730
f(z) = 54/11*z^3 - 76/11*z + 1
*
0 | 0.11246937241452375908852400489664637243 | 0.025666063169169653901165290184387740793
f(z) = 54/13*z^3 - 80/13*z + 1
*
[ 1/3 ] 
f(z) = 55*z^3 - 73/9*z + 1
*
[ 1/2 ] 
f(z) = 55/2*z^3 - 63/8*z + 1
*
-3/5 | 0.15594826034988716992628214114942194969 | 0.027764752673413064821150396927678215350
f(z) = 55/3*z^3 - 74/15*z + 1
*
[ 1/5 ] 
f(z) = 55/3*z^3 - 71/15*z + 1
*
[ 1/2 ] 
f(z) = 55/3*z^3 - 67/12*z + 1
*
0 | 0.092960348750288648688713620926018342113 | 0.022613281706463351753621091960705542293
f(z) = 55/3*z^3 - 61/3*z + 1
*
[ 1/2 ] 
f(z) = 55/4*z^3 - 71/16*z + 1
*
[ -2/3 ] 
f(z) = 55/4*z^3 - 65/18*z + 1
*
0 | 0.087585760824706696281990802947332714240 | 0.021139974103856767847490760828876920431
f(z) = 55/4*z^3 - 63/4*z + 1
*
0 | 0.079982131499428969703618212571501313444 | 0.019022111421551209889887378756539308802
f(z) = 55/6*z^3 - 67/6*z + 1
*
0 | 0.11311318749448367945362594565925726060 | 0.026714771433280893108993229276693952172
f(z) = 55/7*z^3 - 69/7*z + 1
*
0 | 0.075349174496397762175352207049298574389 | 0.017676479742761469152462571582069209424
f(z) = 55/8*z^3 - 71/8*z + 1
*
0 | 0.099453502905302784032206023857793044346 | 0.023180152212016460144166168015505168030
f(z) = 55/9*z^3 - 73/9*z + 1
*
0 | 0.066854764160328711416642438499620274970 | 0.015300506246477351511325486170809929780
f(z) = 55/12*z^3 - 79/12*z + 1
*
[ 1/3 ] 
f(z) = 56*z^3 - 74/9*z + 1
*
[ 1/8 ] 
f(z) = 56*z^3 - 63/8*z + 1
*
[ 3/4 ] 
f(z) = 56/3*z^3 - 65/6*z + 1
*
0 | 0.093295525811996890812727612572691138297 | 0.022605400529253078378652149916923284870
f(z) = 56/3*z^3 - 62/3*z + 1
*
3/14 | 0.18710663059855577349618144974432378500 | 0.028075502272925904113638227998934914939
f(z) = 56/3*z^3 - 61/14*z + 1
*
0 | 0.11354690560967553559220726593636924478 | 0.027101733341100057051342450767900705068
f(z) = 56/5*z^3 - 66/5*z + 1
*
0 | 0.099794968474319841663988767847016053832 | 0.023186212641600008984283044926029528639
f(z) = 56/9*z^3 - 74/9*z + 1
*
[ 1/4 ] 
f(z) = 56/9*z^3 - 61/18*z + 1
*
0 | 0.11326251945376251524071754380810300136 | 0.025997266275842464399706561071540336427
f(z) = 56/11*z^3 - 78/11*z + 1
*
[ 1/6 ] 
f(z) = 57*z^3 - 79/12*z + 1
*
[ 1/2 ] 
f(z) = 57*z^3 - 61/4*z + 1
*
[ 2/3 ] 
f(z) = 57/2*z^3 - 79/6*z + 1
*
[ 1/2 ] 
f(z) = 57/2*z^3 - 65/8*z + 1
*
0 | 0.10118055828125517160398891955889095219 | 0.024612907528750553233899636570436968525
f(z) = 57/2*z^3 - 61/2*z + 1
*
[ -2/3 ] 
f(z) = 57/2*z^3 - 61/6*z + 1
*
[ 1/2 ] 
f(z) = 57/4*z^3 - 73/16*z + 1
*
0 | 0.088253872640321408925565071539827891942 | 0.021141754929347468893520172658006105155
f(z) = 57/4*z^3 - 65/4*z + 1
*
0 | 0.11387878272925107178722353240451716722 | 0.027083735492119275518609124037582829274
f(z) = 57/5*z^3 - 67/5*z + 1
*
0 | 0.11378643839536255633646609997846876269 | 0.026693639137251051280080480603517995027
f(z) = 57/7*z^3 - 71/7*z + 1
*
0 | 0.085215418269692211803422379074541725130 | 0.019861606766962775152752994655905662044
f(z) = 57/8*z^3 - 73/8*z + 1
*
0 | 0.10081114202771481212877421659305293763 | 0.023208024355910139319532951487315158887
f(z) = 57/10*z^3 - 77/10*z + 1
*
0 | 0.11359954467846200192279865014167859945 | 0.025998604060310019923346107913896808231
f(z) = 57/11*z^3 - 79/11*z + 1
*
-4/3 | 0.10070455960661385837268411369905831975 | 0.017496363782396699658308924026685113100
f(z) = 57/16*z^3 - 79/12*z + 1
*
2/3 | 0.066528224378532210880920069733231706475 | 0.012102271870165261709187711265299266705
f(z) = 57/16*z^3 - 61/12*z + 1
*
[ 1/3 ] 
f(z) = 58*z^3 - 76/9*z + 1
*
0 | 0.093951204299504144781173204645221248803 | 0.022590489421406747805816012985850213861
f(z) = 58/3*z^3 - 64/3*z + 1
*
0 | 0.11420481623501839531146464930059003187 | 0.027065910104849993922500792628767220054
f(z) = 58/5*z^3 - 68/5*z + 1
*
0 | 0.11411410073616362689691823991518395290 | 0.026682957603063524004099505170869240665
f(z) = 58/7*z^3 - 72/7*z + 1
*
[ -3/2 ] 
f(z) = 58/9*z^3 - 77/6*z + 1
*
0 | 0.10045956677521061011130285450311853316 | 0.023196895047933987578743111048397905068
f(z) = 58/9*z^3 - 76/9*z + 1
*
0 | 0.11393054314115576392041153574444304645 | 0.025999509505408262321548897778325159556
f(z) = 58/11*z^3 - 80/11*z + 1
*
[ 1/3 ] 
f(z) = 59*z^3 - 77/9*z + 1
*
[ 1/2 ] 
f(z) = 59*z^3 - 63/4*z + 1
*
0 | 0.11470151235438837537458863671644110958 | 0.027901978057274843379832895757032357313
f(z) = 59*z^3 - 61*z + 1
*
[ 1/2 ] 
f(z) = 59/2*z^3 - 67/8*z + 1
*
0 | 0.10182227316786564899541943799021748874 | 0.024576143401580343760051068775708536465
f(z) = 59/2*z^3 - 63/2*z + 1
*
[ 1/2 ] 
f(z) = 59/3*z^3 - 71/12*z + 1
*
0 | 0.094269014217142156827539951188253871083 | 0.022582718881159043640735471229581339226
f(z) = 59/3*z^3 - 65/3*z + 1
*
[ 1/2 ] 
f(z) = 59/4*z^3 - 75/16*z + 1
*
[ -2/3 ] 
f(z) = 59/4*z^3 - 73/18*z + 1
*
0 | 0.088898716085244732935323488607947613493 | 0.021142738395493313898816137785983876251
f(z) = 59/4*z^3 - 67/4*z + 1
*
0 | 0.11452520837371114462495599240446092908 | 0.027048258764715361610918589233900326315
f(z) = 59/5*z^3 - 69/5*z + 1
*
0 | 0.081301675672307117385593585469176406017 | 0.019072902028180877257634114530943627864
f(z) = 59/6*z^3 - 71/6*z + 1
*
0 | 0.11443606523388786163447114882003147570 | 0.026672216997641102100981601590079440541
f(z) = 59/7*z^3 - 73/7*z + 1
*
0 | 0.083014206963745194684549146583691355210 | 0.019227431502006157908827605862568315059
f(z) = 59/8*z^3 - 75/8*z + 1
*
0 | 0.10078312814674852486870591366860218999 | 0.023201575199411243343933393635114611338
f(z) = 59/9*z^3 - 77/9*z + 1
*
0 | 0.10146566563360357058580916806436092353 | 0.023221621829475623654127632121572985340
f(z) = 59/10*z^3 - 79/10*z + 1
*
-2 | 0.088345638981941653685491236100191403520 | 0.016071117957688037077690952124805888251
f(z) = 59/16*z^3 - 61/4*z + 1
*
[ 1/4 ] 
f(z) = 40/11*z^3 - 71/22*z + 1
*
[ 1/2 ] 
f(z) = 41/5*z^3 - 61/20*z + 1
*
[ 1/2 ] 
f(z) = 41/6*z^3 - 65/24*z + 1
*
[ 1/2 ] 
f(z) = 41/7*z^3 - 69/28*z + 1
*
[ 1/2 ] 
f(z) = 41/8*z^3 - 73/32*z + 1
*
[ 1/2 ] 
f(z) = 41/9*z^3 - 77/36*z + 1
*
[ 1/3 ] 
f(z) = 42/11*z^3 - 80/33*z + 1
*
[ 1/2 ] 
f(z) = 43/5*z^3 - 63/20*z + 1
*
[ 1/2 ] 
f(z) = 43/6*z^3 - 67/24*z + 1
*
[ 1/2 ] 
f(z) = 43/7*z^3 - 71/28*z + 1
*
[ 1/2 ] 
f(z) = 43/8*z^3 - 75/32*z + 1
*
[ 1/2 ] 
f(z) = 43/9*z^3 - 79/36*z + 1
*
[ 2/3 ] 
f(z) = 43/16*z^3 - 61/36*z + 1
*
[ 1/4 ] 
f(z) = 44/5*z^3 - 71/20*z + 1
*
0 | 0.11915485902231272372218181175299936583 | 0.026612887070949375504789046865712649039
f(z) = 44/15*z^3 - 73/30*z + 1
*
[ 4/15 ] 
f(z) = 45/4*z^3 - 71/20*z + 1
*
[ 1/2 ] 
f(z) = 45/7*z^3 - 73/28*z + 1
*
[ 4/5 ] 
f(z) = 45/8*z^3 - 77/20*z + 1
*
[ 1/2 ] 
f(z) = 45/8*z^3 - 77/32*z + 1
*
[ 4/15 ] 
f(z) = 45/8*z^3 - 63/20*z + 1
*
[ 4/9 ] 
f(z) = 45/16*z^3 - 65/36*z + 1
*
4/5 | 0.15927729013599694717249194743246712929 | 0.028974425305585693907096578334530250590
f(z) = 45/16*z^3 - 61/20*z + 1
*
[ 3/4 ] 
f(z) = 46/9*z^3 - 77/24*z + 1
*
0 | 0.10513778695493193712387779788835047636 | 0.023251371700254459432704760728163039427
f(z) = 46/15*z^3 - 77/30*z + 1
*
[ 1/2 ] 
f(z) = 46/19*z^3 - 61/38*z + 1
*
[ 1/2 ] 
f(z) = 47/5*z^3 - 67/20*z + 1
*
[ 1/2 ] 
f(z) = 47/6*z^3 - 71/24*z + 1
*
[ 1/2 ] 
f(z) = 47/7*z^3 - 75/28*z + 1
*
[ 1/2 ] 
f(z) = 47/8*z^3 - 79/32*z + 1
*
[ 2/5 ] 
f(z) = 47/8*z^3 - 61/25*z + 1
*
[ 2/3 ] 
f(z) = 47/16*z^3 - 65/36*z + 1
*
-11/12 | 0.11255455271036685406193859550450089283 | 0.022647642059304207714028361317436284092
f(z) = 48/7*z^3 - 79/21*z + 1
*
5/12 | 0.10810611939196185028363070796906554054 | 0.021752551429081836654303691072633630188
f(z) = 48/7*z^3 - 67/21*z + 1
*
[ 7/12 ] 
f(z) = 48/7*z^3 - 64/21*z + 1
*
[ -5/7 ] 
f(z) = 49/4*z^3 - 77/20*z + 1
*
[ 4/7 ] 
f(z) = 49/5*z^3 - 79/20*z + 1
*
[ 2/5 ] 
f(z) = 49/8*z^3 - 62/25*z + 1
*
[ 3/7 ] 
f(z) = 49/10*z^3 - 67/30*z + 1
*
[ 3/7 ] 
f(z) = 49/11*z^3 - 71/33*z + 1
*
[ 2/7 ] 
f(z) = 49/11*z^3 - 63/22*z + 1
*
[ 3/7 ] 
f(z) = 49/13*z^3 - 79/39*z + 1
*
[ 2/7 ] 
f(z) = 49/13*z^3 - 73/26*z + 1
*
[ 6/7 ] 
f(z) = 49/15*z^3 - 77/30*z + 1
*
-15/14 | 0.13840167737734025568193374025851204859 | 0.026097250634603440568375993366874556756
f(z) = 49/18*z^3 - 67/24*z + 1
*
[ 3/5 ] 
f(z) = 50/7*z^3 - 68/21*z + 1
*
[ -11/10 ] 
f(z) = 50/11*z^3 - 79/22*z + 1
*
[ 3/5 ] 
f(z) = 50/11*z^3 - 76/33*z + 1
*
[ 3/5 ] 
f(z) = 50/13*z^3 - 80/39*z + 1
*
[ 2/5 ] 
f(z) = 50/17*z^3 - 67/34*z + 1
*
[ 2/5 ] 
f(z) = 50/19*z^3 - 73/38*z + 1
*
[ 1/2 ] 
f(z) = 50/19*z^3 - 63/38*z + 1
*
[ 1/2 ] 
f(z) = 51/5*z^3 - 71/20*z + 1
*
[ 1/2 ] 
f(z) = 51/7*z^3 - 79/28*z + 1
*
[ 1/3 ] 
f(z) = 51/8*z^3 - 65/24*z + 1
*
[ 2/5 ] 
f(z) = 51/8*z^3 - 63/25*z + 1
*
[ 1/3 ] 
f(z) = 51/10*z^3 - 77/30*z + 1
*
[ 1/4 ] 
f(z) = 52/5*z^3 - 73/20*z + 1
*
[ 1/2 ] 
f(z) = 53/5*z^3 - 73/20*z + 1
*
[ 1/2 ] 
f(z) = 53/6*z^3 - 77/24*z + 1
*
[ 2/5 ] 
f(z) = 53/8*z^3 - 64/25*z + 1
*
[ 2/3 ] 
f(z) = 53/16*z^3 - 71/36*z + 1
*
-7/9 | 0.13568820772698670838646292289102629084 | 0.026670395759845387406895163695896713857
f(z) = 54/7*z^3 - 71/21*z + 1
*
[ 2/3 ] 
f(z) = 54/13*z^3 - 61/26*z + 1
*
[ 2/3 ] 
f(z) = 54/17*z^3 - 65/34*z + 1
*
[ 1/2 ] 
f(z) = 54/17*z^3 - 61/34*z + 1
*
[ 2/3 ] 
f(z) = 54/19*z^3 - 67/38*z + 1
*
[ 1/2 ] 
f(z) = 54/19*z^3 - 65/38*z + 1
*
[ 1/2 ] 
f(z) = 55/6*z^3 - 79/24*z + 1
*
[ 2/5 ] 
f(z) = 55/12*z^3 - 67/30*z + 1
*
[ 2/3 ] 
f(z) = 55/16*z^3 - 73/36*z + 1
*
[ -6/5 ] 
f(z) = 55/18*z^3 - 77/30*z + 1
*
[ 3/8 ] 
f(z) = 56/9*z^3 - 61/24*z + 1
*
[ 1/4 ] 
f(z) = 56/11*z^3 - 73/22*z + 1
*
[ 3/4 ] 
f(z) = 56/15*z^3 - 73/30*z + 1
*
[ 1/2 ] 
f(z) = 57/5*z^3 - 77/20*z + 1
*
[ 1/3 ] 
f(z) = 57/7*z^3 - 61/21*z + 1
*
[ 1/3 ] 
f(z) = 57/8*z^3 - 67/24*z + 1
*
[ 2/5 ] 
f(z) = 57/8*z^3 - 66/25*z + 1
*
[ 1/3 ] 
f(z) = 57/10*z^3 - 79/30*z + 1
*
[ 1/2 ] 
f(z) = 58/17*z^3 - 63/34*z + 1
*
[ 1/2 ] 
f(z) = 58/19*z^3 - 67/38*z + 1
*
[ 1/2 ] 
f(z) = 59/5*z^3 - 79/20*z + 1
*
[ 2/5 ] 
f(z) = 59/8*z^3 - 67/25*z + 1
*
[ 2/3 ] 
f(z) = 59/16*z^3 - 77/36*z + 1
*
[ 8/15 ] 
f(z) = 45/16*z^3 - 67/40*z + 1
*
[ 1/3 ] 
f(z) = 40*z^3 - 58/9*z + 1
*
[ 1/6 ] 
f(z) = 40*z^3 - 55/9*z + 1
*
[ 1/10 ] 
f(z) = 40*z^3 - 47/5*z + 1
*
0 | 0.10748334177513129846217444512385151057 | 0.028756779692180524479183379261203956864
f(z) = 40*z^3 - 42*z + 1
*
3/4 | 0.11084071717307705932719210863374519966 | 0.025294396044063759321192297656871028336
f(z) = 40/3*z^3 - 53/6*z + 1
*
[ 3/10 ] 
f(z) = 40/3*z^3 - 53/15*z + 1
*
[ 3/4 ] 
f(z) = 40/3*z^3 - 47/6*z + 1
*
0 | 0.087008671099411274357072408860327052843 | 0.022725730119096333716646354184294689763
f(z) = 40/3*z^3 - 46/3*z + 1
*
0 | 0.10708898417555690441699403761853697439 | 0.026846180111397791407095739128815672277
f(z) = 40/7*z^3 - 54/7*z + 1
*
[ 1/4 ] 
f(z) = 40/7*z^3 - 47/14*z + 1
*
[ 1/4 ] 
f(z) = 40/9*z^3 - 59/18*z + 1
*
0 | 0.093391417409166551206112617121619364691 | 0.023000302471083996617465630509286022571
f(z) = 40/9*z^3 - 58/9*z + 1
*
[ 3/10 ] 
f(z) = 40/9*z^3 - 41/15*z + 1
*
[ 1/3 ] 
f(z) = 41*z^3 - 59/9*z + 1
*
[ 1/2 ] 
f(z) = 41*z^3 - 45/4*z + 1
*
0 | 0.10794218902640611437494158395234127837 | 0.028698868899854231050354334528000952279
f(z) = 41*z^3 - 43*z + 1
*
[ 1/2 ] 
f(z) = 41/2*z^3 - 49/8*z + 1
*
0 | 0.095043553666583918684919622852653918750 | 0.024967685977413380522104290438615700170
f(z) = 41/2*z^3 - 45/2*z + 1
*
[ 1/2 ] 
f(z) = 41/3*z^3 - 53/12*z + 1
*
0 | 0.087470722843944621432142329831448783614 | 0.022718797275484749485696396372348721505
f(z) = 41/3*z^3 - 47/3*z + 1
*
[ 1/2 ] 
f(z) = 41/4*z^3 - 57/16*z + 1
*
0 | 0.082080673779911579732283885254915769181 | 0.021090561098044409873357790276961474485
f(z) = 41/4*z^3 - 49/4*z + 1
*
0 | 0.10768723262550769182542626257313926094 | 0.027388608418754368835203547131172133139
f(z) = 41/5*z^3 - 51/5*z + 1
*
0 | 0.074443580428157644133673490609114059892 | 0.018750152897839397565029664694642491088
f(z) = 41/6*z^3 - 53/6*z + 1
*
0 | 0.10755766080351765619197852865033889630 | 0.026840209144545610852432009859327202832
f(z) = 41/7*z^3 - 55/7*z + 1
*
0 | 0.078967757454836665617749781126534822321 | 0.019531723004128916782164483549490628654
f(z) = 41/8*z^3 - 57/8*z + 1
*
0 | 0.093863521230971754335923570237813058475 | 0.023019658929499228511910606807924557166
f(z) = 41/9*z^3 - 59/9*z + 1
*
-2 | 0.081149442853558251610785466046272462832 | 0.015764843113303088859647311439924775752
f(z) = 41/16*z^3 - 43/4*z + 1
*
[ 1/7 ] 
f(z) = 42*z^3 - 48/7*z + 1
*
[ 1/4 ] 
f(z) = 42*z^3 - 45/8*z + 1
*
0 | 0.10838994135791114011794213852538077160 | 0.028642840830807152044219040636631470538
f(z) = 42*z^3 - 44*z + 1
*
1/3 | 0.067256209429058748080407645510317088864 | 0.012163318918577198003995957122546310212
f(z) = 42*z^3 - 43/6*z + 1
*
-1 | 0.091482633957541641077887523616835985312 | 0.024475848135437304308003868648760126358
f(z) = 42*z^3 - 41*z + 1
*
0 | 0.10814115132017018866543912035511194111 | 0.027368889145363816265465977534904860122
f(z) = 42/5*z^3 - 52/5*z + 1
*
[ 1/3 ] 
f(z) = 42/5*z^3 - 44/15*z + 1
*
[ 1/2 ] 
f(z) = 43*z^3 - 47/4*z + 1
*
0 | 0.10882712267958014442244732649648507421 | 0.028588592493301495526636906694573799437
f(z) = 43*z^3 - 45*z + 1
*
-1 | 0.091915008470544985902173698011096325694 | 0.024437680964389720770934149583095982208
f(z) = 43*z^3 - 42*z + 1
*
[ -1 ] 
f(z) = 43*z^3 - 41*z + 1
*
[ 1/2 ] 
f(z) = 43/2*z^3 - 51/8*z + 1
*
0 | 0.095931450442906700498497192591302714975 | 0.024916304611360447543879566894823717953
f(z) = 43/2*z^3 - 47/2*z + 1
*
-1 | 0.079220530602248027635619615929649772060 | 0.021062567309753424913874108437214804718
f(z) = 43/2*z^3 - 41/2*z + 1
*
[ 1/2 ] 
f(z) = 43/3*z^3 - 55/12*z + 1
*
0 | 0.088361613780290095595126775485708049151 | 0.022704443425403600169581528944150224217
f(z) = 43/3*z^3 - 49/3*z + 1
*
[ 1/2 ] 
f(z) = 43/4*z^3 - 59/16*z + 1
*
0 | 0.082974590592471463714783142608612622959 | 0.021103324089928966160490067382716720741
f(z) = 43/4*z^3 - 51/4*z + 1
*
0 | 0.10858420773013482110879526423538575978 | 0.027349174845178378834971472767079744486
f(z) = 43/5*z^3 - 53/5*z + 1
*
0 | 0.075343646961457385732107279482023807810 | 0.018801443124097652732827040718512357403
f(z) = 43/6*z^3 - 55/6*z + 1
*
0 | 0.10846085264472077643497593058508332968 | 0.026826484617597288962528439116391235573
f(z) = 43/7*z^3 - 57/7*z + 1
*
0 | 0.077021651715320311517092211713409805489 | 0.018889256757270676095260935112074702303
f(z) = 43/8*z^3 - 59/8*z + 1
*
-2 | 0.082107947779732646207575647805213252299 | 0.015811405743850378566439500876538047240
f(z) = 43/16*z^3 - 45/4*z + 1
*
[ 2 ] 
f(z) = 43/16*z^3 - 41/4*z + 1
*
[ 1/6 ] 
f(z) = 44*z^3 - 56/9*z + 1
*
0 | 0.10925422064639058308055655187777073125 | 0.028536028667134474595022316103653504179
f(z) = 44*z^3 - 46*z + 1
*
-1 | 0.092337517360384455387434087966632076734 | 0.024400869484116068503395267379287487758
f(z) = 44*z^3 - 43*z + 1
*
[ -1 ] 
f(z) = 44*z^3 - 42*z + 1
*
1/4 | 0.14336211601212909677353785806170159280 | 0.027727020555465670972888937197723145250
f(z) = 44/3*z^3 - 59/12*z + 1
*
0 | 0.088791485274783608802890926560748274415 | 0.022697076461866549011660104574281826602
f(z) = 44/3*z^3 - 50/3*z + 1
*
[ 1/4 ] 
f(z) = 44/3*z^3 - 47/12*z + 1
*
-1 | 0.072267832368458142398761786777046026907 | 0.019097307312696669706672406040542737040
f(z) = 44/3*z^3 - 41/3*z + 1
*
0 | 0.10901690967486371585094386825930863335 | 0.027329492522979717954820210811749988317
f(z) = 44/5*z^3 - 54/5*z + 1
*
0 | 0.10889644441774289160938315487057697175 | 0.026818857975570638294955088375273187521
f(z) = 44/7*z^3 - 58/7*z + 1
*
1/2 | 0.10826622344996053900638646860119259482 | 0.028610147461838086941199893163320549709
f(z) = 44/15*z^3 - 41/15*z + 1
*
-8/15 | 0.11365914743115029162263620326095367461 | 0.020985421057720718575428847064069129424
f(z) = 45*z^3 - 59/5*z + 1
*
1/15 | 0.15293453940598241686639142482833242396 | 0.028237020743510618797229210608267670217
f(z) = 45*z^3 - 51/5*z + 1
*
[ 1/2 ] 
f(z) = 45*z^3 - 49/4*z + 1
*
0 | 0.10967168992825682851899388691829408071 | 0.028485061164809812766136777587113159966
f(z) = 45*z^3 - 47*z + 1
*
1/15 | 0.095718000966740251585751749660191204087 | 0.017672863104196117998278435687445360976
f(z) = 45*z^3 - 46/5*z + 1
*
-1 | 0.092750600830409330364190997113587183049 | 0.024365333433068705299991360562588264844
f(z) = 45*z^3 - 44*z + 1
*
[ -1 ] 
f(z) = 45*z^3 - 43*z + 1
*
[ 2/3 ] 
f(z) = 45*z^3 - 41/2*z + 1
*
1/6 | 0.084284651795995295050197430336431702546 | 0.016230570408368918540235009662276320837
f(z) = 45*z^3 - 41/4*z + 1
*
[ 1/2 ] 
f(z) = 45/2*z^3 - 53/8*z + 1
*
0 | 0.096778715515796846475495655989273001318 | 0.024867210740120835673261304112215246932
f(z) = 45/2*z^3 - 49/2*z + 1
*
[ 1/6 ] 
f(z) = 45/2*z^3 - 45/8*z + 1
*
-1 | 0.080049968430466630897967621011099455929 | 0.021028911453428211961704264033254821317
f(z) = 45/2*z^3 - 43/2*z + 1
*
[ -1 ] 
f(z) = 45/2*z^3 - 41/2*z + 1
*
0 | 0.083827332690566610116421229657713909003 | 0.021113644667897573277732697159622207884
f(z) = 45/4*z^3 - 53/4*z + 1
*
-1 | 0.084592964320061023759987591682080536780 | 0.022222344257571691673774268470065625956
f(z) = 45/4*z^3 - 41/4*z + 1
*
0 | 0.10932202239636909833996795314810765453 | 0.026810795461795601076895161883216386131
f(z) = 45/7*z^3 - 59/7*z + 1
*
[ 2/3 ] 
f(z) = 45/7*z^3 - 47/14*z + 1
*
2/9 | 0.17016978147824365319888865953287939588 | 0.028343268215445263266687403355818674760
f(z) = 45/8*z^3 - 43/9*z + 1
*
1/3 | 0.10862395827018843361176626947914946663 | 0.028212933504664253498413064756274733166
f(z) = 45/14*z^3 - 47/14*z + 1
*
1/3 | 0.081421218987124607766827286611466679358 | 0.020507615248441281456457179936818379085
f(z) = 45/16*z^3 - 53/16*z + 1
*
-2 | 0.083017209109360605059237986263816983746 | 0.015853743763159234078481225715847110240
f(z) = 45/16*z^3 - 47/4*z + 1
*
[ 2 ] 
f(z) = 45/16*z^3 - 43/4*z + 1
*
[ 1/3 ] 
f(z) = 45/19*z^3 - 43/19*z + 1
*
0 | 0.11007995511938963339628570666541424684 | 0.028435608176691709085456209860235143637
f(z) = 46*z^3 - 48*z + 1
*
[ 1/4 ] 
f(z) = 46*z^3 - 47/8*z + 1
*
-1 | 0.093154670262121563017049024051029945958 | 0.024330999071248978633998640272782512452
f(z) = 46*z^3 - 45*z + 1
*
[ -1 ] 
f(z) = 46*z^3 - 44*z + 1
*
0 | 0.089622401592344611415972299078845315048 | 0.022682073791317732440647463017886546756
f(z) = 46/3*z^3 - 52/3*z + 1
*
-1 | 0.073073341559723385365103994179700076352 | 0.019085971756647780863233234838691271155
f(z) = 46/3*z^3 - 43/3*z + 1
*
0 | 0.10985311053363943918442779356737655721 | 0.027290313734941501711149169456403649754
f(z) = 46/5*z^3 - 56/5*z + 1
*
-1 | 0.093673536120435191016524916507112663108 | 0.024466521259038473238054954629629354762
f(z) = 46/5*z^3 - 41/5*z + 1
*
0 | 0.10973803679158826107779142887911283483 | 0.026802345314100958616014716160832680668
f(z) = 46/7*z^3 - 60/7*z + 1
*
[ -3/2 ] 
f(z) = 46/9*z^3 - 59/6*z + 1
*
[ 1/2 ] 
f(z) = 46/9*z^3 - 41/18*z + 1
*
[ 1/2 ] 
f(z) = 47*z^3 - 51/4*z + 1
*
0 | 0.11047941333379697449795861436764113627 | 0.028387593689110398703227462146701238673
f(z) = 47*z^3 - 49*z + 1
*
-1 | 0.093550110677709883166594263013546637713 | 0.024297798514571032075733078269786713825
f(z) = 47*z^3 - 46*z + 1
*
[ -1 ] 
f(z) = 47*z^3 - 45*z + 1
*
[ 1/2 ] 
f(z) = 47/2*z^3 - 55/8*z + 1
*
0 | 0.097588905550368094474095006315144841472 | 0.024820252642472764119367116227975728887
f(z) = 47/2*z^3 - 51/2*z + 1
*
-1 | 0.080843186709756975953614910305752275874 | 0.020997425312694544099169086400652474793
f(z) = 47/2*z^3 - 45/2*z + 1
*
[ -1 ] 
f(z) = 47/2*z^3 - 43/2*z + 1
*
[ 1/2 ] 
f(z) = 47/3*z^3 - 59/12*z + 1
*
0 | 0.090025317426471979277871957945570642236 | 0.022674735104283190509915320195660649770
f(z) = 47/3*z^3 - 53/3*z + 1
*
-1 | 0.073463323627756657908991818959860722911 | 0.019080651244416610523280025979968842088
f(z) = 47/3*z^3 - 44/3*z + 1
*
[ -1 ] 
f(z) = 47/3*z^3 - 41/3*z + 1
*
0 | 0.084642527044511735153449492366300613698 | 0.021121909043258529438762684192294281701
f(z) = 47/4*z^3 - 55/4*z + 1
*
-1 | 0.085375925961952018012942495238025869168 | 0.022174715048335278401853736783830724350
f(z) = 47/4*z^3 - 43/4*z + 1
*
0 | 0.11025746316417805541956184109320765654 | 0.027270854574948717711897984386783824733
f(z) = 47/5*z^3 - 57/5*z + 1
*
-1 | 0.094058292294859554063548739764065269074 | 0.024429788679551709694937431642981019775
f(z) = 47/5*z^3 - 42/5*z + 1
*
0 | 0.077022275026779775615113160990401523655 | 0.018889409621951390603050757003121802432
f(z) = 47/6*z^3 - 59/6*z + 1
*
-1 | 0.061002281515915107882862905947439502429 | 0.015844141011326604334764169763085933149
f(z) = 47/6*z^3 - 41/6*z + 1
*
-2 | 0.083882250443158680440525490519730165711 | 0.015892464612617501975211730085883158330
f(z) = 47/16*z^3 - 49/4*z + 1
*
[ 2 ] 
f(z) = 47/16*z^3 - 45/4*z + 1
*
[ -2 ] 
f(z) = 47/16*z^3 - 41/4*z + 1
*
1/3 | 0.11819358928355440402220952663130955121 | 0.020871342771708170197460982336106461861
f(z) = 48*z^3 - 59/6*z + 1
*
1/2 | 0.098769908124440620534633049656355443410 | 0.018786494544520295706424248703864663991
f(z) = 48*z^3 - 55/4*z + 1
*
0 | 0.11087043652670030649930076978640863265 | 0.028340946966022824233947738348552797514
f(z) = 48*z^3 - 50*z + 1
*
-1 | 0.093937282945069103684365477813324950603 | 0.024265669150318423474248635142547462206
f(z) = 48*z^3 - 47*z + 1
*
1/3 | 0.11461995915990865652648067582839831658 | 0.020240289431996366599873459797354988513
f(z) = 48*z^3 - 47/6*z + 1
*
[ -1 ] 
f(z) = 48*z^3 - 46*z + 1
*
0 | 0.11065317400667274030167275615430755859 | 0.027251502784121575992518671660286955011
f(z) = 48/5*z^3 - 58/5*z + 1
*
-1 | 0.094676496281353968870663514166738644765 | 0.024456621088541724788612024042605193811
f(z) = 48/7*z^3 - 41/7*z + 1
*
[ 1/4 ] 
f(z) = 48/13*z^3 - 42/13*z + 1
*
[ 1/4 ] 
f(z) = 48/17*z^3 - 54/17*z + 1
*
[ 1/4 ] 
f(z) = 48/19*z^3 - 60/19*z + 1
*
0 | 0.11125337357588118767253053192278613635 | 0.028295602086197995938313147924363065604
f(z) = 49*z^3 - 51*z + 1
*
-1 | 0.094316525756959533733081001264588648891 | 0.024234553122287700055361354777450784860
f(z) = 49*z^3 - 48*z + 1
*
[ -1 ] 
f(z) = 49*z^3 - 47*z + 1
*
0 | 0.098365129724814532543846826219465513914 | 0.024775289038334132817841100598870577985
f(z) = 49/2*z^3 - 53/2*z + 1
*
-1 | 0.081604415388538447759736520822560105714 | 0.020968186899111241626198877520439259185
f(z) = 49/2*z^3 - 47/2*z + 1
*
[ -1 ] 
f(z) = 49/2*z^3 - 45/2*z + 1
*
[ -6/7 ] 
f(z) = 49/3*z^3 - 59/6*z + 1
*
0 | 0.090802792591549694921580000298228880270 | 0.022659157198650079262497664907944556583
f(z) = 49/3*z^3 - 55/3*z + 1
*
[ 3/14 ] 
f(z) = 49/3*z^3 - 53/12*z + 1
*
-1 | 0.074219476382222108713544653825455495931 | 0.019070632942187401386685981210230710524
f(z) = 49/3*z^3 - 46/3*z + 1
*
4/7 | 0.086487360460110937793547027152613275048 | 0.018863244038797035067658695516801995558
f(z) = 49/3*z^3 - 41/6*z + 1
*
0 | 0.085423341502123910753902379862301278011 | 0.021128433908748447496849708984587143424
f(z) = 49/4*z^3 - 57/4*z + 1
*
3/14 | 0.10268847119406597176551586984565578786 | 0.019455521113866188739178286560376349674
f(z) = 49/4*z^3 - 57/16*z + 1
*
[ 6/7 ] 
f(z) = 49/4*z^3 - 55/6*z + 1
*
-1 | 0.086127108871940132159867758018674067216 | 0.022130289241194541217774377362514223125
f(z) = 49/4*z^3 - 45/4*z + 1
*
[ 3/7 ] 
f(z) = 49/4*z^3 - 43/12*z + 1
*
[ -1 ] 
f(z) = 49/4*z^3 - 41/4*z + 1
*
[ -6/7 ] 
f(z) = 49/4*z^3 - 41/6*z + 1
*
0 | 0.11104060477162357637665577038263066162 | 0.027232271021222545969956577288813784855
f(z) = 49/5*z^3 - 59/5*z + 1
*
4/7 | 0.099352765093904634135157433362994678477 | 0.021669240961053082877946584198855001456
f(z) = 49/5*z^3 - 47/10*z + 1
*
[ 3/7 ] 
f(z) = 49/5*z^3 - 47/15*z + 1
*
-1 | 0.094804607275778665837353301730060810576 | 0.024359965264018931188416437529812461032
f(z) = 49/5*z^3 - 44/5*z + 1
*
6/7 | 0.068206153648366314054895193369890522071 | 0.017525514649655986191427611453949070380
f(z) = 49/5*z^3 - 41/5*z + 1
*
4/7 | 0.13016432812556803427133754540258395143 | 0.028389367804918358333744733378578023263
f(z) = 49/6*z^3 - 47/12*z + 1
*
[ 4/7 ] 
f(z) = 49/6*z^3 - 41/12*z + 1
*
[ -10/7 ] 
f(z) = 49/8*z^3 - 54/5*z + 1
*
6/7 | 0.085920990311481923021973173101302392616 | 0.014110750055061236660967727590736085198
f(z) = 49/8*z^3 - 50/9*z + 1
*
-1 | 0.086600477186901504455775322537671875127 | 0.022251920837389046857491365398726245520
f(z) = 49/8*z^3 - 41/8*z + 1
*
6/7 | 0.071808184560107454833468981044345121993 | 0.013604892882447571820502737342108456277
f(z) = 49/9*z^3 - 59/12*z + 1
*
[ 1/7 ] 
f(z) = 49/9*z^3 - 55/9*z + 1
*
[ 2/7 ] 
f(z) = 49/9*z^3 - 53/18*z + 1
*
[ 3/14 ] 
f(z) = 49/9*z^3 - 47/12*z + 1
*
-10/7 | 0.10008023936280512396674963698454858748 | 0.022028119274444527103073234506336055033
f(z) = 49/12*z^3 - 47/6*z + 1
*
-2 | 0.084707334328488199993152966220697056253 | 0.015928059996114771883428639052607912463
f(z) = 49/16*z^3 - 51/4*z + 1
*
[ 2 ] 
f(z) = 49/16*z^3 - 47/4*z + 1
*
[ 3/5 ] 
f(z) = 50*z^3 - 56/3*z + 1
*
0 | 0.11162855215214790303927139778328633393 | 0.028251497529042502247221975267712891362
f(z) = 50*z^3 - 52*z + 1
*
-1 | 0.094688157411512586537143717270744440462 | 0.024204396876022350848478904432500062185
f(z) = 50*z^3 - 49*z + 1
*
[ -1 ] 
f(z) = 50*z^3 - 48*z + 1
*
[ -3/5 ] 
f(z) = 50*z^3 - 46/3*z + 1
*
[ 3/10 ] 
f(z) = 50*z^3 - 41/6*z + 1
*
0 | 0.091181141404299126672661219831826084196 | 0.022651720497904304037197981083031364214
f(z) = 50/3*z^3 - 56/3*z + 1
*
[ 1/10 ] 
f(z) = 50/3*z^3 - 55/6*z + 1
*
1/10 | 0.092128020381948520892072940835217203853 | 0.020005345440275278718707966241556007270
f(z) = 50/3*z^3 - 49/6*z + 1
*
-1 | 0.074586278418072322987096455742553685430 | 0.019065909968980187216434234514476542333
f(z) = 50/3*z^3 - 47/3*z + 1
*
[ -1 ] 
f(z) = 50/3*z^3 - 44/3*z + 1
*
[ 7/10 ] 
f(z) = 50/7*z^3 - 55/14*z + 1
*
2/5 | 0.10383303698611243199833818577147473829 | 0.022547057501162441645319698101305845808
f(z) = 50/7*z^3 - 51/14*z + 1
*
[ 6/5 ] 
f(z) = 50/9*z^3 - 47/6*z + 1
*
1/5 | 0.11627194102015965800050122234930947646 | 0.029721691528609615862175815871937352179
f(z) = 50/9*z^3 - 47/9*z + 1
*
-1 | 0.082063623691885907978701928265906967573 | 0.020977285557374825776821282218986806445
f(z) = 50/9*z^3 - 41/9*z + 1
*
[ 1/5 ] 
f(z) = 50/11*z^3 - 46/11*z + 1
*
[ 1/5 ] 
f(z) = 50/13*z^3 - 54/13*z + 1
*
[ 1/2 ] 
f(z) = 51*z^3 - 55/4*z + 1
*
0 | 0.11199628040405317023681804270890583207 | 0.028208575803146140006703760036313316071
f(z) = 51*z^3 - 53*z + 1
*
-1 | 0.095052477417540386080472997230968858786 | 0.024175150756031721539598894764060698411
f(z) = 51*z^3 - 50*z + 1
*
[ -1 ] 
f(z) = 51*z^3 - 49*z + 1
*
[ 1/2 ] 
f(z) = 51/2*z^3 - 59/8*z + 1
*
0 | 0.099110121788107996088686657276030213544 | 0.024732189016211907866989169384597171997
f(z) = 51/2*z^3 - 55/2*z + 1
*
[ -2/3 ] 
f(z) = 51/2*z^3 - 53/6*z + 1
*
-1 | 0.082335581191710291898370827895925647814 | 0.020940801775754416134109767712775387364
f(z) = 51/2*z^3 - 49/2*z + 1
*
[ -1 ] 
f(z) = 51/2*z^3 - 47/2*z + 1
*
0 | 0.086172559158066571057065047678340586849 | 0.021133480769590462462082339869229124029
f(z) = 51/4*z^3 - 59/4*z + 1
*
1/3 | 0.13552202494484205195588340677700864814 | 0.026940403015117474982981882698213399003
f(z) = 51/4*z^3 - 53/12*z + 1
*
-1 | 0.086848993371111921216451358531593992602 | 0.022088719461075147812700112199809548581
f(z) = 51/4*z^3 - 47/4*z + 1
*
[ -1 ] 
f(z) = 51/4*z^3 - 43/4*z + 1
*
[ 1/3 ] 
f(z) = 51/4*z^3 - 41/12*z + 1
*
[ 1/3 ] 
f(z) = 51/5*z^3 - 47/15*z + 1
*
-1 | 0.095521989011127203717602985782838993566 | 0.024294563883022680540442436262411869851
f(z) = 51/5*z^3 - 46/5*z + 1
*
[ -1 ] 
f(z) = 51/5*z^3 - 41/5*z + 1
*
-1 | 0.095749896622795271703899838563130013698 | 0.024352528714873617150018454003684798150
f(z) = 51/7*z^3 - 44/7*z + 1
*
-1 | 0.087304862042281023495206829245913545905 | 0.022204662718419760797158199334285033841
f(z) = 51/8*z^3 - 43/8*z + 1
*
-1 | 0.083247746687801413764608877422839057838 | 0.021172797184833401865829741102660479497
f(z) = 51/10*z^3 - 41/10*z + 1
*
2/3 | 0.058514046746177799708686737426464484252 | 0.010709342606841744225462329198807504208
f(z) = 51/16*z^3 - 59/12*z + 1
*
-2 | 0.085496113705364537290113734098522948759 | 0.015960932825748153285517443142471329900
f(z) = 51/16*z^3 - 53/4*z + 1
*
[ 2 ] 
f(z) = 51/16*z^3 - 49/4*z + 1
*
[ -4/3 ] 
f(z) = 51/16*z^3 - 47/12*z + 1
*
[ -2 ] 
f(z) = 51/16*z^3 - 45/4*z + 1
*
[ 1/6 ] 
f(z) = 52*z^3 - 58/9*z + 1
*
0 | 0.11235684847856785121458898476765277342 | 0.028166783112442174213633641876940691819
f(z) = 52*z^3 - 54*z + 1
*
-1 | 0.095409767944937723016215407507914892681 | 0.024146768648123702298043241664747451631
f(z) = 52*z^3 - 51*z + 1
*
[ -1 ] 
f(z) = 52*z^3 - 50*z + 1
*
0 | 0.091912428749680227757505059230928849341 | 0.022636059294749576414918903089688399682
f(z) = 52/3*z^3 - 58/3*z + 1
*
-1 | 0.075298775950425871516627962895634229391 | 0.019056980868155504028138516123040031490
f(z) = 52/3*z^3 - 49/3*z + 1
*
[ 1/4 ] 
f(z) = 52/3*z^3 - 49/12*z + 1
*
[ -1 ] 
f(z) = 52/3*z^3 - 46/3*z + 1
*
-1 | 0.095870514785263268736052267842993030756 | 0.024263376701977429831518071403004911997
f(z) = 52/5*z^3 - 47/5*z + 1
*
[ -1 ] 
f(z) = 52/5*z^3 - 42/5*z + 1
*
-1 | 0.096094287352045136668329215042898365513 | 0.024320010152789268539457079608731389622
f(z) = 52/7*z^3 - 45/7*z + 1
*
-1 | 0.082750820011479604405677777817422927509 | 0.020942980465196093649399322933280740462
f(z) = 52/9*z^3 - 43/9*z + 1
*
[ 3/4 ] 
f(z) = 52/9*z^3 - 43/12*z + 1
*
-1 | 0.096529645370540243390096462515723342654 | 0.024430192679988934329959622332911020837
f(z) = 52/11*z^3 - 41/11*z + 1
*
[ 1/2 ] 
f(z) = 53*z^3 - 57/4*z + 1
*
0 | 0.11271052989651307268278705001033743706 | 0.028126069055566833175881482749255165503
f(z) = 53*z^3 - 55*z + 1
*
-1 | 0.095760295137775424581483661956065258419 | 0.024119207661005727013800521147688673671
f(z) = 53*z^3 - 52*z + 1
*
[ -1 ] 
f(z) = 53*z^3 - 51*z + 1
*
[ -1/2 ] 
f(z) = 53*z^3 - 41/4*z + 1
*
0 | 0.099826298172937728096237114103652750230 | 0.024690831641718084306286359178998165163
f(z) = 53/2*z^3 - 57/2*z + 1
*
-1 | 0.083038968919039518643416566298628280313 | 0.020915078973310708017805097265652939366
f(z) = 53/2*z^3 - 51/2*z + 1
*
[ -1 ] 
f(z) = 53/2*z^3 - 49/2*z + 1
*
0 | 0.092269041258325507035878150902178409752 | 0.022628618995573090233670177971669169971
f(z) = 53/3*z^3 - 59/3*z + 1
*
-1 | 0.075644999545638261663792733362685829089 | 0.019052755110381935175037909547898381126
f(z) = 53/3*z^3 - 50/3*z + 1
*
[ -1 ] 
f(z) = 53/3*z^3 - 47/3*z + 1
*
-1 | 0.087543780172975245460650430814396071291 | 0.022049708706343457181293866078736531681
f(z) = 53/4*z^3 - 49/4*z + 1
*
[ -1 ] 
f(z) = 53/4*z^3 - 45/4*z + 1
*
-1 | 0.096212598588871761094395610151079804971 | 0.024233129624665993953317747031686848682
f(z) = 53/5*z^3 - 48/5*z + 1
*
[ -1 ] 
f(z) = 53/5*z^3 - 43/5*z + 1
*
-1 | 0.063142269816089739177512896322760498737 | 0.015903684462233386349637335523978512776
f(z) = 53/6*z^3 - 47/6*z + 1
*
[ -1 ] 
f(z) = 53/6*z^3 - 41/6*z + 1
*
-1 | 0.096432383628397945917229742264756458370 | 0.024288487025157372077670126983876994148
f(z) = 53/7*z^3 - 46/7*z + 1
*
-1 | 0.087983398274092078490418439269591431249 | 0.022160435602674744218493756162802445966
f(z) = 53/8*z^3 - 45/8*z + 1
*
-1 | 0.083085070553042304918382180046928568498 | 0.020926690621775503213411609893282799651
f(z) = 53/9*z^3 - 44/9*z + 1
*
-1 | 0.083918589775290921504923531357204691775 | 0.021136629649030274408306100096573932622
f(z) = 53/10*z^3 - 43/10*z + 1
*
-1 | 0.096860182449375645097150675828357012426 | 0.024396236991732237393057482906606199812
f(z) = 53/11*z^3 - 42/11*z + 1
*
-1 | 0.068063796078543402471376063120912650143 | 0.017143272474806118224422788561302377004
f(z) = 53/12*z^3 - 41/12*z + 1
*
-2 | 0.086251746448412083242443156603202804776 | 0.015991416853902526218862489992396199023
f(z) = 53/16*z^3 - 55/4*z + 1
*
[ 2 ] 
f(z) = 53/16*z^3 - 51/4*z + 1
*
[ -2 ] 
f(z) = 53/16*z^3 - 47/4*z + 1
*
0 | 0.11305758279908592948255811121008402375 | 0.028086386354589117674389349103526508789
f(z) = 54*z^3 - 56*z + 1
*
-1 | 0.096104310305394765221333312868326577034 | 0.024092427842164406929592671470545280534
f(z) = 54*z^3 - 53*z + 1
*
[ -1 ] 
f(z) = 54*z^3 - 52*z + 1
*
[ 1/4 ] 
f(z) = 54*z^3 - 51/8*z + 1
*
[ 2/3 ] 
f(z) = 54*z^3 - 49/2*z + 1
*
1/9 | 0.10811170610843277209872449487949071594 | 0.021250055819040249688668830179146710943
f(z) = 54*z^3 - 44/3*z + 1
*
[ -2/3 ] 
f(z) = 54*z^3 - 43/2*z + 1
*
-1 | 0.096548474368586065712808112413481532896 | 0.024203775508138117834700627038733388275
f(z) = 54/5*z^3 - 49/5*z + 1
*
[ -1 ] 
f(z) = 54/5*z^3 - 44/5*z + 1
*
[ 2/3 ] 
f(z) = 54/7*z^3 - 55/14*z + 1
*
-1 | 0.096764411635295476106611182686688349989 | 0.024257908907567327861480418159177341878
f(z) = 54/7*z^3 - 47/7*z + 1
*
[ 1/2 ] 
f(z) = 54/7*z^3 - 41/14*z + 1
*
-1 | 0.097184909833487377036809212915069936458 | 0.024363323768414935780083423181814201020
f(z) = 54/11*z^3 - 43/11*z + 1
*
-1 | 0.097389799919362920125268597697462920797 | 0.024414687745679275962367810380916772242
f(z) = 54/13*z^3 - 41/13*z + 1
*
[ 1/3 ] 
f(z) = 54/19*z^3 - 44/19*z + 1
*
[ 1/2 ] 
f(z) = 55*z^3 - 59/4*z + 1
*
0 | 0.11339825107970991602782326141619557936 | 0.028047690609781899553362646076504873772
f(z) = 55*z^3 - 57*z + 1
*
-1 | 0.096442051004857289811285991035737923471 | 0.024066391923750795773143327873642711207
f(z) = 55*z^3 - 54*z + 1
*
[ -1 ] 
f(z) = 55*z^3 - 53*z + 1
*
[ -1/2 ] 
f(z) = 55*z^3 - 43/4*z + 1
*
0 | 0.10051580528197412273247722276788738376 | 0.024651105395047904431222675924196265691
f(z) = 55/2*z^3 - 59/2*z + 1
*
[ 2/5 ] 
f(z) = 55/2*z^3 - 59/10*z + 1
*
-1 | 0.083716612386255623418370192576585938010 | 0.020890853971105251984196811783014805409
f(z) = 55/2*z^3 - 53/2*z + 1
*
[ -1 ] 
f(z) = 55/2*z^3 - 51/2*z + 1
*
[ 1/5 ] 
f(z) = 55/2*z^3 - 51/10*z + 1
*
2/5 | 0.13619702008091018833245428756097045100 | 0.024248276761268019879978652762114311997
f(z) = 55/2*z^3 - 42/5*z + 1
*
-1 | 0.076318608896621001578261249571224706841 | 0.019044737577066144036643308032074605244
f(z) = 55/3*z^3 - 52/3*z + 1
*
[ -1 ] 
f(z) = 55/3*z^3 - 49/3*z + 1
*
-1 | 0.088213430905878090786501529193458157690 | 0.022013001372323052328116871902350153500
f(z) = 55/4*z^3 - 51/4*z + 1
*
[ -1 ] 
f(z) = 55/4*z^3 - 47/4*z + 1
*
-1 | 0.063805252931663449803153601568768682894 | 0.015922123263120188789871051936909835563
f(z) = 55/6*z^3 - 49/6*z + 1
*
[ -1 ] 
f(z) = 55/6*z^3 - 43/6*z + 1
*
-1 | 0.097090585568826503431913521983764562618 | 0.024228228869667632792308400787171250623
f(z) = 55/7*z^3 - 48/7*z + 1
*
[ -1 ] 
f(z) = 55/7*z^3 - 41/7*z + 1
*
[ 2/11 ] 
f(z) = 55/8*z^3 - 52/11*z + 1
*
-1 | 0.088637918254333334380071342713793406843 | 0.022118929012684860301342120856291690836
f(z) = 55/8*z^3 - 47/8*z + 1
*
-1 | 0.083735971973458986790850810627547815366 | 0.020895685011178162791127075093381966302
f(z) = 55/9*z^3 - 46/9*z + 1
*
[ 3/5 ] 
f(z) = 55/9*z^3 - 43/15*z + 1
*
-1 | 0.068703168072043354029835882466850563295 | 0.017144361323691079258994059402968150332
f(z) = 55/12*z^3 - 43/12*z + 1
*
-1 | 0.097705562951852702886220259073010222075 | 0.024381691872268082589724353301497553198
f(z) = 55/13*z^3 - 42/13*z + 1
*
-1 | 0.084969690119362527904109497852334404486 | 0.021203550139650621320681183965367670239
f(z) = 55/14*z^3 - 41/14*z + 1
*
-2 | 0.086976983521593582551441130048421292067 | 0.016019791235567963488932975350197349175
f(z) = 55/16*z^3 - 57/4*z + 1
*
[ 2 ] 
f(z) = 55/16*z^3 - 53/4*z + 1
*
[ -2 ] 
f(z) = 55/16*z^3 - 49/4*z + 1
*
[ 1/6 ] 
f(z) = 56*z^3 - 59/9*z + 1
*
0 | 0.11373276541364133690650625361584051194 | 0.028009940077532614854042984911673593320
f(z) = 56*z^3 - 58*z + 1
*
-1 | 0.096773742026429453274475234630989127907 | 0.024041065094800619197808687940185658295
f(z) = 56*z^3 - 55*z + 1
*
[ -1 ] 
f(z) = 56*z^3 - 54*z + 1
*
[ 1/7 ] 
f(z) = 56*z^3 - 50/7*z + 1
*
-1 | 0.076646440847939546045325769867714552399 | 0.019040930268118168019329925214730297996
f(z) = 56/3*z^3 - 53/3*z + 1
*
[ -1 ] 
f(z) = 56/3*z^3 - 50/3*z + 1
*
-1 | 0.097202475905449920829841753155663122942 | 0.024147573522376587837330960437835690012
f(z) = 56/5*z^3 - 51/5*z + 1
*
1/4 | 0.12921016793059293655035242973344838857 | 0.027383744588059718741361387716012396995
f(z) = 56/5*z^3 - 47/10*z + 1
*
[ -1 ] 
f(z) = 56/5*z^3 - 46/5*z + 1
*
-1 | 0.084053027042559883816552274283951520489 | 0.020880915134947946638496495618842542260
f(z) = 56/9*z^3 - 47/9*z + 1
*
[ 3/2 ] 
f(z) = 56/9*z^3 - 41/3*z + 1
*
-1 | 0.097817729726616071114673218332915372951 | 0.024300418259541351344859945964321852881
f(z) = 56/11*z^3 - 45/11*z + 1
*
-1 | 0.098016016768061225140410961370705924201 | 0.024349677816638321647124987936975839474
f(z) = 56/13*z^3 - 43/13*z + 1
*
-1 | 0.077866466083930585379898940749093975426 | 0.019344015645427951938310219646192576824
f(z) = 56/15*z^3 - 41/15*z + 1
*
0 | 0.11406134419621860730591417379242541845 | 0.027973095468858170494016386538646387698
f(z) = 57*z^3 - 59*z + 1
*
-1 | 0.097099596292342391041610881396573055185 | 0.024016414796626789456166987520960934251
f(z) = 57*z^3 - 56*z + 1
*
[ -1 ] 
f(z) = 57*z^3 - 55*z + 1
*
[ -1/2 ] 
f(z) = 57*z^3 - 45/4*z + 1
*
-1 | 0.084370982033076187168614168614791928342 | 0.020868145478220737387508043229349483300
f(z) = 57/2*z^3 - 55/2*z + 1
*
[ -1 ] 
f(z) = 57/2*z^3 - 53/2*z + 1
*
1/3 | 0.13747112655559105449333151157989327758 | 0.026736702050784979063594410337564555357
f(z) = 57/4*z^3 - 55/12*z + 1
*
-1 | 0.088859701548363745477911873522713692365 | 0.021978376147566591897074779089403872109
f(z) = 57/4*z^3 - 53/4*z + 1
*
[ -1 ] 
f(z) = 57/4*z^3 - 49/4*z + 1
*
[ 1/3 ] 
f(z) = 57/4*z^3 - 43/12*z + 1
*
[ 2/3 ] 
f(z) = 57/4*z^3 - 41/6*z + 1
*
-1 | 0.097521010378445008662099340424789145725 | 0.024120646491499243084084718523563166246
f(z) = 57/5*z^3 - 52/5*z + 1
*
[ 1/3 ] 
f(z) = 57/5*z^3 - 49/15*z + 1
*
[ -1 ] 
f(z) = 57/5*z^3 - 47/5*z + 1
*
-1 | 0.097726172990732231923604503791111305027 | 0.024171390990813274273667381964588513020
f(z) = 57/7*z^3 - 50/7*z + 1
*
[ -1 ] 
f(z) = 57/7*z^3 - 43/7*z + 1
*
-1 | 0.089270065961535203229333059726513138038 | 0.022079874839021782886395449755797548903
f(z) = 57/8*z^3 - 49/8*z + 1
*
[ -1 ] 
f(z) = 57/8*z^3 - 41/8*z + 1
*
-1 | 0.085191372568782376842410643143507057956 | 0.021071059189019559173936633428284055148
f(z) = 57/10*z^3 - 47/10*z + 1
*
-1 | 0.098126194316395967218540807652273554154 | 0.024270331444239180466746013153574829227
f(z) = 57/11*z^3 - 46/11*z + 1
*
-1 | 0.098321337413160320616717129751333338934 | 0.024318597737154350853606270515595667819
f(z) = 57/13*z^3 - 44/13*z + 1
*
-1 | 0.085581691032864729611045349526631200015 | 0.021167599756582385683937080351708974822
f(z) = 57/14*z^3 - 43/14*z + 1
*
-2 | 0.087674237868932403547692663930763170530 | 0.016046291503389617409327931028789563715
f(z) = 57/16*z^3 - 59/4*z + 1
*
[ 2 ] 
f(z) = 57/16*z^3 - 55/4*z + 1
*
[ -4/3 ] 
f(z) = 57/16*z^3 - 55/12*z + 1
*
[ -2 ] 
f(z) = 57/16*z^3 - 51/4*z + 1
*
-1 | 0.090050961302866871948965810519807090324 | 0.022273019889529617440769516656350096182
f(z) = 57/16*z^3 - 41/16*z + 1
*
0 | 0.11438419439931245813334178766650016904 | 0.027937119766303538744782111688548418102
f(z) = 58*z^3 - 60*z + 1
*
-1 | 0.097419815677827198982637238359992014480 | 0.023992410538651367977865157463549344783
f(z) = 58*z^3 - 57*z + 1
*
[ -1 ] 
f(z) = 58*z^3 - 56*z + 1
*
[ 1/4 ] 
f(z) = 58*z^3 - 53/8*z + 1
*
-1 | 0.077284154842389336827621805766575548152 | 0.019033429269085863375576668821754826314
f(z) = 58/3*z^3 - 55/3*z + 1
*
[ -1 ] 
f(z) = 58/3*z^3 - 52/3*z + 1
*
-1 | 0.097834155796848327905986097947645962459 | 0.024094453620636496149922884483686144523
f(z) = 58/5*z^3 - 53/5*z + 1
*
[ -1 ] 
f(z) = 58/5*z^3 - 48/5*z + 1
*
-1 | 0.098035962083557243287548470164289013291 | 0.024144154179463390763862929939644711218
f(z) = 58/7*z^3 - 51/7*z + 1
*
[ -1 ] 
f(z) = 58/7*z^3 - 44/7*z + 1
*
[ 1/2 ] 
f(z) = 58/7*z^3 - 43/14*z + 1
*
-1 | 0.084671280389888119318980340699594762636 | 0.020852719806672964484213240124905937369
f(z) = 58/9*z^3 - 49/9*z + 1
*
[ 1/2 ] 
f(z) = 58/9*z^3 - 47/18*z + 1
*
-1 | 0.098429594697473993693974030539208418715 | 0.024241097447203966374202273181577536215
f(z) = 58/11*z^3 - 47/11*z + 1
*
-1 | 0.098621692298840889346279276528064070326 | 0.024288406965123057871784702333562549478
f(z) = 58/13*z^3 - 45/13*z + 1
*
-1 | 0.078467172830612572903584788019553628877 | 0.019324781218897870646386619645113197496
f(z) = 58/15*z^3 - 43/15*z + 1
*
-1 | 0.098997067493715576200928570915654806821 | 0.024380853822251628210789731096325308968
f(z) = 58/17*z^3 - 41/17*z + 1
*
-1 | 0.097734591762354839430493448082520626167 | 0.023969023732309017676839871837867919681
f(z) = 59*z^3 - 58*z + 1
*
[ -1 ] 
f(z) = 59*z^3 - 57*z + 1
*
[ -1/2 ] 
f(z) = 59*z^3 - 47/4*z + 1
*
-1 | 0.085002405781756276692363943538299226288 | 0.020846505262336886258458222046046728511
f(z) = 59/2*z^3 - 57/2*z + 1
*
[ -1 ] 
f(z) = 59/2*z^3 - 55/2*z + 1
*
-1 | 0.077596484512936723319186236211647119357 | 0.019030232237085228362994961685741638453
f(z) = 59/3*z^3 - 56/3*z + 1
*
[ -1 ] 
f(z) = 59/3*z^3 - 53/3*z + 1
*
-1 | 0.089484170215084078086535938258048676490 | 0.021945640339569895833023564226506399212
f(z) = 59/4*z^3 - 55/4*z + 1
*
[ -1 ] 
f(z) = 59/4*z^3 - 51/4*z + 1
*
-1 | 0.098142091557223017901264049573857762361 | 0.024068961452188752189930229647811963060
f(z) = 59/5*z^3 - 54/5*z + 1
*
[ -1 ] 
f(z) = 59/5*z^3 - 49/5*z + 1
*
-1 | 0.065062742654764400431648594271466595729 | 0.015956381406627440117468426671808317712
f(z) = 59/6*z^3 - 53/6*z + 1
*
[ -1 ] 
f(z) = 59/6*z^3 - 47/6*z + 1
*
-1 | 0.098340649650034805508278518621743447565 | 0.024117657042491313898060253210026669451
f(z) = 59/7*z^3 - 52/7*z + 1
*
[ -1 ] 
f(z) = 59/7*z^3 - 45/7*z + 1
*
-1 | 0.089881321977348816499514633879735276954 | 0.022043040245206156945330354650925862738
f(z) = 59/8*z^3 - 51/8*z + 1
*
[ -1 ] 
f(z) = 59/8*z^3 - 43/8*z + 1
*
-1 | 0.084972824867149429384076271303482743130 | 0.020839250659524824068054862551112227124
f(z) = 59/9*z^3 - 50/9*z + 1
*
[ -1 ] 
f(z) = 59/9*z^3 - 41/9*z + 1
*
-1 | 0.085796342069274472076401420402495274065 | 0.021041215010178640897176484615010810312
f(z) = 59/10*z^3 - 49/10*z + 1
*
-1 | 0.098728094772188003742872556077470162769 | 0.024212676432866814448563785906267936902
f(z) = 59/11*z^3 - 48/11*z + 1
*
-1 | 0.069920991770278934259343260591965406927 | 0.017147847869498471435062551105423849913
f(z) = 59/12*z^3 - 47/12*z + 1
*
-1 | 0.098917240759920414860243596558323582591 | 0.024259063741465318771289546822365467294
f(z) = 59/13*z^3 - 46/13*z + 1
*
-1 | 0.086175315657642835628081208536310080263 | 0.021134156790255921814419778580663042243
f(z) = 59/14*z^3 - 45/14*z + 1
*
-1 | 0.078758823422683266265229462487690156378 | 0.019315291277188899933092519264541680775
f(z) = 59/15*z^3 - 44/15*z + 1
*
[ 2 ] 
f(z) = 59/16*z^3 - 57/4*z + 1
*
[ -2 ] 
f(z) = 59/16*z^3 - 53/4*z + 1
*
-1 | 0.090638200877447748224248336244069937429 | 0.022228661814722376016569667712895794338
f(z) = 59/16*z^3 - 43/16*z + 1
*
-1 | 0.099286969808003253261240799696970967037 | 0.024349738334444332320095214284825839454
f(z) = 59/17*z^3 - 42/17*z + 1
*
-1 | 0.072978523734084173922228024257780401425 | 0.017897695542479383419410641434825172611
f(z) = 59/18*z^3 - 41/18*z + 1
*
[ 3/8 ] 
f(z) = 40/9*z^3 - 55/24*z + 1
*
[ 2/5 ] 
f(z) = 41/8*z^3 - 58/25*z + 1
*
[ 2/3 ] 
f(z) = 41/16*z^3 - 59/36*z + 1
*
[ 1/2 ] 
f(z) = 42/11*z^3 - 43/22*z + 1
*
[ 1/2 ] 
f(z) = 42/13*z^3 - 47/26*z + 1
*
[ 1/2 ] 
f(z) = 42/17*z^3 - 55/34*z + 1
*
[ 1/2 ] 
f(z) = 42/19*z^3 - 59/38*z + 1
*
[ 2/5 ] 
f(z) = 43/8*z^3 - 59/25*z + 1
*
[ 2/3 ] 
f(z) = 45/11*z^3 - 51/22*z + 1
*
[ 2/3 ] 
f(z) = 45/13*z^3 - 53/26*z + 1
*
[ 4/15 ] 
f(z) = 45/16*z^3 - 59/20*z + 1
*
[ 4/5 ] 
f(z) = 45/16*z^3 - 41/20*z + 1
*
[ 2/3 ] 
f(z) = 45/17*z^3 - 57/34*z + 1
*
[ 2/3 ] 
f(z) = 45/19*z^3 - 59/38*z + 1
*
[ 1/2 ] 
f(z) = 46/11*z^3 - 45/22*z + 1
*
[ 1/2 ] 
f(z) = 46/13*z^3 - 49/26*z + 1
*
[ 1/2 ] 
f(z) = 46/15*z^3 - 53/30*z + 1
*
[ 1/2 ] 
f(z) = 46/17*z^3 - 57/34*z + 1
*
[ 1/3 ] 
f(z) = 48/7*z^3 - 58/21*z + 1
*
[ 3/7 ] 
f(z) = 49/8*z^3 - 59/24*z + 1
*
[ 4/7 ] 
f(z) = 49/10*z^3 - 47/20*z + 1
*
[ 4/7 ] 
f(z) = 49/18*z^3 - 59/36*z + 1
*
3/14 | 0.12219128641208736999768133138112418504 | 0.023150555511028122227540026118811624595
f(z) = 49/18*z^3 - 43/24*z + 1
*
[ 2/5 ] 
f(z) = 50/11*z^3 - 49/22*z + 1
*
[ 1/2 ] 
f(z) = 50/11*z^3 - 47/22*z + 1
*
[ 2/5 ] 
f(z) = 50/13*z^3 - 55/26*z + 1
*
[ 1/2 ] 
f(z) = 50/13*z^3 - 51/26*z + 1
*
[ 1/2 ] 
f(z) = 50/17*z^3 - 59/34*z + 1
*
[ 1/3 ] 
f(z) = 51/7*z^3 - 59/21*z + 1
*
[ 2/3 ] 
f(z) = 54/11*z^3 - 59/22*z + 1
*
[ 1/2 ] 
f(z) = 54/11*z^3 - 49/22*z + 1
*
[ 1/2 ] 
f(z) = 54/13*z^3 - 53/26*z + 1
*
[ 4/5 ] 
f(z) = 55/16*z^3 - 49/20*z + 1
*
[ 2/5 ] 
f(z) = 55/16*z^3 - 41/20*z + 1
*
[ 3/5 ] 
f(z) = 55/18*z^3 - 53/30*z + 1
*
[ 3/7 ] 
f(z) = 56/9*z^3 - 52/21*z + 1
*
[ 1/2 ] 
f(z) = 58/11*z^3 - 51/22*z + 1
*
[ 1/2 ] 
f(z) = 58/13*z^3 - 55/26*z + 1
*
[ 1/2 ] 
f(z) = 58/15*z^3 - 59/30*z + 1
*
-1 | 0.090586366259621146345765248734741366157 | 0.024556607876843691849649741022684737184
f(z) = 40*z^3 - 39*z + 1
*
[ -1 ] 
f(z) = 40*z^3 - 38*z + 1
*
[ 1/5 ] 
f(z) = 40*z^3 - 28/5*z + 1
*
-1 | 0.070542339183953469463881779156235183213 | 0.019122972182049153161053318949463653259
f(z) = 40/3*z^3 - 37/3*z + 1
*
[ -1 ] 
f(z) = 40/3*z^3 - 34/3*z + 1
*
[ -3/4 ] 
f(z) = 40/3*z^3 - 31/6*z + 1
*
1/2 | 0.043766828228394153172970653446113230322 | 0.0099878051589367758574492574238228179067
f(z) = 40/3*z^3 - 29/6*z + 1
*
[ 1/4 ] 
f(z) = 40/3*z^3 - 23/6*z + 1
*
-1 | 0.091466214714859035219965859713095488381 | 0.024795121622327204063074519417053804271
f(z) = 40/7*z^3 - 33/7*z + 1
*
[ -1 ] 
f(z) = 40/7*z^3 - 26/7*z + 1
*
[ 3/5 ] 
f(z) = 40/9*z^3 - 34/15*z + 1
*
-1 | 0.078182534801403022637202367000404396843 | 0.021194114845420547469449730690857415079
f(z) = 40/9*z^3 - 31/9*z + 1
*
[ 3/2 ] 
f(z) = 40/9*z^3 - 29/3*z + 1
*
[ -3/2 ] 
f(z) = 40/9*z^3 - 25/3*z + 1
*
[ -1 ] 
f(z) = 40/9*z^3 - 22/9*z + 1
*
-1 | 0.092018826442250006488783422393088267580 | 0.024944926389402117286169332366493625432
f(z) = 40/11*z^3 - 29/11*z + 1
*
[ 1/2 ] 
f(z) = 40/11*z^3 - 21/11*z + 1
*
-1 | 0.092286094195630330768676698004815060788 | 0.025017378676527482737096048091286030066
f(z) = 40/13*z^3 - 27/13*z + 1
*
[ 1/2 ] 
f(z) = 40/13*z^3 - 23/13*z + 1
*
[ 1/2 ] 
f(z) = 40/17*z^3 - 27/17*z + 1
*
[ 1/2 ] 
f(z) = 40/19*z^3 - 29/19*z + 1
*
-1 | 0.091039922039173803572577496706153428724 | 0.024515458540695349685181972537159414520
f(z) = 41*z^3 - 40*z + 1
*
[ -1 ] 
f(z) = 41*z^3 - 39*z + 1
*
[ -1/2 ] 
f(z) = 41*z^3 - 29/4*z + 1
*
-1 | 0.078352187765271195065685642685629070644 | 0.021098873633764320143565711770795637175
f(z) = 41/2*z^3 - 39/2*z + 1
*
[ -1 ] 
f(z) = 41/2*z^3 - 37/2*z + 1
*
-1 | 0.070988745953047571420411563498975235322 | 0.019116027554582538168733360171959299805
f(z) = 41/3*z^3 - 38/3*z + 1
*
[ -1 ] 
f(z) = 41/3*z^3 - 35/3*z + 1
*
-1 | 0.082920077094014672727484137233800303485 | 0.022328926328768931358653250919003948078
f(z) = 41/4*z^3 - 37/4*z + 1
*
[ -1 ] 
f(z) = 41/4*z^3 - 33/4*z + 1
*
-1 | 0.091619744399573871523451716932162523699 | 0.024671594560135695220654258209371007127
f(z) = 41/5*z^3 - 36/5*z + 1
*
[ -1 ] 
f(z) = 41/5*z^3 - 31/5*z + 1
*
-1 | 0.058580656991322280632746270515956981117 | 0.015774746238683066330676108170791353373
f(z) = 41/6*z^3 - 35/6*z + 1
*
[ -1 ] 
f(z) = 41/6*z^3 - 29/6*z + 1
*
-1 | 0.091899329215264653682596566120920925789 | 0.024746881860521629544932691226400863366
f(z) = 41/7*z^3 - 34/7*z + 1
*
[ -1 ] 
f(z) = 41/7*z^3 - 27/7*z + 1
*
-1 | 0.083479344239783710474109301440655596877 | 0.022479527188459631214826706103135416290
f(z) = 41/8*z^3 - 33/8*z + 1
*
[ -1 ] 
f(z) = 41/8*z^3 - 25/8*z + 1
*
[ 2/3 ] 
f(z) = 41/8*z^3 - 25/9*z + 1
*
-2 | 0.081847637077485834939792941618527514436 | 0.015973499697985362950392486687482728764
f(z) = 41/8*z^3 - 21*z + 1
*
-1 | 0.078609448055118701185416933277432341264 | 0.021168149329839828781982696175312740942
f(z) = 41/9*z^3 - 32/9*z + 1
*
[ -1 ] 
f(z) = 41/9*z^3 - 23/9*z + 1
*
-1 | 0.079470851594162376749924900275290037394 | 0.021400110235289052313654985102797824311
f(z) = 41/10*z^3 - 31/10*z + 1
*
[ -1 ] 
f(z) = 41/10*z^3 - 21/10*z + 1
*
-1 | 0.092439801878484921627311545835786840348 | 0.024892421694813824240596236055271423283
f(z) = 41/11*z^3 - 30/11*z + 1
*
-1 | 0.063670265883211052373466077885615672901 | 0.017145288886157700759534720747619259155
f(z) = 41/12*z^3 - 29/12*z + 1
*
-1 | 0.092701373826374844101665832164378324234 | 0.024962858444980910757433632404279343051
f(z) = 41/13*z^3 - 28/13*z + 1
*
-1 | 0.079994070582063982023887474160733642147 | 0.021541003956618108844347525680280123225
f(z) = 41/14*z^3 - 27/14*z + 1
*
-1 | 0.072613940717211592007623364706647253495 | 0.019553664076769742107427098595497501696
f(z) = 41/15*z^3 - 26/15*z + 1
*
[ 2 ] 
f(z) = 41/16*z^3 - 39/4*z + 1
*
[ -2 ] 
f(z) = 41/16*z^3 - 35/4*z + 1
*
[ -1 ] 
f(z) = 42*z^3 - 40*z + 1
*
[ 1/6 ] 
f(z) = 42*z^3 - 37/6*z + 1
*
[ 1/2 ] 
f(z) = 42*z^3 - 23/2*z + 1
*
-1 | 0.092049144855728920748648725287497878901 | 0.024627416079114323575074357925033412993
f(z) = 42/5*z^3 - 37/5*z + 1
*
[ -1 ] 
f(z) = 42/5*z^3 - 32/5*z + 1
*
[ 1/2 ] 
f(z) = 42/5*z^3 - 31/10*z + 1
*
-1 | 0.092851386444155764276495305928749428436 | 0.024842052917133007507526106919100902611
f(z) = 42/11*z^3 - 31/11*z + 1
*
-1 | 0.093107501692987122614363996861014380203 | 0.024910575626464654265666216643017365232
f(z) = 42/13*z^3 - 29/13*z + 1
*
[ -1/2 ] 
f(z) = 43*z^3 - 31/4*z + 1
*
[ -1 ] 
f(z) = 43/2*z^3 - 39/2*z + 1
*
-1 | 0.071851541859372766690533619524391309938 | 0.019103355218876302025335654776610505173
f(z) = 43/3*z^3 - 40/3*z + 1
*
[ -1 ] 
f(z) = 43/3*z^3 - 37/3*z + 1
*
-1 | 0.083775414524516983604955984864459263259 | 0.022273586075615883912340269823614676198
f(z) = 43/4*z^3 - 39/4*z + 1
*
[ -1 ] 
f(z) = 43/4*z^3 - 35/4*z + 1
*
-1 | 0.092468805738579769037974217702248079256 | 0.024584920475981797637418495410386698053
f(z) = 43/5*z^3 - 38/5*z + 1
*
[ -1 ] 
f(z) = 43/5*z^3 - 33/5*z + 1
*
-1 | 0.059424236634588205030600356843399286213 | 0.015799275445792232531424806091045529753
f(z) = 43/6*z^3 - 37/6*z + 1
*
[ -1 ] 
f(z) = 43/6*z^3 - 31/6*z + 1
*
-1 | 0.092736259008288708074879075757656118021 | 0.024656028968346506835724709496496399865
f(z) = 43/7*z^3 - 36/7*z + 1
*
[ -1 ] 
f(z) = 43/7*z^3 - 29/7*z + 1
*
-1 | 0.084310406666686101607589336013108739138 | 0.022415825819770115349973729884523475486
f(z) = 43/8*z^3 - 35/8*z + 1
*
[ -1 ] 
f(z) = 43/8*z^3 - 27/8*z + 1
*
[ 2/3 ] 
f(z) = 43/8*z^3 - 26/9*z + 1
*
-2 | 0.082756315355250433371006281310183531422 | 0.016005525872368510066616278586182542900
f(z) = 43/8*z^3 - 22*z + 1
*
[ 2 ] 
f(z) = 43/8*z^3 - 21*z + 1
*
-1 | 0.079434768009615660346645527117675353923 | 0.021119527163198534014916944968698895625
f(z) = 43/9*z^3 - 34/9*z + 1
*
[ -1 ] 
f(z) = 43/9*z^3 - 25/9*z + 1
*
-1 | 0.080290548824911873651600000740919633411 | 0.021347055821332271197738900450349976499
f(z) = 43/10*z^3 - 33/10*z + 1
*
[ -1 ] 
f(z) = 43/10*z^3 - 23/10*z + 1
*
-1 | 0.093253991274470593308488659630174190763 | 0.024793679784643585407909525834626861983
f(z) = 43/11*z^3 - 32/11*z + 1
*
-1 | 0.064478024123721459512805800085608233478 | 0.017142938992979308998927854225026063535
f(z) = 43/12*z^3 - 31/12*z + 1
*
-1 | 0.093504874095580291335965777973373793862 | 0.024860382648993422169314087604209504475
f(z) = 43/13*z^3 - 30/13*z + 1
*
-1 | 0.080792381103222173083067227240234704387 | 0.021480479266741732465747221788467317050
f(z) = 43/14*z^3 - 29/14*z + 1
*
-1 | 0.073407159436145633088172709478145469187 | 0.019516951286334151634264050367859031619
f(z) = 43/15*z^3 - 28/15*z + 1
*
[ -2 ] 
f(z) = 43/16*z^3 - 37/4*z + 1
*
-1 | 0.085314605151972781846466091815916533636 | 0.022682814667584054866070628116435958356
f(z) = 43/16*z^3 - 27/16*z + 1
*
[ 1/4 ] 
f(z) = 44*z^3 - 23/4*z + 1
*
[ -1 ] 
f(z) = 44/3*z^3 - 38/3*z + 1
*
-1 | 0.092879159419161171918724782724392274366 | 0.024544002390015365210937107540508718628
f(z) = 44/5*z^3 - 39/5*z + 1
*
[ -1 ] 
f(z) = 44/5*z^3 - 34/5*z + 1
*
-1 | 0.093140933878398257592917958982855895725 | 0.024613178220129892718282003298103936006
f(z) = 44/7*z^3 - 37/7*z + 1
*
[ -1 ] 
f(z) = 44/7*z^3 - 30/7*z + 1
*
[ 3/4 ] 
f(z) = 44/9*z^3 - 37/12*z + 1
*
-1 | 0.079834001134129040184264391152266111074 | 0.021096723171208142948730288754707436349
f(z) = 44/9*z^3 - 35/9*z + 1
*
[ 3/2 ] 
f(z) = 44/9*z^3 - 32/3*z + 1
*
[ -3/2 ] 
f(z) = 44/9*z^3 - 28/3*z + 1
*
[ -1 ] 
f(z) = 44/9*z^3 - 26/9*z + 1
*
-1 | 0.093893862049032603634845693620526084391 | 0.024812145038252784219829650558094687605
f(z) = 44/13*z^3 - 31/13*z + 1
*
[ 1/2 ] 
f(z) = 44/13*z^3 - 24/13*z + 1
*
-1 | 0.073791312181369841423976635893148225110 | 0.019499898081207983251077513240190889016
f(z) = 44/15*z^3 - 29/15*z + 1
*
[ 1/2 ] 
f(z) = 44/15*z^3 - 26/15*z + 1
*
[ 1/2 ] 
f(z) = 44/17*z^3 - 28/17*z + 1
*
[ 1/2 ] 
f(z) = 44/19*z^3 - 30/19*z + 1
*
1/3 | 0.11362238787960040272493123024473258394 | 0.020978633969443158708985397626265477474
f(z) = 45*z^3 - 36/5*z + 1
*
[ -2/3 ] 
f(z) = 45*z^3 - 35/2*z + 1
*
2/15 | 0.072101419574999009557464140405378446398 | 0.013312423001917179431615487256140705780
f(z) = 45*z^3 - 34/5*z + 1
*
[ -1/2 ] 
f(z) = 45*z^3 - 33/4*z + 1
*
[ 1/5 ] 
f(z) = 45*z^3 - 29/5*z + 1
*
[ 1/6 ] 
f(z) = 45*z^3 - 25/4*z + 1
*
[ 2/3 ] 
f(z) = 45/2*z^3 - 21/2*z + 1
*
[ -1 ] 
f(z) = 45/4*z^3 - 37/4*z + 1
*
-2/3 | 0.082617905110385532635324274507402740707 | 0.015254131012187111438335848117330096091
f(z) = 45/4*z^3 - 37/10*z + 1
*
[ 2/5 ] 
f(z) = 45/4*z^3 - 33/10*z + 1
*
-1 | 0.093536942188597565319861247868995900272 | 0.024571903193403743552447420496540876601
f(z) = 45/7*z^3 - 38/7*z + 1
*
[ -1 ] 
f(z) = 45/7*z^3 - 31/7*z + 1
*
[ 4/3 ] 
f(z) = 45/8*z^3 - 39/4*z + 1
*
2/15 | 0.16977880178119766148724597359609008633 | 0.029697040253878258999064617653700974148
f(z) = 45/8*z^3 - 38/5*z + 1
*
-1 | 0.085105704089598293288256744928103606030 | 0.022357039616279000235541539964959340808
f(z) = 45/8*z^3 - 37/8*z + 1
*
[ 2/9 ] 
f(z) = 45/8*z^3 - 34/9*z + 1
*
[ -4/3 ] 
f(z) = 45/8*z^3 - 33/4*z + 1
*
[ 2/15 ] 
f(z) = 45/8*z^3 - 33/5*z + 1
*
-2 | 0.083622132001989598649541890444358897942 | 0.016035122173840508893890821237695438736
f(z) = 45/8*z^3 - 23*z + 1
*
[ 2 ] 
f(z) = 45/8*z^3 - 22*z + 1
*
[ -2 ] 
f(z) = 45/8*z^3 - 21*z + 1
*
[ 1/3 ] 
f(z) = 45/8*z^3 - 21/8*z + 1
*
-1 | 0.094033776029945672635026583759487077183 | 0.024702420107546579596645866861128853703
f(z) = 45/11*z^3 - 34/11*z + 1
*
[ 1/3 ] 
f(z) = 45/11*z^3 - 27/11*z + 1
*
[ -1 ] 
f(z) = 45/11*z^3 - 23/11*z + 1
*
-1 | 0.094274813395522392356473050300526682443 | 0.024765739975337449347234821095545173472
f(z) = 45/13*z^3 - 32/13*z + 1
*
[ 1/3 ] 
f(z) = 45/13*z^3 - 31/13*z + 1
*
[ 1/3 ] 
f(z) = 45/14*z^3 - 33/14*z + 1
*
-1 | 0.081558187558874438787415886421269518407 | 0.021425116562880615338582081179074725127
f(z) = 45/14*z^3 - 31/14*z + 1
*
[ 2/3 ] 
f(z) = 45/14*z^3 - 27/14*z + 1
*
[ -2 ] 
f(z) = 45/16*z^3 - 39/4*z + 1
*
[ 1/3 ] 
f(z) = 45/16*z^3 - 37/16*z + 1
*
-1 | 0.086070448269627003601041234736036014479 | 0.022610475318188816644372903245427371898
f(z) = 45/16*z^3 - 29/16*z + 1
*
-4/3 | 0.071517154923947724835606286906891966234 | 0.016140851263048751581982952204920032003
f(z) = 45/16*z^3 - 21/4*z + 1
*
[ 1/3 ] 
f(z) = 45/17*z^3 - 39/17*z + 1
*
-1 | 0.094743319493018581657963697180719424651 | 0.024888815267343297037823668847827948941
f(z) = 45/17*z^3 - 28/17*z + 1
*
[ 1/2 ] 
f(z) = 46*z^3 - 25/2*z + 1
*
[ -1 ] 
f(z) = 46/3*z^3 - 40/3*z + 1
*
[ 1/2 ] 
f(z) = 46/3*z^3 - 29/6*z + 1
*
[ -1 ] 
f(z) = 46/5*z^3 - 36/5*z + 1
*
[ 1/2 ] 
f(z) = 46/5*z^3 - 33/10*z + 1
*
-1 | 0.093924647847942074727155665660608551337 | 0.024532108944460554251780311577484295426
f(z) = 46/7*z^3 - 39/7*z + 1
*
[ 1/2 ] 
f(z) = 46/7*z^3 - 37/14*z + 1
*
[ -1 ] 
f(z) = 46/7*z^3 - 32/7*z + 1
*
-1 | 0.080607485082755305934646659006465092592 | 0.021053809102276653430159203854867033638
f(z) = 46/9*z^3 - 37/9*z + 1
*
[ -1 ] 
f(z) = 46/9*z^3 - 28/9*z + 1
*
-1 | 0.094411654456687345198651528558928062030 | 0.024659309838540595471231540133279756717
f(z) = 46/11*z^3 - 35/11*z + 1
*
[ -1 ] 
f(z) = 46/11*z^3 - 24/11*z + 1
*
-1 | 0.094648054700418215015506297374532564917 | 0.024721055042452262769709906661823273846
f(z) = 46/13*z^3 - 33/13*z + 1
*
-1 | 0.074535353284693139593658283038312632295 | 0.019467833512180810040444359227243548295
f(z) = 46/15*z^3 - 31/15*z + 1
*
-1 | 0.095107774791329362181053728628108877160 | 0.024841128991224982876804925637319945629
f(z) = 46/17*z^3 - 29/17*z + 1
*
[ -1/2 ] 
f(z) = 47*z^3 - 35/4*z + 1
*
[ -1 ] 
f(z) = 47/4*z^3 - 39/4*z + 1
*
[ -1 ] 
f(z) = 47/5*z^3 - 37/5*z + 1
*
[ -1 ] 
f(z) = 47/6*z^3 - 35/6*z + 1
*
-1 | 0.094304392288551401754860064057573678011 | 0.024493708305277887409909162271569816727
f(z) = 47/7*z^3 - 40/7*z + 1
*
[ -1 ] 
f(z) = 47/7*z^3 - 33/7*z + 1
*
-1 | 0.085868192968672715479564070604008242729 | 0.022302571706740284768371701226072170767
f(z) = 47/8*z^3 - 39/8*z + 1
*
[ -1 ] 
f(z) = 47/8*z^3 - 31/8*z + 1
*
[ 2/3 ] 
f(z) = 47/8*z^3 - 28/9*z + 1
*
-2 | 0.084448980096830180812712416336150969259 | 0.016062587624163473493829953179386086358
f(z) = 47/8*z^3 - 24*z + 1
*
[ 2 ] 
f(z) = 47/8*z^3 - 23*z + 1
*
[ -2 ] 
f(z) = 47/8*z^3 - 22*z + 1
*
-1 | 0.080982415546064871794023144698481119885 | 0.021033587260419887613579895059236327225
f(z) = 47/9*z^3 - 38/9*z + 1
*
[ -1 ] 
f(z) = 47/9*z^3 - 29/9*z + 1
*
-1 | 0.081828257711671812617001213674394130835 | 0.021253278101683026879573260935783379950
f(z) = 47/10*z^3 - 37/10*z + 1
*
[ -1 ] 
f(z) = 47/10*z^3 - 27/10*z + 1
*
-1 | 0.094781953954236679050339827575340643017 | 0.024617745541012217791276031786493636232
f(z) = 47/11*z^3 - 36/11*z + 1
*
[ -1 ] 
f(z) = 47/11*z^3 - 25/11*z + 1
*
-1 | 0.065997459379564861898631821219522545975 | 0.017141540067256596634187297619694113020
f(z) = 47/12*z^3 - 35/12*z + 1
*
-1 | 0.095013892957701998535802878811430922340 | 0.024677987128467800751667188304614729665
f(z) = 47/13*z^3 - 34/13*z + 1
*
-1 | 0.082292841036393734272704550632943681033 | 0.021373944468997250131205784995928224061
f(z) = 47/14*z^3 - 33/14*z + 1
*
-1 | 0.074897921644940106377622036950610136353 | 0.019453259820915409159692125168952730920
f(z) = 47/15*z^3 - 32/15*z + 1
*
-1 | 0.086796481341912554553046671021008763814 | 0.022543676326424874535337717821149542879
f(z) = 47/16*z^3 - 31/16*z + 1
*
-1 | 0.095465152888984753335484563217260534381 | 0.024795193006778109135961663180502338278
f(z) = 47/17*z^3 - 30/17*z + 1
*
-1 | 0.069176305880700448515399531766320579392 | 0.017967182829555810597166631354757166267
f(z) = 47/18*z^3 - 29/18*z + 1
*
[ 1/12 ] 
f(z) = 48*z^3 - 34/3*z + 1
*
[ 1/8 ] 
f(z) = 48*z^3 - 31/4*z + 1
*
1/12 | 0.11312997815510998611231452622942977519 | 0.022763426176343820538953068364185798815
f(z) = 48*z^3 - 28/3*z + 1
*
1/12 | 0.069642692506755617750138907629666063242 | 0.014013140596790060638413282216400414278
f(z) = 48*z^3 - 25/3*z + 1
*
[ 1/3 ] 
f(z) = 48*z^3 - 22/3*z + 1
*
[ -1 ] 
f(z) = 48/5*z^3 - 38/5*z + 1
*
[ -1 ] 
f(z) = 48/7*z^3 - 34/7*z + 1
*
[ 1/4 ] 
f(z) = 48/7*z^3 - 24/7*z + 1
*
-1 | 0.095144973350347151743057698608440624712 | 0.024577637038804486677300036580717778729
f(z) = 48/11*z^3 - 37/11*z + 1
*
[ 1/4 ] 
f(z) = 48/11*z^3 - 36/11*z + 1
*
[ -1 ] 
f(z) = 48/11*z^3 - 26/11*z + 1
*
[ 1/2 ] 
f(z) = 48/11*z^3 - 23/11*z + 1
*
-1 | 0.095372617127479677284697556656815185759 | 0.024636441470940945933678045456058038418
f(z) = 48/13*z^3 - 35/13*z + 1
*
[ 1/2 ] 
f(z) = 48/13*z^3 - 25/13*z + 1
*
-1 | 0.095815724815765319707553056734030672983 | 0.024750904059434051042948877320984923844
f(z) = 48/17*z^3 - 31/17*z + 1
*
[ 1/2 ] 
f(z) = 48/17*z^3 - 29/17*z + 1
*
[ 1/2 ] 
f(z) = 48/19*z^3 - 31/19*z + 1
*
5/14 | 0.10801075527342236112964261025351422277 | 0.020463889522469936555699283622259425311
f(z) = 49*z^3 - 33/4*z + 1
*
[ 3/7 ] 
f(z) = 49*z^3 - 31/3*z + 1
*
2/7 | 0.11832660305264206129428204960125492083 | 0.022418346453635509434660688817453608523
f(z) = 49*z^3 - 29/4*z + 1
*
3/14 | 0.15403346022324033658282710336012278441 | 0.029183424417251382498265877000259062941
f(z) = 49*z^3 - 25/4*z + 1
*
[ 4/7 ] 
f(z) = 49/2*z^3 - 35/4*z + 1
*
[ 3/7 ] 
f(z) = 49/2*z^3 - 35/6*z + 1
*
[ -4/7 ] 
f(z) = 49/2*z^3 - 21/4*z + 1
*
[ 1/7 ] 
f(z) = 49/4*z^3 - 25/4*z + 1
*
[ 2/7 ] 
f(z) = 49/5*z^3 - 33/10*z + 1
*
5/7 | 0.085845246329055191996992161784327834730 | 0.022057864894412194459251371016511773971
f(z) = 49/5*z^3 - 29/5*z + 1
*
[ 5/7 ] 
f(z) = 49/5*z^3 - 27/5*z + 1
*
3/7 | 0.056394664384313611960984042952210401459 | 0.014490562272798591117450716021000509783
f(z) = 49/6*z^3 - 35/6*z + 1
*
[ -6/7 ] 
f(z) = 49/6*z^3 - 23/6*z + 1
*
-6/7 | 0.17051084673375527181972329135221926049 | 0.028002888830942027365689089564010952452
f(z) = 49/8*z^3 - 35/9*z + 1
*
[ -1 ] 
f(z) = 49/8*z^3 - 33/8*z + 1
*
[ 2/3 ] 
f(z) = 49/8*z^3 - 29/9*z + 1
*
-2 | 0.085240241346703319053447980788889611013 | 0.016088172045880879137040302930593637476
f(z) = 49/8*z^3 - 25*z + 1
*
3/7 | 0.064180294496291232353447418653534867414 | 0.016491073477223248912693383240800487468
f(z) = 49/8*z^3 - 25/8*z + 1
*
[ 2 ] 
f(z) = 49/8*z^3 - 24*z + 1
*
[ -2 ] 
f(z) = 49/8*z^3 - 23*z + 1
*
-1 | 0.081710201996869924244679810900976333624 | 0.020995368680444473538083753043844098633
f(z) = 49/9*z^3 - 40/9*z + 1
*
[ -1 ] 
f(z) = 49/9*z^3 - 31/9*z + 1
*
[ 6/7 ] 
f(z) = 49/9*z^3 - 25/6*z + 1
*
-1 | 0.095500994099877818297289104330363047314 | 0.024538901281295275990218464705797460306
f(z) = 49/11*z^3 - 38/11*z + 1
*
[ -1 ] 
f(z) = 49/11*z^3 - 27/11*z + 1
*
-1 | 0.095724499525073250061373950188415677329 | 0.024596330815054565337919758390667109681
f(z) = 49/13*z^3 - 36/13*z + 1
*
[ 3/7 ] 
f(z) = 49/15*z^3 - 29/15*z + 1
*
6/7 | 0.12444913723945548256300152037749301118 | 0.024903712394373642168631632612394430872
f(z) = 49/16*z^3 - 37/12*z + 1
*
-8/7 | 0.12169919320122571896520017298553556007 | 0.029047547040203849262049147895262839395
f(z) = 49/16*z^3 - 33/8*z + 1
*
-1 | 0.087494977306598066073525233397779863407 | 0.022481761901769850156315786625563011795
f(z) = 49/16*z^3 - 33/16*z + 1
*
[ 8/7 ] 
f(z) = 49/16*z^3 - 31/8*z + 1
*
[ 6/7 ] 
f(z) = 49/16*z^3 - 29/12*z + 1
*
10/7 | 0.078090778457025207766915122428133654164 | 0.016678468558214422195340718070493590177
f(z) = 49/16*z^3 - 27/4*z + 1
*
-10/7 | 0.067610247388575410313874917060745005109 | 0.014952102743533945321288452856379593433
f(z) = 49/16*z^3 - 23/4*z + 1
*
-1 | 0.096159746258158910484430423857490133097 | 0.024708167102381850446213549821441843859
f(z) = 49/17*z^3 - 32/17*z + 1
*
-1 | 0.069867712226017639228806283888248404829 | 0.017952450749058614539725926676005540293
f(z) = 49/18*z^3 - 31/18*z + 1
*
[ 1/2 ] 
f(z) = 50*z^3 - 27/2*z + 1
*
1/10 | 0.083763441839485828875072230524608419575 | 0.018189000288056332645009461597446926109
f(z) = 50/3*z^3 - 37/6*z + 1
*
-3/5 | 0.069211661525467656175602878782036979321 | 0.015029121341933101894359939459135770131
f(z) = 50/3*z^3 - 29/6*z + 1
*
[ 3/10 ] 
f(z) = 50/3*z^3 - 23/6*z + 1
*
[ -1 ] 
f(z) = 50/7*z^3 - 36/7*z + 1
*
[ 1/5 ] 
f(z) = 50/7*z^3 - 30/7*z + 1
*
[ 1/5 ] 
f(z) = 50/9*z^3 - 38/9*z + 1
*
[ -6/5 ] 
f(z) = 50/9*z^3 - 37/6*z + 1
*
[ -1 ] 
f(z) = 50/9*z^3 - 32/9*z + 1
*
-1 | 0.095850281608623669408276771360495648820 | 0.024501461641617689100481056688812598191
f(z) = 50/11*z^3 - 39/11*z + 1
*
[ -1 ] 
f(z) = 50/11*z^3 - 28/11*z + 1
*
-1 | 0.096069797078593813324962634108546521128 | 0.024557574673076234764997090496990144234
f(z) = 50/13*z^3 - 37/13*z + 1
*
-1 | 0.096497458700102486145098720123401235101 | 0.024666894485591465097411444323864290181
f(z) = 50/17*z^3 - 33/17*z + 1
*
-1 | 0.096705932261281147444206389754482797879 | 0.024720184959826763003744155868107456397
f(z) = 50/19*z^3 - 31/19*z + 1
*
[ -1/2 ] 
f(z) = 51*z^3 - 39/4*z + 1
*
[ 1/3 ] 
f(z) = 51*z^3 - 23/3*z + 1
*
[ 1/3 ] 
f(z) = 51/2*z^3 - 29/6*z + 1
*
[ 2/3 ] 
f(z) = 51/4*z^3 - 37/6*z + 1
*
[ -1 ] 
f(z) = 51/7*z^3 - 37/7*z + 1
*
[ -1 ] 
f(z) = 51/8*z^3 - 35/8*z + 1
*
-2 | 0.085998872535715314816039787723192437181 | 0.016112085993872235813303692467399134511
f(z) = 51/8*z^3 - 26*z + 1
*
[ 2 ] 
f(z) = 51/8*z^3 - 25*z + 1
*
[ -2 ] 
f(z) = 51/8*z^3 - 24*z + 1
*
[ -1 ] 
f(z) = 51/10*z^3 - 31/10*z + 1
*
-1 | 0.096193086433180548668230011330898774653 | 0.024465247296973656725316653832974975708
f(z) = 51/11*z^3 - 40/11*z + 1
*
[ -1 ] 
f(z) = 51/11*z^3 - 29/11*z + 1
*
-1 | 0.096408752469688486469278876227771541533 | 0.024520098670522108005563459766809467177
f(z) = 51/13*z^3 - 38/13*z + 1
*
-1 | 0.083679121872709633618823787986347009562 | 0.021282510896783879171519773285650606487
f(z) = 51/14*z^3 - 37/14*z + 1
*
-1 | 0.088167957711533170240316957552959929476 | 0.022424177963976089220698205237980539547
f(z) = 51/16*z^3 - 35/16*z + 1
*
[ 2/3 ] 
f(z) = 51/16*z^3 - 23/12*z + 1
*
-1 | 0.097034074047734030233445234612445578700 | 0.024679139695343003789158520897033139938
f(z) = 51/19*z^3 - 32/19*z + 1
*
[ 1/4 ] 
f(z) = 52*z^3 - 25/4*z + 1
*
[ -1 ] 
f(z) = 52/7*z^3 - 38/7*z + 1
*
[ 3/2 ] 
f(z) = 52/9*z^3 - 38/3*z + 1
*
[ -3/2 ] 
f(z) = 52/9*z^3 - 34/3*z + 1
*
[ -1 ] 
f(z) = 52/9*z^3 - 34/9*z + 1
*
[ 1/2 ] 
f(z) = 52/9*z^3 - 22/9*z + 1
*
[ -1 ] 
f(z) = 52/11*z^3 - 30/11*z + 1
*
[ 1/2 ] 
f(z) = 52/11*z^3 - 24/11*z + 1
*
-1 | 0.076605276130792590538831485196641694910 | 0.019387636295514406041505764114024051525
f(z) = 52/15*z^3 - 37/15*z + 1
*
[ 1/2 ] 
f(z) = 52/15*z^3 - 28/15*z + 1
*
-1 | 0.097154857630730240330087135675597181580 | 0.024588424443129695535843932069577923062
f(z) = 52/17*z^3 - 35/17*z + 1
*
[ 1/2 ] 
f(z) = 52/17*z^3 - 30/17*z + 1
*
-1 | 0.097356467148751523171309702247869122627 | 0.024639448761643174766049775322637877056
f(z) = 52/19*z^3 - 33/19*z + 1
*
[ 1/2 ] 
f(z) = 52/19*z^3 - 32/19*z + 1
*
[ -1 ] 
f(z) = 53/7*z^3 - 39/7*z + 1
*
[ -1 ] 
f(z) = 53/8*z^3 - 37/8*z + 1
*
[ 2/3 ] 
f(z) = 53/8*z^3 - 31/9*z + 1
*
-2 | 0.086727474322823154922326593571312301751 | 0.016134508344506013041099188037554934763
f(z) = 53/8*z^3 - 27*z + 1
*
[ 2 ] 
f(z) = 53/8*z^3 - 26*z + 1
*
[ -2 ] 
f(z) = 53/8*z^3 - 25*z + 1
*
[ -1 ] 
f(z) = 53/9*z^3 - 35/9*z + 1
*
[ -1 ] 
f(z) = 53/10*z^3 - 33/10*z + 1
*
[ -1 ] 
f(z) = 53/11*z^3 - 31/11*z + 1
*
[ -1 ] 
f(z) = 53/12*z^3 - 29/12*z + 1
*
-1 | 0.097068542386435314715224818025365998965 | 0.024448716744253319688815808526616294670
f(z) = 53/13*z^3 - 40/13*z + 1
*
[ -1 ] 
f(z) = 53/13*z^3 - 27/13*z + 1
*
-1 | 0.084335348671134689140131076805806921764 | 0.021241598982499486190740497087856168008
f(z) = 53/14*z^3 - 39/14*z + 1
*
-1 | 0.076929782787056327190898305659353360798 | 0.019376354298903214907350514816698901183
f(z) = 53/15*z^3 - 38/15*z + 1
*
-1 | 0.088817228581616110009363612588892542644 | 0.022370452983179651273578243891225462569
f(z) = 53/16*z^3 - 37/16*z + 1
*
-1 | 0.097474964946220011509583703659017316175 | 0.024551082658053617711959576913788271756
f(z) = 53/17*z^3 - 36/17*z + 1
*
-1 | 0.071175355733931194749987360694946640094 | 0.017926983023838256500055244425029074655
f(z) = 53/18*z^3 - 35/18*z + 1
*
-1 | 0.097673310567373428912505192556051503943 | 0.024601040098330587797148022199083821177
f(z) = 53/19*z^3 - 34/19*z + 1
*
4/9 | 0.11693195584124598015886010641235927115 | 0.022983733011888987969971558343352324306
f(z) = 54*z^3 - 38/3*z + 1
*
[ 1/2 ] 
f(z) = 54*z^3 - 29/2*z + 1
*
1/9 | 0.094654948012454811086516723232656684788 | 0.018605042887729671934506883493781845294
f(z) = 54*z^3 - 23/3*z + 1
*
[ 1/2 ] 
f(z) = 54/5*z^3 - 37/10*z + 1
*
-2/3 | 0.13321237973523456371868140806130771234 | 0.028451227288017308063141982073615398185
f(z) = 54/5*z^3 - 33/10*z + 1
*
[ -1 ] 
f(z) = 54/7*z^3 - 40/7*z + 1
*
[ -1 ] 
f(z) = 54/11*z^3 - 32/11*z + 1
*
[ 1/3 ] 
f(z) = 54/11*z^3 - 28/11*z + 1
*
[ 1/3 ] 
f(z) = 54/13*z^3 - 32/13*z + 1
*
[ -1 ] 
f(z) = 54/13*z^3 - 28/13*z + 1
*
[ 1/3 ] 
f(z) = 54/17*z^3 - 40/17*z + 1
*
-1 | 0.097789606560432953517027463377455983606 | 0.024514915431827679644385826522975193598
f(z) = 54/17*z^3 - 37/17*z + 1
*
-1 | 0.097984793103975525381843901578928744162 | 0.024563846824198297597353110161278299579
f(z) = 54/19*z^3 - 35/19*z + 1
*
[ 1/5 ] 
f(z) = 55*z^3 - 31/5*z + 1
*
[ 2/5 ] 
f(z) = 55/4*z^3 - 37/10*z + 1
*
[ -1 ] 
f(z) = 55/8*z^3 - 39/8*z + 1
*
[ 2/3 ] 
f(z) = 55/8*z^3 - 32/9*z + 1
*
-2 | 0.087428346570692779354444436639569704713 | 0.016155592167880882018747755041503234002
f(z) = 55/8*z^3 - 28*z + 1
*
[ 2 ] 
f(z) = 55/8*z^3 - 27*z + 1
*
[ -2 ] 
f(z) = 55/8*z^3 - 26*z + 1
*
[ -1 ] 
f(z) = 55/9*z^3 - 37/9*z + 1
*
[ -1 ] 
f(z) = 55/12*z^3 - 31/12*z + 1
*
[ -1 ] 
f(z) = 55/13*z^3 - 29/13*z + 1
*
-1 | 0.089444410093850339997920227726535749123 | 0.022320183014345872652427223936854879657
f(z) = 55/16*z^3 - 39/16*z + 1
*
-1 | 0.098098966769236700748604251673339310712 | 0.024479862850122816663945358387859050956
f(z) = 55/17*z^3 - 38/17*z + 1
*
-1 | 0.071796225350394999308428548877760690259 | 0.017916210614823134894346486781900583004
f(z) = 55/18*z^3 - 37/18*z + 1
*
-1 | 0.098291094044478732524685424545654117154 | 0.024527806773515571990369698316914697485
f(z) = 55/19*z^3 - 36/19*z + 1
*
1/2 | 0.083463828077224908526909255977479137783 | 0.017688640042911877890994483840416229892
f(z) = 56/3*z^3 - 37/6*z + 1
*
[ 1/4 ] 
f(z) = 56/3*z^3 - 25/6*z + 1
*
[ 1/4 ] 
f(z) = 56/5*z^3 - 37/10*z + 1
*
[ -1 ] 
f(z) = 56/9*z^3 - 38/9*z + 1
*
[ -3/2 ] 
f(z) = 56/9*z^3 - 37/3*z + 1
*
[ 3/4 ] 
f(z) = 56/9*z^3 - 23/6*z + 1
*
[ 1/2 ] 
f(z) = 56/9*z^3 - 23/9*z + 1
*
[ -1 ] 
f(z) = 56/11*z^3 - 34/11*z + 1
*
[ 1/2 ] 
f(z) = 56/11*z^3 - 25/11*z + 1
*
[ -1 ] 
f(z) = 56/13*z^3 - 30/13*z + 1
*
[ 1/2 ] 
f(z) = 56/13*z^3 - 27/13*z + 1
*
[ 1/2 ] 
f(z) = 56/15*z^3 - 29/15*z + 1
*
-1 | 0.098403220668190969867614476246425508310 | 0.024445869138509884564072012321610586450
f(z) = 56/17*z^3 - 39/17*z + 1
*
[ 1/2 ] 
f(z) = 56/17*z^3 - 31/17*z + 1
*
-1 | 0.098592383791327935216683237213691859055 | 0.024492862081653796176660407783828929088
f(z) = 56/19*z^3 - 37/19*z + 1
*
[ 1/2 ] 
f(z) = 56/19*z^3 - 33/19*z + 1
*
[ 1/3 ] 
f(z) = 57*z^3 - 25/3*z + 1
*
[ 1/3 ] 
f(z) = 57/2*z^3 - 31/6*z + 1
*
[ -2/3 ] 
f(z) = 57/4*z^3 - 23/6*z + 1
*
-2 | 0.088103533269326859374029590368131410488 | 0.016175469323642735835858883135986440640
f(z) = 57/8*z^3 - 29*z + 1
*
[ 2 ] 
f(z) = 57/8*z^3 - 28*z + 1
*
[ -2 ] 
f(z) = 57/8*z^3 - 27*z + 1
*
[ -1 ] 
f(z) = 57/10*z^3 - 37/10*z + 1
*
[ -1 ] 
f(z) = 57/11*z^3 - 35/11*z + 1
*
[ -1 ] 
f(z) = 57/13*z^3 - 31/13*z + 1
*
[ -1 ] 
f(z) = 57/14*z^3 - 29/14*z + 1
*
[ 2/3 ] 
f(z) = 57/16*z^3 - 25/12*z + 1
*
-1 | 0.098702534756779800925506346452207086476 | 0.024412882305508006386907373961652801179
f(z) = 57/17*z^3 - 40/17*z + 1
*
[ 1/2 ] 
f(z) = 58*z^3 - 31/2*z + 1
*
[ -1/2 ] 
f(z) = 58*z^3 - 23/2*z + 1
*
[ 1/2 ] 
f(z) = 58/3*z^3 - 35/6*z + 1
*
[ 1/2 ] 
f(z) = 58/5*z^3 - 39/10*z + 1
*
[ -1 ] 
f(z) = 58/9*z^3 - 40/9*z + 1
*
[ -1 ] 
f(z) = 58/11*z^3 - 36/11*z + 1
*
[ -1 ] 
f(z) = 58/13*z^3 - 32/13*z + 1
*
-1 | 0.099180570326127834317867272947087663373 | 0.024426046632970960013771084255305944183
f(z) = 58/19*z^3 - 39/19*z + 1
*
[ 2/3 ] 
f(z) = 59/8*z^3 - 34/9*z + 1
*
-2 | 0.088754859330308905753925970202836711087 | 0.016194254095503859502098314748826261161
f(z) = 59/8*z^3 - 30*z + 1
*
[ 2 ] 
f(z) = 59/8*z^3 - 29*z + 1
*
[ -2 ] 
f(z) = 59/8*z^3 - 28*z + 1
*
[ -1 ] 
f(z) = 59/10*z^3 - 39/10*z + 1
*
[ -1 ] 
f(z) = 59/11*z^3 - 37/11*z + 1
*
[ -1 ] 
f(z) = 59/12*z^3 - 35/12*z + 1
*
[ -1 ] 
f(z) = 59/13*z^3 - 33/13*z + 1
*
[ -1 ] 
f(z) = 59/14*z^3 - 31/14*z + 1
*
-1 | 0.099467768487397338738525818744950680446 | 0.024394078498546149920060413498981331810
f(z) = 59/19*z^3 - 40/19*z + 1
*
[ 2/5 ] 
f(z) = 45/16*z^3 - 39/20*z + 1
*
-4/5 | 0.16023722819248331453780249406025977678 | 0.028528352928438225338563578253943408906
f(z) = 55/16*z^3 - 39/20*z + 1
*
[ 1/2 ] 
f(z) = 40*z^3 - 11*z + 1
*
[ 1/4 ] 
f(z) = 40*z^3 - 11/2*z + 1
*
[ -1/2 ] 
f(z) = 40*z^3 - 7*z + 1
*
[ 1/2 ] 
f(z) = 40/3*z^3 - 13/3*z + 1
*
[ 1/2 ] 
f(z) = 40/7*z^3 - 17/7*z + 1
*
[ 1/2 ] 
f(z) = 40/9*z^3 - 19/9*z + 1
*
[ 3/4 ] 
f(z) = 40/9*z^3 - 17/6*z + 1
*
[ 2 ] 
f(z) = 41/8*z^3 - 20*z + 1
*
[ -2 ] 
f(z) = 41/8*z^3 - 19*z + 1
*
[ 1/3 ] 
f(z) = 42*z^3 - 20/3*z + 1
*
[ -1/2 ] 
f(z) = 42*z^3 - 15/2*z + 1
*
[ -2 ] 
f(z) = 43/8*z^3 - 20*z + 1
*
[ 1/2 ] 
f(z) = 44*z^3 - 12*z + 1
*
[ -1/2 ] 
f(z) = 44*z^3 - 8*z + 1
*
[ 1/2 ] 
f(z) = 44/3*z^3 - 14/3*z + 1
*
[ 1/2 ] 
f(z) = 44/5*z^3 - 16/5*z + 1
*
[ 1/2 ] 
f(z) = 44/7*z^3 - 18/7*z + 1
*
[ 1/2 ] 
f(z) = 44/9*z^3 - 20/9*z + 1
*
[ 1/3 ] 
f(z) = 45*z^3 - 7*z + 1
*
[ -1/3 ]
f(z) = 45*z^3 - z + 1
*
[ 1/3 ] 
f(z) = 45/2*z^3 - 9/2*z + 1
*
[ 1/3 ] 
f(z) = 45/4*z^3 - 13/4*z + 1
*
[ 2/3 ] 
f(z) = 45/4*z^3 - 11/2*z + 1
*
[ -2/3 ]
f(z) = 45/4*z^3 - 5/2*z + 1
*
[ 1/3 ] 
f(z) = 45/7*z^3 - 19/7*z + 1
*
2/3 | 0.063770626370617627852903928459769577177 | 0.011774269610043083928987588818681759457
f(z) = 45/8*z^3 - 17/5*z + 1
*
[ 2/5 ] 
f(z) = 45/8*z^3 - 12/5*z + 1
*
[ 2/3 ] 
f(z) = 45/8*z^3 - 3*z + 1
*
[ -4/3 ] 
f(z) = 45/16*z^3 - 13/4*z + 1
*
[ 2/3 ] 
f(z) = 45/16*z^3 - 7/4*z + 1
*
[ -1/2 ] 
f(z) = 46*z^3 - 17/2*z + 1
*
[ 1/2 ] 
f(z) = 48*z^3 - 13*z + 1
*
[ 1/4 ] 
f(z) = 48*z^3 - 6*z + 1
*
[ 1/4 ] 
f(z) = 48/5*z^3 - 18/5*z + 1
*
[ 1/2 ] 
f(z) = 48/5*z^3 - 17/5*z + 1
*
[ 1/2 ] 
f(z) = 48/7*z^3 - 19/7*z + 1
*
[ 2/7 ] 
f(z) = 49*z^3 - 13/2*z + 1
*
3/7 | 0.094209206394418387457844682782585860282 | 0.024206977501030663362211295504264161080
f(z) = 49*z^3 - 11*z + 1
*
1/7 | 0.10241725908776226081830875288645796376 | 0.026316029837627155426066971594245967471
f(z) = 49*z^3 - 6*z + 1
*
4/7 | 0.10117011430114733890851921173866005803 | 0.025995577018358913020527867835116838254
f(z) = 49/2*z^3 - 19/2*z + 1
*
2/7 | 0.11534769921965303871099509843987772201 | 0.029638495712572141068207336438369995694
f(z) = 49/2*z^3 - 15/2*z + 1
*
1/7 | 0.056726955637216548020815458643823275847 | 0.014575944234823984342017172418413092851
f(z) = 49/2*z^3 - 11/2*z + 1
*
[ 2/7 ] 
f(z) = 49/2*z^3 - 9/2*z + 1
*
2/7 | 0.11553052183273006899315944537714191551 | 0.029685471831476137152296094333281021534
f(z) = 49/2*z^3 - 5*z + 1
*
1/7 | 0.070403231003736314860193587904371206784 | 0.018090051855147365734028747952957803520
f(z) = 49/3*z^3 - 16/3*z + 1
*
[ 4/7 ] 
f(z) = 49/4*z^3 - 19/4*z + 1
*
2/7 | 0.092922403246212113434928567988028933945 | 0.023876334498620972937093511554397834157
f(z) = 49/4*z^3 - 15/2*z + 1
*
[ 2/7 ] 
f(z) = 49/4*z^3 - 7/2*z + 1
*
[ -5/7 ]
f(z) = 49/5*z^3 - 13/5*z + 1
*
[ 3/7 ] 
f(z) = 49/6*z^3 - 17/6*z + 1
*
[ 6/7 ] 
f(z) = 49/8*z^3 - 14/3*z + 1
*
-6/7 | 0.13571821232860330245717366484585292521 | 0.027195680929177276430747213600654356610
f(z) = 49/8*z^3 - 11/3*z + 1
*
[ 4/7 ] 
f(z) = 49/8*z^3 - 11/4*z + 1
*
[ 2/7 ] 
f(z) = 49/8*z^3 - 3*z + 1
*
-6/7 | 0.064919677942997865359397924902136907585 | 0.016681057441042334714696363458935476568
f(z) = 49/9*z^3 - 10/3*z + 1
*
[ 3/7 ] 
f(z) = 49/9*z^3 - 7/3*z + 1
*
[ 6/7 ] 
f(z) = 49/12*z^3 - 19/6*z + 1
*
[ -8/7 ] 
f(z) = 49/16*z^3 - 17/8*z + 1
*
[ 6/7 ] 
f(z) = 49/18*z^3 - 13/6*z + 1
*
[ 3/7 ] 
f(z) = 49/18*z^3 - 11/6*z + 1
*
1/10 | 0.10123022615808701911407724754940657740 | 0.021981864311137706354907238289075442071
f(z) = 50*z^3 - 17/2*z + 1
*
1/5 | 0.089272986809405700960827851541406259044 | 0.019385382777173341656347378341134086665
f(z) = 50*z^3 - 13/2*z + 1
*
[ -2/5 ]
f(z) = 50*z^3 - 9/2*z + 1
*
[ 3/5 ] 
f(z) = 50/3*z^3 - 20/3*z + 1
*
[ -3/5 ]
f(z) = 50/3*z^3 - 10/3*z + 1
*
3/5 | 0.12277861373181514213425614409020598315 | 0.026661037219729068795436012801512501545
f(z) = 50/9*z^3 - 19/6*z + 1
*
[ 3/10 ] 
f(z) = 50/9*z^3 - 17/6*z + 1
*
[ 3/5 ] 
f(z) = 50/9*z^3 - 8/3*z + 1
*
[ 2/3 ] 
f(z) = 51/8*z^3 - 10/3*z + 1
*
[ 1/2 ] 
f(z) = 52*z^3 - 14*z + 1
*
[ -1/2 ] 
f(z) = 52*z^3 - 10*z + 1
*
[ 1/2 ] 
f(z) = 52/3*z^3 - 16/3*z + 1
*
[ 1/2 ] 
f(z) = 52/5*z^3 - 18/5*z + 1
*
[ 1/2 ] 
f(z) = 52/7*z^3 - 20/7*z + 1
*
2/9 | 0.062339924180625007831143463457420678186 | 0.012253315725721296320290839688273962171
f(z) = 54*z^3 - 20/3*z + 1
*
1/3 | 0.10210956565626128013846174895554891659 | 0.021808351945525736405104833162012825521
f(z) = 54*z^3 - 17/2*z + 1
*
[ 1/6 ] 
f(z) = 54*z^3 - 13/2*z + 1
*
[ 1/3 ] 
f(z) = 54*z^3 - 8*z + 1
*
[ -1/3 ]
f(z) = 54*z^3 - 2*z + 1
*
[ 1/3 ] 
f(z) = 54/5*z^3 - 16/5*z + 1
*
[ 1/3 ] 
f(z) = 54/7*z^3 - 20/7*z + 1
*
[ 2/5 ] 
f(z) = 55/8*z^3 - 13/5*z + 1
*
[ 1/2 ] 
f(z) = 56*z^3 - 15*z + 1
*
[ 1/4 ] 
f(z) = 56*z^3 - 13/2*z + 1
*
[ -1/2 ] 
f(z) = 56*z^3 - 11*z + 1
*
[ 1/2 ] 
f(z) = 56/3*z^3 - 17/3*z + 1
*
[ 1/2 ] 
f(z) = 56/5*z^3 - 19/5*z + 1
*
[ 2/3 ] 
f(z) = 57/8*z^3 - 11/3*z + 1
*
[ -1/4 ]
f(z) = 48*z^3 + 2*z + 1
*
[ -2/7 ]
f(z) = 49*z^3 + 1/2*z + 1
*
[ -1/7 ]
f(z) = 49*z^3 + 7*z + 1
*
[ -2/7 ]
f(z) = 49/2*z^3 + 5/2*z + 1
*
[ -3/7 ]
f(z) = 49/3*z^3 + 1/3*z + 1
*
[ -2/7 ]
f(z) = 49/4*z^3 + 7/2*z + 1
*
[ -2/7 ]
f(z) = 49/8*z^3 + 4*z + 1
*
[ -3/7 ]
f(z) = 49/9*z^3 + 7/3*z + 1
*
[ -1/5 ]
f(z) = 50*z^3 + 4*z + 1
*
[ -3/5 ]
f(z) = 50/9*z^3 + 2/3*z + 1
*
[ -7/12 ]
f(z) = 48/7*z^3 + 8/21*z + 1
*
[ 9/2 ] 
f(z) = 44/27*z^3 - 290/9*z + 1
*
[ -9/2 ] 
f(z) = 44/27*z^3 - 286/9*z + 1
*
[ 6 ] 
f(z) = 49/36*z^3 - 289/6*z + 1
*
[ -6 ] 
f(z) = 49/36*z^3 - 287/6*z + 1
*
[ 5 ] 
f(z) = 57/25*z^3 - 281/5*z + 1
*
[ 5 ] 
f(z) = 58/25*z^3 - 286/5*z + 1
*
[ -5 ] 
f(z) = 58/25*z^3 - 284/5*z + 1
*
[ 5 ] 
f(z) = 59/25*z^3 - 291/5*z + 1
*
[ -5 ] 
f(z) = 59/25*z^3 - 289/5*z + 1
*
5/2 | 0.083379424194833149194293666223202974898 | 0.014714639186941996578345479870060567960
f(z) = 44/35*z^3 - 289/35*z + 1
*
[ -20/7 ] 
f(z) = 49/25*z^3 - 293/20*z + 1
*
1/7 | 0.10603292843911076753428976841358803799 | 0.018712485711949068516279614643650997826
f(z) = 49/36*z^3 - 289/36*z + 1
*
-51/20 | 0.13353420724543163166150907207282143199 | 0.017042033912449063487001743318877652034
f(z) = 50/27*z^3 - 281/24*z + 1
*
[ -13/5 ] 
f(z) = 50/39*z^3 - 284/39*z + 1
*
-8/3 | 0.17640678164629151406106376697862423484 | 0.025037237516892697171026181455425859781
f(z) = 51/32*z^3 - 287/24*z + 1
*
[ -9/4 ] 
f(z) = 52/27*z^3 - 299/36*z + 1
*
[ -15/7 ] 
f(z) = 56/27*z^3 - 282/35*z + 1
*
[ 8/3 ] 
f(z) = 57/32*z^3 - 289/24*z + 1
*
[ 5/2 ] 
f(z) = 59/25*z^3 - 283/20*z + 1
*
[ 2 ] 
f(z) = 40/23*z^3 - 297/46*z + 1
*
[ 2 ] 
f(z) = 40/27*z^3 - 293/54*z + 1
*
[ 2 ] 
f(z) = 40/29*z^3 - 291/58*z + 1
*
[ 2 ] 
f(z) = 41/29*z^3 - 299/58*z + 1
*
[ -2 ] 
f(z) = 43/21*z^3 - 281/42*z + 1
*
[ -2 ] 
f(z) = 44/21*z^3 - 289/42*z + 1
*
[ -2 ] 
f(z) = 44/23*z^3 - 283/46*z + 1
*
[ -2 ] 
f(z) = 45/23*z^3 - 291/46*z + 1
*
[ -2 ] 
f(z) = 46/25*z^3 - 293/50*z + 1
*
[ -2 ] 
f(z) = 46/27*z^3 - 287/54*z + 1
*
[ -2 ] 
f(z) = 46/29*z^3 - 281/58*z + 1
*
[ -2 ] 
f(z) = 47/27*z^3 - 295/54*z + 1
*
[ -2 ] 
f(z) = 47/29*z^3 - 289/58*z + 1
*
[ -2 ] 
f(z) = 48/29*z^3 - 297/58*z + 1
*
[ -21/10 ] 
f(z) = 50/27*z^3 - 281/42*z + 1
*
[ 1/6 ] 
f(z) = 54/29*z^3 - 293/58*z + 1
*
[ 2 ] 
f(z) = 40/31*z^3 - 289/62*z + 1
*
[ 2 ] 
f(z) = 40/37*z^3 - 283/74*z + 1
*
0 | 0.14430904914317840873584979557456809632 | 0.025562024009724017625577751781128276946
f(z) = 41/20*z^3 - 283/60*z + 1
*
[ 2 ] 
f(z) = 41/31*z^3 - 297/62*z + 1
*
[ 2 ] 
f(z) = 41/35*z^3 - 293/70*z + 1
*
[ 2 ] 
f(z) = 41/37*z^3 - 291/74*z + 1
*
[ 2 ] 
f(z) = 41/39*z^3 - 289/78*z + 1
*
10/7 | 0.19774486863408666894986569563078353378 | 0.027178195237337553121503321506944226108
f(z) = 42/25*z^3 - 289/70*z + 1
*
[ 2 ] 
f(z) = 42/37*z^3 - 299/74*z + 1
*
0 | 0.14245393190799707658470430043988233155 | 0.025139993817770634636125570941450359403
f(z) = 43/20*z^3 - 289/60*z + 1
*
[ 3/16 ] 
f(z) = 44/27*z^3 - 281/64*z + 1
*
[ -2 ] 
f(z) = 47/31*z^3 - 283/62*z + 1
*
[ 3/2 ] 
f(z) = 48/25*z^3 - 299/75*z + 1
*
5/24 | 0.21612888077714666949397555580790839701 | 0.029648892782562703298461975132589563882
f(z) = 48/25*z^3 - 293/60*z + 1
*
5/8 | 0.12908579560078007576533559518725058455 | 0.017810360070940951164350768654789706460
f(z) = 48/25*z^3 - 281/60*z + 1
*
[ -2 ] 
f(z) = 48/31*z^3 - 291/62*z + 1
*
9/7 | 0.14774667895140507180707495970383653642 | 0.025918453020231147546674583996159047221
f(z) = 49/24*z^3 - 299/72*z + 1
*
-12/7 | 0.15768413532877938065612492958420588933 | 0.027760447821332322579095637963595634915
f(z) = 49/30*z^3 - 293/60*z + 1
*
[ -2 ] 
f(z) = 49/31*z^3 - 299/62*z + 1
*
[ -2 ] 
f(z) = 49/33*z^3 - 293/66*z + 1
*
[ -15/7 ] 
f(z) = 49/36*z^3 - 287/60*z + 1
*
[ -2 ] 
f(z) = 49/37*z^3 - 281/74*z + 1
*
[ -2 ] 
f(z) = 50/37*z^3 - 289/74*z + 1
*
[ -2 ] 
f(z) = 50/39*z^3 - 283/78*z + 1
*
0 | 0.11738359165278257208965814379473647586 | 0.020665497289015547190218771025702782185
f(z) = 51/20*z^3 - 293/60*z + 1
*
-4/3 | 0.14291774831830561125470473128692032242 | 0.025252795727554566501892155100154406392
f(z) = 51/20*z^3 - 287/60*z + 1
*
[ -2 ] 
f(z) = 51/37*z^3 - 297/74*z + 1
*
0 | 0.12812068286721467814988275500085398718 | 0.022694515631827173632233887551191089890
f(z) = 54/35*z^3 - 283/70*z + 1
*
[ 10/7 ] 
f(z) = 56/25*z^3 - 299/70*z + 1
*
[ 4/3 ] 
f(z) = 57/20*z^3 - 289/60*z + 1
*
[ 4/19 ] 
f(z) = 57/32*z^3 - 291/76*z + 1
*
0 | 0.13342892738463182880939846879773836961 | 0.023664514775974249238845388985378943799
f(z) = 58/33*z^3 - 281/66*z + 1
*
0 | 0.13856822576389035401473689245300419811 | 0.024424524963298152711706761298732082799
f(z) = 58/35*z^3 - 291/70*z + 1
*
-3/2 | 0.15727477596834251167459400467015696148 | 0.027789605121540777032775250437651214269
f(z) = 58/39*z^3 - 287/78*z + 1
*
[ 1/4 ] 
f(z) = 44/23*z^3 - 287/92*z + 1
*
[ 4/3 ] 
f(z) = 45/23*z^3 - 297/92*z + 1
*
[ -3/2 ] 
f(z) = 47/21*z^3 - 283/84*z + 1
*
[ 3/2 ] 
f(z) = 48/29*z^3 - 295/87*z + 1
*
[ 3/2 ] 
f(z) = 48/31*z^3 - 293/93*z + 1
*
-1/14 | 0.16772827608343112726630621658581845216 | 0.029600361094463187505886448130610625838
f(z) = 49/24*z^3 - 289/96*z + 1
*
[ -3/2 ] 
f(z) = 49/24*z^3 - 281/96*z + 1
*
0 | 0.14155395230086469547218262111764467708 | 0.025105542414839144807711096898047500682
f(z) = 51/32*z^3 - 281/96*z + 1
*
[ 1/4 ] 
f(z) = 52/23*z^3 - 289/92*z + 1
*
0 | 0.18718704267318975394521918752413352104 | 0.027698198441964608158267871484391269890
f(z) = 55/24*z^3 - 287/88*z + 1
*
8/11 | 0.18632951544340943651929462935585574171 | 0.026419521507048843419259269083153273738
f(z) = 55/32*z^3 - 289/88*z + 1
*
[ 5/19 ] 
f(z) = 57/25*z^3 - 281/95*z + 1
*
[ -22/15 ] 
f(z) = 45/22*z^3 - 299/110*z + 1
*
0 | 0.16302710341419637509301888396707496160 | 0.028735733138555246016352010672957538867
f(z) = 45/22*z^3 - 291/110*z + 1
*
[ 4/3 ] 
f(z) = 45/29*z^3 - 291/116*z + 1
*
[ 3/2 ] 
f(z) = 48/35*z^3 - 289/105*z + 1
*
[ 3/2 ] 
f(z) = 48/37*z^3 - 287/111*z + 1
*
0 | 0.14267340179383184434669137782195509778 | 0.025178725437875275277380979953230694691
f(z) = 52/27*z^3 - 289/108*z + 1
*
-3/2 | 0.15512389341397056971571768232987639080 | 0.027512262443806276393819192278890923624
f(z) = 52/35*z^3 - 281/105*z + 1
*
0 | 0.11143827131231748398041691453658749469 | 0.019583696286117109688070149558176168727
f(z) = 55/21*z^3 - 296/105*z + 1
*
[ -4/3 ] 
f(z) = 59/24*z^3 - 283/108*z + 1
*
-3/2 | 0.15088794255261211305148463863439259697 | 0.026628411670649364130041119303901240015
f(z) = 41/30*z^3 - 289/120*z + 1
*
[ -14/9 ] 
f(z) = 45/28*z^3 - 283/126*z + 1
*
[ 4/3 ] 
f(z) = 45/31*z^3 - 289/124*z + 1
*
5/7 | 0.059649896350917667154986891804954800007 | 0.010501423188482974523745730780851645838
f(z) = 49/24*z^3 - 293/120*z + 1
*
4/7 | 0.095749703611817625587608741922182140224 | 0.016836665821854880700276448077584417976
f(z) = 49/33*z^3 - 295/132*z + 1
*
[ -23/18 ] 
f(z) = 54/23*z^3 - 283/138*z + 1
*
5/12 | 0.18881106969741067859946849935174972900 | 0.025901393379220404994501075378382979514
f(z) = 54/25*z^3 - 293/120*z + 1
*
-12/11 | 0.20061934213285366132606524342469944115 | 0.025994381899662291251715014301213904304
f(z) = 55/32*z^3 - 281/132*z + 1
*
[ 9/28 ] 
f(z) = 56/27*z^3 - 293/126*z + 1
*
[ 9/8 ] 
f(z) = 44/27*z^3 - 281/144*z + 1
*
0 | 0.16276195563186335545569061682857283290 | 0.028866923983534378444494898424447822112
f(z) = 44/35*z^3 - 281/140*z + 1
*
0 | 0.11804222559927484688003032377734899388 | 0.020935580062263671993599956305234748096
f(z) = 45/28*z^3 - 281/140*z + 1
*
[ 4/3 ] 
f(z) = 45/37*z^3 - 283/148*z + 1
*
0 | 0.16055422186995100926282263420411990061 | 0.028198415021278641030803729706695004755
f(z) = 48/35*z^3 - 297/140*z + 1
*
13/14 | 0.15961193172465192507500194728346033158 | 0.028168004372050023686198114821160780695
f(z) = 49/39*z^3 - 289/156*z + 1
*
[ 5/4 ] 
f(z) = 52/35*z^3 - 297/140*z + 1
*
[ 6/5 ] 
f(z) = 53/36*z^3 - 293/150*z + 1
*
[ -7/5 ] 
f(z) = 55/28*z^3 - 299/140*z + 1
*
[ 6/7 ] 
f(z) = 59/24*z^3 - 290/147*z + 1
*
[ 2/5 ] 
f(z) = 45/34*z^3 - 291/170*z + 1
*
0 | 0.12611338439559653233423074899945952770 | 0.021603153063845413783329553779963497708
f(z) = 49/24*z^3 - 295/168*z + 1
*
-6/5 | 0.12207286387198364801524720905049065320 | 0.020374461521416655589324839083591469462
f(z) = 50/21*z^3 - 289/168*z + 1
*
[ 3/4 ] 
f(z) = 50/21*z^3 - 281/168*z + 1
*
-10/11 | 0.15222131958371212675923735233244528653 | 0.018992845434548207938300126993375849019
f(z) = 55/24*z^3 - 296/165*z + 1
*
[ 2/5 ] 
f(z) = 55/34*z^3 - 299/170*z + 1
*
[ 2/3 ] 
f(z) = 47/22*z^3 - 287/198*z + 1
*
[ 2/3 ] 
f(z) = 49/22*z^3 - 295/198*z + 1
*
[ 5/6 ] 
f(z) = 49/25*z^3 - 281/180*z + 1
*
0 | 0.17294749748949303922637098280537687731 | 0.028329787906850535837035066689322868604
f(z) = 56/23*z^3 - 287/184*z + 1
*
[ 10/19 ] 
f(z) = 57/25*z^3 - 291/190*z + 1
*
-9/10 | 0.13385780270527010953896396009057626113 | 0.022341416135038617134156101345111759635
f(z) = 40/21*z^3 - 289/210*z + 1
*
0 | 0.15314714069097540105705606147286467563 | 0.026549691115083479071453818333255417146
f(z) = 40/27*z^3 - 293/216*z + 1
*
5/42 | 0.21486349360132860080327820610556655882 | 0.028742975643204495793021905354025137007
f(z) = 42/25*z^3 - 299/210*z + 1
*
[ 8/9 ] 
f(z) = 51/32*z^3 - 299/216*z + 1
*
[ 2/3 ] 
f(z) = 41/26*z^3 - 281/234*z + 1
*
[ 2/3 ] 
f(z) = 43/26*z^3 - 289/234*z + 1
*
[ -7/5 ] 
f(z) = 50/33*z^3 - 290/231*z + 1
*
[ 12/19 ] 
f(z) = 57/32*z^3 - 295/228*z + 1
*
[ 2/3 ] 
f(z) = 41/30*z^3 - 299/270*z + 1
*
[ 3/4 ] 
f(z) = 46/33*z^3 - 295/264*z + 1
*
[ 6/7 ] 
f(z) = 41/36*z^3 - 295/294*z + 1
*
[ 9/2 ] 
f(z) = 40/27*z^3 - 263/9*z + 1
*
[ 6 ] 
f(z) = 47/36*z^3 - 277/6*z + 1
*
[ -6 ] 
f(z) = 47/36*z^3 - 275/6*z + 1
*
[ 5 ] 
f(z) = 53/25*z^3 - 261/5*z + 1
*
[ 5 ] 
f(z) = 54/25*z^3 - 266/5*z + 1
*
[ -5 ] 
f(z) = 54/25*z^3 - 264/5*z + 1
*
[ 5 ] 
f(z) = 56/25*z^3 - 276/5*z + 1
*
[ -5 ] 
f(z) = 56/25*z^3 - 274/5*z + 1
*
[ -15/4 ] 
f(z) = 56/27*z^3 - 279/10*z + 1
*
3 | 0.24703805451510618647149158094641774642 | 0.027833496506542748347253802618895780493
f(z) = 56/27*z^3 - 265/14*z + 1
*
[ -5 ] 
f(z) = 57/25*z^3 - 279/5*z + 1
*
[ 6 ] 
f(z) = 59/24*z^3 - 263/3*z + 1
*
[ -6 ] 
f(z) = 59/24*z^3 - 262/3*z + 1
*
[ 9/4 ] 
f(z) = 44/27*z^3 - 277/36*z + 1
*
-5/2 | 0.15161330032104579692055321855729002959 | 0.027246427225161860100922760095932727204
f(z) = 44/35*z^3 - 261/35*z + 1
*
-7/3 | 0.16345446674974326648106640326627072463 | 0.029374403324075066170653365310333479163
f(z) = 45/28*z^3 - 261/28*z + 1
*
[ 5/2 ] 
f(z) = 48/35*z^3 - 279/35*z + 1
*
16/7 | 0.14763489574952640740607691345204001434 | 0.026459147728256145142654795792227870528
f(z) = 49/24*z^3 - 265/24*z + 1
*
[ 3/35 ] 
f(z) = 49/27*z^3 - 267/25*z + 1
*
15/7 | 0.14221672738930746535093236597531689519 | 0.025239048377124608375173766827557022635
f(z) = 49/33*z^3 - 280/33*z + 1
*
1/7 | 0.16059876245082633632880015974125768550 | 0.028782533825002962799658760978161604374
f(z) = 49/33*z^3 - 265/33*z + 1
*
[ 17/7 ] 
f(z) = 49/34*z^3 - 269/34*z + 1
*
[ -5/2 ] 
f(z) = 52/35*z^3 - 276/35*z + 1
*
[ 7/3 ] 
f(z) = 54/35*z^3 - 274/35*z + 1
*
[ 5/2 ] 
f(z) = 57/25*z^3 - 273/20*z + 1
*
[ -8/3 ] 
f(z) = 57/32*z^3 - 271/24*z + 1
*
[ -5/2 ] 
f(z) = 59/25*z^3 - 267/20*z + 1
*
7/4 | 0.066168271816362248736340914891660453902 | 0.011826932137663063971487444303900223851
f(z) = 40/21*z^3 - 269/42*z + 1
*
-7/4 | 0.12851429550529727802136308082575520450 | 0.023063665283328509378844128473628141577
f(z) = 40/21*z^3 - 263/42*z + 1
*
[ -2 ] 
f(z) = 41/21*z^3 - 265/42*z + 1
*
[ -2 ] 
f(z) = 42/23*z^3 - 267/46*z + 1
*
[ -2 ] 
f(z) = 42/25*z^3 - 261/50*z + 1
*
[ -2 ] 
f(z) = 43/23*z^3 - 275/46*z + 1
*
[ -2 ] 
f(z) = 43/25*z^3 - 269/50*z + 1
*
[ -2 ] 
f(z) = 43/27*z^3 - 263/54*z + 1
*
[ -2 ] 
f(z) = 44/25*z^3 - 277/50*z + 1
*
[ -2 ] 
f(z) = 44/27*z^3 - 271/54*z + 1
*
[ -2 ] 
f(z) = 44/29*z^3 - 265/58*z + 1
*
[ -2 ] 
f(z) = 45/29*z^3 - 273/58*z + 1
*
[ 2/15 ] 
f(z) = 45/32*z^3 - 261/40*z + 1
*
8/5 | 0.15921345311441843607259362350852411225 | 0.028309558592102107484795656425449409751
f(z) = 50/21*z^3 - 277/42*z + 1
*
[ 9/5 ] 
f(z) = 55/27*z^3 - 277/45*z + 1
*
[ 5/3 ] 
f(z) = 56/25*z^3 - 262/45*z + 1
*
[ 15/8 ] 
f(z) = 56/27*z^3 - 273/40*z + 1
*
-3/2 | 0.13660197926621687027173174840197339598 | 0.024320374978956634249564875287685524996
f(z) = 58/21*z^3 - 275/42*z + 1
*
[ 5/3 ] 
f(z) = 58/25*z^3 - 272/45*z + 1
*
3/2 | 0.24638184697840800205320282892842249961 | 0.027666850903459209908618628714986906722
f(z) = 58/27*z^3 - 273/58*z + 1
*
[ 5/3 ] 
f(z) = 59/25*z^3 - 277/45*z + 1
*
1/4 | 0.13454838611981752694610445759717218967 | 0.024049209510677739679858071401305044474
f(z) = 40/33*z^3 - 269/66*z + 1
*
[ 3/2 ] 
f(z) = 44/23*z^3 - 274/69*z + 1
*
[ 3/2 ] 
f(z) = 44/25*z^3 - 272/75*z + 1
*
0 | 0.16924400770701785550590831656649034050 | 0.027029343204401243232495760067702051899
f(z) = 45/26*z^3 - 262/65*z + 1
*
[ -2 ] 
f(z) = 45/31*z^3 - 267/62*z + 1
*
[ -2 ] 
f(z) = 46/31*z^3 - 275/62*z + 1
*
[ -2 ] 
f(z) = 46/33*z^3 - 269/66*z + 1
*
0 | 0.16504752447288746998743191794776880329 | 0.029540035635382685095570511428496179812
f(z) = 46/35*z^3 - 267/70*z + 1
*
[ -2 ] 
f(z) = 46/35*z^3 - 263/70*z + 1
*
[ -2 ] 
f(z) = 47/33*z^3 - 277/66*z + 1
*
[ -2 ] 
f(z) = 47/35*z^3 - 271/70*z + 1
*
[ -2 ] 
f(z) = 47/37*z^3 - 265/74*z + 1
*
-3/2 | 0.13555154504043475706126056786882887767 | 0.024149020380662454329359473934642221712
f(z) = 48/25*z^3 - 274/75*z + 1
*
[ -2 ] 
f(z) = 48/35*z^3 - 279/70*z + 1
*
[ -2 ] 
f(z) = 48/37*z^3 - 273/74*z + 1
*
-10/7 | 0.17377969619467496328543706283466986992 | 0.022711563165780706092731285972450958787
f(z) = 49/24*z^3 - 263/75*z + 1
*
[ 12/7 ] 
f(z) = 49/30*z^3 - 263/60*z + 1
*
[ -2 ] 
f(z) = 49/39*z^3 - 275/78*z + 1
*
0 | 0.15176858952600763835028707397957432199 | 0.027199988934801588746308389024022384953
f(z) = 50/33*z^3 - 265/66*z + 1
*
3/2 | 0.15564098835515571708672669321601957569 | 0.027674342795683902201301540807809373244
f(z) = 50/39*z^3 - 277/78*z + 1
*
3/10 | 0.090600002279969563099059798071236658480 | 0.016193865265381630279358182560046796469
f(z) = 50/39*z^3 - 269/78*z + 1
*
[ 5/26 ] 
f(z) = 52/25*z^3 - 278/65*z + 1
*
0 | 0.15440051107051517266251793425752219268 | 0.027418700814796152705572836453690580713
f(z) = 52/35*z^3 - 279/70*z + 1
*
2/5 | 0.18356545952887594879478323921636806152 | 0.029228326404226729988007017387370402482
f(z) = 55/28*z^3 - 267/70*z + 1
*
[ -3/2 ] 
f(z) = 56/23*z^3 - 263/69*z + 1
*
-10/7 | 0.20801244169829676040411281226933366545 | 0.028844318833045139185555986288455203402
f(z) = 56/25*z^3 - 271/70*z + 1
*
0 | 0.13337491722689303647692554888868562116 | 0.023715238631486980162977108900610976901
f(z) = 56/33*z^3 - 277/66*z + 1
*
1/4 | 0.14224444276460567311744796879876909712 | 0.025391186319441368731573612562331186620
f(z) = 56/33*z^3 - 271/66*z + 1
*
0 | 0.11183495132128397537667722363933060759 | 0.019962973813490540949350900752579937283
f(z) = 57/20*z^3 - 271/60*z + 1
*
[ 1/4 ] 
f(z) = 44/21*z^3 - 263/84*z + 1
*
[ 3/2 ] 
f(z) = 44/29*z^3 - 268/87*z + 1
*
[ 3/2 ] 
f(z) = 44/31*z^3 - 266/93*z + 1
*
[ -3/2 ] 
f(z) = 47/24*z^3 - 263/96*z + 1
*
5/16 | 0.20084541588924703692242114771461362778 | 0.027850493772231066559056722568370007007
f(z) = 48/25*z^3 - 271/80*z + 1
*
-9/7 | 0.11654912327981423648550161159660109962 | 0.020916349872378411476777728131008483681
f(z) = 49/30*z^3 - 263/90*z + 1
*
-10/7 | 0.17749684578184741624863423948558393260 | 0.028097549230308378987254850316255725897
f(z) = 49/36*z^3 - 277/90*z + 1
*
1/3 | 0.11946125303430956719867944178915627925 | 0.021352531869626366744294289247443919392
f(z) = 51/28*z^3 - 269/84*z + 1
*
0 | 0.15961179414857561711342107961542235342 | 0.028491326094991996600083390924753376120
f(z) = 52/21*z^3 - 271/84*z + 1
*
[ 1/4 ] 
f(z) = 52/21*z^3 - 265/84*z + 1
*
[ 5/4 ] 
f(z) = 57/25*z^3 - 269/80*z + 1
*
1/3 | 0.11597135019531911619912087848311794642 | 0.020701337101791091842187403539765209512
f(z) = 57/28*z^3 - 271/84*z + 1
*
[ 5/4 ] 
f(z) = 59/25*z^3 - 279/80*z + 1
*
[ -33/20 ] 
f(z) = 40/27*z^3 - 267/110*z + 1
*
[ 3/2 ] 
f(z) = 44/35*z^3 - 262/105*z + 1
*
13/15 | 0.16571661288718701142804642807222662102 | 0.029428233088684766028523535719396559958
f(z) = 45/22*z^3 - 279/110*z + 1
*
11/15 | 0.13652950537933326756833300925927637193 | 0.024371047766868685393487389715080789903
f(z) = 45/22*z^3 - 271/110*z + 1
*
5/12 | 0.13041003022234840956151746965827821184 | 0.023188055527721252797975532940075535614
f(z) = 48/35*z^3 - 277/105*z + 1
*
-3/70 | 0.19789624755517014882724102046738775485 | 0.022277872594098982383644693869907245758
f(z) = 49/27*z^3 - 267/100*z + 1
*
4/5 | 0.14023223966619031947055609523794506032 | 0.025166612203536549319468063650745251219
f(z) = 50/27*z^3 - 263/108*z + 1
*
10/9 | 0.11805163630388701387398074429149007732 | 0.021185996586269691028080780513652355568
f(z) = 54/35*z^3 - 263/105*z + 1
*
[ 15/14 ] 
f(z) = 56/25*z^3 - 263/105*z + 1
*
3/11 | 0.19425172436017856292055973926978164717 | 0.024929840983512430958216596991035381870
f(z) = 44/27*z^3 - 269/132*z + 1
*
-6/5 | 0.10672712761259117904579805433462235732 | 0.015337776696797844673892616458080866036
f(z) = 45/32*z^3 - 263/120*z + 1
*
[ -10/7 ] 
f(z) = 49/26*z^3 - 279/130*z + 1
*
-8/7 | 0.15359404485424796630397740635545391212 | 0.027417134438810258662110834532599168272
f(z) = 49/30*z^3 - 271/120*z + 1
*
1/14 | 0.15033218285978580413098626317507327098 | 0.026942555920835191535729661890406589078
f(z) = 49/33*z^3 - 265/132*z + 1
*
[ 17/14 ] 
f(z) = 49/34*z^3 - 265/136*z + 1
*
0 | 0.16133217163349535566995823798268525560 | 0.028686285463372686376631753882821152629
f(z) = 50/27*z^3 - 277/135*z + 1
*
[ -3/2 ] 
f(z) = 53/30*z^3 - 277/120*z + 1
*
[ 4/11 ] 
f(z) = 55/24*z^3 - 271/132*z + 1
*
[ 6/5 ] 
f(z) = 55/32*z^3 - 277/120*z + 1
*
0 | 0.11921827528262041377911790871958097269 | 0.021198062621864321154088580199167321425
f(z) = 42/25*z^3 - 277/150*z + 1
*
[ 6/5 ] 
f(z) = 49/36*z^3 - 269/150*z + 1
*
[ -4/3 ] 
f(z) = 51/26*z^3 - 271/156*z + 1
*
[ 12/13 ] 
f(z) = 52/27*z^3 - 269/156*z + 1
*
[ 6/7 ] 
f(z) = 53/24*z^3 - 263/147*z + 1
*
-4/3 | 0.16395676718587871031776531680548652505 | 0.029115716747710089599569090728470684235
f(z) = 54/35*z^3 - 279/140*z + 1
*
[ 6/7 ] 
f(z) = 55/24*z^3 - 272/147*z + 1
*
[ -3/2 ] 
f(z) = 59/39*z^3 - 271/156*z + 1
*
[ 7/8 ] 
f(z) = 40/21*z^3 - 269/168*z + 1
*
[ -3/2 ] 
f(z) = 42/29*z^3 - 277/174*z + 1
*
[ 17/15 ] 
f(z) = 45/34*z^3 - 269/170*z + 1
*
[ 3/4 ] 
f(z) = 46/21*z^3 - 263/168*z + 1
*
[ 21/25 ] 
f(z) = 50/27*z^3 - 262/175*z + 1
*
[ 10/17 ] 
f(z) = 51/20*z^3 - 269/170*z + 1
*
2/5 | 0.16986480003671441580896208238575520294 | 0.021194244674074976467108195538457581807
f(z) = 55/24*z^3 - 263/165*z + 1
*
[ 2/3 ] 
f(z) = 41/22*z^3 - 263/198*z + 1
*
[ 2/3 ] 
f(z) = 43/22*z^3 - 271/198*z + 1
*
[ 5/6 ] 
f(z) = 47/25*z^3 - 271/180*z + 1
*
[ 9/10 ] 
f(z) = 50/33*z^3 - 265/198*z + 1
*
[ 15/26 ] 
f(z) = 52/25*z^3 - 278/195*z + 1
*
[ 15/26 ] 
f(z) = 52/27*z^3 - 268/195*z + 1
*
[ 4/7 ] 
f(z) = 57/32*z^3 - 261/196*z + 1
*
[ 4/7 ] 
f(z) = 59/32*z^3 - 265/196*z + 1
*
[ -3/2 ] 
f(z) = 46/35*z^3 - 271/210*z + 1
*
0 | 0.17067965010726264434438316583593029343 | 0.029237329755457104667630938390116894856
f(z) = 49/32*z^3 - 279/224*z + 1
*
[ 9/10 ] 
f(z) = 50/39*z^3 - 269/234*z + 1
*
[ 3/4 ] 
f(z) = 56/37*z^3 - 263/222*z + 1
*
[ 2/3 ] 
f(z) = 57/37*z^3 - 263/222*z + 1
*
[ -9/2 ] 
f(z) = 40/27*z^3 - 259/9*z + 1
*
[ 6 ] 
f(z) = 41/36*z^3 - 241/6*z + 1
*
[ 6 ] 
f(z) = 43/36*z^3 - 253/6*z + 1
*
[ -6 ] 
f(z) = 43/36*z^3 - 251/6*z + 1
*
[ 5 ] 
f(z) = 49/25*z^3 - 241/5*z + 1
*
[ 5 ] 
f(z) = 51/25*z^3 - 251/5*z + 1
*
[ -5 ] 
f(z) = 51/25*z^3 - 249/5*z + 1
*
[ 5 ] 
f(z) = 52/25*z^3 - 256/5*z + 1
*
[ -5 ] 
f(z) = 52/25*z^3 - 254/5*z + 1
*
[ -5 ] 
f(z) = 53/25*z^3 - 259/5*z + 1
*
[ 6 ] 
f(z) = 55/24*z^3 - 245/3*z + 1
*
[ -6 ] 
f(z) = 55/24*z^3 - 244/3*z + 1
*
[ -9/4 ] 
f(z) = 44/27*z^3 - 245/36*z + 1
*
[ 5/2 ] 
f(z) = 44/35*z^3 - 254/35*z + 1
*
[ -5/2 ] 
f(z) = 48/35*z^3 - 251/35*z + 1
*
[ 2/21 ] 
f(z) = 49/24*z^3 - 257/27*z + 1
*
1/7 | 0.066288006531201096324720261139219899929 | 0.011945773587721995866287636485407267550
f(z) = 49/32*z^3 - 257/32*z + 1
*
[ -17/7 ] 
f(z) = 49/34*z^3 - 241/34*z + 1
*
1/7 | 0.15779584047289707949816635341085032275 | 0.028517031160440582795744214289378846907
f(z) = 49/36*z^3 - 253/36*z + 1
*
-11/5 | 0.15800331603039879982050648241009916141 | 0.028414379120198472845808273528933929008
f(z) = 50/33*z^3 - 260/33*z + 1
*
[ 5/2 ] 
f(z) = 51/25*z^3 - 243/20*z + 1
*
[ 8/3 ] 
f(z) = 51/32*z^3 - 257/24*z + 1
*
[ 5/2 ] 
f(z) = 53/25*z^3 - 253/20*z + 1
*
[ -7/3 ] 
f(z) = 54/35*z^3 - 244/35*z + 1
*
[ -5/2 ] 
f(z) = 57/25*z^3 - 257/20*z + 1
*
-2 | 0.074113000077560800837697897240793618301 | 0.013512441932903708780273430373287834447
f(z) = 57/26*z^3 - 241/26*z + 1
*
-2 | 0.073304843763524054501471830282603484514 | 0.013325105086508111784377114968533860017
f(z) = 57/34*z^3 - 245/34*z + 1
*
[ 3/29 ] 
f(z) = 58/27*z^3 - 252/29*z + 1
*
-2 | 0.075127373584813274700085284630792456090 | 0.013636245803430695631332174989220292907
f(z) = 59/22*z^3 - 247/22*z + 1
*
-2 | 0.074826330682187354186690563715518454140 | 0.013561752512673395829759187213604643028
f(z) = 59/26*z^3 - 249/26*z + 1
*
-2 | 0.074076113872760875475809157376561707310 | 0.013387113635081507101710229577969518159
f(z) = 59/34*z^3 - 253/34*z + 1
*
-2 | 0.073601541875931848760707809661599640143 | 0.013282447455551865796994114976188826234
f(z) = 59/38*z^3 - 255/38*z + 1
*
1/2 | 0.078247827340459684194542953846465064970 | 0.014161341740203978515135700236595560126
f(z) = 40/21*z^3 - 251/42*z + 1
*
[ -2 ] 
f(z) = 40/23*z^3 - 251/46*z + 1
*
69/40 | 0.13837217162978586177700187344068494889 | 0.015743972311371536597849805782612242171
f(z) = 40/27*z^3 - 243/40*z + 1
*
[ -2 ] 
f(z) = 41/23*z^3 - 259/46*z + 1
*
[ -2 ] 
f(z) = 41/25*z^3 - 253/50*z + 1
*
[ -2 ] 
f(z) = 41/27*z^3 - 247/54*z + 1
*
[ -2 ] 
f(z) = 41/29*z^3 - 241/58*z + 1
*
[ -2 ] 
f(z) = 42/29*z^3 - 249/58*z + 1
*
[ -2 ] 
f(z) = 43/29*z^3 - 257/58*z + 1
*
3/2 | 0.15415135210769805842414902866059719208 | 0.027858395369010487425536800466982713702
f(z) = 50/21*z^3 - 253/42*z + 1
*
0 | 0.15857463919622006149668871766284020437 | 0.028698939425070362313857936372911648257
f(z) = 52/21*z^3 - 251/42*z + 1
*
[ 5/3 ] 
f(z) = 52/25*z^3 - 242/45*z + 1
*
[ 5/3 ] 
f(z) = 53/25*z^3 - 247/45*z + 1
*
[ 1/6 ] 
f(z) = 54/25*z^3 - 253/50*z + 1
*
0 | 0.14398072682576208135005997900544540944 | 0.026133704510995775787426460208094714713
f(z) = 56/27*z^3 - 247/54*z + 1
*
[ 3/2 ] 
f(z) = 58/21*z^3 - 247/42*z + 1
*
0 | 0.12606946314818058799041137405459547465 | 0.022985256277837616923786785493484131347
f(z) = 58/25*z^3 - 241/50*z + 1
*
0 | 0.14249503706662304818695237028418294958 | 0.025788842767524020760819658818904286271
f(z) = 58/27*z^3 - 251/54*z + 1
*
[ 3/2 ] 
f(z) = 40/23*z^3 - 247/69*z + 1
*
6/5 | 0.23068991551836994545034807710230800273 | 0.029841085526577350947058510327134761717
f(z) = 40/27*z^3 - 253/60*z + 1
*
5/4 | 0.14931773356307219444161984886245682571 | 0.026908575640099856447229720619817058858
f(z) = 40/33*z^3 - 257/66*z + 1
*
0 | 0.16270724847321540011675849079015458352 | 0.029446861689999596655022595117603908474
f(z) = 42/25*z^3 - 251/75*z + 1
*
[ -2 ] 
f(z) = 42/31*z^3 - 243/62*z + 1
*
[ -2 ] 
f(z) = 43/31*z^3 - 251/62*z + 1
*
[ -2 ] 
f(z) = 43/33*z^3 - 245/66*z + 1
*
[ -2 ] 
f(z) = 44/31*z^3 - 259/62*z + 1
*
[ -2 ] 
f(z) = 44/35*z^3 - 247/70*z + 1
*
[ -2 ] 
f(z) = 44/37*z^3 - 241/74*z + 1
*
[ 2/9 ] 
f(z) = 45/32*z^3 - 257/72*z + 1
*
[ -2 ] 
f(z) = 45/37*z^3 - 249/74*z + 1
*
0 | 0.15764726737095229857366352211280152856 | 0.028409642426794922318297337527989656641
f(z) = 46/33*z^3 - 257/66*z + 1
*
3/2 | 0.14422804544388315179200115513843347131 | 0.026102483729876043207418348119868401060
f(z) = 46/33*z^3 - 251/66*z + 1
*
[ -2 ] 
f(z) = 46/37*z^3 - 257/74*z + 1
*
[ -2 ] 
f(z) = 46/39*z^3 - 251/78*z + 1
*
[ -2 ] 
f(z) = 47/39*z^3 - 259/78*z + 1
*
5/6 | 0.19301514483441197932704732577533150488 | 0.026963018429023337625902314607297462801
f(z) = 48/25*z^3 - 257/60*z + 1
*
-9/7 | 0.13940870524373247029403871767919593080 | 0.025087820550829635030292441838646149501
f(z) = 49/24*z^3 - 259/72*z + 1
*
-12/7 | 0.15675332973644516491971472850290442822 | 0.028328627517686771442129763265662364318
f(z) = 49/30*z^3 - 253/60*z + 1
*
-3/2 | 0.14850927835178275615335420845955617508 | 0.026955674437478100346080360801147590388
f(z) = 50/33*z^3 - 247/66*z + 1
*
[ 4/3 ] 
f(z) = 51/20*z^3 - 257/60*z + 1
*
1/3 | 0.15154996609214253869985702837602267249 | 0.027427609602617596688707929127833402436
f(z) = 51/26*z^3 - 251/78*z + 1
*
[ -3/2 ] 
f(z) = 56/25*z^3 - 253/75*z + 1
*
9/8 | 0.19776930270688182082837918865926786171 | 0.029820453815461026358559593832843582395
f(z) = 56/27*z^3 - 253/72*z + 1
*
3/2 | 0.15724589403329780174337140192993550903 | 0.028669410361054658271455725175498792621
f(z) = 56/33*z^3 - 241/66*z + 1
*
[ 1/4 ] 
f(z) = 56/39*z^3 - 241/78*z + 1
*
-4/3 | 0.10740354048527220436945818484818294859 | 0.019328210139441165578861272115228620763
f(z) = 57/20*z^3 - 259/60*z + 1
*
1/3 | 0.14303374506901838115390375315332122078 | 0.025849209668034949298520225346069486505
f(z) = 57/26*z^3 - 253/78*z + 1
*
[ 6/5 ] 
f(z) = 59/24*z^3 - 253/75*z + 1
*
[ 3/2 ] 
f(z) = 40/29*z^3 - 241/87*z + 1
*
[ -3/2 ] 
f(z) = 43/21*z^3 - 247/84*z + 1
*
3/14 | 0.072661157620964839277848858848079686946 | 0.013169329939821012542101294090441827318
f(z) = 49/20*z^3 - 249/80*z + 1
*
[ 8/7 ] 
f(z) = 49/22*z^3 - 245/88*z + 1
*
3/7 | 0.15638207770246011622767268218812475050 | 0.028302128246346530285616526116484515639
f(z) = 49/32*z^3 - 251/96*z + 1
*
[ 4/3 ] 
f(z) = 51/28*z^3 - 251/84*z + 1
*
2/3 | 0.16832984337364464346206098989224490321 | 0.027246902896193136697639377468070150876
f(z) = 53/20*z^3 - 241/90*z + 1
*
[ 5/4 ] 
f(z) = 53/25*z^3 - 249/80*z + 1
*
-4/3 | 0.056223563775796532510360603019921565517 | 0.010250801343708913137903408900959261464
f(z) = 57/28*z^3 - 241/84*z + 1
*
0 | 0.13389943850140095198195363113304095034 | 0.024198448125543569420645888052864146691
f(z) = 58/21*z^3 - 253/84*z + 1
*
2/3 | 0.18371907602470234476178179631566626349 | 0.029279050807466249462430819749280208598
f(z) = 59/20*z^3 - 253/90*z + 1
*
7/10 | 0.13791155879419941360952967060191469391 | 0.025013755531007381198428485754482379868
f(z) = 40/21*z^3 - 248/105*z + 1
*
[ 3/10 ] 
f(z) = 41/27*z^3 - 247/100*z + 1
*
0 | 0.12505874970491771608650432406146115099 | 0.022633212350654503222676817527082536410
f(z) = 44/25*z^3 - 251/100*z + 1
*
[ 3/2 ] 
f(z) = 44/37*z^3 - 260/111*z + 1
*
[ 3/10 ] 
f(z) = 47/27*z^3 - 249/100*z + 1
*
-3/2 | 0.13176239204720277126543722333023615572 | 0.023795275071618082648576829848169438303
f(z) = 48/35*z^3 - 254/105*z + 1
*
[ 8/7 ] 
f(z) = 49/26*z^3 - 243/104*z + 1
*
[ -5/3 ] 
f(z) = 51/35*z^3 - 257/105*z + 1
*
[ 1/3 ] 
f(z) = 51/38*z^3 - 245/114*z + 1
*
[ 9/26 ] 
f(z) = 52/27*z^3 - 248/117*z + 1
*
[ 3/10 ] 
f(z) = 53/27*z^3 - 251/100*z + 1
*
-14/9 | 0.10814700335051578262053567061025911336 | 0.019702720042743045395461106238522684467
f(z) = 54/35*z^3 - 242/105*z + 1
*
[ -4/3 ] 
f(z) = 55/24*z^3 - 251/108*z + 1
*
-6/5 | 0.22548311255139332886359568865352039153 | 0.025679594172844554000845597837425583483
f(z) = 55/27*z^3 - 241/110*z + 1
*
[ 1/3 ] 
f(z) = 57/37*z^3 - 241/111*z + 1
*
[ 3/10 ] 
f(z) = 59/27*z^3 - 253/100*z + 1
*
[ 12/11 ] 
f(z) = 44/27*z^3 - 245/132*z + 1
*
[ 9/10 ] 
f(z) = 50/21*z^3 - 257/126*z + 1
*
0 | 0.13321874193948224756522731219904256437 | 0.024288728198128326538956252983124800887
f(z) = 52/33*z^3 - 241/132*z + 1
*
[ -3/2 ] 
f(z) = 53/33*z^3 - 257/132*z + 1
*
0 | 0.14009458709894864285968373798017389153 | 0.024942192705191328043781567793315333298
f(z) = 55/24*z^3 - 251/120*z + 1
*
[ 12/11 ] 
f(z) = 55/32*z^3 - 259/132*z + 1
*
[ 5/4 ] 
f(z) = 44/35*z^3 - 247/140*z + 1
*
[ 3/7 ] 
f(z) = 46/27*z^3 - 242/147*z + 1
*
[ 6/5 ] 
f(z) = 47/36*z^3 - 257/150*z + 1
*
[ 6/7 ] 
f(z) = 49/25*z^3 - 241/150*z + 1
*
[ 3/7 ] 
f(z) = 52/27*z^3 - 248/147*z + 1
*
[ 3/7 ] 
f(z) = 55/27*z^3 - 251/147*z + 1
*
[ 8/19 ] 
f(z) = 57/32*z^3 - 257/152*z + 1
*
[ 3/7 ] 
f(z) = 58/27*z^3 - 254/147*z + 1
*
-6/7 | 0.23653454329997414121839089828143931379 | 0.029680502614772564681948386245539645306
f(z) = 59/24*z^3 - 241/147*z + 1
*
-11/10 | 0.16302080983017059271827018642817732480 | 0.029378009480518562123060494982910737746
f(z) = 40/33*z^3 - 257/165*z + 1
*
[ -15/11 ] 
f(z) = 44/25*z^3 - 254/165*z + 1
*
[ 21/23 ] 
f(z) = 46/27*z^3 - 244/161*z + 1
*
[ 6/7 ] 
f(z) = 49/29*z^3 - 245/174*z + 1
*
[ 3/4 ] 
f(z) = 56/29*z^3 - 247/174*z + 1
*
[ 5/8 ] 
f(z) = 58/25*z^3 - 241/160*z + 1
*
[ 5/6 ] 
f(z) = 41/25*z^3 - 241/180*z + 1
*
[ -3/2 ] 
f(z) = 42/31*z^3 - 257/186*z + 1
*
[ 5/6 ] 
f(z) = 43/25*z^3 - 251/180*z + 1
*
[ 4/7 ] 
f(z) = 47/32*z^3 - 241/196*z + 1
*
-15/14 | 0.14742908777210839251061601740380863618 | 0.019722059843242568147262687321891455456
f(z) = 49/25*z^3 - 257/180*z + 1
*
[ 6/7 ] 
f(z) = 49/31*z^3 - 247/186*z + 1
*
[ 20/21 ] 
f(z) = 49/32*z^3 - 259/180*z + 1
*
[ 4/7 ] 
f(z) = 51/32*z^3 - 249/196*z + 1
*
[ 4/7 ] 
f(z) = 53/32*z^3 - 253/196*z + 1
*
[ 4/7 ] 
f(z) = 55/32*z^3 - 257/196*z + 1
*
[ 3/4 ] 
f(z) = 56/31*z^3 - 251/186*z + 1
*
[ 2/3 ] 
f(z) = 57/31*z^3 - 245/186*z + 1
*
[ 3/4 ] 
f(z) = 59/36*z^3 - 241/192*z + 1
*
[ 12/17 ] 
f(z) = 51/32*z^3 - 247/204*z + 1
*
[ 2/3 ] 
f(z) = 51/35*z^3 - 241/210*z + 1
*
[ 2/3 ] 
f(z) = 57/35*z^3 - 257/210*z + 1
*
[ -3/2 ] 
f(z) = 46/37*z^3 - 251/222*z + 1
*
[ 6/7 ] 
f(z) = 49/37*z^3 - 253/222*z + 1
*
[ 2/3 ] 
f(z) = 51/37*z^3 - 247/222*z + 1
*
[ -6 ] 
f(z) = 41/36*z^3 - 239/6*z + 1
*
[ 5 ] 
f(z) = 46/25*z^3 - 226/5*z + 1
*
[ -5 ] 
f(z) = 46/25*z^3 - 224/5*z + 1
*
[ 5 ] 
f(z) = 47/25*z^3 - 231/5*z + 1
*
[ -5 ] 
f(z) = 47/25*z^3 - 229/5*z + 1
*
[ 5 ] 
f(z) = 48/25*z^3 - 236/5*z + 1
*
[ -5 ] 
f(z) = 48/25*z^3 - 234/5*z + 1
*
[ -5 ] 
f(z) = 49/25*z^3 - 239/5*z + 1
*
[ 6 ] 
f(z) = 53/24*z^3 - 236/3*z + 1
*
[ -6 ] 
f(z) = 53/24*z^3 - 235/3*z + 1
*
[ 10/3 ] 
f(z) = 54/25*z^3 - 233/10*z + 1
*
[ -10/3 ] 
f(z) = 54/25*z^3 - 227/10*z + 1
*
-3/20 | 0.14213101393001315543524151328174098904 | 0.018712806695942244585819249694460562557
f(z) = 40/27*z^3 - 221/30*z + 1
*
[ -5/2 ] 
f(z) = 44/35*z^3 - 226/35*z + 1
*
[ 7/3 ] 
f(z) = 45/28*z^3 - 229/28*z + 1
*
[ 5/2 ] 
f(z) = 47/25*z^3 - 223/20*z + 1
*
[ 5/2 ] 
f(z) = 49/25*z^3 - 233/20*z + 1
*
15/7 | 0.15954070066817288280227655472984114334 | 0.029132066552675948241288333587279381341
f(z) = 49/30*z^3 - 239/30*z + 1
*
3/7 | 0.15829758036187469875351717262150560240 | 0.029132440021467978187581080448705847096
f(z) = 49/30*z^3 - 229/30*z + 1
*
[ 20/7 ] 
f(z) = 49/32*z^3 - 237/20*z + 1
*
1/7 | 0.15015797646753940704799581554463386238 | 0.027724370915728084666700619476309596086
f(z) = 49/32*z^3 - 225/32*z + 1
*
[ -20/7 ] 
f(z) = 49/32*z^3 - 223/20*z + 1
*
[ 1/7 ] 
f(z) = 49/37*z^3 - 223/37*z + 1
*
[ 1/7 ] 
f(z) = 49/38*z^3 - 229/38*z + 1
*
3/25 | 0.25355202183250181843867195587908808922 | 0.028973539544424836656338427113326973271
f(z) = 50/27*z^3 - 234/25*z + 1
*
[ 11/5 ] 
f(z) = 50/33*z^3 - 224/33*z + 1
*
1/5 | 0.15973443670491053514555268141203822462 | 0.029234874426036953745710113670970085331
f(z) = 50/39*z^3 - 236/39*z + 1
*
[ -5/2 ] 
f(z) = 51/25*z^3 - 227/20*z + 1
*
[ -8/3 ] 
f(z) = 51/32*z^3 - 239/24*z + 1
*
-2 | 0.070005484509498753601571514866377277732 | 0.012946783913727029897023320959789892240
f(z) = 51/38*z^3 - 223/38*z + 1
*
-2 | 0.072958772439462285209380763113170111595 | 0.013492963701384495835868962170548735916
f(z) = 53/22*z^3 - 223/22*z + 1
*
[ -5/2 ] 
f(z) = 53/25*z^3 - 237/20*z + 1
*
-2 | 0.072590256910275311554976385880626309603 | 0.013402679330082244305720387356098345486
f(z) = 53/26*z^3 - 225/26*z + 1
*
-2 | 0.071635008018664416176315326394152128866 | 0.013183414236467637209860462315051162518
f(z) = 53/34*z^3 - 229/34*z + 1
*
-2 | 0.070995429599306665476870333614913618743 | 0.013044832898814735764291614839911784318
f(z) = 53/38*z^3 - 231/38*z + 1
*
5/3 | 0.20461191071234366153608572007775130977 | 0.028979901653331223724702478567175859578
f(z) = 54/25*z^3 - 233/30*z + 1
*
-2 | 0.073368025533751787474584109909075198505 | 0.013459458442410984809292155749058600410
f(z) = 55/26*z^3 - 233/26*z + 1
*
[ 12/5 ] 
f(z) = 55/27*z^3 - 223/20*z + 1
*
-2 | 0.072492073468257034303426016162319516322 | 0.013257365792836394252513188791284873799
f(z) = 55/34*z^3 - 237/34*z + 1
*
-2 | 0.071918869815753087191293232276843768737 | 0.013132356151697166176141322889560039808
f(z) = 55/38*z^3 - 239/38*z + 1
*
-2 | 0.074433134582059713270816074562183631028 | 0.013591459867528500862035871443149824142
f(z) = 57/22*z^3 - 239/22*z + 1
*
[ 2 ] 
f(z) = 59/22*z^3 - 225/22*z + 1
*
[ 2 ] 
f(z) = 59/26*z^3 - 223/26*z + 1
*
-7/4 | 0.14219594972373044638124853101392858504 | 0.026341545741804056988843731064166158088
f(z) = 40/21*z^3 - 221/42*z + 1
*
[ -2 ] 
f(z) = 40/27*z^3 - 239/54*z + 1
*
-15/8 | 0.22262623194007021824593189773948560012 | 0.025528227545802112869515509799128441780
f(z) = 40/27*z^3 - 227/40*z + 1
*
1/4 | 0.14419857207716346200868838591201153649 | 0.026712527956339746386743868528947468521
f(z) = 40/27*z^3 - 221/54*z + 1
*
[ -2 ] 
f(z) = 40/29*z^3 - 233/58*z + 1
*
26/15 | 0.17667688430775727078292201824791501557 | 0.025905639350500170618596693273828271605
f(z) = 45/32*z^3 - 229/40*z + 1
*
0 | 0.15952005141032708422554321661047554313 | 0.029128296006656607762545129592115159439
f(z) = 46/21*z^3 - 239/42*z + 1
*
-3/2 | 0.12349724153769138254311826968553570107 | 0.022877643443938578356614579924066860655
f(z) = 46/21*z^3 - 221/42*z + 1
*
0 | 0.14263377532336541622038403767369675923 | 0.026292182391310738095832177828404331224
f(z) = 46/27*z^3 - 227/54*z + 1
*
0 | 0.13346027167784913854296997090982142464 | 0.024723276984653559121378898872568120545
f(z) = 48/25*z^3 - 221/50*z + 1
*
[ 5/3 ] 
f(z) = 49/25*z^3 - 227/45*z + 1
*
0 | 0.14843798739605992755626352546467702358 | 0.027188508543643348160954661661843461565
f(z) = 50/27*z^3 - 235/54*z + 1
*
0 | 0.14653826262980260855667225423623479174 | 0.026968303224557825369933023529255470197
f(z) = 52/25*z^3 - 229/50*z + 1
*
[ 1/6 ] 
f(z) = 54/23*z^3 - 233/46*z + 1
*
0 | 0.11993466693863886743795057237079764073 | 0.022002168570318142321834535477450849751
f(z) = 54/25*z^3 - 233/50*z + 1
*
[ -9/5 ] 
f(z) = 55/27*z^3 - 227/45*z + 1
*
-15/11 | 0.25389721920003656922283118949637713244 | 0.029173499622540590677264361542951544693
f(z) = 55/27*z^3 - 223/55*z + 1
*
0 | 0.12441879753109334352082223582447728356 | 0.022753736118429902284250139477872268276
f(z) = 56/25*z^3 - 237/50*z + 1
*
1/4 | 0.15915062921970631921520009659562330168 | 0.029433248275878293631496082206369989403
f(z) = 56/27*z^3 - 223/54*z + 1
*
0 | 0.15181988690843372107869227823361278645 | 0.024761748268286866262154907528308204703
f(z) = 57/34*z^3 - 230/51*z + 1
*
-3/2 | 0.13340982490795258685391799411839409384 | 0.024474203593387770960532020431208299630
f(z) = 58/21*z^3 - 233/42*z + 1
*
0 | 0.12720924883911627022073960840178511299 | 0.023565286167338007573072167431752740296
f(z) = 58/21*z^3 - 221/42*z + 1
*
[ -5/3 ] 
f(z) = 59/25*z^3 - 223/45*z + 1
*
[ -2 ] 
f(z) = 40/31*z^3 - 227/62*z + 1
*
[ -2 ] 
f(z) = 40/33*z^3 - 221/66*z + 1
*
[ 1/4 ] 
f(z) = 40/37*z^3 - 227/74*z + 1
*
[ 1/4 ] 
f(z) = 40/39*z^3 - 239/78*z + 1
*
[ -2 ] 
f(z) = 41/31*z^3 - 235/62*z + 1
*
2/3 | 0.19817501108130878523751384797885679552 | 0.029210150385160345289990964469999265396
f(z) = 41/32*z^3 - 221/72*z + 1
*
[ -2 ] 
f(z) = 41/33*z^3 - 229/66*z + 1
*
[ -2 ] 
f(z) = 41/35*z^3 - 223/70*z + 1
*
[ -2 ] 
f(z) = 42/37*z^3 - 225/74*z + 1
*
[ -2 ] 
f(z) = 43/35*z^3 - 239/70*z + 1
*
[ -2 ] 
f(z) = 43/37*z^3 - 233/74*z + 1
*
[ -2 ] 
f(z) = 43/39*z^3 - 227/78*z + 1
*
[ -2 ] 
f(z) = 44/39*z^3 - 235/78*z + 1
*
8/9 | 0.16341189217914132738428062576305698050 | 0.023899947041945431675309567127046813972
f(z) = 45/32*z^3 - 233/72*z + 1
*
-3/2 | 0.14865227343050758035880142759400658119 | 0.027270450336535292679465742148502313595
f(z) = 46/39*z^3 - 233/78*z + 1
*
[ 5/24 ] 
f(z) = 48/25*z^3 - 233/60*z + 1
*
-6/5 | 0.17052341480999738896490810988675809829 | 0.022644428365477299886979629587843388941
f(z) = 49/24*z^3 - 233/75*z + 1
*
[ 9/7 ] 
f(z) = 49/24*z^3 - 227/72*z + 1
*
2/3 | 0.20405109425210666098947428449191802200 | 0.029919443494158903245414081548604638351
f(z) = 49/32*z^3 - 229/72*z + 1
*
13/10 | 0.15414651884348296203744898479257649700 | 0.028368495617305141880241871835032116442
f(z) = 50/39*z^3 - 229/78*z + 1
*
0 | 0.13191843597984106623372734873180831439 | 0.024200606380523503807249435376896774044
f(z) = 51/20*z^3 - 233/60*z + 1
*
-4/3 | 0.15220422905170540842822660107611521217 | 0.028056337581220338175430725351335271318
f(z) = 51/20*z^3 - 227/60*z + 1
*
[ 4/17 ] 
f(z) = 51/32*z^3 - 227/68*z + 1
*
[ -3/2 ] 
f(z) = 52/23*z^3 - 236/69*z + 1
*
[ -3/2 ] 
f(z) = 52/25*z^3 - 226/75*z + 1
*
[ 6/5 ] 
f(z) = 53/24*z^3 - 226/75*z + 1
*
[ 1/4 ] 
f(z) = 56/37*z^3 - 229/74*z + 1
*
0 | 0.14354842890846761790793465925677959859 | 0.026547784123696277602940649367656802338
f(z) = 57/26*z^3 - 223/78*z + 1
*
[ 3/2 ] 
f(z) = 58/33*z^3 - 239/66*z + 1
*
[ 3/2 ] 
f(z) = 58/39*z^3 - 235/78*z + 1
*
9/20 | 0.19303685003995717310044679463045914608 | 0.029590711482588083340208404891864871227
f(z) = 40/27*z^3 - 227/90*z + 1
*
[ 3/2 ] 
f(z) = 40/31*z^3 - 239/93*z + 1
*
[ -3/2 ] 
f(z) = 41/21*z^3 - 229/84*z + 1
*
2/3 | 0.16170672939183638166766339018387944001 | 0.026547119178359627618799353830547100178
f(z) = 43/20*z^3 - 221/90*z + 1
*
[ -3/2 ] 
f(z) = 43/24*z^3 - 227/96*z + 1
*
0 | 0.10842127458411878320722856067213059317 | 0.019797680301529506669262469118316809359
f(z) = 44/21*z^3 - 239/84*z + 1
*
2/3 | 0.16170749036278395796276410054245782780 | 0.026393168436182863201331755378704543500
f(z) = 47/20*z^3 - 229/90*z + 1
*
2/3 | 0.15851769332070088260486995600578742637 | 0.025799626306905828423429378975346296264
f(z) = 49/20*z^3 - 233/90*z + 1
*
[ 5/4 ] 
f(z) = 49/25*z^3 - 229/80*z + 1
*
[ 9/7 ] 
f(z) = 49/30*z^3 - 223/90*z + 1
*
[ 9/7 ] 
f(z) = 49/33*z^3 - 221/99*z + 1
*
[ 10/7 ] 
f(z) = 49/36*z^3 - 223/90*z + 1
*
4/5 | 0.14899729933326169845463941226921833424 | 0.027333745781191058314919637261008448080
f(z) = 50/21*z^3 - 233/84*z + 1
*
0 | 0.15156206839011589170886638884245996134 | 0.028076602498013360952474838511302045610
f(z) = 50/21*z^3 - 221/84*z + 1
*
[ 5/4 ] 
f(z) = 51/25*z^3 - 239/80*z + 1
*
0 | 0.15811810319186834601625353691066444915 | 0.029006968954408710952646886845775096990
f(z) = 53/21*z^3 - 233/84*z + 1
*
1/2 | 0.15945270359767926493610318285287712415 | 0.029538328578508273481121309763297441298
f(z) = 53/21*z^3 - 221/84*z + 1
*
[ -4/3 ] 
f(z) = 54/23*z^3 - 223/92*z + 1
*
1/2 | 0.15946288623217495238181869721848225947 | 0.029490996952204200925731852087841825819
f(z) = 55/21*z^3 - 223/84*z + 1
*
[ -3/2 ] 
f(z) = 56/29*z^3 - 233/87*z + 1
*
[ -3/2 ] 
f(z) = 56/31*z^3 - 223/93*z + 1
*
0 | 0.11553554080211557293426570848956782815 | 0.021161961929673492514296060847569281820
f(z) = 57/32*z^3 - 235/96*z + 1
*
[ 3/2 ] 
f(z) = 40/37*z^3 - 233/111*z + 1
*
[ 1/3 ] 
f(z) = 42/37*z^3 - 236/111*z + 1
*
[ 7/6 ] 
f(z) = 45/28*z^3 - 229/112*z + 1
*
[ -5/3 ] 
f(z) = 48/35*z^3 - 232/105*z + 1
*
7/12 | 0.11804115723390907617178929650398089145 | 0.021723812362262449377892030633164995765
f(z) = 48/35*z^3 - 229/105*z + 1
*
[ 1/3 ] 
f(z) = 48/35*z^3 - 226/105*z + 1
*
3/4 | 0.14579326250047637259820140703785682135 | 0.027007941509337055237304684999756992232
f(z) = 48/35*z^3 - 221/105*z + 1
*
[ 1/3 ] 
f(z) = 48/37*z^3 - 238/111*z + 1
*
[ 1/3 ] 
f(z) = 51/35*z^3 - 227/105*z + 1
*
[ 1/3 ] 
f(z) = 51/37*z^3 - 239/111*z + 1
*
2/3 | 0.16358097690344535972268272119650420841 | 0.029869819337289569845205185919128545126
f(z) = 51/38*z^3 - 239/114*z + 1
*
[ -4/3 ] 
f(z) = 53/24*z^3 - 235/108*z + 1
*
5/9 | 0.12544859048810397090569686561336560460 | 0.022906861206783549967779800620433350071
f(z) = 54/35*z^3 - 239/105*z + 1
*
2/3 | 0.15740174783821596856979886460296924559 | 0.028967574663418236373133551620466778719
f(z) = 57/34*z^3 - 229/102*z + 1
*
[ 1/3 ] 
f(z) = 57/34*z^3 - 223/102*z + 1
*
[ 1/3 ] 
f(z) = 57/35*z^3 - 229/105*z + 1
*
[ 2/5 ] 
f(z) = 45/26*z^3 - 231/130*z + 1
*
[ 6/5 ] 
f(z) = 45/32*z^3 - 223/120*z + 1
*
[ -3/2 ] 
f(z) = 47/30*z^3 - 223/120*z + 1
*
[ 6/7 ] 
f(z) = 49/23*z^3 - 239/138*z + 1
*
-3/14 | 0.15518238974449193741056758392672149668 | 0.028559133066245555871538608787498366081
f(z) = 49/33*z^3 - 229/132*z + 1
*
[ -3/2 ] 
f(z) = 49/33*z^3 - 221/132*z + 1
*
[ 8/7 ] 
f(z) = 49/34*z^3 - 239/136*z + 1
*
[ 2/5 ] 
f(z) = 55/26*z^3 - 239/130*z + 1
*
[ 12/11 ] 
f(z) = 55/36*z^3 - 229/132*z + 1
*
[ 3/4 ] 
f(z) = 56/23*z^3 - 235/138*z + 1
*
[ 2/3 ] 
f(z) = 57/23*z^3 - 221/138*z + 1
*
[ 3/7 ] 
f(z) = 40/27*z^3 - 236/147*z + 1
*
[ 6/5 ] 
f(z) = 41/36*z^3 - 221/150*z + 1
*
[ 3/7 ] 
f(z) = 43/27*z^3 - 239/147*z + 1
*
[ 6/5 ] 
f(z) = 43/36*z^3 - 233/150*z + 1
*
[ 6/7 ] 
f(z) = 47/24*z^3 - 236/147*z + 1
*
[ 8/7 ] 
f(z) = 49/38*z^3 - 237/152*z + 1
*
[ -3/2 ] 
f(z) = 55/39*z^3 - 235/156*z + 1
*
[ 3/4 ] 
f(z) = 56/25*z^3 - 239/150*z + 1
*
[ 2/3 ] 
f(z) = 57/25*z^3 - 227/150*z + 1
*
[ 11/10 ] 
f(z) = 40/33*z^3 - 227/165*z + 1
*
[ 10/17 ] 
f(z) = 51/25*z^3 - 239/170*z + 1
*
[ 2/3 ] 
f(z) = 51/29*z^3 - 223/174*z + 1
*
[ 5/8 ] 
f(z) = 54/25*z^3 - 231/160*z + 1
*
[ 2/3 ] 
f(z) = 57/29*z^3 - 239/174*z + 1
*
[ 4/7 ] 
f(z) = 41/32*z^3 - 229/196*z + 1
*
[ 4/7 ] 
f(z) = 43/32*z^3 - 233/196*z + 1
*
[ 4/7 ] 
f(z) = 45/32*z^3 - 237/196*z + 1
*
[ 2/3 ] 
f(z) = 48/31*z^3 - 221/186*z + 1
*
[ 2/3 ] 
f(z) = 51/31*z^3 - 229/186*z + 1
*
[ 3/4 ] 
f(z) = 53/36*z^3 - 223/192*z + 1
*
[ 3/4 ] 
f(z) = 55/36*z^3 - 229/192*z + 1
*
[ 4/5 ] 
f(z) = 55/36*z^3 - 221/180*z + 1
*
[ 3/5 ] 
f(z) = 55/39*z^3 - 229/195*z + 1
*
[ 2/3 ] 
f(z) = 48/35*z^3 - 233/210*z + 1
*
[ 2/3 ] 
f(z) = 42/37*z^3 - 223/222*z + 1
*
[ 2/3 ] 
f(z) = 48/37*z^3 - 239/222*z + 1
*
[ 15/4 ] 
f(z) = 40/27*z^3 - 201/10*z + 1
*
[ 5 ] 
f(z) = 41/25*z^3 - 201/5*z + 1
*
[ 5 ] 
f(z) = 42/25*z^3 - 206/5*z + 1
*
[ -5 ] 
f(z) = 42/25*z^3 - 204/5*z + 1
*
[ 5 ] 
f(z) = 43/25*z^3 - 211/5*z + 1
*
[ -5 ] 
f(z) = 43/25*z^3 - 209/5*z + 1
*
[ 5 ] 
f(z) = 44/25*z^3 - 216/5*z + 1
*
[ -5 ] 
f(z) = 44/25*z^3 - 214/5*z + 1
*
[ 6 ] 
f(z) = 47/24*z^3 - 209/3*z + 1
*
[ -6 ] 
f(z) = 47/24*z^3 - 208/3*z + 1
*
[ 6 ] 
f(z) = 49/24*z^3 - 218/3*z + 1
*
[ -6 ] 
f(z) = 49/24*z^3 - 217/3*z + 1
*
[ 18/7 ] 
f(z) = 49/27*z^3 - 205/18*z + 1
*
[ -21/5 ] 
f(z) = 50/27*z^3 - 220/7*z + 1
*
[ 5/2 ] 
f(z) = 43/25*z^3 - 203/20*z + 1
*
[ -7/3 ] 
f(z) = 45/28*z^3 - 205/28*z + 1
*
[ -5/2 ] 
f(z) = 47/25*z^3 - 207/20*z + 1
*
-2 | 0.070009572114527639276886679118531880005 | 0.013201121438093970725363169531859576881
f(z) = 47/26*z^3 - 201/26*z + 1
*
-2 | 0.068709837491893862545753239531608459554 | 0.012908079782149001065322357340863522245
f(z) = 47/34*z^3 - 205/34*z + 1
*
-2 | 0.067754571675834352898546635431013691849 | 0.012705446190299935512348160164766159629
f(z) = 47/38*z^3 - 207/38*z + 1
*
-2 | 0.071346667311778982917169176550819952081 | 0.013379041737937108397898969065122407063
f(z) = 49/22*z^3 - 207/22*z + 1
*
[ -5/2 ] 
f(z) = 49/25*z^3 - 217/20*z + 1
*
-2 | 0.070915822903544912720365621029625191516 | 0.013274314102952916938768713218841027979
f(z) = 49/26*z^3 - 209/26*z + 1
*
[ 15/7 ] 
f(z) = 49/30*z^3 - 209/30*z + 1
*
-2 | 0.069753712083390093689067215184841085082 | 0.013010615711177164725837620013619705245
f(z) = 49/34*z^3 - 213/34*z + 1
*
[ 1/7 ] 
f(z) = 49/34*z^3 - 205/34*z + 1
*
[ 1/7 ] 
f(z) = 49/36*z^3 - 217/36*z + 1
*
-2 | 0.068931531978213033168701601606113283510 | 0.012834886957042656904005216052108939036
f(z) = 49/38*z^3 - 215/38*z + 1
*
-2 | 0.072171775524982995620107028910431321092 | 0.013438212582378012350515604158194697454
f(z) = 51/22*z^3 - 215/22*z + 1
*
-2 | 0.071774086567993668487146276219919879403 | 0.013341162823628934322756658060171916631
f(z) = 51/26*z^3 - 217/26*z + 1
*
-3/26 | 0.22323941377914876538875771192212571610 | 0.029609081755761644983274145722374456045
f(z) = 52/27*z^3 - 209/39*z + 1
*
[ 2 ] 
f(z) = 53/22*z^3 - 201/22*z + 1
*
2/11 | 0.18487435431168468289878325079927161866 | 0.024784281409998173537442330339354057015
f(z) = 55/24*z^3 - 217/33*z + 1
*
[ 2 ] 
f(z) = 55/26*z^3 - 207/26*z + 1
*
[ 2 ] 
f(z) = 55/34*z^3 - 203/34*z + 1
*
[ 2 ] 
f(z) = 55/38*z^3 - 201/38*z + 1
*
[ 2 ] 
f(z) = 57/22*z^3 - 217/22*z + 1
*
[ 2 ] 
f(z) = 57/26*z^3 - 215/26*z + 1
*
[ 2 ] 
f(z) = 57/34*z^3 - 211/34*z + 1
*
[ -2 ] 
f(z) = 59/22*z^3 - 203/22*z + 1
*
[ 2 ] 
f(z) = 59/34*z^3 - 219/34*z + 1
*
[ 2 ] 
f(z) = 59/38*z^3 - 217/38*z + 1
*
0 | 0.12109807524495659527649911948535034657 | 0.022667633572425570226563188794787933839
f(z) = 42/25*z^3 - 209/50*z + 1
*
0 | 0.14496415869497374042383384733013552262 | 0.027039033541607328353016950416451049392
f(z) = 44/25*z^3 - 213/50*z + 1
*
[ 5/3 ] 
f(z) = 44/25*z^3 - 202/45*z + 1
*
0 | 0.12493739641929266900829694626637031662 | 0.023223007468176423554595481047955998288
f(z) = 46/25*z^3 - 217/50*z + 1
*
[ 5/3 ] 
f(z) = 46/25*z^3 - 212/45*z + 1
*
[ 5/3 ] 
f(z) = 47/25*z^3 - 217/45*z + 1
*
0 | 0.13592804520138870791515532912456829216 | 0.025443568071652743439844334454899564811
f(z) = 52/21*z^3 - 209/42*z + 1
*
[ -5/3 ] 
f(z) = 56/25*z^3 - 208/45*z + 1
*
1/4 | 0.13732804156148328233633286273356335552 | 0.025751975096626758237848402470437453270
f(z) = 56/25*z^3 - 207/50*z + 1
*
[ -5/3 ] 
f(z) = 58/25*z^3 - 218/45*z + 1
*
[ 1/4 ] 
f(z) = 40/33*z^3 - 203/66*z + 1
*
[ -2 ] 
f(z) = 40/37*z^3 - 209/74*z + 1
*
[ -2 ] 
f(z) = 40/39*z^3 - 203/78*z + 1
*
[ -2 ] 
f(z) = 41/37*z^3 - 217/74*z + 1
*
[ -2 ] 
f(z) = 41/39*z^3 - 211/78*z + 1
*
[ 10/7 ] 
f(z) = 42/25*z^3 - 219/70*z + 1
*
-6/5 | 0.16589219388537917140575632373214904400 | 0.022395717366207887518557451036014834448
f(z) = 43/24*z^3 - 206/75*z + 1
*
[ -3/2 ] 
f(z) = 48/23*z^3 - 209/69*z + 1
*
[ 6/5 ] 
f(z) = 49/24*z^3 - 208/75*z + 1
*
[ 2/7 ] 
f(z) = 49/39*z^3 - 203/78*z + 1
*
[ 3/2 ] 
f(z) = 50/33*z^3 - 203/66*z + 1
*
2/5 | 0.15062351130023217268486446430602749379 | 0.028144152468855004427560250395154091273
f(z) = 50/39*z^3 - 211/78*z + 1
*
1/3 | 0.13473448619046000165468718246978470293 | 0.025087240190981885025292922879644324644
f(z) = 51/22*z^3 - 215/66*z + 1
*
6/5 | 0.092855492458981577182163595354914047776 | 0.012300235143269515174335298988431122521
f(z) = 55/27*z^3 - 211/60*z + 1
*
[ -10/7 ] 
f(z) = 56/25*z^3 - 201/70*z + 1
*
[ 9/7 ] 
f(z) = 56/27*z^3 - 202/63*z + 1
*
[ 1/4 ] 
f(z) = 56/33*z^3 - 205/66*z + 1
*
0 | 0.094028465428531197384652091010141634394 | 0.017569312019012563123029955246940950697
f(z) = 57/20*z^3 - 211/60*z + 1
*
1/3 | 0.13372657764645172794706097533680140318 | 0.024856715446150200679645177658089151088
f(z) = 57/22*z^3 - 217/66*z + 1
*
-3/2 | 0.14562385274099620747950205338227086781 | 0.027258469027361675765685027041513676929
f(z) = 58/39*z^3 - 209/78*z + 1
*
1/2 | 0.15945035498899483616638864289189343447 | 0.029846570332126254800333543620145292750
f(z) = 41/21*z^3 - 209/84*z + 1
*
[ -3/2 ] 
f(z) = 41/24*z^3 - 209/96*z + 1
*
1/2 | 0.15945365539861353817987645465133361583 | 0.029794073651023211444860637077793776393
f(z) = 43/21*z^3 - 211/84*z + 1
*
3/4 | 0.062569222063456317522508461993490601455 | 0.011691121196222218027042841046569290290
f(z) = 44/21*z^3 - 211/84*z + 1
*
0 | 0.12753632113687553493438654335070337696 | 0.023959436791722639175412386851673307041
f(z) = 46/21*z^3 - 205/84*z + 1
*
1/2 | 0.15970329462622276357845236777185550858 | 0.029736372808930353595057914317454972707
f(z) = 47/21*z^3 - 215/84*z + 1
*
[ 5/4 ] 
f(z) = 47/25*z^3 - 219/80*z + 1
*
[ 1/3 ] 
f(z) = 48/31*z^3 - 202/93*z + 1
*
[ 5/17 ] 
f(z) = 51/25*z^3 - 219/85*z + 1
*
[ 1/3 ] 
f(z) = 51/31*z^3 - 203/93*z + 1
*
[ 1/3 ] 
f(z) = 51/32*z^3 - 209/96*z + 1
*
[ -3/2 ] 
f(z) = 52/29*z^3 - 206/87*z + 1
*
[ 1/3 ] 
f(z) = 57/31*z^3 - 205/93*z + 1
*
[ 1/3 ] 
f(z) = 57/32*z^3 - 211/96*z + 1
*
[ -7/5 ] 
f(z) = 40/21*z^3 - 212/105*z + 1
*
0 | 0.13706358127858008731482967338420344499 | 0.025306691364656664672699234071060307076
f(z) = 45/22*z^3 - 203/110*z + 1
*
[ 2/5 ] 
f(z) = 45/22*z^3 - 201/110*z + 1
*
[ -4/3 ] 
f(z) = 49/24*z^3 - 203/108*z + 1
*
[ 12/35 ] 
f(z) = 49/27*z^3 - 213/100*z + 1
*
[ 9/7 ] 
f(z) = 49/39*z^3 - 217/117*z + 1
*
0 | 0.13319779592448670236803442255610414698 | 0.024123650951432818116048078033293171811
f(z) = 50/21*z^3 - 208/105*z + 1
*
[ -4/3 ] 
f(z) = 54/25*z^3 - 209/100*z + 1
*
2/3 | 0.10142500840100133750933448606468437337 | 0.018934635456275118456180616013212950409
f(z) = 54/35*z^3 - 212/105*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.029570069485076311777912906107610730218
f(z) = 57/34*z^3 - 205/102*z + 1
*
[ 12/29 ] 
f(z) = 58/27*z^3 - 207/116*z + 1
*
[ 5/12 ] 
f(z) = 42/25*z^3 - 203/120*z + 1
*
4/15 | 0.14261983840130272679146419023276508539 | 0.026332569156815239469177645083582518314
f(z) = 45/26*z^3 - 211/130*z + 1
*
[ -3/2 ] 
f(z) = 47/33*z^3 - 203/132*z + 1
*
[ 10/21 ] 
f(z) = 49/24*z^3 - 211/135*z + 1
*
[ 15/14 ] 
f(z) = 49/30*z^3 - 217/120*z + 1
*
[ 2/3 ] 
f(z) = 51/23*z^3 - 205/138*z + 1
*
[ 8/17 ] 
f(z) = 51/32*z^3 - 201/136*z + 1
*
[ 5/9 ] 
f(z) = 57/25*z^3 - 203/135*z + 1
*
[ 6/7 ] 
f(z) = 41/24*z^3 - 209/147*z + 1
*
[ 6/7 ] 
f(z) = 43/24*z^3 - 218/147*z + 1
*
0 | 0.10712992346733833594075203438944302825 | 0.020017332447068576776224934883221321853
f(z) = 44/35*z^3 - 211/140*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.026533071801610155366766202976545343232
f(z) = 44/39*z^3 - 215/156*z + 1
*
[ 7/15 ] 
f(z) = 45/28*z^3 - 209/140*z + 1
*
[ -7/5 ] 
f(z) = 45/28*z^3 - 201/140*z + 1
*
0 | 0.17703352032208632417823579083675008982 | 0.029285916409540427653391992208262224845
f(z) = 45/34*z^3 - 211/153*z + 1
*
[ 1/2 ] 
f(z) = 47/39*z^3 - 203/156*z + 1
*
[ 2/3 ] 
f(z) = 48/25*z^3 - 203/150*z + 1
*
[ 1/2 ] 
f(z) = 49/38*z^3 - 201/152*z + 1
*
[ 1/2 ] 
f(z) = 49/39*z^3 - 205/156*z + 1
*
[ 2/3 ] 
f(z) = 51/25*z^3 - 211/150*z + 1
*
[ 1/2 ] 
f(z) = 51/38*z^3 - 203/152*z + 1
*
-5/4 | 0.11867480077238263019947191292629914194 | 0.022135484712327585202999853179164181698
f(z) = 52/35*z^3 - 213/140*z + 1
*
[ 1/2 ] 
f(z) = 53/37*z^3 - 201/148*z + 1
*
[ 1/2 ] 
f(z) = 53/38*z^3 - 205/152*z + 1
*
[ -3/2 ] 
f(z) = 53/39*z^3 - 217/156*z + 1
*
[ 1/2 ] 
f(z) = 53/39*z^3 - 209/156*z + 1
*
0 | 0.10698919882794388111725953882282811720 | 0.019048167882859143550617543335318311972
f(z) = 55/28*z^3 - 219/140*z + 1
*
[ -14/11 ] 
f(z) = 55/28*z^3 - 215/154*z + 1
*
[ 4/5 ] 
f(z) = 55/28*z^3 - 211/140*z + 1
*
[ 1/2 ] 
f(z) = 55/37*z^3 - 203/148*z + 1
*
[ 1/2 ] 
f(z) = 55/38*z^3 - 207/152*z + 1
*
[ 1/2 ] 
f(z) = 55/39*z^3 - 211/156*z + 1
*
[ 1/2 ] 
f(z) = 57/37*z^3 - 205/148*z + 1
*
[ 1/2 ] 
f(z) = 59/36*z^3 - 203/144*z + 1
*
[ 1/2 ] 
f(z) = 59/37*z^3 - 207/148*z + 1
*
[ 1/2 ] 
f(z) = 59/38*z^3 - 211/152*z + 1
*
[ 1/2 ] 
f(z) = 59/39*z^3 - 215/156*z + 1
*
[ 15/16 ] 
f(z) = 40/27*z^3 - 219/160*z + 1
*
[ 5/8 ] 
f(z) = 42/25*z^3 - 201/160*z + 1
*
[ 15/22 ] 
f(z) = 44/25*z^3 - 212/165*z + 1
*
[ -15/11 ] 
f(z) = 44/27*z^3 - 214/165*z + 1
*
[ 15/22 ] 
f(z) = 44/27*z^3 - 202/165*z + 1
*
[ 5/8 ] 
f(z) = 46/25*z^3 - 211/160*z + 1
*
[ 2/3 ] 
f(z) = 48/29*z^3 - 215/174*z + 1
*
[ -10/7 ] 
f(z) = 49/34*z^3 - 211/170*z + 1
*
0 | 0.13635674105842391178044556447641812519 | 0.024695772203566984024405512363936592310
f(z) = 50/33*z^3 - 217/165*z + 1
*
[ 3/5 ] 
f(z) = 40/39*z^3 - 202/195*z + 1
*
[ 2/3 ] 
f(z) = 42/31*z^3 - 205/186*z + 1
*
[ 3/4 ] 
f(z) = 47/36*z^3 - 205/192*z + 1
*
[ 3/4 ] 
f(z) = 49/36*z^3 - 211/192*z + 1
*
[ 5/7 ] 
f(z) = 49/38*z^3 - 201/190*z + 1
*
[ 5/7 ] 
f(z) = 49/39*z^3 - 203/195*z + 1
*
[ 3/4 ] 
f(z) = 40/37*z^3 - 209/222*z + 1
*
[ 6 ] 
f(z) = 41/24*z^3 - 182/3*z + 1
*
[ -6 ] 
f(z) = 41/24*z^3 - 181/3*z + 1
*
[ -5 ] 
f(z) = 41/25*z^3 - 199/5*z + 1
*
[ 6 ] 
f(z) = 43/24*z^3 - 191/3*z + 1
*
[ -6 ] 
f(z) = 43/24*z^3 - 190/3*z + 1
*
[ -18/7 ] 
f(z) = 49/27*z^3 - 191/18*z + 1
*
[ 5/2 ] 
f(z) = 41/25*z^3 - 193/20*z + 1
*
-2 | 0.064940636105869069088753932497700513747 | 0.012492194516086148006469099914945053376
f(z) = 41/34*z^3 - 181/34*z + 1
*
-2 | 0.063104897327554863209367955102327238788 | 0.012113459077559007797493128411472007693
f(z) = 41/38*z^3 - 183/38*z + 1
*
-2 | 0.068604279427518360744411559560507084309 | 0.013169106782268609154522172886126188587
f(z) = 43/22*z^3 - 183/22*z + 1
*
[ -5/2 ] 
f(z) = 43/25*z^3 - 187/20*z + 1
*
-2 | 0.068029013504783349956616271638345501416 | 0.013031489765118196876909037526691299371
f(z) = 43/26*z^3 - 185/26*z + 1
*
-2 | 0.066332302842164941849214651975912877119 | 0.012654617373099260564001993992258869875
f(z) = 43/34*z^3 - 189/34*z + 1
*
-2 | 0.064928079371387755989150119018733980851 | 0.012361900091620919732454959096063970774
f(z) = 43/38*z^3 - 191/38*z + 1
*
-2 | 0.069568928855199181544054736017022422918 | 0.013245488797995142397138884464731089171
f(z) = 45/22*z^3 - 191/22*z + 1
*
-2 | 0.069050857634424808698676286868876468907 | 0.013120828921299966932317473248170372641
f(z) = 45/26*z^3 - 193/26*z + 1
*
-2 | 0.067577316545093880258899287312066557773 | 0.012790973056273988371329947335426927013
f(z) = 45/34*z^3 - 197/34*z + 1
*
-2 | 0.066439073506311922854092012981931786692 | 0.012551529848797242614243834670653189506
f(z) = 45/38*z^3 - 199/38*z + 1
*
-2 | 0.070481322608755384487285917205367972251 | 0.013315183036416917227192735831863555269
f(z) = 47/22*z^3 - 199/22*z + 1
*
[ 2 ] 
f(z) = 49/22*z^3 - 185/22*z + 1
*
1/7 | 0.069543392407114232991959445835147442723 | 0.013214418844896042416064316103126798127
f(z) = 49/24*z^3 - 193/24*z + 1
*
-13/7 | 0.14906174584483711754529197214517236987 | 0.028674008073549061902748017819749126447
f(z) = 49/26*z^3 - 181/26*z + 1
*
9/14 | 0.18472376360725918831228257111784375143 | 0.029086299430816282591660427927041810657
f(z) = 49/27*z^3 - 191/36*z + 1
*
[ 1/7 ] 
f(z) = 49/31*z^3 - 187/31*z + 1
*
[ 1/7 ] 
f(z) = 49/32*z^3 - 193/32*z + 1
*
[ 1/7 ] 
f(z) = 49/33*z^3 - 199/33*z + 1
*
-13/7 | 0.14714967406099374186953211808931056144 | 0.028129730204201604115866601420827009290
f(z) = 49/39*z^3 - 187/39*z + 1
*
[ 3/25 ] 
f(z) = 50/27*z^3 - 184/25*z + 1
*
1/5 | 0.097739567888897542434154239988018622230 | 0.018447284510738338795625675881748753224
f(z) = 50/33*z^3 - 200/33*z + 1
*
[ 2 ] 
f(z) = 51/22*z^3 - 193/22*z + 1
*
[ 2 ] 
f(z) = 51/26*z^3 - 191/26*z + 1
*
[ 2 ] 
f(z) = 51/38*z^3 - 185/38*z + 1
*
[ 2 ] 
f(z) = 53/26*z^3 - 199/26*z + 1
*
[ 2 ] 
f(z) = 53/34*z^3 - 195/34*z + 1
*
[ 2 ] 
f(z) = 53/38*z^3 - 193/38*z + 1
*
2/11 | 0.19719275599368021206999182047715112993 | 0.027033528415496943787000454358386316552
f(z) = 55/24*z^3 - 184/33*z + 1
*
[ -2 ] 
f(z) = 55/26*z^3 - 181/26*z + 1
*
-21/10 | 0.24029253611137643549091824247986174224 | 0.028076389146137408685095065331556809915
f(z) = 55/27*z^3 - 193/20*z + 1
*
[ -2 ] 
f(z) = 57/22*z^3 - 195/22*z + 1
*
[ -2 ] 
f(z) = 57/26*z^3 - 189/26*z + 1
*
[ -2 ] 
f(z) = 59/26*z^3 - 197/26*z + 1
*
[ -2 ] 
f(z) = 59/30*z^3 - 191/30*z + 1
*
[ -2 ] 
f(z) = 59/34*z^3 - 185/34*z + 1
*
0 | 0.11414766210834194813161090389010501805 | 0.021865877716607432064817632646326401936
f(z) = 40/21*z^3 - 185/42*z + 1
*
[ 9/5 ] 
f(z) = 40/27*z^3 - 196/45*z + 1
*
-9/5 | 0.18795107716606037235984516435755039604 | 0.029594466905835916002412780905474955658
f(z) = 40/27*z^3 - 191/45*z + 1
*
-15/8 | 0.22290563692016723676053473712991573440 | 0.026141323099609099150892476038393624373
f(z) = 40/27*z^3 - 187/40*z + 1
*
[ 3/14 ] 
f(z) = 40/27*z^3 - 183/49*z + 1
*
[ 5/3 ] 
f(z) = 41/25*z^3 - 187/45*z + 1
*
[ 5/3 ] 
f(z) = 43/25*z^3 - 197/45*z + 1
*
0 | 0.13546761497918300850775056696279968585 | 0.025741134308985894645864334198365826843
f(z) = 44/21*z^3 - 193/42*z + 1
*
[ 5/22 ] 
f(z) = 44/25*z^3 - 192/55*z + 1
*
2/3 | 0.18112392054640155554371795988741657873 | 0.027326914584049131415519203378446578248
f(z) = 45/32*z^3 - 189/40*z + 1
*
6/5 | 0.094939317833757712522383310502637664529 | 0.014417968949409728838805844365325031556
f(z) = 45/32*z^3 - 181/40*z + 1
*
0 | 0.10873723778801863232964353690632743901 | 0.020581685539882247931184547711615622935
f(z) = 46/21*z^3 - 197/42*z + 1
*
[ 3/2 ] 
f(z) = 46/21*z^3 - 193/42*z + 1
*
2/7 | 0.14365373368421749339738294012078575838 | 0.027190648148359859646888859506292214550
f(z) = 49/27*z^3 - 197/54*z + 1
*
-7/5 | 0.12641130468141965142500115160779415115 | 0.024165299163187612540992526954352556095
f(z) = 50/21*z^3 - 187/42*z + 1
*
[ -5/3 ] 
f(z) = 52/25*z^3 - 188/45*z + 1
*
[ 3/14 ] 
f(z) = 52/27*z^3 - 184/49*z + 1
*
[ -5/3 ] 
f(z) = 53/25*z^3 - 193/45*z + 1
*
6/5 | 0.13906118296574578172232324917869688716 | 0.020818791531750680602523900920952943855
f(z) = 55/32*z^3 - 199/40*z + 1
*
-8/5 | 0.079261986721799541830180161497853845076 | 0.011939621502569754083902515354031236678
f(z) = 55/32*z^3 - 191/40*z + 1
*
-3/28 | 0.17570938912477094100638531576056996583 | 0.023489215046963629829632310907896687634
f(z) = 56/27*z^3 - 197/42*z + 1
*
[ 1/4 ] 
f(z) = 56/29*z^3 - 181/58*z + 1
*
[ -3/2 ] 
f(z) = 58/21*z^3 - 191/42*z + 1
*
[ 1/4 ] 
f(z) = 40/31*z^3 - 191/62*z + 1
*
-3/2 | 0.14072574592795246967823908016784023520 | 0.026793301578034886235634294173982536696
f(z) = 40/33*z^3 - 191/66*z + 1
*
-10/7 | 0.19087374062756827421709895780358100547 | 0.027817220975401115415356909910093904951
f(z) = 42/25*z^3 - 191/70*z + 1
*
[ 6/5 ] 
f(z) = 43/24*z^3 - 181/75*z + 1
*
[ -3/2 ] 
f(z) = 44/23*z^3 - 182/69*z + 1
*
2/5 | 0.12484299211668634222393941419526092673 | 0.020961450820794366956697114087059223782
f(z) = 45/28*z^3 - 193/70*z + 1
*
2/3 | 0.15871353116006317569454962557059201187 | 0.026888597376013056206841714109989200471
f(z) = 45/28*z^3 - 183/70*z + 1
*
[ 3/2 ] 
f(z) = 46/33*z^3 - 185/66*z + 1
*
[ 3/2 ] 
f(z) = 46/39*z^3 - 181/78*z + 1
*
[ 6/5 ] 
f(z) = 47/24*z^3 - 199/75*z + 1
*
[ -3/2 ] 
f(z) = 48/25*z^3 - 199/75*z + 1
*
-9/7 | 0.12311787261170696240881953042716559285 | 0.023535713293167387873417619865226835301
f(z) = 49/24*z^3 - 187/72*z + 1
*
6/7 | 0.088189058339312166009505697284499851502 | 0.016660491178854839145879492873302463037
f(z) = 49/26*z^3 - 199/78*z + 1
*
[ -12/7 ] 
f(z) = 49/30*z^3 - 193/60*z + 1
*
[ 2/7 ] 
f(z) = 49/37*z^3 - 193/74*z + 1
*
6/5 | 0.055764026761049706277818796933629969159 | 0.010534822498901171819303003941475173333
f(z) = 50/33*z^3 - 199/66*z + 1
*
[ 3/10 ] 
f(z) = 50/39*z^3 - 191/78*z + 1
*
-13/10 | 0.14544851056730389199891432702433107147 | 0.027804528871503461347751367297897671267
f(z) = 50/39*z^3 - 187/78*z + 1
*
1/3 | 0.090028380671785750266336102779382311674 | 0.017040490068947434776181248892581965623
f(z) = 51/20*z^3 - 197/60*z + 1
*
0 | 0.15057663962428299625266570734569987621 | 0.028612104117726246937560795514107823758
f(z) = 51/20*z^3 - 193/60*z + 1
*
0 | 0.13439733115001823273628002732440138408 | 0.025438604689606025135443371853918641308
f(z) = 51/22*z^3 - 197/66*z + 1
*
2/3 | 0.14249887228141553886717734651104156341 | 0.027296773832323493772251976792534122140
f(z) = 51/26*z^3 - 185/78*z + 1
*
[ 3/10 ] 
f(z) = 52/27*z^3 - 188/75*z + 1
*
0 | 0.13956229515563909610737560314494956042 | 0.026679295992052352102512878457227679399
f(z) = 54/25*z^3 - 187/75*z + 1
*
2/5 | 0.12392012722824123602550250857545459471 | 0.020735082177896852452557799868605846117
f(z) = 55/28*z^3 - 197/70*z + 1
*
[ 9/8 ] 
f(z) = 56/27*z^3 - 181/72*z + 1
*
[ 1/4 ] 
f(z) = 56/31*z^3 - 193/62*z + 1
*
0 | 0.13484168372335624696009067982191861742 | 0.025673012947748446433444525338732745380
f(z) = 57/20*z^3 - 191/60*z + 1
*
0 | 0.14221437045325117594923328456390854839 | 0.027023131772620002544280022956185292949
f(z) = 57/22*z^3 - 193/66*z + 1
*
0 | 0.12232486169413030034444018288567221060 | 0.023175862896461542111568801906178651200
f(z) = 57/25*z^3 - 196/75*z + 1
*
2/3 | 0.14249887228141553886717734651104156341 | 0.027077191923978364183038300887905547204
f(z) = 57/26*z^3 - 193/78*z + 1
*
1/2 | 0.14265278053610111713473712364392384322 | 0.027326256162617189618047458255901759341
f(z) = 58/39*z^3 - 185/78*z + 1
*
0 | 0.10021670124336607217017218517929128171 | 0.019278014518547001082860609922176811911
f(z) = 40/21*z^3 - 181/84*z + 1
*
[ 5/4 ] 
f(z) = 41/25*z^3 - 189/80*z + 1
*
[ 1/3 ] 
f(z) = 42/29*z^3 - 188/87*z + 1
*
[ 1/3 ] 
f(z) = 42/31*z^3 - 200/93*z + 1
*
[ 5/4 ] 
f(z) = 43/25*z^3 - 199/80*z + 1
*
0 | 0.052679912662737355238070375433822529788 | 0.0099712059893100377936486966517161347369
f(z) = 44/21*z^3 - 197/84*z + 1
*
0 | 0.14879676769541409239713348481629323208 | 0.028329973626440277802134664325980710420
f(z) = 45/28*z^3 - 191/84*z + 1
*
0 | 0.15621387411806902162121443642534519485 | 0.029511596118252965107744059251529674326
f(z) = 45/32*z^3 - 199/96*z + 1
*
[ 5/16 ] 
f(z) = 48/25*z^3 - 191/80*z + 1
*
[ 1/3 ] 
f(z) = 48/29*z^3 - 190/87*z + 1
*
[ 3/8 ] 
f(z) = 50/27*z^3 - 185/96*z + 1
*
[ 1/3 ] 
f(z) = 51/28*z^3 - 185/84*z + 1
*
[ 1/3 ] 
f(z) = 51/29*z^3 - 191/87*z + 1
*
[ -3/2 ] 
f(z) = 52/31*z^3 - 196/93*z + 1
*
[ 1/3 ] 
f(z) = 57/28*z^3 - 187/84*z + 1
*
[ 1/3 ] 
f(z) = 57/29*z^3 - 193/87*z + 1
*
[ -4/3 ] 
f(z) = 47/24*z^3 - 187/108*z + 1
*
[ 7/6 ] 
f(z) = 48/35*z^3 - 181/105*z + 1
*
0 | 0.11804195493698829787371782698183830330 | 0.022542397256551366161608613330536638993
f(z) = 51/35*z^3 - 188/105*z + 1
*
0 | 0.14916340007596487389757744809787015745 | 0.027946105086019709144864051773533951276
f(z) = 52/27*z^3 - 181/108*z + 1
*
[ -4/3 ] 
f(z) = 54/29*z^3 - 181/116*z + 1
*
0 | 0.11141875365125125929511387910847950643 | 0.021089240425310292377299556314365783430
f(z) = 54/35*z^3 - 197/105*z + 1
*
0 | 0.13472689170796783958531579278618736138 | 0.023986537703831070352618344935984161710
f(z) = 55/21*z^3 - 191/105*z + 1
*
[ -3/2 ] 
f(z) = 56/37*z^3 - 193/111*z + 1
*
[ 3/4 ] 
f(z) = 40/23*z^3 - 181/138*z + 1
*
[ 2/3 ] 
f(z) = 42/23*z^3 - 181/138*z + 1
*
[ -3/2 ] 
f(z) = 43/30*z^3 - 187/120*z + 1
*
[ 13/15 ] 
f(z) = 45/26*z^3 - 189/130*z + 1
*
[ 1/2 ] 
f(z) = 45/34*z^3 - 181/136*z + 1
*
[ 1/2 ] 
f(z) = 47/34*z^3 - 183/136*z + 1
*
[ 2/3 ] 
f(z) = 48/23*z^3 - 197/138*z + 1
*
[ 5/9 ] 
f(z) = 48/25*z^3 - 188/135*z + 1
*
[ 1/2 ] 
f(z) = 49/33*z^3 - 181/132*z + 1
*
[ 1/2 ] 
f(z) = 49/34*z^3 - 185/136*z + 1
*
[ 5/9 ] 
f(z) = 51/25*z^3 - 193/135*z + 1
*
[ 10/13 ] 
f(z) = 52/25*z^3 - 199/130*z + 1
*
[ 1/2 ] 
f(z) = 53/32*z^3 - 181/128*z + 1
*
[ 1/2 ] 
f(z) = 53/33*z^3 - 185/132*z + 1
*
[ 1/2 ] 
f(z) = 53/34*z^3 - 189/136*z + 1
*
[ 1/2 ] 
f(z) = 55/32*z^3 - 183/128*z + 1
*
[ 1/2 ] 
f(z) = 55/34*z^3 - 191/136*z + 1
*
[ 1/2 ] 
f(z) = 57/31*z^3 - 181/124*z + 1
*
[ 1/2 ] 
f(z) = 57/32*z^3 - 185/128*z + 1
*
[ 1/2 ] 
f(z) = 57/34*z^3 - 193/136*z + 1
*
[ 2/3 ] 
f(z) = 59/28*z^3 - 181/126*z + 1
*
[ 1/2 ] 
f(z) = 59/31*z^3 - 183/124*z + 1
*
[ 1/2 ] 
f(z) = 59/32*z^3 - 187/128*z + 1
*
[ 1/2 ] 
f(z) = 59/33*z^3 - 191/132*z + 1
*
[ 1/2 ] 
f(z) = 59/34*z^3 - 195/136*z + 1
*
[ 1/2 ] 
f(z) = 41/35*z^3 - 181/140*z + 1
*
[ 1/2 ] 
f(z) = 41/36*z^3 - 185/144*z + 1
*
[ 1/2 ] 
f(z) = 41/37*z^3 - 189/148*z + 1
*
[ 1/2 ] 
f(z) = 41/38*z^3 - 193/152*z + 1
*
[ 1/2 ] 
f(z) = 41/39*z^3 - 197/156*z + 1
*
[ 2/3 ] 
f(z) = 42/25*z^3 - 187/150*z + 1
*
[ 1/2 ] 
f(z) = 43/35*z^3 - 183/140*z + 1
*
[ 1/2 ] 
f(z) = 43/36*z^3 - 187/144*z + 1
*
[ 1/2 ] 
f(z) = 43/37*z^3 - 191/148*z + 1
*
[ 1/2 ] 
f(z) = 43/38*z^3 - 195/152*z + 1
*
[ 1/2 ] 
f(z) = 43/39*z^3 - 199/156*z + 1
*
[ 1/2 ] 
f(z) = 45/37*z^3 - 193/148*z + 1
*
[ 1/2 ] 
f(z) = 45/38*z^3 - 197/152*z + 1
*
[ 1/2 ] 
f(z) = 47/35*z^3 - 187/140*z + 1
*
[ 1/2 ] 
f(z) = 47/36*z^3 - 191/144*z + 1
*
[ 1/2 ] 
f(z) = 47/37*z^3 - 195/148*z + 1
*
[ 1/2 ] 
f(z) = 47/38*z^3 - 199/152*z + 1
*
[ 5/7 ] 
f(z) = 49/29*z^3 - 183/145*z + 1
*
[ 5/7 ] 
f(z) = 49/31*z^3 - 187/155*z + 1
*
[ 1/2 ] 
f(z) = 49/37*z^3 - 197/148*z + 1
*
[ 1/2 ] 
f(z) = 51/35*z^3 - 191/140*z + 1
*
[ 1/2 ] 
f(z) = 51/37*z^3 - 199/148*z + 1
*
[ 1/2 ] 
f(z) = 53/35*z^3 - 193/140*z + 1
*
[ 1/2 ] 
f(z) = 53/36*z^3 - 197/144*z + 1
*
[ 1/2 ] 
f(z) = 55/36*z^3 - 199/144*z + 1
*
[ 1/2 ] 
f(z) = 57/35*z^3 - 197/140*z + 1
*
[ 1/2 ] 
f(z) = 59/35*z^3 - 199/140*z + 1
*
[ 3/4 ] 
f(z) = 40/29*z^3 - 193/174*z + 1
*
[ 2/3 ] 
f(z) = 42/29*z^3 - 199/174*z + 1
*
[ 5/7 ] 
f(z) = 49/32*z^3 - 189/160*z + 1
*
[ 5/7 ] 
f(z) = 49/33*z^3 - 191/165*z + 1
*
[ 5/7 ] 
f(z) = 49/34*z^3 - 193/170*z + 1
*
[ 2/3 ] 
f(z) = 53/36*z^3 - 187/162*z + 1
*
[ 2/3 ] 
f(z) = 55/36*z^3 - 191/162*z + 1
*
[ 2/3 ] 
f(z) = 59/36*z^3 - 199/162*z + 1
*
[ 3/4 ] 
f(z) = 40/31*z^3 - 197/186*z + 1
*
[ 3/4 ] 
f(z) = 41/36*z^3 - 187/192*z + 1
*
[ 3/4 ] 
f(z) = 43/36*z^3 - 193/192*z + 1
*
[ 5/7 ] 
f(z) = 49/36*z^3 - 197/180*z + 1
*
[ 5/7 ] 
f(z) = 49/37*z^3 - 199/185*z + 1
*
[ 24/7 ] 
f(z) = 49/27*z^3 - 165/8*z + 1
*
69/20 | 0.19046842060335648756183882453587879893 | 0.022452366037201989965521684127617598167
f(z) = 50/27*z^3 - 179/8*z + 1
*
[ 9/4 ] 
f(z) = 56/27*z^3 - 179/18*z + 1
*
[ -9/4 ] 
f(z) = 56/27*z^3 - 163/18*z + 1
*
[ 3 ] 
f(z) = 59/36*z^3 - 169/12*z + 1
*
[ -3 ] 
f(z) = 59/36*z^3 - 161/12*z + 1
*
[ -21/10 ] 
f(z) = 40/27*z^3 - 177/35*z + 1
*
-2 | 0.067579535613420028470416884489570061507 | 0.013084673005739699613610017287229259154
f(z) = 41/22*z^3 - 175/22*z + 1
*
[ -5/2 ] 
f(z) = 41/25*z^3 - 177/20*z + 1
*
-2 | 0.066936301627448386419494137405551408308 | 0.012931678001162546881153608584704774950
f(z) = 41/26*z^3 - 177/26*z + 1
*
[ 2 ] 
f(z) = 43/22*z^3 - 161/22*z + 1
*
0 | 0.14293789924389640081902139603357542353 | 0.028129605317157917349060437417434426146
f(z) = 44/39*z^3 - 161/39*z + 1
*
[ 2 ] 
f(z) = 45/22*z^3 - 169/22*z + 1
*
[ 2 ] 
f(z) = 45/26*z^3 - 167/26*z + 1
*
[ 2 ] 
f(z) = 45/34*z^3 - 163/34*z + 1
*
[ 2 ] 
f(z) = 45/38*z^3 - 161/38*z + 1
*
0 | 0.14268874141486066174330097548172426322 | 0.028012512547682691965795511899913701192
f(z) = 46/39*z^3 - 163/39*z + 1
*
[ 2 ] 
f(z) = 47/22*z^3 - 177/22*z + 1
*
[ 2 ] 
f(z) = 47/26*z^3 - 175/26*z + 1
*
[ 2 ] 
f(z) = 47/34*z^3 - 171/34*z + 1
*
[ 2 ] 
f(z) = 47/38*z^3 - 169/38*z + 1
*
0 | 0.14266220890657587862830861424127893085 | 0.027973714787553981366914850813013924311
f(z) = 47/39*z^3 - 164/39*z + 1
*
7/4 | 0.11545515478294900813335065140371339344 | 0.022558674163076062246493415357190349217
f(z) = 48/35*z^3 - 167/35*z + 1
*
1/7 | 0.10221507930310672963869778869553290656 | 0.020115517672134574261341993419302007218
f(z) = 49/20*z^3 - 161/20*z + 1
*
-6/35 | 0.23154663557060961651295228031649764195 | 0.027500250875518284813814497478366426728
f(z) = 49/27*z^3 - 168/25*z + 1
*
[ 1/7 ] 
f(z) = 49/27*z^3 - 163/27*z + 1
*
[ 1/7 ] 
f(z) = 49/29*z^3 - 175/29*z + 1
*
[ 2 ] 
f(z) = 49/34*z^3 - 179/34*z + 1
*
5/7 | 0.10340510275434157318894990302408738031 | 0.020157338088085859453393160701328811142
f(z) = 49/36*z^3 - 169/36*z + 1
*
[ 2 ] 
f(z) = 49/38*z^3 - 177/38*z + 1
*
[ -2 ] 
f(z) = 51/22*z^3 - 171/22*z + 1
*
[ -2 ] 
f(z) = 51/26*z^3 - 165/26*z + 1
*
3/13 | 0.19997641619424272579254110679134764756 | 0.027205765080895998909871736211388764607
f(z) = 52/27*z^3 - 173/39*z + 1
*
[ -2 ] 
f(z) = 53/22*z^3 - 179/22*z + 1
*
[ -2 ] 
f(z) = 53/26*z^3 - 173/26*z + 1
*
[ -2 ] 
f(z) = 53/30*z^3 - 167/30*z + 1
*
[ -2 ] 
f(z) = 53/34*z^3 - 161/34*z + 1
*
0 | 0.13339606952883965408210418587352671615 | 0.026251811496849361364423783317334085625
f(z) = 53/36*z^3 - 161/36*z + 1
*
2/3 | 0.071019287934067073787968706342536815655 | 0.013925715298462565243964085670198642855
f(z) = 54/35*z^3 - 164/35*z + 1
*
[ -2 ] 
f(z) = 55/34*z^3 - 169/34*z + 1
*
[ -2 ] 
f(z) = 55/38*z^3 - 163/38*z + 1
*
-15/8 | 0.19168770639426574393125858408696466660 | 0.026203962230680414595796726626041949393
f(z) = 56/27*z^3 - 167/24*z + 1
*
0 | 0.14984491339801593337996032886104353283 | 0.029077514953356578604473857470849975952
f(z) = 56/39*z^3 - 173/39*z + 1
*
2 | 0.14900800903035467660187237266005739128 | 0.022745562778901170792013869736583323666
f(z) = 57/32*z^3 - 175/24*z + 1
*
[ -2 ] 
f(z) = 57/34*z^3 - 177/34*z + 1
*
0 | 0.14873479614700396980124570485349756854 | 0.028797862466702594392143171048098037460
f(z) = 58/39*z^3 - 175/39*z + 1
*
[ -2 ] 
f(z) = 59/38*z^3 - 179/38*z + 1
*
[ -7/4 ] 
f(z) = 40/21*z^3 - 179/42*z + 1
*
1/4 | 0.12241416749985721074802771614178445553 | 0.023754558665098641718903837666245395295
f(z) = 40/21*z^3 - 173/42*z + 1
*
[ 1/4 ] 
f(z) = 40/27*z^3 - 167/54*z + 1
*
[ 1/4 ] 
f(z) = 40/29*z^3 - 179/58*z + 1
*
-3/11 | 0.24392079036687754677924401162613473801 | 0.029074230760631775772287848157802823162
f(z) = 44/27*z^3 - 163/44*z + 1
*
0 | 0.16701673569538602605159854917053308777 | 0.028567259851915066402225107546511532575
f(z) = 45/22*z^3 - 173/55*z + 1
*
-3/2 | 0.12496729147410868248756275125390901204 | 0.024090610598772377460687234569524399049
f(z) = 46/21*z^3 - 179/42*z + 1
*
3/2 | 0.22374584011001991815134138393059419824 | 0.026481528971418115951250540455285332859
f(z) = 46/27*z^3 - 173/46*z + 1
*
[ -5/3 ] 
f(z) = 47/25*z^3 - 163/45*z + 1
*
8/7 | 0.13071063885510026570607926275582325294 | 0.025660983303499639798148451532081104221
f(z) = 49/20*z^3 - 163/40*z + 1
*
[ -5/3 ] 
f(z) = 49/25*z^3 - 173/45*z + 1
*
[ 3/14 ] 
f(z) = 49/36*z^3 - 179/48*z + 1
*
-7/5 | 0.053629693580098515071056314534962650697 | 0.010454337709258794005731303304422960512
f(z) = 50/21*z^3 - 169/42*z + 1
*
[ 8/5 ] 
f(z) = 55/32*z^3 - 161/40*z + 1
*
33/56 | 0.20814853443655380476023964011529259376 | 0.024669454697900655659408298844247274044
f(z) = 56/27*z^3 - 171/56*z + 1
*
[ 1/4 ] 
f(z) = 56/27*z^3 - 169/54*z + 1
*
[ 3/2 ] 
f(z) = 59/36*z^3 - 161/48*z + 1
*
[ 6/5 ] 
f(z) = 41/24*z^3 - 172/75*z + 1
*
[ 1/3 ] 
f(z) = 42/25*z^3 - 164/75*z + 1
*
[ -3/2 ] 
f(z) = 44/25*z^3 - 172/75*z + 1
*
1/2 | 0.14249822014206181950293049951191893439 | 0.027470141122261516677123221946712150623
f(z) = 46/39*z^3 - 179/78*z + 1
*
[ 1/3 ] 
f(z) = 48/25*z^3 - 166/75*z + 1
*
3/7 | 0.069959247199869273566013157878832823019 | 0.013669271547406188000313125920662238714
f(z) = 49/20*z^3 - 167/60*z + 1
*
[ 2/7 ] 
f(z) = 49/31*z^3 - 163/62*z + 1
*
[ 2/7 ] 
f(z) = 49/33*z^3 - 173/66*z + 1
*
6/7 | 0.13420544897507272656245419642134894216 | 0.026347080968716701895655297487409982470
f(z) = 49/39*z^3 - 163/78*z + 1
*
11/10 | 0.13343640360331636225784060950953606552 | 0.026011508417338672014238135006672501394
f(z) = 50/33*z^3 - 169/66*z + 1
*
0 | 0.060805740786661845160383508642310685355 | 0.011799398437221123612562799514852664879
f(z) = 51/20*z^3 - 173/60*z + 1
*
[ -4/3 ] 
f(z) = 51/20*z^3 - 167/60*z + 1
*
2/3 | 0.13321743766077480883673361820079730633 | 0.026029229917702564492763160076335337354
f(z) = 51/22*z^3 - 167/66*z + 1
*
[ 1/3 ] 
f(z) = 51/25*z^3 - 167/75*z + 1
*
0 | 0.14249718652564092978074930230918436693 | 0.027469941866516990037482145683589061614
f(z) = 51/26*z^3 - 179/78*z + 1
*
[ 1/3 ] 
f(z) = 51/26*z^3 - 173/78*z + 1
*
4/5 | 0.12078670066655169735089956393063728454 | 0.020872445579469592467401410182255653616
f(z) = 55/24*z^3 - 163/60*z + 1
*
2/3 | 0.13327251680233322987969831001933548624 | 0.025804073484402410755711948546942753715
f(z) = 57/22*z^3 - 175/66*z + 1
*
[ 1/3 ] 
f(z) = 57/25*z^3 - 169/75*z + 1
*
[ 1/3 ] 
f(z) = 57/26*z^3 - 175/78*z + 1
*
1/2 | 0.13321640404435391911455242099806273888 | 0.026216454050053000312306023457307112424
f(z) = 58/33*z^3 - 161/66*z + 1
*
[ 9/22 ] 
f(z) = 44/27*z^3 - 170/99*z + 1
*
[ -3/2 ] 
f(z) = 48/29*z^3 - 179/87*z + 1
*
[ -3/2 ] 
f(z) = 48/31*z^3 - 169/93*z + 1
*
[ 5/14 ] 
f(z) = 49/20*z^3 - 169/80*z + 1
*
[ 6/7 ] 
f(z) = 55/27*z^3 - 163/98*z + 1
*
0 | 0.16281790713874716394022888825260775798 | 0.028135613336259646294177780467723088872
f(z) = 55/34*z^3 - 163/85*z + 1
*
[ 5/12 ] 
f(z) = 56/25*z^3 - 161/90*z + 1
*
[ 5/6 ] 
f(z) = 58/25*z^3 - 163/90*z + 1
*
[ 6/7 ] 
f(z) = 58/27*z^3 - 171/98*z + 1
*
[ 2/3 ] 
f(z) = 59/20*z^3 - 163/90*z + 1
*
[ 10/11 ] 
f(z) = 44/25*z^3 - 171/110*z + 1
*
[ 11/15 ] 
f(z) = 45/22*z^3 - 161/110*z + 1
*
[ 1/2 ] 
f(z) = 45/29*z^3 - 161/116*z + 1
*
[ 1/2 ] 
f(z) = 47/29*z^3 - 163/116*z + 1
*
[ -5/4 ] 
f(z) = 48/23*z^3 - 168/115*z + 1
*
[ 5/12 ] 
f(z) = 48/35*z^3 - 172/105*z + 1
*
[ 5/7 ] 
f(z) = 49/22*z^3 - 169/110*z + 1
*
[ 5/7 ] 
f(z) = 49/23*z^3 - 171/115*z + 1
*
[ 13/14 ] 
f(z) = 49/26*z^3 - 177/104*z + 1
*
[ 1/2 ] 
f(z) = 49/29*z^3 - 165/116*z + 1
*
[ 3/7 ] 
f(z) = 49/34*z^3 - 163/102*z + 1
*
[ 3/7 ] 
f(z) = 49/37*z^3 - 175/111*z + 1
*
[ 3/7 ] 
f(z) = 49/38*z^3 - 179/114*z + 1
*
[ 1/2 ] 
f(z) = 51/28*z^3 - 163/112*z + 1
*
[ 1/2 ] 
f(z) = 51/29*z^3 - 167/116*z + 1
*
[ 4/9 ] 
f(z) = 51/32*z^3 - 169/108*z + 1
*
[ -3/2 ] 
f(z) = 52/35*z^3 - 176/105*z + 1
*
[ -3/2 ] 
f(z) = 52/37*z^3 - 166/111*z + 1
*
[ 1/2 ] 
f(z) = 53/27*z^3 - 161/108*z + 1
*
[ 1/2 ] 
f(z) = 53/28*z^3 - 165/112*z + 1
*
[ 1/2 ] 
f(z) = 53/29*z^3 - 169/116*z + 1
*
[ 3/5 ] 
f(z) = 55/21*z^3 - 169/105*z + 1
*
[ 1/2 ] 
f(z) = 55/27*z^3 - 163/108*z + 1
*
[ 1/2 ] 
f(z) = 55/28*z^3 - 167/112*z + 1
*
[ 1/2 ] 
f(z) = 55/29*z^3 - 171/116*z + 1
*
[ 1/2 ] 
f(z) = 57/26*z^3 - 161/104*z + 1
*
[ 1/2 ] 
f(z) = 57/28*z^3 - 169/112*z + 1
*
[ 1/2 ] 
f(z) = 57/29*z^3 - 173/116*z + 1
*
[ 4/9 ] 
f(z) = 57/32*z^3 - 173/108*z + 1
*
[ 1/2 ] 
f(z) = 59/26*z^3 - 163/104*z + 1
*
[ 1/2 ] 
f(z) = 59/27*z^3 - 167/108*z + 1
*
[ 1/2 ] 
f(z) = 59/28*z^3 - 171/112*z + 1
*
[ 1/2 ] 
f(z) = 59/29*z^3 - 175/116*z + 1
*
[ -3/2 ] 
f(z) = 41/30*z^3 - 169/120*z + 1
*
[ 1/2 ] 
f(z) = 41/30*z^3 - 161/120*z + 1
*
[ 1/2 ] 
f(z) = 41/31*z^3 - 165/124*z + 1
*
[ 1/2 ] 
f(z) = 41/32*z^3 - 169/128*z + 1
*
[ 1/2 ] 
f(z) = 41/33*z^3 - 173/132*z + 1
*
[ 1/2 ] 
f(z) = 41/34*z^3 - 177/136*z + 1
*
[ 5/9 ] 
f(z) = 42/25*z^3 - 178/135*z + 1
*
[ 1/2 ] 
f(z) = 43/30*z^3 - 163/120*z + 1
*
[ 1/2 ] 
f(z) = 43/31*z^3 - 167/124*z + 1
*
[ 1/2 ] 
f(z) = 43/32*z^3 - 171/128*z + 1
*
[ 1/2 ] 
f(z) = 43/33*z^3 - 175/132*z + 1
*
[ -3/2 ] 
f(z) = 43/33*z^3 - 167/132*z + 1
*
[ 1/2 ] 
f(z) = 43/34*z^3 - 179/136*z + 1
*
[ 1/2 ] 
f(z) = 45/31*z^3 - 169/124*z + 1
*
[ 1/2 ] 
f(z) = 45/32*z^3 - 173/128*z + 1
*
[ 1/2 ] 
f(z) = 47/30*z^3 - 167/120*z + 1
*
[ 1/2 ] 
f(z) = 47/31*z^3 - 171/124*z + 1
*
[ 1/2 ] 
f(z) = 47/32*z^3 - 175/128*z + 1
*
[ 1/2 ] 
f(z) = 47/33*z^3 - 179/132*z + 1
*
[ 5/7 ] 
f(z) = 49/24*z^3 - 173/120*z + 1
*
[ 5/7 ] 
f(z) = 49/26*z^3 - 177/130*z + 1
*
[ 5/7 ] 
f(z) = 49/27*z^3 - 179/135*z + 1
*
[ 1/2 ] 
f(z) = 49/31*z^3 - 173/124*z + 1
*
[ 1/2 ] 
f(z) = 49/32*z^3 - 177/128*z + 1
*
[ 4/7 ] 
f(z) = 49/33*z^3 - 163/132*z + 1
*
[ 4/5 ] 
f(z) = 50/33*z^3 - 161/132*z + 1
*
[ 1/2 ] 
f(z) = 51/31*z^3 - 175/124*z + 1
*
[ 1/2 ] 
f(z) = 51/32*z^3 - 179/128*z + 1
*
[ 3/4 ] 
f(z) = 52/33*z^3 - 161/132*z + 1
*
[ 2/3 ] 
f(z) = 53/28*z^3 - 169/126*z + 1
*
[ 1/2 ] 
f(z) = 53/30*z^3 - 173/120*z + 1
*
[ 1/2 ] 
f(z) = 53/31*z^3 - 177/124*z + 1
*
[ -4/3 ] 
f(z) = 54/31*z^3 - 167/124*z + 1
*
[ 3/5 ] 
f(z) = 55/24*z^3 - 179/120*z + 1
*
[ 2/3 ] 
f(z) = 55/28*z^3 - 173/126*z + 1
*
[ 1/2 ] 
f(z) = 55/31*z^3 - 179/124*z + 1
*
[ 1/2 ] 
f(z) = 59/30*z^3 - 179/120*z + 1
*
[ 4/5 ] 
f(z) = 45/28*z^3 - 179/140*z + 1
*
[ -3/2 ] 
f(z) = 47/39*z^3 - 163/156*z + 1
*
[ 7/8 ] 
f(z) = 48/35*z^3 - 167/140*z + 1
*
[ 16/21 ] 
f(z) = 49/32*z^3 - 173/144*z + 1
*
[ 9/14 ] 
f(z) = 49/36*z^3 - 161/144*z + 1
*
[ 4/7 ] 
f(z) = 49/37*z^3 - 175/148*z + 1
*
[ 4/5 ] 
f(z) = 50/37*z^3 - 165/148*z + 1
*
[ 4/5 ] 
f(z) = 50/39*z^3 - 167/156*z + 1
*
[ 2/3 ] 
f(z) = 41/36*z^3 - 163/162*z + 1
*
[ 2/3 ] 
f(z) = 43/36*z^3 - 167/162*z + 1
*
[ 2/3 ] 
f(z) = 47/36*z^3 - 175/162*z + 1
*
[ 2/3 ] 
f(z) = 49/36*z^3 - 179/162*z + 1
*
[ 18/7 ] 
f(z) = 49/36*z^3 - 151/18*z + 1
*
[ 3 ] 
f(z) = 53/36*z^3 - 151/12*z + 1
*
[ -3 ] 
f(z) = 53/36*z^3 - 143/12*z + 1
*
[ 6 ] 
f(z) = 55/27*z^3 - 145/2*z + 1
*
[ 3 ] 
f(z) = 55/36*z^3 - 157/12*z + 1
*
[ -3 ] 
f(z) = 55/36*z^3 - 149/12*z + 1
*
[ -6 ] 
f(z) = 56/27*z^3 - 147/2*z + 1
*
[ 6 ] 
f(z) = 58/27*z^3 - 153/2*z + 1
*
[ -6 ] 
f(z) = 59/27*z^3 - 155/2*z + 1
*
[ 12/5 ] 
f(z) = 40/27*z^3 - 159/20*z + 1
*
0 | 0.14461430596536872994189918979024892882 | 0.028601122558638489392693071170549789498
f(z) = 40/39*z^3 - 157/39*z + 1
*
[ 2 ] 
f(z) = 41/22*z^3 - 153/22*z + 1
*
[ 2 ] 
f(z) = 41/26*z^3 - 151/26*z + 1
*
[ 2 ] 
f(z) = 41/34*z^3 - 147/34*z + 1
*
0 | 0.13313799717933572037626689050511927298 | 0.026606599879208789253732989989055240119
f(z) = 41/36*z^3 - 149/36*z + 1
*
[ 2 ] 
f(z) = 41/38*z^3 - 145/38*z + 1
*
0 | 0.14750139276630589316977376119469705613 | 0.029135530652570013896501664899651148560
f(z) = 41/39*z^3 - 158/39*z + 1
*
[ 2 ] 
f(z) = 43/26*z^3 - 159/26*z + 1
*
[ 2 ] 
f(z) = 43/34*z^3 - 155/34*z + 1
*
0 | 0.13347070475363577921422363669439102601 | 0.026602204599846639984422320699378453776
f(z) = 43/36*z^3 - 151/36*z + 1
*
[ 2 ] 
f(z) = 43/38*z^3 - 153/38*z + 1
*
0 | 0.14648747894505014911914513484163181924 | 0.028863539314722184854312079492310768012
f(z) = 43/39*z^3 - 160/39*z + 1
*
[ -2 ] 
f(z) = 45/22*z^3 - 147/22*z + 1
*
[ -2 ] 
f(z) = 45/26*z^3 - 141/26*z + 1
*
[ 3/23 ] 
f(z) = 46/27*z^3 - 154/23*z + 1
*
[ -2 ] 
f(z) = 47/22*z^3 - 155/22*z + 1
*
[ -2 ] 
f(z) = 47/26*z^3 - 149/26*z + 1
*
[ -2 ] 
f(z) = 47/30*z^3 - 143/30*z + 1
*
0 | 0.14479812268606695598342170128705062021 | 0.029054886084975831292181620912330732725
f(z) = 47/33*z^3 - 146/33*z + 1
*
0 | 0.14997897094665030319880501384632784766 | 0.029737523105778613801249805970957295493
f(z) = 47/36*z^3 - 155/36*z + 1
*
1/4 | 0.10942119756543497775474828173396120681 | 0.022048080429168003419570473416074234078
f(z) = 48/35*z^3 - 143/35*z + 1
*
12/7 | 0.064839303699877547216676645722093639911 | 0.012856204304959392770034432265115296401
f(z) = 49/22*z^3 - 155/22*z + 1
*
[ 1/7 ] 
f(z) = 49/24*z^3 - 145/24*z + 1
*
[ 1/7 ] 
f(z) = 49/25*z^3 - 151/25*z + 1
*
[ 4/21 ] 
f(z) = 49/32*z^3 - 155/36*z + 1
*
0 | 0.13919038032821537150811151843529544500 | 0.027853605711124053308698975626749870822
f(z) = 49/33*z^3 - 148/33*z + 1
*
11/7 | 0.13386788498207266164097376074132316980 | 0.027012218833735479806496515164546177269
f(z) = 49/33*z^3 - 142/33*z + 1
*
[ -2 ] 
f(z) = 49/34*z^3 - 145/34*z + 1
*
0 | 0.15061490047619735113506423093934401442 | 0.029787891307990314086165675938096712616
f(z) = 49/36*z^3 - 157/36*z + 1
*
[ 13/7 ] 
f(z) = 49/39*z^3 - 151/39*z + 1
*
[ 1/5 ] 
f(z) = 50/37*z^3 - 150/37*z + 1
*
[ 1/5 ] 
f(z) = 50/39*z^3 - 158/39*z + 1
*
-2 | 0.10244908537640061851389323334713959408 | 0.016032116897320124598233179180569266528
f(z) = 51/32*z^3 - 149/24*z + 1
*
[ -2 ] 
f(z) = 51/38*z^3 - 147/38*z + 1
*
0 | 0.14431984625126199100962671660656621188 | 0.029080065366403354504101385854038606992
f(z) = 53/30*z^3 - 143/30*z + 1
*
[ -2 ] 
f(z) = 53/38*z^3 - 155/38*z + 1
*
[ 2/11 ] 
f(z) = 55/24*z^3 - 151/33*z + 1
*
[ 12/7 ] 
f(z) = 56/27*z^3 - 159/28*z + 1
*
[ 3/16 ] 
f(z) = 56/27*z^3 - 141/32*z + 1
*
[ 1/4 ] 
f(z) = 40/23*z^3 - 143/46*z + 1
*
[ -15/8 ] 
f(z) = 40/27*z^3 - 147/40*z + 1
*
[ -9/5 ] 
f(z) = 40/27*z^3 - 146/45*z + 1
*
[ -5/3 ] 
f(z) = 43/25*z^3 - 143/45*z + 1
*
[ -5/3 ] 
f(z) = 44/25*z^3 - 148/45*z + 1
*
[ 15/11 ] 
f(z) = 44/27*z^3 - 152/55*z + 1
*
[ 4/3 ] 
f(z) = 45/22*z^3 - 149/44*z + 1
*
[ 4/3 ] 
f(z) = 45/26*z^3 - 147/52*z + 1
*
-8/5 | 0.11302512407747050224072642890292552206 | 0.017509163036340087275888392228691847496
f(z) = 45/32*z^3 - 159/40*z + 1
*
2/5 | 0.18969086580337612764180634712294794037 | 0.029684463494626039736578574915491512740
f(z) = 45/32*z^3 - 149/40*z + 1
*
[ -5/3 ] 
f(z) = 46/25*z^3 - 158/45*z + 1
*
[ 5/21 ] 
f(z) = 49/25*z^3 - 149/45*z + 1
*
[ 2/7 ] 
f(z) = 49/27*z^3 - 143/54*z + 1
*
[ 2/7 ] 
f(z) = 49/29*z^3 - 153/58*z + 1
*
[ -3/2 ] 
f(z) = 50/21*z^3 - 155/42*z + 1
*
-6/5 | 0.12480921203288506948167644815710934480 | 0.024875872204113814157707676022252908409
f(z) = 50/21*z^3 - 151/42*z + 1
*
3/10 | 0.081191104877160319779395551080509686565 | 0.016225414885186273588481596947588554779
f(z) = 50/21*z^3 - 149/42*z + 1
*
2/5 | 0.14326396575646208724401676250206731597 | 0.028554111075337008059515095003351803056
f(z) = 50/27*z^3 - 151/54*z + 1
*
[ 3/2 ] 
f(z) = 53/36*z^3 - 143/48*z + 1
*
-5/4 | 0.19525443686645155627284131815284168541 | 0.029708770978433300867301392907073141798
f(z) = 54/25*z^3 - 143/40*z + 1
*
3/5 | 0.11741600620794194198108249805628164806 | 0.014112980134820334867923595436807939554
f(z) = 55/27*z^3 - 152/55*z + 1
*
-3/55 | 0.23768154945023557637355236475003746862 | 0.028683782346760004874997130387948952540
f(z) = 55/27*z^3 - 147/55*z + 1
*
[ 3/2 ] 
f(z) = 55/36*z^3 - 149/48*z + 1
*
[ 1/4 ] 
f(z) = 56/23*z^3 - 145/46*z + 1
*
[ 1/4 ] 
f(z) = 56/25*z^3 - 157/50*z + 1
*
[ 6/5 ] 
f(z) = 56/27*z^3 - 141/50*z + 1
*
-5/4 | 0.19902895510810238511959741827131624963 | 0.029974800747652345154256286816971233554
f(z) = 58/25*z^3 - 153/40*z + 1
*
0 | 0.14330951962239061595130237995656591041 | 0.028876487236491505214495887559348052192
f(z) = 58/27*z^3 - 143/54*z + 1
*
[ 6/5 ] 
f(z) = 59/27*z^3 - 149/50*z + 1
*
[ -3/2 ] 
f(z) = 40/23*z^3 - 155/69*z + 1
*
3/4 | 0.14249718652564092978074930230918436693 | 0.028476961544597774452082070653612527364
f(z) = 40/39*z^3 - 149/78*z + 1
*
[ 1/3 ] 
f(z) = 42/23*z^3 - 152/69*z + 1
*
[ 5/14 ] 
f(z) = 42/25*z^3 - 141/70*z + 1
*
[ 4/3 ] 
f(z) = 45/34*z^3 - 143/68*z + 1
*
[ 4/3 ] 
f(z) = 45/38*z^3 - 141/76*z + 1
*
1/2 | 0.13322181366454989630447926714895977010 | 0.026414948289333943261830786293962540319
f(z) = 46/33*z^3 - 155/66*z + 1
*
-3/2 | 0.14249822014206181950293049951191893439 | 0.028254255161640272667826109736048512505
f(z) = 46/39*z^3 - 155/78*z + 1
*
[ 1/3 ] 
f(z) = 48/23*z^3 - 154/69*z + 1
*
1/2 | 0.13332293858354380030999015218691155031 | 0.026367970173150951833670640000145780605
f(z) = 50/33*z^3 - 157/66*z + 1
*
[ 13/10 ] 
f(z) = 50/39*z^3 - 151/78*z + 1
*
[ 1/3 ] 
f(z) = 51/22*z^3 - 149/66*z + 1
*
[ 1/3 ] 
f(z) = 51/23*z^3 - 155/69*z + 1
*
[ 15/13 ] 
f(z) = 52/27*z^3 - 158/65*z + 1
*
-7/6 | 0.11141837217418408893717952890486756799 | 0.022035790280672251777661767774630186426
f(z) = 54/35*z^3 - 157/70*z + 1
*
2/3 | 0.11804157345992112751578347677822636486 | 0.023465466685899779386513596899781532515
f(z) = 54/35*z^3 - 153/70*z + 1
*
[ 3/10 ] 
f(z) = 55/27*z^3 - 151/60*z + 1
*
6/11 | 0.20401832636031551561303646282000627989 | 0.029962865125370996317287481860754913019
f(z) = 55/36*z^3 - 151/66*z + 1
*
3/4 | 0.13321802070766882841273420856270498060 | 0.026551841842698264542398448618323698615
f(z) = 56/33*z^3 - 151/66*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.026768177020323004887772648338151150903
f(z) = 56/33*z^3 - 145/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.028401489407958299659476411848250200876
f(z) = 56/39*z^3 - 151/78*z + 1
*
[ 1/3 ] 
f(z) = 57/22*z^3 - 151/66*z + 1
*
[ 1/3 ] 
f(z) = 57/23*z^3 - 157/69*z + 1
*
[ -3/2 ] 
f(z) = 58/33*z^3 - 151/66*z + 1
*
0 | 0.13321811645129615232651562960176029934 | 0.026622611096568423571079577939587114420
f(z) = 58/33*z^3 - 149/66*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.028254384466495326750718102143258709632
f(z) = 58/39*z^3 - 155/78*z + 1
*
[ 2/5 ] 
f(z) = 59/24*z^3 - 142/75*z + 1
*
[ -3/2 ] 
f(z) = 44/29*z^3 - 152/87*z + 1
*
[ -3/2 ] 
f(z) = 44/31*z^3 - 142/93*z + 1
*
[ -4/3 ] 
f(z) = 45/23*z^3 - 159/92*z + 1
*
[ 1/2 ] 
f(z) = 47/24*z^3 - 143/96*z + 1
*
[ 10/21 ] 
f(z) = 49/20*z^3 - 149/90*z + 1
*
[ 2/3 ] 
f(z) = 49/20*z^3 - 143/90*z + 1
*
[ 11/14 ] 
f(z) = 49/22*z^3 - 145/88*z + 1
*
[ 1/2 ] 
f(z) = 49/23*z^3 - 141/92*z + 1
*
[ 1/2 ] 
f(z) = 49/24*z^3 - 145/96*z + 1
*
[ 3/7 ] 
f(z) = 49/29*z^3 - 143/87*z + 1
*
[ 3/7 ] 
f(z) = 49/31*z^3 - 151/93*z + 1
*
[ 3/7 ] 
f(z) = 49/32*z^3 - 155/96*z + 1
*
[ 4/5 ] 
f(z) = 50/21*z^3 - 149/84*z + 1
*
[ 4/5 ] 
f(z) = 50/23*z^3 - 151/92*z + 1
*
[ 1/2 ] 
f(z) = 51/23*z^3 - 143/92*z + 1
*
[ 6/7 ] 
f(z) = 52/27*z^3 - 155/98*z + 1
*
[ 2/3 ] 
f(z) = 53/20*z^3 - 151/90*z + 1
*
[ 1/2 ] 
f(z) = 53/22*z^3 - 141/88*z + 1
*
[ 1/2 ] 
f(z) = 53/23*z^3 - 145/92*z + 1
*
[ 1/2 ] 
f(z) = 53/24*z^3 - 149/96*z + 1
*
[ 1/2 ] 
f(z) = 55/23*z^3 - 147/92*z + 1
*
[ 1/2 ] 
f(z) = 55/24*z^3 - 151/96*z + 1
*
[ 9/11 ] 
f(z) = 55/27*z^3 - 157/99*z + 1
*
[ 2/5 ] 
f(z) = 55/36*z^3 - 157/90*z + 1
*
0 | 0.13406803497442343926840574223530154350 | 0.023588660749491051111324851991405514274
f(z) = 55/38*z^3 - 147/95*z + 1
*
[ 1/2 ] 
f(z) = 57/22*z^3 - 145/88*z + 1
*
[ 1/2 ] 
f(z) = 57/23*z^3 - 149/92*z + 1
*
[ -5/4 ] 
f(z) = 57/25*z^3 - 141/80*z + 1
*
[ -4/3 ] 
f(z) = 57/28*z^3 - 157/84*z + 1
*
[ 1/2 ] 
f(z) = 59/21*z^3 - 143/84*z + 1
*
[ 1/2 ] 
f(z) = 59/22*z^3 - 147/88*z + 1
*
[ 1/2 ] 
f(z) = 59/23*z^3 - 151/92*z + 1
*
[ 1/2 ] 
f(z) = 59/24*z^3 - 155/96*z + 1
*
[ -5/4 ] 
f(z) = 59/25*z^3 - 151/80*z + 1
*
[ 7/10 ] 
f(z) = 40/21*z^3 - 143/105*z + 1
*
[ 3/5 ] 
f(z) = 40/21*z^3 - 142/105*z + 1
*
[ 1/2 ] 
f(z) = 41/25*z^3 - 141/100*z + 1
*
[ 1/2 ] 
f(z) = 41/26*z^3 - 145/104*z + 1
*
[ 1/2 ] 
f(z) = 41/27*z^3 - 149/108*z + 1
*
[ 1/2 ] 
f(z) = 41/28*z^3 - 153/112*z + 1
*
[ 1/2 ] 
f(z) = 41/29*z^3 - 157/116*z + 1
*
[ -4/3 ] 
f(z) = 43/24*z^3 - 155/108*z + 1
*
[ 1/2 ] 
f(z) = 43/25*z^3 - 143/100*z + 1
*
[ 1/2 ] 
f(z) = 43/26*z^3 - 147/104*z + 1
*
[ 1/2 ] 
f(z) = 43/27*z^3 - 151/108*z + 1
*
[ 1/2 ] 
f(z) = 43/28*z^3 - 155/112*z + 1
*
[ 1/2 ] 
f(z) = 43/29*z^3 - 159/116*z + 1
*
[ 1/2 ] 
f(z) = 45/26*z^3 - 149/104*z + 1
*
[ 1/2 ] 
f(z) = 45/28*z^3 - 157/112*z + 1
*
[ 1/2 ] 
f(z) = 47/25*z^3 - 147/100*z + 1
*
[ 1/2 ] 
f(z) = 47/26*z^3 - 151/104*z + 1
*
[ 1/2 ] 
f(z) = 47/27*z^3 - 155/108*z + 1
*
[ 1/2 ] 
f(z) = 47/28*z^3 - 159/112*z + 1
*
[ -3/2 ] 
f(z) = 48/35*z^3 - 149/105*z + 1
*
[ 1/2 ] 
f(z) = 49/25*z^3 - 149/100*z + 1
*
[ 1/2 ] 
f(z) = 49/26*z^3 - 153/104*z + 1
*
[ 1/2 ] 
f(z) = 49/27*z^3 - 157/108*z + 1
*
[ 4/7 ] 
f(z) = 49/27*z^3 - 145/108*z + 1
*
[ 4/7 ] 
f(z) = 49/29*z^3 - 151/116*z + 1
*
[ 4/5 ] 
f(z) = 50/27*z^3 - 155/108*z + 1
*
[ 12/25 ] 
f(z) = 50/27*z^3 - 151/100*z + 1
*
[ 4/5 ] 
f(z) = 50/29*z^3 - 157/116*z + 1
*
[ 1/2 ] 
f(z) = 51/25*z^3 - 151/100*z + 1
*
[ 1/2 ] 
f(z) = 51/26*z^3 - 155/104*z + 1
*
[ 9/13 ] 
f(z) = 52/27*z^3 - 160/117*z + 1
*
[ 1/2 ] 
f(z) = 53/25*z^3 - 153/100*z + 1
*
[ 1/2 ] 
f(z) = 53/26*z^3 - 157/104*z + 1
*
[ 1/2 ] 
f(z) = 55/26*z^3 - 159/104*z + 1
*
[ 1/2 ] 
f(z) = 57/25*z^3 - 157/100*z + 1
*
[ 1/2 ] 
f(z) = 59/25*z^3 - 159/100*z + 1
*
[ 4/5 ] 
f(z) = 59/32*z^3 - 143/100*z + 1
*
[ 2/3 ] 
f(z) = 41/28*z^3 - 145/126*z + 1
*
[ -3/2 ] 
f(z) = 41/33*z^3 - 149/132*z + 1
*
[ 2/3 ] 
f(z) = 43/28*z^3 - 149/126*z + 1
*
[ 2/3 ] 
f(z) = 47/28*z^3 - 157/126*z + 1
*
-8/7 | 0.13800458925965023379135584804601985274 | 0.026146569025040764873362177154864039854
f(z) = 49/30*z^3 - 151/120*z + 1
*
[ 4/7 ] 
f(z) = 49/31*z^3 - 157/124*z + 1
*
[ 11/14 ] 
f(z) = 49/33*z^3 - 157/132*z + 1
*
[ 4/5 ] 
f(z) = 50/31*z^3 - 159/124*z + 1
*
[ 3/4 ] 
f(z) = 44/39*z^3 - 151/156*z + 1
*
[ 5/8 ] 
f(z) = 48/35*z^3 - 159/140*z + 1
*
[ 9/4 ] 
f(z) = 40/27*z^3 - 125/18*z + 1
*
[ 3 ] 
f(z) = 43/36*z^3 - 121/12*z + 1
*
[ 6 ] 
f(z) = 46/27*z^3 - 121/2*z + 1
*
[ -6 ] 
f(z) = 47/27*z^3 - 123/2*z + 1
*
[ 3 ] 
f(z) = 47/36*z^3 - 133/12*z + 1
*
[ -3 ] 
f(z) = 47/36*z^3 - 125/12*z + 1
*
[ 15/7 ] 
f(z) = 49/25*z^3 - 127/15*z + 1
*
[ 6 ] 
f(z) = 49/27*z^3 - 129/2*z + 1
*
-3/28 | 0.099598112183610325350448743710018413702 | 0.012283898803942512352314445500411833397
f(z) = 49/27*z^3 - 123/16*z + 1
*
[ 3 ] 
f(z) = 49/36*z^3 - 139/12*z + 1
*
[ -18/7 ] 
f(z) = 49/36*z^3 - 137/18*z + 1
*
[ -3 ] 
f(z) = 49/36*z^3 - 131/12*z + 1
*
[ -6 ] 
f(z) = 50/27*z^3 - 131/2*z + 1
*
[ 12/5 ] 
f(z) = 50/27*z^3 - 121/12*z + 1
*
[ 6 ] 
f(z) = 52/27*z^3 - 137/2*z + 1
*
[ -6 ] 
f(z) = 53/27*z^3 - 139/2*z + 1
*
[ 5/2 ] 
f(z) = 54/25*z^3 - 129/10*z + 1
*
[ -5/2 ] 
f(z) = 54/25*z^3 - 121/10*z + 1
*
-2 | 0.14623071220306710944576282304031365424 | 0.020980646210014772405304999052705553571
f(z) = 55/24*z^3 - 133/15*z + 1
*
-2 | 0.086769558205232546953089922910101037346 | 0.015808078454187154698292518410458372944
f(z) = 57/28*z^3 - 121/14*z + 1
*
[ 5/2 ] 
f(z) = 58/25*z^3 - 139/10*z + 1
*
[ -5/2 ] 
f(z) = 58/25*z^3 - 131/10*z + 1
*
-2 | 0.088098780279749931316768654890398953855 | 0.016002447755370257505452597820083026184
f(z) = 59/20*z^3 - 123/10*z + 1
*
-2 | 0.087494742501886633123695693374179024369 | 0.015846302962832909773230087587752025484
f(z) = 59/28*z^3 - 125/14*z + 1
*
-2 | 0.073121723929019379309240432630610167267 | 0.013205221213490198647105138403869178526
f(z) = 59/36*z^3 - 127/18*z + 1
*
-3/20 | 0.16839257729062805100027530030963417682 | 0.023809747164239931033585918882997648572
f(z) = 40/27*z^3 - 131/30*z + 1
*
0 | 0.13858465145074457009251114213849705585 | 0.028084990077720224809347330446275882375
f(z) = 40/33*z^3 - 139/33*z + 1
*
[ -2 ] 
f(z) = 41/22*z^3 - 131/22*z + 1
*
[ -2 ] 
f(z) = 41/26*z^3 - 125/26*z + 1
*
0 | 0.10715637250651536352422019940601462162 | 0.021979904689509953555508240526888187142
f(z) = 41/30*z^3 - 131/30*z + 1
*
0 | 0.14523058173877879204918779326514298439 | 0.029389132057453400977017269152723832955
f(z) = 41/33*z^3 - 140/33*z + 1
*
[ -2 ] 
f(z) = 43/22*z^3 - 139/22*z + 1
*
[ -2 ] 
f(z) = 43/26*z^3 - 133/26*z + 1
*
0 | 0.098002412695933807665276196509709598074 | 0.020039962408894474036487074096372608982
f(z) = 43/30*z^3 - 133/30*z + 1
*
[ -2 ] 
f(z) = 43/30*z^3 - 127/30*z + 1
*
[ -2 ] 
f(z) = 43/34*z^3 - 121/34*z + 1
*
0 | 0.085933055418753328402058635605656585262 | 0.017918433801837495118893748218684763768
f(z) = 43/39*z^3 - 121/39*z + 1
*
-3/22 | 0.20910298035014144999206443939805310890 | 0.029866539704163866291352488310488537134
f(z) = 44/27*z^3 - 122/33*z + 1
*
0 | 0.086425685201469283972174095689623583752 | 0.017990280308247082889518690787594943012
f(z) = 44/39*z^3 - 122/39*z + 1
*
[ -2 ] 
f(z) = 45/34*z^3 - 129/34*z + 1
*
[ -2 ] 
f(z) = 45/38*z^3 - 123/38*z + 1
*
0 | 0.094484800092146077558075863348061963288 | 0.019701611067834764399966622744439323626
f(z) = 45/38*z^3 - 121/38*z + 1
*
0 | 0.087372782238508756926968373808685049447 | 0.018126074389918302149559162285136757303
f(z) = 46/39*z^3 - 124/39*z + 1
*
0 | 0.12010153638781514717475793657710071299 | 0.024410976017676290020851782418433394191
f(z) = 47/30*z^3 - 137/30*z + 1
*
[ -2 ] 
f(z) = 47/34*z^3 - 137/34*z + 1
*
0 | 0.10830657085224263572471406528006949429 | 0.022583674124735159686521366045003490505
f(z) = 47/37*z^3 - 121/37*z + 1
*
[ -2 ] 
f(z) = 47/38*z^3 - 131/38*z + 1
*
0 | 0.095404185536190131150067995222207643926 | 0.019825546672932224084738858284725830772
f(z) = 47/38*z^3 - 123/38*z + 1
*
0 | 0.087828542673609826768259108310843355318 | 0.018190313938191145018053677464118939321
f(z) = 47/39*z^3 - 125/39*z + 1
*
[ 7/4 ] 
f(z) = 48/35*z^3 - 132/35*z + 1
*
0 | 0.10874778732775560708841507988924674057 | 0.022636825758075718817601767424495185704
f(z) = 48/37*z^3 - 122/37*z + 1
*
6/7 | 0.15446865673091086214416285533884458346 | 0.027448304285291362291692337285005758848
f(z) = 49/20*z^3 - 139/30*z + 1
*
[ 1/7 ] 
f(z) = 49/23*z^3 - 139/23*z + 1
*
5/7 | 0.13405975085018096006215985758041533604 | 0.027953629245394802981173826104772713869
f(z) = 49/24*z^3 - 121/24*z + 1
*
3/2 | 0.21770665459956257707048906828267519851 | 0.026693969711352306891878808727107126274
f(z) = 49/27*z^3 - 129/28*z + 1
*
-12/7 | 0.094922770852854840343288111085218156414 | 0.013561514724035605477051458716037900434
f(z) = 49/32*z^3 - 137/36*z + 1
*
11/7 | 0.13471233340513170243281522185072954945 | 0.027421493375459867492341625459061373367
f(z) = 49/33*z^3 - 136/33*z + 1
*
0 | 0.10917863447893311811823726955221751785 | 0.022687957571085974279346308700477613925
f(z) = 49/37*z^3 - 123/37*z + 1
*
[ -2 ] 
f(z) = 49/38*z^3 - 139/38*z + 1
*
0 | 0.096279604966084057533901385194677905989 | 0.019940627350342371398507661902472109237
f(z) = 49/38*z^3 - 125/38*z + 1
*
0 | 0.088707362665900193551421313963715949540 | 0.018312125663740810470234118392930591604
f(z) = 49/39*z^3 - 127/39*z + 1
*
[ 3/20 ] 
f(z) = 50/27*z^3 - 137/24*z + 1
*
[ 1/5 ] 
f(z) = 50/31*z^3 - 126/31*z + 1
*
[ 1/5 ] 
f(z) = 50/33*z^3 - 134/33*z + 1
*
0 | 0.10959959337422277294858647109711690195 | 0.022737176632225620389759917017693963144
f(z) = 50/37*z^3 - 124/37*z + 1
*
2/3 | 0.14889598803810771234950173780544671358 | 0.023959030992784640641835412775417046496
f(z) = 51/32*z^3 - 125/24*z + 1
*
0 | 0.11013126396352215831262383001066778073 | 0.022964152190641283552248632147619003414
f(z) = 51/35*z^3 - 121/35*z + 1
*
0 | 0.11001111202838150278980800799980912295 | 0.022784582364328181587613769929831070172
f(z) = 51/37*z^3 - 125/37*z + 1
*
0 | 0.097115115042166188831919011575028101318 | 0.020047763083643309897886453871247107543
f(z) = 51/38*z^3 - 127/38*z + 1
*
-3/2 | 0.11333873154074960095385677707632252278 | 0.023512886124635218907894493407287413072
f(z) = 52/21*z^3 - 124/21*z + 1
*
[ 3/13 ] 
f(z) = 52/27*z^3 - 134/39*z + 1
*
3/2 | 0.13321880732372966010753100330644808114 | 0.026997570385220089517911065402449344163
f(z) = 52/33*z^3 - 139/33*z + 1
*
0 | 0.11053099104280055481425419325284467566 | 0.023008015579777251387897274107829033790
f(z) = 52/35*z^3 - 122/35*z + 1
*
0 | 0.11041360839234761472722247108397324588 | 0.022830267241792401374106236536725869070
f(z) = 52/37*z^3 - 126/37*z + 1
*
0 | 0.098143717246368626971110177591170001469 | 0.020464554553259078252556942273190778375
f(z) = 53/34*z^3 - 121/34*z + 1
*
0 | 0.11092221218674210009914778765018909346 | 0.023050283196841026130201175163822854675
f(z) = 53/35*z^3 - 123/35*z + 1
*
0 | 0.071631068430998629012955981702108861080 | 0.014835628405336536206472646898122261676
f(z) = 53/36*z^3 - 125/36*z + 1
*
0 | 0.11080747300938581444895133227416660734 | 0.022874317410063764021144362471603794030
f(z) = 53/37*z^3 - 127/37*z + 1
*
0 | 0.097914230171256095245225513154702031772 | 0.020147738641799890348367499030089009040
f(z) = 53/38*z^3 - 129/38*z + 1
*
0 | 0.090347845493122202441941686784348787696 | 0.018532141265986339566648402718218590566
f(z) = 53/39*z^3 - 131/39*z + 1
*
5/6 | 0.17889721551465704020992986448187077130 | 0.027587860999730048590102076852326400789
f(z) = 54/25*z^3 - 131/30*z + 1
*
[ 5/3 ] 
f(z) = 54/35*z^3 - 136/35*z + 1
*
-5/3 | 0.12605754645533191548306551879961385191 | 0.025938767994870648592485872303069629113
f(z) = 54/35*z^3 - 129/35*z + 1
*
0 | 0.11130528445649387770283843405053857957 | 0.023091033779169485303902301626615365448
f(z) = 54/35*z^3 - 124/35*z + 1
*
0 | 0.11119307138161645349190012067287950025 | 0.022916813237638653749338867811461459937
f(z) = 54/37*z^3 - 128/37*z + 1
*
3/2 | 0.18140891424590699169818551073563743317 | 0.022160370455039640554955090326041517421
f(z) = 55/27*z^3 - 133/20*z + 1
*
0 | 0.098899616801149869528102294216841285365 | 0.020551917694245522274381032417734414078
f(z) = 55/34*z^3 - 123/34*z + 1
*
0 | 0.072391856627631041069901062296993610646 | 0.014944067051001139293420785790953146144
f(z) = 55/36*z^3 - 127/36*z + 1
*
0 | 0.11157074608433078478692079838028035311 | 0.022957829809273349458906249264234086484
f(z) = 55/37*z^3 - 129/37*z + 1
*
0 | 0.098680015921705094761127581150430598280 | 0.020241235252588675380386775072546781439
f(z) = 55/38*z^3 - 131/38*z + 1
*
0 | 0.091116172305586544459586061219471470468 | 0.018631833825475469234801309380424270322
f(z) = 55/39*z^3 - 133/39*z + 1
*
0 | 0.091811085739163017140318466331560121816 | 0.019111299655903324834082812403655457344
f(z) = 56/33*z^3 - 122/33*z + 1
*
0 | 0.11194081865993435725903216215590334918 | 0.022997437367794516397838761032913720996
f(z) = 56/37*z^3 - 130/37*z + 1
*
0 | 0.091488608792008561030070813118349674029 | 0.018679379589533636073686929181541330651
f(z) = 56/39*z^3 - 134/39*z + 1
*
2/3 | 0.11935176124115798114842976646949946681 | 0.019156105711147705609331104324077810675
f(z) = 57/32*z^3 - 127/24*z + 1
*
0 | 0.086892741271621643621337503589837608384 | 0.018118543844956340571808249965589120159
f(z) = 57/32*z^3 - 121/32*z + 1
*
0 | 0.099625700132090606963631676370231871031 | 0.020633642624009342334553241955066524087
f(z) = 57/34*z^3 - 125/34*z + 1
*
0 | 0.11240885657000825816775126778064600258 | 0.023204895798561380224643907127399780928
f(z) = 57/35*z^3 - 127/35*z + 1
*
0 | 0.11230359131873241545420353247803672865 | 0.023035701710836935591356197173943375901
f(z) = 57/37*z^3 - 131/37*z + 1
*
0 | 0.092521013047882195686730938553025508470 | 0.019194109677754696005060653805185153198
f(z) = 58/33*z^3 - 124/33*z + 1
*
0 | 0.11276248640202341715186881920792777616 | 0.023240268561501193431881711822038593082
f(z) = 58/35*z^3 - 128/35*z + 1
*
0 | 0.11265934846990127384573420856809345107 | 0.023072684547938154943766709223143291714
f(z) = 58/37*z^3 - 132/37*z + 1
*
0 | 0.092210540699880669786458407591711585594 | 0.018770001729129192089413642427967811042
f(z) = 58/39*z^3 - 136/39*z + 1
*
0 | 0.11330886739901286720703774254813485038 | 0.023626733970491579145617792788407891182
f(z) = 59/31*z^3 - 121/31*z + 1
*
0 | 0.087587236257202320887110959899396743569 | 0.018201138981597453428541544325540336760
f(z) = 59/32*z^3 - 123/32*z + 1
*
0 | 0.092864943793432398183657575428728673065 | 0.019233411258258116035456533800648377760
f(z) = 59/33*z^3 - 125/33*z + 1
*
0 | 0.10032424314590479801723913791178629005 | 0.020710232977242049051426048995443653258
f(z) = 59/34*z^3 - 127/34*z + 1
*
0 | 0.11310945356157230749951226608549357245 | 0.023274448507530207226781959436985354176
f(z) = 59/35*z^3 - 129/35*z + 1
*
0 | 0.073825095732267547393221258035083888798 | 0.015142996444663396914842779567938106382
f(z) = 59/36*z^3 - 131/36*z + 1
*
0 | 0.11300835810274027242699668922595955719 | 0.023108443822666864614780560877947756324
f(z) = 59/37*z^3 - 133/37*z + 1
*
0 | 0.10012204637503998318331161424663224566 | 0.020411098439405539973482838017449571525
f(z) = 59/38*z^3 - 135/38*z + 1
*
0 | 0.092561634001445933224565257006106585945 | 0.018813413181244412452078266185893762861
f(z) = 59/39*z^3 - 137/39*z + 1
*
[ 1/4 ] 
f(z) = 40/21*z^3 - 131/42*z + 1
*
3/5 | 0.12986453998706855925837149810389974446 | 0.016016798234898734914132104146431123762
f(z) = 40/27*z^3 - 123/40*z + 1
*
[ -5/3 ] 
f(z) = 41/25*z^3 - 133/45*z + 1
*
[ 8/5 ] 
f(z) = 45/32*z^3 - 129/40*z + 1
*
[ -3/2 ] 
f(z) = 46/21*z^3 - 137/42*z + 1
*
1/2 | 0.14241270408660681184753178997143851727 | 0.029211679988594963648536423403762012711
f(z) = 46/27*z^3 - 131/54*z + 1
*
[ 3/2 ] 
f(z) = 47/36*z^3 - 125/48*z + 1
*
[ 8/7 ] 
f(z) = 49/20*z^3 - 123/40*z + 1
*
[ 2/7 ] 
f(z) = 49/23*z^3 - 123/46*z + 1
*
[ 2/7 ] 
f(z) = 49/25*z^3 - 133/50*z + 1
*
-10/7 | 0.16377582983390470913591101670025338926 | 0.025970295044504098422460040686245096758
f(z) = 49/32*z^3 - 137/40*z + 1
*
10/7 | 0.18542190664773948854471141238405532666 | 0.029993426076417147224803816688983240504
f(z) = 49/32*z^3 - 121/40*z + 1
*
[ 3/2 ] 
f(z) = 49/36*z^3 - 131/48*z + 1
*
[ 6/5 ] 
f(z) = 50/21*z^3 - 137/42*z + 1
*
-3/2 | 0.21335617812889831940919931811889906739 | 0.025968952030679274553071960473351253005
f(z) = 50/27*z^3 - 137/50*z + 1
*
1/2 | 0.14246589584633984672513623538171222125 | 0.029132050107462124108760712138393833621
f(z) = 50/27*z^3 - 133/54*z + 1
*
0 | 0.14241335622596053121177863697056114629 | 0.029398814225004209833329452144119779907
f(z) = 50/27*z^3 - 127/54*z + 1
*
0 | 0.14231786929372105893523269407638065863 | 0.029475688001425853766460896588711546246
f(z) = 52/21*z^3 - 125/42*z + 1
*
[ 6/5 ] 
f(z) = 53/27*z^3 - 133/50*z + 1
*
[ 5/4 ] 
f(z) = 54/25*z^3 - 127/40*z + 1
*
2/3 | 0.11921762314326669441487106172045834367 | 0.024774118017770825705485145134744216620
f(z) = 54/25*z^3 - 123/50*z + 1
*
0 | 0.14241618845364744049965837357116783354 | 0.028861473458689660853515900810608321677
f(z) = 56/27*z^3 - 139/54*z + 1
*
0 | 0.12071095547204520985296348159528736308 | 0.024534842165414959563579540143214413071
f(z) = 58/21*z^3 - 137/42*z + 1
*
[ 5/4 ] 
f(z) = 58/25*z^3 - 137/40*z + 1
*
1/2 | 0.14306728003844478160629280047796277399 | 0.029078828189636503412721078309833055737
f(z) = 58/27*z^3 - 137/54*z + 1
*
[ 9/8 ] 
f(z) = 40/27*z^3 - 127/72*z + 1
*
[ 2/5 ] 
f(z) = 41/24*z^3 - 133/75*z + 1
*
[ -10/7 ] 
f(z) = 42/25*z^3 - 121/70*z + 1
*
[ 2/5 ] 
f(z) = 43/24*z^3 - 134/75*z + 1
*
[ 3/8 ] 
f(z) = 43/27*z^3 - 121/64*z + 1
*
[ 2/5 ] 
f(z) = 45/28*z^3 - 123/70*z + 1
*
0 | 0.13321808980012852820098046519991993535 | 0.027591017702706449571092517193567914645
f(z) = 46/33*z^3 - 125/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.029229221033559038274386842843627779534
f(z) = 46/39*z^3 - 131/78*z + 1
*
[ 2/5 ] 
f(z) = 47/24*z^3 - 136/75*z + 1
*
5/6 | 0.17882909186258978280956587347485379898 | 0.027388209623597116469853166209284563190
f(z) = 48/25*z^3 - 137/60*z + 1
*
[ 2/5 ] 
f(z) = 49/24*z^3 - 137/75*z + 1
*
[ 15/14 ] 
f(z) = 49/25*z^3 - 131/60*z + 1
*
[ 3/7 ] 
f(z) = 49/25*z^3 - 127/75*z + 1
*
[ 3/7 ] 
f(z) = 49/26*z^3 - 131/78*z + 1
*
[ 6/7 ] 
f(z) = 49/26*z^3 - 121/78*z + 1
*
[ 3/8 ] 
f(z) = 49/27*z^3 - 123/64*z + 1
*
[ 15/14 ] 
f(z) = 49/27*z^3 - 121/60*z + 1
*
-11/10 | 0.13321808980012852820098046519991993535 | 0.027500607929145738489170931275381834478
f(z) = 50/33*z^3 - 127/66*z + 1
*
[ 2/5 ] 
f(z) = 50/37*z^3 - 127/74*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.028878229819932740592614813342320720384
f(z) = 50/39*z^3 - 139/78*z + 1
*
[ 6/5 ] 
f(z) = 50/39*z^3 - 131/78*z + 1
*
-13/10 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = 50/39*z^3 - 121/78*z + 1
*
[ 1/3 ] 
f(z) = 51/20*z^3 - 137/60*z + 1
*
[ 5/13 ] 
f(z) = 52/25*z^3 - 124/65*z + 1
*
[ 2/5 ] 
f(z) = 53/24*z^3 - 139/75*z + 1
*
[ 7/6 ] 
f(z) = 54/35*z^3 - 137/70*z + 1
*
[ 3/8 ] 
f(z) = 55/27*z^3 - 125/64*z + 1
*
[ 2/5 ] 
f(z) = 55/28*z^3 - 127/70*z + 1
*
3/5 | 0.16898718305906207905299765895133785108 | 0.028216442100042625880802638017891827254
f(z) = 55/36*z^3 - 133/60*z + 1
*
[ 1/3 ] 
f(z) = 57/20*z^3 - 139/60*z + 1
*
[ -3/2 ] 
f(z) = 58/39*z^3 - 131/78*z + 1
*
[ -6/5 ] 
f(z) = 59/24*z^3 - 128/75*z + 1
*
[ 9/20 ] 
f(z) = 40/27*z^3 - 137/90*z + 1
*
[ 6/7 ] 
f(z) = 40/27*z^3 - 123/98*z + 1
*
[ -3/2 ] 
f(z) = 40/29*z^3 - 125/87*z + 1
*
[ 2/3 ] 
f(z) = 41/20*z^3 - 127/90*z + 1
*
[ 1/2 ] 
f(z) = 41/20*z^3 - 121/80*z + 1
*
[ 1/2 ] 
f(z) = 41/21*z^3 - 125/84*z + 1
*
[ 1/2 ] 
f(z) = 41/22*z^3 - 129/88*z + 1
*
[ 1/2 ] 
f(z) = 41/23*z^3 - 133/92*z + 1
*
[ 1/2 ] 
f(z) = 41/24*z^3 - 137/96*z + 1
*
[ 2/3 ] 
f(z) = 43/20*z^3 - 131/90*z + 1
*
[ 1/2 ] 
f(z) = 43/20*z^3 - 123/80*z + 1
*
[ 1/2 ] 
f(z) = 43/21*z^3 - 127/84*z + 1
*
[ 1/2 ] 
f(z) = 43/22*z^3 - 131/88*z + 1
*
[ 1/2 ] 
f(z) = 43/23*z^3 - 135/92*z + 1
*
[ 1/2 ] 
f(z) = 43/24*z^3 - 139/96*z + 1
*
[ 6/7 ] 
f(z) = 43/27*z^3 - 131/98*z + 1
*
[ 3/4 ] 
f(z) = 44/21*z^3 - 127/84*z + 1
*
[ 9/11 ] 
f(z) = 44/27*z^3 - 130/99*z + 1
*
[ 1/2 ] 
f(z) = 45/22*z^3 - 133/88*z + 1
*
[ 1/2 ] 
f(z) = 45/23*z^3 - 137/92*z + 1
*
[ 16/15 ] 
f(z) = 45/32*z^3 - 123/80*z + 1
*
[ 5/6 ] 
f(z) = 46/25*z^3 - 133/90*z + 1
*
[ 6/7 ] 
f(z) = 46/27*z^3 - 139/98*z + 1
*
[ 12/23 ] 
f(z) = 46/27*z^3 - 127/92*z + 1
*
[ 2/3 ] 
f(z) = 47/20*z^3 - 139/90*z + 1
*
[ 1/2 ] 
f(z) = 47/20*z^3 - 127/80*z + 1
*
[ 1/2 ] 
f(z) = 47/21*z^3 - 131/84*z + 1
*
[ 1/2 ] 
f(z) = 47/22*z^3 - 135/88*z + 1
*
[ 1/2 ] 
f(z) = 47/23*z^3 - 139/92*z + 1
*
[ 1/2 ] 
f(z) = 49/20*z^3 - 129/80*z + 1
*
[ 1/2 ] 
f(z) = 49/22*z^3 - 137/88*z + 1
*
[ 4/7 ] 
f(z) = 49/23*z^3 - 133/92*z + 1
*
[ 10/21 ] 
f(z) = 49/25*z^3 - 139/90*z + 1
*
[ 1/2 ] 
f(z) = 51/20*z^3 - 131/80*z + 1
*
[ 1/2 ] 
f(z) = 51/22*z^3 - 139/88*z + 1
*
[ 21/26 ] 
f(z) = 52/27*z^3 - 136/91*z + 1
*
[ 1/2 ] 
f(z) = 53/20*z^3 - 133/80*z + 1
*
[ 1/2 ] 
f(z) = 53/21*z^3 - 137/84*z + 1
*
[ -5/4 ] 
f(z) = 53/25*z^3 - 121/80*z + 1
*
[ 1/2 ] 
f(z) = 55/21*z^3 - 139/84*z + 1
*
[ 1/2 ] 
f(z) = 57/20*z^3 - 137/80*z + 1
*
[ 1/2 ] 
f(z) = 59/20*z^3 - 139/80*z + 1
*
[ -4/3 ] 
f(z) = 41/24*z^3 - 139/108*z + 1
*
[ -3/2 ] 
f(z) = 44/35*z^3 - 122/105*z + 1
*
[ 7/12 ] 
f(z) = 48/35*z^3 - 124/105*z + 1
*
[ 5/6 ] 
f(z) = 48/35*z^3 - 121/105*z + 1
*
[ -3/2 ] 
f(z) = 48/37*z^3 - 139/111*z + 1
*
[ 4/7 ] 
f(z) = 49/25*z^3 - 139/100*z + 1
*
[ 4/5 ] 
f(z) = 49/32*z^3 - 123/100*z + 1
*
[ 6/7 ] 
f(z) = 49/34*z^3 - 125/102*z + 1
*
[ 6/7 ] 
f(z) = 49/38*z^3 - 127/114*z + 1
*
[ 3/5 ] 
f(z) = 50/37*z^3 - 128/111*z + 1
*
[ 4/5 ] 
f(z) = 51/32*z^3 - 127/100*z + 1
*
[ 2/3 ] 
f(z) = 51/38*z^3 - 125/114*z + 1
*
[ 4/5 ] 
f(z) = 53/32*z^3 - 131/100*z + 1
*
[ 5/9 ] 
f(z) = 54/35*z^3 - 134/105*z + 1
*
[ 7/9 ] 
f(z) = 54/35*z^3 - 128/105*z + 1
*
[ 4/5 ] 
f(z) = 57/32*z^3 - 139/100*z + 1
*
[ 2/3 ] 
f(z) = 57/34*z^3 - 127/102*z + 1
*
[ -9/4 ] 
f(z) = 40/27*z^3 - 109/18*z + 1
*
[ 6 ] 
f(z) = 40/27*z^3 - 105/2*z + 1
*
[ -6 ] 
f(z) = 41/27*z^3 - 107/2*z + 1
*
[ 3 ] 
f(z) = 41/36*z^3 - 115/12*z + 1
*
[ -3 ] 
f(z) = 41/36*z^3 - 107/12*z + 1
*
[ 6 ] 
f(z) = 43/27*z^3 - 113/2*z + 1
*
[ -3 ] 
f(z) = 43/36*z^3 - 113/12*z + 1
*
[ -6 ] 
f(z) = 44/27*z^3 - 115/2*z + 1
*
[ 5/2 ] 
f(z) = 46/25*z^3 - 109/10*z + 1
*
[ -5/2 ] 
f(z) = 46/25*z^3 - 101/10*z + 1
*
-2 | 0.082573000853205704202980463440767463213 | 0.015555545718546067743955612831510001504
f(z) = 47/28*z^3 - 101/14*z + 1
*
-2 | 0.067541082599881376937144230658417294063 | 0.012676924249015675958025088098112404132
f(z) = 47/36*z^3 - 103/18*z + 1
*
-2 | 0.084372047450417323420459852990303536089 | 0.015835962544449577944625934492097366720
f(z) = 49/20*z^3 - 103/10*z + 1
*
[ 18/7 ] 
f(z) = 49/24*z^3 - 116/9*z + 1
*
[ -18/7 ] 
f(z) = 49/24*z^3 - 109/9*z + 1
*
[ -15/7 ] 
f(z) = 49/25*z^3 - 113/15*z + 1
*
[ -15/7 ] 
f(z) = 49/27*z^3 - 103/15*z + 1
*
[ 16/7 ] 
f(z) = 49/32*z^3 - 119/16*z + 1
*
2/7 | 0.17790341338167754311343066775947875037 | 0.028934590668670888930763158836736130109
f(z) = 49/32*z^3 - 117/8*z + 1
*
[ -16/7 ] 
f(z) = 49/32*z^3 - 105/16*z + 1
*
-2 | 0.068642897978000326249339690962876347562 | 0.012792248378642966531210438664721654272
f(z) = 49/36*z^3 - 107/18*z + 1
*
[ 21/10 ] 
f(z) = 50/27*z^3 - 107/14*z + 1
*
-2 | 0.085182951087983694548707421315594685887 | 0.015874642534651137472825514375410381427
f(z) = 51/20*z^3 - 107/10*z + 1
*
-2 | 0.084383454643687269250214100876838864740 | 0.015671563193889880656671097512001880676
f(z) = 51/28*z^3 - 109/14*z + 1
*
-2 | 0.085958106557963140040043819279262800625 | 0.015910279382289277281536166987317595617
f(z) = 53/20*z^3 - 111/10*z + 1
*
[ 2 ] 
f(z) = 53/20*z^3 - 101/10*z + 1
*
-2 | 0.085217719191486764277388878767232996684 | 0.015721274597973697765660440528108846543
f(z) = 53/28*z^3 - 113/14*z + 1
*
[ 4 ] 
f(z) = 53/32*z^3 - 103/4*z + 1
*
[ -4 ] 
f(z) = 53/32*z^3 - 101/4*z + 1
*
-2 | 0.070605312115254029364423515066010105962 | 0.012983501729994946336715528219742269398
f(z) = 53/36*z^3 - 115/18*z + 1
*
2/5 | 0.13423933919351825934120751354996937743 | 0.019596622885130512678408360828515754052
f(z) = 55/24*z^3 - 118/15*z + 1
*
-2 | 0.086011708786769520545989008192004436807 | 0.015766571200480064775947699293508496291
f(z) = 55/28*z^3 - 117/14*z + 1
*
[ 2 ] 
f(z) = 55/28*z^3 - 103/14*z + 1
*
[ 4 ] 
f(z) = 55/32*z^3 - 107/4*z + 1
*
[ -4 ] 
f(z) = 55/32*z^3 - 105/4*z + 1
*
-2 | 0.071492487082395152697112304712786285707 | 0.013064501254728536105206557812928414186
f(z) = 55/36*z^3 - 119/18*z + 1
*
[ 2 ] 
f(z) = 55/36*z^3 - 101/18*z + 1
*
[ 3/28 ] 
f(z) = 56/27*z^3 - 117/14*z + 1
*
-2 | 0.087413445456239376610752928107911972568 | 0.015973889207785046679220030313400965606
f(z) = 57/20*z^3 - 119/10*z + 1
*
[ 2 ] 
f(z) = 57/20*z^3 - 109/10*z + 1
*
[ 2 ] 
f(z) = 57/28*z^3 - 107/14*z + 1
*
[ 4 ] 
f(z) = 57/32*z^3 - 111/4*z + 1
*
[ -4 ] 
f(z) = 57/32*z^3 - 109/4*z + 1
*
[ 2 ] 
f(z) = 59/20*z^3 - 113/10*z + 1
*
[ -2 ] 
f(z) = 59/20*z^3 - 103/10*z + 1
*
[ 2 ] 
f(z) = 59/28*z^3 - 111/14*z + 1
*
[ 4 ] 
f(z) = 59/32*z^3 - 115/4*z + 1
*
[ -4 ] 
f(z) = 59/32*z^3 - 113/4*z + 1
*
[ 2 ] 
f(z) = 59/36*z^3 - 109/18*z + 1
*
0 | 0.10535844321911070611121370705400289826 | 0.022780337846849720464406948461650356181
f(z) = 40/31*z^3 - 102/31*z + 1
*
0 | 0.084857301121584950508876846269655205277 | 0.018196292351866136326897974343484329131
f(z) = 40/33*z^3 - 106/33*z + 1
*
0 | 0.10487856952638473889554552856199832615 | 0.022144040345677891978171463294724830760
f(z) = 40/37*z^3 - 114/37*z + 1
*
0 | 0.084369860563625957051321656364859286865 | 0.017685063508694144649116557603425983488
f(z) = 40/39*z^3 - 118/39*z + 1
*
0 | 0.13939688323542512650560598790241347071 | 0.029487084322477788322951359046302166702
f(z) = 41/24*z^3 - 113/24*z + 1
*
[ -2 ] 
f(z) = 41/30*z^3 - 119/30*z + 1
*
0 | 0.072771160181714423601224548083278868013 | 0.015767986971556141165780130273216853158
f(z) = 41/30*z^3 - 101/30*z + 1
*
0 | 0.10587464666309232869364066474798226667 | 0.022843762155666864153604632741302399752
f(z) = 41/31*z^3 - 103/31*z + 1
*
0 | 0.080126424400216529099905668571753424396 | 0.017216825750890739038625608810573086792
f(z) = 41/32*z^3 - 105/32*z + 1
*
0 | 0.085378243118160572370809270870039068894 | 0.018271211324604873610961166623048465814
f(z) = 41/33*z^3 - 107/33*z + 1
*
[ -2 ] 
f(z) = 41/34*z^3 - 113/34*z + 1
*
0 | 0.092809247116727612414257369601211054643 | 0.019783066497432357192270398827315682268
f(z) = 41/34*z^3 - 109/34*z + 1
*
0 | 0.10556684823972392315334590191155406817 | 0.022415579416033300542965263619831437545
f(z) = 41/35*z^3 - 111/35*z + 1
*
0 | 0.066254525035780301910226570870265261657 | 0.014015039082159944128734471001416283151
f(z) = 41/36*z^3 - 113/36*z + 1
*
0 | 0.10540945713681099367483842235895612469 | 0.022215166473449993466443729260394927955
f(z) = 41/37*z^3 - 115/37*z + 1
*
0 | 0.092494441133670810526198436441654478438 | 0.019422734742593760339668170919528531761
f(z) = 41/38*z^3 - 117/38*z + 1
*
[ -2 ] 
f(z) = 41/38*z^3 - 107/38*z + 1
*
0 | 0.084905974672539406518207432430693205416 | 0.017766013955261895112859918294881748433
f(z) = 41/39*z^3 - 119/39*z + 1
*
0 | 0.10637671929676215062818567795167900020 | 0.022904342379197333519251739096677849211
f(z) = 42/31*z^3 - 104/31*z + 1
*
0 | 0.10592533164094921749302593251737956023 | 0.022283227493848358517136224717757582760
f(z) = 42/37*z^3 - 116/37*z + 1
*
0 | 0.10700759198313059346577147704680718582 | 0.023186305014710670069327924377225470107
f(z) = 43/29*z^3 - 101/29*z + 1
*
0 | 0.073756665196446185588642265372824611688 | 0.015913911122691038853476123739891837420
f(z) = 43/30*z^3 - 103/30*z + 1
*
0 | 0.10686542141339910310056918169774846956 | 0.022962254375412117849965647636483869841
f(z) = 43/31*z^3 - 105/31*z + 1
*
0 | 0.081121498071475341454621982683656518167 | 0.017360254557840398034194221532287260375
f(z) = 43/32*z^3 - 107/32*z + 1
*
0 | 0.086377680267451319910565936631279534459 | 0.018412124284078470226801472460205634057
f(z) = 43/33*z^3 - 109/33*z + 1
*
0 | 0.093813114122464320470833711630323231854 | 0.019919845528609802142155562822691841170
f(z) = 43/34*z^3 - 111/34*z + 1
*
0 | 0.10657521337084773798798718690612616444 | 0.022544207807320745644880916565411888841
f(z) = 43/35*z^3 - 113/35*z + 1
*
0 | 0.067267458524277487844481020109906578207 | 0.014176695620613901905117119723224620459
f(z) = 43/36*z^3 - 115/36*z + 1
*
0 | 0.10642703125375305459557484200335276007 | 0.022348413290005730216366913407023017393
f(z) = 43/37*z^3 - 117/37*z + 1
*
0 | 0.093516730268987889942793733978979493369 | 0.019567757645053494322806677803403198118
f(z) = 43/38*z^3 - 119/38*z + 1
*
[ -2 ] 
f(z) = 43/38*z^3 - 115/38*z + 1
*
0 | 0.10747976362688854204346468198147537409 | 0.023239004414939544669627217650555041906
f(z) = 44/29*z^3 - 102/29*z + 1
*
0 | 0.10734145298039426731072411870007406694 | 0.023017659459929625911304725664554157993
f(z) = 44/31*z^3 - 106/31*z + 1
*
0 | 0.10705929975492683861905690755052296474 | 0.022604479293138241014786163853952723320
f(z) = 44/35*z^3 - 114/35*z + 1
*
0 | 0.10691532488575546350189469922021112988 | 0.022410897659731677585117455318054195255
f(z) = 44/37*z^3 - 118/37*z + 1
*
1/3 | 0.11155638785713014999486055633869256913 | 0.023425517292002862875289481342766335447
f(z) = 45/28*z^3 - 117/28*z + 1
*
0 | 0.10794011631994324434688068013604022968 | 0.023289412734610397914990303466859020369
f(z) = 45/29*z^3 - 103/29*z + 1
*
0 | 0.10780545991479315076529656986429061253 | 0.023070705932931385706387965510313368717
f(z) = 45/31*z^3 - 107/31*z + 1
*
0 | 0.082065371817972422796295174666835866402 | 0.017492919706261090795909393775688105834
f(z) = 45/32*z^3 - 109/32*z + 1
*
1/3 | 0.12898864887338090635745169073649349953 | 0.027949139876777256468946434582373431221
f(z) = 45/32*z^3 - 101/32*z + 1
*
0 | 0.094764821599797383763696837148575980186 | 0.020045916525970508854883430422943562101
f(z) = 45/34*z^3 - 113/34*z + 1
*
0 | 0.10739091968274312525378924464168990217 | 0.022470840068797729699618008808026195669
f(z) = 45/37*z^3 - 119/37*z + 1
*
0 | 0.10838923128274274870487317859619880107 | 0.023337663352751187332398847375770597146
f(z) = 46/29*z^3 - 104/29*z + 1
*
0 | 0.10825803955646566315914995276262202497 | 0.023121530411047044698589878121372264930
f(z) = 46/31*z^3 - 108/31*z + 1
*
0 | 0.087781580002096470721461103727133498738 | 0.018603709017737437478125042885260430827
f(z) = 46/33*z^3 - 112/33*z + 1
*
0 | 0.10799071344277752141939289299776254478 | 0.022717716315727133232200668803646860714
f(z) = 46/35*z^3 - 116/35*z + 1
*
0 | 0.10785446755440891640590468426219291928 | 0.022528387169965938598745163602475888917
f(z) = 46/37*z^3 - 120/37*z + 1
*
0 | 0.095390938652804069894314232215300255064 | 0.020669219428768627568265074188282635319
f(z) = 47/27*z^3 - 101/27*z + 1
*
0 | 0.083220221096532752946902993273970815064 | 0.017955790146064406999789006611944321344
f(z) = 47/28*z^3 - 103/28*z + 1
*
0 | 0.10882764760079828929443053887599162133 | 0.023383879408666380619368576440115224825
f(z) = 47/29*z^3 - 105/29*z + 1
*
0 | 0.075583807743695191554845179863830416189 | 0.016175171490611414933131371080531622756
f(z) = 47/30*z^3 - 107/30*z + 1
*
0 | 0.10869974545992636931334690302508303863 | 0.023170258993514787575685509283465046581
f(z) = 47/31*z^3 - 109/31*z + 1
*
0 | 0.082963100591060939397214053949336472029 | 0.017616003517281374827102420374031851073
f(z) = 47/32*z^3 - 111/32*z + 1
*
0 | 0.088225627103821807284528806572277194737 | 0.018662659059745378841828566872915205204
f(z) = 47/33*z^3 - 113/33*z + 1
*
0 | 0.095669574540809311466202306663599121205 | 0.020162474815801051468819926168984663768
f(z) = 47/34*z^3 - 115/34*z + 1
*
0 | 0.10843925844886479283447158962946554047 | 0.022770957116136934964614320262435876782
f(z) = 47/35*z^3 - 117/35*z + 1
*
0 | 0.069139195711363580088186677691958542900 | 0.014466919679104030515663781125530575395
f(z) = 47/36*z^3 - 119/36*z + 1
*
5/8 | 0.18605360756741834576146369086714974674 | 0.029615680941810569486590759225571161352
f(z) = 48/25*z^3 - 107/20*z + 1
*
1/4 | 0.13379463183341794133619476824927555710 | 0.028867843658863975803878013152446059967
f(z) = 48/25*z^3 - 103/25*z + 1
*
0 | 0.10925586622838102702467177704914549172 | 0.023428174791930819284948044261235777002
f(z) = 48/29*z^3 - 106/29*z + 1
*
0 | 0.10913109160489773129743523351695960134 | 0.023217008286875419628191302799716330423
f(z) = 48/31*z^3 - 110/31*z + 1
*
0 | 0.10887709957901029293699739029098159601 | 0.022822112159888362294436656435422194588
f(z) = 48/35*z^3 - 118/35*z + 1
*
[ 1/4 ] 
f(z) = 48/35*z^3 - 108/35*z + 1
*
[ 1/4 ] 
f(z) = 48/37*z^3 - 114/37*z + 1
*
[ 11/7 ] 
f(z) = 49/22*z^3 - 113/22*z + 1
*
-11/7 | 0.14008660572875755158557573957520239929 | 0.029978972201084068053106446735287531550
f(z) = 49/22*z^3 - 107/22*z + 1
*
0 | 0.097019120813460338455275367753023821412 | 0.021022012417535614325096978582102164207
f(z) = 49/26*z^3 - 101/26*z + 1
*
3/2 | 0.22513490347231662547472418639677941053 | 0.027939265538078821423583325201568006023
f(z) = 49/27*z^3 - 117/28*z + 1
*
0 | 0.096231684592077573743909318122066018127 | 0.020763174035950687667384522947137092989
f(z) = 49/27*z^3 - 103/27*z + 1
*
0 | 0.10967435352465186369269251519114979064 | 0.023470655016466332489911369166494805830
f(z) = 49/29*z^3 - 107/29*z + 1
*
-12/7 | 0.14086413934098683217388520027201752718 | 0.029474890017808442475164162846512620298
f(z) = 49/30*z^3 - 119/30*z + 1
*
0 | 0.10955255610884344840101632363588979988 | 0.023261886308387210455997054895558280089
f(z) = 49/31*z^3 - 111/31*z + 1
*
0 | 0.083819019993276804013982912276479026704 | 0.017730514865206821280861444794358899275
f(z) = 49/32*z^3 - 113/32*z + 1
*
0 | 0.089085727649683437074123922441639715141 | 0.018774921377097397683972181437878962773
f(z) = 49/33*z^3 - 115/33*z + 1
*
[ 11/7 ] 
f(z) = 49/33*z^3 - 109/33*z + 1
*
0 | 0.096531828691483265577833770829047205041 | 0.020270538206535049186069859576790364027
f(z) = 49/34*z^3 - 117/34*z + 1
*
9/7 | 0.11087938563533878360943382947025479990 | 0.023634867509048011078723698959549155323
f(z) = 49/36*z^3 - 109/36*z + 1
*
[ -13/7 ] 
f(z) = 49/39*z^3 - 109/39*z + 1
*
7/5 | 0.065725100252082778103415857190273506498 | 0.013903048104478377473292165656283959138
f(z) = 50/21*z^3 - 113/21*z + 1
*
1/5 | 0.12101706436607355985070709333828277840 | 0.025898030647640687713265240886669702476
f(z) = 50/21*z^3 - 107/21*z + 1
*
-7/5 | 0.11010554119364896276554175738334494059 | 0.023707208024631307332139872896351763020
f(z) = 50/21*z^3 - 104/21*z + 1
*
[ 1/5 ] 
f(z) = 50/27*z^3 - 110/27*z + 1
*
0 | 0.096638102532066131684808726046768422906 | 0.020807486843954501908127138845756757343
f(z) = 50/27*z^3 - 104/27*z + 1
*
[ 1/5 ] 
f(z) = 50/29*z^3 - 118/29*z + 1
*
0 | 0.11008354438665495019861697327872776469 | 0.023511417994635879323006787470355461847
f(z) = 50/29*z^3 - 108/29*z + 1
*
0 | 0.10996458451102562920376623991151259821 | 0.023304993285045220235670609816654794677
f(z) = 50/31*z^3 - 112/31*z + 1
*
0 | 0.089500661135479832754919338844955428470 | 0.018828013677520902168340226427123204967
f(z) = 50/33*z^3 - 116/33*z + 1
*
0 | 0.11071270276030148849766245022907509774 | 0.023989124954872665000398410948224115921
f(z) = 51/25*z^3 - 101/25*z + 1
*
0 | 0.097820526894204320757860480279345802496 | 0.021105986378627416587140639934251872896
f(z) = 51/26*z^3 - 103/26*z + 1
*
0 | 0.084870695422237555534668204243225909907 | 0.018162594528676061708843674185815395011
f(z) = 51/28*z^3 - 107/28*z + 1
*
0 | 0.11048384503342028988210454236658461320 | 0.023550554724780443947160228523120406150
f(z) = 51/29*z^3 - 109/29*z + 1
*
0 | 0.11036759268649047731903557042419600309 | 0.023346422362393089692361238671926127678
f(z) = 51/31*z^3 - 113/31*z + 1
*
0 | 0.084636877602184698319551178670913354320 | 0.017837321022203942954174286693052129158
f(z) = 51/32*z^3 - 115/32*z + 1
*
[ 3/2 ] 
f(z) = 52/21*z^3 - 110/21*z + 1
*
-3/2 | 0.10941066198126460542819894449452955364 | 0.023606701116532180375678106940746228201
f(z) = 52/21*z^3 - 103/21*z + 1
*
0 | 0.11109948627273172160237399483253192323 | 0.024021651749740363433911526033430626569
f(z) = 52/25*z^3 - 102/25*z + 1
*
0 | 0.097425015876275551640897033322198141038 | 0.020891237970553053453488375244671093780
f(z) = 52/27*z^3 - 106/27*z + 1
*
0 | 0.11087563548704487169205947482748339382 | 0.023588149903558471500624508518892819072
f(z) = 52/29*z^3 - 110/29*z + 1
*
0 | 0.11076196943924706517266708776442566046 | 0.023386260235103495744468919528157994878
f(z) = 52/31*z^3 - 114/31*z + 1
*
0 | 0.090302427412466319701654320312308246560 | 0.018928609732315001418733941355188229629
f(z) = 52/33*z^3 - 118/33*z + 1
*
[ 3/2 ] 
f(z) = 52/33*z^3 - 106/33*z + 1
*
0 | 0.053050371953928043041597662515065546533 | 0.011494905010679431965747493031333919525
f(z) = 53/24*z^3 - 101/24*z + 1
*
0 | 0.11147833104576177915912620213611880004 | 0.024052826244829482975851514310571625160
f(z) = 53/25*z^3 - 103/25*z + 1
*
0 | 0.098588566116774776416579685479757344419 | 0.021183800182878187348337671988991839348
f(z) = 53/26*z^3 - 105/26*z + 1
*
0 | 0.097806231337937796526481974249428270520 | 0.020930839712471632221324043343127684630
f(z) = 53/27*z^3 - 107/27*z + 1
*
0 | 0.085643633349797148582637714202458829755 | 0.018255656050197383337533513717063996573
f(z) = 53/28*z^3 - 109/28*z + 1
*
0 | 0.11125927178969958415566753995443861686 | 0.023624282472739347086844481129403908342
f(z) = 53/29*z^3 - 111/29*z + 1
*
0 | 0.078023738269103958697807375765218206334 | 0.016504619731062447073884321211729633213
f(z) = 53/30*z^3 - 113/30*z + 1
*
0 | 0.11114807881637213123546446951494042246 | 0.023424587709479487041010850951955265117
f(z) = 53/31*z^3 - 115/31*z + 1
*
0 | 0.085419935429269347027131880057292403498 | 0.017937172518016612598619982421875898620
f(z) = 53/32*z^3 - 117/32*z + 1
*
0 | 0.090691064295596850540011228093340093901 | 0.018976505718321770205209320752085190893
f(z) = 53/33*z^3 - 119/33*z + 1
*
0 | 0.11184955746253048238486498184945075987 | 0.024082718249062231732334635047057314024
f(z) = 54/25*z^3 - 104/25*z + 1
*
0 | 0.11163508798976157591560405098265246118 | 0.023659026108682929559522083828038226464
f(z) = 54/29*z^3 - 112/29*z + 1
*
0 | 0.11152626217853740099254128247779884698 | 0.023461480206517434088866102979706758375
f(z) = 54/31*z^3 - 116/31*z + 1
*
0 | 0.11231702872358006827491006503654461123 | 0.024336748805089394189686615101155649139
f(z) = 55/23*z^3 - 101/23*z + 1
*
0 | 0.063397154202698643881725029640141826833 | 0.013678718726316499946313673439594309357
f(z) = 55/24*z^3 - 103/24*z + 1
*
0 | 0.099325915639640461632116311932336638419 | 0.021256056910776663326187424039381812838
f(z) = 55/26*z^3 - 107/26*z + 1
*
0 | 0.098545816870639446483069005897129600068 | 0.021005864272809876650706604576172515203
f(z) = 55/27*z^3 - 109/27*z + 1
*
0 | 0.086385477603607412425140827745915577582 | 0.018342695324373473007787250610701022370
f(z) = 55/28*z^3 - 111/28*z + 1
*
0 | 0.11200339792547814221880482407010890601 | 0.023692449661552402205684885278486575598
f(z) = 55/29*z^3 - 113/29*z + 1
*
0 | 0.11189684005726811233564995232667980460 | 0.023497008212914054024821043655370347124
f(z) = 55/31*z^3 - 117/31*z + 1
*
0 | 0.086171050853951881163283700918637132050 | 0.018030722783823432313574557369726903717
f(z) = 55/32*z^3 - 119/32*z + 1
*
[ 4/3 ] 
f(z) = 55/32*z^3 - 101/36*z + 1
*
0 | 0.11267185365470495456426781819775188259 | 0.024361625074006602396876088148728485959
f(z) = 56/23*z^3 - 102/23*z + 1
*
0 | 0.11257034287886361791252986419406437854 | 0.024138911349993164308461964501514878703
f(z) = 56/25*z^3 - 106/25*z + 1
*
0 | 0.098904783735238135900039252829196542863 | 0.021041420458856564730398178778718536555
f(z) = 56/27*z^3 - 110/27*z + 1
*
0 | 0.11236449683055331607710091730782386472 | 0.023724617550314703819981395786886075117
f(z) = 56/29*z^3 - 114/29*z + 1
*
0 | 0.11226011382490695838166250939199690052 | 0.023531237686347906075956778258794551571
f(z) = 56/31*z^3 - 118/31*z + 1
*
[ 3/2 ] 
f(z) = 56/33*z^3 - 115/33*z + 1
*
[ 3/2 ] 
f(z) = 56/39*z^3 - 113/39*z + 1
*
0 | 0.10023402623508127904351095353955600973 | 0.021718615119434573139144906000799199945
f(z) = 57/22*z^3 - 101/22*z + 1
*
0 | 0.11301999267628411774366623239774858581 | 0.024385458775110658988610904150130903791
f(z) = 57/23*z^3 - 103/23*z + 1
*
0 | 0.11292045308937179626130520922133564458 | 0.024165330486019184868322090892428504326
f(z) = 57/25*z^3 - 107/25*z + 1
*
0 | 0.10003494175399273889351854162544970942 | 0.021323283684189302840093270133464292673
f(z) = 57/26*z^3 - 109/26*z + 1
*
0 | 0.087098642643754383629527321641296775305 | 0.018424264304907093771857397627627997250
f(z) = 57/28*z^3 - 113/28*z + 1
*
0 | 0.11271866278267204151119480288993828501 | 0.023755590118747178388884605065651588082
f(z) = 57/29*z^3 - 115/29*z + 1
*
0 | 0.11261636719962104572969257854732701375 | 0.023564230420482449247840608588359653761
f(z) = 57/31*z^3 - 119/31*z + 1
*
0 | 0.11336169366055259997291351220626902864 | 0.024408301566844908536034114522752675364
f(z) = 58/23*z^3 - 104/23*z + 1
*
0 | 0.11326404993161880981748222736917245064 | 0.024190703856283404422938899327283109646
f(z) = 58/25*z^3 - 108/25*z + 1
*
0 | 0.099602430283714515133262458830809795375 | 0.021108923197935716342722041157573138364
f(z) = 58/27*z^3 - 112/27*z + 1
*
0 | 0.11296586760472620285542292482525346469 | 0.023596044374393202007603112597031730804
f(z) = 58/31*z^3 - 120/31*z + 1
*
0 | 0.093448562194628265817197968913053470288 | 0.020248347113281353895497331800176987495
f(z) = 59/21*z^3 - 101/21*z + 1
*
0 | 0.10090938899877270517307974044283470842 | 0.021772446513063078940169161937958103832
f(z) = 59/22*z^3 - 103/22*z + 1
*
0 | 0.11369719091482861568547885098220117484 | 0.024430201884074987430439244741717301372
f(z) = 59/23*z^3 - 105/23*z + 1
*
0 | 0.064780136417707967905948671537391619393 | 0.013863152003334109801067753505646564063
f(z) = 59/24*z^3 - 107/24*z + 1
*
0 | 0.11360137196210442699259053924719517488 | 0.024215081638355399536972340945781646545
f(z) = 59/25*z^3 - 109/25*z + 1
*
0 | 0.10071774637751953399293992899078081526 | 0.021385943410969958410972914803210861461
f(z) = 59/26*z^3 - 111/26*z + 1
*
0 | 0.099941610192397614070201956355135136414 | 0.021140979759858161171003224872936548983
f(z) = 59/27*z^3 - 113/27*z + 1
*
0 | 0.087785271168579897864999846765977794535 | 0.018500848651519312813707115927929297386
f(z) = 59/28*z^3 - 115/28*z + 1
*
0 | 0.11340723009329484806075601294955484554 | 0.023814172192371028688908849183349335110
f(z) = 59/29*z^3 - 117/29*z + 1
*
0 | 0.080179113373799960321029933580115987952 | 0.016776949473971008235268455364447306255
f(z) = 59/30*z^3 - 119/30*z + 1
*
[ 4/3 ] 
f(z) = 59/32*z^3 - 109/36*z + 1
*
[ 6/5 ] 
f(z) = 41/27*z^3 - 101/50*z + 1
*
[ 3/2 ] 
f(z) = 41/36*z^3 - 107/48*z + 1
*
[ 3/2 ] 
f(z) = 43/36*z^3 - 113/48*z + 1
*
0 | 0.13378608165695122227303731163799891755 | 0.028517621164640927609941208932656270674
f(z) = 44/21*z^3 - 109/42*z + 1
*
[ 6/5 ] 
f(z) = 44/27*z^3 - 109/50*z + 1
*
3/4 | 0.13321874193948224756522731219904256437 | 0.016798138290265822656722590547853492826
f(z) = 44/27*z^3 - 103/44*z + 1
*
8/15 | 0.090074239901623918751955170165119111422 | 0.015008834038853297705303017006337054093
f(z) = 45/32*z^3 - 101/40*z + 1
*
0 | 0.11063178269572554006550841794246184258 | 0.023402307349909731298829506157656663958
f(z) = 46/21*z^3 - 113/42*z + 1
*
1/2 | 0.10876517654991464653647219753502288290 | 0.023276088297473315424566437071202020176
f(z) = 46/21*z^3 - 107/42*z + 1
*
[ 5/4 ] 
f(z) = 46/25*z^3 - 107/40*z + 1
*
0 | 0.14241335622596053121177863697056114629 | 0.029799053410364983238729455934961385114
f(z) = 46/27*z^3 - 119/54*z + 1
*
[ 6/5 ] 
f(z) = 47/27*z^3 - 117/50*z + 1
*
4/7 | 0.10858576251107587205829822565288911371 | 0.023145962575574377441774255252022204809
f(z) = 49/22*z^3 - 109/44*z + 1
*
3/28 | 0.095263506435139195666018914222025579546 | 0.013757233038704098045033395234640244275
f(z) = 49/27*z^3 - 113/48*z + 1
*
[ 10/7 ] 
f(z) = 49/32*z^3 - 113/40*z + 1
*
[ 3/10 ] 
f(z) = 50/21*z^3 - 107/42*z + 1
*
[ 2/5 ] 
f(z) = 50/29*z^3 - 103/58*z + 1
*
[ -15/11 ] 
f(z) = 55/27*z^3 - 113/55*z + 1
*
[ 12/11 ] 
f(z) = 55/27*z^3 - 103/44*z + 1
*
[ -8/5 ] 
f(z) = 55/32*z^3 - 111/40*z + 1
*
6/7 | 0.19528151363271313640358385388093690730 | 0.028201075015281432016803113962233047722
f(z) = 56/27*z^3 - 113/42*z + 1
*
1/2 | 0.11788149399480151454498838415227213925 | 0.024798413253071238529388812004427896533
f(z) = 58/21*z^3 - 113/42*z + 1
*
[ 21/20 ] 
f(z) = 40/27*z^3 - 111/70*z + 1
*
0 | 0.13321743766077480883673361820079730633 | 0.028179925736886328904678361604688150758
f(z) = 40/33*z^3 - 113/66*z + 1
*
[ 21/22 ] 
f(z) = 44/27*z^3 - 118/77*z + 1
*
[ 14/15 ] 
f(z) = 45/28*z^3 - 103/70*z + 1
*
[ 1/2 ] 
f(z) = 46/39*z^3 - 101/78*z + 1
*
[ 3/4 ] 
f(z) = 48/23*z^3 - 104/69*z + 1
*
5/24 | 0.17882877261002837007298148378166734100 | 0.028134950217386579745053064155650034671
f(z) = 48/25*z^3 - 113/60*z + 1
*
[ 3/4 ] 
f(z) = 48/25*z^3 - 106/75*z + 1
*
[ 3/7 ] 
f(z) = 49/20*z^3 - 107/60*z + 1
*
[ 6/7 ] 
f(z) = 49/22*z^3 - 119/66*z + 1
*
[ 3/7 ] 
f(z) = 49/22*z^3 - 115/66*z + 1
*
[ 3/7 ] 
f(z) = 49/23*z^3 - 119/69*z + 1
*
[ -9/7 ] 
f(z) = 49/24*z^3 - 115/72*z + 1
*
2/21 | 0.11132949214775884853496029440294780514 | 0.018283572288435287237084991860363889167
f(z) = 49/32*z^3 - 109/72*z + 1
*
[ 8/7 ] 
f(z) = 49/36*z^3 - 119/72*z + 1
*
[ 9/20 ] 
f(z) = 50/27*z^3 - 115/72*z + 1
*
[ 2/5 ] 
f(z) = 50/31*z^3 - 109/62*z + 1
*
[ 1/2 ] 
f(z) = 50/39*z^3 - 103/78*z + 1
*
0 | 0.13107455802768576551479862167456500609 | 0.026056291733623871233378442805510144487
f(z) = 51/20*z^3 - 113/60*z + 1
*
[ 2/3 ] 
f(z) = 51/22*z^3 - 101/66*z + 1
*
[ 2/3 ] 
f(z) = 51/26*z^3 - 107/78*z + 1
*
[ 3/5 ] 
f(z) = 53/27*z^3 - 103/75*z + 1
*
[ 1/2 ] 
f(z) = 54/37*z^3 - 101/74*z + 1
*
[ 4/5 ] 
f(z) = 55/24*z^3 - 103/60*z + 1
*
[ 3/5 ] 
f(z) = 56/27*z^3 - 106/75*z + 1
*
[ -9/7 ] 
f(z) = 56/27*z^3 - 104/63*z + 1
*
[ 2/3 ] 
f(z) = 57/22*z^3 - 109/66*z + 1
*
[ 5/6 ] 
f(z) = 57/25*z^3 - 107/60*z + 1
*
[ 2/3 ] 
f(z) = 57/26*z^3 - 115/78*z + 1
*
[ 1/2 ] 
f(z) = 58/37*z^3 - 103/74*z + 1
*
[ 1/2 ] 
f(z) = 58/39*z^3 - 107/78*z + 1
*
[ 3/5 ] 
f(z) = 59/27*z^3 - 109/75*z + 1
*
[ -3/2 ] 
f(z) = 40/31*z^3 - 115/93*z + 1
*
[ 5/8 ] 
f(z) = 44/25*z^3 - 103/80*z + 1
*
0 | 0.10274475666648387849750575958560556967 | 0.020945769871671118881051237187255618635
f(z) = 45/28*z^3 - 107/84*z + 1
*
[ 3/4 ] 
f(z) = 48/29*z^3 - 110/87*z + 1
*
[ 3/4 ] 
f(z) = 48/31*z^3 - 112/93*z + 1
*
[ 15/28 ] 
f(z) = 49/27*z^3 - 111/80*z + 1
*
[ 3/5 ] 
f(z) = 50/29*z^3 - 112/87*z + 1
*
[ 3/5 ] 
f(z) = 50/31*z^3 - 116/93*z + 1
*
[ 5/8 ] 
f(z) = 52/25*z^3 - 113/80*z + 1
*
[ 8/11 ] 
f(z) = 55/32*z^3 - 113/88*z + 1
*
[ 4/5 ] 
f(z) = 41/32*z^3 - 107/100*z + 1
*
[ 4/5 ] 
f(z) = 43/32*z^3 - 111/100*z + 1
*
[ -3/2 ] 
f(z) = 44/37*z^3 - 112/111*z + 1
*
[ 4/5 ] 
f(z) = 47/32*z^3 - 119/100*z + 1
*
[ 3/4 ] 
f(z) = 48/35*z^3 - 116/105*z + 1
*
[ 3/4 ] 
f(z) = 48/37*z^3 - 118/111*z + 1
*
12/5 | 0.18407095537152840540380599803759172937 | 0.023715151133584600766567703669361024235
f(z) = 40/27*z^3 - 87/10*z + 1
*
-2 | 0.080686139603924939456924201125666958746 | 0.015639712103145992508444118911504547192
f(z) = 41/20*z^3 - 87/10*z + 1
*
-2 | 0.079383128585368931686578190164660261679 | 0.015319653515997264769214141862679935407
f(z) = 41/28*z^3 - 89/14*z + 1
*
-2 | 0.063423966668104018861818513924664892229 | 0.012187525974093367557577665086575165518
f(z) = 41/36*z^3 - 91/18*z + 1
*
[ 5/2 ] 
f(z) = 42/25*z^3 - 99/10*z + 1
*
[ -5/2 ] 
f(z) = 42/25*z^3 - 91/10*z + 1
*
-2 | 0.081684454653765353054396616123400768545 | 0.015696454590770194050924173899363345566
f(z) = 43/20*z^3 - 91/10*z + 1
*
[ 2 ] 
f(z) = 43/20*z^3 - 81/10*z + 1
*
-2 | 0.080524073809062231084033674952689456376 | 0.015409103968647819473514396929005433410
f(z) = 43/28*z^3 - 93/14*z + 1
*
[ 4 ] 
f(z) = 43/32*z^3 - 83/4*z + 1
*
[ -4 ] 
f(z) = 43/32*z^3 - 81/4*z + 1
*
-2 | 0.064978928463778512772271350691539692929 | 0.012383958520133707330471066469899990885
f(z) = 43/36*z^3 - 95/18*z + 1
*
-2 | 0.081583005820943406002748713645752220907 | 0.015486940490335751084204204960288546266
f(z) = 45/28*z^3 - 97/14*z + 1
*
[ 2 ] 
f(z) = 45/28*z^3 - 83/14*z + 1
*
[ 4 ] 
f(z) = 45/32*z^3 - 87/4*z + 1
*
[ -4 ] 
f(z) = 45/32*z^3 - 85/4*z + 1
*
-8/3 | 0.14425740828566085711779483419667027573 | 0.024748456710564498953400915661828668385
f(z) = 45/32*z^3 - 85/8*z + 1
*
-2 | 0.083521699633620687861546895477587834717 | 0.015793775002063644771905301197062372158
f(z) = 47/20*z^3 - 99/10*z + 1
*
[ 2 ] 
f(z) = 47/20*z^3 - 89/10*z + 1
*
[ 2 ] 
f(z) = 47/28*z^3 - 87/14*z + 1
*
[ 4 ] 
f(z) = 47/32*z^3 - 91/4*z + 1
*
[ -4 ] 
f(z) = 47/32*z^3 - 89/4*z + 1
*
[ 2 ] 
f(z) = 47/36*z^3 - 85/18*z + 1
*
[ 2 ] 
f(z) = 49/20*z^3 - 93/10*z + 1
*
[ -2 ] 
f(z) = 49/20*z^3 - 83/10*z + 1
*
[ 4 ] 
f(z) = 49/32*z^3 - 95/4*z + 1
*
[ -4 ] 
f(z) = 49/32*z^3 - 93/4*z + 1
*
[ 2 ] 
f(z) = 49/36*z^3 - 89/18*z + 1
*
2/7 | 0.11001860220004489469046106903952993267 | 0.021521687209549234305694867223095731781
f(z) = 49/36*z^3 - 83/18*z + 1
*
9/10 | 0.10926062904423420629514374128355865220 | 0.019802729827425014585772341928635418291
f(z) = 50/27*z^3 - 83/18*z + 1
*
[ 2 ] 
f(z) = 51/20*z^3 - 97/10*z + 1
*
[ -2 ] 
f(z) = 51/20*z^3 - 87/10*z + 1
*
[ 2 ] 
f(z) = 51/28*z^3 - 95/14*z + 1
*
[ -2 ] 
f(z) = 51/28*z^3 - 81/14*z + 1
*
[ 4 ] 
f(z) = 51/32*z^3 - 99/4*z + 1
*
[ -4 ] 
f(z) = 51/32*z^3 - 97/4*z + 1
*
[ 3/26 ] 
f(z) = 52/27*z^3 - 100/13*z + 1
*
[ -2 ] 
f(z) = 53/20*z^3 - 91/10*z + 1
*
[ 2 ] 
f(z) = 53/28*z^3 - 99/14*z + 1
*
[ -2 ] 
f(z) = 53/28*z^3 - 85/14*z + 1
*
[ 2 ] 
f(z) = 53/36*z^3 - 97/18*z + 1
*
[ -2 ] 
f(z) = 55/28*z^3 - 89/14*z + 1
*
[ -2 ] 
f(z) = 55/36*z^3 - 83/18*z + 1
*
3/7 | 0.19885752950367409542126026550698725114 | 0.025620209102040321799192822207505881756
f(z) = 56/27*z^3 - 87/14*z + 1
*
[ -2 ] 
f(z) = 57/20*z^3 - 99/10*z + 1
*
[ 5/3 ] 
f(z) = 57/25*z^3 - 89/15*z + 1
*
[ -2 ] 
f(z) = 57/28*z^3 - 93/14*z + 1
*
[ -2 ] 
f(z) = 59/28*z^3 - 97/14*z + 1
*
[ -2 ] 
f(z) = 59/36*z^3 - 91/18*z + 1
*
-3/2 | 0.12712525035931846533212334047396233815 | 0.027788695495011906601567610202379311939
f(z) = 40/21*z^3 - 97/21*z + 1
*
[ 3/2 ] 
f(z) = 40/21*z^3 - 83/21*z + 1
*
0 | 0.085769093797099769467781069845733220212 | 0.019463253496429640854929174153293810095
f(z) = 40/21*z^3 - 82/21*z + 1
*
0 | 0.10596603512547618657169180844039046369 | 0.023789351857364783690051763750885236239
f(z) = 40/23*z^3 - 86/23*z + 1
*
0 | 0.092103440314136299884146594658305816244 | 0.020272389252303346536400822486322597507
f(z) = 40/27*z^3 - 94/27*z + 1
*
0 | 0.10551361904056064279450634269633021228 | 0.023012948190235517729506965733588349269
f(z) = 40/29*z^3 - 98/29*z + 1
*
0 | 0.081007059671746503017261015124084649099 | 0.018433950836731151280907283628323978813
f(z) = 41/20*z^3 - 81/20*z + 1
*
0 | 0.086262585835414222905636343512804541622 | 0.019521542751103672585370875913035905987
f(z) = 41/21*z^3 - 83/21*z + 1
*
0 | 0.093700779863765205496221207793347697299 | 0.021091185072624536973743613888161795498
f(z) = 41/22*z^3 - 85/22*z + 1
*
0 | 0.10646465157213777337794598435810997509 | 0.023839418264657830634194350531410855098
f(z) = 41/23*z^3 - 87/23*z + 1
*
0 | 0.054671973274789358671539876536578661589 | 0.012180085168728407878167739582683664342
f(z) = 41/24*z^3 - 89/24*z + 1
*
0 | 0.10632015713849683031130647891312962119 | 0.023569822333170836437994923777200291139
f(z) = 41/25*z^3 - 91/25*z + 1
*
0 | 0.093411774019700996151133600496666531745 | 0.020608874479380912681842144752575175714
f(z) = 41/26*z^3 - 93/26*z + 1
*
0 | 0.092610591948965976729859868397822579397 | 0.020336648124981775905394750731174419576
f(z) = 41/27*z^3 - 95/27*z + 1
*
0 | 0.080428912074199752584928001818062134696 | 0.017581200747355645980335744271386736897
f(z) = 41/28*z^3 - 97/28*z + 1
*
0 | 0.10602522836153265757805050564482550266 | 0.023073441350703225900500817475551001057
f(z) = 41/29*z^3 - 99/29*z + 1
*
0 | 0.10695013442086128816073751241198140852 | 0.023886997751659067217933178509671265928
f(z) = 42/23*z^3 - 88/23*z + 1
*
0 | 0.10680961370042176507517936651333201676 | 0.023621098572044842221100727275502365287
f(z) = 42/25*z^3 - 92/25*z + 1
*
0 | 0.10652297348514027453650232734985492064 | 0.023131169790261413614656746351618114234
f(z) = 42/29*z^3 - 100/29*z + 1
*
0 | 0.081954346782851652426726702061922537984 | 0.018546572292798134741748556604110304633
f(z) = 43/20*z^3 - 83/20*z + 1
*
0 | 0.087214598604840234939474673498389386247 | 0.019631205235258450811896052877673287030
f(z) = 43/21*z^3 - 85/21*z + 1
*
0 | 0.094655499359662269828331111208759958260 | 0.021195129152853807856085436622103381624
f(z) = 43/22*z^3 - 87/22*z + 1
*
0 | 0.10742316094644499452990639139001520775 | 0.023932248482149934207691964672196705341
f(z) = 43/23*z^3 - 89/23*z + 1
*
0 | 0.058485747256824308861579710348761310647 | 0.012965543966139890442651608480271706160
f(z) = 43/24*z^3 - 91/24*z + 1
*
0 | 0.10728640002874405511331988915480990028 | 0.023669949262185229400484000648816477578
f(z) = 43/25*z^3 - 93/25*z + 1
*
0 | 0.094381963236585156869787560966190702894 | 0.020725629059202112342909507683977860189
f(z) = 43/26*z^3 - 95/26*z + 1
*
0 | 0.093584782410181339218516154642517108027 | 0.020456982495711152145671725932253759061
f(z) = 43/27*z^3 - 97/27*z + 1
*
0 | 0.081407160163919758795607522959274354858 | 0.017716003677583156651838831418051193211
f(z) = 43/28*z^3 - 99/28*z + 1
*
[ 3/2 ] 
f(z) = 44/21*z^3 - 92/21*z + 1
*
0 | 0.087672321526697880624132214777505031800 | 0.019682417129988473103492841689697608090
f(z) = 44/21*z^3 - 86/21*z + 1
*
0 | 0.10788435711314873515406444486891114661 | 0.023975315628234232835085939330841935683
f(z) = 44/23*z^3 - 90/23*z + 1
*
0 | 0.10775115898873216086929919202363687985 | 0.023716523834030324433587518688844299001
f(z) = 44/25*z^3 - 94/25*z + 1
*
0 | 0.094053198246894701506133131033916165883 | 0.020513383940983976213661290904606121838
f(z) = 44/27*z^3 - 98/27*z + 1
*
[ 3/11 ] 
f(z) = 44/27*z^3 - 92/33*z + 1
*
[ 3/2 ] 
f(z) = 44/39*z^3 - 86/39*z + 1
*
0 | 0.095563234267888499275005089641121753505 | 0.021290036972540783476450231775718893187
f(z) = 45/22*z^3 - 89/22*z + 1
*
0 | 0.10833430265340459932394048828047189516 | 0.024016332695995909561261029254331248134
f(z) = 45/23*z^3 - 91/23*z + 1
*
0 | 0.095303587767312187407440007782516001191 | 0.020832701391441949885014354607241248054
f(z) = 45/26*z^3 - 97/26*z + 1
*
1/3 | 0.12681166853334360295289570059807617280 | 0.028251713457668907024309844147293233860
f(z) = 45/28*z^3 - 89/28*z + 1
*
4/3 | 0.11242163745273929598432359468970631692 | 0.017002561971483161232893119152998346870
f(z) = 45/32*z^3 - 93/20*z + 1
*
[ 1/3 ] 
f(z) = 45/38*z^3 - 81/38*z + 1
*
0 | 0.088555065206055478295426361174270196388 | 0.019778513182143921075798808900230796546
f(z) = 46/21*z^3 - 88/21*z + 1
*
0 | 0.10864693107858522485344717024119246394 | 0.023803383642308356791858038808912322955
f(z) = 46/25*z^3 - 96/25*z + 1
*
0 | 0.094955730670537145722185012542209003783 | 0.020619374927652824483374372204684584200
f(z) = 46/27*z^3 - 100/27*z + 1
*
0 | 0.083714515659032605742632137492142706499 | 0.018745239139459222837750589462211078513
f(z) = 47/20*z^3 - 87/20*z + 1
*
0 | 0.088981099435372873919099070173227986894 | 0.019823637315642665127626745041258903637
f(z) = 47/21*z^3 - 89/21*z + 1
*
0 | 0.096428408274857209327038316914415318294 | 0.021376947815720451074636688759240820576
f(z) = 47/22*z^3 - 91/22*z + 1
*
0 | 0.10920255587371568048887364257564917934 | 0.024092699131849664905027388370143048025
f(z) = 47/23*z^3 - 93/23*z + 1
*
0 | 0.060271707977895400973261864100061269579 | 0.013235251943034375657460257456979314798
f(z) = 47/24*z^3 - 95/24*z + 1
*
0 | 0.10907900823913511876580706283960220151 | 0.023843912490143875228266779394246670765
f(z) = 47/25*z^3 - 97/25*z + 1
*
0 | 0.096181302607480609587868653649882557964 | 0.020931184766522136079042129322900762180
f(z) = 47/26*z^3 - 99/26*z + 1
*
[ 4/3 ] 
f(z) = 47/32*z^3 - 85/36*z + 1
*
0 | 0.10962182945770908007063424783255307142 | 0.024128266976094784680782700559433628857
f(z) = 48/23*z^3 - 94/23*z + 1
*
0 | 0.10950119385475751765071613935934434177 | 0.023882654427574650776052187816744622198
f(z) = 48/25*z^3 - 98/25*z + 1
*
[ 1/4 ] 
f(z) = 48/29*z^3 - 90/29*z + 1
*
[ 1/4 ] 
f(z) = 48/31*z^3 - 96/31*z + 1
*
[ -7/4 ] 
f(z) = 48/35*z^3 - 92/35*z + 1
*
-5/4 | 0.10978459363675200081770063605406451654 | 0.024912999325951536659030518274775929036
f(z) = 48/35*z^3 - 82/35*z + 1
*
0 | 0.084535452210685365937590253556370303403 | 0.018833214644145931085339057374756667598
f(z) = 49/20*z^3 - 89/20*z + 1
*
0 | 0.097254846326479336054730111085154405542 | 0.021456748268491006069772028736714870565
f(z) = 49/22*z^3 - 93/22*z + 1
*
[ -11/7 ] 
f(z) = 49/22*z^3 - 85/22*z + 1
*
0 | 0.11003179079088641677040225575073640651 | 0.024162223399986070234709491951999520416
f(z) = 49/23*z^3 - 95/23*z + 1
*
8/7 | 0.078823982045594872524818597957753065660 | 0.017742554500635195953827761168102155920
f(z) = 49/24*z^3 - 85/24*z + 1
*
0 | 0.10991393252227593697093387076701749126 | 0.023919709628260639382830201655616986905
f(z) = 49/25*z^3 - 99/25*z + 1
*
[ 4/3 ] 
f(z) = 49/32*z^3 - 89/36*z + 1
*
[ 2/7 ] 
f(z) = 49/34*z^3 - 89/34*z + 1
*
-9/7 | 0.12688605865622022335662108308443392479 | 0.028268286447046761138016918978772188592
f(z) = 49/36*z^3 - 89/36*z + 1
*
[ 2/7 ] 
f(z) = 49/38*z^3 - 99/38*z + 1
*
-7/5 | 0.12536283642446603668633090303152549757 | 0.028370074313899436472485050556090875849
f(z) = 50/21*z^3 - 83/21*z + 1
*
0 | 0.11043284586203046242580272941677962008 | 0.024194658520676238302378772851775616370
f(z) = 50/23*z^3 - 96/23*z + 1
*
[ 1/5 ] 
f(z) = 50/23*z^3 - 94/23*z + 1
*
-33/20 | 0.16951476852351999656447697736600469023 | 0.025354216886285894519714337973240655587
f(z) = 50/27*z^3 - 89/24*z + 1
*
0 | 0.085321460785545564737168002795327477334 | 0.018914679267284081088240828126565702342
f(z) = 51/20*z^3 - 91/20*z + 1
*
0 | 0.098045878357342589637150454492243627713 | 0.021530199584047742236084778585498239866
f(z) = 51/22*z^3 - 95/22*z + 1
*
0 | 0.11082537459118323429812432509037816298 | 0.024225656027660083403697776596779480929
f(z) = 51/23*z^3 - 97/23*z + 1
*
0 | 0.090975261568296192898515084378014390667 | 0.020024071940769265157480092429051624630
f(z) = 52/21*z^3 - 94/21*z + 1
*
[ -3/2 ] 
f(z) = 52/21*z^3 - 82/21*z + 1
*
0 | 0.11120973302185557492271893058421530091 | 0.024255293748365090591540775488919270908
f(z) = 52/23*z^3 - 98/23*z + 1
*
0 | 0.086075398566633725137725918969113194386 | 0.018990294354631467055220894658518122349
f(z) = 53/20*z^3 - 93/20*z + 1
*
0 | 0.091349507636253481340765715928573735794 | 0.020059722695785716779711179916622454820
f(z) = 53/21*z^3 - 95/21*z + 1
*
0 | 0.098804421422064565327653298311811533989 | 0.021597959277940754672602936631571746653
f(z) = 53/22*z^3 - 97/22*z + 1
*
0 | 0.11158625528681717482680873560584882157 | 0.024283644154253961610245521049552542712
f(z) = 53/23*z^3 - 99/23*z + 1
*
[ 4/3 ] 
f(z) = 53/32*z^3 - 97/36*z + 1
*
0 | 0.11195525537504818276741522874093261029 | 0.024310774814726399958814443087312448191
f(z) = 54/23*z^3 - 100/23*z + 1
*
[ -5/3 ] 
f(z) = 54/35*z^3 - 94/35*z + 1
*
0 | 0.092076002834495799057585421481372305228 | 0.020127173774947083776517190325099788649
f(z) = 55/21*z^3 - 97/21*z + 1
*
[ 6/5 ] 
f(z) = 55/27*z^3 - 83/30*z + 1
*
[ 15/14 ] 
f(z) = 56/27*z^3 - 81/35*z + 1
*
0 | 0.087496854077745521468105862633129767147 | 0.019126203707489762879933867976203168874
f(z) = 57/20*z^3 - 97/20*z + 1
*
2/3 | 0.098020981094720907831565259103208824911 | 0.019064059718717653600249300676106044483
f(z) = 57/20*z^3 - 83/30*z + 1
*
0 | 0.093114857751125439649276776086643338316 | 0.020219634452260007711779210413926619764
f(z) = 58/21*z^3 - 100/21*z + 1
*
0 | 0.088168594148779417360153449048935019773 | 0.019187441682548711104371711626341085295
f(z) = 59/20*z^3 - 99/20*z + 1
*
[ 5/4 ] 
f(z) = 42/25*z^3 - 97/40*z + 1
*
[ 5/11 ] 
f(z) = 44/25*z^3 - 86/55*z + 1
*
[ 3/8 ] 
f(z) = 44/27*z^3 - 91/48*z + 1
*
[ -4/3 ] 
f(z) = 45/22*z^3 - 83/44*z + 1
*
[ 1/2 ] 
f(z) = 46/29*z^3 - 81/58*z + 1
*
[ 3/7 ] 
f(z) = 47/27*z^3 - 81/49*z + 1
*
[ 2/5 ] 
f(z) = 50/23*z^3 - 85/46*z + 1
*
[ 2/5 ] 
f(z) = 50/27*z^3 - 97/54*z + 1
*
[ 3/7 ] 
f(z) = 50/27*z^3 - 82/49*z + 1
*
[ 1/2 ] 
f(z) = 50/29*z^3 - 83/58*z + 1
*
[ 3/7 ] 
f(z) = 53/27*z^3 - 83/49*z + 1
*
[ 1/2 ] 
f(z) = 54/29*z^3 - 85/58*z + 1
*
[ 4/11 ] 
f(z) = 55/32*z^3 - 87/44*z + 1
*
[ -3/2 ] 
f(z) = 55/36*z^3 - 85/48*z + 1
*
5/8 | 0.18215430183692995737396682910346339752 | 0.029358144255799139656237449434376796227
f(z) = 56/25*z^3 - 99/40*z + 1
*
3/14 | 0.16914078756843277472539117924166181981 | 0.025053806159881489403849705281652967230
f(z) = 56/27*z^3 - 95/42*z + 1
*
[ 1/2 ] 
f(z) = 58/27*z^3 - 83/54*z + 1
*
[ 3/7 ] 
f(z) = 59/27*z^3 - 85/49*z + 1
*
[ -3/2 ] 
f(z) = 59/36*z^3 - 97/48*z + 1
*
[ 3/5 ] 
f(z) = 41/27*z^3 - 91/75*z + 1
*
[ 1/2 ] 
f(z) = 42/31*z^3 - 83/62*z + 1
*
[ 1/2 ] 
f(z) = 42/37*z^3 - 95/74*z + 1
*
[ 3/5 ] 
f(z) = 44/27*z^3 - 94/75*z + 1
*
-14/15 | 0.089542145501684212088428025185221548135 | 0.016532585966323564967587342753033105946
f(z) = 45/28*z^3 - 93/70*z + 1
*
[ 1/2 ] 
f(z) = 46/31*z^3 - 85/62*z + 1
*
[ -3/2 ] 
f(z) = 46/33*z^3 - 97/66*z + 1
*
[ 1/2 ] 
f(z) = 46/33*z^3 - 89/66*z + 1
*
[ 1/2 ] 
f(z) = 46/35*z^3 - 93/70*z + 1
*
[ 1/2 ] 
f(z) = 46/37*z^3 - 97/74*z + 1
*
[ 3/5 ] 
f(z) = 47/27*z^3 - 97/75*z + 1
*
[ 2/3 ] 
f(z) = 47/32*z^3 - 83/72*z + 1
*
[ 6/7 ] 
f(z) = 49/33*z^3 - 83/66*z + 1
*
[ 4/7 ] 
f(z) = 49/34*z^3 - 83/68*z + 1
*
[ 4/7 ] 
f(z) = 49/38*z^3 - 89/76*z + 1
*
[ 6/7 ] 
f(z) = 49/39*z^3 - 85/78*z + 1
*
[ 3/5 ] 
f(z) = 50/23*z^3 - 100/69*z + 1
*
[ 1/2 ] 
f(z) = 50/31*z^3 - 87/62*z + 1
*
-7/5 | 0.13321743766077480883673361820079730633 | 0.028927799034682471851859309467011669011
f(z) = 50/33*z^3 - 97/66*z + 1
*
-6/5 | 0.11475924741077405115337361740639788461 | 0.024919653948934605158785796230670415700
f(z) = 50/33*z^3 - 89/66*z + 1
*
[ 1/2 ] 
f(z) = 50/37*z^3 - 99/74*z + 1
*
[ -3/2 ] 
f(z) = 50/39*z^3 - 95/78*z + 1
*
[ 5/6 ] 
f(z) = 51/25*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 53/32*z^3 - 89/72*z + 1
*
[ 1/2 ] 
f(z) = 54/31*z^3 - 89/62*z + 1
*
[ 1/2 ] 
f(z) = 54/35*z^3 - 97/70*z + 1
*
[ 5/6 ] 
f(z) = 54/35*z^3 - 89/70*z + 1
*
[ 2/3 ] 
f(z) = 54/35*z^3 - 83/70*z + 1
*
[ 2/3 ] 
f(z) = 54/37*z^3 - 85/74*z + 1
*
[ 6/11 ] 
f(z) = 55/27*z^3 - 95/66*z + 1
*
[ 2/3 ] 
f(z) = 55/32*z^3 - 91/72*z + 1
*
[ 6/11 ] 
f(z) = 55/36*z^3 - 85/66*z + 1
*
[ 9/14 ] 
f(z) = 56/27*z^3 - 89/63*z + 1
*
[ 3/4 ] 
f(z) = 56/33*z^3 - 85/66*z + 1
*
[ 3/4 ] 
f(z) = 56/39*z^3 - 89/78*z + 1
*
[ 1/2 ] 
f(z) = 58/31*z^3 - 91/62*z + 1
*
[ 1/2 ] 
f(z) = 58/33*z^3 - 95/66*z + 1
*
[ 1/2 ] 
f(z) = 58/35*z^3 - 99/70*z + 1
*
[ 2/3 ] 
f(z) = 59/32*z^3 - 95/72*z + 1
*
3/8 | 0.22625241827844312113648474564695900164 | 0.029516505464334990864967936709395401844
f(z) = 40/27*z^3 - 79/8*z + 1
*
3/20 | 0.21814829623327470591266396344279859121 | 0.028554778877538083428361977941015280777
f(z) = 40/27*z^3 - 77/10*z + 1
*
39/20 | 0.22396599705159211985925362871870023376 | 0.029522442570615960311792586447470086817
f(z) = 40/27*z^3 - 73/10*z + 1
*
39/20 | 0.20218649533075008160063045065029412278 | 0.027179361128012062962619796586338621743
f(z) = 40/27*z^3 - 63/10*z + 1
*
[ 2 ] 
f(z) = 41/20*z^3 - 77/10*z + 1
*
[ -2 ] 
f(z) = 41/20*z^3 - 67/10*z + 1
*
[ 2 ] 
f(z) = 41/28*z^3 - 75/14*z + 1
*
[ -2 ] 
f(z) = 41/28*z^3 - 61/14*z + 1
*
[ 4 ] 
f(z) = 41/32*z^3 - 79/4*z + 1
*
[ -4 ] 
f(z) = 41/32*z^3 - 77/4*z + 1
*
[ 2 ] 
f(z) = 41/36*z^3 - 73/18*z + 1
*
[ 5/3 ] 
f(z) = 42/25*z^3 - 64/15*z + 1
*
[ -2 ] 
f(z) = 43/20*z^3 - 71/10*z + 1
*
[ 2 ] 
f(z) = 43/28*z^3 - 79/14*z + 1
*
[ -2 ] 
f(z) = 43/28*z^3 - 65/14*z + 1
*
[ 2 ] 
f(z) = 43/36*z^3 - 77/18*z + 1
*
[ 3/22 ] 
f(z) = 44/27*z^3 - 70/11*z + 1
*
[ -2 ] 
f(z) = 45/28*z^3 - 69/14*z + 1
*
[ 8/3 ] 
f(z) = 45/32*z^3 - 75/8*z + 1
*
[ -8/3 ] 
f(z) = 45/32*z^3 - 69/8*z + 1
*
[ -2 ] 
f(z) = 47/20*z^3 - 79/10*z + 1
*
[ -2 ] 
f(z) = 47/28*z^3 - 73/14*z + 1
*
0 | 0.14030735977414689149348624895066057809 | 0.029206233375677783423832821518794082361
f(z) = 47/30*z^3 - 61/15*z + 1
*
[ -2 ] 
f(z) = 47/36*z^3 - 67/18*z + 1
*
[ 5/3 ] 
f(z) = 48/25*z^3 - 74/15*z + 1
*
-12/7 | 0.088058774802032688867526951761430473878 | 0.017482549817887167900025075824915043736
f(z) = 49/24*z^3 - 77/12*z + 1
*
10/7 | 0.18885938105821803531329082618634559329 | 0.029648715351673290271492379345956692332
f(z) = 49/24*z^3 - 73/15*z + 1
*
[ 12/7 ] 
f(z) = 49/24*z^3 - 67/12*z + 1
*
-10/7 | 0.11479090427659989540358293337552618334 | 0.018266781283523677936922598679758866296
f(z) = 49/24*z^3 - 67/15*z + 1
*
4/7 | 0.050663993524223650719036324634013406030 | 0.010408553660977519461156424855926884641
f(z) = 49/24*z^3 - 65/12*z + 1
*
-12/7 | 0.13016306056596930428224427011978142437 | 0.017096743002007366358776566779862482848
f(z) = 49/27*z^3 - 75/16*z + 1
*
-18/7 | 0.14855610906997900375876956124899964174 | 0.025925571053997839389148663843820237277
f(z) = 49/32*z^3 - 77/8*z + 1
*
-15/7 | 0.15244036189751899710943790231552183423 | 0.027878325761404928537643715620284823828
f(z) = 49/36*z^3 - 79/12*z + 1
*
15/7 | 0.14623692420528315358747776942063143711 | 0.027276432562397495705621791020627415893
f(z) = 49/36*z^3 - 71/12*z + 1
*
[ -2 ] 
f(z) = 49/36*z^3 - 71/18*z + 1
*
2/7 | 0.099476200417531542841854471992641481893 | 0.020436671055963652149184851732149430301
f(z) = 49/36*z^3 - 65/18*z + 1
*
[ 5/3 ] 
f(z) = 51/25*z^3 - 79/15*z + 1
*
[ -5/3 ] 
f(z) = 51/25*z^3 - 61/15*z + 1
*
[ 5/2 ] 
f(z) = 52/25*z^3 - 62/5*z + 1
*
[ -2 ] 
f(z) = 53/36*z^3 - 79/18*z + 1
*
10/9 | 0.11712879513185058072066899290726367556 | 0.019718083898373954300034675502862687496
f(z) = 54/25*z^3 - 76/15*z + 1
*
[ 5/2 ] 
f(z) = 56/25*z^3 - 67/5*z + 1
*
[ -5/2 ] 
f(z) = 56/25*z^3 - 63/5*z + 1
*
[ -5/3 ] 
f(z) = 57/25*z^3 - 71/15*z + 1
*
-2 | 0.086367454644795158289621119822377625229 | 0.015711262800255414540175198716162920214
f(z) = 57/32*z^3 - 61/8*z + 1
*
-2 | 0.087121574327917574576061814344386665307 | 0.015755980038642206239025902478932594872
f(z) = 59/32*z^3 - 63/8*z + 1
*
-3/2 | 0.12424008847394814562102210334031264877 | 0.028688002403245146223442203146589131593
f(z) = 40/21*z^3 - 76/21*z + 1
*
3/4 | 0.10088479601910724435218225958991265663 | 0.015617072470900551179569169900299146519
f(z) = 40/27*z^3 - 71/30*z + 1
*
[ 3/2 ] 
f(z) = 40/33*z^3 - 79/33*z + 1
*
[ 3/2 ] 
f(z) = 40/39*z^3 - 77/39*z + 1
*
[ 4/3 ] 
f(z) = 41/32*z^3 - 73/36*z + 1
*
[ 4/3 ] 
f(z) = 43/32*z^3 - 77/36*z + 1
*
[ -3/2 ] 
f(z) = 44/21*z^3 - 64/21*z + 1
*
[ 3/10 ] 
f(z) = 44/27*z^3 - 62/25*z + 1
*
[ 1/3 ] 
f(z) = 45/28*z^3 - 61/28*z + 1
*
[ 1/3 ] 
f(z) = 45/29*z^3 - 63/29*z + 1
*
[ 1/3 ] 
f(z) = 45/31*z^3 - 67/31*z + 1
*
[ 1/3 ] 
f(z) = 45/32*z^3 - 69/32*z + 1
*
[ 1/3 ] 
f(z) = 45/34*z^3 - 73/34*z + 1
*
[ 1/3 ] 
f(z) = 45/37*z^3 - 79/37*z + 1
*
[ 3/8 ] 
f(z) = 46/27*z^3 - 61/32*z + 1
*
[ 1/4 ] 
f(z) = 48/23*z^3 - 72/23*z + 1
*
[ 1/4 ] 
f(z) = 48/25*z^3 - 78/25*z + 1
*
[ 5/4 ] 
f(z) = 48/35*z^3 - 68/35*z + 1
*
-8/7 | 0.093256560529093037065317483300420820286 | 0.022179162419392478622329720678012122430
f(z) = 49/24*z^3 - 67/24*z + 1
*
3/7 | 0.071211223609051921823127909103040888776 | 0.017059084125376862107009182691795402386
f(z) = 49/24*z^3 - 65/24*z + 1
*
[ 8/7 ] 
f(z) = 49/24*z^3 - 61/24*z + 1
*
[ 2/7 ] 
f(z) = 49/26*z^3 - 69/26*z + 1
*
5/7 | 0.089414250973870910533334493493078325206 | 0.021265347807236912623796596254034299545
f(z) = 49/30*z^3 - 67/30*z + 1
*
[ -11/7 ] 
f(z) = 49/33*z^3 - 67/33*z + 1
*
[ 3/7 ] 
f(z) = 49/39*z^3 - 61/39*z + 1
*
-7/5 | 0.12043376304533861476002849723788253551 | 0.028850644479938142245590440314419495888
f(z) = 50/21*z^3 - 65/21*z + 1
*
[ -7/5 ] 
f(z) = 50/21*z^3 - 62/21*z + 1
*
-6/5 | 0.15096597455297235016553053487184348112 | 0.023693529702152123494138643150113079465
f(z) = 50/27*z^3 - 65/24*z + 1
*
2/3 | 0.10704695298549448653688581440633471151 | 0.021144680205931905535213156230900557046
f(z) = 51/20*z^3 - 79/30*z + 1
*
2/3 | 0.15412404832156960129492472894037146840 | 0.026897271279556769281793846017672146491
f(z) = 51/32*z^3 - 77/24*z + 1
*
[ 5/4 ] 
f(z) = 52/25*z^3 - 61/20*z + 1
*
[ -3/2 ] 
f(z) = 52/33*z^3 - 62/33*z + 1
*
[ 10/9 ] 
f(z) = 54/25*z^3 - 77/30*z + 1
*
[ 1/3 ] 
f(z) = 54/29*z^3 - 64/29*z + 1
*
[ 1/3 ] 
f(z) = 54/31*z^3 - 68/31*z + 1
*
[ 1/3 ] 
f(z) = 54/35*z^3 - 76/35*z + 1
*
[ 1/3 ] 
f(z) = 54/37*z^3 - 80/37*z + 1
*
-6/5 | 0.14884401675370707619284020732058771363 | 0.024584277460046223575690467401097819273
f(z) = 55/36*z^3 - 71/30*z + 1
*
[ 6/5 ] 
f(z) = 55/36*z^3 - 61/30*z + 1
*
[ 5/14 ] 
f(z) = 56/25*z^3 - 73/35*z + 1
*
[ 3/14 ] 
f(z) = 56/27*z^3 - 79/21*z + 1
*
[ 3/10 ] 
f(z) = 56/27*z^3 - 63/25*z + 1
*
[ -3/2 ] 
f(z) = 56/33*z^3 - 71/33*z + 1
*
[ -3/2 ] 
f(z) = 56/39*z^3 - 61/39*z + 1
*
2/3 | 0.14131250273114444490086601175357370432 | 0.024551569109117575345688326123141070906
f(z) = 57/32*z^3 - 79/24*z + 1
*
[ 3/8 ] 
f(z) = 58/27*z^3 - 63/32*z + 1
*
[ 3/7 ] 
f(z) = 41/27*z^3 - 79/49*z + 1
*
[ 1/2 ] 
f(z) = 42/23*z^3 - 67/46*z + 1
*
[ 1/2 ] 
f(z) = 42/25*z^3 - 71/50*z + 1
*
[ 1/2 ] 
f(z) = 42/29*z^3 - 79/58*z + 1
*
[ 5/6 ] 
f(z) = 44/25*z^3 - 64/45*z + 1
*
[ 3/7 ] 
f(z) = 44/27*z^3 - 80/49*z + 1
*
[ 2/3 ] 
f(z) = 45/23*z^3 - 63/46*z + 1
*
[ -4/3 ] 
f(z) = 45/26*z^3 - 69/52*z + 1
*
[ 2/3 ] 
f(z) = 45/29*z^3 - 69/58*z + 1
*
[ -8/5 ] 
f(z) = 45/32*z^3 - 79/40*z + 1
*
[ 2/5 ] 
f(z) = 45/32*z^3 - 69/40*z + 1
*
-22/15 | 0.11936402145571926257609542499532669588 | 0.021713729062630743242840975693812431033
f(z) = 45/32*z^3 - 61/40*z + 1
*
[ 1/2 ] 
f(z) = 46/21*z^3 - 65/42*z + 1
*
[ 1/2 ] 
f(z) = 46/25*z^3 - 73/50*z + 1
*
[ 1/2 ] 
f(z) = 46/27*z^3 - 77/54*z + 1
*
[ -3/2 ] 
f(z) = 47/36*z^3 - 61/48*z + 1
*
[ 4/7 ] 
f(z) = 49/22*z^3 - 65/44*z + 1
*
[ 4/7 ] 
f(z) = 49/26*z^3 - 71/52*z + 1
*
[ 3/4 ] 
f(z) = 49/27*z^3 - 65/48*z + 1
*
[ -3/2 ] 
f(z) = 49/36*z^3 - 67/48*z + 1
*
[ 2/5 ] 
f(z) = 50/21*z^3 - 79/42*z + 1
*
[ 1/2 ] 
f(z) = 50/23*z^3 - 71/46*z + 1
*
[ 1/2 ] 
f(z) = 50/27*z^3 - 79/54*z + 1
*
[ 5/6 ] 
f(z) = 52/25*z^3 - 74/45*z + 1
*
[ -3/2 ] 
f(z) = 53/36*z^3 - 79/48*z + 1
*
[ 1/2 ] 
f(z) = 54/23*z^3 - 73/46*z + 1
*
[ 2/3 ] 
f(z) = 54/23*z^3 - 71/46*z + 1
*
[ 1/2 ] 
f(z) = 54/25*z^3 - 77/50*z + 1
*
[ 2/3 ] 
f(z) = 54/25*z^3 - 73/50*z + 1
*
[ 5/12 ] 
f(z) = 54/25*z^3 - 71/40*z + 1
*
[ -5/4 ] 
f(z) = 54/25*z^3 - 63/40*z + 1
*
[ 2/3 ] 
f(z) = 54/29*z^3 - 77/58*z + 1
*
[ 3/4 ] 
f(z) = 55/27*z^3 - 71/48*z + 1
*
[ 2/5 ] 
f(z) = 55/32*z^3 - 71/40*z + 1
*
[ 5/6 ] 
f(z) = 56/25*z^3 - 79/45*z + 1
*
[ 6/7 ] 
f(z) = 56/27*z^3 - 71/42*z + 1
*
[ 1/2 ] 
f(z) = 58/21*z^3 - 71/42*z + 1
*
[ 1/2 ] 
f(z) = 58/23*z^3 - 75/46*z + 1
*
[ 1/2 ] 
f(z) = 58/25*z^3 - 79/50*z + 1
*
[ -5/4 ] 
f(z) = 58/25*z^3 - 73/40*z + 1
*
[ 3/4 ] 
f(z) = 40/33*z^3 - 67/66*z + 1
*
[ 3/4 ] 
f(z) = 40/39*z^3 - 71/78*z + 1
*
[ 2/3 ] 
f(z) = 41/32*z^3 - 77/72*z + 1
*
[ 2/3 ] 
f(z) = 43/32*z^3 - 79/72*z + 1
*
[ 2/3 ] 
f(z) = 45/31*z^3 - 71/62*z + 1
*
[ 2/3 ] 
f(z) = 45/37*z^3 - 77/74*z + 1
*
[ 4/7 ] 
f(z) = 49/30*z^3 - 77/60*z + 1
*
[ 2/3 ] 
f(z) = 54/31*z^3 - 79/62*z + 1
*
[ 3/5 ] 
f(z) = 55/36*z^3 - 73/60*z + 1
*
-3/2 | 0.15064740541047395979901156724603480657 | 0.024501615387770350757020889272120567900
f(z) = 40/27*z^3 - 52/15*z + 1
*
-2 | 0.078408728230233994938603709539397981738 | 0.015099052520875974872262397443863305229
f(z) = 41/32*z^3 - 45/8*z + 1
*
[ -2 ] 
f(z) = 41/36*z^3 - 55/18*z + 1
*
[ -5/3 ] 
f(z) = 42/25*z^3 - 46/15*z + 1
*
[ 3 ] 
f(z) = 43/27*z^3 - 41/3*z + 1
*
-2 | 0.079690596030627025095428275408961142184 | 0.015218462573689931440339652441001912275
f(z) = 43/32*z^3 - 47/8*z + 1
*
[ -2 ] 
f(z) = 43/36*z^3 - 59/18*z + 1
*
[ 5/2 ] 
f(z) = 44/25*z^3 - 52/5*z + 1
*
[ -5/2 ] 
f(z) = 44/25*z^3 - 48/5*z + 1
*
-2 | 0.080856304751968748196841540691346049053 | 0.015319164128154158185507368068929078567
f(z) = 45/32*z^3 - 49/8*z + 1
*
[ 3 ] 
f(z) = 46/27*z^3 - 44/3*z + 1
*
[ -3 ] 
f(z) = 47/27*z^3 - 43/3*z + 1
*
[ 3/2 ] 
f(z) = 47/27*z^3 - 43/12*z + 1
*
-2 | 0.081929952931415151707331750806141669000 | 0.015405811269066886833848023107884500202
f(z) = 47/32*z^3 - 51/8*z + 1
*
[ 2 ] 
f(z) = 47/32*z^3 - 43/8*z + 1
*
[ 5/2 ] 
f(z) = 48/25*z^3 - 57/5*z + 1
*
[ -5/3 ] 
f(z) = 48/25*z^3 - 56/15*z + 1
*
[ -5/2 ] 
f(z) = 48/25*z^3 - 53/5*z + 1
*
10/7 | 0.11846326842661755868049495972772802437 | 0.025012310974168520638079810413409228970
f(z) = 49/20*z^3 - 57/10*z + 1
*
[ 10/7 ] 
f(z) = 49/20*z^3 - 47/10*z + 1
*
[ 10/7 ] 
f(z) = 49/24*z^3 - 58/15*z + 1
*
[ -12/7 ] 
f(z) = 49/24*z^3 - 53/12*z + 1
*
[ 12/7 ] 
f(z) = 49/27*z^3 - 59/12*z + 1
*
15/14 | 0.067291895174623946523981818035621149886 | 0.010910695621817709302580127883641975268
f(z) = 49/27*z^3 - 53/12*z + 1
*
-39/28 | 0.13878463492129025377927270495510358374 | 0.019201869891642347441791191347842067838
f(z) = 49/27*z^3 - 51/16*z + 1
*
[ 3 ] 
f(z) = 49/27*z^3 - 47/3*z + 1
*
12/7 | 0.17076647926789488038438989987863026932 | 0.028659668967144793563582785894209348621
f(z) = 49/27*z^3 - 43/6*z + 1
*
-12/7 | 0.16918549266038402262187434051397378184 | 0.027478653582621209679592078684946522523
f(z) = 49/32*z^3 - 59/12*z + 1
*
-2 | 0.082928128532301354955495160336475333276 | 0.015481525785259400609942716416313313450
f(z) = 49/32*z^3 - 53/8*z + 1
*
[ 12/7 ] 
f(z) = 49/32*z^3 - 49/12*z + 1
*
[ 2 ] 
f(z) = 49/32*z^3 - 45/8*z + 1
*
12/7 | 0.14479623382567339814789947302044075444 | 0.028358358812449153247810608693081649950
f(z) = 49/36*z^3 - 55/12*z + 1
*
[ 2/7 ] 
f(z) = 49/36*z^3 - 47/18*z + 1
*
[ 12/7 ] 
f(z) = 49/36*z^3 - 43/12*z + 1
*
-39/20 | 0.12383320090409213962673598990646407089 | 0.016794644581878394111027525196886553239
f(z) = 50/27*z^3 - 59/8*z + 1
*
[ 9/5 ] 
f(z) = 50/27*z^3 - 50/9*z + 1
*
[ -3 ] 
f(z) = 50/27*z^3 - 46/3*z + 1
*
-2 | 0.083862853276752587206850795292867903381 | 0.015548506558163794191329839021426658839
f(z) = 51/32*z^3 - 55/8*z + 1
*
[ 2 ] 
f(z) = 51/32*z^3 - 47/8*z + 1
*
[ -5/2 ] 
f(z) = 52/25*z^3 - 58/5*z + 1
*
3/2 | 0.19743826210015480289920027002354050441 | 0.027034597402907031176772946225129734769
f(z) = 52/27*z^3 - 55/13*z + 1
*
[ 3 ] 
f(z) = 52/27*z^3 - 50/3*z + 1
*
[ -3 ] 
f(z) = 53/27*z^3 - 49/3*z + 1
*
[ 3/2 ] 
f(z) = 53/27*z^3 - 49/12*z + 1
*
-2 | 0.084743189479298886886027907468724020902 | 0.015608361535756262647656960988155993754
f(z) = 53/32*z^3 - 57/8*z + 1
*
[ 2 ] 
f(z) = 53/32*z^3 - 49/8*z + 1
*
[ -2 ] 
f(z) = 53/32*z^3 - 41/8*z + 1
*
2/5 | 0.18053135870741586917760504207603179068 | 0.029403054271103055969322237915939810181
f(z) = 55/24*z^3 - 58/15*z + 1
*
-6/5 | 0.084231527685656342066328535342120570021 | 0.013967156973137616002762474252400058502
f(z) = 55/24*z^3 - 52/15*z + 1
*
[ 6/5 ] 
f(z) = 55/24*z^3 - 47/15*z + 1
*
2/5 | 0.14535642271087414647656253869660932857 | 0.024887063997047637706290091011905936809
f(z) = 55/24*z^3 - 43/15*z + 1
*
[ 3 ] 
f(z) = 55/27*z^3 - 53/3*z + 1
*
-2 | 0.085576183847120383724526173659179459252 | 0.015662302007248422443407480965792480817
f(z) = 55/32*z^3 - 59/8*z + 1
*
[ 2 ] 
f(z) = 55/32*z^3 - 51/8*z + 1
*
[ -2 ] 
f(z) = 55/32*z^3 - 43/8*z + 1
*
[ -3 ] 
f(z) = 56/27*z^3 - 52/3*z + 1
*
-3/2 | 0.14527943401015391235396267594812880096 | 0.020454691613880295719506297746367191439
f(z) = 56/27*z^3 - 45/14*z + 1
*
[ 2 ] 
f(z) = 57/32*z^3 - 53/8*z + 1
*
[ -2 ] 
f(z) = 57/32*z^3 - 45/8*z + 1
*
-4/3 | 0.13083729067547950621155073130832138621 | 0.022585358764930331267462133582233792785
f(z) = 57/32*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 58/27*z^3 - 56/3*z + 1
*
[ -3 ] 
f(z) = 59/27*z^3 - 55/3*z + 1
*
[ 3/2 ] 
f(z) = 59/27*z^3 - 55/12*z + 1
*
[ 2 ] 
f(z) = 59/32*z^3 - 55/8*z + 1
*
[ -2 ] 
f(z) = 59/32*z^3 - 47/8*z + 1
*
[ -3/2 ] 
f(z) = 40/21*z^3 - 55/21*z + 1
*
1/2 | 0.10810965931478691308746700049869710364 | 0.027360918995298109406251337745138896911
f(z) = 40/21*z^3 - 52/21*z + 1
*
[ 1/2 ] 
f(z) = 40/31*z^3 - 41/31*z + 1
*
[ 1/2 ] 
f(z) = 40/33*z^3 - 43/33*z + 1
*
[ 1/2 ] 
f(z) = 40/37*z^3 - 47/37*z + 1
*
[ 1/2 ] 
f(z) = 40/39*z^3 - 49/39*z + 1
*
[ 5/7 ] 
f(z) = 42/25*z^3 - 44/35*z + 1
*
[ 5/6 ] 
f(z) = 42/25*z^3 - 41/30*z + 1
*
1/2 | 0.10832488811126738070386097574513768477 | 0.027283859844540193124069870801369419224
f(z) = 44/21*z^3 - 53/21*z + 1
*
[ 5/4 ] 
f(z) = 44/25*z^3 - 51/20*z + 1
*
[ 1/2 ] 
f(z) = 44/31*z^3 - 42/31*z + 1
*
[ 1/2 ] 
f(z) = 44/35*z^3 - 46/35*z + 1
*
[ 1/2 ] 
f(z) = 44/37*z^3 - 48/37*z + 1
*
[ 1/2 ] 
f(z) = 44/39*z^3 - 50/39*z + 1
*
[ 1/3 ] 
f(z) = 45/22*z^3 - 49/22*z + 1
*
[ 1/3 ] 
f(z) = 45/23*z^3 - 51/23*z + 1
*
[ 1/3 ] 
f(z) = 45/26*z^3 - 57/26*z + 1
*
-4/3 | 0.087379608727686935977301504245849740777 | 0.021429504922949107680705138663488125607
f(z) = 45/28*z^3 - 59/28*z + 1
*
[ 4/15 ] 
f(z) = 45/32*z^3 - 57/20*z + 1
*
[ 4/9 ] 
f(z) = 45/32*z^3 - 55/36*z + 1
*
[ 1/2 ] 
f(z) = 48/29*z^3 - 41/29*z + 1
*
[ 1/2 ] 
f(z) = 48/31*z^3 - 43/31*z + 1
*
[ 1/2 ] 
f(z) = 48/35*z^3 - 47/35*z + 1
*
[ 1/2 ] 
f(z) = 48/37*z^3 - 49/37*z + 1
*
[ 6/7 ] 
f(z) = 49/20*z^3 - 59/30*z + 1
*
5/7 | 0.090160703432064996974367403235783715478 | 0.022708834865343805116132757438678702485
f(z) = 49/20*z^3 - 53/20*z + 1
*
1/7 | 0.089414521636157459539646990288589015789 | 0.022974987226302763525790844944190975083
f(z) = 49/20*z^3 - 41/20*z + 1
*
[ 2/7 ] 
f(z) = 49/22*z^3 - 59/22*z + 1
*
-8/7 | 0.10633883910069299433303912575287029742 | 0.027323676571684880146904449106298299212
f(z) = 49/24*z^3 - 43/24*z + 1
*
[ 3/7 ] 
f(z) = 49/24*z^3 - 41/24*z + 1
*
[ 5/14 ] 
f(z) = 49/25*z^3 - 41/20*z + 1
*
[ 9/14 ] 
f(z) = 49/27*z^3 - 47/36*z + 1
*
[ 6/7 ] 
f(z) = 49/30*z^3 - 41/30*z + 1
*
6/7 | 0.15201883617250365191996937725193023864 | 0.029030940713481633683269657352388125361
f(z) = 49/32*z^3 - 47/24*z + 1
*
[ 3/7 ] 
f(z) = 49/33*z^3 - 53/33*z + 1
*
[ 4/7 ] 
f(z) = 49/36*z^3 - 43/36*z + 1
*
3/5 | 0.10810715300838274000581190517180010799 | 0.027229018762920620598829506779662067809
f(z) = 50/21*z^3 - 53/21*z + 1
*
[ 3/5 ] 
f(z) = 50/39*z^3 - 44/39*z + 1
*
[ 2/3 ] 
f(z) = 51/20*z^3 - 49/30*z + 1
*
1/2 | 0.10810916828867198917280169486716425397 | 0.026977833709227855828236518649961449602
f(z) = 52/21*z^3 - 55/21*z + 1
*
[ 6/13 ] 
f(z) = 52/27*z^3 - 41/26*z + 1
*
[ 1/2 ] 
f(z) = 52/29*z^3 - 42/29*z + 1
*
[ 1/2 ] 
f(z) = 52/31*z^3 - 44/31*z + 1
*
[ 1/2 ] 
f(z) = 52/33*z^3 - 46/33*z + 1
*
[ 1/2 ] 
f(z) = 52/35*z^3 - 48/35*z + 1
*
[ 1/2 ] 
f(z) = 52/37*z^3 - 50/37*z + 1
*
[ 1/3 ] 
f(z) = 54/23*z^3 - 52/23*z + 1
*
[ 1/3 ] 
f(z) = 54/25*z^3 - 56/25*z + 1
*
[ 6/11 ] 
f(z) = 55/24*z^3 - 50/33*z + 1
*
[ 2/3 ] 
f(z) = 55/24*z^3 - 41/27*z + 1
*
[ -4/3 ] 
f(z) = 55/32*z^3 - 47/36*z + 1
*
[ 5/7 ] 
f(z) = 56/25*z^3 - 54/35*z + 1
*
[ 3/8 ] 
f(z) = 56/27*z^3 - 47/24*z + 1
*
[ 1/2 ] 
f(z) = 56/27*z^3 - 41/27*z + 1
*
[ 1/2 ] 
f(z) = 56/29*z^3 - 43/29*z + 1
*
[ 1/2 ] 
f(z) = 56/31*z^3 - 45/31*z + 1
*
[ 1/2 ] 
f(z) = 56/33*z^3 - 47/33*z + 1
*
[ 1/2 ] 
f(z) = 56/37*z^3 - 51/37*z + 1
*
[ 1/2 ] 
f(z) = 56/39*z^3 - 53/39*z + 1
*
[ 2/3 ] 
f(z) = 57/20*z^3 - 53/30*z + 1
*
[ 2/3 ] 
f(z) = 59/24*z^3 - 43/27*z + 1
*
[ -4/3 ] 
f(z) = 59/32*z^3 - 55/36*z + 1
*
[ 3/4 ] 
f(z) = 40/21*z^3 - 59/42*z + 1
*
[ 9/10 ] 
f(z) = 40/27*z^3 - 59/45*z + 1
*
[ 3/4 ] 
f(z) = 43/27*z^3 - 59/48*z + 1
*
[ -3/2 ] 
f(z) = 43/36*z^3 - 49/48*z + 1
*
[ 8/15 ] 
f(z) = 45/32*z^3 - 51/40*z + 1
*
[ -10/7 ] 
f(z) = 49/32*z^3 - 57/40*z + 1
*
[ 2/3 ] 
f(z) = 51/28*z^3 - 55/42*z + 1
*
[ 5/8 ] 
f(z) = 56/25*z^3 - 59/40*z + 1
*
[ 2/3 ] 
f(z) = 57/28*z^3 - 59/42*z + 1
*
-15/8 | 0.14612744562984802349779893773496161506 | 0.020997137234643090877492180496391443751
f(z) = 40/27*z^3 - 39/8*z + 1
*
[ 3 ] 
f(z) = 40/27*z^3 - 38/3*z + 1
*
[ 3/10 ] 
f(z) = 40/27*z^3 - 37/15*z + 1
*
3/2 | 0.072389814074156945790632727168655963757 | 0.010657559381321295239410917219690846727
f(z) = 40/27*z^3 - 33/10*z + 1
*
3/20 | 0.10986771225087679995416862767838456336 | 0.016667650238416334433556370693489000511
f(z) = 40/27*z^3 - 27/10*z + 1
*
3/4 | 0.14709885188426417596979657456863529194 | 0.027159550407225301118173021807509638640
f(z) = 40/27*z^3 - 25/6*z + 1
*
-2 | 0.059769301851656286094361444619085565421 | 0.011559711220267545285190247353912071729
f(z) = 41/24*z^3 - 22/3*z + 1
*
[ -3 ] 
f(z) = 41/27*z^3 - 37/3*z + 1
*
[ 3/2 ] 
f(z) = 41/27*z^3 - 37/12*z + 1
*
[ 2 ] 
f(z) = 41/32*z^3 - 37/8*z + 1
*
[ -2 ] 
f(z) = 41/32*z^3 - 29/8*z + 1
*
-2 | 0.060824526169756613558590898527643601886 | 0.011663523578599991453676955430417714552
f(z) = 43/24*z^3 - 23/3*z + 1
*
[ -3/2 ] 
f(z) = 43/27*z^3 - 23/12*z + 1
*
[ 2 ] 
f(z) = 43/32*z^3 - 39/8*z + 1
*
[ -2 ] 
f(z) = 43/32*z^3 - 31/8*z + 1
*
[ -3 ] 
f(z) = 44/27*z^3 - 40/3*z + 1
*
-3/2 | 0.16469509736736184150411334189489408273 | 0.025280485139138785914826961942326234573
f(z) = 44/27*z^3 - 25/11*z + 1
*
[ -2 ] 
f(z) = 45/32*z^3 - 33/8*z + 1
*
2/3 | 0.12592209495388062892482096553801035293 | 0.027343635494083834541805192808768530395
f(z) = 45/32*z^3 - 25/8*z + 1
*
-2 | 0.062747661324677912027425283693201363103 | 0.011842941255434706221130363318281222496
f(z) = 47/24*z^3 - 25/3*z + 1
*
[ 2 ] 
f(z) = 47/24*z^3 - 22/3*z + 1
*
[ 3/4 ] 
f(z) = 47/27*z^3 - 21/16*z + 1
*
[ -2 ] 
f(z) = 47/32*z^3 - 35/8*z + 1
*
[ 5/12 ] 
f(z) = 48/25*z^3 - 26/15*z + 1
*
[ 5/6 ] 
f(z) = 48/25*z^3 - 23/15*z + 1
*
2/7 | 0.098442576653498080109959474773662315571 | 0.022871999963228323208096314379025184791
f(z) = 49/20*z^3 - 37/10*z + 1
*
[ -10/7 ] 
f(z) = 49/20*z^3 - 33/10*z + 1
*
[ 2/7 ] 
f(z) = 49/20*z^3 - 27/10*z + 1
*
6/7 | 0.086951155324155036692042824194280036203 | 0.022342027294108997924564626196508636254
f(z) = 49/20*z^3 - 23/10*z + 1
*
2/7 | 0.14455756299873591183983638830614939624 | 0.025285440363211634774088327918645044717
f(z) = 49/24*z^3 - 38/3*z + 1
*
[ -10/7 ] 
f(z) = 49/24*z^3 - 37/15*z + 1
*
4/7 | 0.11552453009332421823620535357636276135 | 0.028451213277286688269945920441825884002
f(z) = 49/24*z^3 - 29/12*z + 1
*
-2 | 0.063632913364485719841066173718010671647 | 0.011921772250484166837768145392596409157
f(z) = 49/24*z^3 - 26/3*z + 1
*
[ 2 ] 
f(z) = 49/24*z^3 - 23/3*z + 1
*
[ 10/7 ] 
f(z) = 49/25*z^3 - 37/10*z + 1
*
[ -10/7 ] 
f(z) = 49/25*z^3 - 23/10*z + 1
*
-33/14 | 0.092491508966289342193929781211207333321 | 0.013290158453352956452788954516729875861
f(z) = 49/27*z^3 - 39/4*z + 1
*
[ 15/7 ] 
f(z) = 49/27*z^3 - 39/5*z + 1
*
[ -3/2 ] 
f(z) = 49/27*z^3 - 29/12*z + 1
*
[ 9/7 ] 
f(z) = 49/27*z^3 - 25/9*z + 1
*
3/7 | 0.12135094128649000534394643958094652801 | 0.022755923571245262732719424633084087167
f(z) = 49/27*z^3 - 23/3*z + 1
*
-12/7 | 0.14874870881833431032310441539034334517 | 0.023460611882181340385510095508868183861
f(z) = 49/27*z^3 - 21/4*z + 1
*
[ -12/7 ] 
f(z) = 49/32*z^3 - 35/12*z + 1
*
10/7 | 0.069138248998717288215192101792336087946 | 0.014544427731290367623535609643982847925
f(z) = 49/32*z^3 - 29/8*z + 1
*
4/7 | 0.14482106026521313854883842508227605521 | 0.028263481329562179862881240186949262867
f(z) = 49/32*z^3 - 21/4*z + 1
*
[ -12/7 ] 
f(z) = 49/36*z^3 - 29/12*z + 1
*
6/7 | 0.13065691386525578829167639426544076323 | 0.026075917762204991818782345393273577057
f(z) = 49/36*z^3 - 25/6*z + 1
*
[ -9/5 ] 
f(z) = 50/27*z^3 - 40/9*z + 1
*
[ -12/5 ] 
f(z) = 50/27*z^3 - 37/4*z + 1
*
-3/2 | 0.17988156398913668028608258551308112636 | 0.026044295729916467674565632922855487126
f(z) = 50/27*z^3 - 37/10*z + 1
*
[ 9/10 ] 
f(z) = 50/27*z^3 - 29/18*z + 1
*
3/10 | 0.11495670325761153061944344381707140173 | 0.017874480693513231752837610154119121018
f(z) = 50/27*z^3 - 23/2*z + 1
*
[ 3/2 ] 
f(z) = 50/27*z^3 - 23/6*z + 1
*
[ -2 ] 
f(z) = 51/32*z^3 - 39/8*z + 1
*
-4/3 | 0.12830683032286904025325144085640734936 | 0.022548106381112649566112518050359175767
f(z) = 51/32*z^3 - 37/12*z + 1
*
[ 4/3 ] 
f(z) = 51/32*z^3 - 31/12*z + 1
*
[ 3/8 ] 
f(z) = 52/27*z^3 - 31/16*z + 1
*
-2 | 0.065273567779545444745121219075380431015 | 0.012061684588032238204077896283536054518
f(z) = 53/24*z^3 - 28/3*z + 1
*
[ 2 ] 
f(z) = 53/24*z^3 - 25/3*z + 1
*
[ -2 ] 
f(z) = 53/24*z^3 - 22/3*z + 1
*
[ 3/4 ] 
f(z) = 53/27*z^3 - 23/16*z + 1
*
[ 5/3 ] 
f(z) = 54/25*z^3 - 28/5*z + 1
*
[ -5/3 ] 
f(z) = 54/25*z^3 - 22/5*z + 1
*
[ 5/9 ] 
f(z) = 54/25*z^3 - 22/15*z + 1
*
-6/5 | 0.12546095114754275473634224265394833608 | 0.022047983463014088353899423871721549209
f(z) = 55/24*z^3 - 37/15*z + 1
*
-2 | 0.066037403905173449519552898823214392625 | 0.012124212973567835663771505272717773317
f(z) = 55/24*z^3 - 29/3*z + 1
*
[ 2/5 ] 
f(z) = 55/24*z^3 - 28/15*z + 1
*
[ 2 ] 
f(z) = 55/24*z^3 - 26/3*z + 1
*
[ -2 ] 
f(z) = 55/24*z^3 - 23/3*z + 1
*
[ -3/2 ] 
f(z) = 55/27*z^3 - 35/12*z + 1
*
[ 3/11 ] 
f(z) = 55/27*z^3 - 31/11*z + 1
*
[ 5/4 ] 
f(z) = 56/25*z^3 - 33/10*z + 1
*
[ 4/3 ] 
f(z) = 57/32*z^3 - 35/12*z + 1
*
-2 | 0.067473761157248988047503856549916464375 | 0.012238076206966894866457642508001943062
f(z) = 59/24*z^3 - 31/3*z + 1
*
[ 2 ] 
f(z) = 59/24*z^3 - 28/3*z + 1
*
[ -2 ] 
f(z) = 59/24*z^3 - 25/3*z + 1
*
[ 3/4 ] 
f(z) = 59/27*z^3 - 25/16*z + 1
*
[ 1/2 ] 
f(z) = 40/21*z^3 - 31/21*z + 1
*
[ 1/2 ] 
f(z) = 40/23*z^3 - 33/23*z + 1
*
3/5 | 0.19585351774816310607182542710001856813 | 0.028142305316570830482122487679729980493
f(z) = 40/27*z^3 - 39/20*z + 1
*
[ 1/2 ] 
f(z) = 40/27*z^3 - 37/27*z + 1
*
[ 1/2 ] 
f(z) = 40/29*z^3 - 39/29*z + 1
*
[ -3/2 ] 
f(z) = 40/33*z^3 - 35/33*z + 1
*
[ 2/3 ] 
f(z) = 41/24*z^3 - 34/27*z + 1
*
[ 2/3 ] 
f(z) = 43/24*z^3 - 35/27*z + 1
*
[ 3/5 ] 
f(z) = 43/27*z^3 - 31/25*z + 1
*
[ 1/2 ] 
f(z) = 44/21*z^3 - 32/21*z + 1
*
[ 1/2 ] 
f(z) = 44/23*z^3 - 34/23*z + 1
*
[ 1/2 ] 
f(z) = 44/25*z^3 - 36/25*z + 1
*
[ 1/2 ] 
f(z) = 44/27*z^3 - 38/27*z + 1
*
[ 6/11 ] 
f(z) = 44/27*z^3 - 29/22*z + 1
*
[ 1/2 ] 
f(z) = 44/29*z^3 - 40/29*z + 1
*
[ 2/3 ] 
f(z) = 45/22*z^3 - 31/22*z + 1
*
[ 2/3 ] 
f(z) = 45/26*z^3 - 33/26*z + 1
*
[ 2/3 ] 
f(z) = 45/34*z^3 - 37/34*z + 1
*
[ 2/3 ] 
f(z) = 45/38*z^3 - 39/38*z + 1
*
[ 3/5 ] 
f(z) = 46/27*z^3 - 32/25*z + 1
*
[ 3/4 ] 
f(z) = 46/27*z^3 - 31/24*z + 1
*
[ 2/3 ] 
f(z) = 47/24*z^3 - 37/27*z + 1
*
[ 1/2 ] 
f(z) = 48/23*z^3 - 35/23*z + 1
*
[ 1/2 ] 
f(z) = 48/25*z^3 - 37/25*z + 1
*
[ 5/8 ] 
f(z) = 48/25*z^3 - 27/20*z + 1
*
[ 5/7 ] 
f(z) = 49/20*z^3 - 33/20*z + 1
*
[ 4/7 ] 
f(z) = 49/20*z^3 - 31/20*z + 1
*
[ 2/3 ] 
f(z) = 49/24*z^3 - 38/27*z + 1
*
-15/14 | 0.19594221353033192663874043475769804760 | 0.028155050064843856678796756237306392358
f(z) = 49/27*z^3 - 39/20*z + 1
*
[ 3/5 ] 
f(z) = 49/27*z^3 - 33/25*z + 1
*
-15/14 | 0.17882877261002837007298148378166734100 | 0.025964051925458937321168868716239878103
f(z) = 49/27*z^3 - 27/20*z + 1
*
[ 5/7 ] 
f(z) = 49/30*z^3 - 37/30*z + 1
*
[ 6/7 ] 
f(z) = 49/32*z^3 - 31/24*z + 1
*
[ 3/5 ] 
f(z) = 50/21*z^3 - 32/21*z + 1
*
[ 3/5 ] 
f(z) = 50/33*z^3 - 40/33*z + 1
*
[ 2/3 ] 
f(z) = 51/32*z^3 - 29/24*z + 1
*
[ 1/2 ] 
f(z) = 52/21*z^3 - 34/21*z + 1
*
[ 1/2 ] 
f(z) = 52/23*z^3 - 36/23*z + 1
*
[ 1/2 ] 
f(z) = 52/25*z^3 - 38/25*z + 1
*
[ -5/4 ] 
f(z) = 52/25*z^3 - 29/20*z + 1
*
[ 1/2 ] 
f(z) = 52/27*z^3 - 40/27*z + 1
*
[ 3/5 ] 
f(z) = 52/27*z^3 - 34/25*z + 1
*
-1 | 0.089213951917281108972203166018092346347 | 0.022470375947108532870834739547691229557
f(z) = 53/20*z^3 - 33/20*z + 1
*
[ 2/3 ] 
f(z) = 53/24*z^3 - 40/27*z + 1
*
-1 | 0.078135658474415052517486972988640642050 | 0.019498168697914819211131394137325102594
f(z) = 55/21*z^3 - 34/21*z + 1
*
-6/5 | 0.10293326476179798743359001208288065151 | 0.014698315383108664099077168045594131000
f(z) = 55/27*z^3 - 37/20*z + 1
*
[ 4/5 ] 
f(z) = 55/32*z^3 - 27/20*z + 1
*
[ 1/2 ] 
f(z) = 56/23*z^3 - 37/23*z + 1
*
[ 1/2 ] 
f(z) = 56/25*z^3 - 39/25*z + 1
*
-1 | 0.090423567532604061071588887294582505802 | 0.022365179549413612986580517132559877048
f(z) = 57/20*z^3 - 37/20*z + 1
*
[ 2/3 ] 
f(z) = 57/32*z^3 - 31/24*z + 1
*
-1 | 0.079017784272486557742425931028053882357 | 0.019460385004111417655013207756627479013
f(z) = 58/21*z^3 - 37/21*z + 1
*
[ 3/4 ] 
f(z) = 58/27*z^3 - 37/24*z + 1
*
[ 3/5 ] 
f(z) = 58/27*z^3 - 36/25*z + 1
*
-1 | 0.090999822898917402719327733969693629887 | 0.022317348191351518725035955722473212832
f(z) = 59/20*z^3 - 39/20*z + 1
*
-1 | 0.079302351754769509763491381848007527943 | 0.019448589460115116839264009299850027412
f(z) = 59/21*z^3 - 38/21*z + 1
*
-1 | 0.086898757162645623581147805283301232094 | 0.021311577970307632289747107212980839740
f(z) = 59/22*z^3 - 37/22*z + 1
*
-3/2 | 0.10220892354688599767086281488387647940 | 0.019878570899027886208834311809723553246
f(z) = 40/27*z^3 - 19/6*z + 1
*
[ 3/8 ] 
f(z) = 40/27*z^3 - 15/8*z + 1
*
[ -3 ] 
f(z) = 40/27*z^3 - 12*z + 1
*
3/2 | 0.16027647739681793429008367644066077545 | 0.029177987366430668144043531116888742429
f(z) = 40/27*z^3 - 9/2*z + 1
*
-3/10 | 0.15124977453734376591446599113511566029 | 0.027534695560471062407527747984828702846
f(z) = 40/27*z^3 - 9/5*z + 1
*
[ 3/4 ] 
f(z) = 40/27*z^3 - 7/6*z + 1
*
[ 3/5 ] 
f(z) = 40/27*z^3 - 6/5*z + 1
*
[ -3/2 ] 
f(z) = 40/27*z^3 - 5/3*z + 1
*
[ 3/2 ] 
f(z) = 40/27*z^3 - 3*z + 1
*
[ 2 ] 
f(z) = 41/24*z^3 - 19/3*z + 1
*
[ -2 ] 
f(z) = 41/24*z^3 - 16/3*z + 1
*
[ 3/4 ] 
f(z) = 41/27*z^3 - 19/16*z + 1
*
[ 3 ] 
f(z) = 41/27*z^3 - 13*z + 1
*
[ -3/2 ] 
f(z) = 41/27*z^3 - 7/4*z + 1
*
[ 2 ] 
f(z) = 43/24*z^3 - 20/3*z + 1
*
[ -2 ] 
f(z) = 43/24*z^3 - 17/3*z + 1
*
[ -3 ] 
f(z) = 43/27*z^3 - 13*z + 1
*
[ 3/2 ] 
f(z) = 43/27*z^3 - 13/4*z + 1
*
[ 3 ] 
f(z) = 44/27*z^3 - 14*z + 1
*
[ 3/2 ] 
f(z) = 44/27*z^3 - 10/3*z + 1
*
[ 3/4 ] 
f(z) = 44/27*z^3 - 5/4*z + 1
*
[ -3/2 ] 
f(z) = 44/27*z^3 - 2*z + 1
*
[ 2/3 ] 
f(z) = 45/28*z^3 - 17/14*z + 1
*
-4/3 | 0.12440923528515954570337242620295970491 | 0.027786436544791935303601367277355585117
f(z) = 45/32*z^3 - 11/4*z + 1
*
[ 4/3 ] 
f(z) = 45/32*z^3 - 9/4*z + 1
*
[ 2/3 ] 
f(z) = 45/32*z^3 - 9/8*z + 1
*
[ -4/3 ]
f(z) = 45/32*z^3 - 3/4*z + 1
*
[ -3 ] 
f(z) = 46/27*z^3 - 14*z + 1
*
[ -3/2 ] 
f(z) = 46/27*z^3 - 13/6*z + 1
*
[ 3/2 ] 
f(z) = 46/27*z^3 - 7/2*z + 1
*
[ -2 ] 
f(z) = 47/24*z^3 - 19/3*z + 1
*
[ 3 ] 
f(z) = 47/27*z^3 - 15*z + 1
*
[ -3/2 ] 
f(z) = 47/27*z^3 - 9/4*z + 1
*
[ 5/4 ] 
f(z) = 48/25*z^3 - 14/5*z + 1
*
[ -5/4 ]
f(z) = 48/25*z^3 - 6/5*z + 1
*
[ -2 ] 
f(z) = 49/24*z^3 - 20/3*z + 1
*
[ 4/7 ] 
f(z) = 49/24*z^3 - 17/12*z + 1
*
10/7 | 0.050395316291336172757412277571623802696 | 0.010680370530109734490422777901149057669
f(z) = 49/24*z^3 - 14/3*z + 1
*
[ 5/7 ] 
f(z) = 49/25*z^3 - 7/5*z + 1
*
12/7 | 0.12513590306555041238894232004251968143 | 0.024875747404296073597818023473758461340
f(z) = 49/27*z^3 - 17/3*z + 1
*
-6/7 | 0.10880443222793781427666715961824671053 | 0.020614260820889429638557861876720109497
f(z) = 49/27*z^3 - 17/12*z + 1
*
[ -3 ] 
f(z) = 49/27*z^3 - 15*z + 1
*
[ -9/7 ]
f(z) = 49/27*z^3 - 11/9*z + 1
*
6/7 | 0.070342591301232645930870395106503377360 | 0.012805717180992340613876782469806611500
f(z) = 49/27*z^3 - 9/2*z + 1
*
6/7 | 0.15403374040751984737045500197121824925 | 0.028041510548595979763164661044086313014
f(z) = 49/27*z^3 - 9/4*z + 1
*
[ 3/7 ] 
f(z) = 49/27*z^3 - 5/3*z + 1
*
6/7 | 0.10424177273672748460622931850358659731 | 0.023721237649522342122229826304415412626
f(z) = 49/27*z^3 - 3*z + 1
*
[ 6/7 ] 
f(z) = 49/27*z^3 - 3/2*z + 1
*
-12/7 | 0.11640860711421210489991452094040680843 | 0.023695661474655137652464949425781663691
f(z) = 49/32*z^3 - 17/4*z + 1
*
-8/7 | 0.064180446543933538995302745732661013817 | 0.015210411030936814871139954273265634104
f(z) = 49/32*z^3 - 17/8*z + 1
*
[ 8/7 ] 
f(z) = 49/32*z^3 - 15/8*z + 1
*
-10/7 | 0.089852412294807725294826386114948814380 | 0.022740286019882993445075652650396448833
f(z) = 49/32*z^3 - 13/8*z + 1
*
[ 4/7 ] 
f(z) = 49/32*z^3 - 5/4*z + 1
*
[ 3/7 ] 
f(z) = 49/36*z^3 - 19/12*z + 1
*
[ 6/7 ] 
f(z) = 49/36*z^3 - 7/6*z + 1
*
21/10 | 0.085004843928345194945417734556291655521 | 0.013869170754844490637673620903840980378
f(z) = 50/27*z^3 - 17/2*z + 1
*
3/5 | 0.14248808270480803968209379056572604496 | 0.028325184592550751159706429875276399542
f(z) = 50/27*z^3 - 17/6*z + 1
*
[ 3 ] 
f(z) = 50/27*z^3 - 16*z + 1
*
-6/5 | 0.061034016037117205077513624273473650258 | 0.014731361654337232250705528253380267182
f(z) = 50/27*z^3 - 7/3*z + 1
*
[ -6/5 ]
f(z) = 50/27*z^3 - 5/6*z + 1
*
[ 3/5 ] 
f(z) = 50/27*z^3 - 4/3*z + 1
*
[ 3/4 ] 
f(z) = 52/27*z^3 - 17/12*z + 1
*
[ -3 ] 
f(z) = 52/27*z^3 - 16*z + 1
*
[ -3/2 ] 
f(z) = 52/27*z^3 - 8/3*z + 1
*
[ 3/2 ] 
f(z) = 52/27*z^3 - 4*z + 1
*
[ 3 ] 
f(z) = 53/27*z^3 - 17*z + 1
*
[ -3/2 ] 
f(z) = 53/27*z^3 - 11/4*z + 1
*
[ 5/6 ] 
f(z) = 54/25*z^3 - 17/10*z + 1
*
[ -3 ] 
f(z) = 55/27*z^3 - 17*z + 1
*
[ 3/2 ] 
f(z) = 55/27*z^3 - 17/4*z + 1
*
[ 3/5 ] 
f(z) = 55/27*z^3 - 7/5*z + 1
*
[ -5/4 ] 
f(z) = 56/25*z^3 - 17/10*z + 1
*
[ 3 ] 
f(z) = 56/27*z^3 - 18*z + 1
*
[ 3/2 ] 
f(z) = 56/27*z^3 - 13/3*z + 1
*
[ 3/7 ] 
f(z) = 56/27*z^3 - 12/7*z + 1
*
[ -3/2 ] 
f(z) = 56/27*z^3 - 3*z + 1
*
[ 3/4 ] 
f(z) = 56/27*z^3 - 3/2*z + 1
*
[ -4/3 ] 
f(z) = 57/32*z^3 - 17/12*z + 1
*
[ -3/2 ] 
f(z) = 58/27*z^3 - 19/6*z + 1
*
[ -3 ] 
f(z) = 58/27*z^3 - 18*z + 1
*
[ 3/2 ] 
f(z) = 58/27*z^3 - 9/2*z + 1
*
[ 3 ] 
f(z) = 59/27*z^3 - 19*z + 1
*
[ -3/2 ] 
f(z) = 59/27*z^3 - 13/4*z + 1
*
[ -5/7 ]
f(z) = 49/25*z^3 + 7/5*z + 1
*
[ -3/7 ]
f(z) = 49/27*z^3 + 3*z + 1
*
[ -3/5 ]
f(z) = 50/27*z^3 + 2*z + 1
*
[ -3/10 ]
f(z) = 50/27*z^3 + 25/6*z + 1
*
[ 7 ] 
f(z) = 41/49*z^3 - 281/7*z + 1
*
[ 7 ] 
f(z) = 43/49*z^3 - 295/7*z + 1
*
[ -7 ] 
f(z) = 43/49*z^3 - 293/7*z + 1
*
[ 5 ] 
f(z) = 59/50*z^3 - 287/10*z + 1
*
[ -5 ] 
f(z) = 59/50*z^3 - 283/10*z + 1
*
[ -4 ] 
f(z) = 41/56*z^3 - 293/28*z + 1
*
[ 7/2 ] 
f(z) = 43/49*z^3 - 281/28*z + 1
*
[ 7/2 ] 
f(z) = 45/49*z^3 - 295/28*z + 1
*
7/15 | 0.20431423857677473265164056412930829139 | 0.026803521692871915721159580447114369774
f(z) = 45/49*z^3 - 292/35*z + 1
*
[ 10/3 ] 
f(z) = 45/56*z^3 - 288/35*z + 1
*
[ -7/2 ] 
f(z) = 47/49*z^3 - 293/28*z + 1
*
14/5 | 0.19415865902819809365708223301513925631 | 0.025145692646348205714154229259228998250
f(z) = 55/56*z^3 - 282/35*z + 1
*
[ -3 ] 
f(z) = 40/51*z^3 - 292/51*z + 1
*
[ -3 ] 
f(z) = 40/57*z^3 - 284/57*z + 1
*
[ -3 ] 
f(z) = 41/57*z^3 - 293/57*z + 1
*
[ -11/4 ] 
f(z) = 48/55*z^3 - 288/55*z + 1
*
15/7 | 0.068172224317023662161683410723894741796 | 0.012030902025087843482613880631998728563
f(z) = 49/40*z^3 - 289/40*z + 1
*
1/7 | 0.15474159098528189729823469757223809786 | 0.027444458545132082659192536250461004535
f(z) = 49/40*z^3 - 281/40*z + 1
*
[ 1/7 ] 
f(z) = 49/47*z^3 - 283/47*z + 1
*
[ 1/7 ] 
f(z) = 49/48*z^3 - 289/48*z + 1
*
-16/7 | 0.14587701309749058441117446871601722497 | 0.025839763572727744013927825688200902367
f(z) = 49/48*z^3 - 283/48*z + 1
*
[ 5/2 ] 
f(z) = 52/45*z^3 - 298/45*z + 1
*
[ 5/2 ] 
f(z) = 52/55*z^3 - 292/55*z + 1
*
[ -5/2 ] 
f(z) = 56/45*z^3 - 287/45*z + 1
*
21/10 | 0.17745087171047870446509173605175213805 | 0.023227641429299435461871714744649188667
f(z) = 40/49*z^3 - 297/70*z + 1
*
2/9 | 0.18652523593968807201544219309451624769 | 0.024113094566242089901784030005014837819
f(z) = 45/56*z^3 - 286/63*z + 1
*
[ 7/3 ] 
f(z) = 46/49*z^3 - 286/63*z + 1
*
[ 7/3 ] 
f(z) = 47/49*z^3 - 293/63*z + 1
*
6/7 | 0.10766238134188161644769318209387297419 | 0.015964032694198134475737400361378816355
f(z) = 49/45*z^3 - 283/60*z + 1
*
[ -7/3 ] 
f(z) = 53/49*z^3 - 281/63*z + 1
*
[ -7/3 ] 
f(z) = 55/49*z^3 - 295/63*z + 1
*
[ 1/4 ] 
f(z) = 40/47*z^3 - 287/94*z + 1
*
[ 1/4 ] 
f(z) = 40/49*z^3 - 299/98*z + 1
*
[ 2 ] 
f(z) = 41/43*z^3 - 285/86*z + 1
*
[ 2 ] 
f(z) = 41/45*z^3 - 283/90*z + 1
*
[ 2 ] 
f(z) = 41/47*z^3 - 281/94*z + 1
*
[ 2 ] 
f(z) = 42/41*z^3 - 295/82*z + 1
*
[ 2 ] 
f(z) = 42/43*z^3 - 293/86*z + 1
*
[ 2 ] 
f(z) = 42/47*z^3 - 289/94*z + 1
*
[ 2 ] 
f(z) = 43/45*z^3 - 299/90*z + 1
*
[ 2 ] 
f(z) = 43/47*z^3 - 297/94*z + 1
*
[ 2 ] 
f(z) = 43/49*z^3 - 295/98*z + 1
*
1/2 | 0.16308036303975171926568544673575113742 | 0.028710459041485390374261276705891115270
f(z) = 46/45*z^3 - 293/90*z + 1
*
[ 5/21 ] 
f(z) = 49/50*z^3 - 293/90*z + 1
*
[ -2 ] 
f(z) = 51/41*z^3 - 285/82*z + 1
*
[ -2 ] 
f(z) = 52/41*z^3 - 293/82*z + 1
*
[ -2 ] 
f(z) = 52/43*z^3 - 287/86*z + 1
*
[ -2 ] 
f(z) = 52/45*z^3 - 281/90*z + 1
*
[ -2 ] 
f(z) = 53/43*z^3 - 295/86*z + 1
*
[ -2 ] 
f(z) = 53/45*z^3 - 289/90*z + 1
*
[ -2 ] 
f(z) = 53/47*z^3 - 283/94*z + 1
*
[ -2 ] 
f(z) = 54/47*z^3 - 291/94*z + 1
*
[ -2 ] 
f(z) = 54/49*z^3 - 285/98*z + 1
*
[ -2 ] 
f(z) = 55/47*z^3 - 299/94*z + 1
*
[ -2 ] 
f(z) = 55/49*z^3 - 293/98*z + 1
*
[ 1/4 ] 
f(z) = 56/47*z^3 - 289/94*z + 1
*
[ 2 ] 
f(z) = 42/53*z^3 - 283/106*z + 1
*
[ 2 ] 
f(z) = 42/55*z^3 - 281/110*z + 1
*
[ 2 ] 
f(z) = 43/51*z^3 - 293/102*z + 1
*
[ 2 ] 
f(z) = 43/53*z^3 - 291/106*z + 1
*
[ 2 ] 
f(z) = 43/55*z^3 - 289/110*z + 1
*
[ 2 ] 
f(z) = 43/57*z^3 - 287/114*z + 1
*
[ 2 ] 
f(z) = 43/59*z^3 - 285/118*z + 1
*
[ 2 ] 
f(z) = 44/53*z^3 - 299/106*z + 1
*
[ 2 ] 
f(z) = 44/57*z^3 - 295/114*z + 1
*
[ 2 ] 
f(z) = 44/59*z^3 - 293/118*z + 1
*
[ 7/4 ] 
f(z) = 47/49*z^3 - 281/112*z + 1
*
[ 2/7 ] 
f(z) = 49/55*z^3 - 283/110*z + 1
*
[ 2/7 ] 
f(z) = 49/57*z^3 - 293/114*z + 1
*
-19/10 | 0.16359189302637789730245772888326074028 | 0.028870380229144497859400417859981337118
f(z) = 50/57*z^3 - 289/114*z + 1
*
[ -2 ] 
f(z) = 55/51*z^3 - 287/102*z + 1
*
[ -2 ] 
f(z) = 55/53*z^3 - 281/106*z + 1
*
15/11 | 0.26602247905931350960583653055559043599 | 0.029682510166431972691154766085357774656
f(z) = 55/54*z^3 - 289/110*z + 1
*
[ -2 ] 
f(z) = 56/51*z^3 - 295/102*z + 1
*
[ -2 ] 
f(z) = 56/53*z^3 - 289/106*z + 1
*
[ -2 ] 
f(z) = 56/55*z^3 - 283/110*z + 1
*
[ -2 ] 
f(z) = 57/53*z^3 - 297/106*z + 1
*
[ -2 ] 
f(z) = 57/55*z^3 - 291/110*z + 1
*
[ -2 ] 
f(z) = 58/55*z^3 - 299/110*z + 1
*
-3/2 | 0.16361652685147689068743584431360848663 | 0.028702420214319564617443183974419877950
f(z) = 58/57*z^3 - 299/114*z + 1
*
[ -2 ] 
f(z) = 58/57*z^3 - 293/114*z + 1
*
[ -2 ] 
f(z) = 58/59*z^3 - 287/118*z + 1
*
[ 26/15 ] 
f(z) = 45/52*z^3 - 283/130*z + 1
*
[ 3/2 ] 
f(z) = 48/41*z^3 - 283/123*z + 1
*
[ 3/2 ] 
f(z) = 48/43*z^3 - 281/129*z + 1
*
[ 1/3 ] 
f(z) = 51/44*z^3 - 281/132*z + 1
*
[ 1/3 ] 
f(z) = 51/46*z^3 - 293/138*z + 1
*
6/11 | 0.19843920842230448707530580897057249554 | 0.028164277742424637805551883191480574345
f(z) = 55/48*z^3 - 287/132*z + 1
*
[ -5/3 ] 
f(z) = 57/40*z^3 - 283/120*z + 1
*
[ 1/3 ] 
f(z) = 57/44*z^3 - 283/132*z + 1
*
[ 1/3 ] 
f(z) = 57/46*z^3 - 295/138*z + 1
*
[ 1/3 ] 
f(z) = 42/47*z^3 - 296/141*z + 1
*
[ 1/3 ] 
f(z) = 48/47*z^3 - 298/141*z + 1
*
[ 1/3 ] 
f(z) = 51/47*z^3 - 299/141*z + 1
*
2/3 | 0.11921930889904130350129910592231554014 | 0.020988677123963625544033514438571013984
f(z) = 51/50*z^3 - 293/150*z + 1
*
[ 3/2 ] 
f(z) = 52/53*z^3 - 298/159*z + 1
*
[ 2/5 ] 
f(z) = 41/56*z^3 - 283/175*z + 1
*
[ 2/5 ] 
f(z) = 43/56*z^3 - 284/175*z + 1
*
[ 2/5 ] 
f(z) = 47/56*z^3 - 286/175*z + 1
*
[ 7/5 ] 
f(z) = 48/49*z^3 - 286/175*z + 1
*
5/6 | 0.13381868537223466051600410328969800404 | 0.023488939700429421013015639084826243364
f(z) = 48/55*z^3 - 298/165*z + 1
*
[ 2/5 ] 
f(z) = 51/56*z^3 - 288/175*z + 1
*
[ 3/2 ] 
f(z) = 52/55*z^3 - 296/165*z + 1
*
[ 3/2 ] 
f(z) = 52/59*z^3 - 292/177*z + 1
*
[ 2/5 ] 
f(z) = 53/56*z^3 - 289/175*z + 1
*
7/12 | 0.21621549948069229738849565093374422616 | 0.028326836466741868915701487693039554737
f(z) = 54/49*z^3 - 295/168*z + 1
*
[ 2/5 ] 
f(z) = 57/56*z^3 - 291/175*z + 1
*
0 | 0.13805692349023109204857283667404847866 | 0.024454560638567813022448703056071834100
f(z) = 57/56*z^3 - 283/168*z + 1
*
[ 2/5 ] 
f(z) = 59/56*z^3 - 292/175*z + 1
*
[ 4/3 ] 
f(z) = 41/40*z^3 - 283/180*z + 1
*
[ 4/3 ] 
f(z) = 43/40*z^3 - 299/180*z + 1
*
[ 5/4 ] 
f(z) = 52/45*z^3 - 289/180*z + 1
*
[ -5/3 ] 
f(z) = 45/41*z^3 - 297/205*z + 1
*
[ -5/3 ] 
f(z) = 45/43*z^3 - 281/215*z + 1
*
[ 3/2 ] 
f(z) = 41/57*z^3 - 293/228*z + 1
*
[ 1/2 ] 
f(z) = 45/59*z^3 - 281/236*z + 1
*
[ 1/2 ] 
f(z) = 47/59*z^3 - 283/236*z + 1
*
[ 26/21 ] 
f(z) = 49/52*z^3 - 293/234*z + 1
*
[ 1/2 ] 
f(z) = 49/58*z^3 - 281/232*z + 1
*
[ 1/2 ] 
f(z) = 49/59*z^3 - 285/236*z + 1
*
[ 1/2 ] 
f(z) = 51/58*z^3 - 283/232*z + 1
*
[ 1/2 ] 
f(z) = 51/59*z^3 - 287/236*z + 1
*
[ 5/4 ] 
f(z) = 52/55*z^3 - 281/220*z + 1
*
[ 1/2 ] 
f(z) = 53/57*z^3 - 281/228*z + 1
*
[ 1/2 ] 
f(z) = 53/58*z^3 - 285/232*z + 1
*
[ 1/2 ] 
f(z) = 53/59*z^3 - 289/236*z + 1
*
[ 1/2 ] 
f(z) = 55/57*z^3 - 283/228*z + 1
*
[ 1/2 ] 
f(z) = 55/58*z^3 - 287/232*z + 1
*
[ 1/2 ] 
f(z) = 55/59*z^3 - 291/236*z + 1
*
[ 1/2 ] 
f(z) = 57/56*z^3 - 281/224*z + 1
*
[ 1/2 ] 
f(z) = 57/58*z^3 - 289/232*z + 1
*
[ 1/2 ] 
f(z) = 57/59*z^3 - 293/236*z + 1
*
[ 1/2 ] 
f(z) = 59/56*z^3 - 283/224*z + 1
*
[ 1/2 ] 
f(z) = 59/57*z^3 - 287/228*z + 1
*
[ 1/2 ] 
f(z) = 59/58*z^3 - 291/232*z + 1
*
[ 4/3 ] 
f(z) = 43/56*z^3 - 281/252*z + 1
*
[ 7/6 ] 
f(z) = 47/49*z^3 - 293/252*z + 1
*
[ 15/28 ] 
f(z) = 49/45*z^3 - 283/240*z + 1
*
[ -3/2 ] 
f(z) = 54/43*z^3 - 299/258*z + 1
*
[ -10/7 ] 
f(z) = 57/40*z^3 - 296/245*z + 1
*
[ 2/3 ] 
f(z) = 57/43*z^3 - 281/258*z + 1
*
[ -19/10 ] 
f(z) = 40/57*z^3 - 287/285*z + 1
*
[ 2/3 ] 
f(z) = 51/49*z^3 - 283/294*z + 1
*
[ 3/5 ] 
f(z) = 55/57*z^3 - 289/285*z + 1
*
[ 3/4 ] 
f(z) = 56/47*z^3 - 283/282*z + 1
*
[ 2/3 ] 
f(z) = 57/47*z^3 - 293/282*z + 1
*
[ 2/3 ] 
f(z) = 57/49*z^3 - 299/294*z + 1
*
[ 7 ] 
f(z) = 40/49*z^3 - 274/7*z + 1
*
[ -7 ] 
f(z) = 40/49*z^3 - 272/7*z + 1
*
[ -7 ] 
f(z) = 41/49*z^3 - 279/7*z + 1
*
[ 14/3 ] 
f(z) = 45/49*z^3 - 269/14*z + 1
*
[ -14/3 ] 
f(z) = 45/49*z^3 - 263/14*z + 1
*
[ 5 ] 
f(z) = 57/50*z^3 - 277/10*z + 1
*
[ -5 ] 
f(z) = 57/50*z^3 - 273/10*z + 1
*
[ 7/2 ] 
f(z) = 41/49*z^3 - 267/28*z + 1
*
[ -7/2 ] 
f(z) = 43/49*z^3 - 265/28*z + 1
*
[ -7/2 ] 
f(z) = 45/49*z^3 - 279/28*z + 1
*
[ -10/3 ] 
f(z) = 45/56*z^3 - 267/35*z + 1
*
[ 24/7 ] 
f(z) = 49/48*z^3 - 271/24*z + 1
*
-18/7 | 0.15779206194728876280843194434775188563 | 0.022651667250790889386708958120548275972
f(z) = 49/48*z^3 - 265/36*z + 1
*
[ 3/28 ] 
f(z) = 49/54*z^3 - 267/32*z + 1
*
0 | 0.15711171669680337209103886115005452623 | 0.028157584972142219528860666454418164752
f(z) = 41/56*z^3 - 265/56*z + 1
*
-7/3 | 0.10939258566085976749679159748841141546 | 0.019450968198536018620542057337421571523
f(z) = 45/56*z^3 - 277/56*z + 1
*
7/3 | 0.063811646980947919395364559421861363573 | 0.011405708472040826970199665105617749028
f(z) = 45/56*z^3 - 269/56*z + 1
*
1/4 | 0.15289105515913498912856084263322802216 | 0.027167972411502284510077980790709237001
f(z) = 48/55*z^3 - 278/55*z + 1
*
[ 5/2 ] 
f(z) = 48/55*z^3 - 267/55*z + 1
*
[ 1/7 ] 
f(z) = 49/44*z^3 - 265/44*z + 1
*
[ 1/7 ] 
f(z) = 49/45*z^3 - 271/45*z + 1
*
[ 1/7 ] 
f(z) = 49/46*z^3 - 277/46*z + 1
*
16/7 | 0.14526395399145670850140574020944942644 | 0.025829214406186078863486704120082134064
f(z) = 49/48*z^3 - 277/48*z + 1
*
[ -5/2 ] 
f(z) = 52/45*z^3 - 262/45*z + 1
*
7/3 | 0.19321794606405262822339289535849632158 | 0.025524411178518598904629513795881077451
f(z) = 54/49*z^3 - 277/42*z + 1
*
[ -5/2 ] 
f(z) = 56/55*z^3 - 273/55*z + 1
*
[ 5/2 ] 
f(z) = 57/50*z^3 - 261/40*z + 1
*
[ 5/2 ] 
f(z) = 59/50*z^3 - 271/40*z + 1
*
-2 | 0.071407919031749423154754141677350895046 | 0.012832717611706368525031856541087286042
f(z) = 59/50*z^3 - 261/50*z + 1
*
-2 | 0.056563330717570541678712034347300033142 | 0.010151070912780187321795891909602746104
f(z) = 59/54*z^3 - 263/54*z + 1
*
-2 | 0.067921785887061968194580673260482745311 | 0.012172952455642730360484084353289117494
f(z) = 59/58*z^3 - 265/58*z + 1
*
[ 7/3 ] 
f(z) = 43/49*z^3 - 265/63*z + 1
*
[ 7/3 ] 
f(z) = 44/49*z^3 - 272/63*z + 1
*
-3/14 | 0.13569780689690710854351463397902731716 | 0.020342161660326335334537181800577354385
f(z) = 49/45*z^3 - 263/60*z + 1
*
[ -7/3 ] 
f(z) = 52/49*z^3 - 274/63*z + 1
*
[ 2 ] 
f(z) = 40/41*z^3 - 279/82*z + 1
*
[ 2 ] 
f(z) = 40/43*z^3 - 277/86*z + 1
*
[ 1/4 ] 
f(z) = 40/43*z^3 - 263/86*z + 1
*
[ 2 ] 
f(z) = 40/47*z^3 - 273/94*z + 1
*
[ 2 ] 
f(z) = 40/49*z^3 - 271/98*z + 1
*
[ 2 ] 
f(z) = 41/49*z^3 - 279/98*z + 1
*
[ -2 ] 
f(z) = 48/41*z^3 - 261/82*z + 1
*
7/8 | 0.19344821294803261238109594994948535321 | 0.025628970651618753843858166865508441504
f(z) = 48/49*z^3 - 271/84*z + 1
*
[ -2 ] 
f(z) = 49/41*z^3 - 269/82*z + 1
*
[ -2 ] 
f(z) = 49/43*z^3 - 263/86*z + 1
*
10/7 | 0.12876738841663923659494474026723794034 | 0.023109086301821611280701131486725461118
f(z) = 49/45*z^3 - 263/90*z + 1
*
[ -2 ] 
f(z) = 50/41*z^3 - 277/82*z + 1
*
[ -2 ] 
f(z) = 50/43*z^3 - 271/86*z + 1
*
2/5 | 0.15333866989293990820542020977881413245 | 0.027556493402585451131479770141746335676
f(z) = 50/49*z^3 - 261/98*z + 1
*
[ -2 ] 
f(z) = 51/43*z^3 - 279/86*z + 1
*
[ -2 ] 
f(z) = 51/47*z^3 - 267/94*z + 1
*
[ -2 ] 
f(z) = 51/49*z^3 - 261/98*z + 1
*
[ -2 ] 
f(z) = 52/47*z^3 - 275/94*z + 1
*
[ -2 ] 
f(z) = 52/49*z^3 - 269/98*z + 1
*
[ -2 ] 
f(z) = 53/49*z^3 - 277/98*z + 1
*
[ 1/4 ] 
f(z) = 56/43*z^3 - 265/86*z + 1
*
[ 1/4 ] 
f(z) = 56/45*z^3 - 277/90*z + 1
*
[ 2 ] 
f(z) = 40/53*z^3 - 267/106*z + 1
*
[ 2 ] 
f(z) = 40/57*z^3 - 263/114*z + 1
*
[ 2 ] 
f(z) = 40/59*z^3 - 261/118*z + 1
*
[ 2 ] 
f(z) = 41/51*z^3 - 277/102*z + 1
*
[ 2 ] 
f(z) = 41/53*z^3 - 275/106*z + 1
*
[ 2 ] 
f(z) = 41/55*z^3 - 273/110*z + 1
*
[ 2 ] 
f(z) = 41/57*z^3 - 271/114*z + 1
*
[ 2 ] 
f(z) = 41/59*z^3 - 269/118*z + 1
*
[ 2 ] 
f(z) = 42/59*z^3 - 277/118*z + 1
*
-22/15 | 0.18869292762868708565964915388959127176 | 0.029869876279233954220009211291870659634
f(z) = 45/44*z^3 - 277/110*z + 1
*
[ 7/4 ] 
f(z) = 45/49*z^3 - 267/112*z + 1
*
3/2 | 0.16713395709857979813219293609995493787 | 0.029756234354647966619061345761368414364
f(z) = 46/51*z^3 - 275/102*z + 1
*
[ 2/7 ] 
f(z) = 49/51*z^3 - 263/102*z + 1
*
[ 2/7 ] 
f(z) = 49/53*z^3 - 273/106*z + 1
*
[ 3/10 ] 
f(z) = 50/57*z^3 - 275/114*z + 1
*
[ -2 ] 
f(z) = 52/51*z^3 - 263/102*z + 1
*
[ -2 ] 
f(z) = 53/51*z^3 - 271/102*z + 1
*
[ -2 ] 
f(z) = 54/53*z^3 - 273/106*z + 1
*
[ -2 ] 
f(z) = 54/55*z^3 - 267/110*z + 1
*
6/5 | 0.12063336093855171995421427201610400015 | 0.019196496740291756133286644099375065855
f(z) = 55/42*z^3 - 268/105*z + 1
*
[ -2 ] 
f(z) = 55/57*z^3 - 269/114*z + 1
*
[ -2 ] 
f(z) = 55/59*z^3 - 263/118*z + 1
*
3/7 | 0.14125442317162794285381621623035033018 | 0.021103778955327071611694954580879970024
f(z) = 56/45*z^3 - 269/105*z + 1
*
[ -2 ] 
f(z) = 56/57*z^3 - 277/114*z + 1
*
[ -2 ] 
f(z) = 56/59*z^3 - 271/118*z + 1
*
[ -2 ] 
f(z) = 57/59*z^3 - 279/118*z + 1
*
-4/3 | 0.19688014219575637339661495311501599919 | 0.028293684319824862425005211241500142416
f(z) = 59/48*z^3 - 263/108*z + 1
*
[ 1/3 ] 
f(z) = 42/43*z^3 - 272/129*z + 1
*
[ 1/3 ] 
f(z) = 48/41*z^3 - 262/123*z + 1
*
[ 1/3 ] 
f(z) = 48/43*z^3 - 274/129*z + 1
*
[ 1/3 ] 
f(z) = 51/41*z^3 - 263/123*z + 1
*
[ 1/3 ] 
f(z) = 51/43*z^3 - 275/129*z + 1
*
-8/5 | 0.15741604472752035944705996804333932617 | 0.024918781214895646888318693966402624857
f(z) = 55/48*z^3 - 277/120*z + 1
*
[ 1/3 ] 
f(z) = 57/41*z^3 - 265/123*z + 1
*
[ 1/3 ] 
f(z) = 57/43*z^3 - 277/129*z + 1
*
[ 4/3 ] 
f(z) = 57/44*z^3 - 271/132*z + 1
*
[ 3/2 ] 
f(z) = 48/47*z^3 - 277/141*z + 1
*
3/4 | 0.14414252613903669010035547449482195484 | 0.025629814626369201610433380541891856867
f(z) = 48/49*z^3 - 277/147*z + 1
*
[ 3/2 ] 
f(z) = 48/49*z^3 - 275/147*z + 1
*
[ 3/2 ] 
f(z) = 48/53*z^3 - 271/159*z + 1
*
[ 4/3 ] 
f(z) = 57/52*z^3 - 265/156*z + 1
*
[ 4/3 ] 
f(z) = 45/41*z^3 - 279/164*z + 1
*
[ 4/3 ] 
f(z) = 45/43*z^3 - 277/172*z + 1
*
[ 7/5 ] 
f(z) = 46/49*z^3 - 272/175*z + 1
*
[ 7/5 ] 
f(z) = 47/49*z^3 - 279/175*z + 1
*
[ 3/2 ] 
f(z) = 48/55*z^3 - 269/165*z + 1
*
[ 3/2 ] 
f(z) = 48/59*z^3 - 265/177*z + 1
*
[ 3/7 ] 
f(z) = 49/59*z^3 - 263/177*z + 1
*
[ 5/4 ] 
f(z) = 59/50*z^3 - 263/160*z + 1
*
[ 4/3 ] 
f(z) = 45/47*z^3 - 273/188*z + 1
*
[ 4/3 ] 
f(z) = 45/49*z^3 - 271/196*z + 1
*
[ 15/13 ] 
f(z) = 52/45*z^3 - 274/195*z + 1
*
[ 4/3 ] 
f(z) = 45/53*z^3 - 267/212*z + 1
*
[ 1/2 ] 
f(z) = 47/54*z^3 - 263/216*z + 1
*
[ 1/2 ] 
f(z) = 49/53*z^3 - 261/212*z + 1
*
[ 1/2 ] 
f(z) = 49/54*z^3 - 265/216*z + 1
*
[ 1/2 ] 
f(z) = 51/53*z^3 - 263/212*z + 1
*
[ 1/2 ] 
f(z) = 53/52*z^3 - 261/208*z + 1
*
[ 1/2 ] 
f(z) = 53/54*z^3 - 269/216*z + 1
*
[ 1/2 ] 
f(z) = 55/52*z^3 - 263/208*z + 1
*
[ 1/2 ] 
f(z) = 55/53*z^3 - 267/212*z + 1
*
[ 1/2 ] 
f(z) = 55/54*z^3 - 271/216*z + 1
*
[ 1/2 ] 
f(z) = 57/52*z^3 - 265/208*z + 1
*
[ 1/2 ] 
f(z) = 57/53*z^3 - 269/212*z + 1
*
[ 1/2 ] 
f(z) = 59/51*z^3 - 263/204*z + 1
*
[ 1/2 ] 
f(z) = 59/52*z^3 - 267/208*z + 1
*
[ 1/2 ] 
f(z) = 59/53*z^3 - 271/212*z + 1
*
[ 1/2 ] 
f(z) = 59/54*z^3 - 275/216*z + 1
*
[ 1/2 ] 
f(z) = 41/55*z^3 - 261/220*z + 1
*
[ 1/2 ] 
f(z) = 41/56*z^3 - 265/224*z + 1
*
[ 1/2 ] 
f(z) = 41/57*z^3 - 269/228*z + 1
*
[ 1/2 ] 
f(z) = 41/58*z^3 - 273/232*z + 1
*
[ 1/2 ] 
f(z) = 41/59*z^3 - 277/236*z + 1
*
[ 1/2 ] 
f(z) = 43/55*z^3 - 263/220*z + 1
*
[ 1/2 ] 
f(z) = 43/56*z^3 - 267/224*z + 1
*
[ 1/2 ] 
f(z) = 43/57*z^3 - 271/228*z + 1
*
[ 1/2 ] 
f(z) = 43/58*z^3 - 275/232*z + 1
*
[ 1/2 ] 
f(z) = 43/59*z^3 - 279/236*z + 1
*
[ -5/3 ] 
f(z) = 45/44*z^3 - 273/220*z + 1
*
0 | 0.15364274988623343369810703990901810196 | 0.027462140486176032926866747266846742482
f(z) = 45/44*z^3 - 269/220*z + 1
*
[ 1/2 ] 
f(z) = 45/56*z^3 - 269/224*z + 1
*
[ 1/2 ] 
f(z) = 45/58*z^3 - 277/232*z + 1
*
[ 4/3 ] 
f(z) = 45/59*z^3 - 261/236*z + 1
*
[ 1/2 ] 
f(z) = 47/55*z^3 - 267/220*z + 1
*
[ 1/2 ] 
f(z) = 47/56*z^3 - 271/224*z + 1
*
[ 1/2 ] 
f(z) = 47/57*z^3 - 275/228*z + 1
*
[ 1/2 ] 
f(z) = 47/58*z^3 - 279/232*z + 1
*
[ 1/2 ] 
f(z) = 49/55*z^3 - 269/220*z + 1
*
[ 1/2 ] 
f(z) = 51/55*z^3 - 271/220*z + 1
*
[ 1/2 ] 
f(z) = 51/56*z^3 - 275/224*z + 1
*
0 | 0.16358124756573190872899521799201489900 | 0.029317055245917534681074014127734537143
f(z) = 52/57*z^3 - 265/228*z + 1
*
[ 1/2 ] 
f(z) = 53/55*z^3 - 273/220*z + 1
*
[ 1/2 ] 
f(z) = 53/56*z^3 - 277/224*z + 1
*
[ 1/2 ] 
f(z) = 55/56*z^3 - 279/224*z + 1
*
[ 1/2 ] 
f(z) = 57/55*z^3 - 277/220*z + 1
*
[ 1/2 ] 
f(z) = 59/55*z^3 - 279/220*z + 1
*
[ 4/3 ] 
f(z) = 41/56*z^3 - 265/252*z + 1
*
[ 7/6 ] 
f(z) = 43/49*z^3 - 265/252*z + 1
*
[ 6/11 ] 
f(z) = 49/54*z^3 - 267/242*z + 1
*
[ -3/2 ] 
f(z) = 50/41*z^3 - 265/246*z + 1
*
[ 2/3 ] 
f(z) = 51/43*z^3 - 265/258*z + 1
*
[ 7/12 ] 
f(z) = 52/49*z^3 - 271/252*z + 1
*
[ 3/5 ] 
f(z) = 55/51*z^3 - 269/255*z + 1
*
[ 3/4 ] 
f(z) = 56/41*z^3 - 271/246*z + 1
*
[ 3/4 ] 
f(z) = 56/43*z^3 - 275/258*z + 1
*
[ 2/3 ] 
f(z) = 57/41*z^3 - 275/246*z + 1
*
[ 14/19 ] 
f(z) = 57/49*z^3 - 263/266*z + 1
*
[ 3/5 ] 
f(z) = 40/57*z^3 - 262/285*z + 1
*
[ 2/3 ] 
f(z) = 48/47*z^3 - 269/282*z + 1
*
[ 2/3 ] 
f(z) = 48/49*z^3 - 275/294*z + 1
*
[ 6/7 ] 
f(z) = 49/47*z^3 - 263/282*z + 1
*
[ 2/3 ] 
f(z) = 51/47*z^3 - 277/282*z + 1
*
[ -5/3 ] 
f(z) = 54/59*z^3 - 278/295*z + 1
*
[ 6/7 ] 
f(z) = 55/54*z^3 - 269/294*z + 1
*
[ 5 ] 
f(z) = 51/50*z^3 - 247/10*z + 1
*
[ -5 ] 
f(z) = 51/50*z^3 - 243/10*z + 1
*
[ 5 ] 
f(z) = 53/50*z^3 - 257/10*z + 1
*
[ -5 ] 
f(z) = 53/50*z^3 - 253/10*z + 1
*
-10/3 | 0.15503730370516459610365104626836388599 | 0.020418800509915048915271385865861694303
f(z) = 57/40*z^3 - 248/15*z + 1
*
10/3 | 0.22158828007812859441539894952304228089 | 0.029278168051093356125587703964062078650
f(z) = 57/40*z^3 - 242/15*z + 1
*
-4 | 0.14909479117619915483184601799567483290 | 0.021646991384076679636572301662843585531
f(z) = 59/48*z^3 - 245/12*z + 1
*
[ -7/2 ] 
f(z) = 41/49*z^3 - 251/28*z + 1
*
-14/5 | 0.20679390074611960341375723392203622285 | 0.027308526804834654797215697026082536566
f(z) = 45/56*z^3 - 243/35*z + 1
*
[ -24/7 ] 
f(z) = 49/48*z^3 - 257/24*z + 1
*
[ 14/5 ] 
f(z) = 55/56*z^3 - 247/35*z + 1
*
[ 5/2 ] 
f(z) = 44/45*z^3 - 248/45*z + 1
*
[ -8/3 ] 
f(z) = 45/56*z^3 - 243/56*z + 1
*
[ 1/7 ] 
f(z) = 49/41*z^3 - 247/41*z + 1
*
[ 1/7 ] 
f(z) = 49/43*z^3 - 259/43*z + 1
*
2/7 | 0.11015883723183198583089875372768336520 | 0.019994749053985679942094247866185581019
f(z) = 49/54*z^3 - 247/54*z + 1
*
[ 6/35 ] 
f(z) = 49/54*z^3 - 243/50*z + 1
*
[ -5/2 ] 
f(z) = 52/55*z^3 - 248/55*z + 1
*
[ 5/2 ] 
f(z) = 53/50*z^3 - 241/40*z + 1
*
-2 | 0.062357998541361914378690804191051952271 | 0.011369244713618923996228392396920879304
f(z) = 53/58*z^3 - 241/58*z + 1
*
-7/3 | 0.13798257124411002970325745131829234795 | 0.018569238392967757435676144939668704872
f(z) = 54/49*z^3 - 241/42*z + 1
*
-2 | 0.070277210543324965550399310270404738772 | 0.012793814754889507919305830516099477408
f(z) = 55/46*z^3 - 243/46*z + 1
*
-2 | 0.064274785103058009648495096409572216343 | 0.011649358192843276824220348682765236527
f(z) = 55/58*z^3 - 249/58*z + 1
*
-2 | 0.071345744698560822643685905067503913644 | 0.012912198417849777465375711102693691592
f(z) = 57/46*z^3 - 251/46*z + 1
*
-2 | 0.070268778635895202041935333573633776862 | 0.012699047984792135722044533793320183695
f(z) = 57/50*z^3 - 253/50*z + 1
*
-2 | 0.064230525882606869333134197692706687992 | 0.011574994629726670904804120408950867816
f(z) = 57/58*z^3 - 257/58*z + 1
*
-2 | 0.072323124559809233030994590517341426426 | 0.013015181279099976530662001213292456832
f(z) = 59/46*z^3 - 259/46*z + 1
*
[ 7/3 ] 
f(z) = 40/49*z^3 - 244/63*z + 1
*
[ 7/3 ] 
f(z) = 41/49*z^3 - 251/63*z + 1
*
-12/7 | 0.11003716535724982877256016863211122703 | 0.017811291802881558403324012739419423627
f(z) = 49/40*z^3 - 241/60*z + 1
*
10/7 | 0.18444959123461104767987839358727179689 | 0.026686391041509107750923482868344586481
f(z) = 49/48*z^3 - 251/60*z + 1
*
[ -7/3 ] 
f(z) = 50/49*z^3 - 260/63*z + 1
*
[ 1/4 ] 
f(z) = 40/41*z^3 - 251/82*z + 1
*
[ -2 ] 
f(z) = 46/41*z^3 - 245/82*z + 1
*
[ -2 ] 
f(z) = 47/41*z^3 - 253/82*z + 1
*
[ -2 ] 
f(z) = 47/43*z^3 - 247/86*z + 1
*
[ -2 ] 
f(z) = 47/45*z^3 - 241/90*z + 1
*
[ -2 ] 
f(z) = 48/43*z^3 - 255/86*z + 1
*
[ -2 ] 
f(z) = 48/47*z^3 - 243/94*z + 1
*
[ -2 ] 
f(z) = 49/45*z^3 - 257/90*z + 1
*
[ -2 ] 
f(z) = 49/47*z^3 - 251/94*z + 1
*
[ 2/7 ] 
f(z) = 49/47*z^3 - 243/94*z + 1
*
51/28 | 0.22163541596521250497682009562517860340 | 0.028611775559634302646729812089490990046
f(z) = 49/54*z^3 - 257/96*z + 1
*
[ -2 ] 
f(z) = 50/47*z^3 - 259/94*z + 1
*
[ -2 ] 
f(z) = 50/49*z^3 - 253/98*z + 1
*
[ 7/26 ] 
f(z) = 52/49*z^3 - 254/91*z + 1
*
[ 9/5 ] 
f(z) = 55/54*z^3 - 257/90*z + 1
*
-9/5 | 0.19339860223753955991667569390669754774 | 0.029267340184138357925380302133095764368
f(z) = 55/54*z^3 - 247/90*z + 1
*
[ 1/4 ] 
f(z) = 56/41*z^3 - 253/82*z + 1
*
5/4 | 0.066132338926712180347226867394529545775 | 0.012003571882389488351686428107025564843
f(z) = 56/45*z^3 - 247/90*z + 1
*
[ 5/3 ] 
f(z) = 59/50*z^3 - 259/90*z + 1
*
[ 7/4 ] 
f(z) = 43/49*z^3 - 253/112*z + 1
*
1/2 | 0.16408210821157354580879854745964401740 | 0.029695684683065243473127424088130055059
f(z) = 46/57*z^3 - 251/114*z + 1
*
-3/2 | 0.16358162904279907908692956819562683743 | 0.029735311956317253514725783317442831104
f(z) = 46/57*z^3 - 245/114*z + 1
*
[ -2 ] 
f(z) = 50/53*z^3 - 241/106*z + 1
*
1/2 | 0.16358253610880388030201347796898430220 | 0.029562808915231802424067070287832485693
f(z) = 50/57*z^3 - 253/114*z + 1
*
[ -2 ] 
f(z) = 51/53*z^3 - 249/106*z + 1
*
[ -2 ] 
f(z) = 51/55*z^3 - 243/110*z + 1
*
[ -2 ] 
f(z) = 52/53*z^3 - 257/106*z + 1
*
[ -2 ] 
f(z) = 52/55*z^3 - 251/110*z + 1
*
[ -2 ] 
f(z) = 52/57*z^3 - 245/114*z + 1
*
[ -2 ] 
f(z) = 53/55*z^3 - 259/110*z + 1
*
[ -2 ] 
f(z) = 53/57*z^3 - 253/114*z + 1
*
[ -2 ] 
f(z) = 53/59*z^3 - 247/118*z + 1
*
[ -2 ] 
f(z) = 54/59*z^3 - 255/118*z + 1
*
-4/3 | 0.19375784628809208719435347346186048699 | 0.028098428361759374754682855330744012913
f(z) = 55/48*z^3 - 247/108*z + 1
*
1/2 | 0.16358162904279907908692956819562683743 | 0.029479074811764434923964245255104519038
f(z) = 58/57*z^3 - 257/114*z + 1
*
[ 1/3 ] 
f(z) = 42/41*z^3 - 260/123*z + 1
*
[ 3/2 ] 
f(z) = 44/41*z^3 - 256/123*z + 1
*
[ 3/2 ] 
f(z) = 44/43*z^3 - 254/129*z + 1
*
[ 1/3 ] 
f(z) = 51/40*z^3 - 257/120*z + 1
*
[ 4/11 ] 
f(z) = 55/48*z^3 - 251/132*z + 1
*
[ 1/3 ] 
f(z) = 57/40*z^3 - 259/120*z + 1
*
0 | 0.15155652243524386447255366607140936868 | 0.027428796173777201203029890692426448188
f(z) = 57/40*z^3 - 251/120*z + 1
*
0 | 0.13321770832306135784304611499630799692 | 0.023973696296501417391836693073098537042
f(z) = 57/44*z^3 - 259/132*z + 1
*
[ 7/19 ] 
f(z) = 57/49*z^3 - 249/133*z + 1
*
[ 3/2 ] 
f(z) = 44/47*z^3 - 250/141*z + 1
*
[ 3/2 ] 
f(z) = 44/49*z^3 - 248/147*z + 1
*
[ 3/2 ] 
f(z) = 44/53*z^3 - 244/159*z + 1
*
[ -9/5 ] 
f(z) = 50/51*z^3 - 248/153*z + 1
*
0 | 0.14249952442076925823142419351016419243 | 0.025679864943401654522185652631433949338
f(z) = 51/52*z^3 - 257/156*z + 1
*
[ 14/11 ] 
f(z) = 55/49*z^3 - 247/154*z + 1
*
-5/3 | 0.13432130454173098193316760951302377248 | 0.024309555437610320084087713011489719769
f(z) = 42/55*z^3 - 251/165*z + 1
*
[ 7/5 ] 
f(z) = 43/49*z^3 - 251/175*z + 1
*
[ 15/11 ] 
f(z) = 44/45*z^3 - 256/165*z + 1
*
[ 7/5 ] 
f(z) = 44/49*z^3 - 258/175*z + 1
*
[ 5/12 ] 
f(z) = 48/55*z^3 - 256/165*z + 1
*
[ 3/7 ] 
f(z) = 49/55*z^3 - 247/165*z + 1
*
[ 3/7 ] 
f(z) = 49/58*z^3 - 259/174*z + 1
*
[ 7/15 ] 
f(z) = 54/49*z^3 - 242/175*z + 1
*
[ 5/4 ] 
f(z) = 57/50*z^3 - 253/160*z + 1
*
[ -3/2 ] 
f(z) = 59/42*z^3 - 251/168*z + 1
*
[ 1/2 ] 
f(z) = 45/49*z^3 - 241/196*z + 1
*
[ 1/2 ] 
f(z) = 47/49*z^3 - 243/196*z + 1
*
2/7 | 0.16252732943233926625649386605090734686 | 0.029632333047725618325877747222074611907
f(z) = 49/45*z^3 - 241/180*z + 1
*
[ 1/2 ] 
f(z) = 49/48*z^3 - 241/192*z + 1
*
[ 1/2 ] 
f(z) = 51/49*z^3 - 247/196*z + 1
*
0 | 0.14414279680132323910666797129033264542 | 0.025975999354862875259545871616760480117
f(z) = 52/49*z^3 - 257/196*z + 1
*
[ 1/2 ] 
f(z) = 53/47*z^3 - 241/188*z + 1
*
[ 1/2 ] 
f(z) = 53/48*z^3 - 245/192*z + 1
*
[ 1/2 ] 
f(z) = 53/49*z^3 - 249/196*z + 1
*
[ -12/7 ] 
f(z) = 53/54*z^3 - 255/196*z + 1
*
[ 1/2 ] 
f(z) = 55/47*z^3 - 243/188*z + 1
*
[ 1/2 ] 
f(z) = 55/48*z^3 - 247/192*z + 1
*
[ 1/2 ] 
f(z) = 55/49*z^3 - 251/196*z + 1
*
[ 1/2 ] 
f(z) = 57/46*z^3 - 241/184*z + 1
*
[ 1/2 ] 
f(z) = 57/47*z^3 - 245/188*z + 1
*
[ 1/2 ] 
f(z) = 57/49*z^3 - 253/196*z + 1
*
[ 1/2 ] 
f(z) = 59/46*z^3 - 243/184*z + 1
*
[ 1/2 ] 
f(z) = 59/47*z^3 - 247/188*z + 1
*
[ 1/2 ] 
f(z) = 59/48*z^3 - 251/192*z + 1
*
[ 1/2 ] 
f(z) = 59/49*z^3 - 255/196*z + 1
*
[ 1/2 ] 
f(z) = 41/50*z^3 - 241/200*z + 1
*
[ 1/2 ] 
f(z) = 41/51*z^3 - 245/204*z + 1
*
[ 1/2 ] 
f(z) = 41/52*z^3 - 249/208*z + 1
*
[ 1/2 ] 
f(z) = 41/53*z^3 - 253/212*z + 1
*
[ 1/2 ] 
f(z) = 41/54*z^3 - 257/216*z + 1
*
[ 1/2 ] 
f(z) = 43/50*z^3 - 243/200*z + 1
*
[ 1/2 ] 
f(z) = 43/51*z^3 - 247/204*z + 1
*
[ 1/2 ] 
f(z) = 43/52*z^3 - 251/208*z + 1
*
[ 1/2 ] 
f(z) = 43/53*z^3 - 255/212*z + 1
*
[ 1/2 ] 
f(z) = 43/54*z^3 - 259/216*z + 1
*
[ 1/2 ] 
f(z) = 45/52*z^3 - 253/208*z + 1
*
[ 1/2 ] 
f(z) = 45/53*z^3 - 257/212*z + 1
*
[ 1/2 ] 
f(z) = 47/50*z^3 - 247/200*z + 1
*
[ 1/2 ] 
f(z) = 47/51*z^3 - 251/204*z + 1
*
[ 1/2 ] 
f(z) = 47/52*z^3 - 255/208*z + 1
*
[ 1/2 ] 
f(z) = 47/53*z^3 - 259/212*z + 1
*
[ 1/2 ] 
f(z) = 49/50*z^3 - 249/200*z + 1
*
[ 1/2 ] 
f(z) = 49/52*z^3 - 257/208*z + 1
*
[ 1/2 ] 
f(z) = 51/50*z^3 - 251/200*z + 1
*
[ 1/2 ] 
f(z) = 51/52*z^3 - 259/208*z + 1
*
[ 1/2 ] 
f(z) = 53/50*z^3 - 253/200*z + 1
*
[ 1/2 ] 
f(z) = 53/51*z^3 - 257/204*z + 1
*
[ 1/2 ] 
f(z) = 55/51*z^3 - 259/204*z + 1
*
[ 15/28 ] 
f(z) = 56/45*z^3 - 257/210*z + 1
*
[ 1/2 ] 
f(z) = 57/50*z^3 - 257/200*z + 1
*
[ 1/2 ] 
f(z) = 59/50*z^3 - 259/200*z + 1
*
[ -5/3 ] 
f(z) = 45/46*z^3 - 257/230*z + 1
*
[ -5/3 ] 
f(z) = 45/47*z^3 - 249/235*z + 1
*
-19/14 | 0.16358228118215279845117641519474946645 | 0.029562762844617832237999234493472660165
f(z) = 49/57*z^3 - 253/228*z + 1
*
[ 4/7 ] 
f(z) = 49/59*z^3 - 241/236*z + 1
*
[ 6/11 ] 
f(z) = 55/56*z^3 - 260/231*z + 1
*
[ 3/5 ] 
f(z) = 40/51*z^3 - 242/255*z + 1
*
[ 7/6 ] 
f(z) = 41/49*z^3 - 251/252*z + 1
*
[ 2/3 ] 
f(z) = 42/43*z^3 - 241/258*z + 1
*
[ 6/11 ] 
f(z) = 43/54*z^3 - 259/242*z + 1
*
[ 7/12 ] 
f(z) = 44/49*z^3 - 257/252*z + 1
*
[ 2/3 ] 
f(z) = 48/41*z^3 - 251/246*z + 1
*
[ 2/3 ] 
f(z) = 48/43*z^3 - 257/258*z + 1
*
[ 6/7 ] 
f(z) = 49/41*z^3 - 257/246*z + 1
*
[ 6/7 ] 
f(z) = 49/43*z^3 - 259/258*z + 1
*
[ 2/3 ] 
f(z) = 51/41*z^3 - 259/246*z + 1
*
[ 3/5 ] 
f(z) = 55/48*z^3 - 259/240*z + 1
*
[ 3/4 ] 
f(z) = 59/45*z^3 - 257/240*z + 1
*
[ 21/26 ] 
f(z) = 52/49*z^3 - 254/273*z + 1
*
[ 8/11 ] 
f(z) = 55/48*z^3 - 259/264*z + 1
*
[ 4/5 ] 
f(z) = 55/52*z^3 - 241/260*z + 1
*
[ 2/3 ] 
f(z) = 42/47*z^3 - 253/282*z + 1
*
-7/5 | 0.14789412654386827114232918296750777249 | 0.026246610248000424346568759324569535129
f(z) = 45/56*z^3 - 241/280*z + 1
*
[ 5/7 ] 
f(z) = 49/58*z^3 - 241/290*z + 1
*
[ 5/7 ] 
f(z) = 49/59*z^3 - 243/295*z + 1
*
[ -8/5 ] 
f(z) = 55/56*z^3 - 249/280*z + 1
*
[ 5 ] 
f(z) = 47/50*z^3 - 227/10*z + 1
*
[ -5 ] 
f(z) = 47/50*z^3 - 223/10*z + 1
*
[ 5 ] 
f(z) = 49/50*z^3 - 237/10*z + 1
*
[ -5 ] 
f(z) = 49/50*z^3 - 233/10*z + 1
*
4 | 0.18094558267915548271545724097630923650 | 0.026565715840064033587749102747845689415
f(z) = 53/48*z^3 - 227/12*z + 1
*
-4 | 0.17764810600592024710735394796460466045 | 0.026184572231171978566538360009578729493
f(z) = 53/48*z^3 - 221/12*z + 1
*
-4 | 0.12826235269332325029029112424635963688 | 0.018806751455566602787840811282939521571
f(z) = 55/48*z^3 - 229/12*z + 1
*
[ 10/3 ] 
f(z) = 57/40*z^3 - 227/15*z + 1
*
[ 4 ] 
f(z) = 59/48*z^3 - 227/12*z + 1
*
[ -4 ] 
f(z) = 59/48*z^3 - 221/12*z + 1
*
[ -6 ] 
f(z) = 59/54*z^3 - 229/6*z + 1
*
38/15 | 0.20031267115852596262181071926221373476 | 0.026600252744180436513510263134634725520
f(z) = 45/56*z^3 - 233/35*z + 1
*
[ 2/15 ] 
f(z) = 45/56*z^3 - 228/35*z + 1
*
[ 22/7 ] 
f(z) = 49/44*z^3 - 227/22*z + 1
*
[ 18/7 ] 
f(z) = 49/48*z^3 - 221/36*z + 1
*
[ 24/7 ] 
f(z) = 49/54*z^3 - 239/24*z + 1
*
[ -14/5 ] 
f(z) = 55/56*z^3 - 222/35*z + 1
*
0 | 0.14737109504084513569227156038862389431 | 0.027035416516727181723584492638754355531
f(z) = 41/48*z^3 - 233/48*z + 1
*
0 | 0.15324659881343366264291075147918872447 | 0.028069273467082326450035745735316939377
f(z) = 43/48*z^3 - 235/48*z + 1
*
5/3 | 0.14197742586428518493280817924223317765 | 0.025964861797370732754531210121340241385
f(z) = 45/56*z^3 - 237/56*z + 1
*
-7/3 | 0.10935209894828201662175526318320341690 | 0.020257281040739374393352624209719719134
f(z) = 45/56*z^3 - 221/56*z + 1
*
0 | 0.16312106504564637800203934691773674611 | 0.029785839620554894599907186237452047387
f(z) = 47/48*z^3 - 239/48*z + 1
*
-16/7 | 0.15561746332473461104114861318895403788 | 0.028503530702390527966779305664897530601
f(z) = 49/48*z^3 - 235/48*z + 1
*
[ 16/7 ] 
f(z) = 49/48*z^3 - 229/48*z + 1
*
[ 5/2 ] 
f(z) = 49/50*z^3 - 221/40*z + 1
*
-2 | 0.060283282872650260508055747561510683503 | 0.011167370493612753185574736714605692439
f(z) = 49/50*z^3 - 221/50*z + 1
*
11/7 | 0.14810756073378429862393318999605869509 | 0.027345793049460951997938278998600501801
f(z) = 49/52*z^3 - 225/52*z + 1
*
-2 | 0.062929566751288442252199037956726446562 | 0.011618980830871474796773840724203333834
f(z) = 49/58*z^3 - 225/58*z + 1
*
[ 1/5 ] 
f(z) = 50/57*z^3 - 230/57*z + 1
*
[ 1/5 ] 
f(z) = 50/59*z^3 - 238/59*z + 1
*
-2 | 0.067722811055792343144817958986033024526 | 0.012483582491555094661369507966823997606
f(z) = 51/46*z^3 - 227/46*z + 1
*
[ 5/2 ] 
f(z) = 51/50*z^3 - 231/40*z + 1
*
-2 | 0.065349766964536858478965946375081274808 | 0.012026704148977638118511936429647500053
f(z) = 51/50*z^3 - 229/50*z + 1
*
-2 | 0.062364646261012385981854472103469292530 | 0.011440874393431888870577061667759473463
f(z) = 51/58*z^3 - 233/58*z + 1
*
-2 | 0.069085420812482422689367342801506321041 | 0.012653968077522128137408689087307808720
f(z) = 53/46*z^3 - 235/46*z + 1
*
-2 | 0.067408581236252005136350557155129440897 | 0.012327695653738448705796165439803090329
f(z) = 53/50*z^3 - 237/50*z + 1
*
[ -5/2 ] 
f(z) = 57/50*z^3 - 229/40*z + 1
*
-7/4 | 0.21658226416589062679939102141715278230 | 0.029383580650350922626801607018817843441
f(z) = 58/49*z^3 - 227/56*z + 1
*
[ -5/2 ] 
f(z) = 59/50*z^3 - 239/40*z + 1
*
0 | 0.14735776900267006588168625148169539810 | 0.027297763544851808261116963492646925573
f(z) = 59/54*z^3 - 221/54*z + 1
*
-7/20 | 0.10234247602940641702111444523296308597 | 0.013884739869850660147929047086925188429
f(z) = 40/49*z^3 - 227/70*z + 1
*
[ -7/3 ] 
f(z) = 46/49*z^3 - 232/63*z + 1
*
[ -7/3 ] 
f(z) = 47/49*z^3 - 239/63*z + 1
*
12/7 | 0.18792633721598605822029200613303564813 | 0.028807318516577222962909107919518619941
f(z) = 49/45*z^3 - 227/60*z + 1
*
[ 3/14 ] 
f(z) = 49/45*z^3 - 223/60*z + 1
*
2/5 | 0.10597379026288262900493312675073078831 | 0.015620084154778690069236880599963166113
f(z) = 55/48*z^3 - 221/60*z + 1
*
[ -2 ] 
f(z) = 43/41*z^3 - 221/82*z + 1
*
[ -2 ] 
f(z) = 44/41*z^3 - 229/82*z + 1
*
[ -2 ] 
f(z) = 44/43*z^3 - 223/86*z + 1
*
[ -2 ] 
f(z) = 45/41*z^3 - 237/82*z + 1
*
[ -2 ] 
f(z) = 45/43*z^3 - 231/86*z + 1
*
[ -2 ] 
f(z) = 46/43*z^3 - 239/86*z + 1
*
[ -2 ] 
f(z) = 46/45*z^3 - 233/90*z + 1
*
[ -2 ] 
f(z) = 46/47*z^3 - 227/94*z + 1
*
[ -2 ] 
f(z) = 46/49*z^3 - 221/98*z + 1
*
[ -2 ] 
f(z) = 47/49*z^3 - 229/98*z + 1
*
[ -2 ] 
f(z) = 48/49*z^3 - 237/98*z + 1
*
[ 2/7 ] 
f(z) = 49/43*z^3 - 223/86*z + 1
*
[ 2/7 ] 
f(z) = 49/45*z^3 - 233/90*z + 1
*
-10/7 | 0.091043068283700366611421836316932307811 | 0.016782287023902975942436702692763348825
f(z) = 49/45*z^3 - 227/90*z + 1
*
[ 5/3 ] 
f(z) = 53/50*z^3 - 229/90*z + 1
*
[ -21/10 ] 
f(z) = 40/49*z^3 - 223/105*z + 1
*
[ 7/4 ] 
f(z) = 41/49*z^3 - 239/112*z + 1
*
1/2 | 0.15740262409934072588531466132050397757 | 0.029014575911690474737704489754177120224
f(z) = 46/51*z^3 - 227/102*z + 1
*
[ -2 ] 
f(z) = 47/51*z^3 - 223/102*z + 1
*
[ -2 ] 
f(z) = 48/53*z^3 - 225/106*z + 1
*
-4/3 | 0.14811807715602495955608608224247898315 | 0.021803019881954274761868399149564150605
f(z) = 49/48*z^3 - 223/108*z + 1
*
[ -2 ] 
f(z) = 49/51*z^3 - 239/102*z + 1
*
[ -2 ] 
f(z) = 49/53*z^3 - 233/106*z + 1
*
[ -2 ] 
f(z) = 49/55*z^3 - 227/110*z + 1
*
[ -2 ] 
f(z) = 49/57*z^3 - 221/114*z + 1
*
[ -2 ] 
f(z) = 50/57*z^3 - 229/114*z + 1
*
[ -2 ] 
f(z) = 50/59*z^3 - 223/118*z + 1
*
[ -2 ] 
f(z) = 51/59*z^3 - 231/118*z + 1
*
[ -2 ] 
f(z) = 52/59*z^3 - 239/118*z + 1
*
-4/3 | 0.14241344508593411308966645719692298732 | 0.020751634676650359702828699755044866679
f(z) = 53/48*z^3 - 239/108*z + 1
*
[ -7/4 ] 
f(z) = 57/49*z^3 - 223/112*z + 1
*
1/2 | 0.15740311066450725448782183946898927301 | 0.028875802657665125922534964424445370309
f(z) = 58/51*z^3 - 233/102*z + 1
*
[ 3/2 ] 
f(z) = 58/51*z^3 - 227/102*z + 1
*
[ 3/2 ] 
f(z) = 58/57*z^3 - 223/114*z + 1
*
[ -7/4 ] 
f(z) = 59/49*z^3 - 237/112*z + 1
*
[ 3/2 ] 
f(z) = 40/41*z^3 - 229/123*z + 1
*
[ 3/2 ] 
f(z) = 40/43*z^3 - 227/129*z + 1
*
[ 3/8 ] 
f(z) = 41/54*z^3 - 227/128*z + 1
*
[ 14/9 ] 
f(z) = 45/49*z^3 - 235/126*z + 1
*
[ 3/8 ] 
f(z) = 47/54*z^3 - 229/128*z + 1
*
[ -12/7 ] 
f(z) = 49/44*z^3 - 223/132*z + 1
*
-10/9 | 0.14059949238662213890673582208531915959 | 0.018746657622048113418560262781971713987
f(z) = 51/40*z^3 - 226/135*z + 1
*
[ 4/3 ] 
f(z) = 51/44*z^3 - 239/132*z + 1
*
[ 3/8 ] 
f(z) = 53/54*z^3 - 231/128*z + 1
*
[ 3/8 ] 
f(z) = 56/45*z^3 - 221/120*z + 1
*
[ 10/9 ] 
f(z) = 57/40*z^3 - 224/135*z + 1
*
[ 3/8 ] 
f(z) = 59/54*z^3 - 233/128*z + 1
*
[ 3/2 ] 
f(z) = 40/47*z^3 - 223/141*z + 1
*
[ 3/2 ] 
f(z) = 40/49*z^3 - 221/147*z + 1
*
[ -28/15 ] 
f(z) = 45/49*z^3 - 233/140*z + 1
*
[ 3/7 ] 
f(z) = 49/50*z^3 - 227/150*z + 1
*
[ 3/7 ] 
f(z) = 49/52*z^3 - 235/156*z + 1
*
[ 3/7 ] 
f(z) = 49/53*z^3 - 239/159*z + 1
*
[ 4/3 ] 
f(z) = 51/52*z^3 - 233/156*z + 1
*
[ 7/5 ] 
f(z) = 41/49*z^3 - 237/175*z + 1
*
[ 3/2 ] 
f(z) = 44/59*z^3 - 238/177*z + 1
*
[ 1/2 ] 
f(z) = 45/44*z^3 - 221/176*z + 1
*
[ 1/2 ] 
f(z) = 47/44*z^3 - 223/176*z + 1
*
[ -11/6 ] 
f(z) = 48/55*z^3 - 229/165*z + 1
*
[ 1/2 ] 
f(z) = 49/43*z^3 - 221/172*z + 1
*
[ 1/2 ] 
f(z) = 49/44*z^3 - 225/176*z + 1
*
[ 1/2 ] 
f(z) = 51/43*z^3 - 223/172*z + 1
*
[ 1/2 ] 
f(z) = 51/44*z^3 - 227/176*z + 1
*
[ 5/4 ] 
f(z) = 51/50*z^3 - 223/160*z + 1
*
[ 1/2 ] 
f(z) = 53/42*z^3 - 221/168*z + 1
*
[ 1/2 ] 
f(z) = 53/43*z^3 - 225/172*z + 1
*
[ 1/2 ] 
f(z) = 53/44*z^3 - 229/176*z + 1
*
[ 5/4 ] 
f(z) = 53/50*z^3 - 233/160*z + 1
*
[ 1/2 ] 
f(z) = 55/42*z^3 - 223/168*z + 1
*
[ 1/2 ] 
f(z) = 55/43*z^3 - 227/172*z + 1
*
[ 1/2 ] 
f(z) = 57/41*z^3 - 221/164*z + 1
*
[ 1/2 ] 
f(z) = 57/43*z^3 - 229/172*z + 1
*
[ 1/2 ] 
f(z) = 57/44*z^3 - 233/176*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.026409245509640422506890328917143855593
f(z) = 57/55*z^3 - 226/165*z + 1
*
[ 1/2 ] 
f(z) = 59/41*z^3 - 223/164*z + 1
*
[ 1/2 ] 
f(z) = 59/42*z^3 - 227/168*z + 1
*
[ 1/2 ] 
f(z) = 59/43*z^3 - 231/172*z + 1
*
[ 1/2 ] 
f(z) = 59/44*z^3 - 235/176*z + 1
*
[ 1/2 ] 
f(z) = 41/45*z^3 - 221/180*z + 1
*
[ 1/2 ] 
f(z) = 41/46*z^3 - 225/184*z + 1
*
[ 1/2 ] 
f(z) = 41/47*z^3 - 229/188*z + 1
*
[ 1/2 ] 
f(z) = 41/48*z^3 - 233/192*z + 1
*
[ 1/2 ] 
f(z) = 41/49*z^3 - 237/196*z + 1
*
[ 1/2 ] 
f(z) = 43/45*z^3 - 223/180*z + 1
*
[ 1/2 ] 
f(z) = 43/46*z^3 - 227/184*z + 1
*
[ 1/2 ] 
f(z) = 43/47*z^3 - 231/188*z + 1
*
[ 1/2 ] 
f(z) = 43/48*z^3 - 235/192*z + 1
*
[ 1/2 ] 
f(z) = 43/49*z^3 - 239/196*z + 1
*
[ 5/4 ] 
f(z) = 44/45*z^3 - 239/180*z + 1
*
[ 1/2 ] 
f(z) = 45/46*z^3 - 229/184*z + 1
*
[ 1/2 ] 
f(z) = 45/47*z^3 - 233/188*z + 1
*
[ 1/2 ] 
f(z) = 47/45*z^3 - 227/180*z + 1
*
[ 1/2 ] 
f(z) = 47/46*z^3 - 231/184*z + 1
*
[ 1/2 ] 
f(z) = 47/48*z^3 - 239/192*z + 1
*
[ 22/21 ] 
f(z) = 49/44*z^3 - 233/198*z + 1
*
[ 1/2 ] 
f(z) = 49/45*z^3 - 229/180*z + 1
*
[ 1/2 ] 
f(z) = 49/47*z^3 - 237/188*z + 1
*
[ 1/2 ] 
f(z) = 51/46*z^3 - 235/184*z + 1
*
[ 1/2 ] 
f(z) = 51/47*z^3 - 239/188*z + 1
*
[ 1/2 ] 
f(z) = 53/45*z^3 - 233/180*z + 1
*
[ 1/2 ] 
f(z) = 53/46*z^3 - 237/184*z + 1
*
[ 1/2 ] 
f(z) = 55/46*z^3 - 239/184*z + 1
*
[ -18/11 ] 
f(z) = 55/54*z^3 - 221/198*z + 1
*
[ 10/19 ] 
f(z) = 57/50*z^3 - 231/190*z + 1
*
[ 1/2 ] 
f(z) = 59/45*z^3 - 239/180*z + 1
*
0 | 0.15803462078827167095068720636236910252 | 0.029131074070548048326306343086835969250
f(z) = 44/51*z^3 - 227/204*z + 1
*
[ 8/7 ] 
f(z) = 49/50*z^3 - 231/200*z + 1
*
[ 4/7 ] 
f(z) = 49/53*z^3 - 223/212*z + 1
*
[ 8/7 ] 
f(z) = 49/54*z^3 - 229/216*z + 1
*
[ 3/5 ] 
f(z) = 55/42*z^3 - 239/210*z + 1
*
[ 6/7 ] 
f(z) = 56/45*z^3 - 227/210*z + 1
*
[ 4/7 ] 
f(z) = 49/55*z^3 - 229/220*z + 1
*
[ 4/7 ] 
f(z) = 49/57*z^3 - 235/228*z + 1
*
[ 8/7 ] 
f(z) = 49/58*z^3 - 227/232*z + 1
*
[ 2/3 ] 
f(z) = 53/52*z^3 - 223/234*z + 1
*
[ 7/8 ] 
f(z) = 54/49*z^3 - 221/224*z + 1
*
[ 2/3 ] 
f(z) = 55/52*z^3 - 227/234*z + 1
*
[ 7/8 ] 
f(z) = 58/49*z^3 - 235/224*z + 1
*
[ 2/3 ] 
f(z) = 59/52*z^3 - 235/234*z + 1
*
[ 3/4 ] 
f(z) = 40/43*z^3 - 221/258*z + 1
*
[ 2/3 ] 
f(z) = 42/41*z^3 - 235/246*z + 1
*
[ -5/3 ] 
f(z) = 45/49*z^3 - 233/245*z + 1
*
[ 3/4 ] 
f(z) = 47/45*z^3 - 221/240*z + 1
*
[ 3/4 ] 
f(z) = 49/45*z^3 - 227/240*z + 1
*
[ 5/7 ] 
f(z) = 49/48*z^3 - 221/240*z + 1
*
[ 5/7 ] 
f(z) = 49/51*z^3 - 227/255*z + 1
*
[ 3/4 ] 
f(z) = 53/45*z^3 - 239/240*z + 1
*
[ 5/7 ] 
f(z) = 49/52*z^3 - 229/260*z + 1
*
[ 5/7 ] 
f(z) = 49/53*z^3 - 231/265*z + 1
*
[ 5/7 ] 
f(z) = 49/54*z^3 - 233/270*z + 1
*
[ 3/4 ] 
f(z) = 40/47*z^3 - 229/282*z + 1
*
[ 3/4 ] 
f(z) = 40/49*z^3 - 233/294*z + 1
*
[ 6/7 ] 
f(z) = 43/54*z^3 - 221/294*z + 1
*
[ 5/7 ] 
f(z) = 49/57*z^3 - 239/285*z + 1
*
[ 5 ] 
f(z) = 43/50*z^3 - 207/10*z + 1
*
[ -5 ] 
f(z) = 43/50*z^3 - 203/10*z + 1
*
-4 | 0.17350906158055789091749408211091020783 | 0.025860961551474058732544454270768262000
f(z) = 49/48*z^3 - 205/12*z + 1
*
[ 10/3 ] 
f(z) = 51/40*z^3 - 202/15*z + 1
*
[ 4 ] 
f(z) = 53/48*z^3 - 203/12*z + 1
*
[ -6 ] 
f(z) = 53/54*z^3 - 205/6*z + 1
*
[ 4 ] 
f(z) = 55/48*z^3 - 211/12*z + 1
*
[ -4 ] 
f(z) = 55/48*z^3 - 205/12*z + 1
*
[ 6 ] 
f(z) = 55/54*z^3 - 215/6*z + 1
*
[ -10/3 ] 
f(z) = 57/40*z^3 - 218/15*z + 1
*
-20/7 | 0.17928539102631418476524921295080594232 | 0.029612220186297912003742832998567781325
f(z) = 49/40*z^3 - 213/20*z + 1
*
[ -22/7 ] 
f(z) = 49/44*z^3 - 213/22*z + 1
*
0 | 0.15062268503008962030282785248632184420 | 0.028348738148723859621675682638814711777
f(z) = 41/54*z^3 - 203/54*z + 1
*
0 | 0.14241335622596053121177863697056114629 | 0.026754290670898161503113910738498775471
f(z) = 43/54*z^3 - 205/54*z + 1
*
-2 | 0.065734958804854710717027078604191244257 | 0.012395093237984811201518887090027004158
f(z) = 43/58*z^3 - 201/58*z + 1
*
[ -5/2 ] 
f(z) = 44/45*z^3 - 212/45*z + 1
*
-2 | 0.058641644887144130424095459227124788872 | 0.011036960569279470293491237662274830610
f(z) = 45/46*z^3 - 203/46*z + 1
*
1/3 | 0.15537207415799805536081325482556104570 | 0.028980340812565784467569406538257067978
f(z) = 45/52*z^3 - 213/52*z + 1
*
[ 7/3 ] 
f(z) = 45/56*z^3 - 213/56*z + 1
*
-2 | 0.065120757231757914933204072317372760419 | 0.012189569982036918355979831607502887360
f(z) = 45/58*z^3 - 209/58*z + 1
*
-2 | 0.063914265888631028714646903433475937034 | 0.011942443968917072051948932493959934549
f(z) = 47/46*z^3 - 211/46*z + 1
*
-2 | 0.061348623562938521857800149518630183225 | 0.011442880124183766682636265980021321251
f(z) = 47/50*z^3 - 213/50*z + 1
*
[ 5/2 ] 
f(z) = 47/50*z^3 - 211/40*z + 1
*
0 | 0.14740206480531551850393483611410971020 | 0.027591322042626551368948179708764009156
f(z) = 47/54*z^3 - 209/54*z + 1
*
-2 | 0.063509188474743253914410829947225516915 | 0.011804907101610118605225820390815028898
f(z) = 47/58*z^3 - 217/58*z + 1
*
38/21 | 0.14745864988439781771177032393200311463 | 0.019946663150254435722424953979193918861
f(z) = 49/40*z^3 - 203/45*z + 1
*
-2 | 0.066087229265994121410735003380194508314 | 0.012263193473627118960494967059177310225
f(z) = 49/46*z^3 - 219/46*z + 1
*
0 | 0.15799417984771587139884221323976586803 | 0.029763792795353157194913244608062241063
f(z) = 49/51*z^3 - 202/51*z + 1
*
0 | 0.14654396979174146689407520532074520699 | 0.027381886092066534293430546935409628621
f(z) = 49/54*z^3 - 211/54*z + 1
*
[ 1/5 ] 
f(z) = 50/51*z^3 - 206/51*z + 1
*
0 | 0.15791621702868003402760859737188310074 | 0.029721455868940264488682924730773532319
f(z) = 50/51*z^3 - 203/51*z + 1
*
[ 1/5 ] 
f(z) = 50/53*z^3 - 214/53*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.029570069485076311777912906107610730218
f(z) = 52/51*z^3 - 205/51*z + 1
*
[ -5/2 ] 
f(z) = 53/50*z^3 - 209/40*z + 1
*
0 | 0.14294507413863782576268472643296430369 | 0.026616032097116031635776086787302718415
f(z) = 53/54*z^3 - 215/54*z + 1
*
0 | 0.14260824929134024287503514173991816501 | 0.026507615279590995018382405176327882515
f(z) = 55/54*z^3 - 217/54*z + 1
*
[ 2 ] 
f(z) = 57/46*z^3 - 205/46*z + 1
*
[ 2 ] 
f(z) = 57/50*z^3 - 203/50*z + 1
*
0 | 0.15759402246843450722487163756339555252 | 0.029446599393709296561428721784841042596
f(z) = 58/51*z^3 - 211/51*z + 1
*
[ 2 ] 
f(z) = 59/46*z^3 - 213/46*z + 1
*
0 | 0.13822835975259261361275737579864642019 | 0.026015998682874604668319347720852283466
f(z) = 59/48*z^3 - 203/48*z + 1
*
[ 2 ] 
f(z) = 59/50*z^3 - 211/50*z + 1
*
0 | 0.15858990315210748447485744833235031476 | 0.029606524569945073057629912273614407488
f(z) = 59/51*z^3 - 212/51*z + 1
*
[ 2 ] 
f(z) = 59/58*z^3 - 207/58*z + 1
*
[ -7/3 ] 
f(z) = 43/49*z^3 - 211/63*z + 1
*
[ -7/3 ] 
f(z) = 44/49*z^3 - 218/63*z + 1
*
-12/7 | 0.15022822827831004096973620493404926259 | 0.023188701811840815193450770130999625205
f(z) = 49/45*z^3 - 217/60*z + 1
*
[ -2 ] 
f(z) = 42/41*z^3 - 213/82*z + 1
*
[ -2 ] 
f(z) = 42/43*z^3 - 207/86*z + 1
*
[ -2 ] 
f(z) = 43/45*z^3 - 209/90*z + 1
*
[ -2 ] 
f(z) = 43/47*z^3 - 203/94*z + 1
*
[ -2 ] 
f(z) = 44/45*z^3 - 217/90*z + 1
*
[ -2 ] 
f(z) = 44/47*z^3 - 211/94*z + 1
*
[ -2 ] 
f(z) = 44/49*z^3 - 205/98*z + 1
*
[ -2 ] 
f(z) = 45/47*z^3 - 219/94*z + 1
*
[ -2 ] 
f(z) = 45/49*z^3 - 213/98*z + 1
*
[ 7/24 ] 
f(z) = 48/49*z^3 - 211/84*z + 1
*
[ 2/7 ] 
f(z) = 49/41*z^3 - 213/82*z + 1
*
[ 5/3 ] 
f(z) = 49/50*z^3 - 209/90*z + 1
*
4/3 | 0.15922942753700954204442123314151410304 | 0.026259081094904373629374390016085187388
f(z) = 57/56*z^3 - 215/84*z + 1
*
[ 22/15 ] 
f(z) = 45/44*z^3 - 207/110*z + 1
*
[ -2 ] 
f(z) = 45/53*z^3 - 201/106*z + 1
*
[ -2 ] 
f(z) = 46/51*z^3 - 215/102*z + 1
*
[ -2 ] 
f(z) = 46/53*z^3 - 209/106*z + 1
*
[ -2 ] 
f(z) = 46/55*z^3 - 203/110*z + 1
*
-4/3 | 0.19375693968363979773028972489426641120 | 0.028675281699128621215047812663795709135
f(z) = 47/48*z^3 - 215/108*z + 1
*
[ -2 ] 
f(z) = 47/53*z^3 - 217/106*z + 1
*
[ -2 ] 
f(z) = 47/55*z^3 - 211/110*z + 1
*
[ -2 ] 
f(z) = 47/57*z^3 - 205/114*z + 1
*
[ -2 ] 
f(z) = 48/55*z^3 - 219/110*z + 1
*
[ -2 ] 
f(z) = 48/59*z^3 - 207/118*z + 1
*
[ 10/7 ] 
f(z) = 49/44*z^3 - 217/110*z + 1
*
[ -2 ] 
f(z) = 49/59*z^3 - 215/118*z + 1
*
5/6 | 0.094347810387335366809272455178283525247 | 0.017692253059824973599529291491367024516
f(z) = 54/55*z^3 - 207/110*z + 1
*
[ -7/4 ] 
f(z) = 55/49*z^3 - 209/112*z + 1
*
-6/55 | 0.14315289172873408606888638700995813066 | 0.016628200638019621008092015574828270774
f(z) = 55/54*z^3 - 203/110*z + 1
*
[ 4/3 ] 
f(z) = 59/48*z^3 - 209/108*z + 1
*
[ 2/5 ] 
f(z) = 41/40*z^3 - 208/125*z + 1
*
[ 2/5 ] 
f(z) = 43/40*z^3 - 209/125*z + 1
*
[ 2/5 ] 
f(z) = 45/52*z^3 - 213/130*z + 1
*
[ 2/5 ] 
f(z) = 47/40*z^3 - 211/125*z + 1
*
[ 2/5 ] 
f(z) = 49/40*z^3 - 212/125*z + 1
*
[ 3/7 ] 
f(z) = 49/44*z^3 - 203/132*z + 1
*
[ 3/7 ] 
f(z) = 49/46*z^3 - 211/138*z + 1
*
[ 10/7 ] 
f(z) = 49/52*z^3 - 211/130*z + 1
*
[ 2/5 ] 
f(z) = 51/40*z^3 - 213/125*z + 1
*
[ 2/5 ] 
f(z) = 53/40*z^3 - 214/125*z + 1
*
[ 2/5 ] 
f(z) = 55/52*z^3 - 217/130*z + 1
*
[ 2/5 ] 
f(z) = 57/40*z^3 - 216/125*z + 1
*
0 | 0.090956279175763898391260377427175280525 | 0.016995270970810881039473444167053152022
f(z) = 57/40*z^3 - 211/120*z + 1
*
[ 2/5 ] 
f(z) = 59/40*z^3 - 217/125*z + 1
*
[ 3/2 ] 
f(z) = 40/53*z^3 - 217/159*z + 1
*
[ 3/7 ] 
f(z) = 49/47*z^3 - 215/141*z + 1
*
[ 9/7 ] 
f(z) = 49/48*z^3 - 211/144*z + 1
*
[ 9/7 ] 
f(z) = 49/51*z^3 - 209/153*z + 1
*
0 | 0.11921865675968758413705225892319291112 | 0.022438177106242760360780411518586881896
f(z) = 51/50*z^3 - 203/150*z + 1
*
[ 6/5 ] 
f(z) = 59/54*z^3 - 211/150*z + 1
*
[ 3/2 ] 
f(z) = 40/59*z^3 - 211/177*z + 1
*
[ 1/2 ] 
f(z) = 41/40*z^3 - 201/160*z + 1
*
[ 1/2 ] 
f(z) = 41/42*z^3 - 209/168*z + 1
*
[ 1/2 ] 
f(z) = 41/43*z^3 - 213/172*z + 1
*
[ 1/2 ] 
f(z) = 41/44*z^3 - 217/176*z + 1
*
[ 1/2 ] 
f(z) = 43/40*z^3 - 203/160*z + 1
*
[ 1/2 ] 
f(z) = 43/41*z^3 - 207/164*z + 1
*
[ 1/2 ] 
f(z) = 43/42*z^3 - 211/168*z + 1
*
[ 1/2 ] 
f(z) = 43/44*z^3 - 219/176*z + 1
*
[ 1/2 ] 
f(z) = 45/41*z^3 - 209/164*z + 1
*
[ 1/2 ] 
f(z) = 45/43*z^3 - 217/172*z + 1
*
[ 1/2 ] 
f(z) = 47/40*z^3 - 207/160*z + 1
*
[ 1/2 ] 
f(z) = 47/41*z^3 - 211/164*z + 1
*
[ 1/2 ] 
f(z) = 47/42*z^3 - 215/168*z + 1
*
[ 1/2 ] 
f(z) = 47/43*z^3 - 219/172*z + 1
*
[ 5/4 ] 
f(z) = 47/50*z^3 - 203/160*z + 1
*
[ 1/2 ] 
f(z) = 49/40*z^3 - 209/160*z + 1
*
[ 1/2 ] 
f(z) = 49/41*z^3 - 213/164*z + 1
*
[ 5/4 ] 
f(z) = 49/50*z^3 - 213/160*z + 1
*
[ 9/7 ] 
f(z) = 49/57*z^3 - 205/171*z + 1
*
[ -9/5 ] 
f(z) = 50/57*z^3 - 220/171*z + 1
*
[ 1/2 ] 
f(z) = 51/40*z^3 - 211/160*z + 1
*
[ 1/2 ] 
f(z) = 51/41*z^3 - 215/164*z + 1
*
[ 1/2 ] 
f(z) = 53/40*z^3 - 213/160*z + 1
*
[ 1/2 ] 
f(z) = 53/41*z^3 - 217/164*z + 1
*
0 | 0.15687267669959484009635893635923335407 | 0.029159046426110419314594803881969574324
f(z) = 54/55*z^3 - 217/165*z + 1
*
[ 11/9 ] 
f(z) = 54/55*z^3 - 212/165*z + 1
*
[ 1/2 ] 
f(z) = 55/41*z^3 - 219/164*z + 1
*
[ -3/2 ] 
f(z) = 55/42*z^3 - 215/168*z + 1
*
[ 1/2 ] 
f(z) = 57/40*z^3 - 217/160*z + 1
*
[ -5/3 ] 
f(z) = 57/55*z^3 - 211/165*z + 1
*
[ 1/2 ] 
f(z) = 59/40*z^3 - 219/160*z + 1
*
[ 20/21 ] 
f(z) = 49/40*z^3 - 209/180*z + 1
*
[ 4/7 ] 
f(z) = 49/47*z^3 - 205/188*z + 1
*
[ 15/26 ] 
f(z) = 52/45*z^3 - 218/195*z + 1
*
[ 14/13 ] 
f(z) = 52/49*z^3 - 211/182*z + 1
*
[ 2/3 ] 
f(z) = 53/44*z^3 - 205/198*z + 1
*
[ 2/3 ] 
f(z) = 59/44*z^3 - 217/198*z + 1
*
[ -3/2 ] 
f(z) = 59/48*z^3 - 211/192*z + 1
*
[ 5/7 ] 
f(z) = 49/41*z^3 - 207/205*z + 1
*
[ 5/7 ] 
f(z) = 49/43*z^3 - 211/215*z + 1
*
[ 2/3 ] 
f(z) = 43/52*z^3 - 203/234*z + 1
*
[ 7/6 ] 
f(z) = 45/56*z^3 - 213/224*z + 1
*
[ 2/3 ] 
f(z) = 47/52*z^3 - 211/234*z + 1
*
[ 5/8 ] 
f(z) = 48/55*z^3 - 207/220*z + 1
*
-11/8 | 0.15093343057124565581025674826397396869 | 0.027983658358708866421639014480143889907
f(z) = 48/55*z^3 - 203/220*z + 1
*
[ 5/7 ] 
f(z) = 49/44*z^3 - 213/220*z + 1
*
[ 5/7 ] 
f(z) = 49/46*z^3 - 217/230*z + 1
*
[ 5/7 ] 
f(z) = 49/47*z^3 - 219/235*z + 1
*
[ 2/3 ] 
f(z) = 49/52*z^3 - 215/234*z + 1
*
[ -12/7 ] 
f(z) = 49/57*z^3 - 215/228*z + 1
*
[ 7/8 ] 
f(z) = 50/49*z^3 - 207/224*z + 1
*
[ 14/17 ] 
f(z) = 51/49*z^3 - 219/238*z + 1
*
[ 3/4 ] 
f(z) = 40/41*z^3 - 217/246*z + 1
*
[ 3/4 ] 
f(z) = 41/45*z^3 - 203/240*z + 1
*
[ 3/4 ] 
f(z) = 43/45*z^3 - 209/240*z + 1
*
[ 5 ] 
f(z) = 41/50*z^3 - 197/10*z + 1
*
[ -5 ] 
f(z) = 41/50*z^3 - 193/10*z + 1
*
-4 | 0.13241918961224560060735627762732539130 | 0.020109853406345982089576972273773212472
f(z) = 43/48*z^3 - 181/12*z + 1
*
-4 | 0.12567595958730488430024041090873412269 | 0.018843390895998131021396233486706224019
f(z) = 47/48*z^3 - 197/12*z + 1
*
[ -6 ] 
f(z) = 47/54*z^3 - 181/6*z + 1
*
[ 4 ] 
f(z) = 49/48*z^3 - 187/12*z + 1
*
[ -4 ] 
f(z) = 49/48*z^3 - 181/12*z + 1
*
[ 6 ] 
f(z) = 49/54*z^3 - 191/6*z + 1
*
[ -10/3 ] 
f(z) = 51/40*z^3 - 193/15*z + 1
*
[ -4 ] 
f(z) = 53/48*z^3 - 197/12*z + 1
*
[ 7/2 ] 
f(z) = 58/49*z^3 - 193/14*z + 1
*
[ -7/2 ] 
f(z) = 58/49*z^3 - 185/14*z + 1
*
[ 20/7 ] 
f(z) = 49/40*z^3 - 187/20*z + 1
*
[ -18/7 ] 
f(z) = 49/48*z^3 - 193/36*z + 1
*
12/5 | 0.088687281581694264631069967551296466412 | 0.011991700915099496468115267639993858585
f(z) = 55/54*z^3 - 181/30*z + 1
*
-2 | 0.058641601736432473097359870965717554223 | 0.011210167104443165366996120550467518131
f(z) = 41/46*z^3 - 187/46*z + 1
*
0 | 0.13194447788888343211686589288953162103 | 0.025274997013619042443593551504616315409
f(z) = 41/48*z^3 - 185/48*z + 1
*
-2 | 0.059792190781736757493913361377522271811 | 0.011406920366426043860278849718077960401
f(z) = 41/50*z^3 - 189/50*z + 1
*
[ 5/2 ] 
f(z) = 41/50*z^3 - 181/40*z + 1
*
-2 | 0.066009516150763833841205249851157049794 | 0.012542922684282080016328889534315800372
f(z) = 41/58*z^3 - 193/58*z + 1
*
-2 | 0.059573137213298983338295625323450855322 | 0.011297770187852138167124779760581292323
f(z) = 43/46*z^3 - 195/46*z + 1
*
0 | 0.13323914946471179977421118002460420559 | 0.025470537743264671471848583873813744013
f(z) = 43/48*z^3 - 187/48*z + 1
*
-2 | 0.059608811571633347207435530860229171834 | 0.011282701677277973605370541247242997743
f(z) = 43/50*z^3 - 197/50*z + 1
*
[ 5/2 ] 
f(z) = 43/50*z^3 - 191/40*z + 1
*
0 | 0.15757205635242067721793821726998658979 | 0.029853852469243762571017850816828163589
f(z) = 43/51*z^3 - 196/51*z + 1
*
0 | 0.12885554964529686794233341578778848503 | 0.024533290471364409653324469808390072885
f(z) = 47/48*z^3 - 191/48*z + 1
*
0 | 0.12847381846092988093588963909001456404 | 0.024412194875500362345096187111588434385
f(z) = 49/48*z^3 - 193/48*z + 1
*
[ -16/7 ] 
f(z) = 49/48*z^3 - 187/48*z + 1
*
[ -5/2 ] 
f(z) = 49/50*z^3 - 189/40*z + 1
*
13/7 | 0.14486904036748397427219969619587414021 | 0.027420680292805817646111737265747525210
f(z) = 49/52*z^3 - 197/52*z + 1
*
-13/7 | 0.14650060365165464648635442492760933653 | 0.027837588456283418767302884465677816038
f(z) = 49/52*z^3 - 193/52*z + 1
*
2/7 | 0.11100570333328015663884060538559773307 | 0.021092958040226069196524348729122174644
f(z) = 49/54*z^3 - 193/54*z + 1
*
[ 1/5 ] 
f(z) = 50/47*z^3 - 190/47*z + 1
*
[ 1/5 ] 
f(z) = 50/49*z^3 - 198/49*z + 1
*
[ 2 ] 
f(z) = 51/46*z^3 - 181/46*z + 1
*
[ -5/2 ] 
f(z) = 51/50*z^3 - 199/40*z + 1
*
[ 2 ] 
f(z) = 53/46*z^3 - 189/46*z + 1
*
0 | 0.13212457869235718458512094716121110650 | 0.025008420170069439716084640863517863936
f(z) = 53/48*z^3 - 197/48*z + 1
*
[ 2 ] 
f(z) = 53/50*z^3 - 187/50*z + 1
*
[ 2 ] 
f(z) = 53/58*z^3 - 183/58*z + 1
*
7/9 | 0.082145491952800519579894423785299061605 | 0.011445628697946722288596586464169656308
f(z) = 54/49*z^3 - 187/42*z + 1
*
0 | 0.12552294034574113734934536133592661733 | 0.024146005968801428998932454733808006197
f(z) = 55/42*z^3 - 181/42*z + 1
*
[ 2 ] 
f(z) = 55/46*z^3 - 197/46*z + 1
*
0 | 0.13019050202979280342311271660116366975 | 0.024595315467510224082305490728590993293
f(z) = 55/48*z^3 - 199/48*z + 1
*
[ 2 ] 
f(z) = 55/58*z^3 - 191/58*z + 1
*
[ 2 ] 
f(z) = 57/58*z^3 - 199/58*z + 1
*
0 | 0.12316786659958308379708186983870951321 | 0.023593768456910713773787873301022273812
f(z) = 59/42*z^3 - 185/42*z + 1
*
[ -7/3 ] 
f(z) = 40/49*z^3 - 190/63*z + 1
*
[ -7/3 ] 
f(z) = 41/49*z^3 - 197/63*z + 1
*
[ 12/7 ] 
f(z) = 49/40*z^3 - 191/60*z + 1
*
3/2 | 0.18791297886451744981448507417819648379 | 0.029398531853736746798721197206420543267
f(z) = 53/45*z^3 - 199/60*z + 1
*
[ 3/11 ] 
f(z) = 55/54*z^3 - 181/66*z + 1
*
[ -2 ] 
f(z) = 40/41*z^3 - 197/82*z + 1
*
[ -2 ] 
f(z) = 40/43*z^3 - 191/86*z + 1
*
[ -2 ] 
f(z) = 41/43*z^3 - 199/86*z + 1
*
[ -2 ] 
f(z) = 41/45*z^3 - 193/90*z + 1
*
[ -2 ] 
f(z) = 41/47*z^3 - 187/94*z + 1
*
[ -2 ] 
f(z) = 41/49*z^3 - 181/98*z + 1
*
[ -2 ] 
f(z) = 42/47*z^3 - 195/94*z + 1
*
[ -2 ] 
f(z) = 43/49*z^3 - 197/98*z + 1
*
[ 5/3 ] 
f(z) = 47/50*z^3 - 199/90*z + 1
*
4/3 | 0.12424901193340486079986793231455628338 | 0.020755033502937329020927749571022498561
f(z) = 51/56*z^3 - 199/84*z + 1
*
-3/2 | 0.22307425018404047644116214255206863577 | 0.025971657962614396516843183749483671345
f(z) = 55/54*z^3 - 199/88*z + 1
*
-5/4 | 0.084690940831711845423566986633766894464 | 0.016092708822241197398814566730762547908
f(z) = 56/45*z^3 - 193/90*z + 1
*
-4/3 | 0.14241400836531425057602548396968377531 | 0.021452520014591051786174062316709901904
f(z) = 41/48*z^3 - 191/108*z + 1
*
-4/3 | 0.19375693968363979773028972489426641120 | 0.029007270390453308512850692056130423173
f(z) = 43/48*z^3 - 199/108*z + 1
*
[ -2 ] 
f(z) = 43/51*z^3 - 191/102*z + 1
*
[ -2 ] 
f(z) = 43/53*z^3 - 185/106*z + 1
*
[ -2 ] 
f(z) = 44/51*z^3 - 199/102*z + 1
*
[ -2 ] 
f(z) = 44/53*z^3 - 193/106*z + 1
*
[ -2 ] 
f(z) = 44/57*z^3 - 181/114*z + 1
*
[ 2/5 ] 
f(z) = 45/44*z^3 - 183/110*z + 1
*
[ -2 ] 
f(z) = 45/59*z^3 - 183/118*z + 1
*
[ -2 ] 
f(z) = 46/57*z^3 - 197/114*z + 1
*
[ -2 ] 
f(z) = 46/59*z^3 - 191/118*z + 1
*
[ -2 ] 
f(z) = 47/59*z^3 - 199/118*z + 1
*
8/7 | 0.12473342205320263781828968332027548563 | 0.023943517343868747257665115853978380613
f(z) = 49/55*z^3 - 183/110*z + 1
*
[ 3/2 ] 
f(z) = 50/51*z^3 - 191/102*z + 1
*
[ 2/5 ] 
f(z) = 50/59*z^3 - 193/118*z + 1
*
[ 7/17 ] 
f(z) = 51/49*z^3 - 191/119*z + 1
*
[ -7/4 ] 
f(z) = 51/49*z^3 - 181/112*z + 1
*
[ 4/3 ] 
f(z) = 53/48*z^3 - 185/108*z + 1
*
[ -7/4 ] 
f(z) = 53/49*z^3 - 195/112*z + 1
*
[ -11/6 ] 
f(z) = 54/55*z^3 - 193/110*z + 1
*
[ 4/3 ] 
f(z) = 55/48*z^3 - 193/108*z + 1
*
3/4 | 0.15740177495287733862493312041790826388 | 0.029736011842293596990734365168527985746
f(z) = 56/51*z^3 - 199/102*z + 1
*
[ 3/7 ] 
f(z) = 49/40*z^3 - 187/120*z + 1
*
[ 3/7 ] 
f(z) = 49/41*z^3 - 191/123*z + 1
*
[ 3/7 ] 
f(z) = 49/43*z^3 - 199/129*z + 1
*
[ 10/9 ] 
f(z) = 51/40*z^3 - 199/135*z + 1
*
0 | 0.15100908020758672738305489831200318310 | 0.028694275130607724916756529260159016152
f(z) = 51/40*z^3 - 193/120*z + 1
*
[ 7/6 ] 
f(z) = 58/49*z^3 - 185/126*z + 1
*
[ 14/11 ] 
f(z) = 44/49*z^3 - 191/154*z + 1
*
[ -12/7 ] 
f(z) = 49/52*z^3 - 185/156*z + 1
*
[ 6/5 ] 
f(z) = 53/54*z^3 - 187/150*z + 1
*
-4/3 | 0.14249849080434836850924299630742962497 | 0.027240591094824425209615581938629771746
f(z) = 57/52*z^3 - 187/156*z + 1
*
[ 5/4 ] 
f(z) = 43/50*z^3 - 183/160*z + 1
*
0 | 0.14315223958938036670463954001083550164 | 0.027044019630369803947854898322940093597
f(z) = 48/55*z^3 - 199/165*z + 1
*
[ 4/7 ] 
f(z) = 49/41*z^3 - 187/164*z + 1
*
[ 4/7 ] 
f(z) = 49/43*z^3 - 193/172*z + 1
*
[ 21/20 ] 
f(z) = 50/49*z^3 - 181/168*z + 1
*
[ -3/2 ] 
f(z) = 53/42*z^3 - 197/168*z + 1
*
[ 2/3 ] 
f(z) = 41/44*z^3 - 181/198*z + 1
*
[ 2/3 ] 
f(z) = 43/44*z^3 - 185/198*z + 1
*
[ 2/3 ] 
f(z) = 47/44*z^3 - 193/198*z + 1
*
[ -12/7 ] 
f(z) = 47/54*z^3 - 191/196*z + 1
*
[ 2/3 ] 
f(z) = 49/44*z^3 - 197/198*z + 1
*
[ 4/7 ] 
f(z) = 49/45*z^3 - 199/180*z + 1
*
[ 9/14 ] 
f(z) = 49/45*z^3 - 181/180*z + 1
*
-5/4 | 0.12452357495264018673698023765151324730 | 0.023329777341768093185393143041278036828
f(z) = 52/45*z^3 - 181/180*z + 1
*
[ 7/9 ] 
f(z) = 57/49*z^3 - 187/189*z + 1
*
[ 13/14 ] 
f(z) = 49/52*z^3 - 185/208*z + 1
*
[ 4/5 ] 
f(z) = 50/53*z^3 - 181/212*z + 1
*
[ 3/4 ] 
f(z) = 52/51*z^3 - 185/204*z + 1
*
[ 2/3 ] 
f(z) = 41/52*z^3 - 199/234*z + 1
*
[ 21/22 ] 
f(z) = 44/49*z^3 - 200/231*z + 1
*
[ 4/5 ] 
f(z) = 45/44*z^3 - 199/220*z + 1
*
[ 7/8 ] 
f(z) = 46/49*z^3 - 193/224*z + 1
*
[ 4/5 ] 
f(z) = 50/57*z^3 - 185/228*z + 1
*
[ 4/5 ] 
f(z) = 50/59*z^3 - 187/236*z + 1
*
[ 3/4 ] 
f(z) = 52/57*z^3 - 193/228*z + 1
*
4 | 0.18322222401994403798115926657232156130 | 0.027872092856117337637706325649345878287
f(z) = 41/48*z^3 - 179/12*z + 1
*
-4 | 0.16415653976717051975078531700357728651 | 0.025101977538219511358167639471295278624
f(z) = 41/48*z^3 - 173/12*z + 1
*
[ 4 ] 
f(z) = 43/48*z^3 - 163/12*z + 1
*
[ 6 ] 
f(z) = 43/54*z^3 - 167/6*z + 1
*
[ 4 ] 
f(z) = 47/48*z^3 - 179/12*z + 1
*
[ -4 ] 
f(z) = 47/48*z^3 - 173/12*z + 1
*
[ 7/2 ] 
f(z) = 50/49*z^3 - 165/14*z + 1
*
[ 7/2 ] 
f(z) = 54/49*z^3 - 179/14*z + 1
*
[ -7/2 ] 
f(z) = 54/49*z^3 - 171/14*z + 1
*
[ 3 ] 
f(z) = 58/45*z^3 - 164/15*z + 1
*
[ 3 ] 
f(z) = 59/45*z^3 - 167/15*z + 1
*
[ -14/5 ] 
f(z) = 45/56*z^3 - 173/35*z + 1
*
[ -20/7 ] 
f(z) = 49/40*z^3 - 173/20*z + 1
*
-3/11 | 0.24205723438410426190526871537968224646 | 0.028852103501216893938302049187297291411
f(z) = 55/54*z^3 - 163/22*z + 1
*
0 | 0.10856551935120163329835952089881568690 | 0.021212514772450688033211280984342254417
f(z) = 41/42*z^3 - 167/42*z + 1
*
0 | 0.10971298065638692021887552853131220114 | 0.021386968194367585174481712470110284808
f(z) = 43/42*z^3 - 169/42*z + 1
*
0 | 0.10463372962105847788770130779028777123 | 0.020591498354683372670699450362038226023
f(z) = 43/59*z^3 - 161/59*z + 1
*
0 | 0.10517877980349102316389988935827417573 | 0.020673570164187724355765829276989240619
f(z) = 44/59*z^3 - 162/59*z + 1
*
1/3 | 0.12009806697532544470094923874602000135 | 0.023305117665679030033006553443696566235
f(z) = 45/56*z^3 - 173/56*z + 1
*
[ -7/3 ] 
f(z) = 45/56*z^3 - 165/56*z + 1
*
0 | 0.092955288799656219126462127361903862242 | 0.018293228037548718303047765163143506179
f(z) = 45/58*z^3 - 161/58*z + 1
*
0 | 0.10570756696283095716137432572733686830 | 0.020752404966008874658505301768820293141
f(z) = 45/59*z^3 - 163/59*z + 1
*
0 | 0.10622107433531570134094536233641976787 | 0.020828207138090427847599150771854017228
f(z) = 46/59*z^3 - 164/59*z + 1
*
0 | 0.10871983135614030161431528228997274205 | 0.021097162728424208429932596198213458494
f(z) = 47/42*z^3 - 173/42*z + 1
*
[ 2 ] 
f(z) = 47/46*z^3 - 165/46*z + 1
*
[ -5/2 ] 
f(z) = 47/50*z^3 - 179/40*z + 1
*
[ 2 ] 
f(z) = 47/50*z^3 - 163/50*z + 1
*
[ 2 ] 
f(z) = 47/54*z^3 - 161/54*z + 1
*
0 | 0.086531743760547322528880533128539106339 | 0.017029100135551189051513273034983933108
f(z) = 47/57*z^3 - 161/57*z + 1
*
0 | 0.093962694314560176694927728192343534071 | 0.018446663187307085385974796982355521373
f(z) = 47/58*z^3 - 163/58*z + 1
*
0 | 0.10672019522605434897034495256878729409 | 0.020901162335470002666702423925344475279
f(z) = 47/59*z^3 - 165/59*z + 1
*
[ 1/4 ] 
f(z) = 48/53*z^3 - 162/53*z + 1
*
[ 1/4 ] 
f(z) = 48/55*z^3 - 168/55*z + 1
*
[ 1/4 ] 
f(z) = 48/59*z^3 - 180/59*z + 1
*
0 | 0.10720574399737785435040314960421099484 | 0.020971439767825327484363717015805677083
f(z) = 48/59*z^3 - 166/59*z + 1
*
-1/7 | 0.10483541539251570860057740465383342299 | 0.020631189305643117318248949374064965238
f(z) = 49/40*z^3 - 161/40*z + 1
*
[ 2 ] 
f(z) = 49/46*z^3 - 173/46*z + 1
*
3/7 | 0.14899920464220902576399970281043496965 | 0.029045252727654170889047183701678097587
f(z) = 49/48*z^3 - 169/48*z + 1
*
2/7 | 0.12895501593868288207222234813469627429 | 0.024859345490263233495811550392746775726
f(z) = 49/50*z^3 - 179/50*z + 1
*
[ 2 ] 
f(z) = 49/50*z^3 - 171/50*z + 1
*
-12/7 | 0.13113116601459875835529869357729166430 | 0.025562135492681976798889250780014201654
f(z) = 49/50*z^3 - 169/50*z + 1
*
[ 2 ] 
f(z) = 49/54*z^3 - 169/54*z + 1
*
0 | 0.087480908168158439931571829316328003539 | 0.017174165343699612559185108547582234175
f(z) = 49/57*z^3 - 163/57*z + 1
*
[ 2 ] 
f(z) = 49/58*z^3 - 167/58*z + 1
*
0 | 0.094916373366462909957715191204945845238 | 0.018589382485895119651617013588784183418
f(z) = 49/58*z^3 - 165/58*z + 1
*
0 | 0.10767846538725363826196123787516605867 | 0.021039194132281894727445867741491164146
f(z) = 49/59*z^3 - 167/59*z + 1
*
[ 1/5 ] 
f(z) = 50/41*z^3 - 166/41*z + 1
*
[ 1/5 ] 
f(z) = 50/43*z^3 - 174/43*z + 1
*
[ 21/10 ] 
f(z) = 50/49*z^3 - 167/42*z + 1
*
0 | 0.087937330330043199653461992328181273746 | 0.017243065396824655374619087826116560857
f(z) = 50/57*z^3 - 164/57*z + 1
*
0 | 0.10813904245898345201138112219802943853 | 0.021104567263483654343102912873840321330
f(z) = 50/59*z^3 - 168/59*z + 1
*
[ 2 ] 
f(z) = 51/50*z^3 - 179/50*z + 1
*
0 | 0.10886220928115645412395337548180834651 | 0.021423646193425764375758006697182800956
f(z) = 51/55*z^3 - 161/55*z + 1
*
0 | 0.080269818236406321290959273845868919632 | 0.015758491302477487817606485623287342236
f(z) = 51/56*z^3 - 163/56*z + 1
*
[ 2 ] 
f(z) = 51/58*z^3 - 175/58*z + 1
*
0 | 0.095821942273812362386089940573240927049 | 0.018722559226495922970739730089141045923
f(z) = 51/58*z^3 - 167/58*z + 1
*
0 | 0.10858810342099454717596754792422462055 | 0.021167689550108964292987001294662319336
f(z) = 51/59*z^3 - 169/59*z + 1
*
0 | 0.10929303099135748438952572671037918200 | 0.021482252873422071707396540883878152233
f(z) = 52/55*z^3 - 162/55*z + 1
*
0 | 0.088816890315061580513837963715018109497 | 0.017374237574932742323645305276004921813
f(z) = 52/57*z^3 - 166/57*z + 1
*
0 | 0.10902622750762747125271207717014813163 | 0.021228681157169112687410549680147316151
f(z) = 52/59*z^3 - 170/59*z + 1
*
0 | 0.12239656526873400199659539731512261450 | 0.023595038011424013584330932666144724928
f(z) = 53/42*z^3 - 179/42*z + 1
*
0 | 0.083379242802776175259420108981130779692 | 0.016408700590202117738285351936256385198
f(z) = 53/54*z^3 - 161/54*z + 1
*
0 | 0.10971383764410781019986317871097746052 | 0.021538912062615678961054671837552988211
f(z) = 53/55*z^3 - 163/55*z + 1
*
0 | 0.078272466963144210666327978165056513483 | 0.015329671529639267992272483682335279771
f(z) = 53/56*z^3 - 165/56*z + 1
*
0 | 0.089240071966005776249114617861492988531 | 0.017436533774132474810002324265863761773
f(z) = 53/57*z^3 - 167/57*z + 1
*
0 | 0.096684156353548118434326900549879688863 | 0.018847186216813632943343532078370193058
f(z) = 53/58*z^3 - 169/58*z + 1
*
0 | 0.10945395007470654615953766215408349017 | 0.021287653085795584444860744486177779279
f(z) = 53/59*z^3 - 171/59*z + 1
*
[ 7/4 ] 
f(z) = 54/49*z^3 - 165/56*z + 1
*
0 | 0.11012509483902958641920471054100522542 | 0.021593721403800224530457653670661482516
f(z) = 54/55*z^3 - 164/55*z + 1
*
0 | 0.10987176703467155298447654852006488779 | 0.021344708096255688968012008899299267710
f(z) = 54/59*z^3 - 172/59*z + 1
*
0 | 0.11064854255428051747814888727713887396 | 0.021775189417467042831011294284010304573
f(z) = 55/53*z^3 - 161/53*z + 1
*
0 | 0.084189549705946548387391090675886263909 | 0.016528009106652378277808315042867725814
f(z) = 55/54*z^3 - 163/54*z + 1
*
0 | 0.081941455321712958034103106906289134769 | 0.016010463928837691885462948620964477527
f(z) = 55/56*z^3 - 167/56*z + 1
*
0 | 0.090059778099042134925892488299463006596 | 0.017555858917263758529504883713368979682
f(z) = 55/57*z^3 - 169/57*z + 1
*
0 | 0.097507081405067512463421200941548786533 | 0.018964111582476131800122246618973783292
f(z) = 55/58*z^3 - 171/58*z + 1
*
0 | 0.11028013873319554066556990566362293063 | 0.021399941515233244205524498154713114713
f(z) = 55/59*z^3 - 173/59*z + 1
*
0 | 0.11103912019663413074202827437826888081 | 0.021825458012002880702306474680877491652
f(z) = 56/53*z^3 - 162/53*z + 1
*
0 | 0.11092066403057711040624341128948549935 | 0.021698147300589909550838109135050567518
f(z) = 56/55*z^3 - 166/55*z + 1
*
0 | 0.090457164508112594644046172058104113743 | 0.017613067494149270640004911716130166825
f(z) = 56/57*z^3 - 170/57*z + 1
*
0 | 0.11067949335107168885796625368614117493 | 0.021453441944675945759892829453895621083
f(z) = 56/59*z^3 - 174/59*z + 1
*
0 | 0.085808061757485080109372473592953611888 | 0.016886682419683293313965197067536044571
f(z) = 57/52*z^3 - 161/52*z + 1
*
0 | 0.11142149513179773086787148372353468310 | 0.021874157691154639729535848578640574737
f(z) = 57/53*z^3 - 163/53*z + 1
*
0 | 0.11130575667906890380462854404770538661 | 0.021747927168069296619349366336670125999
f(z) = 57/55*z^3 - 167/55*z + 1
*
0 | 0.073108975049413066941613573044849838839 | 0.014251543570779718348811458321809469250
f(z) = 57/56*z^3 - 169/56*z + 1
*
0 | 0.098294223735859211895169069604433264604 | 0.019074065950548759774404640815350796991
f(z) = 57/58*z^3 - 173/58*z + 1
*
0 | 0.11107022990064778596827441284201058938 | 0.021505291886523512804835139743333458810
f(z) = 57/59*z^3 - 175/59*z + 1
*
[ 7/4 ] 
f(z) = 58/49*z^3 - 179/56*z + 1
*
0 | 0.11179601068455920225402005826620528450 | 0.021921360542820281883269539035029836062
f(z) = 58/53*z^3 - 164/53*z + 1
*
0 | 0.11168286619577028222307849850577362463 | 0.021796184876533218920598015619669961494
f(z) = 58/55*z^3 - 168/55*z + 1
*
0 | 0.091224810344198373881221443747168978368 | 0.017722177411770808619961819268234352776
f(z) = 58/57*z^3 - 172/57*z + 1
*
0 | 0.11145272087441308007228578939606782193 | 0.021555568295225077229080844726152082075
f(z) = 58/59*z^3 - 176/59*z + 1
*
[ -2 ] 
f(z) = 59/42*z^3 - 173/42*z + 1
*
[ -2 ] 
f(z) = 59/46*z^3 - 167/46*z + 1
*
[ -2 ] 
f(z) = 59/50*z^3 - 161/50*z + 1
*
0 | 0.091928835788054844945976159379038115006 | 0.018091226201466831778388369269286689363
f(z) = 59/51*z^3 - 161/51*z + 1
*
0 | 0.086547063443558357929516374014185708880 | 0.016990833871250850333775010689334511150
f(z) = 59/52*z^3 - 163/52*z + 1
*
0 | 0.11216298870221271719650807029451899583 | 0.021967134054905631423321787697637323311
f(z) = 59/53*z^3 - 165/53*z + 1
*
0 | 0.085709283919289140690109756905082913514 | 0.016746656416690072797401399440857884738
f(z) = 59/54*z^3 - 167/54*z + 1
*
0 | 0.11205232278757511884661645641032460299 | 0.021842989309245148356302616151289765267
f(z) = 59/55*z^3 - 169/55*z + 1
*
0 | 0.083471961451997987370209026418922686335 | 0.016234426958261598256046801480456026605
f(z) = 59/56*z^3 - 171/56*z + 1
*
0 | 0.091596804637611889198527017021347543913 | 0.017774426879979140901659697032187261512
f(z) = 59/57*z^3 - 173/57*z + 1
*
0 | 0.099048630375922432893036521400699383348 | 0.019177683426962709635439232898235601206
f(z) = 59/58*z^3 - 175/58*z + 1
*
-7/4 | 0.16148524110007069369717458201665166379 | 0.022939351200833800035451701390846743512
f(z) = 40/49*z^3 - 163/70*z + 1
*
[ 7/22 ] 
f(z) = 44/49*z^3 - 172/77*z + 1
*
[ 12/7 ] 
f(z) = 49/45*z^3 - 167/60*z + 1
*
4/5 | 0.16371487191193325063543156032789547216 | 0.024904599517141880418593603536871186723
f(z) = 55/48*z^3 - 179/60*z + 1
*
2/5 | 0.16625198654668421882561047207344182019 | 0.025704967653436399803949484583284534067
f(z) = 55/48*z^3 - 161/60*z + 1
*
-4/3 | 0.16294090136675080076272237712450161423 | 0.028039399072175309561918910778115245851
f(z) = 57/40*z^3 - 167/60*z + 1
*
[ -2 ] 
f(z) = 40/47*z^3 - 179/94*z + 1
*
[ -2 ] 
f(z) = 40/49*z^3 - 173/98*z + 1
*
[ 5/3 ] 
f(z) = 41/50*z^3 - 169/90*z + 1
*
[ 5/3 ] 
f(z) = 43/50*z^3 - 179/90*z + 1
*
[ 10/7 ] 
f(z) = 49/45*z^3 - 173/90*z + 1
*
[ 2/5 ] 
f(z) = 50/49*z^3 - 163/98*z + 1
*
-4/3 | 0.17228682851386890285866424223179859693 | 0.029468679163952733819279026803171853546
f(z) = 57/56*z^3 - 173/84*z + 1
*
[ -2 ] 
f(z) = 40/51*z^3 - 167/102*z + 1
*
[ -2 ] 
f(z) = 40/53*z^3 - 161/106*z + 1
*
[ -2 ] 
f(z) = 41/51*z^3 - 175/102*z + 1
*
[ -2 ] 
f(z) = 41/53*z^3 - 169/106*z + 1
*
[ -2 ] 
f(z) = 41/55*z^3 - 163/110*z + 1
*
[ -2 ] 
f(z) = 42/53*z^3 - 177/106*z + 1
*
[ -2 ] 
f(z) = 42/55*z^3 - 171/110*z + 1
*
[ -2 ] 
f(z) = 43/55*z^3 - 179/110*z + 1
*
[ -2 ] 
f(z) = 43/57*z^3 - 173/114*z + 1
*
[ -2 ] 
f(z) = 43/59*z^3 - 167/118*z + 1
*
[ -2 ] 
f(z) = 44/59*z^3 - 175/118*z + 1
*
[ 3/2 ] 
f(z) = 46/51*z^3 - 173/102*z + 1
*
[ 3/2 ] 
f(z) = 46/57*z^3 - 169/114*z + 1
*
[ 4/3 ] 
f(z) = 47/48*z^3 - 161/108*z + 1
*
[ 7/16 ] 
f(z) = 48/49*z^3 - 165/112*z + 1
*
[ 4/3 ] 
f(z) = 49/48*z^3 - 169/108*z + 1
*
[ 10/7 ] 
f(z) = 49/55*z^3 - 167/110*z + 1
*
[ 2/5 ] 
f(z) = 50/51*z^3 - 169/102*z + 1
*
[ 2/5 ] 
f(z) = 50/53*z^3 - 175/106*z + 1
*
[ 15/11 ] 
f(z) = 55/54*z^3 - 179/110*z + 1
*
-6/5 | 0.18734452407303532541761320465136246731 | 0.026051083237452548096239405342438459878
f(z) = 55/56*z^3 - 166/105*z + 1
*
[ 3/7 ] 
f(z) = 56/45*z^3 - 164/105*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.026957984072828441297965594836832818326
f(z) = 51/44*z^3 - 173/132*z + 1
*
[ 12/11 ] 
f(z) = 55/48*z^3 - 169/132*z + 1
*
[ -3/2 ] 
f(z) = 56/41*z^3 - 173/123*z + 1
*
[ -3/2 ] 
f(z) = 56/43*z^3 - 163/129*z + 1
*
[ -28/15 ] 
f(z) = 45/56*z^3 - 177/140*z + 1
*
[ 6/5 ] 
f(z) = 47/54*z^3 - 163/150*z + 1
*
[ 5/4 ] 
f(z) = 41/50*z^3 - 173/160*z + 1
*
1/12 | 0.14315120597295947698245834280810093418 | 0.028003041458551931511382125064446477314
f(z) = 48/55*z^3 - 166/165*z + 1
*
[ 11/14 ] 
f(z) = 49/44*z^3 - 169/176*z + 1
*
[ 4/5 ] 
f(z) = 50/41*z^3 - 169/164*z + 1
*
[ 4/5 ] 
f(z) = 50/43*z^3 - 171/172*z + 1
*
[ 3/5 ] 
f(z) = 50/59*z^3 - 172/177*z + 1
*
[ 10/17 ] 
f(z) = 51/50*z^3 - 179/170*z + 1
*
[ -5/3 ] 
f(z) = 51/55*z^3 - 161/165*z + 1
*
[ 7/10 ] 
f(z) = 52/49*z^3 - 166/175*z + 1
*
-1/9 | 0.061346248014067536907114533410203566964 | 0.011986385732869688244038009802995717472
f(z) = 54/55*z^3 - 167/165*z + 1
*
[ 2/3 ] 
f(z) = 57/58*z^3 - 163/174*z + 1
*
[ 7/9 ] 
f(z) = 48/49*z^3 - 166/189*z + 1
*
[ 20/21 ] 
f(z) = 49/50*z^3 - 169/180*z + 1
*
[ 4/5 ] 
f(z) = 50/47*z^3 - 175/188*z + 1
*
[ 4/5 ] 
f(z) = 50/49*z^3 - 177/196*z + 1
*
[ 7/9 ] 
f(z) = 51/49*z^3 - 173/189*z + 1
*
[ 9/11 ] 
f(z) = 55/54*z^3 - 179/198*z + 1
*
[ 21/20 ] 
f(z) = 40/49*z^3 - 179/210*z + 1
*
[ 3/4 ] 
f(z) = 44/51*z^3 - 167/204*z + 1
*
[ 24/35 ] 
f(z) = 49/54*z^3 - 177/200*z + 1
*
[ 4/5 ] 
f(z) = 50/51*z^3 - 179/204*z + 1
*
[ 3/4 ] 
f(z) = 44/57*z^3 - 175/228*z + 1
*
[ 4 ] 
f(z) = 41/48*z^3 - 155/12*z + 1
*
[ -4 ] 
f(z) = 41/48*z^3 - 149/12*z + 1
*
[ -6 ] 
f(z) = 41/54*z^3 - 157/6*z + 1
*
[ -4 ] 
f(z) = 43/48*z^3 - 157/12*z + 1
*
[ 7/2 ] 
f(z) = 46/49*z^3 - 151/14*z + 1
*
[ -7/2 ] 
f(z) = 46/49*z^3 - 143/14*z + 1
*
[ 30/7 ] 
f(z) = 49/54*z^3 - 159/10*z + 1
*
[ -7/2 ] 
f(z) = 50/49*z^3 - 157/14*z + 1
*
[ 3 ] 
f(z) = 52/45*z^3 - 146/15*z + 1
*
[ 3 ] 
f(z) = 53/45*z^3 - 149/15*z + 1
*
[ 3 ] 
f(z) = 56/45*z^3 - 158/15*z + 1
*
[ -3 ] 
f(z) = 56/45*z^3 - 148/15*z + 1
*
[ -3 ] 
f(z) = 58/45*z^3 - 154/15*z + 1
*
[ -3 ] 
f(z) = 59/45*z^3 - 157/15*z + 1
*
14/15 | 0.19108947091720653997617865620977611820 | 0.027391046001083806713070152779634187725
f(z) = 45/49*z^3 - 153/35*z + 1
*
12/7 | 0.13407635152494364320386300594643745431 | 0.021922615503025124744875169243005527200
f(z) = 49/45*z^3 - 151/30*z + 1
*
[ 20/7 ] 
f(z) = 49/50*z^3 - 147/20*z + 1
*
0 | 0.083317479399088035952605165345859992870 | 0.016812023186179482252734440122772845426
f(z) = 40/51*z^3 - 142/51*z + 1
*
0 | 0.10347407243125887311170520364295469870 | 0.020762889265884487650443861226617171588
f(z) = 40/53*z^3 - 146/53*z + 1
*
0 | 0.082744840801542348297321624696041972447 | 0.016427559942075355367992420638146661189
f(z) = 40/57*z^3 - 154/57*z + 1
*
0 | 0.10288952727161036575204808023927383207 | 0.020323475727445629675715819958804229159
f(z) = 40/59*z^3 - 158/59*z + 1
*
[ 2 ] 
f(z) = 41/46*z^3 - 141/46*z + 1
*
[ -5/2 ] 
f(z) = 41/50*z^3 - 149/40*z + 1
*
0 | 0.091486361945710360846564822746117656338 | 0.018486724749686586224355918624874044024
f(z) = 41/50*z^3 - 141/50*z + 1
*
0 | 0.083889261839073312533521030446956422011 | 0.016903463253227006499061741525510442417
f(z) = 41/51*z^3 - 143/51*z + 1
*
0 | 0.078472389494432555736711497119512123771 | 0.015767849669262254415104891429892018191
f(z) = 41/52*z^3 - 145/52*z + 1
*
0 | 0.10405265743770725703368895322234913121 | 0.020850428420449215044991838418306225433
f(z) = 41/53*z^3 - 147/53*z + 1
*
0 | 0.077562721757167894249181017461401602282 | 0.015500310557891364892254010892388785872
f(z) = 41/54*z^3 - 149/54*z + 1
*
0 | 0.10386893922071624015238971451254646555 | 0.020702241572926585280063094688584878097
f(z) = 41/55*z^3 - 151/55*z + 1
*
0 | 0.068595414111539383761850416939959150076 | 0.013636072084267373965554556733420448867
f(z) = 41/56*z^3 - 153/56*z + 1
*
0 | 0.083336901922712874381316982000908358032 | 0.016523870185589043363747862069081577577
f(z) = 41/57*z^3 - 155/57*z + 1
*
0 | 0.090751059685221767822726440554395099597 | 0.017948308523535126541744405522048507239
f(z) = 41/58*z^3 - 157/58*z + 1
*
0 | 0.10349037679077851240598898752355967454 | 0.020416715854572409598445520686985362665
f(z) = 41/59*z^3 - 159/59*z + 1
*
0 | 0.10461302728743601433202940326810896845 | 0.020934277264278986880879084913117143687
f(z) = 42/53*z^3 - 148/53*z + 1
*
0 | 0.10443588311107754257566429145102629004 | 0.020787891487014352970416171029935353796
f(z) = 42/55*z^3 - 152/55*z + 1
*
0 | 0.10407133020654683437217562572852596642 | 0.020505963735500552111766425845061689095
f(z) = 42/59*z^3 - 160/59*z + 1
*
[ 2 ] 
f(z) = 43/46*z^3 - 149/46*z + 1
*
0 | 0.10548959050861586781986687906469007987 | 0.021316368715669228673133434966039613161
f(z) = 43/49*z^3 - 141/49*z + 1
*
[ -5/2 ] 
f(z) = 43/50*z^3 - 159/40*z + 1
*
[ 2 ] 
f(z) = 43/50*z^3 - 147/50*z + 1
*
0 | 0.092571933338642618355280971105162546956 | 0.018652998478776589920096868972432384368
f(z) = 43/50*z^3 - 143/50*z + 1
*
0 | 0.084980752863274922474140382814953034782 | 0.017075607669929744654854967876027637364
f(z) = 43/51*z^3 - 145/51*z + 1
*
0 | 0.079569915332172962274894724314996132947 | 0.015944492576250664754512675101775510259
f(z) = 43/52*z^3 - 147/52*z + 1
*
0 | 0.10515633723874073580987469023439070816 | 0.021014681375337462420776026255755884654
f(z) = 43/53*z^3 - 149/53*z + 1
*
0 | 0.078672678824716508867751065870981486953 | 0.015680345004367863654430848380664458845
f(z) = 43/54*z^3 - 151/54*z + 1
*
[ 2 ] 
f(z) = 43/54*z^3 - 145/54*z + 1
*
0 | 0.10498530120870229755084176030733149009 | 0.020870012283074184589839515774968811129
f(z) = 43/55*z^3 - 153/55*z + 1
*
0 | 0.076374047477976431983479605883275699348 | 0.015143289670696880062486843987938962690
f(z) = 43/56*z^3 - 155/56*z + 1
*
0 | 0.084467508792244066817395500023049309408 | 0.016705578020534027298720455276613033202
f(z) = 43/57*z^3 - 157/57*z + 1
*
0 | 0.091887449084190790024466703791644513612 | 0.018127675217050492692843990912471131512
f(z) = 43/58*z^3 - 159/58*z + 1
*
[ 2 ] 
f(z) = 43/58*z^3 - 143/58*z + 1
*
0 | 0.10600611527769197259182709530936143362 | 0.021390196640356832235808753433180437857
f(z) = 44/49*z^3 - 142/49*z + 1
*
0 | 0.085502565147892783979648847036496646426 | 0.017156764495706376203647932949395835842
f(z) = 44/51*z^3 - 146/51*z + 1
*
0 | 0.10568363224108062870951140647605474869 | 0.021091862815400193370174817412548912185
f(z) = 44/53*z^3 - 150/53*z + 1
*
0 | 0.085005374303555508085478780280203274927 | 0.016790869850146813430913749192715972424
f(z) = 44/57*z^3 - 158/57*z + 1
*
[ 2 ] 
f(z) = 45/46*z^3 - 157/46*z + 1
*
0 | 0.10650826269850616558802400878323623668 | 0.021461131797093607823552319618922707352
f(z) = 45/49*z^3 - 143/49*z + 1
*
0 | 0.080604085559599076952957620430301235068 | 0.016108103610909854307473380747529511198
f(z) = 45/52*z^3 - 149/52*z + 1
*
0 | 0.10619586095398501876370324882680945683 | 0.021166023105739384872327649805434856991
f(z) = 45/53*z^3 - 151/53*z + 1
*
0 | 0.074577779897067151474056838248113677867 | 0.014749634960029348251475944808856286256
f(z) = 45/56*z^3 - 157/56*z + 1
*
[ 2 ] 
f(z) = 45/58*z^3 - 151/58*z + 1
*
0 | 0.10699683192706611198840340650045122258 | 0.021529346371259970971491402725079272445
f(z) = 46/49*z^3 - 144/49*z + 1
*
0 | 0.086502883735155105574493809119380361971 | 0.017310227982370141678729189163402501138
f(z) = 46/51*z^3 - 148/51*z + 1
*
0 | 0.10669388755576191072495005961708154142 | 0.021237345735640473886020672145180459596
f(z) = 46/53*z^3 - 152/53*z + 1
*
0 | 0.10653883503437388291169626165345603297 | 0.021097400575665424094891681007058058904
f(z) = 46/55*z^3 - 156/55*z + 1
*
0 | 0.086037627271250701197174771789364841436 | 0.016952646432127510507244302065208539360
f(z) = 46/57*z^3 - 160/57*z + 1
*
0 | 0.061528975202543918347369835658767913590 | 0.012397924937521489041212106288509095845
f(z) = 47/48*z^3 - 143/48*z + 1
*
0 | 0.10747255566507466089681498032634236043 | 0.021594998090615625603489842881784731722
f(z) = 47/49*z^3 - 145/49*z + 1
*
0 | 0.094564448060107958332358978636780600300 | 0.018949148478759065342362309748188628421
f(z) = 47/50*z^3 - 147/50*z + 1
*
0 | 0.086982980621794874173181442452812686494 | 0.017382876494587020692387650446212111501
f(z) = 47/51*z^3 - 149/51*z + 1
*
0 | 0.081582024614458540714846068790878608201 | 0.016260210167238457348469795765248281326
f(z) = 47/52*z^3 - 151/52*z + 1
*
0 | 0.10717850175484052173739100709788145720 | 0.021305998290735947327206080526453569107
f(z) = 47/53*z^3 - 153/53*z + 1
*
0 | 0.080705077727848750487521509453761681535 | 0.016002037475902305360253737049867415715
f(z) = 47/54*z^3 - 155/54*z + 1
*
0 | 0.10702811932698716347530496952477097160 | 0.021167507167823370915639729405527811172
f(z) = 47/55*z^3 - 157/55*z + 1
*
0 | 0.078427475558870883975854001912448424344 | 0.015472274170129088865309306239379943000
f(z) = 47/56*z^3 - 159/56*z + 1
*
[ 2 ] 
f(z) = 47/58*z^3 - 159/58*z + 1
*
[ 1/4 ] 
f(z) = 48/47*z^3 - 144/47*z + 1
*
0 | 0.10807594623509102017629827201678960173 | 0.021807852650815134115656267312160134713
f(z) = 48/47*z^3 - 142/47*z + 1
*
[ 1/4 ] 
f(z) = 48/49*z^3 - 150/49*z + 1
*
0 | 0.10793610749136034840797133283768380053 | 0.021658231815728826887921473092484578670
f(z) = 48/49*z^3 - 146/49*z + 1
*
0 | 0.10765042732812531182998133616356827530 | 0.021372134269546412919553871152433263757
f(z) = 48/53*z^3 - 154/53*z + 1
*
0 | 0.10750443609197112248003189485297919623 | 0.021235045542975880602624133830466605494
f(z) = 48/55*z^3 - 158/55*z + 1
*
-38/21 | 0.19843062907515023476780810092332750770 | 0.027783479823931911907369551420190362545
f(z) = 49/40*z^3 - 158/45*z + 1
*
0 | 0.095756114569183593518886242879622660113 | 0.019349517190228079527766905903433105112
f(z) = 49/46*z^3 - 141/46*z + 1
*
0 | 0.10852416948863951853621571636952457793 | 0.021867331656311803547644338059816206275
f(z) = 49/47*z^3 - 143/47*z + 1
*
0 | 0.062439577897662091118811430256660510115 | 0.012546296653453846739703697812307638112
f(z) = 49/48*z^3 - 145/48*z + 1
*
0 | 0.095483976170615524530018863747862605152 | 0.019081734761455343788667599650775855354
f(z) = 49/50*z^3 - 149/50*z + 1
*
0 | 0.087906545318042035814219721054808480510 | 0.017520757896144572141361968948042543402
f(z) = 49/51*z^3 - 151/51*z + 1
*
0 | 0.082509688585994661307104877673065101292 | 0.016402088620379160040238344820978203098
f(z) = 49/52*z^3 - 153/52*z + 1
*
[ 13/7 ] 
f(z) = 49/52*z^3 - 145/52*z + 1
*
0 | 0.10811032944351829191146911880852288090 | 0.021435894642479989228679943107920685991
f(z) = 49/53*z^3 - 155/53*z + 1
*
0 | 0.081641135394030638668524465087280632726 | 0.016146591470627020032576175622492966537
f(z) = 49/54*z^3 - 157/54*z + 1
*
0 | 0.10796847511895145038846486333081827286 | 0.021300160904926978428252294638148142145
f(z) = 49/55*z^3 - 159/55*z + 1
*
-11/7 | 0.13470257614385747110330500640458968358 | 0.027219460860438701635156473162856027696
f(z) = 49/55*z^3 - 141/55*z + 1
*
[ 2/7 ] 
f(z) = 49/58*z^3 - 149/58*z + 1
*
0 | 0.10896161697699872934806000042953909879 | 0.021924690206429844033015426947152968119
f(z) = 50/47*z^3 - 144/47*z + 1
*
[ 7/4 ] 
f(z) = 50/49*z^3 - 151/56*z + 1
*
0 | 0.10882913123992793257206658133177339840 | 0.021777968450788494017786339373770252367
f(z) = 50/49*z^3 - 148/49*z + 1
*
0 | 0.088351247866393311207910124108803016532 | 0.017586255783708502323268633018328201592
f(z) = 50/51*z^3 - 152/51*z + 1
*
0 | 0.10855882097216896705739290875012864008 | 0.021497409196682579203631440264416757315
f(z) = 50/53*z^3 - 156/53*z + 1
*
0 | 0.096617337877398929351483127399261749520 | 0.019468136739219059308467088863524055530
f(z) = 51/46*z^3 - 143/46*z + 1
*
0 | 0.10938880370037400662602320295653034261 | 0.021980039391693413343886360751149529416
f(z) = 51/47*z^3 - 145/47*z + 1
*
0 | 0.10925970759270623011112191214851064999 | 0.021834708230759563600762432995951990062
f(z) = 51/49*z^3 - 149/49*z + 1
*
0 | 0.096359132309527869530734419404390201700 | 0.019205453042997635701426707737642106932
f(z) = 51/50*z^3 - 151/50*z + 1
*
0 | 0.083392112923343543971604955524657131321 | 0.016534817309686405788719564855762709580
f(z) = 51/52*z^3 - 155/52*z + 1
*
0 | 0.10899646795603632895448142986039389098 | 0.021556797701714567380037704324196961411
f(z) = 51/53*z^3 - 157/53*z + 1
*
0 | 0.096367444819163760608889112042135433765 | 0.019445280010599868949410333717595779180
f(z) = 52/45*z^3 - 142/45*z + 1
*
0 | 0.10980620796647669046297172390707908526 | 0.022033482235168089951165895870504473848
f(z) = 52/47*z^3 - 146/47*z + 1
*
0 | 0.10968032985646616804231742265602106735 | 0.021889505705134079801026144468135101057
f(z) = 52/49*z^3 - 150/49*z + 1
*
0 | 0.089209237493840341984478538183183480613 | 0.017710954328038081238240552793199958719
f(z) = 52/51*z^3 - 154/51*z + 1
*
0 | 0.10942379436510750156252615767220776835 | 0.021614170924448231777112406739014077779
f(z) = 52/53*z^3 - 158/53*z + 1
*
[ -2 ] 
f(z) = 53/42*z^3 - 149/42*z + 1
*
0 | 0.084724986097495568907216456570370641149 | 0.017120447945398530658034226316265425418
f(z) = 53/44*z^3 - 141/44*z + 1
*
0 | 0.096772529872472805032874637076018343601 | 0.019499407513671200112128828854953797288
f(z) = 53/45*z^3 - 143/45*z + 1
*
0 | 0.097439731323546190995098903275743827685 | 0.019579052520529988741716147002498726773
f(z) = 53/46*z^3 - 145/46*z + 1
*
[ -2 ] 
f(z) = 53/46*z^3 - 143/46*z + 1
*
0 | 0.11021427485185271325699667792291660771 | 0.022085114453573791429807022397833083497
f(z) = 53/47*z^3 - 147/47*z + 1
*
0 | 0.064137293160172963588202273971088421756 | 0.012817342401130079682544475423927639055
f(z) = 53/48*z^3 - 149/48*z + 1
*
0 | 0.11009145596568602896831365264149060103 | 0.021942458771758367890564551148922588628
f(z) = 53/49*z^3 - 151/49*z + 1
*
0 | 0.097194082166758264303544110965426256646 | 0.019321197018142457145579756318155122405
f(z) = 53/50*z^3 - 153/50*z + 1
*
0 | 0.089623503946918294790028184435358006531 | 0.017770364755938798604846259047666614416
f(z) = 53/51*z^3 - 155/51*z + 1
*
0 | 0.084233596659069749158134788205934953181 | 0.016659316002788194187324256951721854394
f(z) = 53/52*z^3 - 157/52*z + 1
*
0 | 0.11061341925844928018337869139942409375 | 0.022135025129747089704502481115692153297
f(z) = 54/47*z^3 - 148/47*z + 1
*
0 | 0.11049351241651720642294110080642553172 | 0.021993658479343074138316251454045798198
f(z) = 54/49*z^3 - 152/49*z + 1
*
0 | 0.11024939540818462586695752378051542804 | 0.021723274792531443456239701601852551461
f(z) = 54/53*z^3 - 160/53*z + 1
*
[ -2 ] 
f(z) = 55/42*z^3 - 157/42*z + 1
*
0 | 0.11123439585846322605243750480491388371 | 0.022477226279402909582521667929305119017
f(z) = 55/43*z^3 - 141/43*z + 1
*
[ -2 ] 
f(z) = 55/46*z^3 - 151/46*z + 1
*
0 | 0.098226693576708659183528658027439956142 | 0.019683001797668365729749808765037326234
f(z) = 55/46*z^3 - 147/46*z + 1
*
0 | 0.11100402862165776710852898245252889032 | 0.022183297308719695762332368374963591673
f(z) = 55/47*z^3 - 149/47*z + 1
*
0 | 0.064928839353823836701061147780049236793 | 0.012941044044902634182839774490782421682
f(z) = 55/48*z^3 - 151/48*z + 1
*
0 | 0.11088689712732184147544204234491082052 | 0.022043189650699063290953365584953972821
f(z) = 55/49*z^3 - 153/49*z + 1
*
0 | 0.090424777018048722293360961770338904579 | 0.017883777905417645800492234464697470273
f(z) = 55/51*z^3 - 157/51*z + 1
*
0 | 0.085037841988122891601508426205768725047 | 0.016776375838958537247468576625377835150
f(z) = 55/52*z^3 - 159/52*z + 1
*
0 | 0.11161171895360970117925669890682650338 | 0.022521310299240436487120642835756345352
f(z) = 56/43*z^3 - 142/43*z + 1
*
0 | 0.097936584678697769147516151008544973675 | 0.019651748645667777617587179216348995326
f(z) = 56/45*z^3 - 146/45*z + 1
*
0 | 0.11138646531705957981731116600041878335 | 0.022230008527720998740415980018943577704
f(z) = 56/47*z^3 - 150/47*z + 1
*
0 | 0.090811540926260621868951554866867195638 | 0.017937745431706723323655604160968395962
f(z) = 56/51*z^3 - 158/51*z + 1
*
0 | 0.11198143340082283592924732065415559252 | 0.022563961143985742338196816966393391174
f(z) = 57/43*z^3 - 143/43*z + 1
*
0 | 0.086255961489232649193039975093315705869 | 0.017331841716587320743041419349133314104
f(z) = 57/44*z^3 - 145/44*z + 1
*
[ -2 ] 
f(z) = 57/46*z^3 - 159/46*z + 1
*
0 | 0.098981189930778521803320430376376086108 | 0.019780625905832286548906056517608611904
f(z) = 57/46*z^3 - 149/46*z + 1
*
0 | 0.11176106880571910136379327293238509367 | 0.022275231288806764785160669377187127035
f(z) = 57/47*z^3 - 151/47*z + 1
*
0 | 0.11164911505921686280153733781826354010 | 0.022137557804648682643953466881306347662
f(z) = 57/49*z^3 - 155/49*z + 1
*
0 | 0.098757273966200299231366969162682927521 | 0.019531739113976330334370842236837291461
f(z) = 57/50*z^3 - 157/50*z + 1
*
[ -2 ] 
f(z) = 57/50*z^3 - 153/50*z + 1
*
[ -2 ] 
f(z) = 57/58*z^3 - 141/58*z + 1
*
0 | 0.11234384306055807122253674531141057460 | 0.022605244158798214959147566417535057828
f(z) = 58/43*z^3 - 144/43*z + 1
*
0 | 0.098673439545925921602575795914287616136 | 0.019745697028715741543505183728004591562
f(z) = 58/45*z^3 - 148/45*z + 1
*
0 | 0.11212815755178756438623357352158916091 | 0.022319033481492806947177492364437927586
f(z) = 58/47*z^3 - 152/47*z + 1
*
0 | 0.11201862270493457852786791411144626796 | 0.022182537986057710876777136050950773493
f(z) = 58/49*z^3 - 156/49*z + 1
*
0 | 0.091563246053812396770255493512157989250 | 0.018041401021374443607407415278623838253
f(z) = 58/51*z^3 - 160/51*z + 1
*
0 | 0.11280327298437728293333394672948745569 | 0.022794250576533269719735347523406679488
f(z) = 59/41*z^3 - 141/41*z + 1
*
0 | 0.079572335608173494484269347306818642385 | 0.016033614093618369321140032376339285742
f(z) = 59/42*z^3 - 143/42*z + 1
*
0 | 0.11269923376323587990788389104294695896 | 0.022645220660010924847169050819954557933
f(z) = 59/43*z^3 - 145/43*z + 1
*
0 | 0.086976015150787246062380439939753179972 | 0.017428552262426053285472184526938247249
f(z) = 59/44*z^3 - 147/44*z + 1
*
0 | 0.099031047434719375538680084566601601065 | 0.019790589542708568642384164700619862410
f(z) = 59/45*z^3 - 149/45*z + 1
*
0 | 0.099705823877184319139141798952364272582 | 0.019872486112012379038608119492033826489
f(z) = 59/46*z^3 - 151/46*z + 1
*
0 | 0.11248803074114884883695873977628894253 | 0.022361478761676465098526468686095764362
f(z) = 59/47*z^3 - 153/47*z + 1
*
0 | 0.066418802645160167720646150371367357226 | 0.013169384119998948721156480466807848601
f(z) = 59/48*z^3 - 155/48*z + 1
*
0 | 0.11238081127807835043870557666742161448 | 0.022226136862097590978217584873654873789
f(z) = 59/49*z^3 - 157/49*z + 1
*
0 | 0.099491377567932075224868569304059781526 | 0.019627788097544601713736643529636337862
f(z) = 59/50*z^3 - 159/50*z + 1
*
[ -2 ] 
f(z) = 59/54*z^3 - 155/54*z + 1
*
[ -2 ] 
f(z) = 59/58*z^3 - 149/58*z + 1
*
-14/9 | 0.17413835743315026547870211053483391451 | 0.024678859356786955501852839880545202757
f(z) = 45/56*z^3 - 145/63*z + 1
*
15/14 | 0.13012226689763922340595887357090109631 | 0.021467160228642135567784293283675438716
f(z) = 49/45*z^3 - 143/60*z + 1
*
6/7 | 0.13353871814536549662922924104535587073 | 0.023552296769429755830547851115491620450
f(z) = 49/52*z^3 - 145/78*z + 1
*
-4/3 | 0.15857333318043676821503255373615020350 | 0.027769084991008997492443384268080915753
f(z) = 51/40*z^3 - 151/60*z + 1
*
6/5 | 0.18856612445618694627267877247806419257 | 0.029508454263395362645064372965773412805
f(z) = 55/48*z^3 - 149/60*z + 1
*
[ 3/2 ] 
f(z) = 59/45*z^3 - 157/60*z + 1
*
[ 3/7 ] 
f(z) = 43/54*z^3 - 145/98*z + 1
*
[ 2/5 ] 
f(z) = 50/43*z^3 - 145/86*z + 1
*
[ 2/5 ] 
f(z) = 50/47*z^3 - 157/94*z + 1
*
[ -9/5 ] 
f(z) = 55/54*z^3 - 157/90*z + 1
*
[ 3/7 ] 
f(z) = 55/54*z^3 - 149/98*z + 1
*
[ 5/4 ] 
f(z) = 56/45*z^3 - 157/90*z + 1
*
[ -5/3 ] 
f(z) = 59/50*z^3 - 151/90*z + 1
*
[ -2 ] 
f(z) = 40/57*z^3 - 149/114*z + 1
*
[ -2 ] 
f(z) = 40/59*z^3 - 143/118*z + 1
*
[ -2 ] 
f(z) = 41/57*z^3 - 157/114*z + 1
*
[ -2 ] 
f(z) = 41/59*z^3 - 151/118*z + 1
*
[ -2 ] 
f(z) = 42/59*z^3 - 159/118*z + 1
*
[ 4/3 ] 
f(z) = 43/48*z^3 - 145/108*z + 1
*
[ 1/2 ] 
f(z) = 46/59*z^3 - 141/118*z + 1
*
[ -7/4 ] 
f(z) = 47/49*z^3 - 153/112*z + 1
*
[ 1/2 ] 
f(z) = 50/59*z^3 - 143/118*z + 1
*
[ 1/2 ] 
f(z) = 54/59*z^3 - 145/118*z + 1
*
[ 15/14 ] 
f(z) = 56/45*z^3 - 143/105*z + 1
*
[ 5/4 ] 
f(z) = 56/55*z^3 - 153/110*z + 1
*
[ 1/2 ] 
f(z) = 58/57*z^3 - 143/114*z + 1
*
[ 1/2 ] 
f(z) = 58/59*z^3 - 147/118*z + 1
*
[ 7/6 ] 
f(z) = 46/49*z^3 - 143/126*z + 1
*
[ 7/6 ] 
f(z) = 50/49*z^3 - 157/126*z + 1
*
[ -3/2 ] 
f(z) = 52/41*z^3 - 146/123*z + 1
*
[ -8/5 ] 
f(z) = 55/48*z^3 - 157/120*z + 1
*
[ 6/11 ] 
f(z) = 55/48*z^3 - 155/132*z + 1
*
[ 12/11 ] 
f(z) = 55/54*z^3 - 149/132*z + 1
*
[ 2/3 ] 
f(z) = 57/46*z^3 - 145/138*z + 1
*
[ 3/5 ] 
f(z) = 43/54*z^3 - 143/150*z + 1
*
[ 3/5 ] 
f(z) = 49/54*z^3 - 149/150*z + 1
*
[ 3/5 ] 
f(z) = 50/47*z^3 - 148/141*z + 1
*
[ 3/5 ] 
f(z) = 50/49*z^3 - 152/147*z + 1
*
[ 3/5 ] 
f(z) = 50/53*z^3 - 160/159*z + 1
*
[ 2/3 ] 
f(z) = 51/50*z^3 - 143/150*z + 1
*
[ -3/2 ] 
f(z) = 56/47*z^3 - 143/141*z + 1
*
[ 2/3 ] 
f(z) = 57/50*z^3 - 151/150*z + 1
*
[ 15/22 ] 
f(z) = 44/45*z^3 - 152/165*z + 1
*
[ 7/10 ] 
f(z) = 44/49*z^3 - 152/175*z + 1
*
[ 7/10 ] 
f(z) = 48/49*z^3 - 159/175*z + 1
*
[ 2/3 ] 
f(z) = 51/58*z^3 - 155/174*z + 1
*
[ 3 ] 
f(z) = 44/45*z^3 - 122/15*z + 1
*
[ 3 ] 
f(z) = 46/45*z^3 - 128/15*z + 1
*
[ 3 ] 
f(z) = 47/45*z^3 - 131/15*z + 1
*
[ -3 ] 
f(z) = 47/45*z^3 - 121/15*z + 1
*
[ 3 ] 
f(z) = 49/45*z^3 - 137/15*z + 1
*
[ -3 ] 
f(z) = 49/45*z^3 - 127/15*z + 1
*
[ -3 ] 
f(z) = 52/45*z^3 - 136/15*z + 1
*
[ -3 ] 
f(z) = 53/45*z^3 - 139/15*z + 1
*
14/15 | 0.16887927262940273950809963915208375796 | 0.024127601014706241326156572783783457015
f(z) = 45/56*z^3 - 137/35*z + 1
*
2/3 | 0.19089583581150587754552615615035204220 | 0.027540447565161331711959495718081994518
f(z) = 45/56*z^3 - 128/35*z + 1
*
2/5 | 0.12021899423012359459835327998878620861 | 0.017363582116686574328118716256846855000
f(z) = 45/56*z^3 - 127/35*z + 1
*
[ -20/7 ] 
f(z) = 49/50*z^3 - 133/20*z + 1
*
-2 | 0.080869049552759794737635789239619421402 | 0.014689224259236934112948258441241902848
f(z) = 55/52*z^3 - 123/26*z + 1
*
2/5 | 0.16774356575211253676142701172057247176 | 0.024200281045160451808122994065159169724
f(z) = 55/56*z^3 - 128/35*z + 1
*
-2 | 0.084609206513984494782033545604774863512 | 0.015323699247832906423135536971735970188
f(z) = 57/44*z^3 - 125/22*z + 1
*
[ 7/3 ] 
f(z) = 57/49*z^3 - 121/21*z + 1
*
-2 | 0.082391535300771685600525984288409259664 | 0.014879277884940420671735655213013524611
f(z) = 57/52*z^3 - 127/26*z + 1
*
-2 | 0.085532362285632410213751626927287861882 | 0.015403022654421090803454266697176395593
f(z) = 59/44*z^3 - 129/22*z + 1
*
-2 | 0.083666032194407780020556097838419122180 | 0.015025297399953645333130373509373482897
f(z) = 59/52*z^3 - 131/26*z + 1
*
0 | 0.10454569094896255399238175432769289524 | 0.021762121767467706264844153756641539900
f(z) = 40/41*z^3 - 122/41*z + 1
*
0 | 0.10437502618361379655819372856300434225 | 0.021581667113653840664725079231900174527
f(z) = 40/43*z^3 - 126/43*z + 1
*
0 | 0.10402460848067849129196717837189273144 | 0.021238875244903085356092091720295506607
f(z) = 40/47*z^3 - 134/47*z + 1
*
0 | 0.10384457396592480425670398197822980734 | 0.021075548490378089626527512967956087358
f(z) = 40/49*z^3 - 138/49*z + 1
*
0 | 0.076644164515248482741751293673457372530 | 0.015981549608253718144526699174165513353
f(z) = 41/40*z^3 - 121/40*z + 1
*
0 | 0.071825979792342974121179388841081931421 | 0.014875996817985140712786156140361818878
f(z) = 41/42*z^3 - 125/42*z + 1
*
0 | 0.10492215558298349043371875113112080237 | 0.021659393766248664136135507767931180505
f(z) = 41/43*z^3 - 127/43*z + 1
*
0 | 0.079167778889177011518300437991002855963 | 0.016290295242286324677275998615603798143
f(z) = 41/44*z^3 - 129/44*z + 1
*
0 | 0.091191205769055533735097021979405924188 | 0.018705131243626785955618202591632960379
f(z) = 41/45*z^3 - 131/45*z + 1
*
0 | 0.091833917454275859914051711826728906726 | 0.018778601495813620431717469400714710485
f(z) = 41/46*z^3 - 133/46*z + 1
*
0 | 0.10458358773242477332245261870907192241 | 0.021320637977740046954428867171418180482
f(z) = 41/47*z^3 - 135/47*z + 1
*
0 | 0.058481338280431636739804196200760345521 | 0.011886496952340954951517942589355688341
f(z) = 41/48*z^3 - 137/48*z + 1
*
0 | 0.10440982735665589536441464863947972393 | 0.021159262116197413544555595673953975627
f(z) = 41/49*z^3 - 139/49*z + 1
*
[ 2 ] 
f(z) = 41/50*z^3 - 139/50*z + 1
*
[ 2 ] 
f(z) = 41/54*z^3 - 137/54*z + 1
*
[ 2 ] 
f(z) = 41/58*z^3 - 135/58*z + 1
*
0 | 0.10561305736047811161961682514469430515 | 0.021910142783790197019992744626936381353
f(z) = 42/41*z^3 - 124/41*z + 1
*
0 | 0.10545324064744135284650247393635044433 | 0.021733838189676300080804939336494877631
f(z) = 42/43*z^3 - 128/43*z + 1
*
0 | 0.10512573226764654239771134360517372227 | 0.021398965470357030968888538564991095254
f(z) = 42/47*z^3 - 136/47*z + 1
*
0 | 0.071020381511348459392395502355538890346 | 0.014758449856988522307497067556098705137
f(z) = 43/40*z^3 - 123/40*z + 1
*
0 | 0.10612411801616420194881410940788446145 | 0.021979540640923301731253085229744088668
f(z) = 43/41*z^3 - 125/41*z + 1
*
0 | 0.072866884681967193817634479571478405138 | 0.015042128510201186097377353321047189725
f(z) = 43/42*z^3 - 127/42*z + 1
*
0 | 0.080220050081859617447053812382190239577 | 0.016454728857864062157619946688755600195
f(z) = 43/44*z^3 - 131/44*z + 1
*
0 | 0.092248779635310918928687075303965142351 | 0.018863434330884827849621272688165983331
f(z) = 43/45*z^3 - 133/45*z + 1
*
0 | 0.092896888737761579961534644613363227660 | 0.018938162067107452875379658188109312138
f(z) = 43/46*z^3 - 135/46*z + 1
*
0 | 0.10565205422513179453152780966019779892 | 0.021474078013289975406825436525205616118
f(z) = 43/47*z^3 - 137/47*z + 1
*
0 | 0.059555400955501429632914804595846414834 | 0.012069250291432044759040841037720422377
f(z) = 43/48*z^3 - 139/48*z + 1
*
0 | 0.10662122025702251623441945689171057912 | 0.022046113586507321401498320767995397144
f(z) = 44/41*z^3 - 126/41*z + 1
*
0 | 0.10647093491312433872301887237020196296 | 0.021873689030215095968913485281930268140
f(z) = 44/43*z^3 - 130/43*z + 1
*
0 | 0.092755268285196881276521350875870017914 | 0.018937995539610446538041437977579505017
f(z) = 44/45*z^3 - 134/45*z + 1
*
0 | 0.10616347476861370712297925956250331527 | 0.021546175933343798834624904938063668783
f(z) = 44/47*z^3 - 138/47*z + 1
*
0 | 0.10710511923443454837428243706768433243 | 0.022110029468893861341057621083953296075
f(z) = 45/41*z^3 - 127/41*z + 1
*
0 | 0.10695917936225803423957954606774825424 | 0.021939456450970175160778380139101528726
f(z) = 45/43*z^3 - 131/43*z + 1
*
0 | 0.081214602982425217150555375320338002078 | 0.016607117580571749784357394847415468604
f(z) = 45/44*z^3 - 133/44*z + 1
*
0 | 0.093900847993132826575900826554998337995 | 0.019085612202313072095319506623910714030
f(z) = 45/46*z^3 - 137/46*z + 1
*
0 | 0.10666083492360295225416199635194306213 | 0.021615441963826864573183927997755322237
f(z) = 45/47*z^3 - 139/47*z + 1
*
[ 1/3 ] 
f(z) = 45/58*z^3 - 121/58*z + 1
*
[ 1/3 ] 
f(z) = 45/59*z^3 - 123/59*z + 1
*
0 | 0.10757650941453688039288856874318100224 | 0.022171442378356748800132472964860602768
f(z) = 46/41*z^3 - 128/41*z + 1
*
0 | 0.10743466722980022536315893663663386419 | 0.022002667512036443082532014897383510413
f(z) = 46/43*z^3 - 132/43*z + 1
*
0 | 0.093727709096532900010926741417804142296 | 0.019078830342565349696333754783968520891
f(z) = 46/45*z^3 - 136/45*z + 1
*
0 | 0.10714490481577714058561500654541323580 | 0.021682043266740876789010014435105126512
f(z) = 46/47*z^3 - 140/47*z + 1
*
[ 7/4 ] 
f(z) = 46/49*z^3 - 137/56*z + 1
*
0 | 0.076727296956861006354854963616350317551 | 0.015839044939313757662802093242270928828
f(z) = 47/40*z^3 - 127/40*z + 1
*
0 | 0.10803603101252023035499641194462718543 | 0.022230494106224780222408670469819283652
f(z) = 47/41*z^3 - 129/41*z + 1
*
0 | 0.074788231750448101286027886542340944802 | 0.015340554810885205476166005890433670637
f(z) = 47/42*z^3 - 131/42*z + 1
*
[ -2 ] 
f(z) = 47/42*z^3 - 125/42*z + 1
*
0 | 0.10789805956492675416390048853838665409 | 0.022063467604440959895233179693013967040
f(z) = 47/43*z^3 - 133/43*z + 1
*
0 | 0.082157557320844196208416647278092155000 | 0.016748818574236662448818490538371729898
f(z) = 47/44*z^3 - 135/44*z + 1
*
0 | 0.094195087693785665712244080615434008066 | 0.019145417251374987530520799513040105144
f(z) = 47/45*z^3 - 137/45*z + 1
*
0 | 0.094852138799539564921261237080684405037 | 0.019222340635480942046417098421655729624
f(z) = 47/46*z^3 - 139/46*z + 1
*
0 | 0.10848427558410440813870638120975586511 | 0.022287315413648628423299595822450132628
f(z) = 48/41*z^3 - 130/41*z + 1
*
[ 1/4 ] 
f(z) = 48/41*z^3 - 126/41*z + 1
*
0 | 0.10834996646649300439596632975061609291 | 0.022121990692218831377888422086309978186
f(z) = 48/43*z^3 - 134/43*z + 1
*
[ 1/4 ] 
f(z) = 48/43*z^3 - 132/43*z + 1
*
0 | 0.080462020919006559629606814373211583277 | 0.016556610466443530503643915120648440152
f(z) = 49/40*z^3 - 129/40*z + 1
*
5/7 | 0.12029627058055428602076785388176368268 | 0.025083720699813381703092194629957993237
f(z) = 49/40*z^3 - 121/40*z + 1
*
0 | 0.10892179090493929082682204045033539043 | 0.022342027139410036463933579546250869703
f(z) = 49/41*z^3 - 131/41*z + 1
*
0 | 0.10879095227077897307294099011479900358 | 0.022178360476150950236205899501531220121
f(z) = 49/43*z^3 - 135/43*z + 1
*
0 | 0.095095316155735546308612574114472491075 | 0.019271621948847146574285041383362677187
f(z) = 49/45*z^3 - 139/45*z + 1
*
[ -2 ] 
f(z) = 49/46*z^3 - 127/46*z + 1
*
3/7 | 0.083988810199946185506108573855045726238 | 0.017513027185280345183886917220502548699
f(z) = 49/48*z^3 - 121/48*z + 1
*
[ 2/7 ] 
f(z) = 49/50*z^3 - 129/50*z + 1
*
[ -2 ] 
f(z) = 49/50*z^3 - 121/50*z + 1
*
[ 2/7 ] 
f(z) = 49/54*z^3 - 139/54*z + 1
*
0 | 0.10934908524536081555900897123427659644 | 0.022394741170954505913081747751805813836
f(z) = 50/41*z^3 - 132/41*z + 1
*
0 | 0.10922154008586729308828536129080275147 | 0.022232691411520326227932812968951792104
f(z) = 50/43*z^3 - 136/43*z + 1
*
[ -21/10 ] 
f(z) = 50/49*z^3 - 127/42*z + 1
*
0 | 0.071689873065200790273686940158381689524 | 0.014705019779205120153113443139118116671
f(z) = 51/40*z^3 - 131/40*z + 1
*
0 | 0.10976663112928849092740548992767871781 | 0.022445561298647449695809284828067218954
f(z) = 51/41*z^3 - 133/41*z + 1
*
0 | 0.10964221577022257065342405301753428710 | 0.022285089601595911210633609303741558635
f(z) = 51/43*z^3 - 137/43*z + 1
*
0 | 0.083908630943665305520165223652618500925 | 0.017004574769418069142589976482599087339
f(z) = 51/44*z^3 - 139/44*z + 1
*
[ -2 ] 
f(z) = 51/46*z^3 - 135/46*z + 1
*
[ -2 ] 
f(z) = 51/50*z^3 - 129/50*z + 1
*
0 | 0.11017486865104903390273030465435141774 | 0.022494583969886737053499120161525712601
f(z) = 52/41*z^3 - 134/41*z + 1
*
0 | 0.11005343143627020362232642598887258324 | 0.022335653584834435836118021026904214279
f(z) = 52/43*z^3 - 138/43*z + 1
*
0 | 0.082108433951306927721475652539998152383 | 0.016789892050337823231063440736842747478
f(z) = 53/40*z^3 - 133/40*z + 1
*
0 | 0.11057420841176274102403151647443394901 | 0.022541898956976168948414328189415843325
f(z) = 53/41*z^3 - 135/41*z + 1
*
0 | 0.077334997697971409127559672104633433471 | 0.015718556405776000226088149437930784961
f(z) = 53/42*z^3 - 137/42*z + 1
*
0 | 0.11045560854624809596153832223068447542 | 0.022384475030790000443602687215152005784
f(z) = 53/43*z^3 - 139/43*z + 1
*
[ -2 ] 
f(z) = 53/50*z^3 - 137/50*z + 1
*
[ -2 ] 
f(z) = 53/54*z^3 - 131/54*z + 1
*
[ -2 ] 
f(z) = 53/58*z^3 - 125/58*z + 1
*
0 | 0.11096503412703401819074601312384185063 | 0.022587589950440489214320633201913232070
f(z) = 54/41*z^3 - 136/41*z + 1
*
0 | 0.11084914065663012059739758337790481821 | 0.022431639357284606521392717226666688407
f(z) = 54/43*z^3 - 140/43*z + 1
*
[ 5/3 ] 
f(z) = 54/55*z^3 - 128/55*z + 1
*
[ 1/3 ] 
f(z) = 54/59*z^3 - 124/59*z + 1
*
0 | 0.11134770494958235335759641451942427050 | 0.022631735087639684223919828305469346830
f(z) = 55/41*z^3 - 137/41*z + 1
*
0 | 0.078111124164111358280010648489437984315 | 0.015829676115961062893852023782668772805
f(z) = 55/42*z^3 - 139/42*z + 1
*
[ -2 ] 
f(z) = 55/54*z^3 - 139/54*z + 1
*
[ -2 ] 
f(z) = 55/58*z^3 - 133/58*z + 1
*
0 | 0.11172255754377606368712963855073799760 | 0.022674407425038343740206204227058117211
f(z) = 56/41*z^3 - 138/41*z + 1
*
0 | 0.083619156248445241672898603899669052338 | 0.016995829355653563215194086237825591415
f(z) = 57/40*z^3 - 137/40*z + 1
*
0 | 0.11208990794350820505181864255824693123 | 0.022715675361242090388225367717791461900
f(z) = 57/41*z^3 - 139/41*z + 1
*
0 | 0.11245005322026193288540856936515020272 | 0.022755603016878271033942028950904664764
f(z) = 58/41*z^3 - 140/41*z + 1
*
0 | 0.075456026015157651536579586817836989930 | 0.015291604948713215710404186943711751347
f(z) = 59/40*z^3 - 139/40*z + 1
*
[ 7/20 ] 
f(z) = 40/49*z^3 - 137/70*z + 1
*
[ 3/2 ] 
f(z) = 47/45*z^3 - 121/60*z + 1
*
[ -12/7 ] 
f(z) = 49/40*z^3 - 121/60*z + 1
*
[ 3/2 ] 
f(z) = 49/45*z^3 - 127/60*z + 1
*
[ 4/3 ] 
f(z) = 51/40*z^3 - 121/60*z + 1
*
[ 3/2 ] 
f(z) = 53/45*z^3 - 139/60*z + 1
*
-14/11 | 0.19101976410452122940054996616054070728 | 0.027234397789728339117945306477671853993
f(z) = 55/56*z^3 - 139/77*z + 1
*
[ 4/3 ] 
f(z) = 57/40*z^3 - 137/60*z + 1
*
[ 4/3 ] 
f(z) = 45/46*z^3 - 137/92*z + 1
*
[ 1/2 ] 
f(z) = 46/49*z^3 - 121/98*z + 1
*
[ 2/5 ] 
f(z) = 50/41*z^3 - 139/82*z + 1
*
[ 1/2 ] 
f(z) = 50/49*z^3 - 123/98*z + 1
*
[ -5/3 ] 
f(z) = 53/50*z^3 - 121/90*z + 1
*
[ 1/2 ] 
f(z) = 54/47*z^3 - 121/94*z + 1
*
[ 1/2 ] 
f(z) = 54/49*z^3 - 125/98*z + 1
*
[ 10/19 ] 
f(z) = 57/40*z^3 - 123/95*z + 1
*
[ 7/6 ] 
f(z) = 57/49*z^3 - 121/84*z + 1
*
[ 4/3 ] 
f(z) = 57/56*z^3 - 131/84*z + 1
*
[ 1/2 ] 
f(z) = 58/47*z^3 - 123/94*z + 1
*
[ 1/2 ] 
f(z) = 58/49*z^3 - 127/98*z + 1
*
[ 4/3 ] 
f(z) = 41/48*z^3 - 137/108*z + 1
*
[ 1/2 ] 
f(z) = 42/53*z^3 - 127/106*z + 1
*
[ 1/2 ] 
f(z) = 42/55*z^3 - 131/110*z + 1
*
[ 1/2 ] 
f(z) = 42/59*z^3 - 139/118*z + 1
*
[ -7/4 ] 
f(z) = 43/49*z^3 - 125/112*z + 1
*
[ -7/4 ] 
f(z) = 45/49*z^3 - 139/112*z + 1
*
-6/5 | 0.18998181655046819776108661887429519140 | 0.027086413748891138906575687435006714706
f(z) = 45/56*z^3 - 139/105*z + 1
*
[ 4/3 ] 
f(z) = 45/58*z^3 - 131/116*z + 1
*
[ 1/2 ] 
f(z) = 46/51*z^3 - 125/102*z + 1
*
[ 1/2 ] 
f(z) = 46/53*z^3 - 129/106*z + 1
*
[ 1/2 ] 
f(z) = 46/55*z^3 - 133/110*z + 1
*
[ 1/2 ] 
f(z) = 46/57*z^3 - 137/114*z + 1
*
[ 1/2 ] 
f(z) = 50/53*z^3 - 131/106*z + 1
*
[ 1/2 ] 
f(z) = 50/57*z^3 - 139/114*z + 1
*
[ 6/5 ] 
f(z) = 50/57*z^3 - 125/114*z + 1
*
[ 1/2 ] 
f(z) = 54/53*z^3 - 133/106*z + 1
*
[ 1/2 ] 
f(z) = 54/55*z^3 - 137/110*z + 1
*
[ 6/5 ] 
f(z) = 55/56*z^3 - 131/105*z + 1
*
[ 1/2 ] 
f(z) = 58/51*z^3 - 131/102*z + 1
*
[ 1/2 ] 
f(z) = 58/53*z^3 - 135/106*z + 1
*
[ 1/2 ] 
f(z) = 58/55*z^3 - 139/110*z + 1
*
[ 7/12 ] 
f(z) = 40/49*z^3 - 125/126*z + 1
*
[ -26/15 ] 
f(z) = 45/52*z^3 - 133/130*z + 1
*
[ 3/4 ] 
f(z) = 48/41*z^3 - 122/123*z + 1
*
[ 3/4 ] 
f(z) = 48/43*z^3 - 124/129*z + 1
*
[ 6/7 ] 
f(z) = 49/46*z^3 - 131/138*z + 1
*
[ 15/14 ] 
f(z) = 49/50*z^3 - 127/120*z + 1
*
[ 3/5 ] 
f(z) = 50/41*z^3 - 136/123*z + 1
*
[ 3/5 ] 
f(z) = 50/43*z^3 - 140/129*z + 1
*
[ 14/15 ] 
f(z) = 50/49*z^3 - 121/126*z + 1
*
[ 2/3 ] 
f(z) = 51/46*z^3 - 137/138*z + 1
*
[ -3/2 ] 
f(z) = 52/43*z^3 - 136/129*z + 1
*
[ 14/19 ] 
f(z) = 57/56*z^3 - 121/133*z + 1
*
[ 3/4 ] 
f(z) = 58/45*z^3 - 127/120*z + 1
*
[ 6/5 ] 
f(z) = 41/54*z^3 - 139/150*z + 1
*
[ 7/10 ] 
f(z) = 45/49*z^3 - 123/140*z + 1
*
[ 3/4 ] 
f(z) = 48/47*z^3 - 128/141*z + 1
*
[ 3/4 ] 
f(z) = 48/49*z^3 - 130/147*z + 1
*
[ 3/4 ] 
f(z) = 48/53*z^3 - 134/159*z + 1
*
-9/7 | 0.14816388082332923261464912578016117589 | 0.029689586673480589061770271657270502596
f(z) = 49/48*z^3 - 131/144*z + 1
*
[ 6/7 ] 
f(z) = 49/50*z^3 - 133/150*z + 1
*
[ 7/10 ] 
f(z) = 55/49*z^3 - 137/140*z + 1
*
[ 4/5 ] 
f(z) = 55/56*z^3 - 123/140*z + 1
*
[ 5/6 ] 
f(z) = 48/55*z^3 - 133/165*z + 1
*
[ 3/4 ] 
f(z) = 48/59*z^3 - 140/177*z + 1
*
[ 6/7 ] 
f(z) = 49/58*z^3 - 137/174*z + 1
*
[ 3 ] 
f(z) = 41/45*z^3 - 113/15*z + 1
*
[ -3 ] 
f(z) = 41/45*z^3 - 103/15*z + 1
*
[ 3 ] 
f(z) = 43/45*z^3 - 119/15*z + 1
*
[ -3 ] 
f(z) = 43/45*z^3 - 109/15*z + 1
*
[ -3 ] 
f(z) = 44/45*z^3 - 112/15*z + 1
*
[ 14/3 ] 
f(z) = 45/56*z^3 - 117/7*z + 1
*
[ -14/3 ] 
f(z) = 45/56*z^3 - 114/7*z + 1
*
[ -3 ] 
f(z) = 46/45*z^3 - 118/15*z + 1
*
20/7 | 0.10281158325963203797477289922132779049 | 0.017075433409627809663589150486692042885
f(z) = 49/48*z^3 - 103/12*z + 1
*
[ 14/5 ] 
f(z) = 50/49*z^3 - 103/14*z + 1
*
-2 | 0.075986762137256671956672175069187884536 | 0.014314794669164460601743811063181214521
f(z) = 45/44*z^3 - 101/22*z + 1
*
-2 | 0.073178415295831016714222546336405533107 | 0.013735006778968762853822512496271584996
f(z) = 45/52*z^3 - 103/26*z + 1
*
-2 | 0.078223854293362193387330735302301057305 | 0.014629190425662939199499353361953349033
f(z) = 47/44*z^3 - 105/22*z + 1
*
-2 | 0.073189291239745089608148997380883517082 | 0.013639511439271136223966568850609409982
f(z) = 47/52*z^3 - 107/26*z + 1
*
7/4 | 0.081061956971302201237974081294864342538 | 0.012318249835645428938967576385284445489
f(z) = 48/49*z^3 - 103/21*z + 1
*
-2 | 0.079901059980548061847028055662295111305 | 0.014839099868941191207503949899195079544
f(z) = 49/44*z^3 - 109/22*z + 1
*
[ 15/7 ] 
f(z) = 49/50*z^3 - 119/30*z + 1
*
-2 | 0.074982459194123622481842165465312338876 | 0.013878759343601358376540618141385391668
f(z) = 49/52*z^3 - 111/26*z + 1
*
-33/14 | 0.097740693020890030801876195545745894280 | 0.014114969536297004394463376773187965720
f(z) = 49/54*z^3 - 113/24*z + 1
*
[ 15/7 ] 
f(z) = 49/54*z^3 - 109/30*z + 1
*
-2 | 0.081297652767256382603256505374501470737 | 0.014998086494814755729558102188998408014
f(z) = 51/44*z^3 - 113/22*z + 1
*
[ 7/3 ] 
f(z) = 51/49*z^3 - 107/21*z + 1
*
-2 | 0.074358461862878021826767136183758516037 | 0.013673662636891900165622707221752614497
f(z) = 51/52*z^3 - 115/26*z + 1
*
-2 | 0.082516881929788501656957908128481778061 | 0.015125944043420059951654635142165408110
f(z) = 53/44*z^3 - 117/22*z + 1
*
-2 | 0.078863590424739987834476066532073327423 | 0.014411492984835955862315731237910522787
f(z) = 53/52*z^3 - 119/26*z + 1
*
[ 2 ] 
f(z) = 57/44*z^3 - 103/22*z + 1
*
[ -7/3 ] 
f(z) = 57/49*z^3 - 103/21*z + 1
*
5/3 | 0.18563804935526176685284504375058156523 | 0.029295116708484366923392946442432025001
f(z) = 57/50*z^3 - 113/30*z + 1
*
-5/3 | 0.17982554219876451681013710480728103191 | 0.028624308620389954523750437644655592978
f(z) = 57/50*z^3 - 107/30*z + 1
*
[ 2 ] 
f(z) = 57/52*z^3 - 101/26*z + 1
*
3/2 | 0.13845931278459512530202702174899910193 | 0.023990422813064186869203276862907033597
f(z) = 58/45*z^3 - 107/30*z + 1
*
[ 2 ] 
f(z) = 59/44*z^3 - 107/22*z + 1
*
[ 2 ] 
f(z) = 59/52*z^3 - 105/26*z + 1
*
[ -2 ] 
f(z) = 41/42*z^3 - 101/42*z + 1
*
[ -2 ] 
f(z) = 43/42*z^3 - 109/42*z + 1
*
[ -2 ] 
f(z) = 43/46*z^3 - 103/46*z + 1
*
[ -2 ] 
f(z) = 45/46*z^3 - 111/46*z + 1
*
[ 1/3 ] 
f(z) = 45/49*z^3 - 103/49*z + 1
*
[ 1/3 ] 
f(z) = 45/52*z^3 - 109/52*z + 1
*
[ 1/3 ] 
f(z) = 45/53*z^3 - 111/53*z + 1
*
[ 1/3 ] 
f(z) = 45/56*z^3 - 117/56*z + 1
*
[ -2 ] 
f(z) = 47/46*z^3 - 119/46*z + 1
*
[ -2 ] 
f(z) = 47/50*z^3 - 113/50*z + 1
*
[ -2 ] 
f(z) = 47/54*z^3 - 107/54*z + 1
*
[ -2 ] 
f(z) = 47/58*z^3 - 101/58*z + 1
*
[ 11/7 ] 
f(z) = 49/44*z^3 - 105/44*z + 1
*
[ 2/7 ] 
f(z) = 49/46*z^3 - 119/46*z + 1
*
[ -2 ] 
f(z) = 49/54*z^3 - 115/54*z + 1
*
[ 11/7 ] 
f(z) = 49/55*z^3 - 101/55*z + 1
*
[ -2 ] 
f(z) = 49/58*z^3 - 109/58*z + 1
*
[ 7/20 ] 
f(z) = 50/49*z^3 - 111/56*z + 1
*
[ -2 ] 
f(z) = 51/58*z^3 - 117/58*z + 1
*
[ 1/3 ] 
f(z) = 54/49*z^3 - 104/49*z + 1
*
[ -7/4 ] 
f(z) = 54/49*z^3 - 101/56*z + 1
*
[ 1/3 ] 
f(z) = 54/53*z^3 - 112/53*z + 1
*
[ 1/3 ] 
f(z) = 54/55*z^3 - 116/55*z + 1
*
6/5 | 0.16029898735151513869538202154919373048 | 0.018466919084025971032972598686781054813
f(z) = 55/54*z^3 - 109/55*z + 1
*
[ 3/2 ] 
f(z) = 56/51*z^3 - 109/51*z + 1
*
[ 3/2 ] 
f(z) = 56/57*z^3 - 107/57*z + 1
*
[ -7/4 ] 
f(z) = 58/49*z^3 - 115/56*z + 1
*
[ 3/2 ] 
f(z) = 41/45*z^3 - 103/60*z + 1
*
[ 3/2 ] 
f(z) = 43/45*z^3 - 109/60*z + 1
*
6/7 | 0.13010386566090226292465607313757144929 | 0.022692503267710619201404500957476142510
f(z) = 49/45*z^3 - 103/60*z + 1
*
-10/7 | 0.17882877261002837007298148378166734100 | 0.029005134256601191232383603237574376136
f(z) = 49/48*z^3 - 119/60*z + 1
*
4/5 | 0.18383711257691563125199157019859826771 | 0.029817461999067172077393412137822227089
f(z) = 55/48*z^3 - 119/60*z + 1
*
-6/5 | 0.070968817965722762945419546083511845564 | 0.011677031178231376906946185980107375026
f(z) = 55/48*z^3 - 109/60*z + 1
*
[ 2/5 ] 
f(z) = 55/48*z^3 - 101/60*z + 1
*
[ 14/11 ] 
f(z) = 55/56*z^3 - 106/77*z + 1
*
[ 1/2 ] 
f(z) = 42/41*z^3 - 103/82*z + 1
*
[ 1/2 ] 
f(z) = 42/43*z^3 - 107/86*z + 1
*
[ 1/2 ] 
f(z) = 42/47*z^3 - 115/94*z + 1
*
[ 1/2 ] 
f(z) = 46/41*z^3 - 105/82*z + 1
*
[ 1/2 ] 
f(z) = 46/43*z^3 - 109/86*z + 1
*
[ 1/2 ] 
f(z) = 46/45*z^3 - 113/90*z + 1
*
[ 1/2 ] 
f(z) = 46/47*z^3 - 117/94*z + 1
*
-7/6 | 0.12341601547476177579402627077160615508 | 0.018754411676444084509942611771498478111
f(z) = 48/49*z^3 - 103/84*z + 1
*
[ 8/7 ] 
f(z) = 49/44*z^3 - 117/88*z + 1
*
[ 4/7 ] 
f(z) = 49/46*z^3 - 101/92*z + 1
*
[ 10/21 ] 
f(z) = 49/50*z^3 - 119/90*z + 1
*
[ -5/3 ] 
f(z) = 49/50*z^3 - 101/90*z + 1
*
[ 1/2 ] 
f(z) = 50/41*z^3 - 107/82*z + 1
*
[ 1/2 ] 
f(z) = 50/43*z^3 - 111/86*z + 1
*
[ 1/2 ] 
f(z) = 50/47*z^3 - 119/94*z + 1
*
[ 7/6 ] 
f(z) = 51/49*z^3 - 107/84*z + 1
*
[ 4/3 ] 
f(z) = 51/56*z^3 - 115/84*z + 1
*
[ 7/13 ] 
f(z) = 52/49*z^3 - 106/91*z + 1
*
[ 1/2 ] 
f(z) = 54/41*z^3 - 109/82*z + 1
*
[ 1/2 ] 
f(z) = 54/43*z^3 - 113/86*z + 1
*
-5/4 | 0.12110575687280793486524591082698388270 | 0.025666162094379780661652365825339326533
f(z) = 56/45*z^3 - 103/90*z + 1
*
[ 1/2 ] 
f(z) = 58/41*z^3 - 111/82*z + 1
*
[ 1/2 ] 
f(z) = 58/43*z^3 - 115/86*z + 1
*
[ 1/2 ] 
f(z) = 58/45*z^3 - 119/90*z + 1
*
[ -7/4 ] 
f(z) = 41/49*z^3 - 111/112*z + 1
*
[ 7/12 ] 
f(z) = 45/49*z^3 - 115/112*z + 1
*
[ 6/5 ] 
f(z) = 45/56*z^3 - 104/105*z + 1
*
[ 2/3 ] 
f(z) = 47/48*z^3 - 101/108*z + 1
*
[ 2/3 ] 
f(z) = 49/48*z^3 - 103/108*z + 1
*
[ 4/7 ] 
f(z) = 49/50*z^3 - 107/100*z + 1
*
[ 8/7 ] 
f(z) = 49/52*z^3 - 115/104*z + 1
*
[ 4/7 ] 
f(z) = 49/54*z^3 - 113/108*z + 1
*
[ 4/7 ] 
f(z) = 49/58*z^3 - 119/116*z + 1
*
[ 7/8 ] 
f(z) = 52/49*z^3 - 107/112*z + 1
*
[ 2/3 ] 
f(z) = 53/48*z^3 - 107/108*z + 1
*
[ 2/3 ] 
f(z) = 54/53*z^3 - 101/106*z + 1
*
[ 2/3 ] 
f(z) = 54/55*z^3 - 103/110*z + 1
*
[ 2/3 ] 
f(z) = 54/59*z^3 - 107/118*z + 1
*
[ 2/3 ] 
f(z) = 55/48*z^3 - 109/108*z + 1
*
[ 3/4 ] 
f(z) = 56/57*z^3 - 101/114*z + 1
*
[ 2/3 ] 
f(z) = 59/48*z^3 - 113/108*z + 1
*
[ 3/4 ] 
f(z) = 46/45*z^3 - 109/120*z + 1
*
[ 5/6 ] 
f(z) = 51/50*z^3 - 109/120*z + 1
*
[ 5/6 ] 
f(z) = 57/50*z^3 - 119/120*z + 1
*
[ 4/5 ] 
f(z) = 45/56*z^3 - 107/140*z + 1
*
4/7 | 0.071724424035496323578115544319551043806 | 0.012304871024839380353062562202767297437
f(z) = 49/48*z^3 - 85/12*z + 1
*
[ 18/7 ] 
f(z) = 49/54*z^3 - 97/18*z + 1
*
[ -18/7 ] 
f(z) = 49/54*z^3 - 83/18*z + 1
*
[ -14/5 ] 
f(z) = 50/49*z^3 - 93/14*z + 1
*
[ 7/2 ] 
f(z) = 52/49*z^3 - 86/7*z + 1
*
[ -7/2 ] 
f(z) = 52/49*z^3 - 82/7*z + 1
*
3 | 0.23152178937447497836101960663026301941 | 0.029416222853665434382172271830829719524
f(z) = 55/54*z^3 - 97/10*z + 1
*
0 | 0.15124749442145062108720368334798029574 | 0.028883638068569634729345218014350115808
f(z) = 41/42*z^3 - 94/21*z + 1
*
-2 | 0.071397506166577547144150326607429160984 | 0.013662642034625342392916789680342281786
f(z) = 41/44*z^3 - 93/22*z + 1
*
-2 | 0.075553503284883010587184020187108080348 | 0.014399305634169410296025347390534471064
f(z) = 41/52*z^3 - 95/26*z + 1
*
-2 | 0.070730955593125207572628451438842093211 | 0.013426890674995280880695848920237613292
f(z) = 43/44*z^3 - 97/22*z + 1
*
-2 | 0.073341324026534004210257677739818995687 | 0.013868687719595300373509757888458099063
f(z) = 43/52*z^3 - 99/26*z + 1
*
2/5 | 0.15474759243344457305692191248959527825 | 0.023442235712158835618286603401192791681
f(z) = 45/56*z^3 - 92/35*z + 1
*
3/2 | 0.13409855496856949659923299796706945608 | 0.024000821006410124816515727630381331521
f(z) = 46/45*z^3 - 89/30*z + 1
*
[ 2 ] 
f(z) = 47/44*z^3 - 83/22*z + 1
*
[ 2 ] 
f(z) = 47/52*z^3 - 81/26*z + 1
*
[ 7/3 ] 
f(z) = 48/49*z^3 - 100/21*z + 1
*
[ -7/3 ] 
f(z) = 48/49*z^3 - 82/21*z + 1
*
[ 2 ] 
f(z) = 49/44*z^3 - 87/22*z + 1
*
[ -15/7 ] 
f(z) = 49/50*z^3 - 91/30*z + 1
*
[ 2 ] 
f(z) = 49/52*z^3 - 85/26*z + 1
*
[ 3/14 ] 
f(z) = 49/54*z^3 - 89/24*z + 1
*
[ 2 ] 
f(z) = 51/44*z^3 - 91/22*z + 1
*
[ -7/3 ] 
f(z) = 51/49*z^3 - 89/21*z + 1
*
-5/3 | 0.18025214790101313660254267529750184668 | 0.029147446330919095228976841574318753980
f(z) = 51/50*z^3 - 97/30*z + 1
*
[ 2 ] 
f(z) = 51/52*z^3 - 89/26*z + 1
*
[ 2 ] 
f(z) = 53/44*z^3 - 95/22*z + 1
*
[ 2 ] 
f(z) = 53/52*z^3 - 93/26*z + 1
*
[ 2 ] 
f(z) = 55/52*z^3 - 97/26*z + 1
*
[ -12/5 ] 
f(z) = 55/54*z^3 - 89/20*z + 1
*
2/5 | 0.19058251479939567009207065188290850899 | 0.028823552938552892017935406693499469213
f(z) = 55/56*z^3 - 93/35*z + 1
*
[ -2 ] 
f(z) = 57/44*z^3 - 81/22*z + 1
*
[ 5/3 ] 
f(z) = 57/50*z^3 - 83/30*z + 1
*
[ -2 ] 
f(z) = 59/44*z^3 - 85/22*z + 1
*
[ -2 ] 
f(z) = 41/46*z^3 - 95/46*z + 1
*
[ -2 ] 
f(z) = 41/50*z^3 - 89/50*z + 1
*
[ -2 ] 
f(z) = 41/54*z^3 - 83/54*z + 1
*
[ -2 ] 
f(z) = 43/50*z^3 - 97/50*z + 1
*
[ -2 ] 
f(z) = 43/54*z^3 - 91/54*z + 1
*
[ -2 ] 
f(z) = 43/58*z^3 - 85/58*z + 1
*
[ 3/2 ] 
f(z) = 44/51*z^3 - 82/51*z + 1
*
[ 1/3 ] 
f(z) = 45/41*z^3 - 87/41*z + 1
*
[ 1/3 ] 
f(z) = 45/43*z^3 - 91/43*z + 1
*
[ 1/3 ] 
f(z) = 45/44*z^3 - 93/44*z + 1
*
[ 1/3 ] 
f(z) = 45/46*z^3 - 97/46*z + 1
*
[ 1/3 ] 
f(z) = 45/47*z^3 - 99/47*z + 1
*
[ -2 ] 
f(z) = 45/58*z^3 - 93/58*z + 1
*
8/7 | 0.10248245769869702428097296407257378970 | 0.022302455875159673664682671014310947687
f(z) = 49/40*z^3 - 99/40*z + 1
*
-11/7 | 0.13321770832306135784304611499630799692 | 0.029678881813946347345636338010031875823
f(z) = 49/44*z^3 - 89/44*z + 1
*
[ -13/7 ] 
f(z) = 49/52*z^3 - 89/52*z + 1
*
[ 3/7 ] 
f(z) = 49/57*z^3 - 85/57*z + 1
*
[ -7/4 ] 
f(z) = 50/49*z^3 - 87/56*z + 1
*
[ 3/2 ] 
f(z) = 52/51*z^3 - 100/51*z + 1
*
[ 3/2 ] 
f(z) = 52/57*z^3 - 98/57*z + 1
*
2/3 | 0.19800715586979027032307944985248286839 | 0.029898088370774455082046325401981583501
f(z) = 53/40*z^3 - 94/45*z + 1
*
[ 1/3 ] 
f(z) = 54/41*z^3 - 88/41*z + 1
*
[ 1/3 ] 
f(z) = 54/43*z^3 - 92/43*z + 1
*
[ 1/3 ] 
f(z) = 54/47*z^3 - 100/47*z + 1
*
[ 14/9 ] 
f(z) = 54/49*z^3 - 97/42*z + 1
*
[ 3/10 ] 
f(z) = 55/54*z^3 - 97/40*z + 1
*
2/3 | 0.19727128506378959406327357229796330573 | 0.029646342560593701003163592847962392128
f(z) = 59/40*z^3 - 97/45*z + 1
*
[ 14/9 ] 
f(z) = 45/56*z^3 - 100/63*z + 1
*
[ -12/7 ] 
f(z) = 49/45*z^3 - 97/60*z + 1
*
15/14 | 0.15208373101065615777472344169279368847 | 0.027564119506684575335386902324030295738
f(z) = 49/45*z^3 - 83/60*z + 1
*
[ 7/15 ] 
f(z) = 50/49*z^3 - 86/63*z + 1
*
[ 7/6 ] 
f(z) = 52/49*z^3 - 82/63*z + 1
*
[ 2/3 ] 
f(z) = 45/41*z^3 - 81/82*z + 1
*
[ 2/3 ] 
f(z) = 45/43*z^3 - 83/86*z + 1
*
[ 2/3 ] 
f(z) = 45/47*z^3 - 87/94*z + 1
*
[ 2/3 ] 
f(z) = 45/49*z^3 - 89/98*z + 1
*
[ -5/3 ] 
f(z) = 47/50*z^3 - 91/90*z + 1
*
[ 10/17 ] 
f(z) = 51/40*z^3 - 97/85*z + 1
*
[ 6/7 ] 
f(z) = 53/54*z^3 - 87/98*z + 1
*
[ 3/4 ] 
f(z) = 53/54*z^3 - 85/96*z + 1
*
[ 2/3 ] 
f(z) = 54/41*z^3 - 89/82*z + 1
*
[ 2/3 ] 
f(z) = 54/43*z^3 - 91/86*z + 1
*
[ 2/3 ] 
f(z) = 54/47*z^3 - 95/94*z + 1
*
[ 2/3 ] 
f(z) = 54/49*z^3 - 97/98*z + 1
*
-4/3 | 0.15155990322397816833074892289938460819 | 0.029248597853037510087776913008356802069
f(z) = 57/56*z^3 - 89/84*z + 1
*
[ 6/7 ] 
f(z) = 59/54*z^3 - 95/98*z + 1
*
[ 3/4 ] 
f(z) = 59/54*z^3 - 91/96*z + 1
*
[ 3/4 ] 
f(z) = 40/57*z^3 - 83/114*z + 1
*
[ 2/3 ] 
f(z) = 41/48*z^3 - 95/108*z + 1
*
[ 2/3 ] 
f(z) = 43/48*z^3 - 97/108*z + 1
*
[ 7/8 ] 
f(z) = 44/49*z^3 - 93/112*z + 1
*
[ 2/3 ] 
f(z) = 45/53*z^3 - 93/106*z + 1
*
[ 2/3 ] 
f(z) = 45/59*z^3 - 99/118*z + 1
*
[ 6/7 ] 
f(z) = 49/51*z^3 - 89/102*z + 1
*
[ 6/7 ] 
f(z) = 49/57*z^3 - 91/114*z + 1
*
[ 14/17 ] 
f(z) = 51/56*z^3 - 99/119*z + 1
*
[ 5/6 ] 
f(z) = 54/55*z^3 - 97/110*z + 1
*
[ 3/4 ] 
f(z) = 56/51*z^3 - 97/102*z + 1
*
[ 7/2 ] 
f(z) = 40/49*z^3 - 65/7*z + 1
*
[ -7/2 ] 
f(z) = 40/49*z^3 - 61/7*z + 1
*
2 | 0.13264103565098012072213769688194609971 | 0.024128975176833970755435136907471784561
f(z) = 43/48*z^3 - 61/12*z + 1
*
[ 7/2 ] 
f(z) = 44/49*z^3 - 72/7*z + 1
*
[ -7/2 ] 
f(z) = 44/49*z^3 - 68/7*z + 1
*
2 | 0.13800502816592842966920587185691262269 | 0.024818005655311191900700437610995645443
f(z) = 47/48*z^3 - 65/12*z + 1
*
[ 6 ] 
f(z) = 47/54*z^3 - 61/2*z + 1
*
[ 7/2 ] 
f(z) = 48/49*z^3 - 79/7*z + 1
*
[ -7/2 ] 
f(z) = 48/49*z^3 - 75/7*z + 1
*
[ -24/7 ] 
f(z) = 49/54*z^3 - 75/8*z + 1
*
[ -6 ] 
f(z) = 49/54*z^3 - 63/2*z + 1
*
2 | 0.16229893226515456292964218412174995081 | 0.028730690816176280468282875243960488563
f(z) = 53/48*z^3 - 71/12*z + 1
*
[ 6 ] 
f(z) = 53/54*z^3 - 69/2*z + 1
*
2 | 0.14738558151592622934165576563685809523 | 0.025963003971924028361208014790006836977
f(z) = 55/48*z^3 - 73/12*z + 1
*
-2 | 0.062178463587459087497374094112573049256 | 0.011310998870539873555401394933554071514
f(z) = 55/48*z^3 - 61/12*z + 1
*
[ -6 ] 
f(z) = 55/54*z^3 - 71/2*z + 1
*
2 | 0.15154147519058852363217769245967718845 | 0.026446568285054834317993940808320060994
f(z) = 59/48*z^3 - 77/12*z + 1
*
-2 | 0.064390305350656465715512110769499708832 | 0.011579570567663858631748016090085096175
f(z) = 59/48*z^3 - 65/12*z + 1
*
[ 6 ] 
f(z) = 59/54*z^3 - 77/2*z + 1
*
[ 2 ] 
f(z) = 41/44*z^3 - 71/22*z + 1
*
[ 2 ] 
f(z) = 41/52*z^3 - 69/26*z + 1
*
[ 2 ] 
f(z) = 43/44*z^3 - 75/22*z + 1
*
[ 2 ] 
f(z) = 43/52*z^3 - 73/26*z + 1
*
[ 7/4 ] 
f(z) = 44/49*z^3 - 65/28*z + 1
*
[ 2 ] 
f(z) = 45/44*z^3 - 79/22*z + 1
*
[ 2 ] 
f(z) = 45/52*z^3 - 77/26*z + 1
*
[ -2 ] 
f(z) = 47/44*z^3 - 61/22*z + 1
*
[ -2 ] 
f(z) = 49/44*z^3 - 65/22*z + 1
*
[ 2/7 ] 
f(z) = 49/52*z^3 - 67/26*z + 1
*
[ -2 ] 
f(z) = 51/44*z^3 - 69/22*z + 1
*
[ 5/3 ] 
f(z) = 51/50*z^3 - 73/30*z + 1
*
[ -2 ] 
f(z) = 51/52*z^3 - 63/26*z + 1
*
[ 7/4 ] 
f(z) = 52/49*z^3 - 79/28*z + 1
*
[ -2 ] 
f(z) = 53/44*z^3 - 73/22*z + 1
*
[ -2 ] 
f(z) = 53/52*z^3 - 67/26*z + 1
*
-3/2 | 0.18430547055794512343331617027566218553 | 0.029217278751572676184729851725850182121
f(z) = 53/54*z^3 - 61/24*z + 1
*
[ 7/5 ] 
f(z) = 55/49*z^3 - 67/35*z + 1
*
[ -2 ] 
f(z) = 55/52*z^3 - 71/26*z + 1
*
[ -2 ] 
f(z) = 57/52*z^3 - 75/26*z + 1
*
[ 3/2 ] 
f(z) = 58/45*z^3 - 77/30*z + 1
*
-3/2 | 0.15187308999940480312299186097618451545 | 0.028637442619716902140381734780415977176
f(z) = 58/45*z^3 - 67/30*z + 1
*
[ -2 ] 
f(z) = 59/52*z^3 - 79/26*z + 1
*
[ 3/2 ] 
f(z) = 40/51*z^3 - 73/51*z + 1
*
[ 1/2 ] 
f(z) = 40/51*z^3 - 61/51*z + 1
*
[ 1/2 ] 
f(z) = 40/53*z^3 - 63/53*z + 1
*
[ 3/2 ] 
f(z) = 40/57*z^3 - 71/57*z + 1
*
[ 1/2 ] 
f(z) = 40/57*z^3 - 67/57*z + 1
*
[ 1/2 ] 
f(z) = 40/59*z^3 - 69/59*z + 1
*
[ -2 ] 
f(z) = 41/58*z^3 - 77/58*z + 1
*
[ 1/2 ] 
f(z) = 44/51*z^3 - 62/51*z + 1
*
[ 1/2 ] 
f(z) = 44/53*z^3 - 64/53*z + 1
*
[ 3/2 ] 
f(z) = 44/57*z^3 - 80/57*z + 1
*
[ 1/2 ] 
f(z) = 44/57*z^3 - 68/57*z + 1
*
[ 1/2 ] 
f(z) = 44/59*z^3 - 70/59*z + 1
*
[ 4/3 ] 
f(z) = 45/44*z^3 - 69/44*z + 1
*
[ 4/3 ] 
f(z) = 45/52*z^3 - 67/52*z + 1
*
[ -7/4 ] 
f(z) = 46/49*z^3 - 73/56*z + 1
*
[ 1/2 ] 
f(z) = 48/49*z^3 - 61/49*z + 1
*
[ 1/2 ] 
f(z) = 48/53*z^3 - 65/53*z + 1
*
[ 1/2 ] 
f(z) = 48/55*z^3 - 67/55*z + 1
*
[ 5/4 ] 
f(z) = 48/55*z^3 - 64/55*z + 1
*
[ 1/2 ] 
f(z) = 48/59*z^3 - 71/59*z + 1
*
2/21 | 0.086761241230198528690015318253760324317 | 0.013773922892537121570046988687115068074
f(z) = 49/40*z^3 - 68/45*z + 1
*
[ 10/21 ] 
f(z) = 49/40*z^3 - 62/45*z + 1
*
[ 9/7 ] 
f(z) = 49/45*z^3 - 71/45*z + 1
*
[ 3/7 ] 
f(z) = 49/48*z^3 - 73/48*z + 1
*
[ 5/14 ] 
f(z) = 49/50*z^3 - 77/40*z + 1
*
[ 3/7 ] 
f(z) = 49/51*z^3 - 77/51*z + 1
*
[ 1/2 ] 
f(z) = 52/49*z^3 - 62/49*z + 1
*
[ 1/2 ] 
f(z) = 52/51*z^3 - 64/51*z + 1
*
[ 1/2 ] 
f(z) = 52/53*z^3 - 66/53*z + 1
*
[ 1/2 ] 
f(z) = 52/55*z^3 - 68/55*z + 1
*
[ 1/2 ] 
f(z) = 52/57*z^3 - 70/57*z + 1
*
[ 1/2 ] 
f(z) = 52/59*z^3 - 72/59*z + 1
*
[ 7/18 ] 
f(z) = 54/49*z^3 - 73/42*z + 1
*
[ 7/12 ] 
f(z) = 54/49*z^3 - 61/56*z + 1
*
[ -5/3 ] 
f(z) = 54/55*z^3 - 62/55*z + 1
*
[ 1/2 ] 
f(z) = 56/47*z^3 - 61/47*z + 1
*
[ 1/2 ] 
f(z) = 56/51*z^3 - 65/51*z + 1
*
[ 1/2 ] 
f(z) = 56/53*z^3 - 67/53*z + 1
*
[ 1/2 ] 
f(z) = 56/55*z^3 - 69/55*z + 1
*
[ 1/2 ] 
f(z) = 56/57*z^3 - 71/57*z + 1
*
[ 1/2 ] 
f(z) = 56/59*z^3 - 73/59*z + 1
*
[ 7/6 ] 
f(z) = 40/49*z^3 - 61/63*z + 1
*
[ 7/11 ] 
f(z) = 44/49*z^3 - 72/77*z + 1
*
[ 7/6 ] 
f(z) = 44/49*z^3 - 68/63*z + 1
*
[ 14/15 ] 
f(z) = 45/49*z^3 - 61/70*z + 1
*
[ 6/7 ] 
f(z) = 49/44*z^3 - 65/66*z + 1
*
[ 15/14 ] 
f(z) = 49/45*z^3 - 71/60*z + 1
*
[ 6/7 ] 
f(z) = 49/52*z^3 - 67/78*z + 1
*
[ 9/14 ] 
f(z) = 49/54*z^3 - 67/72*z + 1
*
[ 2/3 ] 
f(z) = 51/44*z^3 - 67/66*z + 1
*
[ 2/3 ] 
f(z) = 51/52*z^3 - 73/78*z + 1
*
[ 7/11 ] 
f(z) = 55/49*z^3 - 79/77*z + 1
*
[ 2/3 ] 
f(z) = 57/44*z^3 - 71/66*z + 1
*
[ 2/3 ] 
f(z) = 57/52*z^3 - 77/78*z + 1
*
[ -3/2 ] 
f(z) = 59/45*z^3 - 77/60*z + 1
*
[ 2/3 ] 
f(z) = 59/56*z^3 - 61/63*z + 1
*
[ 3/4 ] 
f(z) = 41/54*z^3 - 73/96*z + 1
*
[ 6/7 ] 
f(z) = 41/54*z^3 - 71/98*z + 1
*
[ 3/4 ] 
f(z) = 47/54*z^3 - 79/96*z + 1
*
[ 6/7 ] 
f(z) = 47/54*z^3 - 79/98*z + 1
*
-7/8 | 0.10886064805076891109949971676957963626 | 0.017071555508056153834583755074362107125
f(z) = 48/49*z^3 - 79/84*z + 1
*
-4/3 | 0.12832420620569359080094995658092309280 | 0.025043932143457092334335090251505749374
f(z) = 51/56*z^3 - 73/84*z + 1
*
[ 3/4 ] 
f(z) = 40/51*z^3 - 79/102*z + 1
*
2 | 0.12977373626951585611089793628248477866 | 0.023751414922792920915173965593296626437
f(z) = 41/48*z^3 - 59/12*z + 1
*
[ 6 ] 
f(z) = 41/54*z^3 - 53/2*z + 1
*
[ -6 ] 
f(z) = 43/54*z^3 - 55/2*z + 1
*
[ 2 ] 
f(z) = 47/48*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 47/54*z^3 - 43/6*z + 1
*
6/7 | 0.098356315086790337346335012514592874226 | 0.018783043101586344984755510348801274564
f(z) = 49/48*z^3 - 47/12*z + 1
*
-12/7 | 0.11385844106562451827026294115116469325 | 0.022325769248470486356540411100083271582
f(z) = 49/48*z^3 - 41/12*z + 1
*
-15/7 | 0.13729828204318220062779918528657351452 | 0.025148114575270095228865405146041446164
f(z) = 49/50*z^3 - 47/10*z + 1
*
-3/14 | 0.14984410394570818858022750861847016284 | 0.020732028366303179261598248198485523420
f(z) = 49/54*z^3 - 51/8*z + 1
*
[ -3 ] 
f(z) = 49/54*z^3 - 41/6*z + 1
*
3/2 | 0.13648290949809283414023369924018833544 | 0.027348913571075988948937419639235217506
f(z) = 52/45*z^3 - 49/15*z + 1
*
-2 | 0.060846536573079667766341172624409676345 | 0.011136238951776164331136225186420621219
f(z) = 53/48*z^3 - 59/12*z + 1
*
[ 3 ] 
f(z) = 53/54*z^3 - 49/6*z + 1
*
[ -3 ] 
f(z) = 55/54*z^3 - 47/6*z + 1
*
3/2 | 0.14537708572545387018542952318153764250 | 0.028788362582368996094683191737686743774
f(z) = 56/45*z^3 - 52/15*z + 1
*
[ -2 ] 
f(z) = 59/48*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 59/54*z^3 - 55/6*z + 1
*
[ 7/5 ] 
f(z) = 40/49*z^3 - 46/35*z + 1
*
[ -2 ] 
f(z) = 41/44*z^3 - 49/22*z + 1
*
[ -2 ] 
f(z) = 41/52*z^3 - 43/26*z + 1
*
[ -2 ] 
f(z) = 43/44*z^3 - 53/22*z + 1
*
[ -2 ] 
f(z) = 43/52*z^3 - 47/26*z + 1
*
[ -2 ] 
f(z) = 45/44*z^3 - 57/22*z + 1
*
[ 7/5 ] 
f(z) = 45/49*z^3 - 53/35*z + 1
*
[ 7/15 ] 
f(z) = 45/49*z^3 - 47/35*z + 1
*
[ -2 ] 
f(z) = 45/52*z^3 - 51/26*z + 1
*
[ 2/5 ] 
f(z) = 45/56*z^3 - 57/35*z + 1
*
[ 3/2 ] 
f(z) = 46/45*z^3 - 59/30*z + 1
*
-3/2 | 0.13200283400283996802293317035698549582 | 0.026451180675710959981780470195007678381
f(z) = 46/45*z^3 - 49/30*z + 1
*
[ -2 ] 
f(z) = 47/52*z^3 - 55/26*z + 1
*
[ 2/7 ] 
f(z) = 49/44*z^3 - 57/22*z + 1
*
[ -2 ] 
f(z) = 49/52*z^3 - 59/26*z + 1
*
[ 3/2 ] 
f(z) = 49/54*z^3 - 41/24*z + 1
*
[ -7/4 ] 
f(z) = 52/49*z^3 - 47/28*z + 1
*
[ 3/2 ] 
f(z) = 55/54*z^3 - 47/24*z + 1
*
[ 2/5 ] 
f(z) = 55/56*z^3 - 58/35*z + 1
*
[ -5/3 ] 
f(z) = 57/50*z^3 - 47/30*z + 1
*
[ 1/2 ] 
f(z) = 40/41*z^3 - 51/41*z + 1
*
[ 1/2 ] 
f(z) = 40/43*z^3 - 53/43*z + 1
*
[ 1/2 ] 
f(z) = 40/47*z^3 - 57/47*z + 1
*
[ 1/2 ] 
f(z) = 40/49*z^3 - 59/49*z + 1
*
[ 7/8 ] 
f(z) = 40/49*z^3 - 43/56*z + 1
*
[ 2/3 ] 
f(z) = 41/40*z^3 - 43/45*z + 1
*
[ 3/5 ] 
f(z) = 41/54*z^3 - 47/50*z + 1
*
[ 2/3 ] 
f(z) = 43/40*z^3 - 44/45*z + 1
*
[ 6/5 ] 
f(z) = 43/54*z^3 - 49/50*z + 1
*
[ 1/2 ] 
f(z) = 44/41*z^3 - 52/41*z + 1
*
[ 1/2 ] 
f(z) = 44/43*z^3 - 54/43*z + 1
*
[ 1/2 ] 
f(z) = 44/45*z^3 - 56/45*z + 1
*
[ 1/2 ] 
f(z) = 44/47*z^3 - 58/47*z + 1
*
[ 1/2 ] 
f(z) = 44/49*z^3 - 60/49*z + 1
*
[ 2/3 ] 
f(z) = 45/46*z^3 - 43/46*z + 1
*
[ 2/3 ] 
f(z) = 45/58*z^3 - 49/58*z + 1
*
[ 2/3 ] 
f(z) = 47/40*z^3 - 46/45*z + 1
*
[ 3/5 ] 
f(z) = 47/54*z^3 - 49/50*z + 1
*
[ 1/2 ] 
f(z) = 48/41*z^3 - 53/41*z + 1
*
[ 1/2 ] 
f(z) = 48/43*z^3 - 55/43*z + 1
*
[ 1/2 ] 
f(z) = 48/47*z^3 - 59/47*z + 1
*
[ 8/7 ] 
f(z) = 49/40*z^3 - 59/40*z + 1
*
[ 2/3 ] 
f(z) = 49/40*z^3 - 47/45*z + 1
*
[ 5/7 ] 
f(z) = 49/40*z^3 - 41/40*z + 1
*
[ 5/7 ] 
f(z) = 49/45*z^3 - 43/45*z + 1
*
[ 4/7 ] 
f(z) = 49/52*z^3 - 55/52*z + 1
*
[ 6/5 ] 
f(z) = 49/54*z^3 - 57/50*z + 1
*
[ 5/7 ] 
f(z) = 49/55*z^3 - 47/55*z + 1
*
[ 3/5 ] 
f(z) = 50/51*z^3 - 52/51*z + 1
*
[ 3/5 ] 
f(z) = 50/57*z^3 - 56/57*z + 1
*
[ 1/2 ] 
f(z) = 52/41*z^3 - 54/41*z + 1
*
[ 1/2 ] 
f(z) = 52/43*z^3 - 56/43*z + 1
*
[ 1/2 ] 
f(z) = 52/45*z^3 - 58/45*z + 1
*
[ 1/2 ] 
f(z) = 52/47*z^3 - 60/47*z + 1
*
[ 2/3 ] 
f(z) = 53/40*z^3 - 49/45*z + 1
*
[ 3/5 ] 
f(z) = 53/54*z^3 - 51/50*z + 1
*
[ -14/9 ] 
f(z) = 54/49*z^3 - 43/42*z + 1
*
[ 1/2 ] 
f(z) = 56/41*z^3 - 55/41*z + 1
*
[ 1/2 ] 
f(z) = 56/43*z^3 - 57/43*z + 1
*
[ 1/2 ] 
f(z) = 56/45*z^3 - 59/45*z + 1
*
[ 2/3 ] 
f(z) = 59/40*z^3 - 52/45*z + 1
*
[ 3/5 ] 
f(z) = 59/54*z^3 - 53/50*z + 1
*
[ 2/3 ] 
f(z) = 41/56*z^3 - 52/63*z + 1
*
[ 2/3 ] 
f(z) = 43/56*z^3 - 53/63*z + 1
*
[ 3/4 ] 
f(z) = 44/45*z^3 - 53/60*z + 1
*
[ 7/9 ] 
f(z) = 45/49*z^3 - 53/63*z + 1
*
[ 2/3 ] 
f(z) = 47/56*z^3 - 55/63*z + 1
*
[ 3/4 ] 
f(z) = 52/45*z^3 - 59/60*z + 1
*
[ 2/3 ] 
f(z) = 53/56*z^3 - 58/63*z + 1
*
[ 4/5 ] 
f(z) = 55/48*z^3 - 59/60*z + 1
*
[ 2/3 ] 
f(z) = 55/56*z^3 - 59/63*z + 1
*
[ 7/4 ] 
f(z) = 40/49*z^3 - 29/14*z + 1
*
-2 | 0.074357625625423854504418191809451465998 | 0.014258588999285457325296892234902913030
f(z) = 41/40*z^3 - 23/5*z + 1
*
[ 2 ] 
f(z) = 41/48*z^3 - 35/12*z + 1
*
[ -2 ] 
f(z) = 41/48*z^3 - 23/12*z + 1
*
[ 3 ] 
f(z) = 41/54*z^3 - 37/6*z + 1
*
-2 | 0.078019284660276757262420038009488218822 | 0.014839629736123805641289656703069373045
f(z) = 41/56*z^3 - 24/7*z + 1
*
-2 | 0.076735440834807203054895250682534857255 | 0.014595436687034276143814144305957099766
f(z) = 43/40*z^3 - 24/5*z + 1
*
[ 2 ] 
f(z) = 43/48*z^3 - 37/12*z + 1
*
[ -2 ] 
f(z) = 43/48*z^3 - 25/12*z + 1
*
[ -3 ] 
f(z) = 43/54*z^3 - 35/6*z + 1
*
-2 | 0.077493452754249551716775601455549428728 | 0.014626049629174655989026855738777722801
f(z) = 43/56*z^3 - 25/7*z + 1
*
[ 3/2 ] 
f(z) = 44/45*z^3 - 28/15*z + 1
*
[ 7/3 ] 
f(z) = 45/49*z^3 - 31/7*z + 1
*
[ -7/3 ] 
f(z) = 45/49*z^3 - 25/7*z + 1
*
-2 | 0.076222687858276459483291170324921438655 | 0.014280495374478300073877508663852844491
f(z) = 45/56*z^3 - 26/7*z + 1
*
-2 | 0.079976254517321275343848584261240889416 | 0.014983734696239703002573650853551869376
f(z) = 47/40*z^3 - 26/5*z + 1
*
[ 2 ] 
f(z) = 47/40*z^3 - 21/5*z + 1
*
[ -2 ] 
f(z) = 47/48*z^3 - 29/12*z + 1
*
-2 | 0.074961664669702532925802808094942828263 | 0.013945633878710725222754615442704634188
f(z) = 47/56*z^3 - 27/7*z + 1
*
-18/7 | 0.13815483209865820830412897900150050676 | 0.024165499856625875377603669858276409347
f(z) = 49/40*z^3 - 38/5*z + 1
*
-2 | 0.081257431703128785039261587839757710167 | 0.015116878706592796149120311495507028055
f(z) = 49/40*z^3 - 27/5*z + 1
*
3/7 | 0.13202877628778217285889229763493521628 | 0.027876529610480757554629680447714196971
f(z) = 49/45*z^3 - 38/15*z + 1
*
[ 3/7 ] 
f(z) = 49/45*z^3 - 23/15*z + 1
*
4/7 | 0.13822549751643932690297399758976923209 | 0.027660521495582164110354066038893940006
f(z) = 49/48*z^3 - 37/12*z + 1
*
-12/7 | 0.055232173102210831230519739718360015235 | 0.011176885816243850162249793758844794945
f(z) = 49/48*z^3 - 35/12*z + 1
*
-12/7 | 0.11038889246151606075721825396903874944 | 0.023970643429723949473984438944439297116
f(z) = 49/48*z^3 - 25/12*z + 1
*
15/7 | 0.14750115404057814773286198656476856783 | 0.026507433389312821988687921636287264941
f(z) = 49/54*z^3 - 29/6*z + 1
*
[ -15/7 ] 
f(z) = 49/54*z^3 - 27/10*z + 1
*
6/7 | 0.15671361259644443449752615920419150371 | 0.029387188537741068076536449168152613251
f(z) = 49/54*z^3 - 23/6*z + 1
*
[ 9/7 ] 
f(z) = 49/54*z^3 - 23/18*z + 1
*
2/3 | 0.12546036563835066582629247258913552411 | 0.022755416169224657608788742735204558042
f(z) = 51/40*z^3 - 31/15*z + 1
*
-2 | 0.082405163099426007580541331446398922026 | 0.015227374870752794401813345314091843607
f(z) = 51/40*z^3 - 28/5*z + 1
*
[ 2 ] 
f(z) = 51/40*z^3 - 23/5*z + 1
*
-2 | 0.074741669362842992400017574572725828055 | 0.013722282581797663639265255523180784387
f(z) = 51/56*z^3 - 29/7*z + 1
*
[ 2 ] 
f(z) = 51/56*z^3 - 22/7*z + 1
*
[ 3/2 ] 
f(z) = 52/45*z^3 - 34/15*z + 1
*
-2 | 0.083451892596798306687190167442582912633 | 0.015321446014803542595090022164658700927
f(z) = 53/40*z^3 - 29/5*z + 1
*
[ 2 ] 
f(z) = 53/40*z^3 - 24/5*z + 1
*
[ -2 ] 
f(z) = 53/48*z^3 - 35/12*z + 1
*
-2 | 0.076440260985118110794039095186970189776 | 0.013947326589890776205568644703901320533
f(z) = 53/56*z^3 - 30/7*z + 1
*
[ 2 ] 
f(z) = 53/56*z^3 - 23/7*z + 1
*
[ 7/3 ] 
f(z) = 54/49*z^3 - 38/7*z + 1
*
[ -7/3 ] 
f(z) = 54/49*z^3 - 32/7*z + 1
*
[ -2 ] 
f(z) = 55/48*z^3 - 37/12*z + 1
*
6/5 | 0.18660100741065159776648372185084777477 | 0.029014368104114604710647669643387167584
f(z) = 55/54*z^3 - 23/10*z + 1
*
-2 | 0.076242771628119355596454831736727897304 | 0.013828558441269803971640381030965325959
f(z) = 55/56*z^3 - 31/7*z + 1
*
[ 2 ] 
f(z) = 55/56*z^3 - 24/7*z + 1
*
[ 3/2 ] 
f(z) = 56/45*z^3 - 37/15*z + 1
*
-3/2 | 0.13200283400283996802293317035698549582 | 0.028920412831254562557238887745459645066
f(z) = 56/45*z^3 - 32/15*z + 1
*
2/3 | 0.14533004744027600063962485654039083272 | 0.026208367341780497064763857688174962025
f(z) = 57/40*z^3 - 32/15*z + 1
*
-2 | 0.085319487290644595393335627107986826599 | 0.015474850808580944135014943187858062087
f(z) = 57/40*z^3 - 31/5*z + 1
*
[ 2 ] 
f(z) = 57/40*z^3 - 26/5*z + 1
*
[ -2 ] 
f(z) = 57/40*z^3 - 21/5*z + 1
*
-2 | 0.080147992507170182322340326133480898325 | 0.014453638915912527373070973443364920948
f(z) = 57/56*z^3 - 32/7*z + 1
*
[ 2 ] 
f(z) = 57/56*z^3 - 25/7*z + 1
*
-2 | 0.086165227349042652909676469690140251551 | 0.015538768274191739775172417214079978067
f(z) = 59/40*z^3 - 32/5*z + 1
*
[ 2 ] 
f(z) = 59/40*z^3 - 27/5*z + 1
*
[ -2 ] 
f(z) = 59/40*z^3 - 22/5*z + 1
*
-2 | 0.082056615061628696458423333301702411390 | 0.014716170026610711499466492040724384997
f(z) = 59/56*z^3 - 33/7*z + 1
*
[ 2 ] 
f(z) = 59/56*z^3 - 26/7*z + 1
*
[ 7/10 ] 
f(z) = 40/49*z^3 - 29/35*z + 1
*
[ 3/2 ] 
f(z) = 43/54*z^3 - 35/24*z + 1
*
[ 3/4 ] 
f(z) = 43/54*z^3 - 25/32*z + 1
*
[ -7/4 ] 
f(z) = 44/49*z^3 - 33/28*z + 1
*
[ 2/3 ] 
f(z) = 45/44*z^3 - 21/22*z + 1
*
[ 7/6 ] 
f(z) = 45/49*z^3 - 31/28*z + 1
*
[ 2/3 ] 
f(z) = 45/52*z^3 - 23/26*z + 1
*
[ 4/3 ] 
f(z) = 45/56*z^3 - 33/28*z + 1
*
[ 14/15 ] 
f(z) = 45/56*z^3 - 27/35*z + 1
*
[ 7/6 ] 
f(z) = 48/49*z^3 - 25/21*z + 1
*
[ 7/8 ] 
f(z) = 48/49*z^3 - 25/28*z + 1
*
[ 7/12 ] 
f(z) = 48/49*z^3 - 22/21*z + 1
*
[ 4/7 ] 
f(z) = 49/40*z^3 - 23/20*z + 1
*
[ 6/7 ] 
f(z) = 49/45*z^3 - 29/30*z + 1
*
-8/7 | 0.10268847119406597176551586984565578786 | 0.024170551064223820495555967662058199717
f(z) = 49/48*z^3 - 35/24*z + 1
*
[ 8/7 ] 
f(z) = 49/48*z^3 - 29/24*z + 1
*
[ 3/4 ] 
f(z) = 49/54*z^3 - 27/32*z + 1
*
[ -5/3 ] 
f(z) = 51/50*z^3 - 37/30*z + 1
*
[ 3/5 ] 
f(z) = 55/54*z^3 - 31/30*z + 1
*
[ 3/4 ] 
f(z) = 55/54*z^3 - 29/32*z + 1
*
[ 6/11 ] 
f(z) = 55/54*z^3 - 25/22*z + 1
*
[ 3/4 ] 
f(z) = 56/45*z^3 - 31/30*z + 1
*
[ -3/2 ] 
f(z) = 58/45*z^3 - 37/30*z + 1
*
[ 15/14 ] 
f(z) = 49/54*z^3 - 39/40*z + 1
*
[ -7/4 ] 
f(z) = 40/49*z^3 - 13/14*z + 1
*
[ 2 ] 
f(z) = 41/40*z^3 - 18/5*z + 1
*
[ -2 ] 
f(z) = 41/40*z^3 - 13/5*z + 1
*
[ -3 ] 
f(z) = 41/54*z^3 - 11/2*z + 1
*
[ 3/2 ] 
f(z) = 41/54*z^3 - 11/8*z + 1
*
[ 2 ] 
f(z) = 41/56*z^3 - 17/7*z + 1
*
[ -2 ] 
f(z) = 41/56*z^3 - 10/7*z + 1
*
[ 2 ] 
f(z) = 43/40*z^3 - 19/5*z + 1
*
[ -2 ] 
f(z) = 43/40*z^3 - 14/5*z + 1
*
[ 3 ] 
f(z) = 43/54*z^3 - 13/2*z + 1
*
[ 2 ] 
f(z) = 43/56*z^3 - 18/7*z + 1
*
[ -2 ] 
f(z) = 43/56*z^3 - 11/7*z + 1
*
[ 2 ] 
f(z) = 45/56*z^3 - 19/7*z + 1
*
[ -2 ] 
f(z) = 45/56*z^3 - 12/7*z + 1
*
[ 2/3 ] 
f(z) = 45/56*z^3 - 6/7*z + 1
*
[ -2 ] 
f(z) = 47/40*z^3 - 16/5*z + 1
*
[ -3 ] 
f(z) = 47/54*z^3 - 13/2*z + 1
*
[ 3/2 ] 
f(z) = 47/54*z^3 - 13/8*z + 1
*
[ 2 ] 
f(z) = 47/56*z^3 - 20/7*z + 1
*
[ -2 ] 
f(z) = 47/56*z^3 - 13/7*z + 1
*
[ 7/4 ] 
f(z) = 48/49*z^3 - 18/7*z + 1
*
[ -7/4 ] 
f(z) = 48/49*z^3 - 10/7*z + 1
*
[ -2 ] 
f(z) = 49/40*z^3 - 17/5*z + 1
*
[ 6/7 ] 
f(z) = 49/40*z^3 - 16/15*z + 1
*
-10/7 | 0.13478138374602069022813881426278635776 | 0.028564462432313141746025064294852880352
f(z) = 49/40*z^3 - 14/5*z + 1
*
[ 2/7 ] 
f(z) = 49/40*z^3 - 13/5*z + 1
*
-10/7 | 0.10556914400549985525967279003033629654 | 0.023129073325922175816606700315861386028
f(z) = 49/40*z^3 - 12/5*z + 1
*
[ 10/7 ] 
f(z) = 49/40*z^3 - 11/5*z + 1
*
-10/7 | 0.074505914804164413208113011099735763307 | 0.017914885634143933695438896840889450458
f(z) = 49/40*z^3 - 8/5*z + 1
*
[ -10/7 ]
f(z) = 49/40*z^3 - 4/5*z + 1
*
[ -12/7 ] 
f(z) = 49/48*z^3 - 17/12*z + 1
*
[ 4/7 ] 
f(z) = 49/48*z^3 - 13/12*z + 1
*
[ 6/7 ] 
f(z) = 49/48*z^3 - 11/12*z + 1
*
[ 10/7 ] 
f(z) = 49/50*z^3 - 17/10*z + 1
*
[ 5/7 ] 
f(z) = 49/50*z^3 - 9/10*z + 1
*
[ -10/7 ]
f(z) = 49/50*z^3 - 3/10*z + 1
*
[ 3 ] 
f(z) = 49/54*z^3 - 15/2*z + 1
*
[ -12/7 ] 
f(z) = 49/54*z^3 - 13/12*z + 1
*
-12/7 | 0.088199310565446109949903094361984103482 | 0.019194126256111203258625931955220195860
f(z) = 49/54*z^3 - 11/6*z + 1
*
[ 12/7 ] 
f(z) = 49/54*z^3 - 9/4*z + 1
*
[ 6/7 ] 
f(z) = 49/54*z^3 - 5/6*z + 1
*
12/7 | 0.11596101619404906775181356421204657619 | 0.022792888537756280821841125418915675884
f(z) = 49/54*z^3 - 3*z + 1
*
[ 7/10 ] 
f(z) = 50/49*z^3 - 13/14*z + 1
*
[ 7/5 ] 
f(z) = 50/49*z^3 - 12/7*z + 1
*
[ -2 ] 
f(z) = 51/40*z^3 - 18/5*z + 1
*
[ 2/3 ] 
f(z) = 51/40*z^3 - 16/15*z + 1
*
[ -2 ] 
f(z) = 51/56*z^3 - 15/7*z + 1
*
[ -2 ] 
f(z) = 53/40*z^3 - 19/5*z + 1
*
[ -3 ] 
f(z) = 53/54*z^3 - 15/2*z + 1
*
[ 3/2 ] 
f(z) = 53/54*z^3 - 15/8*z + 1
*
[ -2 ] 
f(z) = 53/56*z^3 - 16/7*z + 1
*
[ 7/6 ] 
f(z) = 54/49*z^3 - 19/14*z + 1
*
[ 3 ] 
f(z) = 55/54*z^3 - 17/2*z + 1
*
[ 6/5 ] 
f(z) = 55/54*z^3 - 13/10*z + 1
*
[ -2 ] 
f(z) = 55/56*z^3 - 17/7*z + 1
*
[ -3/2 ] 
f(z) = 56/45*z^3 - 17/15*z + 1
*
[ 2/3 ] 
f(z) = 57/40*z^3 - 17/15*z + 1
*
[ -2 ] 
f(z) = 57/56*z^3 - 18/7*z + 1
*
[ -3 ] 
f(z) = 59/54*z^3 - 17/2*z + 1
*
[ 3/2 ] 
f(z) = 59/54*z^3 - 17/8*z + 1
*
[ -2 ] 
f(z) = 59/56*z^3 - 19/7*z + 1
*
[ 2/3 ] 
f(z) = 51/56*z^3 - 19/21*z + 1
*
[ 7/9 ] 
f(z) = 54/49*z^3 - 20/21*z + 1
*
[ 2/3 ] 
f(z) = 57/56*z^3 - 20/21*z + 1
*
[ -7/12 ]
f(z) = 48/49*z^3 + 50/21*z + 1
*
[ -12 ] 
f(z) = 43/64*z^3 - 287/3*z + 1
*
[ 5 ] 
f(z) = 59/75*z^3 - 283/15*z + 1
*
[ -4 ] 
f(z) = 41/72*z^3 - 283/36*z + 1
*
[ -4 ] 
f(z) = 43/72*z^3 - 299/36*z + 1
*
[ 15/4 ] 
f(z) = 56/75*z^3 - 293/30*z + 1
*
-148/45 | 0.20871682853776778568462917719433123249 | 0.021265358019137083670960258076987285524
f(z) = 45/64*z^3 - 286/45*z + 1
*
[ -3 ] 
f(z) = 41/60*z^3 - 289/60*z + 1
*
0 | 0.11510697737145713336077508067302213578 | 0.020414994111226903298494176718921646427
f(z) = 41/60*z^3 - 281/60*z + 1
*
0 | 0.16294124725797740282786027925179351715 | 0.028617652408959535104150992087359590791
f(z) = 41/64*z^3 - 297/64*z + 1
*
[ 8/3 ] 
f(z) = 41/64*z^3 - 283/72*z + 1
*
[ -3 ] 
f(z) = 41/66*z^3 - 281/66*z + 1
*
0 | 0.13022870365219198332062584869710162705 | 0.023067917564959752524727661711131662753
f(z) = 43/60*z^3 - 283/60*z + 1
*
0 | 0.16972813802780287714484198998415432755 | 0.029774549268425916033497151117392139017
f(z) = 43/64*z^3 - 299/64*z + 1
*
[ 8/3 ] 
f(z) = 43/64*z^3 - 299/72*z + 1
*
[ -3 ] 
f(z) = 43/66*z^3 - 299/66*z + 1
*
[ -3 ] 
f(z) = 43/69*z^3 - 295/69*z + 1
*
[ -3 ] 
f(z) = 43/75*z^3 - 287/75*z + 1
*
[ -3 ] 
f(z) = 43/78*z^3 - 283/78*z + 1
*
[ -3 ] 
f(z) = 44/75*z^3 - 296/75*z + 1
*
0 | 0.14742454212120672948989565160113608941 | 0.026049121898586842122542349881031604820
f(z) = 47/60*z^3 - 287/60*z + 1
*
[ -8/3 ] 
f(z) = 49/64*z^3 - 293/72*z + 1
*
[ 12/5 ] 
f(z) = 49/64*z^3 - 287/75*z + 1
*
13/7 | 0.15788219223668528949832345674344666327 | 0.027862743299565763493686678204402457539
f(z) = 49/65*z^3 - 289/65*z + 1
*
6/7 | 0.14956234375691963112047909503320577377 | 0.026394472564285657187848373074719813257
f(z) = 49/66*z^3 - 289/66*z + 1
*
8/7 | 0.11922005484124569028669216094990466364 | 0.021039724221855166554680109942205791351
f(z) = 49/75*z^3 - 289/75*z + 1
*
9/7 | 0.14983924463278331509737369650293662034 | 0.026443339494205458836641320726849951071
f(z) = 49/78*z^3 - 289/78*z + 1
*
0 | 0.16839749026373616289077512729558142959 | 0.029828903418440761556968149059470348082
f(z) = 49/78*z^3 - 283/78*z + 1
*
[ 1/5 ] 
f(z) = 50/71*z^3 - 286/71*z + 1
*
[ 1/5 ] 
f(z) = 50/73*z^3 - 294/73*z + 1
*
0 | 0.16396221910119780509286277343275323057 | 0.028865710672403466952045567894573120755
f(z) = 53/60*z^3 - 293/60*z + 1
*
0 | 0.16407542280186866877610758951014455882 | 0.028991242758034943096250944895100546779
f(z) = 53/78*z^3 - 287/78*z + 1
*
-12/5 | 0.20660415857121718603248521514292145201 | 0.027575888880208866231818355802045993538
f(z) = 55/72*z^3 - 299/60*z + 1
*
0 | 0.16117397964657612777948951145638802582 | 0.028443671561956709521493200928209169734
f(z) = 55/78*z^3 - 289/78*z + 1
*
[ -12/5 ] 
f(z) = 59/64*z^3 - 292/75*z + 1
*
0 | 0.15163705679882841475648351218973719474 | 0.026695853671437749164806740858966015613
f(z) = 59/78*z^3 - 293/78*z + 1
*
2/5 | 0.15833819864737247016223661597922672656 | 0.022450653803273181444781288769861331282
f(z) = 45/64*z^3 - 289/80*z + 1
*
[ 44/21 ] 
f(z) = 49/64*z^3 - 281/99*z + 1
*
6/5 | 0.20621834926717439610566643475848721903 | 0.029099192205618960668232766229286826678
f(z) = 55/64*z^3 - 299/80*z + 1
*
2/5 | 0.17503558990131942066107602614116787035 | 0.024793919319350264785567371100336471880
f(z) = 55/64*z^3 - 291/80*z + 1
*
-7/4 | 0.11756521517983343513283229592443840094 | 0.020623871399871493563083709253288368245
f(z) = 40/63*z^3 - 299/126*z + 1
*
[ 2 ] 
f(z) = 43/61*z^3 - 283/122*z + 1
*
[ 2 ] 
f(z) = 43/63*z^3 - 281/126*z + 1
*
[ 2 ] 
f(z) = 44/61*z^3 - 291/122*z + 1
*
[ 2 ] 
f(z) = 44/63*z^3 - 289/126*z + 1
*
[ 2 ] 
f(z) = 44/65*z^3 - 287/130*z + 1
*
[ 2 ] 
f(z) = 44/67*z^3 - 285/134*z + 1
*
[ 2 ] 
f(z) = 44/69*z^3 - 283/138*z + 1
*
[ 2 ] 
f(z) = 45/61*z^3 - 299/122*z + 1
*
[ 2 ] 
f(z) = 45/67*z^3 - 293/134*z + 1
*
[ -2 ] 
f(z) = 58/61*z^3 - 281/122*z + 1
*
[ -2 ] 
f(z) = 59/61*z^3 - 289/122*z + 1
*
[ -2 ] 
f(z) = 59/63*z^3 - 283/126*z + 1
*
[ 2 ] 
f(z) = 44/71*z^3 - 281/142*z + 1
*
[ 2 ] 
f(z) = 45/71*z^3 - 289/142*z + 1
*
[ 2 ] 
f(z) = 45/73*z^3 - 287/146*z + 1
*
[ 2 ] 
f(z) = 45/77*z^3 - 283/154*z + 1
*
[ 2 ] 
f(z) = 45/79*z^3 - 281/158*z + 1
*
[ 2 ] 
f(z) = 46/71*z^3 - 297/142*z + 1
*
[ 2 ] 
f(z) = 46/73*z^3 - 295/146*z + 1
*
[ 2 ] 
f(z) = 46/75*z^3 - 293/150*z + 1
*
[ 2 ] 
f(z) = 46/77*z^3 - 291/154*z + 1
*
[ 2 ] 
f(z) = 46/79*z^3 - 289/158*z + 1
*
[ 2 ] 
f(z) = 47/77*z^3 - 299/154*z + 1
*
[ 2 ] 
f(z) = 47/79*z^3 - 297/158*z + 1
*
[ 12/7 ] 
f(z) = 51/64*z^3 - 283/147*z + 1
*
[ 11/6 ] 
f(z) = 54/77*z^3 - 293/154*z + 1
*
[ 3/8 ] 
f(z) = 40/63*z^3 - 295/168*z + 1
*
21/20 | 0.17874626751497589543358191952303091217 | 0.026504255460536800015009923029437203044
f(z) = 50/63*z^3 - 283/168*z + 1
*
-102/55 | 0.093789397109555784946114912614006130594 | 0.010575668284614065634542997989356212442
f(z) = 55/72*z^3 - 296/165*z + 1
*
[ 5/12 ] 
f(z) = 48/65*z^3 - 298/195*z + 1
*
-9/7 | 0.10209261996755483822316106489144349718 | 0.018084063461862457440453959971851984960
f(z) = 49/60*z^3 - 283/180*z + 1
*
[ 3/7 ] 
f(z) = 49/64*z^3 - 283/192*z + 1
*
[ 3/7 ] 
f(z) = 49/65*z^3 - 287/195*z + 1
*
0 | 0.15403374040751984737045500197121824925 | 0.027318916499752788907320268050079068571
f(z) = 51/64*z^3 - 281/192*z + 1
*
[ 3/2 ] 
f(z) = 52/61*z^3 - 290/183*z + 1
*
[ 3/7 ] 
f(z) = 49/67*z^3 - 295/201*z + 1
*
[ 3/7 ] 
f(z) = 49/68*z^3 - 299/204*z + 1
*
[ 3/2 ] 
f(z) = 52/67*z^3 - 284/201*z + 1
*
-5/28 | 0.21486349360132860080327820610556655882 | 0.029393567326363455320047277873857913595
f(z) = 56/75*z^3 - 299/210*z + 1
*
-12/7 | 0.095217296065793732113669951511817571862 | 0.016703488919750404432520649971070339360
f(z) = 49/76*z^3 - 299/228*z + 1
*
-11/9 | 0.14522819508790523581273361077240335449 | 0.025708772772732341562604141488115221800
f(z) = 54/77*z^3 - 284/231*z + 1
*
[ 3/2 ] 
f(z) = 56/79*z^3 - 299/237*z + 1
*
[ 3/2 ] 
f(z) = 41/60*z^3 - 289/240*z + 1
*
[ 1/2 ] 
f(z) = 41/60*z^3 - 281/240*z + 1
*
[ 1/2 ] 
f(z) = 41/61*z^3 - 285/244*z + 1
*
[ 1/2 ] 
f(z) = 41/62*z^3 - 289/248*z + 1
*
[ 1/2 ] 
f(z) = 41/63*z^3 - 293/252*z + 1
*
[ 1/2 ] 
f(z) = 41/64*z^3 - 297/256*z + 1
*
[ 1/2 ] 
f(z) = 43/60*z^3 - 283/240*z + 1
*
[ 1/2 ] 
f(z) = 43/61*z^3 - 287/244*z + 1
*
[ 1/2 ] 
f(z) = 43/62*z^3 - 291/248*z + 1
*
[ 1/2 ] 
f(z) = 43/63*z^3 - 295/252*z + 1
*
[ 1/2 ] 
f(z) = 43/64*z^3 - 299/256*z + 1
*
[ 1/2 ] 
f(z) = 45/61*z^3 - 289/244*z + 1
*
[ 1/2 ] 
f(z) = 45/62*z^3 - 293/248*z + 1
*
-6/5 | 0.14523530431036591845786650552674327777 | 0.020654244655172731757211228907725183469
f(z) = 45/64*z^3 - 283/240*z + 1
*
[ 1/2 ] 
f(z) = 47/60*z^3 - 287/240*z + 1
*
[ 1/2 ] 
f(z) = 47/61*z^3 - 291/244*z + 1
*
[ 1/2 ] 
f(z) = 47/62*z^3 - 295/248*z + 1
*
[ 1/2 ] 
f(z) = 47/63*z^3 - 299/252*z + 1
*
[ 1/2 ] 
f(z) = 49/60*z^3 - 289/240*z + 1
*
[ 1/2 ] 
f(z) = 49/61*z^3 - 293/244*z + 1
*
[ 1/2 ] 
f(z) = 49/62*z^3 - 297/248*z + 1
*
-5/4 | 0.21305592511292203221081188252923944479 | 0.029227339991068310331016392040682236482
f(z) = 49/75*z^3 - 293/240*z + 1
*
[ 1/2 ] 
f(z) = 51/61*z^3 - 295/244*z + 1
*
[ 1/2 ] 
f(z) = 51/62*z^3 - 299/248*z + 1
*
[ 1/2 ] 
f(z) = 53/60*z^3 - 293/240*z + 1
*
[ 1/2 ] 
f(z) = 53/61*z^3 - 297/244*z + 1
*
[ 1/2 ] 
f(z) = 55/61*z^3 - 299/244*z + 1
*
[ 1/2 ] 
f(z) = 59/60*z^3 - 299/240*z + 1
*
[ 3/2 ] 
f(z) = 41/66*z^3 - 281/264*z + 1
*
[ 3/2 ] 
f(z) = 43/66*z^3 - 299/264*z + 1
*
[ 3/2 ] 
f(z) = 43/69*z^3 - 295/276*z + 1
*
[ 4/7 ] 
f(z) = 49/73*z^3 - 283/292*z + 1
*
[ 12 ] 
f(z) = 41/64*z^3 - 274/3*z + 1
*
[ 5 ] 
f(z) = 56/75*z^3 - 268/15*z + 1
*
[ -5 ] 
f(z) = 56/75*z^3 - 262/15*z + 1
*
[ 5 ] 
f(z) = 58/75*z^3 - 278/15*z + 1
*
[ -5 ] 
f(z) = 58/75*z^3 - 272/15*z + 1
*
[ -5 ] 
f(z) = 59/75*z^3 - 277/15*z + 1
*
[ 21/5 ] 
f(z) = 50/63*z^3 - 278/21*z + 1
*
[ -21/5 ] 
f(z) = 50/63*z^3 - 268/21*z + 1
*
[ -15/4 ] 
f(z) = 56/75*z^3 - 277/30*z + 1
*
3/5 | 0.16573353481443401348558139405924188980 | 0.024733649523450032579180988554309116906
f(z) = 50/63*z^3 - 271/42*z + 1
*
[ -3 ] 
f(z) = 40/69*z^3 - 268/69*z + 1
*
[ -3 ] 
f(z) = 41/69*z^3 - 277/69*z + 1
*
[ -3 ] 
f(z) = 41/75*z^3 - 269/75*z + 1
*
[ -3 ] 
f(z) = 41/78*z^3 - 265/78*z + 1
*
1/3 | 0.13189927073669293696038744692252586355 | 0.023703618835348074835389973199000911510
f(z) = 45/64*z^3 - 261/64*z + 1
*
1/3 | 0.15817824927725792159718522432751207419 | 0.028125490203975359826036971856147487223
f(z) = 45/68*z^3 - 277/68*z + 1
*
[ -8/3 ] 
f(z) = 47/64*z^3 - 277/72*z + 1
*
-5/2 | 0.19891431799368498134806743198101216167 | 0.027582715542512461581047220322033685092
f(z) = 47/75*z^3 - 271/60*z + 1
*
1/4 | 0.15297215299892598743345743862217163908 | 0.027452965606397620008660017637853320546
f(z) = 48/65*z^3 - 263/65*z + 1
*
[ 5/2 ] 
f(z) = 48/65*z^3 - 261/65*z + 1
*
-1/7 | 0.13487243228027522262108312128541429018 | 0.024171857148376606258841037141259206374
f(z) = 49/66*z^3 - 265/66*z + 1
*
-17/7 | 0.16357821720178253230777828855289394828 | 0.029396642518647237210438775054706651985
f(z) = 49/68*z^3 - 261/68*z + 1
*
[ 1/5 ] 
f(z) = 50/67*z^3 - 270/67*z + 1
*
[ 1/5 ] 
f(z) = 50/69*z^3 - 278/69*z + 1
*
-2 | 0.066459158814337162696018544717949938162 | 0.011927013939412391753007325326430416455
f(z) = 57/70*z^3 - 263/70*z + 1
*
-2 | 0.069766586916423410041660846418877373002 | 0.012503577967431801908330226427232392945
f(z) = 57/74*z^3 - 265/74*z + 1
*
-2 | 0.065518317643256375689907846285640369011 | 0.011726400890490471034314617421459810663
f(z) = 59/62*z^3 - 267/62*z + 1
*
-2 | 0.066386707597634526858305092447199713323 | 0.011850285529504320654804538220509596508
f(z) = 59/70*z^3 - 271/70*z + 1
*
-2 | 0.068888537446122161632732978845527452240 | 0.012280752976644696160132843201118724334
f(z) = 59/74*z^3 - 273/74*z + 1
*
[ -12/5 ] 
f(z) = 50/63*z^3 - 265/84*z + 1
*
[ 20/11 ] 
f(z) = 55/64*z^3 - 263/110*z + 1
*
[ 2 ] 
f(z) = 41/61*z^3 - 267/122*z + 1
*
[ 2 ] 
f(z) = 41/63*z^3 - 265/126*z + 1
*
[ 2 ] 
f(z) = 41/65*z^3 - 263/130*z + 1
*
[ 2 ] 
f(z) = 41/67*z^3 - 261/134*z + 1
*
[ 2 ] 
f(z) = 42/61*z^3 - 275/122*z + 1
*
[ 2 ] 
f(z) = 42/65*z^3 - 271/130*z + 1
*
[ 2 ] 
f(z) = 42/67*z^3 - 269/134*z + 1
*
[ 2 ] 
f(z) = 43/65*z^3 - 279/130*z + 1
*
[ 2 ] 
f(z) = 43/67*z^3 - 277/134*z + 1
*
[ 2 ] 
f(z) = 43/69*z^3 - 275/138*z + 1
*
4/7 | 0.10858679612749676178047942285562368116 | 0.019487400294470645174602219489956037292
f(z) = 49/66*z^3 - 263/132*z + 1
*
[ -2 ] 
f(z) = 56/61*z^3 - 265/122*z + 1
*
[ -2 ] 
f(z) = 57/61*z^3 - 273/122*z + 1
*
[ -2 ] 
f(z) = 57/65*z^3 - 261/130*z + 1
*
[ -2 ] 
f(z) = 58/63*z^3 - 275/126*z + 1
*
[ -2 ] 
f(z) = 58/65*z^3 - 269/130*z + 1
*
[ -2 ] 
f(z) = 58/67*z^3 - 263/134*z + 1
*
[ -2 ] 
f(z) = 59/65*z^3 - 277/130*z + 1
*
[ -2 ] 
f(z) = 59/67*z^3 - 271/134*z + 1
*
[ -2 ] 
f(z) = 59/69*z^3 - 265/138*z + 1
*
[ 2 ] 
f(z) = 42/71*z^3 - 265/142*z + 1
*
[ 2 ] 
f(z) = 42/73*z^3 - 263/146*z + 1
*
[ 2 ] 
f(z) = 43/71*z^3 - 273/142*z + 1
*
[ 2 ] 
f(z) = 43/73*z^3 - 271/146*z + 1
*
[ 2 ] 
f(z) = 43/75*z^3 - 269/150*z + 1
*
[ 2 ] 
f(z) = 43/77*z^3 - 267/154*z + 1
*
[ 2 ] 
f(z) = 43/79*z^3 - 265/158*z + 1
*
[ 2 ] 
f(z) = 44/73*z^3 - 279/146*z + 1
*
[ 2 ] 
f(z) = 44/75*z^3 - 277/150*z + 1
*
[ 2 ] 
f(z) = 44/79*z^3 - 273/158*z + 1
*
11/10 | 0.13455104749363739874768366430632280728 | 0.024180169654256893328742070948664044301
f(z) = 50/77*z^3 - 261/154*z + 1
*
[ -32/15 ] 
f(z) = 45/64*z^3 - 277/160*z + 1
*
[ 2/5 ] 
f(z) = 45/68*z^3 - 273/170*z + 1
*
[ 16/11 ] 
f(z) = 55/64*z^3 - 265/176*z + 1
*
[ 2/5 ] 
f(z) = 55/68*z^3 - 277/170*z + 1
*
[ 5/3 ] 
f(z) = 42/65*z^3 - 272/195*z + 1
*
[ 3/2 ] 
f(z) = 48/61*z^3 - 263/183*z + 1
*
[ 3/7 ] 
f(z) = 49/61*z^3 - 271/183*z + 1
*
[ 3/7 ] 
f(z) = 49/62*z^3 - 275/186*z + 1
*
[ 8/5 ] 
f(z) = 43/64*z^3 - 269/200*z + 1
*
[ 3/2 ] 
f(z) = 52/71*z^3 - 280/213*z + 1
*
[ 3/2 ] 
f(z) = 52/73*z^3 - 278/219*z + 1
*
[ 3/2 ] 
f(z) = 52/77*z^3 - 274/231*z + 1
*
[ 3/2 ] 
f(z) = 52/79*z^3 - 272/237*z + 1
*
-3/2 | 0.13167218963545098399619681124374913326 | 0.023630392999740811506808301270897155119
f(z) = 47/60*z^3 - 263/240*z + 1
*
[ 3/2 ] 
f(z) = 41/69*z^3 - 277/276*z + 1
*
[ 4/7 ] 
f(z) = 49/67*z^3 - 265/268*z + 1
*
[ 4/7 ] 
f(z) = 49/69*z^3 - 271/276*z + 1
*
[ 4/7 ] 
f(z) = 49/71*z^3 - 277/284*z + 1
*
[ -12/7 ] 
f(z) = 55/64*z^3 - 277/294*z + 1
*
[ 5 ] 
f(z) = 52/75*z^3 - 248/15*z + 1
*
[ -5 ] 
f(z) = 52/75*z^3 - 242/15*z + 1
*
[ 5 ] 
f(z) = 53/75*z^3 - 253/15*z + 1
*
[ -5 ] 
f(z) = 53/75*z^3 - 247/15*z + 1
*
[ -44/15 ] 
f(z) = 45/64*z^3 - 259/55*z + 1
*
0 | 0.15886976843236085808940801494130322865 | 0.028752352102617693002017973540239784713
f(z) = 41/60*z^3 - 251/60*z + 1
*
-5/2 | 0.18335951225369707046157094020927518326 | 0.025846270420414253017879138348735258481
f(z) = 41/75*z^3 - 241/60*z + 1
*
[ -8/3 ] 
f(z) = 43/64*z^3 - 245/72*z + 1
*
0 | 0.15734533250749587148009477853141072591 | 0.028687540198021071671696155600609081481
f(z) = 43/66*z^3 - 241/66*z + 1
*
-5/2 | 0.19088483666729339425829727652250838539 | 0.026753715037616892620361132119490852728
f(z) = 43/75*z^3 - 251/60*z + 1
*
-5/2 | 0.15294809067553102668983805567828552538 | 0.027720778690024174833016627854721276615
f(z) = 44/65*z^3 - 249/65*z + 1
*
0 | 0.16485986745519035841295243408080152528 | 0.029709426386123036570428089300932382535
f(z) = 47/60*z^3 - 257/60*z + 1
*
0 | 0.15097001431115156257904470856668679025 | 0.027442815540229426972321359692780506756
f(z) = 47/66*z^3 - 245/66*z + 1
*
[ -11/4 ] 
f(z) = 48/77*z^3 - 258/77*z + 1
*
-15/7 | 0.15217878302775250814287000521325872942 | 0.027424165879071023365453261571292881018
f(z) = 49/60*z^3 - 257/60*z + 1
*
15/7 | 0.095124392109762006938449654050375679849 | 0.017190980736770290512976681435727225023
f(z) = 49/60*z^3 - 253/60*z + 1
*
11/7 | 0.15214069929067129724710824182861814966 | 0.027534520873971503222166801094263140970
f(z) = 49/65*z^3 - 251/65*z + 1
*
0 | 0.14588307460101898890462132717281581151 | 0.026478996521473519690284054315526750010
f(z) = 49/66*z^3 - 247/66*z + 1
*
[ 17/7 ] 
f(z) = 49/68*z^3 - 249/68*z + 1
*
3/7 | 0.12268324613338132674739375919827517966 | 0.022077927330337274430505594717361873809
f(z) = 49/75*z^3 - 259/75*z + 1
*
-5/14 | 0.19414184926774548748378044946496444825 | 0.027120412049229131191874624490034354814
f(z) = 49/75*z^3 - 257/60*z + 1
*
[ -19/7 ] 
f(z) = 49/76*z^3 - 257/76*z + 1
*
[ 1/5 ] 
f(z) = 50/61*z^3 - 246/61*z + 1
*
[ 1/5 ] 
f(z) = 50/63*z^3 - 254/63*z + 1
*
-2 | 0.070577537989548533008693827757412084499 | 0.012867848863938033179084671510849105618
f(z) = 51/74*z^3 - 241/74*z + 1
*
-2 | 0.063924335176866370778519856655452240547 | 0.011637287482805116418731787149895483573
f(z) = 53/62*z^3 - 243/62*z + 1
*
0 | 0.13339383218401935119306793594634597247 | 0.024141700898275963766880328012840916396
f(z) = 53/66*z^3 - 251/66*z + 1
*
-2 | 0.068992726929868126072898077886077707299 | 0.012522756196215993286595558308220013274
f(z) = 53/70*z^3 - 247/70*z + 1
*
-2 | 0.070470417002993297740082769259548627555 | 0.012772273424961546789124095012787844448
f(z) = 53/74*z^3 - 249/74*z + 1
*
[ 7/3 ] 
f(z) = 54/77*z^3 - 250/77*z + 1
*
-2 | 0.064025551450820751592888322227860707558 | 0.011587385171156865579073872193403672666
f(z) = 55/62*z^3 - 251/62*z + 1
*
-2 | 0.070223226499639291970333064915072572936 | 0.012654940286508124021406238833043472270
f(z) = 55/74*z^3 - 257/74*z + 1
*
[ -5/2 ] 
f(z) = 56/65*z^3 - 259/65*z + 1
*
-2 | 0.063726522871128868682669867133952105920 | 0.011468147324975593969943870912278073474
f(z) = 57/62*z^3 - 259/62*z + 1
*
0 | 0.13817561600668954789969748217308117105 | 0.024900652629869039415671858341003157850
f(z) = 59/66*z^3 - 257/66*z + 1
*
[ 5/2 ] 
f(z) = 59/75*z^3 - 259/60*z + 1
*
[ 4/15 ] 
f(z) = 55/64*z^3 - 253/90*z + 1
*
-18/11 | 0.16431733917482479545896934730245155113 | 0.021722918931521554778120697556427709239
f(z) = 55/72*z^3 - 241/99*z + 1
*
[ 3/10 ] 
f(z) = 40/63*z^3 - 251/105*z + 1
*
-21/10 | 0.16850580049845003449344800652097234529 | 0.025547514830393949645326723204080884858
f(z) = 40/63*z^3 - 244/105*z + 1
*
[ 2 ] 
f(z) = 40/61*z^3 - 259/122*z + 1
*
[ 2 ] 
f(z) = 40/63*z^3 - 257/126*z + 1
*
[ 2 ] 
f(z) = 40/67*z^3 - 253/134*z + 1
*
[ 2 ] 
f(z) = 40/69*z^3 - 251/138*z + 1
*
[ 2 ] 
f(z) = 41/69*z^3 - 259/138*z + 1
*
[ -2 ] 
f(z) = 53/61*z^3 - 241/122*z + 1
*
[ -2 ] 
f(z) = 54/61*z^3 - 249/122*z + 1
*
2/3 | 0.15243206934482237012901887323567024639 | 0.027749929782711912469011446278209062539
f(z) = 54/65*z^3 - 243/130*z + 1
*
[ -2 ] 
f(z) = 55/61*z^3 - 257/122*z + 1
*
[ -2 ] 
f(z) = 55/63*z^3 - 251/126*z + 1
*
[ -2 ] 
f(z) = 56/65*z^3 - 253/130*z + 1
*
[ -2 ] 
f(z) = 56/67*z^3 - 247/134*z + 1
*
[ -2 ] 
f(z) = 56/69*z^3 - 241/138*z + 1
*
[ 15/8 ] 
f(z) = 56/75*z^3 - 259/120*z + 1
*
-15/8 | 0.18215533545335084709614802630619796497 | 0.025530220327529394077558965878153631815
f(z) = 56/75*z^3 - 251/120*z + 1
*
[ -2 ] 
f(z) = 57/67*z^3 - 255/134*z + 1
*
[ -2 ] 
f(z) = 58/69*z^3 - 257/138*z + 1
*
[ 5/3 ] 
f(z) = 59/75*z^3 - 241/135*z + 1
*
[ 2 ] 
f(z) = 40/71*z^3 - 249/142*z + 1
*
[ 2 ] 
f(z) = 40/73*z^3 - 247/146*z + 1
*
[ 2 ] 
f(z) = 40/77*z^3 - 243/154*z + 1
*
[ 2 ] 
f(z) = 40/79*z^3 - 241/158*z + 1
*
[ 2 ] 
f(z) = 41/71*z^3 - 257/142*z + 1
*
[ 2 ] 
f(z) = 41/73*z^3 - 255/146*z + 1
*
[ 2 ] 
f(z) = 41/75*z^3 - 253/150*z + 1
*
[ 2 ] 
f(z) = 41/77*z^3 - 251/154*z + 1
*
[ 2 ] 
f(z) = 41/79*z^3 - 249/158*z + 1
*
[ 2 ] 
f(z) = 42/79*z^3 - 257/158*z + 1
*
[ 16/9 ] 
f(z) = 45/64*z^3 - 257/144*z + 1
*
[ 12/7 ] 
f(z) = 47/64*z^3 - 256/147*z + 1
*
[ 2/5 ] 
f(z) = 50/77*z^3 - 247/154*z + 1
*
[ 2/5 ] 
f(z) = 50/79*z^3 - 253/158*z + 1
*
[ -2 ] 
f(z) = 57/71*z^3 - 243/142*z + 1
*
[ -2 ] 
f(z) = 58/71*z^3 - 251/142*z + 1
*
[ -2 ] 
f(z) = 58/73*z^3 - 245/146*z + 1
*
[ -2 ] 
f(z) = 59/71*z^3 - 259/142*z + 1
*
[ -2 ] 
f(z) = 59/73*z^3 - 253/146*z + 1
*
[ -2 ] 
f(z) = 59/75*z^3 - 247/150*z + 1
*
[ -2 ] 
f(z) = 59/77*z^3 - 241/154*z + 1
*
-21/20 | 0.19555171686566943147697438469334976380 | 0.029521405683775198228190721893339969135
f(z) = 50/63*z^3 - 251/168*z + 1
*
[ 8/5 ] 
f(z) = 41/64*z^3 - 253/200*z + 1
*
[ 3/2 ] 
f(z) = 48/67*z^3 - 257/201*z + 1
*
[ 3/2 ] 
f(z) = 48/71*z^3 - 253/213*z + 1
*
[ 3/2 ] 
f(z) = 48/73*z^3 - 251/219*z + 1
*
[ 10/7 ] 
f(z) = 56/75*z^3 - 257/210*z + 1
*
[ 4/3 ] 
f(z) = 57/68*z^3 - 253/204*z + 1
*
0 | 0.10921101988933891310224589648402657414 | 0.019911588562647920498009590318990113915
f(z) = 57/70*z^3 - 241/210*z + 1
*
[ 3/2 ] 
f(z) = 48/79*z^3 - 245/237*z + 1
*
[ 18/35 ] 
f(z) = 49/72*z^3 - 253/225*z + 1
*
-5/4 | 0.21305695872934292193299307973197401225 | 0.029828098421458985284362741632348870619
f(z) = 41/75*z^3 - 253/240*z + 1
*
[ 4/3 ] 
f(z) = 45/61*z^3 - 259/244*z + 1
*
[ 4/7 ] 
f(z) = 49/61*z^3 - 247/244*z + 1
*
[ 15/28 ] 
f(z) = 49/75*z^3 - 253/240*z + 1
*
[ -7/4 ] 
f(z) = 52/63*z^3 - 241/252*z + 1
*
[ 6/5 ] 
f(z) = 55/64*z^3 - 257/240*z + 1
*
[ 5/4 ] 
f(z) = 59/75*z^3 - 247/240*z + 1
*
[ 4/3 ] 
f(z) = 45/67*z^3 - 253/268*z + 1
*
[ 4/7 ] 
f(z) = 49/65*z^3 - 259/260*z + 1
*
[ 17/14 ] 
f(z) = 49/68*z^3 - 241/272*z + 1
*
[ 2/3 ] 
f(z) = 53/60*z^3 - 241/270*z + 1
*
[ 2/3 ] 
f(z) = 59/60*z^3 - 253/270*z + 1
*
[ 4/3 ] 
f(z) = 45/71*z^3 - 249/284*z + 1
*
[ 4/3 ] 
f(z) = 45/73*z^3 - 247/292*z + 1
*
[ 9/14 ] 
f(z) = 49/72*z^3 - 241/288*z + 1
*
[ 5 ] 
f(z) = 47/75*z^3 - 223/15*z + 1
*
[ 5 ] 
f(z) = 49/75*z^3 - 233/15*z + 1
*
[ -5 ] 
f(z) = 49/75*z^3 - 227/15*z + 1
*
[ 12/5 ] 
f(z) = 41/64*z^3 - 233/75*z + 1
*
[ -8/3 ] 
f(z) = 41/64*z^3 - 229/72*z + 1
*
0 | 0.15959696335514124646777821121109814652 | 0.029142340096256553321091741908279169037
f(z) = 41/66*z^3 - 239/66*z + 1
*
0 | 0.15787278736140901194130467553884602525 | 0.029196924757353886393848618503373224338
f(z) = 43/60*z^3 - 223/60*z + 1
*
[ 5/2 ] 
f(z) = 44/65*z^3 - 236/65*z + 1
*
1/2 | 0.12048910954975294061761345035960857968 | 0.022052126392127874831092010373624911253
f(z) = 44/75*z^3 - 236/75*z + 1
*
0 | 0.14239913243584754411892967734742862680 | 0.026248929847644573989451926208985331188
f(z) = 47/60*z^3 - 227/60*z + 1
*
-2 | 0.069561863193019525585889018153780026503 | 0.012864740780046548483876289354016666299
f(z) = 47/70*z^3 - 223/70*z + 1
*
-2 | 0.070499862974073474563227427174438403448 | 0.013016720100938150023994073662080534381
f(z) = 47/74*z^3 - 225/74*z + 1
*
[ 1/4 ] 
f(z) = 48/73*z^3 - 222/73*z + 1
*
[ 1/4 ] 
f(z) = 48/77*z^3 - 234/77*z + 1
*
[ 1/4 ] 
f(z) = 48/79*z^3 - 240/79*z + 1
*
-2 | 0.065906541926714567351983392857525011990 | 0.012148783254101290385271628405595909254
f(z) = 49/62*z^3 - 227/62*z + 1
*
2/7 | 0.14224226347646580640749406211808306035 | 0.026053674424177163966532810637317360536
f(z) = 49/66*z^3 - 235/66*z + 1
*
-2 | 0.070581873744120611953965374765220414550 | 0.012948335320942512408870990979131147252
f(z) = 49/74*z^3 - 233/74*z + 1
*
[ -20/7 ] 
f(z) = 49/75*z^3 - 239/60*z + 1
*
5/14 | 0.18094064564224005991125246055647505440 | 0.025627257462906032093587107874962367679
f(z) = 49/75*z^3 - 233/60*z + 1
*
-2 | 0.063594864228958762257341427220383866866 | 0.011648295289853675164180737278781283622
f(z) = 51/62*z^3 - 235/62*z + 1
*
[ -12/5 ] 
f(z) = 51/64*z^3 - 238/75*z + 1
*
-2 | 0.069348894423191908251440209523687488955 | 0.012663079698345300725589889348309422616
f(z) = 51/70*z^3 - 239/70*z + 1
*
1/2 | 0.15882432472440597264389936779460100225 | 0.029023477491446344973971457141914055264
f(z) = 52/75*z^3 - 238/75*z + 1
*
0 | 0.14595384876492632038282815789673293744 | 0.026775420868560042363230555801625383192
f(z) = 53/60*z^3 - 233/60*z + 1
*
[ 5/2 ] 
f(z) = 53/75*z^3 - 229/60*z + 1
*
[ 12/5 ] 
f(z) = 55/72*z^3 - 229/60*z + 1
*
0 | 0.14132000439853723917060103808500762681 | 0.025804974881772865068323196976120824843
f(z) = 59/60*z^3 - 239/60*z + 1
*
[ 21/10 ] 
f(z) = 40/63*z^3 - 239/105*z + 1
*
[ -9/4 ] 
f(z) = 40/63*z^3 - 223/126*z + 1
*
[ 4/11 ] 
f(z) = 41/64*z^3 - 222/121*z + 1
*
[ 4/11 ] 
f(z) = 45/64*z^3 - 223/121*z + 1
*
8/7 | 0.13249418688084574433811878071525830025 | 0.024306228622213628157314965985058971251
f(z) = 49/60*z^3 - 233/120*z + 1
*
[ 4/11 ] 
f(z) = 49/64*z^3 - 224/121*z + 1
*
[ 12/7 ] 
f(z) = 49/66*z^3 - 233/132*z + 1
*
-19/10 | 0.14289156868329139611526608986187531300 | 0.026172603820033943465193998379375648799
f(z) = 50/63*z^3 - 235/126*z + 1
*
[ 2/5 ] 
f(z) = 50/69*z^3 - 223/138*z + 1
*
[ -2 ] 
f(z) = 51/61*z^3 - 225/122*z + 1
*
[ -2 ] 
f(z) = 52/61*z^3 - 233/122*z + 1
*
[ -2 ] 
f(z) = 52/63*z^3 - 227/126*z + 1
*
[ -2 ] 
f(z) = 53/63*z^3 - 235/126*z + 1
*
[ 4/11 ] 
f(z) = 53/64*z^3 - 225/121*z + 1
*
[ -2 ] 
f(z) = 53/65*z^3 - 229/130*z + 1
*
[ -2 ] 
f(z) = 53/67*z^3 - 223/134*z + 1
*
[ -2 ] 
f(z) = 54/65*z^3 - 237/130*z + 1
*
[ -2 ] 
f(z) = 54/67*z^3 - 231/134*z + 1
*
[ -2 ] 
f(z) = 55/67*z^3 - 239/134*z + 1
*
[ -2 ] 
f(z) = 55/69*z^3 - 233/138*z + 1
*
3/5 | 0.13251077655002417748360115788957501755 | 0.020231731700678489567807732839118889988
f(z) = 55/72*z^3 - 233/120*z + 1
*
5/8 | 0.17962002396117420823809553170705471737 | 0.025534563312508669246428260954428861331
f(z) = 56/75*z^3 - 227/120*z + 1
*
[ 5/3 ] 
f(z) = 56/75*z^3 - 226/135*z + 1
*
[ 4/11 ] 
f(z) = 57/64*z^3 - 226/121*z + 1
*
[ 5/3 ] 
f(z) = 58/75*z^3 - 236/135*z + 1
*
[ 12/7 ] 
f(z) = 43/64*z^3 - 229/147*z + 1
*
[ 12/7 ] 
f(z) = 49/78*z^3 - 223/156*z + 1
*
[ 2/5 ] 
f(z) = 50/71*z^3 - 229/142*z + 1
*
[ 2/5 ] 
f(z) = 50/73*z^3 - 235/146*z + 1
*
[ -2 ] 
f(z) = 55/71*z^3 - 227/142*z + 1
*
[ -2 ] 
f(z) = 55/73*z^3 - 221/146*z + 1
*
[ -2 ] 
f(z) = 56/71*z^3 - 235/142*z + 1
*
[ -2 ] 
f(z) = 56/73*z^3 - 229/146*z + 1
*
[ -2 ] 
f(z) = 56/75*z^3 - 223/150*z + 1
*
[ 8/19 ] 
f(z) = 57/64*z^3 - 233/152*z + 1
*
[ -2 ] 
f(z) = 57/73*z^3 - 237/146*z + 1
*
[ -2 ] 
f(z) = 57/77*z^3 - 225/154*z + 1
*
[ -2 ] 
f(z) = 58/75*z^3 - 239/150*z + 1
*
[ -2 ] 
f(z) = 58/77*z^3 - 233/154*z + 1
*
[ -2 ] 
f(z) = 58/79*z^3 - 227/158*z + 1
*
[ -2 ] 
f(z) = 59/79*z^3 - 235/158*z + 1
*
[ 4/9 ] 
f(z) = 41/64*z^3 - 223/162*z + 1
*
[ 4/9 ] 
f(z) = 49/64*z^3 - 227/162*z + 1
*
-3/20 | 0.13165283543296653200028111182038733108 | 0.020181126392992743501279463604574901023
f(z) = 50/63*z^3 - 227/168*z + 1
*
[ 4/9 ] 
f(z) = 53/64*z^3 - 229/162*z + 1
*
[ 3/2 ] 
f(z) = 44/61*z^3 - 236/183*z + 1
*
[ 3/2 ] 
f(z) = 44/65*z^3 - 232/195*z + 1
*
0 | 0.15243302207066737737083642132195712969 | 0.028098511798166983669612632468276287439
f(z) = 54/65*z^3 - 227/195*z + 1
*
[ 3/2 ] 
f(z) = 44/67*z^3 - 230/201*z + 1
*
[ 3/2 ] 
f(z) = 44/71*z^3 - 226/213*z + 1
*
[ 3/2 ] 
f(z) = 44/73*z^3 - 224/219*z + 1
*
[ 6/5 ] 
f(z) = 55/63*z^3 - 229/210*z + 1
*
[ 15/28 ] 
f(z) = 56/75*z^3 - 227/210*z + 1
*
[ -21/11 ] 
f(z) = 44/63*z^3 - 236/231*z + 1
*
0 | 0.15757077358933215582164677412584035004 | 0.028496752756123781047421894018756760799
f(z) = 40/63*z^3 - 223/252*z + 1
*
0 | 0.093391783371748362196693049470550740663 | 0.016889950462097398787177196556722311129
f(z) = 44/63*z^3 - 239/252*z + 1
*
[ 8/7 ] 
f(z) = 49/62*z^3 - 225/248*z + 1
*
[ 2/3 ] 
f(z) = 43/60*z^3 - 221/270*z + 1
*
[ 5/4 ] 
f(z) = 44/65*z^3 - 223/260*z + 1
*
[ 2/3 ] 
f(z) = 47/60*z^3 - 229/270*z + 1
*
[ 5/8 ] 
f(z) = 48/65*z^3 - 231/260*z + 1
*
[ 2/3 ] 
f(z) = 49/60*z^3 - 233/270*z + 1
*
[ 8/7 ] 
f(z) = 49/66*z^3 - 223/264*z + 1
*
[ -12/7 ] 
f(z) = 51/64*z^3 - 223/294*z + 1
*
[ 5 ] 
f(z) = 43/75*z^3 - 203/15*z + 1
*
[ 5 ] 
f(z) = 44/75*z^3 - 208/15*z + 1
*
[ -5 ] 
f(z) = 44/75*z^3 - 202/15*z + 1
*
[ 5 ] 
f(z) = 46/75*z^3 - 218/15*z + 1
*
[ -5 ] 
f(z) = 46/75*z^3 - 212/15*z + 1
*
[ -5 ] 
f(z) = 47/75*z^3 - 217/15*z + 1
*
-2 | 0.069828113909500212517098636874929406875 | 0.013166905376944690597968851569985555578
f(z) = 41/74*z^3 - 201/74*z + 1
*
-2 | 0.067292014744420589136567922875594867728 | 0.012665049126620985931903027908860157636
f(z) = 43/62*z^3 - 203/62*z + 1
*
-2 | 0.069357577996985871588300235782574107304 | 0.013006044512337080513462738413917834096
f(z) = 43/70*z^3 - 207/70*z + 1
*
-2 | 0.070119744761644212809184269460167997251 | 0.013125300936731069774780947095528978760
f(z) = 43/74*z^3 - 209/74*z + 1
*
0 | 0.10263886744615822939928104030477439499 | 0.019353755672276139802710111061247166824
f(z) = 43/79*z^3 - 201/79*z + 1
*
0 | 0.10326328692872097041462728094341478965 | 0.019453293016717317346850022658211241018
f(z) = 44/79*z^3 - 202/79*z + 1
*
-2 | 0.067124225827934723122656208118187535900 | 0.012542228167086541213882221438453546253
f(z) = 45/62*z^3 - 211/62*z + 1
*
-2 | 0.070344882127891332310547177312989067637 | 0.013075506372179764896545961021669780113
f(z) = 45/74*z^3 - 217/74*z + 1
*
[ 7/3 ] 
f(z) = 45/77*z^3 - 201/77*z + 1
*
0 | 0.10386511327974691618505766906455093137 | 0.019548482345583470039519892201411234895
f(z) = 45/79*z^3 - 203/79*z + 1
*
0 | 0.10444607785303148090565528715590828221 | 0.019639661755268589056897795996125024921
f(z) = 46/79*z^3 - 204/79*z + 1
*
-2 | 0.066730308113274990703934450571207637341 | 0.012382523643927666487543879055882326584
f(z) = 47/62*z^3 - 219/62*z + 1
*
[ -12/5 ] 
f(z) = 47/64*z^3 - 211/75*z + 1
*
0 | 0.10519421782178107507980334012896100182 | 0.019835596792091757342623778553445888158
f(z) = 47/77*z^3 - 201/77*z + 1
*
0 | 0.071921374406605111127913495020457532076 | 0.013536342217919397454943042604729383338
f(z) = 47/78*z^3 - 203/78*z + 1
*
0 | 0.10500770650430906033314293132900329366 | 0.019727129371511303020692474614074423679
f(z) = 47/79*z^3 - 205/79*z + 1
*
[ -5/2 ] 
f(z) = 48/65*z^3 - 209/65*z + 1
*
[ 1/4 ] 
f(z) = 48/67*z^3 - 204/67*z + 1
*
[ 1/4 ] 
f(z) = 48/71*z^3 - 216/71*z + 1
*
0 | 0.10573091577596352648062874831098085545 | 0.019918158202105508205590980811113323162
f(z) = 48/77*z^3 - 202/77*z + 1
*
0 | 0.10555135237554975708996906818870785129 | 0.019811149702364337704376796249333384758
f(z) = 48/79*z^3 - 206/79*z + 1
*
-15/7 | 0.13232985798764840425009365230217102728 | 0.024597097173343535380838708787556149385
f(z) = 49/60*z^3 - 217/60*z + 1
*
13/7 | 0.15407474589803874555000721514170890875 | 0.028971656539600835260796457655127506726
f(z) = 49/65*z^3 - 204/65*z + 1
*
[ 5/2 ] 
f(z) = 49/75*z^3 - 209/60*z + 1
*
0 | 0.080665876721691686973516351593922736040 | 0.015210491970602931008446555317191482858
f(z) = 49/76*z^3 - 201/76*z + 1
*
13/7 | 0.15164722282313835102020170935025726414 | 0.028335433982186388470730169516778375453
f(z) = 49/78*z^3 - 211/78*z + 1
*
0 | 0.10607822219893786634433345751764501694 | 0.019891958738364915631863690347010444899
f(z) = 49/79*z^3 - 207/79*z + 1
*
0 | 0.10675656260159516923117818906679098717 | 0.020074116929510257234033935642612913459
f(z) = 50/77*z^3 - 204/77*z + 1
*
0 | 0.10658939762889010967403885796001723354 | 0.019969768091069941457311920505834539219
f(z) = 50/79*z^3 - 208/79*z + 1
*
0 | 0.081656390258944670285841040110746534677 | 0.015368572304752060629294983679314770443
f(z) = 51/76*z^3 - 203/76*z + 1
*
0 | 0.10724746110347520080472070390885685053 | 0.020147897810410354477532347606264377200
f(z) = 51/77*z^3 - 205/77*z + 1
*
0 | 0.10708585271070468086836814835492547735 | 0.020044768384029977041098121882625516529
f(z) = 51/79*z^3 - 209/79*z + 1
*
0 | 0.087535053761741159028593517465603864572 | 0.016490323915765614895792213657605514848
f(z) = 52/75*z^3 - 202/75*z + 1
*
0 | 0.10772489009193455660600008365262750876 | 0.020219105451996296000027745771077241477
f(z) = 52/77*z^3 - 206/77*z + 1
*
0 | 0.10756846831252770564362708477254240196 | 0.020117132055897572991516786406466681554
f(z) = 52/79*z^3 - 210/79*z + 1
*
0 | 0.095576999731544120100358742591797584022 | 0.018022158142614463375724477683886520046
f(z) = 53/74*z^3 - 201/74*z + 1
*
0 | 0.087994061827478699968235356006940891825 | 0.016561387263090453541686793542045186463
f(z) = 53/75*z^3 - 203/75*z + 1
*
0 | 0.082593659646212193053506337332388154732 | 0.015516345069783421496742620979796783706
f(z) = 53/76*z^3 - 205/76*z + 1
*
0 | 0.10818961276329493208092117329062209336 | 0.020287890090871917738915321083174016574
f(z) = 53/77*z^3 - 207/77*z + 1
*
0 | 0.074935095412307674865809478186213016968 | 0.014026657988452883287816980392883430076
f(z) = 53/78*z^3 - 209/78*z + 1
*
0 | 0.10803804414527739015273881148120116125 | 0.020187015696379451904779326265844267217
f(z) = 53/79*z^3 - 211/79*z + 1
*
0 | 0.10864232595611561626264164563476650673 | 0.020354388921229973948827850393117788979
f(z) = 54/77*z^3 - 208/77*z + 1
*
0 | 0.10849530884820417472705579006439511819 | 0.020254562007376128528022481536215024732
f(z) = 54/79*z^3 - 212/79*z + 1
*
0 | 0.10936277353825132591903906301423574956 | 0.020621626595910047538925543489101807300
f(z) = 55/73*z^3 - 201/73*z + 1
*
0 | 0.096458362692496760265141687235385048276 | 0.018154455722774856493350145842895754901
f(z) = 55/74*z^3 - 203/74*z + 1
*
0 | 0.083483412657282193528897051553801713204 | 0.015654943733900325243160623794052015544
f(z) = 55/76*z^3 - 207/76*z + 1
*
0 | 0.075833526957621395838995264678269922938 | 0.014169569720706895732635258714066153085
f(z) = 55/78*z^3 - 211/78*z + 1
*
0 | 0.10894092850942161389376709617016415504 | 0.020319901460734170884237002869034993505
f(z) = 55/79*z^3 - 213/79*z + 1
*
0 | 0.10978565282189884066652842988691854624 | 0.020682011360438199704477406231115677930
f(z) = 56/73*z^3 - 202/73*z + 1
*
0 | 0.089306242108921904203497295315478034079 | 0.016762071654756764526998310652593970238
f(z) = 56/75*z^3 - 206/75*z + 1
*
0 | 0.10937551390987815162939607464731941168 | 0.020383153708418644412879325374817038117
f(z) = 56/79*z^3 - 214/79*z + 1
*
[ 4/15 ] 
f(z) = 57/64*z^3 - 211/75*z + 1
*
0 | 0.11019870992559243815025280430040434009 | 0.020740530361570186495529342614693096567
f(z) = 57/73*z^3 - 203/73*z + 1
*
0 | 0.097297945715395640686996871639244815941 | 0.018278745690261594903415581835240036932
f(z) = 57/74*z^3 - 205/74*z + 1
*
0 | 0.10993453722320232285981917562445987147 | 0.020541377308856116748391900632126858237
f(z) = 57/77*z^3 - 211/77*z + 1
*
0 | 0.10979962671819600210225225708126873437 | 0.020444428789120026898602352572953590026
f(z) = 57/79*z^3 - 215/79*z + 1
*
0 | 0.11060240899653101742891600069340679498 | 0.020797275940474180309200868676526683865
f(z) = 58/73*z^3 - 204/73*z + 1
*
0 | 0.090130986349972105810043738298527293012 | 0.016886246993298401775191806514412016336
f(z) = 58/75*z^3 - 208/75*z + 1
*
0 | 0.11034510335330420573386119221277606894 | 0.020599892859946648401904415895519973018
f(z) = 58/77*z^3 - 212/77*z + 1
*
0 | 0.11021378481723610348644103218524226694 | 0.020503828166310661169640214739922325235
f(z) = 58/79*z^3 - 216/79*z + 1
*
[ 2 ] 
f(z) = 59/62*z^3 - 205/62*z + 1
*
[ 2 ] 
f(z) = 59/70*z^3 - 201/70*z + 1
*
0 | 0.11112016612644633850247540738136743593 | 0.020953003467250109709432797905787006551
f(z) = 59/71*z^3 - 201/71*z + 1
*
0 | 0.066118721618607047108149096828532358321 | 0.012444223295580055699215128762787134396
f(z) = 59/72*z^3 - 203/72*z + 1
*
0 | 0.11099718083130463153442575761075856053 | 0.020852333786019095869575125054390188942
f(z) = 59/73*z^3 - 205/73*z + 1
*
0 | 0.098099688059427621093783477360117425086 | 0.018395811191716431787437003054338067811
f(z) = 59/74*z^3 - 207/74*z + 1
*
[ -5/2 ] 
f(z) = 59/75*z^3 - 211/60*z + 1
*
0 | 0.090528966245258688346073126371989748770 | 0.016945582581614735397606976962525123066
f(z) = 59/75*z^3 - 209/75*z + 1
*
0 | 0.085138890135332739279949515220518563604 | 0.015908286059151287537036203903015207015
f(z) = 59/76*z^3 - 211/76*z + 1
*
0 | 0.11074638505335232843502068777278390960 | 0.020656659184082719294376880852583109394
f(z) = 59/77*z^3 - 213/77*z + 1
*
0 | 0.077502563084146701380391664232729729291 | 0.014430792520039934821104231399293456303
f(z) = 59/78*z^3 - 215/78*z + 1
*
0 | 0.11061846690737753543486270725892272433 | 0.020561445625831609758466914123427649469
f(z) = 59/79*z^3 - 217/79*z + 1
*
4/45 | 0.13389889873628161374195131216070078771 | 0.015252282170046024320378686444813699863
f(z) = 45/64*z^3 - 203/90*z + 1
*
[ -15/7 ] 
f(z) = 56/75*z^3 - 206/105*z + 1
*
[ -2 ] 
f(z) = 48/61*z^3 - 201/122*z + 1
*
[ -2 ] 
f(z) = 49/61*z^3 - 209/122*z + 1
*
[ -2 ] 
f(z) = 50/61*z^3 - 217/122*z + 1
*
[ -2 ] 
f(z) = 50/63*z^3 - 211/126*z + 1
*
[ 2/5 ] 
f(z) = 50/63*z^3 - 205/126*z + 1
*
[ 2/5 ] 
f(z) = 50/67*z^3 - 217/134*z + 1
*
[ -2 ] 
f(z) = 51/65*z^3 - 213/130*z + 1
*
[ -2 ] 
f(z) = 51/67*z^3 - 207/134*z + 1
*
[ -2 ] 
f(z) = 52/67*z^3 - 215/134*z + 1
*
[ -2 ] 
f(z) = 52/69*z^3 - 209/138*z + 1
*
[ 5/3 ] 
f(z) = 52/75*z^3 - 206/135*z + 1
*
[ -2 ] 
f(z) = 53/69*z^3 - 217/138*z + 1
*
[ 5/3 ] 
f(z) = 53/75*z^3 - 211/135*z + 1
*
[ 3/2 ] 
f(z) = 58/69*z^3 - 215/138*z + 1
*
[ -2 ] 
f(z) = 52/71*z^3 - 203/142*z + 1
*
[ -2 ] 
f(z) = 53/71*z^3 - 211/142*z + 1
*
[ -2 ] 
f(z) = 53/73*z^3 - 205/146*z + 1
*
[ -2 ] 
f(z) = 54/71*z^3 - 219/142*z + 1
*
[ -2 ] 
f(z) = 54/73*z^3 - 213/146*z + 1
*
[ -2 ] 
f(z) = 54/77*z^3 - 201/154*z + 1
*
[ -2 ] 
f(z) = 55/79*z^3 - 203/158*z + 1
*
[ -2 ] 
f(z) = 56/79*z^3 - 211/158*z + 1
*
[ -2 ] 
f(z) = 57/79*z^3 - 219/158*z + 1
*
[ 3/2 ] 
f(z) = 58/75*z^3 - 211/150*z + 1
*
[ 5/11 ] 
f(z) = 44/75*z^3 - 218/165*z + 1
*
[ 3/2 ] 
f(z) = 40/61*z^3 - 209/183*z + 1
*
[ 9/7 ] 
f(z) = 49/60*z^3 - 203/180*z + 1
*
0 | 0.14249973436274900218207512775788906672 | 0.026464827750986225615683574578466192579
f(z) = 51/65*z^3 - 218/195*z + 1
*
-15/13 | 0.19465945543997125604238984839281911183 | 0.028059772580692358202969995685720439577
f(z) = 52/75*z^3 - 206/195*z + 1
*
[ 5/9 ] 
f(z) = 54/65*z^3 - 206/195*z + 1
*
[ 3/2 ] 
f(z) = 40/67*z^3 - 203/201*z + 1
*
[ 3/2 ] 
f(z) = 44/79*z^3 - 218/237*z + 1
*
[ 7/12 ] 
f(z) = 48/77*z^3 - 214/231*z + 1
*
[ 3/5 ] 
f(z) = 50/77*z^3 - 208/231*z + 1
*
[ 3/5 ] 
f(z) = 50/79*z^3 - 212/237*z + 1
*
[ 4/3 ] 
f(z) = 51/76*z^3 - 215/228*z + 1
*
-3/2 | 0.15816602839482002803279379993991888820 | 0.028859049210702852969300614866056106392
f(z) = 41/60*z^3 - 209/240*z + 1
*
[ 6/5 ] 
f(z) = 45/64*z^3 - 203/240*z + 1
*
[ 15/14 ] 
f(z) = 49/60*z^3 - 209/240*z + 1
*
[ -15/8 ] 
f(z) = 52/75*z^3 - 217/240*z + 1
*
[ 5/8 ] 
f(z) = 52/75*z^3 - 209/240*z + 1
*
[ 5/4 ] 
f(z) = 53/75*z^3 - 217/240*z + 1
*
[ 2/3 ] 
f(z) = 41/60*z^3 - 217/270*z + 1
*
[ 16/17 ] 
f(z) = 51/64*z^3 - 209/272*z + 1
*
[ 21/26 ] 
f(z) = 52/63*z^3 - 212/273*z + 1
*
[ 3/4 ] 
f(z) = 52/69*z^3 - 209/276*z + 1
*
[ 28/41 ] 
f(z) = 41/64*z^3 - 219/287*z + 1
*
[ 8/7 ] 
f(z) = 49/74*z^3 - 219/296*z + 1
*
[ 4/5 ] 
f(z) = 50/73*z^3 - 201/292*z + 1
*
[ 5 ] 
f(z) = 41/75*z^3 - 193/15*z + 1
*
[ -5 ] 
f(z) = 41/75*z^3 - 187/15*z + 1
*
[ -5 ] 
f(z) = 43/75*z^3 - 197/15*z + 1
*
-4/21 | 0.26841067915594113540801036064181126485 | 0.028442380349904586525700132014622739718
f(z) = 49/64*z^3 - 196/9*z + 1
*
[ 24/7 ] 
f(z) = 49/64*z^3 - 199/24*z + 1
*
[ 4/35 ] 
f(z) = 49/64*z^3 - 194/25*z + 1
*
[ -24/7 ] 
f(z) = 49/64*z^3 - 185/24*z + 1
*
3 | 0.18716994577668504643136002350386740714 | 0.029620333954449155321960023189399254704
f(z) = 59/72*z^3 - 185/24*z + 1
*
-4/9 | 0.21740324064915989214915831850909130169 | 0.023192601045263448441994905271284685666
f(z) = 45/64*z^3 - 184/45*z + 1
*
-20/9 | 0.19541103993657488287001481017215409075 | 0.020883093081913948868028181466052809978
f(z) = 45/64*z^3 - 181/45*z + 1
*
-3/10 | 0.13965342370221523346055119610790636019 | 0.021848440964543760651301089638959115669
f(z) = 50/63*z^3 - 199/42*z + 1
*
-20/11 | 0.17892572489863301298561471369878775709 | 0.019121348358925141706007902263491217503
f(z) = 55/64*z^3 - 181/55*z + 1
*
0 | 0.10159396322248120322396397073770663568 | 0.019522258392705632691024916780339179433
f(z) = 40/71*z^3 - 182/71*z + 1
*
0 | 0.10135817201540528366851334591524991432 | 0.019395921452768073801096060460184090672
f(z) = 40/73*z^3 - 186/73*z + 1
*
0 | 0.10086604190114450306505104070729409886 | 0.019147448328236571059653865754241540116
f(z) = 40/77*z^3 - 194/77*z + 1
*
0 | 0.10060870111855663281926546989444981492 | 0.019024890485786073478728156299481818104
f(z) = 40/79*z^3 - 198/79*z + 1
*
-2 | 0.067303354811582638648357469882892406796 | 0.012763770234396652304180197331423504339
f(z) = 41/62*z^3 - 195/62*z + 1
*
-2 | 0.069133946099208219348324139861190502550 | 0.013060639503753975637028487179985471410
f(z) = 41/70*z^3 - 199/70*z + 1
*
0 | 0.089525102294529462754163708138599545100 | 0.017221343352913340597386054774428321440
f(z) = 41/70*z^3 - 181/70*z + 1
*
0 | 0.10225031998044732666340865268748794295 | 0.019627717010952552497181658375098220638
f(z) = 41/71*z^3 - 183/71*z + 1
*
0 | 0.060051030939979010552768156532742734131 | 0.011503244788697525419570225966057470075
f(z) = 41/72*z^3 - 185/72*z + 1
*
0 | 0.10202566769513418792149021392581488883 | 0.019503641611724209068639599468274585025
f(z) = 41/73*z^3 - 187/73*z + 1
*
0 | 0.089075707031471422595445807981399666464 | 0.016993515096313340280994589395805018595
f(z) = 41/74*z^3 - 189/74*z + 1
*
0 | 0.081450338459826125466464787741143500267 | 0.015507634851013130922847795211072452206
f(z) = 41/75*z^3 - 191/75*z + 1
*
0 | 0.076006492961029690952890354429589467881 | 0.014442517083994621404676465407516796547
f(z) = 41/76*z^3 - 193/76*z + 1
*
0 | 0.10155794788599250635756326277376860628 | 0.019259995522103691682973922667471974161
f(z) = 41/77*z^3 - 195/77*z + 1
*
0 | 0.068256799111195292100055272275392966353 | 0.012919584898820465651435491618254159471
f(z) = 41/78*z^3 - 197/78*z + 1
*
0 | 0.10131403657826812974232821799979994564 | 0.019140034427082395501207792293797697500
f(z) = 41/79*z^3 - 199/79*z + 1
*
0 | 0.10288204224182305769506299252419675969 | 0.019728343171190628420997044874588349545
f(z) = 42/71*z^3 - 184/71*z + 1
*
0 | 0.10266748065965032219670517081958493507 | 0.019606343656326015220586590977820337543
f(z) = 42/73*z^3 - 188/73*z + 1
*
0 | 0.10198987663003427000142445352391352474 | 0.019249484237008396415769997862985401767
f(z) = 42/79*z^3 - 200/79*z + 1
*
[ -12/5 ] 
f(z) = 43/64*z^3 - 184/75*z + 1
*
0 | 0.083347122810673662544597257922430458412 | 0.016032926884326559074176890399177221394
f(z) = 43/69*z^3 - 181/69*z + 1
*
0 | 0.090756589589400361121679743159699630724 | 0.017421409123028152101459361540757275489
f(z) = 43/70*z^3 - 183/70*z + 1
*
0 | 0.10349106789526665103648337172208065443 | 0.019824523722712694360208315580529095833
f(z) = 43/71*z^3 - 185/71*z + 1
*
0 | 0.058448830387624729712499420979513187975 | 0.011173316149334598940026031734233287855
f(z) = 43/72*z^3 - 187/72*z + 1
*
0 | 0.10328569354504528945861923976029081674 | 0.019704440761506318085632123190855422962
f(z) = 43/73*z^3 - 189/73*z + 1
*
0 | 0.090345773637531377498125521173773252675 | 0.017201270054809736851843900518865474321
f(z) = 43/74*z^3 - 191/74*z + 1
*
0 | 0.082731764197974761426522804812167727819 | 0.015720432179799364901946806333701421626
f(z) = 43/75*z^3 - 193/75*z + 1
*
0 | 0.077297509087184112649329859010920536931 | 0.014659115410250160164327270381063020105
f(z) = 43/76*z^3 - 195/76*z + 1
*
0 | 0.10285990116711067896423568490093063701 | 0.019469228606045269662390316458862363024
f(z) = 43/77*z^3 - 197/77*z + 1
*
0 | 0.069571051992839847433341656518330614647 | 0.013143216628651440560728953731465169637
f(z) = 43/78*z^3 - 199/78*z + 1
*
[ -5/2 ] 
f(z) = 44/65*z^3 - 184/65*z + 1
*
0 | 0.083928186988791644161251966566674610746 | 0.016127609366300785221495421655455801253
f(z) = 44/69*z^3 - 182/69*z + 1
*
0 | 0.10407910013645561261740742203379038701 | 0.019916598839358064974138886347956845735
f(z) = 44/71*z^3 - 186/71*z + 1
*
0 | 0.10388212842926756469663338349383963612 | 0.019798294614359111088839692071345121556
f(z) = 44/73*z^3 - 190/73*z + 1
*
0 | 0.083337037556898409327947302175673189089 | 0.015819909162420666467237415649400583667
f(z) = 44/75*z^3 - 194/75*z + 1
*
0 | 0.079253470611472606942946578230387406595 | 0.015245458472864514281665092550850728623
f(z) = 45/68*z^3 - 181/68*z + 1
*
0 | 0.10464764556284487833975898331986397403 | 0.020004869565443751510135911881570071105
f(z) = 45/71*z^3 - 187/71*z + 1
*
0 | 0.10445839051716155154017613150604863660 | 0.019888224013503161089277387442060122158
f(z) = 45/73*z^3 - 191/73*z + 1
*
0 | 0.091526831949964776122429243388523115386 | 0.017391643563386469509367595390908014260
f(z) = 45/74*z^3 - 193/74*z + 1
*
0 | 0.078495936916858082532783660434262757485 | 0.014857639596572702008177524075935712655
f(z) = 45/76*z^3 - 197/76*z + 1
*
0 | 0.10406735613228611267707808128660476102 | 0.019660185758847289389061425300617014773
f(z) = 45/77*z^3 - 199/77*z + 1
*
0 | 0.10519804461765188254454144535568470124 | 0.020089603850168392601992181279164571631
f(z) = 46/71*z^3 - 188/71*z + 1
*
0 | 0.10501590277294628773356336886812788025 | 0.019974511690809599609529287847637905291
f(z) = 46/73*z^3 - 192/73*z + 1
*
0 | 0.084486355366627089960430948663065328998 | 0.016006919292455109069578196159084116302
f(z) = 46/75*z^3 - 196/75*z + 1
*
0 | 0.10464012246069376171948611269452209378 | 0.019749689424299051614542404761674537899
f(z) = 46/77*z^3 - 200/77*z + 1
*
0 | 0.10607283221521969877937639721434276947 | 0.020404519147987496895806184967834994782
f(z) = 47/67*z^3 - 181/67*z + 1
*
0 | 0.080317862083066844216319243565935892180 | 0.015417616963864834255876412703088329572
f(z) = 47/68*z^3 - 183/68*z + 1
*
0 | 0.085559073948751896475072978339867119985 | 0.016389509990435985476542461406871989147
f(z) = 47/69*z^3 - 185/69*z + 1
*
0 | 0.092982618835874428839914136142419925147 | 0.017774935610452674764194477744491934397
f(z) = 47/70*z^3 - 187/70*z + 1
*
0 | 0.10573149619074532310293393836455540581 | 0.020171041427023595910694125505500669274
f(z) = 47/71*z^3 - 189/71*z + 1
*
0 | 0.054682136445765959150372088675298951923 | 0.010411136662034513023376049371428125723
f(z) = 47/72*z^3 - 191/72*z + 1
*
0 | 0.10555593370432213560130846148019047796 | 0.020057409787652214969571051531408625572
f(z) = 47/73*z^3 - 193/73*z + 1
*
0 | 0.092631453839360025245405205379071029766 | 0.017567127175066721953111268263347551593
f(z) = 47/74*z^3 - 195/74*z + 1
*
[ 5/2 ] 
f(z) = 47/75*z^3 - 199/60*z + 1
*
0 | 0.085033259940510074697652610597485127874 | 0.016095018156875463251389188464203733907
f(z) = 47/75*z^3 - 197/75*z + 1
*
0 | 0.079615211476015502166935650140959932424 | 0.015040738085617304287434047718462433451
f(z) = 47/76*z^3 - 199/76*z + 1
*
[ 1/4 ] 
f(z) = 48/61*z^3 - 186/61*z + 1
*
[ 1/4 ] 
f(z) = 48/65*z^3 - 198/65*z + 1
*
5/4 | 0.15603075141377032748481706858270163848 | 0.029677772470123979983108473967622441561
f(z) = 48/65*z^3 - 192/65*z + 1
*
0 | 0.10657891845186893061924128143007047983 | 0.020480165545624355406657274705651179000
f(z) = 48/67*z^3 - 182/67*z + 1
*
0 | 0.10624907769821091615514820290461604215 | 0.020249397799019887626601743933798743672
f(z) = 48/71*z^3 - 190/71*z + 1
*
0 | 0.10607961989250424066508340782504136738 | 0.020137144298389032031307739799164660887
f(z) = 48/73*z^3 - 194/73*z + 1
*
[ 15/7 ] 
f(z) = 49/60*z^3 - 193/60*z + 1
*
1/7 | 0.069621622845014818534597537926117518624 | 0.013392644532887626612071882244618102615
f(z) = 49/60*z^3 - 181/60*z + 1
*
0 | 0.073969941443539673327805218968631705825 | 0.014229101411168471977979331581905280297
f(z) = 49/66*z^3 - 181/66*z + 1
*
0 | 0.10707087967328746795865718102259740867 | 0.020553059655391842028362784462596365156
f(z) = 49/67*z^3 - 183/67*z + 1
*
[ -17/7 ] 
f(z) = 49/68*z^3 - 193/68*z + 1
*
0 | 0.081321304182160793215689576174278312684 | 0.015577732037248757880201917913002126108
f(z) = 49/68*z^3 - 185/68*z + 1
*
0 | 0.086569048523183164629871377266337137586 | 0.016548891423179102150846942798076800112
f(z) = 49/69*z^3 - 187/69*z + 1
*
0 | 0.10675176162162617555099903582611607180 | 0.020324867523381806230422256876921463451
f(z) = 49/71*z^3 - 191/71*z + 1
*
0 | 0.064582547275810965680308001235768886053 | 0.012271774502699723474049445577953064674
f(z) = 49/72*z^3 - 193/72*z + 1
*
0 | 0.10658798443996403171180416767609952355 | 0.020213918711003332058611875482937701335
f(z) = 49/73*z^3 - 195/73*z + 1
*
0 | 0.093669580148087357997430578383477454220 | 0.017729692996424053162565333653565831619
f(z) = 49/74*z^3 - 197/74*z + 1
*
[ 2/7 ] 
f(z) = 49/74*z^3 - 189/74*z + 1
*
0 | 0.086076555935291494218041986833671496524 | 0.016261401673532306736253511999615439833
f(z) = 49/75*z^3 - 199/75*z + 1
*
3/7 | 0.12586611493309493166788083788171282504 | 0.024135698076327546719855150354415351292
f(z) = 49/75*z^3 - 184/75*z + 1
*
13/7 | 0.14304004212632968420185886674977579946 | 0.027515653325572768824155759440848605045
f(z) = 49/78*z^3 - 181/78*z + 1
*
9/5 | 0.10500217812928421166580162197606220558 | 0.019874716842381986421217344209179950158
f(z) = 50/63*z^3 - 197/63*z + 1
*
0 | 0.10754952032735921589199224240271329041 | 0.020623364376145254126534670734610714015
f(z) = 50/67*z^3 - 184/67*z + 1
*
0 | 0.087051577478797047939276748286180442231 | 0.016624184531542377704415415811178303451
f(z) = 50/69*z^3 - 188/69*z + 1
*
0 | 0.10724042924511037594778857737371372415 | 0.020397626941466701551267798619837691699
f(z) = 50/71*z^3 - 192/71*z + 1
*
0 | 0.10708195220966754855484310668651992981 | 0.020287917016429262481680674283896278020
f(z) = 50/73*z^3 - 196/73*z + 1
*
[ 11/5 ] 
f(z) = 50/77*z^3 - 200/77*z + 1
*
0 | 0.10816193683051013875538397557913942333 | 0.020806386188158095267727081744558273860
f(z) = 51/65*z^3 - 181/65*z + 1
*
0 | 0.10801557514767276332800502212689414861 | 0.020691228484612373449218768897689314251
f(z) = 51/67*z^3 - 185/67*z + 1
*
0 | 0.094956298607066250808805278600607808480 | 0.018079085163390169443858012782592779860
f(z) = 51/70*z^3 - 191/70*z + 1
*
0 | 0.10771588215232582812024539157133246892 | 0.020467836464973525556386284791187728201
f(z) = 51/71*z^3 - 193/71*z + 1
*
0 | 0.10756236251600676107638211159813896579 | 0.020359306216211434934618820578560417682
f(z) = 51/73*z^3 - 197/73*z + 1
*
0 | 0.094649233576323445391825595943170472204 | 0.017880933879761927115706738228592292894
f(z) = 51/74*z^3 - 199/74*z + 1
*
0 | 0.10846971725893173213819750320079775457 | 0.020756788270001921094976095728707986989
f(z) = 52/67*z^3 - 186/67*z + 1
*
0 | 0.087980729777241322242637398124882144555 | 0.016767738925393352469919690063059823953
f(z) = 52/69*z^3 - 190/69*z + 1
*
0 | 0.10817885191650422458294284613824238149 | 0.020535642504037994678533803096461143014
f(z) = 52/71*z^3 - 194/71*z + 1
*
0 | 0.10802997977225724162517253907919619437 | 0.020428238427678095185415033670143155490
f(z) = 52/73*z^3 - 198/73*z + 1
*
[ 2 ] 
f(z) = 53/62*z^3 - 181/62*z + 1
*
0 | 0.083447020769891960174144160919537506995 | 0.016052143584580011490902959725895929055
f(z) = 53/64*z^3 - 181/64*z + 1
*
0 | 0.10905077146273955772586925415038200673 | 0.020933114757059056028523873906540236235
f(z) = 53/65*z^3 - 183/65*z + 1
*
0 | 0.075802871424678355928088692641918946724 | 0.014520633068827454874047711633101862414
f(z) = 53/66*z^3 - 185/66*z + 1
*
0 | 0.10891256510676313114841543375393304759 | 0.020820168932422429605858873422227143999
f(z) = 53/67*z^3 - 187/67*z + 1
*
0 | 0.083171894464282375648626068355868080048 | 0.015867208818992577336728413126669043449
f(z) = 53/68*z^3 - 189/68*z + 1
*
0 | 0.088428697507832061442867567600168944107 | 0.016836270753847544792816206284618209200
f(z) = 53/69*z^3 - 191/69*z + 1
*
0 | 0.095866032536258666198754884389627889660 | 0.018216164945139484188403433408191539344
f(z) = 53/70*z^3 - 193/70*z + 1
*
0 | 0.10863000832060487386897002394330001678 | 0.020601179103871076984966795378441320602
f(z) = 53/71*z^3 - 195/71*z + 1
*
0 | 0.066470342848428017139400252526289523182 | 0.012581446081070575465966669534151934855
f(z) = 53/72*z^3 - 197/72*z + 1
*
0 | 0.10848550248486165467984138962688929339 | 0.020494852663337434462512742604344038020
f(z) = 53/73*z^3 - 199/73*z + 1
*
[ -5/2 ] 
f(z) = 53/75*z^3 - 181/60*z + 1
*
0 | 0.10947915678815804368291356935507417972 | 0.020993385513602861783016103057912803310
f(z) = 54/65*z^3 - 184/65*z + 1
*
0 | 0.10934468841471763141899110906329397326 | 0.020881485785746031128876350756908540722
f(z) = 54/67*z^3 - 188/67*z + 1
*
0 | 0.10906996637254048555797099851742195287 | 0.020664569342349511527305535132930612094
f(z) = 54/71*z^3 - 196/71*z + 1
*
0 | 0.10892957089935840574551354997976574472 | 0.020559276344430887428057695914796174074
f(z) = 54/73*z^3 - 200/73*z + 1
*
[ -7/3 ] 
f(z) = 54/77*z^3 - 184/77*z + 1
*
[ 2 ] 
f(z) = 55/62*z^3 - 189/62*z + 1
*
0 | 0.096463624618803198163952553573141186265 | 0.018556060345640797493836525960918263823
f(z) = 55/63*z^3 - 181/63*z + 1
*
0 | 0.084290238112001662065082122463643887273 | 0.016180144382575440958190536430743944391
f(z) = 55/64*z^3 - 183/64*z + 1
*
0 | 0.10976661333101194258507497395413795785 | 0.020940845297502970151863633153077320613
f(z) = 55/67*z^3 - 189/67*z + 1
*
0 | 0.084029663461358183858975768306166123821 | 0.015998722193830950241480032623850285617
f(z) = 55/68*z^3 - 191/68*z + 1
*
0 | 0.089290245001313676155864989195898834997 | 0.016966654276848872304817266059313206469
f(z) = 55/69*z^3 - 193/69*z + 1
*
0 | 0.10949929232554401028264880936219301099 | 0.020725926530132194574921901431684283842
f(z) = 55/71*z^3 - 197/71*z + 1
*
0 | 0.058469275865268352681141170406883061179 | 0.011045892462524407906935279624066315723
f(z) = 55/72*z^3 - 199/72*z + 1
*
[ 2 ] 
f(z) = 55/74*z^3 - 183/74*z + 1
*
0 | 0.11030640789548925698928280182949445046 | 0.021108257782635691345951906186479321491
f(z) = 56/65*z^3 - 186/65*z + 1
*
0 | 0.11017882689628820784896506596100495897 | 0.020998345992135228052321784155855407094
f(z) = 56/67*z^3 - 190/67*z + 1
*
0 | 0.089705908157329507590264056130027623905 | 0.017028914873683693317768944489957993251
f(z) = 56/69*z^3 - 194/69*z + 1
*
0 | 0.10991850887162831498401788403284483555 | 0.020785355246554588860635342626084966816
f(z) = 56/71*z^3 - 198/71*z + 1
*
[ 2 ] 
f(z) = 57/62*z^3 - 197/62*z + 1
*
0 | 0.098054471127724416237768615603029479025 | 0.018862080816433266039851476076384435700
f(z) = 57/62*z^3 - 181/62*z + 1
*
0 | 0.085095677431796226455521803466961893721 | 0.016300742762208067249824677060821981164
f(z) = 57/64*z^3 - 185/64*z + 1
*
0 | 0.11070618196902760016410881268342280329 | 0.021163044027098432132580971107777341343
f(z) = 57/65*z^3 - 187/65*z + 1
*
0 | 0.11058178093915402599483817329791291530 | 0.021054079239031627383308681290953871184
f(z) = 57/67*z^3 - 191/67*z + 1
*
0 | 0.084848166945316260536907505137882643022 | 0.016122584438696045623989581899071496299
f(z) = 57/68*z^3 - 193/68*z + 1
*
0 | 0.097556739893866680977923647644035844679 | 0.018465451060160099569611121046541531192
f(z) = 57/70*z^3 - 197/70*z + 1
*
[ 2 ] 
f(z) = 57/70*z^3 - 193/70*z + 1
*
0 | 0.11032809964344990107936133382000252009 | 0.020842952238102458594581730598475896301
f(z) = 57/71*z^3 - 199/71*z + 1
*
[ 2 ] 
f(z) = 57/74*z^3 - 191/74*z + 1
*
0 | 0.097654060969215292691877929701769696224 | 0.018725841603461870690615918827462203721
f(z) = 58/63*z^3 - 184/63*z + 1
*
0 | 0.11109727458252906218109046011463914144 | 0.021216176054491848432257963723988460255
f(z) = 58/65*z^3 - 188/65*z + 1
*
0 | 0.11097589548690438646335973992968750726 | 0.021108129942889842250973011700134600679
f(z) = 58/67*z^3 - 192/67*z + 1
*
0 | 0.090509353016452207618221780828761934784 | 0.017148046008846525053999096494840072786
f(z) = 58/69*z^3 - 196/69*z + 1
*
0 | 0.11072851313437530365986694009288134398 | 0.020898807201222304205507221518120085134
f(z) = 58/71*z^3 - 200/71*z + 1
*
0 | 0.11171290109831130004876166903702341175 | 0.021489461362856522891954812900907031857
f(z) = 59/61*z^3 - 181/61*z + 1
*
0 | 0.098819793890107942609435785072302725241 | 0.018969201758259488897124895701961195278
f(z) = 59/62*z^3 - 183/62*z + 1
*
0 | 0.098034049887180197676986523846267338871 | 0.018779189230019453909573947197542830969
f(z) = 59/63*z^3 - 185/63*z + 1
*
0 | 0.085866670019684488237217546706997005332 | 0.016414621891624047273558898219233554830
f(z) = 59/64*z^3 - 187/64*z + 1
*
0 | 0.11148006528846128606863947486981903578 | 0.021267730962249201183916386012381651310
f(z) = 59/65*z^3 - 189/65*z + 1
*
0 | 0.078240912953742845891961285365792328301 | 0.014896580314334735782153340921795049793
f(z) = 59/66*z^3 - 191/66*z + 1
*
0 | 0.11136156176341835593622849786234111372 | 0.021160577150864282532509935187336036309
f(z) = 59/67*z^3 - 193/67*z + 1
*
0 | 0.085630956389029936756931224518971337595 | 0.016239515182579304514691933378649295823
f(z) = 59/68*z^3 - 195/68*z + 1
*
0 | 0.090897972146243119604140798794684627412 | 0.017205085552882159120090367718910601428
f(z) = 59/69*z^3 - 197/69*z + 1
*
0 | 0.098345671151157198065563532659049243110 | 0.018579257081850736733122821655658408657
f(z) = 59/70*z^3 - 199/70*z + 1
*
[ 2 ] 
f(z) = 59/74*z^3 - 199/74*z + 1
*
4/3 | 0.23441812834842681744907002280215010477 | 0.026888951302105245726914564866610798569
f(z) = 51/64*z^3 - 191/102*z + 1
*
0 | 0.12946429598620110472568620251391572931 | 0.021626214637972328297311328688992256988
f(z) = 51/70*z^3 - 199/105*z + 1
*
[ 5/14 ] 
f(z) = 56/75*z^3 - 199/105*z + 1
*
5/7 | 0.19083925937487224804266897955776269857 | 0.027898247392627067492603896276063298696
f(z) = 56/75*z^3 - 187/105*z + 1
*
[ 7/4 ] 
f(z) = 40/63*z^3 - 191/126*z + 1
*
[ -2 ] 
f(z) = 46/61*z^3 - 185/122*z + 1
*
[ -2 ] 
f(z) = 47/61*z^3 - 193/122*z + 1
*
[ -2 ] 
f(z) = 47/63*z^3 - 187/126*z + 1
*
[ -2 ] 
f(z) = 47/65*z^3 - 181/130*z + 1
*
[ 5/3 ] 
f(z) = 47/75*z^3 - 181/135*z + 1
*
[ -2 ] 
f(z) = 48/65*z^3 - 189/130*z + 1
*
[ -2 ] 
f(z) = 48/67*z^3 - 183/134*z + 1
*
[ -2 ] 
f(z) = 49/65*z^3 - 197/130*z + 1
*
[ -2 ] 
f(z) = 49/67*z^3 - 191/134*z + 1
*
[ -2 ] 
f(z) = 49/69*z^3 - 185/138*z + 1
*
[ -15/7 ] 
f(z) = 49/72*z^3 - 199/120*z + 1
*
[ 5/3 ] 
f(z) = 49/75*z^3 - 191/135*z + 1
*
[ 2/5 ] 
f(z) = 50/61*z^3 - 199/122*z + 1
*
[ -2 ] 
f(z) = 50/67*z^3 - 199/134*z + 1
*
[ -2 ] 
f(z) = 50/69*z^3 - 193/138*z + 1
*
[ 1/2 ] 
f(z) = 46/79*z^3 - 181/158*z + 1
*
[ -2 ] 
f(z) = 50/71*z^3 - 187/142*z + 1
*
[ -2 ] 
f(z) = 50/73*z^3 - 181/146*z + 1
*
[ 1/2 ] 
f(z) = 50/79*z^3 - 183/158*z + 1
*
[ -2 ] 
f(z) = 51/71*z^3 - 195/142*z + 1
*
[ -2 ] 
f(z) = 51/73*z^3 - 189/146*z + 1
*
[ -2 ] 
f(z) = 52/73*z^3 - 197/146*z + 1
*
[ -2 ] 
f(z) = 52/75*z^3 - 191/150*z + 1
*
[ -2 ] 
f(z) = 52/77*z^3 - 185/154*z + 1
*
[ -2 ] 
f(z) = 53/75*z^3 - 199/150*z + 1
*
[ -2 ] 
f(z) = 53/77*z^3 - 193/154*z + 1
*
[ -2 ] 
f(z) = 53/79*z^3 - 187/158*z + 1
*
[ 1/2 ] 
f(z) = 54/77*z^3 - 181/154*z + 1
*
[ -2 ] 
f(z) = 54/79*z^3 - 195/158*z + 1
*
[ 1/2 ] 
f(z) = 54/79*z^3 - 185/158*z + 1
*
[ 1/2 ] 
f(z) = 58/77*z^3 - 183/154*z + 1
*
[ 1/2 ] 
f(z) = 58/79*z^3 - 187/158*z + 1
*
[ 10/7 ] 
f(z) = 49/68*z^3 - 199/170*z + 1
*
-6/5 | 0.20393094277572218061536721736137883958 | 0.024145520700593670576859961907909341990
f(z) = 55/72*z^3 - 194/165*z + 1
*
0 | 0.15243198845424648764865522411922256224 | 0.028908022229337285782357484981464624871
f(z) = 42/65*z^3 - 191/195*z + 1
*
[ 9/7 ] 
f(z) = 49/66*z^3 - 199/198*z + 1
*
[ 10/7 ] 
f(z) = 49/76*z^3 - 193/190*z + 1
*
[ 15/26 ] 
f(z) = 52/75*z^3 - 188/195*z + 1
*
-20/19 | 0.23181706761684613485576506051690948040 | 0.026496590144616408710351568560030139412
f(z) = 57/64*z^3 - 197/190*z + 1
*
[ 3/2 ] 
f(z) = 40/71*z^3 - 199/213*z + 1
*
[ 3/2 ] 
f(z) = 40/73*z^3 - 197/219*z + 1
*
[ 9/7 ] 
f(z) = 49/69*z^3 - 197/207*z + 1
*
[ 3/5 ] 
f(z) = 50/67*z^3 - 188/201*z + 1
*
[ 3/5 ] 
f(z) = 50/71*z^3 - 196/213*z + 1
*
[ 3/5 ] 
f(z) = 50/73*z^3 - 200/219*z + 1
*
[ 2/3 ] 
f(z) = 57/70*z^3 - 181/210*z + 1
*
[ 3/2 ] 
f(z) = 40/77*z^3 - 193/231*z + 1
*
[ 3/2 ] 
f(z) = 40/79*z^3 - 191/237*z + 1
*
[ 9/7 ] 
f(z) = 49/75*z^3 - 193/225*z + 1
*
[ 9/7 ] 
f(z) = 49/78*z^3 - 191/234*z + 1
*
[ 11/9 ] 
f(z) = 54/77*z^3 - 200/231*z + 1
*
[ 2/3 ] 
f(z) = 57/74*z^3 - 187/222*z + 1
*
[ 5/8 ] 
f(z) = 44/75*z^3 - 199/240*z + 1
*
[ 5/4 ] 
f(z) = 47/75*z^3 - 187/240*z + 1
*
[ 5/4 ] 
f(z) = 49/75*z^3 - 197/240*z + 1
*
[ 4/5 ] 
f(z) = 50/61*z^3 - 189/244*z + 1
*
[ 4/5 ] 
f(z) = 50/63*z^3 - 191/252*z + 1
*
[ 3/4 ] 
f(z) = 44/69*z^3 - 191/276*z + 1
*
[ 13/14 ] 
f(z) = 49/65*z^3 - 189/260*z + 1
*
[ 11/14 ] 
f(z) = 49/66*z^3 - 193/264*z + 1
*
[ 4/5 ] 
f(z) = 50/67*z^3 - 195/268*z + 1
*
[ 4/5 ] 
f(z) = 50/69*z^3 - 197/276*z + 1
*
[ 5/6 ] 
f(z) = 58/75*z^3 - 199/270*z + 1
*
[ 4/5 ] 
f(z) = 50/71*z^3 - 199/284*z + 1
*
[ 36/7 ] 
f(z) = 49/64*z^3 - 175/9*z + 1
*
[ 30/7 ] 
f(z) = 49/72*z^3 - 176/15*z + 1
*
[ -30/7 ] 
f(z) = 49/72*z^3 - 169/15*z + 1
*
-2/7 | 0.13380230623938962566107659583822302958 | 0.023025135064026504805546817352536244814
f(z) = 49/60*z^3 - 167/30*z + 1
*
-18/7 | 0.15867110366522227822023883391107198950 | 0.026982435781274334978619191280675937994
f(z) = 49/68*z^3 - 179/34*z + 1
*
[ 24/7 ] 
f(z) = 49/72*z^3 - 175/24*z + 1
*
[ -24/7 ] 
f(z) = 49/72*z^3 - 161/24*z + 1
*
3 | 0.17549730597364245462618767159475394478 | 0.028230404680620874843010698259229639518
f(z) = 53/72*z^3 - 167/24*z + 1
*
3 | 0.17828636961720508343584457049628163008 | 0.028517132212679350816571468425399179788
f(z) = 55/72*z^3 - 173/24*z + 1
*
-8/3 | 0.21040214294979390989231183845548648878 | 0.029232932648716120814044057212542733099
f(z) = 57/64*z^3 - 167/24*z + 1
*
[ 3 ] 
f(z) = 59/63*z^3 - 163/21*z + 1
*
-3 | 0.17555848392966410829806874416017686896 | 0.028186268568594011501718806997082603988
f(z) = 59/72*z^3 - 169/24*z + 1
*
[ 3 ] 
f(z) = 59/72*z^3 - 161/24*z + 1
*
2/5 | 0.17434754080275671892256720048569972847 | 0.024305434325713265844389327994181050567
f(z) = 55/72*z^3 - 163/45*z + 1
*
0 | 0.10268617477072800560886767518058834256 | 0.020183632506299785051399392266121161411
f(z) = 40/61*z^3 - 162/61*z + 1
*
0 | 0.088915060616294397542057815128156448122 | 0.017393441513849892568166596891621645599
f(z) = 40/63*z^3 - 166/63*z + 1
*
0 | 0.10204713900401252693477232000317434567 | 0.019780198715751176159416361741078536473
f(z) = 40/67*z^3 - 174/67*z + 1
*
0 | 0.081479851706833325034329642992054582804 | 0.015724286998101357271756540069268146008
f(z) = 40/69*z^3 - 178/69*z + 1
*
0 | 0.057378827673670134330214792222324742620 | 0.011291923167749232447993203904168831000
f(z) = 41/60*z^3 - 161/60*z + 1
*
0 | 0.10329514845077829420193610772861911511 | 0.020278801350411357253529852864963553574
f(z) = 41/61*z^3 - 163/61*z + 1
*
0 | 0.090360549161550861930919081793856545048 | 0.017697123798801910038321912340425318754
f(z) = 41/62*z^3 - 165/62*z + 1
*
0 | 0.089532558750770485296232652493916988179 | 0.017493682492064705875202062813774513587
f(z) = 41/63*z^3 - 167/63*z + 1
*
0 | 0.077322153403074939279792952807365290697 | 0.015072842116383664446148057039227101929
f(z) = 41/64*z^3 - 169/64*z + 1
*
0 | 0.10289171823276749518278954202809318668 | 0.020011367352622748001350710453896462011
f(z) = 41/65*z^3 - 171/65*z + 1
*
0 | 0.069608937018812276645723045088239193537 | 0.013507665099551990408276062247845472655
f(z) = 41/66*z^3 - 173/66*z + 1
*
0 | 0.10268302927532375059390009814065897159 | 0.019881371618061243616555724193793237676
f(z) = 41/67*z^3 - 175/67*z + 1
*
0 | 0.076906010770018685629311838390820850611 | 0.014857763925576654416551914270516888812
f(z) = 41/68*z^3 - 177/68*z + 1
*
0 | 0.082124658375613762573857950743225859839 | 0.015831607952341855762624980923816032876
f(z) = 41/69*z^3 - 179/69*z + 1
*
[ 5/2 ] 
f(z) = 41/75*z^3 - 169/60*z + 1
*
0 | 0.10388358193235340573976587540268336339 | 0.020369863290061537242190503640142071103
f(z) = 42/61*z^3 - 164/61*z + 1
*
0 | 0.10349619247269287511491357743552935701 | 0.020106129873258650312048533868896101405
f(z) = 42/65*z^3 - 172/65*z + 1
*
0 | 0.10329612517547146109840033699598284906 | 0.019978037892506669166725528415017707329
f(z) = 42/67*z^3 - 176/67*z + 1
*
0 | 0.058529296758945153762141145545677073156 | 0.011490413634668445429236892584569447092
f(z) = 43/60*z^3 - 163/60*z + 1
*
0 | 0.10445289243856553879646383992223820295 | 0.020457110827462661673325013910120234617
f(z) = 43/61*z^3 - 165/61*z + 1
*
0 | 0.091525732827963221324075345207717817775 | 0.017883126901387183008604230645614856311
f(z) = 43/62*z^3 - 167/62*z + 1
*
0 | 0.090705353326054012008083922002229713073 | 0.017681704526093007694891037281239129772
f(z) = 43/63*z^3 - 169/63*z + 1
*
0 | 0.078502736919699761026942852661736109108 | 0.015267964552137484968745553732131418778
f(z) = 43/64*z^3 - 171/64*z + 1
*
0 | 0.10408027589803640510014930285194409089 | 0.020196853601136011435879509052054960861
f(z) = 43/65*z^3 - 173/65*z + 1
*
0 | 0.070805661614159750226636613224125986616 | 0.013709311861449908729395421519801096072
f(z) = 43/66*z^3 - 175/66*z + 1
*
0 | 0.10388812158471301192060750219882576930 | 0.020070540257160387535933434750679588658
f(z) = 43/67*z^3 - 177/67*z + 1
*
0 | 0.078119680040109529572868426276425023283 | 0.015059546940223803199982172179659611889
f(z) = 43/68*z^3 - 179/68*z + 1
*
[ 5/2 ] 
f(z) = 43/75*z^3 - 179/60*z + 1
*
0 | 0.10500434847610924759338775085969835808 | 0.020540805812422954536761741243965104627
f(z) = 44/61*z^3 - 166/61*z + 1
*
0 | 0.091263488673646586470676970663821802238 | 0.017770068236179384835536969418889438516
f(z) = 44/63*z^3 - 170/63*z + 1
*
0 | 0.10464538456112499202209406911685022569 | 0.020283826881455864456160637465670993438
f(z) = 44/65*z^3 - 174/65*z + 1
*
0 | 0.10446052026954117577650694092821453013 | 0.020159182500715024651612050715660829387
f(z) = 44/67*z^3 - 178/67*z + 1
*
0 | 0.10553909070270820948151429047757388175 | 0.020621183723720028961792016109597842534
f(z) = 45/61*z^3 - 167/61*z + 1
*
0 | 0.092618303040374602755101885492714937252 | 0.018054606569705632277962809707859788093
f(z) = 45/62*z^3 - 169/62*z + 1
*
0 | 0.079608457229529568625284688815839613505 | 0.015448079304211761624814618771267462733
f(z) = 45/64*z^3 - 173/64*z + 1
*
0 | 0.10501465936264321635216085925704063744 | 0.020244235399727083591393052739133934306
f(z) = 45/67*z^3 - 179/67*z + 1
*
[ 1/3 ] 
f(z) = 45/79*z^3 - 163/79*z + 1
*
0 | 0.10605814916045040470578425834773754409 | 0.020698457207500124603872899526498355375
f(z) = 46/61*z^3 - 168/61*z + 1
*
0 | 0.092329256228352905038008203244549291744 | 0.017936737308654512775666787590721734104
f(z) = 46/63*z^3 - 172/63*z + 1
*
0 | 0.10572361229114942784622218312199513331 | 0.020447527231997421210532333325169445649
f(z) = 46/65*z^3 - 176/65*z + 1
*
0 | 0.10555173726509998533804610578493305492 | 0.020325941519619139775968692943783505352
f(z) = 46/67*z^3 - 180/67*z + 1
*
0 | 0.060626166277289364478531136918521633024 | 0.011845689639210648741279913161791754867
f(z) = 47/60*z^3 - 167/60*z + 1
*
0 | 0.10656245762333966854930607644916836873 | 0.020772819025324099287109303793442448105
f(z) = 47/61*z^3 - 169/61*z + 1
*
0 | 0.093647192289739288232671807212294557815 | 0.018213403358783310823751140198428772962
f(z) = 47/62*z^3 - 171/62*z + 1
*
0 | 0.092838947360797750004040854396568308179 | 0.018015465583186254008339680503388767831
f(z) = 47/63*z^3 - 173/63*z + 1
*
0 | 0.080648714276683842938661441342342110328 | 0.015615112549459184925580706606456133423
f(z) = 47/64*z^3 - 175/64*z + 1
*
0 | 0.10623889418798190973085125222356230776 | 0.020524694932879163791445284858488242800
f(z) = 47/65*z^3 - 177/65*z + 1
*
0 | 0.072977187743035672302765038510767303409 | 0.014068201301099824745275577598509473371
f(z) = 47/66*z^3 - 179/66*z + 1
*
0 | 0.10705286563117117533618008345042609620 | 0.020844444528601249071760641575213142477
f(z) = 48/61*z^3 - 170/61*z + 1
*
0 | 0.10673955914700178885486287588961890488 | 0.020598999960348619136793200969340392706
f(z) = 48/65*z^3 - 178/65*z + 1
*
12/7 | 0.15361192504119947187620907770028953607 | 0.029612589229094854172329397610262193767
f(z) = 49/60*z^3 - 179/60*z + 1
*
0 | 0.10753014865195577375284392236690258126 | 0.020913493749695550922241878493675353201
f(z) = 49/61*z^3 - 171/61*z + 1
*
0 | 0.094619717941157569442103331807359621996 | 0.018361025415713713937773753519899387349
f(z) = 49/62*z^3 - 173/62*z + 1
*
[ 2 ] 
f(z) = 49/62*z^3 - 165/62*z + 1
*
0 | 0.081631170480408620073621288068486024568 | 0.015770635452583343055210611454152971909
f(z) = 49/64*z^3 - 177/64*z + 1
*
0 | 0.10722645182263591837288279641561968762 | 0.020670614416591864816591993192528514942
f(z) = 49/65*z^3 - 179/65*z + 1
*
[ 2/7 ] 
f(z) = 49/66*z^3 - 169/66*z + 1
*
[ -5/2 ] 
f(z) = 49/75*z^3 - 161/60*z + 1
*
0 | 0.10799501671820430342739817353909241090 | 0.020980113180239567591326284012068588815
f(z) = 50/61*z^3 - 172/61*z + 1
*
0 | 0.094285696966737917662834118131637985711 | 0.018235371593301335757451685300554855991
f(z) = 50/63*z^3 - 176/63*z + 1
*
0 | 0.10844812180924507326543634223336737632 | 0.021044437292280572515042670904542426964
f(z) = 51/61*z^3 - 173/61*z + 1
*
0 | 0.095541960849862711932416037249151282247 | 0.018498726052201288077738411238429564124
f(z) = 51/62*z^3 - 175/62*z + 1
*
[ 2 ] 
f(z) = 51/62*z^3 - 173/62*z + 1
*
0 | 0.082562167208737778521430252481554139098 | 0.015915948861134758993990185276492482892
f(z) = 51/64*z^3 - 179/64*z + 1
*
[ 2 ] 
f(z) = 51/70*z^3 - 169/70*z + 1
*
[ 2 ] 
f(z) = 51/74*z^3 - 167/74*z + 1
*
0 | 0.10889006419597084469239905432449166644 | 0.021106589846507258477115017028749401910
f(z) = 52/61*z^3 - 174/61*z + 1
*
0 | 0.095188857517858792911907533446677611324 | 0.018369902292135150509525016214326757722
f(z) = 52/63*z^3 - 178/63*z + 1
*
0 | 0.063373445605083880190081229862387962001 | 0.012297663433745597248710380668489359475
f(z) = 53/60*z^3 - 173/60*z + 1
*
0 | 0.10932139792145894010295499872556409352 | 0.021166685023040974906452313141332630170
f(z) = 53/61*z^3 - 175/61*z + 1
*
0 | 0.096419036790512146828257913794309559400 | 0.018627559435489512299839813239524708115
f(z) = 53/62*z^3 - 177/62*z + 1
*
0 | 0.095623911804030907262085960110475440367 | 0.018433930959282579852159738085402360127
f(z) = 53/63*z^3 - 179/63*z + 1
*
[ 2 ] 
f(z) = 53/70*z^3 - 177/70*z + 1
*
[ 2 ] 
f(z) = 53/74*z^3 - 175/74*z + 1
*
0 | 0.10974263555753014184245803936879065907 | 0.021224828403461749197800960011003036298
f(z) = 54/61*z^3 - 176/61*z + 1
*
-5/3 | 0.14429461597204512581715816556478897963 | 0.027907371168833955530625790189044559234
f(z) = 54/65*z^3 - 176/65*z + 1
*
[ 1/3 ] 
f(z) = 54/79*z^3 - 164/79*z + 1
*
0 | 0.11015425235115448386754654480736322955 | 0.021281117827397261676357141135626671716
f(z) = 55/61*z^3 - 177/61*z + 1
*
0 | 0.097255295725646430807775884410973233589 | 0.018748421529808230975822338876955790537
f(z) = 55/62*z^3 - 179/62*z + 1
*
[ -12/5 ] 
f(z) = 55/72*z^3 - 179/60*z + 1
*
0 | 0.11055668985395036453475169314262663077 | 0.021335644142781405788994212600164402092
f(z) = 56/61*z^3 - 178/61*z + 1
*
3/2 | 0.12427839230947401969909726955114387222 | 0.024036123587025434503515721545287712068
f(z) = 56/75*z^3 - 176/75*z + 1
*
0 | 0.11095035911158162457661790455991648986 | 0.021388491865528236564229621799703967736
f(z) = 57/61*z^3 - 179/61*z + 1
*
0 | 0.11133564347668219684643615391845942387 | 0.021439739761672835399550061394435169118
f(z) = 58/61*z^3 - 180/61*z + 1
*
0 | 0.065755818897425217749238025946498761527 | 0.012676099553533732916084367448887015039
f(z) = 59/60*z^3 - 179/60*z + 1
*
[ 18/11 ] 
f(z) = 55/72*z^3 - 164/99*z + 1
*
0 | 0.13084895539616494394586971449011734285 | 0.022380967359890469262394699421845737076
f(z) = 57/70*z^3 - 173/105*z + 1
*
[ -2 ] 
f(z) = 43/61*z^3 - 161/122*z + 1
*
[ 5/3 ] 
f(z) = 43/75*z^3 - 161/135*z + 1
*
[ -2 ] 
f(z) = 44/61*z^3 - 169/122*z + 1
*
[ -2 ] 
f(z) = 44/63*z^3 - 163/126*z + 1
*
[ 5/3 ] 
f(z) = 44/75*z^3 - 166/135*z + 1
*
[ -2 ] 
f(z) = 45/61*z^3 - 177/122*z + 1
*
[ -2 ] 
f(z) = 46/63*z^3 - 179/126*z + 1
*
[ -2 ] 
f(z) = 46/65*z^3 - 173/130*z + 1
*
[ -2 ] 
f(z) = 46/67*z^3 - 167/134*z + 1
*
[ 5/3 ] 
f(z) = 46/75*z^3 - 176/135*z + 1
*
[ -2 ] 
f(z) = 47/67*z^3 - 175/134*z + 1
*
[ -2 ] 
f(z) = 47/69*z^3 - 169/138*z + 1
*
[ 10/7 ] 
f(z) = 49/65*z^3 - 161/130*z + 1
*
[ 3/2 ] 
f(z) = 50/69*z^3 - 179/138*z + 1
*
[ 1/2 ] 
f(z) = 50/69*z^3 - 163/138*z + 1
*
[ 8/17 ] 
f(z) = 51/64*z^3 - 177/136*z + 1
*
[ 1/2 ] 
f(z) = 54/67*z^3 - 161/134*z + 1
*
[ 1/2 ] 
f(z) = 58/67*z^3 - 163/134*z + 1
*
[ 1/2 ] 
f(z) = 58/69*z^3 - 167/138*z + 1
*
-5/4 | 0.18215533545335084709614802630619796497 | 0.027028674411947713423667470921193568730
f(z) = 58/75*z^3 - 169/120*z + 1
*
[ 7/4 ] 
f(z) = 40/77*z^3 - 179/154*z + 1
*
[ 1/2 ] 
f(z) = 42/71*z^3 - 163/142*z + 1
*
[ 1/2 ] 
f(z) = 42/73*z^3 - 167/146*z + 1
*
[ 1/2 ] 
f(z) = 42/79*z^3 - 179/158*z + 1
*
[ 1/2 ] 
f(z) = 46/71*z^3 - 165/142*z + 1
*
[ 1/2 ] 
f(z) = 46/73*z^3 - 169/146*z + 1
*
[ 1/2 ] 
f(z) = 46/75*z^3 - 173/150*z + 1
*
[ 1/2 ] 
f(z) = 46/77*z^3 - 177/154*z + 1
*
[ -2 ] 
f(z) = 47/71*z^3 - 163/142*z + 1
*
[ -2 ] 
f(z) = 48/71*z^3 - 171/142*z + 1
*
[ -2 ] 
f(z) = 48/73*z^3 - 165/146*z + 1
*
[ -2 ] 
f(z) = 49/71*z^3 - 179/142*z + 1
*
[ -2 ] 
f(z) = 49/73*z^3 - 173/146*z + 1
*
[ -2 ] 
f(z) = 49/75*z^3 - 167/150*z + 1
*
[ 1/2 ] 
f(z) = 50/71*z^3 - 167/142*z + 1
*
[ 1/2 ] 
f(z) = 50/73*z^3 - 171/146*z + 1
*
[ 1/2 ] 
f(z) = 50/77*z^3 - 179/154*z + 1
*
[ -2 ] 
f(z) = 50/77*z^3 - 169/154*z + 1
*
[ -2 ] 
f(z) = 50/79*z^3 - 163/158*z + 1
*
[ -2 ] 
f(z) = 51/77*z^3 - 177/154*z + 1
*
[ -2 ] 
f(z) = 51/79*z^3 - 171/158*z + 1
*
[ -2 ] 
f(z) = 52/79*z^3 - 179/158*z + 1
*
[ 1/2 ] 
f(z) = 54/71*z^3 - 169/142*z + 1
*
[ 1/2 ] 
f(z) = 54/73*z^3 - 173/146*z + 1
*
[ 1/2 ] 
f(z) = 58/71*z^3 - 171/142*z + 1
*
[ 1/2 ] 
f(z) = 58/73*z^3 - 175/146*z + 1
*
[ 1/2 ] 
f(z) = 58/75*z^3 - 179/150*z + 1
*
-3/2 | 0.11921827528262041377911790871958097269 | 0.023461678449395541850977063853843023336
f(z) = 58/75*z^3 - 161/150*z + 1
*
[ 3/5 ] 
f(z) = 50/61*z^3 - 176/183*z + 1
*
[ 2/3 ] 
f(z) = 51/62*z^3 - 161/186*z + 1
*
[ 2/3 ] 
f(z) = 57/62*z^3 - 169/186*z + 1
*
[ -5/3 ] 
f(z) = 57/65*z^3 - 163/195*z + 1
*
[ -9/5 ] 
f(z) = 50/69*z^3 - 164/207*z + 1
*
[ 8/9 ] 
f(z) = 51/64*z^3 - 163/216*z + 1
*
[ 2/3 ] 
f(z) = 51/70*z^3 - 173/210*z + 1
*
[ 8/9 ] 
f(z) = 57/64*z^3 - 179/216*z + 1
*
[ 36/35 ] 
f(z) = 49/64*z^3 - 176/225*z + 1
*
[ 2/3 ] 
f(z) = 51/74*z^3 - 179/222*z + 1
*
[ 7/9 ] 
f(z) = 54/77*z^3 - 164/231*z + 1
*
[ 5/4 ] 
f(z) = 43/75*z^3 - 167/240*z + 1
*
[ 5/6 ] 
f(z) = 46/75*z^3 - 169/270*z + 1
*
[ 20/3 ] 
f(z) = 45/64*z^3 - 152/5*z + 1
*
68/21 | 0.16071336204013627740506734084124364824 | 0.018975134849120454565955009214148884238
f(z) = 49/64*z^3 - 149/18*z + 1
*
0 | 0.15195138968768454728085390804356828164 | 0.026865560412764944934954275596152350166
f(z) = 41/70*z^3 - 143/35*z + 1
*
0 | 0.16204377059263530065363690208702175903 | 0.028545146792853138212815108075197044431
f(z) = 47/70*z^3 - 146/35*z + 1
*
3 | 0.16567807266157646571483204904410346368 | 0.027148952376764137744626843871792137048
f(z) = 47/72*z^3 - 149/24*z + 1
*
18/7 | 0.13333643037954475852440236795885167698 | 0.023516619165513799108284461377598919384
f(z) = 49/68*z^3 - 145/34*z + 1
*
3 | 0.17590563100802333638137715114145275523 | 0.028639622228285936903121324404819956378
f(z) = 49/72*z^3 - 155/24*z + 1
*
-20/7 | 0.17008152128080178190182700271719579815 | 0.025515990329253999903929899794210467981
f(z) = 49/75*z^3 - 157/30*z + 1
*
-8/3 | 0.20452431044321914897615726923829043714 | 0.028819549131940062116897310638032064035
f(z) = 51/64*z^3 - 151/24*z + 1
*
[ 3 ] 
f(z) = 52/63*z^3 - 142/21*z + 1
*
[ 3 ] 
f(z) = 53/63*z^3 - 145/21*z + 1
*
-3 | 0.16678440298792115654831143547032323032 | 0.027270658076682230712868291770134166985
f(z) = 53/72*z^3 - 151/24*z + 1
*
[ 3 ] 
f(z) = 53/72*z^3 - 143/24*z + 1
*
[ 3 ] 
f(z) = 55/63*z^3 - 151/21*z + 1
*
-3 | 0.17607800442550032755543681557571042995 | 0.028607971416380578711435324040980597402
f(z) = 55/72*z^3 - 157/24*z + 1
*
[ 3 ] 
f(z) = 55/72*z^3 - 149/24*z + 1
*
0 | 0.16725586482467527034950983147971584896 | 0.029289554759350408409823228419238435607
f(z) = 57/70*z^3 - 151/35*z + 1
*
[ 3 ] 
f(z) = 58/63*z^3 - 160/21*z + 1
*
[ -3 ] 
f(z) = 58/63*z^3 - 146/21*z + 1
*
[ -3 ] 
f(z) = 59/63*z^3 - 149/21*z + 1
*
0 | 0.13420663438150801506121333215377902587 | 0.023474896640521281024152629572192089544
f(z) = 59/70*z^3 - 152/35*z + 1
*
[ -3 ] 
f(z) = 59/72*z^3 - 145/24*z + 1
*
-116/45 | 0.20048562365161074586116554850993989353 | 0.021801784035982522466680267674709225741
f(z) = 45/64*z^3 - 154/45*z + 1
*
3/10 | 0.16886020194586786648111468844833597070 | 0.027858022288102180157247994375011552240
f(z) = 50/63*z^3 - 143/42*z + 1
*
[ 2 ] 
f(z) = 43/62*z^3 - 141/62*z + 1
*
3/2 | 0.11921865675968758413705225892319291112 | 0.023824927261517065554157909286839686119
f(z) = 44/75*z^3 - 149/75*z + 1
*
[ 2 ] 
f(z) = 45/62*z^3 - 149/62*z + 1
*
[ 1/3 ] 
f(z) = 45/68*z^3 - 141/68*z + 1
*
[ 1/3 ] 
f(z) = 45/71*z^3 - 147/71*z + 1
*
[ 1/3 ] 
f(z) = 45/73*z^3 - 151/73*z + 1
*
[ 1/3 ] 
f(z) = 45/74*z^3 - 153/74*z + 1
*
[ 2 ] 
f(z) = 45/74*z^3 - 143/74*z + 1
*
[ 1/3 ] 
f(z) = 45/76*z^3 - 157/76*z + 1
*
[ 1/3 ] 
f(z) = 45/77*z^3 - 159/77*z + 1
*
[ 2 ] 
f(z) = 47/62*z^3 - 157/62*z + 1
*
[ 2 ] 
f(z) = 47/70*z^3 - 153/70*z + 1
*
[ 2 ] 
f(z) = 47/74*z^3 - 151/74*z + 1
*
[ -5/2 ] 
f(z) = 47/75*z^3 - 151/60*z + 1
*
[ 2/7 ] 
f(z) = 49/62*z^3 - 159/62*z + 1
*
-11/7 | 0.13321887339441608544857102474135587837 | 0.026768334471842035946981789582717893703
f(z) = 49/66*z^3 - 145/66*z + 1
*
[ 2 ] 
f(z) = 49/74*z^3 - 159/74*z + 1
*
[ 1/3 ] 
f(z) = 54/71*z^3 - 148/71*z + 1
*
[ 1/3 ] 
f(z) = 54/73*z^3 - 152/73*z + 1
*
[ 1/3 ] 
f(z) = 54/77*z^3 - 160/77*z + 1
*
[ -2 ] 
f(z) = 59/62*z^3 - 143/62*z + 1
*
3/4 | 0.12821782829033256846415521130779264486 | 0.021104613240829067926549669067166688239
f(z) = 44/63*z^3 - 145/84*z + 1
*
-10/7 | 0.18796940056421581191433036816729890666 | 0.029415073759739750958090331205755590921
f(z) = 49/64*z^3 - 149/80*z + 1
*
3/4 | 0.12821782829033256846415521130779264486 | 0.020964697489690583179410102475092925401
f(z) = 52/63*z^3 - 151/84*z + 1
*
-18/11 | 0.16897207455805214758216929009771310397 | 0.024017856912430985955563190120003889070
f(z) = 55/72*z^3 - 142/99*z + 1
*
[ 3/2 ] 
f(z) = 59/63*z^3 - 149/84*z + 1
*
[ 3/2 ] 
f(z) = 59/72*z^3 - 145/96*z + 1
*
-4/17 | 0.23441812834842681744907002280215010477 | 0.027677322781530514849270009651832779640
f(z) = 51/64*z^3 - 149/102*z + 1
*
[ -2 ] 
f(z) = 41/61*z^3 - 145/122*z + 1
*
[ 5/3 ] 
f(z) = 41/75*z^3 - 151/135*z + 1
*
[ -2 ] 
f(z) = 42/61*z^3 - 153/122*z + 1
*
[ 1/2 ] 
f(z) = 42/61*z^3 - 143/122*z + 1
*
[ 1/2 ] 
f(z) = 42/65*z^3 - 151/130*z + 1
*
[ -2 ] 
f(z) = 42/65*z^3 - 141/130*z + 1
*
[ 1/2 ] 
f(z) = 42/67*z^3 - 155/134*z + 1
*
[ -2 ] 
f(z) = 43/63*z^3 - 155/126*z + 1
*
[ -2 ] 
f(z) = 43/65*z^3 - 149/130*z + 1
*
[ -2 ] 
f(z) = 43/67*z^3 - 143/134*z + 1
*
[ -2 ] 
f(z) = 44/65*z^3 - 157/130*z + 1
*
[ -2 ] 
f(z) = 44/67*z^3 - 151/134*z + 1
*
[ -2 ] 
f(z) = 44/69*z^3 - 145/138*z + 1
*
[ -2 ] 
f(z) = 45/67*z^3 - 159/134*z + 1
*
[ 1/2 ] 
f(z) = 46/61*z^3 - 145/122*z + 1
*
[ 1/2 ] 
f(z) = 46/63*z^3 - 149/126*z + 1
*
[ 1/2 ] 
f(z) = 46/65*z^3 - 153/130*z + 1
*
[ 1/2 ] 
f(z) = 46/67*z^3 - 157/134*z + 1
*
[ 1/2 ] 
f(z) = 50/61*z^3 - 147/122*z + 1
*
[ 1/2 ] 
f(z) = 50/67*z^3 - 159/134*z + 1
*
[ 1/2 ] 
f(z) = 54/61*z^3 - 149/122*z + 1
*
[ 1/2 ] 
f(z) = 54/65*z^3 - 157/130*z + 1
*
[ 5/4 ] 
f(z) = 56/65*z^3 - 149/130*z + 1
*
[ 1/2 ] 
f(z) = 58/61*z^3 - 151/122*z + 1
*
[ 1/2 ] 
f(z) = 58/63*z^3 - 155/126*z + 1
*
[ 1/2 ] 
f(z) = 58/65*z^3 - 159/130*z + 1
*
-7/4 | 0.080440841145438589799394376322376093138 | 0.015909203041583000372508497104685716171
f(z) = 40/77*z^3 - 157/154*z + 1
*
[ -2 ] 
f(z) = 45/71*z^3 - 147/142*z + 1
*
[ -2 ] 
f(z) = 45/73*z^3 - 141/146*z + 1
*
[ -2 ] 
f(z) = 46/71*z^3 - 155/142*z + 1
*
[ -2 ] 
f(z) = 46/73*z^3 - 149/146*z + 1
*
[ 3/2 ] 
f(z) = 46/75*z^3 - 157/150*z + 1
*
[ -2 ] 
f(z) = 46/75*z^3 - 143/150*z + 1
*
[ -2 ] 
f(z) = 47/73*z^3 - 157/146*z + 1
*
[ -2 ] 
f(z) = 47/75*z^3 - 151/150*z + 1
*
[ -2 ] 
f(z) = 47/77*z^3 - 145/154*z + 1
*
[ -2 ] 
f(z) = 48/77*z^3 - 153/154*z + 1
*
[ -2 ] 
f(z) = 48/79*z^3 - 147/158*z + 1
*
[ 4/7 ] 
f(z) = 49/74*z^3 - 143/148*z + 1
*
[ 4/7 ] 
f(z) = 49/78*z^3 - 149/156*z + 1
*
[ -2 ] 
f(z) = 49/79*z^3 - 155/158*z + 1
*
-4/5 | 0.14600426754717607124856971708831588118 | 0.028986627247040820379387968772173961430
f(z) = 50/77*z^3 - 141/154*z + 1
*
[ -12/7 ] 
f(z) = 57/64*z^3 - 152/147*z + 1
*
[ 3/4 ] 
f(z) = 58/63*z^3 - 143/168*z + 1
*
[ 3/4 ] 
f(z) = 48/61*z^3 - 142/183*z + 1
*
[ 13/12 ] 
f(z) = 48/65*z^3 - 154/195*z + 1
*
[ 3/4 ] 
f(z) = 48/65*z^3 - 146/195*z + 1
*
[ 15/13 ] 
f(z) = 52/75*z^3 - 154/195*z + 1
*
[ 6/5 ] 
f(z) = 40/63*z^3 - 157/210*z + 1
*
3/20 | 0.16388488104295611982117305075052513107 | 0.025425380816285313452706951235879896278
f(z) = 40/63*z^3 - 143/210*z + 1
*
[ 3/4 ] 
f(z) = 48/67*z^3 - 148/201*z + 1
*
[ 3/4 ] 
f(z) = 48/71*z^3 - 152/213*z + 1
*
[ 3/4 ] 
f(z) = 48/73*z^3 - 154/219*z + 1
*
[ 21/22 ] 
f(z) = 44/63*z^3 - 158/231*z + 1
*
[ 3/4 ] 
f(z) = 48/77*z^3 - 158/231*z + 1
*
[ 11/12 ] 
f(z) = 48/77*z^3 - 142/231*z + 1
*
[ 3/4 ] 
f(z) = 48/79*z^3 - 160/237*z + 1
*
[ 6/7 ] 
f(z) = 49/74*z^3 - 145/222*z + 1
*
[ 5/4 ] 
f(z) = 41/75*z^3 - 157/240*z + 1
*
3 | 0.14852974059850766471604400168985788673 | 0.024863487497726147210790500406070223680
f(z) = 41/72*z^3 - 131/24*z + 1
*
3 | 0.15485512881833146521596674860651917676 | 0.025729455920920396461300920395658202279
f(z) = 43/72*z^3 - 137/24*z + 1
*
-3 | 0.14329162770899937546987743796563318708 | 0.024309778570956915304954537257610302064
f(z) = 43/72*z^3 - 121/24*z + 1
*
-12/5 | 0.17868033217916550790428765315656162365 | 0.021270936758614273234401668344094054691
f(z) = 45/64*z^3 - 139/30*z + 1
*
[ 3 ] 
f(z) = 46/63*z^3 - 124/21*z + 1
*
5/2 | 0.17883484726521721822700551441075180564 | 0.027710759037889801957763120370042478445
f(z) = 46/75*z^3 - 127/30*z + 1
*
[ 3 ] 
f(z) = 47/63*z^3 - 127/21*z + 1
*
-3 | 0.16338186673173084035305567890621415512 | 0.027280500801185144855974049665096212699
f(z) = 47/72*z^3 - 133/24*z + 1
*
[ 3 ] 
f(z) = 47/72*z^3 - 125/24*z + 1
*
2/7 | 0.11742217355322446657446678896690021388 | 0.020919204288174203709351716427972075005
f(z) = 49/60*z^3 - 137/30*z + 1
*
-3 | 0.16803128875429703993184294911178901907 | 0.027851630587868092242341356991547344343
f(z) = 49/72*z^3 - 139/24*z + 1
*
[ 3 ] 
f(z) = 49/72*z^3 - 131/24*z + 1
*
[ 3 ] 
f(z) = 50/63*z^3 - 136/21*z + 1
*
[ -3 ] 
f(z) = 50/63*z^3 - 122/21*z + 1
*
[ 8/3 ] 
f(z) = 51/64*z^3 - 121/24*z + 1
*
-2 | 0.083920030790890435341282432436694345415 | 0.015288938402595181248509526037361864835
f(z) = 51/76*z^3 - 121/38*z + 1
*
[ -3 ] 
f(z) = 52/63*z^3 - 128/21*z + 1
*
-2 | 0.055476523584333166545096732891528532883 | 0.010106969026077367812050304778742231228
f(z) = 53/60*z^3 - 121/30*z + 1
*
[ -3 ] 
f(z) = 53/63*z^3 - 131/21*z + 1
*
-2 | 0.080806769035666292413527136778061339884 | 0.014677911495112374496645186266269200027
f(z) = 53/68*z^3 - 123/34*z + 1
*
[ -3 ] 
f(z) = 53/72*z^3 - 127/24*z + 1
*
-2 | 0.083887003936526086934476257158328382955 | 0.015192900064754015000371258331628473385
f(z) = 53/76*z^3 - 125/38*z + 1
*
[ -3 ] 
f(z) = 55/63*z^3 - 137/21*z + 1
*
[ 12/5 ] 
f(z) = 55/64*z^3 - 131/30*z + 1
*
-2 | 0.079433285907717557582478674487109417566 | 0.014345040786292782702074948029004427979
f(z) = 55/68*z^3 - 127/34*z + 1
*
[ -3 ] 
f(z) = 55/72*z^3 - 133/24*z + 1
*
-2 | 0.083747503087145034804070334982332372259 | 0.015081597804988737242163490067469937890
f(z) = 55/76*z^3 - 129/38*z + 1
*
[ 8/3 ] 
f(z) = 57/64*z^3 - 137/24*z + 1
*
-2 | 0.078483650172189170575654370914666975598 | 0.014094611085786443918593266967160807393
f(z) = 57/68*z^3 - 131/34*z + 1
*
-5/2 | 0.18414736407033469309277135288319765030 | 0.028331291920566292584747494202016356560
f(z) = 58/75*z^3 - 133/30*z + 1
*
[ 5/2 ] 
f(z) = 58/75*z^3 - 127/30*z + 1
*
-2 | 0.057494696664013866460648823507722128595 | 0.010297257038316019633980039156444997394
f(z) = 59/60*z^3 - 133/30*z + 1
*
-2 | 0.078140317377609944918397722329746146749 | 0.013957561246703560475640436256792682553
f(z) = 59/68*z^3 - 135/34*z + 1
*
-2 | 0.082949845116625280908942111902685870046 | 0.014777828609010985155589107091594687008
f(z) = 59/76*z^3 - 137/38*z + 1
*
[ 21/10 ] 
f(z) = 50/63*z^3 - 125/42*z + 1
*
2/3 | 0.17714518191167697933100688729997311442 | 0.028090302730410639416480930063678885726
f(z) = 51/64*z^3 - 137/48*z + 1
*
2/3 | 0.18605659141748152812081836132841852386 | 0.029435755711330216104047763565982933353
f(z) = 57/64*z^3 - 139/48*z + 1
*
[ 2 ] 
f(z) = 41/62*z^3 - 133/62*z + 1
*
[ 2 ] 
f(z) = 41/70*z^3 - 129/70*z + 1
*
[ 2 ] 
f(z) = 41/74*z^3 - 127/74*z + 1
*
[ -5/2 ] 
f(z) = 41/75*z^3 - 121/60*z + 1
*
[ 2 ] 
f(z) = 43/70*z^3 - 137/70*z + 1
*
[ 2 ] 
f(z) = 43/74*z^3 - 135/74*z + 1
*
[ -5/2 ] 
f(z) = 43/75*z^3 - 131/60*z + 1
*
[ 1/3 ] 
f(z) = 45/61*z^3 - 127/61*z + 1
*
[ 1/3 ] 
f(z) = 45/62*z^3 - 129/62*z + 1
*
[ 28/15 ] 
f(z) = 45/64*z^3 - 139/70*z + 1
*
[ 1/3 ] 
f(z) = 45/64*z^3 - 133/64*z + 1
*
[ 1/3 ] 
f(z) = 45/67*z^3 - 139/67*z + 1
*
[ -7/3 ] 
f(z) = 45/77*z^3 - 135/77*z + 1
*
12/7 | 0.088420769515729503817826472806574697786 | 0.017918986038625333649198390397417842281
f(z) = 49/60*z^3 - 139/60*z + 1
*
[ -15/7 ] 
f(z) = 49/60*z^3 - 137/60*z + 1
*
[ 8/21 ] 
f(z) = 49/64*z^3 - 125/72*z + 1
*
-10/7 | 0.13321808980012852820098046519991993535 | 0.027241018239646576382591008372536311110
f(z) = 49/66*z^3 - 133/66*z + 1
*
-15/7 | 0.14249887228141553886717734651104156341 | 0.029713322741388485372791638478727869726
f(z) = 49/78*z^3 - 121/78*z + 1
*
-9/5 | 0.12607196242208484905442097847172750572 | 0.026025411523536236612695300785510763584
f(z) = 50/63*z^3 - 127/63*z + 1
*
[ -11/5 ] 
f(z) = 50/77*z^3 - 130/77*z + 1
*
[ 1/3 ] 
f(z) = 54/61*z^3 - 128/61*z + 1
*
[ 1/3 ] 
f(z) = 54/65*z^3 - 136/65*z + 1
*
[ 5/3 ] 
f(z) = 54/65*z^3 - 124/65*z + 1
*
[ 1/3 ] 
f(z) = 54/67*z^3 - 140/67*z + 1
*
[ -2 ] 
f(z) = 55/62*z^3 - 127/62*z + 1
*
[ -2 ] 
f(z) = 57/62*z^3 - 135/62*z + 1
*
[ -2 ] 
f(z) = 57/70*z^3 - 123/70*z + 1
*
[ -2 ] 
f(z) = 59/66*z^3 - 137/66*z + 1
*
[ -2 ] 
f(z) = 59/70*z^3 - 131/70*z + 1
*
[ -2 ] 
f(z) = 59/74*z^3 - 125/74*z + 1
*
[ 2/5 ] 
f(z) = 45/64*z^3 - 129/80*z + 1
*
-2/15 | 0.16642957075299949963529019867458559865 | 0.026921268999747844077655563632396191051
f(z) = 45/64*z^3 - 121/80*z + 1
*
[ 3/2 ] 
f(z) = 53/63*z^3 - 131/84*z + 1
*
[ 3/2 ] 
f(z) = 53/72*z^3 - 127/96*z + 1
*
[ 3/2 ] 
f(z) = 55/63*z^3 - 137/84*z + 1
*
[ 2/5 ] 
f(z) = 55/64*z^3 - 131/80*z + 1
*
[ 3/2 ] 
f(z) = 55/72*z^3 - 133/96*z + 1
*
[ -21/10 ] 
f(z) = 40/63*z^3 - 139/105*z + 1
*
[ -2 ] 
f(z) = 40/61*z^3 - 137/122*z + 1
*
[ -2 ] 
f(z) = 40/63*z^3 - 131/126*z + 1
*
[ -2 ] 
f(z) = 41/63*z^3 - 139/126*z + 1
*
[ -2 ] 
f(z) = 41/65*z^3 - 133/130*z + 1
*
[ -2 ] 
f(z) = 41/67*z^3 - 127/134*z + 1
*
[ -2 ] 
f(z) = 41/69*z^3 - 121/138*z + 1
*
[ -2 ] 
f(z) = 42/67*z^3 - 135/134*z + 1
*
[ -2 ] 
f(z) = 43/69*z^3 - 137/138*z + 1
*
[ 4/3 ] 
f(z) = 45/62*z^3 - 129/124*z + 1
*
-5/4 | 0.18215533545335084709614802630619796497 | 0.027835847999206868772314010106029189213
f(z) = 46/75*z^3 - 139/120*z + 1
*
[ 4/7 ] 
f(z) = 49/62*z^3 - 125/124*z + 1
*
[ 4/7 ] 
f(z) = 49/66*z^3 - 131/132*z + 1
*
[ 6/5 ] 
f(z) = 50/69*z^3 - 121/138*z + 1
*
[ -15/8 ] 
f(z) = 56/75*z^3 - 131/120*z + 1
*
[ 5/4 ] 
f(z) = 58/75*z^3 - 121/120*z + 1
*
[ -2 ] 
f(z) = 42/71*z^3 - 123/142*z + 1
*
[ -2 ] 
f(z) = 43/71*z^3 - 131/142*z + 1
*
[ -2 ] 
f(z) = 43/73*z^3 - 125/146*z + 1
*
[ -2 ] 
f(z) = 44/71*z^3 - 139/142*z + 1
*
[ -2 ] 
f(z) = 44/73*z^3 - 133/146*z + 1
*
[ -2 ] 
f(z) = 44/75*z^3 - 127/150*z + 1
*
[ 4/3 ] 
f(z) = 45/74*z^3 - 123/148*z + 1
*
[ -2 ] 
f(z) = 45/77*z^3 - 129/154*z + 1
*
[ -2 ] 
f(z) = 45/79*z^3 - 123/158*z + 1
*
[ -2 ] 
f(z) = 46/77*z^3 - 137/154*z + 1
*
[ -2 ] 
f(z) = 46/79*z^3 - 131/158*z + 1
*
[ -2 ] 
f(z) = 47/79*z^3 - 139/158*z + 1
*
[ 2/3 ] 
f(z) = 49/64*z^3 - 121/144*z + 1
*
[ 2/3 ] 
f(z) = 53/64*z^3 - 125/144*z + 1
*
[ -12/7 ] 
f(z) = 53/64*z^3 - 125/147*z + 1
*
[ 2/3 ] 
f(z) = 54/73*z^3 - 121/146*z + 1
*
[ 2/3 ] 
f(z) = 54/79*z^3 - 127/158*z + 1
*
[ 2/3 ] 
f(z) = 55/64*z^3 - 127/144*z + 1
*
[ 2/3 ] 
f(z) = 59/64*z^3 - 131/144*z + 1
*
[ 15/11 ] 
f(z) = 44/75*z^3 - 136/165*z + 1
*
[ 15/22 ] 
f(z) = 44/75*z^3 - 122/165*z + 1
*
[ 3/4 ] 
f(z) = 46/63*z^3 - 125/168*z + 1
*
[ 21/20 ] 
f(z) = 50/63*z^3 - 139/168*z + 1
*
[ 3/4 ] 
f(z) = 50/63*z^3 - 131/168*z + 1
*
[ 6/7 ] 
f(z) = 49/62*z^3 - 139/186*z + 1
*
[ 4/5 ] 
f(z) = 55/72*z^3 - 133/180*z + 1
*
[ 21/20 ] 
f(z) = 40/63*z^3 - 137/210*z + 1
*
-4/15 | 0.18008531082297971061003280663784345591 | 0.021980055097928436029509635757678593286
f(z) = 45/64*z^3 - 113/10*z + 1
*
4/19 | 0.22456749161987185620384181369063484565 | 0.025348039157527142724679329434522746324
f(z) = 57/64*z^3 - 110/19*z + 1
*
[ 3 ] 
f(z) = 40/63*z^3 - 106/21*z + 1
*
[ 3 ] 
f(z) = 41/63*z^3 - 109/21*z + 1
*
-3 | 0.13133032745580205430361248447583012772 | 0.022474429572749025218529519068325874288
f(z) = 41/72*z^3 - 115/24*z + 1
*
[ 3 ] 
f(z) = 41/72*z^3 - 107/24*z + 1
*
-2 | 0.082970456394332793970640097062375987624 | 0.015630420529649071096692975406689928332
f(z) = 41/76*z^3 - 101/38*z + 1
*
-2 | 0.059075629154559292180320836397811731577 | 0.011128984543014144564221008750369486739
f(z) = 43/60*z^3 - 101/30*z + 1
*
[ 3 ] 
f(z) = 43/63*z^3 - 115/21*z + 1
*
[ -3 ] 
f(z) = 43/63*z^3 - 101/21*z + 1
*
-2 | 0.081757323333136149732130776589640487693 | 0.015345199614823305789075415363886717834
f(z) = 43/68*z^3 - 103/34*z + 1
*
[ 3 ] 
f(z) = 43/72*z^3 - 113/24*z + 1
*
-2 | 0.083292732205338660014375346054582409969 | 0.015577156757526912481844419382601365832
f(z) = 43/76*z^3 - 105/38*z + 1
*
[ 3 ] 
f(z) = 44/63*z^3 - 118/21*z + 1
*
[ -3 ] 
f(z) = 44/63*z^3 - 104/21*z + 1
*
-28/15 | 0.22871903611814487736321633360405200783 | 0.026038568802743200749610632494824651879
f(z) = 45/64*z^3 - 102/35*z + 1
*
-2 | 0.081850788251169010708713141689037953351 | 0.015253662711505000188028440907359580551
f(z) = 45/68*z^3 - 107/34*z + 1
*
-2 | 0.083549376375433188049388492794162529335 | 0.015516659482673170772217290620775660043
f(z) = 45/76*z^3 - 109/38*z + 1
*
[ -3 ] 
f(z) = 46/63*z^3 - 110/21*z + 1
*
-2 | 0.058030004366310551479929953466013408669 | 0.010777241633545461045312586914081445959
f(z) = 47/60*z^3 - 109/30*z + 1
*
[ -3 ] 
f(z) = 47/63*z^3 - 113/21*z + 1
*
-2 | 0.081843644327865001695808335606417170840 | 0.015148719522375471828239922028132778467
f(z) = 47/68*z^3 - 111/34*z + 1
*
[ -3 ] 
f(z) = 47/72*z^3 - 109/24*z + 1
*
-2 | 0.083741850304870484393238418358931422767 | 0.015449000941071857399473950507951043072
f(z) = 47/76*z^3 - 113/38*z + 1
*
2/7 | 0.11581449531087218026963812495108016345 | 0.021583118334232911611752464860821708424
f(z) = 49/60*z^3 - 107/30*z + 1
*
-2 | 0.081710725682877374706265657247011152046 | 0.015025659068414188664607868622204387715
f(z) = 49/68*z^3 - 115/34*z + 1
*
[ -3 ] 
f(z) = 49/72*z^3 - 115/24*z + 1
*
4/7 | 0.14098821594036212735412316799849537656 | 0.026274477475424942066862562857704009437
f(z) = 49/72*z^3 - 107/36*z + 1
*
-2 | 0.083867613421791265019798514952288987938 | 0.015373542940614253236769501084451722906
f(z) = 49/76*z^3 - 117/38*z + 1
*
[ -8/3 ] 
f(z) = 51/64*z^3 - 103/24*z + 1
*
[ -8/3 ] 
f(z) = 57/64*z^3 - 119/24*z + 1
*
[ -5/2 ] 
f(z) = 58/75*z^3 - 103/30*z + 1
*
[ 2 ] 
f(z) = 59/60*z^3 - 103/30*z + 1
*
[ 2 ] 
f(z) = 59/68*z^3 - 101/34*z + 1
*
-3/10 | 0.16566570047921572784331124749680854434 | 0.028350208136755687846915023297830234061
f(z) = 50/63*z^3 - 115/42*z + 1
*
[ 3/10 ] 
f(z) = 50/63*z^3 - 101/42*z + 1
*
-8/5 | 0.15495758810619579149690732665451853327 | 0.023079185644140187032346116386401945938
f(z) = 55/64*z^3 - 103/40*z + 1
*
4/3 | 0.24059733029899483854681962358074604931 | 0.027102284381583923609792939345991192810
f(z) = 57/64*z^3 - 112/57*z + 1
*
5/4 | 0.17903772786550511563828502029641931754 | 0.028672796661869166902789942966800792403
f(z) = 44/75*z^3 - 103/60*z + 1
*
[ 7/4 ] 
f(z) = 48/77*z^3 - 114/77*z + 1
*
[ 12/7 ] 
f(z) = 49/60*z^3 - 119/60*z + 1
*
[ -2 ] 
f(z) = 49/62*z^3 - 103/62*z + 1
*
[ 3/7 ] 
f(z) = 49/69*z^3 - 101/69*z + 1
*
[ 3/7 ] 
f(z) = 49/75*z^3 - 109/75*z + 1
*
[ 3/7 ] 
f(z) = 49/78*z^3 - 113/78*z + 1
*
-7/5 | 0.11741406118014355686456173502098671386 | 0.024700080667411563481948242875951820774
f(z) = 50/63*z^3 - 116/63*z + 1
*
[ -2 ] 
f(z) = 51/62*z^3 - 111/62*z + 1
*
5/4 | 0.18072910668676659748829363922500830125 | 0.028520447674370490942393337428984707158
f(z) = 52/75*z^3 - 113/60*z + 1
*
[ -2 ] 
f(z) = 53/62*z^3 - 119/62*z + 1
*
[ -2 ] 
f(z) = 53/66*z^3 - 113/66*z + 1
*
[ -2 ] 
f(z) = 53/70*z^3 - 107/70*z + 1
*
[ -2 ] 
f(z) = 53/74*z^3 - 101/74*z + 1
*
[ -2 ] 
f(z) = 55/74*z^3 - 109/74*z + 1
*
[ -2 ] 
f(z) = 55/78*z^3 - 103/78*z + 1
*
[ 3/2 ] 
f(z) = 56/69*z^3 - 103/69*z + 1
*
[ 3/2 ] 
f(z) = 56/75*z^3 - 101/75*z + 1
*
[ -2 ] 
f(z) = 57/74*z^3 - 117/74*z + 1
*
[ -2 ] 
f(z) = 59/78*z^3 - 119/78*z + 1
*
[ 3/2 ] 
f(z) = 43/63*z^3 - 101/84*z + 1
*
[ 4/9 ] 
f(z) = 43/64*z^3 - 112/81*z + 1
*
[ 3/2 ] 
f(z) = 47/63*z^3 - 113/84*z + 1
*
[ 4/9 ] 
f(z) = 47/64*z^3 - 113/81*z + 1
*
[ 3/2 ] 
f(z) = 47/72*z^3 - 109/96*z + 1
*
[ 10/7 ] 
f(z) = 49/64*z^3 - 101/80*z + 1
*
[ 3/2 ] 
f(z) = 49/72*z^3 - 115/96*z + 1
*
[ 4/9 ] 
f(z) = 55/64*z^3 - 115/81*z + 1
*
[ 4/7 ] 
f(z) = 55/64*z^3 - 101/98*z + 1
*
[ 4/9 ] 
f(z) = 59/64*z^3 - 116/81*z + 1
*
[ 4/7 ] 
f(z) = 59/64*z^3 - 103/98*z + 1
*
[ 3/5 ] 
f(z) = 55/63*z^3 - 103/105*z + 1
*
[ 12/19 ] 
f(z) = 57/64*z^3 - 107/114*z + 1
*
[ -2 ] 
f(z) = 40/67*z^3 - 119/134*z + 1
*
[ -2 ] 
f(z) = 40/69*z^3 - 113/138*z + 1
*
[ 2/3 ] 
f(z) = 45/61*z^3 - 101/122*z + 1
*
[ 2/3 ] 
f(z) = 45/67*z^3 - 107/134*z + 1
*
[ 8/7 ] 
f(z) = 49/60*z^3 - 113/120*z + 1
*
[ 8/7 ] 
f(z) = 49/68*z^3 - 111/136*z + 1
*
[ 7/10 ] 
f(z) = 50/63*z^3 - 103/126*z + 1
*
[ 2/3 ] 
f(z) = 54/61*z^3 - 109/122*z + 1
*
[ 2/3 ] 
f(z) = 54/65*z^3 - 113/130*z + 1
*
[ 5/6 ] 
f(z) = 54/65*z^3 - 101/130*z + 1
*
[ 2/3 ] 
f(z) = 54/67*z^3 - 115/134*z + 1
*
[ 3/5 ] 
f(z) = 55/72*z^3 - 113/120*z + 1
*
[ 12/11 ] 
f(z) = 55/72*z^3 - 109/132*z + 1
*
[ 3/4 ] 
f(z) = 56/69*z^3 - 109/138*z + 1
*
[ 5/8 ] 
f(z) = 56/75*z^3 - 107/120*z + 1
*
[ -2 ] 
f(z) = 40/71*z^3 - 107/142*z + 1
*
[ -2 ] 
f(z) = 40/73*z^3 - 101/146*z + 1
*
[ 2/3 ] 
f(z) = 41/64*z^3 - 113/144*z + 1
*
[ -2 ] 
f(z) = 41/71*z^3 - 115/142*z + 1
*
[ -2 ] 
f(z) = 41/73*z^3 - 109/146*z + 1
*
[ -2 ] 
f(z) = 41/75*z^3 - 103/150*z + 1
*
[ -2 ] 
f(z) = 42/73*z^3 - 117/146*z + 1
*
[ 2/3 ] 
f(z) = 43/64*z^3 - 115/144*z + 1
*
[ -2 ] 
f(z) = 43/75*z^3 - 119/150*z + 1
*
[ -2 ] 
f(z) = 43/77*z^3 - 113/154*z + 1
*
[ -2 ] 
f(z) = 43/79*z^3 - 107/158*z + 1
*
[ -2 ] 
f(z) = 44/79*z^3 - 115/158*z + 1
*
[ 2/3 ] 
f(z) = 45/71*z^3 - 111/142*z + 1
*
[ 2/3 ] 
f(z) = 45/73*z^3 - 113/146*z + 1
*
[ 2/3 ] 
f(z) = 45/77*z^3 - 117/154*z + 1
*
[ 2/3 ] 
f(z) = 45/79*z^3 - 119/158*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.023793121981988210402667053123904739245
f(z) = 46/75*z^3 - 107/150*z + 1
*
[ 2/3 ] 
f(z) = 47/64*z^3 - 119/144*z + 1
*
[ 16/21 ] 
f(z) = 49/64*z^3 - 109/144*z + 1
*
[ 8/7 ] 
f(z) = 49/76*z^3 - 109/152*z + 1
*
[ 7/10 ] 
f(z) = 50/77*z^3 - 115/154*z + 1
*
[ 11/10 ] 
f(z) = 50/77*z^3 - 107/154*z + 1
*
[ 6/7 ] 
f(z) = 53/72*z^3 - 104/147*z + 1
*
[ 2/3 ] 
f(z) = 54/71*z^3 - 119/142*z + 1
*
[ 6/7 ] 
f(z) = 55/72*z^3 - 107/147*z + 1
*
[ 3/4 ] 
f(z) = 56/75*z^3 - 113/150*z + 1
*
[ 6/7 ] 
f(z) = 59/72*z^3 - 113/147*z + 1
*
5/7 | 0.10423688946345336947194202219765565870 | 0.017190069548326477972136878106606086580
f(z) = 49/75*z^3 - 86/15*z + 1
*
4/17 | 0.22509631057371134073359317946556893571 | 0.025996569802963113333497724754299313186
f(z) = 51/64*z^3 - 90/17*z + 1
*
-12/5 | 0.25249647247141655776318312336473811030 | 0.029436302865729200275188065552597682806
f(z) = 55/64*z^3 - 83/15*z + 1
*
[ 6 ] 
f(z) = 59/72*z^3 - 86/3*z + 1
*
[ -6 ] 
f(z) = 59/72*z^3 - 85/3*z + 1
*
[ -3 ] 
f(z) = 40/63*z^3 - 92/21*z + 1
*
-2 | 0.059195052550763937808581051277794666136 | 0.011237024757190756021399432758981926458
f(z) = 41/60*z^3 - 97/30*z + 1
*
[ -3 ] 
f(z) = 41/63*z^3 - 95/21*z + 1
*
-2 | 0.081576726631085094121420602552343151783 | 0.015425984761660419434282711156724940343
f(z) = 41/68*z^3 - 99/34*z + 1
*
[ -3 ] 
f(z) = 41/72*z^3 - 91/24*z + 1
*
[ -3 ] 
f(z) = 43/72*z^3 - 97/24*z + 1
*
[ 5/2 ] 
f(z) = 46/75*z^3 - 97/30*z + 1
*
[ 2/7 ] 
f(z) = 49/68*z^3 - 87/34*z + 1
*
[ 2 ] 
f(z) = 49/68*z^3 - 81/34*z + 1
*
15/7 | 0.14863898911099932218513699712718423885 | 0.026497858361385750650584927757497760635
f(z) = 49/72*z^3 - 91/24*z + 1
*
3/7 | 0.14486778399790949188604800540801533139 | 0.026256279249929458569578656583182396834
f(z) = 49/72*z^3 - 83/24*z + 1
*
[ 2/7 ] 
f(z) = 49/76*z^3 - 97/38*z + 1
*
[ 2 ] 
f(z) = 51/76*z^3 - 83/38*z + 1
*
[ 2 ] 
f(z) = 53/60*z^3 - 91/30*z + 1
*
[ 2 ] 
f(z) = 53/68*z^3 - 89/34*z + 1
*
[ 2 ] 
f(z) = 53/76*z^3 - 87/38*z + 1
*
4/11 | 0.23253173298945553730547766225242621563 | 0.029403180232052590970590152694118571455
f(z) = 55/64*z^3 - 85/22*z + 1
*
[ 2 ] 
f(z) = 55/68*z^3 - 93/34*z + 1
*
[ 2 ] 
f(z) = 55/76*z^3 - 91/38*z + 1
*
[ 2 ] 
f(z) = 57/68*z^3 - 97/34*z + 1
*
[ 2 ] 
f(z) = 59/76*z^3 - 99/38*z + 1
*
[ -20/9 ] 
f(z) = 45/64*z^3 - 91/45*z + 1
*
-8/5 | 0.18383711257691563125199157019859826771 | 0.028086675596720205642657999612809021330
f(z) = 45/64*z^3 - 87/40*z + 1
*
[ -21/10 ] 
f(z) = 50/63*z^3 - 85/42*z + 1
*
12/11 | 0.21436504542720357860102812135100521873 | 0.025062167522738851525843206755079060275
f(z) = 55/64*z^3 - 81/55*z + 1
*
[ 1/2 ] 
f(z) = 40/71*z^3 - 81/71*z + 1
*
[ 1/2 ] 
f(z) = 40/73*z^3 - 83/73*z + 1
*
[ 1/2 ] 
f(z) = 40/77*z^3 - 87/77*z + 1
*
[ 1/2 ] 
f(z) = 40/79*z^3 - 89/79*z + 1
*
[ 1/2 ] 
f(z) = 44/71*z^3 - 82/71*z + 1
*
[ 1/2 ] 
f(z) = 44/73*z^3 - 84/73*z + 1
*
[ 1/2 ] 
f(z) = 44/75*z^3 - 86/75*z + 1
*
[ 1/2 ] 
f(z) = 44/79*z^3 - 90/79*z + 1
*
[ -2 ] 
f(z) = 45/62*z^3 - 87/62*z + 1
*
[ -2 ] 
f(z) = 47/62*z^3 - 95/62*z + 1
*
[ -2 ] 
f(z) = 47/66*z^3 - 89/66*z + 1
*
[ -2 ] 
f(z) = 47/70*z^3 - 83/70*z + 1
*
[ 1/2 ] 
f(z) = 48/71*z^3 - 83/71*z + 1
*
[ 1/2 ] 
f(z) = 48/73*z^3 - 85/73*z + 1
*
[ 1/2 ] 
f(z) = 48/77*z^3 - 89/77*z + 1
*
[ 1/2 ] 
f(z) = 48/79*z^3 - 91/79*z + 1
*
[ 3/7 ] 
f(z) = 49/60*z^3 - 89/60*z + 1
*
-9/7 | 0.057077033448099110688281517270971227131 | 0.012476642506227107747342256088963487304
f(z) = 49/72*z^3 - 97/72*z + 1
*
[ -2 ] 
f(z) = 49/74*z^3 - 85/74*z + 1
*
[ -2 ] 
f(z) = 51/70*z^3 - 99/70*z + 1
*
[ -2 ] 
f(z) = 51/74*z^3 - 93/74*z + 1
*
[ 3/2 ] 
f(z) = 52/69*z^3 - 94/69*z + 1
*
[ 1/2 ] 
f(z) = 52/69*z^3 - 82/69*z + 1
*
[ 1/2 ] 
f(z) = 52/71*z^3 - 84/71*z + 1
*
[ 1/2 ] 
f(z) = 52/73*z^3 - 86/73*z + 1
*
[ 3/2 ] 
f(z) = 52/75*z^3 - 92/75*z + 1
*
[ 1/2 ] 
f(z) = 52/75*z^3 - 88/75*z + 1
*
[ 1/2 ] 
f(z) = 52/77*z^3 - 90/77*z + 1
*
[ 1/2 ] 
f(z) = 52/79*z^3 - 92/79*z + 1
*
[ -2 ] 
f(z) = 53/78*z^3 - 95/78*z + 1
*
[ 1/2 ] 
f(z) = 56/67*z^3 - 81/67*z + 1
*
[ 1/2 ] 
f(z) = 56/69*z^3 - 83/69*z + 1
*
[ 1/2 ] 
f(z) = 56/71*z^3 - 85/71*z + 1
*
[ 1/2 ] 
f(z) = 56/73*z^3 - 87/73*z + 1
*
[ 1/2 ] 
f(z) = 56/75*z^3 - 89/75*z + 1
*
[ 1/2 ] 
f(z) = 56/79*z^3 - 93/79*z + 1
*
[ 3/2 ] 
f(z) = 41/63*z^3 - 95/84*z + 1
*
[ 3/2 ] 
f(z) = 41/72*z^3 - 91/96*z + 1
*
[ 4/7 ] 
f(z) = 43/64*z^3 - 95/98*z + 1
*
[ 3/2 ] 
f(z) = 43/72*z^3 - 97/96*z + 1
*
[ 4/7 ] 
f(z) = 47/64*z^3 - 97/98*z + 1
*
[ 4/7 ] 
f(z) = 51/64*z^3 - 99/98*z + 1
*
[ 20/17 ] 
f(z) = 51/64*z^3 - 81/85*z + 1
*
[ 20/19 ] 
f(z) = 57/64*z^3 - 89/95*z + 1
*
[ 3/5 ] 
f(z) = 40/63*z^3 - 94/105*z + 1
*
[ 12/17 ] 
f(z) = 51/64*z^3 - 83/102*z + 1
*
[ 2/3 ] 
f(z) = 51/76*z^3 - 91/114*z + 1
*
[ 15/14 ] 
f(z) = 56/75*z^3 - 83/105*z + 1
*
[ 5/7 ] 
f(z) = 56/75*z^3 - 82/105*z + 1
*
[ 2/3 ] 
f(z) = 57/68*z^3 - 89/102*z + 1
*
[ 3/4 ] 
f(z) = 40/69*z^3 - 91/138*z + 1
*
[ 5/6 ] 
f(z) = 44/75*z^3 - 82/135*z + 1
*
[ 5/4 ] 
f(z) = 46/75*z^3 - 91/120*z + 1
*
[ 6/7 ] 
f(z) = 49/69*z^3 - 95/138*z + 1
*
[ 9/10 ] 
f(z) = 50/63*z^3 - 95/126*z + 1
*
[ 5/6 ] 
f(z) = 52/75*z^3 - 92/135*z + 1
*
[ 5/6 ] 
f(z) = 56/75*z^3 - 97/135*z + 1
*
[ -2 ] 
f(z) = 40/77*z^3 - 89/154*z + 1
*
[ -2 ] 
f(z) = 40/79*z^3 - 83/158*z + 1
*
[ 6/7 ] 
f(z) = 41/72*z^3 - 86/147*z + 1
*
[ -2 ] 
f(z) = 41/77*z^3 - 97/154*z + 1
*
[ -2 ] 
f(z) = 41/79*z^3 - 91/158*z + 1
*
[ -2 ] 
f(z) = 42/79*z^3 - 99/158*z + 1
*
[ 6/7 ] 
f(z) = 43/72*z^3 - 89/147*z + 1
*
[ 6/7 ] 
f(z) = 47/72*z^3 - 95/147*z + 1
*
[ 6/7 ] 
f(z) = 49/75*z^3 - 97/150*z + 1
*
[ 6 ] 
f(z) = 43/72*z^3 - 62/3*z + 1
*
[ -6 ] 
f(z) = 43/72*z^3 - 61/3*z + 1
*
-4/15 | 0.17031004473711475880445256496322102041 | 0.021957936486218285682167255896249501290
f(z) = 45/64*z^3 - 73/10*z + 1
*
4/9 | 0.20669673489584302063285706037615077488 | 0.027280900198509401973499409541022027315
f(z) = 45/64*z^3 - 61/18*z + 1
*
[ 6 ] 
f(z) = 47/72*z^3 - 68/3*z + 1
*
[ -6 ] 
f(z) = 47/72*z^3 - 67/3*z + 1
*
[ 4/21 ] 
f(z) = 49/64*z^3 - 77/18*z + 1
*
16/7 | 0.10289769097263032070440702460349453929 | 0.018504510382091138940242067032970854672
f(z) = 49/64*z^3 - 65/16*z + 1
*
[ 6 ] 
f(z) = 49/72*z^3 - 71/3*z + 1
*
[ -6 ] 
f(z) = 49/72*z^3 - 70/3*z + 1
*
-2 | 0.077203626206921314045559753530147372744 | 0.014044253885427257881943862886025690641
f(z) = 53/64*z^3 - 61/16*z + 1
*
[ 6 ] 
f(z) = 53/72*z^3 - 77/3*z + 1
*
[ -6 ] 
f(z) = 53/72*z^3 - 76/3*z + 1
*
-2 | 0.077064524931014361431552847091511067018 | 0.013937157654317264631114401383043606530
f(z) = 55/64*z^3 - 63/16*z + 1
*
[ 6 ] 
f(z) = 55/72*z^3 - 80/3*z + 1
*
[ -6 ] 
f(z) = 55/72*z^3 - 79/3*z + 1
*
[ 5/2 ] 
f(z) = 56/75*z^3 - 61/15*z + 1
*
[ 4/19 ] 
f(z) = 57/64*z^3 - 72/19*z + 1
*
-2 | 0.077578126582764653161013802959223044024 | 0.013951190111309579279691692829362423848
f(z) = 57/64*z^3 - 65/16*z + 1
*
-2 | 0.077031450406938588559951346186263715870 | 0.013777791054684250397704528155573551294
f(z) = 59/64*z^3 - 67/16*z + 1
*
[ 2 ] 
f(z) = 41/60*z^3 - 67/30*z + 1
*
[ 2 ] 
f(z) = 41/68*z^3 - 65/34*z + 1
*
[ 2 ] 
f(z) = 41/76*z^3 - 63/38*z + 1
*
[ 2 ] 
f(z) = 43/60*z^3 - 71/30*z + 1
*
[ 2 ] 
f(z) = 43/68*z^3 - 69/34*z + 1
*
[ 2 ] 
f(z) = 43/76*z^3 - 67/38*z + 1
*
[ -12/5 ] 
f(z) = 45/64*z^3 - 79/30*z + 1
*
[ 2 ] 
f(z) = 45/68*z^3 - 73/34*z + 1
*
[ 2 ] 
f(z) = 45/76*z^3 - 71/38*z + 1
*
[ -5/2 ] 
f(z) = 46/75*z^3 - 73/30*z + 1
*
[ 2 ] 
f(z) = 47/60*z^3 - 79/30*z + 1
*
[ 2 ] 
f(z) = 47/68*z^3 - 77/34*z + 1
*
[ 2 ] 
f(z) = 47/76*z^3 - 75/38*z + 1
*
-3/7 | 0.10513024070228646372070467125013785124 | 0.019823533159959765528629836538861770009
f(z) = 49/72*z^3 - 67/24*z + 1
*
[ 2 ] 
f(z) = 49/76*z^3 - 79/38*z + 1
*
[ -2 ] 
f(z) = 53/60*z^3 - 61/30*z + 1
*
[ -2 ] 
f(z) = 57/68*z^3 - 63/34*z + 1
*
[ -2 ] 
f(z) = 59/60*z^3 - 73/30*z + 1
*
[ -2 ] 
f(z) = 59/68*z^3 - 67/34*z + 1
*
[ -2 ] 
f(z) = 59/76*z^3 - 61/38*z + 1
*
3/4 | 0.15810340520488836024957081786996914736 | 0.029489794683473953024535281372534543757
f(z) = 40/63*z^3 - 71/42*z + 1
*
-10/7 | 0.17949567631889769338952214775031495929 | 0.028001681642707649623507210733817382368
f(z) = 49/72*z^3 - 76/45*z + 1
*
[ 3/2 ] 
f(z) = 50/63*z^3 - 61/42*z + 1
*
[ 8/5 ] 
f(z) = 55/64*z^3 - 73/40*z + 1
*
[ -20/11 ] 
f(z) = 55/64*z^3 - 71/55*z + 1
*
[ 2/5 ] 
f(z) = 55/72*z^3 - 73/45*z + 1
*
[ 4/9 ] 
f(z) = 57/64*z^3 - 77/54*z + 1
*
[ 3/2 ] 
f(z) = 58/63*z^3 - 73/42*z + 1
*
[ 1/2 ] 
f(z) = 40/61*z^3 - 71/61*z + 1
*
[ 1/2 ] 
f(z) = 40/63*z^3 - 73/63*z + 1
*
[ 1/2 ] 
f(z) = 40/67*z^3 - 77/67*z + 1
*
[ 1/2 ] 
f(z) = 40/69*z^3 - 79/69*z + 1
*
[ 3/2 ] 
f(z) = 40/69*z^3 - 67/69*z + 1
*
[ -2 ] 
f(z) = 41/62*z^3 - 71/62*z + 1
*
[ -2 ] 
f(z) = 41/66*z^3 - 65/66*z + 1
*
[ -2 ] 
f(z) = 43/62*z^3 - 79/62*z + 1
*
[ -2 ] 
f(z) = 43/66*z^3 - 73/66*z + 1
*
[ -2 ] 
f(z) = 43/70*z^3 - 67/70*z + 1
*
[ -2 ] 
f(z) = 43/74*z^3 - 61/74*z + 1
*
[ 1/2 ] 
f(z) = 44/61*z^3 - 72/61*z + 1
*
[ 1/2 ] 
f(z) = 44/63*z^3 - 74/63*z + 1
*
[ 1/2 ] 
f(z) = 44/65*z^3 - 76/65*z + 1
*
[ 1/2 ] 
f(z) = 44/67*z^3 - 78/67*z + 1
*
[ 1/2 ] 
f(z) = 44/69*z^3 - 80/69*z + 1
*
[ 3/2 ] 
f(z) = 44/69*z^3 - 76/69*z + 1
*
[ 3/2 ] 
f(z) = 44/75*z^3 - 74/75*z + 1
*
[ 4/3 ] 
f(z) = 45/68*z^3 - 63/68*z + 1
*
[ -2 ] 
f(z) = 45/74*z^3 - 69/74*z + 1
*
[ 4/3 ] 
f(z) = 45/76*z^3 - 61/76*z + 1
*
[ -2 ] 
f(z) = 47/74*z^3 - 77/74*z + 1
*
[ -2 ] 
f(z) = 47/78*z^3 - 71/78*z + 1
*
[ 1/2 ] 
f(z) = 48/61*z^3 - 73/61*z + 1
*
[ 1/2 ] 
f(z) = 48/65*z^3 - 77/65*z + 1
*
[ 5/4 ] 
f(z) = 48/65*z^3 - 62/65*z + 1
*
[ 1/2 ] 
f(z) = 48/67*z^3 - 79/67*z + 1
*
[ -13/7 ] 
f(z) = 49/65*z^3 - 69/65*z + 1
*
[ 4/7 ] 
f(z) = 49/68*z^3 - 67/68*z + 1
*
[ 9/7 ] 
f(z) = 49/72*z^3 - 65/72*z + 1
*
[ 6/5 ] 
f(z) = 49/72*z^3 - 61/75*z + 1
*
-5/14 | 0.076724590387065232223869373037239703933 | 0.012887863989225660012254051311698983758
f(z) = 49/75*z^3 - 77/60*z + 1
*
[ 4/7 ] 
f(z) = 49/76*z^3 - 73/76*z + 1
*
[ -2 ] 
f(z) = 49/78*z^3 - 79/78*z + 1
*
[ 7/5 ] 
f(z) = 50/63*z^3 - 80/63*z + 1
*
[ -9/5 ] 
f(z) = 50/63*z^3 - 64/63*z + 1
*
[ 3/5 ] 
f(z) = 50/69*z^3 - 64/69*z + 1
*
[ 7/5 ] 
f(z) = 50/77*z^3 - 76/77*z + 1
*
[ 1/2 ] 
f(z) = 52/61*z^3 - 74/61*z + 1
*
[ 1/2 ] 
f(z) = 52/63*z^3 - 76/63*z + 1
*
[ 1/2 ] 
f(z) = 52/67*z^3 - 80/67*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.027612966990206618235187402782718336321
f(z) = 52/75*z^3 - 67/75*z + 1
*
[ 6/5 ] 
f(z) = 53/72*z^3 - 67/75*z + 1
*
[ 1/2 ] 
f(z) = 56/61*z^3 - 75/61*z + 1
*
[ 1/2 ] 
f(z) = 56/65*z^3 - 79/65*z + 1
*
[ 6/5 ] 
f(z) = 59/72*z^3 - 76/75*z + 1
*
[ 2/3 ] 
f(z) = 41/72*z^3 - 61/81*z + 1
*
[ 2/3 ] 
f(z) = 43/72*z^3 - 62/81*z + 1
*
[ 3/4 ] 
f(z) = 44/63*z^3 - 61/84*z + 1
*
-16/15 | 0.10281112306972776877623075776923650632 | 0.017823405310608939954971265796922495201
f(z) = 45/64*z^3 - 69/80*z + 1
*
[ 2/3 ] 
f(z) = 47/72*z^3 - 64/81*z + 1
*
[ 20/21 ] 
f(z) = 49/64*z^3 - 67/90*z + 1
*
[ 2/3 ] 
f(z) = 49/72*z^3 - 65/81*z + 1
*
[ 3/4 ] 
f(z) = 52/63*z^3 - 67/84*z + 1
*
[ 2/3 ] 
f(z) = 53/72*z^3 - 67/81*z + 1
*
[ 8/11 ] 
f(z) = 55/64*z^3 - 73/88*z + 1
*
[ 2/3 ] 
f(z) = 55/72*z^3 - 68/81*z + 1
*
[ 2/3 ] 
f(z) = 59/72*z^3 - 70/81*z + 1
*
[ 6/7 ] 
f(z) = 49/68*z^3 - 71/102*z + 1
*
[ 6/7 ] 
f(z) = 49/76*z^3 - 73/114*z + 1
*
-2 | 0.080670163439764239149604268896510502393 | 0.015283897499021920631815387021861079124
f(z) = 41/64*z^3 - 49/16*z + 1
*
[ 6 ] 
f(z) = 41/72*z^3 - 59/3*z + 1
*
[ -6 ] 
f(z) = 41/72*z^3 - 58/3*z + 1
*
-2 | 0.080737961209353459657860003949476731683 | 0.015181673467843628266437753467784095934
f(z) = 43/64*z^3 - 51/16*z + 1
*
[ 5/2 ] 
f(z) = 44/75*z^3 - 46/15*z + 1
*
-4/15 | 0.21125864935988988154487803193577076537 | 0.028410147807049813896022229369838619495
f(z) = 45/64*z^3 - 53/10*z + 1
*
-2 | 0.080684150862666439344060036701350690865 | 0.015062606429802493320004390736043183396
f(z) = 45/64*z^3 - 53/16*z + 1
*
[ 12/5 ] 
f(z) = 45/64*z^3 - 52/15*z + 1
*
-2 | 0.080470143449036159926394630381724532660 | 0.014919484661757381823545069174349210263
f(z) = 47/64*z^3 - 55/16*z + 1
*
[ 16/7 ] 
f(z) = 49/64*z^3 - 55/16*z + 1
*
[ -20/7 ] 
f(z) = 49/64*z^3 - 49/10*z + 1
*
22/7 | 0.16748310898351300533417821451642673951 | 0.027434689858817484701573760053823823189
f(z) = 49/72*z^3 - 56/9*z + 1
*
2/7 | 0.064998414478217512484249115628955234042 | 0.011220138406743298408250015000315533541
f(z) = 49/72*z^3 - 41/9*z + 1
*
10/7 | 0.059640313799955825778471302307436306024 | 0.010688745810271261167515269850785585581
f(z) = 49/75*z^3 - 53/15*z + 1
*
-2 | 0.079055962039993737250020206184046092310 | 0.014468959671723128048951843916832973653
f(z) = 51/64*z^3 - 59/16*z + 1
*
[ 4/17 ] 
f(z) = 51/64*z^3 - 56/17*z + 1
*
[ 2 ] 
f(z) = 51/64*z^3 - 43/16*z + 1
*
[ 5/2 ] 
f(z) = 52/75*z^3 - 56/15*z + 1
*
[ -5/2 ] 
f(z) = 52/75*z^3 - 44/15*z + 1
*
[ 2 ] 
f(z) = 53/64*z^3 - 45/16*z + 1
*
[ -12/5 ] 
f(z) = 55/64*z^3 - 53/15*z + 1
*
[ 2 ] 
f(z) = 55/64*z^3 - 47/16*z + 1
*
[ -5/2 ] 
f(z) = 56/75*z^3 - 49/15*z + 1
*
[ 2 ] 
f(z) = 57/64*z^3 - 49/16*z + 1
*
[ 2 ] 
f(z) = 59/64*z^3 - 51/16*z + 1
*
[ -2 ] 
f(z) = 43/60*z^3 - 41/30*z + 1
*
[ -2 ] 
f(z) = 47/60*z^3 - 49/30*z + 1
*
[ -2 ] 
f(z) = 47/68*z^3 - 43/34*z + 1
*
-10/7 | 0.11508533515596651375253226375175770472 | 0.024123442276140087350665489703936812724
f(z) = 49/60*z^3 - 59/30*z + 1
*
[ 10/7 ] 
f(z) = 49/60*z^3 - 41/30*z + 1
*
[ -2 ] 
f(z) = 49/68*z^3 - 47/34*z + 1
*
3/7 | 0.13217717263297223581291339047873933864 | 0.025535809329697930819959670586578039641
f(z) = 49/72*z^3 - 59/24*z + 1
*
[ -2 ] 
f(z) = 49/76*z^3 - 41/38*z + 1
*
[ -2 ] 
f(z) = 51/76*z^3 - 45/38*z + 1
*
[ -2 ] 
f(z) = 53/68*z^3 - 55/34*z + 1
*
[ -2 ] 
f(z) = 53/76*z^3 - 49/38*z + 1
*
[ 4/11 ] 
f(z) = 55/64*z^3 - 41/22*z + 1
*
[ -2 ] 
f(z) = 55/68*z^3 - 59/34*z + 1
*
[ -2 ] 
f(z) = 55/76*z^3 - 53/38*z + 1
*
[ 4/7 ] 
f(z) = 41/64*z^3 - 47/49*z + 1
*
[ 8/5 ] 
f(z) = 45/64*z^3 - 57/40*z + 1
*
[ 4/7 ] 
f(z) = 45/64*z^3 - 48/49*z + 1
*
[ 8/15 ] 
f(z) = 45/64*z^3 - 43/40*z + 1
*
[ 3/2 ] 
f(z) = 46/63*z^3 - 55/42*z + 1
*
[ 10/7 ] 
f(z) = 49/72*z^3 - 49/45*z + 1
*
[ 6/5 ] 
f(z) = 50/63*z^3 - 41/42*z + 1
*
[ 2/3 ] 
f(z) = 51/64*z^3 - 41/48*z + 1
*
[ 4/7 ] 
f(z) = 53/64*z^3 - 50/49*z + 1
*
[ 4/7 ] 
f(z) = 57/64*z^3 - 51/49*z + 1
*
[ 2/3 ] 
f(z) = 57/64*z^3 - 43/48*z + 1
*
[ 4/5 ] 
f(z) = 57/64*z^3 - 41/50*z + 1
*
[ -2 ] 
f(z) = 41/70*z^3 - 59/70*z + 1
*
[ 6/5 ] 
f(z) = 41/72*z^3 - 49/75*z + 1
*
[ -2 ] 
f(z) = 41/74*z^3 - 53/74*z + 1
*
[ -2 ] 
f(z) = 41/78*z^3 - 47/78*z + 1
*
[ 6/5 ] 
f(z) = 43/72*z^3 - 52/75*z + 1
*
[ -2 ] 
f(z) = 43/78*z^3 - 55/78*z + 1
*
[ 5/4 ] 
f(z) = 44/75*z^3 - 43/60*z + 1
*
[ 2/3 ] 
f(z) = 45/62*z^3 - 51/62*z + 1
*
[ 8/9 ] 
f(z) = 45/64*z^3 - 49/72*z + 1
*
[ 2/3 ] 
f(z) = 45/74*z^3 - 57/74*z + 1
*
[ 6/5 ] 
f(z) = 47/72*z^3 - 58/75*z + 1
*
[ 5/7 ] 
f(z) = 49/65*z^3 - 51/65*z + 1
*
[ 6/7 ] 
f(z) = 49/66*z^3 - 47/66*z + 1
*
[ 8/7 ] 
f(z) = 49/72*z^3 - 55/72*z + 1
*
-10/7 | 0.11095408078508722281237466298579163322 | 0.019452719537972044977172959449135500138
f(z) = 49/75*z^3 - 53/60*z + 1
*
[ 15/14 ] 
f(z) = 49/75*z^3 - 41/60*z + 1
*
[ 5/4 ] 
f(z) = 52/75*z^3 - 53/60*z + 1
*
[ 16/15 ] 
f(z) = 45/64*z^3 - 59/80*z + 1
*
[ 2 ] 
f(z) = 41/64*z^3 - 33/16*z + 1
*
-2 | 0.068767862727666524932854026782914470683 | 0.012979189046289654309071126694030884953
f(z) = 41/72*z^3 - 25/9*z + 1
*
[ 2 ] 
f(z) = 43/64*z^3 - 35/16*z + 1
*
-2 | 0.069027493779890281971212621529556803321 | 0.012932459262895408721581717229373011867
f(z) = 43/72*z^3 - 26/9*z + 1
*
[ -5/2 ] 
f(z) = 44/75*z^3 - 34/15*z + 1
*
[ 2 ] 
f(z) = 45/64*z^3 - 37/16*z + 1
*
[ 8/3 ] 
f(z) = 45/64*z^3 - 35/8*z + 1
*
-44/15 | 0.20258720608831834022924643740092779614 | 0.026917670762393274943982336616618073154
f(z) = 45/64*z^3 - 29/5*z + 1
*
[ -8/3 ] 
f(z) = 45/64*z^3 - 29/8*z + 1
*
[ 4/9 ] 
f(z) = 45/64*z^3 - 25/18*z + 1
*
4/15 | 0.17576623584453317268952396288442698744 | 0.023956350982948848488919549975721608363
f(z) = 45/64*z^3 - 24/5*z + 1
*
[ 4 ] 
f(z) = 45/64*z^3 - 21/2*z + 1
*
[ -2 ] 
f(z) = 45/64*z^3 - 21/16*z + 1
*
[ 2 ] 
f(z) = 47/64*z^3 - 39/16*z + 1
*
[ -2 ] 
f(z) = 47/64*z^3 - 23/16*z + 1
*
[ -4 ] 
f(z) = 47/64*z^3 - 21/2*z + 1
*
-2 | 0.069327483848975664093562511712333675594 | 0.012810794199153348234204856756292383051
f(z) = 47/72*z^3 - 28/9*z + 1
*
[ 20/7 ] 
f(z) = 49/64*z^3 - 28/5*z + 1
*
[ -2 ] 
f(z) = 49/64*z^3 - 25/16*z + 1
*
[ 4 ] 
f(z) = 49/64*z^3 - 23/2*z + 1
*
2/7 | 0.15188806316121010223832271752509707667 | 0.027391019436613433132776233487833763460
f(z) = 49/72*z^3 - 32/9*z + 1
*
-2 | 0.069354457116266673945162354313000877784 | 0.012733211165466786113002792338617738184
f(z) = 49/72*z^3 - 29/9*z + 1
*
[ -18/7 ] 
f(z) = 49/72*z^3 - 28/9*z + 1
*
[ 2/7 ] 
f(z) = 49/72*z^3 - 23/9*z + 1
*
[ 15/7 ] 
f(z) = 49/75*z^3 - 37/15*z + 1
*
-10/7 | 0.13715385007886255903395781675844082388 | 0.027024463608946073484980290355956049203
f(z) = 49/75*z^3 - 32/15*z + 1
*
[ -15/7 ] 
f(z) = 49/75*z^3 - 23/15*z + 1
*
[ -2 ] 
f(z) = 51/64*z^3 - 27/16*z + 1
*
[ -4 ] 
f(z) = 51/64*z^3 - 23/2*z + 1
*
[ -2 ] 
f(z) = 53/64*z^3 - 29/16*z + 1
*
[ 4 ] 
f(z) = 53/64*z^3 - 25/2*z + 1
*
-2 | 0.069070304900725112471411069843301544068 | 0.012527649867384043555192338974163754956
f(z) = 53/72*z^3 - 31/9*z + 1
*
[ 2 ] 
f(z) = 53/72*z^3 - 22/9*z + 1
*
[ -2 ] 
f(z) = 55/64*z^3 - 31/16*z + 1
*
[ -4 ] 
f(z) = 55/64*z^3 - 25/2*z + 1
*
[ 4/3 ] 
f(z) = 55/64*z^3 - 23/18*z + 1
*
-2 | 0.068665167920252482004581063008025316146 | 0.012382862155044524122128424530280300892
f(z) = 55/72*z^3 - 32/9*z + 1
*
[ 2 ] 
f(z) = 55/72*z^3 - 23/9*z + 1
*
[ -2 ] 
f(z) = 57/64*z^3 - 33/16*z + 1
*
[ 4 ] 
f(z) = 57/64*z^3 - 27/2*z + 1
*
[ -2 ] 
f(z) = 59/64*z^3 - 35/16*z + 1
*
[ -4 ] 
f(z) = 59/64*z^3 - 27/2*z + 1
*
[ 4/3 ] 
f(z) = 59/64*z^3 - 25/18*z + 1
*
-2 | 0.065817567089500579291732601719894660913 | 0.011740972355270683394981227422501983246
f(z) = 59/72*z^3 - 34/9*z + 1
*
[ 2 ] 
f(z) = 59/72*z^3 - 25/9*z + 1
*
[ 3/2 ] 
f(z) = 40/63*z^3 - 23/21*z + 1
*
[ -2 ] 
f(z) = 41/60*z^3 - 37/30*z + 1
*
[ -2 ] 
f(z) = 41/68*z^3 - 31/34*z + 1
*
[ -2 ] 
f(z) = 41/76*z^3 - 25/38*z + 1
*
[ -2 ] 
f(z) = 43/68*z^3 - 35/34*z + 1
*
[ -2 ] 
f(z) = 43/76*z^3 - 29/38*z + 1
*
[ 3/2 ] 
f(z) = 44/63*z^3 - 26/21*z + 1
*
[ -28/15 ] 
f(z) = 45/64*z^3 - 32/35*z + 1
*
[ -2 ] 
f(z) = 45/68*z^3 - 39/34*z + 1
*
[ 2/3 ] 
f(z) = 45/68*z^3 - 27/34*z + 1
*
[ -2 ] 
f(z) = 45/76*z^3 - 33/38*z + 1
*
[ 2/3 ] 
f(z) = 45/76*z^3 - 29/38*z + 1
*
[ -2 ] 
f(z) = 47/76*z^3 - 37/38*z + 1
*
[ 6/7 ] 
f(z) = 49/60*z^3 - 23/30*z + 1
*
[ 3/7 ] 
f(z) = 49/72*z^3 - 35/24*z + 1
*
[ 4/7 ] 
f(z) = 49/72*z^3 - 35/36*z + 1
*
[ 10/7 ] 
f(z) = 49/75*z^3 - 31/30*z + 1
*
[ 4/9 ] 
f(z) = 51/64*z^3 - 38/27*z + 1
*
[ 3/2 ] 
f(z) = 52/63*z^3 - 32/21*z + 1
*
[ 12/11 ] 
f(z) = 55/64*z^3 - 31/33*z + 1
*
[ 6/11 ] 
f(z) = 55/72*z^3 - 35/33*z + 1
*
[ 5/4 ] 
f(z) = 56/75*z^3 - 29/30*z + 1
*
[ 4/5 ] 
f(z) = 59/64*z^3 - 21/25*z + 1
*
[ 3/4 ] 
f(z) = 40/63*z^3 - 29/42*z + 1
*
[ 4/5 ] 
f(z) = 41/64*z^3 - 33/50*z + 1
*
[ 4/5 ] 
f(z) = 49/64*z^3 - 37/50*z + 1
*
[ 6/7 ] 
f(z) = 49/64*z^3 - 35/48*z + 1
*
[ 4/5 ] 
f(z) = 53/64*z^3 - 39/50*z + 1
*
[ 4 ] 
f(z) = 41/64*z^3 - 19/2*z + 1
*
[ -2 ] 
f(z) = 41/64*z^3 - 17/16*z + 1
*
[ -4 ] 
f(z) = 41/64*z^3 - 9*z + 1
*
[ 4/3 ] 
f(z) = 41/64*z^3 - 8/9*z + 1
*
[ 2 ] 
f(z) = 41/72*z^3 - 16/9*z + 1
*
[ -2 ] 
f(z) = 41/72*z^3 - 7/9*z + 1
*
[ -4 ] 
f(z) = 43/64*z^3 - 19/2*z + 1
*
[ -2 ] 
f(z) = 43/64*z^3 - 19/16*z + 1
*
[ 4/3 ] 
f(z) = 43/64*z^3 - 17/18*z + 1
*
[ 4 ] 
f(z) = 43/64*z^3 - 10*z + 1
*
[ 2 ] 
f(z) = 43/72*z^3 - 17/9*z + 1
*
[ -2 ] 
f(z) = 43/72*z^3 - 8/9*z + 1
*
4/3 | 0.16065014508369652923894839608438702092 | 0.022616198965722451063825403167393269666
f(z) = 45/64*z^3 - 19/5*z + 1
*
[ 4/15 ] 
f(z) = 45/64*z^3 - 14/5*z + 1
*
-4/15 | 0.15734430743396747693757577870516308023 | 0.026090618336654988413671217398222283413
f(z) = 45/64*z^3 - 13/10*z + 1
*
[ 2/3 ] 
f(z) = 45/64*z^3 - 13/16*z + 1
*
[ -4 ] 
f(z) = 45/64*z^3 - 10*z + 1
*
4/3 | 0.16642957075299949963529019867458559865 | 0.026184196309660706221493750891510122368
f(z) = 45/64*z^3 - 9/5*z + 1
*
[ 4/5 ] 
f(z) = 45/64*z^3 - 7/10*z + 1
*
[ 4/3 ] 
f(z) = 45/64*z^3 - z + 1
*
[ 4/3 ] 
f(z) = 47/64*z^3 - 19/18*z + 1
*
[ 4 ] 
f(z) = 47/64*z^3 - 11*z + 1
*
[ 2 ] 
f(z) = 47/72*z^3 - 19/9*z + 1
*
[ -2 ] 
f(z) = 47/72*z^3 - 10/9*z + 1
*
-12/7 | 0.18115893614092882657161319333447197080 | 0.026135709878323842423342565293698312367
f(z) = 49/64*z^3 - 16/9*z + 1
*
[ -4 ] 
f(z) = 49/64*z^3 - 11*z + 1
*
[ 12/7 ] 
f(z) = 49/64*z^3 - 11/6*z + 1
*
[ 4/3 ] 
f(z) = 49/64*z^3 - 10/9*z + 1
*
4/7 | 0.16209499901629776204547061984736216983 | 0.026552086671111523743612024037732219752
f(z) = 49/64*z^3 - 7*z + 1
*
[ 8/7 ] 
f(z) = 49/64*z^3 - 7/8*z + 1
*
-12/7 | 0.077016353395549478824136902384241840897 | 0.015873015873015873015873015873015873016
f(z) = 49/64*z^3 - 2*z + 1
*
[ 4/7 ] 
f(z) = 49/64*z^3 - z + 1
*
[ 2 ] 
f(z) = 49/72*z^3 - 20/9*z + 1
*
[ 12/7 ] 
f(z) = 49/72*z^3 - 19/12*z + 1
*
6/7 | 0.16648751182299472573278941714255151416 | 0.028620307785909291765377887999499737064
f(z) = 49/72*z^3 - 14/3*z + 1
*
[ -2 ] 
f(z) = 49/72*z^3 - 11/9*z + 1
*
[ 6/7 ] 
f(z) = 49/72*z^3 - 2/3*z + 1
*
[ 5/7 ] 
f(z) = 49/75*z^3 - 11/15*z + 1
*
[ 4 ] 
f(z) = 51/64*z^3 - 12*z + 1
*
[ 4/3 ] 
f(z) = 51/64*z^3 - 7/6*z + 1
*
-4/3 | 0.15403374040751984737045500197121824925 | 0.026703392637101922553263251974561180997
f(z) = 51/64*z^3 - 5/3*z + 1
*
[ -4 ] 
f(z) = 53/64*z^3 - 12*z + 1
*
[ 4/3 ] 
f(z) = 53/64*z^3 - 11/9*z + 1
*
[ -2 ] 
f(z) = 53/72*z^3 - 13/9*z + 1
*
[ 4 ] 
f(z) = 55/64*z^3 - 13*z + 1
*
[ 4/5 ] 
f(z) = 55/64*z^3 - 4/5*z + 1
*
[ -2 ] 
f(z) = 55/72*z^3 - 14/9*z + 1
*
[ 6/5 ] 
f(z) = 55/72*z^3 - 14/15*z + 1
*
[ -4 ] 
f(z) = 57/64*z^3 - 13*z + 1
*
-4/3 | 0.15403270679109895764827380476848368179 | 0.026269167036309620080593380098075296873
f(z) = 57/64*z^3 - 11/6*z + 1
*
[ 4/3 ] 
f(z) = 57/64*z^3 - 4/3*z + 1
*
[ 4 ] 
f(z) = 59/64*z^3 - 14*z + 1
*
[ -2 ] 
f(z) = 59/72*z^3 - 16/9*z + 1
*
[ 4/5 ] 
f(z) = 43/64*z^3 - 17/25*z + 1
*
[ 4/5 ] 
f(z) = 47/64*z^3 - 18/25*z + 1
*
[ 3/5 ] 
f(z) = 50/63*z^3 - 20/21*z + 1
*
[ 4/5 ] 
f(z) = 51/64*z^3 - 19/25*z + 1
*
[ -4/3 ]
f(z) = 45/64*z^3 + 1/2*z + 1
*
[ -1 ]
f(z) = 42/61*z^3 + 80/61*z + 1
*
[ -6 ] 
f(z) = 40/81*z^3 - 299/18*z + 1
*
[ 7 ] 
f(z) = 43/98*z^3 - 289/14*z + 1
*
[ -7 ] 
f(z) = 43/98*z^3 - 285/14*z + 1
*
[ 22/3 ] 
f(z) = 45/88*z^3 - 293/11*z + 1
*
[ -22/3 ] 
f(z) = 45/88*z^3 - 290/11*z + 1
*
[ -7 ] 
f(z) = 45/98*z^3 - 299/14*z + 1
*
-30/7 | 0.18607992709601902612808472363210977236 | 0.027450336587544132974602306110358829799
f(z) = 49/90*z^3 - 293/30*z + 1
*
-30/7 | 0.13389976543235424146322177597118390998 | 0.019792903764772788753892919855043224534
f(z) = 49/99*z^3 - 289/33*z + 1
*
[ 4 ] 
f(z) = 41/88*z^3 - 295/44*z + 1
*
[ -4 ] 
f(z) = 43/88*z^3 - 289/44*z + 1
*
[ 7/2 ] 
f(z) = 47/98*z^3 - 289/56*z + 1
*
[ -7/2 ] 
f(z) = 51/98*z^3 - 285/56*z + 1
*
[ -7/2 ] 
f(z) = 53/98*z^3 - 299/56*z + 1
*
-3 | 0.23505998129712006719481031835104643403 | 0.029801264918840000030331418284330021589
f(z) = 55/81*z^3 - 296/45*z + 1
*
-20/7 | 0.21468144901151081872334268916079484150 | 0.027715608198161697231167818122073202988
f(z) = 49/96*z^3 - 289/60*z + 1
*
-18/7 | 0.20507647145228931570501506970908889813 | 0.029106297824606180843967025096319475303
f(z) = 49/96*z^3 - 287/72*z + 1
*
9/8 | 0.20755419659704297489784550929837730384 | 0.026325334002567590259030797451949024886
f(z) = 56/81*z^3 - 295/72*z + 1
*
[ 3 ] 
f(z) = 40/93*z^3 - 298/93*z + 1
*
-8/3 | 0.11557688325443725767937198861692917515 | 0.020421812252116851648980513247153204460
f(z) = 45/88*z^3 - 287/88*z + 1
*
[ -3 ] 
f(z) = 46/87*z^3 - 298/87*z + 1
*
[ -3 ] 
f(z) = 46/93*z^3 - 290/93*z + 1
*
[ -3 ] 
f(z) = 47/93*z^3 - 299/93*z + 1
*
[ -3 ] 
f(z) = 47/96*z^3 - 295/96*z + 1
*
[ 1/4 ] 
f(z) = 48/95*z^3 - 288/95*z + 1
*
[ 1/4 ] 
f(z) = 48/97*z^3 - 294/97*z + 1
*
-18/7 | 0.10222651103167548534017003297134061863 | 0.018040736544979213247949376146763408121
f(z) = 49/90*z^3 - 289/90*z + 1
*
-15/7 | 0.10020633163167430983800742285075530598 | 0.017684219199711286349681395858432217053
f(z) = 49/96*z^3 - 289/96*z + 1
*
[ 13/5 ] 
f(z) = 50/91*z^3 - 282/91*z + 1
*
[ 5/2 ] 
f(z) = 56/85*z^3 - 299/85*z + 1
*
1/2 | 0.16791066389623795359713504935537783830 | 0.029455718968964874271293968647174952953
f(z) = 56/95*z^3 - 299/95*z + 1
*
[ 5/2 ] 
f(z) = 56/95*z^3 - 293/95*z + 1
*
-2 | 0.060630451684529019239681326257231267014 | 0.010753217071336414467198957608704049311
f(z) = 59/90*z^3 - 281/90*z + 1
*
-2 | 0.074894762759756103678302994727677384915 | 0.013266401069332856283682858351330520773
f(z) = 59/94*z^3 - 283/94*z + 1
*
-2 | 0.075501619919982720820241804918594002508 | 0.013357233868494427249040492383930821987
f(z) = 59/98*z^3 - 285/98*z + 1
*
[ 33/14 ] 
f(z) = 49/99*z^3 - 287/132*z + 1
*
[ 7/3 ] 
f(z) = 53/98*z^3 - 299/126*z + 1
*
45/28 | 0.11741952654138406905071766548920152480 | 0.014893017367538617616221718385386683049
f(z) = 56/81*z^3 - 295/126*z + 1
*
3/4 | 0.11756930313431858449368093290738242428 | 0.014950981314608285042404987115735302342
f(z) = 56/81*z^3 - 289/126*z + 1
*
[ 9/4 ] 
f(z) = 41/81*z^3 - 289/144*z + 1
*
[ -9/4 ] 
f(z) = 55/81*z^3 - 287/144*z + 1
*
[ -5/2 ] 
f(z) = 42/85*z^3 - 287/170*z + 1
*
[ 2 ] 
f(z) = 46/81*z^3 - 287/162*z + 1
*
[ 2 ] 
f(z) = 46/83*z^3 - 285/166*z + 1
*
[ 2 ] 
f(z) = 46/85*z^3 - 283/170*z + 1
*
[ 2 ] 
f(z) = 46/87*z^3 - 281/174*z + 1
*
[ 2 ] 
f(z) = 47/81*z^3 - 295/162*z + 1
*
[ 2 ] 
f(z) = 47/83*z^3 - 293/166*z + 1
*
[ 2 ] 
f(z) = 47/85*z^3 - 291/170*z + 1
*
[ 2 ] 
f(z) = 47/87*z^3 - 289/174*z + 1
*
[ 2 ] 
f(z) = 47/89*z^3 - 287/178*z + 1
*
[ 2 ] 
f(z) = 48/85*z^3 - 299/170*z + 1
*
[ 2 ] 
f(z) = 48/89*z^3 - 295/178*z + 1
*
[ 15/7 ] 
f(z) = 49/99*z^3 - 287/165*z + 1
*
[ 2/5 ] 
f(z) = 50/89*z^3 - 283/178*z + 1
*
[ 9/4 ] 
f(z) = 40/99*z^3 - 295/198*z + 1
*
[ 2 ] 
f(z) = 47/91*z^3 - 285/182*z + 1
*
[ 2 ] 
f(z) = 47/93*z^3 - 283/186*z + 1
*
[ 2 ] 
f(z) = 47/95*z^3 - 281/190*z + 1
*
[ 2 ] 
f(z) = 48/91*z^3 - 293/182*z + 1
*
[ 2 ] 
f(z) = 48/95*z^3 - 289/190*z + 1
*
[ 2 ] 
f(z) = 48/97*z^3 - 287/194*z + 1
*
[ 2 ] 
f(z) = 49/93*z^3 - 299/186*z + 1
*
[ 2 ] 
f(z) = 49/95*z^3 - 297/190*z + 1
*
[ 2 ] 
f(z) = 49/97*z^3 - 295/194*z + 1
*
[ 2 ] 
f(z) = 49/99*z^3 - 293/198*z + 1
*
[ 2/5 ] 
f(z) = 50/91*z^3 - 289/182*z + 1
*
[ 2/5 ] 
f(z) = 50/93*z^3 - 295/186*z + 1
*
[ 18/11 ] 
f(z) = 55/81*z^3 - 283/198*z + 1
*
[ -9/4 ] 
f(z) = 56/99*z^3 - 281/198*z + 1
*
-4/3 | 0.18790665060595062287542410696258458941 | 0.026749614079127313307601474043292647471
f(z) = 59/80*z^3 - 281/180*z + 1
*
[ 9/5 ] 
f(z) = 43/81*z^3 - 287/225*z + 1
*
[ 9/5 ] 
f(z) = 44/81*z^3 - 296/225*z + 1
*
[ 7/4 ] 
f(z) = 55/98*z^3 - 289/224*z + 1
*
[ 5/3 ] 
f(z) = 48/85*z^3 - 298/255*z + 1
*
-5/3 | 0.10082304749012401767398839293986106751 | 0.017881643387651195469735124011055701996
f(z) = 51/80*z^3 - 281/240*z + 1
*
[ 3/2 ] 
f(z) = 56/83*z^3 - 295/249*z + 1
*
[ 3/2 ] 
f(z) = 56/85*z^3 - 293/255*z + 1
*
[ 3/2 ] 
f(z) = 56/89*z^3 - 289/267*z + 1
*
[ 5/3 ] 
f(z) = 48/95*z^3 - 286/285*z + 1
*
[ 9/16 ] 
f(z) = 56/81*z^3 - 287/288*z + 1
*
[ 3/2 ] 
f(z) = 56/95*z^3 - 283/285*z + 1
*
[ 3/2 ] 
f(z) = 56/97*z^3 - 281/291*z + 1
*
[ 7 ] 
f(z) = 41/98*z^3 - 275/14*z + 1
*
[ -7 ] 
f(z) = 41/98*z^3 - 271/14*z + 1
*
[ 30/7 ] 
f(z) = 49/90*z^3 - 277/30*z + 1
*
[ -30/7 ] 
f(z) = 49/90*z^3 - 263/30*z + 1
*
3 | 0.16609201435293104588941566604958383224 | 0.021356948458123122345151305072763137308
f(z) = 52/81*z^3 - 265/36*z + 1
*
4 | 0.19304995476651504100536941808523386827 | 0.027773715916439285254176773032053424634
f(z) = 59/80*z^3 - 261/20*z + 1
*
[ -4 ] 
f(z) = 41/88*z^3 - 273/44*z + 1
*
[ 7/2 ] 
f(z) = 43/98*z^3 - 261/56*z + 1
*
[ 10/3 ] 
f(z) = 45/88*z^3 - 274/55*z + 1
*
[ 7/2 ] 
f(z) = 45/98*z^3 - 275/56*z + 1
*
-7/15 | 0.084594901669184413167533393953350060118 | 0.011175126833688709601084960757015898662
f(z) = 45/98*z^3 - 277/70*z + 1
*
[ -33/10 ] 
f(z) = 50/99*z^3 - 277/66*z + 1
*
[ 14/5 ] 
f(z) = 55/98*z^3 - 263/70*z + 1
*
9/4 | 0.21404131931177849125275108956210833088 | 0.027469594269597767874477415153511261172
f(z) = 58/81*z^3 - 269/72*z + 1
*
[ -3 ] 
f(z) = 43/84*z^3 - 275/84*z + 1
*
[ -3 ] 
f(z) = 43/87*z^3 - 271/87*z + 1
*
[ -3 ] 
f(z) = 43/93*z^3 - 263/93*z + 1
*
[ 3/11 ] 
f(z) = 44/81*z^3 - 268/99*z + 1
*
1/2 | 0.16342632227437870997126766367899365167 | 0.029269531712117815932463134603770782571
f(z) = 44/85*z^3 - 266/85*z + 1
*
[ -3 ] 
f(z) = 44/87*z^3 - 280/87*z + 1
*
[ -3 ] 
f(z) = 44/93*z^3 - 272/93*z + 1
*
1/3 | 0.15087176837577111051315841138609820035 | 0.026966854613062856058954036122705015033
f(z) = 45/88*z^3 - 269/88*z + 1
*
[ 8/3 ] 
f(z) = 45/88*z^3 - 265/88*z + 1
*
1/2 | 0.16074942644635241435765817266516352155 | 0.028770766485338145228190645799226707782
f(z) = 48/85*z^3 - 267/85*z + 1
*
[ 1/4 ] 
f(z) = 48/89*z^3 - 270/89*z + 1
*
[ 1/4 ] 
f(z) = 48/91*z^3 - 276/91*z + 1
*
[ 18/7 ] 
f(z) = 49/90*z^3 - 269/90*z + 1
*
[ 5/2 ] 
f(z) = 52/85*z^3 - 274/85*z + 1
*
[ 5/2 ] 
f(z) = 52/95*z^3 - 268/95*z + 1
*
-2 | 0.074861199442780552284679306069789649883 | 0.013453306657706944929150141272875269287
f(z) = 53/98*z^3 - 261/98*z + 1
*
[ 3/11 ] 
f(z) = 55/81*z^3 - 269/99*z + 1
*
-2 | 0.072490962149691527947033564558169830059 | 0.013027351297749978317913374088943425931
f(z) = 55/82*z^3 - 261/82*z + 1
*
-2 | 0.073302035000408533180937175955692905524 | 0.013155062580307009967243783023944154350
f(z) = 55/86*z^3 - 263/86*z + 1
*
-2 | 0.074588284141050105272100940798418321388 | 0.013349734135943458928545717427421813367
f(z) = 55/94*z^3 - 267/94*z + 1
*
-2 | 0.075114274697044556021928893914972485004 | 0.013425942752097828751256138431319872377
f(z) = 55/98*z^3 - 269/98*z + 1
*
-2 | 0.072465339620331833627924587202253960665 | 0.012952471486650487634575694077289455703
f(z) = 57/82*z^3 - 269/82*z + 1
*
-2 | 0.073365160173749374743716702915265879674 | 0.013095966458317433771013167605698245186
f(z) = 57/86*z^3 - 271/86*z + 1
*
-2 | 0.074762104680986265473573578136099240489 | 0.013310512994208611883017568621009177476
f(z) = 57/94*z^3 - 275/94*z + 1
*
-2 | 0.075327548236600380027128767146715164046 | 0.013393903584711065481909908165127028855
f(z) = 57/98*z^3 - 277/98*z + 1
*
-2 | 0.072349080119757962037342475231888621293 | 0.012864305639191582971049680211576748779
f(z) = 59/82*z^3 - 277/82*z + 1
*
-2 | 0.073366506172080064696228255441032215333 | 0.013028546787908288788344279961303660478
f(z) = 59/86*z^3 - 279/86*z + 1
*
45/26 | 0.22450008238933442142002369592312210081 | 0.028703891273519384412175373687233220413
f(z) = 52/81*z^3 - 277/117*z + 1
*
[ 21/10 ] 
f(z) = 50/81*z^3 - 277/126*z + 1
*
[ 9/28 ] 
f(z) = 56/81*z^3 - 275/126*z + 1
*
[ -9/4 ] 
f(z) = 53/81*z^3 - 269/144*z + 1
*
[ 2 ] 
f(z) = 43/81*z^3 - 263/162*z + 1
*
[ 2 ] 
f(z) = 43/83*z^3 - 261/166*z + 1
*
[ 2 ] 
f(z) = 44/81*z^3 - 271/162*z + 1
*
[ 2 ] 
f(z) = 44/83*z^3 - 269/166*z + 1
*
[ 2 ] 
f(z) = 44/85*z^3 - 267/170*z + 1
*
[ 2 ] 
f(z) = 44/87*z^3 - 265/174*z + 1
*
[ 2 ] 
f(z) = 44/89*z^3 - 263/178*z + 1
*
[ 2 ] 
f(z) = 45/83*z^3 - 277/166*z + 1
*
[ 2 ] 
f(z) = 45/89*z^3 - 271/178*z + 1
*
[ 2 ] 
f(z) = 46/89*z^3 - 279/178*z + 1
*
[ 2/5 ] 
f(z) = 50/83*z^3 - 265/166*z + 1
*
[ 2/5 ] 
f(z) = 50/87*z^3 - 277/174*z + 1
*
[ 2 ] 
f(z) = 44/91*z^3 - 261/182*z + 1
*
[ 2 ] 
f(z) = 45/91*z^3 - 269/182*z + 1
*
[ 2 ] 
f(z) = 45/97*z^3 - 263/194*z + 1
*
[ 2 ] 
f(z) = 46/91*z^3 - 277/182*z + 1
*
[ 2 ] 
f(z) = 46/93*z^3 - 275/186*z + 1
*
[ 2 ] 
f(z) = 46/95*z^3 - 273/190*z + 1
*
[ 2 ] 
f(z) = 46/97*z^3 - 271/194*z + 1
*
[ 2 ] 
f(z) = 46/99*z^3 - 269/198*z + 1
*
[ 2 ] 
f(z) = 47/97*z^3 - 279/194*z + 1
*
[ 2 ] 
f(z) = 47/99*z^3 - 277/198*z + 1
*
[ 9/5 ] 
f(z) = 41/81*z^3 - 269/225*z + 1
*
[ 7/4 ] 
f(z) = 51/98*z^3 - 261/224*z + 1
*
[ 7/4 ] 
f(z) = 53/98*z^3 - 275/224*z + 1
*
[ 3/2 ] 
f(z) = 52/83*z^3 - 268/249*z + 1
*
[ 3/2 ] 
f(z) = 52/85*z^3 - 266/255*z + 1
*
[ -13/6 ] 
f(z) = 48/91*z^3 - 277/273*z + 1
*
[ 3/2 ] 
f(z) = 52/89*z^3 - 262/267*z + 1
*
[ 6/11 ] 
f(z) = 55/96*z^3 - 265/264*z + 1
*
[ 9/16 ] 
f(z) = 40/81*z^3 - 269/288*z + 1
*
[ 5/9 ] 
f(z) = 54/95*z^3 - 278/285*z + 1
*
[ 9/2 ] 
f(z) = 58/81*z^3 - 247/18*z + 1
*
9/14 | 0.16321503774227033120076919534666792084 | 0.021200935592037122781866016333845353737
f(z) = 49/81*z^3 - 245/36*z + 1
*
-4 | 0.19848746207846345389633638126729286263 | 0.028852623373509491275547309374588090549
f(z) = 57/80*z^3 - 243/20*z + 1
*
[ 7/2 ] 
f(z) = 41/98*z^3 - 247/56*z + 1
*
[ -10/3 ] 
f(z) = 45/88*z^3 - 241/55*z + 1
*
[ -7/2 ] 
f(z) = 45/98*z^3 - 243/56*z + 1
*
[ -7/2 ] 
f(z) = 47/98*z^3 - 257/56*z + 1
*
12/5 | 0.095582894835386288338811674675469547437 | 0.012376911327912278109569746830502098664
f(z) = 55/81*z^3 - 251/45*z + 1
*
2 | 0.14772267197035038076897680709320852856 | 0.021499157213384591164068414990516281686
f(z) = 57/80*z^3 - 241/60*z + 1
*
-9/20 | 0.092538216508714820059076059362022474259 | 0.011934174400990687962049946779756700904
f(z) = 40/81*z^3 - 259/90*z + 1
*
[ -3 ] 
f(z) = 40/87*z^3 - 244/87*z + 1
*
[ -3 ] 
f(z) = 41/84*z^3 - 257/84*z + 1
*
[ -3 ] 
f(z) = 41/87*z^3 - 253/87*z + 1
*
[ -3 ] 
f(z) = 41/93*z^3 - 245/93*z + 1
*
[ -3 ] 
f(z) = 41/96*z^3 - 241/96*z + 1
*
[ -3 ] 
f(z) = 43/96*z^3 - 259/96*z + 1
*
0 | 0.086459782619492813461460390979083342155 | 0.015763533940803120119306159028602289020
f(z) = 43/99*z^3 - 241/99*z + 1
*
45/22 | 0.21531485473630951949870353719007959658 | 0.027938973598396800228451399093411398667
f(z) = 44/81*z^3 - 247/99*z + 1
*
[ 22/9 ] 
f(z) = 45/88*z^3 - 244/99*z + 1
*
0 | 0.088818421208057979663385363180433368852 | 0.016193566012576481581273451531537240327
f(z) = 45/98*z^3 - 241/98*z + 1
*
0 | 0.088650414582483164835673398292769866074 | 0.016126560248709657644325764297277043810
f(z) = 46/99*z^3 - 244/99*z + 1
*
0 | 0.10311710183664641863297642087126463597 | 0.018800532287167147077466888727434124193
f(z) = 47/97*z^3 - 241/97*z + 1
*
0 | 0.090162887468953930242916429474968505555 | 0.016413959392036638775148671952145747478
f(z) = 47/98*z^3 - 243/98*z + 1
*
0 | 0.089314586031013762939251888238913545707 | 0.016235301564252508713029807210216729823
f(z) = 47/99*z^3 - 245/99*z + 1
*
[ 1/4 ] 
f(z) = 48/83*z^3 - 252/83*z + 1
*
[ 1/4 ] 
f(z) = 48/85*z^3 - 258/85*z + 1
*
[ 5/2 ] 
f(z) = 48/85*z^3 - 249/85*z + 1
*
[ 5/2 ] 
f(z) = 48/95*z^3 - 243/95*z + 1
*
0 | 0.10374186839382603499061073015086413467 | 0.018900172231770850134565337783735554866
f(z) = 48/97*z^3 - 242/97*z + 1
*
9/7 | 0.15935781224266812717984635545569233444 | 0.028717900025996344675364685280038117623
f(z) = 49/88*z^3 - 257/88*z + 1
*
-2 | 0.073806195452099456159166316735846111467 | 0.013436258853717642447823538030657218940
f(z) = 49/94*z^3 - 243/94*z + 1
*
0 | 0.058433378816216021663145649098609676137 | 0.010653699585378748376969516360367332329
f(z) = 49/96*z^3 - 241/96*z + 1
*
0 | 0.10434282573602047810404024762042223478 | 0.018995386600402829047256695945935719554
f(z) = 49/97*z^3 - 243/97*z + 1
*
0 | 0.090562881506325264676997412755951925511 | 0.016437919415525227578246048514160883137
f(z) = 49/99*z^3 - 247/99*z + 1
*
0 | 0.10492196103355779239597908248661271128 | 0.019086547242778181688014632256688115335
f(z) = 50/97*z^3 - 244/97*z + 1
*
0 | 0.091151695061075282756320424157369514744 | 0.016532669461717151028818756918613003815
f(z) = 50/99*z^3 - 248/99*z + 1
*
-2 | 0.072333783425755031576862401586530527501 | 0.013148589042249780221341876041479807049
f(z) = 51/82*z^3 - 245/82*z + 1
*
-2 | 0.073010915273625766276975565404678423934 | 0.013252090942333558417190413659179583851
f(z) = 51/86*z^3 - 247/86*z + 1
*
-2 | 0.074112635544401527656517550120556450100 | 0.013412952089326249658339990158139433197
f(z) = 51/94*z^3 - 251/94*z + 1
*
0 | 0.10567476861723984127790682774371156567 | 0.019266851607938365270662210951477443041
f(z) = 51/95*z^3 - 241/95*z + 1
*
0 | 0.10548100133349037446528102790895879589 | 0.019173977533231582579498848850985975080
f(z) = 51/97*z^3 - 245/97*z + 1
*
-2 | 0.074564357118997477391820694494796253541 | 0.013475349470861952087447462043654006850
f(z) = 51/98*z^3 - 253/98*z + 1
*
0 | 0.092547010655379062410335347411981256395 | 0.016798055428422111986533258328826746801
f(z) = 51/98*z^3 - 247/98*z + 1
*
0 | 0.10620756986189714417585257074671007869 | 0.019349385101561882564096890431935080084
f(z) = 52/95*z^3 - 242/95*z + 1
*
0 | 0.10602145937701258025719599125145403744 | 0.019257960884831102880021512031752811853
f(z) = 52/97*z^3 - 246/97*z + 1
*
0 | 0.092268051834193814196427529745611589068 | 0.016710804116298516751942305902080802091
f(z) = 52/99*z^3 - 250/99*z + 1
*
-2 | 0.072444740443226430208956748976752468247 | 0.013092290103707502514006719975064039940
f(z) = 53/82*z^3 - 253/82*z + 1
*
-2 | 0.073181707324799846190879037092877664100 | 0.013206682325864283072156836848651947074
f(z) = 53/86*z^3 - 255/86*z + 1
*
-2 | 0.060253962185753718900119564834701988937 | 0.010858377370201703022881080685671342361
f(z) = 53/90*z^3 - 257/90*z + 1
*
-2 | 0.074371305447511795644248022687638029933 | 0.013383769413366656209978769951795375369
f(z) = 53/94*z^3 - 259/94*z + 1
*
0 | 0.093976478575062599205044991502177287083 | 0.017133994150491499952640829435582252065
f(z) = 53/94*z^3 - 241/94*z + 1
*
0 | 0.10672373316418474163537879337249911577 | 0.019428825667619295376123275012008363827
f(z) = 53/95*z^3 - 243/95*z + 1
*
0 | 0.060617879054519673230467322822625999342 | 0.011018911807907554047611663417524584989
f(z) = 53/96*z^3 - 245/96*z + 1
*
0 | 0.10654466944198742810942383938988843070 | 0.019338747412965651534654945431963885689
f(z) = 53/97*z^3 - 247/97*z + 1
*
0 | 0.093618304228171546934985901606428969725 | 0.016967667143684581590440459735978006208
f(z) = 53/98*z^3 - 249/98*z + 1
*
0 | 0.092798653962957304915330644465633962226 | 0.016794759630608452137809810699127133841
f(z) = 53/99*z^3 - 251/99*z + 1
*
[ 7/3 ] 
f(z) = 54/91*z^3 - 242/91*z + 1
*
0 | 0.10722437074547139015415136404333359683 | 0.019505382835496611617485420839391559578
f(z) = 54/95*z^3 - 244/95*z + 1
*
0 | 0.10705181576091449559098531412115860993 | 0.019416559221043229464017120227618662876
f(z) = 54/97*z^3 - 248/97*z + 1
*
0 | 0.087530246503663450826429319853901768525 | 0.015958703223668323431906086015763861309
f(z) = 55/93*z^3 - 241/93*z + 1
*
0 | 0.094957155873679025005400366313653282104 | 0.017286745625028329117245674353660232790
f(z) = 55/94*z^3 - 243/94*z + 1
*
0 | 0.061611859404191288753803271592889243270 | 0.011183067091963396794401082769351083418
f(z) = 55/96*z^3 - 247/96*z + 1
*
0 | 0.10754395532394068201743155102493680845 | 0.019491594643762009846164721233307626328
f(z) = 55/97*z^3 - 249/97*z + 1
*
0 | 0.094624072379901074030775037694553355589 | 0.017125125020930751701319965283067979286
f(z) = 55/98*z^3 - 251/98*z + 1
*
0 | 0.087997337925094621678082610386818099698 | 0.016031761028323727569343251758629539634
f(z) = 56/93*z^3 - 242/93*z + 1
*
0 | 0.10818295330887149420392079967656576238 | 0.019650579189060595798911634968486031972
f(z) = 56/95*z^3 - 246/95*z + 1
*
0 | 0.10802203637458709751333482656579306820 | 0.019564031690440756762646993645846431259
f(z) = 56/97*z^3 - 250/97*z + 1
*
0 | 0.094294979551971182224951267295863717666 | 0.017028948408191793872518290451152078410
f(z) = 56/99*z^3 - 254/99*z + 1
*
0 | 0.083200311546195387708170936325990318005 | 0.015169260148569389968834751097596739277
f(z) = 57/92*z^3 - 241/92*z + 1
*
0 | 0.095884026297045656396214703404182080550 | 0.017429472063910149135134900204186620746
f(z) = 57/94*z^3 - 245/94*z + 1
*
0 | 0.10848691355873218695877072795570077987 | 0.019634030866577024712767633399450453065
f(z) = 57/97*z^3 - 251/97*z + 1
*
0 | 0.095572614507163544494043521976795257896 | 0.017271983962426941789327069256987457219
f(z) = 57/98*z^3 - 253/98*z + 1
*
0 | 0.088894823339872810298440210679409827852 | 0.016171021096071957432647366284831637974
f(z) = 58/93*z^3 - 244/93*z + 1
*
0 | 0.10909016816952842734159272870820093083 | 0.019786266077240793300214808470152714220
f(z) = 58/95*z^3 - 248/95*z + 1
*
0 | 0.10893936044287351411832600117529683519 | 0.019701737506485104214236732259284477852
f(z) = 58/97*z^3 - 252/97*z + 1
*
0 | 0.095222818075613198070675929514720541639 | 0.017172185927144888328751633443664640295
f(z) = 58/99*z^3 - 256/99*z + 1
*
0 | 0.10981181392080617218728495174132861641 | 0.020021126625542967279367956171348276350
f(z) = 59/91*z^3 - 241/91*z + 1
*
0 | 0.084070467994407680395152178061351438026 | 0.015304847553877186473776519972650033463
f(z) = 59/92*z^3 - 243/92*z + 1
*
0 | 0.089325522455157227929977316523301603877 | 0.016237289550223154886557043027979475719
f(z) = 59/93*z^3 - 245/93*z + 1
*
0 | 0.096763135268781747533094894200944302182 | 0.017563317260733458090027641814467398616
f(z) = 59/94*z^3 - 247/94*z + 1
*
0 | 0.10952631312459506268240598369917349416 | 0.019850883220910456520866968525289040323
f(z) = 59/95*z^3 - 249/95*z + 1
*
0 | 0.063437740153357896973689131172396865536 | 0.011481002707323010613959733963383486368
f(z) = 59/96*z^3 - 251/96*z + 1
*
0 | 0.10938007994258317840437071380594869225 | 0.019767283717404943953507599303086693427
f(z) = 59/97*z^3 - 253/97*z + 1
*
0 | 0.096470645030003628236718576624067661413 | 0.017409503129352694909205148522248011700
f(z) = 59/98*z^3 - 255/98*z + 1
*
0 | 0.095668284717142858852942303637321449727 | 0.017240398807570019346111556354490148602
f(z) = 59/99*z^3 - 257/99*z + 1
*
[ 7/3 ] 
f(z) = 47/98*z^3 - 257/126*z + 1
*
[ 4/11 ] 
f(z) = 55/96*z^3 - 241/132*z + 1
*
45/28 | 0.11741471331949727622880858202010934288 | 0.015188277711977709949561149522124884711
f(z) = 56/81*z^3 - 253/126*z + 1
*
[ 3/8 ] 
f(z) = 44/81*z^3 - 251/144*z + 1
*
[ 3/8 ] 
f(z) = 52/81*z^3 - 253/144*z + 1
*
[ 2 ] 
f(z) = 41/81*z^3 - 247/162*z + 1
*
[ 2 ] 
f(z) = 41/83*z^3 - 245/166*z + 1
*
[ 2 ] 
f(z) = 41/85*z^3 - 243/170*z + 1
*
[ 2 ] 
f(z) = 41/87*z^3 - 241/174*z + 1
*
[ 2 ] 
f(z) = 42/83*z^3 - 253/166*z + 1
*
[ 2 ] 
f(z) = 42/85*z^3 - 251/170*z + 1
*
[ 2 ] 
f(z) = 42/89*z^3 - 247/178*z + 1
*
[ 2 ] 
f(z) = 43/85*z^3 - 259/170*z + 1
*
[ 2 ] 
f(z) = 43/87*z^3 - 257/174*z + 1
*
[ 2 ] 
f(z) = 43/89*z^3 - 255/178*z + 1
*
6/5 | 0.20329751856884046600644362028882573806 | 0.026622621925091890186899604159704777726
f(z) = 45/88*z^3 - 259/165*z + 1
*
[ -16/7 ] 
f(z) = 49/88*z^3 - 259/176*z + 1
*
[ 2/5 ] 
f(z) = 50/81*z^3 - 259/162*z + 1
*
[ -12/5 ] 
f(z) = 40/81*z^3 - 257/180*z + 1
*
[ -5/2 ] 
f(z) = 42/95*z^3 - 259/190*z + 1
*
[ 2 ] 
f(z) = 42/95*z^3 - 241/190*z + 1
*
[ 2 ] 
f(z) = 43/91*z^3 - 253/182*z + 1
*
[ 2 ] 
f(z) = 43/93*z^3 - 251/186*z + 1
*
[ 2 ] 
f(z) = 43/95*z^3 - 249/190*z + 1
*
[ 2 ] 
f(z) = 43/97*z^3 - 247/194*z + 1
*
[ 2 ] 
f(z) = 43/99*z^3 - 245/198*z + 1
*
[ 2 ] 
f(z) = 44/93*z^3 - 259/186*z + 1
*
[ 2 ] 
f(z) = 44/95*z^3 - 257/190*z + 1
*
[ 2 ] 
f(z) = 44/97*z^3 - 255/194*z + 1
*
[ -13/6 ] 
f(z) = 54/91*z^3 - 241/182*z + 1
*
-6/5 | 0.097018405044432163069341635832761717198 | 0.012562793776840743910961113202734203368
f(z) = 55/81*z^3 - 251/180*z + 1
*
[ 5/3 ] 
f(z) = 42/85*z^3 - 248/255*z + 1
*
[ 3/2 ] 
f(z) = 48/83*z^3 - 241/249*z + 1
*
[ 5/9 ] 
f(z) = 54/85*z^3 - 254/255*z + 1
*
[ 7/12 ] 
f(z) = 48/91*z^3 - 244/273*z + 1
*
[ 33/20 ] 
f(z) = 50/99*z^3 - 259/264*z + 1
*
[ 19/12 ] 
f(z) = 48/95*z^3 - 256/285*z + 1
*
[ -15/7 ] 
f(z) = 49/95*z^3 - 257/285*z + 1
*
[ 3/5 ] 
f(z) = 50/97*z^3 - 248/291*z + 1
*
0 | 0.16689154392989298928980349793044903939 | 0.029525318599895311417026979167080152970
f(z) = 51/95*z^3 - 248/285*z + 1
*
[ 3/2 ] 
f(z) = 52/95*z^3 - 256/285*z + 1
*
[ 3/2 ] 
f(z) = 52/97*z^3 - 254/291*z + 1
*
[ -9/2 ] 
f(z) = 58/81*z^3 - 239/18*z + 1
*
[ 27/7 ] 
f(z) = 49/81*z^3 - 223/27*z + 1
*
-45/14 | 0.16644409873060897569178453937414993811 | 0.021913839626584892867827151353608956018
f(z) = 49/81*z^3 - 221/36*z + 1
*
30/7 | 0.17606905196512894200740164675063469042 | 0.025816514587431164135612867586639182520
f(z) = 49/96*z^3 - 229/24*z + 1
*
4 | 0.15890544710485443927313099486275213528 | 0.023299863022021818771490594421648278212
f(z) = 51/80*z^3 - 229/20*z + 1
*
-4 | 0.19472031428762802968287393350936849617 | 0.028588067534234376047881317370068173240
f(z) = 53/80*z^3 - 227/20*z + 1
*
[ 4 ] 
f(z) = 59/80*z^3 - 221/20*z + 1
*
0 | 0.15893037450669007666529834505484085002 | 0.026052797526932875617736740483322392898
f(z) = 41/90*z^3 - 223/45*z + 1
*
[ -7/2 ] 
f(z) = 43/98*z^3 - 229/56*z + 1
*
6/5 | 0.20130647050374733783011844711156695495 | 0.026732222996521432433690580079396921964
f(z) = 45/88*z^3 - 233/55*z + 1
*
0 | 0.15014515243225860094676607971428661463 | 0.024558874343772121653501746170412870534
f(z) = 47/90*z^3 - 226/45*z + 1
*
-3 | 0.20764578795705474216820037972745047106 | 0.027149404658036211985282132107419434616
f(z) = 40/81*z^3 - 233/72*z + 1
*
21/8 | 0.10518758856887793871258795947735171832 | 0.013848877576226651266463683847937375382
f(z) = 40/81*z^3 - 221/72*z + 1
*
7/3 | 0.18033418235955452607205022043953570161 | 0.024379537029046737105190047687449812083
f(z) = 45/98*z^3 - 233/70*z + 1
*
12/7 | 0.14977959655053878177692630931885529554 | 0.021906143902902328814246717051933104063
f(z) = 49/80*z^3 - 233/60*z + 1
*
-12/5 | 0.17766770563514230448205065320156473091 | 0.023593144892133708724277214552608425927
f(z) = 55/96*z^3 - 233/60*z + 1
*
-3/7 | 0.18790043039111294611483067468861669061 | 0.024486326161009041027377348465170545659
f(z) = 56/81*z^3 - 239/63*z + 1
*
[ 3/14 ] 
f(z) = 56/81*z^3 - 233/63*z + 1
*
[ 9/4 ] 
f(z) = 58/81*z^3 - 221/72*z + 1
*
0 | 0.098863861051665996065487854516387081485 | 0.018299049538546582944052461130801728866
f(z) = 40/91*z^3 - 222/91*z + 1
*
[ -3 ] 
f(z) = 40/93*z^3 - 236/93*z + 1
*
0 | 0.078186038167238188020117406879293181477 | 0.014424044522862553035036286608677278385
f(z) = 40/93*z^3 - 226/93*z + 1
*
0 | 0.097815595695915209956739016333716214956 | 0.017930309440547298132914727587030607731
f(z) = 40/97*z^3 - 234/97*z + 1
*
0 | 0.083866285860615144890812284237890119453 | 0.015325683041249728136120447197976175233
f(z) = 40/99*z^3 - 238/99*z + 1
*
0 | 0.073426260608985125191057804434053123344 | 0.013602083647523355386720735366231631618
f(z) = 41/90*z^3 - 221/90*z + 1
*
0 | 0.099674465336249528875555054529285105439 | 0.018433752347640707792923048592806395216
f(z) = 41/91*z^3 - 223/91*z + 1
*
0 | 0.073850347430970692540032643781844822509 | 0.013635335748375839544969036179882506174
f(z) = 41/92*z^3 - 225/92*z + 1
*
0 | 0.079021084049532231711397057643027613364 | 0.014566232646364308124936965944736520283
f(z) = 41/93*z^3 - 227/93*z + 1
*
0 | 0.086369584638548179347617231631342162958 | 0.015895105524731144706236437213798206697
f(z) = 41/94*z^3 - 229/94*z + 1
*
0 | 0.099041795962231868033561546272664198853 | 0.018198124662639355576814858221622847991
f(z) = 41/95*z^3 - 231/95*z + 1
*
0 | 0.098704247030508449480375258777708294328 | 0.018079073360934664726490812767697345997
f(z) = 41/97*z^3 - 235/97*z + 1
*
0 | 0.085694059332185051070737575537023631768 | 0.015671747771668722254169941673662211056
f(z) = 41/98*z^3 - 237/98*z + 1
*
0 | 0.084787246153433103564978841356379197284 | 0.015482116396726356481919173086212156723
f(z) = 41/99*z^3 - 239/99*z + 1
*
0 | 0.099852256966100928636735319258278317329 | 0.018332489736980529039184292157276762708
f(z) = 42/95*z^3 - 232/95*z + 1
*
0 | 0.099538940933078975682423993415751520210 | 0.018217790094036838092764243276973082135
f(z) = 42/97*z^3 - 236/97*z + 1
*
0 | 0.10143694658214099092530461717305612237 | 0.018791013200402588406460280414767987409
f(z) = 43/89*z^3 - 221/89*z + 1
*
0 | 0.074907937162087789958746264409289947456 | 0.013853441378996569278509852139266762591
f(z) = 43/90*z^3 - 223/90*z + 1
*
0 | 0.10117380835502316140170412020011104569 | 0.018680194391123946819077851757961269689
f(z) = 43/91*z^3 - 225/91*z + 1
*
0 | 0.075368094849450383827656277385128534204 | 0.013892864377843782399693980696391817469
f(z) = 43/92*z^3 - 227/92*z + 1
*
0 | 0.080558026980775770665281606201953733859 | 0.014825570194441699680154464758382938209
f(z) = 43/93*z^3 - 229/93*z + 1
*
0 | 0.087926573023798046527635952302412379710 | 0.016155792829684889840335271081872313660
f(z) = 43/94*z^3 - 231/94*z + 1
*
0 | 0.10061974503857520081118010709368139193 | 0.018458821359580865010135790473449469618
f(z) = 43/95*z^3 - 233/95*z + 1
*
0 | 0.054459090726626765347042448301106084832 | 0.0099749496707285729973596653237150137385
f(z) = 43/96*z^3 - 235/96*z + 1
*
0 | 0.10032716273370974391158823617860110431 | 0.018347852829739089880663934881332746009
f(z) = 43/97*z^3 - 237/97*z + 1
*
0 | 0.087341153617953589827344364079646569107 | 0.015948458853003590507079121877316209713
f(z) = 43/98*z^3 - 239/98*z + 1
*
-2 | 0.072569799798586688844807891040460726802 | 0.013443425811930954111106903922203415117
f(z) = 43/98*z^3 - 221/98*z + 1
*
[ 5/2 ] 
f(z) = 44/85*z^3 - 224/85*z + 1
*
0 | 0.10212034172861551165758774824682178886 | 0.018901802663853686383397390827609952246
f(z) = 44/89*z^3 - 222/89*z + 1
*
0 | 0.10187149866296614350122799794414609299 | 0.018793624370406708813640771401831157993
f(z) = 44/91*z^3 - 226/91*z + 1
*
0 | 0.081270053668847843094446665851170530726 | 0.014944624572777752289883673921003315242
f(z) = 44/93*z^3 - 230/93*z + 1
*
0 | 0.10134939204165590934171359719698289929 | 0.018578079988057770563636991103363528584
f(z) = 44/95*z^3 - 234/95*z + 1
*
0 | 0.10107478315258840148303304239338886575 | 0.018470355210842478250983979190232404464
f(z) = 44/97*z^3 - 238/97*z + 1
*
-2 | 0.071663958484470220033868368520116164394 | 0.013275620326212307364427899624501211356
f(z) = 45/82*z^3 - 221/82*z + 1
*
-2 | 0.072189582304090087344783360959840420706 | 0.013350710011677040771283442785807418303
f(z) = 45/86*z^3 - 223/86*z + 1
*
0 | 0.064423803878247220105273221119016117788 | 0.011934394615437166995137408327200511600
f(z) = 45/88*z^3 - 221/88*z + 1
*
0 | 0.10277533461168977624315800322610921910 | 0.019007225765261192979202995664413760504
f(z) = 45/89*z^3 - 223/89*z + 1
*
0 | 0.10253922827292516067545034861333183775 | 0.018901414380317224078717118042798554633
f(z) = 45/91*z^3 - 227/91*z + 1
*
0 | 0.076747752828333209148420817298729464867 | 0.014124342904942856772483623124585531496
f(z) = 45/92*z^3 - 229/92*z + 1
*
0 | 0.089336301123748944370698423501439648389 | 0.016388859092584676272024963449435158867
f(z) = 45/94*z^3 - 233/94*z + 1
*
-2 | 0.073017933799612851733996362706709636958 | 0.013459650976381215154192999923825489981
f(z) = 45/94*z^3 - 227/94*z + 1
*
0 | 0.10178651596731828816943187910876716283 | 0.018586176097423106336424601224914943409
f(z) = 45/97*z^3 - 239/97*z + 1
*
-2 | 0.073304153744620271210414114658085350716 | 0.013490596997172740247278106177118600355
f(z) = 45/98*z^3 - 229/98*z + 1
*
0 | 0.10340449967207383517091965221714949644 | 0.019107772142013640445108111273444227423
f(z) = 46/89*z^3 - 224/89*z + 1
*
0 | 0.10317982116333018756976106612447970889 | 0.019004098875760852703829148019425338781
f(z) = 46/91*z^3 - 228/91*z + 1
*
0 | 0.082605209993373226007741878284617809951 | 0.015165998350330221993515417441930465981
f(z) = 46/93*z^3 - 232/93*z + 1
*
0 | 0.10271114366010944112568482693143641400 | 0.018798372154434943026078953021503265923
f(z) = 46/95*z^3 - 236/95*z + 1
*
0 | 0.10246621930975888608809539818942943436 | 0.018696035397142510234524511602508793401
f(z) = 46/97*z^3 - 240/97*z + 1
*
-2 | 0.071942284194121988178552670275416365075 | 0.013239964088531577962795227696484513024
f(z) = 47/82*z^3 - 229/82*z + 1
*
-2 | 0.072517080906006685509238833192232097818 | 0.013324423953312118550834968143989695556
f(z) = 47/86*z^3 - 231/86*z + 1
*
0 | 0.083875444039723171725499538846869425874 | 0.015537776217108215006727646277736915373
f(z) = 47/87*z^3 - 221/87*z + 1
*
0 | 0.075590635374867232479593539184271269229 | 0.013979699290088432183474647842670791351
f(z) = 47/88*z^3 - 223/88*z + 1
*
0 | 0.10401004700150662173031478562529402673 | 0.019203862424554249546338269905331926645
f(z) = 47/89*z^3 - 225/89*z + 1
*
-2 | 0.059452459972112284730593892848285044520 | 0.010906630081323771929012070796104468640
f(z) = 47/90*z^3 - 233/90*z + 1
*
0 | 0.077505030757263454028961945570424765092 | 0.014286773243534155712427644474412576731
f(z) = 47/90*z^3 - 227/90*z + 1
*
0 | 0.10379568527338314890913947646760236975 | 0.019102133897444438129335499130171683623
f(z) = 47/91*z^3 - 229/91*z + 1
*
0 | 0.078015589716066881680203323062797299514 | 0.014334730236754854312157911898577139231
f(z) = 47/92*z^3 - 231/92*z + 1
*
0 | 0.083232022529589881729628038700717220711 | 0.015269021350444725567609147882467901540
f(z) = 47/93*z^3 - 233/93*z + 1
*
0 | 0.10334960321614552945801141042522830483 | 0.018900597387118509625247927086112926827
f(z) = 47/95*z^3 - 237/95*z + 1
*
0 | 0.057218429141903720903021952375484968966 | 0.010448061709773121426418656476000628698
f(z) = 47/96*z^3 - 239/96*z + 1
*
-2 | 0.073808847400573386837648186587491888687 | 0.013498177689254746271725230987840194156
f(z) = 47/98*z^3 - 237/98*z + 1
*
0 | 0.10459389143418917557161295472590767373 | 0.019295861284583725836023542418490081282
f(z) = 48/89*z^3 - 226/89*z + 1
*
0 | 0.10438889453542172032937937545018655806 | 0.019195912491407185395496944082332567162
f(z) = 48/91*z^3 - 230/91*z + 1
*
0 | 0.10396321587841697631042131238263597776 | 0.018998185959369882066527935226020558639
f(z) = 48/95*z^3 - 238/95*z + 1
*
-2 | 0.072166319649803662924604556135192104460 | 0.013197791865329125256773653944172365842
f(z) = 49/82*z^3 - 237/82*z + 1
*
[ 17/7 ] 
f(z) = 49/85*z^3 - 239/85*z + 1
*
-2 | 0.072788740294043297476371646300077513079 | 0.013291194144507948785594711677513577966
f(z) = 49/86*z^3 - 239/86*z + 1
*
0 | 0.092608790582422409960351712623231562260 | 0.017155613067458013059112202405157038784
f(z) = 49/86*z^3 - 221/86*z + 1
*
0 | 0.085006114896031904047516634195791744591 | 0.015720993985193369550627465064178440355
f(z) = 49/87*z^3 - 223/87*z + 1
*
[ -18/7 ] 
f(z) = 49/88*z^3 - 227/99*z + 1
*
0 | 0.10515770550635902743224211423514560410 | 0.019384087441819369648407393458227791136
f(z) = 49/89*z^3 - 227/89*z + 1
*
0 | 0.079190480338837622384753784100097366357 | 0.014527595248761558046570517287373617675
f(z) = 49/92*z^3 - 233/92*z + 1
*
0 | 0.084415467370133221788500304799339255605 | 0.015461882069882027481634414782602328593
f(z) = 49/93*z^3 - 235/93*z + 1
*
[ 2/7 ] 
f(z) = 49/94*z^3 - 239/94*z + 1
*
0 | 0.091822345942483076800210941884626241877 | 0.016792490128578102575864489285799336106
f(z) = 49/94*z^3 - 237/94*z + 1
*
0 | 0.10455409731724240420556046591881869555 | 0.019091535317598690142092633233222411622
f(z) = 49/95*z^3 - 239/95*z + 1
*
[ -19/7 ] 
f(z) = 49/95*z^3 - 231/95*z + 1
*
3/2 | 0.21623843802239243830422081708221931870 | 0.028469705372945711353540540106052260585
f(z) = 50/81*z^3 - 221/90*z + 1
*
0 | 0.085543915668581059084025919873858983460 | 0.015807374475139176826638142818288778503
f(z) = 50/87*z^3 - 224/87*z + 1
*
0 | 0.10570296069187495894276700974221714822 | 0.019468821459471307394421927748672160102
f(z) = 50/89*z^3 - 228/89*z + 1
*
0 | 0.10551433284221133722220147091209314330 | 0.019372025056888604675457727996675077860
f(z) = 50/91*z^3 - 232/91*z + 1
*
0 | 0.084977813649824347648820860278229302083 | 0.015552787253015750488886443396514415345
f(z) = 50/93*z^3 - 236/93*z + 1
*
0 | 0.093660799550735886224229069436829878950 | 0.017321587607978710694530174203986888036
f(z) = 51/86*z^3 - 223/86*z + 1
*
0 | 0.077795696947160341697145221901769143240 | 0.014340352758361065194425123118893435144
f(z) = 51/88*z^3 - 227/88*z + 1
*
0 | 0.10623095995788571622064367734922689273 | 0.019550311901933743117406114264435016550
f(z) = 51/89*z^3 - 229/89*z + 1
*
0 | 0.10604953161048010095791019461169099672 | 0.019454922674616186605530215129408544594
f(z) = 51/91*z^3 - 233/91*z + 1
*
0 | 0.080286554148912415900678169577335545543 | 0.014705613446462901201691287278269649445
f(z) = 51/92*z^3 - 235/92*z + 1
*
0 | 0.092934606405340869376897430351761302242 | 0.016969821039448619907777255344751248854
f(z) = 51/94*z^3 - 239/94*z + 1
*
0 | 0.10708232568156012668534083455650086906 | 0.019820233212676325204256715747770104768
f(z) = 52/85*z^3 - 222/85*z + 1
*
0 | 0.086570587461320570675374909493872841118 | 0.015970856653991310563059221547010682334
f(z) = 52/87*z^3 - 226/87*z + 1
*
0 | 0.10674286378784735231825231954037207835 | 0.019628780259363983731249445986877775603
f(z) = 52/89*z^3 - 230/89*z + 1
*
0 | 0.086046073300253485614989157890701156098 | 0.015724016305378249436921350172939907083
f(z) = 52/93*z^3 - 238/93*z + 1
*
0 | 0.061633283363420100517764839245958813968 | 0.011417455673592651257835314046891198545
f(z) = 53/84*z^3 - 221/84*z + 1
*
0 | 0.10756760941518552007190948648998318629 | 0.019893506986950894912148141387749139792
f(z) = 53/85*z^3 - 223/85*z + 1
*
0 | 0.094651353657007110602993395342016460784 | 0.017475923012520749077888256217695886579
f(z) = 53/86*z^3 - 225/86*z + 1
*
0 | 0.087061533826755564070468703841819031079 | 0.016048356859732859387305937131733982072
f(z) = 53/87*z^3 - 227/87*z + 1
*
0 | 0.069607000836279568866604423703100288638 | 0.012810188079321888475540207551183353050
f(z) = 53/88*z^3 - 229/88*z + 1
*
0 | 0.10723971121531518578909600781760724494 | 0.019704424930116866046296457050777074881
f(z) = 53/89*z^3 - 231/89*z + 1
*
0 | 0.080757281978531743359703960811208145175 | 0.014815027020347983995284681600103141392
f(z) = 53/90*z^3 - 233/90*z + 1
*
0 | 0.10707108637997210762933617939771940042 | 0.019611577857436765653629267538720607693
f(z) = 53/91*z^3 - 235/91*z + 1
*
0 | 0.081314727494176173039096356018074586051 | 0.014870854634985013567695250813234778091
f(z) = 53/92*z^3 - 237/92*z + 1
*
0 | 0.086555509116586970786428304243998104921 | 0.015805000489058206869733362929425707261
f(z) = 53/93*z^3 - 239/93*z + 1
*
0 | 0.10803956339039786543511313830199781873 | 0.019964270086245449996718267863293735585
f(z) = 54/85*z^3 - 224/85*z + 1
*
0 | 0.10772243699671687945195105788501523340 | 0.019777424473793117761138976035152617729
f(z) = 54/89*z^3 - 232/89*z + 1
*
0 | 0.10755953255600702666913554988311597125 | 0.019685732722788832934603970604549808299
f(z) = 54/91*z^3 - 236/91*z + 1
*
0 | 0.10864866106469678297045656225835386137 | 0.020126970429058949430721066910451816595
f(z) = 55/83*z^3 - 221/83*z + 1
*
0 | 0.062558628788963465129047848742458046780 | 0.011569565649672439626361121149364770135
f(z) = 55/84*z^3 - 223/84*z + 1
*
0 | 0.095587754048590710905543598953952733632 | 0.017620024837199967111717872175981120841
f(z) = 55/86*z^3 - 227/86*z + 1
*
0 | 0.088003090090680232766349562291991960911 | 0.016195729195037348234953971145751375669
f(z) = 55/87*z^3 - 229/87*z + 1
*
0 | 0.10819188576036638426590234183499437409 | 0.019847940292843572281832869739820742000
f(z) = 55/89*z^3 - 233/89*z + 1
*
0 | 0.10803431120361324435617412228528377188 | 0.019757337778875649692391240040484623921
f(z) = 55/91*z^3 - 237/91*z + 1
*
0 | 0.082283648808364780030435110518684033848 | 0.015024960547640987852820794605211049923
f(z) = 55/92*z^3 - 239/92*z + 1
*
0 | 0.10909171921013039625777089615295158592 | 0.020192158720446311849117965652294073471
f(z) = 56/83*z^3 - 222/83*z + 1
*
[ -5/2 ] 
f(z) = 56/85*z^3 - 231/85*z + 1
*
0 | 0.10894647101210724030443499280351221546 | 0.020098840986495512108334874482647817945
f(z) = 56/85*z^3 - 226/85*z + 1
*
0 | 0.088454198941523349355961527013170760442 | 0.016265705944446466108763340688563167653
f(z) = 56/87*z^3 - 230/87*z + 1
*
0 | 0.10864882376162315932393058703458298580 | 0.019916118861593197921534024242466342545
f(z) = 56/89*z^3 - 234/89*z + 1
*
0 | 0.096758131109333386621524834900748571405 | 0.017924270989855265727076630795468800399
f(z) = 57/82*z^3 - 221/82*z + 1
*
0 | 0.10952381207541611793043665506725616211 | 0.020255286257688276565336833681643333739
f(z) = 57/83*z^3 - 223/83*z + 1
*
0 | 0.10938275805262262358239379455377520411 | 0.020162906146627478987768814398418321709
f(z) = 57/85*z^3 - 227/85*z + 1
*
0 | 0.096476002693625972042763539396811272336 | 0.017755049417419638222812502998667645598
f(z) = 57/86*z^3 - 229/86*z + 1
*
0 | 0.077789983036514337343738311343205261729 | 0.014270672221295630988811264534530586727
f(z) = 57/88*z^3 - 233/88*z + 1
*
0 | 0.10909394872403359327838887972126025538 | 0.019982093593259723675600834742033027314
f(z) = 57/89*z^3 - 235/89*z + 1
*
0 | 0.10894601546505836549645927414351321666 | 0.019893497771318839937855336059149727360
f(z) = 57/91*z^3 - 239/91*z + 1
*
0 | 0.10994550014404441484045779304545891773 | 0.020316461773466608850952431333965225595
f(z) = 58/83*z^3 - 224/83*z + 1
*
0 | 0.10980839711402926912133616914505823257 | 0.020224978223605131172086951678659396830
f(z) = 58/85*z^3 - 228/85*z + 1
*
0 | 0.10952789813615601064235194628106148563 | 0.020045986414774462761498841523281108951
f(z) = 58/89*z^3 - 236/89*z + 1
*
0 | 0.10938434054851852040745260940614968005 | 0.019958319108133836248475144205795591462
f(z) = 58/91*z^3 - 240/91*z + 1
*
0 | 0.096925677524943160088615710286136650164 | 0.017955308664129637996283976290480931121
f(z) = 59/81*z^3 - 221/81*z + 1
*
0 | 0.097587870422688645140652118451886296183 | 0.018047858390179572296432318666123976683
f(z) = 59/82*z^3 - 223/82*z + 1
*
0 | 0.11035729988180864387313103388375834430 | 0.020375785470463555693482140837671195657
f(z) = 59/83*z^3 - 225/83*z + 1
*
0 | 0.064276400238438826748761695369536125620 | 0.011848293538431512989369723231097180895
f(z) = 59/84*z^3 - 227/84*z + 1
*
0 | 0.11022392563730483936165279783443239647 | 0.020285160993736248538791975069967600467
f(z) = 59/85*z^3 - 229/85*z + 1
*
0 | 0.097321104981493694941582006526111176378 | 0.017881961686502560429338695266645600189
f(z) = 59/86*z^3 - 231/86*z + 1
*
0 | 0.089744963245034030406773705326760633217 | 0.016463828683198693482716699495639426315
f(z) = 59/87*z^3 - 233/87*z + 1
*
0 | 0.081495610934205765538942053719905021088 | 0.014927069229536734158340004930044737625
f(z) = 59/88*z^3 - 235/88*z + 1
*
0 | 0.10995125629190211773177407855229338585 | 0.020107909103771671946445037468177214294
f(z) = 59/89*z^3 - 237/89*z + 1
*
0 | 0.083483280696133234874879233254028417735 | 0.015244012838666526223783854534913586822
f(z) = 59/90*z^3 - 239/90*z + 1
*
[ 9/26 ] 
f(z) = 52/81*z^3 - 230/117*z + 1
*
[ 7/3 ] 
f(z) = 43/98*z^3 - 229/126*z + 1
*
-12/7 | 0.071008103749999436182095875324707527014 | 0.010884866337991869262888758100043591100
f(z) = 49/90*z^3 - 227/120*z + 1
*
10/7 | 0.18215430183692995737396682910346339752 | 0.026641134309812906901120408485408017940
f(z) = 49/96*z^3 - 233/120*z + 1
*
-8/5 | 0.11965785169704528862072534874779796775 | 0.017637056376405899553935504638373433989
f(z) = 55/96*z^3 - 221/120*z + 1
*
3/2 | 0.18948545958080517641789572066615303657 | 0.024747310866654888306549674543240725392
f(z) = 56/81*z^3 - 235/126*z + 1
*
[ -7/3 ] 
f(z) = 59/98*z^3 - 233/126*z + 1
*
[ -9/4 ] 
f(z) = 49/81*z^3 - 233/144*z + 1
*
-9/8 | 0.18553573482065393212498373538131521987 | 0.024313593713953593555453094729559040280
f(z) = 52/81*z^3 - 229/144*z + 1
*
[ 2 ] 
f(z) = 40/81*z^3 - 239/162*z + 1
*
[ 2 ] 
f(z) = 40/83*z^3 - 237/166*z + 1
*
[ 2 ] 
f(z) = 40/87*z^3 - 233/174*z + 1
*
[ 2 ] 
f(z) = 40/89*z^3 - 231/178*z + 1
*
[ 2 ] 
f(z) = 41/89*z^3 - 239/178*z + 1
*
[ -2 ] 
f(z) = 58/81*z^3 - 221/162*z + 1
*
[ -2 ] 
f(z) = 59/81*z^3 - 229/162*z + 1
*
[ -2 ] 
f(z) = 59/83*z^3 - 223/166*z + 1
*
[ 2 ] 
f(z) = 40/91*z^3 - 229/182*z + 1
*
[ 2 ] 
f(z) = 40/93*z^3 - 227/186*z + 1
*
[ 2 ] 
f(z) = 40/97*z^3 - 223/194*z + 1
*
[ 2 ] 
f(z) = 40/99*z^3 - 221/198*z + 1
*
[ 2 ] 
f(z) = 41/91*z^3 - 237/182*z + 1
*
[ 2 ] 
f(z) = 41/93*z^3 - 235/186*z + 1
*
[ 2 ] 
f(z) = 41/95*z^3 - 233/190*z + 1
*
[ 2 ] 
f(z) = 41/97*z^3 - 231/194*z + 1
*
[ 2 ] 
f(z) = 41/99*z^3 - 229/198*z + 1
*
[ 2 ] 
f(z) = 42/97*z^3 - 239/194*z + 1
*
[ 1/2 ] 
f(z) = 46/99*z^3 - 221/198*z + 1
*
-4/3 | 0.17079320968564706630966515598655388280 | 0.024979507991596989978928102924284471005
f(z) = 47/80*z^3 - 233/180*z + 1
*
[ 10/21 ] 
f(z) = 49/80*z^3 - 223/180*z + 1
*
[ 1/2 ] 
f(z) = 50/99*z^3 - 223/198*z + 1
*
-22/17 | 0.22419149452094747482753817992857489147 | 0.029927763054650993613973921096858311875
f(z) = 51/88*z^3 - 224/187*z + 1
*
[ 1/2 ] 
f(z) = 54/97*z^3 - 221/194*z + 1
*
[ 1/2 ] 
f(z) = 58/97*z^3 - 223/194*z + 1
*
[ 1/2 ] 
f(z) = 58/99*z^3 - 227/198*z + 1
*
[ 7/4 ] 
f(z) = 47/98*z^3 - 233/224*z + 1
*
[ 18/13 ] 
f(z) = 52/81*z^3 - 223/234*z + 1
*
[ 3/2 ] 
f(z) = 48/85*z^3 - 239/255*z + 1
*
0 | 0.16071337559574585791423509435458766231 | 0.029003019669794648122708258183229584941
f(z) = 48/85*z^3 - 229/255*z + 1
*
0 | 0.15816499477839913831061260273718432075 | 0.028858860616556194710306398331867698923
f(z) = 51/80*z^3 - 233/240*z + 1
*
[ 3/2 ] 
f(z) = 48/89*z^3 - 235/267*z + 1
*
[ 3/2 ] 
f(z) = 48/91*z^3 - 233/273*z + 1
*
[ 22/35 ] 
f(z) = 49/88*z^3 - 223/275*z + 1
*
[ 3/5 ] 
f(z) = 50/89*z^3 - 232/267*z + 1
*
[ 3/5 ] 
f(z) = 50/91*z^3 - 236/273*z + 1
*
[ 4/3 ] 
f(z) = 57/92*z^3 - 235/276*z + 1
*
[ 5/3 ] 
f(z) = 42/95*z^3 - 236/285*z + 1
*
[ 3/2 ] 
f(z) = 48/95*z^3 - 229/285*z + 1
*
[ 3/2 ] 
f(z) = 48/97*z^3 - 227/291*z + 1
*
[ 2/3 ] 
f(z) = 57/98*z^3 - 223/294*z + 1
*
[ 9/8 ] 
f(z) = 58/81*z^3 - 229/288*z + 1
*
[ -9/2 ] 
f(z) = 50/81*z^3 - 203/18*z + 1
*
4 | 0.16136581314614591132500809519124416572 | 0.023914597094017784773352319990695949662
f(z) = 47/80*z^3 - 213/20*z + 1
*
[ -27/7 ] 
f(z) = 49/81*z^3 - 209/27*z + 1
*
[ 4 ] 
f(z) = 57/80*z^3 - 213/20*z + 1
*
[ -4 ] 
f(z) = 57/80*z^3 - 203/20*z + 1
*
[ -4 ] 
f(z) = 59/80*z^3 - 211/20*z + 1
*
12/5 | 0.18506524352680476622727904802351185767 | 0.024641096424178196783533073757841275040
f(z) = 40/81*z^3 - 203/45*z + 1
*
[ -7/2 ] 
f(z) = 41/98*z^3 - 215/56*z + 1
*
[ 27/10 ] 
f(z) = 50/81*z^3 - 209/54*z + 1
*
12/5 | 0.15259347767292951018969144223965120714 | 0.020277931528224424520580178543933305764
f(z) = 55/81*z^3 - 206/45*z + 1
*
[ 14/5 ] 
f(z) = 45/98*z^3 - 207/70*z + 1
*
[ 20/7 ] 
f(z) = 49/96*z^3 - 211/60*z + 1
*
-9/20 | 0.22226110400154190012492599034044174248 | 0.029479324856219346247247589864241125741
f(z) = 50/81*z^3 - 209/72*z + 1
*
4/3 | 0.17999300223371059148287998204232716441 | 0.026866630807480017182945041863868279656
f(z) = 51/80*z^3 - 203/60*z + 1
*
[ -14/5 ] 
f(z) = 55/98*z^3 - 213/70*z + 1
*
-3/14 | 0.10185991453532607063210068738390033078 | 0.013484573089124401581059104707866851230
f(z) = 56/81*z^3 - 212/63*z + 1
*
9/10 | 0.14017364678285779690632073949656100941 | 0.018568301892108296623899866995304572525
f(z) = 40/81*z^3 - 211/90*z + 1
*
0 | 0.086779961000043014510175624660035974997 | 0.016348075482803611289822204104916101783
f(z) = 40/81*z^3 - 202/81*z + 1
*
0 | 0.10006849947643309043680419561063904017 | 0.018782061802154694859443623511206070696
f(z) = 40/83*z^3 - 206/83*z + 1
*
0 | 0.079145731678421519042678070419275424628 | 0.014749550027218900922557788486012314985
f(z) = 40/87*z^3 - 214/87*z + 1
*
0 | 0.099182966769989740991612540586648899574 | 0.018420105434847297893894457011049496467
f(z) = 40/89*z^3 - 218/89*z + 1
*
0 | 0.075517242946040439729155785630709939307 | 0.014239657016756092066652563833459238593
f(z) = 41/80*z^3 - 201/80*z + 1
*
0 | 0.087499668885909850727876390967429452695 | 0.016468337427733230900879874629528197327
f(z) = 41/81*z^3 - 203/81*z + 1
*
0 | 0.10080363808857875579697491499092600242 | 0.018902860247550000764637058938629663808
f(z) = 41/83*z^3 - 207/83*z + 1
*
0 | 0.054656463461183451091614304025413171812 | 0.010230820626972530246130220272266326113
f(z) = 41/84*z^3 - 209/84*z + 1
*
0 | 0.10053598170463558549697107684776607974 | 0.018785247889098438170943946116054905606
f(z) = 41/85*z^3 - 211/85*z + 1
*
0 | 0.087563340405635277953183572918964775187 | 0.016332506735164765548924788156119156903
f(z) = 41/86*z^3 - 213/86*z + 1
*
-2 | 0.071326369251090941736461995664052437879 | 0.013375235412969499872478506948652479672
f(z) = 41/86*z^3 - 207/86*z + 1
*
0 | 0.079915477523236029805581258448686987620 | 0.014880071437452011846950906051763395578
f(z) = 41/87*z^3 - 215/87*z + 1
*
0 | 0.068739952757020489216280665150247965072 | 0.012777186671002816927645992388660042878
f(z) = 41/88*z^3 - 217/88*z + 1
*
0 | 0.099972246784320814521241229591747199228 | 0.018550921530919183627449764316161606463
f(z) = 41/89*z^3 - 219/89*z + 1
*
-2 | 0.058058491539311268816992613554543577674 | 0.010867626172577733661083110441413082161
f(z) = 41/90*z^3 - 209/90*z + 1
*
-2 | 0.071649523072388166290737747424923778104 | 0.013387784445222455350938956412173663237
f(z) = 41/94*z^3 - 211/94*z + 1
*
-2 | 0.072071398400661619553333985645166322709 | 0.013442915657838407990851090186870635149
f(z) = 41/98*z^3 - 213/98*z + 1
*
0 | 0.10150599702626180921933649625748637917 | 0.019017381330222183484551506040152467354
f(z) = 42/83*z^3 - 208/83*z + 1
*
0 | 0.10125302286557530305140246861838344812 | 0.018902528153861406235463671714763372791
f(z) = 42/85*z^3 - 212/85*z + 1
*
0 | 0.10072211862119572789816647467717660404 | 0.018674281409978476364910587443946907082
f(z) = 42/89*z^3 - 220/89*z + 1
*
0 | 0.076854049040450178966031175585277469301 | 0.014464722305817787834830576765207370484
f(z) = 43/80*z^3 - 203/80*z + 1
*
0 | 0.088848833169588394112740395217053076095 | 0.016691464700949071598110389452244926495
f(z) = 43/81*z^3 - 205/81*z + 1
*
-2 | 0.071324894344872501499780893194983007048 | 0.013303676080379129943724124003993324484
f(z) = 43/82*z^3 - 213/82*z + 1
*
0 | 0.089460753797399257056974314585492008240 | 0.016775824352556943853406410890788478392
f(z) = 43/82*z^3 - 207/82*z + 1
*
0 | 0.10217875247308855806025980745604784763 | 0.019126237268944584777293777798673939205
f(z) = 43/83*z^3 - 209/83*z + 1
*
0 | 0.056045216380001353596790145511935880081 | 0.010472104264019349635621975435413911744
f(z) = 43/84*z^3 - 211/84*z + 1
*
0 | 0.10193884972528731204645628799865994370 | 0.019013858333870227244856544745193155707
f(z) = 43/85*z^3 - 213/85*z + 1
*
0 | 0.081347087746459229084300265571990329389 | 0.015120565022105018460017663584109416128
f(z) = 43/87*z^3 - 217/87*z + 1
*
0 | 0.073040779183810023552821977031513132987 | 0.013553499163815561150251652869244577512
f(z) = 43/88*z^3 - 219/88*z + 1
*
-2 | 0.058628443519347021268989191483852433125 | 0.010897688127964783055227031215071936416
f(z) = 43/90*z^3 - 217/90*z + 1
*
-2 | 0.072482704135483327007698176851858257488 | 0.013449942359173493575877657490950395528
f(z) = 43/94*z^3 - 219/94*z + 1
*
0 | 0.089483654537154559756888020505037050073 | 0.016795370557098363276053704058201385082
f(z) = 44/81*z^3 - 206/81*z + 1
*
0 | 0.10282460195685053273522143986388838268 | 0.019229948409706592719909020328978856551
f(z) = 44/83*z^3 - 210/83*z + 1
*
0 | 0.10259641880250628353384119591006250267 | 0.019119805700825236996503547086245801920
f(z) = 44/85*z^3 - 214/85*z + 1
*
0 | 0.082017143022623309850141224709239841161 | 0.015232095501289147749975775376473415368
f(z) = 44/87*z^3 - 218/87*z + 1
*
[ 5/2 ] 
f(z) = 44/95*z^3 - 218/95*z + 1
*
0 | 0.090717203498519705720676897431570156994 | 0.016980817601436227701262414508522544312
f(z) = 45/82*z^3 - 209/82*z + 1
*
0 | 0.10344586065175458506858396121937302550 | 0.019328961656269806437814437389646581731
f(z) = 45/83*z^3 - 211/83*z + 1
*
0 | 0.090281897072556282753127638305577226936 | 0.016781341936411225469791619296775500377
f(z) = 45/86*z^3 - 217/86*z + 1
*
[ 1/3 ] 
f(z) = 45/98*z^3 - 201/98*z + 1
*
0 | 0.090684516523154542658910574354794900561 | 0.016989952140674776411271335358591311827
f(z) = 46/81*z^3 - 208/81*z + 1
*
0 | 0.10404453390258198838984341756853115761 | 0.019423664357754175893807242200573511767
f(z) = 46/83*z^3 - 212/83*z + 1
*
0 | 0.10383651505461578171462113797753368443 | 0.019317420825343210627223108064409869185
f(z) = 46/85*z^3 - 216/85*z + 1
*
0 | 0.083279640146792869326325683522039241073 | 0.015440376524165777930179583132989677506
f(z) = 46/87*z^3 - 220/87*z + 1
*
0 | 0.079240834458493784675365449840715442092 | 0.014859368650483904820883101938619792614
f(z) = 47/80*z^3 - 207/80*z + 1
*
0 | 0.091254049188248563154947695379289893173 | 0.017081306575807574007727265699458906121
f(z) = 47/81*z^3 - 209/81*z + 1
*
0 | 0.091884906897728337086658991717318812250 | 0.017168785981635969741845534250276796922
f(z) = 47/82*z^3 - 211/82*z + 1
*
0 | 0.10462237282104840525887860786217592725 | 0.019514394960641807032385630263015482618
f(z) = 47/83*z^3 - 213/83*z + 1
*
0 | 0.058507825779914603090780283052448501561 | 0.010894017707671108440592083683299771540
f(z) = 47/84*z^3 - 215/84*z + 1
*
0 | 0.10442309779455850473167392769557631703 | 0.019409868057396792521244604356929416176
f(z) = 47/85*z^3 - 217/85*z + 1
*
0 | 0.091486292798688895821685644779500090883 | 0.016976261847196460667974450934391045445
f(z) = 47/86*z^3 - 219/86*z + 1
*
0 | 0.10518091757600649691069344833539807963 | 0.019601451307563881486363171157889128686
f(z) = 48/83*z^3 - 214/83*z + 1
*
0 | 0.10498964926907751994852842946644337648 | 0.019498513425081391094693001836140973627
f(z) = 48/85*z^3 - 218/85*z + 1
*
[ 16/7 ] 
f(z) = 49/80*z^3 - 211/80*z + 1
*
0 | 0.080318265955287219493518558711204814700 | 0.015034301892613263143613111325359840005
f(z) = 49/80*z^3 - 209/80*z + 1
*
0 | 0.092338555586601674621647738663145240977 | 0.017253550689062676095042793538894964358
f(z) = 49/81*z^3 - 211/81*z + 1
*
0 | 0.092976653524662540721797892196661272682 | 0.017342209797730644955654536057399385140
f(z) = 49/82*z^3 - 213/82*z + 1
*
[ 2/7 ] 
f(z) = 49/82*z^3 - 209/82*z + 1
*
0 | 0.10572153157094697949451026976167095791 | 0.019685097192782534125111000041946977966
f(z) = 49/83*z^3 - 215/83*z + 1
*
0 | 0.10553762459050741655006095753030898888 | 0.019583637012398979123202291158180618057
f(z) = 49/85*z^3 - 219/85*z + 1
*
[ 2/7 ] 
f(z) = 49/86*z^3 - 219/86*z + 1
*
0 | 0.092855954874024556505107367859751511764 | 0.017334912594068167410345758096108529438
f(z) = 50/81*z^3 - 212/81*z + 1
*
0 | 0.10624542876234946357063347559073303443 | 0.019765567604920255056481203918856512567
f(z) = 50/83*z^3 - 216/83*z + 1
*
[ -13/5 ] 
f(z) = 50/91*z^3 - 212/91*z + 1
*
0 | 0.081331838003106795513319552283796259905 | 0.015196934592562011791992850536791925496
f(z) = 51/80*z^3 - 211/80*z + 1
*
0 | 0.094002487809259371725908601450933247335 | 0.017503039176526101336025732887155894138
f(z) = 51/82*z^3 - 215/82*z + 1
*
0 | 0.10675369573917230360184203997932629082 | 0.019843072966609429154876878411565633417
f(z) = 51/83*z^3 - 217/83*z + 1
*
0 | 0.093846200043582288056213179309232562332 | 0.017489120298127185133570174594905103469
f(z) = 52/81*z^3 - 214/81*z + 1
*
0 | 0.10724730974810107544447335818300121402 | 0.019917802597547289999816045822931643361
f(z) = 52/83*z^3 - 218/83*z + 1
*
[ -5/2 ] 
f(z) = 52/85*z^3 - 206/85*z + 1
*
0 | 0.082289192873108515709879128280374826204 | 0.015348761143708294641189243898863934932
f(z) = 53/80*z^3 - 213/80*z + 1
*
0 | 0.094320812244923225533507323027169058785 | 0.017562310427725063552480164682917587297
f(z) = 53/81*z^3 - 215/81*z + 1
*
0 | 0.094970472480651169877574847100402431370 | 0.017652840981836205558929356021892088059
f(z) = 53/82*z^3 - 217/82*z + 1
*
0 | 0.10772715354378392170179577907283133692 | 0.019989927569112548629825929599813718075
f(z) = 53/83*z^3 - 219/83*z + 1
*
0 | 0.10819402772557252909975680976853241958 | 0.020059603077105816998125531822745185249
f(z) = 54/83*z^3 - 220/83*z + 1
*
0 | 0.095232840865112850292335886140724828547 | 0.017701609270006056655274621062627611640
f(z) = 55/81*z^3 - 217/81*z + 1
*
0 | 0.095887197432393828154319820627925134500 | 0.017792896854920654420079670853867698301
f(z) = 55/82*z^3 - 219/82*z + 1
*
0 | 0.095671590618801348141761851613479878954 | 0.017767978148956622045863154817786987223
f(z) = 56/81*z^3 - 218/81*z + 1
*
[ -5/2 ] 
f(z) = 56/95*z^3 - 217/95*z + 1
*
0 | 0.084059318031648689826491598327695535935 | 0.015624706664027715674857998020307173617
f(z) = 57/80*z^3 - 217/80*z + 1
*
0 | 0.096517491275206828331564818588997934925 | 0.017894726776319644465782158232255555698
f(z) = 58/81*z^3 - 220/81*z + 1
*
0 | 0.084881735066978796513938730783577450081 | 0.015750715396372918544528328383034332626
f(z) = 59/80*z^3 - 219/80*z + 1
*
3/2 | 0.22387587457513053655076746800714923395 | 0.029656036786360942739752776019252611202
f(z) = 52/81*z^3 - 211/117*z + 1
*
[ 7/3 ] 
f(z) = 41/98*z^3 - 215/126*z + 1
*
-10/7 | 0.17919723134487981087245003828595273652 | 0.026632058573779398498946149500670906086
f(z) = 49/96*z^3 - 209/120*z + 1
*
[ -7/3 ] 
f(z) = 55/98*z^3 - 205/126*z + 1
*
[ -9/4 ] 
f(z) = 47/81*z^3 - 215/144*z + 1
*
[ 1/2 ] 
f(z) = 46/89*z^3 - 201/178*z + 1
*
[ 1/2 ] 
f(z) = 50/89*z^3 - 203/178*z + 1
*
[ 1/2 ] 
f(z) = 54/89*z^3 - 205/178*z + 1
*
[ -2 ] 
f(z) = 56/81*z^3 - 205/162*z + 1
*
[ -2 ] 
f(z) = 57/83*z^3 - 207/166*z + 1
*
[ -2 ] 
f(z) = 57/85*z^3 - 201/170*z + 1
*
[ -2 ] 
f(z) = 58/83*z^3 - 215/166*z + 1
*
[ -2 ] 
f(z) = 58/85*z^3 - 209/170*z + 1
*
[ 1/2 ] 
f(z) = 58/89*z^3 - 207/178*z + 1
*
[ -2 ] 
f(z) = 59/85*z^3 - 217/170*z + 1
*
[ -2 ] 
f(z) = 59/87*z^3 - 211/174*z + 1
*
[ -2 ] 
f(z) = 59/89*z^3 - 205/178*z + 1
*
[ 1/2 ] 
f(z) = 42/95*z^3 - 211/190*z + 1
*
[ 1/2 ] 
f(z) = 42/97*z^3 - 215/194*z + 1
*
-4/3 | 0.18790665060595062287542410696258458941 | 0.027771405028150783911941702794899789203
f(z) = 43/80*z^3 - 217/180*z + 1
*
[ 18/11 ] 
f(z) = 44/81*z^3 - 211/198*z + 1
*
[ 1/2 ] 
f(z) = 46/91*z^3 - 205/182*z + 1
*
[ 1/2 ] 
f(z) = 46/93*z^3 - 209/186*z + 1
*
[ 1/2 ] 
f(z) = 46/95*z^3 - 213/190*z + 1
*
[ 1/2 ] 
f(z) = 46/97*z^3 - 217/194*z + 1
*
-13/10 | 0.15450962970854596584317733908264761157 | 0.028870277547546082156213873725966903560
f(z) = 50/91*z^3 - 211/182*z + 1
*
[ 1/2 ] 
f(z) = 50/91*z^3 - 207/182*z + 1
*
[ 1/2 ] 
f(z) = 50/93*z^3 - 211/186*z + 1
*
[ 1/2 ] 
f(z) = 50/97*z^3 - 219/194*z + 1
*
[ 1/2 ] 
f(z) = 54/91*z^3 - 209/182*z + 1
*
[ 1/2 ] 
f(z) = 54/95*z^3 - 217/190*z + 1
*
[ 6/11 ] 
f(z) = 55/81*z^3 - 205/198*z + 1
*
[ 1/2 ] 
f(z) = 58/91*z^3 - 211/182*z + 1
*
[ 1/2 ] 
f(z) = 58/93*z^3 - 215/186*z + 1
*
[ 1/2 ] 
f(z) = 58/95*z^3 - 219/190*z + 1
*
[ 7/4 ] 
f(z) = 43/98*z^3 - 205/224*z + 1
*
[ 7/4 ] 
f(z) = 45/98*z^3 - 219/224*z + 1
*
[ 3/5 ] 
f(z) = 52/81*z^3 - 202/225*z + 1
*
[ 3/5 ] 
f(z) = 53/81*z^3 - 203/225*z + 1
*
[ 3/5 ] 
f(z) = 56/81*z^3 - 206/225*z + 1
*
[ 3/5 ] 
f(z) = 58/81*z^3 - 208/225*z + 1
*
[ 3/5 ] 
f(z) = 59/81*z^3 - 209/225*z + 1
*
[ 3/2 ] 
f(z) = 44/83*z^3 - 214/249*z + 1
*
[ 3/2 ] 
f(z) = 44/85*z^3 - 212/255*z + 1
*
[ 17/12 ] 
f(z) = 48/85*z^3 - 214/255*z + 1
*
[ 3/5 ] 
f(z) = 50/83*z^3 - 220/249*z + 1
*
[ 2/3 ] 
f(z) = 57/86*z^3 - 205/258*z + 1
*
[ 3/2 ] 
f(z) = 44/89*z^3 - 208/267*z + 1
*
[ 3/2 ] 
f(z) = 44/91*z^3 - 206/273*z + 1
*
[ 4/3 ] 
f(z) = 51/92*z^3 - 203/276*z + 1
*
[ 3/2 ] 
f(z) = 44/95*z^3 - 202/285*z + 1
*
[ 2/3 ] 
f(z) = 51/94*z^3 - 209/282*z + 1
*
[ 2/3 ] 
f(z) = 51/98*z^3 - 215/294*z + 1
*
[ 2/3 ] 
f(z) = 57/94*z^3 - 217/282*z + 1
*
[ 9/2 ] 
f(z) = 46/81*z^3 - 193/18*z + 1
*
[ -9/2 ] 
f(z) = 46/81*z^3 - 185/18*z + 1
*
39/10 | 0.11387086730148194389610492524136795514 | 0.015264365729323083527913416790036522150
f(z) = 50/81*z^3 - 193/18*z + 1
*
4 | 0.18731439929186023026857968018075604964 | 0.028260897701249725356958118167172934242
f(z) = 41/80*z^3 - 189/20*z + 1
*
4 | 0.17433199234868415452660353458054783287 | 0.026138697395203693514471657484495429916
f(z) = 43/80*z^3 - 197/20*z + 1
*
[ 4 ] 
f(z) = 49/80*z^3 - 181/20*z + 1
*
[ 4 ] 
f(z) = 51/80*z^3 - 189/20*z + 1
*
3 | 0.11253807811570245441655814898622827641 | 0.015085705620254430712473724293668615679
f(z) = 52/81*z^3 - 193/36*z + 1
*
[ 4 ] 
f(z) = 53/80*z^3 - 197/20*z + 1
*
[ -4 ] 
f(z) = 53/80*z^3 - 187/20*z + 1
*
9/10 | 0.21424071072237561646950737057438038321 | 0.028820328375610265561466083659353300495
f(z) = 40/81*z^3 - 188/45*z + 1
*
2/5 | 0.20192659818530962656490599995688510964 | 0.027425821938838355580322087016567068463
f(z) = 45/88*z^3 - 197/55*z + 1
*
-2/15 | 0.15599137228209711496174301474470636592 | 0.021246060137043344390114424582631888330
f(z) = 45/88*z^3 - 193/55*z + 1
*
[ 18/7 ] 
f(z) = 49/96*z^3 - 199/72*z + 1
*
[ 9/4 ] 
f(z) = 50/81*z^3 - 185/72*z + 1
*
15/8 | 0.085766483446945215164595227451426767145 | 0.011449989559262671984112178730001424558
f(z) = 56/81*z^3 - 199/72*z + 1
*
3/4 | 0.11118374597465999973798277812720208195 | 0.014843242714469868398031292709885611657
f(z) = 40/81*z^3 - 199/90*z + 1
*
[ -8/3 ] 
f(z) = 45/88*z^3 - 199/88*z + 1
*
[ 1/3 ] 
f(z) = 45/88*z^3 - 181/88*z + 1
*
[ 1/3 ] 
f(z) = 45/89*z^3 - 183/89*z + 1
*
[ 7/3 ] 
f(z) = 45/91*z^3 - 193/91*z + 1
*
[ 1/3 ] 
f(z) = 45/91*z^3 - 187/91*z + 1
*
[ 1/3 ] 
f(z) = 45/92*z^3 - 189/92*z + 1
*
[ 1/3 ] 
f(z) = 45/94*z^3 - 193/94*z + 1
*
[ 1/3 ] 
f(z) = 45/97*z^3 - 199/97*z + 1
*
[ -5/2 ] 
f(z) = 48/85*z^3 - 181/85*z + 1
*
[ 11/5 ] 
f(z) = 50/99*z^3 - 188/99*z + 1
*
[ -5/2 ] 
f(z) = 52/95*z^3 - 192/95*z + 1
*
[ 1/3 ] 
f(z) = 54/89*z^3 - 184/89*z + 1
*
[ 1/3 ] 
f(z) = 54/91*z^3 - 188/91*z + 1
*
[ 1/3 ] 
f(z) = 54/95*z^3 - 196/95*z + 1
*
[ 1/3 ] 
f(z) = 54/97*z^3 - 200/97*z + 1
*
[ 2 ] 
f(z) = 57/82*z^3 - 187/82*z + 1
*
[ 2 ] 
f(z) = 57/86*z^3 - 185/86*z + 1
*
[ 2 ] 
f(z) = 57/94*z^3 - 181/94*z + 1
*
[ 2 ] 
f(z) = 59/82*z^3 - 195/82*z + 1
*
[ 2 ] 
f(z) = 59/86*z^3 - 193/86*z + 1
*
[ 2 ] 
f(z) = 59/90*z^3 - 191/90*z + 1
*
[ 2 ] 
f(z) = 59/94*z^3 - 189/94*z + 1
*
[ 2 ] 
f(z) = 59/98*z^3 - 187/98*z + 1
*
[ 27/14 ] 
f(z) = 49/81*z^3 - 191/108*z + 1
*
12/7 | 0.080574950051619603017857133364003566938 | 0.012729621298360528087906625976154104728
f(z) = 49/90*z^3 - 187/120*z + 1
*
-33/14 | 0.16647480436772648858837174954454680485 | 0.026044581213189040872048286746980913269
f(z) = 49/99*z^3 - 199/132*z + 1
*
[ -12/5 ] 
f(z) = 50/99*z^3 - 197/132*z + 1
*
[ -7/3 ] 
f(z) = 53/98*z^3 - 191/126*z + 1
*
[ 1/2 ] 
f(z) = 42/83*z^3 - 187/166*z + 1
*
[ 1/2 ] 
f(z) = 42/85*z^3 - 191/170*z + 1
*
[ 1/2 ] 
f(z) = 42/89*z^3 - 199/178*z + 1
*
[ 1/2 ] 
f(z) = 46/81*z^3 - 185/162*z + 1
*
[ 1/2 ] 
f(z) = 46/83*z^3 - 189/166*z + 1
*
[ 1/2 ] 
f(z) = 46/85*z^3 - 193/170*z + 1
*
[ 1/2 ] 
f(z) = 46/87*z^3 - 197/174*z + 1
*
[ 1/2 ] 
f(z) = 50/81*z^3 - 187/162*z + 1
*
[ 1/2 ] 
f(z) = 50/83*z^3 - 191/166*z + 1
*
[ 1/2 ] 
f(z) = 50/87*z^3 - 199/174*z + 1
*
[ -2 ] 
f(z) = 53/81*z^3 - 181/162*z + 1
*
[ 1/2 ] 
f(z) = 54/83*z^3 - 193/166*z + 1
*
[ -2 ] 
f(z) = 54/83*z^3 - 183/166*z + 1
*
[ 1/2 ] 
f(z) = 54/85*z^3 - 197/170*z + 1
*
[ -2 ] 
f(z) = 55/81*z^3 - 197/162*z + 1
*
[ -2 ] 
f(z) = 55/83*z^3 - 191/166*z + 1
*
[ -2 ] 
f(z) = 56/83*z^3 - 199/166*z + 1
*
[ -2 ] 
f(z) = 56/85*z^3 - 193/170*z + 1
*
[ -2 ] 
f(z) = 56/87*z^3 - 187/174*z + 1
*
[ -2 ] 
f(z) = 56/89*z^3 - 181/178*z + 1
*
[ -2 ] 
f(z) = 57/89*z^3 - 189/178*z + 1
*
[ 1/2 ] 
f(z) = 58/81*z^3 - 191/162*z + 1
*
[ 1/2 ] 
f(z) = 58/83*z^3 - 195/166*z + 1
*
[ 1/2 ] 
f(z) = 58/85*z^3 - 199/170*z + 1
*
[ -2 ] 
f(z) = 58/89*z^3 - 197/178*z + 1
*
[ 6/11 ] 
f(z) = 44/81*z^3 - 197/198*z + 1
*
[ -27/14 ] 
f(z) = 56/81*z^3 - 199/189*z + 1
*
[ -2 ] 
f(z) = 57/91*z^3 - 183/182*z + 1
*
[ -2 ] 
f(z) = 58/91*z^3 - 191/182*z + 1
*
[ 3/2 ] 
f(z) = 58/93*z^3 - 199/186*z + 1
*
[ -2 ] 
f(z) = 58/93*z^3 - 185/186*z + 1
*
[ 4/3 ] 
f(z) = 59/80*z^3 - 191/180*z + 1
*
[ -2 ] 
f(z) = 59/91*z^3 - 199/182*z + 1
*
[ -2 ] 
f(z) = 59/93*z^3 - 193/186*z + 1
*
[ -2 ] 
f(z) = 59/95*z^3 - 187/190*z + 1
*
[ -2 ] 
f(z) = 59/97*z^3 - 181/194*z + 1
*
[ 27/20 ] 
f(z) = 50/81*z^3 - 187/216*z + 1
*
[ 3/5 ] 
f(z) = 41/81*z^3 - 191/225*z + 1
*
[ 7/4 ] 
f(z) = 41/98*z^3 - 191/224*z + 1
*
[ 3/5 ] 
f(z) = 43/81*z^3 - 193/225*z + 1
*
[ 3/5 ] 
f(z) = 44/81*z^3 - 194/225*z + 1
*
[ 7/12 ] 
f(z) = 45/98*z^3 - 195/224*z + 1
*
[ 3/5 ] 
f(z) = 46/81*z^3 - 196/225*z + 1
*
[ 3/5 ] 
f(z) = 47/81*z^3 - 197/225*z + 1
*
[ 3/5 ] 
f(z) = 49/81*z^3 - 199/225*z + 1
*
[ 10/7 ] 
f(z) = 49/92*z^3 - 181/230*z + 1
*
[ -9/5 ] 
f(z) = 59/81*z^3 - 181/225*z + 1
*
[ 3/2 ] 
f(z) = 40/83*z^3 - 187/249*z + 1
*
[ 2/3 ] 
f(z) = 51/82*z^3 - 191/246*z + 1
*
[ 2/3 ] 
f(z) = 51/86*z^3 - 197/258*z + 1
*
[ -17/9 ] 
f(z) = 54/85*z^3 - 188/255*z + 1
*
[ 2/3 ] 
f(z) = 57/82*z^3 - 199/246*z + 1
*
[ 3/2 ] 
f(z) = 40/89*z^3 - 181/267*z + 1
*
[ 9/7 ] 
f(z) = 49/87*z^3 - 185/261*z + 1
*
[ 9/7 ] 
f(z) = 49/93*z^3 - 181/279*z + 1
*
[ 27/22 ] 
f(z) = 44/81*z^3 - 188/297*z + 1
*
[ 3/2 ] 
f(z) = 44/97*z^3 - 200/291*z + 1
*
[ 7/10 ] 
f(z) = 45/98*z^3 - 183/280*z + 1
*
[ 9/8 ] 
f(z) = 50/81*z^3 - 193/288*z + 1
*
[ 7/10 ] 
f(z) = 55/98*z^3 - 197/280*z + 1
*
-4 | 0.18152265160671540836948029768850641284 | 0.027613550856801537281236755921282089717
f(z) = 41/80*z^3 - 179/20*z + 1
*
[ 4 ] 
f(z) = 47/80*z^3 - 173/20*z + 1
*
[ -4 ] 
f(z) = 47/80*z^3 - 163/20*z + 1
*
[ -4 ] 
f(z) = 49/80*z^3 - 171/20*z + 1
*
6/7 | 0.20685478390132254299915291072510115508 | 0.028599808676287208663133738354522109806
f(z) = 49/88*z^3 - 173/33*z + 1
*
-24/7 | 0.19243027103235214443286217966064874808 | 0.029752510001073813540285589572677181645
f(z) = 49/96*z^3 - 161/24*z + 1
*
[ -4 ] 
f(z) = 51/80*z^3 - 179/20*z + 1
*
[ -27/10 ] 
f(z) = 50/81*z^3 - 169/54*z + 1
*
3/4 | 0.16647745965853601889890830330119535060 | 0.026728291812047827699799823423653996099
f(z) = 40/99*z^3 - 169/66*z + 1
*
-7/3 | 0.087198346569062875593850813858919580227 | 0.012282838228713418454053192759074518261
f(z) = 45/98*z^3 - 173/70*z + 1
*
[ 9/4 ] 
f(z) = 46/81*z^3 - 167/72*z + 1
*
[ -20/7 ] 
f(z) = 49/96*z^3 - 169/60*z + 1
*
4/3 | 0.15299632428057661363349710831830785119 | 0.023395414529133745150127862679081347749
f(z) = 51/80*z^3 - 173/60*z + 1
*
2/3 | 0.11550408195155521107633176281852707053 | 0.017758143377087019377616023673069318650
f(z) = 51/80*z^3 - 167/60*z + 1
*
[ 12/5 ] 
f(z) = 55/96*z^3 - 163/60*z + 1
*
2/3 | 0.14595910622499208730294390371961454886 | 0.022399444663728026637953132289823681418
f(z) = 57/80*z^3 - 169/60*z + 1
*
-9/5 | 0.17079255754629334694541830898743125378 | 0.023309633362758668530423768947282108778
f(z) = 40/81*z^3 - 169/90*z + 1
*
3/2 | 0.21459509209384352588457058669602760589 | 0.029287768682772346166389302604130779167
f(z) = 44/81*z^3 - 169/99*z + 1
*
[ 1/3 ] 
f(z) = 45/82*z^3 - 169/82*z + 1
*
[ 1/3 ] 
f(z) = 45/83*z^3 - 171/83*z + 1
*
[ 1/3 ] 
f(z) = 45/86*z^3 - 177/86*z + 1
*
[ -22/9 ] 
f(z) = 45/88*z^3 - 163/99*z + 1
*
[ -5/2 ] 
f(z) = 48/95*z^3 - 167/95*z + 1
*
-3/7 | 0.10682158804315692243875260177801239877 | 0.020823332775052419164244340409422055747
f(z) = 49/80*z^3 - 169/80*z + 1
*
[ -17/7 ] 
f(z) = 49/85*z^3 - 169/85*z + 1
*
11/7 | 0.13559345198866100179430973280004551175 | 0.026195813296389603114007135031611151911
f(z) = 49/88*z^3 - 177/88*z + 1
*
[ 2 ] 
f(z) = 51/82*z^3 - 163/82*z + 1
*
[ 2 ] 
f(z) = 51/86*z^3 - 161/86*z + 1
*
[ 2 ] 
f(z) = 53/82*z^3 - 171/82*z + 1
*
[ 2 ] 
f(z) = 53/86*z^3 - 169/86*z + 1
*
[ 2 ] 
f(z) = 53/90*z^3 - 167/90*z + 1
*
[ 2 ] 
f(z) = 53/94*z^3 - 165/94*z + 1
*
[ 2 ] 
f(z) = 53/98*z^3 - 163/98*z + 1
*
[ 1/3 ] 
f(z) = 54/83*z^3 - 172/83*z + 1
*
[ 1/3 ] 
f(z) = 54/85*z^3 - 176/85*z + 1
*
[ -7/3 ] 
f(z) = 54/91*z^3 - 164/91*z + 1
*
[ 2 ] 
f(z) = 55/82*z^3 - 179/82*z + 1
*
[ 2 ] 
f(z) = 55/86*z^3 - 177/86*z + 1
*
[ 2 ] 
f(z) = 55/94*z^3 - 173/94*z + 1
*
[ 2 ] 
f(z) = 55/98*z^3 - 171/98*z + 1
*
[ 2 ] 
f(z) = 57/98*z^3 - 179/98*z + 1
*
[ 12/7 ] 
f(z) = 49/88*z^3 - 161/132*z + 1
*
-10/7 | 0.14946225748286196222444311417791255367 | 0.023109032101265882493640056955071191067
f(z) = 49/96*z^3 - 161/120*z + 1
*
[ -33/14 ] 
f(z) = 49/99*z^3 - 175/132*z + 1
*
-3/7 | 0.18948545958080517641789572066615303657 | 0.025989043351082241033659487186153271520
f(z) = 56/81*z^3 - 163/126*z + 1
*
[ -9/4 ] 
f(z) = 41/81*z^3 - 161/144*z + 1
*
[ -9/4 ] 
f(z) = 43/81*z^3 - 179/144*z + 1
*
[ 4/7 ] 
f(z) = 49/86*z^3 - 161/172*z + 1
*
[ 3/2 ] 
f(z) = 50/87*z^3 - 167/174*z + 1
*
[ -2 ] 
f(z) = 52/81*z^3 - 173/162*z + 1
*
[ -2 ] 
f(z) = 52/83*z^3 - 167/166*z + 1
*
[ -2 ] 
f(z) = 52/85*z^3 - 161/170*z + 1
*
[ -2 ] 
f(z) = 53/83*z^3 - 175/166*z + 1
*
[ -2 ] 
f(z) = 53/85*z^3 - 169/170*z + 1
*
[ -2 ] 
f(z) = 53/87*z^3 - 163/174*z + 1
*
[ -2 ] 
f(z) = 54/85*z^3 - 177/170*z + 1
*
[ -2 ] 
f(z) = 54/89*z^3 - 165/178*z + 1
*
[ -2 ] 
f(z) = 55/87*z^3 - 179/174*z + 1
*
[ -2 ] 
f(z) = 55/89*z^3 - 173/178*z + 1
*
[ 7/4 ] 
f(z) = 40/91*z^3 - 167/182*z + 1
*
[ 4/7 ] 
f(z) = 49/90*z^3 - 167/180*z + 1
*
[ 4/7 ] 
f(z) = 49/94*z^3 - 173/188*z + 1
*
[ 3/2 ] 
f(z) = 50/93*z^3 - 163/186*z + 1
*
[ 4/3 ] 
f(z) = 53/80*z^3 - 167/180*z + 1
*
[ -2 ] 
f(z) = 55/91*z^3 - 167/182*z + 1
*
[ -2 ] 
f(z) = 55/93*z^3 - 161/186*z + 1
*
[ -2 ] 
f(z) = 56/93*z^3 - 169/186*z + 1
*
[ -2 ] 
f(z) = 56/95*z^3 - 163/190*z + 1
*
[ -2 ] 
f(z) = 57/97*z^3 - 165/194*z + 1
*
[ -2 ] 
f(z) = 58/95*z^3 - 179/190*z + 1
*
[ -2 ] 
f(z) = 58/97*z^3 - 173/194*z + 1
*
[ -2 ] 
f(z) = 58/99*z^3 - 167/198*z + 1
*
[ -2 ] 
f(z) = 59/99*z^3 - 175/198*z + 1
*
[ 2/3 ] 
f(z) = 53/96*z^3 - 161/216*z + 1
*
[ 6/5 ] 
f(z) = 55/84*z^3 - 163/210*z + 1
*
[ 2/3 ] 
f(z) = 55/96*z^3 - 163/216*z + 1
*
[ 2/3 ] 
f(z) = 59/96*z^3 - 167/216*z + 1
*
[ -9/5 ] 
f(z) = 58/81*z^3 - 172/225*z + 1
*
[ 3/4 ] 
f(z) = 48/83*z^3 - 164/249*z + 1
*
[ 3/4 ] 
f(z) = 48/85*z^3 - 166/255*z + 1
*
[ 27/20 ] 
f(z) = 40/81*z^3 - 173/270*z + 1
*
[ 3/2 ] 
f(z) = 40/91*z^3 - 179/273*z + 1
*
[ 3/4 ] 
f(z) = 48/89*z^3 - 170/267*z + 1
*
[ 3/4 ] 
f(z) = 48/91*z^3 - 172/273*z + 1
*
[ 3/4 ] 
f(z) = 50/99*z^3 - 163/264*z + 1
*
[ 7/9 ] 
f(z) = 54/91*z^3 - 176/273*z + 1
*
[ 8/11 ] 
f(z) = 55/96*z^3 - 179/264*z + 1
*
[ 14/19 ] 
f(z) = 57/98*z^3 - 179/266*z + 1
*
[ 3/4 ] 
f(z) = 58/99*z^3 - 175/264*z + 1
*
[ 3/2 ] 
f(z) = 40/97*z^3 - 173/291*z + 1
*
[ 9/8 ] 
f(z) = 46/81*z^3 - 175/288*z + 1
*
[ 3/4 ] 
f(z) = 48/95*z^3 - 176/285*z + 1
*
[ 3/4 ] 
f(z) = 48/97*z^3 - 178/291*z + 1
*
[ 9/7 ] 
f(z) = 49/96*z^3 - 179/288*z + 1
*
[ 4 ] 
f(z) = 41/80*z^3 - 149/20*z + 1
*
[ 4 ] 
f(z) = 43/80*z^3 - 157/20*z + 1
*
[ -4 ] 
f(z) = 43/80*z^3 - 147/20*z + 1
*
4/7 | 0.19142530363918033894524774451371087759 | 0.029654440798507503161160658914523247626
f(z) = 49/80*z^3 - 159/20*z + 1
*
-2/7 | 0.11532658336571844858329083780547213270 | 0.018009720790447287197369740767407018370
f(z) = 49/80*z^3 - 151/20*z + 1
*
18/7 | 0.17011915703688569795185873544553792751 | 0.023623818930868075542278010687804370510
f(z) = 49/81*z^3 - 149/36*z + 1
*
22/7 | 0.080877295338587500812608626950442103114 | 0.012553634629945108160095609460822426837
f(z) = 49/96*z^3 - 157/24*z + 1
*
9/4 | 0.18346199544337423598119929912406087624 | 0.025573328874538795551938331081635904455
f(z) = 52/81*z^3 - 145/36*z + 1
*
[ 3 ] 
f(z) = 56/99*z^3 - 146/33*z + 1
*
[ 3 ] 
f(z) = 58/99*z^3 - 152/33*z + 1
*
[ 3 ] 
f(z) = 59/90*z^3 - 157/30*z + 1
*
[ 3 ] 
f(z) = 59/99*z^3 - 155/33*z + 1
*
12/5 | 0.13992322327166181319602778509197648787 | 0.019273650143031844520299978984617886070
f(z) = 40/81*z^3 - 158/45*z + 1
*
-16/7 | 0.14498633376849554819140606049555963275 | 0.025274035826621855993335801354929692916
f(z) = 49/96*z^3 - 155/48*z + 1
*
6/5 | 0.18632575568198879227116928687757816854 | 0.025874369418807268996933447439430380829
f(z) = 55/81*z^3 - 149/45*z + 1
*
-2 | 0.087393241427639417905022861954024011619 | 0.015490017883812471525790938554298589783
f(z) = 59/92*z^3 - 141/46*z + 1
*
[ -14/5 ] 
f(z) = 45/98*z^3 - 157/70*z + 1
*
6/7 | 0.13732220552623412277191927463256654731 | 0.021314916473623504467631987595808443698
f(z) = 49/80*z^3 - 157/60*z + 1
*
[ -18/7 ] 
f(z) = 49/96*z^3 - 143/72*z + 1
*
[ 3/10 ] 
f(z) = 50/99*z^3 - 157/66*z + 1
*
2 | 0.10310939118434399539995526434937544079 | 0.016239901398336881198339708983933773714
f(z) = 51/80*z^3 - 143/60*z + 1
*
4/5 | 0.17168799594122827842866335974110475503 | 0.024060470644461816677109578089037429349
f(z) = 55/96*z^3 - 157/60*z + 1
*
-33/14 | 0.11121185125720799685697357539963440548 | 0.015318817439824019810754253636450380682
f(z) = 56/81*z^3 - 158/63*z + 1
*
[ -9/4 ] 
f(z) = 58/81*z^3 - 157/72*z + 1
*
3/2 | 0.11118374597465999973798277812720208195 | 0.015411141166754950808219498014202663796
f(z) = 40/81*z^3 - 151/90*z + 1
*
[ 9/22 ] 
f(z) = 44/81*z^3 - 152/99*z + 1
*
[ -5/2 ] 
f(z) = 44/85*z^3 - 156/85*z + 1
*
[ -5/2 ] 
f(z) = 44/95*z^3 - 142/95*z + 1
*
[ 2 ] 
f(z) = 47/82*z^3 - 147/82*z + 1
*
[ 2 ] 
f(z) = 47/86*z^3 - 145/86*z + 1
*
[ 2 ] 
f(z) = 47/90*z^3 - 143/90*z + 1
*
[ -16/7 ] 
f(z) = 49/80*z^3 - 141/80*z + 1
*
[ 2 ] 
f(z) = 49/82*z^3 - 155/82*z + 1
*
[ 2 ] 
f(z) = 49/86*z^3 - 153/86*z + 1
*
-11/7 | 0.13559345198866100179430973280004551175 | 0.026954601986446630892177343115323037737
f(z) = 49/88*z^3 - 153/88*z + 1
*
[ 2 ] 
f(z) = 49/94*z^3 - 149/94*z + 1
*
[ 2 ] 
f(z) = 51/94*z^3 - 157/94*z + 1
*
[ 2 ] 
f(z) = 51/98*z^3 - 155/98*z + 1
*
18/11 | 0.21459509209384352588457058669602760589 | 0.029559287091309421823739585355381505923
f(z) = 55/81*z^3 - 158/99*z + 1
*
[ -7/3 ] 
f(z) = 47/98*z^3 - 149/126*z + 1
*
[ -21/10 ] 
f(z) = 50/81*z^3 - 157/126*z + 1
*
[ 28/15 ] 
f(z) = 45/98*z^3 - 159/140*z + 1
*
-6/5 | 0.21509210120286026659200833190329238975 | 0.029934657762548604510760084967675913537
f(z) = 45/88*z^3 - 149/165*z + 1
*
[ 3/2 ] 
f(z) = 46/87*z^3 - 149/174*z + 1
*
[ -2 ] 
f(z) = 49/81*z^3 - 149/162*z + 1
*
[ 4/7 ] 
f(z) = 49/82*z^3 - 155/164*z + 1
*
[ -2 ] 
f(z) = 49/83*z^3 - 143/166*z + 1
*
[ 10/7 ] 
f(z) = 49/85*z^3 - 149/170*z + 1
*
[ -2 ] 
f(z) = 50/81*z^3 - 157/162*z + 1
*
[ -2 ] 
f(z) = 50/83*z^3 - 151/166*z + 1
*
[ -2 ] 
f(z) = 51/83*z^3 - 159/166*z + 1
*
[ -2 ] 
f(z) = 51/89*z^3 - 141/178*z + 1
*
[ -2 ] 
f(z) = 52/87*z^3 - 155/174*z + 1
*
[ -2 ] 
f(z) = 52/89*z^3 - 149/178*z + 1
*
[ -2 ] 
f(z) = 53/89*z^3 - 157/178*z + 1
*
[ 5/4 ] 
f(z) = 56/85*z^3 - 141/170*z + 1
*
[ 3/2 ] 
f(z) = 46/93*z^3 - 145/186*z + 1
*
[ 4/3 ] 
f(z) = 47/80*z^3 - 143/180*z + 1
*
[ 10/7 ] 
f(z) = 49/95*z^3 - 143/190*z + 1
*
[ 2/3 ] 
f(z) = 53/80*z^3 - 143/180*z + 1
*
[ -2 ] 
f(z) = 53/91*z^3 - 151/182*z + 1
*
[ -2 ] 
f(z) = 53/93*z^3 - 145/186*z + 1
*
[ -2 ] 
f(z) = 54/91*z^3 - 159/182*z + 1
*
[ -2 ] 
f(z) = 54/95*z^3 - 147/190*z + 1
*
[ 2/3 ] 
f(z) = 54/95*z^3 - 143/190*z + 1
*
[ 2/3 ] 
f(z) = 54/97*z^3 - 145/194*z + 1
*
[ -2 ] 
f(z) = 54/97*z^3 - 141/194*z + 1
*
[ -2 ] 
f(z) = 55/97*z^3 - 149/194*z + 1
*
[ -2 ] 
f(z) = 56/97*z^3 - 157/194*z + 1
*
[ -2 ] 
f(z) = 56/99*z^3 - 151/198*z + 1
*
[ 2/3 ] 
f(z) = 59/80*z^3 - 149/180*z + 1
*
[ 2/3 ] 
f(z) = 41/96*z^3 - 149/216*z + 1
*
[ 2/3 ] 
f(z) = 43/96*z^3 - 151/216*z + 1
*
[ 2/3 ] 
f(z) = 47/96*z^3 - 155/216*z + 1
*
[ 2/3 ] 
f(z) = 49/96*z^3 - 157/216*z + 1
*
[ 22/19 ] 
f(z) = 57/88*z^3 - 153/209*z + 1
*
[ 9/10 ] 
f(z) = 52/81*z^3 - 142/225*z + 1
*
[ -9/5 ] 
f(z) = 56/81*z^3 - 154/225*z + 1
*
[ 9/10 ] 
f(z) = 56/81*z^3 - 151/225*z + 1
*
[ 5/6 ] 
f(z) = 48/85*z^3 - 151/255*z + 1
*
[ 6/7 ] 
f(z) = 49/82*z^3 - 149/246*z + 1
*
[ 6/7 ] 
f(z) = 49/86*z^3 - 151/258*z + 1
*
[ 3/4 ] 
f(z) = 46/99*z^3 - 157/264*z + 1
*
[ 7/6 ] 
f(z) = 48/91*z^3 - 157/273*z + 1
*
[ 13/12 ] 
f(z) = 48/91*z^3 - 148/273*z + 1
*
[ 5/6 ] 
f(z) = 48/95*z^3 - 157/285*z + 1
*
[ 6/7 ] 
f(z) = 49/94*z^3 - 155/282*z + 1
*
[ 14/3 ] 
f(z) = 45/98*z^3 - 129/14*z + 1
*
[ -14/3 ] 
f(z) = 45/98*z^3 - 123/14*z + 1
*
[ 18/5 ] 
f(z) = 50/81*z^3 - 131/18*z + 1
*
[ -18/5 ] 
f(z) = 50/81*z^3 - 121/18*z + 1
*
[ -4 ] 
f(z) = 41/80*z^3 - 139/20*z + 1
*
[ 3 ] 
f(z) = 47/90*z^3 - 121/30*z + 1
*
4/7 | 0.18916636883889011217978300732187193223 | 0.029927749291325429758481599208330219751
f(z) = 49/80*z^3 - 139/20*z + 1
*
12/7 | 0.14743031931855779161974796732404476584 | 0.020672539522272311063404330231293401390
f(z) = 49/81*z^3 - 139/36*z + 1
*
[ 3 ] 
f(z) = 49/90*z^3 - 127/30*z + 1
*
[ 24/7 ] 
f(z) = 49/96*z^3 - 127/24*z + 1
*
[ 3 ] 
f(z) = 49/99*z^3 - 125/33*z + 1
*
12/5 | 0.14729801946406188663365097462406558338 | 0.020966083005646620788127618549660033688
f(z) = 50/81*z^3 - 125/36*z + 1
*
[ 3 ] 
f(z) = 50/99*z^3 - 128/33*z + 1
*
[ 3 ] 
f(z) = 52/99*z^3 - 134/33*z + 1
*
[ 3 ] 
f(z) = 53/90*z^3 - 139/30*z + 1
*
[ 3 ] 
f(z) = 53/99*z^3 - 137/33*z + 1
*
[ -3 ] 
f(z) = 56/99*z^3 - 124/33*z + 1
*
[ -3 ] 
f(z) = 58/99*z^3 - 130/33*z + 1
*
[ -3 ] 
f(z) = 59/90*z^3 - 137/30*z + 1
*
[ -3 ] 
f(z) = 59/99*z^3 - 133/33*z + 1
*
6/5 | 0.17414496226991825758770418915688289576 | 0.024468165516998568827172931195687633047
f(z) = 40/81*z^3 - 137/45*z + 1
*
15/7 | 0.19129574981537202819116980748483613154 | 0.026877929790044843346894591490967514744
f(z) = 49/81*z^3 - 137/45*z + 1
*
4/7 | 0.097749694754036675736949790628723768628 | 0.017603170572223146764923825850127682628
f(z) = 49/88*z^3 - 129/44*z + 1
*
-2 | 0.086412968132124317977154403221378003624 | 0.015743113229420811665290611058060224795
f(z) = 49/92*z^3 - 121/46*z + 1
*
-2 | 0.086698986791091234001982058932348209604 | 0.015702182462365165226441781313430635780
f(z) = 51/92*z^3 - 125/46*z + 1
*
-2 | 0.065320118972284017902566042432931648768 | 0.011796311333658079595351026609729683366
f(z) = 53/84*z^3 - 127/42*z + 1
*
-2 | 0.086938857288776214090943148898015604857 | 0.015656310109810279846208869015458572563
f(z) = 53/92*z^3 - 129/46*z + 1
*
-2 | 0.065406502726605521857939240745357016334 | 0.011746130772337664519233243243464372298
f(z) = 55/84*z^3 - 131/42*z + 1
*
-2 | 0.087134766450969569012126071936602958635 | 0.015605771300309517824314844342478765306
f(z) = 55/92*z^3 - 133/46*z + 1
*
-2 | 0.087286797899447282636099378268409465671 | 0.015550473148850775048840362263616083450
f(z) = 57/92*z^3 - 137/46*z + 1
*
-2 | 0.065378223810196266110022917001356502306 | 0.011617381925578981588290037285419861478
f(z) = 59/84*z^3 - 139/42*z + 1
*
[ 3/8 ] 
f(z) = 40/81*z^3 - 125/72*z + 1
*
-12/7 | 0.087609531750733709877806430138879490884 | 0.013958022611847124752545887168110588475
f(z) = 49/80*z^3 - 133/60*z + 1
*
-12/7 | 0.17051101070061470743500162154910641627 | 0.028927614127323352580308454176459274255
f(z) = 49/90*z^3 - 121/60*z + 1
*
[ 3/8 ] 
f(z) = 56/81*z^3 - 127/72*z + 1
*
-3/4 | 0.17079255754629334694541830898743125378 | 0.023948370405118483621781495714986657223
f(z) = 40/81*z^3 - 139/90*z + 1
*
-21/10 | 0.17079190540693962758117146198830862476 | 0.024423214079266470413981232328063732174
f(z) = 40/81*z^3 - 121/90*z + 1
*
[ 2 ] 
f(z) = 41/86*z^3 - 121/86*z + 1
*
[ 2 ] 
f(z) = 43/82*z^3 - 131/82*z + 1
*
[ 2 ] 
f(z) = 43/90*z^3 - 127/90*z + 1
*
[ 2 ] 
f(z) = 43/94*z^3 - 125/94*z + 1
*
[ 2 ] 
f(z) = 43/98*z^3 - 123/98*z + 1
*
[ 2 ] 
f(z) = 45/82*z^3 - 139/82*z + 1
*
[ 2 ] 
f(z) = 45/86*z^3 - 137/86*z + 1
*
[ 2 ] 
f(z) = 45/94*z^3 - 133/94*z + 1
*
[ 2 ] 
f(z) = 45/98*z^3 - 131/98*z + 1
*
[ 2 ] 
f(z) = 47/98*z^3 - 139/98*z + 1
*
[ 3/7 ] 
f(z) = 49/87*z^3 - 125/87*z + 1
*
-9/7 | 0.11654009884663360909873953185545467577 | 0.024300498059414832814557775121950763784
f(z) = 49/90*z^3 - 121/90*z + 1
*
[ 3/7 ] 
f(z) = 49/93*z^3 - 133/93*z + 1
*
[ 3/7 ] 
f(z) = 49/96*z^3 - 137/96*z + 1
*
-3/2 | 0.20595266406472991054564598114667580451 | 0.028937293432536457050423552476728608231
f(z) = 50/81*z^3 - 137/90*z + 1
*
[ -7/3 ] 
f(z) = 43/98*z^3 - 121/126*z + 1
*
[ 12/7 ] 
f(z) = 49/99*z^3 - 137/132*z + 1
*
[ 8/5 ] 
f(z) = 55/96*z^3 - 131/120*z + 1
*
[ 3/2 ] 
f(z) = 59/90*z^3 - 137/120*z + 1
*
[ 3/2 ] 
f(z) = 59/99*z^3 - 133/132*z + 1
*
-39/28 | 0.20973927704207207147691300300503460184 | 0.029264429830589118153803133475957987309
f(z) = 49/81*z^3 - 121/144*z + 1
*
[ 7/11 ] 
f(z) = 55/98*z^3 - 123/154*z + 1
*
[ 3/5 ] 
f(z) = 40/99*z^3 - 134/165*z + 1
*
[ 2/3 ] 
f(z) = 45/83*z^3 - 123/166*z + 1
*
[ 2/3 ] 
f(z) = 45/89*z^3 - 129/178*z + 1
*
[ -2 ] 
f(z) = 46/81*z^3 - 125/162*z + 1
*
[ -2 ] 
f(z) = 47/81*z^3 - 133/162*z + 1
*
[ -2 ] 
f(z) = 47/83*z^3 - 127/166*z + 1
*
[ -2 ] 
f(z) = 47/85*z^3 - 121/170*z + 1
*
[ -2 ] 
f(z) = 48/83*z^3 - 135/166*z + 1
*
[ -2 ] 
f(z) = 48/85*z^3 - 129/170*z + 1
*
[ -2 ] 
f(z) = 49/85*z^3 - 137/170*z + 1
*
[ -2 ] 
f(z) = 49/87*z^3 - 131/174*z + 1
*
[ -2 ] 
f(z) = 49/89*z^3 - 125/178*z + 1
*
[ -15/7 ] 
f(z) = 49/99*z^3 - 133/165*z + 1
*
[ -2 ] 
f(z) = 50/87*z^3 - 139/174*z + 1
*
[ -2 ] 
f(z) = 50/89*z^3 - 133/178*z + 1
*
[ 2/3 ] 
f(z) = 54/83*z^3 - 131/166*z + 1
*
[ 2/3 ] 
f(z) = 54/85*z^3 - 133/170*z + 1
*
[ 2/3 ] 
f(z) = 54/89*z^3 - 137/178*z + 1
*
[ 3/4 ] 
f(z) = 56/87*z^3 - 121/174*z + 1
*
[ 2/3 ] 
f(z) = 41/80*z^3 - 131/180*z + 1
*
[ 2/3 ] 
f(z) = 43/80*z^3 - 133/180*z + 1
*
[ 4/3 ] 
f(z) = 43/80*z^3 - 127/180*z + 1
*
[ 2/3 ] 
f(z) = 45/91*z^3 - 131/182*z + 1
*
[ 2/3 ] 
f(z) = 45/97*z^3 - 137/194*z + 1
*
[ 2/3 ] 
f(z) = 47/80*z^3 - 137/180*z + 1
*
[ 2/3 ] 
f(z) = 49/80*z^3 - 139/180*z + 1
*
[ -2 ] 
f(z) = 50/93*z^3 - 121/186*z + 1
*
-11/10 | 0.14225913263365092811991239751918146423 | 0.026900898121811996790754623320617846813
f(z) = 50/99*z^3 - 139/198*z + 1
*
[ 22/17 ] 
f(z) = 51/88*z^3 - 139/187*z + 1
*
[ -2 ] 
f(z) = 51/91*z^3 - 135/182*z + 1
*
[ -2 ] 
f(z) = 51/95*z^3 - 123/190*z + 1
*
[ -2 ] 
f(z) = 52/93*z^3 - 137/186*z + 1
*
[ -2 ] 
f(z) = 52/95*z^3 - 131/190*z + 1
*
[ -2 ] 
f(z) = 52/97*z^3 - 125/194*z + 1
*
[ -2 ] 
f(z) = 53/95*z^3 - 139/190*z + 1
*
[ -2 ] 
f(z) = 53/97*z^3 - 133/194*z + 1
*
[ -2 ] 
f(z) = 53/99*z^3 - 127/198*z + 1
*
[ 2/3 ] 
f(z) = 54/91*z^3 - 139/182*z + 1
*
[ 7/6 ] 
f(z) = 54/91*z^3 - 121/182*z + 1
*
[ 3/4 ] 
f(z) = 56/93*z^3 - 125/186*z + 1
*
[ 5/4 ] 
f(z) = 56/95*z^3 - 137/190*z + 1
*
[ 9/10 ] 
f(z) = 44/81*z^3 - 124/225*z + 1
*
[ 4/5 ] 
f(z) = 45/88*z^3 - 127/220*z + 1
*
[ 14/17 ] 
f(z) = 51/98*z^3 - 135/238*z + 1
*
3/4 | 0.18030180407444266169161530594796533780 | 0.026466921681426102942024044996375514581
f(z) = 40/81*z^3 - 101/18*z + 1
*
-4 | 0.19959174698516128300355967841547327423 | 0.029726940371270613588168082862480829361
f(z) = 47/96*z^3 - 103/12*z + 1
*
-33/10 | 0.19400770031669463118913673554496444578 | 0.028163701761937424069649202945386292513
f(z) = 50/81*z^3 - 109/18*z + 1
*
[ 9/2 ] 
f(z) = 52/81*z^3 - 110/9*z + 1
*
[ -9/2 ] 
f(z) = 52/81*z^3 - 106/9*z + 1
*
[ 4 ] 
f(z) = 55/96*z^3 - 101/12*z + 1
*
[ 9/2 ] 
f(z) = 56/81*z^3 - 119/9*z + 1
*
[ -9/2 ] 
f(z) = 56/81*z^3 - 115/9*z + 1
*
[ 4 ] 
f(z) = 59/96*z^3 - 109/12*z + 1
*
[ -4 ] 
f(z) = 59/96*z^3 - 103/12*z + 1
*
[ 3 ] 
f(z) = 41/90*z^3 - 103/30*z + 1
*
[ 3 ] 
f(z) = 41/99*z^3 - 101/33*z + 1
*
[ 3 ] 
f(z) = 43/90*z^3 - 109/30*z + 1
*
[ 3 ] 
f(z) = 43/99*z^3 - 107/33*z + 1
*
[ 3 ] 
f(z) = 46/99*z^3 - 116/33*z + 1
*
[ -3 ] 
f(z) = 47/90*z^3 - 101/30*z + 1
*
[ 3 ] 
f(z) = 47/99*z^3 - 119/33*z + 1
*
15/7 | 0.14024430182854311853439812119777282053 | 0.024072141991703685675102602035450738687
f(z) = 49/90*z^3 - 113/30*z + 1
*
[ -3 ] 
f(z) = 49/90*z^3 - 107/30*z + 1
*
[ -24/7 ] 
f(z) = 49/96*z^3 - 113/24*z + 1
*
[ -3 ] 
f(z) = 49/99*z^3 - 103/33*z + 1
*
[ 12/5 ] 
f(z) = 50/81*z^3 - 107/36*z + 1
*
[ -3 ] 
f(z) = 50/99*z^3 - 106/33*z + 1
*
[ -3 ] 
f(z) = 52/99*z^3 - 112/33*z + 1
*
[ -3 ] 
f(z) = 53/90*z^3 - 119/30*z + 1
*
[ -3 ] 
f(z) = 53/99*z^3 - 115/33*z + 1
*
-3/5 | 0.17088067986669306297282281255100336729 | 0.024677291679777470520653934651548548225
f(z) = 40/81*z^3 - 113/45*z + 1
*
[ 3/10 ] 
f(z) = 40/81*z^3 - 107/45*z + 1
*
-2 | 0.063626343454840316376457517120818791764 | 0.011942158833863312437381881349407171700
f(z) = 41/84*z^3 - 103/42*z + 1
*
-2 | 0.084533572037875142694427995329323467433 | 0.015809214898383112587460951544426642843
f(z) = 41/92*z^3 - 105/46*z + 1
*
-2 | 0.064063544538487875415833634910542055557 | 0.011938842879495612877229021674105130858
f(z) = 43/84*z^3 - 107/42*z + 1
*
-2 | 0.085188140958739465850109528258413504118 | 0.015821008277536290568973886118294969330
f(z) = 43/92*z^3 - 109/46*z + 1
*
-2/3 | 0.17232740534713338912441556029719201103 | 0.025188116160520645016856669362608135936
f(z) = 45/88*z^3 - 117/55*z + 1
*
-2 | 0.085675574772886264079291832137960296758 | 0.015805741459909091141069771366314961460
f(z) = 45/92*z^3 - 113/46*z + 1
*
-2 | 0.064731861291947456262725280004596340455 | 0.011903441935046941710360771226029701394
f(z) = 47/84*z^3 - 115/42*z + 1
*
-2 | 0.086075513615857141868681720335489761385 | 0.015778267089271652012617117077359637921
f(z) = 47/92*z^3 - 117/46*z + 1
*
[ 15/7 ] 
f(z) = 49/81*z^3 - 101/45*z + 1
*
[ 2/7 ] 
f(z) = 49/92*z^3 - 117/46*z + 1
*
[ 16/7 ] 
f(z) = 49/96*z^3 - 101/48*z + 1
*
-9/5 | 0.18251686072788491281479647665048937456 | 0.026677450867474618423542779360200772446
f(z) = 55/81*z^3 - 104/45*z + 1
*
[ 7/3 ] 
f(z) = 57/98*z^3 - 109/42*z + 1
*
-3/8 | 0.20158295993881698670145538548260069858 | 0.029590832107303288697956214514544128931
f(z) = 40/81*z^3 - 101/72*z + 1
*
[ -9/4 ] 
f(z) = 46/81*z^3 - 103/72*z + 1
*
6/5 | 0.16647415222837276922412490254542417583 | 0.029036149112416049052884003603721576314
f(z) = 50/99*z^3 - 103/66*z + 1
*
2/3 | 0.16396855475427037664820267572829454021 | 0.027061432729051174523240414792677711089
f(z) = 51/80*z^3 - 107/60*z + 1
*
[ -12/5 ] 
f(z) = 55/96*z^3 - 113/60*z + 1
*
2/3 | 0.15734434007898426027111773964721472925 | 0.025889042786480463760837044237023006714
f(z) = 57/80*z^3 - 109/60*z + 1
*
[ 9/20 ] 
f(z) = 40/81*z^3 - 119/90*z + 1
*
-39/20 | 0.17079255754629334694541830898743125378 | 0.024793606882821344931910205914220209778
f(z) = 40/81*z^3 - 109/90*z + 1
*
[ 1/2 ] 
f(z) = 40/91*z^3 - 101/91*z + 1
*
[ 1/2 ] 
f(z) = 40/93*z^3 - 103/93*z + 1
*
[ 1/2 ] 
f(z) = 40/97*z^3 - 107/97*z + 1
*
[ 1/2 ] 
f(z) = 40/99*z^3 - 109/99*z + 1
*
[ 2 ] 
f(z) = 41/90*z^3 - 119/90*z + 1
*
[ 2 ] 
f(z) = 41/94*z^3 - 117/94*z + 1
*
[ 2 ] 
f(z) = 41/98*z^3 - 115/98*z + 1
*
[ 1/2 ] 
f(z) = 44/91*z^3 - 102/91*z + 1
*
[ 1/2 ] 
f(z) = 44/93*z^3 - 104/93*z + 1
*
[ 1/2 ] 
f(z) = 44/95*z^3 - 106/95*z + 1
*
[ 1/2 ] 
f(z) = 44/97*z^3 - 108/97*z + 1
*
[ -7/3 ] 
f(z) = 45/91*z^3 - 115/91*z + 1
*
[ 1/2 ] 
f(z) = 48/89*z^3 - 101/89*z + 1
*
[ 7/4 ] 
f(z) = 48/91*z^3 - 108/91*z + 1
*
[ 1/2 ] 
f(z) = 48/91*z^3 - 103/91*z + 1
*
[ 1/2 ] 
f(z) = 48/95*z^3 - 107/95*z + 1
*
[ 1/2 ] 
f(z) = 48/97*z^3 - 109/97*z + 1
*
-10/7 | 0.084690940831711845423566986633766894464 | 0.018052581679674977907793219442591979636
f(z) = 49/90*z^3 - 109/90*z + 1
*
-9/7 | 0.13200348614219368738718001735610812484 | 0.028602391998322336941698356685630205597
f(z) = 49/90*z^3 - 101/90*z + 1
*
[ 9/5 ] 
f(z) = 50/99*z^3 - 118/99*z + 1
*
[ 1/2 ] 
f(z) = 52/89*z^3 - 102/89*z + 1
*
[ 1/2 ] 
f(z) = 52/93*z^3 - 106/93*z + 1
*
[ 1/2 ] 
f(z) = 52/95*z^3 - 108/95*z + 1
*
[ 1/2 ] 
f(z) = 52/97*z^3 - 110/97*z + 1
*
[ 1/2 ] 
f(z) = 52/99*z^3 - 112/99*z + 1
*
[ 5/3 ] 
f(z) = 54/85*z^3 - 116/85*z + 1
*
[ 5/3 ] 
f(z) = 54/95*z^3 - 112/95*z + 1
*
[ 1/2 ] 
f(z) = 56/87*z^3 - 101/87*z + 1
*
[ 1/2 ] 
f(z) = 56/89*z^3 - 103/89*z + 1
*
[ 1/2 ] 
f(z) = 56/93*z^3 - 107/93*z + 1
*
[ 1/2 ] 
f(z) = 56/95*z^3 - 109/95*z + 1
*
[ 1/2 ] 
f(z) = 56/97*z^3 - 111/97*z + 1
*
[ 1/2 ] 
f(z) = 56/99*z^3 - 113/99*z + 1
*
[ -2 ] 
f(z) = 57/82*z^3 - 105/82*z + 1
*
[ -2 ] 
f(z) = 59/82*z^3 - 113/82*z + 1
*
[ -2 ] 
f(z) = 59/86*z^3 - 107/86*z + 1
*
[ -2 ] 
f(z) = 59/90*z^3 - 101/90*z + 1
*
[ -7/3 ] 
f(z) = 41/98*z^3 - 107/126*z + 1
*
[ 3/2 ] 
f(z) = 47/90*z^3 - 101/120*z + 1
*
[ 3/2 ] 
f(z) = 49/90*z^3 - 107/120*z + 1
*
[ 3/2 ] 
f(z) = 49/99*z^3 - 103/132*z + 1
*
[ 4/3 ] 
f(z) = 51/88*z^3 - 103/132*z + 1
*
[ 2/3 ] 
f(z) = 51/92*z^3 - 103/138*z + 1
*
[ 3/2 ] 
f(z) = 53/90*z^3 - 119/120*z + 1
*
[ 3/2 ] 
f(z) = 53/99*z^3 - 115/132*z + 1
*
-6/5 | 0.099788247839834172884913505127721577141 | 0.016163217539520250399061867725473148475
f(z) = 55/96*z^3 - 119/120*z + 1
*
[ 4/3 ] 
f(z) = 57/88*z^3 - 119/132*z + 1
*
[ 2/3 ] 
f(z) = 57/92*z^3 - 107/138*z + 1
*
[ 9/8 ] 
f(z) = 52/81*z^3 - 101/144*z + 1
*
[ 3/4 ] 
f(z) = 53/81*z^3 - 101/144*z + 1
*
[ 3/4 ] 
f(z) = 55/81*z^3 - 103/144*z + 1
*
[ 14/11 ] 
f(z) = 55/98*z^3 - 107/154*z + 1
*
[ 3/4 ] 
f(z) = 59/81*z^3 - 107/144*z + 1
*
[ 3/4 ] 
f(z) = 40/87*z^3 - 103/174*z + 1
*
[ -2 ] 
f(z) = 43/81*z^3 - 101/162*z + 1
*
[ -2 ] 
f(z) = 44/81*z^3 - 109/162*z + 1
*
[ -2 ] 
f(z) = 44/83*z^3 - 103/166*z + 1
*
[ 4/3 ] 
f(z) = 45/82*z^3 - 119/164*z + 1
*
[ -2 ] 
f(z) = 45/83*z^3 - 111/166*z + 1
*
[ 4/3 ] 
f(z) = 45/86*z^3 - 117/172*z + 1
*
[ -2 ] 
f(z) = 46/83*z^3 - 119/166*z + 1
*
[ -2 ] 
f(z) = 46/85*z^3 - 113/170*z + 1
*
[ -2 ] 
f(z) = 46/87*z^3 - 107/174*z + 1
*
[ -2 ] 
f(z) = 46/89*z^3 - 101/178*z + 1
*
[ -2 ] 
f(z) = 47/87*z^3 - 115/174*z + 1
*
[ -2 ] 
f(z) = 47/89*z^3 - 109/178*z + 1
*
[ -2 ] 
f(z) = 48/89*z^3 - 117/178*z + 1
*
[ 6/7 ] 
f(z) = 49/87*z^3 - 101/174*z + 1
*
[ 6/5 ] 
f(z) = 50/87*z^3 - 115/174*z + 1
*
[ 5/6 ] 
f(z) = 54/85*z^3 - 109/170*z + 1
*
[ 7/6 ] 
f(z) = 57/98*z^3 - 109/168*z + 1
*
[ 3/4 ] 
f(z) = 40/93*z^3 - 107/186*z + 1
*
[ -9/4 ] 
f(z) = 40/99*z^3 - 119/198*z + 1
*
[ 4/3 ] 
f(z) = 41/80*z^3 - 119/180*z + 1
*
[ 4/3 ] 
f(z) = 45/94*z^3 - 113/188*z + 1
*
[ 4/3 ] 
f(z) = 45/98*z^3 - 111/196*z + 1
*
[ -2 ] 
f(z) = 47/91*z^3 - 103/182*z + 1
*
[ -2 ] 
f(z) = 48/91*z^3 - 111/182*z + 1
*
[ 20/21 ] 
f(z) = 49/80*z^3 - 109/180*z + 1
*
[ 15/14 ] 
f(z) = 49/81*z^3 - 113/180*z + 1
*
[ 8/7 ] 
f(z) = 49/92*z^3 - 105/184*z + 1
*
[ -2 ] 
f(z) = 49/93*z^3 - 113/186*z + 1
*
[ 6/7 ] 
f(z) = 49/93*z^3 - 103/186*z + 1
*
[ -2 ] 
f(z) = 49/95*z^3 - 107/190*z + 1
*
[ -2 ] 
f(z) = 49/97*z^3 - 101/194*z + 1
*
[ 6/5 ] 
f(z) = 50/93*z^3 - 113/186*z + 1
*
[ -2 ] 
f(z) = 50/97*z^3 - 109/194*z + 1
*
[ -2 ] 
f(z) = 51/97*z^3 - 117/194*z + 1
*
[ -2 ] 
f(z) = 52/99*z^3 - 119/198*z + 1
*
[ 5/6 ] 
f(z) = 54/95*z^3 - 113/190*z + 1
*
[ 9/10 ] 
f(z) = 55/81*z^3 - 119/180*z + 1
*
[ 9/2 ] 
f(z) = 40/81*z^3 - 83/9*z + 1
*
-4 | 0.19263695490516407608355113191809275402 | 0.029230372557544335100735352601663016027
f(z) = 41/96*z^3 - 91/12*z + 1
*
-4 | 0.19505916607220096950877654115281434467 | 0.029405970485836951933822119621717893796
f(z) = 43/96*z^3 - 95/12*z + 1
*
[ 9/2 ] 
f(z) = 44/81*z^3 - 92/9*z + 1
*
[ -9/2 ] 
f(z) = 44/81*z^3 - 88/9*z + 1
*
3 | 0.14058548437979746200136390510468507611 | 0.021027282124591882178925340125386696637
f(z) = 46/81*z^3 - 89/18*z + 1
*
[ 4 ] 
f(z) = 47/96*z^3 - 85/12*z + 1
*
6/7 | 0.093050614904377285288871607169128397470 | 0.014064343730088157684958286294605344148
f(z) = 49/81*z^3 - 83/18*z + 1
*
[ 4 ] 
f(z) = 49/96*z^3 - 89/12*z + 1
*
[ -4 ] 
f(z) = 49/96*z^3 - 83/12*z + 1
*
-3/10 | 0.13524118518259533430715649291354498115 | 0.020368029247416866295495197302061466563
f(z) = 50/81*z^3 - 85/18*z + 1
*
[ 4 ] 
f(z) = 53/96*z^3 - 97/12*z + 1
*
[ -4 ] 
f(z) = 53/96*z^3 - 91/12*z + 1
*
[ -4 ] 
f(z) = 55/96*z^3 - 95/12*z + 1
*
3/4 | 0.18481562685498872139160401198298208838 | 0.027834199235090238202014314810381577342
f(z) = 56/81*z^3 - 85/18*z + 1
*
[ 3 ] 
f(z) = 40/99*z^3 - 98/33*z + 1
*
[ -3 ] 
f(z) = 41/90*z^3 - 83/30*z + 1
*
[ -3 ] 
f(z) = 43/90*z^3 - 89/30*z + 1
*
[ -3 ] 
f(z) = 43/99*z^3 - 85/33*z + 1
*
-9/4 | 0.096778281890346887472947304848608868156 | 0.014335184019325460592311602079345906309
f(z) = 44/81*z^3 - 95/36*z + 1
*
[ -3 ] 
f(z) = 46/99*z^3 - 94/33*z + 1
*
[ -3 ] 
f(z) = 47/99*z^3 - 97/33*z + 1
*
-20/7 | 0.15807127956516449988413538154603980460 | 0.026906066949020811920516266820858076905
f(z) = 49/80*z^3 - 89/20*z + 1
*
[ 20/7 ] 
f(z) = 49/80*z^3 - 87/20*z + 1
*
12/7 | 0.092547896481937387838528791861325497080 | 0.016009687374834592033641259870086327783
f(z) = 49/80*z^3 - 81/20*z + 1
*
6/7 | 0.11241571139217645626351057763183157321 | 0.016930393610597338288959434827031646108
f(z) = 49/81*z^3 - 85/36*z + 1
*
-3/7 | 0.071515544457155171657150509796488027720 | 0.012961695514062033063549739884443006788
f(z) = 49/90*z^3 - 83/30*z + 1
*
[ 9/4 ] 
f(z) = 52/81*z^3 - 97/36*z + 1
*
[ 2/5 ] 
f(z) = 45/88*z^3 - 87/55*z + 1
*
4/7 | 0.13032635276491909813782228924281417678 | 0.025376064571523925708591984930484590523
f(z) = 49/88*z^3 - 85/44*z + 1
*
[ 7/3 ] 
f(z) = 51/98*z^3 - 95/42*z + 1
*
[ 2 ] 
f(z) = 53/84*z^3 - 85/42*z + 1
*
[ 2 ] 
f(z) = 53/92*z^3 - 83/46*z + 1
*
[ 2 ] 
f(z) = 55/84*z^3 - 89/42*z + 1
*
[ 2 ] 
f(z) = 55/92*z^3 - 87/46*z + 1
*
[ 2 ] 
f(z) = 57/92*z^3 - 91/46*z + 1
*
[ 2 ] 
f(z) = 59/84*z^3 - 97/42*z + 1
*
[ 2 ] 
f(z) = 59/92*z^3 - 95/46*z + 1
*
[ 7/15 ] 
f(z) = 45/98*z^3 - 87/70*z + 1
*
[ 12/7 ] 
f(z) = 49/80*z^3 - 83/60*z + 1
*
[ 3/7 ] 
f(z) = 56/81*z^3 - 92/63*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.023868709569704844333394237904220804152
f(z) = 57/80*z^3 - 91/60*z + 1
*
[ 1/2 ] 
f(z) = 40/81*z^3 - 91/81*z + 1
*
[ 1/2 ] 
f(z) = 40/83*z^3 - 93/83*z + 1
*
[ 1/2 ] 
f(z) = 40/87*z^3 - 97/87*z + 1
*
[ 1/2 ] 
f(z) = 40/89*z^3 - 99/89*z + 1
*
[ 1/2 ] 
f(z) = 44/81*z^3 - 92/81*z + 1
*
[ 1/2 ] 
f(z) = 44/83*z^3 - 94/83*z + 1
*
[ 1/2 ] 
f(z) = 44/85*z^3 - 96/85*z + 1
*
[ 1/2 ] 
f(z) = 44/87*z^3 - 98/87*z + 1
*
[ 1/2 ] 
f(z) = 44/89*z^3 - 100/89*z + 1
*
[ 1/2 ] 
f(z) = 48/83*z^3 - 95/83*z + 1
*
[ 1/2 ] 
f(z) = 48/85*z^3 - 97/85*z + 1
*
[ 11/7 ] 
f(z) = 49/88*z^3 - 89/88*z + 1
*
[ 4/7 ] 
f(z) = 49/92*z^3 - 85/92*z + 1
*
[ 11/7 ] 
f(z) = 49/99*z^3 - 85/99*z + 1
*
[ -11/5 ] 
f(z) = 50/99*z^3 - 98/99*z + 1
*
[ -2 ] 
f(z) = 51/82*z^3 - 81/82*z + 1
*
[ 1/2 ] 
f(z) = 52/81*z^3 - 94/81*z + 1
*
[ 1/2 ] 
f(z) = 52/83*z^3 - 96/83*z + 1
*
[ 1/2 ] 
f(z) = 52/85*z^3 - 98/85*z + 1
*
[ 1/2 ] 
f(z) = 52/87*z^3 - 100/87*z + 1
*
[ 3/2 ] 
f(z) = 52/87*z^3 - 88/87*z + 1
*
[ 3/2 ] 
f(z) = 52/93*z^3 - 86/93*z + 1
*
[ -2 ] 
f(z) = 53/82*z^3 - 89/82*z + 1
*
[ -2 ] 
f(z) = 53/86*z^3 - 83/86*z + 1
*
[ -2 ] 
f(z) = 55/82*z^3 - 97/82*z + 1
*
[ -2 ] 
f(z) = 55/86*z^3 - 91/86*z + 1
*
[ 1/2 ] 
f(z) = 56/81*z^3 - 95/81*z + 1
*
[ 1/2 ] 
f(z) = 56/83*z^3 - 97/83*z + 1
*
[ 1/2 ] 
f(z) = 56/85*z^3 - 99/85*z + 1
*
[ 3/2 ] 
f(z) = 56/87*z^3 - 97/87*z + 1
*
[ 3/2 ] 
f(z) = 56/93*z^3 - 95/93*z + 1
*
[ -2 ] 
f(z) = 57/86*z^3 - 99/86*z + 1
*
[ -2 ] 
f(z) = 57/94*z^3 - 87/94*z + 1
*
[ -2 ] 
f(z) = 57/98*z^3 - 81/98*z + 1
*
[ -2 ] 
f(z) = 59/94*z^3 - 95/94*z + 1
*
[ -2 ] 
f(z) = 59/98*z^3 - 89/98*z + 1
*
[ 9/13 ] 
f(z) = 52/81*z^3 - 88/117*z + 1
*
[ 4/3 ] 
f(z) = 55/96*z^3 - 83/108*z + 1
*
[ 4/3 ] 
f(z) = 59/96*z^3 - 91/108*z + 1
*
[ 3/2 ] 
f(z) = 41/90*z^3 - 83/120*z + 1
*
[ 3/2 ] 
f(z) = 43/90*z^3 - 89/120*z + 1
*
[ 3/2 ] 
f(z) = 43/99*z^3 - 85/132*z + 1
*
[ 14/9 ] 
f(z) = 45/98*z^3 - 95/126*z + 1
*
[ 3/2 ] 
f(z) = 47/99*z^3 - 97/132*z + 1
*
-15/14 | 0.15339626550160371214074897657483045163 | 0.026060746579059624999020906225897499785
f(z) = 49/90*z^3 - 83/120*z + 1
*
[ 10/7 ] 
f(z) = 49/96*z^3 - 89/120*z + 1
*
[ 3/4 ] 
f(z) = 52/99*z^3 - 83/132*z + 1
*
[ 6/7 ] 
f(z) = 56/81*z^3 - 85/126*z + 1
*
[ 3/4 ] 
f(z) = 41/81*z^3 - 89/144*z + 1
*
[ 3/4 ] 
f(z) = 43/81*z^3 - 91/144*z + 1
*
[ 9/8 ] 
f(z) = 44/81*z^3 - 83/144*z + 1
*
[ 3/4 ] 
f(z) = 47/81*z^3 - 95/144*z + 1
*
[ 3/4 ] 
f(z) = 49/81*z^3 - 97/144*z + 1
*
[ -2 ] 
f(z) = 41/81*z^3 - 85/162*z + 1
*
[ -2 ] 
f(z) = 42/83*z^3 - 87/166*z + 1
*
[ -2 ] 
f(z) = 43/83*z^3 - 95/166*z + 1
*
[ -2 ] 
f(z) = 43/85*z^3 - 89/170*z + 1
*
[ -2 ] 
f(z) = 44/85*z^3 - 97/170*z + 1
*
[ -2 ] 
f(z) = 44/87*z^3 - 91/174*z + 1
*
[ 6/5 ] 
f(z) = 45/88*z^3 - 94/165*z + 1
*
[ -2 ] 
f(z) = 45/89*z^3 - 93/178*z + 1
*
[ 7/6 ] 
f(z) = 51/98*z^3 - 95/168*z + 1
*
[ -2 ] 
f(z) = 46/91*z^3 - 95/182*z + 1
*
[ -2 ] 
f(z) = 47/93*z^3 - 97/186*z + 1
*
[ -2 ] 
f(z) = 48/95*z^3 - 99/190*z + 1
*
[ -9/2 ] 
f(z) = 40/81*z^3 - 79/9*z + 1
*
3 | 0.094003628041959492562685063269788418647 | 0.014371380050787368517517003953449159135
f(z) = 40/81*z^3 - 77/18*z + 1
*
[ 4 ] 
f(z) = 41/96*z^3 - 73/12*z + 1
*
[ -4 ] 
f(z) = 41/96*z^3 - 67/12*z + 1
*
[ 4 ] 
f(z) = 43/96*z^3 - 77/12*z + 1
*
[ -4 ] 
f(z) = 43/96*z^3 - 71/12*z + 1
*
[ -4 ] 
f(z) = 47/96*z^3 - 79/12*z + 1
*
12/7 | 0.14109661681976132442245081962325105018 | 0.022144571923517387111077938523026547436
f(z) = 49/81*z^3 - 65/18*z + 1
*
[ 18/7 ] 
f(z) = 49/81*z^3 - 61/18*z + 1
*
-12/5 | 0.15236571634871353231381257958408166736 | 0.023202880603148786995792058371738054575
f(z) = 50/81*z^3 - 79/18*z + 1
*
[ -3 ] 
f(z) = 40/99*z^3 - 76/33*z + 1
*
[ -3 ] 
f(z) = 41/99*z^3 - 79/33*z + 1
*
[ 9/4 ] 
f(z) = 44/81*z^3 - 79/36*z + 1
*
-9/4 | 0.10110726392870576075223707696094189954 | 0.015651510737158152201967979431896357871
f(z) = 44/81*z^3 - 71/36*z + 1
*
10/7 | 0.066174690790771878718909571300132285442 | 0.011497160285351378727956439001230705473
f(z) = 49/80*z^3 - 79/20*z + 1
*
[ -20/7 ] 
f(z) = 49/80*z^3 - 73/20*z + 1
*
12/7 | 0.078470464946862854806097323488816182935 | 0.012257338315306366361801418414958444921
f(z) = 49/81*z^3 - 67/36*z + 1
*
15/7 | 0.059678186810955015436158845477051153744 | 0.010965381561135878004438315419382532340
f(z) = 49/90*z^3 - 77/30*z + 1
*
3/7 | 0.15778089246626639408516875251792686982 | 0.029277935120681511351424949271657252123
f(z) = 49/90*z^3 - 73/30*z + 1
*
[ -12/5 ] 
f(z) = 50/81*z^3 - 77/36*z + 1
*
-2 | 0.084789851969331617472692838082932341697 | 0.015424278190942426598368248248707589241
f(z) = 51/80*z^3 - 61/20*z + 1
*
[ -9/4 ] 
f(z) = 52/81*z^3 - 65/36*z + 1
*
-2 | 0.084861520897551970009273937746015530124 | 0.015347248251942909772423375689262616913
f(z) = 53/80*z^3 - 63/20*z + 1
*
-2 | 0.067115909335002723224313838066190115890 | 0.012069727020632465294997010261452631556
f(z) = 53/96*z^3 - 65/24*z + 1
*
-2 | 0.067351142965468771472600175088023850190 | 0.012046378072465981450468397665021925567
f(z) = 55/96*z^3 - 67/24*z + 1
*
-2 | 0.084771584026791285359047684010318171763 | 0.015162185911412296192733277270113959778
f(z) = 57/80*z^3 - 67/20*z + 1
*
-2 | 0.084569693968509606865361286153990567656 | 0.015046914977961934352759075780204848464
f(z) = 59/80*z^3 - 69/20*z + 1
*
-2 | 0.067700396182343611541411032559238871896 | 0.011984546809401050450870964337922434533
f(z) = 59/96*z^3 - 71/24*z + 1
*
[ 2 ] 
f(z) = 41/84*z^3 - 61/42*z + 1
*
[ 2 ] 
f(z) = 43/84*z^3 - 65/42*z + 1
*
[ 2 ] 
f(z) = 43/92*z^3 - 63/46*z + 1
*
-22/15 | 0.18165938267073421639452679400022185463 | 0.028224850613109102508499862177916891850
f(z) = 45/88*z^3 - 78/55*z + 1
*
[ 2 ] 
f(z) = 45/92*z^3 - 67/46*z + 1
*
[ 2 ] 
f(z) = 47/84*z^3 - 73/42*z + 1
*
[ 2 ] 
f(z) = 47/92*z^3 - 71/46*z + 1
*
[ 2 ] 
f(z) = 49/92*z^3 - 75/46*z + 1
*
[ 2 ] 
f(z) = 51/92*z^3 - 79/46*z + 1
*
[ 9/5 ] 
f(z) = 55/81*z^3 - 79/45*z + 1
*
[ -7/3 ] 
f(z) = 57/98*z^3 - 73/42*z + 1
*
[ 12/7 ] 
f(z) = 49/90*z^3 - 71/60*z + 1
*
[ 4/3 ] 
f(z) = 57/80*z^3 - 61/60*z + 1
*
[ 3/2 ] 
f(z) = 58/99*z^3 - 65/66*z + 1
*
3/20 | 0.11118374597465999973798277812720208195 | 0.016601937792598399768345466371274255565
f(z) = 40/81*z^3 - 61/90*z + 1
*
[ 3/2 ] 
f(z) = 40/87*z^3 - 61/87*z + 1
*
[ 2/3 ] 
f(z) = 41/88*z^3 - 70/99*z + 1
*
[ 2/3 ] 
f(z) = 43/88*z^3 - 71/99*z + 1
*
[ 3/2 ] 
f(z) = 44/87*z^3 - 70/87*z + 1
*
[ 3/2 ] 
f(z) = 44/93*z^3 - 68/93*z + 1
*
[ 2/3 ] 
f(z) = 45/82*z^3 - 61/82*z + 1
*
[ 2/3 ] 
f(z) = 45/86*z^3 - 63/86*z + 1
*
[ 2/3 ] 
f(z) = 45/94*z^3 - 67/94*z + 1
*
[ 2/3 ] 
f(z) = 45/98*z^3 - 69/98*z + 1
*
[ -2 ] 
f(z) = 47/82*z^3 - 65/82*z + 1
*
[ 2/3 ] 
f(z) = 47/88*z^3 - 73/99*z + 1
*
[ -2 ] 
f(z) = 49/82*z^3 - 73/82*z + 1
*
[ -2 ] 
f(z) = 49/86*z^3 - 67/86*z + 1
*
[ 2/3 ] 
f(z) = 49/88*z^3 - 74/99*z + 1
*
[ 10/7 ] 
f(z) = 49/90*z^3 - 73/90*z + 1
*
[ 5/7 ] 
f(z) = 49/95*z^3 - 63/95*z + 1
*
[ 3/5 ] 
f(z) = 50/87*z^3 - 76/87*z + 1
*
[ 7/5 ] 
f(z) = 50/91*z^3 - 72/91*z + 1
*
[ 3/5 ] 
f(z) = 50/93*z^3 - 80/93*z + 1
*
[ -2 ] 
f(z) = 51/86*z^3 - 75/86*z + 1
*
[ -2 ] 
f(z) = 51/94*z^3 - 63/94*z + 1
*
[ 2/3 ] 
f(z) = 53/88*z^3 - 76/99*z + 1
*
[ -2 ] 
f(z) = 53/90*z^3 - 77/90*z + 1
*
[ -2 ] 
f(z) = 53/94*z^3 - 71/94*z + 1
*
[ -2 ] 
f(z) = 53/98*z^3 - 65/98*z + 1
*
[ 6/5 ] 
f(z) = 55/81*z^3 - 73/90*z + 1
*
[ 9/11 ] 
f(z) = 55/81*z^3 - 67/99*z + 1
*
[ -2 ] 
f(z) = 55/94*z^3 - 79/94*z + 1
*
[ -2 ] 
f(z) = 55/98*z^3 - 73/98*z + 1
*
[ 2/3 ] 
f(z) = 59/88*z^3 - 79/99*z + 1
*
[ 4/3 ] 
f(z) = 47/96*z^3 - 67/108*z + 1
*
[ -27/14 ] 
f(z) = 49/81*z^3 - 79/108*z + 1
*
[ 4/3 ] 
f(z) = 49/96*z^3 - 71/108*z + 1
*
[ 4/3 ] 
f(z) = 53/96*z^3 - 79/108*z + 1
*
[ 3/2 ] 
f(z) = 41/99*z^3 - 79/132*z + 1
*
[ 7/9 ] 
f(z) = 45/98*z^3 - 71/126*z + 1
*
[ 15/14 ] 
f(z) = 49/90*z^3 - 67/120*z + 1
*
[ 6/7 ] 
f(z) = 49/92*z^3 - 77/138*z + 1
*
[ 6/5 ] 
f(z) = 55/96*z^3 - 79/120*z + 1
*
[ 12/11 ] 
f(z) = 55/96*z^3 - 79/132*z + 1
*
-8/5 | 0.11218054194775639498672748333617146819 | 0.018170461376505481209519939316718826850
f(z) = 55/96*z^3 - 71/120*z + 1
*
9/4 | 0.093010081836783391813728910807224644121 | 0.015380247665102674868734393900839774799
f(z) = 40/81*z^3 - 47/18*z + 1
*
9/4 | 0.088246004291731700059167886462470478284 | 0.014929629558598403402511459267275545703
f(z) = 40/81*z^3 - 41/18*z + 1
*
[ 3 ] 
f(z) = 47/81*z^3 - 41/9*z + 1
*
-18/7 | 0.12416289662306824520869153406675350543 | 0.019787666241801657057985187727872227766
f(z) = 49/81*z^3 - 59/18*z + 1
*
-18/7 | 0.17617894262629641441403573313694858901 | 0.028565621654449827877317623299272098332
f(z) = 49/81*z^3 - 53/18*z + 1
*
[ -18/7 ] 
f(z) = 49/81*z^3 - 47/18*z + 1
*
6/7 | 0.088186682765057686736630479914610006696 | 0.014634690374481627435892406833768331294
f(z) = 49/81*z^3 - 46/9*z + 1
*
-22/7 | 0.17889707091036516341934366453586439389 | 0.029219645735207426096737463985374486022
f(z) = 49/88*z^3 - 57/11*z + 1
*
[ 22/7 ] 
f(z) = 49/88*z^3 - 53/11*z + 1
*
2/7 | 0.17433716270321134116720848314438880308 | 0.029097587298144338978364077651081782971
f(z) = 49/88*z^3 - 50/11*z + 1
*
[ -22/7 ] 
f(z) = 49/88*z^3 - 46/11*z + 1
*
-20/7 | 0.12323117103620418417341331154535773922 | 0.020369686028006878095035742341208329818
f(z) = 49/96*z^3 - 53/12*z + 1
*
20/7 | 0.11552692334686547550849468865508982629 | 0.019483124471726845264242067217965780335
f(z) = 49/96*z^3 - 47/12*z + 1
*
-4/7 | 0.16777203448871594530870726193973313789 | 0.028961097941475907725715196542065612255
f(z) = 49/96*z^3 - 41/12*z + 1
*
9/5 | 0.16737526176478437459222008538930241535 | 0.026976179152451136957915115543003079720
f(z) = 50/81*z^3 - 55/18*z + 1
*
12/5 | 0.089318985954862704091692690891308075107 | 0.014769884060443104380987859153143383621
f(z) = 50/81*z^3 - 47/9*z + 1
*
[ 3 ] 
f(z) = 50/81*z^3 - 44/9*z + 1
*
[ 3 ] 
f(z) = 52/81*z^3 - 46/9*z + 1
*
[ 3 ] 
f(z) = 53/81*z^3 - 47/9*z + 1
*
[ -3 ] 
f(z) = 53/81*z^3 - 41/9*z + 1
*
[ 3 ] 
f(z) = 55/81*z^3 - 49/9*z + 1
*
[ -3 ] 
f(z) = 55/81*z^3 - 43/9*z + 1
*
[ 9/4 ] 
f(z) = 56/81*z^3 - 53/18*z + 1
*
[ 3 ] 
f(z) = 56/81*z^3 - 50/9*z + 1
*
[ -3 ] 
f(z) = 56/81*z^3 - 44/9*z + 1
*
-9/4 | 0.11739039128413849632964761978640229208 | 0.019701581765640643238792058407075598069
f(z) = 56/81*z^3 - 43/18*z + 1
*
[ 3 ] 
f(z) = 58/81*z^3 - 52/9*z + 1
*
[ -3 ] 
f(z) = 58/81*z^3 - 46/9*z + 1
*
[ 3 ] 
f(z) = 59/81*z^3 - 53/9*z + 1
*
[ -3 ] 
f(z) = 59/81*z^3 - 47/9*z + 1
*
-2 | 0.083514617609879771951523545340427309669 | 0.015703785869169721558066041181150693469
f(z) = 41/80*z^3 - 51/20*z + 1
*
-2 | 0.064181328112712122075628615856269434869 | 0.011981759430663140016406876762778551042
f(z) = 41/96*z^3 - 53/24*z + 1
*
-2 | 0.083893370702004317123457588019188533024 | 0.015661723045269380496853623741929301849
f(z) = 43/80*z^3 - 53/20*z + 1
*
-2 | 0.065060740583852603297313176924034830213 | 0.012062520080358962772122315267893238616
f(z) = 43/96*z^3 - 55/24*z + 1
*
[ -9/4 ] 
f(z) = 44/81*z^3 - 47/36*z + 1
*
-2 | 0.084458958398669522721530785589915960229 | 0.015556010644865549521026610173739120687
f(z) = 47/80*z^3 - 57/20*z + 1
*
-2 | 0.066129173961108021086638833242528413787 | 0.012103076434432457874421727588400705008
f(z) = 47/96*z^3 - 59/24*z + 1
*
[ 15/7 ] 
f(z) = 49/90*z^3 - 59/30*z + 1
*
[ 3/7 ] 
f(z) = 49/90*z^3 - 43/30*z + 1
*
[ 3/7 ] 
f(z) = 49/99*z^3 - 47/33*z + 1
*
[ 2 ] 
f(z) = 51/80*z^3 - 41/20*z + 1
*
[ 2 ] 
f(z) = 53/80*z^3 - 43/20*z + 1
*
[ 3/2 ] 
f(z) = 53/81*z^3 - 41/36*z + 1
*
[ 2 ] 
f(z) = 53/96*z^3 - 41/24*z + 1
*
[ 3/2 ] 
f(z) = 55/81*z^3 - 43/36*z + 1
*
[ 2 ] 
f(z) = 55/96*z^3 - 43/24*z + 1
*
[ 2 ] 
f(z) = 57/80*z^3 - 47/20*z + 1
*
[ 2 ] 
f(z) = 59/80*z^3 - 49/20*z + 1
*
[ 3/2 ] 
f(z) = 59/81*z^3 - 47/36*z + 1
*
[ 2 ] 
f(z) = 59/96*z^3 - 47/24*z + 1
*
3/2 | 0.11653944670727988973449268485633204676 | 0.018895684653531274828347556063466761963
f(z) = 40/81*z^3 - 53/45*z + 1
*
[ 9/5 ] 
f(z) = 40/81*z^3 - 52/45*z + 1
*
[ 2 ] 
f(z) = 41/92*z^3 - 59/46*z + 1
*
[ 22/15 ] 
f(z) = 45/88*z^3 - 43/55*z + 1
*
[ -15/7 ] 
f(z) = 49/81*z^3 - 59/45*z + 1
*
[ 10/7 ] 
f(z) = 49/88*z^3 - 46/55*z + 1
*
[ 4/7 ] 
f(z) = 49/88*z^3 - 41/44*z + 1
*
[ -16/7 ] 
f(z) = 49/96*z^3 - 59/48*z + 1
*
[ -7/3 ] 
f(z) = 51/98*z^3 - 59/42*z + 1
*
[ -2 ] 
f(z) = 53/84*z^3 - 43/42*z + 1
*
[ 3/5 ] 
f(z) = 55/81*z^3 - 41/45*z + 1
*
[ -2 ] 
f(z) = 55/84*z^3 - 47/42*z + 1
*
[ -2 ] 
f(z) = 55/92*z^3 - 41/46*z + 1
*
[ -2 ] 
f(z) = 57/92*z^3 - 45/46*z + 1
*
[ -2 ] 
f(z) = 59/84*z^3 - 55/42*z + 1
*
[ -2 ] 
f(z) = 59/92*z^3 - 49/46*z + 1
*
[ 7/5 ] 
f(z) = 45/98*z^3 - 43/70*z + 1
*
[ 3/4 ] 
f(z) = 46/81*z^3 - 47/72*z + 1
*
[ 3/2 ] 
f(z) = 46/99*z^3 - 47/66*z + 1
*
[ 3/2 ] 
f(z) = 50/99*z^3 - 53/66*z + 1
*
[ 4/3 ] 
f(z) = 51/80*z^3 - 53/60*z + 1
*
[ 2/3 ] 
f(z) = 51/80*z^3 - 47/60*z + 1
*
[ 7/5 ] 
f(z) = 55/98*z^3 - 57/70*z + 1
*
[ 9/7 ] 
f(z) = 56/81*z^3 - 58/63*z + 1
*
[ 9/8 ] 
f(z) = 56/81*z^3 - 55/72*z + 1
*
[ 9/14 ] 
f(z) = 56/81*z^3 - 53/63*z + 1
*
-12/7 | 0.18948480744145145705364887366703040755 | 0.029885499916392076211962003346925545711
f(z) = 56/81*z^3 - 44/63*z + 1
*
[ 3/4 ] 
f(z) = 56/99*z^3 - 43/66*z + 1
*
[ 2/3 ] 
f(z) = 57/80*z^3 - 49/60*z + 1
*
[ 3/4 ] 
f(z) = 58/81*z^3 - 53/72*z + 1
*
[ 3/2 ] 
f(z) = 40/93*z^3 - 59/93*z + 1
*
[ -2 ] 
f(z) = 43/82*z^3 - 49/82*z + 1
*
[ 9/11 ] 
f(z) = 44/81*z^3 - 58/99*z + 1
*
[ -2 ] 
f(z) = 45/82*z^3 - 57/82*z + 1
*
[ -2 ] 
f(z) = 45/86*z^3 - 51/86*z + 1
*
[ 4/3 ] 
f(z) = 45/92*z^3 - 57/92*z + 1
*
[ -2 ] 
f(z) = 47/86*z^3 - 59/86*z + 1
*
[ -2 ] 
f(z) = 47/90*z^3 - 53/90*z + 1
*
[ 5/4 ] 
f(z) = 48/85*z^3 - 58/85*z + 1
*
[ 5/4 ] 
f(z) = 48/95*z^3 - 56/95*z + 1
*
[ 5/7 ] 
f(z) = 49/80*z^3 - 57/80*z + 1
*
[ 5/7 ] 
f(z) = 49/85*z^3 - 59/85*z + 1
*
[ 22/21 ] 
f(z) = 49/88*z^3 - 56/99*z + 1
*
[ 8/7 ] 
f(z) = 49/88*z^3 - 53/88*z + 1
*
[ -2 ] 
f(z) = 49/94*z^3 - 55/94*z + 1
*
[ 9/7 ] 
f(z) = 49/99*z^3 - 59/99*z + 1
*
[ -2 ] 
f(z) = 51/98*z^3 - 57/98*z + 1
*
[ 4/3 ] 
f(z) = 41/96*z^3 - 55/108*z + 1
*
[ 4/3 ] 
f(z) = 43/96*z^3 - 59/108*z + 1
*
[ 3 ] 
f(z) = 40/81*z^3 - 34/9*z + 1
*
[ -3 ] 
f(z) = 40/81*z^3 - 28/9*z + 1
*
[ 3 ] 
f(z) = 41/81*z^3 - 35/9*z + 1
*
[ -3 ] 
f(z) = 41/81*z^3 - 29/9*z + 1
*
-2 | 0.084327267891170700250183995968919132360 | 0.015798907030165778192429322897007590610
f(z) = 41/88*z^3 - 26/11*z + 1
*
[ 3 ] 
f(z) = 43/81*z^3 - 37/9*z + 1
*
[ -3 ] 
f(z) = 43/81*z^3 - 31/9*z + 1
*
-2 | 0.084842428620381851588865466607517299293 | 0.015783820331816929108333708557444669871
f(z) = 43/88*z^3 - 27/11*z + 1
*
[ 3 ] 
f(z) = 44/81*z^3 - 38/9*z + 1
*
[ -3 ] 
f(z) = 44/81*z^3 - 32/9*z + 1
*
-2 | 0.085260638204553670862048833314096637156 | 0.015755028578657221119667180224310567609
f(z) = 45/88*z^3 - 28/11*z + 1
*
[ 7/3 ] 
f(z) = 45/98*z^3 - 27/14*z + 1
*
[ 3 ] 
f(z) = 46/81*z^3 - 40/9*z + 1
*
[ -3 ] 
f(z) = 46/81*z^3 - 34/9*z + 1
*
[ -3 ] 
f(z) = 47/81*z^3 - 35/9*z + 1
*
-2 | 0.085610840242051250428657454265987190242 | 0.015717820485965617555588741883549866527
f(z) = 47/88*z^3 - 29/11*z + 1
*
-12/7 | 0.15839504144503908559415506808220670791 | 0.027534644304356817561387273397758745625
f(z) = 49/81*z^3 - 35/18*z + 1
*
9/7 | 0.087898183385293422984120480254704248715 | 0.015357189911496264934007988277588184195
f(z) = 49/81*z^3 - 34/9*z + 1
*
12/7 | 0.15839504144503908559415506808220670791 | 0.028465173968379618800956312413814656069
f(z) = 49/81*z^3 - 29/18*z + 1
*
-15/7 | 0.11548051760987741140856654211459473400 | 0.020884709032745840231613651840794232071
f(z) = 49/81*z^3 - 28/9*z + 1
*
-12/7 | 0.082059382552444770214556358398706522994 | 0.015517253965457846890420864084867881989
f(z) = 49/81*z^3 - 22/9*z + 1
*
-2 | 0.085905325364149345814095570841217415981 | 0.015674326764764477875044937451076436157
f(z) = 49/88*z^3 - 30/11*z + 1
*
[ 2/7 ] 
f(z) = 49/88*z^3 - 28/11*z + 1
*
-12/7 | 0.13019151164919532579430903917158337199 | 0.024480739772681598466361289086318122838
f(z) = 49/90*z^3 - 34/15*z + 1
*
4/7 | 0.11586727227628605172296202978835007118 | 0.020562839153944147585532752924700993916
f(z) = 49/96*z^3 - 35/12*z + 1
*
12/7 | 0.065668866273605435610834224123290677985 | 0.012056550884059879840418481003589622625
f(z) = 49/96*z^3 - 29/12*z + 1
*
-12/7 | 0.11552453009332421823620535357636276135 | 0.022152627656968773387087940337905668743
f(z) = 49/96*z^3 - 23/12*z + 1
*
-3/5 | 0.12708854973598217570466422700557252549 | 0.021881100533470225915317914945758058790
f(z) = 50/81*z^3 - 37/18*z + 1
*
-9/5 | 0.12206868421358812951927409554606992954 | 0.021219842299724182315602403930537919409
f(z) = 50/81*z^3 - 35/18*z + 1
*
12/5 | 0.11686719448951630702705427248056962099 | 0.021002204311394671842892689596890880274
f(z) = 50/81*z^3 - 29/9*z + 1
*
-2 | 0.086149760051388115901040188556521454380 | 0.015625441810835401433616720781196114040
f(z) = 51/88*z^3 - 31/11*z + 1
*
[ -3 ] 
f(z) = 52/81*z^3 - 40/9*z + 1
*
-2 | 0.086346282605065249301496176514529666788 | 0.015571419214190574955136724516895773419
f(z) = 53/88*z^3 - 32/11*z + 1
*
[ 2 ] 
f(z) = 53/88*z^3 - 21/11*z + 1
*
[ -9/4 ] 
f(z) = 56/81*z^3 - 37/18*z + 1
*
3/2 | 0.081378688049489606770018165697964867011 | 0.014451363436941877919895296635471213037
f(z) = 56/81*z^3 - 31/18*z + 1
*
-2 | 0.086592312919250327926814335845244682747 | 0.015446908737622575268847671237990806379
f(z) = 57/88*z^3 - 34/11*z + 1
*
[ 2 ] 
f(z) = 57/88*z^3 - 23/11*z + 1
*
[ 3/2 ] 
f(z) = 58/81*z^3 - 23/18*z + 1
*
-2 | 0.086634608781692710007178469823778525623 | 0.015374950066097526611788309297610642035
f(z) = 59/88*z^3 - 35/11*z + 1
*
[ 2 ] 
f(z) = 59/88*z^3 - 24/11*z + 1
*
[ 2 ] 
f(z) = 41/80*z^3 - 31/20*z + 1
*
[ 3/2 ] 
f(z) = 41/81*z^3 - 29/36*z + 1
*
[ 2 ] 
f(z) = 41/96*z^3 - 29/24*z + 1
*
[ 2 ] 
f(z) = 43/80*z^3 - 33/20*z + 1
*
[ 3/2 ] 
f(z) = 43/81*z^3 - 31/36*z + 1
*
[ 2 ] 
f(z) = 43/96*z^3 - 31/24*z + 1
*
[ 3/4 ] 
f(z) = 44/81*z^3 - 23/36*z + 1
*
[ 2 ] 
f(z) = 47/80*z^3 - 37/20*z + 1
*
[ 3/2 ] 
f(z) = 47/81*z^3 - 35/36*z + 1
*
[ 2 ] 
f(z) = 47/96*z^3 - 35/24*z + 1
*
[ 9/14 ] 
f(z) = 49/81*z^3 - 29/36*z + 1
*
[ -15/7 ] 
f(z) = 49/90*z^3 - 31/30*z + 1
*
-12/7 | 0.13010321352154854356040922613844882028 | 0.028913048118321763105143697407745603993
f(z) = 49/90*z^3 - 23/30*z + 1
*
[ 3/5 ] 
f(z) = 50/99*z^3 - 28/33*z + 1
*
[ -2 ] 
f(z) = 51/80*z^3 - 21/20*z + 1
*
[ 2/3 ] 
f(z) = 51/88*z^3 - 25/33*z + 1
*
[ 3/4 ] 
f(z) = 52/81*z^3 - 25/36*z + 1
*
[ 3/2 ] 
f(z) = 52/99*z^3 - 28/33*z + 1
*
[ -2 ] 
f(z) = 53/80*z^3 - 23/20*z + 1
*
[ 3/2 ] 
f(z) = 56/99*z^3 - 31/33*z + 1
*
[ -2 ] 
f(z) = 57/80*z^3 - 27/20*z + 1
*
[ 2/3 ] 
f(z) = 57/88*z^3 - 26/33*z + 1
*
[ -2 ] 
f(z) = 59/80*z^3 - 29/20*z + 1
*
[ -2 ] 
f(z) = 59/96*z^3 - 23/24*z + 1
*
[ 9/10 ] 
f(z) = 40/81*z^3 - 23/45*z + 1
*
[ -2 ] 
f(z) = 43/84*z^3 - 23/42*z + 1
*
[ 4/3 ] 
f(z) = 45/88*z^3 - 29/44*z + 1
*
[ 2/3 ] 
f(z) = 45/92*z^3 - 33/46*z + 1
*
[ 7/6 ] 
f(z) = 45/98*z^3 - 27/56*z + 1
*
[ -2 ] 
f(z) = 47/84*z^3 - 31/42*z + 1
*
[ -2 ] 
f(z) = 47/92*z^3 - 25/46*z + 1
*
[ 8/7 ] 
f(z) = 49/80*z^3 - 27/40*z + 1
*
[ -2 ] 
f(z) = 49/92*z^3 - 29/46*z + 1
*
[ -2 ] 
f(z) = 51/92*z^3 - 33/46*z + 1
*
[ -2 ] 
f(z) = 53/92*z^3 - 37/46*z + 1
*
[ 9/8 ] 
f(z) = 40/81*z^3 - 37/72*z + 1
*
[ 3/4 ] 
f(z) = 40/99*z^3 - 37/66*z + 1
*
[ 14/15 ] 
f(z) = 45/98*z^3 - 33/70*z + 1
*
[ 6/7 ] 
f(z) = 49/80*z^3 - 37/60*z + 1
*
[ 6/7 ] 
f(z) = 49/99*z^3 - 35/66*z + 1
*
[ 6/5 ] 
f(z) = 50/99*z^3 - 37/66*z + 1
*
[ 4/5 ] 
f(z) = 55/96*z^3 - 37/60*z + 1
*
[ -9/4 ] 
f(z) = 40/81*z^3 - 19/18*z + 1
*
[ 3/4 ] 
f(z) = 40/81*z^3 - 11/18*z + 1
*
[ 3/2 ] 
f(z) = 40/81*z^3 - 7/9*z + 1
*
[ 2 ] 
f(z) = 41/88*z^3 - 15/11*z + 1
*
[ 2 ] 
f(z) = 43/88*z^3 - 16/11*z + 1
*
[ 3/2 ] 
f(z) = 44/81*z^3 - 8/9*z + 1
*
[ 2 ] 
f(z) = 45/88*z^3 - 17/11*z + 1
*
[ 2/3 ] 
f(z) = 45/88*z^3 - 8/11*z + 1
*
[ -2 ] 
f(z) = 45/88*z^3 - 6/11*z + 1
*
[ -7/3 ] 
f(z) = 45/98*z^3 - 15/14*z + 1
*
[ 3/2 ] 
f(z) = 46/81*z^3 - 17/18*z + 1
*
[ 2 ] 
f(z) = 47/88*z^3 - 18/11*z + 1
*
[ -2 ] 
f(z) = 47/88*z^3 - 7/11*z + 1
*
[ 6/7 ] 
f(z) = 49/81*z^3 - 11/18*z + 1
*
9/7 | 0.081378688049489606770018165697964867011 | 0.018084917810205245899034841946789092171
f(z) = 49/81*z^3 - 10/9*z + 1
*
[ 2 ] 
f(z) = 49/88*z^3 - 19/11*z + 1
*
[ -2 ] 
f(z) = 49/88*z^3 - 8/11*z + 1
*
-4/7 | 0.064181328112712122075628615856269434869 | 0.013064489487967762740159738567405802171
f(z) = 49/96*z^3 - 17/12*z + 1
*
[ 12/7 ] 
f(z) = 49/96*z^3 - 13/12*z + 1
*
[ 4/7 ] 
f(z) = 49/96*z^3 - 11/12*z + 1
*
[ 9/10 ] 
f(z) = 50/81*z^3 - 11/18*z + 1
*
[ 3/5 ] 
f(z) = 50/81*z^3 - 8/9*z + 1
*
[ 2 ] 
f(z) = 51/88*z^3 - 20/11*z + 1
*
[ -2 ] 
f(z) = 51/88*z^3 - 9/11*z + 1
*
[ 3/2 ] 
f(z) = 52/81*z^3 - 10/9*z + 1
*
[ -2 ] 
f(z) = 53/88*z^3 - 10/11*z + 1
*
[ 3/4 ] 
f(z) = 56/81*z^3 - 13/18*z + 1
*
[ 3/2 ] 
f(z) = 56/81*z^3 - 11/9*z + 1
*
[ -2 ] 
f(z) = 57/88*z^3 - 12/11*z + 1
*
[ -2 ] 
f(z) = 59/88*z^3 - 13/11*z + 1
*
[ 3/2 ] 
f(z) = 40/99*z^3 - 19/33*z + 1
*
[ -2 ] 
f(z) = 41/80*z^3 - 11/20*z + 1
*
[ -2 ] 
f(z) = 43/80*z^3 - 13/20*z + 1
*
[ -2 ] 
f(z) = 47/80*z^3 - 17/20*z + 1
*
[ 6/7 ] 
f(z) = 49/88*z^3 - 19/33*z + 1
*
[ 6/7 ] 
f(z) = 49/90*z^3 - 17/30*z + 1
*
-8/7 | 0.089853445911228615017007583317683381835 | 0.019685931515740233514030155243424925070
f(z) = 49/96*z^3 - 19/24*z + 1
*
[ -2 ] 
f(z) = 53/96*z^3 - 17/24*z + 1
*
[ -2 ] 
f(z) = 55/96*z^3 - 19/24*z + 1
*
[ -9/7 ]
f(z) = 49/81*z^3 + 7/9*z + 1
*
[ -12 ] 
f(z) = 55/108*z^3 - 289/4*z + 1
*
[ 4 ] 
f(z) = 41/104*z^3 - 289/52*z + 1
*
[ -4 ] 
f(z) = 45/104*z^3 - 295/52*z + 1
*
-10/3 | 0.16903369399495542583618988818184348324 | 0.021783775676497296210834915514424332012
f(z) = 45/104*z^3 - 293/65*z + 1
*
-93/28 | 0.23658828737278282145276292677733487126 | 0.026298456230505524327411878961239334387
f(z) = 49/108*z^3 - 299/64*z + 1
*
[ -10/3 ] 
f(z) = 41/100*z^3 - 293/90*z + 1
*
[ 3 ] 
f(z) = 40/111*z^3 - 286/111*z + 1
*
[ 3 ] 
f(z) = 41/105*z^3 - 299/105*z + 1
*
[ 3 ] 
f(z) = 41/111*z^3 - 295/111*z + 1
*
[ 3 ] 
f(z) = 41/114*z^3 - 293/114*z + 1
*
0 | 0.095889499950834175677903874565675552462 | 0.017006645657174475930640093466635114447
f(z) = 43/119*z^3 - 281/119*z + 1
*
0 | 0.097060471472839516291865787206126302419 | 0.017203486383674286921686973692920059495
f(z) = 44/119*z^3 - 282/119*z + 1
*
0 | 0.085491179575889646343052379743219304198 | 0.015162433828589162180647333520689219072
f(z) = 45/118*z^3 - 281/118*z + 1
*
0 | 0.098108604247321554682186343788126100605 | 0.017378359238181518965330871085492718066
f(z) = 45/119*z^3 - 283/119*z + 1
*
0 | 0.099064772181732015781931216669294037099 | 0.017536771811156024295006976098424699162
f(z) = 46/119*z^3 - 284/119*z + 1
*
[ -3 ] 
f(z) = 47/102*z^3 - 287/102*z + 1
*
[ -3 ] 
f(z) = 47/105*z^3 - 283/105*z + 1
*
0 | 0.086737742639463312070170440115023511097 | 0.015383520144842652743985542523207141089
f(z) = 47/117*z^3 - 281/117*z + 1
*
0 | 0.087291483856177158903067119456040120283 | 0.015462280566772859023792237747376600510
f(z) = 47/118*z^3 - 283/118*z + 1
*
0 | 0.099948361773819737647701498462279088820 | 0.017682185420666193868507505469659090464
f(z) = 47/119*z^3 - 285/119*z + 1
*
0 | 0.10077256042046067616681048934916293038 | 0.017816956564131481334326103593580404118
f(z) = 48/119*z^3 - 286/119*z + 1
*
[ 18/7 ] 
f(z) = 49/104*z^3 - 293/117*z + 1
*
[ -3 ] 
f(z) = 49/111*z^3 - 293/111*z + 1
*
0 | 0.076323745408425113165622902694210701670 | 0.013536527920731861697264024221061984702
f(z) = 49/116*z^3 - 281/116*z + 1
*
0 | 0.088285273173538015656085876143248820483 | 0.015638314339719288920403348158553807283
f(z) = 49/117*z^3 - 283/117*z + 1
*
[ 2/7 ] 
f(z) = 49/118*z^3 - 299/118*z + 1
*
0 | 0.088863801191446297922329899154174330336 | 0.015721180237132766096193441594456357468
f(z) = 49/118*z^3 - 285/118*z + 1
*
-13/5 | 0.15737277868803998457499768339675028041 | 0.027705633177100362313533194767564506245
f(z) = 50/117*z^3 - 293/117*z + 1
*
0 | 0.088996969297796401823082769978289079938 | 0.015754536230061786913536906108358911922
f(z) = 50/117*z^3 - 284/117*z + 1
*
0 | 0.10349274014839735442640050469059597665 | 0.018355131278151138082360523616903506560
f(z) = 51/115*z^3 - 281/115*z + 1
*
0 | 0.077695245125321294219797213665736718797 | 0.013762461419618727701754808143334711571
f(z) = 51/116*z^3 - 283/116*z + 1
*
0 | 0.090270733103581344851559217203145510154 | 0.015950351933646834656097045797104406271
f(z) = 51/118*z^3 - 287/118*z + 1
*
3/2 | 0.093210277961142154906614973387724778254 | 0.016419644255824125318537103159309655512
f(z) = 52/105*z^3 - 292/105*z + 1
*
-5/2 | 0.13380764294933130338710598400461452823 | 0.023701869023901540288724684690784492427
f(z) = 52/105*z^3 - 283/105*z + 1
*
0 | 0.10412525612257086256908725877702577881 | 0.018455684365828686769991328738364179213
f(z) = 52/115*z^3 - 282/115*z + 1
*
0 | 0.10363420696545657683796736513089831034 | 0.018278021773864445227043410832532941462
f(z) = 52/119*z^3 - 290/119*z + 1
*
0 | 0.071663871976222435440874478907817954703 | 0.012710068127851661406187984517048228381
f(z) = 53/114*z^3 - 281/114*z + 1
*
0 | 0.10473182859368583124563519159271579103 | 0.018551556766463863513990606565073162561
f(z) = 53/115*z^3 - 283/115*z + 1
*
0 | 0.078947264562004505588327781572562167749 | 0.013966813919359384546805533256224653672
f(z) = 53/116*z^3 - 285/116*z + 1
*
0 | 0.090939526834071398870419810043490999851 | 0.016068524180681678971005500287474057715
f(z) = 53/117*z^3 - 287/117*z + 1
*
0 | 0.091550051053762987687792326659676493004 | 0.016156575579778588849730357222027950037
f(z) = 53/118*z^3 - 289/118*z + 1
*
0 | 0.10426646229213566254712752853011054478 | 0.018378374963307711129305631978831415172
f(z) = 53/119*z^3 - 291/119*z + 1
*
0 | 0.10531486760273862883062344470495805803 | 0.018643184260125003409513229057551211803
f(z) = 54/115*z^3 - 284/115*z + 1
*
0 | 0.10487244663845778637373735223916301530 | 0.018474017068796168445019234905051683462
f(z) = 54/119*z^3 - 292/119*z + 1
*
0 | 0.10607924546295602408456163645292423381 | 0.018813865335557339378774860010531845025
f(z) = 55/113*z^3 - 281/113*z + 1
*
0 | 0.072799430857487462752314613784728904979 | 0.012895246767422167260962216547858652206
f(z) = 55/114*z^3 - 283/114*z + 1
*
0 | 0.080102251660554085204856542423331856198 | 0.014153636076017368396802087852874598644
f(z) = 55/116*z^3 - 287/116*z + 1
*
0 | 0.092105228530239905135000759471616586916 | 0.016254552224855745051583251933674617109
f(z) = 55/117*z^3 - 289/117*z + 1
*
0 | 0.092726812968099785548520613181000681864 | 0.016344355609817016077194332953551578200
f(z) = 55/118*z^3 - 291/118*z + 1
*
0 | 0.10545464912630188405141622075185806026 | 0.018565395171072172390058701283362002518
f(z) = 55/119*z^3 - 293/119*z + 1
*
0 | 0.10661252109414105470131958088005962271 | 0.018896539725602739150660416960945656679
f(z) = 56/113*z^3 - 282/113*z + 1
*
0 | 0.10641828453339531466190773732666906390 | 0.018815141197661966280071731807658056494
f(z) = 56/115*z^3 - 286/115*z + 1
*
[ 5/2 ] 
f(z) = 56/115*z^3 - 281/115*z + 1
*
0 | 0.092656154661632248141301235555849158345 | 0.016341816683678277567557885549523260419
f(z) = 56/117*z^3 - 290/117*z + 1
*
-2 | 0.076272548979189170068681455674036573851 | 0.013527447890787240865998542799104448103
f(z) = 57/106*z^3 - 281/106*z + 1
*
-2 | 0.076668325167331237279377042198481176828 | 0.013580559087242037113565112136060791793
f(z) = 57/110*z^3 - 283/110*z + 1
*
0 | 0.081547887280526726494119109490658141306 | 0.014463064504270144550808286047928177780
f(z) = 57/112*z^3 - 281/112*z + 1
*
0 | 0.10712836848581942643462618916730105712 | 0.018976065212931416104671374216076844076
f(z) = 57/113*z^3 - 283/113*z + 1
*
0 | 0.10694197452901687568230217476256487642 | 0.018896070426941525729200236622133676086
f(z) = 57/115*z^3 - 287/115*z + 1
*
0 | 0.081176346210108392489485761145778906853 | 0.014325844253911876759296611630115514761
f(z) = 57/116*z^3 - 289/116*z + 1
*
0 | 0.093818734498721177116492241388788823394 | 0.016516880904250576878363220758752519007
f(z) = 57/118*z^3 - 293/118*z + 1
*
-2 | 0.077322907666455903897020060436561330795 | 0.013662540974356176039454635185840887694
f(z) = 57/118*z^3 - 287/118*z + 1
*
0 | 0.10655587208889461321203548316412495555 | 0.018736826768575057636388439742338835222
f(z) = 57/119*z^3 - 295/119*z + 1
*
0 | 0.10762804335459246998740748980952516354 | 0.019052670240115381539371351906323627538
f(z) = 58/113*z^3 - 284/113*z + 1
*
0 | 0.10744884889290410653142255075408196110 | 0.018973971171051624993349974313586755690
f(z) = 58/115*z^3 - 288/115*z + 1
*
0 | 0.093702554271573925406511097768244510741 | 0.016506362180817643588329825418855294358
f(z) = 58/117*z^3 - 292/117*z + 1
*
0 | 0.10707828532293004977822809696689896270 | 0.018817490561437570438431430989093807761
f(z) = 58/119*z^3 - 296/119*z + 1
*
-2 | 0.076513066289944244837033364573311017538 | 0.013502877651353121526477099524685624426
f(z) = 59/106*z^3 - 289/106*z + 1
*
-2 | 0.076939547137657347695035255937380768397 | 0.013561636366266246218338215589301997604
f(z) = 59/110*z^3 - 291/110*z + 1
*
0 | 0.087937060770678113782303390071924876619 | 0.015596227255613412172901691178793578735
f(z) = 59/111*z^3 - 281/111*z + 1
*
0 | 0.082525502986328854826625679370092499068 | 0.014618063810108666085374731049067076631
f(z) = 59/112*z^3 - 283/112*z + 1
*
0 | 0.10811265849238494443963230871321569235 | 0.019126557352781449242180090282934429288
f(z) = 59/113*z^3 - 285/113*z + 1
*
-2 | 0.056974914335856222805596383290943249319 | 0.010030489961768172275042987031457343309
f(z) = 59/114*z^3 - 293/114*z + 1
*
0 | 0.074846746290887571146776955585973322012 | 0.013225016607078704171797309534494897980
f(z) = 59/114*z^3 - 287/114*z + 1
*
0 | 0.10794009884678215172244544818162592578 | 0.019049059449269702580697863174558117537
f(z) = 59/115*z^3 - 289/115*z + 1
*
0 | 0.082181643820630379083807817841248614961 | 0.014485626845234060329163013987480020218
f(z) = 59/116*z^3 - 291/116*z + 1
*
0 | 0.094200762466274195621382407570325147261 | 0.016584137305393486340133671601655579616
f(z) = 59/117*z^3 - 293/117*z + 1
*
0 | 0.10758380223972132702066026158172584603 | 0.018895128821838898795177121378341629158
f(z) = 59/119*z^3 - 297/119*z + 1
*
-6/5 | 0.12460221806144764925874689187570728831 | 0.017649995314491944936555195061663313544
f(z) = 45/112*z^3 - 291/140*z + 1
*
[ -39/14 ] 
f(z) = 49/117*z^3 - 295/156*z + 1
*
[ 12/5 ] 
f(z) = 50/117*z^3 - 293/156*z + 1
*
2 | 0.19752064102811930982327769825765455632 | 0.028006302765883404745142251788965949765
f(z) = 55/112*z^3 - 289/140*z + 1
*
[ 3/7 ] 
f(z) = 59/108*z^3 - 281/196*z + 1
*
[ -5/2 ] 
f(z) = 46/105*z^3 - 281/210*z + 1
*
[ 2 ] 
f(z) = 48/101*z^3 - 283/202*z + 1
*
[ 2 ] 
f(z) = 48/103*z^3 - 281/206*z + 1
*
[ 2 ] 
f(z) = 49/101*z^3 - 291/202*z + 1
*
[ 2 ] 
f(z) = 49/103*z^3 - 289/206*z + 1
*
[ 2 ] 
f(z) = 49/107*z^3 - 285/214*z + 1
*
[ 2 ] 
f(z) = 49/109*z^3 - 283/218*z + 1
*
[ 2 ] 
f(z) = 50/101*z^3 - 299/202*z + 1
*
[ 2 ] 
f(z) = 50/103*z^3 - 297/206*z + 1
*
[ 2 ] 
f(z) = 50/107*z^3 - 293/214*z + 1
*
[ 2 ] 
f(z) = 50/109*z^3 - 291/218*z + 1
*
[ 2 ] 
f(z) = 51/109*z^3 - 299/218*z + 1
*
[ 2 ] 
f(z) = 49/111*z^3 - 281/222*z + 1
*
[ 2 ] 
f(z) = 50/111*z^3 - 289/222*z + 1
*
[ 2 ] 
f(z) = 50/113*z^3 - 287/226*z + 1
*
[ 2 ] 
f(z) = 50/117*z^3 - 283/234*z + 1
*
[ 2 ] 
f(z) = 50/119*z^3 - 281/238*z + 1
*
[ 2 ] 
f(z) = 51/113*z^3 - 295/226*z + 1
*
[ 2 ] 
f(z) = 51/115*z^3 - 293/230*z + 1
*
[ 2 ] 
f(z) = 52/119*z^3 - 297/238*z + 1
*
[ 12 ] 
f(z) = 53/108*z^3 - 279/4*z + 1
*
[ 5 ] 
f(z) = 57/100*z^3 - 269/20*z + 1
*
[ -5 ] 
f(z) = 57/100*z^3 - 261/20*z + 1
*
[ 5 ] 
f(z) = 59/100*z^3 - 279/20*z + 1
*
[ -5 ] 
f(z) = 59/100*z^3 - 271/20*z + 1
*
[ -4 ] 
f(z) = 41/104*z^3 - 263/52*z + 1
*
[ -4 ] 
f(z) = 43/104*z^3 - 279/52*z + 1
*
[ 10/3 ] 
f(z) = 45/104*z^3 - 267/65*z + 1
*
3/10 | 0.18067903653015763392515748932639881296 | 0.027085199486833015209979832948137623795
f(z) = 50/117*z^3 - 263/78*z + 1
*
0 | 0.074108731878477063285884941062429668953 | 0.013308934428970921587333087336619544183
f(z) = 40/111*z^3 - 262/111*z + 1
*
0 | 0.093762027978435084598077931997334831804 | 0.016792708867912488573486120559967541513
f(z) = 40/113*z^3 - 266/113*z + 1
*
0 | 0.078381680539586884708315160088313825363 | 0.013963992813629875647624829919560091082
f(z) = 40/117*z^3 - 274/117*z + 1
*
0 | 0.090477673433957230549483574692050877723 | 0.016077428029731247974380223609014374154
f(z) = 40/119*z^3 - 278/119*z + 1
*
0 | 0.083152445081959482418255875153106975354 | 0.014943326467548593077536617388427149926
f(z) = 41/110*z^3 - 261/110*z + 1
*
0 | 0.075378259708819381890723281755342221032 | 0.013527669779681108740947242071727731256
f(z) = 41/111*z^3 - 263/111*z + 1
*
0 | 0.069770954845694437526514118150355800776 | 0.012504360788358127933348876589798946243
f(z) = 41/112*z^3 - 265/112*z + 1
*
0 | 0.095149595819787619697133675941235512791 | 0.017029776485199606748523199914900423864
f(z) = 41/113*z^3 - 267/113*z + 1
*
0 | 0.061660190702711655932463898371004340409 | 0.011021156681562338167886811309972259154
f(z) = 41/114*z^3 - 269/114*z + 1
*
0 | 0.094509131626371433305820416919729071186 | 0.016870247605981813377885681508443714159
f(z) = 41/115*z^3 - 271/115*z + 1
*
0 | 0.068484701723409028849332308462970393933 | 0.012208761221010988190391182224639651348
f(z) = 41/116*z^3 - 273/116*z + 1
*
0 | 0.080210139859994963259641579327662244787 | 0.014280471549449010930650228274433351570
f(z) = 41/117*z^3 - 275/117*z + 1
*
0 | 0.080519638150814058737625980589277692490 | 0.014317103042838912907733924049527237254
f(z) = 41/118*z^3 - 277/118*z + 1
*
0 | 0.092889843520731357234723820533549154903 | 0.016495533664813962864355938963478020220
f(z) = 41/119*z^3 - 279/119*z + 1
*
0 | 0.096353066597454150406154889836722400042 | 0.017233641740415970245759515638510257250
f(z) = 42/113*z^3 - 268/113*z + 1
*
0 | 0.095813958352331312520174912892423358023 | 0.017091926760739138098733099824242818595
f(z) = 42/115*z^3 - 272/115*z + 1
*
0 | 0.098275895194672909046738143531430875295 | 0.017661161789495036445247359960965891091
f(z) = 43/109*z^3 - 261/109*z + 1
*
0 | 0.085238990949329544698639471404550322928 | 0.015297314190723402548737216301794741631
f(z) = 43/110*z^3 - 263/110*z + 1
*
0 | 0.077522918948377178489396555383212338179 | 0.013893668934888784444837447390066303984
f(z) = 43/111*z^3 - 265/111*z + 1
*
0 | 0.071979726244007738107912812058067892068 | 0.012882857135020923673782219883112657709
f(z) = 43/112*z^3 - 267/112*z + 1
*
0 | 0.097429648957577196954883927720106878335 | 0.017414597884853000015442639522365939642
f(z) = 43/113*z^3 - 269/113*z + 1
*
0 | 0.064020221761930221628831200431636804100 | 0.011427858602948575826465169141828962878
f(z) = 43/114*z^3 - 271/114*z + 1
*
0 | 0.096959873579247674518357868658004157870 | 0.017285027382163821090495884209874086134
f(z) = 43/115*z^3 - 273/115*z + 1
*
0 | 0.071039681663889386514866076606545511294 | 0.012647779378690023168929171491680130140
f(z) = 43/116*z^3 - 275/116*z + 1
*
0 | 0.082886853122878179541301420334089065517 | 0.014738014778881661248081598536124787210
f(z) = 43/117*z^3 - 277/117*z + 1
*
0 | 0.083341474465700006733079914077490636796 | 0.014799918329255935776635829810250868779
f(z) = 43/118*z^3 - 279/118*z + 1
*
3/2 | 0.16593588616504111529706313784015901380 | 0.029562105660157000220433308415161645336
f(z) = 44/105*z^3 - 274/105*z + 1
*
0 | 0.099176333383808790672507169014992769172 | 0.017810739496599191086713938488185304487
f(z) = 44/109*z^3 - 262/109*z + 1
*
0 | 0.078460950351131382312797960526975464272 | 0.014052297344179906724460485500647694865
f(z) = 44/111*z^3 - 266/111*z + 1
*
0 | 0.098411187799327236386064512107688164461 | 0.017578379857765166625897787669949651785
f(z) = 44/113*z^3 - 270/113*z + 1
*
0 | 0.097992650965253486805098316507171569597 | 0.017457761360146418406140203349556698535
f(z) = 44/115*z^3 - 274/115*z + 1
*
0 | 0.083981330512243231271191133435830834827 | 0.014923060528708484949288708030835060708
f(z) = 44/117*z^3 - 278/117*z + 1
*
[ -26/9 ] 
f(z) = 45/104*z^3 - 265/117*z + 1
*
0 | 0.10001761215181390982078843249987727970 | 0.017949541878102754781605337805651715797
f(z) = 45/109*z^3 - 263/109*z + 1
*
0 | 0.073827275966844609068154650459445850088 | 0.013195904302770074641380615586679222592
f(z) = 45/112*z^3 - 269/112*z + 1
*
0 | 0.099317694111386183905859120029936644007 | 0.017728594713346391174736934164857571178
f(z) = 45/113*z^3 - 271/113*z + 1
*
0 | 0.073070407519753616789667062830308556050 | 0.012992564023736452668147717549369080475
f(z) = 45/116*z^3 - 277/116*z + 1
*
[ -3 ] 
f(z) = 46/105*z^3 - 274/105*z + 1
*
0 | 0.10080883237744533274516955553399859894 | 0.018079223915541549386164399871576476706
f(z) = 46/109*z^3 - 264/109*z + 1
*
0 | 0.080148420104707266092576189653373445695 | 0.014335290063112253469339250753808967576
f(z) = 46/111*z^3 - 268/111*z + 1
*
[ -3 ] 
f(z) = 46/111*z^3 - 266/111*z + 1
*
0 | 0.10016279168052765286951066794383808827 | 0.017867700374713669293015081572385104744
f(z) = 46/113*z^3 - 272/113*z + 1
*
0 | 0.085887934855550743513038867082497597213 | 0.015242438654185712769814839506460752594
f(z) = 46/117*z^3 - 280/117*z + 1
*
0 | 0.10183990046565194715837785890520120923 | 0.018301649200825030880261455798162431901
f(z) = 47/107*z^3 - 261/107*z + 1
*
0 | 0.062465813570134846176439343732184880962 | 0.011210352981882903342378413729535823227
f(z) = 47/108*z^3 - 263/108*z + 1
*
0 | 0.10155691771524108238704497491172863310 | 0.018201045728462454159641650287904060886
f(z) = 47/109*z^3 - 265/109*z + 1
*
0 | 0.088575895890124563594046803665269049621 | 0.015853222454481874388452159411931468371
f(z) = 47/110*z^3 - 267/110*z + 1
*
[ -3 ] 
f(z) = 47/111*z^3 - 275/111*z + 1
*
0 | 0.080919122521857876804818783029020845956 | 0.014463502588692372889255738356623553106
f(z) = 47/111*z^3 - 269/111*z + 1
*
0 | 0.075439027913381834443231258962780281837 | 0.013466159916532373985564507678833249259
f(z) = 47/112*z^3 - 271/112*z + 1
*
0 | 0.10095629771495283747684488236667010547 | 0.017997469530306111526828554559532351543
f(z) = 47/113*z^3 - 273/113*z + 1
*
0 | 0.067618998366048468759981487380410314241 | 0.012038766969538793062158958390875222376
f(z) = 47/114*z^3 - 275/114*z + 1
*
[ -3 ] 
f(z) = 47/114*z^3 - 271/114*z + 1
*
0 | 0.10063619379532287835451854461719056473 | 0.017894004363358865124491033311114674724
f(z) = 47/115*z^3 - 277/115*z + 1
*
0 | 0.074799727575926702371241222185238832162 | 0.013283060640232818996717305741262321062
f(z) = 47/116*z^3 - 279/116*z + 1
*
0 | 0.10253320201857503138598331309810489350 | 0.018413588086965478369598897745893329007
f(z) = 48/107*z^3 - 262/107*z + 1
*
0 | 0.10226729477688652904719851368201274544 | 0.018315995770614366833066479057822385739
f(z) = 48/109*z^3 - 266/109*z + 1
*
0 | 0.10170559106795875571285638256609841226 | 0.018119235681119019137188528809822632763
f(z) = 48/113*z^3 - 274/113*z + 1
*
0 | 0.10140786697470491370718030496650742322 | 0.018019668511087957229623412200497684860
f(z) = 48/115*z^3 - 278/115*z + 1
*
[ 2/7 ] 
f(z) = 49/106*z^3 - 269/106*z + 1
*
0 | 0.090482324923357699208883848658493797597 | 0.016260579223375021302378422236605008410
f(z) = 49/106*z^3 - 261/106*z + 1
*
0 | 0.10319524061816470563340739198095082014 | 0.018519811193703293468173568573149148043
f(z) = 49/107*z^3 - 263/107*z + 1
*
0 | 0.063836867012630692746326974851879552309 | 0.011440852694215793814409047426082601579
f(z) = 49/108*z^3 - 265/108*z + 1
*
0 | 0.10294431915787426179334627566089240753 | 0.018424868025714368882672500684972683960
f(z) = 49/109*z^3 - 267/109*z + 1
*
[ 2/7 ] 
f(z) = 49/110*z^3 - 279/110*z + 1
*
0 | 0.089980324505136258311069179615556356153 | 0.016083103917246204993959366811023015200
f(z) = 49/110*z^3 - 269/110*z + 1
*
0 | 0.082341306554377931084877610839811687219 | 0.014698243501634239354931604089836502415
f(z) = 49/111*z^3 - 271/111*z + 1
*
0 | 0.10241640068095036745210981988878742176 | 0.018234034982037667178360670965731710877
f(z) = 49/113*z^3 - 275/113*z + 1
*
0 | 0.069098358892876577246516639705832914458 | 0.012286298685389419284259325116125111412
f(z) = 49/114*z^3 - 277/114*z + 1
*
0 | 0.10213786467842535346816898257906706215 | 0.018137812718773252175935955792577874410
f(z) = 49/115*z^3 - 279/115*z + 1
*
0 | 0.10382920326845357929917550610034946325 | 0.018620902262157725494464307338039715256
f(z) = 50/107*z^3 - 264/107*z + 1
*
0 | 0.10359155530896986330382828784010164304 | 0.018528312741573322533184447259531621165
f(z) = 50/109*z^3 - 268/109*z + 1
*
0 | 0.083002807985078665613142679001183039912 | 0.014806589138086052954968631423014787395
f(z) = 50/111*z^3 - 272/111*z + 1
*
0 | 0.10309329014054254660431795678895806619 | 0.018342693449035344559596773349366019506
f(z) = 50/113*z^3 - 276/113*z + 1
*
0 | 0.091712905846806106046215312153375030497 | 0.016459147632529095357940706592184803885
f(z) = 51/106*z^3 - 263/106*z + 1
*
0 | 0.10443776536185634125020376542633899418 | 0.018717351667362652876648231795320050861
f(z) = 51/107*z^3 - 265/107*z + 1
*
0 | 0.10421196769200085657191734935133719742 | 0.018626871096863865069688436175120387419
f(z) = 51/109*z^3 - 269/109*z + 1
*
0 | 0.091261201807828365334149960704081098864 | 0.016290479499950630439329700116806261150
f(z) = 51/110*z^3 - 271/110*z + 1
*
0 | 0.078188556757918785164238780806177510462 | 0.013920552466594446389923630774773289902
f(z) = 51/112*z^3 - 275/112*z + 1
*
0 | 0.10373997112117496824511410287922872063 | 0.018445883393329420429695571581034176423
f(z) = 51/113*z^3 - 277/113*z + 1
*
-2 | 0.075515095588666345607286495786718618933 | 0.013552226868206797640414741141272495790
f(z) = 51/118*z^3 - 263/118*z + 1
*
0 | 0.10502320053508072477532071828186760831 | 0.018809576424345563710199583774672045720
f(z) = 52/107*z^3 - 266/107*z + 1
*
0 | 0.10480805562900746913694212002172456949 | 0.018720999666798766085660927435886315024
f(z) = 52/109*z^3 - 270/109*z + 1
*
0 | 0.084243324650740015646085061546140461659 | 0.015008266879721870745635753626601835487
f(z) = 52/111*z^3 - 274/111*z + 1
*
0 | 0.10435951475375633999496844528985763761 | 0.018544161493010777731575978680759301476
f(z) = 52/113*z^3 - 278/113*z + 1
*
0 | 0.077361778382854686367991819271775016583 | 0.013902685715924337575446090929888343564
f(z) = 53/104*z^3 - 261/104*z + 1
*
0 | 0.085444286231110547486840398315946682383 | 0.015334157264442376402786024806872357545
f(z) = 53/105*z^3 - 263/105*z + 1
*
0 | 0.10558746158979730507029159748303500502 | 0.018897934931005788699517104413609699345
f(z) = 53/107*z^3 - 267/107*z + 1
*
0 | 0.066251427992205202364382116349026408333 | 0.011841795491677381620588426420933704128
f(z) = 53/108*z^3 - 269/108*z + 1
*
0 | 0.10538195105327216885150645727110074083 | 0.018811088165517352889794519117439088971
f(z) = 53/109*z^3 - 271/109*z + 1
*
0 | 0.092441799268446917564800278537266903990 | 0.016479590707238569309000089433115681926
f(z) = 53/110*z^3 - 273/110*z + 1
*
-2 | 0.075996441442920455336216319303256592169 | 0.013601764676906269064249845140148054320
f(z) = 53/110*z^3 - 267/110*z + 1
*
0 | 0.084827440557131865319941788265130041268 | 0.015102527605650964978659853086985236074
f(z) = 53/111*z^3 - 275/111*z + 1
*
0 | 0.079391407727975637010811787122533239106 | 0.014116493705901895223676128719767854816
f(z) = 53/112*z^3 - 277/112*z + 1
*
0 | 0.10495449914869585717049325420504544822 | 0.018637995375615095940346972050302004248
f(z) = 53/113*z^3 - 279/113*z + 1
*
-2 | 0.055916200769280316955182950321791464942 | 0.0099944745984840644083729909899422565350
f(z) = 53/114*z^3 - 269/114*z + 1
*
-2 | 0.076432386790813414112935715643813445286 | 0.013643478340006225347569491297290041206
f(z) = 53/118*z^3 - 271/118*z + 1
*
0 | 0.10613224136039217189047315973186986869 | 0.018982738062232924995128357664942670748
f(z) = 54/107*z^3 - 268/107*z + 1
*
0 | 0.10593549103029511203252492829324513995 | 0.018897472614528361555458980542372870325
f(z) = 54/109*z^3 - 272/109*z + 1
*
0 | 0.10552711537184760843665826806371741245 | 0.018727782721912915858884374461229182347
f(z) = 54/113*z^3 - 280/113*z + 1
*
0 | 0.10702415442600150346210037516786235393 | 0.019233311515069988777240332617252478380
f(z) = 55/103*z^3 - 261/103*z + 1
*
0 | 0.075557315838928074909150393351449615045 | 0.013559803875234585844710926305696434864
f(z) = 55/104*z^3 - 263/104*z + 1
*
-2 | 0.075993274278602876309191387776546400827 | 0.013547313731719577847444412671952501952
f(z) = 55/106*z^3 - 273/106*z + 1
*
0 | 0.093916400269669134403383526287663051758 | 0.016809060418041146697814309542934492797
f(z) = 55/106*z^3 - 267/106*z + 1
*
0 | 0.10665901933755722488139624964738427309 | 0.019064257671348877831669957016110606960
f(z) = 55/107*z^3 - 269/107*z + 1
*
0 | 0.067331255909906542065464245609173591370 | 0.012018891077239506456353671449877955789
f(z) = 55/108*z^3 - 271/108*z + 1
*
0 | 0.10647027264682531098523814849231505153 | 0.018980445313624166800231282489616796731
f(z) = 55/109*z^3 - 273/109*z + 1
*
0 | 0.085933461597657759445509016903861895752 | 0.015279728682052804050393693365708808920
f(z) = 55/111*z^3 - 277/111*z + 1
*
0 | 0.080506657064840050048634669343428862271 | 0.014296506717209787500328942816980654286
f(z) = 55/112*z^3 - 279/112*z + 1
*
-2 | 0.056327944561661132157388093958142961707 | 0.010015606192493388643090709110172786096
f(z) = 55/114*z^3 - 277/114*z + 1
*
-2 | 0.076929166186198119850628944718329759658 | 0.013661209907704103729874688273281837005
f(z) = 55/118*z^3 - 279/118*z + 1
*
0 | 0.10752056121300255638554244935511926538 | 0.019309250916565703418407052798564836691
f(z) = 56/103*z^3 - 262/103*z + 1
*
0 | 0.10716909795412429180874624155869073007 | 0.019142733209287807342792840048865133531
f(z) = 56/107*z^3 - 270/107*z + 1
*
0 | 0.10698769528401580619820560805006094960 | 0.019060262523183376252944345268858002270
f(z) = 56/109*z^3 - 274/109*z + 1
*
0 | 0.086457571853042759854253486441962426538 | 0.015363076174888970353250463954520464043
f(z) = 56/111*z^3 - 278/111*z + 1
*
0 | 0.10800245869878920131816552162230468564 | 0.019382532872404930327883342735961262377
f(z) = 57/103*z^3 - 263/103*z + 1
*
0 | 0.079394430752868427526296270180908576116 | 0.014229081555724858288455446620090215191
f(z) = 57/104*z^3 - 265/104*z + 1
*
0 | 0.094914205686324440038348160292575605665 | 0.016964986975445949530904768989918818537
f(z) = 57/106*z^3 - 269/106*z + 1
*
0 | 0.10766363122527862238028229353957477657 | 0.019218376951235782406678627723581800039
f(z) = 57/107*z^3 - 271/107*z + 1
*
0 | 0.10748899367592327494588603899635731767 | 0.019137150474331854333146803494652190454
f(z) = 57/109*z^3 - 275/109*z + 1
*
0 | 0.094564885563298490861688895125730745498 | 0.016814472120554685357077971454194536250
f(z) = 57/110*z^3 - 277/110*z + 1
*
0 | 0.10847075869466646901979498828347913791 | 0.019453326543719732534391767097424685788
f(z) = 58/103*z^3 - 264/103*z + 1
*
0 | 0.087964091118172748830841353964597368588 | 0.015733195484947335871481244564534583556
f(z) = 58/105*z^3 - 268/105*z + 1
*
0 | 0.10814364763892641662060801372297289465 | 0.019291378175680350612945786483985946499
f(z) = 58/107*z^3 - 272/107*z + 1
*
0 | 0.10797526411438267016391873821247151649 | 0.019211310135012100970609862556317272403
f(z) = 58/109*z^3 - 276/109*z + 1
*
0 | 0.087458781244231314567325942951393275960 | 0.015521215059217243856961910402318775180
f(z) = 58/111*z^3 - 280/111*z + 1
*
0 | 0.10908016987598095204284281834544675663 | 0.019602798065478504101039319787681487365
f(z) = 59/101*z^3 - 261/101*z + 1
*
0 | 0.075824520559187053267598619737867427661 | 0.013607757452740867873540142631659125827
f(z) = 59/102*z^3 - 263/102*z + 1
*
0 | 0.10892628318550994380183608424412200137 | 0.019521784491824767945939087475234809545
f(z) = 59/103*z^3 - 265/103*z + 1
*
0 | 0.070709893944052281545304312128684334486 | 0.012655583860178161066019231542441913231
f(z) = 59/104*z^3 - 267/104*z + 1
*
0 | 0.088425985494861836629486479552959756480 | 0.015805281004711074379098182775933443460
f(z) = 59/105*z^3 - 269/105*z + 1
*
0 | 0.095854809544042589603600669973867494845 | 0.017110456348548227642325263865867005735
f(z) = 59/106*z^3 - 271/106*z + 1
*
0 | 0.10861006865702348938670433013105231694 | 0.019361906543545124702899594021316970133
f(z) = 59/107*z^3 - 273/107*z + 1
*
0 | 0.069295235976907908319526299883533733787 | 0.012337201351448323773383720024747781254
f(z) = 59/108*z^3 - 275/108*z + 1
*
0 | 0.10844748547359212515073770295167514226 | 0.019282921035413237145578568006012634356
f(z) = 59/109*z^3 - 277/109*z + 1
*
0 | 0.095529607803220648633511924374818818190 | 0.016964307418095797879432331999993388394
f(z) = 59/110*z^3 - 279/110*z + 1
*
-28/15 | 0.15981831061598022719853330666263558985 | 0.022992744870942589552285972207822531510
f(z) = 45/112*z^3 - 261/140*z + 1
*
[ 3/7 ] 
f(z) = 41/108*z^3 - 275/196*z + 1
*
2 | 0.21801007287582835069525138898550120525 | 0.028449933580330122411350208118249678742
f(z) = 45/104*z^3 - 266/195*z + 1
*
[ 3/7 ] 
f(z) = 47/108*z^3 - 277/196*z + 1
*
[ 15/7 ] 
f(z) = 49/117*z^3 - 271/195*z + 1
*
[ 3/7 ] 
f(z) = 53/108*z^3 - 279/196*z + 1
*
[ 2 ] 
f(z) = 46/101*z^3 - 267/202*z + 1
*
[ 2 ] 
f(z) = 46/103*z^3 - 265/206*z + 1
*
[ 2 ] 
f(z) = 46/105*z^3 - 263/210*z + 1
*
[ 2 ] 
f(z) = 46/107*z^3 - 261/214*z + 1
*
[ 2 ] 
f(z) = 47/101*z^3 - 275/202*z + 1
*
[ 2 ] 
f(z) = 47/103*z^3 - 273/206*z + 1
*
[ 2 ] 
f(z) = 47/105*z^3 - 271/210*z + 1
*
[ 2 ] 
f(z) = 47/107*z^3 - 269/214*z + 1
*
[ 2 ] 
f(z) = 47/109*z^3 - 267/218*z + 1
*
[ 2 ] 
f(z) = 48/107*z^3 - 277/214*z + 1
*
[ 2 ] 
f(z) = 48/109*z^3 - 275/218*z + 1
*
[ 9/4 ] 
f(z) = 40/117*z^3 - 275/234*z + 1
*
[ 1/2 ] 
f(z) = 46/119*z^3 - 261/238*z + 1
*
[ 2 ] 
f(z) = 47/111*z^3 - 265/222*z + 1
*
[ 2 ] 
f(z) = 47/113*z^3 - 263/226*z + 1
*
[ 2 ] 
f(z) = 47/115*z^3 - 261/230*z + 1
*
[ 2 ] 
f(z) = 48/113*z^3 - 271/226*z + 1
*
[ 2 ] 
f(z) = 48/115*z^3 - 269/230*z + 1
*
[ 2 ] 
f(z) = 48/119*z^3 - 265/238*z + 1
*
[ 2 ] 
f(z) = 49/113*z^3 - 279/226*z + 1
*
[ 2 ] 
f(z) = 49/115*z^3 - 277/230*z + 1
*
[ 2 ] 
f(z) = 49/117*z^3 - 275/234*z + 1
*
[ 1/2 ] 
f(z) = 50/119*z^3 - 263/238*z + 1
*
[ 1/2 ] 
f(z) = 54/119*z^3 - 265/238*z + 1
*
-15/11 | 0.25731322619066036726960313924813504102 | 0.028966649649352298704136918923036334590
f(z) = 55/108*z^3 - 267/220*z + 1
*
[ 1/2 ] 
f(z) = 58/117*z^3 - 263/234*z + 1
*
[ 1/2 ] 
f(z) = 58/119*z^3 - 267/238*z + 1
*
-4/3 | 0.18948611172015889578214256766527566558 | 0.027057595396658525359983069592303011783
f(z) = 53/112*z^3 - 275/252*z + 1
*
[ 8/15 ] 
f(z) = 45/112*z^3 - 277/280*z + 1
*
[ 12 ] 
f(z) = 47/108*z^3 - 247/4*z + 1
*
[ -12 ] 
f(z) = 49/108*z^3 - 257/4*z + 1
*
48/7 | 0.20340307971328827566479274190344995409 | 0.026258092550553665073649096298722510569
f(z) = 49/108*z^3 - 257/12*z + 1
*
[ 30/7 ] 
f(z) = 49/100*z^3 - 247/30*z + 1
*
[ 5 ] 
f(z) = 53/100*z^3 - 249/20*z + 1
*
[ -5 ] 
f(z) = 53/100*z^3 - 241/20*z + 1
*
-4 | 0.19253956781816552568091682027943651958 | 0.028021686739803199555132701287654382793
f(z) = 55/112*z^3 - 241/28*z + 1
*
-4 | 0.19591862885742750078989442441690736156 | 0.028249194528606243634731348194566301359
f(z) = 59/112*z^3 - 257/28*z + 1
*
51/14 | 0.22245317404517993798667878182479019477 | 0.028717343122219959554920019238993299716
f(z) = 49/108*z^3 - 257/48*z + 1
*
2/7 | 0.14920672264804815801887601008714164297 | 0.024087335785661187656733695562480031528
f(z) = 49/108*z^3 - 245/54*z + 1
*
[ 5/2 ] 
f(z) = 59/100*z^3 - 247/80*z + 1
*
0 | 0.097020455229732941636891283349935421650 | 0.017675634170050230625358601675407131727
f(z) = 40/101*z^3 - 242/101*z + 1
*
0 | 0.096585103309376659348190161388003804760 | 0.017543921320447663041747339525031973179
f(z) = 40/103*z^3 - 246/103*z + 1
*
0 | 0.095614493717875581831923230263109207021 | 0.017267242522701674236305168256388541956
f(z) = 40/107*z^3 - 254/107*z + 1
*
0 | 0.095063857095677664228338467827643409489 | 0.017119493783785486392306064210635196285
f(z) = 40/109*z^3 - 258/109*z + 1
*
0 | 0.072495846796340803366050082828856132950 | 0.013217599060719049296995392553311379614
f(z) = 41/100*z^3 - 241/100*z + 1
*
0 | 0.097978064336721116075377188679138771356 | 0.017836695501650309310901218185357119798
f(z) = 41/101*z^3 - 243/101*z + 1
*
0 | 0.064604159876091879303043077435197583610 | 0.011743524372707978140956577949310542913
f(z) = 41/102*z^3 - 245/102*z + 1
*
0 | 0.097584809226044378001378705789673233446 | 0.017712457946968971534205157957033846264
f(z) = 41/103*z^3 - 247/103*z + 1
*
0 | 0.068854779847945756342802070139882667639 | 0.012479450416706640553575637829708957010
f(z) = 41/104*z^3 - 249/104*z + 1
*
0 | 0.076823761567806144147167025315246089906 | 0.013903613407641742641910712274785237323
f(z) = 41/105*z^3 - 251/105*z + 1
*
0 | 0.084112993591763325284399595745177805590 | 0.015200989151968457653296318470051625867
f(z) = 41/106*z^3 - 253/106*z + 1
*
0 | 0.096721732443672558120046551190016718730 | 0.017454815432516530663882328113898764453
f(z) = 41/107*z^3 - 255/107*z + 1
*
0 | 0.057252745489720866427721146685248432085 | 0.010317527569240734072028336992372026222
f(z) = 41/108*z^3 - 257/108*z + 1
*
0 | 0.096242379419633421510501388551355980446 | 0.017319661207980223789657456494561640128
f(z) = 41/109*z^3 - 259/109*z + 1
*
0 | 0.098869644441554547859944405890463772492 | 0.017985559180569037127952487582893265573
f(z) = 42/101*z^3 - 244/101*z + 1
*
0 | 0.098510259409583462996998427141757507287 | 0.017867331554453296963010107419149667365
f(z) = 42/103*z^3 - 248/103*z + 1
*
0 | 0.097730557793356772429476174227297168945 | 0.017624423883973506274197813072404898149
f(z) = 42/107*z^3 - 256/107*z + 1
*
0 | 0.097303866847376968036799979475294241302 | 0.017498550232520092154570031381233028212
f(z) = 42/109*z^3 - 260/109*z + 1
*
0 | 0.074195205723048534692943171662697845389 | 0.013507077335353359590689367839156731936
f(z) = 43/100*z^3 - 243/100*z + 1
*
0 | 0.099705758888123913108231017130202858362 | 0.018124173611231236256548210268148015773
f(z) = 43/101*z^3 - 245/101*z + 1
*
[ -3 ] 
f(z) = 43/102*z^3 - 251/102*z + 1
*
0 | 0.066362889000525955627516370205359287596 | 0.012045418646445130057087815390815639173
f(z) = 43/102*z^3 - 247/102*z + 1
*
0 | 0.099374346312018565479171067679915189456 | 0.018010909776083887849737872284509760920
f(z) = 43/103*z^3 - 249/103*z + 1
*
0 | 0.061064364011382353501800552744861108585 | 0.011051467578145261650546088165697166467
f(z) = 43/104*z^3 - 251/104*z + 1
*
0 | 0.078683350650974640632529708403215512263 | 0.014219738337824646775926378578433693597
f(z) = 43/105*z^3 - 253/105*z + 1
*
[ -3 ] 
f(z) = 43/105*z^3 - 247/105*z + 1
*
0 | 0.086011309556597055940563752291340473298 | 0.015521966940509047839562419044791080970
f(z) = 43/106*z^3 - 255/106*z + 1
*
0 | 0.098661666841067253148382093405310020912 | 0.017779836738881230897224982733428889081
f(z) = 43/107*z^3 - 257/107*z + 1
*
0 | 0.059237586527227732468570207712593070561 | 0.010660323815941519292170928587395090404
f(z) = 43/108*z^3 - 259/108*z + 1
*
0 | 0.10049435701590152931555658927941285982 | 0.018254006386353292113686203615798743282
f(z) = 44/101*z^3 - 246/101*z + 1
*
0 | 0.10018651588926963453557151008795989968 | 0.018144928920018331136412201507524478790
f(z) = 44/103*z^3 - 250/103*z + 1
*
[ -3 ] 
f(z) = 44/105*z^3 - 256/105*z + 1
*
0 | 0.079520615491081537870010049855188813785 | 0.014360811837696367391273642962105936420
f(z) = 44/105*z^3 - 254/105*z + 1
*
0 | 0.099529163617316742608265784800749197737 | 0.017923624707728111887383886842319738217
f(z) = 44/107*z^3 - 258/107*z + 1
*
[ -3 ] 
f(z) = 44/111*z^3 - 248/111*z + 1
*
0 | 0.10124161587623040414056635240414964174 | 0.018376198897280013823074491576024620403
f(z) = 45/101*z^3 - 247/101*z + 1
*
0 | 0.10095395819666792633663372227248402076 | 0.018270711796620758610373043506547154518
f(z) = 45/103*z^3 - 251/103*z + 1
*
[ 8/3 ] 
f(z) = 45/104*z^3 - 255/104*z + 1
*
0 | 0.072281339324889667858460070881718029846 | 0.013062760080803884589379947344345076462
f(z) = 45/104*z^3 - 253/104*z + 1
*
0 | 0.087665295355991647847158782208994913687 | 0.015798178654392514820282989265402053238
f(z) = 45/106*z^3 - 257/106*z + 1
*
0 | 0.10034321956325872908362924593575069164 | 0.018057643398195963339176127955518688323
f(z) = 45/107*z^3 - 259/107*z + 1
*
[ 1/3 ] 
f(z) = 45/118*z^3 - 241/118*z + 1
*
[ 1/3 ] 
f(z) = 45/119*z^3 - 243/119*z + 1
*
0 | 0.10195245860302612818032537098188344550 | 0.018491661595144759969324117203730405848
f(z) = 46/101*z^3 - 248/101*z + 1
*
0 | 0.10168231065990846378667065506221968036 | 0.018389296444648255417712486505737602321
f(z) = 46/103*z^3 - 252/103*z + 1
*
0 | 0.081057618584218756172314267057290403157 | 0.014617678044715184826734429729591126250
f(z) = 46/105*z^3 - 256/105*z + 1
*
0 | 0.10111148452606518780401757109158475811 | 0.018183289610054433738851422511628587174
f(z) = 46/107*z^3 - 260/107*z + 1
*
0 | 0.077084442349736660352826739234592696522 | 0.013991470130587348775232181624346991910
f(z) = 47/100*z^3 - 247/100*z + 1
*
0 | 0.10263089042794900790400057225219044009 | 0.018601135769316573874880087259377845279
f(z) = 47/101*z^3 - 249/101*z + 1
*
0 | 0.069325485703725822095590267420964947305 | 0.012546570655367658766319619439361205595
f(z) = 47/102*z^3 - 251/102*z + 1
*
0 | 0.10237609903772702732537914885471893481 | 0.018501516881521715034983150849187283181
f(z) = 47/103*z^3 - 253/103*z + 1
*
0 | 0.070868478945533730765273731297448805990 | 0.012789227288684675396082272474065493323
f(z) = 47/104*z^3 - 255/104*z + 1
*
0 | 0.081769042132694535602813466056143279215 | 0.014735613799795022307423645803700355169
f(z) = 47/105*z^3 - 257/105*z + 1
*
0 | 0.089142103755597117387869265376276971699 | 0.016041904260095694867405651464342671767
f(z) = 47/106*z^3 - 259/106*z + 1
*
-2 | 0.074232296303512709705185719924506178230 | 0.013534192277975460765229780138619288865
f(z) = 47/106*z^3 - 241/106*z + 1
*
-2 | 0.074214890784677118348872972827995227479 | 0.013510660958407940314524205757500111814
f(z) = 47/110*z^3 - 243/110*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.013705805470683291591074507341963442042
f(z) = 47/118*z^3 - 247/118*z + 1
*
0 | 0.10328022570423055329920785901252699360 | 0.018705235306495248506284171310836229622
f(z) = 48/101*z^3 - 250/101*z + 1
*
0 | 0.10303902740523824860471207023376022738 | 0.018608056230045416334606220461982312554
f(z) = 48/103*z^3 - 254/103*z + 1
*
0 | 0.078344571950832907170348873262147608562 | 0.014199409296458510906264843698949152695
f(z) = 49/100*z^3 - 249/100*z + 1
*
0 | 0.10390324661791499601545275851378165304 | 0.018804475897724566449944547384156749636
f(z) = 49/101*z^3 - 251/101*z + 1
*
0 | 0.070610483141006889105285902941651617022 | 0.012760801184310766889316683234164015834
f(z) = 49/102*z^3 - 253/102*z + 1
*
0 | 0.10367417639883344518767804620144595342 | 0.018709483054531270067773403109381521708
f(z) = 49/103*z^3 - 255/103*z + 1
*
0 | 0.075032558483252343333351014085440724947 | 0.013521630868874479046254469341373555714
f(z) = 49/104*z^3 - 257/104*z + 1
*
-2 | 0.074842320320421453503219352202026430659 | 0.013564650523500881938818536381543870598
f(z) = 49/106*z^3 - 249/106*z + 1
*
-2 | 0.074999140317294253317425498651106672062 | 0.013573392289009141614627458449874765348
f(z) = 49/110*z^3 - 251/110*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.013626847387703860176145778392086932864
f(z) = 49/118*z^3 - 255/118*z + 1
*
0 | 0.10450231735690276188042476999501289327 | 0.018899296058055626420865409082899744677
f(z) = 50/101*z^3 - 252/101*z + 1
*
0 | 0.10428414317522056777800806888462186298 | 0.018806277025280668911246296616766459561
f(z) = 50/103*z^3 - 256/103*z + 1
*
0 | 0.079510872250913930935898755544578886300 | 0.014389928414340544299593701516034755905
f(z) = 51/100*z^3 - 251/100*z + 1
*
0 | 0.10507946825287654968022842419268056453 | 0.018990072624914938498899448155967099393
f(z) = 51/101*z^3 - 253/101*z + 1
*
0 | 0.10487114293077130703531370632314969309 | 0.018898847542608803874734933154028523549
f(z) = 51/103*z^3 - 257/103*z + 1
*
0 | 0.067366067271385568029012034784046387425 | 0.012123115295883723266117878238485614510
f(z) = 51/104*z^3 - 259/104*z + 1
*
-2 | 0.075295668233020713474105278521680032318 | 0.013569045924235598373890461442827140098
f(z) = 51/106*z^3 - 257/106*z + 1
*
-2 | 0.075564924260934924738021335225010144270 | 0.013598571599104622820815786043578083578
f(z) = 51/110*z^3 - 259/110*z + 1
*
0 | 0.10563645909728270249540452890569041794 | 0.019077132425700656668882663061271583713
f(z) = 52/101*z^3 - 254/101*z + 1
*
0 | 0.10543708425564430957751824161752095401 | 0.018987547566876916584350588602051999118
f(z) = 52/103*z^3 - 258/103*z + 1
*
[ 5/2 ] 
f(z) = 52/115*z^3 - 256/115*z + 1
*
0 | 0.080598002991292632627555406723103195113 | 0.014565756333524836117364817546635542208
f(z) = 53/100*z^3 - 253/100*z + 1
*
0 | 0.10617482765440152401843350544735504378 | 0.019160761221539402248187790896672425806
f(z) = 53/101*z^3 - 255/101*z + 1
*
0 | 0.072900728822356418471564596250824905681 | 0.013137453461990684435615536897028879296
f(z) = 53/102*z^3 - 257/102*z + 1
*
0 | 0.10598362618874575555090715793425651578 | 0.019072684094589568594348475738545264106
f(z) = 53/103*z^3 - 259/103*z + 1
*
0 | 0.10669592742548505226450207189117184189 | 0.019241210672474503711465541939820075642
f(z) = 54/101*z^3 - 256/101*z + 1
*
0 | 0.10651222217125428283595848099297314747 | 0.019154526232389666642675216163297427858
f(z) = 54/103*z^3 - 260/103*z + 1
*
[ 1/3 ] 
f(z) = 54/119*z^3 - 244/119*z + 1
*
-7/3 | 0.15741760168639739554332653514315921986 | 0.028657535203295579839575871109594576886
f(z) = 54/119*z^3 - 243/119*z + 1
*
0 | 0.10720095745987537552942297493399105186 | 0.019318703838226358219626807998817235876
f(z) = 55/101*z^3 - 257/101*z + 1
*
0 | 0.073933971050699408679731100545015979301 | 0.013305067248758268153285921078011391588
f(z) = 55/102*z^3 - 259/102*z + 1
*
0 | 0.10769098618319582885566992200522576584 | 0.019393439576909136932188761208764885802
f(z) = 56/101*z^3 - 258/101*z + 1
*
0 | 0.082577252543006959575782841103301296248 | 0.014881261543301801954130115779735278999
f(z) = 57/100*z^3 - 257/100*z + 1
*
0 | 0.10816697065750427999384896662708802541 | 0.019465596102036269339317134730001834131
f(z) = 57/101*z^3 - 259/101*z + 1
*
0 | 0.10862977230700108027626837949892129024 | 0.019535333888043938780242530301364830443
f(z) = 58/101*z^3 - 260/101*z + 1
*
0 | 0.083485296336193506703974331491497489387 | 0.015023912096833854699228250853514060365
f(z) = 59/100*z^3 - 259/100*z + 1
*
[ -14/5 ] 
f(z) = 45/112*z^3 - 251/140*z + 1
*
[ 2 ] 
f(z) = 43/101*z^3 - 243/202*z + 1
*
[ 2 ] 
f(z) = 43/103*z^3 - 241/206*z + 1
*
[ 2 ] 
f(z) = 44/101*z^3 - 251/202*z + 1
*
[ 2 ] 
f(z) = 44/103*z^3 - 249/206*z + 1
*
[ 2 ] 
f(z) = 44/105*z^3 - 247/210*z + 1
*
[ 2 ] 
f(z) = 44/107*z^3 - 245/214*z + 1
*
[ 2 ] 
f(z) = 44/109*z^3 - 243/218*z + 1
*
[ 2 ] 
f(z) = 45/101*z^3 - 259/202*z + 1
*
[ 2 ] 
f(z) = 45/103*z^3 - 257/206*z + 1
*
[ 2 ] 
f(z) = 45/107*z^3 - 253/214*z + 1
*
[ 2 ] 
f(z) = 45/109*z^3 - 251/218*z + 1
*
[ 2 ] 
f(z) = 46/109*z^3 - 259/218*z + 1
*
[ 1/2 ] 
f(z) = 46/109*z^3 - 241/218*z + 1
*
[ 1/2 ] 
f(z) = 50/109*z^3 - 243/218*z + 1
*
[ 1/2 ] 
f(z) = 54/107*z^3 - 241/214*z + 1
*
[ 1/2 ] 
f(z) = 54/109*z^3 - 245/218*z + 1
*
[ 1/2 ] 
f(z) = 58/107*z^3 - 243/214*z + 1
*
[ 1/2 ] 
f(z) = 58/109*z^3 - 247/218*z + 1
*
[ 1/2 ] 
f(z) = 42/113*z^3 - 247/226*z + 1
*
[ 1/2 ] 
f(z) = 42/115*z^3 - 251/230*z + 1
*
[ 2 ] 
f(z) = 44/111*z^3 - 241/222*z + 1
*
[ 2 ] 
f(z) = 45/113*z^3 - 247/226*z + 1
*
[ 2 ] 
f(z) = 45/119*z^3 - 241/238*z + 1
*
[ 2 ] 
f(z) = 46/111*z^3 - 257/222*z + 1
*
[ 1/2 ] 
f(z) = 46/111*z^3 - 245/222*z + 1
*
[ 2 ] 
f(z) = 46/113*z^3 - 255/226*z + 1
*
[ 1/2 ] 
f(z) = 46/113*z^3 - 249/226*z + 1
*
[ 1/2 ] 
f(z) = 46/117*z^3 - 257/234*z + 1
*
[ 2 ] 
f(z) = 46/117*z^3 - 251/234*z + 1
*
[ 2 ] 
f(z) = 46/119*z^3 - 249/238*z + 1
*
[ 2 ] 
f(z) = 47/117*z^3 - 259/234*z + 1
*
[ 2 ] 
f(z) = 47/119*z^3 - 257/238*z + 1
*
[ 1/2 ] 
f(z) = 50/111*z^3 - 247/222*z + 1
*
[ 1/2 ] 
f(z) = 50/113*z^3 - 251/226*z + 1
*
[ 1/2 ] 
f(z) = 54/113*z^3 - 253/226*z + 1
*
[ 1/2 ] 
f(z) = 54/115*z^3 - 257/230*z + 1
*
[ 1/2 ] 
f(z) = 58/111*z^3 - 251/222*z + 1
*
[ 1/2 ] 
f(z) = 58/113*z^3 - 255/226*z + 1
*
[ 1/2 ] 
f(z) = 58/115*z^3 - 259/230*z + 1
*
[ 6/11 ] 
f(z) = 59/108*z^3 - 241/242*z + 1
*
[ 8/5 ] 
f(z) = 55/112*z^3 - 247/280*z + 1
*
[ -12 ] 
f(z) = 43/108*z^3 - 225/4*z + 1
*
[ 14/3 ] 
f(z) = 45/112*z^3 - 223/28*z + 1
*
[ -30/7 ] 
f(z) = 49/100*z^3 - 233/30*z + 1
*
[ 5 ] 
f(z) = 49/100*z^3 - 229/20*z + 1
*
[ -5 ] 
f(z) = 49/100*z^3 - 221/20*z + 1
*
[ 30/7 ] 
f(z) = 49/108*z^3 - 227/30*z + 1
*
[ 5 ] 
f(z) = 51/100*z^3 - 239/20*z + 1
*
[ -5 ] 
f(z) = 51/100*z^3 - 231/20*z + 1
*
-4 | 0.19418332394548202540557553750228713105 | 0.028546317980902536395160660899605806257
f(z) = 51/112*z^3 - 225/28*z + 1
*
2/5 | 0.22375108463592857286884358678100132835 | 0.029729705765983264447374528822597498252
f(z) = 45/104*z^3 - 232/65*z + 1
*
[ -10/3 ] 
f(z) = 45/104*z^3 - 228/65*z + 1
*
2/5 | 0.18568881488125594867043807849931684300 | 0.024658297346051370368600077929367221154
f(z) = 55/104*z^3 - 233/65*z + 1
*
2/3 | 0.16033225613130815769514985085110537133 | 0.023539348644576573319598426268823200722
f(z) = 51/112*z^3 - 227/84*z + 1
*
[ 5/2 ] 
f(z) = 57/100*z^3 - 237/80*z + 1
*
2/3 | 0.18521618630851475474777648150232950097 | 0.027157733413644768882703215911136002142
f(z) = 57/112*z^3 - 229/84*z + 1
*
4/3 | 0.16315822860024974786201647048037233926 | 0.024016934127010335531949853157772263430
f(z) = 57/112*z^3 - 223/84*z + 1
*
[ -3 ] 
f(z) = 41/102*z^3 - 233/102*z + 1
*
[ -3 ] 
f(z) = 41/105*z^3 - 229/105*z + 1
*
[ -3 ] 
f(z) = 41/111*z^3 - 221/111*z + 1
*
-2 | 0.054528333518116099086595218866447076793 | 0.010101276403318643652071303100872588908
f(z) = 41/114*z^3 - 221/114*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.013964777864737686416511629548429819765
f(z) = 41/118*z^3 - 223/118*z + 1
*
-2 | 0.073524569898608818094585093488524955726 | 0.013575185915808245535153487440026604232
f(z) = 43/106*z^3 - 225/106*z + 1
*
-2 | 0.074210525939955032672815419428591461228 | 0.013679485654396526338720320978414742675
f(z) = 43/110*z^3 - 227/110*z + 1
*
[ -3 ] 
f(z) = 43/111*z^3 - 239/111*z + 1
*
[ -3 ] 
f(z) = 43/114*z^3 - 235/114*z + 1
*
-2 | 0.054527681378762379722348371867324447774 | 0.010035051727544287506455381675115456067
f(z) = 43/114*z^3 - 229/114*z + 1
*
-2 | 0.075510604804274449931210742808746659093 | 0.013874459628170445321889054759935446697
f(z) = 43/118*z^3 - 231/118*z + 1
*
-5/2 | 0.12548444643723932695884745026202075761 | 0.023020282741750957888247698668156834400
f(z) = 44/105*z^3 - 233/105*z + 1
*
-2 | 0.073526026244447194000060037543101043814 | 0.013488443875561259717022161312810691785
f(z) = 45/106*z^3 - 233/106*z + 1
*
[ 1/3 ] 
f(z) = 45/109*z^3 - 223/109*z + 1
*
[ 1/3 ] 
f(z) = 45/112*z^3 - 229/112*z + 1
*
[ 1/3 ] 
f(z) = 45/113*z^3 - 231/113*z + 1
*
[ 1/3 ] 
f(z) = 45/116*z^3 - 237/116*z + 1
*
-2 | 0.075509952664920730566963895809624030075 | 0.013788086408114392470060562156532336335
f(z) = 45/118*z^3 - 239/118*z + 1
*
[ 5/2 ] 
f(z) = 48/115*z^3 - 231/115*z + 1
*
13/7 | 0.15248176982974663740830599242985969750 | 0.028153423774730000066983381156924480746
f(z) = 49/104*z^3 - 225/104*z + 1
*
16/7 | 0.15952820526349768678938586552635149377 | 0.029358919201083355410805469754965878037
f(z) = 49/108*z^3 - 229/108*z + 1
*
[ 1/3 ] 
f(z) = 54/109*z^3 - 224/109*z + 1
*
[ 1/3 ] 
f(z) = 54/113*z^3 - 232/113*z + 1
*
[ 1/3 ] 
f(z) = 54/115*z^3 - 236/115*z + 1
*
[ 7/3 ] 
f(z) = 54/119*z^3 - 226/119*z + 1
*
12/11 | 0.24788433187227630023677981822864857587 | 0.026188337032436711001578384232409587728
f(z) = 55/108*z^3 - 239/110*z + 1
*
[ 2/5 ] 
f(z) = 55/112*z^3 - 221/140*z + 1
*
[ 5/3 ] 
f(z) = 59/100*z^3 - 223/180*z + 1
*
[ 12/7 ] 
f(z) = 59/108*z^3 - 233/196*z + 1
*
[ 2 ] 
f(z) = 41/101*z^3 - 227/202*z + 1
*
[ 2 ] 
f(z) = 41/103*z^3 - 225/206*z + 1
*
[ 2 ] 
f(z) = 41/105*z^3 - 223/210*z + 1
*
[ 2 ] 
f(z) = 41/107*z^3 - 221/214*z + 1
*
[ 2 ] 
f(z) = 42/101*z^3 - 235/202*z + 1
*
[ 1/2 ] 
f(z) = 42/101*z^3 - 223/202*z + 1
*
[ 2 ] 
f(z) = 42/103*z^3 - 233/206*z + 1
*
[ 1/2 ] 
f(z) = 42/103*z^3 - 227/206*z + 1
*
[ 1/2 ] 
f(z) = 42/107*z^3 - 235/214*z + 1
*
[ 2 ] 
f(z) = 42/107*z^3 - 229/214*z + 1
*
[ 1/2 ] 
f(z) = 42/109*z^3 - 239/218*z + 1
*
[ 2 ] 
f(z) = 42/109*z^3 - 227/218*z + 1
*
[ 2 ] 
f(z) = 43/105*z^3 - 239/210*z + 1
*
[ 2 ] 
f(z) = 43/107*z^3 - 237/214*z + 1
*
[ 2 ] 
f(z) = 43/109*z^3 - 235/218*z + 1
*
[ 1/2 ] 
f(z) = 46/101*z^3 - 225/202*z + 1
*
[ 1/2 ] 
f(z) = 46/103*z^3 - 229/206*z + 1
*
[ 1/2 ] 
f(z) = 46/105*z^3 - 233/210*z + 1
*
[ 1/2 ] 
f(z) = 46/107*z^3 - 237/214*z + 1
*
[ 1/2 ] 
f(z) = 50/101*z^3 - 227/202*z + 1
*
[ 1/2 ] 
f(z) = 50/103*z^3 - 231/206*z + 1
*
[ 1/2 ] 
f(z) = 50/107*z^3 - 239/214*z + 1
*
[ 1/2 ] 
f(z) = 54/101*z^3 - 229/202*z + 1
*
[ 1/2 ] 
f(z) = 54/103*z^3 - 233/206*z + 1
*
[ 1/2 ] 
f(z) = 58/101*z^3 - 231/202*z + 1
*
[ 1/2 ] 
f(z) = 58/103*z^3 - 235/206*z + 1
*
[ 1/2 ] 
f(z) = 58/105*z^3 - 239/210*z + 1
*
[ 2 ] 
f(z) = 42/113*z^3 - 223/226*z + 1
*
[ 2 ] 
f(z) = 42/115*z^3 - 221/230*z + 1
*
[ 2 ] 
f(z) = 43/111*z^3 - 233/222*z + 1
*
[ 2 ] 
f(z) = 43/113*z^3 - 231/226*z + 1
*
[ 2 ] 
f(z) = 43/115*z^3 - 229/230*z + 1
*
[ 2 ] 
f(z) = 43/117*z^3 - 227/234*z + 1
*
[ 2 ] 
f(z) = 43/119*z^3 - 225/238*z + 1
*
[ 2 ] 
f(z) = 44/113*z^3 - 239/226*z + 1
*
[ 2 ] 
f(z) = 44/115*z^3 - 237/230*z + 1
*
[ 2 ] 
f(z) = 44/117*z^3 - 235/234*z + 1
*
[ 2 ] 
f(z) = 44/119*z^3 - 233/238*z + 1
*
12/7 | 0.16005264998377065495177104849929772610 | 0.029361864046120430451961379560129899497
f(z) = 49/110*z^3 - 233/220*z + 1
*
[ -9/4 ] 
f(z) = 56/117*z^3 - 229/234*z + 1
*
[ 6/11 ] 
f(z) = 41/108*z^3 - 229/242*z + 1
*
-4/3 | 0.20659955264046245234790151864130637219 | 0.029873888708107671340142483719575667526
f(z) = 41/112*z^3 - 227/252*z + 1
*
[ 6/11 ] 
f(z) = 47/108*z^3 - 233/242*z + 1
*
[ 6/11 ] 
f(z) = 53/108*z^3 - 237/242*z + 1
*
[ 12 ] 
f(z) = 41/108*z^3 - 215/4*z + 1
*
[ -14/3 ] 
f(z) = 45/112*z^3 - 211/28*z + 1
*
[ 5 ] 
f(z) = 47/100*z^3 - 219/20*z + 1
*
[ -5 ] 
f(z) = 47/100*z^3 - 211/20*z + 1
*
-4 | 0.20143928005888767464245509717651175058 | 0.029937642815827663768547370945910481294
f(z) = 47/112*z^3 - 209/28*z + 1
*
[ 4 ] 
f(z) = 57/112*z^3 - 207/28*z + 1
*
[ 4 ] 
f(z) = 59/112*z^3 - 215/28*z + 1
*
[ -4 ] 
f(z) = 59/112*z^3 - 201/28*z + 1
*
3/11 | 0.24766765382761129226424421175551902541 | 0.028703257370953012347713482423609478210
f(z) = 55/108*z^3 - 207/44*z + 1
*
[ 5/2 ] 
f(z) = 51/100*z^3 - 207/80*z + 1
*
4/3 | 0.079382365409404053074080313358913893158 | 0.011748284700277134155843623568033250348
f(z) = 51/112*z^3 - 215/84*z + 1
*
[ 5/2 ] 
f(z) = 53/100*z^3 - 217/80*z + 1
*
[ -3 ] 
f(z) = 40/111*z^3 - 212/111*z + 1
*
-2 | 0.073524576464393012589144423647808884025 | 0.013666538900785381046029447210522364844
f(z) = 41/106*z^3 - 217/106*z + 1
*
-2 | 0.074210460050058294239010833297969364952 | 0.013770545980946736837729143227783073192
f(z) = 41/110*z^3 - 219/110*z + 1
*
[ -3 ] 
f(z) = 41/114*z^3 - 217/114*z + 1
*
[ 5/2 ] 
f(z) = 44/105*z^3 - 212/105*z + 1
*
[ 5/2 ] 
f(z) = 44/115*z^3 - 206/115*z + 1
*
[ 1/3 ] 
f(z) = 45/101*z^3 - 207/101*z + 1
*
[ 1/3 ] 
f(z) = 45/103*z^3 - 211/103*z + 1
*
[ 1/3 ] 
f(z) = 45/104*z^3 - 213/104*z + 1
*
[ 1/3 ] 
f(z) = 45/106*z^3 - 217/106*z + 1
*
[ 1/3 ] 
f(z) = 45/107*z^3 - 219/107*z + 1
*
-16/7 | 0.15740139347581016826699877021429632544 | 0.029569997819408077936937093182147609354
f(z) = 49/102*z^3 - 205/102*z + 1
*
[ -18/7 ] 
f(z) = 49/104*z^3 - 202/117*z + 1
*
4/7 | 0.14304658353842203389546707311863392337 | 0.026873251055143767966891536726702024297
f(z) = 49/108*z^3 - 205/108*z + 1
*
[ 12/5 ] 
f(z) = 49/108*z^3 - 203/100*z + 1
*
[ -19/7 ] 
f(z) = 49/114*z^3 - 205/114*z + 1
*
[ 1/3 ] 
f(z) = 54/101*z^3 - 208/101*z + 1
*
[ 1/3 ] 
f(z) = 54/103*z^3 - 212/103*z + 1
*
[ 1/3 ] 
f(z) = 54/107*z^3 - 220/107*z + 1
*
[ 2/5 ] 
f(z) = 45/112*z^3 - 219/140*z + 1
*
[ -26/11 ] 
f(z) = 55/104*z^3 - 219/143*z + 1
*
[ 12/7 ] 
f(z) = 53/108*z^3 - 201/196*z + 1
*
[ 9/5 ] 
f(z) = 55/108*z^3 - 217/180*z + 1
*
[ 10/19 ] 
f(z) = 57/100*z^3 - 201/190*z + 1
*
[ 2 ] 
f(z) = 40/101*z^3 - 219/202*z + 1
*
[ 2 ] 
f(z) = 40/103*z^3 - 217/206*z + 1
*
[ 2 ] 
f(z) = 40/107*z^3 - 213/214*z + 1
*
[ 2 ] 
f(z) = 40/109*z^3 - 211/218*z + 1
*
[ 2 ] 
f(z) = 41/109*z^3 - 219/218*z + 1
*
[ 12/7 ] 
f(z) = 49/102*z^3 - 203/204*z + 1
*
[ -16/7 ] 
f(z) = 49/104*z^3 - 213/208*z + 1
*
[ 2 ] 
f(z) = 40/111*z^3 - 209/222*z + 1
*
[ 2 ] 
f(z) = 40/113*z^3 - 207/226*z + 1
*
[ 2 ] 
f(z) = 40/117*z^3 - 203/234*z + 1
*
[ 2 ] 
f(z) = 40/119*z^3 - 201/238*z + 1
*
[ 2 ] 
f(z) = 41/111*z^3 - 217/222*z + 1
*
[ 2 ] 
f(z) = 41/113*z^3 - 215/226*z + 1
*
[ 2 ] 
f(z) = 41/115*z^3 - 213/230*z + 1
*
[ 2 ] 
f(z) = 41/117*z^3 - 211/234*z + 1
*
[ 2 ] 
f(z) = 41/119*z^3 - 209/238*z + 1
*
[ -5/2 ] 
f(z) = 42/115*z^3 - 203/230*z + 1
*
[ 4/7 ] 
f(z) = 49/114*z^3 - 203/228*z + 1
*
[ 4/7 ] 
f(z) = 49/118*z^3 - 209/236*z + 1
*
[ 5 ] 
f(z) = 41/100*z^3 - 189/20*z + 1
*
[ -5 ] 
f(z) = 41/100*z^3 - 181/20*z + 1
*
[ 5 ] 
f(z) = 43/100*z^3 - 199/20*z + 1
*
[ -5 ] 
f(z) = 43/100*z^3 - 191/20*z + 1
*
-4 | 0.17981237388831048189406851208492442924 | 0.027043584254928137174648024928870941135
f(z) = 43/112*z^3 - 193/28*z + 1
*
[ 4 ] 
f(z) = 51/112*z^3 - 183/28*z + 1
*
[ 4 ] 
f(z) = 53/112*z^3 - 191/28*z + 1
*
[ 4 ] 
f(z) = 55/112*z^3 - 199/28*z + 1
*
[ -4 ] 
f(z) = 55/112*z^3 - 185/28*z + 1
*
[ -4 ] 
f(z) = 57/112*z^3 - 193/28*z + 1
*
-2/3 | 0.17640991126162533113352525573733062653 | 0.024113275061430330558390338710926639016
f(z) = 45/104*z^3 - 188/65*z + 1
*
[ 3/10 ] 
f(z) = 50/117*z^3 - 185/78*z + 1
*
[ 5/2 ] 
f(z) = 47/100*z^3 - 187/80*z + 1
*
[ 5/2 ] 
f(z) = 49/100*z^3 - 197/80*z + 1
*
[ -5/2 ] 
f(z) = 59/100*z^3 - 183/80*z + 1
*
[ 7/3 ] 
f(z) = 45/112*z^3 - 181/112*z + 1
*
-10/21 | 0.21273623886788503942630677508645922468 | 0.029078680481550374397976131912017858593
f(z) = 49/104*z^3 - 188/117*z + 1
*
[ 12/35 ] 
f(z) = 49/108*z^3 - 197/100*z + 1
*
3/2 | 0.11141885062730393175747067026336369868 | 0.021299280666494547776835602078750392950
f(z) = 52/105*z^3 - 187/105*z + 1
*
[ -5/2 ] 
f(z) = 56/115*z^3 - 189/115*z + 1
*
[ 2 ] 
f(z) = 59/102*z^3 - 185/102*z + 1
*
[ 2 ] 
f(z) = 59/106*z^3 - 183/106*z + 1
*
[ 2 ] 
f(z) = 59/110*z^3 - 181/110*z + 1
*
[ -33/14 ] 
f(z) = 49/108*z^3 - 193/176*z + 1
*
[ 5/3 ] 
f(z) = 53/100*z^3 - 193/180*z + 1
*
[ 18/11 ] 
f(z) = 55/108*z^3 - 193/198*z + 1
*
[ 4/7 ] 
f(z) = 49/102*z^3 - 185/204*z + 1
*
[ 4/7 ] 
f(z) = 49/106*z^3 - 191/212*z + 1
*
[ 3/2 ] 
f(z) = 58/105*z^3 - 191/210*z + 1
*
[ 4/7 ] 
f(z) = 49/110*z^3 - 197/220*z + 1
*
[ 12/7 ] 
f(z) = 49/114*z^3 - 193/228*z + 1
*
[ 17/10 ] 
f(z) = 50/119*z^3 - 191/238*z + 1
*
[ 3/2 ] 
f(z) = 58/111*z^3 - 187/222*z + 1
*
[ 2/3 ] 
f(z) = 55/112*z^3 - 181/252*z + 1
*
[ 26/19 ] 
f(z) = 57/104*z^3 - 187/247*z + 1
*
[ 2/3 ] 
f(z) = 59/112*z^3 - 185/252*z + 1
*
[ 8/5 ] 
f(z) = 45/112*z^3 - 183/280*z + 1
*
[ 4 ] 
f(z) = 47/112*z^3 - 167/28*z + 1
*
[ -4 ] 
f(z) = 51/112*z^3 - 169/28*z + 1
*
[ -4 ] 
f(z) = 53/112*z^3 - 177/28*z + 1
*
[ 10/3 ] 
f(z) = 57/100*z^3 - 169/30*z + 1
*
3/11 | 0.23689691015518440098312669327684414765 | 0.028237016705189241949148050172139859722
f(z) = 55/108*z^3 - 163/44*z + 1
*
[ 5/2 ] 
f(z) = 43/100*z^3 - 167/80*z + 1
*
[ -5/2 ] 
f(z) = 57/100*z^3 - 173/80*z + 1
*
[ 12/5 ] 
f(z) = 43/108*z^3 - 171/100*z + 1
*
[ -8/3 ] 
f(z) = 45/104*z^3 - 177/104*z + 1
*
[ 7/3 ] 
f(z) = 45/119*z^3 - 177/119*z + 1
*
[ 3/7 ] 
f(z) = 49/114*z^3 - 161/114*z + 1
*
[ -13/5 ] 
f(z) = 50/117*z^3 - 176/117*z + 1
*
[ -5/2 ] 
f(z) = 52/105*z^3 - 178/105*z + 1
*
[ -5/2 ] 
f(z) = 52/115*z^3 - 164/115*z + 1
*
[ 2 ] 
f(z) = 53/102*z^3 - 161/102*z + 1
*
[ 2 ] 
f(z) = 55/102*z^3 - 169/102*z + 1
*
[ 2 ] 
f(z) = 55/106*z^3 - 167/106*z + 1
*
[ 2 ] 
f(z) = 55/114*z^3 - 163/114*z + 1
*
[ 2 ] 
f(z) = 55/118*z^3 - 161/118*z + 1
*
[ 2 ] 
f(z) = 57/106*z^3 - 175/106*z + 1
*
[ 2 ] 
f(z) = 57/110*z^3 - 173/110*z + 1
*
[ 2 ] 
f(z) = 57/118*z^3 - 169/118*z + 1
*
[ -12/5 ] 
f(z) = 59/108*z^3 - 173/100*z + 1
*
[ 2 ] 
f(z) = 59/114*z^3 - 179/114*z + 1
*
[ -12/5 ] 
f(z) = 50/117*z^3 - 163/156*z + 1
*
[ 5/3 ] 
f(z) = 47/100*z^3 - 163/180*z + 1
*
[ 12/7 ] 
f(z) = 47/108*z^3 - 169/196*z + 1
*
[ 5/3 ] 
f(z) = 49/100*z^3 - 173/180*z + 1
*
[ 3/5 ] 
f(z) = 55/117*z^3 - 163/195*z + 1
*
[ -2 ] 
f(z) = 58/101*z^3 - 161/202*z + 1
*
[ -2 ] 
f(z) = 59/101*z^3 - 169/202*z + 1
*
[ -2 ] 
f(z) = 59/103*z^3 - 163/206*z + 1
*
[ 26/17 ] 
f(z) = 51/104*z^3 - 177/221*z + 1
*
[ 2/3 ] 
f(z) = 54/113*z^3 - 161/226*z + 1
*
[ 2/3 ] 
f(z) = 54/115*z^3 - 163/230*z + 1
*
[ 2/3 ] 
f(z) = 54/119*z^3 - 167/238*z + 1
*
[ 2/3 ] 
f(z) = 41/112*z^3 - 167/252*z + 1
*
[ 2/3 ] 
f(z) = 43/112*z^3 - 169/252*z + 1
*
[ 2/3 ] 
f(z) = 47/112*z^3 - 173/252*z + 1
*
[ 2/3 ] 
f(z) = 53/112*z^3 - 179/252*z + 1
*
[ 4/3 ] 
f(z) = 59/112*z^3 - 173/252*z + 1
*
[ 10/7 ] 
f(z) = 49/108*z^3 - 169/270*z + 1
*
[ 10/9 ] 
f(z) = 57/100*z^3 - 163/270*z + 1
*
[ 10/7 ] 
f(z) = 49/116*z^3 - 163/290*z + 1
*
[ 6/7 ] 
f(z) = 59/108*z^3 - 167/294*z + 1
*
[ 4 ] 
f(z) = 41/112*z^3 - 143/28*z + 1
*
[ 4 ] 
f(z) = 43/112*z^3 - 151/28*z + 1
*
[ 4 ] 
f(z) = 45/112*z^3 - 159/28*z + 1
*
[ -4 ] 
f(z) = 45/112*z^3 - 145/28*z + 1
*
[ -4 ] 
f(z) = 47/112*z^3 - 153/28*z + 1
*
[ 10/3 ] 
f(z) = 51/100*z^3 - 149/30*z + 1
*
[ 3 ] 
f(z) = 56/117*z^3 - 142/39*z + 1
*
[ -10/3 ] 
f(z) = 57/100*z^3 - 151/30*z + 1
*
[ 3 ] 
f(z) = 58/117*z^3 - 148/39*z + 1
*
[ 3 ] 
f(z) = 59/117*z^3 - 151/39*z + 1
*
[ 2/7 ] 
f(z) = 49/116*z^3 - 147/58*z + 1
*
-2 | 0.090013011474729526638553980840857468665 | 0.015914629031558282404157021581648578205
f(z) = 57/116*z^3 - 143/58*z + 1
*
-2 | 0.088613362644837149017344871481590779124 | 0.015667166008854666710407993712717899767
f(z) = 59/100*z^3 - 143/50*z + 1
*
-2 | 0.076004826449938758274011762634736158556 | 0.013405012818150130274801203615012148192
f(z) = 59/108*z^3 - 145/54*z + 1
*
-2 | 0.090329928248026185206390173433487760084 | 0.015893139877637873044461309046951057258
f(z) = 59/116*z^3 - 147/58*z + 1
*
-12/5 | 0.20164366285164980958744337151637508557 | 0.027949759439626753440334374625995234412
f(z) = 55/108*z^3 - 151/60*z + 1
*
[ 5/2 ] 
f(z) = 41/100*z^3 - 157/80*z + 1
*
[ 5/14 ] 
f(z) = 49/100*z^3 - 149/80*z + 1
*
[ -5/2 ] 
f(z) = 51/100*z^3 - 143/80*z + 1
*
[ -5/2 ] 
f(z) = 53/100*z^3 - 153/80*z + 1
*
[ 2 ] 
f(z) = 49/106*z^3 - 143/106*z + 1
*
[ 2 ] 
f(z) = 49/110*z^3 - 141/110*z + 1
*
[ 3/7 ] 
f(z) = 49/111*z^3 - 157/111*z + 1
*
[ 2 ] 
f(z) = 51/106*z^3 - 151/106*z + 1
*
[ 2 ] 
f(z) = 51/110*z^3 - 149/110*z + 1
*
[ 2 ] 
f(z) = 51/118*z^3 - 145/118*z + 1
*
[ -12/5 ] 
f(z) = 53/108*z^3 - 141/100*z + 1
*
[ 2 ] 
f(z) = 53/110*z^3 - 157/110*z + 1
*
[ 2 ] 
f(z) = 53/114*z^3 - 155/114*z + 1
*
[ 2 ] 
f(z) = 53/118*z^3 - 153/118*z + 1
*
[ 12/7 ] 
f(z) = 49/104*z^3 - 151/156*z + 1
*
[ 10/17 ] 
f(z) = 51/100*z^3 - 149/170*z + 1
*
[ 3/5 ] 
f(z) = 40/117*z^3 - 154/195*z + 1
*
[ 5/3 ] 
f(z) = 43/100*z^3 - 143/180*z + 1
*
-6/5 | 0.20450327982693616152239336959433762719 | 0.027814337719775962462193816208826315752
f(z) = 45/104*z^3 - 154/195*z + 1
*
[ 2/3 ] 
f(z) = 45/101*z^3 - 141/202*z + 1
*
[ 2/3 ] 
f(z) = 45/103*z^3 - 143/206*z + 1
*
[ 2/3 ] 
f(z) = 45/107*z^3 - 147/214*z + 1
*
[ 2/3 ] 
f(z) = 45/109*z^3 - 149/218*z + 1
*
[ 2/3 ] 
f(z) = 54/101*z^3 - 149/202*z + 1
*
[ 2/3 ] 
f(z) = 54/103*z^3 - 151/206*z + 1
*
[ 2/3 ] 
f(z) = 54/107*z^3 - 155/214*z + 1
*
[ 2/3 ] 
f(z) = 54/109*z^3 - 157/218*z + 1
*
[ -2 ] 
f(z) = 56/101*z^3 - 145/202*z + 1
*
[ -2 ] 
f(z) = 57/101*z^3 - 153/202*z + 1
*
[ -2 ] 
f(z) = 57/103*z^3 - 147/206*z + 1
*
[ -2 ] 
f(z) = 58/103*z^3 - 155/206*z + 1
*
[ -2 ] 
f(z) = 58/105*z^3 - 149/210*z + 1
*
[ -2 ] 
f(z) = 58/107*z^3 - 143/214*z + 1
*
[ -2 ] 
f(z) = 59/105*z^3 - 157/210*z + 1
*
[ -2 ] 
f(z) = 59/107*z^3 - 151/214*z + 1
*
[ -2 ] 
f(z) = 59/109*z^3 - 145/218*z + 1
*
[ 7/4 ] 
f(z) = 40/119*z^3 - 143/238*z + 1
*
[ 2/3 ] 
f(z) = 45/113*z^3 - 153/226*z + 1
*
[ 2/3 ] 
f(z) = 45/119*z^3 - 159/238*z + 1
*
-12/7 | 0.11870797587505361207579579052085931519 | 0.021864140540618679680342447379027563980
f(z) = 49/114*z^3 - 155/228*z + 1
*
[ 3/2 ] 
f(z) = 50/111*z^3 - 151/222*z + 1
*
[ 7/10 ] 
f(z) = 50/119*z^3 - 151/238*z + 1
*
[ 14/9 ] 
f(z) = 45/112*z^3 - 155/252*z + 1
*
[ 4/3 ] 
f(z) = 53/112*z^3 - 149/252*z + 1
*
[ 4/3 ] 
f(z) = 55/112*z^3 - 157/252*z + 1
*
[ 5/6 ] 
f(z) = 57/100*z^3 - 143/240*z + 1
*
[ 10/9 ] 
f(z) = 51/100*z^3 - 143/270*z + 1
*
[ 4/5 ] 
f(z) = 55/104*z^3 - 153/260*z + 1
*
[ 6/7 ] 
f(z) = 47/108*z^3 - 143/294*z + 1
*
[ 6/7 ] 
f(z) = 53/108*z^3 - 155/294*z + 1
*
[ -4 ] 
f(z) = 41/112*z^3 - 129/28*z + 1
*
[ -4 ] 
f(z) = 43/112*z^3 - 137/28*z + 1
*
[ 3 ] 
f(z) = 49/117*z^3 - 121/39*z + 1
*
[ 3 ] 
f(z) = 50/117*z^3 - 124/39*z + 1
*
[ -10/3 ] 
f(z) = 51/100*z^3 - 131/30*z + 1
*
[ 3 ] 
f(z) = 53/117*z^3 - 133/39*z + 1
*
[ 3 ] 
f(z) = 55/117*z^3 - 139/39*z + 1
*
[ -3 ] 
f(z) = 58/117*z^3 - 122/39*z + 1
*
[ -3 ] 
f(z) = 59/117*z^3 - 125/39*z + 1
*
[ 8/3 ] 
f(z) = 45/112*z^3 - 125/56*z + 1
*
-2 | 0.073425427516792421208214711729301737707 | 0.013376983157760174214674091564205823651
f(z) = 47/108*z^3 - 121/54*z + 1
*
-2 | 0.088030095034488563028341323020071921307 | 0.015989971622949699111849486605835165118
f(z) = 47/116*z^3 - 123/58*z + 1
*
[ 2/7 ] 
f(z) = 49/100*z^3 - 127/50*z + 1
*
-2 | 0.087237111953899961097006685081795222629 | 0.015845932508245537118385536101361877643
f(z) = 49/100*z^3 - 123/50*z + 1
*
[ 2/7 ] 
f(z) = 49/108*z^3 - 137/54*z + 1
*
-2 | 0.074213706698478435246259507613020343867 | 0.013440954812954083959827699511486264509
f(z) = 49/108*z^3 - 125/54*z + 1
*
-2 | 0.088030489661892944408222940239424489960 | 0.015897629692724175339084857454501222038
f(z) = 49/116*z^3 - 127/58*z + 1
*
-2 | 0.087604922751375927104870700492264204273 | 0.015820775580258583654991791656714323521
f(z) = 51/100*z^3 - 127/50*z + 1
*
-2 | 0.088572340266998491048796968426991457261 | 0.015906404534987546657843622394443689713
f(z) = 51/116*z^3 - 131/58*z + 1
*
-2 | 0.087919441603352208358950983434688025895 | 0.015789152690529056859560080123285308081
f(z) = 53/100*z^3 - 131/50*z + 1
*
-2 | 0.075113947366737764515391353945912009454 | 0.013452851620694880712668157298947532745
f(z) = 53/108*z^3 - 133/54*z + 1
*
-2 | 0.089196416476990776231317349384803564724 | 0.015932421159077671849368527403068145288
f(z) = 53/116*z^3 - 135/58*z + 1
*
-2 | 0.075454416461758014485059484308005960509 | 0.013442489647775265741722958874526148796
f(z) = 55/108*z^3 - 137/54*z + 1
*
-2 | 0.089644093780955928041637624199297769315 | 0.015929305113109621579679962131792830897
f(z) = 55/116*z^3 - 139/58*z + 1
*
-2 | 0.088420278958008166191223711660931298994 | 0.015711839367242239490056905058155802400
f(z) = 57/100*z^3 - 139/50*z + 1
*
[ -5/2 ] 
f(z) = 47/100*z^3 - 123/80*z + 1
*
[ -5/2 ] 
f(z) = 49/100*z^3 - 133/80*z + 1
*
4/3 | 0.16604553145107116406863619174555886486 | 0.026269833621667069883258628540566705356
f(z) = 57/112*z^3 - 139/84*z + 1
*
[ 1/2 ] 
f(z) = 40/111*z^3 - 121/111*z + 1
*
[ 1/2 ] 
f(z) = 40/113*z^3 - 123/113*z + 1
*
[ 1/2 ] 
f(z) = 40/117*z^3 - 127/117*z + 1
*
[ 1/2 ] 
f(z) = 40/119*z^3 - 129/119*z + 1
*
[ 2 ] 
f(z) = 43/102*z^3 - 121/102*z + 1
*
[ -5/2 ] 
f(z) = 44/105*z^3 - 128/105*z + 1
*
[ 1/2 ] 
f(z) = 44/111*z^3 - 122/111*z + 1
*
[ 1/2 ] 
f(z) = 44/113*z^3 - 124/113*z + 1
*
[ 1/2 ] 
f(z) = 44/115*z^3 - 126/115*z + 1
*
[ 1/2 ] 
f(z) = 44/117*z^3 - 128/117*z + 1
*
[ 1/2 ] 
f(z) = 44/119*z^3 - 130/119*z + 1
*
[ 2 ] 
f(z) = 45/106*z^3 - 127/106*z + 1
*
[ 2 ] 
f(z) = 45/118*z^3 - 121/118*z + 1
*
[ 2 ] 
f(z) = 47/102*z^3 - 137/102*z + 1
*
[ 2 ] 
f(z) = 47/106*z^3 - 135/106*z + 1
*
[ 2 ] 
f(z) = 47/110*z^3 - 133/110*z + 1
*
[ 2 ] 
f(z) = 47/114*z^3 - 131/114*z + 1
*
[ 2 ] 
f(z) = 47/118*z^3 - 129/118*z + 1
*
[ 1/2 ] 
f(z) = 48/109*z^3 - 121/109*z + 1
*
[ 1/2 ] 
f(z) = 48/113*z^3 - 125/113*z + 1
*
[ -5/2 ] 
f(z) = 48/115*z^3 - 139/115*z + 1
*
[ 1/2 ] 
f(z) = 48/115*z^3 - 127/115*z + 1
*
[ 1/2 ] 
f(z) = 48/119*z^3 - 131/119*z + 1
*
[ 13/7 ] 
f(z) = 49/104*z^3 - 121/104*z + 1
*
[ 2 ] 
f(z) = 49/114*z^3 - 139/114*z + 1
*
[ 2 ] 
f(z) = 49/118*z^3 - 137/118*z + 1
*
[ 1/2 ] 
f(z) = 52/109*z^3 - 122/109*z + 1
*
[ 1/2 ] 
f(z) = 52/111*z^3 - 124/111*z + 1
*
[ 1/2 ] 
f(z) = 52/113*z^3 - 126/113*z + 1
*
[ 1/2 ] 
f(z) = 52/115*z^3 - 128/115*z + 1
*
[ 1/2 ] 
f(z) = 52/119*z^3 - 132/119*z + 1
*
[ -7/3 ] 
f(z) = 54/119*z^3 - 124/119*z + 1
*
-6/5 | 0.25354758955163813891091531105193129942 | 0.028413602678308936216886816790883996311
f(z) = 55/108*z^3 - 139/110*z + 1
*
[ 1/2 ] 
f(z) = 56/107*z^3 - 121/107*z + 1
*
[ 1/2 ] 
f(z) = 56/109*z^3 - 123/109*z + 1
*
[ 1/2 ] 
f(z) = 56/111*z^3 - 125/111*z + 1
*
[ 1/2 ] 
f(z) = 56/113*z^3 - 127/113*z + 1
*
[ 1/2 ] 
f(z) = 56/115*z^3 - 129/115*z + 1
*
[ 1/2 ] 
f(z) = 56/117*z^3 - 131/117*z + 1
*
[ 28/15 ] 
f(z) = 45/112*z^3 - 131/140*z + 1
*
[ 12/7 ] 
f(z) = 49/117*z^3 - 127/156*z + 1
*
[ 3/2 ] 
f(z) = 59/117*z^3 - 125/156*z + 1
*
[ 2/3 ] 
f(z) = 51/116*z^3 - 121/174*z + 1
*
[ 2/3 ] 
f(z) = 57/116*z^3 - 125/174*z + 1
*
[ 5/3 ] 
f(z) = 41/100*z^3 - 133/180*z + 1
*
[ 12/7 ] 
f(z) = 41/108*z^3 - 137/196*z + 1
*
[ 3/2 ] 
f(z) = 46/105*z^3 - 137/210*z + 1
*
[ -2 ] 
f(z) = 53/101*z^3 - 121/202*z + 1
*
[ -2 ] 
f(z) = 54/101*z^3 - 129/202*z + 1
*
[ -2 ] 
f(z) = 54/103*z^3 - 123/206*z + 1
*
[ -2 ] 
f(z) = 55/101*z^3 - 137/202*z + 1
*
[ -2 ] 
f(z) = 55/103*z^3 - 131/206*z + 1
*
[ -2 ] 
f(z) = 56/103*z^3 - 139/206*z + 1
*
[ -2 ] 
f(z) = 56/107*z^3 - 127/214*z + 1
*
[ -2 ] 
f(z) = 56/109*z^3 - 121/218*z + 1
*
[ -2 ] 
f(z) = 57/107*z^3 - 135/214*z + 1
*
[ -2 ] 
f(z) = 57/109*z^3 - 129/218*z + 1
*
[ -2 ] 
f(z) = 58/109*z^3 - 137/218*z + 1
*
[ 3/2 ] 
f(z) = 46/111*z^3 - 133/222*z + 1
*
[ 10/7 ] 
f(z) = 49/115*z^3 - 131/230*z + 1
*
[ 5/6 ] 
f(z) = 54/115*z^3 - 121/230*z + 1
*
[ 3/4 ] 
f(z) = 56/111*z^3 - 137/222*z + 1
*
[ 5/4 ] 
f(z) = 56/115*z^3 - 129/230*z + 1
*
[ -2 ] 
f(z) = 58/111*z^3 - 131/222*z + 1
*
[ -2 ] 
f(z) = 58/113*z^3 - 125/226*z + 1
*
[ -2 ] 
f(z) = 59/111*z^3 - 139/222*z + 1
*
[ -2 ] 
f(z) = 59/113*z^3 - 133/226*z + 1
*
[ -2 ] 
f(z) = 59/115*z^3 - 127/230*z + 1
*
[ -2 ] 
f(z) = 59/117*z^3 - 121/234*z + 1
*
[ 4/3 ] 
f(z) = 47/112*z^3 - 125/252*z + 1
*
[ 5/6 ] 
f(z) = 51/100*z^3 - 133/240*z + 1
*
[ 4/5 ] 
f(z) = 45/104*z^3 - 137/260*z + 1
*
[ 6/7 ] 
f(z) = 41/108*z^3 - 131/294*z + 1
*
[ 6 ] 
f(z) = 53/108*z^3 - 101/6*z + 1
*
[ -6 ] 
f(z) = 55/108*z^3 - 103/6*z + 1
*
[ 6 ] 
f(z) = 59/108*z^3 - 113/6*z + 1
*
[ 3 ] 
f(z) = 43/117*z^3 - 103/39*z + 1
*
[ 3 ] 
f(z) = 44/117*z^3 - 106/39*z + 1
*
4/3 | 0.11894500567200992472483864845941016311 | 0.019512537549891535571189937620877766344
f(z) = 45/112*z^3 - 111/28*z + 1
*
[ 3 ] 
f(z) = 46/117*z^3 - 112/39*z + 1
*
[ 3 ] 
f(z) = 47/117*z^3 - 115/39*z + 1
*
-3 | 0.22513947873481637320074718387711857941 | 0.028459194992380709109281146310129804109
f(z) = 49/108*z^3 - 101/28*z + 1
*
3/5 | 0.14081471426280576365390671299529347272 | 0.024282197690787780649155079223771497490
f(z) = 50/117*z^3 - 110/39*z + 1
*
2/3 | 0.19945349591874525546988731657072189592 | 0.029579864555220748003762306786063426843
f(z) = 51/104*z^3 - 106/39*z + 1
*
[ -3 ] 
f(z) = 53/117*z^3 - 107/39*z + 1
*
[ -3 ] 
f(z) = 55/117*z^3 - 113/39*z + 1
*
[ -3 ] 
f(z) = 56/117*z^3 - 116/39*z + 1
*
-2 | 0.085280929370149840148814498321643118800 | 0.015892901707240030718207033198327788598
f(z) = 41/100*z^3 - 107/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013584007099605688680256965349362544703
f(z) = 41/108*z^3 - 109/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016293671037774402842080784613206883217
f(z) = 41/116*z^3 - 111/58*z + 1
*
-2 | 0.085281996355907452216872869140521066197 | 0.015785135836919669419539711655402772380
f(z) = 43/100*z^3 - 111/50*z + 1
*
-2 | 0.073143019160718763557222897451893452722 | 0.013493690045454611465694738122056402324
f(z) = 43/108*z^3 - 113/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.016187599147185309951032833395022501567
f(z) = 43/116*z^3 - 115/58*z + 1
*
-2 | 0.088030096219571335642835894612834751514 | 0.016086575659187903471264220186971976232
f(z) = 45/116*z^3 - 119/58*z + 1
*
-2 | 0.086796928018518264550504543802670001307 | 0.015861227120237488280257041421406577578
f(z) = 47/100*z^3 - 119/50*z + 1
*
[ 3/11 ] 
f(z) = 55/108*z^3 - 119/44*z + 1
*
-26/15 | 0.18431696386628418848211972743798468582 | 0.027113648056474059427396594653992602077
f(z) = 45/104*z^3 - 112/65*z + 1
*
[ 2/5 ] 
f(z) = 45/104*z^3 - 102/65*z + 1
*
[ 15/7 ] 
f(z) = 49/100*z^3 - 103/60*z + 1
*
-5/3 | 0.17882877261002837007298148378166734100 | 0.028381979397156473210786894699310313680
f(z) = 51/100*z^3 - 109/60*z + 1
*
[ 2/5 ] 
f(z) = 55/104*z^3 - 103/65*z + 1
*
-5/3 | 0.17882877261002837007298148378166734100 | 0.027992025318062210598414810884500071388
f(z) = 57/100*z^3 - 119/60*z + 1
*
[ -5/2 ] 
f(z) = 43/100*z^3 - 103/80*z + 1
*
[ 10/21 ] 
f(z) = 49/100*z^3 - 109/90*z + 1
*
[ 1/2 ] 
f(z) = 40/101*z^3 - 111/101*z + 1
*
[ 1/2 ] 
f(z) = 40/103*z^3 - 113/103*z + 1
*
[ 1/2 ] 
f(z) = 40/107*z^3 - 117/107*z + 1
*
[ 1/2 ] 
f(z) = 40/109*z^3 - 119/109*z + 1
*
[ 2 ] 
f(z) = 41/102*z^3 - 113/102*z + 1
*
[ 2 ] 
f(z) = 41/106*z^3 - 111/106*z + 1
*
[ 2 ] 
f(z) = 41/110*z^3 - 109/110*z + 1
*
[ 2 ] 
f(z) = 41/114*z^3 - 107/114*z + 1
*
[ 2 ] 
f(z) = 41/118*z^3 - 105/118*z + 1
*
[ 2 ] 
f(z) = 43/106*z^3 - 119/106*z + 1
*
[ 2 ] 
f(z) = 43/110*z^3 - 117/110*z + 1
*
[ 2 ] 
f(z) = 43/114*z^3 - 115/114*z + 1
*
[ 2 ] 
f(z) = 43/118*z^3 - 113/118*z + 1
*
[ 1/2 ] 
f(z) = 44/101*z^3 - 112/101*z + 1
*
[ 1/2 ] 
f(z) = 44/103*z^3 - 114/103*z + 1
*
[ 1/2 ] 
f(z) = 44/105*z^3 - 116/105*z + 1
*
[ 1/2 ] 
f(z) = 44/107*z^3 - 118/107*z + 1
*
[ 1/2 ] 
f(z) = 44/109*z^3 - 120/109*z + 1
*
[ -5/2 ] 
f(z) = 44/115*z^3 - 114/115*z + 1
*
[ -12/5 ] 
f(z) = 47/108*z^3 - 109/100*z + 1
*
[ 1/2 ] 
f(z) = 48/101*z^3 - 113/101*z + 1
*
[ 1/2 ] 
f(z) = 48/103*z^3 - 115/103*z + 1
*
[ 1/2 ] 
f(z) = 48/107*z^3 - 119/107*z + 1
*
[ 4/7 ] 
f(z) = 49/116*z^3 - 103/116*z + 1
*
[ 13/7 ] 
f(z) = 49/117*z^3 - 115/117*z + 1
*
[ 9/5 ] 
f(z) = 50/117*z^3 - 110/117*z + 1
*
[ 1/2 ] 
f(z) = 52/101*z^3 - 114/101*z + 1
*
[ 1/2 ] 
f(z) = 52/103*z^3 - 116/103*z + 1
*
[ 1/2 ] 
f(z) = 52/105*z^3 - 118/105*z + 1
*
[ 1/2 ] 
f(z) = 52/107*z^3 - 120/107*z + 1
*
[ 5/3 ] 
f(z) = 54/115*z^3 - 104/115*z + 1
*
-102/55 | 0.17157921604609698008757770611804987457 | 0.019745660710930118979410463040703281460
f(z) = 55/108*z^3 - 101/110*z + 1
*
[ 1/2 ] 
f(z) = 56/101*z^3 - 115/101*z + 1
*
[ 1/2 ] 
f(z) = 56/103*z^3 - 117/103*z + 1
*
[ 9/14 ] 
f(z) = 49/108*z^3 - 107/144*z + 1
*
[ 2/3 ] 
f(z) = 51/100*z^3 - 109/150*z + 1
*
[ 3/2 ] 
f(z) = 53/117*z^3 - 107/156*z + 1
*
[ 3/2 ] 
f(z) = 55/117*z^3 - 113/156*z + 1
*
[ 2/3 ] 
f(z) = 57/100*z^3 - 113/150*z + 1
*
[ 4/3 ] 
f(z) = 57/104*z^3 - 113/156*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.029291795074610248617581380378003179788
f(z) = 57/110*z^3 - 113/165*z + 1
*
[ 3/4 ] 
f(z) = 43/108*z^3 - 107/192*z + 1
*
[ 3/4 ] 
f(z) = 49/108*z^3 - 113/192*z + 1
*
[ 6/5 ] 
f(z) = 55/104*z^3 - 116/195*z + 1
*
[ 3/4 ] 
f(z) = 55/108*z^3 - 119/192*z + 1
*
[ 4/3 ] 
f(z) = 45/106*z^3 - 107/212*z + 1
*
[ 8/7 ] 
f(z) = 49/100*z^3 - 103/200*z + 1
*
[ 8/7 ] 
f(z) = 49/108*z^3 - 101/216*z + 1
*
[ -2 ] 
f(z) = 51/101*z^3 - 105/202*z + 1
*
[ -2 ] 
f(z) = 52/101*z^3 - 113/202*z + 1
*
[ -2 ] 
f(z) = 52/103*z^3 - 107/206*z + 1
*
[ -2 ] 
f(z) = 53/103*z^3 - 115/206*z + 1
*
[ -2 ] 
f(z) = 53/105*z^3 - 109/210*z + 1
*
[ -2 ] 
f(z) = 54/107*z^3 - 111/214*z + 1
*
[ -2 ] 
f(z) = 55/107*z^3 - 119/214*z + 1
*
[ -2 ] 
f(z) = 55/109*z^3 - 113/218*z + 1
*
[ 3/4 ] 
f(z) = 40/111*z^3 - 119/222*z + 1
*
[ 4/3 ] 
f(z) = 45/118*z^3 - 101/236*z + 1
*
[ 6/7 ] 
f(z) = 49/111*z^3 - 109/222*z + 1
*
[ 6/5 ] 
f(z) = 50/111*z^3 - 107/222*z + 1
*
[ 13/10 ] 
f(z) = 50/117*z^3 - 115/234*z + 1
*
[ 9/10 ] 
f(z) = 50/117*z^3 - 107/234*z + 1
*
[ 7/6 ] 
f(z) = 54/119*z^3 - 113/238*z + 1
*
[ -2 ] 
f(z) = 56/111*z^3 - 115/222*z + 1
*
[ -2 ] 
f(z) = 57/113*z^3 - 117/226*z + 1
*
[ -2 ] 
f(z) = 58/115*z^3 - 119/230*z + 1
*
[ 4/3 ] 
f(z) = 41/112*z^3 - 101/252*z + 1
*
[ 4/3 ] 
f(z) = 43/112*z^3 - 109/252*z + 1
*
[ 15/14 ] 
f(z) = 49/100*z^3 - 119/240*z + 1
*
[ 15/14 ] 
f(z) = 49/108*z^3 - 109/240*z + 1
*
[ 6 ] 
f(z) = 47/108*z^3 - 89/6*z + 1
*
[ -6 ] 
f(z) = 49/108*z^3 - 91/6*z + 1
*
[ 3 ] 
f(z) = 40/117*z^3 - 94/39*z + 1
*
[ 3 ] 
f(z) = 41/117*z^3 - 97/39*z + 1
*
[ -3 ] 
f(z) = 46/117*z^3 - 86/39*z + 1
*
[ -3 ] 
f(z) = 47/117*z^3 - 89/39*z + 1
*
6/7 | 0.16798422214194398015925556132071358494 | 0.025206169313586269141804883706197237857
f(z) = 49/104*z^3 - 98/39*z + 1
*
[ -24/7 ] 
f(z) = 49/108*z^3 - 97/24*z + 1
*
[ -3 ] 
f(z) = 49/117*z^3 - 95/39*z + 1
*
[ -3 ] 
f(z) = 50/117*z^3 - 98/39*z + 1
*
[ -8/3 ] 
f(z) = 45/112*z^3 - 83/56*z + 1
*
[ 2 ] 
f(z) = 53/100*z^3 - 81/50*z + 1
*
[ 2 ] 
f(z) = 55/108*z^3 - 83/54*z + 1
*
[ 2 ] 
f(z) = 55/116*z^3 - 81/58*z + 1
*
[ 2 ] 
f(z) = 57/100*z^3 - 89/50*z + 1
*
[ 2 ] 
f(z) = 57/116*z^3 - 85/58*z + 1
*
[ 2 ] 
f(z) = 59/100*z^3 - 93/50*z + 1
*
[ 2 ] 
f(z) = 59/108*z^3 - 91/54*z + 1
*
[ 2 ] 
f(z) = 59/116*z^3 - 89/58*z + 1
*
[ -12/5 ] 
f(z) = 55/108*z^3 - 91/60*z + 1
*
[ -5/2 ] 
f(z) = 41/100*z^3 - 93/80*z + 1
*
-4/3 | 0.15945138860541572588856984009462800192 | 0.027140981895847950308733046413493309614
f(z) = 51/112*z^3 - 89/84*z + 1
*
[ -24/11 ] 
f(z) = 55/108*z^3 - 85/88*z + 1
*
-4/3 | 0.12522189820739373530006455014607607263 | 0.021006842147084466570636771809375706940
f(z) = 57/112*z^3 - 97/84*z + 1
*
[ 3/5 ] 
f(z) = 43/108*z^3 - 81/100*z + 1
*
[ -7/3 ] 
f(z) = 45/112*z^3 - 85/112*z + 1
*
[ 2/3 ] 
f(z) = 47/104*z^3 - 82/117*z + 1
*
[ 7/4 ] 
f(z) = 48/119*z^3 - 96/119*z + 1
*
[ 4/7 ] 
f(z) = 49/100*z^3 - 91/100*z + 1
*
[ 2/3 ] 
f(z) = 49/104*z^3 - 83/117*z + 1
*
[ 4/7 ] 
f(z) = 49/108*z^3 - 97/108*z + 1
*
[ 3/5 ] 
f(z) = 49/108*z^3 - 83/100*z + 1
*
[ 11/7 ] 
f(z) = 49/110*z^3 - 81/110*z + 1
*
[ 3/5 ] 
f(z) = 50/111*z^3 - 92/111*z + 1
*
[ 3/2 ] 
f(z) = 52/105*z^3 - 82/105*z + 1
*
[ 2/3 ] 
f(z) = 53/104*z^3 - 85/117*z + 1
*
[ 2/3 ] 
f(z) = 55/104*z^3 - 86/117*z + 1
*
[ 3/2 ] 
f(z) = 56/111*z^3 - 89/111*z + 1
*
[ -2 ] 
f(z) = 59/102*z^3 - 83/102*z + 1
*
[ 2/3 ] 
f(z) = 59/104*z^3 - 88/117*z + 1
*
[ 3/4 ] 
f(z) = 44/117*z^3 - 85/156*z + 1
*
[ 3/2 ] 
f(z) = 47/117*z^3 - 89/156*z + 1
*
[ 3/2 ] 
f(z) = 49/117*z^3 - 95/156*z + 1
*
[ 4/3 ] 
f(z) = 51/104*z^3 - 97/156*z + 1
*
[ 6/7 ] 
f(z) = 49/116*z^3 - 83/174*z + 1
*
[ 6/5 ] 
f(z) = 45/104*z^3 - 89/195*z + 1
*
[ 20/21 ] 
f(z) = 49/100*z^3 - 89/180*z + 1
*
[ -15/7 ] 
f(z) = 49/117*z^3 - 89/195*z + 1
*
[ 8/7 ] 
f(z) = 49/116*z^3 - 99/232*z + 1
*
[ 6 ] 
f(z) = 41/108*z^3 - 77/6*z + 1
*
[ -6 ] 
f(z) = 43/108*z^3 - 79/6*z + 1
*
22/7 | 0.16271509076765851563664814670035225881 | 0.025182371301173931402103776990712754133
f(z) = 49/104*z^3 - 80/13*z + 1
*
[ 26/7 ] 
f(z) = 49/104*z^3 - 75/13*z + 1
*
[ -26/7 ] 
f(z) = 49/104*z^3 - 68/13*z + 1
*
[ -30/7 ] 
f(z) = 49/108*z^3 - 71/10*z + 1
*
[ -3 ] 
f(z) = 40/117*z^3 - 68/39*z + 1
*
[ -3 ] 
f(z) = 41/117*z^3 - 71/39*z + 1
*
[ -3 ] 
f(z) = 43/117*z^3 - 77/39*z + 1
*
[ -3 ] 
f(z) = 44/117*z^3 - 80/39*z + 1
*
2/3 | 0.16198155692937677088813883364961880682 | 0.028398971673466616074400561382475311401
f(z) = 45/112*z^3 - 75/28*z + 1
*
4/3 | 0.14464823996473048976302923520466658013 | 0.025736285261616070290919824039991997654
f(z) = 45/112*z^3 - 69/28*z + 1
*
-2 | 0.087382500589079244956332478800105431973 | 0.015895911678129248803428279099798579996
f(z) = 47/112*z^3 - 61/28*z + 1
*
[ 20/7 ] 
f(z) = 49/100*z^3 - 67/20*z + 1
*
15/7 | 0.19245202357967322370796460720718017707 | 0.025106963491638307882671427526062792364
f(z) = 49/108*z^3 - 79/20*z + 1
*
-2 | 0.088500849318562329662577404993957875971 | 0.015915467777355872612129469027087693060
f(z) = 51/112*z^3 - 65/28*z + 1
*
-2 | 0.088972630448719964147842520244418000693 | 0.015913582120448866515278638254140844482
f(z) = 53/112*z^3 - 67/28*z + 1
*
-2 | 0.089357088987450050331359456337864581630 | 0.015898703868704976230452429707647475935
f(z) = 55/112*z^3 - 69/28*z + 1
*
-2 | 0.089685359335721536348736943098298104531 | 0.015876397298797907034839728745364843993
f(z) = 57/112*z^3 - 71/28*z + 1
*
-2 | 0.089970725569868759497768457875690811081 | 0.015848974379322002689247589284582307277
f(z) = 59/112*z^3 - 73/28*z + 1
*
[ 2 ] 
f(z) = 43/100*z^3 - 61/50*z + 1
*
[ 2 ] 
f(z) = 45/116*z^3 - 61/58*z + 1
*
[ 2 ] 
f(z) = 47/100*z^3 - 69/50*z + 1
*
[ 2 ] 
f(z) = 47/108*z^3 - 67/54*z + 1
*
[ 2 ] 
f(z) = 47/116*z^3 - 65/58*z + 1
*
[ 2 ] 
f(z) = 49/100*z^3 - 73/50*z + 1
*
[ 2 ] 
f(z) = 49/108*z^3 - 71/54*z + 1
*
[ 2 ] 
f(z) = 49/116*z^3 - 69/58*z + 1
*
[ 2 ] 
f(z) = 51/100*z^3 - 77/50*z + 1
*
[ 2 ] 
f(z) = 51/116*z^3 - 73/58*z + 1
*
[ 2 ] 
f(z) = 53/108*z^3 - 79/54*z + 1
*
[ 2 ] 
f(z) = 53/116*z^3 - 77/58*z + 1
*
[ 5/3 ] 
f(z) = 51/100*z^3 - 61/60*z + 1
*
[ 6/11 ] 
f(z) = 55/108*z^3 - 65/66*z + 1
*
[ 5/3 ] 
f(z) = 57/100*z^3 - 71/60*z + 1
*
[ 3/2 ] 
f(z) = 58/117*z^3 - 61/78*z + 1
*
[ 2/3 ] 
f(z) = 57/112*z^3 - 61/84*z + 1
*
[ 2/3 ] 
f(z) = 41/104*z^3 - 79/117*z + 1
*
[ -12/5 ] 
f(z) = 41/108*z^3 - 77/100*z + 1
*
[ 2/3 ] 
f(z) = 43/104*z^3 - 80/117*z + 1
*
[ 3/2 ] 
f(z) = 44/105*z^3 - 64/105*z + 1
*
[ 3/2 ] 
f(z) = 44/111*z^3 - 62/111*z + 1
*
[ 2/3 ] 
f(z) = 45/106*z^3 - 73/106*z + 1
*
[ 2/3 ] 
f(z) = 45/118*z^3 - 79/118*z + 1
*
[ -7/3 ] 
f(z) = 45/119*z^3 - 75/119*z + 1
*
[ 26/21 ] 
f(z) = 49/104*z^3 - 62/117*z + 1
*
[ 5/7 ] 
f(z) = 49/110*z^3 - 69/110*z + 1
*
[ 10/7 ] 
f(z) = 49/110*z^3 - 67/110*z + 1
*
[ 5/7 ] 
f(z) = 49/115*z^3 - 71/115*z + 1
*
[ 7/5 ] 
f(z) = 50/119*z^3 - 64/119*z + 1
*
[ 3/2 ] 
f(z) = 52/111*z^3 - 80/111*z + 1
*
[ -2 ] 
f(z) = 55/102*z^3 - 67/102*z + 1
*
[ -2 ] 
f(z) = 55/106*z^3 - 61/106*z + 1
*
[ -2 ] 
f(z) = 57/106*z^3 - 69/106*z + 1
*
[ -2 ] 
f(z) = 57/110*z^3 - 63/110*z + 1
*
[ -2 ] 
f(z) = 59/106*z^3 - 77/106*z + 1
*
[ -2 ] 
f(z) = 59/110*z^3 - 71/110*z + 1
*
[ -2 ] 
f(z) = 59/114*z^3 - 65/114*z + 1
*
[ 3/2 ] 
f(z) = 41/117*z^3 - 71/156*z + 1
*
[ 6/5 ] 
f(z) = 43/108*z^3 - 61/150*z + 1
*
[ 3/2 ] 
f(z) = 43/117*z^3 - 77/156*z + 1
*
[ 4/5 ] 
f(z) = 45/112*z^3 - 71/140*z + 1
*
[ 6/7 ] 
f(z) = 49/100*z^3 - 79/150*z + 1
*
[ 6/5 ] 
f(z) = 49/108*z^3 - 73/150*z + 1
*
[ 4/5 ] 
f(z) = 55/112*z^3 - 79/140*z + 1
*
[ 3/14 ] 
f(z) = 49/108*z^3 - 59/16*z + 1
*
[ 18/7 ] 
f(z) = 49/108*z^3 - 43/18*z + 1
*
[ 3 ] 
f(z) = 49/108*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 55/108*z^3 - 47/12*z + 1
*
[ -3 ] 
f(z) = 59/108*z^3 - 43/12*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016200527006500588161492339371665606474
f(z) = 41/112*z^3 - 55/28*z + 1
*
-2 | 0.087379608727686935977301504245849740777 | 0.016093948460693984651274111747877881800
f(z) = 43/112*z^3 - 57/28*z + 1
*
-2 | 0.087379976272053372844084027639340037327 | 0.015992435234130309299858671882122152564
f(z) = 45/112*z^3 - 59/28*z + 1
*
[ -20/7 ] 
f(z) = 49/100*z^3 - 53/20*z + 1
*
[ 3/7 ] 
f(z) = 49/117*z^3 - 55/39*z + 1
*
3/5 | 0.21302506939945071190908794176312031046 | 0.029026886023403657219976545995594658550
f(z) = 55/108*z^3 - 57/20*z + 1
*
[ 12/5 ] 
f(z) = 55/108*z^3 - 47/20*z + 1
*
[ 2 ] 
f(z) = 55/112*z^3 - 41/28*z + 1
*
[ 2 ] 
f(z) = 57/112*z^3 - 43/28*z + 1
*
[ 2 ] 
f(z) = 59/112*z^3 - 45/28*z + 1
*
[ 2 ] 
f(z) = 41/100*z^3 - 57/50*z + 1
*
[ 2 ] 
f(z) = 41/108*z^3 - 55/54*z + 1
*
[ 2 ] 
f(z) = 41/116*z^3 - 53/58*z + 1
*
[ 2 ] 
f(z) = 43/108*z^3 - 59/54*z + 1
*
[ 2 ] 
f(z) = 43/116*z^3 - 57/58*z + 1
*
[ 4/7 ] 
f(z) = 49/104*z^3 - 47/52*z + 1
*
[ -2 ] 
f(z) = 59/100*z^3 - 43/50*z + 1
*
[ 3/2 ] 
f(z) = 59/108*z^3 - 43/48*z + 1
*
[ 3/4 ] 
f(z) = 40/117*z^3 - 41/78*z + 1
*
[ 26/15 ] 
f(z) = 45/104*z^3 - 57/65*z + 1
*
[ 3/2 ] 
f(z) = 46/117*z^3 - 43/78*z + 1
*
[ -15/7 ] 
f(z) = 49/100*z^3 - 47/60*z + 1
*
[ 10/7 ] 
f(z) = 49/104*z^3 - 43/65*z + 1
*
[ 3/2 ] 
f(z) = 50/117*z^3 - 49/78*z + 1
*
-21/10 | 0.13790170493865934393935735135820152586 | 0.025278384539168823920928910039267433527
f(z) = 50/117*z^3 - 43/78*z + 1
*
[ 3/4 ] 
f(z) = 56/117*z^3 - 47/78*z + 1
*
[ 3/4 ] 
f(z) = 59/108*z^3 - 41/64*z + 1
*
[ 6/7 ] 
f(z) = 43/108*z^3 - 45/98*z + 1
*
[ 2/3 ] 
f(z) = 51/112*z^3 - 59/84*z + 1
*
[ 4/3 ] 
f(z) = 51/112*z^3 - 47/84*z + 1
*
[ 6/7 ] 
f(z) = 55/108*z^3 - 53/98*z + 1
*
[ 4/3 ] 
f(z) = 57/112*z^3 - 55/84*z + 1
*
[ 3/2 ] 
f(z) = 40/111*z^3 - 53/111*z + 1
*
[ 4/3 ] 
f(z) = 45/116*z^3 - 51/116*z + 1
*
[ 5/4 ] 
f(z) = 48/115*z^3 - 52/115*z + 1
*
[ 6/7 ] 
f(z) = 49/102*z^3 - 53/102*z + 1
*
[ 8/7 ] 
f(z) = 49/104*z^3 - 51/104*z + 1
*
[ 6/7 ] 
f(z) = 49/114*z^3 - 55/114*z + 1
*
[ 9/7 ] 
f(z) = 49/117*z^3 - 55/117*z + 1
*
[ -2 ] 
f(z) = 53/102*z^3 - 59/102*z + 1
*
[ 14/15 ] 
f(z) = 45/112*z^3 - 59/140*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.016000517991782111657508874857855909005
f(z) = 41/104*z^3 - 27/13*z + 1
*
[ -6 ] 
f(z) = 41/108*z^3 - 25/2*z + 1
*
[ -3 ] 
f(z) = 41/108*z^3 - 25/12*z + 1
*
-2 | 0.086007708633201297282240751816616519773 | 0.015893077228086453593945404139110891269
f(z) = 43/104*z^3 - 28/13*z + 1
*
[ 3 ] 
f(z) = 43/108*z^3 - 35/12*z + 1
*
[ 6 ] 
f(z) = 43/108*z^3 - 27/2*z + 1
*
-2 | 0.086007238872988382672318218628515709426 | 0.015790597747634076295322931756225127641
f(z) = 45/104*z^3 - 29/13*z + 1
*
-2 | 0.087021639818575807143247099261071219159 | 0.015878010034186239674678685063070420821
f(z) = 47/104*z^3 - 30/13*z + 1
*
[ -3 ] 
f(z) = 47/108*z^3 - 31/12*z + 1
*
[ -6 ] 
f(z) = 47/108*z^3 - 29/2*z + 1
*
[ 2/7 ] 
f(z) = 49/104*z^3 - 33/13*z + 1
*
-2 | 0.087551213123209571571510669452620634033 | 0.015879630834824561556271154067425393261
f(z) = 49/104*z^3 - 31/13*z + 1
*
[ 24/7 ] 
f(z) = 49/108*z^3 - 37/8*z + 1
*
-3/7 | 0.16034288714104927285734933904754291738 | 0.023403672333758606663296233102452504700
f(z) = 49/108*z^3 - 35/4*z + 1
*
[ 6 ] 
f(z) = 49/108*z^3 - 31/2*z + 1
*
-15/7 | 0.082743879354255753320329162513782597228 | 0.014869903117862235126716593411044455049
f(z) = 49/108*z^3 - 29/12*z + 1
*
[ -18/7 ] 
f(z) = 49/108*z^3 - 29/18*z + 1
*
-2 | 0.087971089799287813892136553440801555091 | 0.015864431874378775546471163537034056505
f(z) = 51/104*z^3 - 32/13*z + 1
*
-2 | 0.088324701020761624404655497019015092920 | 0.015840299003253640821925154251122434455
f(z) = 53/104*z^3 - 33/13*z + 1
*
[ -3 ] 
f(z) = 53/108*z^3 - 37/12*z + 1
*
[ -6 ] 
f(z) = 53/108*z^3 - 33/2*z + 1
*
-2 | 0.088628869280350119751629002032368495516 | 0.015810203113166846878532917462704093387
f(z) = 55/104*z^3 - 34/13*z + 1
*
[ 2 ] 
f(z) = 55/104*z^3 - 21/13*z + 1
*
[ 6 ] 
f(z) = 55/108*z^3 - 35/2*z + 1
*
-2 | 0.088891791855830819831550788983954053353 | 0.015775529898371756043173185296151380902
f(z) = 57/104*z^3 - 35/13*z + 1
*
[ 2 ] 
f(z) = 57/104*z^3 - 22/13*z + 1
*
-2 | 0.089117761287586465279997515175126696415 | 0.015736956244032819054738362429313849974
f(z) = 59/104*z^3 - 36/13*z + 1
*
[ 2 ] 
f(z) = 59/104*z^3 - 23/13*z + 1
*
[ -6 ] 
f(z) = 59/108*z^3 - 37/2*z + 1
*
[ 2 ] 
f(z) = 41/112*z^3 - 27/28*z + 1
*
[ 2 ] 
f(z) = 43/112*z^3 - 29/28*z + 1
*
[ 2 ] 
f(z) = 45/112*z^3 - 31/28*z + 1
*
-4/3 | 0.11381103445829884871504825629382419542 | 0.024120178379328707421145878185382079754
f(z) = 45/112*z^3 - 27/28*z + 1
*
[ 2 ] 
f(z) = 47/112*z^3 - 33/28*z + 1
*
[ 15/7 ] 
f(z) = 49/108*z^3 - 31/20*z + 1
*
[ 3/5 ] 
f(z) = 50/117*z^3 - 32/39*z + 1
*
[ 2/3 ] 
f(z) = 51/104*z^3 - 28/39*z + 1
*
[ 2 ] 
f(z) = 51/112*z^3 - 37/28*z + 1
*
[ 2 ] 
f(z) = 53/112*z^3 - 39/28*z + 1
*
[ 3/2 ] 
f(z) = 56/117*z^3 - 29/39*z + 1
*
[ 2/3 ] 
f(z) = 57/104*z^3 - 29/39*z + 1
*
[ 3/2 ] 
f(z) = 41/108*z^3 - 25/48*z + 1
*
[ 4/3 ] 
f(z) = 45/104*z^3 - 27/52*z + 1
*
[ 2/3 ] 
f(z) = 45/116*z^3 - 39/58*z + 1
*
[ 3/2 ] 
f(z) = 47/108*z^3 - 31/48*z + 1
*
[ 6/5 ] 
f(z) = 47/108*z^3 - 23/50*z + 1
*
[ -2 ] 
f(z) = 51/100*z^3 - 27/50*z + 1
*
[ -2 ] 
f(z) = 53/100*z^3 - 31/50*z + 1
*
[ 3/2 ] 
f(z) = 53/108*z^3 - 37/48*z + 1
*
[ 6/5 ] 
f(z) = 53/108*z^3 - 27/50*z + 1
*
[ -2 ] 
f(z) = 55/108*z^3 - 29/54*z + 1
*
[ 12/11 ] 
f(z) = 55/108*z^3 - 23/44*z + 1
*
[ -2 ] 
f(z) = 57/100*z^3 - 39/50*z + 1
*
[ -2 ] 
f(z) = 59/108*z^3 - 37/54*z + 1
*
[ 6/5 ] 
f(z) = 59/108*z^3 - 31/50*z + 1
*
[ -2 ] 
f(z) = 59/116*z^3 - 31/58*z + 1
*
[ 3/4 ] 
f(z) = 41/108*z^3 - 35/64*z + 1
*
[ 3/4 ] 
f(z) = 47/108*z^3 - 37/64*z + 1
*
[ -15/7 ] 
f(z) = 49/108*z^3 - 37/60*z + 1
*
[ 6/7 ] 
f(z) = 49/117*z^3 - 37/78*z + 1
*
[ 6/5 ] 
f(z) = 50/117*z^3 - 35/78*z + 1
*
[ 3/4 ] 
f(z) = 53/108*z^3 - 39/64*z + 1
*
[ 2 ] 
f(z) = 41/104*z^3 - 14/13*z + 1
*
[ 3 ] 
f(z) = 41/108*z^3 - 11/4*z + 1
*
[ 2 ] 
f(z) = 43/104*z^3 - 15/13*z + 1
*
[ -3 ] 
f(z) = 43/108*z^3 - 9/4*z + 1
*
[ 3/2 ] 
f(z) = 43/108*z^3 - 9/16*z + 1
*
[ 2 ] 
f(z) = 45/104*z^3 - 16/13*z + 1
*
[ 2/3 ] 
f(z) = 45/104*z^3 - 9/13*z + 1
*
[ 2 ] 
f(z) = 47/104*z^3 - 17/13*z + 1
*
[ 3 ] 
f(z) = 47/108*z^3 - 13/4*z + 1
*
[ 10/7 ] 
f(z) = 49/100*z^3 - 7/10*z + 1
*
[ 2 ] 
f(z) = 49/104*z^3 - 18/13*z + 1
*
[ 3/7 ] 
f(z) = 49/108*z^3 - 17/12*z + 1
*
6/7 | 0.18184575641458062693222931031154273109 | 0.027746048854094287093134831147427803671
f(z) = 49/108*z^3 - 13/2*z + 1
*
[ 12/7 ] 
f(z) = 49/108*z^3 - 11/12*z + 1
*
[ 3/2 ] 
f(z) = 49/108*z^3 - 11/16*z + 1
*
-6/7 | 0.13805036943266668390165052665771549116 | 0.028544731694452841880134492951946061720
f(z) = 49/108*z^3 - 7/6*z + 1
*
[ 6/7 ] 
f(z) = 49/108*z^3 - 1/2*z + 1
*
[ 2 ] 
f(z) = 51/104*z^3 - 19/13*z + 1
*
[ 2 ] 
f(z) = 53/104*z^3 - 20/13*z + 1
*
[ -2 ] 
f(z) = 53/104*z^3 - 7/13*z + 1
*
3 | 0.18565861291381172817106552902179742562 | 0.029751667637815944937132549312606986932
f(z) = 53/108*z^3 - 19/4*z + 1
*
[ 3 ] 
f(z) = 53/108*z^3 - 15/4*z + 1
*
[ -2 ] 
f(z) = 55/104*z^3 - 8/13*z + 1
*
[ -3 ] 
f(z) = 55/108*z^3 - 13/4*z + 1
*
[ 3/2 ] 
f(z) = 55/108*z^3 - 13/16*z + 1
*
[ -2 ] 
f(z) = 57/104*z^3 - 9/13*z + 1
*
[ -2 ] 
f(z) = 59/104*z^3 - 10/13*z + 1
*
[ 3 ] 
f(z) = 59/108*z^3 - 17/4*z + 1
*
[ 3/2 ] 
f(z) = 40/117*z^3 - 17/39*z + 1
*
[ 3/2 ] 
f(z) = 44/117*z^3 - 20/39*z + 1
*
[ 2/3 ] 
f(z) = 45/112*z^3 - 19/28*z + 1
*
[ 4/3 ] 
f(z) = 45/112*z^3 - 13/28*z + 1
*
[ 5/7 ] 
f(z) = 49/100*z^3 - 13/20*z + 1
*
[ 6/7 ] 
f(z) = 49/104*z^3 - 20/39*z + 1
*
[ 9/7 ] 
f(z) = 49/108*z^3 - 19/36*z + 1
*
[ 3/5 ] 
f(z) = 55/108*z^3 - 17/20*z + 1
*
[ 6/5 ] 
f(z) = 55/108*z^3 - 17/30*z + 1
*
[ -2 ] 
f(z) = 57/112*z^3 - 15/28*z + 1
*
[ -2 ] 
f(z) = 59/112*z^3 - 17/28*z + 1
*
[ 6/5 ] 
f(z) = 41/108*z^3 - 19/50*z + 1
*
[ -10/7 ]
f(z) = 49/100*z^3 + 7/10*z + 1
*
[ -1 ]
f(z) = 42/101*z^3 + 160/101*z + 1
*
[ 15/2 ] 
f(z) = 44/125*z^3 - 284/15*z + 1
*
[ -15 ] 
f(z) = 53/125*z^3 - 283/3*z + 1
*
[ -6 ] 
f(z) = 41/135*z^3 - 293/30*z + 1
*
-32/7 | 0.20182688138637809573814272706936883951 | 0.028731240594570254230719917291952951077
f(z) = 49/128*z^3 - 281/32*z + 1
*
[ -11/2 ] 
f(z) = 58/121*z^3 - 293/22*z + 1
*
-5 | 0.31244876009921299454263064647355917851 | 0.029742670280060379945106932917889808291
f(z) = 41/125*z^3 - 292/41*z + 1
*
95/28 | 0.23209480731744366174707986095726358147 | 0.022072128046177596987080522509097810782
f(z) = 42/125*z^3 - 295/56*z + 1
*
[ -9/2 ] 
f(z) = 52/135*z^3 - 296/45*z + 1
*
-4 | 0.23672940332334516673639422353565946848 | 0.028051779954441978438569920089455962536
f(z) = 55/128*z^3 - 289/40*z + 1
*
[ 4 ] 
f(z) = 41/120*z^3 - 283/60*z + 1
*
[ 4 ] 
f(z) = 43/120*z^3 - 299/60*z + 1
*
[ 4 ] 
f(z) = 43/136*z^3 - 293/68*z + 1
*
[ -4 ] 
f(z) = 47/136*z^3 - 291/68*z + 1
*
10/3 | 0.18446822973963425683690317881972700430 | 0.020761052251191522038228077360833408685
f(z) = 48/125*z^3 - 289/60*z + 1
*
-10/3 | 0.17133151636622728869547508691544332994 | 0.019328212851628406557156910279944572533
f(z) = 48/125*z^3 - 283/60*z + 1
*
20/7 | 0.15077922471328216510103300681672608686 | 0.023657878419951236939279417093707384706
f(z) = 49/120*z^3 - 293/60*z + 1
*
2/7 | 0.19022270316267326672975453156160151707 | 0.029752092444317570075715644141945932679
f(z) = 49/132*z^3 - 299/66*z + 1
*
15/4 | 0.20499163831331205729232910951691243068 | 0.026022762781142639415689396224681960659
f(z) = 52/135*z^3 - 293/60*z + 1
*
-6/13 | 0.20189650707665088121687829653735885521 | 0.022544870286953846109628072371248000812
f(z) = 52/135*z^3 - 287/65*z + 1
*
3/13 | 0.26548354129931767518643406976359307437 | 0.029691881872566200230112851397344322142
f(z) = 52/135*z^3 - 283/65*z + 1
*
[ 15/4 ] 
f(z) = 52/135*z^3 - 281/60*z + 1
*
10/3 | 0.30164393893867106168450395687530767508 | 0.028714136087410762477015626104967325875
f(z) = 56/125*z^3 - 292/63*z + 1
*
33/28 | 0.11396629855511748043475657891739295124 | 0.012677615411169970373621525722257351569
f(z) = 56/135*z^3 - 297/70*z + 1
*
[ 15/4 ] 
f(z) = 41/135*z^3 - 283/80*z + 1
*
[ 10/3 ] 
f(z) = 43/125*z^3 - 281/90*z + 1
*
[ 10/3 ] 
f(z) = 44/125*z^3 - 289/90*z + 1
*
5/3 | 0.24591811066304412646927717986151872862 | 0.027764673260340824035853126102867445578
f(z) = 46/125*z^3 - 281/90*z + 1
*
[ -10/3 ] 
f(z) = 52/125*z^3 - 299/90*z + 1
*
[ 16/5 ] 
f(z) = 55/128*z^3 - 297/80*z + 1
*
35/12 | 0.24608452310269055956228461517724691260 | 0.027695683151269533411189458557205022464
f(z) = 48/125*z^3 - 289/105*z + 1
*
0 | 0.088811681915199529876416768261894181835 | 0.015741429413588742619037265317270133318
f(z) = 40/121*z^3 - 282/121*z + 1
*
0 | 0.068929840026527192207934026488718455205 | 0.012187047352979743773150264828500395223
f(z) = 40/123*z^3 - 286/123*z + 1
*
0 | 0.089709240001109484589910175896651549652 | 0.015783932604699864128267293705940237995
f(z) = 40/127*z^3 - 294/127*z + 1
*
0 | 0.069695539808432267762363793715267364525 | 0.012233525739663347593755249347091566035
f(z) = 40/129*z^3 - 298/129*z + 1
*
[ 3 ] 
f(z) = 41/120*z^3 - 289/120*z + 1
*
0 | 0.091728906054710412664591996182153820597 | 0.016248298446134315975226765973402352584
f(z) = 41/121*z^3 - 283/121*z + 1
*
0 | 0.078075133526002931532318480758047391904 | 0.013812522419068512063738161445033303159
f(z) = 41/122*z^3 - 285/122*z + 1
*
0 | 0.063593659917321258097552292600881502675 | 0.011222885853395769689347574563400751071
f(z) = 41/124*z^3 - 289/124*z + 1
*
0 | 0.089418268150327503835120654441360641302 | 0.015761179812852109682735724626827184058
f(z) = 41/125*z^3 - 291/125*z + 1
*
0 | 0.063320758134488358609104320145833681706 | 0.011147682032403198349590371482589877104
f(z) = 41/126*z^3 - 293/126*z + 1
*
0 | 0.089855798035932283532084234912103230974 | 0.015800279130058364093204801905653440048
f(z) = 41/127*z^3 - 295/127*z + 1
*
0 | 0.064180882231787511083916876197549980173 | 0.011272199089661376194833886919255303960
f(z) = 41/128*z^3 - 297/128*z + 1
*
0 | 0.069652887610746119786493095598028031076 | 0.012218853974080444667008821166272623047
f(z) = 41/129*z^3 - 299/129*z + 1
*
[ 3 ] 
f(z) = 41/129*z^3 - 283/129*z + 1
*
[ 3 ] 
f(z) = 41/132*z^3 - 281/132*z + 1
*
0 | 0.093748649680536738622961375555993380705 | 0.016595694320435208976747537178248551604
f(z) = 42/121*z^3 - 284/121*z + 1
*
0 | 0.091333276646476639701321160609987225341 | 0.016088997308634780103323334419469949673
f(z) = 42/125*z^3 - 292/125*z + 1
*
0 | 0.089711665389143621578609617477920621832 | 0.015765553320357014918210388975717294369
f(z) = 42/127*z^3 - 296/127*z + 1
*
0 | 0.095262539361782950654179219309034394617 | 0.016853201540715789427729095930493082351
f(z) = 43/121*z^3 - 285/121*z + 1
*
0 | 0.082081097129015349227919176944853273612 | 0.014503287403297961590446425155994784218
f(z) = 43/122*z^3 - 287/122*z + 1
*
0 | 0.074198909680382630562981955353235323541 | 0.013094479777889679089225418824704065274
f(z) = 43/123*z^3 - 289/123*z + 1
*
0 | 0.068462754144227156856748346513581682844 | 0.012067486889101620656576558150266070328
f(z) = 43/124*z^3 - 291/124*z + 1
*
0 | 0.093678825305429182675337313149494123139 | 0.016492249752537001539414752189732572311
f(z) = 43/125*z^3 - 293/125*z + 1
*
0 | 0.066762055991211262671563830834635548293 | 0.011739466378517916556042353703839241766
f(z) = 43/126*z^3 - 295/126*z + 1
*
0 | 0.092544923842228617485873811469499649107 | 0.016253824659494664593691626944649128910
f(z) = 43/127*z^3 - 297/127*z + 1
*
0 | 0.066074231215947404452702052216590485880 | 0.011591068373060962736160413911551676988
f(z) = 43/128*z^3 - 299/128*z + 1
*
[ 3 ] 
f(z) = 43/132*z^3 - 299/132*z + 1
*
[ 3 ] 
f(z) = 43/138*z^3 - 295/138*z + 1
*
0 | 0.075603322804169470102901697302214660302 | 0.013334199400509918638043250806439068932
f(z) = 44/123*z^3 - 290/123*z + 1
*
0 | 0.095284763468995703360736494484920546672 | 0.016764920590463093793767938171147310389
f(z) = 44/125*z^3 - 294/125*z + 1
*
0 | 0.094510180345503922152384673664807090812 | 0.016589192466187954432887968901004173704
f(z) = 44/127*z^3 - 298/127*z + 1
*
0 | 0.097647843417846704079860866900984002459 | 0.017253847559752481219253349597694767527
f(z) = 45/121*z^3 - 287/121*z + 1
*
0 | 0.084567901257841662973681767106403605087 | 0.014924379315672826854212545095018876636
f(z) = 45/122*z^3 - 289/122*z + 1
*
0 | 0.071209374898102460105805093810688550670 | 0.012536480807829707301848814008625958319
f(z) = 45/124*z^3 - 293/124*z + 1
*
0 | 0.095984251435662449567637185209877168726 | 0.016838032023281648401837969729791938770
f(z) = 45/127*z^3 - 299/127*z + 1
*
[ 1/3 ] 
f(z) = 45/139*z^3 - 283/139*z + 1
*
0 | 0.098653930273922664564773778214232053465 | 0.017420910956375659295703040172727932217
f(z) = 46/121*z^3 - 288/121*z + 1
*
0 | 0.077870454334501854875512665938509348711 | 0.013717426727822310384549913653429324083
f(z) = 46/123*z^3 - 292/123*z + 1
*
0 | 0.097739297846396502672451264503858024043 | 0.017176295914333700336081523407278705090
f(z) = 46/125*z^3 - 296/125*z + 1
*
0 | 0.099576336262664008223968611985063974901 | 0.017573038837961973381995071927993654585
f(z) = 47/121*z^3 - 289/121*z + 1
*
0 | 0.086546692492244405169619469133514520522 | 0.015255025743560944605197735432747776784
f(z) = 47/122*z^3 - 291/122*z + 1
*
0 | 0.078838166191440372572874049809597360089 | 0.013879537052498660480001569333992325399
f(z) = 47/123*z^3 - 293/123*z + 1
*
0 | 0.073304132309468380156089874713127651358 | 0.012889827670476749147008905799028955527
f(z) = 47/124*z^3 - 295/124*z + 1
*
0 | 0.098760941198146038177981442703439907229 | 0.017345554513372994258656610817183027059
f(z) = 47/125*z^3 - 297/125*z + 1
*
0 | 0.072140595429632963026360154547096727694 | 0.012655259981237380230674047424918484188
f(z) = 47/126*z^3 - 299/126*z + 1
*
0 | 0.10043181110740064858198667139727706963 | 0.017713213464561803654625006219404454335
f(z) = 48/121*z^3 - 290/121*z + 1
*
0 | 0.099693444898182582945375724419579150165 | 0.017499001049276183483247166834158388600
f(z) = 48/125*z^3 - 298/125*z + 1
*
[ -3 ] 
f(z) = 49/120*z^3 - 281/120*z + 1
*
0 | 0.10123198717456265296338585160377776984 | 0.017843507659846985586010792408926285565
f(z) = 49/121*z^3 - 291/121*z + 1
*
0 | 0.088233660525572395652352685383390945086 | 0.015533623113055520625698646423287584755
f(z) = 49/122*z^3 - 293/122*z + 1
*
0 | 0.080558563763766890155958323381175398880 | 0.014165449771812443473930102589538769615
f(z) = 49/123*z^3 - 295/123*z + 1
*
0 | 0.075060331903821290527978061831205770480 | 0.013182975607912119353047538083358253840
f(z) = 49/124*z^3 - 297/124*z + 1
*
0 | 0.10055562386451151005759939130158776284 | 0.017639964779916226924082112285229976541
f(z) = 49/125*z^3 - 299/125*z + 1
*
0 | 0.10198536836241351673733999077597709321 | 0.017965437980005904373338465967176225214
f(z) = 50/121*z^3 - 292/121*z + 1
*
0 | 0.081336153549613104750638584836825801737 | 0.014293675856945449623318350952698269769
f(z) = 50/123*z^3 - 296/123*z + 1
*
[ -3 ] 
f(z) = 50/123*z^3 - 286/123*z + 1
*
0 | 0.10269841676577098647360684768274759974 | 0.018080157740759671145057755980043353454
f(z) = 51/121*z^3 - 293/121*z + 1
*
0 | 0.089721904197502165683281880067385812344 | 0.015776735184456269391719878335733358853
f(z) = 51/122*z^3 - 295/122*z + 1
*
0 | 0.076595723253540669387924714558042138523 | 0.013436800534450460702540577051873781385
f(z) = 51/124*z^3 - 299/124*z + 1
*
0 | 0.10337619304306889581913261893511850917 | 0.018188570808336604692462292419327376527
f(z) = 52/121*z^3 - 294/121*z + 1
*
0 | 0.082764222354322144964808015251807808649 | 0.014527446767437494831282056069711430697
f(z) = 52/123*z^3 - 298/123*z + 1
*
[ -3 ] 
f(z) = 52/129*z^3 - 296/129*z + 1
*
[ 3/10 ] 
f(z) = 52/135*z^3 - 296/125*z + 1
*
0 | 0.10402275680646190462577141312436701484 | 0.018291402773619848148374787512457447749
f(z) = 53/121*z^3 - 295/121*z + 1
*
0 | 0.091062489422011293759213585042083845542 | 0.015993462144350238451889205900373765706
f(z) = 53/122*z^3 - 297/122*z + 1
*
0 | 0.083427283173135908876467481714864568930 | 0.014635226557204993932591106238024373400
f(z) = 53/123*z^3 - 299/123*z + 1
*
[ -3 ] 
f(z) = 53/138*z^3 - 293/138*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.010298464155506497320750758807628883475
f(z) = 53/138*z^3 - 281/138*z + 1
*
0 | 0.10464142917147277172554436775033870447 | 0.018389247640930056662607968515395704109
f(z) = 54/121*z^3 - 296/121*z + 1
*
[ 5/16 ] 
f(z) = 54/125*z^3 - 287/128*z + 1
*
[ 1/3 ] 
f(z) = 54/139*z^3 - 284/139*z + 1
*
0 | 0.092287354145343094808583118584864523856 | 0.016189504019675711529141474023470246522
f(z) = 55/122*z^3 - 299/122*z + 1
*
-2 | 0.077105753527344215744754790583977140716 | 0.013675222303185725370014801021213164994
f(z) = 55/122*z^3 - 281/122*z + 1
*
-2 | 0.063534139391497992082497916308645251471 | 0.011254049598450941544857154149009105304
f(z) = 55/126*z^3 - 283/126*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.013758384125564798192914372632509104752
f(z) = 55/134*z^3 - 287/134*z + 1
*
-2 | 0.058064707702391660940865793181670298490 | 0.010247147081988251438838013801722251948
f(z) = 55/138*z^3 - 289/138*z + 1
*
0 | 0.10580571284064371996520058429303198460 | 0.018571875833047794095250802432757622624
f(z) = 56/121*z^3 - 298/121*z + 1
*
0 | 0.10635563850165805352451258332844883708 | 0.018657432028293291566801879110177618697
f(z) = 57/121*z^3 - 299/121*z + 1
*
-2 | 0.077574767293643014886001679736894397415 | 0.013690244586837543694228564106876804501
f(z) = 57/122*z^3 - 289/122*z + 1
*
-2 | 0.077786907024229557592510362394603826897 | 0.013694461837435304956354960482640991733
f(z) = 57/130*z^3 - 293/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.013691755855784828859722254553638780206
f(z) = 57/134*z^3 - 295/134*z + 1
*
0 | 0.058624042021691512699408424641292800051 | 0.010284119343860339069713891209007723629
f(z) = 59/120*z^3 - 299/120*z + 1
*
-2 | 0.077952043629075535553545792316917862716 | 0.013690851927830169719443695235986786869
f(z) = 59/122*z^3 - 297/122*z + 1
*
-2 | 0.064635187276363350714830844656198557003 | 0.011338624169192088264998255641791584329
f(z) = 59/126*z^3 - 299/126*z + 1
*
[ 20/7 ] 
f(z) = 42/125*z^3 - 293/140*z + 1
*
[ -11/4 ] 
f(z) = 49/121*z^3 - 299/176*z + 1
*
[ 11/28 ] 
f(z) = 49/121*z^3 - 283/176*z + 1
*
[ 5/13 ] 
f(z) = 53/125*z^3 - 281/169*z + 1
*
[ 5/13 ] 
f(z) = 58/125*z^3 - 282/169*z + 1
*
[ 20/49 ] 
f(z) = 49/125*z^3 - 297/196*z + 1
*
[ 4/9 ] 
f(z) = 51/128*z^3 - 287/216*z + 1
*
[ 4/9 ] 
f(z) = 57/128*z^3 - 289/216*z + 1
*
[ -8/3 ] 
f(z) = 45/124*z^3 - 299/248*z + 1
*
[ 11/23 ] 
f(z) = 46/121*z^3 - 298/253*z + 1
*
[ 1/2 ] 
f(z) = 46/129*z^3 - 281/258*z + 1
*
-12/7 | 0.22455536368748995274888298073891056483 | 0.028658425448625704130195408036158207556
f(z) = 49/135*z^3 - 281/240*z + 1
*
[ 1/2 ] 
f(z) = 50/129*z^3 - 283/258*z + 1
*
[ 2 ] 
f(z) = 51/121*z^3 - 287/242*z + 1
*
[ 2 ] 
f(z) = 51/125*z^3 - 283/250*z + 1
*
[ 2 ] 
f(z) = 51/127*z^3 - 281/254*z + 1
*
[ 2 ] 
f(z) = 52/121*z^3 - 295/242*z + 1
*
[ 2 ] 
f(z) = 52/123*z^3 - 293/246*z + 1
*
[ 2 ] 
f(z) = 52/125*z^3 - 291/250*z + 1
*
[ 2 ] 
f(z) = 52/127*z^3 - 289/254*z + 1
*
[ 2 ] 
f(z) = 52/129*z^3 - 287/258*z + 1
*
[ 2 ] 
f(z) = 53/125*z^3 - 299/250*z + 1
*
[ 2 ] 
f(z) = 53/127*z^3 - 297/254*z + 1
*
[ 2 ] 
f(z) = 53/129*z^3 - 295/258*z + 1
*
[ 1/2 ] 
f(z) = 54/127*z^3 - 281/254*z + 1
*
[ 1/2 ] 
f(z) = 58/127*z^3 - 283/254*z + 1
*
[ 1/2 ] 
f(z) = 58/129*z^3 - 287/258*z + 1
*
[ 1/2 ] 
f(z) = 42/131*z^3 - 283/262*z + 1
*
[ 1/2 ] 
f(z) = 42/137*z^3 - 295/274*z + 1
*
[ 1/2 ] 
f(z) = 42/139*z^3 - 299/278*z + 1
*
[ 1/2 ] 
f(z) = 46/131*z^3 - 285/262*z + 1
*
[ 1/2 ] 
f(z) = 46/133*z^3 - 289/266*z + 1
*
[ 1/2 ] 
f(z) = 46/135*z^3 - 293/270*z + 1
*
[ 1/2 ] 
f(z) = 46/137*z^3 - 297/274*z + 1
*
[ 1/2 ] 
f(z) = 50/131*z^3 - 287/262*z + 1
*
[ 1/2 ] 
f(z) = 50/137*z^3 - 299/274*z + 1
*
[ 2 ] 
f(z) = 52/131*z^3 - 285/262*z + 1
*
[ 2 ] 
f(z) = 52/133*z^3 - 283/266*z + 1
*
[ 2 ] 
f(z) = 52/135*z^3 - 281/270*z + 1
*
[ 2 ] 
f(z) = 53/131*z^3 - 293/262*z + 1
*
[ 2 ] 
f(z) = 53/133*z^3 - 291/266*z + 1
*
[ 2 ] 
f(z) = 53/135*z^3 - 289/270*z + 1
*
[ 2 ] 
f(z) = 53/137*z^3 - 287/274*z + 1
*
[ 2 ] 
f(z) = 53/139*z^3 - 285/278*z + 1
*
[ 1/2 ] 
f(z) = 54/131*z^3 - 289/262*z + 1
*
[ 2 ] 
f(z) = 54/133*z^3 - 299/266*z + 1
*
[ 1/2 ] 
f(z) = 54/133*z^3 - 293/266*z + 1
*
[ 2 ] 
f(z) = 54/137*z^3 - 295/274*z + 1
*
[ 2 ] 
f(z) = 54/139*z^3 - 293/278*z + 1
*
[ 1/2 ] 
f(z) = 58/131*z^3 - 291/262*z + 1
*
[ 1/2 ] 
f(z) = 58/133*z^3 - 295/266*z + 1
*
[ 1/2 ] 
f(z) = 58/135*z^3 - 299/270*z + 1
*
[ 15/2 ] 
f(z) = 44/135*z^3 - 262/15*z + 1
*
85/12 | 0.22747134662036387586117501493250865718 | 0.025723633442631561307521074596219280788
f(z) = 48/125*z^3 - 277/15*z + 1
*
[ 15/2 ] 
f(z) = 51/125*z^3 - 265/12*z + 1
*
[ 15 ] 
f(z) = 52/125*z^3 - 278/3*z + 1
*
[ 33/7 ] 
f(z) = 49/121*z^3 - 271/33*z + 1
*
[ 11/2 ] 
f(z) = 54/121*z^3 - 279/22*z + 1
*
[ -11/2 ] 
f(z) = 54/121*z^3 - 271/22*z + 1
*
-30/7 | 0.25038290352050396492518370151099109509 | 0.028349500913875760673667165317919730752
f(z) = 56/125*z^3 - 274/35*z + 1
*
5/7 | 0.27936006509528673581488263067129691232 | 0.026802205881881498022453301699260344398
f(z) = 42/125*z^3 - 269/42*z + 1
*
[ 9/2 ] 
f(z) = 44/135*z^3 - 262/45*z + 1
*
-6/11 | 0.20779684916623280997800921010602465214 | 0.023442305667954960524619160765422215412
f(z) = 44/135*z^3 - 262/55*z + 1
*
3/4 | 0.24217917707693933732680813480251089825 | 0.027332890718299691695157863871117225616
f(z) = 46/135*z^3 - 261/40*z + 1
*
-5/12 | 0.18016957095299224730869746775371061637 | 0.020459575752683562024025001380967882264
f(z) = 54/125*z^3 - 267/40*z + 1
*
145/56 | 0.29158078535700208680411280534557911834 | 0.027974679336051314355713887982880844887
f(z) = 56/125*z^3 - 269/56*z + 1
*
3/4 | 0.14651807766789458740152743785095170749 | 0.016522127655535851823055144665460350338
f(z) = 58/135*z^3 - 263/40*z + 1
*
[ 4 ] 
f(z) = 41/136*z^3 - 277/68*z + 1
*
[ -4 ] 
f(z) = 43/120*z^3 - 269/60*z + 1
*
[ -4 ] 
f(z) = 45/136*z^3 - 275/68*z + 1
*
39/14 | 0.16126749979274753488467317485637592798 | 0.020696717822629496344964803268368802595
f(z) = 49/135*z^3 - 269/60*z + 1
*
[ 5/26 ] 
f(z) = 52/125*z^3 - 274/65*z + 1
*
[ 5/24 ] 
f(z) = 56/125*z^3 - 275/72*z + 1
*
-10/21 | 0.29061407774073157374651494795292780681 | 0.027862130944201691997031668889729729094
f(z) = 42/125*z^3 - 271/84*z + 1
*
-55/24 | 0.17956693508651377354187733813307075607 | 0.017227909658904186347743373199122410495
f(z) = 54/125*z^3 - 269/96*z + 1
*
[ 5/19 ] 
f(z) = 57/125*z^3 - 269/95*z + 1
*
[ 11/4 ] 
f(z) = 58/121*z^3 - 263/88*z + 1
*
[ 35/12 ] 
f(z) = 48/125*z^3 - 274/105*z + 1
*
[ 3 ] 
f(z) = 40/123*z^3 - 278/123*z + 1
*
[ 3 ] 
f(z) = 40/129*z^3 - 274/129*z + 1
*
[ 3 ] 
f(z) = 41/138*z^3 - 277/138*z + 1
*
[ 1/3 ] 
f(z) = 45/128*z^3 - 261/128*z + 1
*
[ 1/3 ] 
f(z) = 45/131*z^3 - 267/131*z + 1
*
[ 1/3 ] 
f(z) = 45/133*z^3 - 271/133*z + 1
*
[ 1/3 ] 
f(z) = 45/134*z^3 - 273/134*z + 1
*
[ 1/3 ] 
f(z) = 45/136*z^3 - 277/136*z + 1
*
-8/3 | 0.15777050435001532843071417171770434998 | 0.028199936269320731297536080081340140404
f(z) = 45/136*z^3 - 269/136*z + 1
*
[ 1/3 ] 
f(z) = 45/137*z^3 - 279/137*z + 1
*
[ -3 ] 
f(z) = 47/120*z^3 - 263/120*z + 1
*
[ -3 ] 
f(z) = 49/123*z^3 - 277/123*z + 1
*
[ -3 ] 
f(z) = 49/129*z^3 - 269/129*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.013892323945591934072630522739411529722
f(z) = 49/130*z^3 - 261/130*z + 1
*
[ -3 ] 
f(z) = 49/132*z^3 - 265/132*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.013973891907370316432039567815640806055
f(z) = 49/134*z^3 - 263/134*z + 1
*
-2 | 0.058065359841745380305112640180792927508 | 0.010406482330259113632996792097009056184
f(z) = 49/138*z^3 - 265/138*z + 1
*
[ -3 ] 
f(z) = 50/129*z^3 - 278/129*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.013643544787140599316053747541072919854
f(z) = 51/122*z^3 - 265/122*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.013817239660096961312167786803747909918
f(z) = 51/130*z^3 - 269/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.013899264325849530244675312551169250669
f(z) = 51/134*z^3 - 271/134*z + 1
*
-2 | 0.076349347216448554429016565343570340648 | 0.013610790820266724631788692506064113031
f(z) = 53/122*z^3 - 273/122*z + 1
*
-2 | 0.063162499568282701723507165999738601792 | 0.011245339799324010271356208248991425635
f(z) = 53/126*z^3 - 275/126*z + 1
*
-2 | 0.077305061379864295714134304544079435709 | 0.013745522892632551858117928874144365245
f(z) = 53/130*z^3 - 277/130*z + 1
*
-2 | 0.077864985729741121943666104450091798636 | 0.013827394306338161059065678522683887201
f(z) = 53/134*z^3 - 279/134*z + 1
*
10/9 | 0.22830225108522271234569175528856654765 | 0.025817596406307801297673420380524112391
f(z) = 54/125*z^3 - 277/120*z + 1
*
[ 1/3 ] 
f(z) = 54/131*z^3 - 268/131*z + 1
*
[ 1/3 ] 
f(z) = 54/133*z^3 - 272/133*z + 1
*
[ 1/3 ] 
f(z) = 54/137*z^3 - 280/137*z + 1
*
[ 5/2 ] 
f(z) = 56/135*z^3 - 269/135*z + 1
*
[ 18/7 ] 
f(z) = 49/136*z^3 - 271/153*z + 1
*
[ 5/13 ] 
f(z) = 43/125*z^3 - 279/169*z + 1
*
[ -11/4 ] 
f(z) = 47/121*z^3 - 277/176*z + 1
*
[ 5/13 ] 
f(z) = 48/125*z^3 - 280/169*z + 1
*
[ 5/12 ] 
f(z) = 44/125*z^3 - 263/180*z + 1
*
-9/4 | 0.18831528710966580066564869619868656750 | 0.028103692571895187238250694936499910442
f(z) = 52/135*z^3 - 271/180*z + 1
*
15/13 | 0.22873947462223950325634189406266713302 | 0.029355923340022628153707819201535017313
f(z) = 52/135*z^3 - 269/195*z + 1
*
[ 25/12 ] 
f(z) = 54/125*z^3 - 271/200*z + 1
*
15/14 | 0.23017631782623716248204943176110560240 | 0.026116076517572465792505429663542188025
f(z) = 56/125*z^3 - 269/210*z + 1
*
[ -33/14 ] 
f(z) = 56/121*z^3 - 265/231*z + 1
*
[ 1/2 ] 
f(z) = 42/121*z^3 - 263/242*z + 1
*
[ 1/2 ] 
f(z) = 42/125*z^3 - 271/250*z + 1
*
[ 1/2 ] 
f(z) = 42/127*z^3 - 275/254*z + 1
*
[ 1/2 ] 
f(z) = 46/121*z^3 - 265/242*z + 1
*
[ 1/2 ] 
f(z) = 46/123*z^3 - 269/246*z + 1
*
[ 1/2 ] 
f(z) = 46/125*z^3 - 273/250*z + 1
*
[ 1/2 ] 
f(z) = 46/127*z^3 - 277/254*z + 1
*
[ 15/7 ] 
f(z) = 47/135*z^3 - 261/245*z + 1
*
[ 2 ] 
f(z) = 48/121*z^3 - 263/242*z + 1
*
[ 2 ] 
f(z) = 49/121*z^3 - 271/242*z + 1
*
[ 2 ] 
f(z) = 49/123*z^3 - 269/246*z + 1
*
[ 2 ] 
f(z) = 49/125*z^3 - 267/250*z + 1
*
[ 2 ] 
f(z) = 49/127*z^3 - 265/254*z + 1
*
[ 2 ] 
f(z) = 49/129*z^3 - 263/258*z + 1
*
[ 2 ] 
f(z) = 50/121*z^3 - 279/242*z + 1
*
[ 1/2 ] 
f(z) = 50/121*z^3 - 267/242*z + 1
*
[ 2 ] 
f(z) = 50/123*z^3 - 277/246*z + 1
*
[ 1/2 ] 
f(z) = 50/123*z^3 - 271/246*z + 1
*
[ 1/2 ] 
f(z) = 50/127*z^3 - 279/254*z + 1
*
[ 2 ] 
f(z) = 50/127*z^3 - 273/254*z + 1
*
[ 2 ] 
f(z) = 50/129*z^3 - 271/258*z + 1
*
[ 1/2 ] 
f(z) = 54/121*z^3 - 269/242*z + 1
*
[ 1/2 ] 
f(z) = 54/125*z^3 - 277/250*z + 1
*
[ 1/2 ] 
f(z) = 58/121*z^3 - 271/242*z + 1
*
[ 1/2 ] 
f(z) = 58/123*z^3 - 275/246*z + 1
*
[ 1/2 ] 
f(z) = 58/125*z^3 - 279/250*z + 1
*
[ 2 ] 
f(z) = 49/131*z^3 - 261/262*z + 1
*
[ 2 ] 
f(z) = 50/131*z^3 - 269/262*z + 1
*
[ 2 ] 
f(z) = 50/133*z^3 - 267/266*z + 1
*
[ 2 ] 
f(z) = 50/137*z^3 - 263/274*z + 1
*
[ 2 ] 
f(z) = 50/139*z^3 - 261/278*z + 1
*
[ 2 ] 
f(z) = 51/131*z^3 - 277/262*z + 1
*
[ 2 ] 
f(z) = 51/133*z^3 - 275/266*z + 1
*
[ 2 ] 
f(z) = 51/137*z^3 - 271/274*z + 1
*
[ 2 ] 
f(z) = 51/139*z^3 - 269/278*z + 1
*
[ 2 ] 
f(z) = 52/137*z^3 - 279/274*z + 1
*
[ 2 ] 
f(z) = 52/139*z^3 - 277/278*z + 1
*
-32/21 | 0.11988686474726434618208661689008578746 | 0.017007026621540937306481685728826119053
f(z) = 49/128*z^3 - 265/288*z + 1
*
[ 15 ] 
f(z) = 47/125*z^3 - 251/3*z + 1
*
[ -15 ] 
f(z) = 48/125*z^3 - 256/3*z + 1
*
[ -15/2 ] 
f(z) = 49/125*z^3 - 251/12*z + 1
*
6 | 0.19854316550809126252930875830736862356 | 0.026247607893353241168692829950029842699
f(z) = 53/120*z^3 - 241/15*z + 1
*
[ 6 ] 
f(z) = 59/120*z^3 - 253/15*z + 1
*
[ -6 ] 
f(z) = 59/120*z^3 - 248/15*z + 1
*
5 | 0.17184174981027733354912132284385388805 | 0.019633974023083978147096270010519008643
f(z) = 42/125*z^3 - 253/30*z + 1
*
-5 | 0.14319968238261542264158719076770440373 | 0.016452787961850810793738445379182536541
f(z) = 42/125*z^3 - 241/30*z + 1
*
6 | 0.24872953790524217496712948275320256158 | 0.028222099194383094538583178572901994283
f(z) = 47/135*z^3 - 249/20*z + 1
*
[ 35/6 ] 
f(z) = 48/125*z^3 - 257/21*z + 1
*
[ -33/7 ] 
f(z) = 49/121*z^3 - 257/33*z + 1
*
36/7 | 0.17655301882821922667167981379836256023 | 0.021338685651609157944362613948803761184
f(z) = 49/128*z^3 - 245/24*z + 1
*
[ 11/2 ] 
f(z) = 50/121*z^3 - 257/22*z + 1
*
[ -11/2 ] 
f(z) = 50/121*z^3 - 249/22*z + 1
*
-40/9 | 0.10134553562699094700810945372231201689 | 0.011579349116572294402690535863639699086
f(z) = 54/125*z^3 - 253/30*z + 1
*
[ -9/2 ] 
f(z) = 44/135*z^3 - 242/45*z + 1
*
[ 15/4 ] 
f(z) = 53/125*z^3 - 251/48*z + 1
*
[ -15/4 ] 
f(z) = 57/125*z^3 - 247/48*z + 1
*
[ -4 ] 
f(z) = 41/120*z^3 - 253/60*z + 1
*
[ -4 ] 
f(z) = 41/136*z^3 - 243/68*z + 1
*
10/3 | 0.25755705154945620627933746661372104510 | 0.029374824839385516914355046132652978693
f(z) = 42/125*z^3 - 257/60*z + 1
*
[ -4 ] 
f(z) = 43/136*z^3 - 259/68*z + 1
*
[ 15/4 ] 
f(z) = 44/125*z^3 - 253/60*z + 1
*
-15/4 | 0.19387625069767603886170358656472389199 | 0.025003215701897170931860507300911415501
f(z) = 44/135*z^3 - 259/60*z + 1
*
[ 33/10 ] 
f(z) = 50/121*z^3 - 251/66*z + 1
*
-10/17 | 0.19030019355056039479539921690305356882 | 0.018379803167063564776186089853127769623
f(z) = 51/125*z^3 - 251/68*z + 1
*
10/9 | 0.20875095089208806170389610567991907567 | 0.023872724428146675810218646919499918694
f(z) = 54/125*z^3 - 251/60*z + 1
*
45/28 | 0.15045250550269503369281727721411830826 | 0.017221479445400307659021455964243619139
f(z) = 56/125*z^3 - 249/70*z + 1
*
[ -15/4 ] 
f(z) = 43/135*z^3 - 257/80*z + 1
*
[ 10/3 ] 
f(z) = 45/136*z^3 - 253/85*z + 1
*
[ -10/3 ] 
f(z) = 46/125*z^3 - 251/90*z + 1
*
[ -10/3 ] 
f(z) = 47/125*z^3 - 259/90*z + 1
*
2/3 | 0.14372713317030705893765668717432738063 | 0.020723786031197375766688287052950427260
f(z) = 51/128*z^3 - 257/96*z + 1
*
[ 11/4 ] 
f(z) = 54/121*z^3 - 241/88*z + 1
*
[ -16/5 ] 
f(z) = 55/128*z^3 - 247/80*z + 1
*
2/3 | 0.14149379186923737443491679057028831929 | 0.020378985599360969400672045641278185263
f(z) = 57/128*z^3 - 259/96*z + 1
*
[ -25/8 ] 
f(z) = 48/125*z^3 - 243/100*z + 1
*
-5/4 | 0.14060589909371554006903951366291293613 | 0.016109262562650626365590438332310563355
f(z) = 42/125*z^3 - 247/120*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.010586671124368889664144542214761675616
f(z) = 43/138*z^3 - 241/138*z + 1
*
[ 1/3 ] 
f(z) = 45/121*z^3 - 247/121*z + 1
*
[ 1/3 ] 
f(z) = 45/122*z^3 - 249/122*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.013879811202397849285864824848771104427
f(z) = 45/122*z^3 - 241/122*z + 1
*
[ 1/3 ] 
f(z) = 45/124*z^3 - 253/124*z + 1
*
[ 1/3 ] 
f(z) = 45/127*z^3 - 259/127*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014133089442834019163925284801478261580
f(z) = 45/134*z^3 - 247/134*z + 1
*
[ -3 ] 
f(z) = 46/123*z^3 - 250/123*z + 1
*
[ -3 ] 
f(z) = 46/129*z^3 - 242/129*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.013797543034715456143063961725970543723
f(z) = 47/122*z^3 - 249/122*z + 1
*
[ -3 ] 
f(z) = 47/123*z^3 - 259/123*z + 1
*
-2 | 0.063162898874339360169711189940680561995 | 0.011431261757206127942910468577241433616
f(z) = 47/126*z^3 - 251/126*z + 1
*
[ -3 ] 
f(z) = 47/129*z^3 - 251/129*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.013970364478862543069388966535874513786
f(z) = 47/130*z^3 - 253/130*z + 1
*
[ -3 ] 
f(z) = 47/132*z^3 - 247/132*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014051908854661283114039537257987544366
f(z) = 47/134*z^3 - 255/134*z + 1
*
-2 | 0.058065741318812550663046990384404865945 | 0.010464037693927019680190794988816994973
f(z) = 47/138*z^3 - 257/138*z + 1
*
-2 | 0.076128141174274052037520311105434245649 | 0.013719066022810090653463332280311227272
f(z) = 49/122*z^3 - 257/122*z + 1
*
4/7 | 0.095750737228238515309789939124916707679 | 0.017379558560368751043191175263474473559
f(z) = 49/132*z^3 - 247/132*z + 1
*
[ -3 ] 
f(z) = 49/138*z^3 - 257/138*z + 1
*
[ 5/2 ] 
f(z) = 52/135*z^3 - 244/135*z + 1
*
[ 1/3 ] 
f(z) = 54/121*z^3 - 248/121*z + 1
*
[ 1/3 ] 
f(z) = 54/125*z^3 - 256/125*z + 1
*
[ 1/3 ] 
f(z) = 54/127*z^3 - 260/127*z + 1
*
[ -65/22 ] 
f(z) = 44/125*z^3 - 248/143*z + 1
*
[ 11/28 ] 
f(z) = 56/121*z^3 - 249/154*z + 1
*
[ -11/4 ] 
f(z) = 45/121*z^3 - 255/176*z + 1
*
[ 2/5 ] 
f(z) = 45/128*z^3 - 249/160*z + 1
*
[ 2/5 ] 
f(z) = 55/128*z^3 - 251/160*z + 1
*
[ 9/4 ] 
f(z) = 52/135*z^3 - 251/180*z + 1
*
[ 35/18 ] 
f(z) = 54/125*z^3 - 241/210*z + 1
*
-105/44 | 0.16302314772529892116894507762915715029 | 0.018514364365895314495640391497125107762
f(z) = 44/135*z^3 - 247/220*z + 1
*
[ 2 ] 
f(z) = 46/121*z^3 - 247/242*z + 1
*
[ 2 ] 
f(z) = 46/123*z^3 - 245/246*z + 1
*
[ 2 ] 
f(z) = 46/125*z^3 - 243/250*z + 1
*
[ 2 ] 
f(z) = 46/127*z^3 - 241/254*z + 1
*
[ 2 ] 
f(z) = 47/121*z^3 - 255/242*z + 1
*
[ 2 ] 
f(z) = 47/123*z^3 - 253/246*z + 1
*
[ 2 ] 
f(z) = 47/125*z^3 - 251/250*z + 1
*
[ 2 ] 
f(z) = 47/127*z^3 - 249/254*z + 1
*
[ 2 ] 
f(z) = 47/129*z^3 - 247/258*z + 1
*
[ 2 ] 
f(z) = 48/125*z^3 - 259/250*z + 1
*
[ 2 ] 
f(z) = 48/127*z^3 - 257/254*z + 1
*
[ 2 ] 
f(z) = 47/131*z^3 - 245/262*z + 1
*
[ 2 ] 
f(z) = 47/133*z^3 - 243/266*z + 1
*
[ 2 ] 
f(z) = 47/135*z^3 - 241/270*z + 1
*
[ 11/20 ] 
f(z) = 48/121*z^3 - 258/275*z + 1
*
[ 2 ] 
f(z) = 48/131*z^3 - 253/262*z + 1
*
[ 2 ] 
f(z) = 48/133*z^3 - 251/266*z + 1
*
[ 2 ] 
f(z) = 48/137*z^3 - 247/274*z + 1
*
[ 2 ] 
f(z) = 48/139*z^3 - 245/278*z + 1
*
[ 2 ] 
f(z) = 49/135*z^3 - 257/270*z + 1
*
[ 2 ] 
f(z) = 49/137*z^3 - 255/274*z + 1
*
[ 2 ] 
f(z) = 49/139*z^3 - 253/278*z + 1
*
[ -11/5 ] 
f(z) = 59/121*z^3 - 249/275*z + 1
*
3/8 | 0.22776397108900713890435605671686350829 | 0.025503694715616511044319221508170345330
f(z) = 56/135*z^3 - 243/280*z + 1
*
[ 15 ] 
f(z) = 42/125*z^3 - 224/3*z + 1
*
[ -15 ] 
f(z) = 43/125*z^3 - 229/3*z + 1
*
-6 | 0.21431004331236474153142100884560063058 | 0.028608668719522561524882323934343230197
f(z) = 47/120*z^3 - 224/15*z + 1
*
-6 | 0.18511751233565817220090027336797009925 | 0.024582431990063641095567680994804521130
f(z) = 49/120*z^3 - 233/15*z + 1
*
[ 6 ] 
f(z) = 53/120*z^3 - 226/15*z + 1
*
[ -6 ] 
f(z) = 53/120*z^3 - 221/15*z + 1
*
[ 20/3 ] 
f(z) = 57/125*z^3 - 233/12*z + 1
*
[ 8 ] 
f(z) = 57/128*z^3 - 221/8*z + 1
*
[ 15/2 ] 
f(z) = 58/135*z^3 - 233/10*z + 1
*
[ 8 ] 
f(z) = 59/128*z^3 - 229/8*z + 1
*
[ -8 ] 
f(z) = 59/128*z^3 - 227/8*z + 1
*
[ 11/2 ] 
f(z) = 46/121*z^3 - 235/22*z + 1
*
[ -11/2 ] 
f(z) = 46/121*z^3 - 227/22*z + 1
*
[ -55/12 ] 
f(z) = 48/125*z^3 - 226/33*z + 1
*
[ 32/7 ] 
f(z) = 49/128*z^3 - 231/32*z + 1
*
[ 30/7 ] 
f(z) = 42/125*z^3 - 227/42*z + 1
*
12/11 | 0.19877839683959952849197642913542098908 | 0.022840192986124856853722794720983409976
f(z) = 44/135*z^3 - 223/55*z + 1
*
-15/4 | 0.24551621727853509101652675366827937427 | 0.028239731940602204814680938944422094954
f(z) = 46/135*z^3 - 221/40*z + 1
*
[ 5/28 ] 
f(z) = 48/125*z^3 - 226/49*z + 1
*
155/48 | 0.21778318304031562555605254897697049538 | 0.021296013768105231472394767381820966821
f(z) = 48/125*z^3 - 221/48*z + 1
*
[ -15/4 ] 
f(z) = 44/125*z^3 - 221/60*z + 1
*
4/9 | 0.23072262407078700893420019775908069467 | 0.027969591706092762759849811399610055302
f(z) = 45/128*z^3 - 239/72*z + 1
*
[ 5/24 ] 
f(z) = 48/125*z^3 - 229/60*z + 1
*
-20/7 | 0.18023500697256428332725905048620352860 | 0.029213351504233477649559152906703987212
f(z) = 49/120*z^3 - 239/60*z + 1
*
20/7 | 0.15516077666356587807861848098583266702 | 0.025253269660633581847045777209094640960
f(z) = 49/120*z^3 - 233/60*z + 1
*
[ 3/14 ] 
f(z) = 49/135*z^3 - 221/60*z + 1
*
-3/4 | 0.21463888031122825566332390059639362455 | 0.028063741982199716129722460144074657591
f(z) = 52/135*z^3 - 233/60*z + 1
*
15/28 | 0.10813052921261606537208926601578117673 | 0.012471925989116968786137981166948145950
f(z) = 56/125*z^3 - 233/70*z + 1
*
39/14 | 0.11555927270259087408156934220143004836 | 0.013185831897436853862844715328856471031
f(z) = 56/135*z^3 - 237/70*z + 1
*
[ -10/3 ] 
f(z) = 43/125*z^3 - 227/90*z + 1
*
[ 16/5 ] 
f(z) = 45/128*z^3 - 233/80*z + 1
*
8/11 | 0.23756853888062166429090421542404012038 | 0.028949493483581827426188538791749577458
f(z) = 55/128*z^3 - 229/88*z + 1
*
9/4 | 0.18929825403024496870145814826610751132 | 0.028978653810725947482984894678545522285
f(z) = 56/135*z^3 - 229/90*z + 1
*
20/21 | 0.12544962410452486062787806281610017205 | 0.014558322296040529995647946622722759794
f(z) = 42/125*z^3 - 221/105*z + 1
*
-2 | 0.076127945920340964711494793358856235432 | 0.014055859431512005428891231741647812519
f(z) = 41/122*z^3 - 225/122*z + 1
*
-2 | 0.063161602480483819017882957889010135848 | 0.011642798970857125308822783889908632431
f(z) = 41/126*z^3 - 227/126*z + 1
*
-2 | 0.077304120100384036228214379865632003913 | 0.014226734464850946096505441954066506803
f(z) = 41/130*z^3 - 229/130*z + 1
*
-2 | 0.077864678136869741845742074006735606491 | 0.014307001461195164473781560145639139420
f(z) = 41/134*z^3 - 231/134*z + 1
*
-2 | 0.058066393458166270027293837383527494963 | 0.010652354400505680512969247101733828247
f(z) = 41/138*z^3 - 233/138*z + 1
*
[ -3 ] 
f(z) = 43/120*z^3 - 227/120*z + 1
*
-2 | 0.076127293780987245347247946359733606413 | 0.013965649743525459843701220335321023228
f(z) = 43/122*z^3 - 233/122*z + 1
*
[ -3 ] 
f(z) = 43/123*z^3 - 223/123*z + 1
*
-2 | 0.063162254619837538382129804888132764867 | 0.011569056745462262792771256639465249848
f(z) = 43/126*z^3 - 235/126*z + 1
*
-2 | 0.077303467961030316863967532866509374895 | 0.014137274639591410115987681602885153067
f(z) = 43/130*z^3 - 237/130*z + 1
*
-2 | 0.077865330276223461209988921005858235510 | 0.014218177394563486121918044410982953224
f(z) = 43/134*z^3 - 239/134*z + 1
*
[ -3 ] 
f(z) = 44/123*z^3 - 232/123*z + 1
*
[ -3 ] 
f(z) = 44/129*z^3 - 224/129*z + 1
*
-8/5 | 0.22185558605207393645640938819232471764 | 0.026977826366544126343427370424025495714
f(z) = 45/128*z^3 - 233/120*z + 1
*
[ 8/3 ] 
f(z) = 45/136*z^3 - 235/136*z + 1
*
[ -3 ] 
f(z) = 47/138*z^3 - 239/138*z + 1
*
[ 33/14 ] 
f(z) = 49/121*z^3 - 221/132*z + 1
*
8/7 | 0.13342873081137988285271204591652910837 | 0.024555678543013999718931880402519449685
f(z) = 49/132*z^3 - 229/132*z + 1
*
[ 40/17 ] 
f(z) = 51/125*z^3 - 229/136*z + 1
*
[ 12/5 ] 
f(z) = 55/128*z^3 - 227/120*z + 1
*
-16/9 | 0.20158295993881698670145538548260069858 | 0.026925787603456606698688481729962157297
f(z) = 45/128*z^3 - 223/144*z + 1
*
34/21 | 0.18595319945287056743394569886235164915 | 0.024735973886650943025746815512933412315
f(z) = 49/136*z^3 - 230/153*z + 1
*
-12/7 | 0.23528508078413233108707589981082916954 | 0.026952688480584138702497514838733830381
f(z) = 56/135*z^3 - 229/140*z + 1
*
[ 8/19 ] 
f(z) = 57/128*z^3 - 221/152*z + 1
*
[ -11/4 ] 
f(z) = 43/121*z^3 - 233/176*z + 1
*
[ 11/6 ] 
f(z) = 58/121*z^3 - 229/198*z + 1
*
[ 15/8 ] 
f(z) = 59/125*z^3 - 229/192*z + 1
*
[ 11/21 ] 
f(z) = 42/121*z^3 - 232/231*z + 1
*
[ 2 ] 
f(z) = 43/121*z^3 - 223/242*z + 1
*
[ 2 ] 
f(z) = 43/123*z^3 - 221/246*z + 1
*
[ 2 ] 
f(z) = 44/123*z^3 - 229/246*z + 1
*
[ 2 ] 
f(z) = 44/125*z^3 - 227/250*z + 1
*
[ 2 ] 
f(z) = 44/127*z^3 - 225/254*z + 1
*
[ 2 ] 
f(z) = 44/129*z^3 - 223/258*z + 1
*
[ 15/7 ] 
f(z) = 44/135*z^3 - 236/245*z + 1
*
[ 2 ] 
f(z) = 45/121*z^3 - 239/242*z + 1
*
[ 2 ] 
f(z) = 45/127*z^3 - 233/254*z + 1
*
[ 2 ] 
f(z) = 46/129*z^3 - 239/258*z + 1
*
[ 15/28 ] 
f(z) = 49/135*z^3 - 233/240*z + 1
*
[ 15/8 ] 
f(z) = 52/125*z^3 - 239/240*z + 1
*
[ 2 ] 
f(z) = 44/131*z^3 - 221/262*z + 1
*
[ 2 ] 
f(z) = 45/131*z^3 - 229/262*z + 1
*
[ 2 ] 
f(z) = 45/133*z^3 - 227/266*z + 1
*
[ 2 ] 
f(z) = 45/137*z^3 - 223/274*z + 1
*
[ 2 ] 
f(z) = 45/139*z^3 - 221/278*z + 1
*
[ 2 ] 
f(z) = 46/131*z^3 - 237/262*z + 1
*
[ 2 ] 
f(z) = 46/133*z^3 - 235/266*z + 1
*
[ 2 ] 
f(z) = 46/135*z^3 - 233/270*z + 1
*
[ 2 ] 
f(z) = 46/137*z^3 - 231/274*z + 1
*
[ 2 ] 
f(z) = 46/139*z^3 - 229/278*z + 1
*
[ 2 ] 
f(z) = 47/137*z^3 - 239/274*z + 1
*
[ 2 ] 
f(z) = 47/139*z^3 - 237/278*z + 1
*
[ 4/7 ] 
f(z) = 49/130*z^3 - 227/260*z + 1
*
[ 4/7 ] 
f(z) = 49/134*z^3 - 233/268*z + 1
*
[ 4/7 ] 
f(z) = 49/138*z^3 - 239/276*z + 1
*
[ 19/10 ] 
f(z) = 50/133*z^3 - 235/266*z + 1
*
[ -11/5 ] 
f(z) = 57/121*z^3 - 227/275*z + 1
*
[ -11/5 ] 
f(z) = 58/121*z^3 - 238/275*z + 1
*
[ 11/18 ] 
f(z) = 48/121*z^3 - 233/297*z + 1
*
[ 22/13 ] 
f(z) = 52/121*z^3 - 235/286*z + 1
*
[ 15/2 ] 
f(z) = 41/125*z^3 - 211/12*z + 1
*
-6 | 0.17836613881890912318729087910657097205 | 0.024079720323972129569800708879012675283
f(z) = 43/120*z^3 - 206/15*z + 1
*
6 | 0.18976587390173626395658344715791519183 | 0.025487606632743692319859853549905207191
f(z) = 47/120*z^3 - 214/15*z + 1
*
-6 | 0.20135094064607396265209874453359134763 | 0.026976507346742197170974737329423742345
f(z) = 49/120*z^3 - 218/15*z + 1
*
[ 6 ] 
f(z) = 49/120*z^3 - 208/15*z + 1
*
[ -6 ] 
f(z) = 49/120*z^3 - 203/15*z + 1
*
[ 8 ] 
f(z) = 53/128*z^3 - 205/8*z + 1
*
[ -8 ] 
f(z) = 53/128*z^3 - 203/8*z + 1
*
[ 8 ] 
f(z) = 55/128*z^3 - 213/8*z + 1
*
[ -8 ] 
f(z) = 55/128*z^3 - 211/8*z + 1
*
[ -8 ] 
f(z) = 57/128*z^3 - 219/8*z + 1
*
[ 11/2 ] 
f(z) = 42/121*z^3 - 213/22*z + 1
*
[ -11/2 ] 
f(z) = 42/121*z^3 - 205/22*z + 1
*
-30/7 | 0.20227596101375193031771431925307252787 | 0.023721420952454944362772303285309312140
f(z) = 42/125*z^3 - 202/35*z + 1
*
-5 | 0.21193272328830210056184774265574755600 | 0.024754996243089608041892158004261572856
f(z) = 52/125*z^3 - 209/20*z + 1
*
155/42 | 0.11531558515701487894900305091438309494 | 0.011338076519677525258989893618031578126
f(z) = 42/125*z^3 - 209/42*z + 1
*
-3/22 | 0.13974166824635894154468463321031058443 | 0.016241279637709181235600715830202573107
f(z) = 44/135*z^3 - 202/55*z + 1
*
[ -55/14 ] 
f(z) = 49/125*z^3 - 211/44*z + 1
*
-4/7 | 0.086063699510421778764410631805452133855 | 0.014328777749746647136277635275697179050
f(z) = 49/120*z^3 - 203/60*z + 1
*
12/7 | 0.20589940925957868142388402565204634425 | 0.025343191101646613640919852375284982576
f(z) = 49/128*z^3 - 211/72*z + 1
*
[ -33/10 ] 
f(z) = 50/121*z^3 - 211/66*z + 1
*
-10/3 | 0.12795687616718672122279880074459347655 | 0.014946120352009970617586949463172915739
f(z) = 51/125*z^3 - 209/60*z + 1
*
35/26 | 0.23192062054337782506157367531807111505 | 0.026956947872153183774676964190584532137
f(z) = 52/125*z^3 - 218/65*z + 1
*
[ 3/13 ] 
f(z) = 52/135*z^3 - 218/65*z + 1
*
[ 25/9 ] 
f(z) = 54/125*z^3 - 202/75*z + 1
*
[ -45/14 ] 
f(z) = 56/125*z^3 - 209/63*z + 1
*
-3 | 0.10939607791234356883529537420643711278 | 0.012636530830439483609799784506128751288
f(z) = 56/135*z^3 - 213/70*z + 1
*
[ -10/3 ] 
f(z) = 41/125*z^3 - 211/90*z + 1
*
-15/22 | 0.30400830945129354669572388298637136364 | 0.029848924299097012951401772905935876061
f(z) = 44/125*z^3 - 212/99*z + 1
*
[ -10/3 ] 
f(z) = 45/136*z^3 - 202/85*z + 1
*
[ 55/21 ] 
f(z) = 49/125*z^3 - 205/99*z + 1
*
10/7 | 0.20301131822254107006349195913627155808 | 0.027388953968713879385552594450701168593
f(z) = 49/136*z^3 - 207/85*z + 1
*
[ 11/4 ] 
f(z) = 50/121*z^3 - 219/88*z + 1
*
[ 5/17 ] 
f(z) = 51/125*z^3 - 207/85*z + 1
*
[ -35/12 ] 
f(z) = 48/125*z^3 - 202/105*z + 1
*
[ -3 ] 
f(z) = 41/120*z^3 - 209/120*z + 1
*
[ -3 ] 
f(z) = 43/132*z^3 - 211/132*z + 1
*
[ -3 ] 
f(z) = 43/138*z^3 - 203/138*z + 1
*
-5/7 | 0.090523540014547549117221239000670285878 | 0.016826257838353526177456357981517580420
f(z) = 49/120*z^3 - 217/120*z + 1
*
-12/7 | 0.15243264059360020701290207111834519126 | 0.028532965816868969177122726503844981820
f(z) = 49/130*z^3 - 209/130*z + 1
*
11/7 | 0.15033218285978580413098626317507327098 | 0.028241950221577235792825724605871219764
f(z) = 49/132*z^3 - 205/132*z + 1
*
[ 17/7 ] 
f(z) = 49/136*z^3 - 209/136*z + 1
*
-5/36 | 0.11936505507214015229827662219806126333 | 0.013881637833157793991250044062635502941
f(z) = 54/125*z^3 - 217/120*z + 1
*
[ 7/3 ] 
f(z) = 54/133*z^3 - 218/133*z + 1
*
[ 5/12 ] 
f(z) = 47/125*z^3 - 211/144*z + 1
*
[ 11/26 ] 
f(z) = 52/121*z^3 - 206/143*z + 1
*
[ -11/4 ] 
f(z) = 41/121*z^3 - 211/176*z + 1
*
-5/2 | 0.29837008361913314973258268547446940665 | 0.029336388786043654361679397671701626356
f(z) = 43/125*z^3 - 209/172*z + 1
*
-9/4 | 0.18642147442646476689280501074657189743 | 0.028775364199799567263036931605375151544
f(z) = 44/135*z^3 - 217/180*z + 1
*
[ -18/7 ] 
f(z) = 49/132*z^3 - 211/198*z + 1
*
[ 15/28 ] 
f(z) = 56/125*z^3 - 209/210*z + 1
*
[ 2 ] 
f(z) = 41/121*z^3 - 207/242*z + 1
*
[ 2 ] 
f(z) = 41/125*z^3 - 203/250*z + 1
*
[ 2 ] 
f(z) = 41/127*z^3 - 201/254*z + 1
*
[ 15/7 ] 
f(z) = 41/135*z^3 - 211/245*z + 1
*
[ 2 ] 
f(z) = 42/121*z^3 - 215/242*z + 1
*
[ 2 ] 
f(z) = 42/125*z^3 - 211/250*z + 1
*
[ 2 ] 
f(z) = 42/127*z^3 - 209/254*z + 1
*
[ 2 ] 
f(z) = 43/125*z^3 - 219/250*z + 1
*
[ 2 ] 
f(z) = 43/127*z^3 - 217/254*z + 1
*
[ 4/7 ] 
f(z) = 49/122*z^3 - 215/244*z + 1
*
[ 2 ] 
f(z) = 42/131*z^3 - 205/262*z + 1
*
[ 2 ] 
f(z) = 43/131*z^3 - 213/262*z + 1
*
[ 2 ] 
f(z) = 43/133*z^3 - 211/266*z + 1
*
[ 2 ] 
f(z) = 43/135*z^3 - 209/270*z + 1
*
[ 2 ] 
f(z) = 43/137*z^3 - 207/274*z + 1
*
[ 2 ] 
f(z) = 43/139*z^3 - 205/278*z + 1
*
[ 2 ] 
f(z) = 44/133*z^3 - 219/266*z + 1
*
[ 2 ] 
f(z) = 44/135*z^3 - 217/270*z + 1
*
[ 2 ] 
f(z) = 44/137*z^3 - 215/274*z + 1
*
[ 2 ] 
f(z) = 44/139*z^3 - 213/278*z + 1
*
[ -11/5 ] 
f(z) = 56/121*z^3 - 216/275*z + 1
*
[ 28/15 ] 
f(z) = 45/128*z^3 - 213/280*z + 1
*
[ 30/47 ] 
f(z) = 47/125*z^3 - 203/282*z + 1
*
[ 2/3 ] 
f(z) = 59/128*z^3 - 203/288*z + 1
*
-6 | 0.20715981389964929954986914246780333665 | 0.028136601220215127930688194158469682594
f(z) = 41/120*z^3 - 197/15*z + 1
*
6 | 0.21032109975143799977191288594499878974 | 0.028769531046292961301108619441374054055
f(z) = 41/120*z^3 - 187/15*z + 1
*
-6 | 0.21237882084490460549386805472146565876 | 0.028967140937944578768138395129549737251
f(z) = 43/120*z^3 - 191/15*z + 1
*
[ 6 ] 
f(z) = 43/120*z^3 - 181/15*z + 1
*
[ 15/2 ] 
f(z) = 46/135*z^3 - 183/10*z + 1
*
[ 6 ] 
f(z) = 47/120*z^3 - 199/15*z + 1
*
[ -6 ] 
f(z) = 47/120*z^3 - 194/15*z + 1
*
[ 8 ] 
f(z) = 47/128*z^3 - 181/8*z + 1
*
[ -35/4 ] 
f(z) = 48/125*z^3 - 198/7*z + 1
*
[ -20/3 ] 
f(z) = 48/125*z^3 - 191/12*z + 1
*
[ 8 ] 
f(z) = 49/128*z^3 - 189/8*z + 1
*
[ -8 ] 
f(z) = 49/128*z^3 - 187/8*z + 1
*
[ 8 ] 
f(z) = 51/128*z^3 - 197/8*z + 1
*
[ -8 ] 
f(z) = 51/128*z^3 - 195/8*z + 1
*
-10/21 | 0.21096202700471172960122526132173700628 | 0.020842716578569410811406821772418579192
f(z) = 42/125*z^3 - 199/21*z + 1
*
[ 30/7 ] 
f(z) = 49/125*z^3 - 193/30*z + 1
*
6/7 | 0.10794194371583286482570203375774156907 | 0.014469594773965836236925614752553045285
f(z) = 49/135*z^3 - 193/30*z + 1
*
155/36 | 0.11481346355570994297753769537706093261 | 0.011354721379982084031122596749877642676
f(z) = 54/125*z^3 - 197/24*z + 1
*
-65/18 | 0.13976622238597505821804650155684601479 | 0.016478822679563044290714521191849530040
f(z) = 54/125*z^3 - 193/30*z + 1
*
-5/14 | 0.20610090199829914261002990977412241555 | 0.024437456301076506737189228298697500957
f(z) = 56/125*z^3 - 184/35*z + 1
*
3/4 | 0.087009927393800767347281435566208147354 | 0.011631677202647279155663650595687970689
f(z) = 56/135*z^3 - 197/30*z + 1
*
[ 11/3 ] 
f(z) = 57/121*z^3 - 185/33*z + 1
*
-85/21 | 0.12219601943026570720486293352791409904 | 0.012160417722136372180658236193974518125
f(z) = 42/125*z^3 - 185/42*z + 1
*
45/28 | 0.13454750420148013374541696919378463582 | 0.013404083133156948325274578569616748231
f(z) = 42/125*z^3 - 183/56*z + 1
*
[ 15/4 ] 
f(z) = 43/125*z^3 - 197/48*z + 1
*
[ 5/22 ] 
f(z) = 44/125*z^3 - 188/55*z + 1
*
4/15 | 0.23091778283972686570980583460607593342 | 0.028775295888601064786993541902595399600
f(z) = 45/128*z^3 - 191/40*z + 1
*
[ -15/4 ] 
f(z) = 47/125*z^3 - 193/48*z + 1
*
[ -15/4 ] 
f(z) = 58/135*z^3 - 191/40*z + 1
*
-5/2 | 0.19994311959512889264139897649790913600 | 0.023489059716407234342532217197209085937
f(z) = 42/125*z^3 - 199/70*z + 1
*
[ -15/4 ] 
f(z) = 44/135*z^3 - 199/60*z + 1
*
-5/8 | 0.25275234703139973189185916780754260351 | 0.029800198055519350115841409057637471154
f(z) = 48/125*z^3 - 193/60*z + 1
*
20/7 | 0.14598326962674685625883282165368050969 | 0.024426823632398804893613461819093962533
f(z) = 49/120*z^3 - 197/60*z + 1
*
[ 22/7 ] 
f(z) = 49/132*z^3 - 197/66*z + 1
*
15/7 | 0.25152603826988844232430972385262239048 | 0.029497788953325962911479578064841814159
f(z) = 56/135*z^3 - 187/70*z + 1
*
-5/6 | 0.17569596963580866671562901885659167715 | 0.020792460725523854090485359178686746129
f(z) = 57/125*z^3 - 187/60*z + 1
*
[ 8/3 ] 
f(z) = 59/128*z^3 - 191/72*z + 1
*
-20/7 | 0.18964163912517552730670597247128624954 | 0.018852140058202178703933310959910938811
f(z) = 42/125*z^3 - 187/84*z + 1
*
[ -16/5 ] 
f(z) = 45/128*z^3 - 183/80*z + 1
*
-34/15 | 0.19716415479481743047684345556098059986 | 0.026872815878579404152468343345760508995
f(z) = 45/136*z^3 - 192/85*z + 1
*
[ 11/4 ] 
f(z) = 46/121*z^3 - 197/88*z + 1
*
[ 5/14 ] 
f(z) = 46/125*z^3 - 181/98*z + 1
*
75/28 | 0.11953607944295649381181142168239418960 | 0.014018628321624781542724333674410769837
f(z) = 49/135*z^3 - 187/80*z + 1
*
-3/8 | 0.23888894741033543018224972769078489496 | 0.027946404432402999927757021540956363236
f(z) = 52/135*z^3 - 191/80*z + 1
*
[ -11/4 ] 
f(z) = 58/121*z^3 - 199/88*z + 1
*
[ 30/11 ] 
f(z) = 44/135*z^3 - 197/110*z + 1
*
[ -3 ] 
f(z) = 40/123*z^3 - 196/123*z + 1
*
[ -3 ] 
f(z) = 40/129*z^3 - 188/129*z + 1
*
[ -3 ] 
f(z) = 41/129*z^3 - 197/129*z + 1
*
[ -3 ] 
f(z) = 41/132*z^3 - 193/132*z + 1
*
[ -3 ] 
f(z) = 41/138*z^3 - 185/138*z + 1
*
5/4 | 0.093984700282107905957165184083649453331 | 0.011041201326783996642421746820876251488
f(z) = 42/125*z^3 - 199/120*z + 1
*
[ 5/2 ] 
f(z) = 44/135*z^3 - 194/135*z + 1
*
5/7 | 0.090522506398126659395040041797935718422 | 0.017200804749816273945680654130885879917
f(z) = 49/120*z^3 - 193/120*z + 1
*
[ 3/7 ] 
f(z) = 49/129*z^3 - 181/129*z + 1
*
[ 3/7 ] 
f(z) = 49/132*z^3 - 185/132*z + 1
*
[ 3/7 ] 
f(z) = 49/138*z^3 - 193/138*z + 1
*
[ 30/13 ] 
f(z) = 52/135*z^3 - 193/130*z + 1
*
-3/2 | 0.25172259325249826232457792689573888932 | 0.029634176887418444574399740964535630287
f(z) = 49/135*z^3 - 181/140*z + 1
*
[ 15/7 ] 
f(z) = 51/125*z^3 - 197/147*z + 1
*
[ 20/41 ] 
f(z) = 41/125*z^3 - 185/164*z + 1
*
[ 9/4 ] 
f(z) = 44/135*z^3 - 197/180*z + 1
*
[ 11/6 ] 
f(z) = 50/121*z^3 - 185/198*z + 1
*
5/3 | 0.24984249343549300142061667366462338824 | 0.029681766235818371866564440868904978608
f(z) = 52/125*z^3 - 181/180*z + 1
*
-15/26 | 0.17277666046661888934115976554371377899 | 0.023128711712450356203541408256523263884
f(z) = 52/135*z^3 - 194/195*z + 1
*
-15/7 | 0.18648325866457489534745733688596188387 | 0.021770210251806489615154637330114494842
f(z) = 42/125*z^3 - 191/210*z + 1
*
[ 11/19 ] 
f(z) = 57/121*z^3 - 185/209*z + 1
*
[ 2 ] 
f(z) = 40/121*z^3 - 199/242*z + 1
*
[ 2 ] 
f(z) = 40/123*z^3 - 197/246*z + 1
*
[ 2 ] 
f(z) = 40/127*z^3 - 193/254*z + 1
*
[ 2 ] 
f(z) = 40/129*z^3 - 191/258*z + 1
*
[ 2 ] 
f(z) = 41/129*z^3 - 199/258*z + 1
*
[ 2 ] 
f(z) = 40/131*z^3 - 189/262*z + 1
*
[ 2 ] 
f(z) = 40/133*z^3 - 187/266*z + 1
*
[ 2 ] 
f(z) = 40/137*z^3 - 183/274*z + 1
*
[ 2 ] 
f(z) = 40/139*z^3 - 181/278*z + 1
*
[ 2 ] 
f(z) = 41/131*z^3 - 197/262*z + 1
*
[ 2 ] 
f(z) = 41/133*z^3 - 195/266*z + 1
*
[ 2 ] 
f(z) = 41/135*z^3 - 193/270*z + 1
*
[ 2 ] 
f(z) = 41/137*z^3 - 191/274*z + 1
*
[ 2 ] 
f(z) = 41/139*z^3 - 189/278*z + 1
*
[ 2 ] 
f(z) = 42/137*z^3 - 199/274*z + 1
*
[ 2 ] 
f(z) = 42/139*z^3 - 197/278*z + 1
*
[ -5/2 ] 
f(z) = 46/135*z^3 - 197/270*z + 1
*
[ 33/20 ] 
f(z) = 50/121*z^3 - 193/264*z + 1
*
[ -11/5 ] 
f(z) = 53/121*z^3 - 183/275*z + 1
*
[ -11/5 ] 
f(z) = 54/121*z^3 - 194/275*z + 1
*
[ 2/3 ] 
f(z) = 54/133*z^3 - 181/266*z + 1
*
[ 2/3 ] 
f(z) = 54/137*z^3 - 185/274*z + 1
*
[ 2/3 ] 
f(z) = 54/139*z^3 - 187/278*z + 1
*
[ 2/3 ] 
f(z) = 41/128*z^3 - 185/288*z + 1
*
[ 2/3 ] 
f(z) = 43/128*z^3 - 187/288*z + 1
*
[ 2/3 ] 
f(z) = 47/128*z^3 - 191/288*z + 1
*
[ 2/3 ] 
f(z) = 53/128*z^3 - 197/288*z + 1
*
[ 2/3 ] 
f(z) = 55/128*z^3 - 199/288*z + 1
*
[ 6 ] 
f(z) = 41/120*z^3 - 172/15*z + 1
*
[ -6 ] 
f(z) = 41/120*z^3 - 167/15*z + 1
*
[ 20/3 ] 
f(z) = 42/125*z^3 - 169/12*z + 1
*
[ -6 ] 
f(z) = 43/120*z^3 - 176/15*z + 1
*
[ 8 ] 
f(z) = 43/128*z^3 - 165/8*z + 1
*
[ -8 ] 
f(z) = 43/128*z^3 - 163/8*z + 1
*
[ 8 ] 
f(z) = 45/128*z^3 - 173/8*z + 1
*
[ -8 ] 
f(z) = 45/128*z^3 - 171/8*z + 1
*
[ -8 ] 
f(z) = 47/128*z^3 - 179/8*z + 1
*
5/9 | 0.17327583635204810344258894289631229041 | 0.020829571477102392786187046108033799831
f(z) = 54/125*z^3 - 164/15*z + 1
*
5/6 | 0.22339301965851977559064086411824915194 | 0.026873940794224633442793542208128644141
f(z) = 42/125*z^3 - 163/30*z + 1
*
5/6 | 0.20709186721626796727540855850373873286 | 0.024635429673011799642124460528851852772
f(z) = 48/125*z^3 - 179/30*z + 1
*
[ -30/7 ] 
f(z) = 49/125*z^3 - 179/30*z + 1
*
-30/7 | 0.10560735435458126226267187375583944212 | 0.012723348120668185868119077505156222273
f(z) = 49/125*z^3 - 161/20*z + 1
*
[ -30/7 ] 
f(z) = 49/135*z^3 - 163/30*z + 1
*
[ 11/3 ] 
f(z) = 51/121*z^3 - 163/33*z + 1
*
4 | 0.18890911335315169687039203824241962123 | 0.023941085784659952194564730479452201606
f(z) = 51/128*z^3 - 167/24*z + 1
*
55/18 | 0.090282920256600391549653815650804176390 | 0.010813912847484504465902980855520493941
f(z) = 54/125*z^3 - 169/30*z + 1
*
15/14 | 0.18746468822887032649593209158903451036 | 0.022300601202327816098215913592925732253
f(z) = 56/125*z^3 - 179/35*z + 1
*
[ 15/4 ] 
f(z) = 56/125*z^3 - 167/30*z + 1
*
[ -11/3 ] 
f(z) = 57/121*z^3 - 167/33*z + 1
*
-10/3 | 0.24451090772274826219348175780935332764 | 0.029205210010153494794608378700119225603
f(z) = 41/125*z^3 - 173/45*z + 1
*
8/15 | 0.15054484112739942507454365983312957990 | 0.018912729003883096987318279349798041748
f(z) = 45/128*z^3 - 179/40*z + 1
*
8/3 | 0.092230403023739991843980067329252821917 | 0.011653710265399224692628738286868833773
f(z) = 45/128*z^3 - 171/40*z + 1
*
-5/21 | 0.17082431431037697776528212878816813277 | 0.020417971970000062964821268001313318979
f(z) = 49/125*z^3 - 172/45*z + 1
*
[ 35/12 ] 
f(z) = 54/125*z^3 - 169/56*z + 1
*
8/9 | 0.21968532398965448262809009622896919791 | 0.027717466730570194841380072968620005664
f(z) = 45/128*z^3 - 173/72*z + 1
*
55/24 | 0.13214827249225562608240478731752949344 | 0.015828463430461668023127371749242148967
f(z) = 48/125*z^3 - 169/60*z + 1
*
[ 20/7 ] 
f(z) = 49/120*z^3 - 161/60*z + 1
*
[ 2/7 ] 
f(z) = 49/132*z^3 - 167/66*z + 1
*
6/7 | 0.15953980157914437440738061782315852976 | 0.027628085111170899663778715452926471490
f(z) = 49/132*z^3 - 161/66*z + 1
*
6/7 | 0.086429299914230295946644469577287411850 | 0.011874392910964025810110774838199193214
f(z) = 49/135*z^3 - 161/60*z + 1
*
-3 | 0.093742987269841003921791662138531620748 | 0.012753252299348599420363928657807027923
f(z) = 52/135*z^3 - 173/60*z + 1
*
[ 8/3 ] 
f(z) = 53/128*z^3 - 167/72*z + 1
*
[ 8/3 ] 
f(z) = 55/128*z^3 - 175/72*z + 1
*
5/2 | 0.14721919407186535921832351503504202043 | 0.017513039748139434136291997573377466002
f(z) = 56/125*z^3 - 179/70*z + 1
*
[ 11/4 ] 
f(z) = 42/121*z^3 - 175/88*z + 1
*
-65/24 | 0.25628301666422811465229778199226898049 | 0.025588129472162978614669307041494147538
f(z) = 42/125*z^3 - 179/96*z + 1
*
[ 5/16 ] 
f(z) = 48/125*z^3 - 179/80*z + 1
*
[ 18/7 ] 
f(z) = 49/135*z^3 - 161/90*z + 1
*
[ -11/4 ] 
f(z) = 54/121*z^3 - 177/88*z + 1
*
[ 12/5 ] 
f(z) = 45/128*z^3 - 173/120*z + 1
*
[ 7/3 ] 
f(z) = 45/133*z^3 - 169/133*z + 1
*
[ 11/24 ] 
f(z) = 48/121*z^3 - 167/132*z + 1
*
[ 15/7 ] 
f(z) = 49/120*z^3 - 161/120*z + 1
*
[ 10/21 ] 
f(z) = 49/120*z^3 - 161/135*z + 1
*
[ 3/7 ] 
f(z) = 49/123*z^3 - 173/123*z + 1
*
[ 8/17 ] 
f(z) = 51/128*z^3 - 165/136*z + 1
*
-5/6 | 0.22464621823859545938237023982452021631 | 0.022585891006853173842051344986786806043
f(z) = 56/125*z^3 - 167/126*z + 1
*
[ -5/2 ] 
f(z) = 56/135*z^3 - 161/135*z + 1
*
[ 2 ] 
f(z) = 57/122*z^3 - 167/122*z + 1
*
[ 2 ] 
f(z) = 57/130*z^3 - 163/130*z + 1
*
[ 2 ] 
f(z) = 57/134*z^3 - 161/134*z + 1
*
[ 2 ] 
f(z) = 59/122*z^3 - 175/122*z + 1
*
[ 2 ] 
f(z) = 59/126*z^3 - 173/126*z + 1
*
[ 2 ] 
f(z) = 59/130*z^3 - 171/130*z + 1
*
[ 2 ] 
f(z) = 59/134*z^3 - 169/134*z + 1
*
[ 2 ] 
f(z) = 59/138*z^3 - 167/138*z + 1
*
[ 15/7 ] 
f(z) = 46/125*z^3 - 170/147*z + 1
*
[ 32/15 ] 
f(z) = 45/128*z^3 - 171/160*z + 1
*
[ 25/14 ] 
f(z) = 56/125*z^3 - 173/175*z + 1
*
[ 15/8 ] 
f(z) = 58/135*z^3 - 167/160*z + 1
*
[ -22/9 ] 
f(z) = 45/121*z^3 - 161/198*z + 1
*
[ 11/6 ] 
f(z) = 46/121*z^3 - 163/198*z + 1
*
[ 15/8 ] 
f(z) = 49/125*z^3 - 175/192*z + 1
*
15/14 | 0.13365419190629088502874532983060801140 | 0.015888831489891781336077616306220216410
f(z) = 49/125*z^3 - 169/180*z + 1
*
[ -65/28 ] 
f(z) = 56/125*z^3 - 179/182*z + 1
*
-45/34 | 0.28636250278377155658170094126435709007 | 0.028222970786742961979572736677014123779
f(z) = 51/125*z^3 - 173/204*z + 1
*
[ 3/5 ] 
f(z) = 55/126*z^3 - 173/210*z + 1
*
[ 8/5 ] 
f(z) = 59/128*z^3 - 161/200*z + 1
*
[ 15/8 ] 
f(z) = 44/135*z^3 - 163/240*z + 1
*
[ 2/3 ] 
f(z) = 45/121*z^3 - 161/242*z + 1
*
[ 2/3 ] 
f(z) = 45/127*z^3 - 167/254*z + 1
*
[ -16/7 ] 
f(z) = 49/120*z^3 - 167/240*z + 1
*
[ 2/3 ] 
f(z) = 54/121*z^3 - 169/242*z + 1
*
[ 2/3 ] 
f(z) = 54/125*z^3 - 173/250*z + 1
*
[ 2/3 ] 
f(z) = 54/127*z^3 - 175/254*z + 1
*
[ 3/2 ] 
f(z) = 58/123*z^3 - 179/246*z + 1
*
[ 3/2 ] 
f(z) = 58/129*z^3 - 175/258*z + 1
*
[ 2/3 ] 
f(z) = 45/131*z^3 - 171/262*z + 1
*
[ 2/3 ] 
f(z) = 45/133*z^3 - 173/266*z + 1
*
[ 2/3 ] 
f(z) = 45/137*z^3 - 177/274*z + 1
*
[ 2/3 ] 
f(z) = 45/139*z^3 - 179/278*z + 1
*
[ 12/7 ] 
f(z) = 49/138*z^3 - 173/276*z + 1
*
[ 7/10 ] 
f(z) = 50/133*z^3 - 163/266*z + 1
*
[ -11/5 ] 
f(z) = 51/121*z^3 - 161/275*z + 1
*
[ -11/5 ] 
f(z) = 52/121*z^3 - 172/275*z + 1
*
[ 11/15 ] 
f(z) = 54/121*z^3 - 166/275*z + 1
*
[ 55/36 ] 
f(z) = 54/125*z^3 - 175/264*z + 1
*
[ 2/3 ] 
f(z) = 54/131*z^3 - 179/262*z + 1
*
[ 8 ] 
f(z) = 41/128*z^3 - 157/8*z + 1
*
[ -8 ] 
f(z) = 41/128*z^3 - 155/8*z + 1
*
[ 16/3 ] 
f(z) = 45/128*z^3 - 147/16*z + 1
*
[ -16/3 ] 
f(z) = 45/128*z^3 - 141/16*z + 1
*
-45/8 | 0.25037376177894937698702484469623404865 | 0.025535191165237050276654476616634141061
f(z) = 48/125*z^3 - 145/12*z + 1
*
5/9 | 0.24131121167701606074756040923383809234 | 0.029346519703100761921547358447858320032
f(z) = 54/125*z^3 - 149/15*z + 1
*
[ 11/2 ] 
f(z) = 56/121*z^3 - 145/11*z + 1
*
[ -11/2 ] 
f(z) = 56/121*z^3 - 141/11*z + 1
*
[ 6 ] 
f(z) = 56/135*z^3 - 141/10*z + 1
*
[ -6 ] 
f(z) = 58/135*z^3 - 143/10*z + 1
*
[ 6 ] 
f(z) = 59/135*z^3 - 149/10*z + 1
*
[ 11/3 ] 
f(z) = 48/121*z^3 - 152/33*z + 1
*
-35/8 | 0.20222219788374733955704062296054238178 | 0.024552983963688417771851573761531910284
f(z) = 48/125*z^3 - 151/20*z + 1
*
2/7 | 0.14599026667098134523706561730192673006 | 0.022943520646993624456341227691173846534
f(z) = 49/128*z^3 - 145/32*z + 1
*
[ 22/5 ] 
f(z) = 50/121*z^3 - 159/22*z + 1
*
[ -22/5 ] 
f(z) = 50/121*z^3 - 149/22*z + 1
*
[ -11/3 ] 
f(z) = 51/121*z^3 - 145/33*z + 1
*
-4 | 0.20651364535047957450820738634605805224 | 0.026421862806309926526794114826719117209
f(z) = 51/128*z^3 - 155/24*z + 1
*
[ 5/36 ] 
f(z) = 54/125*z^3 - 149/24*z + 1
*
[ -15/4 ] 
f(z) = 56/125*z^3 - 151/30*z + 1
*
-3 | 0.13944585992152665974086522906941737542 | 0.016670672622640359714586979732983776441
f(z) = 56/135*z^3 - 159/35*z + 1
*
4/3 | 0.20472706718726812576682780753501407884 | 0.026108174700848334551191974324176882265
f(z) = 45/128*z^3 - 159/40*z + 1
*
-15/23 | 0.26449776200151766538776943893311733531 | 0.026724455661959255636080548521532564382
f(z) = 46/125*z^3 - 159/46*z + 1
*
[ -15/4 ] 
f(z) = 46/135*z^3 - 141/40*z + 1
*
55/48 | 0.25063552139256477523601842196133447083 | 0.025491140418391096812454272078081301786
f(z) = 48/125*z^3 - 149/48*z + 1
*
15/7 | 0.11160728267382832999566223513353647318 | 0.013487086675112503084111488493229025598
f(z) = 49/125*z^3 - 157/45*z + 1
*
-24/7 | 0.24412977306303050841818082281660011408 | 0.029413994077351233912396421567393046333
f(z) = 49/135*z^3 - 149/40*z + 1
*
[ 5/21 ] 
f(z) = 54/125*z^3 - 158/49*z + 1
*
[ 3 ] 
f(z) = 59/126*z^3 - 149/42*z + 1
*
[ 5/16 ] 
f(z) = 44/125*z^3 - 143/64*z + 1
*
[ 8/3 ] 
f(z) = 47/128*z^3 - 143/72*z + 1
*
[ 2/7 ] 
f(z) = 49/124*z^3 - 157/62*z + 1
*
[ -22/7 ] 
f(z) = 49/132*z^3 - 155/66*z + 1
*
-5/2 | 0.095324504536360468220759915096116742819 | 0.011592674998909160832607402309524140321
f(z) = 51/125*z^3 - 149/60*z + 1
*
[ -25/9 ] 
f(z) = 54/125*z^3 - 148/75*z + 1
*
-2 | 0.089979028602450681001388811864124874917 | 0.015948335814664407521606217171421492395
f(z) = 55/124*z^3 - 141/62*z + 1
*
-2 | 0.090511117926534192528525946353321012667 | 0.015963495381302413646613899764551819531
f(z) = 57/124*z^3 - 145/62*z + 1
*
-2 | 0.090917638035813713856422690980850624301 | 0.015958600337377045145367871622414467993
f(z) = 59/124*z^3 - 149/62*z + 1
*
-2 | 0.070924108912061566053373224004148209664 | 0.012420106008931353689557574160312023311
f(z) = 59/132*z^3 - 151/66*z + 1
*
[ -11/4 ] 
f(z) = 50/121*z^3 - 155/88*z + 1
*
[ 4/11 ] 
f(z) = 55/128*z^3 - 159/88*z + 1
*
-5/12 | 0.24413757836915600298919912533986473336 | 0.029642176325655374105576000987438221240
f(z) = 56/125*z^3 - 151/90*z + 1
*
[ 35/16 ] 
f(z) = 48/125*z^3 - 145/112*z + 1
*
[ 3/7 ] 
f(z) = 56/135*z^3 - 148/105*z + 1
*
[ 1/2 ] 
f(z) = 40/131*z^3 - 141/131*z + 1
*
[ 1/2 ] 
f(z) = 40/133*z^3 - 143/133*z + 1
*
[ 1/2 ] 
f(z) = 40/137*z^3 - 147/137*z + 1
*
[ 1/2 ] 
f(z) = 40/139*z^3 - 149/139*z + 1
*
[ 1/2 ] 
f(z) = 44/131*z^3 - 142/131*z + 1
*
[ 1/2 ] 
f(z) = 44/133*z^3 - 144/133*z + 1
*
[ 1/2 ] 
f(z) = 44/135*z^3 - 146/135*z + 1
*
[ 1/2 ] 
f(z) = 44/137*z^3 - 148/137*z + 1
*
[ 1/2 ] 
f(z) = 44/139*z^3 - 150/139*z + 1
*
[ 1/2 ] 
f(z) = 48/131*z^3 - 143/131*z + 1
*
[ 1/2 ] 
f(z) = 48/133*z^3 - 145/133*z + 1
*
[ 1/2 ] 
f(z) = 48/137*z^3 - 149/137*z + 1
*
[ 1/2 ] 
f(z) = 48/139*z^3 - 151/139*z + 1
*
[ 5/11 ] 
f(z) = 49/125*z^3 - 155/121*z + 1
*
-16/7 | 0.13511907601622047498053946764238352463 | 0.026723201604102506353852530870605484308
f(z) = 49/132*z^3 - 157/132*z + 1
*
[ 2 ] 
f(z) = 51/122*z^3 - 143/122*z + 1
*
[ 1/2 ] 
f(z) = 52/129*z^3 - 142/129*z + 1
*
[ 1/2 ] 
f(z) = 52/131*z^3 - 144/131*z + 1
*
[ 1/2 ] 
f(z) = 52/133*z^3 - 146/133*z + 1
*
[ 1/2 ] 
f(z) = 52/135*z^3 - 148/135*z + 1
*
[ 1/2 ] 
f(z) = 52/137*z^3 - 150/137*z + 1
*
[ 1/2 ] 
f(z) = 52/139*z^3 - 152/139*z + 1
*
[ 2 ] 
f(z) = 53/122*z^3 - 151/122*z + 1
*
[ 2 ] 
f(z) = 53/126*z^3 - 149/126*z + 1
*
[ 2 ] 
f(z) = 53/130*z^3 - 147/130*z + 1
*
[ 2 ] 
f(z) = 53/134*z^3 - 145/134*z + 1
*
[ 2 ] 
f(z) = 53/138*z^3 - 143/138*z + 1
*
[ 5/11 ] 
f(z) = 54/125*z^3 - 156/121*z + 1
*
[ 2 ] 
f(z) = 55/122*z^3 - 159/122*z + 1
*
[ 2 ] 
f(z) = 55/126*z^3 - 157/126*z + 1
*
[ 2 ] 
f(z) = 55/134*z^3 - 153/134*z + 1
*
[ 2 ] 
f(z) = 55/138*z^3 - 151/138*z + 1
*
[ 1/2 ] 
f(z) = 56/127*z^3 - 141/127*z + 1
*
[ 1/2 ] 
f(z) = 56/129*z^3 - 143/129*z + 1
*
[ 1/2 ] 
f(z) = 56/131*z^3 - 145/131*z + 1
*
[ 1/2 ] 
f(z) = 56/135*z^3 - 149/135*z + 1
*
[ 1/2 ] 
f(z) = 56/137*z^3 - 151/137*z + 1
*
[ 1/2 ] 
f(z) = 56/139*z^3 - 153/139*z + 1
*
[ 11/6 ] 
f(z) = 57/121*z^3 - 149/132*z + 1
*
[ 35/19 ] 
f(z) = 57/125*z^3 - 145/133*z + 1
*
[ 5/11 ] 
f(z) = 59/125*z^3 - 157/121*z + 1
*
[ 15/7 ] 
f(z) = 41/125*z^3 - 143/147*z + 1
*
[ -18/7 ] 
f(z) = 49/136*z^3 - 152/153*z + 1
*
[ 15/29 ] 
f(z) = 58/135*z^3 - 152/145*z + 1
*
[ 10/17 ] 
f(z) = 51/125*z^3 - 143/170*z + 1
*
5/21 | 0.12545027624387857999212490981522280107 | 0.014645169274357217339591441332140677250
f(z) = 42/125*z^3 - 151/210*z + 1
*
[ 8/5 ] 
f(z) = 57/128*z^3 - 153/200*z + 1
*
[ 20/11 ] 
f(z) = 44/125*z^3 - 157/220*z + 1
*
[ 40/29 ] 
f(z) = 58/125*z^3 - 141/232*z + 1
*
[ 30/43 ] 
f(z) = 43/125*z^3 - 155/258*z + 1
*
[ 5/7 ] 
f(z) = 43/125*z^3 - 141/245*z + 1
*
[ 5/7 ] 
f(z) = 44/125*z^3 - 142/245*z + 1
*
[ 5/7 ] 
f(z) = 46/125*z^3 - 144/245*z + 1
*
[ 5/7 ] 
f(z) = 48/125*z^3 - 146/245*z + 1
*
[ 3/2 ] 
f(z) = 50/123*z^3 - 143/246*z + 1
*
[ 5/7 ] 
f(z) = 51/125*z^3 - 149/245*z + 1
*
[ 5/7 ] 
f(z) = 53/125*z^3 - 151/245*z + 1
*
[ 5/7 ] 
f(z) = 54/125*z^3 - 152/245*z + 1
*
[ 3/4 ] 
f(z) = 56/123*z^3 - 145/246*z + 1
*
[ 3/4 ] 
f(z) = 56/129*z^3 - 149/258*z + 1
*
[ 5/7 ] 
f(z) = 58/125*z^3 - 156/245*z + 1
*
[ 5/7 ] 
f(z) = 59/125*z^3 - 157/245*z + 1
*
[ -24/11 ] 
f(z) = 55/128*z^3 - 155/264*z + 1
*
[ 32/21 ] 
f(z) = 49/128*z^3 - 157/288*z + 1
*
[ 11/9 ] 
f(z) = 57/121*z^3 - 155/297*z + 1
*
[ 15/19 ] 
f(z) = 57/125*z^3 - 157/285*z + 1
*
[ 11/2 ] 
f(z) = 48/121*z^3 - 123/11*z + 1
*
-3/7 | 0.15403166628145254843300439390638094220 | 0.021779196496994762349147719819453273659
f(z) = 49/135*z^3 - 131/15*z + 1
*
[ 34/7 ] 
f(z) = 49/136*z^3 - 131/17*z + 1
*
[ -34/7 ] 
f(z) = 49/136*z^3 - 124/17*z + 1
*
[ 11/2 ] 
f(z) = 52/121*z^3 - 134/11*z + 1
*
[ -11/2 ] 
f(z) = 52/121*z^3 - 130/11*z + 1
*
[ -6 ] 
f(z) = 52/135*z^3 - 127/10*z + 1
*
[ 6 ] 
f(z) = 53/135*z^3 - 133/10*z + 1
*
[ -15/2 ] 
f(z) = 54/125*z^3 - 139/6*z + 1
*
[ 11/3 ] 
f(z) = 42/121*z^3 - 130/33*z + 1
*
30/7 | 0.24618162265888483884564779824412176613 | 0.025370365543347158366194487478044388693
f(z) = 42/125*z^3 - 131/21*z + 1
*
[ -11/3 ] 
f(z) = 48/121*z^3 - 134/33*z + 1
*
[ 45/14 ] 
f(z) = 49/125*z^3 - 121/36*z + 1
*
-4 | 0.18121407997824481322369911523207604581 | 0.023694972492891820051864301648163946284
f(z) = 51/128*z^3 - 131/24*z + 1
*
3/4 | 0.18639132929344996785422561566047409262 | 0.022811228661812016129334514589809884710
f(z) = 52/135*z^3 - 131/20*z + 1
*
[ -15/4 ] 
f(z) = 56/135*z^3 - 137/30*z + 1
*
[ 3/14 ] 
f(z) = 56/135*z^3 - 129/35*z + 1
*
[ 10/3 ] 
f(z) = 57/125*z^3 - 131/30*z + 1
*
[ 15/4 ] 
f(z) = 58/125*z^3 - 139/24*z + 1
*
-12/5 | 0.19926032177515171596594117998760423113 | 0.026054641250579515985929226582643682276
f(z) = 45/128*z^3 - 131/40*z + 1
*
20/7 | 0.19164914613496207341544323679169062872 | 0.025059428309871415862810536812299429924
f(z) = 49/128*z^3 - 131/40*z + 1
*
[ 3 ] 
f(z) = 53/126*z^3 - 131/42*z + 1
*
-35/12 | 0.094428304679818671416364077563930738190 | 0.011581534888427816896340176291260087945
f(z) = 54/125*z^3 - 139/40*z + 1
*
[ 3 ] 
f(z) = 55/126*z^3 - 137/42*z + 1
*
2/3 | 0.19858596354425998657711450089054429409 | 0.028371764165703164623399657957933179654
f(z) = 57/136*z^3 - 137/51*z + 1
*
[ -3 ] 
f(z) = 59/126*z^3 - 121/42*z + 1
*
[ 8/3 ] 
f(z) = 43/128*z^3 - 127/72*z + 1
*
[ 30/11 ] 
f(z) = 44/125*z^3 - 131/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016262613622259590920227280791769987110
f(z) = 45/124*z^3 - 121/62*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016166821564987368012466717482900555959
f(z) = 47/124*z^3 - 125/62*z + 1
*
-2 | 0.070078619429722022368410971663502760713 | 0.012655659934984277098614476395981037118
f(z) = 47/132*z^3 - 127/66*z + 1
*
-12/7 | 0.14145350728791132158715897323461626900 | 0.025200477275216452490422000109495906994
f(z) = 49/120*z^3 - 137/60*z + 1
*
-2 | 0.089264492544557495445094468859791849336 | 0.016075120155195133617703366014096876492
f(z) = 49/124*z^3 - 129/62*z + 1
*
[ 8/21 ] 
f(z) = 49/128*z^3 - 121/72*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.012584994654329980634221912288990431330
f(z) = 49/132*z^3 - 131/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.015987200223762220618122965038145156181
f(z) = 51/124*z^3 - 133/62*z + 1
*
-2 | 0.089271252745979969965233924210088295357 | 0.015904011284614015672327643767912179436
f(z) = 53/124*z^3 - 137/62*z + 1
*
-2 | 0.070078635134168897357525143765352921195 | 0.012452621404039546512285602416756921529
f(z) = 53/132*z^3 - 139/66*z + 1
*
[ 22/9 ] 
f(z) = 54/121*z^3 - 137/66*z + 1
*
-20/9 | 0.097157692867222433834432932138629414122 | 0.012003560023471875771887879933600695666
f(z) = 54/125*z^3 - 131/60*z + 1
*
[ -8/3 ] 
f(z) = 55/128*z^3 - 121/72*z + 1
*
-5/2 | 0.10810828575200275232702218321415830188 | 0.013461272027071738949865793953776776610
f(z) = 56/125*z^3 - 123/70*z + 1
*
-5/2 | 0.10467601143923453312596871244251755996 | 0.012982164791519641070127670192554767452
f(z) = 57/125*z^3 - 127/60*z + 1
*
[ -8/3 ] 
f(z) = 59/128*z^3 - 137/72*z + 1
*
[ 3/8 ] 
f(z) = 44/135*z^3 - 137/80*z + 1
*
[ 2/5 ] 
f(z) = 45/136*z^3 - 132/85*z + 1
*
[ -11/4 ] 
f(z) = 46/121*z^3 - 133/88*z + 1
*
[ 2/5 ] 
f(z) = 55/136*z^3 - 133/85*z + 1
*
[ 5/12 ] 
f(z) = 56/125*z^3 - 133/90*z + 1
*
[ 9/4 ] 
f(z) = 56/135*z^3 - 139/90*z + 1
*
10/7 | 0.19752037036583276081696520146214386574 | 0.024473134514627793920521623735355808696
f(z) = 42/125*z^3 - 128/105*z + 1
*
[ 1/2 ] 
f(z) = 40/121*z^3 - 131/121*z + 1
*
[ 1/2 ] 
f(z) = 40/123*z^3 - 133/123*z + 1
*
[ 1/2 ] 
f(z) = 40/127*z^3 - 137/127*z + 1
*
[ 1/2 ] 
f(z) = 40/129*z^3 - 139/129*z + 1
*
[ 5/9 ] 
f(z) = 42/125*z^3 - 122/135*z + 1
*
[ 1/2 ] 
f(z) = 44/123*z^3 - 134/123*z + 1
*
[ 1/2 ] 
f(z) = 44/125*z^3 - 136/125*z + 1
*
[ 1/2 ] 
f(z) = 44/127*z^3 - 138/127*z + 1
*
[ 1/2 ] 
f(z) = 44/129*z^3 - 140/129*z + 1
*
[ -8/3 ] 
f(z) = 45/136*z^3 - 133/136*z + 1
*
[ 2 ] 
f(z) = 47/122*z^3 - 127/122*z + 1
*
[ 2 ] 
f(z) = 47/126*z^3 - 125/126*z + 1
*
[ 2 ] 
f(z) = 47/130*z^3 - 123/130*z + 1
*
[ 2 ] 
f(z) = 47/134*z^3 - 121/134*z + 1
*
[ 1/2 ] 
f(z) = 48/121*z^3 - 133/121*z + 1
*
[ 1/2 ] 
f(z) = 48/125*z^3 - 137/125*z + 1
*
[ 5/9 ] 
f(z) = 48/125*z^3 - 124/135*z + 1
*
[ 1/2 ] 
f(z) = 48/127*z^3 - 139/127*z + 1
*
[ 2 ] 
f(z) = 49/122*z^3 - 135/122*z + 1
*
[ 2 ] 
f(z) = 49/130*z^3 - 131/130*z + 1
*
[ 2 ] 
f(z) = 49/134*z^3 - 129/134*z + 1
*
[ 2 ] 
f(z) = 49/138*z^3 - 127/138*z + 1
*
[ 11/6 ] 
f(z) = 51/121*z^3 - 127/132*z + 1
*
[ 2 ] 
f(z) = 51/130*z^3 - 139/130*z + 1
*
[ 2 ] 
f(z) = 51/134*z^3 - 137/134*z + 1
*
[ 1/2 ] 
f(z) = 52/121*z^3 - 134/121*z + 1
*
[ 1/2 ] 
f(z) = 52/123*z^3 - 136/123*z + 1
*
[ 1/2 ] 
f(z) = 52/125*z^3 - 138/125*z + 1
*
[ 1/2 ] 
f(z) = 52/127*z^3 - 140/127*z + 1
*
[ -5/2 ] 
f(z) = 52/135*z^3 - 136/135*z + 1
*
5/4 | 0.13514911246201399529886696473704671298 | 0.016605417271959138128631245925187407960
f(z) = 54/125*z^3 - 137/120*z + 1
*
[ -12/5 ] 
f(z) = 55/128*z^3 - 127/120*z + 1
*
[ 1/2 ] 
f(z) = 56/121*z^3 - 135/121*z + 1
*
[ 1/2 ] 
f(z) = 56/123*z^3 - 137/123*z + 1
*
[ 1/2 ] 
f(z) = 56/125*z^3 - 139/125*z + 1
*
[ 15/8 ] 
f(z) = 56/125*z^3 - 133/120*z + 1
*
[ 5/9 ] 
f(z) = 57/125*z^3 - 127/135*z + 1
*
10/7 | 0.11686068776329488054848122513059296207 | 0.014320253226493016791839763088524026602
f(z) = 56/125*z^3 - 121/140*z + 1
*
[ 40/21 ] 
f(z) = 42/125*z^3 - 125/168*z + 1
*
[ 5/8 ] 
f(z) = 54/125*z^3 - 123/160*z + 1
*
[ 3/2 ] 
f(z) = 59/126*z^3 - 121/168*z + 1
*
[ 9/14 ] 
f(z) = 49/135*z^3 - 127/180*z + 1
*
[ 11/17 ] 
f(z) = 51/121*z^3 - 135/187*z + 1
*
[ 2/3 ] 
f(z) = 51/124*z^3 - 127/186*z + 1
*
[ 2/3 ] 
f(z) = 57/124*z^3 - 131/186*z + 1
*
5/3 | 0.19751998888876559045903085125853192731 | 0.023058647290035604517066982165307914201
f(z) = 42/125*z^3 - 127/210*z + 1
*
[ 8/5 ] 
f(z) = 49/128*z^3 - 121/200*z + 1
*
[ 12/7 ] 
f(z) = 49/136*z^3 - 131/204*z + 1
*
[ 8/5 ] 
f(z) = 51/128*z^3 - 129/200*z + 1
*
[ 8/5 ] 
f(z) = 53/128*z^3 - 137/200*z + 1
*
-5/11 | 0.23974436660081493521995836226268246127 | 0.027836780581351274485394445520611110271
f(z) = 44/125*z^3 - 137/220*z + 1
*
[ 3/4 ] 
f(z) = 40/123*z^3 - 127/246*z + 1
*
[ 3/4 ] 
f(z) = 40/129*z^3 - 131/258*z + 1
*
[ 5/7 ] 
f(z) = 41/125*z^3 - 139/245*z + 1
*
[ 3/4 ] 
f(z) = 41/135*z^3 - 121/240*z + 1
*
[ 3/2 ] 
f(z) = 46/123*z^3 - 125/246*z + 1
*
[ 3/2 ] 
f(z) = 46/129*z^3 - 121/258*z + 1
*
[ 3/4 ] 
f(z) = 47/135*z^3 - 127/240*z + 1
*
[ 3/2 ] 
f(z) = 50/129*z^3 - 139/258*z + 1
*
[ 3/4 ] 
f(z) = 53/135*z^3 - 133/240*z + 1
*
[ -15/7 ] 
f(z) = 58/135*z^3 - 124/245*z + 1
*
[ 3/4 ] 
f(z) = 59/135*z^3 - 139/240*z + 1
*
[ 7/4 ] 
f(z) = 40/133*z^3 - 131/266*z + 1
*
[ -11/5 ] 
f(z) = 48/121*z^3 - 128/275*z + 1
*
[ -11/5 ] 
f(z) = 49/121*z^3 - 139/275*z + 1
*
[ -16/7 ] 
f(z) = 49/136*z^3 - 121/272*z + 1
*
[ 11/10 ] 
f(z) = 56/121*z^3 - 129/275*z + 1
*
[ 5/4 ] 
f(z) = 56/135*z^3 - 121/270*z + 1
*
[ 11/9 ] 
f(z) = 48/121*z^3 - 122/297*z + 1
*
[ 11/9 ] 
f(z) = 51/121*z^3 - 133/297*z + 1
*
[ 15/14 ] 
f(z) = 58/125*z^3 - 137/294*z + 1
*
[ 11/2 ] 
f(z) = 40/121*z^3 - 101/11*z + 1
*
[ 6 ] 
f(z) = 41/135*z^3 - 101/10*z + 1
*
[ -6 ] 
f(z) = 43/135*z^3 - 103/10*z + 1
*
[ 6 ] 
f(z) = 44/135*z^3 - 109/10*z + 1
*
[ 15/2 ] 
f(z) = 46/125*z^3 - 119/6*z + 1
*
[ -6 ] 
f(z) = 46/135*z^3 - 111/10*z + 1
*
[ 6 ] 
f(z) = 47/135*z^3 - 117/10*z + 1
*
[ -11/2 ] 
f(z) = 48/121*z^3 - 119/11*z + 1
*
-30/7 | 0.17418248553814646093409167352696248624 | 0.025622832057440809060053200562838753781
f(z) = 49/120*z^3 - 112/15*z + 1
*
[ 30/7 ] 
f(z) = 49/120*z^3 - 101/15*z + 1
*
30/7 | 0.12973914869370865778112585856003497874 | 0.016401451273407338482825784998851865963
f(z) = 49/125*z^3 - 109/15*z + 1
*
44/7 | 0.21025002231162424193043004441184224274 | 0.027967999888521581222247375400200565894
f(z) = 49/128*z^3 - 115/8*z + 1
*
[ -6 ] 
f(z) = 49/135*z^3 - 119/10*z + 1
*
[ 15/2 ] 
f(z) = 52/135*z^3 - 104/5*z + 1
*
[ -15/2 ] 
f(z) = 56/135*z^3 - 111/5*z + 1
*
[ -11/3 ] 
f(z) = 42/121*z^3 - 112/33*z + 1
*
[ 10/3 ] 
f(z) = 48/125*z^3 - 107/30*z + 1
*
5/14 | 0.23605555429512578405212930178088449959 | 0.029577005707706022330647346490675225030
f(z) = 49/125*z^3 - 117/20*z + 1
*
[ 25/7 ] 
f(z) = 49/125*z^3 - 107/25*z + 1
*
-24/7 | 0.13883240686133839263093519108534662339 | 0.018511045481712083138234984374702467876
f(z) = 49/128*z^3 - 113/24*z + 1
*
-24/7 | 0.19285213927802098483608277140952068674 | 0.025837858692764557214790957808434638088
f(z) = 49/128*z^3 - 109/24*z + 1
*
4/3 | 0.21266693366891343533505531990450210691 | 0.028563466326679020525825308386563607403
f(z) = 51/128*z^3 - 107/24*z + 1
*
5/2 | 0.18612060757653453093204067218722675515 | 0.023422405286904077730852435095377826922
f(z) = 54/125*z^3 - 113/30*z + 1
*
-10/3 | 0.22691883612398220441191444733170884596 | 0.023836859459207446943563703028507326429
f(z) = 54/125*z^3 - 109/24*z + 1
*
35/12 | 0.22386444711270689726375542205014640128 | 0.023705830007179893761190235179112633932
f(z) = 54/125*z^3 - 101/24*z + 1
*
[ -10/3 ] 
f(z) = 57/125*z^3 - 113/30*z + 1
*
4/3 | 0.19850649804058574481083992624227847448 | 0.026595415872333753153966593064866891305
f(z) = 57/128*z^3 - 109/24*z + 1
*
5/42 | 0.19771879413966028356600564213678776529 | 0.020937170611730139263028839793578398702
f(z) = 42/125*z^3 - 101/42*z + 1
*
[ 3 ] 
f(z) = 43/126*z^3 - 101/42*z + 1
*
45/44 | 0.18662040178592846696469397610827906676 | 0.019529743650110551701477048807027835954
f(z) = 44/125*z^3 - 113/44*z + 1
*
5/2 | 0.13321791826504110179369704924403287121 | 0.016764850027680916912434477839562636592
f(z) = 44/125*z^3 - 113/55*z + 1
*
8/15 | 0.19477164691329155007081985778783351380 | 0.025791719991309367560667452900724221487
f(z) = 45/128*z^3 - 119/40*z + 1
*
-5/4 | 0.19862034449694415486339531620815566296 | 0.025051737239626259570005213138937370836
f(z) = 46/125*z^3 - 111/40*z + 1
*
[ 3 ] 
f(z) = 47/126*z^3 - 113/42*z + 1
*
-95/48 | 0.19210338815680650930294584423595937158 | 0.020342534610490456361436780823779602329
f(z) = 48/125*z^3 - 101/48*z + 1
*
[ -24/7 ] 
f(z) = 49/135*z^3 - 119/40*z + 1
*
[ 11/4 ] 
f(z) = 52/121*z^3 - 115/44*z + 1
*
[ -3 ] 
f(z) = 53/126*z^3 - 103/42*z + 1
*
[ -3 ] 
f(z) = 55/126*z^3 - 109/42*z + 1
*
-12/5 | 0.098563318200865070490125068727408753637 | 0.013205272689729398030161771253701123761
f(z) = 55/128*z^3 - 109/40*z + 1
*
4/5 | 0.21724423291615319512220712011130748974 | 0.029406169881040996240991522373955145836
f(z) = 55/128*z^3 - 101/40*z + 1
*
3/8 | 0.22092288063956763877538612298559893402 | 0.027659668281546786036380755792398197177
f(z) = 56/135*z^3 - 109/40*z + 1
*
-3 | 0.21443028153872091721826260084830410189 | 0.027105478030219128796385432026461787242
f(z) = 56/135*z^3 - 101/40*z + 1
*
-5/2 | 0.27648586005160785279669303397623925374 | 0.029100274831500495586306109868172263149
f(z) = 58/125*z^3 - 107/58*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016467834530929915231128475519789348972
f(z) = 41/124*z^3 - 113/62*z + 1
*
[ 8/3 ] 
f(z) = 41/128*z^3 - 119/72*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.012886458955887741779194608941494703263
f(z) = 41/132*z^3 - 115/66*z + 1
*
-2 | 0.089264473437130312310437566064050191603 | 0.016362826596189710432213483503633604621
f(z) = 43/124*z^3 - 117/62*z + 1
*
-2 | 0.070077585813301132646229774460768193258 | 0.012805942906015728444239489546070734736
f(z) = 43/132*z^3 - 119/66*z + 1
*
-5/6 | 0.089415696188849223007183269160127162875 | 0.011303813836342221600730123952698050538
f(z) = 48/125*z^3 - 109/60*z + 1
*
5/6 | 0.15403426603442431665798809137442765973 | 0.019613192884054201788712982410279428178
f(z) = 48/125*z^3 - 103/60*z + 1
*
[ -20/7 ] 
f(z) = 49/120*z^3 - 119/60*z + 1
*
12/7 | 0.12546036563835066582629247258913552411 | 0.023380716814076136435509270894546588018
f(z) = 49/120*z^3 - 107/60*z + 1
*
-33/14 | 0.15044853767327466461716061456206266605 | 0.022084691188334432222612435938581983721
f(z) = 49/135*z^3 - 101/60*z + 1
*
[ 5/13 ] 
f(z) = 52/125*z^3 - 108/65*z + 1
*
-5/2 | 0.23191040388309095059190259859952812469 | 0.029529166465865809246094019315516824923
f(z) = 52/125*z^3 - 103/65*z + 1
*
[ -8/3 ] 
f(z) = 53/128*z^3 - 113/72*z + 1
*
10/9 | 0.19254343132598176946166808140930930203 | 0.024577932249068011752668636457920303264
f(z) = 54/125*z^3 - 101/60*z + 1
*
[ -11/4 ] 
f(z) = 42/121*z^3 - 111/88*z + 1
*
[ 11/21 ] 
f(z) = 49/121*z^3 - 101/99*z + 1
*
-5/28 | 0.12364270775547201139965858623889568704 | 0.015559854706728470529767987533732993991
f(z) = 49/125*z^3 - 113/80*z + 1
*
[ 10/21 ] 
f(z) = 49/125*z^3 - 107/90*z + 1
*
[ 15/8 ] 
f(z) = 54/125*z^3 - 101/96*z + 1
*
[ 11/6 ] 
f(z) = 56/121*z^3 - 109/99*z + 1
*
[ 11/20 ] 
f(z) = 40/121*z^3 - 101/110*z + 1
*
-5/7 | 0.10142604201742222723151568326741894082 | 0.012722041312461306993961659523985306639
f(z) = 42/125*z^3 - 116/105*z + 1
*
[ 15/7 ] 
f(z) = 42/125*z^3 - 106/105*z + 1
*
[ 2 ] 
f(z) = 41/122*z^3 - 103/122*z + 1
*
[ 2 ] 
f(z) = 41/126*z^3 - 101/126*z + 1
*
[ 2 ] 
f(z) = 43/122*z^3 - 111/122*z + 1
*
[ 2 ] 
f(z) = 43/126*z^3 - 109/126*z + 1
*
[ 2 ] 
f(z) = 43/130*z^3 - 107/130*z + 1
*
[ 2 ] 
f(z) = 43/134*z^3 - 105/134*z + 1
*
[ 2 ] 
f(z) = 43/138*z^3 - 103/138*z + 1
*
[ 2 ] 
f(z) = 45/122*z^3 - 119/122*z + 1
*
-12/5 | 0.16034616210536920228355323439404583380 | 0.021209584057635589699172861425770482597
f(z) = 45/128*z^3 - 113/120*z + 1
*
[ 2 ] 
f(z) = 45/134*z^3 - 113/134*z + 1
*
[ 2 ] 
f(z) = 47/138*z^3 - 119/138*z + 1
*
[ -33/14 ] 
f(z) = 49/121*z^3 - 109/132*z + 1
*
[ 4/7 ] 
f(z) = 49/124*z^3 - 109/124*z + 1
*
[ 13/7 ] 
f(z) = 49/130*z^3 - 109/130*z + 1
*
[ 4/7 ] 
f(z) = 49/132*z^3 - 115/132*z + 1
*
[ 3/5 ] 
f(z) = 50/129*z^3 - 104/129*z + 1
*
[ 3/5 ] 
f(z) = 53/135*z^3 - 101/125*z + 1
*
[ -7/3 ] 
f(z) = 54/133*z^3 - 104/133*z + 1
*
[ 15/8 ] 
f(z) = 56/135*z^3 - 119/120*z + 1
*
[ 3/5 ] 
f(z) = 56/135*z^3 - 102/125*z + 1
*
[ 3/5 ] 
f(z) = 59/135*z^3 - 103/125*z + 1
*
-10/7 | 0.19985641447959265524903795982206420588 | 0.024490652237849011843888206186390062686
f(z) = 42/125*z^3 - 103/140*z + 1
*
[ 2/3 ] 
f(z) = 49/136*z^3 - 101/153*z + 1
*
[ 2/3 ] 
f(z) = 53/136*z^3 - 103/153*z + 1
*
[ 2/3 ] 
f(z) = 55/136*z^3 - 104/153*z + 1
*
[ -15/7 ] 
f(z) = 59/125*z^3 - 103/147*z + 1
*
[ 2/3 ] 
f(z) = 59/136*z^3 - 106/153*z + 1
*
[ 5/8 ] 
f(z) = 42/125*z^3 - 117/160*z + 1
*
[ 15/22 ] 
f(z) = 44/125*z^3 - 104/165*z + 1
*
[ 5/8 ] 
f(z) = 46/125*z^3 - 119/160*z + 1
*
[ 15/8 ] 
f(z) = 46/135*z^3 - 117/160*z + 1
*
[ 11/16 ] 
f(z) = 48/121*z^3 - 113/176*z + 1
*
[ 3/2 ] 
f(z) = 53/126*z^3 - 103/168*z + 1
*
[ 3/2 ] 
f(z) = 55/126*z^3 - 109/168*z + 1
*
[ 16/11 ] 
f(z) = 55/128*z^3 - 105/176*z + 1
*
-5/42 | 0.17079320968564706630966515598655388280 | 0.020303923802222842551754936321978821707
f(z) = 49/125*z^3 - 109/180*z + 1
*
[ 22/15 ] 
f(z) = 50/121*z^3 - 113/198*z + 1
*
[ 8/5 ] 
f(z) = 47/128*z^3 - 113/200*z + 1
*
[ 4/5 ] 
f(z) = 51/128*z^3 - 101/200*z + 1
*
[ 4/5 ] 
f(z) = 53/128*z^3 - 103/200*z + 1
*
[ 4/5 ] 
f(z) = 57/128*z^3 - 107/200*z + 1
*
[ 8/9 ] 
f(z) = 57/128*z^3 - 103/216*z + 1
*
[ 4/3 ] 
f(z) = 57/136*z^3 - 101/204*z + 1
*
[ 4/5 ] 
f(z) = 59/128*z^3 - 109/200*z + 1
*
[ 10/11 ] 
f(z) = 48/125*z^3 - 101/242*z + 1
*
[ 6/7 ] 
f(z) = 49/123*z^3 - 113/246*z + 1
*
[ 6/7 ] 
f(z) = 49/129*z^3 - 115/258*z + 1
*
[ 6/5 ] 
f(z) = 50/123*z^3 - 103/246*z + 1
*
[ 6/5 ] 
f(z) = 50/129*z^3 - 101/258*z + 1
*
-5/3 | 0.24681499231032735943608641670825202163 | 0.028174779177009503735406465560504956170
f(z) = 51/125*z^3 - 106/255*z + 1
*
[ 10/11 ] 
f(z) = 53/125*z^3 - 109/242*z + 1
*
[ 6/5 ] 
f(z) = 55/136*z^3 - 106/255*z + 1
*
[ 20/21 ] 
f(z) = 56/125*z^3 - 115/252*z + 1
*
[ 10/11 ] 
f(z) = 58/125*z^3 - 117/242*z + 1
*
[ 6/5 ] 
f(z) = 58/135*z^3 - 113/250*z + 1
*
[ 11/12 ] 
f(z) = 42/121*z^3 - 101/264*z + 1
*
[ -25/11 ] 
f(z) = 44/125*z^3 - 104/275*z + 1
*
[ -11/5 ] 
f(z) = 46/121*z^3 - 106/275*z + 1
*
[ -11/5 ] 
f(z) = 47/121*z^3 - 117/275*z + 1
*
[ 11/10 ] 
f(z) = 48/121*z^3 - 107/275*z + 1
*
[ 10/9 ] 
f(z) = 48/125*z^3 - 101/270*z + 1
*
[ 10/7 ] 
f(z) = 49/135*z^3 - 119/270*z + 1
*
[ 10/9 ] 
f(z) = 51/125*z^3 - 109/270*z + 1
*
[ 16/17 ] 
f(z) = 51/128*z^3 - 113/272*z + 1
*
[ 11/10 ] 
f(z) = 52/121*z^3 - 118/275*z + 1
*
[ 12/13 ] 
f(z) = 52/135*z^3 - 107/260*z + 1
*
[ 7/6 ] 
f(z) = 54/133*z^3 - 109/266*z + 1
*
[ 12/11 ] 
f(z) = 55/128*z^3 - 113/264*z + 1
*
[ -11/2 ] 
f(z) = 40/121*z^3 - 97/11*z + 1
*
10/3 | 0.22356561604112526805348639870784380779 | 0.029271264259692244414300815227938780687
f(z) = 42/125*z^3 - 83/15*z + 1
*
[ -15/2 ] 
f(z) = 44/135*z^3 - 86/5*z + 1
*
6/7 | 0.13739836303337387876343009419553800604 | 0.020648514234776013788810771411245032777
f(z) = 49/120*z^3 - 97/15*z + 1
*
[ -30/7 ] 
f(z) = 49/120*z^3 - 94/15*z + 1
*
[ -40/7 ] 
f(z) = 49/125*z^3 - 93/8*z + 1
*
[ -10 ] 
f(z) = 52/125*z^3 - 81/2*z + 1
*
[ 10 ] 
f(z) = 53/125*z^3 - 83/2*z + 1
*
[ -10 ] 
f(z) = 57/125*z^3 - 89/2*z + 1
*
[ 10 ] 
f(z) = 58/125*z^3 - 91/2*z + 1
*
5/7 | 0.21305743271888924883191769291238149930 | 0.023070565430025812481230274243658445131
f(z) = 42/125*z^3 - 82/21*z + 1
*
20/7 | 0.13796308254854066508447844646853749300 | 0.018092107074072591881523923306956156074
f(z) = 42/125*z^3 - 82/35*z + 1
*
5/4 | 0.12934929340282925404139219626425517864 | 0.016831871182514234704164846546613116063
f(z) = 44/125*z^3 - 87/20*z + 1
*
2/3 | 0.14134787387165357870911084746705744065 | 0.024249303929791061202007563170633676638
f(z) = 45/128*z^3 - 85/32*z + 1
*
[ -25/7 ] 
f(z) = 49/125*z^3 - 93/25*z + 1
*
-24/7 | 0.14787636962511865215392345488076242184 | 0.020126628237332045323164273414437855834
f(z) = 49/128*z^3 - 97/24*z + 1
*
[ 24/7 ] 
f(z) = 49/128*z^3 - 91/24*z + 1
*
12/7 | 0.11797018529391755986053995044993679129 | 0.016246595278301799100161197695641737266
f(z) = 49/128*z^3 - 89/24*z + 1
*
[ 2/7 ] 
f(z) = 49/128*z^3 - 81/32*z + 1
*
-24/7 | 0.15593442420518103531693831709905372722 | 0.019812397724511189096575454429573001410
f(z) = 49/135*z^3 - 97/20*z + 1
*
[ -15/4 ] 
f(z) = 52/135*z^3 - 83/20*z + 1
*
-5/2 | 0.17388384419322492966953337272111564361 | 0.022560307373245923078258336884940494974
f(z) = 54/125*z^3 - 89/30*z + 1
*
8/3 | 0.21741985217134697099582534735869017217 | 0.029591803931634285430007850279180595682
f(z) = 57/128*z^3 - 97/24*z + 1
*
-8/3 | 0.20747809427302828550273504422383639878 | 0.028486245492054138226666387337982633072
f(z) = 57/128*z^3 - 91/24*z + 1
*
4/3 | 0.19301919205568056327227147405560241824 | 0.026751596984256160251980167989481220634
f(z) = 57/128*z^3 - 85/24*z + 1
*
[ 3 ] 
f(z) = 41/126*z^3 - 95/42*z + 1
*
-95/42 | 0.19752037036583276081696520146214386574 | 0.021200110346915117232532937377999271645
f(z) = 42/125*z^3 - 89/42*z + 1
*
5/2 | 0.12545027624387857999212490981522280107 | 0.013566365560921853452974679099271839393
f(z) = 42/125*z^3 - 83/42*z + 1
*
3/2 | 0.16302184344659148244045138363091189225 | 0.020712896569246152014797758855562789803
f(z) = 44/135*z^3 - 97/55*z + 1
*
28/15 | 0.14528463312989213890217936077403581022 | 0.019719106924864654361548288985696113215
f(z) = 45/128*z^3 - 99/40*z + 1
*
[ -3 ] 
f(z) = 47/126*z^3 - 85/42*z + 1
*
[ 18/7 ] 
f(z) = 49/120*z^3 - 94/45*z + 1
*
[ 20/7 ] 
f(z) = 49/128*z^3 - 99/40*z + 1
*
[ -11/4 ] 
f(z) = 52/121*z^3 - 83/44*z + 1
*
[ 10/27 ] 
f(z) = 54/125*z^3 - 95/54*z + 1
*
12/5 | 0.11936402145571926257609542499532669588 | 0.016438551338628690924214746443627870168
f(z) = 55/128*z^3 - 89/40*z + 1
*
[ 4/9 ] 
f(z) = 45/128*z^3 - 95/72*z + 1
*
[ -8/3 ] 
f(z) = 47/128*z^3 - 89/72*z + 1
*
[ 25/12 ] 
f(z) = 48/125*z^3 - 86/75*z + 1
*
-12/7 | 0.12852591117627695672026301686368791611 | 0.024398134364181514489039805036333759967
f(z) = 49/120*z^3 - 97/60*z + 1
*
-15/14 | 0.16760944945219853622224515326520901724 | 0.021683724250124548159872644471491262506
f(z) = 49/125*z^3 - 91/60*z + 1
*
[ -8/3 ] 
f(z) = 49/128*z^3 - 97/72*z + 1
*
[ -22/9 ] 
f(z) = 54/121*z^3 - 83/66*z + 1
*
-3/7 | 0.13791221093355313297377651760103732293 | 0.017768196611217785008626182809238557765
f(z) = 56/135*z^3 - 87/70*z + 1
*
[ 2 ] 
f(z) = 57/124*z^3 - 83/62*z + 1
*
[ 2 ] 
f(z) = 59/124*z^3 - 87/62*z + 1
*
[ 2 ] 
f(z) = 59/132*z^3 - 85/66*z + 1
*
[ 34/15 ] 
f(z) = 45/136*z^3 - 97/85*z + 1
*
[ -18/7 ] 
f(z) = 49/135*z^3 - 91/90*z + 1
*
[ 11/20 ] 
f(z) = 50/121*z^3 - 83/88*z + 1
*
[ 11/6 ] 
f(z) = 52/121*z^3 - 98/99*z + 1
*
[ 15/29 ] 
f(z) = 58/125*z^3 - 92/87*z + 1
*
[ 25/14 ] 
f(z) = 49/125*z^3 - 81/100*z + 1
*
[ 2/3 ] 
f(z) = 41/120*z^3 - 88/135*z + 1
*
[ 2 ] 
f(z) = 41/130*z^3 - 99/130*z + 1
*
[ 2 ] 
f(z) = 41/134*z^3 - 97/134*z + 1
*
[ 3/5 ] 
f(z) = 41/135*z^3 - 97/125*z + 1
*
[ 2 ] 
f(z) = 41/138*z^3 - 95/138*z + 1
*
[ 2/3 ] 
f(z) = 43/120*z^3 - 89/135*z + 1
*
[ 3/5 ] 
f(z) = 44/135*z^3 - 98/125*z + 1
*
[ -5/2 ] 
f(z) = 44/135*z^3 - 86/135*z + 1
*
[ 2/3 ] 
f(z) = 45/122*z^3 - 81/122*z + 1
*
[ 2/3 ] 
f(z) = 45/134*z^3 - 87/134*z + 1
*
[ 2/3 ] 
f(z) = 47/120*z^3 - 91/135*z + 1
*
[ 3/5 ] 
f(z) = 47/135*z^3 - 99/125*z + 1
*
[ 7/4 ] 
f(z) = 48/133*z^3 - 90/133*z + 1
*
[ 2/3 ] 
f(z) = 49/120*z^3 - 92/135*z + 1
*
[ 12/7 ] 
f(z) = 49/132*z^3 - 89/132*z + 1
*
[ -17/7 ] 
f(z) = 49/136*z^3 - 97/136*z + 1
*
[ 3/5 ] 
f(z) = 50/123*z^3 - 100/123*z + 1
*
[ 2/3 ] 
f(z) = 53/120*z^3 - 94/135*z + 1
*
-5/36 | 0.096544361190371268850425231696292076353 | 0.012058447276447694320285133991370209636
f(z) = 54/125*z^3 - 97/120*z + 1
*
[ 3/2 ] 
f(z) = 56/123*z^3 - 85/123*z + 1
*
[ 3/2 ] 
f(z) = 56/129*z^3 - 83/129*z + 1
*
[ 2/3 ] 
f(z) = 59/120*z^3 - 97/135*z + 1
*
[ 2/3 ] 
f(z) = 41/136*z^3 - 97/153*z + 1
*
[ 2/3 ] 
f(z) = 43/136*z^3 - 98/153*z + 1
*
[ 16/9 ] 
f(z) = 45/128*z^3 - 97/144*z + 1
*
[ 2/3 ] 
f(z) = 47/136*z^3 - 100/153*z + 1
*
[ 34/21 ] 
f(z) = 49/136*z^3 - 86/153*z + 1
*
[ 25/18 ] 
f(z) = 54/125*z^3 - 83/150*z + 1
*
-12/7 | 0.22644207258227223391644379062264471750 | 0.027489243328996873687650984417148777632
f(z) = 56/135*z^3 - 89/140*z + 1
*
[ -40/19 ] 
f(z) = 57/125*z^3 - 83/152*z + 1
*
[ 35/23 ] 
f(z) = 46/125*z^3 - 82/161*z + 1
*
[ 3/2 ] 
f(z) = 47/126*z^3 - 85/168*z + 1
*
[ 11/8 ] 
f(z) = 52/121*z^3 - 95/176*z + 1
*
[ 5/6 ] 
f(z) = 47/125*z^3 - 83/180*z + 1
*
[ 6/7 ] 
f(z) = 49/124*z^3 - 85/186*z + 1
*
[ 15/16 ] 
f(z) = 52/125*z^3 - 83/192*z + 1
*
[ 15/13 ] 
f(z) = 52/125*z^3 - 82/195*z + 1
*
[ -9/4 ] 
f(z) = 52/135*z^3 - 91/180*z + 1
*
[ 5/6 ] 
f(z) = 53/125*z^3 - 89/180*z + 1
*
[ 35/27 ] 
f(z) = 54/125*z^3 - 94/189*z + 1
*
[ 11/12 ] 
f(z) = 56/121*z^3 - 95/198*z + 1
*
[ 4/5 ] 
f(z) = 41/128*z^3 - 91/200*z + 1
*
[ 8/5 ] 
f(z) = 41/128*z^3 - 89/200*z + 1
*
[ 8/5 ] 
f(z) = 43/128*z^3 - 97/200*z + 1
*
[ 4/5 ] 
f(z) = 43/128*z^3 - 93/200*z + 1
*
[ 4/5 ] 
f(z) = 47/128*z^3 - 97/200*z + 1
*
[ 4/5 ] 
f(z) = 49/128*z^3 - 99/200*z + 1
*
[ 8/9 ] 
f(z) = 51/128*z^3 - 95/216*z + 1
*
[ 6/5 ] 
f(z) = 55/126*z^3 - 97/210*z + 1
*
-95/44 | 0.25824774682014385836104403672527885498 | 0.029985212857286236207163064768016140583
f(z) = 44/125*z^3 - 97/220*z + 1
*
-3/2 | 0.18413061079155514977693134555690628725 | 0.021082250745678023125270443670293939361
f(z) = 46/135*z^3 - 93/230*z + 1
*
[ 25/21 ] 
f(z) = 49/125*z^3 - 89/225*z + 1
*
[ 10/11 ] 
f(z) = 43/125*z^3 - 93/242*z + 1
*
[ 4/3 ] 
f(z) = 45/122*z^3 - 99/244*z + 1
*
[ 6/5 ] 
f(z) = 46/135*z^3 - 81/250*z + 1
*
[ 8/7 ] 
f(z) = 49/124*z^3 - 97/248*z + 1
*
-39/28 | 0.12716543119373855412035920923884764357 | 0.016562606405089855721044301403183922626
f(z) = 49/135*z^3 - 89/240*z + 1
*
[ 6/5 ] 
f(z) = 49/135*z^3 - 89/250*z + 1
*
[ 6/5 ] 
f(z) = 52/135*z^3 - 97/250*z + 1
*
[ 15/14 ] 
f(z) = 52/135*z^3 - 92/245*z + 1
*
[ 25/22 ] 
f(z) = 44/125*z^3 - 92/275*z + 1
*
[ 4/3 ] 
f(z) = 45/134*z^3 - 93/268*z + 1
*
[ 8/7 ] 
f(z) = 49/132*z^3 - 95/264*z + 1
*
[ 11/9 ] 
f(z) = 42/121*z^3 - 100/297*z + 1
*
[ -10 ] 
f(z) = 42/125*z^3 - 65/2*z + 1
*
[ 10 ] 
f(z) = 43/125*z^3 - 67/2*z + 1
*
[ 10/3 ] 
f(z) = 46/125*z^3 - 61/18*z + 1
*
[ -10 ] 
f(z) = 47/125*z^3 - 73/2*z + 1
*
[ 10 ] 
f(z) = 48/125*z^3 - 75/2*z + 1
*
[ -15/4 ] 
f(z) = 48/125*z^3 - 62/15*z + 1
*
-35/12 | 0.10711903551544125732202661208379222996 | 0.014614282896398454247452829274521522760
f(z) = 48/125*z^3 - 61/15*z + 1
*
-26/7 | 0.14900189994275335402427605477724386556 | 0.023197286479669354557388867493099568702
f(z) = 49/120*z^3 - 77/15*z + 1
*
95/14 | 0.19674234714003266761255528681041408149 | 0.021575528120928631375191747840833503887
f(z) = 49/125*z^3 - 73/4*z + 1
*
45/14 | 0.24893644888283129759899664375673793073 | 0.027558537994205510507352292607169594016
f(z) = 49/125*z^3 - 67/12*z + 1
*
-10/3 | 0.19374366732773927026150957248617572933 | 0.025896173877084161451653109988725152095
f(z) = 51/125*z^3 - 71/15*z + 1
*
10/3 | 0.24543090582984700444074423341308501387 | 0.027455616412987367796784188801353453367
f(z) = 51/125*z^3 - 61/12*z + 1
*
10/3 | 0.084533852382839014496128911519101029183 | 0.011236809288208449672683445349340721699
f(z) = 54/125*z^3 - 74/15*z + 1
*
-10/3 | 0.25519920003249022063432720814268320317 | 0.028251856575235662947046949713089153330
f(z) = 54/125*z^3 - 67/12*z + 1
*
5 | 0.25053982599308654281989995302014072351 | 0.027829406507310660842639929205214106853
f(z) = 54/125*z^3 - 65/6*z + 1
*
[ 10/3 ] 
f(z) = 56/125*z^3 - 77/18*z + 1
*
[ 15/2 ] 
f(z) = 56/125*z^3 - 73/3*z + 1
*
15/4 | 0.20678043377065678436122216464445861774 | 0.027461087500069274906290164890702716819
f(z) = 56/135*z^3 - 69/10*z + 1
*
10/3 | 0.12323374035382302217757081291632576954 | 0.016410738898756573002243970508762231010
f(z) = 57/125*z^3 - 73/15*z + 1
*
[ -10/3 ] 
f(z) = 59/125*z^3 - 71/18*z + 1
*
[ -10/3 ] 
f(z) = 42/125*z^3 - 73/30*z + 1
*
5/3 | 0.089414903113224629897581340492200954225 | 0.012198902678341957370840619445152108039
f(z) = 42/125*z^3 - 61/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016345217867152915243025784026655076095
f(z) = 45/128*z^3 - 61/32*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016249853442870850133608107272581554367
f(z) = 47/128*z^3 - 63/32*z + 1
*
[ 5/18 ] 
f(z) = 48/125*z^3 - 71/27*z + 1
*
[ 22/7 ] 
f(z) = 49/121*z^3 - 73/22*z + 1
*
-45/14 | 0.089414521636157459539646990288589015789 | 0.011823124460642186384555152153520531795
f(z) = 49/125*z^3 - 77/20*z + 1
*
[ -24/7 ] 
f(z) = 49/128*z^3 - 77/24*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016158524845882661195656375505957247852
f(z) = 49/128*z^3 - 65/32*z + 1
*
12/7 | 0.19647688622284375912047158118592924263 | 0.026411834456214754125764572166198137644
f(z) = 49/135*z^3 - 63/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016070939282816533876521146516399876391
f(z) = 51/128*z^3 - 67/32*z + 1
*
3 | 0.17763306006762149842017669934312366402 | 0.023501047375605291421478380679969235528
f(z) = 52/135*z^3 - 71/20*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.015986833402379167789794370055189866517
f(z) = 53/128*z^3 - 69/32*z + 1
*
[ 5/18 ] 
f(z) = 54/125*z^3 - 79/30*z + 1
*
5/9 | 0.094794338259035334925479768417040494356 | 0.012623532563265086053697369998111647456
f(z) = 54/125*z^3 - 73/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.015905969563078681352378058877051855302
f(z) = 55/128*z^3 - 71/32*z + 1
*
[ 11/4 ] 
f(z) = 56/121*z^3 - 63/22*z + 1
*
-5/2 | 0.19752100045820406627108950989310132903 | 0.026029596108052042792377724461432513133
f(z) = 56/125*z^3 - 79/35*z + 1
*
15/7 | 0.19752037036583276081696520146214386574 | 0.026231322155355372906677729883554955834
f(z) = 56/135*z^3 - 69/35*z + 1
*
-2 | 0.090636273744656178671289750472795846520 | 0.015966215358580515468181241494167895047
f(z) = 57/128*z^3 - 73/32*z + 1
*
[ 8/3 ] 
f(z) = 57/128*z^3 - 61/24*z + 1
*
-2 | 0.091134031652975580417173527720659603895 | 0.015977823848983430829214518354528411654
f(z) = 59/128*z^3 - 75/32*z + 1
*
[ -3 ] 
f(z) = 41/126*z^3 - 67/42*z + 1
*
[ -3 ] 
f(z) = 43/126*z^3 - 73/42*z + 1
*
-5/2 | 0.22262962140180393992570571728840649663 | 0.029871212832698517092568226611278239213
f(z) = 44/125*z^3 - 69/55*z + 1
*
[ 11/5 ] 
f(z) = 45/121*z^3 - 69/55*z + 1
*
4/3 | 0.089415173775511178903893837287711644807 | 0.012519562570173743537291182968660247988
f(z) = 45/128*z^3 - 79/40*z + 1
*
[ 10/23 ] 
f(z) = 46/125*z^3 - 63/46*z + 1
*
5/3 | 0.16643060436942038935747139587732016610 | 0.018145272807896585621430443850452959982
f(z) = 48/125*z^3 - 77/48*z + 1
*
[ -20/7 ] 
f(z) = 49/128*z^3 - 71/40*z + 1
*
15/8 | 0.092741084479479936562813532813119639765 | 0.012395962574442858933419173907415988019
f(z) = 56/125*z^3 - 71/40*z + 1
*
-15/8 | 0.25838066240534432075860359071374103501 | 0.028511220568953170967476937645391509824
f(z) = 56/125*z^3 - 69/56*z + 1
*
[ 3/8 ] 
f(z) = 56/135*z^3 - 69/40*z + 1
*
-15/8 | 0.20302045140604692035542750419878679212 | 0.027410338921279532527070267616633660424
f(z) = 56/135*z^3 - 61/40*z + 1
*
[ 5/12 ] 
f(z) = 57/125*z^3 - 71/48*z + 1
*
[ -8/3 ] 
f(z) = 41/128*z^3 - 65/72*z + 1
*
[ -8/3 ] 
f(z) = 43/128*z^3 - 73/72*z + 1
*
[ 2 ] 
f(z) = 47/124*z^3 - 63/62*z + 1
*
[ 2 ] 
f(z) = 47/132*z^3 - 61/66*z + 1
*
[ 2 ] 
f(z) = 49/124*z^3 - 67/62*z + 1
*
[ 2 ] 
f(z) = 49/132*z^3 - 65/66*z + 1
*
[ 2 ] 
f(z) = 51/124*z^3 - 71/62*z + 1
*
[ -30/13 ] 
f(z) = 52/125*z^3 - 61/78*z + 1
*
[ 2 ] 
f(z) = 53/124*z^3 - 75/62*z + 1
*
[ 2 ] 
f(z) = 53/132*z^3 - 73/66*z + 1
*
[ 2 ] 
f(z) = 55/124*z^3 - 79/62*z + 1
*
[ 15/28 ] 
f(z) = 56/135*z^3 - 69/70*z + 1
*
-5/6 | 0.16396854233612540523836092378125644455 | 0.022087563894278690884005453853106924120
f(z) = 57/125*z^3 - 67/60*z + 1
*
[ 11/6 ] 
f(z) = 40/121*z^3 - 65/99*z + 1
*
[ 5/9 ] 
f(z) = 41/125*z^3 - 73/81*z + 1
*
[ 5/9 ] 
f(z) = 46/125*z^3 - 74/81*z + 1
*
[ 2/3 ] 
f(z) = 51/128*z^3 - 65/96*z + 1
*
[ 5/8 ] 
f(z) = 52/125*z^3 - 61/80*z + 1
*
[ 15/8 ] 
f(z) = 52/135*z^3 - 71/80*z + 1
*
[ 5/9 ] 
f(z) = 56/125*z^3 - 76/81*z + 1
*
[ 2/3 ] 
f(z) = 57/128*z^3 - 67/96*z + 1
*
[ 10/7 ] 
f(z) = 59/125*z^3 - 65/98*z + 1
*
[ 15/23 ] 
f(z) = 46/135*z^3 - 78/115*z + 1
*
[ -20/9 ] 
f(z) = 51/125*z^3 - 61/108*z + 1
*
[ -15/7 ] 
f(z) = 56/125*z^3 - 62/105*z + 1
*
-5/12 | 0.17926562965225774610597968240529257213 | 0.022390382172382527714868837055907128678
f(z) = 42/125*z^3 - 79/120*z + 1
*
-4/5 | 0.13200479042090112611567371135435338288 | 0.017460765269846900490983985125405885028
f(z) = 45/128*z^3 - 77/120*z + 1
*
[ -12/5 ] 
f(z) = 45/128*z^3 - 73/120*z + 1
*
[ 5/7 ] 
f(z) = 49/120*z^3 - 73/120*z + 1
*
[ 5/7 ] 
f(z) = 49/130*z^3 - 77/130*z + 1
*
[ 10/7 ] 
f(z) = 49/130*z^3 - 61/130*z + 1
*
[ 11/7 ] 
f(z) = 49/132*z^3 - 73/132*z + 1
*
[ 5/7 ] 
f(z) = 49/135*z^3 - 79/135*z + 1
*
[ 3/2 ] 
f(z) = 52/123*z^3 - 76/123*z + 1
*
[ 10/13 ] 
f(z) = 52/125*z^3 - 71/130*z + 1
*
[ 3/2 ] 
f(z) = 52/129*z^3 - 74/129*z + 1
*
[ 11/14 ] 
f(z) = 42/121*z^3 - 75/154*z + 1
*
[ 16/21 ] 
f(z) = 49/128*z^3 - 77/144*z + 1
*
[ 11/13 ] 
f(z) = 52/121*z^3 - 70/143*z + 1
*
[ -15/7 ] 
f(z) = 54/125*z^3 - 76/147*z + 1
*
[ 3/2 ] 
f(z) = 41/126*z^3 - 67/168*z + 1
*
[ 3/2 ] 
f(z) = 43/126*z^3 - 73/168*z + 1
*
[ 15/11 ] 
f(z) = 44/125*z^3 - 64/165*z + 1
*
-3/2 | 0.19461837570845651522421070904227854452 | 0.026648479269012457988004036155027463768
f(z) = 44/135*z^3 - 71/165*z + 1
*
[ 11/12 ] 
f(z) = 45/121*z^3 - 71/176*z + 1
*
[ 10/7 ] 
f(z) = 49/128*z^3 - 77/160*z + 1
*
[ 10/9 ] 
f(z) = 52/125*z^3 - 67/162*z + 1
*
[ 15/16 ] 
f(z) = 56/135*z^3 - 69/160*z + 1
*
[ 11/12 ] 
f(z) = 40/121*z^3 - 73/198*z + 1
*
[ 5/6 ] 
f(z) = 41/125*z^3 - 77/180*z + 1
*
[ 5/6 ] 
f(z) = 43/125*z^3 - 79/180*z + 1
*
[ 35/36 ] 
f(z) = 48/125*z^3 - 74/189*z + 1
*
[ 22/21 ] 
f(z) = 49/121*z^3 - 79/198*z + 1
*
[ 15/13 ] 
f(z) = 52/135*z^3 - 74/195*z + 1
*
[ 11/10 ] 
f(z) = 45/121*z^3 - 79/220*z + 1
*
[ 6/5 ] 
f(z) = 43/135*z^3 - 73/250*z + 1
*
[ 6/5 ] 
f(z) = 45/136*z^3 - 79/255*z + 1
*
[ 10/3 ] 
f(z) = 41/125*z^3 - 53/18*z + 1
*
10/3 | 0.089465222211374153135385738067336552940 | 0.012444447739514333016832293485757652327
f(z) = 42/125*z^3 - 53/15*z + 1
*
5/2 | 0.19879909226855971697841955451304489224 | 0.022693599253541950997952908460763580254
f(z) = 42/125*z^3 - 51/14*z + 1
*
[ -15/2 ] 
f(z) = 44/125*z^3 - 56/3*z + 1
*
[ -10/3 ] 
f(z) = 44/125*z^3 - 47/18*z + 1
*
[ 11/3 ] 
f(z) = 45/121*z^3 - 47/11*z + 1
*
[ -11/3 ] 
f(z) = 45/121*z^3 - 41/11*z + 1
*
[ 5 ] 
f(z) = 46/125*z^3 - 42/5*z + 1
*
[ 5 ] 
f(z) = 47/125*z^3 - 43/5*z + 1
*
[ -5 ] 
f(z) = 47/125*z^3 - 41/5*z + 1
*
[ 4 ] 
f(z) = 47/128*z^3 - 41/8*z + 1
*
-85/24 | 0.25311354096607566055690544768306415166 | 0.028767460551149497400213172799786186645
f(z) = 48/125*z^3 - 53/12*z + 1
*
-5/6 | 0.20184454099362854897605525172674449020 | 0.028640517597026161814793735735707562711
f(z) = 48/125*z^3 - 46/15*z + 1
*
[ 5 ] 
f(z) = 48/125*z^3 - 44/5*z + 1
*
5/8 | 0.21634725470601493991478391832425282116 | 0.025187368972058531503459341924148597294
f(z) = 48/125*z^3 - 43/4*z + 1
*
5/2 | 0.16744111586574462005008613240802346794 | 0.023988437560217833283165877750791425136
f(z) = 48/125*z^3 - 43/10*z + 1
*
[ -5 ] 
f(z) = 48/125*z^3 - 42/5*z + 1
*
6/7 | 0.12767558146540900284193947565443182070 | 0.021531944014660345240680716010445872199
f(z) = 49/120*z^3 - 47/15*z + 1
*
[ -10/3 ] 
f(z) = 49/125*z^3 - 55/18*z + 1
*
45/14 | 0.23136904797462652215111821820590673608 | 0.026660146186807482701292276213540736467
f(z) = 49/125*z^3 - 47/12*z + 1
*
[ 30/7 ] 
f(z) = 49/135*z^3 - 59/10*z + 1
*
24/7 | 0.17926359186767517329884250703205903039 | 0.028568986562488666216510660801797099334
f(z) = 49/135*z^3 - 59/15*z + 1
*
-3/7 | 0.17204711850655493051275439936019373143 | 0.029107264023373038747803212466581851992
f(z) = 49/135*z^3 - 41/15*z + 1
*
[ 2/7 ] 
f(z) = 49/136*z^3 - 43/17*z + 1
*
5/3 | 0.13028901130222955737259743736252957373 | 0.017985218026573558877236925363105100727
f(z) = 51/125*z^3 - 56/15*z + 1
*
[ 5 ] 
f(z) = 51/125*z^3 - 47/5*z + 1
*
[ 4 ] 
f(z) = 51/128*z^3 - 45/8*z + 1
*
[ -4 ] 
f(z) = 51/128*z^3 - 41/8*z + 1
*
[ -15/4 ] 
f(z) = 52/125*z^3 - 55/12*z + 1
*
[ 5 ] 
f(z) = 52/125*z^3 - 48/5*z + 1
*
[ -5 ] 
f(z) = 52/125*z^3 - 46/5*z + 1
*
[ 5 ] 
f(z) = 53/125*z^3 - 49/5*z + 1
*
[ -5 ] 
f(z) = 53/125*z^3 - 47/5*z + 1
*
[ 4 ] 
f(z) = 53/128*z^3 - 47/8*z + 1
*
[ -4 ] 
f(z) = 53/128*z^3 - 43/8*z + 1
*
[ 3 ] 
f(z) = 53/135*z^3 - 43/15*z + 1
*
[ 11/3 ] 
f(z) = 54/121*z^3 - 58/11*z + 1
*
[ -11/3 ] 
f(z) = 54/121*z^3 - 52/11*z + 1
*
20/9 | 0.19691652975758283157498852162563848690 | 0.022581823737788242640133113689610290941
f(z) = 54/125*z^3 - 49/12*z + 1
*
[ -5 ] 
f(z) = 54/125*z^3 - 48/5*z + 1
*
10/9 | 0.084387965547591008826909911432234717626 | 0.012050146617109348098479209314790287001
f(z) = 54/125*z^3 - 44/15*z + 1
*
65/18 | 0.20010617251341951821481905052589454451 | 0.023426463090803536854999432927952407936
f(z) = 54/125*z^3 - 41/6*z + 1
*
[ 10/3 ] 
f(z) = 54/125*z^3 - 41/10*z + 1
*
[ 4 ] 
f(z) = 55/128*z^3 - 49/8*z + 1
*
[ -4 ] 
f(z) = 55/128*z^3 - 45/8*z + 1
*
-15/28 | 0.20526915521418679970891477612868869348 | 0.023231932762122996428093933269177145129
f(z) = 56/125*z^3 - 55/14*z + 1
*
[ 5 ] 
f(z) = 56/125*z^3 - 52/5*z + 1
*
5/2 | 0.20218940116138254077498853697196253132 | 0.028602168780653163681719200621586464205
f(z) = 56/125*z^3 - 47/10*z + 1
*
[ 15/4 ] 
f(z) = 56/135*z^3 - 51/10*z + 1
*
[ 3 ] 
f(z) = 56/135*z^3 - 46/15*z + 1
*
[ 5 ] 
f(z) = 57/125*z^3 - 53/5*z + 1
*
[ -5 ] 
f(z) = 57/125*z^3 - 51/5*z + 1
*
[ 4 ] 
f(z) = 57/128*z^3 - 51/8*z + 1
*
[ -4 ] 
f(z) = 57/128*z^3 - 47/8*z + 1
*
[ 5 ] 
f(z) = 58/125*z^3 - 54/5*z + 1
*
[ -5 ] 
f(z) = 58/125*z^3 - 52/5*z + 1
*
[ -5 ] 
f(z) = 59/125*z^3 - 53/5*z + 1
*
[ 4 ] 
f(z) = 59/128*z^3 - 53/8*z + 1
*
[ -4 ] 
f(z) = 59/128*z^3 - 49/8*z + 1
*
[ 3 ] 
f(z) = 59/135*z^3 - 49/15*z + 1
*
[ 11/4 ] 
f(z) = 40/121*z^3 - 41/22*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016549399952662638492282433349353518135
f(z) = 41/128*z^3 - 57/32*z + 1
*
40/21 | 0.26003952861791128214944869151710871246 | 0.029430728830358365374890763406026900179
f(z) = 42/125*z^3 - 55/21*z + 1
*
-5/2 | 0.18310421447139251727593234806551371212 | 0.026412634805951411649847215709955511334
f(z) = 42/125*z^3 - 41/30*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.016444944775232986718379189171069281264
f(z) = 43/128*z^3 - 59/32*z + 1
*
-3 | 0.18384916064467410997377887233787958673 | 0.025727618283429808765774720169119005307
f(z) = 44/135*z^3 - 47/20*z + 1
*
-5/3 | 0.11508636877238740347471346095449227217 | 0.015773005795178370874864395320587108368
f(z) = 48/125*z^3 - 59/30*z + 1
*
[ -22/7 ] 
f(z) = 49/121*z^3 - 59/22*z + 1
*
-45/14 | 0.10946380539222910482234496556649129282 | 0.015073657996680432396959419002940847393
f(z) = 49/125*z^3 - 57/20*z + 1
*
[ 20/7 ] 
f(z) = 49/125*z^3 - 51/20*z + 1
*
-20/7 | 0.19075755245225913138670277922156878915 | 0.026984993674663033555750109140744794110
f(z) = 49/125*z^3 - 47/20*z + 1
*
-12/7 | 0.19305037638904124671470622084854919715 | 0.028630252679294071720013398667088577396
f(z) = 49/128*z^3 - 53/24*z + 1
*
12/7 | 0.18624832657052564250847466720048216793 | 0.027946713054645750859344251062409001201
f(z) = 49/128*z^3 - 49/24*z + 1
*
33/14 | 0.19356949212166259957148931320097919687 | 0.027087869137724975703691906883859604290
f(z) = 49/135*z^3 - 47/20*z + 1
*
[ 8/3 ] 
f(z) = 51/128*z^3 - 53/24*z + 1
*
-8/3 | 0.085705923816198090004163050758962513751 | 0.012941165044765448390228547248480522122
f(z) = 51/128*z^3 - 47/24*z + 1
*
[ 5/12 ] 
f(z) = 52/125*z^3 - 53/36*z + 1
*
[ 5/2 ] 
f(z) = 53/125*z^3 - 41/20*z + 1
*
5/3 | 0.089414250973870910533334493493078325206 | 0.012574612868762743539355046635681421689
f(z) = 54/125*z^3 - 49/30*z + 1
*
-5/6 | 0.089413869496803740175400143289466386770 | 0.012809870588543715275400261546801995681
f(z) = 54/125*z^3 - 43/30*z + 1
*
[ -11/4 ] 
f(z) = 56/121*z^3 - 47/22*z + 1
*
[ 15/7 ] 
f(z) = 56/135*z^3 - 48/35*z + 1
*
-4/3 | 0.12819198987176474165230559360163304660 | 0.019235312460612529632776058285145160608
f(z) = 57/128*z^3 - 49/24*z + 1
*
[ -8/3 ] 
f(z) = 57/128*z^3 - 43/24*z + 1
*
[ 2 ] 
f(z) = 57/128*z^3 - 41/32*z + 1
*
[ 5/2 ] 
f(z) = 59/125*z^3 - 47/20*z + 1
*
[ 2 ] 
f(z) = 59/128*z^3 - 43/32*z + 1
*
[ 11/5 ] 
f(z) = 40/121*z^3 - 58/55*z + 1
*
5/7 | 0.12545027624387857999212490981522280107 | 0.014086275830499793841373119969053128659
f(z) = 42/125*z^3 - 59/42*z + 1
*
28/15 | 0.15359351185374125316460071494387862517 | 0.022421997511932955702277555160505378980
f(z) = 45/128*z^3 - 59/40*z + 1
*
[ -18/7 ] 
f(z) = 49/120*z^3 - 59/45*z + 1
*
[ 15/28 ] 
f(z) = 49/125*z^3 - 47/48*z + 1
*
[ 5/12 ] 
f(z) = 54/125*z^3 - 59/40*z + 1
*
-8/5 | 0.20247568541747925492824817777064279755 | 0.029557949810931782024416620465672984345
f(z) = 55/128*z^3 - 59/40*z + 1
*
[ 5/3 ] 
f(z) = 59/125*z^3 - 41/45*z + 1
*
[ 2 ] 
f(z) = 41/124*z^3 - 51/62*z + 1
*
[ 2 ] 
f(z) = 41/132*z^3 - 49/66*z + 1
*
[ 11/6 ] 
f(z) = 42/121*z^3 - 47/66*z + 1
*
[ 2 ] 
f(z) = 43/124*z^3 - 55/62*z + 1
*
[ 5/8 ] 
f(z) = 43/125*z^3 - 47/64*z + 1
*
[ 2 ] 
f(z) = 43/132*z^3 - 53/66*z + 1
*
[ 2 ] 
f(z) = 45/124*z^3 - 59/62*z + 1
*
[ 2/3 ] 
f(z) = 45/124*z^3 - 41/62*z + 1
*
[ 15/8 ] 
f(z) = 48/125*z^3 - 53/60*z + 1
*
[ 4/7 ] 
f(z) = 49/120*z^3 - 53/60*z + 1
*
[ 12/7 ] 
f(z) = 49/120*z^3 - 47/60*z + 1
*
-40/21 | 0.10277211954825335088783397191580982282 | 0.014579146571177773702778006782376310813
f(z) = 49/128*z^3 - 55/72*z + 1
*
3/14 | 0.16756197859357822118291956553809337265 | 0.026632780293238800167092040713005908130
f(z) = 49/135*z^3 - 41/60*z + 1
*
[ 4/7 ] 
f(z) = 49/136*z^3 - 59/68*z + 1
*
[ 15/26 ] 
f(z) = 52/135*z^3 - 56/65*z + 1
*
[ 5/8 ] 
f(z) = 53/125*z^3 - 49/64*z + 1
*
[ 11/18 ] 
f(z) = 54/121*z^3 - 53/66*z + 1
*
[ -20/9 ] 
f(z) = 54/125*z^3 - 41/60*z + 1
*
[ 11/7 ] 
f(z) = 56/121*z^3 - 60/77*z + 1
*
[ 11/14 ] 
f(z) = 56/121*z^3 - 43/77*z + 1
*
[ 10/7 ] 
f(z) = 56/125*z^3 - 43/70*z + 1
*
[ 4/3 ] 
f(z) = 59/128*z^3 - 41/72*z + 1
*
[ 3/4 ] 
f(z) = 43/135*z^3 - 41/80*z + 1
*
[ 5/8 ] 
f(z) = 44/125*z^3 - 59/80*z + 1
*
[ 10/7 ] 
f(z) = 44/125*z^3 - 41/98*z + 1
*
[ 5/6 ] 
f(z) = 46/125*z^3 - 41/90*z + 1
*
[ 6/7 ] 
f(z) = 49/128*z^3 - 43/96*z + 1
*
[ 3/4 ] 
f(z) = 49/135*z^3 - 43/80*z + 1
*
[ 11/15 ] 
f(z) = 50/121*z^3 - 58/99*z + 1
*
[ 11/12 ] 
f(z) = 54/121*z^3 - 41/88*z + 1
*
[ 10/7 ] 
f(z) = 54/125*z^3 - 57/98*z + 1
*
[ 8/11 ] 
f(z) = 55/128*z^3 - 53/88*z + 1
*
[ 11/8 ] 
f(z) = 56/121*z^3 - 53/88*z + 1
*
[ -9/4 ] 
f(z) = 56/135*z^3 - 59/90*z + 1
*
[ 5/4 ] 
f(z) = 57/125*z^3 - 41/80*z + 1
*
[ 5/6 ] 
f(z) = 58/125*z^3 - 47/90*z + 1
*
[ 5/4 ] 
f(z) = 59/125*z^3 - 43/80*z + 1
*
[ 10/11 ] 
f(z) = 44/125*z^3 - 43/110*z + 1
*
[ 22/15 ] 
f(z) = 45/121*z^3 - 53/110*z + 1
*
[ 15/14 ] 
f(z) = 56/125*z^3 - 47/105*z + 1
*
[ -15/7 ] 
f(z) = 56/135*z^3 - 46/105*z + 1
*
[ 15/14 ] 
f(z) = 56/135*z^3 - 43/105*z + 1
*
[ 3/2 ] 
f(z) = 40/123*z^3 - 49/123*z + 1
*
[ 3/2 ] 
f(z) = 40/129*z^3 - 47/129*z + 1
*
[ 3/2 ] 
f(z) = 44/123*z^3 - 58/123*z + 1
*
[ 3/2 ] 
f(z) = 44/129*z^3 - 56/129*z + 1
*
[ 4/3 ] 
f(z) = 45/124*z^3 - 49/124*z + 1
*
-8/5 | 0.21605273235634231611219243263059675385 | 0.028578099579224324473501509702161045887
f(z) = 45/128*z^3 - 53/120*z + 1
*
[ -7/3 ] 
f(z) = 45/133*z^3 - 55/133*z + 1
*
[ 8/7 ] 
f(z) = 49/136*z^3 - 47/136*z + 1
*
[ 6/7 ] 
f(z) = 49/138*z^3 - 59/138*z + 1
*
[ 7/5 ] 
f(z) = 50/133*z^3 - 60/133*z + 1
*
[ 15/14 ] 
f(z) = 48/125*z^3 - 55/147*z + 1
*
[ 15/11 ] 
f(z) = 44/135*z^3 - 56/165*z + 1
*
[ 10/9 ] 
f(z) = 47/125*z^3 - 59/162*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.012623444963957927229531058654514073105
f(z) = 41/120*z^3 - 28/15*z + 1
*
[ 5 ] 
f(z) = 41/125*z^3 - 37/5*z + 1
*
[ 4 ] 
f(z) = 41/128*z^3 - 35/8*z + 1
*
[ -4 ] 
f(z) = 41/128*z^3 - 31/8*z + 1
*
[ 3 ] 
f(z) = 41/135*z^3 - 31/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016702676165339273579896246243834766403
f(z) = 41/136*z^3 - 29/17*z + 1
*
[ 5 ] 
f(z) = 42/125*z^3 - 38/5*z + 1
*
[ -5 ] 
f(z) = 42/125*z^3 - 36/5*z + 1
*
-15/14 | 0.19751998888876559045903085125853192731 | 0.024545213874083284024448195941749851593
f(z) = 42/125*z^3 - 25/14*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.012542116764317800898734511405870162926
f(z) = 43/120*z^3 - 29/15*z + 1
*
[ 5 ] 
f(z) = 43/125*z^3 - 39/5*z + 1
*
[ -5 ] 
f(z) = 43/125*z^3 - 37/5*z + 1
*
[ 4 ] 
f(z) = 43/128*z^3 - 37/8*z + 1
*
[ -4 ] 
f(z) = 43/128*z^3 - 33/8*z + 1
*
[ -3 ] 
f(z) = 43/135*z^3 - 23/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016599358532657839070052612969287033784
f(z) = 43/136*z^3 - 30/17*z + 1
*
[ -5 ] 
f(z) = 44/125*z^3 - 38/5*z + 1
*
[ 3 ] 
f(z) = 44/135*z^3 - 34/15*z + 1
*
[ 4 ] 
f(z) = 45/128*z^3 - 39/8*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016500637745590490419361894515207392442
f(z) = 45/136*z^3 - 31/17*z + 1
*
[ -3 ] 
f(z) = 46/135*z^3 - 26/15*z + 1
*
-2 | 0.068313616100012302737967413824970073821 | 0.012390405180719842888175497977750792134
f(z) = 47/120*z^3 - 31/15*z + 1
*
[ -4 ] 
f(z) = 47/128*z^3 - 37/8*z + 1
*
[ 3 ] 
f(z) = 47/135*z^3 - 37/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016406163984375785667254782432431491560
f(z) = 47/136*z^3 - 32/17*z + 1
*
[ 11/4 ] 
f(z) = 48/121*z^3 - 26/11*z + 1
*
-5/2 | 0.21480974973771203870486546682968817518 | 0.025453709371643230263915142508958573991
f(z) = 48/125*z^3 - 37/12*z + 1
*
5/2 | 0.089417113605768296542816552448034190056 | 0.013092212889921937157681941262640667831
f(z) = 48/125*z^3 - 37/15*z + 1
*
5/4 | 0.089414250973870910533334493493078325206 | 0.013439965707900934305525482911750076353
f(z) = 48/125*z^3 - 31/15*z + 1
*
-15/4 | 0.18860131561139307689152802212028920237 | 0.028635955072986114490504395514993990684
f(z) = 48/125*z^3 - 29/5*z + 1
*
5/8 | 0.24344963014170556773589902095321785997 | 0.029704883833581909749587291523797048952
f(z) = 48/125*z^3 - 29/12*z + 1
*
[ 5/12 ] 
f(z) = 48/125*z^3 - 22/15*z + 1
*
6/7 | 0.12176231667764123540472960902727821312 | 0.021398000891686198785861645712335845481
f(z) = 49/120*z^3 - 37/15*z + 1
*
65/28 | 0.16796440428874486391430521187422820949 | 0.019902807655458676175276596641884723432
f(z) = 49/125*z^3 - 37/16*z + 1
*
-20/7 | 0.10089707856017984028347517171923443898 | 0.015165963603189791842026927272275969963
f(z) = 49/125*z^3 - 31/10*z + 1
*
[ 5/21 ] 
f(z) = 49/125*z^3 - 29/9*z + 1
*
15/7 | 0.15187243786005108375874501397706188643 | 0.023059289344228635981262297292390675414
f(z) = 49/125*z^3 - 29/15*z + 1
*
5/7 | 0.16751771674019758779222775128871203517 | 0.025571006333734371251671879728587824020
f(z) = 49/125*z^3 - 28/5*z + 1
*
-5/14 | 0.21596796351175441919999978652811696205 | 0.026837688095109712678679891725717844725
f(z) = 49/125*z^3 - 25/4*z + 1
*
8/7 | 0.079218565583563127776804356300502035585 | 0.012518861722395060380222027300724272110
f(z) = 49/128*z^3 - 35/8*z + 1
*
8/7 | 0.14367132204419660425466658623185450672 | 0.024317756461408799382903195650611345804
f(z) = 49/128*z^3 - 23/8*z + 1
*
[ 16/7 ] 
f(z) = 49/128*z^3 - 23/16*z + 1
*
12/7 | 0.16340851846036512742867823652569593355 | 0.024524277980939474108181142596376606947
f(z) = 49/135*z^3 - 29/10*z + 1
*
[ -3 ] 
f(z) = 49/135*z^3 - 29/15*z + 1
*
-12/7 | 0.10975788936982242250365783771483497450 | 0.020119418646289106249631833711428926966
f(z) = 49/135*z^3 - 26/15*z + 1
*
-2 | 0.090975090476593555712985758930512152589 | 0.016315624263008326846685489460214345585
f(z) = 49/136*z^3 - 33/17*z + 1
*
-5/6 | 0.23252755787797688413794006140050581331 | 0.027553166866731318375559154626177320288
f(z) = 51/125*z^3 - 37/12*z + 1
*
[ 10/3 ] 
f(z) = 51/125*z^3 - 23/6*z + 1
*
[ -3 ] 
f(z) = 52/135*z^3 - 32/15*z + 1
*
-2 | 0.068949014257430862304372046076410036552 | 0.012299580584904336763237826516319946012
f(z) = 53/120*z^3 - 34/15*z + 1
*
-2 | 0.090975756688830916803362360402015023866 | 0.016145368877244717854029605028360490468
f(z) = 53/136*z^3 - 35/17*z + 1
*
5/3 | 0.089545763265360662886635531662263953910 | 0.013334423087083874951528269819640368883
f(z) = 54/125*z^3 - 33/10*z + 1
*
-5/6 | 0.18778013837592672257250493576344174382 | 0.028225462864245801697723634418578799941
f(z) = 54/125*z^3 - 31/10*z + 1
*
-5/9 | 0.14647055854192759370002050696550488962 | 0.017871832148585641948617277411756684402
f(z) = 54/125*z^3 - 29/6*z + 1
*
-20/9 | 0.089414250973870910533334493493078325206 | 0.013576058393188638241639903238073285447
f(z) = 54/125*z^3 - 29/15*z + 1
*
5/6 | 0.21420330984688537853030884181602497932 | 0.026897096351999389263652801157340794355
f(z) = 54/125*z^3 - 23/6*z + 1
*
-2 | 0.090975862327579544915022085034975933936 | 0.016065071025428657749689212320090882892
f(z) = 55/136*z^3 - 36/17*z + 1
*
15/7 | 0.19764522604776099089528601193557772485 | 0.023741677923704162552703512698397479948
f(z) = 56/125*z^3 - 33/14*z + 1
*
5/4 | 0.12544974759719970613815098658454412647 | 0.015441583215621347636346448383703952931
f(z) = 56/125*z^3 - 27/14*z + 1
*
-3/4 | 0.18136447328021047704184425487747400539 | 0.026060366131353827897679990689093039038
f(z) = 56/135*z^3 - 39/10*z + 1
*
-2 | 0.090977080041607564495286025190266247600 | 0.015987932005327849942925518257829045023
f(z) = 57/136*z^3 - 37/17*z + 1
*
[ 5/2 ] 
f(z) = 58/125*z^3 - 23/10*z + 1
*
[ -3 ] 
f(z) = 58/135*z^3 - 38/15*z + 1
*
-2 | 0.070302842603205193961949229224158413434 | 0.012354727880992228833145125576654499523
f(z) = 59/120*z^3 - 37/15*z + 1
*
[ 2 ] 
f(z) = 59/120*z^3 - 22/15*z + 1
*
-2 | 0.091138503016587557603781277795235252887 | 0.015941588492595575489347403623650868874
f(z) = 59/136*z^3 - 38/17*z + 1
*
[ 2 ] 
f(z) = 59/136*z^3 - 21/17*z + 1
*
[ -11/4 ] 
f(z) = 40/121*z^3 - 25/22*z + 1
*
[ 5/2 ] 
f(z) = 41/125*z^3 - 29/20*z + 1
*
[ 2 ] 
f(z) = 41/128*z^3 - 25/32*z + 1
*
[ -20/7 ] 
f(z) = 42/125*z^3 - 39/28*z + 1
*
[ 5/12 ] 
f(z) = 42/125*z^3 - 35/24*z + 1
*
-5/6 | 0.089414903113224629897581340492200954225 | 0.013440063731766876236945993046043223774
f(z) = 42/125*z^3 - 31/30*z + 1
*
[ 5/2 ] 
f(z) = 43/125*z^3 - 31/20*z + 1
*
[ 2 ] 
f(z) = 43/128*z^3 - 27/32*z + 1
*
[ 2 ] 
f(z) = 45/128*z^3 - 29/32*z + 1
*
[ 2/3 ] 
f(z) = 45/128*z^3 - 21/32*z + 1
*
[ 2 ] 
f(z) = 47/128*z^3 - 31/32*z + 1
*
[ 11/6 ] 
f(z) = 48/121*z^3 - 29/33*z + 1
*
-5/8 | 0.089414521636157459539646990288589015789 | 0.013440006391481124489370568870135375358
f(z) = 48/125*z^3 - 31/20*z + 1
*
[ -5/2 ] 
f(z) = 49/125*z^3 - 21/20*z + 1
*
[ 2 ] 
f(z) = 49/128*z^3 - 33/32*z + 1
*
-6/7 | 0.18383841763906669048976926804739480151 | 0.026617191941920717921543948953197947150
f(z) = 49/135*z^3 - 37/20*z + 1
*
[ 5/2 ] 
f(z) = 51/125*z^3 - 39/20*z + 1
*
[ 5/9 ] 
f(z) = 51/125*z^3 - 25/27*z + 1
*
[ -5/2 ] 
f(z) = 51/125*z^3 - 23/20*z + 1
*
[ -8/3 ] 
f(z) = 51/128*z^3 - 35/24*z + 1
*
[ 2 ] 
f(z) = 51/128*z^3 - 35/32*z + 1
*
[ 15/26 ] 
f(z) = 52/125*z^3 - 34/39*z + 1
*
[ 2 ] 
f(z) = 53/128*z^3 - 37/32*z + 1
*
[ 11/6 ] 
f(z) = 54/121*z^3 - 23/22*z + 1
*
[ 2 ] 
f(z) = 55/128*z^3 - 39/32*z + 1
*
[ 15/7 ] 
f(z) = 56/125*z^3 - 32/21*z + 1
*
[ 5/7 ] 
f(z) = 56/125*z^3 - 22/35*z + 1
*
[ 10/19 ] 
f(z) = 57/125*z^3 - 39/38*z + 1
*
[ -5/2 ] 
f(z) = 57/125*z^3 - 29/20*z + 1
*
[ 5/8 ] 
f(z) = 58/125*z^3 - 25/32*z + 1
*
[ -5/2 ] 
f(z) = 59/125*z^3 - 31/20*z + 1
*
[ 5/3 ] 
f(z) = 41/125*z^3 - 23/45*z + 1
*
[ 15/8 ] 
f(z) = 44/125*z^3 - 37/48*z + 1
*
[ 5/3 ] 
f(z) = 44/125*z^3 - 26/45*z + 1
*
-5/4 | 0.22263092568051137865419941128665175467 | 0.025849734517893160206738564653595855550
f(z) = 44/125*z^3 - 25/44*z + 1
*
[ 15/22 ] 
f(z) = 44/135*z^3 - 34/55*z + 1
*
[ 11/6 ] 
f(z) = 45/121*z^3 - 35/44*z + 1
*
[ 11/15 ] 
f(z) = 45/121*z^3 - 31/55*z + 1
*
[ 8/5 ] 
f(z) = 45/128*z^3 - 21/40*z + 1
*
[ 5/3 ] 
f(z) = 46/125*z^3 - 28/45*z + 1
*
[ 3/4 ] 
f(z) = 46/135*z^3 - 21/40*z + 1
*
[ 5/3 ] 
f(z) = 47/125*z^3 - 29/45*z + 1
*
[ 5/7 ] 
f(z) = 47/125*z^3 - 29/49*z + 1
*
[ 11/8 ] 
f(z) = 48/121*z^3 - 21/44*z + 1
*
[ 11/14 ] 
f(z) = 49/121*z^3 - 23/44*z + 1
*
[ 5/3 ] 
f(z) = 49/125*z^3 - 31/45*z + 1
*
[ 6/7 ] 
f(z) = 49/136*z^3 - 22/51*z + 1
*
[ 15/17 ] 
f(z) = 51/125*z^3 - 23/51*z + 1
*
[ 5/3 ] 
f(z) = 52/125*z^3 - 34/45*z + 1
*
[ 20/13 ] 
f(z) = 52/125*z^3 - 33/52*z + 1
*
[ 5/7 ] 
f(z) = 52/125*z^3 - 30/49*z + 1
*
[ 5/6 ] 
f(z) = 52/125*z^3 - 22/45*z + 1
*
[ 8/5 ] 
f(z) = 55/128*z^3 - 29/40*z + 1
*
[ 4/5 ] 
f(z) = 55/128*z^3 - 21/40*z + 1
*
[ 5/3 ] 
f(z) = 56/125*z^3 - 38/45*z + 1
*
[ 5/8 ] 
f(z) = 56/125*z^3 - 31/40*z + 1
*
-15/28 | 0.24751727470169210042497096115943553413 | 0.028895371894493830060211729195789131662
f(z) = 56/125*z^3 - 25/42*z + 1
*
[ 5/6 ] 
f(z) = 56/125*z^3 - 23/45*z + 1
*
[ 5/7 ] 
f(z) = 57/125*z^3 - 31/49*z + 1
*
-5/3 | 0.25300344006988847028753889547196561850 | 0.028519110635554961435081488601258934409
f(z) = 57/125*z^3 - 26/57*z + 1
*
[ 10/9 ] 
f(z) = 57/125*z^3 - 25/54*z + 1
*
[ 2/3 ] 
f(z) = 57/136*z^3 - 35/51*z + 1
*
[ 5/4 ] 
f(z) = 58/125*z^3 - 21/40*z + 1
*
[ 3/4 ] 
f(z) = 58/135*z^3 - 23/40*z + 1
*
[ 4/3 ] 
f(z) = 41/128*z^3 - 23/72*z + 1
*
[ 11/7 ] 
f(z) = 42/121*z^3 - 38/77*z + 1
*
[ 10/7 ] 
f(z) = 42/125*z^3 - 27/70*z + 1
*
[ 4/3 ] 
f(z) = 43/128*z^3 - 25/72*z + 1
*
[ 3/2 ] 
f(z) = 43/135*z^3 - 23/60*z + 1
*
[ 35/22 ] 
f(z) = 44/125*z^3 - 40/77*z + 1
*
[ 3/4 ] 
f(z) = 44/135*z^3 - 31/60*z + 1
*
[ 8/9 ] 
f(z) = 45/128*z^3 - 29/72*z + 1
*
[ 4/3 ] 
f(z) = 45/136*z^3 - 23/68*z + 1
*
[ 4/3 ] 
f(z) = 47/128*z^3 - 29/72*z + 1
*
[ 15/14 ] 
f(z) = 49/125*z^3 - 23/60*z + 1
*
[ 4/3 ] 
f(z) = 49/128*z^3 - 31/72*z + 1
*
[ 6/7 ] 
f(z) = 49/132*z^3 - 29/66*z + 1
*
[ 3/2 ] 
f(z) = 49/135*z^3 - 29/60*z + 1
*
[ 5/6 ] 
f(z) = 51/125*z^3 - 29/60*z + 1
*
[ 4/3 ] 
f(z) = 53/128*z^3 - 35/72*z + 1
*
[ 4/3 ] 
f(z) = 55/128*z^3 - 37/72*z + 1
*
[ 6/7 ] 
f(z) = 56/135*z^3 - 33/70*z + 1
*
[ 5/6 ] 
f(z) = 57/125*z^3 - 31/60*z + 1
*
[ 11/8 ] 
f(z) = 40/121*z^3 - 31/88*z + 1
*
[ 5/4 ] 
f(z) = 43/125*z^3 - 27/80*z + 1
*
[ 11/9 ] 
f(z) = 45/121*z^3 - 37/99*z + 1
*
[ 16/15 ] 
f(z) = 45/128*z^3 - 27/80*z + 1
*
[ 5/4 ] 
f(z) = 47/125*z^3 - 31/80*z + 1
*
[ 5/4 ] 
f(z) = 49/125*z^3 - 33/80*z + 1
*
[ 10/7 ] 
f(z) = 49/136*z^3 - 37/85*z + 1
*
[ 5/4 ] 
f(z) = 53/125*z^3 - 37/80*z + 1
*
[ 2 ] 
f(z) = 41/120*z^3 - 13/15*z + 1
*
[ -5 ] 
f(z) = 41/125*z^3 - 7*z + 1
*
[ 5/4 ] 
f(z) = 41/125*z^3 - 5/16*z + 1
*
[ -3 ] 
f(z) = 41/135*z^3 - 7/5*z + 1
*
[ 2 ] 
f(z) = 41/136*z^3 - 12/17*z + 1
*
-5/3 | 0.089414250973870910533334493493078325206 | 0.012373604312979211647471424394861209794
f(z) = 42/125*z^3 - 11/6*z + 1
*
[ 5/3 ] 
f(z) = 42/125*z^3 - 8/15*z + 1
*
[ -5/2 ] 
f(z) = 42/125*z^3 - 7/10*z + 1
*
[ 5/7 ] 
f(z) = 42/125*z^3 - 4/7*z + 1
*
[ 5/2 ] 
f(z) = 42/125*z^3 - 3/2*z + 1
*
[ 2 ] 
f(z) = 43/120*z^3 - 14/15*z + 1
*
[ 5/3 ] 
f(z) = 43/125*z^3 - 5/9*z + 1
*
[ -5/2 ] 
f(z) = 43/125*z^3 - 3/4*z + 1
*
[ 3 ] 
f(z) = 43/135*z^3 - 11/5*z + 1
*
[ 2 ] 
f(z) = 43/136*z^3 - 13/17*z + 1
*
[ 5/11 ] 
f(z) = 44/125*z^3 - 14/11*z + 1
*
[ 5 ] 
f(z) = 44/125*z^3 - 8*z + 1
*
[ 5/2 ] 
f(z) = 44/125*z^3 - 8/5*z + 1
*
[ -5/2 ] 
f(z) = 44/125*z^3 - 4/5*z + 1
*
[ 5/6 ] 
f(z) = 44/125*z^3 - 4/9*z + 1
*
[ -3 ] 
f(z) = 44/135*z^3 - 8/5*z + 1
*
[ 3/2 ] 
f(z) = 44/135*z^3 - 2/5*z + 1
*
8/3 | 0.079297468658161017286896679766296480720 | 0.013870401334360538077333020239794753456
f(z) = 45/128*z^3 - 19/8*z + 1
*
[ -8/3 ] 
f(z) = 45/128*z^3 - 9/8*z + 1
*
[ 4/3 ] 
f(z) = 45/128*z^3 - 3/8*z + 1
*
[ 2 ] 
f(z) = 45/136*z^3 - 14/17*z + 1
*
[ 2/3 ] 
f(z) = 45/136*z^3 - 11/17*z + 1
*
[ 5/2 ] 
f(z) = 46/125*z^3 - 17/10*z + 1
*
[ -5/2 ] 
f(z) = 46/125*z^3 - 9/10*z + 1
*
[ -5 ] 
f(z) = 46/125*z^3 - 8*z + 1
*
[ 5/4 ] 
f(z) = 46/125*z^3 - 3/8*z + 1
*
[ 3 ] 
f(z) = 46/135*z^3 - 12/5*z + 1
*
[ 2 ] 
f(z) = 47/120*z^3 - 16/15*z + 1
*
[ 5/2 ] 
f(z) = 47/125*z^3 - 7/4*z + 1
*
[ -3 ] 
f(z) = 47/135*z^3 - 9/5*z + 1
*
[ 2 ] 
f(z) = 47/136*z^3 - 15/17*z + 1
*
[ -11/4 ] 
f(z) = 48/121*z^3 - 18/11*z + 1
*
-5/12 | 0.12757563305646118630258270025584215179 | 0.016305583182849770071348042960687470072
f(z) = 48/125*z^3 - 20/3*z + 1
*
5/3 | 0.11738753040759094477931774260839902564 | 0.015102439854914304107948959209793871718
f(z) = 48/125*z^3 - 19/6*z + 1
*
-5/2 | 0.089415555252578349261828187491323583243 | 0.011670722338127332205653498894147704107
f(z) = 48/125*z^3 - 17/12*z + 1
*
[ 15/4 ] 
f(z) = 48/125*z^3 - 14/3*z + 1
*
-5/2 | 0.11184319717857001200799088239346855432 | 0.016190961124356766649687705594164051456
f(z) = 48/125*z^3 - 8/3*z + 1
*
-5/12 | 0.089414250973870910533334493493078325206 | 0.013889049444386697202816289711924576541
f(z) = 48/125*z^3 - 5/3*z + 1
*
[ 5/8 ] 
f(z) = 48/125*z^3 - 3/4*z + 1
*
[ 5/3 ] 
f(z) = 48/125*z^3 - 2/3*z + 1
*
[ 5/4 ] 
f(z) = 48/125*z^3 - 2/5*z + 1
*
[ -5/2 ] 
f(z) = 48/125*z^3 - z + 1
*
[ 6/7 ] 
f(z) = 49/120*z^3 - 7/15*z + 1
*
[ 11/7 ] 
f(z) = 49/121*z^3 - 7/11*z + 1
*
20/7 | 0.12877276754138076835936600206838333135 | 0.020893426935953894005533643692403555999
f(z) = 49/125*z^3 - 19/5*z + 1
*
[ 15/7 ] 
f(z) = 49/125*z^3 - 19/15*z + 1
*
10/7 | 0.22424699552645240551546985486460646412 | 0.029269229638576132723415363963545920094
f(z) = 49/125*z^3 - 17/4*z + 1
*
-5/7 | 0.096593870079116181093321563909774955782 | 0.016489411458235329108970260797858867059
f(z) = 49/125*z^3 - 14/5*z + 1
*
[ 5 ] 
f(z) = 49/125*z^3 - 9*z + 1
*
-10/7 | 0.089413217357450020811153296290343757751 | 0.016875776057126713947652386522703472798
f(z) = 49/125*z^3 - 8/5*z + 1
*
-5/14 | 0.090047096809265242859088579437539163849 | 0.013987351750816962288676293225597614456
f(z) = 49/125*z^3 - 5/4*z + 1
*
10/7 | 0.14829341389730047842559819831990616901 | 0.025020290998658198613354726835540804197
f(z) = 49/125*z^3 - 3*z + 1
*
-15/7 | 0.089413217357450020811153296290343757751 | 0.016193760797652859366054476617308723366
f(z) = 49/125*z^3 - 2*z + 1
*
[ 10/7 ] 
f(z) = 49/125*z^3 - 1/2*z + 1
*
-4/7 | 0.064180294496291232353447418653534867414 | 0.012412821422110921958261810612362794452
f(z) = 49/128*z^3 - 11/8*z + 1
*
[ -16/7 ] 
f(z) = 49/128*z^3 - 9/16*z + 1
*
[ 15/7 ] 
f(z) = 49/135*z^3 - 17/15*z + 1
*
[ 2 ] 
f(z) = 49/136*z^3 - 16/17*z + 1
*
[ 11/5 ] 
f(z) = 50/121*z^3 - 16/11*z + 1
*
[ -11/5 ] 
f(z) = 50/121*z^3 - 6/11*z + 1
*
[ 5/3 ] 
f(z) = 51/125*z^3 - 11/15*z + 1
*
[ -5 ] 
f(z) = 51/125*z^3 - 9*z + 1
*
[ 5/4 ] 
f(z) = 51/125*z^3 - 7/16*z + 1
*
[ -5/2 ] 
f(z) = 52/125*z^3 - 6/5*z + 1
*
[ 5/2 ] 
f(z) = 52/125*z^3 - 2*z + 1
*
[ 3 ] 
f(z) = 52/135*z^3 - 14/5*z + 1
*
[ 3/2 ] 
f(z) = 52/135*z^3 - 8/15*z + 1
*
[ 2 ] 
f(z) = 53/120*z^3 - 19/15*z + 1
*
[ 5/3 ] 
f(z) = 53/125*z^3 - 7/9*z + 1
*
[ -5/2 ] 
f(z) = 53/125*z^3 - 5/4*z + 1
*
[ -3 ] 
f(z) = 53/135*z^3 - 11/5*z + 1
*
[ 2 ] 
f(z) = 53/136*z^3 - 18/17*z + 1
*
[ 20/9 ] 
f(z) = 54/125*z^3 - 19/12*z + 1
*
-5/3 | 0.18310356233203879791168550106639108310 | 0.029708617546547384743305649972376002574
f(z) = 54/125*z^3 - 19/15*z + 1
*
20/9 | 0.090455607784718780283028978996829123095 | 0.011806472368257880575368050580480761406
f(z) = 54/125*z^3 - 17/6*z + 1
*
-10/9 | 0.089413217357450020811153296290343757751 | 0.014773942495189743663614476741399357272
f(z) = 54/125*z^3 - 17/15*z + 1
*
-10/3 | 0.089752387596705829901577610254424655831 | 0.012139752967843325470522270531343084030
f(z) = 54/125*z^3 - 13/3*z + 1
*
[ -5/2 ] 
f(z) = 54/125*z^3 - 13/10*z + 1
*
5/6 | 0.10770029078247719971275269972036277070 | 0.014904120629770820458306134540220688975
f(z) = 54/125*z^3 - 11/2*z + 1
*
[ 5 ] 
f(z) = 54/125*z^3 - 10*z + 1
*
[ -10/3 ] 
f(z) = 54/125*z^3 - 7/2*z + 1
*
-5/9 | 0.089932065108582464863747680236766676817 | 0.013275626347350827626476931898194560718
f(z) = 54/125*z^3 - 7/3*z + 1
*
-35/18 | 0.089414903113224629897581340492200954225 | 0.013506633586018580963152725283360701596
f(z) = 54/125*z^3 - 5/6*z + 1
*
[ 5/3 ] 
f(z) = 54/125*z^3 - 4/5*z + 1
*
[ 5/6 ] 
f(z) = 54/125*z^3 - 1/2*z + 1
*
[ 2 ] 
f(z) = 55/136*z^3 - 19/17*z + 1
*
-5/2 | 0.11297080025145443525484615265317928153 | 0.018329552171747136575977020385508494286
f(z) = 56/125*z^3 - 19/10*z + 1
*
[ 5/14 ] 
f(z) = 56/125*z^3 - 13/7*z + 1
*
[ 5/2 ] 
f(z) = 56/125*z^3 - 11/5*z + 1
*
[ -5 ] 
f(z) = 56/125*z^3 - 10*z + 1
*
[ -5/2 ] 
f(z) = 56/125*z^3 - 7/5*z + 1
*
[ 5/4 ] 
f(z) = 56/125*z^3 - 1/2*z + 1
*
[ -3 ] 
f(z) = 56/135*z^3 - 12/5*z + 1
*
[ 3/2 ] 
f(z) = 56/135*z^3 - 3/5*z + 1
*
[ 5/3 ] 
f(z) = 57/125*z^3 - 13/15*z + 1
*
[ 5/2 ] 
f(z) = 57/125*z^3 - 9/4*z + 1
*
[ 2 ] 
f(z) = 57/136*z^3 - 20/17*z + 1
*
[ 5/3 ] 
f(z) = 58/125*z^3 - 8/9*z + 1
*
[ -5/2 ] 
f(z) = 58/125*z^3 - 3/2*z + 1
*
[ 3 ] 
f(z) = 58/135*z^3 - 16/5*z + 1
*
[ 5 ] 
f(z) = 59/125*z^3 - 11*z + 1
*
[ -3 ] 
f(z) = 59/135*z^3 - 13/5*z + 1
*
[ -5/2 ] 
f(z) = 41/125*z^3 - 13/20*z + 1
*
[ 3/2 ] 
f(z) = 41/135*z^3 - 7/20*z + 1
*
[ 5/6 ] 
f(z) = 42/125*z^3 - 13/30*z + 1
*
[ 5/4 ] 
f(z) = 44/125*z^3 - 7/20*z + 1
*
[ 3/2 ] 
f(z) = 46/135*z^3 - 13/30*z + 1
*
[ -5/2 ] 
f(z) = 47/125*z^3 - 19/20*z + 1
*
[ 3/2 ] 
f(z) = 47/135*z^3 - 9/20*z + 1
*
[ 11/12 ] 
f(z) = 48/121*z^3 - 14/33*z + 1
*
-5/6 | 0.16643060436942038935747139587732016610 | 0.025140296666998379873428983397579065923
f(z) = 48/125*z^3 - 17/30*z + 1
*
[ 5/6 ] 
f(z) = 49/125*z^3 - 17/36*z + 1
*
[ 12/7 ] 
f(z) = 49/128*z^3 - 17/24*z + 1
*
[ 12/7 ] 
f(z) = 49/135*z^3 - 13/20*z + 1
*
[ 6/7 ] 
f(z) = 49/135*z^3 - 13/30*z + 1
*
[ 11/10 ] 
f(z) = 50/121*z^3 - 9/22*z + 1
*
[ 4/3 ] 
f(z) = 51/128*z^3 - 11/24*z + 1
*
[ 5/4 ] 
f(z) = 52/125*z^3 - 9/20*z + 1
*
[ 3/4 ] 
f(z) = 52/135*z^3 - 11/20*z + 1
*
[ 3/2 ] 
f(z) = 53/135*z^3 - 11/20*z + 1
*
[ 11/9 ] 
f(z) = 54/121*z^3 - 16/33*z + 1
*
[ 3/4 ] 
f(z) = 56/135*z^3 - 17/30*z + 1
*
[ 4/3 ] 
f(z) = 57/128*z^3 - 13/24*z + 1
*
[ 3/2 ] 
f(z) = 58/135*z^3 - 19/30*z + 1
*
[ 5/6 ] 
f(z) = 59/125*z^3 - 19/36*z + 1
*
[ 3/2 ] 
f(z) = 59/135*z^3 - 13/20*z + 1
*
[ 11/10 ] 
f(z) = 40/121*z^3 - 17/55*z + 1
*
-5/3 | 0.12544962410452486062787806281610017205 | 0.014645093143068298348167802036891268969
f(z) = 42/125*z^3 - 17/42*z + 1
*
[ 10/9 ] 
f(z) = 42/125*z^3 - 17/54*z + 1
*
[ 5/4 ] 
f(z) = 42/125*z^3 - 13/40*z + 1
*
[ 9/7 ] 
f(z) = 49/135*z^3 - 17/45*z + 1
*
[ 5/4 ] 
f(z) = 54/125*z^3 - 19/40*z + 1
*
[ -5/4 ]
f(z) = 48/125*z^3 + 6/5*z + 1
*
[ -10/7 ]
f(z) = 49/125*z^3 + 9/10*z + 1
*
[ -5/7 ]
f(z) = 49/125*z^3 + 11/5*z + 1
*
[ -1 ]
f(z) = 42/121*z^3 + 200/121*z + 1
*
[ 7 ] 
f(z) = 43/147*z^3 - 283/21*z + 1
*
[ 7 ] 
f(z) = 44/147*z^3 - 290/21*z + 1
*
[ -7 ] 
f(z) = 44/147*z^3 - 284/21*z + 1
*
[ -7 ] 
f(z) = 46/147*z^3 - 298/21*z + 1
*
[ 36/7 ] 
f(z) = 49/144*z^3 - 295/36*z + 1
*
[ -36/7 ] 
f(z) = 49/144*z^3 - 281/36*z + 1
*
5/7 | 0.20778260925295111475303937535390145025 | 0.028585072553904057988000882530336883861
f(z) = 49/150*z^3 - 287/30*z + 1
*
[ 21/4 ] 
f(z) = 40/147*z^3 - 281/42*z + 1
*
[ 4 ] 
f(z) = 43/152*z^3 - 287/76*z + 1
*
[ -4 ] 
f(z) = 47/152*z^3 - 281/76*z + 1
*
[ -4 ] 
f(z) = 49/152*z^3 - 297/76*z + 1
*
[ 26/7 ] 
f(z) = 49/156*z^3 - 281/78*z + 1
*
-5/2 | 0.20124108574444233161492280737402047200 | 0.027685141973688106652264244306676359170
f(z) = 43/150*z^3 - 287/120*z + 1
*
[ 3 ] 
f(z) = 43/141*z^3 - 293/141*z + 1
*
[ 3 ] 
f(z) = 43/147*z^3 - 289/147*z + 1
*
[ 3 ] 
f(z) = 43/150*z^3 - 287/150*z + 1
*
[ 3 ] 
f(z) = 43/156*z^3 - 283/156*z + 1
*
[ 3 ] 
f(z) = 43/159*z^3 - 281/159*z + 1
*
[ 3 ] 
f(z) = 44/147*z^3 - 298/147*z + 1
*
[ 3 ] 
f(z) = 44/159*z^3 - 290/159*z + 1
*
[ 1/3 ] 
f(z) = 45/142*z^3 - 289/142*z + 1
*
[ 1/3 ] 
f(z) = 45/143*z^3 - 291/143*z + 1
*
[ 1/3 ] 
f(z) = 45/146*z^3 - 297/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014266838111887993465693886741386768678
f(z) = 51/154*z^3 - 281/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014333028824475307982081215174978562180
f(z) = 51/158*z^3 - 283/158*z + 1
*
[ -3 ] 
f(z) = 53/141*z^3 - 289/141*z + 1
*
-2 | 0.078939190064271703887698083228137213380 | 0.013982806232262295393790607661804877981
f(z) = 53/142*z^3 - 283/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014056392187456881994870220046744691610
f(z) = 53/146*z^3 - 285/146*z + 1
*
[ -3 ] 
f(z) = 53/147*z^3 - 281/147*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.010532853546462991827293598279148629775
f(z) = 53/150*z^3 - 287/150*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014196158833846753962479552250190211656
f(z) = 53/154*z^3 - 289/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014262487286742089917580395470444727323
f(z) = 53/158*z^3 - 291/158*z + 1
*
[ 1/3 ] 
f(z) = 54/143*z^3 - 292/143*z + 1
*
[ 1/3 ] 
f(z) = 54/145*z^3 - 296/145*z + 1
*
-2 | 0.078939473154611380985951852367084852901 | 0.013914150390722871593783141877308393054
f(z) = 55/142*z^3 - 291/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.013987885619370634661661697653576486585
f(z) = 55/146*z^3 - 293/146*z + 1
*
[ -3 ] 
f(z) = 55/147*z^3 - 299/147*z + 1
*
[ -3 ] 
f(z) = 55/156*z^3 - 287/156*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014194746789298590187500967699548816478
f(z) = 55/158*z^3 - 299/158*z + 1
*
[ -3 ] 
f(z) = 55/159*z^3 - 283/159*z + 1
*
[ -3 ] 
f(z) = 56/159*z^3 - 292/159*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.013847899266882081671976368704109784233
f(z) = 57/142*z^3 - 299/142*z + 1
*
[ 2/5 ] 
f(z) = 55/144*z^3 - 281/180*z + 1
*
[ 7/3 ] 
f(z) = 58/147*z^3 - 298/189*z + 1
*
[ 2 ] 
f(z) = 53/141*z^3 - 283/282*z + 1
*
[ 2 ] 
f(z) = 53/143*z^3 - 281/286*z + 1
*
[ 2 ] 
f(z) = 54/143*z^3 - 289/286*z + 1
*
[ 2 ] 
f(z) = 54/145*z^3 - 287/290*z + 1
*
[ 2 ] 
f(z) = 54/149*z^3 - 283/298*z + 1
*
[ 2 ] 
f(z) = 55/141*z^3 - 299/282*z + 1
*
[ 2 ] 
f(z) = 55/147*z^3 - 293/294*z + 1
*
[ 2 ] 
f(z) = 55/149*z^3 - 291/298*z + 1
*
[ 2 ] 
f(z) = 56/149*z^3 - 299/298*z + 1
*
[ 7 ] 
f(z) = 40/147*z^3 - 262/21*z + 1
*
[ 7 ] 
f(z) = 41/147*z^3 - 269/21*z + 1
*
[ -7 ] 
f(z) = 41/147*z^3 - 263/21*z + 1
*
[ -7 ] 
f(z) = 43/147*z^3 - 277/21*z + 1
*
4 | 0.20510835512734020542226279366461361618 | 0.029444106080910426225952029385935200619
f(z) = 55/144*z^3 - 265/36*z + 1
*
-4 | 0.20772642084852427662417446645320766938 | 0.029852405178229875231369860283676045685
f(z) = 59/144*z^3 - 263/36*z + 1
*
[ 5 ] 
f(z) = 59/150*z^3 - 271/30*z + 1
*
[ -21/4 ] 
f(z) = 40/147*z^3 - 265/42*z + 1
*
[ 4 ] 
f(z) = 41/152*z^3 - 271/76*z + 1
*
[ -4 ] 
f(z) = 45/152*z^3 - 265/76*z + 1
*
[ 7/2 ] 
f(z) = 47/147*z^3 - 269/84*z + 1
*
[ -7/2 ] 
f(z) = 53/147*z^3 - 263/84*z + 1
*
[ -7/2 ] 
f(z) = 55/147*z^3 - 277/84*z + 1
*
7/10 | 0.21785161710025868645716248370157544226 | 0.028890405952923365778162672585037512453
f(z) = 40/147*z^3 - 269/105*z + 1
*
-5/2 | 0.20937799817442613437735971409924391189 | 0.028945778477519069210585652694722114049
f(z) = 41/150*z^3 - 277/120*z + 1
*
-5/14 | 0.20642201478999871491631258247190363656 | 0.028653211700956090259204230783710271513
f(z) = 49/150*z^3 - 269/120*z + 1
*
[ 3 ] 
f(z) = 40/141*z^3 - 266/141*z + 1
*
[ 3 ] 
f(z) = 40/147*z^3 - 262/147*z + 1
*
[ 3 ] 
f(z) = 41/141*z^3 - 275/141*z + 1
*
[ 3 ] 
f(z) = 41/147*z^3 - 271/147*z + 1
*
[ 3 ] 
f(z) = 41/150*z^3 - 269/150*z + 1
*
[ 3 ] 
f(z) = 41/156*z^3 - 265/156*z + 1
*
[ 3 ] 
f(z) = 41/159*z^3 - 263/159*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014278490651108419979544615685798441135
f(z) = 47/146*z^3 - 261/146*z + 1
*
-2 | 0.059610497327407956293863575062086368308 | 0.010697927046376065451687166264625451886
f(z) = 47/150*z^3 - 263/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014416619380172336496891504592898738604
f(z) = 47/154*z^3 - 265/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014482325390925653803025742898055235208
f(z) = 47/158*z^3 - 267/158*z + 1
*
[ 11/4 ] 
f(z) = 48/143*z^3 - 272/143*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014128334188746783000445401249237888784
f(z) = 49/142*z^3 - 267/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014201555605334428962146218549700003247
f(z) = 49/146*z^3 - 269/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.010640589229539708514577629975962044369
f(z) = 49/150*z^3 - 271/150*z + 1
*
[ 19/7 ] 
f(z) = 49/152*z^3 - 265/152*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014406204508597667380655199704644385868
f(z) = 49/158*z^3 - 275/158*z + 1
*
[ -3 ] 
f(z) = 50/141*z^3 - 262/141*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014054190033425789947876595124012716195
f(z) = 51/142*z^3 - 275/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014127436930352343419902481800338094287
f(z) = 51/146*z^3 - 277/146*z + 1
*
[ -3 ] 
f(z) = 52/141*z^3 - 280/141*z + 1
*
[ -3 ] 
f(z) = 52/147*z^3 - 272/147*z + 1
*
[ -3 ] 
f(z) = 53/150*z^3 - 277/150*z + 1
*
[ -3 ] 
f(z) = 53/156*z^3 - 269/156*z + 1
*
[ 5/2 ] 
f(z) = 56/145*z^3 - 263/145*z + 1
*
[ 7/3 ] 
f(z) = 53/147*z^3 - 263/189*z + 1
*
4/5 | 0.17300958516964780515729285610051797344 | 0.024782902578126407283763567203915119642
f(z) = 55/144*z^3 - 269/180*z + 1
*
[ 7/3 ] 
f(z) = 55/147*z^3 - 277/189*z + 1
*
-7/5 | 0.22614872646830386752159538195002647285 | 0.029874621894395731394342111951587166699
f(z) = 40/147*z^3 - 277/210*z + 1
*
[ 12/5 ] 
f(z) = 50/153*z^3 - 265/204*z + 1
*
-15/7 | 0.19593913131171025344100665021907310955 | 0.029372806944144994816365012285581163916
f(z) = 49/144*z^3 - 263/240*z + 1
*
[ 7/13 ] 
f(z) = 52/147*z^3 - 262/273*z + 1
*
[ 2 ] 
f(z) = 51/143*z^3 - 265/286*z + 1
*
[ 2 ] 
f(z) = 51/145*z^3 - 263/290*z + 1
*
[ 2 ] 
f(z) = 52/141*z^3 - 275/282*z + 1
*
[ 2 ] 
f(z) = 52/145*z^3 - 271/290*z + 1
*
[ 2 ] 
f(z) = 52/147*z^3 - 269/294*z + 1
*
[ 2 ] 
f(z) = 52/149*z^3 - 267/298*z + 1
*
[ 2 ] 
f(z) = 53/145*z^3 - 279/290*z + 1
*
[ 2 ] 
f(z) = 53/147*z^3 - 277/294*z + 1
*
[ 2 ] 
f(z) = 53/149*z^3 - 275/298*z + 1
*
[ -5/2 ] 
f(z) = 54/145*z^3 - 269/290*z + 1
*
[ -7 ] 
f(z) = 40/147*z^3 - 256/21*z + 1
*
[ 5 ] 
f(z) = 53/150*z^3 - 241/30*z + 1
*
-4 | 0.20416521211716606822614104721621400402 | 0.029607686586833018305031740366490445628
f(z) = 55/144*z^3 - 247/36*z + 1
*
[ -5 ] 
f(z) = 59/150*z^3 - 259/30*z + 1
*
[ -4 ] 
f(z) = 43/152*z^3 - 249/76*z + 1
*
12/5 | 0.17770564540101433158807082489262603133 | 0.022229057809722352363688074965062107508
f(z) = 55/144*z^3 - 247/60*z + 1
*
[ 7/2 ] 
f(z) = 43/147*z^3 - 241/84*z + 1
*
[ 10/3 ] 
f(z) = 45/152*z^3 - 246/95*z + 1
*
[ 3/10 ] 
f(z) = 50/153*z^3 - 241/102*z + 1
*
[ 3 ] 
f(z) = 40/159*z^3 - 254/159*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014666266456212706655927346679744770850
f(z) = 41/154*z^3 - 241/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014730529014873619032426341499167201253
f(z) = 41/158*z^3 - 243/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014370705515511860425226665238487938977
f(z) = 43/142*z^3 - 243/142*z + 1
*
-2 | 0.079452952613859094983187201063676714276 | 0.014442687394960829047498142998381422544
f(z) = 43/146*z^3 - 245/146*z + 1
*
-2 | 0.059609463710987066571682377859351800853 | 0.010819615548732775829675111332303595254
f(z) = 43/150*z^3 - 247/150*z + 1
*
-2 | 0.080440841145438589799394376322376093138 | 0.014579343522258401505125387789842313322
f(z) = 43/154*z^3 - 249/154*z + 1
*
-2 | 0.080916353110965228515597690359889497948 | 0.014644293237556673476868775562009420176
f(z) = 43/158*z^3 - 251/158*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014286343058404452610548637604510042137
f(z) = 45/142*z^3 - 251/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014358939473730101416826295286115526325
f(z) = 45/146*z^3 - 253/146*z + 1
*
-2 | 0.080441493284792309163641223321498722156 | 0.014496375982977937914200694828324539911
f(z) = 45/154*z^3 - 257/154*z + 1
*
-2 | 0.080915700971611509151350843360766868929 | 0.014561490849307240534691117079128244648
f(z) = 45/158*z^3 - 259/158*z + 1
*
-2 | 0.078939168380859560499977486490104741921 | 0.014205796455166236178825797648648688737
f(z) = 47/142*z^3 - 259/142*z + 1
*
[ -3 ] 
f(z) = 49/141*z^3 - 253/141*z + 1
*
[ -3 ] 
f(z) = 49/150*z^3 - 241/150*z + 1
*
13/7 | 0.14313209959387704155086578265911434049 | 0.025866984401777987941184189124724769264
f(z) = 49/156*z^3 - 253/156*z + 1
*
-13/7 | 0.14249952442076925823142419351016419243 | 0.025980820465868948312353065245312055488
f(z) = 49/156*z^3 - 241/156*z + 1
*
[ 13/5 ] 
f(z) = 50/143*z^3 - 250/143*z + 1
*
[ -3 ] 
f(z) = 50/147*z^3 - 254/147*z + 1
*
[ -3 ] 
f(z) = 52/159*z^3 - 256/159*z + 1
*
[ 5/2 ] 
f(z) = 56/155*z^3 - 257/155*z + 1
*
-21/8 | 0.21658200179748258009522366444066173463 | 0.028988284900772440335319843392708735092
f(z) = 40/147*z^3 - 251/168*z + 1
*
[ 18/7 ] 
f(z) = 49/152*z^3 - 260/171*z + 1
*
[ -20/7 ] 
f(z) = 49/144*z^3 - 257/180*z + 1
*
[ 7/3 ] 
f(z) = 50/147*z^3 - 242/189*z + 1
*
[ 7/3 ] 
f(z) = 52/147*z^3 - 256/189*z + 1
*
-7/10 | 0.16148461575811164036448728193551008046 | 0.021590873955944650713613551733041464298
f(z) = 40/147*z^3 - 253/210*z + 1
*
-7/20 | 0.21952383942679221985656338987481047951 | 0.029445345461131123980660595666562623726
f(z) = 40/147*z^3 - 247/210*z + 1
*
[ 15/7 ] 
f(z) = 49/144*z^3 - 247/240*z + 1
*
[ 2 ] 
f(z) = 48/143*z^3 - 241/286*z + 1
*
[ 2 ] 
f(z) = 49/141*z^3 - 251/282*z + 1
*
[ 4/7 ] 
f(z) = 49/142*z^3 - 245/284*z + 1
*
[ 2 ] 
f(z) = 49/143*z^3 - 249/286*z + 1
*
[ 2 ] 
f(z) = 49/145*z^3 - 247/290*z + 1
*
[ 4/7 ] 
f(z) = 49/146*z^3 - 251/292*z + 1
*
[ 2 ] 
f(z) = 49/149*z^3 - 243/298*z + 1
*
[ 2 ] 
f(z) = 50/141*z^3 - 259/282*z + 1
*
[ 2 ] 
f(z) = 50/143*z^3 - 257/286*z + 1
*
[ 2 ] 
f(z) = 50/147*z^3 - 253/294*z + 1
*
[ 2 ] 
f(z) = 50/149*z^3 - 251/298*z + 1
*
[ 2 ] 
f(z) = 51/149*z^3 - 259/298*z + 1
*
5 | 0.20691232325422110949121694425847919981 | 0.029526843017033095540106654281744202684
f(z) = 43/150*z^3 - 221/30*z + 1
*
4 | 0.18953923939653343469164488673664161009 | 0.027721224713448329065736860055263363059
f(z) = 47/144*z^3 - 233/36*z + 1
*
-4/7 | 0.20140783144136013524316338456035981475 | 0.029531869231956553754784142658815671627
f(z) = 49/144*z^3 - 229/36*z + 1
*
-4 | 0.16408429973240799956545338650079135920 | 0.024153252041030251342871590456152680824
f(z) = 49/144*z^3 - 223/36*z + 1
*
[ 5 ] 
f(z) = 49/150*z^3 - 221/30*z + 1
*
-4 | 0.15094515099309118080173094458612279592 | 0.021994823787391350253238457583716796746
f(z) = 53/144*z^3 - 239/36*z + 1
*
[ -5 ] 
f(z) = 53/150*z^3 - 229/30*z + 1
*
[ -4 ] 
f(z) = 41/152*z^3 - 233/76*z + 1
*
[ -26/7 ] 
f(z) = 49/156*z^3 - 239/78*z + 1
*
[ 7/2 ] 
f(z) = 41/147*z^3 - 227/84*z + 1
*
-38/15 | 0.20320260509372643026610292313822922088 | 0.026908150006120606824929755159349200322
f(z) = 45/152*z^3 - 238/95*z + 1
*
[ -7/2 ] 
f(z) = 47/147*z^3 - 221/84*z + 1
*
[ 5/14 ] 
f(z) = 49/150*z^3 - 221/120*z + 1
*
[ 5/2 ] 
f(z) = 59/150*z^3 - 223/120*z + 1
*
-2 | 0.078938516241505841135730639490982112903 | 0.014458701312947598565803762747007539477
f(z) = 41/142*z^3 - 235/142*z + 1
*
-2 | 0.079453604753212814347434048062799343294 | 0.014530492112824274754321664015199131027
f(z) = 41/146*z^3 - 237/146*z + 1
*
-2 | 0.059609845188054236929616728062963739289 | 0.010884733299654712109657791597740595036
f(z) = 41/150*z^3 - 239/150*z + 1
*
[ 8/3 ] 
f(z) = 45/152*z^3 - 225/152*z + 1
*
[ -3 ] 
f(z) = 46/141*z^3 - 226/141*z + 1
*
[ -3 ] 
f(z) = 47/147*z^3 - 227/147*z + 1
*
[ -3 ] 
f(z) = 47/150*z^3 - 223/150*z + 1
*
[ -3 ] 
f(z) = 49/156*z^3 - 233/156*z + 1
*
[ -3 ] 
f(z) = 49/159*z^3 - 229/159*z + 1
*
[ 3/7 ] 
f(z) = 49/159*z^3 - 221/159*z + 1
*
[ -3 ] 
f(z) = 50/159*z^3 - 238/159*z + 1
*
[ 5/2 ] 
f(z) = 52/145*z^3 - 238/145*z + 1
*
[ 5/2 ] 
f(z) = 52/155*z^3 - 232/155*z + 1
*
-7/4 | 0.21658303541390346981740486164339630208 | 0.029280051417034322629619307365520360274
f(z) = 46/147*z^3 - 233/168*z + 1
*
[ 7/3 ] 
f(z) = 47/147*z^3 - 221/189*z + 1
*
[ 7/15 ] 
f(z) = 50/147*z^3 - 230/189*z + 1
*
[ 15/7 ] 
f(z) = 49/153*z^3 - 239/255*z + 1
*
[ -8/3 ] 
f(z) = 45/148*z^3 - 233/296*z + 1
*
[ 2 ] 
f(z) = 46/141*z^3 - 227/282*z + 1
*
[ 2 ] 
f(z) = 46/143*z^3 - 225/286*z + 1
*
[ 2 ] 
f(z) = 46/145*z^3 - 223/290*z + 1
*
[ 2 ] 
f(z) = 46/147*z^3 - 221/294*z + 1
*
[ 2 ] 
f(z) = 47/143*z^3 - 233/286*z + 1
*
[ 2 ] 
f(z) = 47/145*z^3 - 231/290*z + 1
*
[ 2 ] 
f(z) = 47/147*z^3 - 229/294*z + 1
*
[ 2 ] 
f(z) = 47/149*z^3 - 227/298*z + 1
*
[ 2 ] 
f(z) = 48/145*z^3 - 239/290*z + 1
*
[ 2 ] 
f(z) = 48/149*z^3 - 235/298*z + 1
*
[ 11/6 ] 
f(z) = 54/143*z^3 - 233/286*z + 1
*
5 | 0.19905128927218423502567899101335441626 | 0.028593998582940445082717357895815474718
f(z) = 41/150*z^3 - 211/30*z + 1
*
4 | 0.20095824740288597924181354756103250942 | 0.029700347828966844067136265863607883552
f(z) = 43/144*z^3 - 217/36*z + 1
*
-5 | 0.20097588402115036800939689376500073029 | 0.028910021684884699193322112714432633240
f(z) = 43/150*z^3 - 209/30*z + 1
*
-4 | 0.19620353193523267625397875353836650487 | 0.029037367940436317514010722100271859680
f(z) = 47/144*z^3 - 215/36*z + 1
*
[ 5 ] 
f(z) = 47/150*z^3 - 211/30*z + 1
*
[ -5 ] 
f(z) = 49/150*z^3 - 209/30*z + 1
*
[ 4 ] 
f(z) = 59/144*z^3 - 209/36*z + 1
*
7/2 | 0.21756792051115394332006464170818979908 | 0.029736416031490157956779128741185181087
f(z) = 58/147*z^3 - 215/42*z + 1
*
-22/7 | 0.093088148684663132117450426206974090116 | 0.015498280938717827828328037881485675097
f(z) = 49/156*z^3 - 203/78*z + 1
*
[ -3 ] 
f(z) = 44/141*z^3 - 208/141*z + 1
*
[ -3 ] 
f(z) = 46/147*z^3 - 218/147*z + 1
*
[ -3 ] 
f(z) = 46/159*z^3 - 202/159*z + 1
*
[ -3 ] 
f(z) = 47/156*z^3 - 215/156*z + 1
*
[ -3 ] 
f(z) = 47/159*z^3 - 211/159*z + 1
*
[ 5/2 ] 
f(z) = 48/145*z^3 - 213/145*z + 1
*
[ 5/2 ] 
f(z) = 48/155*z^3 - 207/155*z + 1
*
[ 3/7 ] 
f(z) = 49/150*z^3 - 209/150*z + 1
*
[ 21/8 ] 
f(z) = 40/147*z^3 - 211/168*z + 1
*
[ 7/3 ] 
f(z) = 46/147*z^3 - 214/189*z + 1
*
[ 21/11 ] 
f(z) = 55/147*z^3 - 205/231*z + 1
*
[ 3/5 ] 
f(z) = 55/153*z^3 - 203/255*z + 1
*
[ -11/4 ] 
f(z) = 40/143*z^3 - 215/286*z + 1
*
[ 2 ] 
f(z) = 43/141*z^3 - 203/282*z + 1
*
[ 2 ] 
f(z) = 43/143*z^3 - 201/286*z + 1
*
[ 2 ] 
f(z) = 44/141*z^3 - 211/282*z + 1
*
[ 2 ] 
f(z) = 44/145*z^3 - 207/290*z + 1
*
[ 2 ] 
f(z) = 44/147*z^3 - 205/294*z + 1
*
[ 2 ] 
f(z) = 44/149*z^3 - 203/298*z + 1
*
[ 2 ] 
f(z) = 45/143*z^3 - 217/286*z + 1
*
[ 2 ] 
f(z) = 45/149*z^3 - 211/298*z + 1
*
[ 2 ] 
f(z) = 46/149*z^3 - 219/298*z + 1
*
-4 | 0.13793582833880522019685178514213616614 | 0.020777949810786403913328413293754475253
f(z) = 41/144*z^3 - 191/36*z + 1
*
-5 | 0.18449024901561402751818393032150459407 | 0.026727093278802475492106617672504445038
f(z) = 41/150*z^3 - 199/30*z + 1
*
[ 5 ] 
f(z) = 41/150*z^3 - 181/30*z + 1
*
-4 | 0.19169622827270570333164521733177034260 | 0.028698762147129185273826256138671672956
f(z) = 43/144*z^3 - 199/36*z + 1
*
[ 5 ] 
f(z) = 43/150*z^3 - 191/30*z + 1
*
[ -5 ] 
f(z) = 47/150*z^3 - 199/30*z + 1
*
-2/7 | 0.15865638076986828050190204439611206540 | 0.023752380398227767905472380946684324763
f(z) = 49/144*z^3 - 199/36*z + 1
*
[ 4 ] 
f(z) = 53/144*z^3 - 185/36*z + 1
*
[ 4 ] 
f(z) = 55/144*z^3 - 193/36*z + 1
*
[ -4 ] 
f(z) = 59/144*z^3 - 191/36*z + 1
*
-7/10 | 0.20126665885577501866110143437560309491 | 0.027802276846972512842453323464880112786
f(z) = 50/147*z^3 - 199/42*z + 1
*
[ 2/7 ] 
f(z) = 49/148*z^3 - 187/74*z + 1
*
[ 2/7 ] 
f(z) = 49/156*z^3 - 197/78*z + 1
*
6/7 | 0.10422137656844074177222110968440466743 | 0.017592315411823559590600928389764347637
f(z) = 49/156*z^3 - 187/78*z + 1
*
[ -7/2 ] 
f(z) = 43/147*z^3 - 193/84*z + 1
*
[ -10/3 ] 
f(z) = 45/152*z^3 - 189/95*z + 1
*
[ 5/2 ] 
f(z) = 53/150*z^3 - 193/120*z + 1
*
[ -3 ] 
f(z) = 41/141*z^3 - 181/141*z + 1
*
[ -3 ] 
f(z) = 43/141*z^3 - 199/141*z + 1
*
[ -3 ] 
f(z) = 43/147*z^3 - 191/147*z + 1
*
[ -3 ] 
f(z) = 43/150*z^3 - 187/150*z + 1
*
[ 5/2 ] 
f(z) = 44/145*z^3 - 188/145*z + 1
*
[ -3 ] 
f(z) = 44/147*z^3 - 200/147*z + 1
*
[ 5/2 ] 
f(z) = 44/155*z^3 - 182/155*z + 1
*
[ -3 ] 
f(z) = 44/159*z^3 - 184/159*z + 1
*
[ 3/7 ] 
f(z) = 49/141*z^3 - 197/141*z + 1
*
[ 17/7 ] 
f(z) = 49/153*z^3 - 199/153*z + 1
*
-13/7 | 0.14820313520839881793434804783667758927 | 0.028508842905371745604736384735593066128
f(z) = 49/156*z^3 - 181/156*z + 1
*
[ 7/3 ] 
f(z) = 43/147*z^3 - 193/189*z + 1
*
[ 7/3 ] 
f(z) = 44/147*z^3 - 200/189*z + 1
*
-21/10 | 0.16148499723517881072242163213912201890 | 0.022142411320770302240131824845445845127
f(z) = 40/147*z^3 - 187/210*z + 1
*
[ 3/5 ] 
f(z) = 40/153*z^3 - 194/255*z + 1
*
[ 3/5 ] 
f(z) = 55/144*z^3 - 193/240*z + 1
*
[ 5/3 ] 
f(z) = 59/150*z^3 - 187/270*z + 1
*
[ 2 ] 
f(z) = 41/141*z^3 - 187/282*z + 1
*
[ 2 ] 
f(z) = 41/143*z^3 - 185/286*z + 1
*
[ 2 ] 
f(z) = 41/145*z^3 - 183/290*z + 1
*
[ 2 ] 
f(z) = 41/147*z^3 - 181/294*z + 1
*
[ 2 ] 
f(z) = 42/143*z^3 - 193/286*z + 1
*
[ 2 ] 
f(z) = 42/145*z^3 - 191/290*z + 1
*
[ 2 ] 
f(z) = 42/149*z^3 - 187/298*z + 1
*
[ 2 ] 
f(z) = 43/145*z^3 - 199/290*z + 1
*
[ 2 ] 
f(z) = 43/147*z^3 - 197/294*z + 1
*
[ 2 ] 
f(z) = 43/149*z^3 - 195/298*z + 1
*
[ 2/3 ] 
f(z) = 45/143*z^3 - 183/286*z + 1
*
[ 2/3 ] 
f(z) = 45/149*z^3 - 189/298*z + 1
*
[ 2/3 ] 
f(z) = 54/143*z^3 - 191/286*z + 1
*
[ 2/3 ] 
f(z) = 54/145*z^3 - 193/290*z + 1
*
[ 2/3 ] 
f(z) = 54/149*z^3 - 197/298*z + 1
*
[ 38/7 ] 
f(z) = 49/152*z^3 - 165/19*z + 1
*
[ 6 ] 
f(z) = 59/144*z^3 - 167/12*z + 1
*
[ -6 ] 
f(z) = 59/144*z^3 - 163/12*z + 1
*
[ -5 ] 
f(z) = 41/150*z^3 - 169/30*z + 1
*
[ -5 ] 
f(z) = 43/150*z^3 - 179/30*z + 1
*
[ 4 ] 
f(z) = 47/144*z^3 - 161/36*z + 1
*
[ 4 ] 
f(z) = 49/144*z^3 - 169/36*z + 1
*
2/7 | 0.11162457920794885843792813451789003472 | 0.017225896850122977148987118356504316967
f(z) = 49/144*z^3 - 163/36*z + 1
*
-30/7 | 0.18569245010446314205965029528577388380 | 0.027458210462820691075413838688925534610
f(z) = 49/150*z^3 - 173/30*z + 1
*
[ -4 ] 
f(z) = 53/144*z^3 - 167/36*z + 1
*
[ -4 ] 
f(z) = 55/144*z^3 - 175/36*z + 1
*
3/7 | 0.18065264881059375954967877770433594171 | 0.028895621587693609817263017256999769542
f(z) = 49/153*z^3 - 173/51*z + 1
*
7/5 | 0.076018933190190272353282357155101357723 | 0.010798664908837494028905533764101831193
f(z) = 50/147*z^3 - 163/42*z + 1
*
[ 7/2 ] 
f(z) = 58/147*z^3 - 173/42*z + 1
*
-12/5 | 0.15453316714606686941962172484739478035 | 0.020325554426797532107064174938200912171
f(z) = 55/144*z^3 - 167/60*z + 1
*
[ -7/2 ] 
f(z) = 41/147*z^3 - 179/84*z + 1
*
[ 5/2 ] 
f(z) = 47/150*z^3 - 163/120*z + 1
*
[ -3 ] 
f(z) = 40/141*z^3 - 172/141*z + 1
*
[ -3 ] 
f(z) = 40/147*z^3 - 164/147*z + 1
*
[ 1/2 ] 
f(z) = 40/151*z^3 - 161/151*z + 1
*
[ 1/2 ] 
f(z) = 40/153*z^3 - 163/153*z + 1
*
[ 1/2 ] 
f(z) = 40/157*z^3 - 167/157*z + 1
*
[ 1/2 ] 
f(z) = 40/159*z^3 - 169/159*z + 1
*
[ -3 ] 
f(z) = 41/147*z^3 - 173/147*z + 1
*
[ -3 ] 
f(z) = 41/150*z^3 - 169/150*z + 1
*
[ -3 ] 
f(z) = 41/156*z^3 - 161/156*z + 1
*
[ -3 ] 
f(z) = 43/156*z^3 - 179/156*z + 1
*
[ -3 ] 
f(z) = 43/159*z^3 - 175/159*z + 1
*
[ 1/2 ] 
f(z) = 44/151*z^3 - 162/151*z + 1
*
[ 1/2 ] 
f(z) = 44/153*z^3 - 164/153*z + 1
*
[ 1/2 ] 
f(z) = 44/155*z^3 - 166/155*z + 1
*
[ 1/2 ] 
f(z) = 44/157*z^3 - 168/157*z + 1
*
[ 1/2 ] 
f(z) = 44/159*z^3 - 170/159*z + 1
*
[ -11/4 ] 
f(z) = 48/143*z^3 - 168/143*z + 1
*
[ 1/2 ] 
f(z) = 48/149*z^3 - 161/149*z + 1
*
[ 1/2 ] 
f(z) = 48/151*z^3 - 163/151*z + 1
*
[ 1/2 ] 
f(z) = 48/155*z^3 - 167/155*z + 1
*
[ 1/2 ] 
f(z) = 48/157*z^3 - 169/157*z + 1
*
[ 16/7 ] 
f(z) = 49/144*z^3 - 175/144*z + 1
*
[ 11/5 ] 
f(z) = 50/143*z^3 - 164/143*z + 1
*
[ 1/2 ] 
f(z) = 52/149*z^3 - 162/149*z + 1
*
[ 1/2 ] 
f(z) = 52/151*z^3 - 164/151*z + 1
*
[ 1/2 ] 
f(z) = 52/153*z^3 - 166/153*z + 1
*
[ 1/2 ] 
f(z) = 52/155*z^3 - 168/155*z + 1
*
[ 1/2 ] 
f(z) = 52/157*z^3 - 170/157*z + 1
*
[ 1/2 ] 
f(z) = 52/159*z^3 - 172/159*z + 1
*
[ 1/2 ] 
f(z) = 56/149*z^3 - 163/149*z + 1
*
[ 1/2 ] 
f(z) = 56/151*z^3 - 165/151*z + 1
*
[ 1/2 ] 
f(z) = 56/153*z^3 - 167/153*z + 1
*
[ 1/2 ] 
f(z) = 56/155*z^3 - 169/155*z + 1
*
[ 1/2 ] 
f(z) = 56/157*z^3 - 171/157*z + 1
*
[ 1/2 ] 
f(z) = 56/159*z^3 - 173/159*z + 1
*
[ 2 ] 
f(z) = 59/142*z^3 - 165/142*z + 1
*
[ 2 ] 
f(z) = 59/146*z^3 - 163/146*z + 1
*
[ 2 ] 
f(z) = 59/150*z^3 - 161/150*z + 1
*
[ 7/3 ] 
f(z) = 40/147*z^3 - 172/189*z + 1
*
[ 7/3 ] 
f(z) = 41/147*z^3 - 179/189*z + 1
*
-10/7 | 0.14105793067132464531611317246343797286 | 0.021439815280776982413826533955455194612
f(z) = 49/144*z^3 - 179/180*z + 1
*
[ -14/5 ] 
f(z) = 40/147*z^3 - 163/210*z + 1
*
[ -18/7 ] 
f(z) = 49/156*z^3 - 161/234*z + 1
*
[ 7/11 ] 
f(z) = 55/147*z^3 - 167/231*z + 1
*
[ 2 ] 
f(z) = 40/141*z^3 - 179/282*z + 1
*
[ 2 ] 
f(z) = 40/143*z^3 - 177/286*z + 1
*
[ 2 ] 
f(z) = 40/147*z^3 - 173/294*z + 1
*
[ 2 ] 
f(z) = 40/149*z^3 - 171/298*z + 1
*
[ 2 ] 
f(z) = 41/149*z^3 - 179/298*z + 1
*
-6/5 | 0.21896283530258266316354164340556410434 | 0.028319296069352636203952202587140636646
f(z) = 45/152*z^3 - 169/285*z + 1
*
[ -5/2 ] 
f(z) = 46/145*z^3 - 169/290*z + 1
*
[ 3/2 ] 
f(z) = 58/141*z^3 - 167/282*z + 1
*
[ 3/2 ] 
f(z) = 58/147*z^3 - 163/294*z + 1
*
[ -38/7 ] 
f(z) = 49/152*z^3 - 158/19*z + 1
*
[ 6 ] 
f(z) = 53/144*z^3 - 149/12*z + 1
*
[ -6 ] 
f(z) = 53/144*z^3 - 145/12*z + 1
*
[ 6 ] 
f(z) = 55/144*z^3 - 155/12*z + 1
*
[ -6 ] 
f(z) = 55/144*z^3 - 151/12*z + 1
*
[ 4 ] 
f(z) = 43/144*z^3 - 145/36*z + 1
*
[ -4 ] 
f(z) = 47/144*z^3 - 143/36*z + 1
*
[ 30/7 ] 
f(z) = 49/150*z^3 - 157/30*z + 1
*
[ -30/7 ] 
f(z) = 49/150*z^3 - 143/30*z + 1
*
[ 7/2 ] 
f(z) = 50/147*z^3 - 145/42*z + 1
*
2/3 | 0.20211863015287555932389535143046290056 | 0.028480564386444270514686111087619067500
f(z) = 51/152*z^3 - 151/57*z + 1
*
[ -7/2 ] 
f(z) = 58/147*z^3 - 149/42*z + 1
*
[ 3 ] 
f(z) = 59/144*z^3 - 145/48*z + 1
*
[ 3 ] 
f(z) = 59/153*z^3 - 143/51*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016220029072504890970299912231517723957
f(z) = 53/140*z^3 - 141/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016361580979597407325761804946932790537
f(z) = 53/148*z^3 - 143/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.012905423338535680795551437984993166280
f(z) = 53/156*z^3 - 145/78*z + 1
*
-2 | 0.092541034989104356993724216806356737203 | 0.016282174048282321583557023952655097141
f(z) = 55/148*z^3 - 147/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.012843779685812184425600500730167502442
f(z) = 55/156*z^3 - 149/78*z + 1
*
-2 | 0.091512816969557381777158979507603430587 | 0.016063070965277650391019308524085902634
f(z) = 57/140*z^3 - 149/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016205612601491690745439266609282936649
f(z) = 57/148*z^3 - 151/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.015988562253363080967720449405010919511
f(z) = 59/140*z^3 - 153/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016131753115590271721075343576092401460
f(z) = 59/148*z^3 - 155/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.012726945917507452214039574489716656398
f(z) = 59/156*z^3 - 157/78*z + 1
*
[ 2/5 ] 
f(z) = 45/152*z^3 - 147/95*z + 1
*
[ 2/5 ] 
f(z) = 55/152*z^3 - 148/95*z + 1
*
[ 5/2 ] 
f(z) = 43/150*z^3 - 143/120*z + 1
*
[ 1/2 ] 
f(z) = 40/141*z^3 - 151/141*z + 1
*
[ 1/2 ] 
f(z) = 40/143*z^3 - 153/143*z + 1
*
[ 1/2 ] 
f(z) = 40/147*z^3 - 157/147*z + 1
*
[ 1/2 ] 
f(z) = 40/149*z^3 - 159/149*z + 1
*
[ -3 ] 
f(z) = 40/159*z^3 - 148/159*z + 1
*
[ -3 ] 
f(z) = 41/159*z^3 - 157/159*z + 1
*
[ 1/2 ] 
f(z) = 44/141*z^3 - 152/141*z + 1
*
[ 1/2 ] 
f(z) = 44/145*z^3 - 156/145*z + 1
*
[ 1/2 ] 
f(z) = 44/147*z^3 - 158/147*z + 1
*
[ 1/2 ] 
f(z) = 44/149*z^3 - 160/149*z + 1
*
[ 7/3 ] 
f(z) = 45/154*z^3 - 157/154*z + 1
*
[ 1/2 ] 
f(z) = 48/143*z^3 - 155/143*z + 1
*
[ 1/2 ] 
f(z) = 48/145*z^3 - 157/145*z + 1
*
[ -19/7 ] 
f(z) = 49/152*z^3 - 153/152*z + 1
*
[ 1/2 ] 
f(z) = 52/141*z^3 - 154/141*z + 1
*
[ 1/2 ] 
f(z) = 52/145*z^3 - 158/145*z + 1
*
[ 1/2 ] 
f(z) = 52/147*z^3 - 160/147*z + 1
*
[ 2 ] 
f(z) = 53/142*z^3 - 141/142*z + 1
*
[ 2 ] 
f(z) = 55/142*z^3 - 149/142*z + 1
*
[ 2 ] 
f(z) = 55/146*z^3 - 147/146*z + 1
*
[ 2 ] 
f(z) = 55/158*z^3 - 141/158*z + 1
*
[ 1/2 ] 
f(z) = 56/141*z^3 - 155/141*z + 1
*
[ 1/2 ] 
f(z) = 56/143*z^3 - 157/143*z + 1
*
[ 1/2 ] 
f(z) = 56/145*z^3 - 159/145*z + 1
*
[ -5/2 ] 
f(z) = 56/145*z^3 - 147/145*z + 1
*
[ 2 ] 
f(z) = 57/142*z^3 - 157/142*z + 1
*
[ 2 ] 
f(z) = 57/146*z^3 - 155/146*z + 1
*
[ 2 ] 
f(z) = 57/154*z^3 - 151/154*z + 1
*
[ 2 ] 
f(z) = 57/158*z^3 - 149/158*z + 1
*
[ 2 ] 
f(z) = 59/154*z^3 - 159/154*z + 1
*
[ 2 ] 
f(z) = 59/158*z^3 - 157/158*z + 1
*
[ -7/3 ] 
f(z) = 59/147*z^3 - 143/189*z + 1
*
[ 2/3 ] 
f(z) = 57/140*z^3 - 143/210*z + 1
*
[ 7/11 ] 
f(z) = 44/147*z^3 - 160/231*z + 1
*
[ 21/11 ] 
f(z) = 44/147*z^3 - 142/231*z + 1
*
[ 2/3 ] 
f(z) = 51/148*z^3 - 145/222*z + 1
*
[ 2/3 ] 
f(z) = 57/148*z^3 - 149/222*z + 1
*
[ 21/13 ] 
f(z) = 52/147*z^3 - 148/273*z + 1
*
[ 5/3 ] 
f(z) = 53/150*z^3 - 157/270*z + 1
*
[ 3/4 ] 
f(z) = 40/147*z^3 - 143/294*z + 1
*
-12/7 | 0.16892088358554776178923747681999087617 | 0.029865828882991643624918433802981946412
f(z) = 49/143*z^3 - 145/286*z + 1
*
[ 3/4 ] 
f(z) = 56/141*z^3 - 157/282*z + 1
*
-6 | 0.22056623834636942390673133563276475832 | 0.029906249353956672510846404122462580441
f(z) = 41/144*z^3 - 133/12*z + 1
*
[ 6 ] 
f(z) = 47/144*z^3 - 131/12*z + 1
*
[ -6 ] 
f(z) = 47/144*z^3 - 127/12*z + 1
*
[ 6 ] 
f(z) = 49/144*z^3 - 137/12*z + 1
*
[ -6 ] 
f(z) = 49/144*z^3 - 133/12*z + 1
*
[ 4 ] 
f(z) = 41/144*z^3 - 137/36*z + 1
*
[ -4 ] 
f(z) = 43/144*z^3 - 127/36*z + 1
*
[ 7/2 ] 
f(z) = 46/147*z^3 - 131/42*z + 1
*
21/10 | 0.073816278603683838742404743671677021961 | 0.010728511333371851336644254295423474127
f(z) = 50/147*z^3 - 139/42*z + 1
*
[ -7/2 ] 
f(z) = 50/147*z^3 - 121/42*z + 1
*
[ 3 ] 
f(z) = 52/153*z^3 - 122/51*z + 1
*
[ 3 ] 
f(z) = 53/144*z^3 - 127/48*z + 1
*
[ 3 ] 
f(z) = 53/153*z^3 - 125/51*z + 1
*
[ 3 ] 
f(z) = 55/144*z^3 - 133/48*z + 1
*
[ 3 ] 
f(z) = 55/153*z^3 - 131/51*z + 1
*
[ 3 ] 
f(z) = 56/153*z^3 - 134/51*z + 1
*
[ 3 ] 
f(z) = 58/153*z^3 - 140/51*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013330851476317562220750547777395765632
f(z) = 41/156*z^3 - 121/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016672059564257995315963938871268017342
f(z) = 43/140*z^3 - 121/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016809336082426577735995851810798802720
f(z) = 43/148*z^3 - 123/74*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013252328446885256289975776655760259373
f(z) = 43/156*z^3 - 125/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016712187411885389549048256888433835442
f(z) = 45/148*z^3 - 127/74*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016479842022167148386459719928938904452
f(z) = 47/140*z^3 - 129/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016619116861423119444236795397441885066
f(z) = 47/148*z^3 - 131/74*z + 1
*
-2 | 0.073171179973730136201628734897808735943 | 0.013104903438128331491361608340460303709
f(z) = 47/156*z^3 - 133/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016529830854197616303452276941439696406
f(z) = 49/148*z^3 - 135/74*z + 1
*
[ 20/7 ] 
f(z) = 49/150*z^3 - 121/60*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.013035906575315239870909956045793656389
f(z) = 49/156*z^3 - 137/78*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016303190481407540112476633157106000103
f(z) = 51/140*z^3 - 137/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016444065114394263339069692698607972651
f(z) = 51/148*z^3 - 139/74*z + 1
*
[ 38/15 ] 
f(z) = 45/152*z^3 - 123/95*z + 1
*
[ 5/2 ] 
f(z) = 41/150*z^3 - 133/120*z + 1
*
[ 6/11 ] 
f(z) = 55/144*z^3 - 125/132*z + 1
*
[ -5/2 ] 
f(z) = 59/150*z^3 - 127/120*z + 1
*
[ 2 ] 
f(z) = 49/142*z^3 - 125/142*z + 1
*
[ 2 ] 
f(z) = 49/146*z^3 - 123/146*z + 1
*
[ 4/7 ] 
f(z) = 49/148*z^3 - 127/148*z + 1
*
[ 2 ] 
f(z) = 49/150*z^3 - 121/150*z + 1
*
13/7 | 0.14249849080434836850924299630742962497 | 0.028218327532464006434736370802030159578
f(z) = 49/156*z^3 - 121/156*z + 1
*
[ -13/5 ] 
f(z) = 50/143*z^3 - 140/143*z + 1
*
[ 3/5 ] 
f(z) = 50/159*z^3 - 124/159*z + 1
*
[ 2 ] 
f(z) = 51/142*z^3 - 133/142*z + 1
*
[ 2 ] 
f(z) = 51/146*z^3 - 131/146*z + 1
*
[ 2 ] 
f(z) = 51/154*z^3 - 127/154*z + 1
*
[ 2 ] 
f(z) = 51/158*z^3 - 125/158*z + 1
*
[ -5/2 ] 
f(z) = 52/145*z^3 - 122/145*z + 1
*
[ 2 ] 
f(z) = 53/146*z^3 - 139/146*z + 1
*
[ 2 ] 
f(z) = 53/150*z^3 - 137/150*z + 1
*
[ 2 ] 
f(z) = 53/154*z^3 - 135/154*z + 1
*
[ 2 ] 
f(z) = 53/158*z^3 - 133/158*z + 1
*
[ -5/2 ] 
f(z) = 56/155*z^3 - 133/155*z + 1
*
[ -18/7 ] 
f(z) = 49/152*z^3 - 127/171*z + 1
*
[ 7/4 ] 
f(z) = 58/147*z^3 - 131/168*z + 1
*
[ -7/3 ] 
f(z) = 58/147*z^3 - 136/189*z + 1
*
[ 2/3 ] 
f(z) = 51/140*z^3 - 139/210*z + 1
*
[ 12/7 ] 
f(z) = 49/152*z^3 - 121/228*z + 1
*
[ 5/3 ] 
f(z) = 47/150*z^3 - 127/270*z + 1
*
[ 5/3 ] 
f(z) = 49/150*z^3 - 137/270*z + 1
*
[ 21/26 ] 
f(z) = 52/147*z^3 - 128/273*z + 1
*
[ 3/4 ] 
f(z) = 40/141*z^3 - 139/282*z + 1
*
[ 3/2 ] 
f(z) = 50/141*z^3 - 131/282*z + 1
*
[ 3/2 ] 
f(z) = 50/147*z^3 - 127/294*z + 1
*
[ 5/6 ] 
f(z) = 54/145*z^3 - 133/290*z + 1
*
[ 6 ] 
f(z) = 41/144*z^3 - 113/12*z + 1
*
[ -6 ] 
f(z) = 41/144*z^3 - 109/12*z + 1
*
[ 6 ] 
f(z) = 43/144*z^3 - 119/12*z + 1
*
[ -6 ] 
f(z) = 43/144*z^3 - 115/12*z + 1
*
[ -4 ] 
f(z) = 41/144*z^3 - 119/36*z + 1
*
2 | 0.16449372262985094327898316663305518766 | 0.027409157002945628902014702131813968124
f(z) = 47/144*z^3 - 101/36*z + 1
*
10/7 | 0.14945651790742088289075134856015294125 | 0.024376283956200742526651719347952659724
f(z) = 49/144*z^3 - 115/36*z + 1
*
-5/7 | 0.17883004775097546090861902029856068631 | 0.028220761519762044088052203848468538995
f(z) = 49/150*z^3 - 113/30*z + 1
*
-20/7 | 0.17924447942196419654365671929831092966 | 0.028531816085416425026709282201165437497
f(z) = 49/150*z^3 - 107/30*z + 1
*
10/7 | 0.17882908582030102538407735921806525807 | 0.028729601923123026918938718547709592356
f(z) = 49/150*z^3 - 101/30*z + 1
*
[ 21/5 ] 
f(z) = 50/147*z^3 - 110/21*z + 1
*
2 | 0.15628483957651260808354642204473425088 | 0.025793309449537631226057354398783186115
f(z) = 53/144*z^3 - 107/36*z + 1
*
2 | 0.17605661311096820994242454107889588402 | 0.028967913223854662823948403553025611159
f(z) = 55/144*z^3 - 109/36*z + 1
*
2 | 0.16388306544272669840259296058573146124 | 0.026805951081877125151076843636280526883
f(z) = 59/144*z^3 - 113/36*z + 1
*
[ -7/2 ] 
f(z) = 46/147*z^3 - 107/42*z + 1
*
[ 3 ] 
f(z) = 46/153*z^3 - 104/51*z + 1
*
[ 3 ] 
f(z) = 47/144*z^3 - 109/48*z + 1
*
[ 3 ] 
f(z) = 47/153*z^3 - 107/51*z + 1
*
[ 3 ] 
f(z) = 49/144*z^3 - 115/48*z + 1
*
[ 3 ] 
f(z) = 49/153*z^3 - 113/51*z + 1
*
[ 3 ] 
f(z) = 50/153*z^3 - 116/51*z + 1
*
[ -3 ] 
f(z) = 55/144*z^3 - 101/48*z + 1
*
[ -3 ] 
f(z) = 58/153*z^3 - 106/51*z + 1
*
[ -3 ] 
f(z) = 59/144*z^3 - 113/48*z + 1
*
[ -3 ] 
f(z) = 59/153*z^3 - 109/51*z + 1
*
-2 | 0.091511896714987116639640302214550379728 | 0.016774795613289346816017231297421823548
f(z) = 41/140*z^3 - 117/70*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.016910890113295673722527505340126082579
f(z) = 41/148*z^3 - 119/74*z + 1
*
6/7 | 0.15388339015773789832173378246984708748 | 0.028578982497576768568273448902007973460
f(z) = 49/156*z^3 - 109/78*z + 1
*
[ 2 ] 
f(z) = 43/142*z^3 - 101/142*z + 1
*
[ 2 ] 
f(z) = 45/142*z^3 - 109/142*z + 1
*
[ 2 ] 
f(z) = 45/146*z^3 - 107/146*z + 1
*
[ -8/3 ] 
f(z) = 45/152*z^3 - 111/152*z + 1
*
[ 2 ] 
f(z) = 45/154*z^3 - 103/154*z + 1
*
[ 2 ] 
f(z) = 45/158*z^3 - 101/158*z + 1
*
[ 2 ] 
f(z) = 47/142*z^3 - 117/142*z + 1
*
[ 2 ] 
f(z) = 47/146*z^3 - 115/146*z + 1
*
[ 2 ] 
f(z) = 47/150*z^3 - 113/150*z + 1
*
[ 2 ] 
f(z) = 47/154*z^3 - 111/154*z + 1
*
[ 2 ] 
f(z) = 47/158*z^3 - 109/158*z + 1
*
[ 13/7 ] 
f(z) = 49/143*z^3 - 103/143*z + 1
*
[ 2 ] 
f(z) = 49/158*z^3 - 117/158*z + 1
*
[ 3/5 ] 
f(z) = 50/141*z^3 - 112/141*z + 1
*
[ 3/5 ] 
f(z) = 50/147*z^3 - 116/147*z + 1
*
[ -5/2 ] 
f(z) = 52/155*z^3 - 108/155*z + 1
*
[ 2/3 ] 
f(z) = 41/152*z^3 - 106/171*z + 1
*
[ 2/3 ] 
f(z) = 43/152*z^3 - 107/171*z + 1
*
[ 2/3 ] 
f(z) = 47/152*z^3 - 109/171*z + 1
*
[ 2/3 ] 
f(z) = 49/152*z^3 - 110/171*z + 1
*
[ 38/21 ] 
f(z) = 49/152*z^3 - 104/171*z + 1
*
[ 7/4 ] 
f(z) = 50/147*z^3 - 103/168*z + 1
*
[ 2/3 ] 
f(z) = 53/152*z^3 - 112/171*z + 1
*
[ 2/3 ] 
f(z) = 55/152*z^3 - 113/171*z + 1
*
[ 2/3 ] 
f(z) = 59/152*z^3 - 115/171*z + 1
*
[ -7/3 ] 
f(z) = 53/147*z^3 - 101/189*z + 1
*
[ 3/2 ] 
f(z) = 55/144*z^3 - 101/192*z + 1
*
[ -7/3 ] 
f(z) = 55/147*z^3 - 115/189*z + 1
*
[ 3/2 ] 
f(z) = 59/144*z^3 - 113/192*z + 1
*
[ 3/4 ] 
f(z) = 44/153*z^3 - 101/204*z + 1
*
[ 12/7 ] 
f(z) = 49/153*z^3 - 107/204*z + 1
*
[ 3/4 ] 
f(z) = 52/153*z^3 - 107/204*z + 1
*
[ 3/2 ] 
f(z) = 59/153*z^3 - 109/204*z + 1
*
[ 5/3 ] 
f(z) = 43/150*z^3 - 107/270*z + 1
*
[ -5/2 ] 
f(z) = 42/145*z^3 - 119/290*z + 1
*
[ 3/2 ] 
f(z) = 46/141*z^3 - 113/282*z + 1
*
[ 3/2 ] 
f(z) = 46/147*z^3 - 109/294*z + 1
*
[ 6/7 ] 
f(z) = 49/141*z^3 - 119/282*z + 1
*
[ 10/7 ] 
f(z) = 49/145*z^3 - 113/290*z + 1
*
[ 13/10 ] 
f(z) = 50/143*z^3 - 103/286*z + 1
*
[ 6/5 ] 
f(z) = 55/152*z^3 - 101/285*z + 1
*
[ 5/4 ] 
f(z) = 56/145*z^3 - 117/290*z + 1
*
2 | 0.13654558984698673054999471487695488687 | 0.022986810318718115869908141817976094393
f(z) = 41/144*z^3 - 95/36*z + 1
*
2 | 0.14613333790707539512414510263861187494 | 0.024514881229130185945293194601289856515
f(z) = 43/144*z^3 - 97/36*z + 1
*
[ -21/5 ] 
f(z) = 50/147*z^3 - 100/21*z + 1
*
[ 3 ] 
f(z) = 40/153*z^3 - 86/51*z + 1
*
[ 3 ] 
f(z) = 41/144*z^3 - 91/48*z + 1
*
[ 3 ] 
f(z) = 41/153*z^3 - 89/51*z + 1
*
[ 3 ] 
f(z) = 43/144*z^3 - 97/48*z + 1
*
[ 3 ] 
f(z) = 43/153*z^3 - 95/51*z + 1
*
[ 3 ] 
f(z) = 44/153*z^3 - 98/51*z + 1
*
[ -3 ] 
f(z) = 49/144*z^3 - 83/48*z + 1
*
[ 14/5 ] 
f(z) = 50/147*z^3 - 85/42*z + 1
*
[ -3 ] 
f(z) = 50/153*z^3 - 82/51*z + 1
*
[ -3 ] 
f(z) = 52/153*z^3 - 88/51*z + 1
*
[ -3 ] 
f(z) = 53/144*z^3 - 95/48*z + 1
*
[ -3 ] 
f(z) = 53/153*z^3 - 91/51*z + 1
*
[ -3 ] 
f(z) = 55/153*z^3 - 97/51*z + 1
*
[ -3 ] 
f(z) = 56/153*z^3 - 100/51*z + 1
*
[ 12/5 ] 
f(z) = 55/144*z^3 - 97/60*z + 1
*
[ 2 ] 
f(z) = 59/140*z^3 - 83/70*z + 1
*
[ 2 ] 
f(z) = 59/148*z^3 - 81/74*z + 1
*
[ -5/2 ] 
f(z) = 53/150*z^3 - 97/120*z + 1
*
[ 2 ] 
f(z) = 41/142*z^3 - 93/142*z + 1
*
[ 2 ] 
f(z) = 41/146*z^3 - 91/146*z + 1
*
[ 2 ] 
f(z) = 41/150*z^3 - 89/150*z + 1
*
[ 2 ] 
f(z) = 41/154*z^3 - 87/154*z + 1
*
[ 2 ] 
f(z) = 41/158*z^3 - 85/158*z + 1
*
[ 2 ] 
f(z) = 43/146*z^3 - 99/146*z + 1
*
[ 2 ] 
f(z) = 43/150*z^3 - 97/150*z + 1
*
[ 2 ] 
f(z) = 43/154*z^3 - 95/154*z + 1
*
[ 2 ] 
f(z) = 43/158*z^3 - 93/158*z + 1
*
[ 2/3 ] 
f(z) = 45/142*z^3 - 91/142*z + 1
*
[ 2/3 ] 
f(z) = 45/146*z^3 - 93/146*z + 1
*
[ 2/3 ] 
f(z) = 45/154*z^3 - 97/154*z + 1
*
[ 2/3 ] 
f(z) = 45/158*z^3 - 99/158*z + 1
*
[ -5/2 ] 
f(z) = 48/145*z^3 - 97/145*z + 1
*
[ -5/2 ] 
f(z) = 48/155*z^3 - 83/155*z + 1
*
[ 5/7 ] 
f(z) = 49/145*z^3 - 83/145*z + 1
*
[ 5/7 ] 
f(z) = 49/155*z^3 - 87/155*z + 1
*
[ 13/7 ] 
f(z) = 49/156*z^3 - 97/156*z + 1
*
[ 9/5 ] 
f(z) = 50/153*z^3 - 94/153*z + 1
*
[ 5/3 ] 
f(z) = 54/145*z^3 - 92/145*z + 1
*
[ 5/3 ] 
f(z) = 54/155*z^3 - 88/155*z + 1
*
[ -21/8 ] 
f(z) = 40/147*z^3 - 83/168*z + 1
*
[ 7/4 ] 
f(z) = 46/147*z^3 - 89/168*z + 1
*
[ 3/2 ] 
f(z) = 49/144*z^3 - 83/192*z + 1
*
[ -7/3 ] 
f(z) = 52/147*z^3 - 94/189*z + 1
*
[ 3/2 ] 
f(z) = 53/144*z^3 - 95/192*z + 1
*
[ 4/5 ] 
f(z) = 55/144*z^3 - 89/180*z + 1
*
[ -12/5 ] 
f(z) = 50/153*z^3 - 95/204*z + 1
*
[ 3/2 ] 
f(z) = 53/153*z^3 - 91/204*z + 1
*
[ 3/2 ] 
f(z) = 55/153*z^3 - 97/204*z + 1
*
[ 6/7 ] 
f(z) = 49/148*z^3 - 91/222*z + 1
*
[ 5/3 ] 
f(z) = 41/150*z^3 - 97/270*z + 1
*
[ 4/3 ] 
f(z) = 45/142*z^3 - 89/284*z + 1
*
[ 4/3 ] 
f(z) = 45/146*z^3 - 87/292*z + 1
*
[ 8/7 ] 
f(z) = 49/148*z^3 - 91/296*z + 1
*
[ 6/5 ] 
f(z) = 50/141*z^3 - 97/282*z + 1
*
[ 11/10 ] 
f(z) = 50/143*z^3 - 95/286*z + 1
*
[ 6/5 ] 
f(z) = 50/147*z^3 - 95/294*z + 1
*
6/7 | 0.094986996746221829360341690387680243841 | 0.013909943156145708750432713545097342085
f(z) = 49/144*z^3 - 77/12*z + 1
*
30/7 | 0.19421906918923005352823100600913302545 | 0.028665472327619709570045008752926293685
f(z) = 49/144*z^3 - 73/12*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014274706854669248201344196169262596407
f(z) = 43/144*z^3 - 61/36*z + 1
*
[ 7/2 ] 
f(z) = 44/147*z^3 - 62/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014111662949589162106299380971816058429
f(z) = 47/144*z^3 - 65/36*z + 1
*
[ 24/7 ] 
f(z) = 49/144*z^3 - 79/24*z + 1
*
[ -24/7 ] 
f(z) = 49/144*z^3 - 65/24*z + 1
*
-20/7 | 0.059689157402037089651298789487220502849 | 0.010026325827848593573999166548530896387
f(z) = 49/150*z^3 - 77/30*z + 1
*
[ 7/2 ] 
f(z) = 52/147*z^3 - 76/21*z + 1
*
[ -7/2 ] 
f(z) = 52/147*z^3 - 64/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.013891099806538633680482267438607462203
f(z) = 53/144*z^3 - 71/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.013823122805767640944095025480468961207
f(z) = 55/144*z^3 - 73/36*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.013694432543745588988721421017724269785
f(z) = 59/144*z^3 - 77/36*z + 1
*
[ -3 ] 
f(z) = 43/144*z^3 - 65/48*z + 1
*
[ -3 ] 
f(z) = 43/153*z^3 - 61/51*z + 1
*
[ -3 ] 
f(z) = 44/153*z^3 - 64/51*z + 1
*
[ -3 ] 
f(z) = 46/153*z^3 - 70/51*z + 1
*
[ -3 ] 
f(z) = 47/144*z^3 - 77/48*z + 1
*
[ -3 ] 
f(z) = 47/153*z^3 - 73/51*z + 1
*
[ 3/7 ] 
f(z) = 49/144*z^3 - 67/48*z + 1
*
[ -3 ] 
f(z) = 49/153*z^3 - 79/51*z + 1
*
[ 3/7 ] 
f(z) = 49/153*z^3 - 71/51*z + 1
*
[ 2 ] 
f(z) = 49/148*z^3 - 61/74*z + 1
*
[ -20/7 ] 
f(z) = 49/150*z^3 - 79/60*z + 1
*
[ 4/7 ] 
f(z) = 49/152*z^3 - 65/76*z + 1
*
[ 2 ] 
f(z) = 51/140*z^3 - 67/70*z + 1
*
[ 2 ] 
f(z) = 51/148*z^3 - 65/74*z + 1
*
[ 2 ] 
f(z) = 53/140*z^3 - 71/70*z + 1
*
[ 2 ] 
f(z) = 53/148*z^3 - 69/74*z + 1
*
[ 2 ] 
f(z) = 53/156*z^3 - 67/78*z + 1
*
[ 2 ] 
f(z) = 55/148*z^3 - 73/74*z + 1
*
[ 2 ] 
f(z) = 55/156*z^3 - 71/78*z + 1
*
[ 2 ] 
f(z) = 57/140*z^3 - 79/70*z + 1
*
[ 2 ] 
f(z) = 57/148*z^3 - 77/74*z + 1
*
[ 2 ] 
f(z) = 59/156*z^3 - 79/78*z + 1
*
[ 21/10 ] 
f(z) = 40/147*z^3 - 71/105*z + 1
*
[ -5/2 ] 
f(z) = 47/150*z^3 - 67/120*z + 1
*
[ -5/2 ] 
f(z) = 49/150*z^3 - 77/120*z + 1
*
-12/11 | 0.18821409034286227593940211913622660988 | 0.025545810952482752590675972998379253306
f(z) = 55/144*z^3 - 71/132*z + 1
*
[ -5/2 ] 
f(z) = 44/145*z^3 - 72/145*z + 1
*
[ 11/7 ] 
f(z) = 49/143*z^3 - 69/143*z + 1
*
[ 6/7 ] 
f(z) = 49/150*z^3 - 61/150*z + 1
*
[ -17/7 ] 
f(z) = 49/153*z^3 - 73/153*z + 1
*
[ 12/7 ] 
f(z) = 49/156*z^3 - 79/156*z + 1
*
[ 3/2 ] 
f(z) = 52/141*z^3 - 70/141*z + 1
*
[ 3/2 ] 
f(z) = 52/147*z^3 - 68/147*z + 1
*
[ 3/2 ] 
f(z) = 52/159*z^3 - 64/159*z + 1
*
[ 3/2 ] 
f(z) = 56/141*z^3 - 79/141*z + 1
*
[ 3/2 ] 
f(z) = 56/159*z^3 - 73/159*z + 1
*
[ 3/2 ] 
f(z) = 43/144*z^3 - 65/192*z + 1
*
[ 3/2 ] 
f(z) = 47/144*z^3 - 77/192*z + 1
*
[ 10/7 ] 
f(z) = 49/144*z^3 - 71/180*z + 1
*
[ -7/3 ] 
f(z) = 50/147*z^3 - 80/189*z + 1
*
[ 7/6 ] 
f(z) = 52/147*z^3 - 64/189*z + 1
*
[ 3/2 ] 
f(z) = 43/153*z^3 - 61/204*z + 1
*
[ 3/2 ] 
f(z) = 47/153*z^3 - 73/204*z + 1
*
[ 3/2 ] 
f(z) = 49/153*z^3 - 79/204*z + 1
*
[ 21/22 ] 
f(z) = 44/147*z^3 - 74/231*z + 1
*
[ 4/3 ] 
f(z) = 51/152*z^3 - 79/228*z + 1
*
[ 6/5 ] 
f(z) = 45/152*z^3 - 74/285*z + 1
*
6/7 | 0.16331730335779819051700525056893914428 | 0.026347965497285555785839640056862226830
f(z) = 49/144*z^3 - 41/12*z + 1
*
20/7 | 0.17664536417653649265374887032848342110 | 0.028516920192243769341135468082792345591
f(z) = 49/150*z^3 - 49/15*z + 1
*
[ 2/7 ] 
f(z) = 49/152*z^3 - 48/19*z + 1
*
[ 7/2 ] 
f(z) = 40/147*z^3 - 55/21*z + 1
*
[ -7/2 ] 
f(z) = 40/147*z^3 - 43/21*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.014361800975404485037160243636648224036
f(z) = 41/144*z^3 - 59/36*z + 1
*
[ -7/2 ] 
f(z) = 44/147*z^3 - 50/21*z + 1
*
[ 18/7 ] 
f(z) = 49/144*z^3 - 59/36*z + 1
*
-20/7 | 0.082012567501304828817953448845160273108 | 0.015205456215968942043694608327813901830
f(z) = 49/144*z^3 - 55/36*z + 1
*
[ 2 ] 
f(z) = 59/144*z^3 - 41/36*z + 1
*
[ -3 ] 
f(z) = 40/153*z^3 - 52/51*z + 1
*
[ -3 ] 
f(z) = 41/144*z^3 - 59/48*z + 1
*
[ -3 ] 
f(z) = 41/153*z^3 - 55/51*z + 1
*
[ -14/5 ] 
f(z) = 50/147*z^3 - 55/42*z + 1
*
[ 21/10 ] 
f(z) = 50/147*z^3 - 41/42*z + 1
*
[ 2 ] 
f(z) = 41/140*z^3 - 47/70*z + 1
*
[ 2 ] 
f(z) = 41/148*z^3 - 45/74*z + 1
*
[ 2 ] 
f(z) = 41/156*z^3 - 43/78*z + 1
*
[ 2 ] 
f(z) = 43/140*z^3 - 51/70*z + 1
*
[ 2 ] 
f(z) = 43/148*z^3 - 49/74*z + 1
*
[ 2 ] 
f(z) = 43/156*z^3 - 47/78*z + 1
*
[ 2 ] 
f(z) = 45/148*z^3 - 53/74*z + 1
*
[ 2/3 ] 
f(z) = 45/148*z^3 - 47/74*z + 1
*
[ 2 ] 
f(z) = 47/140*z^3 - 59/70*z + 1
*
[ 2 ] 
f(z) = 47/148*z^3 - 57/74*z + 1
*
[ 2 ] 
f(z) = 47/156*z^3 - 55/78*z + 1
*
[ 2 ] 
f(z) = 49/156*z^3 - 59/78*z + 1
*
[ -12/5 ] 
f(z) = 55/144*z^3 - 47/60*z + 1
*
-6/5 | 0.15187243786005108375874501397706188643 | 0.023083544459104310150209870924751511682
f(z) = 55/144*z^3 - 43/60*z + 1
*
[ 7/4 ] 
f(z) = 44/147*z^3 - 41/84*z + 1
*
[ -38/15 ] 
f(z) = 45/152*z^3 - 48/95*z + 1
*
[ 7/4 ] 
f(z) = 52/147*z^3 - 55/84*z + 1
*
[ 7/10 ] 
f(z) = 40/147*z^3 - 59/105*z + 1
*
[ 3/4 ] 
f(z) = 40/153*z^3 - 49/102*z + 1
*
[ 6/7 ] 
f(z) = 49/153*z^3 - 41/102*z + 1
*
[ 3/2 ] 
f(z) = 50/153*z^3 - 41/102*z + 1
*
[ 7/5 ] 
f(z) = 55/147*z^3 - 47/105*z + 1
*
[ 3/4 ] 
f(z) = 56/153*z^3 - 55/102*z + 1
*
[ 3/2 ] 
f(z) = 58/153*z^3 - 53/102*z + 1
*
[ -5/2 ] 
f(z) = 43/150*z^3 - 47/120*z + 1
*
[ 12/11 ] 
f(z) = 55/144*z^3 - 49/132*z + 1
*
[ 3/2 ] 
f(z) = 40/141*z^3 - 43/141*z + 1
*
[ 3/2 ] 
f(z) = 40/147*z^3 - 41/147*z + 1
*
[ 3/2 ] 
f(z) = 44/141*z^3 - 52/141*z + 1
*
[ 3/2 ] 
f(z) = 44/147*z^3 - 50/147*z + 1
*
[ -5/2 ] 
f(z) = 44/155*z^3 - 58/155*z + 1
*
[ 3/2 ] 
f(z) = 44/159*z^3 - 46/159*z + 1
*
[ 4/3 ] 
f(z) = 45/148*z^3 - 43/148*z + 1
*
[ 5/4 ] 
f(z) = 48/145*z^3 - 46/145*z + 1
*
[ 5/4 ] 
f(z) = 48/155*z^3 - 44/155*z + 1
*
[ 8/7 ] 
f(z) = 49/152*z^3 - 45/152*z + 1
*
[ 9/7 ] 
f(z) = 49/153*z^3 - 47/153*z + 1
*
[ 7/8 ] 
f(z) = 40/147*z^3 - 59/168*z + 1
*
[ 21/20 ] 
f(z) = 50/147*z^3 - 55/168*z + 1
*
[ 7/6 ] 
f(z) = 40/147*z^3 - 43/189*z + 1
*
[ 3/2 ] 
f(z) = 41/144*z^3 - 59/192*z + 1
*
[ 7/6 ] 
f(z) = 44/147*z^3 - 50/189*z + 1
*
[ -7/3 ] 
f(z) = 47/147*z^3 - 59/189*z + 1
*
[ 21/20 ] 
f(z) = 40/147*z^3 - 53/210*z + 1
*
[ 3/2 ] 
f(z) = 41/153*z^3 - 55/204*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016975178580709223262850193526501988543
f(z) = 41/152*z^3 - 30/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016874222692154890771643953642823108684
f(z) = 43/152*z^3 - 31/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016777609984823114568966480145617672275
f(z) = 45/152*z^3 - 32/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016685020386506017438064395606998531760
f(z) = 47/152*z^3 - 33/19*z + 1
*
12/7 | 0.12208027864938976509272175676999563723 | 0.020026868785193502858338830722907378648
f(z) = 49/144*z^3 - 37/12*z + 1
*
6/7 | 0.14012384147482548886685431667180454133 | 0.023943778766900325266615945424280343814
f(z) = 49/144*z^3 - 29/12*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016596166500325344994157536763416862949
f(z) = 49/152*z^3 - 34/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016510789401575777838132173259027046370
f(z) = 51/152*z^3 - 35/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016428655080051489361754341349395571480
f(z) = 53/152*z^3 - 36/19*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016349551413561366854381231453303140177
f(z) = 55/152*z^3 - 37/19*z + 1
*
-2 | 0.093035545834854803128174300238036767548 | 0.016199807451324220348301019818721782561
f(z) = 59/152*z^3 - 39/19*z + 1
*
[ 2 ] 
f(z) = 41/144*z^3 - 23/36*z + 1
*
[ 2 ] 
f(z) = 43/144*z^3 - 25/36*z + 1
*
[ 2 ] 
f(z) = 47/144*z^3 - 29/36*z + 1
*
[ 15/7 ] 
f(z) = 49/150*z^3 - 29/30*z + 1
*
[ 2 ] 
f(z) = 53/144*z^3 - 35/36*z + 1
*
[ 2 ] 
f(z) = 55/144*z^3 - 37/36*z + 1
*
[ 6/7 ] 
f(z) = 49/152*z^3 - 23/57*z + 1
*
[ 7/10 ] 
f(z) = 50/147*z^3 - 25/42*z + 1
*
[ 3/5 ] 
f(z) = 50/153*z^3 - 40/51*z + 1
*
[ 2/3 ] 
f(z) = 51/152*z^3 - 37/57*z + 1
*
[ 3/2 ] 
f(z) = 52/153*z^3 - 22/51*z + 1
*
[ 3/2 ] 
f(z) = 56/153*z^3 - 25/51*z + 1
*
[ 4/3 ] 
f(z) = 45/152*z^3 - 21/76*z + 1
*
[ 8/7 ] 
f(z) = 49/144*z^3 - 23/72*z + 1
*
[ 6/7 ] 
f(z) = 49/156*z^3 - 31/78*z + 1
*
[ 6/5 ] 
f(z) = 55/144*z^3 - 23/60*z + 1
*
[ 10/7 ] 
f(z) = 49/152*z^3 - 34/95*z + 1
*
[ 7/5 ] 
f(z) = 40/147*z^3 - 26/105*z + 1
*
[ 3/2 ] 
f(z) = 46/153*z^3 - 35/102*z + 1
*
[ 6/5 ] 
f(z) = 50/153*z^3 - 31/102*z + 1
*
[ -5/2 ] 
f(z) = 41/150*z^3 - 37/120*z + 1
*
[ 15/14 ] 
f(z) = 49/150*z^3 - 37/120*z + 1
*
[ 3/2 ] 
f(z) = 40/159*z^3 - 37/159*z + 1
*
[ 2 ] 
f(z) = 41/152*z^3 - 11/19*z + 1
*
[ 2 ] 
f(z) = 43/152*z^3 - 12/19*z + 1
*
[ 2 ] 
f(z) = 45/152*z^3 - 13/19*z + 1
*
[ 2/3 ] 
f(z) = 45/152*z^3 - 12/19*z + 1
*
[ 2 ] 
f(z) = 47/152*z^3 - 14/19*z + 1
*
-12/7 | 0.12777294714057140858644479687170595540 | 0.024025961672258247209823397443077709577
f(z) = 49/144*z^3 - 17/12*z + 1
*
[ 12/7 ] 
f(z) = 49/144*z^3 - 7/12*z + 1
*
[ 6/7 ] 
f(z) = 49/144*z^3 - 5/12*z + 1
*
[ 2 ] 
f(z) = 49/152*z^3 - 15/19*z + 1
*
[ 2 ] 
f(z) = 51/152*z^3 - 16/19*z + 1
*
[ 2 ] 
f(z) = 53/152*z^3 - 17/19*z + 1
*
[ 2 ] 
f(z) = 55/152*z^3 - 18/19*z + 1
*
[ 2 ] 
f(z) = 59/152*z^3 - 20/19*z + 1
*
[ 5/7 ] 
f(z) = 49/150*z^3 - 17/30*z + 1
*
[ 10/7 ] 
f(z) = 49/150*z^3 - 11/30*z + 1
*
[ 7/5 ] 
f(z) = 50/147*z^3 - 8/21*z + 1
*
[ 7/4 ] 
f(z) = 40/147*z^3 - 17/42*z + 1
*
[ 3/2 ] 
f(z) = 40/153*z^3 - 13/51*z + 1
*
[ 3/2 ] 
f(z) = 44/153*z^3 - 16/51*z + 1
*
[ -13/2 ] 
f(z) = 50/169*z^3 - 295/26*z + 1
*
[ -9/2 ] 
f(z) = 41/162*z^3 - 281/72*z + 1
*
[ -9/2 ] 
f(z) = 43/162*z^3 - 299/72*z + 1
*
-24/7 | 0.20746946947703658335760685449608103192 | 0.026383350745552123912563299351227614623
f(z) = 49/162*z^3 - 289/72*z + 1
*
[ 39/10 ] 
f(z) = 50/169*z^3 - 293/78*z + 1
*
[ 4 ] 
f(z) = 43/168*z^3 - 281/84*z + 1
*
[ -18/5 ] 
f(z) = 55/162*z^3 - 281/90*z + 1
*
6/7 | 0.13540736998333087224302239753587935954 | 0.019218232157355909276127224930943285204
f(z) = 49/160*z^3 - 287/120*z + 1
*
-2 | 0.097549445248742502122765607443540522796 | 0.013804556882666906268676255594758808456
f(z) = 51/160*z^3 - 293/120*z + 1
*
4/3 | 0.16247558963947780588054640223518734338 | 0.022926710588275572279809826463590871986
f(z) = 51/176*z^3 - 299/132*z + 1
*
[ -7/2 ] 
f(z) = 40/161*z^3 - 283/161*z + 1
*
[ 3 ] 
f(z) = 46/177*z^3 - 296/177*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014591485731015719951252588167459965377
f(z) = 49/170*z^3 - 281/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.011045779888105558547722424933153089302
f(z) = 49/174*z^3 - 283/174*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014705653602185825885124060439546447207
f(z) = 49/178*z^3 - 285/178*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014459102554885085782634360990364178859
f(z) = 51/166*z^3 - 287/166*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.014633867922222257009468998961116641017
f(z) = 51/178*z^3 - 293/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.011939113506211519279155470369371753004
f(z) = 53/162*z^3 - 293/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.014389086728613780117751927575437482840
f(z) = 53/166*z^3 - 295/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014449568349607974879201781211544246244
f(z) = 53/170*z^3 - 297/170*z + 1
*
-2 | 0.062358363801355593929278827431658856446 | 0.010939212536449010837485017847655627183
f(z) = 53/174*z^3 - 299/174*z + 1
*
[ -3 ] 
f(z) = 56/165*z^3 - 284/165*z + 1
*
[ -3 ] 
f(z) = 58/177*z^3 - 286/177*z + 1
*
[ -3 ] 
f(z) = 59/174*z^3 - 299/174*z + 1
*
[ -13/4 ] 
f(z) = 43/169*z^3 - 287/208*z + 1
*
-5/3 | 0.19083991151422596740691582655688532759 | 0.026107114306066367655075415064730496561
f(z) = 54/175*z^3 - 299/210*z + 1
*
35/18 | 0.16771661671936980657749428303115190884 | 0.023007623826517124604129987550100341400
f(z) = 54/175*z^3 - 293/210*z + 1
*
[ 9/4 ] 
f(z) = 49/162*z^3 - 281/288*z + 1
*
[ 13/2 ] 
f(z) = 46/169*z^3 - 277/26*z + 1
*
[ -13/2 ] 
f(z) = 46/169*z^3 - 269/26*z + 1
*
6 | 0.20835715814407284206117322974761372955 | 0.027111327730436210636308929201244674911
f(z) = 55/168*z^3 - 272/21*z + 1
*
[ 5 ] 
f(z) = 58/175*z^3 - 262/35*z + 1
*
-6 | 0.21719709575671624710497276942124165385 | 0.028399996347464994715585558601403833849
f(z) = 59/168*z^3 - 262/21*z + 1
*
[ 5 ] 
f(z) = 59/175*z^3 - 267/35*z + 1
*
-4 | 0.19807354545019945615618673952248102590 | 0.028373210509596525089833908745445710242
f(z) = 59/176*z^3 - 269/44*z + 1
*
[ 3/14 ] 
f(z) = 49/162*z^3 - 265/72*z + 1
*
[ 4 ] 
f(z) = 41/168*z^3 - 265/84*z + 1
*
[ -4 ] 
f(z) = 47/168*z^3 - 271/84*z + 1
*
[ -15/4 ] 
f(z) = 48/175*z^3 - 272/105*z + 1
*
[ 3/10 ] 
f(z) = 50/171*z^3 - 269/114*z + 1
*
[ 13/4 ] 
f(z) = 54/169*z^3 - 279/104*z + 1
*
-14/5 | 0.18501149597991252544811732886769769744 | 0.024016678070241174396573321731571972926
f(z) = 55/168*z^3 - 277/105*z + 1
*
2/5 | 0.13449032167487159919918836186472522568 | 0.017533612533613812211377229226304402292
f(z) = 55/168*z^3 - 268/105*z + 1
*
[ -24/7 ] 
f(z) = 49/160*z^3 - 277/120*z + 1
*
-18/7 | 0.17856401373828292911293603294820521581 | 0.025661469863062424804626873486203782251
f(z) = 49/160*z^3 - 263/120*z + 1
*
[ -10/3 ] 
f(z) = 51/160*z^3 - 269/120*z + 1
*
[ 3 ] 
f(z) = 43/165*z^3 - 277/165*z + 1
*
[ 3 ] 
f(z) = 43/168*z^3 - 275/168*z + 1
*
[ 3 ] 
f(z) = 43/174*z^3 - 271/174*z + 1
*
[ 3 ] 
f(z) = 43/177*z^3 - 269/177*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.014938016154347076331095290934577120273
f(z) = 43/178*z^3 - 261/178*z + 1
*
[ 3 ] 
f(z) = 44/177*z^3 - 278/177*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014685709205571732366056203512287271266
f(z) = 45/166*z^3 - 263/166*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.014857522083837999702633527454818319139
f(z) = 45/178*z^3 - 269/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012121487760956615079836647942353461432
f(z) = 47/162*z^3 - 269/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014607157823968952159327702895246707449
f(z) = 47/166*z^3 - 271/166*z + 1
*
-2 | 0.082271319564635489904635073168505818057 | 0.014666500263938447690922491683925289251
f(z) = 47/170*z^3 - 273/170*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.011102288994225830770126514718416799293
f(z) = 47/174*z^3 - 275/174*z + 1
*
-2 | 0.083122895735780367376255843345737948507 | 0.014779985240858798122158889255096164587
f(z) = 47/178*z^3 - 277/178*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012058324043145217644956136579809359508
f(z) = 49/162*z^3 - 277/162*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.014531575937176990982516602153563526922
f(z) = 49/166*z^3 - 279/166*z + 1
*
[ -3 ] 
f(z) = 55/168*z^3 - 271/168*z + 1
*
[ -3 ] 
f(z) = 55/174*z^3 - 263/174*z + 1
*
[ -3 ] 
f(z) = 56/177*z^3 - 268/177*z + 1
*
[ -13/4 ] 
f(z) = 41/169*z^3 - 261/208*z + 1
*
[ 9/4 ] 
f(z) = 47/162*z^3 - 263/288*z + 1
*
[ 13/2 ] 
f(z) = 42/169*z^3 - 251/26*z + 1
*
[ -13/2 ] 
f(z) = 42/169*z^3 - 243/26*z + 1
*
4/7 | 0.17061007953579413899052590139512440114 | 0.022364774899575377491606922113586084257
f(z) = 49/160*z^3 - 257/20*z + 1
*
44/7 | 0.22294699357935716500100260020319976333 | 0.029378309588496237962378713862725719670
f(z) = 49/160*z^3 - 247/20*z + 1
*
[ 36/7 ] 
f(z) = 49/162*z^3 - 259/36*z + 1
*
[ -36/7 ] 
f(z) = 49/162*z^3 - 245/36*z + 1
*
[ 5 ] 
f(z) = 54/175*z^3 - 242/35*z + 1
*
6 | 0.18150554047269500535270797629998854868 | 0.023866937395471150054908040678544604992
f(z) = 55/168*z^3 - 251/21*z + 1
*
[ 5 ] 
f(z) = 57/175*z^3 - 257/35*z + 1
*
[ -5 ] 
f(z) = 57/175*z^3 - 243/35*z + 1
*
[ -5 ] 
f(z) = 58/175*z^3 - 248/35*z + 1
*
[ 6 ] 
f(z) = 59/168*z^3 - 248/21*z + 1
*
[ -6 ] 
f(z) = 59/168*z^3 - 241/21*z + 1
*
[ -5 ] 
f(z) = 59/175*z^3 - 253/35*z + 1
*
-9/14 | 0.21193587670274434651057059436397923482 | 0.027359624412214979610127492197157331012
f(z) = 49/162*z^3 - 257/72*z + 1
*
[ -39/10 ] 
f(z) = 50/169*z^3 - 253/78*z + 1
*
-12/5 | 0.12327503164759051351444929160867310439 | 0.015962732016805853990325849031700669309
f(z) = 55/162*z^3 - 251/90*z + 1
*
35/12 | 0.095688325188379945571901024062676870726 | 0.013411322917067381079739913895376242155
f(z) = 48/175*z^3 - 251/105*z + 1
*
[ 13/4 ] 
f(z) = 50/169*z^3 - 253/104*z + 1
*
[ -13/4 ] 
f(z) = 58/169*z^3 - 241/104*z + 1
*
[ 39/14 ] 
f(z) = 49/169*z^3 - 251/156*z + 1
*
[ 3 ] 
f(z) = 40/177*z^3 - 242/177*z + 1
*
-2 | 0.067816225513928391672595318414093351527 | 0.012327402735603156273203472853023818988
f(z) = 41/162*z^3 - 245/162*z + 1
*
[ 3 ] 
f(z) = 41/165*z^3 - 259/165*z + 1
*
-2 | 0.081830381625862924508805041172062415797 | 0.014852897749434601377990767683310249049
f(z) = 41/166*z^3 - 247/166*z + 1
*
[ 3 ] 
f(z) = 41/168*z^3 - 257/168*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014911223212563308541377848824519137177
f(z) = 41/170*z^3 - 249/170*z + 1
*
[ 3 ] 
f(z) = 41/174*z^3 - 253/174*z + 1
*
-2 | 0.062359015940709313293525674430781485464 | 0.011285774510733196938647313544729725688
f(z) = 41/174*z^3 - 251/174*z + 1
*
[ 3 ] 
f(z) = 41/177*z^3 - 251/177*z + 1
*
-2 | 0.083123547875134086740502690344860577526 | 0.015022175475713621066931254040523824790
f(z) = 41/178*z^3 - 253/178*z + 1
*
-2 | 0.067815573374574672308348471414970722509 | 0.012255702135684976927854776162033271105
f(z) = 43/162*z^3 - 253/162*z + 1
*
-2 | 0.081831033765216643873051888171185044815 | 0.014767576582188543718822506606012469499
f(z) = 43/166*z^3 - 255/166*z + 1
*
-2 | 0.082271971703989209268881920167628447076 | 0.014826246828356959967912069531068452369
f(z) = 43/170*z^3 - 257/170*z + 1
*
-2 | 0.062357982324288423571344477228046918009 | 0.011221866437453966848371827838629548491
f(z) = 43/174*z^3 - 259/174*z + 1
*
5/7 | 0.11883613073619273752550732751304215978 | 0.021538222974651338337117253531054825414
f(z) = 49/160*z^3 - 249/160*z + 1
*
[ 19/7 ] 
f(z) = 49/171*z^3 - 253/171*z + 1
*
[ 3/7 ] 
f(z) = 49/174*z^3 - 241/174*z + 1
*
[ 3/7 ] 
f(z) = 49/177*z^3 - 245/177*z + 1
*
[ -3 ] 
f(z) = 52/165*z^3 - 248/165*z + 1
*
[ -3 ] 
f(z) = 53/165*z^3 - 257/165*z + 1
*
[ -3 ] 
f(z) = 53/168*z^3 - 253/168*z + 1
*
[ -3 ] 
f(z) = 53/174*z^3 - 245/174*z + 1
*
[ -3 ] 
f(z) = 53/177*z^3 - 241/177*z + 1
*
[ -3 ] 
f(z) = 55/177*z^3 - 259/177*z + 1
*
[ 5/2 ] 
f(z) = 56/165*z^3 - 251/165*z + 1
*
[ 12/5 ] 
f(z) = 55/162*z^3 - 247/180*z + 1
*
-5/2 | 0.17266157171425766584829719977022742703 | 0.024338293764470197489117806386632447574
f(z) = 48/175*z^3 - 241/210*z + 1
*
[ 13/28 ] 
f(z) = 49/169*z^3 - 253/208*z + 1
*
20/9 | 0.17927300162043581058644505121863140144 | 0.025043326266780859386362047637977814714
f(z) = 54/175*z^3 - 257/210*z + 1
*
-28/15 | 0.13333905592001571612526730892164345734 | 0.019291656671990959215289978050086360546
f(z) = 45/176*z^3 - 251/220*z + 1
*
[ 12/5 ] 
f(z) = 50/171*z^3 - 251/228*z + 1
*
[ 13/6 ] 
f(z) = 58/169*z^3 - 251/234*z + 1
*
[ -8/3 ] 
f(z) = 57/176*z^3 - 245/264*z + 1
*
[ 26/11 ] 
f(z) = 44/169*z^3 - 251/286*z + 1
*
[ 13/23 ] 
f(z) = 46/169*z^3 - 256/299*z + 1
*
[ 6 ] 
f(z) = 59/162*z^3 - 221/18*z + 1
*
[ 5 ] 
f(z) = 51/175*z^3 - 227/35*z + 1
*
[ 5 ] 
f(z) = 52/175*z^3 - 232/35*z + 1
*
-6 | 0.20936031897764251608920750506550364308 | 0.027770203957009146181322963924281319566
f(z) = 53/168*z^3 - 235/21*z + 1
*
[ 6 ] 
f(z) = 53/168*z^3 - 221/21*z + 1
*
[ 5 ] 
f(z) = 53/175*z^3 - 237/35*z + 1
*
[ -5 ] 
f(z) = 53/175*z^3 - 223/35*z + 1
*
[ -5 ] 
f(z) = 54/175*z^3 - 228/35*z + 1
*
[ 6 ] 
f(z) = 55/168*z^3 - 230/21*z + 1
*
[ -6 ] 
f(z) = 55/168*z^3 - 223/21*z + 1
*
-4 | 0.18651248444610977435022097838999482435 | 0.027491143760529297164693088925709646616
f(z) = 47/176*z^3 - 221/44*z + 1
*
30/7 | 0.15742377433012453438878724830031472911 | 0.023203592104232690361142897524227007301
f(z) = 49/160*z^3 - 221/40*z + 1
*
[ -4 ] 
f(z) = 41/168*z^3 - 223/84*z + 1
*
[ -4 ] 
f(z) = 43/168*z^3 - 239/84*z + 1
*
[ 13/4 ] 
f(z) = 46/169*z^3 - 227/104*z + 1
*
18/7 | 0.18661672003048239253263840795493408761 | 0.027470030230298573217302264294222845735
f(z) = 49/160*z^3 - 223/120*z + 1
*
-8/3 | 0.19364475036982987015677624727283106839 | 0.028430157487550802294304911324361626376
f(z) = 51/160*z^3 - 227/120*z + 1
*
[ 8/3 ] 
f(z) = 57/160*z^3 - 229/120*z + 1
*
[ 3/7 ] 
f(z) = 49/165*z^3 - 229/165*z + 1
*
[ -3 ] 
f(z) = 49/165*z^3 - 221/165*z + 1
*
[ 5/2 ] 
f(z) = 52/165*z^3 - 226/165*z + 1
*
[ -3 ] 
f(z) = 52/177*z^3 - 232/177*z + 1
*
3/2 | 0.13432130454173098193316760951302377248 | 0.024583718777394062039200459484774238882
f(z) = 56/165*z^3 - 236/165*z + 1
*
[ 13/28 ] 
f(z) = 56/169*z^3 - 223/182*z + 1
*
-35/18 | 0.16771558310294891685531308582841734139 | 0.023842242533951850682166178836856206958
f(z) = 54/175*z^3 - 227/210*z + 1
*
[ 9/4 ] 
f(z) = 43/162*z^3 - 227/288*z + 1
*
[ 15/7 ] 
f(z) = 49/171*z^3 - 223/285*z + 1
*
[ 3/5 ] 
f(z) = 55/171*z^3 - 223/285*z + 1
*
[ 6 ] 
f(z) = 55/162*z^3 - 205/18*z + 1
*
[ -6 ] 
f(z) = 59/162*z^3 - 215/18*z + 1
*
6 | 0.16120835517336987717044662959681332227 | 0.021598301769718768481005328978578027255
f(z) = 43/168*z^3 - 218/21*z + 1
*
[ 5 ] 
f(z) = 46/175*z^3 - 202/35*z + 1
*
-6 | 0.17562499402252150124217155691202981915 | 0.023678775321997914335947146679337079747
f(z) = 47/168*z^3 - 208/21*z + 1
*
[ 5 ] 
f(z) = 47/175*z^3 - 207/35*z + 1
*
[ 5 ] 
f(z) = 48/175*z^3 - 212/35*z + 1
*
[ -5 ] 
f(z) = 51/175*z^3 - 213/35*z + 1
*
[ -5 ] 
f(z) = 52/175*z^3 - 218/35*z + 1
*
[ -6 ] 
f(z) = 53/168*z^3 - 214/21*z + 1
*
[ 13/3 ] 
f(z) = 57/169*z^3 - 217/39*z + 1
*
-4 | 0.18196395737481265862726449531317716131 | 0.027121136282782978025402611423766028547
f(z) = 43/176*z^3 - 205/44*z + 1
*
[ 27/7 ] 
f(z) = 49/162*z^3 - 203/54*z + 1
*
30/7 | 0.18545169518113055877005277972602907740 | 0.027681421862075028001150695596011903762
f(z) = 49/176*z^3 - 203/44*z + 1
*
[ 4 ] 
f(z) = 59/176*z^3 - 203/44*z + 1
*
-45/14 | 0.14654158532003238938364399411459102958 | 0.019340006226226507792922204123840514991
f(z) = 49/162*z^3 - 217/72*z + 1
*
[ 24/7 ] 
f(z) = 49/162*z^3 - 205/72*z + 1
*
-10/3 | 0.20086184508555571351458234211720673705 | 0.028700659905208328616677161209182300680
f(z) = 54/175*z^3 - 219/70*z + 1
*
[ 2/7 ] 
f(z) = 49/164*z^3 - 207/82*z + 1
*
[ 2/7 ] 
f(z) = 49/172*z^3 - 217/86*z + 1
*
[ 13/4 ] 
f(z) = 42/169*z^3 - 201/104*z + 1
*
-5/4 | 0.16771649551638709884912934422244381074 | 0.024175998600138827462629861116949554932
f(z) = 48/175*z^3 - 206/105*z + 1
*
[ -13/4 ] 
f(z) = 54/169*z^3 - 215/104*z + 1
*
[ 14/5 ] 
f(z) = 55/168*z^3 - 202/105*z + 1
*
[ 5/2 ] 
f(z) = 57/175*z^3 - 201/140*z + 1
*
[ 5/2 ] 
f(z) = 59/175*z^3 - 211/140*z + 1
*
[ -3 ] 
f(z) = 47/165*z^3 - 203/165*z + 1
*
[ -3 ] 
f(z) = 49/174*z^3 - 209/174*z + 1
*
[ -3 ] 
f(z) = 49/177*z^3 - 205/177*z + 1
*
[ -3 ] 
f(z) = 50/177*z^3 - 214/177*z + 1
*
[ 7/3 ] 
f(z) = 54/161*z^3 - 202/161*z + 1
*
[ -26/9 ] 
f(z) = 45/169*z^3 - 205/234*z + 1
*
[ -20/7 ] 
f(z) = 49/176*z^3 - 203/220*z + 1
*
[ 6/11 ] 
f(z) = 55/168*z^3 - 215/231*z + 1
*
[ 3/5 ] 
f(z) = 40/171*z^3 - 214/285*z + 1
*
[ 9/4 ] 
f(z) = 41/162*z^3 - 209/288*z + 1
*
-3/7 | 0.14114442935544421529921777929486356306 | 0.018920380966572885114758125702142517467
f(z) = 49/162*z^3 - 193/18*z + 1
*
[ 6 ] 
f(z) = 49/162*z^3 - 181/18*z + 1
*
[ 6 ] 
f(z) = 53/162*z^3 - 197/18*z + 1
*
[ -6 ] 
f(z) = 53/162*z^3 - 191/18*z + 1
*
[ -6 ] 
f(z) = 55/162*z^3 - 199/18*z + 1
*
-6 | 0.18601082307057374680030618035829352863 | 0.025558174365751483951564095637071398884
f(z) = 41/168*z^3 - 181/21*z + 1
*
6 | 0.19366687279899000861713093027621425393 | 0.026303979845004751002938380479118797757
f(z) = 43/168*z^3 - 197/21*z + 1
*
[ 5 ] 
f(z) = 43/175*z^3 - 187/35*z + 1
*
[ 5 ] 
f(z) = 44/175*z^3 - 192/35*z + 1
*
[ -5 ] 
f(z) = 46/175*z^3 - 188/35*z + 1
*
[ 6 ] 
f(z) = 47/168*z^3 - 194/21*z + 1
*
[ -6 ] 
f(z) = 47/168*z^3 - 187/21*z + 1
*
[ -5 ] 
f(z) = 47/175*z^3 - 193/35*z + 1
*
[ -5 ] 
f(z) = 48/175*z^3 - 198/35*z + 1
*
[ 26/5 ] 
f(z) = 50/169*z^3 - 187/26*z + 1
*
[ 13/3 ] 
f(z) = 51/169*z^3 - 191/39*z + 1
*
[ -13/3 ] 
f(z) = 57/169*z^3 - 199/39*z + 1
*
10/3 | 0.16370196112096976767170449848143511566 | 0.024659228664971233118164230001920702726
f(z) = 45/176*z^3 - 191/44*z + 1
*
26/7 | 0.13210838569081668863689801644342335779 | 0.019931738230482386764527918823318393593
f(z) = 49/160*z^3 - 189/40*z + 1
*
2/7 | 0.18802673150245419427331145449422103860 | 0.028554698288525550883018254949679192009
f(z) = 49/160*z^3 - 181/40*z + 1
*
[ 4 ] 
f(z) = 57/176*z^3 - 195/44*z + 1
*
[ -4 ] 
f(z) = 59/176*z^3 - 181/44*z + 1
*
[ 10/3 ] 
f(z) = 54/175*z^3 - 191/70*z + 1
*
8/7 | 0.14709393920885061147036667684501003416 | 0.024612667736762855710814723739900432356
f(z) = 49/176*z^3 - 197/88*z + 1
*
[ -13/4 ] 
f(z) = 50/169*z^3 - 189/104*z + 1
*
5/9 | 0.19083822575845135832048778235502813112 | 0.027646724356557283604158472847015529403
f(z) = 54/175*z^3 - 199/105*z + 1
*
2/3 | 0.19364578398625075987895744447556563584 | 0.028990629317494229994131633670792137217
f(z) = 57/160*z^3 - 199/120*z + 1
*
[ 5/2 ] 
f(z) = 53/175*z^3 - 181/140*z + 1
*
[ 1/2 ] 
f(z) = 40/171*z^3 - 181/171*z + 1
*
[ 1/2 ] 
f(z) = 40/173*z^3 - 183/173*z + 1
*
[ 1/2 ] 
f(z) = 40/177*z^3 - 187/177*z + 1
*
[ 1/2 ] 
f(z) = 40/179*z^3 - 189/179*z + 1
*
[ 1/2 ] 
f(z) = 44/171*z^3 - 182/171*z + 1
*
[ 1/2 ] 
f(z) = 44/173*z^3 - 184/173*z + 1
*
[ 1/2 ] 
f(z) = 44/175*z^3 - 186/175*z + 1
*
[ 1/2 ] 
f(z) = 44/177*z^3 - 188/177*z + 1
*
[ 1/2 ] 
f(z) = 44/179*z^3 - 190/179*z + 1
*
[ -3 ] 
f(z) = 46/165*z^3 - 194/165*z + 1
*
[ -3 ] 
f(z) = 47/168*z^3 - 199/168*z + 1
*
[ -3 ] 
f(z) = 47/174*z^3 - 191/174*z + 1
*
[ -3 ] 
f(z) = 47/177*z^3 - 187/177*z + 1
*
[ 1/2 ] 
f(z) = 48/169*z^3 - 181/169*z + 1
*
[ 1/2 ] 
f(z) = 48/173*z^3 - 185/173*z + 1
*
[ 1/2 ] 
f(z) = 48/175*z^3 - 187/175*z + 1
*
[ 1/2 ] 
f(z) = 48/179*z^3 - 191/179*z + 1
*
[ 17/7 ] 
f(z) = 49/170*z^3 - 189/170*z + 1
*
-11/7 | 0.078634958412806630293356096947906175580 | 0.015063141488372933364782090848210059877
f(z) = 49/176*z^3 - 185/176*z + 1
*
[ 1/2 ] 
f(z) = 52/171*z^3 - 184/171*z + 1
*
[ 1/2 ] 
f(z) = 52/173*z^3 - 186/173*z + 1
*
[ 1/2 ] 
f(z) = 52/175*z^3 - 188/175*z + 1
*
[ 1/2 ] 
f(z) = 52/177*z^3 - 190/177*z + 1
*
[ 1/2 ] 
f(z) = 52/179*z^3 - 192/179*z + 1
*
[ 7/3 ] 
f(z) = 54/175*z^3 - 194/175*z + 1
*
[ 1/2 ] 
f(z) = 56/167*z^3 - 181/167*z + 1
*
[ 1/2 ] 
f(z) = 56/169*z^3 - 183/169*z + 1
*
[ 1/2 ] 
f(z) = 56/171*z^3 - 185/171*z + 1
*
[ 1/2 ] 
f(z) = 56/173*z^3 - 187/173*z + 1
*
[ 1/2 ] 
f(z) = 56/177*z^3 - 191/177*z + 1
*
[ 1/2 ] 
f(z) = 56/179*z^3 - 193/179*z + 1
*
[ 6/11 ] 
f(z) = 55/162*z^3 - 185/198*z + 1
*
-22/15 | 0.19449544156999246286521627773092882812 | 0.028686973718035920390468440991525723689
f(z) = 45/176*z^3 - 191/220*z + 1
*
[ -44/15 ] 
f(z) = 45/176*z^3 - 189/220*z + 1
*
-10/7 | 0.19282521561598726632198795185829191071 | 0.028440624869656941890772347197220813585
f(z) = 49/176*z^3 - 191/220*z + 1
*
[ 13/6 ] 
f(z) = 50/169*z^3 - 199/234*z + 1
*
[ 13/21 ] 
f(z) = 42/169*z^3 - 194/273*z + 1
*
[ -8/3 ] 
f(z) = 51/176*z^3 - 181/264*z + 1
*
51/28 | 0.19690321814281382500622351927432762836 | 0.025050710219046404899817044522977889266
f(z) = 49/162*z^3 - 193/288*z + 1
*
[ 6 ] 
f(z) = 47/162*z^3 - 173/18*z + 1
*
[ -6 ] 
f(z) = 47/162*z^3 - 167/18*z + 1
*
[ -6 ] 
f(z) = 49/162*z^3 - 175/18*z + 1
*
[ 13/2 ] 
f(z) = 56/169*z^3 - 171/13*z + 1
*
[ -13/2 ] 
f(z) = 56/169*z^3 - 167/13*z + 1
*
[ 6 ] 
f(z) = 41/168*z^3 - 167/21*z + 1
*
[ 5 ] 
f(z) = 41/175*z^3 - 177/35*z + 1
*
[ -5 ] 
f(z) = 41/175*z^3 - 163/35*z + 1
*
[ 6 ] 
f(z) = 43/168*z^3 - 176/21*z + 1
*
[ -6 ] 
f(z) = 43/168*z^3 - 169/21*z + 1
*
[ -5 ] 
f(z) = 43/175*z^3 - 173/35*z + 1
*
[ -5 ] 
f(z) = 44/175*z^3 - 178/35*z + 1
*
[ 13/3 ] 
f(z) = 48/169*z^3 - 178/39*z + 1
*
[ -26/5 ] 
f(z) = 50/169*z^3 - 177/26*z + 1
*
[ -13/3 ] 
f(z) = 51/169*z^3 - 173/39*z + 1
*
[ -27/7 ] 
f(z) = 49/162*z^3 - 175/54*z + 1
*
[ 4 ] 
f(z) = 51/176*z^3 - 171/44*z + 1
*
[ 4 ] 
f(z) = 53/176*z^3 - 179/44*z + 1
*
6/5 | 0.23026659256101009262394792952804610167 | 0.028647726378756897079763969426709645917
f(z) = 55/162*z^3 - 172/45*z + 1
*
[ -4 ] 
f(z) = 57/176*z^3 - 173/44*z + 1
*
-3/14 | 0.10171779105098912125185754359660776937 | 0.013882363786405564350773211725475941954
f(z) = 49/162*z^3 - 169/72*z + 1
*
[ -24/7 ] 
f(z) = 49/162*z^3 - 163/72*z + 1
*
5/2 | 0.19472361784024775746895357174912054546 | 0.028793642809556954819166150571776283538
f(z) = 58/175*z^3 - 173/70*z + 1
*
-12/5 | 0.082482554930445779866452157010191333156 | 0.011332155490282136336989384334449300762
f(z) = 55/162*z^3 - 161/90*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016507597350376556368086467501262171197
f(z) = 59/172*z^3 - 161/86*z + 1
*
[ -13/4 ] 
f(z) = 46/169*z^3 - 163/104*z + 1
*
[ 35/12 ] 
f(z) = 48/175*z^3 - 176/105*z + 1
*
-35/12 | 0.19083925937487224804266897955776269857 | 0.028443971192328593115094573313765885544
f(z) = 48/175*z^3 - 164/105*z + 1
*
[ 2/5 ] 
f(z) = 55/168*z^3 - 163/105*z + 1
*
[ 5/2 ] 
f(z) = 51/175*z^3 - 171/140*z + 1
*
[ 13/6 ] 
f(z) = 57/169*z^3 - 163/156*z + 1
*
[ 1/2 ] 
f(z) = 40/161*z^3 - 171/161*z + 1
*
[ 1/2 ] 
f(z) = 40/163*z^3 - 173/163*z + 1
*
[ 1/2 ] 
f(z) = 40/167*z^3 - 177/167*z + 1
*
[ 1/2 ] 
f(z) = 40/169*z^3 - 179/169*z + 1
*
[ -3 ] 
f(z) = 43/165*z^3 - 167/165*z + 1
*
[ -3 ] 
f(z) = 43/168*z^3 - 163/168*z + 1
*
[ 1/2 ] 
f(z) = 44/161*z^3 - 172/161*z + 1
*
[ 1/2 ] 
f(z) = 44/163*z^3 - 174/163*z + 1
*
[ 1/2 ] 
f(z) = 44/167*z^3 - 178/167*z + 1
*
[ 1/2 ] 
f(z) = 44/169*z^3 - 180/169*z + 1
*
[ -3 ] 
f(z) = 46/177*z^3 - 178/177*z + 1
*
[ 1/2 ] 
f(z) = 48/161*z^3 - 173/161*z + 1
*
[ 1/2 ] 
f(z) = 48/163*z^3 - 175/163*z + 1
*
[ 1/2 ] 
f(z) = 48/167*z^3 - 179/167*z + 1
*
[ 1/2 ] 
f(z) = 52/161*z^3 - 174/161*z + 1
*
[ 1/2 ] 
f(z) = 52/163*z^3 - 176/163*z + 1
*
[ 1/2 ] 
f(z) = 52/165*z^3 - 178/165*z + 1
*
[ 1/2 ] 
f(z) = 52/167*z^3 - 180/167*z + 1
*
[ 1/2 ] 
f(z) = 56/163*z^3 - 177/163*z + 1
*
[ 1/2 ] 
f(z) = 56/165*z^3 - 179/165*z + 1
*
[ 13/6 ] 
f(z) = 46/169*z^3 - 173/234*z + 1
*
-14/11 | 0.16141715237775235931949729203037244387 | 0.021459741131224432423654908411693038237
f(z) = 55/168*z^3 - 172/231*z + 1
*
[ 2/3 ] 
f(z) = 51/172*z^3 - 163/258*z + 1
*
[ 2/3 ] 
f(z) = 57/164*z^3 - 161/246*z + 1
*
[ 2/3 ] 
f(z) = 57/172*z^3 - 167/258*z + 1
*
[ 6 ] 
f(z) = 41/162*z^3 - 149/18*z + 1
*
[ -6 ] 
f(z) = 41/162*z^3 - 143/18*z + 1
*
[ 6 ] 
f(z) = 43/162*z^3 - 157/18*z + 1
*
[ -6 ] 
f(z) = 43/162*z^3 - 151/18*z + 1
*
[ 13/2 ] 
f(z) = 48/169*z^3 - 145/13*z + 1
*
[ -13/2 ] 
f(z) = 48/169*z^3 - 141/13*z + 1
*
[ -6 ] 
f(z) = 41/168*z^3 - 160/21*z + 1
*
[ 13/3 ] 
f(z) = 42/169*z^3 - 152/39*z + 1
*
[ -13/3 ] 
f(z) = 48/169*z^3 - 160/39*z + 1
*
-4/7 | 0.12371189688552518516358459548222528790 | 0.017498458195676221262665531124755356896
f(z) = 49/160*z^3 - 147/20*z + 1
*
[ 4 ] 
f(z) = 45/176*z^3 - 147/44*z + 1
*
[ 4 ] 
f(z) = 47/176*z^3 - 155/44*z + 1
*
[ -4 ] 
f(z) = 49/176*z^3 - 141/44*z + 1
*
[ -4 ] 
f(z) = 51/176*z^3 - 149/44*z + 1
*
[ -4 ] 
f(z) = 53/176*z^3 - 157/44*z + 1
*
-15/14 | 0.11132949214775884853496029440294780514 | 0.015518558539873571279168190092646285056
f(z) = 49/162*z^3 - 145/72*z + 1
*
[ 26/9 ] 
f(z) = 54/169*z^3 - 157/78*z + 1
*
[ -10/3 ] 
f(z) = 54/175*z^3 - 149/70*z + 1
*
4/3 | 0.17206614302416997928889703034872379193 | 0.024433279026599921916963345252371051522
f(z) = 57/160*z^3 - 143/60*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016895700442118703108726530865790915743
f(z) = 49/172*z^3 - 141/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016697685223830559905661892605941731959
f(z) = 51/164*z^3 - 143/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016812341050494621166268425049380537277
f(z) = 51/172*z^3 - 145/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016616635070093414136959230857006231365
f(z) = 53/164*z^3 - 147/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016732035733419818008864428124111337718
f(z) = 53/172*z^3 - 149/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016538512898996659705853508692591073973
f(z) = 55/164*z^3 - 151/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016654591500758085834432814417978683693
f(z) = 55/172*z^3 - 153/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016463136170554968973582125247941216369
f(z) = 57/164*z^3 - 155/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016579832345167658504825931063623556124
f(z) = 57/172*z^3 - 157/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016390338199321170500432805620101596541
f(z) = 59/164*z^3 - 159/82*z + 1
*
[ 5/12 ] 
f(z) = 48/175*z^3 - 152/105*z + 1
*
-18/7 | 0.14677306421586667356214502870147165476 | 0.023117002858992362614397364904803633200
f(z) = 49/160*z^3 - 143/120*z + 1
*
[ 5/2 ] 
f(z) = 47/175*z^3 - 151/140*z + 1
*
[ 13/24 ] 
f(z) = 48/169*z^3 - 145/156*z + 1
*
[ -3 ] 
f(z) = 41/165*z^3 - 149/165*z + 1
*
[ -3 ] 
f(z) = 41/168*z^3 - 145/168*z + 1
*
[ -3 ] 
f(z) = 43/174*z^3 - 155/174*z + 1
*
[ -3 ] 
f(z) = 43/177*z^3 - 151/177*z + 1
*
[ -3 ] 
f(z) = 44/177*z^3 - 160/177*z + 1
*
[ 7/3 ] 
f(z) = 45/161*z^3 - 153/161*z + 1
*
-15/7 | 0.13381971898865555023818530049243257150 | 0.026208607137049343659125344664949301497
f(z) = 49/165*z^3 - 148/165*z + 1
*
[ 4/7 ] 
f(z) = 49/172*z^3 - 145/172*z + 1
*
[ 16/7 ] 
f(z) = 49/176*z^3 - 157/176*z + 1
*
[ 2 ] 
f(z) = 57/166*z^3 - 145/166*z + 1
*
[ 2 ] 
f(z) = 57/170*z^3 - 143/170*z + 1
*
[ 2 ] 
f(z) = 59/162*z^3 - 155/162*z + 1
*
[ 2 ] 
f(z) = 59/166*z^3 - 153/166*z + 1
*
[ 2 ] 
f(z) = 59/170*z^3 - 151/170*z + 1
*
[ 2 ] 
f(z) = 59/174*z^3 - 149/174*z + 1
*
[ 2 ] 
f(z) = 59/178*z^3 - 147/178*z + 1
*
[ 35/18 ] 
f(z) = 54/175*z^3 - 143/210*z + 1
*
[ 2/3 ] 
f(z) = 51/164*z^3 - 157/246*z + 1
*
[ 13/19 ] 
f(z) = 57/169*z^3 - 153/247*z + 1
*
[ 3/4 ] 
f(z) = 47/162*z^3 - 143/288*z + 1
*
[ 3/4 ] 
f(z) = 49/162*z^3 - 145/288*z + 1
*
[ 3/4 ] 
f(z) = 53/162*z^3 - 149/288*z + 1
*
[ 3/4 ] 
f(z) = 55/162*z^3 - 151/288*z + 1
*
[ 3/4 ] 
f(z) = 59/162*z^3 - 155/288*z + 1
*
[ 13/2 ] 
f(z) = 44/169*z^3 - 132/13*z + 1
*
[ -13/2 ] 
f(z) = 44/169*z^3 - 128/13*z + 1
*
-36/7 | 0.13168575407086818908345340423173584931 | 0.018464851518554553172127440851974794754
f(z) = 49/162*z^3 - 139/18*z + 1
*
6/7 | 0.15493581429424039396676002245459550856 | 0.021860205019489527348511657790131735880
f(z) = 49/162*z^3 - 133/18*z + 1
*
[ -13/3 ] 
f(z) = 42/169*z^3 - 134/39*z + 1
*
[ 4 ] 
f(z) = 41/176*z^3 - 131/44*z + 1
*
[ 4 ] 
f(z) = 43/176*z^3 - 139/44*z + 1
*
[ -4 ] 
f(z) = 45/176*z^3 - 125/44*z + 1
*
[ -4 ] 
f(z) = 47/176*z^3 - 133/44*z + 1
*
4/7 | 0.073644220304012906856564903799050875735 | 0.011850179309409746629427337403306824579
f(z) = 49/176*z^3 - 125/44*z + 1
*
[ 3 ] 
f(z) = 53/171*z^3 - 121/57*z + 1
*
[ 3 ] 
f(z) = 55/171*z^3 - 127/57*z + 1
*
[ 3 ] 
f(z) = 56/171*z^3 - 130/57*z + 1
*
[ 3 ] 
f(z) = 58/171*z^3 - 136/57*z + 1
*
[ 3 ] 
f(z) = 59/171*z^3 - 139/57*z + 1
*
3/14 | 0.11132949214775884853496029440294780514 | 0.015920098868750312077098287256564437653
f(z) = 49/162*z^3 - 121/72*z + 1
*
4/3 | 0.15090998120978498845964210576819591138 | 0.021515796954177243818031997487422509573
f(z) = 51/160*z^3 - 139/60*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017264266325686222537146000594306252615
f(z) = 41/172*z^3 - 125/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.017055493913045570083280997511102525082
f(z) = 43/164*z^3 - 127/82*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016960511480897630841341009143232932312
f(z) = 45/164*z^3 - 131/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.017072451833256626057331787803597517866
f(z) = 45/172*z^3 - 133/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016869391335148683987214328897765526173
f(z) = 47/164*z^3 - 135/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016982326073113747657270792380292518856
f(z) = 47/172*z^3 - 137/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016781863771155257402099441922096485689
f(z) = 49/164*z^3 - 139/82*z + 1
*
[ -13/4 ] 
f(z) = 42/169*z^3 - 137/104*z + 1
*
[ -14/5 ] 
f(z) = 55/168*z^3 - 127/105*z + 1
*
[ -8/3 ] 
f(z) = 57/160*z^3 - 139/120*z + 1
*
[ 5/2 ] 
f(z) = 41/175*z^3 - 121/140*z + 1
*
[ 5/2 ] 
f(z) = 43/175*z^3 - 131/140*z + 1
*
[ -39/14 ] 
f(z) = 49/169*z^3 - 139/156*z + 1
*
[ 13/6 ] 
f(z) = 51/169*z^3 - 137/156*z + 1
*
[ -3 ] 
f(z) = 40/177*z^3 - 124/177*z + 1
*
[ -3 ] 
f(z) = 41/174*z^3 - 137/174*z + 1
*
[ -3 ] 
f(z) = 41/177*z^3 - 133/177*z + 1
*
[ 4/7 ] 
f(z) = 49/164*z^3 - 139/164*z + 1
*
[ 15/7 ] 
f(z) = 49/165*z^3 - 137/165*z + 1
*
[ -19/7 ] 
f(z) = 49/171*z^3 - 127/171*z + 1
*
[ 3/5 ] 
f(z) = 50/177*z^3 - 136/177*z + 1
*
[ 2 ] 
f(z) = 51/166*z^3 - 121/166*z + 1
*
[ 2 ] 
f(z) = 53/162*z^3 - 131/162*z + 1
*
[ 2 ] 
f(z) = 53/166*z^3 - 129/166*z + 1
*
[ 2 ] 
f(z) = 53/170*z^3 - 127/170*z + 1
*
[ 2 ] 
f(z) = 53/174*z^3 - 125/174*z + 1
*
[ 2 ] 
f(z) = 53/178*z^3 - 123/178*z + 1
*
[ 2 ] 
f(z) = 55/162*z^3 - 139/162*z + 1
*
[ 2 ] 
f(z) = 55/166*z^3 - 137/166*z + 1
*
[ 2 ] 
f(z) = 55/174*z^3 - 133/174*z + 1
*
[ 2 ] 
f(z) = 55/178*z^3 - 131/178*z + 1
*
[ 2 ] 
f(z) = 57/178*z^3 - 139/178*z + 1
*
[ 2/3 ] 
f(z) = 53/168*z^3 - 121/189*z + 1
*
[ 2/3 ] 
f(z) = 55/168*z^3 - 122/189*z + 1
*
[ 2/3 ] 
f(z) = 59/168*z^3 - 124/189*z + 1
*
[ 27/14 ] 
f(z) = 49/162*z^3 - 139/216*z + 1
*
[ 3/4 ] 
f(z) = 41/162*z^3 - 137/288*z + 1
*
[ 3/4 ] 
f(z) = 43/162*z^3 - 139/288*z + 1
*
[ 13/2 ] 
f(z) = 40/169*z^3 - 119/13*z + 1
*
[ -13/2 ] 
f(z) = 40/169*z^3 - 115/13*z + 1
*
-3/7 | 0.19803797050972452078688183823737180726 | 0.028987019394843042449161102798859373628
f(z) = 49/162*z^3 - 103/18*z + 1
*
4 | 0.19647309047120176333168677072116602834 | 0.029262451645512620508561270248915629915
f(z) = 49/160*z^3 - 103/20*z + 1
*
4 | 0.19365238119799749304968325684861425265 | 0.028524552543305649529803477611591625716
f(z) = 53/160*z^3 - 111/20*z + 1
*
-4 | 0.19761208604074695566584773554251312623 | 0.029031444095046552720197067007961819067
f(z) = 59/160*z^3 - 113/20*z + 1
*
[ 4 ] 
f(z) = 59/160*z^3 - 103/20*z + 1
*
[ -4 ] 
f(z) = 41/176*z^3 - 109/44*z + 1
*
2 | 0.17004547156201733142605457835728450984 | 0.028064369393580150063192362182424969553
f(z) = 41/176*z^3 - 107/44*z + 1
*
[ -4 ] 
f(z) = 43/176*z^3 - 117/44*z + 1
*
2 | 0.17478711744427606167530212433030369554 | 0.028759033593257551004535286842534322891
f(z) = 43/176*z^3 - 109/44*z + 1
*
[ 13/4 ] 
f(z) = 44/169*z^3 - 107/52*z + 1
*
[ 3 ] 
f(z) = 47/171*z^3 - 103/57*z + 1
*
[ 3 ] 
f(z) = 49/171*z^3 - 109/57*z + 1
*
[ 3 ] 
f(z) = 50/171*z^3 - 112/57*z + 1
*
[ 3 ] 
f(z) = 52/171*z^3 - 118/57*z + 1
*
[ -3 ] 
f(z) = 59/171*z^3 - 101/57*z + 1
*
[ -26/9 ] 
f(z) = 54/169*z^3 - 103/78*z + 1
*
[ 13/5 ] 
f(z) = 55/169*z^3 - 103/65*z + 1
*
[ 5/2 ] 
f(z) = 58/175*z^3 - 103/70*z + 1
*
[ 8/3 ] 
f(z) = 45/176*z^3 - 105/88*z + 1
*
[ -35/12 ] 
f(z) = 48/175*z^3 - 104/105*z + 1
*
[ 13/6 ] 
f(z) = 56/169*z^3 - 119/117*z + 1
*
[ -8/3 ] 
f(z) = 51/160*z^3 - 107/120*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.029439916840565059109487549320394204511
f(z) = 51/176*z^3 - 101/132*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.022159869052925366516746834807083444918
f(z) = 57/176*z^3 - 109/132*z + 1
*
[ 13/22 ] 
f(z) = 44/169*z^3 - 112/143*z + 1
*
[ 2/3 ] 
f(z) = 45/166*z^3 - 103/166*z + 1
*
[ 2/3 ] 
f(z) = 45/178*z^3 - 109/178*z + 1
*
[ 2 ] 
f(z) = 47/162*z^3 - 107/162*z + 1
*
[ 2 ] 
f(z) = 47/166*z^3 - 105/166*z + 1
*
[ 2 ] 
f(z) = 47/170*z^3 - 103/170*z + 1
*
[ 2 ] 
f(z) = 47/174*z^3 - 101/174*z + 1
*
[ 2 ] 
f(z) = 49/162*z^3 - 115/162*z + 1
*
[ 2 ] 
f(z) = 49/166*z^3 - 113/166*z + 1
*
[ 2 ] 
f(z) = 49/170*z^3 - 111/170*z + 1
*
[ 2 ] 
f(z) = 49/174*z^3 - 109/174*z + 1
*
[ 2 ] 
f(z) = 49/178*z^3 - 107/178*z + 1
*
[ 2 ] 
f(z) = 51/178*z^3 - 115/178*z + 1
*
[ -5/2 ] 
f(z) = 56/165*z^3 - 119/165*z + 1
*
[ 2/3 ] 
f(z) = 41/168*z^3 - 115/189*z + 1
*
[ 2/3 ] 
f(z) = 43/168*z^3 - 116/189*z + 1
*
[ 2/3 ] 
f(z) = 47/168*z^3 - 118/189*z + 1
*
[ 18/11 ] 
f(z) = 55/162*z^3 - 103/198*z + 1
*
[ 3/4 ] 
f(z) = 44/171*z^3 - 109/228*z + 1
*
[ 26/15 ] 
f(z) = 50/169*z^3 - 109/234*z + 1
*
[ 13/17 ] 
f(z) = 51/169*z^3 - 107/221*z + 1
*
[ 3/4 ] 
f(z) = 52/171*z^3 - 115/228*z + 1
*
[ 3/2 ] 
f(z) = 59/171*z^3 - 101/228*z + 1
*
[ -26/11 ] 
f(z) = 55/169*z^3 - 113/286*z + 1
*
[ -9/4 ] 
f(z) = 59/162*z^3 - 115/288*z + 1
*
4 | 0.19902663123111897495341564017380551522 | 0.029818683138520834745326368070218443395
f(z) = 47/160*z^3 - 99/20*z + 1
*
[ 4 ] 
f(z) = 49/160*z^3 - 83/20*z + 1
*
[ 26/7 ] 
f(z) = 49/169*z^3 - 85/26*z + 1
*
-4 | 0.19681459315496527576497327253657158795 | 0.029577709942474550419615803031226185197
f(z) = 51/160*z^3 - 97/20*z + 1
*
[ 4 ] 
f(z) = 51/160*z^3 - 87/20*z + 1
*
[ 4 ] 
f(z) = 53/160*z^3 - 91/20*z + 1
*
[ -4 ] 
f(z) = 53/160*z^3 - 81/20*z + 1
*
[ 4 ] 
f(z) = 57/160*z^3 - 99/20*z + 1
*
[ -4 ] 
f(z) = 57/160*z^3 - 89/20*z + 1
*
[ -4 ] 
f(z) = 59/160*z^3 - 93/20*z + 1
*
[ 3 ] 
f(z) = 40/171*z^3 - 82/57*z + 1
*
[ 3 ] 
f(z) = 41/171*z^3 - 85/57*z + 1
*
[ 3 ] 
f(z) = 43/171*z^3 - 91/57*z + 1
*
[ 3 ] 
f(z) = 44/171*z^3 - 94/57*z + 1
*
[ 3 ] 
f(z) = 46/171*z^3 - 100/57*z + 1
*
10/7 | 0.15626728631959652510053431344173269975 | 0.026401434147493509736708173942641787710
f(z) = 49/160*z^3 - 93/40*z + 1
*
8/7 | 0.13075289057838389094744291066206377753 | 0.022172202644388954350841156058455208920
f(z) = 49/160*z^3 - 91/40*z + 1
*
[ -3 ] 
f(z) = 53/171*z^3 - 83/57*z + 1
*
[ -3 ] 
f(z) = 55/171*z^3 - 89/57*z + 1
*
[ -3 ] 
f(z) = 56/171*z^3 - 92/57*z + 1
*
[ -3 ] 
f(z) = 58/171*z^3 - 98/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016563561996867772935070868179173139652
f(z) = 59/176*z^3 - 81/44*z + 1
*
[ 5/2 ] 
f(z) = 54/175*z^3 - 93/70*z + 1
*
[ 16/7 ] 
f(z) = 49/160*z^3 - 83/80*z + 1
*
[ 13/21 ] 
f(z) = 49/169*z^3 - 85/117*z + 1
*
[ 5/9 ] 
f(z) = 54/175*z^3 - 94/105*z + 1
*
[ 13/20 ] 
f(z) = 40/169*z^3 - 83/130*z + 1
*
[ 2/3 ] 
f(z) = 51/176*z^3 - 83/132*z + 1
*
[ 2/3 ] 
f(z) = 57/176*z^3 - 85/132*z + 1
*
[ 5/8 ] 
f(z) = 48/175*z^3 - 99/140*z + 1
*
[ -5/2 ] 
f(z) = 57/175*z^3 - 89/140*z + 1
*
[ -5/2 ] 
f(z) = 59/175*z^3 - 99/140*z + 1
*
[ 2 ] 
f(z) = 41/162*z^3 - 83/162*z + 1
*
[ 2 ] 
f(z) = 41/166*z^3 - 81/166*z + 1
*
[ 2 ] 
f(z) = 43/162*z^3 - 91/162*z + 1
*
[ 2 ] 
f(z) = 43/166*z^3 - 89/166*z + 1
*
[ 2 ] 
f(z) = 43/170*z^3 - 87/170*z + 1
*
[ 2 ] 
f(z) = 43/174*z^3 - 85/174*z + 1
*
[ 2 ] 
f(z) = 43/178*z^3 - 83/178*z + 1
*
[ 2 ] 
f(z) = 45/166*z^3 - 97/166*z + 1
*
[ 2 ] 
f(z) = 45/178*z^3 - 91/178*z + 1
*
[ 2 ] 
f(z) = 47/178*z^3 - 99/178*z + 1
*
[ 5/7 ] 
f(z) = 49/160*z^3 - 89/160*z + 1
*
[ 5/7 ] 
f(z) = 49/170*z^3 - 93/170*z + 1
*
[ 9/5 ] 
f(z) = 50/171*z^3 - 86/171*z + 1
*
[ -5/2 ] 
f(z) = 52/165*z^3 - 94/165*z + 1
*
[ -12/5 ] 
f(z) = 55/162*z^3 - 97/180*z + 1
*
[ 9/11 ] 
f(z) = 55/162*z^3 - 89/198*z + 1
*
[ 13/16 ] 
f(z) = 48/169*z^3 - 87/208*z + 1
*
-5/3 | 0.18016276391995813034186588009080478038 | 0.025898309066222073137043077712816839037
f(z) = 54/175*z^3 - 89/210*z + 1
*
[ 12/7 ] 
f(z) = 49/171*z^3 - 97/228*z + 1
*
[ 3/2 ] 
f(z) = 53/171*z^3 - 83/228*z + 1
*
[ 3/2 ] 
f(z) = 55/171*z^3 - 89/228*z + 1
*
[ 6/7 ] 
f(z) = 49/164*z^3 - 95/246*z + 1
*
[ 6/7 ] 
f(z) = 49/172*z^3 - 97/258*z + 1
*
[ 13/10 ] 
f(z) = 55/169*z^3 - 83/260*z + 1
*
[ 5/4 ] 
f(z) = 58/175*z^3 - 89/280*z + 1
*
-3/7 | 0.081416957526678615320585593000207498999 | 0.012717589907020498282155055294963674382
f(z) = 49/162*z^3 - 67/18*z + 1
*
-24/7 | 0.081394384104747165875075250123817135145 | 0.012903156927473290231257474774611254997
f(z) = 49/162*z^3 - 61/18*z + 1
*
[ 13/3 ] 
f(z) = 54/169*z^3 - 68/13*z + 1
*
[ -13/3 ] 
f(z) = 54/169*z^3 - 62/13*z + 1
*
[ 4 ] 
f(z) = 41/160*z^3 - 67/20*z + 1
*
[ 4 ] 
f(z) = 43/160*z^3 - 71/20*z + 1
*
[ -4 ] 
f(z) = 43/160*z^3 - 61/20*z + 1
*
[ 4 ] 
f(z) = 47/160*z^3 - 79/20*z + 1
*
[ -4 ] 
f(z) = 47/160*z^3 - 69/20*z + 1
*
[ -4 ] 
f(z) = 49/160*z^3 - 73/20*z + 1
*
-4/7 | 0.17519526464079812414597099815091698557 | 0.027878982235310083600628490610731207949
f(z) = 49/160*z^3 - 67/20*z + 1
*
12/7 | 0.068401416999716492336647082140513753535 | 0.010992459401532879005461740597801452175
f(z) = 49/160*z^3 - 63/20*z + 1
*
[ -26/7 ] 
f(z) = 49/169*z^3 - 71/26*z + 1
*
[ -4 ] 
f(z) = 51/160*z^3 - 77/20*z + 1
*
5/2 | 0.17938395987091436069464404622288249170 | 0.030002908054203472839625000620535563893
f(z) = 52/175*z^3 - 79/35*z + 1
*
[ 13/4 ] 
f(z) = 56/169*z^3 - 73/26*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.017096929988365974402137147342586570528
f(z) = 41/160*z^3 - 61/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017316381509996137598565600807712088592
f(z) = 41/176*z^3 - 63/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016997179780165458530077617913629987645
f(z) = 43/160*z^3 - 63/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017219058735130497655624443904893902952
f(z) = 43/176*z^3 - 65/44*z + 1
*
[ -13/4 ] 
f(z) = 44/169*z^3 - 75/52*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017125724661063123200167926368592756744
f(z) = 45/176*z^3 - 67/44*z + 1
*
[ -3 ] 
f(z) = 46/171*z^3 - 62/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016810037406583333893240619520367544933
f(z) = 47/160*z^3 - 67/40*z + 1
*
[ -3 ] 
f(z) = 47/171*z^3 - 65/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.017036098651942006528338839003810173969
f(z) = 47/176*z^3 - 69/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016722063519594821300483158575726616111
f(z) = 49/160*z^3 - 69/40*z + 1
*
[ 3/7 ] 
f(z) = 49/171*z^3 - 79/57*z + 1
*
[ -3 ] 
f(z) = 49/171*z^3 - 71/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016949927469130227408773788138305455118
f(z) = 49/176*z^3 - 71/44*z + 1
*
[ -22/7 ] 
f(z) = 49/176*z^3 - 63/44*z + 1
*
[ -3 ] 
f(z) = 50/171*z^3 - 74/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016637480774332722946156880083885377467
f(z) = 51/160*z^3 - 71/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016866981896160189016818140691271238815
f(z) = 51/176*z^3 - 73/44*z + 1
*
[ -3 ] 
f(z) = 52/171*z^3 - 80/57*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016556064179593993976115574002916508906
f(z) = 53/160*z^3 - 73/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016787053860708283220459097379105323195
f(z) = 53/176*z^3 - 75/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016401930828739520347217128058863479535
f(z) = 57/160*z^3 - 77/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016635509385009012672315542814380688290
f(z) = 57/176*z^3 - 79/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016328858519801171835474910394622544204
f(z) = 59/160*z^3 - 79/40*z + 1
*
[ 13/5 ] 
f(z) = 40/169*z^3 - 64/65*z + 1
*
[ 13/5 ] 
f(z) = 45/169*z^3 - 77/65*z + 1
*
[ 5/2 ] 
f(z) = 46/175*z^3 - 73/70*z + 1
*
-12/7 | 0.18601827990388569522493220185545978077 | 0.028845010130383016363975720580247051185
f(z) = 49/160*z^3 - 79/60*z + 1
*
[ 15/7 ] 
f(z) = 49/162*z^3 - 77/90*z + 1
*
[ 2 ] 
f(z) = 51/164*z^3 - 61/82*z + 1
*
[ 2 ] 
f(z) = 53/164*z^3 - 65/82*z + 1
*
[ 2 ] 
f(z) = 53/172*z^3 - 63/86*z + 1
*
[ 3/5 ] 
f(z) = 55/162*z^3 - 71/90*z + 1
*
[ 2 ] 
f(z) = 55/164*z^3 - 69/82*z + 1
*
[ 2 ] 
f(z) = 55/172*z^3 - 67/86*z + 1
*
[ 13/7 ] 
f(z) = 56/169*z^3 - 62/91*z + 1
*
[ 2 ] 
f(z) = 57/164*z^3 - 73/82*z + 1
*
[ 2 ] 
f(z) = 57/172*z^3 - 71/86*z + 1
*
[ 2 ] 
f(z) = 59/164*z^3 - 77/82*z + 1
*
[ 2 ] 
f(z) = 59/172*z^3 - 75/86*z + 1
*
[ 13/6 ] 
f(z) = 40/169*z^3 - 67/117*z + 1
*
[ 13/6 ] 
f(z) = 44/169*z^3 - 80/117*z + 1
*
[ 13/20 ] 
f(z) = 50/169*z^3 - 69/104*z + 1
*
-6/5 | 0.15654909801834214756360508097122465629 | 0.023249629315624323284530898162766942084
f(z) = 55/168*z^3 - 67/105*z + 1
*
[ 2/3 ] 
f(z) = 51/160*z^3 - 77/120*z + 1
*
[ 2/3 ] 
f(z) = 57/160*z^3 - 79/120*z + 1
*
[ -5/2 ] 
f(z) = 53/175*z^3 - 69/140*z + 1
*
[ 2 ] 
f(z) = 41/170*z^3 - 79/170*z + 1
*
[ 2 ] 
f(z) = 41/174*z^3 - 77/174*z + 1
*
[ 2 ] 
f(z) = 41/178*z^3 - 75/178*z + 1
*
[ 7/4 ] 
f(z) = 48/161*z^3 - 78/161*z + 1
*
[ 7/4 ] 
f(z) = 48/175*z^3 - 72/175*z + 1
*
-3/7 | 0.13321895188146199151587824644676743866 | 0.026090946830987631015353366808880749599
f(z) = 49/165*z^3 - 64/165*z + 1
*
[ 11/7 ] 
f(z) = 49/165*z^3 - 61/165*z + 1
*
[ 6/7 ] 
f(z) = 49/174*z^3 - 65/174*z + 1
*
[ 3/2 ] 
f(z) = 52/165*z^3 - 62/165*z + 1
*
[ -7/3 ] 
f(z) = 54/161*z^3 - 64/161*z + 1
*
[ 3/2 ] 
f(z) = 56/165*z^3 - 71/165*z + 1
*
[ 3/2 ] 
f(z) = 56/177*z^3 - 67/177*z + 1
*
[ 4/3 ] 
f(z) = 53/160*z^3 - 61/180*z + 1
*
[ 4/3 ] 
f(z) = 59/160*z^3 - 73/180*z + 1
*
[ 13/8 ] 
f(z) = 44/169*z^3 - 63/208*z + 1
*
[ 3/2 ] 
f(z) = 47/171*z^3 - 65/228*z + 1
*
[ 3/2 ] 
f(z) = 49/171*z^3 - 71/228*z + 1
*
[ -12/5 ] 
f(z) = 50/171*z^3 - 61/228*z + 1
*
[ 14/11 ] 
f(z) = 55/168*z^3 - 73/231*z + 1
*
[ 13/12 ] 
f(z) = 56/169*z^3 - 73/234*z + 1
*
[ 5/4 ] 
f(z) = 54/175*z^3 - 79/280*z + 1
*
[ 13/3 ] 
f(z) = 45/169*z^3 - 55/13*z + 1
*
[ -13/3 ] 
f(z) = 45/169*z^3 - 49/13*z + 1
*
9/7 | 0.18674803424058498986663421332997636800 | 0.029761771619128702819212515061218320288
f(z) = 49/162*z^3 - 59/18*z + 1
*
18/7 | 0.16649689131095411367208024839088152859 | 0.026834610568928656368959300141176929390
f(z) = 49/162*z^3 - 55/18*z + 1
*
12/7 | 0.13373480387863492228881352646381862238 | 0.021963182504681534670582077431539053451
f(z) = 49/162*z^3 - 49/18*z + 1
*
-24/7 | 0.081668771203321097947873080749593911055 | 0.013706436753133416752898555850858715321
f(z) = 49/162*z^3 - 43/18*z + 1
*
[ 3 ] 
f(z) = 53/162*z^3 - 41/18*z + 1
*
[ 3 ] 
f(z) = 55/162*z^3 - 43/18*z + 1
*
[ 3 ] 
f(z) = 59/162*z^3 - 47/18*z + 1
*
[ 13/4 ] 
f(z) = 40/169*z^3 - 47/26*z + 1
*
[ -4 ] 
f(z) = 41/160*z^3 - 57/20*z + 1
*
[ 5/2 ] 
f(z) = 52/175*z^3 - 44/35*z + 1
*
[ -13/4 ] 
f(z) = 56/169*z^3 - 57/26*z + 1
*
[ -3 ] 
f(z) = 40/171*z^3 - 44/57*z + 1
*
[ -3 ] 
f(z) = 41/171*z^3 - 47/57*z + 1
*
[ -3 ] 
f(z) = 43/171*z^3 - 53/57*z + 1
*
[ -3 ] 
f(z) = 44/171*z^3 - 56/57*z + 1
*
[ 3/5 ] 
f(z) = 50/171*z^3 - 44/57*z + 1
*
[ 13/6 ] 
f(z) = 42/169*z^3 - 49/78*z + 1
*
[ 13/18 ] 
f(z) = 54/169*z^3 - 43/78*z + 1
*
[ -13/5 ] 
f(z) = 55/169*z^3 - 53/65*z + 1
*
[ -5/2 ] 
f(z) = 58/175*z^3 - 47/70*z + 1
*
[ 2 ] 
f(z) = 43/164*z^3 - 45/82*z + 1
*
[ 2/3 ] 
f(z) = 45/164*z^3 - 51/82*z + 1
*
[ 2 ] 
f(z) = 45/164*z^3 - 49/82*z + 1
*
[ 2/3 ] 
f(z) = 45/172*z^3 - 53/86*z + 1
*
[ 2 ] 
f(z) = 45/172*z^3 - 47/86*z + 1
*
[ 2 ] 
f(z) = 47/164*z^3 - 53/82*z + 1
*
[ 2 ] 
f(z) = 47/172*z^3 - 51/86*z + 1
*
[ 2 ] 
f(z) = 49/164*z^3 - 57/82*z + 1
*
[ 2 ] 
f(z) = 49/172*z^3 - 55/86*z + 1
*
[ 2 ] 
f(z) = 51/172*z^3 - 59/86*z + 1
*
[ 9/5 ] 
f(z) = 55/162*z^3 - 59/90*z + 1
*
[ 3/4 ] 
f(z) = 40/171*z^3 - 53/114*z + 1
*
[ 5/6 ] 
f(z) = 48/175*z^3 - 41/105*z + 1
*
[ 6/7 ] 
f(z) = 49/171*z^3 - 43/114*z + 1
*
[ 13/15 ] 
f(z) = 50/169*z^3 - 44/117*z + 1
*
[ 5/3 ] 
f(z) = 51/175*z^3 - 43/105*z + 1
*
[ 13/8 ] 
f(z) = 56/169*z^3 - 51/104*z + 1
*
[ 3/4 ] 
f(z) = 56/171*z^3 - 59/114*z + 1
*
[ 5/3 ] 
f(z) = 57/175*z^3 - 53/105*z + 1
*
[ 3/2 ] 
f(z) = 58/171*z^3 - 49/114*z + 1
*
[ 26/15 ] 
f(z) = 45/169*z^3 - 49/130*z + 1
*
[ 6/7 ] 
f(z) = 49/160*z^3 - 47/120*z + 1
*
[ 12/7 ] 
f(z) = 49/176*z^3 - 53/132*z + 1
*
[ 6/7 ] 
f(z) = 49/176*z^3 - 49/132*z + 1
*
[ 4/3 ] 
f(z) = 57/176*z^3 - 43/132*z + 1
*
[ -5/2 ] 
f(z) = 51/175*z^3 - 59/140*z + 1
*
[ 13/11 ] 
f(z) = 55/169*z^3 - 43/143*z + 1
*
[ 9/7 ] 
f(z) = 49/171*z^3 - 43/171*z + 1
*
[ 11/7 ] 
f(z) = 49/176*z^3 - 57/176*z + 1
*
[ 7/5 ] 
f(z) = 50/161*z^3 - 52/161*z + 1
*
[ 3/2 ] 
f(z) = 52/177*z^3 - 58/177*z + 1
*
[ 13/14 ] 
f(z) = 42/169*z^3 - 53/182*z + 1
*
[ 4/3 ] 
f(z) = 43/160*z^3 - 41/180*z + 1
*
[ 4/3 ] 
f(z) = 47/160*z^3 - 49/180*z + 1
*
[ 20/21 ] 
f(z) = 49/160*z^3 - 59/180*z + 1
*
[ 4/3 ] 
f(z) = 49/160*z^3 - 53/180*z + 1
*
[ 13/12 ] 
f(z) = 45/169*z^3 - 49/208*z + 1
*
[ 10/9 ] 
f(z) = 54/175*z^3 - 59/210*z + 1
*
[ 13/12 ] 
f(z) = 40/169*z^3 - 47/234*z + 1
*
[ 3/2 ] 
f(z) = 41/171*z^3 - 47/228*z + 1
*
[ 3/2 ] 
f(z) = 43/171*z^3 - 53/228*z + 1
*
[ 22/15 ] 
f(z) = 45/176*z^3 - 51/220*z + 1
*
[ 26/21 ] 
f(z) = 49/169*z^3 - 59/234*z + 1
*
[ 10/7 ] 
f(z) = 49/176*z^3 - 59/220*z + 1
*
[ 13/10 ] 
f(z) = 45/169*z^3 - 57/260*z + 1
*
[ 5/4 ] 
f(z) = 46/175*z^3 - 59/280*z + 1
*
[ 3 ] 
f(z) = 41/162*z^3 - 29/18*z + 1
*
[ 3 ] 
f(z) = 43/162*z^3 - 31/18*z + 1
*
[ 3 ] 
f(z) = 47/162*z^3 - 35/18*z + 1
*
[ -3 ] 
f(z) = 47/162*z^3 - 23/18*z + 1
*
[ 13/4 ] 
f(z) = 48/169*z^3 - 30/13*z + 1
*
[ -13/4 ] 
f(z) = 48/169*z^3 - 22/13*z + 1
*
[ -3 ] 
f(z) = 53/162*z^3 - 29/18*z + 1
*
[ -3 ] 
f(z) = 55/162*z^3 - 31/18*z + 1
*
[ -3 ] 
f(z) = 59/162*z^3 - 35/18*z + 1
*
[ -13/4 ] 
f(z) = 40/169*z^3 - 31/26*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.013520361513745782408695521491417819338
f(z) = 41/168*z^3 - 31/21*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.013442951208466676174634188234332941687
f(z) = 43/168*z^3 - 32/21*z + 1
*
[ 5/2 ] 
f(z) = 44/175*z^3 - 34/35*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013297755176380050119709018569993086769
f(z) = 47/168*z^3 - 34/21*z + 1
*
[ 13/6 ] 
f(z) = 48/169*z^3 - 31/39*z + 1
*
[ 5/2 ] 
f(z) = 48/175*z^3 - 39/35*z + 1
*
[ 20/7 ] 
f(z) = 49/160*z^3 - 37/20*z + 1
*
[ -20/7 ] 
f(z) = 49/160*z^3 - 23/20*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.013100153697356275753516114635320319554
f(z) = 53/168*z^3 - 37/21*z + 1
*
[ 13/6 ] 
f(z) = 54/169*z^3 - 25/26*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.013038864550209045735955440470125034724
f(z) = 55/168*z^3 - 38/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.012923099026425033768740174505198740846
f(z) = 59/168*z^3 - 40/21*z + 1
*
[ 2 ] 
f(z) = 41/160*z^3 - 21/40*z + 1
*
[ 2 ] 
f(z) = 43/160*z^3 - 23/40*z + 1
*
[ 2 ] 
f(z) = 43/176*z^3 - 21/44*z + 1
*
[ 13/6 ] 
f(z) = 45/169*z^3 - 37/52*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.025765036397154223431289030170437251712
f(z) = 45/176*z^3 - 31/44*z + 1
*
[ 2/3 ] 
f(z) = 45/176*z^3 - 27/44*z + 1
*
[ 2 ] 
f(z) = 45/176*z^3 - 23/44*z + 1
*
[ 2 ] 
f(z) = 47/160*z^3 - 27/40*z + 1
*
[ 2 ] 
f(z) = 47/176*z^3 - 25/44*z + 1
*
[ 4/7 ] 
f(z) = 49/176*z^3 - 37/44*z + 1
*
[ 2 ] 
f(z) = 49/176*z^3 - 27/44*z + 1
*
[ 2 ] 
f(z) = 51/160*z^3 - 31/40*z + 1
*
[ 2 ] 
f(z) = 51/176*z^3 - 29/44*z + 1
*
[ 2 ] 
f(z) = 53/160*z^3 - 33/40*z + 1
*
[ 2 ] 
f(z) = 53/176*z^3 - 31/44*z + 1
*
[ 3/2 ] 
f(z) = 56/171*z^3 - 23/57*z + 1
*
[ 2 ] 
f(z) = 57/160*z^3 - 37/40*z + 1
*
[ 2 ] 
f(z) = 57/176*z^3 - 35/44*z + 1
*
[ 2 ] 
f(z) = 59/160*z^3 - 39/40*z + 1
*
[ 2 ] 
f(z) = 59/176*z^3 - 37/44*z + 1
*
[ -13/5 ] 
f(z) = 45/169*z^3 - 27/65*z + 1
*
[ 13/15 ] 
f(z) = 45/169*z^3 - 23/65*z + 1
*
[ 3/2 ] 
f(z) = 47/162*z^3 - 23/72*z + 1
*
[ 12/7 ] 
f(z) = 49/160*z^3 - 29/60*z + 1
*
[ 3/2 ] 
f(z) = 49/162*z^3 - 25/72*z + 1
*
[ 3/2 ] 
f(z) = 53/162*z^3 - 29/72*z + 1
*
[ -5/2 ] 
f(z) = 54/175*z^3 - 37/70*z + 1
*
[ 5/6 ] 
f(z) = 54/175*z^3 - 29/70*z + 1
*
[ 3/2 ] 
f(z) = 55/162*z^3 - 31/72*z + 1
*
[ 4/3 ] 
f(z) = 57/160*z^3 - 23/60*z + 1
*
[ 3/2 ] 
f(z) = 59/162*z^3 - 35/72*z + 1
*
[ 2 ] 
f(z) = 41/172*z^3 - 39/86*z + 1
*
[ 13/7 ] 
f(z) = 42/169*z^3 - 36/91*z + 1
*
[ -8/3 ] 
f(z) = 45/176*z^3 - 39/88*z + 1
*
[ 8/7 ] 
f(z) = 49/176*z^3 - 21/88*z + 1
*
[ 6/5 ] 
f(z) = 55/162*z^3 - 29/90*z + 1
*
[ 13/14 ] 
f(z) = 56/169*z^3 - 33/91*z + 1
*
[ 13/8 ] 
f(z) = 40/169*z^3 - 25/104*z + 1
*
[ 13/9 ] 
f(z) = 45/169*z^3 - 29/117*z + 1
*
[ 3/2 ] 
f(z) = 46/171*z^3 - 31/114*z + 1
*
[ 5/3 ] 
f(z) = 48/175*z^3 - 38/105*z + 1
*
[ 3/2 ] 
f(z) = 50/171*z^3 - 37/114*z + 1
*
[ 6/5 ] 
f(z) = 50/171*z^3 - 29/114*z + 1
*
[ 13/12 ] 
f(z) = 54/169*z^3 - 31/104*z + 1
*
-20/9 | 0.18016211178060441097761903309168215136 | 0.028764275274754480030087220910093772705
f(z) = 54/175*z^3 - 34/105*z + 1
*
[ 6/5 ] 
f(z) = 55/168*z^3 - 32/105*z + 1
*
[ 4/3 ] 
f(z) = 51/176*z^3 - 35/132*z + 1
*
[ 13/11 ] 
f(z) = 44/169*z^3 - 30/143*z + 1
*
[ 5/4 ] 
f(z) = 44/175*z^3 - 27/140*z + 1
*
[ -5/2 ] 
f(z) = 47/175*z^3 - 39/140*z + 1
*
[ 5/4 ] 
f(z) = 52/175*z^3 - 37/140*z + 1
*
[ 3/2 ] 
f(z) = 40/177*z^3 - 31/177*z + 1
*
[ 3/2 ] 
f(z) = 44/177*z^3 - 40/177*z + 1
*
[ 4/3 ] 
f(z) = 45/164*z^3 - 39/164*z + 1
*
[ 4/3 ] 
f(z) = 45/172*z^3 - 37/172*z + 1
*
[ 4/3 ] 
f(z) = 41/160*z^3 - 37/180*z + 1
*
[ -3 ] 
f(z) = 41/162*z^3 - 17/18*z + 1
*
[ -3 ] 
f(z) = 43/162*z^3 - 19/18*z + 1
*
-15/7 | 0.081379340188843326134265012697087496029 | 0.015995636215333934312293807140589588125
f(z) = 49/162*z^3 - 13/18*z + 1
*
[ -18/7 ] 
f(z) = 49/162*z^3 - 11/18*z + 1
*
6/7 | 0.14265075944315408715954474214235105035 | 0.028038930379612809092751876957416845202
f(z) = 49/162*z^3 - 8/9*z + 1
*
[ 9/7 ] 
f(z) = 49/162*z^3 - 5/18*z + 1
*
[ 13/7 ] 
f(z) = 49/169*z^3 - 7/13*z + 1
*
[ 13/5 ] 
f(z) = 50/169*z^3 - 18/13*z + 1
*
[ -13/5 ] 
f(z) = 50/169*z^3 - 8/13*z + 1
*
[ 2 ] 
f(z) = 41/168*z^3 - 10/21*z + 1
*
[ 2 ] 
f(z) = 43/168*z^3 - 11/21*z + 1
*
[ 2 ] 
f(z) = 47/168*z^3 - 13/21*z + 1
*
[ 13/12 ] 
f(z) = 48/169*z^3 - 10/39*z + 1
*
[ -5/2 ] 
f(z) = 48/175*z^3 - 11/35*z + 1
*
[ 5/4 ] 
f(z) = 48/175*z^3 - 8/35*z + 1
*
[ 4/7 ] 
f(z) = 49/160*z^3 - 17/20*z + 1
*
[ 12/7 ] 
f(z) = 49/162*z^3 - 17/36*z + 1
*
[ 13/10 ] 
f(z) = 50/169*z^3 - 7/26*z + 1
*
[ -5/2 ] 
f(z) = 52/175*z^3 - 16/35*z + 1
*
[ 2 ] 
f(z) = 53/168*z^3 - 16/21*z + 1
*
[ 13/9 ] 
f(z) = 54/169*z^3 - 14/39*z + 1
*
[ 5/3 ] 
f(z) = 54/175*z^3 - 16/35*z + 1
*
[ 2 ] 
f(z) = 55/168*z^3 - 17/21*z + 1
*
[ 2 ] 
f(z) = 59/168*z^3 - 19/21*z + 1
*
[ 3/2 ] 
f(z) = 40/171*z^3 - 11/57*z + 1
*
[ 2 ] 
f(z) = 41/176*z^3 - 19/44*z + 1
*
[ 3/2 ] 
f(z) = 44/171*z^3 - 14/57*z + 1
*
[ 4/3 ] 
f(z) = 45/176*z^3 - 9/44*z + 1
*
[ 13/8 ] 
f(z) = 48/169*z^3 - 19/52*z + 1
*
[ 10/7 ] 
f(z) = 49/160*z^3 - 13/40*z + 1
*
[ 8/7 ] 
f(z) = 49/160*z^3 - 11/40*z + 1
*
[ 13/14 ] 
f(z) = 49/169*z^3 - 17/52*z + 1
*
[ 3/2 ] 
f(z) = 52/171*z^3 - 20/57*z + 1
*
[ -13/5 ] 
f(z) = 40/169*z^3 - 14/65*z + 1
*
[ 13/10 ] 
f(z) = 40/169*z^3 - 11/65*z + 1
*
[ 3/2 ] 
f(z) = 41/162*z^3 - 17/72*z + 1
*
[ 3/2 ] 
f(z) = 43/162*z^3 - 19/72*z + 1
*
[ -5/2 ] 
f(z) = 46/175*z^3 - 17/70*z + 1
*
[ 4/3 ] 
f(z) = 51/160*z^3 - 19/60*z + 1
*
[ -13/7 ]
f(z) = 49/169*z^3 + 7/13*z + 1
*
[ -1 ]
f(z) = 46/163*z^3 + 280/163*z + 1
*
[ 7 ] 
f(z) = 45/196*z^3 - 291/28*z + 1
*
[ -7 ] 
f(z) = 45/196*z^3 - 283/28*z + 1
*
[ -7 ] 
f(z) = 47/196*z^3 - 297/28*z + 1
*
[ 6 ] 
f(z) = 53/180*z^3 - 293/30*z + 1
*
[ -6 ] 
f(z) = 53/180*z^3 - 283/30*z + 1
*
[ 6 ] 
f(z) = 41/189*z^3 - 293/42*z + 1
*
[ -6 ] 
f(z) = 43/189*z^3 - 295/42*z + 1
*
[ 24/5 ] 
f(z) = 50/189*z^3 - 297/56*z + 1
*
[ -33/7 ] 
f(z) = 49/198*z^3 - 283/66*z + 1
*
[ 4 ] 
f(z) = 45/184*z^3 - 291/92*z + 1
*
[ -4 ] 
f(z) = 51/184*z^3 - 293/92*z + 1
*
[ 7/2 ] 
f(z) = 53/196*z^3 - 291/112*z + 1
*
3/4 | 0.22220127521721206122160949983120726477 | 0.024870887795311166879651076375010856174
f(z) = 59/189*z^3 - 281/112*z + 1
*
[ 24/7 ] 
f(z) = 49/180*z^3 - 299/120*z + 1
*
8/5 | 0.19667030564971401494517324073827345158 | 0.025459306913556941039766625271802637626
f(z) = 55/192*z^3 - 283/120*z + 1
*
[ -15/4 ] 
f(z) = 44/189*z^3 - 281/140*z + 1
*
[ -7/2 ] 
f(z) = 44/189*z^3 - 296/189*z + 1
*
[ 3 ] 
f(z) = 46/183*z^3 - 292/183*z + 1
*
[ 3 ] 
f(z) = 46/195*z^3 - 284/195*z + 1
*
[ 3 ] 
f(z) = 47/186*z^3 - 299/186*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.011278713912927581052626204298996432480
f(z) = 47/186*z^3 - 281/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.014938003530370147959661717282171488114
f(z) = 47/190*z^3 - 283/190*z + 1
*
[ 3 ] 
f(z) = 47/192*z^3 - 295/192*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.014987533327442558388815915388084385322
f(z) = 47/194*z^3 - 285/194*z + 1
*
[ 3 ] 
f(z) = 47/195*z^3 - 293/195*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.012639380561136207707627922845388205663
f(z) = 47/198*z^3 - 287/198*z + 1
*
-8/7 | 0.11118439811401371910222962512632471097 | 0.019621607096279372073988627046179316542
f(z) = 49/180*z^3 - 289/180*z + 1
*
[ 20/7 ] 
f(z) = 49/180*z^3 - 283/180*z + 1
*
[ -23/7 ] 
f(z) = 49/184*z^3 - 289/184*z + 1
*
-2 | 0.063593007777967538733305445601758873656 | 0.011222770765106515460735936695090236838
f(z) = 49/186*z^3 - 289/186*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.014914603471231244469399807523560073358
f(z) = 49/194*z^3 - 293/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014688842875342636301113605275218463695
f(z) = 51/182*z^3 - 295/182*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.014793884826992587610987326439015800333
f(z) = 51/190*z^3 - 299/190*z + 1
*
[ -3 ] 
f(z) = 59/183*z^3 - 287/183*z + 1
*
[ -3 ] 
f(z) = 59/186*z^3 - 283/186*z + 1
*
[ 8/3 ] 
f(z) = 53/192*z^3 - 289/216*z + 1
*
[ 60/7 ] 
f(z) = 49/192*z^3 - 268/15*z + 1
*
[ 7 ] 
f(z) = 41/196*z^3 - 263/28*z + 1
*
[ 7 ] 
f(z) = 43/196*z^3 - 277/28*z + 1
*
[ -7 ] 
f(z) = 43/196*z^3 - 269/28*z + 1
*
3/4 | 0.25553653214157291367669004367098010272 | 0.028791010310606198731185947203699731603
f(z) = 44/189*z^3 - 265/28*z + 1
*
[ 6 ] 
f(z) = 49/180*z^3 - 269/30*z + 1
*
[ -6 ] 
f(z) = 40/189*z^3 - 271/42*z + 1
*
39/8 | 0.21845331498115772759429935026866698110 | 0.024633912854594818631035088419250755214
f(z) = 40/189*z^3 - 263/56*z + 1
*
-2/7 | 0.19702024642434357618172442163912931959 | 0.028283026462788017343880449896227352194
f(z) = 49/192*z^3 - 265/48*z + 1
*
[ -9/2 ] 
f(z) = 52/189*z^3 - 274/63*z + 1
*
[ 4 ] 
f(z) = 43/184*z^3 - 275/92*z + 1
*
[ -4 ] 
f(z) = 47/184*z^3 - 261/92*z + 1
*
[ -4 ] 
f(z) = 49/184*z^3 - 277/92*z + 1
*
21/10 | 0.21907642637459730921653783680133317066 | 0.028129234131276912918785798337215136666
f(z) = 40/189*z^3 - 268/105*z + 1
*
[ -21/5 ] 
f(z) = 40/189*z^3 - 262/105*z + 1
*
3/4 | 0.26207278557510623163798879241438111109 | 0.029404724929375712840173090790526338137
f(z) = 41/189*z^3 - 275/112*z + 1
*
3/4 | 0.25360535954352837786140857673830588466 | 0.028431558292494393433902024856552865025
f(z) = 47/189*z^3 - 277/112*z + 1
*
[ 7/2 ] 
f(z) = 51/196*z^3 - 277/112*z + 1
*
3/4 | 0.26232789269670838648445786678187420785 | 0.029385735761684456307977091541154864799
f(z) = 53/189*z^3 - 279/112*z + 1
*
[ -7/2 ] 
f(z) = 59/196*z^3 - 269/112*z + 1
*
[ -18/5 ] 
f(z) = 50/189*z^3 - 271/126*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015224586471127611899631200678643180473
f(z) = 41/194*z^3 - 261/194*z + 1
*
-2 | 0.071531697364614508628190195565342535296 | 0.012837351040825011185420419326478717415
f(z) = 41/198*z^3 - 263/198*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014991525173716940597388178780201582978
f(z) = 43/182*z^3 - 263/182*z + 1
*
[ 3 ] 
f(z) = 43/183*z^3 - 265/183*z + 1
*
-2 | 0.063593389255034709091239795805370812093 | 0.011397216574692220153759704167932140484
f(z) = 43/186*z^3 - 265/186*z + 1
*
[ 3 ] 
f(z) = 43/186*z^3 - 263/186*z + 1
*
-2 | 0.084331705687511882968131787093827095254 | 0.015093601671141280356021201695831001258
f(z) = 43/190*z^3 - 267/190*z + 1
*
-2 | 0.084716869972284867076235585587110402107 | 0.015142312842296065662536691612905297008
f(z) = 43/194*z^3 - 269/194*z + 1
*
-2 | 0.071532349503968227992437042564465164315 | 0.012768802624706824913492850836554824772
f(z) = 43/198*z^3 - 271/198*z + 1
*
[ 3 ] 
f(z) = 44/183*z^3 - 274/183*z + 1
*
[ 3 ] 
f(z) = 44/195*z^3 - 266/195*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.014911221624669177986129888539634268057
f(z) = 45/182*z^3 - 271/182*z + 1
*
-2 | 0.084717522111638586440482432586233031126 | 0.015063523898785070472811792630191378591
f(z) = 45/194*z^3 - 277/194*z + 1
*
-2 | 0.083535087445221312719040183758539264841 | 0.014834300445756388824900285173603169846
f(z) = 47/182*z^3 - 279/182*z + 1
*
[ 3/7 ] 
f(z) = 49/192*z^3 - 265/192*z + 1
*
13/7 | 0.14360208702301799259936449082414540053 | 0.025583254880570134119165033099146061132
f(z) = 49/195*z^3 - 274/195*z + 1
*
[ 3/7 ] 
f(z) = 49/195*z^3 - 269/195*z + 1
*
[ -3 ] 
f(z) = 58/183*z^3 - 278/183*z + 1
*
[ -3 ] 
f(z) = 58/195*z^3 - 262/195*z + 1
*
[ -3 ] 
f(z) = 59/192*z^3 - 275/192*z + 1
*
[ -3 ] 
f(z) = 59/195*z^3 - 271/195*z + 1
*
[ 7/3 ] 
f(z) = 59/196*z^3 - 269/252*z + 1
*
[ 42/5 ] 
f(z) = 50/189*z^3 - 249/14*z + 1
*
[ -12 ] 
f(z) = 55/192*z^3 - 241/6*z + 1
*
[ -12 ] 
f(z) = 59/192*z^3 - 259/6*z + 1
*
[ -7 ] 
f(z) = 41/196*z^3 - 255/28*z + 1
*
[ 6 ] 
f(z) = 47/180*z^3 - 257/30*z + 1
*
[ -6 ] 
f(z) = 47/180*z^3 - 247/30*z + 1
*
[ -6 ] 
f(z) = 49/180*z^3 - 259/30*z + 1
*
[ 46/7 ] 
f(z) = 49/184*z^3 - 245/23*z + 1
*
[ 9/2 ] 
f(z) = 44/189*z^3 - 248/63*z + 1
*
-42/11 | 0.17949185627901115096390502681043093600 | 0.020394094065909939254161849675628441975
f(z) = 55/189*z^3 - 246/77*z + 1
*
[ 4 ] 
f(z) = 41/184*z^3 - 259/92*z + 1
*
[ -4 ] 
f(z) = 45/184*z^3 - 245/92*z + 1
*
[ 3/10 ] 
f(z) = 40/189*z^3 - 247/105*z + 1
*
[ 7/2 ] 
f(z) = 47/196*z^3 - 249/112*z + 1
*
[ -7/2 ] 
f(z) = 55/196*z^3 - 241/112*z + 1
*
[ -7/2 ] 
f(z) = 57/196*z^3 - 255/112*z + 1
*
[ -33/10 ] 
f(z) = 50/189*z^3 - 243/154*z + 1
*
[ -7/2 ] 
f(z) = 40/189*z^3 - 247/189*z + 1
*
-2 | 0.083534435305867593354793336759416635823 | 0.015074979672976251199124994994993159866
f(z) = 41/182*z^3 - 255/182*z + 1
*
[ 3 ] 
f(z) = 41/183*z^3 - 247/183*z + 1
*
-2 | 0.063594041394388428455486642804493441111 | 0.011460293645548246313983427441871156932
f(z) = 41/186*z^3 - 257/186*z + 1
*
[ 3 ] 
f(z) = 41/186*z^3 - 245/186*z + 1
*
-2 | 0.084331053548158163603884940094704466236 | 0.015176113533080198591590086998977026341
f(z) = 41/190*z^3 - 259/190*z + 1
*
[ 3 ] 
f(z) = 41/192*z^3 - 241/192*z + 1
*
[ 3 ] 
f(z) = 43/192*z^3 - 259/192*z + 1
*
[ 3 ] 
f(z) = 43/195*z^3 - 257/195*z + 1
*
[ 11/4 ] 
f(z) = 48/187*z^3 - 244/187*z + 1
*
[ 3/7 ] 
f(z) = 49/183*z^3 - 253/183*z + 1
*
[ 3/7 ] 
f(z) = 49/186*z^3 - 257/186*z + 1
*
[ 19/7 ] 
f(z) = 49/190*z^3 - 241/190*z + 1
*
[ -3 ] 
f(z) = 55/183*z^3 - 251/183*z + 1
*
[ -3 ] 
f(z) = 55/186*z^3 - 247/186*z + 1
*
[ -3 ] 
f(z) = 56/183*z^3 - 260/183*z + 1
*
[ -3 ] 
f(z) = 56/195*z^3 - 244/195*z + 1
*
[ 8/3 ] 
f(z) = 47/192*z^3 - 241/216*z + 1
*
[ 8/3 ] 
f(z) = 49/192*z^3 - 257/216*z + 1
*
[ 7/3 ] 
f(z) = 55/196*z^3 - 241/252*z + 1
*
[ 4/7 ] 
f(z) = 41/192*z^3 - 241/294*z + 1
*
[ 4/7 ] 
f(z) = 53/192*z^3 - 247/294*z + 1
*
[ 12 ] 
f(z) = 53/192*z^3 - 233/6*z + 1
*
[ 6 ] 
f(z) = 41/180*z^3 - 221/30*z + 1
*
[ 6 ] 
f(z) = 43/180*z^3 - 233/30*z + 1
*
[ -6 ] 
f(z) = 43/180*z^3 - 223/30*z + 1
*
[ -46/7 ] 
f(z) = 49/184*z^3 - 238/23*z + 1
*
4/5 | 0.24180443120361241806979862173967829650 | 0.027251994507401781314363003146284527635
f(z) = 55/192*z^3 - 223/30*z + 1
*
[ 14/3 ] 
f(z) = 57/196*z^3 - 233/42*z + 1
*
[ 9/2 ] 
f(z) = 40/189*z^3 - 221/63*z + 1
*
-24/7 | 0.067855078839727781262799679032542600802 | 0.010401537634700506646275789459843653267
f(z) = 49/180*z^3 - 227/60*z + 1
*
[ -4 ] 
f(z) = 43/184*z^3 - 229/92*z + 1
*
[ 2/7 ] 
f(z) = 49/180*z^3 - 227/90*z + 1
*
[ 2/7 ] 
f(z) = 49/188*z^3 - 237/94*z + 1
*
[ 36/11 ] 
f(z) = 55/192*z^3 - 235/99*z + 1
*
[ 7/2 ] 
f(z) = 43/196*z^3 - 221/112*z + 1
*
[ 10/3 ] 
f(z) = 45/184*z^3 - 232/115*z + 1
*
[ 7/2 ] 
f(z) = 45/196*z^3 - 235/112*z + 1
*
[ -7/2 ] 
f(z) = 53/196*z^3 - 227/112*z + 1
*
[ -24/7 ] 
f(z) = 49/180*z^3 - 229/120*z + 1
*
12/5 | 0.24384245338363782873420222229796715186 | 0.027932963970717607715796397774319618749
f(z) = 40/189*z^3 - 229/140*z + 1
*
20/7 | 0.21364151836273230485570933562871285363 | 0.024029812803912076817009852808537998619
f(z) = 49/192*z^3 - 227/150*z + 1
*
[ 3 ] 
f(z) = 40/183*z^3 - 238/183*z + 1
*
[ 3 ] 
f(z) = 41/195*z^3 - 239/195*z + 1
*
[ -22/7 ] 
f(z) = 49/198*z^3 - 223/198*z + 1
*
[ -3 ] 
f(z) = 52/183*z^3 - 224/183*z + 1
*
[ 6/13 ] 
f(z) = 52/189*z^3 - 223/182*z + 1
*
[ -3 ] 
f(z) = 53/183*z^3 - 233/183*z + 1
*
[ -3 ] 
f(z) = 53/186*z^3 - 229/186*z + 1
*
[ -3 ] 
f(z) = 53/192*z^3 - 221/192*z + 1
*
[ -3 ] 
f(z) = 55/192*z^3 - 239/192*z + 1
*
[ 5/2 ] 
f(z) = 56/185*z^3 - 239/185*z + 1
*
[ 5/2 ] 
f(z) = 56/195*z^3 - 233/195*z + 1
*
21/10 | 0.14579326250047637259820140703785682135 | 0.019194974153111827447901908866943064195
f(z) = 40/189*z^3 - 221/210*z + 1
*
[ 18/7 ] 
f(z) = 49/184*z^3 - 238/207*z + 1
*
[ 21/8 ] 
f(z) = 46/189*z^3 - 237/224*z + 1
*
[ -28/9 ] 
f(z) = 45/196*z^3 - 227/252*z + 1
*
[ 7/3 ] 
f(z) = 53/196*z^3 - 227/252*z + 1
*
[ -12 ] 
f(z) = 47/192*z^3 - 205/6*z + 1
*
[ 12 ] 
f(z) = 49/192*z^3 - 215/6*z + 1
*
[ 21/2 ] 
f(z) = 52/189*z^3 - 206/7*z + 1
*
[ -6 ] 
f(z) = 41/180*z^3 - 211/30*z + 1
*
[ 21/4 ] 
f(z) = 40/189*z^3 - 211/42*z + 1
*
[ 14/3 ] 
f(z) = 51/196*z^3 - 205/42*z + 1
*
[ -14/3 ] 
f(z) = 57/196*z^3 - 215/42*z + 1
*
[ -9/2 ] 
f(z) = 44/189*z^3 - 220/63*z + 1
*
3/7 | 0.15196558162258910640536703801040110020 | 0.023700856025176538156915652926406916388
f(z) = 49/180*z^3 - 203/60*z + 1
*
[ 3/11 ] 
f(z) = 55/189*z^3 - 207/77*z + 1
*
[ -4 ] 
f(z) = 41/184*z^3 - 213/92*z + 1
*
10/7 | 0.15943950763288428635774920547760566018 | 0.026545143683069137181394710230410364088
f(z) = 49/180*z^3 - 203/90*z + 1
*
3/4 | 0.21972286228160789182619910038978724352 | 0.029142668325326633392868876581451745758
f(z) = 52/189*z^3 - 209/84*z + 1
*
[ 7/2 ] 
f(z) = 41/196*z^3 - 207/112*z + 1
*
[ -7/2 ] 
f(z) = 51/196*z^3 - 213/112*z + 1
*
-21/10 | 0.19752167464454019954545889546038912378 | 0.022816071462139113057480938223444983779
f(z) = 55/189*z^3 - 213/140*z + 1
*
[ 1/2 ] 
f(z) = 40/191*z^3 - 201/191*z + 1
*
[ 1/2 ] 
f(z) = 40/193*z^3 - 203/193*z + 1
*
[ 1/2 ] 
f(z) = 40/197*z^3 - 207/197*z + 1
*
[ 1/2 ] 
f(z) = 40/199*z^3 - 209/199*z + 1
*
[ 1/2 ] 
f(z) = 44/191*z^3 - 202/191*z + 1
*
[ 1/2 ] 
f(z) = 44/193*z^3 - 204/193*z + 1
*
[ 1/2 ] 
f(z) = 44/195*z^3 - 206/195*z + 1
*
[ 1/2 ] 
f(z) = 44/197*z^3 - 208/197*z + 1
*
[ 1/2 ] 
f(z) = 44/199*z^3 - 210/199*z + 1
*
[ 8/3 ] 
f(z) = 45/184*z^3 - 205/184*z + 1
*
[ 1/2 ] 
f(z) = 48/191*z^3 - 203/191*z + 1
*
[ 1/2 ] 
f(z) = 48/193*z^3 - 205/193*z + 1
*
[ 1/2 ] 
f(z) = 48/197*z^3 - 209/197*z + 1
*
[ 1/2 ] 
f(z) = 48/199*z^3 - 211/199*z + 1
*
[ 18/7 ] 
f(z) = 49/198*z^3 - 203/198*z + 1
*
[ -3 ] 
f(z) = 50/183*z^3 - 206/183*z + 1
*
[ 5/2 ] 
f(z) = 52/185*z^3 - 214/185*z + 1
*
[ 1/2 ] 
f(z) = 52/189*z^3 - 202/189*z + 1
*
[ 1/2 ] 
f(z) = 52/191*z^3 - 204/191*z + 1
*
[ 1/2 ] 
f(z) = 52/193*z^3 - 206/193*z + 1
*
[ 1/2 ] 
f(z) = 52/197*z^3 - 210/197*z + 1
*
[ 1/2 ] 
f(z) = 52/199*z^3 - 212/199*z + 1
*
[ -3 ] 
f(z) = 53/195*z^3 - 217/195*z + 1
*
[ 1/2 ] 
f(z) = 56/187*z^3 - 201/187*z + 1
*
[ 1/2 ] 
f(z) = 56/191*z^3 - 205/191*z + 1
*
[ 1/2 ] 
f(z) = 56/193*z^3 - 207/193*z + 1
*
[ 1/2 ] 
f(z) = 56/195*z^3 - 209/195*z + 1
*
[ 1/2 ] 
f(z) = 56/197*z^3 - 211/197*z + 1
*
[ 1/2 ] 
f(z) = 56/199*z^3 - 213/199*z + 1
*
[ 8/3 ] 
f(z) = 43/192*z^3 - 209/216*z + 1
*
[ 21/40 ] 
f(z) = 50/189*z^3 - 219/224*z + 1
*
[ 9/4 ] 
f(z) = 52/189*z^3 - 211/252*z + 1
*
[ 33/14 ] 
f(z) = 49/198*z^3 - 211/264*z + 1
*
[ 24/11 ] 
f(z) = 55/192*z^3 - 217/264*z + 1
*
[ -12 ] 
f(z) = 43/192*z^3 - 187/6*z + 1
*
21/4 | 0.17381207352460795666951037417677619274 | 0.020462119293481784884208117214207908604
f(z) = 44/189*z^3 - 181/28*z + 1
*
116/21 | 0.27232326460422587724350961406164981309 | 0.028952365795403821689195408804832995753
f(z) = 49/192*z^3 - 190/27*z + 1
*
-3/10 | 0.13985037128158921916744954713060742744 | 0.018695503193049634092842110700160229376
f(z) = 50/189*z^3 - 197/42*z + 1
*
[ -14/3 ] 
f(z) = 51/196*z^3 - 187/42*z + 1
*
15/4 | 0.14380601706655007456407285629949177406 | 0.016742769213107204533852764182016360363
f(z) = 40/189*z^3 - 199/70*z + 1
*
[ -9/2 ] 
f(z) = 40/189*z^3 - 193/63*z + 1
*
15/7 | 0.072924213532658822801500138571048932076 | 0.011520920846451898959597326105319858629
f(z) = 49/180*z^3 - 187/60*z + 1
*
4/5 | 0.27372928391274086270150155006858301306 | 0.029252769531602606591338286334435467563
f(z) = 49/192*z^3 - 181/75*z + 1
*
2/3 | 0.21278091743215198920104824467513971855 | 0.029236426674872493136236305691530806225
f(z) = 51/184*z^3 - 181/69*z + 1
*
4/5 | 0.27325467821101812325259663102396333558 | 0.029184865454021027798438997294789155546
f(z) = 53/192*z^3 - 182/75*z + 1
*
2/3 | 0.21343624258485136150673623662764467706 | 0.029304284987179402640734100177710510018
f(z) = 57/184*z^3 - 182/69*z + 1
*
3/2 | 0.21913872552071300405557813614168805566 | 0.029630472470168474521126124180574368227
f(z) = 41/189*z^3 - 181/84*z + 1
*
22/7 | 0.062733947758460631440775239747103116172 | 0.010497032170728114550779505541038278019
f(z) = 49/180*z^3 - 197/90*z + 1
*
3/2 | 0.21499044729190418683984862219882597855 | 0.028819424085757132292566660374914727826
f(z) = 53/189*z^3 - 193/84*z + 1
*
[ 46/15 ] 
f(z) = 45/184*z^3 - 187/115*z + 1
*
[ -7/2 ] 
f(z) = 47/196*z^3 - 185/112*z + 1
*
[ 3/8 ] 
f(z) = 52/189*z^3 - 191/112*z + 1
*
-21/8 | 0.19537795559315927445069509723942631893 | 0.026417700115417138719345029346630817137
f(z) = 40/189*z^3 - 181/168*z + 1
*
[ 1/2 ] 
f(z) = 40/181*z^3 - 191/181*z + 1
*
[ 1/2 ] 
f(z) = 40/183*z^3 - 193/183*z + 1
*
[ 1/2 ] 
f(z) = 40/187*z^3 - 197/187*z + 1
*
[ 1/2 ] 
f(z) = 40/189*z^3 - 199/189*z + 1
*
[ 1/2 ] 
f(z) = 44/181*z^3 - 192/181*z + 1
*
[ 1/2 ] 
f(z) = 44/183*z^3 - 194/183*z + 1
*
[ 1/2 ] 
f(z) = 44/185*z^3 - 196/185*z + 1
*
[ 1/2 ] 
f(z) = 44/189*z^3 - 200/189*z + 1
*
[ 1/2 ] 
f(z) = 48/181*z^3 - 193/181*z + 1
*
[ 1/2 ] 
f(z) = 48/185*z^3 - 197/185*z + 1
*
[ 5/2 ] 
f(z) = 48/185*z^3 - 189/185*z + 1
*
[ 1/2 ] 
f(z) = 48/187*z^3 - 199/187*z + 1
*
[ -3 ] 
f(z) = 49/183*z^3 - 197/183*z + 1
*
[ -3 ] 
f(z) = 49/186*z^3 - 193/186*z + 1
*
[ -3 ] 
f(z) = 49/192*z^3 - 185/192*z + 1
*
[ -3 ] 
f(z) = 49/195*z^3 - 181/195*z + 1
*
[ 1/2 ] 
f(z) = 52/181*z^3 - 194/181*z + 1
*
[ 1/2 ] 
f(z) = 52/183*z^3 - 196/183*z + 1
*
[ 1/2 ] 
f(z) = 52/185*z^3 - 198/185*z + 1
*
[ 1/2 ] 
f(z) = 52/187*z^3 - 200/187*z + 1
*
[ 1/2 ] 
f(z) = 56/181*z^3 - 195/181*z + 1
*
[ 1/2 ] 
f(z) = 56/183*z^3 - 197/183*z + 1
*
[ 1/2 ] 
f(z) = 56/185*z^3 - 199/185*z + 1
*
[ 8/3 ] 
f(z) = 41/192*z^3 - 193/216*z + 1
*
[ 7/3 ] 
f(z) = 47/196*z^3 - 185/252*z + 1
*
-10/7 | 0.18796940056421581191433036816729890666 | 0.027373121709154013361533675916503713130
f(z) = 49/192*z^3 - 197/240*z + 1
*
[ 2/3 ] 
f(z) = 51/196*z^3 - 181/294*z + 1
*
[ 2/3 ] 
f(z) = 57/196*z^3 - 185/294*z + 1
*
[ 12 ] 
f(z) = 41/192*z^3 - 179/6*z + 1
*
[ -21/2 ] 
f(z) = 44/189*z^3 - 172/7*z + 1
*
[ -21/4 ] 
f(z) = 52/189*z^3 - 179/28*z + 1
*
-2/7 | 0.13625530010781178553149909452081460883 | 0.020910261331690687177857201638145911956
f(z) = 49/192*z^3 - 169/48*z + 1
*
-6/7 | 0.18439278981609499422031080682018426044 | 0.028509798867387734543156770197531926008
f(z) = 49/192*z^3 - 161/48*z + 1
*
4/5 | 0.27325434863740343699478531099059727179 | 0.029236730921913412011339273803001072489
f(z) = 41/192*z^3 - 179/75*z + 1
*
-3/7 | 0.089222204986422713055315286521247274653 | 0.014408427339012090249928974751964162859
f(z) = 49/180*z^3 - 163/60*z + 1
*
3/2 | 0.15451031419628497696236490900549483798 | 0.018287130432279267545787060427802619272
f(z) = 52/189*z^3 - 173/91*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016792844724822992300522340631100727905
f(z) = 57/188*z^3 - 161/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016890374516497852460188627499606385917
f(z) = 57/196*z^3 - 163/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014274100176743502863541475319189521737
f(z) = 59/180*z^3 - 163/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016721779291666592743363364376472724045
f(z) = 59/188*z^3 - 165/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016819909236061498879415900953622743620
f(z) = 59/196*z^3 - 167/98*z + 1
*
[ 2/5 ] 
f(z) = 45/184*z^3 - 177/115*z + 1
*
[ -10/3 ] 
f(z) = 45/184*z^3 - 163/115*z + 1
*
[ -7/2 ] 
f(z) = 45/196*z^3 - 171/112*z + 1
*
[ 2/5 ] 
f(z) = 55/184*z^3 - 178/115*z + 1
*
[ 7/15 ] 
f(z) = 45/196*z^3 - 167/140*z + 1
*
[ 5/2 ] 
f(z) = 44/185*z^3 - 164/185*z + 1
*
[ -3 ] 
f(z) = 46/183*z^3 - 170/183*z + 1
*
[ -3 ] 
f(z) = 47/183*z^3 - 179/183*z + 1
*
[ -3 ] 
f(z) = 47/186*z^3 - 175/186*z + 1
*
[ -3 ] 
f(z) = 47/192*z^3 - 167/192*z + 1
*
[ -3 ] 
f(z) = 47/195*z^3 - 163/195*z + 1
*
[ 17/7 ] 
f(z) = 49/187*z^3 - 179/187*z + 1
*
3/10 | 0.19894519335424944832910894467177640573 | 0.026370153183191983344689151691499265483
f(z) = 40/189*z^3 - 179/210*z + 1
*
[ -8/3 ] 
f(z) = 59/192*z^3 - 175/216*z + 1
*
[ 2/3 ] 
f(z) = 51/188*z^3 - 175/282*z + 1
*
[ 2/3 ] 
f(z) = 57/188*z^3 - 179/282*z + 1
*
[ 21/2 ] 
f(z) = 40/189*z^3 - 157/7*z + 1
*
[ 6 ] 
f(z) = 58/189*z^3 - 143/14*z + 1
*
[ -6 ] 
f(z) = 59/189*z^3 - 141/14*z + 1
*
[ 21/4 ] 
f(z) = 44/189*z^3 - 157/28*z + 1
*
3 | 0.21237549582718524587316262596515847685 | 0.025693743574045200775872186890298657823
f(z) = 50/189*z^3 - 144/35*z + 1
*
[ 21/5 ] 
f(z) = 55/189*z^3 - 153/35*z + 1
*
-39/10 | 0.098292874448327223048346923254756113420 | 0.013575145684276109772517954523049782505
f(z) = 50/189*z^3 - 155/42*z + 1
*
3/7 | 0.14911842259640347111378503217978216117 | 0.024601085942020588958675365961112528317
f(z) = 49/180*z^3 - 143/60*z + 1
*
-12/5 | 0.27325138886585389690232804568855823481 | 0.029714688061314081479424883183760920946
f(z) = 49/192*z^3 - 154/75*z + 1
*
[ 12/35 ] 
f(z) = 49/192*z^3 - 146/75*z + 1
*
3 | 0.19083991151422596740691582655688532759 | 0.023147270527996238815033442426498342886
f(z) = 50/189*z^3 - 141/70*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017281295187316807398394389228056869492
f(z) = 47/196*z^3 - 143/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014604468269587102591449389580350446665
f(z) = 49/180*z^3 - 143/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017102854323938513994135432328154082843
f(z) = 49/188*z^3 - 145/94*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017021161349994968904987285896508872037
f(z) = 51/188*z^3 - 149/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017116559543170134634969738450784555128
f(z) = 51/196*z^3 - 151/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014465249741014324661555273283701907432
f(z) = 53/180*z^3 - 151/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016942378899325861229192629577273649351
f(z) = 53/188*z^3 - 153/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017038548281309956320079372655600442090
f(z) = 53/196*z^3 - 155/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016866327923224224523291963150669046106
f(z) = 55/188*z^3 - 157/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016963205908216611740424548490237248720
f(z) = 55/196*z^3 - 159/98*z + 1
*
[ -7/2 ] 
f(z) = 41/196*z^3 - 143/112*z + 1
*
[ -7/2 ] 
f(z) = 43/196*z^3 - 157/112*z + 1
*
[ 21/8 ] 
f(z) = 52/189*z^3 - 143/112*z + 1
*
[ 18/7 ] 
f(z) = 49/192*z^3 - 155/144*z + 1
*
[ 12/5 ] 
f(z) = 53/192*z^3 - 151/150*z + 1
*
[ 12/5 ] 
f(z) = 55/189*z^3 - 153/140*z + 1
*
[ -3 ] 
f(z) = 43/183*z^3 - 143/183*z + 1
*
[ -3 ] 
f(z) = 44/183*z^3 - 152/183*z + 1
*
[ 5/2 ] 
f(z) = 44/195*z^3 - 158/195*z + 1
*
[ 7/3 ] 
f(z) = 45/182*z^3 - 141/182*z + 1
*
[ -3 ] 
f(z) = 46/195*z^3 - 154/195*z + 1
*
[ -20/7 ] 
f(z) = 49/180*z^3 - 157/180*z + 1
*
[ 4/7 ] 
f(z) = 49/180*z^3 - 151/180*z + 1
*
[ 4/7 ] 
f(z) = 49/188*z^3 - 157/188*z + 1
*
[ 2 ] 
f(z) = 59/182*z^3 - 145/182*z + 1
*
[ 2 ] 
f(z) = 59/186*z^3 - 143/186*z + 1
*
[ 2 ] 
f(z) = 59/190*z^3 - 141/190*z + 1
*
[ 46/21 ] 
f(z) = 49/184*z^3 - 152/207*z + 1
*
[ -8/3 ] 
f(z) = 55/192*z^3 - 143/216*z + 1
*
[ 7/3 ] 
f(z) = 41/196*z^3 - 143/252*z + 1
*
[ 7/3 ] 
f(z) = 43/196*z^3 - 157/252*z + 1
*
[ 9/4 ] 
f(z) = 44/189*z^3 - 157/252*z + 1
*
[ 12/7 ] 
f(z) = 59/192*z^3 - 143/294*z + 1
*
6 | 0.22142524863143368604925366369868008619 | 0.027255187581248291943439622056338558547
f(z) = 46/189*z^3 - 125/14*z + 1
*
[ 6 ] 
f(z) = 52/189*z^3 - 127/14*z + 1
*
[ -6 ] 
f(z) = 53/189*z^3 - 125/14*z + 1
*
[ 6 ] 
f(z) = 55/189*z^3 - 135/14*z + 1
*
[ 12 ] 
f(z) = 55/192*z^3 - 121/3*z + 1
*
[ 12 ] 
f(z) = 59/192*z^3 - 130/3*z + 1
*
[ 30/7 ] 
f(z) = 49/180*z^3 - 127/30*z + 1
*
-6/7 | 0.15051038650746221338273336679535141639 | 0.022847703041153338448598321620812049930
f(z) = 49/180*z^3 - 121/30*z + 1
*
-30/7 | 0.19792768429574961549039203283007613257 | 0.029426228983719267498930594911448595591
f(z) = 49/198*z^3 - 139/33*z + 1
*
4/11 | 0.19992384918776837724738466207389935976 | 0.022245406791151428128591284581029118965
f(z) = 55/192*z^3 - 125/33*z + 1
*
20/11 | 0.19415230232353535456918472414132289447 | 0.021661762699769710322901019431862366279
f(z) = 55/192*z^3 - 122/33*z + 1
*
16/7 | 0.15802946428674692957881371553710864720 | 0.025177384147290895731543295230346801321
f(z) = 49/192*z^3 - 133/48*z + 1
*
3/4 | 0.19592763536064803997275739850110669810 | 0.023805618055303501258646213214631583436
f(z) = 50/189*z^3 - 139/56*z + 1
*
2 | 0.18092747791985287304502174368792736587 | 0.029113256227015828901381504839542771558
f(z) = 53/192*z^3 - 125/48*z + 1
*
2 | 0.18403027230429357667819521667479561631 | 0.029537086957512435512807824296298740428
f(z) = 55/192*z^3 - 127/48*z + 1
*
[ 3 ] 
f(z) = 59/180*z^3 - 137/60*z + 1
*
[ 3 ] 
f(z) = 59/198*z^3 - 133/66*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014917422165781366841638020857352540104
f(z) = 41/180*z^3 - 127/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017462966545466522871561100273039479533
f(z) = 41/188*z^3 - 129/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017553307629189376310433803531601091573
f(z) = 41/196*z^3 - 131/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014834346703651259500308659460324346193
f(z) = 43/180*z^3 - 131/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017367459759451809591467089475007825615
f(z) = 43/188*z^3 - 133/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017459002693200312275955106376982208700
f(z) = 43/196*z^3 - 135/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.017275776647508721521556903171242286206
f(z) = 45/188*z^3 - 137/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.017368415905264075889833494335585780820
f(z) = 45/196*z^3 - 139/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014678094218747345070924947616717582110
f(z) = 47/180*z^3 - 139/90*z + 1
*
21/26 | 0.24261290133011657519097183003115635537 | 0.029747834082525330634404745988752087523
f(z) = 52/189*z^3 - 129/91*z + 1
*
-8/5 | 0.18383814619333652097417276740133283517 | 0.026376422894194644849943032980049934827
f(z) = 55/192*z^3 - 133/120*z + 1
*
[ 4/7 ] 
f(z) = 43/192*z^3 - 121/147*z + 1
*
[ 6/11 ] 
f(z) = 44/189*z^3 - 139/154*z + 1
*
[ 4/7 ] 
f(z) = 47/192*z^3 - 122/147*z + 1
*
[ 12/5 ] 
f(z) = 49/192*z^3 - 133/150*z + 1
*
[ 4/7 ] 
f(z) = 55/192*z^3 - 124/147*z + 1
*
[ 4/7 ] 
f(z) = 59/192*z^3 - 125/147*z + 1
*
[ 3/5 ] 
f(z) = 43/189*z^3 - 131/175*z + 1
*
[ 3/5 ] 
f(z) = 46/189*z^3 - 132/175*z + 1
*
[ 3/5 ] 
f(z) = 52/189*z^3 - 134/175*z + 1
*
[ 3/5 ] 
f(z) = 58/189*z^3 - 136/175*z + 1
*
[ -3 ] 
f(z) = 41/183*z^3 - 125/183*z + 1
*
[ -3 ] 
f(z) = 41/186*z^3 - 121/186*z + 1
*
[ -3 ] 
f(z) = 43/186*z^3 - 139/186*z + 1
*
[ -3 ] 
f(z) = 43/192*z^3 - 131/192*z + 1
*
[ -3 ] 
f(z) = 43/195*z^3 - 127/195*z + 1
*
[ -3 ] 
f(z) = 44/195*z^3 - 136/195*z + 1
*
-9/7 | 0.082483859209153218594945851008436591193 | 0.015883794450364689620210264552832488777
f(z) = 49/180*z^3 - 121/180*z + 1
*
[ 15/7 ] 
f(z) = 49/195*z^3 - 121/195*z + 1
*
[ 3/5 ] 
f(z) = 50/183*z^3 - 140/183*z + 1
*
[ 11/5 ] 
f(z) = 50/187*z^3 - 140/187*z + 1
*
[ 2 ] 
f(z) = 53/182*z^3 - 121/182*z + 1
*
[ 2 ] 
f(z) = 55/182*z^3 - 129/182*z + 1
*
[ 2 ] 
f(z) = 55/186*z^3 - 127/186*z + 1
*
[ 2 ] 
f(z) = 55/194*z^3 - 123/194*z + 1
*
[ 2 ] 
f(z) = 57/182*z^3 - 137/182*z + 1
*
[ 2 ] 
f(z) = 57/194*z^3 - 131/194*z + 1
*
[ 2 ] 
f(z) = 59/194*z^3 - 139/194*z + 1
*
[ 2 ] 
f(z) = 59/198*z^3 - 137/198*z + 1
*
[ 2/3 ] 
f(z) = 41/184*z^3 - 124/207*z + 1
*
[ 2/3 ] 
f(z) = 43/184*z^3 - 125/207*z + 1
*
[ 2/3 ] 
f(z) = 47/184*z^3 - 127/207*z + 1
*
[ 2/3 ] 
f(z) = 49/184*z^3 - 128/207*z + 1
*
[ 2/3 ] 
f(z) = 53/184*z^3 - 130/207*z + 1
*
[ -8/3 ] 
f(z) = 53/192*z^3 - 127/216*z + 1
*
[ 2/3 ] 
f(z) = 55/184*z^3 - 131/207*z + 1
*
[ 2/3 ] 
f(z) = 59/184*z^3 - 133/207*z + 1
*
[ 8/11 ] 
f(z) = 55/192*z^3 - 139/264*z + 1
*
[ 14/19 ] 
f(z) = 57/196*z^3 - 137/266*z + 1
*
[ 12/7 ] 
f(z) = 55/192*z^3 - 125/294*z + 1
*
6 | 0.20740533187719530972613165447894656978 | 0.025967263612259274191358331327631980751
f(z) = 40/189*z^3 - 109/14*z + 1
*
[ 6 ] 
f(z) = 43/189*z^3 - 103/14*z + 1
*
[ -6 ] 
f(z) = 44/189*z^3 - 101/14*z + 1
*
[ 6 ] 
f(z) = 46/189*z^3 - 111/14*z + 1
*
[ -6 ] 
f(z) = 47/189*z^3 - 109/14*z + 1
*
[ 12 ] 
f(z) = 47/192*z^3 - 103/3*z + 1
*
[ -12 ] 
f(z) = 49/192*z^3 - 107/3*z + 1
*
[ 36/7 ] 
f(z) = 49/192*z^3 - 107/18*z + 1
*
[ -6 ] 
f(z) = 50/189*z^3 - 117/14*z + 1
*
[ -12 ] 
f(z) = 53/192*z^3 - 116/3*z + 1
*
[ -30/7 ] 
f(z) = 49/180*z^3 - 113/30*z + 1
*
4 | 0.24682427973957327845850373742071820837 | 0.027641235031262634342541349923064071797
f(z) = 49/192*z^3 - 118/21*z + 1
*
[ 4/21 ] 
f(z) = 49/192*z^3 - 115/27*z + 1
*
8/7 | 0.17427584804811419375345929899784445519 | 0.026032449400672775817769516285703896889
f(z) = 49/192*z^3 - 101/24*z + 1
*
2 | 0.15541089154543047061924144313266260966 | 0.025420178375987347082055739135970152515
f(z) = 41/192*z^3 - 113/48*z + 1
*
2 | 0.16098379515618262016515704501130763115 | 0.026256377159173167862851513718526036194
f(z) = 43/192*z^3 - 115/48*z + 1
*
2 | 0.17011723469555294040213090410671270076 | 0.027592166292313650078707283849335633596
f(z) = 47/192*z^3 - 119/48*z + 1
*
33/10 | 0.20394447982486039060279120248234292854 | 0.029686010806643964055128886051486797107
f(z) = 50/189*z^3 - 107/42*z + 1
*
[ 3 ] 
f(z) = 47/180*z^3 - 101/60*z + 1
*
15/7 | 0.13108454778343992787574677080838535383 | 0.022863552238140703627810673125772846515
f(z) = 49/180*z^3 - 103/60*z + 1
*
[ 3 ] 
f(z) = 49/198*z^3 - 103/66*z + 1
*
[ 3 ] 
f(z) = 53/180*z^3 - 119/60*z + 1
*
[ 3 ] 
f(z) = 53/198*z^3 - 115/66*z + 1
*
[ 14/5 ] 
f(z) = 55/196*z^3 - 109/70*z + 1
*
[ 18/7 ] 
f(z) = 49/180*z^3 - 107/90*z + 1
*
[ -46/15 ] 
f(z) = 45/184*z^3 - 112/115*z + 1
*
[ -3 ] 
f(z) = 40/183*z^3 - 116/183*z + 1
*
[ -3 ] 
f(z) = 41/192*z^3 - 113/192*z + 1
*
[ -3 ] 
f(z) = 41/195*z^3 - 109/195*z + 1
*
[ 2/3 ] 
f(z) = 45/182*z^3 - 111/182*z + 1
*
[ 2/3 ] 
f(z) = 45/194*z^3 - 117/194*z + 1
*
[ -11/4 ] 
f(z) = 48/187*z^3 - 108/187*z + 1
*
[ 2 ] 
f(z) = 49/186*z^3 - 103/186*z + 1
*
[ 5/7 ] 
f(z) = 49/195*z^3 - 103/195*z + 1
*
[ 2 ] 
f(z) = 51/182*z^3 - 113/182*z + 1
*
[ 2 ] 
f(z) = 51/190*z^3 - 109/190*z + 1
*
[ 2 ] 
f(z) = 51/194*z^3 - 107/194*z + 1
*
[ 2 ] 
f(z) = 53/186*z^3 - 119/186*z + 1
*
[ 2 ] 
f(z) = 53/190*z^3 - 117/190*z + 1
*
[ 2 ] 
f(z) = 53/194*z^3 - 115/194*z + 1
*
[ 2 ] 
f(z) = 53/198*z^3 - 113/198*z + 1
*
[ 21/29 ] 
f(z) = 58/189*z^3 - 110/203*z + 1
*
[ -28/11 ] 
f(z) = 55/192*z^3 - 107/231*z + 1
*
[ 7/9 ] 
f(z) = 45/196*z^3 - 107/252*z + 1
*
[ 12/7 ] 
f(z) = 49/184*z^3 - 101/276*z + 1
*
[ 6/7 ] 
f(z) = 49/188*z^3 - 101/282*z + 1
*
[ -6 ] 
f(z) = 41/189*z^3 - 93/14*z + 1
*
[ -12 ] 
f(z) = 41/192*z^3 - 89/3*z + 1
*
[ 12 ] 
f(z) = 43/192*z^3 - 94/3*z + 1
*
-24/7 | 0.18479683420752117543424282473545063353 | 0.028135603246489867759864110060396123672
f(z) = 49/192*z^3 - 89/24*z + 1
*
[ 21/5 ] 
f(z) = 50/189*z^3 - 82/21*z + 1
*
3 | 0.22002575186857610713377679056151711720 | 0.028610867174120162615550549172752933488
f(z) = 50/189*z^3 - 81/35*z + 1
*
-15/4 | 0.073321817383397214491160428967128878468 | 0.010827305838752416278087154482762466559
f(z) = 40/189*z^3 - 97/42*z + 1
*
-10/7 | 0.077017387011970368546318099586976408352 | 0.012920200976843572396890942180726329925
f(z) = 49/192*z^3 - 97/48*z + 1
*
-16/7 | 0.12836162260900335442907603450980430228 | 0.021766707379545402457843510937668707869
f(z) = 49/192*z^3 - 91/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013267113930056554481801105228695856859
f(z) = 59/192*z^3 - 83/48*z + 1
*
21/20 | 0.22491824494071960553443982802487615231 | 0.029154588212474570773203045487358770495
f(z) = 40/189*z^3 - 83/70*z + 1
*
[ 3 ] 
f(z) = 41/180*z^3 - 83/60*z + 1
*
[ 3 ] 
f(z) = 43/180*z^3 - 89/60*z + 1
*
[ 3 ] 
f(z) = 43/198*z^3 - 85/66*z + 1
*
21/22 | 0.23393924391360044522870137780989421305 | 0.029723374857170810969465520665396997688
f(z) = 44/189*z^3 - 97/77*z + 1
*
[ 14/5 ] 
f(z) = 45/196*z^3 - 81/70*z + 1
*
[ 3 ] 
f(z) = 47/198*z^3 - 97/66*z + 1
*
[ 3/7 ] 
f(z) = 49/198*z^3 - 91/66*z + 1
*
-3/2 | 0.21486349360132860080327820610556655882 | 0.027446540246825226498921658708549855364
f(z) = 50/189*z^3 - 93/70*z + 1
*
[ -3 ] 
f(z) = 59/180*z^3 - 97/60*z + 1
*
[ 12/5 ] 
f(z) = 59/192*z^3 - 89/75*z + 1
*
[ -3 ] 
f(z) = 59/198*z^3 - 89/66*z + 1
*
[ 7/3 ] 
f(z) = 57/196*z^3 - 85/84*z + 1
*
[ 12/5 ] 
f(z) = 40/189*z^3 - 89/140*z + 1
*
[ 12/5 ] 
f(z) = 41/192*z^3 - 97/150*z + 1
*
[ 21/10 ] 
f(z) = 44/189*z^3 - 88/175*z + 1
*
[ 20/11 ] 
f(z) = 55/192*z^3 - 82/165*z + 1
*
[ 3/4 ] 
f(z) = 58/189*z^3 - 85/168*z + 1
*
[ 2 ] 
f(z) = 43/182*z^3 - 81/182*z + 1
*
[ 2 ] 
f(z) = 45/182*z^3 - 89/182*z + 1
*
[ 2 ] 
f(z) = 45/194*z^3 - 83/194*z + 1
*
[ 2 ] 
f(z) = 47/182*z^3 - 97/182*z + 1
*
[ 2 ] 
f(z) = 47/186*z^3 - 95/186*z + 1
*
[ 2 ] 
f(z) = 47/190*z^3 - 93/190*z + 1
*
[ 2 ] 
f(z) = 47/194*z^3 - 91/194*z + 1
*
[ 2 ] 
f(z) = 47/198*z^3 - 89/198*z + 1
*
[ 5/7 ] 
f(z) = 49/180*z^3 - 97/180*z + 1
*
[ 5/7 ] 
f(z) = 49/185*z^3 - 99/185*z + 1
*
[ 2 ] 
f(z) = 49/194*z^3 - 99/194*z + 1
*
[ 2 ] 
f(z) = 49/198*z^3 - 97/198*z + 1
*
[ -5/2 ] 
f(z) = 56/185*z^3 - 91/185*z + 1
*
[ -8/3 ] 
f(z) = 49/192*z^3 - 95/216*z + 1
*
[ 21/11 ] 
f(z) = 44/189*z^3 - 86/231*z + 1
*
[ -21/8 ] 
f(z) = 50/189*z^3 - 99/224*z + 1
*
[ 14/17 ] 
f(z) = 51/196*z^3 - 93/238*z + 1
*
[ 3/2 ] 
f(z) = 59/180*z^3 - 97/240*z + 1
*
[ 21/13 ] 
f(z) = 52/189*z^3 - 92/273*z + 1
*
[ 4/3 ] 
f(z) = 57/184*z^3 - 83/276*z + 1
*
[ 3/2 ] 
f(z) = 59/198*z^3 - 89/264*z + 1
*
[ 12/7 ] 
f(z) = 47/192*z^3 - 89/294*z + 1
*
-21/4 | 0.20213808788728920289956700758599740270 | 0.026743089254021981609050921283075115347
f(z) = 40/189*z^3 - 71/14*z + 1
*
-21/5 | 0.12556614358706856534453066929364014580 | 0.016675576084317448361977511867951958509
f(z) = 50/189*z^3 - 69/14*z + 1
*
3/2 | 0.21913872552071300405557813614168805566 | 0.029586510598808986665829062516438076329
f(z) = 43/189*z^3 - 61/28*z + 1
*
-15/4 | 0.19740081482149529316819658809952028421 | 0.026020709820598021768642875096849803276
f(z) = 44/189*z^3 - 73/28*z + 1
*
3/4 | 0.19511723701234309831197015423136460770 | 0.025912178539631517948941741857916069996
f(z) = 44/189*z^3 - 69/28*z + 1
*
6/7 | 0.17770247463933502694544679152671075614 | 0.029350772957834962650165558158055608267
f(z) = 49/180*z^3 - 71/30*z + 1
*
24/7 | 0.17976098631152777183143523269815576721 | 0.028343983730884710367650286963724022253
f(z) = 49/192*z^3 - 71/24*z + 1
*
4/5 | 0.18401776980982951339315230009959770315 | 0.023725262406317810133286453562813195516
f(z) = 55/192*z^3 - 73/30*z + 1
*
-12/5 | 0.15575747880940834323485185301789946201 | 0.020306229092520588053243298898487576228
f(z) = 55/192*z^3 - 67/30*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013850350033059697759503108100000168524
f(z) = 41/192*z^3 - 65/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.013775090813842743322732411299771322621
f(z) = 43/192*z^3 - 67/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013633871171103136151834501092236894355
f(z) = 47/192*z^3 - 71/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013567152935397029755214782757861894351
f(z) = 49/192*z^3 - 73/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.013440665313437641327624813483863017461
f(z) = 53/192*z^3 - 77/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013380965330616157306704464987133411834
f(z) = 55/192*z^3 - 79/48*z + 1
*
[ 3 ] 
f(z) = 41/198*z^3 - 79/66*z + 1
*
[ -3 ] 
f(z) = 47/180*z^3 - 61/60*z + 1
*
[ 12/5 ] 
f(z) = 47/192*z^3 - 62/75*z + 1
*
[ -3 ] 
f(z) = 53/180*z^3 - 79/60*z + 1
*
[ -3 ] 
f(z) = 53/198*z^3 - 71/66*z + 1
*
-18/7 | 0.065488007735152040174183476483240857242 | 0.012610928535623333888848052968858436000
f(z) = 49/180*z^3 - 77/90*z + 1
*
[ 4/7 ] 
f(z) = 49/184*z^3 - 77/92*z + 1
*
[ 12/5 ] 
f(z) = 50/189*z^3 - 79/84*z + 1
*
[ 7/3 ] 
f(z) = 51/196*z^3 - 71/84*z + 1
*
[ 2 ] 
f(z) = 53/180*z^3 - 61/90*z + 1
*
[ 2 ] 
f(z) = 55/188*z^3 - 63/94*z + 1
*
[ 2 ] 
f(z) = 55/196*z^3 - 61/98*z + 1
*
[ 2 ] 
f(z) = 57/188*z^3 - 67/94*z + 1
*
[ 2 ] 
f(z) = 57/196*z^3 - 65/98*z + 1
*
[ 2 ] 
f(z) = 59/180*z^3 - 73/90*z + 1
*
[ 2 ] 
f(z) = 59/188*z^3 - 71/94*z + 1
*
[ 2 ] 
f(z) = 59/196*z^3 - 69/98*z + 1
*
[ 9/4 ] 
f(z) = 40/189*z^3 - 65/126*z + 1
*
[ 4/5 ] 
f(z) = 47/192*z^3 - 61/150*z + 1
*
[ 4/5 ] 
f(z) = 59/192*z^3 - 67/150*z + 1
*
[ 3/4 ] 
f(z) = 46/189*z^3 - 79/168*z + 1
*
[ 21/25 ] 
f(z) = 50/189*z^3 - 66/175*z + 1
*
[ 2 ] 
f(z) = 41/182*z^3 - 73/182*z + 1
*
[ 2 ] 
f(z) = 41/186*z^3 - 71/186*z + 1
*
[ 2 ] 
f(z) = 41/190*z^3 - 69/190*z + 1
*
[ 2 ] 
f(z) = 41/194*z^3 - 67/194*z + 1
*
[ 2 ] 
f(z) = 41/198*z^3 - 65/198*z + 1
*
[ 2 ] 
f(z) = 43/186*z^3 - 79/186*z + 1
*
[ 2 ] 
f(z) = 43/190*z^3 - 77/190*z + 1
*
[ 2 ] 
f(z) = 43/194*z^3 - 75/194*z + 1
*
[ 2 ] 
f(z) = 43/198*z^3 - 73/198*z + 1
*
[ -8/3 ] 
f(z) = 45/184*z^3 - 67/184*z + 1
*
[ 6/7 ] 
f(z) = 49/186*z^3 - 67/186*z + 1
*
[ 13/7 ] 
f(z) = 49/195*z^3 - 79/195*z + 1
*
[ -5/2 ] 
f(z) = 52/185*z^3 - 66/185*z + 1
*
[ 5/3 ] 
f(z) = 54/185*z^3 - 76/185*z + 1
*
[ 3/2 ] 
f(z) = 56/183*z^3 - 65/183*z + 1
*
[ -5/2 ] 
f(z) = 56/195*z^3 - 77/195*z + 1
*
[ 3/2 ] 
f(z) = 56/195*z^3 - 61/195*z + 1
*
[ -8/3 ] 
f(z) = 47/192*z^3 - 79/216*z + 1
*
[ -18/7 ] 
f(z) = 49/184*z^3 - 77/207*z + 1
*
[ 3/2 ] 
f(z) = 47/180*z^3 - 61/240*z + 1
*
[ 3/2 ] 
f(z) = 49/180*z^3 - 67/240*z + 1
*
[ 3/2 ] 
f(z) = 53/180*z^3 - 79/240*z + 1
*
[ 4/3 ] 
f(z) = 51/184*z^3 - 67/276*z + 1
*
[ 3/2 ] 
f(z) = 53/198*z^3 - 71/264*z + 1
*
[ 12/7 ] 
f(z) = 43/192*z^3 - 71/294*z + 1
*
[ 14/3 ] 
f(z) = 45/196*z^3 - 59/14*z + 1
*
[ -14/3 ] 
f(z) = 45/196*z^3 - 53/14*z + 1
*
-44/7 | 0.20093654778872270856364302417504046966 | 0.026637845210326698304511772411746359357
f(z) = 49/192*z^3 - 59/6*z + 1
*
[ -36/7 ] 
f(z) = 49/192*z^3 - 50/9*z + 1
*
36/7 | 0.12363304009173411360797247532801462543 | 0.017220746152261108830863205492408857792
f(z) = 49/192*z^3 - 41/6*z + 1
*
-20/7 | 0.21370149952178955767071652634753417039 | 0.027145470561372813877969418856355294292
f(z) = 49/192*z^3 - 41/15*z + 1
*
21/10 | 0.10811786185829277880767194882758386506 | 0.014958897413556692851404680898757790020
f(z) = 50/189*z^3 - 51/14*z + 1
*
-4/5 | 0.24349338852177592086530497166321299077 | 0.029563010741830005494830481378576820374
f(z) = 55/192*z^3 - 59/15*z + 1
*
12/5 | 0.092593597842608386413250202748504155250 | 0.011313653676662674564829810576593117545
f(z) = 55/192*z^3 - 56/15*z + 1
*
3/4 | 0.19511644771231780938770945059125208246 | 0.027836362464433818026038275979104189944
f(z) = 44/189*z^3 - 41/28*z + 1
*
[ 2/7 ] 
f(z) = 49/184*z^3 - 58/23*z + 1
*
-8/7 | 0.10312607027948508352306309710302920158 | 0.016749459519176407812358607313839121550
f(z) = 49/192*z^3 - 59/24*z + 1
*
[ 24/7 ] 
f(z) = 49/192*z^3 - 55/24*z + 1
*
8/7 | 0.15416440181955102992649993860644583490 | 0.025482842006241758780963861039579099628
f(z) = 49/192*z^3 - 53/24*z + 1
*
[ 20/7 ] 
f(z) = 49/192*z^3 - 43/30*z + 1
*
[ -24/7 ] 
f(z) = 49/192*z^3 - 41/24*z + 1
*
-12/5 | 0.20849940995796579824975040896304611178 | 0.028277339681200775316227694765217819023
f(z) = 50/189*z^3 - 59/28*z + 1
*
[ 3 ] 
f(z) = 55/189*z^3 - 41/21*z + 1
*
[ 4/11 ] 
f(z) = 55/192*z^3 - 59/33*z + 1
*
[ 3 ] 
f(z) = 58/189*z^3 - 44/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016670577859578627517939078553578509822
f(z) = 59/184*z^3 - 41/23*z + 1
*
[ 21/8 ] 
f(z) = 40/189*z^3 - 47/56*z + 1
*
[ -3 ] 
f(z) = 41/180*z^3 - 43/60*z + 1
*
[ -3 ] 
f(z) = 43/180*z^3 - 49/60*z + 1
*
[ 12/5 ] 
f(z) = 43/192*z^3 - 53/75*z + 1
*
[ -3 ] 
f(z) = 43/198*z^3 - 41/66*z + 1
*
-3/2 | 0.16925281079142875893127718752381915318 | 0.022154546563054264594149332002184009485
f(z) = 44/189*z^3 - 59/77*z + 1
*
[ -3 ] 
f(z) = 47/198*z^3 - 53/66*z + 1
*
[ 15/7 ] 
f(z) = 49/180*z^3 - 43/60*z + 1
*
[ -3 ] 
f(z) = 49/198*z^3 - 59/66*z + 1
*
[ 2/3 ] 
f(z) = 51/184*z^3 - 43/69*z + 1
*
[ 21/11 ] 
f(z) = 55/189*z^3 - 45/77*z + 1
*
[ -14/5 ] 
f(z) = 55/196*z^3 - 59/70*z + 1
*
[ 2/3 ] 
f(z) = 57/184*z^3 - 44/69*z + 1
*
[ 2 ] 
f(z) = 43/180*z^3 - 41/90*z + 1
*
[ 2/3 ] 
f(z) = 45/188*z^3 - 57/94*z + 1
*
[ 2 ] 
f(z) = 45/188*z^3 - 43/94*z + 1
*
[ 2/3 ] 
f(z) = 45/196*z^3 - 59/98*z + 1
*
[ 2 ] 
f(z) = 45/196*z^3 - 41/98*z + 1
*
[ 2 ] 
f(z) = 47/180*z^3 - 49/90*z + 1
*
[ 2 ] 
f(z) = 47/196*z^3 - 45/98*z + 1
*
[ 2 ] 
f(z) = 49/180*z^3 - 53/90*z + 1
*
[ 2 ] 
f(z) = 49/188*z^3 - 51/94*z + 1
*
[ 2 ] 
f(z) = 51/188*z^3 - 55/94*z + 1
*
[ 2 ] 
f(z) = 51/196*z^3 - 53/98*z + 1
*
[ 3/4 ] 
f(z) = 52/189*z^3 - 41/84*z + 1
*
[ 2 ] 
f(z) = 53/188*z^3 - 59/94*z + 1
*
[ 2 ] 
f(z) = 53/196*z^3 - 57/98*z + 1
*
[ 21/10 ] 
f(z) = 40/189*z^3 - 43/105*z + 1
*
[ 3/4 ] 
f(z) = 41/189*z^3 - 51/112*z + 1
*
[ 3/4 ] 
f(z) = 47/189*z^3 - 53/112*z + 1
*
[ 3/4 ] 
f(z) = 53/189*z^3 - 55/112*z + 1
*
[ 3/4 ] 
f(z) = 59/189*z^3 - 57/112*z + 1
*
[ 12/7 ] 
f(z) = 49/198*z^3 - 41/132*z + 1
*
[ 9/10 ] 
f(z) = 50/189*z^3 - 41/126*z + 1
*
[ 8/5 ] 
f(z) = 55/192*z^3 - 43/120*z + 1
*
[ 4/5 ] 
f(z) = 43/192*z^3 - 59/150*z + 1
*
[ 28/15 ] 
f(z) = 45/196*z^3 - 47/140*z + 1
*
[ -18/7 ] 
f(z) = 49/192*z^3 - 43/144*z + 1
*
[ 12/7 ] 
f(z) = 53/192*z^3 - 58/147*z + 1
*
[ -12/5 ] 
f(z) = 59/192*z^3 - 53/150*z + 1
*
[ 21/23 ] 
f(z) = 46/189*z^3 - 48/161*z + 1
*
[ 21/20 ] 
f(z) = 50/189*z^3 - 41/168*z + 1
*
[ -5/2 ] 
f(z) = 48/185*z^3 - 41/185*z + 1
*
[ 9/7 ] 
f(z) = 49/180*z^3 - 41/180*z + 1
*
[ 8/7 ] 
f(z) = 49/184*z^3 - 41/184*z + 1
*
[ 11/7 ] 
f(z) = 49/187*z^3 - 53/187*z + 1
*
[ 10/7 ] 
f(z) = 49/190*z^3 - 43/190*z + 1
*
[ 7/5 ] 
f(z) = 50/189*z^3 - 44/189*z + 1
*
[ 3/2 ] 
f(z) = 52/183*z^3 - 56/183*z + 1
*
[ -8/3 ] 
f(z) = 43/192*z^3 - 47/216*z + 1
*
[ 6/5 ] 
f(z) = 55/189*z^3 - 53/210*z + 1
*
[ 3/2 ] 
f(z) = 41/180*z^3 - 43/240*z + 1
*
[ 3/2 ] 
f(z) = 43/180*z^3 - 49/240*z + 1
*
[ 15/14 ] 
f(z) = 49/180*z^3 - 59/240*z + 1
*
[ 10/7 ] 
f(z) = 49/192*z^3 - 53/240*z + 1
*
[ 6/5 ] 
f(z) = 55/192*z^3 - 59/240*z + 1
*
[ 3/2 ] 
f(z) = 43/198*z^3 - 41/264*z + 1
*
[ 3/2 ] 
f(z) = 47/198*z^3 - 53/264*z + 1
*
[ 3/2 ] 
f(z) = 49/198*z^3 - 59/264*z + 1
*
-15/8 | 0.25607297086074348697007414297950570214 | 0.028673573096428020131501212001668277295
f(z) = 40/189*z^3 - 59/280*z + 1
*
-4 | 0.19580701560064488238837416396826775582 | 0.029292204779851354745328952314462076497
f(z) = 41/192*z^3 - 25/6*z + 1
*
44/7 | 0.14134040309196239475511752522374256498 | 0.018614884455253990221712389660026873800
f(z) = 49/192*z^3 - 31/3*z + 1
*
-4/7 | 0.10397364407259474025144342342981674412 | 0.013879646015930767632180985460014284352
f(z) = 49/192*z^3 - 28/3*z + 1
*
20/7 | 0.081342568977993013251585075092152552641 | 0.012322335006502731355015188883235838239
f(z) = 49/192*z^3 - 23/6*z + 1
*
[ 3/10 ] 
f(z) = 50/189*z^3 - 33/14*z + 1
*
-21/5 | 0.15740079789383815433223034772505914930 | 0.023878730090889062945535531696303709590
f(z) = 50/189*z^3 - 27/7*z + 1
*
[ -21/5 ] 
f(z) = 50/189*z^3 - 24/7*z + 1
*
[ 4 ] 
f(z) = 55/192*z^3 - 23/6*z + 1
*
[ 4 ] 
f(z) = 59/192*z^3 - 25/6*z + 1
*
[ 3 ] 
f(z) = 40/189*z^3 - 26/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017415652676057900167347565380006177881
f(z) = 41/184*z^3 - 32/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017319541949490472495385274328894090118
f(z) = 43/184*z^3 - 33/23*z + 1
*
[ 3 ] 
f(z) = 43/189*z^3 - 29/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017227309002006272958084102334152330489
f(z) = 45/184*z^3 - 34/23*z + 1
*
[ 3 ] 
f(z) = 46/189*z^3 - 32/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017138685062144934291569478223690634504
f(z) = 47/184*z^3 - 35/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.017053427220429420396002688266908524159
f(z) = 49/184*z^3 - 36/23*z + 1
*
[ -3 ] 
f(z) = 50/189*z^3 - 22/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016971315287785802080707431571240325426
f(z) = 51/184*z^3 - 37/23*z + 1
*
[ 3 ] 
f(z) = 52/189*z^3 - 38/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016892149110351921813068352312203376010
f(z) = 53/184*z^3 - 38/23*z + 1
*
[ -3 ] 
f(z) = 53/189*z^3 - 25/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016815746264107784562544695291927640902
f(z) = 55/184*z^3 - 39/23*z + 1
*
[ 3/5 ] 
f(z) = 55/189*z^3 - 27/35*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016741940067237383905808665657450153882
f(z) = 57/184*z^3 - 40/23*z + 1
*
[ -3 ] 
f(z) = 59/189*z^3 - 31/21*z + 1
*
[ 2 ] 
f(z) = 47/192*z^3 - 23/48*z + 1
*
[ 16/7 ] 
f(z) = 49/192*z^3 - 37/48*z + 1
*
[ 3/4 ] 
f(z) = 50/189*z^3 - 27/56*z + 1
*
[ 2 ] 
f(z) = 53/192*z^3 - 29/48*z + 1
*
[ 2 ] 
f(z) = 55/192*z^3 - 31/48*z + 1
*
[ 2 ] 
f(z) = 59/192*z^3 - 35/48*z + 1
*
[ 4/5 ] 
f(z) = 41/192*z^3 - 29/75*z + 1
*
[ -3 ] 
f(z) = 41/198*z^3 - 35/66*z + 1
*
[ -14/5 ] 
f(z) = 45/196*z^3 - 31/70*z + 1
*
[ 12/7 ] 
f(z) = 49/180*z^3 - 23/60*z + 1
*
[ 6/7 ] 
f(z) = 49/184*z^3 - 25/69*z + 1
*
[ 4/5 ] 
f(z) = 49/192*z^3 - 31/75*z + 1
*
[ 6/7 ] 
f(z) = 49/198*z^3 - 23/66*z + 1
*
[ 9/5 ] 
f(z) = 50/189*z^3 - 26/63*z + 1
*
[ 4/5 ] 
f(z) = 53/192*z^3 - 32/75*z + 1
*
[ 2 ] 
f(z) = 41/180*z^3 - 37/90*z + 1
*
[ 2 ] 
f(z) = 41/188*z^3 - 35/94*z + 1
*
[ 2 ] 
f(z) = 41/196*z^3 - 33/98*z + 1
*
[ 2 ] 
f(z) = 43/188*z^3 - 39/94*z + 1
*
[ 2 ] 
f(z) = 43/196*z^3 - 37/98*z + 1
*
[ -18/7 ] 
f(z) = 49/180*z^3 - 37/90*z + 1
*
[ 10/7 ] 
f(z) = 49/180*z^3 - 23/90*z + 1
*
[ 21/26 ] 
f(z) = 52/189*z^3 - 38/91*z + 1
*
[ 3/2 ] 
f(z) = 53/189*z^3 - 25/84*z + 1
*
[ 3/2 ] 
f(z) = 59/189*z^3 - 31/84*z + 1
*
[ -21/8 ] 
f(z) = 44/189*z^3 - 25/112*z + 1
*
[ 10/7 ] 
f(z) = 49/184*z^3 - 28/115*z + 1
*
[ 14/9 ] 
f(z) = 45/196*z^3 - 25/126*z + 1
*
[ 20/21 ] 
f(z) = 49/192*z^3 - 38/135*z + 1
*
[ 12/7 ] 
f(z) = 41/192*z^3 - 31/147*z + 1
*
[ 7/5 ] 
f(z) = 45/196*z^3 - 23/140*z + 1
*
[ 7/5 ] 
f(z) = 55/196*z^3 - 37/140*z + 1
*
[ 14/11 ] 
f(z) = 55/196*z^3 - 37/154*z + 1
*
[ 3/2 ] 
f(z) = 40/183*z^3 - 29/183*z + 1
*
[ 3/2 ] 
f(z) = 44/183*z^3 - 38/183*z + 1
*
[ 3/2 ] 
f(z) = 44/195*z^3 - 34/195*z + 1
*
[ 4/3 ] 
f(z) = 45/188*z^3 - 33/188*z + 1
*
[ 4/3 ] 
f(z) = 45/196*z^3 - 31/196*z + 1
*
[ 5/4 ] 
f(z) = 48/185*z^3 - 38/185*z + 1
*
[ 9/7 ] 
f(z) = 49/198*z^3 - 37/198*z + 1
*
[ 6/5 ] 
f(z) = 40/189*z^3 - 29/210*z + 1
*
[ -8/3 ] 
f(z) = 41/192*z^3 - 31/216*z + 1
*
[ 3/2 ] 
f(z) = 41/198*z^3 - 35/264*z + 1
*
[ -3 ] 
f(z) = 40/189*z^3 - 4/7*z + 1
*
[ 3/2 ] 
f(z) = 40/189*z^3 - 1/7*z + 1
*
[ 3 ] 
f(z) = 41/189*z^3 - 9/7*z + 1
*
[ -4 ] 
f(z) = 41/192*z^3 - 13/6*z + 1
*
[ 4 ] 
f(z) = 41/192*z^3 - 8/3*z + 1
*
[ -3 ] 
f(z) = 43/189*z^3 - 5/7*z + 1
*
[ 4 ] 
f(z) = 43/192*z^3 - 17/6*z + 1
*
-4 | 0.19828906235807900843490819785207277812 | 0.029490482415094384903646574751388686880
f(z) = 43/192*z^3 - 13/3*z + 1
*
[ -4 ] 
f(z) = 43/192*z^3 - 7/3*z + 1
*
[ 3 ] 
f(z) = 44/189*z^3 - 10/7*z + 1
*
[ -3 ] 
f(z) = 46/189*z^3 - 6/7*z + 1
*
[ 3/2 ] 
f(z) = 46/189*z^3 - 3/14*z + 1
*
[ 3 ] 
f(z) = 47/189*z^3 - 11/7*z + 1
*
[ 4 ] 
f(z) = 47/192*z^3 - 19/6*z + 1
*
-4 | 0.20287937326287627324621760375207183672 | 0.029844241187470446030721129677120167458
f(z) = 47/192*z^3 - 14/3*z + 1
*
[ -4 ] 
f(z) = 47/192*z^3 - 8/3*z + 1
*
-4/7 | 0.082065250672670627567241670709357498855 | 0.011839513017477158280877045685440791215
f(z) = 49/192*z^3 - 16/3*z + 1
*
[ -20/7 ] 
f(z) = 49/192*z^3 - 11/15*z + 1
*
-20/7 | 0.062348048271747894680483221166200862333 | 0.010212966418042586566834787765056229366
f(z) = 49/192*z^3 - 7/3*z + 1
*
[ 4/7 ] 
f(z) = 49/192*z^3 - 5/6*z + 1
*
-4/7 | 0.077017387011970368546318099586976408352 | 0.013889075288049463764108039949277524200
f(z) = 49/192*z^3 - 4/3*z + 1
*
[ 12/7 ] 
f(z) = 49/192*z^3 - 1/3*z + 1
*
[ 3 ] 
f(z) = 50/189*z^3 - 12/7*z + 1
*
[ 21/10 ] 
f(z) = 50/189*z^3 - 9/14*z + 1
*
[ 6/5 ] 
f(z) = 50/189*z^3 - 3/14*z + 1
*
[ -3 ] 
f(z) = 52/189*z^3 - 8/7*z + 1
*
[ 3/2 ] 
f(z) = 52/189*z^3 - 2/7*z + 1
*
[ 3 ] 
f(z) = 53/189*z^3 - 13/7*z + 1
*
[ -4 ] 
f(z) = 53/192*z^3 - 19/6*z + 1
*
[ 4 ] 
f(z) = 53/192*z^3 - 11/3*z + 1
*
[ -3 ] 
f(z) = 55/189*z^3 - 9/7*z + 1
*
[ 12/5 ] 
f(z) = 55/192*z^3 - 16/15*z + 1
*
[ -4 ] 
f(z) = 55/192*z^3 - 10/3*z + 1
*
[ -3 ] 
f(z) = 58/189*z^3 - 10/7*z + 1
*
[ 3/2 ] 
f(z) = 58/189*z^3 - 5/14*z + 1
*
[ 3 ] 
f(z) = 59/189*z^3 - 15/7*z + 1
*
[ -4 ] 
f(z) = 59/192*z^3 - 11/3*z + 1
*
[ 2 ] 
f(z) = 41/184*z^3 - 9/23*z + 1
*
[ -3 ] 
f(z) = 41/189*z^3 - 13/21*z + 1
*
[ 2 ] 
f(z) = 43/184*z^3 - 10/23*z + 1
*
[ 3/2 ] 
f(z) = 43/189*z^3 - 5/28*z + 1
*
[ 4/3 ] 
f(z) = 43/192*z^3 - 4/27*z + 1
*
[ -3 ] 
f(z) = 44/189*z^3 - 16/21*z + 1
*
[ 3/4 ] 
f(z) = 44/189*z^3 - 13/28*z + 1
*
[ 3/2 ] 
f(z) = 44/189*z^3 - 4/21*z + 1
*
[ 2/3 ] 
f(z) = 45/184*z^3 - 14/23*z + 1
*
[ 2 ] 
f(z) = 45/184*z^3 - 11/23*z + 1
*
[ 7/3 ] 
f(z) = 45/196*z^3 - 19/28*z + 1
*
[ 2 ] 
f(z) = 47/184*z^3 - 12/23*z + 1
*
[ -3 ] 
f(z) = 47/189*z^3 - 19/21*z + 1
*
[ 4/3 ] 
f(z) = 47/192*z^3 - 5/27*z + 1
*
[ 6/7 ] 
f(z) = 49/180*z^3 - 11/30*z + 1
*
[ 2 ] 
f(z) = 49/184*z^3 - 13/23*z + 1
*
-8/7 | 0.15403374040751984737045500197121824925 | 0.029297931716126274409805113465157915412
f(z) = 49/192*z^3 - 11/24*z + 1
*
[ 8/7 ] 
f(z) = 49/192*z^3 - 5/24*z + 1
*
[ 3/5 ] 
f(z) = 50/189*z^3 - 16/21*z + 1
*
[ 2 ] 
f(z) = 51/184*z^3 - 14/23*z + 1
*
[ 2 ] 
f(z) = 53/184*z^3 - 15/23*z + 1
*
[ 2 ] 
f(z) = 55/184*z^3 - 16/23*z + 1
*
[ 3/2 ] 
f(z) = 55/189*z^3 - 9/28*z + 1
*
-12/11 | 0.19843920842230448707530580897057249554 | 0.025921499976806328688601811155510660747
f(z) = 55/192*z^3 - 14/33*z + 1
*
[ 4/5 ] 
f(z) = 55/192*z^3 - 13/30*z + 1
*
[ 4/3 ] 
f(z) = 55/192*z^3 - 7/27*z + 1
*
[ 2 ] 
f(z) = 57/184*z^3 - 17/23*z + 1
*
[ 2 ] 
f(z) = 59/184*z^3 - 18/23*z + 1
*
[ 4/3 ] 
f(z) = 59/192*z^3 - 8/27*z + 1
*
[ 3/4 ] 
f(z) = 40/189*z^3 - 19/42*z + 1
*
[ 2 ] 
f(z) = 41/192*z^3 - 17/48*z + 1
*
[ 4/3 ] 
f(z) = 41/192*z^3 - 7/54*z + 1
*
[ 2 ] 
f(z) = 43/192*z^3 - 19/48*z + 1
*
[ 6/7 ] 
f(z) = 49/192*z^3 - 17/48*z + 1
*
[ 4/3 ] 
f(z) = 49/192*z^3 - 11/54*z + 1
*
[ 3/2 ] 
f(z) = 50/189*z^3 - 11/42*z + 1
*
[ 4/3 ] 
f(z) = 53/192*z^3 - 13/54*z + 1
*
[ 21/22 ] 
f(z) = 44/189*z^3 - 20/77*z + 1
*
[ 14/15 ] 
f(z) = 45/196*z^3 - 19/70*z + 1
*
[ 12/11 ] 
f(z) = 55/192*z^3 - 17/66*z + 1
*
[ 3/2 ] 
f(z) = 41/189*z^3 - 13/84*z + 1
*
[ 4/3 ] 
f(z) = 45/184*z^3 - 17/92*z + 1
*
[ 3/2 ] 
f(z) = 47/189*z^3 - 19/84*z + 1
*
[ 7/6 ] 
f(z) = 45/196*z^3 - 19/112*z + 1
*
[ 50/7 ] 
f(z) = 49/200*z^3 - 291/25*z + 1
*
[ -50/7 ] 
f(z) = 49/200*z^3 - 284/25*z + 1
*
[ 40/7 ] 
f(z) = 49/200*z^3 - 287/40*z + 1
*
-3/5 | 0.23867260209925739457657789978816446069 | 0.026549949388188802609435372644747456928
f(z) = 55/216*z^3 - 297/40*z + 1
*
5 | 0.20618023805362557943114915299956037709 | 0.028284122649200272330898599870229521110
f(z) = 57/200*z^3 - 293/40*z + 1
*
-5 | 0.21571939999139799347655465151173354782 | 0.029676952860534847541592019946995320083
f(z) = 59/200*z^3 - 287/40*z + 1
*
[ 4 ] 
f(z) = 47/216*z^3 - 295/108*z + 1
*
[ -4 ] 
f(z) = 51/200*z^3 - 283/100*z + 1
*
[ -4 ] 
f(z) = 53/200*z^3 - 299/100*z + 1
*
[ -4 ] 
f(z) = 53/216*z^3 - 289/108*z + 1
*
[ 5/14 ] 
f(z) = 49/200*z^3 - 293/160*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.015408185140673103504938479881020732220
f(z) = 43/218*z^3 - 281/218*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015157940907923123102724653860916994110
f(z) = 45/202*z^3 - 281/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015203103696303513127745275310876024848
f(z) = 45/206*z^3 - 283/206*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.015290067890642793722977148135845136781
f(z) = 45/214*z^3 - 287/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015331966608777723009727431767381015309
f(z) = 45/218*z^3 - 289/218*z + 1
*
[ 3 ] 
f(z) = 47/201*z^3 - 289/201*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.015082731933268742102065431044079259417
f(z) = 47/202*z^3 - 289/202*z + 1
*
[ 3 ] 
f(z) = 47/204*z^3 - 287/204*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015128516866445008596616117327152450096
f(z) = 47/206*z^3 - 291/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.011591340099132131932140357514929090728
f(z) = 47/210*z^3 - 293/210*z + 1
*
[ 3 ] 
f(z) = 47/210*z^3 - 283/210*z + 1
*
[ 3 ] 
f(z) = 47/213*z^3 - 281/213*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015216264186503896193143292706531455938
f(z) = 47/214*z^3 - 295/214*z + 1
*
-2 | 0.086876812633873031488468823189059289834 | 0.015258324507717679400081506419725264900
f(z) = 47/218*z^3 - 297/218*z + 1
*
-9/7 | 0.12634876697618794245414299712640666227 | 0.022408800862312178905116747689743767233
f(z) = 49/200*z^3 - 281/200*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015010514160514307784023666764718220707
f(z) = 49/202*z^3 - 297/202*z + 1
*
[ 3/7 ] 
f(z) = 49/204*z^3 - 281/204*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015056541764020446997533142255368198383
f(z) = 49/206*z^3 - 299/206*z + 1
*
[ 3 ] 
f(z) = 49/213*z^3 - 299/213*z + 1
*
[ 3/7 ] 
f(z) = 49/213*z^3 - 293/213*z + 1
*
[ 3 ] 
f(z) = 49/219*z^3 - 295/219*z + 1
*
[ -18/5 ] 
f(z) = 43/216*z^3 - 293/225*z + 1
*
[ -10/3 ] 
f(z) = 45/208*z^3 - 287/260*z + 1
*
-6 | 0.26619592137590779135013052568094204352 | 0.024307404910787114984686253103186965788
f(z) = 43/216*z^3 - 264/43*z + 1
*
[ -40/7 ] 
f(z) = 49/200*z^3 - 273/40*z + 1
*
5 | 0.19357789241962999611694521559009530895 | 0.026954732865999959478481013581255945899
f(z) = 51/200*z^3 - 263/40*z + 1
*
5 | 0.20005813298892018684194853701597871916 | 0.027713067636484309918148294667595572228
f(z) = 53/200*z^3 - 273/40*z + 1
*
-5 | 0.20697277362175276646269694623045070902 | 0.028613264566327817455234555198631852172
f(z) = 57/200*z^3 - 277/40*z + 1
*
-4 | 0.19710975570989235506760307132186723716 | 0.028265367426306602190007022065465314391
f(z) = 57/208*z^3 - 267/52*z + 1
*
[ 5 ] 
f(z) = 59/200*z^3 - 263/40*z + 1
*
[ 4 ] 
f(z) = 43/200*z^3 - 269/100*z + 1
*
[ 4 ] 
f(z) = 43/216*z^3 - 263/108*z + 1
*
[ -4 ] 
f(z) = 49/200*z^3 - 267/100*z + 1
*
[ 2/7 ] 
f(z) = 49/212*z^3 - 267/106*z + 1
*
-2 | 0.085465846895673338825065333423437243035 | 0.015317201649735285235296736436251256101
f(z) = 41/202*z^3 - 265/202*z + 1
*
-2 | 0.085828314596845106866085228056545200382 | 0.015361463189544102880120232921116676713
f(z) = 41/206*z^3 - 267/206*z + 1
*
-2 | 0.065841464672245232784689378954993629236 | 0.011768518553486309896188523640063909399
f(z) = 41/210*z^3 - 269/210*z + 1
*
-2 | 0.086533867304850114320451829944875500029 | 0.015446631903330764828659369057108976494
f(z) = 41/214*z^3 - 271/214*z + 1
*
-2 | 0.086877464773226750852715670188181918853 | 0.015487637329382839261495627227520597756
f(z) = 41/218*z^3 - 273/218*z + 1
*
-2 | 0.085465194756319619460818486424314614016 | 0.015235872088648517152241747181280310037
f(z) = 43/202*z^3 - 273/202*z + 1
*
-2 | 0.085828966736198826230332075055667829401 | 0.015280837556626719441698928504477412263
f(z) = 43/206*z^3 - 275/206*z + 1
*
-2 | 0.065840812532891513420442531955871000217 | 0.011707078162622335009425036584275031494
f(z) = 43/210*z^3 - 277/210*z + 1
*
-2 | 0.086534519444203833684698676943998129047 | 0.015366944593267456366928184734900346291
f(z) = 43/214*z^3 - 279/214*z + 1
*
[ 3 ] 
f(z) = 44/201*z^3 - 262/201*z + 1
*
[ -7/2 ] 
f(z) = 44/203*z^3 - 278/203*z + 1
*
[ 3 ] 
f(z) = 46/201*z^3 - 280/201*z + 1
*
[ 3 ] 
f(z) = 46/213*z^3 - 272/213*z + 1
*
[ 3 ] 
f(z) = 46/219*z^3 - 268/219*z + 1
*
[ 3 ] 
f(z) = 47/219*z^3 - 277/219*z + 1
*
[ 3/7 ] 
f(z) = 49/201*z^3 - 277/201*z + 1
*
[ -3 ] 
f(z) = 59/201*z^3 - 263/201*z + 1
*
[ -18/5 ] 
f(z) = 41/216*z^3 - 266/225*z + 1
*
-26/15 | 0.15306586790606170969659050726641796834 | 0.021812003408080668726126900642563548287
f(z) = 45/208*z^3 - 279/260*z + 1
*
[ -22/7 ] 
f(z) = 49/216*z^3 - 274/297*z + 1
*
6 | 0.28405200560764459984797772731285650179 | 0.026048567165400139386302247274460620806
f(z) = 41/216*z^3 - 252/41*z + 1
*
5 | 0.18788473393106558488898071080054357030 | 0.026453326430548270916137507174359639892
f(z) = 47/200*z^3 - 243/40*z + 1
*
5 | 0.18218044386187556633135381640957267240 | 0.025505368340868492050429665630734857068
f(z) = 49/200*z^3 - 253/40*z + 1
*
-4/7 | 0.17729487000370268734510913806419979879 | 0.025651237277909006438819465605368684972
f(z) = 49/208*z^3 - 251/52*z + 1
*
-5 | 0.18223435471284515745742308073987147921 | 0.025598932792727589143056513794957985187
f(z) = 51/200*z^3 - 247/40*z + 1
*
-5 | 0.18632889596804811822255393060162837734 | 0.026028990938281774574977970102087236552
f(z) = 53/200*z^3 - 257/40*z + 1
*
[ 5 ] 
f(z) = 57/200*z^3 - 253/40*z + 1
*
[ -5 ] 
f(z) = 59/200*z^3 - 247/40*z + 1
*
[ 4 ] 
f(z) = 41/200*z^3 - 253/100*z + 1
*
[ 4 ] 
f(z) = 41/216*z^3 - 247/108*z + 1
*
[ -4 ] 
f(z) = 47/200*z^3 - 251/100*z + 1
*
[ -4 ] 
f(z) = 47/216*z^3 - 241/108*z + 1
*
[ 2/7 ] 
f(z) = 49/204*z^3 - 257/102*z + 1
*
[ -4 ] 
f(z) = 49/216*z^3 - 257/108*z + 1
*
[ 3 ] 
f(z) = 43/201*z^3 - 253/201*z + 1
*
[ 3 ] 
f(z) = 43/204*z^3 - 251/204*z + 1
*
[ 3 ] 
f(z) = 43/210*z^3 - 247/210*z + 1
*
[ 3 ] 
f(z) = 43/213*z^3 - 245/213*z + 1
*
[ 3 ] 
f(z) = 43/219*z^3 - 241/219*z + 1
*
[ 3 ] 
f(z) = 44/213*z^3 - 254/213*z + 1
*
[ -7/2 ] 
f(z) = 44/217*z^3 - 260/217*z + 1
*
[ 3 ] 
f(z) = 44/219*z^3 - 250/219*z + 1
*
[ -23/7 ] 
f(z) = 49/207*z^3 - 259/207*z + 1
*
[ -3 ] 
f(z) = 58/201*z^3 - 254/201*z + 1
*
[ -3 ] 
f(z) = 59/204*z^3 - 259/204*z + 1
*
[ -3 ] 
f(z) = 59/210*z^3 - 251/210*z + 1
*
[ -3 ] 
f(z) = 59/213*z^3 - 247/213*z + 1
*
5 | 0.20169058183856680349527620232747839694 | 0.028744734412336373364713622998621914697
f(z) = 43/200*z^3 - 223/40*z + 1
*
-5 | 0.18872060655945201942192121610090284417 | 0.026828291023995164878191914603013639435
f(z) = 47/200*z^3 - 227/40*z + 1
*
-5 | 0.19436496734665249481901734294592432167 | 0.027462383723105778618623303454857581243
f(z) = 49/200*z^3 - 237/40*z + 1
*
-4 | 0.19507425975880954945020408236260435710 | 0.028495133322987999618810924202341699623
f(z) = 49/208*z^3 - 235/52*z + 1
*
[ 5 ] 
f(z) = 51/200*z^3 - 223/40*z + 1
*
[ 5 ] 
f(z) = 53/200*z^3 - 233/40*z + 1
*
[ -5 ] 
f(z) = 57/200*z^3 - 237/40*z + 1
*
[ 42/11 ] 
f(z) = 55/216*z^3 - 229/77*z + 1
*
6/7 | 0.18325983061860934471540432094054169162 | 0.029703629380293829295723321906921494576
f(z) = 49/204*z^3 - 239/102*z + 1
*
[ 3 ] 
f(z) = 40/201*z^3 - 226/201*z + 1
*
[ -7/2 ] 
f(z) = 40/203*z^3 - 229/203*z + 1
*
[ 1/2 ] 
f(z) = 40/211*z^3 - 221/211*z + 1
*
[ 1/2 ] 
f(z) = 40/213*z^3 - 223/213*z + 1
*
[ 1/2 ] 
f(z) = 40/217*z^3 - 227/217*z + 1
*
[ 1/2 ] 
f(z) = 40/219*z^3 - 229/219*z + 1
*
[ 3 ] 
f(z) = 41/201*z^3 - 235/201*z + 1
*
[ 3 ] 
f(z) = 41/204*z^3 - 233/204*z + 1
*
[ 3 ] 
f(z) = 41/210*z^3 - 229/210*z + 1
*
[ 3 ] 
f(z) = 41/213*z^3 - 227/213*z + 1
*
[ 3 ] 
f(z) = 41/219*z^3 - 223/219*z + 1
*
[ 1/2 ] 
f(z) = 44/211*z^3 - 222/211*z + 1
*
[ 1/2 ] 
f(z) = 44/213*z^3 - 224/213*z + 1
*
[ 1/2 ] 
f(z) = 44/215*z^3 - 226/215*z + 1
*
[ 1/2 ] 
f(z) = 44/217*z^3 - 228/217*z + 1
*
[ 1/2 ] 
f(z) = 44/219*z^3 - 230/219*z + 1
*
[ 11/4 ] 
f(z) = 48/209*z^3 - 230/209*z + 1
*
[ 1/2 ] 
f(z) = 48/209*z^3 - 221/209*z + 1
*
[ 1/2 ] 
f(z) = 48/211*z^3 - 223/211*z + 1
*
[ 1/2 ] 
f(z) = 48/215*z^3 - 227/215*z + 1
*
[ 1/2 ] 
f(z) = 48/217*z^3 - 229/217*z + 1
*
[ 19/7 ] 
f(z) = 49/209*z^3 - 229/209*z + 1
*
[ 1/2 ] 
f(z) = 52/209*z^3 - 222/209*z + 1
*
[ 1/2 ] 
f(z) = 52/211*z^3 - 224/211*z + 1
*
[ 1/2 ] 
f(z) = 52/213*z^3 - 226/213*z + 1
*
[ 1/2 ] 
f(z) = 52/215*z^3 - 228/215*z + 1
*
[ 1/2 ] 
f(z) = 52/217*z^3 - 230/217*z + 1
*
[ 1/2 ] 
f(z) = 52/219*z^3 - 232/219*z + 1
*
[ -3 ] 
f(z) = 55/201*z^3 - 227/201*z + 1
*
[ -3 ] 
f(z) = 55/204*z^3 - 223/204*z + 1
*
[ -3 ] 
f(z) = 56/201*z^3 - 236/201*z + 1
*
[ 5/2 ] 
f(z) = 56/205*z^3 - 227/205*z + 1
*
[ 1/2 ] 
f(z) = 56/207*z^3 - 221/207*z + 1
*
[ 1/2 ] 
f(z) = 56/209*z^3 - 223/209*z + 1
*
[ 1/2 ] 
f(z) = 56/211*z^3 - 225/211*z + 1
*
[ 1/2 ] 
f(z) = 56/213*z^3 - 227/213*z + 1
*
[ 1/2 ] 
f(z) = 56/215*z^3 - 229/215*z + 1
*
[ 5/2 ] 
f(z) = 56/215*z^3 - 221/215*z + 1
*
[ 1/2 ] 
f(z) = 56/219*z^3 - 233/219*z + 1
*
[ -3 ] 
f(z) = 58/213*z^3 - 238/213*z + 1
*
[ -3 ] 
f(z) = 58/219*z^3 - 230/219*z + 1
*
[ -3 ] 
f(z) = 59/219*z^3 - 239/219*z + 1
*
[ 18/7 ] 
f(z) = 49/200*z^3 - 227/225*z + 1
*
[ 18/35 ] 
f(z) = 49/216*z^3 - 226/225*z + 1
*
[ 12/5 ] 
f(z) = 50/207*z^3 - 223/276*z + 1
*
[ 30/53 ] 
f(z) = 53/216*z^3 - 224/265*z + 1
*
[ 66/7 ] 
f(z) = 49/216*z^3 - 212/11*z + 1
*
5 | 0.19387871578851735999944823055807357208 | 0.027813258240541708801533319188930895668
f(z) = 41/200*z^3 - 213/40*z + 1
*
-4 | 0.18004685783439609377925815285933607626 | 0.026874669556334562745656928346388445912
f(z) = 41/208*z^3 - 203/52*z + 1
*
-5 | 0.20340329756628915442226180841863408896 | 0.029299727186984450304832146378032626886
f(z) = 43/200*z^3 - 207/40*z + 1
*
-4 | 0.18495352135333526916982850461247685795 | 0.027297937686459937696014146420846261585
f(z) = 45/208*z^3 - 219/52*z + 1
*
[ 5 ] 
f(z) = 47/200*z^3 - 203/40*z + 1
*
[ 5 ] 
f(z) = 49/200*z^3 - 213/40*z + 1
*
-26/7 | 0.18017327627137098852728616821664308749 | 0.026815437346446975177743830108986847548
f(z) = 49/208*z^3 - 207/52*z + 1
*
[ -5 ] 
f(z) = 51/200*z^3 - 207/40*z + 1
*
[ -5 ] 
f(z) = 53/200*z^3 - 217/40*z + 1
*
-186/55 | 0.27414040186898052950492497345337755832 | 0.025613047061056146779478620008675048648
f(z) = 55/216*z^3 - 206/55*z + 1
*
[ 24/5 ] 
f(z) = 55/216*z^3 - 203/40*z + 1
*
[ -4 ] 
f(z) = 41/200*z^3 - 203/100*z + 1
*
[ -4 ] 
f(z) = 43/200*z^3 - 219/100*z + 1
*
[ -4 ] 
f(z) = 43/216*z^3 - 209/108*z + 1
*
[ 2/5 ] 
f(z) = 55/216*z^3 - 208/135*z + 1
*
[ 6/13 ] 
f(z) = 41/216*z^3 - 204/169*z + 1
*
[ 6/13 ] 
f(z) = 47/216*z^3 - 205/169*z + 1
*
[ 6/13 ] 
f(z) = 53/216*z^3 - 206/169*z + 1
*
[ 6/13 ] 
f(z) = 59/216*z^3 - 207/169*z + 1
*
[ 1/2 ] 
f(z) = 40/201*z^3 - 211/201*z + 1
*
[ 1/2 ] 
f(z) = 40/203*z^3 - 213/203*z + 1
*
[ 1/2 ] 
f(z) = 40/207*z^3 - 217/207*z + 1
*
[ 1/2 ] 
f(z) = 40/209*z^3 - 219/209*z + 1
*
[ 3 ] 
f(z) = 40/213*z^3 - 218/213*z + 1
*
[ -7/2 ] 
f(z) = 40/217*z^3 - 211/217*z + 1
*
[ 3 ] 
f(z) = 40/219*z^3 - 214/219*z + 1
*
[ 1/2 ] 
f(z) = 44/201*z^3 - 212/201*z + 1
*
[ 1/2 ] 
f(z) = 44/203*z^3 - 214/203*z + 1
*
[ 1/2 ] 
f(z) = 44/205*z^3 - 216/205*z + 1
*
[ 1/2 ] 
f(z) = 44/207*z^3 - 218/207*z + 1
*
[ 1/2 ] 
f(z) = 48/203*z^3 - 215/203*z + 1
*
[ 1/2 ] 
f(z) = 48/205*z^3 - 217/205*z + 1
*
[ 1/2 ] 
f(z) = 52/201*z^3 - 214/201*z + 1
*
[ 1/2 ] 
f(z) = 52/203*z^3 - 216/203*z + 1
*
[ 1/2 ] 
f(z) = 52/205*z^3 - 218/205*z + 1
*
[ 5/2 ] 
f(z) = 52/205*z^3 - 202/205*z + 1
*
[ 1/2 ] 
f(z) = 52/207*z^3 - 220/207*z + 1
*
[ -3 ] 
f(z) = 53/201*z^3 - 209/201*z + 1
*
[ -3 ] 
f(z) = 53/204*z^3 - 205/204*z + 1
*
[ -3 ] 
f(z) = 55/213*z^3 - 211/213*z + 1
*
[ -3 ] 
f(z) = 55/219*z^3 - 203/219*z + 1
*
[ 1/2 ] 
f(z) = 56/201*z^3 - 215/201*z + 1
*
[ 1/2 ] 
f(z) = 56/205*z^3 - 219/205*z + 1
*
[ -3 ] 
f(z) = 56/213*z^3 - 220/213*z + 1
*
[ -3 ] 
f(z) = 56/219*z^3 - 212/219*z + 1
*
[ 36/7 ] 
f(z) = 49/216*z^3 - 187/36*z + 1
*
-5 | 0.19672218241519624794188474455298558513 | 0.028540898055704485844439980078121609554
f(z) = 41/200*z^3 - 197/40*z + 1
*
[ 5 ] 
f(z) = 43/200*z^3 - 183/40*z + 1
*
[ -5 ] 
f(z) = 47/200*z^3 - 187/40*z + 1
*
[ -5 ] 
f(z) = 49/200*z^3 - 197/40*z + 1
*
-30/7 | 0.22653971142441876619949492478679107892 | 0.025396862599147099811557118081070236949
f(z) = 49/200*z^3 - 187/45*z + 1
*
3 | 0.22324635577016756443840993083448349095 | 0.026022298566460280665200950450721184203
f(z) = 49/216*z^3 - 197/56*z + 1
*
[ 4 ] 
f(z) = 55/208*z^3 - 181/52*z + 1
*
138/55 | 0.20411405431512944654529291314886201122 | 0.019225163940728259065407958945898478785
f(z) = 55/216*z^3 - 189/55*z + 1
*
[ 4 ] 
f(z) = 57/208*z^3 - 189/52*z + 1
*
[ 4 ] 
f(z) = 59/208*z^3 - 197/52*z + 1
*
2/3 | 0.15780030015016796226633472608249661664 | 0.021447379515856538426214208867326270038
f(z) = 51/200*z^3 - 196/75*z + 1
*
2/3 | 0.15790270302443851397991979500677670248 | 0.021446463495786162937925894159997116537
f(z) = 57/200*z^3 - 197/75*z + 1
*
[ -4 ] 
f(z) = 41/216*z^3 - 193/108*z + 1
*
[ 5/2 ] 
f(z) = 57/200*z^3 - 189/160*z + 1
*
[ 5/2 ] 
f(z) = 59/200*z^3 - 199/160*z + 1
*
[ -3 ] 
f(z) = 50/201*z^3 - 182/201*z + 1
*
[ -3 ] 
f(z) = 52/201*z^3 - 200/201*z + 1
*
[ -3 ] 
f(z) = 52/213*z^3 - 184/213*z + 1
*
[ 5/2 ] 
f(z) = 52/215*z^3 - 196/215*z + 1
*
[ -3 ] 
f(z) = 53/210*z^3 - 197/210*z + 1
*
[ -3 ] 
f(z) = 53/213*z^3 - 193/213*z + 1
*
[ -3 ] 
f(z) = 53/219*z^3 - 185/219*z + 1
*
[ 50/21 ] 
f(z) = 49/200*z^3 - 182/225*z + 1
*
[ 9/14 ] 
f(z) = 49/216*z^3 - 187/288*z + 1
*
[ -36/7 ] 
f(z) = 49/216*z^3 - 173/36*z + 1
*
[ 5 ] 
f(z) = 41/200*z^3 - 173/40*z + 1
*
[ -5 ] 
f(z) = 43/200*z^3 - 167/40*z + 1
*
[ 4 ] 
f(z) = 51/208*z^3 - 165/52*z + 1
*
[ 4 ] 
f(z) = 53/208*z^3 - 173/52*z + 1
*
6/5 | 0.16746051059072051887745204397797122550 | 0.016014687853821472914963049385810173732
f(z) = 55/216*z^3 - 161/55*z + 1
*
[ -4 ] 
f(z) = 57/208*z^3 - 163/52*z + 1
*
[ -4 ] 
f(z) = 59/208*z^3 - 171/52*z + 1
*
6/7 | 0.19842988532304001840571099117451505694 | 0.027369920465813285270142211558618881931
f(z) = 49/200*z^3 - 176/75*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013531798024047142821745664570954080899
f(z) = 55/204*z^3 - 161/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017141489745948869946924318475944854693
f(z) = 55/212*z^3 - 163/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017069976833025278055548219282656808950
f(z) = 57/212*z^3 - 167/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013419105154979122681871675608137847835
f(z) = 59/204*z^3 - 169/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017000730031132705251769609827042058748
f(z) = 59/212*z^3 - 171/106*z + 1
*
5/3 | 0.18595861216424217938375972518937040156 | 0.027641843094047128178399873756312329991
f(z) = 57/200*z^3 - 167/120*z + 1
*
-12/7 | 0.18889144561672273159717593348292545532 | 0.028884312691763032376772017157979797539
f(z) = 49/208*z^3 - 173/156*z + 1
*
[ 5/2 ] 
f(z) = 53/200*z^3 - 169/160*z + 1
*
[ 5/2 ] 
f(z) = 48/205*z^3 - 177/205*z + 1
*
[ 5/2 ] 
f(z) = 48/215*z^3 - 171/215*z + 1
*
[ -3 ] 
f(z) = 49/201*z^3 - 173/201*z + 1
*
[ 4/7 ] 
f(z) = 49/212*z^3 - 175/212*z + 1
*
[ -3 ] 
f(z) = 50/213*z^3 - 166/213*z + 1
*
[ 3/5 ] 
f(z) = 50/219*z^3 - 164/219*z + 1
*
[ -3 ] 
f(z) = 52/219*z^3 - 176/219*z + 1
*
[ 7/3 ] 
f(z) = 54/203*z^3 - 178/203*z + 1
*
[ 7/3 ] 
f(z) = 54/217*z^3 - 170/217*z + 1
*
[ 30/49 ] 
f(z) = 49/216*z^3 - 176/245*z + 1
*
[ 48/7 ] 
f(z) = 49/216*z^3 - 157/16*z + 1
*
[ 12 ] 
f(z) = 55/216*z^3 - 143/4*z + 1
*
[ 10 ] 
f(z) = 59/200*z^3 - 143/5*z + 1
*
[ -10 ] 
f(z) = 59/200*z^3 - 142/5*z + 1
*
[ -12 ] 
f(z) = 59/216*z^3 - 153/4*z + 1
*
[ -5 ] 
f(z) = 41/200*z^3 - 157/40*z + 1
*
[ 4 ] 
f(z) = 45/208*z^3 - 141/52*z + 1
*
[ 4 ] 
f(z) = 47/208*z^3 - 149/52*z + 1
*
[ 4 ] 
f(z) = 49/208*z^3 - 157/52*z + 1
*
[ -4 ] 
f(z) = 53/208*z^3 - 147/52*z + 1
*
[ -4 ] 
f(z) = 55/208*z^3 - 155/52*z + 1
*
9/7 | 0.18421200987614879999351797464534824973 | 0.029992003908763692589465967683962730333
f(z) = 49/216*z^3 - 155/72*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017538222373977770865472872355611407312
f(z) = 45/212*z^3 - 143/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013781606043444004199647664112021868639
f(z) = 47/204*z^3 - 145/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017453092273569694541022827683058498056
f(z) = 47/212*z^3 - 147/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.013715595814325625422555334550433909682
f(z) = 49/204*z^3 - 149/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017371037546182846452785056971408605276
f(z) = 49/212*z^3 - 151/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017291866463034949057047738349623816625
f(z) = 51/212*z^3 - 155/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013591011326809158300755759145943121293
f(z) = 53/204*z^3 - 157/102*z + 1
*
[ 5/2 ] 
f(z) = 49/200*z^3 - 149/160*z + 1
*
[ 5/2 ] 
f(z) = 51/200*z^3 - 159/160*z + 1
*
[ 3/5 ] 
f(z) = 41/216*z^3 - 147/200*z + 1
*
[ 5/2 ] 
f(z) = 44/205*z^3 - 152/205*z + 1
*
[ 5/2 ] 
f(z) = 44/215*z^3 - 146/215*z + 1
*
[ -3 ] 
f(z) = 46/201*z^3 - 146/201*z + 1
*
[ -3 ] 
f(z) = 47/201*z^3 - 155/201*z + 1
*
[ -3 ] 
f(z) = 47/204*z^3 - 151/204*z + 1
*
[ -3 ] 
f(z) = 47/210*z^3 - 143/210*z + 1
*
[ 3/5 ] 
f(z) = 47/216*z^3 - 149/200*z + 1
*
[ -3 ] 
f(z) = 49/213*z^3 - 157/213*z + 1
*
[ -3 ] 
f(z) = 49/219*z^3 - 149/219*z + 1
*
[ 3/5 ] 
f(z) = 50/201*z^3 - 152/201*z + 1
*
[ 3/5 ] 
f(z) = 50/213*z^3 - 160/213*z + 1
*
[ -3 ] 
f(z) = 50/219*z^3 - 158/219*z + 1
*
[ 3/5 ] 
f(z) = 53/216*z^3 - 151/200*z + 1
*
[ 3/5 ] 
f(z) = 59/216*z^3 - 153/200*z + 1
*
[ 30/47 ] 
f(z) = 47/216*z^3 - 154/235*z + 1
*
[ 2/3 ] 
f(z) = 59/200*z^3 - 142/225*z + 1
*
[ 2/3 ] 
f(z) = 41/216*z^3 - 142/243*z + 1
*
[ 2/3 ] 
f(z) = 43/216*z^3 - 143/243*z + 1
*
[ 2/3 ] 
f(z) = 47/216*z^3 - 145/243*z + 1
*
[ 2/3 ] 
f(z) = 49/216*z^3 - 146/243*z + 1
*
[ 2/3 ] 
f(z) = 53/216*z^3 - 148/243*z + 1
*
[ 2/3 ] 
f(z) = 55/216*z^3 - 149/243*z + 1
*
[ 2/3 ] 
f(z) = 59/216*z^3 - 151/243*z + 1
*
[ -20/7 ] 
f(z) = 49/208*z^3 - 149/260*z + 1
*
[ -12 ] 
f(z) = 47/216*z^3 - 121/4*z + 1
*
[ 12 ] 
f(z) = 49/216*z^3 - 127/4*z + 1
*
[ 10 ] 
f(z) = 51/200*z^3 - 123/5*z + 1
*
[ -10 ] 
f(z) = 51/200*z^3 - 122/5*z + 1
*
[ 10 ] 
f(z) = 53/200*z^3 - 128/5*z + 1
*
[ -10 ] 
f(z) = 53/200*z^3 - 127/5*z + 1
*
[ -12 ] 
f(z) = 53/216*z^3 - 137/4*z + 1
*
[ 10 ] 
f(z) = 57/200*z^3 - 138/5*z + 1
*
[ -10 ] 
f(z) = 57/200*z^3 - 137/5*z + 1
*
2/7 | 0.17485573552290770012187131435375992652 | 0.025402293297568916810671018597680756125
f(z) = 49/216*z^3 - 122/27*z + 1
*
[ 6/35 ] 
f(z) = 49/216*z^3 - 121/25*z + 1
*
[ 4 ] 
f(z) = 41/208*z^3 - 125/52*z + 1
*
[ 4 ] 
f(z) = 43/208*z^3 - 133/52*z + 1
*
2 | 0.18241864466352979414066996804227616883 | 0.029507625245544256892913700204669468325
f(z) = 43/208*z^3 - 121/52*z + 1
*
2 | 0.17114004980922687830837270162540367821 | 0.027610008461249388778675183026622850421
f(z) = 45/208*z^3 - 123/52*z + 1
*
2 | 0.17609853542669161253588057482545234868 | 0.028336225331956289061436895326847373424
f(z) = 47/208*z^3 - 125/52*z + 1
*
[ -4 ] 
f(z) = 47/208*z^3 - 123/52*z + 1
*
3 | 0.22334441623326583832871454854681396713 | 0.027491417520295830923002288536349475333
f(z) = 49/216*z^3 - 125/56*z + 1
*
[ -4 ] 
f(z) = 51/208*z^3 - 139/52*z + 1
*
-30/11 | 0.27595714507709501632535881537807147099 | 0.026766612422358543411985091970332977462
f(z) = 55/216*z^3 - 139/55*z + 1
*
-3/5 | 0.12688862440817260762964165808908928177 | 0.015444430198332258765580429847342718477
f(z) = 55/216*z^3 - 137/40*z + 1
*
138/55 | 0.26005032998956434155088643482063913865 | 0.025313670565602227134785197537815393980
f(z) = 55/216*z^3 - 134/55*z + 1
*
[ 3 ] 
f(z) = 56/207*z^3 - 122/69*z + 1
*
[ 3 ] 
f(z) = 58/207*z^3 - 128/69*z + 1
*
[ 3 ] 
f(z) = 59/207*z^3 - 131/69*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.013994641933305942215486412867590380405
f(z) = 41/204*z^3 - 133/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017718571920810191136564972714212011319
f(z) = 41/212*z^3 - 135/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013920948126024097818216249417638677145
f(z) = 43/204*z^3 - 137/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.017626638346749371214172645480916410974
f(z) = 43/212*z^3 - 139/106*z + 1
*
-5/3 | 0.18120348265920712430206390438267028837 | 0.027878372249088791446616281155006976846
f(z) = 51/200*z^3 - 133/120*z + 1
*
[ 5/2 ] 
f(z) = 47/200*z^3 - 139/160*z + 1
*
[ -3 ] 
f(z) = 44/201*z^3 - 128/201*z + 1
*
[ 2/3 ] 
f(z) = 45/202*z^3 - 121/202*z + 1
*
[ 7/3 ] 
f(z) = 45/203*z^3 - 129/203*z + 1
*
[ 2/3 ] 
f(z) = 45/206*z^3 - 123/206*z + 1
*
[ 2/3 ] 
f(z) = 45/214*z^3 - 127/214*z + 1
*
[ 7/3 ] 
f(z) = 45/217*z^3 - 121/217*z + 1
*
[ 2/3 ] 
f(z) = 45/218*z^3 - 129/218*z + 1
*
[ -3 ] 
f(z) = 46/213*z^3 - 130/213*z + 1
*
[ -3 ] 
f(z) = 46/219*z^3 - 122/219*z + 1
*
[ -3 ] 
f(z) = 47/213*z^3 - 139/213*z + 1
*
[ -3 ] 
f(z) = 47/219*z^3 - 131/219*z + 1
*
[ 16/7 ] 
f(z) = 49/208*z^3 - 139/208*z + 1
*
[ 11/5 ] 
f(z) = 50/209*z^3 - 128/209*z + 1
*
[ 2 ] 
f(z) = 57/202*z^3 - 127/202*z + 1
*
[ 2 ] 
f(z) = 57/206*z^3 - 125/206*z + 1
*
[ 2 ] 
f(z) = 57/214*z^3 - 121/214*z + 1
*
[ 2 ] 
f(z) = 59/202*z^3 - 135/202*z + 1
*
[ 2 ] 
f(z) = 59/206*z^3 - 133/206*z + 1
*
[ 2 ] 
f(z) = 59/210*z^3 - 131/210*z + 1
*
[ 2 ] 
f(z) = 59/214*z^3 - 129/214*z + 1
*
[ 2 ] 
f(z) = 59/218*z^3 - 127/218*z + 1
*
[ 2/3 ] 
f(z) = 41/200*z^3 - 133/225*z + 1
*
[ 2/3 ] 
f(z) = 43/200*z^3 - 134/225*z + 1
*
[ 2/3 ] 
f(z) = 47/200*z^3 - 136/225*z + 1
*
[ 2/3 ] 
f(z) = 49/200*z^3 - 137/225*z + 1
*
[ 2/3 ] 
f(z) = 53/200*z^3 - 139/225*z + 1
*
[ 3/4 ] 
f(z) = 44/207*z^3 - 125/276*z + 1
*
[ 3/4 ] 
f(z) = 52/207*z^3 - 131/276*z + 1
*
[ -12 ] 
f(z) = 41/216*z^3 - 105/4*z + 1
*
[ 10 ] 
f(z) = 43/200*z^3 - 103/5*z + 1
*
[ -10 ] 
f(z) = 43/200*z^3 - 102/5*z + 1
*
[ 12 ] 
f(z) = 43/216*z^3 - 111/4*z + 1
*
[ 10 ] 
f(z) = 47/200*z^3 - 113/5*z + 1
*
[ -10 ] 
f(z) = 47/200*z^3 - 112/5*z + 1
*
[ 10 ] 
f(z) = 49/200*z^3 - 118/5*z + 1
*
[ -10 ] 
f(z) = 49/200*z^3 - 117/5*z + 1
*
33/14 | 0.21305492370524486179109745248737939018 | 0.026496834302102968515698361420403065293
f(z) = 49/216*z^3 - 115/32*z + 1
*
-138/35 | 0.18037417165118811655576498759778848990 | 0.017918035939401248432990516604606161217
f(z) = 49/216*z^3 - 109/25*z + 1
*
51/14 | 0.11564309545173614318482322523763015058 | 0.014512228244807663453302100960519033043
f(z) = 49/216*z^3 - 107/32*z + 1
*
30/7 | 0.22478357468093713646828471207859747490 | 0.022499959849362578603340138956266123829
f(z) = 49/216*z^3 - 101/25*z + 1
*
2 | 0.15787541507043531146412161125585921123 | 0.025606604256690082079838756674030205294
f(z) = 41/208*z^3 - 119/52*z + 1
*
[ -4 ] 
f(z) = 43/208*z^3 - 107/52*z + 1
*
[ -4 ] 
f(z) = 45/208*z^3 - 115/52*z + 1
*
4/3 | 0.14249918242924029058994423645772744612 | 0.023376522891988107501510589295022578253
f(z) = 45/208*z^3 - 111/52*z + 1
*
5/7 | 0.17883751513930908894705447361512295298 | 0.028730956126654705369784369739777749023
f(z) = 49/200*z^3 - 101/40*z + 1
*
[ -26/7 ] 
f(z) = 49/208*z^3 - 103/52*z + 1
*
[ 10/3 ] 
f(z) = 53/200*z^3 - 101/45*z + 1
*
[ 18/5 ] 
f(z) = 55/216*z^3 - 116/45*z + 1
*
-6/55 | 0.23546671391748307611857639822184803757 | 0.023569300455003451202709245946944956118
f(z) = 55/216*z^3 - 101/55*z + 1
*
[ 10/3 ] 
f(z) = 59/200*z^3 - 116/45*z + 1
*
[ 3 ] 
f(z) = 49/207*z^3 - 101/69*z + 1
*
[ 3 ] 
f(z) = 50/207*z^3 - 104/69*z + 1
*
[ 3 ] 
f(z) = 52/207*z^3 - 110/69*z + 1
*
[ 3 ] 
f(z) = 53/207*z^3 - 113/69*z + 1
*
[ 3 ] 
f(z) = 55/207*z^3 - 119/69*z + 1
*
[ 6/11 ] 
f(z) = 43/216*z^3 - 108/121*z + 1
*
[ 6/11 ] 
f(z) = 49/216*z^3 - 109/121*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.024799446284768841693412426890998337528
f(z) = 51/208*z^3 - 107/156*z + 1
*
[ 5/2 ] 
f(z) = 41/200*z^3 - 109/160*z + 1
*
[ 5/2 ] 
f(z) = 43/200*z^3 - 119/160*z + 1
*
[ -3 ] 
f(z) = 41/201*z^3 - 101/201*z + 1
*
[ -3 ] 
f(z) = 43/201*z^3 - 119/201*z + 1
*
[ -3 ] 
f(z) = 43/204*z^3 - 115/204*z + 1
*
[ -3 ] 
f(z) = 43/210*z^3 - 107/210*z + 1
*
[ -3 ] 
f(z) = 43/213*z^3 - 103/213*z + 1
*
[ 30/43 ] 
f(z) = 43/216*z^3 - 114/215*z + 1
*
[ -3 ] 
f(z) = 44/213*z^3 - 112/213*z + 1
*
[ -3 ] 
f(z) = 44/219*z^3 - 104/219*z + 1
*
[ 5/7 ] 
f(z) = 49/205*z^3 - 107/205*z + 1
*
[ 5/7 ] 
f(z) = 49/215*z^3 - 111/215*z + 1
*
[ 24/35 ] 
f(z) = 49/216*z^3 - 113/200*z + 1
*
[ 2 ] 
f(z) = 51/202*z^3 - 103/202*z + 1
*
[ 2 ] 
f(z) = 51/206*z^3 - 101/206*z + 1
*
[ 2 ] 
f(z) = 53/202*z^3 - 111/202*z + 1
*
[ 2 ] 
f(z) = 53/206*z^3 - 109/206*z + 1
*
[ 2 ] 
f(z) = 53/210*z^3 - 107/210*z + 1
*
[ 2 ] 
f(z) = 53/214*z^3 - 105/214*z + 1
*
[ 2 ] 
f(z) = 53/218*z^3 - 103/218*z + 1
*
[ 2 ] 
f(z) = 55/202*z^3 - 119/202*z + 1
*
[ 2 ] 
f(z) = 55/206*z^3 - 117/206*z + 1
*
[ 2 ] 
f(z) = 55/214*z^3 - 113/214*z + 1
*
[ 2 ] 
f(z) = 55/218*z^3 - 111/218*z + 1
*
[ 2 ] 
f(z) = 57/218*z^3 - 119/218*z + 1
*
[ 4/5 ] 
f(z) = 45/208*z^3 - 101/260*z + 1
*
[ 4/5 ] 
f(z) = 55/208*z^3 - 109/260*z + 1
*
[ 10 ] 
f(z) = 41/200*z^3 - 98/5*z + 1
*
[ -10 ] 
f(z) = 41/200*z^3 - 97/5*z + 1
*
48/7 | 0.22554107354932120147680485230174254299 | 0.028732394646978697537647026498652224694
f(z) = 49/216*z^3 - 95/8*z + 1
*
[ -4 ] 
f(z) = 41/208*z^3 - 99/52*z + 1
*
[ 10/3 ] 
f(z) = 47/200*z^3 - 86/45*z + 1
*
[ 10/3 ] 
f(z) = 49/200*z^3 - 91/45*z + 1
*
-22/7 | 0.14249718652564092978074930230918436693 | 0.023988733735644611928991524216434665318
f(z) = 49/208*z^3 - 95/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017098717059876131380421948420972936264
f(z) = 55/208*z^3 - 81/52*z + 1
*
[ -18/5 ] 
f(z) = 55/216*z^3 - 91/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017026873328785918216710230430006470262
f(z) = 57/208*z^3 - 83/52*z + 1
*
[ -10/3 ] 
f(z) = 59/200*z^3 - 89/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016957320286815630510840422541483482351
f(z) = 59/208*z^3 - 85/52*z + 1
*
[ 3 ] 
f(z) = 43/207*z^3 - 83/69*z + 1
*
[ 3 ] 
f(z) = 44/207*z^3 - 86/69*z + 1
*
[ 3 ] 
f(z) = 47/207*z^3 - 95/69*z + 1
*
[ 3/7 ] 
f(z) = 49/207*z^3 - 95/69*z + 1
*
[ -3 ] 
f(z) = 58/207*z^3 - 82/69*z + 1
*
[ -3 ] 
f(z) = 59/207*z^3 - 85/69*z + 1
*
[ 10/19 ] 
f(z) = 57/200*z^3 - 93/95*z + 1
*
[ 8/3 ] 
f(z) = 45/208*z^3 - 95/104*z + 1
*
[ 4/7 ] 
f(z) = 49/200*z^3 - 83/100*z + 1
*
[ 4/7 ] 
f(z) = 49/216*z^3 - 89/108*z + 1
*
[ 12/5 ] 
f(z) = 53/216*z^3 - 83/100*z + 1
*
[ 12/5 ] 
f(z) = 59/216*z^3 - 99/100*z + 1
*
[ 3/5 ] 
f(z) = 55/216*z^3 - 91/120*z + 1
*
[ 2/3 ] 
f(z) = 51/208*z^3 - 95/156*z + 1
*
[ 2/3 ] 
f(z) = 57/208*z^3 - 97/156*z + 1
*
[ -3 ] 
f(z) = 40/201*z^3 - 92/201*z + 1
*
[ -3 ] 
f(z) = 41/204*z^3 - 97/204*z + 1
*
[ -3 ] 
f(z) = 41/210*z^3 - 89/210*z + 1
*
[ -3 ] 
f(z) = 41/213*z^3 - 85/213*z + 1
*
[ 30/41 ] 
f(z) = 41/216*z^3 - 96/205*z + 1
*
[ -3 ] 
f(z) = 43/219*z^3 - 95/219*z + 1
*
[ 2 ] 
f(z) = 47/202*z^3 - 87/202*z + 1
*
[ 2 ] 
f(z) = 47/206*z^3 - 85/206*z + 1
*
[ 2 ] 
f(z) = 47/210*z^3 - 83/210*z + 1
*
[ 2 ] 
f(z) = 47/214*z^3 - 81/214*z + 1
*
[ 2 ] 
f(z) = 49/202*z^3 - 95/202*z + 1
*
[ 2 ] 
f(z) = 49/206*z^3 - 93/206*z + 1
*
[ 2 ] 
f(z) = 49/214*z^3 - 89/214*z + 1
*
[ 2 ] 
f(z) = 49/218*z^3 - 87/218*z + 1
*
[ 2 ] 
f(z) = 51/214*z^3 - 97/214*z + 1
*
[ 2 ] 
f(z) = 51/218*z^3 - 95/218*z + 1
*
[ 30/17 ] 
f(z) = 51/200*z^3 - 92/255*z + 1
*
[ 3/2 ] 
f(z) = 59/207*z^3 - 85/276*z + 1
*
[ 30/19 ] 
f(z) = 57/200*z^3 - 98/285*z + 1
*
[ 2/7 ] 
f(z) = 49/200*z^3 - 63/25*z + 1
*
[ 2/7 ] 
f(z) = 49/216*z^3 - 68/27*z + 1
*
-3/7 | 0.16114434280036106598423892231729858698 | 0.025290985493783671592179542197630619495
f(z) = 49/216*z^3 - 65/24*z + 1
*
3 | 0.18628007741278811687700109193060193755 | 0.029530306024870977659259964495037564616
f(z) = 53/216*z^3 - 61/24*z + 1
*
3 | 0.18998968048666348715673121351610127522 | 0.029676997475661009255029993829530657508
f(z) = 59/216*z^3 - 67/24*z + 1
*
[ 10/3 ] 
f(z) = 41/200*z^3 - 71/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017679042737319193701839218860478157037
f(z) = 41/208*z^3 - 67/52*z + 1
*
[ 10/3 ] 
f(z) = 43/200*z^3 - 76/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017586520985569319458137777991970868173
f(z) = 43/208*z^3 - 69/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017497565682724913121968382247343253908
f(z) = 45/208*z^3 - 71/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017411940206522862234498006271500319437
f(z) = 47/208*z^3 - 73/52*z + 1
*
[ -10/3 ] 
f(z) = 49/200*z^3 - 64/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017329429761993942227932204562736558195
f(z) = 49/208*z^3 - 75/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017249838836306084150287297378616944109
f(z) = 51/208*z^3 - 77/52*z + 1
*
[ -10/3 ] 
f(z) = 53/200*z^3 - 74/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.017172989008944621731118344367207129130
f(z) = 53/208*z^3 - 79/52*z + 1
*
[ 3 ] 
f(z) = 40/207*z^3 - 74/69*z + 1
*
[ 3 ] 
f(z) = 41/207*z^3 - 77/69*z + 1
*
[ -3 ] 
f(z) = 52/207*z^3 - 64/69*z + 1
*
[ -3 ] 
f(z) = 53/207*z^3 - 67/69*z + 1
*
[ -3 ] 
f(z) = 55/207*z^3 - 73/69*z + 1
*
[ -3 ] 
f(z) = 56/207*z^3 - 76/69*z + 1
*
[ 10/17 ] 
f(z) = 51/200*z^3 - 67/85*z + 1
*
[ 2/3 ] 
f(z) = 45/212*z^3 - 63/106*z + 1
*
[ 12/5 ] 
f(z) = 47/216*z^3 - 67/100*z + 1
*
[ 2 ] 
f(z) = 57/212*z^3 - 61/106*z + 1
*
[ 2 ] 
f(z) = 59/204*z^3 - 67/102*z + 1
*
[ 2 ] 
f(z) = 59/212*z^3 - 65/106*z + 1
*
[ 3/4 ] 
f(z) = 40/207*z^3 - 61/138*z + 1
*
[ 15/7 ] 
f(z) = 49/200*z^3 - 71/120*z + 1
*
[ 15/7 ] 
f(z) = 49/216*z^3 - 61/120*z + 1
*
[ 3/4 ] 
f(z) = 55/216*z^3 - 61/128*z + 1
*
[ 3/4 ] 
f(z) = 56/207*z^3 - 67/138*z + 1
*
[ -5/2 ] 
f(z) = 57/200*z^3 - 61/160*z + 1
*
[ -5/2 ] 
f(z) = 59/200*z^3 - 71/160*z + 1
*
[ 12/7 ] 
f(z) = 55/216*z^3 - 65/196*z + 1
*
[ -3 ] 
f(z) = 40/213*z^3 - 76/213*z + 1
*
[ -3 ] 
f(z) = 40/219*z^3 - 68/219*z + 1
*
[ 2 ] 
f(z) = 41/202*z^3 - 63/202*z + 1
*
[ 2 ] 
f(z) = 41/206*z^3 - 61/206*z + 1
*
[ -3 ] 
f(z) = 41/219*z^3 - 77/219*z + 1
*
[ 2 ] 
f(z) = 43/202*z^3 - 71/202*z + 1
*
[ 2 ] 
f(z) = 43/206*z^3 - 69/206*z + 1
*
[ 2 ] 
f(z) = 43/210*z^3 - 67/210*z + 1
*
[ 2 ] 
f(z) = 43/214*z^3 - 65/214*z + 1
*
[ 2 ] 
f(z) = 43/218*z^3 - 63/218*z + 1
*
[ 2 ] 
f(z) = 45/202*z^3 - 79/202*z + 1
*
[ 2 ] 
f(z) = 45/206*z^3 - 77/206*z + 1
*
[ 2 ] 
f(z) = 45/214*z^3 - 73/214*z + 1
*
[ 2 ] 
f(z) = 45/218*z^3 - 71/218*z + 1
*
[ 2 ] 
f(z) = 47/218*z^3 - 79/218*z + 1
*
[ -11/4 ] 
f(z) = 48/209*z^3 - 78/209*z + 1
*
[ 13/7 ] 
f(z) = 49/208*z^3 - 73/208*z + 1
*
[ -19/7 ] 
f(z) = 49/209*z^3 - 75/209*z + 1
*
[ 9/5 ] 
f(z) = 50/207*z^3 - 70/207*z + 1
*
[ 5/3 ] 
f(z) = 54/205*z^3 - 68/205*z + 1
*
[ 5/3 ] 
f(z) = 54/215*z^3 - 64/215*z + 1
*
[ -5/2 ] 
f(z) = 56/205*z^3 - 63/205*z + 1
*
[ 10/7 ] 
f(z) = 57/200*z^3 - 69/245*z + 1
*
[ 10/7 ] 
f(z) = 59/200*z^3 - 74/245*z + 1
*
[ 12/7 ] 
f(z) = 49/207*z^3 - 77/276*z + 1
*
[ 3/2 ] 
f(z) = 53/207*z^3 - 67/276*z + 1
*
[ 3/2 ] 
f(z) = 55/207*z^3 - 73/276*z + 1
*
[ 30/7 ] 
f(z) = 49/200*z^3 - 56/15*z + 1
*
[ -30/7 ] 
f(z) = 49/200*z^3 - 49/15*z + 1
*
[ -30/7 ] 
f(z) = 49/216*z^3 - 44/15*z + 1
*
-3 | 0.18401467782313492613497246139447188763 | 0.029326160450418744109897951133446578736
f(z) = 43/216*z^3 - 59/24*z + 1
*
3 | 0.18319008692410372940586521770197586829 | 0.029525083645649377175866821022677083364
f(z) = 47/216*z^3 - 55/24*z + 1
*
[ 24/7 ] 
f(z) = 49/216*z^3 - 47/24*z + 1
*
15/7 | 0.12521442749663300143436765097650872748 | 0.021184018845053413539239904229012276509
f(z) = 49/216*z^3 - 41/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014841856738527378889735030503275152973
f(z) = 55/216*z^3 - 41/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016937123732525814687770258485120601702
f(z) = 57/200*z^3 - 41/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016866961206570568504372990875537672176
f(z) = 59/200*z^3 - 42/25*z + 1
*
[ 3 ] 
f(z) = 59/216*z^3 - 43/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014720827454194948793191242252566027865
f(z) = 59/216*z^3 - 43/27*z + 1
*
[ -10/3 ] 
f(z) = 41/200*z^3 - 44/45*z + 1
*
[ -10/3 ] 
f(z) = 43/200*z^3 - 49/45*z + 1
*
[ -10/3 ] 
f(z) = 47/200*z^3 - 59/45*z + 1
*
[ 10/21 ] 
f(z) = 49/200*z^3 - 52/45*z + 1
*
[ 4/7 ] 
f(z) = 49/208*z^3 - 43/52*z + 1
*
[ -3 ] 
f(z) = 47/207*z^3 - 49/69*z + 1
*
[ -3 ] 
f(z) = 49/207*z^3 - 55/69*z + 1
*
[ -3 ] 
f(z) = 50/207*z^3 - 58/69*z + 1
*
[ 3/5 ] 
f(z) = 50/207*z^3 - 52/69*z + 1
*
[ 2/3 ] 
f(z) = 51/200*z^3 - 46/75*z + 1
*
[ 12/5 ] 
f(z) = 55/216*z^3 - 53/60*z + 1
*
[ 2/3 ] 
f(z) = 57/200*z^3 - 47/75*z + 1
*
[ 24/11 ] 
f(z) = 55/216*z^3 - 59/88*z + 1
*
[ 12/5 ] 
f(z) = 41/216*z^3 - 51/100*z + 1
*
[ 2 ] 
f(z) = 47/204*z^3 - 43/102*z + 1
*
[ 2 ] 
f(z) = 47/212*z^3 - 41/106*z + 1
*
[ 2 ] 
f(z) = 49/204*z^3 - 47/102*z + 1
*
[ 2 ] 
f(z) = 49/212*z^3 - 45/106*z + 1
*
[ 2 ] 
f(z) = 51/212*z^3 - 49/106*z + 1
*
[ 2 ] 
f(z) = 53/204*z^3 - 55/102*z + 1
*
[ 2 ] 
f(z) = 55/204*z^3 - 59/102*z + 1
*
[ 2 ] 
f(z) = 55/212*z^3 - 57/106*z + 1
*
[ 3/4 ] 
f(z) = 43/216*z^3 - 57/128*z + 1
*
[ 6/7 ] 
f(z) = 49/207*z^3 - 47/138*z + 1
*
[ 3/4 ] 
f(z) = 49/216*z^3 - 59/128*z + 1
*
[ 5/3 ] 
f(z) = 57/200*z^3 - 47/120*z + 1
*
[ 3/2 ] 
f(z) = 58/207*z^3 - 41/138*z + 1
*
[ 6/7 ] 
f(z) = 43/216*z^3 - 46/147*z + 1
*
[ 6/7 ] 
f(z) = 49/208*z^3 - 53/156*z + 1
*
[ 12/7 ] 
f(z) = 49/208*z^3 - 43/156*z + 1
*
[ 6/7 ] 
f(z) = 55/216*z^3 - 52/147*z + 1
*
[ -5/2 ] 
f(z) = 53/200*z^3 - 41/160*z + 1
*
[ 20/21 ] 
f(z) = 49/200*z^3 - 49/180*z + 1
*
[ 2 ] 
f(z) = 41/210*z^3 - 59/210*z + 1
*
[ 2 ] 
f(z) = 41/214*z^3 - 57/214*z + 1
*
[ 2 ] 
f(z) = 41/218*z^3 - 55/218*z + 1
*
[ 7/4 ] 
f(z) = 48/203*z^3 - 60/203*z + 1
*
[ 7/4 ] 
f(z) = 48/217*z^3 - 54/217*z + 1
*
[ 12/7 ] 
f(z) = 49/204*z^3 - 59/204*z + 1
*
[ 11/7 ] 
f(z) = 49/209*z^3 - 45/209*z + 1
*
[ 3/2 ] 
f(z) = 52/201*z^3 - 50/201*z + 1
*
[ 3/2 ] 
f(z) = 52/213*z^3 - 46/213*z + 1
*
[ 3/2 ] 
f(z) = 52/219*z^3 - 44/219*z + 1
*
[ 3/2 ] 
f(z) = 56/201*z^3 - 59/201*z + 1
*
[ 3/2 ] 
f(z) = 56/213*z^3 - 55/213*z + 1
*
[ -5/2 ] 
f(z) = 56/215*z^3 - 49/215*z + 1
*
[ 3/2 ] 
f(z) = 56/219*z^3 - 53/219*z + 1
*
[ -18/7 ] 
f(z) = 49/200*z^3 - 52/225*z + 1
*
[ 10/7 ] 
f(z) = 47/200*z^3 - 44/245*z + 1
*
[ 10/7 ] 
f(z) = 51/200*z^3 - 54/245*z + 1
*
[ 10/7 ] 
f(z) = 53/200*z^3 - 59/245*z + 1
*
[ 26/15 ] 
f(z) = 45/208*z^3 - 59/260*z + 1
*
[ 3/2 ] 
f(z) = 47/207*z^3 - 49/276*z + 1
*
[ 3/2 ] 
f(z) = 49/207*z^3 - 55/276*z + 1
*
[ 10/7 ] 
f(z) = 49/208*z^3 - 47/260*z + 1
*
-30/7 | 0.19668539232131965977160713128433027650 | 0.028821017404821837312793430160465579404
f(z) = 49/200*z^3 - 23/5*z + 1
*
10/7 | 0.20082409809806579623368925442441266831 | 0.029825057426249430303621905262913607961
f(z) = 49/200*z^3 - 21/5*z + 1
*
-33/7 | 0.13853001510152387335308059630180140110 | 0.020219862194290535592480282647064471043
f(z) = 49/216*z^3 - 35/8*z + 1
*
-12/7 | 0.17655854613044142331371897784983641160 | 0.028900211317111276393757202174333342431
f(z) = 49/216*z^3 - 25/12*z + 1
*
30/7 | 0.22287071067914920781717876520684966055 | 0.026186895189843259454542053890218971212
f(z) = 49/216*z^3 - 23/5*z + 1
*
[ 6 ] 
f(z) = 49/216*z^3 - 22/3*z + 1
*
[ 10/3 ] 
f(z) = 51/200*z^3 - 32/15*z + 1
*
[ -10/3 ] 
f(z) = 51/200*z^3 - 23/15*z + 1
*
[ -6 ] 
f(z) = 53/216*z^3 - 23/3*z + 1
*
[ 6 ] 
f(z) = 55/216*z^3 - 25/3*z + 1
*
3 | 0.18822791027343913653979510929219734815 | 0.029687262386340216193442989939006071696
f(z) = 55/216*z^3 - 21/8*z + 1
*
[ 10/3 ] 
f(z) = 57/200*z^3 - 37/15*z + 1
*
[ -10/3 ] 
f(z) = 57/200*z^3 - 28/15*z + 1
*
[ -6 ] 
f(z) = 59/216*z^3 - 26/3*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017596464109409472042695957745478673997
f(z) = 41/200*z^3 - 33/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015337515852889756038690129571367755982
f(z) = 41/216*z^3 - 34/27*z + 1
*
[ 3 ] 
f(z) = 41/216*z^3 - 25/24*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017502756449308304503081012172465831611
f(z) = 43/200*z^3 - 34/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015258613739831324742803586837837202173
f(z) = 43/216*z^3 - 35/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017326094471888787504904564864571968517
f(z) = 47/200*z^3 - 36/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015109604015374137754875253291109445784
f(z) = 47/216*z^3 - 37/27*z + 1
*
[ 3 ] 
f(z) = 47/216*z^3 - 31/24*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017242669651536642744268196789708933185
f(z) = 49/200*z^3 - 37/25*z + 1
*
[ 20/7 ] 
f(z) = 49/200*z^3 - 27/20*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.015039122171618771431902008330133618479
f(z) = 49/216*z^3 - 38/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017162237686074911899524140065173108887
f(z) = 51/200*z^3 - 38/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.017084613234705905388180924011501737618
f(z) = 53/200*z^3 - 39/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014905390688672228582432759135695247027
f(z) = 53/216*z^3 - 40/27*z + 1
*
[ 3 ] 
f(z) = 53/216*z^3 - 37/24*z + 1
*
[ -3 ] 
f(z) = 55/216*z^3 - 23/24*z + 1
*
[ 2/3 ] 
f(z) = 45/208*z^3 - 31/52*z + 1
*
[ 2 ] 
f(z) = 47/208*z^3 - 21/52*z + 1
*
[ 5/7 ] 
f(z) = 49/200*z^3 - 21/40*z + 1
*
[ 2 ] 
f(z) = 49/208*z^3 - 23/52*z + 1
*
-15/7 | 0.20877827242959017310942991848840502108 | 0.029890730397774427381324227750762194554
f(z) = 49/216*z^3 - 31/40*z + 1
*
[ 2 ] 
f(z) = 51/208*z^3 - 25/52*z + 1
*
[ 2 ] 
f(z) = 53/208*z^3 - 27/52*z + 1
*
[ 2 ] 
f(z) = 55/208*z^3 - 29/52*z + 1
*
[ -30/11 ] 
f(z) = 55/216*z^3 - 29/55*z + 1
*
[ 2 ] 
f(z) = 57/208*z^3 - 31/52*z + 1
*
[ 2 ] 
f(z) = 59/208*z^3 - 33/52*z + 1
*
[ -3 ] 
f(z) = 40/207*z^3 - 28/69*z + 1
*
[ -3 ] 
f(z) = 41/207*z^3 - 31/69*z + 1
*
[ -3 ] 
f(z) = 43/207*z^3 - 37/69*z + 1
*
[ -3 ] 
f(z) = 44/207*z^3 - 40/69*z + 1
*
[ 6/7 ] 
f(z) = 49/200*z^3 - 26/75*z + 1
*
[ 18/11 ] 
f(z) = 55/216*z^3 - 29/99*z + 1
*
[ 3/2 ] 
f(z) = 55/216*z^3 - 23/96*z + 1
*
[ 2 ] 
f(z) = 41/204*z^3 - 31/102*z + 1
*
[ 2 ] 
f(z) = 41/212*z^3 - 29/106*z + 1
*
[ 2 ] 
f(z) = 43/204*z^3 - 35/102*z + 1
*
[ 2 ] 
f(z) = 43/212*z^3 - 33/106*z + 1
*
[ 2 ] 
f(z) = 45/212*z^3 - 37/106*z + 1
*
[ 6/7 ] 
f(z) = 49/204*z^3 - 35/102*z + 1
*
[ 10/7 ] 
f(z) = 49/216*z^3 - 22/135*z + 1
*
[ 3/2 ] 
f(z) = 50/207*z^3 - 29/138*z + 1
*
[ 6/5 ] 
f(z) = 50/207*z^3 - 25/138*z + 1
*
[ 5/3 ] 
f(z) = 51/200*z^3 - 37/120*z + 1
*
[ 10/9 ] 
f(z) = 51/200*z^3 - 29/135*z + 1
*
[ 12/11 ] 
f(z) = 55/216*z^3 - 29/132*z + 1
*
[ 10/9 ] 
f(z) = 57/200*z^3 - 34/135*z + 1
*
[ 4/3 ] 
f(z) = 51/208*z^3 - 29/156*z + 1
*
[ 4/3 ] 
f(z) = 57/208*z^3 - 37/156*z + 1
*
[ 15/14 ] 
f(z) = 49/216*z^3 - 31/160*z + 1
*
[ 12/7 ] 
f(z) = 43/216*z^3 - 33/196*z + 1
*
[ 3/2 ] 
f(z) = 40/201*z^3 - 23/201*z + 1
*
[ 3/2 ] 
f(z) = 44/201*z^3 - 32/201*z + 1
*
[ 3/2 ] 
f(z) = 44/213*z^3 - 28/213*z + 1
*
[ 3/2 ] 
f(z) = 44/219*z^3 - 26/219*z + 1
*
[ 4/3 ] 
f(z) = 45/212*z^3 - 27/212*z + 1
*
[ 5/4 ] 
f(z) = 48/205*z^3 - 34/205*z + 1
*
[ 5/4 ] 
f(z) = 48/215*z^3 - 32/215*z + 1
*
[ 8/7 ] 
f(z) = 49/200*z^3 - 39/200*z + 1
*
[ 9/7 ] 
f(z) = 49/207*z^3 - 35/207*z + 1
*
[ 8/7 ] 
f(z) = 49/216*z^3 - 37/216*z + 1
*
[ 7/5 ] 
f(z) = 50/203*z^3 - 40/203*z + 1
*
[ 7/5 ] 
f(z) = 50/217*z^3 - 36/217*z + 1
*
[ 10/7 ] 
f(z) = 41/200*z^3 - 29/245*z + 1
*
[ 10/7 ] 
f(z) = 43/200*z^3 - 34/245*z + 1
*
[ 3/2 ] 
f(z) = 41/207*z^3 - 31/276*z + 1
*
[ 3/2 ] 
f(z) = 43/207*z^3 - 37/276*z + 1
*
[ -6 ] 
f(z) = 41/216*z^3 - 17/3*z + 1
*
[ 6 ] 
f(z) = 41/216*z^3 - 6*z + 1
*
[ -3 ] 
f(z) = 41/216*z^3 - 3/8*z + 1
*
[ 6 ] 
f(z) = 43/216*z^3 - 19/3*z + 1
*
[ 3 ] 
f(z) = 43/216*z^3 - 9/8*z + 1
*
[ -6 ] 
f(z) = 43/216*z^3 - 6*z + 1
*
[ -6 ] 
f(z) = 47/216*z^3 - 20/3*z + 1
*
[ 6 ] 
f(z) = 47/216*z^3 - 7*z + 1
*
[ -3 ] 
f(z) = 47/216*z^3 - 5/8*z + 1
*
[ 10/7 ] 
f(z) = 49/200*z^3 - 1/5*z + 1
*
[ 30/7 ] 
f(z) = 49/216*z^3 - 17/5*z + 1
*
12/7 | 0.12467506614279858770637543030102426196 | 0.019022937594424721192651967993497228052
f(z) = 49/216*z^3 - 13/4*z + 1
*
[ 18/7 ] 
f(z) = 49/216*z^3 - 8/9*z + 1
*
[ -6 ] 
f(z) = 49/216*z^3 - 7*z + 1
*
-6/7 | 0.11552556370974510795838655077909732880 | 0.021492014914910624744081538824008873040
f(z) = 49/216*z^3 - z + 1
*
[ 6/7 ] 
f(z) = 49/216*z^3 - 1/3*z + 1
*
[ 12/7 ] 
f(z) = 49/216*z^3 - 1/4*z + 1
*
[ -18/7 ]
f(z) = 49/216*z^3 - 1/9*z + 1
*
[ 6 ] 
f(z) = 53/216*z^3 - 8*z + 1
*
[ -3 ] 
f(z) = 53/216*z^3 - 7/8*z + 1
*
[ 3 ] 
f(z) = 55/216*z^3 - 13/8*z + 1
*
[ 6/11 ] 
f(z) = 55/216*z^3 - 10/11*z + 1
*
[ -6 ] 
f(z) = 55/216*z^3 - 8*z + 1
*
[ 6/5 ] 
f(z) = 55/216*z^3 - 1/5*z + 1
*
[ 6 ] 
f(z) = 59/216*z^3 - 9*z + 1
*
[ -3 ] 
f(z) = 59/216*z^3 - 9/8*z + 1
*
[ 2 ] 
f(z) = 41/200*z^3 - 8/25*z + 1
*
[ 2 ] 
f(z) = 41/216*z^3 - 7/27*z + 1
*
[ 3/2 ] 
f(z) = 41/216*z^3 - 3/32*z + 1
*
[ 2 ] 
f(z) = 43/200*z^3 - 9/25*z + 1
*
[ -3 ] 
f(z) = 43/216*z^3 - 11/24*z + 1
*
[ 2 ] 
f(z) = 43/216*z^3 - 8/27*z + 1
*
[ 6/5 ] 
f(z) = 43/216*z^3 - 3/25*z + 1
*
[ 2 ] 
f(z) = 47/200*z^3 - 11/25*z + 1
*
[ 2 ] 
f(z) = 47/216*z^3 - 10/27*z + 1
*
[ 3/2 ] 
f(z) = 47/216*z^3 - 5/32*z + 1
*
[ -20/7 ] 
f(z) = 49/200*z^3 - 13/20*z + 1
*
[ 2 ] 
f(z) = 49/200*z^3 - 12/25*z + 1
*
[ -3 ] 
f(z) = 49/216*z^3 - 17/24*z + 1
*
[ 2 ] 
f(z) = 49/216*z^3 - 11/27*z + 1
*
[ 6/5 ] 
f(z) = 49/216*z^3 - 4/25*z + 1
*
[ 2 ] 
f(z) = 51/200*z^3 - 13/25*z + 1
*
[ 2 ] 
f(z) = 53/200*z^3 - 14/25*z + 1
*
[ 2 ] 
f(z) = 53/216*z^3 - 13/27*z + 1
*
[ 3/2 ] 
f(z) = 53/216*z^3 - 7/32*z + 1
*
[ 2 ] 
f(z) = 55/216*z^3 - 14/27*z + 1
*
[ 2 ] 
f(z) = 57/200*z^3 - 16/25*z + 1
*
[ 2 ] 
f(z) = 59/200*z^3 - 17/25*z + 1
*
[ 2 ] 
f(z) = 59/216*z^3 - 16/27*z + 1
*
[ 3/2 ] 
f(z) = 59/216*z^3 - 9/32*z + 1
*
[ 2 ] 
f(z) = 41/208*z^3 - 15/52*z + 1
*
[ 6/7 ] 
f(z) = 41/216*z^3 - 15/49*z + 1
*
[ 2 ] 
f(z) = 43/208*z^3 - 17/52*z + 1
*
[ 2 ] 
f(z) = 45/208*z^3 - 19/52*z + 1
*
[ 4/3 ] 
f(z) = 45/208*z^3 - 7/52*z + 1
*
[ 6/7 ] 
f(z) = 47/216*z^3 - 16/49*z + 1
*
[ 6/7 ] 
f(z) = 53/216*z^3 - 17/49*z + 1
*
[ 6/7 ] 
f(z) = 59/216*z^3 - 18/49*z + 1
*
[ 3/2 ] 
f(z) = 40/207*z^3 - 7/69*z + 1
*
[ 6/5 ] 
f(z) = 41/216*z^3 - 8/75*z + 1
*
[ 3/2 ] 
f(z) = 44/207*z^3 - 10/69*z + 1
*
[ 6/5 ] 
f(z) = 47/216*z^3 - 11/75*z + 1
*
[ 9/7 ] 
f(z) = 49/216*z^3 - 11/72*z + 1
*
[ 3/2 ] 
f(z) = 52/207*z^3 - 16/69*z + 1
*
[ 6/5 ] 
f(z) = 53/216*z^3 - 14/75*z + 1
*
[ 3/2 ] 
f(z) = 56/207*z^3 - 19/69*z + 1
*
[ 6/5 ] 
f(z) = 59/216*z^3 - 17/75*z + 1
*
[ 3/2 ] 
f(z) = 43/216*z^3 - 11/96*z + 1
*
[ 3/2 ] 
f(z) = 49/216*z^3 - 17/96*z + 1
*
[ -8/3 ] 
f(z) = 45/208*z^3 - 17/104*z + 1
*
[ 8/7 ] 
f(z) = 49/208*z^3 - 19/104*z + 1
*
[ 3/2 ] 
f(z) = 40/213*z^3 - 19/213*z + 1
*
[ 3/2 ] 
f(z) = 40/219*z^3 - 17/219*z + 1
*
[ -10/7 ]
f(z) = 49/200*z^3 + 6/5*z + 1
*
-14/3 | 0.17124729212517853350162203101400773402 | 0.024281024434366154727519076204864178890
f(z) = 45/224*z^3 - 289/56*z + 1
*
[ 4 ] 
f(z) = 47/232*z^3 - 289/116*z + 1
*
[ 2/7 ] 
f(z) = 49/228*z^3 - 287/114*z + 1
*
[ 2/7 ] 
f(z) = 49/236*z^3 - 297/118*z + 1
*
[ -4 ] 
f(z) = 55/232*z^3 - 295/116*z + 1
*
[ -15/4 ] 
f(z) = 58/225*z^3 - 283/120*z + 1
*
-2 | 0.11048420095268982268556921697378288086 | 0.015634998567119671363576370369234219473
f(z) = 51/224*z^3 - 293/168*z + 1
*
[ 45/14 ] 
f(z) = 49/225*z^3 - 281/180*z + 1
*
-2 | 0.074625943664397231547836003001505707000 | 0.013235411399406589731831558903865188796
f(z) = 41/234*z^3 - 281/234*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.015676754828110977776091064555803067270
f(z) = 41/238*z^3 - 283/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.011845038524380214211321561478680872342
f(z) = 43/222*z^3 - 283/222*z + 1
*
-2 | 0.087544218865043343862632064696592993926 | 0.015487728693163559032693353634354427711
f(z) = 43/226*z^3 - 285/226*z + 1
*
-2 | 0.087869765627562053908830405610907513425 | 0.015526113923085822442601057068084145602
f(z) = 43/230*z^3 - 287/230*z + 1
*
-2 | 0.074625291525043512183589156002383077981 | 0.013169726819478584833336970746853092055
f(z) = 43/234*z^3 - 289/234*z + 1
*
-2 | 0.088502939048826485759707724060535708004 | 0.015599840672035378637709869587995867807
f(z) = 43/238*z^3 - 291/238*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015412361037307698433324124953513658870
f(z) = 45/226*z^3 - 293/226*z + 1
*
-2 | 0.088502286909472766395460877061413078986 | 0.015525508808226064837496436077523641822
f(z) = 45/238*z^3 - 299/238*z + 1
*
-2 | 0.066870535989926913611763149220958069879 | 0.011730760094192386608193591897214630256
f(z) = 47/222*z^3 - 299/222*z + 1
*
[ 3 ] 
f(z) = 49/222*z^3 - 293/222*z + 1
*
[ 3 ] 
f(z) = 49/228*z^3 - 289/228*z + 1
*
[ 3 ] 
f(z) = 49/237*z^3 - 283/237*z + 1
*
[ -17/5 ] 
f(z) = 50/221*z^3 - 292/221*z + 1
*
[ 3 ] 
f(z) = 50/231*z^3 - 296/231*z + 1
*
[ 3 ] 
f(z) = 50/237*z^3 - 292/237*z + 1
*
-8/5 | 0.20789333361537513344636301589405255022 | 0.029594835658565256350590980942921924875
f(z) = 55/224*z^3 - 281/280*z + 1
*
[ 4 ] 
f(z) = 45/232*z^3 - 273/116*z + 1
*
[ 2/7 ] 
f(z) = 49/220*z^3 - 277/110*z + 1
*
[ -4 ] 
f(z) = 51/232*z^3 - 263/116*z + 1
*
[ -4 ] 
f(z) = 53/232*z^3 - 279/116*z + 1
*
-45/14 | 0.14288913797656862012125954599978025714 | 0.019834283297617118048626393878868521781
f(z) = 49/225*z^3 - 269/180*z + 1
*
-2 | 0.066869502373506023889581952018223502424 | 0.011905328027571972458025479375102676667
f(z) = 41/222*z^3 - 275/222*z + 1
*
-2 | 0.087544871004397063226878911695715622945 | 0.015566251511145439350663212960132849656
f(z) = 41/226*z^3 - 277/226*z + 1
*
-2 | 0.087869113488208334544583558611784884407 | 0.015603944034189360075576121935311426376
f(z) = 41/230*z^3 - 279/230*z + 1
*
[ 3 ] 
f(z) = 47/222*z^3 - 275/222*z + 1
*
[ 3 ] 
f(z) = 47/228*z^3 - 271/228*z + 1
*
[ 3 ] 
f(z) = 47/231*z^3 - 269/231*z + 1
*
[ 3 ] 
f(z) = 47/237*z^3 - 265/237*z + 1
*
[ 5 ] 
f(z) = 56/225*z^3 - 244/45*z + 1
*
[ 5 ] 
f(z) = 58/225*z^3 - 254/45*z + 1
*
[ 5 ] 
f(z) = 59/225*z^3 - 259/45*z + 1
*
[ -5 ] 
f(z) = 59/225*z^3 - 241/45*z + 1
*
[ 4 ] 
f(z) = 41/232*z^3 - 241/116*z + 1
*
[ 4 ] 
f(z) = 43/232*z^3 - 257/116*z + 1
*
[ -4 ] 
f(z) = 49/232*z^3 - 247/116*z + 1
*
[ 15/4 ] 
f(z) = 46/225*z^3 - 257/120*z + 1
*
[ 1/2 ] 
f(z) = 40/231*z^3 - 241/231*z + 1
*
[ 1/2 ] 
f(z) = 40/233*z^3 - 243/233*z + 1
*
[ 1/2 ] 
f(z) = 40/237*z^3 - 247/237*z + 1
*
[ 1/2 ] 
f(z) = 40/239*z^3 - 249/239*z + 1
*
[ 1/2 ] 
f(z) = 44/233*z^3 - 244/233*z + 1
*
[ 1/2 ] 
f(z) = 44/235*z^3 - 246/235*z + 1
*
[ 1/2 ] 
f(z) = 44/237*z^3 - 248/237*z + 1
*
[ 1/2 ] 
f(z) = 44/239*z^3 - 250/239*z + 1
*
[ 3 ] 
f(z) = 46/231*z^3 - 260/231*z + 1
*
[ 3 ] 
f(z) = 46/237*z^3 - 256/237*z + 1
*
[ 1/2 ] 
f(z) = 48/229*z^3 - 241/229*z + 1
*
[ 1/2 ] 
f(z) = 48/233*z^3 - 245/233*z + 1
*
[ 1/2 ] 
f(z) = 48/235*z^3 - 247/235*z + 1
*
[ 1/2 ] 
f(z) = 48/239*z^3 - 251/239*z + 1
*
[ 20/7 ] 
f(z) = 49/220*z^3 - 257/220*z + 1
*
[ 1/2 ] 
f(z) = 52/229*z^3 - 242/229*z + 1
*
[ 1/2 ] 
f(z) = 52/231*z^3 - 244/231*z + 1
*
[ 1/2 ] 
f(z) = 52/233*z^3 - 246/233*z + 1
*
[ 1/2 ] 
f(z) = 52/235*z^3 - 248/235*z + 1
*
[ 1/2 ] 
f(z) = 52/237*z^3 - 250/237*z + 1
*
[ 1/2 ] 
f(z) = 52/239*z^3 - 252/239*z + 1
*
[ 1/2 ] 
f(z) = 56/227*z^3 - 241/227*z + 1
*
[ 1/2 ] 
f(z) = 56/229*z^3 - 243/229*z + 1
*
[ 1/2 ] 
f(z) = 56/233*z^3 - 247/233*z + 1
*
[ 1/2 ] 
f(z) = 56/235*z^3 - 249/235*z + 1
*
[ 1/2 ] 
f(z) = 56/237*z^3 - 251/237*z + 1
*
[ 1/2 ] 
f(z) = 56/239*z^3 - 253/239*z + 1
*
[ 58/21 ] 
f(z) = 49/232*z^3 - 254/261*z + 1
*
-8/5 | 0.20209081967406975624079589205271499387 | 0.028783421577344821395453805350313210547
f(z) = 45/224*z^3 - 249/280*z + 1
*
[ 5 ] 
f(z) = 52/225*z^3 - 224/45*z + 1
*
[ 5 ] 
f(z) = 53/225*z^3 - 229/45*z + 1
*
[ -5 ] 
f(z) = 56/225*z^3 - 226/45*z + 1
*
[ -5 ] 
f(z) = 58/225*z^3 - 236/45*z + 1
*
[ -4 ] 
f(z) = 47/232*z^3 - 231/116*z + 1
*
[ -58/15 ] 
f(z) = 45/232*z^3 - 238/145*z + 1
*
[ 2/5 ] 
f(z) = 45/232*z^3 - 222/145*z + 1
*
[ 2/5 ] 
f(z) = 55/232*z^3 - 223/145*z + 1
*
[ 1/2 ] 
f(z) = 40/221*z^3 - 231/221*z + 1
*
[ 1/2 ] 
f(z) = 40/223*z^3 - 233/223*z + 1
*
[ 1/2 ] 
f(z) = 40/227*z^3 - 237/227*z + 1
*
[ 1/2 ] 
f(z) = 40/229*z^3 - 239/229*z + 1
*
[ 3 ] 
f(z) = 41/222*z^3 - 221/222*z + 1
*
[ 3 ] 
f(z) = 43/222*z^3 - 239/222*z + 1
*
[ 3 ] 
f(z) = 43/228*z^3 - 235/228*z + 1
*
[ 3 ] 
f(z) = 43/231*z^3 - 233/231*z + 1
*
[ 3 ] 
f(z) = 43/237*z^3 - 229/237*z + 1
*
[ 1/2 ] 
f(z) = 44/221*z^3 - 232/221*z + 1
*
[ 1/2 ] 
f(z) = 44/223*z^3 - 234/223*z + 1
*
[ 1/2 ] 
f(z) = 44/225*z^3 - 236/225*z + 1
*
[ 1/2 ] 
f(z) = 44/227*z^3 - 238/227*z + 1
*
[ 1/2 ] 
f(z) = 44/229*z^3 - 240/229*z + 1
*
[ 3 ] 
f(z) = 44/237*z^3 - 238/237*z + 1
*
[ 1/2 ] 
f(z) = 48/221*z^3 - 233/221*z + 1
*
[ 1/2 ] 
f(z) = 48/223*z^3 - 235/223*z + 1
*
[ 1/2 ] 
f(z) = 48/227*z^3 - 239/227*z + 1
*
[ -23/7 ] 
f(z) = 49/230*z^3 - 229/230*z + 1
*
[ 1/2 ] 
f(z) = 52/223*z^3 - 236/223*z + 1
*
[ 1/2 ] 
f(z) = 52/225*z^3 - 238/225*z + 1
*
[ 1/2 ] 
f(z) = 52/227*z^3 - 240/227*z + 1
*
[ 1/2 ] 
f(z) = 56/221*z^3 - 235/221*z + 1
*
[ 1/2 ] 
f(z) = 56/223*z^3 - 237/223*z + 1
*
[ 1/2 ] 
f(z) = 56/225*z^3 - 239/225*z + 1
*
[ -3 ] 
f(z) = 59/222*z^3 - 235/222*z + 1
*
[ -3 ] 
f(z) = 59/228*z^3 - 227/228*z + 1
*
[ -3 ] 
f(z) = 59/231*z^3 - 223/231*z + 1
*
[ 15/28 ] 
f(z) = 49/225*z^3 - 223/240*z + 1
*
-14/5 | 0.10475287552303125326099472258746025538 | 0.014919758267502375502405144054552105444
f(z) = 45/224*z^3 - 221/280*z + 1
*
[ 14/3 ] 
f(z) = 45/224*z^3 - 201/56*z + 1
*
[ 5 ] 
f(z) = 49/225*z^3 - 209/45*z + 1
*
[ -5 ] 
f(z) = 52/225*z^3 - 206/45*z + 1
*
[ -5 ] 
f(z) = 53/225*z^3 - 211/45*z + 1
*
-30/7 | 0.23900983712327377855788682382670043406 | 0.029654163199087999829093570668350618258
f(z) = 49/225*z^3 - 211/60*z + 1
*
[ -4 ] 
f(z) = 45/232*z^3 - 215/116*z + 1
*
[ 10/3 ] 
f(z) = 45/232*z^3 - 211/145*z + 1
*
[ 20/7 ] 
f(z) = 49/225*z^3 - 203/180*z + 1
*
[ 3 ] 
f(z) = 40/231*z^3 - 206/231*z + 1
*
[ 3 ] 
f(z) = 40/237*z^3 - 202/237*z + 1
*
[ 3 ] 
f(z) = 41/228*z^3 - 217/228*z + 1
*
[ 3 ] 
f(z) = 41/231*z^3 - 215/231*z + 1
*
[ 3 ] 
f(z) = 41/237*z^3 - 211/237*z + 1
*
[ -13/4 ] 
f(z) = 48/221*z^3 - 218/221*z + 1
*
[ 19/7 ] 
f(z) = 49/228*z^3 - 217/228*z + 1
*
[ 13/5 ] 
f(z) = 50/221*z^3 - 202/221*z + 1
*
[ 5/2 ] 
f(z) = 56/235*z^3 - 209/235*z + 1
*
[ -3 ] 
f(z) = 58/231*z^3 - 214/231*z + 1
*
[ -3 ] 
f(z) = 58/237*z^3 - 206/237*z + 1
*
[ -3 ] 
f(z) = 59/237*z^3 - 215/237*z + 1
*
[ 18/7 ] 
f(z) = 49/232*z^3 - 205/261*z + 1
*
[ 15/2 ] 
f(z) = 52/225*z^3 - 182/15*z + 1
*
[ 15/2 ] 
f(z) = 56/225*z^3 - 197/15*z + 1
*
[ -15/2 ] 
f(z) = 56/225*z^3 - 193/15*z + 1
*
[ 5 ] 
f(z) = 44/225*z^3 - 184/45*z + 1
*
[ 5 ] 
f(z) = 46/225*z^3 - 194/45*z + 1
*
[ 5 ] 
f(z) = 47/225*z^3 - 199/45*z + 1
*
[ -5 ] 
f(z) = 47/225*z^3 - 181/45*z + 1
*
[ -5 ] 
f(z) = 49/225*z^3 - 191/45*z + 1
*
-15/14 | 0.18568371971291115358285494922518359465 | 0.023206534282451272004499867796653573832
f(z) = 49/225*z^3 - 199/60*z + 1
*
6/7 | 0.16957753283271096111128761444661175260 | 0.026929424949937194637936927814039447583
f(z) = 49/234*z^3 - 181/78*z + 1
*
4/3 | 0.15156183442079486579251573775621266646 | 0.020824830122116840265047749993556898655
f(z) = 51/224*z^3 - 181/84*z + 1
*
5/4 | 0.17983176201535857094667712063780971078 | 0.026090397757104097149141674355046185629
f(z) = 56/225*z^3 - 197/90*z + 1
*
4/3 | 0.12770780542597991868632104455711600422 | 0.017494705539024426621659564346863728538
f(z) = 57/224*z^3 - 185/84*z + 1
*
[ -4 ] 
f(z) = 41/232*z^3 - 183/116*z + 1
*
[ -4 ] 
f(z) = 43/232*z^3 - 199/116*z + 1
*
[ -15/4 ] 
f(z) = 46/225*z^3 - 193/120*z + 1
*
-4/3 | 0.18136430900979484193446668832949919411 | 0.024633036408598095805576407256126210971
f(z) = 45/224*z^3 - 197/140*z + 1
*
[ 8/3 ] 
f(z) = 57/224*z^3 - 199/168*z + 1
*
5/4 | 0.19357342623118032969483727042744226672 | 0.028042972714185468125284857138818497414
f(z) = 44/225*z^3 - 199/180*z + 1
*
[ 5/2 ] 
f(z) = 59/225*z^3 - 187/180*z + 1
*
[ 15/28 ] 
f(z) = 56/225*z^3 - 197/210*z + 1
*
[ -7/2 ] 
f(z) = 40/231*z^3 - 193/231*z + 1
*
[ 4/7 ] 
f(z) = 49/228*z^3 - 187/228*z + 1
*
[ 18/7 ] 
f(z) = 49/234*z^3 - 181/234*z + 1
*
[ 4/7 ] 
f(z) = 49/236*z^3 - 193/236*z + 1
*
[ 5/2 ] 
f(z) = 52/235*z^3 - 184/235*z + 1
*
[ -3 ] 
f(z) = 53/222*z^3 - 181/222*z + 1
*
[ -3 ] 
f(z) = 55/222*z^3 - 199/222*z + 1
*
[ -3 ] 
f(z) = 55/228*z^3 - 191/228*z + 1
*
[ -3 ] 
f(z) = 56/237*z^3 - 188/237*z + 1
*
[ -15/2 ] 
f(z) = 52/225*z^3 - 178/15*z + 1
*
[ 5 ] 
f(z) = 41/225*z^3 - 169/45*z + 1
*
[ 5 ] 
f(z) = 43/225*z^3 - 179/45*z + 1
*
[ -5 ] 
f(z) = 43/225*z^3 - 161/45*z + 1
*
[ -5 ] 
f(z) = 44/225*z^3 - 166/45*z + 1
*
[ -14/3 ] 
f(z) = 45/224*z^3 - 177/56*z + 1
*
[ -5 ] 
f(z) = 46/225*z^3 - 176/45*z + 1
*
[ 22/7 ] 
f(z) = 49/220*z^3 - 167/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017522065508534319528525752322464591299
f(z) = 51/236*z^3 - 161/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017296926144193109977751640881525463714
f(z) = 53/220*z^3 - 161/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013858859746764312436775448572673775301
f(z) = 53/228*z^3 - 163/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017447914094907649121148454824516396188
f(z) = 53/236*z^3 - 165/118*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013801041701484738211512796571742817913
f(z) = 55/228*z^3 - 167/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017376141675600552814911703804865132345
f(z) = 55/236*z^3 - 169/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017152877272802714938932163379820626303
f(z) = 57/220*z^3 - 169/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017306615934319471595524667760224407602
f(z) = 57/236*z^3 - 173/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017084244861202986072495178772306214040
f(z) = 59/220*z^3 - 173/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.013690624909141652204996662928984280508
f(z) = 59/228*z^3 - 175/114*z + 1
*
[ 8/3 ] 
f(z) = 51/224*z^3 - 167/168*z + 1
*
[ -45/14 ] 
f(z) = 49/225*z^3 - 169/180*z + 1
*
[ 8/3 ] 
f(z) = 45/232*z^3 - 175/232*z + 1
*
[ 3/5 ] 
f(z) = 50/231*z^3 - 172/231*z + 1
*
[ 3/5 ] 
f(z) = 50/237*z^3 - 176/237*z + 1
*
[ -3 ] 
f(z) = 53/228*z^3 - 173/228*z + 1
*
[ -3 ] 
f(z) = 53/231*z^3 - 169/231*z + 1
*
[ -3 ] 
f(z) = 53/237*z^3 - 161/237*z + 1
*
[ -3 ] 
f(z) = 55/237*z^3 - 179/237*z + 1
*
[ 15/2 ] 
f(z) = 44/225*z^3 - 152/15*z + 1
*
[ -15/2 ] 
f(z) = 44/225*z^3 - 148/15*z + 1
*
[ -5 ] 
f(z) = 41/225*z^3 - 151/45*z + 1
*
8/3 | 0.14637804195375256996653390967034857265 | 0.022720547822986570659423708700416231439
f(z) = 45/224*z^3 - 157/56*z + 1
*
2/3 | 0.14325739049024716599532745285380355446 | 0.022514027623190449013133086762577885466
f(z) = 45/224*z^3 - 145/56*z + 1
*
[ 15/4 ] 
f(z) = 52/225*z^3 - 151/60*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017934019329143802486415737184620424546
f(z) = 41/236*z^3 - 141/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017703586809080467699816478912982378588
f(z) = 43/220*z^3 - 141/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014179617273111588314655767524591508247
f(z) = 43/228*z^3 - 143/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017845537117602859351119099142661418512
f(z) = 43/236*z^3 - 145/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017760296667608710279804869619607857642
f(z) = 45/236*z^3 - 149/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017532096293611181713746190150334439045
f(z) = 47/220*z^3 - 149/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014044448678401528946245410612105254756
f(z) = 47/228*z^3 - 151/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017678093128889243629799572769907072426
f(z) = 47/236*z^3 - 153/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017450948980394632203423075286650246475
f(z) = 49/220*z^3 - 153/110*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.013980258837860290236636947671967094858
f(z) = 49/228*z^3 - 155/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017598739677638005283084320131855012884
f(z) = 49/236*z^3 - 157/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017372615134141690622930808591513163275
f(z) = 51/220*z^3 - 157/110*z + 1
*
[ 15/26 ] 
f(z) = 52/225*z^3 - 158/195*z + 1
*
[ 5/2 ] 
f(z) = 53/225*z^3 - 157/180*z + 1
*
[ 5/2 ] 
f(z) = 48/235*z^3 - 159/235*z + 1
*
[ 17/7 ] 
f(z) = 49/221*z^3 - 159/221*z + 1
*
[ -3 ] 
f(z) = 49/222*z^3 - 145/222*z + 1
*
[ -3 ] 
f(z) = 50/231*z^3 - 142/231*z + 1
*
[ -3 ] 
f(z) = 52/231*z^3 - 160/231*z + 1
*
[ -3 ] 
f(z) = 52/237*z^3 - 152/237*z + 1
*
[ -28/9 ] 
f(z) = 45/224*z^3 - 157/252*z + 1
*
[ 2/3 ] 
f(z) = 41/232*z^3 - 151/261*z + 1
*
[ 2/3 ] 
f(z) = 43/232*z^3 - 152/261*z + 1
*
[ 2/3 ] 
f(z) = 47/232*z^3 - 154/261*z + 1
*
[ 2/3 ] 
f(z) = 49/232*z^3 - 155/261*z + 1
*
[ 2/3 ] 
f(z) = 53/232*z^3 - 157/261*z + 1
*
[ 2/3 ] 
f(z) = 55/232*z^3 - 158/261*z + 1
*
[ 2/3 ] 
f(z) = 59/232*z^3 - 160/261*z + 1
*
-14/5 | 0.20750293811550161834976471382773694433 | 0.029554259594516977496714120483931328108
f(z) = 45/224*z^3 - 141/280*z + 1
*
[ -14/5 ] 
f(z) = 55/224*z^3 - 159/280*z + 1
*
[ 15/4 ] 
f(z) = 44/225*z^3 - 121/60*z + 1
*
[ 3 ] 
f(z) = 58/225*z^3 - 124/75*z + 1
*
[ 3 ] 
f(z) = 59/225*z^3 - 127/75*z + 1
*
[ 3 ] 
f(z) = 59/234*z^3 - 125/78*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017794354539217841803688361082706582460
f(z) = 41/220*z^3 - 137/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.014251101408048280913357927320646886924
f(z) = 41/228*z^3 - 139/114*z + 1
*
[ -10/3 ] 
f(z) = 45/232*z^3 - 124/145*z + 1
*
[ 5/2 ] 
f(z) = 47/225*z^3 - 127/180*z + 1
*
[ 5/2 ] 
f(z) = 49/225*z^3 - 137/180*z + 1
*
[ 5/2 ] 
f(z) = 44/235*z^3 - 134/235*z + 1
*
[ 2/3 ] 
f(z) = 45/226*z^3 - 133/226*z + 1
*
[ 2/3 ] 
f(z) = 45/238*z^3 - 139/238*z + 1
*
[ -3 ] 
f(z) = 47/222*z^3 - 127/222*z + 1
*
[ -3 ] 
f(z) = 49/228*z^3 - 137/228*z + 1
*
[ -3 ] 
f(z) = 49/237*z^3 - 125/237*z + 1
*
[ -3 ] 
f(z) = 50/237*z^3 - 134/237*z + 1
*
[ 2 ] 
f(z) = 59/222*z^3 - 125/222*z + 1
*
[ 2 ] 
f(z) = 59/226*z^3 - 123/226*z + 1
*
[ 2 ] 
f(z) = 59/230*z^3 - 121/230*z + 1
*
[ 3/7 ] 
f(z) = 49/225*z^3 - 103/75*z + 1
*
[ 3/7 ] 
f(z) = 49/234*z^3 - 107/78*z + 1
*
6/7 | 0.16956774638880177277952386298246471851 | 0.029575728741644560094650744106216018741
f(z) = 49/234*z^3 - 103/78*z + 1
*
[ -15/4 ] 
f(z) = 52/225*z^3 - 119/60*z + 1
*
[ 3 ] 
f(z) = 52/225*z^3 - 106/75*z + 1
*
[ 3 ] 
f(z) = 53/225*z^3 - 109/75*z + 1
*
[ 3 ] 
f(z) = 53/234*z^3 - 107/78*z + 1
*
[ 3 ] 
f(z) = 55/234*z^3 - 113/78*z + 1
*
[ 3 ] 
f(z) = 56/225*z^3 - 118/75*z + 1
*
4/3 | 0.19298576463863485693805267039669129171 | 0.028827242611485716698688657311835437351
f(z) = 57/224*z^3 - 101/84*z + 1
*
[ 2/3 ] 
f(z) = 51/224*z^3 - 101/168*z + 1
*
[ 2/3 ] 
f(z) = 57/224*z^3 - 103/168*z + 1
*
[ 5/2 ] 
f(z) = 43/225*z^3 - 107/180*z + 1
*
[ 7/3 ] 
f(z) = 45/224*z^3 - 117/224*z + 1
*
[ 7/3 ] 
f(z) = 45/238*z^3 - 109/238*z + 1
*
[ -3 ] 
f(z) = 46/231*z^3 - 106/231*z + 1
*
[ -3 ] 
f(z) = 47/228*z^3 - 119/228*z + 1
*
[ -3 ] 
f(z) = 47/231*z^3 - 115/231*z + 1
*
[ -3 ] 
f(z) = 47/237*z^3 - 107/237*z + 1
*
[ 5/7 ] 
f(z) = 49/220*z^3 - 113/220*z + 1
*
[ -20/7 ] 
f(z) = 49/220*z^3 - 103/220*z + 1
*
[ 5/7 ] 
f(z) = 49/230*z^3 - 117/230*z + 1
*
[ 5/7 ] 
f(z) = 49/235*z^3 - 119/235*z + 1
*
[ 11/5 ] 
f(z) = 50/231*z^3 - 116/231*z + 1
*
[ 2 ] 
f(z) = 53/222*z^3 - 101/222*z + 1
*
[ 2 ] 
f(z) = 55/222*z^3 - 109/222*z + 1
*
[ 2 ] 
f(z) = 55/226*z^3 - 107/226*z + 1
*
[ 2 ] 
f(z) = 55/234*z^3 - 103/234*z + 1
*
[ 2 ] 
f(z) = 55/238*z^3 - 101/238*z + 1
*
[ 2 ] 
f(z) = 57/226*z^3 - 115/226*z + 1
*
[ 2 ] 
f(z) = 57/230*z^3 - 113/230*z + 1
*
[ 2 ] 
f(z) = 57/238*z^3 - 109/238*z + 1
*
[ 2 ] 
f(z) = 59/234*z^3 - 119/234*z + 1
*
[ 2 ] 
f(z) = 59/238*z^3 - 117/238*z + 1
*
[ 30/7 ] 
f(z) = 49/225*z^3 - 97/30*z + 1
*
[ -30/7 ] 
f(z) = 49/225*z^3 - 83/30*z + 1
*
[ 4 ] 
f(z) = 51/224*z^3 - 81/28*z + 1
*
[ 4 ] 
f(z) = 53/224*z^3 - 85/28*z + 1
*
[ 4 ] 
f(z) = 55/224*z^3 - 89/28*z + 1
*
[ 15/4 ] 
f(z) = 56/225*z^3 - 83/30*z + 1
*
[ 4 ] 
f(z) = 57/224*z^3 - 93/28*z + 1
*
[ 4 ] 
f(z) = 59/224*z^3 - 97/28*z + 1
*
[ -4 ] 
f(z) = 59/224*z^3 - 83/28*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017336120752143293208242861783306010740
f(z) = 53/224*z^3 - 81/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017263279521242577346408115482433142428
f(z) = 55/224*z^3 - 83/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017192760784073384536670227636571589306
f(z) = 57/224*z^3 - 85/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017124436137214306066570910546104757167
f(z) = 59/224*z^3 - 87/56*z + 1
*
[ -15/4 ] 
f(z) = 44/225*z^3 - 89/60*z + 1
*
[ 3 ] 
f(z) = 44/225*z^3 - 82/75*z + 1
*
[ 3 ] 
f(z) = 46/225*z^3 - 88/75*z + 1
*
[ 3 ] 
f(z) = 47/225*z^3 - 91/75*z + 1
*
[ 3 ] 
f(z) = 47/234*z^3 - 89/78*z + 1
*
[ 3 ] 
f(z) = 49/225*z^3 - 97/75*z + 1
*
[ 3 ] 
f(z) = 49/234*z^3 - 95/78*z + 1
*
[ 5/2 ] 
f(z) = 58/225*z^3 - 91/90*z + 1
*
[ -22/7 ] 
f(z) = 49/220*z^3 - 97/110*z + 1
*
[ 4/7 ] 
f(z) = 49/232*z^3 - 95/116*z + 1
*
[ 15/22 ] 
f(z) = 44/225*z^3 - 92/165*z + 1
*
[ 5/2 ] 
f(z) = 41/225*z^3 - 97/180*z + 1
*
[ -3 ] 
f(z) = 43/222*z^3 - 91/222*z + 1
*
[ -3 ] 
f(z) = 43/228*z^3 - 83/228*z + 1
*
[ -3 ] 
f(z) = 46/237*z^3 - 98/237*z + 1
*
[ 2 ] 
f(z) = 49/222*z^3 - 85/222*z + 1
*
[ 2 ] 
f(z) = 49/226*z^3 - 83/226*z + 1
*
[ 2 ] 
f(z) = 49/230*z^3 - 81/230*z + 1
*
[ 2 ] 
f(z) = 51/226*z^3 - 91/226*z + 1
*
[ 2 ] 
f(z) = 51/230*z^3 - 89/230*z + 1
*
[ 2 ] 
f(z) = 53/226*z^3 - 99/226*z + 1
*
[ 2 ] 
f(z) = 53/230*z^3 - 97/230*z + 1
*
[ 2 ] 
f(z) = 53/234*z^3 - 95/234*z + 1
*
[ 2 ] 
f(z) = 53/238*z^3 - 93/238*z + 1
*
[ 15/8 ] 
f(z) = 52/225*z^3 - 83/240*z + 1
*
[ 4 ] 
f(z) = 41/224*z^3 - 61/28*z + 1
*
[ 4 ] 
f(z) = 43/224*z^3 - 65/28*z + 1
*
[ 4 ] 
f(z) = 45/224*z^3 - 69/28*z + 1
*
[ 4 ] 
f(z) = 47/224*z^3 - 73/28*z + 1
*
[ 2/7 ] 
f(z) = 49/232*z^3 - 73/29*z + 1
*
[ -4 ] 
f(z) = 51/224*z^3 - 67/28*z + 1
*
[ -4 ] 
f(z) = 53/224*z^3 - 71/28*z + 1
*
[ -4 ] 
f(z) = 55/224*z^3 - 75/28*z + 1
*
[ -15/4 ] 
f(z) = 56/225*z^3 - 67/30*z + 1
*
[ -4 ] 
f(z) = 57/224*z^3 - 79/28*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017830697493168558488983207128251261696
f(z) = 41/224*z^3 - 69/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017740507108342968787062676070900293250
f(z) = 43/224*z^3 - 71/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017653692782466915039721857605731048227
f(z) = 45/224*z^3 - 73/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017570036738293695617200191405231115217
f(z) = 47/224*z^3 - 75/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017411423915125610725036282688750267322
f(z) = 51/224*z^3 - 79/56*z + 1
*
[ 3 ] 
f(z) = 41/225*z^3 - 73/75*z + 1
*
[ 3 ] 
f(z) = 41/234*z^3 - 71/78*z + 1
*
[ 3 ] 
f(z) = 43/225*z^3 - 79/75*z + 1
*
[ 3 ] 
f(z) = 43/234*z^3 - 77/78*z + 1
*
[ -3 ] 
f(z) = 55/234*z^3 - 61/78*z + 1
*
[ -3 ] 
f(z) = 56/225*z^3 - 68/75*z + 1
*
[ -3 ] 
f(z) = 58/225*z^3 - 74/75*z + 1
*
[ -3 ] 
f(z) = 59/225*z^3 - 77/75*z + 1
*
[ -3 ] 
f(z) = 59/234*z^3 - 73/78*z + 1
*
[ 5/2 ] 
f(z) = 46/225*z^3 - 61/90*z + 1
*
[ 2/3 ] 
f(z) = 45/236*z^3 - 69/118*z + 1
*
[ 15/7 ] 
f(z) = 56/225*z^3 - 64/105*z + 1
*
[ 2 ] 
f(z) = 59/220*z^3 - 63/110*z + 1
*
[ 2 ] 
f(z) = 59/228*z^3 - 61/114*z + 1
*
[ 3/4 ] 
f(z) = 56/225*z^3 - 71/150*z + 1
*
[ -8/3 ] 
f(z) = 57/224*z^3 - 73/168*z + 1
*
[ -20/7 ] 
f(z) = 49/225*z^3 - 77/180*z + 1
*
[ -3 ] 
f(z) = 41/222*z^3 - 73/222*z + 1
*
[ -3 ] 
f(z) = 41/228*z^3 - 65/228*z + 1
*
[ -3 ] 
f(z) = 41/231*z^3 - 61/231*z + 1
*
[ 2 ] 
f(z) = 43/222*z^3 - 61/222*z + 1
*
[ -3 ] 
f(z) = 43/231*z^3 - 79/231*z + 1
*
[ -3 ] 
f(z) = 43/237*z^3 - 71/237*z + 1
*
[ -3 ] 
f(z) = 44/237*z^3 - 80/237*z + 1
*
[ 2 ] 
f(z) = 45/226*z^3 - 67/226*z + 1
*
[ 2 ] 
f(z) = 45/238*z^3 - 61/238*z + 1
*
[ 2 ] 
f(z) = 47/222*z^3 - 77/222*z + 1
*
[ 2 ] 
f(z) = 47/226*z^3 - 75/226*z + 1
*
[ 2 ] 
f(z) = 47/230*z^3 - 73/230*z + 1
*
[ 2 ] 
f(z) = 47/234*z^3 - 71/234*z + 1
*
[ 2 ] 
f(z) = 47/238*z^3 - 69/238*z + 1
*
[ 13/7 ] 
f(z) = 49/221*z^3 - 67/221*z + 1
*
[ 6/7 ] 
f(z) = 49/222*z^3 - 73/222*z + 1
*
[ 2 ] 
f(z) = 49/234*z^3 - 79/234*z + 1
*
[ 13/7 ] 
f(z) = 49/234*z^3 - 61/234*z + 1
*
[ -58/21 ] 
f(z) = 49/232*z^3 - 65/261*z + 1
*
[ 14/15 ] 
f(z) = 45/224*z^3 - 69/280*z + 1
*
[ -14/5 ] 
f(z) = 45/224*z^3 - 61/280*z + 1
*
[ 8/5 ] 
f(z) = 55/224*z^3 - 71/280*z + 1
*
[ -4 ] 
f(z) = 41/224*z^3 - 47/28*z + 1
*
[ -4 ] 
f(z) = 43/224*z^3 - 51/28*z + 1
*
4/3 | 0.15155990322397816833074892289938460819 | 0.024615952657756905572099424796258768226
f(z) = 45/224*z^3 - 59/28*z + 1
*
[ -4 ] 
f(z) = 45/224*z^3 - 55/28*z + 1
*
[ -4 ] 
f(z) = 47/224*z^3 - 59/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017411577755786430936688303100769709072
f(z) = 53/232*z^3 - 41/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017339449790288597812058794160954871606
f(z) = 55/232*z^3 - 42/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017269593445332132604711544727724162471
f(z) = 57/232*z^3 - 43/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017201884610762723573111427503041268985
f(z) = 59/232*z^3 - 44/29*z + 1
*
[ 8/3 ] 
f(z) = 45/224*z^3 - 45/56*z + 1
*
[ 5/2 ] 
f(z) = 56/225*z^3 - 43/45*z + 1
*
[ -3 ] 
f(z) = 47/225*z^3 - 41/75*z + 1
*
[ -3 ] 
f(z) = 49/225*z^3 - 47/75*z + 1
*
[ -3 ] 
f(z) = 49/234*z^3 - 43/78*z + 1
*
[ -3 ] 
f(z) = 52/225*z^3 - 56/75*z + 1
*
[ -3 ] 
f(z) = 53/225*z^3 - 59/75*z + 1
*
[ -3 ] 
f(z) = 53/234*z^3 - 55/78*z + 1
*
[ 2/3 ] 
f(z) = 51/232*z^3 - 52/87*z + 1
*
[ 2/3 ] 
f(z) = 57/232*z^3 - 53/87*z + 1
*
[ 2 ] 
f(z) = 49/220*z^3 - 43/110*z + 1
*
[ 2 ] 
f(z) = 49/228*z^3 - 41/114*z + 1
*
[ 2 ] 
f(z) = 51/220*z^3 - 47/110*z + 1
*
[ 2 ] 
f(z) = 51/236*z^3 - 43/118*z + 1
*
[ 2 ] 
f(z) = 53/220*z^3 - 51/110*z + 1
*
[ 2 ] 
f(z) = 53/228*z^3 - 49/114*z + 1
*
[ 2 ] 
f(z) = 53/236*z^3 - 47/118*z + 1
*
[ 2 ] 
f(z) = 55/228*z^3 - 53/114*z + 1
*
[ 2 ] 
f(z) = 55/236*z^3 - 51/118*z + 1
*
[ 2 ] 
f(z) = 57/220*z^3 - 59/110*z + 1
*
[ 2 ] 
f(z) = 57/236*z^3 - 55/118*z + 1
*
[ 15/8 ] 
f(z) = 56/225*z^3 - 49/120*z + 1
*
[ 4/5 ] 
f(z) = 45/224*z^3 - 53/140*z + 1
*
[ 6/7 ] 
f(z) = 49/225*z^3 - 49/150*z + 1
*
[ 4/5 ] 
f(z) = 55/224*z^3 - 57/140*z + 1
*
[ -8/3 ] 
f(z) = 51/224*z^3 - 41/168*z + 1
*
[ -5/2 ] 
f(z) = 59/225*z^3 - 43/180*z + 1
*
[ -3 ] 
f(z) = 40/231*z^3 - 52/231*z + 1
*
[ -3 ] 
f(z) = 40/237*z^3 - 44/237*z + 1
*
[ 2 ] 
f(z) = 41/222*z^3 - 53/222*z + 1
*
[ 2 ] 
f(z) = 41/226*z^3 - 51/226*z + 1
*
[ 2 ] 
f(z) = 41/230*z^3 - 49/230*z + 1
*
[ 2 ] 
f(z) = 41/234*z^3 - 47/234*z + 1
*
[ -3 ] 
f(z) = 41/237*z^3 - 53/237*z + 1
*
[ 2 ] 
f(z) = 41/238*z^3 - 45/238*z + 1
*
[ 2 ] 
f(z) = 43/226*z^3 - 59/226*z + 1
*
[ 2 ] 
f(z) = 43/230*z^3 - 57/230*z + 1
*
[ 2 ] 
f(z) = 43/234*z^3 - 55/234*z + 1
*
[ 2 ] 
f(z) = 43/238*z^3 - 53/238*z + 1
*
[ 11/7 ] 
f(z) = 49/220*z^3 - 41/220*z + 1
*
[ 5/3 ] 
f(z) = 54/235*z^3 - 56/235*z + 1
*
[ 3/2 ] 
f(z) = 56/237*z^3 - 47/237*z + 1
*
[ 15/8 ] 
f(z) = 44/225*z^3 - 53/240*z + 1
*
[ 4/3 ] 
f(z) = 53/224*z^3 - 43/252*z + 1
*
[ 4/3 ] 
f(z) = 55/224*z^3 - 47/252*z + 1
*
[ 4/3 ] 
f(z) = 59/224*z^3 - 55/252*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017900492118814572240525388666090861762
f(z) = 41/232*z^3 - 35/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017811444603316046842714647160016033847
f(z) = 43/232*z^3 - 36/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017725682831172030953381705793625586223
f(z) = 45/232*z^3 - 37/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017642997751768716700208662123365855046
f(z) = 47/232*z^3 - 38/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017563198832418189994409484225790478511
f(z) = 49/232*z^3 - 39/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017486111982370608953530110517762381323
f(z) = 51/232*z^3 - 40/29*z + 1
*
[ 5/2 ] 
f(z) = 44/225*z^3 - 28/45*z + 1
*
[ 2/3 ] 
f(z) = 45/224*z^3 - 33/56*z + 1
*
[ 5/7 ] 
f(z) = 49/225*z^3 - 23/45*z + 1
*
[ 2 ] 
f(z) = 51/224*z^3 - 23/56*z + 1
*
[ 5/2 ] 
f(z) = 52/225*z^3 - 38/45*z + 1
*
[ 2 ] 
f(z) = 53/224*z^3 - 25/56*z + 1
*
[ 2 ] 
f(z) = 55/224*z^3 - 27/56*z + 1
*
[ 2 ] 
f(z) = 57/224*z^3 - 29/56*z + 1
*
[ 2 ] 
f(z) = 59/224*z^3 - 31/56*z + 1
*
[ -3 ] 
f(z) = 41/225*z^3 - 23/75*z + 1
*
[ -3 ] 
f(z) = 43/225*z^3 - 29/75*z + 1
*
[ -3 ] 
f(z) = 43/234*z^3 - 25/78*z + 1
*
[ -3 ] 
f(z) = 44/225*z^3 - 32/75*z + 1
*
[ -3 ] 
f(z) = 46/225*z^3 - 38/75*z + 1
*
[ -3 ] 
f(z) = 47/234*z^3 - 37/78*z + 1
*
[ 6/7 ] 
f(z) = 49/234*z^3 - 25/78*z + 1
*
[ 6/7 ] 
f(z) = 49/232*z^3 - 28/87*z + 1
*
[ 2 ] 
f(z) = 41/220*z^3 - 27/110*z + 1
*
[ 2 ] 
f(z) = 41/228*z^3 - 25/114*z + 1
*
[ 2 ] 
f(z) = 41/236*z^3 - 23/118*z + 1
*
[ 2 ] 
f(z) = 43/220*z^3 - 31/110*z + 1
*
[ 2 ] 
f(z) = 43/228*z^3 - 29/114*z + 1
*
[ 2 ] 
f(z) = 43/236*z^3 - 27/118*z + 1
*
[ 2 ] 
f(z) = 45/236*z^3 - 31/118*z + 1
*
[ 2 ] 
f(z) = 47/220*z^3 - 39/110*z + 1
*
[ 2 ] 
f(z) = 47/228*z^3 - 37/114*z + 1
*
[ 2 ] 
f(z) = 47/236*z^3 - 35/118*z + 1
*
[ 6/7 ] 
f(z) = 49/228*z^3 - 37/114*z + 1
*
[ 2 ] 
f(z) = 49/236*z^3 - 39/118*z + 1
*
[ 15/14 ] 
f(z) = 56/225*z^3 - 23/105*z + 1
*
[ 28/15 ] 
f(z) = 45/224*z^3 - 33/140*z + 1
*
[ 12/7 ] 
f(z) = 49/234*z^3 - 31/156*z + 1
*
[ 3/2 ] 
f(z) = 58/225*z^3 - 37/150*z + 1
*
[ 15/13 ] 
f(z) = 52/225*z^3 - 34/195*z + 1
*
[ 5/4 ] 
f(z) = 52/225*z^3 - 29/180*z + 1
*
[ 4/3 ] 
f(z) = 45/236*z^3 - 21/236*z + 1
*
[ 5/4 ] 
f(z) = 48/235*z^3 - 28/235*z + 1
*
[ 9/7 ] 
f(z) = 49/225*z^3 - 31/225*z + 1
*
[ 10/7 ] 
f(z) = 49/230*z^3 - 31/230*z + 1
*
[ 8/7 ] 
f(z) = 49/232*z^3 - 35/232*z + 1
*
[ 9/7 ] 
f(z) = 49/234*z^3 - 29/234*z + 1
*
[ 7/5 ] 
f(z) = 50/231*z^3 - 32/231*z + 1
*
[ 3/2 ] 
f(z) = 52/231*z^3 - 40/231*z + 1
*
[ 3/2 ] 
f(z) = 52/237*z^3 - 38/237*z + 1
*
[ 4/3 ] 
f(z) = 43/224*z^3 - 23/252*z + 1
*
[ 4/3 ] 
f(z) = 47/224*z^3 - 31/252*z + 1
*
[ 8/5 ] 
f(z) = 45/224*z^3 - 39/280*z + 1
*
[ 15/7 ] 
f(z) = 49/225*z^3 - 7/15*z + 1
*
[ 2 ] 
f(z) = 41/232*z^3 - 6/29*z + 1
*
[ 2 ] 
f(z) = 43/232*z^3 - 7/29*z + 1
*
[ 4/3 ] 
f(z) = 45/224*z^3 - 3/28*z + 1
*
[ 2/3 ] 
f(z) = 45/232*z^3 - 17/29*z + 1
*
[ 2 ] 
f(z) = 45/232*z^3 - 8/29*z + 1
*
[ 2 ] 
f(z) = 47/232*z^3 - 9/29*z + 1
*
[ 2 ] 
f(z) = 49/232*z^3 - 10/29*z + 1
*
[ 2 ] 
f(z) = 51/232*z^3 - 11/29*z + 1
*
[ 2 ] 
f(z) = 53/232*z^3 - 12/29*z + 1
*
[ 2 ] 
f(z) = 55/232*z^3 - 13/29*z + 1
*
[ 2 ] 
f(z) = 57/232*z^3 - 14/29*z + 1
*
[ 2 ] 
f(z) = 59/232*z^3 - 15/29*z + 1
*
[ 2 ] 
f(z) = 41/224*z^3 - 13/56*z + 1
*
[ 2 ] 
f(z) = 43/224*z^3 - 15/56*z + 1
*
[ 2 ] 
f(z) = 47/224*z^3 - 19/56*z + 1
*
[ -3 ] 
f(z) = 41/234*z^3 - 19/78*z + 1
*
[ 3/2 ] 
f(z) = 44/225*z^3 - 8/75*z + 1
*
[ 15/14 ] 
f(z) = 49/225*z^3 - 11/60*z + 1
*
[ 3/2 ] 
f(z) = 52/225*z^3 - 14/75*z + 1
*
[ 3/2 ] 
f(z) = 56/225*z^3 - 17/75*z + 1
*
[ 10/7 ] 
f(z) = 49/225*z^3 - 13/90*z + 1
*
[ 4/3 ] 
f(z) = 51/224*z^3 - 13/84*z + 1
*
[ 5/4 ] 
f(z) = 56/225*z^3 - 17/90*z + 1
*
[ 4/3 ] 
f(z) = 57/224*z^3 - 17/84*z + 1
*
[ -5/2 ] 
f(z) = 58/225*z^3 - 19/90*z + 1
*
[ 4/3 ] 
f(z) = 45/232*z^3 - 11/116*z + 1
*
[ 10/7 ] 
f(z) = 49/220*z^3 - 17/110*z + 1
*
[ 3/2 ] 
f(z) = 46/225*z^3 - 19/150*z + 1
*
[ 10/7 ] 
f(z) = 49/232*z^3 - 19/145*z + 1
*
[ 15/11 ] 
f(z) = 44/225*z^3 - 16/165*z + 1
*
[ 5/4 ] 
f(z) = 44/225*z^3 - 19/180*z + 1
*
[ 3/2 ] 
f(z) = 40/231*z^3 - 13/231*z + 1
*
[ 3/2 ] 
f(z) = 40/237*z^3 - 11/237*z + 1
*
[ 3/2 ] 
f(z) = 44/237*z^3 - 20/237*z + 1
*
[ 4/3 ] 
f(z) = 41/224*z^3 - 19/252*z + 1
*
[ 20 ] 
f(z) = 47/250*z^3 - 297/4*z + 1
*
[ 7 ] 
f(z) = 46/245*z^3 - 292/35*z + 1
*
[ -7 ] 
f(z) = 46/245*z^3 - 282/35*z + 1
*
[ 7 ] 
f(z) = 47/245*z^3 - 299/35*z + 1
*
[ -7 ] 
f(z) = 47/245*z^3 - 289/35*z + 1
*
[ -7 ] 
f(z) = 48/245*z^3 - 296/35*z + 1
*
[ 20/3 ] 
f(z) = 49/250*z^3 - 283/36*z + 1
*
[ 15/2 ] 
f(z) = 57/250*z^3 - 287/24*z + 1
*
[ 6 ] 
f(z) = 41/243*z^3 - 283/54*z + 1
*
[ 6 ] 
f(z) = 43/243*z^3 - 299/54*z + 1
*
[ -6 ] 
f(z) = 43/243*z^3 - 281/54*z + 1
*
[ -6 ] 
f(z) = 44/243*z^3 - 289/54*z + 1
*
27/5 | 0.22645579203619284054297709659712653931 | 0.028722735843991583990593625326952840706
f(z) = 50/243*z^3 - 295/54*z + 1
*
[ 6 ] 
f(z) = 53/252*z^3 - 283/42*z + 1
*
[ 6 ] 
f(z) = 55/252*z^3 - 295/42*z + 1
*
[ -6 ] 
f(z) = 55/252*z^3 - 281/42*z + 1
*
[ -6 ] 
f(z) = 41/240*z^3 - 299/60*z + 1
*
2/7 | 0.18723676535438167088512320123626667940 | 0.026548159787882449768078385811495272160
f(z) = 49/256*z^3 - 289/64*z + 1
*
63/20 | 0.19259518628941410189931176545224021216 | 0.021539992620796271666767260550908908820
f(z) = 50/243*z^3 - 283/72*z + 1
*
4 | 0.097944450690042633973779271804859779228 | 0.013901157611418475217975605169677739896
f(z) = 53/240*z^3 - 287/60*z + 1
*
[ 14/3 ] 
f(z) = 54/245*z^3 - 281/70*z + 1
*
-4 | 0.14418166707596721555235131313555028785 | 0.020525106158457610602450461172271503037
f(z) = 59/240*z^3 - 281/60*z + 1
*
5/3 | 0.25521966552255719612673273745913219881 | 0.028814838418129365658556016771542270779
f(z) = 47/250*z^3 - 281/90*z + 1
*
[ 5/21 ] 
f(z) = 49/250*z^3 - 289/90*z + 1
*
28/9 | 0.22636087510160189893051651133700653635 | 0.029804387211292604568435491495922623327
f(z) = 54/245*z^3 - 284/105*z + 1
*
[ 4 ] 
f(z) = 47/248*z^3 - 283/124*z + 1
*
[ 4 ] 
f(z) = 49/248*z^3 - 299/124*z + 1
*
[ -4 ] 
f(z) = 55/248*z^3 - 285/124*z + 1
*
7/4 | 0.21952535274569788153518245781504960403 | 0.028735030316091925963631760856445018081
f(z) = 44/245*z^3 - 297/140*z + 1
*
[ -62/15 ] 
f(z) = 45/248*z^3 - 288/155*z + 1
*
[ 7/2 ] 
f(z) = 57/245*z^3 - 299/140*z + 1
*
[ -11/3 ] 
f(z) = 49/242*z^3 - 287/198*z + 1
*
-7/9 | 0.10187618566354546351498610127889284706 | 0.013420022933561132624068472545950653225
f(z) = 54/245*z^3 - 283/210*z + 1
*
[ -27/8 ] 
f(z) = 56/243*z^3 - 287/216*z + 1
*
[ 65/21 ] 
f(z) = 49/250*z^3 - 281/234*z + 1
*
-2 | 0.088811588168922998773948460997831121604 | 0.015711943063763985304135894387775450875
f(z) = 41/242*z^3 - 285/242*z + 1
*
-2 | 0.089413869496803740175400143289466386770 | 0.015779586398670725585996651715383306591
f(z) = 41/250*z^3 - 289/250*z + 1
*
-2 | 0.089707168267751690241619274216968377682 | 0.015812102368084577730551507917051601844
f(z) = 41/254*z^3 - 291/254*z + 1
*
-2 | 0.069652506133678949428558745394416092640 | 0.012262392523619463730948694853451595807
f(z) = 41/258*z^3 - 293/258*z + 1
*
-2 | 0.088810936029569279409701613998708492586 | 0.015635253035899851078397236602092646336
f(z) = 43/242*z^3 - 293/242*z + 1
*
-2 | 0.068770505226470530546964687240556102877 | 0.012092632887850554306605345355977558974
f(z) = 43/246*z^3 - 295/246*z + 1
*
[ 5/11 ] 
f(z) = 43/250*z^3 - 299/242*z + 1
*
-2 | 0.089413217357450020811153296290343757751 | 0.015703797645853460139678232105993476538
f(z) = 43/250*z^3 - 297/250*z + 1
*
-2 | 0.089707820407105409605866121216091006701 | 0.015736989455672519368326031684799313964
f(z) = 43/254*z^3 - 299/254*z + 1
*
[ -11/3 ] 
f(z) = 45/253*z^3 - 283/253*z + 1
*
-4/5 | 0.18610192825807307434725030392561381572 | 0.022070726115383905584363544135653005114
f(z) = 45/256*z^3 - 287/240*z + 1
*
[ 3 ] 
f(z) = 49/240*z^3 - 281/240*z + 1
*
[ 3 ] 
f(z) = 50/249*z^3 - 284/249*z + 1
*
[ 3 ] 
f(z) = 52/255*z^3 - 298/255*z + 1
*
[ -15/4 ] 
f(z) = 40/243*z^3 - 283/270*z + 1
*
[ 62/21 ] 
f(z) = 49/248*z^3 - 296/279*z + 1
*
[ -20 ] 
f(z) = 43/250*z^3 - 271/4*z + 1
*
[ -15 ] 
f(z) = 51/250*z^3 - 269/6*z + 1
*
[ 7 ] 
f(z) = 43/245*z^3 - 271/35*z + 1
*
[ -7 ] 
f(z) = 43/245*z^3 - 261/35*z + 1
*
[ 7 ] 
f(z) = 44/245*z^3 - 278/35*z + 1
*
[ -7 ] 
f(z) = 44/245*z^3 - 268/35*z + 1
*
[ 6 ] 
f(z) = 40/243*z^3 - 275/54*z + 1
*
[ -6 ] 
f(z) = 41/243*z^3 - 265/54*z + 1
*
15/14 | 0.11496474547456229132987825412190617281 | 0.013022226856294770988714970691864171180
f(z) = 49/250*z^3 - 273/40*z + 1
*
[ -6 ] 
f(z) = 53/252*z^3 - 269/42*z + 1
*
[ 16/3 ] 
f(z) = 57/256*z^3 - 265/48*z + 1
*
4 | 0.18449510982244458883627837965132132548 | 0.026317675064192551809046629199456297741
f(z) = 43/240*z^3 - 277/60*z + 1
*
4 | 0.15490777561972124513905403630714013679 | 0.022261827186780272379758753691483587436
f(z) = 47/240*z^3 - 263/60*z + 1
*
55/42 | 0.27711495732823000519021842473453577762 | 0.026586807018127864921599947786007562471
f(z) = 49/250*z^3 - 269/72*z + 1
*
4/3 | 0.19610610336247446464501963323952367164 | 0.023522074656202319454003534340497412164
f(z) = 45/256*z^3 - 261/80*z + 1
*
-4 | 0.24429183712520640098156326214647822455 | 0.029170193211811012603091051819914933661
f(z) = 55/256*z^3 - 271/80*z + 1
*
[ -22/5 ] 
f(z) = 45/242*z^3 - 261/110*z + 1
*
[ 35/9 ] 
f(z) = 54/245*z^3 - 272/105*z + 1
*
[ 4 ] 
f(z) = 45/248*z^3 - 267/124*z + 1
*
[ -4 ] 
f(z) = 53/248*z^3 - 269/124*z + 1
*
[ 9/28 ] 
f(z) = 56/243*z^3 - 269/126*z + 1
*
[ 7/2 ] 
f(z) = 53/245*z^3 - 271/140*z + 1
*
[ -11/3 ] 
f(z) = 47/242*z^3 - 265/198*z + 1
*
-60/19 | 0.16358145750771165267964615223973977328 | 0.018623941489533436208126655458002906385
f(z) = 57/250*z^3 - 261/190*z + 1
*
[ 1/2 ] 
f(z) = 40/251*z^3 - 261/251*z + 1
*
[ 1/2 ] 
f(z) = 40/253*z^3 - 263/253*z + 1
*
[ 1/2 ] 
f(z) = 40/257*z^3 - 267/257*z + 1
*
[ 1/2 ] 
f(z) = 40/259*z^3 - 269/259*z + 1
*
[ 1/2 ] 
f(z) = 44/251*z^3 - 262/251*z + 1
*
3/2 | 0.15752442682853913563564800834148898234 | 0.028155952316480306938587095984148719567
f(z) = 44/255*z^3 - 269/255*z + 1
*
[ 1/2 ] 
f(z) = 44/255*z^3 - 266/255*z + 1
*
[ 1/2 ] 
f(z) = 44/257*z^3 - 268/257*z + 1
*
[ 1/2 ] 
f(z) = 44/259*z^3 - 270/259*z + 1
*
[ 3 ] 
f(z) = 47/240*z^3 - 263/240*z + 1
*
[ 1/2 ] 
f(z) = 48/251*z^3 - 263/251*z + 1
*
[ 1/2 ] 
f(z) = 48/253*z^3 - 265/253*z + 1
*
[ 1/2 ] 
f(z) = 48/257*z^3 - 269/257*z + 1
*
[ 1/2 ] 
f(z) = 48/259*z^3 - 271/259*z + 1
*
[ 3 ] 
f(z) = 49/246*z^3 - 277/246*z + 1
*
[ 3 ] 
f(z) = 49/249*z^3 - 275/249*z + 1
*
[ 3 ] 
f(z) = 49/255*z^3 - 271/255*z + 1
*
[ 3 ] 
f(z) = 49/258*z^3 - 269/258*z + 1
*
[ 1/2 ] 
f(z) = 52/249*z^3 - 262/249*z + 1
*
[ 1/2 ] 
f(z) = 52/251*z^3 - 264/251*z + 1
*
[ 1/2 ] 
f(z) = 52/253*z^3 - 266/253*z + 1
*
[ 1/2 ] 
f(z) = 52/255*z^3 - 268/255*z + 1
*
[ 1/2 ] 
f(z) = 52/257*z^3 - 270/257*z + 1
*
[ 1/2 ] 
f(z) = 52/259*z^3 - 272/259*z + 1
*
[ 1/2 ] 
f(z) = 56/247*z^3 - 261/247*z + 1
*
[ 1/2 ] 
f(z) = 56/249*z^3 - 263/249*z + 1
*
[ 1/2 ] 
f(z) = 56/251*z^3 - 265/251*z + 1
*
[ 1/2 ] 
f(z) = 56/253*z^3 - 267/253*z + 1
*
[ 1/2 ] 
f(z) = 56/255*z^3 - 269/255*z + 1
*
[ 1/2 ] 
f(z) = 56/257*z^3 - 271/257*z + 1
*
[ -32/9 ] 
f(z) = 45/256*z^3 - 271/288*z + 1
*
[ 15 ] 
f(z) = 49/250*z^3 - 259/6*z + 1
*
[ 7 ] 
f(z) = 41/245*z^3 - 257/35*z + 1
*
[ -7 ] 
f(z) = 41/245*z^3 - 247/35*z + 1
*
45/7 | 0.15596539960030952692313035389974005382 | 0.017836177459659589826522672330763925135
f(z) = 49/250*z^3 - 251/30*z + 1
*
[ 55/7 ] 
f(z) = 49/250*z^3 - 247/22*z + 1
*
[ -15/2 ] 
f(z) = 53/250*z^3 - 259/24*z + 1
*
[ -6 ] 
f(z) = 40/243*z^3 - 257/54*z + 1
*
[ 6 ] 
f(z) = 47/252*z^3 - 247/42*z + 1
*
39/10 | 0.14625766873108597641862511904488788147 | 0.019038955895261890720749865240897898876
f(z) = 50/243*z^3 - 241/54*z + 1
*
16/3 | 0.13005026798391290844678078311820393969 | 0.015718234702723144852061159143957971436
f(z) = 51/256*z^3 - 245/48*z + 1
*
4 | 0.12842931893250643754498571543080343650 | 0.018624598108966280362754732764885632013
f(z) = 43/240*z^3 - 247/60*z + 1
*
10/7 | 0.11669106918061451315576225800658360604 | 0.016922337395066895095153497539834634895
f(z) = 49/240*z^3 - 247/60*z + 1
*
-4 | 0.18017222459557445664636364365869723933 | 0.026221777134135232408097064633029969135
f(z) = 49/240*z^3 - 241/60*z + 1
*
[ 33/7 ] 
f(z) = 49/242*z^3 - 245/66*z + 1
*
-4 | 0.18428465514739245399355099734390734169 | 0.026571710420065273664510949388693839679
f(z) = 53/240*z^3 - 257/60*z + 1
*
[ -14/3 ] 
f(z) = 54/245*z^3 - 251/70*z + 1
*
4 | 0.19764566523039051833638434859357298863 | 0.028595615065845033291075365974212414723
f(z) = 59/240*z^3 - 251/60*z + 1
*
9/2 | 0.23035385426662151860655650447301600913 | 0.026043654193701700460472573019015575854
f(z) = 40/243*z^3 - 257/90*z + 1
*
-9/20 | 0.18436245500411702309300954555294316760 | 0.020880929721018151292519038239330806542
f(z) = 40/243*z^3 - 253/90*z + 1
*
[ 10/41 ] 
f(z) = 41/250*z^3 - 255/82*z + 1
*
35/12 | 0.16148515340276236880085077329058619303 | 0.021590945840302380204974115767153830510
f(z) = 48/245*z^3 - 253/105*z + 1
*
-51/14 | 0.14486170685282243628437409294900502982 | 0.018738706345301087276718907734110004530
f(z) = 49/243*z^3 - 253/108*z + 1
*
[ 4 ] 
f(z) = 43/248*z^3 - 251/124*z + 1
*
8/7 | 0.10379337169144303458413105836061682146 | 0.016627628855546024450657497979856177569
f(z) = 49/240*z^3 - 257/120*z + 1
*
[ -4 ] 
f(z) = 51/248*z^3 - 253/124*z + 1
*
-9/14 | 0.20983013159317757811040026209064425332 | 0.023723255701667176972165228859936316948
f(z) = 56/243*z^3 - 257/126*z + 1
*
-76/21 | 0.18406715924355557853553403554362065487 | 0.022160804491457894123024481535581692147
f(z) = 49/256*z^3 - 253/144*z + 1
*
[ 7/2 ] 
f(z) = 51/245*z^3 - 257/140*z + 1
*
[ 45/14 ] 
f(z) = 49/243*z^3 - 251/180*z + 1
*
[ 3/7 ] 
f(z) = 56/243*z^3 - 260/189*z + 1
*
[ 27/8 ] 
f(z) = 40/243*z^3 - 253/216*z + 1
*
[ 1/2 ] 
f(z) = 40/241*z^3 - 251/241*z + 1
*
[ 1/2 ] 
f(z) = 40/243*z^3 - 253/243*z + 1
*
[ 1/2 ] 
f(z) = 40/247*z^3 - 257/247*z + 1
*
[ 1/2 ] 
f(z) = 40/249*z^3 - 259/249*z + 1
*
[ 1/2 ] 
f(z) = 44/241*z^3 - 252/241*z + 1
*
[ 1/2 ] 
f(z) = 44/243*z^3 - 254/243*z + 1
*
[ 1/2 ] 
f(z) = 44/245*z^3 - 256/245*z + 1
*
[ 1/2 ] 
f(z) = 44/247*z^3 - 258/247*z + 1
*
[ 1/2 ] 
f(z) = 44/249*z^3 - 260/249*z + 1
*
[ 3 ] 
f(z) = 46/249*z^3 - 248/249*z + 1
*
[ 3 ] 
f(z) = 46/255*z^3 - 244/255*z + 1
*
[ 3 ] 
f(z) = 47/246*z^3 - 259/246*z + 1
*
[ 3 ] 
f(z) = 47/249*z^3 - 257/249*z + 1
*
[ 3 ] 
f(z) = 47/255*z^3 - 253/255*z + 1
*
[ 3 ] 
f(z) = 47/258*z^3 - 251/258*z + 1
*
[ 1/2 ] 
f(z) = 48/241*z^3 - 253/241*z + 1
*
[ 1/2 ] 
f(z) = 48/245*z^3 - 257/245*z + 1
*
[ 1/2 ] 
f(z) = 48/247*z^3 - 259/247*z + 1
*
[ -7/2 ] 
f(z) = 48/259*z^3 - 255/259*z + 1
*
9/7 | 0.13167322325187187371837800844648370072 | 0.024006945899466857397127398031317579296
f(z) = 49/240*z^3 - 241/240*z + 1
*
[ 1/2 ] 
f(z) = 52/241*z^3 - 254/241*z + 1
*
[ 1/2 ] 
f(z) = 52/243*z^3 - 256/243*z + 1
*
[ 1/2 ] 
f(z) = 52/245*z^3 - 258/245*z + 1
*
[ 1/2 ] 
f(z) = 56/241*z^3 - 255/241*z + 1
*
[ 1/2 ] 
f(z) = 56/243*z^3 - 257/243*z + 1
*
[ 9/16 ] 
f(z) = 56/243*z^3 - 245/288*z + 1
*
[ 10 ] 
f(z) = 59/250*z^3 - 227/10*z + 1
*
[ -20/3 ] 
f(z) = 41/250*z^3 - 221/36*z + 1
*
[ 15/2 ] 
f(z) = 47/250*z^3 - 233/24*z + 1
*
-9/14 | 0.13464253809421628001097726300690636152 | 0.015378188766711766905048816671249510293
f(z) = 49/243*z^3 - 235/36*z + 1
*
[ 6 ] 
f(z) = 43/252*z^3 - 223/42*z + 1
*
[ -6 ] 
f(z) = 47/252*z^3 - 233/42*z + 1
*
[ 40/7 ] 
f(z) = 49/250*z^3 - 223/40*z + 1
*
[ 16/3 ] 
f(z) = 51/256*z^3 - 233/48*z + 1
*
-4 | 0.12661465172766497578618509348895690690 | 0.018518134945210684565207285754842686838
f(z) = 47/240*z^3 - 233/60*z + 1
*
-6/7 | 0.10608777176901260472949295064864607091 | 0.015458475020262312323966855445981519444
f(z) = 49/240*z^3 - 239/60*z + 1
*
20/7 | 0.19353399084968367734308051146491381859 | 0.028377349921348905264302018899325460840
f(z) = 49/240*z^3 - 229/60*z + 1
*
-18/5 | 0.21587361537702767202886252902794516786 | 0.024655990996674971648804839830531584986
f(z) = 50/243*z^3 - 235/72*z + 1
*
4 | 0.17692219233256786603185139240545686841 | 0.025975017558964650932697148004200230742
f(z) = 53/240*z^3 - 227/60*z + 1
*
-4 | 0.16986211327456885072278327125242452771 | 0.025036950150367714689729551927725052968
f(z) = 59/240*z^3 - 221/60*z + 1
*
-9/10 | 0.19739541015474501450095404224033507115 | 0.022635045758146691099646195775273232625
f(z) = 40/243*z^3 - 227/90*z + 1
*
-4/5 | 0.15344403571597167068758744975942696369 | 0.018698297059806351932574297487832631749
f(z) = 45/256*z^3 - 229/80*z + 1
*
[ 4/15 ] 
f(z) = 45/256*z^3 - 221/80*z + 1
*
55/21 | 0.21295963562496534896243693184376179376 | 0.024612219341274132917788306058188920658
f(z) = 49/250*z^3 - 229/90*z + 1
*
-4 | 0.24188435658244019350864038339954502804 | 0.029382803332001652029600044189266178813
f(z) = 49/256*z^3 - 235/112*z + 1
*
-5/17 | 0.25230875308985730252264144407468283725 | 0.024545199775721667111972702231112043506
f(z) = 51/250*z^3 - 233/102*z + 1
*
[ 9/26 ] 
f(z) = 52/243*z^3 - 224/117*z + 1
*
27/10 | 0.15234759837586143362344141580197678554 | 0.019987419138816866474021032281578433583
f(z) = 40/243*z^3 - 227/135*z + 1
*
[ 4 ] 
f(z) = 41/248*z^3 - 235/124*z + 1
*
[ -4 ] 
f(z) = 47/248*z^3 - 221/124*z + 1
*
[ -4 ] 
f(z) = 49/248*z^3 - 237/124*z + 1
*
[ 2/5 ] 
f(z) = 45/248*z^3 - 237/155*z + 1
*
[ 7/2 ] 
f(z) = 47/245*z^3 - 229/140*z + 1
*
[ 2/5 ] 
f(z) = 55/248*z^3 - 238/155*z + 1
*
[ -7/2 ] 
f(z) = 59/245*z^3 - 233/140*z + 1
*
[ -11/3 ] 
f(z) = 43/242*z^3 - 221/198*z + 1
*
[ -24/7 ] 
f(z) = 49/243*z^3 - 233/216*z + 1
*
[ 3 ] 
f(z) = 43/240*z^3 - 227/240*z + 1
*
[ 3 ] 
f(z) = 43/246*z^3 - 223/246*z + 1
*
[ 3 ] 
f(z) = 43/249*z^3 - 221/249*z + 1
*
[ 3 ] 
f(z) = 44/249*z^3 - 230/249*z + 1
*
[ 3 ] 
f(z) = 44/255*z^3 - 226/255*z + 1
*
-5/2 | 0.15407629445122135824608019910212558269 | 0.028007464575265762069325185761143160081
f(z) = 52/245*z^3 - 227/245*z + 1
*
21/20 | 0.17221776201177720481549640240067573221 | 0.022091530344416003957809361176851175863
f(z) = 40/243*z^3 - 229/270*z + 1
*
[ 5/9 ] 
f(z) = 51/250*z^3 - 233/270*z + 1
*
[ 9/16 ] 
f(z) = 40/243*z^3 - 239/288*z + 1
*
[ 7/12 ] 
f(z) = 54/245*z^3 - 221/280*z + 1
*
[ 27/11 ] 
f(z) = 55/243*z^3 - 229/297*z + 1
*
[ -15 ] 
f(z) = 41/250*z^3 - 215/6*z + 1
*
-4/7 | 0.11952331139744928130361271891507611744 | 0.014694499838881297935668730636118891642
f(z) = 49/256*z^3 - 213/16*z + 1
*
[ 10 ] 
f(z) = 53/250*z^3 - 203/10*z + 1
*
[ -10 ] 
f(z) = 53/250*z^3 - 201/10*z + 1
*
[ 10 ] 
f(z) = 57/250*z^3 - 219/10*z + 1
*
[ -10 ] 
f(z) = 57/250*z^3 - 217/10*z + 1
*
[ -15/2 ] 
f(z) = 43/250*z^3 - 205/24*z + 1
*
[ 22/3 ] 
f(z) = 45/242*z^3 - 201/22*z + 1
*
20/17 | 0.29545536362456592546514362853917264318 | 0.028942912817467411592029712532457974853
f(z) = 51/250*z^3 - 217/34*z + 1
*
[ 6 ] 
f(z) = 41/252*z^3 - 211/42*z + 1
*
[ -6 ] 
f(z) = 43/252*z^3 - 209/42*z + 1
*
4 | 0.17451476074006939098908164596710392564 | 0.021480202140443792339095474591933831114
f(z) = 45/256*z^3 - 211/48*z + 1
*
[ -40/7 ] 
f(z) = 49/250*z^3 - 209/40*z + 1
*
[ 40/7 ] 
f(z) = 49/256*z^3 - 217/40*z + 1
*
[ -40/7 ] 
f(z) = 49/256*z^3 - 203/40*z + 1
*
-3/5 | 0.14249884510470577213126864500138980229 | 0.018876312601610482284173619696698753641
f(z) = 50/243*z^3 - 211/54*z + 1
*
[ -16/3 ] 
f(z) = 51/256*z^3 - 215/48*z + 1
*
-4 | 0.17048210798974900899624221462168468948 | 0.025336828318659789065456530357114489371
f(z) = 41/240*z^3 - 209/60*z + 1
*
-4 | 0.12749779823178367523696869612083846551 | 0.018843361762205672272855364354634627928
f(z) = 43/240*z^3 - 217/60*z + 1
*
4 | 0.16497271184855775406045794470879691053 | 0.024624629221912464961632256835609967538
f(z) = 47/240*z^3 - 203/60*z + 1
*
[ -33/7 ] 
f(z) = 49/242*z^3 - 217/66*z + 1
*
-9/20 | 0.24728346548932461193291828509936740175 | 0.028723688560990078175850538238352221214
f(z) = 50/243*z^3 - 203/72*z + 1
*
[ 15/4 ] 
f(z) = 51/250*z^3 - 205/96*z + 1
*
8/11 | 0.24734098380927916276550173547688423969 | 0.027932959593409054039483386550514582538
f(z) = 55/256*z^3 - 219/88*z + 1
*
[ -35/9 ] 
f(z) = 54/245*z^3 - 218/105*z + 1
*
[ -4 ] 
f(z) = 45/248*z^3 - 205/124*z + 1
*
[ 24/7 ] 
f(z) = 49/240*z^3 - 203/120*z + 1
*
[ 7/2 ] 
f(z) = 43/245*z^3 - 201/140*z + 1
*
[ 10/3 ] 
f(z) = 45/248*z^3 - 204/155*z + 1
*
-12/7 | 0.20973927704207207147691300300503460184 | 0.025907815441292340051453807645217488537
f(z) = 49/256*z^3 - 205/144*z + 1
*
[ -7/2 ] 
f(z) = 57/245*z^3 - 219/140*z + 1
*
[ 8/19 ] 
f(z) = 57/256*z^3 - 215/152*z + 1
*
[ 44/15 ] 
f(z) = 45/242*z^3 - 207/220*z + 1
*
[ 3 ] 
f(z) = 41/240*z^3 - 209/240*z + 1
*
[ 3 ] 
f(z) = 41/249*z^3 - 203/249*z + 1
*
[ 3 ] 
f(z) = 43/255*z^3 - 217/255*z + 1
*
[ -7/2 ] 
f(z) = 44/259*z^3 - 206/259*z + 1
*
[ 11/4 ] 
f(z) = 48/253*z^3 - 202/253*z + 1
*
[ 19/7 ] 
f(z) = 49/247*z^3 - 205/247*z + 1
*
[ -3 ] 
f(z) = 59/240*z^3 - 211/240*z + 1
*
[ -3 ] 
f(z) = 59/246*z^3 - 203/246*z + 1
*
-27/20 | 0.23182657358341055202293193326090490404 | 0.029737953420911797872095812835141390336
f(z) = 40/243*z^3 - 211/270*z + 1
*
[ 10 ] 
f(z) = 49/250*z^3 - 187/10*z + 1
*
-4/7 | 0.20251083659381415005885552914187092927 | 0.025405677828111663259734328179876238762
f(z) = 49/256*z^3 - 181/16*z + 1
*
[ -10 ] 
f(z) = 51/250*z^3 - 193/10*z + 1
*
[ -22/3 ] 
f(z) = 45/242*z^3 - 195/22*z + 1
*
-3/5 | 0.18873833099031831431332331196384340353 | 0.025180078025487299674213404525138757301
f(z) = 50/243*z^3 - 200/27*z + 1
*
-9/10 | 0.25026719516274128168510097679317044478 | 0.029462839369096412809455120690389454883
f(z) = 40/243*z^3 - 181/45*z + 1
*
[ -6 ] 
f(z) = 41/252*z^3 - 197/42*z + 1
*
-30/7 | 0.24861291274271639904423658441518542482 | 0.027082367221089019594941861864502067791
f(z) = 49/250*z^3 - 194/45*z + 1
*
4/3 | 0.23827435013038725941695143328331370699 | 0.029578015022155489026711194322379113410
f(z) = 51/256*z^3 - 197/48*z + 1
*
4/3 | 0.23437725516171138556790803636563210590 | 0.029057816570108709839710138121280054980
f(z) = 57/256*z^3 - 199/48*z + 1
*
4 | 0.17198809526197607891892346154881181392 | 0.025990270780610668483400937057230284183
f(z) = 43/240*z^3 - 187/60*z + 1
*
10/7 | 0.15306307737963522636176975216077358712 | 0.023130384818499650626752733189609398519
f(z) = 49/240*z^3 - 187/60*z + 1
*
-24/7 | 0.11802819899202321793250367013988506796 | 0.013490571882169743862323398488574530616
f(z) = 49/256*z^3 - 197/72*z + 1
*
-4 | 0.19405983065411846612491116895635746953 | 0.029096616872747871610310773250639415705
f(z) = 53/240*z^3 - 197/60*z + 1
*
[ 4 ] 
f(z) = 59/240*z^3 - 191/60*z + 1
*
-12/5 | 0.11508618450095249367270701758355920021 | 0.014437955889552272683087612261505415187
f(z) = 45/256*z^3 - 181/80*z + 1
*
[ 18/5 ] 
f(z) = 55/243*z^3 - 199/90*z + 1
*
-4 | 0.22125206786847866931437036208070983372 | 0.027570824735049446149562019308988046131
f(z) = 55/256*z^3 - 191/80*z + 1
*
[ -15/4 ] 
f(z) = 59/250*z^3 - 197/96*z + 1
*
5/3 | 0.24681519820208484278190652955324233656 | 0.024409313343028685281663121408776453764
f(z) = 51/250*z^3 - 197/102*z + 1
*
[ -4 ] 
f(z) = 43/248*z^3 - 189/124*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015077916636699195414471728267506843828
f(z) = 59/252*z^3 - 181/126*z + 1
*
[ 7/2 ] 
f(z) = 41/245*z^3 - 187/140*z + 1
*
[ 4/9 ] 
f(z) = 45/256*z^3 - 185/144*z + 1
*
[ -7/2 ] 
f(z) = 53/245*z^3 - 191/140*z + 1
*
[ -11/3 ] 
f(z) = 41/242*z^3 - 199/198*z + 1
*
18/7 | 0.19310728109015886443910627053570308009 | 0.029043123748789472980164021039374941011
f(z) = 49/240*z^3 - 193/180*z + 1
*
[ 11/21 ] 
f(z) = 49/242*z^3 - 191/198*z + 1
*
[ 20/7 ] 
f(z) = 51/250*z^3 - 199/196*z + 1
*
[ 10/19 ] 
f(z) = 57/250*z^3 - 183/190*z + 1
*
-14/9 | 0.21625312274247763290416637857932465389 | 0.029652077128820990187357231479990600890
f(z) = 54/245*z^3 - 187/210*z + 1
*
[ 3 ] 
f(z) = 40/249*z^3 - 194/249*z + 1
*
[ 3 ] 
f(z) = 41/255*z^3 - 199/255*z + 1
*
[ 3 ] 
f(z) = 41/258*z^3 - 197/258*z + 1
*
[ -13/4 ] 
f(z) = 48/247*z^3 - 184/247*z + 1
*
[ 4/7 ] 
f(z) = 49/244*z^3 - 199/244*z + 1
*
[ -23/7 ] 
f(z) = 49/253*z^3 - 199/253*z + 1
*
[ 13/5 ] 
f(z) = 50/247*z^3 - 186/247*z + 1
*
[ 3/5 ] 
f(z) = 50/249*z^3 - 184/249*z + 1
*
[ 5/2 ] 
f(z) = 56/255*z^3 - 197/255*z + 1
*
[ -3 ] 
f(z) = 58/249*z^3 - 190/249*z + 1
*
[ -3 ] 
f(z) = 58/255*z^3 - 182/255*z + 1
*
[ -3 ] 
f(z) = 59/249*z^3 - 199/249*z + 1
*
[ -3 ] 
f(z) = 59/255*z^3 - 191/255*z + 1
*
[ -3 ] 
f(z) = 59/258*z^3 - 187/258*z + 1
*
[ 18/7 ] 
f(z) = 49/248*z^3 - 194/279*z + 1
*
[ 10 ] 
f(z) = 43/250*z^3 - 163/10*z + 1
*
[ -10 ] 
f(z) = 43/250*z^3 - 161/10*z + 1
*
[ 10 ] 
f(z) = 47/250*z^3 - 179/10*z + 1
*
[ -10 ] 
f(z) = 47/250*z^3 - 177/10*z + 1
*
-4/7 | 0.19310072386707330486293112231748350960 | 0.024509727197944001189703793436874583306
f(z) = 49/256*z^3 - 165/16*z + 1
*
9/10 | 0.22720561457276922571156464396349844677 | 0.027003825398517051307570091972432368739
f(z) = 50/243*z^3 - 167/18*z + 1
*
[ 9 ] 
f(z) = 58/243*z^3 - 166/9*z + 1
*
[ -9 ] 
f(z) = 58/243*z^3 - 164/9*z + 1
*
[ 9 ] 
f(z) = 59/243*z^3 - 169/9*z + 1
*
[ -9 ] 
f(z) = 59/243*z^3 - 167/9*z + 1
*
[ 36/7 ] 
f(z) = 49/243*z^3 - 163/36*z + 1
*
5 | 0.19292949645799250068040068763733644640 | 0.022950689014151166485095956433635492726
f(z) = 51/250*z^3 - 179/30*z + 1
*
-5 | 0.24487535649371850106057117716255769894 | 0.029372578335465774159677291290013615295
f(z) = 51/250*z^3 - 167/30*z + 1
*
-9/2 | 0.14129120649524800641584425541547655957 | 0.016688619391381115242619185647730617964
f(z) = 40/243*z^3 - 176/45*z + 1
*
-24/7 | 0.21977753156510902331069315637535724702 | 0.029899605201504263517826883148729643164
f(z) = 49/243*z^3 - 173/54*z + 1
*
4 | 0.23084014128885064781947454511199594627 | 0.029255145646721091812639053604739049842
f(z) = 57/256*z^3 - 167/48*z + 1
*
4 | 0.16363871228196497862870009713430813212 | 0.024893013977834530063209991039069782179
f(z) = 41/240*z^3 - 179/60*z + 1
*
2/3 | 0.18354907410685594410230502018144006933 | 0.028272072315744506077487905798093219988
f(z) = 45/256*z^3 - 165/64*z + 1
*
-4 | 0.18983347290286982209027125281945369468 | 0.029028362680942831329170640828027610526
f(z) = 47/240*z^3 - 173/60*z + 1
*
[ 30/7 ] 
f(z) = 49/240*z^3 - 179/60*z + 1
*
4/7 | 0.14472285468047731256850898172315026156 | 0.022209724756707484020885919711705064582
f(z) = 49/240*z^3 - 169/60*z + 1
*
-10/7 | 0.16842012733498214324091700594165722504 | 0.025990581658115528813853685380397126586
f(z) = 49/240*z^3 - 163/60*z + 1
*
-88/21 | 0.23554207636768374349983184490528959789 | 0.027220474217123947121635854464534551324
f(z) = 49/256*z^3 - 179/72*z + 1
*
[ 2/7 ] 
f(z) = 49/256*z^3 - 161/64*z + 1
*
[ 4 ] 
f(z) = 53/240*z^3 - 167/60*z + 1
*
[ 11/3 ] 
f(z) = 57/242*z^3 - 161/66*z + 1
*
[ -4 ] 
f(z) = 59/240*z^3 - 161/60*z + 1
*
16/15 | 0.23436066082951695576171268108940492113 | 0.029612482970628325465877437127995280075
f(z) = 45/256*z^3 - 171/80*z + 1
*
20/7 | 0.19308872238074253770085046339258415271 | 0.024433917031327177956009090128869192397
f(z) = 49/256*z^3 - 169/80*z + 1
*
[ 10/3 ] 
f(z) = 59/250*z^3 - 173/90*z + 1
*
[ -4 ] 
f(z) = 41/248*z^3 - 173/124*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017591362844499151673185843200602137501
f(z) = 51/244*z^3 - 163/122*z + 1
*
5/2 | 0.11936505507214015229827662219806126333 | 0.014380846470468242393071717299870440463
f(z) = 51/250*z^3 - 161/120*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017517973097286352446698845595190791346
f(z) = 53/244*z^3 - 167/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015255541837289880870760783323465276167
f(z) = 53/252*z^3 - 169/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017446908934487941712148035385734706307
f(z) = 55/244*z^3 - 171/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015194501079526522653754439513083074517
f(z) = 55/252*z^3 - 173/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017378042544167645668811130053848893306
f(z) = 57/244*z^3 - 175/122*z + 1
*
-5/2 | 0.11936505507214015229827662219806126333 | 0.014359488169377621903704657022240597773
f(z) = 57/250*z^3 - 163/120*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017311255938011859788253498026588942950
f(z) = 59/244*z^3 - 179/122*z + 1
*
[ -7/2 ] 
f(z) = 51/245*z^3 - 177/140*z + 1
*
[ 8/3 ] 
f(z) = 45/248*z^3 - 165/248*z + 1
*
[ 5/2 ] 
f(z) = 52/245*z^3 - 178/245*z + 1
*
[ 5/2 ] 
f(z) = 52/255*z^3 - 172/255*z + 1
*
[ -3 ] 
f(z) = 55/246*z^3 - 167/246*z + 1
*
[ -3 ] 
f(z) = 55/249*z^3 - 163/249*z + 1
*
[ -3 ] 
f(z) = 56/249*z^3 - 172/249*z + 1
*
[ -3 ] 
f(z) = 56/255*z^3 - 164/255*z + 1
*
[ 2/3 ] 
f(z) = 43/248*z^3 - 161/279*z + 1
*
[ 2/3 ] 
f(z) = 47/248*z^3 - 163/279*z + 1
*
[ 2/3 ] 
f(z) = 49/248*z^3 - 164/279*z + 1
*
-3 | 0.22629798821645603160239736957028965028 | 0.029028764601076722938606147005436502684
f(z) = 50/243*z^3 - 167/270*z + 1
*
[ 2/3 ] 
f(z) = 53/248*z^3 - 166/279*z + 1
*
[ 2/3 ] 
f(z) = 55/248*z^3 - 167/279*z + 1
*
[ 2/3 ] 
f(z) = 59/248*z^3 - 169/279*z + 1
*
[ -10 ] 
f(z) = 41/250*z^3 - 153/10*z + 1
*
[ 9 ] 
f(z) = 50/243*z^3 - 142/9*z + 1
*
[ 9 ] 
f(z) = 52/243*z^3 - 148/9*z + 1
*
[ -9 ] 
f(z) = 52/243*z^3 - 146/9*z + 1
*
[ 9 ] 
f(z) = 53/243*z^3 - 151/9*z + 1
*
[ -9 ] 
f(z) = 53/243*z^3 - 149/9*z + 1
*
[ 9 ] 
f(z) = 55/243*z^3 - 157/9*z + 1
*
[ -9 ] 
f(z) = 55/243*z^3 - 155/9*z + 1
*
[ 9 ] 
f(z) = 56/243*z^3 - 160/9*z + 1
*
[ -9 ] 
f(z) = 56/243*z^3 - 158/9*z + 1
*
[ -36/7 ] 
f(z) = 49/243*z^3 - 149/36*z + 1
*
[ 9/2 ] 
f(z) = 59/243*z^3 - 149/36*z + 1
*
65/14 | 0.14521682913953582628576930679947773869 | 0.017603504195165535122339767588707100910
f(z) = 49/250*z^3 - 153/40*z + 1
*
4 | 0.15321110898648202487930957897245592048 | 0.019701719137274420435625557409591702018
f(z) = 51/256*z^3 - 149/48*z + 1
*
-4 | 0.15523509384332397866737992932169715674 | 0.024292526984686172831953902125083948546
f(z) = 41/240*z^3 - 149/60*z + 1
*
-4 | 0.18384085291991629963739695750719550809 | 0.028535460884941269704864664304174008009
f(z) = 43/240*z^3 - 157/60*z + 1
*
[ 4 ] 
f(z) = 47/240*z^3 - 143/60*z + 1
*
2 | 0.12045541176660659329065715680334029567 | 0.018971928623731257462455612382268236989
f(z) = 53/240*z^3 - 143/60*z + 1
*
[ 7/2 ] 
f(z) = 58/245*z^3 - 153/70*z + 1
*
2 | 0.13157560393282277356171038188489756563 | 0.020590085849340549789443615443883092656
f(z) = 59/240*z^3 - 149/60*z + 1
*
[ 15/4 ] 
f(z) = 41/250*z^3 - 151/96*z + 1
*
[ 9/22 ] 
f(z) = 44/243*z^3 - 146/99*z + 1
*
52/15 | 0.10682075918136615242785466781435642681 | 0.013736292422551361060762925699148098286
f(z) = 45/256*z^3 - 149/80*z + 1
*
[ -15/4 ] 
f(z) = 49/250*z^3 - 143/96*z + 1
*
[ 10/3 ] 
f(z) = 53/250*z^3 - 149/90*z + 1
*
[ -18/5 ] 
f(z) = 55/243*z^3 - 149/90*z + 1
*
-27/14 | 0.14241400836531425057602548396968377531 | 0.019633913265198509248865239007345038832
f(z) = 49/243*z^3 - 157/108*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017998507597688267378686122214472449587
f(z) = 41/244*z^3 - 143/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015667651840614417492928916295246847170
f(z) = 41/252*z^3 - 145/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017911143284115636381442479035040624841
f(z) = 43/244*z^3 - 147/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015592814211214724353656675330055164937
f(z) = 43/252*z^3 - 149/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017826935055778327197875173337432098052
f(z) = 45/244*z^3 - 151/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017745686152031450409732096963999964296
f(z) = 47/244*z^3 - 155/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015450973780489787306154998572085333086
f(z) = 47/252*z^3 - 157/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017667216901905819368064802475087958015
f(z) = 49/244*z^3 - 159/122*z + 1
*
[ 8/17 ] 
f(z) = 51/256*z^3 - 159/136*z + 1
*
[ -7/2 ] 
f(z) = 47/245*z^3 - 149/140*z + 1
*
[ -7/2 ] 
f(z) = 40/259*z^3 - 157/259*z + 1
*
[ 2/3 ] 
f(z) = 45/242*z^3 - 141/242*z + 1
*
[ 2/3 ] 
f(z) = 45/254*z^3 - 147/254*z + 1
*
[ 5/2 ] 
f(z) = 48/245*z^3 - 153/245*z + 1
*
[ -3 ] 
f(z) = 53/240*z^3 - 157/240*z + 1
*
[ -3 ] 
f(z) = 53/246*z^3 - 149/246*z + 1
*
[ -3 ] 
f(z) = 53/249*z^3 - 145/249*z + 1
*
[ 7/3 ] 
f(z) = 54/259*z^3 - 146/259*z + 1
*
[ 12/5 ] 
f(z) = 55/256*z^3 - 157/240*z + 1
*
[ -3 ] 
f(z) = 55/258*z^3 - 151/258*z + 1
*
[ 2/3 ] 
f(z) = 41/248*z^3 - 160/279*z + 1
*
[ 33/14 ] 
f(z) = 49/242*z^3 - 145/264*z + 1
*
[ 27/11 ] 
f(z) = 44/243*z^3 - 148/297*z + 1
*
[ -35/12 ] 
f(z) = 54/245*z^3 - 149/280*z + 1
*
[ 15/7 ] 
f(z) = 57/250*z^3 - 151/294*z + 1
*
[ 9 ] 
f(z) = 43/243*z^3 - 121/9*z + 1
*
[ 9 ] 
f(z) = 44/243*z^3 - 124/9*z + 1
*
[ -9 ] 
f(z) = 44/243*z^3 - 122/9*z + 1
*
[ 9 ] 
f(z) = 46/243*z^3 - 130/9*z + 1
*
[ -9 ] 
f(z) = 46/243*z^3 - 128/9*z + 1
*
[ 9 ] 
f(z) = 47/243*z^3 - 133/9*z + 1
*
[ -9 ] 
f(z) = 47/243*z^3 - 131/9*z + 1
*
[ 9 ] 
f(z) = 49/243*z^3 - 139/9*z + 1
*
[ -9 ] 
f(z) = 49/243*z^3 - 137/9*z + 1
*
[ -45/7 ] 
f(z) = 49/250*z^3 - 125/18*z + 1
*
[ -9 ] 
f(z) = 50/243*z^3 - 140/9*z + 1
*
-9/14 | 0.18310335239005905396103456681866620881 | 0.022494203144777924558927680999106150962
f(z) = 49/243*z^3 - 127/36*z + 1
*
40/21 | 0.24948302453986515881163679646178046055 | 0.025922726646174087383865600563036787521
f(z) = 49/250*z^3 - 121/36*z + 1
*
[ 27/5 ] 
f(z) = 50/243*z^3 - 140/27*z + 1
*
[ -27/5 ] 
f(z) = 50/243*z^3 - 130/27*z + 1
*
[ 9/2 ] 
f(z) = 53/243*z^3 - 131/36*z + 1
*
[ 9/2 ] 
f(z) = 55/243*z^3 - 137/36*z + 1
*
[ -9/2 ] 
f(z) = 55/243*z^3 - 121/36*z + 1
*
[ -9/2 ] 
f(z) = 59/243*z^3 - 133/36*z + 1
*
4 | 0.17437055738574326585865602277638736541 | 0.022800135405159590696764045647519172414
f(z) = 45/256*z^3 - 131/48*z + 1
*
-8/15 | 0.23436223259637832851694580936022471094 | 0.028202696089882268046264920412156216480
f(z) = 45/256*z^3 - 127/40*z + 1
*
[ 3/10 ] 
f(z) = 50/243*z^3 - 127/54*z + 1
*
-4 | 0.077157859045101346075946839076886135068 | 0.010151144479987148024076492561132391299
f(z) = 51/256*z^3 - 125/48*z + 1
*
2 | 0.10652890825849066091500938700883199014 | 0.017013343405891946617555256053352435227
f(z) = 41/240*z^3 - 131/60*z + 1
*
2 | 0.089414250973870910533334493493078325206 | 0.014245551961921219404993461869525923198
f(z) = 43/240*z^3 - 133/60*z + 1
*
[ 4 ] 
f(z) = 43/240*z^3 - 127/60*z + 1
*
2 | 0.10358147166075862794806974808976549180 | 0.016425142726505982963319192516294426272
f(z) = 47/240*z^3 - 137/60*z + 1
*
10/7 | 0.14075850123705292329789817447391398182 | 0.022591914031259920085572414305060447271
f(z) = 49/240*z^3 - 127/60*z + 1
*
-145/42 | 0.26064452724478768002916588179488442006 | 0.026991258379826851809552083021171185651
f(z) = 49/250*z^3 - 125/72*z + 1
*
[ 11/3 ] 
f(z) = 51/242*z^3 - 139/66*z + 1
*
[ -4 ] 
f(z) = 53/240*z^3 - 137/60*z + 1
*
[ 7/2 ] 
f(z) = 54/245*z^3 - 139/70*z + 1
*
[ -11/3 ] 
f(z) = 57/242*z^3 - 125/66*z + 1
*
[ 18/5 ] 
f(z) = 40/243*z^3 - 127/90*z + 1
*
[ 10/3 ] 
f(z) = 49/250*z^3 - 133/90*z + 1
*
[ 16/5 ] 
f(z) = 55/256*z^3 - 121/80*z + 1
*
[ 3 ] 
f(z) = 59/252*z^3 - 121/84*z + 1
*
8/7 | 0.16396854233612540523836092378125644455 | 0.029211615916893033562397558689013537328
f(z) = 49/240*z^3 - 137/120*z + 1
*
[ -24/7 ] 
f(z) = 49/240*z^3 - 133/120*z + 1
*
[ -7/2 ] 
f(z) = 43/245*z^3 - 121/140*z + 1
*
-20/21 | 0.20973927704207207147691300300503460184 | 0.027089690828645849925518591113635087954
f(z) = 49/256*z^3 - 133/144*z + 1
*
[ 5/9 ] 
f(z) = 47/250*z^3 - 139/162*z + 1
*
[ 10/17 ] 
f(z) = 51/250*z^3 - 131/170*z + 1
*
[ 20/7 ] 
f(z) = 41/250*z^3 - 135/196*z + 1
*
[ 18/7 ] 
f(z) = 49/240*z^3 - 133/180*z + 1
*
[ -45/14 ] 
f(z) = 49/243*z^3 - 139/180*z + 1
*
[ -27/8 ] 
f(z) = 40/243*z^3 - 125/216*z + 1
*
-21/20 | 0.14574057120863672759919202649421439928 | 0.019246023606320758583351696487913587394
f(z) = 50/243*z^3 - 121/216*z + 1
*
[ 5/2 ] 
f(z) = 44/245*z^3 - 128/245*z + 1
*
[ 5/2 ] 
f(z) = 44/255*z^3 - 122/255*z + 1
*
[ 17/7 ] 
f(z) = 49/255*z^3 - 139/255*z + 1
*
[ 5/7 ] 
f(z) = 49/255*z^3 - 127/255*z + 1
*
[ -3 ] 
f(z) = 52/249*z^3 - 136/249*z + 1
*
[ -3 ] 
f(z) = 52/255*z^3 - 128/255*z + 1
*
[ -3 ] 
f(z) = 53/255*z^3 - 137/255*z + 1
*
[ -3 ] 
f(z) = 53/258*z^3 - 133/258*z + 1
*
[ 24/11 ] 
f(z) = 55/256*z^3 - 127/264*z + 1
*
[ 9 ] 
f(z) = 40/243*z^3 - 112/9*z + 1
*
[ -9 ] 
f(z) = 40/243*z^3 - 110/9*z + 1
*
[ 9 ] 
f(z) = 41/243*z^3 - 115/9*z + 1
*
[ -9 ] 
f(z) = 41/243*z^3 - 113/9*z + 1
*
[ -9 ] 
f(z) = 43/243*z^3 - 119/9*z + 1
*
-44/7 | 0.12848268427725458150647393076632351124 | 0.017051988247732073844454862142265144487
f(z) = 49/256*z^3 - 117/16*z + 1
*
[ 8 ] 
f(z) = 55/256*z^3 - 103/8*z + 1
*
[ -8 ] 
f(z) = 55/256*z^3 - 101/8*z + 1
*
[ 8 ] 
f(z) = 57/256*z^3 - 107/8*z + 1
*
[ -8 ] 
f(z) = 57/256*z^3 - 105/8*z + 1
*
[ 8 ] 
f(z) = 59/256*z^3 - 111/8*z + 1
*
[ -8 ] 
f(z) = 59/256*z^3 - 109/8*z + 1
*
[ 9/2 ] 
f(z) = 43/243*z^3 - 101/36*z + 1
*
[ 9/2 ] 
f(z) = 47/243*z^3 - 113/36*z + 1
*
[ 9/2 ] 
f(z) = 49/243*z^3 - 119/36*z + 1
*
45/14 | 0.20251859571557000775846212960135615510 | 0.025186471077260248721739683948407023577
f(z) = 49/243*z^3 - 115/36*z + 1
*
18/7 | 0.15573160952522205071035610903886587793 | 0.019542996955702435438848343005408239752
f(z) = 49/243*z^3 - 107/36*z + 1
*
[ -9/2 ] 
f(z) = 49/243*z^3 - 103/36*z + 1
*
15/7 | 0.10646247934521503309954939859696315325 | 0.013589804577568107856335050196593190774
f(z) = 49/250*z^3 - 101/30*z + 1
*
[ 32/7 ] 
f(z) = 49/256*z^3 - 103/32*z + 1
*
-24/5 | 0.14996847146053637509674940782434889795 | 0.021496701418298249203829844196904415310
f(z) = 50/243*z^3 - 119/27*z + 1
*
[ -9/2 ] 
f(z) = 53/243*z^3 - 115/36*z + 1
*
[ 5/19 ] 
f(z) = 57/250*z^3 - 107/38*z + 1
*
8/15 | 0.23492641375709924205164422171348702452 | 0.028552380664601063680020760763853963898
f(z) = 45/256*z^3 - 117/40*z + 1
*
20/7 | 0.23772875638832147204771728618283474124 | 0.029917048697518704914264086492906328650
f(z) = 49/250*z^3 - 113/40*z + 1
*
[ 4 ] 
f(z) = 41/240*z^3 - 119/60*z + 1
*
[ 7/2 ] 
f(z) = 46/245*z^3 - 111/70*z + 1
*
[ -4 ] 
f(z) = 47/240*z^3 - 113/60*z + 1
*
20/7 | 0.081149674999270549208656897555677047303 | 0.013352163840850509534090304801772323092
f(z) = 49/240*z^3 - 109/60*z + 1
*
-10/7 | 0.089414521636157459539646990288589015789 | 0.014850386130094852367825202576701766835
f(z) = 49/240*z^3 - 103/60*z + 1
*
[ 8/21 ] 
f(z) = 49/256*z^3 - 119/72*z + 1
*
[ -11/3 ] 
f(z) = 51/242*z^3 - 103/66*z + 1
*
[ -7/2 ] 
f(z) = 58/245*z^3 - 113/70*z + 1
*
[ 9/20 ] 
f(z) = 40/243*z^3 - 113/90*z + 1
*
[ 10/3 ] 
f(z) = 41/250*z^3 - 101/90*z + 1
*
[ 10/3 ] 
f(z) = 43/250*z^3 - 109/90*z + 1
*
[ 3 ] 
f(z) = 53/252*z^3 - 103/84*z + 1
*
[ 3 ] 
f(z) = 55/252*z^3 - 109/84*z + 1
*
[ -10/3 ] 
f(z) = 59/250*z^3 - 119/90*z + 1
*
[ 35/12 ] 
f(z) = 48/245*z^3 - 106/105*z + 1
*
[ 4/7 ] 
f(z) = 49/248*z^3 - 101/124*z + 1
*
[ 3/5 ] 
f(z) = 55/243*z^3 - 101/135*z + 1
*
[ 18/7 ] 
f(z) = 56/243*z^3 - 115/126*z + 1
*
[ -7/2 ] 
f(z) = 41/245*z^3 - 107/140*z + 1
*
[ -10/3 ] 
f(z) = 45/248*z^3 - 111/155*z + 1
*
[ 22/9 ] 
f(z) = 45/242*z^3 - 103/198*z + 1
*
[ 2/3 ] 
f(z) = 51/256*z^3 - 113/192*z + 1
*
[ 2/3 ] 
f(z) = 57/256*z^3 - 115/192*z + 1
*
[ -20/7 ] 
f(z) = 59/250*z^3 - 113/196*z + 1
*
[ 3/4 ] 
f(z) = 58/243*z^3 - 101/216*z + 1
*
[ 12/5 ] 
f(z) = 45/256*z^3 - 103/240*z + 1
*
[ -3 ] 
f(z) = 47/240*z^3 - 103/240*z + 1
*
[ -3 ] 
f(z) = 49/246*z^3 - 113/246*z + 1
*
[ -3 ] 
f(z) = 49/249*z^3 - 109/249*z + 1
*
[ -3 ] 
f(z) = 49/255*z^3 - 101/255*z + 1
*
[ -3 ] 
f(z) = 50/249*z^3 - 118/249*z + 1
*
[ 11/5 ] 
f(z) = 50/253*z^3 - 104/253*z + 1
*
[ 2 ] 
f(z) = 57/242*z^3 - 107/242*z + 1
*
[ 2 ] 
f(z) = 57/250*z^3 - 103/250*z + 1
*
[ 2 ] 
f(z) = 57/254*z^3 - 101/254*z + 1
*
[ 2 ] 
f(z) = 59/242*z^3 - 115/242*z + 1
*
[ 2 ] 
f(z) = 59/246*z^3 - 113/246*z + 1
*
[ 2 ] 
f(z) = 59/250*z^3 - 111/250*z + 1
*
[ 2 ] 
f(z) = 59/254*z^3 - 109/254*z + 1
*
[ 2 ] 
f(z) = 59/258*z^3 - 107/258*z + 1
*
[ -62/21 ] 
f(z) = 49/248*z^3 - 107/279*z + 1
*
[ 8 ] 
f(z) = 45/256*z^3 - 83/8*z + 1
*
[ -8 ] 
f(z) = 45/256*z^3 - 81/8*z + 1
*
[ 8 ] 
f(z) = 47/256*z^3 - 87/8*z + 1
*
[ -8 ] 
f(z) = 47/256*z^3 - 85/8*z + 1
*
115/21 | 0.23286761319436961650406954962308063906 | 0.024820174989516416496798171761768803826
f(z) = 49/250*z^3 - 95/18*z + 1
*
[ 8 ] 
f(z) = 49/256*z^3 - 91/8*z + 1
*
[ -8 ] 
f(z) = 49/256*z^3 - 89/8*z + 1
*
[ -20/3 ] 
f(z) = 51/250*z^3 - 95/12*z + 1
*
[ 8 ] 
f(z) = 51/256*z^3 - 95/8*z + 1
*
[ -8 ] 
f(z) = 51/256*z^3 - 93/8*z + 1
*
[ 8 ] 
f(z) = 53/256*z^3 - 99/8*z + 1
*
[ -8 ] 
f(z) = 53/256*z^3 - 97/8*z + 1
*
[ 9/2 ] 
f(z) = 41/243*z^3 - 95/36*z + 1
*
[ -9/2 ] 
f(z) = 43/243*z^3 - 85/36*z + 1
*
[ -9/2 ] 
f(z) = 47/243*z^3 - 97/36*z + 1
*
30/7 | 0.14794232907618592838144113780164211619 | 0.022402118038176406002950591504878040652
f(z) = 49/243*z^3 - 82/27*z + 1
*
[ -32/7 ] 
f(z) = 49/256*z^3 - 89/32*z + 1
*
5/3 | 0.095792222216994554806280600721498308642 | 0.012291159979838022942891261444905671765
f(z) = 57/250*z^3 - 97/30*z + 1
*
[ 25/7 ] 
f(z) = 49/250*z^3 - 89/50*z + 1
*
[ -4 ] 
f(z) = 41/240*z^3 - 89/60*z + 1
*
[ -4 ] 
f(z) = 43/240*z^3 - 97/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017763886412454181091532160363742449020
f(z) = 49/256*z^3 - 81/64*z + 1
*
[ 9/20 ] 
f(z) = 50/243*z^3 - 91/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017689247837287144845684038928986123321
f(z) = 51/256*z^3 - 83/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013978947162087585127279614957154559679
f(z) = 53/240*z^3 - 83/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017616989062966576039384353235265460054
f(z) = 53/256*z^3 - 85/64*z + 1
*
[ -7/2 ] 
f(z) = 54/245*z^3 - 99/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017546978517739746031844288751972256676
f(z) = 55/256*z^3 - 87/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017479094801033211608876877040690259318
f(z) = 57/256*z^3 - 89/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.013812697561981436412312299155493769224
f(z) = 59/240*z^3 - 89/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017413225684616219790841176930234350693
f(z) = 59/256*z^3 - 91/64*z + 1
*
[ 16/5 ] 
f(z) = 45/256*z^3 - 89/80*z + 1
*
[ 3 ] 
f(z) = 47/252*z^3 - 85/84*z + 1
*
[ 7/12 ] 
f(z) = 48/245*z^3 - 82/105*z + 1
*
[ 3/5 ] 
f(z) = 40/243*z^3 - 98/135*z + 1
*
[ 5/8 ] 
f(z) = 41/250*z^3 - 85/128*z + 1
*
[ 5/8 ] 
f(z) = 51/250*z^3 - 87/128*z + 1
*
[ 9/4 ] 
f(z) = 55/243*z^3 - 85/144*z + 1
*
[ 9/4 ] 
f(z) = 59/243*z^3 - 97/144*z + 1
*
[ 3/4 ] 
f(z) = 46/243*z^3 - 95/216*z + 1
*
[ 3/4 ] 
f(z) = 50/243*z^3 - 97/216*z + 1
*
[ 7/3 ] 
f(z) = 45/259*z^3 - 97/259*z + 1
*
[ -3 ] 
f(z) = 46/249*z^3 - 82/249*z + 1
*
[ -3 ] 
f(z) = 47/246*z^3 - 95/246*z + 1
*
[ -3 ] 
f(z) = 47/249*z^3 - 91/249*z + 1
*
[ -3 ] 
f(z) = 47/255*z^3 - 83/255*z + 1
*
[ 15/7 ] 
f(z) = 49/240*z^3 - 97/240*z + 1
*
[ 15/7 ] 
f(z) = 49/255*z^3 - 89/255*z + 1
*
[ -3 ] 
f(z) = 49/258*z^3 - 97/258*z + 1
*
[ 2 ] 
f(z) = 51/242*z^3 - 83/242*z + 1
*
[ 2 ] 
f(z) = 53/242*z^3 - 91/242*z + 1
*
[ 2 ] 
f(z) = 53/246*z^3 - 89/246*z + 1
*
[ 2 ] 
f(z) = 53/250*z^3 - 87/250*z + 1
*
[ 2 ] 
f(z) = 53/254*z^3 - 85/254*z + 1
*
[ 2 ] 
f(z) = 53/258*z^3 - 83/258*z + 1
*
[ 2 ] 
f(z) = 55/246*z^3 - 97/246*z + 1
*
[ 2 ] 
f(z) = 55/254*z^3 - 93/254*z + 1
*
[ 2 ] 
f(z) = 55/258*z^3 - 91/258*z + 1
*
[ 11/6 ] 
f(z) = 57/242*z^3 - 89/264*z + 1
*
[ 15/7 ] 
f(z) = 47/250*z^3 - 97/294*z + 1
*
[ 7/4 ] 
f(z) = 58/245*z^3 - 83/280*z + 1
*
-9/2 | 0.18750241636639557653924744027492839668 | 0.025099971962729663202047832293409389325
f(z) = 40/243*z^3 - 65/18*z + 1
*
[ 8 ] 
f(z) = 41/256*z^3 - 75/8*z + 1
*
[ -8 ] 
f(z) = 41/256*z^3 - 73/8*z + 1
*
[ 8 ] 
f(z) = 43/256*z^3 - 79/8*z + 1
*
[ -8 ] 
f(z) = 43/256*z^3 - 77/8*z + 1
*
-16/3 | 0.10843243998186666887659398377102750339 | 0.015352074270700030885835703240003962569
f(z) = 45/256*z^3 - 73/16*z + 1
*
[ 16/3 ] 
f(z) = 45/256*z^3 - 67/16*z + 1
*
[ -16/3 ] 
f(z) = 45/256*z^3 - 61/16*z + 1
*
-5/7 | 0.16369997722241020256062464638329901209 | 0.021645759206546950421268412360548909012
f(z) = 49/250*z^3 - 77/10*z + 1
*
30/7 | 0.19164594304299670684414517981102450049 | 0.021080857733814812834961273066494007098
f(z) = 49/250*z^3 - 71/18*z + 1
*
-9/10 | 0.18312065798985615041460339028542909473 | 0.024138347696385297153885626174100479015
f(z) = 50/243*z^3 - 73/18*z + 1
*
[ 9/2 ] 
f(z) = 50/243*z^3 - 61/18*z + 1
*
10/3 | 0.21005174800126172050810310754409650185 | 0.026181534103615640718928822008528749486
f(z) = 51/250*z^3 - 61/15*z + 1
*
9/4 | 0.18324463967459954062822666219529836302 | 0.024530005571582942216480850985663656606
f(z) = 56/243*z^3 - 65/18*z + 1
*
[ 9/2 ] 
f(z) = 58/243*z^3 - 73/18*z + 1
*
[ -9/2 ] 
f(z) = 58/243*z^3 - 65/18*z + 1
*
[ -9/2 ] 
f(z) = 41/243*z^3 - 79/36*z + 1
*
-18/7 | 0.10172466434056944719101640112070134180 | 0.013270826600274789105411984204448888055
f(z) = 49/243*z^3 - 79/36*z + 1
*
-45/14 | 0.18310335239005905396103456681866620881 | 0.024224773009668429653968453811679164192
f(z) = 49/243*z^3 - 71/36*z + 1
*
[ 2/7 ] 
f(z) = 49/248*z^3 - 78/31*z + 1
*
[ -30/7 ] 
f(z) = 49/250*z^3 - 71/30*z + 1
*
20/7 | 0.14533026108236193856965473292999506530 | 0.019499611653149492764249142745244787471
f(z) = 49/250*z^3 - 69/20*z + 1
*
15/7 | 0.12206954629492159283417187679291743284 | 0.016653985671219318034624424284453959433
f(z) = 49/250*z^3 - 61/30*z + 1
*
[ 7/2 ] 
f(z) = 52/245*z^3 - 66/35*z + 1
*
[ -25/7 ] 
f(z) = 49/250*z^3 - 61/50*z + 1
*
-12/7 | 0.15629752247225640074353253849549922980 | 0.021884167189198800592717676072860684749
f(z) = 49/256*z^3 - 79/48*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014365382382357177745613322299070416519
f(z) = 41/240*z^3 - 71/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018089294475486034866247309217418879024
f(z) = 41/256*z^3 - 73/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014295084448940743223363961195536884111
f(z) = 43/240*z^3 - 73/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.018003574233474880458767104815679906106
f(z) = 43/256*z^3 - 75/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017920887084583521770166417978484023281
f(z) = 45/256*z^3 - 77/64*z + 1
*
[ -7/2 ] 
f(z) = 46/245*z^3 - 71/70*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.014162000326835283594476414144582563664
f(z) = 47/240*z^3 - 77/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017841047667433962748386258063359726215
f(z) = 47/256*z^3 - 79/64*z + 1
*
[ 8/3 ] 
f(z) = 53/256*z^3 - 61/72*z + 1
*
[ 8/3 ] 
f(z) = 55/256*z^3 - 65/72*z + 1
*
[ 8/3 ] 
f(z) = 59/256*z^3 - 73/72*z + 1
*
[ -18/5 ] 
f(z) = 40/243*z^3 - 77/90*z + 1
*
[ 3 ] 
f(z) = 41/252*z^3 - 67/84*z + 1
*
[ 3 ] 
f(z) = 43/252*z^3 - 73/84*z + 1
*
[ -10/3 ] 
f(z) = 47/250*z^3 - 71/90*z + 1
*
[ -10/3 ] 
f(z) = 49/250*z^3 - 79/90*z + 1
*
[ 20/7 ] 
f(z) = 49/256*z^3 - 73/80*z + 1
*
[ -16/5 ] 
f(z) = 55/256*z^3 - 71/80*z + 1
*
[ -3 ] 
f(z) = 59/252*z^3 - 65/84*z + 1
*
[ 12/5 ] 
f(z) = 50/243*z^3 - 65/108*z + 1
*
[ 9/13 ] 
f(z) = 52/243*z^3 - 64/117*z + 1
*
[ 7/3 ] 
f(z) = 57/245*z^3 - 73/105*z + 1
*
[ 27/10 ] 
f(z) = 40/243*z^3 - 77/135*z + 1
*
[ 2/3 ] 
f(z) = 45/244*z^3 - 71/122*z + 1
*
-9/4 | 0.18710663059855577349618144974432378500 | 0.023008349462479325231432790804035710086
f(z) = 56/243*z^3 - 73/126*z + 1
*
[ 9/4 ] 
f(z) = 47/243*z^3 - 61/144*z + 1
*
[ 9/4 ] 
f(z) = 49/243*z^3 - 67/144*z + 1
*
[ 9/4 ] 
f(z) = 53/243*z^3 - 79/144*z + 1
*
[ 27/14 ] 
f(z) = 56/243*z^3 - 71/189*z + 1
*
[ 8/9 ] 
f(z) = 51/256*z^3 - 61/216*z + 1
*
[ 35/18 ] 
f(z) = 54/245*z^3 - 73/210*z + 1
*
[ 8/9 ] 
f(z) = 57/256*z^3 - 65/216*z + 1
*
[ 9/10 ] 
f(z) = 52/243*z^3 - 64/225*z + 1
*
[ 9/5 ] 
f(z) = 56/243*z^3 - 68/225*z + 1
*
[ 9/10 ] 
f(z) = 56/243*z^3 - 67/225*z + 1
*
[ 9/5 ] 
f(z) = 58/243*z^3 - 74/225*z + 1
*
[ 9/5 ] 
f(z) = 59/243*z^3 - 77/225*z + 1
*
[ -3 ] 
f(z) = 43/240*z^3 - 67/240*z + 1
*
[ -3 ] 
f(z) = 44/249*z^3 - 64/249*z + 1
*
[ -3 ] 
f(z) = 46/255*z^3 - 74/255*z + 1
*
[ 2 ] 
f(z) = 47/242*z^3 - 67/242*z + 1
*
[ 2 ] 
f(z) = 47/246*z^3 - 65/246*z + 1
*
[ 2 ] 
f(z) = 47/250*z^3 - 63/250*z + 1
*
[ 2 ] 
f(z) = 47/254*z^3 - 61/254*z + 1
*
[ -3 ] 
f(z) = 47/258*z^3 - 79/258*z + 1
*
[ 2 ] 
f(z) = 49/242*z^3 - 75/242*z + 1
*
[ 6/7 ] 
f(z) = 49/246*z^3 - 77/246*z + 1
*
[ 2 ] 
f(z) = 49/246*z^3 - 73/246*z + 1
*
[ 2 ] 
f(z) = 49/250*z^3 - 71/250*z + 1
*
[ 2 ] 
f(z) = 49/254*z^3 - 69/254*z + 1
*
[ 6/7 ] 
f(z) = 49/258*z^3 - 79/258*z + 1
*
[ 2 ] 
f(z) = 49/258*z^3 - 67/258*z + 1
*
[ 2 ] 
f(z) = 51/250*z^3 - 79/250*z + 1
*
[ 10/11 ] 
f(z) = 51/250*z^3 - 65/242*z + 1
*
[ 2 ] 
f(z) = 51/254*z^3 - 77/254*z + 1
*
[ 11/6 ] 
f(z) = 51/242*z^3 - 67/264*z + 1
*
[ 16/17 ] 
f(z) = 51/256*z^3 - 65/272*z + 1
*
[ 7/4 ] 
f(z) = 54/245*z^3 - 69/280*z + 1
*
9/4 | 0.18597715685043972205774429930434712260 | 0.025222801533414699282275651016502884844
f(z) = 40/243*z^3 - 59/18*z + 1
*
[ 9/2 ] 
f(z) = 46/243*z^3 - 55/18*z + 1
*
[ -9/2 ] 
f(z) = 46/243*z^3 - 47/18*z + 1
*
10/7 | 0.16585797258571862524122934008594913572 | 0.023194643710039478397070236715944139968
f(z) = 49/250*z^3 - 51/10*z + 1
*
[ 5 ] 
f(z) = 49/250*z^3 - 41/10*z + 1
*
-4/7 | 0.077277689974944497099978834230532470278 | 0.011460634430446029316308405167260988846
f(z) = 49/256*z^3 - 53/16*z + 1
*
12/7 | 0.13588151515440338916825524337224709657 | 0.020653036458975503996761729003861182365
f(z) = 49/256*z^3 - 45/16*z + 1
*
[ -9/2 ] 
f(z) = 50/243*z^3 - 53/18*z + 1
*
[ 5 ] 
f(z) = 51/250*z^3 - 43/10*z + 1
*
[ -5 ] 
f(z) = 53/250*z^3 - 41/10*z + 1
*
[ 4 ] 
f(z) = 53/256*z^3 - 41/16*z + 1
*
[ 4 ] 
f(z) = 55/256*z^3 - 43/16*z + 1
*
[ 5 ] 
f(z) = 57/250*z^3 - 49/10*z + 1
*
-10/3 | 0.12951703233451320982044923254511896764 | 0.016984514796468797502025894865528460990
f(z) = 57/250*z^3 - 41/15*z + 1
*
[ 4 ] 
f(z) = 57/256*z^3 - 45/16*z + 1
*
[ 5 ] 
f(z) = 59/250*z^3 - 51/10*z + 1
*
[ -5 ] 
f(z) = 59/250*z^3 - 47/10*z + 1
*
[ -10 ] 
f(z) = 59/250*z^3 - 45/2*z + 1
*
[ 4 ] 
f(z) = 59/256*z^3 - 47/16*z + 1
*
[ 7/2 ] 
f(z) = 44/245*z^3 - 52/35*z + 1
*
[ 7/2 ] 
f(z) = 48/245*z^3 - 59/35*z + 1
*
[ -27/7 ] 
f(z) = 49/243*z^3 - 47/27*z + 1
*
20/7 | 0.11566515191108621063357139636497734380 | 0.016266361255025974684601914857611533365
f(z) = 49/250*z^3 - 49/20*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017624769979587127851165762540207988055
f(z) = 51/248*z^3 - 41/31*z + 1
*
[ 10/3 ] 
f(z) = 51/250*z^3 - 47/30*z + 1
*
[ -7/2 ] 
f(z) = 52/245*z^3 - 46/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017551758859123192204912289502363286570
f(z) = 53/248*z^3 - 42/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017481047173557349536279182548294059422
f(z) = 55/248*z^3 - 43/31*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017412509293095875462074415823856020689
f(z) = 57/248*z^3 - 44/31*z + 1
*
[ 3 ] 
f(z) = 59/243*z^3 - 41/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017346029188552094946582133264257850525
f(z) = 59/248*z^3 - 45/31*z + 1
*
-27/10 | 0.14241335622596053121177863697056114629 | 0.023021104667525237123445911540649822355
f(z) = 50/243*z^3 - 49/54*z + 1
*
[ 27/10 ] 
f(z) = 50/243*z^3 - 47/54*z + 1
*
[ 5/9 ] 
f(z) = 57/250*z^3 - 47/54*z + 1
*
[ 8/3 ] 
f(z) = 43/256*z^3 - 41/72*z + 1
*
[ 8/3 ] 
f(z) = 47/256*z^3 - 49/72*z + 1
*
[ 4/7 ] 
f(z) = 49/240*z^3 - 49/60*z + 1
*
-10/7 | 0.089414521636157459539646990288589015789 | 0.016314616395424596485460248511486002034
f(z) = 49/240*z^3 - 43/60*z + 1
*
[ 8/3 ] 
f(z) = 49/256*z^3 - 53/72*z + 1
*
[ 9/14 ] 
f(z) = 56/243*z^3 - 41/63*z + 1
*
[ 9/4 ] 
f(z) = 58/243*z^3 - 47/72*z + 1
*
-9/4 | 0.21290710603652200820050548524965816571 | 0.027311026102092617874203365455625551304
f(z) = 40/243*z^3 - 53/90*z + 1
*
[ -10/3 ] 
f(z) = 41/250*z^3 - 47/90*z + 1
*
[ 2/3 ] 
f(z) = 51/248*z^3 - 55/93*z + 1
*
[ -3 ] 
f(z) = 53/252*z^3 - 47/84*z + 1
*
[ -3 ] 
f(z) = 55/252*z^3 - 53/84*z + 1
*
[ 8/11 ] 
f(z) = 55/256*z^3 - 43/88*z + 1
*
[ 2/3 ] 
f(z) = 57/248*z^3 - 56/93*z + 1
*
[ 5/7 ] 
f(z) = 59/250*z^3 - 51/98*z + 1
*
[ 3/4 ] 
f(z) = 44/243*z^3 - 47/108*z + 1
*
[ 11/15 ] 
f(z) = 45/242*z^3 - 51/110*z + 1
*
[ 7/3 ] 
f(z) = 48/245*z^3 - 52/105*z + 1
*
[ 7/3 ] 
f(z) = 51/245*z^3 - 59/105*z + 1
*
[ 3/4 ] 
f(z) = 52/243*z^3 - 49/108*z + 1
*
[ 7/9 ] 
f(z) = 54/245*z^3 - 44/105*z + 1
*
[ 15/7 ] 
f(z) = 49/243*z^3 - 53/135*z + 1
*
[ 2 ] 
f(z) = 51/244*z^3 - 41/122*z + 1
*
[ 5/6 ] 
f(z) = 51/250*z^3 - 41/120*z + 1
*
[ 2 ] 
f(z) = 53/244*z^3 - 45/122*z + 1
*
[ 2 ] 
f(z) = 53/252*z^3 - 43/126*z + 1
*
[ 2 ] 
f(z) = 55/244*z^3 - 49/122*z + 1
*
[ 2 ] 
f(z) = 55/252*z^3 - 47/126*z + 1
*
[ 2 ] 
f(z) = 57/244*z^3 - 53/122*z + 1
*
[ 5/6 ] 
f(z) = 57/250*z^3 - 43/120*z + 1
*
[ 2 ] 
f(z) = 59/244*z^3 - 57/122*z + 1
*
[ 2 ] 
f(z) = 59/252*z^3 - 55/126*z + 1
*
[ 9/4 ] 
f(z) = 41/243*z^3 - 43/144*z + 1
*
[ 9/4 ] 
f(z) = 43/243*z^3 - 49/144*z + 1
*
[ 7/8 ] 
f(z) = 48/245*z^3 - 41/140*z + 1
*
[ 32/15 ] 
f(z) = 45/256*z^3 - 43/160*z + 1
*
-18/7 | 0.18420721927101522705746855813089267496 | 0.027998204253814471514453385989181621746
f(z) = 49/240*z^3 - 53/180*z + 1
*
[ 20/21 ] 
f(z) = 49/250*z^3 - 41/180*z + 1
*
[ 6/7 ] 
f(z) = 49/256*z^3 - 59/192*z + 1
*
[ 9/10 ] 
f(z) = 55/243*z^3 - 53/180*z + 1
*
[ 18/11 ] 
f(z) = 55/243*z^3 - 43/198*z + 1
*
[ 8/5 ] 
f(z) = 59/256*z^3 - 43/200*z + 1
*
[ 9/10 ] 
f(z) = 44/243*z^3 - 58/225*z + 1
*
[ -44/15 ] 
f(z) = 45/242*z^3 - 57/220*z + 1
*
[ 9/5 ] 
f(z) = 47/243*z^3 - 41/225*z + 1
*
[ 9/5 ] 
f(z) = 49/243*z^3 - 47/225*z + 1
*
[ 9/5 ] 
f(z) = 52/243*z^3 - 56/225*z + 1
*
[ 9/5 ] 
f(z) = 53/243*z^3 - 59/225*z + 1
*
[ -3 ] 
f(z) = 41/240*z^3 - 49/240*z + 1
*
[ 2 ] 
f(z) = 41/242*z^3 - 43/242*z + 1
*
[ 10/11 ] 
f(z) = 41/250*z^3 - 57/242*z + 1
*
[ 2 ] 
f(z) = 43/242*z^3 - 51/242*z + 1
*
[ -3 ] 
f(z) = 43/246*z^3 - 59/246*z + 1
*
[ 2 ] 
f(z) = 43/246*z^3 - 49/246*z + 1
*
[ -3 ] 
f(z) = 43/249*z^3 - 55/249*z + 1
*
[ 2 ] 
f(z) = 43/250*z^3 - 47/250*z + 1
*
[ 2 ] 
f(z) = 43/254*z^3 - 45/254*z + 1
*
[ -3 ] 
f(z) = 43/255*z^3 - 47/255*z + 1
*
[ -3 ] 
f(z) = 44/255*z^3 - 56/255*z + 1
*
[ 2 ] 
f(z) = 45/242*z^3 - 59/242*z + 1
*
[ 2 ] 
f(z) = 45/254*z^3 - 53/254*z + 1
*
[ 2 ] 
f(z) = 47/258*z^3 - 59/258*z + 1
*
[ 13/7 ] 
f(z) = 49/247*z^3 - 55/247*z + 1
*
[ 5/3 ] 
f(z) = 54/245*z^3 - 52/245*z + 1
*
[ 3/2 ] 
f(z) = 56/249*z^3 - 43/249*z + 1
*
[ 3/2 ] 
f(z) = 56/255*z^3 - 41/255*z + 1
*
[ 10/9 ] 
f(z) = 51/250*z^3 - 41/270*z + 1
*
[ 6/5 ] 
f(z) = 55/243*z^3 - 43/270*z + 1
*
[ 10/9 ] 
f(z) = 57/250*z^3 - 49/270*z + 1
*
[ 7/4 ] 
f(z) = 46/245*z^3 - 41/280*z + 1
*
[ 9/8 ] 
f(z) = 50/243*z^3 - 43/288*z + 1
*
[ 9/8 ] 
f(z) = 58/243*z^3 - 55/288*z + 1
*
[ 9/2 ] 
f(z) = 40/243*z^3 - 23/9*z + 1
*
[ 5 ] 
f(z) = 41/250*z^3 - 33/10*z + 1
*
[ 10 ] 
f(z) = 41/250*z^3 - 31/2*z + 1
*
[ -5 ] 
f(z) = 41/250*z^3 - 29/10*z + 1
*
[ 4 ] 
f(z) = 41/256*z^3 - 29/16*z + 1
*
[ -4 ] 
f(z) = 41/256*z^3 - 21/16*z + 1
*
[ -5 ] 
f(z) = 43/250*z^3 - 31/10*z + 1
*
[ 4 ] 
f(z) = 43/256*z^3 - 31/16*z + 1
*
[ -4 ] 
f(z) = 43/256*z^3 - 23/16*z + 1
*
[ 9/2 ] 
f(z) = 44/243*z^3 - 26/9*z + 1
*
[ -9/2 ] 
f(z) = 44/243*z^3 - 22/9*z + 1
*
[ 4 ] 
f(z) = 45/256*z^3 - 33/16*z + 1
*
[ -4 ] 
f(z) = 45/256*z^3 - 25/16*z + 1
*
[ 5 ] 
f(z) = 47/250*z^3 - 39/10*z + 1
*
[ 10/3 ] 
f(z) = 47/250*z^3 - 25/18*z + 1
*
[ 4 ] 
f(z) = 47/256*z^3 - 35/16*z + 1
*
[ -4 ] 
f(z) = 47/256*z^3 - 27/16*z + 1
*
[ -10 ] 
f(z) = 49/250*z^3 - 37/2*z + 1
*
-5/7 | 0.10765375480617847592329479256988979374 | 0.016524712587403477860492186451420697366
f(z) = 49/250*z^3 - 27/10*z + 1
*
24/7 | 0.15472520889246565535904360335406599365 | 0.023438844898541323395937292965208192318
f(z) = 49/256*z^3 - 23/8*z + 1
*
[ 18/5 ] 
f(z) = 50/243*z^3 - 35/18*z + 1
*
9/5 | 0.18310204811135161523254087282042095077 | 0.027207553450655685460992731139464233045
f(z) = 50/243*z^3 - 31/18*z + 1
*
9/5 | 0.18839405460501832970930306403744706861 | 0.028274096164762672123378842773259800782
f(z) = 50/243*z^3 - 29/9*z + 1
*
-18/5 | 0.18318566265027962766771598248305906179 | 0.027950491919517556662729331660420707701
f(z) = 50/243*z^3 - 26/9*z + 1
*
[ -18/5 ] 
f(z) = 50/243*z^3 - 25/18*z + 1
*
[ 10 ] 
f(z) = 51/250*z^3 - 39/2*z + 1
*
[ -5 ] 
f(z) = 51/250*z^3 - 39/10*z + 1
*
-10/3 | 0.14532996949556178156210431620921191472 | 0.020752336294846733028946072633866300603
f(z) = 51/250*z^3 - 22/15*z + 1
*
[ 4 ] 
f(z) = 51/256*z^3 - 39/16*z + 1
*
[ -4 ] 
f(z) = 51/256*z^3 - 31/16*z + 1
*
[ 9/2 ] 
f(z) = 52/243*z^3 - 32/9*z + 1
*
[ -9/2 ] 
f(z) = 52/243*z^3 - 28/9*z + 1
*
[ -4 ] 
f(z) = 53/256*z^3 - 33/16*z + 1
*
[ -4 ] 
f(z) = 55/256*z^3 - 35/16*z + 1
*
[ 9/2 ] 
f(z) = 56/243*z^3 - 35/9*z + 1
*
[ -9/2 ] 
f(z) = 56/243*z^3 - 31/9*z + 1
*
[ -4 ] 
f(z) = 57/256*z^3 - 37/16*z + 1
*
[ -4 ] 
f(z) = 59/256*z^3 - 39/16*z + 1
*
[ 3 ] 
f(z) = 40/243*z^3 - 22/27*z + 1
*
[ 3 ] 
f(z) = 41/243*z^3 - 23/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.018029532908542832911423304303488971132
f(z) = 41/248*z^3 - 36/31*z + 1
*
[ 3 ] 
f(z) = 43/243*z^3 - 25/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017942721045294098201863094444274520450
f(z) = 43/248*z^3 - 37/31*z + 1
*
[ 3 ] 
f(z) = 44/243*z^3 - 26/27*z + 1
*
[ -7/2 ] 
f(z) = 44/245*z^3 - 32/35*z + 1
*
[ 11/3 ] 
f(z) = 45/242*z^3 - 39/22*z + 1
*
[ -11/3 ] 
f(z) = 45/242*z^3 - 27/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017859023546671780577599032642563068098
f(z) = 45/248*z^3 - 38/31*z + 1
*
[ 3 ] 
f(z) = 46/243*z^3 - 28/27*z + 1
*
[ 3 ] 
f(z) = 47/243*z^3 - 29/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017778247547052489747558558367231806962
f(z) = 47/248*z^3 - 39/31*z + 1
*
[ -7/2 ] 
f(z) = 48/245*z^3 - 39/35*z + 1
*
[ 22/7 ] 
f(z) = 49/242*z^3 - 29/22*z + 1
*
[ 3/7 ] 
f(z) = 49/243*z^3 - 37/27*z + 1
*
[ 3 ] 
f(z) = 49/243*z^3 - 31/27*z + 1
*
[ 9/14 ] 
f(z) = 49/243*z^3 - 23/36*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017700216824070592170929850838876752429
f(z) = 49/248*z^3 - 40/31*z + 1
*
[ 24/7 ] 
f(z) = 49/256*z^3 - 37/24*z + 1
*
[ -24/7 ] 
f(z) = 49/256*z^3 - 23/24*z + 1
*
[ 3 ] 
f(z) = 50/243*z^3 - 32/27*z + 1
*
[ -10/3 ] 
f(z) = 51/250*z^3 - 29/30*z + 1
*
[ 3 ] 
f(z) = 52/243*z^3 - 34/27*z + 1
*
[ 3 ] 
f(z) = 53/243*z^3 - 35/27*z + 1
*
[ 7/3 ] 
f(z) = 54/245*z^3 - 22/35*z + 1
*
[ 3 ] 
f(z) = 55/243*z^3 - 37/27*z + 1
*
[ 3 ] 
f(z) = 56/243*z^3 - 38/27*z + 1
*
[ -10/3 ] 
f(z) = 57/250*z^3 - 37/30*z + 1
*
[ 8/3 ] 
f(z) = 57/256*z^3 - 23/24*z + 1
*
[ 3 ] 
f(z) = 58/243*z^3 - 40/27*z + 1
*
[ -3 ] 
f(z) = 58/243*z^3 - 22/27*z + 1
*
[ -3 ] 
f(z) = 59/243*z^3 - 23/27*z + 1
*
[ 3/4 ] 
f(z) = 40/243*z^3 - 23/54*z + 1
*
[ 8/15 ] 
f(z) = 45/256*z^3 - 37/40*z + 1
*
-8/3 | 0.18383711257691563125199157019859826771 | 0.025694898105076993243244392364741445545
f(z) = 45/256*z^3 - 27/40*z + 1
*
[ 5/2 ] 
f(z) = 47/250*z^3 - 23/40*z + 1
*
15/14 | 0.17926562965225774610597968240529257213 | 0.025951357917629165313919478882086247575
f(z) = 49/250*z^3 - 33/40*z + 1
*
[ 5/2 ] 
f(z) = 51/250*z^3 - 27/40*z + 1
*
[ 5/2 ] 
f(z) = 53/250*z^3 - 29/40*z + 1
*
[ 3/4 ] 
f(z) = 56/243*z^3 - 25/54*z + 1
*
[ 5/2 ] 
f(z) = 57/250*z^3 - 33/40*z + 1
*
[ 8/3 ] 
f(z) = 41/256*z^3 - 37/72*z + 1
*
[ 5/6 ] 
f(z) = 43/250*z^3 - 23/72*z + 1
*
[ 2/3 ] 
f(z) = 45/256*z^3 - 37/64*z + 1
*
[ 9/4 ] 
f(z) = 46/243*z^3 - 29/72*z + 1
*
[ 9/4 ] 
f(z) = 50/243*z^3 - 35/72*z + 1
*
[ 2 ] 
f(z) = 53/240*z^3 - 23/60*z + 1
*
[ 5/6 ] 
f(z) = 53/250*z^3 - 25/72*z + 1
*
[ 2 ] 
f(z) = 53/256*z^3 - 21/64*z + 1
*
[ 2 ] 
f(z) = 55/256*z^3 - 23/64*z + 1
*
[ 2 ] 
f(z) = 57/256*z^3 - 25/64*z + 1
*
[ 2 ] 
f(z) = 59/240*z^3 - 29/60*z + 1
*
[ 2 ] 
f(z) = 59/256*z^3 - 27/64*z + 1
*
[ 9/11 ] 
f(z) = 44/243*z^3 - 34/99*z + 1
*
[ -16/5 ] 
f(z) = 45/256*z^3 - 39/80*z + 1
*
[ 4/5 ] 
f(z) = 45/256*z^3 - 29/80*z + 1
*
[ -3 ] 
f(z) = 47/252*z^3 - 29/84*z + 1
*
[ 11/14 ] 
f(z) = 49/242*z^3 - 35/88*z + 1
*
[ 6/7 ] 
f(z) = 49/248*z^3 - 29/93*z + 1
*
-20/7 | 0.21305592511292203221081188252923944479 | 0.029778809130115064230884540853917938145
f(z) = 49/256*z^3 - 33/80*z + 1
*
[ 9/11 ] 
f(z) = 55/243*z^3 - 37/99*z + 1
*
[ 4/5 ] 
f(z) = 55/256*z^3 - 31/80*z + 1
*
[ 5/3 ] 
f(z) = 59/250*z^3 - 23/90*z + 1
*
[ 11/5 ] 
f(z) = 45/242*z^3 - 39/110*z + 1
*
[ -35/12 ] 
f(z) = 48/245*z^3 - 34/105*z + 1
*
[ 27/14 ] 
f(z) = 49/243*z^3 - 29/108*z + 1
*
[ 30/19 ] 
f(z) = 57/250*z^3 - 23/114*z + 1
*
[ 3/2 ] 
f(z) = 59/243*z^3 - 23/108*z + 1
*
[ 2 ] 
f(z) = 41/244*z^3 - 21/122*z + 1
*
[ 2 ] 
f(z) = 43/244*z^3 - 25/122*z + 1
*
[ 2 ] 
f(z) = 43/252*z^3 - 23/126*z + 1
*
[ 2 ] 
f(z) = 45/244*z^3 - 29/122*z + 1
*
[ 2 ] 
f(z) = 47/244*z^3 - 33/122*z + 1
*
[ 2 ] 
f(z) = 47/252*z^3 - 31/126*z + 1
*
[ 2 ] 
f(z) = 49/244*z^3 - 37/122*z + 1
*
[ 9/8 ] 
f(z) = 52/243*z^3 - 23/144*z + 1
*
[ 7/4 ] 
f(z) = 52/245*z^3 - 31/140*z + 1
*
[ 4/3 ] 
f(z) = 59/256*z^3 - 23/144*z + 1
*
[ 10/9 ] 
f(z) = 49/250*z^3 - 23/162*z + 1
*
[ 5/4 ] 
f(z) = 53/250*z^3 - 21/160*z + 1
*
[ 16/11 ] 
f(z) = 55/256*z^3 - 25/176*z + 1
*
[ 10/9 ] 
f(z) = 59/250*z^3 - 31/162*z + 1
*
[ 5/4 ] 
f(z) = 59/250*z^3 - 27/160*z + 1
*
[ 22/21 ] 
f(z) = 49/242*z^3 - 35/198*z + 1
*
[ 25/14 ] 
f(z) = 49/250*z^3 - 37/200*z + 1
*
[ 8/5 ] 
f(z) = 49/256*z^3 - 23/200*z + 1
*
[ 27/20 ] 
f(z) = 50/243*z^3 - 25/216*z + 1
*
[ 8/5 ] 
f(z) = 51/256*z^3 - 27/200*z + 1
*
[ 8/5 ] 
f(z) = 53/256*z^3 - 31/200*z + 1
*
[ 14/9 ] 
f(z) = 54/245*z^3 - 37/210*z + 1
*
[ 6/5 ] 
f(z) = 55/252*z^3 - 31/210*z + 1
*
[ 8/5 ] 
f(z) = 57/256*z^3 - 39/200*z + 1
*
[ 9/5 ] 
f(z) = 41/243*z^3 - 23/225*z + 1
*
[ 9/5 ] 
f(z) = 43/243*z^3 - 29/225*z + 1
*
[ 9/5 ] 
f(z) = 44/243*z^3 - 32/225*z + 1
*
[ 9/5 ] 
f(z) = 46/243*z^3 - 38/225*z + 1
*
[ 18/13 ] 
f(z) = 52/243*z^3 - 31/234*z + 1
*
[ -3 ] 
f(z) = 40/249*z^3 - 28/249*z + 1
*
[ -3 ] 
f(z) = 41/249*z^3 - 37/249*z + 1
*
[ 2 ] 
f(z) = 41/250*z^3 - 39/250*z + 1
*
[ 2 ] 
f(z) = 41/254*z^3 - 37/254*z + 1
*
[ -3 ] 
f(z) = 41/255*z^3 - 29/255*z + 1
*
[ 2 ] 
f(z) = 41/258*z^3 - 35/258*z + 1
*
[ -3 ] 
f(z) = 41/258*z^3 - 25/258*z + 1
*
[ 5/4 ] 
f(z) = 48/245*z^3 - 26/245*z + 1
*
[ 7/4 ] 
f(z) = 48/259*z^3 - 36/259*z + 1
*
[ 8/7 ] 
f(z) = 49/248*z^3 - 33/248*z + 1
*
[ 11/7 ] 
f(z) = 49/253*z^3 - 29/253*z + 1
*
[ 7/5 ] 
f(z) = 50/259*z^3 - 24/259*z + 1
*
[ 3/2 ] 
f(z) = 52/249*z^3 - 34/249*z + 1
*
[ 3/2 ] 
f(z) = 52/255*z^3 - 32/255*z + 1
*
[ 27/22 ] 
f(z) = 44/243*z^3 - 26/297*z + 1
*
[ 9/8 ] 
f(z) = 46/243*z^3 - 37/288*z + 1
*
[ 45/28 ] 
f(z) = 49/250*z^3 - 37/288*z + 1
*
[ 32/21 ] 
f(z) = 49/256*z^3 - 29/288*z + 1
*
[ -9/2 ] 
f(z) = 40/243*z^3 - 19/9*z + 1
*
[ 9/4 ] 
f(z) = 40/243*z^3 - 5/18*z + 1
*
[ 5/3 ] 
f(z) = 41/250*z^3 - 1/18*z + 1
*
[ -10/3 ] 
f(z) = 43/250*z^3 - 11/18*z + 1
*
[ 5 ] 
f(z) = 43/250*z^3 - 7/2*z + 1
*
[ 8/3 ] 
f(z) = 45/256*z^3 - 5/8*z + 1
*
[ 4/3 ] 
f(z) = 45/256*z^3 - 1/16*z + 1
*
[ -5 ] 
f(z) = 47/250*z^3 - 7/2*z + 1
*
18/7 | 0.18310204811135161523254087282042095077 | 0.029102763404457432666004978905937649605
f(z) = 49/243*z^3 - 20/9*z + 1
*
[ 18/7 ] 
f(z) = 49/243*z^3 - 13/18*z + 1
*
[ 9/7 ] 
f(z) = 49/243*z^3 - 1/9*z + 1
*
[ 30/7 ] 
f(z) = 49/250*z^3 - 17/6*z + 1
*
-15/14 | 0.11936402145571926257609542499532669588 | 0.016144971432202507542725543560632176924
f(z) = 49/250*z^3 - 13/8*z + 1
*
-15/7 | 0.089413217357450020811153296290343757751 | 0.015918971202973858984191963018160741449
f(z) = 49/250*z^3 - 11/10*z + 1
*
[ 5/2 ] 
f(z) = 49/250*z^3 - 5/8*z + 1
*
-20/7 | 0.089413869496803740175400143289466386770 | 0.015086044452893956860168715396843797964
f(z) = 49/250*z^3 - 3/2*z + 1
*
[ 5/7 ] 
f(z) = 49/250*z^3 - 1/2*z + 1
*
[ -20/7 ] 
f(z) = 49/250*z^3 - 1/4*z + 1
*
[ 10/7 ] 
f(z) = 49/250*z^3 - 1/10*z + 1
*
-8/7 | 0.15433137921481608754263035566590769320 | 0.024076001366046763453344432310325660993
f(z) = 49/256*z^3 - 19/8*z + 1
*
[ 16/7 ] 
f(z) = 49/256*z^3 - 7/16*z + 1
*
-16/7 | 0.12836058899258246470689483730706973483 | 0.023148148148148148148148148148148148148
f(z) = 49/256*z^3 - 5/16*z + 1
*
[ 8/7 ] 
f(z) = 49/256*z^3 - 1/8*z + 1
*
-9/5 | 0.18310204811135161523254087282042095077 | 0.029341979850626442780446874519741049056
f(z) = 50/243*z^3 - 19/9*z + 1
*
-9/10 | 0.18310270025070533459678771981954357979 | 0.029342084355518518031007389803275005260
f(z) = 50/243*z^3 - 19/18*z + 1
*
-9/5 | 0.18310204811135161523254087282042095077 | 0.029598427606197207888459573692260099104
f(z) = 50/243*z^3 - 11/18*z + 1
*
[ 9/10 ] 
f(z) = 50/243*z^3 - 5/18*z + 1
*
[ 9/5 ] 
f(z) = 50/243*z^3 - 2/9*z + 1
*
[ 5/3 ] 
f(z) = 51/250*z^3 - 1/6*z + 1
*
[ -10/3 ] 
f(z) = 53/250*z^3 - 19/18*z + 1
*
[ 5 ] 
f(z) = 53/250*z^3 - 9/2*z + 1
*
[ 9/4 ] 
f(z) = 56/243*z^3 - 11/18*z + 1
*
[ 10/3 ] 
f(z) = 57/250*z^3 - 11/6*z + 1
*
[ -5 ] 
f(z) = 57/250*z^3 - 9/2*z + 1
*
[ 5/2 ] 
f(z) = 59/250*z^3 - 7/8*z + 1
*
[ -3 ] 
f(z) = 40/243*z^3 - 4/27*z + 1
*
[ 3/2 ] 
f(z) = 40/243*z^3 - 1/27*z + 1
*
[ -3 ] 
f(z) = 41/243*z^3 - 5/27*z + 1
*
[ 2 ] 
f(z) = 41/248*z^3 - 5/31*z + 1
*
[ -3 ] 
f(z) = 43/243*z^3 - 7/27*z + 1
*
[ 2 ] 
f(z) = 43/248*z^3 - 6/31*z + 1
*
[ 9/4 ] 
f(z) = 44/243*z^3 - 13/36*z + 1
*
[ -3 ] 
f(z) = 44/243*z^3 - 8/27*z + 1
*
[ 3/2 ] 
f(z) = 44/243*z^3 - 2/27*z + 1
*
[ 2/3 ] 
f(z) = 45/248*z^3 - 18/31*z + 1
*
[ 2 ] 
f(z) = 45/248*z^3 - 7/31*z + 1
*
[ -3 ] 
f(z) = 46/243*z^3 - 10/27*z + 1
*
[ -3 ] 
f(z) = 47/243*z^3 - 11/27*z + 1
*
[ 2 ] 
f(z) = 47/248*z^3 - 8/31*z + 1
*
[ 5/4 ] 
f(z) = 47/250*z^3 - 3/32*z + 1
*
[ 7/4 ] 
f(z) = 48/245*z^3 - 6/35*z + 1
*
[ -22/7 ] 
f(z) = 49/242*z^3 - 15/22*z + 1
*
[ 11/7 ] 
f(z) = 49/242*z^3 - 3/22*z + 1
*
[ -3 ] 
f(z) = 49/243*z^3 - 13/27*z + 1
*
[ 2 ] 
f(z) = 49/248*z^3 - 9/31*z + 1
*
[ 20/7 ] 
f(z) = 49/250*z^3 - 19/20*z + 1
*
[ 15/7 ] 
f(z) = 49/250*z^3 - 11/30*z + 1
*
[ 3/5 ] 
f(z) = 50/243*z^3 - 20/27*z + 1
*
[ -3 ] 
f(z) = 50/243*z^3 - 14/27*z + 1
*
[ 2 ] 
f(z) = 51/248*z^3 - 10/31*z + 1
*
[ 8/3 ] 
f(z) = 51/256*z^3 - 19/24*z + 1
*
[ 9/4 ] 
f(z) = 52/243*z^3 - 19/36*z + 1
*
[ -3 ] 
f(z) = 52/243*z^3 - 16/27*z + 1
*
[ 3/2 ] 
f(z) = 52/243*z^3 - 4/27*z + 1
*
[ -3 ] 
f(z) = 53/243*z^3 - 17/27*z + 1
*
[ 2 ] 
f(z) = 53/248*z^3 - 11/31*z + 1
*
[ -3 ] 
f(z) = 55/243*z^3 - 19/27*z + 1
*
[ 2 ] 
f(z) = 55/248*z^3 - 12/31*z + 1
*
[ -3 ] 
f(z) = 56/243*z^3 - 20/27*z + 1
*
[ 3/2 ] 
f(z) = 56/243*z^3 - 5/27*z + 1
*
[ 2 ] 
f(z) = 57/248*z^3 - 13/31*z + 1
*
[ 5/3 ] 
f(z) = 57/250*z^3 - 7/30*z + 1
*
[ 5/4 ] 
f(z) = 57/250*z^3 - 5/32*z + 1
*
[ -8/3 ] 
f(z) = 57/256*z^3 - 5/24*z + 1
*
[ 2 ] 
f(z) = 59/248*z^3 - 14/31*z + 1
*
[ 9/10 ] 
f(z) = 40/243*z^3 - 11/45*z + 1
*
[ 9/5 ] 
f(z) = 40/243*z^3 - 4/45*z + 1
*
[ 5/2 ] 
f(z) = 41/250*z^3 - 17/40*z + 1
*
[ 5/2 ] 
f(z) = 43/250*z^3 - 19/40*z + 1
*
[ 8/5 ] 
f(z) = 45/256*z^3 - 3/40*z + 1
*
[ 3/2 ] 
f(z) = 46/243*z^3 - 5/54*z + 1
*
[ 6/7 ] 
f(z) = 49/243*z^3 - 17/54*z + 1
*
[ 12/7 ] 
f(z) = 49/256*z^3 - 7/48*z + 1
*
[ 4/3 ] 
f(z) = 51/256*z^3 - 5/48*z + 1
*
[ 9/5 ] 
f(z) = 55/243*z^3 - 13/45*z + 1
*
[ 8/5 ] 
f(z) = 55/256*z^3 - 7/40*z + 1
*
[ 4/3 ] 
f(z) = 57/256*z^3 - 7/48*z + 1
*
[ 3/2 ] 
f(z) = 58/243*z^3 - 11/54*z + 1
*
[ 9/8 ] 
f(z) = 40/243*z^3 - 7/72*z + 1
*
[ 2 ] 
f(z) = 41/240*z^3 - 11/60*z + 1
*
[ 2 ] 
f(z) = 41/256*z^3 - 9/64*z + 1
*
[ 2 ] 
f(z) = 43/240*z^3 - 13/60*z + 1
*
[ 2 ] 
f(z) = 43/256*z^3 - 11/64*z + 1
*
[ 8/9 ] 
f(z) = 45/256*z^3 - 19/72*z + 1
*
[ 2 ] 
f(z) = 45/256*z^3 - 13/64*z + 1
*
[ 2 ] 
f(z) = 47/240*z^3 - 17/60*z + 1
*
[ 2 ] 
f(z) = 47/256*z^3 - 15/64*z + 1
*
[ 12/7 ] 
f(z) = 49/240*z^3 - 11/60*z + 1
*
[ 10/7 ] 
f(z) = 49/240*z^3 - 7/60*z + 1
*
[ 40/21 ] 
f(z) = 49/250*z^3 - 17/72*z + 1
*
[ 2 ] 
f(z) = 49/256*z^3 - 17/64*z + 1
*
[ 20/17 ] 
f(z) = 51/250*z^3 - 9/68*z + 1
*
[ 2 ] 
f(z) = 51/256*z^3 - 19/64*z + 1
*
[ 7/6 ] 
f(z) = 54/245*z^3 - 11/70*z + 1
*
[ -8/3 ] 
f(z) = 55/256*z^3 - 11/72*z + 1
*
[ 9/8 ] 
f(z) = 56/243*z^3 - 13/72*z + 1
*
[ 9/7 ] 
f(z) = 56/243*z^3 - 10/63*z + 1
*
[ -8/3 ] 
f(z) = 59/256*z^3 - 19/72*z + 1
*
[ -3 ] 
f(z) = 41/252*z^3 - 11/84*z + 1
*
[ 5/3 ] 
f(z) = 43/250*z^3 - 7/90*z + 1
*
[ 10/7 ] 
f(z) = 43/250*z^3 - 5/98*z + 1
*
[ -3 ] 
f(z) = 43/252*z^3 - 17/84*z + 1
*
[ 11/6 ] 
f(z) = 45/242*z^3 - 15/88*z + 1
*
[ 16/15 ] 
f(z) = 45/256*z^3 - 11/80*z + 1
*
[ 5/3 ] 
f(z) = 47/250*z^3 - 11/90*z + 1
*
[ 5/3 ] 
f(z) = 49/250*z^3 - 13/90*z + 1
*
[ -20/7 ] 
f(z) = 49/256*z^3 - 17/80*z + 1
*
[ 5/3 ] 
f(z) = 53/250*z^3 - 17/90*z + 1
*
[ 10/7 ] 
f(z) = 53/250*z^3 - 13/98*z + 1
*
[ 3/2 ] 
f(z) = 41/243*z^3 - 5/108*z + 1
*
[ 3/2 ] 
f(z) = 43/243*z^3 - 7/108*z + 1
*
[ 22/15 ] 
f(z) = 45/242*z^3 - 9/110*z + 1
*
[ 3/2 ] 
f(z) = 47/243*z^3 - 11/108*z + 1
*
[ 7/6 ] 
f(z) = 48/245*z^3 - 13/105*z + 1
*
[ 12/7 ] 
f(z) = 49/243*z^3 - 19/108*z + 1
*
[ 3/2 ] 
f(z) = 49/243*z^3 - 13/108*z + 1
*
[ 3/2 ] 
f(z) = 53/243*z^3 - 17/108*z + 1
*
[ 3/2 ] 
f(z) = 55/243*z^3 - 19/108*z + 1
*
[ 2 ] 
f(z) = 41/252*z^3 - 19/126*z + 1
*
[ 4/3 ] 
f(z) = 45/248*z^3 - 9/124*z + 1
*
[ 8/7 ] 
f(z) = 49/240*z^3 - 17/120*z + 1
*
[ 15/14 ] 
f(z) = 49/250*z^3 - 19/120*z + 1
*
[ 4/3 ] 
f(z) = 41/256*z^3 - 5/144*z + 1
*
[ 4/3 ] 
f(z) = 43/256*z^3 - 7/144*z + 1
*
[ 9/8 ] 
f(z) = 44/243*z^3 - 17/144*z + 1
*
[ 7/4 ] 
f(z) = 44/245*z^3 - 17/140*z + 1
*
[ 16/9 ] 
f(z) = 45/256*z^3 - 17/144*z + 1
*
[ 4/3 ] 
f(z) = 47/256*z^3 - 11/144*z + 1
*
[ 10/7 ] 
f(z) = 49/248*z^3 - 16/155*z + 1
*
[ 4/3 ] 
f(z) = 49/256*z^3 - 13/144*z + 1
*
[ 4/3 ] 
f(z) = 53/256*z^3 - 17/144*z + 1
*
[ 4/3 ] 
f(z) = 55/256*z^3 - 19/144*z + 1
*
[ 5/4 ] 
f(z) = 41/250*z^3 - 9/160*z + 1
*
[ 5/4 ] 
f(z) = 43/250*z^3 - 11/160*z + 1
*
[ 5/4 ] 
f(z) = 49/250*z^3 - 17/160*z + 1
*
[ 5/4 ] 
f(z) = 51/250*z^3 - 19/160*z + 1
*
[ 18/11 ] 
f(z) = 44/243*z^3 - 19/198*z + 1
*
[ 11/9 ] 
f(z) = 45/242*z^3 - 19/198*z + 1
*
[ 8/5 ] 
f(z) = 41/256*z^3 - 7/200*z + 1
*
[ 8/5 ] 
f(z) = 43/256*z^3 - 11/200*z + 1
*
[ 8/5 ] 
f(z) = 47/256*z^3 - 19/200*z + 1
*
[ 3/2 ] 
f(z) = 40/249*z^3 - 7/249*z + 1
*
[ 3/2 ] 
f(z) = 44/249*z^3 - 16/249*z + 1
*
[ 3/2 ] 
f(z) = 44/255*z^3 - 14/255*z + 1
*
[ 4/3 ] 
f(z) = 45/244*z^3 - 19/244*z + 1
*
[ 6/5 ] 
f(z) = 40/243*z^3 - 19/270*z + 1
*
[ 27/20 ] 
f(z) = 40/243*z^3 - 11/270*z + 1
*
[ -8/3 ]
f(z) = 45/256*z^3 + 1/8*z + 1
*
[ -18/7 ]
f(z) = 49/243*z^3 + 1/18*z + 1
*
[ -9/7 ]
f(z) = 49/243*z^3 + 13/9*z + 1
*
[ -10/7 ]
f(z) = 49/250*z^3 + 13/10*z + 1
*
[ 4 ] 
f(z) = 49/264*z^3 - 293/132*z + 1
*
[ 15/4 ] 
f(z) = 48/275*z^3 - 284/165*z + 1
*
[ 15/4 ] 
f(z) = 49/270*z^3 - 291/160*z + 1
*
[ -15/4 ] 
f(z) = 59/270*z^3 - 289/160*z + 1
*
[ 1/2 ] 
f(z) = 40/271*z^3 - 281/271*z + 1
*
[ 7/2 ] 
f(z) = 40/273*z^3 - 295/273*z + 1
*
[ 1/2 ] 
f(z) = 40/273*z^3 - 283/273*z + 1
*
[ 1/2 ] 
f(z) = 40/277*z^3 - 287/277*z + 1
*
[ 1/2 ] 
f(z) = 40/279*z^3 - 289/279*z + 1
*
-2 | 0.090281431911132436002767111317954183205 | 0.015875122759321792735653096415257222262
f(z) = 41/262*z^3 - 295/262*z + 1
*
-3 | 0.14320103902686455609171432776912495238 | 0.025397664287724890048431616294197982325
f(z) = 41/264*z^3 - 281/264*z + 1
*
-2 | 0.090562673032349159458957590986734356183 | 0.015905678529407081386558936476311271439
f(z) = 41/266*z^3 - 297/266*z + 1
*
-2 | 0.077275307148018944219561695420594091673 | 0.013556016501721942853103213303259669225
f(z) = 41/270*z^3 - 299/270*z + 1
*
[ 1/2 ] 
f(z) = 44/271*z^3 - 282/271*z + 1
*
[ 1/2 ] 
f(z) = 44/273*z^3 - 284/273*z + 1
*
[ 1/2 ] 
f(z) = 44/277*z^3 - 288/277*z + 1
*
[ 1/2 ] 
f(z) = 44/279*z^3 - 290/279*z + 1
*
[ 1/2 ] 
f(z) = 48/269*z^3 - 281/269*z + 1
*
[ 1/2 ] 
f(z) = 48/271*z^3 - 283/271*z + 1
*
[ 1/2 ] 
f(z) = 48/275*z^3 - 287/275*z + 1
*
[ 1/2 ] 
f(z) = 48/277*z^3 - 289/277*z + 1
*
11/7 | 0.14320000541044366636953313056639038492 | 0.025271659423541512005025290422932055028
f(z) = 49/264*z^3 - 289/264*z + 1
*
10/7 | 0.14572495686882905050108061090724054472 | 0.025717257963390702501601782132469974393
f(z) = 49/270*z^3 - 289/270*z + 1
*
[ 3 ] 
f(z) = 52/267*z^3 - 290/267*z + 1
*
[ 1/2 ] 
f(z) = 52/269*z^3 - 282/269*z + 1
*
[ 1/2 ] 
f(z) = 52/271*z^3 - 284/271*z + 1
*
[ 1/2 ] 
f(z) = 52/275*z^3 - 288/275*z + 1
*
[ 1/2 ] 
f(z) = 52/277*z^3 - 290/277*z + 1
*
[ 1/2 ] 
f(z) = 52/279*z^3 - 292/279*z + 1
*
[ 3 ] 
f(z) = 53/267*z^3 - 299/267*z + 1
*
[ 3 ] 
f(z) = 53/273*z^3 - 295/273*z + 1
*
[ 3 ] 
f(z) = 53/276*z^3 - 293/276*z + 1
*
[ 1/2 ] 
f(z) = 56/267*z^3 - 281/267*z + 1
*
[ 1/2 ] 
f(z) = 56/269*z^3 - 283/269*z + 1
*
[ 1/2 ] 
f(z) = 56/271*z^3 - 285/271*z + 1
*
[ 1/2 ] 
f(z) = 56/275*z^3 - 289/275*z + 1
*
[ 1/2 ] 
f(z) = 56/277*z^3 - 291/277*z + 1
*
[ 1/2 ] 
f(z) = 56/279*z^3 - 293/279*z + 1
*
-3/7 | 0.20969397792764377751309749114699787118 | 0.023605984356623571478567011594305501075
f(z) = 49/270*z^3 - 267/10*z + 1
*
-87/14 | 0.19987017311708056776265981023409229120 | 0.022500084297058211579833796186407840158
f(z) = 49/270*z^3 - 267/40*z + 1
*
-4 | 0.20003750518742737871329426172403974460 | 0.028747429582161242260756046176528942541
f(z) = 53/272*z^3 - 263/68*z + 1
*
[ 4 ] 
f(z) = 47/264*z^3 - 277/132*z + 1
*
26/7 | 0.13508209471436202948718389276864670684 | 0.021483004654431414903365093241423520659
f(z) = 49/276*z^3 - 269/138*z + 1
*
-93/28 | 0.11589351933673049899053121454983948418 | 0.013046538730076978212531852398081967859
f(z) = 49/270*z^3 - 267/160*z + 1
*
[ 1/2 ] 
f(z) = 40/261*z^3 - 271/261*z + 1
*
[ 1/2 ] 
f(z) = 40/263*z^3 - 273/263*z + 1
*
[ 1/2 ] 
f(z) = 40/267*z^3 - 277/267*z + 1
*
[ 1/2 ] 
f(z) = 40/269*z^3 - 279/269*z + 1
*
[ 1/2 ] 
f(z) = 44/261*z^3 - 272/261*z + 1
*
[ 1/2 ] 
f(z) = 44/263*z^3 - 274/263*z + 1
*
[ 1/2 ] 
f(z) = 44/265*z^3 - 276/265*z + 1
*
[ 1/2 ] 
f(z) = 44/267*z^3 - 278/267*z + 1
*
[ 1/2 ] 
f(z) = 44/269*z^3 - 280/269*z + 1
*
[ 1/2 ] 
f(z) = 48/263*z^3 - 275/263*z + 1
*
[ 1/2 ] 
f(z) = 48/265*z^3 - 277/265*z + 1
*
[ 3 ] 
f(z) = 49/264*z^3 - 265/264*z + 1
*
[ 3 ] 
f(z) = 49/267*z^3 - 263/267*z + 1
*
[ -25/7 ] 
f(z) = 49/275*z^3 - 273/275*z + 1
*
[ 3 ] 
f(z) = 50/267*z^3 - 272/267*z + 1
*
-14/5 | 0.15450897756919224647893049208352498255 | 0.027508505310708029823460512894903248546
f(z) = 50/273*z^3 - 275/273*z + 1
*
[ 3 ] 
f(z) = 50/273*z^3 - 268/273*z + 1
*
[ 1/2 ] 
f(z) = 52/261*z^3 - 274/261*z + 1
*
[ 1/2 ] 
f(z) = 52/263*z^3 - 276/263*z + 1
*
[ 1/2 ] 
f(z) = 52/265*z^3 - 278/265*z + 1
*
[ 1/2 ] 
f(z) = 52/267*z^3 - 280/267*z + 1
*
[ 1/2 ] 
f(z) = 56/261*z^3 - 275/261*z + 1
*
[ 1/2 ] 
f(z) = 56/263*z^3 - 277/263*z + 1
*
[ 1/2 ] 
f(z) = 56/265*z^3 - 279/265*z + 1
*
[ 60/7 ] 
f(z) = 49/270*z^3 - 249/20*z + 1
*
75/14 | 0.22466183541655386389460846639861070271 | 0.025562001915266227001980221517041706281
f(z) = 49/270*z^3 - 243/40*z + 1
*
[ 5 ] 
f(z) = 57/275*z^3 - 241/55*z + 1
*
[ 5 ] 
f(z) = 58/275*z^3 - 246/55*z + 1
*
[ 5 ] 
f(z) = 59/275*z^3 - 251/55*z + 1
*
3/2 | 0.21415712967719770185849626824031351058 | 0.027877705025346426275293472249865147974
f(z) = 41/270*z^3 - 241/120*z + 1
*
[ 4 ] 
f(z) = 43/264*z^3 - 245/132*z + 1
*
[ 26/7 ] 
f(z) = 49/260*z^3 - 243/130*z + 1
*
[ -4 ] 
f(z) = 53/264*z^3 - 259/132*z + 1
*
3/2 | 0.21305739487168240503491688626331428588 | 0.027560216180881810869711439026586775840
f(z) = 53/270*z^3 - 253/120*z + 1
*
3/2 | 0.21327670940325954726538388071469720411 | 0.027505192359615091911969678661036628443
f(z) = 59/270*z^3 - 259/120*z + 1
*
[ 15/4 ] 
f(z) = 43/270*z^3 - 241/160*z + 1
*
[ 3 ] 
f(z) = 47/264*z^3 - 247/264*z + 1
*
[ 3 ] 
f(z) = 47/267*z^3 - 245/267*z + 1
*
[ 3 ] 
f(z) = 47/273*z^3 - 241/273*z + 1
*
[ 3 ] 
f(z) = 49/276*z^3 - 257/276*z + 1
*
-3/7 | 0.17927144034312531179706332103554025658 | 0.020455676304397783741117140111112048050
f(z) = 49/270*z^3 - 237/10*z + 1
*
[ 6 ] 
f(z) = 59/264*z^3 - 238/33*z + 1
*
[ -6 ] 
f(z) = 59/264*z^3 - 227/33*z + 1
*
[ 5 ] 
f(z) = 53/275*z^3 - 221/55*z + 1
*
[ 5 ] 
f(z) = 54/275*z^3 - 226/55*z + 1
*
[ 5 ] 
f(z) = 56/275*z^3 - 236/55*z + 1
*
[ -5 ] 
f(z) = 58/275*z^3 - 224/55*z + 1
*
[ -5 ] 
f(z) = 59/275*z^3 - 229/55*z + 1
*
-4 | 0.18529902107755540443366174877562951442 | 0.027135281021302138958130624727207166825
f(z) = 45/272*z^3 - 231/68*z + 1
*
[ 34/7 ] 
f(z) = 49/272*z^3 - 235/68*z + 1
*
[ 4 ] 
f(z) = 41/264*z^3 - 229/132*z + 1
*
4/7 | 0.15993103172452974766323735777845157509 | 0.025922386137309065494217714667069983465
f(z) = 49/264*z^3 - 239/132*z + 1
*
[ -4 ] 
f(z) = 49/264*z^3 - 227/132*z + 1
*
[ 5/12 ] 
f(z) = 48/275*z^3 - 236/165*z + 1
*
[ -15/4 ] 
f(z) = 53/270*z^3 - 239/160*z + 1
*
[ 3 ] 
f(z) = 46/267*z^3 - 236/267*z + 1
*
[ 3 ] 
f(z) = 46/273*z^3 - 232/273*z + 1
*
[ 3 ] 
f(z) = 47/276*z^3 - 239/276*z + 1
*
[ 20/7 ] 
f(z) = 49/260*z^3 - 231/260*z + 1
*
[ -24/7 ] 
f(z) = 49/264*z^3 - 235/264*z + 1
*
[ 4/7 ] 
f(z) = 49/276*z^3 - 223/276*z + 1
*
-75/7 | 0.18104419356126053460855664098060729587 | 0.020981981308397066586374889546803993822
f(z) = 49/270*z^3 - 207/10*z + 1
*
[ 6 ] 
f(z) = 53/264*z^3 - 211/33*z + 1
*
6 | 0.19129375896225015026537733472648307259 | 0.025246229466458818451878961483867128023
f(z) = 53/270*z^3 - 217/30*z + 1
*
[ 6 ] 
f(z) = 59/270*z^3 - 211/30*z + 1
*
[ 5 ] 
f(z) = 49/275*z^3 - 201/55*z + 1
*
[ 5 ] 
f(z) = 51/275*z^3 - 211/55*z + 1
*
[ 5 ] 
f(z) = 52/275*z^3 - 216/55*z + 1
*
[ -5 ] 
f(z) = 54/275*z^3 - 204/55*z + 1
*
[ -5 ] 
f(z) = 56/275*z^3 - 214/55*z + 1
*
[ -5 ] 
f(z) = 57/275*z^3 - 219/55*z + 1
*
-4 | 0.19685725330046636760595807763762691675 | 0.029134116187654829232761104171370477835
f(z) = 41/272*z^3 - 215/68*z + 1
*
[ -34/7 ] 
f(z) = 49/272*z^3 - 207/68*z + 1
*
[ -4 ] 
f(z) = 47/264*z^3 - 211/132*z + 1
*
15/14 | 0.21401587071677358645550784759896993814 | 0.028385728603249634461168703668770095072
f(z) = 49/270*z^3 - 209/120*z + 1
*
5/6 | 0.19362825738649492152392352824713893093 | 0.027685174861189727713937398561526568784
f(z) = 48/275*z^3 - 218/165*z + 1
*
[ 3 ] 
f(z) = 43/264*z^3 - 211/264*z + 1
*
[ 3 ] 
f(z) = 43/267*z^3 - 209/267*z + 1
*
[ 3 ] 
f(z) = 43/273*z^3 - 205/273*z + 1
*
[ 3 ] 
f(z) = 43/276*z^3 - 203/276*z + 1
*
[ 3 ] 
f(z) = 44/267*z^3 - 218/267*z + 1
*
[ 3 ] 
f(z) = 44/273*z^3 - 214/273*z + 1
*
[ 4/7 ] 
f(z) = 49/260*z^3 - 211/260*z + 1
*
-11/7 | 0.14320000541044366636953313056639038492 | 0.025681727498129570807990538088606767621
f(z) = 49/264*z^3 - 217/264*z + 1
*
[ 4/7 ] 
f(z) = 49/268*z^3 - 217/268*z + 1
*
[ 6 ] 
f(z) = 47/264*z^3 - 184/33*z + 1
*
6 | 0.19836669102364701201678352863786130520 | 0.026591013066440146448885569914495184342
f(z) = 47/270*z^3 - 193/30*z + 1
*
[ 6 ] 
f(z) = 49/264*z^3 - 193/33*z + 1
*
[ -6 ] 
f(z) = 49/264*z^3 - 182/33*z + 1
*
-6 | 0.19789626195947862863304762679834126703 | 0.026565046640254549648781681855983062285
f(z) = 49/270*z^3 - 191/30*z + 1
*
[ -6 ] 
f(z) = 53/264*z^3 - 200/33*z + 1
*
[ 6 ] 
f(z) = 53/270*z^3 - 187/30*z + 1
*
[ 5 ] 
f(z) = 46/275*z^3 - 186/55*z + 1
*
[ 5 ] 
f(z) = 47/275*z^3 - 191/55*z + 1
*
[ 5 ] 
f(z) = 48/275*z^3 - 196/55*z + 1
*
[ -5 ] 
f(z) = 51/275*z^3 - 189/55*z + 1
*
[ -5 ] 
f(z) = 52/275*z^3 - 194/55*z + 1
*
[ -5 ] 
f(z) = 53/275*z^3 - 199/55*z + 1
*
4/7 | 0.17452174702618562711153812789215943775 | 0.026289066040869189489644082388203130685
f(z) = 49/272*z^3 - 191/68*z + 1
*
[ 4 ] 
f(z) = 59/272*z^3 - 185/68*z + 1
*
-18/7 | 0.18463700477442138757944196531393125051 | 0.025350218601875207735758431058720864108
f(z) = 49/264*z^3 - 182/99*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017573497688058975874762746803364384194
f(z) = 57/268*z^3 - 181/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017445702611550764536900266118455351751
f(z) = 59/260*z^3 - 183/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017508538650723330033155380624036609193
f(z) = 59/268*z^3 - 185/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014134747381075945704945684370822224538
f(z) = 59/276*z^3 - 187/138*z + 1
*
[ -15/4 ] 
f(z) = 47/270*z^3 - 189/160*z + 1
*
[ -15/4 ] 
f(z) = 48/275*z^3 - 196/165*z + 1
*
-12/7 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = 49/272*z^3 - 193/204*z + 1
*
[ 3/5 ] 
f(z) = 43/270*z^3 - 181/250*z + 1
*
[ 3/5 ] 
f(z) = 49/270*z^3 - 183/250*z + 1
*
[ 3 ] 
f(z) = 40/267*z^3 - 182/267*z + 1
*
[ 3 ] 
f(z) = 41/264*z^3 - 193/264*z + 1
*
[ 3 ] 
f(z) = 41/267*z^3 - 191/267*z + 1
*
[ 3 ] 
f(z) = 41/273*z^3 - 187/273*z + 1
*
[ 3 ] 
f(z) = 41/276*z^3 - 185/276*z + 1
*
[ -7/2 ] 
f(z) = 44/273*z^3 - 188/273*z + 1
*
[ 11/4 ] 
f(z) = 48/275*z^3 - 188/275*z + 1
*
-10/7 | 0.14351722310691670430821262828278761243 | 0.025635299403654394652295521169993815208
f(z) = 49/270*z^3 - 181/270*z + 1
*
[ 3/5 ] 
f(z) = 50/267*z^3 - 196/267*z + 1
*
[ 3/5 ] 
f(z) = 50/273*z^3 - 200/273*z + 1
*
[ 5/2 ] 
f(z) = 56/265*z^3 - 191/265*z + 1
*
[ 6 ] 
f(z) = 43/264*z^3 - 166/33*z + 1
*
[ -6 ] 
f(z) = 47/264*z^3 - 173/33*z + 1
*
[ 6 ] 
f(z) = 47/270*z^3 - 163/30*z + 1
*
39/7 | 0.16631564471276723095563026259553345468 | 0.022521925475127863246336321825716780951
f(z) = 49/270*z^3 - 179/30*z + 1
*
[ -6 ] 
f(z) = 49/270*z^3 - 161/30*z + 1
*
[ 5 ] 
f(z) = 41/275*z^3 - 161/55*z + 1
*
[ 5 ] 
f(z) = 42/275*z^3 - 166/55*z + 1
*
[ 5 ] 
f(z) = 43/275*z^3 - 171/55*z + 1
*
[ -5 ] 
f(z) = 46/275*z^3 - 164/55*z + 1
*
[ -5 ] 
f(z) = 47/275*z^3 - 169/55*z + 1
*
[ -5 ] 
f(z) = 48/275*z^3 - 174/55*z + 1
*
-15/14 | 0.21972896410637146545023211184576767591 | 0.026041949997447773215037824044466954632
f(z) = 49/270*z^3 - 171/40*z + 1
*
[ -5 ] 
f(z) = 49/275*z^3 - 179/55*z + 1
*
-3 | 0.21731779142065448275012345145221474369 | 0.025756181397154113734977013904081735016
f(z) = 49/270*z^3 - 171/70*z + 1
*
[ 2/7 ] 
f(z) = 49/272*z^3 - 171/68*z + 1
*
[ 4 ] 
f(z) = 53/272*z^3 - 161/68*z + 1
*
[ 4 ] 
f(z) = 55/272*z^3 - 169/68*z + 1
*
[ 4 ] 
f(z) = 57/272*z^3 - 177/68*z + 1
*
2 | 0.18636217811655755301735241480026472058 | 0.028814294853342350503453654170196711167
f(z) = 59/272*z^3 - 161/68*z + 1
*
[ 10/3 ] 
f(z) = 54/275*z^3 - 163/110*z + 1
*
[ -4 ] 
f(z) = 41/264*z^3 - 163/132*z + 1
*
[ -4 ] 
f(z) = 43/264*z^3 - 179/132*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017929841844649267906682524450833769472
f(z) = 47/268*z^3 - 161/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014470251258810544279239002957237551691
f(z) = 47/276*z^3 - 163/138*z + 1
*
[ -26/7 ] 
f(z) = 49/260*z^3 - 173/130*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017794610647688170931477960217530743390
f(z) = 49/260*z^3 - 163/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017853964767358590516211426887997401769
f(z) = 49/268*z^3 - 165/134*z + 1
*
15/14 | 0.18069083411774160397605777581853705056 | 0.024824844836798484194919463734671412957
f(z) = 49/270*z^3 - 161/120*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014409882537445566305378070168674442063
f(z) = 49/276*z^3 - 167/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017720372967030450281798345292078222778
f(z) = 51/260*z^3 - 167/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017780522048727199443149938076932630458
f(z) = 51/268*z^3 - 169/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017648487740218868995334587032317720941
f(z) = 53/260*z^3 - 171/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017709378293175399599513241623101697704
f(z) = 53/268*z^3 - 173/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.014294602429325927826569702600995973744
f(z) = 53/276*z^3 - 175/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017640408632880896955788805674402686007
f(z) = 55/268*z^3 - 177/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014239841747505016829196600698445479075
f(z) = 55/276*z^3 - 179/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017511267430637288086548576748908209507
f(z) = 57/260*z^3 - 179/130*z + 1
*
[ 20/7 ] 
f(z) = 49/275*z^3 - 177/220*z + 1
*
[ 5/2 ] 
f(z) = 59/275*z^3 - 163/220*z + 1
*
[ 3 ] 
f(z) = 40/273*z^3 - 178/273*z + 1
*
[ -23/7 ] 
f(z) = 49/276*z^3 - 169/276*z + 1
*
[ 13/5 ] 
f(z) = 50/273*z^3 - 170/273*z + 1
*
[ 5/2 ] 
f(z) = 52/265*z^3 - 166/265*z + 1
*
[ -3 ] 
f(z) = 58/267*z^3 - 166/267*z + 1
*
[ -3 ] 
f(z) = 59/264*z^3 - 179/264*z + 1
*
[ -3 ] 
f(z) = 59/267*z^3 - 175/267*z + 1
*
[ -3 ] 
f(z) = 59/273*z^3 - 167/273*z + 1
*
[ -3 ] 
f(z) = 59/276*z^3 - 163/276*z + 1
*
[ 2/3 ] 
f(z) = 41/264*z^3 - 169/297*z + 1
*
[ 2/3 ] 
f(z) = 43/264*z^3 - 170/297*z + 1
*
[ 2/3 ] 
f(z) = 47/264*z^3 - 172/297*z + 1
*
[ 2/3 ] 
f(z) = 49/264*z^3 - 173/297*z + 1
*
[ 2/3 ] 
f(z) = 53/264*z^3 - 175/297*z + 1
*
[ 2/3 ] 
f(z) = 59/264*z^3 - 178/297*z + 1
*
[ 6 ] 
f(z) = 41/264*z^3 - 157/33*z + 1
*
[ -6 ] 
f(z) = 41/264*z^3 - 146/33*z + 1
*
[ -6 ] 
f(z) = 43/264*z^3 - 155/33*z + 1
*
2/7 | 0.20457713937872109001121722110373525189 | 0.028881256226468744271660399702530478173
f(z) = 49/264*z^3 - 149/33*z + 1
*
-6/7 | 0.18584768392758371753666615276761791506 | 0.025807981360232659742772380167034473845
f(z) = 49/270*z^3 - 149/30*z + 1
*
[ -5 ] 
f(z) = 42/275*z^3 - 144/55*z + 1
*
[ -5 ] 
f(z) = 43/275*z^3 - 149/55*z + 1
*
2 | 0.15740204561516388763124561721341895446 | 0.024791085189482865671855341298800542998
f(z) = 41/272*z^3 - 143/68*z + 1
*
2 | 0.15740074133645644890275192321517369642 | 0.024736766642422464216691540157875128184
f(z) = 43/272*z^3 - 145/68*z + 1
*
2 | 0.15740266099287110995521487507076908968 | 0.024683926766652796566815415030026934701
f(z) = 45/272*z^3 - 147/68*z + 1
*
2 | 0.17451548653546744419700456818944966107 | 0.027309689200737384773491082632906645324
f(z) = 47/272*z^3 - 149/68*z + 1
*
2 | 0.15740304140206351785289456112443252331 | 0.024580497787130630025755519585494949302
f(z) = 49/272*z^3 - 151/68*z + 1
*
[ 4 ] 
f(z) = 49/272*z^3 - 145/68*z + 1
*
2 | 0.17059009677042669410964572613067799245 | 0.026531499135083778607938189388364427101
f(z) = 53/272*z^3 - 155/68*z + 1
*
2 | 0.18204364577750577569204258606151451755 | 0.028201091568484716796786316898257575661
f(z) = 57/272*z^3 - 159/68*z + 1
*
[ -4 ] 
f(z) = 57/272*z^3 - 143/68*z + 1
*
[ -4 ] 
f(z) = 59/272*z^3 - 151/68*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018118085779548195672375947809284470328
f(z) = 41/260*z^3 - 147/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018173617157701878686632657618771210609
f(z) = 41/268*z^3 - 149/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014664027552150386742469947486922238748
f(z) = 41/276*z^3 - 151/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.018032904622758936028176695589303904238
f(z) = 43/260*z^3 - 151/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018089500564963844374521650812887478117
f(z) = 43/268*z^3 - 153/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014597194069030694202837127358455346440
f(z) = 43/276*z^3 - 155/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.018008300387389528101491956011627706799
f(z) = 45/268*z^3 - 157/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017871341110787061610603438744624693659
f(z) = 47/260*z^3 - 159/130*z + 1
*
[ 15/28 ] 
f(z) = 49/270*z^3 - 147/160*z + 1
*
[ 5/9 ] 
f(z) = 54/275*z^3 - 142/165*z + 1
*
[ 5/8 ] 
f(z) = 48/275*z^3 - 147/220*z + 1
*
[ 5/2 ] 
f(z) = 57/275*z^3 - 153/220*z + 1
*
[ 2/3 ] 
f(z) = 45/262*z^3 - 151/262*z + 1
*
[ 2/3 ] 
f(z) = 45/266*z^3 - 153/266*z + 1
*
[ 2/3 ] 
f(z) = 45/274*z^3 - 157/274*z + 1
*
[ 2/3 ] 
f(z) = 45/278*z^3 - 159/278*z + 1
*
[ 5/2 ] 
f(z) = 48/265*z^3 - 141/265*z + 1
*
[ -3 ] 
f(z) = 56/267*z^3 - 148/267*z + 1
*
[ -3 ] 
f(z) = 58/273*z^3 - 158/273*z + 1
*
[ 6 ] 
f(z) = 41/270*z^3 - 139/30*z + 1
*
[ -6 ] 
f(z) = 43/270*z^3 - 137/30*z + 1
*
[ -5 ] 
f(z) = 41/275*z^3 - 139/55*z + 1
*
39/14 | 0.11940467354695370850620684060936041922 | 0.014726734216252917958546230860197805890
f(z) = 49/270*z^3 - 123/40*z + 1
*
[ 4 ] 
f(z) = 43/272*z^3 - 121/68*z + 1
*
4/3 | 0.17451623680721765809022190634921277676 | 0.027609972187393567136756207810852938405
f(z) = 45/272*z^3 - 139/68*z + 1
*
[ 4 ] 
f(z) = 45/272*z^3 - 129/68*z + 1
*
[ 4 ] 
f(z) = 47/272*z^3 - 137/68*z + 1
*
[ -4 ] 
f(z) = 53/272*z^3 - 127/68*z + 1
*
[ -4 ] 
f(z) = 55/272*z^3 - 135/68*z + 1
*
[ 3/7 ] 
f(z) = 49/279*z^3 - 127/93*z + 1
*
[ -15/4 ] 
f(z) = 41/270*z^3 - 139/160*z + 1
*
[ 2/3 ] 
f(z) = 57/272*z^3 - 121/204*z + 1
*
[ 5/2 ] 
f(z) = 51/275*z^3 - 123/220*z + 1
*
[ 5/2 ] 
f(z) = 53/275*z^3 - 133/220*z + 1
*
[ -7/2 ] 
f(z) = 40/273*z^3 - 139/273*z + 1
*
[ 5/7 ] 
f(z) = 49/265*z^3 - 131/265*z + 1
*
[ 5/7 ] 
f(z) = 49/270*z^3 - 133/270*z + 1
*
[ 17/7 ] 
f(z) = 49/272*z^3 - 129/272*z + 1
*
[ -3 ] 
f(z) = 53/264*z^3 - 125/264*z + 1
*
[ -3 ] 
f(z) = 53/267*z^3 - 121/267*z + 1
*
[ -3 ] 
f(z) = 55/267*z^3 - 139/267*z + 1
*
[ -3 ] 
f(z) = 55/273*z^3 - 131/273*z + 1
*
[ -3 ] 
f(z) = 55/276*z^3 - 127/276*z + 1
*
18/7 | 0.17200052692865697731197502013720719694 | 0.025692573378975269788451501499099770548
f(z) = 49/264*z^3 - 101/33*z + 1
*
-6/7 | 0.18297276836524930680674066594779673883 | 0.026227585911364359078416826657850991459
f(z) = 49/270*z^3 - 119/30*z + 1
*
[ 4 ] 
f(z) = 41/272*z^3 - 113/68*z + 1
*
[ -4 ] 
f(z) = 47/272*z^3 - 103/68*z + 1
*
-3 | 0.22614807432895014815734853495090384383 | 0.028249557131769752078547942397002287043
f(z) = 49/270*z^3 - 111/70*z + 1
*
[ -4 ] 
f(z) = 49/272*z^3 - 111/68*z + 1
*
[ 3/7 ] 
f(z) = 49/261*z^3 - 119/87*z + 1
*
[ 3 ] 
f(z) = 53/261*z^3 - 101/87*z + 1
*
[ 3 ] 
f(z) = 55/261*z^3 - 107/87*z + 1
*
[ 3 ] 
f(z) = 55/279*z^3 - 103/93*z + 1
*
[ 3 ] 
f(z) = 56/261*z^3 - 110/87*z + 1
*
[ 3 ] 
f(z) = 56/279*z^3 - 106/93*z + 1
*
[ 3 ] 
f(z) = 58/279*z^3 - 112/93*z + 1
*
[ 3 ] 
f(z) = 59/261*z^3 - 119/87*z + 1
*
[ 3 ] 
f(z) = 59/279*z^3 - 115/93*z + 1
*
[ 4/7 ] 
f(z) = 49/264*z^3 - 107/132*z + 1
*
[ -24/7 ] 
f(z) = 49/270*z^3 - 101/120*z + 1
*
[ 5/2 ] 
f(z) = 47/275*z^3 - 103/220*z + 1
*
[ 5/2 ] 
f(z) = 49/275*z^3 - 113/220*z + 1
*
[ 5/2 ] 
f(z) = 44/265*z^3 - 116/265*z + 1
*
[ 16/7 ] 
f(z) = 49/272*z^3 - 103/272*z + 1
*
[ -3 ] 
f(z) = 52/267*z^3 - 112/267*z + 1
*
[ -3 ] 
f(z) = 53/273*z^3 - 113/273*z + 1
*
[ -3 ] 
f(z) = 53/276*z^3 - 109/276*z + 1
*
[ 2 ] 
f(z) = 59/262*z^3 - 105/262*z + 1
*
[ 2 ] 
f(z) = 59/266*z^3 - 103/266*z + 1
*
[ 2 ] 
f(z) = 59/270*z^3 - 101/270*z + 1
*
3/2 | 0.19636471716198708885210703115323502810 | 0.025534124040903541697478939199442199642
f(z) = 43/270*z^3 - 81/40*z + 1
*
24/7 | 0.22234632289111126038624121859345375562 | 0.028646434961542632141055103097566163220
f(z) = 49/270*z^3 - 87/40*z + 1
*
[ -4 ] 
f(z) = 43/272*z^3 - 87/68*z + 1
*
[ -4 ] 
f(z) = 45/272*z^3 - 95/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017958096409614373750704673747137554246
f(z) = 47/272*z^3 - 81/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017882641821715964252812540607988452676
f(z) = 49/272*z^3 - 83/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017738817092304769445011958041638767376
f(z) = 53/272*z^3 - 87/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017670191212756011692873618085236108581
f(z) = 55/272*z^3 - 89/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017603601958829959939749767313830692495
f(z) = 57/272*z^3 - 91/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017538944257448597921940483914074434442
f(z) = 59/272*z^3 - 93/68*z + 1
*
[ 3 ] 
f(z) = 47/261*z^3 - 83/87*z + 1
*
[ 3 ] 
f(z) = 49/261*z^3 - 89/87*z + 1
*
[ 3 ] 
f(z) = 49/279*z^3 - 85/93*z + 1
*
[ 3 ] 
f(z) = 50/261*z^3 - 92/87*z + 1
*
[ 3 ] 
f(z) = 50/279*z^3 - 88/93*z + 1
*
[ 3 ] 
f(z) = 52/261*z^3 - 98/87*z + 1
*
[ 3 ] 
f(z) = 52/279*z^3 - 94/93*z + 1
*
[ 3 ] 
f(z) = 53/279*z^3 - 97/93*z + 1
*
[ -10/3 ] 
f(z) = 54/275*z^3 - 97/110*z + 1
*
[ 3/4 ] 
f(z) = 56/279*z^3 - 83/186*z + 1
*
[ 5/2 ] 
f(z) = 43/275*z^3 - 83/220*z + 1
*
[ 7/3 ] 
f(z) = 45/266*z^3 - 93/266*z + 1
*
[ -3 ] 
f(z) = 49/264*z^3 - 89/264*z + 1
*
[ -3 ] 
f(z) = 49/267*z^3 - 85/267*z + 1
*
[ -3 ] 
f(z) = 50/267*z^3 - 94/267*z + 1
*
[ -3 ] 
f(z) = 50/273*z^3 - 86/273*z + 1
*
[ 2 ] 
f(z) = 53/262*z^3 - 81/262*z + 1
*
[ 2 ] 
f(z) = 55/262*z^3 - 89/262*z + 1
*
[ 2 ] 
f(z) = 55/266*z^3 - 87/266*z + 1
*
[ 2 ] 
f(z) = 55/274*z^3 - 83/274*z + 1
*
[ 2 ] 
f(z) = 55/278*z^3 - 81/278*z + 1
*
[ 2 ] 
f(z) = 57/262*z^3 - 97/262*z + 1
*
[ 2 ] 
f(z) = 57/274*z^3 - 91/274*z + 1
*
[ 2 ] 
f(z) = 57/278*z^3 - 89/278*z + 1
*
[ 2 ] 
f(z) = 59/274*z^3 - 99/274*z + 1
*
[ 2 ] 
f(z) = 59/278*z^3 - 97/278*z + 1
*
-6 | 0.20270098997969933029546322721722009551 | 0.027367207572157716858000987821585298773
f(z) = 47/270*z^3 - 61/10*z + 1
*
6 | 0.22283938588374948087274718378168417679 | 0.029709820662348257316022295166446178144
f(z) = 49/270*z^3 - 67/10*z + 1
*
6/7 | 0.19197657941857925003489918534842283192 | 0.025806870887209498655614254842555869464
f(z) = 49/270*z^3 - 63/10*z + 1
*
-6 | 0.22020922098772877171700414592392434765 | 0.029244472388394022505775695335196305398
f(z) = 53/270*z^3 - 69/10*z + 1
*
-6 | 0.20084244482240672915977506882973528917 | 0.026289509018192331846487142626648763196
f(z) = 59/270*z^3 - 77/10*z + 1
*
[ -6 ] 
f(z) = 59/270*z^3 - 67/10*z + 1
*
2 | 0.17172458074212865852662087219018365933 | 0.027137531017009862697755993823520349767
f(z) = 41/264*z^3 - 70/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.027076998849570579757990211275277104248
f(z) = 43/264*z^3 - 71/33*z + 1
*
2 | 0.17172658550305409338293113152000137395 | 0.026959066705430597052372986839158317418
f(z) = 47/264*z^3 - 73/33*z + 1
*
2 | 0.17172561435854954824880206939291822678 | 0.026901454667583339033402651399417559840
f(z) = 49/264*z^3 - 74/33*z + 1
*
-18/7 | 0.14605430188962205815038108314787540534 | 0.023187089809069917306480398074879166319
f(z) = 49/264*z^3 - 68/33*z + 1
*
-10/7 | 0.13464366642735905844458800528198697005 | 0.021693711317958134794105336649465578760
f(z) = 49/264*z^3 - 62/33*z + 1
*
[ 30/7 ] 
f(z) = 49/270*z^3 - 77/30*z + 1
*
2 | 0.19019474737551948488534884763587988838 | 0.029670757955542988168468369502285870947
f(z) = 53/264*z^3 - 76/33*z + 1
*
-12/7 | 0.20247671903390014465042937497337736500 | 0.027218375083038686610037579817533851496
f(z) = 49/270*z^3 - 63/40*z + 1
*
[ -4 ] 
f(z) = 41/272*z^3 - 79/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018200404702865019767157780564088733309
f(z) = 41/272*z^3 - 75/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018116813547351545068159752605665785218
f(z) = 43/272*z^3 - 77/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.018036101257418527108081262215690836843
f(z) = 45/272*z^3 - 79/68*z + 1
*
[ 3 ] 
f(z) = 40/261*z^3 - 62/87*z + 1
*
[ 3 ] 
f(z) = 41/261*z^3 - 65/87*z + 1
*
[ 3 ] 
f(z) = 41/279*z^3 - 61/93*z + 1
*
[ 3 ] 
f(z) = 43/261*z^3 - 71/87*z + 1
*
[ 3 ] 
f(z) = 43/279*z^3 - 67/93*z + 1
*
[ 3 ] 
f(z) = 44/261*z^3 - 74/87*z + 1
*
[ 3 ] 
f(z) = 44/279*z^3 - 70/93*z + 1
*
[ 3 ] 
f(z) = 46/261*z^3 - 80/87*z + 1
*
[ 3 ] 
f(z) = 46/279*z^3 - 76/93*z + 1
*
[ 3 ] 
f(z) = 47/279*z^3 - 79/93*z + 1
*
[ 18/7 ] 
f(z) = 49/264*z^3 - 61/99*z + 1
*
[ 3/5 ] 
f(z) = 50/261*z^3 - 64/87*z + 1
*
[ 3/5 ] 
f(z) = 50/279*z^3 - 68/93*z + 1
*
[ -3 ] 
f(z) = 59/261*z^3 - 61/87*z + 1
*
[ 5/2 ] 
f(z) = 54/275*z^3 - 69/110*z + 1
*
[ 5/2 ] 
f(z) = 58/275*z^3 - 79/110*z + 1
*
[ 2/3 ] 
f(z) = 45/268*z^3 - 77/134*z + 1
*
[ 8/3 ] 
f(z) = 45/272*z^3 - 75/136*z + 1
*
[ 3/4 ] 
f(z) = 40/261*z^3 - 73/174*z + 1
*
[ 3/4 ] 
f(z) = 41/270*z^3 - 67/160*z + 1
*
[ 3/4 ] 
f(z) = 47/270*z^3 - 69/160*z + 1
*
[ 3/4 ] 
f(z) = 53/270*z^3 - 71/160*z + 1
*
[ 3/4 ] 
f(z) = 56/261*z^3 - 79/174*z + 1
*
[ 3/4 ] 
f(z) = 59/270*z^3 - 73/160*z + 1
*
[ 3/4 ] 
f(z) = 40/279*z^3 - 77/186*z + 1
*
[ 6/7 ] 
f(z) = 49/272*z^3 - 61/204*z + 1
*
[ 5/2 ] 
f(z) = 41/275*z^3 - 73/220*z + 1
*
[ -3 ] 
f(z) = 47/264*z^3 - 71/264*z + 1
*
[ -3 ] 
f(z) = 47/267*z^3 - 67/267*z + 1
*
[ 2 ] 
f(z) = 49/262*z^3 - 65/262*z + 1
*
[ 2 ] 
f(z) = 49/270*z^3 - 61/270*z + 1
*
[ -3 ] 
f(z) = 49/276*z^3 - 73/276*z + 1
*
[ 2 ] 
f(z) = 51/262*z^3 - 73/262*z + 1
*
[ 2 ] 
f(z) = 51/266*z^3 - 71/266*z + 1
*
[ 2 ] 
f(z) = 51/274*z^3 - 67/274*z + 1
*
[ 2 ] 
f(z) = 51/278*z^3 - 65/278*z + 1
*
[ 2 ] 
f(z) = 53/266*z^3 - 79/266*z + 1
*
[ 2 ] 
f(z) = 53/270*z^3 - 77/270*z + 1
*
[ 2 ] 
f(z) = 53/274*z^3 - 75/274*z + 1
*
[ 2 ] 
f(z) = 53/278*z^3 - 73/278*z + 1
*
-6 | 0.20230700982747269496534278024776074399 | 0.027842475128801969777166784081187440291
f(z) = 41/270*z^3 - 53/10*z + 1
*
[ -6 ] 
f(z) = 41/270*z^3 - 43/10*z + 1
*
6 | 0.20160493800479385128487953329810627181 | 0.027342289911123924834040111492330472505
f(z) = 43/270*z^3 - 59/10*z + 1
*
[ 6 ] 
f(z) = 43/270*z^3 - 49/10*z + 1
*
[ -6 ] 
f(z) = 47/270*z^3 - 51/10*z + 1
*
[ 6 ] 
f(z) = 49/270*z^3 - 57/10*z + 1
*
[ -6 ] 
f(z) = 53/270*z^3 - 59/10*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014312696347296625671139021782218341701
f(z) = 49/264*z^3 - 41/33*z + 1
*
[ 3/7 ] 
f(z) = 49/270*z^3 - 41/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014196159119658767728951358716275687939
f(z) = 53/264*z^3 - 43/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014034108728114384135162496166768444418
f(z) = 59/264*z^3 - 46/33*z + 1
*
[ 24/7 ] 
f(z) = 49/270*z^3 - 57/40*z + 1
*
[ 4/7 ] 
f(z) = 49/272*z^3 - 55/68*z + 1
*
[ 3 ] 
f(z) = 40/279*z^3 - 58/93*z + 1
*
[ 18/7 ] 
f(z) = 49/270*z^3 - 53/90*z + 1
*
[ -3 ] 
f(z) = 53/261*z^3 - 43/87*z + 1
*
[ -3 ] 
f(z) = 55/261*z^3 - 49/87*z + 1
*
[ -3 ] 
f(z) = 55/279*z^3 - 41/93*z + 1
*
[ -3 ] 
f(z) = 56/261*z^3 - 52/87*z + 1
*
[ -3 ] 
f(z) = 56/279*z^3 - 44/93*z + 1
*
[ -3 ] 
f(z) = 58/279*z^3 - 50/93*z + 1
*
[ -3 ] 
f(z) = 59/279*z^3 - 53/93*z + 1
*
[ 5/2 ] 
f(z) = 46/275*z^3 - 49/110*z + 1
*
-3/14 | 0.15501871631922511103467880835712310359 | 0.022193988877217611977709245187069873912
f(z) = 49/270*z^3 - 41/120*z + 1
*
[ 6/7 ] 
f(z) = 49/276*z^3 - 41/138*z + 1
*
[ 2 ] 
f(z) = 53/260*z^3 - 41/130*z + 1
*
[ 2 ] 
f(z) = 55/268*z^3 - 43/134*z + 1
*
[ 2 ] 
f(z) = 55/276*z^3 - 41/138*z + 1
*
[ 2 ] 
f(z) = 57/260*z^3 - 49/130*z + 1
*
[ 2 ] 
f(z) = 57/268*z^3 - 47/134*z + 1
*
[ 2 ] 
f(z) = 59/260*z^3 - 53/130*z + 1
*
[ 2 ] 
f(z) = 59/268*z^3 - 51/134*z + 1
*
[ 2 ] 
f(z) = 59/276*z^3 - 49/138*z + 1
*
[ 5/6 ] 
f(z) = 48/275*z^3 - 53/165*z + 1
*
[ 6/7 ] 
f(z) = 49/261*z^3 - 53/174*z + 1
*
[ 15/7 ] 
f(z) = 49/275*z^3 - 47/165*z + 1
*
[ 6/7 ] 
f(z) = 49/279*z^3 - 55/186*z + 1
*
[ 2 ] 
f(z) = 43/262*z^3 - 41/262*z + 1
*
[ 2 ] 
f(z) = 45/262*z^3 - 49/262*z + 1
*
[ 2 ] 
f(z) = 45/266*z^3 - 47/266*z + 1
*
[ 2 ] 
f(z) = 45/274*z^3 - 43/274*z + 1
*
[ 2 ] 
f(z) = 45/278*z^3 - 41/278*z + 1
*
[ -3 ] 
f(z) = 46/267*z^3 - 58/267*z + 1
*
[ -3 ] 
f(z) = 46/273*z^3 - 50/273*z + 1
*
[ 2 ] 
f(z) = 47/262*z^3 - 57/262*z + 1
*
[ 2 ] 
f(z) = 47/266*z^3 - 55/266*z + 1
*
[ 2 ] 
f(z) = 47/270*z^3 - 53/270*z + 1
*
[ -3 ] 
f(z) = 47/273*z^3 - 59/273*z + 1
*
[ 2 ] 
f(z) = 47/274*z^3 - 51/274*z + 1
*
[ -3 ] 
f(z) = 47/276*z^3 - 55/276*z + 1
*
[ 2 ] 
f(z) = 47/278*z^3 - 49/278*z + 1
*
[ 2 ] 
f(z) = 49/274*z^3 - 59/274*z + 1
*
[ 2 ] 
f(z) = 49/278*z^3 - 57/278*z + 1
*
[ 9/5 ] 
f(z) = 50/261*z^3 - 46/261*z + 1
*
[ 5/3 ] 
f(z) = 54/265*z^3 - 44/265*z + 1
*
[ 22/21 ] 
f(z) = 49/264*z^3 - 47/297*z + 1
*
-30/7 | 0.20590383301149736687994290136410369477 | 0.029274705791694427720722313057664309350
f(z) = 49/270*z^3 - 21/5*z + 1
*
[ -30/7 ] 
f(z) = 49/270*z^3 - 21/10*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014571079207654279669622344640884987829
f(z) = 41/264*z^3 - 37/33*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.014502928627084498156557518296501630071
f(z) = 43/264*z^3 - 38/33*z + 1
*
[ 3 ] 
f(z) = 43/270*z^3 - 23/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.014374144294230711800471833154676462229
f(z) = 47/264*z^3 - 40/33*z + 1
*
[ 22/7 ] 
f(z) = 49/264*z^3 - 38/33*z + 1
*
[ 3 ] 
f(z) = 49/270*z^3 - 29/30*z + 1
*
[ 5/2 ] 
f(z) = 48/275*z^3 - 27/55*z + 1
*
[ 5/7 ] 
f(z) = 49/275*z^3 - 27/55*z + 1
*
[ 5/2 ] 
f(z) = 52/275*z^3 - 32/55*z + 1
*
[ 5/2 ] 
f(z) = 56/275*z^3 - 37/55*z + 1
*
[ 2/3 ] 
f(z) = 45/272*z^3 - 39/68*z + 1
*
[ 2 ] 
f(z) = 55/272*z^3 - 21/68*z + 1
*
[ 2 ] 
f(z) = 57/272*z^3 - 23/68*z + 1
*
[ 2 ] 
f(z) = 59/272*z^3 - 25/68*z + 1
*
[ -3 ] 
f(z) = 46/261*z^3 - 22/87*z + 1
*
[ -3 ] 
f(z) = 47/261*z^3 - 25/87*z + 1
*
[ -3 ] 
f(z) = 49/261*z^3 - 31/87*z + 1
*
[ -3 ] 
f(z) = 49/279*z^3 - 23/93*z + 1
*
[ -3 ] 
f(z) = 50/261*z^3 - 34/87*z + 1
*
[ -3 ] 
f(z) = 50/279*z^3 - 26/93*z + 1
*
[ -3 ] 
f(z) = 52/261*z^3 - 40/87*z + 1
*
[ -3 ] 
f(z) = 52/279*z^3 - 32/93*z + 1
*
[ -3 ] 
f(z) = 53/279*z^3 - 35/93*z + 1
*
[ 5/2 ] 
f(z) = 42/275*z^3 - 39/110*z + 1
*
[ 5/6 ] 
f(z) = 54/275*z^3 - 37/110*z + 1
*
[ 2 ] 
f(z) = 43/260*z^3 - 21/130*z + 1
*
[ 2 ] 
f(z) = 45/268*z^3 - 23/134*z + 1
*
[ 2 ] 
f(z) = 47/260*z^3 - 29/130*z + 1
*
[ 2 ] 
f(z) = 47/268*z^3 - 27/134*z + 1
*
[ 2 ] 
f(z) = 47/276*z^3 - 25/138*z + 1
*
[ 2 ] 
f(z) = 49/260*z^3 - 33/130*z + 1
*
[ 2 ] 
f(z) = 49/268*z^3 - 31/134*z + 1
*
[ 2 ] 
f(z) = 49/276*z^3 - 29/138*z + 1
*
[ 2 ] 
f(z) = 51/260*z^3 - 37/130*z + 1
*
[ 2 ] 
f(z) = 51/268*z^3 - 35/134*z + 1
*
[ 2 ] 
f(z) = 53/268*z^3 - 39/134*z + 1
*
[ 2 ] 
f(z) = 53/276*z^3 - 37/138*z + 1
*
[ 5/3 ] 
f(z) = 57/275*z^3 - 29/165*z + 1
*
[ 3/2 ] 
f(z) = 58/279*z^3 - 25/186*z + 1
*
[ 12/7 ] 
f(z) = 49/272*z^3 - 23/204*z + 1
*
[ 4/3 ] 
f(z) = 57/272*z^3 - 25/204*z + 1
*
[ -20/7 ] 
f(z) = 49/275*z^3 - 23/220*z + 1
*
[ 5/4 ] 
f(z) = 52/275*z^3 - 21/220*z + 1
*
[ 6/5 ] 
f(z) = 47/270*z^3 - 21/250*z + 1
*
[ 6/5 ] 
f(z) = 53/270*z^3 - 29/250*z + 1
*
[ 6/5 ] 
f(z) = 59/270*z^3 - 37/250*z + 1
*
[ 2 ] 
f(z) = 41/262*z^3 - 33/262*z + 1
*
[ 2 ] 
f(z) = 41/266*z^3 - 31/266*z + 1
*
[ 2 ] 
f(z) = 41/270*z^3 - 29/270*z + 1
*
[ 2 ] 
f(z) = 41/274*z^3 - 27/274*z + 1
*
[ 2 ] 
f(z) = 41/278*z^3 - 25/278*z + 1
*
[ -3 ] 
f(z) = 43/264*z^3 - 35/264*z + 1
*
[ 2 ] 
f(z) = 43/266*z^3 - 39/266*z + 1
*
[ -3 ] 
f(z) = 43/267*z^3 - 31/267*z + 1
*
[ 2 ] 
f(z) = 43/270*z^3 - 37/270*z + 1
*
[ -3 ] 
f(z) = 43/273*z^3 - 23/273*z + 1
*
[ 2 ] 
f(z) = 43/274*z^3 - 35/274*z + 1
*
[ 2 ] 
f(z) = 43/278*z^3 - 33/278*z + 1
*
[ -3 ] 
f(z) = 44/267*z^3 - 40/267*z + 1
*
[ -3 ] 
f(z) = 44/273*z^3 - 32/273*z + 1
*
[ 5/4 ] 
f(z) = 48/265*z^3 - 22/265*z + 1
*
[ 9/7 ] 
f(z) = 49/261*z^3 - 23/261*z + 1
*
[ 8/7 ] 
f(z) = 49/264*z^3 - 31/264*z + 1
*
[ 11/7 ] 
f(z) = 49/264*z^3 - 25/264*z + 1
*
[ 11/7 ] 
f(z) = 49/275*z^3 - 21/275*z + 1
*
[ 12/7 ] 
f(z) = 49/276*z^3 - 29/276*z + 1
*
[ 9/5 ] 
f(z) = 50/279*z^3 - 38/279*z + 1
*
[ 3/2 ] 
f(z) = 52/267*z^3 - 28/267*z + 1
*
[ 3/2 ] 
f(z) = 56/267*z^3 - 37/267*z + 1
*
[ 3 ] 
f(z) = 41/270*z^3 - 7/10*z + 1
*
[ -3 ] 
f(z) = 43/270*z^3 - 1/10*z + 1
*
[ 3 ] 
f(z) = 47/270*z^3 - 9/10*z + 1
*
24/7 | 0.14532996949556178156210431620921191472 | 0.023492574908333618334329253144272867147
f(z) = 49/270*z^3 - 9/5*z + 1
*
[ 3 ] 
f(z) = 53/270*z^3 - 11/10*z + 1
*
[ 3 ] 
f(z) = 59/270*z^3 - 13/10*z + 1
*
[ 2 ] 
f(z) = 41/264*z^3 - 4/33*z + 1
*
[ -3 ] 
f(z) = 41/270*z^3 - 1/30*z + 1
*
[ 2 ] 
f(z) = 43/264*z^3 - 5/33*z + 1
*
[ 2 ] 
f(z) = 47/264*z^3 - 7/33*z + 1
*
[ -3 ] 
f(z) = 47/270*z^3 - 7/30*z + 1
*
[ -22/7 ] 
f(z) = 49/264*z^3 - 17/33*z + 1
*
[ 6/7 ] 
f(z) = 49/264*z^3 - 10/33*z + 1
*
[ 2 ] 
f(z) = 49/264*z^3 - 8/33*z + 1
*
[ 2 ] 
f(z) = 53/264*z^3 - 10/33*z + 1
*
[ -3 ] 
f(z) = 53/270*z^3 - 13/30*z + 1
*
[ 2 ] 
f(z) = 59/264*z^3 - 13/33*z + 1
*
[ -3 ] 
f(z) = 59/270*z^3 - 19/30*z + 1
*
[ 3/2 ] 
f(z) = 43/270*z^3 - 1/40*z + 1
*
[ 5/4 ] 
f(z) = 48/275*z^3 - 4/55*z + 1
*
[ 3/2 ] 
f(z) = 49/270*z^3 - 3/40*z + 1
*
[ 5/3 ] 
f(z) = 54/275*z^3 - 8/55*z + 1
*
[ 2 ] 
f(z) = 41/272*z^3 - 7/68*z + 1
*
[ 2 ] 
f(z) = 43/272*z^3 - 9/68*z + 1
*
[ 2 ] 
f(z) = 45/272*z^3 - 11/68*z + 1
*
[ 4/3 ] 
f(z) = 45/272*z^3 - 3/68*z + 1
*
[ 2 ] 
f(z) = 47/272*z^3 - 13/68*z + 1
*
[ 12/7 ] 
f(z) = 49/270*z^3 - 7/60*z + 1
*
[ 2 ] 
f(z) = 49/272*z^3 - 15/68*z + 1
*
[ 2 ] 
f(z) = 53/272*z^3 - 19/68*z + 1
*
[ -3 ] 
f(z) = 40/261*z^3 - 4/87*z + 1
*
[ 3/2 ] 
f(z) = 40/261*z^3 - 1/87*z + 1
*
[ -3 ] 
f(z) = 41/261*z^3 - 7/87*z + 1
*
[ -3 ] 
f(z) = 43/261*z^3 - 13/87*z + 1
*
[ -3 ] 
f(z) = 43/279*z^3 - 5/93*z + 1
*
[ -3 ] 
f(z) = 44/261*z^3 - 16/87*z + 1
*
[ 3/2 ] 
f(z) = 44/261*z^3 - 4/87*z + 1
*
[ -3 ] 
f(z) = 44/279*z^3 - 8/93*z + 1
*
[ 3/2 ] 
f(z) = 44/279*z^3 - 2/93*z + 1
*
[ -3 ] 
f(z) = 46/279*z^3 - 14/93*z + 1
*
[ -3 ] 
f(z) = 47/279*z^3 - 17/93*z + 1
*
[ 9/7 ] 
f(z) = 49/270*z^3 - 7/90*z + 1
*
[ 3/2 ] 
f(z) = 52/261*z^3 - 10/87*z + 1
*
[ 3/2 ] 
f(z) = 52/279*z^3 - 8/93*z + 1
*
[ 3/2 ] 
f(z) = 56/261*z^3 - 13/87*z + 1
*
[ 3/2 ] 
f(z) = 56/279*z^3 - 11/93*z + 1
*
[ 10/7 ] 
f(z) = 49/275*z^3 - 7/110*z + 1
*
[ 5/4 ] 
f(z) = 56/275*z^3 - 13/110*z + 1
*
[ 2 ] 
f(z) = 41/260*z^3 - 17/130*z + 1
*
[ 2 ] 
f(z) = 41/268*z^3 - 15/134*z + 1
*
[ 3/2 ] 
f(z) = 41/270*z^3 - 1/120*z + 1
*
[ 2 ] 
f(z) = 41/276*z^3 - 13/138*z + 1
*
[ 2 ] 
f(z) = 43/268*z^3 - 19/134*z + 1
*
[ 2 ] 
f(z) = 43/276*z^3 - 17/138*z + 1
*
[ 3/2 ] 
f(z) = 47/270*z^3 - 7/120*z + 1
*
[ 10/7 ] 
f(z) = 49/260*z^3 - 11/130*z + 1
*
[ 12/7 ] 
f(z) = 49/264*z^3 - 17/132*z + 1
*
[ 15/14 ] 
f(z) = 49/270*z^3 - 17/120*z + 1
*
[ 8/7 ] 
f(z) = 49/272*z^3 - 15/136*z + 1
*
[ 3/2 ] 
f(z) = 53/270*z^3 - 13/120*z + 1
*
[ 3/2 ] 
f(z) = 59/270*z^3 - 19/120*z + 1
*
[ 5/3 ] 
f(z) = 42/275*z^3 - 4/165*z + 1
*
[ 3/2 ] 
f(z) = 46/261*z^3 - 11/174*z + 1
*
[ 5/3 ] 
f(z) = 48/275*z^3 - 14/165*z + 1
*
[ 10/7 ] 
f(z) = 49/264*z^3 - 13/165*z + 1
*
[ 6/5 ] 
f(z) = 50/261*z^3 - 19/174*z + 1
*
[ 3/2 ] 
f(z) = 50/261*z^3 - 17/174*z + 1
*
[ 5/3 ] 
f(z) = 51/275*z^3 - 19/165*z + 1
*
[ 3/2 ] 
f(z) = 46/279*z^3 - 7/186*z + 1
*
[ 6/5 ] 
f(z) = 50/279*z^3 - 17/186*z + 1
*
[ 3/2 ] 
f(z) = 50/279*z^3 - 13/186*z + 1
*
[ 6/5 ] 
f(z) = 41/270*z^3 - 13/250*z + 1
*
[ -3 ] 
f(z) = 40/267*z^3 - 4/267*z + 1
*
[ 3/2 ] 
f(z) = 40/267*z^3 - 1/267*z + 1
*
[ -3 ] 
f(z) = 41/264*z^3 - 17/264*z + 1
*
[ -3 ] 
f(z) = 41/267*z^3 - 13/267*z + 1
*
[ -3 ] 
f(z) = 41/273*z^3 - 5/273*z + 1
*
[ -3 ] 
f(z) = 41/276*z^3 - 1/276*z + 1
*
[ -3 ] 
f(z) = 43/276*z^3 - 19/276*z + 1
*
[ 3/2 ] 
f(z) = 44/267*z^3 - 10/267*z + 1
*
[ 3/2 ] 
f(z) = 44/273*z^3 - 8/273*z + 1
*
[ 4/3 ] 
f(z) = 45/268*z^3 - 13/268*z + 1
*
[ 10/7 ] 
f(z) = 49/270*z^3 - 19/270*z + 1
*
[ 9/7 ] 
f(z) = 49/279*z^3 - 19/279*z + 1
*
[ 7/5 ] 
f(z) = 50/273*z^3 - 20/273*z + 1
*
[ 3/2 ] 
f(z) = 40/279*z^3 + 1/93*z + 1
*
[ 3/2 ] 
f(z) = 40/273*z^3 + 1/273*z + 1
*
[ 12 ] 
f(z) = 49/288*z^3 - 283/12*z + 1
*
[ -12 ] 
f(z) = 49/288*z^3 - 281/12*z + 1
*
[ 7 ] 
f(z) = 47/294*z^3 - 293/42*z + 1
*
[ -7 ] 
f(z) = 47/294*z^3 - 281/42*z + 1
*
15/14 | 0.23249331927751845184458969736098757394 | 0.025961477994787841549542547899248802679
f(z) = 49/297*z^3 - 287/44*z + 1
*
[ 17/3 ] 
f(z) = 57/289*z^3 - 281/51*z + 1
*
[ 6 ] 
f(z) = 43/297*z^3 - 289/66*z + 1
*
[ -6 ] 
f(z) = 47/297*z^3 - 299/66*z + 1
*
[ 3/14 ] 
f(z) = 56/297*z^3 - 283/77*z + 1
*
9/2 | 0.19165788872689354074712972364209283491 | 0.028287458737215689926716827483136374732
f(z) = 40/297*z^3 - 292/99*z + 1
*
-15/4 | 0.25731362133109645963335693890501467351 | 0.028710784923625796882797685640650622677
f(z) = 40/297*z^3 - 289/110*z + 1
*
[ -14/3 ] 
f(z) = 51/280*z^3 - 289/105*z + 1
*
-10/3 | 0.14060362729478681166319773088887374261 | 0.018176567606176977056535042021155767976
f(z) = 51/280*z^3 - 286/105*z + 1
*
[ 17/4 ] 
f(z) = 46/289*z^3 - 287/136*z + 1
*
[ 30/7 ] 
f(z) = 49/288*z^3 - 283/120*z + 1
*
[ -17/4 ] 
f(z) = 54/289*z^3 - 291/136*z + 1
*
[ 4 ] 
f(z) = 49/296*z^3 - 281/148*z + 1
*
[ 4 ] 
f(z) = 51/296*z^3 - 297/148*z + 1
*
[ -4 ] 
f(z) = 57/280*z^3 - 281/140*z + 1
*
[ -4 ] 
f(z) = 59/280*z^3 - 297/140*z + 1
*
[ -4 ] 
f(z) = 59/296*z^3 - 287/148*z + 1
*
[ 7/2 ] 
f(z) = 59/294*z^3 - 293/168*z + 1
*
[ 2/5 ] 
f(z) = 45/296*z^3 - 282/185*z + 1
*
[ 18/5 ] 
f(z) = 50/297*z^3 - 289/198*z + 1
*
[ 2/5 ] 
f(z) = 55/296*z^3 - 283/185*z + 1
*
[ 1/2 ] 
f(z) = 40/281*z^3 - 291/281*z + 1
*
[ 1/2 ] 
f(z) = 40/283*z^3 - 293/283*z + 1
*
[ 1/2 ] 
f(z) = 40/287*z^3 - 297/287*z + 1
*
[ 7/2 ] 
f(z) = 40/287*z^3 - 285/287*z + 1
*
[ 1/2 ] 
f(z) = 40/289*z^3 - 299/289*z + 1
*
[ -4 ] 
f(z) = 41/292*z^3 - 291/292*z + 1
*
[ 1/2 ] 
f(z) = 44/281*z^3 - 292/281*z + 1
*
[ 1/2 ] 
f(z) = 44/283*z^3 - 294/283*z + 1
*
[ 1/2 ] 
f(z) = 44/285*z^3 - 296/285*z + 1
*
[ 1/2 ] 
f(z) = 44/287*z^3 - 298/287*z + 1
*
[ 1/2 ] 
f(z) = 48/281*z^3 - 293/281*z + 1
*
[ 1/2 ] 
f(z) = 48/283*z^3 - 295/283*z + 1
*
[ 1/2 ] 
f(z) = 48/287*z^3 - 299/287*z + 1
*
[ 22/7 ] 
f(z) = 49/286*z^3 - 289/286*z + 1
*
[ 1/2 ] 
f(z) = 52/281*z^3 - 294/281*z + 1
*
[ 1/2 ] 
f(z) = 52/283*z^3 - 296/283*z + 1
*
[ 1/2 ] 
f(z) = 52/285*z^3 - 298/285*z + 1
*
[ 3 ] 
f(z) = 53/282*z^3 - 289/282*z + 1
*
[ 3 ] 
f(z) = 53/285*z^3 - 287/285*z + 1
*
[ 3 ] 
f(z) = 53/291*z^3 - 283/291*z + 1
*
[ 3 ] 
f(z) = 53/294*z^3 - 281/294*z + 1
*
[ 3 ] 
f(z) = 55/294*z^3 - 299/294*z + 1
*
[ 1/2 ] 
f(z) = 56/281*z^3 - 295/281*z + 1
*
[ 1/2 ] 
f(z) = 56/283*z^3 - 297/283*z + 1
*
[ 1/2 ] 
f(z) = 56/285*z^3 - 299/285*z + 1
*
[ 12 ] 
f(z) = 47/288*z^3 - 271/12*z + 1
*
[ -12 ] 
f(z) = 47/288*z^3 - 269/12*z + 1
*
[ 33/4 ] 
f(z) = 56/297*z^3 - 263/22*z + 1
*
[ 33/5 ] 
f(z) = 40/297*z^3 - 276/55*z + 1
*
[ 7 ] 
f(z) = 43/294*z^3 - 265/42*z + 1
*
-3/14 | 0.20620046859169135911802424745354417465 | 0.023098391946358925139425550834071819397
f(z) = 49/297*z^3 - 279/44*z + 1
*
-6/7 | 0.21601523881513483585962110265133083434 | 0.024256906417692474296665659945599508045
f(z) = 49/297*z^3 - 273/44*z + 1
*
[ -17/3 ] 
f(z) = 57/289*z^3 - 263/51*z + 1
*
[ 6 ] 
f(z) = 40/297*z^3 - 265/66*z + 1
*
3 | 0.26100673799437833983224444359411827212 | 0.029457811907890655212885205498274162851
f(z) = 49/297*z^3 - 261/77*z + 1
*
[ 33/7 ] 
f(z) = 56/297*z^3 - 262/77*z + 1
*
[ 9/2 ] 
f(z) = 52/297*z^3 - 274/99*z + 1
*
21/10 | 0.22263130715757854901213376149026369310 | 0.025062384747500360144074593358626068368
f(z) = 40/297*z^3 - 267/110*z + 1
*
2/3 | 0.15206007718336647244153549656018478730 | 0.019795467327773395870540123838099113831
f(z) = 51/280*z^3 - 271/105*z + 1
*
2/3 | 0.18167399071446453871821996379356054374 | 0.023639327519289200458495290519024749801
f(z) = 57/280*z^3 - 272/105*z + 1
*
[ 4 ] 
f(z) = 47/280*z^3 - 271/140*z + 1
*
[ 4 ] 
f(z) = 47/296*z^3 - 265/148*z + 1
*
[ -4 ] 
f(z) = 57/296*z^3 - 271/148*z + 1
*
[ 7/2 ] 
f(z) = 55/294*z^3 - 265/168*z + 1
*
[ -15/4 ] 
f(z) = 52/297*z^3 - 263/220*z + 1
*
[ -33/8 ] 
f(z) = 40/297*z^3 - 277/264*z + 1
*
[ 3 ] 
f(z) = 52/285*z^3 - 278/285*z + 1
*
[ -7/2 ] 
f(z) = 52/287*z^3 - 268/287*z + 1
*
[ 3 ] 
f(z) = 52/291*z^3 - 274/291*z + 1
*
[ 12 ] 
f(z) = 43/288*z^3 - 247/12*z + 1
*
[ -12 ] 
f(z) = 43/288*z^3 - 245/12*z + 1
*
[ 34/5 ] 
f(z) = 50/289*z^3 - 243/34*z + 1
*
[ 7 ] 
f(z) = 41/294*z^3 - 251/42*z + 1
*
[ -7 ] 
f(z) = 43/294*z^3 - 253/42*z + 1
*
[ -6 ] 
f(z) = 41/297*z^3 - 251/66*z + 1
*
[ -9/2 ] 
f(z) = 56/297*z^3 - 257/99*z + 1
*
[ 30/7 ] 
f(z) = 49/297*z^3 - 249/110*z + 1
*
[ 17/4 ] 
f(z) = 42/289*z^3 - 253/136*z + 1
*
[ -17/4 ] 
f(z) = 50/289*z^3 - 257/136*z + 1
*
6/5 | 0.21605273235634231611219243263059675385 | 0.026944967936335358078538675193886565933
f(z) = 55/288*z^3 - 253/120*z + 1
*
[ 4 ] 
f(z) = 45/296*z^3 - 249/148*z + 1
*
[ -4 ] 
f(z) = 53/280*z^3 - 249/140*z + 1
*
[ -4 ] 
f(z) = 55/296*z^3 - 255/148*z + 1
*
[ 7/2 ] 
f(z) = 53/294*z^3 - 251/168*z + 1
*
-39/20 | 0.21564385158023486830988185148938134494 | 0.027742060121683571872543922536518851702
f(z) = 50/297*z^3 - 257/264*z + 1
*
[ -11/3 ] 
f(z) = 45/286*z^3 - 241/286*z + 1
*
[ 3 ] 
f(z) = 49/282*z^3 - 253/282*z + 1
*
[ 3 ] 
f(z) = 49/285*z^3 - 251/285*z + 1
*
[ 3 ] 
f(z) = 49/291*z^3 - 247/291*z + 1
*
[ 3 ] 
f(z) = 50/291*z^3 - 256/291*z + 1
*
[ 12 ] 
f(z) = 41/288*z^3 - 235/12*z + 1
*
[ -12 ] 
f(z) = 41/288*z^3 - 233/12*z + 1
*
[ 17/2 ] 
f(z) = 56/289*z^3 - 223/17*z + 1
*
[ -34/5 ] 
f(z) = 50/289*z^3 - 233/34*z + 1
*
[ -7 ] 
f(z) = 41/294*z^3 - 239/42*z + 1
*
[ 17/3 ] 
f(z) = 48/289*z^3 - 230/51*z + 1
*
[ -24/5 ] 
f(z) = 50/297*z^3 - 235/88*z + 1
*
-6/5 | 0.23695283455195440317851295020995940729 | 0.027226542500707976089169011070541989008
f(z) = 50/297*z^3 - 223/88*z + 1
*
[ -9/2 ] 
f(z) = 52/297*z^3 - 230/99*z + 1
*
3/8 | 0.23010984119101243536192637825188920951 | 0.026256566114772312480156704233022212731
f(z) = 56/297*z^3 - 237/88*z + 1
*
6/5 | 0.23744231805474181280529760162981339237 | 0.027282785522308609217127480471875165206
f(z) = 40/297*z^3 - 223/110*z + 1
*
[ -17/4 ] 
f(z) = 46/289*z^3 - 223/136*z + 1
*
[ -30/7 ] 
f(z) = 49/288*z^3 - 227/120*z + 1
*
[ 4 ] 
f(z) = 41/280*z^3 - 223/140*z + 1
*
[ 4 ] 
f(z) = 43/280*z^3 - 239/140*z + 1
*
[ 4 ] 
f(z) = 43/296*z^3 - 233/148*z + 1
*
[ -4 ] 
f(z) = 51/280*z^3 - 233/140*z + 1
*
[ -4 ] 
f(z) = 51/296*z^3 - 223/148*z + 1
*
[ -4 ] 
f(z) = 53/296*z^3 - 239/148*z + 1
*
[ 6/11 ] 
f(z) = 55/288*z^3 - 235/264*z + 1
*
[ 3 ] 
f(z) = 46/285*z^3 - 224/285*z + 1
*
[ 3 ] 
f(z) = 47/285*z^3 - 233/285*z + 1
*
[ 3 ] 
f(z) = 47/291*z^3 - 229/291*z + 1
*
[ 3 ] 
f(z) = 47/294*z^3 - 227/294*z + 1
*
[ 4/7 ] 
f(z) = 49/284*z^3 - 229/284*z + 1
*
[ 4/7 ] 
f(z) = 49/292*z^3 - 235/292*z + 1
*
[ 17/2 ] 
f(z) = 52/289*z^3 - 206/17*z + 1
*
[ -17/2 ] 
f(z) = 52/289*z^3 - 202/17*z + 1
*
[ -17/2 ] 
f(z) = 56/289*z^3 - 219/17*z + 1
*
[ 33/5 ] 
f(z) = 50/297*z^3 - 214/33*z + 1
*
6 | 0.22995659556817791794057058076791421084 | 0.029451722718995917025426470189297978276
f(z) = 59/288*z^3 - 205/24*z + 1
*
[ -17/3 ] 
f(z) = 48/289*z^3 - 212/51*z + 1
*
10/7 | 0.17154372654169394265946800539380028197 | 0.025568034753225958152516052912004203694
f(z) = 49/288*z^3 - 205/72*z + 1
*
3/4 | 0.23196923093039861053214899276810826900 | 0.026795168476826812221605125740741414084
f(z) = 46/297*z^3 - 213/88*z + 1
*
3/4 | 0.23688325420896428921801373641460113906 | 0.027333287998025153842919644176184722496
f(z) = 58/297*z^3 - 215/88*z + 1
*
-3/2 | 0.13382037112800926960243214749155520052 | 0.015457823331243378747237176361135769570
f(z) = 40/297*z^3 - 213/110*z + 1
*
[ 15/4 ] 
f(z) = 56/297*z^3 - 211/110*z + 1
*
-10/3 | 0.21695057211074644546772103684378170217 | 0.029288681894137066794168430742432083300
f(z) = 57/280*z^3 - 206/105*z + 1
*
[ 4 ] 
f(z) = 41/296*z^3 - 217/148*z + 1
*
[ -4 ] 
f(z) = 47/280*z^3 - 201/140*z + 1
*
-16/7 | 0.15023872434178400081869745055977280465 | 0.024892583304483184195908045887756059047
f(z) = 49/288*z^3 - 209/144*z + 1
*
[ -4 ] 
f(z) = 49/296*z^3 - 207/148*z + 1
*
[ 7/2 ] 
f(z) = 47/294*z^3 - 209/168*z + 1
*
[ 3/5 ] 
f(z) = 53/297*z^3 - 201/275*z + 1
*
[ 3/5 ] 
f(z) = 56/297*z^3 - 202/275*z + 1
*
[ 3/5 ] 
f(z) = 59/297*z^3 - 203/275*z + 1
*
[ 3 ] 
f(z) = 44/285*z^3 - 206/285*z + 1
*
[ 3 ] 
f(z) = 44/291*z^3 - 202/291*z + 1
*
[ 3 ] 
f(z) = 46/291*z^3 - 220/291*z + 1
*
[ -7/2 ] 
f(z) = 48/287*z^3 - 219/287*z + 1
*
[ 3/5 ] 
f(z) = 50/291*z^3 - 212/291*z + 1
*
[ 17/2 ] 
f(z) = 48/289*z^3 - 189/17*z + 1
*
[ -17/2 ] 
f(z) = 48/289*z^3 - 185/17*z + 1
*
-36/7 | 0.20032249544715300202652263822971906314 | 0.027322733667949274369035955544071830389
f(z) = 49/288*z^3 - 191/36*z + 1
*
6 | 0.22959029040531096295918829924939623686 | 0.029755033196715135606127485872373635277
f(z) = 53/288*z^3 - 187/24*z + 1
*
6 | 0.22284306121349091460974299360216435835 | 0.028762862324039986907786581956756951995
f(z) = 55/288*z^3 - 193/24*z + 1
*
[ 17/3 ] 
f(z) = 42/289*z^3 - 196/51*z + 1
*
[ 9/2 ] 
f(z) = 40/297*z^3 - 193/99*z + 1
*
-33/8 | 0.13324678393169218022784173316131561217 | 0.015531664929217463065103409980531072742
f(z) = 56/297*z^3 - 197/88*z + 1
*
-10/3 | 0.18136430900979484193446668832949919411 | 0.024919736157705674366709999445214488312
f(z) = 51/280*z^3 - 181/105*z + 1
*
[ 34/9 ] 
f(z) = 54/289*z^3 - 197/102*z + 1
*
[ -17/4 ] 
f(z) = 42/289*z^3 - 189/136*z + 1
*
[ -4 ] 
f(z) = 47/296*z^3 - 191/148*z + 1
*
-3/2 | 0.18690368815684645920778130651127318068 | 0.022003336626184680780930862535754890944
f(z) = 52/297*z^3 - 181/143*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017755762276012314944557471360562784431
f(z) = 55/284*z^3 - 181/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017809859510924039199066277139552781980
f(z) = 55/292*z^3 - 183/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017690129512115002779515025429622102449
f(z) = 57/284*z^3 - 185/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017744856739348484642528527847882211464
f(z) = 57/292*z^3 - 187/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017626368826799489886338659295978999344
f(z) = 59/284*z^3 - 189/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017681687694256115948227859113851239589
f(z) = 59/292*z^3 - 191/146*z + 1
*
[ 7/2 ] 
f(z) = 43/294*z^3 - 181/168*z + 1
*
[ -7/2 ] 
f(z) = 59/294*z^3 - 197/168*z + 1
*
[ 10/3 ] 
f(z) = 45/296*z^3 - 183/185*z + 1
*
[ -51/14 ] 
f(z) = 49/289*z^3 - 199/204*z + 1
*
[ 17/6 ] 
f(z) = 57/289*z^3 - 191/204*z + 1
*
[ 3/5 ] 
f(z) = 41/297*z^3 - 197/275*z + 1
*
[ 3/5 ] 
f(z) = 47/297*z^3 - 199/275*z + 1
*
[ 17/28 ] 
f(z) = 49/289*z^3 - 193/272*z + 1
*
[ 3 ] 
f(z) = 41/282*z^3 - 181/282*z + 1
*
[ 3 ] 
f(z) = 43/282*z^3 - 199/282*z + 1
*
[ 3 ] 
f(z) = 43/285*z^3 - 197/285*z + 1
*
[ 3 ] 
f(z) = 43/291*z^3 - 193/291*z + 1
*
[ 3 ] 
f(z) = 43/294*z^3 - 191/294*z + 1
*
[ 19/7 ] 
f(z) = 49/285*z^3 - 181/285*z + 1
*
[ 17/2 ] 
f(z) = 44/289*z^3 - 172/17*z + 1
*
[ -17/2 ] 
f(z) = 44/289*z^3 - 168/17*z + 1
*
[ -33/4 ] 
f(z) = 40/297*z^3 - 177/22*z + 1
*
6 | 0.21865226840571769728999573719529960160 | 0.028714098119829482083337712785363905365
f(z) = 47/288*z^3 - 169/24*z + 1
*
[ -17/3 ] 
f(z) = 42/289*z^3 - 178/51*z + 1
*
[ 21/5 ] 
f(z) = 50/297*z^3 - 170/77*z + 1
*
[ 17/4 ] 
f(z) = 52/289*z^3 - 169/68*z + 1
*
2 | 0.17123203628807140728321098275939615630 | 0.026474955550566974564927277421712959662
f(z) = 53/288*z^3 - 161/72*z + 1
*
2 | 0.17980331031740572852199432545847101635 | 0.027747233618397593077094394767594813561
f(z) = 55/288*z^3 - 163/72*z + 1
*
2 | 0.19275585902617914956782534033354954713 | 0.029635196640029858644608930297688098874
f(z) = 59/288*z^3 - 167/72*z + 1
*
[ -33/8 ] 
f(z) = 56/297*z^3 - 173/88*z + 1
*
[ 10/3 ] 
f(z) = 57/280*z^3 - 164/105*z + 1
*
[ -4 ] 
f(z) = 43/280*z^3 - 169/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018115802277449398169596219921780782860
f(z) = 45/284*z^3 - 161/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018166050559470592819300047588863993273
f(z) = 45/292*z^3 - 163/146*z + 1
*
[ -4 ] 
f(z) = 45/296*z^3 - 175/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018039138236489167043788114545953447621
f(z) = 47/284*z^3 - 165/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018090263261453977170910079582081272617
f(z) = 47/292*z^3 - 167/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017964933802285433239190820054323623477
f(z) = 49/284*z^3 - 169/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018016877521771729502602563576096836070
f(z) = 49/292*z^3 - 171/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017893052174995105622475822057608809065
f(z) = 51/284*z^3 - 173/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017945761353032254413342967197573445745
f(z) = 51/292*z^3 - 175/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017823367191721763030260897151721520252
f(z) = 53/284*z^3 - 177/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017876792912392031864288482688803034619
f(z) = 53/292*z^3 - 179/146*z + 1
*
[ 7/2 ] 
f(z) = 41/294*z^3 - 167/168*z + 1
*
[ -7/2 ] 
f(z) = 55/294*z^3 - 169/168*z + 1
*
[ -18/5 ] 
f(z) = 50/297*z^3 - 179/198*z + 1
*
[ 14/5 ] 
f(z) = 55/294*z^3 - 173/210*z + 1
*
[ 17/28 ] 
f(z) = 56/289*z^3 - 171/238*z + 1
*
[ -33/10 ] 
f(z) = 52/297*z^3 - 166/275*z + 1
*
[ 3 ] 
f(z) = 40/291*z^3 - 166/291*z + 1
*
[ 3 ] 
f(z) = 41/285*z^3 - 179/285*z + 1
*
[ 3 ] 
f(z) = 41/291*z^3 - 175/291*z + 1
*
[ 3 ] 
f(z) = 41/294*z^3 - 173/294*z + 1
*
[ -7/2 ] 
f(z) = 44/287*z^3 - 170/287*z + 1
*
[ 2/3 ] 
f(z) = 45/286*z^3 - 163/286*z + 1
*
[ 2/3 ] 
f(z) = 45/298*z^3 - 169/298*z + 1
*
[ 5/2 ] 
f(z) = 56/285*z^3 - 179/285*z + 1
*
[ 5/2 ] 
f(z) = 56/295*z^3 - 173/295*z + 1
*
[ 17/2 ] 
f(z) = 40/289*z^3 - 155/17*z + 1
*
[ -17/2 ] 
f(z) = 40/289*z^3 - 151/17*z + 1
*
6 | 0.20645790002019966690183157194232481422 | 0.027377499824921373319490148540214229507
f(z) = 43/288*z^3 - 157/24*z + 1
*
-6/7 | 0.17006848744804898571309737331565219537 | 0.022834877408386685781031463287537143934
f(z) = 49/288*z^3 - 143/24*z + 1
*
[ 6 ] 
f(z) = 55/288*z^3 - 145/24*z + 1
*
[ 6 ] 
f(z) = 59/288*z^3 - 157/24*z + 1
*
[ -6 ] 
f(z) = 59/288*z^3 - 149/24*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.026795720109072730514005227009580561608
f(z) = 41/288*z^3 - 149/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.026739926024363117021712669321973451985
f(z) = 43/288*z^3 - 151/72*z + 1
*
2 | 0.17123110034429733206484455181291368139 | 0.026631192998254637181530962117242380940
f(z) = 47/288*z^3 - 155/72*z + 1
*
8/7 | 0.17123191807989441828306897327751319211 | 0.026740053724233815785863567744390702049
f(z) = 49/288*z^3 - 151/72*z + 1
*
[ 3/10 ] 
f(z) = 50/297*z^3 - 155/66*z + 1
*
[ -9/2 ] 
f(z) = 40/297*z^3 - 149/99*z + 1
*
[ 3/8 ] 
f(z) = 56/297*z^3 - 149/88*z + 1
*
[ -34/9 ] 
f(z) = 54/289*z^3 - 143/102*z + 1
*
[ -4 ] 
f(z) = 41/280*z^3 - 153/140*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018277116907781880005663377612255098260
f(z) = 41/284*z^3 - 153/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018325415415503512958607393373648696926
f(z) = 41/292*z^3 - 155/146*z + 1
*
[ -4 ] 
f(z) = 41/296*z^3 - 143/148*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.018195074557683344087873020258092952276
f(z) = 43/284*z^3 - 157/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.018244382673597918845239341309733578164
f(z) = 43/292*z^3 - 159/146*z + 1
*
[ -4 ] 
f(z) = 43/296*z^3 - 159/148*z + 1
*
[ -7/2 ] 
f(z) = 53/294*z^3 - 155/168*z + 1
*
[ 5/7 ] 
f(z) = 49/290*z^3 - 141/290*z + 1
*
[ 5/7 ] 
f(z) = 49/295*z^3 - 143/295*z + 1
*
[ 13/5 ] 
f(z) = 50/299*z^3 - 154/299*z + 1
*
[ 5/2 ] 
f(z) = 52/285*z^3 - 154/285*z + 1
*
[ 5/2 ] 
f(z) = 52/295*z^3 - 148/295*z + 1
*
[ -3 ] 
f(z) = 58/285*z^3 - 142/285*z + 1
*
[ -3 ] 
f(z) = 59/282*z^3 - 155/282*z + 1
*
[ -3 ] 
f(z) = 59/285*z^3 - 151/285*z + 1
*
[ -3 ] 
f(z) = 59/291*z^3 - 143/291*z + 1
*
[ 6 ] 
f(z) = 47/288*z^3 - 121/24*z + 1
*
[ 36/7 ] 
f(z) = 49/288*z^3 - 133/36*z + 1
*
[ 6 ] 
f(z) = 49/288*z^3 - 127/24*z + 1
*
[ 6 ] 
f(z) = 53/288*z^3 - 139/24*z + 1
*
[ -6 ] 
f(z) = 53/288*z^3 - 131/24*z + 1
*
[ 6 ] 
f(z) = 53/297*z^3 - 123/22*z + 1
*
[ -6 ] 
f(z) = 55/288*z^3 - 137/24*z + 1
*
[ 6 ] 
f(z) = 56/297*z^3 - 131/22*z + 1
*
[ -6 ] 
f(z) = 58/297*z^3 - 129/22*z + 1
*
[ 6 ] 
f(z) = 59/297*z^3 - 139/22*z + 1
*
[ 3/10 ] 
f(z) = 40/297*z^3 - 129/55*z + 1
*
[ 17/4 ] 
f(z) = 44/289*z^3 - 135/68*z + 1
*
10/7 | 0.17123140291115195104552169776103975716 | 0.027280727860666238260818369775848256573
f(z) = 49/288*z^3 - 133/72*z + 1
*
[ -17/4 ] 
f(z) = 52/289*z^3 - 137/68*z + 1
*
[ 33/8 ] 
f(z) = 40/297*z^3 - 135/88*z + 1
*
[ 3/7 ] 
f(z) = 49/288*z^3 - 131/96*z + 1
*
[ 17/5 ] 
f(z) = 55/289*z^3 - 127/85*z + 1
*
[ 10/3 ] 
f(z) = 51/280*z^3 - 139/105*z + 1
*
39/14 | 0.18803729328059068059490687870748334729 | 0.026558840321098599578340042690517622810
f(z) = 49/297*z^3 - 125/132*z + 1
*
[ 17/6 ] 
f(z) = 52/289*z^3 - 122/153*z + 1
*
[ 17/6 ] 
f(z) = 56/289*z^3 - 139/153*z + 1
*
[ 33/10 ] 
f(z) = 40/297*z^3 - 127/165*z + 1
*
[ 20/7 ] 
f(z) = 49/288*z^3 - 133/180*z + 1
*
[ 17/26 ] 
f(z) = 52/289*z^3 - 134/221*z + 1
*
-3 | 0.22785467488121573689909993719185530433 | 0.029312953016003007293671123050590772098
f(z) = 40/297*z^3 - 133/264*z + 1
*
[ -7/2 ] 
f(z) = 40/287*z^3 - 121/287*z + 1
*
[ 8/3 ] 
f(z) = 45/296*z^3 - 135/296*z + 1
*
[ 5/2 ] 
f(z) = 48/295*z^3 - 123/295*z + 1
*
[ 5/7 ] 
f(z) = 49/285*z^3 - 139/285*z + 1
*
[ -23/7 ] 
f(z) = 49/299*z^3 - 139/299*z + 1
*
[ 7/3 ] 
f(z) = 54/287*z^3 - 130/287*z + 1
*
[ -3 ] 
f(z) = 56/285*z^3 - 124/285*z + 1
*
[ -3 ] 
f(z) = 58/291*z^3 - 134/291*z + 1
*
[ -3 ] 
f(z) = 59/294*z^3 - 139/294*z + 1
*
[ 6 ] 
f(z) = 41/288*z^3 - 103/24*z + 1
*
[ 6 ] 
f(z) = 43/288*z^3 - 109/24*z + 1
*
[ -6 ] 
f(z) = 43/288*z^3 - 101/24*z + 1
*
[ -6 ] 
f(z) = 47/288*z^3 - 113/24*z + 1
*
[ 6 ] 
f(z) = 47/297*z^3 - 107/22*z + 1
*
[ -6 ] 
f(z) = 49/288*z^3 - 119/24*z + 1
*
[ -36/7 ] 
f(z) = 49/288*z^3 - 119/36*z + 1
*
4/7 | 0.14286225634552444844537084917762617001 | 0.021340045113732852567434237488676986504
f(z) = 49/288*z^3 - 101/36*z + 1
*
[ 34/7 ] 
f(z) = 49/289*z^3 - 109/34*z + 1
*
33/7 | 0.10617608521347140383080983113651451454 | 0.015333144895454279382065387821119457460
f(z) = 49/297*z^3 - 113/33*z + 1
*
[ -6 ] 
f(z) = 49/297*z^3 - 105/22*z + 1
*
[ 6 ] 
f(z) = 50/297*z^3 - 115/22*z + 1
*
-57/10 | 0.23363084835220031290837832969076009641 | 0.029119320165274755768996948443591055514
f(z) = 50/297*z^3 - 113/22*z + 1
*
[ -6 ] 
f(z) = 52/297*z^3 - 113/22*z + 1
*
-33/10 | 0.19468149700346771531173756526006485891 | 0.024374232365981700922264339998203937944
f(z) = 40/297*z^3 - 109/55*z + 1
*
3/4 | 0.23049547292810257011020954507871264822 | 0.028925228086129477013292749635638681474
f(z) = 52/297*z^3 - 107/44*z + 1
*
[ -17/4 ] 
f(z) = 44/289*z^3 - 103/68*z + 1
*
[ 3 ] 
f(z) = 55/288*z^3 - 101/96*z + 1
*
[ 3 ] 
f(z) = 59/288*z^3 - 113/96*z + 1
*
6/5 | 0.23744297019409553216954444862893602139 | 0.029594456035413962730142454579196332016
f(z) = 40/297*z^3 - 113/110*z + 1
*
69/20 | 0.22861203514644614739807251813112429223 | 0.028589665532201228109573536030239810769
f(z) = 40/297*z^3 - 103/110*z + 1
*
-3 | 0.22323293634610557104933859678277632925 | 0.027645081389668609580063010229728108086
f(z) = 50/297*z^3 - 119/110*z + 1
*
[ -10/3 ] 
f(z) = 57/280*z^3 - 101/105*z + 1
*
[ 4/7 ] 
f(z) = 49/296*z^3 - 119/148*z + 1
*
[ 3/5 ] 
f(z) = 40/297*z^3 - 118/165*z + 1
*
[ -7/2 ] 
f(z) = 47/294*z^3 - 113/168*z + 1
*
[ 17/24 ] 
f(z) = 48/289*z^3 - 101/204*z + 1
*
[ 33/14 ] 
f(z) = 56/297*z^3 - 109/231*z + 1
*
[ 3/4 ] 
f(z) = 50/297*z^3 - 113/264*z + 1
*
[ 5/2 ] 
f(z) = 44/285*z^3 - 104/285*z + 1
*
[ -13/4 ] 
f(z) = 48/299*z^3 - 116/299*z + 1
*
[ -22/7 ] 
f(z) = 49/286*z^3 - 107/286*z + 1
*
[ -3 ] 
f(z) = 53/282*z^3 - 101/282*z + 1
*
[ -3 ] 
f(z) = 55/282*z^3 - 119/282*z + 1
*
[ -3 ] 
f(z) = 55/291*z^3 - 107/291*z + 1
*
[ -3 ] 
f(z) = 55/294*z^3 - 103/294*z + 1
*
[ -3 ] 
f(z) = 56/291*z^3 - 116/291*z + 1
*
[ 17/3 ] 
f(z) = 54/289*z^3 - 88/17*z + 1
*
[ -17/3 ] 
f(z) = 54/289*z^3 - 82/17*z + 1
*
[ -6 ] 
f(z) = 40/297*z^3 - 81/22*z + 1
*
[ -6 ] 
f(z) = 41/288*z^3 - 95/24*z + 1
*
[ 6 ] 
f(z) = 41/297*z^3 - 91/22*z + 1
*
[ -6 ] 
f(z) = 43/297*z^3 - 89/22*z + 1
*
[ -6 ] 
f(z) = 46/297*z^3 - 97/22*z + 1
*
-6/7 | 0.082375653128448171678285942929072531413 | 0.011703109300644571731181148532364654460
f(z) = 49/288*z^3 - 95/24*z + 1
*
[ -34/7 ] 
f(z) = 49/289*z^3 - 95/34*z + 1
*
[ 2/7 ] 
f(z) = 49/296*z^3 - 93/37*z + 1
*
[ 33/7 ] 
f(z) = 49/297*z^3 - 95/33*z + 1
*
-30/7 | 0.15356124039503488489072499457338949633 | 0.022968057758121484657316075147191022783
f(z) = 49/297*z^3 - 89/33*z + 1
*
[ 4 ] 
f(z) = 55/288*z^3 - 83/36*z + 1
*
[ 17/4 ] 
f(z) = 56/289*z^3 - 93/34*z + 1
*
[ 4 ] 
f(z) = 59/288*z^3 - 91/36*z + 1
*
-33/10 | 0.22263065501822482964788691449114106409 | 0.028813334293871802751086473236365648359
f(z) = 40/297*z^3 - 84/55*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015728578979648288317819906990818388834
f(z) = 47/288*z^3 - 83/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015541719218343717074983969647233433546
f(z) = 53/288*z^3 - 89/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015483151007337002469567587421091296132
f(z) = 55/288*z^3 - 91/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015371025507775601589556895520984444162
f(z) = 59/288*z^3 - 95/72*z + 1
*
[ 17/5 ] 
f(z) = 45/289*z^3 - 93/85*z + 1
*
[ 3 ] 
f(z) = 49/288*z^3 - 83/96*z + 1
*
[ 3 ] 
f(z) = 53/288*z^3 - 95/96*z + 1
*
[ 17/6 ] 
f(z) = 44/289*z^3 - 88/153*z + 1
*
[ 2/3 ] 
f(z) = 45/284*z^3 - 81/142*z + 1
*
[ 2/3 ] 
f(z) = 45/292*z^3 - 83/146*z + 1
*
-3 | 0.13722202014797896710037419512470014056 | 0.016467717163389654612716696532352011782
f(z) = 56/297*z^3 - 89/154*z + 1
*
[ -7/2 ] 
f(z) = 43/294*z^3 - 85/168*z + 1
*
[ 18/7 ] 
f(z) = 49/297*z^3 - 95/198*z + 1
*
[ 24/11 ] 
f(z) = 55/288*z^3 - 97/264*z + 1
*
[ 5/2 ] 
f(z) = 44/295*z^3 - 98/295*z + 1
*
[ 7/3 ] 
f(z) = 45/287*z^3 - 81/287*z + 1
*
[ 6/7 ] 
f(z) = 49/282*z^3 - 83/282*z + 1
*
[ -3 ] 
f(z) = 52/285*z^3 - 88/285*z + 1
*
[ -3 ] 
f(z) = 53/285*z^3 - 97/285*z + 1
*
[ -3 ] 
f(z) = 53/291*z^3 - 89/291*z + 1
*
[ -3 ] 
f(z) = 53/294*z^3 - 85/294*z + 1
*
[ 2 ] 
f(z) = 57/286*z^3 - 85/286*z + 1
*
[ 2 ] 
f(z) = 57/290*z^3 - 83/290*z + 1
*
[ 2 ] 
f(z) = 59/282*z^3 - 95/282*z + 1
*
[ 2 ] 
f(z) = 59/286*z^3 - 93/286*z + 1
*
[ 2 ] 
f(z) = 59/290*z^3 - 91/290*z + 1
*
[ 2 ] 
f(z) = 59/294*z^3 - 89/294*z + 1
*
[ 2 ] 
f(z) = 59/298*z^3 - 87/298*z + 1
*
[ 17/3 ] 
f(z) = 45/289*z^3 - 71/17*z + 1
*
[ -17/3 ] 
f(z) = 45/289*z^3 - 65/17*z + 1
*
[ -33/5 ] 
f(z) = 50/297*z^3 - 68/11*z + 1
*
[ 4 ] 
f(z) = 47/288*z^3 - 67/36*z + 1
*
24/7 | 0.20338895760331372754010501471329124543 | 0.029672955715436160385448708417084118204
f(z) = 49/288*z^3 - 79/24*z + 1
*
-24/7 | 0.10644056184188086184906874872086041005 | 0.015774612362310406281962668935536073569
f(z) = 49/288*z^3 - 71/24*z + 1
*
[ 4 ] 
f(z) = 49/288*z^3 - 71/36*z + 1
*
[ 4 ] 
f(z) = 53/288*z^3 - 79/36*z + 1
*
[ -4 ] 
f(z) = 53/288*z^3 - 61/36*z + 1
*
[ -4 ] 
f(z) = 55/288*z^3 - 65/36*z + 1
*
[ -17/4 ] 
f(z) = 56/289*z^3 - 77/34*z + 1
*
[ -4 ] 
f(z) = 59/288*z^3 - 73/36*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015934543429318529209992223265034772695
f(z) = 41/288*z^3 - 77/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015863553379889807383003072509368900406
f(z) = 43/288*z^3 - 79/72*z + 1
*
[ 17/5 ] 
f(z) = 40/289*z^3 - 76/85*z + 1
*
[ 3 ] 
f(z) = 43/288*z^3 - 65/96*z + 1
*
[ 3 ] 
f(z) = 47/288*z^3 - 77/96*z + 1
*
[ -17/5 ] 
f(z) = 55/289*z^3 - 77/85*z + 1
*
[ -15/4 ] 
f(z) = 40/297*z^3 - 69/110*z + 1
*
[ -10/3 ] 
f(z) = 51/280*z^3 - 76/105*z + 1
*
[ 2/3 ] 
f(z) = 51/280*z^3 - 61/105*z + 1
*
[ 2/3 ] 
f(z) = 51/296*z^3 - 64/111*z + 1
*
[ 17/7 ] 
f(z) = 56/289*z^3 - 66/119*z + 1
*
[ 2/3 ] 
f(z) = 57/280*z^3 - 62/105*z + 1
*
[ 2/3 ] 
f(z) = 57/296*z^3 - 65/111*z + 1
*
[ 17/6 ] 
f(z) = 40/289*z^3 - 71/153*z + 1
*
[ -7/2 ] 
f(z) = 41/294*z^3 - 71/168*z + 1
*
[ 3/4 ] 
f(z) = 43/297*z^3 - 73/176*z + 1
*
[ 3/4 ] 
f(z) = 49/297*z^3 - 75/176*z + 1
*
[ 17/22 ] 
f(z) = 44/289*z^3 - 72/187*z + 1
*
[ -10/3 ] 
f(z) = 45/296*z^3 - 72/185*z + 1
*
[ 4/5 ] 
f(z) = 55/288*z^3 - 67/180*z + 1
*
[ 9/4 ] 
f(z) = 56/297*z^3 - 79/198*z + 1
*
[ 17/8 ] 
f(z) = 52/289*z^3 - 77/272*z + 1
*
[ -3 ] 
f(z) = 49/282*z^3 - 65/282*z + 1
*
[ 15/7 ] 
f(z) = 49/285*z^3 - 73/285*z + 1
*
[ -3 ] 
f(z) = 49/285*z^3 - 61/285*z + 1
*
[ -3 ] 
f(z) = 50/291*z^3 - 62/291*z + 1
*
[ 11/5 ] 
f(z) = 50/297*z^3 - 80/297*z + 1
*
[ 2 ] 
f(z) = 51/286*z^3 - 61/286*z + 1
*
[ -3 ] 
f(z) = 52/291*z^3 - 80/291*z + 1
*
[ 2 ] 
f(z) = 53/282*z^3 - 71/282*z + 1
*
[ 2 ] 
f(z) = 53/286*z^3 - 69/286*z + 1
*
[ 2 ] 
f(z) = 53/290*z^3 - 67/290*z + 1
*
[ 2 ] 
f(z) = 53/294*z^3 - 65/294*z + 1
*
[ 2 ] 
f(z) = 53/298*z^3 - 63/298*z + 1
*
[ 2 ] 
f(z) = 55/282*z^3 - 79/282*z + 1
*
[ 2 ] 
f(z) = 55/294*z^3 - 73/294*z + 1
*
[ 2 ] 
f(z) = 55/298*z^3 - 71/298*z + 1
*
[ 2 ] 
f(z) = 57/298*z^3 - 79/298*z + 1
*
12/7 | 0.19240930930385338291952102812385051050 | 0.027215379766004960694514000499188216382
f(z) = 49/288*z^3 - 49/12*z + 1
*
[ 17/4 ] 
f(z) = 40/289*z^3 - 59/34*z + 1
*
[ -17/4 ] 
f(z) = 40/289*z^3 - 43/34*z + 1
*
[ 4 ] 
f(z) = 41/288*z^3 - 55/36*z + 1
*
[ 4 ] 
f(z) = 43/288*z^3 - 59/36*z + 1
*
[ -4 ] 
f(z) = 43/288*z^3 - 41/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018190364127475277557276791674794456678
f(z) = 45/296*z^3 - 41/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018012724061829251629750136073735264052
f(z) = 47/280*z^3 - 41/35*z + 1
*
[ -4 ] 
f(z) = 47/288*z^3 - 49/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018115010016860946422760237233806780117
f(z) = 47/296*z^3 - 42/37*z + 1
*
[ -4 ] 
f(z) = 49/288*z^3 - 53/36*z + 1
*
-6/7 | 0.15201945468842515218286077986876913875 | 0.023996551355890425867408482754372656545
f(z) = 49/288*z^3 - 47/24*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018042029132004011249982964936071950626
f(z) = 49/296*z^3 - 43/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017865837648593528288114038469892950814
f(z) = 51/280*z^3 - 43/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017971291811541756219131004272242949758
f(z) = 51/296*z^3 - 44/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017795791121463527624740686604537550673
f(z) = 53/280*z^3 - 44/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017902678302810318017492899048894215646
f(z) = 53/296*z^3 - 45/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017836077799643438037725343652764179044
f(z) = 55/296*z^3 - 46/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017661897557346328904451290674126063263
f(z) = 57/280*z^3 - 46/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017771387592578448801613222616997787375
f(z) = 57/296*z^3 - 47/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017597839089841314857532555733204112348
f(z) = 59/280*z^3 - 47/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017708512316220750146319955815299283653
f(z) = 59/296*z^3 - 48/37*z + 1
*
[ 17/6 ] 
f(z) = 45/289*z^3 - 41/68*z + 1
*
[ 3 ] 
f(z) = 41/288*z^3 - 59/96*z + 1
*
[ -17/5 ] 
f(z) = 45/289*z^3 - 43/85*z + 1
*
[ -24/7 ] 
f(z) = 49/297*z^3 - 57/88*z + 1
*
[ -3 ] 
f(z) = 59/288*z^3 - 49/96*z + 1
*
[ 17/6 ] 
f(z) = 42/289*z^3 - 53/102*z + 1
*
[ 17/20 ] 
f(z) = 50/289*z^3 - 41/136*z + 1
*
-6/5 | 0.21523204501191065473915560859857551333 | 0.029595744538941330036044950860138798608
f(z) = 55/288*z^3 - 53/120*z + 1
*
[ 17/8 ] 
f(z) = 56/289*z^3 - 47/136*z + 1
*
[ 16/7 ] 
f(z) = 49/288*z^3 - 47/144*z + 1
*
[ 17/21 ] 
f(z) = 49/289*z^3 - 53/153*z + 1
*
-15/14 | 0.24132355705273665912036432616986284687 | 0.028960716932472040832258363553984139521
f(z) = 56/297*z^3 - 59/154*z + 1
*
[ 6/7 ] 
f(z) = 56/297*z^3 - 47/154*z + 1
*
[ 2 ] 
f(z) = 57/284*z^3 - 43/142*z + 1
*
[ 2 ] 
f(z) = 57/292*z^3 - 41/146*z + 1
*
[ 2 ] 
f(z) = 59/284*z^3 - 47/142*z + 1
*
[ 2 ] 
f(z) = 59/292*z^3 - 45/146*z + 1
*
[ 17/20 ] 
f(z) = 40/289*z^3 - 47/170*z + 1
*
[ 34/15 ] 
f(z) = 45/289*z^3 - 41/170*z + 1
*
[ 9/10 ] 
f(z) = 50/297*z^3 - 49/198*z + 1
*
[ -17/6 ] 
f(z) = 57/289*z^3 - 47/204*z + 1
*
[ 17/8 ] 
f(z) = 44/289*z^3 - 43/272*z + 1
*
[ 33/35 ] 
f(z) = 49/297*z^3 - 57/275*z + 1
*
[ -3 ] 
f(z) = 47/285*z^3 - 43/285*z + 1
*
[ 2 ] 
f(z) = 47/286*z^3 - 45/286*z + 1
*
[ 2 ] 
f(z) = 47/290*z^3 - 43/290*z + 1
*
[ 2 ] 
f(z) = 47/294*z^3 - 41/294*z + 1
*
[ 2 ] 
f(z) = 49/282*z^3 - 55/282*z + 1
*
[ 2 ] 
f(z) = 49/286*z^3 - 53/286*z + 1
*
[ 2 ] 
f(z) = 49/290*z^3 - 51/290*z + 1
*
[ -3 ] 
f(z) = 49/291*z^3 - 53/291*z + 1
*
[ 2 ] 
f(z) = 49/298*z^3 - 47/298*z + 1
*
[ 2 ] 
f(z) = 51/290*z^3 - 59/290*z + 1
*
[ 2 ] 
f(z) = 51/298*z^3 - 55/298*z + 1
*
[ 17/4 ] 
f(z) = 48/289*z^3 - 38/17*z + 1
*
[ -17/4 ] 
f(z) = 48/289*z^3 - 30/17*z + 1
*
[ -33/7 ] 
f(z) = 49/297*z^3 - 27/11*z + 1
*
[ 17/5 ] 
f(z) = 50/289*z^3 - 22/17*z + 1
*
21/5 | 0.13321899875200535190003907355489899094 | 0.019993448251775478315777285246921637133
f(z) = 50/297*z^3 - 29/11*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018252133987137899693697690185646872400
f(z) = 41/280*z^3 - 38/35*z + 1
*
[ -4 ] 
f(z) = 41/288*z^3 - 37/36*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018348766923133180713707236857010387342
f(z) = 41/296*z^3 - 39/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.018169579957006109306316354014604834776
f(z) = 43/280*z^3 - 39/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.018268232126604498812906329026031599085
f(z) = 43/296*z^3 - 40/37*z + 1
*
[ 2/3 ] 
f(z) = 45/296*z^3 - 21/37*z + 1
*
[ 3 ] 
f(z) = 47/297*z^3 - 25/33*z + 1
*
[ 24/7 ] 
f(z) = 49/288*z^3 - 31/24*z + 1
*
[ 4/7 ] 
f(z) = 49/288*z^3 - 29/36*z + 1
*
[ 3 ] 
f(z) = 50/297*z^3 - 28/33*z + 1
*
[ 33/10 ] 
f(z) = 50/297*z^3 - 25/22*z + 1
*
[ 3 ] 
f(z) = 53/297*z^3 - 31/33*z + 1
*
[ 17/6 ] 
f(z) = 54/289*z^3 - 29/34*z + 1
*
[ 3 ] 
f(z) = 56/297*z^3 - 34/33*z + 1
*
[ 3 ] 
f(z) = 59/297*z^3 - 37/33*z + 1
*
[ 17/6 ] 
f(z) = 48/289*z^3 - 35/51*z + 1
*
[ 18/7 ] 
f(z) = 49/288*z^3 - 37/72*z + 1
*
-8/7 | 0.14555898254578083912346558435149973443 | 0.025703690332355370249727055638170201637
f(z) = 49/288*z^3 - 25/72*z + 1
*
[ -33/10 ] 
f(z) = 50/297*z^3 - 35/66*z + 1
*
[ 12/5 ] 
f(z) = 55/288*z^3 - 31/60*z + 1
*
[ 3/4 ] 
f(z) = 56/297*z^3 - 29/66*z + 1
*
[ 2 ] 
f(z) = 59/288*z^3 - 23/72*z + 1
*
[ -17/5 ] 
f(z) = 40/289*z^3 - 26/85*z + 1
*
[ 3/4 ] 
f(z) = 46/297*z^3 - 37/88*z + 1
*
[ -3 ] 
f(z) = 53/288*z^3 - 31/96*z + 1
*
[ -3 ] 
f(z) = 55/288*z^3 - 37/96*z + 1
*
[ 3/4 ] 
f(z) = 58/297*z^3 - 39/88*z + 1
*
[ 17/7 ] 
f(z) = 42/289*z^3 - 32/119*z + 1
*
[ 6/7 ] 
f(z) = 49/296*z^3 - 32/111*z + 1
*
[ 17/18 ] 
f(z) = 54/289*z^3 - 23/102*z + 1
*
[ 2 ] 
f(z) = 47/284*z^3 - 23/142*z + 1
*
[ 2 ] 
f(z) = 47/292*z^3 - 21/146*z + 1
*
[ 2 ] 
f(z) = 49/284*z^3 - 27/142*z + 1
*
[ 2 ] 
f(z) = 49/292*z^3 - 25/146*z + 1
*
[ 2 ] 
f(z) = 51/284*z^3 - 31/142*z + 1
*
[ 2 ] 
f(z) = 51/292*z^3 - 29/146*z + 1
*
[ 2 ] 
f(z) = 53/284*z^3 - 35/142*z + 1
*
[ 2 ] 
f(z) = 53/292*z^3 - 33/146*z + 1
*
[ 2 ] 
f(z) = 55/284*z^3 - 39/142*z + 1
*
[ 2 ] 
f(z) = 55/292*z^3 - 37/146*z + 1
*
[ -17/6 ] 
f(z) = 56/289*z^3 - 31/153*z + 1
*
[ 15/7 ] 
f(z) = 49/297*z^3 - 37/165*z + 1
*
[ 9/4 ] 
f(z) = 40/297*z^3 - 25/198*z + 1
*
[ -14/5 ] 
f(z) = 55/294*z^3 - 23/210*z + 1
*
[ 15/14 ] 
f(z) = 49/297*z^3 - 27/220*z + 1
*
[ 17/16 ] 
f(z) = 48/289*z^3 - 35/272*z + 1
*
[ 2 ] 
f(z) = 41/282*z^3 - 23/282*z + 1
*
[ 2 ] 
f(z) = 41/286*z^3 - 21/286*z + 1
*
[ 2 ] 
f(z) = 43/282*z^3 - 31/282*z + 1
*
[ 2 ] 
f(z) = 43/286*z^3 - 29/286*z + 1
*
[ 2 ] 
f(z) = 43/290*z^3 - 27/290*z + 1
*
[ 2 ] 
f(z) = 43/294*z^3 - 25/294*z + 1
*
[ 2 ] 
f(z) = 43/298*z^3 - 23/298*z + 1
*
[ 2 ] 
f(z) = 45/286*z^3 - 37/286*z + 1
*
[ 2 ] 
f(z) = 45/298*z^3 - 31/298*z + 1
*
[ -3 ] 
f(z) = 46/285*z^3 - 34/285*z + 1
*
[ -3 ] 
f(z) = 46/291*z^3 - 26/291*z + 1
*
[ -3 ] 
f(z) = 47/291*z^3 - 35/291*z + 1
*
[ -3 ] 
f(z) = 47/294*z^3 - 31/294*z + 1
*
[ 2 ] 
f(z) = 47/298*z^3 - 39/298*z + 1
*
[ 7/4 ] 
f(z) = 48/287*z^3 - 24/287*z + 1
*
[ 13/7 ] 
f(z) = 49/286*z^3 - 37/286*z + 1
*
[ 8/7 ] 
f(z) = 49/296*z^3 - 27/296*z + 1
*
[ 13/7 ] 
f(z) = 49/299*z^3 - 31/299*z + 1
*
[ 3/2 ] 
f(z) = 52/285*z^3 - 22/285*z + 1
*
[ 5/3 ] 
f(z) = 54/295*z^3 - 32/295*z + 1
*
[ 3/2 ] 
f(z) = 56/285*z^3 - 31/285*z + 1
*
[ 3/2 ] 
f(z) = 56/291*z^3 - 29/291*z + 1
*
[ 3 ] 
f(z) = 40/297*z^3 - 6/11*z + 1
*
[ 3 ] 
f(z) = 43/297*z^3 - 7/11*z + 1
*
[ 3 ] 
f(z) = 46/297*z^3 - 8/11*z + 1
*
[ -3 ] 
f(z) = 47/297*z^3 - 1/11*z + 1
*
[ 12/7 ] 
f(z) = 49/288*z^3 - 1/12*z + 1
*
[ 17/7 ] 
f(z) = 49/289*z^3 - 7/17*z + 1
*
[ 3/7 ] 
f(z) = 49/297*z^3 - 15/11*z + 1
*
[ 3 ] 
f(z) = 49/297*z^3 - 9/11*z + 1
*
[ -17/5 ] 
f(z) = 50/289*z^3 - 12/17*z + 1
*
[ 3/5 ] 
f(z) = 50/297*z^3 - 8/11*z + 1
*
[ -3 ] 
f(z) = 50/297*z^3 - 2/11*z + 1
*
[ 3 ] 
f(z) = 52/297*z^3 - 10/11*z + 1
*
[ -3 ] 
f(z) = 53/297*z^3 - 3/11*z + 1
*
[ -3 ] 
f(z) = 56/297*z^3 - 4/11*z + 1
*
[ 3/2 ] 
f(z) = 56/297*z^3 - 1/11*z + 1
*
[ 3 ] 
f(z) = 58/297*z^3 - 12/11*z + 1
*
[ -3 ] 
f(z) = 59/297*z^3 - 5/11*z + 1
*
[ 3/4 ] 
f(z) = 40/297*z^3 - 9/22*z + 1
*
[ 2 ] 
f(z) = 41/280*z^3 - 3/35*z + 1
*
[ 2 ] 
f(z) = 41/296*z^3 - 2/37*z + 1
*
[ 3 ] 
f(z) = 41/297*z^3 - 19/33*z + 1
*
[ 2 ] 
f(z) = 43/280*z^3 - 4/35*z + 1
*
[ 2 ] 
f(z) = 43/296*z^3 - 3/37*z + 1
*
[ 2 ] 
f(z) = 45/296*z^3 - 4/37*z + 1
*
[ -3 ] 
f(z) = 46/297*z^3 - 2/33*z + 1
*
[ 2 ] 
f(z) = 47/280*z^3 - 6/35*z + 1
*
[ 2 ] 
f(z) = 47/296*z^3 - 5/37*z + 1
*
[ -24/7 ] 
f(z) = 49/288*z^3 - 17/24*z + 1
*
[ 6/7 ] 
f(z) = 49/288*z^3 - 7/24*z + 1
*
[ 2 ] 
f(z) = 49/296*z^3 - 6/37*z + 1
*
[ -3 ] 
f(z) = 49/297*z^3 - 5/33*z + 1
*
[ 17/10 ] 
f(z) = 50/289*z^3 - 3/34*z + 1
*
[ 3/2 ] 
f(z) = 50/297*z^3 - 1/22*z + 1
*
[ 2 ] 
f(z) = 51/280*z^3 - 8/35*z + 1
*
[ 2 ] 
f(z) = 51/296*z^3 - 7/37*z + 1
*
[ -3 ] 
f(z) = 52/297*z^3 - 8/33*z + 1
*
[ 3/2 ] 
f(z) = 52/297*z^3 - 2/33*z + 1
*
[ 2 ] 
f(z) = 53/280*z^3 - 9/35*z + 1
*
[ 2 ] 
f(z) = 53/296*z^3 - 8/37*z + 1
*
[ -17/6 ] 
f(z) = 54/289*z^3 - 5/34*z + 1
*
[ 2 ] 
f(z) = 55/296*z^3 - 9/37*z + 1
*
[ 2 ] 
f(z) = 57/280*z^3 - 11/35*z + 1
*
[ 2 ] 
f(z) = 57/296*z^3 - 10/37*z + 1
*
[ -3 ] 
f(z) = 58/297*z^3 - 14/33*z + 1
*
[ 2 ] 
f(z) = 59/280*z^3 - 12/35*z + 1
*
[ 2 ] 
f(z) = 59/296*z^3 - 11/37*z + 1
*
[ -33/10 ] 
f(z) = 40/297*z^3 - 9/55*z + 1
*
[ 3/2 ] 
f(z) = 47/297*z^3 - 1/44*z + 1
*
[ 17/12 ] 
f(z) = 48/289*z^3 - 2/51*z + 1
*
[ 33/14 ] 
f(z) = 49/297*z^3 - 15/44*z + 1
*
[ 12/7 ] 
f(z) = 49/297*z^3 - 3/44*z + 1
*
[ 12/5 ] 
f(z) = 50/297*z^3 - 17/44*z + 1
*
[ 3/4 ] 
f(z) = 52/297*z^3 - 19/44*z + 1
*
[ 3/2 ] 
f(z) = 53/297*z^3 - 3/44*z + 1
*
[ 17/9 ] 
f(z) = 54/289*z^3 - 10/51*z + 1
*
[ 3/2 ] 
f(z) = 59/297*z^3 - 5/44*z + 1
*
[ 2 ] 
f(z) = 41/288*z^3 - 5/72*z + 1
*
[ 2 ] 
f(z) = 43/288*z^3 - 7/72*z + 1
*
[ 3/2 ] 
f(z) = 46/297*z^3 - 1/66*z + 1
*
[ 2 ] 
f(z) = 47/288*z^3 - 11/72*z + 1
*
[ 17/8 ] 
f(z) = 48/289*z^3 - 15/68*z + 1
*
[ 2 ] 
f(z) = 49/288*z^3 - 13/72*z + 1
*
[ 8/7 ] 
f(z) = 49/288*z^3 - 7/72*z + 1
*
[ 17/14 ] 
f(z) = 49/289*z^3 - 5/68*z + 1
*
[ 6/7 ] 
f(z) = 49/297*z^3 - 19/66*z + 1
*
[ 6/5 ] 
f(z) = 50/297*z^3 - 5/66*z + 1
*
[ 2 ] 
f(z) = 53/288*z^3 - 17/72*z + 1
*
[ 2 ] 
f(z) = 55/288*z^3 - 19/72*z + 1
*
[ 3/2 ] 
f(z) = 58/297*z^3 - 7/66*z + 1
*
[ -3 ] 
f(z) = 43/288*z^3 - 1/96*z + 1
*
[ 17/15 ] 
f(z) = 45/289*z^3 - 7/85*z + 1
*
[ -3 ] 
f(z) = 47/288*z^3 - 13/96*z + 1
*
[ -3 ] 
f(z) = 49/288*z^3 - 19/96*z + 1
*
[ 9/7 ] 
f(z) = 49/297*z^3 - 5/99*z + 1
*
[ 9/5 ] 
f(z) = 50/297*z^3 - 10/99*z + 1
*
[ 6/5 ] 
f(z) = 40/297*z^3 - 3/110*z + 1
*
[ 17/14 ] 
f(z) = 56/289*z^3 - 13/119*z + 1
*
[ 17/8 ] 
f(z) = 40/289*z^3 - 13/136*z + 1
*
[ 3/2 ] 
f(z) = 49/297*z^3 - 5/132*z + 1
*
[ 17/12 ] 
f(z) = 54/289*z^3 - 11/136*z + 1
*
[ 12/11 ] 
f(z) = 55/288*z^3 - 19/132*z + 1
*
[ 6/5 ] 
f(z) = 55/288*z^3 - 13/120*z + 1
*
[ 2 ] 
f(z) = 41/284*z^3 - 11/142*z + 1
*
[ 2 ] 
f(z) = 41/292*z^3 - 9/146*z + 1
*
[ 2 ] 
f(z) = 43/284*z^3 - 15/142*z + 1
*
[ 2 ] 
f(z) = 43/292*z^3 - 13/146*z + 1
*
[ 2 ] 
f(z) = 45/284*z^3 - 19/142*z + 1
*
[ 17/9 ] 
f(z) = 45/289*z^3 - 13/153*z + 1
*
[ 2 ] 
f(z) = 45/292*z^3 - 17/146*z + 1
*
[ 4/3 ] 
f(z) = 45/296*z^3 - 3/148*z + 1
*
[ 17/15 ] 
f(z) = 50/289*z^3 - 16/153*z + 1
*
[ -17/6 ] 
f(z) = 52/289*z^3 - 14/153*z + 1
*
[ 33/26 ] 
f(z) = 52/297*z^3 - 10/143*z + 1
*
[ 33/28 ] 
f(z) = 56/297*z^3 - 17/154*z + 1
*
[ 17/11 ] 
f(z) = 44/289*z^3 - 2/187*z + 1
*
[ 10/7 ] 
f(z) = 49/296*z^3 - 7/185*z + 1
*
[ 17/11 ] 
f(z) = 55/289*z^3 - 19/187*z + 1
*
[ 7/5 ] 
f(z) = 55/294*z^3 - 17/210*z + 1
*
[ 17/14 ] 
f(z) = 42/289*z^3 - 9/238*z + 1
*
[ 17/13 ] 
f(z) = 52/289*z^3 - 16/221*z + 1
*
[ 33/23 ] 
f(z) = 46/297*z^3 - 4/253*z + 1
*
[ 17/12 ] 
f(z) = 45/289*z^3 - 5/272*z + 1
*
[ 33/20 ] 
f(z) = 50/297*z^3 - 17/264*z + 1
*
[ 33/25 ] 
f(z) = 50/297*z^3 - 14/275*z + 1
*
[ 2 ] 
f(z) = 41/290*z^3 - 19/290*z + 1
*
[ 2 ] 
f(z) = 41/294*z^3 - 17/294*z + 1
*
[ 2 ] 
f(z) = 41/298*z^3 - 15/298*z + 1
*
[ -3 ] 
f(z) = 43/282*z^3 - 11/282*z + 1
*
[ -3 ] 
f(z) = 43/285*z^3 - 7/285*z + 1
*
[ -3 ] 
f(z) = 44/285*z^3 - 16/285*z + 1
*
[ 3/2 ] 
f(z) = 44/285*z^3 - 4/285*z + 1
*
[ -3 ] 
f(z) = 44/291*z^3 - 8/291*z + 1
*
[ 3/2 ] 
f(z) = 44/291*z^3 - 2/291*z + 1
*
[ 4/3 ] 
f(z) = 45/284*z^3 - 9/284*z + 1
*
[ 4/3 ] 
f(z) = 45/292*z^3 - 7/292*z + 1
*
[ 5/4 ] 
f(z) = 48/295*z^3 - 16/295*z + 1
*
[ 11/7 ] 
f(z) = 49/286*z^3 - 17/286*z + 1
*
[ 9/7 ] 
f(z) = 49/288*z^3 - 17/288*z + 1
*
[ 10/7 ] 
f(z) = 49/290*z^3 - 13/290*z + 1
*
[ 11/7 ] 
f(z) = 49/297*z^3 - 13/297*z + 1
*
[ 7/5 ] 
f(z) = 50/287*z^3 - 16/287*z + 1
*
[ 3/2 ] 
f(z) = 52/291*z^3 - 20/291*z + 1
*
[ 3/2 ] 
f(z) = 40/297*z^3 + 1/33*z + 1
*
[ 3/2 ] 
f(z) = 41/297*z^3 + 1/44*z + 1
*
[ 17/10 ] 
f(z) = 40/289*z^3 + 1/85*z + 1
*
[ 33/20 ] 
f(z) = 40/297*z^3 + 3/110*z + 1
*
[ 3/2 ] 
f(z) = 43/297*z^3 + 1/132*z + 1
*
[ 3/2 ] 
f(z) = 40/291*z^3 + 7/291*z + 1
*
[ -3/5 ] 
f(z) = 60*z^3 - 284/15*z + 1
*
[ 1/21 ] 
f(z) = 63/2*z^3 - 281/14*z + 1
*
0 | 0.16311341181972328501361327045989037019 | 0.028892914020290761691686974702512109595
f(z) = 64/3*z^3 - 283/12*z + 1
*
0 | 0.14199983020230442386678251920841407258 | 0.024999210407247987680739787728654524651
f(z) = 68/3*z^3 - 293/12*z + 1
*
0 | 0.12996290374846439237985188113119519226 | 0.023049792247961126233740127662090812755
f(z) = 68/3*z^3 - 281/12*z + 1
*
-2 | 0.078793870598764083094484956369222202628 | 0.013974621182898154514040410869846898330
f(z) = 69/10*z^3 - 281/10*z + 1
*
-2 | 0.078627887727297293379477854775961047960 | 0.013927664036680867188335172284041061432
f(z) = 69/14*z^3 - 283/14*z + 1
*
[ 2/3 ] 
f(z) = 71/2*z^3 - 293/18*z + 1
*
-2 | 0.079606004063690148038691416895039267124 | 0.014083353638530387717749748422073243343
f(z) = 71/2*z^3 - 285/2*z + 1
*
[ 2 ] 
f(z) = 71/2*z^3 - 283/2*z + 1
*
[ -2 ] 
f(z) = 71/2*z^3 - 281/2*z + 1
*
-2 | 0.059132823182606335830107416002940366913 | 0.010448451099986268234698378751802051308
f(z) = 71/6*z^3 - 287/6*z + 1
*
[ 2 ] 
f(z) = 71/6*z^3 - 281/6*z + 1
*
-2 | 0.079333345957238051343074175458045225935 | 0.014000595141144431618045233910590470817
f(z) = 71/10*z^3 - 289/10*z + 1
*
-2 | 0.079174772286059028986815194370729221330 | 0.013955625046822445376071860816280648246
f(z) = 71/14*z^3 - 291/14*z + 1
*
[ 4 ] 
f(z) = 71/16*z^3 - 281/4*z + 1
*
-2 | 0.065434339110231489538458408039570114574 | 0.011519780051464784268136030117354449289
f(z) = 71/18*z^3 - 293/18*z + 1
*
-2 | 0.080122767918563285522926918319014624022 | 0.014105692455784056148616725093220260749
f(z) = 73/2*z^3 - 293/2*z + 1
*
[ 2 ] 
f(z) = 73/2*z^3 - 291/2*z + 1
*
[ -2 ] 
f(z) = 73/2*z^3 - 289/2*z + 1
*
-2 | 0.059653222937562594068830046888230397663 | 0.010489446357642713203442761478371735857
f(z) = 73/6*z^3 - 295/6*z + 1
*
[ 2 ] 
f(z) = 73/6*z^3 - 289/6*z + 1
*
[ -2 ] 
f(z) = 73/6*z^3 - 283/6*z + 1
*
-2 | 0.079858747384767138151593770623796770319 | 0.014025729598435262807104082464637187293
f(z) = 73/10*z^3 - 297/10*z + 1
*
[ 2 ] 
f(z) = 73/10*z^3 - 287/10*z + 1
*
-2 | 0.079704550915427817791650457029018402149 | 0.013982166455867341525431592223910760494
f(z) = 73/14*z^3 - 299/14*z + 1
*
[ 2 ] 
f(z) = 73/14*z^3 - 285/14*z + 1
*
[ 4 ] 
f(z) = 73/16*z^3 - 289/4*z + 1
*
[ -4 ] 
f(z) = 73/16*z^3 - 287/4*z + 1
*
[ 2 ] 
f(z) = 73/18*z^3 - 283/18*z + 1
*
[ 2 ] 
f(z) = 75/2*z^3 - 299/2*z + 1
*
[ -2 ] 
f(z) = 75/2*z^3 - 297/2*z + 1
*
[ 2 ] 
f(z) = 75/14*z^3 - 293/14*z + 1
*
[ 4 ] 
f(z) = 75/16*z^3 - 297/4*z + 1
*
[ -4 ] 
f(z) = 75/16*z^3 - 295/4*z + 1
*
2/15 | 0.14389582560317866770111701765366099739 | 0.020343607885895424661393133966114948643
f(z) = 75/16*z^3 - 295/12*z + 1
*
[ -2 ] 
f(z) = 77/6*z^3 - 299/6*z + 1
*
[ -2 ] 
f(z) = 77/10*z^3 - 293/10*z + 1
*
[ 2 ] 
f(z) = 77/18*z^3 - 299/18*z + 1
*
[ -2 ] 
f(z) = 77/18*z^3 - 281/18*z + 1
*
[ -2 ] 
f(z) = 79/14*z^3 - 295/14*z + 1
*
[ -2 ] 
f(z) = 79/18*z^3 - 289/18*z + 1
*
0 | 0.15508916445719268575807056755367298521 | 0.027369835170117608350744594451534748179
f(z) = 60/7*z^3 - 289/28*z + 1
*
[ 3/4 ] 
f(z) = 62/3*z^3 - 287/24*z + 1
*
3/2 | 0.14760424348698545824289853392329598633 | 0.025893466286727724516379628319100408898
f(z) = 62/15*z^3 - 299/30*z + 1
*
-3/2 | 0.15683358567027073512283944705742530405 | 0.027677687244995354812974346895009639236
f(z) = 62/15*z^3 - 289/30*z + 1
*
2/21 | 0.13292855822370307394212437736456843986 | 0.017782277702323288399107091474455501117
f(z) = 63*z^3 - 289/28*z + 1
*
[ 1/9 ] 
f(z) = 63/4*z^3 - 295/36*z + 1
*
-6/7 | 0.085387455479207348340317327836080148971 | 0.014023127966016372937202224233290576512
f(z) = 63/5*z^3 - 289/35*z + 1
*
[ -7/8 ] 
f(z) = 64/3*z^3 - 298/21*z + 1
*
0 | 0.11053876106021783206779083383011209474 | 0.019604790323216685239992245326044766778
f(z) = 64/5*z^3 - 281/20*z + 1
*
0 | 0.12485148043463827471343903088573491855 | 0.022115429070240495196401937340157920398
f(z) = 64/9*z^3 - 283/36*z + 1
*
[ 5/6 ] 
f(z) = 66/5*z^3 - 281/30*z + 1
*
0 | 0.15705426117565058276028545172449237894 | 0.027716631630500738948995895594222891786
f(z) = 66/13*z^3 - 289/39*z + 1
*
[ 2/17 ] 
f(z) = 68*z^3 - 287/34*z + 1
*
0 | 0.15028655028538433161932402845322141813 | 0.026395086144145020902949300470868348129
f(z) = 68/5*z^3 - 297/20*z + 1
*
0 | 0.15887957490738323193477336410160351316 | 0.028073164443376250388647845220674057210
f(z) = 68/5*z^3 - 287/20*z + 1
*
0 | 0.15485532609936649971447586285188821261 | 0.027262433161545003927017691734935265152
f(z) = 68/7*z^3 - 293/28*z + 1
*
0 | 0.15464562458069636955811543868458207817 | 0.027128700177398906185163407386975161361
f(z) = 68/9*z^3 - 299/36*z + 1
*
0 | 0.13142914891069227939850282575290531764 | 0.023309840657154431800052306151249102804
f(z) = 68/9*z^3 - 281/36*z + 1
*
0 | 0.14592671414016268413772244355982483929 | 0.025784463768400809644689107370108911693
f(z) = 69/10*z^3 - 287/30*z + 1
*
[ 3/7 ] 
f(z) = 70*z^3 - 298/21*z + 1
*
1/5 | 0.19128230939931299197713726078667925570 | 0.029198590097589703381001744322317140858
f(z) = 70/3*z^3 - 283/30*z + 1
*
[ -6/5 ] 
f(z) = 70/9*z^3 - 281/30*z + 1
*
-4/3 | 0.15400521381809480436297571495112928061 | 0.021793806504569279809593048632159892508
f(z) = 71/16*z^3 - 293/36*z + 1
*
3/8 | 0.20687065755862323887727758751424710504 | 0.027750292293176271356624516500985503438
f(z) = 72*z^3 - 299/24*z + 1
*
[ 3/8 ] 
f(z) = 72*z^3 - 283/24*z + 1
*
[ 1/12 ] 
f(z) = 72/13*z^3 - 287/26*z + 1
*
[ -19/12 ] 
f(z) = 72/19*z^3 - 299/38*z + 1
*
[ 4/3 ] 
f(z) = 73/16*z^3 - 283/36*z + 1
*
[ -3/2 ] 
f(z) = 74/15*z^3 - 283/30*z + 1
*
[ 1/15 ] 
f(z) = 75/7*z^3 - 295/21*z + 1
*
[ 1/10 ] 
f(z) = 75/8*z^3 - 291/32*z + 1
*
[ 2/25 ] 
f(z) = 75/8*z^3 - 289/25*z + 1
*
0 | 0.13978123474485409530454317842068487606 | 0.024449983810725982237592717919469206643
f(z) = 76/9*z^3 - 295/36*z + 1
*
[ 5/7 ] 
f(z) = 77/5*z^3 - 289/35*z + 1
*
[ 4/3 ] 
f(z) = 77/16*z^3 - 299/36*z + 1
*
[ 3/13 ] 
f(z) = 78*z^3 - 292/39*z + 1
*
0 | 0.15867866432479382076056879508347173661 | 0.027836195952451119337923877825527915841
f(z) = 60/17*z^3 - 299/51*z + 1
*
[ 1/6 ] 
f(z) = 60/19*z^3 - 290/57*z + 1
*
[ 3/7 ] 
f(z) = 63/2*z^3 - 299/42*z + 1
*
1/6 | 0.18409513899521252432513719312040746503 | 0.024626994597741290365583910022711458675
f(z) = 63/2*z^3 - 281/56*z + 1
*
-7/9 | 0.17473111307945874824975374008517052518 | 0.027558550660800453999324709884333734973
f(z) = 63/5*z^3 - 298/45*z + 1
*
-8/7 | 0.15487529913860372367090326224818896842 | 0.024274659027765455416104318273127484245
f(z) = 63/16*z^3 - 295/56*z + 1
*
[ 8/7 ] 
f(z) = 63/16*z^3 - 281/56*z + 1
*
[ 5/24 ] 
f(z) = 64*z^3 - 296/45*z + 1
*
[ 2/3 ] 
f(z) = 65/6*z^3 - 287/54*z + 1
*
[ 2/15 ] 
f(z) = 65/8*z^3 - 299/45*z + 1
*
[ 2/13 ] 
f(z) = 65/16*z^3 - 291/52*z + 1
*
[ 2/3 ] 
f(z) = 67/6*z^3 - 295/54*z + 1
*
3/34 | 0.20481901581570107021891969563794916859 | 0.029041133824227357910051676557065755596
f(z) = 68/3*z^3 - 298/51*z + 1
*
0 | 0.16080477825107696458377543258966638171 | 0.028448489350922430771570547282557429934
f(z) = 68/13*z^3 - 285/52*z + 1
*
[ 2/9 ] 
f(z) = 69/2*z^3 - 281/54*z + 1
*
[ 3/14 ] 
f(z) = 70*z^3 - 289/42*z + 1
*
1/14 | 0.13472420418433085659978727093099697533 | 0.019560533699384896000449945831997444341
f(z) = 70/3*z^3 - 299/42*z + 1
*
5/24 | 0.20284567463674693647956977600395669863 | 0.025465383729772636146097944047557401636
f(z) = 72*z^3 - 293/40*z + 1
*
[ 1/8 ] 
f(z) = 72/5*z^3 - 289/40*z + 1
*
3/4 | 0.14513245207627393733116460626366563711 | 0.023915997644830278124483063631737563701
f(z) = 72/7*z^3 - 299/42*z + 1
*
[ 2/9 ] 
f(z) = 75/2*z^3 - 289/54*z + 1
*
-7/15 | 0.21718994395419715412462129732749718472 | 0.029501444264710161049918858395629259452
f(z) = 75/2*z^3 - 283/42*z + 1
*
[ 2/15 ] 
f(z) = 75/7*z^3 - 281/42*z + 1
*
-6/5 | 0.13469983966717357638028921754702625621 | 0.023771566647065193228122827627859903296
f(z) = 75/14*z^3 - 289/42*z + 1
*
-17/15 | 0.15749113487983460238534920421100978370 | 0.027693303559732160163418328600236688815
f(z) = 75/17*z^3 - 295/51*z + 1
*
[ 17/15 ] 
f(z) = 75/17*z^3 - 283/51*z + 1
*
1/3 | 0.12662520917028730577402905849759331310 | 0.020594594145400686927131755451214173082
f(z) = 78/7*z^3 - 283/42*z + 1
*
0 | 0.15810641711486396220536240799028742860 | 0.027868395589185230364245207793459531800
f(z) = 60/17*z^3 - 291/68*z + 1
*
1/4 | 0.16762742861383996070050204130329962832 | 0.029618863037869065397033449600925538504
f(z) = 60/17*z^3 - 287/68*z + 1
*
0 | 0.16707245144296966281249082417734008158 | 0.029484622432947047952851810447088530710
f(z) = 61/15*z^3 - 289/60*z + 1
*
0 | 0.13938078470749604530607684243053878384 | 0.024538124860190713549827965702703648529
f(z) = 62/15*z^3 - 293/60*z + 1
*
[ -8/9 ] 
f(z) = 63/8*z^3 - 295/72*z + 1
*
2/7 | 0.091389771800126004667318225235075869827 | 0.015008884590199270740104421384601129039
f(z) = 63/10*z^3 - 281/70*z + 1
*
5/16 | 0.17882773899360748035080028657893277354 | 0.024994738371337081906010763804016290176
f(z) = 64/3*z^3 - 281/60*z + 1
*
[ 3/16 ] 
f(z) = 64/5*z^3 - 287/60*z + 1
*
15/16 | 0.098237286208612712431597520274356106500 | 0.017336725879592551235170026660019276481
f(z) = 64/15*z^3 - 289/60*z + 1
*
[ 17/16 ] 
f(z) = 64/17*z^3 - 285/68*z + 1
*
-19/16 | 0.17021108682256571359022303241622049573 | 0.029894466875703494227388247365038416718
f(z) = 64/19*z^3 - 297/76*z + 1
*
[ -4/5 ] 
f(z) = 65/6*z^3 - 281/60*z + 1
*
-10/13 | 0.21032010408972004021006699806841666626 | 0.025191733599620981550932728173670744637
f(z) = 65/8*z^3 - 293/65*z + 1
*
1/3 | 0.18144893562653701571157130506614576595 | 0.028477713328593205649157496129485295077
f(z) = 65/8*z^3 - 281/72*z + 1
*
4/5 | 0.098862836224569210820503662000885011180 | 0.017092984851375995993944795330627056748
f(z) = 65/12*z^3 - 283/60*z + 1
*
0 | 0.17016996561150158314373477035411216545 | 0.029421699350698000745332133994490086875
f(z) = 65/14*z^3 - 297/70*z + 1
*
[ 1/5 ] 
f(z) = 65/14*z^3 - 293/70*z + 1
*
1/3 | 0.18368000098897265852853677480146453728 | 0.028691405300098899665707114732505045712
f(z) = 67/8*z^3 - 283/72*z + 1
*
0 | 0.16241725902005555013880554557589871312 | 0.028698254156145581330561809830906610566
f(z) = 68/15*z^3 - 287/60*z + 1
*
-2/3 | 0.19905451693185414011166649835598885817 | 0.029625558450043868834355465952826971405
f(z) = 69/5*z^3 - 293/60*z + 1
*
1/3 | 0.19255211013334233471870649454077677939 | 0.029679637538561649224059685587022141684
f(z) = 73/8*z^3 - 289/72*z + 1
*
0 | 0.16938836078475168717289067480174306616 | 0.029628745850415785440929435633044688556
f(z) = 76/15*z^3 - 289/60*z + 1
*
[ 3/5 ] 
f(z) = 77/9*z^3 - 281/75*z + 1
*
2/7 | 0.13313416679227846641457539715008087138 | 0.021166961413652248622264255134125629518
f(z) = 77/10*z^3 - 289/70*z + 1
*
[ 3/5 ] 
f(z) = 79/9*z^3 - 287/75*z + 1
*
[ 2/3 ] 
f(z) = 61/10*z^3 - 289/90*z + 1
*
[ 1/4 ] 
f(z) = 62/11*z^3 - 295/88*z + 1
*
[ 5/12 ] 
f(z) = 63/5*z^3 - 287/80*z + 1
*
[ 1/4 ] 
f(z) = 70/11*z^3 - 299/88*z + 1
*
[ 4/15 ] 
f(z) = 75/7*z^3 - 295/84*z + 1
*
7/30 | 0.19006911353817379746499857129424009610 | 0.027941500038037717248613703340955200555
f(z) = 75/7*z^3 - 289/84*z + 1
*
3/7 | 0.17461848698258122242207117075580788078 | 0.027762541090128365148913561837685473720
f(z) = 77/12*z^3 - 295/84*z + 1
*
-6/7 | 0.18701437733904139838227475886534167759 | 0.025312138401739216867113566447668135396
f(z) = 77/16*z^3 - 283/84*z + 1
*
[ 1/3 ] 
f(z) = 61/13*z^3 - 295/117*z + 1
*
[ 1/3 ] 
f(z) = 62/13*z^3 - 296/117*z + 1
*
[ 16/21 ] 
f(z) = 63/16*z^3 - 291/112*z + 1
*
[ 1/3 ] 
f(z) = 64/13*z^3 - 298/117*z + 1
*
[ 1/3 ] 
f(z) = 65/12*z^3 - 281/108*z + 1
*
[ 1/3 ] 
f(z) = 67/12*z^3 - 283/108*z + 1
*
[ 4/5 ] 
f(z) = 67/16*z^3 - 293/100*z + 1
*
[ 6/17 ] 
f(z) = 68/9*z^3 - 283/102*z + 1
*
[ 1/3 ] 
f(z) = 71/12*z^3 - 287/108*z + 1
*
[ 3/4 ] 
f(z) = 72/19*z^3 - 281/114*z + 1
*
[ 1/3 ] 
f(z) = 73/12*z^3 - 289/108*z + 1
*
[ 1/3 ] 
f(z) = 77/12*z^3 - 293/108*z + 1
*
-4/5 | 0.21398219957412204927001598854190643910 | 0.028294488765723750247204396241586117935
f(z) = 77/16*z^3 - 283/100*z + 1
*
[ 1/3 ] 
f(z) = 79/12*z^3 - 295/108*z + 1
*
[ 2/5 ] 
f(z) = 60/13*z^3 - 291/130*z + 1
*
[ 5/12 ] 
f(z) = 64/15*z^3 - 289/135*z + 1
*
-3/4 | 0.17563046533443749505751703817591837358 | 0.027513164061687995058824904846285166128
f(z) = 74/15*z^3 - 293/120*z + 1
*
[ 6/11 ] 
f(z) = 77/16*z^3 - 299/132*z + 1
*
[ 3/5 ] 
f(z) = 61/18*z^3 - 283/150*z + 1
*
[ 3/2 ] 
f(z) = 62/3*z^3 - 277/6*z + 1
*
[ -3/2 ] 
f(z) = 62/3*z^3 - 269/6*z + 1
*
0 | 0.13916157970832118417849540248480159136 | 0.024744158345030167598771805129390198138
f(z) = 64/3*z^3 - 277/12*z + 1
*
0 | 0.14169829713768744132398967603416360439 | 0.025293697200702457276647702634091241328
f(z) = 64/3*z^3 - 271/12*z + 1
*
0 | 0.10897749402541956983375454788187128216 | 0.019530962506084728009583049057235820782
f(z) = 64/3*z^3 - 265/12*z + 1
*
[ 17/8 ] 
f(z) = 64/17*z^3 - 280/17*z + 1
*
[ -17/8 ] 
f(z) = 64/17*z^3 - 264/17*z + 1
*
[ 2/3 ] 
f(z) = 65/2*z^3 - 269/18*z + 1
*
-2 | 0.077965945080596085198728706747175557995 | 0.014011260517257861098609503951238378164
f(z) = 65/2*z^3 - 261/2*z + 1
*
-2 | 0.057479171196625907448337803728098979458 | 0.010315431135732858984117269200013178758
f(z) = 65/6*z^3 - 263/6*z + 1
*
-2 | 0.077483995069597658469821983836794050788 | 0.013868005490162488450022068611991635690
f(z) = 65/14*z^3 - 267/14*z + 1
*
-4 | 0.19650240123350231467553222478818888059 | 0.028239399091149760509635257931426643124
f(z) = 65/16*z^3 - 263/4*z + 1
*
-2 | 0.063720947395883583286472052590733897920 | 0.011389496807325641794766152857352603966
f(z) = 65/18*z^3 - 269/18*z + 1
*
[ 2/3 ] 
f(z) = 67/2*z^3 - 277/18*z + 1
*
-2 | 0.078528506638646279564557531094973714578 | 0.014036203355361460458002525648425491696
f(z) = 67/2*z^3 - 269/2*z + 1
*
[ 2 ] 
f(z) = 67/2*z^3 - 267/2*z + 1
*
[ -2 ] 
f(z) = 67/2*z^3 - 265/2*z + 1
*
-2 | 0.058047771279628030743835026648723711724 | 0.010361752960911455165733134334207869209
f(z) = 67/6*z^3 - 271/6*z + 1
*
[ 2 ] 
f(z) = 67/6*z^3 - 265/6*z + 1
*
-2 | 0.078237431232903913607065681442036193515 | 0.013947379377156527809520155283945582361
f(z) = 67/10*z^3 - 273/10*z + 1
*
[ 2 ] 
f(z) = 67/10*z^3 - 263/10*z + 1
*
-2 | 0.078065524003980453207600065958769657032 | 0.013898647932512677484426876014886092696
f(z) = 67/14*z^3 - 275/14*z + 1
*
[ 2 ] 
f(z) = 67/14*z^3 - 261/14*z + 1
*
[ 4 ] 
f(z) = 67/16*z^3 - 265/4*z + 1
*
[ -4 ] 
f(z) = 67/16*z^3 - 263/4*z + 1
*
-2 | 0.064309804765946216014822218473401383975 | 0.011434851455422199408945798966069007980
f(z) = 67/18*z^3 - 277/18*z + 1
*
[ 1/17 ] 
f(z) = 68*z^3 - 276/17*z + 1
*
0 | 0.16323022765792019318148857235914671168 | 0.029118086177055063679474836232044392427
f(z) = 68/3*z^3 - 269/12*z + 1
*
-2 | 0.079075744518577098623922032749170575571 | 0.014060365998430989014450142283689921449
f(z) = 69/2*z^3 - 277/2*z + 1
*
[ 2 ] 
f(z) = 69/2*z^3 - 275/2*z + 1
*
[ -2 ] 
f(z) = 69/2*z^3 - 273/2*z + 1
*
[ 2 ] 
f(z) = 69/10*z^3 - 271/10*z + 1
*
[ -2 ] 
f(z) = 69/10*z^3 - 261/10*z + 1
*
[ 2 ] 
f(z) = 69/14*z^3 - 269/14*z + 1
*
-4 | 0.20547224397137835832154147108869122839 | 0.029279952134856061013266247912570013650
f(z) = 69/16*z^3 - 279/4*z + 1
*
[ 4 ] 
f(z) = 69/16*z^3 - 273/4*z + 1
*
[ -4 ] 
f(z) = 69/16*z^3 - 271/4*z + 1
*
[ -2 ] 
f(z) = 71/6*z^3 - 275/6*z + 1
*
[ 2 ] 
f(z) = 71/10*z^3 - 279/10*z + 1
*
[ -2 ] 
f(z) = 71/10*z^3 - 269/10*z + 1
*
[ 2 ] 
f(z) = 71/14*z^3 - 277/14*z + 1
*
[ -2 ] 
f(z) = 71/14*z^3 - 263/14*z + 1
*
[ -4 ] 
f(z) = 71/16*z^3 - 279/4*z + 1
*
[ 2 ] 
f(z) = 71/18*z^3 - 275/18*z + 1
*
-1/2 | 0.15397144342435145023716382585581498765 | 0.021483274690141176718612411104705979981
f(z) = 72*z^3 - 271/18*z + 1
*
[ -2 ] 
f(z) = 73/10*z^3 - 277/10*z + 1
*
[ -2 ] 
f(z) = 73/14*z^3 - 271/14*z + 1
*
[ -2 ] 
f(z) = 73/18*z^3 - 265/18*z + 1
*
[ -2 ] 
f(z) = 75/14*z^3 - 279/14*z + 1
*
[ -2/3 ] 
f(z) = 77/2*z^3 - 263/18*z + 1
*
[ -2/3 ] 
f(z) = 79/2*z^3 - 271/18*z + 1
*
-3/4 | 0.18181297529253525269649928315223784129 | 0.029293603661507759714892205312438130869
f(z) = 62/3*z^3 - 271/24*z + 1
*
[ 3/2 ] 
f(z) = 62/15*z^3 - 269/30*z + 1
*
[ 3/7 ] 
f(z) = 63*z^3 - 271/21*z + 1
*
2/21 | 0.14343197481725674145277368922910337139 | 0.019187353279652894921138180270809328138
f(z) = 63*z^3 - 261/28*z + 1
*
[ 4/9 ] 
f(z) = 63/2*z^3 - 269/36*z + 1
*
-17/21 | 0.17193930031048620659656768764907419746 | 0.028237482861032191116455765368952065806
f(z) = 63/4*z^3 - 261/28*z + 1
*
2/7 | 0.14947739774333085274180845467539032555 | 0.021344566693402477119501090674298119115
f(z) = 63/16*z^3 - 275/28*z + 1
*
[ 2/21 ] 
f(z) = 63/16*z^3 - 267/28*z + 1
*
[ 9/16 ] 
f(z) = 64/3*z^3 - 271/36*z + 1
*
0 | 0.093423263501640749177981488343534407017 | 0.016676415922033315794786909745998100164
f(z) = 64/5*z^3 - 271/20*z + 1
*
15/16 | 0.15477954166849816769239806484872303183 | 0.027665330911049323973288184284617125810
f(z) = 64/5*z^3 - 269/20*z + 1
*
[ -7/8 ] 
f(z) = 64/5*z^3 - 268/35*z + 1
*
0 | 0.14633668975624979325057278326957677575 | 0.026019956302635174206758565118312531209
f(z) = 64/7*z^3 - 277/28*z + 1
*
0 | 0.085271591767583354067325598340805054828 | 0.015303164857820103031240340468021012540
f(z) = 64/7*z^3 - 263/28*z + 1
*
0 | 0.12502471649013678842074307350397182536 | 0.022406948076206997817817560757665942663
f(z) = 64/9*z^3 - 265/36*z + 1
*
[ 3/13 ] 
f(z) = 65*z^3 - 265/39*z + 1
*
7/13 | 0.17525608766049644650366240521546568450 | 0.026004946384348068828130436838427094221
f(z) = 65/2*z^3 - 271/26*z + 1
*
[ -3/5 ] 
f(z) = 65/2*z^3 - 271/30*z + 1
*
-4/3 | 0.19296998772184489119135926999545087244 | 0.027642147118746636634542074329931949078
f(z) = 65/16*z^3 - 269/36*z + 1
*
[ 1/12 ] 
f(z) = 66*z^3 - 275/24*z + 1
*
-5/6 | 0.16798119064633837933982725915665185702 | 0.028083858551422360890008530406365899551
f(z) = 66/5*z^3 - 269/30*z + 1
*
-4/3 | 0.14396278644924895705044436836375969354 | 0.020535860482986946511038982741562994897
f(z) = 67/16*z^3 - 277/36*z + 1
*
0 | 0.15892546623422875793961917271321076913 | 0.028222249915599111418645805676819606650
f(z) = 68/7*z^3 - 279/28*z + 1
*
0 | 0.16759822242559874578742792903808419171 | 0.029897277935169470485109867799868429757
f(z) = 68/9*z^3 - 263/36*z + 1
*
0 | 0.16173192171501028190024455400338758585 | 0.029025027086661602356423750782908995709
f(z) = 69/8*z^3 - 263/24*z + 1
*
[ 4/3 ] 
f(z) = 71/16*z^3 - 275/36*z + 1
*
1/12 | 0.10410138573514771781797195186401079382 | 0.018657065661194035557605948001344440258
f(z) = 72/11*z^3 - 265/22*z + 1
*
[ 17/12 ] 
f(z) = 72/17*z^3 - 279/34*z + 1
*
[ 1/8 ] 
f(z) = 74*z^3 - 261/32*z + 1
*
[ -3/4 ] 
f(z) = 74/3*z^3 - 277/24*z + 1
*
[ -7/15 ] 
f(z) = 75*z^3 - 277/21*z + 1
*
[ 8/15 ] 
f(z) = 75/2*z^3 - 277/24*z + 1
*
1/2 | 0.16825868427465091078978423638265313347 | 0.024735213131386008514027135143605028719
f(z) = 75/2*z^3 - 265/24*z + 1
*
0 | 0.11701038856794932575770495937920146070 | 0.020845843235750243304436443991223834949
f(z) = 75/7*z^3 - 274/21*z + 1
*
1/5 | 0.16190113746922613974102653905240930472 | 0.029015945667335240504437082816138482578
f(z) = 75/8*z^3 - 265/24*z + 1
*
[ 3/11 ] 
f(z) = 77*z^3 - 277/33*z + 1
*
[ -4/7 ] 
f(z) = 77/2*z^3 - 275/28*z + 1
*
[ 1/12 ] 
f(z) = 78*z^3 - 277/24*z + 1
*
[ 1/8 ] 
f(z) = 78*z^3 - 263/32*z + 1
*
[ 1/5 ] 
f(z) = 61/2*z^3 - 261/50*z + 1
*
[ 2/3 ] 
f(z) = 61/6*z^3 - 271/54*z + 1
*
[ 1/5 ] 
f(z) = 63/2*z^3 - 263/50*z + 1
*
[ 1/6 ] 
f(z) = 63/13*z^3 - 267/52*z + 1
*
3/32 | 0.18252459433828507008836892913341191940 | 0.026332732709211363803249212858608213027
f(z) = 64/3*z^3 - 265/48*z + 1
*
0 | 0.15251922533067777315054894202614101494 | 0.027297733581513326683645839408002459678
f(z) = 64/11*z^3 - 267/44*z + 1
*
0 | 0.16352285153137321650805598968866131301 | 0.029228112128817395358966551508673908450
f(z) = 64/13*z^3 - 269/52*z + 1
*
[ 4/13 ] 
f(z) = 65/2*z^3 - 277/52*z + 1
*
6/11 | 0.068141161893406598151800021302332015526 | 0.010343930860495925250949422031842214312
f(z) = 66/5*z^3 - 271/55*z + 1
*
1/6 | 0.12998064526556006987037427742133455343 | 0.021730754747095045403493353675946202238
f(z) = 66/7*z^3 - 263/42*z + 1
*
[ 1/5 ] 
f(z) = 67/2*z^3 - 267/50*z + 1
*
[ 3/17 ] 
f(z) = 68/3*z^3 - 274/51*z + 1
*
[ 1/5 ] 
f(z) = 69/2*z^3 - 269/50*z + 1
*
[ 1/6 ] 
f(z) = 69/4*z^3 - 263/48*z + 1
*
[ 1/5 ] 
f(z) = 71/2*z^3 - 271/50*z + 1
*
[ 5/24 ] 
f(z) = 72*z^3 - 277/40*z + 1
*
[ 5/6 ] 
f(z) = 72/11*z^3 - 261/55*z + 1
*
[ 1/5 ] 
f(z) = 73/2*z^3 - 273/50*z + 1
*
[ 1/6 ] 
f(z) = 75/4*z^3 - 265/48*z + 1
*
8/15 | 0.16835227896550393153518826991201810929 | 0.027556957986195483210026180801713261561
f(z) = 75/7*z^3 - 275/42*z + 1
*
[ 1/5 ] 
f(z) = 77/2*z^3 - 277/50*z + 1
*
[ 1/7 ] 
f(z) = 77/6*z^3 - 263/42*z + 1
*
[ 6/7 ] 
f(z) = 77/9*z^3 - 271/42*z + 1
*
8/11 | 0.19314169648040033828274473784365786882 | 0.028648809140045717434840474311480984556
f(z) = 77/10*z^3 - 279/55*z + 1
*
1/6 | 0.11020759044792711640534295262373307763 | 0.017924397613158522664347052477348234536
f(z) = 78/7*z^3 - 265/42*z + 1
*
[ 1/5 ] 
f(z) = 79/2*z^3 - 279/50*z + 1
*
2/5 | 0.17847973776754021499653986780369439612 | 0.027900844215475361332789003649693414392
f(z) = 60/7*z^3 - 271/70*z + 1
*
[ 1/5 ] 
f(z) = 60/13*z^3 - 272/65*z + 1
*
1/3 | 0.18664565492307422846127003525893074544 | 0.029588259703570802884413080682250801263
f(z) = 61/8*z^3 - 277/72*z + 1
*
[ 10/21 ] 
f(z) = 63/5*z^3 - 277/70*z + 1
*
5/16 | 0.18453238339765792977590533810818073784 | 0.025792076050509160043482791519092146955
f(z) = 64/3*z^3 - 269/60*z + 1
*
0 | 0.12759327888344969595741715944140750043 | 0.022775896578254603895926177659358012226
f(z) = 64/15*z^3 - 271/60*z + 1
*
[ 3/16 ] 
f(z) = 64/15*z^3 - 269/60*z + 1
*
3/10 | 0.16396909515051157266405571658743771691 | 0.022868390709093272575852903034082970862
f(z) = 65/3*z^3 - 277/60*z + 1
*
[ 6/13 ] 
f(z) = 65/6*z^3 - 271/78*z + 1
*
2/5 | 0.17679604761061530542110463770861450596 | 0.027296094178752717683514998204421909432
f(z) = 65/7*z^3 - 279/70*z + 1
*
[ 3/13 ] 
f(z) = 65/18*z^3 - 275/78*z + 1
*
[ 1/4 ] 
f(z) = 69/4*z^3 - 261/64*z + 1
*
[ 1/5 ] 
f(z) = 70/13*z^3 - 274/65*z + 1
*
[ 1/4 ] 
f(z) = 71/4*z^3 - 263/64*z + 1
*
[ 3/5 ] 
f(z) = 71/9*z^3 - 263/75*z + 1
*
[ 3/4 ] 
f(z) = 72/11*z^3 - 265/66*z + 1
*
[ 3/4 ] 
f(z) = 72/13*z^3 - 269/78*z + 1
*
[ 5/6 ] 
f(z) = 72/13*z^3 - 263/65*z + 1
*
[ 1/4 ] 
f(z) = 73/4*z^3 - 265/64*z + 1
*
[ 3/5 ] 
f(z) = 73/9*z^3 - 269/75*z + 1
*
[ 3/5 ] 
f(z) = 74/9*z^3 - 272/75*z + 1
*
1/3 | 0.17882898610393744840719733495931288205 | 0.025454132921220656026082822956661962981
f(z) = 75/4*z^3 - 269/60*z + 1
*
[ 1/4 ] 
f(z) = 75/4*z^3 - 267/64*z + 1
*
[ 6/25 ] 
f(z) = 75/8*z^3 - 278/75*z + 1
*
[ 3/5 ] 
f(z) = 76/9*z^3 - 278/75*z + 1
*
[ 1/4 ] 
f(z) = 77/4*z^3 - 269/64*z + 1
*
[ 2/7 ] 
f(z) = 77/5*z^3 - 263/70*z + 1
*
-7/11 | 0.15382524743638498248987825123143440838 | 0.022816979632217868775126091862751641599
f(z) = 77/6*z^3 - 277/66*z + 1
*
3/11 | 0.19540168882480576709284741937388382727 | 0.028984034989837328388553047469098704097
f(z) = 77/18*z^3 - 263/66*z + 1
*
[ 1/4 ] 
f(z) = 79/4*z^3 - 271/64*z + 1
*
[ -11/12 ] 
f(z) = 64/11*z^3 - 277/99*z + 1
*
[ 1/3 ] 
f(z) = 64/11*z^3 - 262/99*z + 1
*
[ 1/3 ] 
f(z) = 65/11*z^3 - 263/99*z + 1
*
2/5 | 0.14660005650150521792526028718486032264 | 0.025346557318050611138843789250596596305
f(z) = 65/18*z^3 - 277/90*z + 1
*
[ 1/3 ] 
f(z) = 67/11*z^3 - 265/99*z + 1
*
[ -3/4 ] 
f(z) = 68/7*z^3 - 263/84*z + 1
*
[ 1/3 ] 
f(z) = 68/11*z^3 - 266/99*z + 1
*
[ 3/8 ] 
f(z) = 70/9*z^3 - 265/96*z + 1
*
[ 1/3 ] 
f(z) = 70/11*z^3 - 268/99*z + 1
*
[ 1/3 ] 
f(z) = 71/11*z^3 - 269/99*z + 1
*
[ 5/6 ] 
f(z) = 72/17*z^3 - 267/85*z + 1
*
[ 5/6 ] 
f(z) = 72/19*z^3 - 269/95*z + 1
*
[ 1/3 ] 
f(z) = 73/11*z^3 - 271/99*z + 1
*
[ 3/8 ] 
f(z) = 74/9*z^3 - 271/96*z + 1
*
[ 1/3 ] 
f(z) = 74/11*z^3 - 272/99*z + 1
*
[ 3/10 ] 
f(z) = 75/7*z^3 - 277/84*z + 1
*
[ 4/15 ] 
f(z) = 75/14*z^3 - 263/84*z + 1
*
-14/15 | 0.21621583747440166004797856529895196124 | 0.029369128985750283425796449451349369817
f(z) = 75/16*z^3 - 265/84*z + 1
*
[ 1/3 ] 
f(z) = 76/11*z^3 - 274/99*z + 1
*
[ 3/4 ] 
f(z) = 77/18*z^3 - 263/96*z + 1
*
[ 1/3 ] 
f(z) = 79/11*z^3 - 277/99*z + 1
*
[ 3/4 ] 
f(z) = 79/18*z^3 - 269/96*z + 1
*
[ 2/5 ] 
f(z) = 60/11*z^3 - 261/110*z + 1
*
[ 1/3 ] 
f(z) = 61/12*z^3 - 277/108*z + 1
*
[ 4/5 ] 
f(z) = 61/16*z^3 - 269/100*z + 1
*
[ -4/5 ] 
f(z) = 63/8*z^3 - 279/100*z + 1
*
[ 4/5 ] 
f(z) = 63/16*z^3 - 277/100*z + 1
*
[ 13/24 ] 
f(z) = 64/13*z^3 - 268/117*z + 1
*
[ 2/5 ] 
f(z) = 65/11*z^3 - 269/110*z + 1
*
[ 2/5 ] 
f(z) = 70/11*z^3 - 277/110*z + 1
*
[ 5/12 ] 
f(z) = 72/11*z^3 - 279/110*z + 1
*
[ 3/4 ] 
f(z) = 72/17*z^3 - 277/102*z + 1
*
-4/5 | 0.21144820447146720684498374184127314086 | 0.028158045550099961668195687029135533605
f(z) = 73/16*z^3 - 267/100*z + 1
*
[ 2/3 ] 
f(z) = 78/19*z^3 - 265/114*z + 1
*
[ 10/21 ] 
f(z) = 63/16*z^3 - 279/140*z + 1
*
[ 2/3 ] 
f(z) = 61/2*z^3 - 253/18*z + 1
*
-2 | 0.076785357368524688610560619512202565285 | 0.013957781007505464581289566150521069409
f(z) = 61/2*z^3 - 245/2*z + 1
*
[ 2 ] 
f(z) = 61/2*z^3 - 243/2*z + 1
*
[ -2 ] 
f(z) = 61/2*z^3 - 241/2*z + 1
*
-2 | 0.056288726238546320282026406866119242831 | 0.010216873961184201486892216158732434328
f(z) = 61/6*z^3 - 247/6*z + 1
*
[ 2 ] 
f(z) = 61/6*z^3 - 241/6*z + 1
*
-2 | 0.076459510595121808436557304946144707446 | 0.013857755023901159944209425775940723907
f(z) = 61/10*z^3 - 249/10*z + 1
*
-2 | 0.076263789624813321617915262894329935168 | 0.013802269327950637519173764720389277032
f(z) = 61/14*z^3 - 251/14*z + 1
*
-4 | 0.19303189262801781186305424118549814257 | 0.027993151815274518073273446468801858881
f(z) = 61/16*z^3 - 247/4*z + 1
*
[ 4 ] 
f(z) = 61/16*z^3 - 241/4*z + 1
*
-2 | 0.062481043822423045069822996709800805202 | 0.011291640313718712919334175356272373741
f(z) = 61/18*z^3 - 253/18*z + 1
*
-2 | 0.077385059686997569790233140922838635205 | 0.013985109821863152281314115831239168073
f(z) = 63/2*z^3 - 253/2*z + 1
*
[ 2 ] 
f(z) = 63/2*z^3 - 251/2*z + 1
*
[ -2 ] 
f(z) = 63/2*z^3 - 249/2*z + 1
*
-2 | 0.077070777422055346478835981780183599659 | 0.013888938670681541443205775670646721237
f(z) = 63/10*z^3 - 257/10*z + 1
*
[ 2 ] 
f(z) = 63/10*z^3 - 247/10*z + 1
*
[ 4 ] 
f(z) = 63/16*z^3 - 249/4*z + 1
*
[ -4 ] 
f(z) = 63/16*z^3 - 247/4*z + 1
*
0 | 0.14095443629498856441176990434229738720 | 0.025365988425396431922369415727204676069
f(z) = 64/3*z^3 - 259/12*z + 1
*
0 | 0.16003205974620315653294802546121287203 | 0.028859682372386699735154939288824652757
f(z) = 64/3*z^3 - 253/12*z + 1
*
[ 9/8 ] 
f(z) = 64/3*z^3 - 242/9*z + 1
*
[ 2 ] 
f(z) = 65/2*z^3 - 259/2*z + 1
*
[ -2 ] 
f(z) = 65/2*z^3 - 257/2*z + 1
*
[ 2 ] 
f(z) = 65/6*z^3 - 257/6*z + 1
*
[ -2 ] 
f(z) = 65/6*z^3 - 251/6*z + 1
*
[ 2 ] 
f(z) = 65/14*z^3 - 253/14*z + 1
*
[ 4 ] 
f(z) = 65/16*z^3 - 257/4*z + 1
*
[ -4 ] 
f(z) = 65/16*z^3 - 255/4*z + 1
*
[ 2 ] 
f(z) = 65/18*z^3 - 251/18*z + 1
*
[ -2 ] 
f(z) = 67/6*z^3 - 259/6*z + 1
*
[ -2 ] 
f(z) = 67/10*z^3 - 253/10*z + 1
*
[ -2 ] 
f(z) = 67/14*z^3 - 247/14*z + 1
*
[ 2 ] 
f(z) = 67/18*z^3 - 259/18*z + 1
*
[ -2 ] 
f(z) = 67/18*z^3 - 241/18*z + 1
*
[ -2 ] 
f(z) = 69/14*z^3 - 255/14*z + 1
*
[ -2 ] 
f(z) = 71/18*z^3 - 257/18*z + 1
*
[ 5/6 ] 
f(z) = 72*z^3 - 251/5*z + 1
*
[ 3/4 ] 
f(z) = 72*z^3 - 245/6*z + 1
*
[ -2/3 ] 
f(z) = 73/2*z^3 - 247/18*z + 1
*
0 | 0.12608251603966928417670875285940679808 | 0.022987636109150786254968513836775763392
f(z) = 75/4*z^3 - 241/12*z + 1
*
0 | 0.10327945687701847679960106417180015331 | 0.018746084059892336384856656369521597744
f(z) = 60/7*z^3 - 247/28*z + 1
*
[ 7/6 ] 
f(z) = 60/7*z^3 - 242/21*z + 1
*
[ 1/6 ] 
f(z) = 61*z^3 - 241/36*z + 1
*
-4/3 | 0.18788528468474946553442179503829297097 | 0.027152293191674155860826045944325628219
f(z) = 61/16*z^3 - 253/36*z + 1
*
[ 1/8 ] 
f(z) = 62*z^3 - 255/32*z + 1
*
-3/2 | 0.071390935643356008585290007402341086759 | 0.012847425698739601388121186494812562241
f(z) = 62/15*z^3 - 259/30*z + 1
*
2/21 | 0.16173313395606751727353776583173959673 | 0.026561330596894097143196957301054770402
f(z) = 63/5*z^3 - 249/35*z + 1
*
[ -7/16 ] 
f(z) = 64*z^3 - 251/28*z + 1
*
[ 1/10 ] 
f(z) = 64*z^3 - 241/25*z + 1
*
0 | 0.15075650418595025004732691753131540254 | 0.027186957621353334884106423959197498028
f(z) = 64/5*z^3 - 251/20*z + 1
*
15/16 | 0.078964726749184048555611069448271355721 | 0.014240252460774987931312411802720964317
f(z) = 64/7*z^3 - 253/28*z + 1
*
1/16 | 0.15262244496665148159054584888887592176 | 0.027523455560217103327061111794906386638
f(z) = 64/9*z^3 - 253/36*z + 1
*
0 | 0.12440215996122464058559759382405748348 | 0.022434297406491793662586124521651976668
f(z) = 64/9*z^3 - 247/36*z + 1
*
[ 1/6 ] 
f(z) = 65*z^3 - 245/36*z + 1
*
[ -6/5 ] 
f(z) = 65/9*z^3 - 257/30*z + 1
*
[ 4/3 ] 
f(z) = 65/16*z^3 - 251/36*z + 1
*
[ 1/8 ] 
f(z) = 66*z^3 - 257/32*z + 1
*
[ 3/11 ] 
f(z) = 66*z^3 - 250/33*z + 1
*
0 | 0.11731043121441144245453917281379798149 | 0.021292823095169821971863133651291205212
f(z) = 66/7*z^3 - 247/21*z + 1
*
[ 1/6 ] 
f(z) = 67*z^3 - 247/36*z + 1
*
[ 4/3 ] 
f(z) = 67/16*z^3 - 259/36*z + 1
*
[ 1/10 ] 
f(z) = 68*z^3 - 242/25*z + 1
*
[ 2/23 ] 
f(z) = 69/8*z^3 - 243/23*z + 1
*
0 | 0.12192183516715341670192335908119425885 | 0.021971555859367100524337586016087930564
f(z) = 69/10*z^3 - 257/30*z + 1
*
[ 3/10 ] 
f(z) = 70*z^3 - 259/30*z + 1
*
[ 1/8 ] 
f(z) = 70*z^3 - 259/32*z + 1
*
[ -3/4 ] 
f(z) = 70/3*z^3 - 259/24*z + 1
*
[ 1/6 ] 
f(z) = 71*z^3 - 251/36*z + 1
*
[ 1/10 ] 
f(z) = 72*z^3 - 243/25*z + 1
*
[ 3/4 ] 
f(z) = 72/5*z^3 - 253/30*z + 1
*
[ 5/6 ] 
f(z) = 72/7*z^3 - 257/35*z + 1
*
[ 1/12 ] 
f(z) = 72/11*z^3 - 243/22*z + 1
*
[ 1/6 ] 
f(z) = 73*z^3 - 253/36*z + 1
*
[ 1/9 ] 
f(z) = 75*z^3 - 241/27*z + 1
*
1/10 | 0.19375997413568575582532088249783950428 | 0.028484082573442975823266598741815766894
f(z) = 75/2*z^3 - 241/24*z + 1
*
[ 1/10 ] 
f(z) = 75/7*z^3 - 255/28*z + 1
*
0 | 0.092993070574076974409824791316871735840 | 0.016954697083907165973647896872895912832
f(z) = 75/8*z^3 - 241/24*z + 1
*
0 | 0.15700896746456168718240883128100637052 | 0.028498439004693409102262791933513679197
f(z) = 75/11*z^3 - 247/33*z + 1
*
[ 1/10 ] 
f(z) = 76*z^3 - 244/25*z + 1
*
[ 1/6 ] 
f(z) = 77*z^3 - 257/36*z + 1
*
[ -4/3 ] 
f(z) = 77/16*z^3 - 245/36*z + 1
*
1/4 | 0.11419362237205638971809625812420952177 | 0.015155569932305498722013828906881407160
f(z) = 78*z^3 - 253/24*z + 1
*
[ 1/9 ] 
f(z) = 78*z^3 - 242/27*z + 1
*
[ -5/6 ] 
f(z) = 78/5*z^3 - 259/30*z + 1
*
2/3 | 0.12892539510252923778309089725919307063 | 0.020968701292341522507406857349432681446
f(z) = 78/5*z^3 - 253/30*z + 1
*
[ 1/6 ] 
f(z) = 79*z^3 - 259/36*z + 1
*
[ -4/3 ] 
f(z) = 79/16*z^3 - 253/36*z + 1
*
[ -11/10 ] 
f(z) = 60/11*z^3 - 258/55*z + 1
*
0 | 0.14631497840648536494653640513785617863 | 0.026480178189604829454317004694959925351
f(z) = 60/11*z^3 - 251/44*z + 1
*
[ 1/6 ] 
f(z) = 60/17*z^3 - 260/51*z + 1
*
1/6 | 0.14423615380273156780932320409111087281 | 0.026085180137041334069826328583424716001
f(z) = 63/10*z^3 - 247/40*z + 1
*
[ 1/6 ] 
f(z) = 64/5*z^3 - 241/45*z + 1
*
-1/2 | 0.12864957580923597182252436237720545193 | 0.017942458982677039309083692113629356051
f(z) = 65/2*z^3 - 253/40*z + 1
*
[ 1/6 ] 
f(z) = 68/5*z^3 - 242/45*z + 1
*
[ 3/17 ] 
f(z) = 68/9*z^3 - 250/51*z + 1
*
[ 6/7 ] 
f(z) = 70/9*z^3 - 247/42*z + 1
*
[ 3/4 ] 
f(z) = 72/7*z^3 - 257/42*z + 1
*
0 | 0.13166761082193900707660270106267281610 | 0.023795109867138198307383614201848194873
f(z) = 75/14*z^3 - 253/42*z + 1
*
14/15 | 0.11576822461622675977024029638979296552 | 0.021107112263233620375570314598502856068
f(z) = 75/14*z^3 - 241/42*z + 1
*
-16/15 | 0.14635702262758031110515308424927109430 | 0.026338231271963720397008048192208666389
f(z) = 75/16*z^3 - 259/48*z + 1
*
0 | 0.16149901843547077988443072772878867120 | 0.029103767179382669877053753585713113528
f(z) = 75/16*z^3 - 257/48*z + 1
*
[ 16/15 ] 
f(z) = 75/16*z^3 - 253/48*z + 1
*
0 | 0.14267822892051399175836065627446555104 | 0.026013402255479708202468163477885476756
f(z) = 75/16*z^3 - 241/48*z + 1
*
-17/15 | 0.16296564785177094480168950775310622603 | 0.029645381253195842238020256562461848764
f(z) = 75/17*z^3 - 244/51*z + 1
*
[ -19/15 ] 
f(z) = 75/19*z^3 - 259/57*z + 1
*
[ 3/8 ] 
f(z) = 76/3*z^3 - 251/48*z + 1
*
[ 1/6 ] 
f(z) = 76/5*z^3 - 244/45*z + 1
*
[ 5/11 ] 
f(z) = 77/5*z^3 - 241/55*z + 1
*
[ 3/4 ] 
f(z) = 77/9*z^3 - 247/48*z + 1
*
6/7 | 0.15811466189317151617448059511872375076 | 0.025138602868542845365038485514705161259
f(z) = 77/12*z^3 - 247/42*z + 1
*
2/11 | 0.19852017223854064819209440324856768554 | 0.028755422936499061169784011802209867155
f(z) = 77/16*z^3 - 249/44*z + 1
*
[ -8/7 ] 
f(z) = 77/16*z^3 - 247/56*z + 1
*
[ 3/4 ] 
f(z) = 79/9*z^3 - 253/48*z + 1
*
[ 1/4 ] 
f(z) = 60/19*z^3 - 243/76*z + 1
*
[ 1/4 ] 
f(z) = 61/4*z^3 - 253/64*z + 1
*
[ 1/4 ] 
f(z) = 62/9*z^3 - 247/72*z + 1
*
[ 1/4 ] 
f(z) = 63/4*z^3 - 255/64*z + 1
*
[ 2/7 ] 
f(z) = 63/5*z^3 - 247/70*z + 1
*
[ 5/7 ] 
f(z) = 63/10*z^3 - 253/70*z + 1
*
[ 5/21 ] 
f(z) = 63/10*z^3 - 249/70*z + 1
*
[ 5/16 ] 
f(z) = 64/3*z^3 - 257/60*z + 1
*
3/16 | 0.16858215186256354752453758162567996840 | 0.025374396035061342523450423511090615813
f(z) = 64/5*z^3 - 247/60*z + 1
*
[ 7/12 ] 
f(z) = 64/7*z^3 - 241/63*z + 1
*
[ -15/16 ] 
f(z) = 64/9*z^3 - 251/60*z + 1
*
[ 3/5 ] 
f(z) = 64/9*z^3 - 242/75*z + 1
*
[ 3/10 ] 
f(z) = 65/3*z^3 - 257/60*z + 1
*
[ 1/4 ] 
f(z) = 65/4*z^3 - 257/64*z + 1
*
-3/5 | 0.19650649478783065167542672561781544249 | 0.028551875061109744271694435708570447429
f(z) = 65/4*z^3 - 251/60*z + 1
*
6/13 | 0.19692569551098588957335945712501421395 | 0.029220338202368467173990083614207447036
f(z) = 65/12*z^3 - 259/78*z + 1
*
[ -6/5 ] 
f(z) = 65/16*z^3 - 241/60*z + 1
*
[ 1/4 ] 
f(z) = 67/4*z^3 - 259/64*z + 1
*
[ 3/5 ] 
f(z) = 67/9*z^3 - 251/75*z + 1
*
[ 3/5 ] 
f(z) = 68/9*z^3 - 254/75*z + 1
*
[ 1/4 ] 
f(z) = 68/19*z^3 - 245/76*z + 1
*
[ 1/4 ] 
f(z) = 70/9*z^3 - 251/72*z + 1
*
[ -7/9 ] 
f(z) = 72/7*z^3 - 248/63*z + 1
*
[ 1/4 ] 
f(z) = 74/9*z^3 - 253/72*z + 1
*
1/3 | 0.18453238339765792977590533810818073784 | 0.026265942214444037127345192717545550466
f(z) = 75/4*z^3 - 257/60*z + 1
*
[ 5/13 ] 
f(z) = 78/5*z^3 - 254/65*z + 1
*
[ 2/3 ] 
f(z) = 78/11*z^3 - 241/66*z + 1
*
[ 1/3 ] 
f(z) = 61/10*z^3 - 241/90*z + 1
*
[ 1/3 ] 
f(z) = 61/11*z^3 - 259/99*z + 1
*
[ 3/8 ] 
f(z) = 62/9*z^3 - 253/96*z + 1
*
[ 1/3 ] 
f(z) = 62/11*z^3 - 260/99*z + 1
*
-7/9 | 0.17079190540693962758117146198830862476 | 0.026937259739605640615389245416188919527
f(z) = 63/10*z^3 - 253/90*z + 1
*
[ 5/9 ] 
f(z) = 63/10*z^3 - 247/90*z + 1
*
[ 6/7 ] 
f(z) = 63/16*z^3 - 257/84*z + 1
*
0 | 0.14765682116530159517072368366241907350 | 0.025529267657744991410229122349970774273
f(z) = 65/18*z^3 - 253/90*z + 1
*
[ 1/3 ] 
f(z) = 67/10*z^3 - 247/90*z + 1
*
[ 2/5 ] 
f(z) = 70/9*z^3 - 247/90*z + 1
*
[ 1/3 ] 
f(z) = 71/10*z^3 - 251/90*z + 1
*
[ 3/4 ] 
f(z) = 71/18*z^3 - 245/96*z + 1
*
13/24 | 0.16316720814262316087949454970304567701 | 0.025670932094431985145209317430225647493
f(z) = 72/11*z^3 - 257/88*z + 1
*
[ 1/3 ] 
f(z) = 73/10*z^3 - 253/90*z + 1
*
[ 3/4 ] 
f(z) = 73/18*z^3 - 251/96*z + 1
*
[ 1/3 ] 
f(z) = 77/10*z^3 - 257/90*z + 1
*
[ 8/11 ] 
f(z) = 77/16*z^3 - 257/88*z + 1
*
[ 1/3 ] 
f(z) = 79/9*z^3 - 241/81*z + 1
*
[ 1/3 ] 
f(z) = 79/10*z^3 - 259/90*z + 1
*
[ 2/3 ] 
f(z) = 69/19*z^3 - 241/114*z + 1
*
[ 13/24 ] 
f(z) = 72/13*z^3 - 257/104*z + 1
*
[ 2/3 ] 
f(z) = 75/17*z^3 - 251/102*z + 1
*
[ 2/3 ] 
f(z) = 75/19*z^3 - 257/114*z + 1
*
[ 2/3 ] 
f(z) = 78/17*z^3 - 259/102*z + 1
*
1/12 | 0.11273996537734750729772357870961252848 | 0.017135683339092786087244881295120855297
f(z) = 60*z^3 - 233/12*z + 1
*
[ -2 ] 
f(z) = 61/6*z^3 - 235/6*z + 1
*
[ 2 ] 
f(z) = 61/10*z^3 - 239/10*z + 1
*
[ -2 ] 
f(z) = 61/10*z^3 - 229/10*z + 1
*
[ 2 ] 
f(z) = 61/14*z^3 - 237/14*z + 1
*
[ -2 ] 
f(z) = 61/14*z^3 - 223/14*z + 1
*
[ -4 ] 
f(z) = 61/16*z^3 - 239/4*z + 1
*
[ 2 ] 
f(z) = 61/18*z^3 - 235/18*z + 1
*
[ 4/3 ] 
f(z) = 63/2*z^3 - 223/4*z + 1
*
[ -2 ] 
f(z) = 63/10*z^3 - 237/10*z + 1
*
[ -9/8 ] 
f(z) = 64/3*z^3 - 226/9*z + 1
*
-15/8 | 0.12886880835151432843299260469129067528 | 0.023659816796360376039472934923275482437
f(z) = 64/15*z^3 - 232/15*z + 1
*
[ -2 ] 
f(z) = 65/14*z^3 - 239/14*z + 1
*
[ -2 ] 
f(z) = 65/18*z^3 - 233/18*z + 1
*
0 | 0.14937369231713038727146434385102517329 | 0.027625105809574540678887533710053395177
f(z) = 66/5*z^3 - 223/15*z + 1
*
[ -2/3 ] 
f(z) = 67/2*z^3 - 223/18*z + 1
*
-1/2 | 0.17833934331605936150370925188926563650 | 0.025286601025496578955021096114793313157
f(z) = 68*z^3 - 239/17*z + 1
*
[ -2/3 ] 
f(z) = 71/2*z^3 - 239/18*z + 1
*
[ -5/6 ] 
f(z) = 72*z^3 - 239/5*z + 1
*
[ -3/4 ] 
f(z) = 72*z^3 - 229/6*z + 1
*
[ 5/4 ] 
f(z) = 72/5*z^3 - 223/10*z + 1
*
0 | 0.14892136269332053779545740988663706536 | 0.027587416483658348929138526532381512107
f(z) = 72/5*z^3 - 221/15*z + 1
*
[ 11/6 ] 
f(z) = 72/11*z^3 - 237/11*z + 1
*
[ -11/6 ] 
f(z) = 72/11*z^3 - 225/11*z + 1
*
0 | 0.15349490263230097260619056586947983399 | 0.028248574831744937986750794626141787147
f(z) = 75/2*z^3 - 229/6*z + 1
*
[ 3 ] 
f(z) = 76/9*z^3 - 226/3*z + 1
*
[ -3 ] 
f(z) = 76/9*z^3 - 224/3*z + 1
*
[ 3 ] 
f(z) = 77/9*z^3 - 229/3*z + 1
*
[ -3 ] 
f(z) = 77/9*z^3 - 227/3*z + 1
*
[ 3/2 ] 
f(z) = 77/9*z^3 - 227/12*z + 1
*
[ 3 ] 
f(z) = 77/18*z^3 - 227/6*z + 1
*
[ -3 ] 
f(z) = 77/18*z^3 - 223/6*z + 1
*
0 | 0.11106752395098189355017244968422538463 | 0.020280884351327262844676021038524701845
f(z) = 78/5*z^3 - 239/15*z + 1
*
[ 3 ] 
f(z) = 79/9*z^3 - 235/3*z + 1
*
[ -3 ] 
f(z) = 79/9*z^3 - 233/3*z + 1
*
[ 3/2 ] 
f(z) = 79/9*z^3 - 233/12*z + 1
*
[ 3 ] 
f(z) = 79/18*z^3 - 233/6*z + 1
*
[ -3 ] 
f(z) = 79/18*z^3 - 229/6*z + 1
*
[ 1/9 ] 
f(z) = 60*z^3 - 236/27*z + 1
*
[ 2/15 ] 
f(z) = 60*z^3 - 227/30*z + 1
*
-7/6 | 0.12726779774236493304075996477172366500 | 0.023459718030996812044098587778361539700
f(z) = 60/7*z^3 - 227/21*z + 1
*
[ 4/3 ] 
f(z) = 61/16*z^3 - 235/36*z + 1
*
[ -3/4 ] 
f(z) = 62/3*z^3 - 223/24*z + 1
*
[ -3/2 ] 
f(z) = 62/15*z^3 - 229/30*z + 1
*
[ 5/21 ] 
f(z) = 63*z^3 - 237/35*z + 1
*
[ 5/7 ] 
f(z) = 63/5*z^3 - 239/35*z + 1
*
-16/21 | 0.17540023036253793578148155398353442261 | 0.028805869220936912301075694129710932959
f(z) = 63/5*z^3 - 221/35*z + 1
*
0 | 0.15706018004817482176322417930576086199 | 0.029095117863716042624076667576919261940
f(z) = 63/8*z^3 - 221/24*z + 1
*
0 | 0.13916255696640833523628021912136196626 | 0.025411025864917272702329162162185209611
f(z) = 63/10*z^3 - 239/30*z + 1
*
0 | 0.15766572083567317917050420083152765371 | 0.025751883381661113329378488159314594896
f(z) = 63/10*z^3 - 228/35*z + 1
*
4/5 | 0.15066575592229556120516748973592747852 | 0.026049500317298155931434255460911098822
f(z) = 65/4*z^3 - 233/20*z + 1
*
-6/5 | 0.11895655362091347835148024407341076712 | 0.019281046856723746480100118489251983049
f(z) = 65/12*z^3 - 239/30*z + 1
*
[ 6/5 ] 
f(z) = 65/12*z^3 - 229/30*z + 1
*
[ 1/9 ] 
f(z) = 66*z^3 - 238/27*z + 1
*
1/12 | 0.16101929887502786874993616022947690539 | 0.021854732349047924197689125948072114244
f(z) = 66*z^3 - 227/24*z + 1
*
2/3 | 0.11991908122214443336077845522140222268 | 0.020048616762990208241016467289835896256
f(z) = 66/5*z^3 - 221/30*z + 1
*
[ 1/9 ] 
f(z) = 69*z^3 - 239/27*z + 1
*
2/3 | 0.17689252072293138104985265380918753355 | 0.029355535202957265579023900484329992625
f(z) = 69/5*z^3 - 229/30*z + 1
*
0 | 0.11173930090493228105582702551339078605 | 0.020403550547784181915875214470383015275
f(z) = 69/8*z^3 - 239/24*z + 1
*
0 | 0.11907875393312348676221591598381608935 | 0.022022373056768678675126613029996652943
f(z) = 69/8*z^3 - 223/24*z + 1
*
0 | 0.11616804602581007815239123779825601272 | 0.021413661997155592223611844707489882699
f(z) = 69/10*z^3 - 227/30*z + 1
*
1/2 | 0.12296215626813557533627852560944190708 | 0.018769752465158997377122611673407127186
f(z) = 70/3*z^3 - 223/30*z + 1
*
[ -4/3 ] 
f(z) = 71/16*z^3 - 221/36*z + 1
*
-3/2 | 0.18634074867889012249310360724117910109 | 0.028682038235952390116664931501393011831
f(z) = 71/18*z^3 - 221/24*z + 1
*
-3/4 | 0.13378666605655356273896793887630998626 | 0.022046355205496477135758774088411117636
f(z) = 72/5*z^3 - 223/30*z + 1
*
[ -17/12 ] 
f(z) = 72/17*z^3 - 231/34*z + 1
*
[ -4/3 ] 
f(z) = 73/16*z^3 - 229/36*z + 1
*
0 | 0.11408416543419749598697822158179745123 | 0.021098676028076489853400352833313217158
f(z) = 74/15*z^3 - 223/30*z + 1
*
0 | 0.12249683982156847687093972661323298991 | 0.022580270680252107871713895752631117650
f(z) = 76/15*z^3 - 227/30*z + 1
*
[ -3/7 ] 
f(z) = 77*z^3 - 227/21*z + 1
*
[ 1/11 ] 
f(z) = 77/2*z^3 - 227/22*z + 1
*
[ 1/7 ] 
f(z) = 77/5*z^3 - 221/35*z + 1
*
[ 3/2 ] 
f(z) = 77/18*z^3 - 223/24*z + 1
*
1/12 | 0.19992904109889389177188564526863004986 | 0.026534218820039186715453081549952663827
f(z) = 78*z^3 - 229/24*z + 1
*
[ 2/3 ] 
f(z) = 78/5*z^3 - 223/30*z + 1
*
0 | 0.14357694523371603492493953934632532110 | 0.026318697322788449512307695954182023538
f(z) = 78/7*z^3 - 227/21*z + 1
*
[ 3/2 ] 
f(z) = 79/18*z^3 - 229/24*z + 1
*
[ 1/5 ] 
f(z) = 60/11*z^3 - 232/55*z + 1
*
[ 1/6 ] 
f(z) = 63/11*z^3 - 227/44*z + 1
*
-8/7 | 0.16469185293209293196836338879916586219 | 0.026694042796697790933201489844648584520
f(z) = 63/16*z^3 - 239/56*z + 1
*
0 | 0.13703093706085994350105949094465481311 | 0.025384736370086101403400004465226180308
f(z) = 63/16*z^3 - 221/48*z + 1
*
[ 9/8 ] 
f(z) = 64/15*z^3 - 238/45*z + 1
*
[ 1/5 ] 
f(z) = 65/11*z^3 - 233/55*z + 1
*
[ 1/6 ] 
f(z) = 66/7*z^3 - 221/42*z + 1
*
[ 3/8 ] 
f(z) = 68/3*z^3 - 233/48*z + 1
*
[ 2/9 ] 
f(z) = 69/4*z^3 - 235/54*z + 1
*
0 | 0.11063369546591988093610945355684092181 | 0.020494694506857675969836207420235163555
f(z) = 69/14*z^3 - 221/42*z + 1
*
0 | 0.098853805659439112945478800287122899175 | 0.018050664397204663603851757426873426460
f(z) = 69/16*z^3 - 239/48*z + 1
*
2/7 | 0.20327411493679012577274639459269987770 | 0.029513257840391603316748157511990245037
f(z) = 70/3*z^3 - 227/42*z + 1
*
1/5 | 0.16803907931427526171343624261495059788 | 0.028685728375999641481196218211353767484
f(z) = 70/9*z^3 - 239/45*z + 1
*
[ 1/5 ] 
f(z) = 70/11*z^3 - 234/55*z + 1
*
[ 3/4 ] 
f(z) = 71/9*z^3 - 229/48*z + 1
*
[ 5/9 ] 
f(z) = 72/5*z^3 - 236/45*z + 1
*
-17/24 | 0.14453461628339341855242656691363289266 | 0.022739485231999548917871137133069411121
f(z) = 72/7*z^3 - 233/56*z + 1
*
1/3 | 0.16648852030357292489944448887417646477 | 0.026193470782926467619792593034146925494
f(z) = 72/7*z^3 - 225/56*z + 1
*
[ 2/5 ] 
f(z) = 73/4*z^3 - 221/50*z + 1
*
[ 3/4 ] 
f(z) = 73/9*z^3 - 235/48*z + 1
*
[ 2/9 ] 
f(z) = 75/4*z^3 - 239/54*z + 1
*
[ 2/3 ] 
f(z) = 75/7*z^3 - 221/42*z + 1
*
[ 1/4 ] 
f(z) = 77/3*z^3 - 221/48*z + 1
*
[ 2/5 ] 
f(z) = 77/4*z^3 - 229/50*z + 1
*
-5/7 | 0.088910805626645952632302300711842443305 | 0.014135902430608075581039944695102175891
f(z) = 77/6*z^3 - 233/42*z + 1
*
[ 2/3 ] 
f(z) = 78/7*z^3 - 229/42*z + 1
*
[ 1/6 ] 
f(z) = 78/7*z^3 - 223/42*z + 1
*
[ 1/4 ] 
f(z) = 79/3*z^3 - 223/48*z + 1
*
[ 2/5 ] 
f(z) = 79/4*z^3 - 233/50*z + 1
*
[ 3/5 ] 
f(z) = 61/9*z^3 - 233/75*z + 1
*
[ 3/5 ] 
f(z) = 62/9*z^3 - 236/75*z + 1
*
13/21 | 0.14379580494881729658988340540529126562 | 0.023615494365734134544346380379880667590
f(z) = 63/10*z^3 - 239/70*z + 1
*
[ 8/9 ] 
f(z) = 63/16*z^3 - 233/72*z + 1
*
[ 3/10 ] 
f(z) = 64/9*z^3 - 223/75*z + 1
*
5/8 | 0.16761673066261697691128830978493611577 | 0.029058148945740393074444567018679685948
f(z) = 64/13*z^3 - 229/65*z + 1
*
[ -19/16 ] 
f(z) = 64/19*z^3 - 221/76*z + 1
*
2/5 | 0.21994374627924882014534220556008660499 | 0.026344434770752305260725735048714091591
f(z) = 65/8*z^3 - 232/65*z + 1
*
[ 4/5 ] 
f(z) = 65/12*z^3 - 223/60*z + 1
*
2/5 | 0.063495234940130829056286028655801109124 | 0.010978069519479288442293430091009901073
f(z) = 65/14*z^3 - 227/70*z + 1
*
[ 3/10 ] 
f(z) = 68/9*z^3 - 226/75*z + 1
*
3/4 | 0.13275971070159343119860915626277975038 | 0.023682554098688267653854499056923786818
f(z) = 68/15*z^3 - 233/60*z + 1
*
[ 6/23 ] 
f(z) = 69/8*z^3 - 236/69*z + 1
*
[ 2/3 ] 
f(z) = 69/13*z^3 - 223/78*z + 1
*
[ 5/12 ] 
f(z) = 72/7*z^3 - 223/70*z + 1
*
[ 2/3 ] 
f(z) = 75/11*z^3 - 233/66*z + 1
*
8/15 | 0.096319151895264376120648799216489251972 | 0.015766123502181106427876886307019851037
f(z) = 75/11*z^3 - 227/66*z + 1
*
[ 2/3 ] 
f(z) = 75/13*z^3 - 239/78*z + 1
*
[ 3/10 ] 
f(z) = 76/9*z^3 - 232/75*z + 1
*
[ 1/4 ] 
f(z) = 76/17*z^3 - 223/68*z + 1
*
[ 3/11 ] 
f(z) = 77/6*z^3 - 239/66*z + 1
*
[ 1/3 ] 
f(z) = 77/8*z^3 - 221/72*z + 1
*
[ 6/11 ] 
f(z) = 77/9*z^3 - 223/66*z + 1
*
[ 1/3 ] 
f(z) = 79/8*z^3 - 223/72*z + 1
*
[ 1/3 ] 
f(z) = 61/9*z^3 - 223/81*z + 1
*
[ 1/3 ] 
f(z) = 62/9*z^3 - 224/81*z + 1
*
[ 13/21 ] 
f(z) = 63/13*z^3 - 225/91*z + 1
*
-6/7 | 0.17483694198216117948685402308392316644 | 0.024324607864583582348239246282116234458
f(z) = 63/16*z^3 - 229/84*z + 1
*
[ 1/3 ] 
f(z) = 64/9*z^3 - 226/81*z + 1
*
[ 11/24 ] 
f(z) = 64/11*z^3 - 238/99*z + 1
*
[ 2/5 ] 
f(z) = 65/9*z^3 - 239/90*z + 1
*
[ 1/3 ] 
f(z) = 65/9*z^3 - 227/81*z + 1
*
[ 3/4 ] 
f(z) = 65/18*z^3 - 227/96*z + 1
*
[ 1/3 ] 
f(z) = 67/9*z^3 - 229/81*z + 1
*
[ 3/4 ] 
f(z) = 67/18*z^3 - 233/96*z + 1
*
[ 1/3 ] 
f(z) = 68/9*z^3 - 230/81*z + 1
*
[ 1/3 ] 
f(z) = 70/9*z^3 - 232/81*z + 1
*
[ 1/3 ] 
f(z) = 71/9*z^3 - 233/81*z + 1
*
[ 11/24 ] 
f(z) = 72/11*z^3 - 225/88*z + 1
*
[ 1/3 ] 
f(z) = 73/9*z^3 - 235/81*z + 1
*
[ 1/3 ] 
f(z) = 74/9*z^3 - 236/81*z + 1
*
[ 1/3 ] 
f(z) = 76/9*z^3 - 238/81*z + 1
*
[ 1/3 ] 
f(z) = 77/9*z^3 - 239/81*z + 1
*
[ 4/7 ] 
f(z) = 77/12*z^3 - 239/84*z + 1
*
-7/8 | 0.14117858783749458266223599093273973628 | 0.023125859052501599010092819704857888132
f(z) = 64/15*z^3 - 223/105*z + 1
*
[ 8/13 ] 
f(z) = 65/16*z^3 - 225/104*z + 1
*
[ 2/3 ] 
f(z) = 66/17*z^3 - 227/102*z + 1
*
[ 2/3 ] 
f(z) = 66/19*z^3 - 233/114*z + 1
*
[ 4/9 ] 
f(z) = 69/16*z^3 - 227/108*z + 1
*
[ 2/3 ] 
f(z) = 69/17*z^3 - 235/102*z + 1
*
[ 2/5 ] 
f(z) = 71/16*z^3 - 221/100*z + 1
*
[ 2/5 ] 
f(z) = 73/16*z^3 - 223/100*z + 1
*
[ 4/9 ] 
f(z) = 75/16*z^3 - 235/108*z + 1
*
[ 3/7 ] 
f(z) = 77/15*z^3 - 239/105*z + 1
*
[ 2/5 ] 
f(z) = 77/16*z^3 - 227/100*z + 1
*
[ 2/5 ] 
f(z) = 79/16*z^3 - 229/100*z + 1
*
[ 1/15 ] 
f(z) = 60*z^3 - 214/15*z + 1
*
[ -2 ] 
f(z) = 61/18*z^3 - 217/18*z + 1
*
[ -4/3 ] 
f(z) = 63/2*z^3 - 217/4*z + 1
*
0 | 0.15842396958439932411897020353453367279 | 0.029762102683497525282242936332850658257
f(z) = 63/4*z^3 - 205/12*z + 1
*
[ 8/3 ] 
f(z) = 63/16*z^3 - 219/8*z + 1
*
[ -8/3 ] 
f(z) = 63/16*z^3 - 213/8*z + 1
*
-1/2 | 0.15051875743073339268768811441022151178 | 0.021715266490608787667010665075195311162
f(z) = 64*z^3 - 209/16*z + 1
*
[ 1/24 ] 
f(z) = 64*z^3 - 208/9*z + 1
*
[ 15/8 ] 
f(z) = 64/15*z^3 - 218/15*z + 1
*
[ -15/8 ] 
f(z) = 64/15*z^3 - 202/15*z + 1
*
[ -2/3 ] 
f(z) = 65/2*z^3 - 215/18*z + 1
*
[ 3 ] 
f(z) = 68/9*z^3 - 202/3*z + 1
*
0 | 0.15647087779647715949684456456031552238 | 0.029134504499650067858181726922839767627
f(z) = 69/2*z^3 - 215/6*z + 1
*
0 | 0.15752047690274856179770296019081217515 | 0.029485327849865527447977802670697760126
f(z) = 69/2*z^3 - 209/6*z + 1
*
0 | 0.10633658003027550902348974522058462080 | 0.019799617749950478401659154668796728623
f(z) = 69/4*z^3 - 215/12*z + 1
*
0 | 0.10552131561621822374648498460854387456 | 0.019699358921028368605316759285301177484
f(z) = 69/5*z^3 - 212/15*z + 1
*
[ 3 ] 
f(z) = 70/9*z^3 - 208/3*z + 1
*
[ -3 ] 
f(z) = 70/9*z^3 - 206/3*z + 1
*
[ 3 ] 
f(z) = 71/9*z^3 - 211/3*z + 1
*
[ -3 ] 
f(z) = 71/9*z^3 - 209/3*z + 1
*
[ 3/2 ] 
f(z) = 71/9*z^3 - 209/12*z + 1
*
[ 3 ] 
f(z) = 71/18*z^3 - 209/6*z + 1
*
[ -3 ] 
f(z) = 71/18*z^3 - 205/6*z + 1
*
[ -5/4 ] 
f(z) = 72/5*z^3 - 207/10*z + 1
*
[ 3 ] 
f(z) = 73/9*z^3 - 217/3*z + 1
*
[ -3 ] 
f(z) = 73/9*z^3 - 215/3*z + 1
*
[ 3/2 ] 
f(z) = 73/9*z^3 - 215/12*z + 1
*
[ 3 ] 
f(z) = 73/18*z^3 - 215/6*z + 1
*
[ -3 ] 
f(z) = 73/18*z^3 - 211/6*z + 1
*
[ 3 ] 
f(z) = 74/9*z^3 - 220/3*z + 1
*
[ -3 ] 
f(z) = 74/9*z^3 - 218/3*z + 1
*
1/20 | 0.17037983538799769321338932722539136702 | 0.024030745975596699050330101492540777550
f(z) = 75*z^3 - 211/16*z + 1
*
1/30 | 0.13204755623534808103534124791909736732 | 0.019411921952441469332578935166105200338
f(z) = 75*z^3 - 205/12*z + 1
*
[ 2/3 ] 
f(z) = 75*z^3 - 203/6*z + 1
*
[ -3/2 ] 
f(z) = 77/9*z^3 - 211/12*z + 1
*
[ 2/3 ] 
f(z) = 78*z^3 - 211/6*z + 1
*
[ -3/2 ] 
f(z) = 79/9*z^3 - 217/12*z + 1
*
1/2 | 0.13814545495141885050947503454341982019 | 0.024219972547207921250855531006469143259
f(z) = 60/7*z^3 - 208/35*z + 1
*
[ -7/6 ] 
f(z) = 60/7*z^3 - 206/21*z + 1
*
1/6 | 0.14162282430696140866171129858112999399 | 0.026654871816677140096999260601954593738
f(z) = 60/11*z^3 - 203/33*z + 1
*
1/6 | 0.17387294153211558784968444992688780707 | 0.023259538601484487298767237011267907635
f(z) = 63*z^3 - 205/28*z + 1
*
[ -4/7 ] 
f(z) = 63/2*z^3 - 211/28*z + 1
*
[ 1/7 ] 
f(z) = 63/5*z^3 - 219/35*z + 1
*
0 | 0.11708132064133670856109671364739838661 | 0.021995322402211182488673814310971345990
f(z) = 63/8*z^3 - 205/24*z + 1
*
[ 4/3 ] 
f(z) = 63/10*z^3 - 219/20*z + 1
*
0 | 0.13481040860350062816893457333819628750 | 0.025234364276986201594701168720963001756
f(z) = 63/10*z^3 - 209/30*z + 1
*
2/9 | 0.18033275154286247978051750215964518797 | 0.026878010356572962083211201694156058475
f(z) = 63/16*z^3 - 205/36*z + 1
*
0 | 0.10107049483693177591399027064493785757 | 0.019022506418085335087163433550963509404
f(z) = 64/15*z^3 - 203/30*z + 1
*
-7/13 | 0.17397937470569297761359989484474849209 | 0.025815504451796299117238200730617687546
f(z) = 65/2*z^3 - 219/26*z + 1
*
[ 4/5 ] 
f(z) = 65/4*z^3 - 213/20*z + 1
*
-6/5 | 0.10731099409682475439722578326702635502 | 0.017780022239573775143551594609406331156
f(z) = 65/12*z^3 - 209/30*z + 1
*
0 | 0.14250739472978862440392166860374159135 | 0.026627648038426076364834387289935090688
f(z) = 66/13*z^3 - 211/39*z + 1
*
[ -4/3 ] 
f(z) = 67/16*z^3 - 205/36*z + 1
*
0 | 0.11105027845429858683597912763135277992 | 0.020749854664434221884993124085295913467
f(z) = 68/15*z^3 - 211/30*z + 1
*
0 | 0.15989375446319887256141359661249414253 | 0.029771835976617062876249074533133199411
f(z) = 69/8*z^3 - 215/24*z + 1
*
0 | 0.11595600904259363210753811961171630771 | 0.021553572758462404412961990380204078968
f(z) = 69/10*z^3 - 217/30*z + 1
*
0 | 0.15710166794713978711281328195205161396 | 0.029201610667116662685177191705411753423
f(z) = 71/15*z^3 - 217/30*z + 1
*
[ 3/2 ] 
f(z) = 71/18*z^3 - 205/24*z + 1
*
[ 3/2 ] 
f(z) = 73/18*z^3 - 211/24*z + 1
*
1/3 | 0.20216591141689071439696345359673660202 | 0.028775860633434264876127768746559336881
f(z) = 75/2*z^3 - 203/30*z + 1
*
13/15 | 0.15271267133389339147540891593022361978 | 0.028196056201568463823509116454089188291
f(z) = 75/11*z^3 - 202/33*z + 1
*
1/7 | 0.17845571794874745307143197367160464297 | 0.028372621295330978067537726901793589784
f(z) = 77/4*z^3 - 207/28*z + 1
*
1/4 | 0.14521434021508012429302071209174672152 | 0.019272583202000211652644572337465514589
f(z) = 78*z^3 - 205/24*z + 1
*
[ 1/4 ] 
f(z) = 61/3*z^3 - 205/48*z + 1
*
[ 8/21 ] 
f(z) = 63/4*z^3 - 219/56*z + 1
*
[ 2/5 ] 
f(z) = 63/4*z^3 - 201/50*z + 1
*
[ 5/9 ] 
f(z) = 63/5*z^3 - 211/45*z + 1
*
[ 1/6 ] 
f(z) = 63/10*z^3 - 207/40*z + 1
*
[ 1/4 ] 
f(z) = 65/3*z^3 - 209/48*z + 1
*
1/5 | 0.098422440999562901165336947308598058478 | 0.017016842296730366560970523778672439978
f(z) = 65/8*z^3 - 213/40*z + 1
*
[ 3/4 ] 
f(z) = 65/9*z^3 - 211/48*z + 1
*
[ 5/11 ] 
f(z) = 66/5*z^3 - 216/55*z + 1
*
[ 1/4 ] 
f(z) = 66/7*z^3 - 201/56*z + 1
*
[ 1/4 ] 
f(z) = 67/3*z^3 - 211/48*z + 1
*
[ 2/5 ] 
f(z) = 67/4*z^3 - 209/50*z + 1
*
[ 3/4 ] 
f(z) = 67/9*z^3 - 217/48*z + 1
*
[ 2/5 ] 
f(z) = 69/4*z^3 - 213/50*z + 1
*
[ 2/3 ] 
f(z) = 69/7*z^3 - 205/42*z + 1
*
1/7 | 0.11291475825840580109816179491405675984 | 0.016394032144732654519006102141488100300
f(z) = 70/3*z^3 - 209/42*z + 1
*
[ 1/4 ] 
f(z) = 71/3*z^3 - 215/48*z + 1
*
[ 2/5 ] 
f(z) = 71/4*z^3 - 217/50*z + 1
*
[ 1/4 ] 
f(z) = 73/3*z^3 - 217/48*z + 1
*
[ 1/4 ] 
f(z) = 74/7*z^3 - 205/56*z + 1
*
[ 4/5 ] 
f(z) = 75/11*z^3 - 203/44*z + 1
*
[ 4/5 ] 
f(z) = 75/13*z^3 - 205/52*z + 1
*
0 | 0.11493286979689310177508456118979350189 | 0.021220594387451531787436910721943960096
f(z) = 75/14*z^3 - 211/42*z + 1
*
-16/15 | 0.15864317472308573489221757376299208094 | 0.029291032835823352244742284654266994384
f(z) = 75/16*z^3 - 211/48*z + 1
*
[ 6/7 ] 
f(z) = 77/12*z^3 - 205/42*z + 1
*
[ 2/11 ] 
f(z) = 77/16*z^3 - 205/44*z + 1
*
[ 1/4 ] 
f(z) = 78/7*z^3 - 207/56*z + 1
*
[ 2/5 ] 
f(z) = 60/7*z^3 - 201/70*z + 1
*
[ 1/4 ] 
f(z) = 60/17*z^3 - 219/68*z + 1
*
[ 1/3 ] 
f(z) = 61/8*z^3 - 205/72*z + 1
*
[ 2/7 ] 
f(z) = 63/10*z^3 - 211/70*z + 1
*
[ 7/24 ] 
f(z) = 64/7*z^3 - 202/63*z + 1
*
[ -7/8 ] 
f(z) = 64/9*z^3 - 208/63*z + 1
*
5/16 | 0.13174097213224166552579431472905604957 | 0.023757755897134522301373610352818613787
f(z) = 64/15*z^3 - 217/60*z + 1
*
-1 | 0.14410485741166771516506147174992578071 | 0.025987420394478024482319899381059288967
f(z) = 64/15*z^3 - 211/60*z + 1
*
-15/16 | 0.057022925021015199502702190524271941145 | 0.010283336393100227226433761664149085411
f(z) = 64/15*z^3 - 209/60*z + 1
*
[ 2/5 ] 
f(z) = 65/7*z^3 - 209/70*z + 1
*
[ 1/3 ] 
f(z) = 65/8*z^3 - 209/72*z + 1
*
[ 6/13 ] 
f(z) = 65/9*z^3 - 211/78*z + 1
*
3/5 | 0.11535475560934868701750112821282250716 | 0.019944371064632271290120845527610860087
f(z) = 65/12*z^3 - 217/60*z + 1
*
[ 2/3 ] 
f(z) = 66/13*z^3 - 215/78*z + 1
*
[ 1/3 ] 
f(z) = 67/8*z^3 - 211/72*z + 1
*
[ 2/3 ] 
f(z) = 69/11*z^3 - 217/66*z + 1
*
[ 1/3 ] 
f(z) = 71/8*z^3 - 215/72*z + 1
*
[ 1/3 ] 
f(z) = 73/8*z^3 - 217/72*z + 1
*
2/3 | 0.18917251368796892259313900696154312874 | 0.026926408371271158180348254690239704695
f(z) = 75/16*z^3 - 203/60*z + 1
*
[ 4/5 ] 
f(z) = 75/17*z^3 - 209/68*z + 1
*
[ 4/5 ] 
f(z) = 75/19*z^3 - 211/76*z + 1
*
[ 1/3 ] 
f(z) = 76/7*z^3 - 202/63*z + 1
*
[ 2/7 ] 
f(z) = 77/10*z^3 - 219/70*z + 1
*
[ 1/3 ] 
f(z) = 79/7*z^3 - 205/63*z + 1
*
[ 3/4 ] 
f(z) = 61/18*z^3 - 215/96*z + 1
*
[ 3/7 ] 
f(z) = 77/12*z^3 - 211/84*z + 1
*
[ 2/3 ] 
f(z) = 60/17*z^3 - 211/102*z + 1
*
[ 2/3 ] 
f(z) = 60/19*z^3 - 217/114*z + 1
*
-4/5 | 0.20875237118031208776353374929540094903 | 0.028480150078305057360026942618869361429
f(z) = 61/16*z^3 - 219/100*z + 1
*
[ 2/5 ] 
f(z) = 61/16*z^3 - 211/100*z + 1
*
[ 2/5 ] 
f(z) = 63/16*z^3 - 213/100*z + 1
*
[ 2/5 ] 
f(z) = 67/16*z^3 - 217/100*z + 1
*
[ 2/5 ] 
f(z) = 69/16*z^3 - 219/100*z + 1
*
[ -2/3 ] 
f(z) = 61/2*z^3 - 199/18*z + 1
*
[ 3 ] 
f(z) = 61/9*z^3 - 181/3*z + 1
*
[ 3 ] 
f(z) = 62/9*z^3 - 184/3*z + 1
*
[ -3 ] 
f(z) = 62/9*z^3 - 182/3*z + 1
*
[ 1/12 ] 
f(z) = 63*z^3 - 183/16*z + 1
*
0 | 0.14114816612621864083765086945172071546 | 0.026716396598231323629469031517129986042
f(z) = 63/4*z^3 - 197/12*z + 1
*
0 | 0.14033651720475411544592660864238211140 | 0.026640147279460385466109327979727655432
f(z) = 63/5*z^3 - 194/15*z + 1
*
1/16 | 0.12620955661919385853731755952147889401 | 0.022760237680913228250479200813863227755
f(z) = 64/3*z^3 - 193/12*z + 1
*
[ 1/16 ] 
f(z) = 64/3*z^3 - 181/12*z + 1
*
[ 7/4 ] 
f(z) = 64/7*z^3 - 193/7*z + 1
*
[ -7/4 ] 
f(z) = 64/7*z^3 - 185/7*z + 1
*
[ 3 ] 
f(z) = 64/9*z^3 - 190/3*z + 1
*
[ -3 ] 
f(z) = 64/9*z^3 - 188/3*z + 1
*
[ 3 ] 
f(z) = 65/9*z^3 - 193/3*z + 1
*
[ -3 ] 
f(z) = 65/9*z^3 - 191/3*z + 1
*
[ 3/2 ] 
f(z) = 65/9*z^3 - 191/12*z + 1
*
[ 3 ] 
f(z) = 65/18*z^3 - 191/6*z + 1
*
[ -3 ] 
f(z) = 65/18*z^3 - 187/6*z + 1
*
[ 3 ] 
f(z) = 67/9*z^3 - 199/3*z + 1
*
[ -3 ] 
f(z) = 67/9*z^3 - 197/3*z + 1
*
[ 3/2 ] 
f(z) = 67/9*z^3 - 197/12*z + 1
*
[ -3/2 ] 
f(z) = 67/9*z^3 - 181/12*z + 1
*
[ 3 ] 
f(z) = 67/18*z^3 - 197/6*z + 1
*
[ -3 ] 
f(z) = 67/18*z^3 - 193/6*z + 1
*
[ -3 ] 
f(z) = 68/9*z^3 - 200/3*z + 1
*
[ 2/3 ] 
f(z) = 69*z^3 - 187/6*z + 1
*
-4/3 | 0.17476892427289995890462170278912675253 | 0.029500570240260851193766697481334820542
f(z) = 69/8*z^3 - 187/12*z + 1
*
[ 4/3 ] 
f(z) = 69/8*z^3 - 181/12*z + 1
*
[ 1/14 ] 
f(z) = 70*z^3 - 187/14*z + 1
*
[ -3/2 ] 
f(z) = 71/9*z^3 - 193/12*z + 1
*
[ 1/24 ] 
f(z) = 72*z^3 - 185/8*z + 1
*
[ 5/3 ] 
f(z) = 72/5*z^3 - 198/5*z + 1
*
[ -5/3 ] 
f(z) = 72/5*z^3 - 192/5*z + 1
*
[ -3/2 ] 
f(z) = 73/9*z^3 - 199/12*z + 1
*
[ 4/5 ] 
f(z) = 75*z^3 - 193/4*z + 1
*
[ -2/3 ] 
f(z) = 75*z^3 - 185/6*z + 1
*
[ -4/5 ] 
f(z) = 75*z^3 - 183/4*z + 1
*
1/15 | 0.12799271882517866037435118581789491912 | 0.023631895518975983926588358293212795692
f(z) = 75/4*z^3 - 181/12*z + 1
*
[ 4/3 ] 
f(z) = 75/8*z^3 - 197/12*z + 1
*
[ 8/5 ] 
f(z) = 75/8*z^3 - 189/8*z + 1
*
-8/5 | 0.14339046830942005841815132203431419627 | 0.027411105142687577222658636830928687540
f(z) = 75/8*z^3 - 187/8*z + 1
*
3/4 | 0.14775589522507542440740209438585031469 | 0.025844880056944938940464087017812704341
f(z) = 76/3*z^3 - 187/12*z + 1
*
3/2 | 0.098865657755891700688443873278134652684 | 0.019018123346281506002930083200794588679
f(z) = 76/15*z^3 - 181/15*z + 1
*
[ -2/3 ] 
f(z) = 78*z^3 - 193/6*z + 1
*
1/5 | 0.16643130097332229060733663725483747730 | 0.022204038376320007620720729470903373751
f(z) = 60*z^3 - 197/30*z + 1
*
7/10 | 0.068062526449085030958576814767426174649 | 0.011932875552584522594630394218178074562
f(z) = 60/7*z^3 - 187/35*z + 1
*
0 | 0.15277780433061642024087495671179992376 | 0.029087938094539744777746432457967888681
f(z) = 60/11*z^3 - 191/33*z + 1
*
[ 1/6 ] 
f(z) = 60/13*z^3 - 200/39*z + 1
*
0 | 0.14919808005947018276491638508893191780 | 0.028240076991145954634076922007263048723
f(z) = 61/15*z^3 - 197/30*z + 1
*
[ -4/3 ] 
f(z) = 61/16*z^3 - 181/36*z + 1
*
0 | 0.094212888880341936917041194655127811910 | 0.017798500558721471169245607350144904589
f(z) = 62/15*z^3 - 199/30*z + 1
*
5/42 | 0.17537006593201710684249497517296225191 | 0.023459813713091210340416168851674871144
f(z) = 63*z^3 - 193/28*z + 1
*
[ 4/21 ] 
f(z) = 63*z^3 - 183/28*z + 1
*
13/21 | 0.18124085056645443161311021379451810952 | 0.029765070593793912396954649725183385019
f(z) = 63/4*z^3 - 197/28*z + 1
*
4/7 | 0.17178237914827635763308385254657033562 | 0.028211711797520636150781724834686304171
f(z) = 63/4*z^3 - 193/28*z + 1
*
0 | 0.086411472056770761857862258980183976110 | 0.016324673321882295622468019915503338266
f(z) = 63/10*z^3 - 199/30*z + 1
*
[ -4/3 ] 
f(z) = 63/10*z^3 - 189/20*z + 1
*
-9/16 | 0.18951694718827235733387777510041347545 | 0.028525428227013388766529332579664858235
f(z) = 64/3*z^3 - 191/36*z + 1
*
-15/16 | 0.15153177799994002312718147914651164593 | 0.027326768082200099669650545594701472087
f(z) = 64/7*z^3 - 197/28*z + 1
*
5/4 | 0.14459407160871404203952178317195621952 | 0.027368634456058270021854669197400868540
f(z) = 64/15*z^3 - 197/30*z + 1
*
[ 1/10 ] 
f(z) = 65*z^3 - 193/20*z + 1
*
[ 2/13 ] 
f(z) = 65*z^3 - 183/26*z + 1
*
[ -4/3 ] 
f(z) = 65/16*z^3 - 197/36*z + 1
*
[ 3/2 ] 
f(z) = 65/18*z^3 - 187/24*z + 1
*
6/5 | 0.13134210031532500570041952711515981709 | 0.020857522657190100805536638917506193892
f(z) = 65/18*z^3 - 181/30*z + 1
*
[ 3/2 ] 
f(z) = 67/18*z^3 - 193/24*z + 1
*
[ 2/3 ] 
f(z) = 69/5*z^3 - 199/30*z + 1
*
0 | 0.14528885753502563542192458509363375029 | 0.027244800104312514807285300494694515095
f(z) = 69/7*z^3 - 200/21*z + 1
*
[ -3/7 ] 
f(z) = 70*z^3 - 200/21*z + 1
*
-3/8 | 0.12667613672495466171552864523031044329 | 0.016992742528947989541710260023265660453
f(z) = 72*z^3 - 187/24*z + 1
*
1/10 | 0.15263807785835001955602391045338382572 | 0.022438873833272832586334080004376427288
f(z) = 75/2*z^3 - 193/24*z + 1
*
[ -8/15 ] 
f(z) = 75/2*z^3 - 187/24*z + 1
*
[ 4/5 ] 
f(z) = 75/7*z^3 - 199/28*z + 1
*
14/15 | 0.21912026820380633838015181350797993341 | 0.029763644955155909090655636827161051420
f(z) = 75/8*z^3 - 194/21*z + 1
*
[ 4/7 ] 
f(z) = 77/4*z^3 - 197/28*z + 1
*
[ -5/7 ] 
f(z) = 77/5*z^3 - 191/35*z + 1
*
[ -3/2 ] 
f(z) = 77/18*z^3 - 191/24*z + 1
*
[ 2/13 ] 
f(z) = 78*z^3 - 191/26*z + 1
*
1/6 | 0.14665574900091553665262707690104304308 | 0.023852403874033062091577720671487770789
f(z) = 78/5*z^3 - 193/30*z + 1
*
[ -3/2 ] 
f(z) = 79/18*z^3 - 197/24*z + 1
*
[ 2/3 ] 
f(z) = 60/7*z^3 - 181/42*z + 1
*
[ 2/5 ] 
f(z) = 61/4*z^3 - 197/50*z + 1
*
[ 3/4 ] 
f(z) = 61/9*z^3 - 199/48*z + 1
*
[ 1/4 ] 
f(z) = 62/7*z^3 - 199/56*z + 1
*
[ 5/6 ] 
f(z) = 63/10*z^3 - 183/40*z + 1
*
[ -8/7 ] 
f(z) = 63/16*z^3 - 183/56*z + 1
*
[ 5/24 ] 
f(z) = 64/5*z^3 - 196/45*z + 1
*
[ 13/16 ] 
f(z) = 64/13*z^3 - 181/52*z + 1
*
[ 4/13 ] 
f(z) = 65/4*z^3 - 197/52*z + 1
*
[ 1/5 ] 
f(z) = 65/9*z^3 - 193/45*z + 1
*
[ 2/3 ] 
f(z) = 66/7*z^3 - 197/42*z + 1
*
[ 3/14 ] 
f(z) = 70/3*z^3 - 199/42*z + 1
*
[ 1/5 ] 
f(z) = 70/9*z^3 - 194/45*z + 1
*
-3/4 | 0.13980476430388298030819615825148124680 | 0.023038061894458406900154422838786749196
f(z) = 72/7*z^3 - 187/42*z + 1
*
[ 7/24 ] 
f(z) = 72/7*z^3 - 185/56*z + 1
*
[ 1/3 ] 
f(z) = 73/6*z^3 - 181/54*z + 1
*
[ 14/15 ] 
f(z) = 75/14*z^3 - 199/42*z + 1
*
-14/15 | 0.10098194791861030326253840677699170599 | 0.018644770299588500290311980399216906931
f(z) = 75/14*z^3 - 193/42*z + 1
*
7/10 | 0.089721336166896490616030777296182652907 | 0.015730146892094530384860799942975220470
f(z) = 75/14*z^3 - 187/56*z + 1
*
0 | 0.14551921592955955093128671146031345021 | 0.026867894817889901503762086168845113809
f(z) = 75/16*z^3 - 193/48*z + 1
*
[ -17/15 ] 
f(z) = 75/17*z^3 - 193/51*z + 1
*
[ 2/7 ] 
f(z) = 77/3*z^3 - 193/42*z + 1
*
[ 4/11 ] 
f(z) = 77/4*z^3 - 189/44*z + 1
*
3/7 | 0.16520629600081535953528977185469168622 | 0.026266099657180451753412267263713383757
f(z) = 77/6*z^3 - 197/42*z + 1
*
2/7 | 0.14175910744686322767399091033555156705 | 0.022538238152218389317611884650576635220
f(z) = 77/6*z^3 - 191/42*z + 1
*
[ 1/3 ] 
f(z) = 77/6*z^3 - 185/54*z + 1
*
[ 2/3 ] 
f(z) = 77/12*z^3 - 181/54*z + 1
*
6/7 | 0.12833961564975746730707002024327306224 | 0.020380719013959235279275165695210497655
f(z) = 77/18*z^3 - 181/42*z + 1
*
[ 1/3 ] 
f(z) = 79/6*z^3 - 187/54*z + 1
*
[ 2/3 ] 
f(z) = 79/12*z^3 - 185/54*z + 1
*
[ 2/3 ] 
f(z) = 60/11*z^3 - 193/66*z + 1
*
[ 2/3 ] 
f(z) = 60/13*z^3 - 199/78*z + 1
*
[ 1/3 ] 
f(z) = 61/7*z^3 - 187/63*z + 1
*
[ 1/3 ] 
f(z) = 62/7*z^3 - 188/63*z + 1
*
4/21 | 0.065840431055824343062508181752259061781 | 0.010812932471776639273807663153266551567
f(z) = 63/10*z^3 - 191/70*z + 1
*
[ 11/21 ] 
f(z) = 63/11*z^3 - 191/77*z + 1
*
[ 1/3 ] 
f(z) = 64/7*z^3 - 190/63*z + 1
*
[ 1/3 ] 
f(z) = 65/7*z^3 - 191/63*z + 1
*
6/13 | 0.18210923010437184228925174481353175353 | 0.021812689902741667877709614079842627644
f(z) = 65/8*z^3 - 197/65*z + 1
*
-4/5 | 0.15510321208824872175917028133136397991 | 0.026816718555413323766658241951759173766
f(z) = 65/12*z^3 - 193/60*z + 1
*
[ 6/13 ] 
f(z) = 65/12*z^3 - 181/78*z + 1
*
[ 1/3 ] 
f(z) = 67/7*z^3 - 193/63*z + 1
*
[ 1/3 ] 
f(z) = 68/7*z^3 - 194/63*z + 1
*
[ 1/4 ] 
f(z) = 68/15*z^3 - 197/60*z + 1
*
[ 1/3 ] 
f(z) = 71/7*z^3 - 197/63*z + 1
*
[ 7/18 ] 
f(z) = 72/7*z^3 - 197/63*z + 1
*
1/2 | 0.13687050688518300942089103121252134497 | 0.022554533279658502301512804209860429111
f(z) = 72/11*z^3 - 185/66*z + 1
*
[ 1/3 ] 
f(z) = 73/7*z^3 - 199/63*z + 1
*
[ 1/3 ] 
f(z) = 74/7*z^3 - 200/63*z + 1
*
2/3 | 0.17910194070369584293933290353895739842 | 0.025492984691367530337211853488015542807
f(z) = 75/16*z^3 - 191/60*z + 1
*
[ 1/4 ] 
f(z) = 76/15*z^3 - 199/60*z + 1
*
[ 3/4 ] 
f(z) = 76/15*z^3 - 191/60*z + 1
*
[ 6/11 ] 
f(z) = 77/12*z^3 - 181/66*z + 1
*
[ 3/11 ] 
f(z) = 77/18*z^3 - 197/66*z + 1
*
[ 5/8 ] 
f(z) = 64/19*z^3 - 182/95*z + 1
*
[ 2/5 ] 
f(z) = 65/18*z^3 - 187/90*z + 1
*
-4/5 | 0.16250242660041409216545281914330733482 | 0.026599417423983917488734816333814080795
f(z) = 75/14*z^3 - 197/84*z + 1
*
2/5 | 0.19203164654387172297848661936225332276 | 0.028230006229457111038643107168914565846
f(z) = 60*z^3 - 169/15*z + 1
*
1/3 | 0.10995276183593342840856407291343060346 | 0.016163831365499850823959937794260348461
f(z) = 60*z^3 - 166/15*z + 1
*
[ 2/3 ] 
f(z) = 60*z^3 - 163/6*z + 1
*
[ -3 ] 
f(z) = 61/9*z^3 - 179/3*z + 1
*
[ 3/2 ] 
f(z) = 61/9*z^3 - 179/12*z + 1
*
[ -3/2 ] 
f(z) = 61/9*z^3 - 163/12*z + 1
*
[ 3 ] 
f(z) = 61/18*z^3 - 179/6*z + 1
*
[ -3 ] 
f(z) = 61/18*z^3 - 175/6*z + 1
*
1/9 | 0.18320438388859326421023958586556112307 | 0.028894952969129059207604292958734485446
f(z) = 63/2*z^3 - 169/18*z + 1
*
-5/3 | 0.14302038041898122104672040675979282551 | 0.027630649770223059110659186498995177118
f(z) = 63/5*z^3 - 177/5*z + 1
*
[ 5/3 ] 
f(z) = 63/5*z^3 - 173/5*z + 1
*
[ -5/3 ] 
f(z) = 63/5*z^3 - 167/5*z + 1
*
[ 5/3 ] 
f(z) = 63/10*z^3 - 171/10*z + 1
*
[ 13/8 ] 
f(z) = 64/13*z^3 - 164/13*z + 1
*
[ 1/13 ] 
f(z) = 65*z^3 - 161/13*z + 1
*
0 | 0.15257499652360151978670223952006568956 | 0.026020565065305065936571854720541970926
f(z) = 65/6*z^3 - 176/15*z + 1
*
-6/5 | 0.17459328013482963680348851217283914209 | 0.024044603758098838372347350235559737950
f(z) = 65/8*z^3 - 178/15*z + 1
*
[ 6/5 ] 
f(z) = 65/8*z^3 - 173/15*z + 1
*
-6/5 | 0.21115642209914833272007551230185887333 | 0.029436885235964795922813493239343882791
f(z) = 65/8*z^3 - 163/15*z + 1
*
[ -3/2 ] 
f(z) = 65/9*z^3 - 175/12*z + 1
*
[ 2/3 ] 
f(z) = 66*z^3 - 179/6*z + 1
*
[ -2/3 ] 
f(z) = 66*z^3 - 161/6*z + 1
*
[ -2/3 ] 
f(z) = 69*z^3 - 169/6*z + 1
*
[ -4/3 ] 
f(z) = 69/8*z^3 - 163/12*z + 1
*
1/12 | 0.14336911813948180531687204662178840185 | 0.027947748309808827981270152814884669854
f(z) = 72/7*z^3 - 169/14*z + 1
*
1/15 | 0.15352659398161381129649753482679071002 | 0.028346334554493594826342420629620824299
f(z) = 75/2*z^3 - 169/6*z + 1
*
[ 1/15 ] 
f(z) = 75/4*z^3 - 169/12*z + 1
*
[ 6/5 ] 
f(z) = 75/4*z^3 - 161/6*z + 1
*
[ -8/5 ] 
f(z) = 75/8*z^3 - 179/8*z + 1
*
[ -4/3 ] 
f(z) = 75/8*z^3 - 179/12*z + 1
*
26/15 | 0.11641130701198396600872243816837528083 | 0.017769787738561242079492721319999270802
f(z) = 75/16*z^3 - 175/12*z + 1
*
-26/15 | 0.11145999522770197466514909252675748726 | 0.017200498262401236311336848302184900865
f(z) = 75/16*z^3 - 163/12*z + 1
*
[ 3/4 ] 
f(z) = 76/3*z^3 - 175/12*z + 1
*
[ 3/2 ] 
f(z) = 76/3*z^3 - 170/3*z + 1
*
[ -3/2 ] 
f(z) = 76/3*z^3 - 166/3*z + 1
*
[ 3/2 ] 
f(z) = 76/15*z^3 - 166/15*z + 1
*
[ 2/3 ] 
f(z) = 77/4*z^3 - 163/18*z + 1
*
[ 1/13 ] 
f(z) = 78*z^3 - 162/13*z + 1
*
[ 2/3 ] 
f(z) = 79/4*z^3 - 167/18*z + 1
*
-2 | 0.073772999796473085312770871446543496203 | 0.012775537496655591216918506486371207909
f(z) = 79/12*z^3 - 161/6*z + 1
*
0 | 0.13818370441544792425630676485861756837 | 0.026609831042936468180410859112267654868
f(z) = 60/7*z^3 - 173/21*z + 1
*
[ 7/10 ] 
f(z) = 60/7*z^3 - 162/35*z + 1
*
[ 1/6 ] 
f(z) = 60/11*z^3 - 170/33*z + 1
*
[ 1/5 ] 
f(z) = 61*z^3 - 161/25*z + 1
*
[ 3/2 ] 
f(z) = 61/18*z^3 - 175/24*z + 1
*
[ 1/5 ] 
f(z) = 62*z^3 - 162/25*z + 1
*
[ -3/7 ] 
f(z) = 63*z^3 - 173/21*z + 1
*
[ 1/5 ] 
f(z) = 63*z^3 - 163/25*z + 1
*
[ 1/7 ] 
f(z) = 63/4*z^3 - 177/28*z + 1
*
[ 4/7 ] 
f(z) = 63/4*z^3 - 165/28*z + 1
*
[ 5/6 ] 
f(z) = 63/5*z^3 - 179/20*z + 1
*
-5/7 | 0.17239644988836524366394809551153329561 | 0.028312560247918010222508170518419814881
f(z) = 63/5*z^3 - 176/35*z + 1
*
[ 1/6 ] 
f(z) = 63/8*z^3 - 167/32*z + 1
*
[ 2/15 ] 
f(z) = 63/8*z^3 - 166/25*z + 1
*
-1 | 0.15445392418736756906051708690569623940 | 0.029466115732716287874826273599654274659
f(z) = 63/10*z^3 - 179/30*z + 1
*
2/9 | 0.18432034114117786790631411023178042988 | 0.028286507012635756934499951884594921590
f(z) = 63/16*z^3 - 169/36*z + 1
*
[ 5/16 ] 
f(z) = 64*z^3 - 169/20*z + 1
*
[ 1/5 ] 
f(z) = 64*z^3 - 164/25*z + 1
*
3/4 | 0.13036945582013872542415708028431887896 | 0.023510420924388368367860375158902316962
f(z) = 64/7*z^3 - 165/28*z + 1
*
-2/5 | 0.18257504968619646245689751235387810276 | 0.025463320183132885052253072076158648695
f(z) = 65*z^3 - 163/20*z + 1
*
[ 2/13 ] 
f(z) = 65/2*z^3 - 163/26*z + 1
*
[ 1/4 ] 
f(z) = 65/2*z^3 - 161/32*z + 1
*
[ 3/13 ] 
f(z) = 65/3*z^3 - 175/39*z + 1
*
[ -4/5 ] 
f(z) = 65/4*z^3 - 163/20*z + 1
*
1/5 | 0.14253290517559946564079884605111225876 | 0.024643363290276159145717010403552745007
f(z) = 65/6*z^3 - 163/30*z + 1
*
[ -6/5 ] 
f(z) = 65/12*z^3 - 179/30*z + 1
*
-6/5 | 0.14745540114503528164000020415858558004 | 0.023860032975458856874695708422125170397
f(z) = 65/18*z^3 - 161/30*z + 1
*
[ 1/5 ] 
f(z) = 66*z^3 - 166/25*z + 1
*
[ 1/6 ] 
f(z) = 66/5*z^3 - 161/30*z + 1
*
[ 1/5 ] 
f(z) = 67*z^3 - 167/25*z + 1
*
[ 1/4 ] 
f(z) = 67/2*z^3 - 163/32*z + 1
*
[ -3/2 ] 
f(z) = 67/18*z^3 - 161/24*z + 1
*
[ 1/5 ] 
f(z) = 68*z^3 - 168/25*z + 1
*
[ 1/5 ] 
f(z) = 69*z^3 - 169/25*z + 1
*
-1/2 | 0.093183474090427216736932140884710050803 | 0.013868625041998867698421681037823329376
f(z) = 69/2*z^3 - 167/24*z + 1
*
[ 1/4 ] 
f(z) = 69/2*z^3 - 165/32*z + 1
*
[ 1/5 ] 
f(z) = 71*z^3 - 171/25*z + 1
*
[ 1/4 ] 
f(z) = 71/2*z^3 - 167/32*z + 1
*
[ -3/2 ] 
f(z) = 71/18*z^3 - 173/24*z + 1
*
1/8 | 0.15872726009225528622683070676454173649 | 0.021292182827846818670758812987407524889
f(z) = 72*z^3 - 179/24*z + 1
*
[ 1/5 ] 
f(z) = 72*z^3 - 172/25*z + 1
*
[ -3/4 ] 
f(z) = 72/5*z^3 - 173/30*z + 1
*
1/2 | 0.15931683549454110645043116548453455655 | 0.026253405134137796984038744670014788884
f(z) = 72/5*z^3 - 163/30*z + 1
*
[ -5/6 ] 
f(z) = 72/7*z^3 - 173/35*z + 1
*
[ 13/12 ] 
f(z) = 72/13*z^3 - 167/26*z + 1
*
[ 1/5 ] 
f(z) = 73*z^3 - 173/25*z + 1
*
[ 1/4 ] 
f(z) = 73/2*z^3 - 169/32*z + 1
*
[ -3/2 ] 
f(z) = 73/18*z^3 - 179/24*z + 1
*
[ 1/5 ] 
f(z) = 74*z^3 - 174/25*z + 1
*
0 | 0.091597702641762596950023193782307422845 | 0.017982370361871121568713751467882786678
f(z) = 74/15*z^3 - 163/30*z + 1
*
[ 1/4 ] 
f(z) = 75/2*z^3 - 171/32*z + 1
*
11/30 | 0.11363349622713483916518024813427809286 | 0.016704925277168488891776127211990310440
f(z) = 75/2*z^3 - 169/24*z + 1
*
[ 14/15 ] 
f(z) = 75/8*z^3 - 173/21*z + 1
*
-14/15 | 0.20014985682061444329031824030166274320 | 0.027186847319359826599658959553048889664
f(z) = 75/8*z^3 - 170/21*z + 1
*
[ 13/15 ] 
f(z) = 75/13*z^3 - 175/39*z + 1
*
[ 1/5 ] 
f(z) = 76*z^3 - 176/25*z + 1
*
0 | 0.12204359321997493218191428185389478183 | 0.023845982956033514836410346462448599961
f(z) = 76/15*z^3 - 167/30*z + 1
*
[ 1/5 ] 
f(z) = 77*z^3 - 177/25*z + 1
*
[ 1/4 ] 
f(z) = 77/2*z^3 - 173/32*z + 1
*
[ 1/7 ] 
f(z) = 77/4*z^3 - 179/28*z + 1
*
-6/7 | 0.14480453205409970320905578588948356841 | 0.023022429300912311443374734569180374991
f(z) = 77/10*z^3 - 163/35*z + 1
*
[ 1/5 ] 
f(z) = 78*z^3 - 178/25*z + 1
*
[ 1/5 ] 
f(z) = 79*z^3 - 179/25*z + 1
*
[ 1/4 ] 
f(z) = 79/2*z^3 - 175/32*z + 1
*
[ 1/4 ] 
f(z) = 60/13*z^3 - 171/52*z + 1
*
[ 1/3 ] 
f(z) = 61/6*z^3 - 169/54*z + 1
*
[ 5/12 ] 
f(z) = 64/5*z^3 - 163/45*z + 1
*
3/32 | 0.17040918421998992461749841294187351474 | 0.024584848499611326214526620972292983405
f(z) = 64/9*z^3 - 179/48*z + 1
*
1/16 | 0.15245757873250790039270399034766421369 | 0.027493724097915980415657788655239571869
f(z) = 64/11*z^3 - 177/44*z + 1
*
[ 1/3 ] 
f(z) = 65/6*z^3 - 173/54*z + 1
*
[ 1/5 ] 
f(z) = 65/8*z^3 - 173/40*z + 1
*
[ 1/3 ] 
f(z) = 67/6*z^3 - 175/54*z + 1
*
[ 2/3 ] 
f(z) = 67/12*z^3 - 161/54*z + 1
*
[ 1/4 ] 
f(z) = 68/13*z^3 - 173/52*z + 1
*
1/3 | 0.12373279345812278680072389213997105923 | 0.023202572319092382653474993644259359425
f(z) = 69/16*z^3 - 167/48*z + 1
*
[ 3/14 ] 
f(z) = 70/9*z^3 - 169/42*z + 1
*
[ 1/3 ] 
f(z) = 71/5*z^3 - 161/45*z + 1
*
[ 1/3 ] 
f(z) = 71/6*z^3 - 179/54*z + 1
*
[ 2/3 ] 
f(z) = 71/12*z^3 - 169/54*z + 1
*
[ 5/24 ] 
f(z) = 72/5*z^3 - 177/40*z + 1
*
[ 5/18 ] 
f(z) = 72/5*z^3 - 167/45*z + 1
*
-5/8 | 0.17033321233711525536326099437865296931 | 0.026798352298278490262604817588174101921
f(z) = 72/5*z^3 - 161/40*z + 1
*
[ 1/3 ] 
f(z) = 73/5*z^3 - 163/45*z + 1
*
[ 2/3 ] 
f(z) = 73/12*z^3 - 173/54*z + 1
*
[ 1/3 ] 
f(z) = 74/5*z^3 - 164/45*z + 1
*
[ -16/15 ] 
f(z) = 75/16*z^3 - 163/48*z + 1
*
3/5 | 0.10450322686415216917011951739124999488 | 0.019294920533898902224930463230864844474
f(z) = 75/16*z^3 - 161/48*z + 1
*
[ 1/3 ] 
f(z) = 76/5*z^3 - 166/45*z + 1
*
[ 1/4 ] 
f(z) = 76/13*z^3 - 175/52*z + 1
*
[ 1/3 ] 
f(z) = 77/5*z^3 - 167/45*z + 1
*
[ -6/7 ] 
f(z) = 77/9*z^3 - 173/42*z + 1
*
[ 1/3 ] 
f(z) = 79/5*z^3 - 169/45*z + 1
*
[ 2/7 ] 
f(z) = 79/8*z^3 - 162/49*z + 1
*
[ 10/21 ] 
f(z) = 63/10*z^3 - 177/70*z + 1
*
[ 5/8 ] 
f(z) = 64/13*z^3 - 164/65*z + 1
*
3/16 | 0.061280071142059433472845053935600656692 | 0.011051056842746502612773409879439090694
f(z) = 64/15*z^3 - 169/60*z + 1
*
-15/16 | 0.15371986959343781141545540717019163341 | 0.027721361693568860766279831496399149959
f(z) = 64/15*z^3 - 161/60*z + 1
*
[ 3/10 ] 
f(z) = 65/9*z^3 - 179/60*z + 1
*
[ 3/4 ] 
f(z) = 68/15*z^3 - 173/60*z + 1
*
[ 5/8 ] 
f(z) = 64/17*z^3 - 176/85*z + 1
*
[ -2/3 ] 
f(z) = 60*z^3 - 145/6*z + 1
*
[ 1/21 ] 
f(z) = 63*z^3 - 141/7*z + 1
*
[ 2/21 ] 
f(z) = 63*z^3 - 141/14*z + 1
*
-5/9 | 0.16864361303425769616861819118153776438 | 0.026598431564454925736970869084636886636
f(z) = 63/2*z^3 - 157/18*z + 1
*
[ 1/9 ] 
f(z) = 63/2*z^3 - 151/18*z + 1
*
[ -5/3 ] 
f(z) = 63/10*z^3 - 159/10*z + 1
*
3/32 | 0.18599994719776182145298813980610840593 | 0.026834120142782002574128000571199639100
f(z) = 64*z^3 - 153/16*z + 1
*
[ 3/2 ] 
f(z) = 64/3*z^3 - 143/3*z + 1
*
[ -13/8 ] 
f(z) = 64/13*z^3 - 148/13*z + 1
*
3/2 | 0.085323642538748532804494734518055418252 | 0.016939536516159150184614727278016820964
f(z) = 64/15*z^3 - 154/15*z + 1
*
[ -6/5 ] 
f(z) = 65/8*z^3 - 148/15*z + 1
*
[ 2/3 ] 
f(z) = 67/4*z^3 - 143/18*z + 1
*
[ 3/4 ] 
f(z) = 68/3*z^3 - 157/12*z + 1
*
[ 3/2 ] 
f(z) = 68/3*z^3 - 152/3*z + 1
*
[ -3/2 ] 
f(z) = 68/3*z^3 - 148/3*z + 1
*
[ 3/2 ] 
f(z) = 68/15*z^3 - 148/15*z + 1
*
-3/2 | 0.078649182434496093290560659740011720266 | 0.015847601183190211290310655048500724262
f(z) = 68/15*z^3 - 143/15*z + 1
*
0 | 0.14530049537038183466385503324581475139 | 0.029037181153950924801779835380151611471
f(z) = 70/3*z^3 - 149/6*z + 1
*
0 | 0.13514784487902199164896546815443265734 | 0.027231931472322601082054083166217805742
f(z) = 70/3*z^3 - 143/6*z + 1
*
0 | 0.14462369108043157317578181085386594237 | 0.028901927046778329100617506015692508009
f(z) = 70/9*z^3 - 149/18*z + 1
*
[ 2/3 ] 
f(z) = 71/4*z^3 - 151/18*z + 1
*
-2 | 0.092379198088400198494099128523731014605 | 0.016332979462890976673225443678823559559
f(z) = 71/4*z^3 - 143/2*z + 1
*
[ 2 ] 
f(z) = 71/4*z^3 - 141/2*z + 1
*
-2 | 0.071748218294797667438214325931444497946 | 0.012654272509321299607341650873395470834
f(z) = 71/12*z^3 - 145/6*z + 1
*
[ 1/18 ] 
f(z) = 72*z^3 - 155/9*z + 1
*
[ 1/12 ] 
f(z) = 72/7*z^3 - 155/14*z + 1
*
[ 2/3 ] 
f(z) = 73/4*z^3 - 155/18*z + 1
*
-2 | 0.092897166682951544356710956008098759346 | 0.016344833799429606864108953416467052399
f(z) = 73/4*z^3 - 147/2*z + 1
*
[ 2 ] 
f(z) = 73/4*z^3 - 145/2*z + 1
*
[ -2 ] 
f(z) = 73/4*z^3 - 143/2*z + 1
*
-2 | 0.072275680277881430549834396362707712713 | 0.012686412896168799328769901160226957491
f(z) = 73/12*z^3 - 149/6*z + 1
*
[ 2 ] 
f(z) = 73/12*z^3 - 143/6*z + 1
*
0 | 0.14806452605799164042961481342686537653 | 0.029283490510167546084206081957582085869
f(z) = 74/3*z^3 - 157/6*z + 1
*
0 | 0.13844619153602032406128827550357546418 | 0.027593874776557989096806351892169934298
f(z) = 74/3*z^3 - 151/6*z + 1
*
0 | 0.14895247087009062691327685660305497153 | 0.029459103968508466062705768168752103125
f(z) = 74/9*z^3 - 157/18*z + 1
*
4/5 | 0.13719441434702105569218950283649244805 | 0.025330847687236600172703947145914272824
f(z) = 75/2*z^3 - 151/6*z + 1
*
-2 | 0.093401032021763613918399110111340675363 | 0.016356225504253242009533906663345667210
f(z) = 75/4*z^3 - 151/2*z + 1
*
[ -6/5 ] 
f(z) = 75/4*z^3 - 151/6*z + 1
*
[ 2 ] 
f(z) = 75/4*z^3 - 149/2*z + 1
*
[ -2 ] 
f(z) = 75/4*z^3 - 147/2*z + 1
*
[ 1/10 ] 
f(z) = 75/4*z^3 - 147/16*z + 1
*
[ 7/5 ] 
f(z) = 75/7*z^3 - 145/7*z + 1
*
[ 7/5 ] 
f(z) = 75/14*z^3 - 143/14*z + 1
*
[ -3/4 ] 
f(z) = 76/3*z^3 - 143/12*z + 1
*
[ -3/2 ] 
f(z) = 76/15*z^3 - 146/15*z + 1
*
-2 | 0.093891542252196137184846476833884416594 | 0.016367185382367562974978904466213640604
f(z) = 77/4*z^3 - 155/2*z + 1
*
[ 2 ] 
f(z) = 77/4*z^3 - 153/2*z + 1
*
[ -2 ] 
f(z) = 77/4*z^3 - 151/2*z + 1
*
-2 | 0.073286267073420639786242636164863096636 | 0.012746783400098946418897675051415117943
f(z) = 77/12*z^3 - 157/6*z + 1
*
[ 2 ] 
f(z) = 77/12*z^3 - 151/6*z + 1
*
[ -2 ] 
f(z) = 77/12*z^3 - 145/6*z + 1
*
-2 | 0.094369387491201850261722622996673399617 | 0.016377741401824992578850185649815041226
f(z) = 79/4*z^3 - 159/2*z + 1
*
[ 2 ] 
f(z) = 79/4*z^3 - 157/2*z + 1
*
[ -2 ] 
f(z) = 79/4*z^3 - 155/2*z + 1
*
[ 2 ] 
f(z) = 79/12*z^3 - 155/6*z + 1
*
[ -2 ] 
f(z) = 79/12*z^3 - 149/6*z + 1
*
[ 1/5 ] 
f(z) = 60/7*z^3 - 152/35*z + 1
*
1/10 | 0.15382813769975200241611408798240118940 | 0.026969495836010837091435279137847469972
f(z) = 60/7*z^3 - 143/35*z + 1
*
[ 1/4 ] 
f(z) = 61/2*z^3 - 157/32*z + 1
*
[ -3/2 ] 
f(z) = 61/18*z^3 - 143/24*z + 1
*
1/7 | 0.15569187075992776246297556851870687412 | 0.021661004024681902165444488803796470024
f(z) = 63*z^3 - 146/21*z + 1
*
[ 1/4 ] 
f(z) = 63/2*z^3 - 159/32*z + 1
*
[ 4/21 ] 
f(z) = 63/2*z^3 - 151/28*z + 1
*
[ 4/9 ] 
f(z) = 63/4*z^3 - 157/36*z + 1
*
-13/21 | 0.10973388725245220750065574534416836485 | 0.018021527102704980528994635188151606447
f(z) = 63/4*z^3 - 141/28*z + 1
*
11/21 | 0.13793149270657753899916537503579667490 | 0.022652402064364060694305898843945730679
f(z) = 63/5*z^3 - 156/35*z + 1
*
[ -5/7 ] 
f(z) = 63/5*z^3 - 141/35*z + 1
*
4/21 | 0.17980177715873636288654465706333749035 | 0.028078346810867491004568884184437556601
f(z) = 63/16*z^3 - 151/28*z + 1
*
[ 1/6 ] 
f(z) = 64/3*z^3 - 151/27*z + 1
*
-13/16 | 0.089613003700850365404893132765955060736 | 0.016160529504797643383186549471210441010
f(z) = 64/5*z^3 - 149/20*z + 1
*
[ 5/8 ] 
f(z) = 64/7*z^3 - 146/35*z + 1
*
0 | 0.14650036222361590246295100161444438398 | 0.029603449241587838894725437577010641233
f(z) = 64/13*z^3 - 141/26*z + 1
*
0 | 0.11141054209702843384901317579669660029 | 0.022448928063902293474461915979869296964
f(z) = 64/15*z^3 - 143/30*z + 1
*
[ 2/5 ] 
f(z) = 65/3*z^3 - 149/30*z + 1
*
[ 2/13 ] 
f(z) = 65/4*z^3 - 153/26*z + 1
*
[ 1/5 ] 
f(z) = 65/7*z^3 - 153/35*z + 1
*
[ 3/13 ] 
f(z) = 65/9*z^3 - 145/39*z + 1
*
[ -3/2 ] 
f(z) = 65/18*z^3 - 155/24*z + 1
*
[ 6/5 ] 
f(z) = 65/18*z^3 - 151/30*z + 1
*
[ 2/11 ] 
f(z) = 66*z^3 - 147/22*z + 1
*
[ 1/6 ] 
f(z) = 68/3*z^3 - 152/27*z + 1
*
0 | 0.13097064938606940719999737769415132747 | 0.026103915596865004382679316022503082034
f(z) = 68/15*z^3 - 151/30*z + 1
*
[ 1/6 ] 
f(z) = 69/2*z^3 - 143/24*z + 1
*
1/7 | 0.16427430209669860833479915671910025724 | 0.026519785471677522235164573620981664480
f(z) = 70/3*z^3 - 157/21*z + 1
*
[ 2/5 ] 
f(z) = 70/3*z^3 - 157/30*z + 1
*
[ 1/3 ] 
f(z) = 71/4*z^3 - 143/36*z + 1
*
11/12 | 0.13590701696032221850686666338829094956 | 0.027308476602210191596836062880294405735
f(z) = 72/11*z^3 - 145/22*z + 1
*
-13/12 | 0.14258695169681790793024568294355224357 | 0.028650709295825565788820867780545018950
f(z) = 72/13*z^3 - 145/26*z + 1
*
[ 1/3 ] 
f(z) = 73/4*z^3 - 145/36*z + 1
*
[ 8/15 ] 
f(z) = 75/4*z^3 - 149/24*z + 1
*
[ 7/10 ] 
f(z) = 75/7*z^3 - 159/28*z + 1
*
-14/15 | 0.14708387725865541114069282205670830416 | 0.027156785571920056412868956762522783421
f(z) = 75/13*z^3 - 157/39*z + 1
*
0 | 0.17185523882775944425632844432193992171 | 0.029858050004755380283699401726218774785
f(z) = 75/14*z^3 - 158/21*z + 1
*
[ 1/6 ] 
f(z) = 76/3*z^3 - 154/27*z + 1
*
[ 2/11 ] 
f(z) = 77*z^3 - 155/22*z + 1
*
1/7 | 0.18142991053201076128514709287032656551 | 0.028845487285809061701138065304107275595
f(z) = 77/3*z^3 - 158/21*z + 1
*
[ 3/11 ] 
f(z) = 77/3*z^3 - 151/33*z + 1
*
[ 1/3 ] 
f(z) = 77/4*z^3 - 149/36*z + 1
*
[ 6/7 ] 
f(z) = 77/8*z^3 - 152/21*z + 1
*
-6/7 | 0.20749387867126851039942901135255628130 | 0.028084010701055305668459453107970928565
f(z) = 77/8*z^3 - 145/21*z + 1
*
1/2 | 0.16085997691042461586129326439551166197 | 0.026162609802709665322700132552568298382
f(z) = 78/5*z^3 - 157/30*z + 1
*
[ 1/3 ] 
f(z) = 79/4*z^3 - 151/36*z + 1
*
[ 1/4 ] 
f(z) = 60/11*z^3 - 147/44*z + 1
*
[ 1/3 ] 
f(z) = 61/5*z^3 - 151/45*z + 1
*
[ 2/7 ] 
f(z) = 61/8*z^3 - 153/49*z + 1
*
[ 2/3 ] 
f(z) = 61/12*z^3 - 149/54*z + 1
*
[ 1/3 ] 
f(z) = 62/5*z^3 - 152/45*z + 1
*
[ 1/4 ] 
f(z) = 62/5*z^3 - 151/40*z + 1
*
[ 8/21 ] 
f(z) = 63/8*z^3 - 155/56*z + 1
*
[ 1/3 ] 
f(z) = 64/5*z^3 - 154/45*z + 1
*
[ 5/8 ] 
f(z) = 64/9*z^3 - 152/45*z + 1
*
[ 5/8 ] 
f(z) = 64/11*z^3 - 158/55*z + 1
*
[ 11/16 ] 
f(z) = 64/11*z^3 - 141/44*z + 1
*
[ -9/8 ] 
f(z) = 64/15*z^3 - 158/45*z + 1
*
[ 4/13 ] 
f(z) = 65/8*z^3 - 157/52*z + 1
*
[ 2/7 ] 
f(z) = 65/8*z^3 - 155/49*z + 1
*
[ 2/3 ] 
f(z) = 65/12*z^3 - 157/54*z + 1
*
[ 1/4 ] 
f(z) = 66/5*z^3 - 153/40*z + 1
*
[ 1/3 ] 
f(z) = 67/5*z^3 - 157/45*z + 1
*
[ 2/7 ] 
f(z) = 67/8*z^3 - 156/49*z + 1
*
[ 1/3 ] 
f(z) = 68/5*z^3 - 158/45*z + 1
*
[ 1/4 ] 
f(z) = 68/11*z^3 - 149/44*z + 1
*
[ 2/7 ] 
f(z) = 69/8*z^3 - 157/49*z + 1
*
[ -6/7 ] 
f(z) = 70/9*z^3 - 149/42*z + 1
*
[ 2/7 ] 
f(z) = 71/8*z^3 - 158/49*z + 1
*
[ -3/4 ] 
f(z) = 72/7*z^3 - 145/42*z + 1
*
[ 2/7 ] 
f(z) = 73/8*z^3 - 159/49*z + 1
*
[ 1/4 ] 
f(z) = 74/5*z^3 - 157/40*z + 1
*
[ 2/7 ] 
f(z) = 75/8*z^3 - 160/49*z + 1
*
7/15 | 0.12308046596611325377817346571653776487 | 0.022724923252164597145047109330873184385
f(z) = 75/16*z^3 - 145/48*z + 1
*
[ 1/4 ] 
f(z) = 76/11*z^3 - 151/44*z + 1
*
[ 3/7 ] 
f(z) = 77/6*z^3 - 155/42*z + 1
*
[ 2/7 ] 
f(z) = 77/6*z^3 - 149/42*z + 1
*
[ 1/4 ] 
f(z) = 78/5*z^3 - 159/40*z + 1
*
[ 5/16 ] 
f(z) = 64/15*z^3 - 157/60*z + 1
*
[ -17/16 ] 
f(z) = 64/17*z^3 - 157/68*z + 1
*
[ 3/5 ] 
f(z) = 65/12*z^3 - 157/60*z + 1
*
[ 2/5 ] 
f(z) = 65/14*z^3 - 157/70*z + 1
*
[ 6/13 ] 
f(z) = 65/18*z^3 - 151/78*z + 1
*
[ 1/2 ] 
f(z) = 65/19*z^3 - 141/76*z + 1
*
[ 1/2 ] 
f(z) = 67/19*z^3 - 143/76*z + 1
*
[ 1/2 ] 
f(z) = 69/19*z^3 - 145/76*z + 1
*
[ 1/2 ] 
f(z) = 71/18*z^3 - 143/72*z + 1
*
[ 1/2 ] 
f(z) = 71/19*z^3 - 147/76*z + 1
*
[ 1/2 ] 
f(z) = 73/17*z^3 - 141/68*z + 1
*
[ 1/2 ] 
f(z) = 73/18*z^3 - 145/72*z + 1
*
[ 1/2 ] 
f(z) = 73/19*z^3 - 149/76*z + 1
*
[ 1/2 ] 
f(z) = 75/17*z^3 - 143/68*z + 1
*
[ 1/2 ] 
f(z) = 75/19*z^3 - 151/76*z + 1
*
-3/4 | 0.13559966195205831672517864624924152201 | 0.023718559544272413382981546279492883027
f(z) = 76/15*z^3 - 151/60*z + 1
*
[ 1/2 ] 
f(z) = 77/16*z^3 - 141/64*z + 1
*
[ 1/2 ] 
f(z) = 77/17*z^3 - 145/68*z + 1
*
[ 1/2 ] 
f(z) = 77/18*z^3 - 149/72*z + 1
*
[ 1/2 ] 
f(z) = 77/19*z^3 - 153/76*z + 1
*
[ 1/2 ] 
f(z) = 79/16*z^3 - 143/64*z + 1
*
[ 1/2 ] 
f(z) = 79/17*z^3 - 147/68*z + 1
*
[ 1/2 ] 
f(z) = 79/18*z^3 - 151/72*z + 1
*
[ 1/2 ] 
f(z) = 79/19*z^3 - 155/76*z + 1
*
[ 1/12 ] 
f(z) = 60*z^3 - 137/12*z + 1
*
1/3 | 0.10697420122285649770676318851877396118 | 0.015725961950873094187551635219639073798
f(z) = 60*z^3 - 136/15*z + 1
*
[ 1/8 ] 
f(z) = 60*z^3 - 127/16*z + 1
*
1/12 | 0.17897194285085743865495990956247711958 | 0.027202478987905632588433601668496665921
f(z) = 60*z^3 - 125/12*z + 1
*
1/10 | 0.11286724450285579998016677304969755153 | 0.016592280870170772374099271122670482306
f(z) = 60*z^3 - 124/15*z + 1
*
3/10 | 0.12962039154448168640378079323668259442 | 0.019055111626767243652986689475736794398
f(z) = 60*z^3 - 121/15*z + 1
*
[ 2/3 ] 
f(z) = 61/4*z^3 - 131/18*z + 1
*
-2 | 0.089546624213297238019570212656177557586 | 0.016265437172828130031550987653239847655
f(z) = 61/4*z^3 - 123/2*z + 1
*
[ 2 ] 
f(z) = 61/4*z^3 - 121/2*z + 1
*
-2 | 0.068855658008318607918419807687307216579 | 0.012470550644588746276702097387252642890
f(z) = 61/12*z^3 - 125/6*z + 1
*
[ 1/6 ] 
f(z) = 62*z^3 - 121/18*z + 1
*
0 | 0.13931970941976415642831956168811175618 | 0.028488704132750556255101900172359364667
f(z) = 62/3*z^3 - 133/6*z + 1
*
0 | 0.12789257863188482654493767880241224866 | 0.026401246762205964309904859209276256357
f(z) = 62/3*z^3 - 127/6*z + 1
*
0 | 0.13438227651550386721061580674205276533 | 0.027479076236090414073479145471560476882
f(z) = 62/9*z^3 - 133/18*z + 1
*
[ 2/21 ] 
f(z) = 63/2*z^3 - 137/14*z + 1
*
11/21 | 0.13504351359036265309386781733788232842 | 0.022178111075335514427050219010845814714
f(z) = 63/2*z^3 - 135/14*z + 1
*
[ 2/21 ] 
f(z) = 63/4*z^3 - 135/14*z + 1
*
-2 | 0.090148892577023490342055610437130817392 | 0.016280196973834180693196901142926739988
f(z) = 63/4*z^3 - 127/2*z + 1
*
[ 2 ] 
f(z) = 63/4*z^3 - 125/2*z + 1
*
[ -2 ] 
f(z) = 63/4*z^3 - 123/2*z + 1
*
[ 5/8 ] 
f(z) = 64*z^3 - 128/5*z + 1
*
[ -3/2 ] 
f(z) = 64/3*z^3 - 139/3*z + 1
*
0 | 0.14372821422247185122674432398225318196 | 0.029213164926707454967566979015355554865
f(z) = 64/3*z^3 - 137/6*z + 1
*
[ 5/8 ] 
f(z) = 64/3*z^3 - 134/15*z + 1
*
0 | 0.13265129626188488368343856244898082214 | 0.027209420966530930842613845225032048687
f(z) = 64/3*z^3 - 131/6*z + 1
*
3/16 | 0.12104611491351117243896180198049260425 | 0.021829078713074770527933847618423340894
f(z) = 64/3*z^3 - 121/12*z + 1
*
0 | 0.14004553132833396391721816790723033221 | 0.028464649241452430768248107133345463901
f(z) = 64/9*z^3 - 137/18*z + 1
*
-11/8 | 0.13254190350709879977999549840529541622 | 0.027496713978877761710775303831230931576
f(z) = 64/11*z^3 - 124/11*z + 1
*
[ 3/2 ] 
f(z) = 64/15*z^3 - 139/15*z + 1
*
[ 1/8 ] 
f(z) = 64/19*z^3 - 134/19*z + 1
*
[ 3/5 ] 
f(z) = 65/3*z^3 - 127/15*z + 1
*
[ 2/3 ] 
f(z) = 65/4*z^3 - 139/18*z + 1
*
-2 | 0.090732172998312602182606155086138738963 | 0.016294281529641032660666736113561484809
f(z) = 65/4*z^3 - 131/2*z + 1
*
[ 2 ] 
f(z) = 65/4*z^3 - 129/2*z + 1
*
[ -2 ] 
f(z) = 65/4*z^3 - 127/2*z + 1
*
-2 | 0.070068457180474247846291202835285915911 | 0.012549208113609903989530450450022776075
f(z) = 65/12*z^3 - 133/6*z + 1
*
[ 2 ] 
f(z) = 65/12*z^3 - 127/6*z + 1
*
[ -2 ] 
f(z) = 65/12*z^3 - 121/6*z + 1
*
-2 | 0.091297627198701661125598520371421314435 | 0.016307743122498738604158880655226930549
f(z) = 67/4*z^3 - 135/2*z + 1
*
[ 2 ] 
f(z) = 67/4*z^3 - 133/2*z + 1
*
[ -2 ] 
f(z) = 67/4*z^3 - 131/2*z + 1
*
-2 | 0.070644574762950409399597071820307454356 | 0.012585598159171304951787520051129122588
f(z) = 67/12*z^3 - 137/6*z + 1
*
[ 2 ] 
f(z) = 67/12*z^3 - 131/6*z + 1
*
[ -2 ] 
f(z) = 67/12*z^3 - 125/6*z + 1
*
[ 1/8 ] 
f(z) = 68*z^3 - 129/16*z + 1
*
-3/4 | 0.15625635517239471490683049924502271350 | 0.027874040739301421065987259954918571489
f(z) = 68/3*z^3 - 137/12*z + 1
*
[ -3/4 ] 
f(z) = 68/3*z^3 - 125/12*z + 1
*
[ -3/2 ] 
f(z) = 68/15*z^3 - 128/15*z + 1
*
-2 | 0.091846313361082193010483985950552256572 | 0.016320628469042166314628021301109639209
f(z) = 69/4*z^3 - 139/2*z + 1
*
[ 2 ] 
f(z) = 69/4*z^3 - 137/2*z + 1
*
[ -2 ] 
f(z) = 69/4*z^3 - 135/2*z + 1
*
[ 2/5 ] 
f(z) = 70*z^3 - 127/10*z + 1
*
[ 1/6 ] 
f(z) = 70*z^3 - 125/18*z + 1
*
[ 3/5 ] 
f(z) = 70/3*z^3 - 136/15*z + 1
*
[ -2 ] 
f(z) = 71/4*z^3 - 139/2*z + 1
*
[ 2 ] 
f(z) = 71/12*z^3 - 139/6*z + 1
*
[ -2 ] 
f(z) = 71/12*z^3 - 133/6*z + 1
*
[ 5/12 ] 
f(z) = 72*z^3 - 139/10*z + 1
*
1/4 | 0.14977766314005722777235845203772930037 | 0.020898126354619747635505618174416637331
f(z) = 72*z^3 - 139/18*z + 1
*
-7/18 | 0.12964365541270181383618938240832254776 | 0.018088875437694251669897094488750744175
f(z) = 72*z^3 - 133/18*z + 1
*
[ 2/9 ] 
f(z) = 72*z^3 - 127/18*z + 1
*
11/12 | 0.083727742183204671818031195555154669236 | 0.016847261081286071664594456372072219424
f(z) = 72/5*z^3 - 131/10*z + 1
*
[ 1/4 ] 
f(z) = 73*z^3 - 121/16*z + 1
*
[ -2 ] 
f(z) = 73/12*z^3 - 137/6*z + 1
*
[ 1/6 ] 
f(z) = 74*z^3 - 127/18*z + 1
*
4/15 | 0.16521392946459227001335386766277506800 | 0.024287612703008241467132076259295327641
f(z) = 75*z^3 - 127/12*z + 1
*
[ 1/4 ] 
f(z) = 75*z^3 - 123/16*z + 1
*
1/10 | 0.11959851442935289409614119350648398912 | 0.020968281129367887917914689474503242792
f(z) = 75/2*z^3 - 139/8*z + 1
*
[ -7/5 ] 
f(z) = 75/7*z^3 - 135/7*z + 1
*
[ -7/5 ] 
f(z) = 75/14*z^3 - 123/14*z + 1
*
22/15 | 0.087552158625732645741751519528240586155 | 0.014052230050337502452251909140048240382
f(z) = 75/16*z^3 - 127/12*z + 1
*
[ 1/8 ] 
f(z) = 76*z^3 - 131/16*z + 1
*
[ 1/4 ] 
f(z) = 77*z^3 - 125/16*z + 1
*
[ 2/7 ] 
f(z) = 77*z^3 - 123/14*z + 1
*
[ 1/4 ] 
f(z) = 79*z^3 - 127/16*z + 1
*
1/6 | 0.087587541277331592225552707922841532032 | 0.016866602937845856985814009543873642425
f(z) = 60/7*z^3 - 131/21*z + 1
*
[ 1/3 ] 
f(z) = 61/4*z^3 - 133/36*z + 1
*
0 | 0.10924037074484014787786279337552042177 | 0.022138199983464552962109462969120493942
f(z) = 62/15*z^3 - 139/30*z + 1
*
[ 4/21 ] 
f(z) = 63/4*z^3 - 135/28*z + 1
*
1/3 | 0.10812733504540956088054373091699641383 | 0.017757684046871901386540160800724750581
f(z) = 63/4*z^3 - 121/28*z + 1
*
[ 5/21 ] 
f(z) = 63/5*z^3 - 137/35*z + 1
*
-13/21 | 0.13791052517777852388734847339918012645 | 0.022648958580332014304637072810613001239
f(z) = 63/5*z^3 - 134/35*z + 1
*
[ -5/6 ] 
f(z) = 63/5*z^3 - 131/20*z + 1
*
[ 4/21 ] 
f(z) = 63/8*z^3 - 127/28*z + 1
*
[ 6/7 ] 
f(z) = 63/8*z^3 - 125/21*z + 1
*
[ 2/9 ] 
f(z) = 63/16*z^3 - 133/36*z + 1
*
2/21 | 0.16357934656709058533130768361439898608 | 0.026254688011416322854784097974546867930
f(z) = 63/16*z^3 - 127/28*z + 1
*
[ 4/21 ] 
f(z) = 63/16*z^3 - 123/28*z + 1
*
3/4 | 0.14116436760122440825323346031825163969 | 0.026850117330065900899198011726521674679
f(z) = 64/7*z^3 - 136/21*z + 1
*
3/16 | 0.14235221949770358079423802993224681252 | 0.025671355141109270186501618426773988631
f(z) = 64/7*z^3 - 121/28*z + 1
*
[ 3/4 ] 
f(z) = 64/13*z^3 - 121/39*z + 1
*
[ 1/3 ] 
f(z) = 65/4*z^3 - 137/36*z + 1
*
[ 3/5 ] 
f(z) = 65/6*z^3 - 137/30*z + 1
*
[ 1/5 ] 
f(z) = 65/6*z^3 - 133/30*z + 1
*
2/5 | 0.12247077922516474971412596373319713122 | 0.021174702790002593212045036349625507041
f(z) = 65/6*z^3 - 127/30*z + 1
*
-6/5 | 0.12242613796980236100966341889295964822 | 0.020493813148406326682857209538331278152
f(z) = 65/18*z^3 - 131/30*z + 1
*
-2/3 | 0.13571051518985874239896098773542716510 | 0.022688700430495049949397668151097051642
f(z) = 66/5*z^3 - 131/30*z + 1
*
[ 1/3 ] 
f(z) = 67/3*z^3 - 121/27*z + 1
*
[ 1/3 ] 
f(z) = 67/4*z^3 - 139/36*z + 1
*
[ 1/3 ] 
f(z) = 68/3*z^3 - 122/27*z + 1
*
[ 1/4 ] 
f(z) = 68/9*z^3 - 125/36*z + 1
*
0 | 0.14306670013985852289450390438859360755 | 0.029122074207828902209178804494183941915
f(z) = 68/15*z^3 - 121/30*z + 1
*
-2/3 | 0.16344353794783140696054522675914001999 | 0.027123659679419467982105174542779674987
f(z) = 69/5*z^3 - 139/30*z + 1
*
2/3 | 0.089589366718742612798726445355215407588 | 0.016799942054301461033234927985251559468
f(z) = 69/10*z^3 - 137/30*z + 1
*
0 | 0.15464078153113319126916833101759594849 | 0.028173171066273240970539712532946807952
f(z) = 69/14*z^3 - 121/21*z + 1
*
-4/7 | 0.066938923349358924680466193118468071307 | 0.010806351719486258443646854038764129587
f(z) = 70/3*z^3 - 139/21*z + 1
*
[ 1/7 ] 
f(z) = 70/3*z^3 - 136/21*z + 1
*
[ 1/3 ] 
f(z) = 70/3*z^3 - 124/27*z + 1
*
[ 1/3 ] 
f(z) = 71/3*z^3 - 125/27*z + 1
*
[ 11/12 ] 
f(z) = 72/11*z^3 - 123/22*z + 1
*
[ 1/4 ] 
f(z) = 72/19*z^3 - 123/38*z + 1
*
[ 1/3 ] 
f(z) = 73/3*z^3 - 127/27*z + 1
*
[ 1/3 ] 
f(z) = 74/3*z^3 - 128/27*z + 1
*
0 | 0.11938218234172230598143360755691265219 | 0.023889756088307714659717561625550541235
f(z) = 74/15*z^3 - 133/30*z + 1
*
[ 3/10 ] 
f(z) = 75/2*z^3 - 137/24*z + 1
*
4/15 | 0.19254210092895548269466928998630187478 | 0.028305046623736478342920742550178755087
f(z) = 75/2*z^3 - 133/24*z + 1
*
[ -4/5 ] 
f(z) = 75/7*z^3 - 129/28*z + 1
*
[ -14/15 ] 
f(z) = 75/8*z^3 - 128/21*z + 1
*
-13/15 | 0.15209145871609613599530504556373388425 | 0.028081358804610236418942894815428798727
f(z) = 75/11*z^3 - 136/33*z + 1
*
[ 1/3 ] 
f(z) = 76/3*z^3 - 130/27*z + 1
*
[ 1/4 ] 
f(z) = 76/9*z^3 - 127/36*z + 1
*
0 | 0.14532047617700778201665969270991653378 | 0.028925941923580706564759696741956479372
f(z) = 76/15*z^3 - 137/30*z + 1
*
[ 2/11 ] 
f(z) = 77/2*z^3 - 127/22*z + 1
*
[ 1/7 ] 
f(z) = 77/3*z^3 - 137/21*z + 1
*
[ 1/3 ] 
f(z) = 77/3*z^3 - 131/27*z + 1
*
[ 3/7 ] 
f(z) = 77/3*z^3 - 127/21*z + 1
*
[ 6/11 ] 
f(z) = 77/8*z^3 - 122/33*z + 1
*
[ -2/3 ] 
f(z) = 78/5*z^3 - 133/30*z + 1
*
[ 1/3 ] 
f(z) = 79/3*z^3 - 133/27*z + 1
*
[ 1/3 ] 
f(z) = 60/17*z^3 - 122/51*z + 1
*
[ 1/3 ] 
f(z) = 60/19*z^3 - 134/57*z + 1
*
[ 8/21 ] 
f(z) = 63/16*z^3 - 123/56*z + 1
*
[ 3/4 ] 
f(z) = 64/17*z^3 - 125/51*z + 1
*
[ 3/4 ] 
f(z) = 64/19*z^3 - 127/57*z + 1
*
[ 3/8 ] 
f(z) = 64/19*z^3 - 122/57*z + 1
*
[ 1/2 ] 
f(z) = 65/14*z^3 - 121/56*z + 1
*
[ 4/13 ] 
f(z) = 65/16*z^3 - 137/52*z + 1
*
[ 1/3 ] 
f(z) = 66/17*z^3 - 124/51*z + 1
*
[ 1/3 ] 
f(z) = 66/19*z^3 - 136/57*z + 1
*
[ 1/2 ] 
f(z) = 67/14*z^3 - 123/56*z + 1
*
[ 3/8 ] 
f(z) = 68/9*z^3 - 131/48*z + 1
*
[ 1/2 ] 
f(z) = 69/13*z^3 - 121/52*z + 1
*
[ 1/2 ] 
f(z) = 69/14*z^3 - 125/56*z + 1
*
[ 1/3 ] 
f(z) = 69/17*z^3 - 125/51*z + 1
*
[ 1/3 ] 
f(z) = 69/19*z^3 - 137/57*z + 1
*
[ 1/2 ] 
f(z) = 71/13*z^3 - 123/52*z + 1
*
[ 1/2 ] 
f(z) = 71/14*z^3 - 127/56*z + 1
*
[ 1/2 ] 
f(z) = 73/12*z^3 - 121/48*z + 1
*
[ 1/2 ] 
f(z) = 73/13*z^3 - 125/52*z + 1
*
[ 1/2 ] 
f(z) = 73/14*z^3 - 129/56*z + 1
*
[ 1/2 ] 
f(z) = 75/13*z^3 - 127/52*z + 1
*
[ 1/2 ] 
f(z) = 75/14*z^3 - 131/56*z + 1
*
[ 1/3 ] 
f(z) = 75/16*z^3 - 121/48*z + 1
*
[ 1/3 ] 
f(z) = 75/17*z^3 - 127/51*z + 1
*
[ 1/3 ] 
f(z) = 75/19*z^3 - 139/57*z + 1
*
[ 3/8 ] 
f(z) = 76/9*z^3 - 137/48*z + 1
*
[ 4/11 ] 
f(z) = 77/8*z^3 - 133/44*z + 1
*
[ 2/7 ] 
f(z) = 77/12*z^3 - 127/42*z + 1
*
[ 1/2 ] 
f(z) = 77/12*z^3 - 125/48*z + 1
*
[ 1/2 ] 
f(z) = 77/13*z^3 - 129/52*z + 1
*
[ 6/7 ] 
f(z) = 77/18*z^3 - 139/42*z + 1
*
[ 1/3 ] 
f(z) = 78/17*z^3 - 128/51*z + 1
*
[ 1/3 ] 
f(z) = 78/19*z^3 - 140/57*z + 1
*
[ 1/2 ] 
f(z) = 79/11*z^3 - 123/44*z + 1
*
[ 1/2 ] 
f(z) = 79/12*z^3 - 127/48*z + 1
*
[ 1/2 ] 
f(z) = 79/13*z^3 - 131/52*z + 1
*
[ 1/2 ] 
f(z) = 79/14*z^3 - 135/56*z + 1
*
[ 1/2 ] 
f(z) = 61/15*z^3 - 121/60*z + 1
*
[ 1/2 ] 
f(z) = 61/16*z^3 - 125/64*z + 1
*
[ 1/2 ] 
f(z) = 61/17*z^3 - 129/68*z + 1
*
[ 1/2 ] 
f(z) = 61/18*z^3 - 133/72*z + 1
*
[ 1/2 ] 
f(z) = 61/19*z^3 - 137/76*z + 1
*
[ 1/2 ] 
f(z) = 63/16*z^3 - 127/64*z + 1
*
[ 1/2 ] 
f(z) = 63/17*z^3 - 131/68*z + 1
*
[ 1/2 ] 
f(z) = 63/19*z^3 - 139/76*z + 1
*
[ 1/2 ] 
f(z) = 65/16*z^3 - 129/64*z + 1
*
[ 1/2 ] 
f(z) = 65/17*z^3 - 133/68*z + 1
*
[ 1/2 ] 
f(z) = 65/18*z^3 - 137/72*z + 1
*
[ 1/2 ] 
f(z) = 67/15*z^3 - 127/60*z + 1
*
[ 1/2 ] 
f(z) = 67/16*z^3 - 131/64*z + 1
*
[ 1/2 ] 
f(z) = 67/17*z^3 - 135/68*z + 1
*
[ 1/2 ] 
f(z) = 67/18*z^3 - 139/72*z + 1
*
-3/4 | 0.16178911834673500738643187561396840756 | 0.028861011579318260104715578029942134738
f(z) = 68/15*z^3 - 133/60*z + 1
*
[ 1/2 ] 
f(z) = 69/16*z^3 - 133/64*z + 1
*
[ 1/2 ] 
f(z) = 69/17*z^3 - 137/68*z + 1
*
[ 1/2 ] 
f(z) = 71/15*z^3 - 131/60*z + 1
*
[ 1/2 ] 
f(z) = 71/16*z^3 - 135/64*z + 1
*
[ 1/2 ] 
f(z) = 71/17*z^3 - 139/68*z + 1
*
[ 1/2 ] 
f(z) = 73/15*z^3 - 133/60*z + 1
*
[ 1/2 ] 
f(z) = 73/16*z^3 - 137/64*z + 1
*
[ 1/2 ] 
f(z) = 75/16*z^3 - 139/64*z + 1
*
[ 1/2 ] 
f(z) = 77/15*z^3 - 137/60*z + 1
*
[ 6/11 ] 
f(z) = 77/18*z^3 - 139/66*z + 1
*
[ 1/2 ] 
f(z) = 79/15*z^3 - 139/60*z + 1
*
[ 3/10 ] 
f(z) = 60*z^3 - 116/15*z + 1
*
[ 2/5 ] 
f(z) = 60*z^3 - 111/10*z + 1
*
2/15 | 0.13859361319429565664444508051530540377 | 0.020374238487530141017638636127633366868
f(z) = 60*z^3 - 106/15*z + 1
*
1/12 | 0.11489389284353113618477529220151829548 | 0.017463065194075270985338136136733061940
f(z) = 60*z^3 - 101/12*z + 1
*
1/5 | 0.18347004281976451683298703993313257417 | 0.026971390106460571649820772988367850193
f(z) = 60*z^3 - 101/15*z + 1
*
[ 1/4 ] 
f(z) = 61*z^3 - 109/16*z + 1
*
[ -2 ] 
f(z) = 61/4*z^3 - 119/2*z + 1
*
[ 2 ] 
f(z) = 61/12*z^3 - 119/6*z + 1
*
[ -2 ] 
f(z) = 61/12*z^3 - 113/6*z + 1
*
[ 2/9 ] 
f(z) = 63*z^3 - 119/18*z + 1
*
-11/21 | 0.14187191283806792929279469191246226254 | 0.023299534777637293326503108757840204229
f(z) = 63*z^3 - 114/7*z + 1
*
[ 1/4 ] 
f(z) = 63*z^3 - 111/16*z + 1
*
[ 2/7 ] 
f(z) = 63*z^3 - 107/14*z + 1
*
[ 4/3 ] 
f(z) = 63/4*z^3 - 111/4*z + 1
*
[ -4/3 ] 
f(z) = 63/4*z^3 - 105/4*z + 1
*
0 | 0.11515763892305250068342349508202287447 | 0.024952249568093659054827496967011463188
f(z) = 63/19*z^3 - 101/19*z + 1
*
[ -5/8 ] 
f(z) = 64*z^3 - 112/5*z + 1
*
[ 3/4 ] 
f(z) = 64*z^3 - 109/3*z + 1
*
[ -3/4 ] 
f(z) = 64*z^3 - 101/3*z + 1
*
[ 3/4 ] 
f(z) = 64/5*z^3 - 113/15*z + 1
*
-5/4 | 0.13722347017898580424662936642156967698 | 0.029733453260480848445047685788515597816
f(z) = 64/5*z^3 - 101/5*z + 1
*
[ 11/8 ] 
f(z) = 64/11*z^3 - 118/11*z + 1
*
[ -11/8 ] 
f(z) = 64/11*z^3 - 102/11*z + 1
*
[ -3/2 ] 
f(z) = 64/15*z^3 - 119/15*z + 1
*
5/4 | 0.13950121611529234589168823346552723688 | 0.029564745042951171868787411211284730054
f(z) = 64/15*z^3 - 112/15*z + 1
*
[ 1/8 ] 
f(z) = 64/15*z^3 - 106/15*z + 1
*
[ 1/8 ] 
f(z) = 64/17*z^3 - 120/17*z + 1
*
0 | 0.11546224682723720169145198212166165523 | 0.024964956874037388295498044607345243622
f(z) = 64/19*z^3 - 102/19*z + 1
*
[ 2/5 ] 
f(z) = 65*z^3 - 119/10*z + 1
*
[ 1/4 ] 
f(z) = 65*z^3 - 113/16*z + 1
*
[ 1/3 ] 
f(z) = 65/2*z^3 - 101/18*z + 1
*
0 | 0.089405599740942831827521152059318747734 | 0.019372321787630146262925330953599590272
f(z) = 65/18*z^3 - 101/18*z + 1
*
0 | 0.11576191989930843123818871836559681683 | 0.024977063425563299414848811360230257269
f(z) = 65/19*z^3 - 103/19*z + 1
*
[ 1/11 ] 
f(z) = 66*z^3 - 116/11*z + 1
*
0 | 0.11605681566112320588615687475406106017 | 0.024988597682976921459699054623178492343
f(z) = 66/19*z^3 - 104/19*z + 1
*
[ 1/4 ] 
f(z) = 67*z^3 - 115/16*z + 1
*
[ 1/3 ] 
f(z) = 67/2*z^3 - 103/18*z + 1
*
0 | 0.11642865638631421871353744380108482691 | 0.025227652444058346594941122618214995303
f(z) = 67/17*z^3 - 101/17*z + 1
*
0 | 0.089989421253656840181922426666125691813 | 0.019416328653130334141160864856728165734
f(z) = 67/18*z^3 - 103/18*z + 1
*
0 | 0.11634708420240766887052104897269939892 | 0.024999586470148945238350237625281344980
f(z) = 67/19*z^3 - 105/19*z + 1
*
0 | 0.11663286864158413763696229030659074115 | 0.025010055087637289554996809652408312059
f(z) = 68/19*z^3 - 106/19*z + 1
*
[ 1/4 ] 
f(z) = 69*z^3 - 117/16*z + 1
*
0 | 0.14063885573212459542203921563171563731 | 0.026255314209558962349747613151443307506
f(z) = 69/10*z^3 - 106/15*z + 1
*
0 | 0.091360577388766786353433156344440499154 | 0.019795924517112496952272883922295717360
f(z) = 69/16*z^3 - 101/16*z + 1
*
0 | 0.11699336696204085022757818841900929497 | 0.025242763332906275384854680352489743288
f(z) = 69/17*z^3 - 103/17*z + 1
*
0 | 0.11691430555138688275646082111438082388 | 0.025020027416615187244087476586838391422
f(z) = 69/19*z^3 - 107/19*z + 1
*
[ 2/7 ] 
f(z) = 70*z^3 - 115/14*z + 1
*
2/5 | 0.078671451170016924817544444455323760929 | 0.013429899095008367920033248139829321237
f(z) = 70/3*z^3 - 116/15*z + 1
*
-3/5 | 0.16490722348554769180366258788453334486 | 0.028151093420950597294957117413406511231
f(z) = 70/3*z^3 - 101/15*z + 1
*
[ 3/2 ] 
f(z) = 70/9*z^3 - 103/6*z + 1
*
0 | 0.11726938852742219729246850239626621470 | 0.025249680975195749262910862418067805782
f(z) = 70/17*z^3 - 104/17*z + 1
*
0 | 0.11719152535245015346763238765633136160 | 0.025029526014466188183510792687800178771
f(z) = 70/19*z^3 - 108/19*z + 1
*
[ 1/4 ] 
f(z) = 71*z^3 - 119/16*z + 1
*
[ 1/3 ] 
f(z) = 71/2*z^3 - 107/18*z + 1
*
0 | 0.097273909684252937780958596444664464514 | 0.021077219831916850294228523083206192781
f(z) = 71/15*z^3 - 101/15*z + 1
*
0 | 0.091907395654322693317990483034378743704 | 0.019830155309561970944528100678454555139
f(z) = 71/16*z^3 - 103/16*z + 1
*
0 | 0.11754135343696013876176434733736054777 | 0.025256200008876675753190712693760851838
f(z) = 71/17*z^3 - 105/17*z + 1
*
0 | 0.091104545461192043046378794125906309140 | 0.019496657953593344989792048720785962561
f(z) = 71/18*z^3 - 107/18*z + 1
*
0 | 0.11746465267772078344568168704350174933 | 0.025038572202815666689235707702397412335
f(z) = 71/19*z^3 - 109/19*z + 1
*
0 | 0.11780937928943409567750866489744507736 | 0.025262338997452985178061968898096038613
f(z) = 72/17*z^3 - 106/17*z + 1
*
0 | 0.11773380671025536951507145943122520352 | 0.025047186148687927290833854444940558877
f(z) = 72/19*z^3 - 110/19*z + 1
*
[ 1/3 ] 
f(z) = 73/2*z^3 - 109/18*z + 1
*
[ -2/3 ] 
f(z) = 73/4*z^3 - 101/18*z + 1
*
0 | 0.10534899627306872697861489423922970487 | 0.022826922046484942338700256013343319604
f(z) = 73/14*z^3 - 101/14*z + 1
*
0 | 0.097803940634105482568087778535128747011 | 0.021102407688235602809215760026277702668
f(z) = 73/15*z^3 - 103/15*z + 1
*
0 | 0.092438520108848309241258204729237055329 | 0.019862335119747964173190823126133690325
f(z) = 73/16*z^3 - 105/16*z + 1
*
0 | 0.11807357863938116789515268753740808888 | 0.025268115486831818621674038797168008601
f(z) = 73/17*z^3 - 107/17*z + 1
*
0 | 0.091637878752064328939013788365585104660 | 0.019533379543049708559141298699703311857
f(z) = 73/18*z^3 - 109/18*z + 1
*
0 | 0.11799910149670345985941104660996735182 | 0.025055386939406911605337699722127284581
f(z) = 73/19*z^3 - 111/19*z + 1
*
[ 3/2 ] 
f(z) = 74/9*z^3 - 109/6*z + 1
*
[ -3/2 ] 
f(z) = 74/9*z^3 - 101/6*z + 1
*
0 | 0.098062337293287371104946562081229363235 | 0.021114143796857528107446677636153581733
f(z) = 74/15*z^3 - 104/15*z + 1
*
0 | 0.11833405928172535891938379867951205251 | 0.025273546071541127009263356425245605816
f(z) = 74/17*z^3 - 108/17*z + 1
*
0 | 0.11826064623854908242123083964039108743 | 0.025063192651795607697875719104556742731
f(z) = 74/19*z^3 - 112/19*z + 1
*
4/15 | 0.11640936019886960229775395133396848098 | 0.017112996856121987673365782139851172921
f(z) = 75*z^3 - 103/12*z + 1
*
[ 2/3 ] 
f(z) = 75/2*z^3 - 103/6*z + 1
*
4/15 | 0.16299196393698120990749345882212581360 | 0.026679547968692601177970186354695456288
f(z) = 75/2*z^3 - 101/12*z + 1
*
-11/15 | 0.15218353219905923646825332124110532545 | 0.028098358763275261428786520045432529333
f(z) = 75/4*z^3 - 109/12*z + 1
*
0 | 0.11873434038260244202948069419790663663 | 0.025727245897333172322542106926037928762
f(z) = 75/13*z^3 - 101/13*z + 1
*
0 | 0.10586324505233689290690166041316461239 | 0.022841302117381046075917471925299484974
f(z) = 75/14*z^3 - 103/14*z + 1
*
0 | 0.092954827015198019413867088746161551360 | 0.019892623998906246602215915229815548865
f(z) = 75/16*z^3 - 107/16*z + 1
*
-4/3 | 0.076597720717424111422347191572810177324 | 0.012721711289443720376075119507433855857
f(z) = 75/16*z^3 - 103/12*z + 1
*
0 | 0.11859092451659581398883156647873000122 | 0.025278646455919205566898588744792667126
f(z) = 75/17*z^3 - 109/17*z + 1
*
0 | 0.11851854556297956402737511884087552642 | 0.025070620416173510566297966085078535235
f(z) = 75/19*z^3 - 113/19*z + 1
*
0 | 0.11898571606855320392698015162013099185 | 0.025726792539578074445104027439754660266
f(z) = 76/13*z^3 - 102/13*z + 1
*
0 | 0.098570537728647323101644102670264245074 | 0.021136876828326081209387847302613016295
f(z) = 76/15*z^3 - 106/15*z + 1
*
0 | 0.11884427339596721907958384417522498339 | 0.025283431510713739073122729563369789368
f(z) = 76/17*z^3 - 110/17*z + 1
*
[ 1/11 ] 
f(z) = 77*z^3 - 117/11*z + 1
*
[ 1/3 ] 
f(z) = 77/2*z^3 - 113/18*z + 1
*
[ -2/3 ] 
f(z) = 77/4*z^3 - 109/18*z + 1
*
0 | 0.073253893610793158964287741687156869018 | 0.015872585199775137714954583189118604818
f(z) = 77/12*z^3 - 101/12*z + 1
*
0 | 0.11923372403008351170596594837172005794 | 0.025726148029990457745011072388842295553
f(z) = 77/13*z^3 - 103/13*z + 1
*
0 | 0.098819499600068064774632455999944734124 | 0.021147682292849809052621722023028394714
f(z) = 77/15*z^3 - 107/15*z + 1
*
0 | 0.093457121195607474534146887349777495406 | 0.019921166270705197039797295746509978909
f(z) = 77/16*z^3 - 109/16*z + 1
*
0 | 0.11909420095360045602027271455413547714 | 0.025287915325484962707394011895114595859
f(z) = 77/17*z^3 - 111/17*z + 1
*
0 | 0.092660535180543323491006239747354523590 | 0.019600789851377682274938118669253067476
f(z) = 77/18*z^3 - 113/18*z + 1
*
0 | 0.11902380509280844729827241616062066378 | 0.025084406240783331830747582934942087220
f(z) = 77/19*z^3 - 115/19*z + 1
*
0 | 0.11934079841962316698382308164807968805 | 0.025292111257169272506241628380415823934
f(z) = 78/17*z^3 - 112/17*z + 1
*
0 | 0.11927135386635075898943918749516215657 | 0.025090794340980241544565448127183331845
f(z) = 78/19*z^3 - 116/19*z + 1
*
[ 1/3 ] 
f(z) = 79/2*z^3 - 115/18*z + 1
*
[ -2/3 ] 
f(z) = 79/4*z^3 - 113/18*z + 1
*
0 | 0.11978731978717100710705991797340911916 | 0.025955404490532653682467165254390884125
f(z) = 79/11*z^3 - 101/11*z + 1
*
0 | 0.073738217499445706261013741101894021501 | 0.015909930804306225172942464207786852190
f(z) = 79/12*z^3 - 103/12*z + 1
*
0 | 0.11971998958755834204592427001162511097 | 0.025724325215513741886234354230171494324
f(z) = 79/13*z^3 - 105/13*z + 1
*
0 | 0.10685077192685024661382321124515119658 | 0.022866399714629075460030021262740313250
f(z) = 79/14*z^3 - 107/14*z + 1
*
0 | 0.099308631155723230413812024443800277623 | 0.021168464511426443417260495326694842419
f(z) = 79/15*z^3 - 109/15*z + 1
*
0 | 0.093946143596779818909249584464382787110 | 0.019948092395840514265059166754467476326
f(z) = 79/16*z^3 - 111/16*z + 1
*
0 | 0.11958415342096607339898462328678304889 | 0.025296031975125482205350971809165626881
f(z) = 79/17*z^3 - 113/17*z + 1
*
0 | 0.093151423387425388717199422276542699224 | 0.019631771512727135563178271923914723412
f(z) = 79/18*z^3 - 115/18*z + 1
*
0 | 0.11951563478275028301612905539553293661 | 0.025096864671287141957803693995724486854
f(z) = 79/19*z^3 - 117/19*z + 1
*
[ 1/6 ] 
f(z) = 60/7*z^3 - 110/21*z + 1
*
[ 1/3 ] 
f(z) = 61/3*z^3 - 115/27*z + 1
*
[ 1/3 ] 
f(z) = 62/3*z^3 - 116/27*z + 1
*
[ 1/4 ] 
f(z) = 62/3*z^3 - 103/24*z + 1
*
[ 3/4 ] 
f(z) = 62/9*z^3 - 101/24*z + 1
*
0 | 0.13934928723402639334358153528676001220 | 0.028908951756749797210046306855814932029
f(z) = 62/15*z^3 - 109/30*z + 1
*
8/21 | 0.10810742367066928901212440196731079857 | 0.017754414014354886857641304985953981947
f(z) = 63/4*z^3 - 113/28*z + 1
*
[ 1/6 ] 
f(z) = 63/5*z^3 - 107/20*z + 1
*
-6/7 | 0.15888135300634711518641832598529068249 | 0.022104748373305420039752174407516239894
f(z) = 63/8*z^3 - 118/21*z + 1
*
[ 10/21 ] 
f(z) = 63/8*z^3 - 101/35*z + 1
*
[ 4/9 ] 
f(z) = 63/8*z^3 - 101/36*z + 1
*
[ 1/3 ] 
f(z) = 64/3*z^3 - 118/27*z + 1
*
-11/16 | 0.15833695252648472483086088934498427900 | 0.028553992024928842247272292479500502130
f(z) = 64/5*z^3 - 101/20*z + 1
*
[ 3/4 ] 
f(z) = 64/7*z^3 - 115/21*z + 1
*
9/16 | 0.13019771230902027960444150765810931829 | 0.023479449235413938326179349965966689222
f(z) = 64/7*z^3 - 109/28*z + 1
*
[ 9/16 ] 
f(z) = 64/9*z^3 - 109/36*z + 1
*
[ 3/4 ] 
f(z) = 64/11*z^3 - 119/33*z + 1
*
0 | 0.12388676621113187631415484939098106104 | 0.025532974749224336080310694558820960679
f(z) = 64/15*z^3 - 113/30*z + 1
*
[ 1/3 ] 
f(z) = 65/3*z^3 - 119/27*z + 1
*
[ 6/13 ] 
f(z) = 65/8*z^3 - 113/39*z + 1
*
[ 4/5 ] 
f(z) = 65/8*z^3 - 109/20*z + 1
*
[ 1/2 ] 
f(z) = 65/9*z^3 - 101/36*z + 1
*
4/5 | 0.11074536056898420588868538988311569706 | 0.018277456489040810851990574097638418839
f(z) = 65/16*z^3 - 107/20*z + 1
*
[ -6/5 ] 
f(z) = 65/18*z^3 - 101/30*z + 1
*
[ 1/2 ] 
f(z) = 67/9*z^3 - 103/36*z + 1
*
[ 1/4 ] 
f(z) = 68/7*z^3 - 101/28*z + 1
*
[ -2/3 ] 
f(z) = 69/5*z^3 - 109/30*z + 1
*
[ 2/9 ] 
f(z) = 69/8*z^3 - 106/27*z + 1
*
[ 1/2 ] 
f(z) = 69/8*z^3 - 101/32*z + 1
*
[ 2/3 ] 
f(z) = 69/10*z^3 - 107/30*z + 1
*
[ 1/3 ] 
f(z) = 69/13*z^3 - 101/39*z + 1
*
[ 3/7 ] 
f(z) = 70/3*z^3 - 118/21*z + 1
*
[ 1/4 ] 
f(z) = 70/3*z^3 - 107/24*z + 1
*
[ 3/4 ] 
f(z) = 70/9*z^3 - 113/24*z + 1
*
[ 1/2 ] 
f(z) = 71/8*z^3 - 103/32*z + 1
*
[ 1/2 ] 
f(z) = 71/9*z^3 - 107/36*z + 1
*
-2/3 | 0.15444223458438729139664469624302018964 | 0.027272348999454738654999984578318211201
f(z) = 72/5*z^3 - 103/20*z + 1
*
-2/3 | 0.12332342121507646009418232486111157440 | 0.021777199690455183687270562910431835257
f(z) = 72/7*z^3 - 107/28*z + 1
*
[ -13/12 ] 
f(z) = 72/13*z^3 - 119/26*z + 1
*
[ 1/4 ] 
f(z) = 72/17*z^3 - 111/34*z + 1
*
[ 1/2 ] 
f(z) = 73/7*z^3 - 101/28*z + 1
*
[ 1/2 ] 
f(z) = 73/8*z^3 - 105/32*z + 1
*
[ 1/2 ] 
f(z) = 73/9*z^3 - 109/36*z + 1
*
[ 1/4 ] 
f(z) = 74/3*z^3 - 109/24*z + 1
*
[ 3/4 ] 
f(z) = 74/9*z^3 - 119/24*z + 1
*
2/15 | 0.086259845370676640602441745289839084818 | 0.015926559510523071578229215868100758063
f(z) = 75/7*z^3 - 109/21*z + 1
*
[ 1/2 ] 
f(z) = 75/7*z^3 - 103/28*z + 1
*
3/5 | 0.15843225579031881235375064954048780223 | 0.029252089884787755505581970028318801473
f(z) = 75/8*z^3 - 113/24*z + 1
*
[ 2/9 ] 
f(z) = 75/8*z^3 - 107/27*z + 1
*
[ 1/2 ] 
f(z) = 75/8*z^3 - 107/32*z + 1
*
[ 3/5 ] 
f(z) = 75/13*z^3 - 107/39*z + 1
*
[ 1/3 ] 
f(z) = 75/13*z^3 - 103/39*z + 1
*
[ 4/5 ] 
f(z) = 75/14*z^3 - 103/28*z + 1
*
[ 1/4 ] 
f(z) = 76/7*z^3 - 103/28*z + 1
*
[ 2/11 ] 
f(z) = 77/4*z^3 - 113/22*z + 1
*
[ 1/2 ] 
f(z) = 77/6*z^3 - 101/24*z + 1
*
[ 4/7 ] 
f(z) = 77/8*z^3 - 109/28*z + 1
*
[ 1/2 ] 
f(z) = 77/8*z^3 - 109/32*z + 1
*
[ -6/7 ] 
f(z) = 77/8*z^3 - 103/21*z + 1
*
[ 1/2 ] 
f(z) = 77/9*z^3 - 113/36*z + 1
*
[ 3/11 ] 
f(z) = 77/9*z^3 - 109/33*z + 1
*
[ 1/2 ] 
f(z) = 79/6*z^3 - 103/24*z + 1
*
[ 1/2 ] 
f(z) = 79/7*z^3 - 107/28*z + 1
*
[ 1/2 ] 
f(z) = 79/8*z^3 - 111/32*z + 1
*
[ 1/2 ] 
f(z) = 79/9*z^3 - 115/36*z + 1
*
[ 1/2 ] 
f(z) = 61/10*z^3 - 101/40*z + 1
*
[ 1/2 ] 
f(z) = 61/11*z^3 - 105/44*z + 1
*
[ 1/2 ] 
f(z) = 61/12*z^3 - 109/48*z + 1
*
[ 1/2 ] 
f(z) = 61/13*z^3 - 113/52*z + 1
*
[ 1/2 ] 
f(z) = 61/14*z^3 - 117/56*z + 1
*
[ 1/2 ] 
f(z) = 63/10*z^3 - 103/40*z + 1
*
[ 1/2 ] 
f(z) = 63/11*z^3 - 107/44*z + 1
*
[ 1/2 ] 
f(z) = 63/13*z^3 - 115/52*z + 1
*
[ 3/8 ] 
f(z) = 64/17*z^3 - 112/51*z + 1
*
[ 1/2 ] 
f(z) = 65/11*z^3 - 109/44*z + 1
*
[ 1/2 ] 
f(z) = 65/12*z^3 - 113/48*z + 1
*
[ 1/2 ] 
f(z) = 67/10*z^3 - 107/40*z + 1
*
[ 1/2 ] 
f(z) = 67/11*z^3 - 111/44*z + 1
*
[ 1/2 ] 
f(z) = 67/12*z^3 - 115/48*z + 1
*
[ 1/2 ] 
f(z) = 67/13*z^3 - 119/52*z + 1
*
[ 1/2 ] 
f(z) = 69/10*z^3 - 109/40*z + 1
*
[ 1/2 ] 
f(z) = 69/11*z^3 - 113/44*z + 1
*
[ 2/3 ] 
f(z) = 69/14*z^3 - 113/42*z + 1
*
[ 1/3 ] 
f(z) = 69/14*z^3 - 107/42*z + 1
*
[ 1/3 ] 
f(z) = 69/16*z^3 - 119/48*z + 1
*
[ 1/2 ] 
f(z) = 71/10*z^3 - 111/40*z + 1
*
[ 1/2 ] 
f(z) = 71/11*z^3 - 115/44*z + 1
*
[ 1/2 ] 
f(z) = 71/12*z^3 - 119/48*z + 1
*
[ 1/2 ] 
f(z) = 73/10*z^3 - 113/40*z + 1
*
[ 1/2 ] 
f(z) = 73/11*z^3 - 117/44*z + 1
*
[ 1/2 ] 
f(z) = 75/11*z^3 - 119/44*z + 1
*
[ 3/5 ] 
f(z) = 75/16*z^3 - 113/48*z + 1
*
[ 3/5 ] 
f(z) = 75/17*z^3 - 115/51*z + 1
*
[ 3/5 ] 
f(z) = 75/19*z^3 - 119/57*z + 1
*
[ 1/2 ] 
f(z) = 77/10*z^3 - 117/40*z + 1
*
[ -6/7 ] 
f(z) = 77/12*z^3 - 107/42*z + 1
*
[ 4/11 ] 
f(z) = 77/16*z^3 - 105/44*z + 1
*
[ 1/2 ] 
f(z) = 79/10*z^3 - 119/40*z + 1
*
1/4 | 0.10557130136070860737389734878610573039 | 0.016046096730277355129222214925258665206
f(z) = 60*z^3 - 89/12*z + 1
*
0 | 0.11457529621056567810463731301251046306 | 0.026000135198468898836258699466157710141
f(z) = 60/11*z^3 - 82/11*z + 1
*
0 | 0.11448566224339488495315267800934497423 | 0.025702006293870990432728713270587844524
f(z) = 60/13*z^3 - 86/13*z + 1
*
0 | 0.11430428383108955503948333429444481588 | 0.025158896639759474652044391912746856770
f(z) = 60/17*z^3 - 94/17*z + 1
*
0 | 0.11421250872195218530715221751668136766 | 0.024910211305374082981395133282672407078
f(z) = 60/19*z^3 - 98/19*z + 1
*
[ 1/3 ] 
f(z) = 61/2*z^3 - 97/18*z + 1
*
0 | 0.10209783594756145281240883111639252455 | 0.023233363808295513693606558773225181779
f(z) = 61/10*z^3 - 81/10*z + 1
*
0 | 0.11488944232235752905175236598521876082 | 0.025999906427864067462788948522805380932
f(z) = 61/11*z^3 - 83/11*z + 1
*
0 | 0.068831024935283097093857687339653571354 | 0.015493231622609837077539260413780055061
f(z) = 61/12*z^3 - 85/12*z + 1
*
0 | 0.11480134457576726712502384278856489541 | 0.025706159089173727133555315562697985529
f(z) = 61/13*z^3 - 87/13*z + 1
*
0 | 0.10192163699153744410162631537697306551 | 0.022706592514113509186690531418000684177
f(z) = 61/14*z^3 - 89/14*z + 1
*
0 | 0.094367900592709782983072916770907939558 | 0.020920159551938214955702977890074165517
f(z) = 61/15*z^3 - 91/15*z + 1
*
0 | 0.088995811536701612140871145719579949450 | 0.019634607397175670111698572452661169806
f(z) = 61/16*z^3 - 93/16*z + 1
*
0 | 0.11462311211129522097313958718190975614 | 0.025170445938649187862211509719160705128
f(z) = 61/17*z^3 - 95/17*z + 1
*
0 | 0.088179597638238342351210488435454777439 | 0.019275446700916241706525316428764069875
f(z) = 61/18*z^3 - 97/18*z + 1
*
0 | 0.11453294832991586734320020887954755381 | 0.024924909918630571853408396353256730608
f(z) = 61/19*z^3 - 99/19*z + 1
*
[ 3/2 ] 
f(z) = 62/9*z^3 - 91/6*z + 1
*
[ -3/2 ] 
f(z) = 62/9*z^3 - 83/6*z + 1
*
0 | 0.11519834611301846038825810263405693496 | 0.025999347601799187853903195798432071745
f(z) = 62/11*z^3 - 84/11*z + 1
*
0 | 0.11511173278089320940150661973325104701 | 0.025709866724491320507462226459545178759
f(z) = 62/13*z^3 - 88/13*z + 1
*
0 | 0.094680829829417700307212453845862318983 | 0.020938800701559394256767845303776896698
f(z) = 62/15*z^3 - 92/15*z + 1
*
0 | 0.11493653887719868736654507846546964081 | 0.025181369618569033951332874591097708470
f(z) = 62/17*z^3 - 96/17*z + 1
*
0 | 0.11484793073316867220428179403204956227 | 0.024938911287711020658551274681338385470
f(z) = 62/19*z^3 - 100/19*z + 1
*
4/21 | 0.18512286218664968694014624509892558205 | 0.027295432016362869480893609279936214067
f(z) = 63*z^3 - 95/14*z + 1
*
8/21 | 0.13974716733850450613488750104318970216 | 0.022950589164158381626291867489761812687
f(z) = 63/2*z^3 - 99/14*z + 1
*
[ 1/7 ] 
f(z) = 63/2*z^3 - 93/14*z + 1
*
[ 2/9 ] 
f(z) = 63/2*z^3 - 91/18*z + 1
*
1/3 | 0.15643289068100472565478112182202392394 | 0.025690874986288364496650800414167232630
f(z) = 63/2*z^3 - 81/14*z + 1
*
[ 1/6 ] 
f(z) = 63/4*z^3 - 87/16*z + 1
*
0 | 0.10270912995708845749189955956522432887 | 0.023243456615264323386305789749853398606
f(z) = 63/10*z^3 - 83/10*z + 1
*
0 | 0.11550217974122255270100171422405611553 | 0.025998479978027577631377979172744606242
f(z) = 63/11*z^3 - 85/11*z + 1
*
0 | 0.11541700159624729064113814799245961793 | 0.025713154751079740600622856158231976252
f(z) = 63/13*z^3 - 89/13*z + 1
*
0 | 0.089615932480814952557776924181646869713 | 0.019679041531866673497192933981441503177
f(z) = 63/16*z^3 - 95/16*z + 1
*
0 | 0.11524474427800800835314606008986061494 | 0.025191699501792425489490098858308303246
f(z) = 63/17*z^3 - 97/17*z + 1
*
7/24 | 0.11935276787659961765133370537189353550 | 0.018777650450233628548779691643881006615
f(z) = 64*z^3 - 94/9*z + 1
*
[ 1/3 ] 
f(z) = 64*z^3 - 82/9*z + 1
*
[ -5/8 ] 
f(z) = 64/3*z^3 - 86/15*z + 1
*
1/16 | 0.12696323282129498213282059001381638073 | 0.022896153295814143144769837120472037563
f(z) = 64/3*z^3 - 85/12*z + 1
*
[ 5/4 ] 
f(z) = 64/5*z^3 - 99/5*z + 1
*
0 | 0.10232118538949733179849231120881886506 | 0.023219356543537375151372207930851361156
f(z) = 64/9*z^3 - 82/9*z + 1
*
0 | 0.11580110701881140183054129031418588840 | 0.025997323360082446369784950846895656362
f(z) = 64/11*z^3 - 86/11*z + 1
*
[ 1/8 ] 
f(z) = 64/13*z^3 - 92/13*z + 1
*
0 | 0.11571731724400649199690579100153997541 | 0.025716047060166742562809274659092846526
f(z) = 64/13*z^3 - 90/13*z + 1
*
[ 5/4 ] 
f(z) = 64/15*z^3 - 97/15*z + 1
*
0 | 0.095288246839313819441138165944779135105 | 0.020973379762011428557160266891211855045
f(z) = 64/15*z^3 - 94/15*z + 1
*
-5/4 | 0.11373957110399418893915191412189945562 | 0.025403398452445780055275072599110905515
f(z) = 64/15*z^3 - 88/15*z + 1
*
0 | 0.11554789958967015268918710488673503136 | 0.025201465468883475821304556211847710947
f(z) = 64/17*z^3 - 98/17*z + 1
*
[ 1/3 ] 
f(z) = 65*z^3 - 83/9*z + 1
*
1/5 | 0.16254748142980005432973311413183448212 | 0.028103802640232215981426933468190524457
f(z) = 65/3*z^3 - 88/15*z + 1
*
[ -2/3 ] 
f(z) = 65/4*z^3 - 85/18*z + 1
*
[ 1/2 ] 
f(z) = 65/4*z^3 - 81/16*z + 1
*
0 | 0.087693298101302515039162931522705474867 | 0.019955469961021577325089522717075127990
f(z) = 65/8*z^3 - 81/8*z + 1
*
0 | 0.10261403768406686695544276165620652130 | 0.023221936881591692193048667881707633066
f(z) = 65/9*z^3 - 83/9*z + 1
*
0 | 0.11609528394199471349530345266845629397 | 0.025995896211355556394251177886672682786
f(z) = 65/11*z^3 - 87/11*z + 1
*
0 | 0.070039681936242237308196511185677389764 | 0.015603777220301288873903412500863380103
f(z) = 65/12*z^3 - 89/12*z + 1
*
0 | 0.10313598812855181071082042209853782792 | 0.022754268998252430393448286097861411149
f(z) = 65/14*z^3 - 93/14*z + 1
*
0 | 0.090215943475385017567904944901719016599 | 0.019720577736891079612360272243942722509
f(z) = 65/16*z^3 - 97/16*z + 1
*
0 | 0.11584616778875661320276058240728861771 | 0.025210695600325529599845755579801902337
f(z) = 65/17*z^3 - 99/17*z + 1
*
0 | 0.11630371457452535777474664836031152253 | 0.025720732535979424914846763050748542984
f(z) = 66/13*z^3 - 92/13*z + 1
*
0 | 0.11613970408064706949449450709098100566 | 0.025219416306050800581994082569426349861
f(z) = 66/17*z^3 - 100/17*z + 1
*
[ 1/3 ] 
f(z) = 67*z^3 - 85/9*z + 1
*
[ -2/3 ] 
f(z) = 67/4*z^3 - 89/18*z + 1
*
[ 1/2 ] 
f(z) = 67/4*z^3 - 83/16*z + 1
*
0 | 0.11682812636140046199340606477590788782 | 0.026585385846865897757533930657283992796
f(z) = 67/7*z^3 - 81/7*z + 1
*
0 | 0.085411754378027925300348437667434165124 | 0.019328996440226314520513629596737992513
f(z) = 67/8*z^3 - 83/8*z + 1
*
0 | 0.10318620170802083423066970939016332491 | 0.023226266423067760513566340442742741555
f(z) = 67/9*z^3 - 85/9*z + 1
*
0 | 0.10387430579921132676453989597086896808 | 0.023259391603986893246810012415519004805
f(z) = 67/10*z^3 - 87/10*z + 1
*
0 | 0.11666997453159796891286819525049063470 | 0.025992298088196498323446067721696415447
f(z) = 67/11*z^3 - 89/11*z + 1
*
0 | 0.070615649127098813094768888764741737726 | 0.015654588449292248564752237253019396286
f(z) = 67/12*z^3 - 91/12*z + 1
*
0 | 0.11659009081734775399399532056188767784 | 0.025722566265442949867663417690355188048
f(z) = 67/13*z^3 - 93/13*z + 1
*
0 | 0.10371453580123828313375451687768967772 | 0.022774997715141563539836021381636578838
f(z) = 67/14*z^3 - 95/14*z + 1
*
0 | 0.096166016565658431178426041160094650834 | 0.021021222328042929963343522546282645544
f(z) = 67/15*z^3 - 97/15*z + 1
*
0 | 0.090797108888529115647328173660892940878 | 0.019759464790862786903476022515957785833
f(z) = 67/16*z^3 - 99/16*z + 1
*
[ 1/3 ] 
f(z) = 68*z^3 - 86/9*z + 1
*
0 | 0.11710652198629223277906944869269481998 | 0.026574536614510542868855813019633195647
f(z) = 68/7*z^3 - 82/7*z + 1
*
0 | 0.10346578684071893817202061736318732274 | 0.023228046660785214338073941055448204797
f(z) = 68/9*z^3 - 86/9*z + 1
*
0 | 0.11695076533322474023766586954325459309 | 0.025990158229212636652192434113184557367
f(z) = 68/11*z^3 - 90/11*z + 1
*
0 | 0.11687210390324230838986221888347649941 | 0.025724085603982872940869698461305694682
f(z) = 68/13*z^3 - 94/13*z + 1
*
0 | 0.096449269022795397478864424122436182984 | 0.021035976693723728569074388384525105620
f(z) = 68/15*z^3 - 98/15*z + 1
*
[ 1/6 ] 
f(z) = 69*z^3 - 83/12*z + 1
*
[ 2/3 ] 
f(z) = 69/2*z^3 - 95/6*z + 1
*
[ 1/2 ] 
f(z) = 69/4*z^3 - 85/16*z + 1
*
0 | 0.11738079382091755529295336087768852537 | 0.026563708501685034927240432710703176076
f(z) = 69/7*z^3 - 83/7*z + 1
*
0 | 0.088818047291662086181781775449046272921 | 0.019992126809842851513587748446405532985
f(z) = 69/8*z^3 - 85/8*z + 1
*
2/3 | 0.14627044008562180018171669586237611020 | 0.027428868042009847429730673550872441555
f(z) = 69/10*z^3 - 91/15*z + 1
*
0 | 0.10443050050331889304796838918439886844 | 0.023265529194460187796325786543980079738
f(z) = 69/10*z^3 - 89/10*z + 1
*
0 | 0.11722736085465208570870588656154499079 | 0.025987810235564513482505752757129657696
f(z) = 69/11*z^3 - 91/11*z + 1
*
0 | 0.11714988484847554194575251194192990177 | 0.025725307828271382251551677931401886289
f(z) = 69/13*z^3 - 95/13*z + 1
*
0 | 0.10427554615018184873990430768932090194 | 0.022793909088502811741096569997644615616
f(z) = 69/14*z^3 - 97/14*z + 1
*
-4/3 | 0.11614862784095599773158331445917253387 | 0.019553077327149985980484459507235744535
f(z) = 69/16*z^3 - 95/12*z + 1
*
[ 4/3 ] 
f(z) = 69/16*z^3 - 89/12*z + 1
*
[ 1/10 ] 
f(z) = 70*z^3 - 97/10*z + 1
*
[ 1/3 ] 
f(z) = 70*z^3 - 88/9*z + 1
*
[ -3/5 ] 
f(z) = 70/3*z^3 - 86/15*z + 1
*
[ -3/2 ] 
f(z) = 70/9*z^3 - 95/6*z + 1
*
0 | 0.10401260154630456962948558882955887800 | 0.023230908429752856842065640172048048809
f(z) = 70/9*z^3 - 88/9*z + 1
*
0 | 0.11749988465209998282540658588857617855 | 0.025985267256520307953583706588576253126
f(z) = 70/11*z^3 - 92/11*z + 1
*
0 | 0.11742355885276138070946947869648588495 | 0.025726249165710440662906056730623852897
f(z) = 70/13*z^3 - 96/13*z + 1
*
[ 1/3 ] 
f(z) = 71*z^3 - 89/9*z + 1
*
[ 1/2 ] 
f(z) = 71/3*z^3 - 83/12*z + 1
*
[ -2/3 ] 
f(z) = 71/4*z^3 - 97/18*z + 1
*
[ 1/2 ] 
f(z) = 71/4*z^3 - 87/16*z + 1
*
0 | 0.11799123733040290440180352876827787793 | 0.026850063154092391412089657609548938190
f(z) = 71/5*z^3 - 81/5*z + 1
*
0 | 0.084775352187827392765651613129302880695 | 0.019184976266908076892646882052443563189
f(z) = 71/6*z^3 - 83/6*z + 1
*
0 | 0.11791744252797202948145710190914992512 | 0.026542133451439651940886852958838272448
f(z) = 71/7*z^3 - 85/7*z + 1
*
0 | 0.080481484232420613635686596655585752133 | 0.018021303191671298504500825544129380553
f(z) = 71/8*z^3 - 87/8*z + 1
*
0 | 0.10428006974646954574291069718706333981 | 0.023232015506903821031239599218800882027
f(z) = 71/9*z^3 - 89/9*z + 1
*
0 | 0.10497047234330816085792356803737645121 | 0.023270614434268470615005762161949007539
f(z) = 71/10*z^3 - 91/10*z + 1
*
0 | 0.11776845490099546579196680328293648825 | 0.025982541603089193794011418486089355884
f(z) = 71/11*z^3 - 93/11*z + 1
*
0 | 0.071716458851074415360403193848871490667 | 0.015748440407634382361743110056883786686
f(z) = 71/12*z^3 - 95/12*z + 1
*
0 | 0.11769324563869945247131796123737620770 | 0.025726924868421482260177680763579572150
f(z) = 71/13*z^3 - 97/13*z + 1
*
0 | 0.10482005168026922239028605270276234400 | 0.022811168173817940555860218625841859315
f(z) = 71/14*z^3 - 99/14*z + 1
*
[ -5/12 ] 
f(z) = 72*z^3 - 91/10*z + 1
*
1/3 | 0.17478461260670634504877952800837388843 | 0.027498686607767472891789581831341263531
f(z) = 72*z^3 - 81/8*z + 1
*
0 | 0.11825279590502620675656555207686779975 | 0.026834656185196965718048075122763843594
f(z) = 72/5*z^3 - 82/5*z + 1
*
1/12 | 0.14301326071447548018512678792963560909 | 0.028776384965341987707234936845898569428
f(z) = 72/5*z^3 - 81/10*z + 1
*
-7/6 | 0.13679050350440947652609845984214219921 | 0.029768647601303133893872906199847976889
f(z) = 72/7*z^3 - 99/7*z + 1
*
[ 7/6 ] 
f(z) = 72/7*z^3 - 97/7*z + 1
*
0 | 0.11818004490512540622601057606725339074 | 0.026531394398574415195670353688025502152
f(z) = 72/7*z^3 - 86/7*z + 1
*
[ -7/6 ] 
f(z) = 72/7*z^3 - 85/7*z + 1
*
0 | 0.11803318470403731764202782952201237875 | 0.025979644808577316813168183162267598766
f(z) = 72/11*z^3 - 94/11*z + 1
*
[ 1/6 ] 
f(z) = 72/17*z^3 - 87/17*z + 1
*
[ 1/6 ] 
f(z) = 72/19*z^3 - 97/19*z + 1
*
[ 1/3 ] 
f(z) = 73*z^3 - 91/9*z + 1
*
[ 1/2 ] 
f(z) = 73/2*z^3 - 81/8*z + 1
*
[ 1/2 ] 
f(z) = 73/3*z^3 - 85/12*z + 1
*
[ 1/2 ] 
f(z) = 73/4*z^3 - 89/16*z + 1
*
0 | 0.092875604223366892143588179988935899727 | 0.021134754540194428175132051175169664370
f(z) = 73/4*z^3 - 81/4*z + 1
*
0 | 0.11851071138844348275916164844199863493 | 0.026819413033215840099676827801366148729
f(z) = 73/5*z^3 - 83/5*z + 1
*
0 | 0.085295852308653751670250125166817490605 | 0.019199313064252822943846382142786108838
f(z) = 73/6*z^3 - 85/6*z + 1
*
0 | 0.11843897507079545513637281116365718602 | 0.026520692303557025789448584017283501756
f(z) = 73/7*z^3 - 87/7*z + 1
*
0 | 0.089878367963466851608094844143334482728 | 0.020023535114035169429683430217823177251
f(z) = 73/8*z^3 - 89/8*z + 1
*
0 | 0.10480368653875218741484327935711332495 | 0.023233640149364447873224137309265411425
f(z) = 73/9*z^3 - 91/9*z + 1
*
0 | 0.10549514113056364328484255456873338499 | 0.023274754650156037720965528701377279127
f(z) = 73/10*z^3 - 93/10*z + 1
*
0 | 0.11829418237751830236342952102461558119 | 0.025976587684157116735563394083105786017
f(z) = 73/11*z^3 - 95/11*z + 1
*
0 | 0.072243251798650102493155726787523292669 | 0.015791872347372749200250834963037852565
f(z) = 73/12*z^3 - 97/12*z + 1
*
0 | 0.11822111092815724069073582351745597134 | 0.025727535904138511972719155611020873254
f(z) = 73/13*z^3 - 99/13*z + 1
*
[ 1/3 ] 
f(z) = 74*z^3 - 92/9*z + 1
*
0 | 0.11876508387804961306148541748592818102 | 0.026804331857966643705881964927718830271
f(z) = 74/5*z^3 - 84/5*z + 1
*
0 | 0.11869433432436557022454932316217461895 | 0.026510030235060243601524419290132533894
f(z) = 74/7*z^3 - 88/7*z + 1
*
0 | 0.10506004464002474059381623249017606751 | 0.023234178876312670482351575487286161408
f(z) = 74/9*z^3 - 92/9*z + 1
*
0 | 0.11855155171772129365480299494689053867 | 0.025973380369913589942835243162303617990
f(z) = 74/11*z^3 - 96/11*z + 1
*
0 | 0.11847950421669606644430826719107131513 | 0.025727497449972079217051365858841571861
f(z) = 74/13*z^3 - 100/13*z + 1
*
2/15 | 0.19462800233074206691843665081258121804 | 0.028611688839362201630068740896705700049
f(z) = 75*z^3 - 91/12*z + 1
*
[ 3/5 ] 
f(z) = 75*z^3 - 83/3*z + 1
*
[ 4/5 ] 
f(z) = 75/2*z^3 - 97/4*z + 1
*
[ -4/5 ] 
f(z) = 75/2*z^3 - 87/4*z + 1
*
[ 1/2 ] 
f(z) = 75/2*z^3 - 83/8*z + 1
*
[ 1/2 ] 
f(z) = 75/4*z^3 - 91/16*z + 1
*
2/15 | 0.12151431451246240789307541654761902601 | 0.022435757369454335202383286536244656699
f(z) = 75/4*z^3 - 89/6*z + 1
*
[ 3/5 ] 
f(z) = 75/4*z^3 - 89/12*z + 1
*
0 | 0.093379937559337057899247857453825852525 | 0.021132225813843022534151735847908385729
f(z) = 75/4*z^3 - 83/4*z + 1
*
0 | 0.11894621983019113746785212394681023416 | 0.026499410964156420176489750767139763723
f(z) = 75/7*z^3 - 89/7*z + 1
*
0 | 0.087534137403599541459736685354754476526 | 0.019405201442682653636029818501223960369
f(z) = 75/8*z^3 - 91/8*z + 1
*
4/5 | 0.14307233686368518522559470425212536015 | 0.026416116068574535131400332597844026896
f(z) = 75/8*z^3 - 83/12*z + 1
*
0 | 0.11880539224903100808590552700237994840 | 0.025970032381782991820538341972791691864
f(z) = 75/11*z^3 - 97/11*z + 1
*
[ 4/3 ] 
f(z) = 75/16*z^3 - 97/12*z + 1
*
[ 8/5 ] 
f(z) = 75/16*z^3 - 93/8*z + 1
*
[ -8/5 ] 
f(z) = 75/16*z^3 - 83/8*z + 1
*
-6/5 | 0.088878020499961125432161063948375562479 | 0.015310241876520908509622074683842602629
f(z) = 75/16*z^3 - 83/12*z + 1
*
1/5 | 0.080790504512900742682264467287863802506 | 0.018283190475427888887197437497395623034
f(z) = 75/16*z^3 - 83/16*z + 1
*
[ 1/3 ] 
f(z) = 76*z^3 - 94/9*z + 1
*
0 | 0.098988400696486594572064661037279871569 | 0.022463060418005944485058342316333691561
f(z) = 76/3*z^3 - 82/3*z + 1
*
0 | 0.11926358013426650327957471392982912451 | 0.026774647822045109571823984628604807424
f(z) = 76/5*z^3 - 86/5*z + 1
*
0 | 0.11919472483965891166648888519067693577 | 0.026488836989167716097774958142856827224
f(z) = 76/7*z^3 - 90/7*z + 1
*
0 | 0.10556235212710247376512195727302173500 | 0.023234757414168816910182908693133278406
f(z) = 76/9*z^3 - 94/9*z + 1
*
0 | 0.11905579945524733923702616024392776555 | 0.025966552654756889025245538223819506431
f(z) = 76/11*z^3 - 98/11*z + 1
*
[ 1/3 ] 
f(z) = 77*z^3 - 95/9*z + 1
*
[ 1/2 ] 
f(z) = 77*z^3 - 81/4*z + 1
*
[ 1/7 ] 
f(z) = 77/2*z^3 - 95/14*z + 1
*
[ 1/2 ] 
f(z) = 77/2*z^3 - 85/8*z + 1
*
0 | 0.10677367470513282100208610717117219609 | 0.024297396771926402293728895864914523004
f(z) = 77/2*z^3 - 81/2*z + 1
*
[ 1/2 ] 
f(z) = 77/3*z^3 - 89/12*z + 1
*
0 | 0.099230772387132179610834327377730076369 | 0.022456291410930166756279035488097811989
f(z) = 77/3*z^3 - 83/3*z + 1
*
[ 1/2 ] 
f(z) = 77/4*z^3 - 93/16*z + 1
*
0 | 0.093870898841239453341851844852052014105 | 0.021129477292214296404609244102094096050
f(z) = 77/4*z^3 - 85/4*z + 1
*
0 | 0.11950788460322856680035574308258773745 | 0.026760041055038983141308447534412562934
f(z) = 77/5*z^3 - 87/5*z + 1
*
0 | 0.086293881598315851480480496512901631551 | 0.019224966000858174658020887165761032961
f(z) = 77/6*z^3 - 89/6*z + 1
*
0 | 0.090881244081469815201961002272554826248 | 0.020050578971018947896233283640103463997
f(z) = 77/8*z^3 - 93/8*z + 1
*
0 | 0.10580848645618595530707545798484087866 | 0.023234814856621581912034182869513504587
f(z) = 77/9*z^3 - 95/9*z + 1
*
0 | 0.10650187649952513693116260470043808977 | 0.023280569417385846970408252832147531086
f(z) = 77/10*z^3 - 97/10*z + 1
*
0 | 0.11974900787649096727551440561433158889 | 0.026745588468855596299990712337114037528
f(z) = 78/5*z^3 - 88/5*z + 1
*
0 | 0.11968194804076206516385415556284108985 | 0.026467833690461391601711256141460393815
f(z) = 78/7*z^3 - 92/7*z + 1
*
0 | 0.11954667690561769312377938374376598167 | 0.025959231054990338212113611296352638888
f(z) = 78/11*z^3 - 100/11*z + 1
*
[ 1/3 ] 
f(z) = 79*z^3 - 97/9*z + 1
*
[ 1/2 ] 
f(z) = 79*z^3 - 83/4*z + 1
*
0 | 0.12011833209031518508520159224254288188 | 0.027334104426398529595195889188760006344
f(z) = 79*z^3 - 81*z + 1
*
[ 1/2 ] 
f(z) = 79/2*z^3 - 87/8*z + 1
*
0 | 0.10725023516119364656186002882018452202 | 0.024271125546361966423202012576226277358
f(z) = 79/2*z^3 - 83/2*z + 1
*
[ 1/2 ] 
f(z) = 79/3*z^3 - 91/12*z + 1
*
0 | 0.099708190250457463740262850716350448527 | 0.022443397983308437390047710051373775805
f(z) = 79/3*z^3 - 85/3*z + 1
*
[ 1/2 ] 
f(z) = 79/4*z^3 - 95/16*z + 1
*
0 | 0.094349178913261075782885523175362472931 | 0.021126538300050173083687973457970809441
f(z) = 79/4*z^3 - 87/4*z + 1
*
0 | 0.11998703174138088766060237645219420137 | 0.026731288047853414064608988794533033762
f(z) = 79/5*z^3 - 89/5*z + 1
*
0 | 0.086773900716927032341651311062197867488 | 0.019236666668860903419609110746231957491
f(z) = 79/6*z^3 - 91/6*z + 1
*
0 | 0.11992083496973658125521016143285682751 | 0.026457408193881608935546496915847743054
f(z) = 79/7*z^3 - 93/7*z + 1
*
0 | 0.084707287892059667901539836903305549120 | 0.018601136989078285904287917879737178625
f(z) = 79/8*z^3 - 95/8*z + 1
*
0 | 0.10629115158481766089628663976384037504 | 0.023234506416750905282159552358806507131
f(z) = 79/9*z^3 - 97/9*z + 1
*
0 | 0.10698543385330855979927360148708020212 | 0.023282403363249596815992726217417827105
f(z) = 79/10*z^3 - 99/10*z + 1
*
-2 | 0.093971370779165092340325648761768326257 | 0.016255931528954029388188463144394542587
f(z) = 79/16*z^3 - 81/4*z + 1
*
[ 1/4 ] 
f(z) = 60/7*z^3 - 99/28*z + 1
*
[ 1/3 ] 
f(z) = 60/11*z^3 - 86/33*z + 1
*
[ 1/3 ] 
f(z) = 60/13*z^3 - 98/39*z + 1
*
[ 1/2 ] 
f(z) = 61/5*z^3 - 81/20*z + 1
*
[ 1/2 ] 
f(z) = 61/6*z^3 - 85/24*z + 1
*
[ 1/2 ] 
f(z) = 61/7*z^3 - 89/28*z + 1
*
[ 1/2 ] 
f(z) = 61/8*z^3 - 93/32*z + 1
*
[ 1/2 ] 
f(z) = 61/9*z^3 - 97/36*z + 1
*
1/2 | 0.14130386209356449666846814594532569951 | 0.029314441525954340983669905573464719438
f(z) = 62/15*z^3 - 91/30*z + 1
*
-2/3 | 0.15398133303333019921825047864572715505 | 0.027847600646711808931279649267660487909
f(z) = 63/5*z^3 - 87/20*z + 1
*
[ 1/2 ] 
f(z) = 63/5*z^3 - 83/20*z + 1
*
[ 1/2 ] 
f(z) = 63/8*z^3 - 95/32*z + 1
*
[ 4/7 ] 
f(z) = 63/8*z^3 - 93/28*z + 1
*
2/21 | 0.14817867244595330593815367138281517654 | 0.024335289930849652203299150945932638584
f(z) = 63/16*z^3 - 99/28*z + 1
*
7/16 | 0.16398174261725519280712171242660905120 | 0.029571955858780556717366440097760751235
f(z) = 64/5*z^3 - 89/20*z + 1
*
3/16 | 0.10810752124226216909456836765422004622 | 0.019495773097376237522141486284772973284
f(z) = 64/7*z^3 - 93/28*z + 1
*
[ 7/16 ] 
f(z) = 64/7*z^3 - 85/28*z + 1
*
3/4 | 0.12200637551562991256118812994230467354 | 0.025145427559033702946524095169114927752
f(z) = 64/11*z^3 - 83/22*z + 1
*
[ 3/8 ] 
f(z) = 64/11*z^3 - 82/33*z + 1
*
[ 3/8 ] 
f(z) = 64/13*z^3 - 92/39*z + 1
*
-3/5 | 0.16798533104015784821977723932318168605 | 0.029043984862020499029942868424271596450
f(z) = 65/4*z^3 - 97/20*z + 1
*
[ 1/5 ] 
f(z) = 65/4*z^3 - 93/20*z + 1
*
[ 2/5 ] 
f(z) = 65/6*z^3 - 97/30*z + 1
*
[ 1/2 ] 
f(z) = 65/6*z^3 - 89/24*z + 1
*
[ 1/2 ] 
f(z) = 65/7*z^3 - 93/28*z + 1
*
[ 1/2 ] 
f(z) = 65/8*z^3 - 97/32*z + 1
*
[ 2/3 ] 
f(z) = 65/16*z^3 - 83/36*z + 1
*
[ 1/3 ] 
f(z) = 66/13*z^3 - 100/39*z + 1
*
[ 1/2 ] 
f(z) = 67/5*z^3 - 87/20*z + 1
*
[ 1/2 ] 
f(z) = 67/6*z^3 - 91/24*z + 1
*
[ 1/2 ] 
f(z) = 67/7*z^3 - 95/28*z + 1
*
[ 1/2 ] 
f(z) = 67/8*z^3 - 99/32*z + 1
*
[ 2/3 ] 
f(z) = 67/16*z^3 - 85/36*z + 1
*
1/4 | 0.13615533471489938640866750528823394382 | 0.024288287938939533424816081839368534977
f(z) = 68/5*z^3 - 97/20*z + 1
*
[ 1/2 ] 
f(z) = 69/5*z^3 - 89/20*z + 1
*
[ 1/2 ] 
f(z) = 69/7*z^3 - 97/28*z + 1
*
1/3 | 0.11110812154538171924187858610023629447 | 0.020835173548940724829057829132024701004
f(z) = 69/8*z^3 - 95/24*z + 1
*
[ 1/3 ] 
f(z) = 69/10*z^3 - 83/30*z + 1
*
[ 1/3 ] 
f(z) = 69/11*z^3 - 89/33*z + 1
*
[ 3/10 ] 
f(z) = 70/9*z^3 - 91/30*z + 1
*
[ 1/2 ] 
f(z) = 71/5*z^3 - 91/20*z + 1
*
[ 1/2 ] 
f(z) = 71/6*z^3 - 95/24*z + 1
*
[ 1/2 ] 
f(z) = 71/7*z^3 - 99/28*z + 1
*
[ 2/3 ] 
f(z) = 71/16*z^3 - 89/36*z + 1
*
[ 1/4 ] 
f(z) = 72/13*z^3 - 87/26*z + 1
*
[ 2/3 ] 
f(z) = 72/17*z^3 - 81/34*z + 1
*
[ 2/3 ] 
f(z) = 72/19*z^3 - 83/38*z + 1
*
[ 1/2 ] 
f(z) = 73/5*z^3 - 93/20*z + 1
*
[ 1/2 ] 
f(z) = 73/6*z^3 - 97/24*z + 1
*
[ 2/3 ] 
f(z) = 73/16*z^3 - 91/36*z + 1
*
-11/15 | 0.15913503963377985665805185284804783648 | 0.029381848159426645610240053141195375218
f(z) = 75/7*z^3 - 100/21*z + 1
*
[ 3/5 ] 
f(z) = 75/7*z^3 - 95/21*z + 1
*
8/15 | 0.10898059168889336092799054476653371823 | 0.020121597384815264237912948224016028641
f(z) = 75/7*z^3 - 85/21*z + 1
*
[ 8/15 ] 
f(z) = 75/8*z^3 - 85/24*z + 1
*
[ 2/5 ] 
f(z) = 75/19*z^3 - 81/38*z + 1
*
1/4 | 0.14681517004788719729543765846947858424 | 0.025680332108898992579715504124666610356
f(z) = 76/5*z^3 - 99/20*z + 1
*
[ 1/2 ] 
f(z) = 77/5*z^3 - 97/20*z + 1
*
[ 2/3 ] 
f(z) = 77/16*z^3 - 95/36*z + 1
*
[ 2/7 ] 
f(z) = 77/16*z^3 - 81/28*z + 1
*
[ 1/3 ] 
f(z) = 78/11*z^3 - 92/33*z + 1
*
[ 1/2 ] 
f(z) = 79/5*z^3 - 99/20*z + 1
*
[ 2/3 ] 
f(z) = 79/16*z^3 - 97/36*z + 1
*
[ 7/15 ] 
f(z) = 75/14*z^3 - 97/42*z + 1
*
[ 3/7 ] 
f(z) = 77/18*z^3 - 89/42*z + 1
*
0 | 0.11501348446960049464746629979320755387 | 0.027867637382092150976585751521340440544
f(z) = 60*z^3 - 62*z + 1
*
0 | 0.11475252670093500318098888826634059665 | 0.026661429187518922532291775876644203995
f(z) = 60/7*z^3 - 74/7*z + 1
*
[ 1/3 ] 
f(z) = 61*z^3 - 79/9*z + 1
*
[ 1/2 ] 
f(z) = 61*z^3 - 65/4*z + 1
*
0 | 0.11532028788747558582951525932804151987 | 0.027834066595250187604062251334393397854
f(z) = 61*z^3 - 63*z + 1
*
[ 1/2 ] 
f(z) = 61/2*z^3 - 69/8*z + 1
*
0 | 0.10244249346442241647173883658911923035 | 0.024540725821776367559002582077474369115
f(z) = 61/2*z^3 - 65/2*z + 1
*
[ 1/2 ] 
f(z) = 61/3*z^3 - 73/12*z + 1
*
0 | 0.094891723396200322431900924000307978858 | 0.022568052408536116087326259033502637753
f(z) = 61/3*z^3 - 67/3*z + 1
*
[ 1/2 ] 
f(z) = 61/4*z^3 - 77/16*z + 1
*
[ -2/3 ] 
f(z) = 61/4*z^3 - 77/18*z + 1
*
0 | 0.089521857575959296188586353545031453107 | 0.021143033950317330230657786534144393594
f(z) = 61/4*z^3 - 69/4*z + 1
*
0 | 0.11514982661719075544027906002524706741 | 0.027013482114241036647555297378288302323
f(z) = 61/5*z^3 - 71/5*z + 1
*
0 | 0.081927781659319573096849397678410256885 | 0.019095339970721330037203440521395748509
f(z) = 61/6*z^3 - 73/6*z + 1
*
0 | 0.11506367012475653136712153735226974871 | 0.026650604958009188079939788157797861098
f(z) = 61/7*z^3 - 75/7*z + 1
*
0 | 0.086495779625082202512340341217723115209 | 0.019912443405020390571499447866095174741
f(z) = 61/8*z^3 - 77/8*z + 1
*
0 | 0.10141376502243735484206557539227882084 | 0.023209743758625799393689836276025926329
f(z) = 61/9*z^3 - 79/9*z + 1
*
-2 | 0.088993076643383867905591424913430920592 | 0.016094442163003870181400574593351555326
f(z) = 61/16*z^3 - 63/4*z + 1
*
[ 1/3 ] 
f(z) = 62*z^3 - 80/9*z + 1
*
0 | 0.11562209108899740310118421174125559548 | 0.027801236238551426681252299388729899896
f(z) = 62*z^3 - 64*z + 1
*
-1 | 0.098648035635162471273564712937327428573 | 0.023902307613878359099490995550905478322
f(z) = 62*z^3 - 61*z + 1
*
0 | 0.095193872341342599690576388183403845447 | 0.022560421497647095380924792562785044093
f(z) = 62/3*z^3 - 68/3*z + 1
*
0 | 0.11545440831118702359710392692566671262 | 0.026996357699709779162498364496869876519
f(z) = 62/5*z^3 - 72/5*z + 1
*
0 | 0.11536967131771445607189389517860252906 | 0.026639754113811742224784690512598147940
f(z) = 62/7*z^3 - 76/7*z + 1
*
0 | 0.10172120669950322354523686574678141881 | 0.023213278964260220808766348357073214800
f(z) = 62/9*z^3 - 80/9*z + 1
*
[ 1/9 ] 
f(z) = 63*z^3 - 79/9*z + 1
*
[ 1/2 ] 
f(z) = 63*z^3 - 67/4*z + 1
*
5/21 | 0.14421369558026915343226997930071109779 | 0.023684124280605831041726216676089657297
f(z) = 63*z^3 - 67/7*z + 1
*
0 | 0.11591905444924934190721045655290721042 | 0.027769118424929320786430165677369635942
f(z) = 63*z^3 - 65*z + 1
*
-1 | 0.098942771340232176961847321859968972414 | 0.023881137803695435726836031944581022452
f(z) = 63*z^3 - 62*z + 1
*
[ -1 ] 
f(z) = 63*z^3 - 61*z + 1
*
4/21 | 0.11130221338810531138912202203942000904 | 0.018279092314940013023387698732953893386
f(z) = 63/2*z^3 - 79/14*z + 1
*
[ 1/2 ] 
f(z) = 63/2*z^3 - 71/8*z + 1
*
[ 2/7 ] 
f(z) = 63/2*z^3 - 71/14*z + 1
*
0 | 0.10304261258582316200085187095077772055 | 0.024506574418928272950235390280932324246
f(z) = 63/2*z^3 - 67/2*z + 1
*
-1 | 0.086203461618935196634026049551069159844 | 0.020806338029469340307442953462882955509
f(z) = 63/2*z^3 - 61/2*z + 1
*
-2/3 | 0.12527562847240455658921658910133824350 | 0.020573937462270907483489952074063449200
f(z) = 63/4*z^3 - 79/14*z + 1
*
[ 1/2 ] 
f(z) = 63/4*z^3 - 79/16*z + 1
*
[ 2/9 ] 
f(z) = 63/4*z^3 - 77/18*z + 1
*
0 | 0.090124710483430213436971345257108724935 | 0.021142734871750420313743871083965024236
f(z) = 63/4*z^3 - 71/4*z + 1
*
0 | 0.11575406103301155888776161515262669614 | 0.026979409226632531611521544356776691607
f(z) = 63/5*z^3 - 73/5*z + 1
*
[ 2/3 ] 
f(z) = 63/5*z^3 - 61/10*z + 1
*
0 | 0.078229906453459994808220931326965305265 | 0.017903842566582143867027561970589155616
f(z) = 63/8*z^3 - 79/8*z + 1
*
2/21 | 0.17694049162580416092738722913332298410 | 0.027718384541010089517555140393578279478
f(z) = 63/8*z^3 - 74/7*z + 1
*
[ 2/21 ] 
f(z) = 63/8*z^3 - 67/7*z + 1
*
-2 | 0.089618236372937280417675219430103464413 | 0.016116412037164338986634123581489590188
f(z) = 63/16*z^3 - 65/4*z + 1
*
[ 2 ] 
f(z) = 63/16*z^3 - 61/4*z + 1
*
[ 3/16 ] 
f(z) = 64*z^3 - 79/12*z + 1
*
0 | 0.11621133074920339298196115689203764329 | 0.027737686731913149490854718202887573227
f(z) = 64*z^3 - 66*z + 1
*
-1 | 0.099232889431090523612645365710641295162 | 0.023860466245886187952966540009870122465
f(z) = 64*z^3 - 63*z + 1
*
[ -1 ] 
f(z) = 64*z^3 - 62*z + 1
*
[ 1/16 ] 
f(z) = 64*z^3 - 61/4*z + 1
*
3/16 | 0.15994465465798000031204123875974574054 | 0.028843920011470698507893087131890678407
f(z) = 64/3*z^3 - 73/12*z + 1
*
0 | 0.095785740527309531216085075727998572042 | 0.022545803883519258776522221006080747610
f(z) = 64/3*z^3 - 70/3*z + 1
*
-1 | 0.079078986870627703821051338160469934028 | 0.019014477032796339268050627348364151111
f(z) = 64/3*z^3 - 61/3*z + 1
*
0 | 0.11604894178501850694976450806593054403 | 0.026962636315201646540684985427892949938
f(z) = 64/5*z^3 - 74/5*z + 1
*
[ -3/4 ] 
f(z) = 64/5*z^3 - 73/15*z + 1
*
1/2 | 0.074408745148668918807758189468761644996 | 0.015335589660679337627264634415099929724
f(z) = 64/5*z^3 - 67/10*z + 1
*
0 | 0.11596690791921519629160468180936742343 | 0.026618007430010342930370691119252495917
f(z) = 64/7*z^3 - 78/7*z + 1
*
[ 9/8 ] 
f(z) = 64/9*z^3 - 80/9*z + 1
*
3/4 | 0.12872113090834559541307344013451658518 | 0.023213167152386157529974202556255304333
f(z) = 64/9*z^3 - 79/12*z + 1
*
[ 1/8 ] 
f(z) = 64/11*z^3 - 78/11*z + 1
*
[ -5/4 ] 
f(z) = 64/15*z^3 - 73/15*z + 1
*
1/8 | 0.059345602735832400486978538597380452588 | 0.014269601127591983945621926845390288467
f(z) = 64/15*z^3 - 61/15*z + 1
*
[ 1/4 ] 
f(z) = 64/19*z^3 - 61/19*z + 1
*
[ 1/2 ] 
f(z) = 65*z^3 - 69/4*z + 1
*
[ -2/5 ] 
f(z) = 65*z^3 - 69/10*z + 1
*
0 | 0.11649906564774429185818526556918317020 | 0.027706916103802789785683552566654742843
f(z) = 65*z^3 - 67*z + 1
*
-1 | 0.099518532368991333604736130785631433165 | 0.023840273059159499924400098941848457208
f(z) = 65*z^3 - 64*z + 1
*
[ -1 ] 
f(z) = 65*z^3 - 63*z + 1
*
[ 1/2 ] 
f(z) = 65/2*z^3 - 73/8*z + 1
*
0 | 0.10362389269383265042825144425063911416 | 0.024473615054633390539878490076895484169
f(z) = 65/2*z^3 - 69/2*z + 1
*
[ 2/5 ] 
f(z) = 65/2*z^3 - 67/10*z + 1
*
-1 | 0.086776934061137747550889659607551307483 | 0.020787945260121310589804782341221108678
f(z) = 65/2*z^3 - 63/2*z + 1
*
[ -1 ] 
f(z) = 65/2*z^3 - 61/2*z + 1
*
[ 1/2 ] 
f(z) = 65/3*z^3 - 77/12*z + 1
*
[ -3/5 ] 
f(z) = 65/3*z^3 - 77/15*z + 1
*
[ 1/5 ] 
f(z) = 65/3*z^3 - 73/15*z + 1
*
0 | 0.096074728624456253358364084431218874983 | 0.022538574651573598016745688956489275140
f(z) = 65/3*z^3 - 71/3*z + 1
*
-1 | 0.079361757696860678541375503656363392467 | 0.019011594412715996871405782030120697694
f(z) = 65/3*z^3 - 62/3*z + 1
*
0 | 0.090708554444295472472756426415529984101 | 0.021141920973390271223481985813310557115
f(z) = 65/4*z^3 - 73/4*z + 1
*
-1 | 0.091240340619958345928910648198027433533 | 0.021857181598352139607178685689687320062
f(z) = 65/4*z^3 - 61/4*z + 1
*
0 | 0.083118817258829229572357034182548557358 | 0.019135023139079500072543043419714300877
f(z) = 65/6*z^3 - 77/6*z + 1
*
0 | 0.11625845421556343088003593932179221143 | 0.026607127065247632263623264458291174721
f(z) = 65/7*z^3 - 79/7*z + 1
*
[ 2/13 ] 
f(z) = 65/8*z^3 - 74/13*z + 1
*
-2 | 0.090222628428091590365436017360298036699 | 0.016137155880096114355827058305786299472
f(z) = 65/16*z^3 - 67/4*z + 1
*
[ 2 ] 
f(z) = 65/16*z^3 - 63/4*z + 1
*
0 | 0.11678239811757977074716483498677023644 | 0.027676782761724025313453644971486726461
f(z) = 66*z^3 - 68*z + 1
*
-1 | 0.099799836122359173604188475591291555894 | 0.023820539463852962724548416809147779025
f(z) = 66*z^3 - 65*z + 1
*
[ -1 ] 
f(z) = 66*z^3 - 64*z + 1
*
0 | 0.11662497892231631863434612179252919785 | 0.026929614399810987459784123583327501155
f(z) = 66/5*z^3 - 76/5*z + 1
*
-1 | 0.10016512385759729015665026747439385021 | 0.023907727491919790136961866619670331788
f(z) = 66/5*z^3 - 61/5*z + 1
*
0 | 0.11654548102929737971901038427362479630 | 0.026596251174536940319560789918085185928
f(z) = 66/7*z^3 - 80/7*z + 1
*
[ 1/2 ] 
f(z) = 67*z^3 - 71/4*z + 1
*
0 | 0.11706146084830263993582220927178907312 | 0.027647264120824782174029822794011920861
f(z) = 67*z^3 - 69*z + 1
*
-1 | 0.10007693055545515371524892685208192060 | 0.023801247704511375528205946194479903215
f(z) = 67*z^3 - 66*z + 1
*
[ -1 ] 
f(z) = 67*z^3 - 65*z + 1
*
[ 1/2 ] 
f(z) = 67/2*z^3 - 75/8*z + 1
*
0 | 0.10418748068121249907867342270639292222 | 0.024441779276544691997714715644796521386
f(z) = 67/2*z^3 - 71/2*z + 1
*
-1 | 0.087331912885161594336537497173928705571 | 0.020770106352699640158141649931186477499
f(z) = 67/2*z^3 - 65/2*z + 1
*
[ -1 ] 
f(z) = 67/2*z^3 - 63/2*z + 1
*
[ 1/2 ] 
f(z) = 67/3*z^3 - 79/12*z + 1
*
0 | 0.096639517267106453114519433160862310065 | 0.022524281744810007519756041063661216750
f(z) = 67/3*z^3 - 73/3*z + 1
*
-1 | 0.079914664875624660280756363851044333288 | 0.019006065867235736120479859119370579208
f(z) = 67/3*z^3 - 64/3*z + 1
*
[ -1 ] 
f(z) = 67/3*z^3 - 61/3*z + 1
*
0 | 0.091274551719003272562713635953831164725 | 0.021140660800625420379524153472891707241
f(z) = 67/4*z^3 - 75/4*z + 1
*
-1 | 0.091790566176996207145517838816746292112 | 0.021830505695869803212599251061769403555
f(z) = 67/4*z^3 - 63/4*z + 1
*
0 | 0.11690641417895582074985915700473739172 | 0.026913363474063475327405124809568693140
f(z) = 67/5*z^3 - 77/5*z + 1
*
-1 | 0.10043689166055360501257904447227903477 | 0.023886857079008432179164950298983086981
f(z) = 67/5*z^3 - 62/5*z + 1
*
0 | 0.083688289788024119764524897088048952948 | 0.019153058375733472381971844944814419794
f(z) = 67/6*z^3 - 79/6*z + 1
*
-1 | 0.067346129745884042089064054494319061226 | 0.016016897272181307785252637970616330784
f(z) = 67/6*z^3 - 61/6*z + 1
*
-2 | 0.090807611740857993612483870960722105032 | 0.016156785594201767814092771802151631103
f(z) = 67/16*z^3 - 69/4*z + 1
*
[ 2 ] 
f(z) = 67/16*z^3 - 65/4*z + 1
*
[ -2 ] 
f(z) = 67/16*z^3 - 61/4*z + 1
*
0 | 0.11733638061953100023425401475070775777 | 0.027618338713951603609696885135246929226
f(z) = 68*z^3 - 70*z + 1
*
-1 | 0.10034993978838830321271746821032564493 | 0.023782380979015196893009351835171976540
f(z) = 68*z^3 - 67*z + 1
*
[ -1 ] 
f(z) = 68*z^3 - 66*z + 1
*
[ 1/6 ] 
f(z) = 68*z^3 - 62/9*z + 1
*
0 | 0.096915580625340527102668712922163768721 | 0.022517220006352536787259425022546602407
f(z) = 68/3*z^3 - 74/3*z + 1
*
-1 | 0.080185047878177566118351774580632397419 | 0.019003413071106345514083975051091598917
f(z) = 68/3*z^3 - 65/3*z + 1
*
1/4 | 0.16535508339927896870467264112663060095 | 0.029497131979284531654835187466478694118
f(z) = 68/3*z^3 - 65/12*z + 1
*
[ -1 ] 
f(z) = 68/3*z^3 - 62/3*z + 1
*
0 | 0.11718363601958549536772457927817382066 | 0.026897284321988184747039843270442180354
f(z) = 68/5*z^3 - 78/5*z + 1
*
-1 | 0.10070472741274957930348586598879760809 | 0.023866463684664970925837279701692613924
f(z) = 68/5*z^3 - 63/5*z + 1
*
-1 | 0.10087816418062878414054129254863784076 | 0.023907567239865604509140198695880103713
f(z) = 68/7*z^3 - 61/7*z + 1
*
[ 1/2 ] 
f(z) = 69*z^3 - 73/4*z + 1
*
0 | 0.11760727864675319152201233961723018460 | 0.027589986121215196198262516342156771799
f(z) = 69*z^3 - 71*z + 1
*
-1 | 0.10061898253097082551112830734325027626 | 0.023763923373614221990838201027833423241
f(z) = 69*z^3 - 68*z + 1
*
[ -1 ] 
f(z) = 69*z^3 - 67*z + 1
*
[ -2/3 ] 
f(z) = 69/2*z^3 - 77/6*z + 1
*
[ 1/2 ] 
f(z) = 69/2*z^3 - 77/8*z + 1
*
0 | 0.10473442179434501447410648409955300458 | 0.024411003816950576798480778133690325497
f(z) = 69/2*z^3 - 73/2*z + 1
*
-1 | 0.087871356224801065597202551584801242053 | 0.020753222936029860548762667729730638702
f(z) = 69/2*z^3 - 67/2*z + 1
*
[ -1 ] 
f(z) = 69/2*z^3 - 65/2*z + 1
*
0 | 0.091823761122768684487063223345414030155 | 0.021139013423760504612130555313368897134
f(z) = 69/4*z^3 - 77/4*z + 1
*
-1 | 0.092324910467943141981109598250389079081 | 0.021805051518590678885349405838420549985
f(z) = 69/4*z^3 - 65/4*z + 1
*
[ -1 ] 
f(z) = 69/4*z^3 - 61/4*z + 1
*
0 | 0.11745676875243985158529927483222708266 | 0.026881375569254801899743963972302987426
f(z) = 69/5*z^3 - 79/5*z + 1
*
-1 | 0.10096874331116097392029128331169588423 | 0.023846528943363208979855200005689888811
f(z) = 69/5*z^3 - 64/5*z + 1
*
-1 | 0.10113977598902547522899434337749949196 | 0.023886922985808480353658969585525905357
f(z) = 69/7*z^3 - 62/7*z + 1
*
-1 | 0.092666998699170526621227844623406142012 | 0.021885845006155518367159787226674716477
f(z) = 69/8*z^3 - 61/8*z + 1
*
-2 | 0.091374413832776776208917608524911913111 | 0.016175399281431313927455685669277843073
f(z) = 69/16*z^3 - 71/4*z + 1
*
[ -4/3 ] 
f(z) = 69/16*z^3 - 71/12*z + 1
*
[ 2 ] 
f(z) = 69/16*z^3 - 67/4*z + 1
*
2/3 | 0.14262470251486010476991002866388445451 | 0.025648780487512473710398725302058576338
f(z) = 69/16*z^3 - 65/12*z + 1
*
[ -2 ] 
f(z) = 69/16*z^3 - 63/4*z + 1
*
[ -2/5 ] 
f(z) = 70*z^3 - 77/10*z + 1
*
0 | 0.11787427090223895892418613709507062346 | 0.027562186904915230171239101615287747114
f(z) = 70*z^3 - 72*z + 1
*
-1 | 0.10088417239266504346645010272309431338 | 0.023745859803293848629593184665859677650
f(z) = 70*z^3 - 69*z + 1
*
[ -1 ] 
f(z) = 70*z^3 - 68*z + 1
*
0 | 0.097455659451832835596660079021830730911 | 0.022503269491395064782650205363802757393
f(z) = 70/3*z^3 - 76/3*z + 1
*
[ 1/5 ] 
f(z) = 70/3*z^3 - 74/15*z + 1
*
-1 | 0.080713216164906609532286911816802908773 | 0.018998071450345497157603923353384928765
f(z) = 70/3*z^3 - 67/3*z + 1
*
[ -1 ] 
f(z) = 70/3*z^3 - 64/3*z + 1
*
-1 | 0.088000944454103325362298167301998360018 | 0.020713438391813769384941580527719451579
f(z) = 70/9*z^3 - 61/9*z + 1
*
[ 1/2 ] 
f(z) = 71*z^3 - 75/4*z + 1
*
0 | 0.11813746841314334441865456509027869235 | 0.027534922549348813707173540474399103924
f(z) = 71*z^3 - 73*z + 1
*
-1 | 0.10114561817064765344263865378120547158 | 0.023728175956964387794114720264318746719
f(z) = 71*z^3 - 70*z + 1
*
[ -1 ] 
f(z) = 71*z^3 - 69*z + 1
*
[ 1/2 ] 
f(z) = 71/2*z^3 - 79/8*z + 1
*
0 | 0.10526567130103528854949644388131172853 | 0.024381230134948927483829041671415343276
f(z) = 71/2*z^3 - 75/2*z + 1
*
-1 | 0.088395528562313069812141278148475719741 | 0.020737078812417775341158731147790877301
f(z) = 71/2*z^3 - 69/2*z + 1
*
[ -1 ] 
f(z) = 71/2*z^3 - 67/2*z + 1
*
0 | 0.097719904714886203116194582370546627903 | 0.022496381680279091260666594773055913312
f(z) = 71/3*z^3 - 77/3*z + 1
*
-1 | 0.080973284932876617026350116499828329523 | 0.018995863463497846644381949565778791929
f(z) = 71/3*z^3 - 68/3*z + 1
*
[ -1 ] 
f(z) = 71/3*z^3 - 65/3*z + 1
*
0 | 0.092357149949106097079963515491800685208 | 0.021137029910303332712454445828251745227
f(z) = 71/4*z^3 - 79/4*z + 1
*
-1 | 0.092844264783474650131776523883127139070 | 0.021780726552686135533932955113267634136
f(z) = 71/4*z^3 - 67/4*z + 1
*
[ -1 ] 
f(z) = 71/4*z^3 - 63/4*z + 1
*
-1 | 0.10148574091676770723816793870368307088 | 0.023807966782438274817594012679992396636
f(z) = 71/5*z^3 - 66/5*z + 1
*
[ -1 ] 
f(z) = 71/5*z^3 - 61/5*z + 1
*
-1 | 0.068388514004710738993202737662283713562 | 0.016043549123416356653973757915514612001
f(z) = 71/6*z^3 - 65/6*z + 1
*
-1 | 0.10165216007200573676171443368144797441 | 0.023847007751978201760937603220845668341
f(z) = 71/7*z^3 - 64/7*z + 1
*
-1 | 0.093177124188994514777194842144255151109 | 0.021858813440541035657540404511343694349
f(z) = 71/8*z^3 - 63/8*z + 1
*
-1 | 0.088253150519924737423978198996394098643 | 0.020703677748651486702932491912998527759
f(z) = 71/9*z^3 - 62/9*z + 1
*
-1 | 0.089062068393836431134380166076103599814 | 0.020893445194775814417352301701730921512
f(z) = 71/10*z^3 - 61/10*z + 1
*
-2 | 0.091924147505164822094265929648615387777 | 0.016193083354862834931783894174828486955
f(z) = 71/16*z^3 - 73/4*z + 1
*
[ 2 ] 
f(z) = 71/16*z^3 - 69/4*z + 1
*
[ -2 ] 
f(z) = 71/16*z^3 - 65/4*z + 1
*
[ 1/9 ] 
f(z) = 72*z^3 - 80/9*z + 1
*
0 | 0.11839697753872118451964157443303153869 | 0.027508175405075093997911286440374758561
f(z) = 72*z^3 - 74*z + 1
*
7/24 | 0.078828434366829232492741160454573058745 | 0.012401997979719366608229227927903218374
f(z) = 72*z^3 - 73/8*z + 1
*
-1 | 0.10140342411781946613741883028244561363 | 0.023710858247019208312713676194533153436
f(z) = 72*z^3 - 71*z + 1
*
[ -1 ] 
f(z) = 72*z^3 - 70*z + 1
*
[ 2/3 ] 
f(z) = 72*z^3 - 65/2*z + 1
*
[ 1/8 ] 
f(z) = 72*z^3 - 65/8*z + 1
*
2/3 | 0.13383565929823221973810597963776199584 | 0.026929715711785471396099981507552783809
f(z) = 72/5*z^3 - 79/10*z + 1
*
[ 2/3 ] 
f(z) = 72/5*z^3 - 69/10*z + 1
*
-1 | 0.10173892437099826739038939004291248826 | 0.023789307264043710273747234627171853690
f(z) = 72/5*z^3 - 67/5*z + 1
*
-1 | 0.10190312890701635210950010938039643183 | 0.023827702717756581299056927105804075687
f(z) = 72/7*z^3 - 65/7*z + 1
*
-1 | 0.10222485266995761078880389128647976346 | 0.023902930419426048677731780766792987541
f(z) = 72/11*z^3 - 61/11*z + 1
*
[ 1/6 ] 
f(z) = 72/13*z^3 - 67/13*z + 1
*
[ 1/2 ] 
f(z) = 73*z^3 - 77/4*z + 1
*
0 | 0.11865290022838453658551419356437124010 | 0.027481928637251048600541048042745885690
f(z) = 73*z^3 - 75*z + 1
*
-1 | 0.10165769019241306439827740590808569403 | 0.023693893762856130621610672612767049858
f(z) = 73*z^3 - 72*z + 1
*
[ -1 ] 
f(z) = 73*z^3 - 71*z + 1
*
[ -1/2 ] 
f(z) = 73*z^3 - 61/4*z + 1
*
0 | 0.10578210453074029561081894100821034648 | 0.024352404000084938801762540209862004494
f(z) = 73/2*z^3 - 77/2*z + 1
*
-1 | 0.088905922938340759599291259253263757356 | 0.020721772145349557316524560891893652699
f(z) = 73/2*z^3 - 71/2*z + 1
*
[ -1 ] 
f(z) = 73/2*z^3 - 69/2*z + 1
*
0 | 0.098238379021955859862430502658685914413 | 0.022483018985222530753396705037787343563
f(z) = 73/3*z^3 - 79/3*z + 1
*
-1 | 0.081480731007839345559856337974783823605 | 0.018991143518660109932588471045207985849
f(z) = 73/3*z^3 - 70/3*z + 1
*
[ -1 ] 
f(z) = 73/3*z^3 - 67/3*z + 1
*
-1 | 0.093349447412064511686693680773349110545 | 0.021757447819406131390721929718699637740
f(z) = 73/4*z^3 - 69/4*z + 1
*
[ -1 ] 
f(z) = 73/4*z^3 - 65/4*z + 1
*
-1 | 0.10198869193886355360517134988769785810 | 0.023771042084846069479603082983636211410
f(z) = 73/5*z^3 - 68/5*z + 1
*
[ -1 ] 
f(z) = 73/5*z^3 - 63/5*z + 1
*
-1 | 0.068890298032320180906337542339206599233 | 0.016056624931963206082962483510234814823
f(z) = 73/6*z^3 - 67/6*z + 1
*
[ -1 ] 
f(z) = 73/6*z^3 - 61/6*z + 1
*
-1 | 0.10215074005340662170442396559751981407 | 0.023808811493173046705561629146957826539
f(z) = 73/7*z^3 - 66/7*z + 1
*
-1 | 0.093673563135811194100429331514766553663 | 0.021832991179783389516909133391075917916
f(z) = 73/8*z^3 - 65/8*z + 1
*
-1 | 0.088747477068785560959315792798319504417 | 0.020684842331251888380382215552272504340
f(z) = 73/9*z^3 - 64/9*z + 1
*
-1 | 0.089553658309632581257538696935606671975 | 0.020872743243008610769538087633228782101
f(z) = 73/10*z^3 - 63/10*z + 1
*
-1 | 0.10246832102904922138762280688930426696 | 0.023882831765360399083666362488073727247
f(z) = 73/11*z^3 - 62/11*z + 1
*
-1 | 0.073645400882322842252007066915134367324 | 0.017164921820729483064760486097936027113
f(z) = 73/12*z^3 - 61/12*z + 1
*
-2 | 0.092457824920722585453073482880811511033 | 0.016209914268565358780677706601586339031
f(z) = 73/16*z^3 - 75/4*z + 1
*
[ 2 ] 
f(z) = 73/16*z^3 - 71/4*z + 1
*
[ -2 ] 
f(z) = 73/16*z^3 - 67/4*z + 1
*
0 | 0.11890533426217003660301930197621047784 | 0.027456166177691393698337182329106335240
f(z) = 74*z^3 - 76*z + 1
*
-1 | 0.10190851229069410814079193317345171920 | 0.023677270227999297060824596745482946942
f(z) = 74*z^3 - 73*z + 1
*
[ -1 ] 
f(z) = 74*z^3 - 72*z + 1
*
[ 1/4 ] 
f(z) = 74*z^3 - 61/8*z + 1
*
0 | 0.098490742917678833635899657010664863977 | 0.022476071263087768465544582735109522582
f(z) = 74/3*z^3 - 80/3*z + 1
*
-1 | 0.081728298964729564774931458058037833351 | 0.018988629863840365690052645351638925909
f(z) = 74/3*z^3 - 71/3*z + 1
*
[ -1 ] 
f(z) = 74/3*z^3 - 68/3*z + 1
*
-1 | 0.10223513459325285252746667389620448558 | 0.023753157161743505322522618011590498489
f(z) = 74/5*z^3 - 69/5*z + 1
*
[ -1 ] 
f(z) = 74/5*z^3 - 64/5*z + 1
*
-1 | 0.10239508221859954081348509795014168597 | 0.023790319152067312196138560248620651890
f(z) = 74/7*z^3 - 67/7*z + 1
*
-1 | 0.088989774214466306194079574528049720613 | 0.020675750084489938124177503827154939791
f(z) = 74/9*z^3 - 65/9*z + 1
*
-1 | 0.10270862586346176743848183679628925345 | 0.023863167410184339984796424600234303325
f(z) = 74/11*z^3 - 63/11*z + 1
*
-1 | 0.10286236086399792070544279623335855337 | 0.023898885968618525965561257062300984812
f(z) = 74/13*z^3 - 61/13*z + 1
*
[ 1/2 ] 
f(z) = 75*z^3 - 79/4*z + 1
*
0 | 0.11915437347503566008832726305941930353 | 0.027430872680339234539704128841873026320
f(z) = 75*z^3 - 77*z + 1
*
-1 | 0.10215598246411207254496793597092677972 | 0.023660975960496511065355332254774779457
f(z) = 75*z^3 - 74*z + 1
*
[ -1 ] 
f(z) = 75*z^3 - 73*z + 1
*
0 | 0.10628452555229034233745225568260574777 | 0.024324475114694718096938829781255976321
f(z) = 75/2*z^3 - 79/2*z + 1
*
1/15 | 0.074883076196012731599027571471316316834 | 0.013826013300184462890479590056060239217
f(z) = 75/2*z^3 - 79/6*z + 1
*
[ 1/10 ] 
f(z) = 75/2*z^3 - 75/8*z + 1
*
-1 | 0.089402008372656875319919422156379047802 | 0.020706949508989075960274345486532571898
f(z) = 75/2*z^3 - 73/2*z + 1
*
[ -1 ] 
f(z) = 75/2*z^3 - 71/2*z + 1
*
4/15 | 0.11888703534732664893462388573106342504 | 0.019460176353424460486423435802787100161
f(z) = 75/2*z^3 - 71/12*z + 1
*
3/10 | 0.090935415830028841393925972231799460773 | 0.015943002075216767206198765129366329973
f(z) = 75/2*z^3 - 67/8*z + 1
*
[ -3/5 ] 
f(z) = 75/2*z^3 - 65/6*z + 1
*
[ 4/15 ] 
f(z) = 75/2*z^3 - 65/12*z + 1
*
7/15 | 0.062753231395797181916796741787449241596 | 0.011586423207785409099834108007714736727
f(z) = 75/2*z^3 - 61/6*z + 1
*
7/15 | 0.064794074442583523220894002680836769971 | 0.011963233623994771252105335268792168517
f(z) = 75/4*z^3 - 73/12*z + 1
*
-1 | 0.093841211402389003867633221984272888738 | 0.021735140649994007524717949915206909031
f(z) = 75/4*z^3 - 71/4*z + 1
*
[ -1 ] 
f(z) = 75/4*z^3 - 67/4*z + 1
*
-3/5 | 0.090400533028654212964855090635244461377 | 0.016691074078290733539965586587342726350
f(z) = 75/4*z^3 - 65/12*z + 1
*
-1 | 0.10263624063865409117114982253130335345 | 0.023772211512723348623797751287153211862
f(z) = 75/7*z^3 - 68/7*z + 1
*
[ -1 ] 
f(z) = 75/7*z^3 - 61/7*z + 1
*
-1 | 0.094157031292736313772240340025933985938 | 0.021808289638952921501028266410784696101
f(z) = 75/8*z^3 - 67/8*z + 1
*
-1 | 0.10294584842860659411299291220029853065 | 0.023843921678868754298720655240227322535
f(z) = 75/11*z^3 - 64/11*z + 1
*
-1 | 0.10309768920046130467829188546821545335 | 0.023879090454754588262476699241887652601
f(z) = 75/13*z^3 - 62/13*z + 1
*
-1 | 0.090336837594161033958349852310576619401 | 0.020923471059696593998592517596806129665
f(z) = 75/14*z^3 - 61/14*z + 1
*
-2 | 0.092976369557750986727271210292009470906 | 0.016225959944715288451198064508757922406
f(z) = 75/16*z^3 - 77/4*z + 1
*
[ 2 ] 
f(z) = 75/16*z^3 - 73/4*z + 1
*
[ -2 ] 
f(z) = 75/16*z^3 - 69/4*z + 1
*
2/15 | 0.072451752290942912229743782460305310772 | 0.012958669469897940879575001446901846628
f(z) = 75/16*z^3 - 67/12*z + 1
*
[ 1/5 ] 
f(z) = 75/16*z^3 - 67/16*z + 1
*
[ 1/5 ] 
f(z) = 75/17*z^3 - 71/17*z + 1
*
[ 1/5 ] 
f(z) = 75/19*z^3 - 79/19*z + 1
*
0 | 0.11940010796627449025370029032506343394 | 0.027406033479864122557203461066695636602
f(z) = 76*z^3 - 78*z + 1
*
-1 | 0.10240018912213102875286279150645236447 | 0.023644999836300410599854829873890845106
f(z) = 76*z^3 - 75*z + 1
*
[ -1 ] 
f(z) = 76*z^3 - 74*z + 1
*
[ 1/6 ] 
f(z) = 76*z^3 - 64/9*z + 1
*
-1 | 0.082216741261288094267889097055113839641 | 0.018984484797637585844639804206842773674
f(z) = 76/3*z^3 - 73/3*z + 1
*
[ -1 ] 
f(z) = 76/3*z^3 - 70/3*z + 1
*
-1 | 0.10271839130188968899545264797238517481 | 0.023718475193648924226937638321562611586
f(z) = 76/5*z^3 - 71/5*z + 1
*
[ -1 ] 
f(z) = 76/5*z^3 - 66/5*z + 1
*
-1 | 0.10287429725714764975521475276057985793 | 0.023754475090896731424031164589493114790
f(z) = 76/7*z^3 - 69/7*z + 1
*
[ -1 ] 
f(z) = 76/7*z^3 - 62/7*z + 1
*
-1 | 0.089465052398853597326336827253233152022 | 0.020658176195382770773269069537689965047
f(z) = 76/9*z^3 - 67/9*z + 1
*
[ 3/4 ] 
f(z) = 76/9*z^3 - 61/12*z + 1
*
-1 | 0.10318006688549545192674838063529606401 | 0.023825079675460597894891769331549110916
f(z) = 76/11*z^3 - 65/11*z + 1
*
-1 | 0.10333005962415515765618818107368450983 | 0.023859714165020231875652865278358674925
f(z) = 76/13*z^3 - 63/13*z + 1
*
-1 | 0.083133533205855882166966814237497770024 | 0.019196179185754119756317496462041897302
f(z) = 76/15*z^3 - 61/15*z + 1
*
0 | 0.11964262429521504735858831643777022638 | 0.027381634553131001751268302356601493808
f(z) = 77*z^3 - 79*z + 1
*
-1 | 0.10264121722185893609944832346502776892 | 0.023629331255371385025055379287905612147
f(z) = 77*z^3 - 76*z + 1
*
[ -1 ] 
f(z) = 77*z^3 - 75*z + 1
*
[ -1/2 ] 
f(z) = 77*z^3 - 65/4*z + 1
*
[ 2/7 ] 
f(z) = 77/2*z^3 - 79/14*z + 1
*
-1 | 0.089884497618943956657582304508963702393 | 0.020692569967967504840536043760705032456
f(z) = 77/2*z^3 - 75/2*z + 1
*
[ -1 ] 
f(z) = 77/2*z^3 - 73/2*z + 1
*
-1 | 0.082455717304354345774975221027222763601 | 0.018982368982164729416862832807874160181
f(z) = 77/3*z^3 - 74/3*z + 1
*
[ -1 ] 
f(z) = 77/3*z^3 - 71/3*z + 1
*
-1 | 0.094320251320492015769569122572405817176 | 0.021713737647171500372581473358504431896
f(z) = 77/4*z^3 - 73/4*z + 1
*
[ -1 ] 
f(z) = 77/4*z^3 - 69/4*z + 1
*
-1 | 0.10295537009741395037699509055412775064 | 0.023701653296771884055111806973163478333
f(z) = 77/5*z^3 - 72/5*z + 1
*
[ -1 ] 
f(z) = 77/5*z^3 - 67/5*z + 1
*
-1 | 0.069852905633369368153869255241731134321 | 0.016081039284572789486098081665394343798
f(z) = 77/6*z^3 - 71/6*z + 1
*
[ -1 ] 
f(z) = 77/6*z^3 - 65/6*z + 1
*
-1 | 0.094628189659529025159792777586530424669 | 0.021784629022159839328464655773708311494
f(z) = 77/8*z^3 - 69/8*z + 1
*
[ -1 ] 
f(z) = 77/8*z^3 - 61/8*z + 1
*
-1 | 0.089698190418911481228491329418473855912 | 0.020649679649010038661594288555648872782
f(z) = 77/9*z^3 - 68/9*z + 1
*
-1 | 0.090501160506613922566950456273439681758 | 0.020834533713527454440455364667451817114
f(z) = 77/10*z^3 - 67/10*z + 1
*
-1 | 0.074583635544947137118203861226979881467 | 0.017170114289585092320098299827442983789
f(z) = 77/12*z^3 - 65/12*z + 1
*
-1 | 0.10355954568435598758436112920871401885 | 0.023840742304742275638557693098229668764
f(z) = 77/13*z^3 - 64/13*z + 1
*
-1 | 0.083361258608081026790929494122529955048 | 0.019190836262759505364454866062048945290
f(z) = 77/15*z^3 - 62/15*z + 1
*
-2 | 0.093480626416453277969797390137752187285 | 0.016241280958654545191738669862483591649
f(z) = 77/16*z^3 - 79/4*z + 1
*
[ 2 ] 
f(z) = 77/16*z^3 - 75/4*z + 1
*
[ -2 ] 
f(z) = 77/16*z^3 - 71/4*z + 1
*
-1 | 0.095221091214877148398915762399194747835 | 0.021921122602734428531241803603166234333
f(z) = 77/16*z^3 - 61/16*z + 1
*
0 | 0.11988200566427189246134046823018825581 | 0.027357662483307504871536856894874505482
f(z) = 78*z^3 - 80*z + 1
*
-1 | 0.10287914844549330361868016165798640163 | 0.023613960110266343480434830462117496035
f(z) = 78*z^3 - 77*z + 1
*
[ -1 ] 
f(z) = 78*z^3 - 76*z + 1
*
1/3 | 0.12319073045527504750614585101016452217 | 0.020036003200515661849579046734094600498
f(z) = 78*z^3 - 67/6*z + 1
*
[ 1/4 ] 
f(z) = 78*z^3 - 63/8*z + 1
*
-1 | 0.10318935379959081721342914393324518455 | 0.023685161874358808779051171467062141478
f(z) = 78/5*z^3 - 73/5*z + 1
*
[ -1 ] 
f(z) = 78/5*z^3 - 68/5*z + 1
*
-1 | 0.10334141739583710091388522239738105573 | 0.023720065192963607056281050652221634886
f(z) = 78/7*z^3 - 71/7*z + 1
*
[ -1 ] 
f(z) = 78/7*z^3 - 64/7*z + 1
*
-1 | 0.10363978956882520807126425652444532850 | 0.023788550874439553366708082867010187748
f(z) = 78/11*z^3 - 67/11*z + 1
*
-1 | 0.10407384005291351486426502287630863085 | 0.023888178942633891791934307001112356331
f(z) = 78/17*z^3 - 61/17*z + 1
*
-1 | 0.10311406136651067964453594147219923898 | 0.023598876757000714277131570264208648556
f(z) = 79*z^3 - 78*z + 1
*
[ -1 ] 
f(z) = 79*z^3 - 77*z + 1
*
[ -1/2 ] 
f(z) = 79*z^3 - 67/4*z + 1
*
-1 | 0.090355353325043117169707097207232405111 | 0.020678894994484906998619401646134507077
f(z) = 79/2*z^3 - 77/2*z + 1
*
[ -1 ] 
f(z) = 79/2*z^3 - 75/2*z + 1
*
-1 | 0.082923577511606802127083457432781115075 | 0.018978044895257774378312669670656989150
f(z) = 79/3*z^3 - 76/3*z + 1
*
[ -1 ] 
f(z) = 79/3*z^3 - 73/3*z + 1
*
-1 | 0.094787209154014450361276339386959519337 | 0.021693177800599431447678717012306119304
f(z) = 79/4*z^3 - 75/4*z + 1
*
[ -1 ] 
f(z) = 79/4*z^3 - 71/4*z + 1
*
-1 | 0.10342041719126618085603857213951128447 | 0.023668989923492112159988514251915021897
f(z) = 79/5*z^3 - 74/5*z + 1
*
[ -1 ] 
f(z) = 79/5*z^3 - 69/5*z + 1
*
-1 | 0.070316066617407972485445115466878963137 | 0.016092666394383679071017163738989418913
f(z) = 79/6*z^3 - 73/6*z + 1
*
[ -1 ] 
f(z) = 79/6*z^3 - 67/6*z + 1
*
-1 | 0.10357062979645919884175425327697587279 | 0.023703367860994720613130119292808633690
f(z) = 79/7*z^3 - 72/7*z + 1
*
[ -1 ] 
f(z) = 79/7*z^3 - 65/7*z + 1
*
-1 | 0.095087649931831410904943698001115972093 | 0.021761937238395978105787024763691161467
f(z) = 79/8*z^3 - 71/8*z + 1
*
[ -1 ] 
f(z) = 79/8*z^3 - 63/8*z + 1
*
-1 | 0.090155834946481982119596357043456291919 | 0.020633232845559503175058115095169142688
f(z) = 79/9*z^3 - 70/9*z + 1
*
[ -1 ] 
f(z) = 79/9*z^3 - 61/9*z + 1
*
-1 | 0.090956359492836841539812191245122030657 | 0.020816442389049735593895158263366163831
f(z) = 79/10*z^3 - 69/10*z + 1
*
-1 | 0.10386543599568966016560964546424512303 | 0.023770837758607530349773375639090810898
f(z) = 79/11*z^3 - 68/11*z + 1
*
-1 | 0.075035964804648263500625574638379690087 | 0.017172871112830061891827394458659651976
f(z) = 79/12*z^3 - 67/12*z + 1
*
-1 | 0.10401014547612404498786636037415689011 | 0.023803956240695073931531048570291069766
f(z) = 79/13*z^3 - 66/13*z + 1
*
-1 | 0.091246444078169342801089785797404881423 | 0.020882831689283337748139474758238610097
f(z) = 79/14*z^3 - 65/14*z + 1
*
-1 | 0.083809493616801969987154878623795871053 | 0.019180797310461670974485096987639348353
f(z) = 79/15*z^3 - 64/15*z + 1
*
[ 2 ] 
f(z) = 79/16*z^3 - 77/4*z + 1
*
[ -2 ] 
f(z) = 79/16*z^3 - 73/4*z + 1
*
-1 | 0.095666622762365618186259825921617670641 | 0.021894442042225440238442452889177200534
f(z) = 79/16*z^3 - 63/16*z + 1
*
-1 | 0.10429444710284301266914350785858164177 | 0.023869022042214698190324443652212437487
f(z) = 79/17*z^3 - 62/17*z + 1
*
-1 | 0.077965319738839543073198851571044549102 | 0.017843288756683471158427093902228867392
f(z) = 79/18*z^3 - 61/18*z + 1
*
[ 1/3 ] 
f(z) = 60/7*z^3 - 62/21*z + 1
*
[ 2/5 ] 
f(z) = 61/8*z^3 - 68/25*z + 1
*
[ 2/3 ] 
f(z) = 61/16*z^3 - 79/36*z + 1
*
[ 1/2 ] 
f(z) = 62/15*z^3 - 61/30*z + 1
*
[ 1/2 ] 
f(z) = 62/17*z^3 - 65/34*z + 1
*
[ 1/2 ] 
f(z) = 62/19*z^3 - 69/38*z + 1
*
[ -6/7 ] 
f(z) = 63/8*z^3 - 76/21*z + 1
*
[ 2/5 ] 
f(z) = 63/8*z^3 - 69/25*z + 1
*
[ 2/3 ] 
f(z) = 63/11*z^3 - 67/22*z + 1
*
[ 2/3 ] 
f(z) = 63/13*z^3 - 69/26*z + 1
*
[ 4/9 ] 
f(z) = 63/16*z^3 - 73/36*z + 1
*
[ 2/3 ] 
f(z) = 63/17*z^3 - 73/34*z + 1
*
[ 2/3 ] 
f(z) = 63/19*z^3 - 75/38*z + 1
*
[ 3/8 ] 
f(z) = 64/7*z^3 - 62/21*z + 1
*
[ 2/5 ] 
f(z) = 65/12*z^3 - 71/30*z + 1
*
[ 1/3 ] 
f(z) = 66/7*z^3 - 64/21*z + 1
*
[ 1/2 ] 
f(z) = 66/17*z^3 - 67/34*z + 1
*
[ 1/2 ] 
f(z) = 66/19*z^3 - 71/38*z + 1
*
[ 2/5 ] 
f(z) = 67/8*z^3 - 71/25*z + 1
*
[ 1/4 ] 
f(z) = 68/5*z^3 - 77/20*z + 1
*
[ 1/3 ] 
f(z) = 69/7*z^3 - 65/21*z + 1
*
[ 2/5 ] 
f(z) = 69/8*z^3 - 72/25*z + 1
*
[ 1/3 ] 
f(z) = 69/8*z^3 - 71/24*z + 1
*
[ 1/2 ] 
f(z) = 70/13*z^3 - 61/26*z + 1
*
[ 1/2 ] 
f(z) = 70/17*z^3 - 69/34*z + 1
*
[ 1/2 ] 
f(z) = 70/19*z^3 - 73/38*z + 1
*
[ 2/5 ] 
f(z) = 71/8*z^3 - 73/25*z + 1
*
[ 2/3 ] 
f(z) = 72/13*z^3 - 77/26*z + 1
*
[ 2/5 ] 
f(z) = 73/8*z^3 - 74/25*z + 1
*
[ 1/2 ] 
f(z) = 74/13*z^3 - 63/26*z + 1
*
[ 1/2 ] 
f(z) = 74/15*z^3 - 67/30*z + 1
*
[ 1/2 ] 
f(z) = 74/17*z^3 - 71/34*z + 1
*
[ 1/2 ] 
f(z) = 74/19*z^3 - 75/38*z + 1
*
4/15 | 0.10810715300838274000581190517180010799 | 0.019960330307832141744273513621193744388
f(z) = 75/7*z^3 - 79/21*z + 1
*
[ 7/15 ] 
f(z) = 75/7*z^3 - 73/21*z + 1
*
[ 1/3 ] 
f(z) = 75/7*z^3 - 67/21*z + 1
*
[ 2/5 ] 
f(z) = 75/13*z^3 - 63/26*z + 1
*
[ 2/5 ] 
f(z) = 75/17*z^3 - 75/34*z + 1
*
[ 1/4 ] 
f(z) = 76/5*z^3 - 79/20*z + 1
*
[ 2/5 ] 
f(z) = 77/8*z^3 - 76/25*z + 1
*
[ 3/7 ] 
f(z) = 77/9*z^3 - 61/21*z + 1
*
[ 4/7 ] 
f(z) = 77/16*z^3 - 65/28*z + 1
*
[ 1/3 ] 
f(z) = 78/7*z^3 - 68/21*z + 1
*
[ 1/2 ] 
f(z) = 78/11*z^3 - 61/22*z + 1
*
[ 1/2 ] 
f(z) = 78/17*z^3 - 73/34*z + 1
*
[ 1/2 ] 
f(z) = 78/19*z^3 - 77/38*z + 1
*
[ 2/5 ] 
f(z) = 79/8*z^3 - 77/25*z + 1
*
-1 | 0.098044106518081818667917612424904755978 | 0.023946227540964673977031815123389229578
f(z) = 60*z^3 - 59*z + 1
*
[ -1 ] 
f(z) = 60*z^3 - 58*z + 1
*
[ 1/10 ] 
f(z) = 60*z^3 - 48/5*z + 1
*
-1 | 0.098640401124860256179277389367255213602 | 0.024091866140187699281059608580783979250
f(z) = 60/7*z^3 - 53/7*z + 1
*
[ -1 ] 
f(z) = 60/7*z^3 - 46/7*z + 1
*
-1 | 0.099021850599243126120819946535252022516 | 0.024185031106786369717692680770984169959
f(z) = 60/11*z^3 - 49/11*z + 1
*
-1 | 0.099208134566724737843506975144728563911 | 0.024230528979437446955977369839910449374
f(z) = 60/13*z^3 - 47/13*z + 1
*
-1 | 0.099572385569936495035565823240928061164 | 0.024319493402845443982460746733199606757
f(z) = 60/17*z^3 - 43/17*z + 1
*
-1 | 0.099750559144636689085357533851581611484 | 0.024363010398543406174448199850400531137
f(z) = 60/19*z^3 - 41/19*z + 1
*
-1 | 0.098348532941696892290102566508005883568 | 0.023923996744053491235815375749825725942
f(z) = 61*z^3 - 60*z + 1
*
[ -1 ] 
f(z) = 61*z^3 - 59*z + 1
*
[ -1/2 ] 
f(z) = 61*z^3 - 49/4*z + 1
*
-1 | 0.085612354295867701163485225467930489430 | 0.020825828552412706869369477006470598038
f(z) = 61/2*z^3 - 59/2*z + 1
*
[ -1 ] 
f(z) = 61/2*z^3 - 57/2*z + 1
*
-1 | 0.078203802118626498951264855999996326208 | 0.019023644291346587374476869697897879867
f(z) = 61/3*z^3 - 58/3*z + 1
*
[ -1 ] 
f(z) = 61/3*z^3 - 55/3*z + 1
*
-1 | 0.090088260401681539681903803467857289061 | 0.021914625303104043039717078713167388704
f(z) = 61/4*z^3 - 57/4*z + 1
*
[ -1 ] 
f(z) = 61/4*z^3 - 53/4*z + 1
*
-1 | 0.098743008182978179313845413193247265436 | 0.024019955718790998835976124988191162777
f(z) = 61/5*z^3 - 56/5*z + 1
*
[ -1 ] 
f(z) = 61/5*z^3 - 51/5*z + 1
*
-1 | 0.065658852126629768013953448614664936204 | 0.015971993862145326532610809380925788838
f(z) = 61/6*z^3 - 55/6*z + 1
*
[ -1 ] 
f(z) = 61/6*z^3 - 49/6*z + 1
*
-1 | 0.098935374017846491581612008301369834654 | 0.024066750108797659053366823625005912530
f(z) = 61/7*z^3 - 54/7*z + 1
*
[ -1 ] 
f(z) = 61/7*z^3 - 47/7*z + 1
*
-1 | 0.090473024466664524117866975401297189732 | 0.022008221963496920295332996267192844738
f(z) = 61/8*z^3 - 53/8*z + 1
*
[ -1 ] 
f(z) = 61/8*z^3 - 45/8*z + 1
*
-1 | 0.085561552966449889943131025483495906304 | 0.020813470759131684546138969226612846124
f(z) = 61/9*z^3 - 52/9*z + 1
*
[ -1 ] 
f(z) = 61/9*z^3 - 43/9*z + 1
*
-1 | 0.086382793974462554142075224954513168906 | 0.021013243614039704004649277960112932084
f(z) = 61/10*z^3 - 51/10*z + 1
*
[ -1 ] 
f(z) = 61/10*z^3 - 41/10*z + 1
*
-1 | 0.099311010887096853850404912739714644638 | 0.024158126512370650246020760632716052462
f(z) = 61/11*z^3 - 50/11*z + 1
*
-1 | 0.070502101214314681748279327065655981073 | 0.017150149467914291599320676650960944028
f(z) = 61/12*z^3 - 49/12*z + 1
*
-1 | 0.099494518397401575511714217491994430225 | 0.024202766050427025192781975404306804612
f(z) = 61/13*z^3 - 48/13*z + 1
*
-1 | 0.086749835985606689118835958954656851383 | 0.021102529255796544046358786097351701641
f(z) = 61/14*z^3 - 47/14*z + 1
*
-1 | 0.079330626152760318533338669220125100894 | 0.019297752442402791505220134966380252845
f(z) = 61/15*z^3 - 46/15*z + 1
*
[ 2 ] 
f(z) = 61/16*z^3 - 59/4*z + 1
*
[ -2 ] 
f(z) = 61/16*z^3 - 55/4*z + 1
*
-1 | 0.091207324597603386020470485649426015518 | 0.022186845817013410573978476524675326784
f(z) = 61/16*z^3 - 45/16*z + 1
*
-1 | 0.099853452025744791216025906256508175720 | 0.024290079269027906920386222552611069912
f(z) = 61/17*z^3 - 44/17*z + 1
*
-1 | 0.073543053057023559166794958982153808730 | 0.017889883145761010676144328678153655254
f(z) = 61/18*z^3 - 43/18*z + 1
*
-1 | 0.10002907610515554033388651595496522962 | 0.024332801105117632524066031102433701468
f(z) = 61/19*z^3 - 42/19*z + 1
*
[ -1 ] 
f(z) = 62*z^3 - 60*z + 1
*
[ 1/4 ] 
f(z) = 62*z^3 - 55/8*z + 1
*
-1 | 0.078499116978214645163636209836810002922 | 0.019020247381006226339817479806060193757
f(z) = 62/3*z^3 - 59/3*z + 1
*
[ -1 ] 
f(z) = 62/3*z^3 - 56/3*z + 1
*
-1 | 0.099036305994614629644434924766731536808 | 0.023996385083431829011870646017340956566
f(z) = 62/5*z^3 - 57/5*z + 1
*
[ -1 ] 
f(z) = 62/5*z^3 - 52/5*z + 1
*
[ 1/2 ] 
f(z) = 62/5*z^3 - 41/10*z + 1
*
-1 | 0.099225718412498696903751927198151937995 | 0.024042279498348487415947957749064064125
f(z) = 62/7*z^3 - 55/7*z + 1
*
[ -1 ] 
f(z) = 62/7*z^3 - 48/7*z + 1
*
[ 1/2 ] 
f(z) = 62/7*z^3 - 45/14*z + 1
*
-1 | 0.085849035391921200852095729001606058947 | 0.020801124311095880587361750387405591999
f(z) = 62/9*z^3 - 53/9*z + 1
*
[ 1/2 ] 
f(z) = 62/9*z^3 - 49/18*z + 1
*
[ -1 ] 
f(z) = 62/9*z^3 - 44/9*z + 1
*
-1 | 0.099595717449097382999714466123337276131 | 0.024131929847011569202732076200823047386
f(z) = 62/11*z^3 - 51/11*z + 1
*
-1 | 0.099776530273873719616043527735561748467 | 0.024175740590231252639760842709886735253
f(z) = 62/13*z^3 - 49/13*z + 1
*
-1 | 0.079611053586211228575126535222819944312 | 0.019289668365218843589078487708087043655
f(z) = 62/15*z^3 - 47/15*z + 1
*
-1 | 0.10013030019921340751398785936040767314 | 0.024261458643566659777853869150410004316
f(z) = 62/17*z^3 - 45/17*z + 1
*
-1 | 0.10030344715176607067179839686003788830 | 0.024303411954604960610348784232438185604
f(z) = 62/19*z^3 - 43/19*z + 1
*
[ 2/3 ] 
f(z) = 63*z^3 - 57/2*z + 1
*
[ -2/3 ] 
f(z) = 63*z^3 - 51/2*z + 1
*
[ -1/2 ] 
f(z) = 63*z^3 - 51/4*z + 1
*
[ 1/7 ] 
f(z) = 63*z^3 - 51/7*z + 1
*
[ -1 ] 
f(z) = 63/2*z^3 - 59/2*z + 1
*
[ 1/6 ] 
f(z) = 63/2*z^3 - 47/8*z + 1
*
-1 | 0.090673260551293934832225377570299040465 | 0.021885182727394892447404514915318367791
f(z) = 63/4*z^3 - 59/4*z + 1
*
[ -1 ] 
f(z) = 63/4*z^3 - 55/4*z + 1
*
[ 2/7 ] 
f(z) = 63/4*z^3 - 53/14*z + 1
*
-1 | 0.099325029046557830500012619429417561154 | 0.023973400723337100690941975502577266919
f(z) = 63/5*z^3 - 58/5*z + 1
*
[ -1 ] 
f(z) = 63/5*z^3 - 53/5*z + 1
*
[ 4/3 ] 
f(z) = 63/8*z^3 - 55/4*z + 1
*
[ -4/3 ] 
f(z) = 63/8*z^3 - 49/4*z + 1
*
[ -1 ] 
f(z) = 63/8*z^3 - 47/8*z + 1
*
-1 | 0.086949951170280711757235525722512350680 | 0.020986513090297176562882105308554307152
f(z) = 63/10*z^3 - 53/10*z + 1
*
-1 | 0.099876105623883102833069922226850084787 | 0.024106410295489062311162956259769227250
f(z) = 63/11*z^3 - 52/11*z + 1
*
[ -1 ] 
f(z) = 63/11*z^3 - 41/11*z + 1
*
-1 | 0.10005430196474506518040307607208984942 | 0.024149420323554734852712387259534110968
f(z) = 63/13*z^3 - 50/13*z + 1
*
[ -2 ] 
f(z) = 63/16*z^3 - 57/4*z + 1
*
1/3 | 0.11274168259219362641816960316076450543 | 0.027211686328720018970415514369644958764
f(z) = 63/16*z^3 - 55/16*z + 1
*
-1 | 0.091759420202185487236552309399261663532 | 0.022147341629438984127939883908424177578
f(z) = 63/16*z^3 - 47/16*z + 1
*
-1 | 0.10040305526324856964532007262870471967 | 0.024233596514177252092752949124065576314
f(z) = 63/17*z^3 - 46/17*z + 1
*
[ 1/3 ] 
f(z) = 63/17*z^3 - 41/17*z + 1
*
[ 1/3 ] 
f(z) = 63/19*z^3 - 45/19*z + 1
*
-1 | 0.10057379440021396663517888341011947112 | 0.024274806648107437464994831082419227020
f(z) = 63/19*z^3 - 44/19*z + 1
*
1/16 | 0.12880101623938576255798920253694628117 | 0.023227573423752585319576761828391422824
f(z) = 64*z^3 - 45/4*z + 1
*
[ -1 ] 
f(z) = 64/3*z^3 - 58/3*z + 1
*
1/4 | 0.15403325502671618331070230998582359164 | 0.027777876644878554048171358256272818983
f(z) = 64/3*z^3 - 55/12*z + 1
*
1/2 | 0.11470075333038091293578714988520184155 | 0.023639744002281256701493943522771292925
f(z) = 64/3*z^3 - 41/6*z + 1
*
-1 | 0.099609317913976791877453567498740505293 | 0.023950978163471083829053557243675556643
f(z) = 64/5*z^3 - 59/5*z + 1
*
[ -1 ] 
f(z) = 64/5*z^3 - 54/5*z + 1
*
[ 3/8 ] 
f(z) = 64/5*z^3 - 52/15*z + 1
*
-1 | 0.086410932972775133130522077289846149067 | 0.020777437413068549501895353599074522663
f(z) = 64/9*z^3 - 55/9*z + 1
*
[ 3/16 ] 
f(z) = 64/9*z^3 - 55/12*z + 1
*
[ 3/2 ] 
f(z) = 64/9*z^3 - 47/3*z + 1
*
[ -1 ] 
f(z) = 64/9*z^3 - 46/9*z + 1
*
[ -3/2 ] 
f(z) = 64/9*z^3 - 43/3*z + 1
*
-1 | 0.10015230466418101641716679735041553511 | 0.024081538878769092009404123819486138380
f(z) = 64/11*z^3 - 53/11*z + 1
*
[ -1 ] 
f(z) = 64/11*z^3 - 42/11*z + 1
*
-1 | 0.10032795935812521374568382078237728622 | 0.024123774904746119029050816927082494617
f(z) = 64/13*z^3 - 51/13*z + 1
*
[ 1/4 ] 
f(z) = 64/13*z^3 - 43/13*z + 1
*
[ 3/4 ] 
f(z) = 64/15*z^3 - 41/15*z + 1
*
[ 1/4 ] 
f(z) = 64/17*z^3 - 55/17*z + 1
*
-1 | 0.10067183688405229915700042918592433013 | 0.024206459971634147706005062510926940173
f(z) = 64/17*z^3 - 47/17*z + 1
*
-1 | 0.10084023463042087952142963901005022867 | 0.024246951070564619095672889015601131332
f(z) = 64/19*z^3 - 45/19*z + 1
*
[ -1/2 ] 
f(z) = 65*z^3 - 53/4*z + 1
*
[ 1/5 ] 
f(z) = 65/2*z^3 - 53/10*z + 1
*
[ -1/2 ] 
f(z) = 65/2*z^3 - 41/8*z + 1
*
[ -1 ] 
f(z) = 65/3*z^3 - 59/3*z + 1
*
[ -1 ] 
f(z) = 65/4*z^3 - 57/4*z + 1
*
[ 2/5 ] 
f(z) = 65/4*z^3 - 41/10*z + 1
*
-1 | 0.066801145799593320714088569575045573658 | 0.016002623015200839448963195648703169327
f(z) = 65/6*z^3 - 59/6*z + 1
*
[ -1 ] 
f(z) = 65/6*z^3 - 53/6*z + 1
*
-1 | 0.10007037946333365810414936738439274232 | 0.023972471405566425676837772062802476355
f(z) = 65/7*z^3 - 58/7*z + 1
*
[ -1 ] 
f(z) = 65/7*z^3 - 51/7*z + 1
*
-1 | 0.091602513055735760666540776347646780746 | 0.021943942220297613613671090593526067588
f(z) = 65/8*z^3 - 57/8*z + 1
*
[ -1 ] 
f(z) = 65/8*z^3 - 49/8*z + 1
*
-1 | 0.086685607815855370475520643549659301092 | 0.020766067499535704860493485234400279910
f(z) = 65/9*z^3 - 56/9*z + 1
*
[ 3/5 ] 
f(z) = 65/9*z^3 - 49/15*z + 1
*
[ -1 ] 
f(z) = 65/9*z^3 - 47/9*z + 1
*
-1 | 0.10042443809681576044027802998646540370 | 0.024057288316550095400903479058603758806
f(z) = 65/11*z^3 - 54/11*z + 1
*
[ -1 ] 
f(z) = 65/11*z^3 - 43/11*z + 1
*
-1 | 0.071610329996927175010122102532726316858 | 0.017154692501426080739607289766022839832
f(z) = 65/12*z^3 - 53/12*z + 1
*
[ -1 ] 
f(z) = 65/12*z^3 - 41/12*z + 1
*
-1 | 0.087847235883080551444740848374036504203 | 0.021044342607262885756073308656594990332
f(z) = 65/14*z^3 - 51/14*z + 1
*
[ -2 ] 
f(z) = 65/16*z^3 - 59/4*z + 1
*
-1 | 0.092295480055168673071246143432695762543 | 0.022109946703022628514400915983674508743
f(z) = 65/16*z^3 - 49/16*z + 1
*
-1 | 0.10093675954029931493314859774400901903 | 0.024180018051564921402570869554124387134
f(z) = 65/17*z^3 - 48/17*z + 1
*
-1 | 0.074621577149230828782606755738469543524 | 0.017876055172786214813879217063110770698
f(z) = 65/18*z^3 - 47/18*z + 1
*
-1 | 0.10110287959381247642658191893231171413 | 0.024219813126332221232521186280903243460
f(z) = 65/19*z^3 - 46/19*z + 1
*
1/3 | 0.099507638479334381104235647947273606176 | 0.016636139040848112126003291025590385652
f(z) = 66*z^3 - 59/6*z + 1
*
[ 1/4 ] 
f(z) = 66*z^3 - 57/8*z + 1
*
[ 1/6 ] 
f(z) = 66*z^3 - 41/6*z + 1
*
[ -1 ] 
f(z) = 66/5*z^3 - 56/5*z + 1
*
[ 1/3 ] 
f(z) = 66/5*z^3 - 52/15*z + 1
*
[ 1/2 ] 
f(z) = 66/5*z^3 - 43/10*z + 1
*
-1 | 0.10034357755668787559968455314902798346 | 0.023950321383321035312941020335382360003
f(z) = 66/7*z^3 - 59/7*z + 1
*
[ -1 ] 
f(z) = 66/7*z^3 - 52/7*z + 1
*
[ 1/2 ] 
f(z) = 66/7*z^3 - 47/14*z + 1
*
-1 | 0.10086340744976104380520554192074276585 | 0.024074396020750882382096440693988455462
f(z) = 66/13*z^3 - 53/13*z + 1
*
-1 | 0.10119793281946773049213492751422919703 | 0.024154241590446891649163717331209386238
f(z) = 66/17*z^3 - 49/17*z + 1
*
-1 | 0.10136183629877872455499905382838132225 | 0.024193362589527526697145288890619966610
f(z) = 66/19*z^3 - 47/19*z + 1
*
[ -1/2 ] 
f(z) = 67*z^3 - 55/4*z + 1
*
[ -1/2 ] 
f(z) = 67/2*z^3 - 43/8*z + 1
*
[ -1 ] 
f(z) = 67/4*z^3 - 59/4*z + 1
*
[ -1 ] 
f(z) = 67/5*z^3 - 57/5*z + 1
*
[ -1 ] 
f(z) = 67/6*z^3 - 55/6*z + 1
*
-1 | 0.10061280110890907758668645506199157877 | 0.023928693537527236437747963563492409519
f(z) = 67/7*z^3 - 60/7*z + 1
*
[ -1 ] 
f(z) = 67/7*z^3 - 53/7*z + 1
*
-1 | 0.092142409935786014845658584868542560982 | 0.021914184525843531695915076415918640263
f(z) = 67/8*z^3 - 59/8*z + 1
*
[ -1 ] 
f(z) = 67/8*z^3 - 51/8*z + 1
*
-1 | 0.087223016416519049495840401700866317356 | 0.020744207558542763576435125154789003266
f(z) = 67/9*z^3 - 58/9*z + 1
*
[ -1 ] 
f(z) = 67/9*z^3 - 49/9*z + 1
*
-1 | 0.088035799458295435287756701269823121649 | 0.020937511353932713951476659396019970892
f(z) = 67/10*z^3 - 57/10*z + 1
*
[ -1 ] 
f(z) = 67/10*z^3 - 47/10*z + 1
*
-1 | 0.10095697559534621116274571748267673737 | 0.024010548388188587744396548738825425864
f(z) = 67/11*z^3 - 56/11*z + 1
*
[ -1 ] 
f(z) = 67/11*z^3 - 45/11*z + 1
*
-1 | 0.072140482763818136488359853420787986124 | 0.017157135917884864216591748945131664069
f(z) = 67/12*z^3 - 55/12*z + 1
*
[ -1 ] 
f(z) = 67/12*z^3 - 43/12*z + 1
*
-1 | 0.10112542350737037237921087964600361205 | 0.024050610273151907670532176030208646900
f(z) = 67/13*z^3 - 54/13*z + 1
*
[ -1 ] 
f(z) = 67/13*z^3 - 41/13*z + 1
*
-1 | 0.088372716312302399605812445729637366502 | 0.021017640125404186094303311838015983913
f(z) = 67/14*z^3 - 53/14*z + 1
*
-1 | 0.080947920571612757282237827165731901262 | 0.019251804566712360456913580129573741309
f(z) = 67/15*z^3 - 52/15*z + 1
*
-1 | 0.092816412004854867294196127373444524993 | 0.022074482110014257383313935042804632437
f(z) = 67/16*z^3 - 51/16*z + 1
*
-1 | 0.10145546169326190948625898829279823916 | 0.024129103094332101788793095350488392224
f(z) = 67/17*z^3 - 50/17*z + 1
*
-1 | 0.075138078121790982799894763197471804056 | 0.017870052563479527625145076784113862862
f(z) = 67/18*z^3 - 49/18*z + 1
*
-1 | 0.10161720727611123576468051277900422689 | 0.024167570967608592216019430337397892301
f(z) = 67/19*z^3 - 48/19*z + 1
*
[ 1/4 ] 
f(z) = 68/3*z^3 - 53/12*z + 1
*
[ -1 ] 
f(z) = 68/5*z^3 - 58/5*z + 1
*
[ -1 ] 
f(z) = 68/7*z^3 - 54/7*z + 1
*
-1 | 0.087485977292429786047704744940736784715 | 0.020733692981555639514326211377453884409
f(z) = 68/9*z^3 - 59/9*z + 1
*
[ 3/4 ] 
f(z) = 68/9*z^3 - 55/12*z + 1
*
[ 3/2 ] 
f(z) = 68/9*z^3 - 50/3*z + 1
*
[ -1 ] 
f(z) = 68/9*z^3 - 50/9*z + 1
*
[ -3/2 ] 
f(z) = 68/9*z^3 - 46/3*z + 1
*
-1 | 0.10121760097113051299570778971897898349 | 0.023988011882752578930401192937045095553
f(z) = 68/11*z^3 - 57/11*z + 1
*
[ -1 ] 
f(z) = 68/11*z^3 - 46/11*z + 1
*
-1 | 0.10138377656021858747672976108622999851 | 0.024027394578720695174055261037564579540
f(z) = 68/13*z^3 - 55/13*z + 1
*
[ -1 ] 
f(z) = 68/13*z^3 - 42/13*z + 1
*
-1 | 0.081204061207592998829602619129022358826 | 0.019244913596905931143902188505096327255
f(z) = 68/15*z^3 - 53/15*z + 1
*
-1 | 0.10186909082608314246974396641265840863 | 0.024142411376834184995105185610853164275
f(z) = 68/19*z^3 - 49/19*z + 1
*
[ -1/2 ] 
f(z) = 69*z^3 - 57/4*z + 1
*
[ -1/2 ] 
f(z) = 69/2*z^3 - 45/8*z + 1
*
1/3 | 0.14886590281052933717168198496392954743 | 0.027915573384167644656786153339839698077
f(z) = 69/4*z^3 - 59/12*z + 1
*
[ 2/3 ] 
f(z) = 69/4*z^3 - 49/6*z + 1
*
[ 1/3 ] 
f(z) = 69/4*z^3 - 47/12*z + 1
*
[ -1 ] 
f(z) = 69/5*z^3 - 59/5*z + 1
*
[ 1/3 ] 
f(z) = 69/5*z^3 - 53/15*z + 1
*
[ -1 ] 
f(z) = 69/7*z^3 - 55/7*z + 1
*
[ -1 ] 
f(z) = 69/8*z^3 - 53/8*z + 1
*
-1 | 0.088556367968880708584266632292376813852 | 0.020915007185749577997331237908766016002
f(z) = 69/10*z^3 - 59/10*z + 1
*
[ -1 ] 
f(z) = 69/10*z^3 - 49/10*z + 1
*
-1 | 0.10147460391450616797890201445525354473 | 0.023966001753694254398858782647794516354
f(z) = 69/11*z^3 - 58/11*z + 1
*
[ -1 ] 
f(z) = 69/11*z^3 - 47/11*z + 1
*
-1 | 0.10163856780530261570658845168142211657 | 0.024004726308832019805387349329605593189
f(z) = 69/13*z^3 - 56/13*z + 1
*
[ -1 ] 
f(z) = 69/13*z^3 - 43/13*z + 1
*
-1 | 0.088883663047977415023052472326770529004 | 0.020992306866034270826469055086609935930
f(z) = 69/14*z^3 - 55/14*z + 1
*
[ -1 ] 
f(z) = 69/14*z^3 - 41/14*z + 1
*
-1 | 0.093323048737317007102470189152064870964 | 0.022040789157284962567192352034462134431
f(z) = 69/16*z^3 - 53/16*z + 1
*
-1 | 0.10195998455268086264972376764065070214 | 0.024080637660383820113196840609230363975
f(z) = 69/17*z^3 - 52/17*z + 1
*
-1 | 0.10211758124867730092340618571253167301 | 0.024117858428407799847450434162993874313
f(z) = 69/19*z^3 - 50/19*z + 1
*
[ 1/4 ] 
f(z) = 70*z^3 - 59/8*z + 1
*
[ 1/7 ] 
f(z) = 70*z^3 - 52/7*z + 1
*
[ 1/2 ] 
f(z) = 70/3*z^3 - 41/6*z + 1
*
[ 1/2 ] 
f(z) = 70/9*z^3 - 53/18*z + 1
*
[ -1 ] 
f(z) = 70/9*z^3 - 52/9*z + 1
*
[ 3/5 ] 
f(z) = 70/9*z^3 - 52/15*z + 1
*
-1 | 0.10172808387847700620825423840413660180 | 0.023944497541535702634202840838648171031
f(z) = 70/11*z^3 - 59/11*z + 1
*
[ -1 ] 
f(z) = 70/11*z^3 - 48/11*z + 1
*
-1 | 0.10188989429597597864369731017878644170 | 0.023982584065888480177716398348701361923
f(z) = 70/13*z^3 - 57/13*z + 1
*
[ -1 ] 
f(z) = 70/13*z^3 - 44/13*z + 1
*
-1 | 0.10220716762275712910599983900648381900 | 0.024057263054260868328534460103546008130
f(z) = 70/17*z^3 - 53/17*z + 1
*
-1 | 0.10236276905832622458527317172902463009 | 0.024093888124245420685682262573107022373
f(z) = 70/19*z^3 - 51/19*z + 1
*
[ -1/2 ] 
f(z) = 71*z^3 - 59/4*z + 1
*
[ -1/2 ] 
f(z) = 71/2*z^3 - 47/8*z + 1
*
[ -1 ] 
f(z) = 71/6*z^3 - 59/6*z + 1
*
[ -1 ] 
f(z) = 71/7*z^3 - 57/7*z + 1
*
[ -1 ] 
f(z) = 71/8*z^3 - 55/8*z + 1
*
[ -1 ] 
f(z) = 71/9*z^3 - 53/9*z + 1
*
[ -1 ] 
f(z) = 71/10*z^3 - 51/10*z + 1
*
-1 | 0.10197813627064959206172027174906169341 | 0.023923479879383206943746957438742588635
f(z) = 71/11*z^3 - 60/11*z + 1
*
[ -1 ] 
f(z) = 71/11*z^3 - 49/11*z + 1
*
-1 | 0.073156213290515463748144163762836058302 | 0.017162023750489206043193235255819980052
f(z) = 71/12*z^3 - 59/12*z + 1
*
[ -1 ] 
f(z) = 71/12*z^3 - 47/12*z + 1
*
-1 | 0.10213784916547726724331883666271962716 | 0.023960947599088804528074464339473647861
f(z) = 71/13*z^3 - 58/13*z + 1
*
[ -1 ] 
f(z) = 71/13*z^3 - 45/13*z + 1
*
-1 | 0.089381512184134237223706997966862874934 | 0.020968384857033428965780276820782884365
f(z) = 71/14*z^3 - 57/14*z + 1
*
[ -1 ] 
f(z) = 71/14*z^3 - 43/14*z + 1
*
-1 | 0.081951837501528219086115797418532079112 | 0.019225426226097511028587670261416408873
f(z) = 71/15*z^3 - 56/15*z + 1
*
[ -1 ] 
f(z) = 71/15*z^3 - 41/15*z + 1
*
-1 | 0.093816155868285250366938868271815380060 | 0.022008726569775192751539537104366258057
f(z) = 71/16*z^3 - 55/16*z + 1
*
-1 | 0.10245108488658248313349101614012808516 | 0.024034430884285118578491162166814484158
f(z) = 71/17*z^3 - 54/17*z + 1
*
-1 | 0.076128979607664932798140905314551645629 | 0.017859417503456843198288087359914809300
f(z) = 71/18*z^3 - 53/18*z + 1
*
-1 | 0.10260474118439996055603815051432373676 | 0.024070477761425732938219320286877770680
f(z) = 71/19*z^3 - 52/19*z + 1
*
[ -2/3 ] 
f(z) = 72*z^3 - 59/2*z + 1
*
7/12 | 0.11104637486073588786533727172581277740 | 0.022344174351621982243633087153596616688
f(z) = 72/5*z^3 - 59/10*z + 1
*
[ 5/6 ] 
f(z) = 72/5*z^3 - 51/5*z + 1
*
1/6 | 0.055416024401932079300460525969864173355 | 0.011150524388242088434715905412740804984
f(z) = 72/5*z^3 - 49/10*z + 1
*
5/12 | 0.089413217357450020811153296290343757751 | 0.017991262843833249247831926309144650025
f(z) = 72/5*z^3 - 41/10*z + 1
*
[ 7/12 ] 
f(z) = 72/7*z^3 - 59/14*z + 1
*
[ -1 ] 
f(z) = 72/7*z^3 - 58/7*z + 1
*
[ 1/4 ] 
f(z) = 72/7*z^3 - 51/14*z + 1
*
[ 1/6 ] 
f(z) = 72/11*z^3 - 57/11*z + 1
*
[ -1 ] 
f(z) = 72/11*z^3 - 50/11*z + 1
*
-1 | 0.10238252183556516142395449262878376576 | 0.023939797727095094870827568426399214987
f(z) = 72/13*z^3 - 59/13*z + 1
*
[ -1 ] 
f(z) = 72/13*z^3 - 46/13*z + 1
*
-1 | 0.10269182175003700415415404238375565724 | 0.024012120397573519835577456833241569798
f(z) = 72/17*z^3 - 55/17*z + 1
*
[ 1/3 ] 
f(z) = 72/17*z^3 - 42/17*z + 1
*
-1 | 0.10284358115856433196469529079415496843 | 0.024047605844485668200240011137242517722
f(z) = 72/19*z^3 - 53/19*z + 1
*
[ 1/3 ] 
f(z) = 72/19*z^3 - 46/19*z + 1
*
[ -1/2 ] 
f(z) = 73/2*z^3 - 49/8*z + 1
*
[ -1 ] 
f(z) = 73/7*z^3 - 59/7*z + 1
*
[ -1 ] 
f(z) = 73/8*z^3 - 57/8*z + 1
*
[ 2/3 ] 
f(z) = 73/8*z^3 - 41/9*z + 1
*
[ -1 ] 
f(z) = 73/9*z^3 - 55/9*z + 1
*
[ -1 ] 
f(z) = 73/10*z^3 - 53/10*z + 1
*
[ -1 ] 
f(z) = 73/11*z^3 - 51/11*z + 1
*
[ -1 ] 
f(z) = 73/12*z^3 - 49/12*z + 1
*
-1 | 0.10262399821143664786405002496091444495 | 0.023919116266944163659864032884393036403
f(z) = 73/13*z^3 - 60/13*z + 1
*
[ -1 ] 
f(z) = 73/13*z^3 - 47/13*z + 1
*
-1 | 0.089865029376880076683099615880669604008 | 0.020945316139109489270201910894835683298
f(z) = 73/14*z^3 - 59/14*z + 1
*
[ -1 ] 
f(z) = 73/14*z^3 - 45/14*z + 1
*
-1 | 0.082434051718553716309763130899782802951 | 0.019213339002335211037268760558928855935
f(z) = 73/15*z^3 - 58/15*z + 1
*
[ -1 ] 
f(z) = 73/15*z^3 - 43/15*z + 1
*
-1 | 0.094296438972625656711630766903239040421 | 0.021978168134689585456623821583239669853
f(z) = 73/16*z^3 - 57/16*z + 1
*
[ -1 ] 
f(z) = 73/16*z^3 - 41/16*z + 1
*
-1 | 0.10292946030380250326655237112728586358 | 0.023990311927118985155887247782857748215
f(z) = 73/17*z^3 - 56/17*z + 1
*
-1 | 0.076606122344657103276543761277951671788 | 0.017854992780016255778418322882847333464
f(z) = 73/18*z^3 - 55/18*z + 1
*
-1 | 0.10307936929003000964915876227287308413 | 0.024025252004815508376563566502277826476
f(z) = 73/19*z^3 - 54/19*z + 1
*
[ 1/2 ] 
f(z) = 74/3*z^3 - 43/6*z + 1
*
[ 1/2 ] 
f(z) = 74/5*z^3 - 47/10*z + 1
*
[ -1 ] 
f(z) = 74/7*z^3 - 60/7*z + 1
*
[ 1/2 ] 
f(z) = 74/7*z^3 - 51/14*z + 1
*
[ -1 ] 
f(z) = 74/9*z^3 - 56/9*z + 1
*
[ 1/2 ] 
f(z) = 74/9*z^3 - 55/18*z + 1
*
[ -1 ] 
f(z) = 74/11*z^3 - 52/11*z + 1
*
[ -1 ] 
f(z) = 74/13*z^3 - 48/13*z + 1
*
-1 | 0.082669486291564638603603393620925670551 | 0.019207303909528277223365646095438459305
f(z) = 74/15*z^3 - 59/15*z + 1
*
[ -1 ] 
f(z) = 74/15*z^3 - 44/15*z + 1
*
-1 | 0.10316407949312573999449494730003803460 | 0.023968986820393331318256499698823226052
f(z) = 74/17*z^3 - 57/17*z + 1
*
-1 | 0.10331218282962138008817137184640062583 | 0.024003396926488028941080612300003679985
f(z) = 74/19*z^3 - 55/19*z + 1
*
-2/5 | 0.11052596657330171618530432878734313143 | 0.018091584123243204076313225447464814676
f(z) = 75*z^3 - 59/6*z + 1
*
7/15 | 0.13172855635637474730210118964648295094 | 0.024321660710491923079641160596800913749
f(z) = 75*z^3 - 55/3*z + 1
*
[ 2/15 ] 
f(z) = 75*z^3 - 47/6*z + 1
*
2/5 | 0.064498665696069954147359416606131849280 | 0.011908690922682710263592446574873334930
f(z) = 75/2*z^3 - 49/6*z + 1
*
[ 2/15 ] 
f(z) = 75/2*z^3 - 43/6*z + 1
*
[ 2/3 ] 
f(z) = 75/4*z^3 - 53/6*z + 1
*
[ 4/5 ] 
f(z) = 75/4*z^3 - 49/4*z + 1
*
[ 2/15 ] 
f(z) = 75/4*z^3 - 41/6*z + 1
*
[ 2/5 ] 
f(z) = 75/7*z^3 - 45/14*z + 1
*
[ -1 ] 
f(z) = 75/8*z^3 - 59/8*z + 1
*
2/15 | 0.12691665032582268407247144395108176579 | 0.020789672228688396400524698739608910102
f(z) = 75/8*z^3 - 56/3*z + 1
*
-2/3 | 0.18310615463107368016805095102699107412 | 0.026062935882016451151812900584927973884
f(z) = 75/8*z^3 - 49/15*z + 1
*
1/5 | 0.11076207096742949286805054227194470796 | 0.025654285096967638582239875189526365727
f(z) = 75/8*z^3 - 43/8*z + 1
*
-6/5 | 0.13982409880203563258535211980439610573 | 0.024136677082834789600206626367501640177
f(z) = 75/8*z^3 - 41/3*z + 1
*
[ 4/15 ] 
f(z) = 75/8*z^3 - 41/12*z + 1
*
[ -1 ] 
f(z) = 75/11*z^3 - 53/11*z + 1
*
[ 1/5 ] 
f(z) = 75/11*z^3 - 47/11*z + 1
*
[ 1/5 ] 
f(z) = 75/13*z^3 - 55/13*z + 1
*
[ -1 ] 
f(z) = 75/13*z^3 - 49/13*z + 1
*
[ 1/5 ] 
f(z) = 75/14*z^3 - 59/14*z + 1
*
-4/5 | 0.10810712836003541804239853331729634135 | 0.025039357496108652098424577435589559577
f(z) = 75/14*z^3 - 41/14*z + 1
*
[ -6/5 ] 
f(z) = 75/16*z^3 - 59/12*z + 1
*
-1 | 0.094764549714774353003106838304972166200 | 0.021949000720503633904512117886379480488
f(z) = 75/16*z^3 - 59/16*z + 1
*
2/15 | 0.11561130957909103660991334928611266395 | 0.021345857903970132775190215754772938322
f(z) = 75/16*z^3 - 55/12*z + 1
*
[ -1 ] 
f(z) = 75/16*z^3 - 43/16*z + 1
*
-1 | 0.10339575527683168913681006419921988722 | 0.023948127373567608104639753980233703857
f(z) = 75/17*z^3 - 58/17*z + 1
*
[ -1 ] 
f(z) = 75/17*z^3 - 41/17*z + 1
*
-1 | 0.10354209612351194943813706434620454876 | 0.023982022277926799819277402796160641759
f(z) = 75/19*z^3 - 56/19*z + 1
*
[ 1/4 ] 
f(z) = 76/3*z^3 - 55/12*z + 1
*
[ -1 ] 
f(z) = 76/9*z^3 - 58/9*z + 1
*
[ 3/2 ] 
f(z) = 76/9*z^3 - 56/3*z + 1
*
[ -3/2 ] 
f(z) = 76/9*z^3 - 52/3*z + 1
*
[ -1 ] 
f(z) = 76/11*z^3 - 54/11*z + 1
*
[ -1 ] 
f(z) = 76/13*z^3 - 50/13*z + 1
*
[ -1 ] 
f(z) = 76/15*z^3 - 46/15*z + 1
*
-1 | 0.10362456077639487409142486487870229499 | 0.023927716770837621033062594427038881093
f(z) = 76/17*z^3 - 59/17*z + 1
*
[ -1 ] 
f(z) = 76/17*z^3 - 42/17*z + 1
*
[ 1/7 ] 
f(z) = 77*z^3 - 53/7*z + 1
*
[ -1/2 ] 
f(z) = 77/2*z^3 - 53/8*z + 1
*
[ 2/7 ] 
f(z) = 77/4*z^3 - 57/14*z + 1
*
[ 2/11 ] 
f(z) = 77/8*z^3 - 53/11*z + 1
*
[ 2/3 ] 
f(z) = 77/8*z^3 - 43/9*z + 1
*
[ -1 ] 
f(z) = 77/9*z^3 - 59/9*z + 1
*
[ -1 ] 
f(z) = 77/10*z^3 - 57/10*z + 1
*
[ -1 ] 
f(z) = 77/12*z^3 - 53/12*z + 1
*
[ -1 ] 
f(z) = 77/13*z^3 - 51/13*z + 1
*
[ -1 ] 
f(z) = 77/15*z^3 - 47/15*z + 1
*
[ -1 ] 
f(z) = 77/16*z^3 - 45/16*z + 1
*
-1 | 0.10385056641580670083194824625563553820 | 0.023907739028395362867083750019766689411
f(z) = 77/17*z^3 - 60/17*z + 1
*
[ -1 ] 
f(z) = 77/17*z^3 - 43/17*z + 1
*
-1 | 0.077523071350413036581933012287290185161 | 0.017846810301491518597282301365311478929
f(z) = 77/18*z^3 - 59/18*z + 1
*
[ -1 ] 
f(z) = 77/18*z^3 - 41/18*z + 1
*
-1 | 0.10399350569182369443088052671260001494 | 0.023940645492229554459024263726907542902
f(z) = 77/19*z^3 - 58/19*z + 1
*
[ 1/6 ] 
f(z) = 78*z^3 - 43/6*z + 1
*
[ 1/2 ] 
f(z) = 78*z^3 - 41/2*z + 1
*
[ 1/3 ] 
f(z) = 78/5*z^3 - 56/15*z + 1
*
[ 1/2 ] 
f(z) = 78/5*z^3 - 49/10*z + 1
*
[ 1/2 ] 
f(z) = 78/7*z^3 - 53/14*z + 1
*
[ -1 ] 
f(z) = 78/11*z^3 - 56/11*z + 1
*
[ -1 ] 
f(z) = 78/17*z^3 - 44/17*z + 1
*
-1 | 0.10421513738928203812460003074551266536 | 0.023920611070184606913598729134694651322
f(z) = 78/19*z^3 - 59/19*z + 1
*
[ -1/2 ] 
f(z) = 79/2*z^3 - 55/8*z + 1
*
[ 2/3 ] 
f(z) = 79/8*z^3 - 44/9*z + 1
*
[ -1 ] 
f(z) = 79/10*z^3 - 59/10*z + 1
*
[ -1 ] 
f(z) = 79/11*z^3 - 57/11*z + 1
*
[ -1 ] 
f(z) = 79/12*z^3 - 55/12*z + 1
*
[ -1 ] 
f(z) = 79/13*z^3 - 53/13*z + 1
*
[ -1 ] 
f(z) = 79/14*z^3 - 51/14*z + 1
*
[ -1 ] 
f(z) = 79/15*z^3 - 49/15*z + 1
*
[ -1 ] 
f(z) = 79/16*z^3 - 47/16*z + 1
*
[ -1 ] 
f(z) = 79/17*z^3 - 45/17*z + 1
*
[ -1 ] 
f(z) = 79/18*z^3 - 43/18*z + 1
*
-1 | 0.10443413993371892349931622504701796924 | 0.023900992404510483288025636958635351347
f(z) = 79/19*z^3 - 60/19*z + 1
*
[ -1 ] 
f(z) = 79/19*z^3 - 41/19*z + 1
*
[ 1/2 ] 
f(z) = 62/11*z^3 - 53/22*z + 1
*
[ 1/2 ] 
f(z) = 62/13*z^3 - 57/26*z + 1
*
[ 4/7 ] 
f(z) = 63/16*z^3 - 57/28*z + 1
*
[ -4/5 ] 
f(z) = 65/8*z^3 - 59/20*z + 1
*
[ 4/5 ] 
f(z) = 65/16*z^3 - 57/20*z + 1
*
-4/5 | 0.092494289264403708479458508057563717527 | 0.015991888819009361143550675144704838991
f(z) = 65/16*z^3 - 47/20*z + 1
*
[ 2/5 ] 
f(z) = 65/16*z^3 - 43/20*z + 1
*
[ 3/5 ] 
f(z) = 65/18*z^3 - 59/30*z + 1
*
[ 1/2 ] 
f(z) = 66/13*z^3 - 59/26*z + 1
*
[ 3/7 ] 
f(z) = 70/9*z^3 - 58/21*z + 1
*
[ 1/2 ] 
f(z) = 70/11*z^3 - 57/22*z + 1
*
[ 1/2 ] 
f(z) = 74/11*z^3 - 59/22*z + 1
*
[ 2/5 ] 
f(z) = 75/11*z^3 - 57/22*z + 1
*
4/15 | 0.12753632113687553493438654335070337696 | 0.023547628674861098997140160144526069875
f(z) = 75/14*z^3 - 50/21*z + 1
*
[ 8/15 ] 
f(z) = 75/16*z^3 - 53/24*z + 1
*
[ 1/5 ] 
f(z) = 60*z^3 - 32/5*z + 1
*
[ 1/4 ] 
f(z) = 60*z^3 - 27/4*z + 1
*
[ 1/3 ] 
f(z) = 60*z^3 - 26/3*z + 1
*
[ 1/2 ] 
f(z) = 60/7*z^3 - 22/7*z + 1
*
[ -1 ] 
f(z) = 60/11*z^3 - 38/11*z + 1
*
[ 1/2 ] 
f(z) = 60/11*z^3 - 26/11*z + 1
*
[ -1 ] 
f(z) = 60/13*z^3 - 34/13*z + 1
*
[ 1/2 ] 
f(z) = 60/13*z^3 - 28/13*z + 1
*
[ 1/2 ] 
f(z) = 60/17*z^3 - 32/17*z + 1
*
[ 1/2 ] 
f(z) = 60/19*z^3 - 34/19*z + 1
*
[ 2/3 ] 
f(z) = 61/8*z^3 - 35/9*z + 1
*
-2 | 0.089383960964232005073931934974771383922 | 0.016212046093169425801365115661652105370
f(z) = 61/8*z^3 - 31*z + 1
*
[ 2 ] 
f(z) = 61/8*z^3 - 30*z + 1
*
[ -2 ] 
f(z) = 61/8*z^3 - 29*z + 1
*
[ -1 ] 
f(z) = 61/11*z^3 - 39/11*z + 1
*
[ -1 ] 
f(z) = 61/12*z^3 - 37/12*z + 1
*
[ -1 ] 
f(z) = 61/13*z^3 - 35/13*z + 1
*
[ -1 ] 
f(z) = 61/14*z^3 - 33/14*z + 1
*
[ -1 ] 
f(z) = 61/15*z^3 - 31/15*z + 1
*
[ 1/2 ] 
f(z) = 62*z^3 - 33/2*z + 1
*
[ -1/2 ] 
f(z) = 62*z^3 - 25/2*z + 1
*
[ 1/2 ] 
f(z) = 62/3*z^3 - 37/6*z + 1
*
[ -1 ] 
f(z) = 62/11*z^3 - 40/11*z + 1
*
[ -1 ] 
f(z) = 62/13*z^3 - 36/13*z + 1
*
[ -1 ] 
f(z) = 62/15*z^3 - 32/15*z + 1
*
[ 1/6 ] 
f(z) = 63*z^3 - 27/4*z + 1
*
[ 2/3 ] 
f(z) = 63/2*z^3 - 29/2*z + 1
*
[ -2/3 ] 
f(z) = 63/2*z^3 - 23/2*z + 1
*
[ 2/9 ] 
f(z) = 63/8*z^3 - 35/9*z + 1
*
-2 | 0.089992310945248014524032390908636034930 | 0.016228932589855861687218876303011387034
f(z) = 63/8*z^3 - 32*z + 1
*
[ 2 ] 
f(z) = 63/8*z^3 - 31*z + 1
*
1/3 | 0.10757632051232331338529594168050965357 | 0.025964958326618795900718032574237825711
f(z) = 63/8*z^3 - 31/8*z + 1
*
[ -2 ] 
f(z) = 63/8*z^3 - 30*z + 1
*
2/3 | 0.13169917875571631400776988165885497771 | 0.021628873074457599352364281180796829394
f(z) = 63/8*z^3 - 30/7*z + 1
*
[ 1/3 ] 
f(z) = 63/8*z^3 - 23/8*z + 1
*
[ 2/7 ] 
f(z) = 63/8*z^3 - 22/7*z + 1
*
[ 2/3 ] 
f(z) = 63/10*z^3 - 33/10*z + 1
*
[ 1/3 ] 
f(z) = 63/10*z^3 - 27/10*z + 1
*
[ 1/3 ] 
f(z) = 63/11*z^3 - 29/11*z + 1
*
[ -1 ] 
f(z) = 63/13*z^3 - 37/13*z + 1
*
[ 1/3 ] 
f(z) = 63/13*z^3 - 33/13*z + 1
*
[ 1/3 ] 
f(z) = 63/16*z^3 - 39/16*z + 1
*
-4/3 | 0.074895021951192827994413789581598097413 | 0.015755464594174774453124373837631566737
f(z) = 63/16*z^3 - 29/4*z + 1
*
[ 4/3 ] 
f(z) = 63/16*z^3 - 27/4*z + 1
*
5/16 | 0.10774464865512692759332360138952376435 | 0.019430333787134417375323332088407976005
f(z) = 64*z^3 - 37/4*z + 1
*
[ 3/8 ] 
f(z) = 64*z^3 - 32/3*z + 1
*
[ 3/4 ] 
f(z) = 64/3*z^3 - 37/3*z + 1
*
[ -3/4 ] 
f(z) = 64/3*z^3 - 29/3*z + 1
*
1/4 | 0.11364214767931563127441463862402427150 | 0.023421566127559983236395865543454175123
f(z) = 64/3*z^3 - 29/6*z + 1
*
[ 1/8 ] 
f(z) = 64/5*z^3 - 36/5*z + 1
*
[ 5/8 ] 
f(z) = 64/5*z^3 - 28/5*z + 1
*
[ -7/8 ] 
f(z) = 64/7*z^3 - 34/7*z + 1
*
[ 1/4 ] 
f(z) = 64/7*z^3 - 25/7*z + 1
*
[ 1/2 ] 
f(z) = 64/7*z^3 - 23/7*z + 1
*
-3/4 | 0.13918277727324540544927989352122326516 | 0.025099787818658033384388349530139426819
f(z) = 64/9*z^3 - 35/12*z + 1
*
[ 1/4 ] 
f(z) = 64/9*z^3 - 31/9*z + 1
*
[ 1/2 ] 
f(z) = 64/9*z^3 - 25/9*z + 1
*
[ 1/4 ] 
f(z) = 64/11*z^3 - 37/11*z + 1
*
[ 1/2 ] 
f(z) = 64/11*z^3 - 27/11*z + 1
*
[ -1 ] 
f(z) = 64/13*z^3 - 38/13*z + 1
*
[ 1/2 ] 
f(z) = 64/13*z^3 - 29/13*z + 1
*
[ 1/2 ] 
f(z) = 64/17*z^3 - 33/17*z + 1
*
[ 1/2 ] 
f(z) = 64/19*z^3 - 35/19*z + 1
*
[ 1/5 ] 
f(z) = 65*z^3 - 33/5*z + 1
*
[ 2/3 ] 
f(z) = 65/8*z^3 - 37/9*z + 1
*
-2 | 0.090581239766296294499525036755840773285 | 0.016244990420587666153540401190552081664
f(z) = 65/8*z^3 - 33*z + 1
*
[ 2 ] 
f(z) = 65/8*z^3 - 32*z + 1
*
[ -2 ] 
f(z) = 65/8*z^3 - 31*z + 1
*
[ -1 ] 
f(z) = 65/14*z^3 - 37/14*z + 1
*
[ -1 ] 
f(z) = 65/16*z^3 - 33/16*z + 1
*
[ 1/2 ] 
f(z) = 66*z^3 - 35/2*z + 1
*
[ 1/3 ] 
f(z) = 66*z^3 - 28/3*z + 1
*
[ -1/2 ] 
f(z) = 66*z^3 - 27/2*z + 1
*
[ -1 ] 
f(z) = 66/13*z^3 - 40/13*z + 1
*
[ 2/3 ] 
f(z) = 67/8*z^3 - 38/9*z + 1
*
-2 | 0.091151953465085977717170690804632490026 | 0.016260287535502323998408363799128146117
f(z) = 67/8*z^3 - 34*z + 1
*
[ 2 ] 
f(z) = 67/8*z^3 - 33*z + 1
*
[ -2 ] 
f(z) = 67/8*z^3 - 32*z + 1
*
[ -1 ] 
f(z) = 67/14*z^3 - 39/14*z + 1
*
[ -1 ] 
f(z) = 67/15*z^3 - 37/15*z + 1
*
[ -1 ] 
f(z) = 67/16*z^3 - 35/16*z + 1
*
[ 1/4 ] 
f(z) = 68*z^3 - 29/4*z + 1
*
[ 1/2 ] 
f(z) = 68/5*z^3 - 22/5*z + 1
*
[ 1/2 ] 
f(z) = 68/7*z^3 - 24/7*z + 1
*
[ 1/2 ] 
f(z) = 68/9*z^3 - 26/9*z + 1
*
[ 1/2 ] 
f(z) = 68/11*z^3 - 28/11*z + 1
*
[ 1/2 ] 
f(z) = 68/13*z^3 - 30/13*z + 1
*
[ -1 ] 
f(z) = 68/15*z^3 - 38/15*z + 1
*
[ 1/2 ] 
f(z) = 68/15*z^3 - 32/15*z + 1
*
[ 1/2 ] 
f(z) = 68/19*z^3 - 36/19*z + 1
*
[ 1/3 ] 
f(z) = 69*z^3 - 29/3*z + 1
*
[ 1/3 ] 
f(z) = 69/2*z^3 - 35/6*z + 1
*
[ -2/3 ] 
f(z) = 69/4*z^3 - 31/6*z + 1
*
-2 | 0.091705548732768787194954761747354258320 | 0.016274884279830007596298681783210475031
f(z) = 69/8*z^3 - 35*z + 1
*
[ 2 ] 
f(z) = 69/8*z^3 - 34*z + 1
*
[ -2 ] 
f(z) = 69/8*z^3 - 33*z + 1
*
[ -1 ] 
f(z) = 69/16*z^3 - 37/16*z + 1
*
[ 2/3 ] 
f(z) = 69/16*z^3 - 29/12*z + 1
*
[ -1 ] 
f(z) = 69/17*z^3 - 35/17*z + 1
*
[ 1/2 ] 
f(z) = 70*z^3 - 37/2*z + 1
*
[ 1/5 ] 
f(z) = 70*z^3 - 34/5*z + 1
*
[ -1/2 ] 
f(z) = 70*z^3 - 29/2*z + 1
*
[ -1 ] 
f(z) = 70/17*z^3 - 36/17*z + 1
*
[ 2/3 ] 
f(z) = 71/8*z^3 - 40/9*z + 1
*
-2 | 0.092243025789435703074264963792475715975 | 0.016288834455581668182080281856419231893
f(z) = 71/8*z^3 - 36*z + 1
*
[ 2 ] 
f(z) = 71/8*z^3 - 35*z + 1
*
[ -2 ] 
f(z) = 71/8*z^3 - 34*z + 1
*
[ -1 ] 
f(z) = 71/16*z^3 - 39/16*z + 1
*
[ -1 ] 
f(z) = 71/17*z^3 - 37/17*z + 1
*
[ 1/12 ] 
f(z) = 72*z^3 - 23/2*z + 1
*
[ -5/6 ] 
f(z) = 72/5*z^3 - 39/5*z + 1
*
[ 1/6 ] 
f(z) = 72/5*z^3 - 27/5*z + 1
*
[ 1/2 ] 
f(z) = 72/5*z^3 - 23/5*z + 1
*
[ 1/6 ] 
f(z) = 72/7*z^3 - 37/7*z + 1
*
[ 1/2 ] 
f(z) = 72/7*z^3 - 25/7*z + 1
*
[ 1/3 ] 
f(z) = 72/7*z^3 - 22/7*z + 1
*
[ 1/3 ] 
f(z) = 72/11*z^3 - 30/11*z + 1
*
[ 1/2 ] 
f(z) = 72/11*z^3 - 29/11*z + 1
*
[ 1/3 ] 
f(z) = 72/13*z^3 - 34/13*z + 1
*
[ 1/2 ] 
f(z) = 72/13*z^3 - 31/13*z + 1
*
[ -1 ] 
f(z) = 72/17*z^3 - 38/17*z + 1
*
[ 1/2 ] 
f(z) = 72/17*z^3 - 35/17*z + 1
*
[ 1/2 ] 
f(z) = 72/19*z^3 - 37/19*z + 1
*
-2 | 0.092765299412494543678923973463213336209 | 0.016302186207587098265229566639221107737
f(z) = 73/8*z^3 - 37*z + 1
*
[ 2 ] 
f(z) = 73/8*z^3 - 36*z + 1
*
[ -2 ] 
f(z) = 73/8*z^3 - 35*z + 1
*
[ -1 ] 
f(z) = 73/17*z^3 - 39/17*z + 1
*
[ -1 ] 
f(z) = 73/18*z^3 - 37/18*z + 1
*
[ 1/2 ] 
f(z) = 74*z^3 - 39/2*z + 1
*
[ -1/2 ] 
f(z) = 74*z^3 - 31/2*z + 1
*
[ -1 ] 
f(z) = 74/17*z^3 - 40/17*z + 1
*
1/15 | 0.15302577624946021817810255256545256366 | 0.028253866229506533271644888798037423153
f(z) = 75*z^3 - 40/3*z + 1
*
1/15 | 0.15875116756262756322032067649107083374 | 0.029310972059900120448878968515763457198
f(z) = 75*z^3 - 34/3*z + 1
*
[ 2/5 ] 
f(z) = 75*z^3 - 27/2*z + 1
*
2/15 | 0.13455224802887457663328130269890025390 | 0.024843012137313802480187576495938263936
f(z) = 75/2*z^3 - 38/3*z + 1
*
[ 1/5 ] 
f(z) = 75/7*z^3 - 31/7*z + 1
*
[ 6/5 ] 
f(z) = 75/8*z^3 - 40/3*z + 1
*
-2 | 0.093273208428051878186227396440720572582 | 0.016314982767200759832202273376296383335
f(z) = 75/8*z^3 - 38*z + 1
*
[ 2 ] 
f(z) = 75/8*z^3 - 37*z + 1
*
[ -2 ] 
f(z) = 75/8*z^3 - 36*z + 1
*
[ -6/5 ] 
f(z) = 75/8*z^3 - 35/3*z + 1
*
[ 1/5 ] 
f(z) = 75/8*z^3 - 35/8*z + 1
*
[ 4/5 ] 
f(z) = 75/8*z^3 - 25/4*z + 1
*
[ 2/5 ] 
f(z) = 75/14*z^3 - 33/14*z + 1
*
[ 4/15 ] 
f(z) = 75/16*z^3 - 37/12*z + 1
*
[ 1/4 ] 
f(z) = 76*z^3 - 31/4*z + 1
*
[ 1/2 ] 
f(z) = 76/3*z^3 - 22/3*z + 1
*
[ 1/2 ] 
f(z) = 76/5*z^3 - 24/5*z + 1
*
[ 1/2 ] 
f(z) = 76/7*z^3 - 26/7*z + 1
*
[ 1/2 ] 
f(z) = 76/9*z^3 - 28/9*z + 1
*
[ 1/2 ] 
f(z) = 76/11*z^3 - 30/11*z + 1
*
[ 1/2 ] 
f(z) = 76/13*z^3 - 32/13*z + 1
*
[ 1/2 ] 
f(z) = 76/15*z^3 - 34/15*z + 1
*
[ 1/2 ] 
f(z) = 76/17*z^3 - 36/17*z + 1
*
-2 | 0.093767523916144441803924577004217467552 | 0.016327263079913002740922204732662751532
f(z) = 77/8*z^3 - 39*z + 1
*
[ 2 ] 
f(z) = 77/8*z^3 - 38*z + 1
*
[ -2 ] 
f(z) = 77/8*z^3 - 37*z + 1
*
[ 2/7 ] 
f(z) = 77/8*z^3 - 23/7*z + 1
*
[ -1 ] 
f(z) = 77/19*z^3 - 39/19*z + 1
*
[ -1/2 ] 
f(z) = 78*z^3 - 33/2*z + 1
*
[ 1/3 ] 
f(z) = 78*z^3 - 32/3*z + 1
*
[ -1 ] 
f(z) = 78/19*z^3 - 40/19*z + 1
*
-2 | 0.094248956334030044299746346890830898078 | 0.016339062337681252832881793609266303296
f(z) = 79/8*z^3 - 40*z + 1
*
[ 2 ] 
f(z) = 79/8*z^3 - 39*z + 1
*
[ -2 ] 
f(z) = 79/8*z^3 - 38*z + 1
*
[ 1/6 ] 
f(z) = 60*z^3 - 20/3*z + 1
*
[ 1/2 ] 
f(z) = 60*z^3 - 16*z + 1
*
[ -1/2 ] 
f(z) = 60*z^3 - 12*z + 1
*
[ 1/3 ] 
f(z) = 63*z^3 - 9*z + 1
*
[ -1/3 ]
f(z) = 63*z^3 - 3*z + 1
*
[ 1/3 ] 
f(z) = 63/2*z^3 - 11/2*z + 1
*
[ 2/3 ] 
f(z) = 63/4*z^3 - 15/2*z + 1
*
[ 1/3 ] 
f(z) = 63/4*z^3 - 15/4*z + 1
*
[ -2/3 ] 
f(z) = 63/4*z^3 - 9/2*z + 1
*
[ 1/3 ] 
f(z) = 63/5*z^3 - 17/5*z + 1
*
[ 2/3 ] 
f(z) = 63/8*z^3 - 4*z + 1
*
[ -2/3 ]
f(z) = 63/8*z^3 - z + 1
*
[ 2/3 ] 
f(z) = 63/16*z^3 - 9/4*z + 1
*
[ 1/2 ] 
f(z) = 64*z^3 - 17*z + 1
*
[ -3/8 ]
f(z) = 64*z^3 - 16/3*z + 1
*
1/4 | 0.10059126989587198442406639466429703622 | 0.020731789462213969491550574207311393422
f(z) = 64*z^3 - 15/2*z + 1
*
[ 1/8 ] 
f(z) = 64*z^3 - 8*z + 1
*
[ 3/8 ] 
f(z) = 64/3*z^3 - 14/3*z + 1
*
[ 1/4 ] 
f(z) = 64/3*z^3 - 13/3*z + 1
*
[ -5/8 ]
f(z) = 64/5*z^3 - 12/5*z + 1
*
-3/4 | 0.11770569742029428220914598523322427440 | 0.024259060850376487732559465311893209041
f(z) = 64/9*z^3 - 19/6*z + 1
*
[ 3/4 ] 
f(z) = 64/9*z^3 - 13/3*z + 1
*
[ 3/8 ] 
f(z) = 64/9*z^3 - 8/3*z + 1
*
[ -3/4 ]
f(z) = 64/9*z^3 - 5/3*z + 1
*
[ 2/5 ] 
f(z) = 65/8*z^3 - 14/5*z + 1
*
[ 1/2 ] 
f(z) = 68*z^3 - 18*z + 1
*
[ -1/2 ] 
f(z) = 68*z^3 - 14*z + 1
*
[ 1/2 ] 
f(z) = 68/3*z^3 - 20/3*z + 1
*
[ 2/3 ] 
f(z) = 69/8*z^3 - 13/3*z + 1
*
[ 1/2 ] 
f(z) = 72*z^3 - 19*z + 1
*
1/12 | 0.10892203694901622622903636253313469786 | 0.021916726118928633497162348108142861772
f(z) = 72*z^3 - 19/2*z + 1
*
[ -1/2 ] 
f(z) = 72*z^3 - 15*z + 1
*
[ 1/3 ] 
f(z) = 72*z^3 - 10*z + 1
*
[ 1/6 ] 
f(z) = 72*z^3 - 7*z + 1
*
[ -1/3 ]
f(z) = 72*z^3 - 4*z + 1
*
[ 1/3 ] 
f(z) = 72/5*z^3 - 18/5*z + 1
*
[ -2/5 ] 
f(z) = 75*z^3 - 17/2*z + 1
*
[ 1/5 ] 
f(z) = 75*z^3 - 7*z + 1
*
4/15 | 0.11552606786297976457393408732820841970 | 0.021330119326436271401642801308924751545
f(z) = 75/2*z^3 - 17/3*z + 1
*
[ 2/5 ] 
f(z) = 75/2*z^3 - 15/2*z + 1
*
[ 1/5 ] 
f(z) = 75/2*z^3 - 11/2*z + 1
*
[ -2/5 ]
f(z) = 75/2*z^3 - 5/2*z + 1
*
[ 1/5 ] 
f(z) = 75/4*z^3 - 19/4*z + 1
*
[ 2/5 ] 
f(z) = 75/4*z^3 - 9/2*z + 1
*
[ 2/15 ] 
f(z) = 75/8*z^3 - 20/3*z + 1
*
[ -4/5 ] 
f(z) = 75/8*z^3 - 15/4*z + 1
*
[ 2/5 ] 
f(z) = 75/8*z^3 - 3*z + 1
*
[ 4/5 ] 
f(z) = 75/16*z^3 - 13/4*z + 1
*
[ -4/5 ]
f(z) = 75/16*z^3 - 3/4*z + 1
*
[ 1/2 ] 
f(z) = 76*z^3 - 20*z + 1
*
[ -1/2 ] 
f(z) = 76*z^3 - 16*z + 1
*
[ -1/4 ]
f(z) = 64*z^3 + z + 1
*
[ -1/8 ]
f(z) = 64*z^3 + 8*z + 1
*
[ -3/8 ]
f(z) = 64/3*z^3 + 2/3*z + 1
*
[ -3/8 ]
f(z) = 64/9*z^3 + 8/3*z + 1
*
[ -1/6 ]
f(z) = 72*z^3 + 5*z + 1
*
[ -1/5 ]
f(z) = 75*z^3 + 3*z + 1
*
[ -2/5 ]
f(z) = 75/4*z^3 + 1/2*z + 1
*
[ -2/5 ]
f(z) = 75/8*z^3 + 2*z + 1
*
[ -5 ] 
f(z) = 61/25*z^3 - 299/5*z + 1
*
[ 6 ] 
f(z) = 65/24*z^3 - 290/3*z + 1
*
[ -6 ] 
f(z) = 65/24*z^3 - 289/3*z + 1
*
[ 6 ] 
f(z) = 67/24*z^3 - 299/3*z + 1
*
[ -6 ] 
f(z) = 67/24*z^3 - 298/3*z + 1
*
[ 14/5 ] 
f(z) = 75/28*z^3 - 285/14*z + 1
*
[ 5/2 ] 
f(z) = 61/25*z^3 - 293/20*z + 1
*
[ 3/31 ] 
f(z) = 62/27*z^3 - 290/31*z + 1
*
[ -5/2 ] 
f(z) = 63/25*z^3 - 287/20*z + 1
*
1/8 | 0.14448642087175821272971263969617940433 | 0.025361427052935047207757775069188571522
f(z) = 64/33*z^3 - 298/33*z + 1
*
2/13 | 0.19552466373985288316172569192502202632 | 0.025175659033924557241087175938565041391
f(z) = 65/24*z^3 - 295/39*z + 1
*
-2 | 0.077417561425182165895752828651315571815 | 0.013730523524219909589523439549940492985
f(z) = 67/26*z^3 - 281/26*z + 1
*
-2 | 0.056803498085851139644768630245274073038 | 0.010061824885743672473987844392361846644
f(z) = 67/30*z^3 - 283/30*z + 1
*
-2 | 0.076839399607002701211687705176993759903 | 0.013593904765926626956561322495311834005
f(z) = 67/34*z^3 - 285/34*z + 1
*
-2 | 0.076489413943208729413437473460719580960 | 0.013515267126418957606144314002337237756
f(z) = 67/38*z^3 - 287/38*z + 1
*
-2 | 0.078238839244040922961422683840515675675 | 0.013824381146772387414218286146866901101
f(z) = 69/22*z^3 - 287/22*z + 1
*
-2 | 0.078010441617793157659756483018540015423 | 0.013767131547197260644419406143833106658
f(z) = 69/26*z^3 - 289/26*z + 1
*
-2 | 0.077464124819476315024699887838602910620 | 0.013637635711369903780985231428173520385
f(z) = 69/34*z^3 - 293/34*z + 1
*
-2 | 0.077134892723688751683873691727650192441 | 0.013563430099569369267739378750115685269
f(z) = 69/38*z^3 - 295/38*z + 1
*
[ 12/5 ] 
f(z) = 70/27*z^3 - 287/20*z + 1
*
-2 | 0.078801883752822336215227225695022953909 | 0.013856554462641424588516400850968911363
f(z) = 71/22*z^3 - 295/22*z + 1
*
-2 | 0.078582818274535971684099164496284027186 | 0.013801635967205980240658360990512528572
f(z) = 71/26*z^3 - 297/26*z + 1
*
-2 | 0.057995906754047741722118988036474310509 | 0.010173928749118577732827104155494134641
f(z) = 71/30*z^3 - 299/30*z + 1
*
[ 2 ] 
f(z) = 73/22*z^3 - 281/22*z + 1
*
[ 2 ] 
f(z) = 75/22*z^3 - 289/22*z + 1
*
[ 2 ] 
f(z) = 75/26*z^3 - 287/26*z + 1
*
[ 2 ] 
f(z) = 75/34*z^3 - 283/34*z + 1
*
[ 2 ] 
f(z) = 75/38*z^3 - 281/38*z + 1
*
[ 2 ] 
f(z) = 77/26*z^3 - 295/26*z + 1
*
[ 2 ] 
f(z) = 77/30*z^3 - 293/30*z + 1
*
[ 2 ] 
f(z) = 77/34*z^3 - 291/34*z + 1
*
[ 2 ] 
f(z) = 77/38*z^3 - 289/38*z + 1
*
[ -2 ] 
f(z) = 79/22*z^3 - 283/22*z + 1
*
[ 2 ] 
f(z) = 79/34*z^3 - 299/34*z + 1
*
[ 2 ] 
f(z) = 79/38*z^3 - 297/38*z + 1
*
[ 5/3 ] 
f(z) = 61/25*z^3 - 287/45*z + 1
*
[ 5/3 ] 
f(z) = 62/25*z^3 - 292/45*z + 1
*
15/32 | 0.14032462204446225031348152808150373339 | 0.017908646907514676553046120454794111991
f(z) = 64/27*z^3 - 281/48*z + 1
*
[ -9/5 ] 
f(z) = 65/27*z^3 - 281/45*z + 1
*
-3/34 | 0.21581334042158643448309901219847789715 | 0.027432368920551215539839407339173581353
f(z) = 68/27*z^3 - 290/51*z + 1
*
[ -5/3 ] 
f(z) = 71/25*z^3 - 283/45*z + 1
*
[ -5/3 ] 
f(z) = 73/25*z^3 - 293/45*z + 1
*
[ -5/3 ] 
f(z) = 74/25*z^3 - 298/45*z + 1
*
0 | 0.16068179500028696682369828858913622576 | 0.028462192261052989563083151869425773110
f(z) = 74/27*z^3 - 283/54*z + 1
*
[ -8/5 ] 
f(z) = 75/28*z^3 - 293/56*z + 1
*
[ 3/22 ] 
f(z) = 77/27*z^3 - 281/44*z + 1
*
0 | 0.13908382743226141360811958070657859362 | 0.024667449209734833177516717138323897326
f(z) = 78/25*z^3 - 281/50*z + 1
*
[ -3/2 ] 
f(z) = 60/23*z^3 - 290/69*z + 1
*
-6/5 | 0.17537074733951874954664775885108324837 | 0.022660870275525608933124952032914834678
f(z) = 61/24*z^3 - 287/75*z + 1
*
0 | 0.13949624002932837865714128328862258721 | 0.024618026087230041084567820298897453425
f(z) = 62/33*z^3 - 289/66*z + 1
*
0 | 0.10875953337973698136364709247436692388 | 0.019079135154923674958441056944855395241
f(z) = 62/35*z^3 - 299/70*z + 1
*
0 | 0.14102967347728838127771200526403339478 | 0.024828413357264690677808018754099731475
f(z) = 64/33*z^3 - 293/66*z + 1
*
6/65 | 0.25738149939508269388658324965912381542 | 0.028785743322621580141179989033997487105
f(z) = 65/27*z^3 - 283/65*z + 1
*
[ 6/5 ] 
f(z) = 67/24*z^3 - 289/75*z + 1
*
[ 3/16 ] 
f(z) = 68/27*z^3 - 283/64*z + 1
*
0 | 0.14289692365039429600809516250794184882 | 0.025249116120990325334859764518526841477
f(z) = 69/20*z^3 - 287/60*z + 1
*
-6/5 | 0.23246462806035187948272113023705288268 | 0.025999021416307082369387485143266154955
f(z) = 70/27*z^3 - 283/70*z + 1
*
[ 3/2 ] 
f(z) = 70/33*z^3 - 293/66*z + 1
*
[ 3/2 ] 
f(z) = 70/39*z^3 - 289/78*z + 1
*
-3/2 | 0.14922402211721552110089945019755955710 | 0.026334766217000890709994506450347295566
f(z) = 74/33*z^3 - 289/66*z + 1
*
[ 9/7 ] 
f(z) = 77/27*z^3 - 283/63*z + 1
*
[ 1/4 ] 
f(z) = 60/23*z^3 - 291/92*z + 1
*
[ 5/4 ] 
f(z) = 61/25*z^3 - 289/80*z + 1
*
[ -4/3 ] 
f(z) = 63/23*z^3 - 287/92*z + 1
*
[ 5/4 ] 
f(z) = 63/25*z^3 - 299/80*z + 1
*
[ -21/16 ] 
f(z) = 64/21*z^3 - 293/84*z + 1
*
1/4 | 0.16841428218132512471699413312280673689 | 0.029721426121093315125422150475751834157
f(z) = 64/21*z^3 - 289/84*z + 1
*
[ -3/2 ] 
f(z) = 64/29*z^3 - 287/87*z + 1
*
[ 1/4 ] 
f(z) = 68/23*z^3 - 293/92*z + 1
*
9/10 | 0.18503867845204978346668518559473272599 | 0.027352196947741613278728422644164784009
f(z) = 70/27*z^3 - 289/90*z + 1
*
2/3 | 0.19417409591031720379742900563783115565 | 0.029929647522456292043029906251950817511
f(z) = 73/20*z^3 - 281/90*z + 1
*
[ 1/4 ] 
f(z) = 76/23*z^3 - 295/92*z + 1
*
[ 5/19 ] 
f(z) = 76/25*z^3 - 286/95*z + 1
*
[ -4/3 ] 
f(z) = 61/24*z^3 - 299/108*z + 1
*
[ 4/15 ] 
f(z) = 63/32*z^3 - 289/100*z + 1
*
[ -5/4 ] 
f(z) = 64/23*z^3 - 293/115*z + 1
*
0 | 0.15952841389044664239710239982932900052 | 0.028257889372237966293954312878162393477
f(z) = 64/27*z^3 - 283/108*z + 1
*
3/5 | 0.13642413204820725111633550777267711094 | 0.023587181103778678028329302161575594191
f(z) = 65/21*z^3 - 292/105*z + 1
*
[ -3/2 ] 
f(z) = 68/35*z^3 - 284/105*z + 1
*
[ 10/11 ] 
f(z) = 77/25*z^3 - 291/110*z + 1
*
[ 3/4 ] 
f(z) = 72/23*z^3 - 289/138*z + 1
*
[ -4/3 ] 
f(z) = 72/31*z^3 - 295/124*z + 1
*
[ 4/11 ] 
f(z) = 77/24*z^3 - 287/132*z + 1
*
[ 6/7 ] 
f(z) = 61/24*z^3 - 299/147*z + 1
*
[ -3/2 ] 
f(z) = 61/39*z^3 - 289/156*z + 1
*
[ 5/7 ] 
f(z) = 63/20*z^3 - 281/140*z + 1
*
[ 5/14 ] 
f(z) = 63/25*z^3 - 297/140*z + 1
*
0 | 0.11853975360001233280358713103896033801 | 0.020894235709419011290030790837236625571
f(z) = 64/35*z^3 - 291/140*z + 1
*
0 | 0.15961296534107281479718314448619489903 | 0.028066407068765798473175468846088685006
f(z) = 64/39*z^3 - 295/156*z + 1
*
[ 12/13 ] 
f(z) = 65/32*z^3 - 283/156*z + 1
*
[ -6/5 ] 
f(z) = 71/27*z^3 - 293/150*z + 1
*
[ 3/4 ] 
f(z) = 72/25*z^3 - 293/150*z + 1
*
[ 5/6 ] 
f(z) = 72/31*z^3 - 281/155*z + 1
*
[ 4/7 ] 
f(z) = 77/20*z^3 - 281/140*z + 1
*
[ 2/3 ] 
f(z) = 78/25*z^3 - 283/150*z + 1
*
[ 5/8 ] 
f(z) = 74/25*z^3 - 281/160*z + 1
*
[ 2/3 ] 
f(z) = 75/29*z^3 - 287/174*z + 1
*
[ 9/19 ] 
f(z) = 76/27*z^3 - 298/171*z + 1
*
[ 5/8 ] 
f(z) = 78/25*z^3 - 291/160*z + 1
*
[ 2/3 ] 
f(z) = 78/29*z^3 - 295/174*z + 1
*
[ 13/21 ] 
f(z) = 63/26*z^3 - 281/182*z + 1
*
[ 4/7 ] 
f(z) = 67/32*z^3 - 281/196*z + 1
*
[ 4/7 ] 
f(z) = 69/32*z^3 - 285/196*z + 1
*
[ 4/7 ] 
f(z) = 71/32*z^3 - 289/196*z + 1
*
[ 5/6 ] 
f(z) = 72/37*z^3 - 287/185*z + 1
*
[ 4/7 ] 
f(z) = 73/32*z^3 - 293/196*z + 1
*
[ 3/4 ] 
f(z) = 73/36*z^3 - 283/192*z + 1
*
[ 2/3 ] 
f(z) = 75/31*z^3 - 293/186*z + 1
*
[ 4/7 ] 
f(z) = 75/32*z^3 - 297/196*z + 1
*
[ 3/4 ] 
f(z) = 77/36*z^3 - 295/192*z + 1
*
[ 8/15 ] 
f(z) = 63/32*z^3 - 287/200*z + 1
*
[ 2/3 ] 
f(z) = 66/35*z^3 - 281/210*z + 1
*
[ 2/3 ] 
f(z) = 69/35*z^3 - 289/210*z + 1
*
[ 2/3 ] 
f(z) = 66/37*z^3 - 287/222*z + 1
*
[ 2/3 ] 
f(z) = 69/37*z^3 - 295/222*z + 1
*
[ 6 ] 
f(z) = 61/24*z^3 - 272/3*z + 1
*
[ -6 ] 
f(z) = 61/24*z^3 - 271/3*z + 1
*
[ 10/3 ] 
f(z) = 63/25*z^3 - 273/10*z + 1
*
[ -10/3 ] 
f(z) = 63/25*z^3 - 267/10*z + 1
*
3/16 | 0.20396399637872394979275743909743019827 | 0.026176292709016852217854907363595602205
f(z) = 64/27*z^3 - 269/12*z + 1
*
[ -14/5 ] 
f(z) = 75/28*z^3 - 275/14*z + 1
*
[ -5/2 ] 
f(z) = 61/25*z^3 - 277/20*z + 1
*
-2 | 0.074812888384966876346033603160776451389 | 0.013444624677180806421856425911113555212
f(z) = 61/34*z^3 - 261/34*z + 1
*
-2 | 0.074375228455800851028471993256905773180 | 0.013347661968119137933167351404423023563
f(z) = 61/38*z^3 - 263/38*z + 1
*
-2 | 0.076438061662561327440192279247207373385 | 0.013717865877567466564716377641837135925
f(z) = 63/22*z^3 - 263/22*z + 1
*
-2 | 0.076169694453300164726397382014850216422 | 0.013651143841868204343526847666386774355
f(z) = 63/26*z^3 - 265/26*z + 1
*
-2 | 0.075516197171376795174307998184507024101 | 0.013497782467690242906809643365724111996
f(z) = 63/34*z^3 - 269/34*z + 1
*
-2 | 0.075112695006189859832379965369765712481 | 0.013407908223266658756794462219260001718
f(z) = 63/38*z^3 - 271/38*z + 1
*
[ 1/8 ] 
f(z) = 64/39*z^3 - 274/39*z + 1
*
-2 | 0.077058259928378855154071124911810010311 | 0.013755199129510500832045731872529568934
f(z) = 65/22*z^3 - 271/22*z + 1
*
-2 | 0.076191704348293230137734655896421841342 | 0.013547558176067180064026073602294644093
f(z) = 65/34*z^3 - 277/34*z + 1
*
-2 | 0.075815425594888726760256104879750742675 | 0.013463429992037503893715334500223454018
f(z) = 65/38*z^3 - 279/38*z + 1
*
-2 | 0.077658921100487206685219608903435434485 | 0.013790801005066997452203459801315822246
f(z) = 67/22*z^3 - 279/22*z + 1
*
[ 2 ] 
f(z) = 69/22*z^3 - 265/22*z + 1
*
[ 2 ] 
f(z) = 69/26*z^3 - 263/26*z + 1
*
[ 2 ] 
f(z) = 71/22*z^3 - 273/22*z + 1
*
[ 2 ] 
f(z) = 71/26*z^3 - 271/26*z + 1
*
[ 2 ] 
f(z) = 71/30*z^3 - 269/30*z + 1
*
[ 2 ] 
f(z) = 71/34*z^3 - 267/34*z + 1
*
[ 2 ] 
f(z) = 71/38*z^3 - 265/38*z + 1
*
[ 2 ] 
f(z) = 73/26*z^3 - 279/26*z + 1
*
[ 2 ] 
f(z) = 73/30*z^3 - 277/30*z + 1
*
[ 2 ] 
f(z) = 73/34*z^3 - 275/34*z + 1
*
[ 2 ] 
f(z) = 73/38*z^3 - 273/38*z + 1
*
[ -2 ] 
f(z) = 75/22*z^3 - 267/22*z + 1
*
[ -2 ] 
f(z) = 75/26*z^3 - 261/26*z + 1
*
-34/15 | 0.12987373059279094213532207075717670973 | 0.018526098845681951329647253994440599216
f(z) = 75/32*z^3 - 277/24*z + 1
*
[ -2 ] 
f(z) = 77/26*z^3 - 269/26*z + 1
*
[ -2 ] 
f(z) = 77/30*z^3 - 263/30*z + 1
*
[ -2 ] 
f(z) = 79/26*z^3 - 277/26*z + 1
*
[ -2 ] 
f(z) = 79/30*z^3 - 271/30*z + 1
*
[ -2 ] 
f(z) = 79/34*z^3 - 265/34*z + 1
*
0 | 0.14873531620879025430916368972950958271 | 0.026549832476676091418926851480843522702
f(z) = 62/21*z^3 - 271/42*z + 1
*
[ 3/2 ] 
f(z) = 62/21*z^3 - 265/42*z + 1
*
22/21 | 0.20014580038067844954658201009013132896 | 0.028794581217925850471074830779203095761
f(z) = 63/32*z^3 - 261/56*z + 1
*
35/24 | 0.19994908260672338839408717314055062103 | 0.027841888560201369374715141905536370965
f(z) = 64/25*z^3 - 263/45*z + 1
*
0 | 0.15102110019269923828923444770165881049 | 0.027102822233662423146328734815837355189
f(z) = 64/27*z^3 - 263/54*z + 1
*
[ -5/3 ] 
f(z) = 67/25*z^3 - 263/45*z + 1
*
[ -5/3 ] 
f(z) = 68/25*z^3 - 268/45*z + 1
*
0 | 0.16223023054467423480648944106157587126 | 0.029154395827389820083954665043779205589
f(z) = 68/25*z^3 - 261/50*z + 1
*
0 | 0.14846741282763711875609885184501719777 | 0.026432875801065909549332996960039599402
f(z) = 70/27*z^3 - 275/54*z + 1
*
3/7 | 0.18662193492033927520076912672599323375 | 0.023996789133881425988436948424826564391
f(z) = 70/27*z^3 - 265/42*z + 1
*
6/7 | 0.13477981081201129292452838796167398163 | 0.015198460661438057119230298807197298543
f(z) = 70/27*z^3 - 263/56*z + 1
*
0 | 0.14135031947524323089780251864678818424 | 0.025264988644562172456135552583761307799
f(z) = 72/25*z^3 - 269/50*z + 1
*
[ -3/2 ] 
f(z) = 74/21*z^3 - 263/42*z + 1
*
0 | 0.14204855775765307407539550125388265650 | 0.025322982794847859993596551185129575612
f(z) = 74/25*z^3 - 273/50*z + 1
*
[ 2/15 ] 
f(z) = 75/28*z^3 - 275/42*z + 1
*
0 | 0.16718837658567615050850104957751097344 | 0.029727570442613595957220687921835261513
f(z) = 76/25*z^3 - 277/50*z + 1
*
[ 15/11 ] 
f(z) = 77/27*z^3 - 277/55*z + 1
*
2/7 | 0.20143975119641866593440259272193017656 | 0.028948946634488873805016590583964973238
f(z) = 77/32*z^3 - 263/56*z + 1
*
[ 6/5 ] 
f(z) = 61/24*z^3 - 262/75*z + 1
*
2/7 | 0.14765255678095870109785336220863746401 | 0.023566713198205498246983124053737425295
f(z) = 63/20*z^3 - 263/70*z + 1
*
[ -4/3 ] 
f(z) = 69/20*z^3 - 263/60*z + 1
*
-3/2 | 0.15674193489043332202869971160046745234 | 0.028129505032576043690084862955410149256
f(z) = 70/39*z^3 - 263/78*z + 1
*
-6/5 | 0.069458259421683206388276969854759181648 | 0.012414985279656440118898698679125672604
f(z) = 75/22*z^3 - 269/66*z + 1
*
0 | 0.14802845571451614870793426027082190719 | 0.026320767236528096194448705228013400272
f(z) = 75/26*z^3 - 277/78*z + 1
*
2/7 | 0.12812032926527237229924496593962443322 | 0.020369812882771783328151207452635700413
f(z) = 77/20*z^3 - 267/70*z + 1
*
0 | 0.16110836676311129601011833544776795036 | 0.028796546565477512573384545064150745447
f(z) = 62/21*z^3 - 269/84*z + 1
*
-10/9 | 0.18503317953266057598016626187356991645 | 0.029183390194286328970941465883110838414
f(z) = 63/20*z^3 - 269/90*z + 1
*
[ 10/9 ] 
f(z) = 63/25*z^3 - 271/90*z + 1
*
[ -3/2 ] 
f(z) = 64/31*z^3 - 277/93*z + 1
*
2/3 | 0.18982078909283818970349750508168600942 | 0.029650616098233691262019122480478977766
f(z) = 67/20*z^3 - 269/90*z + 1
*
[ 1/4 ] 
f(z) = 68/21*z^3 - 269/84*z + 1
*
3/4 | 0.11524300689775721423255445089640494767 | 0.020557808772920766548786179153941801612
f(z) = 68/21*z^3 - 265/84*z + 1
*
1/3 | 0.11460328055378027664722047582069898024 | 0.020403765537354906429711204266103335951
f(z) = 69/28*z^3 - 275/84*z + 1
*
0 | 0.10892985403059633110462930207340850275 | 0.019548966773271930577884809062548775501
f(z) = 69/28*z^3 - 263/84*z + 1
*
1/3 | 0.11221601608381638683890642784698054806 | 0.019952999072346490296432863814731496743
f(z) = 75/28*z^3 - 277/84*z + 1
*
[ 1/4 ] 
f(z) = 76/21*z^3 - 271/84*z + 1
*
[ -4/3 ] 
f(z) = 63/25*z^3 - 273/100*z + 1
*
[ -3/2 ] 
f(z) = 68/37*z^3 - 274/111*z + 1
*
0 | 0.15792328009035028880561589829092320705 | 0.028116381697655056833006065969434399343
f(z) = 69/34*z^3 - 275/102*z + 1
*
2/3 | 0.16358087883773635633202747712881077129 | 0.029356847978914189037938284792068402913
f(z) = 69/38*z^3 - 263/114*z + 1
*
[ 5/6 ] 
f(z) = 72/23*z^3 - 273/115*z + 1
*
[ 17/15 ] 
f(z) = 75/34*z^3 - 277/102*z + 1
*
3/28 | 0.21079562420244871177132777501745589585 | 0.023260709129113329903904333728460556782
f(z) = 77/27*z^3 - 265/112*z + 1
*
0 | 0.11303767390911930851112366915982930573 | 0.020204379857958624927965462030047886578
f(z) = 78/35*z^3 - 269/105*z + 1
*
[ 2/3 ] 
f(z) = 75/23*z^3 - 269/138*z + 1
*
[ 2/3 ] 
f(z) = 78/23*z^3 - 277/138*z + 1
*
[ 10/13 ] 
f(z) = 78/25*z^3 - 279/130*z + 1
*
[ 11/21 ] 
f(z) = 63/22*z^3 - 261/154*z + 1
*
15/16 | 0.14249952442076925823142419351016419243 | 0.025337674405173257353331539506082801242
f(z) = 64/39*z^3 - 277/156*z + 1
*
-6/7 | 0.24048323263788210168248100237592513943 | 0.029813667775142896891737547825372806470
f(z) = 65/24*z^3 - 268/147*z + 1
*
[ 3/7 ] 
f(z) = 67/27*z^3 - 263/147*z + 1
*
[ -6/5 ] 
f(z) = 68/27*z^3 - 269/150*z + 1
*
[ 5/6 ] 
f(z) = 72/29*z^3 - 279/145*z + 1
*
[ -4/3 ] 
f(z) = 72/35*z^3 - 267/140*z + 1
*
[ 3/7 ] 
f(z) = 73/27*z^3 - 269/147*z + 1
*
[ 3/7 ] 
f(z) = 76/27*z^3 - 272/147*z + 1
*
[ 3/7 ] 
f(z) = 79/27*z^3 - 275/147*z + 1
*
[ 6/7 ] 
f(z) = 63/32*z^3 - 271/168*z + 1
*
[ 5/8 ] 
f(z) = 66/25*z^3 - 261/160*z + 1
*
[ 2/3 ] 
f(z) = 66/29*z^3 - 263/174*z + 1
*
[ 10/17 ] 
f(z) = 68/25*z^3 - 279/170*z + 1
*
[ 2/3 ] 
f(z) = 69/29*z^3 - 271/174*z + 1
*
[ 8/15 ] 
f(z) = 75/28*z^3 - 275/168*z + 1
*
-6/7 | 0.13212489159679624294638113360932532832 | 0.017882922104699182675944853038002544738
f(z) = 77/32*z^3 - 269/168*z + 1
*
[ 4/7 ] 
f(z) = 61/32*z^3 - 269/196*z + 1
*
[ 4/7 ] 
f(z) = 65/32*z^3 - 277/196*z + 1
*
[ 2/3 ] 
f(z) = 66/31*z^3 - 269/186*z + 1
*
[ 3/4 ] 
f(z) = 67/36*z^3 - 265/192*z + 1
*
[ 2/3 ] 
f(z) = 69/31*z^3 - 277/186*z + 1
*
[ 3/4 ] 
f(z) = 71/36*z^3 - 277/192*z + 1
*
[ 2/3 ] 
f(z) = 60/37*z^3 - 271/222*z + 1
*
3/38 | 0.24290360142739317341260332413152899890 | 0.027426533519816863780105046876582753867
f(z) = 76/27*z^3 - 260/19*z + 1
*
-2 | 0.075794150236132739940065383103124627422 | 0.013678134890796962760501543928954810804
f(z) = 61/22*z^3 - 255/22*z + 1
*
-2 | 0.075511340404004543248282951079684507543 | 0.013607912244985983650884410205421923330
f(z) = 61/26*z^3 - 257/26*z + 1
*
[ 2 ] 
f(z) = 63/22*z^3 - 241/22*z + 1
*
[ 1/8 ] 
f(z) = 64/37*z^3 - 260/37*z + 1
*
[ 2 ] 
f(z) = 65/22*z^3 - 249/22*z + 1
*
2/13 | 0.21569887853891427521093739864166836460 | 0.028289791126672952896516554999442985365
f(z) = 65/24*z^3 - 256/39*z + 1
*
[ -12/5 ] 
f(z) = 65/27*z^3 - 249/20*z + 1
*
[ 2 ] 
f(z) = 65/34*z^3 - 243/34*z + 1
*
[ 2 ] 
f(z) = 65/38*z^3 - 241/38*z + 1
*
[ 2 ] 
f(z) = 67/22*z^3 - 257/22*z + 1
*
[ 2 ] 
f(z) = 67/26*z^3 - 255/26*z + 1
*
[ 2 ] 
f(z) = 67/34*z^3 - 251/34*z + 1
*
[ 2 ] 
f(z) = 67/38*z^3 - 249/38*z + 1
*
[ -2 ] 
f(z) = 69/22*z^3 - 243/22*z + 1
*
[ 2 ] 
f(z) = 69/34*z^3 - 259/34*z + 1
*
[ 2 ] 
f(z) = 69/38*z^3 - 257/38*z + 1
*
[ -2 ] 
f(z) = 71/22*z^3 - 251/22*z + 1
*
[ -2 ] 
f(z) = 71/26*z^3 - 245/26*z + 1
*
[ -2 ] 
f(z) = 73/22*z^3 - 259/22*z + 1
*
[ -2 ] 
f(z) = 73/26*z^3 - 253/26*z + 1
*
[ -2 ] 
f(z) = 73/30*z^3 - 247/30*z + 1
*
[ -2 ] 
f(z) = 73/34*z^3 - 241/34*z + 1
*
[ -2 ] 
f(z) = 75/34*z^3 - 249/34*z + 1
*
[ -2 ] 
f(z) = 75/38*z^3 - 243/38*z + 1
*
[ -2 ] 
f(z) = 77/34*z^3 - 257/34*z + 1
*
[ -2 ] 
f(z) = 77/38*z^3 - 251/38*z + 1
*
[ -2 ] 
f(z) = 79/38*z^3 - 259/38*z + 1
*
0 | 0.12108440680410345729304575256344716379 | 0.021945707390032808348088329237100397016
f(z) = 62/25*z^3 - 249/50*z + 1
*
0 | 0.14918623039135578538866699916704372155 | 0.026847372050184986849353630325126193546
f(z) = 62/27*z^3 - 259/54*z + 1
*
-2/21 | 0.14857683424568724070036041583822876537 | 0.021471621748869867390347482067990841400
f(z) = 63/32*z^3 - 253/56*z + 1
*
0 | 0.12379747929841419305792804158252178714 | 0.022372811375488975893930288078300811538
f(z) = 64/25*z^3 - 253/50*z + 1
*
[ -5/3 ] 
f(z) = 64/25*z^3 - 248/45*z + 1
*
0 | 0.13143141695456944446995191091944575899 | 0.023685279304843266140151953119412735402
f(z) = 66/25*z^3 - 257/50*z + 1
*
0 | 0.13632486667356845548330264624929096898 | 0.024855043555242085058318035115484764292
f(z) = 68/21*z^3 - 241/42*z + 1
*
[ 3/17 ] 
f(z) = 68/27*z^3 - 242/51*z + 1
*
0 | 0.14470786814728400853768113815298692967 | 0.026151758961135698517097800714805964400
f(z) = 74/21*z^3 - 253/42*z + 1
*
[ 3/2 ] 
f(z) = 62/33*z^3 - 257/66*z + 1
*
[ 3/2 ] 
f(z) = 62/39*z^3 - 253/78*z + 1
*
[ -10/7 ] 
f(z) = 63/25*z^3 - 241/70*z + 1
*
[ 2/9 ] 
f(z) = 63/32*z^3 - 259/72*z + 1
*
-9/8 | 0.12019610697896202597481291207728950910 | 0.021768895726513366404310152147801763565
f(z) = 64/21*z^3 - 250/63*z + 1
*
0 | 0.16182548049907945925291129464888226803 | 0.029162598966623309915063065818383103906
f(z) = 69/20*z^3 - 257/60*z + 1
*
0 | 0.14358999245914505013658480398763797995 | 0.025987008493408214541690821489479907581
f(z) = 69/22*z^3 - 251/66*z + 1
*
1/3 | 0.14359117509902375179028084271927835053 | 0.025876591508608789649803678743329456194
f(z) = 69/26*z^3 - 257/78*z + 1
*
[ 9/7 ] 
f(z) = 70/27*z^3 - 256/63*z + 1
*
0 | 0.15098127700552764096687279984895200446 | 0.027404362840383071887798991144477967794
f(z) = 75/22*z^3 - 247/66*z + 1
*
[ -3/2 ] 
f(z) = 60/29*z^3 - 260/87*z + 1
*
[ -3/2 ] 
f(z) = 60/31*z^3 - 250/93*z + 1
*
0 | 0.15624973791886979706295079429580696891 | 0.028237617871862765695245903809657822282
f(z) = 63/32*z^3 - 253/96*z + 1
*
7/16 | 0.12819465610681456874751432539020440826 | 0.023118224329220930853728198153226564920
f(z) = 64/21*z^3 - 241/84*z + 1
*
2/5 | 0.15851937955967578825324743718923230812 | 0.025491167868747600235843540167403499140
f(z) = 65/36*z^3 - 251/90*z + 1
*
[ -4/3 ] 
f(z) = 75/28*z^3 - 253/84*z + 1
*
[ 4/15 ] 
f(z) = 75/28*z^3 - 247/84*z + 1
*
3/5 | 0.089853445911228615017007583317683381835 | 0.016382273947568693053660179686713636900
f(z) = 75/32*z^3 - 241/96*z + 1
*
[ -5/4 ] 
f(z) = 77/25*z^3 - 241/80*z + 1
*
[ -5/4 ] 
f(z) = 79/25*z^3 - 251/80*z + 1
*
[ 1/3 ] 
f(z) = 60/37*z^3 - 242/111*z + 1
*
[ -4/3 ] 
f(z) = 63/29*z^3 - 245/116*z + 1
*
[ -3/2 ] 
f(z) = 64/35*z^3 - 257/105*z + 1
*
3/4 | 0.14211435242574614089434356891366680687 | 0.025776038644663306581341122312388824146
f(z) = 64/35*z^3 - 248/105*z + 1
*
[ -3/2 ] 
f(z) = 64/37*z^3 - 247/111*z + 1
*
[ 10/11 ] 
f(z) = 66/25*z^3 - 251/110*z + 1
*
[ 1/3 ] 
f(z) = 66/37*z^3 - 244/111*z + 1
*
0 | 0.15948749036577897213145457875943847503 | 0.028450431977374372135480619348550811156
f(z) = 68/27*z^3 - 245/108*z + 1
*
[ -21/17 ] 
f(z) = 68/27*z^3 - 242/119*z + 1
*
2/3 | 0.15740242709223105798917996741703089290 | 0.028612077649895529481384018381557623204
f(z) = 69/34*z^3 - 245/102*z + 1
*
0 | 0.11804092132056740815153662977910373584 | 0.021505239667424463255750464787291607286
f(z) = 69/35*z^3 - 242/105*z + 1
*
[ 1/3 ] 
f(z) = 69/37*z^3 - 245/111*z + 1
*
[ 1/3 ] 
f(z) = 69/38*z^3 - 251/114*z + 1
*
0 | 0.16358003784496985188413078015893237034 | 0.029735022713789757310436745631621298265
f(z) = 69/38*z^3 - 245/114*z + 1
*
3/7 | 0.098173256048727328268491184908721963248 | 0.012580116261971733423956453675623610968
f(z) = 70/27*z^3 - 253/105*z + 1
*
[ 3/10 ] 
f(z) = 71/27*z^3 - 257/100*z + 1
*
0 | 0.15810107434687790306810090011417021993 | 0.028451676494471776913309735250192526375
f(z) = 75/34*z^3 - 259/102*z + 1
*
2/3 | 0.15740242709223105798917996741703089290 | 0.028445933078249283375772522255417317216
f(z) = 75/34*z^3 - 253/102*z + 1
*
[ 1/3 ] 
f(z) = 75/37*z^3 - 247/111*z + 1
*
[ 1/3 ] 
f(z) = 75/38*z^3 - 253/114*z + 1
*
[ 3/10 ] 
f(z) = 77/27*z^3 - 259/100*z + 1
*
[ 1/3 ] 
f(z) = 78/37*z^3 - 248/111*z + 1
*
[ -5/4 ] 
f(z) = 64/27*z^3 - 257/135*z + 1
*
[ 2/3 ] 
f(z) = 66/23*z^3 - 245/138*z + 1
*
[ -12/11 ] 
f(z) = 77/24*z^3 - 251/132*z + 1
*
[ 3/7 ] 
f(z) = 61/27*z^3 - 257/147*z + 1
*
[ 4/7 ] 
f(z) = 63/20*z^3 - 249/140*z + 1
*
[ 20/21 ] 
f(z) = 63/32*z^3 - 257/140*z + 1
*
[ 3/7 ] 
f(z) = 64/27*z^3 - 260/147*z + 1
*
[ 4/5 ] 
f(z) = 65/28*z^3 - 243/140*z + 1
*
[ 12/13 ] 
f(z) = 65/36*z^3 - 253/156*z + 1
*
[ 2/3 ] 
f(z) = 66/25*z^3 - 251/150*z + 1
*
[ 9/17 ] 
f(z) = 68/27*z^3 - 244/153*z + 1
*
[ 2/3 ] 
f(z) = 69/25*z^3 - 259/150*z + 1
*
[ -4/3 ] 
f(z) = 72/37*z^3 - 253/148*z + 1
*
[ -9/8 ] 
f(z) = 76/27*z^3 - 241/144*z + 1
*
[ 2/3 ] 
f(z) = 60/29*z^3 - 247/174*z + 1
*
[ 5/8 ] 
f(z) = 62/25*z^3 - 251/160*z + 1
*
[ 2/3 ] 
f(z) = 60/31*z^3 - 253/186*z + 1
*
[ 3/4 ] 
f(z) = 61/36*z^3 - 247/192*z + 1
*
[ 5/8 ] 
f(z) = 64/39*z^3 - 242/195*z + 1
*
[ 3/4 ] 
f(z) = 65/36*z^3 - 259/192*z + 1
*
[ 4/5 ] 
f(z) = 65/36*z^3 - 253/180*z + 1
*
[ 3/5 ] 
f(z) = 70/39*z^3 - 256/195*z + 1
*
[ 3/38 ] 
f(z) = 76/27*z^3 - 222/19*z + 1
*
[ 3 ] 
f(z) = 77/36*z^3 - 223/12*z + 1
*
[ 3 ] 
f(z) = 79/36*z^3 - 229/12*z + 1
*
[ -3 ] 
f(z) = 79/36*z^3 - 221/12*z + 1
*
[ 2 ] 
f(z) = 61/22*z^3 - 233/22*z + 1
*
[ 2 ] 
f(z) = 61/26*z^3 - 231/26*z + 1
*
[ 2 ] 
f(z) = 61/34*z^3 - 227/34*z + 1
*
[ 2 ] 
f(z) = 61/38*z^3 - 225/38*z + 1
*
[ 2 ] 
f(z) = 63/26*z^3 - 239/26*z + 1
*
[ 2 ] 
f(z) = 63/34*z^3 - 235/34*z + 1
*
[ 2 ] 
f(z) = 63/38*z^3 - 233/38*z + 1
*
[ 1/8 ] 
f(z) = 64/33*z^3 - 232/33*z + 1
*
[ -2 ] 
f(z) = 65/22*z^3 - 227/22*z + 1
*
[ -2 ] 
f(z) = 67/22*z^3 - 235/22*z + 1
*
[ -2 ] 
f(z) = 67/26*z^3 - 229/26*z + 1
*
[ -2 ] 
f(z) = 67/30*z^3 - 223/30*z + 1
*
[ -2 ] 
f(z) = 69/26*z^3 - 237/26*z + 1
*
[ -2 ] 
f(z) = 69/34*z^3 - 225/34*z + 1
*
[ -2 ] 
f(z) = 71/30*z^3 - 239/30*z + 1
*
[ -2 ] 
f(z) = 71/34*z^3 - 233/34*z + 1
*
[ -2 ] 
f(z) = 71/38*z^3 - 227/38*z + 1
*
[ -2 ] 
f(z) = 73/38*z^3 - 235/38*z + 1
*
[ 12/7 ] 
f(z) = 77/27*z^3 - 223/28*z + 1
*
[ -5/3 ] 
f(z) = 61/25*z^3 - 233/45*z + 1
*
0 | 0.13092032175363243709637711324542200536 | 0.024094041187237116771436376837966567402
f(z) = 62/21*z^3 - 229/42*z + 1
*
[ -5/3 ] 
f(z) = 62/25*z^3 - 238/45*z + 1
*
0 | 0.16386502024877907154683265613059375938 | 0.026560025802893067862548469746103151049
f(z) = 63/34*z^3 - 239/51*z + 1
*
0 | 0.13312638699094006540396493736153888747 | 0.024422206543756408418833482330015323725
f(z) = 64/21*z^3 - 233/42*z + 1
*
-8/5 | 0.12194042397443338536084698067327168552 | 0.017949662454285775309570621749855914098
f(z) = 65/32*z^3 - 223/40*z + 1
*
[ 3/20 ] 
f(z) = 70/27*z^3 - 229/40*z + 1
*
15/14 | 0.17531251678011034530271639012165513165 | 0.023054100383373584494699000245291415855
f(z) = 70/27*z^3 - 223/42*z + 1
*
[ 3/2 ] 
f(z) = 79/36*z^3 - 221/48*z + 1
*
-3/2 | 0.23027956832813866804421387276689642965 | 0.026379290382147719211589369861423520606
f(z) = 62/27*z^3 - 229/62*z + 1
*
-3/2 | 0.14897511251683922213250422360251814231 | 0.027286890576379672826310727169897063465
f(z) = 62/33*z^3 - 235/66*z + 1
*
0 | 0.14068907286457781330263624384967090671 | 0.025891842234945402260183344193124805314
f(z) = 63/20*z^3 - 229/60*z + 1
*
[ 9/8 ] 
f(z) = 64/21*z^3 - 236/63*z + 1
*
-6/5 | 0.20630519501045247913249883459006898072 | 0.026974123951660692121642494470412684659
f(z) = 65/27*z^3 - 233/60*z + 1
*
0 | 0.12895236366827747817078515688169787162 | 0.023848394154760870580235176619460690053
f(z) = 66/25*z^3 - 223/75*z + 1
*
-21/17 | 0.24836080843994435469883200898240051551 | 0.028394232153311753497619765412955058424
f(z) = 68/27*z^3 - 233/68*z + 1
*
0 | 0.099182559978568932594292379341638255913 | 0.018282667980158757529482037182790029235
f(z) = 69/20*z^3 - 227/60*z + 1
*
1/3 | 0.13592053009324117090135203604450235326 | 0.025179035462385307304006059436914739501
f(z) = 69/22*z^3 - 221/66*z + 1
*
0 | 0.15243321962408728401427819219238701664 | 0.027964069768096349537586949545527567749
f(z) = 69/26*z^3 - 233/78*z + 1
*
[ 1/4 ] 
f(z) = 72/37*z^3 - 231/74*z + 1
*
[ -3/2 ] 
f(z) = 74/33*z^3 - 223/66*z + 1
*
13/15 | 0.14946622147160017228553703149153949154 | 0.027376844100047107508877856439870359099
f(z) = 75/22*z^3 - 235/66*z + 1
*
11/15 | 0.12622486102524781186180097759978106076 | 0.023229907776416083232309189326140351052
f(z) = 75/22*z^3 - 229/66*z + 1
*
1/3 | 0.14066577018515842418074698309917013581 | 0.025971780384260548168200107892592014613
f(z) = 75/22*z^3 - 223/66*z + 1
*
5/6 | 0.081669631454632196176935739086118262874 | 0.014769993459015215919657776677422706134
f(z) = 63/20*z^3 - 223/80*z + 1
*
-1 | 0.16064688214346116487238322999036021256 | 0.028970557525330648840751124574106033099
f(z) = 64/21*z^3 - 235/84*z + 1
*
[ 9/8 ] 
f(z) = 64/33*z^3 - 232/99*z + 1
*
[ 5/17 ] 
f(z) = 68/25*z^3 - 224/85*z + 1
*
[ -4/3 ] 
f(z) = 69/28*z^3 - 221/84*z + 1
*
[ -5/4 ] 
f(z) = 73/25*z^3 - 221/80*z + 1
*
7/15 | 0.10875761559495121646592104414049508496 | 0.020015307283628425919234411558289653209
f(z) = 75/28*z^3 - 229/84*z + 1
*
3/5 | 0.15291765134325172777976689152476347838 | 0.028233902621342164269439736549836246178
f(z) = 75/28*z^3 - 221/84*z + 1
*
4/7 | 0.18090768552200508940284072493180920774 | 0.028762458887446971807068115754998161991
f(z) = 77/24*z^3 - 235/84*z + 1
*
3/7 | 0.17523296245240114091792098493206630886 | 0.026825473806666677328430858043513230922
f(z) = 77/36*z^3 - 229/84*z + 1
*
[ 6/7 ] 
f(z) = 79/27*z^3 - 227/98*z + 1
*
0 | 0.15704271881209437288060659903066645892 | 0.028320593954741059272878451200799583398
f(z) = 64/27*z^3 - 229/108*z + 1
*
[ 9/8 ] 
f(z) = 64/39*z^3 - 230/117*z + 1
*
[ 1/3 ] 
f(z) = 66/35*z^3 - 232/105*z + 1
*
[ 1/3 ] 
f(z) = 69/34*z^3 - 227/102*z + 1
*
[ 1/3 ] 
f(z) = 69/35*z^3 - 233/105*z + 1
*
[ 4/5 ] 
f(z) = 75/29*z^3 - 221/116*z + 1
*
[ 1/3 ] 
f(z) = 78/35*z^3 - 236/105*z + 1
*
[ 2/3 ] 
f(z) = 60/23*z^3 - 229/138*z + 1
*
[ 12/31 ] 
f(z) = 62/27*z^3 - 239/124*z + 1
*
[ -4/3 ] 
f(z) = 63/31*z^3 - 231/124*z + 1
*
3/16 | 0.13321770832306135784304611499630799692 | 0.024024065894534125810922118888328072686
f(z) = 64/33*z^3 - 229/132*z + 1
*
[ 5/12 ] 
f(z) = 66/25*z^3 - 223/120*z + 1
*
[ 5/9 ] 
f(z) = 69/25*z^3 - 223/135*z + 1
*
[ 4/5 ] 
f(z) = 75/31*z^3 - 223/124*z + 1
*
[ 21/38 ] 
f(z) = 76/27*z^3 - 222/133*z + 1
*
[ 5/9 ] 
f(z) = 78/25*z^3 - 238/135*z + 1
*
[ 5/12 ] 
f(z) = 78/25*z^3 - 233/120*z + 1
*
[ 2/3 ] 
f(z) = 79/28*z^3 - 221/126*z + 1
*
[ -5/4 ] 
f(z) = 64/29*z^3 - 239/145*z + 1
*
[ -5/4 ] 
f(z) = 64/31*z^3 - 221/155*z + 1
*
[ 7/16 ] 
f(z) = 64/35*z^3 - 229/140*z + 1
*
5/16 | 0.12544989476681140963419055961161086263 | 0.022623242632515142899937948669630439492
f(z) = 64/35*z^3 - 221/140*z + 1
*
[ 1/2 ] 
f(z) = 67/39*z^3 - 223/156*z + 1
*
0 | 0.15897945535575858098530693080325620974 | 0.028359805336616777127032199443073490933
f(z) = 68/35*z^3 - 237/140*z + 1
*
[ 1/2 ] 
f(z) = 69/38*z^3 - 221/152*z + 1
*
[ 1/2 ] 
f(z) = 71/38*z^3 - 223/152*z + 1
*
[ 1/2 ] 
f(z) = 71/39*z^3 - 227/156*z + 1
*
[ 1/2 ] 
f(z) = 73/37*z^3 - 221/148*z + 1
*
[ 1/2 ] 
f(z) = 73/38*z^3 - 225/152*z + 1
*
[ 1/2 ] 
f(z) = 73/39*z^3 - 229/156*z + 1
*
[ 4/5 ] 
f(z) = 75/37*z^3 - 229/148*z + 1
*
[ 1/2 ] 
f(z) = 75/37*z^3 - 223/148*z + 1
*
[ 1/2 ] 
f(z) = 75/38*z^3 - 227/152*z + 1
*
[ -5/4 ] 
f(z) = 76/35*z^3 - 223/140*z + 1
*
[ 3/4 ] 
f(z) = 76/39*z^3 - 223/156*z + 1
*
[ 1/2 ] 
f(z) = 77/36*z^3 - 221/144*z + 1
*
[ 1/2 ] 
f(z) = 77/37*z^3 - 225/148*z + 1
*
[ 1/2 ] 
f(z) = 77/38*z^3 - 229/152*z + 1
*
[ 1/2 ] 
f(z) = 77/39*z^3 - 233/156*z + 1
*
[ 1/2 ] 
f(z) = 79/36*z^3 - 223/144*z + 1
*
[ 1/2 ] 
f(z) = 79/37*z^3 - 227/148*z + 1
*
[ 1/2 ] 
f(z) = 79/38*z^3 - 231/152*z + 1
*
[ 1/2 ] 
f(z) = 79/39*z^3 - 235/156*z + 1
*
[ 5/8 ] 
f(z) = 64/33*z^3 - 224/165*z + 1
*
[ 3/5 ] 
f(z) = 65/33*z^3 - 227/165*z + 1
*
[ 3/5 ] 
f(z) = 70/33*z^3 - 236/165*z + 1
*
[ 2/3 ] 
f(z) = 71/36*z^3 - 223/162*z + 1
*
[ 2/3 ] 
f(z) = 73/36*z^3 - 227/162*z + 1
*
[ 2/3 ] 
f(z) = 77/36*z^3 - 235/162*z + 1
*
[ 2/3 ] 
f(z) = 79/36*z^3 - 239/162*z + 1
*
[ 5/8 ] 
f(z) = 64/37*z^3 - 236/185*z + 1
*
[ 3 ] 
f(z) = 71/36*z^3 - 205/12*z + 1
*
[ 3 ] 
f(z) = 73/36*z^3 - 211/12*z + 1
*
[ -3 ] 
f(z) = 73/36*z^3 - 203/12*z + 1
*
[ 6 ] 
f(z) = 76/27*z^3 - 201/2*z + 1
*
[ -6 ] 
f(z) = 77/27*z^3 - 203/2*z + 1
*
[ -3 ] 
f(z) = 77/36*z^3 - 215/12*z + 1
*
[ 6 ] 
f(z) = 79/27*z^3 - 209/2*z + 1
*
[ -2 ] 
f(z) = 61/22*z^3 - 211/22*z + 1
*
[ -2 ] 
f(z) = 61/26*z^3 - 205/26*z + 1
*
[ -2 ] 
f(z) = 63/22*z^3 - 219/22*z + 1
*
[ -2 ] 
f(z) = 63/26*z^3 - 213/26*z + 1
*
[ -2 ] 
f(z) = 63/34*z^3 - 201/34*z + 1
*
-7/4 | 0.13749528311676775701335233860280460606 | 0.025830363582940903489274419559210663635
f(z) = 64/21*z^3 - 205/21*z + 1
*
[ 1/8 ] 
f(z) = 64/29*z^3 - 204/29*z + 1
*
[ 1/8 ] 
f(z) = 64/31*z^3 - 218/31*z + 1
*
[ 2/13 ] 
f(z) = 65/24*z^3 - 217/39*z + 1
*
[ -2 ] 
f(z) = 65/34*z^3 - 209/34*z + 1
*
[ -2 ] 
f(z) = 65/38*z^3 - 203/38*z + 1
*
[ -2 ] 
f(z) = 67/34*z^3 - 217/34*z + 1
*
[ -2 ] 
f(z) = 67/38*z^3 - 211/38*z + 1
*
[ -2 ] 
f(z) = 69/38*z^3 - 219/38*z + 1
*
1/6 | 0.11465084603116942169107819958514082224 | 0.021403715006567232723834020394976630859
f(z) = 72/35*z^3 - 212/35*z + 1
*
2/15 | 0.14178661784834217003974435848325194689 | 0.021132834442696272788188038222872501125
f(z) = 75/32*z^3 - 205/24*z + 1
*
2/11 | 0.21522317491730728315276911229600557009 | 0.028835075419644574087013973803843006271
f(z) = 77/24*z^3 - 218/33*z + 1
*
[ -3/2 ] 
f(z) = 62/21*z^3 - 209/42*z + 1
*
[ 4/3 ] 
f(z) = 63/22*z^3 - 213/44*z + 1
*
[ 4/3 ] 
f(z) = 63/26*z^3 - 211/52*z + 1
*
8/21 | 0.13855926331145156164512305450476961006 | 0.020651807741086496091707854867790170561
f(z) = 63/32*z^3 - 205/56*z + 1
*
1/4 | 0.13403220133641151166363958409046873794 | 0.025088696254285655223730146880733316638
f(z) = 72/25*z^3 - 209/50*z + 1
*
[ 3/2 ] 
f(z) = 73/36*z^3 - 203/48*z + 1
*
[ 3/2 ] 
f(z) = 77/36*z^3 - 215/48*z + 1
*
-5/4 | 0.18928401694232717465369307306351185999 | 0.027342734930421557232109614900715987072
f(z) = 78/25*z^3 - 203/40*z + 1
*
0 | 0.10884053597965614739857933357935585871 | 0.020373217183036914264400550096060129584
f(z) = 63/20*z^3 - 209/60*z + 1
*
[ 4/3 ] 
f(z) = 63/34*z^3 - 207/68*z + 1
*
[ 4/3 ] 
f(z) = 63/38*z^3 - 205/76*z + 1
*
2/5 | 0.14405972688373203022558704044019800752 | 0.024024160412646420359382978663554042121
f(z) = 65/28*z^3 - 201/70*z + 1
*
1/3 | 0.10298916641851306024065262454940215788 | 0.019312694033028129431395828944448624981
f(z) = 69/20*z^3 - 203/60*z + 1
*
2/3 | 0.14249822014206181950293049951191893439 | 0.026673400319280589573671442515430291015
f(z) = 69/26*z^3 - 209/78*z + 1
*
-15/14 | 0.22246718463559624881722915294608848135 | 0.025697570617306246800666431605961178825
f(z) = 70/27*z^3 - 213/70*z + 1
*
[ -3/2 ] 
f(z) = 70/33*z^3 - 205/66*z + 1
*
[ 1/4 ] 
f(z) = 72/35*z^3 - 219/70*z + 1
*
[ -3/2 ] 
f(z) = 74/39*z^3 - 203/78*z + 1
*
11/15 | 0.15477775253717318305618265230955660531 | 0.028577341822204166566871356454994404671
f(z) = 75/22*z^3 - 211/66*z + 1
*
[ -6/5 ] 
f(z) = 75/22*z^3 - 203/66*z + 1
*
2/3 | 0.15515769955484696865680749937983399372 | 0.028647493220712056569328966021833623578
f(z) = 75/26*z^3 - 217/78*z + 1
*
3/5 | 0.16001246108074918248672939289233497895 | 0.029543850593246410916314059133178572380
f(z) = 75/26*z^3 - 211/78*z + 1
*
[ -6/5 ] 
f(z) = 77/24*z^3 - 209/75*z + 1
*
[ -6/5 ] 
f(z) = 79/24*z^3 - 218/75*z + 1
*
[ 1/3 ] 
f(z) = 60/31*z^3 - 206/93*z + 1
*
[ 1/3 ] 
f(z) = 66/31*z^3 - 208/93*z + 1
*
0 | 0.12916359659471542827131858425455619216 | 0.023041055511269515743542912485886412348
f(z) = 68/21*z^3 - 209/84*z + 1
*
[ -5/4 ] 
f(z) = 69/25*z^3 - 201/80*z + 1
*
[ 1/3 ] 
f(z) = 69/31*z^3 - 209/93*z + 1
*
[ 1/3 ] 
f(z) = 69/32*z^3 - 215/96*z + 1
*
[ -5/4 ] 
f(z) = 71/25*z^3 - 211/80*z + 1
*
[ 6/7 ] 
f(z) = 73/27*z^3 - 211/98*z + 1
*
[ 5/6 ] 
f(z) = 74/25*z^3 - 203/90*z + 1
*
[ 4/5 ] 
f(z) = 75/23*z^3 - 215/92*z + 1
*
11/15 | 0.15945138860541572588856984009462800192 | 0.029440257152640122832706020245816050699
f(z) = 75/28*z^3 - 205/84*z + 1
*
[ 1/3 ] 
f(z) = 75/31*z^3 - 211/93*z + 1
*
[ 1/3 ] 
f(z) = 75/32*z^3 - 217/96*z + 1
*
[ 6/7 ] 
f(z) = 76/27*z^3 - 219/98*z + 1
*
[ 9/11 ] 
f(z) = 77/27*z^3 - 211/99*z + 1
*
[ 1/3 ] 
f(z) = 78/31*z^3 - 212/93*z + 1
*
[ 2/3 ] 
f(z) = 79/20*z^3 - 203/90*z + 1
*
[ -3/2 ] 
f(z) = 60/37*z^3 - 220/111*z + 1
*
[ 3/8 ] 
f(z) = 64/35*z^3 - 202/105*z + 1
*
[ 3/8 ] 
f(z) = 64/37*z^3 - 212/111*z + 1
*
[ 2/5 ] 
f(z) = 65/22*z^3 - 217/110*z + 1
*
-17/15 | 0.15740242709223105798917996741703089290 | 0.029061947785932165366611465630134979118
f(z) = 75/34*z^3 - 205/102*z + 1
*
[ 5/8 ] 
f(z) = 64/27*z^3 - 206/135*z + 1
*
[ 1/2 ] 
f(z) = 65/34*z^3 - 201/136*z + 1
*
[ 5/9 ] 
f(z) = 66/25*z^3 - 218/135*z + 1
*
[ 1/2 ] 
f(z) = 67/34*z^3 - 203/136*z + 1
*
[ 1/2 ] 
f(z) = 69/34*z^3 - 205/136*z + 1
*
[ 9/14 ] 
f(z) = 70/27*z^3 - 205/126*z + 1
*
[ 2/3 ] 
f(z) = 71/28*z^3 - 205/126*z + 1
*
[ 1/2 ] 
f(z) = 71/33*z^3 - 203/132*z + 1
*
[ 1/2 ] 
f(z) = 71/34*z^3 - 207/136*z + 1
*
[ 2/3 ] 
f(z) = 73/28*z^3 - 209/126*z + 1
*
[ 1/2 ] 
f(z) = 73/32*z^3 - 201/128*z + 1
*
[ 1/2 ] 
f(z) = 73/33*z^3 - 205/132*z + 1
*
[ 1/2 ] 
f(z) = 73/34*z^3 - 209/136*z + 1
*
[ 1/2 ] 
f(z) = 75/32*z^3 - 203/128*z + 1
*
[ 1/2 ] 
f(z) = 75/34*z^3 - 211/136*z + 1
*
[ 3/4 ] 
f(z) = 76/33*z^3 - 215/132*z + 1
*
0 | 0.16905253105649355738811907019490619350 | 0.029570003835194217511776021346515398261
f(z) = 76/33*z^3 - 205/132*z + 1
*
[ 1/2 ] 
f(z) = 77/31*z^3 - 201/124*z + 1
*
[ 1/2 ] 
f(z) = 77/32*z^3 - 205/128*z + 1
*
[ 1/2 ] 
f(z) = 77/34*z^3 - 213/136*z + 1
*
[ 1/2 ] 
f(z) = 79/31*z^3 - 203/124*z + 1
*
[ 1/2 ] 
f(z) = 79/32*z^3 - 207/128*z + 1
*
[ 1/2 ] 
f(z) = 79/33*z^3 - 211/132*z + 1
*
[ 1/2 ] 
f(z) = 79/34*z^3 - 215/136*z + 1
*
[ 1/2 ] 
f(z) = 61/35*z^3 - 201/140*z + 1
*
[ 1/2 ] 
f(z) = 61/36*z^3 - 205/144*z + 1
*
[ 1/2 ] 
f(z) = 61/37*z^3 - 209/148*z + 1
*
[ 1/2 ] 
f(z) = 61/38*z^3 - 213/152*z + 1
*
[ 1/2 ] 
f(z) = 61/39*z^3 - 217/156*z + 1
*
[ 1/2 ] 
f(z) = 63/37*z^3 - 211/148*z + 1
*
[ 1/2 ] 
f(z) = 63/38*z^3 - 215/152*z + 1
*
[ 5/8 ] 
f(z) = 64/29*z^3 - 212/145*z + 1
*
[ 5/8 ] 
f(z) = 64/31*z^3 - 218/155*z + 1
*
[ 13/16 ] 
f(z) = 64/39*z^3 - 205/156*z + 1
*
0 | 0.14630035362053127993978203358376314465 | 0.025294739901111806462377611440322681438
f(z) = 65/28*z^3 - 213/140*z + 1
*
[ 1/2 ] 
f(z) = 65/36*z^3 - 209/144*z + 1
*
[ 1/2 ] 
f(z) = 65/37*z^3 - 213/148*z + 1
*
[ 1/2 ] 
f(z) = 65/38*z^3 - 217/152*z + 1
*
[ 1/2 ] 
f(z) = 67/35*z^3 - 207/140*z + 1
*
[ 1/2 ] 
f(z) = 67/36*z^3 - 211/144*z + 1
*
[ 1/2 ] 
f(z) = 67/37*z^3 - 215/148*z + 1
*
[ 1/2 ] 
f(z) = 67/38*z^3 - 219/152*z + 1
*
[ 3/4 ] 
f(z) = 68/39*z^3 - 205/156*z + 1
*
[ 1/2 ] 
f(z) = 69/35*z^3 - 209/140*z + 1
*
[ 1/2 ] 
f(z) = 69/37*z^3 - 217/148*z + 1
*
[ 1/2 ] 
f(z) = 71/35*z^3 - 211/140*z + 1
*
[ 1/2 ] 
f(z) = 71/36*z^3 - 215/144*z + 1
*
[ 1/2 ] 
f(z) = 71/37*z^3 - 219/148*z + 1
*
[ 1/2 ] 
f(z) = 73/35*z^3 - 213/140*z + 1
*
[ 1/2 ] 
f(z) = 73/36*z^3 - 217/144*z + 1
*
[ 1/2 ] 
f(z) = 79/35*z^3 - 219/140*z + 1
*
[ 2/3 ] 
f(z) = 61/36*z^3 - 203/162*z + 1
*
[ 2/3 ] 
f(z) = 65/36*z^3 - 211/162*z + 1
*
[ 2/3 ] 
f(z) = 67/36*z^3 - 215/162*z + 1
*
3/32 | 0.21923894230471722518625383785276723121 | 0.025711310427096897091605587829919294461
f(z) = 64/27*z^3 - 187/16*z + 1
*
[ 3 ] 
f(z) = 65/36*z^3 - 187/12*z + 1
*
[ 3 ] 
f(z) = 67/36*z^3 - 193/12*z + 1
*
[ -3 ] 
f(z) = 67/36*z^3 - 185/12*z + 1
*
[ 6 ] 
f(z) = 70/27*z^3 - 185/2*z + 1
*
[ -6 ] 
f(z) = 71/27*z^3 - 187/2*z + 1
*
[ -3 ] 
f(z) = 71/36*z^3 - 197/12*z + 1
*
[ 6 ] 
f(z) = 73/27*z^3 - 193/2*z + 1
*
[ -6 ] 
f(z) = 74/27*z^3 - 195/2*z + 1
*
[ 5/2 ] 
f(z) = 78/25*z^3 - 189/10*z + 1
*
[ -5/2 ] 
f(z) = 78/25*z^3 - 181/10*z + 1
*
[ -2 ] 
f(z) = 61/30*z^3 - 199/30*z + 1
*
[ -2 ] 
f(z) = 61/34*z^3 - 193/34*z + 1
*
[ -2 ] 
f(z) = 61/38*z^3 - 187/38*z + 1
*
-5/3 | 0.11301972681730888544123308157794149165 | 0.021694985551629559318178467700326150682
f(z) = 63/20*z^3 - 183/20*z + 1
*
[ -2 ] 
f(z) = 63/38*z^3 - 195/38*z + 1
*
[ 7/4 ] 
f(z) = 64/21*z^3 - 187/21*z + 1
*
[ 1/8 ] 
f(z) = 64/27*z^3 - 190/27*z + 1
*
11/8 | 0.14902363683002181023914522427362112916 | 0.028373168090269266350682783051027554426
f(z) = 64/35*z^3 - 191/35*z + 1
*
[ 7/4 ] 
f(z) = 64/35*z^3 - 181/35*z + 1
*
[ 5/3 ] 
f(z) = 72/35*z^3 - 186/35*z + 1
*
[ 1/6 ] 
f(z) = 72/37*z^3 - 187/37*z + 1
*
26/15 | 0.086289915843924709265055272686402728215 | 0.013104426655596945817599988818702605296
f(z) = 75/32*z^3 - 181/24*z + 1
*
2/11 | 0.16077937460136306126319389325752716966 | 0.022025183237759538636758449238691504182
f(z) = 77/24*z^3 - 185/33*z + 1
*
2/21 | 0.14820538128223531946068881924402413992 | 0.022221369477203559694075502516868016153
f(z) = 63/32*z^3 - 197/56*z + 1
*
-3/2 | 0.17826950569436240157201620720852946427 | 0.024033376926569309672096232569648783935
f(z) = 64/27*z^3 - 185/48*z + 1
*
[ 3/14 ] 
f(z) = 64/27*z^3 - 185/49*z + 1
*
[ 8/5 ] 
f(z) = 65/32*z^3 - 193/40*z + 1
*
[ 3/2 ] 
f(z) = 67/36*z^3 - 185/48*z + 1
*
[ 6/5 ] 
f(z) = 71/27*z^3 - 181/50*z + 1
*
[ 3/2 ] 
f(z) = 71/36*z^3 - 197/48*z + 1
*
5/24 | 0.20457111959174920546507613725417600598 | 0.029679639569505027962294712122955576138
f(z) = 72/25*z^3 - 197/40*z + 1
*
[ 1/4 ] 
f(z) = 72/29*z^3 - 183/58*z + 1
*
-5/4 | 0.18672693505102070231754641354431428910 | 0.027171631887164366103972749844828600755
f(z) = 74/25*z^3 - 193/40*z + 1
*
[ 6/5 ] 
f(z) = 74/27*z^3 - 189/50*z + 1
*
[ 3/14 ] 
f(z) = 76/27*z^3 - 186/49*z + 1
*
[ 6/5 ] 
f(z) = 77/27*z^3 - 197/50*z + 1
*
[ 5/4 ] 
f(z) = 78/25*z^3 - 187/40*z + 1
*
1/2 | 0.14249880663836001159993890738476071898 | 0.027240651470938701536482090004863351528
f(z) = 62/39*z^3 - 187/78*z + 1
*
[ 2/7 ] 
f(z) = 63/20*z^3 - 193/70*z + 1
*
2/3 | 0.11082518787137364215340107553318064012 | 0.018200750715150659753796337631319043554
f(z) = 63/20*z^3 - 183/70*z + 1
*
[ 3/10 ] 
f(z) = 64/27*z^3 - 191/75*z + 1
*
2/3 | 0.15515012367627551509659143249340170317 | 0.029094000582257003911520566472735298250
f(z) = 69/22*z^3 - 191/66*z + 1
*
3/5 | 0.14876254091463651363309715095872252034 | 0.017446170051595003770792286849871124022
f(z) = 70/27*z^3 - 187/70*z + 1
*
1/2 | 0.14249901637547084777550880739967955409 | 0.027130921176826008984909876264155701468
f(z) = 70/39*z^3 - 191/78*z + 1
*
[ -3/2 ] 
f(z) = 70/39*z^3 - 185/78*z + 1
*
[ -6/5 ] 
f(z) = 71/24*z^3 - 182/75*z + 1
*
[ 1/4 ] 
f(z) = 72/31*z^3 - 195/62*z + 1
*
5/12 | 0.10142500840100133750933448606468437337 | 0.019272464226534089694375672290444872255
f(z) = 72/35*z^3 - 193/70*z + 1
*
-7/6 | 0.11019281611276219647978135151765784153 | 0.020980022769634052777201351140236307676
f(z) = 72/35*z^3 - 191/70*z + 1
*
[ -6/5 ] 
f(z) = 73/24*z^3 - 191/75*z + 1
*
0 | 0.13716554175142990507893223866599861912 | 0.026385615097298673294151224190295750317
f(z) = 74/33*z^3 - 181/66*z + 1
*
1/2 | 0.14249890654945200719296695983261097158 | 0.027077198435483932299453194796551299751
f(z) = 74/39*z^3 - 193/78*z + 1
*
0 | 0.14249783866499464914499614930830699595 | 0.027240466429213082677575355982453782369
f(z) = 74/39*z^3 - 187/78*z + 1
*
1/15 | 0.13385149949968308737612425320235638105 | 0.024713629652287070719004388805895875381
f(z) = 75/22*z^3 - 199/66*z + 1
*
[ 3/10 ] 
f(z) = 76/27*z^3 - 194/75*z + 1
*
[ 2/7 ] 
f(z) = 77/20*z^3 - 197/70*z + 1
*
[ -9/7 ] 
f(z) = 77/27*z^3 - 185/63*z + 1
*
[ 1/3 ] 
f(z) = 60/29*z^3 - 194/87*z + 1
*
[ 3/8 ] 
f(z) = 62/27*z^3 - 191/96*z + 1
*
[ 5/6 ] 
f(z) = 63/20*z^3 - 191/80*z + 1
*
[ 6/7 ] 
f(z) = 64/27*z^3 - 187/98*z + 1
*
[ 3/8 ] 
f(z) = 64/31*z^3 - 182/93*z + 1
*
[ 1/3 ] 
f(z) = 66/29*z^3 - 196/87*z + 1
*
[ -5/4 ] 
f(z) = 67/25*z^3 - 191/80*z + 1
*
[ 6/7 ] 
f(z) = 67/27*z^3 - 195/98*z + 1
*
[ 3/4 ] 
f(z) = 68/21*z^3 - 181/84*z + 1
*
[ 1/3 ] 
f(z) = 69/28*z^3 - 191/84*z + 1
*
[ 1/3 ] 
f(z) = 69/29*z^3 - 197/87*z + 1
*
[ 9/10 ] 
f(z) = 70/27*z^3 - 199/90*z + 1
*
[ 2/3 ] 
f(z) = 71/20*z^3 - 187/90*z + 1
*
[ 2/3 ] 
f(z) = 73/20*z^3 - 191/90*z + 1
*
[ 3/8 ] 
f(z) = 74/27*z^3 - 197/96*z + 1
*
[ -11/10 ] 
f(z) = 75/22*z^3 - 195/88*z + 1
*
[ 1/3 ] 
f(z) = 75/28*z^3 - 193/84*z + 1
*
[ 1/3 ] 
f(z) = 75/29*z^3 - 199/87*z + 1
*
[ 3/4 ] 
f(z) = 76/21*z^3 - 199/84*z + 1
*
[ 15/19 ] 
f(z) = 76/27*z^3 - 192/95*z + 1
*
[ 2/3 ] 
f(z) = 77/20*z^3 - 199/90*z + 1
*
[ 1/3 ] 
f(z) = 78/29*z^3 - 200/87*z + 1
*
[ 5/8 ] 
f(z) = 64/21*z^3 - 188/105*z + 1
*
[ 5/8 ] 
f(z) = 64/23*z^3 - 194/115*z + 1
*
[ 3/5 ] 
f(z) = 65/21*z^3 - 187/105*z + 1
*
[ 9/13 ] 
f(z) = 65/27*z^3 - 187/117*z + 1
*
[ 1/2 ] 
f(z) = 65/29*z^3 - 181/116*z + 1
*
[ 1/2 ] 
f(z) = 67/29*z^3 - 183/116*z + 1
*
[ 21/34 ] 
f(z) = 68/27*z^3 - 188/119*z + 1
*
[ 1/2 ] 
f(z) = 69/28*z^3 - 181/112*z + 1
*
[ 1/2 ] 
f(z) = 69/29*z^3 - 185/116*z + 1
*
[ 4/9 ] 
f(z) = 69/32*z^3 - 181/108*z + 1
*
[ 1/2 ] 
f(z) = 71/28*z^3 - 183/112*z + 1
*
[ 1/2 ] 
f(z) = 71/29*z^3 - 187/116*z + 1
*
[ 1/2 ] 
f(z) = 73/27*z^3 - 181/108*z + 1
*
[ 1/2 ] 
f(z) = 73/28*z^3 - 185/112*z + 1
*
[ 1/2 ] 
f(z) = 73/29*z^3 - 189/116*z + 1
*
[ 7/10 ] 
f(z) = 75/28*z^3 - 195/112*z + 1
*
[ 1/2 ] 
f(z) = 75/28*z^3 - 187/112*z + 1
*
[ 1/2 ] 
f(z) = 75/29*z^3 - 191/116*z + 1
*
[ 4/9 ] 
f(z) = 75/32*z^3 - 185/108*z + 1
*
[ 1/2 ] 
f(z) = 77/26*z^3 - 181/104*z + 1
*
[ 1/2 ] 
f(z) = 77/27*z^3 - 185/108*z + 1
*
[ 1/2 ] 
f(z) = 77/29*z^3 - 193/116*z + 1
*
[ 1/2 ] 
f(z) = 79/26*z^3 - 183/104*z + 1
*
[ 1/2 ] 
f(z) = 79/27*z^3 - 187/108*z + 1
*
[ 1/2 ] 
f(z) = 79/28*z^3 - 191/112*z + 1
*
[ 1/2 ] 
f(z) = 79/29*z^3 - 195/116*z + 1
*
[ 4/5 ] 
f(z) = 79/32*z^3 - 183/100*z + 1
*
[ 2/3 ] 
f(z) = 61/28*z^3 - 185/126*z + 1
*
[ 1/2 ] 
f(z) = 61/30*z^3 - 181/120*z + 1
*
[ 1/2 ] 
f(z) = 61/31*z^3 - 185/124*z + 1
*
[ 1/2 ] 
f(z) = 61/32*z^3 - 189/128*z + 1
*
[ 1/2 ] 
f(z) = 61/33*z^3 - 193/132*z + 1
*
[ 1/2 ] 
f(z) = 61/34*z^3 - 197/136*z + 1
*
[ 1/2 ] 
f(z) = 63/31*z^3 - 187/124*z + 1
*
[ 1/2 ] 
f(z) = 63/32*z^3 - 191/128*z + 1
*
[ 1/2 ] 
f(z) = 63/34*z^3 - 199/136*z + 1
*
[ 3/5 ] 
f(z) = 65/24*z^3 - 197/120*z + 1
*
[ 2/3 ] 
f(z) = 65/28*z^3 - 193/126*z + 1
*
[ 1/2 ] 
f(z) = 65/31*z^3 - 189/124*z + 1
*
[ 1/2 ] 
f(z) = 65/32*z^3 - 193/128*z + 1
*
[ 1/2 ] 
f(z) = 65/33*z^3 - 197/132*z + 1
*
[ 2/3 ] 
f(z) = 67/28*z^3 - 197/126*z + 1
*
[ 1/2 ] 
f(z) = 67/30*z^3 - 187/120*z + 1
*
[ 1/2 ] 
f(z) = 67/31*z^3 - 191/124*z + 1
*
[ 1/2 ] 
f(z) = 67/32*z^3 - 195/128*z + 1
*
[ 1/2 ] 
f(z) = 67/33*z^3 - 199/132*z + 1
*
[ 3/4 ] 
f(z) = 68/33*z^3 - 197/132*z + 1
*
[ 1/2 ] 
f(z) = 69/31*z^3 - 193/124*z + 1
*
[ 1/2 ] 
f(z) = 69/32*z^3 - 197/128*z + 1
*
[ 1/2 ] 
f(z) = 71/30*z^3 - 191/120*z + 1
*
[ 1/2 ] 
f(z) = 71/31*z^3 - 195/124*z + 1
*
[ 1/2 ] 
f(z) = 71/32*z^3 - 199/128*z + 1
*
[ 1/2 ] 
f(z) = 73/30*z^3 - 193/120*z + 1
*
[ 1/2 ] 
f(z) = 73/31*z^3 - 197/124*z + 1
*
[ 1/2 ] 
f(z) = 75/31*z^3 - 199/124*z + 1
*
[ 1/2 ] 
f(z) = 77/30*z^3 - 197/120*z + 1
*
[ 1/2 ] 
f(z) = 79/30*z^3 - 199/120*z + 1
*
[ -4/3 ] 
f(z) = 63/37*z^3 - 189/148*z + 1
*
[ 6 ] 
f(z) = 61/27*z^3 - 161/2*z + 1
*
[ 3 ] 
f(z) = 61/36*z^3 - 175/12*z + 1
*
[ -3 ] 
f(z) = 61/36*z^3 - 167/12*z + 1
*
[ -6 ] 
f(z) = 62/27*z^3 - 163/2*z + 1
*
39/16 | 0.17420407269044787632049363845656497640 | 0.023699570019037575219755207365448276346
f(z) = 64/27*z^3 - 173/12*z + 1
*
[ 6 ] 
f(z) = 64/27*z^3 - 169/2*z + 1
*
[ 15/4 ] 
f(z) = 64/27*z^3 - 163/5*z + 1
*
[ -6 ] 
f(z) = 65/27*z^3 - 171/2*z + 1
*
[ -3 ] 
f(z) = 65/36*z^3 - 179/12*z + 1
*
[ 6 ] 
f(z) = 67/27*z^3 - 177/2*z + 1
*
[ -6 ] 
f(z) = 68/27*z^3 - 179/2*z + 1
*
[ 3/34 ] 
f(z) = 68/27*z^3 - 176/17*z + 1
*
[ 5/2 ] 
f(z) = 74/25*z^3 - 179/10*z + 1
*
[ -5/2 ] 
f(z) = 74/25*z^3 - 171/10*z + 1
*
-2 | 0.078898207067781612293696659023195626140 | 0.013633939202348185302549164836553394224
f(z) = 77/36*z^3 - 163/18*z + 1
*
-2 | 0.093811874574029044658175921865188647271 | 0.016211083140353394934597939369646864207
f(z) = 79/20*z^3 - 163/10*z + 1
*
-2 | 0.093443665165453487134361032158275391102 | 0.016113497530269466163330702292239423942
f(z) = 79/28*z^3 - 165/14*z + 1
*
-2 | 0.079431852872244761939189304567203706218 | 0.013668891009226153429898720864402587547
f(z) = 79/36*z^3 - 167/18*z + 1
*
-5/3 | 0.080909849594578313839247358519442122977 | 0.015884141625508763006641739133420715828
f(z) = 63/20*z^3 - 163/20*z + 1
*
1/8 | 0.10571370068111993278622119699338768953 | 0.020607366062334660715892353332783252205
f(z) = 64/21*z^3 - 169/21*z + 1
*
[ 1/8 ] 
f(z) = 64/23*z^3 - 162/23*z + 1
*
[ 1/8 ] 
f(z) = 64/25*z^3 - 176/25*z + 1
*
-7/4 | 0.15367928678062876309224416870775033471 | 0.029722418042122727794380759630667466281
f(z) = 64/35*z^3 - 176/35*z + 1
*
-3/2 | 0.15141640414761878415170246762956839995 | 0.029690268615960382600987710142770257201
f(z) = 68/33*z^3 - 164/33*z + 1
*
3/2 | 0.14531354267789204378334555744603303704 | 0.028012865847432392174820740619186020662
f(z) = 68/39*z^3 - 179/39*z + 1
*
[ -12/7 ] 
f(z) = 70/27*z^3 - 169/28*z + 1
*
[ 1/6 ] 
f(z) = 72/35*z^3 - 177/35*z + 1
*
7/5 | 0.15129131649270785735065688039765659703 | 0.029560668112896166577193380927141522554
f(z) = 75/28*z^3 - 167/28*z + 1
*
1/5 | 0.13112843988662808253537035577237652087 | 0.025743005588664240987085113539208423319
f(z) = 75/32*z^3 - 163/32*z + 1
*
[ 3/2 ] 
f(z) = 76/21*z^3 - 164/21*z + 1
*
-4/3 | 0.20298016646687487663641341988543741293 | 0.028297050149186654936224998210061561705
f(z) = 77/32*z^3 - 163/36*z + 1
*
-4/3 | 0.19913310761352576973377497856429635185 | 0.027667231147853858615910148549641973935
f(z) = 79/32*z^3 - 167/36*z + 1
*
[ 3/2 ] 
f(z) = 61/36*z^3 - 167/48*z + 1
*
-5/4 | 0.19830923139440916420082480967405586301 | 0.029584315409959524413120374450432468813
f(z) = 62/25*z^3 - 163/40*z + 1
*
[ 5/24 ] 
f(z) = 64/25*z^3 - 176/45*z + 1
*
4/13 | 0.20742297862885522937083540212042705108 | 0.028543815438194912449613268120265441756
f(z) = 65/32*z^3 - 179/52*z + 1
*
[ 3/2 ] 
f(z) = 65/36*z^3 - 179/48*z + 1
*
-5/4 | 0.20213080914386426558511030805474097139 | 0.029888938916849734706200955900106177192
f(z) = 66/25*z^3 - 173/40*z + 1
*
[ 6/5 ] 
f(z) = 68/27*z^3 - 173/50*z + 1
*
0 | 0.15274815615167161042530618261242143994 | 0.029845318644405078747769244932309382305
f(z) = 70/27*z^3 - 167/54*z + 1
*
5/18 | 0.18383519803486700043071566389175214986 | 0.027206902103594785407506838926878623063
f(z) = 72/25*z^3 - 172/45*z + 1
*
0 | 0.12721480768859338800971058286174544766 | 0.024798697743977010611100014555925319609
f(z) = 74/21*z^3 - 169/42*z + 1
*
[ 5/4 ] 
f(z) = 74/25*z^3 - 177/40*z + 1
*
-6/5 | 0.17202249599259524527765268810542892916 | 0.029541669270722116501937236138504550415
f(z) = 75/28*z^3 - 169/42*z + 1
*
0 | 0.15330396238057930302693120062581234651 | 0.029748745936337753373043214748962891894
f(z) = 76/21*z^3 - 173/42*z + 1
*
[ 8/7 ] 
f(z) = 77/32*z^3 - 169/56*z + 1
*
[ -3/2 ] 
f(z) = 62/33*z^3 - 169/66*z + 1
*
1/2 | 0.13325433433014940296030432939873022584 | 0.026160359082595807428258374940626763830
f(z) = 62/33*z^3 - 163/66*z + 1
*
0 | 0.14249822014206181950293049951191893439 | 0.027975109599896075544968036592962812087
f(z) = 62/39*z^3 - 163/78*z + 1
*
0 | 0.13606946127475776253571728418181303033 | 0.026777924270778598281181603738814218924
f(z) = 64/33*z^3 - 161/66*z + 1
*
0 | 0.14535067767523031871863927367429826183 | 0.028399932278658742132859224197778761905
f(z) = 64/39*z^3 - 167/78*z + 1
*
4/5 | 0.14790327511002349106539961350205113539 | 0.025151338399438295759033518139069669535
f(z) = 65/24*z^3 - 179/60*z + 1
*
[ 1/3 ] 
f(z) = 66/25*z^3 - 172/75*z + 1
*
[ -6/5 ] 
f(z) = 67/24*z^3 - 164/75*z + 1
*
3/4 | 0.15740307923158477735342681441615352191 | 0.018651829813996672509048999771765820478
f(z) = 68/27*z^3 - 167/68*z + 1
*
0 | 0.11923141553273776283245196480679518251 | 0.022358466694946259702121003537895273882
f(z) = 69/20*z^3 - 167/60*z + 1
*
[ 1/3 ] 
f(z) = 69/25*z^3 - 173/75*z + 1
*
[ 1/3 ] 
f(z) = 69/26*z^3 - 179/78*z + 1
*
0 | 0.13327628214504256743394427072659041134 | 0.025862359950161366539728900522419790646
f(z) = 70/33*z^3 - 173/66*z + 1
*
1/2 | 0.13373187833255261662195415334645094107 | 0.026129745996977557800594255144012840720
f(z) = 70/33*z^3 - 167/66*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.027470266838639308567150980753675345176
f(z) = 70/39*z^3 - 179/78*z + 1
*
1/2 | 0.13337678288088659680111283414625097999 | 0.025999886214690435222993032745196873734
f(z) = 74/33*z^3 - 169/66*z + 1
*
[ 1/3 ] 
f(z) = 75/23*z^3 - 163/69*z + 1
*
[ 1/3 ] 
f(z) = 78/23*z^3 - 164/69*z + 1
*
[ 1/3 ] 
f(z) = 78/25*z^3 - 176/75*z + 1
*
[ 2/3 ] 
f(z) = 61/20*z^3 - 167/90*z + 1
*
[ -5/4 ] 
f(z) = 61/25*z^3 - 161/80*z + 1
*
[ 6/7 ] 
f(z) = 61/27*z^3 - 179/98*z + 1
*
[ 5/6 ] 
f(z) = 62/25*z^3 - 173/90*z + 1
*
[ -10/9 ] 
f(z) = 63/20*z^3 - 179/90*z + 1
*
[ -5/4 ] 
f(z) = 63/25*z^3 - 171/80*z + 1
*
[ 3/8 ] 
f(z) = 64/29*z^3 - 172/87*z + 1
*
[ 1/2 ] 
f(z) = 65/24*z^3 - 161/96*z + 1
*
[ 2/5 ] 
f(z) = 65/36*z^3 - 161/90*z + 1
*
[ 2/3 ] 
f(z) = 67/20*z^3 - 179/90*z + 1
*
[ 1/2 ] 
f(z) = 67/24*z^3 - 163/96*z + 1
*
[ 15/17 ] 
f(z) = 68/27*z^3 - 178/85*z + 1
*
0 | 0.10918382290339696314484151670237954086 | 0.020474325974451154643599718869478279171
f(z) = 69/28*z^3 - 179/84*z + 1
*
[ 1/2 ] 
f(z) = 71/23*z^3 - 163/92*z + 1
*
[ 1/2 ] 
f(z) = 71/24*z^3 - 167/96*z + 1
*
[ 1/2 ] 
f(z) = 73/22*z^3 - 161/88*z + 1
*
[ 1/2 ] 
f(z) = 73/23*z^3 - 165/92*z + 1
*
[ 1/2 ] 
f(z) = 73/24*z^3 - 169/96*z + 1
*
[ 1/2 ] 
f(z) = 75/22*z^3 - 163/88*z + 1
*
[ 1/2 ] 
f(z) = 75/23*z^3 - 167/92*z + 1
*
1/15 | 0.070576127891968583746653252770020834976 | 0.013030801250147287361002748739820123689
f(z) = 75/28*z^3 - 169/84*z + 1
*
[ 1/2 ] 
f(z) = 77/23*z^3 - 169/92*z + 1
*
[ 1/2 ] 
f(z) = 77/24*z^3 - 173/96*z + 1
*
[ 1/2 ] 
f(z) = 79/21*z^3 - 163/84*z + 1
*
[ 1/2 ] 
f(z) = 79/22*z^3 - 167/88*z + 1
*
[ 1/2 ] 
f(z) = 79/23*z^3 - 171/92*z + 1
*
[ 1/2 ] 
f(z) = 79/24*z^3 - 175/96*z + 1
*
[ 1/2 ] 
f(z) = 61/25*z^3 - 161/100*z + 1
*
[ 1/2 ] 
f(z) = 61/26*z^3 - 165/104*z + 1
*
[ 1/2 ] 
f(z) = 61/27*z^3 - 169/108*z + 1
*
[ 1/2 ] 
f(z) = 61/28*z^3 - 173/112*z + 1
*
[ 1/2 ] 
f(z) = 61/29*z^3 - 177/116*z + 1
*
[ 1/2 ] 
f(z) = 63/25*z^3 - 163/100*z + 1
*
[ 1/2 ] 
f(z) = 63/26*z^3 - 167/104*z + 1
*
[ 1/2 ] 
f(z) = 63/29*z^3 - 179/116*z + 1
*
[ 16/21 ] 
f(z) = 63/32*z^3 - 163/112*z + 1
*
[ 21/32 ] 
f(z) = 64/27*z^3 - 173/112*z + 1
*
3/80 | 0.25421871758108802246546043019409429124 | 0.029006979963279871933339016995959479382
f(z) = 64/27*z^3 - 167/100*z + 1
*
[ 1/2 ] 
f(z) = 65/27*z^3 - 173/108*z + 1
*
[ 1/2 ] 
f(z) = 65/28*z^3 - 177/112*z + 1
*
[ 1/2 ] 
f(z) = 67/25*z^3 - 167/100*z + 1
*
[ 1/2 ] 
f(z) = 67/26*z^3 - 171/104*z + 1
*
[ 1/2 ] 
f(z) = 67/27*z^3 - 175/108*z + 1
*
[ 1/2 ] 
f(z) = 67/28*z^3 - 179/112*z + 1
*
[ 1/2 ] 
f(z) = 69/25*z^3 - 169/100*z + 1
*
[ 1/2 ] 
f(z) = 69/26*z^3 - 173/104*z + 1
*
[ 4/5 ] 
f(z) = 69/32*z^3 - 163/100*z + 1
*
[ 1/2 ] 
f(z) = 71/25*z^3 - 171/100*z + 1
*
[ 1/2 ] 
f(z) = 71/26*z^3 - 175/104*z + 1
*
[ 1/2 ] 
f(z) = 71/27*z^3 - 179/108*z + 1
*
[ 4/5 ] 
f(z) = 71/32*z^3 - 167/100*z + 1
*
[ 1/2 ] 
f(z) = 73/25*z^3 - 173/100*z + 1
*
[ 1/2 ] 
f(z) = 73/26*z^3 - 177/104*z + 1
*
[ 4/5 ] 
f(z) = 73/32*z^3 - 171/100*z + 1
*
[ 1/2 ] 
f(z) = 75/26*z^3 - 179/104*z + 1
*
[ 1/2 ] 
f(z) = 77/25*z^3 - 177/100*z + 1
*
[ 4/5 ] 
f(z) = 77/32*z^3 - 179/100*z + 1
*
[ 1/2 ] 
f(z) = 79/25*z^3 - 179/100*z + 1
*
[ 5/2 ] 
f(z) = 62/25*z^3 - 149/10*z + 1
*
[ -5/2 ] 
f(z) = 62/25*z^3 - 141/10*z + 1
*
[ 3/32 ] 
f(z) = 64/27*z^3 - 155/16*z + 1
*
[ 5/2 ] 
f(z) = 66/25*z^3 - 159/10*z + 1
*
[ -5/2 ] 
f(z) = 66/25*z^3 - 151/10*z + 1
*
-2 | 0.090122193777591153625409299065411091741 | 0.015973711130730481558381943490008211163
f(z) = 67/28*z^3 - 141/14*z + 1
*
-2 | 0.075943037583545223395689033737490535424 | 0.013427006283542878313406727779308105001
f(z) = 67/36*z^3 - 143/18*z + 1
*
-2 | 0.091180218967278663099511935336740441402 | 0.016120995577265841749803722805753041284
f(z) = 69/20*z^3 - 143/10*z + 1
*
-2 | 0.090721180548105744116045040470876498325 | 0.016000544240780246689281731840232751467
f(z) = 69/28*z^3 - 145/14*z + 1
*
-2 | 0.091737996945655895393105143622248039501 | 0.016140883158328914341373287397815009619
f(z) = 71/20*z^3 - 147/10*z + 1
*
-2 | 0.091300343751856650795341576234112872624 | 0.016025775944895061936416244270775207327
f(z) = 71/28*z^3 - 149/14*z + 1
*
-2 | 0.077188486535163365289984589737059769557 | 0.013517112870947354947757304877305594836
f(z) = 71/36*z^3 - 151/18*z + 1
*
-2 | 0.092279104546448341736460906743066809782 | 0.016159755525405490009265633418961033468
f(z) = 73/20*z^3 - 151/10*z + 1
*
[ 2 ] 
f(z) = 73/20*z^3 - 141/10*z + 1
*
-2 | 0.091861027477711871581684365674476092061 | 0.016049560868130888372108455967960947851
f(z) = 73/28*z^3 - 153/14*z + 1
*
[ 4 ] 
f(z) = 73/32*z^3 - 143/4*z + 1
*
[ -4 ] 
f(z) = 73/32*z^3 - 141/4*z + 1
*
-2 | 0.077777880667245401621592439168279744357 | 0.013558249880581675460859394749391341552
f(z) = 73/36*z^3 - 155/18*z + 1
*
-2 | 0.092404436411517421611390648734444777204 | 0.016072033454314298036198270706285556257
f(z) = 75/28*z^3 - 157/14*z + 1
*
[ 2 ] 
f(z) = 75/28*z^3 - 143/14*z + 1
*
[ 4 ] 
f(z) = 75/32*z^3 - 147/4*z + 1
*
[ -4 ] 
f(z) = 75/32*z^3 - 145/4*z + 1
*
[ -12/5 ] 
f(z) = 75/32*z^3 - 145/12*z + 1
*
-2 | 0.093315179857527195357331267314772907560 | 0.016194784402027118146887018663341135131
f(z) = 77/20*z^3 - 159/10*z + 1
*
[ 2 ] 
f(z) = 77/20*z^3 - 149/10*z + 1
*
[ 4 ] 
f(z) = 77/32*z^3 - 151/4*z + 1
*
[ -4 ] 
f(z) = 77/32*z^3 - 149/4*z + 1
*
[ 2 ] 
f(z) = 77/36*z^3 - 145/18*z + 1
*
[ 2 ] 
f(z) = 79/20*z^3 - 153/10*z + 1
*
[ -2 ] 
f(z) = 79/20*z^3 - 143/10*z + 1
*
[ 2 ] 
f(z) = 79/28*z^3 - 151/14*z + 1
*
[ 4 ] 
f(z) = 79/32*z^3 - 155/4*z + 1
*
[ -4 ] 
f(z) = 79/32*z^3 - 153/4*z + 1
*
[ 2 ] 
f(z) = 79/36*z^3 - 149/18*z + 1
*
[ -5/3 ] 
f(z) = 63/20*z^3 - 143/20*z + 1
*
4/3 | 0.13551747429149545254889309469631183753 | 0.019025692995093758765834208266301371289
f(z) = 63/32*z^3 - 155/28*z + 1
*
-3/2 | 0.14930485463767069775314934681133951520 | 0.029758127809042556146978429738437000768
f(z) = 64/21*z^3 - 151/21*z + 1
*
[ 1/8 ] 
f(z) = 64/21*z^3 - 148/21*z + 1
*
[ 3/20 ] 
f(z) = 64/27*z^3 - 143/25*z + 1
*
11/8 | 0.13375714947144711342574405095882072860 | 0.026876492975971538014886652233321571852
f(z) = 64/33*z^3 - 145/33*z + 1
*
[ -7/4 ] 
f(z) = 64/35*z^3 - 141/35*z + 1
*
1/4 | 0.14911161097383061536257570581861606841 | 0.029380591956526052889095334075004987061
f(z) = 64/39*z^3 - 160/39*z + 1
*
[ 13/8 ] 
f(z) = 64/39*z^3 - 154/39*z + 1
*
0 | 0.094224155404192674905462167289192377946 | 0.019012801356671923119573865992592256242
f(z) = 64/39*z^3 - 142/39*z + 1
*
0 | 0.10209307537002852305556228987712388710 | 0.020630032095217878784288498613839677187
f(z) = 65/38*z^3 - 141/38*z + 1
*
0 | 0.11558515494242119858691144455820022674 | 0.023356387762346771211297329161987368082
f(z) = 67/37*z^3 - 141/37*z + 1
*
0 | 0.10270584443303505878242240847324354813 | 0.020694954624774600169940234824258996372
f(z) = 67/38*z^3 - 143/38*z + 1
*
0 | 0.095153531519169363576040649023012082635 | 0.019119674960326241563536777279354224424
f(z) = 67/39*z^3 - 145/39*z + 1
*
[ 3/2 ] 
f(z) = 68/21*z^3 - 146/21*z + 1
*
[ 3/2 ] 
f(z) = 68/33*z^3 - 142/33*z + 1
*
0 | 0.11588332328476073210626798320863990360 | 0.023383246012795903043431156495955391208
f(z) = 68/37*z^3 - 142/37*z + 1
*
0 | 0.095453188691168462498330076492225134323 | 0.019153435641444739566825299559448046043
f(z) = 68/39*z^3 - 146/39*z + 1
*
0 | 0.11617674656197425436071455950619893865 | 0.023409305593330655087334668945840774421
f(z) = 69/37*z^3 - 143/37*z + 1
*
0 | 0.10329889391965255599535376924950272143 | 0.020756363363214652139342394737112590561
f(z) = 69/38*z^3 - 145/38*z + 1
*
0 | 0.11646557409648219844129843486082893779 | 0.023434597453875873611092208531488237701
f(z) = 70/37*z^3 - 144/37*z + 1
*
0 | 0.096038270173246604958707298984187366096 | 0.019218369145024622332029296677860845641
f(z) = 70/39*z^3 - 148/39*z + 1
*
-4/3 | 0.21181171801673205239856570224676090198 | 0.029846418750295938500871641029875639166
f(z) = 71/32*z^3 - 151/36*z + 1
*
0 | 0.11683165520615414673533333716620521769 | 0.023608269100569809269510999134830859518
f(z) = 71/35*z^3 - 141/35*z + 1
*
0 | 0.077556949261036207570224681077925784204 | 0.015627519102280359235303937098862449395
f(z) = 71/36*z^3 - 143/36*z + 1
*
0 | 0.11674994823981796457801865175914411063 | 0.023459150977812476709581602306264924444
f(z) = 71/37*z^3 - 145/37*z + 1
*
0 | 0.10387345928492613459305524501126377565 | 0.020814520079906578304457632500865050604
f(z) = 71/38*z^3 - 147/38*z + 1
*
0 | 0.096323990938447464110863764757098823620 | 0.019249605221382915877194192033773659488
f(z) = 71/39*z^3 - 149/39*z + 1
*
[ 1/6 ] 
f(z) = 72/29*z^3 - 147/29*z + 1
*
[ 1/6 ] 
f(z) = 72/31*z^3 - 157/31*z + 1
*
[ -5/3 ] 
f(z) = 72/35*z^3 - 144/35*z + 1
*
0 | 0.11711042794139041388235236777088747705 | 0.023630854462882462336867429736996712944
f(z) = 72/35*z^3 - 142/35*z + 1
*
0 | 0.11703000480183427889593668506801952356 | 0.023482994081446465455835375945190045217
f(z) = 72/37*z^3 - 146/37*z + 1
*
-4/3 | 0.21036022616815620663070631020927762575 | 0.029533084957332280137860691933696295839
f(z) = 73/32*z^3 - 155/36*z + 1
*
0 | 0.10458902401974301034706828601959928517 | 0.021134390501162636581281959515089219766
f(z) = 73/34*z^3 - 141/34*z + 1
*
0 | 0.11738505265582044566831920432991330023 | 0.023652776059135447279881886413313814737
f(z) = 73/35*z^3 - 143/35*z + 1
*
0 | 0.078111605800992461802780905503951591943 | 0.015695355597424564211618299829375238036
f(z) = 73/36*z^3 - 145/36*z + 1
*
0 | 0.11730587344722891773835619183015398945 | 0.023506153305829632711522201355424642853
f(z) = 73/37*z^3 - 147/37*z + 1
*
0 | 0.10443066287863868519700147079547731560 | 0.020869660962300688290615350236457060684
f(z) = 73/38*z^3 - 149/38*z + 1
*
0 | 0.096881449165384357877888500952661643295 | 0.019309556635550700504581031607793279408
f(z) = 73/39*z^3 - 151/39*z + 1
*
0 | 0.11765565139736928733681819654738793562 | 0.023674058622565775962649025101413891672
f(z) = 74/35*z^3 - 144/35*z + 1
*
0 | 0.097155511334507591799229095317783608577 | 0.019338738437621457223811520081042443134
f(z) = 74/39*z^3 - 152/39*z + 1
*
-7/5 | 0.12898211959052157865806540149420965491 | 0.025574310433959555238742820067722388572
f(z) = 75/28*z^3 - 155/28*z + 1
*
1/5 | 0.12709777390102334897532063473347940895 | 0.025609863570193443470879803687343356201
f(z) = 75/28*z^3 - 143/28*z + 1
*
8/5 | 0.16509876000362180112715838016441244874 | 0.025782282659716348081351937451423784256
f(z) = 75/32*z^3 - 151/24*z + 1
*
0 | 0.10512513746536733755374347084656151932 | 0.021182435739452489830309774451269663509
f(z) = 75/34*z^3 - 143/34*z + 1
*
[ 1/5 ] 
f(z) = 75/37*z^3 - 151/37*z + 1
*
0 | 0.11784553709488621373752608807279950981 | 0.023550519907631214962793650178303780917
f(z) = 75/37*z^3 - 149/37*z + 1
*
[ 1/5 ] 
f(z) = 75/38*z^3 - 155/38*z + 1
*
0 | 0.10497152740404802828110068547854277711 | 0.020921999732565481263294783723357491241
f(z) = 75/38*z^3 - 151/38*z + 1
*
[ 3/2 ] 
f(z) = 76/33*z^3 - 160/33*z + 1
*
0 | 0.097916751505418347938540114837110822040 | 0.019757903245480161354052751231226180976
f(z) = 76/33*z^3 - 142/33*z + 1
*
0 | 0.11818523282513228483580438401786122673 | 0.023714799701550165364716485617410812152
f(z) = 76/35*z^3 - 146/35*z + 1
*
0 | 0.11810956386893829480814434960221668154 | 0.023571774223540081103555352935878787005
f(z) = 76/37*z^3 - 150/37*z + 1
*
[ 3/2 ] 
f(z) = 76/39*z^3 - 158/39*z + 1
*
0 | 0.097689735176525346829690277037246725194 | 0.019394610767175761940391777177992830444
f(z) = 76/39*z^3 - 154/39*z + 1
*
[ 2/11 ] 
f(z) = 77/24*z^3 - 152/33*z + 1
*
15/14 | 0.15030086949806630458622155124565238316 | 0.017995615634121203768367934351586886015
f(z) = 77/27*z^3 - 157/28*z + 1
*
-3/2 | 0.21443751942432559745278720033095431926 | 0.025921509718628376543795333926671478528
f(z) = 77/27*z^3 - 145/28*z + 1
*
[ 4/3 ] 
f(z) = 77/32*z^3 - 145/36*z + 1
*
0 | 0.092883238940513661827948956236458214361 | 0.018768992838206952110273452997309425895
f(z) = 77/32*z^3 - 141/32*z + 1
*
0 | 0.10564612428237023326622879229421147671 | 0.021228004098725657351298638762524370561
f(z) = 77/34*z^3 - 145/34*z + 1
*
0 | 0.079173284967886715444706270145028527901 | 0.015822169169524592045567656642442410263
f(z) = 77/36*z^3 - 149/36*z + 1
*
0 | 0.11836986687740200843657959798952188690 | 0.023592438677398092049082707965112418570
f(z) = 77/37*z^3 - 151/37*z + 1
*
0 | 0.10549698742401082249970318703618736201 | 0.020971730309079938212621642836609011466
f(z) = 77/38*z^3 - 153/38*z + 1
*
0 | 0.097951155533193126740718594076822910459 | 0.019421554452071679861383671864105280413
f(z) = 77/39*z^3 - 155/39*z + 1
*
0 | 0.11870004743655106425437911395858693238 | 0.023753253000625704225820788552055059438
f(z) = 78/35*z^3 - 148/35*z + 1
*
0 | 0.11862655005378726024141741614515250857 | 0.023612534088251869926143944383244533209
f(z) = 78/37*z^3 - 152/37*z + 1
*
0 | 0.11909569046412426152861541473529570767 | 0.024065764575824541120547177688353480849
f(z) = 79/31*z^3 - 141/31*z + 1
*
[ 4/3 ] 
f(z) = 79/32*z^3 - 149/36*z + 1
*
0 | 0.093387864773813823695971094093907938911 | 0.018817406493929076066060028763010473715
f(z) = 79/32*z^3 - 143/32*z + 1
*
0 | 0.098680522274143288088919129693521095745 | 0.019828370851551170422184115228930237580
f(z) = 79/33*z^3 - 145/33*z + 1
*
0 | 0.10615281701071547715530287652688167852 | 0.021271265599689391426181039751701700393
f(z) = 79/34*z^3 - 147/34*z + 1
*
0 | 0.11895217087415165678040432227071695835 | 0.023771672116628859805693446829381749082
f(z) = 79/35*z^3 - 149/35*z + 1
*
0 | 0.079682072773030589691607717135873417769 | 0.015881528510399862362792039968907293167
f(z) = 79/36*z^3 - 151/36*z + 1
*
0 | 0.11887971302508341580751111510947389755 | 0.023632080324366127770135229026715509031
f(z) = 79/37*z^3 - 153/37*z + 1
*
0 | 0.10600789924624378994963545044048607730 | 0.021019029090095469654187492392500274758
f(z) = 79/38*z^3 - 155/38*z + 1
*
0 | 0.098463140461123900089655482150517399043 | 0.019473566802660833033906570984300028758
f(z) = 79/39*z^3 - 157/39*z + 1
*
0 | 0.12286725585171536772478379776666856481 | 0.024688332189528673238618946945939081590
f(z) = 62/21*z^3 - 145/42*z + 1
*
[ 5/4 ] 
f(z) = 62/25*z^3 - 147/40*z + 1
*
[ 6/5 ] 
f(z) = 62/27*z^3 - 157/50*z + 1
*
0 | 0.14760073678999785289872439768114916402 | 0.029418478057962565557232843328678920399
f(z) = 62/27*z^3 - 151/54*z + 1
*
[ -4/3 ] 
f(z) = 63/22*z^3 - 147/44*z + 1
*
-8/7 | 0.12597025912590472307855372628042639773 | 0.019671866871868333858696447749960615723
f(z) = 63/32*z^3 - 151/56*z + 1
*
[ 2/7 ] 
f(z) = 63/32*z^3 - 149/56*z + 1
*
0 | 0.12665975906408622696072304018768061392 | 0.025311974054077063026105494538340207877
f(z) = 64/21*z^3 - 149/42*z + 1
*
[ -8/5 ] 
f(z) = 65/32*z^3 - 143/40*z + 1
*
[ 5/4 ] 
f(z) = 66/25*z^3 - 157/40*z + 1
*
5/11 | 0.18378221597084613960166568764930014721 | 0.027733521016746688626215095307296089852
f(z) = 66/25*z^3 - 151/55*z + 1
*
1/2 | 0.14241270408660681184753178997143851727 | 0.028695781290084144621234847257603866074
f(z) = 70/27*z^3 - 143/54*z + 1
*
[ 1/4 ] 
f(z) = 72/23*z^3 - 147/46*z + 1
*
[ 1/4 ] 
f(z) = 72/25*z^3 - 159/50*z + 1
*
[ 5/24 ] 
f(z) = 72/25*z^3 - 157/40*z + 1
*
[ 6/5 ] 
f(z) = 75/28*z^3 - 155/42*z + 1
*
-12/11 | 0.19847945579270355445113092898845888568 | 0.023837725857082692769761330494270758177
f(z) = 77/27*z^3 - 153/44*z + 1
*
[ 2/7 ] 
f(z) = 77/32*z^3 - 151/56*z + 1
*
[ -3/2 ] 
f(z) = 77/36*z^3 - 151/48*z + 1
*
[ -3/2 ] 
f(z) = 79/36*z^3 - 157/48*z + 1
*
[ 1/3 ] 
f(z) = 60/23*z^3 - 158/69*z + 1
*
[ 2/5 ] 
f(z) = 61/24*z^3 - 143/75*z + 1
*
0 | 0.13321705618370763847879926799718536790 | 0.026347029260878814394989159546929913363
f(z) = 62/33*z^3 - 157/66*z + 1
*
[ -3/2 ] 
f(z) = 62/39*z^3 - 149/78*z + 1
*
[ 3/8 ] 
f(z) = 64/23*z^3 - 142/69*z + 1
*
[ 3/8 ] 
f(z) = 64/25*z^3 - 152/75*z + 1
*
-15/13 | 0.24877224852711321618972676747629839565 | 0.029797456781403599091496336323274703956
f(z) = 65/27*z^3 - 152/65*z + 1
*
[ 1/3 ] 
f(z) = 66/23*z^3 - 160/69*z + 1
*
[ 2/5 ] 
f(z) = 67/24*z^3 - 146/75*z + 1
*
[ 1/3 ] 
f(z) = 69/20*z^3 - 143/60*z + 1
*
[ 1/3 ] 
f(z) = 69/22*z^3 - 155/66*z + 1
*
[ -9/7 ] 
f(z) = 70/27*z^3 - 158/63*z + 1
*
[ 2/5 ] 
f(z) = 71/24*z^3 - 148/75*z + 1
*
-7/6 | 0.11141772003483036957293268190574493897 | 0.022418894497371956996815984639638987596
f(z) = 72/35*z^3 - 141/70*z + 1
*
[ 2/5 ] 
f(z) = 73/24*z^3 - 149/75*z + 1
*
[ 1/3 ] 
f(z) = 75/22*z^3 - 157/66*z + 1
*
[ 11/15 ] 
f(z) = 75/22*z^3 - 145/66*z + 1
*
[ 2/5 ] 
f(z) = 77/24*z^3 - 151/75*z + 1
*
[ 2/5 ] 
f(z) = 79/24*z^3 - 152/75*z + 1
*
[ 1/2 ] 
f(z) = 61/20*z^3 - 141/80*z + 1
*
[ 1/2 ] 
f(z) = 61/21*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 61/22*z^3 - 149/88*z + 1
*
[ 1/2 ] 
f(z) = 61/23*z^3 - 153/92*z + 1
*
[ 1/2 ] 
f(z) = 61/24*z^3 - 157/96*z + 1
*
[ 1/2 ] 
f(z) = 63/20*z^3 - 143/80*z + 1
*
[ 1/2 ] 
f(z) = 63/22*z^3 - 151/88*z + 1
*
[ 1/2 ] 
f(z) = 63/23*z^3 - 155/92*z + 1
*
[ 5/12 ] 
f(z) = 63/25*z^3 - 147/80*z + 1
*
[ 7/16 ] 
f(z) = 64/21*z^3 - 157/84*z + 1
*
[ 1/2 ] 
f(z) = 65/21*z^3 - 149/84*z + 1
*
[ 1/2 ] 
f(z) = 65/22*z^3 - 153/88*z + 1
*
[ 1/2 ] 
f(z) = 65/23*z^3 - 157/92*z + 1
*
[ 1/2 ] 
f(z) = 67/20*z^3 - 147/80*z + 1
*
[ 1/2 ] 
f(z) = 67/21*z^3 - 151/84*z + 1
*
[ 1/2 ] 
f(z) = 67/22*z^3 - 155/88*z + 1
*
[ 1/2 ] 
f(z) = 67/23*z^3 - 159/92*z + 1
*
[ 1/2 ] 
f(z) = 69/20*z^3 - 149/80*z + 1
*
[ 1/2 ] 
f(z) = 69/22*z^3 - 157/88*z + 1
*
[ 1/2 ] 
f(z) = 71/20*z^3 - 151/80*z + 1
*
[ 1/2 ] 
f(z) = 71/21*z^3 - 155/84*z + 1
*
[ 1/2 ] 
f(z) = 71/22*z^3 - 159/88*z + 1
*
[ 1/2 ] 
f(z) = 73/20*z^3 - 153/80*z + 1
*
[ 1/2 ] 
f(z) = 73/21*z^3 - 157/84*z + 1
*
[ 7/15 ] 
f(z) = 75/28*z^3 - 145/84*z + 1
*
[ 3/5 ] 
f(z) = 75/31*z^3 - 143/93*z + 1
*
[ 3/5 ] 
f(z) = 75/32*z^3 - 145/96*z + 1
*
[ 5/8 ] 
f(z) = 76/25*z^3 - 143/80*z + 1
*
[ 1/2 ] 
f(z) = 77/20*z^3 - 157/80*z + 1
*
[ 4/7 ] 
f(z) = 77/24*z^3 - 151/84*z + 1
*
[ 8/11 ] 
f(z) = 77/32*z^3 - 145/88*z + 1
*
[ 3/7 ] 
f(z) = 77/36*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 79/20*z^3 - 159/80*z + 1
*
[ 4/5 ] 
f(z) = 61/32*z^3 - 147/100*z + 1
*
[ 4/5 ] 
f(z) = 63/32*z^3 - 151/100*z + 1
*
[ 3/4 ] 
f(z) = 64/35*z^3 - 143/105*z + 1
*
[ 3/4 ] 
f(z) = 64/37*z^3 - 145/111*z + 1
*
[ 8/13 ] 
f(z) = 65/32*z^3 - 145/104*z + 1
*
[ 4/5 ] 
f(z) = 67/32*z^3 - 159/100*z + 1
*
[ 2/3 ] 
f(z) = 69/34*z^3 - 143/102*z + 1
*
[ 2/3 ] 
f(z) = 69/38*z^3 - 149/114*z + 1
*
[ 2/3 ] 
f(z) = 75/34*z^3 - 151/102*z + 1
*
[ 3/5 ] 
f(z) = 75/34*z^3 - 149/102*z + 1
*
[ 3/5 ] 
f(z) = 75/37*z^3 - 155/111*z + 1
*
-2 | 0.088758803694515532465007352798563155932 | 0.016029157608053501073419382503316588146
f(z) = 61/20*z^3 - 127/10*z + 1
*
-2 | 0.088190218226569462189732145563866651934 | 0.015881660379095719213103448381066180965
f(z) = 61/28*z^3 - 129/14*z + 1
*
-2 | 0.073875534692734972226715167218786740093 | 0.013267055341643515792739662901892003491
f(z) = 61/36*z^3 - 131/18*z + 1
*
-2 | 0.089395383394915636923294768116188692660 | 0.016054212043549782259306651268234609593
f(z) = 63/20*z^3 - 131/10*z + 1
*
[ 2 ] 
f(z) = 63/20*z^3 - 121/10*z + 1
*
[ 4 ] 
f(z) = 63/32*z^3 - 123/4*z + 1
*
[ -4 ] 
f(z) = 63/32*z^3 - 121/4*z + 1
*
[ 15/8 ] 
f(z) = 64/25*z^3 - 128/15*z + 1
*
-2 | 0.089501876103375557208005175049107997532 | 0.015945097707910345625223465427117591068
f(z) = 65/28*z^3 - 137/14*z + 1
*
[ 2 ] 
f(z) = 65/28*z^3 - 123/14*z + 1
*
[ 4 ] 
f(z) = 65/32*z^3 - 127/4*z + 1
*
[ -4 ] 
f(z) = 65/32*z^3 - 125/4*z + 1
*
-2 | 0.075282967132343486989711750000643423346 | 0.013377405054721663740392303004307199265
f(z) = 65/36*z^3 - 139/18*z + 1
*
[ 2 ] 
f(z) = 65/36*z^3 - 121/18*z + 1
*
-2 | 0.090604681312687856052941575510657689135 | 0.016099996691722661387599293026483847496
f(z) = 67/20*z^3 - 139/10*z + 1
*
[ 2 ] 
f(z) = 67/20*z^3 - 129/10*z + 1
*
[ 2 ] 
f(z) = 67/28*z^3 - 127/14*z + 1
*
[ 4 ] 
f(z) = 67/32*z^3 - 131/4*z + 1
*
[ -4 ] 
f(z) = 67/32*z^3 - 129/4*z + 1
*
[ 2 ] 
f(z) = 67/36*z^3 - 125/18*z + 1
*
[ 2 ] 
f(z) = 69/20*z^3 - 133/10*z + 1
*
[ -2 ] 
f(z) = 69/20*z^3 - 123/10*z + 1
*
[ 2 ] 
f(z) = 69/28*z^3 - 131/14*z + 1
*
[ 4 ] 
f(z) = 69/32*z^3 - 135/4*z + 1
*
[ -4 ] 
f(z) = 69/32*z^3 - 133/4*z + 1
*
[ 2 ] 
f(z) = 71/20*z^3 - 137/10*z + 1
*
[ -2 ] 
f(z) = 71/20*z^3 - 127/10*z + 1
*
[ 2 ] 
f(z) = 71/28*z^3 - 135/14*z + 1
*
[ -2 ] 
f(z) = 71/28*z^3 - 121/14*z + 1
*
[ 4 ] 
f(z) = 71/32*z^3 - 139/4*z + 1
*
[ -4 ] 
f(z) = 71/32*z^3 - 137/4*z + 1
*
[ 2 ] 
f(z) = 71/36*z^3 - 133/18*z + 1
*
[ -2 ] 
f(z) = 73/20*z^3 - 131/10*z + 1
*
[ 2 ] 
f(z) = 73/28*z^3 - 139/14*z + 1
*
[ -2 ] 
f(z) = 73/28*z^3 - 125/14*z + 1
*
[ 2 ] 
f(z) = 73/36*z^3 - 137/18*z + 1
*
[ -2 ] 
f(z) = 75/28*z^3 - 129/14*z + 1
*
[ -2 ] 
f(z) = 77/20*z^3 - 139/10*z + 1
*
[ -2 ] 
f(z) = 77/36*z^3 - 127/18*z + 1
*
[ 5/3 ] 
f(z) = 78/25*z^3 - 124/15*z + 1
*
[ -2 ] 
f(z) = 79/28*z^3 - 137/14*z + 1
*
[ -2 ] 
f(z) = 79/36*z^3 - 131/18*z + 1
*
0 | 0.11364560499255980216918875939849008211 | 0.023656350364483047031818312765044501980
f(z) = 60/31*z^3 - 122/31*z + 1
*
0 | 0.11335087303555968873869311201446434960 | 0.023143034003826696943641752260099094931
f(z) = 60/37*z^3 - 134/37*z + 1
*
0 | 0.080844723357953174945263647088552565382 | 0.016857434157999419330946258020849265771
f(z) = 61/30*z^3 - 121/30*z + 1
*
0 | 0.11397630586065021133632947821905840455 | 0.023684941690441434610530118613442822725
f(z) = 61/31*z^3 - 123/31*z + 1
*
0 | 0.088256520044217073694674412406816111495 | 0.018278953035377561184804738601891586806
f(z) = 61/32*z^3 - 125/32*z + 1
*
0 | 0.093537123671674134354554746292735253814 | 0.019309147644843692099022470348586360797
f(z) = 61/33*z^3 - 127/33*z + 1
*
0 | 0.10099726934074822788886346926746301801 | 0.020782133328871578759059423310184012365
f(z) = 61/34*z^3 - 129/34*z + 1
*
0 | 0.11378437746391269438225216799377237124 | 0.023339440420680164108723373338424989915
f(z) = 61/35*z^3 - 131/35*z + 1
*
0 | 0.074501935440532899368211118350680140034 | 0.015234481933117842550887756548279736333
f(z) = 61/36*z^3 - 133/36*z + 1
*
0 | 0.11368713204724199624807949953116141568 | 0.023176506349239368409666240442091707594
f(z) = 61/37*z^3 - 135/37*z + 1
*
0 | 0.10080277332614537168481131428584200172 | 0.020488447993155253427235582811642233241
f(z) = 61/38*z^3 - 137/38*z + 1
*
0 | 0.093245366694423362289340076627227443078 | 0.018896718871765031349469818234783049737
f(z) = 61/39*z^3 - 139/39*z + 1
*
0 | 0.093863752704788023968542049738311923343 | 0.019345252935203672551836348491240004423
f(z) = 62/33*z^3 - 128/33*z + 1
*
0 | 0.11411278986868069618284418592555595264 | 0.023370349991227230473223637812770093239
f(z) = 62/35*z^3 - 132/35*z + 1
*
0 | 0.11401736090454520502523431610292916071 | 0.023208909145154054686628182788332076674
f(z) = 62/37*z^3 - 136/37*z + 1
*
0 | 0.093577446275925900636676157285310997570 | 0.018936506989616377696006275245159157635
f(z) = 62/39*z^3 - 140/39*z + 1
*
4/3 | 0.13254220752053601590143043735149547619 | 0.027361083532682631360332258733945102012
f(z) = 63/20*z^3 - 127/20*z + 1
*
0 | 0.11471178290721357377943318226399113669 | 0.023919264575167130408887530225070091345
f(z) = 63/29*z^3 - 121/29*z + 1
*
0 | 0.11462044010458292450940714071698637556 | 0.023739227883858312176187070983756381217
f(z) = 63/31*z^3 - 125/31*z + 1
*
0 | 0.088902366409728056277690921765040057789 | 0.018352380868659087658465603114156749284
f(z) = 63/32*z^3 - 127/32*z + 1
*
[ 4/21 ] 
f(z) = 63/32*z^3 - 121/28*z + 1
*
0 | 0.10164658599351880850598543027672547286 | 0.020849737816719926753422525322120255000
f(z) = 63/34*z^3 - 131/34*z + 1
*
0 | 0.11434177329653923972552435856422132186 | 0.023240287923940147848563211215500162606
f(z) = 63/37*z^3 - 137/37*z + 1
*
0 | 0.10145922234467134450685143019447142683 | 0.020561304754993454224885702094188217371
f(z) = 63/38*z^3 - 139/38*z + 1
*
[ 3/2 ] 
f(z) = 64/21*z^3 - 137/21*z + 1
*
0 | 0.11502400992340416504610854106083037843 | 0.023943277694319692004391678251258108015
f(z) = 64/29*z^3 - 122/29*z + 1
*
0 | 0.11493426766659952057064126802290417783 | 0.023765005820152378939249763210049582188
f(z) = 64/31*z^3 - 126/31*z + 1
*
0 | 0.094500153096229085564351786057073631421 | 0.019414377865858604516305327707025571264
f(z) = 64/33*z^3 - 130/33*z + 1
*
0 | 0.11475256511179006375488517461263360231 | 0.023429219778266363893149981468462734268
f(z) = 64/35*z^3 - 134/35*z + 1
*
0 | 0.11466057168613166903169681767109979028 | 0.023270685662387080455016842766272985998
f(z) = 64/37*z^3 - 138/37*z + 1
*
[ 3/2 ] 
f(z) = 64/39*z^3 - 131/39*z + 1
*
[ 1/4 ] 
f(z) = 64/39*z^3 - 121/39*z + 1
*
0 | 0.089704069655153879521117921178432048270 | 0.018704751344387995128920103374661175031
f(z) = 65/28*z^3 - 121/28*z + 1
*
0 | 0.11533104539762841584778635368753947459 | 0.023966464474468972246579424230232780536
f(z) = 65/29*z^3 - 123/29*z + 1
*
0 | 0.11524284834823982269158166916036269721 | 0.023789925180715856979858563619192163377
f(z) = 65/31*z^3 - 127/31*z + 1
*
0 | 0.089526367545135999126559386396804754069 | 0.018421774360011563325799373914307165038
f(z) = 65/32*z^3 - 129/32*z + 1
*
[ 4/3 ] 
f(z) = 65/32*z^3 - 121/36*z + 1
*
0 | 0.094809271467743640940351331360518953087 | 0.019447268527274704701547837129057736320
f(z) = 65/33*z^3 - 131/33*z + 1
*
0 | 0.10227381405447955216037973027317966761 | 0.020913397259158206991889156404787641254
f(z) = 65/34*z^3 - 133/34*z + 1
*
0 | 0.075785296947947150969758950215105846032 | 0.015403575357396546498066714686877669552
f(z) = 65/36*z^3 - 137/36*z + 1
*
0 | 0.11497394808740845706646702792676949334 | 0.023300142962648683312018738458698628848
f(z) = 65/37*z^3 - 139/37*z + 1
*
0 | 0.11563305964205328842206912662059350260 | 0.023988860000865767636520147239036227888
f(z) = 66/29*z^3 - 124/29*z + 1
*
0 | 0.11554635529261257966230652751928081536 | 0.023814021967635199861336549718425390121
f(z) = 66/31*z^3 - 128/31*z + 1
*
0 | 0.11537088271418696046344983658993767981 | 0.023484426526513718488106218086559725627
f(z) = 66/35*z^3 - 136/35*z + 1
*
0 | 0.11528208477645653020607215641749060878 | 0.023328698217623131393524066135271046876
f(z) = 66/37*z^3 - 140/37*z + 1
*
0 | 0.10245171534878467322496396937109743722 | 0.021362841928709917769564936843120860603
f(z) = 67/27*z^3 - 121/27*z + 1
*
0 | 0.090301788791759893039141460674228652404 | 0.018765238844381594726065626427368972647
f(z) = 67/28*z^3 - 123/28*z + 1
*
0 | 0.11593021469903076680326547421342024704 | 0.024010497454501342906358444656044819322
f(z) = 67/29*z^3 - 125/29*z + 1
*
0 | 0.082707586772658767569929493443276548160 | 0.017073574016961279584655065591922129234
f(z) = 67/30*z^3 - 127/30*z + 1
*
0 | 0.11584495318257115028504455826666515195 | 0.023837330239043904593622772599075702500
f(z) = 67/31*z^3 - 129/31*z + 1
*
0 | 0.090129958120619051236318741556607363742 | 0.018487448229364781442221734859522788630
f(z) = 67/32*z^3 - 131/32*z + 1
*
[ 4/3 ] 
f(z) = 67/32*z^3 - 125/36*z + 1
*
0 | 0.095415393639247271762202887225937803103 | 0.019510957426048343984816269981455188506
f(z) = 67/33*z^3 - 133/33*z + 1
*
0 | 0.10288041302424405891344148656759421139 | 0.020973425072223077758817829792542686973
f(z) = 67/34*z^3 - 135/34*z + 1
*
0 | 0.11567243739162217743694310710231339848 | 0.023510749154409036714802191161494240629
f(z) = 67/35*z^3 - 137/35*z + 1
*
0 | 0.076394954860198906211329411600739781491 | 0.015481884370139918527846490303395277147
f(z) = 67/36*z^3 - 139/36*z + 1
*
0 | 0.10274279168438456470932473821263104084 | 0.021386832140759150634491191891502810959
f(z) = 68/27*z^3 - 122/27*z + 1
*
0 | 0.11622266486953745671121657860985862313 | 0.024031408239971216542734725538731223731
f(z) = 68/29*z^3 - 126/29*z + 1
*
0 | 0.11613879878494470087912418007470039874 | 0.023859882239575018926840485974029906419
f(z) = 68/31*z^3 - 130/31*z + 1
*
0 | 0.095710656942428801110663064195172309702 | 0.019541402098000032950397513773213511219
f(z) = 68/33*z^3 - 134/33*z + 1
*
0 | 0.11596914136479561485621785432105489128 | 0.023536263560802553603706516728422599006
f(z) = 68/35*z^3 - 138/35*z + 1
*
[ 3/2 ] 
f(z) = 68/39*z^3 - 140/39*z + 1
*
0 | 0.10379779514006249963023954642736048855 | 0.021643521365912138921303231400552379861
f(z) = 69/26*z^3 - 121/26*z + 1
*
0 | 0.090880774286178973142719991792398492218 | 0.018822466647943288015526866599237288240
f(z) = 69/28*z^3 - 125/28*z + 1
*
0 | 0.11651055719994618185835119045208446904 | 0.024051622103043672136832170914384158168
f(z) = 69/29*z^3 - 127/29*z + 1
*
0 | 0.11642804145155201087501628586428129977 | 0.023881708520282629866638318809551170751
f(z) = 69/31*z^3 - 131/31*z + 1
*
0 | 0.090714435476104399588454747302753507358 | 0.018549684919753430151380796279533741040
f(z) = 69/32*z^3 - 133/32*z + 1
*
0 | 0.10346770179530170059954514500556300142 | 0.021030102220952441798084636336680525499
f(z) = 69/34*z^3 - 137/34*z + 1
*
0 | 0.11626114883727319929966337856131501288 | 0.023561001722327665720682283721731476876
f(z) = 69/35*z^3 - 139/35*z + 1
*
0 | 0.10331154107898168014672415188897208613 | 0.021432677670980433701114038870547815741
f(z) = 70/27*z^3 - 124/27*z + 1
*
0 | 0.11679403193102238557629300502022846783 | 0.024071167238901891197798709070035119267
f(z) = 70/29*z^3 - 128/29*z + 1
*
0 | 0.11671282358106555849537727718625347640 | 0.023902838049028201174811772589062691634
f(z) = 70/31*z^3 - 132/31*z + 1
*
0 | 0.096287380756283432994303516885078320206 | 0.019599866670027017736556065171855415625
f(z) = 70/33*z^3 - 136/33*z + 1
*
0 | 0.11723141956299549402236902964443582113 | 0.024444649625207592798699985837705094377
f(z) = 71/25*z^3 - 121/25*z + 1
*
0 | 0.10435667119802144597126482692780533631 | 0.021685925453274789995346633162681486146
f(z) = 71/26*z^3 - 123/26*z + 1
*
0 | 0.10358948418098956285825265177724040043 | 0.021454588458219697635323206481429702578
f(z) = 71/27*z^3 - 125/27*z + 1
*
0 | 0.091442167429746597455437160767905251612 | 0.018876679574445716801632932701400949386
f(z) = 71/28*z^3 - 127/28*z + 1
*
0 | 0.11707322291261915598638483409868419392 | 0.024090070391924216604064723306008084111
f(z) = 71/29*z^3 - 129/29*z + 1
*
0 | 0.083853244627313475634007832270327805667 | 0.017199969369086740293997581064708272116
f(z) = 71/30*z^3 - 131/30*z + 1
*
0 | 0.11699328104535233122040349775422453723 | 0.023923298312219652581359482281909547772
f(z) = 71/31*z^3 - 133/31*z + 1
*
0 | 0.091280976666281853560080079408409400052 | 0.018608738712765997571528942342032701271
f(z) = 71/32*z^3 - 135/32*z + 1
*
[ 4/3 ] 
f(z) = 71/32*z^3 - 133/36*z + 1
*
0 | 0.096568090240073675420008703282134669179 | 0.019627736711970983427660115227466251004
f(z) = 71/33*z^3 - 137/33*z + 1
*
0 | 0.10403687622213711043400273861090976031 | 0.021083681387720008260794095763819598153
f(z) = 71/34*z^3 - 139/34*z + 1
*
[ 1/6 ] 
f(z) = 72/25*z^3 - 127/25*z + 1
*
0 | 0.11750405240041130302036421199656344241 | 0.024459520744446638819685669481212299688
f(z) = 72/25*z^3 - 122/25*z + 1
*
0 | 0.11734825798717660293964193053201134219 | 0.024108356947775327884413307910561679667
f(z) = 72/29*z^3 - 130/29*z + 1
*
0 | 0.11726954358353061549491063049228766547 | 0.023943115408696288974193930198400340894
f(z) = 72/31*z^3 - 134/31*z + 1
*
7/6 | 0.14140870685879929399464355612123614166 | 0.029144234303387269668733288144255058327
f(z) = 72/35*z^3 - 128/35*z + 1
*
0 | 0.066089061734737589554630441379935315378 | 0.013780639731111133337964390177456862133
f(z) = 73/24*z^3 - 121/24*z + 1
*
0 | 0.11777272356648061206856905915300599850 | 0.024473859451165211776756976355866792862
f(z) = 73/25*z^3 - 123/25*z + 1
*
0 | 0.10489914573938944503393691774846558212 | 0.021725834617780907639771983289101391292
f(z) = 73/26*z^3 - 125/26*z + 1
*
0 | 0.10413313756143091283404208232070412036 | 0.021496514420866196685883816711996713317
f(z) = 73/27*z^3 - 127/27*z + 1
*
0 | 0.091987008067404125739501182266612101658 | 0.018928098538298714196771930759205079015
f(z) = 73/28*z^3 - 129/28*z + 1
*
0 | 0.11761925934480725456330909707740490051 | 0.024126051018500336124078965938639299494
f(z) = 73/29*z^3 - 131/29*z + 1
*
0 | 0.084400485512789471162201632258648909396 | 0.017258580788378084054829895649827401444
f(z) = 73/30*z^3 - 133/30*z + 1
*
0 | 0.11754173516664151127942801781549861583 | 0.023962314136469304044546420078926132100
f(z) = 73/31*z^3 - 135/31*z + 1
*
0 | 0.091830652932057693104146329043581134842 | 0.018664839217156289017130109624962769136
f(z) = 73/32*z^3 - 137/32*z + 1
*
[ 4/3 ] 
f(z) = 73/32*z^3 - 137/36*z + 1
*
0 | 0.097120031304015750093380501207810848687 | 0.019681942314446001242543650283916256145
f(z) = 73/33*z^3 - 139/33*z + 1
*
0 | 0.11803754672761965289806199852479908623 | 0.024487687103150311400504089053449066569
f(z) = 74/25*z^3 - 124/25*z + 1
*
0 | 0.10439908354588679510910368142089097511 | 0.021516577157857636677086444727186071219
f(z) = 74/27*z^3 - 128/27*z + 1
*
0 | 0.11788634385246325740327768942233857928 | 0.024143175521242535250147584815486433496
f(z) = 74/29*z^3 - 132/29*z + 1
*
0 | 0.11780997433553383310826784127755667269 | 0.023980918072954076478947802919507183993
f(z) = 74/31*z^3 - 136/31*z + 1
*
0 | 0.097389441726870762045340158062552161238 | 0.019707909516335831727200597798877899565
f(z) = 74/33*z^3 - 140/33*z + 1
*
0 | 0.11837240674841812234391301720736301677 | 0.024682563932468202129366459038427562146
f(z) = 75/23*z^3 - 121/23*z + 1
*
0 | 0.10542615564696143888868756619960030118 | 0.021763436003879582008732913905629798146
f(z) = 75/26*z^3 - 127/26*z + 1
*
0 | 0.092516246301277266953699075054029357481 | 0.018976923428512481053240931115549414944
f(z) = 75/28*z^3 - 131/28*z + 1
*
-7/5 | 0.14497838192280758727009775827429924658 | 0.029928320136123396791265376156006554069
f(z) = 75/28*z^3 - 127/28*z + 1
*
0 | 0.11814962335942845788034952595574608607 | 0.024159752251142536802216638421109364430
f(z) = 75/29*z^3 - 133/29*z + 1
*
0 | 0.11807437451429606450225360120782018612 | 0.023998949649265547987119900766124157992
f(z) = 75/31*z^3 - 137/31*z + 1
*
[ 1/5 ] 
f(z) = 75/31*z^3 - 127/31*z + 1
*
0 | 0.092364442052533714115313462866488083705 | 0.018718194341323192963241612542742484739
f(z) = 75/32*z^3 - 139/32*z + 1
*
[ 1/5 ] 
f(z) = 75/32*z^3 - 131/32*z + 1
*
[ 1/5 ] 
f(z) = 75/34*z^3 - 139/34*z + 1
*
[ -3/2 ] 
f(z) = 76/21*z^3 - 136/21*z + 1
*
0 | 0.11862881072715394133681194673692807872 | 0.024693649262258968795255098925839984536
f(z) = 76/23*z^3 - 122/23*z + 1
*
0 | 0.11855607981874387841951585313533148344 | 0.024513889409204230953300430678653908521
f(z) = 76/25*z^3 - 126/25*z + 1
*
0 | 0.10491976598315911573160488882513039438 | 0.021555012512205030406435749629542384388
f(z) = 76/27*z^3 - 130/27*z + 1
*
0 | 0.11840920498115463377127658881553480510 | 0.024175801948920703937716703400059379449
f(z) = 76/29*z^3 - 134/29*z + 1
*
0 | 0.11833504430133456450338739596347017527 | 0.024016430219090509239124047964505642993
f(z) = 76/31*z^3 - 138/31*z + 1
*
0 | 0.11888170902860888283161456689054738887 | 0.024704313103858333877839812854911241765
f(z) = 77/23*z^3 - 123/23*z + 1
*
0 | 0.063321959912281955335372252084027905849 | 0.013114715272761357050578421225996068926
f(z) = 77/24*z^3 - 125/24*z + 1
*
0 | 0.11880999399181847484090602149677396431 | 0.024526301703734595794561506081783669004
f(z) = 77/25*z^3 - 127/25*z + 1
*
0 | 0.10593855962257195307072774164977101068 | 0.021798898971386694534217772484970513129
f(z) = 77/26*z^3 - 129/26*z + 1
*
0 | 0.10517470939870096660741060938104631900 | 0.021573426145885959788785372093588676662
f(z) = 77/27*z^3 - 131/27*z + 1
*
0 | 0.11866519136326255872207404211790135071 | 0.024191344363595274406733485994091742727
f(z) = 77/29*z^3 - 135/29*z + 1
*
0 | 0.085448620159415727560783575337554760361 | 0.017367673055568426778487776869142795320
f(z) = 77/30*z^3 - 137/30*z + 1
*
0 | 0.11859208773998937288975816377586831230 | 0.024033380122599668460007568142211190012
f(z) = 77/31*z^3 - 139/31*z + 1
*
0 | 0.11913119633319646576828839469257051061 | 0.024714572107831472402005092724474582702
f(z) = 78/23*z^3 - 124/23*z + 1
*
0 | 0.11906046913227750845470044538656974559 | 0.024538278340435752238979278028961067926
f(z) = 78/25*z^3 - 128/25*z + 1
*
0 | 0.11891768092735205941134137857661789479 | 0.024206398310744535704574952713020734753
f(z) = 78/29*z^3 - 136/29*z + 1
*
0 | 0.11884560457039436378563482051618898865 | 0.024049818745817118097560058228157766840
f(z) = 78/31*z^3 - 140/31*z + 1
*
0 | 0.099103068669277310361230667084380330290 | 0.020664594862315009117532992771457772670
f(z) = 79/21*z^3 - 121/21*z + 1
*
0 | 0.10657668094335480962810254158642554074 | 0.022147256437582342760991900894351421734
f(z) = 79/22*z^3 - 123/22*z + 1
*
0 | 0.11937736353229339305973313922171259819 | 0.024724442119412168269721215236593997848
f(z) = 79/23*z^3 - 125/23*z + 1
*
0 | 0.070474319956120295127522722879952243454 | 0.014548224232116002642829599879721972419
f(z) = 79/24*z^3 - 127/24*z + 1
*
0 | 0.11930759727811770892483634528612405256 | 0.024549835950671547328494854219130098122
f(z) = 79/25*z^3 - 129/25*z + 1
*
0 | 0.10643714666480055442603793646107702965 | 0.021832377154923404532906633504420244525
f(z) = 79/26*z^3 - 131/26*z + 1
*
0 | 0.10567428654660840446386020151628281041 | 0.021608740761834741717962425130866969746
f(z) = 79/27*z^3 - 133/27*z + 1
*
0 | 0.093531326235254066494669050810600885518 | 0.019067499877148434238803472146385235022
f(z) = 79/28*z^3 - 135/28*z + 1
*
0 | 0.11916676810010803801080044501189293451 | 0.024220981726682210575753598438311818817
f(z) = 79/29*z^3 - 137/29*z + 1
*
0 | 0.085952240163681283081851410403547521252 | 0.017418724129149189167968437930427598285
f(z) = 79/30*z^3 - 139/30*z + 1
*
1/2 | 0.14243169294635335590315691684133327238 | 0.028864615534808822462237141799190408209
f(z) = 62/27*z^3 - 139/54*z + 1
*
[ 3/10 ] 
f(z) = 62/27*z^3 - 127/50*z + 1
*
2/3 | 0.14489421266904801141779607838953259923 | 0.029720686787280148286492914282125574114
f(z) = 63/25*z^3 - 131/50*z + 1
*
[ -4/3 ] 
f(z) = 63/26*z^3 - 133/52*z + 1
*
[ 8/7 ] 
f(z) = 63/32*z^3 - 137/56*z + 1
*
[ 4/13 ] 
f(z) = 65/32*z^3 - 127/52*z + 1
*
[ -3/2 ] 
f(z) = 67/36*z^3 - 121/48*z + 1
*
[ -3/2 ] 
f(z) = 71/36*z^3 - 133/48*z + 1
*
2/3 | 0.13167276917885278772588461912296584738 | 0.026494510204253838592632813738425988611
f(z) = 72/25*z^3 - 139/50*z + 1
*
[ 5/18 ] 
f(z) = 72/25*z^3 - 127/45*z + 1
*
[ -3/2 ] 
f(z) = 73/36*z^3 - 139/48*z + 1
*
1/2 | 0.14642489169570918537009509537067955471 | 0.029301315148138716878909128844815111272
f(z) = 74/21*z^3 - 121/42*z + 1
*
[ 3/10 ] 
f(z) = 74/27*z^3 - 129/50*z + 1
*
-16/15 | 0.14142835511604470120358211011367717234 | 0.025398635989658680654185820025533286790
f(z) = 75/32*z^3 - 131/48*z + 1
*
[ 16/15 ] 
f(z) = 75/32*z^3 - 125/48*z + 1
*
[ -5/4 ] 
f(z) = 78/25*z^3 - 123/40*z + 1
*
[ -6/5 ] 
f(z) = 61/24*z^3 - 137/75*z + 1
*
[ 3/8 ] 
f(z) = 61/27*z^3 - 127/64*z + 1
*
[ 10/21 ] 
f(z) = 63/20*z^3 - 127/70*z + 1
*
[ 8/9 ] 
f(z) = 63/32*z^3 - 121/72*z + 1
*
[ -9/8 ] 
f(z) = 64/21*z^3 - 124/63*z + 1
*
[ 3/4 ] 
f(z) = 64/23*z^3 - 131/69*z + 1
*
[ 15/16 ] 
f(z) = 64/25*z^3 - 139/60*z + 1
*
[ 3/4 ] 
f(z) = 64/25*z^3 - 133/75*z + 1
*
[ 6/13 ] 
f(z) = 65/27*z^3 - 131/78*z + 1
*
[ 2/5 ] 
f(z) = 65/28*z^3 - 131/70*z + 1
*
3/5 | 0.14911757920185096331718581533126146047 | 0.024716633198951804092531463757104399332
f(z) = 65/36*z^3 - 139/60*z + 1
*
[ 6/13 ] 
f(z) = 65/36*z^3 - 121/78*z + 1
*
[ 3/8 ] 
f(z) = 67/27*z^3 - 129/64*z + 1
*
[ 2/3 ] 
f(z) = 69/22*z^3 - 125/66*z + 1
*
[ 5/6 ] 
f(z) = 69/25*z^3 - 127/60*z + 1
*
[ 2/3 ] 
f(z) = 69/26*z^3 - 131/78*z + 1
*
[ 3/5 ] 
f(z) = 71/27*z^3 - 121/75*z + 1
*
[ 5/12 ] 
f(z) = 72/35*z^3 - 123/70*z + 1
*
[ 3/8 ] 
f(z) = 73/27*z^3 - 131/64*z + 1
*
[ 3/5 ] 
f(z) = 74/27*z^3 - 124/75*z + 1
*
[ 2/3 ] 
f(z) = 75/22*z^3 - 133/66*z + 1
*
[ 3/5 ] 
f(z) = 75/22*z^3 - 125/66*z + 1
*
[ 3/5 ] 
f(z) = 75/23*z^3 - 127/69*z + 1
*
[ 2/5 ] 
f(z) = 75/37*z^3 - 135/74*z + 1
*
[ 3/5 ] 
f(z) = 77/27*z^3 - 127/75*z + 1
*
[ 5/13 ] 
f(z) = 78/25*z^3 - 134/65*z + 1
*
[ 3/8 ] 
f(z) = 79/27*z^3 - 133/64*z + 1
*
[ 3/4 ] 
f(z) = 64/29*z^3 - 137/87*z + 1
*
[ 3/4 ] 
f(z) = 64/31*z^3 - 139/93*z + 1
*
[ 5/8 ] 
f(z) = 68/25*z^3 - 133/80*z + 1
*
[ 3/5 ] 
f(z) = 75/28*z^3 - 137/84*z + 1
*
[ 3/5 ] 
f(z) = 75/29*z^3 - 139/87*z + 1
*
[ 2 ] 
f(z) = 61/20*z^3 - 117/10*z + 1
*
[ -2 ] 
f(z) = 61/20*z^3 - 107/10*z + 1
*
[ 2 ] 
f(z) = 61/28*z^3 - 115/14*z + 1
*
[ -2 ] 
f(z) = 61/28*z^3 - 101/14*z + 1
*
[ 4 ] 
f(z) = 61/32*z^3 - 119/4*z + 1
*
[ -4 ] 
f(z) = 61/32*z^3 - 117/4*z + 1
*
[ 2 ] 
f(z) = 61/36*z^3 - 113/18*z + 1
*
[ -2 ] 
f(z) = 63/20*z^3 - 111/10*z + 1
*
[ 8/3 ] 
f(z) = 63/32*z^3 - 107/8*z + 1
*
[ -8/3 ] 
f(z) = 63/32*z^3 - 101/8*z + 1
*
[ -15/8 ] 
f(z) = 64/25*z^3 - 112/15*z + 1
*
[ 15/8 ] 
f(z) = 64/27*z^3 - 118/15*z + 1
*
[ 21/8 ] 
f(z) = 64/27*z^3 - 110/7*z + 1
*
[ 9/4 ] 
f(z) = 64/27*z^3 - 103/9*z + 1
*
2/5 | 0.18360567757448741171660858196644450056 | 0.027306700336521609507253155896801837214
f(z) = 65/24*z^3 - 104/15*z + 1
*
[ -2 ] 
f(z) = 65/28*z^3 - 109/14*z + 1
*
[ -2 ] 
f(z) = 65/36*z^3 - 103/18*z + 1
*
[ 5/3 ] 
f(z) = 66/25*z^3 - 104/15*z + 1
*
[ -2 ] 
f(z) = 67/20*z^3 - 119/10*z + 1
*
[ -2 ] 
f(z) = 67/28*z^3 - 113/14*z + 1
*
[ -2 ] 
f(z) = 67/36*z^3 - 107/18*z + 1
*
[ 5/3 ] 
f(z) = 69/25*z^3 - 109/15*z + 1
*
[ -2 ] 
f(z) = 69/28*z^3 - 117/14*z + 1
*
[ -2 ] 
f(z) = 71/36*z^3 - 115/18*z + 1
*
[ -2 ] 
f(z) = 73/36*z^3 - 119/18*z + 1
*
3/2 | 0.23240988274648882600954188806372930761 | 0.028842091242091039601020227439310036612
f(z) = 76/27*z^3 - 117/19*z + 1
*
[ -5/3 ] 
f(z) = 78/25*z^3 - 106/15*z + 1
*
0 | 0.11402670615583700716808393617564163216 | 0.024451205184560909469960611555756203454
f(z) = 60/23*z^3 - 106/23*z + 1
*
0 | 0.11374211301166691133668134510232908509 | 0.023841884753471095471477774810948699232
f(z) = 60/29*z^3 - 118/29*z + 1
*
0 | 0.088816784440485994996395639417898893128 | 0.019244737838671898597463227204962699127
f(z) = 61/20*z^3 - 101/20*z + 1
*
0 | 0.094098427615017342510353321501065444794 | 0.020302897505763517362491656163348193472
f(z) = 61/21*z^3 - 103/21*z + 1
*
0 | 0.10156094373646814399994291400605912131 | 0.021822477222658459868925864002822620467
f(z) = 61/22*z^3 - 105/22*z + 1
*
0 | 0.11435044939789895016007974065858355031 | 0.024471354172994619173002467589544145588
f(z) = 61/23*z^3 - 107/23*z + 1
*
0 | 0.056244894884215692722411845518435407378 | 0.011989069302933538668292167491666041905
f(z) = 61/24*z^3 - 109/24*z + 1
*
0 | 0.11425808220530815135481634686288683143 | 0.024261036095164983869971741290205797289
f(z) = 61/25*z^3 - 111/25*z + 1
*
0 | 0.10137620514223683337665299274998098253 | 0.021444444380247604571269282670094739621
f(z) = 61/26*z^3 - 113/26*z + 1
*
0 | 0.10060183292053068186623443536175165153 | 0.021201954042540325810433719875352642361
f(z) = 61/27*z^3 - 115/27*z + 1
*
0 | 0.088447273570312276188105903877309116574 | 0.018572877593575029097895862030443268815
f(z) = 61/28*z^3 - 117/28*z + 1
*
0 | 0.11407102815336418422351661846608723429 | 0.023868608609462047432392419997967192625
f(z) = 61/29*z^3 - 119/29*z + 1
*
[ 4/3 ] 
f(z) = 61/32*z^3 - 113/36*z + 1
*
0 | 0.094414990941835862267797068795994962061 | 0.020328820935225487506925123539899619915
f(z) = 62/21*z^3 - 104/21*z + 1
*
0 | 0.11466861976398712623063532342063972934 | 0.024490689004976258936576786868357800120
f(z) = 62/23*z^3 - 108/23*z + 1
*
0 | 0.11457788659277889593270830726309032585 | 0.024282698739171363902811648747933583874
f(z) = 62/25*z^3 - 112/25*z + 1
*
0 | 0.10092329921687322251587031999362716640 | 0.021230963368633179387286842824418616670
f(z) = 62/27*z^3 - 116/27*z + 1
*
0 | 0.11439418519259630988225814278494666052 | 0.023894387988253954354506280105620015162
f(z) = 62/29*z^3 - 120/29*z + 1
*
[ 4/3 ] 
f(z) = 63/20*z^3 - 107/20*z + 1
*
0 | 0.089443022621076258858383609924544747375 | 0.019298436402263408360592798378126943737
f(z) = 63/20*z^3 - 103/20*z + 1
*
0 | 0.10219031483077313832177036457229702633 | 0.021869047305376152874323577533264444015
f(z) = 63/22*z^3 - 107/22*z + 1
*
0 | 0.11498140622756499326684747517542286518 | 0.024509247473016296259271341026387226492
f(z) = 63/23*z^3 - 109/23*z + 1
*
[ 5/21 ] 
f(z) = 63/25*z^3 - 117/35*z + 1
*
0 | 0.11489225011928822466316909283727567024 | 0.024303538132520488821738537044460163180
f(z) = 63/25*z^3 - 113/25*z + 1
*
0 | 0.10201199884185516369761350300394965111 | 0.021499148161059975592110866119361576325
f(z) = 63/26*z^3 - 115/26*z + 1
*
1/3 | 0.12442450388073160309068772813516042266 | 0.026846122868612220347069268572587146856
f(z) = 63/32*z^3 - 103/32*z + 1
*
0 | 0.095032309143750854790746686279084506357 | 0.020378160243099581602739785328353259486
f(z) = 64/21*z^3 - 106/21*z + 1
*
0 | 0.11528898829219430649637094214072397748 | 0.024527065176403233847656922445731715044
f(z) = 64/23*z^3 - 110/23*z + 1
*
0 | 0.11520135522258277351897891556936007446 | 0.024323591267936505006198248311448992647
f(z) = 64/25*z^3 - 114/25*z + 1
*
1/4 | 0.13756768457590076816138727950769586473 | 0.029620177879801948319450922182898606080
f(z) = 64/25*z^3 - 104/25*z + 1
*
0 | 0.10154991934858609911290937388537036029 | 0.021286236115421292430461428547363796947
f(z) = 64/27*z^3 - 118/27*z + 1
*
[ 11/8 ] 
f(z) = 64/33*z^3 - 112/33*z + 1
*
[ 1/4 ] 
f(z) = 64/35*z^3 - 109/35*z + 1
*
[ 1/4 ] 
f(z) = 64/37*z^3 - 115/37*z + 1
*
[ -13/8 ] 
f(z) = 64/39*z^3 - 106/39*z + 1
*
0 | 0.095333408699783594014544271986274789389 | 0.020401647926135003577124312084011400018
f(z) = 65/21*z^3 - 107/21*z + 1
*
0 | 0.10279896561821796788766768066327380162 | 0.021912458465853943267735192304759754654
f(z) = 65/22*z^3 - 109/22*z + 1
*
0 | 0.11559153661508476840830911152514596144 | 0.024544175676562092931007085203278755759
f(z) = 65/23*z^3 - 111/23*z + 1
*
0 | 0.063827866887995302863786328950416087893 | 0.013501720048299511002324093942316859201
f(z) = 65/24*z^3 - 113/24*z + 1
*
0 | 0.10185543488476944337859582280461227093 | 0.021312576465450306961773902898480455828
f(z) = 65/27*z^3 - 119/27*z + 1
*
0 | 0.11588921358005531057160773810355779022 | 0.024560610639342380040750432869319675089
f(z) = 66/23*z^3 - 112/23*z + 1
*
0 | 0.11580447527543668059583275734416741112 | 0.024361476404107945278625803388513176228
f(z) = 66/25*z^3 - 116/25*z + 1
*
0 | 0.090635265996600267793090994637754930301 | 0.019396230678977407864461734945763688932
f(z) = 67/20*z^3 - 107/20*z + 1
*
0 | 0.095921288801856315138859024012240714329 | 0.020446424185511115298165549349821375624
f(z) = 67/21*z^3 - 109/21*z + 1
*
0 | 0.10338821903264134054076247618417418197 | 0.021952979302230973361363874688588028185
f(z) = 67/22*z^3 - 111/22*z + 1
*
0 | 0.11618217382476268297382089859508194548 | 0.024576399965511760399575149550749333488
f(z) = 67/23*z^3 - 113/23*z + 1
*
0 | 0.067272356068727581558713316585334752556 | 0.014177727783839339464183748600697388195
f(z) = 67/24*z^3 - 115/24*z + 1
*
0 | 0.11609881218658174108584183731837053203 | 0.024379372483275817181383121130036526604
f(z) = 67/25*z^3 - 117/25*z + 1
*
0 | 0.10322149269161685331764865287878449787 | 0.021598415031625966683203188937848225535
f(z) = 67/26*z^3 - 119/26*z + 1
*
[ -3/2 ] 
f(z) = 68/21*z^3 - 118/21*z + 1
*
0 | 0.096207333273436091564739482389517459242 | 0.020467553481040287259506336409840695324
f(z) = 68/21*z^3 - 110/21*z + 1
*
0 | 0.11647056472651683434372912005957896764 | 0.024591571910589750450958266827116665929
f(z) = 68/23*z^3 - 114/23*z + 1
*
0 | 0.11638853563911897874614971727399432023 | 0.024396610717514144542360569437739579550
f(z) = 68/25*z^3 - 118/25*z + 1
*
5/4 | 0.17946350679053989128647838977833074573 | 0.028831524168282628201036483186869970377
f(z) = 68/25*z^3 - 101/20*z + 1
*
6/17 | 0.20920136859948397386618650244522577469 | 0.026252998489727571407339906379754127012
f(z) = 68/27*z^3 - 107/34*z + 1
*
0 | 0.091203756299639678501703008177080361369 | 0.019440842714973259760389826540122847584
f(z) = 69/20*z^3 - 109/20*z + 1
*
0 | 0.10395927503826033695500259131446888136 | 0.021990849709169209220475424050170544524
f(z) = 69/22*z^3 - 113/22*z + 1
*
0 | 0.11667378828970962388693182268473507758 | 0.024413218963242813315899194582884275670
f(z) = 69/25*z^3 - 119/25*z + 1
*
0 | 0.11703419436405940417335870553898249322 | 0.024620169105662959872414895371485633898
f(z) = 70/23*z^3 - 116/23*z + 1
*
[ 6/5 ] 
f(z) = 70/27*z^3 - 107/30*z + 1
*
0 | 0.091755296094004649588730164661470663473 | 0.019482897905280781001051464967299661364
f(z) = 71/20*z^3 - 111/20*z + 1
*
0 | 0.097043798123771102384172327845131790778 | 0.020527995976899599917303835426960643660
f(z) = 71/21*z^3 - 113/21*z + 1
*
0 | 0.10451322543438362926312316499681702219 | 0.022026284593123389760736871849088283390
f(z) = 71/22*z^3 - 115/22*z + 1
*
0 | 0.11730969541945402802847331540783210040 | 0.024633643589172269852205991981295023598
f(z) = 71/23*z^3 - 117/23*z + 1
*
0 | 0.068402411232318140742026417360302715013 | 0.014312752397152137843790877898486339232
f(z) = 71/24*z^3 - 119/24*z + 1
*
0 | 0.11758115250897115060415031312018372437 | 0.024646599338379173864586928102481497818
f(z) = 72/23*z^3 - 118/23*z + 1
*
[ 1/6 ] 
f(z) = 72/23*z^3 - 117/23*z + 1
*
-7/6 | 0.11736569834128892507479148766084253622 | 0.025323098424816427658997261764613744806
f(z) = 72/35*z^3 - 103/35*z + 1
*
0 | 0.092290867981669572131418438860477406434 | 0.019522592924649880541549393478572853590
f(z) = 73/20*z^3 - 113/20*z + 1
*
0 | 0.097580500723453001148155436368505251078 | 0.020565204745534073354657119481655561550
f(z) = 73/21*z^3 - 115/21*z + 1
*
0 | 0.10505106649407209544826020057762722326 | 0.022059477022973015305804523274185453858
f(z) = 73/22*z^3 - 117/22*z + 1
*
0 | 0.11784868279372848371014025156704701101 | 0.024659057871928122226962824237309231428
f(z) = 73/23*z^3 - 119/23*z + 1
*
0 | 0.097843123663309333961348024363402275976 | 0.020582995111014615221041076581784350445
f(z) = 74/21*z^3 - 116/21*z + 1
*
0 | 0.11811239840908284658308002071108487223 | 0.024671039607986222795604359540644168661
f(z) = 74/23*z^3 - 120/23*z + 1
*
0 | 0.10557370980675169325847069772836514467 | 0.022090600914356397886948768145764030061
f(z) = 75/22*z^3 - 119/22*z + 1
*
-6/5 | 0.16024153302810492289950672615602791549 | 0.029586145220440268933627788390119419702
f(z) = 75/22*z^3 - 107/33*z + 1
*
[ 1/5 ] 
f(z) = 75/26*z^3 - 107/26*z + 1
*
[ 1/5 ] 
f(z) = 75/28*z^3 - 115/28*z + 1
*
[ 1/5 ] 
f(z) = 75/29*z^3 - 119/29*z + 1
*
0 | 0.098356409419851258415092712941582849701 | 0.020616833256058622604994057609051021118
f(z) = 76/21*z^3 - 118/21*z + 1
*
[ -3/2 ] 
f(z) = 76/33*z^3 - 116/33*z + 1
*
[ -3/2 ] 
f(z) = 76/39*z^3 - 106/39*z + 1
*
0 | 0.093317631968246256998709587278066469580 | 0.019595595046699894676256904885109840050
f(z) = 77/20*z^3 - 117/20*z + 1
*
5/6 | 0.18270230162346379808402520503612519960 | 0.029351849404156581651462218444426469677
f(z) = 78/25*z^3 - 101/30*z + 1
*
0 | 0.093810408956187164086834972305142684914 | 0.019629207969076837284196241589820855047
f(z) = 79/20*z^3 - 119/20*z + 1
*
[ -3/2 ] 
f(z) = 61/36*z^3 - 103/48*z + 1
*
1/2 | 0.12779091326177962333960428015997883494 | 0.026511088931739496261329887772721710715
f(z) = 62/21*z^3 - 115/42*z + 1
*
[ 8/21 ] 
f(z) = 63/32*z^3 - 107/56*z + 1
*
[ 12/13 ] 
f(z) = 65/27*z^3 - 111/52*z + 1
*
[ -3/2 ] 
f(z) = 65/36*z^3 - 115/48*z + 1
*
[ -6/5 ] 
f(z) = 73/27*z^3 - 103/50*z + 1
*
[ -5/4 ] 
f(z) = 74/25*z^3 - 113/40*z + 1
*
[ 4/5 ] 
f(z) = 75/22*z^3 - 107/44*z + 1
*
[ 4/5 ] 
f(z) = 75/26*z^3 - 109/52*z + 1
*
14/15 | 0.061739050898193812955276526866399887259 | 0.011389844527612562904844605959048921838
f(z) = 75/28*z^3 - 113/42*z + 1
*
14/15 | 0.081020283743399917723530632309022046102 | 0.014959154691893018815371100016642086358
f(z) = 75/28*z^3 - 107/42*z + 1
*
[ 14/15 ] 
f(z) = 75/28*z^3 - 101/42*z + 1
*
[ 2/5 ] 
f(z) = 75/29*z^3 - 111/58*z + 1
*
[ 5/6 ] 
f(z) = 76/25*z^3 - 104/45*z + 1
*
[ -6/5 ] 
f(z) = 76/27*z^3 - 111/50*z + 1
*
[ 5/11 ] 
f(z) = 77/25*z^3 - 101/55*z + 1
*
[ -6/5 ] 
f(z) = 79/27*z^3 - 119/50*z + 1
*
[ 3/5 ] 
f(z) = 62/27*z^3 - 112/75*z + 1
*
[ 1/2 ] 
f(z) = 62/35*z^3 - 101/70*z + 1
*
[ 1/2 ] 
f(z) = 62/37*z^3 - 105/74*z + 1
*
[ 1/2 ] 
f(z) = 62/39*z^3 - 109/78*z + 1
*
[ 10/21 ] 
f(z) = 63/25*z^3 - 117/70*z + 1
*
-8/9 | 0.11200530300759121449657320898182673561 | 0.017665450433028108527736888230945945257
f(z) = 63/32*z^3 - 103/72*z + 1
*
[ -4/3 ] 
f(z) = 63/34*z^3 - 105/68*z + 1
*
-15/16 | 0.19917110672727244331481113400517873226 | 0.027838129206318408663198976028095025246
f(z) = 64/27*z^3 - 109/60*z + 1
*
[ 4/5 ] 
f(z) = 65/24*z^3 - 119/60*z + 1
*
[ 2/3 ] 
f(z) = 65/32*z^3 - 101/72*z + 1
*
[ 1/2 ] 
f(z) = 66/35*z^3 - 103/70*z + 1
*
[ 1/2 ] 
f(z) = 66/37*z^3 - 107/74*z + 1
*
[ 2/3 ] 
f(z) = 67/32*z^3 - 103/72*z + 1
*
[ 3/5 ] 
f(z) = 68/27*z^3 - 118/75*z + 1
*
[ 1/2 ] 
f(z) = 70/33*z^3 - 101/66*z + 1
*
[ 1/2 ] 
f(z) = 70/37*z^3 - 109/74*z + 1
*
[ 1/2 ] 
f(z) = 70/39*z^3 - 113/78*z + 1
*
[ 2/3 ] 
f(z) = 71/32*z^3 - 107/72*z + 1
*
[ 2/3 ] 
f(z) = 72/37*z^3 - 101/74*z + 1
*
[ 2/3 ] 
f(z) = 73/32*z^3 - 109/72*z + 1
*
[ 1/2 ] 
f(z) = 74/33*z^3 - 103/66*z + 1
*
[ 1/2 ] 
f(z) = 74/35*z^3 - 107/70*z + 1
*
[ 1/2 ] 
f(z) = 74/39*z^3 - 115/78*z + 1
*
[ 2/5 ] 
f(z) = 75/31*z^3 - 117/62*z + 1
*
[ 4/5 ] 
f(z) = 75/34*z^3 - 113/68*z + 1
*
[ 4/5 ] 
f(z) = 75/38*z^3 - 115/76*z + 1
*
[ 2/3 ] 
f(z) = 77/32*z^3 - 113/72*z + 1
*
[ 1/2 ] 
f(z) = 78/31*z^3 - 101/62*z + 1
*
[ 1/2 ] 
f(z) = 78/35*z^3 - 109/70*z + 1
*
[ 1/2 ] 
f(z) = 78/37*z^3 - 113/74*z + 1
*
[ 2/3 ] 
f(z) = 79/32*z^3 - 115/72*z + 1
*
[ -2 ] 
f(z) = 61/36*z^3 - 95/18*z + 1
*
[ -9/4 ] 
f(z) = 64/27*z^3 - 95/9*z + 1
*
3/2 | 0.088636657441507904023640669363110517853 | 0.011489353604543847472401700530777409420
f(z) = 64/27*z^3 - 83/16*z + 1
*
[ -5/3 ] 
f(z) = 66/25*z^3 - 86/15*z + 1
*
[ 5/2 ] 
f(z) = 68/25*z^3 - 82/5*z + 1
*
[ -5/3 ] 
f(z) = 69/25*z^3 - 91/15*z + 1
*
[ 5/2 ] 
f(z) = 72/25*z^3 - 87/5*z + 1
*
[ -5/2 ] 
f(z) = 72/25*z^3 - 83/5*z + 1
*
[ 5/2 ] 
f(z) = 76/25*z^3 - 92/5*z + 1
*
[ -5/2 ] 
f(z) = 76/25*z^3 - 88/5*z + 1
*
-2 | 0.092708884292073727833005022787229024941 | 0.016037536354761921404066339515969113844
f(z) = 77/32*z^3 - 81/8*z + 1
*
-2 | 0.093230747871817632559228929716081159119 | 0.016060048279845400197731667328992037724
f(z) = 79/32*z^3 - 83/8*z + 1
*
4/3 | 0.19897949015947796015818552656097140832 | 0.029811620341600751300878647679937039384
f(z) = 63/32*z^3 - 99/28*z + 1
*
[ 1/3 ] 
f(z) = 63/37*z^3 - 81/37*z + 1
*
[ 1/3 ] 
f(z) = 63/38*z^3 - 83/38*z + 1
*
[ 1/4 ] 
f(z) = 64/27*z^3 - 85/27*z + 1
*
[ 1/4 ] 
f(z) = 64/29*z^3 - 91/29*z + 1
*
[ 1/4 ] 
f(z) = 64/31*z^3 - 97/31*z + 1
*
[ -3/2 ] 
f(z) = 64/33*z^3 - 89/33*z + 1
*
[ 5/4 ] 
f(z) = 64/35*z^3 - 93/35*z + 1
*
7/8 | 0.10823482461338223215170831125888646227 | 0.024113074817829621665491866140219947503
f(z) = 64/35*z^3 - 89/35*z + 1
*
-5/4 | 0.065839778916470623698261334753136432762 | 0.014781016058592374703653056885292124723
f(z) = 64/35*z^3 - 86/35*z + 1
*
-6/5 | 0.18601712581499895776670597592778287206 | 0.029951554359963752076700234027434259257
f(z) = 65/36*z^3 - 83/30*z + 1
*
5/6 | 0.18253151839738984262928362261898966151 | 0.029823962121872936314528956114497698236
f(z) = 66/25*z^3 - 91/30*z + 1
*
[ 5/4 ] 
f(z) = 68/25*z^3 - 81/20*z + 1
*
[ -3/2 ] 
f(z) = 68/33*z^3 - 98/33*z + 1
*
[ -3/2 ] 
f(z) = 68/39*z^3 - 88/39*z + 1
*
2/3 | 0.11764452767300677713418983912995042875 | 0.022060890932703733689009546187580350902
f(z) = 69/20*z^3 - 91/30*z + 1
*
2/3 | 0.14370470954568068495850388482537902949 | 0.024754757695582528127508606042650648213
f(z) = 69/32*z^3 - 83/24*z + 1
*
[ 7/6 ] 
f(z) = 72/35*z^3 - 93/35*z + 1
*
5/6 | 0.10923088643395563078459179085749421759 | 0.024156566494146147090824103828989567225
f(z) = 72/35*z^3 - 92/35*z + 1
*
[ 1/3 ] 
f(z) = 72/37*z^3 - 82/37*z + 1
*
[ -4/3 ] 
f(z) = 73/32*z^3 - 83/36*z + 1
*
[ 1/5 ] 
f(z) = 75/22*z^3 - 91/22*z + 1
*
[ 1/5 ] 
f(z) = 75/23*z^3 - 95/23*z + 1
*
[ -7/5 ] 
f(z) = 75/28*z^3 - 99/28*z + 1
*
4/5 | 0.11077189131327554997631100911835387612 | 0.025068089380239182279813547273249017353
f(z) = 75/28*z^3 - 83/28*z + 1
*
[ 5/4 ] 
f(z) = 76/25*z^3 - 91/20*z + 1
*
[ 6/19 ] 
f(z) = 76/27*z^3 - 93/38*z + 1
*
1/2 | 0.13324307743764939554359670225230101533 | 0.029991793130958268910995935697187947233
f(z) = 76/33*z^3 - 85/33*z + 1
*
6/11 | 0.15016298308603044244423630822623024027 | 0.022273754040304587759343231618230650597
f(z) = 77/24*z^3 - 92/33*z + 1
*
[ 3/11 ] 
f(z) = 77/27*z^3 - 95/33*z + 1
*
[ -4/3 ] 
f(z) = 77/32*z^3 - 91/36*z + 1
*
[ -4/3 ] 
f(z) = 79/32*z^3 - 95/36*z + 1
*
[ -5/4 ] 
f(z) = 62/25*z^3 - 83/40*z + 1
*
[ 1/2 ] 
f(z) = 62/25*z^3 - 81/50*z + 1
*
[ 3/7 ] 
f(z) = 62/27*z^3 - 86/49*z + 1
*
[ 1/2 ] 
f(z) = 62/27*z^3 - 85/54*z + 1
*
[ 1/2 ] 
f(z) = 62/29*z^3 - 89/58*z + 1
*
[ 2/3 ] 
f(z) = 63/25*z^3 - 81/50*z + 1
*
[ 2/3 ] 
f(z) = 63/29*z^3 - 85/58*z + 1
*
[ 5/6 ] 
f(z) = 64/25*z^3 - 89/45*z + 1
*
[ 5/12 ] 
f(z) = 64/25*z^3 - 83/45*z + 1
*
[ 3/7 ] 
f(z) = 65/27*z^3 - 87/49*z + 1
*
[ 5/11 ] 
f(z) = 66/25*z^3 - 96/55*z + 1
*
[ -5/4 ] 
f(z) = 66/25*z^3 - 93/40*z + 1
*
[ 1/2 ] 
f(z) = 66/25*z^3 - 83/50*z + 1
*
[ 1/2 ] 
f(z) = 66/29*z^3 - 91/58*z + 1
*
[ -6/5 ] 
f(z) = 67/27*z^3 - 87/50*z + 1
*
[ 3/4 ] 
f(z) = 67/27*z^3 - 83/48*z + 1
*
[ 5/6 ] 
f(z) = 68/25*z^3 - 94/45*z + 1
*
[ 3/8 ] 
f(z) = 68/27*z^3 - 97/48*z + 1
*
[ 3/7 ] 
f(z) = 68/27*z^3 - 88/49*z + 1
*
[ 1/2 ] 
f(z) = 70/23*z^3 - 81/46*z + 1
*
[ 1/2 ] 
f(z) = 70/27*z^3 - 89/54*z + 1
*
[ 1/2 ] 
f(z) = 70/29*z^3 - 93/58*z + 1
*
[ 3/7 ] 
f(z) = 71/27*z^3 - 89/49*z + 1
*
[ 2/3 ] 
f(z) = 72/23*z^3 - 87/46*z + 1
*
[ 2/3 ] 
f(z) = 72/25*z^3 - 89/50*z + 1
*
[ 2/3 ] 
f(z) = 72/29*z^3 - 93/58*z + 1
*
[ 3/4 ] 
f(z) = 73/27*z^3 - 89/48*z + 1
*
[ 1/2 ] 
f(z) = 74/23*z^3 - 83/46*z + 1
*
[ 1/2 ] 
f(z) = 74/25*z^3 - 87/50*z + 1
*
[ 1/2 ] 
f(z) = 74/27*z^3 - 91/54*z + 1
*
[ 3/7 ] 
f(z) = 74/27*z^3 - 90/49*z + 1
*
[ 1/2 ] 
f(z) = 74/29*z^3 - 95/58*z + 1
*
[ 2/5 ] 
f(z) = 75/23*z^3 - 93/46*z + 1
*
[ -6/5 ] 
f(z) = 75/28*z^3 - 85/42*z + 1
*
[ 6/7 ] 
f(z) = 77/27*z^3 - 95/42*z + 1
*
[ 4/11 ] 
f(z) = 77/32*z^3 - 91/44*z + 1
*
[ 1/2 ] 
f(z) = 78/23*z^3 - 85/46*z + 1
*
[ 1/2 ] 
f(z) = 78/25*z^3 - 89/50*z + 1
*
[ 1/2 ] 
f(z) = 78/29*z^3 - 97/58*z + 1
*
[ 3/4 ] 
f(z) = 79/27*z^3 - 95/48*z + 1
*
[ 2/3 ] 
f(z) = 61/32*z^3 - 97/72*z + 1
*
[ 1/2 ] 
f(z) = 62/33*z^3 - 97/66*z + 1
*
[ 2/3 ] 
f(z) = 63/31*z^3 - 87/62*z + 1
*
[ 2/3 ] 
f(z) = 63/37*z^3 - 93/74*z + 1
*
[ 1/2 ] 
f(z) = 66/31*z^3 - 95/62*z + 1
*
[ 1/2 ] 
f(z) = 70/31*z^3 - 97/62*z + 1
*
[ 2/3 ] 
f(z) = 72/31*z^3 - 95/62*z + 1
*
[ 1/2 ] 
f(z) = 74/31*z^3 - 99/62*z + 1
*
[ 6/11 ] 
f(z) = 77/36*z^3 - 97/66*z + 1
*
0 | 0.12553762765367266444587891043523484757 | 0.025553927677307958231204183494113742002
f(z) = 61/30*z^3 - 68/15*z + 1
*
-2 | 0.087842328625174369496224295827098678075 | 0.015797043322031014021345317583259984175
f(z) = 61/32*z^3 - 65/8*z + 1
*
-2 | 0.088532897702906366438190448244496415715 | 0.015834931830733218012036279367526499413
f(z) = 63/32*z^3 - 67/8*z + 1
*
[ 5/2 ] 
f(z) = 64/25*z^3 - 77/5*z + 1
*
[ -5/2 ] 
f(z) = 64/25*z^3 - 73/5*z + 1
*
[ 3 ] 
f(z) = 64/27*z^3 - 62/3*z + 1
*
6/5 | 0.16391407455056108285731791552401509030 | 0.025845306913662545225051243446721810436
f(z) = 65/24*z^3 - 71/15*z + 1
*
-6/5 | 0.12072958023171139772243504209762185225 | 0.019502977201704068547319145948896803061
f(z) = 65/24*z^3 - 61/15*z + 1
*
[ -3 ] 
f(z) = 65/27*z^3 - 61/3*z + 1
*
[ 3/2 ] 
f(z) = 65/27*z^3 - 61/12*z + 1
*
-2 | 0.089195986372010280912910338154299339452 | 0.015870039967447959200647930279423290592
f(z) = 65/32*z^3 - 69/8*z + 1
*
[ 2 ] 
f(z) = 65/32*z^3 - 61/8*z + 1
*
-3/2 | 0.18910734698787076006468113988168928457 | 0.029274016097826762087800996504326343420
f(z) = 67/27*z^3 - 71/12*z + 1
*
[ 3 ] 
f(z) = 67/27*z^3 - 65/3*z + 1
*
0 | 0.12146936104572467579969786199338142488 | 0.024510411609181286207393061963757838457
f(z) = 67/30*z^3 - 71/15*z + 1
*
-2 | 0.089833919914447401064993156616781409008 | 0.015902695981082962484905583821831595165
f(z) = 67/32*z^3 - 71/8*z + 1
*
[ 2 ] 
f(z) = 67/32*z^3 - 63/8*z + 1
*
[ -5/2 ] 
f(z) = 68/25*z^3 - 78/5*z + 1
*
-3/2 | 0.19898223212428647278982736824928658304 | 0.026325566098317347552922907875842487365
f(z) = 68/27*z^3 - 71/17*z + 1
*
[ -3 ] 
f(z) = 68/27*z^3 - 64/3*z + 1
*
-2 | 0.090448716078743928183601989356278808649 | 0.015933175760168249047599395332251400322
f(z) = 69/32*z^3 - 73/8*z + 1
*
[ 2 ] 
f(z) = 69/32*z^3 - 65/8*z + 1
*
[ 3 ] 
f(z) = 70/27*z^3 - 68/3*z + 1
*
3/14 | 0.19906969245670522510796550982501183924 | 0.026540751935490030943994374626923973079
f(z) = 70/27*z^3 - 67/14*z + 1
*
3/2 | 0.13317527798969903367310633666530420867 | 0.017980353606506379364423058359041485522
f(z) = 70/27*z^3 - 61/10*z + 1
*
[ -3 ] 
f(z) = 71/27*z^3 - 67/3*z + 1
*
[ 3/2 ] 
f(z) = 71/27*z^3 - 67/12*z + 1
*
0 | 0.12254401071537420500034944412243335113 | 0.024589422885341459371326770627689319821
f(z) = 71/30*z^3 - 73/15*z + 1
*
-2 | 0.091042140161417412081181208942624869164 | 0.015961713225556525484045584423131409556
f(z) = 71/32*z^3 - 75/8*z + 1
*
[ 2 ] 
f(z) = 71/32*z^3 - 67/8*z + 1
*
5/12 | 0.13825311731443768318622573500140830364 | 0.023659119782077929047371946149545608636
f(z) = 72/25*z^3 - 69/10*z + 1
*
[ 3 ] 
f(z) = 73/27*z^3 - 71/3*z + 1
*
0 | 0.14573658757442830721565027766921398600 | 0.029163577528927592611978085198984390070
f(z) = 73/30*z^3 - 74/15*z + 1
*
-2 | 0.091615747830135972986913462842590781937 | 0.015988508280844099538797337691087924374
f(z) = 73/32*z^3 - 77/8*z + 1
*
[ 2 ] 
f(z) = 73/32*z^3 - 69/8*z + 1
*
[ -2 ] 
f(z) = 73/32*z^3 - 61/8*z + 1
*
[ -3 ] 
f(z) = 74/27*z^3 - 70/3*z + 1
*
-2 | 0.092170918896146723935677587553153867957 | 0.016013732977576643611344384530552389642
f(z) = 75/32*z^3 - 79/8*z + 1
*
[ 2 ] 
f(z) = 75/32*z^3 - 71/8*z + 1
*
[ 3 ] 
f(z) = 76/27*z^3 - 74/3*z + 1
*
[ -3 ] 
f(z) = 77/27*z^3 - 73/3*z + 1
*
[ 3/2 ] 
f(z) = 77/27*z^3 - 73/12*z + 1
*
0 | 0.12549676084722836512220869648194767841 | 0.024980044872979650990687307689785636947
f(z) = 77/30*z^3 - 76/15*z + 1
*
[ 2 ] 
f(z) = 77/32*z^3 - 73/8*z + 1
*
[ -2 ] 
f(z) = 77/32*z^3 - 65/8*z + 1
*
[ 3 ] 
f(z) = 79/27*z^3 - 77/3*z + 1
*
[ 2 ] 
f(z) = 79/32*z^3 - 75/8*z + 1
*
[ -2 ] 
f(z) = 79/32*z^3 - 67/8*z + 1
*
[ -4/3 ] 
f(z) = 63/20*z^3 - 77/20*z + 1
*
1/3 | 0.097191557557544899590080690644163288026 | 0.023115020848211903731996376232473142475
f(z) = 63/20*z^3 - 67/20*z + 1
*
[ 1/3 ] 
f(z) = 63/29*z^3 - 65/29*z + 1
*
[ 1/3 ] 
f(z) = 63/31*z^3 - 69/31*z + 1
*
[ 1/3 ] 
f(z) = 63/32*z^3 - 71/32*z + 1
*
[ 1/3 ] 
f(z) = 63/34*z^3 - 75/34*z + 1
*
7/8 | 0.11339299885478812871731748657212298937 | 0.026429104017922420940840491147783162962
f(z) = 64/21*z^3 - 73/21*z + 1
*
[ 1/4 ] 
f(z) = 64/23*z^3 - 73/23*z + 1
*
[ 1/4 ] 
f(z) = 64/25*z^3 - 79/25*z + 1
*
-5/4 | 0.060207226682711769137259663049799902227 | 0.010303203396081700936691827110701247541
f(z) = 64/25*z^3 - 69/20*z + 1
*
[ -21/16 ] 
f(z) = 64/27*z^3 - 65/28*z + 1
*
[ -3/2 ] 
f(z) = 64/39*z^3 - 79/39*z + 1
*
[ 3/8 ] 
f(z) = 64/39*z^3 - 74/39*z + 1
*
[ 6/13 ] 
f(z) = 65/24*z^3 - 68/39*z + 1
*
[ -4/3 ] 
f(z) = 65/32*z^3 - 67/36*z + 1
*
[ 6/5 ] 
f(z) = 65/36*z^3 - 73/30*z + 1
*
[ 5/6 ] 
f(z) = 66/25*z^3 - 61/30*z + 1
*
[ -4/3 ] 
f(z) = 67/32*z^3 - 71/36*z + 1
*
[ 6/17 ] 
f(z) = 68/27*z^3 - 73/34*z + 1
*
[ 3/10 ] 
f(z) = 68/27*z^3 - 64/25*z + 1
*
[ 2/3 ] 
f(z) = 69/20*z^3 - 61/30*z + 1
*
[ 3/10 ] 
f(z) = 70/27*z^3 - 77/30*z + 1
*
[ 3/8 ] 
f(z) = 70/27*z^3 - 65/32*z + 1
*
[ -4/3 ] 
f(z) = 71/32*z^3 - 79/36*z + 1
*
[ 1/3 ] 
f(z) = 72/29*z^3 - 66/29*z + 1
*
[ 1/3 ] 
f(z) = 72/31*z^3 - 70/31*z + 1
*
[ 6/5 ] 
f(z) = 75/32*z^3 - 77/24*z + 1
*
[ 2/5 ] 
f(z) = 75/34*z^3 - 63/34*z + 1
*
[ 2/5 ] 
f(z) = 75/38*z^3 - 69/38*z + 1
*
2/7 | 0.15705709773748512574675710632123220487 | 0.024354131097369002391732705689295049136
f(z) = 77/24*z^3 - 79/21*z + 1
*
6/7 | 0.18583668226430829939338333060141944019 | 0.029112005813351069956589334035483563470
f(z) = 77/24*z^3 - 74/21*z + 1
*
[ 5/7 ] 
f(z) = 77/25*z^3 - 69/35*z + 1
*
[ 5/6 ] 
f(z) = 78/25*z^3 - 71/30*z + 1
*
[ 3/4 ] 
f(z) = 61/27*z^3 - 77/48*z + 1
*
[ 1/2 ] 
f(z) = 62/21*z^3 - 73/42*z + 1
*
[ 1/2 ] 
f(z) = 62/23*z^3 - 77/46*z + 1
*
[ 2/3 ] 
f(z) = 63/23*z^3 - 79/46*z + 1
*
[ 5/9 ] 
f(z) = 63/25*z^3 - 71/45*z + 1
*
[ -6/5 ] 
f(z) = 64/27*z^3 - 79/50*z + 1
*
[ 2/5 ] 
f(z) = 65/32*z^3 - 73/40*z + 1
*
[ 1/2 ] 
f(z) = 66/23*z^3 - 79/46*z + 1
*
[ 2/3 ] 
f(z) = 69/28*z^3 - 67/42*z + 1
*
[ 5/9 ] 
f(z) = 72/25*z^3 - 76/45*z + 1
*
[ 5/8 ] 
f(z) = 72/25*z^3 - 69/40*z + 1
*
[ 1/2 ] 
f(z) = 74/21*z^3 - 79/42*z + 1
*
[ 2/3 ] 
f(z) = 75/28*z^3 - 71/42*z + 1
*
[ 6/7 ] 
f(z) = 77/36*z^3 - 73/42*z + 1
*
[ 3/5 ] 
f(z) = 65/36*z^3 - 79/60*z + 1
*
[ 3 ] 
f(z) = 61/27*z^3 - 59/3*z + 1
*
[ -3/2 ] 
f(z) = 61/27*z^3 - 41/12*z + 1
*
[ 2 ] 
f(z) = 61/32*z^3 - 57/8*z + 1
*
[ -2 ] 
f(z) = 61/32*z^3 - 49/8*z + 1
*
[ -3 ] 
f(z) = 62/27*z^3 - 58/3*z + 1
*
[ 2 ] 
f(z) = 63/32*z^3 - 59/8*z + 1
*
[ -2 ] 
f(z) = 63/32*z^3 - 51/8*z + 1
*
3/32 | 0.12817046538479923709353447265995300314 | 0.017382877906053687460819338435143305720
f(z) = 64/27*z^3 - 59/16*z + 1
*
[ 3/16 ] 
f(z) = 64/27*z^3 - 53/12*z + 1
*
33/16 | 0.20993754972417298904117327383663488166 | 0.029378394351775103937694664878743356739
f(z) = 64/27*z^3 - 47/4*z + 1
*
[ 6/5 ] 
f(z) = 65/24*z^3 - 56/15*z + 1
*
2/5 | 0.12549509275925217092459272241141861422 | 0.021402282817771451634209337258802950704
f(z) = 65/24*z^3 - 44/15*z + 1
*
[ 3/13 ] 
f(z) = 65/27*z^3 - 45/13*z + 1
*
[ -2 ] 
f(z) = 65/32*z^3 - 53/8*z + 1
*
[ -3/2 ] 
f(z) = 67/27*z^3 - 47/12*z + 1
*
[ -2 ] 
f(z) = 67/32*z^3 - 55/8*z + 1
*
[ -2 ] 
f(z) = 69/32*z^3 - 57/8*z + 1
*
-4/3 | 0.13132028730395434813502027208666818331 | 0.021992049725383086937029322531791704654
f(z) = 69/32*z^3 - 49/12*z + 1
*
[ 4/3 ] 
f(z) = 69/32*z^3 - 43/12*z + 1
*
[ 3/14 ] 
f(z) = 70/27*z^3 - 53/14*z + 1
*
3/5 | 0.20668228186188477668998194038597573188 | 0.028596006232753697428815156716461341424
f(z) = 70/27*z^3 - 51/10*z + 1
*
[ -2 ] 
f(z) = 71/32*z^3 - 59/8*z + 1
*
5/6 | 0.059644955756645051156647982150890230613 | 0.010924813907964761540678073019864958382
f(z) = 72/25*z^3 - 47/10*z + 1
*
[ 5/4 ] 
f(z) = 72/25*z^3 - 43/10*z + 1
*
[ -3/2 ] 
f(z) = 73/27*z^3 - 53/12*z + 1
*
2/5 | 0.078574303718041743684571267572701110146 | 0.017830567210929460146627677675001347556
f(z) = 75/28*z^3 - 41/14*z + 1
*
-8/5 | 0.083896741911890902261078858423731096917 | 0.015775639137327161307445404628652820058
f(z) = 75/32*z^3 - 51/8*z + 1
*
8/5 | 0.082326634919382275122899384505581564934 | 0.015721865248152238672472459527944312164
f(z) = 75/32*z^3 - 47/8*z + 1
*
[ 4/3 ] 
f(z) = 75/32*z^3 - 47/12*z + 1
*
[ 8/5 ] 
f(z) = 75/32*z^3 - 45/8*z + 1
*
-2 | 0.073291929349599889869128978414342357305 | 0.012651779247251474464541067900700094901
f(z) = 79/24*z^3 - 41/3*z + 1
*
[ -3/2 ] 
f(z) = 79/27*z^3 - 59/12*z + 1
*
[ 1/2 ] 
f(z) = 60/29*z^3 - 44/29*z + 1
*
[ 1/2 ] 
f(z) = 60/31*z^3 - 46/31*z + 1
*
[ 1/2 ] 
f(z) = 60/37*z^3 - 52/37*z + 1
*
-1 | 0.091558595456777831505513723396953439393 | 0.022272295011219004467260400464504333513
f(z) = 61/20*z^3 - 41/20*z + 1
*
[ 2/3 ] 
f(z) = 61/24*z^3 - 44/27*z + 1
*
[ -4/3 ] 
f(z) = 61/32*z^3 - 59/36*z + 1
*
-1 | 0.080130581652981096898546651407574414592 | 0.019415549429003053792465268681327215272
f(z) = 62/21*z^3 - 41/21*z + 1
*
[ 1/3 ] 
f(z) = 63/20*z^3 - 47/20*z + 1
*
-1 | 0.092100919416720467693170146991046171272 | 0.022229766951589299412832129013902873798
f(z) = 63/20*z^3 - 43/20*z + 1
*
[ 1/3 ] 
f(z) = 63/22*z^3 - 51/22*z + 1
*
-1 | 0.087989534706576705452498028421614422325 | 0.021237430235152231761755271831122806316
f(z) = 63/22*z^3 - 41/22*z + 1
*
[ 1/3 ] 
f(z) = 63/23*z^3 - 53/23*z + 1
*
[ 5/7 ] 
f(z) = 63/25*z^3 - 59/35*z + 1
*
[ 1/3 ] 
f(z) = 63/25*z^3 - 57/25*z + 1
*
[ 1/3 ] 
f(z) = 63/26*z^3 - 59/26*z + 1
*
[ 2/3 ] 
f(z) = 63/26*z^3 - 41/26*z + 1
*
[ 4/9 ] 
f(z) = 63/32*z^3 - 59/36*z + 1
*
[ 2/3 ] 
f(z) = 63/34*z^3 - 45/34*z + 1
*
[ 2/3 ] 
f(z) = 63/38*z^3 - 47/38*z + 1
*
[ 7/8 ] 
f(z) = 64/21*z^3 - 52/21*z + 1
*
[ 3/8 ] 
f(z) = 64/21*z^3 - 44/21*z + 1
*
-1 | 0.10117035106146109156705680746257225202 | 0.024326327293560898660029151369087264191
f(z) = 64/23*z^3 - 41/23*z + 1
*
[ 5/16 ] 
f(z) = 64/25*z^3 - 49/20*z + 1
*
[ 1/2 ] 
f(z) = 64/25*z^3 - 41/25*z + 1
*
[ 9/16 ] 
f(z) = 64/27*z^3 - 55/36*z + 1
*
[ 15/16 ] 
f(z) = 64/27*z^3 - 43/20*z + 1
*
[ 1/2 ] 
f(z) = 64/27*z^3 - 43/27*z + 1
*
[ 1/2 ] 
f(z) = 64/29*z^3 - 45/29*z + 1
*
[ 1/2 ] 
f(z) = 64/31*z^3 - 47/31*z + 1
*
[ 1/2 ] 
f(z) = 64/33*z^3 - 49/33*z + 1
*
[ 3/4 ] 
f(z) = 64/33*z^3 - 47/33*z + 1
*
[ 7/8 ] 
f(z) = 64/35*z^3 - 54/35*z + 1
*
[ 1/2 ] 
f(z) = 64/35*z^3 - 51/35*z + 1
*
[ 5/8 ] 
f(z) = 64/35*z^3 - 46/35*z + 1
*
[ 1/2 ] 
f(z) = 64/37*z^3 - 53/37*z + 1
*
[ 1/2 ] 
f(z) = 64/39*z^3 - 55/39*z + 1
*
[ 3/4 ] 
f(z) = 64/39*z^3 - 49/39*z + 1
*
-1 | 0.080922133450305176652551361494480881151 | 0.019385391967316988337155531276511490255
f(z) = 65/21*z^3 - 44/21*z + 1
*
-1 | 0.088511909783845317120250044404733022126 | 0.021203569305168512282613480529220851019
f(z) = 65/22*z^3 - 43/22*z + 1
*
-1 | 0.10142861060855434914402548441468716360 | 0.024297843983002119098299164365658751155
f(z) = 65/23*z^3 - 42/23*z + 1
*
[ 2/3 ] 
f(z) = 65/24*z^3 - 46/27*z + 1
*
-1 | 0.072607728846147451838385298063848916333 | 0.017393625495595836476212624720860887373
f(z) = 65/24*z^3 - 41/24*z + 1
*
[ 3/10 ] 
f(z) = 65/27*z^3 - 51/20*z + 1
*
[ -6/5 ] 
f(z) = 65/27*z^3 - 49/30*z + 1
*
-1 | 0.10168329772072793937496487731157462873 | 0.024270090014994030031262040702812999269
f(z) = 66/23*z^3 - 43/23*z + 1
*
-1 | 0.10184099358533921250216056331110057266 | 0.024307729361031169071242614291562804572
f(z) = 66/25*z^3 - 41/25*z + 1
*
-1 | 0.093139921101321074251709813946045347209 | 0.022151422121032962012332318871952000942
f(z) = 67/20*z^3 - 47/20*z + 1
*
-1 | 0.081433229058892368282285995150546073033 | 0.019367225248129473442558461254055303058
f(z) = 67/21*z^3 - 46/21*z + 1
*
-1 | 0.089020530184729876755865522588701508709 | 0.021171709383508791742599246852628358756
f(z) = 67/22*z^3 - 45/22*z + 1
*
-1 | 0.10193451036611729343971297912358235049 | 0.024243035007130229789701461508379288407
f(z) = 67/23*z^3 - 44/23*z + 1
*
[ 2/3 ] 
f(z) = 67/24*z^3 - 47/27*z + 1
*
-1 | 0.073111584715986136070578354974995588374 | 0.017388092622707834142560427962450763743
f(z) = 67/24*z^3 - 43/24*z + 1
*
-1 | 0.10209020077551024390619726497089066422 | 0.024280062781449557236229439375136563455
f(z) = 67/25*z^3 - 42/25*z + 1
*
-1 | 0.081683062456997885482002249524932658823 | 0.019358434245017864122534529144800559098
f(z) = 68/21*z^3 - 47/21*z + 1
*
-1 | 0.10218234252067469293427424225122635673 | 0.024216650296745927754537131585974546157
f(z) = 68/23*z^3 - 45/23*z + 1
*
[ -5/4 ] 
f(z) = 68/25*z^3 - 49/20*z + 1
*
-1 | 0.10233607828596337062519259767030490882 | 0.024253084823242961684405088606728310537
f(z) = 68/25*z^3 - 43/25*z + 1
*
[ 1/2 ] 
f(z) = 68/25*z^3 - 42/25*z + 1
*
[ 1/2 ] 
f(z) = 68/27*z^3 - 44/27*z + 1
*
[ 1/2 ] 
f(z) = 68/29*z^3 - 46/29*z + 1
*
[ 1/2 ] 
f(z) = 68/31*z^3 - 48/31*z + 1
*
[ 1/2 ] 
f(z) = 68/33*z^3 - 50/33*z + 1
*
[ 1/2 ] 
f(z) = 68/35*z^3 - 52/35*z + 1
*
[ 1/2 ] 
f(z) = 68/37*z^3 - 54/37*z + 1
*
[ 1/2 ] 
f(z) = 68/39*z^3 - 56/39*z + 1
*
-1 | 0.093638258769674258869585257855057834520 | 0.022115234623409871482334172432361584765
f(z) = 69/20*z^3 - 49/20*z + 1
*
-1 | 0.089514216318528596432318340685416309866 | 0.021141229258483904897637746787405080002
f(z) = 69/22*z^3 - 47/22*z + 1
*
-1 | 0.10257871439093985109234253906830189749 | 0.024226767626077217548243395050663200433
f(z) = 69/25*z^3 - 44/25*z + 1
*
-1 | 0.089818542818026068441648255778884783085 | 0.021213104280797832024565526153426671600
f(z) = 69/26*z^3 - 43/26*z + 1
*
-1 | 0.10266822257440644513387788945461729335 | 0.024165784995649913079300214731104101949
f(z) = 70/23*z^3 - 47/23*z + 1
*
[ 3/4 ] 
f(z) = 70/27*z^3 - 43/24*z + 1
*
-1 | 0.094123483934697288977207126830024400513 | 0.022080823953411083332981524759003743456
f(z) = 71/20*z^3 - 51/20*z + 1
*
-1 | 0.082412868290314025694842254337443730388 | 0.019333581377805924935613199573561765851
f(z) = 71/21*z^3 - 50/21*z + 1
*
-1 | 0.089995640017194420252876133947599002980 | 0.021112455688241716456442452308380705706
f(z) = 71/22*z^3 - 49/22*z + 1
*
-1 | 0.10290644032701558985225673231228768788 | 0.024141254632154537403866985647271509689
f(z) = 71/23*z^3 - 48/23*z + 1
*
[ 2/3 ] 
f(z) = 71/24*z^3 - 49/27*z + 1
*
-1 | 0.074079726856467250747125670080549426451 | 0.017378674681966797733446753871995430442
f(z) = 71/24*z^3 - 47/24*z + 1
*
-1 | 0.10305459826199832329388068874476471129 | 0.024176011625233165776271683577221716048
f(z) = 71/25*z^3 - 46/25*z + 1
*
-1 | 0.090291969270588570807404991331902258492 | 0.021181972814073795078936086105718092234
f(z) = 71/26*z^3 - 45/26*z + 1
*
-1 | 0.089637919359709991499886765258806139658 | 0.021028536494728944585642227895608980849
f(z) = 71/27*z^3 - 44/27*z + 1
*
[ 1/3 ] 
f(z) = 72/23*z^3 - 54/23*z + 1
*
-1 | 0.10314161765813098730455660905326945218 | 0.024117294824469737062177620183679837659
f(z) = 72/23*z^3 - 49/23*z + 1
*
[ 1/2 ] 
f(z) = 72/23*z^3 - 41/23*z + 1
*
[ 1/3 ] 
f(z) = 72/25*z^3 - 58/25*z + 1
*
-1 | 0.10328800588914776075246221787616866930 | 0.024151524345068940023316135864416841423
f(z) = 72/25*z^3 - 47/25*z + 1
*
[ 1/2 ] 
f(z) = 72/25*z^3 - 43/25*z + 1
*
[ 1/2 ] 
f(z) = 72/29*z^3 - 47/29*z + 1
*
[ 1/2 ] 
f(z) = 72/31*z^3 - 49/31*z + 1
*
[ 5/6 ] 
f(z) = 72/35*z^3 - 57/35*z + 1
*
[ 1/2 ] 
f(z) = 72/35*z^3 - 53/35*z + 1
*
[ 1/2 ] 
f(z) = 72/37*z^3 - 55/37*z + 1
*
-1 | 0.094596271353282614622095411972591307981 | 0.022048051648278215093777476844968022541
f(z) = 73/20*z^3 - 53/20*z + 1
*
-1 | 0.082882802704472261001462167764404877919 | 0.019317931760307637248172696911717154336
f(z) = 73/21*z^3 - 52/21*z + 1
*
-1 | 0.090465461608277472095301969449913848426 | 0.021085262044584983702518822152905066782
f(z) = 73/22*z^3 - 51/22*z + 1
*
-1 | 0.10337383153460010351591297561078157272 | 0.024093883872476580506116017072183967110
f(z) = 73/23*z^3 - 50/23*z + 1
*
[ 2/3 ] 
f(z) = 73/24*z^3 - 50/27*z + 1
*
-1 | 0.074545359695006225815496340601277832296 | 0.017374679965522130066395951912287500960
f(z) = 73/24*z^3 - 49/24*z + 1
*
-1 | 0.10351849216127214784904343887394185675 | 0.024127600687343690458805800165047758656
f(z) = 73/25*z^3 - 48/25*z + 1
*
-1 | 0.090754795368164985192939744816189666113 | 0.021152698589285210391511227956714729607
f(z) = 73/26*z^3 - 47/26*z + 1
*
-1 | 0.090098391956770863657253982828651833079 | 0.020999707185824133140277800817716547611
f(z) = 73/27*z^3 - 46/27*z + 1
*
[ 3/5 ] 
f(z) = 73/27*z^3 - 41/25*z + 1
*
-1 | 0.095175038977326985947044800119770638433 | 0.022182948069508445269654007073008716589
f(z) = 73/28*z^3 - 45/28*z + 1
*
-1 | 0.083114885580678816784741802250668180951 | 0.019310787309400048168458488011300652660
f(z) = 74/21*z^3 - 53/21*z + 1
*
-1 | 0.10360315602634941048943579120881068110 | 0.024071001200686264830364485115363135748
f(z) = 74/23*z^3 - 51/23*z + 1
*
-1 | 0.10374612965185653262685424870098556348 | 0.024104219477457419594595862865687969981
f(z) = 74/25*z^3 - 49/25*z + 1
*
-1 | 0.090324378573166147636959722478935640855 | 0.020985830050707710307978373365849894184
f(z) = 74/27*z^3 - 47/27*z + 1
*
-1 | 0.090922987585019782086015938251175165606 | 0.021059232867359951345925632916376361595
f(z) = 75/22*z^3 - 53/22*z + 1
*
[ 2/5 ] 
f(z) = 75/22*z^3 - 45/22*z + 1
*
-1 | 0.10382966245042392477617870648833340381 | 0.024048627285132352808203786294025325280
f(z) = 75/23*z^3 - 52/23*z + 1
*
[ 2/5 ] 
f(z) = 75/26*z^3 - 51/26*z + 1
*
-1 | 0.091204998753665929821109387806739328782 | 0.021124551210162558808689001197327872722
f(z) = 75/26*z^3 - 49/26*z + 1
*
[ 4/5 ] 
f(z) = 75/28*z^3 - 55/28*z + 1
*
-1 | 0.095622665147445119623906321911119344819 | 0.022147754118337059068232385772704797239
f(z) = 75/28*z^3 - 47/28*z + 1
*
-6/5 | 0.15984637532726787427346195523376572310 | 0.029513185402214555367845010354938148491
f(z) = 75/32*z^3 - 53/24*z + 1
*
-1 | 0.083568478731486705659182371883827906184 | 0.019296611489351474610397657846683292344
f(z) = 76/21*z^3 - 55/21*z + 1
*
-1 | 0.10405341950616076466517575770748039700 | 0.024026743585944536879085775026564305520
f(z) = 76/23*z^3 - 53/23*z + 1
*
[ 1/2 ] 
f(z) = 76/23*z^3 - 42/23*z + 1
*
[ -5/4 ] 
f(z) = 76/25*z^3 - 59/20*z + 1
*
-1 | 0.10419313530224633128820532062070405725 | 0.024059005049559918278520426134352395508
f(z) = 76/25*z^3 - 51/25*z + 1
*
[ 1/2 ] 
f(z) = 76/25*z^3 - 44/25*z + 1
*
-1 | 0.090768195164533727669039257746702180300 | 0.020959081991996415810422935313717512936
f(z) = 76/27*z^3 - 49/27*z + 1
*
[ 1/2 ] 
f(z) = 76/27*z^3 - 46/27*z + 1
*
[ 3/5 ] 
f(z) = 76/27*z^3 - 42/25*z + 1
*
[ 1/2 ] 
f(z) = 76/29*z^3 - 48/29*z + 1
*
-1 | 0.10446798647389403648673823423889143881 | 0.024122470322078759883897010576053400921
f(z) = 76/29*z^3 - 47/29*z + 1
*
[ 1/2 ] 
f(z) = 76/31*z^3 - 50/31*z + 1
*
[ 1/2 ] 
f(z) = 76/33*z^3 - 52/33*z + 1
*
[ 1/2 ] 
f(z) = 76/35*z^3 - 54/35*z + 1
*
[ 1/2 ] 
f(z) = 76/37*z^3 - 56/37*z + 1
*
[ 1/2 ] 
f(z) = 76/39*z^3 - 58/39*z + 1
*
-1 | 0.095506982324744899236153146508898127122 | 0.021986938421378015268420754759595934916
f(z) = 77/20*z^3 - 57/20*z + 1
*
-1 | 0.10427449340214502898752381052619485903 | 0.024005332485092468038316703751679356043
f(z) = 77/23*z^3 - 54/23*z + 1
*
[ 6/11 ] 
f(z) = 77/24*z^3 - 59/33*z + 1
*
[ 2/7 ] 
f(z) = 77/24*z^3 - 58/21*z + 1
*
[ 6/7 ] 
f(z) = 77/24*z^3 - 53/21*z + 1
*
-1 | 0.075442744824601432631606242070581906109 | 0.017367892319727077264996697379869393904
f(z) = 77/24*z^3 - 53/24*z + 1
*
[ 2/3 ] 
f(z) = 77/24*z^3 - 52/27*z + 1
*
-6/7 | 0.13949973110837025465098502827399404907 | 0.022179020582994278079332722430295954895
f(z) = 77/24*z^3 - 46/21*z + 1
*
-1 | 0.10441263571405347168773998373193308596 | 0.024037134625955741694190769015725634071
f(z) = 77/25*z^3 - 52/25*z + 1
*
-1 | 0.091645731748426132961036550466390517413 | 0.021098028766978484452100878566828465883
f(z) = 77/26*z^3 - 51/26*z + 1
*
-1 | 0.090986154834428654937373907613084578190 | 0.020946185659393796897766196756703944864
f(z) = 77/27*z^3 - 50/27*z + 1
*
-1 | 0.10468443678828844668963654167391326339 | 0.024099706736775334089897566877157557610
f(z) = 77/29*z^3 - 48/29*z + 1
*
[ 4/7 ] 
f(z) = 77/32*z^3 - 43/28*z + 1
*
-1 | 0.10449294797554156672160254473984052312 | 0.023984377228840341686566050494320009302
f(z) = 78/23*z^3 - 55/23*z + 1
*
-1 | 0.10462955208715442474042400125109206532 | 0.024015732115532793771966896823773836545
f(z) = 78/25*z^3 - 53/25*z + 1
*
-1 | 0.10489837058637295560130460601481050822 | 0.024077434310908285578314015846928676412
f(z) = 78/29*z^3 - 49/29*z + 1
*
-1 | 0.095946020174712708043827590567925216190 | 0.021958385456080199960812700720074504904
f(z) = 79/20*z^3 - 59/20*z + 1
*
-1 | 0.084227585503096628206773898763339217593 | 0.019276482600780126326166937597710706783
f(z) = 79/21*z^3 - 58/21*z + 1
*
-1 | 0.091804680814524417665606268409007733605 | 0.021010590791852759743278167752426945644
f(z) = 79/22*z^3 - 57/22*z + 1
*
-1 | 0.10470884480434669770309848800298282849 | 0.023963861874499162491507360726038778678
f(z) = 79/23*z^3 - 56/23*z + 1
*
-1 | 0.075875567109169411157170582667359461744 | 0.017365024065072552254355464637632572126
f(z) = 79/24*z^3 - 55/24*z + 1
*
[ 2/3 ] 
f(z) = 79/24*z^3 - 53/27*z + 1
*
-1 | 0.10484394481764911382422284242350347338 | 0.023994781115983218122884141061032760237
f(z) = 79/25*z^3 - 54/25*z + 1
*
-1 | 0.092075543275271521153604997656197705447 | 0.021072580880736455335685103298088745253
f(z) = 79/26*z^3 - 53/26*z + 1
*
-1 | 0.091414484065851836827152437578441184520 | 0.020921289634853649898156085778881653357
f(z) = 79/27*z^3 - 52/27*z + 1
*
[ 3/5 ] 
f(z) = 79/27*z^3 - 43/25*z + 1
*
-1 | 0.096486523213234534345041426682123311157 | 0.022082085991427395927843547295995011630
f(z) = 79/28*z^3 - 51/28*z + 1
*
-1 | 0.10510984602703550115179916982817870201 | 0.024055635763610207790207947949101232641
f(z) = 79/29*z^3 - 50/29*z + 1
*
-1 | 0.071996408904124204722603956387696930223 | 0.016477232669906912279878779852665180905
f(z) = 79/30*z^3 - 49/30*z + 1
*
-2 | 0.068149475116104883129645614261788394685 | 0.012289863723648791077490300027639050337
f(z) = 61/24*z^3 - 32/3*z + 1
*
[ 2 ] 
f(z) = 61/24*z^3 - 29/3*z + 1
*
[ -2 ] 
f(z) = 61/24*z^3 - 26/3*z + 1
*
[ 3/2 ] 
f(z) = 62/27*z^3 - 29/6*z + 1
*
2/3 | 0.10931176441519757627515002077138632564 | 0.026383830513376224733769244666355422164
f(z) = 63/20*z^3 - 29/10*z + 1
*
[ 5/3 ] 
f(z) = 63/25*z^3 - 33/5*z + 1
*
[ -5/3 ] 
f(z) = 63/25*z^3 - 27/5*z + 1
*
[ -15/8 ] 
f(z) = 64/27*z^3 - 34/5*z + 1
*
-3/2 | 0.16062734804447166949277096697174847239 | 0.028524472931919846018866653522486458310
f(z) = 64/27*z^3 - 31/6*z + 1
*
3/4 | 0.061035320315824643806007318271718908295 | 0.010968657826378806235399208848211208539
f(z) = 64/27*z^3 - 29/12*z + 1
*
[ 9/8 ] 
f(z) = 64/27*z^3 - 26/9*z + 1
*
-2 | 0.069426705770325236238640955087248548911 | 0.012384794352219886303672452763304202928
f(z) = 65/24*z^3 - 34/3*z + 1
*
[ 2 ] 
f(z) = 65/24*z^3 - 31/3*z + 1
*
[ -6/5 ] 
f(z) = 65/24*z^3 - 31/15*z + 1
*
[ 2/5 ] 
f(z) = 65/24*z^3 - 29/15*z + 1
*
[ -2 ] 
f(z) = 65/24*z^3 - 28/3*z + 1
*
[ 6/5 ] 
f(z) = 65/27*z^3 - 33/10*z + 1
*
[ 3/4 ] 
f(z) = 65/27*z^3 - 27/16*z + 1
*
-3/2 | 0.18676952057630508502460762058545960914 | 0.029040570015275245257128846996914510263
f(z) = 65/27*z^3 - 23/4*z + 1
*
[ 3/5 ] 
f(z) = 65/27*z^3 - 23/15*z + 1
*
[ 3 ] 
f(z) = 65/27*z^3 - 21*z + 1
*
-2 | 0.070032802796776077375725928598273001786 | 0.012428645562451275429961159216088784662
f(z) = 67/24*z^3 - 35/3*z + 1
*
[ 2 ] 
f(z) = 67/24*z^3 - 32/3*z + 1
*
[ -2 ] 
f(z) = 67/24*z^3 - 29/3*z + 1
*
[ -3 ] 
f(z) = 67/27*z^3 - 21*z + 1
*
[ 3/2 ] 
f(z) = 67/27*z^3 - 21/4*z + 1
*
[ 3 ] 
f(z) = 68/27*z^3 - 22*z + 1
*
[ -4/3 ] 
f(z) = 69/32*z^3 - 25/12*z + 1
*
[ 6/7 ] 
f(z) = 70/27*z^3 - 29/14*z + 1
*
[ -3/2 ] 
f(z) = 70/27*z^3 - 25/6*z + 1
*
-15/14 | 0.12709549286487108155031227818574760787 | 0.018452925265172098325653009100988081253
f(z) = 70/27*z^3 - 23/14*z + 1
*
[ -3 ] 
f(z) = 70/27*z^3 - 22*z + 1
*
-2 | 0.071187408459938350708395692631316722987 | 0.012510177789532010438154669001575475641
f(z) = 71/24*z^3 - 37/3*z + 1
*
[ 2 ] 
f(z) = 71/24*z^3 - 34/3*z + 1
*
[ -2 ] 
f(z) = 71/24*z^3 - 31/3*z + 1
*
[ 3/4 ] 
f(z) = 71/27*z^3 - 29/16*z + 1
*
[ 3 ] 
f(z) = 71/27*z^3 - 23*z + 1
*
[ 5/3 ] 
f(z) = 72/25*z^3 - 38/5*z + 1
*
[ -5/3 ] 
f(z) = 72/25*z^3 - 32/5*z + 1
*
[ -5/4 ] 
f(z) = 72/25*z^3 - 27/10*z + 1
*
-2 | 0.071737408197539122913040443573144052691 | 0.012548025292914676184467680216028629836
f(z) = 73/24*z^3 - 38/3*z + 1
*
[ 2 ] 
f(z) = 73/24*z^3 - 35/3*z + 1
*
[ -2 ] 
f(z) = 73/24*z^3 - 32/3*z + 1
*
[ -3 ] 
f(z) = 73/27*z^3 - 23*z + 1
*
[ 3/2 ] 
f(z) = 73/27*z^3 - 23/4*z + 1
*
[ 3/2 ] 
f(z) = 74/27*z^3 - 35/6*z + 1
*
[ 3 ] 
f(z) = 74/27*z^3 - 24*z + 1
*
[ 2/5 ] 
f(z) = 75/28*z^3 - 27/14*z + 1
*
[ -8/5 ] 
f(z) = 75/32*z^3 - 35/8*z + 1
*
[ 4/15 ] 
f(z) = 75/32*z^3 - 35/12*z + 1
*
6/5 | 0.074483494413736391820496911332714719274 | 0.015452104488088612094804836095150411597
f(z) = 75/32*z^3 - 31/8*z + 1
*
-6/5 | 0.064752313071484031990623250793304936083 | 0.014320066488765817300159754669673369625
f(z) = 75/32*z^3 - 23/8*z + 1
*
[ 3/8 ] 
f(z) = 76/27*z^3 - 33/16*z + 1
*
[ -3 ] 
f(z) = 76/27*z^3 - 24*z + 1
*
[ 3/4 ] 
f(z) = 76/27*z^3 - 23/12*z + 1
*
-2 | 0.072789250144604000659679401109691040962 | 0.012618793267171074444367838955693009959
f(z) = 77/24*z^3 - 40/3*z + 1
*
[ 2 ] 
f(z) = 77/24*z^3 - 37/3*z + 1
*
[ -2 ] 
f(z) = 77/24*z^3 - 34/3*z + 1
*
[ 3/4 ] 
f(z) = 77/27*z^3 - 31/16*z + 1
*
[ 3 ] 
f(z) = 77/27*z^3 - 25*z + 1
*
[ 2 ] 
f(z) = 79/24*z^3 - 38/3*z + 1
*
[ -2 ] 
f(z) = 79/24*z^3 - 35/3*z + 1
*
[ -3 ] 
f(z) = 79/27*z^3 - 25*z + 1
*
[ 3/2 ] 
f(z) = 79/27*z^3 - 25/4*z + 1
*
[ 1/2 ] 
f(z) = 60/23*z^3 - 38/23*z + 1
*
-1 | 0.10009947605330165720942821439602941741 | 0.024448229632870768795123954572115017281
f(z) = 60/23*z^3 - 37/23*z + 1
*
-1 | 0.079858622832101330531173270436915562853 | 0.019426191479159077654306888774833755705
f(z) = 61/21*z^3 - 40/21*z + 1
*
-1 | 0.087451907307138418015176100242697334970 | 0.021273313216756852926028026581334132101
f(z) = 61/22*z^3 - 39/22*z + 1
*
-1 | 0.10037309329076403664331374797445412123 | 0.024416485790412075995736969486957752148
f(z) = 61/23*z^3 - 38/23*z + 1
*
[ 3/5 ] 
f(z) = 61/27*z^3 - 37/25*z + 1
*
-1 | 0.10064270143045253199107560332881246409 | 0.024385612883151355581095086093019115172
f(z) = 62/23*z^3 - 39/23*z + 1
*
[ 2/3 ] 
f(z) = 63/22*z^3 - 39/22*z + 1
*
-1 | 0.10090841688884594537657394168116128311 | 0.024355572182112511572444145169312607882
f(z) = 63/23*z^3 - 40/23*z + 1
*
[ 5/6 ] 
f(z) = 63/25*z^3 - 39/20*z + 1
*
[ 4/7 ] 
f(z) = 63/32*z^3 - 39/28*z + 1
*
[ 1/2 ] 
f(z) = 64/23*z^3 - 39/23*z + 1
*
[ 3/5 ] 
f(z) = 64/27*z^3 - 38/25*z + 1
*
[ 4/5 ] 
f(z) = 65/32*z^3 - 31/20*z + 1
*
[ 3/5 ] 
f(z) = 67/27*z^3 - 39/25*z + 1
*
[ 1/2 ] 
f(z) = 68/21*z^3 - 38/21*z + 1
*
[ 1/2 ] 
f(z) = 68/23*z^3 - 40/23*z + 1
*
[ 2/3 ] 
f(z) = 69/32*z^3 - 35/24*z + 1
*
[ 3/7 ] 
f(z) = 70/27*z^3 - 38/21*z + 1
*
[ 1/2 ] 
f(z) = 76/21*z^3 - 40/21*z + 1
*
[ 6/11 ] 
f(z) = 77/27*z^3 - 37/22*z + 1
*
[ -3 ] 
f(z) = 61/27*z^3 - 19*z + 1
*
[ 3/2 ] 
f(z) = 61/27*z^3 - 19/4*z + 1
*
[ 3 ] 
f(z) = 62/27*z^3 - 20*z + 1
*
[ 3/4 ] 
f(z) = 62/27*z^3 - 13/8*z + 1
*
[ -3/2 ] 
f(z) = 62/27*z^3 - 7/2*z + 1
*
[ 2/3 ] 
f(z) = 63/20*z^3 - 19/10*z + 1
*
-4/3 | 0.13200522541124745295083871200785274410 | 0.027572940592590612809201874133712662252
f(z) = 63/32*z^3 - 15/4*z + 1
*
[ 4/3 ] 
f(z) = 63/32*z^3 - 13/4*z + 1
*
[ 2/3 ] 
f(z) = 63/32*z^3 - 11/8*z + 1
*
[ -4/3 ] 
f(z) = 63/32*z^3 - 7/4*z + 1
*
[ 5/4 ] 
f(z) = 64/25*z^3 - 19/5*z + 1
*
[ -5/4 ] 
f(z) = 64/25*z^3 - 11/5*z + 1
*
[ 5/8 ] 
f(z) = 64/25*z^3 - 8/5*z + 1
*
[ -3 ] 
f(z) = 64/27*z^3 - 20*z + 1
*
3/4 | 0.064482167641453030490781420863676260090 | 0.013333004337230413347585135537557755366
f(z) = 64/27*z^3 - 14/3*z + 1
*
[ -3/2 ] 
f(z) = 64/27*z^3 - 11/3*z + 1
*
[ -9/8 ]
f(z) = 64/27*z^3 - 10/9*z + 1
*
[ 3/2 ] 
f(z) = 64/27*z^3 - 5*z + 1
*
[ 3/4 ] 
f(z) = 64/27*z^3 - 5/3*z + 1
*
[ 3/8 ] 
f(z) = 64/27*z^3 - 2*z + 1
*
[ -3/2 ] 
f(z) = 65/27*z^3 - 15/4*z + 1
*
[ 3/2 ] 
f(z) = 68/27*z^3 - 16/3*z + 1
*
[ 3/4 ] 
f(z) = 68/27*z^3 - 7/4*z + 1
*
[ -3/2 ] 
f(z) = 68/27*z^3 - 4*z + 1
*
[ -6/5 ] 
f(z) = 70/27*z^3 - 19/10*z + 1
*
[ 3/2 ] 
f(z) = 70/27*z^3 - 11/2*z + 1
*
[ 3/5 ] 
f(z) = 70/27*z^3 - 8/5*z + 1
*
[ -3/2 ] 
f(z) = 71/27*z^3 - 17/4*z + 1
*
[ 5/12 ] 
f(z) = 72/25*z^3 - 19/10*z + 1
*
[ 5/6 ] 
f(z) = 72/25*z^3 - 11/5*z + 1
*
[ 3/4 ] 
f(z) = 74/27*z^3 - 15/8*z + 1
*
[ -3/2 ] 
f(z) = 74/27*z^3 - 9/2*z + 1
*
[ 2/5 ] 
f(z) = 75/32*z^3 - 15/8*z + 1
*
[ 4/5 ] 
f(z) = 75/32*z^3 - 7/4*z + 1
*
[ -3/2 ] 
f(z) = 76/27*z^3 - 14/3*z + 1
*
[ 3/2 ] 
f(z) = 76/27*z^3 - 6*z + 1
*
[ -3/2 ] 
f(z) = 77/27*z^3 - 19/4*z + 1
*
[ 3/7 ] 
f(z) = 77/27*z^3 - 13/7*z + 1
*
[ -1 ]
f(z) = 62/21*z^3 - 20/21*z + 1
*
[ -7/8 ]
f(z) = 64/21*z^3 - 4/21*z + 1
*
[ -5/8 ]
f(z) = 64/25*z^3 + 8/5*z + 1
*
[ -3/4 ]
f(z) = 64/27*z^3 + z + 1
*
[ -3/8 ]
f(z) = 64/27*z^3 + 10/3*z + 1
*
[ -4/5 ]
f(z) = 75/32*z^3 + 3/4*z + 1
*
[ -4/15 ]
f(z) = 75/32*z^3 + 55/12*z + 1
*
[ 5 ] 
f(z) = 61/50*z^3 - 297/10*z + 1
*
[ -5 ] 
f(z) = 61/50*z^3 - 293/10*z + 1
*
[ 15/4 ] 
f(z) = 64/45*z^3 - 289/15*z + 1
*
[ -15/4 ] 
f(z) = 64/45*z^3 - 281/15*z + 1
*
-4 | 0.14183557159034950353449974399865288308 | 0.020071638654754871592858347968570544853
f(z) = 71/48*z^3 - 293/12*z + 1
*
[ 4 ] 
f(z) = 73/48*z^3 - 283/12*z + 1
*
[ 6 ] 
f(z) = 73/54*z^3 - 287/6*z + 1
*
[ 4 ] 
f(z) = 77/48*z^3 - 299/12*z + 1
*
[ -4 ] 
f(z) = 77/48*z^3 - 293/12*z + 1
*
[ 14/5 ] 
f(z) = 65/56*z^3 - 296/35*z + 1
*
[ 5/2 ] 
f(z) = 61/50*z^3 - 281/40*z + 1
*
[ 5/2 ] 
f(z) = 63/50*z^3 - 291/40*z + 1
*
-2 | 0.071213101103828630062456350633586797299 | 0.012630120891675567758093926178270338860
f(z) = 63/58*z^3 - 281/58*z + 1
*
[ 1/8 ] 
f(z) = 64/41*z^3 - 288/41*z + 1
*
[ 9/4 ] 
f(z) = 64/45*z^3 - 299/45*z + 1
*
-2 | 0.074862183732331566475227274924894385126 | 0.013260630219298266865206342249849211097
f(z) = 65/46*z^3 - 283/46*z + 1
*
-2 | 0.059888877400503844206980166520075216175 | 0.010582041804767028828988685675275249328
f(z) = 65/54*z^3 - 287/54*z + 1
*
-2 | 0.072412982364444608013954859753810262973 | 0.012779302786420838520518733892944019535
f(z) = 65/58*z^3 - 289/58*z + 1
*
-2 | 0.075611337824606765822843092623646590260 | 0.013327521500868706916533677063847986796
f(z) = 67/46*z^3 - 291/46*z + 1
*
-2 | 0.075045769349112816835782508087234499013 | 0.013211881841403972307763763303900252854
f(z) = 67/50*z^3 - 293/50*z + 1
*
-2 | 0.060790272906840949333284919073372762746 | 0.010689385674772121196722975100904355523
f(z) = 67/54*z^3 - 295/54*z + 1
*
-2 | 0.073464971979203166983702293761233101307 | 0.012902779791578265245513477878699588688
f(z) = 67/58*z^3 - 297/58*z + 1
*
[ -5/2 ] 
f(z) = 69/50*z^3 - 289/40*z + 1
*
[ -5/2 ] 
f(z) = 71/50*z^3 - 299/40*z + 1
*
[ 1/6 ] 
f(z) = 72/59*z^3 - 297/59*z + 1
*
-7/4 | 0.22417457510216541957044125217992346583 | 0.029530237311082343845931518794068116906
f(z) = 74/49*z^3 - 283/56*z + 1
*
[ -11/5 ] 
f(z) = 75/44*z^3 - 299/44*z + 1
*
1/5 | 0.14387194147638879519997464247436173112 | 0.025484597426015987426018096607380262989
f(z) = 75/56*z^3 - 283/56*z + 1
*
[ 2 ] 
f(z) = 77/46*z^3 - 285/46*z + 1
*
[ 2 ] 
f(z) = 77/50*z^3 - 283/50*z + 1
*
[ 2 ] 
f(z) = 77/54*z^3 - 281/54*z + 1
*
[ 2 ] 
f(z) = 79/46*z^3 - 293/46*z + 1
*
[ 2 ] 
f(z) = 79/50*z^3 - 291/50*z + 1
*
[ 2 ] 
f(z) = 79/54*z^3 - 289/54*z + 1
*
[ 2 ] 
f(z) = 79/58*z^3 - 287/58*z + 1
*
5/21 | 0.18532740436997678162925388954228965364 | 0.025352997135365453084979247351071995971
f(z) = 63/50*z^3 - 299/70*z + 1
*
-2 | 0.20094068208184104349619707718087702922 | 0.028576233778713606985702405412651199587
f(z) = 65/48*z^3 - 283/60*z + 1
*
-2/15 | 0.079225309850602043694126358132098519556 | 0.012391363929830561660077133136841304243
f(z) = 75/44*z^3 - 299/66*z + 1
*
[ 5/3 ] 
f(z) = 67/50*z^3 - 299/90*z + 1
*
[ 1/4 ] 
f(z) = 72/47*z^3 - 291/94*z + 1
*
7/10 | 0.21520874879903561771122898710939523389 | 0.028194939993128439152776027065295981911
f(z) = 75/49*z^3 - 295/84*z + 1
*
[ 7/30 ] 
f(z) = 75/49*z^3 - 283/84*z + 1
*
6/7 | 0.13746931779887035080862527562085885689 | 0.019569563860472739464914724518814019808
f(z) = 77/48*z^3 - 281/84*z + 1
*
-1/4 | 0.13926968263077046922275180543371925430 | 0.024669381389259075150315575719557462440
f(z) = 64/55*z^3 - 283/110*z + 1
*
0 | 0.17728327595705914561911205333097985649 | 0.027728280207411605417396674981196268369
f(z) = 65/42*z^3 - 299/105*z + 1
*
-4/3 | 0.15561346051491250540166082672356100459 | 0.022086062312215952187610210327032112250
f(z) = 65/48*z^3 - 287/108*z + 1
*
-4/3 | 0.20237692261102389481365155140257369038 | 0.028611509343617312698655580324199348744
f(z) = 67/48*z^3 - 295/108*z + 1
*
[ -7/4 ] 
f(z) = 67/49*z^3 - 293/112*z + 1
*
[ 3/2 ] 
f(z) = 70/51*z^3 - 281/102*z + 1
*
5/12 | 0.13914564686948033356606472277471708950 | 0.024556154085853308777272967124153021490
f(z) = 72/55*z^3 - 289/110*z + 1
*
[ 3/2 ] 
f(z) = 74/51*z^3 - 299/102*z + 1
*
[ 3/2 ] 
f(z) = 74/57*z^3 - 295/114*z + 1
*
[ 4/3 ] 
f(z) = 77/48*z^3 - 281/108*z + 1
*
[ 4/3 ] 
f(z) = 79/48*z^3 - 289/108*z + 1
*
[ 3/10 ] 
f(z) = 65/54*z^3 - 293/120*z + 1
*
0 | 0.11080768247263465465115029971092328101 | 0.019579120182421483528856880062461156953
f(z) = 69/40*z^3 - 287/120*z + 1
*
[ 1/3 ] 
f(z) = 69/43*z^3 - 281/129*z + 1
*
[ 1/3 ] 
f(z) = 69/44*z^3 - 287/132*z + 1
*
[ -3/2 ] 
f(z) = 72/41*z^3 - 281/123*z + 1
*
[ 1/3 ] 
f(z) = 75/43*z^3 - 283/129*z + 1
*
[ -3/2 ] 
f(z) = 76/43*z^3 - 298/129*z + 1
*
[ 1/3 ] 
f(z) = 78/43*z^3 - 284/129*z + 1
*
[ 7/20 ] 
f(z) = 60/49*z^3 - 281/140*z + 1
*
[ 3/8 ] 
f(z) = 64/53*z^3 - 292/159*z + 1
*
[ 6/5 ] 
f(z) = 77/54*z^3 - 283/150*z + 1
*
[ 2/5 ] 
f(z) = 61/56*z^3 - 293/175*z + 1
*
[ 5/4 ] 
f(z) = 63/50*z^3 - 283/160*z + 1
*
[ 2/5 ] 
f(z) = 67/56*z^3 - 296/175*z + 1
*
[ 2/5 ] 
f(z) = 69/56*z^3 - 297/175*z + 1
*
[ 2/5 ] 
f(z) = 71/56*z^3 - 298/175*z + 1
*
[ 2/5 ] 
f(z) = 73/56*z^3 - 299/175*z + 1
*
[ 6/5 ] 
f(z) = 75/58*z^3 - 295/174*z + 1
*
[ 4/9 ] 
f(z) = 63/40*z^3 - 281/180*z + 1
*
[ -3/2 ] 
f(z) = 67/48*z^3 - 283/192*z + 1
*
-5/4 | 0.12224436177361688816591023318109070164 | 0.021680857083802756064316819402260996772
f(z) = 68/45*z^3 - 281/180*z + 1
*
0 | 0.14445581889153555923150543621029544384 | 0.024975827300739480190118283014473531090
f(z) = 65/42*z^3 - 283/210*z + 1
*
[ 1/2 ] 
f(z) = 65/54*z^3 - 281/216*z + 1
*
[ 1/2 ] 
f(z) = 67/54*z^3 - 283/216*z + 1
*
[ 1/2 ] 
f(z) = 69/53*z^3 - 281/212*z + 1
*
[ -3/2 ] 
f(z) = 71/51*z^3 - 299/204*z + 1
*
[ 1/2 ] 
f(z) = 71/53*z^3 - 283/212*z + 1
*
[ 1/2 ] 
f(z) = 71/54*z^3 - 287/216*z + 1
*
[ 5/6 ] 
f(z) = 72/41*z^3 - 291/205*z + 1
*
[ 5/6 ] 
f(z) = 72/43*z^3 - 293/215*z + 1
*
[ 1/2 ] 
f(z) = 73/52*z^3 - 281/208*z + 1
*
[ 1/2 ] 
f(z) = 73/53*z^3 - 285/212*z + 1
*
[ 1/2 ] 
f(z) = 73/54*z^3 - 289/216*z + 1
*
[ 1/2 ] 
f(z) = 75/52*z^3 - 283/208*z + 1
*
[ 1/2 ] 
f(z) = 75/53*z^3 - 287/212*z + 1
*
[ 6/7 ] 
f(z) = 77/45*z^3 - 299/210*z + 1
*
[ 1/2 ] 
f(z) = 77/51*z^3 - 281/204*z + 1
*
[ 1/2 ] 
f(z) = 77/52*z^3 - 285/208*z + 1
*
[ 1/2 ] 
f(z) = 77/53*z^3 - 289/212*z + 1
*
[ 1/2 ] 
f(z) = 77/54*z^3 - 293/216*z + 1
*
[ 1/2 ] 
f(z) = 79/51*z^3 - 283/204*z + 1
*
[ 1/2 ] 
f(z) = 79/52*z^3 - 287/208*z + 1
*
[ 1/2 ] 
f(z) = 79/53*z^3 - 291/212*z + 1
*
[ 1/2 ] 
f(z) = 79/54*z^3 - 295/216*z + 1
*
[ 1/2 ] 
f(z) = 61/55*z^3 - 281/220*z + 1
*
[ 1/2 ] 
f(z) = 61/56*z^3 - 285/224*z + 1
*
[ 1/2 ] 
f(z) = 61/57*z^3 - 289/228*z + 1
*
[ 1/2 ] 
f(z) = 61/58*z^3 - 293/232*z + 1
*
[ 1/2 ] 
f(z) = 61/59*z^3 - 297/236*z + 1
*
[ 1/2 ] 
f(z) = 63/55*z^3 - 283/220*z + 1
*
[ 1/2 ] 
f(z) = 63/58*z^3 - 295/232*z + 1
*
[ 1/2 ] 
f(z) = 63/59*z^3 - 299/236*z + 1
*
[ 1/2 ] 
f(z) = 65/56*z^3 - 289/224*z + 1
*
[ 1/2 ] 
f(z) = 65/57*z^3 - 293/228*z + 1
*
[ 1/2 ] 
f(z) = 65/58*z^3 - 297/232*z + 1
*
[ 1/2 ] 
f(z) = 67/55*z^3 - 287/220*z + 1
*
[ 1/2 ] 
f(z) = 67/56*z^3 - 291/224*z + 1
*
[ 1/2 ] 
f(z) = 67/57*z^3 - 295/228*z + 1
*
[ 1/2 ] 
f(z) = 67/58*z^3 - 299/232*z + 1
*
[ 1/2 ] 
f(z) = 69/55*z^3 - 289/220*z + 1
*
[ 1/2 ] 
f(z) = 69/56*z^3 - 293/224*z + 1
*
[ 1/2 ] 
f(z) = 71/55*z^3 - 291/220*z + 1
*
[ 1/2 ] 
f(z) = 71/56*z^3 - 295/224*z + 1
*
[ 1/2 ] 
f(z) = 71/57*z^3 - 299/228*z + 1
*
[ 5/6 ] 
f(z) = 72/47*z^3 - 297/235*z + 1
*
[ 1/2 ] 
f(z) = 73/55*z^3 - 293/220*z + 1
*
[ 1/2 ] 
f(z) = 73/56*z^3 - 297/224*z + 1
*
[ 7/8 ] 
f(z) = 74/49*z^3 - 291/224*z + 1
*
[ 1/2 ] 
f(z) = 75/56*z^3 - 299/224*z + 1
*
-5/4 | 0.14352108644197206274562021471115339371 | 0.025104143960448201222954882892996581730
f(z) = 76/55*z^3 - 299/220*z + 1
*
[ 1/2 ] 
f(z) = 79/55*z^3 - 299/220*z + 1
*
[ 2/3 ] 
f(z) = 60/41*z^3 - 283/246*z + 1
*
[ 2/3 ] 
f(z) = 60/43*z^3 - 289/258*z + 1
*
[ 6/11 ] 
f(z) = 61/54*z^3 - 283/242*z + 1
*
[ 3/5 ] 
f(z) = 65/51*z^3 - 287/255*z + 1
*
[ 2/3 ] 
f(z) = 66/41*z^3 - 299/246*z + 1
*
[ 3/4 ] 
f(z) = 67/45*z^3 - 281/240*z + 1
*
[ 6/11 ] 
f(z) = 67/54*z^3 - 291/242*z + 1
*
[ 7/12 ] 
f(z) = 68/49*z^3 - 299/252*z + 1
*
[ 3/5 ] 
f(z) = 70/51*z^3 - 296/255*z + 1
*
[ 3/4 ] 
f(z) = 71/45*z^3 - 293/240*z + 1
*
[ 5/6 ] 
f(z) = 72/49*z^3 - 299/245*z + 1
*
[ 3/4 ] 
f(z) = 73/45*z^3 - 299/240*z + 1
*
[ 6/11 ] 
f(z) = 73/54*z^3 - 299/242*z + 1
*
[ 5/8 ] 
f(z) = 64/53*z^3 - 284/265*z + 1
*
[ 6/7 ] 
f(z) = 61/54*z^3 - 293/294*z + 1
*
[ 5/8 ] 
f(z) = 64/57*z^3 - 296/285*z + 1
*
4 | 0.19285000541240762207173416774178378188 | 0.027537941284048194900399743689203409824
f(z) = 65/48*z^3 - 275/12*z + 1
*
-4 | 0.18847163403602565158407465438860928960 | 0.026997776686621167803102106935922692354
f(z) = 65/48*z^3 - 269/12*z + 1
*
-4 | 0.13874033822447688001743008123820527980 | 0.019790893878986474073882655416945393182
f(z) = 67/48*z^3 - 277/12*z + 1
*
[ 6 ] 
f(z) = 67/54*z^3 - 263/6*z + 1
*
[ 10/3 ] 
f(z) = 69/40*z^3 - 277/15*z + 1
*
[ -10/3 ] 
f(z) = 69/40*z^3 - 268/15*z + 1
*
[ 4 ] 
f(z) = 71/48*z^3 - 275/12*z + 1
*
[ -4 ] 
f(z) = 71/48*z^3 - 269/12*z + 1
*
[ -6 ] 
f(z) = 71/54*z^3 - 277/6*z + 1
*
[ -4 ] 
f(z) = 73/48*z^3 - 277/12*z + 1
*
[ 7/2 ] 
f(z) = 78/49*z^3 - 263/14*z + 1
*
[ -14/5 ] 
f(z) = 65/56*z^3 - 271/35*z + 1
*
-2 | 0.073225821862666214431148918329838778185 | 0.013105882043136479161674120432881502766
f(z) = 61/46*z^3 - 267/46*z + 1
*
-2 | 0.072432879252439353260576047904081351310 | 0.012946669513020385828259674805508304404
f(z) = 61/50*z^3 - 269/50*z + 1
*
-2 | 0.057810765343837555191385032017693479757 | 0.010319446479494615366775127022113920770
f(z) = 61/54*z^3 - 271/54*z + 1
*
-2 | 0.069786441725725115068103079163736664331 | 0.012440822286623880583254848286549761277
f(z) = 61/58*z^3 - 273/58*z + 1
*
-2 | 0.074069635265143644573536926102023988495 | 0.013187226963177313480277835230757514676
f(z) = 63/46*z^3 - 275/46*z + 1
*
-2 | 0.073368866508725355846889808638677071397 | 0.013045632668818617755004214883916244470
f(z) = 63/50*z^3 - 277/50*z + 1
*
[ 17/8 ] 
f(z) = 64/51*z^3 - 262/51*z + 1
*
[ -19/8 ] 
f(z) = 64/57*z^3 - 280/57*z + 1
*
[ -5/2 ] 
f(z) = 67/50*z^3 - 279/40*z + 1
*
[ 2 ] 
f(z) = 71/46*z^3 - 261/46*z + 1
*
[ 1/6 ] 
f(z) = 72/53*z^3 - 267/53*z + 1
*
11/6 | 0.16639161432961927333834412522744206466 | 0.029682035213127246816512390718435140339
f(z) = 72/55*z^3 - 272/55*z + 1
*
-11/6 | 0.16318401248542667459035893875632157615 | 0.029206506182624382533110794592845469474
f(z) = 72/55*z^3 - 267/55*z + 1
*
[ 2 ] 
f(z) = 73/46*z^3 - 269/46*z + 1
*
[ 2 ] 
f(z) = 73/50*z^3 - 267/50*z + 1
*
[ 2 ] 
f(z) = 73/54*z^3 - 265/54*z + 1
*
[ 2 ] 
f(z) = 73/58*z^3 - 263/58*z + 1
*
1/5 | 0.11804886925357501038508992474292640039 | 0.021128264817083505634160598606302013062
f(z) = 75/44*z^3 - 267/44*z + 1
*
[ 2 ] 
f(z) = 75/46*z^3 - 277/46*z + 1
*
[ 2 ] 
f(z) = 75/58*z^3 - 271/58*z + 1
*
[ 2 ] 
f(z) = 77/58*z^3 - 279/58*z + 1
*
[ 3/13 ] 
f(z) = 65/54*z^3 - 265/78*z + 1
*
-22/15 | 0.087387063859329493721914773821535237542 | 0.013947783337482111214686252287590152464
f(z) = 75/44*z^3 - 263/66*z + 1
*
3/2 | 0.18309089724536205417367253994929863321 | 0.027324017969394042092417530891525066933
f(z) = 77/45*z^3 - 271/60*z + 1
*
[ 5/3 ] 
f(z) = 61/50*z^3 - 269/90*z + 1
*
[ 1/4 ] 
f(z) = 72/43*z^3 - 267/86*z + 1
*
4/7 | 0.20675704771846689204296286345577726960 | 0.029523791964425695671148363785073165470
f(z) = 77/48*z^3 - 275/84*z + 1
*
[ -12/7 ] 
f(z) = 77/48*z^3 - 263/84*z + 1
*
-4/3 | 0.16435535367428822911913049925759913651 | 0.023518265075915460644436445692105243170
f(z) = 61/48*z^3 - 271/108*z + 1
*
[ -7/4 ] 
f(z) = 65/49*z^3 - 279/112*z + 1
*
[ 3/2 ] 
f(z) = 70/57*z^3 - 277/114*z + 1
*
1/2 | 0.16358187691539303459007189759850463913 | 0.029357027097734471932994431696542589214
f(z) = 70/57*z^3 - 263/114*z + 1
*
[ 4/3 ] 
f(z) = 73/48*z^3 - 265/108*z + 1
*
-3/2 | 0.15740074133645644890275192321517369642 | 0.028209384010566448510167559750135743021
f(z) = 74/51*z^3 - 265/102*z + 1
*
1/2 | 0.16359413485452868533959099054056480296 | 0.029319364907710970848180975344479269216
f(z) = 74/57*z^3 - 265/114*z + 1
*
3/7 | 0.18856165497815788556668416513856076359 | 0.028033766254979098747627019339573184193
f(z) = 77/45*z^3 - 278/105*z + 1
*
[ 1/3 ] 
f(z) = 60/41*z^3 - 266/123*z + 1
*
[ 1/3 ] 
f(z) = 60/43*z^3 - 278/129*z + 1
*
0 | 0.16005336548046406596110450784430912938 | 0.028607975393335597414312478041990117334
f(z) = 63/40*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 66/41*z^3 - 268/123*z + 1
*
[ 1/3 ] 
f(z) = 66/43*z^3 - 280/129*z + 1
*
[ 10/9 ] 
f(z) = 69/40*z^3 - 274/135*z + 1
*
[ 1/3 ] 
f(z) = 69/40*z^3 - 263/120*z + 1
*
[ 1/3 ] 
f(z) = 69/41*z^3 - 269/123*z + 1
*
[ -3/2 ] 
f(z) = 72/43*z^3 - 271/129*z + 1
*
[ 1/3 ] 
f(z) = 75/41*z^3 - 271/123*z + 1
*
-12/11 | 0.15678371964893483066512236619565579048 | 0.022531419475633127279062252250013126562
f(z) = 77/48*z^3 - 263/132*z + 1
*
[ 9/7 ] 
f(z) = 77/54*z^3 - 269/126*z + 1
*
[ 1/3 ] 
f(z) = 78/41*z^3 - 272/123*z + 1
*
[ 3/8 ] 
f(z) = 64/47*z^3 - 262/141*z + 1
*
[ 3/8 ] 
f(z) = 64/49*z^3 - 272/147*z + 1
*
[ -3/2 ] 
f(z) = 76/47*z^3 - 278/141*z + 1
*
[ -3/2 ] 
f(z) = 76/49*z^3 - 268/147*z + 1
*
[ -3/2 ] 
f(z) = 61/42*z^3 - 269/168*z + 1
*
[ 5/4 ] 
f(z) = 61/50*z^3 - 273/160*z + 1
*
-7/5 | 0.16396547703415443604727486976122049126 | 0.029385916907755187262764070246447434425
f(z) = 75/56*z^3 - 265/168*z + 1
*
[ -3/2 ] 
f(z) = 65/48*z^3 - 265/192*z + 1
*
[ 14/13 ] 
f(z) = 65/49*z^3 - 267/182*z + 1
*
[ 1/2 ] 
f(z) = 65/49*z^3 - 261/196*z + 1
*
[ -21/13 ] 
f(z) = 65/54*z^3 - 277/182*z + 1
*
[ 1/2 ] 
f(z) = 67/49*z^3 - 263/196*z + 1
*
[ 1/2 ] 
f(z) = 69/49*z^3 - 265/196*z + 1
*
[ 1/2 ] 
f(z) = 71/48*z^3 - 263/192*z + 1
*
[ 1/2 ] 
f(z) = 71/49*z^3 - 267/196*z + 1
*
[ -4/3 ] 
f(z) = 73/40*z^3 - 269/180*z + 1
*
[ 1/2 ] 
f(z) = 73/47*z^3 - 261/188*z + 1
*
[ 1/2 ] 
f(z) = 73/48*z^3 - 265/192*z + 1
*
[ 1/2 ] 
f(z) = 73/49*z^3 - 269/196*z + 1
*
[ 1/2 ] 
f(z) = 75/47*z^3 - 263/188*z + 1
*
[ 1/2 ] 
f(z) = 75/49*z^3 - 271/196*z + 1
*
[ 1/2 ] 
f(z) = 77/46*z^3 - 261/184*z + 1
*
[ 1/2 ] 
f(z) = 77/47*z^3 - 265/188*z + 1
*
[ 1/2 ] 
f(z) = 77/48*z^3 - 269/192*z + 1
*
[ 1/2 ] 
f(z) = 79/46*z^3 - 263/184*z + 1
*
[ 1/2 ] 
f(z) = 79/47*z^3 - 267/188*z + 1
*
[ 1/2 ] 
f(z) = 79/48*z^3 - 271/192*z + 1
*
[ 1/2 ] 
f(z) = 79/49*z^3 - 275/196*z + 1
*
[ 1/2 ] 
f(z) = 61/50*z^3 - 261/200*z + 1
*
[ 1/2 ] 
f(z) = 61/51*z^3 - 265/204*z + 1
*
[ 1/2 ] 
f(z) = 61/52*z^3 - 269/208*z + 1
*
[ 1/2 ] 
f(z) = 61/53*z^3 - 273/212*z + 1
*
[ 1/2 ] 
f(z) = 61/54*z^3 - 277/216*z + 1
*
[ 1/2 ] 
f(z) = 63/50*z^3 - 263/200*z + 1
*
[ 1/2 ] 
f(z) = 63/52*z^3 - 271/208*z + 1
*
[ 1/2 ] 
f(z) = 63/53*z^3 - 275/212*z + 1
*
[ 17/16 ] 
f(z) = 64/51*z^3 - 277/204*z + 1
*
[ -7/5 ] 
f(z) = 65/42*z^3 - 277/210*z + 1
*
[ 1/2 ] 
f(z) = 65/51*z^3 - 269/204*z + 1
*
[ 1/2 ] 
f(z) = 65/53*z^3 - 277/212*z + 1
*
[ 1/2 ] 
f(z) = 67/50*z^3 - 267/200*z + 1
*
[ 1/2 ] 
f(z) = 67/51*z^3 - 271/204*z + 1
*
[ -3/2 ] 
f(z) = 67/51*z^3 - 263/204*z + 1
*
[ 1/2 ] 
f(z) = 67/52*z^3 - 275/208*z + 1
*
[ 1/2 ] 
f(z) = 67/53*z^3 - 279/212*z + 1
*
[ 1/2 ] 
f(z) = 69/50*z^3 - 269/200*z + 1
*
[ 1/2 ] 
f(z) = 69/52*z^3 - 277/208*z + 1
*
[ 1/2 ] 
f(z) = 71/50*z^3 - 271/200*z + 1
*
[ 1/2 ] 
f(z) = 71/51*z^3 - 275/204*z + 1
*
[ 1/2 ] 
f(z) = 71/52*z^3 - 279/208*z + 1
*
[ 1/2 ] 
f(z) = 73/50*z^3 - 273/200*z + 1
*
[ 1/2 ] 
f(z) = 73/51*z^3 - 277/204*z + 1
*
[ 1/2 ] 
f(z) = 77/50*z^3 - 277/200*z + 1
*
[ 1/2 ] 
f(z) = 79/50*z^3 - 279/200*z + 1
*
[ 5/8 ] 
f(z) = 64/47*z^3 - 266/235*z + 1
*
[ 4/5 ] 
f(z) = 65/44*z^3 - 263/220*z + 1
*
[ 7/8 ] 
f(z) = 66/49*z^3 - 263/224*z + 1
*
[ 14/17 ] 
f(z) = 68/49*z^3 - 275/238*z + 1
*
[ 2/3 ] 
f(z) = 73/52*z^3 - 263/234*z + 1
*
[ -3/2 ] 
f(z) = 73/57*z^3 - 277/228*z + 1
*
[ -22/15 ] 
f(z) = 75/56*z^3 - 277/231*z + 1
*
[ 2/3 ] 
f(z) = 77/52*z^3 - 271/234*z + 1
*
[ 2/3 ] 
f(z) = 79/52*z^3 - 275/234*z + 1
*
[ 3/4 ] 
f(z) = 61/45*z^3 - 263/240*z + 1
*
[ 5/8 ] 
f(z) = 64/49*z^3 - 272/245*z + 1
*
[ 5/8 ] 
f(z) = 64/51*z^3 - 278/255*z + 1
*
[ 3/5 ] 
f(z) = 65/48*z^3 - 277/240*z + 1
*
4 | 0.19471148699931757836997918068989053338 | 0.028043792855988575992421319293304998215
f(z) = 61/48*z^3 - 259/12*z + 1
*
-4 | 0.18509468466643683440910472400789958461 | 0.026749008868449740350005738277404656893
f(z) = 61/48*z^3 - 253/12*z + 1
*
[ 4 ] 
f(z) = 65/48*z^3 - 251/12*z + 1
*
[ -4 ] 
f(z) = 65/48*z^3 - 245/12*z + 1
*
[ -6 ] 
f(z) = 65/54*z^3 - 253/6*z + 1
*
[ 4 ] 
f(z) = 67/48*z^3 - 259/12*z + 1
*
[ -4 ] 
f(z) = 67/48*z^3 - 253/12*z + 1
*
[ 7/2 ] 
f(z) = 74/49*z^3 - 249/14*z + 1
*
[ -7/2 ] 
f(z) = 74/49*z^3 - 241/14*z + 1
*
[ -7/2 ] 
f(z) = 78/49*z^3 - 255/14*z + 1
*
10/21 | 0.22637287921262069230257838827797739421 | 0.029829747516108267214755057173947715686
f(z) = 63/40*z^3 - 247/35*z + 1
*
[ -5/2 ] 
f(z) = 61/50*z^3 - 249/40*z + 1
*
2/9 | 0.13953219655241973875425502359457136881 | 0.018347683443140738400116983599547037881
f(z) = 63/40*z^3 - 251/45*z + 1
*
[ -5/2 ] 
f(z) = 63/50*z^3 - 259/40*z + 1
*
-7/4 | 0.21866339211223566477047919930422702421 | 0.029205064693667221641751251539070017784
f(z) = 66/49*z^3 - 255/56*z + 1
*
[ 2 ] 
f(z) = 67/46*z^3 - 245/46*z + 1
*
[ 2 ] 
f(z) = 67/50*z^3 - 243/50*z + 1
*
[ 2 ] 
f(z) = 69/50*z^3 - 251/50*z + 1
*
[ 2 ] 
f(z) = 69/58*z^3 - 247/58*z + 1
*
[ 2 ] 
f(z) = 71/50*z^3 - 259/50*z + 1
*
[ 2 ] 
f(z) = 71/54*z^3 - 257/54*z + 1
*
[ 2 ] 
f(z) = 71/58*z^3 - 255/58*z + 1
*
[ 1/6 ] 
f(z) = 72/49*z^3 - 247/49*z + 1
*
[ 2/11 ] 
f(z) = 77/40*z^3 - 251/55*z + 1
*
[ 7/4 ] 
f(z) = 78/49*z^3 - 249/56*z + 1
*
[ -2 ] 
f(z) = 79/42*z^3 - 253/42*z + 1
*
[ -2 ] 
f(z) = 79/46*z^3 - 247/46*z + 1
*
[ -2 ] 
f(z) = 79/50*z^3 - 241/50*z + 1
*
0 | 0.14243524865761585495992894247428410859 | 0.025969101570177308430672363079816065178
f(z) = 79/54*z^3 - 241/54*z + 1
*
3/2 | 0.17820887074031385286227356625441354216 | 0.027069389844472923402919478505776879439
f(z) = 67/45*z^3 - 241/60*z + 1
*
3/2 | 0.17353961204874632443446567148020449598 | 0.026167003247833097628100521161676887916
f(z) = 71/45*z^3 - 253/60*z + 1
*
3/2 | 0.18527814133361325927742308055038972138 | 0.027838599939278017757664997604925370984
f(z) = 73/45*z^3 - 259/60*z + 1
*
-10/7 | 0.20529688653197138941068305660352768215 | 0.028938552358455270127899404099854206944
f(z) = 77/50*z^3 - 241/70*z + 1
*
4/3 | 0.13136073432765207846371714232135515072 | 0.021178554151546046117565522680637836501
f(z) = 69/56*z^3 - 247/84*z + 1
*
[ 1/4 ] 
f(z) = 72/41*z^3 - 255/82*z + 1
*
[ -8/5 ] 
f(z) = 75/44*z^3 - 241/88*z + 1
*
[ -5/3 ] 
f(z) = 77/50*z^3 - 241/90*z + 1
*
[ -5/3 ] 
f(z) = 79/50*z^3 - 251/90*z + 1
*
[ -7/4 ] 
f(z) = 61/49*z^3 - 251/112*z + 1
*
[ 3/2 ] 
f(z) = 62/51*z^3 - 245/102*z + 1
*
1/2 | 0.16361999850158799211352390442637986223 | 0.029444855353603535631492857880362933828
f(z) = 62/57*z^3 - 259/114*z + 1
*
[ 3/2 ] 
f(z) = 62/57*z^3 - 241/114*z + 1
*
6/7 | 0.21983550557497265314215958745796073200 | 0.029015022858013714316749964815103354924
f(z) = 63/40*z^3 - 244/105*z + 1
*
[ 4/3 ] 
f(z) = 67/48*z^3 - 241/108*z + 1
*
[ 4/3 ] 
f(z) = 71/48*z^3 - 257/108*z + 1
*
1/2 | 0.15745933484187892029754611977535467636 | 0.028708325349370420721354081689753562155
f(z) = 74/51*z^3 - 241/102*z + 1
*
[ 3/8 ] 
f(z) = 64/43*z^3 - 242/129*z + 1
*
[ -3/2 ] 
f(z) = 68/41*z^3 - 254/123*z + 1
*
[ -3/2 ] 
f(z) = 68/43*z^3 - 244/129*z + 1
*
0 | 0.16082123026053048824024593219846065994 | 0.029190396543904031829832543764778028157
f(z) = 69/40*z^3 - 247/120*z + 1
*
[ -14/9 ] 
f(z) = 72/49*z^3 - 241/126*z + 1
*
[ 7/6 ] 
f(z) = 74/49*z^3 - 241/126*z + 1
*
0 | 0.15896768129805147400432731386003538773 | 0.028853961925535220412721174274402300997
f(z) = 75/44*z^3 - 247/132*z + 1
*
[ 7/19 ] 
f(z) = 76/49*z^3 - 256/133*z + 1
*
[ 4/11 ] 
f(z) = 77/48*z^3 - 259/132*z + 1
*
-22/21 | 0.17090031288642172875411257823381730146 | 0.027517520169853844770879946950094169217
f(z) = 63/44*z^3 - 249/154*z + 1
*
0 | 0.11921930889904130350129910592231554014 | 0.021484533114181017255473538054766234201
f(z) = 69/50*z^3 - 257/150*z + 1
*
-4/3 | 0.14313106597745615182868458545637977303 | 0.025903951685804490824767623117881147791
f(z) = 69/52*z^3 - 251/156*z + 1
*
[ 6/5 ] 
f(z) = 71/54*z^3 - 259/150*z + 1
*
[ -3/2 ] 
f(z) = 72/47*z^3 - 251/141*z + 1
*
[ -3/2 ] 
f(z) = 72/49*z^3 - 241/147*z + 1
*
[ -3/2 ] 
f(z) = 76/53*z^3 - 248/159*z + 1
*
[ 5/12 ] 
f(z) = 63/50*z^3 - 259/160*z + 1
*
[ 1/2 ] 
f(z) = 65/44*z^3 - 241/176*z + 1
*
[ 1/2 ] 
f(z) = 67/44*z^3 - 243/176*z + 1
*
[ 1/2 ] 
f(z) = 69/43*z^3 - 241/172*z + 1
*
[ 1/2 ] 
f(z) = 69/44*z^3 - 245/176*z + 1
*
[ 1/2 ] 
f(z) = 71/43*z^3 - 243/172*z + 1
*
[ 1/2 ] 
f(z) = 71/44*z^3 - 247/176*z + 1
*
[ 7/15 ] 
f(z) = 72/49*z^3 - 256/175*z + 1
*
[ 1/2 ] 
f(z) = 73/42*z^3 - 241/168*z + 1
*
[ 1/2 ] 
f(z) = 73/43*z^3 - 245/172*z + 1
*
[ 1/2 ] 
f(z) = 73/44*z^3 - 249/176*z + 1
*
[ 1/2 ] 
f(z) = 75/43*z^3 - 247/172*z + 1
*
[ 1/2 ] 
f(z) = 75/44*z^3 - 251/176*z + 1
*
[ 7/15 ] 
f(z) = 75/56*z^3 - 241/168*z + 1
*
[ 1/2 ] 
f(z) = 77/41*z^3 - 241/164*z + 1
*
[ 1/2 ] 
f(z) = 77/43*z^3 - 249/172*z + 1
*
[ -7/5 ] 
f(z) = 78/49*z^3 - 246/175*z + 1
*
[ 1/2 ] 
f(z) = 79/41*z^3 - 243/164*z + 1
*
[ 1/2 ] 
f(z) = 79/42*z^3 - 247/168*z + 1
*
[ 1/2 ] 
f(z) = 79/43*z^3 - 251/172*z + 1
*
[ 1/2 ] 
f(z) = 79/44*z^3 - 255/176*z + 1
*
[ -7/5 ] 
f(z) = 79/49*z^3 - 253/175*z + 1
*
[ 1/2 ] 
f(z) = 61/45*z^3 - 241/180*z + 1
*
[ 1/2 ] 
f(z) = 61/46*z^3 - 245/184*z + 1
*
[ 1/2 ] 
f(z) = 61/47*z^3 - 249/188*z + 1
*
[ 1/2 ] 
f(z) = 61/48*z^3 - 253/192*z + 1
*
[ 1/2 ] 
f(z) = 61/49*z^3 - 257/196*z + 1
*
[ 1/2 ] 
f(z) = 63/46*z^3 - 247/184*z + 1
*
[ 1/2 ] 
f(z) = 63/47*z^3 - 251/188*z + 1
*
[ 1/2 ] 
f(z) = 65/46*z^3 - 249/184*z + 1
*
[ 1/2 ] 
f(z) = 65/47*z^3 - 253/188*z + 1
*
[ 1/2 ] 
f(z) = 65/48*z^3 - 257/192*z + 1
*
[ 1/2 ] 
f(z) = 67/45*z^3 - 247/180*z + 1
*
[ 1/2 ] 
f(z) = 67/46*z^3 - 251/184*z + 1
*
[ 1/2 ] 
f(z) = 67/47*z^3 - 255/188*z + 1
*
[ 1/2 ] 
f(z) = 67/48*z^3 - 259/192*z + 1
*
[ 1/2 ] 
f(z) = 69/47*z^3 - 257/188*z + 1
*
[ -14/9 ] 
f(z) = 69/56*z^3 - 253/189*z + 1
*
[ -4/3 ] 
f(z) = 71/40*z^3 - 253/180*z + 1
*
[ 2/3 ] 
f(z) = 71/44*z^3 - 241/198*z + 1
*
[ 1/2 ] 
f(z) = 71/45*z^3 - 251/180*z + 1
*
[ 1/2 ] 
f(z) = 71/46*z^3 - 255/184*z + 1
*
[ 1/2 ] 
f(z) = 71/47*z^3 - 259/188*z + 1
*
[ 2/3 ] 
f(z) = 73/44*z^3 - 245/198*z + 1
*
[ 1/2 ] 
f(z) = 73/45*z^3 - 253/180*z + 1
*
[ 1/2 ] 
f(z) = 73/46*z^3 - 257/184*z + 1
*
[ 1/2 ] 
f(z) = 75/46*z^3 - 259/184*z + 1
*
[ 4/5 ] 
f(z) = 75/49*z^3 - 241/196*z + 1
*
0 | 0.087701426503463855559286973673070586985 | 0.015340388587218471632930705366501321746
f(z) = 76/45*z^3 - 259/180*z + 1
*
[ 1/2 ] 
f(z) = 77/45*z^3 - 257/180*z + 1
*
[ 2/3 ] 
f(z) = 79/44*z^3 - 257/198*z + 1
*
[ 1/2 ] 
f(z) = 79/45*z^3 - 259/180*z + 1
*
[ 5/8 ] 
f(z) = 64/41*z^3 - 248/205*z + 1
*
[ 5/8 ] 
f(z) = 64/43*z^3 - 254/215*z + 1
*
[ 3/5 ] 
f(z) = 65/42*z^3 - 257/210*z + 1
*
[ -3/2 ] 
f(z) = 65/51*z^3 - 245/204*z + 1
*
[ 4/5 ] 
f(z) = 75/53*z^3 - 245/212*z + 1
*
[ 7/8 ] 
f(z) = 62/49*z^3 - 249/224*z + 1
*
[ 2/3 ] 
f(z) = 67/52*z^3 - 251/234*z + 1
*
[ 2/3 ] 
f(z) = 71/52*z^3 - 259/234*z + 1
*
[ -3/2 ] 
f(z) = 71/57*z^3 - 259/228*z + 1
*
[ 7/10 ] 
f(z) = 75/56*z^3 - 243/224*z + 1
*
[ 4/5 ] 
f(z) = 75/59*z^3 - 251/236*z + 1
*
[ 4 ] 
f(z) = 61/48*z^3 - 235/12*z + 1
*
[ -4 ] 
f(z) = 61/48*z^3 - 229/12*z + 1
*
[ 6 ] 
f(z) = 61/54*z^3 - 239/6*z + 1
*
[ 7/2 ] 
f(z) = 66/49*z^3 - 221/14*z + 1
*
[ 3 ] 
f(z) = 77/45*z^3 - 221/15*z + 1
*
[ 3 ] 
f(z) = 79/45*z^3 - 227/15*z + 1
*
[ 2 ] 
f(z) = 61/46*z^3 - 221/46*z + 1
*
0 | 0.14302950566371513342807210959821491419 | 0.026451814684091743327004345165523145296
f(z) = 61/54*z^3 - 223/54*z + 1
*
[ 2 ] 
f(z) = 63/46*z^3 - 229/46*z + 1
*
[ 2 ] 
f(z) = 63/50*z^3 - 227/50*z + 1
*
[ 2 ] 
f(z) = 63/58*z^3 - 223/58*z + 1
*
1/4 | 0.12687519896361271224624911656763845198 | 0.023349593313868957947262978497539240666
f(z) = 64/45*z^3 - 229/45*z + 1
*
1/4 | 0.14483574534421673384036459522297935178 | 0.026763713656876908720631436567645848640
f(z) = 64/55*z^3 - 224/55*z + 1
*
[ 2 ] 
f(z) = 65/46*z^3 - 237/46*z + 1
*
-21/10 | 0.21164571738907226707551950446730623913 | 0.024126592490647216169576746485723042851
f(z) = 65/54*z^3 - 239/40*z + 1
*
0 | 0.14299327578620339721989333019955508127 | 0.026358450368283709977524406641668701494
f(z) = 65/54*z^3 - 227/54*z + 1
*
[ 2 ] 
f(z) = 65/58*z^3 - 231/58*z + 1
*
0 | 0.15418777928387043657761926859492101147 | 0.028376089020199232848925495556823289201
f(z) = 67/54*z^3 - 229/54*z + 1
*
[ 2 ] 
f(z) = 67/58*z^3 - 239/58*z + 1
*
[ -2 ] 
f(z) = 71/42*z^3 - 221/42*z + 1
*
0 | 0.16001377784997386563394354353266266593 | 0.029354732903288120803182606491123039573
f(z) = 71/54*z^3 - 233/54*z + 1
*
[ 1/6 ] 
f(z) = 72/47*z^3 - 237/47*z + 1
*
[ -2 ] 
f(z) = 73/42*z^3 - 229/42*z + 1
*
[ -2 ] 
f(z) = 73/46*z^3 - 223/46*z + 1
*
0 | 0.16045506948646354133529121099940553372 | 0.029389606421727853935569311926902916085
f(z) = 73/54*z^3 - 235/54*z + 1
*
[ 7/4 ] 
f(z) = 74/49*z^3 - 235/56*z + 1
*
0 | 0.15930989420095625747403284859236779672 | 0.029366149676512183515831374228411705961
f(z) = 74/51*z^3 - 227/51*z + 1
*
[ -2 ] 
f(z) = 75/46*z^3 - 231/46*z + 1
*
[ 1/5 ] 
f(z) = 75/58*z^3 - 235/58*z + 1
*
[ 1/5 ] 
f(z) = 75/59*z^3 - 239/59*z + 1
*
[ -2 ] 
f(z) = 77/46*z^3 - 239/46*z + 1
*
[ -2 ] 
f(z) = 77/50*z^3 - 233/50*z + 1
*
0 | 0.15354592170420772018263390705981488034 | 0.028037422370875295937856947974275516766
f(z) = 77/54*z^3 - 239/54*z + 1
*
[ -2 ] 
f(z) = 77/54*z^3 - 227/54*z + 1
*
[ -2 ] 
f(z) = 77/58*z^3 - 221/58*z + 1
*
[ -2 ] 
f(z) = 79/54*z^3 - 235/54*z + 1
*
[ -2 ] 
f(z) = 79/58*z^3 - 229/58*z + 1
*
3/2 | 0.18878237036862721870465396240156963058 | 0.029017620109098169829889152182439898217
f(z) = 61/45*z^3 - 223/60*z + 1
*
-3/16 | 0.15718329449105929640771056887352748419 | 0.024160545913963401215817754128360846839
f(z) = 64/45*z^3 - 223/60*z + 1
*
2/5 | 0.12326607334082456647640453890555410289 | 0.018144798389391663380451881668836808865
f(z) = 65/48*z^3 - 223/60*z + 1
*
-2/15 | 0.15101369614468213515270496664378028457 | 0.024578309500600282800045442745413353921
f(z) = 75/44*z^3 - 233/66*z + 1
*
[ 22/15 ] 
f(z) = 75/44*z^3 - 221/66*z + 1
*
10/9 | 0.20595348754996752397572899683665114671 | 0.029390015055926895810384107561733165179
f(z) = 63/50*z^3 - 221/90*z + 1
*
[ -5/3 ] 
f(z) = 73/50*z^3 - 221/90*z + 1
*
[ 4/15 ] 
f(z) = 75/56*z^3 - 239/84*z + 1
*
-4/3 | 0.17935239304064970077231024801955224728 | 0.029443977816389469788302594818270828355
f(z) = 75/56*z^3 - 221/84*z + 1
*
[ 2/7 ] 
f(z) = 77/48*z^3 - 221/84*z + 1
*
1/2 | 0.15740340222768371849752539411934001914 | 0.028830650572263849305450334676511054835
f(z) = 62/51*z^3 - 235/102*z + 1
*
[ 4/3 ] 
f(z) = 65/48*z^3 - 233/108*z + 1
*
1/2 | 0.15740189320692393984400268475480633560 | 0.028741521186863260522719726879354911139
f(z) = 70/51*z^3 - 239/102*z + 1
*
2/3 | 0.13652894168502688065955829818523201951 | 0.025126228687393694863856127241229791402
f(z) = 72/55*z^3 - 229/110*z + 1
*
[ 7/20 ] 
f(z) = 75/49*z^3 - 229/112*z + 1
*
0 | 0.16034616210536920228355323439404583380 | 0.029509452636790313475381025680294841272
f(z) = 63/40*z^3 - 229/120*z + 1
*
[ 3/8 ] 
f(z) = 64/41*z^3 - 232/123*z + 1
*
[ -3/2 ] 
f(z) = 64/41*z^3 - 227/123*z + 1
*
[ -8/5 ] 
f(z) = 65/48*z^3 - 221/120*z + 1
*
[ 3/8 ] 
f(z) = 65/54*z^3 - 235/128*z + 1
*
[ 2/5 ] 
f(z) = 67/40*z^3 - 221/125*z + 1
*
[ 2/5 ] 
f(z) = 69/40*z^3 - 222/125*z + 1
*
[ 2/5 ] 
f(z) = 71/40*z^3 - 223/125*z + 1
*
[ 3/8 ] 
f(z) = 71/54*z^3 - 237/128*z + 1
*
[ 2/5 ] 
f(z) = 73/40*z^3 - 224/125*z + 1
*
[ 2/5 ] 
f(z) = 77/40*z^3 - 226/125*z + 1
*
[ 3/8 ] 
f(z) = 77/54*z^3 - 239/128*z + 1
*
[ 2/5 ] 
f(z) = 79/40*z^3 - 227/125*z + 1
*
[ 22/21 ] 
f(z) = 63/44*z^3 - 235/154*z + 1
*
0 | 0.15990696716801149779988014456944077717 | 0.029198946665428535692804242620968736179
f(z) = 63/50*z^3 - 239/150*z + 1
*
[ 9/8 ] 
f(z) = 64/51*z^3 - 226/153*z + 1
*
[ 6/13 ] 
f(z) = 65/48*z^3 - 227/156*z + 1
*
[ -3/2 ] 
f(z) = 68/47*z^3 - 224/141*z + 1
*
[ -3/2 ] 
f(z) = 72/53*z^3 - 221/159*z + 1
*
[ 1/2 ] 
f(z) = 61/40*z^3 - 221/160*z + 1
*
[ 1/2 ] 
f(z) = 61/41*z^3 - 225/164*z + 1
*
[ 1/2 ] 
f(z) = 61/42*z^3 - 229/168*z + 1
*
[ 1/2 ] 
f(z) = 61/43*z^3 - 233/172*z + 1
*
[ 1/2 ] 
f(z) = 61/44*z^3 - 237/176*z + 1
*
[ 1/2 ] 
f(z) = 63/40*z^3 - 223/160*z + 1
*
[ 1/2 ] 
f(z) = 63/41*z^3 - 227/164*z + 1
*
[ 1/2 ] 
f(z) = 63/43*z^3 - 235/172*z + 1
*
[ 1/2 ] 
f(z) = 63/44*z^3 - 239/176*z + 1
*
[ 9/8 ] 
f(z) = 64/57*z^3 - 224/171*z + 1
*
[ 1/2 ] 
f(z) = 65/41*z^3 - 229/164*z + 1
*
[ 1/2 ] 
f(z) = 65/42*z^3 - 233/168*z + 1
*
[ 1/2 ] 
f(z) = 65/43*z^3 - 237/172*z + 1
*
[ 1/2 ] 
f(z) = 67/40*z^3 - 227/160*z + 1
*
[ 1/2 ] 
f(z) = 67/41*z^3 - 231/164*z + 1
*
[ 1/2 ] 
f(z) = 67/42*z^3 - 235/168*z + 1
*
[ 1/2 ] 
f(z) = 67/43*z^3 - 239/172*z + 1
*
[ 1/2 ] 
f(z) = 69/40*z^3 - 229/160*z + 1
*
[ 1/2 ] 
f(z) = 69/41*z^3 - 233/164*z + 1
*
[ 1/2 ] 
f(z) = 71/40*z^3 - 231/160*z + 1
*
[ 1/2 ] 
f(z) = 71/41*z^3 - 235/164*z + 1
*
[ 1/2 ] 
f(z) = 71/42*z^3 - 239/168*z + 1
*
[ -4/3 ] 
f(z) = 72/41*z^3 - 225/164*z + 1
*
[ 1/2 ] 
f(z) = 73/40*z^3 - 233/160*z + 1
*
[ 1/2 ] 
f(z) = 73/41*z^3 - 237/164*z + 1
*
[ 1/2 ] 
f(z) = 75/41*z^3 - 239/164*z + 1
*
[ 4/5 ] 
f(z) = 75/41*z^3 - 233/164*z + 1
*
[ 4/5 ] 
f(z) = 75/43*z^3 - 235/172*z + 1
*
[ -7/5 ] 
f(z) = 76/49*z^3 - 232/175*z + 1
*
[ -3/2 ] 
f(z) = 76/55*z^3 - 238/165*z + 1
*
[ 1/2 ] 
f(z) = 77/40*z^3 - 237/160*z + 1
*
[ 6/11 ] 
f(z) = 77/40*z^3 - 232/165*z + 1
*
[ -15/11 ] 
f(z) = 77/45*z^3 - 239/165*z + 1
*
[ 1/2 ] 
f(z) = 79/40*z^3 - 239/160*z + 1
*
[ 2/3 ] 
f(z) = 61/44*z^3 - 221/198*z + 1
*
[ -3/2 ] 
f(z) = 61/48*z^3 - 229/192*z + 1
*
[ 9/16 ] 
f(z) = 64/45*z^3 - 221/180*z + 1
*
[ 2/3 ] 
f(z) = 65/44*z^3 - 229/198*z + 1
*
[ 2/3 ] 
f(z) = 67/44*z^3 - 233/198*z + 1
*
0 | 0.12858210087712502352288725976222789336 | 0.022937324464273305114807600285928161437
f(z) = 68/45*z^3 - 227/180*z + 1
*
[ 4/5 ] 
f(z) = 75/47*z^3 - 239/188*z + 1
*
[ 7/9 ] 
f(z) = 75/49*z^3 - 229/189*z + 1
*
[ 9/11 ] 
f(z) = 77/54*z^3 - 233/198*z + 1
*
[ 7/9 ] 
f(z) = 78/49*z^3 - 236/189*z + 1
*
[ 14/15 ] 
f(z) = 60/49*z^3 - 239/210*z + 1
*
[ 3/4 ] 
f(z) = 76/51*z^3 - 239/204*z + 1
*
[ 2/3 ] 
f(z) = 61/52*z^3 - 239/234*z + 1
*
[ 11/16 ] 
f(z) = 64/55*z^3 - 221/220*z + 1
*
[ 9/13 ] 
f(z) = 65/54*z^3 - 239/234*z + 1
*
[ 3/4 ] 
f(z) = 68/57*z^3 - 229/228*z + 1
*
[ 7/2 ] 
f(z) = 62/49*z^3 - 207/14*z + 1
*
[ -7/2 ] 
f(z) = 66/49*z^3 - 213/14*z + 1
*
[ 3 ] 
f(z) = 71/45*z^3 - 203/15*z + 1
*
[ 3 ] 
f(z) = 73/45*z^3 - 209/15*z + 1
*
[ 3 ] 
f(z) = 74/45*z^3 - 212/15*z + 1
*
[ -3 ] 
f(z) = 74/45*z^3 - 202/15*z + 1
*
[ 3 ] 
f(z) = 76/45*z^3 - 218/15*z + 1
*
[ -3 ] 
f(z) = 76/45*z^3 - 208/15*z + 1
*
[ -3 ] 
f(z) = 77/45*z^3 - 211/15*z + 1
*
[ -3 ] 
f(z) = 79/45*z^3 - 217/15*z + 1
*
38/15 | 0.13383112747821699824028298841287092757 | 0.017997663642936075512601682763386036681
f(z) = 75/56*z^3 - 212/21*z + 1
*
0 | 0.14346062196281933177128262535849204634 | 0.026951033818283414544896425150284072912
f(z) = 61/48*z^3 - 205/48*z + 1
*
[ 2 ] 
f(z) = 61/50*z^3 - 219/50*z + 1
*
0 | 0.15740805194541261974034381886447660546 | 0.029334468045469192824690628795217826631
f(z) = 61/51*z^3 - 214/51*z + 1
*
[ 2 ] 
f(z) = 61/58*z^3 - 215/58*z + 1
*
[ -17/8 ] 
f(z) = 64/51*z^3 - 214/51*z + 1
*
1/4 | 0.15787691603591801132075953418303175007 | 0.029578602284136323798451316701285220529
f(z) = 64/51*z^3 - 208/51*z + 1
*
0 | 0.14637578452820568558318065687203347869 | 0.027399218698150794136871325840456261970
f(z) = 65/48*z^3 - 209/48*z + 1
*
[ 7/4 ] 
f(z) = 66/49*z^3 - 207/56*z + 1
*
[ -2 ] 
f(z) = 67/42*z^3 - 205/42*z + 1
*
0 | 0.14438812737266894347844325051952186004 | 0.026979064797984082632571493664419574776
f(z) = 67/48*z^3 - 211/48*z + 1
*
[ -2 ] 
f(z) = 69/50*z^3 - 201/50*z + 1
*
[ -2 ] 
f(z) = 71/46*z^3 - 215/46*z + 1
*
0 | 0.13216077231792276997429585156499892134 | 0.024608020802324911624749262038768431542
f(z) = 71/48*z^3 - 215/48*z + 1
*
[ -2 ] 
f(z) = 71/50*z^3 - 209/50*z + 1
*
[ -2 ] 
f(z) = 71/54*z^3 - 203/54*z + 1
*
[ 1/6 ] 
f(z) = 72/41*z^3 - 207/41*z + 1
*
[ 1/6 ] 
f(z) = 72/43*z^3 - 217/43*z + 1
*
[ 11/6 ] 
f(z) = 72/55*z^3 - 217/55*z + 1
*
0 | 0.14711656043235695554842494245652594108 | 0.027345607316381406226329397128155581999
f(z) = 73/48*z^3 - 217/48*z + 1
*
[ -2 ] 
f(z) = 73/50*z^3 - 217/50*z + 1
*
[ -2 ] 
f(z) = 73/54*z^3 - 211/54*z + 1
*
[ -2 ] 
f(z) = 73/58*z^3 - 205/58*z + 1
*
[ 1/5 ] 
f(z) = 75/52*z^3 - 211/52*z + 1
*
[ 1/5 ] 
f(z) = 75/53*z^3 - 215/53*z + 1
*
[ -2 ] 
f(z) = 75/58*z^3 - 213/58*z + 1
*
3/4 | 0.14625856563552034394769558080901831992 | 0.022810778398396399879554112952990702527
f(z) = 64/45*z^3 - 203/60*z + 1
*
6/5 | 0.15553681875338358566744278919074331359 | 0.025611012381028608400337739236533975653
f(z) = 75/44*z^3 - 217/66*z + 1
*
[ -26/15 ] 
f(z) = 75/52*z^3 - 215/78*z + 1
*
[ 3/2 ] 
f(z) = 77/45*z^3 - 211/60*z + 1
*
[ 3/2 ] 
f(z) = 79/45*z^3 - 217/60*z + 1
*
[ 4/3 ] 
f(z) = 63/46*z^3 - 201/92*z + 1
*
[ -9/5 ] 
f(z) = 65/54*z^3 - 211/90*z + 1
*
-4/3 | 0.17554726589637027962703454086929631399 | 0.029179301876012180882570468849536541817
f(z) = 69/56*z^3 - 205/84*z + 1
*
[ -5/3 ] 
f(z) = 71/50*z^3 - 211/90*z + 1
*
[ 4/3 ] 
f(z) = 61/48*z^3 - 217/108*z + 1
*
-3/2 | 0.15740104649762982787852816670975603801 | 0.029410541642178551069799694202013633363
f(z) = 62/51*z^3 - 211/102*z + 1
*
[ 5/4 ] 
f(z) = 72/55*z^3 - 203/110*z + 1
*
[ -8/5 ] 
f(z) = 75/52*z^3 - 215/104*z + 1
*
[ 2/5 ] 
f(z) = 75/59*z^3 - 201/118*z + 1
*
[ 2/5 ] 
f(z) = 61/40*z^3 - 218/125*z + 1
*
[ 2/5 ] 
f(z) = 63/40*z^3 - 219/125*z + 1
*
[ -3/2 ] 
f(z) = 64/43*z^3 - 217/129*z + 1
*
[ 20/21 ] 
f(z) = 63/40*z^3 - 207/140*z + 1
*
[ -3/2 ] 
f(z) = 68/49*z^3 - 214/147*z + 1
*
[ 5/6 ] 
f(z) = 63/40*z^3 - 207/160*z + 1
*
[ -7/5 ] 
f(z) = 72/49*z^3 - 204/175*z + 1
*
[ 7/10 ] 
f(z) = 72/49*z^3 - 201/175*z + 1
*
[ -3/2 ] 
f(z) = 72/55*z^3 - 211/165*z + 1
*
[ -7/5 ] 
f(z) = 73/49*z^3 - 211/175*z + 1
*
[ -7/5 ] 
f(z) = 74/49*z^3 - 218/175*z + 1
*
[ 8/15 ] 
f(z) = 75/56*z^3 - 211/168*z + 1
*
[ 14/25 ] 
f(z) = 75/56*z^3 - 211/175*z + 1
*
[ 7/10 ] 
f(z) = 76/49*z^3 - 208/175*z + 1
*
[ -3/2 ] 
f(z) = 76/59*z^3 - 218/177*z + 1
*
[ 7/12 ] 
f(z) = 78/49*z^3 - 211/168*z + 1
*
0 | 0.11034111048209592616006272121989228994 | 0.019898571612337626377671328750571756625
f(z) = 64/45*z^3 - 211/180*z + 1
*
[ 7/9 ] 
f(z) = 66/49*z^3 - 208/189*z + 1
*
[ 7/9 ] 
f(z) = 69/49*z^3 - 215/189*z + 1
*
[ -3/2 ] 
f(z) = 61/51*z^3 - 209/204*z + 1
*
[ 5/6 ] 
f(z) = 63/55*z^3 - 219/220*z + 1
*
[ -7/2 ] 
f(z) = 62/49*z^3 - 199/14*z + 1
*
[ 3 ] 
f(z) = 64/45*z^3 - 182/15*z + 1
*
[ 3 ] 
f(z) = 67/45*z^3 - 191/15*z + 1
*
[ -3 ] 
f(z) = 67/45*z^3 - 181/15*z + 1
*
[ 3 ] 
f(z) = 68/45*z^3 - 194/15*z + 1
*
[ -3 ] 
f(z) = 68/45*z^3 - 184/15*z + 1
*
[ -3 ] 
f(z) = 71/45*z^3 - 193/15*z + 1
*
[ -3 ] 
f(z) = 73/45*z^3 - 199/15*z + 1
*
0 | 0.10934069461572079264138428051096092321 | 0.020902011910711626646387133839305910642
f(z) = 61/42*z^3 - 187/42*z + 1
*
[ -2 ] 
f(z) = 61/42*z^3 - 181/42*z + 1
*
[ 7/4 ] 
f(z) = 62/49*z^3 - 193/56*z + 1
*
5/3 | 0.14033137320080034263339063907569715315 | 0.026511107492870364659903397527230472196
f(z) = 63/40*z^3 - 199/40*z + 1
*
-5/3 | 0.11573058878571565126217435729903983968 | 0.022034380039646365288695737738133707363
f(z) = 63/40*z^3 - 191/40*z + 1
*
[ -2 ] 
f(z) = 63/46*z^3 - 183/46*z + 1
*
-5/3 | 0.13432223613766845773009874619282230265 | 0.025424390773920492196296221718027541913
f(z) = 63/55*z^3 - 197/55*z + 1
*
0 | 0.11325294831898890960319800406328725937 | 0.021785709915354514895082025578142793154
f(z) = 63/59*z^3 - 181/59*z + 1
*
1/4 | 0.092841973830237289554906807672958081654 | 0.017803090612338575621152783229739222362
f(z) = 64/45*z^3 - 184/45*z + 1
*
0 | 0.11359256905052162694050849991673018623 | 0.021827906050276246549918387101896202081
f(z) = 64/59*z^3 - 182/59*z + 1
*
[ 1/4 ] 
f(z) = 64/59*z^3 - 181/59*z + 1
*
[ -2 ] 
f(z) = 65/42*z^3 - 197/42*z + 1
*
0 | 0.13472229490274188853326546299587639779 | 0.025650282063256250402143091192239931409
f(z) = 65/42*z^3 - 191/42*z + 1
*
[ -2 ] 
f(z) = 65/46*z^3 - 191/46*z + 1
*
0 | 0.10114055276218000136164121820786209342 | 0.019455729637601127544132772298190556996
f(z) = 65/58*z^3 - 181/58*z + 1
*
0 | 0.11392597763368741659358846909082480767 | 0.021868947203468144755638308648140675478
f(z) = 65/59*z^3 - 183/59*z + 1
*
0 | 0.11425340090031473146043373983609868310 | 0.021908879842596407790534741088756994062
f(z) = 66/59*z^3 - 184/59*z + 1
*
0 | 0.14377986877750691480031927137044691733 | 0.027320602888734003503217008888321218452
f(z) = 67/42*z^3 - 193/42*z + 1
*
[ -2 ] 
f(z) = 67/46*z^3 - 199/46*z + 1
*
[ -2 ] 
f(z) = 67/50*z^3 - 193/50*z + 1
*
[ -2 ] 
f(z) = 67/54*z^3 - 187/54*z + 1
*
0 | 0.094327355877695980450570405879226320464 | 0.018145120658985433630405444742842940729
f(z) = 67/57*z^3 - 181/57*z + 1
*
0 | 0.10178772843757241164253329741130359045 | 0.019538919089372013743459294847896813714
f(z) = 67/58*z^3 - 183/58*z + 1
*
[ -2 ] 
f(z) = 67/58*z^3 - 181/58*z + 1
*
0 | 0.11457505328124720251176956193439653358 | 0.021947747839492942827411041209758480052
f(z) = 67/59*z^3 - 185/59*z + 1
*
0 | 0.094641656740253004583693894758958615169 | 0.018186305750774370758966616425014071607
f(z) = 68/57*z^3 - 182/57*z + 1
*
0 | 0.11489113770808361819437361391253295648 | 0.021985592659134142092296033989435076934
f(z) = 68/59*z^3 - 186/59*z + 1
*
0 | 0.083963166722551209066622518795702745174 | 0.016151431118949068959640964214723380870
f(z) = 69/56*z^3 - 181/56*z + 1
*
[ -2 ] 
f(z) = 69/58*z^3 - 189/58*z + 1
*
0 | 0.10241276252352517562666335030826942370 | 0.019617965892581393529738892976990350449
f(z) = 69/58*z^3 - 185/58*z + 1
*
0 | 0.11520184643324624126439581602893870504 | 0.022022453531564397370142429890591800183
f(z) = 69/59*z^3 - 187/59*z + 1
*
0 | 0.095254507807727353505103763898706629820 | 0.018265710688524556329239187722242446813
f(z) = 70/57*z^3 - 184/57*z + 1
*
0 | 0.11550736177720995845179044190663599552 | 0.022058367608601528080294699432470714421
f(z) = 70/59*z^3 - 188/59*z + 1
*
0 | 0.15583132143120352179252987281329497343 | 0.029495610889195696743317866321479064005
f(z) = 71/42*z^3 - 197/42*z + 1
*
0 | 0.11598547779724670227735922577994268246 | 0.022311348280024779234664654516604065057
f(z) = 71/55*z^3 - 181/55*z + 1
*
0 | 0.087416779311114075728988452066659245540 | 0.016780307451903708152300326884450110645
f(z) = 71/56*z^3 - 183/56*z + 1
*
0 | 0.095553406419435939418601590708747076350 | 0.018304002566338910764035445440635977220
f(z) = 71/57*z^3 - 185/57*z + 1
*
[ -2 ] 
f(z) = 71/58*z^3 - 197/58*z + 1
*
0 | 0.10301713948104198284482331616562174238 | 0.019693175390991051554465065739779940088
f(z) = 71/58*z^3 - 187/58*z + 1
*
0 | 0.11580785681061759257479647604543902175 | 0.022093370106931780532536909416457161457
f(z) = 71/59*z^3 - 189/59*z + 1
*
0 | 0.11627806297014003650229806675513477231 | 0.022343949568492190729179904574616140301
f(z) = 72/55*z^3 - 182/55*z + 1
*
0 | 0.11610349597805688232067401671393224623 | 0.022127494439005067720828781045581357079
f(z) = 72/59*z^3 - 190/59*z + 1
*
0 | 0.090210001814643077330120564670974363784 | 0.017353092878977192678442526053891885621
f(z) = 73/54*z^3 - 181/54*z + 1
*
0 | 0.11656605303599751025805700881846061515 | 0.022375729508834310631692193530981831855
f(z) = 73/55*z^3 - 183/55*z + 1
*
0 | 0.081343101440894974956023731505007268697 | 0.015581907472691198185525168565713195854
f(z) = 73/56*z^3 - 185/56*z + 1
*
0 | 0.096136956964850132765384617257738363467 | 0.018377931717016483019536035698950737148
f(z) = 73/57*z^3 - 187/57*z + 1
*
0 | 0.10360219744854217522849135848289377003 | 0.019764822138666941027461258106381193075
f(z) = 73/58*z^3 - 189/58*z + 1
*
0 | 0.11639443566945723303398337037509005170 | 0.022160772332971519288131055705933496643
f(z) = 73/59*z^3 - 191/59*z + 1
*
0 | 0.11684959154744510039786162958433176753 | 0.022406717355425272549162923917141770394
f(z) = 74/55*z^3 - 184/55*z + 1
*
0 | 0.096421908541010970648167580827325567407 | 0.018413630710594437877716627668569915686
f(z) = 74/57*z^3 - 188/57*z + 1
*
0 | 0.11668082474435878222232623007816789938 | 0.022193233942753952809474757104316041649
f(z) = 74/59*z^3 - 192/59*z + 1
*
[ 1/5 ] 
f(z) = 75/46*z^3 - 187/46*z + 1
*
[ 1/5 ] 
f(z) = 75/47*z^3 - 191/47*z + 1
*
[ 1/5 ] 
f(z) = 75/49*z^3 - 199/49*z + 1
*
0 | 0.11721085223172267259299019308452698476 | 0.022547065339610671427169752810263714191
f(z) = 75/53*z^3 - 181/53*z + 1
*
0 | 0.10416914708935488606189261387342838669 | 0.019833153874492093296729934698735388142
f(z) = 75/58*z^3 - 191/58*z + 1
*
0 | 0.11696280501369554309384784395515292448 | 0.022224907949224037620526790296796811582
f(z) = 75/59*z^3 - 193/59*z + 1
*
0 | 0.11748459080859772115775263470561479364 | 0.022575795511629404066310212056679226921
f(z) = 76/53*z^3 - 182/53*z + 1
*
0 | 0.11740385506997290946522622238139925454 | 0.022466426790365355674122596594017403226
f(z) = 76/55*z^3 - 186/55*z + 1
*
0 | 0.11724051168320418876417810554145102665 | 0.022255821653339768513520295187311515384
f(z) = 76/59*z^3 - 194/59*z + 1
*
0 | 0.092123014084953622875876199029482143949 | 0.017721086216052299193415514267125433898
f(z) = 77/52*z^3 - 181/52*z + 1
*
0 | 0.11775431094556566574971993316879859557 | 0.022603824540610149308608849578366459424
f(z) = 77/53*z^3 - 183/53*z + 1
*
0 | 0.091316125907589487417421191536931484024 | 0.017492318333725729270683678037634564392
f(z) = 77/54*z^3 - 185/54*z + 1
*
0 | 0.097250088279358531335505507568984547090 | 0.018515808365964442616159728616779470163
f(z) = 77/57*z^3 - 191/57*z + 1
*
0 | 0.10471908746609040461572045158172465951 | 0.019898394871669507175489172003500279051
f(z) = 77/58*z^3 - 193/58*z + 1
*
0 | 0.11751407376210855997720745382282442209 | 0.022286001062005948711295154162468077108
f(z) = 77/59*z^3 - 195/59*z + 1
*
[ -7/4 ] 
f(z) = 78/49*z^3 - 185/56*z + 1
*
0 | 0.11802012986397827353718436028540953586 | 0.022631176173508557510143729644461095432
f(z) = 78/53*z^3 - 184/53*z + 1
*
0 | 0.11794187534204403909878631311760916127 | 0.022523285119788530276250848609419065611
f(z) = 78/55*z^3 - 188/55*z + 1
*
0 | 0.11778361444032728221918820948007125239 | 0.022315470967335645689496201436875220608
f(z) = 78/59*z^3 - 196/59*z + 1
*
0 | 0.098014007228107816915045457849174452108 | 0.018854297047514435585577222827265180878
f(z) = 79/51*z^3 - 181/51*z + 1
*
0 | 0.092649674189219724125305166845415079972 | 0.017784800932561384838154499667479726742
f(z) = 79/52*z^3 - 183/52*z + 1
*
0 | 0.11828215968759231105647300066988771475 | 0.022657873074354589085832072241618197919
f(z) = 79/53*z^3 - 185/53*z + 1
*
0 | 0.091845172446469064454899162785315916095 | 0.017557496732249969896462545881459683777
f(z) = 79/54*z^3 - 187/54*z + 1
*
0 | 0.11820508897668183580312309133688170345 | 0.022550704686257518309655391594623119337
f(z) = 79/55*z^3 - 189/55*z + 1
*
0 | 0.089641768309744673850001144193003652718 | 0.017067231844988560446889344788130134335
f(z) = 79/56*z^3 - 191/56*z + 1
*
0 | 0.097782784511547771550011734053096908140 | 0.018580380186106948914628360227308985029
f(z) = 79/57*z^3 - 193/57*z + 1
*
0 | 0.10525301949299658813346703074879986404 | 0.019960748777620849526263125479959115151
f(z) = 79/58*z^3 - 195/58*z + 1
*
0 | 0.11804925143709960803004689952642098400 | 0.022344255019917302086063174266769795064
f(z) = 79/59*z^3 - 197/59*z + 1
*
4/5 | 0.12997573384928029607953948949951835587 | 0.019641502003413521200766911685041734319
f(z) = 65/48*z^3 - 187/60*z + 1
*
[ 3/2 ] 
f(z) = 67/45*z^3 - 181/60*z + 1
*
-4/3 | 0.16828247010771215292020248841298483323 | 0.028110551952836787512390240098074125661
f(z) = 69/40*z^3 - 199/60*z + 1
*
[ 3/2 ] 
f(z) = 71/45*z^3 - 193/60*z + 1
*
[ 3/2 ] 
f(z) = 73/45*z^3 - 199/60*z + 1
*
[ 10/7 ] 
f(z) = 77/50*z^3 - 199/70*z + 1
*
-3/2 | 0.18678853443428857630066047908577026573 | 0.029268868598660910205321921986148116164
f(z) = 79/45*z^3 - 197/60*z + 1
*
[ -5/3 ] 
f(z) = 67/50*z^3 - 191/90*z + 1
*
6/7 | 0.19006807992175290774281737409150552864 | 0.028498108457484104899883796574577251641
f(z) = 77/48*z^3 - 197/84*z + 1
*
4/7 | 0.19006911353817379746499857129424009610 | 0.028631042052225120731538093652191852941
f(z) = 77/48*z^3 - 191/84*z + 1
*
[ 4/3 ] 
f(z) = 63/50*z^3 - 199/100*z + 1
*
[ 4/3 ] 
f(z) = 63/58*z^3 - 195/116*z + 1
*
0 | 0.15487150386684668762005089683606400663 | 0.025980769189620342362970944044710159517
f(z) = 65/42*z^3 - 194/105*z + 1
*
[ 2/5 ] 
f(z) = 65/44*z^3 - 191/110*z + 1
*
-6/5 | 0.21710804590029806668442600744028348041 | 0.029570164887658281786823434296376745029
f(z) = 65/56*z^3 - 193/105*z + 1
*
[ 7/17 ] 
f(z) = 68/49*z^3 - 198/119*z + 1
*
[ 10/23 ] 
f(z) = 69/40*z^3 - 187/115*z + 1
*
0 | 0.15740139347581016826699877021429632544 | 0.029968240540429981784463526738501123441
f(z) = 70/51*z^3 - 191/102*z + 1
*
0 | 0.15740242709223105798917996741703089290 | 0.029736135043086922417067109884405679337
f(z) = 74/51*z^3 - 199/102*z + 1
*
[ 2/5 ] 
f(z) = 75/53*z^3 - 183/106*z + 1
*
[ -3/2 ] 
f(z) = 60/41*z^3 - 200/123*z + 1
*
[ -3/2 ] 
f(z) = 60/43*z^3 - 190/129*z + 1
*
[ 7/6 ] 
f(z) = 62/49*z^3 - 199/126*z + 1
*
[ 15/13 ] 
f(z) = 65/54*z^3 - 191/130*z + 1
*
-20/21 | 0.17023370350313587815838390540982299337 | 0.027957373772950431361881575465800595467
f(z) = 63/40*z^3 - 193/140*z + 1
*
[ -3/2 ] 
f(z) = 64/47*z^3 - 197/141*z + 1
*
[ -3/2 ] 
f(z) = 64/49*z^3 - 187/147*z + 1
*
[ 12/13 ] 
f(z) = 65/48*z^3 - 193/156*z + 1
*
[ -3/2 ] 
f(z) = 68/53*z^3 - 194/159*z + 1
*
[ 13/15 ] 
f(z) = 75/52*z^3 - 193/156*z + 1
*
[ 3/5 ] 
f(z) = 75/52*z^3 - 185/156*z + 1
*
[ 3/5 ] 
f(z) = 75/53*z^3 - 187/159*z + 1
*
[ 4/7 ] 
f(z) = 77/40*z^3 - 193/140*z + 1
*
[ 7/10 ] 
f(z) = 64/49*z^3 - 187/175*z + 1
*
[ 7/12 ] 
f(z) = 66/49*z^3 - 197/168*z + 1
*
[ 7/10 ] 
f(z) = 68/49*z^3 - 194/175*z + 1
*
[ -3/2 ] 
f(z) = 68/55*z^3 - 184/165*z + 1
*
[ -3/2 ] 
f(z) = 72/59*z^3 - 191/177*z + 1
*
[ 3/5 ] 
f(z) = 75/58*z^3 - 197/174*z + 1
*
[ 2/3 ] 
f(z) = 75/58*z^3 - 187/174*z + 1
*
[ 3/5 ] 
f(z) = 75/59*z^3 - 199/177*z + 1
*
[ 7/9 ] 
f(z) = 60/49*z^3 - 194/189*z + 1
*
[ 3 ] 
f(z) = 61/45*z^3 - 173/15*z + 1
*
[ -3 ] 
f(z) = 61/45*z^3 - 163/15*z + 1
*
[ 3 ] 
f(z) = 62/45*z^3 - 176/15*z + 1
*
[ -3 ] 
f(z) = 62/45*z^3 - 166/15*z + 1
*
[ -3 ] 
f(z) = 64/45*z^3 - 172/15*z + 1
*
[ 21/8 ] 
f(z) = 64/49*z^3 - 176/21*z + 1
*
2 | 0.17338021239652727892153399541621941396 | 0.024109284043489335574439937959206808762
f(z) = 65/56*z^3 - 166/35*z + 1
*
-2 | 0.091288004957712415573557289061510763387 | 0.015808674359855600172983640641282251140
f(z) = 75/44*z^3 - 161/22*z + 1
*
[ 7/3 ] 
f(z) = 75/49*z^3 - 163/21*z + 1
*
-2 | 0.090476645622321229596281141613941764499 | 0.015634741668937821851175582379678451013
f(z) = 75/52*z^3 - 163/26*z + 1
*
2/15 | 0.19921234560487303315730375730462979677 | 0.027413936794967806252320413202535221344
f(z) = 75/56*z^3 - 179/21*z + 1
*
-2 | 0.091118234336671345634318806348158905007 | 0.015679921455493186528983161678828006381
f(z) = 77/52*z^3 - 167/26*z + 1
*
[ 7/3 ] 
f(z) = 78/49*z^3 - 170/21*z + 1
*
-2 | 0.092439252008285348322934881131351098154 | 0.015874724957945322534112744298986214532
f(z) = 79/44*z^3 - 169/22*z + 1
*
-2 | 0.091732307338745836707819898831332973608 | 0.015721556614692571177887173541709650456
f(z) = 79/52*z^3 - 171/26*z + 1
*
0 | 0.11252273133820916605154107664909324156 | 0.022011541497516797253558798809194743024
f(z) = 60/53*z^3 - 166/53*z + 1
*
0 | 0.11219433729925878247581447539578044169 | 0.021651683481247426343673083335329608899
f(z) = 60/59*z^3 - 178/59*z + 1
*
[ -2 ] 
f(z) = 61/46*z^3 - 175/46*z + 1
*
[ -2 ] 
f(z) = 61/50*z^3 - 169/50*z + 1
*
0 | 0.10019714080397603196865547713480098803 | 0.019718395468470535066275093172718897082
f(z) = 61/50*z^3 - 161/50*z + 1
*
0 | 0.092635797596152452488469167994895213951 | 0.018186168136293871857935911913609460492
f(z) = 61/51*z^3 - 163/51*z + 1
*
0 | 0.087257315606195287202621764417677332122 | 0.017089355155126026022002022815610192025
f(z) = 61/52*z^3 - 165/52*z + 1
*
0 | 0.11287552265168523853526209473802929806 | 0.022054642265849979447412109072728298706
f(z) = 61/53*z^3 - 167/53*z + 1
*
0 | 0.086424125217017256617285248245632482963 | 0.016847140659055536275458764395388984787
f(z) = 61/54*z^3 - 169/54*z + 1
*
[ -2 ] 
f(z) = 61/54*z^3 - 163/54*z + 1
*
0 | 0.11276949752178206520056622502921088985 | 0.021932492525529510152857998474205095821
f(z) = 61/55*z^3 - 171/55*z + 1
*
0 | 0.081339038719132966953172548948593966349 | 0.015783899906999144647851405865659912766
f(z) = 61/56*z^3 - 173/56*z + 1
*
0 | 0.092317693073706299000577425195755381252 | 0.017874446983826447903430021399844897093
f(z) = 61/57*z^3 - 175/57*z + 1
*
0 | 0.099772967438899561230675906670207862830 | 0.019275518018928650896308888001984951980
f(z) = 61/58*z^3 - 177/58*z + 1
*
0 | 0.11255409501390546301990539497395400263 | 0.021697652580067360771112634187289904022
f(z) = 61/59*z^3 - 179/59*z + 1
*
0 | 0.092980809292932466216376761347501267290 | 0.018232008741570453168439307443914180734
f(z) = 62/51*z^3 - 164/51*z + 1
*
0 | 0.11322163004551557345703953234582233329 | 0.022096492188592913950355872062640431857
f(z) = 62/53*z^3 - 168/53*z + 1
*
0 | 0.11311778044598901390535892173475892871 | 0.021975308755652005510269031769519489693
f(z) = 62/55*z^3 - 172/55*z + 1
*
0 | 0.092668199610524804272349280279990218640 | 0.017922538721607826481044816705257253657
f(z) = 62/57*z^3 - 176/57*z + 1
*
0 | 0.11290687521273705120229505631374912623 | 0.021742309527062952902871206814471541118
f(z) = 62/59*z^3 - 180/59*z + 1
*
[ 2/9 ] 
f(z) = 63/40*z^3 - 161/45*z + 1
*
[ -2 ] 
f(z) = 63/50*z^3 - 177/50*z + 1
*
0 | 0.10087669684075821184776788374336041163 | 0.019804013322989627531295067146141868980
f(z) = 63/50*z^3 - 163/50*z + 1
*
0 | 0.087941001083123987462739292020438614150 | 0.017182709535476672730933846785986364893
f(z) = 63/52*z^3 - 167/52*z + 1
*
0 | 0.11356130556231183767288808418673627357 | 0.022137143805969816556768008133227952204
f(z) = 63/53*z^3 - 169/53*z + 1
*
0 | 0.11345954287551773230827202981399855594 | 0.022016907212597793359265614046381907959
f(z) = 63/55*z^3 - 173/55*z + 1
*
0 | 0.10046958218766564012574240585598575591 | 0.019368056656696243113802917986193482349
f(z) = 63/58*z^3 - 179/58*z + 1
*
[ -2 ] 
f(z) = 63/58*z^3 - 165/58*z + 1
*
0 | 0.11409148419312600122126356273782527399 | 0.022425419918444589169055864987318076362
f(z) = 64/49*z^3 - 162/49*z + 1
*
0 | 0.093648926062203864134724054606587001006 | 0.018319473742778858872653603803788131383
f(z) = 64/51*z^3 - 166/51*z + 1
*
0 | 0.11389478705509009008231767681830137436 | 0.022176646620988769286782138307027606736
f(z) = 64/53*z^3 - 170/53*z + 1
*
[ 1/4 ] 
f(z) = 64/53*z^3 - 163/53*z + 1
*
0 | 0.11379502802409364961720683601807326161 | 0.022057338296299915329193721114322675230
f(z) = 64/55*z^3 - 174/55*z + 1
*
[ 1/4 ] 
f(z) = 64/55*z^3 - 169/55*z + 1
*
0 | 0.093349624980688638796049040234060231225 | 0.018014960307523214946557368713926367187
f(z) = 64/57*z^3 - 178/57*z + 1
*
[ 1/4 ] 
f(z) = 64/57*z^3 - 175/57*z + 1
*
0 | 0.068447194131683679183854067516615055511 | 0.013470133296879034089614743713507056566
f(z) = 65/48*z^3 - 161/48*z + 1
*
0 | 0.11441525889217939095727025671725608339 | 0.022461890430759243711213039103391603818
f(z) = 65/49*z^3 - 163/49*z + 1
*
0 | 0.093974551103819164200110020967144619916 | 0.018361599202372555341234299319030225020
f(z) = 65/51*z^3 - 167/51*z + 1
*
0 | 0.11422229924705068505931494816434955106 | 0.022215047326967512080861948970360821335
f(z) = 65/53*z^3 - 171/53*z + 1
*
[ -2 ] 
f(z) = 65/54*z^3 - 179/54*z + 1
*
0 | 0.087774976081254457558165199135214574363 | 0.017032798255579536526256203742424151421
f(z) = 65/54*z^3 - 173/54*z + 1
*
0 | 0.076676312843358553971701728283674152562 | 0.014813387711879699621238300527376545562
f(z) = 65/56*z^3 - 177/56*z + 1
*
0 | 0.093681027463008594737555436891978951774 | 0.018059390793244666269854887145553104898
f(z) = 65/57*z^3 - 179/57*z + 1
*
[ -2 ] 
f(z) = 65/58*z^3 - 173/58*z + 1
*
0 | 0.11473341771839198806698698464804500187 | 0.022497337791519714589622861970799151596
f(z) = 66/49*z^3 - 164/49*z + 1
*
0 | 0.11454405469298879608250674705552032845 | 0.022252390014004848778978227390957436862
f(z) = 66/53*z^3 - 172/53*z + 1
*
0 | 0.11513789121946535233614624144555414784 | 0.022658675230192470672588170220938986762
f(z) = 67/47*z^3 - 161/47*z + 1
*
0 | 0.069076365565589770428484233362542864855 | 0.013561003748210751165676407014989636550
f(z) = 67/48*z^3 - 163/48*z + 1
*
0 | 0.11504615404681874144658005059632852958 | 0.022531802314553827428316149704269521585
f(z) = 67/49*z^3 - 165/49*z + 1
*
0 | 0.10216457904946219249295400649881466079 | 0.019961841063895173243962545849037636298
f(z) = 67/50*z^3 - 167/50*z + 1
*
0 | 0.094609976342086677604011018419242241372 | 0.018442854644841739799588702864141585956
f(z) = 67/51*z^3 - 169/51*z + 1
*
0 | 0.089236224963171487152672355472015569030 | 0.017355516163696566482640574254601559289
f(z) = 67/52*z^3 - 171/52*z + 1
*
0 | 0.11486025465321822460600032403967613632 | 0.022288716356717649936549258434572618362
f(z) = 67/53*z^3 - 173/53*z + 1
*
0 | 0.088414739380871717089296167736502925575 | 0.017118761518341488152655375517039254559
f(z) = 67/54*z^3 - 175/54*z + 1
*
0 | 0.11476605449426453211528167635607719905 | 0.022172089376015280442827241094184834573
f(z) = 67/55*z^3 - 177/55*z + 1
*
0 | 0.086194057837023524312365128396788722800 | 0.016616087768134197125593861347700193064
f(z) = 67/56*z^3 - 179/56*z + 1
*
0 | 0.11544376473548236990686509942243013735 | 0.022691219414562553314802340068272467478
f(z) = 68/47*z^3 - 162/47*z + 1
*
0 | 0.11535365133570100037289888430691791142 | 0.022565322162631012814494820588830123791
f(z) = 68/49*z^3 - 166/49*z + 1
*
0 | 0.11517108988949765519473596831652927849 | 0.022324065785267423058282938984341444395
f(z) = 68/53*z^3 - 174/53*z + 1
*
0 | 0.11507860602296822112087944503269378539 | 0.022208300463743126900578992016366137056
f(z) = 68/55*z^3 - 178/55*z + 1
*
0 | 0.11574463039999741809512082221530121754 | 0.022722871329981093573117924233478739942
f(z) = 69/47*z^3 - 163/47*z + 1
*
0 | 0.11565608379972479411900751373534586448 | 0.022597933494786919824735981185959634458
f(z) = 69/49*z^3 - 167/49*z + 1
*
0 | 0.10277612569679297747983986370339311956 | 0.020034728053755380927885678504548837400
f(z) = 69/50*z^3 - 169/50*z + 1
*
0 | 0.089851049848125991986445976829343452876 | 0.017435661887260728249238046813650117001
f(z) = 69/52*z^3 - 173/52*z + 1
*
0 | 0.11547674139125708957821441771777588339 | 0.022358475641447209121449509143451575149
f(z) = 69/53*z^3 - 175/53*z + 1
*
0 | 0.11538591172611476961777014153530229235 | 0.022243556975499220258565965586423414607
f(z) = 69/55*z^3 - 179/55*z + 1
*
0 | 0.11604065083244877376791484521889551699 | 0.022753664723324181916319529092026594436
f(z) = 70/47*z^3 - 164/47*z + 1
*
0 | 0.095522227284465205283095333487894094461 | 0.018557033468367714272036278291618743662
f(z) = 70/51*z^3 - 172/51*z + 1
*
0 | 0.11577738103940020862450088532740555048 | 0.022391981321382257685647423653617929285
f(z) = 70/53*z^3 - 176/53*z + 1
*
0 | 0.10285376053034338440034458039279392992 | 0.020241207576216554874628674942470519127
f(z) = 71/45*z^3 - 161/45*z + 1
*
0 | 0.10353910508442810120033908878128226448 | 0.020326694675374793518576644700162400012
f(z) = 71/46*z^3 - 163/46*z + 1
*
0 | 0.11633198079466092587621208367680679052 | 0.022783631628911919053020217147070932535
f(z) = 71/47*z^3 - 165/47*z + 1
*
0 | 0.070273524097120293038939217851086145588 | 0.013730677814934013627413762995810446031
f(z) = 71/48*z^3 - 167/48*z + 1
*
0 | 0.11624640854239560956289829785553532080 | 0.022660566027206408153705999431553361620
f(z) = 71/49*z^3 - 169/49*z + 1
*
0 | 0.10336795696580101666833874681009665245 | 0.020103990825123437501039643956811040271
f(z) = 71/50*z^3 - 171/50*z + 1
*
0 | 0.095816505594921103631832337714067965546 | 0.018593262934553392320266335957772742661
f(z) = 71/51*z^3 - 173/51*z + 1
*
0 | 0.090445933937547575561394955711022387501 | 0.017512039103691811650907312483283911849
f(z) = 71/52*z^3 - 175/52*z + 1
*
0 | 0.11607317221407903067998356619331271966 | 0.022424616406210857326813351682744024078
f(z) = 71/53*z^3 - 177/53*z + 1
*
0 | 0.089630894883942109389583087978889902534 | 0.017278625157014905885092405482250835725
f(z) = 71/54*z^3 - 179/54*z + 1
*
0 | 0.11661876769306900408618109340730139721 | 0.022812802479436450042399850913194603187
f(z) = 72/47*z^3 - 166/47*z + 1
*
0 | 0.11653460833142040870115089386635904244 | 0.022690650686507839007948367856878214585
f(z) = 72/49*z^3 - 170/49*z + 1
*
0 | 0.11636427035207828866993191378827787714 | 0.022456412781950165406835024412317216419
f(z) = 72/53*z^3 - 178/53*z + 1
*
[ 5/3 ] 
f(z) = 72/55*z^3 - 178/55*z + 1
*
0 | 0.091353345399898096729246027395600421380 | 0.017977972001088211084283387166082449825
f(z) = 73/44*z^3 - 161/44*z + 1
*
0 | 0.10342019746624563631834694665457120233 | 0.020303350849412611085195265640551572261
f(z) = 73/45*z^3 - 163/45*z + 1
*
0 | 0.10410690361088699142133934691473608321 | 0.020389348876331946518538151053214963329
f(z) = 73/46*z^3 - 165/46*z + 1
*
0 | 0.11690115204113827552968288320467238847 | 0.022841206208089703369592189252326661095
f(z) = 73/47*z^3 - 167/47*z + 1
*
0 | 0.070844079366309296832817298321806491560 | 0.013810034720611760626926156426567096248
f(z) = 73/48*z^3 - 169/48*z + 1
*
0 | 0.11681835931383639368816126175307181908 | 0.022719953966279310788700508285588627174
f(z) = 73/49*z^3 - 171/49*z + 1
*
0 | 0.10394131489959071553374663316380369763 | 0.020169888117833250222767245891529823525
f(z) = 73/50*z^3 - 173/50*z + 1
*
0 | 0.096391282535521481089270998564303501324 | 0.018663170753288014438440807970817635447
f(z) = 73/51*z^3 - 175/51*z + 1
*
0 | 0.091022141917693331821282173898789078525 | 0.017584912844558067040736449582860568378
f(z) = 73/52*z^3 - 177/52*z + 1
*
0 | 0.11665082345879005680205040864283416483 | 0.022487400749612002739935325247072159354
f(z) = 73/53*z^3 - 179/53*z + 1
*
0 | 0.10369701161214285753874015294074077707 | 0.020333279916192636451470659729352698518
f(z) = 74/45*z^3 - 164/45*z + 1
*
0 | 0.11717926788573353580675879946963834894 | 0.022868870342718593834606358823444233581
f(z) = 74/47*z^3 - 168/47*z + 1
*
0 | 0.11709779778622864101373916942081409227 | 0.022748503823304307198392587710437251342
f(z) = 74/49*z^3 - 172/49*z + 1
*
[ -7/4 ] 
f(z) = 74/49*z^3 - 171/56*z + 1
*
0 | 0.096671031592979544997023207887222723384 | 0.018696708409841278748351523195059927462
f(z) = 74/51*z^3 - 176/51*z + 1
*
0 | 0.11693297257918902513790918129837718432 | 0.022517609126512117243125803575054828594
f(z) = 74/53*z^3 - 180/53*z + 1
*
[ 1/5 ] 
f(z) = 75/41*z^3 - 167/41*z + 1
*
[ 1/5 ] 
f(z) = 75/43*z^3 - 175/43*z + 1
*
0 | 0.11761185801199058611295335132291665672 | 0.023145541973089992119374617516787396556
f(z) = 75/43*z^3 - 161/43*z + 1
*
[ 1/5 ] 
f(z) = 75/44*z^3 - 179/44*z + 1
*
0 | 0.091901607719848077651583424253258363256 | 0.018042032706137109989081208065761657261
f(z) = 75/44*z^3 - 163/44*z + 1
*
0 | 0.10465770848301108502001462213180238487 | 0.020448971280328869573226752647727921084
f(z) = 75/46*z^3 - 167/46*z + 1
*
0 | 0.11745324320078350131564029183639355362 | 0.022895821092745453422770957724536012858
f(z) = 75/47*z^3 - 169/47*z + 1
*
0 | 0.11737305382789083156280229325349288184 | 0.022776326872946839801313527114959006022
f(z) = 75/49*z^3 - 173/49*z + 1
*
0 | 0.091580820774226611581281746266843221926 | 0.017654522760021217154419681055825869327
f(z) = 75/52*z^3 - 179/52*z + 1
*
-7/5 | 0.12099511810852202798240821089225903707 | 0.023753641882430450636310372419288708652
f(z) = 75/56*z^3 - 163/56*z + 1
*
0 | 0.11787938977694492509635228041145827434 | 0.023169957286235956061683543657523907102
f(z) = 76/43*z^3 - 162/43*z + 1
*
0 | 0.10423846131146695552823683444629436493 | 0.020390984021692793637651586592900773750
f(z) = 76/45*z^3 - 166/45*z + 1
*
0 | 0.11772320025122623202706024399953848176 | 0.022922083429512544881286881952244965634
f(z) = 76/47*z^3 - 170/47*z + 1
*
0 | 0.11764425167621842468636873810027832226 | 0.022803448471298586685467101241483271894
f(z) = 76/49*z^3 - 174/49*z + 1
*
0 | 0.097221080649268472853657754051141568395 | 0.018762088324547702405200662139970698397
f(z) = 76/51*z^3 - 178/51*z + 1
*
0 | 0.11814309367343396194900565629643384431 | 0.023193735266939892331069766949241171847
f(z) = 77/43*z^3 - 163/43*z + 1
*
0 | 0.10450333232603467385924904768670341993 | 0.020418807868133669286282591005416004992
f(z) = 77/45*z^3 - 167/45*z + 1
*
0 | 0.10519251339756683042323564956877493295 | 0.020505768094710670708542695756810629200
f(z) = 77/46*z^3 - 169/46*z + 1
*
0 | 0.11798925592990620080989959126798763844 | 0.022947681160640165971427234092435196561
f(z) = 77/47*z^3 - 171/47*z + 1
*
0 | 0.071934696816353507955513314660496679125 | 0.013958980487958202147090107277929832241
f(z) = 77/48*z^3 - 173/48*z + 1
*
0 | 0.10503701901406113033860370179494690582 | 0.020292500109310342958914625405375568665
f(z) = 77/50*z^3 - 177/50*z + 1
*
0 | 0.097488526733473038688922146371419669186 | 0.018793382713833525686101349201060318986
f(z) = 77/51*z^3 - 179/51*z + 1
*
0 | 0.11840307822510578172299370643320467507 | 0.023216897913073606679193720903494185214
f(z) = 78/43*z^3 - 164/43*z + 1
*
0 | 0.11825152206981595860329592896123037301 | 0.022972636998926775953027277375568511977
f(z) = 78/47*z^3 - 172/47*z + 1
*
0 | 0.11817494259095560059308300603278886630 | 0.022855682892425937306873173096214386888
f(z) = 78/49*z^3 - 176/49*z + 1
*
0 | 0.11873335988212600570603544803689010326 | 0.023366249043336870360038849650409972723
f(z) = 79/41*z^3 - 161/41*z + 1
*
0 | 0.085517420720994391047132859358894005578 | 0.016788695430618074662479945848780485723
f(z) = 79/42*z^3 - 163/42*z + 1
*
0 | 0.11865944738212118119639838370062197875 | 0.023239466223965327591934236922509146104
f(z) = 79/43*z^3 - 165/43*z + 1
*
0 | 0.092951489751050529250385528522112947243 | 0.018161704206351538720040880375456563417
f(z) = 79/44*z^3 - 167/44*z + 1
*
0 | 0.10502191772563359133828319882474528649 | 0.020472512921185125323581571626409597514
f(z) = 79/45*z^3 - 169/45*z + 1
*
0 | 0.10571222685304784094391618860369004897 | 0.020559926897463687591321564779416150737
f(z) = 79/46*z^3 - 171/46*z + 1
*
0 | 0.11851010573383038825297298909542218594 | 0.022996972626265669731168705378147688415
f(z) = 79/47*z^3 - 173/47*z + 1
*
0 | 0.072455657761754693295276043032720412793 | 0.014028782243364204499383331900725592935
f(z) = 79/48*z^3 - 175/48*z + 1
*
0 | 0.11843465792225466677107086191030413193 | 0.022880840787301431475204594008606168702
f(z) = 79/49*z^3 - 177/49*z + 1
*
0 | 0.10556132879871644458893795623258966635 | 0.020349619779554337599333230179208483996
f(z) = 79/50*z^3 - 179/50*z + 1
*
[ 3/2 ] 
f(z) = 61/45*z^3 - 163/60*z + 1
*
21/16 | 0.17246743228018063545526944862001807545 | 0.027743020785904902161371838834642387292
f(z) = 64/45*z^3 - 167/60*z + 1
*
2/5 | 0.19128877024801858711466764853084578570 | 0.029519668949798769557215084830238071139
f(z) = 65/48*z^3 - 163/60*z + 1
*
[ 4/3 ] 
f(z) = 69/40*z^3 - 169/60*z + 1
*
-6/5 | 0.16493603317548209586118083676765253558 | 0.028211367555773919080917187067263497187
f(z) = 75/44*z^3 - 173/66*z + 1
*
6/7 | 0.25007661120338250670607021508542013608 | 0.027459890105779100346688417305374338577
f(z) = 77/54*z^3 - 167/77*z + 1
*
[ -5/3 ] 
f(z) = 61/50*z^3 - 161/90*z + 1
*
[ 21/16 ] 
f(z) = 64/49*z^3 - 169/84*z + 1
*
[ 4/3 ] 
f(z) = 69/56*z^3 - 163/84*z + 1
*
[ 2/5 ] 
f(z) = 75/47*z^3 - 165/94*z + 1
*
[ 2/5 ] 
f(z) = 75/49*z^3 - 171/98*z + 1
*
[ 7/6 ] 
f(z) = 75/49*z^3 - 163/84*z + 1
*
[ 4/3 ] 
f(z) = 75/56*z^3 - 179/84*z + 1
*
-6/5 | 0.12946429598620110472568620251391572931 | 0.022348350053731847910645520833257608847
f(z) = 65/42*z^3 - 164/105*z + 1
*
[ 5/12 ] 
f(z) = 72/55*z^3 - 179/110*z + 1
*
[ -3/2 ] 
f(z) = 74/51*z^3 - 163/102*z + 1
*
[ 6/7 ] 
f(z) = 77/40*z^3 - 166/105*z + 1
*
[ 3/7 ] 
f(z) = 77/45*z^3 - 173/105*z + 1
*
[ 5/11 ] 
f(z) = 77/50*z^3 - 167/110*z + 1
*
[ 3/5 ] 
f(z) = 75/41*z^3 - 163/123*z + 1
*
[ 3/5 ] 
f(z) = 75/43*z^3 - 167/129*z + 1
*
[ 3/5 ] 
f(z) = 75/46*z^3 - 173/138*z + 1
*
[ 2/3 ] 
f(z) = 75/46*z^3 - 169/138*z + 1
*
[ 6/11 ] 
f(z) = 77/48*z^3 - 173/132*z + 1
*
[ -3/2 ] 
f(z) = 60/47*z^3 - 170/141*z + 1
*
[ 3/5 ] 
f(z) = 61/54*z^3 - 161/150*z + 1
*
[ 4/7 ] 
f(z) = 63/40*z^3 - 177/140*z + 1
*
[ 20/21 ] 
f(z) = 63/50*z^3 - 167/140*z + 1
*
[ -3/2 ] 
f(z) = 64/53*z^3 - 167/159*z + 1
*
[ 3/4 ] 
f(z) = 64/53*z^3 - 161/159*z + 1
*
[ 12/13 ] 
f(z) = 65/54*z^3 - 173/156*z + 1
*
[ 3/5 ] 
f(z) = 67/54*z^3 - 167/150*z + 1
*
[ 2/3 ] 
f(z) = 69/50*z^3 - 167/150*z + 1
*
[ 3/5 ] 
f(z) = 73/54*z^3 - 173/150*z + 1
*
[ 3/5 ] 
f(z) = 75/47*z^3 - 175/141*z + 1
*
[ 3/5 ] 
f(z) = 75/49*z^3 - 179/147*z + 1
*
[ 3/5 ] 
f(z) = 79/54*z^3 - 179/150*z + 1
*
[ 3/4 ] 
f(z) = 64/55*z^3 - 163/165*z + 1
*
[ 3/4 ] 
f(z) = 64/59*z^3 - 167/177*z + 1
*
[ 14/23 ] 
f(z) = 69/56*z^3 - 177/161*z + 1
*
[ 2/3 ] 
f(z) = 69/58*z^3 - 179/174*z + 1
*
[ 14/5 ] 
f(z) = 75/49*z^3 - 159/14*z + 1
*
[ -14/5 ] 
f(z) = 75/49*z^3 - 149/14*z + 1
*
-2/21 | 0.16900063719665541452423077310387390789 | 0.023662807580006447259567563797841878813
f(z) = 63/40*z^3 - 158/35*z + 1
*
[ -21/8 ] 
f(z) = 64/49*z^3 - 160/21*z + 1
*
-2 | 0.087967496734292084191340543927100162008 | 0.015591801784084544143688582316504099394
f(z) = 65/44*z^3 - 141/22*z + 1
*
[ 7/3 ] 
f(z) = 66/49*z^3 - 142/21*z + 1
*
-2 | 0.088693273314411211678338810532730243901 | 0.015642881132640665074589425767615859974
f(z) = 67/44*z^3 - 145/22*z + 1
*
-2 | 0.087554485429183012793010144229604107478 | 0.015404813341817515445612284133250105680
f(z) = 67/52*z^3 - 147/26*z + 1
*
-2 | 0.089384791875263034104300915980697967330 | 0.015689542761934145548884665766499044811
f(z) = 69/44*z^3 - 149/22*z + 1
*
[ 7/3 ] 
f(z) = 69/49*z^3 - 149/21*z + 1
*
-2 | 0.088349040994822903005624817257964895842 | 0.015471529664245264318344452535840708992
f(z) = 69/52*z^3 - 151/26*z + 1
*
-2 | 0.090045781449917490195036979886423072602 | 0.015732408944037861421552529678764070525
f(z) = 71/44*z^3 - 153/22*z + 1
*
-2 | 0.089096712773304398548854999910509906125 | 0.015531350108226815382504509114467821061
f(z) = 71/52*z^3 - 155/26*z + 1
*
-2 | 0.090679324165491699733618810647384035856 | 0.015771982257561185608609369483312309762
f(z) = 73/44*z^3 - 157/22*z + 1
*
-2 | 0.089804183220249936024229770674806322554 | 0.015585453383603743492622810065077108092
f(z) = 73/52*z^3 - 159/26*z + 1
*
[ -7/3 ] 
f(z) = 75/49*z^3 - 145/21*z + 1
*
-10/7 | 0.18142885021062974041309834202795895004 | 0.025637660812894784153949145615840232239
f(z) = 77/40*z^3 - 148/35*z + 1
*
[ 2 ] 
f(z) = 77/52*z^3 - 141/26*z + 1
*
[ -7/3 ] 
f(z) = 78/49*z^3 - 152/21*z + 1
*
[ 2 ] 
f(z) = 79/44*z^3 - 147/22*z + 1
*
[ 2 ] 
f(z) = 79/52*z^3 - 145/26*z + 1
*
0 | 0.11314983073931437672823232792370736863 | 0.022831674597232941209096249341275534610
f(z) = 60/41*z^3 - 142/41*z + 1
*
0 | 0.11304787472217113151590514770111295671 | 0.022683948253407552489636251368097870849
f(z) = 60/43*z^3 - 146/43*z + 1
*
0 | 0.11284096982565254608213113235208221070 | 0.022402626892216717025724436690218681262
f(z) = 60/47*z^3 - 154/47*z + 1
*
0 | 0.11273596879710670006417839291394673978 | 0.022268415320927012034611311777731509353
f(z) = 60/49*z^3 - 158/49*z + 1
*
0 | 0.085015029018591760501455664963728393901 | 0.017179057158114653656108951130698847452
f(z) = 61/40*z^3 - 141/40*z + 1
*
0 | 0.11348997510599876395298915224773771404 | 0.022867928287340968582760495243243196469
f(z) = 61/41*z^3 - 143/41*z + 1
*
0 | 0.080261069390892708887693415137212908090 | 0.016127258066222261036940821176019417304
f(z) = 61/42*z^3 - 145/42*z + 1
*
0 | 0.11339001980944233094695133133400255550 | 0.022721481121666491292675953005532022854
f(z) = 61/43*z^3 - 147/43*z + 1
*
0 | 0.087668874457597556686342987531534625651 | 0.017519947077256489979951386008702192793
f(z) = 61/44*z^3 - 149/44*z + 1
*
0 | 0.099726001404127892590716575899947767208 | 0.019876507718859084757478559418850306744
f(z) = 61/45*z^3 - 151/45*z + 1
*
0 | 0.10040289432654189169677414033762359206 | 0.019959076306173790539201375273097692297
f(z) = 61/46*z^3 - 153/46*z + 1
*
0 | 0.11318723991398280542583385554733311408 | 0.022442534049781375170604314559936437097
f(z) = 61/47*z^3 - 155/47*z + 1
*
0 | 0.067119139605928245320500912469431744946 | 0.013274500922192533654129385074544782472
f(z) = 61/48*z^3 - 157/48*z + 1
*
0 | 0.11308436638939620843958974126548762665 | 0.022309430574731340821302487738481257928
f(z) = 61/49*z^3 - 159/49*z + 1
*
[ -2 ] 
f(z) = 61/58*z^3 - 157/58*z + 1
*
0 | 0.11382394093204401865815477882480761929 | 0.022903061759232465057318944451720249213
f(z) = 62/41*z^3 - 144/41*z + 1
*
0 | 0.11372590871049336448138422107400510913 | 0.022757870284511672772516406581460515931
f(z) = 62/43*z^3 - 148/43*z + 1
*
0 | 0.10006385158601958522343716656491645267 | 0.019917641586182418892241313746200420324
f(z) = 62/45*z^3 - 152/45*z + 1
*
0 | 0.11352709102727756979315073333020478952 | 0.022481253101929815936106197274074083555
f(z) = 62/47*z^3 - 156/47*z + 1
*
0 | 0.11342625960316199775779834143937736558 | 0.022349236446384870189413808183365520725
f(z) = 62/49*z^3 - 160/49*z + 1
*
[ 5/3 ] 
f(z) = 63/40*z^3 - 159/40*z + 1
*
-5/3 | 0.13358662205264168406857448196157119926 | 0.026625308214310267672906169989744215246
f(z) = 63/40*z^3 - 151/40*z + 1
*
0 | 0.082822687168188842323403050490629273470 | 0.016688551292376720314118428464342392341
f(z) = 63/40*z^3 - 143/40*z + 1
*
0 | 0.11415195029870292885277352798691698912 | 0.022937122258660741183808763304782323500
f(z) = 63/41*z^3 - 145/41*z + 1
*
0 | 0.11405576797116009849076681541085517914 | 0.022793163834640726303950160360877206762
f(z) = 63/43*z^3 - 149/43*z + 1
*
0 | 0.088336536739222367115842362347549080538 | 0.017606459996718116984164776832669955764
f(z) = 63/44*z^3 - 151/44*z + 1
*
0 | 0.10107444183234225582888350597760975410 | 0.020040833260965143589759132279446903105
f(z) = 63/46*z^3 - 155/46*z + 1
*
0 | 0.11386075923514112270848614828579381980 | 0.022518833857860205716796838775251347390
f(z) = 63/47*z^3 - 157/47*z + 1
*
[ 5/3 ] 
f(z) = 63/55*z^3 - 153/55*z + 1
*
0 | 0.11447421343674331110152306510464548179 | 0.022970154373360744790752807721779504931
f(z) = 64/41*z^3 - 146/41*z + 1
*
0 | 0.11437981194902950892284237816635888998 | 0.022827407152102385627458502072256998350
f(z) = 64/43*z^3 - 150/43*z + 1
*
0 | 0.10072145535593619210560337911024166449 | 0.019996506480460435739367407854607580307
f(z) = 64/45*z^3 - 154/45*z + 1
*
0 | 0.11418846768560246599516126761019535276 | 0.022555323295793669503631941205376175802
f(z) = 64/47*z^3 - 158/47*z + 1
*
[ 1/4 ] 
f(z) = 64/47*z^3 - 145/47*z + 1
*
[ 1/4 ] 
f(z) = 64/49*z^3 - 151/49*z + 1
*
[ 1/4 ] 
f(z) = 64/51*z^3 - 157/51*z + 1
*
5/4 | 0.14194820219681965963033698397323560308 | 0.028562079426390114812867354086664491969
f(z) = 64/55*z^3 - 144/55*z + 1
*
0 | 0.11479092956103006272300621292822113455 | 0.023002200223112564933957001764924190315
f(z) = 65/41*z^3 - 147/41*z + 1
*
0 | 0.081565641374001126880667405559138449330 | 0.016300263109755709923223727406339483447
f(z) = 65/42*z^3 - 149/42*z + 1
*
0 | 0.11469824367951724917645043860891853468 | 0.022860643099454888555826777791251988354
f(z) = 65/43*z^3 - 151/43*z + 1
*
0 | 0.088980785193140233192614849324396643398 | 0.017688476944470506577281894236467841297
f(z) = 65/44*z^3 - 153/44*z + 1
*
0 | 0.10172228628242391644118729876602804800 | 0.020118145002924082413401478508686308191
f(z) = 65/46*z^3 - 157/46*z + 1
*
0 | 0.11451042754079753104780142591595410980 | 0.022590765769580099915894295461421115320
f(z) = 65/47*z^3 - 159/47*z + 1
*
0 | 0.11510228763238256401954058966646858647 | 0.023033299633213814612462414327733093210
f(z) = 66/41*z^3 - 148/41*z + 1
*
0 | 0.11501125566574763045124584275210313955 | 0.022892912199745924570291134274988196202
f(z) = 66/43*z^3 - 152/43*z + 1
*
0 | 0.11482683882864150717585762181948139935 | 0.022625203196779798478648467962293806052
f(z) = 66/47*z^3 - 160/47*z + 1
*
[ -7/4 ] 
f(z) = 66/49*z^3 - 143/56*z + 1
*
0 | 0.077067986826857531566985303404477229779 | 0.015443147560200584172524024799227247176
f(z) = 67/40*z^3 - 147/40*z + 1
*
0 | 0.11540846705423391054230821456187545339 | 0.023063490293073463109738898424067814924
f(z) = 67/41*z^3 - 149/41*z + 1
*
0 | 0.082184796375767426612644124856087970421 | 0.016380349322500631881350261885570514368
f(z) = 67/42*z^3 - 151/42*z + 1
*
0 | 0.11531903060020257292178450290845748978 | 0.022924252799104621563566908678856642645
f(z) = 67/43*z^3 - 153/43*z + 1
*
0 | 0.089603218687808995295062972589261387354 | 0.017766342636319881638835306715983385899
f(z) = 67/44*z^3 - 155/44*z + 1
*
0 | 0.10166572959225013123394338909770653917 | 0.020106959492497757480443434639880558490
f(z) = 67/45*z^3 - 157/45*z + 1
*
0 | 0.10234805789711776733317102900423438479 | 0.020191357700602879498658396111439773507
f(z) = 67/46*z^3 - 159/46*z + 1
*
0 | 0.11570963831071922432906553673448153810 | 0.023092807901435823156636172847510016865
f(z) = 68/41*z^3 - 150/41*z + 1
*
0 | 0.11562174202514409855606921098172246626 | 0.022954701215520662706989305708907435502
f(z) = 68/43*z^3 - 154/43*z + 1
*
0 | 0.10197000813548787528296967853773921799 | 0.020141845727391546248786329018527512482
f(z) = 68/45*z^3 - 158/45*z + 1
*
0 | 0.087524335584945899416483226169782714762 | 0.017491062100517246630983377833173988745
f(z) = 69/40*z^3 - 149/40*z + 1
*
0 | 0.11600596355204252460018037130292175231 | 0.023121286299566972345690016687087454172
f(z) = 69/41*z^3 - 151/41*z + 1
*
0 | 0.11591955493798432340837472403251875446 | 0.022984291875199538657495190670008825108
f(z) = 69/43*z^3 - 155/43*z + 1
*
0 | 0.090205276515407771277116257983343948619 | 0.017840366150710473222221336499560990219
f(z) = 69/44*z^3 - 157/44*z + 1
*
0 | 0.11629759713229707982973218451033992171 | 0.023148957593582791575909986723411599195
f(z) = 70/41*z^3 - 152/41*z + 1
*
0 | 0.11621262634705770369630039363408677036 | 0.023013057437721727362778991373228826607
f(z) = 70/43*z^3 - 156/43*z + 1
*
0 | 0.085249203683908693415473752876517133854 | 0.016991119980667990066187643989968325502
f(z) = 71/40*z^3 - 151/40*z + 1
*
0 | 0.11658468610432757461072106331500177757 | 0.023175852266964601767319492700524458723
f(z) = 71/41*z^3 - 153/41*z + 1
*
0 | 0.083363931237331770182111056575070881317 | 0.016529229502718234038665918672179229009
f(z) = 71/42*z^3 - 155/42*z + 1
*
0 | 0.11650110578262586408847796509555641117 | 0.023041028911093551565852817442540552753
f(z) = 71/43*z^3 - 157/43*z + 1
*
0 | 0.090788259094798081469366351038870867716 | 0.017910825589292435601283577822829265257
f(z) = 71/44*z^3 - 159/44*z + 1
*
0 | 0.11686737067571103876748842221227840187 | 0.023201999284192195248711449611612626220
f(z) = 72/41*z^3 - 154/41*z + 1
*
0 | 0.11678513576740178478627352814593104312 | 0.023068235757655496479728979966172706701
f(z) = 72/43*z^3 - 158/43*z + 1
*
[ 7/24 ] 
f(z) = 72/49*z^3 - 143/56*z + 1
*
[ -11/6 ] 
f(z) = 72/55*z^3 - 157/55*z + 1
*
0 | 0.088661451320804809846185380914607756471 | 0.017624996611878104546382319534733566444
f(z) = 73/40*z^3 - 153/40*z + 1
*
0 | 0.11714578462948657137878602625354671969 | 0.023227426186322469500388006413310067458
f(z) = 73/41*z^3 - 155/41*z + 1
*
0 | 0.083925314881929658754869934365410534513 | 0.016598345514206725017467151281534506737
f(z) = 73/42*z^3 - 157/42*z + 1
*
0 | 0.11706485225040578417484838271860922516 | 0.023094705991707278638051385797022734063
f(z) = 73/43*z^3 - 159/43*z + 1
*
0 | 0.11742005571287240042723836175055069606 | 0.023252159179252836328634129426656560213
f(z) = 74/41*z^3 - 156/41*z + 1
*
0 | 0.11734038500755079256253283883752584080 | 0.023120466269615754058019847719913887572
f(z) = 74/43*z^3 - 160/43*z + 1
*
0 | 0.11769030599686509725702439384912115883 | 0.023276223215330371218911675828141894139
f(z) = 75/41*z^3 - 157/41*z + 1
*
0 | 0.11795665220931332308904344436112991199 | 0.023299642068898819270352254772455175897
f(z) = 76/41*z^3 - 158/41*z + 1
*
[ 3/2 ] 
f(z) = 76/51*z^3 - 154/51*z + 1
*
0 | 0.089732489612470010527841640417107210416 | 0.017746860628799797041679229519284637054
f(z) = 77/40*z^3 - 157/40*z + 1
*
0 | 0.11821920604379180144295439197181979081 | 0.023322438406314837917196378353858334152
f(z) = 77/41*z^3 - 159/41*z + 1
*
0 | 0.11847807444636557644474921480606269464 | 0.023344633850911167773173575318205412397
f(z) = 78/41*z^3 - 160/41*z + 1
*
0 | 0.087393097645008466955519899631504238852 | 0.017241023731860902506988383920597542207
f(z) = 79/40*z^3 - 159/40*z + 1
*
-3/2 | 0.17381612720201609540589749851778872850 | 0.028675635169367151031176620005341268103
f(z) = 61/45*z^3 - 143/60*z + 1
*
[ 10/7 ] 
f(z) = 63/50*z^3 - 159/70*z + 1
*
3/4 | 0.17362712219026589305025673618313213871 | 0.028644453720042649630592496457011622226
f(z) = 64/45*z^3 - 143/60*z + 1
*
[ 7/24 ] 
f(z) = 64/49*z^3 - 160/63*z + 1
*
[ 6/5 ] 
f(z) = 75/44*z^3 - 151/66*z + 1
*
[ 6/5 ] 
f(z) = 75/52*z^3 - 149/78*z + 1
*
5/7 | 0.18016107816418352125543783588894758391 | 0.027133199877979850646164474787592491092
f(z) = 77/50*z^3 - 153/70*z + 1
*
[ 3/7 ] 
f(z) = 61/54*z^3 - 151/98*z + 1
*
[ 3/7 ] 
f(z) = 67/54*z^3 - 153/98*z + 1
*
[ 7/6 ] 
f(z) = 69/49*z^3 - 149/84*z + 1
*
[ 3/7 ] 
f(z) = 73/54*z^3 - 155/98*z + 1
*
[ 2/5 ] 
f(z) = 75/41*z^3 - 147/82*z + 1
*
[ 2/5 ] 
f(z) = 75/43*z^3 - 153/86*z + 1
*
[ 3/7 ] 
f(z) = 79/54*z^3 - 157/98*z + 1
*
[ 7/15 ] 
f(z) = 60/49*z^3 - 148/105*z + 1
*
[ 1/2 ] 
f(z) = 62/55*z^3 - 141/110*z + 1
*
[ 1/2 ] 
f(z) = 62/57*z^3 - 145/114*z + 1
*
[ 1/2 ] 
f(z) = 62/59*z^3 - 149/118*z + 1
*
[ 6/5 ] 
f(z) = 65/56*z^3 - 158/105*z + 1
*
[ 1/2 ] 
f(z) = 66/59*z^3 - 151/118*z + 1
*
[ -3/2 ] 
f(z) = 70/51*z^3 - 145/102*z + 1
*
[ 1/2 ] 
f(z) = 70/53*z^3 - 141/106*z + 1
*
[ 1/2 ] 
f(z) = 70/57*z^3 - 149/114*z + 1
*
[ 1/2 ] 
f(z) = 70/59*z^3 - 153/118*z + 1
*
-3/2 | 0.13652865682657615776810124193386476633 | 0.026934550620778198837059142025859963982
f(z) = 72/55*z^3 - 159/110*z + 1
*
-11/12 | 0.11160493351146078935359883232068310572 | 0.022456564620039621773942412680290071683
f(z) = 72/55*z^3 - 141/110*z + 1
*
[ 1/2 ] 
f(z) = 74/53*z^3 - 143/106*z + 1
*
[ 1/2 ] 
f(z) = 74/55*z^3 - 147/110*z + 1
*
[ 1/2 ] 
f(z) = 74/57*z^3 - 151/114*z + 1
*
[ -3/2 ] 
f(z) = 74/57*z^3 - 143/114*z + 1
*
[ 1/2 ] 
f(z) = 74/59*z^3 - 155/118*z + 1
*
[ 7/8 ] 
f(z) = 76/49*z^3 - 149/112*z + 1
*
[ 10/11 ] 
f(z) = 77/50*z^3 - 151/110*z + 1
*
[ 1/2 ] 
f(z) = 78/53*z^3 - 145/106*z + 1
*
[ 1/2 ] 
f(z) = 78/55*z^3 - 149/110*z + 1
*
[ 1/2 ] 
f(z) = 78/59*z^3 - 157/118*z + 1
*
[ 3/4 ] 
f(z) = 64/41*z^3 - 149/123*z + 1
*
[ 3/4 ] 
f(z) = 64/43*z^3 - 151/129*z + 1
*
[ 3/4 ] 
f(z) = 74/45*z^3 - 151/120*z + 1
*
[ -3/2 ] 
f(z) = 60/49*z^3 - 160/147*z + 1
*
[ 3/4 ] 
f(z) = 64/47*z^3 - 155/141*z + 1
*
[ 3/4 ] 
f(z) = 64/49*z^3 - 157/147*z + 1
*
[ 7/10 ] 
f(z) = 65/49*z^3 - 151/140*z + 1
*
[ 10/3 ] 
f(z) = 63/50*z^3 - 133/10*z + 1
*
[ -10/3 ] 
f(z) = 63/50*z^3 - 127/10*z + 1
*
[ 7/2 ] 
f(z) = 72/49*z^3 - 121/7*z + 1
*
[ 7/2 ] 
f(z) = 76/49*z^3 - 128/7*z + 1
*
[ -7/2 ] 
f(z) = 76/49*z^3 - 124/7*z + 1
*
[ 7/3 ] 
f(z) = 60/49*z^3 - 128/21*z + 1
*
-2 | 0.086393634970291215093218757559770289078 | 0.015473035208138613099056382621556265020
f(z) = 61/44*z^3 - 133/22*z + 1
*
-2 | 0.084782272590891360353470943183066650449 | 0.015143958996270429738179855529679374832
f(z) = 61/52*z^3 - 135/26*z + 1
*
10/7 | 0.16466869077728269332145778850816094784 | 0.023526039689944662737952926149844968456
f(z) = 63/40*z^3 - 137/35*z + 1
*
2/7 | 0.17005336054968501457314887869241192091 | 0.024561305882087392301948793281556537187
f(z) = 63/40*z^3 - 127/35*z + 1
*
-10/7 | 0.089914590912248642432632271083039622039 | 0.013046934388981807415198597084474533408
f(z) = 63/40*z^3 - 123/35*z + 1
*
-2 | 0.087202872400024776774056559600105973485 | 0.015535521503737421283925672812590202403
f(z) = 63/44*z^3 - 137/22*z + 1
*
-2 | 0.085785975998683359233227080191885862571 | 0.015243736965515835616499421563972792433
f(z) = 63/52*z^3 - 139/26*z + 1
*
[ 12/5 ] 
f(z) = 65/54*z^3 - 127/20*z + 1
*
2/5 | 0.18446172756636194659276462426123530773 | 0.026582357267900246543457903043218891529
f(z) = 65/56*z^3 - 129/35*z + 1
*
[ -7/3 ] 
f(z) = 66/49*z^3 - 124/21*z + 1
*
[ 2 ] 
f(z) = 67/44*z^3 - 123/22*z + 1
*
[ 2 ] 
f(z) = 67/52*z^3 - 121/26*z + 1
*
[ 2 ] 
f(z) = 69/44*z^3 - 127/22*z + 1
*
[ -7/3 ] 
f(z) = 69/49*z^3 - 131/21*z + 1
*
5/3 | 0.17950608773530238364270558051896923888 | 0.027617226012560176376935474707068264439
f(z) = 69/50*z^3 - 133/30*z + 1
*
-5/3 | 0.18936935727539723493608416471263327304 | 0.029343099003721024005390804666464958041
f(z) = 69/50*z^3 - 127/30*z + 1
*
[ 2 ] 
f(z) = 69/52*z^3 - 125/26*z + 1
*
[ 2 ] 
f(z) = 71/44*z^3 - 131/22*z + 1
*
[ 2 ] 
f(z) = 71/52*z^3 - 129/26*z + 1
*
[ 2 ] 
f(z) = 73/44*z^3 - 135/22*z + 1
*
[ 2 ] 
f(z) = 73/52*z^3 - 133/26*z + 1
*
3/2 | 0.15255847612676944003479264401067223391 | 0.025537887217505824967427659647784800866
f(z) = 74/45*z^3 - 131/30*z + 1
*
[ 2 ] 
f(z) = 75/44*z^3 - 139/22*z + 1
*
[ 2 ] 
f(z) = 75/52*z^3 - 137/26*z + 1
*
[ 7/4 ] 
f(z) = 76/49*z^3 - 121/28*z + 1
*
2/7 | 0.17784698556502726199387166794009253289 | 0.025657896411171589061991714015029283836
f(z) = 77/40*z^3 - 128/35*z + 1
*
[ 10/7 ] 
f(z) = 77/40*z^3 - 127/35*z + 1
*
[ -2 ] 
f(z) = 79/44*z^3 - 125/22*z + 1
*
[ -7/4 ] 
f(z) = 62/49*z^3 - 129/56*z + 1
*
1/3 | 0.10587762510143519444596858402582468284 | 0.021856634190988372728548866922944634004
f(z) = 63/40*z^3 - 127/40*z + 1
*
[ 1/3 ] 
f(z) = 63/58*z^3 - 123/58*z + 1
*
[ 1/3 ] 
f(z) = 63/59*z^3 - 125/59*z + 1
*
[ 1/4 ] 
f(z) = 64/41*z^3 - 127/41*z + 1
*
[ 1/4 ] 
f(z) = 64/43*z^3 - 133/43*z + 1
*
[ 1/4 ] 
f(z) = 64/45*z^3 - 139/45*z + 1
*
5/4 | 0.12861393051702962171381267341170424166 | 0.026180127346307512174803426425668265183
f(z) = 64/45*z^3 - 136/45*z + 1
*
[ 3/2 ] 
f(z) = 64/51*z^3 - 127/51*z + 1
*
[ 3/2 ] 
f(z) = 64/57*z^3 - 125/57*z + 1
*
[ 3/2 ] 
f(z) = 68/57*z^3 - 134/57*z + 1
*
[ 1/3 ] 
f(z) = 72/59*z^3 - 126/59*z + 1
*
-10/7 | 0.17927196800401492086426385401589683399 | 0.027645651835411674854324949503995641909
f(z) = 63/50*z^3 - 131/70*z + 1
*
-21/16 | 0.12207085057362903156266557079116269088 | 0.020540967794496086473139060487767146322
f(z) = 64/45*z^3 - 127/60*z + 1
*
[ 7/6 ] 
f(z) = 76/49*z^3 - 124/63*z + 1
*
[ -3/2 ] 
f(z) = 77/45*z^3 - 131/60*z + 1
*
[ -3/2 ] 
f(z) = 79/45*z^3 - 137/60*z + 1
*
[ 1/2 ] 
f(z) = 62/45*z^3 - 121/90*z + 1
*
[ 1/2 ] 
f(z) = 62/47*z^3 - 125/94*z + 1
*
[ 1/2 ] 
f(z) = 62/49*z^3 - 129/98*z + 1
*
[ 10/9 ] 
f(z) = 63/50*z^3 - 131/90*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.027973231672214856114086781059734669778
f(z) = 65/56*z^3 - 129/91*z + 1
*
[ 1/2 ] 
f(z) = 66/47*z^3 - 127/94*z + 1
*
[ 1/2 ] 
f(z) = 66/49*z^3 - 131/98*z + 1
*
-4/3 | 0.15156093684039905805293012010211917565 | 0.027612070750622435128418613336387826981
f(z) = 69/56*z^3 - 121/84*z + 1
*
[ 1/2 ] 
f(z) = 70/43*z^3 - 121/86*z + 1
*
[ 1/2 ] 
f(z) = 70/47*z^3 - 129/94*z + 1
*
[ 1/2 ] 
f(z) = 74/43*z^3 - 123/86*z + 1
*
[ 1/2 ] 
f(z) = 74/45*z^3 - 127/90*z + 1
*
[ 1/2 ] 
f(z) = 74/47*z^3 - 131/94*z + 1
*
[ 1/2 ] 
f(z) = 74/49*z^3 - 135/98*z + 1
*
-4/3 | 0.11952846044117465713559908350114296655 | 0.021294447262862971650971105815420900789
f(z) = 75/56*z^3 - 137/84*z + 1
*
[ 1/2 ] 
f(z) = 78/41*z^3 - 121/82*z + 1
*
[ 1/2 ] 
f(z) = 78/43*z^3 - 125/86*z + 1
*
[ 1/2 ] 
f(z) = 78/47*z^3 - 133/94*z + 1
*
[ 1/2 ] 
f(z) = 78/49*z^3 - 137/98*z + 1
*
[ 7/8 ] 
f(z) = 60/49*z^3 - 121/112*z + 1
*
[ 1/2 ] 
f(z) = 62/51*z^3 - 133/102*z + 1
*
[ 1/2 ] 
f(z) = 62/53*z^3 - 137/106*z + 1
*
[ 6/7 ] 
f(z) = 63/40*z^3 - 139/105*z + 1
*
2/7 | 0.17094097832483378939940492984664625317 | 0.023782572599354412876882464199761053436
f(z) = 63/40*z^3 - 136/105*z + 1
*
[ 1/2 ] 
f(z) = 66/53*z^3 - 139/106*z + 1
*
[ 2/3 ] 
f(z) = 67/48*z^3 - 121/108*z + 1
*
[ 7/8 ] 
f(z) = 68/49*z^3 - 135/112*z + 1
*
[ 1/2 ] 
f(z) = 70/51*z^3 - 137/102*z + 1
*
[ -3/2 ] 
f(z) = 70/57*z^3 - 125/114*z + 1
*
[ 2/3 ] 
f(z) = 71/48*z^3 - 125/108*z + 1
*
[ 11/12 ] 
f(z) = 72/55*z^3 - 131/110*z + 1
*
[ 2/3 ] 
f(z) = 72/59*z^3 - 123/118*z + 1
*
[ 2/3 ] 
f(z) = 73/48*z^3 - 127/108*z + 1
*
[ 1/2 ] 
f(z) = 74/51*z^3 - 139/102*z + 1
*
[ 4/5 ] 
f(z) = 75/58*z^3 - 125/116*z + 1
*
[ 2/3 ] 
f(z) = 77/48*z^3 - 131/108*z + 1
*
[ 2/3 ] 
f(z) = 79/48*z^3 - 133/108*z + 1
*
[ 3/4 ] 
f(z) = 62/45*z^3 - 133/120*z + 1
*
[ 5/6 ] 
f(z) = 69/50*z^3 - 139/120*z + 1
*
[ 4/5 ] 
f(z) = 65/56*z^3 - 139/140*z + 1
*
[ 7/2 ] 
f(z) = 64/49*z^3 - 107/7*z + 1
*
[ -7/2 ] 
f(z) = 64/49*z^3 - 103/7*z + 1
*
[ 7/2 ] 
f(z) = 68/49*z^3 - 114/7*z + 1
*
[ -7/2 ] 
f(z) = 68/49*z^3 - 110/7*z + 1
*
[ -7/2 ] 
f(z) = 72/49*z^3 - 117/7*z + 1
*
[ 6 ] 
f(z) = 77/54*z^3 - 101/2*z + 1
*
[ -6 ] 
f(z) = 79/54*z^3 - 103/2*z + 1
*
[ -7/3 ] 
f(z) = 60/49*z^3 - 110/21*z + 1
*
[ 2 ] 
f(z) = 61/44*z^3 - 111/22*z + 1
*
[ 2 ] 
f(z) = 61/52*z^3 - 109/26*z + 1
*
3/2 | 0.13467690424362960051619284005134495473 | 0.023116529653512914156171867270210602818
f(z) = 62/45*z^3 - 113/30*z + 1
*
[ 10/7 ] 
f(z) = 63/40*z^3 - 102/35*z + 1
*
[ 2 ] 
f(z) = 63/44*z^3 - 115/22*z + 1
*
[ 2 ] 
f(z) = 63/52*z^3 - 113/26*z + 1
*
[ 2 ] 
f(z) = 65/44*z^3 - 119/22*z + 1
*
[ -2 ] 
f(z) = 67/44*z^3 - 101/22*z + 1
*
[ 7/4 ] 
f(z) = 68/49*z^3 - 107/28*z + 1
*
[ -2 ] 
f(z) = 69/44*z^3 - 105/22*z + 1
*
[ 5/3 ] 
f(z) = 69/50*z^3 - 103/30*z + 1
*
[ -2 ] 
f(z) = 71/44*z^3 - 109/22*z + 1
*
[ -2 ] 
f(z) = 71/52*z^3 - 103/26*z + 1
*
[ -2 ] 
f(z) = 73/44*z^3 - 113/22*z + 1
*
[ -2 ] 
f(z) = 73/52*z^3 - 107/26*z + 1
*
[ 3/2 ] 
f(z) = 74/45*z^3 - 101/30*z + 1
*
[ -2 ] 
f(z) = 75/44*z^3 - 117/22*z + 1
*
7/5 | 0.092298430166362656995589819823831406808 | 0.013964828725275641739604562619807578924
f(z) = 75/49*z^3 - 106/21*z + 1
*
[ -2 ] 
f(z) = 75/52*z^3 - 111/26*z + 1
*
-2/15 | 0.20360487545469421405643180468185610476 | 0.029797150579260280414489463224094045586
f(z) = 75/56*z^3 - 116/21*z + 1
*
-10/7 | 0.16748343281365264001792908253548424681 | 0.024605205147085258629058319112890792465
f(z) = 77/40*z^3 - 113/35*z + 1
*
[ -2 ] 
f(z) = 77/52*z^3 - 115/26*z + 1
*
[ -2 ] 
f(z) = 79/52*z^3 - 119/26*z + 1
*
[ -5/3 ] 
f(z) = 63/40*z^3 - 111/40*z + 1
*
[ 4/3 ] 
f(z) = 63/44*z^3 - 101/44*z + 1
*
[ 1/3 ] 
f(z) = 63/47*z^3 - 101/47*z + 1
*
[ 1/3 ] 
f(z) = 63/50*z^3 - 107/50*z + 1
*
2/3 | 0.11921827528262041377911790871958097269 | 0.025722814771993640328601055994295919060
f(z) = 63/50*z^3 - 103/50*z + 1
*
[ 1/3 ] 
f(z) = 63/52*z^3 - 111/52*z + 1
*
[ 1/3 ] 
f(z) = 63/53*z^3 - 113/53*z + 1
*
[ 1/3 ] 
f(z) = 63/55*z^3 - 117/55*z + 1
*
[ 11/8 ] 
f(z) = 64/55*z^3 - 106/55*z + 1
*
[ 3/8 ] 
f(z) = 64/57*z^3 - 104/57*z + 1
*
2/3 | 0.20021481878568234429552549321100702679 | 0.029819739890994677295381990425245941416
f(z) = 71/40*z^3 - 103/45*z + 1
*
[ 1/3 ] 
f(z) = 72/47*z^3 - 102/47*z + 1
*
[ 1/3 ] 
f(z) = 72/49*z^3 - 106/49*z + 1
*
[ 1/3 ] 
f(z) = 72/53*z^3 - 114/53*z + 1
*
[ 1/3 ] 
f(z) = 72/55*z^3 - 118/55*z + 1
*
5/6 | 0.13381868537223466051600410328969800404 | 0.028151077394639545850136867728086483732
f(z) = 72/55*z^3 - 116/55*z + 1
*
[ -5/3 ] 
f(z) = 72/55*z^3 - 112/55*z + 1
*
2/3 | 0.20021485653407431629443060239957813003 | 0.029776895586889621208170351166862610536
f(z) = 73/40*z^3 - 104/45*z + 1
*
4/5 | 0.13892131911069091754596996932282139376 | 0.029973989733487264112390954916959375718
f(z) = 75/44*z^3 - 103/44*z + 1
*
-7/5 | 0.13805707684255568895929765232338959454 | 0.029095690540504750812609003584995188662
f(z) = 75/56*z^3 - 115/56*z + 1
*
-7/5 | 0.10889846870673087784354981190305979816 | 0.023304613236335446975461602012973367060
f(z) = 75/56*z^3 - 107/56*z + 1
*
[ -8/5 ] 
f(z) = 75/56*z^3 - 101/56*z + 1
*
3/7 | 0.18780470749369673296197985747633272077 | 0.027263225958074096738948521708395026096
f(z) = 77/54*z^3 - 109/42*z + 1
*
[ 7/6 ] 
f(z) = 64/49*z^3 - 103/63*z + 1
*
[ 6/5 ] 
f(z) = 65/48*z^3 - 107/60*z + 1
*
[ 2/5 ] 
f(z) = 65/48*z^3 - 103/60*z + 1
*
[ -3/2 ] 
f(z) = 67/45*z^3 - 101/60*z + 1
*
[ 7/6 ] 
f(z) = 68/49*z^3 - 110/63*z + 1
*
[ -3/2 ] 
f(z) = 71/45*z^3 - 113/60*z + 1
*
[ 7/18 ] 
f(z) = 72/49*z^3 - 113/63*z + 1
*
[ -3/2 ] 
f(z) = 73/45*z^3 - 119/60*z + 1
*
-6/5 | 0.12758344354154729844156282216382137186 | 0.023556329105276418495872449692337847543
f(z) = 75/44*z^3 - 107/66*z + 1
*
[ -10/7 ] 
f(z) = 77/50*z^3 - 101/70*z + 1
*
[ 1/2 ] 
f(z) = 62/41*z^3 - 113/82*z + 1
*
[ 1/2 ] 
f(z) = 62/43*z^3 - 117/86*z + 1
*
[ 2/3 ] 
f(z) = 63/47*z^3 - 103/94*z + 1
*
[ 5/9 ] 
f(z) = 63/50*z^3 - 107/90*z + 1
*
[ 7/13 ] 
f(z) = 65/49*z^3 - 113/91*z + 1
*
[ 6/7 ] 
f(z) = 65/54*z^3 - 103/98*z + 1
*
[ 14/13 ] 
f(z) = 65/56*z^3 - 116/91*z + 1
*
[ 1/2 ] 
f(z) = 66/41*z^3 - 115/82*z + 1
*
[ 1/2 ] 
f(z) = 66/43*z^3 - 119/86*z + 1
*
[ 1/2 ] 
f(z) = 70/41*z^3 - 117/82*z + 1
*
[ 6/7 ] 
f(z) = 71/54*z^3 - 111/98*z + 1
*
[ 3/4 ] 
f(z) = 71/54*z^3 - 103/96*z + 1
*
[ 2/3 ] 
f(z) = 72/41*z^3 - 105/82*z + 1
*
[ 2/3 ] 
f(z) = 72/43*z^3 - 107/86*z + 1
*
[ 2/3 ] 
f(z) = 72/47*z^3 - 111/94*z + 1
*
[ 2/3 ] 
f(z) = 72/49*z^3 - 113/98*z + 1
*
[ 1/2 ] 
f(z) = 74/41*z^3 - 119/82*z + 1
*
[ 4/5 ] 
f(z) = 75/46*z^3 - 119/92*z + 1
*
[ 6/7 ] 
f(z) = 77/48*z^3 - 113/84*z + 1
*
[ 4/7 ] 
f(z) = 77/48*z^3 - 107/84*z + 1
*
[ 3/4 ] 
f(z) = 77/54*z^3 - 109/96*z + 1
*
[ 7/13 ] 
f(z) = 78/49*z^3 - 120/91*z + 1
*
[ 2/3 ] 
f(z) = 61/48*z^3 - 115/108*z + 1
*
[ -3/2 ] 
f(z) = 62/51*z^3 - 109/102*z + 1
*
[ 2/3 ] 
f(z) = 63/53*z^3 - 109/106*z + 1
*
[ 2/3 ] 
f(z) = 63/55*z^3 - 111/110*z + 1
*
[ 2/3 ] 
f(z) = 63/59*z^3 - 115/118*z + 1
*
[ 2/3 ] 
f(z) = 65/48*z^3 - 119/108*z + 1
*
[ 2/3 ] 
f(z) = 72/53*z^3 - 117/106*z + 1
*
[ 2/3 ] 
f(z) = 72/55*z^3 - 119/110*z + 1
*
[ 7/2 ] 
f(z) = 60/49*z^3 - 100/7*z + 1
*
[ -7/2 ] 
f(z) = 60/49*z^3 - 96/7*z + 1
*
[ 10/3 ] 
f(z) = 63/40*z^3 - 84/5*z + 1
*
[ -10/3 ] 
f(z) = 63/40*z^3 - 81/5*z + 1
*
-15/8 | 0.15833775113854853491301560153623450014 | 0.028760802161523780555546964037365478521
f(z) = 64/45*z^3 - 82/15*z + 1
*
2 | 0.15724180317796311926558446130267878663 | 0.027086674818055408930771580989376978373
f(z) = 65/48*z^3 - 83/12*z + 1
*
[ 6 ] 
f(z) = 65/54*z^3 - 85/2*z + 1
*
2 | 0.15901763222204056031042497405621462064 | 0.027280685505389180411711369653894577312
f(z) = 67/48*z^3 - 85/12*z + 1
*
[ -6 ] 
f(z) = 67/54*z^3 - 87/2*z + 1
*
2 | 0.16241015445191038685652605923847603916 | 0.027644607552395147856639231405915983631
f(z) = 71/48*z^3 - 89/12*z + 1
*
[ 6 ] 
f(z) = 71/54*z^3 - 93/2*z + 1
*
2 | 0.16593045218390878286516696221251071866 | 0.028137378794629400793451101068855549651
f(z) = 73/48*z^3 - 91/12*z + 1
*
[ -6 ] 
f(z) = 73/54*z^3 - 95/2*z + 1
*
-2 | 0.071178116246590361368928027723029451983 | 0.012261233653948195543573365203404360004
f(z) = 77/48*z^3 - 83/12*z + 1
*
2 | 0.16862789031599320634248043778013248230 | 0.028288498450942544370302766986035578440
f(z) = 79/48*z^3 - 97/12*z + 1
*
-2 | 0.071764899238060705389713863795579389126 | 0.012311814854001570431173406341438566009
f(z) = 79/48*z^3 - 85/12*z + 1
*
[ 7/4 ] 
f(z) = 60/49*z^3 - 93/28*z + 1
*
[ -2 ] 
f(z) = 61/44*z^3 - 89/22*z + 1
*
[ -2 ] 
f(z) = 61/52*z^3 - 83/26*z + 1
*
[ 3/2 ] 
f(z) = 62/45*z^3 - 83/30*z + 1
*
[ -2 ] 
f(z) = 63/44*z^3 - 93/22*z + 1
*
[ -2 ] 
f(z) = 63/52*z^3 - 87/26*z + 1
*
[ -2 ] 
f(z) = 65/44*z^3 - 97/22*z + 1
*
[ 7/5 ] 
f(z) = 65/49*z^3 - 81/35*z + 1
*
2/5 | 0.13675162699046035494775475537515773922 | 0.020648810446510553679688809774182784260
f(z) = 65/56*z^3 - 94/35*z + 1
*
[ -2 ] 
f(z) = 67/52*z^3 - 95/26*z + 1
*
[ -2 ] 
f(z) = 69/52*z^3 - 99/26*z + 1
*
-3/2 | 0.13565886881188471921442379809856260392 | 0.024183893558094211387295552568786107067
f(z) = 74/45*z^3 - 91/30*z + 1
*
[ -7/4 ] 
f(z) = 76/49*z^3 - 89/28*z + 1
*
[ 2/7 ] 
f(z) = 77/40*z^3 - 93/35*z + 1
*
3/11 | 0.21008053572166197185372867119490584437 | 0.027231279134493469344037802247442462188
f(z) = 77/54*z^3 - 83/22*z + 1
*
2/3 | 0.19727117376979921603836818304506978374 | 0.029600700252252359259793195492977131607
f(z) = 61/40*z^3 - 98/45*z + 1
*
-10/9 | 0.13696347050516804986433487700446077453 | 0.020748173907250721133498600608934176777
f(z) = 63/40*z^3 - 92/45*z + 1
*
[ 1/3 ] 
f(z) = 63/40*z^3 - 87/40*z + 1
*
[ 10/9 ] 
f(z) = 63/40*z^3 - 83/45*z + 1
*
[ 1/3 ] 
f(z) = 63/41*z^3 - 89/41*z + 1
*
[ 1/3 ] 
f(z) = 63/43*z^3 - 93/43*z + 1
*
[ 1/3 ] 
f(z) = 63/44*z^3 - 95/44*z + 1
*
[ 1/3 ] 
f(z) = 63/46*z^3 - 99/46*z + 1
*
[ 4/3 ] 
f(z) = 63/52*z^3 - 99/52*z + 1
*
[ -5/3 ] 
f(z) = 63/55*z^3 - 87/55*z + 1
*
[ 3/8 ] 
f(z) = 64/51*z^3 - 94/51*z + 1
*
[ 5/4 ] 
f(z) = 64/55*z^3 - 89/55*z + 1
*
[ 6/5 ] 
f(z) = 67/54*z^3 - 81/50*z + 1
*
[ 1/3 ] 
f(z) = 72/41*z^3 - 90/41*z + 1
*
[ 1/3 ] 
f(z) = 72/43*z^3 - 94/43*z + 1
*
[ 6/5 ] 
f(z) = 73/54*z^3 - 89/50*z + 1
*
[ 2/5 ] 
f(z) = 75/46*z^3 - 81/46*z + 1
*
[ 2/5 ] 
f(z) = 75/58*z^3 - 99/58*z + 1
*
[ -3/2 ] 
f(z) = 76/51*z^3 - 86/51*z + 1
*
[ 10/11 ] 
f(z) = 77/40*z^3 - 93/55*z + 1
*
[ 7/6 ] 
f(z) = 78/49*z^3 - 85/42*z + 1
*
[ 6/5 ] 
f(z) = 79/54*z^3 - 97/50*z + 1
*
[ -3/2 ] 
f(z) = 61/45*z^3 - 83/60*z + 1
*
[ 10/21 ] 
f(z) = 63/50*z^3 - 97/70*z + 1
*
3/16 | 0.14721730658120581949041502411360215590 | 0.026548709767216973934842059050224853885
f(z) = 64/45*z^3 - 83/60*z + 1
*
[ 7/11 ] 
f(z) = 66/49*z^3 - 86/77*z + 1
*
[ 2/3 ] 
f(z) = 69/52*z^3 - 85/78*z + 1
*
[ 2/3 ] 
f(z) = 75/44*z^3 - 83/66*z + 1
*
[ 2/3 ] 
f(z) = 75/52*z^3 - 89/78*z + 1
*
[ 5/7 ] 
f(z) = 77/50*z^3 - 83/70*z + 1
*
[ 6/11 ] 
f(z) = 77/54*z^3 - 83/66*z + 1
*
[ 7/12 ] 
f(z) = 60/49*z^3 - 95/84*z + 1
*
[ 2/3 ] 
f(z) = 63/41*z^3 - 97/82*z + 1
*
[ 2/3 ] 
f(z) = 63/43*z^3 - 99/86*z + 1
*
[ 3/4 ] 
f(z) = 65/54*z^3 - 97/96*z + 1
*
2 | 0.17061987586627280745586258295872387857 | 0.029643418613069620114500202940287546642
f(z) = 61/48*z^3 - 79/12*z + 1
*
-2 | 0.065345381455443163453912611477043137983 | 0.011687628979145370882983713129205912344
f(z) = 61/48*z^3 - 67/12*z + 1
*
[ -6 ] 
f(z) = 61/54*z^3 - 79/2*z + 1
*
[ 15/8 ] 
f(z) = 64/45*z^3 - 68/15*z + 1
*
-2 | 0.067057148047810633650273724539015725817 | 0.011870676908882197814641114987573590711
f(z) = 65/48*z^3 - 71/12*z + 1
*
12/5 | 0.11852302558865639081025053856654571928 | 0.015680725414507512986717362454540570021
f(z) = 65/54*z^3 - 71/10*z + 1
*
[ 3 ] 
f(z) = 65/54*z^3 - 61/6*z + 1
*
-2 | 0.067833924203769499288811033882758000124 | 0.011949421547340109147361464809737518684
f(z) = 67/48*z^3 - 73/12*z + 1
*
[ 2 ] 
f(z) = 67/48*z^3 - 61/12*z + 1
*
3/2 | 0.13202635763032607106644105455676217154 | 0.025343451111452644591977083221320691255
f(z) = 68/45*z^3 - 61/15*z + 1
*
-2 | 0.069265127532263794593833313993272018304 | 0.012087944391139274677991118642458468053
f(z) = 71/48*z^3 - 77/12*z + 1
*
[ 2 ] 
f(z) = 71/48*z^3 - 65/12*z + 1
*
[ 3 ] 
f(z) = 71/54*z^3 - 67/6*z + 1
*
-2 | 0.069931428537922060932547376805160595459 | 0.012149854170473976428697746698061496463
f(z) = 73/48*z^3 - 79/12*z + 1
*
[ 2 ] 
f(z) = 73/48*z^3 - 67/12*z + 1
*
[ -3 ] 
f(z) = 73/54*z^3 - 65/6*z + 1
*
14/5 | 0.15821877892650184629477998054372713766 | 0.024733549914448102414226075790666732661
f(z) = 75/56*z^3 - 75/7*z + 1
*
[ 14/5 ] 
f(z) = 75/56*z^3 - 69/7*z + 1
*
[ -14/5 ] 
f(z) = 75/56*z^3 - 64/7*z + 1
*
3/2 | 0.12861478736558036613163392364361327442 | 0.024251818365210931927621581491162292563
f(z) = 76/45*z^3 - 67/15*z + 1
*
[ 2 ] 
f(z) = 77/48*z^3 - 71/12*z + 1
*
[ 3 ] 
f(z) = 77/54*z^3 - 73/6*z + 1
*
[ 2 ] 
f(z) = 79/48*z^3 - 73/12*z + 1
*
[ -2 ] 
f(z) = 79/48*z^3 - 61/12*z + 1
*
[ -3 ] 
f(z) = 79/54*z^3 - 71/6*z + 1
*
[ 7/5 ] 
f(z) = 60/49*z^3 - 74/35*z + 1
*
[ -7/4 ] 
f(z) = 60/49*z^3 - 61/28*z + 1
*
-3/2 | 0.15187877706302167149572702960599383694 | 0.028182734370134869243811238640919850616
f(z) = 62/45*z^3 - 73/30*z + 1
*
[ -7/4 ] 
f(z) = 68/49*z^3 - 75/28*z + 1
*
[ -5/3 ] 
f(z) = 69/50*z^3 - 67/30*z + 1
*
[ 3/2 ] 
f(z) = 73/54*z^3 - 65/24*z + 1
*
[ -3/2 ] 
f(z) = 74/45*z^3 - 61/30*z + 1
*
-26/15 | 0.16055059102751552460487927029136294005 | 0.025150845798475915551306615144616895695
f(z) = 75/56*z^3 - 74/21*z + 1
*
[ -10/7 ] 
f(z) = 77/40*z^3 - 78/35*z + 1
*
[ -12/7 ] 
f(z) = 77/54*z^3 - 73/28*z + 1
*
[ 3/11 ] 
f(z) = 77/54*z^3 - 61/22*z + 1
*
[ 3/2 ] 
f(z) = 79/54*z^3 - 71/24*z + 1
*
[ 1/2 ] 
f(z) = 60/47*z^3 - 62/47*z + 1
*
[ 1/2 ] 
f(z) = 60/49*z^3 - 64/49*z + 1
*
[ 1/2 ] 
f(z) = 60/53*z^3 - 68/53*z + 1
*
[ 1/2 ] 
f(z) = 60/59*z^3 - 74/59*z + 1
*
[ 6/5 ] 
f(z) = 61/54*z^3 - 73/50*z + 1
*
[ 9/8 ] 
f(z) = 64/45*z^3 - 76/45*z + 1
*
[ 1/2 ] 
f(z) = 64/47*z^3 - 63/47*z + 1
*
[ 1/2 ] 
f(z) = 64/49*z^3 - 65/49*z + 1
*
[ 1/2 ] 
f(z) = 64/51*z^3 - 67/51*z + 1
*
[ 1/2 ] 
f(z) = 64/53*z^3 - 69/53*z + 1
*
[ 1/2 ] 
f(z) = 64/55*z^3 - 71/55*z + 1
*
[ 1/2 ] 
f(z) = 64/57*z^3 - 73/57*z + 1
*
[ 1/2 ] 
f(z) = 64/59*z^3 - 75/59*z + 1
*
-3/10 | 0.19879867359491510887769570875460653692 | 0.026301281104897143729229610994210869380
f(z) = 65/54*z^3 - 71/40*z + 1
*
[ 7/6 ] 
f(z) = 66/49*z^3 - 71/42*z + 1
*
[ 1/2 ] 
f(z) = 68/45*z^3 - 62/45*z + 1
*
[ 1/2 ] 
f(z) = 68/47*z^3 - 64/47*z + 1
*
[ 1/2 ] 
f(z) = 68/49*z^3 - 66/49*z + 1
*
[ 1/2 ] 
f(z) = 68/53*z^3 - 70/53*z + 1
*
[ 1/2 ] 
f(z) = 68/55*z^3 - 72/55*z + 1
*
[ 1/2 ] 
f(z) = 68/57*z^3 - 74/57*z + 1
*
[ 1/2 ] 
f(z) = 68/59*z^3 - 76/59*z + 1
*
[ 1/2 ] 
f(z) = 72/43*z^3 - 61/43*z + 1
*
[ 1/2 ] 
f(z) = 72/47*z^3 - 65/47*z + 1
*
[ 7/8 ] 
f(z) = 72/49*z^3 - 71/56*z + 1
*
[ 1/2 ] 
f(z) = 72/49*z^3 - 67/49*z + 1
*
[ 1/2 ] 
f(z) = 72/53*z^3 - 71/53*z + 1
*
[ 1/2 ] 
f(z) = 72/55*z^3 - 73/55*z + 1
*
[ 5/6 ] 
f(z) = 72/55*z^3 - 61/55*z + 1
*
[ 1/2 ] 
f(z) = 72/59*z^3 - 77/59*z + 1
*
[ 4/5 ] 
f(z) = 75/52*z^3 - 61/52*z + 1
*
[ 1/2 ] 
f(z) = 76/43*z^3 - 62/43*z + 1
*
[ 1/2 ] 
f(z) = 76/45*z^3 - 64/45*z + 1
*
[ 1/2 ] 
f(z) = 76/47*z^3 - 66/47*z + 1
*
[ 1/2 ] 
f(z) = 76/49*z^3 - 68/49*z + 1
*
[ 1/2 ] 
f(z) = 76/51*z^3 - 70/51*z + 1
*
[ 1/2 ] 
f(z) = 76/53*z^3 - 72/53*z + 1
*
[ 1/2 ] 
f(z) = 76/55*z^3 - 74/55*z + 1
*
[ 1/2 ] 
f(z) = 76/59*z^3 - 78/59*z + 1
*
[ 2/3 ] 
f(z) = 77/40*z^3 - 61/45*z + 1
*
[ 12/11 ] 
f(z) = 77/54*z^3 - 71/44*z + 1
*
[ 3/7 ] 
f(z) = 77/54*z^3 - 67/42*z + 1
*
[ 2/3 ] 
f(z) = 79/40*z^3 - 62/45*z + 1
*
[ 2/3 ] 
f(z) = 61/56*z^3 - 62/63*z + 1
*
[ 5/7 ] 
f(z) = 63/50*z^3 - 73/70*z + 1
*
[ 15/16 ] 
f(z) = 64/45*z^3 - 79/60*z + 1
*
[ 7/12 ] 
f(z) = 64/49*z^3 - 73/63*z + 1
*
[ 2/3 ] 
f(z) = 65/56*z^3 - 64/63*z + 1
*
[ 2/3 ] 
f(z) = 67/56*z^3 - 65/63*z + 1
*
[ 3/4 ] 
f(z) = 68/45*z^3 - 71/60*z + 1
*
[ -4/3 ] 
f(z) = 69/40*z^3 - 79/60*z + 1
*
[ 2/3 ] 
f(z) = 69/44*z^3 - 79/66*z + 1
*
[ 2/3 ] 
f(z) = 71/56*z^3 - 67/63*z + 1
*
[ 7/9 ] 
f(z) = 72/49*z^3 - 74/63*z + 1
*
[ 2/3 ] 
f(z) = 73/56*z^3 - 68/63*z + 1
*
[ 3/4 ] 
f(z) = 76/45*z^3 - 77/60*z + 1
*
[ 2/3 ] 
f(z) = 79/56*z^3 - 71/63*z + 1
*
[ 2 ] 
f(z) = 61/48*z^3 - 55/12*z + 1
*
[ -2 ] 
f(z) = 61/48*z^3 - 43/12*z + 1
*
[ -3 ] 
f(z) = 61/54*z^3 - 53/6*z + 1
*
[ -15/8 ] 
f(z) = 64/45*z^3 - 52/15*z + 1
*
[ 2 ] 
f(z) = 65/48*z^3 - 59/12*z + 1
*
[ -2 ] 
f(z) = 65/48*z^3 - 47/12*z + 1
*
[ -2 ] 
f(z) = 67/48*z^3 - 49/12*z + 1
*
[ -3 ] 
f(z) = 67/54*z^3 - 59/6*z + 1
*
[ 3/2 ] 
f(z) = 68/45*z^3 - 46/15*z + 1
*
2/3 | 0.16815458213478247984306506256933145569 | 0.028160644541536833664551094297049141977
f(z) = 69/40*z^3 - 49/15*z + 1
*
[ -2 ] 
f(z) = 71/48*z^3 - 53/12*z + 1
*
[ 7/4 ] 
f(z) = 72/49*z^3 - 57/14*z + 1
*
[ 7/3 ] 
f(z) = 72/49*z^3 - 52/7*z + 1
*
[ -7/3 ] 
f(z) = 72/49*z^3 - 46/7*z + 1
*
[ -7/4 ] 
f(z) = 72/49*z^3 - 41/14*z + 1
*
[ -2 ] 
f(z) = 73/48*z^3 - 55/12*z + 1
*
-2 | 0.089966489862690056805867095322304567150 | 0.015530170640801339387337606510138582927
f(z) = 75/56*z^3 - 41/7*z + 1
*
[ 3/2 ] 
f(z) = 76/45*z^3 - 52/15*z + 1
*
-3/2 | 0.13374692313423937682179847187177398555 | 0.027026351267169454062283651223576525930
f(z) = 76/45*z^3 - 47/15*z + 1
*
-2 | 0.092184825488880197107542583087380661950 | 0.015913103562446746131564884269425724243
f(z) = 77/40*z^3 - 41/5*z + 1
*
[ -2 ] 
f(z) = 77/48*z^3 - 59/12*z + 1
*
-2 | 0.092732690102851265542576149101650431130 | 0.015941364631484511680291570397583186567
f(z) = 79/40*z^3 - 42/5*z + 1
*
-2 | 0.091299072107565577017577957680586890753 | 0.015631685260523890330260945837654301718
f(z) = 79/56*z^3 - 43/7*z + 1
*
[ 3/2 ] 
f(z) = 61/54*z^3 - 53/24*z + 1
*
[ -3/2 ] 
f(z) = 62/45*z^3 - 43/30*z + 1
*
[ -10/7 ] 
f(z) = 63/40*z^3 - 53/35*z + 1
*
[ 4/3 ] 
f(z) = 63/40*z^3 - 51/20*z + 1
*
[ 10/21 ] 
f(z) = 63/40*z^3 - 51/35*z + 1
*
[ 7/16 ] 
f(z) = 64/49*z^3 - 43/28*z + 1
*
[ 6/5 ] 
f(z) = 65/54*z^3 - 47/30*z + 1
*
[ 2/5 ] 
f(z) = 65/56*z^3 - 59/35*z + 1
*
[ 3/2 ] 
f(z) = 67/54*z^3 - 59/24*z + 1
*
[ 2/5 ] 
f(z) = 75/52*z^3 - 45/26*z + 1
*
-6/5 | 0.14661554310455634880396207238589894323 | 0.025004223272893932589139439186673123804
f(z) = 75/56*z^3 - 44/21*z + 1
*
[ 1/2 ] 
f(z) = 60/41*z^3 - 56/41*z + 1
*
[ 1/2 ] 
f(z) = 60/43*z^3 - 58/43*z + 1
*
[ 2/3 ] 
f(z) = 61/40*z^3 - 53/45*z + 1
*
[ 2/3 ] 
f(z) = 63/46*z^3 - 51/46*z + 1
*
[ 2/3 ] 
f(z) = 63/50*z^3 - 53/50*z + 1
*
[ 5/6 ] 
f(z) = 63/50*z^3 - 43/40*z + 1
*
[ 2/3 ] 
f(z) = 63/58*z^3 - 57/58*z + 1
*
[ 1/2 ] 
f(z) = 64/41*z^3 - 57/41*z + 1
*
[ 1/2 ] 
f(z) = 64/43*z^3 - 59/43*z + 1
*
[ 5/8 ] 
f(z) = 64/45*z^3 - 52/45*z + 1
*
[ -3/2 ] 
f(z) = 64/51*z^3 - 59/51*z + 1
*
[ 3/4 ] 
f(z) = 64/51*z^3 - 53/51*z + 1
*
[ 5/8 ] 
f(z) = 64/55*z^3 - 58/55*z + 1
*
[ 3/4 ] 
f(z) = 64/57*z^3 - 55/57*z + 1
*
[ 2/3 ] 
f(z) = 67/40*z^3 - 56/45*z + 1
*
[ 1/2 ] 
f(z) = 68/41*z^3 - 58/41*z + 1
*
[ 1/2 ] 
f(z) = 68/43*z^3 - 60/43*z + 1
*
[ -3/2 ] 
f(z) = 68/57*z^3 - 58/57*z + 1
*
[ 2/3 ] 
f(z) = 71/40*z^3 - 58/45*z + 1
*
[ 3/5 ] 
f(z) = 71/54*z^3 - 57/50*z + 1
*
[ 1/2 ] 
f(z) = 72/41*z^3 - 59/41*z + 1
*
[ 2/3 ] 
f(z) = 73/40*z^3 - 59/45*z + 1
*
[ 4/5 ] 
f(z) = 75/44*z^3 - 59/44*z + 1
*
[ 14/15 ] 
f(z) = 75/49*z^3 - 59/42*z + 1
*
[ 1/2 ] 
f(z) = 76/41*z^3 - 60/41*z + 1
*
[ 3/5 ] 
f(z) = 77/54*z^3 - 59/50*z + 1
*
-2 | 0.086963625476339923816151116519119669357 | 0.015596201447977590596714611957921375578
f(z) = 61/40*z^3 - 33/5*z + 1
*
[ 2 ] 
f(z) = 61/40*z^3 - 28/5*z + 1
*
[ -2 ] 
f(z) = 61/40*z^3 - 23/5*z + 1
*
-2 | 0.083514011074233912775817455979241221144 | 0.014897780921725503103064762748360892388
f(z) = 61/56*z^3 - 34/7*z + 1
*
[ 2 ] 
f(z) = 61/56*z^3 - 27/7*z + 1
*
-2 | 0.087720801420760043419631834487344298914 | 0.015648215970408152020931907281968609346
f(z) = 63/40*z^3 - 34/5*z + 1
*
[ 2 ] 
f(z) = 63/40*z^3 - 29/5*z + 1
*
[ -2 ] 
f(z) = 63/40*z^3 - 24/5*z + 1
*
[ 5/3 ] 
f(z) = 63/50*z^3 - 31/10*z + 1
*
-3/2 | 0.12560615728970454451830024113806131471 | 0.026520459110467227571778174186597725708
f(z) = 64/45*z^3 - 38/15*z + 1
*
[ 3/8 ] 
f(z) = 64/45*z^3 - 28/15*z + 1
*
[ -3/2 ] 
f(z) = 64/45*z^3 - 23/15*z + 1
*
[ 7/4 ] 
f(z) = 64/49*z^3 - 25/7*z + 1
*
3/5 | 0.18420591499230778832897486413264741692 | 0.029052914222701184643562406349670167429
f(z) = 65/54*z^3 - 21/10*z + 1
*
-2 | 0.085809812284617127041094947656356902892 | 0.015152818492308666621827799141582966030
f(z) = 65/56*z^3 - 36/7*z + 1
*
[ 2 ] 
f(z) = 65/56*z^3 - 29/7*z + 1
*
[ -2 ] 
f(z) = 65/56*z^3 - 22/7*z + 1
*
-2 | 0.089130067443814587093933835025813319351 | 0.015739129339937565045547897094225141681
f(z) = 67/40*z^3 - 36/5*z + 1
*
[ 2 ] 
f(z) = 67/40*z^3 - 31/5*z + 1
*
[ -2 ] 
f(z) = 67/40*z^3 - 26/5*z + 1
*
[ 3 ] 
f(z) = 67/54*z^3 - 21/2*z + 1
*
-2 | 0.086775453179121703970619988801611113490 | 0.015249555652091838359235724293509032811
f(z) = 67/56*z^3 - 37/7*z + 1
*
[ 2 ] 
f(z) = 67/56*z^3 - 30/7*z + 1
*
[ -2 ] 
f(z) = 67/56*z^3 - 23/7*z + 1
*
[ -3/2 ] 
f(z) = 68/45*z^3 - 26/15*z + 1
*
-2 | 0.089789393841436956603453368129310287776 | 0.015779212993865736721702391989286247857
f(z) = 69/40*z^3 - 37/5*z + 1
*
2/3 | 0.11662972520915779316244116621342342507 | 0.020805180744852848228115778552716130319
f(z) = 69/40*z^3 - 34/15*z + 1
*
[ 2 ] 
f(z) = 69/40*z^3 - 32/5*z + 1
*
[ -2 ] 
f(z) = 69/40*z^3 - 27/5*z + 1
*
-2 | 0.087659600616576848273183824595047018720 | 0.015333072567588775009183503329789046465
f(z) = 69/56*z^3 - 38/7*z + 1
*
[ 2 ] 
f(z) = 69/56*z^3 - 31/7*z + 1
*
[ -2 ] 
f(z) = 69/56*z^3 - 24/7*z + 1
*
-2 | 0.090422355927159483844455181531818943396 | 0.015816322860376945079470797401019798707
f(z) = 71/40*z^3 - 38/5*z + 1
*
[ 2 ] 
f(z) = 71/40*z^3 - 33/5*z + 1
*
[ -2 ] 
f(z) = 71/40*z^3 - 28/5*z + 1
*
[ -3 ] 
f(z) = 71/54*z^3 - 21/2*z + 1
*
[ 3/2 ] 
f(z) = 71/54*z^3 - 21/8*z + 1
*
-2 | 0.088478951397606789160805263447543338966 | 0.015406390786168927761449256326707400931
f(z) = 71/56*z^3 - 39/7*z + 1
*
[ 2 ] 
f(z) = 71/56*z^3 - 32/7*z + 1
*
[ -2 ] 
f(z) = 71/56*z^3 - 25/7*z + 1
*
-2 | 0.091031288948253272444484383757728279005 | 0.015850816371037879465603318522823632317
f(z) = 73/40*z^3 - 39/5*z + 1
*
[ 2 ] 
f(z) = 73/40*z^3 - 34/5*z + 1
*
[ -2 ] 
f(z) = 73/40*z^3 - 29/5*z + 1
*
[ 3 ] 
f(z) = 73/54*z^3 - 23/2*z + 1
*
-2 | 0.089245100475560567801686959285019468479 | 0.015471590527059364675715863739220352405
f(z) = 73/56*z^3 - 40/7*z + 1
*
[ 2 ] 
f(z) = 73/56*z^3 - 33/7*z + 1
*
[ -2 ] 
f(z) = 73/56*z^3 - 26/7*z + 1
*
[ 2 ] 
f(z) = 75/56*z^3 - 34/7*z + 1
*
[ -2 ] 
f(z) = 75/56*z^3 - 27/7*z + 1
*
[ -3/2 ] 
f(z) = 76/45*z^3 - 32/15*z + 1
*
[ 2 ] 
f(z) = 77/40*z^3 - 36/5*z + 1
*
[ -2 ] 
f(z) = 77/40*z^3 - 31/5*z + 1
*
[ -3 ] 
f(z) = 77/54*z^3 - 23/2*z + 1
*
[ 3/2 ] 
f(z) = 77/54*z^3 - 23/8*z + 1
*
[ 2 ] 
f(z) = 79/40*z^3 - 37/5*z + 1
*
[ -2 ] 
f(z) = 79/40*z^3 - 32/5*z + 1
*
[ 3 ] 
f(z) = 79/54*z^3 - 25/2*z + 1
*
[ 2 ] 
f(z) = 79/56*z^3 - 36/7*z + 1
*
[ -2 ] 
f(z) = 79/56*z^3 - 29/7*z + 1
*
[ 7/10 ] 
f(z) = 60/49*z^3 - 36/35*z + 1
*
[ 7/6 ] 
f(z) = 60/49*z^3 - 32/21*z + 1
*
[ 3/4 ] 
f(z) = 61/54*z^3 - 31/32*z + 1
*
[ 2/3 ] 
f(z) = 63/44*z^3 - 25/22*z + 1
*
[ 2/3 ] 
f(z) = 63/52*z^3 - 27/26*z + 1
*
[ 6/13 ] 
f(z) = 65/54*z^3 - 37/26*z + 1
*
[ -3/2 ] 
f(z) = 65/54*z^3 - 25/24*z + 1
*
[ 3/4 ] 
f(z) = 67/54*z^3 - 33/32*z + 1
*
[ 2/3 ] 
f(z) = 69/56*z^3 - 22/21*z + 1
*
[ -3/2 ] 
f(z) = 71/54*z^3 - 31/24*z + 1
*
[ 3/4 ] 
f(z) = 73/54*z^3 - 35/32*z + 1
*
[ 2/5 ] 
f(z) = 75/44*z^3 - 39/22*z + 1
*
[ 7/10 ] 
f(z) = 75/49*z^3 - 33/28*z + 1
*
[ 7/15 ] 
f(z) = 75/49*z^3 - 31/21*z + 1
*
[ 6/5 ] 
f(z) = 75/56*z^3 - 37/21*z + 1
*
2/15 | 0.11952846044117465713559908350114296655 | 0.021555389640446914636687749309987610805
f(z) = 75/56*z^3 - 32/21*z + 1
*
[ 4/5 ] 
f(z) = 75/56*z^3 - 31/28*z + 1
*
2/5 | 0.15156093684039905805293012010211917565 | 0.027826004174317718255853690705160699264
f(z) = 75/56*z^3 - 29/21*z + 1
*
[ 14/15 ] 
f(z) = 75/56*z^3 - 26/21*z + 1
*
[ 2/3 ] 
f(z) = 75/56*z^3 - 23/21*z + 1
*
[ -3/2 ] 
f(z) = 77/54*z^3 - 37/24*z + 1
*
[ 3/4 ] 
f(z) = 79/54*z^3 - 37/32*z + 1
*
[ 3 ] 
f(z) = 61/54*z^3 - 19/2*z + 1
*
[ -2 ] 
f(z) = 61/56*z^3 - 20/7*z + 1
*
2/3 | 0.12545933202192977610411127538640095665 | 0.028020972560348006390843293823253926894
f(z) = 63/40*z^3 - 11/5*z + 1
*
[ 2/3 ] 
f(z) = 63/40*z^3 - 6/5*z + 1
*
[ -5/3 ] 
f(z) = 63/50*z^3 - 19/10*z + 1
*
[ 3/4 ] 
f(z) = 64/45*z^3 - 17/15*z + 1
*
[ -7/4 ] 
f(z) = 64/49*z^3 - 17/7*z + 1
*
[ 7/8 ] 
f(z) = 64/49*z^3 - 8/7*z + 1
*
[ -3 ] 
f(z) = 65/54*z^3 - 19/2*z + 1
*
[ 3/2 ] 
f(z) = 65/54*z^3 - 19/8*z + 1
*
-6/5 | 0.18347065587769072562893238359028573518 | 0.029401048996844453145629149372343185052
f(z) = 65/54*z^3 - 19/10*z + 1
*
[ 3/5 ] 
f(z) = 65/54*z^3 - 11/10*z + 1
*
[ -3/2 ] 
f(z) = 67/54*z^3 - 9/8*z + 1
*
[ 2/3 ] 
f(z) = 69/40*z^3 - 19/15*z + 1
*
[ 7/12 ] 
f(z) = 72/49*z^3 - 17/14*z + 1
*
[ 7/6 ] 
f(z) = 72/49*z^3 - 13/7*z + 1
*
[ -3/2 ] 
f(z) = 73/54*z^3 - 11/8*z + 1
*
[ 7/5 ] 
f(z) = 75/49*z^3 - 19/7*z + 1
*
[ -7/5 ] 
f(z) = 75/49*z^3 - 9/7*z + 1
*
[ 2/5 ] 
f(z) = 75/56*z^3 - 12/7*z + 1
*
[ 6/7 ] 
f(z) = 77/54*z^3 - 17/14*z + 1
*
[ -3/2 ] 
f(z) = 79/54*z^3 - 13/8*z + 1
*
[ -7/8 ]
f(z) = 64/49*z^3 + 8/7*z + 1
*
[ -1 ]
f(z) = 79/40*z^3 + 1/40*z + 1
*
[ -1 ]
f(z) = 62/41*z^3 + 20/41*z + 1
*
[ 5 ] 
f(z) = 61/75*z^3 - 293/15*z + 1
*
[ -5 ] 
f(z) = 61/75*z^3 - 287/15*z + 1
*
[ 5 ] 
f(z) = 62/75*z^3 - 298/15*z + 1
*
[ -5 ] 
f(z) = 62/75*z^3 - 292/15*z + 1
*
-2 | 0.066871965282494483324492382915389319017 | 0.011860191350892154153663749696742834721
f(z) = 61/74*z^3 - 281/74*z + 1
*
0 | 0.14400437783883422929888379183209926960 | 0.025321786857806349198937293438737444908
f(z) = 61/78*z^3 - 295/78*z + 1
*
-2 | 0.069084322705249651575391877176627901061 | 0.012237175188750737455498032541761444664
f(z) = 63/62*z^3 - 283/62*z + 1
*
-2 | 0.067365746408369742120090830605215768096 | 0.011888576366777320210502983133884805637
f(z) = 63/74*z^3 - 289/74*z + 1
*
[ 9/4 ] 
f(z) = 64/63*z^3 - 289/63*z + 1
*
35/16 | 0.18403788661831182501420860558001419800 | 0.025392267306499298753110213903395240801
f(z) = 64/75*z^3 - 281/60*z + 1
*
-2 | 0.070865025704103432180297013881275444420 | 0.012490919760233245484570819573567296202
f(z) = 65/62*z^3 - 291/62*z + 1
*
-2 | 0.066916002907816054047234894324991982497 | 0.011752573053408061140482875507333614186
f(z) = 65/74*z^3 - 297/74*z + 1
*
-2 | 0.072237092340784563446187545293538869543 | 0.012672187946563103645836825639474137728
f(z) = 67/62*z^3 - 299/62*z + 1
*
[ 5/2 ] 
f(z) = 67/75*z^3 - 299/60*z + 1
*
[ -7/3 ] 
f(z) = 72/77*z^3 - 282/77*z + 1
*
[ -5/2 ] 
f(z) = 73/75*z^3 - 281/60*z + 1
*
[ 1/5 ] 
f(z) = 75/71*z^3 - 287/71*z + 1
*
[ 1/5 ] 
f(z) = 75/73*z^3 - 295/73*z + 1
*
[ 1/5 ] 
f(z) = 75/74*z^3 - 299/74*z + 1
*
4/7 | 0.25973461743435195404740230013100379291 | 0.026482299743944032998424513908647435532
f(z) = 77/64*z^3 - 284/77*z + 1
*
2/7 | 0.11719441336510209919789262660163447225 | 0.015129926031319160156877352356737734239
f(z) = 77/72*z^3 - 289/63*z + 1
*
[ 2 ] 
f(z) = 79/62*z^3 - 285/62*z + 1
*
[ 2 ] 
f(z) = 79/70*z^3 - 281/70*z + 1
*
2/5 | 0.19539335067193689742288090380870169547 | 0.027650783835497062183308887970818172252
f(z) = 65/64*z^3 - 293/80*z + 1
*
-12/7 | 0.19950258283301421204390917073249612143 | 0.026628026723002730492899952626108118619
f(z) = 77/72*z^3 - 299/84*z + 1
*
[ 2/7 ] 
f(z) = 63/64*z^3 - 289/112*z + 1
*
2/21 | 0.20374669962562887658592721037372686690 | 0.029004537983653734634645536433423765274
f(z) = 63/64*z^3 - 281/112*z + 1
*
[ 2/7 ] 
f(z) = 77/64*z^3 - 291/112*z + 1
*
[ -2 ] 
f(z) = 60/61*z^3 - 297/122*z + 1
*
[ -2 ] 
f(z) = 61/63*z^3 - 299/126*z + 1
*
[ -2 ] 
f(z) = 61/65*z^3 - 293/130*z + 1
*
[ -2 ] 
f(z) = 61/67*z^3 - 287/134*z + 1
*
[ -2 ] 
f(z) = 61/69*z^3 - 281/138*z + 1
*
[ -2 ] 
f(z) = 62/67*z^3 - 295/134*z + 1
*
[ -2 ] 
f(z) = 62/69*z^3 - 289/138*z + 1
*
[ 5/3 ] 
f(z) = 67/75*z^3 - 281/135*z + 1
*
[ 5/3 ] 
f(z) = 68/75*z^3 - 286/135*z + 1
*
[ 3/2 ] 
f(z) = 74/69*z^3 - 287/138*z + 1
*
[ -2 ] 
f(z) = 62/71*z^3 - 283/142*z + 1
*
[ -2 ] 
f(z) = 63/71*z^3 - 291/142*z + 1
*
[ -2 ] 
f(z) = 63/73*z^3 - 285/146*z + 1
*
[ -2 ] 
f(z) = 64/71*z^3 - 299/142*z + 1
*
[ -2 ] 
f(z) = 64/73*z^3 - 293/146*z + 1
*
[ -2 ] 
f(z) = 64/75*z^3 - 287/150*z + 1
*
[ -2 ] 
f(z) = 64/77*z^3 - 281/154*z + 1
*
[ -2 ] 
f(z) = 65/77*z^3 - 289/154*z + 1
*
[ -2 ] 
f(z) = 65/79*z^3 - 283/158*z + 1
*
[ -2 ] 
f(z) = 66/79*z^3 - 291/158*z + 1
*
[ -2 ] 
f(z) = 67/79*z^3 - 299/158*z + 1
*
[ 3/2 ] 
f(z) = 74/75*z^3 - 283/150*z + 1
*
[ 2/5 ] 
f(z) = 65/68*z^3 - 281/170*z + 1
*
-28/23 | 0.28416816075479851877822673659619767397 | 0.028952805187900827303777856600272809371
f(z) = 69/64*z^3 - 286/161*z + 1
*
[ 6/5 ] 
f(z) = 75/62*z^3 - 293/186*z + 1
*
[ 16/13 ] 
f(z) = 65/64*z^3 - 281/208*z + 1
*
[ -8/5 ] 
f(z) = 77/64*z^3 - 291/200*z + 1
*
-10/7 | 0.21651137717338874098404794701917664554 | 0.029701364227383588821601975856418887271
f(z) = 77/75*z^3 - 293/210*z + 1
*
[ 6/5 ] 
f(z) = 75/74*z^3 - 287/222*z + 1
*
[ 5/4 ] 
f(z) = 67/75*z^3 - 287/240*z + 1
*
[ -3/2 ] 
f(z) = 77/60*z^3 - 293/240*z + 1
*
[ -21/13 ] 
f(z) = 65/63*z^3 - 293/273*z + 1
*
[ 2/3 ] 
f(z) = 73/60*z^3 - 281/270*z + 1
*
[ 2/3 ] 
f(z) = 77/60*z^3 - 289/270*z + 1
*
[ 2/3 ] 
f(z) = 79/60*z^3 - 293/270*z + 1
*
[ -8/5 ] 
f(z) = 75/74*z^3 - 287/296*z + 1
*
[ 4/45 ] 
f(z) = 75/64*z^3 - 277/27*z + 1
*
-34/15 | 0.087955013559156027894797357553553697359 | 0.012626285984185632714511500269748852271
f(z) = 75/64*z^3 - 265/48*z + 1
*
-2 | 0.065733423435816005544716269971386250091 | 0.011703062541239087994021443053547554185
f(z) = 61/62*z^3 - 275/62*z + 1
*
-2 | 0.065861678400885003507263172005506910202 | 0.011695826929027809772637989093515862945
f(z) = 61/70*z^3 - 279/70*z + 1
*
[ 5/2 ] 
f(z) = 61/75*z^3 - 269/60*z + 1
*
1/4 | 0.14432072014562308250237113897319513478 | 0.025882718345507828866510880297186720841
f(z) = 64/65*z^3 - 264/65*z + 1
*
0 | 0.13379962773755273565384547497237459386 | 0.024012191149938444356609131126185490774
f(z) = 65/66*z^3 - 263/66*z + 1
*
[ 12/5 ] 
f(z) = 65/72*z^3 - 277/60*z + 1
*
0 | 0.13366550528314640074732983216831941284 | 0.023955551514453641816077583750334744984
f(z) = 67/66*z^3 - 265/66*z + 1
*
0 | 0.13876738371600822270586622989582756160 | 0.024803314112315107919210099064810136368
f(z) = 71/66*z^3 - 269/66*z + 1
*
[ -5/2 ] 
f(z) = 71/75*z^3 - 271/60*z + 1
*
-11/6 | 0.15454095610986274328523438539750451617 | 0.027478747343841378857107161533714849236
f(z) = 72/77*z^3 - 277/77*z + 1
*
[ 2 ] 
f(z) = 73/62*z^3 - 261/62*z + 1
*
0 | 0.13667609215258320010261744927040796539 | 0.024397214076070051816580819381968622713
f(z) = 73/66*z^3 - 271/66*z + 1
*
[ 2 ] 
f(z) = 75/62*z^3 - 269/62*z + 1
*
[ 1/5 ] 
f(z) = 75/67*z^3 - 271/67*z + 1
*
[ 1/5 ] 
f(z) = 75/68*z^3 - 275/68*z + 1
*
[ 2 ] 
f(z) = 75/74*z^3 - 263/74*z + 1
*
[ 2 ] 
f(z) = 77/62*z^3 - 277/62*z + 1
*
4/3 | 0.18037689506832366809325397903892763501 | 0.018536245718384726845651579445179763614
f(z) = 77/64*z^3 - 263/63*z + 1
*
[ 2 ] 
f(z) = 77/74*z^3 - 271/74*z + 1
*
0 | 0.13343177350610701121363359782240165074 | 0.023725348180248416900405487177305969004
f(z) = 79/66*z^3 - 277/66*z + 1
*
[ 2 ] 
f(z) = 79/74*z^3 - 279/74*z + 1
*
[ -20/11 ] 
f(z) = 77/64*z^3 - 267/110*z + 1
*
[ -2 ] 
f(z) = 60/67*z^3 - 279/134*z + 1
*
[ 5/3 ] 
f(z) = 64/75*z^3 - 266/135*z + 1
*
[ 20/13 ] 
f(z) = 65/64*z^3 - 267/130*z + 1
*
[ 3/2 ] 
f(z) = 70/69*z^3 - 269/138*z + 1
*
-1/12 | 0.14262049054065644615571103723188771441 | 0.025630329318762745942624231150404902868
f(z) = 72/65*z^3 - 261/130*z + 1
*
[ -2 ] 
f(z) = 60/71*z^3 - 267/142*z + 1
*
[ -2 ] 
f(z) = 60/73*z^3 - 261/146*z + 1
*
[ -2 ] 
f(z) = 61/71*z^3 - 275/142*z + 1
*
[ -2 ] 
f(z) = 61/73*z^3 - 269/146*z + 1
*
[ -2 ] 
f(z) = 61/75*z^3 - 263/150*z + 1
*
[ -2 ] 
f(z) = 62/73*z^3 - 277/146*z + 1
*
[ -2 ] 
f(z) = 62/75*z^3 - 271/150*z + 1
*
[ -2 ] 
f(z) = 62/77*z^3 - 265/154*z + 1
*
[ -2 ] 
f(z) = 63/79*z^3 - 267/158*z + 1
*
[ -2 ] 
f(z) = 64/79*z^3 - 275/158*z + 1
*
[ 2/5 ] 
f(z) = 75/79*z^3 - 261/158*z + 1
*
-28/25 | 0.24597305690961797357317278703460376610 | 0.025152460874483369069325348405994537689
f(z) = 75/64*z^3 - 276/175*z + 1
*
[ 15/11 ] 
f(z) = 77/75*z^3 - 271/165*z + 1
*
0 | 0.14580878716850944907005127624586376537 | 0.026010334550547518351306568827602595205
f(z) = 69/65*z^3 - 272/195*z + 1
*
[ -5/3 ] 
f(z) = 69/65*z^3 - 263/195*z + 1
*
[ 6/5 ] 
f(z) = 65/63*z^3 - 277/210*z + 1
*
[ 17/15 ] 
f(z) = 75/68*z^3 - 265/204*z + 1
*
[ 9/16 ] 
f(z) = 64/63*z^3 - 277/252*z + 1
*
[ 4/7 ] 
f(z) = 77/72*z^3 - 277/252*z + 1
*
[ 2/3 ] 
f(z) = 67/60*z^3 - 269/270*z + 1
*
[ 2/3 ] 
f(z) = 71/60*z^3 - 277/270*z + 1
*
[ 3/4 ] 
f(z) = 76/69*z^3 - 263/276*z + 1
*
[ -3/2 ] 
f(z) = 79/66*z^3 - 271/264*z + 1
*
[ 4/5 ] 
f(z) = 75/71*z^3 - 263/284*z + 1
*
[ 4/5 ] 
f(z) = 75/73*z^3 - 265/292*z + 1
*
[ -28/5 ] 
f(z) = 75/64*z^3 - 249/7*z + 1
*
0 | 0.14075984623725535486337253279894767498 | 0.025663638589382095249149243623236132509
f(z) = 61/60*z^3 - 241/60*z + 1
*
0 | 0.13472936380095093260616589606925209659 | 0.024245731972449116205940928777888986519
f(z) = 61/66*z^3 - 259/66*z + 1
*
5/16 | 0.17900409262276968036175555840448750858 | 0.025005761347893160892545098648508216463
f(z) = 64/75*z^3 - 257/60*z + 1
*
[ 1/4 ] 
f(z) = 64/79*z^3 - 241/79*z + 1
*
0 | 0.14085070872623567300490959091490700707 | 0.025565580082605575057238670661910244666
f(z) = 67/60*z^3 - 247/60*z + 1
*
[ -5/2 ] 
f(z) = 67/75*z^3 - 251/60*z + 1
*
[ 2 ] 
f(z) = 69/62*z^3 - 245/62*z + 1
*
[ 2 ] 
f(z) = 69/70*z^3 - 241/70*z + 1
*
0 | 0.14219383746028919209304524726901068879 | 0.025734331470504235866884280360679100902
f(z) = 71/60*z^3 - 251/60*z + 1
*
[ 2 ] 
f(z) = 71/62*z^3 - 253/62*z + 1
*
[ 2 ] 
f(z) = 71/70*z^3 - 249/70*z + 1
*
[ 2 ] 
f(z) = 71/74*z^3 - 247/74*z + 1
*
[ -13/6 ] 
f(z) = 72/65*z^3 - 243/65*z + 1
*
0 | 0.14769710679733909508031379645621625843 | 0.026691977331113934675417134913086931949
f(z) = 73/60*z^3 - 253/60*z + 1
*
[ 2 ] 
f(z) = 73/70*z^3 - 257/70*z + 1
*
[ 2 ] 
f(z) = 73/74*z^3 - 255/74*z + 1
*
[ 1/5 ] 
f(z) = 75/61*z^3 - 247/61*z + 1
*
[ 1/5 ] 
f(z) = 75/62*z^3 - 251/62*z + 1
*
[ 1/5 ] 
f(z) = 75/64*z^3 - 259/64*z + 1
*
[ -11/5 ] 
f(z) = 75/77*z^3 - 251/77*z + 1
*
0 | 0.15680180799727389251280943721862635432 | 0.028257282040895767646171086306333240472
f(z) = 77/60*z^3 - 257/60*z + 1
*
0 | 0.15841655670780460343581218940303012121 | 0.028508450315332127794128113466137121910
f(z) = 79/60*z^3 - 259/60*z + 1
*
[ 18/11 ] 
f(z) = 77/72*z^3 - 245/99*z + 1
*
[ 5/3 ] 
f(z) = 61/75*z^3 - 251/135*z + 1
*
[ 5/3 ] 
f(z) = 62/75*z^3 - 256/135*z + 1
*
-5/4 | 0.14360173090623046198698860568919028703 | 0.025989132925054764103325847054291659418
f(z) = 72/65*z^3 - 251/130*z + 1
*
[ -2 ] 
f(z) = 60/77*z^3 - 249/154*z + 1
*
[ -2 ] 
f(z) = 60/79*z^3 - 243/158*z + 1
*
[ -2 ] 
f(z) = 61/77*z^3 - 257/154*z + 1
*
[ -2 ] 
f(z) = 61/79*z^3 - 251/158*z + 1
*
[ -2 ] 
f(z) = 62/79*z^3 - 259/158*z + 1
*
[ -12/7 ] 
f(z) = 73/64*z^3 - 260/147*z + 1
*
[ 2/5 ] 
f(z) = 75/73*z^3 - 243/146*z + 1
*
[ 2/5 ] 
f(z) = 75/77*z^3 - 255/154*z + 1
*
[ 4/9 ] 
f(z) = 77/64*z^3 - 241/162*z + 1
*
[ 3/7 ] 
f(z) = 77/72*z^3 - 257/168*z + 1
*
[ -8/5 ] 
f(z) = 71/64*z^3 - 243/200*z + 1
*
[ -8/5 ] 
f(z) = 73/64*z^3 - 259/200*z + 1
*
[ -11/6 ] 
f(z) = 60/77*z^3 - 248/231*z + 1
*
[ 5/4 ] 
f(z) = 61/75*z^3 - 257/240*z + 1
*
[ -3/2 ] 
f(z) = 73/60*z^3 - 257/240*z + 1
*
[ 4/5 ] 
f(z) = 75/61*z^3 - 253/244*z + 1
*
[ 2/3 ] 
f(z) = 61/60*z^3 - 257/270*z + 1
*
[ 3/4 ] 
f(z) = 68/69*z^3 - 245/276*z + 1
*
[ 4/5 ] 
f(z) = 75/67*z^3 - 259/268*z + 1
*
[ 15/19 ] 
f(z) = 76/75*z^3 - 256/285*z + 1
*
[ -20/7 ] 
f(z) = 63/64*z^3 - 234/35*z + 1
*
3 | 0.19293073557768865291499095065112864528 | 0.029696385648130505472355073839897091330
f(z) = 71/72*z^3 - 221/24*z + 1
*
-3 | 0.19504537343552985752415585832483138225 | 0.029980302394433535781488336324048539210
f(z) = 77/72*z^3 - 223/24*z + 1
*
[ 3 ] 
f(z) = 79/63*z^3 - 223/21*z + 1
*
[ 3 ] 
f(z) = 79/72*z^3 - 221/24*z + 1
*
3/4 | 0.19404110291588720092058166406165706563 | 0.029744653888408804496167266403588094626
f(z) = 64/63*z^3 - 227/42*z + 1
*
[ -5/2 ] 
f(z) = 61/75*z^3 - 221/60*z + 1
*
[ 2 ] 
f(z) = 63/62*z^3 - 221/62*z + 1
*
0 | 0.11215084794146653642432695149319089752 | 0.020775744293504545910049911538832849486
f(z) = 63/79*z^3 - 221/79*z + 1
*
[ -9/4 ] 
f(z) = 64/63*z^3 - 233/63*z + 1
*
7/4 | 0.12515819711192208666532753156307494525 | 0.022978562866458288331122490210196111709
f(z) = 64/63*z^3 - 232/63*z + 1
*
[ 1/4 ] 
f(z) = 64/73*z^3 - 223/73*z + 1
*
[ 1/4 ] 
f(z) = 64/75*z^3 - 229/75*z + 1
*
7/4 | 0.16427561063758378378351187977768829044 | 0.029973806509663581904147925299981515702
f(z) = 64/77*z^3 - 240/77*z + 1
*
[ 1/4 ] 
f(z) = 64/77*z^3 - 235/77*z + 1
*
0 | 0.11251421236738375243764296465608389363 | 0.020825639662457937728068760016803911331
f(z) = 64/79*z^3 - 222/79*z + 1
*
[ 2 ] 
f(z) = 65/62*z^3 - 229/62*z + 1
*
[ -12/5 ] 
f(z) = 65/72*z^3 - 227/60*z + 1
*
[ 2 ] 
f(z) = 65/74*z^3 - 223/74*z + 1
*
0 | 0.11287034223082208600419219973392416416 | 0.020874192091800939136723634758882740466
f(z) = 65/79*z^3 - 223/79*z + 1
*
0 | 0.11321953002272830948638404477105339441 | 0.020921458820078997888110932018457811472
f(z) = 66/79*z^3 - 224/79*z + 1
*
[ 2 ] 
f(z) = 67/62*z^3 - 237/62*z + 1
*
[ 2 ] 
f(z) = 67/70*z^3 - 233/70*z + 1
*
[ 2 ] 
f(z) = 67/74*z^3 - 231/74*z + 1
*
0 | 0.11366812534485718406078509930913322602 | 0.021056817222811409596543857938363756150
f(z) = 67/77*z^3 - 221/77*z + 1
*
0 | 0.080436186667419846891546651262000945446 | 0.014875833442535405793434669272970891252
f(z) = 67/78*z^3 - 223/78*z + 1
*
0 | 0.11356205026467194208483300189810561031 | 0.020967493552824607383491964110605355845
f(z) = 67/79*z^3 - 225/79*z + 1
*
0 | 0.11400203009530626855978695783346085619 | 0.021101024924756705224719901935164058794
f(z) = 68/77*z^3 - 222/77*z + 1
*
0 | 0.11389816099367329441899706779188497271 | 0.021012346753404281291020828535070949170
f(z) = 68/79*z^3 - 226/79*z + 1
*
[ 2 ] 
f(z) = 69/74*z^3 - 239/74*z + 1
*
0 | 0.088709532363687311080434018172883935994 | 0.016433282446034027534379958158842885089
f(z) = 69/76*z^3 - 221/76*z + 1
*
0 | 0.11432986003964296233791165655303222155 | 0.021144114681744250165802259176844807802
f(z) = 69/77*z^3 - 223/77*z + 1
*
0 | 0.11422810509311444336259667681924179760 | 0.021056065903837800633367771628727703933
f(z) = 69/79*z^3 - 227/79*z + 1
*
0 | 0.11455211148885165855297777089492646802 | 0.021098695739308015765269285891645273840
f(z) = 70/79*z^3 - 228/79*z + 1
*
0 | 0.094721362401190122158849434945351463116 | 0.017546963224090702065708433707018657871
f(z) = 71/75*z^3 - 221/75*z + 1
*
0 | 0.089345892762982102505145670845216606615 | 0.016523590619880695574987120750826785150
f(z) = 71/76*z^3 - 223/76*z + 1
*
0 | 0.11496817599108660631651941076427380856 | 0.021227113135549173123977316140000230693
f(z) = 71/77*z^3 - 225/77*z + 1
*
0 | 0.081740361817930767973020850770987963907 | 0.015067486622831540755016214234591081493
f(z) = 71/78*z^3 - 227/78*z + 1
*
0 | 0.11487039622689315991415214379409075623 | 0.021140278459544957219774815360760529895
f(z) = 71/79*z^3 - 229/79*z + 1
*
0 | 0.11527907213408409797476479332630084175 | 0.021267102260120166851332182196832115329
f(z) = 72/77*z^3 - 226/77*z + 1
*
0 | 0.11518316344670089694764777256831337655 | 0.021180853919820551203706513603768406050
f(z) = 72/79*z^3 - 230/79*z + 1
*
0 | 0.10288882901943085058568856454679289458 | 0.019059971829026665806780347702930610390
f(z) = 73/74*z^3 - 221/74*z + 1
*
0 | 0.095334306309107898119634019953964847273 | 0.017631085221353051237139563358037528590
f(z) = 73/75*z^3 - 223/75*z + 1
*
0 | 0.089960625282461140657715269747778163245 | 0.016609851849468309127235274775835212200
f(z) = 73/76*z^3 - 225/76*z + 1
*
0 | 0.11558471550812477411607016956998754206 | 0.021306134643759602385359454869790151899
f(z) = 73/77*z^3 - 227/77*z + 1
*
0 | 0.082358727057717954446572397459725550826 | 0.015156963680483924864653111781533816573
f(z) = 73/78*z^3 - 229/78*z + 1
*
0 | 0.11549060626223776316998116926273165335 | 0.021220459803914070446557427151621997011
f(z) = 73/79*z^3 - 231/79*z + 1
*
0 | 0.095633177998456084819317545628399988477 | 0.017671735564759323291163674838535719206
f(z) = 74/75*z^3 - 224/75*z + 1
*
0 | 0.11588528490675615912164580840882425567 | 0.021344245297029069743390601686927321115
f(z) = 74/77*z^3 - 228/77*z + 1
*
0 | 0.11579290756124696880277248042921632799 | 0.021259131781090936990052949972798763863
f(z) = 74/79*z^3 - 232/79*z + 1
*
0 | 0.11635994587474163802460255070334935837 | 0.021555472168711357928096438543444802093
f(z) = 75/73*z^3 - 221/73*z + 1
*
0 | 0.10348008721045042326957506987591842988 | 0.019137562404921955976179285919351567505
f(z) = 75/74*z^3 - 223/74*z + 1
*
0 | 0.090555184740939703964865549485139966492 | 0.016692353745036165596755856963861057456
f(z) = 75/76*z^3 - 227/76*z + 1
*
0 | 0.11618094993321839912094126797921095769 | 0.021381467409857099776354593270367134990
f(z) = 75/77*z^3 - 229/77*z + 1
*
0 | 0.11609024073186558892973084913612340077 | 0.021296903648868447726648049864778855993
f(z) = 75/79*z^3 - 233/79*z + 1
*
0 | 0.11664774205576332691102688608594856746 | 0.021590728783316587599675381114819573982
f(z) = 76/73*z^3 - 222/73*z + 1
*
0 | 0.096216551352524442874399579123556586383 | 0.017750379135166850586136966036574124188
f(z) = 76/75*z^3 - 226/75*z + 1
*
0 | 0.11647187163343994969818416295353559329 | 0.021417832476684267182985711922864841149
f(z) = 76/77*z^3 - 230/77*z + 1
*
0 | 0.11638277032449701465317211777333545129 | 0.021333807463113173907704399818259090857
f(z) = 76/79*z^3 - 234/79*z + 1
*
2/7 | 0.18917814392803155181976010652242835734 | 0.025223831420680069472181303440487230047
f(z) = 77/72*z^3 - 226/63*z + 1
*
0 | 0.074886124252159719176257224741762174990 | 0.013872520780284125503063995489232856500
f(z) = 77/72*z^3 - 221/72*z + 1
*
0 | 0.11693105702801819966919753881656286396 | 0.021625178923517510201845776734950468537
f(z) = 77/73*z^3 - 223/73*z + 1
*
0 | 0.10405271252296730599600063082614150221 | 0.019211739959734970876493631831534330166
f(z) = 77/74*z^3 - 225/74*z + 1
*
0 | 0.096501360655048057614599840238452083209 | 0.017788433136541589322881321139534735071
f(z) = 77/75*z^3 - 227/75*z + 1
*
0 | 0.091130880807738124008069114667374065158 | 0.016771355021130766173514609098392294905
f(z) = 77/76*z^3 - 229/76*z + 1
*
0 | 0.083534444447189613990010901934136897504 | 0.015324501039347288399889335407174311560
f(z) = 77/78*z^3 - 233/78*z + 1
*
0 | 0.11667065265586255075020924901324864011 | 0.021369873656819489458065294325295834925
f(z) = 77/79*z^3 - 235/79*z + 1
*
0 | 0.11721003072915603243237732468986916662 | 0.021658850118066757583068579516152195452
f(z) = 78/73*z^3 - 224/73*z + 1
*
0 | 0.11704008987354845035226620715942065497 | 0.021488109649344557863285624613048312492
f(z) = 78/77*z^3 - 232/77*z + 1
*
0 | 0.11695403636129245725825664078074342247 | 0.021405131148751433859875147244255067726
f(z) = 78/79*z^3 - 236/79*z + 1
*
[ -2 ] 
f(z) = 79/62*z^3 - 223/62*z + 1
*
0 | 0.11756734362007209806605675492578110882 | 0.021779140444769615098735097248563214683
f(z) = 79/71*z^3 - 221/71*z + 1
*
0 | 0.065495946659606295594451214588188909780 | 0.012112791941492212085066087544245697166
f(z) = 79/72*z^3 - 223/72*z + 1
*
0 | 0.11748479652400670028094929645202184628 | 0.021691768578770978641273869147120937783
f(z) = 79/73*z^3 - 225/73*z + 1
*
0 | 0.10460786492881132743946949966225166650 | 0.019282733406155282554039511585922489517
f(z) = 79/74*z^3 - 227/74*z + 1
*
0 | 0.097056904962823292650294004415395263038 | 0.017861956297973584106310859969193920200
f(z) = 79/75*z^3 - 229/75*z + 1
*
0 | 0.091688897063505061330277930342966154400 | 0.016847089279134798157039097981877627507
f(z) = 79/76*z^3 - 231/76*z + 1
*
0 | 0.11731767068414769416741942825250684117 | 0.021522077248860060995291815645972833896
f(z) = 79/77*z^3 - 233/77*z + 1
*
0 | 0.084096410263506508931359605203598943589 | 0.015403442266017772405564927623897785930
f(z) = 79/78*z^3 - 235/78*z + 1
*
-3/16 | 0.17409377529331916134999523517826196889 | 0.026686918453926258402749846877624773405
f(z) = 64/63*z^3 - 227/84*z + 1
*
-2 | 0.17854804069973392686594344048254009724 | 0.026048848311098179404762296897253146870
f(z) = 65/64*z^3 - 237/80*z + 1
*
[ 12/7 ] 
f(z) = 77/72*z^3 - 229/84*z + 1
*
-18/13 | 0.16738592692247798944233638432648057644 | 0.022202590026941237541774953451524788664
f(z) = 65/72*z^3 - 235/117*z + 1
*
0 | 0.15487150386684668762005089683606400663 | 0.025331952056280524405171615640943930788
f(z) = 69/70*z^3 - 226/105*z + 1
*
[ 4/11 ] 
f(z) = 61/64*z^3 - 227/121*z + 1
*
[ 3/2 ] 
f(z) = 62/69*z^3 - 233/138*z + 1
*
[ 4/11 ] 
f(z) = 65/64*z^3 - 228/121*z + 1
*
3/5 | 0.17326586935881482787656082019490684224 | 0.026351919515351731738098654028791347494
f(z) = 65/72*z^3 - 239/120*z + 1
*
[ 4/11 ] 
f(z) = 69/64*z^3 - 229/121*z + 1
*
[ 4/11 ] 
f(z) = 73/64*z^3 - 230/121*z + 1
*
[ 2/5 ] 
f(z) = 75/67*z^3 - 225/134*z + 1
*
[ 3/2 ] 
f(z) = 62/75*z^3 - 229/150*z + 1
*
[ -16/9 ] 
f(z) = 63/64*z^3 - 223/144*z + 1
*
[ -12/7 ] 
f(z) = 69/64*z^3 - 233/147*z + 1
*
[ 2/5 ] 
f(z) = 75/71*z^3 - 237/142*z + 1
*
[ 4/9 ] 
f(z) = 61/64*z^3 - 233/162*z + 1
*
[ 4/9 ] 
f(z) = 65/64*z^3 - 235/162*z + 1
*
[ 4/9 ] 
f(z) = 73/64*z^3 - 239/162*z + 1
*
[ 5/11 ] 
f(z) = 77/75*z^3 - 233/165*z + 1
*
[ -5/3 ] 
f(z) = 66/65*z^3 - 238/195*z + 1
*
[ 8/15 ] 
f(z) = 63/64*z^3 - 231/200*z + 1
*
[ -8/5 ] 
f(z) = 69/64*z^3 - 227/200*z + 1
*
[ -5/3 ] 
f(z) = 69/70*z^3 - 239/210*z + 1
*
[ 8/9 ] 
f(z) = 75/64*z^3 - 227/216*z + 1
*
[ 3/5 ] 
f(z) = 75/71*z^3 - 223/213*z + 1
*
[ 3/5 ] 
f(z) = 75/73*z^3 - 227/219*z + 1
*
[ 6/7 ] 
f(z) = 77/60*z^3 - 233/210*z + 1
*
[ 3/5 ] 
f(z) = 75/74*z^3 - 229/222*z + 1
*
[ 3/5 ] 
f(z) = 75/76*z^3 - 233/228*z + 1
*
[ 3/5 ] 
f(z) = 75/77*z^3 - 235/231*z + 1
*
[ 3/5 ] 
f(z) = 75/79*z^3 - 239/237*z + 1
*
[ 5/8 ] 
f(z) = 68/75*z^3 - 229/240*z + 1
*
[ 5/8 ] 
f(z) = 76/75*z^3 - 239/240*z + 1
*
[ 5/6 ] 
f(z) = 63/65*z^3 - 227/260*z + 1
*
[ 13/16 ] 
f(z) = 64/65*z^3 - 229/260*z + 1
*
[ 5/6 ] 
f(z) = 74/75*z^3 - 239/270*z + 1
*
[ -20/3 ] 
f(z) = 63/64*z^3 - 213/5*z + 1
*
-16/5 | 0.17754425062857972079198673570776027751 | 0.026501118234780935064974803860380270595
f(z) = 75/64*z^3 - 203/16*z + 1
*
-3 | 0.19194268910804854583907370224483894297 | 0.029890062215324269326273775658161122191
f(z) = 71/72*z^3 - 205/24*z + 1
*
[ 3 ] 
f(z) = 73/63*z^3 - 205/21*z + 1
*
[ 3 ] 
f(z) = 73/72*z^3 - 203/24*z + 1
*
[ 3 ] 
f(z) = 74/63*z^3 - 208/21*z + 1
*
[ 3 ] 
f(z) = 76/63*z^3 - 214/21*z + 1
*
[ 3 ] 
f(z) = 77/72*z^3 - 215/24*z + 1
*
[ -3 ] 
f(z) = 79/63*z^3 - 209/21*z + 1
*
[ -3 ] 
f(z) = 79/72*z^3 - 205/24*z + 1
*
4/15 | 0.27162954106975894322609277740972491464 | 0.028476338549420668993169464972593021371
f(z) = 65/64*z^3 - 217/45*z + 1
*
14/15 | 0.18277035483593550263840387629773738188 | 0.027012293257952745350922529639910179660
f(z) = 75/64*z^3 - 217/48*z + 1
*
0 | 0.11150344669998078518547432277643118497 | 0.021005618604082474367426414827593528975
f(z) = 60/71*z^3 - 202/71*z + 1
*
0 | 0.11138342609625782535847178096835480208 | 0.020905783574463702547077564844040920852
f(z) = 60/73*z^3 - 206/73*z + 1
*
0 | 0.11113881063375464195359175540810483108 | 0.020711760604711174668678304335814745134
f(z) = 60/77*z^3 - 214/77*z + 1
*
0 | 0.11101411650361808402134832717865429130 | 0.020617368055699248680582567475259694212
f(z) = 60/79*z^3 - 218/79*z + 1
*
[ 2 ] 
f(z) = 61/62*z^3 - 213/62*z + 1
*
[ 2 ] 
f(z) = 61/70*z^3 - 209/70*z + 1
*
0 | 0.099101385731081633840491842077208417795 | 0.018686722232486373512065610233493668154
f(z) = 61/70*z^3 - 201/70*z + 1
*
0 | 0.11187871688578456241813524714825486697 | 0.021056724946688662539404590470735317834
f(z) = 61/71*z^3 - 203/71*z + 1
*
0 | 0.069732603863556370794832452662388524892 | 0.013100220389750878044176579077784212496
f(z) = 61/72*z^3 - 205/72*z + 1
*
0 | 0.11176151815858392507941607823397262710 | 0.020957699532127269957444029271139523671
f(z) = 61/73*z^3 - 207/73*z + 1
*
0 | 0.098866977583677226159308335995041391353 | 0.018506325684753961961287335003119924731
f(z) = 61/74*z^3 - 209/74*z + 1
*
[ 2 ] 
f(z) = 61/74*z^3 - 207/74*z + 1
*
0 | 0.091299248495916644189964526378532726025 | 0.017059355128424749814712210242521844533
f(z) = 61/75*z^3 - 211/75*z + 1
*
0 | 0.085912206620573750915541718165410139788 | 0.016024533632034497477768944191821043022
f(z) = 61/76*z^3 - 213/76*z + 1
*
0 | 0.11152277829214102745067740412039703077 | 0.020765275505081958630359107016804906752
f(z) = 61/77*z^3 - 215/77*z + 1
*
0 | 0.078282076639640108971776619572342246019 | 0.014550849485654854536327575037977619161
f(z) = 61/78*z^3 - 217/78*z + 1
*
0 | 0.11140114542174728386029013692108366451 | 0.020671676126593423440788230205698121162
f(z) = 61/79*z^3 - 219/79*z + 1
*
0 | 0.11224631501068055305524615854907196040 | 0.021106390066528570826332318859886856107
f(z) = 62/71*z^3 - 204/71*z + 1
*
0 | 0.11213180558436650251108409849620131032 | 0.021008150932131852743585214265369164388
f(z) = 62/73*z^3 - 208/73*z + 1
*
0 | 0.091671262056669204434335040898051986321 | 0.017113746956737348605295182660155529125
f(z) = 62/75*z^3 - 212/75*z + 1
*
0 | 0.11189865896329495047357971250375713077 | 0.020817276888082961426541740574673703298
f(z) = 62/77*z^3 - 216/77*z + 1
*
0 | 0.11177993683157634097559695172563260527 | 0.020724444888147981827856421007647246310
f(z) = 62/79*z^3 - 220/79*z + 1
*
[ -44/21 ] 
f(z) = 63/64*z^3 - 219/77*z + 1
*
0 | 0.11260655777874019519186771775784068488 | 0.021154677188293923139415459848124066925
f(z) = 63/71*z^3 - 205/71*z + 1
*
0 | 0.11249461435039902119072698247884149420 | 0.021057202534458714921491735431725600416
f(z) = 63/73*z^3 - 209/73*z + 1
*
[ 2 ] 
f(z) = 63/74*z^3 - 215/74*z + 1
*
0 | 0.099602751977080502180134070236820615769 | 0.018610872988964651446522011371866469707
f(z) = 63/74*z^3 - 211/74*z + 1
*
0 | 0.086653442379952856536280191673794691314 | 0.016134664433931770485848471077842661345
f(z) = 63/76*z^3 - 215/76*z + 1
*
[ 1/4 ] 
f(z) = 64/67*z^3 - 205/67*z + 1
*
[ 1/4 ] 
f(z) = 64/69*z^3 - 211/69*z + 1
*
0 | 0.092724394437818987334611712608487518650 | 0.017467919804273347813523733687074393964
f(z) = 64/69*z^3 - 202/69*z + 1
*
[ 1/4 ] 
f(z) = 64/71*z^3 - 217/71*z + 1
*
0 | 0.11295974212382581965450050430065365594 | 0.021201645561047018961175637684706772448
f(z) = 64/71*z^3 - 206/71*z + 1
*
0 | 0.11285024980899658795500164116208246145 | 0.021104914977061340760796786294041369547
f(z) = 64/73*z^3 - 210/73*z + 1
*
0 | 0.092395883163868203602447893070071039194 | 0.017218840133688511541880246962168184924
f(z) = 64/75*z^3 - 214/75*z + 1
*
-35/16 | 0.18210041319585726837106150150846121851 | 0.026194818945364944361187152698432418459
f(z) = 64/75*z^3 - 209/60*z + 1
*
0 | 0.11262752155005118303395990769987752740 | 0.020917007117044655319270792462472376086
f(z) = 64/77*z^3 - 218/77*z + 1
*
0 | 0.087793914404608494728273466071101597597 | 0.016554566619617512150719192953142557186
f(z) = 65/68*z^3 - 201/68*z + 1
*
0 | 0.093068509571887509436434928256002150725 | 0.017516450508224413728969513445653504950
f(z) = 65/69*z^3 - 203/69*z + 1
*
0 | 0.11330614686349805719425159187996735869 | 0.021247350789730582255133949142608931496
f(z) = 65/71*z^3 - 207/71*z + 1
*
0 | 0.071165028029310911476601143244118434444 | 0.013320961338788889903948776370454354448
f(z) = 65/72*z^3 - 209/72*z + 1
*
0 | 0.11319899843879565770549930566338794095 | 0.021151345124552502959970535545174936411
f(z) = 65/73*z^3 - 211/73*z + 1
*
0 | 0.10030957726993170237752918923384329369 | 0.018709962854012524212201072766708484568
f(z) = 65/74*z^3 - 213/74*z + 1
*
0 | 0.087365240659386952487916263381528652829 | 0.016239202147954126697605453524230443908
f(z) = 65/76*z^3 - 217/76*z + 1
*
0 | 0.11298113021758264771333771387202342770 | 0.020964859234009431561486483070141723804
f(z) = 65/77*z^3 - 219/77*z + 1
*
0 | 0.11364603417976806816884732026427077115 | 0.021291845132115209118301223562253579856
f(z) = 66/71*z^3 - 208/71*z + 1
*
0 | 0.11354112940943354830449439759170173184 | 0.021196546379977003461403470892491379516
f(z) = 66/73*z^3 - 212/73*z + 1
*
0 | 0.088461011005289792392655556031813324356 | 0.016649271899909164755423156656977493093
f(z) = 67/68*z^3 - 203/68*z + 1
*
0 | 0.093737718282838076322098751317285903422 | 0.017609908425911053692933255788144149156
f(z) = 67/69*z^3 - 205/69*z + 1
*
0 | 0.10119522650270010440356765335171276237 | 0.018976291536410737474684449785223419742
f(z) = 67/70*z^3 - 207/70*z + 1
*
0 | 0.11397965094838726432429874886122164425 | 0.021335177765499729313424102963189579572
f(z) = 67/71*z^3 - 209/71*z + 1
*
0 | 0.068988258802673064337142816227480358803 | 0.012890524577090152377073845842046813389
f(z) = 67/72*z^3 - 211/72*z + 1
*
0 | 0.11387689598378824100977151644363383032 | 0.021240568964351460218900366967658305656
f(z) = 67/73*z^3 - 213/73*z + 1
*
0 | 0.10098970958245741402288355857298034258 | 0.018804043216754439078115385902074077045
f(z) = 67/74*z^3 - 215/74*z + 1
*
0 | 0.093429425421193390634704968903428724839 | 0.017366395542790118415212964596109401312
f(z) = 67/75*z^3 - 217/75*z + 1
*
0 | 0.088049921214427851682148260146880542926 | 0.016338606281164858892891777213598663755
f(z) = 67/76*z^3 - 219/76*z + 1
*
0 | 0.11450562693257628118280372092526644239 | 0.021571185452579073065893276430637577913
f(z) = 68/67*z^3 - 202/67*z + 1
*
0 | 0.094062246237010805353863491912804807001 | 0.017654735819128549981606935290314427774
f(z) = 68/69*z^3 - 206/69*z + 1
*
0 | 0.11430722993521703438893443016217817375 | 0.021377395026854719524612275523710221623
f(z) = 68/71*z^3 - 210/71*z + 1
*
0 | 0.11420653677796686216869977058356235548 | 0.021283460167963830715442172662207184529
f(z) = 68/73*z^3 - 214/73*z + 1
*
0 | 0.093760140565583223297021705029513324673 | 0.017412986635188194163766018265511729862
f(z) = 68/75*z^3 - 218/75*z + 1
*
3/2 | 0.12905720715032503079094769517908975672 | 0.024289893457810177801460101878864330782
f(z) = 68/75*z^3 - 203/75*z + 1
*
[ 4/15 ] 
f(z) = 69/64*z^3 - 212/75*z + 1
*
0 | 0.11482355287107594365048361236108377655 | 0.021610973360340878801377715246371527212
f(z) = 69/67*z^3 - 203/67*z + 1
*
0 | 0.089104449735006182829753503738638428895 | 0.016739485757911125850534120526159881903
f(z) = 69/68*z^3 - 205/68*z + 1
*
0 | 0.10184257840102013541241619006618399624 | 0.019063310829636751485611479477106957391
f(z) = 69/70*z^3 - 209/70*z + 1
*
0 | 0.11462899087558871440590671466264293368 | 0.021418540629576898544533472375317658806
f(z) = 69/71*z^3 - 211/71*z + 1
*
0 | 0.11453027689632199080674318915434173708 | 0.021325264576851416853893857766616891438
f(z) = 69/73*z^3 - 215/73*z + 1
*
0 | 0.10164514429883337836582571732519890109 | 0.018893509972256565551754266506002223893
f(z) = 69/74*z^3 - 217/74*z + 1
*
0 | 0.11513601634744884998497449811193063365 | 0.021649759027761705594861345958248667944
f(z) = 70/67*z^3 - 204/67*z + 1
*
0 | 0.094697391434174430983724348388541963284 | 0.017741773458124645328985620529310151871
f(z) = 70/69*z^3 - 208/69*z + 1
*
0 | 0.11494514145035499819833341297471109281 | 0.021458655859583475129612737308364737738
f(z) = 70/71*z^3 - 212/71*z + 1
*
0 | 0.11484832895634040060644294814938365120 | 0.021366024277395631194256080742084690508
f(z) = 70/73*z^3 - 216/73*z + 1
*
0 | 0.11553558957338678824274564559395456411 | 0.021785583061199276713548042776491176942
f(z) = 71/65*z^3 - 201/65*z + 1
*
0 | 0.082310456855517478393023466957068594763 | 0.015491674363876590572637572878795097906
f(z) = 71/66*z^3 - 203/66*z + 1
*
0 | 0.11544320537143435796639066146029154208 | 0.021687580114234578162794570535007647495
f(z) = 71/67*z^3 - 205/67*z + 1
*
0 | 0.089725883673761859789688925626540869496 | 0.016825541933145935774100814918567024532
f(z) = 71/68*z^3 - 207/68*z + 1
*
0 | 0.095006336578121417883685766608993843869 | 0.017783675093556689637501196772016214465
f(z) = 71/69*z^3 - 209/69*z + 1
*
0 | 0.10246762940456900730065439672326068334 | 0.019146178177562344840430989188320656811
f(z) = 71/70*z^3 - 211/70*z + 1
*
0 | 0.066465074100166332970396400294394237668 | 0.012375638378916722694273678842140196588
f(z) = 71/72*z^3 - 215/72*z + 1
*
0 | 0.11516089401620288672662863388658528420 | 0.021405779041567882679318246269008152852
f(z) = 71/73*z^3 - 217/73*z + 1
*
0 | 0.10227765566809865033514273521875775464 | 0.018978714850318243757794740152649518161
f(z) = 71/74*z^3 - 219/74*z + 1
*
0 | 0.11583602331546830031152760247937041903 | 0.021821812673874515260409079901185103157
f(z) = 72/65*z^3 - 202/65*z + 1
*
0 | 0.11574529823155006079962961923834889590 | 0.021724472297156593466977417965341416725
f(z) = 72/67*z^3 - 206/67*z + 1
*
0 | 0.11556138718038010599035741462080336515 | 0.021535949258228190862915610829834398165
f(z) = 72/71*z^3 - 214/71*z + 1
*
0 | 0.11546816241608744705255165623912092962 | 0.021444566495019988433508378693244116985
f(z) = 72/73*z^3 - 218/73*z + 1
*
[ 11/6 ] 
f(z) = 72/77*z^3 - 207/77*z + 1
*
0 | 0.090503746033205091494721228059951003721 | 0.017065536981604175959667453184310662105
f(z) = 73/64*z^3 - 201/64*z + 1
*
0 | 0.11613158951165840047152710843142091846 | 0.021857159306404719396764227534773363281
f(z) = 73/65*z^3 - 203/65*z + 1
*
0 | 0.082908078519045885445053835706149185481 | 0.015575412941920791561770449935875825496
f(z) = 73/66*z^3 - 205/66*z + 1
*
0 | 0.11604246416568894831305971833226980115 | 0.021760469408632174373318740517849481495
f(z) = 73/67*z^3 - 207/67*z + 1
*
0 | 0.090326795271813483433171885734164721000 | 0.016907739390996168205645013054540421043
f(z) = 73/68*z^3 - 209/68*z + 1
*
0 | 0.095608916926884603397242073178347419224 | 0.017864620948908821889419225534591285384
f(z) = 73/69*z^3 - 211/69*z + 1
*
0 | 0.10307189473122858623199408393048094636 | 0.019225196379050487565366940220187505857
f(z) = 73/70*z^3 - 213/70*z + 1
*
0 | 0.11586184498910131448489344687928616716 | 0.021573199381953808242835747801633786568
f(z) = 73/71*z^3 - 215/71*z + 1
*
0 | 0.073728493462601041623871607704702890835 | 0.013704442411727617367210185379477665645
f(z) = 73/72*z^3 - 217/72*z + 1
*
0 | 0.11642244579528409913895301797509040020 | 0.021891654556505755312625799937546955238
f(z) = 74/65*z^3 - 204/65*z + 1
*
0 | 0.11633486397394476687123534625059145902 | 0.021795603560444241721758687336466982905
f(z) = 74/67*z^3 - 208/67*z + 1
*
0 | 0.095902889027343440559261716534750876670 | 0.017903732733813876999702782740243983708
f(z) = 74/69*z^3 - 212/69*z + 1
*
0 | 0.11615741913685736373423289766160782485 | 0.021609563324349100414838801595064365941
f(z) = 74/71*z^3 - 216/71*z + 1
*
0 | 0.11606752152627929711606666099115306665 | 0.021519380144217450798829072388639511010
f(z) = 74/73*z^3 - 220/73*z + 1
*
[ -2 ] 
f(z) = 75/62*z^3 - 207/62*z + 1
*
0 | 0.091079402197711496312552136108145529050 | 0.017142080046770039689726012017206201165
f(z) = 75/64*z^3 - 203/64*z + 1
*
0 | 0.11662265057962144649172284983007698076 | 0.021829905258498157134589419551411262904
f(z) = 75/67*z^3 - 209/67*z + 1
*
0 | 0.090908519450738793797363659027199570585 | 0.016986347018823744873854527710167260196
f(z) = 75/68*z^3 - 211/68*z + 1
*
0 | 0.11644826880400551204941269248186478771 | 0.021645072601129091808026720354368038530
f(z) = 75/71*z^3 - 217/71*z + 1
*
0 | 0.10351147155660577511765228359544292096 | 0.019500047370874382503161480840602569475
f(z) = 76/63*z^3 - 202/63*z + 1
*
0 | 0.11699062138488624777206084564386551586 | 0.021958209552656491274991552111262428268
f(z) = 76/65*z^3 - 206/65*z + 1
*
0 | 0.11690596954366951315418039327168997865 | 0.021863403507799516028770413511491093232
f(z) = 76/67*z^3 - 210/67*z + 1
*
0 | 0.096475943938453817812639582650992053842 | 0.017979197757942446875339437678208102100
f(z) = 76/69*z^3 - 214/69*z + 1
*
0 | 0.11673454536827894654995044426245705052 | 0.021679757155875666107767383488893587156
f(z) = 76/71*z^3 - 218/71*z + 1
*
[ -2 ] 
f(z) = 77/62*z^3 - 215/62*z + 1
*
0 | 0.10455646351346219916596378237481220505 | 0.019715340778271069116884113156902263989
f(z) = 77/62*z^3 - 201/62*z + 1
*
12/77 | 0.23994362656913319698256835566035431788 | 0.025191304573723797708421139413413379704
f(z) = 77/64*z^3 - 214/77*z + 1
*
0 | 0.091637482268977101744370754739063158091 | 0.017215350455497306225535696157342933267
f(z) = 77/64*z^3 - 205/64*z + 1
*
0 | 0.11726821962930783488597535251754090746 | 0.021990325043466488052089640995101127511
f(z) = 77/65*z^3 - 207/65*z + 1
*
0 | 0.11718495953717634504952699464883830469 | 0.021896125908902588079449579542533791724
f(z) = 77/67*z^3 - 211/67*z + 1
*
0 | 0.091472262864408784042458065485281825516 | 0.017061607544811886070140201944602694772
f(z) = 77/68*z^3 - 213/68*z + 1
*
0 | 0.096756350102003633048745545359816258621 | 0.018015801771644492847775675129470754832
f(z) = 77/69*z^3 - 215/69*z + 1
*
0 | 0.11701639291558600196040444538612813972 | 0.021713645462939577181519969148492949911
f(z) = 77/71*z^3 - 219/71*z + 1
*
0 | 0.11745975277600327256157569891976857419 | 0.021928098746658461294050179928700524105
f(z) = 78/67*z^3 - 212/67*z + 1
*
0 | 0.11729394870900486494677341915285293430 | 0.021746764621952659674619879466649473419
f(z) = 78/71*z^3 - 220/71*z + 1
*
0 | 0.11797046250360704755432031554828593780 | 0.022244706753393581192830758363091347623
f(z) = 79/61*z^3 - 201/61*z + 1
*
0 | 0.10509543873980716311069541052813638108 | 0.019780042248382896339539634045179505636
f(z) = 79/62*z^3 - 203/62*z + 1
*
0 | 0.10432796350288153111001735318988271415 | 0.019599430380885410256714076093707795135
f(z) = 79/63*z^3 - 205/63*z + 1
*
0 | 0.092179041241926408775820592180444131136 | 0.017285561983567985825656010429394834720
f(z) = 79/64*z^3 - 207/64*z + 1
*
0 | 0.11781108656772296655690422391115465365 | 0.022052361572919972926194057274479455602
f(z) = 79/65*z^3 - 209/65*z + 1
*
[ -2 ] 
f(z) = 79/66*z^3 - 217/66*z + 1
*
0 | 0.084591814060890725407038194646167898217 | 0.015806064352073509594929074789951398146
f(z) = 79/66*z^3 - 211/66*z + 1
*
0 | 0.11773047542119862314029924642595070460 | 0.021959347071998287724053937160030322802
f(z) = 79/67*z^3 - 213/67*z + 1
*
0 | 0.092019120071052149931707537444172188347 | 0.017133740830999979028144281411558519259
f(z) = 79/68*z^3 - 215/68*z + 1
*
0 | 0.097304560098754856219915584967826243093 | 0.018086694541619766366619247198018347397
f(z) = 79/69*z^3 - 217/69*z + 1
*
0 | 0.10477296258259410122787963230295381304 | 0.019441745783955569214056262339048249755
f(z) = 79/70*z^3 - 219/70*z + 1
*
[ -2 ] 
f(z) = 79/70*z^3 - 211/70*z + 1
*
[ -2 ] 
f(z) = 79/74*z^3 - 205/74*z + 1
*
[ 3/2 ] 
f(z) = 79/63*z^3 - 209/84*z + 1
*
[ 3/2 ] 
f(z) = 79/72*z^3 - 205/96*z + 1
*
[ -15/8 ] 
f(z) = 64/63*z^3 - 214/105*z + 1
*
[ 5/12 ] 
f(z) = 64/75*z^3 - 209/135*z + 1
*
[ 5/12 ] 
f(z) = 72/65*z^3 - 207/130*z + 1
*
-5/4 | 0.17993675737199756992837453529101404363 | 0.025883580922499334513233196901858258310
f(z) = 74/75*z^3 - 209/120*z + 1
*
[ 2/5 ] 
f(z) = 75/61*z^3 - 207/122*z + 1
*
[ -12/7 ] 
f(z) = 65/64*z^3 - 206/147*z + 1
*
[ 12/25 ] 
f(z) = 75/64*z^3 - 203/150*z + 1
*
[ 3/5 ] 
f(z) = 75/61*z^3 - 203/183*z + 1
*
[ 3/5 ] 
f(z) = 75/62*z^3 - 205/186*z + 1
*
[ 3/5 ] 
f(z) = 75/64*z^3 - 209/192*z + 1
*
[ -3/2 ] 
f(z) = 76/61*z^3 - 208/183*z + 1
*
[ 9/8 ] 
f(z) = 64/69*z^3 - 220/207*z + 1
*
[ -8/5 ] 
f(z) = 67/64*z^3 - 211/200*z + 1
*
[ 8/9 ] 
f(z) = 69/64*z^3 - 211/216*z + 1
*
-4/3 | 0.15740307923158477735342681441615352191 | 0.029308078184978588560013182395877426570
f(z) = 69/68*z^3 - 215/204*z + 1
*
[ 3/5 ] 
f(z) = 75/67*z^3 - 215/201*z + 1
*
[ 7/6 ] 
f(z) = 60/77*z^3 - 212/231*z + 1
*
[ 9/8 ] 
f(z) = 64/75*z^3 - 218/225*z + 1
*
[ 2/3 ] 
f(z) = 69/74*z^3 - 203/222*z + 1
*
[ 2/3 ] 
f(z) = 75/74*z^3 - 211/222*z + 1
*
[ 11/15 ] 
f(z) = 75/77*z^3 - 205/231*z + 1
*
[ 15/17 ] 
f(z) = 68/75*z^3 - 214/255*z + 1
*
[ 5/6 ] 
f(z) = 62/75*z^3 - 209/270*z + 1
*
[ 16/5 ] 
f(z) = 75/64*z^3 - 181/16*z + 1
*
3 | 0.18348388769467828944572752056370195711 | 0.028891070612681876548735885286974274220
f(z) = 61/72*z^3 - 191/24*z + 1
*
[ 3 ] 
f(z) = 65/63*z^3 - 181/21*z + 1
*
[ 3 ] 
f(z) = 67/63*z^3 - 187/21*z + 1
*
-3 | 0.18524218716759335929165088468479540456 | 0.029120166478590111289997303856565480983
f(z) = 67/72*z^3 - 193/24*z + 1
*
[ 3 ] 
f(z) = 67/72*z^3 - 185/24*z + 1
*
[ 3 ] 
f(z) = 68/63*z^3 - 190/21*z + 1
*
-8/3 | 0.22036360807386387105571447008576671337 | 0.029888944651344991645792267394329433923
f(z) = 69/64*z^3 - 199/24*z + 1
*
[ 3 ] 
f(z) = 71/63*z^3 - 199/21*z + 1
*
[ -3 ] 
f(z) = 71/63*z^3 - 185/21*z + 1
*
[ 3 ] 
f(z) = 71/72*z^3 - 197/24*z + 1
*
[ -3 ] 
f(z) = 71/72*z^3 - 181/24*z + 1
*
[ -3 ] 
f(z) = 73/63*z^3 - 191/21*z + 1
*
[ -3 ] 
f(z) = 73/72*z^3 - 187/24*z + 1
*
[ -3 ] 
f(z) = 74/63*z^3 - 194/21*z + 1
*
[ 8/3 ] 
f(z) = 75/64*z^3 - 185/24*z + 1
*
4/25 | 0.21782090291595476979154835189386743766 | 0.023264281461876131201870670211103494748
f(z) = 75/64*z^3 - 182/25*z + 1
*
[ -3 ] 
f(z) = 76/63*z^3 - 200/21*z + 1
*
[ -3 ] 
f(z) = 77/72*z^3 - 199/24*z + 1
*
[ 20/9 ] 
f(z) = 63/64*z^3 - 194/45*z + 1
*
-28/15 | 0.23160613509266424288592420381402172045 | 0.026566401377111120678945944451548601875
f(z) = 75/64*z^3 - 191/42*z + 1
*
[ 20/11 ] 
f(z) = 77/64*z^3 - 194/55*z + 1
*
0 | 0.11208246713231797759621368068958450106 | 0.021537725424268652639732048802204674698
f(z) = 60/61*z^3 - 182/61*z + 1
*
0 | 0.11173914483387594988102952257383169414 | 0.021211494588484546468916841842018126627
f(z) = 60/67*z^3 - 194/67*z + 1
*
0 | 0.066485071626168777897279038952575953442 | 0.012789287216343714801566630429503734022
f(z) = 61/60*z^3 - 181/60*z + 1
*
0 | 0.099554080599330610027738794601829294342 | 0.019070363004965648543258928226996085846
f(z) = 61/62*z^3 - 185/62*z + 1
*
0 | 0.098770899567853312827855050260905650409 | 0.018881446898199423825728946393619252169
f(z) = 61/63*z^3 - 187/63*z + 1
*
0 | 0.086606114224242880939135630081263657011 | 0.016522375836800557062498228229984040303
f(z) = 61/64*z^3 - 189/64*z + 1
*
0 | 0.11222213626800471506305959065093776416 | 0.021366392630808100969914489617629103488
f(z) = 61/65*z^3 - 191/65*z + 1
*
0 | 0.078985643678895246781947203409929717066 | 0.015008606025377942319431067510880697602
f(z) = 61/66*z^3 - 193/66*z + 1
*
0 | 0.11210898594598129371161020784894281116 | 0.021260951134332619358262361158886951290
f(z) = 61/67*z^3 - 195/67*z + 1
*
0 | 0.086381108504467657559876556593510070405 | 0.016350137708034537457284306788867022659
f(z) = 61/68*z^3 - 197/68*z + 1
*
0 | 0.091650887457038712425186786078120530839 | 0.017314492645302925062242805442396490058
f(z) = 61/69*z^3 - 199/69*z + 1
*
0 | 0.11279976169629474093936529580133006532 | 0.021630134471304149587827920878854045499
f(z) = 62/61*z^3 - 184/61*z + 1
*
0 | 0.099128385659926595515060077619462887522 | 0.018930484929189262841944899513093968197
f(z) = 62/63*z^3 - 188/63*z + 1
*
0 | 0.11258205910177414379803170474075041783 | 0.021413629710595823234619689901798299562
f(z) = 62/65*z^3 - 192/65*z + 1
*
0 | 0.11247140460929542152425075156970273069 | 0.021309011241846030404525934251032441032
f(z) = 62/67*z^3 - 196/67*z + 1
*
0 | 0.092015863633735932518522015002807869715 | 0.017366997344231602791581533595469580943
f(z) = 62/69*z^3 - 200/69*z + 1
*
0 | 0.11314806226526345776275814949514038509 | 0.021674396546248035607230680672088040460
f(z) = 63/61*z^3 - 185/61*z + 1
*
0 | 0.10025980289704622006944572610869023213 | 0.019166071714513822960855082521248878360
f(z) = 63/62*z^3 - 187/62*z + 1
*
0 | 0.087316548972640247003887928634768588871 | 0.016624524630872863143361748428517390495
f(z) = 63/64*z^3 - 191/64*z + 1
*
0 | 0.11293496886339928863085024112862398660 | 0.021459551067911134828939392407624483107
f(z) = 63/65*z^3 - 193/65*z + 1
*
0 | 0.11282670044768401898061064896778908727 | 0.021355735315290444496009575331850844940
f(z) = 63/67*z^3 - 197/67*z + 1
*
0 | 0.087101308304454281508804651022047526428 | 0.016454995733027288479791577951122166128
f(z) = 63/68*z^3 - 199/68*z + 1
*
[ 1/4 ] 
f(z) = 64/61*z^3 - 187/61*z + 1
*
0 | 0.11348981831409400025483308466526995847 | 0.021717435880498353791676421729391220114
f(z) = 64/61*z^3 - 186/61*z + 1
*
[ 1/4 ] 
f(z) = 64/63*z^3 - 193/63*z + 1
*
0 | 0.099822903204387855824967056832351393710 | 0.019024670333422983358817489812786590707
f(z) = 64/63*z^3 - 190/63*z + 1
*
0 | 0.11328113976491049941727702402241804059 | 0.021504212213840793703432905893525938830
f(z) = 64/65*z^3 - 194/65*z + 1
*
0 | 0.11317515485446965273805095699964921932 | 0.021401180045858194702102849483623099265
f(z) = 64/67*z^3 - 198/67*z + 1
*
5/16 | 0.19050477627621562606003941496673569369 | 0.027638862745781807733980099262914080942
f(z) = 64/75*z^3 - 197/60*z + 1
*
0 | 0.11382527573678238951776968522828341933 | 0.021759302678219744404293624628260791843
f(z) = 65/61*z^3 - 187/61*z + 1
*
0 | 0.10093914266289367754616933572522416453 | 0.019256774959358689627664171103744791896
f(z) = 65/62*z^3 - 189/62*z + 1
*
0 | 0.10016045388478113167045477272009046715 | 0.019069923768616850377323107363235709633
f(z) = 65/63*z^3 - 191/63*z + 1
*
0 | 0.088000212041164790315599405885229333316 | 0.016721526231335456075283737795735476520
f(z) = 65/64*z^3 - 193/64*z + 1
*
0 | 0.080388986498928156864273358714252154464 | 0.015215954300920147569692141930490835270
f(z) = 65/66*z^3 - 197/66*z + 1
*
0 | 0.11351703247540946997769278740779293331 | 0.021445398712952043226902783308403485667
f(z) = 65/67*z^3 - 199/67*z + 1
*
0 | 0.11415466657331463400623140315712052162 | 0.021800044263571216219359214524483578479
f(z) = 66/61*z^3 - 188/61*z + 1
*
0 | 0.11395428246042495462272046158996615020 | 0.021589959638549810623135404877024185908
f(z) = 66/65*z^3 - 196/65*z + 1
*
0 | 0.11385258254091406551953764465822378476 | 0.021488441454969198510051727866424994454
f(z) = 66/67*z^3 - 200/67*z + 1
*
0 | 0.068512293901752189413450860587744895037 | 0.013097088766424419533835279433139872684
f(z) = 67/60*z^3 - 187/60*z + 1
*
0 | 0.11447821004914564606129578784883916465 | 0.021839705296773670042215881166043655945
f(z) = 67/61*z^3 - 189/61*z + 1
*
0 | 0.10159403640820724604021194628515076505 | 0.019342868911908691003947556524815351569
f(z) = 67/62*z^3 - 191/62*z + 1
*
0 | 0.10081732763929361766256862182195125442 | 0.019156994620706091622456162054503725433
f(z) = 67/63*z^3 - 193/63*z + 1
*
0 | 0.088659086775245976123895135496507025077 | 0.016813786117477853573873341701298169585
f(z) = 67/64*z^3 - 195/64*z + 1
*
0 | 0.11428172697828495598490868001995822952 | 0.021631141414564322519805680054752550713
f(z) = 67/65*z^3 - 197/65*z + 1
*
0 | 0.081052961347228904321443613990464672998 | 0.015312354763443568452143764528096213129
f(z) = 67/66*z^3 - 199/66*z + 1
*
0 | 0.11479611351744887754725378473080009679 | 0.021878327970045133243212375666192350583
f(z) = 68/61*z^3 - 190/61*z + 1
*
0 | 0.10113708693434341919136893416341917761 | 0.019198900934782664991581006249256708977
f(z) = 68/63*z^3 - 194/63*z + 1
*
0 | 0.11460338025862366202740594179430744889 | 0.021671254419157463048747817491630133168
f(z) = 68/65*z^3 - 198/65*z + 1
*
0 | 0.11510857331500110318916786309001849026 | 0.021915952185644506610664915481738723985
f(z) = 69/61*z^3 - 191/61*z + 1
*
0 | 0.10222621135067879319340046106829535767 | 0.019424706315830282559506125193114185511
f(z) = 69/62*z^3 - 193/62*z + 1
*
[ -2 ] 
f(z) = 69/62*z^3 - 183/62*z + 1
*
0 | 0.089294939940141626156915566274704242347 | 0.016901665073868298797308701384515224450
f(z) = 69/64*z^3 - 197/64*z + 1
*
0 | 0.11491944736503962734521701470945284304 | 0.021710339980471650073178741054614440586
f(z) = 69/65*z^3 - 199/65*z + 1
*
0 | 0.11541577554115947905806186236336116953 | 0.021952615717975300846920562704029693233
f(z) = 70/61*z^3 - 192/61*z + 1
*
0 | 0.069747488847786459343160968472878444266 | 0.013279485503428219202494908073808552354
f(z) = 71/60*z^3 - 191/60*z + 1
*
0 | 0.11571789676818733453561967350584832035 | 0.021988354361453889628981080060386188523
f(z) = 71/61*z^3 - 193/61*z + 1
*
0 | 0.10283721499735740234332515983156885670 | 0.019502602618341215587409546671183908280
f(z) = 71/62*z^3 - 195/62*z + 1
*
[ -2 ] 
f(z) = 71/62*z^3 - 191/62*z + 1
*
0 | 0.10206403241620863376005640752316472947 | 0.019318587292220304545328632607146782784
f(z) = 71/63*z^3 - 197/63*z + 1
*
0 | 0.089909352676258108724568634967951318200 | 0.016985485562120020013127487159700667973
f(z) = 71/64*z^3 - 199/64*z + 1
*
[ -2 ] 
f(z) = 71/66*z^3 - 185/66*z + 1
*
0 | 0.11601510469015732012776436494553818845 | 0.022023202065635312010031090536995408795
f(z) = 72/61*z^3 - 194/61*z + 1
*
0 | 0.070336635907223366937396253116298179899 | 0.013365148504373527290258399583938057765
f(z) = 73/60*z^3 - 193/60*z + 1
*
0 | 0.11630755871677780644686860839370444283 | 0.022057191058907943023426023800092208948
f(z) = 73/61*z^3 - 195/61*z + 1
*
[ -2 ] 
f(z) = 73/62*z^3 - 199/62*z + 1
*
0 | 0.10342843960659894710432291126599958541 | 0.019576841045140832663713244042529139844
f(z) = 73/62*z^3 - 197/62*z + 1
*
0 | 0.10265683408011835326106698078349430946 | 0.019393712903254436824757477062299509229
f(z) = 73/63*z^3 - 199/63*z + 1
*
[ -2 ] 
f(z) = 73/66*z^3 - 193/66*z + 1
*
[ -2 ] 
f(z) = 73/70*z^3 - 187/70*z + 1
*
[ -2 ] 
f(z) = 73/74*z^3 - 181/74*z + 1
*
0 | 0.11659541051772797558301577446675706512 | 0.022090351961911740815049874649215950485
f(z) = 74/61*z^3 - 196/61*z + 1
*
0 | 0.10294617466242688350466658079646190553 | 0.019429975129915338576845300016708572688
f(z) = 74/63*z^3 - 200/63*z + 1
*
0 | 0.11687880452242998036106746298433730767 | 0.022122713891699402542936641017982383333
f(z) = 75/61*z^3 - 197/61*z + 1
*
0 | 0.10400114256992333677794442010192368710 | 0.019647676832088811578635897871734250748
f(z) = 75/62*z^3 - 199/62*z + 1
*
[ -2 ] 
f(z) = 75/74*z^3 - 189/74*z + 1
*
0 | 0.11715787837961719297264575106089874148 | 0.022154304557542406821764235575578058548
f(z) = 76/61*z^3 - 198/61*z + 1
*
0 | 0.071459045425420033356446873915206866723 | 0.013525703170733040463650056549743060528
f(z) = 77/60*z^3 - 197/60*z + 1
*
0 | 0.11743276338056286069406738461383830875 | 0.022185150349181909871256432655999517800
f(z) = 77/61*z^3 - 199/61*z + 1
*
[ -2 ] 
f(z) = 77/74*z^3 - 197/74*z + 1
*
[ -2 ] 
f(z) = 77/78*z^3 - 191/78*z + 1
*
0 | 0.11770358484940251185024395246417005062 | 0.022215276418235556026390243032017907755
f(z) = 78/61*z^3 - 200/61*z + 1
*
0 | 0.071995478749071929410639165814686750995 | 0.013601234225693619084486767398812699699
f(z) = 79/60*z^3 - 199/60*z + 1
*
[ -2 ] 
f(z) = 79/78*z^3 - 199/78*z + 1
*
21/16 | 0.14879676769541409239713348481629323208 | 0.023278895056953901025851780559782719947
f(z) = 64/63*z^3 - 199/84*z + 1
*
[ 3/2 ] 
f(z) = 71/63*z^3 - 185/84*z + 1
*
[ 3/2 ] 
f(z) = 71/72*z^3 - 181/96*z + 1
*
[ 3/2 ] 
f(z) = 73/63*z^3 - 191/84*z + 1
*
[ 3/2 ] 
f(z) = 73/72*z^3 - 187/96*z + 1
*
[ 3/2 ] 
f(z) = 77/72*z^3 - 199/96*z + 1
*
[ 4/3 ] 
f(z) = 63/62*z^3 - 193/124*z + 1
*
[ 1/2 ] 
f(z) = 62/75*z^3 - 181/150*z + 1
*
[ 1/2 ] 
f(z) = 62/77*z^3 - 185/154*z + 1
*
[ 1/2 ] 
f(z) = 62/79*z^3 - 189/158*z + 1
*
[ 4/3 ] 
f(z) = 63/74*z^3 - 187/148*z + 1
*
[ 1/2 ] 
f(z) = 66/79*z^3 - 191/158*z + 1
*
[ 1/2 ] 
f(z) = 70/73*z^3 - 181/146*z + 1
*
[ 1/2 ] 
f(z) = 70/79*z^3 - 193/158*z + 1
*
[ -7/4 ] 
f(z) = 72/77*z^3 - 199/154*z + 1
*
[ 1/2 ] 
f(z) = 74/73*z^3 - 183/146*z + 1
*
[ 1/2 ] 
f(z) = 74/75*z^3 - 187/150*z + 1
*
[ 1/2 ] 
f(z) = 74/77*z^3 - 191/154*z + 1
*
[ 1/2 ] 
f(z) = 74/79*z^3 - 195/158*z + 1
*
[ 1/2 ] 
f(z) = 78/71*z^3 - 181/142*z + 1
*
[ 1/2 ] 
f(z) = 78/73*z^3 - 185/146*z + 1
*
[ 1/2 ] 
f(z) = 78/77*z^3 - 193/154*z + 1
*
[ 1/2 ] 
f(z) = 78/79*z^3 - 197/158*z + 1
*
[ 2/3 ] 
f(z) = 69/62*z^3 - 185/186*z + 1
*
[ 2/3 ] 
f(z) = 75/62*z^3 - 193/186*z + 1
*
[ 3/4 ] 
f(z) = 64/73*z^3 - 181/219*z + 1
*
[ 2/3 ] 
f(z) = 69/70*z^3 - 197/210*z + 1
*
[ 3/4 ] 
f(z) = 64/77*z^3 - 185/231*z + 1
*
[ 3/4 ] 
f(z) = 64/79*z^3 - 187/237*z + 1
*
[ 15/4 ] 
f(z) = 64/75*z^3 - 169/15*z + 1
*
[ -15/4 ] 
f(z) = 64/75*z^3 - 161/15*z + 1
*
[ 3 ] 
f(z) = 61/63*z^3 - 169/21*z + 1
*
-3 | 0.17776425891874241342320032742561321217 | 0.028381439510312793178677007696079163630
f(z) = 61/72*z^3 - 175/24*z + 1
*
[ 3 ] 
f(z) = 61/72*z^3 - 167/24*z + 1
*
[ 3 ] 
f(z) = 62/63*z^3 - 172/21*z + 1
*
[ 3 ] 
f(z) = 64/63*z^3 - 178/21*z + 1
*
[ -3 ] 
f(z) = 64/63*z^3 - 164/21*z + 1
*
[ -3 ] 
f(z) = 65/63*z^3 - 167/21*z + 1
*
[ 3 ] 
f(z) = 65/72*z^3 - 179/24*z + 1
*
[ -3 ] 
f(z) = 65/72*z^3 - 163/24*z + 1
*
[ -3 ] 
f(z) = 67/63*z^3 - 173/21*z + 1
*
[ -3 ] 
f(z) = 67/72*z^3 - 169/24*z + 1
*
[ -3 ] 
f(z) = 68/63*z^3 - 176/21*z + 1
*
[ 8/3 ] 
f(z) = 69/64*z^3 - 169/24*z + 1
*
-2 | 0.081674070809997589543192151552473553464 | 0.014143794572760643754702036448427448585
f(z) = 71/76*z^3 - 161/38*z + 1
*
-2 | 0.068219265098757776654057677482799982727 | 0.011813777149741635608939460994464138769
f(z) = 73/60*z^3 - 161/30*z + 1
*
-2 | 0.086503136238590988187781900464096069574 | 0.014948102677113880668714079444274989608
f(z) = 73/68*z^3 - 163/34*z + 1
*
-2 | 0.081889873734840852597995354805128248217 | 0.014121152844808072573363398375044791681
f(z) = 73/76*z^3 - 165/38*z + 1
*
[ 5/2 ] 
f(z) = 74/75*z^3 - 167/30*z + 1
*
[ -8/3 ] 
f(z) = 75/64*z^3 - 167/24*z + 1
*
-2 | 0.087598842580070688494661151369657823875 | 0.015074293101121099100960379035218357634
f(z) = 75/68*z^3 - 167/34*z + 1
*
-2 | 0.082900598771999503804339739316892134232 | 0.014236638395089094531985148113134552426
f(z) = 75/76*z^3 - 169/38*z + 1
*
-2 | 0.069750935967237823183853239219082162451 | 0.011978427994418549484816269129628951712
f(z) = 77/60*z^3 - 169/30*z + 1
*
-2 | 0.088563883780605882960881424593720908942 | 0.015178535820887865829569468506071074739
f(z) = 77/68*z^3 - 171/34*z + 1
*
-2 | 0.085488590411553815607516470102530171472 | 0.014622335698830567528382388135358090537
f(z) = 77/76*z^3 - 173/38*z + 1
*
-2 | 0.070448440560851923817626696317545690665 | 0.012049803867168070677388088898034083760
f(z) = 79/60*z^3 - 173/30*z + 1
*
-2 | 0.089435068580970388068471583304382620018 | 0.015267341948502754909430659302608413624
f(z) = 79/68*z^3 - 175/34*z + 1
*
-2 | 0.087034552602558745204535827815068249397 | 0.014828786802010442504384219554086019145
f(z) = 79/76*z^3 - 177/38*z + 1
*
2/5 | 0.17327712977000736724552192515309214581 | 0.024135631248310665695366626551019971383
f(z) = 65/72*z^3 - 164/45*z + 1
*
6/5 | 0.15215473371225061670875413533458558287 | 0.023350249438073494320196760522453098430
f(z) = 75/64*z^3 - 169/48*z + 1
*
[ 1/3 ] 
f(z) = 63/79*z^3 - 165/79*z + 1
*
[ 7/4 ] 
f(z) = 64/63*z^3 - 169/63*z + 1
*
[ -2 ] 
f(z) = 65/62*z^3 - 167/62*z + 1
*
-20/13 | 0.23138617202547155945310930333195913751 | 0.024757063462280362726009282504750497434
f(z) = 65/64*z^3 - 179/65*z + 1
*
[ -2 ] 
f(z) = 65/66*z^3 - 161/66*z + 1
*
[ -2 ] 
f(z) = 67/62*z^3 - 175/62*z + 1
*
[ -2 ] 
f(z) = 67/66*z^3 - 169/66*z + 1
*
[ -2 ] 
f(z) = 67/70*z^3 - 163/70*z + 1
*
[ -2 ] 
f(z) = 69/70*z^3 - 171/70*z + 1
*
[ -2 ] 
f(z) = 69/74*z^3 - 165/74*z + 1
*
[ -2 ] 
f(z) = 71/70*z^3 - 179/70*z + 1
*
[ -2 ] 
f(z) = 71/74*z^3 - 173/74*z + 1
*
[ -2 ] 
f(z) = 71/78*z^3 - 167/78*z + 1
*
[ 5/3 ] 
f(z) = 72/65*z^3 - 174/65*z + 1
*
[ 1/3 ] 
f(z) = 72/77*z^3 - 162/77*z + 1
*
[ 1/3 ] 
f(z) = 72/79*z^3 - 166/79*z + 1
*
[ -2 ] 
f(z) = 73/78*z^3 - 175/78*z + 1
*
[ 2/7 ] 
f(z) = 77/72*z^3 - 163/63*z + 1
*
[ 3/2 ] 
f(z) = 65/63*z^3 - 167/84*z + 1
*
[ 3/2 ] 
f(z) = 65/72*z^3 - 163/96*z + 1
*
[ 3/2 ] 
f(z) = 67/63*z^3 - 173/84*z + 1
*
[ 3/2 ] 
f(z) = 67/72*z^3 - 169/96*z + 1
*
3/4 | 0.16000504356033402639337666731155536566 | 0.025839095148627653755572900624381552253
f(z) = 68/63*z^3 - 163/84*z + 1
*
3/4 | 0.13978473818412272528462598664604657101 | 0.022442721559539158151417035875433477368
f(z) = 76/63*z^3 - 169/84*z + 1
*
[ 18/13 ] 
f(z) = 65/72*z^3 - 170/117*z + 1
*
[ 1/2 ] 
f(z) = 62/65*z^3 - 161/130*z + 1
*
[ 1/2 ] 
f(z) = 62/67*z^3 - 165/134*z + 1
*
[ 1/2 ] 
f(z) = 62/69*z^3 - 169/138*z + 1
*
-5/4 | 0.18595757854782128966157852798663583411 | 0.027359482348766925750699398090186401681
f(z) = 62/75*z^3 - 179/120*z + 1
*
[ 1/2 ] 
f(z) = 66/65*z^3 - 163/130*z + 1
*
[ 1/2 ] 
f(z) = 66/67*z^3 - 167/134*z + 1
*
[ 12/23 ] 
f(z) = 69/64*z^3 - 167/138*z + 1
*
[ 1/2 ] 
f(z) = 70/67*z^3 - 169/134*z + 1
*
[ 1/2 ] 
f(z) = 70/69*z^3 - 173/138*z + 1
*
[ 1/2 ] 
f(z) = 74/63*z^3 - 163/126*z + 1
*
[ 1/2 ] 
f(z) = 74/65*z^3 - 167/130*z + 1
*
[ 1/2 ] 
f(z) = 74/67*z^3 - 171/134*z + 1
*
[ 1/2 ] 
f(z) = 74/69*z^3 - 175/138*z + 1
*
[ 5/4 ] 
f(z) = 74/75*z^3 - 161/120*z + 1
*
[ -8/5 ] 
f(z) = 75/68*z^3 - 163/136*z + 1
*
[ -5/3 ] 
f(z) = 76/75*z^3 - 164/135*z + 1
*
[ -5/3 ] 
f(z) = 77/75*z^3 - 169/135*z + 1
*
[ 1/2 ] 
f(z) = 78/61*z^3 - 161/122*z + 1
*
[ 1/2 ] 
f(z) = 78/67*z^3 - 173/134*z + 1
*
[ -5/3 ] 
f(z) = 79/75*z^3 - 179/135*z + 1
*
[ -12/7 ] 
f(z) = 61/64*z^3 - 179/147*z + 1
*
[ 1/2 ] 
f(z) = 62/71*z^3 - 173/142*z + 1
*
[ 1/2 ] 
f(z) = 62/73*z^3 - 177/146*z + 1
*
[ 1/2 ] 
f(z) = 66/71*z^3 - 175/142*z + 1
*
[ 1/2 ] 
f(z) = 66/73*z^3 - 179/146*z + 1
*
[ 1/2 ] 
f(z) = 70/71*z^3 - 177/142*z + 1
*
[ 1/2 ] 
f(z) = 74/71*z^3 - 179/142*z + 1
*
[ 3/4 ] 
f(z) = 74/63*z^3 - 167/168*z + 1
*
[ 3/4 ] 
f(z) = 64/61*z^3 - 169/183*z + 1
*
[ 3/4 ] 
f(z) = 64/65*z^3 - 173/195*z + 1
*
[ -8/5 ] 
f(z) = 63/64*z^3 - 179/200*z + 1
*
[ 3/4 ] 
f(z) = 64/67*z^3 - 175/201*z + 1
*
[ 3/4 ] 
f(z) = 64/71*z^3 - 179/213*z + 1
*
[ -3 ] 
f(z) = 61/63*z^3 - 155/21*z + 1
*
[ -3 ] 
f(z) = 61/72*z^3 - 151/24*z + 1
*
-2 | 0.081935243808545332526608385190065774326 | 0.014522614920511526635568736110076196882
f(z) = 61/76*z^3 - 141/38*z + 1
*
[ -3 ] 
f(z) = 62/63*z^3 - 158/21*z + 1
*
-2 | 0.078911836650590584359030433219658919496 | 0.013951900796538119874343635250497339180
f(z) = 63/68*z^3 - 143/34*z + 1
*
-2 | 0.080368881115311985952942418433077276243 | 0.014174703526765426793299214041108555154
f(z) = 63/76*z^3 - 145/38*z + 1
*
-2 | 0.080008950167288943301888133725899170152 | 0.014077210744374382753036244804671814048
f(z) = 65/68*z^3 - 147/34*z + 1
*
-2 | 0.080498241716782867240428286710394989542 | 0.014129703489587717152272432599755832361
f(z) = 65/76*z^3 - 149/38*z + 1
*
-2 | 0.065400235327228206231682663563717303998 | 0.011479579101543705274723789940854899988
f(z) = 67/60*z^3 - 149/30*z + 1
*
-2 | 0.080569827804046057707622483605394163593 | 0.014109247444875789964499881199285672591
f(z) = 67/68*z^3 - 151/34*z + 1
*
-2 | 0.080256044095937450575867404179755929031 | 0.014021988433186953045792074449584842124
f(z) = 67/76*z^3 - 153/38*z + 1
*
4/23 | 0.22040282217971333257664787347036499497 | 0.023934093474803016680068785920975849044
f(z) = 69/64*z^3 - 156/23*z + 1
*
[ -8/3 ] 
f(z) = 69/64*z^3 - 151/24*z + 1
*
-2 | 0.083534989251293243190353722314866834865 | 0.014561829768623472449887106452945945151
f(z) = 69/68*z^3 - 155/34*z + 1
*
0 | 0.17201534675054557005303427241206781289 | 0.029918870943794365586618777079474618200
f(z) = 69/70*z^3 - 157/35*z + 1
*
-2 | 0.080212888063385957276860112947739760574 | 0.013951540320863007385432511162684689028
f(z) = 69/76*z^3 - 157/38*z + 1
*
-2 | 0.067365960951474467827704157327981284873 | 0.011717056238213017552125792871810524747
f(z) = 71/60*z^3 - 157/30*z + 1
*
-2 | 0.085206435636508951084129090630474507869 | 0.014787517496138161387732232752779289552
f(z) = 71/68*z^3 - 159/34*z + 1
*
[ -5/2 ] 
f(z) = 74/75*z^3 - 143/30*z + 1
*
[ 2 ] 
f(z) = 79/60*z^3 - 143/30*z + 1
*
[ 2 ] 
f(z) = 79/68*z^3 - 141/34*z + 1
*
[ 4/15 ] 
f(z) = 63/64*z^3 - 141/50*z + 1
*
-22/15 | 0.16808656240772262003920995924085807031 | 0.026416127616063371499859216937626472814
f(z) = 75/64*z^3 - 145/48*z + 1
*
[ -2 ] 
f(z) = 61/62*z^3 - 151/62*z + 1
*
[ -2 ] 
f(z) = 61/66*z^3 - 145/66*z + 1
*
[ -2 ] 
f(z) = 63/62*z^3 - 159/62*z + 1
*
[ 5/3 ] 
f(z) = 63/65*z^3 - 149/65*z + 1
*
[ 1/3 ] 
f(z) = 63/67*z^3 - 141/67*z + 1
*
[ 1/3 ] 
f(z) = 63/68*z^3 - 143/68*z + 1
*
[ 1/3 ] 
f(z) = 63/71*z^3 - 149/71*z + 1
*
[ 1/3 ] 
f(z) = 63/73*z^3 - 153/73*z + 1
*
[ 1/3 ] 
f(z) = 63/74*z^3 - 155/74*z + 1
*
[ -2 ] 
f(z) = 63/74*z^3 - 141/74*z + 1
*
[ 1/3 ] 
f(z) = 63/76*z^3 - 159/76*z + 1
*
[ 13/8 ] 
f(z) = 64/65*z^3 - 144/65*z + 1
*
[ -2 ] 
f(z) = 65/74*z^3 - 149/74*z + 1
*
[ -2 ] 
f(z) = 67/74*z^3 - 157/74*z + 1
*
[ -2 ] 
f(z) = 67/78*z^3 - 151/78*z + 1
*
4/3 | 0.25121151011914535136891547913198730382 | 0.027376531160626506559621291624662688737
f(z) = 69/64*z^3 - 151/69*z + 1
*
[ 1/3 ] 
f(z) = 72/67*z^3 - 142/67*z + 1
*
[ 1/3 ] 
f(z) = 72/71*z^3 - 150/71*z + 1
*
[ 1/3 ] 
f(z) = 72/73*z^3 - 154/73*z + 1
*
[ 3/2 ] 
f(z) = 76/69*z^3 - 148/69*z + 1
*
[ 3/2 ] 
f(z) = 76/75*z^3 - 146/75*z + 1
*
5/4 | 0.18280034005266870083268316299784190957 | 0.027813828584694113548951782913251935818
f(z) = 76/75*z^3 - 143/60*z + 1
*
[ 3/2 ] 
f(z) = 61/63*z^3 - 155/84*z + 1
*
[ 3/2 ] 
f(z) = 61/72*z^3 - 151/96*z + 1
*
-3/16 | 0.15810470948359579897806451186821440540 | 0.026083615143726368632474961469439467574
f(z) = 64/63*z^3 - 143/84*z + 1
*
[ 6/5 ] 
f(z) = 75/68*z^3 - 145/102*z + 1
*
[ 6/5 ] 
f(z) = 75/76*z^3 - 143/114*z + 1
*
[ 1/2 ] 
f(z) = 62/61*z^3 - 153/122*z + 1
*
[ 1/2 ] 
f(z) = 62/63*z^3 - 157/126*z + 1
*
[ 1/2 ] 
f(z) = 66/61*z^3 - 155/122*z + 1
*
[ 1/2 ] 
f(z) = 70/61*z^3 - 157/122*z + 1
*
[ 13/12 ] 
f(z) = 72/65*z^3 - 159/130*z + 1
*
[ -5/3 ] 
f(z) = 73/75*z^3 - 149/135*z + 1
*
[ 1/2 ] 
f(z) = 74/61*z^3 - 159/122*z + 1
*
[ -5/3 ] 
f(z) = 74/75*z^3 - 154/135*z + 1
*
[ 12/11 ] 
f(z) = 77/72*z^3 - 157/132*z + 1
*
[ 2/3 ] 
f(z) = 71/64*z^3 - 143/144*z + 1
*
[ 7/12 ] 
f(z) = 72/77*z^3 - 159/154*z + 1
*
[ 2/3 ] 
f(z) = 72/77*z^3 - 141/154*z + 1
*
[ 2/3 ] 
f(z) = 72/79*z^3 - 143/158*z + 1
*
[ 2/3 ] 
f(z) = 73/64*z^3 - 145/144*z + 1
*
[ 2/3 ] 
f(z) = 77/64*z^3 - 149/144*z + 1
*
[ 2/3 ] 
f(z) = 79/64*z^3 - 151/144*z + 1
*
[ 6/7 ] 
f(z) = 79/72*z^3 - 143/147*z + 1
*
[ 3/4 ] 
f(z) = 62/63*z^3 - 149/168*z + 1
*
0 | 0.14934214591110622511739746973214911902 | 0.025752674566466144098916230093383748496
f(z) = 65/66*z^3 - 146/165*z + 1
*
[ 4/5 ] 
f(z) = 65/72*z^3 - 149/180*z + 1
*
-4/21 | 0.15305268142576078331789473505695048523 | 0.018251591909621479367975413292405068257
f(z) = 63/64*z^3 - 137/14*z + 1
*
-2 | 0.061004371636625296702432561973574882321 | 0.010868159514691768839016465894687267753
f(z) = 61/60*z^3 - 137/30*z + 1
*
-2 | 0.078726979546695063446739798782408241281 | 0.013989388758808125722294937520772041507
f(z) = 61/68*z^3 - 139/34*z + 1
*
[ 5/2 ] 
f(z) = 62/75*z^3 - 137/30*z + 1
*
[ 21/8 ] 
f(z) = 64/63*z^3 - 134/21*z + 1
*
[ -12/5 ] 
f(z) = 65/64*z^3 - 133/30*z + 1
*
[ 2 ] 
f(z) = 69/68*z^3 - 121/34*z + 1
*
[ 2 ] 
f(z) = 71/60*z^3 - 127/30*z + 1
*
[ 2 ] 
f(z) = 71/68*z^3 - 125/34*z + 1
*
[ 2 ] 
f(z) = 71/76*z^3 - 123/38*z + 1
*
[ 2 ] 
f(z) = 73/60*z^3 - 131/30*z + 1
*
[ 2 ] 
f(z) = 73/68*z^3 - 129/34*z + 1
*
[ 2 ] 
f(z) = 73/76*z^3 - 127/38*z + 1
*
[ 4/25 ] 
f(z) = 75/64*z^3 - 132/25*z + 1
*
[ 2 ] 
f(z) = 75/68*z^3 - 133/34*z + 1
*
[ 2 ] 
f(z) = 75/76*z^3 - 131/38*z + 1
*
[ 2 ] 
f(z) = 77/60*z^3 - 139/30*z + 1
*
[ 2 ] 
f(z) = 77/68*z^3 - 137/34*z + 1
*
[ 2 ] 
f(z) = 77/76*z^3 - 135/38*z + 1
*
[ 2 ] 
f(z) = 79/76*z^3 - 139/38*z + 1
*
-12/7 | 0.18110168890827402779077048495736390901 | 0.021559186311470868896610621578484143031
f(z) = 63/64*z^3 - 139/42*z + 1
*
[ 4/15 ] 
f(z) = 65/64*z^3 - 127/45*z + 1
*
[ 12/7 ] 
f(z) = 77/64*z^3 - 131/42*z + 1
*
[ -2 ] 
f(z) = 61/70*z^3 - 139/70*z + 1
*
[ -2 ] 
f(z) = 61/74*z^3 - 133/74*z + 1
*
[ -2 ] 
f(z) = 61/78*z^3 - 127/78*z + 1
*
[ 1/3 ] 
f(z) = 63/61*z^3 - 129/61*z + 1
*
[ 1/3 ] 
f(z) = 63/62*z^3 - 131/62*z + 1
*
[ 1/3 ] 
f(z) = 63/64*z^3 - 135/64*z + 1
*
[ 1/3 ] 
f(z) = 63/65*z^3 - 137/65*z + 1
*
[ 3/8 ] 
f(z) = 64/69*z^3 - 124/69*z + 1
*
[ 3/2 ] 
f(z) = 64/69*z^3 - 121/69*z + 1
*
[ 5/16 ] 
f(z) = 64/75*z^3 - 137/60*z + 1
*
[ 3/8 ] 
f(z) = 64/75*z^3 - 134/75*z + 1
*
[ 3/2 ] 
f(z) = 68/69*z^3 - 130/69*z + 1
*
5/4 | 0.18453258011835185356619648527881401330 | 0.028390557869682417880962302926999782564
f(z) = 68/75*z^3 - 133/60*z + 1
*
[ 3/2 ] 
f(z) = 68/75*z^3 - 128/75*z + 1
*
[ 1/3 ] 
f(z) = 72/61*z^3 - 130/61*z + 1
*
[ 1/3 ] 
f(z) = 72/65*z^3 - 138/65*z + 1
*
[ -11/6 ] 
f(z) = 72/77*z^3 - 123/77*z + 1
*
[ 2/5 ] 
f(z) = 75/74*z^3 - 123/74*z + 1
*
[ 7/5 ] 
f(z) = 75/77*z^3 - 125/77*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.024859020765439451658910932349796661652
f(z) = 76/75*z^3 - 121/75*z + 1
*
-12/7 | 0.24742351491081696893990898463594300876 | 0.027252695343869535069161642522024849842
f(z) = 77/64*z^3 - 137/63*z + 1
*
[ 21/16 ] 
f(z) = 64/63*z^3 - 127/84*z + 1
*
[ 2/5 ] 
f(z) = 65/64*z^3 - 133/80*z + 1
*
[ -12/7 ] 
f(z) = 77/72*z^3 - 131/84*z + 1
*
[ -18/11 ] 
f(z) = 77/72*z^3 - 124/99*z + 1
*
[ 4/9 ] 
f(z) = 79/64*z^3 - 121/81*z + 1
*
[ 5/4 ] 
f(z) = 62/75*z^3 - 131/120*z + 1
*
[ 2/3 ] 
f(z) = 63/65*z^3 - 121/130*z + 1
*
[ 2/3 ] 
f(z) = 63/67*z^3 - 123/134*z + 1
*
[ -5/3 ] 
f(z) = 68/75*z^3 - 124/135*z + 1
*
[ -5/3 ] 
f(z) = 71/75*z^3 - 139/135*z + 1
*
[ 2/3 ] 
f(z) = 72/61*z^3 - 125/122*z + 1
*
[ 2/3 ] 
f(z) = 72/67*z^3 - 131/134*z + 1
*
[ 4/5 ] 
f(z) = 75/62*z^3 - 127/124*z + 1
*
[ 5/6 ] 
f(z) = 76/75*z^3 - 122/135*z + 1
*
[ 2/3 ] 
f(z) = 61/64*z^3 - 133/144*z + 1
*
[ 2/3 ] 
f(z) = 63/71*z^3 - 127/142*z + 1
*
[ 2/3 ] 
f(z) = 63/73*z^3 - 129/146*z + 1
*
[ 2/3 ] 
f(z) = 63/79*z^3 - 135/158*z + 1
*
[ 2/3 ] 
f(z) = 65/64*z^3 - 137/144*z + 1
*
[ 12/13 ] 
f(z) = 65/72*z^3 - 133/156*z + 1
*
[ 6/7 ] 
f(z) = 65/72*z^3 - 122/147*z + 1
*
[ 2/3 ] 
f(z) = 67/64*z^3 - 139/144*z + 1
*
[ 6/7 ] 
f(z) = 67/72*z^3 - 125/147*z + 1
*
[ 6/7 ] 
f(z) = 71/72*z^3 - 131/147*z + 1
*
[ 2/3 ] 
f(z) = 72/71*z^3 - 135/142*z + 1
*
[ 2/3 ] 
f(z) = 72/73*z^3 - 137/146*z + 1
*
[ 11/12 ] 
f(z) = 72/77*z^3 - 135/154*z + 1
*
[ 6/7 ] 
f(z) = 73/72*z^3 - 134/147*z + 1
*
[ 4/5 ] 
f(z) = 75/74*z^3 - 133/148*z + 1
*
[ -8/5 ] 
f(z) = 75/76*z^3 - 137/152*z + 1
*
[ 6 ] 
f(z) = 71/72*z^3 - 104/3*z + 1
*
[ -6 ] 
f(z) = 71/72*z^3 - 103/3*z + 1
*
[ 6 ] 
f(z) = 73/72*z^3 - 107/3*z + 1
*
[ -6 ] 
f(z) = 73/72*z^3 - 106/3*z + 1
*
4/15 | 0.14150867868106714432401672473305171746 | 0.017271639424840916025619928183740629624
f(z) = 75/64*z^3 - 113/6*z + 1
*
[ 6 ] 
f(z) = 77/72*z^3 - 113/3*z + 1
*
[ -6 ] 
f(z) = 77/72*z^3 - 112/3*z + 1
*
[ 6 ] 
f(z) = 79/72*z^3 - 116/3*z + 1
*
[ -6 ] 
f(z) = 79/72*z^3 - 115/3*z + 1
*
[ 2 ] 
f(z) = 61/60*z^3 - 107/30*z + 1
*
[ 2 ] 
f(z) = 61/68*z^3 - 105/34*z + 1
*
[ 2 ] 
f(z) = 61/76*z^3 - 103/38*z + 1
*
[ -5/2 ] 
f(z) = 62/75*z^3 - 113/30*z + 1
*
[ 2 ] 
f(z) = 63/68*z^3 - 109/34*z + 1
*
[ 2 ] 
f(z) = 63/76*z^3 - 107/38*z + 1
*
[ -21/8 ] 
f(z) = 64/63*z^3 - 118/21*z + 1
*
5/4 | 0.13772665041038635543517652205946395391 | 0.021858646667061847674393180234257432780
f(z) = 64/75*z^3 - 109/30*z + 1
*
4/13 | 0.24264234901948624056817127719537701534 | 0.029615364941017370737609620986379665069
f(z) = 65/64*z^3 - 113/26*z + 1
*
[ 2 ] 
f(z) = 65/68*z^3 - 113/34*z + 1
*
[ 2 ] 
f(z) = 65/76*z^3 - 111/38*z + 1
*
[ 2 ] 
f(z) = 67/60*z^3 - 119/30*z + 1
*
[ 2 ] 
f(z) = 67/68*z^3 - 117/34*z + 1
*
[ 2 ] 
f(z) = 67/76*z^3 - 115/38*z + 1
*
[ 4/23 ] 
f(z) = 69/64*z^3 - 110/23*z + 1
*
[ 2 ] 
f(z) = 69/76*z^3 - 119/38*z + 1
*
[ -2 ] 
f(z) = 73/60*z^3 - 101/30*z + 1
*
[ -2 ] 
f(z) = 77/60*z^3 - 109/30*z + 1
*
[ -2 ] 
f(z) = 77/68*z^3 - 103/34*z + 1
*
[ -2 ] 
f(z) = 79/60*z^3 - 113/30*z + 1
*
[ -2 ] 
f(z) = 79/68*z^3 - 107/34*z + 1
*
[ -2 ] 
f(z) = 79/76*z^3 - 101/38*z + 1
*
-8/5 | 0.16479826480029832161585221678133058254 | 0.024028096834298140626074364798455956350
f(z) = 65/64*z^3 - 119/40*z + 1
*
[ -28/15 ] 
f(z) = 75/64*z^3 - 107/42*z + 1
*
[ 3/2 ] 
f(z) = 64/75*z^3 - 119/75*z + 1
*
[ 2/5 ] 
f(z) = 75/62*z^3 - 105/62*z + 1
*
-5/4 | 0.17882773899360748035080028657893277354 | 0.028465480088371628625263631468680479918
f(z) = 76/75*z^3 - 107/60*z + 1
*
[ 6/5 ] 
f(z) = 77/72*z^3 - 103/75*z + 1
*
[ 6/5 ] 
f(z) = 79/72*z^3 - 106/75*z + 1
*
-15/16 | 0.12574859081439375935527094368086552963 | 0.021932863358595510685736492916917341957
f(z) = 64/63*z^3 - 103/84*z + 1
*
[ 4/9 ] 
f(z) = 67/64*z^3 - 118/81*z + 1
*
[ 4/7 ] 
f(z) = 67/64*z^3 - 107/98*z + 1
*
[ 4/9 ] 
f(z) = 71/64*z^3 - 119/81*z + 1
*
[ 4/7 ] 
f(z) = 71/64*z^3 - 109/98*z + 1
*
[ 4/7 ] 
f(z) = 75/64*z^3 - 111/98*z + 1
*
[ 4/7 ] 
f(z) = 79/64*z^3 - 113/98*z + 1
*
[ 3/5 ] 
f(z) = 65/63*z^3 - 109/105*z + 1
*
[ 8/13 ] 
f(z) = 65/64*z^3 - 105/104*z + 1
*
-18/13 | 0.19014982161836773041979450957874583933 | 0.027758586777294816461323524271306045571
f(z) = 65/72*z^3 - 118/117*z + 1
*
[ 20/23 ] 
f(z) = 69/64*z^3 - 111/115*z + 1
*
[ 2/3 ] 
f(z) = 69/76*z^3 - 103/114*z + 1
*
[ 2/3 ] 
f(z) = 75/68*z^3 - 101/102*z + 1
*
[ 2/3 ] 
f(z) = 75/76*z^3 - 107/114*z + 1
*
[ 2/3 ] 
f(z) = 63/61*z^3 - 117/122*z + 1
*
[ 5/6 ] 
f(z) = 64/75*z^3 - 107/135*z + 1
*
[ 3/5 ] 
f(z) = 65/72*z^3 - 119/120*z + 1
*
[ -5/3 ] 
f(z) = 67/75*z^3 - 119/135*z + 1
*
[ 5/6 ] 
f(z) = 68/75*z^3 - 112/135*z + 1
*
[ 6/7 ] 
f(z) = 61/72*z^3 - 116/147*z + 1
*
[ 6 ] 
f(z) = 61/72*z^3 - 89/3*z + 1
*
[ -6 ] 
f(z) = 61/72*z^3 - 88/3*z + 1
*
5/8 | 0.072860246341010443034208761313044246703 | 0.011948074583822229761980315110068543078
f(z) = 64/75*z^3 - 89/15*z + 1
*
[ 6 ] 
f(z) = 65/72*z^3 - 95/3*z + 1
*
[ -6 ] 
f(z) = 65/72*z^3 - 94/3*z + 1
*
[ 6 ] 
f(z) = 67/72*z^3 - 98/3*z + 1
*
[ -6 ] 
f(z) = 67/72*z^3 - 97/3*z + 1
*
-2 | 0.087694567877075873817237305595502991063 | 0.015170119144276917924137205913007200649
f(z) = 73/64*z^3 - 81/16*z + 1
*
-2 | 0.088594443070757565878572055230848642624 | 0.015261392464625755200020587742179359437
f(z) = 75/64*z^3 - 83/16*z + 1
*
[ 5/2 ] 
f(z) = 76/75*z^3 - 86/15*z + 1
*
-2 | 0.089419647111121345895335553051046671568 | 0.015340621267930486214883745101835489691
f(z) = 77/64*z^3 - 85/16*z + 1
*
-2 | 0.090185371290263086190600283212066670166 | 0.015410500850226656820261875448101640161
f(z) = 79/64*z^3 - 87/16*z + 1
*
[ -2 ] 
f(z) = 67/60*z^3 - 89/30*z + 1
*
[ -2 ] 
f(z) = 67/68*z^3 - 83/34*z + 1
*
[ -2 ] 
f(z) = 69/68*z^3 - 87/34*z + 1
*
[ -2 ] 
f(z) = 69/76*z^3 - 81/38*z + 1
*
[ -2 ] 
f(z) = 71/60*z^3 - 97/30*z + 1
*
[ -2 ] 
f(z) = 71/68*z^3 - 91/34*z + 1
*
[ -2 ] 
f(z) = 71/76*z^3 - 85/38*z + 1
*
[ -2 ] 
f(z) = 73/68*z^3 - 95/34*z + 1
*
[ -2 ] 
f(z) = 73/76*z^3 - 89/38*z + 1
*
[ -2 ] 
f(z) = 75/68*z^3 - 99/34*z + 1
*
[ -2 ] 
f(z) = 75/76*z^3 - 93/38*z + 1
*
-12/7 | 0.23252428946427340783767971512542927223 | 0.027107924880351250099616157738749890615
f(z) = 77/64*z^3 - 83/21*z + 1
*
[ -2 ] 
f(z) = 77/76*z^3 - 97/38*z + 1
*
[ 8/21 ] 
f(z) = 63/64*z^3 - 99/56*z + 1
*
[ 8/5 ] 
f(z) = 65/64*z^3 - 89/40*z + 1
*
[ 3/2 ] 
f(z) = 74/63*z^3 - 97/42*z + 1
*
-6/5 | 0.14870526100495486639939937873156095158 | 0.025311832227064984375673037423464340251
f(z) = 75/64*z^3 - 89/48*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.028653543747900323346691834083088443214
f(z) = 77/64*z^3 - 95/56*z + 1
*
[ 8/7 ] 
f(z) = 77/64*z^3 - 81/56*z + 1
*
[ 1/2 ] 
f(z) = 60/67*z^3 - 82/67*z + 1
*
[ 1/2 ] 
f(z) = 60/71*z^3 - 86/71*z + 1
*
[ 1/2 ] 
f(z) = 60/73*z^3 - 88/73*z + 1
*
[ 1/2 ] 
f(z) = 60/77*z^3 - 92/77*z + 1
*
[ 1/2 ] 
f(z) = 60/79*z^3 - 94/79*z + 1
*
[ 4/3 ] 
f(z) = 63/68*z^3 - 95/68*z + 1
*
[ 4/3 ] 
f(z) = 63/76*z^3 - 93/76*z + 1
*
[ -7/4 ] 
f(z) = 64/63*z^3 - 97/63*z + 1
*
-9/8 | 0.11741406118014355686456173502098671386 | 0.026224084996345559650542357330339356984
f(z) = 64/63*z^3 - 88/63*z + 1
*
[ 5/4 ] 
f(z) = 64/65*z^3 - 87/65*z + 1
*
[ 1/2 ] 
f(z) = 64/65*z^3 - 81/65*z + 1
*
[ 1/2 ] 
f(z) = 64/67*z^3 - 83/67*z + 1
*
[ 1/2 ] 
f(z) = 64/69*z^3 - 85/69*z + 1
*
[ 1/2 ] 
f(z) = 64/71*z^3 - 87/71*z + 1
*
[ 1/2 ] 
f(z) = 64/73*z^3 - 89/73*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.026240572640131746416073873104600058772
f(z) = 64/75*z^3 - 94/75*z + 1
*
[ 1/2 ] 
f(z) = 64/75*z^3 - 91/75*z + 1
*
15/16 | 0.17882877261002837007298148378166734100 | 0.029325450024938430393639913399054106288
f(z) = 64/75*z^3 - 89/60*z + 1
*
[ 11/8 ] 
f(z) = 64/77*z^3 - 100/77*z + 1
*
[ 1/2 ] 
f(z) = 64/79*z^3 - 95/79*z + 1
*
[ 6/5 ] 
f(z) = 67/72*z^3 - 88/75*z + 1
*
[ 1/2 ] 
f(z) = 68/65*z^3 - 82/65*z + 1
*
[ 1/2 ] 
f(z) = 68/67*z^3 - 84/67*z + 1
*
[ 1/2 ] 
f(z) = 68/69*z^3 - 86/69*z + 1
*
[ 1/2 ] 
f(z) = 68/71*z^3 - 88/71*z + 1
*
[ 1/2 ] 
f(z) = 68/73*z^3 - 90/73*z + 1
*
-5/4 | 0.17882877261002837007298148378166734100 | 0.028917281223951725526901540987711946609
f(z) = 68/75*z^3 - 97/60*z + 1
*
[ 1/2 ] 
f(z) = 68/75*z^3 - 92/75*z + 1
*
[ 1/2 ] 
f(z) = 68/77*z^3 - 94/77*z + 1
*
[ 1/2 ] 
f(z) = 68/79*z^3 - 96/79*z + 1
*
[ 6/5 ] 
f(z) = 71/72*z^3 - 94/75*z + 1
*
[ -5/3 ] 
f(z) = 72/65*z^3 - 96/65*z + 1
*
[ 1/2 ] 
f(z) = 72/65*z^3 - 83/65*z + 1
*
[ 1/2 ] 
f(z) = 72/67*z^3 - 85/67*z + 1
*
[ 1/2 ] 
f(z) = 72/71*z^3 - 89/71*z + 1
*
[ 1/2 ] 
f(z) = 72/73*z^3 - 91/73*z + 1
*
[ 1/2 ] 
f(z) = 72/77*z^3 - 95/77*z + 1
*
[ 7/6 ] 
f(z) = 72/77*z^3 - 87/77*z + 1
*
[ 1/2 ] 
f(z) = 72/79*z^3 - 97/79*z + 1
*
[ 6/5 ] 
f(z) = 73/72*z^3 - 97/75*z + 1
*
[ 1/2 ] 
f(z) = 76/63*z^3 - 82/63*z + 1
*
[ 1/2 ] 
f(z) = 76/65*z^3 - 84/65*z + 1
*
[ 1/2 ] 
f(z) = 76/67*z^3 - 86/67*z + 1
*
[ 1/2 ] 
f(z) = 76/69*z^3 - 88/69*z + 1
*
[ 1/2 ] 
f(z) = 76/71*z^3 - 90/71*z + 1
*
[ 1/2 ] 
f(z) = 76/73*z^3 - 92/73*z + 1
*
[ 1/2 ] 
f(z) = 76/75*z^3 - 94/75*z + 1
*
[ 5/4 ] 
f(z) = 76/75*z^3 - 83/60*z + 1
*
[ 1/2 ] 
f(z) = 76/77*z^3 - 96/77*z + 1
*
[ 1/2 ] 
f(z) = 76/79*z^3 - 98/79*z + 1
*
[ 12/11 ] 
f(z) = 77/64*z^3 - 89/66*z + 1
*
-21/16 | 0.15877615013639034117554901876635298719 | 0.028633195551651482018826108276617705083
f(z) = 64/63*z^3 - 83/84*z + 1
*
[ 3/4 ] 
f(z) = 76/63*z^3 - 85/84*z + 1
*
[ 8/11 ] 
f(z) = 77/64*z^3 - 89/88*z + 1
*
[ -3/2 ] 
f(z) = 79/63*z^3 - 97/84*z + 1
*
[ 16/21 ] 
f(z) = 63/64*z^3 - 99/112*z + 1
*
[ 2/3 ] 
f(z) = 69/68*z^3 - 97/102*z + 1
*
[ 5/7 ] 
f(z) = 77/75*z^3 - 97/105*z + 1
*
-2 | 0.078931346286151841977682022489656712349 | 0.014043721821980821800064378104100541281
f(z) = 61/64*z^3 - 69/16*z + 1
*
-2 | 0.079265633043573284682760229391444224855 | 0.014031863078450679880718000919966938671
f(z) = 63/64*z^3 - 71/16*z + 1
*
[ 5/2 ] 
f(z) = 64/75*z^3 - 71/15*z + 1
*
[ 12/5 ] 
f(z) = 65/64*z^3 - 79/15*z + 1
*
-2 | 0.082474129906372804252788368614116160601 | 0.014528396470782000042255261755582515998
f(z) = 65/64*z^3 - 73/16*z + 1
*
-2 | 0.084217116935497915814730738704840896924 | 0.014765134769725620279009245372886187691
f(z) = 67/64*z^3 - 75/16*z + 1
*
[ 5/2 ] 
f(z) = 68/75*z^3 - 76/15*z + 1
*
[ -5/2 ] 
f(z) = 68/75*z^3 - 64/15*z + 1
*
-2 | 0.085562501409345424620090322824390666205 | 0.014932113689116888746539901270869358874
f(z) = 69/64*z^3 - 77/16*z + 1
*
[ 2 ] 
f(z) = 69/64*z^3 - 61/16*z + 1
*
-2 | 0.086696828668132468136032080295794499408 | 0.015062667063767611856057444726458973687
f(z) = 71/64*z^3 - 79/16*z + 1
*
[ 2 ] 
f(z) = 71/64*z^3 - 63/16*z + 1
*
[ 2 ] 
f(z) = 73/64*z^3 - 65/16*z + 1
*
[ -5/2 ] 
f(z) = 76/75*z^3 - 74/15*z + 1
*
[ 2 ] 
f(z) = 77/64*z^3 - 69/16*z + 1
*
[ 2 ] 
f(z) = 79/64*z^3 - 71/16*z + 1
*
[ -2 ] 
f(z) = 61/60*z^3 - 77/30*z + 1
*
[ -2 ] 
f(z) = 61/68*z^3 - 71/34*z + 1
*
[ -2 ] 
f(z) = 61/76*z^3 - 65/38*z + 1
*
[ -2 ] 
f(z) = 63/68*z^3 - 75/34*z + 1
*
[ -2 ] 
f(z) = 63/76*z^3 - 69/38*z + 1
*
[ 4/13 ] 
f(z) = 65/64*z^3 - 61/26*z + 1
*
[ -2 ] 
f(z) = 65/68*z^3 - 79/34*z + 1
*
[ -2 ] 
f(z) = 65/76*z^3 - 73/38*z + 1
*
[ -2 ] 
f(z) = 67/76*z^3 - 77/38*z + 1
*
[ 28/15 ] 
f(z) = 75/64*z^3 - 76/21*z + 1
*
-8/5 | 0.11088010936624925219371823404913697608 | 0.017729955952906262013418382738299047655
f(z) = 75/64*z^3 - 65/24*z + 1
*
[ 2/5 ] 
f(z) = 75/76*z^3 - 63/38*z + 1
*
[ 3/2 ] 
f(z) = 62/63*z^3 - 79/42*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.029472994232815117774471448726821894070
f(z) = 63/64*z^3 - 79/56*z + 1
*
[ 8/7 ] 
f(z) = 63/64*z^3 - 65/56*z + 1
*
[ 2/5 ] 
f(z) = 65/72*z^3 - 74/45*z + 1
*
[ 4/9 ] 
f(z) = 69/64*z^3 - 79/54*z + 1
*
-16/15 | 0.12836162260900335442907603450980430228 | 0.022958669561644152631156959996894968488
f(z) = 75/64*z^3 - 67/48*z + 1
*
[ 16/15 ] 
f(z) = 75/64*z^3 - 61/48*z + 1
*
[ 1/2 ] 
f(z) = 60/61*z^3 - 76/61*z + 1
*
[ 6/5 ] 
f(z) = 61/72*z^3 - 79/75*z + 1
*
[ 8/9 ] 
f(z) = 63/64*z^3 - 65/72*z + 1
*
[ -5/3 ] 
f(z) = 63/65*z^3 - 71/65*z + 1
*
[ 2/3 ] 
f(z) = 63/74*z^3 - 65/74*z + 1
*
[ 1/2 ] 
f(z) = 64/61*z^3 - 77/61*z + 1
*
[ 1/2 ] 
f(z) = 64/63*z^3 - 79/63*z + 1
*
[ 9/8 ] 
f(z) = 64/63*z^3 - 74/63*z + 1
*
[ 3/4 ] 
f(z) = 64/75*z^3 - 61/75*z + 1
*
[ -7/4 ] 
f(z) = 64/77*z^3 - 75/77*z + 1
*
[ 1/2 ] 
f(z) = 68/61*z^3 - 78/61*z + 1
*
[ 1/2 ] 
f(z) = 68/63*z^3 - 80/63*z + 1
*
[ 5/4 ] 
f(z) = 68/75*z^3 - 73/60*z + 1
*
[ 1/2 ] 
f(z) = 72/61*z^3 - 79/61*z + 1
*
[ 5/6 ] 
f(z) = 72/65*z^3 - 63/65*z + 1
*
[ 4/5 ] 
f(z) = 75/68*z^3 - 65/68*z + 1
*
[ 4/5 ] 
f(z) = 75/76*z^3 - 67/76*z + 1
*
[ 1/2 ] 
f(z) = 76/61*z^3 - 80/61*z + 1
*
[ 2/3 ] 
f(z) = 61/72*z^3 - 71/81*z + 1
*
[ 2/3 ] 
f(z) = 65/72*z^3 - 73/81*z + 1
*
[ 2/3 ] 
f(z) = 67/72*z^3 - 74/81*z + 1
*
[ 3/4 ] 
f(z) = 68/63*z^3 - 79/84*z + 1
*
[ 2/3 ] 
f(z) = 71/72*z^3 - 76/81*z + 1
*
[ 2/3 ] 
f(z) = 73/72*z^3 - 77/81*z + 1
*
[ 2/3 ] 
f(z) = 77/72*z^3 - 79/81*z + 1
*
[ 2/3 ] 
f(z) = 79/72*z^3 - 80/81*z + 1
*
[ 2 ] 
f(z) = 61/64*z^3 - 53/16*z + 1
*
[ 2 ] 
f(z) = 63/64*z^3 - 55/16*z + 1
*
[ 8/3 ] 
f(z) = 63/64*z^3 - 51/8*z + 1
*
[ -8/3 ] 
f(z) = 63/64*z^3 - 45/8*z + 1
*
4/21 | 0.19218791269253755318256978066152191280 | 0.024195663256926567481805840759899169388
f(z) = 63/64*z^3 - 44/7*z + 1
*
[ -5/2 ] 
f(z) = 64/75*z^3 - 59/15*z + 1
*
-15/8 | 0.095645929284855480875089814784203225011 | 0.017518899381109680066283801991982057822
f(z) = 64/75*z^3 - 47/15*z + 1
*
[ 2 ] 
f(z) = 65/64*z^3 - 57/16*z + 1
*
[ -2 ] 
f(z) = 65/64*z^3 - 41/16*z + 1
*
[ 2 ] 
f(z) = 67/64*z^3 - 59/16*z + 1
*
[ -2 ] 
f(z) = 67/64*z^3 - 43/16*z + 1
*
[ -2 ] 
f(z) = 69/64*z^3 - 45/16*z + 1
*
[ -2 ] 
f(z) = 71/64*z^3 - 47/16*z + 1
*
[ -2 ] 
f(z) = 73/64*z^3 - 49/16*z + 1
*
-2 | 0.070974672984872736758539511927079432959 | 0.012251770457116160105882530962512265361
f(z) = 73/72*z^3 - 41/9*z + 1
*
-44/15 | 0.17103752748486007887391316949176385477 | 0.022674178652104843171435682852856021185
f(z) = 75/64*z^3 - 59/6*z + 1
*
[ -2 ] 
f(z) = 75/64*z^3 - 51/16*z + 1
*
[ -2 ] 
f(z) = 77/64*z^3 - 53/16*z + 1
*
-2 | 0.073832718811789951802700119733122329541 | 0.012641199913126214343150963018312393707
f(z) = 77/72*z^3 - 43/9*z + 1
*
[ -2 ] 
f(z) = 79/64*z^3 - 55/16*z + 1
*
-2 | 0.074892930794207926891919578690318765949 | 0.012772449110694408952482599237939158727
f(z) = 79/72*z^3 - 44/9*z + 1
*
[ 12/7 ] 
f(z) = 63/64*z^3 - 52/21*z + 1
*
[ 3/2 ] 
f(z) = 64/63*z^3 - 41/21*z + 1
*
[ 6/13 ] 
f(z) = 65/72*z^3 - 53/39*z + 1
*
[ 3/2 ] 
f(z) = 68/63*z^3 - 44/21*z + 1
*
[ 2/5 ] 
f(z) = 75/68*z^3 - 57/34*z + 1
*
[ 3/2 ] 
f(z) = 76/63*z^3 - 50/21*z + 1
*
-12/11 | 0.23912751883062840073813369461682036159 | 0.029628336174401372455255710295766709987
f(z) = 77/64*z^3 - 50/33*z + 1
*
[ -12/7 ] 
f(z) = 77/64*z^3 - 41/21*z + 1
*
[ 4/7 ] 
f(z) = 61/64*z^3 - 52/49*z + 1
*
[ 4/5 ] 
f(z) = 61/64*z^3 - 43/50*z + 1
*
[ -12/7 ] 
f(z) = 63/64*z^3 - 55/42*z + 1
*
[ 4/7 ] 
f(z) = 65/64*z^3 - 53/49*z + 1
*
[ 4/7 ] 
f(z) = 69/64*z^3 - 54/49*z + 1
*
[ 2/3 ] 
f(z) = 69/64*z^3 - 47/48*z + 1
*
[ 4/5 ] 
f(z) = 69/64*z^3 - 47/50*z + 1
*
[ 4/7 ] 
f(z) = 73/64*z^3 - 55/49*z + 1
*
[ 4/5 ] 
f(z) = 73/64*z^3 - 49/50*z + 1
*
[ 4/5 ] 
f(z) = 77/64*z^3 - 51/50*z + 1
*
[ 2/3 ] 
f(z) = 63/62*z^3 - 59/62*z + 1
*
[ 7/8 ] 
f(z) = 64/63*z^3 - 58/63*z + 1
*
[ 3/4 ] 
f(z) = 64/69*z^3 - 59/69*z + 1
*
-5/16 | 0.11191326637863957212606954053705124818 | 0.019620886118274559898351112456821048244
f(z) = 64/75*z^3 - 53/60*z + 1
*
[ 15/16 ] 
f(z) = 64/75*z^3 - 49/60*z + 1
*
[ 7/8 ] 
f(z) = 64/77*z^3 - 60/77*z + 1
*
[ -2 ] 
f(z) = 61/64*z^3 - 37/16*z + 1
*
[ 4 ] 
f(z) = 61/64*z^3 - 29/2*z + 1
*
-2 | 0.066206015630555362672052235468252393557 | 0.011749509794175497406889000746975659163
f(z) = 61/72*z^3 - 35/9*z + 1
*
[ 2 ] 
f(z) = 61/72*z^3 - 26/9*z + 1
*
[ -2 ] 
f(z) = 63/64*z^3 - 39/16*z + 1
*
[ 4/21 ] 
f(z) = 63/64*z^3 - 30/7*z + 1
*
[ -4 ] 
f(z) = 63/64*z^3 - 29/2*z + 1
*
4/3 | 0.077461234545310638701847316820328530364 | 0.011336290767337832756676717495126343108
f(z) = 63/64*z^3 - 29/14*z + 1
*
-4/21 | 0.15945035498899483616638864289189343447 | 0.023853345786565612954074986427804762604
f(z) = 63/64*z^3 - 25/14*z + 1
*
[ 15/8 ] 
f(z) = 64/75*z^3 - 38/15*z + 1
*
[ -15/8 ] 
f(z) = 64/75*z^3 - 22/15*z + 1
*
[ 4 ] 
f(z) = 65/64*z^3 - 31/2*z + 1
*
-2 | 0.065924432512926678724490177126177267809 | 0.011585284381785619821201276286706127127
f(z) = 65/72*z^3 - 37/9*z + 1
*
[ 2 ] 
f(z) = 65/72*z^3 - 28/9*z + 1
*
[ -4 ] 
f(z) = 67/64*z^3 - 31/2*z + 1
*
[ 4/3 ] 
f(z) = 67/64*z^3 - 29/18*z + 1
*
-2 | 0.066856710969050922190021171134465660964 | 0.011694312929882450212473975127262831341
f(z) = 67/72*z^3 - 38/9*z + 1
*
[ 2 ] 
f(z) = 67/72*z^3 - 29/9*z + 1
*
[ 4 ] 
f(z) = 69/64*z^3 - 33/2*z + 1
*
[ -4 ] 
f(z) = 71/64*z^3 - 33/2*z + 1
*
[ 4/3 ] 
f(z) = 71/64*z^3 - 31/18*z + 1
*
-2 | 0.068212872348552274303717702424111984763 | 0.011825429340408192188759667042457534366
f(z) = 71/72*z^3 - 40/9*z + 1
*
[ 2 ] 
f(z) = 71/72*z^3 - 31/9*z + 1
*
[ -2 ] 
f(z) = 71/72*z^3 - 22/9*z + 1
*
[ 4 ] 
f(z) = 73/64*z^3 - 35/2*z + 1
*
[ 2 ] 
f(z) = 73/72*z^3 - 32/9*z + 1
*
[ -2 ] 
f(z) = 73/72*z^3 - 23/9*z + 1
*
[ 12/5 ] 
f(z) = 75/64*z^3 - 37/6*z + 1
*
[ -4 ] 
f(z) = 75/64*z^3 - 35/2*z + 1
*
4/15 | 0.20118026587657523782953385956481482831 | 0.029442314004086008487410970063242218054
f(z) = 75/64*z^3 - 29/6*z + 1
*
-8/5 | 0.15776367486581642233516435094794656007 | 0.029349861142129353992235202288203251069
f(z) = 75/64*z^3 - 27/8*z + 1
*
[ 2/5 ] 
f(z) = 75/64*z^3 - 27/16*z + 1
*
-12/5 | 0.20054329130367499147733815753185027578 | 0.027661427733016432780705098228424879260
f(z) = 75/64*z^3 - 22/3*z + 1
*
[ 8/5 ] 
f(z) = 75/64*z^3 - 21/8*z + 1
*
[ 4 ] 
f(z) = 77/64*z^3 - 37/2*z + 1
*
[ 4/11 ] 
f(z) = 77/64*z^3 - 21/11*z + 1
*
[ 2 ] 
f(z) = 77/72*z^3 - 34/9*z + 1
*
[ -2 ] 
f(z) = 77/72*z^3 - 25/9*z + 1
*
[ -4 ] 
f(z) = 79/64*z^3 - 37/2*z + 1
*
[ 4/3 ] 
f(z) = 79/64*z^3 - 35/18*z + 1
*
[ 2 ] 
f(z) = 79/72*z^3 - 35/9*z + 1
*
[ -2 ] 
f(z) = 79/72*z^3 - 26/9*z + 1
*
[ 20/21 ] 
f(z) = 63/64*z^3 - 33/35*z + 1
*
[ 4/5 ] 
f(z) = 63/64*z^3 - 22/25*z + 1
*
[ 2/3 ] 
f(z) = 63/68*z^3 - 31/34*z + 1
*
[ 2/3 ] 
f(z) = 63/76*z^3 - 33/38*z + 1
*
[ 3/8 ] 
f(z) = 64/63*z^3 - 38/21*z + 1
*
[ 12/13 ] 
f(z) = 65/64*z^3 - 37/39*z + 1
*
[ 4/5 ] 
f(z) = 67/64*z^3 - 23/25*z + 1
*
[ 4/5 ] 
f(z) = 71/64*z^3 - 24/25*z + 1
*
[ 4/9 ] 
f(z) = 75/64*z^3 - 40/27*z + 1
*
[ 8/15 ] 
f(z) = 75/64*z^3 - 29/24*z + 1
*
[ -3/2 ] 
f(z) = 76/63*z^3 - 22/21*z + 1
*
[ 6/11 ] 
f(z) = 77/72*z^3 - 38/33*z + 1
*
[ 4/5 ] 
f(z) = 79/64*z^3 - 26/25*z + 1
*
[ -8/5 ] 
f(z) = 65/64*z^3 - 39/40*z + 1
*
[ -4 ] 
f(z) = 61/64*z^3 - 14*z + 1
*
[ 4/3 ] 
f(z) = 61/64*z^3 - 13/9*z + 1
*
[ -2 ] 
f(z) = 61/72*z^3 - 17/9*z + 1
*
[ 4 ] 
f(z) = 63/64*z^3 - 15*z + 1
*
[ 4/7 ] 
f(z) = 63/64*z^3 - 15/14*z + 1
*
[ 2/3 ] 
f(z) = 63/64*z^3 - 15/16*z + 1
*
[ 4/9 ] 
f(z) = 63/64*z^3 - 13/9*z + 1
*
[ 4/3 ] 
f(z) = 63/64*z^3 - 3/2*z + 1
*
[ 5/4 ] 
f(z) = 64/75*z^3 - 17/15*z + 1
*
[ 5/8 ] 
f(z) = 64/75*z^3 - 14/15*z + 1
*
[ -4 ] 
f(z) = 65/64*z^3 - 15*z + 1
*
[ 4/3 ] 
f(z) = 65/64*z^3 - 14/9*z + 1
*
[ 4/5 ] 
f(z) = 65/64*z^3 - 9/10*z + 1
*
[ -2 ] 
f(z) = 65/72*z^3 - 19/9*z + 1
*
[ 6/5 ] 
f(z) = 65/72*z^3 - 17/15*z + 1
*
[ 4 ] 
f(z) = 67/64*z^3 - 16*z + 1
*
[ -2 ] 
f(z) = 67/72*z^3 - 20/9*z + 1
*
[ -4 ] 
f(z) = 69/64*z^3 - 16*z + 1
*
-4/3 | 0.15403337130611803802706620752584603710 | 0.025541603426248935906045530731716791429
f(z) = 69/64*z^3 - 13/6*z + 1
*
[ 4/3 ] 
f(z) = 69/64*z^3 - 5/3*z + 1
*
[ 4 ] 
f(z) = 71/64*z^3 - 17*z + 1
*
[ -4 ] 
f(z) = 73/64*z^3 - 17*z + 1
*
[ 4/3 ] 
f(z) = 73/64*z^3 - 16/9*z + 1
*
[ 4 ] 
f(z) = 75/64*z^3 - 18*z + 1
*
[ 4/15 ] 
f(z) = 75/64*z^3 - 17/6*z + 1
*
[ -12/5 ] 
f(z) = 75/64*z^3 - 16/3*z + 1
*
4/5 | 0.16563928992617502786624115147402799093 | 0.024634654623538601716660294354130060885
f(z) = 75/64*z^3 - 13/3*z + 1
*
[ 4/3 ] 
f(z) = 75/64*z^3 - 11/6*z + 1
*
[ -8/5 ] 
f(z) = 75/64*z^3 - 11/8*z + 1
*
-4/15 | 0.13606707228605972979274852333574382122 | 0.021058228342593800164166983577118407765
f(z) = 75/64*z^3 - 10/3*z + 1
*
[ 4/5 ] 
f(z) = 75/64*z^3 - z + 1
*
[ -4 ] 
f(z) = 77/64*z^3 - 18*z + 1
*
[ 4/3 ] 
f(z) = 77/64*z^3 - 17/9*z + 1
*
[ 4/7 ] 
f(z) = 77/64*z^3 - 8/7*z + 1
*
[ 4 ] 
f(z) = 79/64*z^3 - 19*z + 1
*
[ 3/4 ] 
f(z) = 64/63*z^3 - 19/21*z + 1
*
[ 6/7 ] 
f(z) = 77/72*z^3 - 20/21*z + 1
*
[ -4/5 ]
f(z) = 75/64*z^3 + 3/2*z + 1
*
[ -9/2 ] 
f(z) = 70/81*z^3 - 293/18*z + 1
*
4 | 0.17489787302862596544844690197898807126 | 0.024750398433580480210133427185152390726
f(z) = 67/80*z^3 - 293/20*z + 1
*
-4 | 0.20273208991119862484643992991966064911 | 0.028717148801197215787320616954737836303
f(z) = 69/80*z^3 - 291/20*z + 1
*
[ 4 ] 
f(z) = 77/80*z^3 - 293/20*z + 1
*
[ -4 ] 
f(z) = 77/80*z^3 - 283/20*z + 1
*
[ -4 ] 
f(z) = 79/80*z^3 - 291/20*z + 1
*
12/5 | 0.13402860504574861235178124712000167104 | 0.016970655450167597167459306759235410716
f(z) = 70/81*z^3 - 299/45*z + 1
*
[ 9/4 ] 
f(z) = 74/81*z^3 - 293/72*z + 1
*
-2 | 0.072116659414944106580977581462826373061 | 0.012758389643041573852671631326284324492
f(z) = 61/82*z^3 - 285/82*z + 1
*
-2 | 0.073291775751615148739861187583361454932 | 0.012950261694881544316279144426084716185
f(z) = 61/86*z^3 - 287/86*z + 1
*
-2 | 0.060652881600406741201656637810411225440 | 0.010703902995453927641480375199332793455
f(z) = 61/90*z^3 - 289/90*z + 1
*
-2 | 0.074981397514144265696155504354815382805 | 0.013216485996491998821406377560264343574
f(z) = 61/94*z^3 - 291/94*z + 1
*
-2 | 0.075638171272107579753936202932654204006 | 0.013316174785258239416457813112724059317
f(z) = 61/98*z^3 - 293/98*z + 1
*
-2 | 0.071710435349864278768025469471491855542 | 0.012624692995425274983976457521747797960
f(z) = 63/82*z^3 - 293/82*z + 1
*
-2 | 0.073124246711085564011999916541001932818 | 0.012858196515581330034423957397757527482
f(z) = 63/86*z^3 - 295/86*z + 1
*
[ -22/9 ] 
f(z) = 63/88*z^3 - 284/99*z + 1
*
-2 | 0.075020511739755143675471532377306922638 | 0.013160469141374575450222326969688632422
f(z) = 63/94*z^3 - 299/94*z + 1
*
[ -5/2 ] 
f(z) = 64/85*z^3 - 281/85*z + 1
*
[ 1/4 ] 
f(z) = 64/93*z^3 - 283/93*z + 1
*
[ 1/4 ] 
f(z) = 64/95*z^3 - 289/95*z + 1
*
[ 1/4 ] 
f(z) = 64/97*z^3 - 295/97*z + 1
*
[ -5/2 ] 
f(z) = 68/95*z^3 - 292/95*z + 1
*
[ 13/6 ] 
f(z) = 72/91*z^3 - 289/91*z + 1
*
[ 33/16 ] 
f(z) = 64/99*z^3 - 295/132*z + 1
*
8/5 | 0.20776219031062156291625820293735714456 | 0.029546336058896255732842776986077584929
f(z) = 65/96*z^3 - 283/120*z + 1
*
[ -7/3 ] 
f(z) = 67/98*z^3 - 289/126*z + 1
*
15/14 | 0.14708515222150435095062423735728195184 | 0.018671795866319016660075227388725831855
f(z) = 70/81*z^3 - 293/126*z + 1
*
3/2 | 0.12416555104701709500564977813365477862 | 0.015789808939337923813279445159300771588
f(z) = 64/81*z^3 - 289/144*z + 1
*
[ 15/8 ] 
f(z) = 64/99*z^3 - 298/165*z + 1
*
[ -2 ] 
f(z) = 67/81*z^3 - 293/162*z + 1
*
[ -2 ] 
f(z) = 67/83*z^3 - 287/166*z + 1
*
[ -2 ] 
f(z) = 67/85*z^3 - 281/170*z + 1
*
[ -2 ] 
f(z) = 68/83*z^3 - 295/166*z + 1
*
[ -2 ] 
f(z) = 68/87*z^3 - 283/174*z + 1
*
[ -2 ] 
f(z) = 69/85*z^3 - 297/170*z + 1
*
[ -2 ] 
f(z) = 69/89*z^3 - 285/178*z + 1
*
[ -2 ] 
f(z) = 70/87*z^3 - 299/174*z + 1
*
[ -2 ] 
f(z) = 70/89*z^3 - 293/178*z + 1
*
[ 2/5 ] 
f(z) = 75/89*z^3 - 291/178*z + 1
*
5/4 | 0.16055078870141707217893023914365847672 | 0.028299249159736619466289543651957237107
f(z) = 64/91*z^3 - 291/182*z + 1
*
[ -2 ] 
f(z) = 70/93*z^3 - 281/186*z + 1
*
[ -2 ] 
f(z) = 71/91*z^3 - 295/182*z + 1
*
[ -2 ] 
f(z) = 71/93*z^3 - 289/186*z + 1
*
[ -2 ] 
f(z) = 71/95*z^3 - 283/190*z + 1
*
[ -2 ] 
f(z) = 72/97*z^3 - 285/194*z + 1
*
[ -2 ] 
f(z) = 73/95*z^3 - 299/190*z + 1
*
[ -2 ] 
f(z) = 73/97*z^3 - 293/194*z + 1
*
[ -2 ] 
f(z) = 73/99*z^3 - 287/198*z + 1
*
[ -2 ] 
f(z) = 74/99*z^3 - 295/198*z + 1
*
[ 2/5 ] 
f(z) = 75/91*z^3 - 297/182*z + 1
*
[ 18/13 ] 
f(z) = 65/81*z^3 - 295/234*z + 1
*
[ -9/5 ] 
f(z) = 71/81*z^3 - 289/225*z + 1
*
[ 21/16 ] 
f(z) = 64/81*z^3 - 283/252*z + 1
*
[ -15/8 ] 
f(z) = 64/85*z^3 - 284/255*z + 1
*
0 | 0.15776869696344183993489658698591585180 | 0.027946183858235271788086629194549479926
f(z) = 66/85*z^3 - 283/255*z + 1
*
0 | 0.13829539092118802257480075911710793013 | 0.024436050092371548004720658594059299110
f(z) = 69/80*z^3 - 287/240*z + 1
*
[ 6/5 ] 
f(z) = 75/82*z^3 - 283/246*z + 1
*
[ 6/5 ] 
f(z) = 75/86*z^3 - 281/258*z + 1
*
[ 8/15 ] 
f(z) = 75/88*z^3 - 295/264*z + 1
*
-16/15 | 0.13432569308503055769843916650565469955 | 0.023705537983369969057857178453454373590
f(z) = 75/88*z^3 - 289/264*z + 1
*
[ 6/11 ] 
f(z) = 77/96*z^3 - 283/264*z + 1
*
[ 9/8 ] 
f(z) = 70/81*z^3 - 283/288*z + 1
*
[ 9/2 ] 
f(z) = 62/81*z^3 - 265/18*z + 1
*
4 | 0.20829446923521690811925228839811630607 | 0.029712582432545341938078649671357157320
f(z) = 63/80*z^3 - 277/20*z + 1
*
[ 4 ] 
f(z) = 69/80*z^3 - 261/20*z + 1
*
[ 4 ] 
f(z) = 71/80*z^3 - 269/20*z + 1
*
[ 4 ] 
f(z) = 73/80*z^3 - 277/20*z + 1
*
[ -4 ] 
f(z) = 73/80*z^3 - 267/20*z + 1
*
-9/4 | 0.21415530955959771722699471170269096469 | 0.027458120334666273674539183668065491258
f(z) = 62/81*z^3 - 271/72*z + 1
*
-12/5 | 0.11954771489820937278306526726137431565 | 0.015577968816165247729205843311014739888
f(z) = 65/96*z^3 - 269/60*z + 1
*
[ -14/5 ] 
f(z) = 65/98*z^3 - 269/70*z + 1
*
[ 9/4 ] 
f(z) = 70/81*z^3 - 275/72*z + 1
*
6/7 | 0.12270792197866802032630424430912123285 | 0.015733109277729345969792516007403313864
f(z) = 70/81*z^3 - 271/63*z + 1
*
1/3 | 0.15446265018771899422269283783632652285 | 0.027572183869435264719200338828448850172
f(z) = 63/88*z^3 - 271/88*z + 1
*
[ 1/4 ] 
f(z) = 64/87*z^3 - 265/87*z + 1
*
[ 1/4 ] 
f(z) = 64/89*z^3 - 271/89*z + 1
*
[ 1/4 ] 
f(z) = 64/91*z^3 - 277/91*z + 1
*
[ -5/2 ] 
f(z) = 64/95*z^3 - 267/95*z + 1
*
[ 9/4 ] 
f(z) = 64/99*z^3 - 269/99*z + 1
*
0 | 0.097736418308117802712056014053343008834 | 0.017552150058621995523668305310703067615
f(z) = 64/99*z^3 - 262/99*z + 1
*
0 | 0.098912557675229563062427609358932550903 | 0.017775576408177866836426452914729585257
f(z) = 65/98*z^3 - 261/98*z + 1
*
0 | 0.098121851109294504568251685114931640334 | 0.017609321376018305923764884465344794842
f(z) = 65/99*z^3 - 263/99*z + 1
*
0 | 0.11255053791995306140965310590077729376 | 0.020226457930110366963111928340079813074
f(z) = 67/97*z^3 - 261/97*z + 1
*
0 | 0.099655611140722491207646504214974868545 | 0.017884575796942586676100123884119436911
f(z) = 67/98*z^3 - 263/98*z + 1
*
0 | 0.098867996348286292147522263761201869487 | 0.017719136845628773050954540576417430248
f(z) = 67/99*z^3 - 265/99*z + 1
*
0 | 0.11290913740220097583498612961417880107 | 0.020276966938007757832614350256855624803
f(z) = 68/97*z^3 - 262/97*z + 1
*
0 | 0.099229438403727324004051627677266306687 | 0.017771917973270563174821087668914844238
f(z) = 68/99*z^3 - 266/99*z + 1
*
0 | 0.11326056446838062470355856069125697384 | 0.020326172574255813709458652978809473189
f(z) = 69/97*z^3 - 263/97*z + 1
*
0 | 0.10036839303483487055591413035940600912 | 0.017988038160448865072122518795917308893
f(z) = 69/98*z^3 - 265/98*z + 1
*
0 | 0.11360511531949134934687074938125350916 | 0.020374130613098296194519344038613723007
f(z) = 70/97*z^3 - 264/97*z + 1
*
0 | 0.099930702033237768421438540274421070400 | 0.017873535098825601923994865999987847577
f(z) = 70/99*z^3 - 268/99*z + 1
*
0 | 0.11405065757646667279080060499787571131 | 0.020496044443718891427237992997565154058
f(z) = 71/95*z^3 - 261/95*z + 1
*
0 | 0.067980226253712255759607009261959312009 | 0.012199990499391049483685592769364261550
f(z) = 71/96*z^3 - 263/96*z + 1
*
0 | 0.11394306732934125842307767072447197492 | 0.020420893283878977051384373089792357008
f(z) = 71/97*z^3 - 265/97*z + 1
*
0 | 0.10105340021191938003328735329342951657 | 0.018086433303803085115753501939741270857
f(z) = 71/98*z^3 - 267/98*z + 1
*
0 | 0.10027111582234092451931890590567480291 | 0.017922482326421091645511089901056063760
f(z) = 71/99*z^3 - 269/99*z + 1
*
[ -7/3 ] 
f(z) = 72/91*z^3 - 262/91*z + 1
*
0 | 0.11437997622022522607692141448633883723 | 0.020541109865412982690519533385096177276
f(z) = 72/95*z^3 - 262/95*z + 1
*
0 | 0.11427468066697061273829380928451015543 | 0.020466509575235123652282019495999405850
f(z) = 72/97*z^3 - 266/97*z + 1
*
0 | 0.10191902569144916015843370120320853728 | 0.018315868795687705346593260281250696868
f(z) = 73/94*z^3 - 261/94*z + 1
*
0 | 0.11470329913898687711825895470120519540 | 0.020585091236998234081740676662535563265
f(z) = 73/95*z^3 - 263/95*z + 1
*
0 | 0.068635099674806982207801232869427731819 | 0.012300792657586367509061124950472020468
f(z) = 73/96*z^3 - 265/96*z + 1
*
0 | 0.11460019974302035755006212822605602956 | 0.020511025506395285483854837399383798084
f(z) = 73/97*z^3 - 267/97*z + 1
*
0 | 0.10171281932529899303769510947404810765 | 0.018180172742447641126735604222823402756
f(z) = 73/98*z^3 - 269/98*z + 1
*
0 | 0.10093284993209930911514506166051508546 | 0.018016906309789734237993555196927945830
f(z) = 73/99*z^3 - 271/99*z + 1
*
0 | 0.11502084994912120821451016446744804839 | 0.020628030819761052234284369758565351426
f(z) = 74/95*z^3 - 264/95*z + 1
*
0 | 0.11491985450295980632711203085496355590 | 0.020554484369852603504641987958023193136
f(z) = 74/97*z^3 - 268/97*z + 1
*
0 | 0.10125465859476007410313717744684544571 | 0.018062474806868007958905061569855024136
f(z) = 74/99*z^3 - 272/99*z + 1
*
0 | 0.10254654037730405178142386360361087047 | 0.018403392976059887371501271013100860920
f(z) = 75/94*z^3 - 263/94*z + 1
*
0 | 0.11523386158663005077645482873487505541 | 0.020596926949041460941209001146976626116
f(z) = 75/97*z^3 - 269/97*z + 1
*
0 | 0.10234857792161548926718165892536713260 | 0.018269619262653141790626742606096444501
f(z) = 75/98*z^3 - 271/98*z + 1
*
0 | 0.095391899526857286915566717513817361659 | 0.017131105926083692975327988959372566661
f(z) = 76/93*z^3 - 262/93*z + 1
*
0 | 0.11554242537069232630431698761513331836 | 0.020638391714111570896176283144190378601
f(z) = 76/97*z^3 - 270/97*z + 1
*
0 | 0.10188127392200173808516142610484870564 | 0.018150534245967921292497778719166236586
f(z) = 76/99*z^3 - 274/99*z + 1
*
[ 3/11 ] 
f(z) = 77/81*z^3 - 271/99*z + 1
*
[ 2 ] 
f(z) = 77/82*z^3 - 267/82*z + 1
*
[ 2 ] 
f(z) = 77/86*z^3 - 265/86*z + 1
*
[ 2 ] 
f(z) = 77/90*z^3 - 263/90*z + 1
*
0 | 0.090411140268545667058220678721046741701 | 0.016247786628577748944271024696938257233
f(z) = 77/92*z^3 - 261/92*z + 1
*
0 | 0.095690498581517296538649808251820509853 | 0.017172981584667103326127970539876098942
f(z) = 77/93*z^3 - 263/93*z + 1
*
0 | 0.10315275356238955715653738147182322484 | 0.018487051663681084456736159565438737266
f(z) = 77/94*z^3 - 265/94*z + 1
*
[ 2 ] 
f(z) = 77/94*z^3 - 261/94*z + 1
*
0 | 0.11594092018597865993122867297169928131 | 0.020750986267930853102977677928263204392
f(z) = 77/95*z^3 - 267/95*z + 1
*
0 | 0.069876657534597795238716935830091662311 | 0.012489769854682071761700821643691610633
f(z) = 77/96*z^3 - 269/96*z + 1
*
0 | 0.11584573890818145386871473435766798261 | 0.020678914998448782229069656544188376847
f(z) = 77/97*z^3 - 271/97*z + 1
*
0 | 0.11623737758476963738116449175174257930 | 0.020790135621841290310379475986506766063
f(z) = 78/95*z^3 - 268/95*z + 1
*
0 | 0.11614398477736497841541321031379138372 | 0.020718531158219518334554433759403923475
f(z) = 78/97*z^3 - 272/97*z + 1
*
[ 2 ] 
f(z) = 79/82*z^3 - 275/82*z + 1
*
[ 2 ] 
f(z) = 79/86*z^3 - 273/86*z + 1
*
[ 2 ] 
f(z) = 79/90*z^3 - 271/90*z + 1
*
0 | 0.11670979546944898104974650398700470499 | 0.020973918132434811266041347843991261958
f(z) = 79/91*z^3 - 261/91*z + 1
*
0 | 0.090994098340007016954040999022041583529 | 0.016330147697737601877439593709152892674
f(z) = 79/92*z^3 - 263/92*z + 1
*
0 | 0.096276182605696007669521570319665139101 | 0.017254631605514897269500936921607994676
f(z) = 79/93*z^3 - 265/93*z + 1
*
[ 2 ] 
f(z) = 79/94*z^3 - 269/94*z + 1
*
0 | 0.10373911370601810926185506381089582086 | 0.018567119533878212513285662507668824812
f(z) = 79/94*z^3 - 267/94*z + 1
*
0 | 0.11652900778051971881703132589480673330 | 0.020828421677904818355139816135653043095
f(z) = 79/95*z^3 - 269/95*z + 1
*
0 | 0.070466490618289221963481058696996374705 | 0.012578542667758672540391934980657811423
f(z) = 79/96*z^3 - 271/96*z + 1
*
0 | 0.11643733585042809715420436512470343147 | 0.020757272716902721772921192417552923014
f(z) = 79/97*z^3 - 273/97*z + 1
*
0 | 0.10355576467658275074894437826179679086 | 0.018436885334281097595514575875880237401
f(z) = 79/98*z^3 - 275/98*z + 1
*
[ 2 ] 
f(z) = 79/98*z^3 - 267/98*z + 1
*
0 | 0.10278166985720739853292834197759090572 | 0.018275488962139744777384295190830843621
f(z) = 79/99*z^3 - 277/99*z + 1
*
[ -7/3 ] 
f(z) = 65/98*z^3 - 275/126*z + 1
*
-10/7 | 0.12544869483037682979767853490730312636 | 0.017989233662031548030872383724821176384
f(z) = 63/80*z^3 - 267/140*z + 1
*
4/3 | 0.19117194680270908083925136540373199478 | 0.027503530617827630398445800590442693081
f(z) = 63/80*z^3 - 261/140*z + 1
*
[ -2 ] 
f(z) = 64/81*z^3 - 269/162*z + 1
*
[ -2 ] 
f(z) = 64/83*z^3 - 263/166*z + 1
*
[ -2 ] 
f(z) = 65/81*z^3 - 277/162*z + 1
*
[ -2 ] 
f(z) = 65/83*z^3 - 271/166*z + 1
*
[ -2 ] 
f(z) = 66/83*z^3 - 279/166*z + 1
*
[ -2 ] 
f(z) = 66/85*z^3 - 273/170*z + 1
*
[ -2 ] 
f(z) = 66/89*z^3 - 261/178*z + 1
*
[ -2 ] 
f(z) = 67/87*z^3 - 275/174*z + 1
*
[ -2 ] 
f(z) = 67/89*z^3 - 269/178*z + 1
*
[ -2 ] 
f(z) = 68/89*z^3 - 277/178*z + 1
*
[ 5/12 ] 
f(z) = 72/85*z^3 - 263/170*z + 1
*
[ 3/2 ] 
f(z) = 74/87*z^3 - 275/174*z + 1
*
[ 2/5 ] 
f(z) = 75/83*z^3 - 273/166*z + 1
*
[ -2 ] 
f(z) = 67/91*z^3 - 263/182*z + 1
*
[ -2 ] 
f(z) = 68/91*z^3 - 271/182*z + 1
*
[ -2 ] 
f(z) = 68/93*z^3 - 265/186*z + 1
*
[ -2 ] 
f(z) = 69/91*z^3 - 279/182*z + 1
*
[ -2 ] 
f(z) = 69/95*z^3 - 267/190*z + 1
*
[ -2 ] 
f(z) = 69/97*z^3 - 261/194*z + 1
*
[ -2 ] 
f(z) = 70/97*z^3 - 269/194*z + 1
*
[ -2 ] 
f(z) = 70/99*z^3 - 263/198*z + 1
*
[ -2 ] 
f(z) = 71/97*z^3 - 277/194*z + 1
*
[ -2 ] 
f(z) = 71/99*z^3 - 271/198*z + 1
*
[ 3/2 ] 
f(z) = 74/93*z^3 - 271/186*z + 1
*
[ 4/3 ] 
f(z) = 77/80*z^3 - 263/180*z + 1
*
[ 4/3 ] 
f(z) = 79/80*z^3 - 271/180*z + 1
*
-6/5 | 0.14371407273550479081509679444325225026 | 0.022855805575214318699018831622077147339
f(z) = 65/84*z^3 - 269/210*z + 1
*
[ -9/5 ] 
f(z) = 68/81*z^3 - 262/225*z + 1
*
[ 3/5 ] 
f(z) = 75/91*z^3 - 263/273*z + 1
*
[ 3/5 ] 
f(z) = 75/92*z^3 - 265/276*z + 1
*
[ 6/5 ] 
f(z) = 75/94*z^3 - 277/282*z + 1
*
[ 3/5 ] 
f(z) = 75/94*z^3 - 269/282*z + 1
*
[ 3/5 ] 
f(z) = 75/97*z^3 - 275/291*z + 1
*
[ 3/5 ] 
f(z) = 75/98*z^3 - 277/294*z + 1
*
[ 6/5 ] 
f(z) = 75/98*z^3 - 275/294*z + 1
*
[ -9/2 ] 
f(z) = 62/81*z^3 - 257/18*z + 1
*
[ 4 ] 
f(z) = 67/80*z^3 - 253/20*z + 1
*
[ -4 ] 
f(z) = 67/80*z^3 - 243/20*z + 1
*
[ -4 ] 
f(z) = 69/80*z^3 - 251/20*z + 1
*
[ -4 ] 
f(z) = 71/80*z^3 - 259/20*z + 1
*
-8/3 | 0.18235279357943701220927476387473752502 | 0.029361541770179120864207123680122165580
f(z) = 63/80*z^3 - 249/40*z + 1
*
[ -21/8 ] 
f(z) = 64/81*z^3 - 256/63*z + 1
*
0 | 0.11022899576545018244911542235133969711 | 0.020082027026863667860631283115923838803
f(z) = 60/91*z^3 - 242/91*z + 1
*
0 | 0.10980971307477758053378943795619110649 | 0.019830790011870162119543720592233732338
f(z) = 60/97*z^3 - 254/97*z + 1
*
0 | 0.084304068520600688753410915792430845152 | 0.015370499499413112801055071893822022342
f(z) = 61/90*z^3 - 241/90*z + 1
*
0 | 0.11063640155708643875812923266087336839 | 0.020141118518019717684239695904175688371
f(z) = 61/91*z^3 - 243/91*z + 1
*
0 | 0.084898918087355824048510265395458878102 | 0.015432636469348572990699625278826702703
f(z) = 61/92*z^3 - 245/92*z + 1
*
0 | 0.090158933034217797827126855810337794553 | 0.016364599393877469919026116699353559449
f(z) = 61/93*z^3 - 247/93*z + 1
*
0 | 0.097599505350922820823554486394002406067 | 0.017689232184194889758483032338476466895
f(z) = 61/94*z^3 - 249/94*z + 1
*
0 | 0.11036674448491999413031117111270966709 | 0.019974243867555580794924394610750803476
f(z) = 61/95*z^3 - 251/95*z + 1
*
0 | 0.064282302935196717036557204203731284720 | 0.011617165765422980445432923800881868517
f(z) = 61/96*z^3 - 253/96*z + 1
*
0 | 0.11022884635361361576529611306926628878 | 0.019892366687724856221624940422380410343
f(z) = 61/97*z^3 - 255/97*z + 1
*
0 | 0.097323689426131478675388564155553062080 | 0.017538719588122062891210713840240598384
f(z) = 61/98*z^3 - 257/98*z + 1
*
0 | 0.096525683690837778610473098115263982813 | 0.017370644299063612360814838592281686025
f(z) = 61/99*z^3 - 259/99*z + 1
*
0 | 0.11103450689621614390171564499715330101 | 0.020198491722580294221619478037209049341
f(z) = 62/91*z^3 - 244/91*z + 1
*
0 | 0.11077210777136271513022831356816214498 | 0.020033190772180938986904210975130266044
f(z) = 62/95*z^3 - 252/95*z + 1
*
0 | 0.11063801807982274503151476394832809597 | 0.019952115002192968483992396547299152957
f(z) = 62/97*z^3 - 256/97*z + 1
*
0 | 0.096938792596375345202852887987500155869 | 0.017432897444745772011115957757660971682
f(z) = 62/99*z^3 - 260/99*z + 1
*
0 | 0.11154891428146724226670380180352772562 | 0.020337838507810509710598510980893420255
f(z) = 63/89*z^3 - 241/89*z + 1
*
0 | 0.085689716692312382174190672104401913793 | 0.015553399298906346342042057874096406556
f(z) = 63/92*z^3 - 247/92*z + 1
*
0 | 0.098397363702231568377679770500155867076 | 0.017808017693060431041025095202794150118
f(z) = 63/94*z^3 - 251/94*z + 1
*
0 | 0.11116821704042871504728997730279147920 | 0.020090437744694778489204862684720514129
f(z) = 63/95*z^3 - 253/95*z + 1
*
0 | 0.11103772372045663760366948182821892964 | 0.020010128176599565019123363956157230377
f(z) = 63/97*z^3 - 257/97*z + 1
*
[ 1/4 ] 
f(z) = 64/81*z^3 - 247/81*z + 1
*
[ 1/4 ] 
f(z) = 64/83*z^3 - 253/83*z + 1
*
[ 17/8 ] 
f(z) = 64/85*z^3 - 244/85*z + 1
*
0 | 0.11192659561680107938442132932725016058 | 0.020391303600227079618016145875091314636
f(z) = 64/89*z^3 - 242/89*z + 1
*
0 | 0.11180454377245051792814625728836703032 | 0.020308412498451959168433012821162300002
f(z) = 64/91*z^3 - 246/91*z + 1
*
0 | 0.091337228921638685115739675173759618085 | 0.016542221394007779720598354551995924050
f(z) = 64/93*z^3 - 250/93*z + 1
*
0 | 0.11155551194248774663329683592226998785 | 0.020146067866434314247070860250411484403
f(z) = 64/95*z^3 - 254/95*z + 1
*
0 | 0.11142842053571099170709389483984205985 | 0.020066492260862340682074130400144374497
f(z) = 64/97*z^3 - 258/97*z + 1
*
0 | 0.080978311742060546448509727862545744367 | 0.014764140354513366854269372355056866749
f(z) = 65/88*z^3 - 241/88*z + 1
*
0 | 0.11229635868617221437708518983783217198 | 0.020443310136702266021702825062835272205
f(z) = 65/89*z^3 - 243/89*z + 1
*
0 | 0.086446325967354615436369384005330428467 | 0.015667795917704137544334720210824220220
f(z) = 65/92*z^3 - 249/92*z + 1
*
0 | 0.091712987430346874654737600623842760573 | 0.016598275008520435336131989927165211671
f(z) = 65/93*z^3 - 251/93*z + 1
*
0 | 0.099160308014677686168428825407746479243 | 0.017920355727115275996076300600378907299
f(z) = 65/94*z^3 - 253/94*z + 1
*
0 | 0.065856918189960268295842172778394550326 | 0.011868087080158283476352734556374146335
f(z) = 65/96*z^3 - 257/96*z + 1
*
0 | 0.11181053157844358849770221386419915895 | 0.020121286881107259214940611378108780785
f(z) = 65/97*z^3 - 259/97*z + 1
*
0 | 0.11265854470362401341162774331811633972 | 0.020493923432298664425012442326086531489
f(z) = 66/89*z^3 - 244/89*z + 1
*
0 | 0.11254225944957564247213274069384815025 | 0.020412390298479421382633988589875528229
f(z) = 66/91*z^3 - 248/91*z + 1
*
0 | 0.11230525904297840365188859914281376054 | 0.020252780035881919439872830536196082407
f(z) = 66/95*z^3 - 256/95*z + 1
*
0 | 0.11218444916786456234972882312585839406 | 0.020174585889280036150570497625674528830
f(z) = 66/97*z^3 - 260/97*z + 1
*
0 | 0.092782093553934070834634656539735213072 | 0.016916231298810427161425788586656984267
f(z) = 67/87*z^3 - 241/87*z + 1
*
0 | 0.084545192793975813547679100615320536730 | 0.015391270180761082055989795388741912146
f(z) = 67/88*z^3 - 243/88*z + 1
*
0 | 0.11301347233526098619992718261477438766 | 0.020543204483410450272850152633154955082
f(z) = 67/89*z^3 - 245/89*z + 1
*
0 | 0.086558318202995242572271808620973930865 | 0.015711057728047772269621341001685777057
f(z) = 67/90*z^3 - 247/90*z + 1
*
0 | 0.11289986498053999994126872570895512835 | 0.020462316054003881042481996594525560978
f(z) = 67/91*z^3 - 249/91*z + 1
*
0 | 0.087171729675467318293093540834867369360 | 0.015776395281210129878262115808007479252
f(z) = 67/92*z^3 - 251/92*z + 1
*
0 | 0.092440196982505158230573591714672021841 | 0.016705890154817759884653529384165759958
f(z) = 67/93*z^3 - 253/93*z + 1
*
0 | 0.099891430209553634587092534168676167936 | 0.018026832579878261858135262209233912585
f(z) = 67/94*z^3 - 255/94*z + 1
*
0 | 0.11266844158248674444341767558618416861 | 0.020304000136017994727483509848937661085
f(z) = 67/95*z^3 - 257/95*z + 1
*
0 | 0.066592887355828732211059267468990816724 | 0.011983974781372219510671590679259841851
f(z) = 67/96*z^3 - 259/96*z + 1
*
0 | 0.093127571402711009215178910469166527536 | 0.016966410633322715065148151080621641075
f(z) = 68/87*z^3 - 242/87*z + 1
*
0 | 0.11336143971408348586679704328983462121 | 0.020591210352036502236051452289943877113
f(z) = 68/89*z^3 - 246/89*z + 1
*
0 | 0.11325038627155403673810644955116151327 | 0.020510945917444143484250975117815660912
f(z) = 68/91*z^3 - 250/91*z + 1
*
0 | 0.092794373107966348383107345307474598253 | 0.016757950420415844701108849750294129098
f(z) = 68/93*z^3 - 254/93*z + 1
*
0 | 0.11302427572110681406758988486250177355 | 0.020353880483483152101074413493700741579
f(z) = 68/95*z^3 - 258/95*z + 1
*
0 | 0.10102795848065609446227985985931961802 | 0.018419635167123589925049625233188576359
f(z) = 69/86*z^3 - 241/86*z + 1
*
0 | 0.078576263169083568716462864865688010290 | 0.014283325770542782018660273500721821417
f(z) = 69/88*z^3 - 245/88*z + 1
*
0 | 0.11370272622849385798012859940611651256 | 0.020637994507042799252995383417876124589
f(z) = 69/89*z^3 - 247/89*z + 1
*
0 | 0.11359411128425668435448087902752643837 | 0.020558334771032501432399141683636460825
f(z) = 69/91*z^3 - 251/91*z + 1
*
0 | 0.10059341039345828774919875615653191459 | 0.018127956592139200898412806890073988997
f(z) = 69/94*z^3 - 257/94*z + 1
*
0 | 0.11337306811151026829303167406453296575 | 0.020402479049682074374864825466347225350
f(z) = 69/95*z^3 - 259/95*z + 1
*
0 | 0.093798038460560236364895195340866886831 | 0.017062973992497262629019535514323566357
f(z) = 70/87*z^3 - 244/87*z + 1
*
0 | 0.11403759411493327182440468146777030119 | 0.020683607128187749567498177372739120340
f(z) = 70/89*z^3 - 248/89*z + 1
*
0 | 0.093480186963628399821767244601775990933 | 0.016857925269224977293728800210230823450
f(z) = 70/93*z^3 - 256/93*z + 1
*
[ 2 ] 
f(z) = 71/82*z^3 - 243/82*z + 1
*
0 | 0.11457107980513145388102442974086945348 | 0.020888846240696772414764036580188267788
f(z) = 71/85*z^3 - 241/85*z + 1
*
0 | 0.10168488108378280267482995303457748612 | 0.018511513503468877057476062189698615408
f(z) = 71/86*z^3 - 243/86*z + 1
*
[ 2 ] 
f(z) = 71/86*z^3 - 241/86*z + 1
*
0 | 0.094124555919480428476455023182253075613 | 0.017109641525108552401011115051420564913
f(z) = 71/87*z^3 - 245/87*z + 1
*
0 | 0.085893321161876059921238025313520889543 | 0.015590355210728727322441911985388230671
f(z) = 71/88*z^3 - 247/88*z + 1
*
0 | 0.11436628988036021389728376402522546488 | 0.020728095377785661141684216432002674856
f(z) = 71/89*z^3 - 249/89*z + 1
*
0 | 0.087915882934600034074687354147988872373 | 0.015911072613065144249495078263598498531
f(z) = 71/90*z^3 - 251/90*z + 1
*
0 | 0.11426223616146395944238811869565812633 | 0.020649592152194612205812739318994743299
f(z) = 71/91*z^3 - 253/91*z + 1
*
0 | 0.088538967858826372493478642296232068881 | 0.015978118914085148550657352420012549581
f(z) = 71/92*z^3 - 255/92*z + 1
*
0 | 0.093813397666324511220276066831507275127 | 0.016906129278293350136168889475464701903
f(z) = 71/93*z^3 - 257/93*z + 1
*
0 | 0.10126858941072640048926684084664673111 | 0.018224171827219309808196065161170637778
f(z) = 71/94*z^3 - 259/94*z + 1
*
0 | 0.11468904557637001282676483073559392810 | 0.020771503644143218680867877961610595852
f(z) = 72/89*z^3 - 250/89*z + 1
*
0 | 0.11458712816059082449500753899252529414 | 0.020693554449673470781001700229668926060
f(z) = 72/91*z^3 - 254/91*z + 1
*
[ 2 ] 
f(z) = 73/82*z^3 - 251/82*z + 1
*
0 | 0.069236888302276531972119928915331661117 | 0.012623418723036029037941061423367521944
f(z) = 73/84*z^3 - 241/84*z + 1
*
0 | 0.11520277974060055634404871881081504529 | 0.020972417827269228274297947806165550562
f(z) = 73/85*z^3 - 243/85*z + 1
*
[ 2 ] 
f(z) = 73/86*z^3 - 249/86*z + 1
*
0 | 0.10231856982432729498168427447718407736 | 0.018599121493371214002779568549675750421
f(z) = 73/86*z^3 - 245/86*z + 1
*
0 | 0.094760255656518078866900253486159536937 | 0.017199777882151636838178511038250492114
f(z) = 73/87*z^3 - 247/87*z + 1
*
0 | 0.083678596990469365315906816805175311383 | 0.015166164271938993874893346397490215309
f(z) = 73/88*z^3 - 249/88*z + 1
*
0 | 0.11500607994351619608481808958426314530 | 0.020813873760290705991193302657948754180
f(z) = 73/89*z^3 - 251/89*z + 1
*
0 | 0.088557753236281366517779759474951029639 | 0.016004250815289427933677179975611057217
f(z) = 73/90*z^3 - 253/90*z + 1
*
[ 2 ] 
f(z) = 73/90*z^3 - 247/90*z + 1
*
0 | 0.11490621071169814584838635449859160586 | 0.020736463764134674054286337068293129421
f(z) = 73/91*z^3 - 255/91*z + 1
*
0 | 0.089185071153403076010982057768524977721 | 0.016072057724378293411027183121169381232
f(z) = 73/92*z^3 - 257/92*z + 1
*
0 | 0.094460621083689627987814243373673106576 | 0.016999018151157110831307310108637556884
f(z) = 73/93*z^3 - 259/93*z + 1
*
[ 2 ] 
f(z) = 73/94*z^3 - 245/94*z + 1
*
[ 2 ] 
f(z) = 73/98*z^3 - 243/98*z + 1
*
0 | 0.11551049465436134765561235894770108110 | 0.021012726902349868851752644761321725020
f(z) = 74/85*z^3 - 244/85*z + 1
*
0 | 0.095070885941783074915779261828858414976 | 0.017243514030704080215653797459499863316
f(z) = 74/87*z^3 - 248/87*z + 1
*
0 | 0.11531759944170036028147955857488548261 | 0.020855245201019521062555364567574636877
f(z) = 74/89*z^3 - 252/89*z + 1
*
0 | 0.11521969570858734807781271931532134415 | 0.020778360451439293221336680566565247124
f(z) = 74/91*z^3 - 256/91*z + 1
*
0 | 0.094776115928068414617355790519686259440 | 0.017043974501154777654611848937367087822
f(z) = 74/93*z^3 - 260/93*z + 1
*
[ 2 ] 
f(z) = 75/82*z^3 - 259/82*z + 1
*
0 | 0.11590630458265155557629890424925434280 | 0.021132287300358817723023702517451443500
f(z) = 75/83*z^3 - 241/83*z + 1
*
[ 2 ] 
f(z) = 75/86*z^3 - 257/86*z + 1
*
0 | 0.10293066324120771601087110522253053539 | 0.018682775101710557527094663523067259016
f(z) = 75/86*z^3 - 247/86*z + 1
*
0 | 0.087146878323272466409065035809757537394 | 0.015771897667626480972075722483944676850
f(z) = 75/88*z^3 - 251/88*z + 1
*
0 | 0.11562379918024587699734786001430218277 | 0.020895655260811068532948946047596868988
f(z) = 75/89*z^3 - 253/89*z + 1
*
0 | 0.11552778325160287929046546372095246163 | 0.020819282612843166290953848620482938467
f(z) = 75/91*z^3 - 257/91*z + 1
*
0 | 0.089808602364610449478265518002008192693 | 0.016161846536806967748389421602791384229
f(z) = 75/92*z^3 - 259/92*z + 1
*
[ 2 ] 
f(z) = 75/94*z^3 - 253/94*z + 1
*
2/5 | 0.15299539327457031364310761850399608339 | 0.027571327358626268121074639960544397795
f(z) = 75/98*z^3 - 257/98*z + 1
*
[ 2 ] 
f(z) = 75/98*z^3 - 251/98*z + 1
*
0 | 0.11620214555388767422991237214626024662 | 0.021170243014444173185161231885712182862
f(z) = 76/83*z^3 - 242/83*z + 1
*
0 | 0.11611058420765698008682521655047505772 | 0.021090570740349230647935406714542772197
f(z) = 76/85*z^3 - 246/85*z + 1
*
0 | 0.095674525441100034408599534082953101374 | 0.017327755618370383356090383067453902738
f(z) = 76/87*z^3 - 250/87*z + 1
*
0 | 0.11592486375938127025649429543345524326 | 0.020935139214884100173111002877523172959
f(z) = 76/89*z^3 - 254/89*z + 1
*
0 | 0.11583066253368894681647733233692964634 | 0.020859266263743922032119006170557053585
f(z) = 76/91*z^3 - 258/91*z + 1
*
0 | 0.10370246834638498213195686475095895063 | 0.018907257571044889904614735389897898930
f(z) = 77/82*z^3 - 241/82*z + 1
*
0 | 0.11649321991612320036884728907088710334 | 0.021207339680744414634067126242103936926
f(z) = 77/83*z^3 - 243/83*z + 1
*
0 | 0.11640330182478523898924153533686349882 | 0.021128171534197917006529213433958464928
f(z) = 77/85*z^3 - 247/85*z + 1
*
0 | 0.10352262745740864136131507374761063264 | 0.018762756909758209805182949895193316371
f(z) = 77/86*z^3 - 249/86*z + 1
*
0 | 0.095968919299573407421335571933491900215 | 0.017368516274912484029533575798861137535
f(z) = 77/87*z^3 - 251/87*z + 1
*
0 | 0.11622096803326679967108664375919722145 | 0.020973730465285785713532373994275565471
f(z) = 77/89*z^3 - 255/89*z + 1
*
0 | 0.089776328409680899759332740014579049926 | 0.016178608300948552879590488396752135631
f(z) = 77/90*z^3 - 257/90*z + 1
*
4/7 | 0.21801047885332913635129095833353246476 | 0.028637241255263165827968460062865562229
f(z) = 77/96*z^3 - 253/84*z + 1
*
0 | 0.11677968273159343571290705328310843003 | 0.021243607243866867544288209413036026951
f(z) = 78/83*z^3 - 244/83*z + 1
*
0 | 0.11669134880386436139329695130070988436 | 0.021164932780718759789834454623855732875
f(z) = 78/85*z^3 - 248/85*z + 1
*
0 | 0.11651227780335065509705843871515670711 | 0.021011460673696404620576205864554795256
f(z) = 78/89*z^3 - 256/89*z + 1
*
0 | 0.10358462371839986166637021832445042292 | 0.018885771884443522632787488721377379004
f(z) = 79/81*z^3 - 241/81*z + 1
*
0 | 0.10426939571196058005668559600989888133 | 0.018982018822740534715025146572443605722
f(z) = 79/82*z^3 - 243/82*z + 1
*
0 | 0.11706168142907321417175199804308487639 | 0.021279074158833553145586860136787910285
f(z) = 79/83*z^3 - 245/83*z + 1
*
0 | 0.071003921300382734147760608805850549500 | 0.012887804772868979813931426325663204883
f(z) = 79/84*z^3 - 247/84*z + 1
*
0 | 0.11697487575002329431148372579228876220 | 0.021200883441157171654155883122508551290
f(z) = 79/85*z^3 - 249/85*z + 1
*
0 | 0.10409578015272711528851085793253722160 | 0.018839320739755267398488201417498814120
f(z) = 79/86*z^3 - 251/86*z + 1
*
0 | 0.096543666154110153669521293969714406331 | 0.017447473442956879324674056259379440577
f(z) = 79/87*z^3 - 253/87*z + 1
*
0 | 0.088318651140077708663870235520830735683 | 0.015938359621470170621809904487298501889
f(z) = 79/88*z^3 - 255/88*z + 1
*
0 | 0.11679895044969718958656947670164071149 | 0.021048359882400610655784766661637830040
f(z) = 79/89*z^3 - 257/89*z + 1
*
0 | 0.090355952782653382710816161548365010504 | 0.016260347050403123158559059778264444129
f(z) = 79/90*z^3 - 259/90*z + 1
*
[ -7/3 ] 
f(z) = 61/98*z^3 - 247/126*z + 1
*
-8/5 | 0.093984700282107905957165184083649453331 | 0.013582224610475579171913984777168076380
f(z) = 65/96*z^3 - 253/120*z + 1
*
[ 4/11 ] 
f(z) = 77/96*z^3 - 245/132*z + 1
*
[ 22/13 ] 
f(z) = 65/88*z^3 - 244/143*z + 1
*
12/13 | 0.19781855706389743520037000789798180102 | 0.025905130035790554152170370139895560290
f(z) = 65/96*z^3 - 259/156*z + 1
*
[ 3/8 ] 
f(z) = 68/81*z^3 - 257/144*z + 1
*
[ 3/8 ] 
f(z) = 76/81*z^3 - 259/144*z + 1
*
[ -2 ] 
f(z) = 61/81*z^3 - 245/162*z + 1
*
[ -2 ] 
f(z) = 62/81*z^3 - 253/162*z + 1
*
[ -2 ] 
f(z) = 62/83*z^3 - 247/166*z + 1
*
[ -2 ] 
f(z) = 62/85*z^3 - 241/170*z + 1
*
[ -2 ] 
f(z) = 63/83*z^3 - 255/166*z + 1
*
[ -2 ] 
f(z) = 63/85*z^3 - 249/170*z + 1
*
[ -2 ] 
f(z) = 64/85*z^3 - 257/170*z + 1
*
[ -2 ] 
f(z) = 64/87*z^3 - 251/174*z + 1
*
[ -2 ] 
f(z) = 64/89*z^3 - 245/178*z + 1
*
[ -2 ] 
f(z) = 65/87*z^3 - 259/174*z + 1
*
[ -2 ] 
f(z) = 65/89*z^3 - 253/178*z + 1
*
[ 3/2 ] 
f(z) = 70/87*z^3 - 257/174*z + 1
*
[ -2 ] 
f(z) = 65/93*z^3 - 241/186*z + 1
*
[ -2 ] 
f(z) = 66/91*z^3 - 255/182*z + 1
*
[ -2 ] 
f(z) = 66/95*z^3 - 243/190*z + 1
*
[ -2 ] 
f(z) = 67/93*z^3 - 257/186*z + 1
*
[ -2 ] 
f(z) = 67/95*z^3 - 251/190*z + 1
*
[ -2 ] 
f(z) = 67/97*z^3 - 245/194*z + 1
*
[ -2 ] 
f(z) = 68/95*z^3 - 259/190*z + 1
*
[ -2 ] 
f(z) = 68/97*z^3 - 253/194*z + 1
*
[ -2 ] 
f(z) = 68/99*z^3 - 247/198*z + 1
*
[ 3/2 ] 
f(z) = 70/93*z^3 - 253/186*z + 1
*
[ 4/3 ] 
f(z) = 73/80*z^3 - 247/180*z + 1
*
[ -9/5 ] 
f(z) = 67/81*z^3 - 253/225*z + 1
*
[ -12/7 ] 
f(z) = 70/81*z^3 - 241/252*z + 1
*
[ 3/5 ] 
f(z) = 75/82*z^3 - 245/246*z + 1
*
[ 3/5 ] 
f(z) = 75/83*z^3 - 247/249*z + 1
*
[ 3/5 ] 
f(z) = 75/86*z^3 - 253/258*z + 1
*
[ -5/3 ] 
f(z) = 78/85*z^3 - 242/255*z + 1
*
[ 3/5 ] 
f(z) = 75/88*z^3 - 257/264*z + 1
*
[ 3/5 ] 
f(z) = 75/89*z^3 - 259/267*z + 1
*
[ 9/8 ] 
f(z) = 62/81*z^3 - 247/288*z + 1
*
[ 8/7 ] 
f(z) = 63/80*z^3 - 253/280*z + 1
*
[ 2/3 ] 
f(z) = 75/94*z^3 - 241/282*z + 1
*
[ 2/3 ] 
f(z) = 75/98*z^3 - 247/294*z + 1
*
[ 4 ] 
f(z) = 61/80*z^3 - 229/20*z + 1
*
[ 4 ] 
f(z) = 63/80*z^3 - 237/20*z + 1
*
[ -4 ] 
f(z) = 63/80*z^3 - 227/20*z + 1
*
[ 27/8 ] 
f(z) = 64/81*z^3 - 224/27*z + 1
*
56/15 | 0.19847830824007925799294674267594364763 | 0.024612863021700834136665257239784857949
f(z) = 75/98*z^3 - 227/21*z + 1
*
[ 9/4 ] 
f(z) = 62/81*z^3 - 239/72*z + 1
*
-9/4 | 0.17920765964364274912199394585671328887 | 0.023566322877424535231698660663423608471
f(z) = 62/81*z^3 - 223/72*z + 1
*
4/3 | 0.19887756244168522806592664823027925737 | 0.029198418289981433838549101325192257016
f(z) = 69/80*z^3 - 227/60*z + 1
*
[ -9/4 ] 
f(z) = 74/81*z^3 - 229/72*z + 1
*
0 | 0.11075968840680141535124674760244501342 | 0.020433349922410067022824345037121804390
f(z) = 60/83*z^3 - 226/83*z + 1
*
0 | 0.11036456030065333607134901624725284505 | 0.020167964430496118902634309126073820211
f(z) = 60/89*z^3 - 238/89*z + 1
*
0 | 0.085667624297728116100792976765346024108 | 0.015869774409289612796776213999471119484
f(z) = 61/80*z^3 - 221/80*z + 1
*
0 | 0.097714824382798420848027911541815038818 | 0.018071337200447790177750468497464618512
f(z) = 61/81*z^3 - 223/81*z + 1
*
0 | 0.098380323011150383472256780428183218404 | 0.018164420100319478958911509600525230557
f(z) = 61/82*z^3 - 225/82*z + 1
*
0 | 0.11115310753845253703682682808854415405 | 0.020489240855726203399578117505376866125
f(z) = 61/83*z^3 - 227/83*z + 1
*
0 | 0.065075613578063035119355952209574092336 | 0.011976250079686920355234440134998256091
f(z) = 61/84*z^3 - 229/84*z + 1
*
0 | 0.11102659659702655678158120814178884496 | 0.020400234326442732063666087063851210867
f(z) = 61/85*z^3 - 231/85*z + 1
*
0 | 0.098127286867904672393536580894272439733 | 0.018001576709427988009220121894046406578
f(z) = 61/86*z^3 - 233/86*z + 1
*
0 | 0.090553677167111423933034290645853439139 | 0.016586181667548540793840322814512113132
f(z) = 61/87*z^3 - 235/87*z + 1
*
0 | 0.072589495392795559272238066653843159044 | 0.013275182335087939579533554752616716434
f(z) = 61/88*z^3 - 237/88*z + 1
*
0 | 0.11076830524659625567064251709997599984 | 0.020226247138544187620843610673830108504
f(z) = 61/89*z^3 - 239/89*z + 1
*
0 | 0.098096607505472072846830569834900371327 | 0.018126944475950319856096264657688642368
f(z) = 62/81*z^3 - 224/81*z + 1
*
0 | 0.11153796732413145103503239528928092374 | 0.020543537830655834785346734229705542114
f(z) = 62/83*z^3 - 228/83*z + 1
*
0 | 0.11141462223954899574350147785431408281 | 0.020455295461669034590217195937549571913
f(z) = 62/85*z^3 - 232/85*z + 1
*
0 | 0.090945996011554525060785161190182796591 | 0.016645094369102425735812356012019334087
f(z) = 62/87*z^3 - 236/87*z + 1
*
0 | 0.11116294864077162199599821573119753225 | 0.020282844791567938412733926987283999822
f(z) = 62/89*z^3 - 240/89*z + 1
*
0 | 0.099138843062563141973573252755389191245 | 0.018274609488215989968838297430464335251
f(z) = 63/82*z^3 - 227/82*z + 1
*
0 | 0.11191464912380799108429984609523466212 | 0.020596314837344227819831874567377920887
f(z) = 63/83*z^3 - 229/83*z + 1
*
0 | 0.11179431087562919470917404002083222842 | 0.020508809803478990319584554168792473728
f(z) = 63/85*z^3 - 233/85*z + 1
*
0 | 0.098898154455104601791328231463815659982 | 0.018114590237461975446972706929015122132
f(z) = 63/86*z^3 - 235/86*z + 1
*
0 | 0.083086294097706857452850099135671903925 | 0.015171523248502749272253882073867499727
f(z) = 63/88*z^3 - 239/88*z + 1
*
0 | 0.098836440242322276140016004407806734360 | 0.018233705760702809098822126393349974732
f(z) = 64/81*z^3 - 226/81*z + 1
*
0 | 0.11228350831894963225991403195678793246 | 0.020647640819564124266767651918514374450
f(z) = 64/83*z^3 - 230/83*z + 1
*
0 | 0.11216602979361918820084805539586925316 | 0.020560848284045428442828329471614182745
f(z) = 64/85*z^3 - 234/85*z + 1
*
0 | 0.091703436146804528988906197873479920373 | 0.016757839956275142298544397787192870336
f(z) = 64/87*z^3 - 238/87*z + 1
*
[ -19/8 ] 
f(z) = 64/95*z^3 - 226/95*z + 1
*
0 | 0.099195155703852040158279727902357825031 | 0.018284989794229397627046434467679599475
f(z) = 65/81*z^3 - 227/81*z + 1
*
0 | 0.099866334446401739997156373552827122566 | 0.018378992223208768711213903892191865995
f(z) = 65/82*z^3 - 229/82*z + 1
*
0 | 0.11264487670038569954494890435560644516 | 0.020697580136601796396181894766758383566
f(z) = 65/83*z^3 - 231/83*z + 1
*
0 | 0.066573219930999728340447429950731374910 | 0.012212942634343742683591656412299043552
f(z) = 65/84*z^3 - 233/84*z + 1
*
0 | 0.099636813706238409687260334755318612356 | 0.018221601652968378178806028062214367438
f(z) = 65/86*z^3 - 237/86*z + 1
*
0 | 0.092070324930690174558074990821740839474 | 0.016812003596411704461829699298521387211
f(z) = 65/87*z^3 - 239/87*z + 1
*
0 | 0.11299906458065365570458650450158329948 | 0.020746192972047790844354277281124251775
f(z) = 66/83*z^3 - 232/83*z + 1
*
0 | 0.11288690606030007359735212620974650019 | 0.020660757887251792911469268800803533846
f(z) = 66/85*z^3 - 236/85*z + 1
*
0 | 0.087836458884397602561794933916353474694 | 0.016191201504410674618366893434468880872
f(z) = 67/80*z^3 - 227/80*z + 1
*
0 | 0.099891692333346755501599521898752273429 | 0.018383658985131522343841311317523783432
f(z) = 67/81*z^3 - 229/81*z + 1
*
0 | 0.10056533032507709808952480370707050489 | 0.018478061713391595744561300849890532494
f(z) = 67/82*z^3 - 231/82*z + 1
*
[ 2 ] 
f(z) = 67/82*z^3 - 227/82*z + 1
*
0 | 0.11334636266887769713474735367861651098 | 0.020793535696805472936265215009590209900
f(z) = 67/83*z^3 - 233/83*z + 1
*
0 | 0.067276193892546879704250458459012511968 | 0.012322582679262795952823824781266894370
f(z) = 67/84*z^3 - 235/84*z + 1
*
0 | 0.11323668292362853417206257343828964325 | 0.020708748623990333031501512943356209992
f(z) = 67/85*z^3 - 237/85*z + 1
*
0 | 0.10034596188032700763753167065871928614 | 0.018323131511563823641403998708398788422
f(z) = 67/86*z^3 - 239/86*z + 1
*
[ 2 ] 
f(z) = 67/86*z^3 - 225/86*z + 1
*
[ 2 ] 
f(z) = 67/90*z^3 - 223/90*z + 1
*
[ 2 ] 
f(z) = 67/94*z^3 - 221/94*z + 1
*
0 | 0.10023006110511229649828748601095644314 | 0.018431151039052986004436088573093879852
f(z) = 68/81*z^3 - 230/81*z + 1
*
0 | 0.11368704374014711959425305796215112116 | 0.020839661192463597630261425515256356723
f(z) = 68/83*z^3 - 234/83*z + 1
*
0 | 0.088504711293841584102219880882588839344 | 0.016288045512072565903738954421301963366
f(z) = 69/80*z^3 - 229/80*z + 1
*
[ 2 ] 
f(z) = 69/82*z^3 - 235/82*z + 1
*
0 | 0.10123805551029138658397257392472584964 | 0.018572251209137646047720602659773526412
f(z) = 69/82*z^3 - 233/82*z + 1
*
0 | 0.11402136412637761250602896504628800492 | 0.020884619140222685318870617953992673648
f(z) = 69/83*z^3 - 235/83*z + 1
*
0 | 0.11391631950291260650535868535488870417 | 0.020801073251502808164549707334158438880
f(z) = 69/85*z^3 - 239/85*z + 1
*
[ 2 ] 
f(z) = 69/86*z^3 - 233/86*z + 1
*
[ 2 ] 
f(z) = 69/94*z^3 - 229/94*z + 1
*
[ 2 ] 
f(z) = 69/98*z^3 - 227/98*z + 1
*
0 | 0.10088824799110487877936299371975656610 | 0.018522693698418642474075348271542903930
f(z) = 70/81*z^3 - 232/81*z + 1
*
0 | 0.11434956505153277633981154454161514741 | 0.020928456279776862040685456338362101168
f(z) = 70/83*z^3 - 236/83*z + 1
*
0 | 0.089149022890706639166840292767262752444 | 0.016380408052538004851753159710918185474
f(z) = 71/80*z^3 - 231/80*z + 1
*
0 | 0.10120852256602186757911109943363412079 | 0.018566833352609739782304846370029944399
f(z) = 71/81*z^3 - 233/81*z + 1
*
0 | 0.10188647594211002517212814352394852885 | 0.018661943416428322436036326184834130511
f(z) = 71/82*z^3 - 235/82*z + 1
*
0 | 0.11467187383068390977980038560069107238 | 0.020971216641900143360579955747942310043
f(z) = 71/83*z^3 - 237/83*z + 1
*
0 | 0.068606121789611978632081511277929058656 | 0.012527449719886307993098285404046489691
f(z) = 71/84*z^3 - 239/84*z + 1
*
[ 2 ] 
f(z) = 71/90*z^3 - 239/90*z + 1
*
[ 2 ] 
f(z) = 71/94*z^3 - 237/94*z + 1
*
[ 2 ] 
f(z) = 71/98*z^3 - 235/98*z + 1
*
0 | 0.11498850494955843811475399253750086226 | 0.021012941757943043081921555361800257657
f(z) = 72/83*z^3 - 238/83*z + 1
*
0 | 0.089771097150728652490956829180827479276 | 0.016468622981737814418686606789505700134
f(z) = 73/80*z^3 - 233/80*z + 1
*
0 | 0.10183248084512297867771631623899638668 | 0.018652053453747609533906064535442185142
f(z) = 73/81*z^3 - 235/81*z + 1
*
0 | 0.10251233840923163126008987891599726167 | 0.018747478221399149439534003700804086276
f(z) = 73/82*z^3 - 237/82*z + 1
*
0 | 0.11529966103886446620315821274825872504 | 0.021053670848991421914896133416209616140
f(z) = 73/83*z^3 - 239/83*z + 1
*
0 | 0.10213654948118010539727143791699260864 | 0.018693208928436509772533380350917789468
f(z) = 74/81*z^3 - 236/81*z + 1
*
0 | 0.11560553375569590859013217864087305730 | 0.021093440997058388990456183504283793366
f(z) = 74/83*z^3 - 240/83*z + 1
*
0 | 0.10311720277107088185235223816341343711 | 0.018829158962393196329508068422000011775
f(z) = 75/82*z^3 - 239/82*z + 1
*
[ -11/5 ] 
f(z) = 75/88*z^3 - 235/88*z + 1
*
0 | 0.10272975316091210007022668001979597614 | 0.018772783600630686663398921298483081297
f(z) = 76/81*z^3 - 238/81*z + 1
*
0 | 0.090954471442660930122489623066280593542 | 0.016633773055718332972336299920952385512
f(z) = 77/80*z^3 - 237/80*z + 1
*
0 | 0.10301921612172464162744208147935955822 | 0.018811266640383369200449310093500947434
f(z) = 77/81*z^3 - 239/81*z + 1
*
-12/7 | 0.21272089581004376215138249422527118845 | 0.028247986309551022270921810507410578872
f(z) = 77/96*z^3 - 233/84*z + 1
*
0 | 0.091518373410196931990745655129933138817 | 0.016711217474992422286797940420164154926
f(z) = 79/80*z^3 - 239/80*z + 1
*
[ 10/7 ] 
f(z) = 77/80*z^3 - 233/140*z + 1
*
[ -2 ] 
f(z) = 60/83*z^3 - 231/166*z + 1
*
[ -2 ] 
f(z) = 61/83*z^3 - 239/166*z + 1
*
[ -2 ] 
f(z) = 61/85*z^3 - 233/170*z + 1
*
[ -2 ] 
f(z) = 61/87*z^3 - 227/174*z + 1
*
[ -2 ] 
f(z) = 61/89*z^3 - 221/178*z + 1
*
[ -2 ] 
f(z) = 62/87*z^3 - 235/174*z + 1
*
[ 3/2 ] 
f(z) = 62/87*z^3 - 221/174*z + 1
*
[ -2 ] 
f(z) = 62/89*z^3 - 229/178*z + 1
*
[ -2 ] 
f(z) = 63/89*z^3 - 237/178*z + 1
*
[ 17/12 ] 
f(z) = 72/85*z^3 - 239/170*z + 1
*
[ 9/19 ] 
f(z) = 76/81*z^3 - 226/171*z + 1
*
[ -2 ] 
f(z) = 62/91*z^3 - 223/182*z + 1
*
[ 1/2 ] 
f(z) = 62/95*z^3 - 221/190*z + 1
*
[ 1/2 ] 
f(z) = 62/97*z^3 - 225/194*z + 1
*
[ 1/2 ] 
f(z) = 62/99*z^3 - 229/198*z + 1
*
[ -2 ] 
f(z) = 64/91*z^3 - 239/182*z + 1
*
[ -2 ] 
f(z) = 64/93*z^3 - 233/186*z + 1
*
[ -2 ] 
f(z) = 64/95*z^3 - 227/190*z + 1
*
[ -2 ] 
f(z) = 64/97*z^3 - 221/194*z + 1
*
[ -2 ] 
f(z) = 65/97*z^3 - 229/194*z + 1
*
[ -2 ] 
f(z) = 65/99*z^3 - 223/198*z + 1
*
[ 1/2 ] 
f(z) = 66/95*z^3 - 223/190*z + 1
*
[ -2 ] 
f(z) = 66/97*z^3 - 237/194*z + 1
*
[ 1/2 ] 
f(z) = 66/97*z^3 - 227/194*z + 1
*
[ 4/3 ] 
f(z) = 67/80*z^3 - 223/180*z + 1
*
[ -2 ] 
f(z) = 67/99*z^3 - 239/198*z + 1
*
[ 1/2 ] 
f(z) = 70/93*z^3 - 221/186*z + 1
*
[ 1/2 ] 
f(z) = 70/97*z^3 - 229/194*z + 1
*
[ 1/2 ] 
f(z) = 70/99*z^3 - 233/198*z + 1
*
[ 4/3 ] 
f(z) = 71/80*z^3 - 239/180*z + 1
*
[ 1/2 ] 
f(z) = 74/93*z^3 - 223/186*z + 1
*
[ 1/2 ] 
f(z) = 74/95*z^3 - 227/190*z + 1
*
[ 1/2 ] 
f(z) = 74/97*z^3 - 231/194*z + 1
*
[ 1/2 ] 
f(z) = 74/99*z^3 - 235/198*z + 1
*
[ 6/11 ] 
f(z) = 77/81*z^3 - 221/198*z + 1
*
[ 1/2 ] 
f(z) = 78/95*z^3 - 229/190*z + 1
*
[ 1/2 ] 
f(z) = 78/97*z^3 - 233/194*z + 1
*
[ -9/5 ] 
f(z) = 64/81*z^3 - 226/225*z + 1
*
[ 3/5 ] 
f(z) = 71/81*z^3 - 221/225*z + 1
*
[ 3/5 ] 
f(z) = 73/81*z^3 - 223/225*z + 1
*
[ 3/5 ] 
f(z) = 74/81*z^3 - 224/225*z + 1
*
[ 3/5 ] 
f(z) = 76/81*z^3 - 226/225*z + 1
*
[ 3/5 ] 
f(z) = 77/81*z^3 - 227/225*z + 1
*
[ 3/5 ] 
f(z) = 79/81*z^3 - 229/225*z + 1
*
[ 2/3 ] 
f(z) = 69/86*z^3 - 221/258*z + 1
*
[ 2/3 ] 
f(z) = 75/82*z^3 - 223/246*z + 1
*
[ 2/3 ] 
f(z) = 75/86*z^3 - 229/258*z + 1
*
[ 9/14 ] 
f(z) = 77/81*z^3 - 239/252*z + 1
*
[ -15/8 ] 
f(z) = 64/95*z^3 - 238/285*z + 1
*
[ 2/3 ] 
f(z) = 69/94*z^3 - 233/282*z + 1
*
[ 2/3 ] 
f(z) = 69/98*z^3 - 239/294*z + 1
*
[ -4 ] 
f(z) = 61/80*z^3 - 219/20*z + 1
*
[ -27/8 ] 
f(z) = 64/81*z^3 - 208/27*z + 1
*
9/4 | 0.12222650942015162855638657158402108659 | 0.016253018240623809891942057751669649387
f(z) = 64/81*z^3 - 205/36*z + 1
*
[ 2/15 ] 
f(z) = 75/88*z^3 - 215/33*z + 1
*
[ 3 ] 
f(z) = 76/99*z^3 - 206/33*z + 1
*
[ 3 ] 
f(z) = 77/90*z^3 - 211/30*z + 1
*
[ 3 ] 
f(z) = 79/90*z^3 - 217/30*z + 1
*
[ 3 ] 
f(z) = 79/99*z^3 - 215/33*z + 1
*
-12/5 | 0.20264766890278775348589777928929990384 | 0.027304471940033180871793150245671677952
f(z) = 65/96*z^3 - 209/60*z + 1
*
[ -9/4 ] 
f(z) = 70/81*z^3 - 211/72*z + 1
*
[ 2 ] 
f(z) = 61/82*z^3 - 203/82*z + 1
*
[ 2 ] 
f(z) = 61/86*z^3 - 201/86*z + 1
*
-5/3 | 0.10685565025830239582525072946426872491 | 0.020037743297705703427170980750792873046
f(z) = 63/80*z^3 - 207/80*z + 1
*
[ 2 ] 
f(z) = 63/82*z^3 - 211/82*z + 1
*
[ 2 ] 
f(z) = 63/86*z^3 - 209/86*z + 1
*
[ 2 ] 
f(z) = 63/94*z^3 - 205/94*z + 1
*
[ 1/3 ] 
f(z) = 63/97*z^3 - 201/97*z + 1
*
-13/8 | 0.15560649072952747624139414652811831853 | 0.029259680283567075686670096631687840450
f(z) = 64/91*z^3 - 204/91*z + 1
*
[ 2 ] 
f(z) = 65/82*z^3 - 219/82*z + 1
*
[ 2 ] 
f(z) = 65/86*z^3 - 217/86*z + 1
*
[ 2 ] 
f(z) = 65/94*z^3 - 213/94*z + 1
*
[ 2 ] 
f(z) = 65/98*z^3 - 211/98*z + 1
*
[ 2 ] 
f(z) = 67/98*z^3 - 219/98*z + 1
*
[ -13/6 ] 
f(z) = 72/91*z^3 - 205/91*z + 1
*
[ 1/3 ] 
f(z) = 72/97*z^3 - 202/97*z + 1
*
-6/5 | 0.10055705965335929480991021173708012199 | 0.014861692351323962757755949191624129709
f(z) = 65/96*z^3 - 217/120*z + 1
*
-12/7 | 0.14361544024411552231876602172393878133 | 0.021196705582630311961396317989221280236
f(z) = 63/80*z^3 - 219/140*z + 1
*
[ -2 ] 
f(z) = 60/89*z^3 - 213/178*z + 1
*
[ 1/2 ] 
f(z) = 62/85*z^3 - 201/170*z + 1
*
[ 1/2 ] 
f(z) = 62/87*z^3 - 205/174*z + 1
*
[ 1/2 ] 
f(z) = 62/89*z^3 - 209/178*z + 1
*
-6/5 | 0.21351779164782963500806394635139255898 | 0.028882452605692119538027575913826332816
f(z) = 65/88*z^3 - 203/165*z + 1
*
[ 1/2 ] 
f(z) = 66/85*z^3 - 203/170*z + 1
*
[ 1/2 ] 
f(z) = 66/89*z^3 - 211/178*z + 1
*
[ 1/2 ] 
f(z) = 70/83*z^3 - 201/166*z + 1
*
[ 1/2 ] 
f(z) = 70/87*z^3 - 209/174*z + 1
*
[ 1/2 ] 
f(z) = 70/89*z^3 - 213/178*z + 1
*
[ 1/2 ] 
f(z) = 74/83*z^3 - 203/166*z + 1
*
[ 1/2 ] 
f(z) = 74/85*z^3 - 207/170*z + 1
*
[ 1/2 ] 
f(z) = 74/87*z^3 - 211/174*z + 1
*
[ 1/2 ] 
f(z) = 74/89*z^3 - 215/178*z + 1
*
[ 1/2 ] 
f(z) = 78/83*z^3 - 205/166*z + 1
*
[ 1/2 ] 
f(z) = 78/85*z^3 - 209/170*z + 1
*
[ 1/2 ] 
f(z) = 78/89*z^3 - 217/178*z + 1
*
[ -2 ] 
f(z) = 60/91*z^3 - 207/182*z + 1
*
[ -2 ] 
f(z) = 61/91*z^3 - 215/182*z + 1
*
[ -2 ] 
f(z) = 61/93*z^3 - 209/186*z + 1
*
[ -2 ] 
f(z) = 61/95*z^3 - 203/190*z + 1
*
[ 1/2 ] 
f(z) = 62/91*z^3 - 213/182*z + 1
*
[ -2 ] 
f(z) = 62/95*z^3 - 211/190*z + 1
*
[ -2 ] 
f(z) = 62/97*z^3 - 205/194*z + 1
*
[ -2 ] 
f(z) = 63/95*z^3 - 219/190*z + 1
*
[ -2 ] 
f(z) = 63/97*z^3 - 213/194*z + 1
*
[ -2 ] 
f(z) = 64/99*z^3 - 215/198*z + 1
*
[ 1/2 ] 
f(z) = 66/91*z^3 - 215/182*z + 1
*
[ 1/2 ] 
f(z) = 74/91*z^3 - 219/182*z + 1
*
[ 3/5 ] 
f(z) = 61/81*z^3 - 211/225*z + 1
*
[ 3/5 ] 
f(z) = 62/81*z^3 - 212/225*z + 1
*
[ -9/5 ] 
f(z) = 62/81*z^3 - 208/225*z + 1
*
[ 3/5 ] 
f(z) = 64/81*z^3 - 214/225*z + 1
*
[ 3/5 ] 
f(z) = 67/81*z^3 - 217/225*z + 1
*
[ 3/5 ] 
f(z) = 68/81*z^3 - 218/225*z + 1
*
[ -7/4 ] 
f(z) = 79/98*z^3 - 201/224*z + 1
*
[ 2/3 ] 
f(z) = 69/82*z^3 - 215/246*z + 1
*
[ 7/6 ] 
f(z) = 60/91*z^3 - 206/273*z + 1
*
[ 9/8 ] 
f(z) = 64/87*z^3 - 214/261*z + 1
*
[ 9/8 ] 
f(z) = 64/93*z^3 - 212/279*z + 1
*
[ 22/25 ] 
f(z) = 75/88*z^3 - 219/275*z + 1
*
[ 11/15 ] 
f(z) = 75/88*z^3 - 217/264*z + 1
*
[ 13/15 ] 
f(z) = 75/91*z^3 - 211/273*z + 1
*
[ 3/4 ] 
f(z) = 64/95*z^3 - 203/285*z + 1
*
[ 3/4 ] 
f(z) = 64/97*z^3 - 205/291*z + 1
*
[ 7/10 ] 
f(z) = 65/98*z^3 - 211/280*z + 1
*
-10/3 | 0.19218996307686696910822924548844122480 | 0.028996494163053508007552631233306655931
f(z) = 63/80*z^3 - 189/20*z + 1
*
9/4 | 0.18407228244780369710571297106845101024 | 0.024889022625419972710908795468821191444
f(z) = 64/81*z^3 - 181/36*z + 1
*
[ 3 ] 
f(z) = 67/90*z^3 - 181/30*z + 1
*
[ 3 ] 
f(z) = 68/99*z^3 - 182/33*z + 1
*
[ 3 ] 
f(z) = 70/99*z^3 - 188/33*z + 1
*
[ 3 ] 
f(z) = 71/90*z^3 - 193/30*z + 1
*
[ 3 ] 
f(z) = 71/99*z^3 - 191/33*z + 1
*
[ 3 ] 
f(z) = 73/90*z^3 - 199/30*z + 1
*
[ 3 ] 
f(z) = 73/99*z^3 - 197/33*z + 1
*
[ 3 ] 
f(z) = 74/99*z^3 - 200/33*z + 1
*
[ -3 ] 
f(z) = 76/99*z^3 - 184/33*z + 1
*
[ -3 ] 
f(z) = 77/90*z^3 - 191/30*z + 1
*
[ -3 ] 
f(z) = 79/90*z^3 - 197/30*z + 1
*
[ -3 ] 
f(z) = 79/99*z^3 - 193/33*z + 1
*
[ 8/3 ] 
f(z) = 63/80*z^3 - 199/40*z + 1
*
2/5 | 0.21448805163917667044067666119775546809 | 0.029092015509517928339618359953475618440
f(z) = 65/88*z^3 - 199/55*z + 1
*
-2 | 0.083800661730848932768152186606480618597 | 0.014223646017633473416196245873742250971
f(z) = 79/92*z^3 - 181/46*z + 1
*
[ 2/7 ] 
f(z) = 63/88*z^3 - 197/77*z + 1
*
[ 12/5 ] 
f(z) = 65/96*z^3 - 199/60*z + 1
*
[ 2 ] 
f(z) = 61/90*z^3 - 199/90*z + 1
*
[ 2 ] 
f(z) = 61/94*z^3 - 197/94*z + 1
*
[ 2 ] 
f(z) = 61/98*z^3 - 195/98*z + 1
*
[ 1/3 ] 
f(z) = 63/88*z^3 - 183/88*z + 1
*
[ 1/3 ] 
f(z) = 63/89*z^3 - 185/89*z + 1
*
[ 1/3 ] 
f(z) = 63/92*z^3 - 191/92*z + 1
*
[ 1/3 ] 
f(z) = 63/94*z^3 - 195/94*z + 1
*
[ 1/3 ] 
f(z) = 63/95*z^3 - 197/95*z + 1
*
[ -9/4 ] 
f(z) = 64/99*z^3 - 181/99*z + 1
*
-3/2 | 0.081746643676474997802162829468707022392 | 0.011004708800677315613770474128291703361
f(z) = 70/81*z^3 - 187/90*z + 1
*
[ 1/3 ] 
f(z) = 72/89*z^3 - 186/89*z + 1
*
[ 1/3 ] 
f(z) = 72/91*z^3 - 190/91*z + 1
*
[ 1/3 ] 
f(z) = 72/95*z^3 - 198/95*z + 1
*
[ 28/15 ] 
f(z) = 75/98*z^3 - 185/84*z + 1
*
[ -2 ] 
f(z) = 77/82*z^3 - 185/82*z + 1
*
[ -2 ] 
f(z) = 79/82*z^3 - 193/82*z + 1
*
[ -2 ] 
f(z) = 79/86*z^3 - 187/86*z + 1
*
[ -2 ] 
f(z) = 79/90*z^3 - 181/90*z + 1
*
[ 27/16 ] 
f(z) = 64/81*z^3 - 199/108*z + 1
*
[ 3/2 ] 
f(z) = 77/90*z^3 - 191/120*z + 1
*
[ 3/2 ] 
f(z) = 79/90*z^3 - 197/120*z + 1
*
[ 3/2 ] 
f(z) = 79/99*z^3 - 193/132*z + 1
*
[ 10/7 ] 
f(z) = 63/80*z^3 - 183/140*z + 1
*
[ 1/2 ] 
f(z) = 62/81*z^3 - 193/162*z + 1
*
[ 1/2 ] 
f(z) = 62/83*z^3 - 197/166*z + 1
*
[ 4/3 ] 
f(z) = 63/82*z^3 - 183/164*z + 1
*
[ 4/3 ] 
f(z) = 63/86*z^3 - 181/172*z + 1
*
[ 1/2 ] 
f(z) = 66/83*z^3 - 199/166*z + 1
*
[ 1/2 ] 
f(z) = 70/81*z^3 - 197/162*z + 1
*
[ 5/4 ] 
f(z) = 72/85*z^3 - 191/170*z + 1
*
[ 1/2 ] 
f(z) = 74/81*z^3 - 199/162*z + 1
*
-8/7 | 0.090297293444568885172536800551035503847 | 0.013538843887200669024250034593391836481
f(z) = 77/96*z^3 - 197/168*z + 1
*
[ -2 ] 
f(z) = 60/97*z^3 - 189/194*z + 1
*
[ 4/3 ] 
f(z) = 61/80*z^3 - 199/180*z + 1
*
[ -2 ] 
f(z) = 61/97*z^3 - 197/194*z + 1
*
[ -2 ] 
f(z) = 61/99*z^3 - 191/198*z + 1
*
[ -2 ] 
f(z) = 62/99*z^3 - 199/198*z + 1
*
-10/9 | 0.14979952940442629633502436073516774802 | 0.022529685289142098699375413329572953404
f(z) = 63/80*z^3 - 193/180*z + 1
*
[ 7/13 ] 
f(z) = 65/98*z^3 - 191/182*z + 1
*
[ 5/4 ] 
f(z) = 72/95*z^3 - 187/190*z + 1
*
[ -18/11 ] 
f(z) = 77/81*z^3 - 185/198*z + 1
*
[ 6/5 ] 
f(z) = 65/84*z^3 - 199/210*z + 1
*
[ 2/3 ] 
f(z) = 73/96*z^3 - 181/216*z + 1
*
[ 2/3 ] 
f(z) = 77/96*z^3 - 185/216*z + 1
*
[ 2/3 ] 
f(z) = 79/96*z^3 - 187/216*z + 1
*
[ -9/5 ] 
f(z) = 61/81*z^3 - 199/225*z + 1
*
[ 14/15 ] 
f(z) = 75/88*z^3 - 188/231*z + 1
*
[ 9/10 ] 
f(z) = 76/81*z^3 - 196/225*z + 1
*
[ 10/11 ] 
f(z) = 77/80*z^3 - 197/220*z + 1
*
[ 3/4 ] 
f(z) = 64/83*z^3 - 191/249*z + 1
*
[ 3/4 ] 
f(z) = 64/85*z^3 - 193/255*z + 1
*
[ 22/23 ] 
f(z) = 69/88*z^3 - 193/253*z + 1
*
[ 3/4 ] 
f(z) = 62/99*z^3 - 181/264*z + 1
*
[ 3/4 ] 
f(z) = 64/89*z^3 - 197/267*z + 1
*
[ 3/4 ] 
f(z) = 64/91*z^3 - 199/273*z + 1
*
[ 3/4 ] 
f(z) = 70/99*z^3 - 193/264*z + 1
*
[ 3/4 ] 
f(z) = 74/99*z^3 - 199/264*z + 1
*
[ 22/5 ] 
f(z) = 75/88*z^3 - 173/11*z + 1
*
[ -22/5 ] 
f(z) = 75/88*z^3 - 168/11*z + 1
*
[ 9/2 ] 
f(z) = 76/81*z^3 - 164/9*z + 1
*
[ 3 ] 
f(z) = 61/90*z^3 - 163/30*z + 1
*
[ 3 ] 
f(z) = 61/99*z^3 - 161/33*z + 1
*
[ 3 ] 
f(z) = 62/99*z^3 - 164/33*z + 1
*
[ 10/3 ] 
f(z) = 63/80*z^3 - 161/20*z + 1
*
[ 3 ] 
f(z) = 64/99*z^3 - 170/33*z + 1
*
[ 3 ] 
f(z) = 65/99*z^3 - 173/33*z + 1
*
[ -3 ] 
f(z) = 67/90*z^3 - 161/30*z + 1
*
[ 3 ] 
f(z) = 67/99*z^3 - 179/33*z + 1
*
3/4 | 0.083035216028425632861587546427989636781 | 0.011296514977628821849243580557249155880
f(z) = 68/81*z^3 - 173/36*z + 1
*
[ -3 ] 
f(z) = 70/99*z^3 - 166/33*z + 1
*
[ -3 ] 
f(z) = 71/90*z^3 - 173/30*z + 1
*
[ -3 ] 
f(z) = 71/99*z^3 - 169/33*z + 1
*
[ -3 ] 
f(z) = 73/90*z^3 - 179/30*z + 1
*
[ -3 ] 
f(z) = 73/99*z^3 - 175/33*z + 1
*
[ -3 ] 
f(z) = 74/99*z^3 - 178/33*z + 1
*
9/4 | 0.092431830490394020611780438049735485590 | 0.012555242871062954583272656724517599354
f(z) = 76/81*z^3 - 175/36*z + 1
*
[ -8/3 ] 
f(z) = 63/80*z^3 - 169/40*z + 1
*
9/5 | 0.19331607700261548059113861092078960609 | 0.026320418191270960460465682019567385110
f(z) = 65/81*z^3 - 172/45*z + 1
*
-2 | 0.062282381744058104145829754681611013552 | 0.010762655295150352379288947590655009156
f(z) = 71/84*z^3 - 163/42*z + 1
*
-2 | 0.086600305456605173813671921202177828768 | 0.014933423315799972957329997390138849779
f(z) = 71/92*z^3 - 165/46*z + 1
*
-2 | 0.061727887328067523838707108375798970030 | 0.010622335166651672363236278436647397336
f(z) = 73/84*z^3 - 167/42*z + 1
*
-2 | 0.085926205443786148516133373577758503256 | 0.014756230156186775547679463796360816417
f(z) = 73/92*z^3 - 169/46*z + 1
*
-2 | 0.084123911170829631898789161564049904296 | 0.014388915099859066338201065134240287157
f(z) = 75/92*z^3 - 173/46*z + 1
*
-2 | 0.083928077150108571092916883614724457253 | 0.014299511234863926506860787376040585814
f(z) = 77/92*z^3 - 177/46*z + 1
*
-2 | 0.063464518611840982853106595889639555355 | 0.010792307220894569105239710393335623002
f(z) = 79/84*z^3 - 179/42*z + 1
*
[ -9/4 ] 
f(z) = 62/81*z^3 - 175/72*z + 1
*
2 | 0.15954263723487199302746279008697748877 | 0.024269911705886484525153578856239052637
f(z) = 63/80*z^3 - 179/60*z + 1
*
2/3 | 0.16200236523010043476827029796398741001 | 0.024772572197928878030294199978035441217
f(z) = 69/80*z^3 - 173/60*z + 1
*
[ 1/3 ] 
f(z) = 63/80*z^3 - 167/80*z + 1
*
[ 1/3 ] 
f(z) = 63/82*z^3 - 171/82*z + 1
*
[ 1/3 ] 
f(z) = 63/83*z^3 - 173/83*z + 1
*
[ 1/3 ] 
f(z) = 63/85*z^3 - 177/85*z + 1
*
[ 1/3 ] 
f(z) = 63/86*z^3 - 179/86*z + 1
*
[ -17/8 ] 
f(z) = 64/85*z^3 - 164/85*z + 1
*
[ 3/8 ] 
f(z) = 64/93*z^3 - 164/93*z + 1
*
[ -2 ] 
f(z) = 71/82*z^3 - 161/82*z + 1
*
[ 1/3 ] 
f(z) = 72/83*z^3 - 174/83*z + 1
*
[ 1/3 ] 
f(z) = 72/85*z^3 - 178/85*z + 1
*
[ 5/3 ] 
f(z) = 72/85*z^3 - 166/85*z + 1
*
[ 5/3 ] 
f(z) = 72/95*z^3 - 162/95*z + 1
*
[ -2 ] 
f(z) = 73/82*z^3 - 169/82*z + 1
*
[ -2 ] 
f(z) = 73/86*z^3 - 163/86*z + 1
*
[ -2 ] 
f(z) = 75/82*z^3 - 177/82*z + 1
*
[ -2 ] 
f(z) = 75/86*z^3 - 171/86*z + 1
*
[ -2 ] 
f(z) = 77/86*z^3 - 179/86*z + 1
*
[ -2 ] 
f(z) = 77/90*z^3 - 173/90*z + 1
*
[ -2 ] 
f(z) = 77/94*z^3 - 167/94*z + 1
*
4/7 | 0.20455370814884590348070464293767978531 | 0.028373429588303689582646532399591491168
f(z) = 77/96*z^3 - 169/84*z + 1
*
[ 12/7 ] 
f(z) = 77/96*z^3 - 163/84*z + 1
*
[ -2 ] 
f(z) = 79/94*z^3 - 175/94*z + 1
*
[ -2 ] 
f(z) = 79/98*z^3 - 169/98*z + 1
*
[ -33/16 ] 
f(z) = 64/99*z^3 - 167/132*z + 1
*
[ 8/5 ] 
f(z) = 65/96*z^3 - 163/120*z + 1
*
[ 3/2 ] 
f(z) = 67/90*z^3 - 161/120*z + 1
*
-3/14 | 0.18948545958080517641789572066615303657 | 0.025778524276551235170189606624822546166
f(z) = 70/81*z^3 - 173/126*z + 1
*
-3/7 | 0.17081653221737726280289896690163057585 | 0.023350845199188307110266100256023104028
f(z) = 70/81*z^3 - 167/126*z + 1
*
[ 3/2 ] 
f(z) = 71/90*z^3 - 173/120*z + 1
*
[ 3/2 ] 
f(z) = 71/99*z^3 - 169/132*z + 1
*
[ 3/2 ] 
f(z) = 73/90*z^3 - 179/120*z + 1
*
[ 3/2 ] 
f(z) = 73/99*z^3 - 175/132*z + 1
*
[ 4/3 ] 
f(z) = 75/88*z^3 - 167/132*z + 1
*
[ 10/21 ] 
f(z) = 63/80*z^3 - 179/140*z + 1
*
[ 9/17 ] 
f(z) = 68/81*z^3 - 172/153*z + 1
*
[ 4/3 ] 
f(z) = 63/94*z^3 - 177/188*z + 1
*
[ 2/3 ] 
f(z) = 71/80*z^3 - 161/180*z + 1
*
[ 7/12 ] 
f(z) = 72/91*z^3 - 179/182*z + 1
*
[ 2/3 ] 
f(z) = 72/97*z^3 - 161/194*z + 1
*
[ 2/3 ] 
f(z) = 73/80*z^3 - 163/180*z + 1
*
[ 2/3 ] 
f(z) = 77/80*z^3 - 167/180*z + 1
*
[ 2/3 ] 
f(z) = 79/80*z^3 - 169/180*z + 1
*
[ 2/3 ] 
f(z) = 61/96*z^3 - 169/216*z + 1
*
[ 2/3 ] 
f(z) = 65/96*z^3 - 173/216*z + 1
*
[ 2/3 ] 
f(z) = 67/96*z^3 - 175/216*z + 1
*
[ 2/3 ] 
f(z) = 71/96*z^3 - 179/216*z + 1
*
[ 6/7 ] 
f(z) = 77/90*z^3 - 167/210*z + 1
*
[ 9/10 ] 
f(z) = 64/81*z^3 - 169/225*z + 1
*
[ 9/10 ] 
f(z) = 68/81*z^3 - 178/225*z + 1
*
[ -7/4 ] 
f(z) = 75/98*z^3 - 173/224*z + 1
*
[ 9/2 ] 
f(z) = 68/81*z^3 - 146/9*z + 1
*
[ -9/2 ] 
f(z) = 68/81*z^3 - 142/9*z + 1
*
[ -9/2 ] 
f(z) = 76/81*z^3 - 160/9*z + 1
*
[ 4 ] 
f(z) = 77/96*z^3 - 145/12*z + 1
*
[ 4 ] 
f(z) = 79/96*z^3 - 149/12*z + 1
*
[ -4 ] 
f(z) = 79/96*z^3 - 143/12*z + 1
*
[ -3 ] 
f(z) = 61/90*z^3 - 143/30*z + 1
*
[ -3 ] 
f(z) = 62/99*z^3 - 142/33*z + 1
*
[ -10/3 ] 
f(z) = 63/80*z^3 - 149/20*z + 1
*
[ -3 ] 
f(z) = 64/99*z^3 - 148/33*z + 1
*
[ -3 ] 
f(z) = 65/99*z^3 - 151/33*z + 1
*
[ -3 ] 
f(z) = 67/99*z^3 - 157/33*z + 1
*
[ -3 ] 
f(z) = 68/99*z^3 - 160/33*z + 1
*
[ 9/4 ] 
f(z) = 76/81*z^3 - 151/36*z + 1
*
-2 | 0.065237241746814806978605677297397581616 | 0.011534182496872900809664028011938369022
f(z) = 61/84*z^3 - 143/42*z + 1
*
-2 | 0.087450494727193698070722026675436690453 | 0.015423691593371784827041517318847039718
f(z) = 61/92*z^3 - 145/46*z + 1
*
-2 | 0.087452578031792990155236242592405180653 | 0.015350384935571134016194935121867492359
f(z) = 63/92*z^3 - 149/46*z + 1
*
-2 | 0.064521620695531195728772985195028240928 | 0.011298913461149936298605603962686550331
f(z) = 65/84*z^3 - 151/42*z + 1
*
-2 | 0.087390080578976408523429058015527142258 | 0.015268416389784550584937131572102505183
f(z) = 65/92*z^3 - 153/46*z + 1
*
-2 | 0.063712820472166903427420478754305486215 | 0.011106426829164878442799496515514350558
f(z) = 67/84*z^3 - 155/42*z + 1
*
-2 | 0.087248000359460492755873300221251017760 | 0.015175167286930134238359655855957650722
f(z) = 67/92*z^3 - 157/46*z + 1
*
[ 7/3 ] 
f(z) = 75/98*z^3 - 151/42*z + 1
*
[ -12/5 ] 
f(z) = 65/96*z^3 - 149/60*z + 1
*
[ 5/3 ] 
f(z) = 63/85*z^3 - 141/85*z + 1
*
[ 3/8 ] 
f(z) = 64/87*z^3 - 154/87*z + 1
*
[ 7/4 ] 
f(z) = 64/91*z^3 - 157/91*z + 1
*
[ -2 ] 
f(z) = 67/82*z^3 - 145/82*z + 1
*
[ -2 ] 
f(z) = 69/82*z^3 - 153/82*z + 1
*
[ -2 ] 
f(z) = 69/86*z^3 - 147/86*z + 1
*
[ -2 ] 
f(z) = 71/86*z^3 - 155/86*z + 1
*
[ -2 ] 
f(z) = 71/90*z^3 - 149/90*z + 1
*
[ -2 ] 
f(z) = 71/94*z^3 - 143/94*z + 1
*
[ -2 ] 
f(z) = 73/90*z^3 - 157/90*z + 1
*
[ -2 ] 
f(z) = 73/94*z^3 - 151/94*z + 1
*
[ -2 ] 
f(z) = 73/98*z^3 - 145/98*z + 1
*
[ 2/5 ] 
f(z) = 75/86*z^3 - 141/86*z + 1
*
[ 8/5 ] 
f(z) = 75/88*z^3 - 159/88*z + 1
*
[ -2 ] 
f(z) = 75/94*z^3 - 159/94*z + 1
*
[ 2/5 ] 
f(z) = 75/94*z^3 - 153/94*z + 1
*
[ 2/5 ] 
f(z) = 75/98*z^3 - 159/98*z + 1
*
[ -2 ] 
f(z) = 75/98*z^3 - 153/98*z + 1
*
[ 3/2 ] 
f(z) = 76/87*z^3 - 142/87*z + 1
*
[ 3/2 ] 
f(z) = 61/90*z^3 - 143/120*z + 1
*
[ 3/2 ] 
f(z) = 65/99*z^3 - 151/132*z + 1
*
[ 3/2 ] 
f(z) = 67/99*z^3 - 157/132*z + 1
*
[ 4/3 ] 
f(z) = 69/88*z^3 - 151/132*z + 1
*
[ 4/7 ] 
f(z) = 63/80*z^3 - 141/140*z + 1
*
-9/34 | 0.18746858218264805877200369700619115476 | 0.025937650272909639147789506248215778383
f(z) = 68/81*z^3 - 145/153*z + 1
*
[ 9/8 ] 
f(z) = 76/81*z^3 - 155/144*z + 1
*
[ 4/7 ] 
f(z) = 77/80*z^3 - 149/140*z + 1
*
[ 2/3 ] 
f(z) = 63/85*z^3 - 141/170*z + 1
*
[ 2/3 ] 
f(z) = 63/89*z^3 - 145/178*z + 1
*
[ 6/5 ] 
f(z) = 65/88*z^3 - 148/165*z + 1
*
[ 3/5 ] 
f(z) = 65/99*z^3 - 149/165*z + 1
*
[ 3/5 ] 
f(z) = 70/99*z^3 - 152/165*z + 1
*
[ 2/3 ] 
f(z) = 72/83*z^3 - 147/166*z + 1
*
[ 2/3 ] 
f(z) = 72/85*z^3 - 149/170*z + 1
*
[ 2/3 ] 
f(z) = 72/89*z^3 - 153/178*z + 1
*
[ 7/6 ] 
f(z) = 75/98*z^3 - 151/168*z + 1
*
[ 8/7 ] 
f(z) = 77/96*z^3 - 155/168*z + 1
*
[ 2/3 ] 
f(z) = 61/80*z^3 - 151/180*z + 1
*
[ 10/9 ] 
f(z) = 63/80*z^3 - 157/180*z + 1
*
[ 2/3 ] 
f(z) = 63/95*z^3 - 151/190*z + 1
*
[ 2/3 ] 
f(z) = 63/97*z^3 - 153/194*z + 1
*
[ 2/3 ] 
f(z) = 67/80*z^3 - 157/180*z + 1
*
[ 2/3 ] 
f(z) = 72/95*z^3 - 159/190*z + 1
*
[ 4/5 ] 
f(z) = 75/94*z^3 - 143/188*z + 1
*
[ 4/5 ] 
f(z) = 75/98*z^3 - 145/196*z + 1
*
[ 6/7 ] 
f(z) = 63/88*z^3 - 160/231*z + 1
*
[ 4/5 ] 
f(z) = 65/88*z^3 - 159/220*z + 1
*
[ 9/2 ] 
f(z) = 64/81*z^3 - 137/9*z + 1
*
[ 4 ] 
f(z) = 65/96*z^3 - 121/12*z + 1
*
[ 4 ] 
f(z) = 67/96*z^3 - 125/12*z + 1
*
[ 4 ] 
f(z) = 71/96*z^3 - 133/12*z + 1
*
[ -4 ] 
f(z) = 71/96*z^3 - 127/12*z + 1
*
[ 4 ] 
f(z) = 73/96*z^3 - 137/12*z + 1
*
[ -4 ] 
f(z) = 73/96*z^3 - 131/12*z + 1
*
[ -4 ] 
f(z) = 77/96*z^3 - 139/12*z + 1
*
[ -3 ] 
f(z) = 61/99*z^3 - 139/33*z + 1
*
21/16 | 0.095586761758463765535441069983004561468 | 0.013486528074269760981841296888119316347
f(z) = 64/81*z^3 - 133/36*z + 1
*
9/16 | 0.19632288375095982731753646287786346442 | 0.028074139737970348505573216510835668782
f(z) = 64/81*z^3 - 121/36*z + 1
*
3/8 | 0.17127434145789473900833078128643568611 | 0.028936883423621999110646262727704669339
f(z) = 64/99*z^3 - 124/33*z + 1
*
[ 9/4 ] 
f(z) = 68/81*z^3 - 133/36*z + 1
*
[ 7/3 ] 
f(z) = 69/98*z^3 - 137/42*z + 1
*
[ 2 ] 
f(z) = 71/84*z^3 - 121/42*z + 1
*
[ 2 ] 
f(z) = 73/84*z^3 - 125/42*z + 1
*
[ 2 ] 
f(z) = 73/92*z^3 - 123/46*z + 1
*
[ 2 ] 
f(z) = 75/92*z^3 - 127/46*z + 1
*
-28/15 | 0.10313338951301773211943295687361564716 | 0.015297829759014619793531057896506264879
f(z) = 75/98*z^3 - 121/42*z + 1
*
[ 2 ] 
f(z) = 77/92*z^3 - 131/46*z + 1
*
[ 2 ] 
f(z) = 79/84*z^3 - 137/42*z + 1
*
[ 2 ] 
f(z) = 79/92*z^3 - 135/46*z + 1
*
[ -2 ] 
f(z) = 61/82*z^3 - 121/82*z + 1
*
-5/3 | 0.11508533515596651375253226375175770472 | 0.023757409262263074617065270550034959630
f(z) = 63/80*z^3 - 127/80*z + 1
*
[ -2 ] 
f(z) = 63/82*z^3 - 129/82*z + 1
*
[ -2 ] 
f(z) = 63/86*z^3 - 123/86*z + 1
*
[ 5/3 ] 
f(z) = 63/95*z^3 - 137/95*z + 1
*
[ 13/8 ] 
f(z) = 64/91*z^3 - 134/91*z + 1
*
[ -2 ] 
f(z) = 65/82*z^3 - 137/82*z + 1
*
[ -2 ] 
f(z) = 65/86*z^3 - 131/86*z + 1
*
[ -2 ] 
f(z) = 67/86*z^3 - 139/86*z + 1
*
[ -2 ] 
f(z) = 67/90*z^3 - 133/90*z + 1
*
[ -2 ] 
f(z) = 67/94*z^3 - 127/94*z + 1
*
[ -2 ] 
f(z) = 67/98*z^3 - 121/98*z + 1
*
[ 3/2 ] 
f(z) = 68/87*z^3 - 124/87*z + 1
*
[ 3/2 ] 
f(z) = 68/93*z^3 - 122/93*z + 1
*
[ -2 ] 
f(z) = 69/94*z^3 - 135/94*z + 1
*
[ -2 ] 
f(z) = 69/98*z^3 - 129/98*z + 1
*
[ -2 ] 
f(z) = 71/98*z^3 - 137/98*z + 1
*
[ 2/5 ] 
f(z) = 75/82*z^3 - 135/82*z + 1
*
[ 7/5 ] 
f(z) = 75/91*z^3 - 121/91*z + 1
*
[ 3/2 ] 
f(z) = 76/93*z^3 - 140/93*z + 1
*
[ 4/3 ] 
f(z) = 77/96*z^3 - 127/108*z + 1
*
[ 4/3 ] 
f(z) = 79/96*z^3 - 131/108*z + 1
*
[ 3/2 ] 
f(z) = 61/99*z^3 - 139/132*z + 1
*
-6/5 | 0.18069083411774160397605777581853705056 | 0.028652544631490187466657444930032855880
f(z) = 65/96*z^3 - 137/120*z + 1
*
[ 6/5 ] 
f(z) = 75/92*z^3 - 139/138*z + 1
*
-12/11 | 0.13032738638133998786000348644554874423 | 0.018619734268981922838654705869799394367
f(z) = 77/96*z^3 - 137/132*z + 1
*
-9/32 | 0.10012279363737614827572159478911399837 | 0.013969898772254308534687429026263659417
f(z) = 64/81*z^3 - 121/144*z + 1
*
[ 9/8 ] 
f(z) = 68/81*z^3 - 137/144*z + 1
*
[ 3/4 ] 
f(z) = 73/81*z^3 - 121/144*z + 1
*
[ 3/4 ] 
f(z) = 77/81*z^3 - 125/144*z + 1
*
[ 3/4 ] 
f(z) = 79/81*z^3 - 127/144*z + 1
*
[ 2/3 ] 
f(z) = 63/83*z^3 - 139/166*z + 1
*
[ -15/8 ] 
f(z) = 64/99*z^3 - 122/165*z + 1
*
[ 7/6 ] 
f(z) = 69/98*z^3 - 137/168*z + 1
*
[ 4/5 ] 
f(z) = 75/82*z^3 - 137/164*z + 1
*
[ 4/5 ] 
f(z) = 75/86*z^3 - 139/172*z + 1
*
[ 6/7 ] 
f(z) = 77/96*z^3 - 127/168*z + 1
*
[ 15/16 ] 
f(z) = 64/81*z^3 - 137/180*z + 1
*
[ 9/10 ] 
f(z) = 65/81*z^3 - 137/180*z + 1
*
[ 14/13 ] 
f(z) = 65/98*z^3 - 127/182*z + 1
*
[ 4 ] 
f(z) = 61/96*z^3 - 113/12*z + 1
*
[ -4 ] 
f(z) = 61/96*z^3 - 107/12*z + 1
*
[ -4 ] 
f(z) = 65/96*z^3 - 115/12*z + 1
*
[ -4 ] 
f(z) = 67/96*z^3 - 119/12*z + 1
*
3/4 | 0.18165230570902100163762564781185880064 | 0.026370094351955531022073857703665435934
f(z) = 64/81*z^3 - 109/36*z + 1
*
[ -9/4 ] 
f(z) = 68/81*z^3 - 101/36*z + 1
*
-2/15 | 0.095625719214184040317208130798547027213 | 0.013994625365978244489409677756221098828
f(z) = 75/88*z^3 - 116/33*z + 1
*
6/5 | 0.18914719895730285297357412889942884699 | 0.028253856981809443801198503013275200496
f(z) = 75/88*z^3 - 101/33*z + 1
*
[ -9/4 ] 
f(z) = 76/81*z^3 - 119/36*z + 1
*
[ 2 ] 
f(z) = 61/84*z^3 - 101/42*z + 1
*
[ 2 ] 
f(z) = 63/92*z^3 - 103/46*z + 1
*
[ 15/8 ] 
f(z) = 64/81*z^3 - 104/45*z + 1
*
9/5 | 0.18944429491470206733316002788171847911 | 0.027393272203820535584276842611217055552
f(z) = 65/81*z^3 - 112/45*z + 1
*
[ 2 ] 
f(z) = 65/84*z^3 - 109/42*z + 1
*
[ 2 ] 
f(z) = 65/92*z^3 - 107/46*z + 1
*
[ 2 ] 
f(z) = 67/84*z^3 - 113/42*z + 1
*
[ 2 ] 
f(z) = 67/92*z^3 - 111/46*z + 1
*
[ -7/3 ] 
f(z) = 69/98*z^3 - 101/42*z + 1
*
[ 9/5 ] 
f(z) = 70/81*z^3 - 106/45*z + 1
*
[ 2 ] 
f(z) = 71/92*z^3 - 119/46*z + 1
*
[ -7/3 ] 
f(z) = 75/98*z^3 - 115/42*z + 1
*
-4/3 | 0.14075745295448300669391123121317165168 | 0.023230663647360858967420249516986633932
f(z) = 69/80*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 60/89*z^3 - 104/89*z + 1
*
[ 1/2 ] 
f(z) = 60/91*z^3 - 106/91*z + 1
*
[ 1/2 ] 
f(z) = 60/97*z^3 - 112/97*z + 1
*
[ -2 ] 
f(z) = 61/86*z^3 - 115/86*z + 1
*
[ -2 ] 
f(z) = 61/90*z^3 - 109/90*z + 1
*
[ -2 ] 
f(z) = 61/94*z^3 - 103/94*z + 1
*
[ -2 ] 
f(z) = 63/94*z^3 - 111/94*z + 1
*
[ 1/2 ] 
f(z) = 64/85*z^3 - 101/85*z + 1
*
[ 3/2 ] 
f(z) = 64/87*z^3 - 115/87*z + 1
*
[ 1/2 ] 
f(z) = 64/87*z^3 - 103/87*z + 1
*
[ 1/2 ] 
f(z) = 64/89*z^3 - 105/89*z + 1
*
[ 1/2 ] 
f(z) = 64/91*z^3 - 107/91*z + 1
*
[ 3/2 ] 
f(z) = 64/93*z^3 - 113/93*z + 1
*
[ 1/2 ] 
f(z) = 64/93*z^3 - 109/93*z + 1
*
[ 1/2 ] 
f(z) = 64/95*z^3 - 111/95*z + 1
*
[ 1/2 ] 
f(z) = 64/97*z^3 - 113/97*z + 1
*
[ 1/2 ] 
f(z) = 64/99*z^3 - 115/99*z + 1
*
[ -2 ] 
f(z) = 65/94*z^3 - 119/94*z + 1
*
[ -2 ] 
f(z) = 65/98*z^3 - 113/98*z + 1
*
[ 1/2 ] 
f(z) = 68/87*z^3 - 104/87*z + 1
*
[ 1/2 ] 
f(z) = 68/89*z^3 - 106/89*z + 1
*
[ 1/2 ] 
f(z) = 68/91*z^3 - 108/91*z + 1
*
[ 1/2 ] 
f(z) = 68/93*z^3 - 110/93*z + 1
*
[ 1/2 ] 
f(z) = 68/95*z^3 - 112/95*z + 1
*
[ 1/2 ] 
f(z) = 68/97*z^3 - 114/97*z + 1
*
[ 1/2 ] 
f(z) = 68/99*z^3 - 116/99*z + 1
*
[ 1/2 ] 
f(z) = 72/83*z^3 - 101/83*z + 1
*
[ 1/2 ] 
f(z) = 72/85*z^3 - 103/85*z + 1
*
[ 1/2 ] 
f(z) = 72/89*z^3 - 107/89*z + 1
*
[ 1/2 ] 
f(z) = 72/91*z^3 - 109/91*z + 1
*
[ 1/2 ] 
f(z) = 72/95*z^3 - 113/95*z + 1
*
[ 1/2 ] 
f(z) = 72/97*z^3 - 115/97*z + 1
*
[ 1/2 ] 
f(z) = 76/83*z^3 - 102/83*z + 1
*
[ 1/2 ] 
f(z) = 76/85*z^3 - 104/85*z + 1
*
[ 1/2 ] 
f(z) = 76/87*z^3 - 106/87*z + 1
*
[ 1/2 ] 
f(z) = 76/89*z^3 - 108/89*z + 1
*
[ 1/2 ] 
f(z) = 76/91*z^3 - 110/91*z + 1
*
[ 1/2 ] 
f(z) = 76/93*z^3 - 112/93*z + 1
*
[ 1/2 ] 
f(z) = 76/97*z^3 - 116/97*z + 1
*
[ 1/2 ] 
f(z) = 76/99*z^3 - 118/99*z + 1
*
[ 4/3 ] 
f(z) = 65/96*z^3 - 103/108*z + 1
*
[ 4/3 ] 
f(z) = 67/96*z^3 - 107/108*z + 1
*
[ 4/3 ] 
f(z) = 71/96*z^3 - 115/108*z + 1
*
[ 4/3 ] 
f(z) = 73/96*z^3 - 119/108*z + 1
*
-3/4 | 0.17845204884054915851058883311900333036 | 0.029834424190984501936244973066751362435
f(z) = 64/99*z^3 - 103/132*z + 1
*
[ 9/14 ] 
f(z) = 70/81*z^3 - 115/126*z + 1
*
[ 6/7 ] 
f(z) = 70/81*z^3 - 101/126*z + 1
*
[ 2/3 ] 
f(z) = 75/92*z^3 - 119/138*z + 1
*
[ 3/4 ] 
f(z) = 76/99*z^3 - 101/132*z + 1
*
[ 6/7 ] 
f(z) = 77/81*z^3 - 109/126*z + 1
*
[ 12/11 ] 
f(z) = 77/96*z^3 - 115/132*z + 1
*
[ 3/4 ] 
f(z) = 61/81*z^3 - 109/144*z + 1
*
[ 20/21 ] 
f(z) = 63/80*z^3 - 107/140*z + 1
*
[ 3/4 ] 
f(z) = 65/81*z^3 - 113/144*z + 1
*
[ 12/13 ] 
f(z) = 65/96*z^3 - 103/156*z + 1
*
[ 3/4 ] 
f(z) = 67/81*z^3 - 115/144*z + 1
*
[ 3/4 ] 
f(z) = 71/81*z^3 - 119/144*z + 1
*
3/4 | 0.12356376544533311944722152718965607865 | 0.018302756374478450574347193885323730531
f(z) = 64/81*z^3 - 95/18*z + 1
*
-3/16 | 0.078510015640683332420041571656403149867 | 0.011593438093630744280491596191629958323
f(z) = 64/81*z^3 - 97/36*z + 1
*
-2 | 0.081601625385392584537279390350417775215 | 0.014116112427833251457964928366106202300
f(z) = 71/80*z^3 - 81/20*z + 1
*
-2 | 0.067579197083976159246301016964258248179 | 0.011641279220177996768184207148319487560
f(z) = 71/96*z^3 - 83/24*z + 1
*
-2 | 0.081317662114059327998947283134505400812 | 0.014007884838074149328349474062205586924
f(z) = 73/80*z^3 - 83/20*z + 1
*
-2 | 0.067276202058566219501600899921784984341 | 0.011541744677684709518643340718661069397
f(z) = 73/96*z^3 - 85/24*z + 1
*
14/15 | 0.19474782740655378950124743242159022979 | 0.027322698704685447545045425180075032157
f(z) = 75/98*z^3 - 89/21*z + 1
*
-2 | 0.082704498608747335118794996030303111371 | 0.014132200465479196644710892324995323390
f(z) = 77/80*z^3 - 87/20*z + 1
*
-2 | 0.065949024637647959643116872764133588957 | 0.011225498249931449530038231303237140482
f(z) = 77/96*z^3 - 89/24*z + 1
*
-2 | 0.083955553832020070145783218801934867726 | 0.014290475526993005030647553246857519640
f(z) = 79/80*z^3 - 89/20*z + 1
*
-2 | 0.064180577929920552193809298453082681164 | 0.010883314115668588774314922400469688617
f(z) = 79/96*z^3 - 91/24*z + 1
*
[ 2 ] 
f(z) = 61/92*z^3 - 99/46*z + 1
*
[ 9/5 ] 
f(z) = 65/81*z^3 - 97/45*z + 1
*
[ 2/5 ] 
f(z) = 65/88*z^3 - 89/55*z + 1
*
[ -2 ] 
f(z) = 73/84*z^3 - 83/42*z + 1
*
[ -2 ] 
f(z) = 75/92*z^3 - 81/46*z + 1
*
[ -2 ] 
f(z) = 77/92*z^3 - 85/46*z + 1
*
[ -2 ] 
f(z) = 79/84*z^3 - 95/42*z + 1
*
[ -2 ] 
f(z) = 79/92*z^3 - 89/46*z + 1
*
[ 3/7 ] 
f(z) = 70/81*z^3 - 94/63*z + 1
*
[ 3/2 ] 
f(z) = 70/99*z^3 - 83/66*z + 1
*
[ 3/2 ] 
f(z) = 74/99*z^3 - 89/66*z + 1
*
[ 3/7 ] 
f(z) = 77/81*z^3 - 95/63*z + 1
*
-12/7 | 0.18948480744145145705364887366703040755 | 0.028201285380395705431866284090934245140
f(z) = 77/81*z^3 - 92/63*z + 1
*
[ 9/7 ] 
f(z) = 77/81*z^3 - 85/63*z + 1
*
[ 1/2 ] 
f(z) = 60/83*z^3 - 98/83*z + 1
*
[ -2 ] 
f(z) = 61/98*z^3 - 97/98*z + 1
*
[ 4/3 ] 
f(z) = 63/92*z^3 - 89/92*z + 1
*
[ 1/2 ] 
f(z) = 64/81*z^3 - 97/81*z + 1
*
[ 1/2 ] 
f(z) = 64/83*z^3 - 99/83*z + 1
*
[ 5/4 ] 
f(z) = 64/85*z^3 - 83/85*z + 1
*
[ 5/8 ] 
f(z) = 64/95*z^3 - 82/95*z + 1
*
[ 5/4 ] 
f(z) = 64/95*z^3 - 81/95*z + 1
*
[ 11/8 ] 
f(z) = 64/99*z^3 - 94/99*z + 1
*
[ 6/5 ] 
f(z) = 65/81*z^3 - 89/90*z + 1
*
[ 2/3 ] 
f(z) = 65/88*z^3 - 82/99*z + 1
*
[ 2/3 ] 
f(z) = 67/88*z^3 - 83/99*z + 1
*
[ 1/2 ] 
f(z) = 68/81*z^3 - 98/81*z + 1
*
[ 1/2 ] 
f(z) = 68/83*z^3 - 100/83*z + 1
*
[ 6/5 ] 
f(z) = 70/81*z^3 - 97/90*z + 1
*
[ 2/3 ] 
f(z) = 71/88*z^3 - 85/99*z + 1
*
[ 7/6 ] 
f(z) = 72/91*z^3 - 85/91*z + 1
*
[ 2/3 ] 
f(z) = 73/88*z^3 - 86/99*z + 1
*
[ -28/15 ] 
f(z) = 75/98*z^3 - 95/84*z + 1
*
[ 1/2 ] 
f(z) = 76/81*z^3 - 100/81*z + 1
*
[ 9/11 ] 
f(z) = 77/81*z^3 - 85/99*z + 1
*
[ 4/7 ] 
f(z) = 77/96*z^3 - 85/84*z + 1
*
[ 2/3 ] 
f(z) = 79/88*z^3 - 89/99*z + 1
*
[ 4/3 ] 
f(z) = 61/96*z^3 - 95/108*z + 1
*
[ 9/13 ] 
f(z) = 65/81*z^3 - 97/117*z + 1
*
[ 6/5 ] 
f(z) = 65/96*z^3 - 97/120*z + 1
*
[ 3/4 ] 
f(z) = 68/99*z^3 - 95/132*z + 1
*
9/4 | 0.18989007790753004391682369847159557985 | 0.029030608012965487949516730141126516361
f(z) = 64/81*z^3 - 77/18*z + 1
*
9/4 | 0.18472132141189529782429721333859000271 | 0.028991301705258047284580242114734433340
f(z) = 64/81*z^3 - 65/18*z + 1
*
[ 3 ] 
f(z) = 67/81*z^3 - 61/9*z + 1
*
[ 3 ] 
f(z) = 68/81*z^3 - 62/9*z + 1
*
[ 3 ] 
f(z) = 70/81*z^3 - 64/9*z + 1
*
[ 3 ] 
f(z) = 71/81*z^3 - 65/9*z + 1
*
[ 3 ] 
f(z) = 73/81*z^3 - 67/9*z + 1
*
[ -3 ] 
f(z) = 73/81*z^3 - 61/9*z + 1
*
[ 3 ] 
f(z) = 74/81*z^3 - 68/9*z + 1
*
[ -3 ] 
f(z) = 74/81*z^3 - 62/9*z + 1
*
[ 14/5 ] 
f(z) = 75/98*z^3 - 75/14*z + 1
*
[ -14/5 ] 
f(z) = 75/98*z^3 - 65/14*z + 1
*
[ 3 ] 
f(z) = 76/81*z^3 - 70/9*z + 1
*
[ -3 ] 
f(z) = 76/81*z^3 - 64/9*z + 1
*
[ 3 ] 
f(z) = 77/81*z^3 - 71/9*z + 1
*
[ -3 ] 
f(z) = 77/81*z^3 - 65/9*z + 1
*
[ 3 ] 
f(z) = 79/81*z^3 - 73/9*z + 1
*
[ -3 ] 
f(z) = 79/81*z^3 - 67/9*z + 1
*
-2 | 0.084206060933666488978570118862062237102 | 0.014906433873395809563413108038890670984
f(z) = 61/80*z^3 - 71/20*z + 1
*
-2 | 0.067813584632111237637327736116343013454 | 0.011945838589127242051951149900421013961
f(z) = 61/96*z^3 - 73/24*z + 1
*
4/3 | 0.15716549646951064104178106583888426352 | 0.028423458187478916856725025365279614183
f(z) = 63/80*z^3 - 63/20*z + 1
*
-2 | 0.067903152578629989976261042757523122241 | 0.011850256566281358823300731652749833019
f(z) = 65/96*z^3 - 77/24*z + 1
*
-2 | 0.081419798334613968020888006365685213543 | 0.014209141449254488862523668748779595282
f(z) = 67/80*z^3 - 77/20*z + 1
*
-2 | 0.067867841050956342446681145606199944700 | 0.011791327431369079202500774969048457283
f(z) = 67/96*z^3 - 79/24*z + 1
*
-2 | 0.081197439391184090576861737536946451799 | 0.014107205704854315140259306420066922007
f(z) = 69/80*z^3 - 79/20*z + 1
*
[ 2 ] 
f(z) = 71/80*z^3 - 61/20*z + 1
*
[ 2 ] 
f(z) = 73/80*z^3 - 63/20*z + 1
*
[ 3/2 ] 
f(z) = 73/81*z^3 - 61/36*z + 1
*
[ 2 ] 
f(z) = 73/96*z^3 - 61/24*z + 1
*
-22/15 | 0.17172573691935087841326576309705041085 | 0.027077018174460981316728218411964057275
f(z) = 75/88*z^3 - 71/33*z + 1
*
6/5 | 0.15993029474894296219313432486503205617 | 0.025389995772512465566160526315553480595
f(z) = 75/88*z^3 - 68/33*z + 1
*
[ 2 ] 
f(z) = 77/80*z^3 - 67/20*z + 1
*
[ 3/2 ] 
f(z) = 77/81*z^3 - 65/36*z + 1
*
[ 2 ] 
f(z) = 77/96*z^3 - 65/24*z + 1
*
[ 2 ] 
f(z) = 79/80*z^3 - 69/20*z + 1
*
[ 3/2 ] 
f(z) = 79/81*z^3 - 67/36*z + 1
*
[ 2 ] 
f(z) = 79/96*z^3 - 67/24*z + 1
*
[ -2 ] 
f(z) = 65/84*z^3 - 67/42*z + 1
*
[ -2 ] 
f(z) = 65/92*z^3 - 61/46*z + 1
*
[ -2 ] 
f(z) = 67/84*z^3 - 71/42*z + 1
*
[ -2 ] 
f(z) = 67/92*z^3 - 65/46*z + 1
*
[ -2 ] 
f(z) = 71/84*z^3 - 79/42*z + 1
*
[ -2 ] 
f(z) = 71/92*z^3 - 73/46*z + 1
*
[ -2 ] 
f(z) = 73/92*z^3 - 77/46*z + 1
*
[ 2/5 ] 
f(z) = 75/92*z^3 - 75/46*z + 1
*
[ 3/2 ] 
f(z) = 62/99*z^3 - 71/66*z + 1
*
[ 7/5 ] 
f(z) = 65/98*z^3 - 71/70*z + 1
*
[ 4/3 ] 
f(z) = 69/80*z^3 - 77/60*z + 1
*
[ 9/7 ] 
f(z) = 70/81*z^3 - 76/63*z + 1
*
[ 3/4 ] 
f(z) = 74/81*z^3 - 61/72*z + 1
*
[ 2/3 ] 
f(z) = 61/88*z^3 - 80/99*z + 1
*
[ 2/3 ] 
f(z) = 63/82*z^3 - 69/82*z + 1
*
[ 2/3 ] 
f(z) = 63/86*z^3 - 71/86*z + 1
*
[ 2/3 ] 
f(z) = 63/94*z^3 - 75/94*z + 1
*
[ 5/8 ] 
f(z) = 64/85*z^3 - 76/85*z + 1
*
[ 3/4 ] 
f(z) = 64/87*z^3 - 65/87*z + 1
*
[ 7/8 ] 
f(z) = 64/91*z^3 - 62/91*z + 1
*
[ 3/4 ] 
f(z) = 64/93*z^3 - 67/93*z + 1
*
[ 9/8 ] 
f(z) = 64/99*z^3 - 70/99*z + 1
*
[ 9/10 ] 
f(z) = 70/81*z^3 - 73/90*z + 1
*
[ 5/6 ] 
f(z) = 72/85*z^3 - 67/85*z + 1
*
[ 5/6 ] 
f(z) = 72/95*z^3 - 69/95*z + 1
*
[ 4/5 ] 
f(z) = 75/92*z^3 - 71/92*z + 1
*
[ -12/7 ] 
f(z) = 77/96*z^3 - 65/84*z + 1
*
[ 3 ] 
f(z) = 61/81*z^3 - 55/9*z + 1
*
[ -3 ] 
f(z) = 61/81*z^3 - 49/9*z + 1
*
[ 3 ] 
f(z) = 62/81*z^3 - 56/9*z + 1
*
[ -3 ] 
f(z) = 62/81*z^3 - 50/9*z + 1
*
[ 3 ] 
f(z) = 64/81*z^3 - 58/9*z + 1
*
21/8 | 0.16843813659323368617911912309919223370 | 0.027147484645787261663051373236650451767
f(z) = 64/81*z^3 - 55/9*z + 1
*
21/8 | 0.16886902440797589820209595527421601920 | 0.028024025947722031506502957005095840830
f(z) = 64/81*z^3 - 46/9*z + 1
*
[ 3 ] 
f(z) = 65/81*z^3 - 59/9*z + 1
*
[ -3 ] 
f(z) = 65/81*z^3 - 53/9*z + 1
*
[ -3 ] 
f(z) = 67/81*z^3 - 55/9*z + 1
*
[ -3 ] 
f(z) = 68/81*z^3 - 56/9*z + 1
*
[ -3 ] 
f(z) = 70/81*z^3 - 58/9*z + 1
*
[ -3 ] 
f(z) = 71/81*z^3 - 59/9*z + 1
*
-2 | 0.084370475344465008842722437728462907011 | 0.014564176963499076860571774093780263598
f(z) = 71/88*z^3 - 41/11*z + 1
*
-2 | 0.083050368196071721750428202813690189762 | 0.014276909261709389710270721438663233511
f(z) = 73/88*z^3 - 42/11*z + 1
*
-2 | 0.083378975099093194091174468876632944975 | 0.014275653257006979001385603741460089429
f(z) = 75/88*z^3 - 43/11*z + 1
*
-2 | 0.083488946611323870363854499893279856705 | 0.014184075946539930926838930785070272537
f(z) = 79/88*z^3 - 45/11*z + 1
*
[ 2 ] 
f(z) = 61/80*z^3 - 51/20*z + 1
*
[ 3/2 ] 
f(z) = 61/81*z^3 - 49/36*z + 1
*
[ 2 ] 
f(z) = 61/96*z^3 - 49/24*z + 1
*
2/3 | 0.12812790079624179419524992027812852444 | 0.023599142429419453883023480942782448794
f(z) = 63/80*z^3 - 57/20*z + 1
*
[ 2 ] 
f(z) = 63/80*z^3 - 53/20*z + 1
*
[ 3/8 ] 
f(z) = 64/99*z^3 - 58/33*z + 1
*
[ 3/2 ] 
f(z) = 65/81*z^3 - 53/36*z + 1
*
[ 2 ] 
f(z) = 65/96*z^3 - 53/24*z + 1
*
[ 2 ] 
f(z) = 67/80*z^3 - 57/20*z + 1
*
[ 3/2 ] 
f(z) = 67/81*z^3 - 55/36*z + 1
*
[ 2 ] 
f(z) = 67/96*z^3 - 55/24*z + 1
*
[ 2 ] 
f(z) = 69/80*z^3 - 59/20*z + 1
*
[ -2 ] 
f(z) = 71/80*z^3 - 41/20*z + 1
*
[ 3/2 ] 
f(z) = 71/81*z^3 - 59/36*z + 1
*
[ 2 ] 
f(z) = 71/96*z^3 - 59/24*z + 1
*
[ -2 ] 
f(z) = 73/80*z^3 - 43/20*z + 1
*
[ 22/15 ] 
f(z) = 75/88*z^3 - 50/33*z + 1
*
[ 3/2 ] 
f(z) = 76/99*z^3 - 46/33*z + 1
*
[ -2 ] 
f(z) = 77/80*z^3 - 47/20*z + 1
*
[ -2 ] 
f(z) = 77/96*z^3 - 41/24*z + 1
*
[ -2 ] 
f(z) = 79/80*z^3 - 49/20*z + 1
*
[ -2 ] 
f(z) = 79/96*z^3 - 43/24*z + 1
*
[ -2 ] 
f(z) = 61/84*z^3 - 59/42*z + 1
*
[ -2 ] 
f(z) = 61/92*z^3 - 53/46*z + 1
*
[ 4/3 ] 
f(z) = 63/88*z^3 - 45/44*z + 1
*
[ -2 ] 
f(z) = 63/92*z^3 - 57/46*z + 1
*
[ -15/8 ] 
f(z) = 64/81*z^3 - 56/45*z + 1
*
[ -9/5 ] 
f(z) = 65/81*z^3 - 47/45*z + 1
*
[ 3/5 ] 
f(z) = 65/81*z^3 - 43/45*z + 1
*
[ -9/5 ] 
f(z) = 70/81*z^3 - 56/45*z + 1
*
[ 3/5 ] 
f(z) = 70/81*z^3 - 44/45*z + 1
*
[ 7/15 ] 
f(z) = 75/98*z^3 - 55/42*z + 1
*
[ 7/10 ] 
f(z) = 75/98*z^3 - 45/56*z + 1
*
[ 3/4 ] 
f(z) = 62/81*z^3 - 55/72*z + 1
*
[ 22/21 ] 
f(z) = 63/88*z^3 - 57/77*z + 1
*
[ 4/5 ] 
f(z) = 65/96*z^3 - 41/60*z + 1
*
[ 2/3 ] 
f(z) = 69/80*z^3 - 53/60*z + 1
*
[ 3/4 ] 
f(z) = 70/81*z^3 - 59/72*z + 1
*
-2 | 0.086613571418516510521390951652786796308 | 0.015294751168109379310309141829223088649
f(z) = 61/88*z^3 - 36/11*z + 1
*
[ 2 ] 
f(z) = 61/88*z^3 - 25/11*z + 1
*
[ 3/2 ] 
f(z) = 62/81*z^3 - 25/18*z + 1
*
-2 | 0.086516475837213252551954614535586967754 | 0.015204044055858377829972042118537678442
f(z) = 63/88*z^3 - 37/11*z + 1
*
[ 2 ] 
f(z) = 63/88*z^3 - 26/11*z + 1
*
9/8 | 0.13640867261805162741642450716771906751 | 0.023712638011277501312500613523160279807
f(z) = 64/81*z^3 - 35/9*z + 1
*
[ -9/4 ] 
f(z) = 64/81*z^3 - 23/9*z + 1
*
3/4 | 0.10414258274537934774747629095023012990 | 0.019528984516659654140138232900393830446
f(z) = 64/81*z^3 - 23/18*z + 1
*
-2 | 0.086322189579746197327222682656329145780 | 0.015099137889171581591468985427892377096
f(z) = 65/88*z^3 - 38/11*z + 1
*
[ 2 ] 
f(z) = 65/88*z^3 - 27/11*z + 1
*
-2 | 0.085992276017255418000645640698130906891 | 0.014973398621785357545099560451097619738
f(z) = 67/88*z^3 - 39/11*z + 1
*
[ 2 ] 
f(z) = 67/88*z^3 - 28/11*z + 1
*
-2 | 0.085442434458932177233144636072999827294 | 0.014812357793755986864819399826547036623
f(z) = 69/88*z^3 - 40/11*z + 1
*
[ 2 ] 
f(z) = 69/88*z^3 - 29/11*z + 1
*
[ 3/2 ] 
f(z) = 70/81*z^3 - 29/18*z + 1
*
[ 2 ] 
f(z) = 71/88*z^3 - 30/11*z + 1
*
[ 2 ] 
f(z) = 73/88*z^3 - 31/11*z + 1
*
[ 3/2 ] 
f(z) = 74/81*z^3 - 31/18*z + 1
*
[ 2 ] 
f(z) = 75/88*z^3 - 32/11*z + 1
*
[ -2 ] 
f(z) = 75/88*z^3 - 21/11*z + 1
*
[ 2 ] 
f(z) = 79/88*z^3 - 34/11*z + 1
*
[ -2 ] 
f(z) = 79/88*z^3 - 23/11*z + 1
*
[ -2 ] 
f(z) = 61/80*z^3 - 31/20*z + 1
*
[ -2 ] 
f(z) = 61/96*z^3 - 25/24*z + 1
*
[ 4/3 ] 
f(z) = 63/80*z^3 - 23/20*z + 1
*
[ 3/2 ] 
f(z) = 64/99*z^3 - 37/33*z + 1
*
[ 3/4 ] 
f(z) = 64/99*z^3 - 23/33*z + 1
*
[ -2 ] 
f(z) = 65/96*z^3 - 29/24*z + 1
*
[ -2 ] 
f(z) = 67/80*z^3 - 37/20*z + 1
*
[ -2 ] 
f(z) = 67/96*z^3 - 31/24*z + 1
*
[ 3/4 ] 
f(z) = 68/81*z^3 - 29/36*z + 1
*
[ 3/2 ] 
f(z) = 68/99*z^3 - 40/33*z + 1
*
[ -2 ] 
f(z) = 69/80*z^3 - 39/20*z + 1
*
[ 2/3 ] 
f(z) = 69/88*z^3 - 28/33*z + 1
*
[ -2 ] 
f(z) = 71/96*z^3 - 35/24*z + 1
*
[ -2 ] 
f(z) = 73/96*z^3 - 37/24*z + 1
*
[ 6/5 ] 
f(z) = 75/88*z^3 - 35/33*z + 1
*
[ 2/3 ] 
f(z) = 75/88*z^3 - 29/33*z + 1
*
[ 3/4 ] 
f(z) = 76/81*z^3 - 31/36*z + 1
*
[ 2/3 ] 
f(z) = 63/92*z^3 - 37/46*z + 1
*
[ 4/5 ] 
f(z) = 75/88*z^3 - 35/44*z + 1
*
[ 14/15 ] 
f(z) = 75/98*z^3 - 31/42*z + 1
*
[ -2 ] 
f(z) = 61/88*z^3 - 14/11*z + 1
*
[ -2 ] 
f(z) = 63/88*z^3 - 15/11*z + 1
*
[ 2/3 ] 
f(z) = 63/88*z^3 - 9/11*z + 1
*
[ 3/8 ] 
f(z) = 64/81*z^3 - 16/9*z + 1
*
[ 9/8 ] 
f(z) = 64/81*z^3 - 8/9*z + 1
*
[ -2 ] 
f(z) = 65/88*z^3 - 16/11*z + 1
*
[ -2 ] 
f(z) = 67/88*z^3 - 17/11*z + 1
*
[ 3/2 ] 
f(z) = 68/81*z^3 - 14/9*z + 1
*
[ -2 ] 
f(z) = 69/88*z^3 - 18/11*z + 1
*
[ -2 ] 
f(z) = 71/88*z^3 - 19/11*z + 1
*
[ -2 ] 
f(z) = 73/88*z^3 - 20/11*z + 1
*
[ 2/5 ] 
f(z) = 75/88*z^3 - 18/11*z + 1
*
[ 7/5 ] 
f(z) = 75/98*z^3 - 17/14*z + 1
*
[ 3/2 ] 
f(z) = 76/81*z^3 - 16/9*z + 1
*
[ 2/3 ] 
f(z) = 63/80*z^3 - 17/20*z + 1
*
[ -9/8 ]
f(z) = 64/81*z^3 + 8/9*z + 1
*
[ -1 ]
f(z) = 62/81*z^3 + 100/81*z + 1
*
[ 5 ] 
f(z) = 61/100*z^3 - 289/20*z + 1
*
[ -5 ] 
f(z) = 61/100*z^3 - 281/20*z + 1
*
[ 5 ] 
f(z) = 63/100*z^3 - 299/20*z + 1
*
[ -5 ] 
f(z) = 63/100*z^3 - 291/20*z + 1
*
-4 | 0.20814863375788350273671266137741811159 | 0.029513237841802936915529407580127763171
f(z) = 67/112*z^3 - 289/28*z + 1
*
2/15 | 0.21729790409239258304758176976856676942 | 0.028003699652111788856240571575972436150
f(z) = 75/104*z^3 - 293/39*z + 1
*
[ 4 ] 
f(z) = 79/112*z^3 - 295/28*z + 1
*
[ -4 ] 
f(z) = 79/112*z^3 - 281/28*z + 1
*
[ 5/2 ] 
f(z) = 67/100*z^3 - 287/80*z + 1
*
[ 5/2 ] 
f(z) = 69/100*z^3 - 297/80*z + 1
*
14/15 | 0.11462454946443113976348782592405949854 | 0.016205312966009350346380096926770777220
f(z) = 75/112*z^3 - 295/84*z + 1
*
-12/5 | 0.17636335726544473235489496173307405096 | 0.025006427453222695810574074471535555312
f(z) = 75/112*z^3 - 289/84*z + 1
*
[ -5/2 ] 
f(z) = 79/100*z^3 - 283/80*z + 1
*
0 | 0.10858320580601511159464292298738421662 | 0.019197907181954646019529808128867521275
f(z) = 60/113*z^3 - 286/113*z + 1
*
0 | 0.10807363564617889499473367025634917416 | 0.018969960015957405824913908565458589361
f(z) = 60/119*z^3 - 298/119*z + 1
*
-2 | 0.076720428848116869708175628343090201519 | 0.013474541298714825588733139863632327218
f(z) = 61/106*z^3 - 297/106*z + 1
*
-2 | 0.077174418390111521231866627597879056930 | 0.013538318096920890985702820258966415611
f(z) = 61/110*z^3 - 299/110*z + 1
*
0 | 0.096440706382674153700699635917100682301 | 0.017104405813135915500866509532535344227
f(z) = 61/110*z^3 - 281/110*z + 1
*
0 | 0.088853647246411402111765685836930634060 | 0.015738992653266204279231942228885646761
f(z) = 61/111*z^3 - 283/111*z + 1
*
0 | 0.083447693759954255549221124728435596959 | 0.014762999290869614371259546292078363472
f(z) = 61/112*z^3 - 285/112*z + 1
*
0 | 0.10904057412945978784906459133180380499 | 0.019266881663806811315011638682751265224
f(z) = 61/113*z^3 - 287/113*z + 1
*
0 | 0.075781545347305213035715124551774727302 | 0.013373780253133237047858469646668874477
f(z) = 61/114*z^3 - 289/114*z + 1
*
0 | 0.10887984362710928031643858395907532526 | 0.019191545854109722085705563391043645601
f(z) = 61/115*z^3 - 291/115*z + 1
*
0 | 0.083127502315894112379458553996503499219 | 0.014634678915202722466612538731302279357
f(z) = 61/116*z^3 - 293/116*z + 1
*
0 | 0.095152874144094163973984491437984469363 | 0.016731719091769595865405854823207376776
f(z) = 61/117*z^3 - 295/117*z + 1
*
0 | 0.095797436829555906023049378719693317985 | 0.016825069127628572936795768319481234169
f(z) = 61/118*z^3 - 297/118*z + 1
*
0 | 0.10854886044627829109309791766453290091 | 0.019042177867171174726850622293872778559
f(z) = 61/119*z^3 - 299/119*z + 1
*
0 | 0.089294582904504676084267864260716221741 | 0.015807220769619034084538292276741101744
f(z) = 62/111*z^3 - 284/111*z + 1
*
0 | 0.10948556376658121940550157908444530207 | 0.019333626669411772329733859468771142888
f(z) = 62/113*z^3 - 288/113*z + 1
*
0 | 0.10933013105488713449089046129399714221 | 0.019259269445717671449617761973153953936
f(z) = 62/115*z^3 - 292/115*z + 1
*
0 | 0.095608684399533033990288721491745015511 | 0.016801870807455007125410191319530854954
f(z) = 62/117*z^3 - 296/117*z + 1
*
0 | 0.11021222164401137363724593596880123763 | 0.019546876368640102378800760900089757193
f(z) = 63/109*z^3 - 281/109*z + 1
*
0 | 0.097304408661157104615402699844671169363 | 0.017235908941376819311411360825463584651
f(z) = 63/110*z^3 - 283/110*z + 1
*
0 | 0.10991889847424721123186781179472274699 | 0.019398274172477252979629990727818273462
f(z) = 63/113*z^3 - 289/113*z + 1
*
0 | 0.10976840915894266223979553068385022736 | 0.019324836886944123379967614824560776811
f(z) = 63/115*z^3 - 293/115*z + 1
*
0 | 0.084021346504398333930041150738207893084 | 0.014774346860977977827208838914276879449
f(z) = 63/116*z^3 - 295/116*z + 1
*
0 | 0.096702172969077727317094435456031504719 | 0.016963973368752813225383035589832370854
f(z) = 63/118*z^3 - 299/118*z + 1
*
5/8 | 0.16975408849521099136232447949163032498 | 0.029796612763561670412176052049244771368
f(z) = 64/105*z^3 - 298/105*z + 1
*
[ -21/8 ] 
f(z) = 64/105*z^3 - 296/105*z + 1
*
3/8 | 0.12083585684764760826848064400938916389 | 0.021324877828411429044478912208777200188
f(z) = 64/105*z^3 - 289/105*z + 1
*
0 | 0.11062580922337372595560015454289688907 | 0.019607875108970788469802884333351601848
f(z) = 64/109*z^3 - 282/109*z + 1
*
0 | 0.090140011585061026473219188476936458818 | 0.015937083114693365797508209587852278854
f(z) = 64/111*z^3 - 286/111*z + 1
*
0 | 0.11034123541947762282975176159720559130 | 0.019460944051268345770895217498803865598
f(z) = 64/113*z^3 - 290/113*z + 1
*
0 | 0.11019537046190817728926137766618033231 | 0.019388374048193716770175675860245268453
f(z) = 64/115*z^3 - 294/115*z + 1
*
0 | 0.096483873796556846847649428201178673757 | 0.016935631129293619512215961235261830965
f(z) = 64/117*z^3 - 298/117*z + 1
*
0 | 0.071863351267749179147800222587020388558 | 0.012745447117508286733131228891368567198
f(z) = 65/108*z^3 - 281/108*z + 1
*
0 | 0.11102952694597566181375563443806683169 | 0.019667092607376455122343549967578948685
f(z) = 65/109*z^3 - 283/109*z + 1
*
0 | 0.090548800780827075608605760761895120835 | 0.015999484993288123456894988518125959548
f(z) = 65/111*z^3 - 287/111*z + 1
*
0 | 0.085150966001747497213429028463552426634 | 0.015027277451658428293623080563033871589
f(z) = 65/112*z^3 - 289/112*z + 1
*
0 | 0.11075317351685456980288601338755366700 | 0.019521745597985635917429959870725691458
f(z) = 65/113*z^3 - 291/113*z + 1
*
0 | 0.077503652345684402233281366559755650633 | 0.013644594571413230404404771025408359117
f(z) = 65/114*z^3 - 293/114*z + 1
*
0 | 0.084869189799551211379504142290797735091 | 0.014905722245198180031344780161065611248
f(z) = 65/116*z^3 - 297/116*z + 1
*
0 | 0.11142387475699578265943693827939301090 | 0.019724620800052594370943844276347932098
f(z) = 66/109*z^3 - 284/109*z + 1
*
0 | 0.11115526045905095266689117311864262880 | 0.019580778792033614267846809553683474187
f(z) = 66/113*z^3 - 292/113*z + 1
*
0 | 0.11101780610299745987153690753858216108 | 0.019509805486652672370140323905550802336
f(z) = 66/115*z^3 - 296/115*z + 1
*
0 | 0.11193714733216974610763163732251077280 | 0.019852803503295183897363416541368232372
f(z) = 67/107*z^3 - 281/107*z + 1
*
[ 12/5 ] 
f(z) = 67/108*z^3 - 299/100*z + 1
*
0 | 0.072639530379733446652733233696549897633 | 0.012866922972928454362383465978279491863
f(z) = 67/108*z^3 - 283/108*z + 1
*
0 | 0.11180931301571191476313683975090894593 | 0.019780544367251289654694908743099334916
f(z) = 67/109*z^3 - 285/109*z + 1
*
0 | 0.098909295857867264154375298469998887522 | 0.017476739406025602995123724053675823798
f(z) = 67/110*z^3 - 287/110*z + 1
*
0 | 0.091335980728300178653419507995024773450 | 0.016118796863623678368747065448136526607
f(z) = 67/111*z^3 - 289/111*z + 1
*
0 | 0.085941936253788945550501466142496024574 | 0.015148429272678549684831764350083544190
f(z) = 67/112*z^3 - 291/112*z + 1
*
0 | 0.11154799868398227770425559751647394351 | 0.019638135381115688141162629677570886333
f(z) = 67/113*z^3 - 293/113*z + 1
*
0 | 0.078301365284874032722838282423905422994 | 0.013768543096917757913729489018090792009
f(z) = 67/114*z^3 - 295/114*z + 1
*
0 | 0.11141438095596468073968900711460298087 | 0.019567899971387367521212953964290226407
f(z) = 67/115*z^3 - 297/115*z + 1
*
0 | 0.085675986381028681566312204556242908602 | 0.015029705193637705664812672935950312245
f(z) = 67/116*z^3 - 299/116*z + 1
*
0 | 0.11231081080174708478214053078283294067 | 0.019906533267849889530508286628443223158
f(z) = 68/107*z^3 - 282/107*z + 1
*
0 | 0.11218626676395910491084656587552559180 | 0.019834941512706571042298797982471009472
f(z) = 68/109*z^3 - 286/109*z + 1
*
0 | 0.091716328703712855681541756264055967387 | 0.016176059065363897058294616466102481714
f(z) = 68/111*z^3 - 290/111*z + 1
*
0 | 0.11193185046996524468101576723539245738 | 0.019693899804695972866044617465827306851
f(z) = 68/113*z^3 - 294/113*z + 1
*
0 | 0.11180185219746620891871497936958249547 | 0.019624366786728899854361748586452524206
f(z) = 68/115*z^3 - 298/115*z + 1
*
0 | 0.099901254585968519219371814240422885482 | 0.017718157236421829510885366101695765469
f(z) = 69/106*z^3 - 281/106*z + 1
*
0 | 0.11267655452437397193564794768936214556 | 0.019958837018095451057332269964201337862
f(z) = 69/107*z^3 - 283/107*z + 1
*
0 | 0.11255512941629556028364761312746184235 | 0.019887884637727111101104119860223082147
f(z) = 69/109*z^3 - 287/109*z + 1
*
0 | 0.099658390984528123342550406477592696757 | 0.017587519696248952953060989604364671024
f(z) = 69/110*z^3 - 289/110*z + 1
*
0 | 0.086697743614242018854116239943649262488 | 0.015263223423283388596461387276749813964
f(z) = 69/112*z^3 - 293/112*z + 1
*
0 | 0.11230724231065985238814169945124906612 | 0.019748149987226538547906279035946964746
f(z) = 69/113*z^3 - 295/113*z + 1
*
0 | 0.11303473015128331995825016773863612153 | 0.020009779720304970278214166162639763171
f(z) = 70/107*z^3 - 284/107*z + 1
*
0 | 0.11291626596538293223432003835569650545 | 0.019939440926960565049940774219874354688
f(z) = 70/109*z^3 - 288/109*z + 1
*
0 | 0.092451557413877366103138333292544696712 | 0.016285990309626630546652068706048277513
f(z) = 70/111*z^3 - 292/111*z + 1
*
0 | 0.11267456869116757046378185252887628568 | 0.019800958023055473681259228773317024043
f(z) = 70/113*z^3 - 296/113*z + 1
*
0 | 0.093156230253988942769355900870874777518 | 0.016521881952664874944577950348454169281
f(z) = 71/105*z^3 - 281/105*z + 1
*
0 | 0.10060753805275734507089532723125549484 | 0.017821005117372943393110508918562812005
f(z) = 71/106*z^3 - 283/106*z + 1
*
0 | 0.11338566507784624100237396573292609874 | 0.020059421869155575591189097707007453587
f(z) = 71/107*z^3 - 285/107*z + 1
*
0 | 0.074094095749106635849218423008722514532 | 0.013092027313520174308495285919239024095
f(z) = 71/108*z^3 - 287/108*z + 1
*
0 | 0.11327001577865452952755490730507242886 | 0.019989672859667119974617930743526687104
f(z) = 71/109*z^3 - 289/109*z + 1
*
0 | 0.10037622805589696982937232908121809235 | 0.017692668534634871112419144926246896042
f(z) = 71/110*z^3 - 291/110*z + 1
*
0 | 0.092809236753807932522540816757250187324 | 0.016339157828844258475081948977505316088
f(z) = 71/111*z^3 - 293/111*z + 1
*
0 | 0.087421612932873650472729097374880755910 | 0.015372251057043239771221499446852026440
f(z) = 71/112*z^3 - 295/112*z + 1
*
0 | 0.11303419536309759490922312662257635374 | 0.019852390770681191538746317916249292531
f(z) = 71/113*z^3 - 297/113*z + 1
*
0 | 0.079795217537928370976456095108164443136 | 0.013998071643127466211175312846951776466
f(z) = 71/114*z^3 - 299/114*z + 1
*
0 | 0.11372966472082217808200572807329451333 | 0.020107819905831286884829049427865418338
f(z) = 72/107*z^3 - 286/107*z + 1
*
0 | 0.11361669504856998237617860314949173433 | 0.020038638657837001781486407023640419624
f(z) = 72/109*z^3 - 290/109*z + 1
*
0 | 0.11338646219799561389511637314438925905 | 0.019902510370695503201620175403991400390
f(z) = 72/113*z^3 - 298/113*z + 1
*
[ -5/2 ] 
f(z) = 72/115*z^3 - 289/115*z + 1
*
0 | 0.085705622040982395328653322413267658269 | 0.015200466637390473096679103048659034137
f(z) = 73/104*z^3 - 281/104*z + 1
*
0 | 0.093831450204260519993608442030129858922 | 0.016620730281500235485689415965588983981
f(z) = 73/105*z^3 - 283/105*z + 1
*
0 | 0.10128632271786264284016644002148938486 | 0.017918888384859981996488907483222547211
f(z) = 73/106*z^3 - 285/106*z + 1
*
0 | 0.11406701452630830849690064900764655861 | 0.020155026586826746455223701323734163289
f(z) = 73/107*z^3 - 287/107*z + 1
*
0 | 0.074778044434647475524835704435616291509 | 0.013196684356920024408716556568586272418
f(z) = 73/108*z^3 - 289/108*z + 1
*
0 | 0.11395659894778900644920468214595113448 | 0.020086392680493864845907152115870016583
f(z) = 73/109*z^3 - 291/109*z + 1
*
0 | 0.10106548177292050356311859225601863103 | 0.017792677921879121981015989229738461771
f(z) = 73/110*z^3 - 293/110*z + 1
*
0 | 0.093501197926806286351756175262880129962 | 0.016441287691280653202494007589570320940
f(z) = 73/111*z^3 - 295/111*z + 1
*
0 | 0.088116319340807032842078496368040070148 | 0.015476021209409489176305278356086562248
f(z) = 73/112*z^3 - 297/112*z + 1
*
0 | 0.11373168568401451569565263265766553580 | 0.019951374699138660240448686252523662869
f(z) = 73/113*z^3 - 299/113*z + 1
*
0 | 0.094161075303555692352002347825525147240 | 0.016668703260754469863926598225701360482
f(z) = 74/105*z^3 - 284/105*z + 1
*
0 | 0.11439798174652853234324080562702445728 | 0.020201091310420424512749304070484805660
f(z) = 74/107*z^3 - 288/107*z + 1
*
0 | 0.11429000353180641147949262015136167238 | 0.020132985771928162063636189771178973861
f(z) = 74/109*z^3 - 292/109*z + 1
*
0 | 0.11493058198306485892369744613832089138 | 0.020383709206545105738336415781767693424
f(z) = 75/103*z^3 - 281/103*z + 1
*
0 | 0.076411980504528588870165815860381037780 | 0.013535151758566310362331385626442983609
f(z) = 75/104*z^3 - 283/104*z + 1
*
0 | 0.10193978715522626508092266522248504693 | 0.018012210882359634639372220628324939300
f(z) = 75/106*z^3 - 287/106*z + 1
*
0 | 0.11472281701735285951437152162212721695 | 0.020246060406645563081404450832004055369
f(z) = 75/107*z^3 - 289/107*z + 1
*
0 | 0.11461716742449762545766135706761073185 | 0.020178465570315071637002828342945395197
f(z) = 75/109*z^3 - 293/109*z + 1
*
0 | 0.088784271539963709651149624238797573417 | 0.015574975946504080578182710525929386340
f(z) = 75/112*z^3 - 299/112*z + 1
*
0 | 0.11524522473260829128740304458534441588 | 0.020426643559275388670076402738002990256
f(z) = 76/103*z^3 - 282/103*z + 1
*
0 | 0.094800404401015129068469945887965665777 | 0.016761057577852739608185767631750070046
f(z) = 76/105*z^3 - 286/105*z + 1
*
0 | 0.11504175576334451043745237285727835249 | 0.020289977395657514597302525569092163994
f(z) = 76/107*z^3 - 290/107*z + 1
*
0 | 0.11493833331626560490865225722231849586 | 0.020222876782124431899533686055651304619
f(z) = 76/109*z^3 - 294/109*z + 1
*
0 | 0.094490105467183756945119111899690526725 | 0.016585668760921801405090854730919054623
f(z) = 76/111*z^3 - 298/111*z + 1
*
0 | 0.082423478857716348813638060811093402574 | 0.014618356540429531150065149698653109218
f(z) = 77/102*z^3 - 281/102*z + 1
*
0 | 0.11555437171181785465011543811037644803 | 0.020468595986627289249274629193241080534
f(z) = 77/103*z^3 - 283/103*z + 1
*
0 | 0.086980353007949603559415937057437095582 | 0.015387973374911549396029895946719439782
f(z) = 77/104*z^3 - 285/104*z + 1
*
0 | 0.10256984892278638424462481713981099768 | 0.018101328150590415405856445707592641088
f(z) = 77/106*z^3 - 289/106*z + 1
*
0 | 0.11535501945295747712969880464554952968 | 0.020332883218634073981737370391012862849
f(z) = 77/107*z^3 - 291/107*z + 1
*
0 | 0.076070583680821867921833840540440263530 | 0.013392301417048944016748718829208912965
f(z) = 77/108*z^3 - 293/108*z + 1
*
0 | 0.11525372929977780416228491955750060622 | 0.020266261426874895489947349100902972889
f(z) = 77/109*z^3 - 295/109*z + 1
*
0 | 0.094807685778077732540169445907145816725 | 0.016631633057580654214828170765067992841
f(z) = 77/111*z^3 - 299/111*z + 1
*
0 | 0.11585822034903713310094706025590571236 | 0.020509603242012671606906543443925432253
f(z) = 78/103*z^3 - 284/103*z + 1
*
0 | 0.11566281672306774721777630787197639825 | 0.020374816444717388123978472516193630274
f(z) = 78/107*z^3 - 292/107*z + 1
*
0 | 0.11556357006442104909978810801569920132 | 0.020308659056082156858181811842521129282
f(z) = 78/109*z^3 - 296/109*z + 1
*
0 | 0.11625133238684834101353135032416485599 | 0.020617953144934945997495606801285954771
f(z) = 79/101*z^3 - 281/101*z + 1
*
0 | 0.083025216431603627971178440956155236636 | 0.014706579999231512102877296736417280127
f(z) = 79/102*z^3 - 283/102*z + 1
*
0 | 0.11615695717814542650714091883102815982 | 0.020549700047833570338660037712199142234
f(z) = 79/103*z^3 - 285/103*z + 1
*
0 | 0.084732383383176088340593415176356454397 | 0.014971755392609397378590437892074646661
f(z) = 79/104*z^3 - 287/104*z + 1
*
0 | 0.095717997435194355630396088848539813726 | 0.016892126679411675348301244254602924111
f(z) = 79/105*z^3 - 289/105*z + 1
*
0 | 0.10317820614511029050893845774898260033 | 0.018186555090584693182146892211788019791
f(z) = 79/106*z^3 - 291/106*z + 1
*
0 | 0.11596534438917323740882819398491782111 | 0.020415813456985879858945516792432969963
f(z) = 79/107*z^3 - 293/107*z + 1
*
0 | 0.076682898948930241413171923850467819578 | 0.013483951335123057886385966330994359614
f(z) = 79/108*z^3 - 295/108*z + 1
*
0 | 0.11586805796741566698252838281159793790 | 0.020350106949671302556581172103066488466
f(z) = 79/109*z^3 - 297/109*z + 1
*
0 | 0.10298362683681042327619553545272401715 | 0.018065897067647778030695951350806023188
f(z) = 79/110*z^3 - 299/110*z + 1
*
[ -39/16 ] 
f(z) = 64/117*z^3 - 287/156*z + 1
*
[ -20/9 ] 
f(z) = 63/100*z^3 - 299/180*z + 1
*
[ 15/8 ] 
f(z) = 64/117*z^3 - 284/195*z + 1
*
[ 3/7 ] 
f(z) = 65/108*z^3 - 283/196*z + 1
*
[ 5/3 ] 
f(z) = 71/100*z^3 - 283/180*z + 1
*
[ 12/7 ] 
f(z) = 71/108*z^3 - 297/196*z + 1
*
[ 3/7 ] 
f(z) = 71/108*z^3 - 285/196*z + 1
*
[ 5/3 ] 
f(z) = 73/100*z^3 - 293/180*z + 1
*
[ -2 ] 
f(z) = 73/101*z^3 - 281/202*z + 1
*
[ -2 ] 
f(z) = 74/101*z^3 - 289/202*z + 1
*
[ -2 ] 
f(z) = 74/103*z^3 - 283/206*z + 1
*
[ -2 ] 
f(z) = 75/101*z^3 - 297/202*z + 1
*
[ -2 ] 
f(z) = 75/103*z^3 - 291/206*z + 1
*
[ -2 ] 
f(z) = 76/103*z^3 - 299/206*z + 1
*
[ -2 ] 
f(z) = 76/105*z^3 - 293/210*z + 1
*
[ -2 ] 
f(z) = 76/107*z^3 - 287/214*z + 1
*
[ -2 ] 
f(z) = 76/109*z^3 - 281/218*z + 1
*
[ -2 ] 
f(z) = 77/107*z^3 - 295/214*z + 1
*
[ -2 ] 
f(z) = 77/109*z^3 - 289/218*z + 1
*
[ -2 ] 
f(z) = 78/109*z^3 - 297/218*z + 1
*
[ 8/5 ] 
f(z) = 75/116*z^3 - 297/232*z + 1
*
[ 5/11 ] 
f(z) = 77/100*z^3 - 299/220*z + 1
*
[ -2 ] 
f(z) = 77/111*z^3 - 283/222*z + 1
*
[ -2 ] 
f(z) = 78/113*z^3 - 285/226*z + 1
*
[ -2 ] 
f(z) = 79/111*z^3 - 299/222*z + 1
*
[ -2 ] 
f(z) = 79/113*z^3 - 293/226*z + 1
*
[ -2 ] 
f(z) = 79/115*z^3 - 287/230*z + 1
*
[ -2 ] 
f(z) = 79/117*z^3 - 281/234*z + 1
*
[ 4 ] 
f(z) = 71/112*z^3 - 263/28*z + 1
*
[ 4 ] 
f(z) = 73/112*z^3 - 271/28*z + 1
*
[ 4 ] 
f(z) = 75/112*z^3 - 279/28*z + 1
*
[ -4 ] 
f(z) = 75/112*z^3 - 265/28*z + 1
*
3/13 | 0.23467708025480713230831890178498897255 | 0.026288316498865048542499070570007148063
f(z) = 65/108*z^3 - 279/52*z + 1
*
[ 5/2 ] 
f(z) = 63/100*z^3 - 267/80*z + 1
*
-4/15 | 0.15530947109729894928098459858120836674 | 0.022154431077679823134408291148908253626
f(z) = 75/112*z^3 - 277/84*z + 1
*
[ -5/2 ] 
f(z) = 77/100*z^3 - 273/80*z + 1
*
0 | 0.10951887019565349693687436563294283805 | 0.019668120412032659103546522147944296911
f(z) = 60/101*z^3 - 262/101*z + 1
*
0 | 0.10936977633592939359700815023561332047 | 0.019588044889348825738512603518962294494
f(z) = 60/103*z^3 - 266/103*z + 1
*
0 | 0.10906372382153130839316091076022474199 | 0.019430114858310532803207603400876540956
f(z) = 60/107*z^3 - 274/107*z + 1
*
0 | 0.10890653626246356472467508113948551327 | 0.019352144371894614523444667168986481524
f(z) = 60/109*z^3 - 278/109*z + 1
*
0 | 0.084347128809577426333833452137749727157 | 0.015158023088311415042494104921422798118
f(z) = 61/100*z^3 - 261/100*z + 1
*
0 | 0.10994651719899039681595195548330309760 | 0.019731421020323088156868599024117956891
f(z) = 61/101*z^3 - 263/101*z + 1
*
0 | 0.076695466613157056946759329621646348667 | 0.013745372805680795667972009235810241627
f(z) = 61/102*z^3 - 265/102*z + 1
*
0 | 0.10980191449255621060226146892333008823 | 0.019652233363101272848499176584006975380
f(z) = 61/103*z^3 - 267/103*z + 1
*
0 | 0.081204138135190943064904729086522914488 | 0.014514446345035591093238242052319603706
f(z) = 61/104*z^3 - 269/104*z + 1
*
0 | 0.089311258022125082892288163148146095919 | 0.015942406949537091958551101677730324767
f(z) = 61/105*z^3 - 271/105*z + 1
*
0 | 0.096745043925035232549918883523984187149 | 0.017246729720270441618902028218620188647
f(z) = 61/106*z^3 - 273/106*z + 1
*
0 | 0.10950536320182767080529989777689045849 | 0.019496141341298477817919044879248520861
f(z) = 61/107*z^3 - 275/107*z + 1
*
0 | 0.070195692285870498253281012850987832329 | 0.012481414257449192376330055223767656708
f(z) = 61/108*z^3 - 277/108*z + 1
*
[ 12/5 ] 
f(z) = 61/108*z^3 - 267/100*z + 1
*
0 | 0.10935320859143307381266924248326449841 | 0.019419125550284977205312731554556145539
f(z) = 61/109*z^3 - 279/109*z + 1
*
0 | 0.11036369952191791038459605722102274029 | 0.019792809704744878909555174644754396427
f(z) = 62/101*z^3 - 264/101*z + 1
*
0 | 0.11022331457907803325203499822854551427 | 0.019714464541465765920615029226994008400
f(z) = 62/103*z^3 - 268/103*z + 1
*
0 | 0.089737029001842930690240880969803638360 | 0.016007883963897458089697963610349314601
f(z) = 62/105*z^3 - 272/105*z + 1
*
0 | 0.10993566773759490914129868198125116736 | 0.019560111523035888498369622277710240767
f(z) = 62/107*z^3 - 276/107*z + 1
*
0 | 0.10978821971431512557807981528379394284 | 0.019483996288444466139334784784163422548
f(z) = 62/109*z^3 - 280/109*z + 1
*
0 | 0.085167579417256366296022381338647024378 | 0.015284498405003769698102870070976890262
f(z) = 63/100*z^3 - 263/100*z + 1
*
0 | 0.11077095695424087053309752915703230001 | 0.019852387195944922903833831141415507013
f(z) = 63/101*z^3 - 265/101*z + 1
*
0 | 0.11063454119066284718139753858169845914 | 0.019774843362614429716840286121006939405
f(z) = 63/103*z^3 - 269/103*z + 1
*
0 | 0.079188509217327889515425124531040617367 | 0.014135456913584870259011034184346004719
f(z) = 63/104*z^3 - 271/104*z + 1
*
0 | 0.097590504212561069794940975160934449374 | 0.017374840903362435819011225354307810203
f(z) = 63/106*z^3 - 275/106*z + 1
*
0 | 0.11035525789904878375764904555832982928 | 0.019622139827559207017540628651009795907
f(z) = 63/107*z^3 - 277/107*z + 1
*
0 | 0.11116878594734009816323203963806052004 | 0.019910246161082672854418430420315232439
f(z) = 64/101*z^3 - 266/101*z + 1
*
0 | 0.11103611262728447829856941786302139504 | 0.019833466187523703315908336557411467379
f(z) = 64/103*z^3 - 270/103*z + 1
*
0 | 0.11076470098945789919800201056364581987 | 0.019682330908879819591920759554127448741
f(z) = 64/107*z^3 - 278/107*z + 1
*
0 | 0.11155764434285365844119437959892545965 | 0.019966472080158865086451972171316952599
f(z) = 65/101*z^3 - 267/101*z + 1
*
0 | 0.078314261100232867899707681413991977946 | 0.013997909058502011212148115472816095068
f(z) = 65/102*z^3 - 269/102*z + 1
*
0 | 0.11142850605479794518885566701402457047 | 0.019890421752479059926453590313943269061
f(z) = 65/103*z^3 - 271/103*z + 1
*
0 | 0.098395843195865071682850331064772804631 | 0.017495650233594323170630809154284186217
f(z) = 65/106*z^3 - 277/106*z + 1
*
0 | 0.11116451734290819534324046442532516320 | 0.019740780785721579758457920802802921855
f(z) = 65/107*z^3 - 279/107*z + 1
*
0 | 0.11193795545366350926598559268996437400 | 0.020021144002634678670086730338941383556
f(z) = 66/101*z^3 - 268/101*z + 1
*
0 | 0.11181216194396885357543934567108196552 | 0.019945791988665079749719959812400832915
f(z) = 66/103*z^3 - 272/103*z + 1
*
0 | 0.11155518561614274898668321734656935800 | 0.019797577810784502631888904046989124492
f(z) = 66/107*z^3 - 280/107*z + 1
*
0 | 0.086699997533554483705869835791866110161 | 0.015517476102160553097339240518297850365
f(z) = 67/100*z^3 - 267/100*z + 1
*
0 | 0.11231011160301804362051823697027532381 | 0.020074335203867274180519083227652720882
f(z) = 67/101*z^3 - 269/101*z + 1
*
0 | 0.079069960969199655690452604619599009954 | 0.014114295590178734758706722261994727516
f(z) = 67/102*z^3 - 271/102*z + 1
*
0 | 0.11218748790789344052018493157827204828 | 0.019999652730974166543587971746550313555
f(z) = 67/103*z^3 - 273/103*z + 1
*
0 | 0.076945240494024287445719882179182834303 | 0.013699194636219087060365465365252526003
f(z) = 67/104*z^3 - 275/104*z + 1
*
0 | 0.091719547156826908320306436649074016226 | 0.016308545813721314866140557520338859457
f(z) = 67/105*z^3 - 277/105*z + 1
*
0 | 0.099164980356735017505874778317704594951 | 0.017609882952166466374848820117145366503
f(z) = 67/106*z^3 - 279/106*z + 1
*
0 | 0.11267447720769162935905145150879834551 | 0.020126113757214980079411734636298042599
f(z) = 68/101*z^3 - 270/101*z + 1
*
0 | 0.11255486203510601882488227201836291839 | 0.020052074333919434304064843119488762944
f(z) = 68/103*z^3 - 274/103*z + 1
*
[ -5/2 ] 
f(z) = 68/115*z^3 - 264/115*z + 1
*
0 | 0.087418405170988595639534846577546613440 | 0.015625185865657637125381871968225754585
f(z) = 69/100*z^3 - 269/100*z + 1
*
0 | 0.11303139147537451932604343111715615851 | 0.020176543034770047283201498755119557579
f(z) = 69/101*z^3 - 271/101*z + 1
*
0 | 0.11291463579752956023452601328034794772 | 0.020103122209206418024142218487323920582
f(z) = 69/103*z^3 - 275/103*z + 1
*
0 | 0.084331120434988982584294528396175156061 | 0.014994818266872563291833462992782991798
f(z) = 69/104*z^3 - 277/104*z + 1
*
0 | 0.11338117077401220211550358390219957259 | 0.020225682147377027001653797335952163900
f(z) = 70/101*z^3 - 272/101*z + 1
*
0 | 0.11326713659809010849520281548029445039 | 0.020152857296885617581986052479035969531
f(z) = 70/103*z^3 - 276/103*z + 1
*
0 | 0.088108519792238569401647586687670874117 | 0.015727713497230479249575831350637105849
f(z) = 71/100*z^3 - 271/100*z + 1
*
0 | 0.11372411072083635735700296737043649273 | 0.020273586332754982726673010093351728244
f(z) = 71/101*z^3 - 273/101*z + 1
*
0 | 0.080488479151115497476128203174122109857 | 0.014330026584945502386190847532662419425
f(z) = 71/102*z^3 - 275/102*z + 1
*
0 | 0.11361267001140398278792121208629720355 | 0.020201336479911642493457350361275880497
f(z) = 71/103*z^3 - 277/103*z + 1
*
0 | 0.082179409100280083635706255327489341549 | 0.014593556819434676073223552381786020858
f(z) = 71/104*z^3 - 279/104*z + 1
*
0 | 0.11406048803079681350899712932153223005 | 0.020320307299060084428584214141686434590
f(z) = 72/101*z^3 - 274/101*z + 1
*
0 | 0.11395152176179890207584950321176186352 | 0.020248612950253969847355907634742637541
f(z) = 72/103*z^3 - 278/103*z + 1
*
0 | 0.088772597801680783790219372379798460774 | 0.015825482512966928426650847188667006262
f(z) = 73/100*z^3 - 273/100*z + 1
*
0 | 0.11439056215759581196309945961291335355 | 0.020365893530024424987587330249425613666
f(z) = 73/101*z^3 - 275/101*z + 1
*
0 | 0.081157334185521938568969508339099890138 | 0.014430491031764322539201567217063570909
f(z) = 73/102*z^3 - 277/102*z + 1
*
0 | 0.11428395947554912819039179625836347941 | 0.020294736533347888511596854172785673315
f(z) = 73/103*z^3 - 279/103*z + 1
*
0 | 0.11471457675522183835137718187069157344 | 0.020410390556828107445391851785297577068
f(z) = 74/101*z^3 - 276/101*z + 1
*
0 | 0.11461023423821256566435966046946364970 | 0.020339753976572755857316869242861819773
f(z) = 74/103*z^3 - 280/103*z + 1
*
0 | 0.11503276098353334864854472008485614909 | 0.020453841201059297826689836516565714340
f(z) = 75/101*z^3 - 277/101*z + 1
*
0 | 0.11534533067786132688965894622281392276 | 0.020496285792455735318021708081918045543
f(z) = 76/101*z^3 - 278/101*z + 1
*
0 | 0.090030356742734838827769952759118683106 | 0.016008192834337149731582857531378307411
f(z) = 77/100*z^3 - 277/100*z + 1
*
0 | 0.11565248939963413993290100202299284235 | 0.020537762364573574157293475107409960924
f(z) = 77/101*z^3 - 279/101*z + 1
*
[ -12/5 ] 
f(z) = 77/108*z^3 - 269/100*z + 1
*
0 | 0.11595442938256098563016953198468881178 | 0.020578306831073727184658967698011201259
f(z) = 78/101*z^3 - 280/101*z + 1
*
0 | 0.090627358913665570158655374155693635229 | 0.016093757866864128619757309157447940047
f(z) = 79/100*z^3 - 279/100*z + 1
*
[ 2 ] 
f(z) = 79/106*z^3 - 263/106*z + 1
*
[ 2 ] 
f(z) = 79/110*z^3 - 261/110*z + 1
*
[ 9/5 ] 
f(z) = 65/108*z^3 - 271/180*z + 1
*
[ 12/7 ] 
f(z) = 65/108*z^3 - 265/196*z + 1
*
[ 5/3 ] 
f(z) = 67/100*z^3 - 263/180*z + 1
*
[ -2 ] 
f(z) = 71/101*z^3 - 265/202*z + 1
*
[ -2 ] 
f(z) = 72/101*z^3 - 273/202*z + 1
*
[ -2 ] 
f(z) = 72/103*z^3 - 267/206*z + 1
*
[ -2 ] 
f(z) = 73/103*z^3 - 275/206*z + 1
*
[ -2 ] 
f(z) = 73/105*z^3 - 269/210*z + 1
*
[ -2 ] 
f(z) = 73/107*z^3 - 263/214*z + 1
*
[ -2 ] 
f(z) = 74/105*z^3 - 277/210*z + 1
*
[ 3/2 ] 
f(z) = 74/105*z^3 - 263/210*z + 1
*
[ -2 ] 
f(z) = 74/107*z^3 - 271/214*z + 1
*
[ -2 ] 
f(z) = 74/109*z^3 - 265/218*z + 1
*
[ -2 ] 
f(z) = 75/107*z^3 - 279/214*z + 1
*
[ -2 ] 
f(z) = 75/109*z^3 - 273/218*z + 1
*
[ 1/2 ] 
f(z) = 62/115*z^3 - 261/230*z + 1
*
[ 1/2 ] 
f(z) = 62/117*z^3 - 265/234*z + 1
*
[ 1/2 ] 
f(z) = 62/119*z^3 - 269/238*z + 1
*
[ 1/2 ] 
f(z) = 66/115*z^3 - 263/230*z + 1
*
[ 1/2 ] 
f(z) = 66/119*z^3 - 271/238*z + 1
*
[ 1/2 ] 
f(z) = 70/113*z^3 - 261/226*z + 1
*
[ 1/2 ] 
f(z) = 70/117*z^3 - 269/234*z + 1
*
[ 1/2 ] 
f(z) = 74/113*z^3 - 263/226*z + 1
*
[ 1/2 ] 
f(z) = 74/115*z^3 - 267/230*z + 1
*
[ 1/2 ] 
f(z) = 74/117*z^3 - 271/234*z + 1
*
[ 1/2 ] 
f(z) = 74/119*z^3 - 275/238*z + 1
*
[ -2 ] 
f(z) = 75/113*z^3 - 261/226*z + 1
*
[ -2 ] 
f(z) = 76/111*z^3 - 275/222*z + 1
*
[ -2 ] 
f(z) = 76/113*z^3 - 269/226*z + 1
*
[ -2 ] 
f(z) = 76/115*z^3 - 263/230*z + 1
*
[ -2 ] 
f(z) = 77/113*z^3 - 277/226*z + 1
*
[ -2 ] 
f(z) = 77/115*z^3 - 271/230*z + 1
*
[ -2 ] 
f(z) = 77/117*z^3 - 265/234*z + 1
*
[ 1/2 ] 
f(z) = 78/113*z^3 - 265/226*z + 1
*
[ -2 ] 
f(z) = 78/115*z^3 - 279/230*z + 1
*
[ 1/2 ] 
f(z) = 78/115*z^3 - 269/230*z + 1
*
[ 1/2 ] 
f(z) = 78/119*z^3 - 277/238*z + 1
*
[ -2 ] 
f(z) = 78/119*z^3 - 267/238*z + 1
*
[ -2 ] 
f(z) = 79/119*z^3 - 275/238*z + 1
*
[ 26/5 ] 
f(z) = 75/104*z^3 - 243/13*z + 1
*
[ 4 ] 
f(z) = 67/112*z^3 - 247/28*z + 1
*
[ 4 ] 
f(z) = 69/112*z^3 - 255/28*z + 1
*
[ -4 ] 
f(z) = 69/112*z^3 - 241/28*z + 1
*
[ -4 ] 
f(z) = 71/112*z^3 - 249/28*z + 1
*
[ -4 ] 
f(z) = 73/112*z^3 - 257/28*z + 1
*
[ 2/15 ] 
f(z) = 75/104*z^3 - 254/39*z + 1
*
[ 5/2 ] 
f(z) = 61/100*z^3 - 257/80*z + 1
*
[ -5/2 ] 
f(z) = 71/100*z^3 - 243/80*z + 1
*
[ -5/2 ] 
f(z) = 73/100*z^3 - 253/80*z + 1
*
4/3 | 0.14820447435749515577725138217610338638 | 0.021492357008523432310751694682839149466
f(z) = 75/112*z^3 - 247/84*z + 1
*
[ 24/11 ] 
f(z) = 77/108*z^3 - 251/88*z + 1
*
[ 1/3 ] 
f(z) = 63/118*z^3 - 243/118*z + 1
*
[ -5/2 ] 
f(z) = 64/105*z^3 - 253/105*z + 1
*
[ 1/3 ] 
f(z) = 72/119*z^3 - 246/119*z + 1
*
8/5 | 0.14436944389444017469848916830670296673 | 0.026016843468306170252006571973930862477
f(z) = 75/104*z^3 - 257/104*z + 1
*
[ 2 ] 
f(z) = 75/106*z^3 - 247/106*z + 1
*
[ 2 ] 
f(z) = 75/118*z^3 - 241/118*z + 1
*
3/2 | 0.14200092627085621300226639194008305843 | 0.025889914976393383438850154762039650000
f(z) = 76/105*z^3 - 241/105*z + 1
*
[ 2 ] 
f(z) = 77/106*z^3 - 255/106*z + 1
*
[ 2 ] 
f(z) = 77/114*z^3 - 251/114*z + 1
*
[ 2 ] 
f(z) = 77/118*z^3 - 249/118*z + 1
*
[ 2 ] 
f(z) = 79/114*z^3 - 259/114*z + 1
*
[ 2 ] 
f(z) = 79/118*z^3 - 257/118*z + 1
*
6/5 | 0.22944937546621685619497332370619897059 | 0.024219408908573533341510496870031249861
f(z) = 65/108*z^3 - 241/130*z + 1
*
[ -15/7 ] 
f(z) = 77/108*z^3 - 253/140*z + 1
*
[ 1/2 ] 
f(z) = 62/105*z^3 - 241/210*z + 1
*
[ 1/2 ] 
f(z) = 62/107*z^3 - 245/214*z + 1
*
[ 1/2 ] 
f(z) = 62/109*z^3 - 249/218*z + 1
*
[ 1/2 ] 
f(z) = 66/107*z^3 - 247/214*z + 1
*
[ 1/2 ] 
f(z) = 66/109*z^3 - 251/218*z + 1
*
[ -2 ] 
f(z) = 68/101*z^3 - 241/202*z + 1
*
[ -2 ] 
f(z) = 69/101*z^3 - 249/202*z + 1
*
[ -2 ] 
f(z) = 69/103*z^3 - 243/206*z + 1
*
[ -2 ] 
f(z) = 70/101*z^3 - 257/202*z + 1
*
[ -2 ] 
f(z) = 70/103*z^3 - 251/206*z + 1
*
[ 1/2 ] 
f(z) = 70/103*z^3 - 241/206*z + 1
*
[ 1/2 ] 
f(z) = 70/107*z^3 - 249/214*z + 1
*
[ 1/2 ] 
f(z) = 70/109*z^3 - 253/218*z + 1
*
[ -2 ] 
f(z) = 71/103*z^3 - 259/206*z + 1
*
[ -2 ] 
f(z) = 71/105*z^3 - 253/210*z + 1
*
[ -2 ] 
f(z) = 71/107*z^3 - 247/214*z + 1
*
[ -2 ] 
f(z) = 71/109*z^3 - 241/218*z + 1
*
[ -2 ] 
f(z) = 72/107*z^3 - 255/214*z + 1
*
[ -2 ] 
f(z) = 72/109*z^3 - 249/218*z + 1
*
[ -2 ] 
f(z) = 73/109*z^3 - 257/218*z + 1
*
[ 1/2 ] 
f(z) = 74/103*z^3 - 243/206*z + 1
*
[ 1/2 ] 
f(z) = 74/105*z^3 - 247/210*z + 1
*
[ 1/2 ] 
f(z) = 74/107*z^3 - 251/214*z + 1
*
[ 1/2 ] 
f(z) = 74/109*z^3 - 255/218*z + 1
*
[ 1/2 ] 
f(z) = 78/101*z^3 - 241/202*z + 1
*
[ 1/2 ] 
f(z) = 78/103*z^3 - 245/206*z + 1
*
[ 1/2 ] 
f(z) = 78/107*z^3 - 253/214*z + 1
*
[ 1/2 ] 
f(z) = 78/109*z^3 - 257/218*z + 1
*
[ 1/2 ] 
f(z) = 62/111*z^3 - 253/222*z + 1
*
[ 1/2 ] 
f(z) = 62/113*z^3 - 257/226*z + 1
*
[ 1/2 ] 
f(z) = 66/113*z^3 - 259/226*z + 1
*
[ 1/2 ] 
f(z) = 70/111*z^3 - 257/222*z + 1
*
[ 3/2 ] 
f(z) = 70/111*z^3 - 241/222*z + 1
*
[ -2 ] 
f(z) = 73/111*z^3 - 251/222*z + 1
*
[ -2 ] 
f(z) = 73/113*z^3 - 245/226*z + 1
*
[ -2 ] 
f(z) = 74/113*z^3 - 253/226*z + 1
*
[ -2 ] 
f(z) = 74/115*z^3 - 247/230*z + 1
*
[ -2 ] 
f(z) = 74/117*z^3 - 241/234*z + 1
*
[ -2 ] 
f(z) = 75/119*z^3 - 243/238*z + 1
*
[ -2 ] 
f(z) = 76/117*z^3 - 257/234*z + 1
*
[ -2 ] 
f(z) = 76/119*z^3 - 251/238*z + 1
*
[ 6/11 ] 
f(z) = 65/108*z^3 - 245/242*z + 1
*
[ 6/11 ] 
f(z) = 71/108*z^3 - 249/242*z + 1
*
[ 9/7 ] 
f(z) = 77/108*z^3 - 241/252*z + 1
*
[ 4/3 ] 
f(z) = 79/112*z^3 - 253/252*z + 1
*
-15/13 | 0.23097037019225808825342899802580315317 | 0.026079138238121182114597221865460863442
f(z) = 65/108*z^3 - 243/260*z + 1
*
[ -26/5 ] 
f(z) = 75/104*z^3 - 238/13*z + 1
*
[ 4 ] 
f(z) = 61/112*z^3 - 223/28*z + 1
*
[ 4 ] 
f(z) = 65/112*z^3 - 239/28*z + 1
*
[ -4 ] 
f(z) = 65/112*z^3 - 225/28*z + 1
*
[ -4 ] 
f(z) = 67/112*z^3 - 233/28*z + 1
*
3/13 | 0.24854666662031647280021003722636235974 | 0.028500486245224172136588137935456021962
f(z) = 65/108*z^3 - 227/52*z + 1
*
12/5 | 0.21877185583669277444143956202294654487 | 0.028604122916898968808737791870704046587
f(z) = 65/108*z^3 - 233/60*z + 1
*
[ 2/7 ] 
f(z) = 63/104*z^3 - 232/91*z + 1
*
[ -5/2 ] 
f(z) = 67/100*z^3 - 223/80*z + 1
*
[ -5/2 ] 
f(z) = 69/100*z^3 - 233/80*z + 1
*
4/3 | 0.17675103522116859565320993787633630974 | 0.025755102753228175871376389148899921543
f(z) = 69/112*z^3 - 239/84*z + 1
*
14/15 | 0.18591233301447859917633506642317842563 | 0.027366344276433917293416683898064195658
f(z) = 75/112*z^3 - 223/84*z + 1
*
[ 2/7 ] 
f(z) = 77/104*z^3 - 233/91*z + 1
*
[ 1/3 ] 
f(z) = 63/107*z^3 - 221/107*z + 1
*
[ 1/3 ] 
f(z) = 63/109*z^3 - 225/109*z + 1
*
[ 1/3 ] 
f(z) = 63/110*z^3 - 227/110*z + 1
*
[ 1/3 ] 
f(z) = 63/113*z^3 - 233/113*z + 1
*
[ 1/3 ] 
f(z) = 63/115*z^3 - 237/115*z + 1
*
[ 1/3 ] 
f(z) = 63/116*z^3 - 239/116*z + 1
*
[ -5/2 ] 
f(z) = 64/115*z^3 - 239/115*z + 1
*
[ 17/8 ] 
f(z) = 64/119*z^3 - 226/119*z + 1
*
[ 2 ] 
f(z) = 69/106*z^3 - 223/106*z + 1
*
[ 2 ] 
f(z) = 69/110*z^3 - 221/110*z + 1
*
[ 2 ] 
f(z) = 71/106*z^3 - 231/106*z + 1
*
[ -12/5 ] 
f(z) = 71/108*z^3 - 237/100*z + 1
*
[ 2 ] 
f(z) = 71/110*z^3 - 229/110*z + 1
*
[ 2 ] 
f(z) = 71/114*z^3 - 227/114*z + 1
*
[ 2 ] 
f(z) = 71/118*z^3 - 225/118*z + 1
*
[ 1/3 ] 
f(z) = 72/107*z^3 - 222/107*z + 1
*
[ 1/3 ] 
f(z) = 72/109*z^3 - 226/109*z + 1
*
[ 1/3 ] 
f(z) = 72/113*z^3 - 234/113*z + 1
*
[ 1/3 ] 
f(z) = 72/115*z^3 - 238/115*z + 1
*
[ -7/3 ] 
f(z) = 72/119*z^3 - 222/119*z + 1
*
[ 2 ] 
f(z) = 73/106*z^3 - 239/106*z + 1
*
[ 2 ] 
f(z) = 73/110*z^3 - 237/110*z + 1
*
[ 2 ] 
f(z) = 73/114*z^3 - 235/114*z + 1
*
[ 2 ] 
f(z) = 73/118*z^3 - 233/118*z + 1
*
-1/5 | 0.061707490929170443035922536784435793811 | 0.011374757505658803629318277069843443006
f(z) = 75/112*z^3 - 227/112*z + 1
*
[ 2/5 ] 
f(z) = 65/112*z^3 - 223/140*z + 1
*
[ 5/3 ] 
f(z) = 61/100*z^3 - 233/180*z + 1
*
[ 1/2 ] 
f(z) = 62/101*z^3 - 233/202*z + 1
*
[ 1/2 ] 
f(z) = 62/103*z^3 - 237/206*z + 1
*
[ 1/2 ] 
f(z) = 66/101*z^3 - 235/202*z + 1
*
[ -2 ] 
f(z) = 66/101*z^3 - 225/202*z + 1
*
[ 1/2 ] 
f(z) = 66/103*z^3 - 239/206*z + 1
*
[ -2 ] 
f(z) = 67/101*z^3 - 233/202*z + 1
*
[ -2 ] 
f(z) = 67/103*z^3 - 227/206*z + 1
*
[ -2 ] 
f(z) = 67/105*z^3 - 221/210*z + 1
*
[ -2 ] 
f(z) = 68/103*z^3 - 235/206*z + 1
*
[ -2 ] 
f(z) = 68/105*z^3 - 229/210*z + 1
*
[ -2 ] 
f(z) = 68/107*z^3 - 223/214*z + 1
*
[ -2 ] 
f(z) = 69/107*z^3 - 231/214*z + 1
*
[ -2 ] 
f(z) = 69/109*z^3 - 225/218*z + 1
*
[ 1/2 ] 
f(z) = 70/101*z^3 - 237/202*z + 1
*
[ -2 ] 
f(z) = 70/107*z^3 - 239/214*z + 1
*
[ -2 ] 
f(z) = 70/109*z^3 - 233/218*z + 1
*
[ 1/2 ] 
f(z) = 74/101*z^3 - 239/202*z + 1
*
[ -2 ] 
f(z) = 70/111*z^3 - 227/222*z + 1
*
[ -2 ] 
f(z) = 70/113*z^3 - 221/226*z + 1
*
[ -2 ] 
f(z) = 71/111*z^3 - 235/222*z + 1
*
[ -2 ] 
f(z) = 71/113*z^3 - 229/226*z + 1
*
[ -2 ] 
f(z) = 71/115*z^3 - 223/230*z + 1
*
[ -2 ] 
f(z) = 72/113*z^3 - 237/226*z + 1
*
[ -2 ] 
f(z) = 72/115*z^3 - 231/230*z + 1
*
[ -2 ] 
f(z) = 73/115*z^3 - 239/230*z + 1
*
[ -2 ] 
f(z) = 73/117*z^3 - 233/234*z + 1
*
[ -2 ] 
f(z) = 73/119*z^3 - 227/238*z + 1
*
[ -2 ] 
f(z) = 74/119*z^3 - 235/238*z + 1
*
[ 15/11 ] 
f(z) = 77/108*z^3 - 233/220*z + 1
*
0 | 0.16909634436952009735573784982971502709 | 0.027123067729875249710723450709142955353
f(z) = 65/102*z^3 - 239/255*z + 1
*
[ 4/3 ] 
f(z) = 71/112*z^3 - 221/252*z + 1
*
[ 4/3 ] 
f(z) = 73/112*z^3 - 229/252*z + 1
*
[ -4 ] 
f(z) = 61/112*z^3 - 209/28*z + 1
*
[ 10/3 ] 
f(z) = 69/100*z^3 - 209/30*z + 1
*
[ 3 ] 
f(z) = 76/117*z^3 - 202/39*z + 1
*
[ 3 ] 
f(z) = 77/117*z^3 - 205/39*z + 1
*
[ 3 ] 
f(z) = 79/117*z^3 - 211/39*z + 1
*
[ -5/2 ] 
f(z) = 63/100*z^3 - 203/80*z + 1
*
[ -12/5 ] 
f(z) = 75/112*z^3 - 205/84*z + 1
*
[ 1/3 ] 
f(z) = 63/100*z^3 - 207/100*z + 1
*
[ 1/3 ] 
f(z) = 63/101*z^3 - 209/101*z + 1
*
[ 1/3 ] 
f(z) = 63/103*z^3 - 213/103*z + 1
*
[ 1/3 ] 
f(z) = 63/104*z^3 - 215/104*z + 1
*
[ 1/3 ] 
f(z) = 63/106*z^3 - 219/106*z + 1
*
[ 2 ] 
f(z) = 65/106*z^3 - 207/106*z + 1
*
[ 2 ] 
f(z) = 65/114*z^3 - 203/114*z + 1
*
[ 2 ] 
f(z) = 65/118*z^3 - 201/118*z + 1
*
[ 2 ] 
f(z) = 67/106*z^3 - 215/106*z + 1
*
[ 2 ] 
f(z) = 67/110*z^3 - 213/110*z + 1
*
[ 2 ] 
f(z) = 67/114*z^3 - 211/114*z + 1
*
[ 2 ] 
f(z) = 67/118*z^3 - 209/118*z + 1
*
[ 2 ] 
f(z) = 69/118*z^3 - 217/118*z + 1
*
[ 1/3 ] 
f(z) = 72/101*z^3 - 210/101*z + 1
*
[ 1/3 ] 
f(z) = 72/103*z^3 - 214/103*z + 1
*
[ 3/2 ] 
f(z) = 62/105*z^3 - 209/210*z + 1
*
[ -2 ] 
f(z) = 63/101*z^3 - 201/202*z + 1
*
[ -2 ] 
f(z) = 64/101*z^3 - 209/202*z + 1
*
[ -2 ] 
f(z) = 64/103*z^3 - 203/206*z + 1
*
[ -2 ] 
f(z) = 65/101*z^3 - 217/202*z + 1
*
[ -2 ] 
f(z) = 65/103*z^3 - 211/206*z + 1
*
[ -2 ] 
f(z) = 66/103*z^3 - 219/206*z + 1
*
[ -2 ] 
f(z) = 66/107*z^3 - 207/214*z + 1
*
[ -2 ] 
f(z) = 66/109*z^3 - 201/218*z + 1
*
[ -2 ] 
f(z) = 67/107*z^3 - 215/214*z + 1
*
[ -2 ] 
f(z) = 67/109*z^3 - 209/218*z + 1
*
[ -2 ] 
f(z) = 68/109*z^3 - 217/218*z + 1
*
[ 3/2 ] 
f(z) = 62/111*z^3 - 205/222*z + 1
*
[ 18/13 ] 
f(z) = 65/108*z^3 - 205/234*z + 1
*
[ -2 ] 
f(z) = 67/111*z^3 - 203/222*z + 1
*
[ -2 ] 
f(z) = 68/111*z^3 - 211/222*z + 1
*
[ -2 ] 
f(z) = 68/113*z^3 - 205/226*z + 1
*
[ -2 ] 
f(z) = 69/113*z^3 - 213/226*z + 1
*
[ -2 ] 
f(z) = 70/117*z^3 - 209/234*z + 1
*
[ -2 ] 
f(z) = 71/117*z^3 - 217/234*z + 1
*
[ -2 ] 
f(z) = 71/119*z^3 - 211/238*z + 1
*
[ -20/11 ] 
f(z) = 77/100*z^3 - 219/220*z + 1
*
[ 4/3 ] 
f(z) = 67/112*z^3 - 205/252*z + 1
*
[ 2/3 ] 
f(z) = 79/112*z^3 - 205/252*z + 1
*
[ 10/9 ] 
f(z) = 69/100*z^3 - 203/270*z + 1
*
[ -40/21 ] 
f(z) = 63/100*z^3 - 213/280*z + 1
*
[ 26/23 ] 
f(z) = 69/104*z^3 - 219/299*z + 1
*
[ -10/3 ] 
f(z) = 69/100*z^3 - 191/30*z + 1
*
[ 3 ] 
f(z) = 70/117*z^3 - 184/39*z + 1
*
[ 3 ] 
f(z) = 71/117*z^3 - 187/39*z + 1
*
[ 3 ] 
f(z) = 73/117*z^3 - 193/39*z + 1
*
[ 3 ] 
f(z) = 74/117*z^3 - 196/39*z + 1
*
[ -3 ] 
f(z) = 79/117*z^3 - 185/39*z + 1
*
-2 | 0.076763354057419417488844601426807375396 | 0.013029190374961745834239034546494928185
f(z) = 77/108*z^3 - 181/54*z + 1
*
-2 | 0.091744150144652140803670962277286885342 | 0.015542918721631821511806176819885151370
f(z) = 77/116*z^3 - 183/58*z + 1
*
-2 | 0.087607198253839022019972406766279499166 | 0.014842053250723565276708726366492368403
f(z) = 79/100*z^3 - 183/50*z + 1
*
-2 | 0.076625032914887755765607204878879145051 | 0.012957638280022702434905862947683871735
f(z) = 79/108*z^3 - 185/54*z + 1
*
-2 | 0.091749131256404444103780489342444500093 | 0.015487030674206483007250509453944955259
f(z) = 79/116*z^3 - 187/58*z + 1
*
[ -5/2 ] 
f(z) = 61/100*z^3 - 193/80*z + 1
*
[ 3/10 ] 
f(z) = 65/108*z^3 - 191/80*z + 1
*
28/15 | 0.12317158384286630482609476993599903065 | 0.018439966293770351507160440808570204859
f(z) = 75/112*z^3 - 199/84*z + 1
*
[ 2 ] 
f(z) = 61/106*z^3 - 191/106*z + 1
*
[ 2 ] 
f(z) = 61/110*z^3 - 189/110*z + 1
*
[ 2 ] 
f(z) = 61/114*z^3 - 187/114*z + 1
*
[ 2 ] 
f(z) = 61/118*z^3 - 185/118*z + 1
*
[ 2 ] 
f(z) = 63/106*z^3 - 199/106*z + 1
*
[ 2 ] 
f(z) = 63/110*z^3 - 197/110*z + 1
*
[ 2 ] 
f(z) = 63/118*z^3 - 193/118*z + 1
*
[ 3/8 ] 
f(z) = 64/111*z^3 - 194/111*z + 1
*
[ 2/5 ] 
f(z) = 75/118*z^3 - 189/118*z + 1
*
-3/4 | 0.13790235707801306330360419835732415488 | 0.021713877910772547692871325841881263267
f(z) = 64/117*z^3 - 191/156*z + 1
*
[ 3/2 ] 
f(z) = 79/117*z^3 - 185/156*z + 1
*
[ -2 ] 
f(z) = 61/101*z^3 - 185/202*z + 1
*
[ -2 ] 
f(z) = 62/101*z^3 - 193/202*z + 1
*
[ -2 ] 
f(z) = 62/103*z^3 - 187/206*z + 1
*
[ -2 ] 
f(z) = 62/105*z^3 - 181/210*z + 1
*
[ -2 ] 
f(z) = 63/103*z^3 - 195/206*z + 1
*
[ -2 ] 
f(z) = 63/107*z^3 - 183/214*z + 1
*
[ -2 ] 
f(z) = 64/105*z^3 - 197/210*z + 1
*
[ -2 ] 
f(z) = 64/107*z^3 - 191/214*z + 1
*
[ -2 ] 
f(z) = 64/109*z^3 - 185/218*z + 1
*
[ -2 ] 
f(z) = 65/107*z^3 - 199/214*z + 1
*
[ -2 ] 
f(z) = 65/109*z^3 - 193/218*z + 1
*
-3/2 | 0.11804092132056740815153662977910373584 | 0.022075658782334009724580354023030691375
f(z) = 74/105*z^3 - 193/210*z + 1
*
[ -2 ] 
f(z) = 65/111*z^3 - 187/222*z + 1
*
[ -2 ] 
f(z) = 65/113*z^3 - 181/226*z + 1
*
[ -2 ] 
f(z) = 66/113*z^3 - 189/226*z + 1
*
[ -2 ] 
f(z) = 66/115*z^3 - 183/230*z + 1
*
[ -2 ] 
f(z) = 67/113*z^3 - 197/226*z + 1
*
[ -2 ] 
f(z) = 67/115*z^3 - 191/230*z + 1
*
[ -2 ] 
f(z) = 67/117*z^3 - 185/234*z + 1
*
[ -2 ] 
f(z) = 68/115*z^3 - 199/230*z + 1
*
[ -2 ] 
f(z) = 68/117*z^3 - 193/234*z + 1
*
[ -2 ] 
f(z) = 69/119*z^3 - 195/238*z + 1
*
[ 2/3 ] 
f(z) = 72/119*z^3 - 183/238*z + 1
*
[ 2/3 ] 
f(z) = 61/112*z^3 - 187/252*z + 1
*
[ 4/3 ] 
f(z) = 61/112*z^3 - 181/252*z + 1
*
[ 4/3 ] 
f(z) = 65/112*z^3 - 197/252*z + 1
*
[ 2/3 ] 
f(z) = 65/112*z^3 - 191/252*z + 1
*
[ 2/3 ] 
f(z) = 67/112*z^3 - 193/252*z + 1
*
[ 2/3 ] 
f(z) = 71/112*z^3 - 197/252*z + 1
*
[ 2/3 ] 
f(z) = 73/112*z^3 - 199/252*z + 1
*
[ 14/15 ] 
f(z) = 75/104*z^3 - 191/273*z + 1
*
[ 6/7 ] 
f(z) = 77/104*z^3 - 194/273*z + 1
*
0 | 0.17998701340069215582645964725372540443 | 0.028363902872176234194146735447232797984
f(z) = 65/114*z^3 - 191/285*z + 1
*
[ 6/7 ] 
f(z) = 71/108*z^3 - 191/294*z + 1
*
[ 3 ] 
f(z) = 64/117*z^3 - 166/39*z + 1
*
[ 3 ] 
f(z) = 67/117*z^3 - 175/39*z + 1
*
[ 3 ] 
f(z) = 68/117*z^3 - 178/39*z + 1
*
[ -3 ] 
f(z) = 71/117*z^3 - 161/39*z + 1
*
[ -3 ] 
f(z) = 73/117*z^3 - 167/39*z + 1
*
[ -3 ] 
f(z) = 74/117*z^3 - 170/39*z + 1
*
-14/5 | 0.15924790523601503732122236974005655293 | 0.024528962158329275480684069533209541280
f(z) = 75/112*z^3 - 165/28*z + 1
*
[ -3 ] 
f(z) = 76/117*z^3 - 176/39*z + 1
*
[ -3 ] 
f(z) = 77/117*z^3 - 179/39*z + 1
*
[ 3/13 ] 
f(z) = 65/108*z^3 - 175/52*z + 1
*
-2 | 0.076697763004125779344845096539810204727 | 0.013282029331490698861733632529474622849
f(z) = 67/108*z^3 - 161/54*z + 1
*
-2 | 0.091246390789938199411302726066550459963 | 0.015767756843890721561782570723998849206
f(z) = 67/116*z^3 - 163/58*z + 1
*
-2 | 0.088988022265459247402647694305788806262 | 0.015377501345019997361133713220990573371
f(z) = 69/100*z^3 - 163/50*z + 1
*
-2 | 0.091402958295522076487296121741555765284 | 0.015728917678299490145466951917390235488
f(z) = 69/116*z^3 - 167/58*z + 1
*
-2 | 0.088917298713511303089267370073439697903 | 0.015301177311129785927217529016086456835
f(z) = 71/100*z^3 - 167/50*z + 1
*
-2 | 0.076846852310227740317258127895341052375 | 0.013197019856882534817499658607606907816
f(z) = 71/108*z^3 - 169/54*z + 1
*
-2 | 0.091532021659566379400054890608648680860 | 0.015687230620550679558262431662424501728
f(z) = 71/116*z^3 - 171/58*z + 1
*
-2 | 0.088776645665514438660760627123473088301 | 0.015215000051605255909528916149034704567
f(z) = 73/100*z^3 - 171/50*z + 1
*
-2 | 0.076865090416630562041369371097445087025 | 0.013147335219613523087449656220785866712
f(z) = 73/108*z^3 - 173/54*z + 1
*
-2 | 0.091632941744775260509428651184628144066 | 0.015642537961472397002969465876949208481
f(z) = 73/116*z^3 - 175/58*z + 1
*
-2 | 0.091704368934584295440347765315291947557 | 0.015594567558188941932441192046345475525
f(z) = 75/116*z^3 - 179/58*z + 1
*
-2 | 0.088184074760255238248929610305824770199 | 0.014995932335417455573379100792303574765
f(z) = 77/100*z^3 - 179/50*z + 1
*
[ 12/5 ] 
f(z) = 65/108*z^3 - 173/60*z + 1
*
4/3 | 0.15803767075537028626984873189599845445 | 0.024388361722682718271379210630877242654
f(z) = 75/112*z^3 - 163/84*z + 1
*
[ 2/5 ] 
f(z) = 75/106*z^3 - 171/106*z + 1
*
[ -2 ] 
f(z) = 79/102*z^3 - 163/102*z + 1
*
[ 3/2 ] 
f(z) = 71/117*z^3 - 161/156*z + 1
*
[ 3/2 ] 
f(z) = 73/117*z^3 - 167/156*z + 1
*
[ 4/3 ] 
f(z) = 75/104*z^3 - 161/156*z + 1
*
[ 3/2 ] 
f(z) = 77/117*z^3 - 179/156*z + 1
*
[ 8/15 ] 
f(z) = 75/112*z^3 - 179/168*z + 1
*
[ 5/9 ] 
f(z) = 63/100*z^3 - 179/180*z + 1
*
[ 3/5 ] 
f(z) = 70/117*z^3 - 172/195*z + 1
*
[ -2 ] 
f(z) = 60/101*z^3 - 177/202*z + 1
*
[ -2 ] 
f(z) = 60/103*z^3 - 171/206*z + 1
*
[ -2 ] 
f(z) = 61/103*z^3 - 179/206*z + 1
*
[ -2 ] 
f(z) = 61/105*z^3 - 173/210*z + 1
*
[ -2 ] 
f(z) = 61/107*z^3 - 167/214*z + 1
*
[ -2 ] 
f(z) = 61/109*z^3 - 161/218*z + 1
*
[ -2 ] 
f(z) = 62/107*z^3 - 175/214*z + 1
*
[ -2 ] 
f(z) = 62/109*z^3 - 169/218*z + 1
*
[ 4/3 ] 
f(z) = 63/106*z^3 - 171/212*z + 1
*
[ 2/3 ] 
f(z) = 63/107*z^3 - 163/214*z + 1
*
[ -2 ] 
f(z) = 63/109*z^3 - 177/218*z + 1
*
[ 2/3 ] 
f(z) = 63/109*z^3 - 165/218*z + 1
*
[ 2/3 ] 
f(z) = 72/101*z^3 - 165/202*z + 1
*
[ 2/3 ] 
f(z) = 72/103*z^3 - 167/206*z + 1
*
[ 2/3 ] 
f(z) = 72/107*z^3 - 171/214*z + 1
*
[ 2/3 ] 
f(z) = 72/109*z^3 - 173/218*z + 1
*
[ -2 ] 
f(z) = 62/111*z^3 - 163/222*z + 1
*
[ 4/3 ] 
f(z) = 63/110*z^3 - 169/220*z + 1
*
[ 2/3 ] 
f(z) = 63/113*z^3 - 169/226*z + 1
*
[ -2 ] 
f(z) = 63/113*z^3 - 165/226*z + 1
*
[ 2/3 ] 
f(z) = 63/115*z^3 - 171/230*z + 1
*
[ 4/3 ] 
f(z) = 63/118*z^3 - 165/236*z + 1
*
[ -2 ] 
f(z) = 64/111*z^3 - 179/222*z + 1
*
[ -2 ] 
f(z) = 64/113*z^3 - 173/226*z + 1
*
[ -2 ] 
f(z) = 64/115*z^3 - 167/230*z + 1
*
[ -2 ] 
f(z) = 64/117*z^3 - 161/234*z + 1
*
[ -2 ] 
f(z) = 65/119*z^3 - 163/238*z + 1
*
[ -2 ] 
f(z) = 66/119*z^3 - 171/238*z + 1
*
[ -2 ] 
f(z) = 67/119*z^3 - 179/238*z + 1
*
[ 2/3 ] 
f(z) = 72/113*z^3 - 177/226*z + 1
*
[ 5/6 ] 
f(z) = 69/100*z^3 - 163/240*z + 1
*
[ 6/7 ] 
f(z) = 63/104*z^3 - 167/273*z + 1
*
[ 6/7 ] 
f(z) = 65/108*z^3 - 179/294*z + 1
*
[ 6 ] 
f(z) = 77/108*z^3 - 149/6*z + 1
*
[ -6 ] 
f(z) = 79/108*z^3 - 151/6*z + 1
*
[ 3 ] 
f(z) = 61/117*z^3 - 157/39*z + 1
*
[ 3 ] 
f(z) = 62/117*z^3 - 160/39*z + 1
*
[ -3 ] 
f(z) = 67/117*z^3 - 149/39*z + 1
*
[ -3 ] 
f(z) = 68/117*z^3 - 152/39*z + 1
*
[ -3 ] 
f(z) = 70/117*z^3 - 158/39*z + 1
*
14/5 | 0.19099651218329350078200398918743273226 | 0.029646150004214535244522320313705178418
f(z) = 75/112*z^3 - 157/28*z + 1
*
-2 | 0.088769482409029618327564700227222415904 | 0.015618586532233302300536347641157295400
f(z) = 61/100*z^3 - 147/50*z + 1
*
-2 | 0.076226243055872380835725281481533840561 | 0.013379847677842748019378419679782504360
f(z) = 61/108*z^3 - 149/54*z + 1
*
-2 | 0.090606731857388494042764436675875681060 | 0.015866892542659822908253372185382802103
f(z) = 61/116*z^3 - 151/58*z + 1
*
-2 | 0.088887858007359904552488310582314836533 | 0.015565886357868624934926146788369732373
f(z) = 63/100*z^3 - 151/50*z + 1
*
-2 | 0.090849672440744438391288093368262366078 | 0.015836926256584666405009573592882544173
f(z) = 63/116*z^3 - 155/58*z + 1
*
-2 | 0.076572451599356489282645135628878449778 | 0.013318354091820712328287530253965415262
f(z) = 65/108*z^3 - 157/54*z + 1
*
-2 | 0.091062252060779290160309640978601023702 | 0.015803790353712874791199980374312553060
f(z) = 65/116*z^3 - 159/58*z + 1
*
-2 | 0.089001635390773817356223595987889827208 | 0.015446171767359479606001842605197991150
f(z) = 67/100*z^3 - 159/50*z + 1
*
4/3 | 0.19006911353817379746499857129424009610 | 0.029561027380332759901559932948171908523
f(z) = 69/112*z^3 - 155/84*z + 1
*
[ 28/15 ] 
f(z) = 75/112*z^3 - 157/84*z + 1
*
[ -9/4 ] 
f(z) = 64/117*z^3 - 155/117*z + 1
*
[ 7/4 ] 
f(z) = 64/119*z^3 - 145/119*z + 1
*
[ 5/3 ] 
f(z) = 72/115*z^3 - 154/115*z + 1
*
[ 8/5 ] 
f(z) = 75/104*z^3 - 153/104*z + 1
*
[ -2 ] 
f(z) = 75/106*z^3 - 141/106*z + 1
*
[ -2 ] 
f(z) = 77/102*z^3 - 155/102*z + 1
*
[ -2 ] 
f(z) = 77/106*z^3 - 149/106*z + 1
*
[ -2 ] 
f(z) = 79/106*z^3 - 157/106*z + 1
*
[ -2 ] 
f(z) = 79/110*z^3 - 151/110*z + 1
*
[ -2 ] 
f(z) = 79/114*z^3 - 145/114*z + 1
*
[ 3/2 ] 
f(z) = 67/117*z^3 - 149/156*z + 1
*
[ 4/3 ] 
f(z) = 69/104*z^3 - 145/156*z + 1
*
[ 3/4 ] 
f(z) = 79/108*z^3 - 143/192*z + 1
*
[ -2 ] 
f(z) = 60/107*z^3 - 159/214*z + 1
*
[ -2 ] 
f(z) = 60/109*z^3 - 153/218*z + 1
*
[ 2/3 ] 
f(z) = 63/101*z^3 - 157/202*z + 1
*
[ 2/3 ] 
f(z) = 63/103*z^3 - 159/206*z + 1
*
[ 4/5 ] 
f(z) = 75/106*z^3 - 149/212*z + 1
*
[ -2 ] 
f(z) = 60/113*z^3 - 141/226*z + 1
*
[ -2 ] 
f(z) = 61/111*z^3 - 155/222*z + 1
*
[ -2 ] 
f(z) = 61/113*z^3 - 149/226*z + 1
*
[ -2 ] 
f(z) = 61/115*z^3 - 143/230*z + 1
*
[ -2 ] 
f(z) = 62/113*z^3 - 157/226*z + 1
*
[ -2 ] 
f(z) = 62/115*z^3 - 151/230*z + 1
*
[ -2 ] 
f(z) = 62/117*z^3 - 145/234*z + 1
*
[ -2 ] 
f(z) = 63/115*z^3 - 159/230*z + 1
*
[ -2 ] 
f(z) = 64/119*z^3 - 155/238*z + 1
*
[ 4/5 ] 
f(z) = 75/118*z^3 - 155/236*z + 1
*
[ 6 ] 
f(z) = 65/108*z^3 - 125/6*z + 1
*
[ -6 ] 
f(z) = 67/108*z^3 - 127/6*z + 1
*
[ 6 ] 
f(z) = 71/108*z^3 - 137/6*z + 1
*
[ -6 ] 
f(z) = 73/108*z^3 - 139/6*z + 1
*
[ -3 ] 
f(z) = 61/117*z^3 - 131/39*z + 1
*
[ -3 ] 
f(z) = 62/117*z^3 - 134/39*z + 1
*
[ -3 ] 
f(z) = 64/117*z^3 - 140/39*z + 1
*
[ 2 ] 
f(z) = 73/100*z^3 - 121/50*z + 1
*
[ 2 ] 
f(z) = 75/116*z^3 - 121/58*z + 1
*
[ 2 ] 
f(z) = 77/100*z^3 - 129/50*z + 1
*
[ 2 ] 
f(z) = 77/108*z^3 - 127/54*z + 1
*
[ 2 ] 
f(z) = 77/116*z^3 - 125/58*z + 1
*
[ 2 ] 
f(z) = 79/100*z^3 - 133/50*z + 1
*
[ 2 ] 
f(z) = 79/108*z^3 - 131/54*z + 1
*
[ 2 ] 
f(z) = 79/116*z^3 - 129/58*z + 1
*
-5/3 | 0.17886210885409336374739170795097057492 | 0.027332597546423110122413596308080564497
f(z) = 69/100*z^3 - 139/60*z + 1
*
-4/3 | 0.15945138860541572588856984009462800192 | 0.025792494119933073400705079264415497594
f(z) = 75/112*z^3 - 121/84*z + 1
*
[ 1/2 ] 
f(z) = 60/107*z^3 - 122/107*z + 1
*
[ 1/2 ] 
f(z) = 60/109*z^3 - 124/109*z + 1
*
[ 1/2 ] 
f(z) = 60/113*z^3 - 128/113*z + 1
*
[ 1/2 ] 
f(z) = 60/119*z^3 - 134/119*z + 1
*
[ 5/3 ] 
f(z) = 63/110*z^3 - 131/110*z + 1
*
[ 5/3 ] 
f(z) = 63/115*z^3 - 129/115*z + 1
*
[ 1/2 ] 
f(z) = 64/107*z^3 - 123/107*z + 1
*
[ 1/2 ] 
f(z) = 64/109*z^3 - 125/109*z + 1
*
[ 1/2 ] 
f(z) = 64/111*z^3 - 127/111*z + 1
*
[ 1/2 ] 
f(z) = 64/113*z^3 - 129/113*z + 1
*
[ 1/2 ] 
f(z) = 64/115*z^3 - 131/115*z + 1
*
[ 13/8 ] 
f(z) = 64/117*z^3 - 124/117*z + 1
*
[ 1/2 ] 
f(z) = 64/119*z^3 - 135/119*z + 1
*
[ 1/2 ] 
f(z) = 68/105*z^3 - 122/105*z + 1
*
[ 1/2 ] 
f(z) = 68/107*z^3 - 124/107*z + 1
*
[ 1/2 ] 
f(z) = 68/109*z^3 - 126/109*z + 1
*
[ 1/2 ] 
f(z) = 68/111*z^3 - 128/111*z + 1
*
[ 1/2 ] 
f(z) = 68/113*z^3 - 130/113*z + 1
*
[ 1/2 ] 
f(z) = 68/115*z^3 - 132/115*z + 1
*
[ 1/2 ] 
f(z) = 68/117*z^3 - 134/117*z + 1
*
[ -2 ] 
f(z) = 71/102*z^3 - 131/102*z + 1
*
[ -2 ] 
f(z) = 71/106*z^3 - 125/106*z + 1
*
[ 1/2 ] 
f(z) = 72/103*z^3 - 121/103*z + 1
*
[ 1/2 ] 
f(z) = 72/107*z^3 - 125/107*z + 1
*
[ 1/2 ] 
f(z) = 72/109*z^3 - 127/109*z + 1
*
[ 1/2 ] 
f(z) = 72/113*z^3 - 131/113*z + 1
*
[ 1/2 ] 
f(z) = 72/115*z^3 - 133/115*z + 1
*
[ 1/2 ] 
f(z) = 72/119*z^3 - 137/119*z + 1
*
[ -2 ] 
f(z) = 73/102*z^3 - 139/102*z + 1
*
[ -2 ] 
f(z) = 73/106*z^3 - 133/106*z + 1
*
[ -2 ] 
f(z) = 73/110*z^3 - 127/110*z + 1
*
[ -2 ] 
f(z) = 73/114*z^3 - 121/114*z + 1
*
-8/5 | 0.11167935667150487561369718608992965639 | 0.023054302956979637485337723627884443090
f(z) = 75/104*z^3 - 127/104*z + 1
*
[ -2 ] 
f(z) = 75/118*z^3 - 123/118*z + 1
*
[ 1/2 ] 
f(z) = 76/103*z^3 - 122/103*z + 1
*
[ 3/2 ] 
f(z) = 76/105*z^3 - 136/105*z + 1
*
[ 1/2 ] 
f(z) = 76/105*z^3 - 124/105*z + 1
*
[ 1/2 ] 
f(z) = 76/107*z^3 - 126/107*z + 1
*
[ 1/2 ] 
f(z) = 76/109*z^3 - 128/109*z + 1
*
[ 3/2 ] 
f(z) = 76/111*z^3 - 134/111*z + 1
*
[ 1/2 ] 
f(z) = 76/111*z^3 - 130/111*z + 1
*
[ 1/2 ] 
f(z) = 76/113*z^3 - 132/113*z + 1
*
[ 1/2 ] 
f(z) = 76/115*z^3 - 134/115*z + 1
*
[ 1/2 ] 
f(z) = 76/117*z^3 - 136/117*z + 1
*
[ 1/2 ] 
f(z) = 76/119*z^3 - 138/119*z + 1
*
[ -2 ] 
f(z) = 77/114*z^3 - 137/114*z + 1
*
[ -2 ] 
f(z) = 77/118*z^3 - 131/118*z + 1
*
[ -2 ] 
f(z) = 79/118*z^3 - 139/118*z + 1
*
[ 3/2 ] 
f(z) = 61/117*z^3 - 131/156*z + 1
*
[ 2/3 ] 
f(z) = 69/100*z^3 - 121/150*z + 1
*
[ 6/5 ] 
f(z) = 73/108*z^3 - 121/150*z + 1
*
[ 6/5 ] 
f(z) = 79/108*z^3 - 133/150*z + 1
*
[ 2/3 ] 
f(z) = 69/116*z^3 - 133/174*z + 1
*
[ 2/3 ] 
f(z) = 75/116*z^3 - 137/174*z + 1
*
[ 6/5 ] 
f(z) = 75/116*z^3 - 133/174*z + 1
*
[ 3/4 ] 
f(z) = 61/108*z^3 - 125/192*z + 1
*
[ 3/4 ] 
f(z) = 67/108*z^3 - 131/192*z + 1
*
[ 3/4 ] 
f(z) = 73/108*z^3 - 137/192*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.025791805757026659376876977560524120833
f(z) = 62/105*z^3 - 139/210*z + 1
*
-1/2 | 0.057129394026784073822953919563162121339 | 0.010684167785778289380922988652215559785
f(z) = 64/105*z^3 - 137/210*z + 1
*
[ -2 ] 
f(z) = 60/119*z^3 - 123/238*z + 1
*
[ -2 ] 
f(z) = 61/117*z^3 - 137/234*z + 1
*
[ -2 ] 
f(z) = 61/119*z^3 - 131/238*z + 1
*
[ -2 ] 
f(z) = 62/119*z^3 - 139/238*z + 1
*
[ -6 ] 
f(z) = 61/108*z^3 - 115/6*z + 1
*
-26/15 | 0.18100874104562475840671009195689654159 | 0.027038175083496296765590889637111998529
f(z) = 75/104*z^3 - 101/39*z + 1
*
[ -14/5 ] 
f(z) = 75/112*z^3 - 109/28*z + 1
*
[ 2 ] 
f(z) = 63/100*z^3 - 101/50*z + 1
*
[ 2 ] 
f(z) = 65/108*z^3 - 103/54*z + 1
*
[ 2 ] 
f(z) = 65/116*z^3 - 101/58*z + 1
*
[ 2 ] 
f(z) = 67/100*z^3 - 109/50*z + 1
*
[ 2 ] 
f(z) = 67/108*z^3 - 107/54*z + 1
*
[ 2 ] 
f(z) = 67/116*z^3 - 105/58*z + 1
*
[ 2 ] 
f(z) = 69/100*z^3 - 113/50*z + 1
*
[ 2 ] 
f(z) = 69/116*z^3 - 109/58*z + 1
*
[ 2 ] 
f(z) = 71/100*z^3 - 117/50*z + 1
*
[ 2 ] 
f(z) = 71/108*z^3 - 115/54*z + 1
*
[ 2 ] 
f(z) = 71/116*z^3 - 113/58*z + 1
*
[ 2 ] 
f(z) = 73/108*z^3 - 119/54*z + 1
*
[ 2 ] 
f(z) = 73/116*z^3 - 117/58*z + 1
*
[ 6/13 ] 
f(z) = 65/108*z^3 - 101/78*z + 1
*
-4/3 | 0.10810845728709017873430559917004536603 | 0.017683035216275642342175314858541172246
f(z) = 69/112*z^3 - 113/84*z + 1
*
[ 1/2 ] 
f(z) = 60/101*z^3 - 116/101*z + 1
*
[ 1/2 ] 
f(z) = 60/103*z^3 - 118/103*z + 1
*
[ 1/2 ] 
f(z) = 64/101*z^3 - 117/101*z + 1
*
[ 1/2 ] 
f(z) = 64/103*z^3 - 119/103*z + 1
*
[ 3/2 ] 
f(z) = 64/111*z^3 - 107/111*z + 1
*
[ -17/8 ] 
f(z) = 64/119*z^3 - 114/119*z + 1
*
[ -2 ] 
f(z) = 65/102*z^3 - 107/102*z + 1
*
[ -2 ] 
f(z) = 65/106*z^3 - 101/106*z + 1
*
[ -2 ] 
f(z) = 67/102*z^3 - 115/102*z + 1
*
[ -2 ] 
f(z) = 67/106*z^3 - 109/106*z + 1
*
[ -2 ] 
f(z) = 67/110*z^3 - 103/110*z + 1
*
[ 1/2 ] 
f(z) = 68/101*z^3 - 118/101*z + 1
*
[ 1/2 ] 
f(z) = 68/103*z^3 - 120/103*z + 1
*
[ 3/2 ] 
f(z) = 68/105*z^3 - 118/105*z + 1
*
[ 3/2 ] 
f(z) = 68/111*z^3 - 116/111*z + 1
*
[ -2 ] 
f(z) = 69/106*z^3 - 117/106*z + 1
*
[ -2 ] 
f(z) = 69/110*z^3 - 111/110*z + 1
*
[ -2 ] 
f(z) = 71/110*z^3 - 119/110*z + 1
*
[ -2 ] 
f(z) = 71/114*z^3 - 113/114*z + 1
*
[ -2 ] 
f(z) = 71/118*z^3 - 107/118*z + 1
*
[ 1/2 ] 
f(z) = 72/101*z^3 - 119/101*z + 1
*
[ -2 ] 
f(z) = 73/118*z^3 - 115/118*z + 1
*
[ 7/5 ] 
f(z) = 75/112*z^3 - 115/112*z + 1
*
[ 7/5 ] 
f(z) = 75/119*z^3 - 113/119*z + 1
*
[ 1/2 ] 
f(z) = 76/101*z^3 - 120/101*z + 1
*
[ 12/11 ] 
f(z) = 77/108*z^3 - 101/132*z + 1
*
[ 5/7 ] 
f(z) = 63/100*z^3 - 101/140*z + 1
*
[ 6/5 ] 
f(z) = 67/108*z^3 - 109/150*z + 1
*
[ 3/4 ] 
f(z) = 68/117*z^3 - 103/156*z + 1
*
[ 3/4 ] 
f(z) = 76/117*z^3 - 109/156*z + 1
*
[ 5/7 ] 
f(z) = 77/100*z^3 - 111/140*z + 1
*
-2 | 0.090780651785589364058678265994327254866 | 0.015703975022864622492412451003349616055
f(z) = 67/112*z^3 - 81/28*z + 1
*
-2 | 0.090908156124141432909577849485506896651 | 0.015659955644598763614520885870293061713
f(z) = 69/112*z^3 - 83/28*z + 1
*
-2 | 0.091005200331163429594167816063938799242 | 0.015612634994607205525005724659359536770
f(z) = 71/112*z^3 - 85/28*z + 1
*
-2 | 0.091070074328424627264947051411930138367 | 0.015561675222818706091751157021856361851
f(z) = 73/112*z^3 - 87/28*z + 1
*
-26/15 | 0.15533324542489917625143878603989134042 | 0.023903739765657046025596158424254081851
f(z) = 75/104*z^3 - 83/39*z + 1
*
-2 | 0.091100094381469827734943449954651279555 | 0.015506581873903685617081656619366657150
f(z) = 75/112*z^3 - 89/28*z + 1
*
3/7 | 0.21651948443891825094660086572895714533 | 0.027510090620948527032419707011904633018
f(z) = 77/108*z^3 - 97/28*z + 1
*
-2 | 0.091038062965934823932216091186178099906 | 0.015380925086232096706624630216041741404
f(z) = 79/112*z^3 - 93/28*z + 1
*
[ 2 ] 
f(z) = 61/100*z^3 - 97/50*z + 1
*
[ 2 ] 
f(z) = 61/108*z^3 - 95/54*z + 1
*
[ 2 ] 
f(z) = 61/116*z^3 - 93/58*z + 1
*
[ 2 ] 
f(z) = 63/116*z^3 - 97/58*z + 1
*
[ 2/5 ] 
f(z) = 75/116*z^3 - 93/58*z + 1
*
[ -2 ] 
f(z) = 79/100*z^3 - 83/50*z + 1
*
[ 10/21 ] 
f(z) = 63/100*z^3 - 87/70*z + 1
*
[ 5/3 ] 
f(z) = 69/100*z^3 - 91/60*z + 1
*
[ 3/2 ] 
f(z) = 74/117*z^3 - 85/78*z + 1
*
[ 10/7 ] 
f(z) = 77/100*z^3 - 89/70*z + 1
*
-6/5 | 0.12845209568304169070462894339180201533 | 0.021624308495182565942918324312029780150
f(z) = 75/112*z^3 - 95/84*z + 1
*
[ -2 ] 
f(z) = 61/102*z^3 - 91/102*z + 1
*
[ 2/3 ] 
f(z) = 61/104*z^3 - 89/117*z + 1
*
[ -2 ] 
f(z) = 61/106*z^3 - 85/106*z + 1
*
[ 3/5 ] 
f(z) = 61/108*z^3 - 87/100*z + 1
*
[ 4/3 ] 
f(z) = 63/100*z^3 - 87/100*z + 1
*
[ -2 ] 
f(z) = 63/106*z^3 - 93/106*z + 1
*
[ 2/3 ] 
f(z) = 63/106*z^3 - 81/106*z + 1
*
[ -2 ] 
f(z) = 63/110*z^3 - 87/110*z + 1
*
[ 2/3 ] 
f(z) = 63/110*z^3 - 83/110*z + 1
*
[ 4/3 ] 
f(z) = 63/116*z^3 - 83/116*z + 1
*
[ 2/3 ] 
f(z) = 63/118*z^3 - 87/118*z + 1
*
[ 5/8 ] 
f(z) = 64/105*z^3 - 88/105*z + 1
*
[ 5/8 ] 
f(z) = 64/115*z^3 - 94/115*z + 1
*
[ -2 ] 
f(z) = 65/114*z^3 - 89/114*z + 1
*
[ -2 ] 
f(z) = 65/118*z^3 - 83/118*z + 1
*
[ 2/3 ] 
f(z) = 67/104*z^3 - 92/117*z + 1
*
[ 3/5 ] 
f(z) = 67/108*z^3 - 89/100*z + 1
*
[ -2 ] 
f(z) = 67/114*z^3 - 97/114*z + 1
*
[ -2 ] 
f(z) = 67/118*z^3 - 91/118*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.029633161526511823013163935684145623131
f(z) = 68/105*z^3 - 83/105*z + 1
*
[ -2 ] 
f(z) = 69/118*z^3 - 99/118*z + 1
*
[ 2/3 ] 
f(z) = 71/104*z^3 - 94/117*z + 1
*
[ 7/6 ] 
f(z) = 72/119*z^3 - 81/119*z + 1
*
[ 2/3 ] 
f(z) = 73/104*z^3 - 95/117*z + 1
*
[ 3/5 ] 
f(z) = 73/108*z^3 - 91/100*z + 1
*
[ 10/11 ] 
f(z) = 77/100*z^3 - 81/110*z + 1
*
[ 2/3 ] 
f(z) = 77/104*z^3 - 97/117*z + 1
*
[ 2/3 ] 
f(z) = 79/104*z^3 - 98/117*z + 1
*
[ 3/5 ] 
f(z) = 79/108*z^3 - 93/100*z + 1
*
[ 6/5 ] 
f(z) = 61/108*z^3 - 97/150*z + 1
*
[ 20/21 ] 
f(z) = 63/100*z^3 - 87/140*z + 1
*
[ 4/5 ] 
f(z) = 65/112*z^3 - 87/140*z + 1
*
[ 10/3 ] 
f(z) = 63/100*z^3 - 63/10*z + 1
*
[ 3 ] 
f(z) = 73/108*z^3 - 65/12*z + 1
*
[ -3 ] 
f(z) = 77/108*z^3 - 61/12*z + 1
*
[ 3 ] 
f(z) = 79/108*z^3 - 71/12*z + 1
*
-2 | 0.090220010534280914749685367272376498750 | 0.015817575606215414181879135543031537812
f(z) = 61/112*z^3 - 75/28*z + 1
*
[ 3/8 ] 
f(z) = 64/117*z^3 - 68/39*z + 1
*
-3/5 | 0.17963500512900400773127705346988306324 | 0.023765906888316490549434093184095199270
f(z) = 65/108*z^3 - 71/20*z + 1
*
-2 | 0.090623563051432435150132822934650613468 | 0.015744896086122119194212215441514302000
f(z) = 65/112*z^3 - 79/28*z + 1
*
-22/15 | 0.14677690644181456832649366075548792555 | 0.022715720705544432827267367806342604480
f(z) = 75/104*z^3 - 80/39*z + 1
*
[ 26/15 ] 
f(z) = 75/104*z^3 - 68/39*z + 1
*
4/5 | 0.15716256717982801376796820821112348677 | 0.027554095528389006914040683623155356424
f(z) = 75/112*z^3 - 75/28*z + 1
*
[ 2 ] 
f(z) = 75/112*z^3 - 61/28*z + 1
*
[ 2 ] 
f(z) = 79/112*z^3 - 65/28*z + 1
*
[ -2 ] 
f(z) = 69/100*z^3 - 63/50*z + 1
*
[ -2 ] 
f(z) = 71/100*z^3 - 67/50*z + 1
*
[ -2 ] 
f(z) = 71/108*z^3 - 61/54*z + 1
*
[ -2 ] 
f(z) = 73/100*z^3 - 71/50*z + 1
*
[ -2 ] 
f(z) = 73/108*z^3 - 65/54*z + 1
*
[ 8/5 ] 
f(z) = 75/112*z^3 - 75/56*z + 1
*
[ -2 ] 
f(z) = 75/116*z^3 - 63/58*z + 1
*
[ -2 ] 
f(z) = 77/100*z^3 - 79/50*z + 1
*
[ -2 ] 
f(z) = 77/108*z^3 - 73/54*z + 1
*
[ 3/2 ] 
f(z) = 77/108*z^3 - 61/48*z + 1
*
[ -2 ] 
f(z) = 77/116*z^3 - 67/58*z + 1
*
[ -2 ] 
f(z) = 79/108*z^3 - 77/54*z + 1
*
[ -2 ] 
f(z) = 79/116*z^3 - 71/58*z + 1
*
[ 3/2 ] 
f(z) = 62/117*z^3 - 67/78*z + 1
*
[ 10/7 ] 
f(z) = 63/100*z^3 - 69/70*z + 1
*
[ 3/2 ] 
f(z) = 70/117*z^3 - 79/78*z + 1
*
[ 10/9 ] 
f(z) = 63/100*z^3 - 61/90*z + 1
*
[ 26/21 ] 
f(z) = 63/104*z^3 - 67/91*z + 1
*
[ 6/7 ] 
f(z) = 67/108*z^3 - 61/98*z + 1
*
[ 4/3 ] 
f(z) = 69/112*z^3 - 71/84*z + 1
*
[ 2/3 ] 
f(z) = 69/112*z^3 - 65/84*z + 1
*
[ 6/7 ] 
f(z) = 73/108*z^3 - 65/98*z + 1
*
[ 6/7 ] 
f(z) = 79/108*z^3 - 69/98*z + 1
*
[ -2 ] 
f(z) = 61/110*z^3 - 79/110*z + 1
*
[ -2 ] 
f(z) = 61/114*z^3 - 73/114*z + 1
*
[ -2 ] 
f(z) = 61/118*z^3 - 67/118*z + 1
*
[ -2 ] 
f(z) = 63/118*z^3 - 75/118*z + 1
*
[ 3/4 ] 
f(z) = 64/105*z^3 - 71/105*z + 1
*
[ 3/4 ] 
f(z) = 64/111*z^3 - 73/111*z + 1
*
[ 5/4 ] 
f(z) = 64/115*z^3 - 77/115*z + 1
*
[ 9/8 ] 
f(z) = 64/117*z^3 - 68/117*z + 1
*
[ 7/8 ] 
f(z) = 64/119*z^3 - 66/119*z + 1
*
[ 5/6 ] 
f(z) = 72/115*z^3 - 73/115*z + 1
*
[ 4/5 ] 
f(z) = 75/116*z^3 - 77/116*z + 1
*
[ 3 ] 
f(z) = 61/108*z^3 - 53/12*z + 1
*
[ -10/3 ] 
f(z) = 63/100*z^3 - 57/10*z + 1
*
[ -3 ] 
f(z) = 65/108*z^3 - 49/12*z + 1
*
[ -6 ] 
f(z) = 65/108*z^3 - 41/2*z + 1
*
[ 3 ] 
f(z) = 67/108*z^3 - 59/12*z + 1
*
[ 6 ] 
f(z) = 67/108*z^3 - 43/2*z + 1
*
-2 | 0.089721492229050206233457552782802967324 | 0.015487878726747267585007675187366326779
f(z) = 69/104*z^3 - 41/13*z + 1
*
-2 | 0.089725415027986656673590798438485974568 | 0.015424394095393942767083352866531294508
f(z) = 71/104*z^3 - 42/13*z + 1
*
[ -3 ] 
f(z) = 71/108*z^3 - 55/12*z + 1
*
[ -6 ] 
f(z) = 71/108*z^3 - 45/2*z + 1
*
-2 | 0.089679734203846707027127169749654880370 | 0.015354431835521421630006479419542313097
f(z) = 73/104*z^3 - 43/13*z + 1
*
[ 6 ] 
f(z) = 73/108*z^3 - 47/2*z + 1
*
-2 | 0.089574882152989715407216152779892275553 | 0.015276350007442781375894486664823835450
f(z) = 75/104*z^3 - 44/13*z + 1
*
-2 | 0.089395891985495589811541406539030103790 | 0.015187616716905219406758505249970405845
f(z) = 77/104*z^3 - 45/13*z + 1
*
[ -6 ] 
f(z) = 77/108*z^3 - 49/2*z + 1
*
-2 | 0.089117487196664096687089487897438454346 | 0.015083993933281500522296611642365795270
f(z) = 79/104*z^3 - 46/13*z + 1
*
[ 6 ] 
f(z) = 79/108*z^3 - 51/2*z + 1
*
[ 2 ] 
f(z) = 61/112*z^3 - 47/28*z + 1
*
[ -12/5 ] 
f(z) = 65/108*z^3 - 41/20*z + 1
*
[ 2 ] 
f(z) = 65/112*z^3 - 51/28*z + 1
*
[ 2 ] 
f(z) = 67/112*z^3 - 53/28*z + 1
*
[ 2 ] 
f(z) = 69/112*z^3 - 55/28*z + 1
*
[ 2 ] 
f(z) = 71/112*z^3 - 57/28*z + 1
*
[ 2 ] 
f(z) = 73/112*z^3 - 59/28*z + 1
*
-26/15 | 0.15533324542489917625143878603989134042 | 0.025228808769456326408763575706669013068
f(z) = 75/104*z^3 - 59/39*z + 1
*
[ 2/5 ] 
f(z) = 75/112*z^3 - 45/28*z + 1
*
[ 3/2 ] 
f(z) = 76/117*z^3 - 44/39*z + 1
*
[ 12/7 ] 
f(z) = 77/108*z^3 - 47/28*z + 1
*
[ 3/7 ] 
f(z) = 77/108*z^3 - 41/28*z + 1
*
[ -2 ] 
f(z) = 61/100*z^3 - 47/50*z + 1
*
[ -2 ] 
f(z) = 61/108*z^3 - 41/54*z + 1
*
[ -2 ] 
f(z) = 63/100*z^3 - 51/50*z + 1
*
[ 4/3 ] 
f(z) = 63/104*z^3 - 43/52*z + 1
*
[ 2/3 ] 
f(z) = 63/116*z^3 - 43/58*z + 1
*
[ 3/2 ] 
f(z) = 65/108*z^3 - 49/48*z + 1
*
[ -2 ] 
f(z) = 65/108*z^3 - 49/54*z + 1
*
[ -2 ] 
f(z) = 65/116*z^3 - 43/58*z + 1
*
[ -2 ] 
f(z) = 67/100*z^3 - 59/50*z + 1
*
[ -2 ] 
f(z) = 67/108*z^3 - 53/54*z + 1
*
[ -2 ] 
f(z) = 67/116*z^3 - 47/58*z + 1
*
[ -2 ] 
f(z) = 69/116*z^3 - 51/58*z + 1
*
[ 3/2 ] 
f(z) = 71/108*z^3 - 55/48*z + 1
*
[ -2 ] 
f(z) = 71/116*z^3 - 55/58*z + 1
*
[ -2 ] 
f(z) = 73/116*z^3 - 59/58*z + 1
*
[ 6/5 ] 
f(z) = 77/108*z^3 - 43/50*z + 1
*
[ 3/5 ] 
f(z) = 65/108*z^3 - 53/60*z + 1
*
[ 3/4 ] 
f(z) = 65/108*z^3 - 43/64*z + 1
*
[ 3/4 ] 
f(z) = 71/108*z^3 - 45/64*z + 1
*
[ 3/4 ] 
f(z) = 77/108*z^3 - 47/64*z + 1
*
[ 6/7 ] 
f(z) = 61/108*z^3 - 57/98*z + 1
*
[ 5/6 ] 
f(z) = 63/100*z^3 - 51/80*z + 1
*
[ 14/15 ] 
f(z) = 75/112*z^3 - 55/84*z + 1
*
-2 | 0.089308896327288171850959158963654687170 | 0.015694772367925373958146870786308774547
f(z) = 61/104*z^3 - 37/13*z + 1
*
[ 2 ] 
f(z) = 61/104*z^3 - 24/13*z + 1
*
[ 6 ] 
f(z) = 61/108*z^3 - 39/2*z + 1
*
-2 | 0.089465869087144611982543544956952085114 | 0.015649017944261250195092057009701213706
f(z) = 63/104*z^3 - 38/13*z + 1
*
[ 2 ] 
f(z) = 63/104*z^3 - 25/13*z + 1
*
-2 | 0.089674331319000612776891502264828512444 | 0.015546002274213005697499194524415973692
f(z) = 67/104*z^3 - 40/13*z + 1
*
[ 2 ] 
f(z) = 67/104*z^3 - 27/13*z + 1
*
[ 2 ] 
f(z) = 69/104*z^3 - 28/13*z + 1
*
[ 2 ] 
f(z) = 71/104*z^3 - 29/13*z + 1
*
[ 3 ] 
f(z) = 71/108*z^3 - 21/4*z + 1
*
[ 2 ] 
f(z) = 73/104*z^3 - 30/13*z + 1
*
[ 2 ] 
f(z) = 75/104*z^3 - 31/13*z + 1
*
[ 2/5 ] 
f(z) = 75/104*z^3 - 21/13*z + 1
*
[ 2 ] 
f(z) = 77/104*z^3 - 32/13*z + 1
*
[ 3 ] 
f(z) = 77/108*z^3 - 23/4*z + 1
*
[ 2 ] 
f(z) = 79/104*z^3 - 33/13*z + 1
*
[ -3 ] 
f(z) = 79/108*z^3 - 21/4*z + 1
*
[ 3/2 ] 
f(z) = 79/108*z^3 - 21/16*z + 1
*
[ 5/3 ] 
f(z) = 63/100*z^3 - 27/20*z + 1
*
[ 3/2 ] 
f(z) = 64/117*z^3 - 35/39*z + 1
*
[ 3/4 ] 
f(z) = 64/117*z^3 - 25/39*z + 1
*
[ -2 ] 
f(z) = 65/112*z^3 - 23/28*z + 1
*
[ -2 ] 
f(z) = 67/112*z^3 - 25/28*z + 1
*
[ 3/2 ] 
f(z) = 68/117*z^3 - 38/39*z + 1
*
[ 2/3 ] 
f(z) = 69/104*z^3 - 31/39*z + 1
*
[ -2 ] 
f(z) = 69/112*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 71/112*z^3 - 29/28*z + 1
*
[ -2 ] 
f(z) = 73/112*z^3 - 31/28*z + 1
*
[ 6/5 ] 
f(z) = 75/104*z^3 - 34/39*z + 1
*
[ 2/3 ] 
f(z) = 75/104*z^3 - 32/39*z + 1
*
[ -2 ] 
f(z) = 75/112*z^3 - 33/28*z + 1
*
[ 6/11 ] 
f(z) = 77/108*z^3 - 23/22*z + 1
*
[ -2 ] 
f(z) = 79/112*z^3 - 37/28*z + 1
*
[ -2 ] 
f(z) = 61/116*z^3 - 35/58*z + 1
*
[ 2/3 ] 
f(z) = 63/100*z^3 - 39/50*z + 1
*
[ -2 ] 
f(z) = 63/116*z^3 - 39/58*z + 1
*
[ 12/13 ] 
f(z) = 65/108*z^3 - 31/52*z + 1
*
[ 6/5 ] 
f(z) = 71/108*z^3 - 39/50*z + 1
*
[ 4/5 ] 
f(z) = 75/104*z^3 - 37/52*z + 1
*
[ 6/7 ] 
f(z) = 77/108*z^3 - 29/42*z + 1
*
[ -2 ] 
f(z) = 61/104*z^3 - 11/13*z + 1
*
[ -3 ] 
f(z) = 61/108*z^3 - 15/4*z + 1
*
[ 3/2 ] 
f(z) = 61/108*z^3 - 15/16*z + 1
*
[ -2 ] 
f(z) = 63/104*z^3 - 12/13*z + 1
*
[ 2/3 ] 
f(z) = 63/104*z^3 - 10/13*z + 1
*
[ 3 ] 
f(z) = 65/108*z^3 - 19/4*z + 1
*
[ 6/5 ] 
f(z) = 65/108*z^3 - 7/10*z + 1
*
[ -2 ] 
f(z) = 67/104*z^3 - 14/13*z + 1
*
[ -3 ] 
f(z) = 67/108*z^3 - 17/4*z + 1
*
[ 3/2 ] 
f(z) = 67/108*z^3 - 17/16*z + 1
*
[ -2 ] 
f(z) = 69/104*z^3 - 15/13*z + 1
*
[ -2 ] 
f(z) = 71/104*z^3 - 16/13*z + 1
*
[ -2 ] 
f(z) = 73/104*z^3 - 17/13*z + 1
*
[ -3 ] 
f(z) = 73/108*z^3 - 19/4*z + 1
*
[ 3/2 ] 
f(z) = 73/108*z^3 - 19/16*z + 1
*
[ -2 ] 
f(z) = 75/104*z^3 - 18/13*z + 1
*
[ -2 ] 
f(z) = 77/104*z^3 - 19/13*z + 1
*
[ -2 ] 
f(z) = 79/104*z^3 - 20/13*z + 1
*
[ -2 ] 
f(z) = 61/112*z^3 - 19/28*z + 1
*
[ 4/5 ] 
f(z) = 75/112*z^3 - 19/28*z + 1
*
[ -1 ]
f(z) = 62/101*z^3 + 140/101*z + 1
*
-6 | 0.16685803992111287051154593850296244253 | 0.021560884323315835474368818803752082734
f(z) = 61/120*z^3 - 287/15*z + 1
*
-6 | 0.21447535813492116247887930107722311586 | 0.027567933839981518397899086382532557844
f(z) = 67/120*z^3 - 299/15*z + 1
*
[ 6 ] 
f(z) = 67/120*z^3 - 289/15*z + 1
*
[ -6 ] 
f(z) = 67/120*z^3 - 284/15*z + 1
*
[ 8 ] 
f(z) = 73/128*z^3 - 285/8*z + 1
*
[ -8 ] 
f(z) = 73/128*z^3 - 283/8*z + 1
*
[ -15/2 ] 
f(z) = 74/135*z^3 - 297/10*z + 1
*
[ 8 ] 
f(z) = 75/128*z^3 - 293/8*z + 1
*
[ -8 ] 
f(z) = 75/128*z^3 - 291/8*z + 1
*
[ -8 ] 
f(z) = 77/128*z^3 - 299/8*z + 1
*
[ -24/5 ] 
f(z) = 75/128*z^3 - 295/24*z + 1
*
8/3 | 0.22266785491825374136358372479863494739 | 0.026385525335705057780270986320310204278
f(z) = 63/128*z^3 - 289/56*z + 1
*
-20/63 | 0.29000106824199743121644287881084608985 | 0.027596844938907043442854696816025144552
f(z) = 63/125*z^3 - 293/63*z + 1
*
15/16 | 0.17752172053873529064881430871903249651 | 0.022655851590573864216802547930909217983
f(z) = 64/135*z^3 - 281/60*z + 1
*
[ 35/12 ] 
f(z) = 72/125*z^3 - 297/70*z + 1
*
-5/76 | 0.14750227828555266307074529332487772366 | 0.014054876281489700405817704000214190671
f(z) = 76/125*z^3 - 289/76*z + 1
*
[ 11/4 ] 
f(z) = 62/121*z^3 - 285/88*z + 1
*
-15/34 | 0.25980519945062753320620121603631020178 | 0.029139310643342896902975100251300755640
f(z) = 68/125*z^3 - 298/85*z + 1
*
35/36 | 0.15671477563640186926891847045942874555 | 0.017679272353026590424025785298349328377
f(z) = 72/125*z^3 - 283/90*z + 1
*
[ -11/4 ] 
f(z) = 74/121*z^3 - 287/88*z + 1
*
8/13 | 0.24925656570522791620396983613026210941 | 0.029488182138009773597871376728442363565
f(z) = 65/128*z^3 - 293/104*z + 1
*
[ -65/24 ] 
f(z) = 72/125*z^3 - 297/104*z + 1
*
[ 16/7 ] 
f(z) = 77/128*z^3 - 289/112*z + 1
*
[ 1/3 ] 
f(z) = 63/137*z^3 - 281/137*z + 1
*
[ 1/3 ] 
f(z) = 63/139*z^3 - 285/139*z + 1
*
[ 19/8 ] 
f(z) = 64/133*z^3 - 284/133*z + 1
*
[ 3/10 ] 
f(z) = 64/135*z^3 - 297/125*z + 1
*
[ 12/5 ] 
f(z) = 65/128*z^3 - 281/120*z + 1
*
[ 1/3 ] 
f(z) = 72/137*z^3 - 282/137*z + 1
*
[ 1/3 ] 
f(z) = 72/139*z^3 - 286/139*z + 1
*
[ 5/16 ] 
f(z) = 74/125*z^3 - 289/128*z + 1
*
4/3 | 0.22820221585150753116188743487242964431 | 0.027063602468416959351582736632370885620
f(z) = 75/128*z^3 - 287/120*z + 1
*
[ 3/10 ] 
f(z) = 76/135*z^3 - 298/125*z + 1
*
[ -5/2 ] 
f(z) = 76/135*z^3 - 286/135*z + 1
*
-16/9 | 0.19555490897218812694071329913460330102 | 0.025269005756026533307734513070071837949
f(z) = 63/128*z^3 - 287/144*z + 1
*
-12/7 | 0.18447887979789646593107077276811985003 | 0.020552438175479612910208164843176034114
f(z) = 77/135*z^3 - 293/140*z + 1
*
[ 11/30 ] 
f(z) = 60/121*z^3 - 296/165*z + 1
*
[ 5/13 ] 
f(z) = 63/125*z^3 - 283/169*z + 1
*
[ 5/13 ] 
f(z) = 68/125*z^3 - 284/169*z + 1
*
[ 5/13 ] 
f(z) = 73/125*z^3 - 285/169*z + 1
*
28/15 | 0.22334338261684494860653335134407939967 | 0.026465573500774472342071557226888718763
f(z) = 75/128*z^3 - 289/168*z + 1
*
[ 15/8 ] 
f(z) = 69/125*z^3 - 283/192*z + 1
*
[ 11/6 ] 
f(z) = 70/121*z^3 - 295/198*z + 1
*
[ 15/37 ] 
f(z) = 74/135*z^3 - 288/185*z + 1
*
[ 4/9 ] 
f(z) = 69/128*z^3 - 293/216*z + 1
*
[ 4/9 ] 
f(z) = 75/128*z^3 - 295/216*z + 1
*
[ -35/16 ] 
f(z) = 72/125*z^3 - 291/224*z + 1
*
[ 1/2 ] 
f(z) = 62/125*z^3 - 281/250*z + 1
*
[ 1/2 ] 
f(z) = 62/127*z^3 - 285/254*z + 1
*
[ 1/2 ] 
f(z) = 62/129*z^3 - 289/258*z + 1
*
[ 15/32 ] 
f(z) = 64/125*z^3 - 299/240*z + 1
*
-15/32 | 0.13915423631362285699808451796994195730 | 0.017759278788835155271145633789842728713
f(z) = 64/135*z^3 - 281/240*z + 1
*
[ 1/2 ] 
f(z) = 66/125*z^3 - 283/250*z + 1
*
[ 1/2 ] 
f(z) = 66/127*z^3 - 287/254*z + 1
*
[ 1/2 ] 
f(z) = 70/123*z^3 - 281/246*z + 1
*
[ 1/2 ] 
f(z) = 70/127*z^3 - 289/254*z + 1
*
[ 1/2 ] 
f(z) = 70/129*z^3 - 293/258*z + 1
*
[ 1/2 ] 
f(z) = 74/123*z^3 - 283/246*z + 1
*
[ 1/2 ] 
f(z) = 74/125*z^3 - 287/250*z + 1
*
[ 1/2 ] 
f(z) = 74/127*z^3 - 291/254*z + 1
*
[ 1/2 ] 
f(z) = 74/129*z^3 - 295/258*z + 1
*
[ 8/5 ] 
f(z) = 75/124*z^3 - 291/248*z + 1
*
[ 1/2 ] 
f(z) = 78/121*z^3 - 281/242*z + 1
*
[ 1/2 ] 
f(z) = 78/125*z^3 - 289/250*z + 1
*
[ 1/2 ] 
f(z) = 78/127*z^3 - 293/254*z + 1
*
[ -15/7 ] 
f(z) = 79/135*z^3 - 299/245*z + 1
*
[ -11/5 ] 
f(z) = 62/121*z^3 - 282/275*z + 1
*
[ 1/2 ] 
f(z) = 62/131*z^3 - 293/262*z + 1
*
[ 1/2 ] 
f(z) = 62/133*z^3 - 297/266*z + 1
*
[ -11/5 ] 
f(z) = 63/121*z^3 - 293/275*z + 1
*
[ 1/2 ] 
f(z) = 66/131*z^3 - 295/262*z + 1
*
[ 1/2 ] 
f(z) = 66/133*z^3 - 299/266*z + 1
*
[ 1/2 ] 
f(z) = 70/131*z^3 - 297/262*z + 1
*
[ 1/2 ] 
f(z) = 74/131*z^3 - 299/262*z + 1
*
[ 20/13 ] 
f(z) = 78/125*z^3 - 293/260*z + 1
*
-6 | 0.21532597530298011503603845575963387328 | 0.028018106684284199950250394399196218418
f(z) = 61/120*z^3 - 272/15*z + 1
*
[ 6 ] 
f(z) = 61/120*z^3 - 262/15*z + 1
*
[ 8 ] 
f(z) = 67/128*z^3 - 261/8*z + 1
*
[ 8 ] 
f(z) = 69/128*z^3 - 269/8*z + 1
*
[ -8 ] 
f(z) = 69/128*z^3 - 267/8*z + 1
*
[ 8 ] 
f(z) = 71/128*z^3 - 277/8*z + 1
*
[ -8 ] 
f(z) = 71/128*z^3 - 275/8*z + 1
*
[ 33/8 ] 
f(z) = 64/121*z^3 - 272/33*z + 1
*
-4/15 | 0.15963866303735298322077537041919829167 | 0.019061998549251956234434226847301047245
f(z) = 75/128*z^3 - 271/24*z + 1
*
[ 11/3 ] 
f(z) = 78/121*z^3 - 262/33*z + 1
*
15/4 | 0.22579076526522067668466591943722036023 | 0.025313279325404769270260640879133777839
f(z) = 62/135*z^3 - 277/40*z + 1
*
[ 15/4 ] 
f(z) = 74/135*z^3 - 279/40*z + 1
*
45/16 | 0.21334131988735890679217583272712469354 | 0.024185630810942458475934154803394392039
f(z) = 64/125*z^3 - 271/60*z + 1
*
15/16 | 0.19622897098625158499190910123582871854 | 0.025183596486252728964828025115534956143
f(z) = 64/135*z^3 - 269/60*z + 1
*
3 | 0.19788678426936998887710426681280204796 | 0.025301196684123061673604946380335821017
f(z) = 68/135*z^3 - 277/60*z + 1
*
[ 8/3 ] 
f(z) = 77/128*z^3 - 263/72*z + 1
*
[ 8/3 ] 
f(z) = 79/128*z^3 - 271/72*z + 1
*
2/3 | 0.17586705575441117258125537331218550001 | 0.025273889495797007732271722578538692857
f(z) = 69/128*z^3 - 263/96*z + 1
*
[ -11/4 ] 
f(z) = 70/121*z^3 - 265/88*z + 1
*
2/3 | 0.18635383959619700876594844686764342579 | 0.026751822071064867131372037905298629552
f(z) = 75/128*z^3 - 265/96*z + 1
*
[ 21/8 ] 
f(z) = 64/135*z^3 - 278/105*z + 1
*
[ 2/7 ] 
f(z) = 77/120*z^3 - 268/105*z + 1
*
[ 1/3 ] 
f(z) = 63/127*z^3 - 261/127*z + 1
*
[ 1/3 ] 
f(z) = 63/128*z^3 - 263/128*z + 1
*
[ 1/3 ] 
f(z) = 63/130*z^3 - 267/130*z + 1
*
[ 1/3 ] 
f(z) = 63/131*z^3 - 269/131*z + 1
*
[ 1/3 ] 
f(z) = 63/134*z^3 - 275/134*z + 1
*
[ 1/3 ] 
f(z) = 63/136*z^3 - 279/136*z + 1
*
[ -8/3 ] 
f(z) = 63/136*z^3 - 261/136*z + 1
*
[ 1/3 ] 
f(z) = 72/127*z^3 - 262/127*z + 1
*
[ 1/3 ] 
f(z) = 72/131*z^3 - 270/131*z + 1
*
[ 1/3 ] 
f(z) = 72/133*z^3 - 274/133*z + 1
*
4/3 | 0.24300776282761216369793520843695695037 | 0.029121061005621598495469294179887815769
f(z) = 75/128*z^3 - 263/120*z + 1
*
[ 5/14 ] 
f(z) = 63/125*z^3 - 261/140*z + 1
*
[ 35/16 ] 
f(z) = 64/125*z^3 - 267/140*z + 1
*
[ 15/7 ] 
f(z) = 66/125*z^3 - 278/147*z + 1
*
[ 5/14 ] 
f(z) = 77/125*z^3 - 263/140*z + 1
*
[ 3/8 ] 
f(z) = 62/135*z^3 - 277/160*z + 1
*
[ 3/8 ] 
f(z) = 74/135*z^3 - 279/160*z + 1
*
-28/15 | 0.21621522881840574838218315413823353558 | 0.025750311844611522962272541655611141558
f(z) = 75/128*z^3 - 277/168*z + 1
*
[ 28/15 ] 
f(z) = 75/128*z^3 - 265/168*z + 1
*
10/11 | 0.18973543751034642126695512320856616101 | 0.024723958390792444756777219337138813179
f(z) = 77/120*z^3 - 269/165*z + 1
*
-16/11 | 0.19418553045238423927163302659021031507 | 0.025184056694719842593211690908352727173
f(z) = 77/128*z^3 - 279/176*z + 1
*
[ 5/12 ] 
f(z) = 68/125*z^3 - 269/180*z + 1
*
[ 5/12 ] 
f(z) = 76/125*z^3 - 271/180*z + 1
*
[ 1/2 ] 
f(z) = 62/121*z^3 - 273/242*z + 1
*
[ 1/2 ] 
f(z) = 62/123*z^3 - 277/246*z + 1
*
[ 1/2 ] 
f(z) = 70/121*z^3 - 277/242*z + 1
*
[ 1/2 ] 
f(z) = 74/121*z^3 - 279/242*z + 1
*
[ -15/7 ] 
f(z) = 76/135*z^3 - 274/245*z + 1
*
[ -2 ] 
f(z) = 78/121*z^3 - 261/242*z + 1
*
[ -2 ] 
f(z) = 79/121*z^3 - 269/242*z + 1
*
[ -2 ] 
f(z) = 79/123*z^3 - 263/246*z + 1
*
[ -11/5 ] 
f(z) = 61/121*z^3 - 271/275*z + 1
*
[ 11/20 ] 
f(z) = 64/121*z^3 - 269/275*z + 1
*
[ 19/12 ] 
f(z) = 72/133*z^3 - 263/266*z + 1
*
[ -6 ] 
f(z) = 61/120*z^3 - 257/15*z + 1
*
[ -15/2 ] 
f(z) = 62/135*z^3 - 247/10*z + 1
*
[ 8 ] 
f(z) = 63/128*z^3 - 245/8*z + 1
*
[ -8 ] 
f(z) = 63/128*z^3 - 243/8*z + 1
*
[ 8 ] 
f(z) = 65/128*z^3 - 253/8*z + 1
*
[ -8 ] 
f(z) = 65/128*z^3 - 251/8*z + 1
*
[ -8 ] 
f(z) = 67/128*z^3 - 259/8*z + 1
*
[ -33/8 ] 
f(z) = 64/121*z^3 - 256/33*z + 1
*
-5/12 | 0.27485653095712266605938379245387431805 | 0.026651176326025933425375789474604843260
f(z) = 68/125*z^3 - 241/36*z + 1
*
[ 55/12 ] 
f(z) = 72/125*z^3 - 249/22*z + 1
*
[ 11/3 ] 
f(z) = 75/121*z^3 - 251/33*z + 1
*
[ 22/5 ] 
f(z) = 75/121*z^3 - 247/22*z + 1
*
-4/15 | 0.16908905638499815483609010911616173597 | 0.020416508664914676132245729772484869089
f(z) = 75/128*z^3 - 247/24*z + 1
*
[ -11/3 ] 
f(z) = 78/121*z^3 - 244/33*z + 1
*
-8/21 | 0.24802633118888703743324636086597652135 | 0.029918586974192645895856802435644431551
f(z) = 63/128*z^3 - 249/56*z + 1
*
14/15 | 0.21869192065799127772097080143464403603 | 0.028711875753024617967586443728917053479
f(z) = 75/136*z^3 - 254/51*z + 1
*
4/9 | 0.20283298444935176095692393822881800629 | 0.024563825998436965631010450093345279498
f(z) = 63/128*z^3 - 241/72*z + 1
*
-205/66 | 0.23411305095632618820050135057515161481 | 0.022559916796760584545292227021445307191
f(z) = 66/125*z^3 - 257/66*z + 1
*
5/2 | 0.19516777967226506709954486871575675758 | 0.022319355200339927432657662784522904514
f(z) = 69/125*z^3 - 251/60*z + 1
*
[ -35/12 ] 
f(z) = 72/125*z^3 - 249/70*z + 1
*
[ 8/3 ] 
f(z) = 73/128*z^3 - 247/72*z + 1
*
-5/2 | 0.16653580255465270476715064836324940989 | 0.019027737001523125851335129461966485233
f(z) = 76/125*z^3 - 253/95*z + 1
*
[ 15/7 ] 
f(z) = 77/125*z^3 - 241/105*z + 1
*
3/7 | 0.20315922923665430424824026368246603969 | 0.026239819201355358783326436002798852546
f(z) = 77/135*z^3 - 256/105*z + 1
*
[ 1/3 ] 
f(z) = 63/121*z^3 - 249/121*z + 1
*
[ 1/3 ] 
f(z) = 63/122*z^3 - 251/122*z + 1
*
[ 1/3 ] 
f(z) = 63/124*z^3 - 255/124*z + 1
*
[ 1/3 ] 
f(z) = 63/125*z^3 - 257/125*z + 1
*
[ 1/3 ] 
f(z) = 72/121*z^3 - 250/121*z + 1
*
[ 1/3 ] 
f(z) = 72/125*z^3 - 258/125*z + 1
*
[ 2 ] 
f(z) = 77/122*z^3 - 247/122*z + 1
*
[ 2 ] 
f(z) = 77/130*z^3 - 243/130*z + 1
*
[ 2 ] 
f(z) = 77/134*z^3 - 241/134*z + 1
*
[ 2 ] 
f(z) = 79/122*z^3 - 255/122*z + 1
*
[ 2 ] 
f(z) = 79/126*z^3 - 253/126*z + 1
*
[ 2 ] 
f(z) = 79/130*z^3 - 251/130*z + 1
*
[ 2 ] 
f(z) = 79/134*z^3 - 249/134*z + 1
*
[ 2 ] 
f(z) = 79/138*z^3 - 247/138*z + 1
*
[ 15/7 ] 
f(z) = 61/125*z^3 - 251/147*z + 1
*
[ 2/5 ] 
f(z) = 65/128*z^3 - 253/160*z + 1
*
[ 11/6 ] 
f(z) = 62/121*z^3 - 251/198*z + 1
*
[ -20/9 ] 
f(z) = 72/125*z^3 - 251/180*z + 1
*
[ -9/4 ] 
f(z) = 76/135*z^3 - 253/180*z + 1
*
[ 8/5 ] 
f(z) = 79/128*z^3 - 241/200*z + 1
*
[ -15/7 ] 
f(z) = 73/135*z^3 - 249/245*z + 1
*
[ 3/2 ] 
f(z) = 74/123*z^3 - 251/246*z + 1
*
[ 3/2 ] 
f(z) = 74/129*z^3 - 247/258*z + 1
*
[ -2 ] 
f(z) = 76/121*z^3 - 245/242*z + 1
*
[ -2 ] 
f(z) = 77/123*z^3 - 247/246*z + 1
*
[ -2 ] 
f(z) = 77/125*z^3 - 241/250*z + 1
*
[ -2 ] 
f(z) = 78/125*z^3 - 249/250*z + 1
*
[ -2 ] 
f(z) = 78/127*z^3 - 243/254*z + 1
*
[ -2 ] 
f(z) = 79/125*z^3 - 257/250*z + 1
*
[ -2 ] 
f(z) = 79/127*z^3 - 251/254*z + 1
*
[ -2 ] 
f(z) = 79/129*z^3 - 245/258*z + 1
*
[ 11/18 ] 
f(z) = 60/121*z^3 - 244/297*z + 1
*
[ 8 ] 
f(z) = 61/128*z^3 - 237/8*z + 1
*
[ -8 ] 
f(z) = 61/128*z^3 - 235/8*z + 1
*
10/3 | 0.24512126384360304557035836717601926099 | 0.023796830748987597221999424142065017181
f(z) = 66/125*z^3 - 238/33*z + 1
*
[ 11/3 ] 
f(z) = 69/121*z^3 - 229/33*z + 1
*
[ 25/6 ] 
f(z) = 72/125*z^3 - 231/25*z + 1
*
[ 15/4 ] 
f(z) = 72/125*z^3 - 221/30*z + 1
*
[ -22/5 ] 
f(z) = 75/121*z^3 - 237/22*z + 1
*
[ -11/3 ] 
f(z) = 75/121*z^3 - 233/33*z + 1
*
[ 15/4 ] 
f(z) = 62/135*z^3 - 229/40*z + 1
*
[ 4/21 ] 
f(z) = 63/128*z^3 - 239/56*z + 1
*
[ 55/16 ] 
f(z) = 64/125*z^3 - 235/44*z + 1
*
16/15 | 0.20373111354902522719319881752938744407 | 0.027245506304289955695075222645569434722
f(z) = 75/128*z^3 - 221/48*z + 1
*
8/7 | 0.12127147081396270624235211567838473988 | 0.014746713125657292114048118625171724322
f(z) = 77/128*z^3 - 233/56*z + 1
*
12/11 | 0.18241536688965740674839361455742708801 | 0.020794473307901205252419213261927046605
f(z) = 77/135*z^3 - 239/55*z + 1
*
[ 35/12 ] 
f(z) = 64/125*z^3 - 233/63*z + 1
*
[ 8/3 ] 
f(z) = 67/128*z^3 - 223/72*z + 1
*
[ 8/3 ] 
f(z) = 71/128*z^3 - 239/72*z + 1
*
[ -11/4 ] 
f(z) = 62/121*z^3 - 221/88*z + 1
*
5/2 | 0.10674991229979317921464020107464056310 | 0.012312683709610570335095918151979646308
f(z) = 64/125*z^3 - 233/80*z + 1
*
-5/2 | 0.17308472518370189385039005030425716270 | 0.020065357077020473895641197330837702253
f(z) = 72/125*z^3 - 223/90*z + 1
*
[ 16/7 ] 
f(z) = 63/128*z^3 - 225/112*z + 1
*
[ 4/13 ] 
f(z) = 65/128*z^3 - 239/104*z + 1
*
[ 20/9 ] 
f(z) = 69/125*z^3 - 235/108*z + 1
*
-15/7 | 0.22244902188487408461638641608012219606 | 0.029201370776775076430482987210147729999
f(z) = 77/135*z^3 - 226/105*z + 1
*
-5/3 | 0.14360170554595082224143014062053346210 | 0.026470604352705099309824119233109729261
f(z) = 63/130*z^3 - 227/130*z + 1
*
2/3 | 0.15243264059360020701290207111834519126 | 0.028190826375844585495769797270405880423
f(z) = 63/130*z^3 - 223/130*z + 1
*
[ 33/16 ] 
f(z) = 64/121*z^3 - 229/132*z + 1
*
[ 3/8 ] 
f(z) = 64/129*z^3 - 224/129*z + 1
*
-12/5 | 0.21480911655371434671784078136006694028 | 0.026290007541916964608857036404412107767
f(z) = 65/128*z^3 - 221/120*z + 1
*
[ -5/2 ] 
f(z) = 68/135*z^3 - 236/135*z + 1
*
[ 2 ] 
f(z) = 71/122*z^3 - 223/122*z + 1
*
[ 2 ] 
f(z) = 71/126*z^3 - 221/126*z + 1
*
[ 2 ] 
f(z) = 73/122*z^3 - 231/122*z + 1
*
[ 2 ] 
f(z) = 73/126*z^3 - 229/126*z + 1
*
[ 2 ] 
f(z) = 73/130*z^3 - 227/130*z + 1
*
[ 2 ] 
f(z) = 73/134*z^3 - 225/134*z + 1
*
[ 2 ] 
f(z) = 73/138*z^3 - 223/138*z + 1
*
[ 11/30 ] 
f(z) = 75/121*z^3 - 239/132*z + 1
*
[ 2 ] 
f(z) = 75/122*z^3 - 239/122*z + 1
*
[ 2 ] 
f(z) = 75/134*z^3 - 233/134*z + 1
*
[ 2 ] 
f(z) = 77/138*z^3 - 239/138*z + 1
*
[ 12/7 ] 
f(z) = 77/128*z^3 - 227/168*z + 1
*
[ 40/23 ] 
f(z) = 69/125*z^3 - 229/184*z + 1
*
-56/45 | 0.23226511638141453714235817608638733165 | 0.028395099900578569034009266677369400246
f(z) = 75/128*z^3 - 223/216*z + 1
*
[ 8/5 ] 
f(z) = 77/128*z^3 - 233/200*z + 1
*
-6/11 | 0.25824878043656474808322523392801342243 | 0.029439117236403516141581003439705259764
f(z) = 77/135*z^3 - 239/220*z + 1
*
[ 3/2 ] 
f(z) = 70/123*z^3 - 233/246*z + 1
*
[ 3/2 ] 
f(z) = 70/129*z^3 - 229/258*z + 1
*
[ -2 ] 
f(z) = 73/121*z^3 - 221/242*z + 1
*
[ -2 ] 
f(z) = 74/121*z^3 - 229/242*z + 1
*
[ -2 ] 
f(z) = 74/123*z^3 - 223/246*z + 1
*
[ -2 ] 
f(z) = 75/121*z^3 - 237/242*z + 1
*
[ -2 ] 
f(z) = 76/123*z^3 - 239/246*z + 1
*
[ -2 ] 
f(z) = 76/125*z^3 - 233/250*z + 1
*
[ -2 ] 
f(z) = 76/127*z^3 - 227/254*z + 1
*
[ -2 ] 
f(z) = 76/129*z^3 - 221/258*z + 1
*
[ -2 ] 
f(z) = 77/127*z^3 - 235/254*z + 1
*
[ -2 ] 
f(z) = 77/129*z^3 - 229/258*z + 1
*
[ 7/12 ] 
f(z) = 72/133*z^3 - 239/266*z + 1
*
[ -2 ] 
f(z) = 77/131*z^3 - 223/262*z + 1
*
[ -2 ] 
f(z) = 78/131*z^3 - 231/262*z + 1
*
[ -2 ] 
f(z) = 78/133*z^3 - 225/266*z + 1
*
[ -2 ] 
f(z) = 79/131*z^3 - 239/262*z + 1
*
[ -2 ] 
f(z) = 79/133*z^3 - 233/266*z + 1
*
[ -2 ] 
f(z) = 79/135*z^3 - 227/270*z + 1
*
[ -2 ] 
f(z) = 79/137*z^3 - 221/274*z + 1
*
[ 11/9 ] 
f(z) = 75/121*z^3 - 221/297*z + 1
*
[ 2/3 ] 
f(z) = 77/128*z^3 - 221/288*z + 1
*
[ 11/9 ] 
f(z) = 78/121*z^3 - 232/297*z + 1
*
[ 2/3 ] 
f(z) = 79/128*z^3 - 223/288*z + 1
*
[ 16/3 ] 
f(z) = 63/128*z^3 - 211/16*z + 1
*
[ -16/3 ] 
f(z) = 63/128*z^3 - 205/16*z + 1
*
3/16 | 0.20974364569621034601487290186913794840 | 0.024308082833177503537340246327219695387
f(z) = 64/135*z^3 - 207/20*z + 1
*
[ -11/3 ] 
f(z) = 69/121*z^3 - 211/33*z + 1
*
-4 | 0.20614737663862896229163223497116948228 | 0.025403491480316249890464320195582141000
f(z) = 69/128*z^3 - 209/24*z + 1
*
[ -25/6 ] 
f(z) = 72/125*z^3 - 219/25*z + 1
*
8/15 | 0.15324287478926443166296952188721158026 | 0.018797072864009545542981940009293226260
f(z) = 75/128*z^3 - 217/24*z + 1
*
-52/21 | 0.17526476167978927112266826166606940818 | 0.021572516233087801307704269737995364546
f(z) = 63/128*z^3 - 211/56*z + 1
*
8/21 | 0.24105163532013563537628158381024862288 | 0.029739974067487614406575953118266140598
f(z) = 63/128*z^3 - 207/56*z + 1
*
-14/5 | 0.21151949250713595260572806614291894472 | 0.028445226097998709510126980082116555006
f(z) = 75/136*z^3 - 212/51*z + 1
*
-38/15 | 0.21596025729655310400153658692857021964 | 0.029154987775307299038347722387929236544
f(z) = 75/136*z^3 - 206/51*z + 1
*
14/15 | 0.13839072271540825022484289696993462906 | 0.018720048849549292123771789016430669825
f(z) = 75/136*z^3 - 203/51*z + 1
*
[ 3 ] 
f(z) = 79/126*z^3 - 209/42*z + 1
*
-20/7 | 0.14566247007152070105940196581806753862 | 0.016995332112684131094116599431147067922
f(z) = 63/125*z^3 - 211/70*z + 1
*
45/16 | 0.17720484892876336983808054206914326882 | 0.020675574552893553570868225503087291556
f(z) = 64/125*z^3 - 211/60*z + 1
*
[ 8/3 ] 
f(z) = 65/128*z^3 - 215/72*z + 1
*
[ 10/37 ] 
f(z) = 74/125*z^3 - 203/74*z + 1
*
[ -8/3 ] 
f(z) = 77/128*z^3 - 209/72*z + 1
*
[ -8/3 ] 
f(z) = 79/128*z^3 - 217/72*z + 1
*
-5/32 | 0.19089313650478017967505881614581242240 | 0.022297447999943944305464248113871771026
f(z) = 64/125*z^3 - 209/80*z + 1
*
[ 5/18 ] 
f(z) = 68/125*z^3 - 214/81*z + 1
*
-15/34 | 0.15749341848875913977633986868820830542 | 0.018355516892176433775208076528476924629
f(z) = 68/125*z^3 - 213/85*z + 1
*
[ 5/17 ] 
f(z) = 68/125*z^3 - 208/85*z + 1
*
[ 32/15 ] 
f(z) = 75/128*z^3 - 205/96*z + 1
*
[ 3/8 ] 
f(z) = 64/123*z^3 - 214/123*z + 1
*
[ -5/2 ] 
f(z) = 64/135*z^3 - 211/135*z + 1
*
-5/12 | 0.19254343132598176946166808140930930203 | 0.022566993115061917871756205767615197168
f(z) = 66/125*z^3 - 203/120*z + 1
*
[ 2 ] 
f(z) = 67/122*z^3 - 207/122*z + 1
*
[ 2 ] 
f(z) = 67/126*z^3 - 205/126*z + 1
*
[ 2 ] 
f(z) = 67/130*z^3 - 203/130*z + 1
*
[ 2 ] 
f(z) = 69/122*z^3 - 215/122*z + 1
*
[ 2 ] 
f(z) = 69/130*z^3 - 211/130*z + 1
*
[ 2 ] 
f(z) = 69/134*z^3 - 209/134*z + 1
*
[ 2 ] 
f(z) = 71/130*z^3 - 219/130*z + 1
*
[ 2 ] 
f(z) = 71/134*z^3 - 217/134*z + 1
*
[ 2 ] 
f(z) = 71/138*z^3 - 215/138*z + 1
*
[ -7/3 ] 
f(z) = 72/133*z^3 - 202/133*z + 1
*
[ 11/6 ] 
f(z) = 75/121*z^3 - 215/132*z + 1
*
-4/3 | 0.17882839113296119971504713357805540256 | 0.022116365519967698509951482113837821535
f(z) = 75/128*z^3 - 203/120*z + 1
*
[ 2/5 ] 
f(z) = 75/134*z^3 - 213/134*z + 1
*
[ 5/12 ] 
f(z) = 67/125*z^3 - 215/144*z + 1
*
[ 5/12 ] 
f(z) = 77/125*z^3 - 217/144*z + 1
*
[ -15/7 ] 
f(z) = 79/125*z^3 - 211/147*z + 1
*
[ 10/19 ] 
f(z) = 76/125*z^3 - 203/190*z + 1
*
[ 8/15 ] 
f(z) = 63/128*z^3 - 203/200*z + 1
*
[ 8/5 ] 
f(z) = 69/128*z^3 - 201/200*z + 1
*
[ 8/5 ] 
f(z) = 71/128*z^3 - 209/200*z + 1
*
[ 8/5 ] 
f(z) = 73/128*z^3 - 217/200*z + 1
*
[ 11/20 ] 
f(z) = 60/121*z^3 - 213/220*z + 1
*
[ -2 ] 
f(z) = 71/121*z^3 - 205/242*z + 1
*
[ -2 ] 
f(z) = 72/121*z^3 - 213/242*z + 1
*
[ -2 ] 
f(z) = 72/125*z^3 - 201/250*z + 1
*
[ -2 ] 
f(z) = 73/123*z^3 - 215/246*z + 1
*
[ -2 ] 
f(z) = 73/125*z^3 - 209/250*z + 1
*
[ -2 ] 
f(z) = 73/127*z^3 - 203/254*z + 1
*
[ -2 ] 
f(z) = 74/125*z^3 - 217/250*z + 1
*
[ -2 ] 
f(z) = 74/127*z^3 - 211/254*z + 1
*
[ -2 ] 
f(z) = 74/129*z^3 - 205/258*z + 1
*
[ -2 ] 
f(z) = 75/127*z^3 - 219/254*z + 1
*
[ 2/3 ] 
f(z) = 72/137*z^3 - 201/274*z + 1
*
[ 2/3 ] 
f(z) = 72/139*z^3 - 203/278*z + 1
*
[ -2 ] 
f(z) = 75/131*z^3 - 207/262*z + 1
*
[ -2 ] 
f(z) = 75/133*z^3 - 201/266*z + 1
*
[ -2 ] 
f(z) = 76/131*z^3 - 215/262*z + 1
*
[ -2 ] 
f(z) = 76/135*z^3 - 203/270*z + 1
*
[ -2 ] 
f(z) = 77/135*z^3 - 211/270*z + 1
*
[ -2 ] 
f(z) = 77/137*z^3 - 205/274*z + 1
*
[ -2 ] 
f(z) = 78/137*z^3 - 213/274*z + 1
*
[ -2 ] 
f(z) = 78/139*z^3 - 207/278*z + 1
*
[ -2 ] 
f(z) = 79/139*z^3 - 215/278*z + 1
*
[ 2/3 ] 
f(z) = 61/128*z^3 - 205/288*z + 1
*
[ 2/3 ] 
f(z) = 65/128*z^3 - 209/288*z + 1
*
[ 2/3 ] 
f(z) = 67/128*z^3 - 211/288*z + 1
*
[ 2/3 ] 
f(z) = 71/128*z^3 - 215/288*z + 1
*
[ 2/3 ] 
f(z) = 73/128*z^3 - 217/288*z + 1
*
[ 6 ] 
f(z) = 71/135*z^3 - 181/10*z + 1
*
[ 11/2 ] 
f(z) = 72/121*z^3 - 189/11*z + 1
*
[ -11/2 ] 
f(z) = 72/121*z^3 - 185/11*z + 1
*
[ -6 ] 
f(z) = 73/135*z^3 - 183/10*z + 1
*
[ -15/2 ] 
f(z) = 74/125*z^3 - 193/6*z + 1
*
[ 6 ] 
f(z) = 74/135*z^3 - 189/10*z + 1
*
[ 11/2 ] 
f(z) = 76/121*z^3 - 200/11*z + 1
*
[ -11/2 ] 
f(z) = 76/121*z^3 - 196/11*z + 1
*
[ -6 ] 
f(z) = 76/135*z^3 - 191/10*z + 1
*
[ 6 ] 
f(z) = 77/135*z^3 - 197/10*z + 1
*
[ -6 ] 
f(z) = 79/135*z^3 - 199/10*z + 1
*
[ 11/3 ] 
f(z) = 60/121*z^3 - 196/33*z + 1
*
-5/16 | 0.12811926059154491924716479957312090719 | 0.015069167464706049408742433771758175226
f(z) = 64/125*z^3 - 197/20*z + 1
*
-56/15 | 0.15139011898850561073146080603580761370 | 0.018840680038938350927614904526920719287
f(z) = 75/128*z^3 - 193/24*z + 1
*
[ 15/4 ] 
f(z) = 78/125*z^3 - 193/24*z + 1
*
[ 10/3 ] 
f(z) = 78/125*z^3 - 187/30*z + 1
*
-20/7 | 0.15396493760342190311076176000268690091 | 0.019288836551017144846726426908582516273
f(z) = 63/128*z^3 - 183/56*z + 1
*
[ 3 ] 
f(z) = 71/126*z^3 - 185/42*z + 1
*
[ 3 ] 
f(z) = 73/126*z^3 - 191/42*z + 1
*
[ 11/4 ] 
f(z) = 76/121*z^3 - 181/44*z + 1
*
[ -3 ] 
f(z) = 79/126*z^3 - 181/42*z + 1
*
[ 8/3 ] 
f(z) = 61/128*z^3 - 199/72*z + 1
*
5/2 | 0.24587750480806537980092895563934441080 | 0.028989635216985711379389069770961014109
f(z) = 63/125*z^3 - 193/60*z + 1
*
-10/23 | 0.26364248536479093356154618934046656291 | 0.026279312682649672391929916248921422114
f(z) = 69/125*z^3 - 182/69*z + 1
*
[ -8/3 ] 
f(z) = 71/128*z^3 - 185/72*z + 1
*
[ -8/3 ] 
f(z) = 73/128*z^3 - 193/72*z + 1
*
-2 | 0.092716297637813735068130199554342598066 | 0.015736913890983538052304493087339065601
f(z) = 75/124*z^3 - 181/62*z + 1
*
-2 | 0.092822717032156888408944834482884446557 | 0.015696739638697136061489264535424085250
f(z) = 77/124*z^3 - 185/62*z + 1
*
-2 | 0.092903985429639628775928689167308104924 | 0.015653857064243870931910255000131641942
f(z) = 79/124*z^3 - 189/62*z + 1
*
-2 | 0.073481816313424975820180828089193319588 | 0.012359397450712383990647078252993553289
f(z) = 79/132*z^3 - 191/66*z + 1
*
[ 5/14 ] 
f(z) = 66/125*z^3 - 183/98*z + 1
*
[ 15/7 ] 
f(z) = 63/125*z^3 - 187/105*z + 1
*
[ -16/7 ] 
f(z) = 77/128*z^3 - 191/112*z + 1
*
-15/7 | 0.090062392856259292407399732898687472306 | 0.012150626644117930561724471828466826971
f(z) = 77/135*z^3 - 184/105*z + 1
*
[ 2 ] 
f(z) = 61/126*z^3 - 181/126*z + 1
*
[ 2 ] 
f(z) = 63/122*z^3 - 191/122*z + 1
*
[ 2 ] 
f(z) = 63/130*z^3 - 187/130*z + 1
*
[ 2 ] 
f(z) = 63/134*z^3 - 185/134*z + 1
*
[ 2 ] 
f(z) = 65/122*z^3 - 199/122*z + 1
*
[ 2 ] 
f(z) = 65/126*z^3 - 197/126*z + 1
*
[ -12/5 ] 
f(z) = 65/128*z^3 - 181/120*z + 1
*
[ 2 ] 
f(z) = 65/134*z^3 - 193/134*z + 1
*
[ 2 ] 
f(z) = 65/138*z^3 - 191/138*z + 1
*
[ 2 ] 
f(z) = 67/138*z^3 - 199/138*z + 1
*
[ 11/6 ] 
f(z) = 69/121*z^3 - 193/132*z + 1
*
[ 15/8 ] 
f(z) = 72/125*z^3 - 187/120*z + 1
*
[ 2/5 ] 
f(z) = 75/122*z^3 - 195/122*z + 1
*
[ 5/12 ] 
f(z) = 78/125*z^3 - 181/120*z + 1
*
[ 15/31 ] 
f(z) = 62/135*z^3 - 182/155*z + 1
*
[ -15/7 ] 
f(z) = 74/125*z^3 - 184/147*z + 1
*
-10/7 | 0.10810893789135647169126903021328093090 | 0.012826802903965297282772526697738871312
f(z) = 77/125*z^3 - 183/140*z + 1
*
[ 30/17 ] 
f(z) = 68/135*z^3 - 193/170*z + 1
*
[ 3/2 ] 
f(z) = 79/126*z^3 - 181/168*z + 1
*
-35/18 | 0.23541290906127574709743659871241868113 | 0.027656004818523233227278209816500028943
f(z) = 63/125*z^3 - 199/180*z + 1
*
[ -20/9 ] 
f(z) = 63/125*z^3 - 187/180*z + 1
*
[ -9/4 ] 
f(z) = 68/135*z^3 - 199/180*z + 1
*
[ 30/19 ] 
f(z) = 76/135*z^3 - 197/190*z + 1
*
[ 8/5 ] 
f(z) = 67/128*z^3 - 193/200*z + 1
*
[ 11/19 ] 
f(z) = 76/121*z^3 - 196/209*z + 1
*
[ 25/18 ] 
f(z) = 72/125*z^3 - 187/225*z + 1
*
[ 3/2 ] 
f(z) = 62/123*z^3 - 197/246*z + 1
*
[ 3/2 ] 
f(z) = 62/129*z^3 - 193/258*z + 1
*
[ 2/3 ] 
f(z) = 63/125*z^3 - 181/250*z + 1
*
[ 2/3 ] 
f(z) = 63/127*z^3 - 183/254*z + 1
*
[ -15/7 ] 
f(z) = 67/135*z^3 - 199/245*z + 1
*
[ -2 ] 
f(z) = 68/121*z^3 - 181/242*z + 1
*
[ -2 ] 
f(z) = 69/121*z^3 - 189/242*z + 1
*
[ -2 ] 
f(z) = 70/121*z^3 - 197/242*z + 1
*
[ -2 ] 
f(z) = 70/123*z^3 - 191/246*z + 1
*
[ -2 ] 
f(z) = 71/123*z^3 - 199/246*z + 1
*
[ -2 ] 
f(z) = 71/125*z^3 - 193/250*z + 1
*
[ -2 ] 
f(z) = 71/127*z^3 - 187/254*z + 1
*
[ -2 ] 
f(z) = 71/129*z^3 - 181/258*z + 1
*
[ 2/3 ] 
f(z) = 72/121*z^3 - 185/242*z + 1
*
[ 2/3 ] 
f(z) = 72/125*z^3 - 189/250*z + 1
*
[ -2 ] 
f(z) = 72/127*z^3 - 195/254*z + 1
*
[ 2/3 ] 
f(z) = 72/127*z^3 - 191/254*z + 1
*
[ -2 ] 
f(z) = 73/129*z^3 - 197/258*z + 1
*
[ 2/3 ] 
f(z) = 63/131*z^3 - 187/262*z + 1
*
[ 2/3 ] 
f(z) = 63/137*z^3 - 193/274*z + 1
*
[ 2/3 ] 
f(z) = 63/139*z^3 - 195/278*z + 1
*
[ 11/15 ] 
f(z) = 72/121*z^3 - 188/275*z + 1
*
[ 2/3 ] 
f(z) = 72/131*z^3 - 195/262*z + 1
*
[ -2 ] 
f(z) = 72/131*z^3 - 183/262*z + 1
*
[ 2/3 ] 
f(z) = 72/133*z^3 - 197/266*z + 1
*
[ -2 ] 
f(z) = 73/131*z^3 - 191/262*z + 1
*
[ -2 ] 
f(z) = 73/133*z^3 - 185/266*z + 1
*
[ -2 ] 
f(z) = 74/131*z^3 - 199/262*z + 1
*
[ -2 ] 
f(z) = 74/133*z^3 - 193/266*z + 1
*
[ -2 ] 
f(z) = 74/135*z^3 - 187/270*z + 1
*
[ -2 ] 
f(z) = 74/137*z^3 - 181/274*z + 1
*
[ -2 ] 
f(z) = 75/137*z^3 - 189/274*z + 1
*
[ -2 ] 
f(z) = 75/139*z^3 - 183/278*z + 1
*
[ 11/10 ] 
f(z) = 76/121*z^3 - 184/275*z + 1
*
[ -2 ] 
f(z) = 76/137*z^3 - 197/274*z + 1
*
[ -2 ] 
f(z) = 76/139*z^3 - 191/278*z + 1
*
[ -2 ] 
f(z) = 77/139*z^3 - 199/278*z + 1
*
[ 10/9 ] 
f(z) = 78/125*z^3 - 181/270*z + 1
*
-2 | 0.17123110034429733206484455181291368139 | 0.024290666772630428117592722568175543775
f(z) = 63/128*z^3 - 199/288*z + 1
*
[ 11/9 ] 
f(z) = 69/121*z^3 - 199/297*z + 1
*
[ 15/19 ] 
f(z) = 76/125*z^3 - 184/285*z + 1
*
[ 15/14 ] 
f(z) = 78/125*z^3 - 191/294*z + 1
*
[ 11/2 ] 
f(z) = 64/121*z^3 - 167/11*z + 1
*
[ -11/2 ] 
f(z) = 64/121*z^3 - 163/11*z + 1
*
[ 15/2 ] 
f(z) = 66/125*z^3 - 173/6*z + 1
*
[ -6 ] 
f(z) = 67/135*z^3 - 167/10*z + 1
*
[ 11/2 ] 
f(z) = 68/121*z^3 - 178/11*z + 1
*
[ -11/2 ] 
f(z) = 68/121*z^3 - 174/11*z + 1
*
[ 6 ] 
f(z) = 68/135*z^3 - 173/10*z + 1
*
[ -11/3 ] 
f(z) = 60/121*z^3 - 178/33*z + 1
*
5/18 | 0.28578629057642854933707066371253020597 | 0.028732903054511005887178134898804068066
f(z) = 63/125*z^3 - 167/36*z + 1
*
5/6 | 0.097957362138550952400421163524621086164 | 0.011749897311630800824606134036052728508
f(z) = 66/125*z^3 - 167/30*z + 1
*
[ 10/3 ] 
f(z) = 69/125*z^3 - 163/30*z + 1
*
4/15 | 0.22274612352089901461156856079834809795 | 0.028316364918921135817646561118860960016
f(z) = 75/128*z^3 - 163/24*z + 1
*
20/7 | 0.10494184170249419237294078246744340591 | 0.012633743866207507937662655230583864875
f(z) = 77/125*z^3 - 162/35*z + 1
*
[ 5/24 ] 
f(z) = 64/125*z^3 - 172/45*z + 1
*
[ 3 ] 
f(z) = 65/126*z^3 - 167/42*z + 1
*
[ 3 ] 
f(z) = 67/126*z^3 - 173/42*z + 1
*
-5/24 | 0.11623799123056818044280223038403629828 | 0.013922760840715459006851582504327189806
f(z) = 72/125*z^3 - 169/40*z + 1
*
[ -3 ] 
f(z) = 73/126*z^3 - 163/42*z + 1
*
-34/15 | 0.19990069893000015142463842717251108438 | 0.027638334660809082568580493074176858483
f(z) = 75/136*z^3 - 173/51*z + 1
*
-14/5 | 0.076197118940718068608394335201986911784 | 0.010640798577973114334573851923680630955
f(z) = 75/136*z^3 - 161/51*z + 1
*
-2 | 0.091816523451611255007828872430037367587 | 0.015900199821136942361262769069266820012
f(z) = 65/124*z^3 - 161/62*z + 1
*
[ -8/3 ] 
f(z) = 65/128*z^3 - 161/72*z + 1
*
-2 | 0.072081674716866493608795352037823733748 | 0.012456013985829961976453918335329307800
f(z) = 65/132*z^3 - 163/66*z + 1
*
[ -30/11 ] 
f(z) = 66/125*z^3 - 169/66*z + 1
*
-2 | 0.092047636226916715684932122435339712736 | 0.015872765225800597440274427270697472842
f(z) = 67/124*z^3 - 165/62*z + 1
*
[ -8/3 ] 
f(z) = 67/128*z^3 - 169/72*z + 1
*
-2 | 0.072360084202330463562632960112479270647 | 0.012451958107673569743327929405009215220
f(z) = 67/132*z^3 - 167/66*z + 1
*
-2 | 0.092251811064362987759817719514165010914 | 0.015842535456559499706181914517666708818
f(z) = 69/124*z^3 - 169/62*z + 1
*
-2 | 0.092430818860287055888037262556444384352 | 0.015809764271306244715167778205001037031
f(z) = 71/124*z^3 - 173/62*z + 1
*
-2 | 0.072827521068589053438773380149758700681 | 0.012432289537624612274515475942454469850
f(z) = 71/132*z^3 - 175/66*z + 1
*
-2 | 0.092585563766184472077346569780389188888 | 0.015774557862118882935581018034861211022
f(z) = 73/124*z^3 - 177/62*z + 1
*
-2 | 0.073024794981284094057590883669127713254 | 0.012418057198243930527857411003543550180
f(z) = 73/132*z^3 - 179/66*z + 1
*
-5/2 | 0.10367619795190274062855379389281110927 | 0.012418133638388410144097819292579288957
f(z) = 64/125*z^3 - 169/80*z + 1
*
[ 11/6 ] 
f(z) = 76/121*z^3 - 164/99*z + 1
*
[ 4/11 ] 
f(z) = 77/128*z^3 - 161/88*z + 1
*
10/7 | 0.23017566568688344311780258476198297338 | 0.027669527278884741354402807521520584270
f(z) = 63/125*z^3 - 164/105*z + 1
*
-2 | 0.055263123447773660144403691727295059530 | 0.0076468261662146577948060110658796392858
f(z) = 77/120*z^3 - 172/105*z + 1
*
-10/7 | 0.13192532440307519912261547740724488341 | 0.018299222911867294394738567455667487780
f(z) = 77/120*z^3 - 169/105*z + 1
*
[ 2 ] 
f(z) = 61/130*z^3 - 179/130*z + 1
*
[ 2 ] 
f(z) = 61/134*z^3 - 177/134*z + 1
*
[ 2 ] 
f(z) = 61/138*z^3 - 175/138*z + 1
*
[ -19/8 ] 
f(z) = 64/133*z^3 - 172/133*z + 1
*
[ 5/12 ] 
f(z) = 66/125*z^3 - 179/120*z + 1
*
-4/3 | 0.18120348265920712430206390438267028837 | 0.022764329461102236700677605880507245179
f(z) = 75/128*z^3 - 179/120*z + 1
*
[ 5/11 ] 
f(z) = 79/125*z^3 - 161/121*z + 1
*
[ 16/9 ] 
f(z) = 63/128*z^3 - 161/144*z + 1
*
[ 12/7 ] 
f(z) = 63/128*z^3 - 173/168*z + 1
*
[ 3/2 ] 
f(z) = 73/126*z^3 - 163/168*z + 1
*
[ 11/20 ] 
f(z) = 75/121*z^3 - 177/176*z + 1
*
[ 11/8 ] 
f(z) = 76/121*z^3 - 161/176*z + 1
*
[ 6/11 ] 
f(z) = 77/120*z^3 - 169/165*z + 1
*
[ 16/11 ] 
f(z) = 77/128*z^3 - 169/176*z + 1
*
[ 9/16 ] 
f(z) = 64/135*z^3 - 167/180*z + 1
*
[ 8/5 ] 
f(z) = 61/128*z^3 - 169/200*z + 1
*
[ 8/5 ] 
f(z) = 63/128*z^3 - 177/200*z + 1
*
[ 3/5 ] 
f(z) = 65/126*z^3 - 179/210*z + 1
*
[ 32/21 ] 
f(z) = 63/128*z^3 - 179/224*z + 1
*
[ -25/12 ] 
f(z) = 64/125*z^3 - 167/225*z + 1
*
[ 15/22 ] 
f(z) = 77/135*z^3 - 161/220*z + 1
*
[ 2/3 ] 
f(z) = 63/121*z^3 - 177/242*z + 1
*
[ 4/3 ] 
f(z) = 63/122*z^3 - 163/244*z + 1
*
[ 5/7 ] 
f(z) = 64/125*z^3 - 162/245*z + 1
*
[ -15/7 ] 
f(z) = 64/135*z^3 - 174/245*z + 1
*
[ 5/7 ] 
f(z) = 66/125*z^3 - 164/245*z + 1
*
[ -2 ] 
f(z) = 67/121*z^3 - 173/242*z + 1
*
[ -2 ] 
f(z) = 67/123*z^3 - 167/246*z + 1
*
[ -2 ] 
f(z) = 67/125*z^3 - 161/250*z + 1
*
[ -2 ] 
f(z) = 68/123*z^3 - 175/246*z + 1
*
[ -2 ] 
f(z) = 68/125*z^3 - 169/250*z + 1
*
[ 5/7 ] 
f(z) = 68/125*z^3 - 166/245*z + 1
*
[ -2 ] 
f(z) = 68/127*z^3 - 163/254*z + 1
*
[ -2 ] 
f(z) = 69/125*z^3 - 177/250*z + 1
*
[ 5/7 ] 
f(z) = 69/125*z^3 - 167/245*z + 1
*
[ -2 ] 
f(z) = 69/127*z^3 - 171/254*z + 1
*
[ -2 ] 
f(z) = 70/127*z^3 - 179/254*z + 1
*
[ -2 ] 
f(z) = 70/129*z^3 - 173/258*z + 1
*
[ 5/7 ] 
f(z) = 71/125*z^3 - 169/245*z + 1
*
[ 5/7 ] 
f(z) = 73/125*z^3 - 171/245*z + 1
*
[ 5/7 ] 
f(z) = 74/125*z^3 - 172/245*z + 1
*
[ 5/7 ] 
f(z) = 76/125*z^3 - 174/245*z + 1
*
[ 6/5 ] 
f(z) = 76/135*z^3 - 161/250*z + 1
*
[ 5/7 ] 
f(z) = 78/125*z^3 - 176/245*z + 1
*
[ 5/7 ] 
f(z) = 79/125*z^3 - 177/245*z + 1
*
[ 6/5 ] 
f(z) = 79/135*z^3 - 169/250*z + 1
*
[ 11/15 ] 
f(z) = 63/121*z^3 - 177/275*z + 1
*
[ 11/10 ] 
f(z) = 68/121*z^3 - 162/275*z + 1
*
[ -2 ] 
f(z) = 70/131*z^3 - 167/262*z + 1
*
[ -2 ] 
f(z) = 71/131*z^3 - 175/262*z + 1
*
[ -2 ] 
f(z) = 71/133*z^3 - 169/266*z + 1
*
[ -2 ] 
f(z) = 71/135*z^3 - 163/270*z + 1
*
[ 11/10 ] 
f(z) = 72/121*z^3 - 173/275*z + 1
*
[ -2 ] 
f(z) = 72/133*z^3 - 177/266*z + 1
*
[ -2 ] 
f(z) = 72/137*z^3 - 165/274*z + 1
*
[ -2 ] 
f(z) = 73/135*z^3 - 179/270*z + 1
*
[ -2 ] 
f(z) = 73/137*z^3 - 173/274*z + 1
*
[ -2 ] 
f(z) = 73/139*z^3 - 167/278*z + 1
*
[ -2 ] 
f(z) = 74/139*z^3 - 175/278*z + 1
*
[ 4/5 ] 
f(z) = 75/134*z^3 - 163/268*z + 1
*
[ 12/11 ] 
f(z) = 77/128*z^3 - 167/264*z + 1
*
[ 11/12 ] 
f(z) = 78/121*z^3 - 167/264*z + 1
*
[ 11/9 ] 
f(z) = 60/121*z^3 - 166/297*z + 1
*
[ 15/19 ] 
f(z) = 76/135*z^3 - 176/285*z + 1
*
[ 11/2 ] 
f(z) = 60/121*z^3 - 156/11*z + 1
*
[ -11/2 ] 
f(z) = 60/121*z^3 - 152/11*z + 1
*
[ -6 ] 
f(z) = 61/135*z^3 - 151/10*z + 1
*
[ 6 ] 
f(z) = 62/135*z^3 - 157/10*z + 1
*
[ -6 ] 
f(z) = 64/135*z^3 - 159/10*z + 1
*
[ 15/2 ] 
f(z) = 76/135*z^3 - 154/5*z + 1
*
20/21 | 0.19818135511369978566536101130011048054 | 0.024101379302739394172979807643680327948
f(z) = 63/125*z^3 - 149/35*z + 1
*
65/48 | 0.21152849541628091878482893177511230438 | 0.021513720597895162247874153360529402950
f(z) = 64/125*z^3 - 149/36*z + 1
*
10/3 | 0.28974894121921691403263894697967826236 | 0.029429301447190435371797720352723091957
f(z) = 66/125*z^3 - 151/24*z + 1
*
-15/4 | 0.23024108697687079066825031678107548981 | 0.028189441229251222236856442465576977772
f(z) = 68/125*z^3 - 141/20*z + 1
*
4/5 | 0.22825846954276013018427785493370824910 | 0.029508168339269434802351192938198962956
f(z) = 75/128*z^3 - 143/24*z + 1
*
[ 3 ] 
f(z) = 61/126*z^3 - 155/42*z + 1
*
-40/21 | 0.16970614886091449861409488899329490749 | 0.021822848896820017746980870057371105651
f(z) = 63/128*z^3 - 149/56*z + 1
*
[ -3 ] 
f(z) = 67/126*z^3 - 145/42*z + 1
*
[ 11/4 ] 
f(z) = 68/121*z^3 - 159/44*z + 1
*
[ -3 ] 
f(z) = 71/126*z^3 - 157/42*z + 1
*
[ 5/24 ] 
f(z) = 72/125*z^3 - 153/40*z + 1
*
38/15 | 0.19602841449213006419649595949552227856 | 0.027521000165779421399939596701390990449
f(z) = 75/136*z^3 - 155/51*z + 1
*
[ -11/4 ] 
f(z) = 76/121*z^3 - 149/44*z + 1
*
[ 5/22 ] 
f(z) = 77/125*z^3 - 151/44*z + 1
*
[ 3/11 ] 
f(z) = 77/135*z^3 - 149/55*z + 1
*
[ 5/18 ] 
f(z) = 78/125*z^3 - 143/54*z + 1
*
-2 | 0.091258984838461155185608259403276954862 | 0.015944374585665139287559382027649611574
f(z) = 61/124*z^3 - 153/62*z + 1
*
[ -8/3 ] 
f(z) = 61/128*z^3 - 145/72*z + 1
*
-2 | 0.071391470644522645113484401927149113119 | 0.012444970087083889126712778840345243728
f(z) = 61/132*z^3 - 155/66*z + 1
*
-2 | 0.091555400966354118714059691409115495277 | 0.015924359526432817943715452195171824406
f(z) = 63/124*z^3 - 157/62*z + 1
*
[ 10/33 ] 
f(z) = 66/125*z^3 - 155/66*z + 1
*
-5/8 | 0.19909843391432002482404572151141762857 | 0.020249508560450408463748750836133250694
f(z) = 72/125*z^3 - 149/72*z + 1
*
[ 11/6 ] 
f(z) = 68/121*z^3 - 142/99*z + 1
*
3/2 | 0.18720618073869401222865088584802284979 | 0.022667804881853789086559980249346539910
f(z) = 68/135*z^3 - 143/85*z + 1
*
[ 15/8 ] 
f(z) = 74/125*z^3 - 155/96*z + 1
*
[ 15/38 ] 
f(z) = 76/135*z^3 - 154/95*z + 1
*
[ -15/7 ] 
f(z) = 77/125*z^3 - 143/105*z + 1
*
[ 3/7 ] 
f(z) = 77/135*z^3 - 151/105*z + 1
*
[ 1/2 ] 
f(z) = 60/127*z^3 - 142/127*z + 1
*
[ 1/2 ] 
f(z) = 60/131*z^3 - 146/131*z + 1
*
[ 1/2 ] 
f(z) = 60/133*z^3 - 148/133*z + 1
*
[ 1/2 ] 
f(z) = 60/137*z^3 - 152/137*z + 1
*
[ 1/2 ] 
f(z) = 60/139*z^3 - 154/139*z + 1
*
[ 5/11 ] 
f(z) = 64/125*z^3 - 158/121*z + 1
*
[ 1/2 ] 
f(z) = 64/125*z^3 - 141/125*z + 1
*
[ 1/2 ] 
f(z) = 64/127*z^3 - 143/127*z + 1
*
[ 1/2 ] 
f(z) = 64/129*z^3 - 145/129*z + 1
*
[ 1/2 ] 
f(z) = 64/131*z^3 - 147/131*z + 1
*
[ 1/2 ] 
f(z) = 64/133*z^3 - 149/133*z + 1
*
[ 1/2 ] 
f(z) = 64/135*z^3 - 151/135*z + 1
*
[ 1/2 ] 
f(z) = 64/137*z^3 - 153/137*z + 1
*
[ 1/2 ] 
f(z) = 64/139*z^3 - 155/139*z + 1
*
[ 1/2 ] 
f(z) = 68/125*z^3 - 142/125*z + 1
*
[ 1/2 ] 
f(z) = 68/127*z^3 - 144/127*z + 1
*
[ 1/2 ] 
f(z) = 68/129*z^3 - 146/129*z + 1
*
[ 1/2 ] 
f(z) = 68/131*z^3 - 148/131*z + 1
*
[ 1/2 ] 
f(z) = 68/133*z^3 - 150/133*z + 1
*
[ 1/2 ] 
f(z) = 68/135*z^3 - 152/135*z + 1
*
[ 1/2 ] 
f(z) = 68/137*z^3 - 154/137*z + 1
*
[ 1/2 ] 
f(z) = 68/139*z^3 - 156/139*z + 1
*
[ 5/11 ] 
f(z) = 69/125*z^3 - 159/121*z + 1
*
[ 1/2 ] 
f(z) = 72/125*z^3 - 143/125*z + 1
*
[ 1/2 ] 
f(z) = 72/127*z^3 - 145/127*z + 1
*
[ 1/2 ] 
f(z) = 72/131*z^3 - 149/131*z + 1
*
[ 1/2 ] 
f(z) = 72/133*z^3 - 151/133*z + 1
*
[ 1/2 ] 
f(z) = 72/137*z^3 - 155/137*z + 1
*
[ 1/2 ] 
f(z) = 72/139*z^3 - 157/139*z + 1
*
[ 5/11 ] 
f(z) = 74/125*z^3 - 160/121*z + 1
*
[ 8/5 ] 
f(z) = 75/136*z^3 - 141/136*z + 1
*
[ 1/2 ] 
f(z) = 76/123*z^3 - 142/123*z + 1
*
[ 1/2 ] 
f(z) = 76/125*z^3 - 144/125*z + 1
*
[ 1/2 ] 
f(z) = 76/127*z^3 - 146/127*z + 1
*
[ 1/2 ] 
f(z) = 76/129*z^3 - 148/129*z + 1
*
[ 1/2 ] 
f(z) = 76/131*z^3 - 150/131*z + 1
*
[ 1/2 ] 
f(z) = 76/135*z^3 - 154/135*z + 1
*
[ 1/2 ] 
f(z) = 76/137*z^3 - 156/137*z + 1
*
[ 1/2 ] 
f(z) = 76/139*z^3 - 158/139*z + 1
*
-5/6 | 0.19752064102811930982327769825765455632 | 0.024183331372065396527472533291533486599
f(z) = 63/125*z^3 - 141/140*z + 1
*
[ 15/28 ] 
f(z) = 64/125*z^3 - 149/147*z + 1
*
[ -15/7 ] 
f(z) = 69/125*z^3 - 157/147*z + 1
*
[ 3/2 ] 
f(z) = 67/126*z^3 - 145/168*z + 1
*
[ 10/17 ] 
f(z) = 68/125*z^3 - 151/170*z + 1
*
[ 3/2 ] 
f(z) = 71/126*z^3 - 157/168*z + 1
*
[ 11/17 ] 
f(z) = 68/121*z^3 - 146/187*z + 1
*
[ 2/3 ] 
f(z) = 75/124*z^3 - 143/186*z + 1
*
[ 35/26 ] 
f(z) = 78/125*z^3 - 159/182*z + 1
*
[ 4/3 ] 
f(z) = 75/136*z^3 - 149/204*z + 1
*
[ 5/7 ] 
f(z) = 61/125*z^3 - 159/245*z + 1
*
[ -15/7 ] 
f(z) = 61/135*z^3 - 149/245*z + 1
*
[ 40/31 ] 
f(z) = 62/125*z^3 - 149/248*z + 1
*
[ -2 ] 
f(z) = 63/121*z^3 - 141/242*z + 1
*
[ -2 ] 
f(z) = 64/121*z^3 - 149/242*z + 1
*
[ -2 ] 
f(z) = 64/123*z^3 - 143/246*z + 1
*
[ -2 ] 
f(z) = 65/121*z^3 - 157/242*z + 1
*
[ -2 ] 
f(z) = 65/123*z^3 - 151/246*z + 1
*
[ -2 ] 
f(z) = 66/125*z^3 - 153/250*z + 1
*
[ -2 ] 
f(z) = 66/127*z^3 - 147/254*z + 1
*
[ -2 ] 
f(z) = 67/127*z^3 - 155/254*z + 1
*
[ -2 ] 
f(z) = 67/129*z^3 - 149/258*z + 1
*
[ 15/17 ] 
f(z) = 68/125*z^3 - 142/255*z + 1
*
[ -2 ] 
f(z) = 68/129*z^3 - 157/258*z + 1
*
[ 3/4 ] 
f(z) = 71/135*z^3 - 151/240*z + 1
*
[ 10/11 ] 
f(z) = 73/125*z^3 - 141/242*z + 1
*
[ 6/5 ] 
f(z) = 73/135*z^3 - 153/250*z + 1
*
[ 35/37 ] 
f(z) = 74/125*z^3 - 152/259*z + 1
*
[ 4/5 ] 
f(z) = 75/122*z^3 - 157/244*z + 1
*
[ 15/14 ] 
f(z) = 76/135*z^3 - 142/245*z + 1
*
[ 3/4 ] 
f(z) = 77/135*z^3 - 157/240*z + 1
*
[ 10/11 ] 
f(z) = 78/125*z^3 - 149/242*z + 1
*
[ 4/3 ] 
f(z) = 63/130*z^3 - 159/260*z + 1
*
[ 4/3 ] 
f(z) = 63/134*z^3 - 157/268*z + 1
*
[ 11/10 ] 
f(z) = 64/121*z^3 - 151/275*z + 1
*
[ 10/9 ] 
f(z) = 66/125*z^3 - 149/270*z + 1
*
[ -2 ] 
f(z) = 67/131*z^3 - 143/262*z + 1
*
[ -2 ] 
f(z) = 68/131*z^3 - 151/262*z + 1
*
[ -2 ] 
f(z) = 68/133*z^3 - 145/266*z + 1
*
[ 10/9 ] 
f(z) = 69/125*z^3 - 157/270*z + 1
*
[ -2 ] 
f(z) = 69/131*z^3 - 159/262*z + 1
*
[ -2 ] 
f(z) = 69/133*z^3 - 153/266*z + 1
*
[ -2 ] 
f(z) = 69/137*z^3 - 141/274*z + 1
*
[ -2 ] 
f(z) = 70/137*z^3 - 149/274*z + 1
*
[ -2 ] 
f(z) = 70/139*z^3 - 143/278*z + 1
*
[ -2 ] 
f(z) = 71/137*z^3 - 157/274*z + 1
*
[ -2 ] 
f(z) = 71/139*z^3 - 151/278*z + 1
*
[ -2 ] 
f(z) = 72/139*z^3 - 159/278*z + 1
*
[ 15/2 ] 
f(z) = 64/135*z^3 - 129/5*z + 1
*
[ -15/2 ] 
f(z) = 68/135*z^3 - 136/5*z + 1
*
-5/18 | 0.27379839895376641875885549469806462569 | 0.028045104348932653600271955635232291877
f(z) = 72/125*z^3 - 139/9*z + 1
*
[ -35/6 ] 
f(z) = 72/125*z^3 - 129/7*z + 1
*
[ -10 ] 
f(z) = 77/125*z^3 - 121/2*z + 1
*
[ 10 ] 
f(z) = 78/125*z^3 - 123/2*z + 1
*
[ -15/4 ] 
f(z) = 62/125*z^3 - 137/24*z + 1
*
10/3 | 0.23139236640767994063820821092508634759 | 0.028812181855764303838264889041653530202
f(z) = 63/125*z^3 - 123/20*z + 1
*
-15/4 | 0.17478988659248465375759026964866266596 | 0.021475975305442054989097074670287518804
f(z) = 64/125*z^3 - 137/20*z + 1
*
5/2 | 0.24002338163287790085532850142698011124 | 0.029654214539700539047992230976231473050
f(z) = 66/125*z^3 - 131/30*z + 1
*
-35/12 | 0.11815517066805417251845251285881971815 | 0.012215576180443549958601485762250034153
f(z) = 66/125*z^3 - 127/24*z + 1
*
[ 15/4 ] 
f(z) = 68/135*z^3 - 127/20*z + 1
*
5/4 | 0.16860625977186920972895673514100710928 | 0.021037215022849182969050227200196886568
f(z) = 72/125*z^3 - 121/30*z + 1
*
4/15 | 0.15487042005136229429589080033055218261 | 0.020094610226562091425576701431332435743
f(z) = 75/128*z^3 - 139/24*z + 1
*
44/15 | 0.19753539749228220313172057819135074017 | 0.025934253869819353509728393453948636621
f(z) = 75/128*z^3 - 127/24*z + 1
*
-3/7 | 0.20156542171437925356881702719243652769 | 0.024645350763694987459250809431174629758
f(z) = 77/135*z^3 - 132/35*z + 1
*
[ 11/4 ] 
f(z) = 60/121*z^3 - 137/44*z + 1
*
[ -3 ] 
f(z) = 61/126*z^3 - 127/42*z + 1
*
[ -3 ] 
f(z) = 65/126*z^3 - 139/42*z + 1
*
-12/5 | 0.22451535716704213882485546295808955676 | 0.029476429765813137421721763353524264172
f(z) = 65/128*z^3 - 127/40*z + 1
*
[ -11/4 ] 
f(z) = 68/121*z^3 - 127/44*z + 1
*
[ 11/5 ] 
f(z) = 70/121*z^3 - 124/55*z + 1
*
-5/17 | 0.18720645140098056123496338264353354038 | 0.019323287977836664207256323546460704047
f(z) = 68/125*z^3 - 129/68*z + 1
*
-5/6 | 0.20653131573926756283202510671155515187 | 0.025516363882692445427697686720139843022
f(z) = 69/125*z^3 - 131/60*z + 1
*
-35/23 | 0.28759573915783443872409958662673194494 | 0.029782213294876041484892766262772548701
f(z) = 69/125*z^3 - 125/69*z + 1
*
5/4 | 0.25299452220750721882846067700582029211 | 0.025952695414960325513609818327754077281
f(z) = 76/125*z^3 - 137/76*z + 1
*
[ 2 ] 
f(z) = 77/124*z^3 - 123/62*z + 1
*
[ 2 ] 
f(z) = 79/124*z^3 - 127/62*z + 1
*
[ 2 ] 
f(z) = 79/132*z^3 - 125/66*z + 1
*
[ 11/6 ] 
f(z) = 64/121*z^3 - 131/99*z + 1
*
[ 11/24 ] 
f(z) = 64/121*z^3 - 128/99*z + 1
*
[ -55/24 ] 
f(z) = 64/125*z^3 - 124/99*z + 1
*
[ 2/5 ] 
f(z) = 65/136*z^3 - 134/85*z + 1
*
[ 3/8 ] 
f(z) = 68/135*z^3 - 139/80*z + 1
*
[ 15/8 ] 
f(z) = 76/135*z^3 - 121/80*z + 1
*
[ -16/7 ] 
f(z) = 63/128*z^3 - 127/112*z + 1
*
[ -20/9 ] 
f(z) = 66/125*z^3 - 125/108*z + 1
*
[ 30/19 ] 
f(z) = 76/125*z^3 - 131/114*z + 1
*
[ -15/7 ] 
f(z) = 77/135*z^3 - 121/105*z + 1
*
[ 1/2 ] 
f(z) = 60/121*z^3 - 136/121*z + 1
*
[ 5/3 ] 
f(z) = 63/130*z^3 - 123/130*z + 1
*
[ 1/2 ] 
f(z) = 64/121*z^3 - 137/121*z + 1
*
[ 1/2 ] 
f(z) = 64/123*z^3 - 139/123*z + 1
*
[ 7/4 ] 
f(z) = 64/133*z^3 - 139/133*z + 1
*
[ 1/2 ] 
f(z) = 68/121*z^3 - 138/121*z + 1
*
[ 1/2 ] 
f(z) = 68/123*z^3 - 140/123*z + 1
*
[ 5/9 ] 
f(z) = 69/125*z^3 - 131/135*z + 1
*
[ 1/2 ] 
f(z) = 72/121*z^3 - 139/121*z + 1
*
[ 1/2 ] 
f(z) = 76/121*z^3 - 140/121*z + 1
*
[ 3/2 ] 
f(z) = 76/123*z^3 - 130/123*z + 1
*
[ 3/2 ] 
f(z) = 76/129*z^3 - 128/129*z + 1
*
[ -2 ] 
f(z) = 77/122*z^3 - 125/122*z + 1
*
[ 5/9 ] 
f(z) = 78/125*z^3 - 134/135*z + 1
*
[ -2 ] 
f(z) = 79/122*z^3 - 133/122*z + 1
*
[ -2 ] 
f(z) = 79/126*z^3 - 127/126*z + 1
*
[ -2 ] 
f(z) = 79/130*z^3 - 121/130*z + 1
*
-15/14 | 0.10149543945120302884799396196992830738 | 0.012437376692659960508581526622394906127
f(z) = 63/125*z^3 - 137/140*z + 1
*
[ -35/16 ] 
f(z) = 64/125*z^3 - 139/140*z + 1
*
[ -15/7 ] 
f(z) = 64/125*z^3 - 130/147*z + 1
*
[ 3/2 ] 
f(z) = 61/126*z^3 - 127/168*z + 1
*
[ 5/8 ] 
f(z) = 62/125*z^3 - 127/160*z + 1
*
[ 3/2 ] 
f(z) = 65/126*z^3 - 139/168*z + 1
*
[ 5/8 ] 
f(z) = 66/125*z^3 - 129/160*z + 1
*
[ 11/8 ] 
f(z) = 68/121*z^3 - 139/176*z + 1
*
[ 5/8 ] 
f(z) = 74/125*z^3 - 133/160*z + 1
*
[ 15/11 ] 
f(z) = 77/135*z^3 - 131/165*z + 1
*
[ 2/3 ] 
f(z) = 69/124*z^3 - 139/186*z + 1
*
[ 6/5 ] 
f(z) = 75/124*z^3 - 131/186*z + 1
*
[ 15/13 ] 
f(z) = 78/125*z^3 - 136/195*z + 1
*
[ -65/32 ] 
f(z) = 64/125*z^3 - 129/208*z + 1
*
[ 6/5 ] 
f(z) = 65/126*z^3 - 121/210*z + 1
*
[ 16/13 ] 
f(z) = 65/128*z^3 - 121/208*z + 1
*
[ 4/3 ] 
f(z) = 69/136*z^3 - 133/204*z + 1
*
[ 4/5 ] 
f(z) = 71/128*z^3 - 121/200*z + 1
*
[ 4/5 ] 
f(z) = 73/128*z^3 - 123/200*z + 1
*
[ 8/9 ] 
f(z) = 75/128*z^3 - 127/216*z + 1
*
[ 4/5 ] 
f(z) = 77/128*z^3 - 127/200*z + 1
*
[ 4/5 ] 
f(z) = 79/128*z^3 - 129/200*z + 1
*
[ 11/10 ] 
f(z) = 65/121*z^3 - 123/220*z + 1
*
[ 35/33 ] 
f(z) = 66/125*z^3 - 124/231*z + 1
*
[ 12/11 ] 
f(z) = 77/135*z^3 - 131/220*z + 1
*
[ -2 ] 
f(z) = 61/121*z^3 - 125/242*z + 1
*
[ 6/5 ] 
f(z) = 61/135*z^3 - 121/250*z + 1
*
[ -2 ] 
f(z) = 62/121*z^3 - 133/242*z + 1
*
[ -2 ] 
f(z) = 62/123*z^3 - 127/246*z + 1
*
[ -2 ] 
f(z) = 63/125*z^3 - 129/250*z + 1
*
[ 10/11 ] 
f(z) = 63/125*z^3 - 125/242*z + 1
*
[ -2 ] 
f(z) = 64/125*z^3 - 137/250*z + 1
*
[ -2 ] 
f(z) = 64/127*z^3 - 131/254*z + 1
*
[ 6/5 ] 
f(z) = 64/135*z^3 - 129/250*z + 1
*
[ -2 ] 
f(z) = 65/127*z^3 - 139/254*z + 1
*
[ -2 ] 
f(z) = 65/129*z^3 - 133/258*z + 1
*
[ 6/5 ] 
f(z) = 65/136*z^3 - 133/255*z + 1
*
[ 6/5 ] 
f(z) = 67/135*z^3 - 137/250*z + 1
*
[ 10/11 ] 
f(z) = 68/125*z^3 - 133/242*z + 1
*
[ 15/17 ] 
f(z) = 68/135*z^3 - 134/255*z + 1
*
[ -2 ] 
f(z) = 66/131*z^3 - 135/262*z + 1
*
[ -2 ] 
f(z) = 67/133*z^3 - 137/266*z + 1
*
[ -2 ] 
f(z) = 68/135*z^3 - 139/270*z + 1
*
[ 20/21 ] 
f(z) = 63/128*z^3 - 139/280*z + 1
*
-5/12 | 0.27830566969413473160463951892123341735 | 0.029291810705084273397369130486818971012
f(z) = 63/125*z^3 - 107/16*z + 1
*
5/16 | 0.28280064352066249557064818755247755622 | 0.029707005860422785376763885831728559383
f(z) = 64/125*z^3 - 109/4*z + 1
*
[ -10 ] 
f(z) = 67/125*z^3 - 105/2*z + 1
*
[ 10 ] 
f(z) = 68/125*z^3 - 107/2*z + 1
*
[ 10/3 ] 
f(z) = 71/125*z^3 - 101/18*z + 1
*
[ -10 ] 
f(z) = 72/125*z^3 - 113/2*z + 1
*
[ 10 ] 
f(z) = 73/125*z^3 - 115/2*z + 1
*
[ 10/3 ] 
f(z) = 76/125*z^3 - 109/18*z + 1
*
[ -10/3 ] 
f(z) = 79/125*z^3 - 103/18*z + 1
*
[ 5/21 ] 
f(z) = 63/125*z^3 - 113/35*z + 1
*
-5/16 | 0.15896198239936306356763173802859075486 | 0.019917427805388892041217088605071620200
f(z) = 64/125*z^3 - 117/20*z + 1
*
115/48 | 0.26937173463634192980517418313505045079 | 0.028189634539893240869212025175111251150
f(z) = 64/125*z^3 - 113/36*z + 1
*
[ 25/8 ] 
f(z) = 64/125*z^3 - 108/25*z + 1
*
3 | 0.11683742287080037279525836962686170838 | 0.014499536642364702359126382847142572315
f(z) = 64/135*z^3 - 117/20*z + 1
*
-8/3 | 0.22101999441982461004510056554841388998 | 0.029685372611625055484459770548303298788
f(z) = 69/128*z^3 - 107/24*z + 1
*
2/5 | 0.16933061748849918402467816991792618013 | 0.027617739742439961647989758605006815304
f(z) = 75/128*z^3 - 115/32*z + 1
*
3 | 0.19325692927318735740589368142539383765 | 0.024368617930334880930183797123687860426
f(z) = 76/135*z^3 - 103/20*z + 1
*
[ -20/7 ] 
f(z) = 77/125*z^3 - 103/28*z + 1
*
5/2 | 0.22149610530212940616790556466088938493 | 0.027693939008496769489873428924302914167
f(z) = 78/125*z^3 - 119/30*z + 1
*
-5/2 | 0.22382030680603159866096463393465536624 | 0.023379772121884301309730400205602785402
f(z) = 78/125*z^3 - 115/26*z + 1
*
-5/12 | 0.27294287378288055964236615703509589307 | 0.028563352693982183616320705831931915582
f(z) = 78/125*z^3 - 113/24*z + 1
*
5/6 | 0.20779182883414745901781379722767081487 | 0.026268767676912723283514898563309167047
f(z) = 78/125*z^3 - 109/30*z + 1
*
-10/39 | 0.23361499133005821988960194168160347940 | 0.024687090411179163906848866141173001575
f(z) = 78/125*z^3 - 103/39*z + 1
*
[ -11/4 ] 
f(z) = 60/121*z^3 - 105/44*z + 1
*
[ 11/5 ] 
f(z) = 60/121*z^3 - 102/55*z + 1
*
[ 11/5 ] 
f(z) = 65/121*z^3 - 113/55*z + 1
*
[ 5/18 ] 
f(z) = 72/125*z^3 - 119/45*z + 1
*
[ 34/15 ] 
f(z) = 75/136*z^3 - 116/51*z + 1
*
[ 5/12 ] 
f(z) = 62/125*z^3 - 107/72*z + 1
*
-5/7 | 0.18280369645049094427935265176264924038 | 0.019184347407729254163663414250105725821
f(z) = 63/125*z^3 - 110/63*z + 1
*
[ 2 ] 
f(z) = 67/124*z^3 - 103/62*z + 1
*
[ 2 ] 
f(z) = 67/132*z^3 - 101/66*z + 1
*
[ 2 ] 
f(z) = 69/124*z^3 - 107/62*z + 1
*
[ 2 ] 
f(z) = 71/124*z^3 - 111/62*z + 1
*
[ 2 ] 
f(z) = 71/132*z^3 - 109/66*z + 1
*
[ 2 ] 
f(z) = 73/124*z^3 - 115/62*z + 1
*
[ 2 ] 
f(z) = 73/132*z^3 - 113/66*z + 1
*
[ 2 ] 
f(z) = 75/124*z^3 - 119/62*z + 1
*
[ 11/6 ] 
f(z) = 78/121*z^3 - 113/66*z + 1
*
[ 15/31 ] 
f(z) = 62/125*z^3 - 110/93*z + 1
*
[ 5/12 ] 
f(z) = 63/125*z^3 - 119/80*z + 1
*
[ 15/34 ] 
f(z) = 68/135*z^3 - 116/85*z + 1
*
[ 11/24 ] 
f(z) = 72/121*z^3 - 115/88*z + 1
*
[ -32/15 ] 
f(z) = 75/128*z^3 - 115/96*z + 1
*
[ 10/7 ] 
f(z) = 77/120*z^3 - 106/105*z + 1
*
[ 3/5 ] 
f(z) = 62/135*z^3 - 104/125*z + 1
*
[ -33/16 ] 
f(z) = 64/121*z^3 - 101/132*z + 1
*
[ 3/2 ] 
f(z) = 64/123*z^3 - 103/123*z + 1
*
[ 3/2 ] 
f(z) = 64/129*z^3 - 101/129*z + 1
*
[ 5/8 ] 
f(z) = 64/135*z^3 - 106/135*z + 1
*
[ 2/3 ] 
f(z) = 67/120*z^3 - 101/135*z + 1
*
[ 3/2 ] 
f(z) = 68/123*z^3 - 112/123*z + 1
*
[ 3/2 ] 
f(z) = 68/129*z^3 - 110/129*z + 1
*
[ 3/5 ] 
f(z) = 68/135*z^3 - 106/125*z + 1
*
[ 2/3 ] 
f(z) = 71/120*z^3 - 103/135*z + 1
*
[ -2 ] 
f(z) = 71/122*z^3 - 101/122*z + 1
*
[ 3/5 ] 
f(z) = 71/135*z^3 - 107/125*z + 1
*
[ 2/3 ] 
f(z) = 73/120*z^3 - 104/135*z + 1
*
[ -2 ] 
f(z) = 73/122*z^3 - 109/122*z + 1
*
[ -2 ] 
f(z) = 73/126*z^3 - 103/126*z + 1
*
[ 3/5 ] 
f(z) = 74/135*z^3 - 108/125*z + 1
*
[ -2 ] 
f(z) = 75/122*z^3 - 117/122*z + 1
*
-4/3 | 0.17882942474938208943722833078078997001 | 0.023654434046935210579062171519910784660
f(z) = 75/128*z^3 - 107/120*z + 1
*
[ 7/5 ] 
f(z) = 75/133*z^3 - 109/133*z + 1
*
[ 2/3 ] 
f(z) = 77/120*z^3 - 106/135*z + 1
*
[ -2 ] 
f(z) = 77/130*z^3 - 113/130*z + 1
*
[ -2 ] 
f(z) = 77/134*z^3 - 107/134*z + 1
*
[ 3/5 ] 
f(z) = 77/135*z^3 - 109/125*z + 1
*
[ -2 ] 
f(z) = 77/138*z^3 - 101/138*z + 1
*
[ 2/3 ] 
f(z) = 79/120*z^3 - 107/135*z + 1
*
[ -2 ] 
f(z) = 79/134*z^3 - 115/134*z + 1
*
[ -2 ] 
f(z) = 79/138*z^3 - 109/138*z + 1
*
[ 2/3 ] 
f(z) = 61/136*z^3 - 107/153*z + 1
*
[ 2/3 ] 
f(z) = 65/136*z^3 - 109/153*z + 1
*
[ 2/3 ] 
f(z) = 67/136*z^3 - 110/153*z + 1
*
[ 2/3 ] 
f(z) = 71/136*z^3 - 112/153*z + 1
*
[ 2/3 ] 
f(z) = 73/136*z^3 - 113/153*z + 1
*
[ 2/3 ] 
f(z) = 77/136*z^3 - 115/153*z + 1
*
[ 2/3 ] 
f(z) = 79/136*z^3 - 116/153*z + 1
*
[ 11/8 ] 
f(z) = 60/121*z^3 - 117/176*z + 1
*
[ 11/15 ] 
f(z) = 60/121*z^3 - 104/165*z + 1
*
[ 15/11 ] 
f(z) = 66/125*z^3 - 118/165*z + 1
*
[ 10/11 ] 
f(z) = 77/120*z^3 - 104/165*z + 1
*
[ 10/9 ] 
f(z) = 77/125*z^3 - 107/162*z + 1
*
[ 5/6 ] 
f(z) = 67/125*z^3 - 103/180*z + 1
*
[ 5/6 ] 
f(z) = 71/125*z^3 - 107/180*z + 1
*
[ 5/6 ] 
f(z) = 73/125*z^3 - 109/180*z + 1
*
[ 5/6 ] 
f(z) = 77/125*z^3 - 113/180*z + 1
*
[ 4/5 ] 
f(z) = 61/128*z^3 - 111/200*z + 1
*
[ 4/5 ] 
f(z) = 63/128*z^3 - 113/200*z + 1
*
[ 4/5 ] 
f(z) = 67/128*z^3 - 117/200*z + 1
*
[ 4/5 ] 
f(z) = 69/128*z^3 - 119/200*z + 1
*
[ 8/9 ] 
f(z) = 69/128*z^3 - 119/216*z + 1
*
[ 25/24 ] 
f(z) = 72/125*z^3 - 117/200*z + 1
*
[ 25/24 ] 
f(z) = 64/125*z^3 - 116/225*z + 1
*
[ -33/16 ] 
f(z) = 64/135*z^3 - 117/220*z + 1
*
[ 15/14 ] 
f(z) = 64/135*z^3 - 117/245*z + 1
*
[ 10/3 ] 
f(z) = 61/125*z^3 - 85/18*z + 1
*
[ -10 ] 
f(z) = 62/125*z^3 - 97/2*z + 1
*
[ 10 ] 
f(z) = 63/125*z^3 - 99/2*z + 1
*
10/21 | 0.20272766759771305064538923614619236285 | 0.021583622314431361772273276236410045194
f(z) = 63/125*z^3 - 96/7*z + 1
*
[ -20/3 ] 
f(z) = 63/125*z^3 - 85/4*z + 1
*
[ 15/4 ] 
f(z) = 64/125*z^3 - 97/15*z + 1
*
[ -15/4 ] 
f(z) = 64/125*z^3 - 89/15*z + 1
*
[ -15/2 ] 
f(z) = 64/125*z^3 - 83/3*z + 1
*
[ 15/4 ] 
f(z) = 64/135*z^3 - 89/15*z + 1
*
-10/3 | 0.16390301038930369806628578456164224807 | 0.021204220243325559771694355972167103417
f(z) = 66/125*z^3 - 91/15*z + 1
*
[ 15/4 ] 
f(z) = 68/125*z^3 - 83/12*z + 1
*
[ 20/3 ] 
f(z) = 72/125*z^3 - 99/4*z + 1
*
[ -10/3 ] 
f(z) = 74/125*z^3 - 95/18*z + 1
*
[ 16/5 ] 
f(z) = 75/128*z^3 - 85/16*z + 1
*
[ 15/2 ] 
f(z) = 76/125*z^3 - 100/3*z + 1
*
-15/38 | 0.23110129192537733668769452977290176619 | 0.024687900233226559820601710006833124280
f(z) = 76/125*z^3 - 93/19*z + 1
*
[ 20/7 ] 
f(z) = 63/125*z^3 - 97/28*z + 1
*
[ 5/18 ] 
f(z) = 63/125*z^3 - 95/36*z + 1
*
-5/2 | 0.22795044054655283565629217905155205162 | 0.024466208139769551725960321457090652813
f(z) = 63/125*z^3 - 89/28*z + 1
*
2/3 | 0.16046385514526277790593873367480368829 | 0.027419395637767911829817950242253370472
f(z) = 63/128*z^3 - 87/32*z + 1
*
-5/16 | 0.14678163451805449682688785658891043984 | 0.018833643381575642964995387050489248812
f(z) = 64/125*z^3 - 97/20*z + 1
*
[ -45/16 ] 
f(z) = 64/125*z^3 - 97/36*z + 1
*
[ -25/8 ] 
f(z) = 64/125*z^3 - 92/25*z + 1
*
35/16 | 0.17144059307892507016603670769029199645 | 0.022518491400227759002350040329495228426
f(z) = 64/125*z^3 - 81/20*z + 1
*
-2 | 0.092138997569844255430922205763709132400 | 0.015938952717436963614547857876099027424
f(z) = 65/128*z^3 - 81/32*z + 1
*
-5/11 | 0.25004101767663104226422332793965223619 | 0.026591551679783780721323577720212998408
f(z) = 66/125*z^3 - 97/22*z + 1
*
-2 | 0.092392923348191533550702033434924228938 | 0.015915723552149624244978364167105763781
f(z) = 67/128*z^3 - 83/32*z + 1
*
-2 | 0.092618519576896027731932772824231877724 | 0.015889412194390729724700173578988971998
f(z) = 69/128*z^3 - 85/32*z + 1
*
-2 | 0.092818667538783704020044007286400693647 | 0.015860467552100255846525550266808277253
f(z) = 71/128*z^3 - 87/32*z + 1
*
[ 11/4 ] 
f(z) = 72/121*z^3 - 85/22*z + 1
*
-5/2 | 0.21328231182046305581361151609340163157 | 0.027592446917874756702961113769543138574
f(z) = 72/125*z^3 - 91/30*z + 1
*
-2 | 0.092995063969656700265716362120406599675 | 0.015829133691959257577464536608813795767
f(z) = 73/128*z^3 - 89/32*z + 1
*
-12/5 | 0.21450785338467634344534306641233067386 | 0.029278490433293320323299179850533873644
f(z) = 75/128*z^3 - 95/24*z + 1
*
-2 | 0.093148614271879416652363523497169582653 | 0.015795520409103438874564011755888896880
f(z) = 75/128*z^3 - 91/32*z + 1
*
[ 8/3 ] 
f(z) = 75/128*z^3 - 85/24*z + 1
*
-2 | 0.093279631434902018619854810990227769000 | 0.015759639171018208202857340610040128143
f(z) = 77/128*z^3 - 93/32*z + 1
*
35/26 | 0.24500386938896950336083922567310047309 | 0.026055857215512670010582115074834004263
f(z) = 78/125*z^3 - 97/26*z + 1
*
-2 | 0.093387930720685190927577258089519539063 | 0.015721420603474376908756471476575396866
f(z) = 79/128*z^3 - 95/32*z + 1
*
[ 8/21 ] 
f(z) = 63/128*z^3 - 95/56*z + 1
*
[ 9/4 ] 
f(z) = 64/135*z^3 - 83/45*z + 1
*
[ 25/12 ] 
f(z) = 72/125*z^3 - 99/50*z + 1
*
[ 5/14 ] 
f(z) = 76/125*z^3 - 92/49*z + 1
*
[ 2 ] 
f(z) = 61/124*z^3 - 91/62*z + 1
*
[ 2 ] 
f(z) = 61/132*z^3 - 89/66*z + 1
*
[ 11/21 ] 
f(z) = 63/121*z^3 - 81/77*z + 1
*
[ 2 ] 
f(z) = 63/124*z^3 - 95/62*z + 1
*
[ 4/9 ] 
f(z) = 63/128*z^3 - 97/72*z + 1
*
[ 2 ] 
f(z) = 65/124*z^3 - 99/62*z + 1
*
[ 2 ] 
f(z) = 65/132*z^3 - 97/66*z + 1
*
[ 11/7 ] 
f(z) = 70/121*z^3 - 82/77*z + 1
*
[ 2/5 ] 
f(z) = 75/124*z^3 - 99/62*z + 1
*
[ 15/32 ] 
f(z) = 64/135*z^3 - 99/80*z + 1
*
[ 10/7 ] 
f(z) = 69/125*z^3 - 81/98*z + 1
*
[ 11/18 ] 
f(z) = 72/121*z^3 - 85/99*z + 1
*
[ 10/7 ] 
f(z) = 74/125*z^3 - 89/98*z + 1
*
-6/5 | 0.16686979930677809384114448570192522273 | 0.027993566487448242047618273122265326589
f(z) = 75/128*z^3 - 97/96*z + 1
*
[ 10/7 ] 
f(z) = 79/125*z^3 - 97/98*z + 1
*
[ -15/7 ] 
f(z) = 63/125*z^3 - 89/105*z + 1
*
[ 34/21 ] 
f(z) = 63/136*z^3 - 99/119*z + 1
*
[ 25/16 ] 
f(z) = 64/125*z^3 - 89/100*z + 1
*
[ 8/13 ] 
f(z) = 65/128*z^3 - 85/104*z + 1
*
[ 2/3 ] 
f(z) = 61/120*z^3 - 98/135*z + 1
*
[ 2/3 ] 
f(z) = 63/122*z^3 - 89/122*z + 1
*
[ 4/3 ] 
f(z) = 63/124*z^3 - 81/124*z + 1
*
[ 2/3 ] 
f(z) = 63/130*z^3 - 93/130*z + 1
*
[ 2/3 ] 
f(z) = 63/134*z^3 - 95/134*z + 1
*
[ -2 ] 
f(z) = 67/122*z^3 - 85/122*z + 1
*
[ -2 ] 
f(z) = 69/122*z^3 - 93/122*z + 1
*
[ -2 ] 
f(z) = 69/130*z^3 - 81/130*z + 1
*
[ -2 ] 
f(z) = 71/126*z^3 - 95/126*z + 1
*
[ -2 ] 
f(z) = 71/130*z^3 - 89/130*z + 1
*
[ -2 ] 
f(z) = 71/134*z^3 - 83/134*z + 1
*
[ -2 ] 
f(z) = 73/130*z^3 - 97/130*z + 1
*
[ -2 ] 
f(z) = 73/134*z^3 - 91/134*z + 1
*
[ -2 ] 
f(z) = 73/138*z^3 - 85/138*z + 1
*
[ -2 ] 
f(z) = 75/134*z^3 - 99/134*z + 1
*
[ 10/13 ] 
f(z) = 78/125*z^3 - 87/130*z + 1
*
[ 22/21 ] 
f(z) = 63/121*z^3 - 81/154*z + 1
*
[ 21/16 ] 
f(z) = 64/135*z^3 - 81/140*z + 1
*
[ 11/13 ] 
f(z) = 65/121*z^3 - 81/143*z + 1
*
[ 15/14 ] 
f(z) = 68/125*z^3 - 82/147*z + 1
*
[ 11/14 ] 
f(z) = 70/121*z^3 - 97/154*z + 1
*
[ 11/13 ] 
f(z) = 78/121*z^3 - 92/143*z + 1
*
[ 10/9 ] 
f(z) = 62/125*z^3 - 83/162*z + 1
*
[ 11/12 ] 
f(z) = 63/121*z^3 - 93/176*z + 1
*
[ 25/21 ] 
f(z) = 63/125*z^3 - 97/175*z + 1
*
[ 10/9 ] 
f(z) = 67/125*z^3 - 91/162*z + 1
*
[ 5/6 ] 
f(z) = 61/125*z^3 - 97/180*z + 1
*
[ 11/3 ] 
f(z) = 63/121*z^3 - 69/11*z + 1
*
[ -11/3 ] 
f(z) = 63/121*z^3 - 63/11*z + 1
*
[ -10/3 ] 
f(z) = 64/125*z^3 - 79/18*z + 1
*
15/4 | 0.20730265525052275893958125551991254414 | 0.027605992795216971960797289727588452203
f(z) = 64/125*z^3 - 73/10*z + 1
*
35/12 | 0.25209952438294763824515407291112590977 | 0.027646210674337677365171543146672736745
f(z) = 64/125*z^3 - 73/18*z + 1
*
[ 5 ] 
f(z) = 66/125*z^3 - 62/5*z + 1
*
5/3 | 0.21825031349206155154015561085463013346 | 0.029775957263364807936102624214165817074
f(z) = 66/125*z^3 - 61/15*z + 1
*
[ 5 ] 
f(z) = 67/125*z^3 - 63/5*z + 1
*
[ -5 ] 
f(z) = 67/125*z^3 - 61/5*z + 1
*
[ 4 ] 
f(z) = 67/128*z^3 - 61/8*z + 1
*
[ 5 ] 
f(z) = 68/125*z^3 - 64/5*z + 1
*
[ -5 ] 
f(z) = 68/125*z^3 - 62/5*z + 1
*
5/6 | 0.14090232950863567297673492310233743273 | 0.015598608474821897890548458380127810186
f(z) = 69/125*z^3 - 67/12*z + 1
*
[ -5 ] 
f(z) = 69/125*z^3 - 63/5*z + 1
*
[ 4 ] 
f(z) = 69/128*z^3 - 63/8*z + 1
*
[ 5 ] 
f(z) = 71/125*z^3 - 67/5*z + 1
*
[ 4 ] 
f(z) = 71/128*z^3 - 65/8*z + 1
*
[ -4 ] 
f(z) = 71/128*z^3 - 61/8*z + 1
*
[ 3 ] 
f(z) = 71/135*z^3 - 61/15*z + 1
*
[ 11/3 ] 
f(z) = 72/121*z^3 - 80/11*z + 1
*
[ -11/3 ] 
f(z) = 72/121*z^3 - 74/11*z + 1
*
[ 5 ] 
f(z) = 72/125*z^3 - 68/5*z + 1
*
[ -5 ] 
f(z) = 72/125*z^3 - 66/5*z + 1
*
[ 5 ] 
f(z) = 73/125*z^3 - 69/5*z + 1
*
[ -5 ] 
f(z) = 73/125*z^3 - 67/5*z + 1
*
[ 4 ] 
f(z) = 73/128*z^3 - 67/8*z + 1
*
[ -4 ] 
f(z) = 73/128*z^3 - 63/8*z + 1
*
[ -5 ] 
f(z) = 74/125*z^3 - 68/5*z + 1
*
[ 3 ] 
f(z) = 74/135*z^3 - 64/15*z + 1
*
[ -16/5 ] 
f(z) = 75/128*z^3 - 75/16*z + 1
*
[ 4 ] 
f(z) = 75/128*z^3 - 69/8*z + 1
*
[ -4 ] 
f(z) = 75/128*z^3 - 65/8*z + 1
*
[ 5 ] 
f(z) = 76/125*z^3 - 72/5*z + 1
*
[ 5 ] 
f(z) = 77/125*z^3 - 73/5*z + 1
*
[ -5 ] 
f(z) = 77/125*z^3 - 71/5*z + 1
*
[ 4 ] 
f(z) = 77/128*z^3 - 71/8*z + 1
*
[ -4 ] 
f(z) = 77/128*z^3 - 67/8*z + 1
*
[ 3 ] 
f(z) = 77/135*z^3 - 67/15*z + 1
*
[ 5 ] 
f(z) = 78/125*z^3 - 74/5*z + 1
*
[ -5 ] 
f(z) = 78/125*z^3 - 72/5*z + 1
*
[ -5 ] 
f(z) = 79/125*z^3 - 73/5*z + 1
*
[ 4 ] 
f(z) = 79/128*z^3 - 73/8*z + 1
*
[ -4 ] 
f(z) = 79/128*z^3 - 69/8*z + 1
*
-2 | 0.091522807218012578044656407091192737889 | 0.015972288561180655144468188436443816527
f(z) = 61/128*z^3 - 77/32*z + 1
*
40/21 | 0.19774772777775991233847461932544535659 | 0.026103295900349604584421594396543850842
f(z) = 63/125*z^3 - 78/35*z + 1
*
-2 | 0.091851867140474144431093123377151668011 | 0.015958301072561955656263053018218925376
f(z) = 63/128*z^3 - 79/32*z + 1
*
[ -21/8 ] 
f(z) = 64/135*z^3 - 66/35*z + 1
*
-5/3 | 0.17128595765605527065615269580683102932 | 0.022894430581107347131884534510456471463
f(z) = 66/125*z^3 - 71/30*z + 1
*
-3 | 0.11078828366054646890541284751788220057 | 0.014453250952776144596980273634036041101
f(z) = 68/135*z^3 - 79/20*z + 1
*
[ 8/3 ] 
f(z) = 69/128*z^3 - 77/24*z + 1
*
[ -11/4 ] 
f(z) = 72/121*z^3 - 69/22*z + 1
*
5/4 | 0.17213573860972577987151193895753617717 | 0.023008014037213089921344824473054999626
f(z) = 72/125*z^3 - 71/30*z + 1
*
5/4 | 0.21148231439601669380862093590911561328 | 0.028852597069201085081985831473377458150
f(z) = 72/125*z^3 - 61/30*z + 1
*
[ 5/2 ] 
f(z) = 73/125*z^3 - 61/20*z + 1
*
8/15 | 0.20974193346642415898584029527275700923 | 0.029695668019600494581551945820982229447
f(z) = 75/128*z^3 - 73/24*z + 1
*
[ 2 ] 
f(z) = 77/128*z^3 - 61/32*z + 1
*
[ 15/7 ] 
f(z) = 77/135*z^3 - 73/35*z + 1
*
-5/3 | 0.21249420742502651317001467948070448209 | 0.028002786446722540915225684049287864322
f(z) = 78/125*z^3 - 79/30*z + 1
*
[ 5/2 ] 
f(z) = 79/125*z^3 - 67/20*z + 1
*
[ 2 ] 
f(z) = 79/128*z^3 - 63/32*z + 1
*
-44/21 | 0.10810807581002300837637124896643342759 | 0.015136869530027728424373317511687563037
f(z) = 63/128*z^3 - 79/56*z + 1
*
[ -11/5 ] 
f(z) = 65/121*z^3 - 63/55*z + 1
*
[ 5/11 ] 
f(z) = 66/125*z^3 - 72/55*z + 1
*
[ 15/34 ] 
f(z) = 68/125*z^3 - 70/51*z + 1
*
[ -11/5 ] 
f(z) = 70/121*z^3 - 74/55*z + 1
*
-35/18 | 0.17079190540693962758117146198830862476 | 0.023249614488210131152757214380134599512
f(z) = 72/125*z^3 - 62/45*z + 1
*
[ -34/15 ] 
f(z) = 75/136*z^3 - 71/51*z + 1
*
[ 5/11 ] 
f(z) = 77/125*z^3 - 73/55*z + 1
*
[ 5/3 ] 
f(z) = 79/125*z^3 - 61/45*z + 1
*
[ 11/7 ] 
f(z) = 63/121*z^3 - 71/77*z + 1
*
[ 22/15 ] 
f(z) = 75/121*z^3 - 67/66*z + 1
*
[ -2 ] 
f(z) = 77/124*z^3 - 61/62*z + 1
*
[ 10/7 ] 
f(z) = 77/125*z^3 - 67/70*z + 1
*
[ -2 ] 
f(z) = 79/124*z^3 - 65/62*z + 1
*
[ 4/3 ] 
f(z) = 79/128*z^3 - 61/72*z + 1
*
[ 5/9 ] 
f(z) = 61/125*z^3 - 77/81*z + 1
*
[ 10/7 ] 
f(z) = 64/125*z^3 - 73/98*z + 1
*
[ 2/3 ] 
f(z) = 69/128*z^3 - 71/96*z + 1
*
[ 5/9 ] 
f(z) = 71/125*z^3 - 79/81*z + 1
*
[ 11/8 ] 
f(z) = 72/121*z^3 - 75/88*z + 1
*
[ 11/9 ] 
f(z) = 72/121*z^3 - 70/99*z + 1
*
[ 2/3 ] 
f(z) = 75/128*z^3 - 73/96*z + 1
*
[ 6/5 ] 
f(z) = 75/128*z^3 - 65/96*z + 1
*
[ 5/9 ] 
f(z) = 76/125*z^3 - 80/81*z + 1
*
[ 5/8 ] 
f(z) = 76/125*z^3 - 67/80*z + 1
*
[ 5/4 ] 
f(z) = 77/125*z^3 - 61/80*z + 1
*
[ 8/11 ] 
f(z) = 77/128*z^3 - 61/88*z + 1
*
[ 5/4 ] 
f(z) = 79/125*z^3 - 63/80*z + 1
*
[ 16/21 ] 
f(z) = 63/128*z^3 - 67/112*z + 1
*
[ 11/10 ] 
f(z) = 70/121*z^3 - 67/110*z + 1
*
[ 6/7 ] 
f(z) = 77/120*z^3 - 67/105*z + 1
*
[ 10/11 ] 
f(z) = 77/125*z^3 - 67/110*z + 1
*
[ 11/12 ] 
f(z) = 60/121*z^3 - 67/132*z + 1
*
[ 3/4 ] 
f(z) = 62/135*z^3 - 71/120*z + 1
*
[ -2 ] 
f(z) = 63/122*z^3 - 69/122*z + 1
*
[ 3/4 ] 
f(z) = 64/123*z^3 - 77/123*z + 1
*
[ 3/4 ] 
f(z) = 64/129*z^3 - 79/129*z + 1
*
[ 7/8 ] 
f(z) = 64/133*z^3 - 68/133*z + 1
*
[ 5/4 ] 
f(z) = 64/135*z^3 - 73/135*z + 1
*
[ -2 ] 
f(z) = 65/122*z^3 - 77/122*z + 1
*
[ -2 ] 
f(z) = 65/126*z^3 - 71/126*z + 1
*
[ -2 ] 
f(z) = 67/126*z^3 - 79/126*z + 1
*
[ -2 ] 
f(z) = 67/130*z^3 - 73/130*z + 1
*
[ -2 ] 
f(z) = 69/134*z^3 - 75/134*z + 1
*
[ -2 ] 
f(z) = 71/138*z^3 - 77/138*z + 1
*
[ 7/6 ] 
f(z) = 72/133*z^3 - 79/133*z + 1
*
[ 3/4 ] 
f(z) = 74/135*z^3 - 77/120*z + 1
*
[ 4/5 ] 
f(z) = 75/124*z^3 - 79/124*z + 1
*
[ 35/38 ] 
f(z) = 76/125*z^3 - 80/133*z + 1
*
[ 20/21 ] 
f(z) = 63/125*z^3 - 71/140*z + 1
*
[ 5 ] 
f(z) = 61/125*z^3 - 57/5*z + 1
*
[ 4 ] 
f(z) = 61/128*z^3 - 55/8*z + 1
*
[ -4 ] 
f(z) = 61/128*z^3 - 51/8*z + 1
*
[ -3 ] 
f(z) = 61/135*z^3 - 41/15*z + 1
*
[ 5 ] 
f(z) = 62/125*z^3 - 58/5*z + 1
*
[ -5 ] 
f(z) = 62/125*z^3 - 56/5*z + 1
*
[ 3 ] 
f(z) = 62/135*z^3 - 52/15*z + 1
*
[ 5 ] 
f(z) = 63/125*z^3 - 59/5*z + 1
*
[ -5 ] 
f(z) = 63/125*z^3 - 57/5*z + 1
*
[ 10/3 ] 
f(z) = 63/125*z^3 - 49/10*z + 1
*
[ -10/3 ] 
f(z) = 63/125*z^3 - 43/10*z + 1
*
[ 4 ] 
f(z) = 63/128*z^3 - 57/8*z + 1
*
[ -4 ] 
f(z) = 63/128*z^3 - 53/8*z + 1
*
[ -35/8 ] 
f(z) = 64/125*z^3 - 60/7*z + 1
*
[ -5 ] 
f(z) = 64/125*z^3 - 58/5*z + 1
*
5/2 | 0.19363749150966724692736185350517089533 | 0.027079509983466775725389604682227217585
f(z) = 64/125*z^3 - 51/10*z + 1
*
21/8 | 0.098659864901307443095551396275716842778 | 0.015723283937671963881855598331830373752
f(z) = 64/135*z^3 - 59/15*z + 1
*
[ -3 ] 
f(z) = 64/135*z^3 - 44/15*z + 1
*
[ 4 ] 
f(z) = 65/128*z^3 - 59/8*z + 1
*
[ -4 ] 
f(z) = 65/128*z^3 - 55/8*z + 1
*
-2 | 0.092676558613831057407059751852136413605 | 0.015997987382543281404897667676474282045
f(z) = 65/136*z^3 - 41/17*z + 1
*
-2 | 0.071323110708036944391359439833209956143 | 0.012311918377821873418973175788324510476
f(z) = 67/120*z^3 - 41/15*z + 1
*
[ -4 ] 
f(z) = 67/128*z^3 - 57/8*z + 1
*
[ -3 ] 
f(z) = 67/135*z^3 - 47/15*z + 1
*
-2 | 0.092983532224002919149556205987576673464 | 0.015984486056235356615637015190787730896
f(z) = 67/136*z^3 - 42/17*z + 1
*
[ 3 ] 
f(z) = 68/135*z^3 - 58/15*z + 1
*
[ -4 ] 
f(z) = 69/128*z^3 - 59/8*z + 1
*
-2 | 0.093253735463578218353811413718111565276 | 0.015966351119290455240954548997738595825
f(z) = 69/136*z^3 - 43/17*z + 1
*
-2 | 0.071659440000069748670156746545755871007 | 0.012269104013529876012793668690697891568
f(z) = 71/120*z^3 - 43/15*z + 1
*
-2 | 0.093494389789136519029273796174584768589 | 0.015944793761623314287241208306807717569
f(z) = 71/136*z^3 - 44/17*z + 1
*
5/2 | 0.20639407921908934817241811595745083313 | 0.023175109826065310321986185898059550771
f(z) = 72/125*z^3 - 59/18*z + 1
*
[ -10/3 ] 
f(z) = 72/125*z^3 - 51/10*z + 1
*
-5/18 | 0.22641738627680654150718624923486538363 | 0.025964897484065440196552172722325205618
f(z) = 72/125*z^3 - 49/9*z + 1
*
[ -15/4 ] 
f(z) = 72/125*z^3 - 41/6*z + 1
*
-2 | 0.071790581725740438392722365566843675875 | 0.012243365855700792246464189015604011904
f(z) = 73/120*z^3 - 44/15*z + 1
*
[ -3 ] 
f(z) = 73/135*z^3 - 53/15*z + 1
*
-2 | 0.093709671219032787588852213439523906351 | 0.015920491842877876527212978047713170795
f(z) = 73/136*z^3 - 45/17*z + 1
*
-2 | 0.093902122717297389083096211667210039071 | 0.015893839626158008413186186665472784623
f(z) = 75/136*z^3 - 46/17*z + 1
*
[ 5/19 ] 
f(z) = 76/125*z^3 - 54/19*z + 1
*
[ -3 ] 
f(z) = 76/135*z^3 - 56/15*z + 1
*
-2 | 0.071970368658105182976702221124736120247 | 0.012181678796880715127691499816197863301
f(z) = 77/120*z^3 - 46/15*z + 1
*
-2 | 0.094073297804102682990326593999522689826 | 0.015865061731801842386064977471059106843
f(z) = 77/136*z^3 - 47/17*z + 1
*
-2 | 0.072019313308456775008974764498382123114 | 0.012145751006836868344888459541420532636
f(z) = 79/120*z^3 - 47/15*z + 1
*
[ -3 ] 
f(z) = 79/135*z^3 - 59/15*z + 1
*
-2 | 0.094224084667340288522240293028372158882 | 0.015834270641305033708960903948649790400
f(z) = 79/136*z^3 - 48/17*z + 1
*
[ 5/2 ] 
f(z) = 61/125*z^3 - 49/20*z + 1
*
[ 2 ] 
f(z) = 61/128*z^3 - 45/32*z + 1
*
[ 5/2 ] 
f(z) = 63/125*z^3 - 51/20*z + 1
*
[ 2 ] 
f(z) = 63/128*z^3 - 47/32*z + 1
*
-35/48 | 0.21096334192674550017533095876458655672 | 0.023976906148334887710492982043095313610
f(z) = 64/125*z^3 - 53/36*z + 1
*
[ 2 ] 
f(z) = 65/128*z^3 - 49/32*z + 1
*
5/3 | 0.089414903113224629897581340492200954225 | 0.012648833893666364490099982737702770624
f(z) = 66/125*z^3 - 47/30*z + 1
*
[ 2 ] 
f(z) = 67/128*z^3 - 51/32*z + 1
*
[ 5/2 ] 
f(z) = 69/125*z^3 - 57/20*z + 1
*
[ -5/2 ] 
f(z) = 69/125*z^3 - 41/20*z + 1
*
[ -8/3 ] 
f(z) = 69/128*z^3 - 59/24*z + 1
*
[ 2 ] 
f(z) = 69/128*z^3 - 53/32*z + 1
*
[ 5/2 ] 
f(z) = 71/125*z^3 - 59/20*z + 1
*
[ -5/2 ] 
f(z) = 71/125*z^3 - 43/20*z + 1
*
[ 2 ] 
f(z) = 71/128*z^3 - 55/32*z + 1
*
[ 2 ] 
f(z) = 73/128*z^3 - 57/32*z + 1
*
[ 2 ] 
f(z) = 75/128*z^3 - 59/32*z + 1
*
[ 2/5 ] 
f(z) = 75/128*z^3 - 51/32*z + 1
*
[ -5/2 ] 
f(z) = 77/125*z^3 - 49/20*z + 1
*
-5/3 | 0.089414250973870910533334493493078325206 | 0.012574612868762743539355046635681421689
f(z) = 78/125*z^3 - 49/30*z + 1
*
[ -5/2 ] 
f(z) = 79/125*z^3 - 51/20*z + 1
*
[ -11/5 ] 
f(z) = 60/121*z^3 - 52/55*z + 1
*
[ 5/3 ] 
f(z) = 61/125*z^3 - 43/45*z + 1
*
[ 5/3 ] 
f(z) = 62/125*z^3 - 44/45*z + 1
*
[ 11/6 ] 
f(z) = 63/121*z^3 - 57/44*z + 1
*
[ 5/9 ] 
f(z) = 63/125*z^3 - 43/45*z + 1
*
[ 4/7 ] 
f(z) = 63/128*z^3 - 51/56*z + 1
*
[ 5/3 ] 
f(z) = 64/125*z^3 - 46/45*z + 1
*
[ -9/4 ] 
f(z) = 64/135*z^3 - 43/45*z + 1
*
[ 20/11 ] 
f(z) = 66/125*z^3 - 57/44*z + 1
*
[ 5/3 ] 
f(z) = 67/125*z^3 - 49/45*z + 1
*
[ 5/3 ] 
f(z) = 71/125*z^3 - 53/45*z + 1
*
[ -25/12 ] 
f(z) = 72/125*z^3 - 51/50*z + 1
*
[ 35/24 ] 
f(z) = 72/125*z^3 - 51/56*z + 1
*
[ 5/9 ] 
f(z) = 72/125*z^3 - 44/45*z + 1
*
[ 5/3 ] 
f(z) = 74/125*z^3 - 56/45*z + 1
*
[ 5/3 ] 
f(z) = 76/125*z^3 - 58/45*z + 1
*
[ 5/3 ] 
f(z) = 77/125*z^3 - 59/45*z + 1
*
[ 4/7 ] 
f(z) = 77/128*z^3 - 53/56*z + 1
*
[ 4/3 ] 
f(z) = 61/128*z^3 - 43/72*z + 1
*
[ 3/2 ] 
f(z) = 61/135*z^3 - 41/60*z + 1
*
[ 2/3 ] 
f(z) = 63/124*z^3 - 45/62*z + 1
*
[ 5/8 ] 
f(z) = 63/125*z^3 - 51/64*z + 1
*
[ 10/7 ] 
f(z) = 63/125*z^3 - 51/70*z + 1
*
[ 4/3 ] 
f(z) = 65/128*z^3 - 47/72*z + 1
*
-5/6 | 0.22263027354115765928995256428752912565 | 0.024687408705350637727371292597265366579
f(z) = 66/125*z^3 - 59/66*z + 1
*
[ 15/22 ] 
f(z) = 66/125*z^3 - 47/66*z + 1
*
[ -2 ] 
f(z) = 67/124*z^3 - 41/62*z + 1
*
[ 4/3 ] 
f(z) = 67/128*z^3 - 49/72*z + 1
*
[ 3/2 ] 
f(z) = 67/135*z^3 - 47/60*z + 1
*
[ 20/17 ] 
f(z) = 68/125*z^3 - 41/68*z + 1
*
[ -2 ] 
f(z) = 69/124*z^3 - 45/62*z + 1
*
[ 15/23 ] 
f(z) = 69/125*z^3 - 53/69*z + 1
*
[ -2 ] 
f(z) = 71/124*z^3 - 49/62*z + 1
*
[ 4/3 ] 
f(z) = 71/128*z^3 - 53/72*z + 1
*
[ -2 ] 
f(z) = 71/132*z^3 - 43/66*z + 1
*
[ -2 ] 
f(z) = 73/124*z^3 - 53/62*z + 1
*
[ 5/8 ] 
f(z) = 73/125*z^3 - 53/64*z + 1
*
[ 4/3 ] 
f(z) = 73/128*z^3 - 55/72*z + 1
*
[ -2 ] 
f(z) = 73/132*z^3 - 47/66*z + 1
*
[ 3/2 ] 
f(z) = 73/135*z^3 - 53/60*z + 1
*
[ -2 ] 
f(z) = 75/124*z^3 - 57/62*z + 1
*
[ 4/5 ] 
f(z) = 75/136*z^3 - 41/68*z + 1
*
[ 4/3 ] 
f(z) = 77/128*z^3 - 59/72*z + 1
*
[ 6/7 ] 
f(z) = 77/135*z^3 - 41/70*z + 1
*
[ -2 ] 
f(z) = 79/132*z^3 - 59/66*z + 1
*
[ 3/2 ] 
f(z) = 79/135*z^3 - 59/60*z + 1
*
[ 3/4 ] 
f(z) = 61/135*z^3 - 47/80*z + 1
*
[ 5/6 ] 
f(z) = 62/125*z^3 - 49/90*z + 1
*
[ 11/9 ] 
f(z) = 63/121*z^3 - 59/99*z + 1
*
[ 5/4 ] 
f(z) = 63/125*z^3 - 47/80*z + 1
*
[ 10/9 ] 
f(z) = 63/125*z^3 - 47/90*z + 1
*
[ 15/14 ] 
f(z) = 63/125*z^3 - 43/84*z + 1
*
[ 11/12 ] 
f(z) = 64/121*z^3 - 53/99*z + 1
*
[ 5/4 ] 
f(z) = 67/125*z^3 - 51/80*z + 1
*
[ 3/4 ] 
f(z) = 67/135*z^3 - 49/80*z + 1
*
[ 5/4 ] 
f(z) = 69/125*z^3 - 53/80*z + 1
*
[ 15/16 ] 
f(z) = 72/125*z^3 - 55/96*z + 1
*
[ 5/4 ] 
f(z) = 73/125*z^3 - 57/80*z + 1
*
[ 3/4 ] 
f(z) = 73/135*z^3 - 51/80*z + 1
*
[ 3/4 ] 
f(z) = 79/135*z^3 - 53/80*z + 1
*
[ 35/32 ] 
f(z) = 64/125*z^3 - 59/112*z + 1
*
[ 10/11 ] 
f(z) = 66/125*z^3 - 59/110*z + 1
*
-2 | 0.070608132342444593992031411640731887666 | 0.012350496801874347646091254957441945821
f(z) = 61/120*z^3 - 38/15*z + 1
*
[ 2 ] 
f(z) = 61/120*z^3 - 23/15*z + 1
*
-2 | 0.091876001830813072614765597322088904679 | 0.015997901938455437125175363388299833455
f(z) = 61/136*z^3 - 39/17*z + 1
*
[ 2 ] 
f(z) = 61/136*z^3 - 22/17*z + 1
*
[ 8/3 ] 
f(z) = 63/128*z^3 - 23/8*z + 1
*
-2 | 0.092318847777810963984350569865710645460 | 0.016004457422728270015129444721142593929
f(z) = 63/136*z^3 - 40/17*z + 1
*
[ 2 ] 
f(z) = 63/136*z^3 - 23/17*z + 1
*
[ 11/4 ] 
f(z) = 64/121*z^3 - 37/11*z + 1
*
[ -11/4 ] 
f(z) = 64/121*z^3 - 29/11*z + 1
*
-5/24 | 0.17256657339978445717038707624326335964 | 0.020383724766265058925774980009619164872
f(z) = 64/125*z^3 - 38/9*z + 1
*
5/2 | 0.080904980088243727801048109129847690664 | 0.012160926766608575080895848772877682356
f(z) = 64/125*z^3 - 31/10*z + 1
*
55/16 | 0.14180014266977761535128555276572374216 | 0.017621076473253978605388370701409161334
f(z) = 64/125*z^3 - 25/4*z + 1
*
5/4 | 0.16642957075299949963529019867458559865 | 0.026571768834660606837745027847480217041
f(z) = 64/125*z^3 - 21/10*z + 1
*
[ -15/4 ] 
f(z) = 64/135*z^3 - 27/5*z + 1
*
[ 3/8 ] 
f(z) = 64/135*z^3 - 26/15*z + 1
*
[ 2 ] 
f(z) = 65/136*z^3 - 24/17*z + 1
*
[ 10/3 ] 
f(z) = 66/125*z^3 - 31/6*z + 1
*
[ 5/2 ] 
f(z) = 66/125*z^3 - 27/10*z + 1
*
[ 2 ] 
f(z) = 67/120*z^3 - 26/15*z + 1
*
[ 2 ] 
f(z) = 67/136*z^3 - 25/17*z + 1
*
-5/2 | 0.24811487110888318427815415853050217829 | 0.029217912405187561919509018713101926132
f(z) = 68/125*z^3 - 39/17*z + 1
*
[ -10/3 ] 
f(z) = 69/125*z^3 - 29/6*z + 1
*
[ 2 ] 
f(z) = 69/136*z^3 - 26/17*z + 1
*
[ 2 ] 
f(z) = 71/120*z^3 - 28/15*z + 1
*
[ 2 ] 
f(z) = 71/136*z^3 - 27/17*z + 1
*
-35/6 | 0.23403837704851095324664973797055086100 | 0.027560269843941769273104512834140975371
f(z) = 72/125*z^3 - 39/2*z + 1
*
10/3 | 0.19938177747225154516595518424275913479 | 0.029969319463297487375263911206267948518
f(z) = 72/125*z^3 - 31/5*z + 1
*
5/6 | 0.18951663148254786229897289128712266507 | 0.028486477272472679844929688179132583614
f(z) = 72/125*z^3 - 31/10*z + 1
*
-65/24 | 0.18100736592530854514900989361408056198 | 0.022085894214356574132859517173577954367
f(z) = 72/125*z^3 - 29/8*z + 1
*
5/6 | 0.15246137940256783430631833001895385076 | 0.023272707951238654750000261276536611431
f(z) = 72/125*z^3 - 28/5*z + 1
*
5/3 | 0.15236766653299031008041382282981499603 | 0.023388240397226692251455676839599560014
f(z) = 72/125*z^3 - 27/10*z + 1
*
5/2 | 0.22793644563950916971080222755161116219 | 0.028621539717946120470406434903602234362
f(z) = 72/125*z^3 - 23/6*z + 1
*
[ 2 ] 
f(z) = 73/120*z^3 - 29/15*z + 1
*
[ 3 ] 
f(z) = 73/135*z^3 - 21/5*z + 1
*
[ 2 ] 
f(z) = 73/136*z^3 - 28/17*z + 1
*
[ 5/2 ] 
f(z) = 74/125*z^3 - 31/10*z + 1
*
[ -5/2 ] 
f(z) = 74/125*z^3 - 23/10*z + 1
*
[ 11/5 ] 
f(z) = 75/121*z^3 - 27/11*z + 1
*
4/5 | 0.10081270258130402308900876342297358222 | 0.015792683919272825301767650006218269469
f(z) = 75/128*z^3 - 37/8*z + 1
*
12/5 | 0.16858553435661937839922946742206816067 | 0.026891520998773426106595630709686622514
f(z) = 75/128*z^3 - 33/8*z + 1
*
12/5 | 0.095847544415660899512060096760481661548 | 0.015997348171228939105641424351304310492
f(z) = 75/128*z^3 - 25/8*z + 1
*
[ 2 ] 
f(z) = 75/136*z^3 - 29/17*z + 1
*
[ 2/5 ] 
f(z) = 75/136*z^3 - 27/17*z + 1
*
[ 3 ] 
f(z) = 76/135*z^3 - 22/5*z + 1
*
[ 2 ] 
f(z) = 77/120*z^3 - 31/15*z + 1
*
[ 2 ] 
f(z) = 77/136*z^3 - 30/17*z + 1
*
[ 5/2 ] 
f(z) = 78/125*z^3 - 33/10*z + 1
*
5/3 | 0.10251745011301576791615743297500939701 | 0.012872918422325536515975121928579277151
f(z) = 78/125*z^3 - 23/6*z + 1
*
[ 5/13 ] 
f(z) = 78/125*z^3 - 22/13*z + 1
*
[ 2 ] 
f(z) = 79/120*z^3 - 32/15*z + 1
*
[ 3 ] 
f(z) = 79/135*z^3 - 23/5*z + 1
*
[ 2 ] 
f(z) = 79/136*z^3 - 31/17*z + 1
*
[ 11/6 ] 
f(z) = 60/121*z^3 - 40/33*z + 1
*
[ -5/2 ] 
f(z) = 61/125*z^3 - 33/20*z + 1
*
[ 5/7 ] 
f(z) = 63/125*z^3 - 23/35*z + 1
*
[ 2/3 ] 
f(z) = 63/128*z^3 - 23/32*z + 1
*
-3/2 | 0.15440169603450523840259966574196040463 | 0.022731723587226583277842328745300683543
f(z) = 64/135*z^3 - 33/20*z + 1
*
[ 5/9 ] 
f(z) = 66/125*z^3 - 26/27*z + 1
*
[ -5/2 ] 
f(z) = 67/125*z^3 - 39/20*z + 1
*
[ -2 ] 
f(z) = 69/128*z^3 - 21/32*z + 1
*
[ -2 ] 
f(z) = 71/128*z^3 - 23/32*z + 1
*
[ -2 ] 
f(z) = 73/128*z^3 - 25/32*z + 1
*
[ 11/15 ] 
f(z) = 75/121*z^3 - 23/33*z + 1
*
-8/15 | 0.064181328112712122075628615856269434869 | 0.010340859254835409065416906914639406864
f(z) = 75/128*z^3 - 31/24*z + 1
*
[ -2 ] 
f(z) = 75/128*z^3 - 27/32*z + 1
*
[ 8/15 ] 
f(z) = 75/128*z^3 - 25/24*z + 1
*
[ 15/11 ] 
f(z) = 77/125*z^3 - 29/33*z + 1
*
[ -2 ] 
f(z) = 77/128*z^3 - 29/32*z + 1
*
[ 5/8 ] 
f(z) = 78/125*z^3 - 27/32*z + 1
*
[ 5/6 ] 
f(z) = 79/125*z^3 - 23/36*z + 1
*
[ -2 ] 
f(z) = 79/128*z^3 - 31/32*z + 1
*
[ 11/10 ] 
f(z) = 60/121*z^3 - 28/55*z + 1
*
[ 5/7 ] 
f(z) = 62/125*z^3 - 32/49*z + 1
*
[ 5/4 ] 
f(z) = 62/125*z^3 - 23/40*z + 1
*
[ 8/7 ] 
f(z) = 63/128*z^3 - 29/56*z + 1
*
[ 11/16 ] 
f(z) = 64/121*z^3 - 31/44*z + 1
*
[ 9/8 ] 
f(z) = 64/135*z^3 - 22/45*z + 1
*
[ 8/5 ] 
f(z) = 65/128*z^3 - 37/40*z + 1
*
[ 4/5 ] 
f(z) = 65/128*z^3 - 23/40*z + 1
*
[ 5/7 ] 
f(z) = 67/125*z^3 - 33/49*z + 1
*
[ 5/6 ] 
f(z) = 68/125*z^3 - 26/45*z + 1
*
[ 2/3 ] 
f(z) = 69/136*z^3 - 37/51*z + 1
*
[ 5/7 ] 
f(z) = 72/125*z^3 - 34/49*z + 1
*
[ 5/8 ] 
f(z) = 72/125*z^3 - 33/40*z + 1
*
[ 5/4 ] 
f(z) = 74/125*z^3 - 29/40*z + 1
*
[ 11/10 ] 
f(z) = 75/121*z^3 - 29/44*z + 1
*
[ 16/15 ] 
f(z) = 75/128*z^3 - 29/48*z + 1
*
[ 2/3 ] 
f(z) = 75/136*z^3 - 38/51*z + 1
*
[ 6/5 ] 
f(z) = 75/136*z^3 - 32/51*z + 1
*
[ -15/8 ] 
f(z) = 76/125*z^3 - 29/48*z + 1
*
[ 5/6 ] 
f(z) = 76/125*z^3 - 28/45*z + 1
*
[ 8/7 ] 
f(z) = 77/128*z^3 - 37/56*z + 1
*
[ 5/4 ] 
f(z) = 78/125*z^3 - 31/40*z + 1
*
[ -2 ] 
f(z) = 63/124*z^3 - 33/62*z + 1
*
[ 8/9 ] 
f(z) = 63/128*z^3 - 37/72*z + 1
*
[ 4/3 ] 
f(z) = 63/136*z^3 - 39/68*z + 1
*
[ 15/16 ] 
f(z) = 64/125*z^3 - 31/60*z + 1
*
[ 15/16 ] 
f(z) = 64/135*z^3 - 29/60*z + 1
*
[ -2 ] 
f(z) = 65/124*z^3 - 37/62*z + 1
*
[ -2 ] 
f(z) = 67/132*z^3 - 35/66*z + 1
*
[ 3/4 ] 
f(z) = 68/135*z^3 - 37/60*z + 1
*
[ -2 ] 
f(z) = 61/120*z^3 - 8/15*z + 1
*
[ -5 ] 
f(z) = 61/125*z^3 - 11*z + 1
*
[ 5/4 ] 
f(z) = 61/125*z^3 - 9/16*z + 1
*
[ 3 ] 
f(z) = 61/135*z^3 - 17/5*z + 1
*
[ -5/2 ] 
f(z) = 62/125*z^3 - 17/10*z + 1
*
[ 5/2 ] 
f(z) = 62/125*z^3 - 5/2*z + 1
*
[ -3 ] 
f(z) = 62/135*z^3 - 14/5*z + 1
*
[ 3/2 ] 
f(z) = 62/135*z^3 - 7/10*z + 1
*
[ 10/21 ] 
f(z) = 63/125*z^3 - 17/14*z + 1
*
5/3 | 0.19751933674941187109478400425940929829 | 0.027008530619162504674122681732923367214
f(z) = 63/125*z^3 - 12/7*z + 1
*
[ -5/2 ] 
f(z) = 63/125*z^3 - 7/4*z + 1
*
[ 5/3 ] 
f(z) = 63/125*z^3 - z + 1
*
[ -8/3 ] 
f(z) = 63/128*z^3 - 17/8*z + 1
*
[ 4/3 ] 
f(z) = 63/128*z^3 - 5/8*z + 1
*
[ 2/3 ] 
f(z) = 63/136*z^3 - 12/17*z + 1
*
[ 11/8 ] 
f(z) = 64/121*z^3 - 8/11*z + 1
*
-15/8 | 0.12206954629492159283417187679291743284 | 0.020595760055050669293537803308612564555
f(z) = 64/125*z^3 - 14/15*z + 1
*
-45/16 | 0.20866511294554003520254599708346647231 | 0.028223682867896830952879904299610285892
f(z) = 64/125*z^3 - 13/4*z + 1
*
[ 5 ] 
f(z) = 64/125*z^3 - 12*z + 1
*
[ 5/16 ] 
f(z) = 64/125*z^3 - 9/4*z + 1
*
[ -5/2 ] 
f(z) = 64/125*z^3 - 9/5*z + 1
*
[ 5/6 ] 
f(z) = 64/125*z^3 - 5/9*z + 1
*
[ 15/8 ] 
f(z) = 64/125*z^3 - 4/3*z + 1
*
[ 5/8 ] 
f(z) = 64/125*z^3 - 4/5*z + 1
*
[ -15/8 ]
f(z) = 64/125*z^3 - 4/15*z + 1
*
-5/4 | 0.16642957075299949963529019867458559865 | 0.028080251048139262093239011033816192382
f(z) = 64/125*z^3 - 3/2*z + 1
*
[ 3/2 ] 
f(z) = 64/135*z^3 - 11/15*z + 1
*
[ 15/8 ] 
f(z) = 64/135*z^3 - 6/5*z + 1
*
[ 3/4 ] 
f(z) = 64/135*z^3 - 3/5*z + 1
*
[ -15/8 ]
f(z) = 64/135*z^3 - 2/15*z + 1
*
[ -5/2 ] 
f(z) = 66/125*z^3 - 19/10*z + 1
*
[ 5/3 ] 
f(z) = 66/125*z^3 - 16/15*z + 1
*
[ -5 ] 
f(z) = 66/125*z^3 - 12*z + 1
*
[ 5/4 ] 
f(z) = 66/125*z^3 - 5/8*z + 1
*
[ -2 ] 
f(z) = 67/120*z^3 - 11/15*z + 1
*
[ 5/2 ] 
f(z) = 67/125*z^3 - 11/4*z + 1
*
[ 3 ] 
f(z) = 67/135*z^3 - 19/5*z + 1
*
[ 5/2 ] 
f(z) = 68/125*z^3 - 14/5*z + 1
*
[ 5/8 ] 
f(z) = 68/125*z^3 - 13/16*z + 1
*
[ 5/3 ] 
f(z) = 68/125*z^3 - 10/9*z + 1
*
[ -5/2 ] 
f(z) = 68/125*z^3 - 2*z + 1
*
[ -3 ] 
f(z) = 68/135*z^3 - 16/5*z + 1
*
[ 3/2 ] 
f(z) = 68/135*z^3 - 4/5*z + 1
*
[ 5/3 ] 
f(z) = 69/125*z^3 - 17/15*z + 1
*
[ 5 ] 
f(z) = 69/125*z^3 - 13*z + 1
*
[ 5/6 ] 
f(z) = 69/125*z^3 - 7/12*z + 1
*
[ -2 ] 
f(z) = 69/136*z^3 - 9/17*z + 1
*
[ -2 ] 
f(z) = 71/120*z^3 - 13/15*z + 1
*
[ -5 ] 
f(z) = 71/125*z^3 - 13*z + 1
*
[ 5/4 ] 
f(z) = 71/125*z^3 - 11/16*z + 1
*
[ -3 ] 
f(z) = 71/135*z^3 - 17/5*z + 1
*
[ -2 ] 
f(z) = 71/136*z^3 - 10/17*z + 1
*
[ 11/6 ] 
f(z) = 72/121*z^3 - 17/11*z + 1
*
[ -11/6 ]
f(z) = 72/121*z^3 - 5/11*z + 1
*
-5/12 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = 72/125*z^3 - 17/10*z + 1
*
[ -5/2 ] 
f(z) = 72/125*z^3 - 11/5*z + 1
*
[ 10/9 ] 
f(z) = 72/125*z^3 - 11/18*z + 1
*
-5/3 | 0.18128456695413661606355101152106021286 | 0.026243629027467376300894499109891916944
f(z) = 72/125*z^3 - 5/8*z + 1
*
[ 5/2 ] 
f(z) = 72/125*z^3 - 3*z + 1
*
[ 5/12 ] 
f(z) = 72/125*z^3 - 3/2*z + 1
*
[ 5/6 ] 
f(z) = 72/125*z^3 - 3/5*z + 1
*
[ -2 ] 
f(z) = 73/120*z^3 - 14/15*z + 1
*
[ 5/3 ] 
f(z) = 73/125*z^3 - 11/9*z + 1
*
[ -5/2 ] 
f(z) = 73/125*z^3 - 9/4*z + 1
*
[ -2 ] 
f(z) = 73/136*z^3 - 11/17*z + 1
*
[ 5 ] 
f(z) = 74/125*z^3 - 14*z + 1
*
[ 5/6 ] 
f(z) = 74/125*z^3 - 11/18*z + 1
*
3/2 | 0.18420621573494424827625556865408585815 | 0.029518921968409124985047641215077363830
f(z) = 74/135*z^3 - 19/10*z + 1
*
[ -3 ] 
f(z) = 74/135*z^3 - 18/5*z + 1
*
[ 3/2 ] 
f(z) = 74/135*z^3 - 9/10*z + 1
*
[ -11/5 ] 
f(z) = 75/121*z^3 - 17/11*z + 1
*
8/5 | 0.089852412294807725294826386114948814380 | 0.016834055505199459879748282753512217326
f(z) = 75/128*z^3 - 13/8*z + 1
*
[ 4/5 ] 
f(z) = 75/128*z^3 - 5/8*z + 1
*
[ -2 ] 
f(z) = 75/136*z^3 - 12/17*z + 1
*
[ 5/2 ] 
f(z) = 76/125*z^3 - 16/5*z + 1
*
[ -5 ] 
f(z) = 76/125*z^3 - 14*z + 1
*
[ -5/2 ] 
f(z) = 76/125*z^3 - 12/5*z + 1
*
[ 5/4 ] 
f(z) = 76/125*z^3 - 3/4*z + 1
*
[ 3/2 ] 
f(z) = 76/135*z^3 - 14/15*z + 1
*
[ -2 ] 
f(z) = 77/120*z^3 - 16/15*z + 1
*
[ 5/2 ] 
f(z) = 77/125*z^3 - 13/4*z + 1
*
[ 5/7 ] 
f(z) = 77/125*z^3 - 5/7*z + 1
*
[ -3 ] 
f(z) = 77/135*z^3 - 19/5*z + 1
*
[ -2 ] 
f(z) = 77/136*z^3 - 13/17*z + 1
*
[ -5/2 ] 
f(z) = 78/125*z^3 - 5/2*z + 1
*
[ 5/3 ] 
f(z) = 78/125*z^3 - 4/3*z + 1
*
[ -2 ] 
f(z) = 79/120*z^3 - 17/15*z + 1
*
[ 5 ] 
f(z) = 79/125*z^3 - 15*z + 1
*
[ -2 ] 
f(z) = 79/136*z^3 - 14/17*z + 1
*
-5/3 | 0.12583801237613625195179062624758022746 | 0.018576004349303728454455263418242686913
f(z) = 63/125*z^3 - 18/35*z + 1
*
[ 5/6 ] 
f(z) = 63/125*z^3 - 11/20*z + 1
*
[ -2 ] 
f(z) = 65/128*z^3 - 17/32*z + 1
*
[ 5/6 ] 
f(z) = 66/125*z^3 - 17/30*z + 1
*
[ -2 ] 
f(z) = 67/128*z^3 - 19/32*z + 1
*
[ 5/4 ] 
f(z) = 68/125*z^3 - 13/20*z + 1
*
[ 4/3 ] 
f(z) = 69/128*z^3 - 17/24*z + 1
*
[ 3/2 ] 
f(z) = 71/135*z^3 - 17/20*z + 1
*
[ 11/12 ] 
f(z) = 72/121*z^3 - 13/22*z + 1
*
[ 3/4 ] 
f(z) = 76/135*z^3 - 13/20*z + 1
*
[ 3/2 ] 
f(z) = 77/135*z^3 - 19/20*z + 1
*
[ 5/6 ] 
f(z) = 78/125*z^3 - 19/30*z + 1
*
[ -11/8 ]
f(z) = 64/121*z^3 + 8/11*z + 1
*
[ -5/4 ]
f(z) = 64/125*z^3 + z + 1
*
[ -5/8 ]
f(z) = 64/125*z^3 + 12/5*z + 1
*
[ -5/4 ]
f(z) = 72/125*z^3 + 9/10*z + 1
*
[ -8/5 ]
f(z) = 75/128*z^3 + 1/8*z + 1
*
[ -1 ]
f(z) = 62/121*z^3 + 180/121*z + 1
*
[ 5 ] 
f(z) = 61/150*z^3 - 281/30*z + 1
*
-4 | 0.17842008771865968823848876468477935076 | 0.025322984027642807106110286360255046283
f(z) = 65/144*z^3 - 287/36*z + 1
*
[ -5 ] 
f(z) = 67/150*z^3 - 299/30*z + 1
*
[ 4 ] 
f(z) = 77/144*z^3 - 281/36*z + 1
*
[ 4 ] 
f(z) = 79/144*z^3 - 289/36*z + 1
*
7/16 | 0.22429748939700005920007762602735196150 | 0.029546428657909864563925696885630208289
f(z) = 64/147*z^3 - 283/84*z + 1
*
[ 5/2 ] 
f(z) = 71/150*z^3 - 283/120*z + 1
*
[ 5/2 ] 
f(z) = 73/150*z^3 - 293/120*z + 1
*
[ 1/3 ] 
f(z) = 63/142*z^3 - 291/142*z + 1
*
[ 1/3 ] 
f(z) = 63/143*z^3 - 293/143*z + 1
*
[ 1/3 ] 
f(z) = 63/145*z^3 - 297/145*z + 1
*
[ 1/3 ] 
f(z) = 63/146*z^3 - 299/146*z + 1
*
[ -11/4 ] 
f(z) = 64/143*z^3 - 289/143*z + 1
*
[ 1/3 ] 
f(z) = 72/145*z^3 - 298/145*z + 1
*
[ 11/5 ] 
f(z) = 75/143*z^3 - 285/143*z + 1
*
-7/4 | 0.21700562171511361784936171707485990615 | 0.028507096619210162475097798234518885897
f(z) = 62/147*z^3 - 289/168*z + 1
*
[ 2/5 ] 
f(z) = 65/144*z^3 - 283/180*z + 1
*
[ -7/3 ] 
f(z) = 79/147*z^3 - 283/189*z + 1
*
-10/7 | 0.21486349360132860080327820610556655882 | 0.029616389401920514917454785459086580522
f(z) = 77/150*z^3 - 283/210*z + 1
*
[ -24/11 ] 
f(z) = 77/144*z^3 - 287/264*z + 1
*
[ 5/3 ] 
f(z) = 79/150*z^3 - 287/270*z + 1
*
-4 | 0.16378017113817923167641483864124383747 | 0.023435959905753151963870579684447180568
f(z) = 61/144*z^3 - 271/36*z + 1
*
[ -5 ] 
f(z) = 61/150*z^3 - 269/30*z + 1
*
[ 4 ] 
f(z) = 73/144*z^3 - 265/36*z + 1
*
[ -4 ] 
f(z) = 77/144*z^3 - 263/36*z + 1
*
[ -4 ] 
f(z) = 79/144*z^3 - 271/36*z + 1
*
[ 5/2 ] 
f(z) = 67/150*z^3 - 263/120*z + 1
*
[ 3/8 ] 
f(z) = 64/159*z^3 - 274/159*z + 1
*
[ 13/6 ] 
f(z) = 72/143*z^3 - 261/143*z + 1
*
[ -5/2 ] 
f(z) = 76/145*z^3 - 272/145*z + 1
*
[ -7/3 ] 
f(z) = 76/147*z^3 - 262/189*z + 1
*
[ 7/13 ] 
f(z) = 65/147*z^3 - 269/273*z + 1
*
[ 5/3 ] 
f(z) = 77/150*z^3 - 277/270*z + 1
*
[ 8/5 ] 
f(z) = 75/148*z^3 - 273/296*z + 1
*
[ 4 ] 
f(z) = 67/144*z^3 - 241/36*z + 1
*
[ 4 ] 
f(z) = 71/144*z^3 - 257/36*z + 1
*
[ -4 ] 
f(z) = 73/144*z^3 - 247/36*z + 1
*
12/5 | 0.22231899343804320233542321990693594008 | 0.027895515951746780142492811048287133073
f(z) = 65/144*z^3 - 241/60*z + 1
*
[ 3/8 ] 
f(z) = 64/141*z^3 - 244/141*z + 1
*
[ 3/8 ] 
f(z) = 64/147*z^3 - 254/147*z + 1
*
[ -5/2 ] 
f(z) = 72/145*z^3 - 247/145*z + 1
*
[ 2/5 ] 
f(z) = 75/154*z^3 - 243/154*z + 1
*
[ 2/5 ] 
f(z) = 75/158*z^3 - 249/158*z + 1
*
[ -5/2 ] 
f(z) = 76/155*z^3 - 258/155*z + 1
*
[ 2 ] 
f(z) = 79/142*z^3 - 245/142*z + 1
*
[ 2 ] 
f(z) = 79/146*z^3 - 243/146*z + 1
*
[ 2 ] 
f(z) = 79/150*z^3 - 241/150*z + 1
*
[ -7/3 ] 
f(z) = 73/147*z^3 - 241/189*z + 1
*
[ -7/3 ] 
f(z) = 74/147*z^3 - 248/189*z + 1
*
[ 15/8 ] 
f(z) = 64/153*z^3 - 256/255*z + 1
*
[ 5/3 ] 
f(z) = 71/150*z^3 - 247/270*z + 1
*
[ 5/3 ] 
f(z) = 73/150*z^3 - 257/270*z + 1
*
[ 6 ] 
f(z) = 77/144*z^3 - 221/12*z + 1
*
[ 6 ] 
f(z) = 79/144*z^3 - 227/12*z + 1
*
[ -6 ] 
f(z) = 79/144*z^3 - 223/12*z + 1
*
[ 21/4 ] 
f(z) = 64/147*z^3 - 235/21*z + 1
*
[ -21/4 ] 
f(z) = 64/147*z^3 - 227/21*z + 1
*
[ 4 ] 
f(z) = 65/144*z^3 - 233/36*z + 1
*
[ -4 ] 
f(z) = 67/144*z^3 - 223/36*z + 1
*
[ -4 ] 
f(z) = 71/144*z^3 - 239/36*z + 1
*
[ 7/2 ] 
f(z) = 74/147*z^3 - 229/42*z + 1
*
46/15 | 0.22279170229903621226331981534381055199 | 0.029535149007471849821582797224826873441
f(z) = 75/152*z^3 - 236/57*z + 1
*
-7/16 | 0.21695968835266189350608634633460970123 | 0.029297119088302399125830045420720463452
f(z) = 64/147*z^3 - 235/84*z + 1
*
7/4 | 0.15973868665465035684824799724183748211 | 0.021724045560946652313640455898900508829
f(z) = 64/147*z^3 - 223/84*z + 1
*
[ 5/2 ] 
f(z) = 61/150*z^3 - 233/120*z + 1
*
[ -5/2 ] 
f(z) = 79/150*z^3 - 227/120*z + 1
*
[ -8/3 ] 
f(z) = 63/152*z^3 - 239/152*z + 1
*
3/4 | 0.14414149252261580037817427729208738738 | 0.026463822778097132490190975171145804602
f(z) = 64/147*z^3 - 232/147*z + 1
*
[ 9/4 ] 
f(z) = 64/153*z^3 - 239/153*z + 1
*
[ -5/2 ] 
f(z) = 68/145*z^3 - 222/145*z + 1
*
[ -5/2 ] 
f(z) = 72/155*z^3 - 233/155*z + 1
*
[ 2 ] 
f(z) = 73/142*z^3 - 221/142*z + 1
*
[ 2 ] 
f(z) = 75/142*z^3 - 229/142*z + 1
*
[ 2/5 ] 
f(z) = 75/142*z^3 - 225/142*z + 1
*
[ 2/5 ] 
f(z) = 75/146*z^3 - 231/146*z + 1
*
[ 2 ] 
f(z) = 75/146*z^3 - 227/146*z + 1
*
[ 2 ] 
f(z) = 75/154*z^3 - 223/154*z + 1
*
[ 2 ] 
f(z) = 75/158*z^3 - 221/158*z + 1
*
[ 2 ] 
f(z) = 77/142*z^3 - 237/142*z + 1
*
[ 2 ] 
f(z) = 77/146*z^3 - 235/146*z + 1
*
[ 2 ] 
f(z) = 77/150*z^3 - 233/150*z + 1
*
[ 2 ] 
f(z) = 77/158*z^3 - 229/158*z + 1
*
[ 2 ] 
f(z) = 79/154*z^3 - 239/154*z + 1
*
[ -7/3 ] 
f(z) = 71/147*z^3 - 227/189*z + 1
*
[ 4/7 ] 
f(z) = 77/144*z^3 - 233/252*z + 1
*
[ 5/3 ] 
f(z) = 67/150*z^3 - 227/270*z + 1
*
[ 3/2 ] 
f(z) = 70/141*z^3 - 221/282*z + 1
*
[ 3/2 ] 
f(z) = 74/141*z^3 - 239/282*z + 1
*
[ 3/2 ] 
f(z) = 74/147*z^3 - 235/294*z + 1
*
[ 6 ] 
f(z) = 71/144*z^3 - 203/12*z + 1
*
[ 6 ] 
f(z) = 73/144*z^3 - 209/12*z + 1
*
[ -6 ] 
f(z) = 73/144*z^3 - 205/12*z + 1
*
[ -6 ] 
f(z) = 77/144*z^3 - 217/12*z + 1
*
[ 4 ] 
f(z) = 61/144*z^3 - 217/36*z + 1
*
[ -4 ] 
f(z) = 65/144*z^3 - 215/36*z + 1
*
-7/2 | 0.21779217484885056498150896939548519339 | 0.029962108677478408088175394929499898586
f(z) = 62/147*z^3 - 205/42*z + 1
*
[ -7/2 ] 
f(z) = 74/147*z^3 - 205/42*z + 1
*
-38/15 | 0.20348669961462601238337178185802234394 | 0.027313359234347596212897679399411921443
f(z) = 75/152*z^3 - 215/57*z + 1
*
[ 3 ] 
f(z) = 79/144*z^3 - 205/48*z + 1
*
[ 3 ] 
f(z) = 79/153*z^3 - 203/51*z + 1
*
6/7 | 0.21798966518066710477734527160919928153 | 0.027749783639255808109444467979749128458
f(z) = 77/144*z^3 - 215/84*z + 1
*
[ -5/2 ] 
f(z) = 77/150*z^3 - 217/120*z + 1
*
[ 17/8 ] 
f(z) = 64/153*z^3 - 208/153*z + 1
*
[ -5/2 ] 
f(z) = 68/155*z^3 - 208/155*z + 1
*
[ 2 ] 
f(z) = 69/142*z^3 - 205/142*z + 1
*
[ 2 ] 
f(z) = 69/146*z^3 - 203/146*z + 1
*
[ 2 ] 
f(z) = 71/146*z^3 - 211/146*z + 1
*
[ 2 ] 
f(z) = 71/150*z^3 - 209/150*z + 1
*
[ 2 ] 
f(z) = 71/154*z^3 - 207/154*z + 1
*
[ 2 ] 
f(z) = 71/158*z^3 - 205/158*z + 1
*
[ 2 ] 
f(z) = 73/150*z^3 - 217/150*z + 1
*
[ 2 ] 
f(z) = 73/154*z^3 - 215/154*z + 1
*
[ 2 ] 
f(z) = 73/158*z^3 - 213/158*z + 1
*
[ -7/3 ] 
f(z) = 68/147*z^3 - 206/189*z + 1
*
[ 3/5 ] 
f(z) = 65/153*z^3 - 209/255*z + 1
*
[ 3/5 ] 
f(z) = 70/153*z^3 - 212/255*z + 1
*
[ 21/13 ] 
f(z) = 65/147*z^3 - 211/273*z + 1
*
[ 2/3 ] 
f(z) = 63/145*z^3 - 201/290*z + 1
*
[ 2/3 ] 
f(z) = 63/149*z^3 - 205/298*z + 1
*
[ 2/3 ] 
f(z) = 72/143*z^3 - 207/286*z + 1
*
[ 2/3 ] 
f(z) = 72/145*z^3 - 209/290*z + 1
*
[ 2/3 ] 
f(z) = 72/149*z^3 - 213/298*z + 1
*
[ -2 ] 
f(z) = 79/141*z^3 - 209/282*z + 1
*
[ -2 ] 
f(z) = 79/143*z^3 - 203/286*z + 1
*
[ 6 ] 
f(z) = 65/144*z^3 - 185/12*z + 1
*
[ -6 ] 
f(z) = 65/144*z^3 - 181/12*z + 1
*
[ 6 ] 
f(z) = 67/144*z^3 - 191/12*z + 1
*
[ -6 ] 
f(z) = 67/144*z^3 - 187/12*z + 1
*
[ -6 ] 
f(z) = 71/144*z^3 - 199/12*z + 1
*
[ -4 ] 
f(z) = 61/144*z^3 - 199/36*z + 1
*
[ 7/2 ] 
f(z) = 62/147*z^3 - 187/42*z + 1
*
[ 3 ] 
f(z) = 71/144*z^3 - 181/48*z + 1
*
[ 3 ] 
f(z) = 73/144*z^3 - 187/48*z + 1
*
[ 3 ] 
f(z) = 73/153*z^3 - 185/51*z + 1
*
[ 3 ] 
f(z) = 74/153*z^3 - 188/51*z + 1
*
38/15 | 0.21024327070634869419473363431965288533 | 0.028496901745038024620087651020515893524
f(z) = 75/152*z^3 - 200/57*z + 1
*
[ 3 ] 
f(z) = 76/153*z^3 - 194/51*z + 1
*
[ 3 ] 
f(z) = 77/144*z^3 - 199/48*z + 1
*
[ 3 ] 
f(z) = 77/153*z^3 - 197/51*z + 1
*
-12/5 | 0.20624990075198464018090989759182884502 | 0.026656985966094623068662025944303851842
f(z) = 65/144*z^3 - 191/60*z + 1
*
-2 | 0.074286546450797914847010397462522450166 | 0.012608797099744951850730891828408211660
f(z) = 71/156*z^3 - 181/78*z + 1
*
-2 | 0.094021425488502622795463110148498915839 | 0.015958435728311939722440306357501626584
f(z) = 73/140*z^3 - 181/70*z + 1
*
-2 | 0.094561015712045425394069253137741917014 | 0.016020140566236910392467501824654549183
f(z) = 73/148*z^3 - 183/74*z + 1
*
-2 | 0.074637523362236007270882440236707082444 | 0.012621541460463002568894847121705510120
f(z) = 73/156*z^3 - 185/78*z + 1
*
-2 | 0.094809269422246011409800405099451693944 | 0.016003574569420642235811083712558985374
f(z) = 75/148*z^3 - 187/74*z + 1
*
-2 | 0.095032418389070357421057772865780963652 | 0.015984137144393397392972758480845673011
f(z) = 77/148*z^3 - 191/74*z + 1
*
-2 | 0.075198979440428195210416060415401775833 | 0.012626096848441194522793121427385754032
f(z) = 77/156*z^3 - 193/78*z + 1
*
-2 | 0.094589251305647047255822072995253338375 | 0.015881772022620973868304264091736608142
f(z) = 79/140*z^3 - 193/70*z + 1
*
-2 | 0.095233820613507775889073557520566654423 | 0.015962366461589197106979498256931309475
f(z) = 79/148*z^3 - 195/74*z + 1
*
-2 | 0.075433447423037999263533782188705876496 | 0.012621991005528066008557099677179293574
f(z) = 79/156*z^3 - 197/78*z + 1
*
[ -5/2 ] 
f(z) = 71/150*z^3 - 187/120*z + 1
*
[ -5/2 ] 
f(z) = 73/150*z^3 - 197/120*z + 1
*
[ 2 ] 
f(z) = 63/142*z^3 - 181/142*z + 1
*
[ -5/2 ] 
f(z) = 64/145*z^3 - 197/145*z + 1
*
[ -5/2 ] 
f(z) = 64/155*z^3 - 183/155*z + 1
*
[ 2 ] 
f(z) = 65/142*z^3 - 189/142*z + 1
*
[ 6/13 ] 
f(z) = 65/144*z^3 - 197/156*z + 1
*
[ 2 ] 
f(z) = 65/146*z^3 - 187/146*z + 1
*
[ 2 ] 
f(z) = 65/154*z^3 - 183/154*z + 1
*
[ 2 ] 
f(z) = 65/158*z^3 - 181/158*z + 1
*
[ 2 ] 
f(z) = 67/142*z^3 - 197/142*z + 1
*
[ 2 ] 
f(z) = 67/146*z^3 - 195/146*z + 1
*
[ 2 ] 
f(z) = 67/150*z^3 - 193/150*z + 1
*
[ 2 ] 
f(z) = 67/154*z^3 - 191/154*z + 1
*
[ 2 ] 
f(z) = 67/158*z^3 - 189/158*z + 1
*
[ 2 ] 
f(z) = 69/154*z^3 - 199/154*z + 1
*
[ 2 ] 
f(z) = 69/158*z^3 - 197/158*z + 1
*
[ 7/4 ] 
f(z) = 74/147*z^3 - 187/168*z + 1
*
[ -7/3 ] 
f(z) = 65/147*z^3 - 185/189*z + 1
*
[ -7/3 ] 
f(z) = 67/147*z^3 - 199/189*z + 1
*
[ -15/7 ] 
f(z) = 77/150*z^3 - 187/210*z + 1
*
[ 3/5 ] 
f(z) = 65/144*z^3 - 199/240*z + 1
*
[ 5/3 ] 
f(z) = 61/150*z^3 - 197/270*z + 1
*
[ 3/2 ] 
f(z) = 62/141*z^3 - 185/282*z + 1
*
[ 3/2 ] 
f(z) = 62/147*z^3 - 181/294*z + 1
*
[ 2/3 ] 
f(z) = 63/143*z^3 - 199/286*z + 1
*
-13/12 | 0.15729966133658952904661308497475841138 | 0.027811154364770638188523694136370535042
f(z) = 72/143*z^3 - 191/286*z + 1
*
[ -2 ] 
f(z) = 76/141*z^3 - 185/282*z + 1
*
[ -2 ] 
f(z) = 77/141*z^3 - 193/282*z + 1
*
[ -2 ] 
f(z) = 77/145*z^3 - 181/290*z + 1
*
[ -2 ] 
f(z) = 78/145*z^3 - 189/290*z + 1
*
[ -2 ] 
f(z) = 79/145*z^3 - 197/290*z + 1
*
[ -2 ] 
f(z) = 79/147*z^3 - 191/294*z + 1
*
[ -2 ] 
f(z) = 79/149*z^3 - 185/298*z + 1
*
[ 6 ] 
f(z) = 61/144*z^3 - 173/12*z + 1
*
[ -6 ] 
f(z) = 61/144*z^3 - 169/12*z + 1
*
[ -7/2 ] 
f(z) = 62/147*z^3 - 163/42*z + 1
*
[ 3 ] 
f(z) = 65/144*z^3 - 163/48*z + 1
*
[ 3 ] 
f(z) = 65/153*z^3 - 161/51*z + 1
*
[ 3 ] 
f(z) = 67/144*z^3 - 169/48*z + 1
*
[ 3 ] 
f(z) = 67/153*z^3 - 167/51*z + 1
*
[ 3 ] 
f(z) = 70/153*z^3 - 176/51*z + 1
*
[ 3 ] 
f(z) = 71/153*z^3 - 179/51*z + 1
*
[ -3 ] 
f(z) = 77/144*z^3 - 167/48*z + 1
*
[ -3 ] 
f(z) = 77/153*z^3 - 163/51*z + 1
*
[ -3 ] 
f(z) = 79/144*z^3 - 173/48*z + 1
*
[ -3 ] 
f(z) = 79/153*z^3 - 169/51*z + 1
*
-2 | 0.073172213590151025923809932100543303398 | 0.012671497173942458525817596869995034704
f(z) = 61/156*z^3 - 161/78*z + 1
*
-2 | 0.092540968032668797466714072480514820371 | 0.015991465190076195849347854038123085421
f(z) = 63/148*z^3 - 163/74*z + 1
*
-2 | 0.093060938930894619695378098226151667069 | 0.016014228366402973720371910507907339506
f(z) = 65/148*z^3 - 167/74*z + 1
*
-2 | 0.093227424104190205160616805052526406075 | 0.016010078879252425395533286768669531215
f(z) = 67/140*z^3 - 169/70*z + 1
*
-2 | 0.093580262592315375422117957822987221302 | 0.016038268730448333849179844900732728475
f(z) = 67/148*z^3 - 171/74*z + 1
*
-2 | 0.073173186859440971617104241941663613628 | 0.012515856177544338198711877122401484027
f(z) = 67/156*z^3 - 173/78*z + 1
*
-2 | 0.093524434943740979025215359374000608382 | 0.015996821063574308006901996256952515855
f(z) = 69/140*z^3 - 173/70*z + 1
*
-2 | 0.093962459849107397252520233856495207261 | 0.016040206907651682811767363672611312046
f(z) = 69/148*z^3 - 175/74*z + 1
*
-2 | 0.093786902330733643934970017944933800991 | 0.015979239714533083787085863956261209646
f(z) = 71/140*z^3 - 177/70*z + 1
*
-2 | 0.094282102033946599425859238179044360107 | 0.016032917807277512712332064706723436459
f(z) = 71/148*z^3 - 179/74*z + 1
*
-12/7 | 0.13408112739649316558170213231953317417 | 0.017635523187898102547685175688722238388
f(z) = 77/144*z^3 - 167/84*z + 1
*
[ -5/2 ] 
f(z) = 67/150*z^3 - 167/120*z + 1
*
[ 1/2 ] 
f(z) = 60/149*z^3 - 164/149*z + 1
*
[ 1/2 ] 
f(z) = 60/151*z^3 - 166/151*z + 1
*
[ 1/2 ] 
f(z) = 60/157*z^3 - 172/157*z + 1
*
[ 2 ] 
f(z) = 61/142*z^3 - 173/142*z + 1
*
[ 2 ] 
f(z) = 61/146*z^3 - 171/146*z + 1
*
[ 2 ] 
f(z) = 61/150*z^3 - 169/150*z + 1
*
[ 2 ] 
f(z) = 61/154*z^3 - 167/154*z + 1
*
[ 2 ] 
f(z) = 61/158*z^3 - 165/158*z + 1
*
[ 2 ] 
f(z) = 63/146*z^3 - 179/146*z + 1
*
[ 2 ] 
f(z) = 63/158*z^3 - 173/158*z + 1
*
[ 1/2 ] 
f(z) = 64/145*z^3 - 161/145*z + 1
*
[ 1/2 ] 
f(z) = 64/147*z^3 - 163/147*z + 1
*
[ 1/2 ] 
f(z) = 64/149*z^3 - 165/149*z + 1
*
[ 1/2 ] 
f(z) = 64/151*z^3 - 167/151*z + 1
*
[ 1/2 ] 
f(z) = 64/153*z^3 - 169/153*z + 1
*
[ 1/2 ] 
f(z) = 64/155*z^3 - 171/155*z + 1
*
[ 1/2 ] 
f(z) = 64/157*z^3 - 173/157*z + 1
*
[ 1/2 ] 
f(z) = 64/159*z^3 - 175/159*z + 1
*
[ 1/2 ] 
f(z) = 68/145*z^3 - 162/145*z + 1
*
[ 1/2 ] 
f(z) = 68/147*z^3 - 164/147*z + 1
*
[ 1/2 ] 
f(z) = 68/149*z^3 - 166/149*z + 1
*
[ 1/2 ] 
f(z) = 68/151*z^3 - 168/151*z + 1
*
[ 1/2 ] 
f(z) = 68/155*z^3 - 172/155*z + 1
*
[ 1/2 ] 
f(z) = 68/157*z^3 - 174/157*z + 1
*
[ 1/2 ] 
f(z) = 68/159*z^3 - 176/159*z + 1
*
[ 11/6 ] 
f(z) = 72/143*z^3 - 177/143*z + 1
*
[ 1/2 ] 
f(z) = 72/143*z^3 - 161/143*z + 1
*
[ 1/2 ] 
f(z) = 72/145*z^3 - 163/145*z + 1
*
[ 1/2 ] 
f(z) = 72/149*z^3 - 167/149*z + 1
*
[ 1/2 ] 
f(z) = 72/151*z^3 - 169/151*z + 1
*
[ 1/2 ] 
f(z) = 72/155*z^3 - 173/155*z + 1
*
[ 1/2 ] 
f(z) = 72/157*z^3 - 175/157*z + 1
*
[ 1/2 ] 
f(z) = 76/143*z^3 - 162/143*z + 1
*
[ 1/2 ] 
f(z) = 76/145*z^3 - 164/145*z + 1
*
[ 1/2 ] 
f(z) = 76/147*z^3 - 166/147*z + 1
*
[ 1/2 ] 
f(z) = 76/149*z^3 - 168/149*z + 1
*
[ 1/2 ] 
f(z) = 76/151*z^3 - 170/151*z + 1
*
[ 1/2 ] 
f(z) = 76/153*z^3 - 172/153*z + 1
*
[ 1/2 ] 
f(z) = 76/155*z^3 - 174/155*z + 1
*
[ 1/2 ] 
f(z) = 76/157*z^3 - 176/157*z + 1
*
[ 1/2 ] 
f(z) = 76/159*z^3 - 178/159*z + 1
*
[ -7/3 ] 
f(z) = 62/147*z^3 - 164/189*z + 1
*
[ -7/3 ] 
f(z) = 64/147*z^3 - 178/189*z + 1
*
[ 7/12 ] 
f(z) = 64/147*z^3 - 163/189*z + 1
*
[ 3/2 ] 
f(z) = 77/144*z^3 - 167/192*z + 1
*
[ 3/2 ] 
f(z) = 79/144*z^3 - 173/192*z + 1
*
[ 3/2 ] 
f(z) = 77/153*z^3 - 163/204*z + 1
*
[ 3/2 ] 
f(z) = 79/153*z^3 - 169/204*z + 1
*
[ 2/3 ] 
f(z) = 75/148*z^3 - 161/222*z + 1
*
[ 5/4 ] 
f(z) = 72/145*z^3 - 167/290*z + 1
*
[ -2 ] 
f(z) = 73/141*z^3 - 161/282*z + 1
*
[ -2 ] 
f(z) = 74/141*z^3 - 169/282*z + 1
*
[ -2 ] 
f(z) = 74/143*z^3 - 163/286*z + 1
*
[ 4/5 ] 
f(z) = 75/142*z^3 - 167/284*z + 1
*
[ -2 ] 
f(z) = 75/143*z^3 - 171/286*z + 1
*
[ 4/5 ] 
f(z) = 75/146*z^3 - 169/292*z + 1
*
[ -2 ] 
f(z) = 76/143*z^3 - 179/286*z + 1
*
[ -2 ] 
f(z) = 76/145*z^3 - 173/290*z + 1
*
[ -2 ] 
f(z) = 76/147*z^3 - 167/294*z + 1
*
[ -2 ] 
f(z) = 76/149*z^3 - 161/298*z + 1
*
[ -2 ] 
f(z) = 77/149*z^3 - 169/298*z + 1
*
[ -2 ] 
f(z) = 78/149*z^3 - 177/298*z + 1
*
[ 3 ] 
f(z) = 61/144*z^3 - 151/48*z + 1
*
[ 3 ] 
f(z) = 61/153*z^3 - 149/51*z + 1
*
[ 3 ] 
f(z) = 62/153*z^3 - 152/51*z + 1
*
[ 3 ] 
f(z) = 64/153*z^3 - 158/51*z + 1
*
2/3 | 0.20277327242373241099924174065922851038 | 0.028493822618303423947329641420061629368
f(z) = 69/152*z^3 - 154/57*z + 1
*
[ -3 ] 
f(z) = 70/153*z^3 - 142/51*z + 1
*
[ -3 ] 
f(z) = 71/144*z^3 - 149/48*z + 1
*
[ -3 ] 
f(z) = 71/153*z^3 - 145/51*z + 1
*
[ -3 ] 
f(z) = 73/144*z^3 - 155/48*z + 1
*
[ -3 ] 
f(z) = 73/153*z^3 - 151/51*z + 1
*
[ -3 ] 
f(z) = 74/153*z^3 - 154/51*z + 1
*
[ 38/15 ] 
f(z) = 75/152*z^3 - 146/57*z + 1
*
[ -3 ] 
f(z) = 76/153*z^3 - 160/51*z + 1
*
-2 | 0.091832067150685441130075039250629368146 | 0.015972480464592625506759626757258846772
f(z) = 61/140*z^3 - 157/70*z + 1
*
-2 | 0.092541806107281518972336047777878742127 | 0.016060565926892221781280168462610160722
f(z) = 61/148*z^3 - 159/74*z + 1
*
[ 2/5 ] 
f(z) = 65/152*z^3 - 149/95*z + 1
*
[ 1/2 ] 
f(z) = 60/143*z^3 - 158/143*z + 1
*
[ 1/2 ] 
f(z) = 64/141*z^3 - 157/141*z + 1
*
[ 1/2 ] 
f(z) = 64/143*z^3 - 159/143*z + 1
*
[ 1/2 ] 
f(z) = 68/141*z^3 - 158/141*z + 1
*
[ 1/2 ] 
f(z) = 68/143*z^3 - 160/143*z + 1
*
[ 5/3 ] 
f(z) = 72/145*z^3 - 142/145*z + 1
*
[ -11/5 ] 
f(z) = 75/143*z^3 - 155/143*z + 1
*
[ 1/2 ] 
f(z) = 76/141*z^3 - 160/141*z + 1
*
[ 7/4 ] 
f(z) = 62/147*z^3 - 145/168*z + 1
*
[ -7/3 ] 
f(z) = 61/147*z^3 - 157/189*z + 1
*
[ 3/2 ] 
f(z) = 71/144*z^3 - 149/192*z + 1
*
[ 3/2 ] 
f(z) = 73/144*z^3 - 155/192*z + 1
*
[ 2/3 ] 
f(z) = 69/140*z^3 - 151/210*z + 1
*
[ 3/2 ] 
f(z) = 71/153*z^3 - 145/204*z + 1
*
[ 3/2 ] 
f(z) = 73/153*z^3 - 151/204*z + 1
*
[ 10/7 ] 
f(z) = 77/150*z^3 - 157/210*z + 1
*
[ 2/3 ] 
f(z) = 69/148*z^3 - 157/222*z + 1
*
[ 4/3 ] 
f(z) = 75/152*z^3 - 143/228*z + 1
*
[ 4/3 ] 
f(z) = 63/142*z^3 - 153/284*z + 1
*
[ 4/3 ] 
f(z) = 63/146*z^3 - 151/292*z + 1
*
[ -2 ] 
f(z) = 71/141*z^3 - 145/282*z + 1
*
[ -2 ] 
f(z) = 73/143*z^3 - 155/286*z + 1
*
[ -2 ] 
f(z) = 73/145*z^3 - 149/290*z + 1
*
[ -2 ] 
f(z) = 74/145*z^3 - 157/290*z + 1
*
[ -2 ] 
f(z) = 74/147*z^3 - 151/294*z + 1
*
[ -2 ] 
f(z) = 75/149*z^3 - 153/298*z + 1
*
2 | 0.17256885489258311649013538589419474290 | 0.027914345644960770023102902814244989605
f(z) = 67/144*z^3 - 121/36*z + 1
*
2 | 0.17826821531062717753947071637619615010 | 0.028612269663351988094537314457793196426
f(z) = 73/144*z^3 - 127/36*z + 1
*
2 | 0.18175910672030942189133095020365356532 | 0.029028084022764020812102821094748512565
f(z) = 77/144*z^3 - 131/36*z + 1
*
[ -3 ] 
f(z) = 64/153*z^3 - 124/51*z + 1
*
[ -3 ] 
f(z) = 65/144*z^3 - 131/48*z + 1
*
[ -3 ] 
f(z) = 65/153*z^3 - 127/51*z + 1
*
[ -3 ] 
f(z) = 67/144*z^3 - 137/48*z + 1
*
[ -3 ] 
f(z) = 67/153*z^3 - 133/51*z + 1
*
[ 12/5 ] 
f(z) = 65/144*z^3 - 121/60*z + 1
*
[ 2 ] 
f(z) = 79/140*z^3 - 123/70*z + 1
*
[ 2 ] 
f(z) = 79/148*z^3 - 121/74*z + 1
*
-7/4 | 0.072142210927930481249927811754022195156 | 0.010624621183715705623835172955818338426
f(z) = 64/147*z^3 - 127/84*z + 1
*
[ -5/2 ] 
f(z) = 61/150*z^3 - 137/120*z + 1
*
[ 38/21 ] 
f(z) = 63/152*z^3 - 121/133*z + 1
*
[ 6/11 ] 
f(z) = 77/144*z^3 - 131/132*z + 1
*
[ -13/6 ] 
f(z) = 72/143*z^3 - 129/143*z + 1
*
[ 5/3 ] 
f(z) = 72/155*z^3 - 138/155*z + 1
*
[ 8/5 ] 
f(z) = 75/152*z^3 - 135/152*z + 1
*
[ -11/5 ] 
f(z) = 75/154*z^3 - 139/154*z + 1
*
[ 3/2 ] 
f(z) = 76/141*z^3 - 124/141*z + 1
*
[ 3/2 ] 
f(z) = 76/147*z^3 - 122/147*z + 1
*
[ 2/3 ] 
f(z) = 71/152*z^3 - 121/171*z + 1
*
[ 2/3 ] 
f(z) = 73/152*z^3 - 122/171*z + 1
*
[ 2/3 ] 
f(z) = 77/152*z^3 - 124/171*z + 1
*
[ 2/3 ] 
f(z) = 79/152*z^3 - 125/171*z + 1
*
[ 3/2 ] 
f(z) = 65/144*z^3 - 131/192*z + 1
*
[ 3/2 ] 
f(z) = 67/144*z^3 - 137/192*z + 1
*
[ 3/2 ] 
f(z) = 65/153*z^3 - 127/204*z + 1
*
[ 3/2 ] 
f(z) = 67/153*z^3 - 133/204*z + 1
*
[ 3/4 ] 
f(z) = 76/153*z^3 - 125/204*z + 1
*
[ 5/7 ] 
f(z) = 77/150*z^3 - 139/210*z + 1
*
[ 4/3 ] 
f(z) = 69/152*z^3 - 127/228*z + 1
*
[ 6/5 ] 
f(z) = 75/148*z^3 - 125/222*z + 1
*
[ 6/5 ] 
f(z) = 65/152*z^3 - 128/285*z + 1
*
2 | 0.16619046016398742345688098320283441784 | 0.027105581639995360183889118085725332455
f(z) = 61/144*z^3 - 115/36*z + 1
*
2 | 0.17052649927023271758843805557586512994 | 0.027658546963398075068132615647325726897
f(z) = 65/144*z^3 - 119/36*z + 1
*
[ 7/2 ] 
f(z) = 68/147*z^3 - 104/21*z + 1
*
[ 7/2 ] 
f(z) = 76/147*z^3 - 118/21*z + 1
*
[ -7/2 ] 
f(z) = 76/147*z^3 - 106/21*z + 1
*
[ -3 ] 
f(z) = 61/144*z^3 - 119/48*z + 1
*
[ -3 ] 
f(z) = 61/153*z^3 - 115/51*z + 1
*
[ -3 ] 
f(z) = 62/153*z^3 - 118/51*z + 1
*
[ -38/15 ] 
f(z) = 75/152*z^3 - 101/57*z + 1
*
[ 2 ] 
f(z) = 69/140*z^3 - 103/70*z + 1
*
[ 2 ] 
f(z) = 69/148*z^3 - 101/74*z + 1
*
[ 2 ] 
f(z) = 71/140*z^3 - 107/70*z + 1
*
[ 2 ] 
f(z) = 71/148*z^3 - 105/74*z + 1
*
[ 2 ] 
f(z) = 71/156*z^3 - 103/78*z + 1
*
[ 2 ] 
f(z) = 73/140*z^3 - 111/70*z + 1
*
[ 2 ] 
f(z) = 73/148*z^3 - 109/74*z + 1
*
[ 2 ] 
f(z) = 73/156*z^3 - 107/78*z + 1
*
[ 2/5 ] 
f(z) = 75/148*z^3 - 117/74*z + 1
*
[ 2 ] 
f(z) = 75/148*z^3 - 113/74*z + 1
*
[ 2 ] 
f(z) = 77/148*z^3 - 117/74*z + 1
*
[ 2 ] 
f(z) = 77/156*z^3 - 115/78*z + 1
*
[ 2 ] 
f(z) = 79/156*z^3 - 119/78*z + 1
*
[ 7/16 ] 
f(z) = 64/147*z^3 - 115/84*z + 1
*
[ 5/3 ] 
f(z) = 63/145*z^3 - 117/145*z + 1
*
[ 2/3 ] 
f(z) = 63/146*z^3 - 101/146*z + 1
*
[ 5/3 ] 
f(z) = 63/155*z^3 - 113/155*z + 1
*
[ 2/3 ] 
f(z) = 63/158*z^3 - 107/158*z + 1
*
[ 13/8 ] 
f(z) = 64/143*z^3 - 114/143*z + 1
*
[ 5/8 ] 
f(z) = 64/145*z^3 - 112/145*z + 1
*
[ -9/4 ] 
f(z) = 64/153*z^3 - 103/153*z + 1
*
[ 5/8 ] 
f(z) = 64/155*z^3 - 118/155*z + 1
*
[ 3/2 ] 
f(z) = 68/141*z^3 - 106/141*z + 1
*
[ 3/2 ] 
f(z) = 68/147*z^3 - 104/147*z + 1
*
[ 7/5 ] 
f(z) = 75/154*z^3 - 103/154*z + 1
*
[ 3/2 ] 
f(z) = 76/159*z^3 - 118/159*z + 1
*
[ -2 ] 
f(z) = 79/142*z^3 - 103/142*z + 1
*
[ 2/3 ] 
f(z) = 61/152*z^3 - 116/171*z + 1
*
[ 2/3 ] 
f(z) = 65/152*z^3 - 118/171*z + 1
*
[ 2/3 ] 
f(z) = 67/152*z^3 - 119/171*z + 1
*
[ 3/2 ] 
f(z) = 61/144*z^3 - 119/192*z + 1
*
[ 7/6 ] 
f(z) = 76/147*z^3 - 106/189*z + 1
*
[ 3/2 ] 
f(z) = 61/153*z^3 - 115/204*z + 1
*
[ 7/2 ] 
f(z) = 64/147*z^3 - 97/21*z + 1
*
[ -7/2 ] 
f(z) = 64/147*z^3 - 85/21*z + 1
*
-2 | 0.079467572865254044112087384756734088101 | 0.013689186089688184129630317612840001348
f(z) = 65/144*z^3 - 83/36*z + 1
*
-2 | 0.079867815086034839800795586425381043003 | 0.013701931760135312327381277978314122521
f(z) = 67/144*z^3 - 85/36*z + 1
*
[ -7/2 ] 
f(z) = 68/147*z^3 - 92/21*z + 1
*
-2 | 0.080486865300655344378178201054584218491 | 0.013700053496457562748928066902152037601
f(z) = 71/144*z^3 - 89/36*z + 1
*
-2 | 0.080742027871643457454483601295414158474 | 0.013691694278955702717613150038927586011
f(z) = 73/144*z^3 - 91/36*z + 1
*
-2 | 0.081176556001918763199861868262667425114 | 0.013665692881285566043656303929731175408
f(z) = 77/144*z^3 - 95/36*z + 1
*
-2 | 0.081361780037736928295213667421572995412 | 0.013649003045999430399299024253909838639
f(z) = 79/144*z^3 - 97/36*z + 1
*
[ 3/8 ] 
f(z) = 64/153*z^3 - 88/51*z + 1
*
[ 2 ] 
f(z) = 61/140*z^3 - 87/70*z + 1
*
[ 2 ] 
f(z) = 61/148*z^3 - 85/74*z + 1
*
[ 2 ] 
f(z) = 61/156*z^3 - 83/78*z + 1
*
[ 2 ] 
f(z) = 63/148*z^3 - 89/74*z + 1
*
[ 2 ] 
f(z) = 65/148*z^3 - 93/74*z + 1
*
[ 2 ] 
f(z) = 67/140*z^3 - 99/70*z + 1
*
[ 2 ] 
f(z) = 67/148*z^3 - 97/74*z + 1
*
[ 2 ] 
f(z) = 67/156*z^3 - 95/78*z + 1
*
[ 7/4 ] 
f(z) = 68/147*z^3 - 83/84*z + 1
*
[ 7/4 ] 
f(z) = 76/147*z^3 - 97/84*z + 1
*
[ 12/7 ] 
f(z) = 77/144*z^3 - 97/84*z + 1
*
-12/11 | 0.16647480436772648858837174954454680485 | 0.022595193978210936694221195217191548166
f(z) = 77/144*z^3 - 95/132*z + 1
*
[ 2/3 ] 
f(z) = 63/142*z^3 - 99/142*z + 1
*
[ 3/2 ] 
f(z) = 64/141*z^3 - 97/141*z + 1
*
[ 3/4 ] 
f(z) = 64/141*z^3 - 83/141*z + 1
*
[ 11/8 ] 
f(z) = 64/143*z^3 - 82/143*z + 1
*
[ 3/2 ] 
f(z) = 64/147*z^3 - 95/147*z + 1
*
[ 3/4 ] 
f(z) = 64/147*z^3 - 85/147*z + 1
*
[ 3/2 ] 
f(z) = 64/159*z^3 - 91/159*z + 1
*
[ 3/4 ] 
f(z) = 64/159*z^3 - 89/159*z + 1
*
[ 3/2 ] 
f(z) = 68/159*z^3 - 100/159*z + 1
*
[ 5/6 ] 
f(z) = 72/155*z^3 - 81/155*z + 1
*
[ -2 ] 
f(z) = 75/142*z^3 - 87/142*z + 1
*
[ -2 ] 
f(z) = 75/146*z^3 - 81/146*z + 1
*
[ 4/5 ] 
f(z) = 75/148*z^3 - 85/148*z + 1
*
[ -2 ] 
f(z) = 77/142*z^3 - 95/142*z + 1
*
[ -2 ] 
f(z) = 77/146*z^3 - 89/146*z + 1
*
[ -2 ] 
f(z) = 77/150*z^3 - 83/150*z + 1
*
[ -2 ] 
f(z) = 79/146*z^3 - 97/146*z + 1
*
[ -2 ] 
f(z) = 79/150*z^3 - 91/150*z + 1
*
[ -2 ] 
f(z) = 79/154*z^3 - 85/154*z + 1
*
[ 7/6 ] 
f(z) = 64/147*z^3 - 85/189*z + 1
*
[ 4/5 ] 
f(z) = 65/144*z^3 - 97/180*z + 1
*
[ 7/6 ] 
f(z) = 68/147*z^3 - 92/189*z + 1
*
-2 | 0.078470464946862854806097323488816182935 | 0.013633422421460562039454790251448934629
f(z) = 61/144*z^3 - 79/36*z + 1
*
[ 2 ] 
f(z) = 79/144*z^3 - 61/36*z + 1
*
[ -12/5 ] 
f(z) = 65/144*z^3 - 71/60*z + 1
*
[ 7/5 ] 
f(z) = 65/147*z^3 - 61/105*z + 1
*
[ 3/2 ] 
f(z) = 70/153*z^3 - 71/102*z + 1
*
[ 3/2 ] 
f(z) = 74/153*z^3 - 77/102*z + 1
*
[ 12/11 ] 
f(z) = 77/144*z^3 - 73/132*z + 1
*
[ 4/3 ] 
f(z) = 63/148*z^3 - 75/148*z + 1
*
[ 5/4 ] 
f(z) = 64/145*z^3 - 71/145*z + 1
*
[ 5/4 ] 
f(z) = 64/155*z^3 - 69/155*z + 1
*
[ 12/13 ] 
f(z) = 65/144*z^3 - 73/156*z + 1
*
[ 5/6 ] 
f(z) = 72/145*z^3 - 79/145*z + 1
*
[ -2 ] 
f(z) = 73/142*z^3 - 79/142*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016059831850812207805169325204759029847
f(z) = 63/152*z^3 - 41/19*z + 1
*
-2 | 0.093043878987495567109398068152394568821 | 0.015994860065229372414958190479534483029
f(z) = 65/152*z^3 - 42/19*z + 1
*
-2 | 0.093631041607756824605302427818591179408 | 0.016030951237961026965375308647994861642
f(z) = 67/152*z^3 - 43/19*z + 1
*
-2 | 0.094113061108527819118372407560265073609 | 0.016050303692392142854706237715597031144
f(z) = 69/152*z^3 - 44/19*z + 1
*
-2 | 0.094478920858211009778752339746734449831 | 0.016051180943014066720964288584254702639
f(z) = 71/152*z^3 - 45/19*z + 1
*
-2 | 0.094787651829675565469807945725846034625 | 0.016043723966246948492648650133701175960
f(z) = 73/152*z^3 - 46/19*z + 1
*
-2 | 0.095058322104778988965714278737060934511 | 0.016031181892382340237252162375889017715
f(z) = 75/152*z^3 - 47/19*z + 1
*
-2 | 0.095300031537711899138082282906773593424 | 0.016015082521847870021056226083261349910
f(z) = 77/152*z^3 - 48/19*z + 1
*
-2 | 0.095517895836730388113460773988898396688 | 0.015996266517778795845548621511581094330
f(z) = 79/152*z^3 - 49/19*z + 1
*
[ 2 ] 
f(z) = 61/144*z^3 - 43/36*z + 1
*
[ 21/8 ] 
f(z) = 64/147*z^3 - 50/21*z + 1
*
[ 2 ] 
f(z) = 65/144*z^3 - 47/36*z + 1
*
[ 2 ] 
f(z) = 67/144*z^3 - 49/36*z + 1
*
[ 2 ] 
f(z) = 71/144*z^3 - 53/36*z + 1
*
[ 2 ] 
f(z) = 73/144*z^3 - 55/36*z + 1
*
[ 2 ] 
f(z) = 77/144*z^3 - 59/36*z + 1
*
[ 2/3 ] 
f(z) = 75/152*z^3 - 41/57*z + 1
*
[ 2/3 ] 
f(z) = 63/148*z^3 - 51/74*z + 1
*
-6/5 | 0.13200283400283996802293317035698549582 | 0.020063504151030934470816758989802529175
f(z) = 65/144*z^3 - 49/60*z + 1
*
[ -2 ] 
f(z) = 73/140*z^3 - 41/70*z + 1
*
[ 4/5 ] 
f(z) = 75/152*z^3 - 43/76*z + 1
*
[ -2 ] 
f(z) = 77/148*z^3 - 43/74*z + 1
*
[ -2 ] 
f(z) = 79/140*z^3 - 53/70*z + 1
*
[ -2 ] 
f(z) = 79/148*z^3 - 47/74*z + 1
*
[ -2 ] 
f(z) = 79/156*z^3 - 41/78*z + 1
*
[ 21/16 ] 
f(z) = 64/147*z^3 - 43/84*z + 1
*
[ 6/7 ] 
f(z) = 77/144*z^3 - 47/84*z + 1
*
[ 3/2 ] 
f(z) = 62/153*z^3 - 59/102*z + 1
*
-2 | 0.093034824460116229412235625856710800768 | 0.016128579620994862956987291277389319077
f(z) = 61/152*z^3 - 40/19*z + 1
*
[ 2 ] 
f(z) = 61/152*z^3 - 21/19*z + 1
*
[ 2 ] 
f(z) = 63/152*z^3 - 22/19*z + 1
*
[ 2 ] 
f(z) = 65/152*z^3 - 23/19*z + 1
*
[ 2 ] 
f(z) = 67/152*z^3 - 24/19*z + 1
*
[ 2 ] 
f(z) = 69/152*z^3 - 25/19*z + 1
*
[ 2 ] 
f(z) = 71/152*z^3 - 26/19*z + 1
*
[ 2 ] 
f(z) = 73/152*z^3 - 27/19*z + 1
*
[ 2/5 ] 
f(z) = 75/152*z^3 - 30/19*z + 1
*
[ 2 ] 
f(z) = 75/152*z^3 - 28/19*z + 1
*
[ 2 ] 
f(z) = 77/152*z^3 - 29/19*z + 1
*
[ 2 ] 
f(z) = 79/152*z^3 - 30/19*z + 1
*
[ -21/8 ] 
f(z) = 64/147*z^3 - 34/21*z + 1
*
[ -2 ] 
f(z) = 77/144*z^3 - 23/36*z + 1
*
[ -2 ] 
f(z) = 79/144*z^3 - 25/36*z + 1
*
[ 3/2 ] 
f(z) = 64/153*z^3 - 31/51*z + 1
*
[ 3/4 ] 
f(z) = 64/153*z^3 - 29/51*z + 1
*
[ 2/3 ] 
f(z) = 69/152*z^3 - 40/57*z + 1
*
[ 6/5 ] 
f(z) = 75/152*z^3 - 31/57*z + 1
*
[ 3/2 ] 
f(z) = 76/153*z^3 - 40/51*z + 1
*
[ 4/3 ] 
f(z) = 63/152*z^3 - 37/76*z + 1
*
[ 6/5 ] 
f(z) = 65/144*z^3 - 29/60*z + 1
*
[ -2 ] 
f(z) = 71/140*z^3 - 37/70*z + 1
*
[ -2 ] 
f(z) = 75/148*z^3 - 39/74*z + 1
*
[ 2/3 ] 
f(z) = 63/152*z^3 - 13/19*z + 1
*
[ -2 ] 
f(z) = 77/152*z^3 - 10/19*z + 1
*
[ -2 ] 
f(z) = 79/152*z^3 - 11/19*z + 1
*
[ 7/4 ] 
f(z) = 64/147*z^3 - 19/21*z + 1
*
[ 7/8 ] 
f(z) = 64/147*z^3 - 10/21*z + 1
*
[ -2 ] 
f(z) = 73/144*z^3 - 19/36*z + 1
*
[ -7/4 ]
f(z) = 64/147*z^3 + 5/21*z + 1
*
[ -7/8 ]
f(z) = 64/147*z^3 + 38/21*z + 1
*
[ -1 ]
f(z) = 62/141*z^3 + 220/141*z + 1
*
[ 6 ] 
f(z) = 77/162*z^3 - 293/18*z + 1
*
[ -6 ] 
f(z) = 77/162*z^3 - 287/18*z + 1
*
[ -6 ] 
f(z) = 79/162*z^3 - 295/18*z + 1
*
6 | 0.21459846785753194319558027054162287227 | 0.027583757945452215282799762224893451745
f(z) = 61/168*z^3 - 299/21*z + 1
*
[ 5 ] 
f(z) = 62/175*z^3 - 282/35*z + 1
*
[ 5 ] 
f(z) = 64/175*z^3 - 292/35*z + 1
*
-6 | 0.19983932649955167741448175107280776162 | 0.025799474064240704424050281811003947631
f(z) = 65/168*z^3 - 289/21*z + 1
*
[ -5 ] 
f(z) = 66/175*z^3 - 288/35*z + 1
*
[ 6 ] 
f(z) = 67/168*z^3 - 284/21*z + 1
*
[ -5 ] 
f(z) = 67/175*z^3 - 293/35*z + 1
*
[ -5 ] 
f(z) = 68/175*z^3 - 298/35*z + 1
*
[ -6 ] 
f(z) = 71/168*z^3 - 295/21*z + 1
*
[ 13/3 ] 
f(z) = 75/169*z^3 - 295/39*z + 1
*
[ 26/5 ] 
f(z) = 75/169*z^3 - 291/26*z + 1
*
[ -26/5 ] 
f(z) = 75/169*z^3 - 281/26*z + 1
*
-4 | 0.20137322677252777903887561217030378864 | 0.028609094964838608116023517280519938587
f(z) = 63/176*z^3 - 285/44*z + 1
*
[ 4 ] 
f(z) = 79/176*z^3 - 283/44*z + 1
*
-10/3 | 0.21860878273724364896139243957228319621 | 0.029905927088033717281768931975054017612
f(z) = 72/175*z^3 - 299/70*z + 1
*
-12/5 | 0.098918833155832564825272538766605754688 | 0.012612900268921652304924763623189163642
f(z) = 65/162*z^3 - 283/90*z + 1
*
[ -13/4 ] 
f(z) = 66/169*z^3 - 293/104*z + 1
*
[ 8/3 ] 
f(z) = 69/160*z^3 - 293/120*z + 1
*
5/4 | 0.19083953003715879704898147635327338916 | 0.026131053870892669383802621231580642391
f(z) = 64/175*z^3 - 297/140*z + 1
*
[ 5/2 ] 
f(z) = 73/175*z^3 - 281/140*z + 1
*
2/3 | 0.16733619540441572613490469202433452075 | 0.029640912125888973042041074018513343716
f(z) = 63/170*z^3 - 283/170*z + 1
*
5/8 | 0.14315131608755587873979914129626078408 | 0.025263066826201475344261428371727984954
f(z) = 64/165*z^3 - 289/165*z + 1
*
[ 3/8 ] 
f(z) = 64/165*z^3 - 284/165*z + 1
*
[ 7/3 ] 
f(z) = 72/175*z^3 - 292/175*z + 1
*
-24/11 | 0.21459574423319724524881743369515023491 | 0.027362582369773350040135202295883668205
f(z) = 77/162*z^3 - 283/198*z + 1
*
[ 6/13 ] 
f(z) = 65/162*z^3 - 293/234*z + 1
*
[ -9/4 ] 
f(z) = 79/162*z^3 - 295/288*z + 1
*
[ 6 ] 
f(z) = 71/162*z^3 - 269/18*z + 1
*
[ -6 ] 
f(z) = 71/162*z^3 - 263/18*z + 1
*
[ 6 ] 
f(z) = 73/162*z^3 - 277/18*z + 1
*
[ -6 ] 
f(z) = 73/162*z^3 - 271/18*z + 1
*
6 | 0.22072449365495009122995211863900069803 | 0.028639249935400975734756829221293087349
f(z) = 61/168*z^3 - 278/21*z + 1
*
[ 5 ] 
f(z) = 61/175*z^3 - 277/35*z + 1
*
[ -5 ] 
f(z) = 61/175*z^3 - 263/35*z + 1
*
[ -5 ] 
f(z) = 62/175*z^3 - 268/35*z + 1
*
[ -5 ] 
f(z) = 64/175*z^3 - 278/35*z + 1
*
[ 6 ] 
f(z) = 65/168*z^3 - 275/21*z + 1
*
[ -6 ] 
f(z) = 65/168*z^3 - 268/21*z + 1
*
[ -6 ] 
f(z) = 67/168*z^3 - 277/21*z + 1
*
[ 13/3 ] 
f(z) = 69/169*z^3 - 269/39*z + 1
*
[ -13/3 ] 
f(z) = 75/169*z^3 - 277/39*z + 1
*
[ 4 ] 
f(z) = 75/176*z^3 - 267/44*z + 1
*
4/5 | 0.18162047765407115920625085995401123330 | 0.026072329463088117555703980531235146137
f(z) = 75/176*z^3 - 265/44*z + 1
*
[ -4 ] 
f(z) = 79/176*z^3 - 261/44*z + 1
*
[ 10/3 ] 
f(z) = 72/175*z^3 - 271/70*z + 1
*
[ -13/4 ] 
f(z) = 62/169*z^3 - 267/104*z + 1
*
2/5 | 0.15272476098829433791308614901025987017 | 0.019901188125240991671122591916026424920
f(z) = 65/168*z^3 - 269/105*z + 1
*
4/3 | 0.16149470515258372619865484470942280350 | 0.021106016855405381215193408804922992232
f(z) = 63/160*z^3 - 263/140*z + 1
*
[ -20/7 ] 
f(z) = 63/160*z^3 - 261/140*z + 1
*
[ 5/2 ] 
f(z) = 69/175*z^3 - 261/140*z + 1
*
[ 5/2 ] 
f(z) = 71/175*z^3 - 271/140*z + 1
*
[ 19/8 ] 
f(z) = 64/171*z^3 - 262/171*z + 1
*
3/2 | 0.16302184344659148244045138363091189225 | 0.029256521356944195482193085290705669563
f(z) = 68/165*z^3 - 263/165*z + 1
*
[ 2/5 ] 
f(z) = 75/166*z^3 - 261/166*z + 1
*
[ 11/5 ] 
f(z) = 75/176*z^3 - 267/176*z + 1
*
[ 2/5 ] 
f(z) = 75/178*z^3 - 279/178*z + 1
*
[ 13/30 ] 
f(z) = 60/169*z^3 - 268/195*z + 1
*
-12/11 | 0.14225848049429720875566555052005883521 | 0.018188732553616107582592431440614627404
f(z) = 77/162*z^3 - 277/198*z + 1
*
[ 13/6 ] 
f(z) = 62/169*z^3 - 277/234*z + 1
*
[ 8/15 ] 
f(z) = 75/176*z^3 - 263/264*z + 1
*
[ 40/21 ] 
f(z) = 63/160*z^3 - 267/280*z + 1
*
[ 13/23 ] 
f(z) = 69/169*z^3 - 269/299*z + 1
*
[ -9/4 ] 
f(z) = 77/162*z^3 - 277/288*z + 1
*
[ 6 ] 
f(z) = 65/162*z^3 - 245/18*z + 1
*
[ 6 ] 
f(z) = 67/162*z^3 - 253/18*z + 1
*
[ -6 ] 
f(z) = 67/162*z^3 - 247/18*z + 1
*
[ 6 ] 
f(z) = 61/168*z^3 - 257/21*z + 1
*
[ -6 ] 
f(z) = 61/168*z^3 - 250/21*z + 1
*
[ 13/3 ] 
f(z) = 66/169*z^3 - 256/39*z + 1
*
[ -13/3 ] 
f(z) = 69/169*z^3 - 251/39*z + 1
*
10/3 | 0.097750220698643595115687553561521850643 | 0.014226302126900220566970304882753992241
f(z) = 63/176*z^3 - 241/44*z + 1
*
[ 4 ] 
f(z) = 69/176*z^3 - 243/44*z + 1
*
[ 4 ] 
f(z) = 71/176*z^3 - 251/44*z + 1
*
[ 4 ] 
f(z) = 73/176*z^3 - 259/44*z + 1
*
[ -4 ] 
f(z) = 75/176*z^3 - 245/44*z + 1
*
[ 39/16 ] 
f(z) = 64/169*z^3 - 259/156*z + 1
*
-35/16 | 0.16771623524230263621955993282753997041 | 0.023641201466377493203594034195707157704
f(z) = 64/175*z^3 - 241/140*z + 1
*
[ 5/2 ] 
f(z) = 67/175*z^3 - 251/140*z + 1
*
[ 13/6 ] 
f(z) = 75/169*z^3 - 241/156*z + 1
*
[ -11/4 ] 
f(z) = 64/165*z^3 - 259/165*z + 1
*
[ -5/2 ] 
f(z) = 76/165*z^3 - 244/165*z + 1
*
[ 20/9 ] 
f(z) = 63/160*z^3 - 251/180*z + 1
*
[ 20/11 ] 
f(z) = 77/160*z^3 - 251/220*z + 1
*
[ 12/7 ] 
f(z) = 77/162*z^3 - 247/252*z + 1
*
[ 15/8 ] 
f(z) = 64/171*z^3 - 242/285*z + 1
*
[ -9/4 ] 
f(z) = 73/162*z^3 - 241/288*z + 1
*
[ 6 ] 
f(z) = 61/162*z^3 - 229/18*z + 1
*
[ -6 ] 
f(z) = 61/162*z^3 - 223/18*z + 1
*
[ -6 ] 
f(z) = 65/162*z^3 - 239/18*z + 1
*
[ 13/2 ] 
f(z) = 72/169*z^3 - 223/13*z + 1
*
[ 13/2 ] 
f(z) = 76/169*z^3 - 236/13*z + 1
*
[ -13/2 ] 
f(z) = 76/169*z^3 - 232/13*z + 1
*
[ 13/3 ] 
f(z) = 60/169*z^3 - 230/39*z + 1
*
[ -13/3 ] 
f(z) = 66/169*z^3 - 238/39*z + 1
*
18/5 | 0.20556113672365902891743342282843251229 | 0.024568564948590197366737219021301195212
f(z) = 65/162*z^3 - 239/45*z + 1
*
[ 4 ] 
f(z) = 65/176*z^3 - 227/44*z + 1
*
[ 4 ] 
f(z) = 67/176*z^3 - 235/44*z + 1
*
[ -4 ] 
f(z) = 69/176*z^3 - 221/44*z + 1
*
[ -4 ] 
f(z) = 71/176*z^3 - 229/44*z + 1
*
[ -4 ] 
f(z) = 73/176*z^3 - 237/44*z + 1
*
[ -10/3 ] 
f(z) = 72/175*z^3 - 229/70*z + 1
*
-3/5 | 0.091447038042255648515021233002907293569 | 0.012025548623163276164733678737918515045
f(z) = 65/162*z^3 - 223/90*z + 1
*
[ -18/7 ] 
f(z) = 77/162*z^3 - 221/126*z + 1
*
[ 5/2 ] 
f(z) = 61/175*z^3 - 221/140*z + 1
*
[ 9/4 ] 
f(z) = 64/171*z^3 - 229/171*z + 1
*
[ 2 ] 
f(z) = 77/162*z^3 - 227/162*z + 1
*
[ 2 ] 
f(z) = 77/166*z^3 - 225/166*z + 1
*
[ 2 ] 
f(z) = 77/170*z^3 - 223/170*z + 1
*
[ 2 ] 
f(z) = 77/174*z^3 - 221/174*z + 1
*
[ 2 ] 
f(z) = 79/162*z^3 - 235/162*z + 1
*
[ 2 ] 
f(z) = 79/166*z^3 - 233/166*z + 1
*
[ 2 ] 
f(z) = 79/170*z^3 - 231/170*z + 1
*
[ 2 ] 
f(z) = 79/174*z^3 - 229/174*z + 1
*
[ 2 ] 
f(z) = 79/178*z^3 - 227/178*z + 1
*
[ 4/9 ] 
f(z) = 63/160*z^3 - 239/180*z + 1
*
[ 3/5 ] 
f(z) = 65/171*z^3 - 229/285*z + 1
*
[ 13/22 ] 
f(z) = 66/169*z^3 - 237/286*z + 1
*
[ 3/5 ] 
f(z) = 70/171*z^3 - 232/285*z + 1
*
[ -9/4 ] 
f(z) = 71/162*z^3 - 223/288*z + 1
*
[ 13/2 ] 
f(z) = 68/169*z^3 - 210/13*z + 1
*
[ -13/2 ] 
f(z) = 68/169*z^3 - 206/13*z + 1
*
[ -13/2 ] 
f(z) = 72/169*z^3 - 219/13*z + 1
*
[ -13/3 ] 
f(z) = 60/169*z^3 - 212/39*z + 1
*
[ 35/8 ] 
f(z) = 64/175*z^3 - 218/35*z + 1
*
[ -35/8 ] 
f(z) = 64/175*z^3 - 202/35*z + 1
*
[ 4 ] 
f(z) = 61/176*z^3 - 211/44*z + 1
*
-10/3 | 0.16971614947429636579773701818502704378 | 0.025332657788953949600055782845364294215
f(z) = 63/160*z^3 - 203/40*z + 1
*
[ 4 ] 
f(z) = 63/176*z^3 - 219/44*z + 1
*
3/8 | 0.17700038984577499772624304344452508129 | 0.027419821111465461418286512425581315919
f(z) = 64/171*z^3 - 212/57*z + 1
*
[ -4 ] 
f(z) = 65/176*z^3 - 205/44*z + 1
*
[ -4 ] 
f(z) = 67/176*z^3 - 213/44*z + 1
*
[ 13/4 ] 
f(z) = 76/169*z^3 - 211/52*z + 1
*
-2 | 0.096560074580549852530864837156824405579 | 0.016102867688014426156092047036131070414
f(z) = 79/172*z^3 - 201/86*z + 1
*
[ 13/6 ] 
f(z) = 69/169*z^3 - 215/156*z + 1
*
[ 13/30 ] 
f(z) = 75/169*z^3 - 217/156*z + 1
*
[ 2 ] 
f(z) = 71/162*z^3 - 203/162*z + 1
*
[ 2 ] 
f(z) = 71/166*z^3 - 201/166*z + 1
*
[ 2 ] 
f(z) = 73/162*z^3 - 211/162*z + 1
*
[ 2 ] 
f(z) = 73/166*z^3 - 209/166*z + 1
*
[ 2 ] 
f(z) = 73/170*z^3 - 207/170*z + 1
*
[ 2 ] 
f(z) = 73/174*z^3 - 205/174*z + 1
*
[ 2 ] 
f(z) = 73/178*z^3 - 203/178*z + 1
*
[ 2 ] 
f(z) = 75/166*z^3 - 217/166*z + 1
*
[ 2 ] 
f(z) = 75/178*z^3 - 211/178*z + 1
*
[ 2 ] 
f(z) = 77/178*z^3 - 219/178*z + 1
*
[ -26/11 ] 
f(z) = 66/169*z^3 - 217/286*z + 1
*
[ 5/8 ] 
f(z) = 72/175*z^3 - 213/280*z + 1
*
-8/7 | 0.16560530289729256986278190471821924078 | 0.023586856921181901522018955745093514593
f(z) = 77/160*z^3 - 211/280*z + 1
*
[ 13/2 ] 
f(z) = 60/169*z^3 - 184/13*z + 1
*
[ 13/2 ] 
f(z) = 64/169*z^3 - 197/13*z + 1
*
[ -13/2 ] 
f(z) = 64/169*z^3 - 193/13*z + 1
*
[ -4 ] 
f(z) = 61/176*z^3 - 189/44*z + 1
*
[ -4 ] 
f(z) = 63/176*z^3 - 197/44*z + 1
*
[ 13/4 ] 
f(z) = 68/169*z^3 - 185/52*z + 1
*
[ 3 ] 
f(z) = 73/171*z^3 - 181/57*z + 1
*
[ 3 ] 
f(z) = 74/171*z^3 - 184/57*z + 1
*
[ 3 ] 
f(z) = 77/171*z^3 - 193/57*z + 1
*
[ 3 ] 
f(z) = 79/171*z^3 - 199/57*z + 1
*
5/2 | 0.19707568333593697129934728667204002305 | 0.028901287277786110766828070720427131143
f(z) = 62/175*z^3 - 183/70*z + 1
*
5/2 | 0.19076356370794864141864765389342413682 | 0.027759023245038127266775663293498297039
f(z) = 66/175*z^3 - 193/70*z + 1
*
[ 35/12 ] 
f(z) = 72/175*z^3 - 199/70*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016179519394858642489278930909231013319
f(z) = 69/172*z^3 - 181/86*z + 1
*
-2 | 0.094456657153906677077389339739084537477 | 0.016002460566100664056982488637757648674
f(z) = 71/164*z^3 - 183/82*z + 1
*
-2 | 0.095325074143355396474320529977811023088 | 0.016119899499918584407811030351122204459
f(z) = 71/172*z^3 - 185/86*z + 1
*
-2 | 0.095218543053359270869608169785525496435 | 0.016072658965015423095627387316322609816
f(z) = 73/164*z^3 - 187/82*z + 1
*
-2 | 0.095325278103290759167534138942259977199 | 0.016061832774314360851462011898613877130
f(z) = 73/172*z^3 - 189/86*z + 1
*
-2 | 0.095621221506768244796671518323309361008 | 0.016083171873214019021720709956898209504
f(z) = 75/164*z^3 - 191/82*z + 1
*
-2 | 0.095666413330491127751611923666122143892 | 0.016062630222404368931490785796825084679
f(z) = 75/172*z^3 - 193/86*z + 1
*
-2 | 0.095946028193266172415802743652795467107 | 0.016081741262595684856649440399005421827
f(z) = 77/164*z^3 - 195/82*z + 1
*
-2 | 0.096194789034822473427086883885870834626 | 0.016095907100294896421977011948634992576
f(z) = 77/172*z^3 - 197/86*z + 1
*
-2 | 0.096226149906201749077490169098161051572 | 0.016073986698842614573579291326906676800
f(z) = 79/164*z^3 - 199/82*z + 1
*
[ 13/6 ] 
f(z) = 76/169*z^3 - 184/117*z + 1
*
22/15 | 0.13321770832306135784304611499630799692 | 0.019943967387351702382800738833720888751
f(z) = 75/176*z^3 - 199/132*z + 1
*
-12/7 | 0.085382618397340045669411895622745072216 | 0.011414134980480758958461705539413534198
f(z) = 77/162*z^3 - 197/126*z + 1
*
[ -5/2 ] 
f(z) = 79/175*z^3 - 199/140*z + 1
*
[ 1/2 ] 
f(z) = 60/167*z^3 - 182/167*z + 1
*
[ 1/2 ] 
f(z) = 60/169*z^3 - 184/169*z + 1
*
[ 1/2 ] 
f(z) = 60/173*z^3 - 188/173*z + 1
*
[ 1/2 ] 
f(z) = 60/179*z^3 - 194/179*z + 1
*
[ 1/2 ] 
f(z) = 64/167*z^3 - 183/167*z + 1
*
[ 1/2 ] 
f(z) = 64/169*z^3 - 185/169*z + 1
*
[ 1/2 ] 
f(z) = 64/171*z^3 - 187/171*z + 1
*
[ 1/2 ] 
f(z) = 64/173*z^3 - 189/173*z + 1
*
[ 1/2 ] 
f(z) = 64/175*z^3 - 191/175*z + 1
*
[ 1/2 ] 
f(z) = 64/177*z^3 - 193/177*z + 1
*
[ 1/2 ] 
f(z) = 64/179*z^3 - 195/179*z + 1
*
[ 2 ] 
f(z) = 67/162*z^3 - 187/162*z + 1
*
[ 2 ] 
f(z) = 67/166*z^3 - 185/166*z + 1
*
[ 2 ] 
f(z) = 67/170*z^3 - 183/170*z + 1
*
[ 2 ] 
f(z) = 67/174*z^3 - 181/174*z + 1
*
[ -5/2 ] 
f(z) = 68/165*z^3 - 194/165*z + 1
*
[ 1/2 ] 
f(z) = 68/165*z^3 - 182/165*z + 1
*
[ 1/2 ] 
f(z) = 68/167*z^3 - 184/167*z + 1
*
[ 1/2 ] 
f(z) = 68/169*z^3 - 186/169*z + 1
*
[ 1/2 ] 
f(z) = 68/171*z^3 - 188/171*z + 1
*
[ 1/2 ] 
f(z) = 68/173*z^3 - 190/173*z + 1
*
[ 1/2 ] 
f(z) = 68/175*z^3 - 192/175*z + 1
*
[ 1/2 ] 
f(z) = 68/177*z^3 - 194/177*z + 1
*
[ 1/2 ] 
f(z) = 68/179*z^3 - 196/179*z + 1
*
[ 2 ] 
f(z) = 69/166*z^3 - 193/166*z + 1
*
[ 2 ] 
f(z) = 69/170*z^3 - 191/170*z + 1
*
[ 2 ] 
f(z) = 69/178*z^3 - 187/178*z + 1
*
[ 2 ] 
f(z) = 71/170*z^3 - 199/170*z + 1
*
[ 2 ] 
f(z) = 71/174*z^3 - 197/174*z + 1
*
[ 2 ] 
f(z) = 71/178*z^3 - 195/178*z + 1
*
[ 1/2 ] 
f(z) = 72/163*z^3 - 181/163*z + 1
*
[ 1/2 ] 
f(z) = 72/167*z^3 - 185/167*z + 1
*
[ 1/2 ] 
f(z) = 72/169*z^3 - 187/169*z + 1
*
[ 1/2 ] 
f(z) = 72/173*z^3 - 191/173*z + 1
*
[ 1/2 ] 
f(z) = 72/175*z^3 - 193/175*z + 1
*
[ 1/2 ] 
f(z) = 72/179*z^3 - 197/179*z + 1
*
[ 1/2 ] 
f(z) = 76/163*z^3 - 182/163*z + 1
*
[ 1/2 ] 
f(z) = 76/165*z^3 - 184/165*z + 1
*
[ 1/2 ] 
f(z) = 76/167*z^3 - 186/167*z + 1
*
[ 1/2 ] 
f(z) = 76/169*z^3 - 188/169*z + 1
*
[ 1/2 ] 
f(z) = 76/173*z^3 - 192/173*z + 1
*
[ 1/2 ] 
f(z) = 76/175*z^3 - 194/175*z + 1
*
[ 1/2 ] 
f(z) = 76/177*z^3 - 196/177*z + 1
*
[ 1/2 ] 
f(z) = 76/179*z^3 - 198/179*z + 1
*
[ 6/11 ] 
f(z) = 77/162*z^3 - 193/198*z + 1
*
[ -9/4 ] 
f(z) = 67/162*z^3 - 187/288*z + 1
*
[ 10/7 ] 
f(z) = 77/160*z^3 - 191/280*z + 1
*
[ -13/2 ] 
f(z) = 60/169*z^3 - 180/13*z + 1
*
12/5 | 0.15978880393823711370017385206207899217 | 0.019781331969601210066582022373105919277
f(z) = 65/162*z^3 - 179/45*z + 1
*
[ 3 ] 
f(z) = 67/171*z^3 - 163/57*z + 1
*
[ 3 ] 
f(z) = 68/171*z^3 - 166/57*z + 1
*
[ 3 ] 
f(z) = 70/171*z^3 - 172/57*z + 1
*
[ 3 ] 
f(z) = 71/171*z^3 - 175/57*z + 1
*
[ -13/4 ] 
f(z) = 76/169*z^3 - 179/52*z + 1
*
[ -3 ] 
f(z) = 79/171*z^3 - 161/57*z + 1
*
-2 | 0.094442255244349542014281350741286095348 | 0.016320015548996110247546949580472988431
f(z) = 61/164*z^3 - 163/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016437739052077528353738178430979225290
f(z) = 61/172*z^3 - 165/86*z + 1
*
-2 | 0.094441970885633304124096807702847420825 | 0.016251880826807529186304283117842939639
f(z) = 63/164*z^3 - 167/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016370122012396511708733579070928979948
f(z) = 63/172*z^3 - 169/86*z + 1
*
[ 8/3 ] 
f(z) = 63/176*z^3 - 169/88*z + 1
*
-2 | 0.094442461118122452604496703953567017414 | 0.016186036766921292396483379536514809823
f(z) = 65/164*z^3 - 171/82*z + 1
*
-2 | 0.095323971792841723005690865856707410587 | 0.016304621575704528069765549447637224423
f(z) = 65/172*z^3 - 173/86*z + 1
*
-2 | 0.094442589948027524313370100215531759438 | 0.016122169280088905331910523496493276897
f(z) = 67/164*z^3 - 175/82*z + 1
*
-2 | 0.095324695959284834190830664624480643511 | 0.016241246161184309878702255333782384597
f(z) = 67/172*z^3 - 177/86*z + 1
*
-2 | 0.094442101346363194471102594176086343533 | 0.016060126108427529026628413536941619172
f(z) = 69/164*z^3 - 179/82*z + 1
*
[ -14/5 ] 
f(z) = 65/168*z^3 - 176/105*z + 1
*
[ 2/5 ] 
f(z) = 65/168*z^3 - 164/105*z + 1
*
[ 3/7 ] 
f(z) = 77/162*z^3 - 179/126*z + 1
*
[ 35/16 ] 
f(z) = 64/175*z^3 - 169/140*z + 1
*
[ -5/2 ] 
f(z) = 73/175*z^3 - 169/140*z + 1
*
[ 1/2 ] 
f(z) = 60/161*z^3 - 176/161*z + 1
*
[ 1/2 ] 
f(z) = 60/163*z^3 - 178/163*z + 1
*
[ 2 ] 
f(z) = 61/162*z^3 - 163/162*z + 1
*
[ 2 ] 
f(z) = 61/166*z^3 - 161/166*z + 1
*
[ 2 ] 
f(z) = 63/166*z^3 - 169/166*z + 1
*
[ 2 ] 
f(z) = 63/170*z^3 - 167/170*z + 1
*
[ 2 ] 
f(z) = 63/178*z^3 - 163/178*z + 1
*
[ 1/2 ] 
f(z) = 64/161*z^3 - 177/161*z + 1
*
[ 1/2 ] 
f(z) = 64/163*z^3 - 179/163*z + 1
*
[ -5/2 ] 
f(z) = 64/165*z^3 - 169/165*z + 1
*
-11/8 | 0.13358435967133931014669708476880489426 | 0.026131588180942319030446621096619339045
f(z) = 64/165*z^3 - 166/165*z + 1
*
[ 2 ] 
f(z) = 65/162*z^3 - 179/162*z + 1
*
[ 2 ] 
f(z) = 65/166*z^3 - 177/166*z + 1
*
[ 2 ] 
f(z) = 65/174*z^3 - 173/174*z + 1
*
[ 2 ] 
f(z) = 65/178*z^3 - 171/178*z + 1
*
[ 2 ] 
f(z) = 67/178*z^3 - 179/178*z + 1
*
[ 1/2 ] 
f(z) = 68/161*z^3 - 178/161*z + 1
*
[ 1/2 ] 
f(z) = 68/163*z^3 - 180/163*z + 1
*
[ 1/2 ] 
f(z) = 72/161*z^3 - 179/161*z + 1
*
[ -7/3 ] 
f(z) = 72/161*z^3 - 162/161*z + 1
*
[ 1/2 ] 
f(z) = 76/161*z^3 - 180/161*z + 1
*
[ -12/5 ] 
f(z) = 65/162*z^3 - 161/180*z + 1
*
[ 18/11 ] 
f(z) = 77/162*z^3 - 175/198*z + 1
*
[ 13/8 ] 
f(z) = 76/169*z^3 - 167/208*z + 1
*
[ 3/2 ] 
f(z) = 79/171*z^3 - 161/228*z + 1
*
[ 2/3 ] 
f(z) = 69/164*z^3 - 169/246*z + 1
*
[ 2/3 ] 
f(z) = 69/172*z^3 - 175/258*z + 1
*
[ 2/3 ] 
f(z) = 75/164*z^3 - 173/246*z + 1
*
[ 2/3 ] 
f(z) = 75/172*z^3 - 179/258*z + 1
*
[ 13/19 ] 
f(z) = 76/169*z^3 - 166/247*z + 1
*
[ 13/20 ] 
f(z) = 60/169*z^3 - 179/260*z + 1
*
-8/7 | 0.17971051080201890598369009684137926160 | 0.025595835588360458507220585282740288907
f(z) = 63/160*z^3 - 179/280*z + 1
*
[ -9/4 ] 
f(z) = 65/162*z^3 - 169/288*z + 1
*
[ 3/4 ] 
f(z) = 65/162*z^3 - 161/288*z + 1
*
[ 3/4 ] 
f(z) = 67/162*z^3 - 163/288*z + 1
*
[ 3/4 ] 
f(z) = 71/162*z^3 - 167/288*z + 1
*
[ 3/4 ] 
f(z) = 73/162*z^3 - 169/288*z + 1
*
[ 3/4 ] 
f(z) = 77/162*z^3 - 173/288*z + 1
*
[ 3/4 ] 
f(z) = 79/162*z^3 - 175/288*z + 1
*
[ 4 ] 
f(z) = 79/160*z^3 - 143/20*z + 1
*
[ 13/4 ] 
f(z) = 60/169*z^3 - 159/52*z + 1
*
[ 3 ] 
f(z) = 61/171*z^3 - 145/57*z + 1
*
[ 3 ] 
f(z) = 62/171*z^3 - 148/57*z + 1
*
[ 3 ] 
f(z) = 64/171*z^3 - 154/57*z + 1
*
[ 3 ] 
f(z) = 65/171*z^3 - 157/57*z + 1
*
[ -13/4 ] 
f(z) = 68/169*z^3 - 153/52*z + 1
*
[ -3 ] 
f(z) = 73/171*z^3 - 143/57*z + 1
*
[ -3 ] 
f(z) = 74/171*z^3 - 146/57*z + 1
*
2/5 | 0.14623484494581770920121913039523849221 | 0.022698321029790904580566221002977845969
f(z) = 75/176*z^3 - 157/44*z + 1
*
[ -3 ] 
f(z) = 77/171*z^3 - 155/57*z + 1
*
4/3 | 0.20840757153760584675272149367279591065 | 0.029366739994773450005979307141154137878
f(z) = 69/160*z^3 - 151/60*z + 1
*
[ 13/5 ] 
f(z) = 70/169*z^3 - 142/65*z + 1
*
[ -35/12 ] 
f(z) = 72/175*z^3 - 151/70*z + 1
*
-5/2 | 0.19127632522118288653877386230246127591 | 0.028695679741135120039871958550329058838
f(z) = 74/175*z^3 - 157/70*z + 1
*
[ 5/2 ] 
f(z) = 74/175*z^3 - 143/70*z + 1
*
[ 5/2 ] 
f(z) = 78/175*z^3 - 153/70*z + 1
*
[ 13/6 ] 
f(z) = 64/169*z^3 - 145/117*z + 1
*
[ 13/6 ] 
f(z) = 68/169*z^3 - 158/117*z + 1
*
12/7 | 0.18948545958080517641789572066615303657 | 0.026169676421597605019321309468705154853
f(z) = 77/162*z^3 - 155/126*z + 1
*
[ -5/2 ] 
f(z) = 69/175*z^3 - 149/140*z + 1
*
[ -5/2 ] 
f(z) = 71/175*z^3 - 159/140*z + 1
*
[ 2 ] 
f(z) = 61/170*z^3 - 159/170*z + 1
*
[ 2 ] 
f(z) = 61/174*z^3 - 157/174*z + 1
*
[ 2 ] 
f(z) = 61/178*z^3 - 155/178*z + 1
*
[ 15/8 ] 
f(z) = 64/165*z^3 - 148/165*z + 1
*
[ -7/3 ] 
f(z) = 72/175*z^3 - 142/175*z + 1
*
[ 13/8 ] 
f(z) = 68/169*z^3 - 141/208*z + 1
*
[ 13/20 ] 
f(z) = 75/169*z^3 - 151/208*z + 1
*
[ 9/13 ] 
f(z) = 65/162*z^3 - 149/234*z + 1
*
[ 3/2 ] 
f(z) = 73/171*z^3 - 143/228*z + 1
*
[ 3/2 ] 
f(z) = 77/171*z^3 - 155/228*z + 1
*
-14/13 | 0.19411439188137112267813012380031581742 | 0.025246011156177568051810514618244193760
f(z) = 65/168*z^3 - 142/273*z + 1
*
[ 3/4 ] 
f(z) = 61/162*z^3 - 157/288*z + 1
*
[ 10/7 ] 
f(z) = 63/160*z^3 - 141/280*z + 1
*
[ 35/24 ] 
f(z) = 72/175*z^3 - 157/280*z + 1
*
[ 8/7 ] 
f(z) = 77/160*z^3 - 141/280*z + 1
*
[ 4 ] 
f(z) = 69/160*z^3 - 123/20*z + 1
*
[ 4 ] 
f(z) = 71/160*z^3 - 127/20*z + 1
*
[ 4 ] 
f(z) = 73/160*z^3 - 131/20*z + 1
*
[ -4 ] 
f(z) = 73/160*z^3 - 121/20*z + 1
*
[ 4 ] 
f(z) = 77/160*z^3 - 139/20*z + 1
*
[ -4 ] 
f(z) = 77/160*z^3 - 129/20*z + 1
*
[ -4 ] 
f(z) = 79/160*z^3 - 133/20*z + 1
*
[ -13/4 ] 
f(z) = 60/169*z^3 - 127/52*z + 1
*
-8/3 | 0.10005769072386455121657301592404495358 | 0.015866369000882684735559084442397096123
f(z) = 63/160*z^3 - 137/40*z + 1
*
[ -10/3 ] 
f(z) = 63/160*z^3 - 123/40*z + 1
*
[ -3 ] 
f(z) = 67/171*z^3 - 125/57*z + 1
*
[ -3 ] 
f(z) = 68/171*z^3 - 128/57*z + 1
*
[ -3 ] 
f(z) = 70/171*z^3 - 134/57*z + 1
*
[ -3 ] 
f(z) = 71/171*z^3 - 137/57*z + 1
*
-5/2 | 0.19083913828713067132496844609908090419 | 0.029227584110368025928142242524872643387
f(z) = 66/175*z^3 - 137/70*z + 1
*
[ 5/2 ] 
f(z) = 66/175*z^3 - 123/70*z + 1
*
-9/5 | 0.081746643676474997802162829468707022392 | 0.011609411234510819715579102822307801255
f(z) = 65/162*z^3 - 127/90*z + 1
*
[ 2/5 ] 
f(z) = 75/164*z^3 - 129/82*z + 1
*
[ 2/5 ] 
f(z) = 75/172*z^3 - 135/86*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.023979716124967507501469874135204858361
f(z) = 69/176*z^3 - 125/132*z + 1
*
[ -12/5 ] 
f(z) = 75/176*z^3 - 137/132*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.029404352812898956892648363274478496477
f(z) = 75/176*z^3 - 133/132*z + 1
*
[ 4/7 ] 
f(z) = 63/160*z^3 - 123/140*z + 1
*
[ -39/16 ] 
f(z) = 64/169*z^3 - 131/156*z + 1
*
[ -5/2 ] 
f(z) = 67/175*z^3 - 139/140*z + 1
*
[ 4/7 ] 
f(z) = 77/160*z^3 - 127/140*z + 1
*
[ 7/4 ] 
f(z) = 64/161*z^3 - 127/161*z + 1
*
-11/8 | 0.13652903830364332812603559213747670477 | 0.026739227632085310009469789603026468200
f(z) = 64/165*z^3 - 136/165*z + 1
*
[ 5/8 ] 
f(z) = 64/165*z^3 - 124/165*z + 1
*
[ 7/4 ] 
f(z) = 64/175*z^3 - 121/175*z + 1
*
[ 2/3 ] 
f(z) = 61/168*z^3 - 125/189*z + 1
*
[ 2/3 ] 
f(z) = 65/168*z^3 - 127/189*z + 1
*
[ 2/3 ] 
f(z) = 67/168*z^3 - 128/189*z + 1
*
[ 2/3 ] 
f(z) = 71/168*z^3 - 130/189*z + 1
*
[ 2/3 ] 
f(z) = 73/168*z^3 - 131/189*z + 1
*
[ 2/3 ] 
f(z) = 79/168*z^3 - 134/189*z + 1
*
[ 3/2 ] 
f(z) = 67/171*z^3 - 125/228*z + 1
*
[ 3/4 ] 
f(z) = 68/171*z^3 - 127/228*z + 1
*
[ 3/2 ] 
f(z) = 71/171*z^3 - 137/228*z + 1
*
[ -13/6 ] 
f(z) = 74/169*z^3 - 139/234*z + 1
*
[ 6/5 ] 
f(z) = 75/164*z^3 - 121/246*z + 1
*
[ -9/4 ] 
f(z) = 61/162*z^3 - 133/288*z + 1
*
[ 5/4 ] 
f(z) = 74/175*z^3 - 129/280*z + 1
*
[ 5/4 ] 
f(z) = 78/175*z^3 - 139/280*z + 1
*
[ 4 ] 
f(z) = 61/160*z^3 - 107/20*z + 1
*
[ 4 ] 
f(z) = 63/160*z^3 - 111/20*z + 1
*
[ -4 ] 
f(z) = 63/160*z^3 - 101/20*z + 1
*
[ 4 ] 
f(z) = 67/160*z^3 - 119/20*z + 1
*
[ -4 ] 
f(z) = 67/160*z^3 - 109/20*z + 1
*
[ -4 ] 
f(z) = 69/160*z^3 - 113/20*z + 1
*
[ -4 ] 
f(z) = 71/160*z^3 - 117/20*z + 1
*
[ -3 ] 
f(z) = 61/171*z^3 - 107/57*z + 1
*
[ -3 ] 
f(z) = 62/171*z^3 - 110/57*z + 1
*
[ -3 ] 
f(z) = 64/171*z^3 - 116/57*z + 1
*
[ -3 ] 
f(z) = 65/171*z^3 - 119/57*z + 1
*
-2 | 0.096662200524757972089163505083757044278 | 0.016106568615965581834411772924942992757
f(z) = 79/176*z^3 - 101/44*z + 1
*
[ 13/5 ] 
f(z) = 60/169*z^3 - 116/65*z + 1
*
[ 5/2 ] 
f(z) = 62/175*z^3 - 113/70*z + 1
*
[ 13/6 ] 
f(z) = 66/169*z^3 - 101/78*z + 1
*
[ 5/12 ] 
f(z) = 72/175*z^3 - 103/70*z + 1
*
[ -8/3 ] 
f(z) = 63/176*z^3 - 103/88*z + 1
*
[ 2 ] 
f(z) = 71/164*z^3 - 101/82*z + 1
*
[ 2 ] 
f(z) = 73/164*z^3 - 105/82*z + 1
*
[ 2 ] 
f(z) = 73/172*z^3 - 103/86*z + 1
*
[ 2 ] 
f(z) = 75/164*z^3 - 109/82*z + 1
*
[ 2 ] 
f(z) = 75/172*z^3 - 107/86*z + 1
*
[ 2 ] 
f(z) = 77/164*z^3 - 113/82*z + 1
*
[ 13/7 ] 
f(z) = 77/169*z^3 - 101/91*z + 1
*
[ 2 ] 
f(z) = 77/172*z^3 - 111/86*z + 1
*
[ 2 ] 
f(z) = 79/164*z^3 - 117/82*z + 1
*
[ 2 ] 
f(z) = 79/172*z^3 - 115/86*z + 1
*
[ 13/24 ] 
f(z) = 64/169*z^3 - 112/117*z + 1
*
[ 13/24 ] 
f(z) = 72/169*z^3 - 101/104*z + 1
*
[ -5/2 ] 
f(z) = 61/175*z^3 - 109/140*z + 1
*
[ 5/3 ] 
f(z) = 63/160*z^3 - 111/160*z + 1
*
[ 2/3 ] 
f(z) = 63/166*z^3 - 111/166*z + 1
*
[ 2/3 ] 
f(z) = 63/170*z^3 - 113/170*z + 1
*
[ 5/3 ] 
f(z) = 63/170*z^3 - 107/170*z + 1
*
[ 2/3 ] 
f(z) = 63/178*z^3 - 117/178*z + 1
*
[ -19/8 ] 
f(z) = 64/171*z^3 - 118/171*z + 1
*
[ 7/5 ] 
f(z) = 75/161*z^3 - 101/161*z + 1
*
[ -11/5 ] 
f(z) = 75/176*z^3 - 107/176*z + 1
*
[ 3/2 ] 
f(z) = 76/165*z^3 - 116/165*z + 1
*
[ 3/2 ] 
f(z) = 76/177*z^3 - 112/177*z + 1
*
[ 4/3 ] 
f(z) = 73/160*z^3 - 101/180*z + 1
*
[ 4/3 ] 
f(z) = 77/160*z^3 - 109/180*z + 1
*
[ 9/11 ] 
f(z) = 77/162*z^3 - 107/198*z + 1
*
[ 4/3 ] 
f(z) = 79/160*z^3 - 113/180*z + 1
*
[ 13/8 ] 
f(z) = 60/169*z^3 - 115/208*z + 1
*
[ 5/6 ] 
f(z) = 78/175*z^3 - 107/210*z + 1
*
[ 3/2 ] 
f(z) = 61/171*z^3 - 107/228*z + 1
*
[ 18/13 ] 
f(z) = 65/162*z^3 - 115/234*z + 1
*
[ 3/2 ] 
f(z) = 65/171*z^3 - 119/228*z + 1
*
[ 4/5 ] 
f(z) = 65/176*z^3 - 107/220*z + 1
*
[ 13/17 ] 
f(z) = 68/169*z^3 - 120/221*z + 1
*
[ -13/6 ] 
f(z) = 70/169*z^3 - 113/234*z + 1
*
[ 6/5 ] 
f(z) = 75/172*z^3 - 119/258*z + 1
*
[ 14/13 ] 
f(z) = 65/168*z^3 - 103/273*z + 1
*
[ 5/4 ] 
f(z) = 66/175*z^3 - 109/280*z + 1
*
[ 13/3 ] 
f(z) = 63/169*z^3 - 81/13*z + 1
*
[ 13/3 ] 
f(z) = 72/169*z^3 - 94/13*z + 1
*
[ -13/3 ] 
f(z) = 72/169*z^3 - 88/13*z + 1
*
[ -4 ] 
f(z) = 61/160*z^3 - 97/20*z + 1
*
[ 13/4 ] 
f(z) = 72/169*z^3 - 99/26*z + 1
*
[ -13/4 ] 
f(z) = 72/169*z^3 - 83/26*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016258237374717017997013739765393193622
f(z) = 61/160*z^3 - 81/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016493966828421394589721858132772516942
f(z) = 61/176*z^3 - 83/44*z + 1
*
[ 8/3 ] 
f(z) = 63/160*z^3 - 87/40*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.016189925089657282385452043791321560726
f(z) = 63/160*z^3 - 83/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016426590655185041122213455565120343826
f(z) = 63/176*z^3 - 85/44*z + 1
*
[ 3/8 ] 
f(z) = 64/171*z^3 - 98/57*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016361310795847159588646753616942937426
f(z) = 65/176*z^3 - 87/44*z + 1
*
-2 | 0.093984794180454356488220951202321656590 | 0.016059730418636546873520489372776689633
f(z) = 67/160*z^3 - 87/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016298014052998242112610980422896340103
f(z) = 67/176*z^3 - 89/44*z + 1
*
-2 | 0.093984700282107905957165184083649453331 | 0.015997584412110587863421908785580051639
f(z) = 69/160*z^3 - 89/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016236595781786665881728026752665899151
f(z) = 69/176*z^3 - 91/44*z + 1
*
-2 | 0.094707394633596196877693496683419411952 | 0.016059847980793789702725204740511868126
f(z) = 71/160*z^3 - 91/40*z + 1
*
-2 | 0.095750616643045185338192405649770454694 | 0.016177113325645806140300556856168275188
f(z) = 71/176*z^3 - 93/44*z + 1
*
-2 | 0.095132612632879867523056064241898233011 | 0.016072701247074883686408329277507835852
f(z) = 73/160*z^3 - 93/40*z + 1
*
-2 | 0.095749703611817625587608741922182140224 | 0.016119014004514929244037864426664504141
f(z) = 73/176*z^3 - 95/44*z + 1
*
-2 | 0.095750084867258402830123449332436029606 | 0.016062740999542480526577316806976471526
f(z) = 75/176*z^3 - 97/44*z + 1
*
-2 | 0.095758999058992785680768470303219669810 | 0.016064236417047834785182318231487266218
f(z) = 77/160*z^3 - 97/40*z + 1
*
-2 | 0.096014566576549426335937552733394001552 | 0.016052151411933786587444199287397933228
f(z) = 79/160*z^3 - 99/40*z + 1
*
[ -13/5 ] 
f(z) = 70/169*z^3 - 92/65*z + 1
*
[ -5/2 ] 
f(z) = 74/175*z^3 - 87/70*z + 1
*
[ -5/2 ] 
f(z) = 78/175*z^3 - 97/70*z + 1
*
[ 2 ] 
f(z) = 61/164*z^3 - 81/82*z + 1
*
[ 2 ] 
f(z) = 63/164*z^3 - 85/82*z + 1
*
[ 2 ] 
f(z) = 63/172*z^3 - 83/86*z + 1
*
[ 2 ] 
f(z) = 65/164*z^3 - 89/82*z + 1
*
[ 2 ] 
f(z) = 65/172*z^3 - 87/86*z + 1
*
[ 2 ] 
f(z) = 67/164*z^3 - 93/82*z + 1
*
[ 2 ] 
f(z) = 67/172*z^3 - 91/86*z + 1
*
[ 2 ] 
f(z) = 69/164*z^3 - 97/82*z + 1
*
[ 2 ] 
f(z) = 69/172*z^3 - 95/86*z + 1
*
[ 13/7 ] 
f(z) = 70/169*z^3 - 88/91*z + 1
*
[ 2 ] 
f(z) = 71/172*z^3 - 99/86*z + 1
*
[ 15/8 ] 
f(z) = 64/175*z^3 - 86/105*z + 1
*
[ 5/3 ] 
f(z) = 78/175*z^3 - 88/105*z + 1
*
[ 2/3 ] 
f(z) = 69/160*z^3 - 83/120*z + 1
*
[ 2/3 ] 
f(z) = 69/176*z^3 - 89/132*z + 1
*
[ -13/6 ] 
f(z) = 75/169*z^3 - 97/156*z + 1
*
[ 3/2 ] 
f(z) = 64/165*z^3 - 89/165*z + 1
*
[ 3/4 ] 
f(z) = 64/177*z^3 - 95/177*z + 1
*
[ 3/2 ] 
f(z) = 64/177*z^3 - 85/177*z + 1
*
[ 3/2 ] 
f(z) = 68/165*z^3 - 98/165*z + 1
*
[ 3/2 ] 
f(z) = 68/177*z^3 - 94/177*z + 1
*
[ 4/5 ] 
f(z) = 75/164*z^3 - 89/164*z + 1
*
[ 4/5 ] 
f(z) = 75/172*z^3 - 91/172*z + 1
*
[ 13/15 ] 
f(z) = 60/169*z^3 - 82/195*z + 1
*
[ -20/9 ] 
f(z) = 63/160*z^3 - 89/180*z + 1
*
[ 4/3 ] 
f(z) = 67/160*z^3 - 89/180*z + 1
*
[ 4/3 ] 
f(z) = 71/160*z^3 - 97/180*z + 1
*
[ 5/6 ] 
f(z) = 66/175*z^3 - 97/210*z + 1
*
[ 5/4 ] 
f(z) = 62/175*z^3 - 99/280*z + 1
*
[ -13/3 ] 
f(z) = 63/169*z^3 - 75/13*z + 1
*
[ 3 ] 
f(z) = 73/162*z^3 - 61/18*z + 1
*
[ 3 ] 
f(z) = 77/162*z^3 - 65/18*z + 1
*
[ 3 ] 
f(z) = 79/162*z^3 - 67/18*z + 1
*
[ 5/2 ] 
f(z) = 68/175*z^3 - 64/35*z + 1
*
[ 5/2 ] 
f(z) = 72/175*z^3 - 69/35*z + 1
*
[ 5/2 ] 
f(z) = 76/175*z^3 - 74/35*z + 1
*
[ 13/6 ] 
f(z) = 63/169*z^3 - 63/52*z + 1
*
[ 2/5 ] 
f(z) = 75/176*z^3 - 69/44*z + 1
*
[ -13/5 ] 
f(z) = 60/169*z^3 - 66/65*z + 1
*
[ -5/2 ] 
f(z) = 66/175*z^3 - 67/70*z + 1
*
[ 26/15 ] 
f(z) = 75/169*z^3 - 71/78*z + 1
*
[ 2 ] 
f(z) = 61/172*z^3 - 79/86*z + 1
*
[ 13/7 ] 
f(z) = 63/169*z^3 - 75/91*z + 1
*
[ 13/21 ] 
f(z) = 63/169*z^3 - 69/91*z + 1
*
[ 9/5 ] 
f(z) = 65/162*z^3 - 77/90*z + 1
*
[ 3/5 ] 
f(z) = 65/162*z^3 - 73/90*z + 1
*
[ 8/5 ] 
f(z) = 75/176*z^3 - 63/88*z + 1
*
[ 5/3 ] 
f(z) = 66/175*z^3 - 68/105*z + 1
*
[ 5/3 ] 
f(z) = 69/175*z^3 - 73/105*z + 1
*
[ 3/2 ] 
f(z) = 70/171*z^3 - 67/114*z + 1
*
[ 13/8 ] 
f(z) = 72/169*z^3 - 77/104*z + 1
*
[ 13/18 ] 
f(z) = 72/169*z^3 - 71/117*z + 1
*
[ 13/9 ] 
f(z) = 72/169*z^3 - 68/117*z + 1
*
[ 3/2 ] 
f(z) = 74/171*z^3 - 73/114*z + 1
*
[ -13/6 ] 
f(z) = 76/169*z^3 - 76/117*z + 1
*
[ 13/10 ] 
f(z) = 70/169*z^3 - 61/130*z + 1
*
[ 22/15 ] 
f(z) = 75/176*z^3 - 79/132*z + 1
*
[ 4/3 ] 
f(z) = 75/176*z^3 - 67/132*z + 1
*
[ 9/7 ] 
f(z) = 77/162*z^3 - 71/126*z + 1
*
[ 6/7 ] 
f(z) = 77/162*z^3 - 65/126*z + 1
*
[ -13/6 ] 
f(z) = 69/169*z^3 - 71/156*z + 1
*
[ 5/4 ] 
f(z) = 76/175*z^3 - 67/140*z + 1
*
[ 13/11 ] 
f(z) = 77/169*z^3 - 69/143*z + 1
*
[ 4/3 ] 
f(z) = 63/164*z^3 - 71/164*z + 1
*
[ 4/3 ] 
f(z) = 63/172*z^3 - 69/172*z + 1
*
[ 7/8 ] 
f(z) = 64/161*z^3 - 72/161*z + 1
*
[ 11/8 ] 
f(z) = 64/165*z^3 - 76/165*z + 1
*
[ 5/4 ] 
f(z) = 64/165*z^3 - 67/165*z + 1
*
[ -9/4 ] 
f(z) = 64/171*z^3 - 77/171*z + 1
*
[ 9/8 ] 
f(z) = 64/171*z^3 - 62/171*z + 1
*
[ 7/8 ] 
f(z) = 64/175*z^3 - 74/175*z + 1
*
[ 7/6 ] 
f(z) = 72/161*z^3 - 75/161*z + 1
*
[ 7/6 ] 
f(z) = 72/175*z^3 - 73/175*z + 1
*
[ 4/3 ] 
f(z) = 61/160*z^3 - 77/180*z + 1
*
[ 26/21 ] 
f(z) = 63/169*z^3 - 69/182*z + 1
*
[ 13/14 ] 
f(z) = 70/169*z^3 - 79/182*z + 1
*
[ 13/12 ] 
f(z) = 63/169*z^3 - 75/208*z + 1
*
[ 3 ] 
f(z) = 61/162*z^3 - 49/18*z + 1
*
[ 13/4 ] 
f(z) = 64/169*z^3 - 43/13*z + 1
*
[ 3 ] 
f(z) = 65/162*z^3 - 53/18*z + 1
*
[ -3 ] 
f(z) = 65/162*z^3 - 41/18*z + 1
*
[ 3 ] 
f(z) = 67/162*z^3 - 55/18*z + 1
*
[ -3 ] 
f(z) = 67/162*z^3 - 43/18*z + 1
*
[ 3 ] 
f(z) = 71/162*z^3 - 59/18*z + 1
*
[ -3 ] 
f(z) = 71/162*z^3 - 47/18*z + 1
*
[ -3 ] 
f(z) = 73/162*z^3 - 49/18*z + 1
*
[ -3 ] 
f(z) = 77/162*z^3 - 53/18*z + 1
*
[ -3 ] 
f(z) = 79/162*z^3 - 55/18*z + 1
*
[ 13/6 ] 
f(z) = 60/169*z^3 - 44/39*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.012868014557563320001732710157410620686
f(z) = 61/168*z^3 - 41/21*z + 1
*
[ 5/2 ] 
f(z) = 64/175*z^3 - 59/35*z + 1
*
-2 | 0.074543549828428689506612020515142767294 | 0.012762904180968320981555507130756977402
f(z) = 65/168*z^3 - 43/21*z + 1
*
-2 | 0.074544583444849579228793217717877334748 | 0.012713040983046814228929786538597660230
f(z) = 67/168*z^3 - 44/21*z + 1
*
-2 | 0.074545585098927559648019838870328125205 | 0.012617559008410125959818138794175058120
f(z) = 71/168*z^3 - 46/21*z + 1
*
[ -5/2 ] 
f(z) = 72/175*z^3 - 41/35*z + 1
*
-2 | 0.074774420124505139129395660112425439020 | 0.012610388058312798012440959557591455260
f(z) = 73/168*z^3 - 47/21*z + 1
*
[ -5/2 ] 
f(z) = 76/175*z^3 - 46/35*z + 1
*
-2 | 0.076065352085511439242992890789342994126 | 0.012695619157460824588238986151677484847
f(z) = 79/168*z^3 - 50/21*z + 1
*
[ 2 ] 
f(z) = 61/160*z^3 - 41/40*z + 1
*
[ -8/3 ] 
f(z) = 63/160*z^3 - 57/40*z + 1
*
[ 2 ] 
f(z) = 63/160*z^3 - 43/40*z + 1
*
[ 2 ] 
f(z) = 63/176*z^3 - 41/44*z + 1
*
[ 2 ] 
f(z) = 65/176*z^3 - 43/44*z + 1
*
[ 2 ] 
f(z) = 67/160*z^3 - 47/40*z + 1
*
[ 2 ] 
f(z) = 67/176*z^3 - 45/44*z + 1
*
[ 2 ] 
f(z) = 69/160*z^3 - 49/40*z + 1
*
[ 2 ] 
f(z) = 69/176*z^3 - 47/44*z + 1
*
[ 2 ] 
f(z) = 71/160*z^3 - 51/40*z + 1
*
[ 2 ] 
f(z) = 71/176*z^3 - 49/44*z + 1
*
[ 2 ] 
f(z) = 73/160*z^3 - 53/40*z + 1
*
[ 2 ] 
f(z) = 73/176*z^3 - 51/44*z + 1
*
[ 2 ] 
f(z) = 77/160*z^3 - 57/40*z + 1
*
[ 2 ] 
f(z) = 79/160*z^3 - 59/40*z + 1
*
[ 2 ] 
f(z) = 79/176*z^3 - 57/44*z + 1
*
[ -5/2 ] 
f(z) = 62/175*z^3 - 57/70*z + 1
*
[ 3/2 ] 
f(z) = 65/162*z^3 - 41/72*z + 1
*
[ 3/2 ] 
f(z) = 67/162*z^3 - 43/72*z + 1
*
[ 3/2 ] 
f(z) = 71/162*z^3 - 47/72*z + 1
*
[ 3/2 ] 
f(z) = 73/162*z^3 - 49/72*z + 1
*
[ 3/2 ] 
f(z) = 77/162*z^3 - 53/72*z + 1
*
[ 3/2 ] 
f(z) = 79/162*z^3 - 55/72*z + 1
*
[ 2/3 ] 
f(z) = 63/164*z^3 - 55/82*z + 1
*
[ 2/3 ] 
f(z) = 63/172*z^3 - 57/86*z + 1
*
[ 3/2 ] 
f(z) = 62/171*z^3 - 55/114*z + 1
*
[ 13/9 ] 
f(z) = 63/169*z^3 - 55/117*z + 1
*
[ 13/12 ] 
f(z) = 64/169*z^3 - 43/117*z + 1
*
[ 6/5 ] 
f(z) = 65/168*z^3 - 41/105*z + 1
*
[ -13/6 ] 
f(z) = 68/169*z^3 - 50/117*z + 1
*
[ 4/3 ] 
f(z) = 69/176*z^3 - 59/132*z + 1
*
[ 6/5 ] 
f(z) = 75/176*z^3 - 59/132*z + 1
*
[ 13/12 ] 
f(z) = 60/169*z^3 - 53/156*z + 1
*
[ 20/21 ] 
f(z) = 63/160*z^3 - 57/140*z + 1
*
[ 13/11 ] 
f(z) = 66/169*z^3 - 56/143*z + 1
*
[ 5/4 ] 
f(z) = 68/175*z^3 - 57/140*z + 1
*
[ -3 ] 
f(z) = 61/162*z^3 - 37/18*z + 1
*
[ -13/4 ] 
f(z) = 64/169*z^3 - 35/13*z + 1
*
[ 13/5 ] 
f(z) = 75/169*z^3 - 31/13*z + 1
*
[ -13/5 ] 
f(z) = 75/169*z^3 - 21/13*z + 1
*
[ -5/2 ] 
f(z) = 64/175*z^3 - 31/35*z + 1
*
[ 5/8 ] 
f(z) = 64/175*z^3 - 26/35*z + 1
*
[ 2 ] 
f(z) = 65/168*z^3 - 22/21*z + 1
*
[ 2 ] 
f(z) = 67/168*z^3 - 23/21*z + 1
*
[ -5/2 ] 
f(z) = 68/175*z^3 - 36/35*z + 1
*
[ 2 ] 
f(z) = 71/168*z^3 - 25/21*z + 1
*
[ 5/3 ] 
f(z) = 72/175*z^3 - 26/35*z + 1
*
[ 2 ] 
f(z) = 73/168*z^3 - 26/21*z + 1
*
[ 2 ] 
f(z) = 79/168*z^3 - 29/21*z + 1
*
[ 2 ] 
f(z) = 61/176*z^3 - 39/44*z + 1
*
[ 2/3 ] 
f(z) = 63/160*z^3 - 27/40*z + 1
*
[ 2/3 ] 
f(z) = 63/176*z^3 - 29/44*z + 1
*
[ 13/16 ] 
f(z) = 64/169*z^3 - 25/52*z + 1
*
[ 3/4 ] 
f(z) = 64/171*z^3 - 31/57*z + 1
*
[ 3/2 ] 
f(z) = 64/171*z^3 - 29/57*z + 1
*
[ 3/2 ] 
f(z) = 68/171*z^3 - 32/57*z + 1
*
[ 13/10 ] 
f(z) = 75/169*z^3 - 27/52*z + 1
*
[ 4/5 ] 
f(z) = 75/176*z^3 - 23/44*z + 1
*
[ 13/10 ] 
f(z) = 60/169*z^3 - 24/65*z + 1
*
[ 3/2 ] 
f(z) = 61/162*z^3 - 37/72*z + 1
*
[ 4/3 ] 
f(z) = 69/160*z^3 - 31/60*z + 1
*
[ 5/4 ] 
f(z) = 72/175*z^3 - 31/70*z + 1
*
[ 6/5 ] 
f(z) = 65/162*z^3 - 37/90*z + 1
*
[ 13/8 ] 
f(z) = 64/169*z^3 - 8/13*z + 1
*
[ 13/6 ] 
f(z) = 72/169*z^3 - 19/13*z + 1
*
[ -13/6 ] 
f(z) = 72/169*z^3 - 7/13*z + 1
*
[ 2 ] 
f(z) = 61/168*z^3 - 20/21*z + 1
*
[ 4/3 ] 
f(z) = 63/160*z^3 - 9/20*z + 1
*
[ 5/4 ] 
f(z) = 64/175*z^3 - 13/35*z + 1
*
[ 13/12 ] 
f(z) = 72/169*z^3 - 11/26*z + 1
*
[ 5/6 ] 
f(z) = 72/175*z^3 - 17/35*z + 1
*
[ 13/15 ] 
f(z) = 75/169*z^3 - 19/39*z + 1
*
[ 4/3 ] 
f(z) = 63/176*z^3 - 17/44*z + 1
*
[ -13/8 ]
f(z) = 64/169*z^3 + 8/13*z + 1
*
[ -1 ]
f(z) = 62/161*z^3 + 260/161*z + 1
*
[ 12 ] 
f(z) = 65/192*z^3 - 287/6*z + 1
*
[ -12 ] 
f(z) = 67/192*z^3 - 295/6*z + 1
*
-21/4 | 0.26526180782252115922679017864186875022 | 0.029643735202630883689529680052192058028
f(z) = 64/189*z^3 - 285/28*z + 1
*
[ 14/3 ] 
f(z) = 69/196*z^3 - 289/42*z + 1
*
[ -14/3 ] 
f(z) = 75/196*z^3 - 299/42*z + 1
*
[ -36/11 ] 
f(z) = 77/192*z^3 - 296/99*z + 1
*
[ -7/2 ] 
f(z) = 61/196*z^3 - 283/112*z + 1
*
[ -10/3 ] 
f(z) = 63/184*z^3 - 288/115*z + 1
*
3/4 | 0.23197566498729108710039490809555260086 | 0.025944335413045586333617182488553832804
f(z) = 65/189*z^3 - 283/112*z + 1
*
3/4 | 0.22087747822130069227502296374402431948 | 0.024683664528886630535353702138597196906
f(z) = 71/189*z^3 - 285/112*z + 1
*
[ -14/5 ] 
f(z) = 75/184*z^3 - 296/161*z + 1
*
-20/11 | 0.25804801999393783428274133983080166738 | 0.026226909173191529332727596353994142516
f(z) = 77/192*z^3 - 293/165*z + 1
*
[ -3 ] 
f(z) = 61/192*z^3 - 293/192*z + 1
*
[ -3 ] 
f(z) = 61/195*z^3 - 289/195*z + 1
*
[ -3 ] 
f(z) = 62/195*z^3 - 298/195*z + 1
*
[ 5/2 ] 
f(z) = 64/185*z^3 - 289/185*z + 1
*
13/8 | 0.14286617576904721053507516328266108977 | 0.025212745815412283871223799574784843210
f(z) = 64/195*z^3 - 289/195*z + 1
*
[ 5/2 ] 
f(z) = 64/195*z^3 - 283/195*z + 1
*
[ 2/5 ] 
f(z) = 75/182*z^3 - 285/182*z + 1
*
[ -8/3 ] 
f(z) = 73/192*z^3 - 287/216*z + 1
*
[ -36/13 ] 
f(z) = 65/192*z^3 - 289/234*z + 1
*
[ -21/8 ] 
f(z) = 74/189*z^3 - 295/224*z + 1
*
[ 7/3 ] 
f(z) = 61/196*z^3 - 283/252*z + 1
*
[ 12 ] 
f(z) = 61/192*z^3 - 269/6*z + 1
*
[ -21/2 ] 
f(z) = 68/189*z^3 - 270/7*z + 1
*
-21/4 | 0.23797132713767005830550143416336023689 | 0.026657335086398486602880074271421721561
f(z) = 64/189*z^3 - 279/28*z + 1
*
[ -21/4 ] 
f(z) = 76/189*z^3 - 277/28*z + 1
*
[ -14/3 ] 
f(z) = 69/196*z^3 - 271/42*z + 1
*
-14/5 | 0.22745857478857599727863692087351084818 | 0.029513004494660128868026054259586472635
f(z) = 75/184*z^3 - 278/69*z + 1
*
46/15 | 0.21300167566907898112160757357356100872 | 0.027796346496043941458325950157803390751
f(z) = 75/184*z^3 - 266/69*z + 1
*
-7/4 | 0.14285758523636797172524220440752520674 | 0.025401340781603413922329506810015737403
f(z) = 64/189*z^3 - 277/189*z + 1
*
[ 11/5 ] 
f(z) = 75/187*z^3 - 261/187*z + 1
*
[ -8/3 ] 
f(z) = 71/192*z^3 - 271/216*z + 1
*
[ 21/2 ] 
f(z) = 64/189*z^3 - 255/7*z + 1
*
[ 21/4 ] 
f(z) = 68/189*z^3 - 255/28*z + 1
*
4/11 | 0.20095305912831673168172955525345599381 | 0.022349998722209851391068490693700432814
f(z) = 77/192*z^3 - 251/66*z + 1
*
[ 21/8 ] 
f(z) = 76/189*z^3 - 241/112*z + 1
*
[ 12/5 ] 
f(z) = 73/192*z^3 - 241/150*z + 1
*
[ 12/5 ] 
f(z) = 77/192*z^3 - 259/150*z + 1
*
[ -13/5 ] 
f(z) = 75/182*z^3 - 255/182*z + 1
*
[ -12/5 ] 
f(z) = 75/184*z^3 - 257/276*z + 1
*
[ 4/7 ] 
f(z) = 61/192*z^3 - 251/294*z + 1
*
[ 4/7 ] 
f(z) = 65/192*z^3 - 253/294*z + 1
*
[ 4/7 ] 
f(z) = 73/192*z^3 - 257/294*z + 1
*
7/5 | 0.14106372673623620971075691996295620852 | 0.019048519255399982319981258475126854730
f(z) = 75/196*z^3 - 235/84*z + 1
*
-7/3 | 0.21873461692444924265480899556210355243 | 0.029747338502263892985401607808034937653
f(z) = 75/196*z^3 - 223/84*z + 1
*
[ 36/13 ] 
f(z) = 65/192*z^3 - 229/117*z + 1
*
3/2 | 0.17559276794699667642086391097084482403 | 0.020176099468764198440930316995434635266
f(z) = 76/189*z^3 - 223/133*z + 1
*
[ -11/4 ] 
f(z) = 64/187*z^3 - 229/187*z + 1
*
[ 2 ] 
f(z) = 79/182*z^3 - 225/182*z + 1
*
[ 2 ] 
f(z) = 79/186*z^3 - 223/186*z + 1
*
[ 2 ] 
f(z) = 79/190*z^3 - 221/190*z + 1
*
[ -8/3 ] 
f(z) = 65/192*z^3 - 223/216*z + 1
*
[ -8/3 ] 
f(z) = 67/192*z^3 - 239/216*z + 1
*
[ 9/16 ] 
f(z) = 64/189*z^3 - 223/252*z + 1
*
[ 21/37 ] 
f(z) = 74/189*z^3 - 230/259*z + 1
*
[ 12/7 ] 
f(z) = 79/192*z^3 - 233/294*z + 1
*
-12/5 | 0.27588903742598758337642905449127378650 | 0.029051895728796849823139192945562513756
f(z) = 73/192*z^3 - 208/75*z + 1
*
[ 46/15 ] 
f(z) = 75/184*z^3 - 218/69*z + 1
*
3/4 | 0.21914021776997493757061192091834450254 | 0.028956685552372346105242443579588849544
f(z) = 76/189*z^3 - 215/84*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016171420371032475827432702221923933275
f(z) = 77/188*z^3 - 201/94*z + 1
*
-2 | 0.083107595690224372720569602965845974429 | 0.013836614911224275195465903046361988221
f(z) = 79/180*z^3 - 203/90*z + 1
*
-2 | 0.096973666502995624709629931145725153573 | 0.016118871885962803902759597269590119178
f(z) = 79/188*z^3 - 205/94*z + 1
*
-2 | 0.097743774803500500872830126683029397341 | 0.016220701759393964271998600095633778412
f(z) = 79/196*z^3 - 207/98*z + 1
*
21/34 | 0.23957305142379004392022807606976992111 | 0.027734233109301310808276045078156343775
f(z) = 68/189*z^3 - 209/119*z + 1
*
[ -20/7 ] 
f(z) = 77/192*z^3 - 202/105*z + 1
*
-12/5 | 0.25639287668054147568138591932762765563 | 0.029521655162141544517207437277399587106
f(z) = 65/189*z^3 - 219/140*z + 1
*
[ 1/2 ] 
f(z) = 60/187*z^3 - 202/187*z + 1
*
[ 1/2 ] 
f(z) = 60/191*z^3 - 206/191*z + 1
*
[ 1/2 ] 
f(z) = 60/193*z^3 - 208/193*z + 1
*
[ 1/2 ] 
f(z) = 60/197*z^3 - 212/197*z + 1
*
[ 1/2 ] 
f(z) = 60/199*z^3 - 214/199*z + 1
*
[ 1/2 ] 
f(z) = 64/185*z^3 - 201/185*z + 1
*
[ 1/2 ] 
f(z) = 64/187*z^3 - 203/187*z + 1
*
[ 1/2 ] 
f(z) = 64/189*z^3 - 205/189*z + 1
*
[ 1/2 ] 
f(z) = 64/191*z^3 - 207/191*z + 1
*
[ 1/2 ] 
f(z) = 64/193*z^3 - 209/193*z + 1
*
[ 1/2 ] 
f(z) = 64/195*z^3 - 211/195*z + 1
*
[ 1/2 ] 
f(z) = 64/197*z^3 - 213/197*z + 1
*
[ 1/2 ] 
f(z) = 64/199*z^3 - 215/199*z + 1
*
4/5 | 0.28325567309654482619684173072509058607 | 0.029782712686486608213779913397673080809
f(z) = 65/192*z^3 - 211/195*z + 1
*
[ 1/2 ] 
f(z) = 68/185*z^3 - 202/185*z + 1
*
[ 1/2 ] 
f(z) = 68/189*z^3 - 206/189*z + 1
*
[ 1/2 ] 
f(z) = 68/191*z^3 - 208/191*z + 1
*
[ 1/2 ] 
f(z) = 68/193*z^3 - 210/193*z + 1
*
[ 1/2 ] 
f(z) = 68/195*z^3 - 212/195*z + 1
*
[ 1/2 ] 
f(z) = 68/197*z^3 - 214/197*z + 1
*
[ 1/2 ] 
f(z) = 68/199*z^3 - 216/199*z + 1
*
[ 1/2 ] 
f(z) = 72/185*z^3 - 203/185*z + 1
*
[ 1/2 ] 
f(z) = 72/187*z^3 - 205/187*z + 1
*
[ 1/2 ] 
f(z) = 72/191*z^3 - 209/191*z + 1
*
[ 1/2 ] 
f(z) = 72/193*z^3 - 211/193*z + 1
*
[ 1/2 ] 
f(z) = 72/197*z^3 - 215/197*z + 1
*
[ 1/2 ] 
f(z) = 72/199*z^3 - 217/199*z + 1
*
[ 2 ] 
f(z) = 73/182*z^3 - 201/182*z + 1
*
[ 2 ] 
f(z) = 75/182*z^3 - 209/182*z + 1
*
[ 2 ] 
f(z) = 75/194*z^3 - 203/194*z + 1
*
[ 1/2 ] 
f(z) = 76/183*z^3 - 202/183*z + 1
*
[ -5/2 ] 
f(z) = 76/185*z^3 - 216/185*z + 1
*
[ 1/2 ] 
f(z) = 76/185*z^3 - 204/185*z + 1
*
[ 1/2 ] 
f(z) = 76/187*z^3 - 206/187*z + 1
*
[ 1/2 ] 
f(z) = 76/189*z^3 - 208/189*z + 1
*
[ 1/2 ] 
f(z) = 76/191*z^3 - 210/191*z + 1
*
[ 1/2 ] 
f(z) = 76/193*z^3 - 212/193*z + 1
*
[ 1/2 ] 
f(z) = 76/195*z^3 - 214/195*z + 1
*
[ -5/2 ] 
f(z) = 76/195*z^3 - 202/195*z + 1
*
[ 1/2 ] 
f(z) = 76/197*z^3 - 216/197*z + 1
*
[ 1/2 ] 
f(z) = 76/199*z^3 - 218/199*z + 1
*
[ 2 ] 
f(z) = 77/186*z^3 - 215/186*z + 1
*
[ 2 ] 
f(z) = 77/190*z^3 - 213/190*z + 1
*
[ 2 ] 
f(z) = 77/194*z^3 - 211/194*z + 1
*
[ 2 ] 
f(z) = 79/194*z^3 - 219/194*z + 1
*
[ 2 ] 
f(z) = 79/198*z^3 - 217/198*z + 1
*
[ 6 ] 
f(z) = 73/189*z^3 - 183/14*z + 1
*
[ -6 ] 
f(z) = 74/189*z^3 - 181/14*z + 1
*
[ 6 ] 
f(z) = 76/189*z^3 - 191/14*z + 1
*
[ 6 ] 
f(z) = 79/189*z^3 - 199/14*z + 1
*
15/16 | 0.24212210396812439408920760028402813581 | 0.028256123932290946452470199764011873704
f(z) = 64/189*z^3 - 195/28*z + 1
*
14/5 | 0.19666907233552047951028155926262268314 | 0.024824866396967849947723399746941782462
f(z) = 75/196*z^3 - 197/42*z + 1
*
4/5 | 0.27476932252955527134841031942778930651 | 0.029312420817080947107052295603797433546
f(z) = 61/192*z^3 - 184/75*z + 1
*
-12/5 | 0.27482019256045890611113750955822011638 | 0.029369352232567480658608782358773346031
f(z) = 61/192*z^3 - 181/75*z + 1
*
4/5 | 0.27325407450125716268650272748011748410 | 0.029100566137350485580840432050429564151
f(z) = 73/192*z^3 - 187/75*z + 1
*
2/3 | 0.21527725452961527318313111319998540022 | 0.029490853473542359378069679582670931704
f(z) = 75/184*z^3 - 185/69*z + 1
*
[ 3 ] 
f(z) = 77/180*z^3 - 191/60*z + 1
*
4/5 | 0.27325229865230145750841183231610697862 | 0.029083857909005710996242027319689967579
f(z) = 77/192*z^3 - 188/75*z + 1
*
4/11 | 0.25437661659340095361267169415522995598 | 0.029285508898896155131332935446956377171
f(z) = 77/192*z^3 - 185/66*z + 1
*
[ 3 ] 
f(z) = 79/180*z^3 - 197/60*z + 1
*
[ 3 ] 
f(z) = 79/198*z^3 - 193/66*z + 1
*
39/16 | 0.16966383597011429070254642707746133513 | 0.022681032292274626228181803789470313799
f(z) = 64/189*z^3 - 197/84*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016459097659898123763190695369742820133
f(z) = 67/188*z^3 - 181/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016559196300865346435605189763527544133
f(z) = 67/196*z^3 - 183/98*z + 1
*
-3 | 0.19511514343361037065921575659300682443 | 0.026382164413364316168708741111401048900
f(z) = 68/189*z^3 - 181/84*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016398257913686027795453437786347270034
f(z) = 69/188*z^3 - 185/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016498758224194405253779141736352912717
f(z) = 69/196*z^3 - 187/98*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.013943144212343530063787197141015808994
f(z) = 71/180*z^3 - 187/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016339153532237542409349477688623558305
f(z) = 71/188*z^3 - 189/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016440025104082977926543346894225711495
f(z) = 71/196*z^3 - 191/98*z + 1
*
-2 | 0.082603391873482137187681713740033857279 | 0.013893616164667254174231234960650211926
f(z) = 73/180*z^3 - 191/90*z + 1
*
-2 | 0.096971902191181294685927245438710423027 | 0.016281825069359612985069424687500612186
f(z) = 73/188*z^3 - 193/94*z + 1
*
-2 | 0.097743369645459673270872957785428652272 | 0.016382997924690035966179256877802208424
f(z) = 73/196*z^3 - 195/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016225812194017480848520244841303860120
f(z) = 75/188*z^3 - 197/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016327344472743380950686065688847340711
f(z) = 75/196*z^3 - 199/98*z + 1
*
-2 | 0.082612898373556033833456283544147306710 | 0.013799976730896851168432461104285079023
f(z) = 77/180*z^3 - 199/90*z + 1
*
[ 3/8 ] 
f(z) = 76/189*z^3 - 193/112*z + 1
*
[ 12/5 ] 
f(z) = 61/192*z^3 - 187/150*z + 1
*
[ 21/10 ] 
f(z) = 68/189*z^3 - 186/175*z + 1
*
[ 1/2 ] 
f(z) = 60/181*z^3 - 196/181*z + 1
*
[ -8/3 ] 
f(z) = 63/184*z^3 - 195/184*z + 1
*
[ 1/2 ] 
f(z) = 64/181*z^3 - 197/181*z + 1
*
[ 1/2 ] 
f(z) = 64/183*z^3 - 199/183*z + 1
*
[ 17/8 ] 
f(z) = 64/187*z^3 - 190/187*z + 1
*
[ 1/2 ] 
f(z) = 68/181*z^3 - 198/181*z + 1
*
[ 1/2 ] 
f(z) = 68/183*z^3 - 200/183*z + 1
*
[ 2 ] 
f(z) = 69/182*z^3 - 185/182*z + 1
*
[ 2 ] 
f(z) = 69/190*z^3 - 181/190*z + 1
*
[ 2 ] 
f(z) = 71/182*z^3 - 193/182*z + 1
*
[ 2 ] 
f(z) = 71/186*z^3 - 191/186*z + 1
*
[ 2 ] 
f(z) = 71/190*z^3 - 189/190*z + 1
*
[ 2 ] 
f(z) = 71/194*z^3 - 187/194*z + 1
*
[ 2 ] 
f(z) = 71/198*z^3 - 185/198*z + 1
*
[ 1/2 ] 
f(z) = 72/181*z^3 - 199/181*z + 1
*
[ -5/2 ] 
f(z) = 72/185*z^3 - 191/185*z + 1
*
[ 2 ] 
f(z) = 73/186*z^3 - 199/186*z + 1
*
[ 2 ] 
f(z) = 73/190*z^3 - 197/190*z + 1
*
[ 2 ] 
f(z) = 73/194*z^3 - 195/194*z + 1
*
[ 2 ] 
f(z) = 73/198*z^3 - 193/198*z + 1
*
[ 1/2 ] 
f(z) = 76/181*z^3 - 200/181*z + 1
*
[ -8/3 ] 
f(z) = 61/192*z^3 - 191/216*z + 1
*
[ -21/8 ] 
f(z) = 62/189*z^3 - 197/224*z + 1
*
[ -7/3 ] 
f(z) = 79/196*z^3 - 193/252*z + 1
*
[ 2/3 ] 
f(z) = 69/188*z^3 - 187/282*z + 1
*
[ 2/3 ] 
f(z) = 69/196*z^3 - 193/294*z + 1
*
[ 12/7 ] 
f(z) = 71/192*z^3 - 197/294*z + 1
*
[ 2/3 ] 
f(z) = 75/188*z^3 - 191/282*z + 1
*
[ 2/3 ] 
f(z) = 75/196*z^3 - 197/294*z + 1
*
[ 6 ] 
f(z) = 67/189*z^3 - 167/14*z + 1
*
[ -6 ] 
f(z) = 68/189*z^3 - 165/14*z + 1
*
[ -6 ] 
f(z) = 71/189*z^3 - 173/14*z + 1
*
[ -12 ] 
f(z) = 73/192*z^3 - 161/3*z + 1
*
[ -12 ] 
f(z) = 77/192*z^3 - 170/3*z + 1
*
[ 12 ] 
f(z) = 79/192*z^3 - 175/3*z + 1
*
[ 21/4 ] 
f(z) = 64/189*z^3 - 179/21*z + 1
*
15/16 | 0.19028783268525163177280292725328662718 | 0.022616075834908590252516060453568210710
f(z) = 64/189*z^3 - 167/28*z + 1
*
4/13 | 0.22751928292125022370763821823306139678 | 0.024525417926461341484899985634328442586
f(z) = 65/192*z^3 - 167/39*z + 1
*
[ 3 ] 
f(z) = 67/180*z^3 - 161/60*z + 1
*
[ 3 ] 
f(z) = 71/180*z^3 - 173/60*z + 1
*
[ 3 ] 
f(z) = 71/198*z^3 - 169/66*z + 1
*
[ 3 ] 
f(z) = 73/180*z^3 - 179/60*z + 1
*
[ 3 ] 
f(z) = 73/198*z^3 - 175/66*z + 1
*
[ -46/15 ] 
f(z) = 75/184*z^3 - 173/69*z + 1
*
-2 | 0.082602752934163035468436121457516821886 | 0.014214549781875207816951017390601669653
f(z) = 61/180*z^3 - 167/90*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016652993845546560883288034213030080503
f(z) = 61/188*z^3 - 169/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016751676869133664900601245070197638819
f(z) = 61/196*z^3 - 171/98*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016586361576814158768167040195082326469
f(z) = 63/188*z^3 - 173/94*z + 1
*
-2 | 0.096971147459813874178803979864602348982 | 0.016521765535974288860720695304636808128
f(z) = 65/188*z^3 - 177/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016621429432649080165771437214551642939
f(z) = 65/196*z^3 - 179/98*z + 1
*
-2 | 0.082603171454492750912348063820800684006 | 0.014046885145533670464793876522565978523
f(z) = 67/180*z^3 - 179/90*z + 1
*
[ 2/5 ] 
f(z) = 65/184*z^3 - 179/115*z + 1
*
[ 46/21 ] 
f(z) = 63/184*z^3 - 177/161*z + 1
*
[ 2 ] 
f(z) = 65/186*z^3 - 167/186*z + 1
*
[ 2 ] 
f(z) = 65/194*z^3 - 163/194*z + 1
*
[ 2 ] 
f(z) = 65/198*z^3 - 161/198*z + 1
*
[ 2 ] 
f(z) = 67/182*z^3 - 177/182*z + 1
*
[ 2 ] 
f(z) = 67/186*z^3 - 175/186*z + 1
*
[ 2 ] 
f(z) = 67/190*z^3 - 173/190*z + 1
*
[ 2 ] 
f(z) = 67/194*z^3 - 171/194*z + 1
*
[ 2 ] 
f(z) = 67/198*z^3 - 169/198*z + 1
*
[ -5/2 ] 
f(z) = 68/185*z^3 - 166/185*z + 1
*
[ 2 ] 
f(z) = 69/194*z^3 - 179/194*z + 1
*
[ 12/7 ] 
f(z) = 67/192*z^3 - 179/294*z + 1
*
[ 6 ] 
f(z) = 61/189*z^3 - 151/14*z + 1
*
[ -6 ] 
f(z) = 62/189*z^3 - 149/14*z + 1
*
[ 6 ] 
f(z) = 64/189*z^3 - 159/14*z + 1
*
[ -6 ] 
f(z) = 65/189*z^3 - 157/14*z + 1
*
[ -12 ] 
f(z) = 65/192*z^3 - 143/3*z + 1
*
[ 12 ] 
f(z) = 67/192*z^3 - 148/3*z + 1
*
[ 12 ] 
f(z) = 71/192*z^3 - 157/3*z + 1
*
[ 15/4 ] 
f(z) = 64/189*z^3 - 141/35*z + 1
*
20/13 | 0.26893492570507753483074591514204635042 | 0.029163971579261037410928391298630622539
f(z) = 65/192*z^3 - 158/39*z + 1
*
-4 | 0.18519246193819302664255405685472910055 | 0.021865337727426961555140165134201058779
f(z) = 65/192*z^3 - 149/30*z + 1
*
3/4 | 0.22031665882331727163072122208546886094 | 0.026722551185145672460221158500357693879
f(z) = 62/189*z^3 - 141/56*z + 1
*
-3 | 0.23786709614250604285286481881181760192 | 0.028436874997374424543171855798113680808
f(z) = 64/189*z^3 - 159/56*z + 1
*
3/4 | 0.22920728991454199411226438029836412152 | 0.027753496731678355466727923500986830235
f(z) = 74/189*z^3 - 143/56*z + 1
*
[ 3 ] 
f(z) = 61/180*z^3 - 143/60*z + 1
*
[ 3 ] 
f(z) = 65/198*z^3 - 151/66*z + 1
*
[ 3 ] 
f(z) = 67/198*z^3 - 157/66*z + 1
*
[ -3 ] 
f(z) = 77/180*z^3 - 151/60*z + 1
*
[ -3 ] 
f(z) = 79/180*z^3 - 157/60*z + 1
*
[ -3 ] 
f(z) = 79/198*z^3 - 149/66*z + 1
*
[ 2/5 ] 
f(z) = 75/188*z^3 - 147/94*z + 1
*
[ 2/5 ] 
f(z) = 75/196*z^3 - 153/98*z + 1
*
-8/5 | 0.16396854233612540523836092378125644455 | 0.023148321941893361026743651759662909434
f(z) = 65/192*z^3 - 149/120*z + 1
*
[ -12/5 ] 
f(z) = 79/192*z^3 - 143/150*z + 1
*
[ 3/5 ] 
f(z) = 73/189*z^3 - 141/175*z + 1
*
[ 3/5 ] 
f(z) = 76/189*z^3 - 142/175*z + 1
*
[ 3/5 ] 
f(z) = 79/189*z^3 - 143/175*z + 1
*
[ 2 ] 
f(z) = 61/182*z^3 - 153/182*z + 1
*
[ 2 ] 
f(z) = 61/186*z^3 - 151/186*z + 1
*
[ 2 ] 
f(z) = 61/190*z^3 - 149/190*z + 1
*
[ 2 ] 
f(z) = 61/194*z^3 - 147/194*z + 1
*
[ 2 ] 
f(z) = 61/198*z^3 - 145/198*z + 1
*
[ 2 ] 
f(z) = 63/190*z^3 - 157/190*z + 1
*
[ 2 ] 
f(z) = 63/194*z^3 - 155/194*z + 1
*
[ -5/2 ] 
f(z) = 64/185*z^3 - 141/185*z + 1
*
[ 5/8 ] 
f(z) = 64/195*z^3 - 142/195*z + 1
*
[ -5/2 ] 
f(z) = 68/195*z^3 - 152/195*z + 1
*
[ 11/6 ] 
f(z) = 72/187*z^3 - 157/187*z + 1
*
[ 2/3 ] 
f(z) = 77/184*z^3 - 142/207*z + 1
*
[ 2/3 ] 
f(z) = 79/184*z^3 - 143/207*z + 1
*
-6/5 | 0.15816499477839913831061260273718432075 | 0.023032842788248164463010117406530045976
f(z) = 65/192*z^3 - 157/240*z + 1
*
[ -7/3 ] 
f(z) = 73/196*z^3 - 151/252*z + 1
*
[ -9/4 ] 
f(z) = 76/189*z^3 - 149/252*z + 1
*
[ 3/2 ] 
f(z) = 77/180*z^3 - 151/240*z + 1
*
[ 3/2 ] 
f(z) = 79/180*z^3 - 157/240*z + 1
*
[ 8/11 ] 
f(z) = 77/192*z^3 - 155/264*z + 1
*
[ 3/2 ] 
f(z) = 79/198*z^3 - 149/264*z + 1
*
[ -12 ] 
f(z) = 61/192*z^3 - 134/3*z + 1
*
4/7 | 0.19034304940518897262425896031301163968 | 0.023039694975755221263350299088078968484
f(z) = 77/192*z^3 - 121/42*z + 1
*
[ 3 ] 
f(z) = 61/198*z^3 - 139/66*z + 1
*
[ 14/5 ] 
f(z) = 65/196*z^3 - 137/70*z + 1
*
[ -3 ] 
f(z) = 67/180*z^3 - 121/60*z + 1
*
[ -3 ] 
f(z) = 71/180*z^3 - 133/60*z + 1
*
[ -3 ] 
f(z) = 71/198*z^3 - 125/66*z + 1
*
[ -3 ] 
f(z) = 73/180*z^3 - 139/60*z + 1
*
[ -3 ] 
f(z) = 73/198*z^3 - 131/66*z + 1
*
[ 12/5 ] 
f(z) = 79/192*z^3 - 134/75*z + 1
*
21/16 | 0.21041275193412530943532191551599674539 | 0.029563956224191471375648165101054930690
f(z) = 64/189*z^3 - 137/84*z + 1
*
[ 7/3 ] 
f(z) = 75/196*z^3 - 127/84*z + 1
*
3/4 | 0.18544856761655844125405713669809385854 | 0.026221366630074464471982741861503699166
f(z) = 76/189*z^3 - 131/84*z + 1
*
[ -21/8 ] 
f(z) = 68/189*z^3 - 123/112*z + 1
*
[ 21/38 ] 
f(z) = 76/189*z^3 - 124/133*z + 1
*
[ 21/10 ] 
f(z) = 65/189*z^3 - 139/140*z + 1
*
[ 4/7 ] 
f(z) = 67/192*z^3 - 127/147*z + 1
*
[ 4/7 ] 
f(z) = 71/192*z^3 - 128/147*z + 1
*
[ 4/7 ] 
f(z) = 79/192*z^3 - 130/147*z + 1
*
[ 3/5 ] 
f(z) = 61/189*z^3 - 137/175*z + 1
*
[ 3/5 ] 
f(z) = 64/189*z^3 - 138/175*z + 1
*
[ 3/5 ] 
f(z) = 67/189*z^3 - 139/175*z + 1
*
[ 2/3 ] 
f(z) = 63/190*z^3 - 123/190*z + 1
*
[ 2/3 ] 
f(z) = 63/194*z^3 - 125/194*z + 1
*
[ 5/8 ] 
f(z) = 64/185*z^3 - 136/185*z + 1
*
[ 15/8 ] 
f(z) = 64/195*z^3 - 134/195*z + 1
*
[ -5/2 ] 
f(z) = 64/195*z^3 - 127/195*z + 1
*
[ 5/3 ] 
f(z) = 72/185*z^3 - 126/185*z + 1
*
[ 8/5 ] 
f(z) = 75/184*z^3 - 123/184*z + 1
*
[ 2/3 ] 
f(z) = 61/184*z^3 - 134/207*z + 1
*
[ 21/31 ] 
f(z) = 62/189*z^3 - 136/217*z + 1
*
[ 2/3 ] 
f(z) = 65/184*z^3 - 136/207*z + 1
*
[ 2/3 ] 
f(z) = 67/184*z^3 - 137/207*z + 1
*
[ 2/3 ] 
f(z) = 71/184*z^3 - 139/207*z + 1
*
[ 2/3 ] 
f(z) = 73/184*z^3 - 140/207*z + 1
*
[ 3/2 ] 
f(z) = 67/180*z^3 - 121/240*z + 1
*
[ 3/2 ] 
f(z) = 71/180*z^3 - 133/240*z + 1
*
[ -7/3 ] 
f(z) = 71/196*z^3 - 137/252*z + 1
*
[ 3/2 ] 
f(z) = 73/180*z^3 - 139/240*z + 1
*
[ 3/2 ] 
f(z) = 71/198*z^3 - 125/264*z + 1
*
[ 3/2 ] 
f(z) = 73/198*z^3 - 131/264*z + 1
*
[ 4/3 ] 
f(z) = 75/184*z^3 - 131/276*z + 1
*
12/5 | 0.23489387058484959178956337310089530425 | 0.029067942602460617682159072570883936144
f(z) = 65/192*z^3 - 101/30*z + 1
*
-4/7 | 0.26557029994402575184286080362590946019 | 0.029885460714696724574602365477388710023
f(z) = 77/192*z^3 - 113/21*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.012833032703400453237247787215308370610
f(z) = 77/192*z^3 - 101/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.012791411450063691271736008556373791646
f(z) = 79/192*z^3 - 103/48*z + 1
*
[ -3 ] 
f(z) = 61/180*z^3 - 103/60*z + 1
*
[ -3 ] 
f(z) = 65/198*z^3 - 107/66*z + 1
*
[ 12/5 ] 
f(z) = 67/192*z^3 - 107/75*z + 1
*
[ -3 ] 
f(z) = 67/198*z^3 - 113/66*z + 1
*
[ 12/5 ] 
f(z) = 71/192*z^3 - 116/75*z + 1
*
[ 4/11 ] 
f(z) = 77/192*z^3 - 119/66*z + 1
*
[ 7/3 ] 
f(z) = 69/196*z^3 - 113/84*z + 1
*
[ 2 ] 
f(z) = 73/180*z^3 - 101/90*z + 1
*
[ 2 ] 
f(z) = 75/188*z^3 - 103/94*z + 1
*
-7/5 | 0.12341498185834088607184507356887158762 | 0.018445358109077473148660921859927855640
f(z) = 75/196*z^3 - 115/84*z + 1
*
[ 7/15 ] 
f(z) = 75/196*z^3 - 103/84*z + 1
*
[ 2 ] 
f(z) = 75/196*z^3 - 101/98*z + 1
*
[ 2 ] 
f(z) = 77/180*z^3 - 109/90*z + 1
*
[ 2 ] 
f(z) = 77/188*z^3 - 107/94*z + 1
*
[ 2 ] 
f(z) = 79/180*z^3 - 113/90*z + 1
*
[ 2 ] 
f(z) = 79/188*z^3 - 111/94*z + 1
*
[ 2 ] 
f(z) = 79/196*z^3 - 109/98*z + 1
*
[ -12/5 ] 
f(z) = 71/192*z^3 - 107/150*z + 1
*
[ 12/7 ] 
f(z) = 73/192*z^3 - 103/147*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.026385864209012977243293281081347283584
f(z) = 77/192*z^3 - 109/168*z + 1
*
[ 5/3 ] 
f(z) = 63/185*z^3 - 101/185*z + 1
*
[ 7/4 ] 
f(z) = 64/189*z^3 - 115/189*z + 1
*
[ 3/4 ] 
f(z) = 64/195*z^3 - 101/195*z + 1
*
[ 3/2 ] 
f(z) = 76/183*z^3 - 110/183*z + 1
*
[ 3/2 ] 
f(z) = 76/195*z^3 - 106/195*z + 1
*
[ 6/7 ] 
f(z) = 77/180*z^3 - 101/210*z + 1
*
[ 3/2 ] 
f(z) = 61/180*z^3 - 103/240*z + 1
*
[ -7/3 ] 
f(z) = 67/196*z^3 - 109/252*z + 1
*
[ 3/2 ] 
f(z) = 65/198*z^3 - 107/264*z + 1
*
[ 3/2 ] 
f(z) = 67/198*z^3 - 113/264*z + 1
*
[ -24/11 ] 
f(z) = 77/192*z^3 - 119/264*z + 1
*
[ 6/5 ] 
f(z) = 75/188*z^3 - 115/282*z + 1
*
[ 6/5 ] 
f(z) = 75/196*z^3 - 113/294*z + 1
*
4 | 0.15669970339830052926569258361324855291 | 0.018294067054463221155802614068827789844
f(z) = 65/192*z^3 - 82/15*z + 1
*
[ 4/13 ] 
f(z) = 65/192*z^3 - 89/39*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013212919121991484490814094220646402543
f(z) = 61/192*z^3 - 85/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.013109497037559228854494094143933972572
f(z) = 65/192*z^3 - 89/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.013059919263462164843130882697675763020
f(z) = 67/192*z^3 - 91/48*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.012965516268019810082184732728136797358
f(z) = 71/192*z^3 - 95/48*z + 1
*
-2 | 0.077016353395549478824136902384241840897 | 0.012920027580518288272051997949890568569
f(z) = 73/192*z^3 - 97/48*z + 1
*
[ -3 ] 
f(z) = 61/198*z^3 - 95/66*z + 1
*
[ -14/5 ] 
f(z) = 65/196*z^3 - 87/70*z + 1
*
[ 2 ] 
f(z) = 65/188*z^3 - 83/94*z + 1
*
[ 2 ] 
f(z) = 65/196*z^3 - 81/98*z + 1
*
[ 2 ] 
f(z) = 67/180*z^3 - 89/90*z + 1
*
[ 2 ] 
f(z) = 67/188*z^3 - 87/94*z + 1
*
[ 2 ] 
f(z) = 67/196*z^3 - 85/98*z + 1
*
[ 2 ] 
f(z) = 69/188*z^3 - 91/94*z + 1
*
[ 2 ] 
f(z) = 69/196*z^3 - 89/98*z + 1
*
[ 2 ] 
f(z) = 71/180*z^3 - 97/90*z + 1
*
[ 2 ] 
f(z) = 71/188*z^3 - 95/94*z + 1
*
[ 2 ] 
f(z) = 71/196*z^3 - 93/98*z + 1
*
[ 2 ] 
f(z) = 73/188*z^3 - 99/94*z + 1
*
[ 2 ] 
f(z) = 73/196*z^3 - 97/98*z + 1
*
[ 3/5 ] 
f(z) = 65/189*z^3 - 83/105*z + 1
*
[ 21/34 ] 
f(z) = 68/189*z^3 - 90/119*z + 1
*
[ 12/7 ] 
f(z) = 65/192*z^3 - 85/147*z + 1
*
[ -12/5 ] 
f(z) = 67/192*z^3 - 89/150*z + 1
*
[ 5/3 ] 
f(z) = 63/190*z^3 - 99/190*z + 1
*
[ 3/4 ] 
f(z) = 64/183*z^3 - 97/183*z + 1
*
[ 3/2 ] 
f(z) = 64/183*z^3 - 83/183*z + 1
*
[ 13/8 ] 
f(z) = 64/195*z^3 - 94/195*z + 1
*
[ 20/13 ] 
f(z) = 65/192*z^3 - 88/195*z + 1
*
[ 3/2 ] 
f(z) = 68/183*z^3 - 92/183*z + 1
*
[ 3/2 ] 
f(z) = 68/195*z^3 - 88/195*z + 1
*
[ 5/6 ] 
f(z) = 72/185*z^3 - 87/185*z + 1
*
[ 7/5 ] 
f(z) = 75/182*z^3 - 95/182*z + 1
*
[ -11/5 ] 
f(z) = 75/187*z^3 - 91/187*z + 1
*
[ 4/5 ] 
f(z) = 75/188*z^3 - 95/188*z + 1
*
[ 4/5 ] 
f(z) = 75/196*z^3 - 97/196*z + 1
*
[ -7/3 ] 
f(z) = 65/196*z^3 - 95/252*z + 1
*
[ -9/4 ] 
f(z) = 68/189*z^3 - 95/252*z + 1
*
[ 3/2 ] 
f(z) = 61/198*z^3 - 95/264*z + 1
*
-21/4 | 0.21991594609409823558041022278777661539 | 0.029378958338309140604988213144882811653
f(z) = 64/189*z^3 - 66/7*z + 1
*
-3/16 | 0.17989865823928307600657610915187397135 | 0.023629446887230802302375328869779145879
f(z) = 64/189*z^3 - 75/28*z + 1
*
3 | 0.20932266101377224713272493674594148161 | 0.027307878141741931216017391649053679555
f(z) = 68/189*z^3 - 79/28*z + 1
*
3/4 | 0.22132730038387686647562082514821285333 | 0.029281842973690997290066025522269707059
f(z) = 68/189*z^3 - 71/28*z + 1
*
[ 3 ] 
f(z) = 76/189*z^3 - 62/21*z + 1
*
12/11 | 0.24172254250867657856660694316265975292 | 0.028343475918977716768132561736348789193
f(z) = 77/192*z^3 - 79/33*z + 1
*
[ 3 ] 
f(z) = 79/189*z^3 - 65/21*z + 1
*
-12/7 | 0.19006911353817379746499857129424009610 | 0.024779464796301837793068150502324133642
f(z) = 77/192*z^3 - 67/42*z + 1
*
[ 9/4 ] 
f(z) = 64/189*z^3 - 73/63*z + 1
*
[ -12/5 ] 
f(z) = 77/192*z^3 - 67/75*z + 1
*
[ 2 ] 
f(z) = 61/180*z^3 - 77/90*z + 1
*
[ 2 ] 
f(z) = 61/188*z^3 - 75/94*z + 1
*
[ 2 ] 
f(z) = 61/196*z^3 - 73/98*z + 1
*
[ 2 ] 
f(z) = 63/188*z^3 - 79/94*z + 1
*
[ 2/3 ] 
f(z) = 63/188*z^3 - 61/94*z + 1
*
21/16 | 0.11418413436678215046630983857077146175 | 0.017227432341799741035289128489591767270
f(z) = 64/189*z^3 - 65/84*z + 1
*
[ 28/15 ] 
f(z) = 75/196*z^3 - 73/84*z + 1
*
[ 15/8 ] 
f(z) = 64/189*z^3 - 76/105*z + 1
*
[ 21/32 ] 
f(z) = 64/189*z^3 - 75/112*z + 1
*
[ 3/4 ] 
f(z) = 71/189*z^3 - 61/112*z + 1
*
[ 7/10 ] 
f(z) = 75/196*z^3 - 69/112*z + 1
*
[ 12/7 ] 
f(z) = 61/192*z^3 - 76/147*z + 1
*
[ -12/5 ] 
f(z) = 65/189*z^3 - 79/140*z + 1
*
[ 4/5 ] 
f(z) = 67/192*z^3 - 71/150*z + 1
*
[ 4/5 ] 
f(z) = 71/192*z^3 - 73/150*z + 1
*
[ 4/5 ] 
f(z) = 79/192*z^3 - 77/150*z + 1
*
[ 8/7 ] 
f(z) = 77/192*z^3 - 67/168*z + 1
*
[ 4/3 ] 
f(z) = 63/188*z^3 - 65/188*z + 1
*
[ 5/4 ] 
f(z) = 64/185*z^3 - 63/185*z + 1
*
[ 11/8 ] 
f(z) = 64/187*z^3 - 70/187*z + 1
*
[ 7/8 ] 
f(z) = 64/189*z^3 - 76/189*z + 1
*
[ 3/2 ] 
f(z) = 64/195*z^3 - 79/195*z + 1
*
[ 5/4 ] 
f(z) = 64/195*z^3 - 61/195*z + 1
*
[ 6/5 ] 
f(z) = 65/192*z^3 - 77/240*z + 1
*
[ -21/4 ] 
f(z) = 64/189*z^3 - 57/7*z + 1
*
-33/8 | 0.077565504710896874798553361408318420229 | 0.010920874585906531498837717420570896689
f(z) = 64/189*z^3 - 45/7*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016601519507627436498422860086227915695
f(z) = 61/184*z^3 - 42/23*z + 1
*
[ 3 ] 
f(z) = 61/189*z^3 - 47/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016534636100855449979630510822486771318
f(z) = 63/184*z^3 - 43/23*z + 1
*
[ 3 ] 
f(z) = 64/189*z^3 - 50/21*z + 1
*
-3/4 | 0.16604553145107116406863619174555886486 | 0.023378464838024763692188560369325014749
f(z) = 64/189*z^3 - 45/28*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016469808810973834078390064791058057206
f(z) = 65/184*z^3 - 44/23*z + 1
*
[ 12/5 ] 
f(z) = 65/192*z^3 - 41/30*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016406927890530980062978417065869920213
f(z) = 67/184*z^3 - 45/23*z + 1
*
[ 3 ] 
f(z) = 67/189*z^3 - 53/21*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016286606384495051659007071451182057319
f(z) = 71/184*z^3 - 47/23*z + 1
*
[ -3 ] 
f(z) = 71/189*z^3 - 43/21*z + 1
*
-2 | 0.096573259632004122902468243492884389181 | 0.016229047330360614797311873235029855692
f(z) = 73/184*z^3 - 48/23*z + 1
*
[ 3 ] 
f(z) = 73/189*z^3 - 59/21*z + 1
*
[ -3 ] 
f(z) = 74/189*z^3 - 46/21*z + 1
*
-2 | 0.096573829623342109868261907160342605154 | 0.016173102472212302233505259580401384110
f(z) = 75/184*z^3 - 49/23*z + 1
*
-2 | 0.096572884400166400352934244373791218938 | 0.016118410388789020464174591632911372654
f(z) = 77/184*z^3 - 50/23*z + 1
*
-2 | 0.096578578917720002984506076346172397214 | 0.016066259594807129129225217798019134955
f(z) = 79/184*z^3 - 51/23*z + 1
*
[ 2 ] 
f(z) = 65/192*z^3 - 41/48*z + 1
*
[ 2 ] 
f(z) = 67/192*z^3 - 43/48*z + 1
*
[ 2 ] 
f(z) = 71/192*z^3 - 47/48*z + 1
*
[ 2 ] 
f(z) = 73/192*z^3 - 49/48*z + 1
*
[ 2 ] 
f(z) = 77/192*z^3 - 53/48*z + 1
*
[ 2 ] 
f(z) = 79/192*z^3 - 55/48*z + 1
*
[ -12/5 ] 
f(z) = 73/192*z^3 - 58/75*z + 1
*
[ 2/3 ] 
f(z) = 75/184*z^3 - 47/69*z + 1
*
-15/16 | 0.097070693446478593900550887594740755141 | 0.014645456770282124916183378364679725946
f(z) = 64/189*z^3 - 53/84*z + 1
*
[ 21/13 ] 
f(z) = 65/189*z^3 - 47/91*z + 1
*
[ -7/3 ] 
f(z) = 69/196*z^3 - 41/84*z + 1
*
[ 3/2 ] 
f(z) = 71/189*z^3 - 43/84*z + 1
*
[ 4/5 ] 
f(z) = 75/184*z^3 - 47/92*z + 1
*
[ -7/3 ] 
f(z) = 75/196*z^3 - 55/84*z + 1
*
[ 3/4 ] 
f(z) = 76/189*z^3 - 47/84*z + 1
*
[ 3/4 ] 
f(z) = 65/189*z^3 - 59/112*z + 1
*
-3/2 | 0.19343714808353128871947668974093011072 | 0.023955182376240303991732673918651453752
f(z) = 68/189*z^3 - 45/119*z + 1
*
[ 8/5 ] 
f(z) = 65/192*z^3 - 59/120*z + 1
*
[ 15/16 ] 
f(z) = 64/189*z^3 - 51/140*z + 1
*
[ 7/5 ] 
f(z) = 65/196*z^3 - 51/140*z + 1
*
[ 21/20 ] 
f(z) = 64/189*z^3 - 57/175*z + 1
*
[ 14/13 ] 
f(z) = 65/196*z^3 - 57/182*z + 1
*
[ -4 ] 
f(z) = 61/192*z^3 - 23/6*z + 1
*
-3/4 | 0.18512861487220979857555974293696977540 | 0.027255481056508217667766879542285930176
f(z) = 64/189*z^3 - 33/14*z + 1
*
4/5 | 0.18580263480867767811374138309394865747 | 0.023913435479781045369548771206050398943
f(z) = 65/192*z^3 - 37/15*z + 1
*
[ -4 ] 
f(z) = 65/192*z^3 - 25/6*z + 1
*
[ 4 ] 
f(z) = 67/192*z^3 - 29/6*z + 1
*
[ 4 ] 
f(z) = 71/192*z^3 - 31/6*z + 1
*
[ -4 ] 
f(z) = 73/192*z^3 - 29/6*z + 1
*
[ 14/5 ] 
f(z) = 75/196*z^3 - 33/14*z + 1
*
[ -14/5 ] 
f(z) = 75/196*z^3 - 23/14*z + 1
*
[ -4 ] 
f(z) = 77/192*z^3 - 31/6*z + 1
*
[ 4 ] 
f(z) = 79/192*z^3 - 35/6*z + 1
*
[ -3 ] 
f(z) = 62/189*z^3 - 34/21*z + 1
*
15/16 | 0.19006911353817379746499857129424009610 | 0.028676512826437946657362915584237325228
f(z) = 64/189*z^3 - 27/28*z + 1
*
[ 2 ] 
f(z) = 65/184*z^3 - 21/23*z + 1
*
[ -3 ] 
f(z) = 65/189*z^3 - 37/21*z + 1
*
[ 2 ] 
f(z) = 67/184*z^3 - 22/23*z + 1
*
[ -3 ] 
f(z) = 68/189*z^3 - 40/21*z + 1
*
[ 2 ] 
f(z) = 71/184*z^3 - 24/23*z + 1
*
[ 2 ] 
f(z) = 73/184*z^3 - 25/23*z + 1
*
[ 2/5 ] 
f(z) = 75/184*z^3 - 36/23*z + 1
*
[ 2 ] 
f(z) = 75/184*z^3 - 26/23*z + 1
*
[ 2 ] 
f(z) = 77/184*z^3 - 27/23*z + 1
*
[ 2 ] 
f(z) = 79/184*z^3 - 28/23*z + 1
*
[ 2 ] 
f(z) = 61/192*z^3 - 37/48*z + 1
*
[ 3/4 ] 
f(z) = 62/189*z^3 - 29/56*z + 1
*
[ 4/3 ] 
f(z) = 73/192*z^3 - 23/54*z + 1
*
[ 3/4 ] 
f(z) = 74/189*z^3 - 31/56*z + 1
*
[ 3/2 ] 
f(z) = 74/189*z^3 - 23/42*z + 1
*
[ 4/7 ] 
f(z) = 77/192*z^3 - 37/42*z + 1
*
[ 4/3 ] 
f(z) = 77/192*z^3 - 25/54*z + 1
*
[ 4/5 ] 
f(z) = 61/192*z^3 - 34/75*z + 1
*
[ -12/5 ] 
f(z) = 61/192*z^3 - 31/75*z + 1
*
[ 6/5 ] 
f(z) = 65/189*z^3 - 23/70*z + 1
*
[ 12/13 ] 
f(z) = 65/192*z^3 - 29/78*z + 1
*
[ 4/5 ] 
f(z) = 73/192*z^3 - 37/75*z + 1
*
[ 6/5 ] 
f(z) = 75/184*z^3 - 29/69*z + 1
*
[ 4/5 ] 
f(z) = 77/192*z^3 - 38/75*z + 1
*
-12/11 | 0.21671136979172670493707819967156304488 | 0.028308335896377767396446252837094041016
f(z) = 77/192*z^3 - 37/66*z + 1
*
[ 4/3 ] 
f(z) = 63/184*z^3 - 33/92*z + 1
*
[ 21/16 ] 
f(z) = 64/189*z^3 - 29/84*z + 1
*
[ 3/2 ] 
f(z) = 65/189*z^3 - 37/84*z + 1
*
[ -3 ] 
f(z) = 61/189*z^3 - 11/7*z + 1
*
[ 4 ] 
f(z) = 61/192*z^3 - 13/3*z + 1
*
[ 3 ] 
f(z) = 62/189*z^3 - 16/7*z + 1
*
[ 3/2 ] 
f(z) = 64/189*z^3 - 3/7*z + 1
*
[ 3 ] 
f(z) = 65/189*z^3 - 17/7*z + 1
*
[ 4 ] 
f(z) = 65/192*z^3 - 14/3*z + 1
*
[ -12/5 ] 
f(z) = 65/192*z^3 - 8/15*z + 1
*
[ 4/5 ] 
f(z) = 65/192*z^3 - 7/15*z + 1
*
[ -3 ] 
f(z) = 67/189*z^3 - 13/7*z + 1
*
[ -4 ] 
f(z) = 67/192*z^3 - 13/3*z + 1
*
[ 3 ] 
f(z) = 68/189*z^3 - 18/7*z + 1
*
[ 3 ] 
f(z) = 71/189*z^3 - 19/7*z + 1
*
[ -4 ] 
f(z) = 71/192*z^3 - 14/3*z + 1
*
[ -3 ] 
f(z) = 73/189*z^3 - 15/7*z + 1
*
[ 4 ] 
f(z) = 73/192*z^3 - 16/3*z + 1
*
[ 3 ] 
f(z) = 74/189*z^3 - 20/7*z + 1
*
[ -3 ] 
f(z) = 76/189*z^3 - 16/7*z + 1
*
[ 3/2 ] 
f(z) = 76/189*z^3 - 4/7*z + 1
*
[ 4 ] 
f(z) = 77/192*z^3 - 17/3*z + 1
*
[ -3 ] 
f(z) = 79/189*z^3 - 17/7*z + 1
*
[ -4 ] 
f(z) = 79/192*z^3 - 16/3*z + 1
*
[ 2 ] 
f(z) = 61/184*z^3 - 19/23*z + 1
*
[ 3/2 ] 
f(z) = 61/189*z^3 - 11/28*z + 1
*
[ 2 ] 
f(z) = 63/184*z^3 - 20/23*z + 1
*
[ 2/3 ] 
f(z) = 63/184*z^3 - 15/23*z + 1
*
[ -21/8 ] 
f(z) = 64/189*z^3 - 20/21*z + 1
*
[ 3/4 ] 
f(z) = 64/189*z^3 - 11/21*z + 1
*
[ 3/2 ] 
f(z) = 67/189*z^3 - 13/28*z + 1
*
[ 4/3 ] 
f(z) = 67/192*z^3 - 10/27*z + 1
*
[ 3/4 ] 
f(z) = 68/189*z^3 - 15/28*z + 1
*
[ 3/2 ] 
f(z) = 68/189*z^3 - 10/21*z + 1
*
[ 4/3 ] 
f(z) = 71/192*z^3 - 11/27*z + 1
*
[ 3/2 ] 
f(z) = 73/189*z^3 - 15/28*z + 1
*
[ 7/5 ] 
f(z) = 75/196*z^3 - 13/28*z + 1
*
[ 12/7 ] 
f(z) = 77/192*z^3 - 16/21*z + 1
*
[ 12/11 ] 
f(z) = 77/192*z^3 - 13/33*z + 1
*
[ 3/2 ] 
f(z) = 79/189*z^3 - 17/28*z + 1
*
[ 4/3 ] 
f(z) = 79/192*z^3 - 13/27*z + 1
*
[ 4/3 ] 
f(z) = 61/192*z^3 - 17/54*z + 1
*
[ 3/2 ] 
f(z) = 62/189*z^3 - 17/42*z + 1
*
[ 4/3 ] 
f(z) = 65/192*z^3 - 19/54*z + 1
*
[ 14/15 ] 
f(z) = 75/196*z^3 - 17/42*z + 1
*
[ 9/8 ] 
f(z) = 64/189*z^3 - 20/63*z + 1
*
-5 | 0.21359759005945896840566528218232715748 | 0.029247243123318205950840317540905221185
f(z) = 61/200*z^3 - 297/40*z + 1
*
-4 | 0.20625963611936107881881546329299036308 | 0.029332654392297962706949472871695074051
f(z) = 61/208*z^3 - 283/52*z + 1
*
[ 5 ] 
f(z) = 63/200*z^3 - 283/40*z + 1
*
[ -5 ] 
f(z) = 67/200*z^3 - 287/40*z + 1
*
[ -5 ] 
f(z) = 69/200*z^3 - 297/40*z + 1
*
-3 | 0.25007281548034936298162125638825748993 | 0.027860132743426416335316301455773914317
f(z) = 77/216*z^3 - 293/88*z + 1
*
[ 5/2 ] 
f(z) = 77/200*z^3 - 289/160*z + 1
*
[ 5/2 ] 
f(z) = 79/200*z^3 - 299/160*z + 1
*
[ -3 ] 
f(z) = 61/201*z^3 - 281/201*z + 1
*
[ -3 ] 
f(z) = 62/201*z^3 - 290/201*z + 1
*
[ -3 ] 
f(z) = 64/213*z^3 - 292/213*z + 1
*
[ -3 ] 
f(z) = 64/219*z^3 - 284/219*z + 1
*
[ -3 ] 
f(z) = 65/219*z^3 - 293/219*z + 1
*
[ 5/2 ] 
f(z) = 68/215*z^3 - 296/215*z + 1
*
[ 20/3 ] 
f(z) = 63/200*z^3 - 263/20*z + 1
*
[ 5 ] 
f(z) = 61/200*z^3 - 273/40*z + 1
*
[ -5 ] 
f(z) = 63/200*z^3 - 267/40*z + 1
*
[ 4 ] 
f(z) = 75/208*z^3 - 261/52*z + 1
*
[ 4 ] 
f(z) = 77/208*z^3 - 269/52*z + 1
*
-3/7 | 0.26021216662222854789551783674901714991 | 0.029317808727306171153411041464806729636
f(z) = 77/216*z^3 - 265/56*z + 1
*
[ 4 ] 
f(z) = 79/208*z^3 - 277/52*z + 1
*
[ 20/7 ] 
f(z) = 63/200*z^3 - 269/140*z + 1
*
[ 5/2 ] 
f(z) = 73/200*z^3 - 269/160*z + 1
*
[ -3 ] 
f(z) = 61/204*z^3 - 277/204*z + 1
*
[ -3 ] 
f(z) = 61/210*z^3 - 269/210*z + 1
*
[ -3 ] 
f(z) = 61/213*z^3 - 265/213*z + 1
*
[ -3 ] 
f(z) = 62/213*z^3 - 274/213*z + 1
*
[ -3 ] 
f(z) = 62/219*z^3 - 266/219*z + 1
*
[ 5/2 ] 
f(z) = 64/205*z^3 - 277/205*z + 1
*
[ 5/2 ] 
f(z) = 64/215*z^3 - 271/215*z + 1
*
[ 7/3 ] 
f(z) = 72/203*z^3 - 276/203*z + 1
*
[ 7/3 ] 
f(z) = 72/217*z^3 - 268/217*z + 1
*
[ -20/3 ] 
f(z) = 63/200*z^3 - 257/20*z + 1
*
[ -5 ] 
f(z) = 61/200*z^3 - 257/40*z + 1
*
[ 4 ] 
f(z) = 71/208*z^3 - 245/52*z + 1
*
[ 4 ] 
f(z) = 73/208*z^3 - 253/52*z + 1
*
[ -4 ] 
f(z) = 77/208*z^3 - 243/52*z + 1
*
[ -4 ] 
f(z) = 79/208*z^3 - 251/52*z + 1
*
102/65 | 0.19711043903917878814663293495634502194 | 0.018062625781277330835341231678234382805
f(z) = 65/216*z^3 - 254/65*z + 1
*
[ -20/7 ] 
f(z) = 77/200*z^3 - 251/140*z + 1
*
[ 5/2 ] 
f(z) = 69/200*z^3 - 249/160*z + 1
*
[ 5/2 ] 
f(z) = 71/200*z^3 - 259/160*z + 1
*
[ -30/11 ] 
f(z) = 77/200*z^3 - 247/165*z + 1
*
[ -3 ] 
f(z) = 61/219*z^3 - 257/219*z + 1
*
[ -23/8 ] 
f(z) = 64/207*z^3 - 250/207*z + 1
*
[ 11/5 ] 
f(z) = 75/209*z^3 - 249/209*z + 1
*
[ -24/5 ] 
f(z) = 65/216*z^3 - 229/40*z + 1
*
[ 4 ] 
f(z) = 67/208*z^3 - 229/52*z + 1
*
[ 4 ] 
f(z) = 69/208*z^3 - 237/52*z + 1
*
[ -4 ] 
f(z) = 73/208*z^3 - 227/52*z + 1
*
[ -4 ] 
f(z) = 75/208*z^3 - 235/52*z + 1
*
[ 42/13 ] 
f(z) = 65/216*z^3 - 223/91*z + 1
*
[ 3/11 ] 
f(z) = 77/216*z^3 - 237/88*z + 1
*
-26/15 | 0.14270847967624600379672773002491616897 | 0.020845893044645580271480291256826156178
f(z) = 75/208*z^3 - 235/156*z + 1
*
[ 12/5 ] 
f(z) = 75/208*z^3 - 233/156*z + 1
*
[ 5/2 ] 
f(z) = 67/200*z^3 - 239/160*z + 1
*
[ 3/7 ] 
f(z) = 77/216*z^3 - 235/168*z + 1
*
[ 1/2 ] 
f(z) = 60/209*z^3 - 224/209*z + 1
*
[ 1/2 ] 
f(z) = 60/211*z^3 - 226/211*z + 1
*
[ 1/2 ] 
f(z) = 60/217*z^3 - 232/217*z + 1
*
[ 1/2 ] 
f(z) = 64/205*z^3 - 221/205*z + 1
*
[ 1/2 ] 
f(z) = 64/207*z^3 - 223/207*z + 1
*
[ 19/8 ] 
f(z) = 64/209*z^3 - 240/209*z + 1
*
[ 1/2 ] 
f(z) = 64/209*z^3 - 225/209*z + 1
*
[ 1/2 ] 
f(z) = 64/211*z^3 - 227/211*z + 1
*
[ 1/2 ] 
f(z) = 64/213*z^3 - 229/213*z + 1
*
[ 1/2 ] 
f(z) = 64/215*z^3 - 231/215*z + 1
*
[ 1/2 ] 
f(z) = 64/217*z^3 - 233/217*z + 1
*
[ 1/2 ] 
f(z) = 64/219*z^3 - 235/219*z + 1
*
[ 1/2 ] 
f(z) = 68/205*z^3 - 222/205*z + 1
*
[ 1/2 ] 
f(z) = 68/207*z^3 - 224/207*z + 1
*
[ 1/2 ] 
f(z) = 68/209*z^3 - 226/209*z + 1
*
[ 1/2 ] 
f(z) = 68/211*z^3 - 228/211*z + 1
*
[ 1/2 ] 
f(z) = 68/213*z^3 - 230/213*z + 1
*
[ 1/2 ] 
f(z) = 68/215*z^3 - 232/215*z + 1
*
[ 1/2 ] 
f(z) = 68/217*z^3 - 234/217*z + 1
*
[ 1/2 ] 
f(z) = 68/219*z^3 - 236/219*z + 1
*
[ 1/2 ] 
f(z) = 72/203*z^3 - 221/203*z + 1
*
[ 1/2 ] 
f(z) = 72/205*z^3 - 223/205*z + 1
*
[ 1/2 ] 
f(z) = 72/209*z^3 - 227/209*z + 1
*
[ 1/2 ] 
f(z) = 72/211*z^3 - 229/211*z + 1
*
[ 1/2 ] 
f(z) = 72/215*z^3 - 233/215*z + 1
*
[ 1/2 ] 
f(z) = 72/217*z^3 - 235/217*z + 1
*
[ 1/2 ] 
f(z) = 76/203*z^3 - 222/203*z + 1
*
[ 1/2 ] 
f(z) = 76/205*z^3 - 224/205*z + 1
*
[ 1/2 ] 
f(z) = 76/207*z^3 - 226/207*z + 1
*
[ 1/2 ] 
f(z) = 76/211*z^3 - 230/211*z + 1
*
[ 1/2 ] 
f(z) = 76/213*z^3 - 232/213*z + 1
*
[ 1/2 ] 
f(z) = 76/215*z^3 - 234/215*z + 1
*
[ 1/2 ] 
f(z) = 76/217*z^3 - 236/217*z + 1
*
[ 1/2 ] 
f(z) = 76/219*z^3 - 238/219*z + 1
*
[ -12 ] 
f(z) = 77/216*z^3 - 201/4*z + 1
*
[ 12 ] 
f(z) = 79/216*z^3 - 207/4*z + 1
*
[ 4 ] 
f(z) = 61/208*z^3 - 205/52*z + 1
*
[ 4 ] 
f(z) = 63/208*z^3 - 213/52*z + 1
*
[ -4 ] 
f(z) = 67/208*z^3 - 203/52*z + 1
*
[ -4 ] 
f(z) = 69/208*z^3 - 211/52*z + 1
*
[ -4 ] 
f(z) = 71/208*z^3 - 219/52*z + 1
*
-6/65 | 0.29086759867172542802371127356664389567 | 0.027175875728364418919660188281382007182
f(z) = 65/216*z^3 - 206/65*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016515186418064908762829817847552046232
f(z) = 75/212*z^3 - 203/106*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.012988196535286846367197106977378675546
f(z) = 77/204*z^3 - 205/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016461707338735345338993207694865654605
f(z) = 77/212*z^3 - 207/106*z + 1
*
-2 | 0.078140313843340725434312040187104101497 | 0.012946823665507185670390554571698579639
f(z) = 79/204*z^3 - 209/102*z + 1
*
-2 | 0.099196606310156658140718603738985232897 | 0.016409680580400845603116485710991389546
f(z) = 79/212*z^3 - 211/106*z + 1
*
[ 2/5 ] 
f(z) = 65/216*z^3 - 209/135*z + 1
*
26/15 | 0.20153176896631260090852357220487847077 | 0.029909054318367299212572550466101264613
f(z) = 75/208*z^3 - 211/156*z + 1
*
[ 5/2 ] 
f(z) = 61/200*z^3 - 209/160*z + 1
*
[ 5/2 ] 
f(z) = 63/200*z^3 - 219/160*z + 1
*
[ 50/21 ] 
f(z) = 63/200*z^3 - 211/175*z + 1
*
[ 6/13 ] 
f(z) = 71/216*z^3 - 209/169*z + 1
*
[ -30/11 ] 
f(z) = 77/216*z^3 - 212/165*z + 1
*
[ 6/13 ] 
f(z) = 77/216*z^3 - 210/169*z + 1
*
[ 30/13 ] 
f(z) = 65/216*z^3 - 202/195*z + 1
*
[ 1/2 ] 
f(z) = 60/203*z^3 - 218/203*z + 1
*
[ 1/2 ] 
f(z) = 64/201*z^3 - 217/201*z + 1
*
[ 1/2 ] 
f(z) = 64/203*z^3 - 219/203*z + 1
*
[ 9/4 ] 
f(z) = 64/207*z^3 - 209/207*z + 1
*
[ 1/2 ] 
f(z) = 68/201*z^3 - 218/201*z + 1
*
[ 1/2 ] 
f(z) = 68/203*z^3 - 220/203*z + 1
*
[ -13/5 ] 
f(z) = 75/208*z^3 - 219/208*z + 1
*
[ 1/2 ] 
f(z) = 76/201*z^3 - 220/201*z + 1
*
[ 2 ] 
f(z) = 77/202*z^3 - 207/202*z + 1
*
[ 2 ] 
f(z) = 77/206*z^3 - 205/206*z + 1
*
[ 2 ] 
f(z) = 77/214*z^3 - 201/214*z + 1
*
[ 2 ] 
f(z) = 79/202*z^3 - 215/202*z + 1
*
[ 2 ] 
f(z) = 79/206*z^3 - 213/206*z + 1
*
[ 2 ] 
f(z) = 79/210*z^3 - 211/210*z + 1
*
[ 2 ] 
f(z) = 79/214*z^3 - 209/214*z + 1
*
[ 2 ] 
f(z) = 79/218*z^3 - 207/218*z + 1
*
[ -12 ] 
f(z) = 71/216*z^3 - 185/4*z + 1
*
[ 12 ] 
f(z) = 73/216*z^3 - 191/4*z + 1
*
[ 10 ] 
f(z) = 77/200*z^3 - 188/5*z + 1
*
[ -10 ] 
f(z) = 77/200*z^3 - 187/5*z + 1
*
[ 10 ] 
f(z) = 79/200*z^3 - 193/5*z + 1
*
[ -10 ] 
f(z) = 79/200*z^3 - 192/5*z + 1
*
[ -30/7 ] 
f(z) = 77/216*z^3 - 186/35*z + 1
*
[ -4 ] 
f(z) = 63/208*z^3 - 187/52*z + 1
*
2/5 | 0.15014272997321111656279750437499583462 | 0.022725999673309549219719253634370774116
f(z) = 75/208*z^3 - 185/52*z + 1
*
[ 24/7 ] 
f(z) = 77/216*z^3 - 195/56*z + 1
*
2/3 | 0.15797906466650815706056288738148458198 | 0.021427437865810402005074483501521879798
f(z) = 69/200*z^3 - 199/75*z + 1
*
[ 3 ] 
f(z) = 76/207*z^3 - 182/69*z + 1
*
[ 3 ] 
f(z) = 77/207*z^3 - 185/69*z + 1
*
-18/7 | 0.23388735909628309447407920253419162412 | 0.027813395277444089684433222494965319719
f(z) = 77/216*z^3 - 187/63*z + 1
*
[ 3 ] 
f(z) = 79/207*z^3 - 191/69*z + 1
*
-2 | 0.078139031577335309242296275199805179106 | 0.013262686742097191177873384530471936400
f(z) = 65/204*z^3 - 181/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016805387785521569462247222517174088978
f(z) = 65/212*z^3 - 183/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013213837063962429065374143027782254716
f(z) = 67/204*z^3 - 185/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016744051154382461966943649496184360947
f(z) = 67/212*z^3 - 187/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016684444828000874720233951573017941542
f(z) = 69/212*z^3 - 191/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013119912507076661705602324700977521567
f(z) = 71/204*z^3 - 193/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016626483802864980334241303950601756482
f(z) = 71/212*z^3 - 195/106*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013074879032318339786105813799463227680
f(z) = 73/204*z^3 - 197/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016570088933477155322362460613348977009
f(z) = 73/212*z^3 - 199/106*z + 1
*
5/3 | 0.18215430183692995737396682910346339752 | 0.026628618204263751964225277017428876823
f(z) = 69/200*z^3 - 187/120*z + 1
*
[ 20/9 ] 
f(z) = 63/200*z^3 - 181/180*z + 1
*
[ -11/4 ] 
f(z) = 64/209*z^3 - 199/209*z + 1
*
[ 2 ] 
f(z) = 71/202*z^3 - 183/202*z + 1
*
[ 2 ] 
f(z) = 71/206*z^3 - 181/206*z + 1
*
[ 2 ] 
f(z) = 73/202*z^3 - 191/202*z + 1
*
[ 2 ] 
f(z) = 73/206*z^3 - 189/206*z + 1
*
[ 2 ] 
f(z) = 73/210*z^3 - 187/210*z + 1
*
[ 2 ] 
f(z) = 73/214*z^3 - 185/214*z + 1
*
[ 2 ] 
f(z) = 73/218*z^3 - 183/218*z + 1
*
[ 2 ] 
f(z) = 75/202*z^3 - 199/202*z + 1
*
[ 2 ] 
f(z) = 75/206*z^3 - 197/206*z + 1
*
[ 2 ] 
f(z) = 75/214*z^3 - 193/214*z + 1
*
[ 2 ] 
f(z) = 75/218*z^3 - 191/218*z + 1
*
[ -5/2 ] 
f(z) = 76/205*z^3 - 188/205*z + 1
*
[ 2 ] 
f(z) = 77/218*z^3 - 199/218*z + 1
*
[ 20/11 ] 
f(z) = 77/200*z^3 - 181/220*z + 1
*
[ 40/21 ] 
f(z) = 63/200*z^3 - 187/280*z + 1
*
[ -12 ] 
f(z) = 65/216*z^3 - 169/4*z + 1
*
[ 10 ] 
f(z) = 67/200*z^3 - 163/5*z + 1
*
[ -10 ] 
f(z) = 67/200*z^3 - 162/5*z + 1
*
[ 12 ] 
f(z) = 67/216*z^3 - 175/4*z + 1
*
[ 10 ] 
f(z) = 69/200*z^3 - 168/5*z + 1
*
[ -10 ] 
f(z) = 69/200*z^3 - 167/5*z + 1
*
[ 10 ] 
f(z) = 71/200*z^3 - 173/5*z + 1
*
[ -10 ] 
f(z) = 71/200*z^3 - 172/5*z + 1
*
[ 10 ] 
f(z) = 73/200*z^3 - 178/5*z + 1
*
[ -10 ] 
f(z) = 73/200*z^3 - 177/5*z + 1
*
[ -4 ] 
f(z) = 61/208*z^3 - 179/52*z + 1
*
-14/5 | 0.17549981000222925422341030530160615607 | 0.026836532342153937625690882721680937246
f(z) = 75/208*z^3 - 173/52*z + 1
*
[ 10/3 ] 
f(z) = 77/200*z^3 - 161/45*z + 1
*
[ 10/3 ] 
f(z) = 79/200*z^3 - 166/45*z + 1
*
[ 3 ] 
f(z) = 70/207*z^3 - 164/69*z + 1
*
[ 3 ] 
f(z) = 71/207*z^3 - 167/69*z + 1
*
[ 3 ] 
f(z) = 73/207*z^3 - 173/69*z + 1
*
[ 3 ] 
f(z) = 74/207*z^3 - 176/69*z + 1
*
-2 | 0.078140065193756198964477472402539746561 | 0.013365412381828062583947195263229962270
f(z) = 61/204*z^3 - 173/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016933624796936197113936385554677748458
f(z) = 61/212*z^3 - 175/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016868546159498841482261073766178046727
f(z) = 63/212*z^3 - 179/106*z + 1
*
8/5 | 0.16986572751617017206835706058061527812 | 0.029416263094445321836327663029135707870
f(z) = 75/208*z^3 - 161/104*z + 1
*
[ 2/5 ] 
f(z) = 75/212*z^3 - 165/106*z + 1
*
[ -20/7 ] 
f(z) = 63/200*z^3 - 171/140*z + 1
*
[ -5/2 ] 
f(z) = 77/200*z^3 - 161/160*z + 1
*
[ -5/2 ] 
f(z) = 79/200*z^3 - 171/160*z + 1
*
[ -8/3 ] 
f(z) = 63/200*z^3 - 173/200*z + 1
*
[ 2 ] 
f(z) = 67/202*z^3 - 167/202*z + 1
*
[ 2 ] 
f(z) = 67/206*z^3 - 165/206*z + 1
*
[ 2 ] 
f(z) = 67/210*z^3 - 163/210*z + 1
*
[ 2 ] 
f(z) = 67/214*z^3 - 161/214*z + 1
*
[ 2 ] 
f(z) = 69/202*z^3 - 175/202*z + 1
*
[ 2 ] 
f(z) = 69/206*z^3 - 173/206*z + 1
*
[ 2 ] 
f(z) = 69/214*z^3 - 169/214*z + 1
*
[ 2 ] 
f(z) = 69/218*z^3 - 167/218*z + 1
*
[ 2 ] 
f(z) = 71/210*z^3 - 179/210*z + 1
*
[ 2 ] 
f(z) = 71/214*z^3 - 177/214*z + 1
*
[ 2 ] 
f(z) = 71/218*z^3 - 175/218*z + 1
*
[ -5/2 ] 
f(z) = 72/205*z^3 - 163/205*z + 1
*
[ -5/2 ] 
f(z) = 76/215*z^3 - 174/215*z + 1
*
[ 2/3 ] 
f(z) = 79/216*z^3 - 161/243*z + 1
*
[ 5/7 ] 
f(z) = 77/200*z^3 - 167/280*z + 1
*
[ 10 ] 
f(z) = 61/200*z^3 - 148/5*z + 1
*
[ -10 ] 
f(z) = 61/200*z^3 - 147/5*z + 1
*
[ 12 ] 
f(z) = 61/216*z^3 - 159/4*z + 1
*
[ 10 ] 
f(z) = 63/200*z^3 - 153/5*z + 1
*
[ -10 ] 
f(z) = 63/200*z^3 - 152/5*z + 1
*
[ 18/5 ] 
f(z) = 65/216*z^3 - 143/45*z + 1
*
[ 10/3 ] 
f(z) = 71/200*z^3 - 146/45*z + 1
*
[ 10/3 ] 
f(z) = 73/200*z^3 - 151/45*z + 1
*
-3 | 0.14543052117533311288393491739840473626 | 0.017466457075794205604480948310365408693
f(z) = 77/216*z^3 - 153/56*z + 1
*
[ 3 ] 
f(z) = 64/207*z^3 - 146/69*z + 1
*
[ 3 ] 
f(z) = 65/207*z^3 - 149/69*z + 1
*
-30/13 | 0.29925358137013810501245520893895091637 | 0.028986097564777873943711756185507933855
f(z) = 65/216*z^3 - 141/65*z + 1
*
[ 3 ] 
f(z) = 67/207*z^3 - 155/69*z + 1
*
[ 3 ] 
f(z) = 68/207*z^3 - 158/69*z + 1
*
[ -3 ] 
f(z) = 79/207*z^3 - 145/69*z + 1
*
[ 8/3 ] 
f(z) = 63/208*z^3 - 159/104*z + 1
*
[ 10/23 ] 
f(z) = 69/200*z^3 - 157/115*z + 1
*
[ 12/5 ] 
f(z) = 77/216*z^3 - 147/100*z + 1
*
[ -5/2 ] 
f(z) = 73/200*z^3 - 141/160*z + 1
*
[ 2 ] 
f(z) = 61/202*z^3 - 143/202*z + 1
*
[ 2 ] 
f(z) = 61/206*z^3 - 141/206*z + 1
*
[ 2 ] 
f(z) = 63/202*z^3 - 151/202*z + 1
*
[ 2 ] 
f(z) = 63/206*z^3 - 149/206*z + 1
*
[ 2 ] 
f(z) = 63/214*z^3 - 145/214*z + 1
*
[ 2 ] 
f(z) = 63/218*z^3 - 143/218*z + 1
*
[ 5/8 ] 
f(z) = 64/205*z^3 - 148/205*z + 1
*
[ 5/8 ] 
f(z) = 64/215*z^3 - 154/215*z + 1
*
[ 2 ] 
f(z) = 65/202*z^3 - 159/202*z + 1
*
[ 2 ] 
f(z) = 65/206*z^3 - 157/206*z + 1
*
[ 2 ] 
f(z) = 65/214*z^3 - 153/214*z + 1
*
[ 2 ] 
f(z) = 65/218*z^3 - 151/218*z + 1
*
[ 2 ] 
f(z) = 67/218*z^3 - 159/218*z + 1
*
[ 3/5 ] 
f(z) = 71/216*z^3 - 157/200*z + 1
*
[ 11/6 ] 
f(z) = 72/209*z^3 - 147/209*z + 1
*
[ -5/2 ] 
f(z) = 72/215*z^3 - 149/215*z + 1
*
[ 3/5 ] 
f(z) = 77/216*z^3 - 159/200*z + 1
*
[ 2/3 ] 
f(z) = 61/200*z^3 - 143/225*z + 1
*
[ 2/3 ] 
f(z) = 67/200*z^3 - 146/225*z + 1
*
[ 2/3 ] 
f(z) = 71/200*z^3 - 148/225*z + 1
*
[ 2/3 ] 
f(z) = 73/200*z^3 - 149/225*z + 1
*
[ 2/3 ] 
f(z) = 77/200*z^3 - 151/225*z + 1
*
[ 2/3 ] 
f(z) = 79/200*z^3 - 152/225*z + 1
*
[ 2/3 ] 
f(z) = 61/216*z^3 - 152/243*z + 1
*
[ 2/3 ] 
f(z) = 65/216*z^3 - 154/243*z + 1
*
[ 2/3 ] 
f(z) = 67/216*z^3 - 155/243*z + 1
*
[ 2/3 ] 
f(z) = 71/216*z^3 - 157/243*z + 1
*
[ 2/3 ] 
f(z) = 73/216*z^3 - 158/243*z + 1
*
[ 2/3 ] 
f(z) = 77/216*z^3 - 160/243*z + 1
*
[ 3/4 ] 
f(z) = 68/207*z^3 - 143/276*z + 1
*
[ 3/4 ] 
f(z) = 76/207*z^3 - 149/276*z + 1
*
[ 3/2 ] 
f(z) = 79/207*z^3 - 145/276*z + 1
*
[ 5/7 ] 
f(z) = 63/200*z^3 - 157/280*z + 1
*
[ 10/3 ] 
f(z) = 61/200*z^3 - 121/45*z + 1
*
[ 10/3 ] 
f(z) = 67/200*z^3 - 136/45*z + 1
*
[ -10/3 ] 
f(z) = 73/200*z^3 - 124/45*z + 1
*
4/5 | 0.16117994334342876927312259140586587586 | 0.025804865237682517875827286472049927435
f(z) = 75/208*z^3 - 129/52*z + 1
*
14/5 | 0.14250041812289758204024971510610256203 | 0.023050543671452258695758983593567661856
f(z) = 75/208*z^3 - 121/52*z + 1
*
[ -10/3 ] 
f(z) = 77/200*z^3 - 134/45*z + 1
*
[ -10/3 ] 
f(z) = 79/200*z^3 - 139/45*z + 1
*
[ 3 ] 
f(z) = 61/207*z^3 - 137/69*z + 1
*
[ 3 ] 
f(z) = 62/207*z^3 - 140/69*z + 1
*
[ -3 ] 
f(z) = 71/207*z^3 - 121/69*z + 1
*
[ -3 ] 
f(z) = 73/207*z^3 - 127/69*z + 1
*
[ -3 ] 
f(z) = 74/207*z^3 - 130/69*z + 1
*
[ -3 ] 
f(z) = 76/207*z^3 - 136/69*z + 1
*
[ -3 ] 
f(z) = 77/207*z^3 - 139/69*z + 1
*
[ 12/5 ] 
f(z) = 71/216*z^3 - 131/100*z + 1
*
[ -5/2 ] 
f(z) = 69/200*z^3 - 121/160*z + 1
*
[ -5/2 ] 
f(z) = 71/200*z^3 - 131/160*z + 1
*
[ 12/7 ] 
f(z) = 79/216*z^3 - 129/196*z + 1
*
[ 2 ] 
f(z) = 61/210*z^3 - 139/210*z + 1
*
[ 2 ] 
f(z) = 61/214*z^3 - 137/214*z + 1
*
[ 2 ] 
f(z) = 61/218*z^3 - 135/218*z + 1
*
[ 2/3 ] 
f(z) = 63/202*z^3 - 129/202*z + 1
*
[ 2/3 ] 
f(z) = 63/206*z^3 - 131/206*z + 1
*
[ 2/3 ] 
f(z) = 63/214*z^3 - 135/214*z + 1
*
[ 2/3 ] 
f(z) = 63/218*z^3 - 137/218*z + 1
*
[ -5/2 ] 
f(z) = 68/205*z^3 - 138/205*z + 1
*
[ -5/2 ] 
f(z) = 68/215*z^3 - 124/215*z + 1
*
[ 10/7 ] 
f(z) = 79/200*z^3 - 124/245*z + 1
*
[ 3/2 ] 
f(z) = 71/207*z^3 - 121/276*z + 1
*
[ 3/2 ] 
f(z) = 73/207*z^3 - 127/276*z + 1
*
[ 3/2 ] 
f(z) = 77/207*z^3 - 139/276*z + 1
*
10/21 | 0.23126958505533557044544037269275683255 | 0.027537307007394036259249450417129962646
f(z) = 63/200*z^3 - 111/35*z + 1
*
[ -18/5 ] 
f(z) = 65/216*z^3 - 118/45*z + 1
*
3/5 | 0.19060436696306914489175179252454858484 | 0.023809572423136650313542246782048157545
f(z) = 65/216*z^3 - 111/40*z + 1
*
[ -10/3 ] 
f(z) = 67/200*z^3 - 109/45*z + 1
*
[ -10/3 ] 
f(z) = 71/200*z^3 - 119/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016469999122244734012645042790299129667
f(z) = 75/208*z^3 - 101/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016416361810476127663489371443536918669
f(z) = 77/208*z^3 - 103/52*z + 1
*
[ 30/11 ] 
f(z) = 77/216*z^3 - 111/55*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016364094313390785160192870601758712746
f(z) = 79/208*z^3 - 105/52*z + 1
*
[ 3/8 ] 
f(z) = 64/207*z^3 - 118/69*z + 1
*
[ -3 ] 
f(z) = 65/207*z^3 - 103/69*z + 1
*
[ -3 ] 
f(z) = 67/207*z^3 - 109/69*z + 1
*
[ -3 ] 
f(z) = 68/207*z^3 - 112/69*z + 1
*
[ -3 ] 
f(z) = 70/207*z^3 - 118/69*z + 1
*
[ 18/7 ] 
f(z) = 77/216*z^3 - 110/63*z + 1
*
-24/11 | 0.23749111749222600219237238938810284311 | 0.029734020806862137434520096466459739112
f(z) = 77/216*z^3 - 109/88*z + 1
*
[ 2 ] 
f(z) = 77/204*z^3 - 103/102*z + 1
*
[ 2 ] 
f(z) = 77/212*z^3 - 101/106*z + 1
*
[ 2 ] 
f(z) = 79/204*z^3 - 107/102*z + 1
*
[ 2 ] 
f(z) = 79/212*z^3 - 105/106*z + 1
*
[ 6/11 ] 
f(z) = 61/216*z^3 - 111/121*z + 1
*
[ 6/11 ] 
f(z) = 67/216*z^3 - 112/121*z + 1
*
[ 6/11 ] 
f(z) = 73/216*z^3 - 113/121*z + 1
*
[ 6/11 ] 
f(z) = 79/216*z^3 - 114/121*z + 1
*
[ 2/3 ] 
f(z) = 69/208*z^3 - 101/156*z + 1
*
-6/5 | 0.16284316281672077020174753773192084172 | 0.025301329754043086245423685563146472066
f(z) = 75/208*z^3 - 107/156*z + 1
*
[ -5/2 ] 
f(z) = 67/200*z^3 - 111/160*z + 1
*
[ 12/7 ] 
f(z) = 73/216*z^3 - 113/196*z + 1
*
[ 3/4 ] 
f(z) = 64/201*z^3 - 103/201*z + 1
*
[ 7/4 ] 
f(z) = 64/203*z^3 - 109/203*z + 1
*
[ -5/2 ] 
f(z) = 64/205*z^3 - 113/205*z + 1
*
[ 3/4 ] 
f(z) = 64/213*z^3 - 107/213*z + 1
*
[ 7/4 ] 
f(z) = 64/217*z^3 - 103/217*z + 1
*
[ 3/4 ] 
f(z) = 64/219*z^3 - 109/219*z + 1
*
[ -7/3 ] 
f(z) = 72/203*z^3 - 102/203*z + 1
*
[ 5/3 ] 
f(z) = 72/205*z^3 - 118/205*z + 1
*
[ 5/3 ] 
f(z) = 72/215*z^3 - 114/215*z + 1
*
[ 4/5 ] 
f(z) = 75/212*z^3 - 101/212*z + 1
*
[ 3/2 ] 
f(z) = 76/201*z^3 - 104/201*z + 1
*
[ 10/7 ] 
f(z) = 71/200*z^3 - 104/245*z + 1
*
[ 10/7 ] 
f(z) = 73/200*z^3 - 109/245*z + 1
*
[ 3/2 ] 
f(z) = 65/207*z^3 - 103/276*z + 1
*
[ 3/2 ] 
f(z) = 67/207*z^3 - 109/276*z + 1
*
-5/3 | 0.19796936959137260635975971776097644972 | 0.027327878530176772246946043560703846979
f(z) = 63/200*z^3 - 117/280*z + 1
*
6/11 | 0.23651324216417617096704857738724560960 | 0.026720502308105032611860282446315974491
f(z) = 77/216*z^3 - 97/33*z + 1
*
3 | 0.19804830420656091193823477450583056050 | 0.029827109597082090032361460454482644656
f(z) = 77/216*z^3 - 85/24*z + 1
*
[ -10/3 ] 
f(z) = 61/200*z^3 - 94/45*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016889931288921456129793877012805208413
f(z) = 61/208*z^3 - 87/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016824589480378701669669082174446183871
f(z) = 63/208*z^3 - 89/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016699623308988163609498500213802131701
f(z) = 67/208*z^3 - 93/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016639806087573515205165101682461253345
f(z) = 69/208*z^3 - 95/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016581648923416897439867420670615592615
f(z) = 71/208*z^3 - 97/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016525071543493097826376990924156643633
f(z) = 73/208*z^3 - 99/52*z + 1
*
[ 2/5 ] 
f(z) = 75/208*z^3 - 81/52*z + 1
*
[ -3 ] 
f(z) = 61/207*z^3 - 91/69*z + 1
*
[ -3 ] 
f(z) = 62/207*z^3 - 94/69*z + 1
*
[ -3 ] 
f(z) = 64/207*z^3 - 100/69*z + 1
*
[ -8/3 ] 
f(z) = 63/208*z^3 - 81/104*z + 1
*
[ 2 ] 
f(z) = 67/204*z^3 - 83/102*z + 1
*
[ 2 ] 
f(z) = 67/212*z^3 - 81/106*z + 1
*
[ 2 ] 
f(z) = 69/212*z^3 - 85/106*z + 1
*
[ 2 ] 
f(z) = 71/204*z^3 - 91/102*z + 1
*
[ 2 ] 
f(z) = 71/212*z^3 - 89/106*z + 1
*
[ 2 ] 
f(z) = 73/204*z^3 - 95/102*z + 1
*
[ 2 ] 
f(z) = 73/212*z^3 - 93/106*z + 1
*
[ 2 ] 
f(z) = 75/212*z^3 - 97/106*z + 1
*
[ -5/2 ] 
f(z) = 61/200*z^3 - 81/160*z + 1
*
[ -5/2 ] 
f(z) = 63/200*z^3 - 91/160*z + 1
*
[ 12/7 ] 
f(z) = 61/216*z^3 - 81/196*z + 1
*
-6/13 | 0.23115444102160474448904006035591109005 | 0.024205500886203468285749160306713327191
f(z) = 65/216*z^3 - 97/195*z + 1
*
[ 12/7 ] 
f(z) = 67/216*z^3 - 97/196*z + 1
*
[ 5/3 ] 
f(z) = 63/205*z^3 - 93/205*z + 1
*
[ 5/3 ] 
f(z) = 63/215*z^3 - 89/215*z + 1
*
[ -5/2 ] 
f(z) = 64/215*z^3 - 99/215*z + 1
*
[ 3/2 ] 
f(z) = 68/201*z^3 - 86/201*z + 1
*
[ 3/2 ] 
f(z) = 68/213*z^3 - 82/213*z + 1
*
[ 5/6 ] 
f(z) = 72/205*z^3 - 91/205*z + 1
*
[ 5/6 ] 
f(z) = 72/215*z^3 - 93/215*z + 1
*
[ -7/3 ] 
f(z) = 72/217*z^3 - 82/217*z + 1
*
[ 7/5 ] 
f(z) = 75/203*z^3 - 89/203*z + 1
*
[ 7/5 ] 
f(z) = 75/217*z^3 - 85/217*z + 1
*
[ 3/2 ] 
f(z) = 76/213*z^3 - 100/213*z + 1
*
[ 3/2 ] 
f(z) = 76/219*z^3 - 98/219*z + 1
*
[ 10/7 ] 
f(z) = 67/200*z^3 - 94/245*z + 1
*
[ 10/7 ] 
f(z) = 69/200*z^3 - 99/245*z + 1
*
[ 3/2 ] 
f(z) = 61/207*z^3 - 91/276*z + 1
*
2/3 | 0.15849037049126323294250620756322266922 | 0.025281214918199412323806658868515895524
f(z) = 63/200*z^3 - 66/25*z + 1
*
3 | 0.19360928418499908971793430358571874025 | 0.029842588454272813761320181263169042215
f(z) = 65/216*z^3 - 73/24*z + 1
*
3 | 0.19643137077789981993107475458851122597 | 0.029913380464416671144705243641086794408
f(z) = 71/216*z^3 - 79/24*z + 1
*
-3 | 0.19123782930546373724930010483653066430 | 0.030014042583047006281626339311921209280
f(z) = 73/216*z^3 - 65/24*z + 1
*
[ 3 ] 
f(z) = 77/216*z^3 - 61/24*z + 1
*
3/5 | 0.18974167002759459046341769404534322233 | 0.025103029665465778454045908261818174751
f(z) = 65/216*z^3 - 71/40*z + 1
*
[ -18/7 ] 
f(z) = 77/216*z^3 - 61/63*z + 1
*
[ 2 ] 
f(z) = 61/204*z^3 - 71/102*z + 1
*
[ 2 ] 
f(z) = 61/212*z^3 - 69/106*z + 1
*
[ 2 ] 
f(z) = 63/212*z^3 - 73/106*z + 1
*
[ 2/3 ] 
f(z) = 63/212*z^3 - 67/106*z + 1
*
[ 2 ] 
f(z) = 65/204*z^3 - 79/102*z + 1
*
[ 2 ] 
f(z) = 65/212*z^3 - 77/106*z + 1
*
[ -12/5 ] 
f(z) = 79/216*z^3 - 69/100*z + 1
*
[ 3/4 ] 
f(z) = 61/216*z^3 - 63/128*z + 1
*
[ 3/4 ] 
f(z) = 67/216*z^3 - 65/128*z + 1
*
[ 5/3 ] 
f(z) = 69/200*z^3 - 67/120*z + 1
*
[ 3/4 ] 
f(z) = 73/216*z^3 - 67/128*z + 1
*
[ 3/2 ] 
f(z) = 74/207*z^3 - 65/138*z + 1
*
[ 3/4 ] 
f(z) = 79/216*z^3 - 69/128*z + 1
*
[ 6/7 ] 
f(z) = 73/216*z^3 - 61/147*z + 1
*
[ 4/3 ] 
f(z) = 75/208*z^3 - 61/156*z + 1
*
[ 6/7 ] 
f(z) = 79/216*z^3 - 64/147*z + 1
*
[ 5/6 ] 
f(z) = 63/200*z^3 - 67/160*z + 1
*
[ -50/21 ] 
f(z) = 63/200*z^3 - 64/175*z + 1
*
[ 3/2 ] 
f(z) = 64/201*z^3 - 77/201*z + 1
*
[ 7/8 ] 
f(z) = 64/203*z^3 - 78/203*z + 1
*
[ 3/2 ] 
f(z) = 64/213*z^3 - 73/213*z + 1
*
[ 7/8 ] 
f(z) = 64/217*z^3 - 80/217*z + 1
*
[ 3/2 ] 
f(z) = 64/219*z^3 - 71/219*z + 1
*
[ 3/2 ] 
f(z) = 68/219*z^3 - 80/219*z + 1
*
[ 7/6 ] 
f(z) = 72/203*z^3 - 69/203*z + 1
*
[ 7/6 ] 
f(z) = 72/217*z^3 - 67/217*z + 1
*
[ 10/7 ] 
f(z) = 61/200*z^3 - 79/245*z + 1
*
6/13 | 0.24552420490487775628069628571306305655 | 0.026942346670391565025066402967701309690
f(z) = 65/216*z^3 - 42/13*z + 1
*
[ 10/3 ] 
f(z) = 69/200*z^3 - 47/15*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016799008400993460327259098359489826560
f(z) = 61/200*z^3 - 43/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014663111557525110821482810103634061781
f(z) = 61/216*z^3 - 44/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016733144587560120801070614791475101075
f(z) = 63/200*z^3 - 44/25*z + 1
*
[ 10/21 ] 
f(z) = 63/200*z^3 - 41/35*z + 1
*
[ 3 ] 
f(z) = 65/216*z^3 - 49/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014552787927960972380535705951801579405
f(z) = 65/216*z^3 - 46/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016607246258431351948235444551372559709
f(z) = 67/200*z^3 - 46/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014500005983690046908592545296864415783
f(z) = 67/216*z^3 - 47/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016547012937445351942549910629417238088
f(z) = 69/200*z^3 - 47/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016488469505993168963377193941482100496
f(z) = 71/200*z^3 - 48/25*z + 1
*
[ 3 ] 
f(z) = 71/216*z^3 - 55/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014398812238820547282112040007000699850
f(z) = 71/216*z^3 - 49/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016431533384717744752942878220543242956
f(z) = 73/200*z^3 - 49/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014350260672322299292478176878068188389
f(z) = 73/216*z^3 - 50/27*z + 1
*
[ -3 ] 
f(z) = 73/216*z^3 - 41/24*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016322180569046736297118178892467542365
f(z) = 77/200*z^3 - 51/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014256933391389123298829689209858727314
f(z) = 77/216*z^3 - 52/27*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016269625098153013369314734747500498804
f(z) = 79/200*z^3 - 52/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014212044000983249286371817403086241912
f(z) = 79/216*z^3 - 53/27*z + 1
*
[ -3 ] 
f(z) = 79/216*z^3 - 47/24*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.027766003610464383690574263391027450764
f(z) = 63/208*z^3 - 41/52*z + 1
*
[ 2 ] 
f(z) = 67/208*z^3 - 41/52*z + 1
*
[ 2 ] 
f(z) = 69/208*z^3 - 43/52*z + 1
*
[ 2 ] 
f(z) = 71/208*z^3 - 45/52*z + 1
*
[ 2 ] 
f(z) = 73/208*z^3 - 47/52*z + 1
*
[ 2 ] 
f(z) = 75/208*z^3 - 49/52*z + 1
*
[ 2 ] 
f(z) = 77/208*z^3 - 51/52*z + 1
*
[ 2 ] 
f(z) = 79/208*z^3 - 53/52*z + 1
*
-6/5 | 0.18137435246682194994714361447478201022 | 0.018992743682393303225444773177239438365
f(z) = 65/216*z^3 - 59/65*z + 1
*
[ 2/3 ] 
f(z) = 69/200*z^3 - 49/75*z + 1
*
[ 3/2 ] 
f(z) = 73/216*z^3 - 41/96*z + 1
*
[ 18/11 ] 
f(z) = 77/216*z^3 - 56/99*z + 1
*
[ 12/7 ] 
f(z) = 77/216*z^3 - 53/84*z + 1
*
[ 3/2 ] 
f(z) = 79/216*z^3 - 47/96*z + 1
*
[ 24/13 ] 
f(z) = 65/216*z^3 - 59/104*z + 1
*
[ -12/5 ] 
f(z) = 73/216*z^3 - 53/100*z + 1
*
[ 8/5 ] 
f(z) = 75/208*z^3 - 57/104*z + 1
*
[ 3/2 ] 
f(z) = 62/207*z^3 - 47/138*z + 1
*
[ 10/9 ] 
f(z) = 69/200*z^3 - 44/135*z + 1
*
[ 3/2 ] 
f(z) = 70/207*z^3 - 59/138*z + 1
*
[ 6/7 ] 
f(z) = 61/216*z^3 - 55/147*z + 1
*
[ 20/21 ] 
f(z) = 63/200*z^3 - 47/140*z + 1
*
[ 12/13 ] 
f(z) = 65/216*z^3 - 53/156*z + 1
*
[ 6/7 ] 
f(z) = 67/216*z^3 - 58/147*z + 1
*
[ 4/3 ] 
f(z) = 69/208*z^3 - 53/156*z + 1
*
[ 6/5 ] 
f(z) = 75/208*z^3 - 55/156*z + 1
*
[ 4/3 ] 
f(z) = 63/212*z^3 - 59/212*z + 1
*
[ 5/4 ] 
f(z) = 64/205*z^3 - 59/205*z + 1
*
[ 9/8 ] 
f(z) = 64/207*z^3 - 58/207*z + 1
*
[ 5/4 ] 
f(z) = 64/215*z^3 - 57/215*z + 1
*
[ 6 ] 
f(z) = 61/216*z^3 - 28/3*z + 1
*
3 | 0.19205748045942503767694746517362482807 | 0.029862788591142779431052544588579519961
f(z) = 61/216*z^3 - 23/8*z + 1
*
[ -6 ] 
f(z) = 65/216*z^3 - 29/3*z + 1
*
[ 6 ] 
f(z) = 67/216*z^3 - 31/3*z + 1
*
[ -10/3 ] 
f(z) = 69/200*z^3 - 38/15*z + 1
*
[ -6 ] 
f(z) = 71/216*z^3 - 32/3*z + 1
*
[ 6 ] 
f(z) = 73/216*z^3 - 34/3*z + 1
*
[ -6 ] 
f(z) = 77/216*z^3 - 35/3*z + 1
*
[ 6 ] 
f(z) = 79/216*z^3 - 37/3*z + 1
*
3 | 0.19508789970499771322995273396501964070 | 0.029278705468732719129415841280144627977
f(z) = 79/216*z^3 - 29/8*z + 1
*
[ 3 ] 
f(z) = 79/216*z^3 - 21/8*z + 1
*
[ -3 ] 
f(z) = 61/216*z^3 - 29/24*z + 1
*
[ 12/5 ] 
f(z) = 65/216*z^3 - 23/20*z + 1
*
[ 2 ] 
f(z) = 67/200*z^3 - 21/25*z + 1
*
[ -3 ] 
f(z) = 67/216*z^3 - 35/24*z + 1
*
[ 2 ] 
f(z) = 69/200*z^3 - 22/25*z + 1
*
[ 2 ] 
f(z) = 71/200*z^3 - 23/25*z + 1
*
[ 2 ] 
f(z) = 71/216*z^3 - 22/27*z + 1
*
[ 2 ] 
f(z) = 73/200*z^3 - 24/25*z + 1
*
[ 2 ] 
f(z) = 73/216*z^3 - 23/27*z + 1
*
[ 2 ] 
f(z) = 77/200*z^3 - 26/25*z + 1
*
[ 6/11 ] 
f(z) = 77/216*z^3 - 31/33*z + 1
*
[ 2 ] 
f(z) = 77/216*z^3 - 25/27*z + 1
*
[ 2 ] 
f(z) = 79/200*z^3 - 27/25*z + 1
*
[ 2 ] 
f(z) = 79/216*z^3 - 26/27*z + 1
*
[ 2 ] 
f(z) = 61/208*z^3 - 35/52*z + 1
*
[ 2 ] 
f(z) = 63/208*z^3 - 37/52*z + 1
*
[ 2/3 ] 
f(z) = 63/208*z^3 - 33/52*z + 1
*
[ 3/5 ] 
f(z) = 65/216*z^3 - 31/40*z + 1
*
[ 4/5 ] 
f(z) = 75/208*z^3 - 25/52*z + 1
*
[ 10/11 ] 
f(z) = 77/200*z^3 - 23/55*z + 1
*
[ 3/4 ] 
f(z) = 64/207*z^3 - 35/69*z + 1
*
[ 3/2 ] 
f(z) = 64/207*z^3 - 25/69*z + 1
*
[ 3/2 ] 
f(z) = 68/207*z^3 - 28/69*z + 1
*
[ 6/5 ] 
f(z) = 71/216*z^3 - 23/75*z + 1
*
[ 3/2 ] 
f(z) = 76/207*z^3 - 34/69*z + 1
*
[ 6/5 ] 
f(z) = 77/216*z^3 - 26/75*z + 1
*
[ 3/2 ] 
f(z) = 61/216*z^3 - 29/96*z + 1
*
[ 3/2 ] 
f(z) = 67/216*z^3 - 35/96*z + 1
*
[ 4/3 ] 
f(z) = 63/200*z^3 - 31/100*z + 1
*
[ 18/13 ] 
f(z) = 65/216*z^3 - 35/117*z + 1
*
[ -12/5 ] 
f(z) = 67/216*z^3 - 37/100*z + 1
*
[ 3 ] 
f(z) = 61/216*z^3 - 15/8*z + 1
*
[ -6 ] 
f(z) = 61/216*z^3 - 9*z + 1
*
[ 10/3 ] 
f(z) = 63/200*z^3 - 14/5*z + 1
*
[ -10/3 ] 
f(z) = 63/200*z^3 - 11/5*z + 1
*
-3 | 0.18642991523338153098420110934319683279 | 0.029875268314886446390756366393519562428
f(z) = 65/216*z^3 - 19/8*z + 1
*
[ 6/13 ] 
f(z) = 65/216*z^3 - 16/13*z + 1
*
[ -3 ] 
f(z) = 65/216*z^3 - 11/8*z + 1
*
[ 6 ] 
f(z) = 65/216*z^3 - 10*z + 1
*
[ 6/5 ] 
f(z) = 65/216*z^3 - 4/15*z + 1
*
[ 3 ] 
f(z) = 67/216*z^3 - 17/8*z + 1
*
[ -6 ] 
f(z) = 67/216*z^3 - 10*z + 1
*
[ -3 ] 
f(z) = 71/216*z^3 - 13/8*z + 1
*
[ 6 ] 
f(z) = 71/216*z^3 - 11*z + 1
*
[ 3 ] 
f(z) = 73/216*z^3 - 19/8*z + 1
*
[ -6 ] 
f(z) = 73/216*z^3 - 11*z + 1
*
6/7 | 0.22573540427152990902664267866005382119 | 0.027500229164958231263178521701361828195
f(z) = 77/216*z^3 - 17/7*z + 1
*
[ -3 ] 
f(z) = 77/216*z^3 - 15/8*z + 1
*
[ 6 ] 
f(z) = 77/216*z^3 - 12*z + 1
*
[ 6/7 ] 
f(z) = 77/216*z^3 - 3/7*z + 1
*
[ -6 ] 
f(z) = 79/216*z^3 - 12*z + 1
*
[ 2 ] 
f(z) = 61/200*z^3 - 18/25*z + 1
*
[ 2 ] 
f(z) = 61/216*z^3 - 17/27*z + 1
*
[ 6/5 ] 
f(z) = 61/216*z^3 - 6/25*z + 1
*
[ 2 ] 
f(z) = 63/200*z^3 - 19/25*z + 1
*
[ 2/3 ] 
f(z) = 63/200*z^3 - 16/25*z + 1
*
[ 10/7 ] 
f(z) = 63/200*z^3 - 12/35*z + 1
*
[ 2 ] 
f(z) = 65/216*z^3 - 19/27*z + 1
*
[ 3/2 ] 
f(z) = 65/216*z^3 - 11/32*z + 1
*
[ 2 ] 
f(z) = 67/216*z^3 - 20/27*z + 1
*
[ 6/5 ] 
f(z) = 67/216*z^3 - 7/25*z + 1
*
[ 3/2 ] 
f(z) = 71/216*z^3 - 13/32*z + 1
*
[ 6/5 ] 
f(z) = 73/216*z^3 - 8/25*z + 1
*
[ 10/7 ] 
f(z) = 77/200*z^3 - 17/35*z + 1
*
[ 3/2 ] 
f(z) = 77/216*z^3 - 15/32*z + 1
*
[ 6/5 ] 
f(z) = 79/216*z^3 - 9/25*z + 1
*
[ 5/3 ] 
f(z) = 63/200*z^3 - 19/40*z + 1
*
[ 10/9 ] 
f(z) = 63/200*z^3 - 13/45*z + 1
*
[ 4/3 ] 
f(z) = 63/208*z^3 - 15/52*z + 1
*
[ 6/7 ] 
f(z) = 65/216*z^3 - 19/49*z + 1
*
[ 6/7 ] 
f(z) = 71/216*z^3 - 20/49*z + 1
*
[ 12/11 ] 
f(z) = 77/216*z^3 - 15/44*z + 1
*
[ -12/5 ] 
f(z) = 65/216*z^3 - 19/60*z + 1
*
[ 5 ] 
f(z) = 64/225*z^3 - 284/45*z + 1
*
[ 5 ] 
f(z) = 67/225*z^3 - 299/45*z + 1
*
[ -5 ] 
f(z) = 67/225*z^3 - 281/45*z + 1
*
[ -5 ] 
f(z) = 68/225*z^3 - 286/45*z + 1
*
2/3 | 0.18913222400146014747391491524111913537 | 0.029739763686547653511813145401778455188
f(z) = 63/220*z^3 - 289/110*z + 1
*
[ 8/3 ] 
f(z) = 75/224*z^3 - 295/168*z + 1
*
[ 45/16 ] 
f(z) = 64/225*z^3 - 289/180*z + 1
*
[ 5/2 ] 
f(z) = 79/225*z^3 - 287/180*z + 1
*
[ 58/21 ] 
f(z) = 63/232*z^3 - 291/203*z + 1
*
[ 21/8 ] 
f(z) = 64/231*z^3 - 298/231*z + 1
*
[ -3 ] 
f(z) = 65/222*z^3 - 289/222*z + 1
*
[ -3 ] 
f(z) = 65/228*z^3 - 281/228*z + 1
*
[ -3 ] 
f(z) = 67/228*z^3 - 299/228*z + 1
*
[ -3 ] 
f(z) = 67/231*z^3 - 295/231*z + 1
*
[ -3 ] 
f(z) = 67/237*z^3 - 287/237*z + 1
*
[ 5/2 ] 
f(z) = 68/235*z^3 - 284/235*z + 1
*
[ -3 ] 
f(z) = 68/237*z^3 - 296/237*z + 1
*
[ 15/32 ] 
f(z) = 64/225*z^3 - 287/240*z + 1
*
[ 15/2 ] 
f(z) = 76/225*z^3 - 272/15*z + 1
*
[ -15/2 ] 
f(z) = 76/225*z^3 - 268/15*z + 1
*
[ 28/5 ] 
f(z) = 75/224*z^3 - 271/28*z + 1
*
[ -28/5 ] 
f(z) = 75/224*z^3 - 261/28*z + 1
*
[ 5 ] 
f(z) = 61/225*z^3 - 269/45*z + 1
*
[ 5 ] 
f(z) = 62/225*z^3 - 274/45*z + 1
*
[ -5 ] 
f(z) = 64/225*z^3 - 266/45*z + 1
*
6/5 | 0.20724001398637658273761726591875577747 | 0.029531860715908944385341431937012744529
f(z) = 75/224*z^3 - 279/56*z + 1
*
-4/15 | 0.14662846609241120170877040441422044912 | 0.019052028960684156753360913821355854502
f(z) = 75/224*z^3 - 275/84*z + 1
*
[ 10/3 ] 
f(z) = 63/220*z^3 - 273/110*z + 1
*
[ 8/3 ] 
f(z) = 69/224*z^3 - 263/168*z + 1
*
[ 5/2 ] 
f(z) = 77/225*z^3 - 277/180*z + 1
*
[ -3 ] 
f(z) = 64/231*z^3 - 268/231*z + 1
*
[ -3 ] 
f(z) = 65/231*z^3 - 277/231*z + 1
*
[ -3 ] 
f(z) = 65/237*z^3 - 269/237*z + 1
*
[ -17/6 ] 
f(z) = 72/221*z^3 - 279/221*z + 1
*
[ -14/5 ] 
f(z) = 75/238*z^3 - 265/238*z + 1
*
[ 15/2 ] 
f(z) = 68/225*z^3 - 242/15*z + 1
*
[ -5 ] 
f(z) = 61/225*z^3 - 251/45*z + 1
*
[ -5 ] 
f(z) = 62/225*z^3 - 256/45*z + 1
*
-2/5 | 0.16882921111123803402212845649655293249 | 0.024370667614085370973864250885108516117
f(z) = 75/224*z^3 - 255/56*z + 1
*
[ 15/4 ] 
f(z) = 76/225*z^3 - 241/60*z + 1
*
[ -10/3 ] 
f(z) = 63/232*z^3 - 249/145*z + 1
*
[ 5/2 ] 
f(z) = 71/225*z^3 - 247/180*z + 1
*
[ 5/2 ] 
f(z) = 73/225*z^3 - 257/180*z + 1
*
[ 1/2 ] 
f(z) = 60/227*z^3 - 242/227*z + 1
*
[ 1/2 ] 
f(z) = 60/229*z^3 - 244/229*z + 1
*
[ 1/2 ] 
f(z) = 60/233*z^3 - 248/233*z + 1
*
[ 1/2 ] 
f(z) = 60/239*z^3 - 254/239*z + 1
*
[ -3 ] 
f(z) = 61/222*z^3 - 253/222*z + 1
*
[ -3 ] 
f(z) = 61/228*z^3 - 245/228*z + 1
*
[ -3 ] 
f(z) = 61/231*z^3 - 241/231*z + 1
*
[ -3 ] 
f(z) = 62/231*z^3 - 250/231*z + 1
*
[ -3 ] 
f(z) = 62/237*z^3 - 242/237*z + 1
*
[ 1/2 ] 
f(z) = 64/225*z^3 - 241/225*z + 1
*
[ 1/2 ] 
f(z) = 64/227*z^3 - 243/227*z + 1
*
[ 1/2 ] 
f(z) = 64/229*z^3 - 245/229*z + 1
*
[ 1/2 ] 
f(z) = 64/231*z^3 - 247/231*z + 1
*
[ 1/2 ] 
f(z) = 64/233*z^3 - 249/233*z + 1
*
[ 5/2 ] 
f(z) = 64/235*z^3 - 259/235*z + 1
*
[ 1/2 ] 
f(z) = 64/235*z^3 - 251/235*z + 1
*
[ -3 ] 
f(z) = 64/237*z^3 - 260/237*z + 1
*
[ 1/2 ] 
f(z) = 64/237*z^3 - 253/237*z + 1
*
[ 1/2 ] 
f(z) = 64/239*z^3 - 255/239*z + 1
*
[ 1/2 ] 
f(z) = 68/225*z^3 - 242/225*z + 1
*
[ 1/2 ] 
f(z) = 68/227*z^3 - 244/227*z + 1
*
[ 1/2 ] 
f(z) = 68/229*z^3 - 246/229*z + 1
*
[ 1/2 ] 
f(z) = 68/231*z^3 - 248/231*z + 1
*
[ 1/2 ] 
f(z) = 68/233*z^3 - 250/233*z + 1
*
[ 1/2 ] 
f(z) = 68/235*z^3 - 252/235*z + 1
*
[ 1/2 ] 
f(z) = 68/237*z^3 - 254/237*z + 1
*
[ 1/2 ] 
f(z) = 68/239*z^3 - 256/239*z + 1
*
[ 1/2 ] 
f(z) = 72/223*z^3 - 241/223*z + 1
*
[ 1/2 ] 
f(z) = 72/227*z^3 - 245/227*z + 1
*
[ 1/2 ] 
f(z) = 72/229*z^3 - 247/229*z + 1
*
[ 1/2 ] 
f(z) = 72/233*z^3 - 251/233*z + 1
*
[ 1/2 ] 
f(z) = 72/235*z^3 - 253/235*z + 1
*
[ 1/2 ] 
f(z) = 72/239*z^3 - 257/239*z + 1
*
[ 1/2 ] 
f(z) = 76/223*z^3 - 242/223*z + 1
*
[ 1/2 ] 
f(z) = 76/225*z^3 - 244/225*z + 1
*
[ 1/2 ] 
f(z) = 76/227*z^3 - 246/227*z + 1
*
[ 1/2 ] 
f(z) = 76/229*z^3 - 248/229*z + 1
*
[ 1/2 ] 
f(z) = 76/231*z^3 - 250/231*z + 1
*
[ 1/2 ] 
f(z) = 76/233*z^3 - 252/233*z + 1
*
[ 1/2 ] 
f(z) = 76/235*z^3 - 254/235*z + 1
*
[ 1/2 ] 
f(z) = 76/237*z^3 - 256/237*z + 1
*
[ 1/2 ] 
f(z) = 76/239*z^3 - 258/239*z + 1
*
[ -14/5 ] 
f(z) = 65/224*z^3 - 257/280*z + 1
*
[ 15/2 ] 
f(z) = 64/225*z^3 - 227/15*z + 1
*
[ -15/2 ] 
f(z) = 64/225*z^3 - 223/15*z + 1
*
[ -15/2 ] 
f(z) = 68/225*z^3 - 238/15*z + 1
*
14/5 | 0.19742727560580605137670332230311685120 | 0.029061346851938673605601200177123738104
f(z) = 75/224*z^3 - 223/56*z + 1
*
-15/4 | 0.24018215262281269995288122185043333723 | 0.029345928160214203228054824382238155647
f(z) = 64/225*z^3 - 239/60*z + 1
*
[ 4/15 ] 
f(z) = 75/224*z^3 - 233/84*z + 1
*
-4/5 | 0.15824061272806974880861383318900338706 | 0.021161940052125915597399189740152088023
f(z) = 75/224*z^3 - 221/84*z + 1
*
[ -16/5 ] 
f(z) = 75/224*z^3 - 237/112*z + 1
*
[ 2/5 ] 
f(z) = 65/232*z^3 - 224/145*z + 1
*
[ 5/2 ] 
f(z) = 67/225*z^3 - 227/180*z + 1
*
5/4 | 0.20785430242017557668945183058826202280 | 0.029511512573828613356456770944903993602
f(z) = 68/225*z^3 - 229/180*z + 1
*
5/4 | 0.18486624150160531004043203459144602580 | 0.026089304576317034179492838452240120945
f(z) = 76/225*z^3 - 239/180*z + 1
*
[ -14/5 ] 
f(z) = 75/232*z^3 - 239/203*z + 1
*
[ 1/2 ] 
f(z) = 60/221*z^3 - 236/221*z + 1
*
[ 1/2 ] 
f(z) = 60/223*z^3 - 238/223*z + 1
*
[ -3 ] 
f(z) = 61/237*z^3 - 233/237*z + 1
*
[ 1/2 ] 
f(z) = 64/223*z^3 - 239/223*z + 1
*
-21/8 | 0.10078551315781099149189891774686730989 | 0.018518518518518518518518518518518518519
f(z) = 64/231*z^3 - 221/231*z + 1
*
[ 1/2 ] 
f(z) = 68/223*z^3 - 240/223*z + 1
*
[ 1/2 ] 
f(z) = 72/221*z^3 - 239/221*z + 1
*
[ 1/2 ] 
f(z) = 76/221*z^3 - 240/221*z + 1
*
[ 15/4 ] 
f(z) = 68/225*z^3 - 211/60*z + 1
*
[ -15/4 ] 
f(z) = 76/225*z^3 - 209/60*z + 1
*
-12/5 | 0.14980683785699483696658561531486244640 | 0.020158901458088758258052673606529136753
f(z) = 75/224*z^3 - 211/84*z + 1
*
[ -10/3 ] 
f(z) = 63/220*z^3 - 207/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016873656116668712888544427085674687716
f(z) = 71/236*z^3 - 201/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016656848103345817389730750927894313339
f(z) = 73/220*z^3 - 201/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013352494774482547323973346500792425582
f(z) = 73/228*z^3 - 203/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016818388844833706412480903033832973645
f(z) = 73/236*z^3 - 205/118*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016764540094212640972826815944905478966
f(z) = 75/236*z^3 - 209/118*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.013266947073585354374839003125730624931
f(z) = 77/228*z^3 - 211/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016712046264991270845095136987451222193
f(z) = 77/236*z^3 - 213/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016497314761384665064652714464461024508
f(z) = 79/220*z^3 - 213/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013226029025958293454705976616661133713
f(z) = 79/228*z^3 - 215/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016660847766766004982059445805798424721
f(z) = 79/236*z^3 - 217/118*z + 1
*
[ 13/6 ] 
f(z) = 72/221*z^3 - 219/221*z + 1
*
[ -13/5 ] 
f(z) = 75/221*z^3 - 201/221*z + 1
*
[ 2 ] 
f(z) = 79/222*z^3 - 205/222*z + 1
*
[ 2 ] 
f(z) = 79/226*z^3 - 203/226*z + 1
*
[ 2 ] 
f(z) = 79/230*z^3 - 201/230*z + 1
*
2/5 | 0.12590462819197652822017128146608623527 | 0.018849129220028288819170831945237765832
f(z) = 75/224*z^3 - 199/56*z + 1
*
-15/16 | 0.22891136747589087374318643330043984646 | 0.028756540329299060466521685461288767175
f(z) = 64/225*z^3 - 191/60*z + 1
*
[ 3 ] 
f(z) = 77/225*z^3 - 181/75*z + 1
*
[ 3 ] 
f(z) = 79/225*z^3 - 187/75*z + 1
*
[ 3 ] 
f(z) = 79/234*z^3 - 185/78*z + 1
*
4/3 | 0.18299820951314643851735294403168549828 | 0.024924397467678315264889179974567221376
f(z) = 69/224*z^3 - 193/84*z + 1
*
4/3 | 0.19210844131023385469303754033433331398 | 0.026092312511931170216363652826894991927
f(z) = 75/224*z^3 - 197/84*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017173825646216635630529368552268440012
f(z) = 61/236*z^3 - 181/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016953160782966766416525871650504186912
f(z) = 63/220*z^3 - 181/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017110343964814845320128552286222281446
f(z) = 63/236*z^3 - 185/118*z + 1
*
-2 | 0.080198765560857982941546142126003827285 | 0.013537356978383409290137546800253416636
f(z) = 65/228*z^3 - 187/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.017048673005513298052201070755560997471
f(z) = 65/236*z^3 - 189/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016829616216720167365406894335217853733
f(z) = 67/220*z^3 - 189/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013489339856154475434854965735781218852
f(z) = 67/228*z^3 - 191/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016988722859054337087936450228288654137
f(z) = 67/236*z^3 - 193/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016770436364029333164108057820718416936
f(z) = 69/220*z^3 - 193/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016930409877040418257658292286269768186
f(z) = 69/236*z^3 - 197/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016712872640012256068261229678596182270
f(z) = 71/220*z^3 - 197/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013396883347011531567881264064850199628
f(z) = 71/228*z^3 - 199/114*z + 1
*
[ 2/5 ] 
f(z) = 75/236*z^3 - 183/118*z + 1
*
[ 5/2 ] 
f(z) = 61/225*z^3 - 197/180*z + 1
*
[ 9/4 ] 
f(z) = 64/225*z^3 - 199/225*z + 1
*
[ 2 ] 
f(z) = 73/222*z^3 - 181/222*z + 1
*
[ 2 ] 
f(z) = 75/226*z^3 - 187/226*z + 1
*
[ 2 ] 
f(z) = 75/238*z^3 - 181/238*z + 1
*
[ 2 ] 
f(z) = 77/222*z^3 - 197/222*z + 1
*
[ 2 ] 
f(z) = 77/226*z^3 - 195/226*z + 1
*
[ 2 ] 
f(z) = 77/230*z^3 - 193/230*z + 1
*
[ 2 ] 
f(z) = 77/234*z^3 - 191/234*z + 1
*
[ 2 ] 
f(z) = 79/234*z^3 - 199/234*z + 1
*
[ 2 ] 
f(z) = 79/238*z^3 - 197/238*z + 1
*
[ -15/4 ] 
f(z) = 68/225*z^3 - 179/60*z + 1
*
[ 3 ] 
f(z) = 71/225*z^3 - 163/75*z + 1
*
[ 3 ] 
f(z) = 71/234*z^3 - 161/78*z + 1
*
[ 3 ] 
f(z) = 73/225*z^3 - 169/75*z + 1
*
[ 3 ] 
f(z) = 73/234*z^3 - 167/78*z + 1
*
[ 3 ] 
f(z) = 74/225*z^3 - 172/75*z + 1
*
[ 3 ] 
f(z) = 76/225*z^3 - 178/75*z + 1
*
[ 3 ] 
f(z) = 77/234*z^3 - 179/78*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.017017709800233660705392806504975957032
f(z) = 61/220*z^3 - 177/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013638185409851223237783940790229980187
f(z) = 61/228*z^3 - 179/114*z + 1
*
-8/3 | 0.11143502013041265575747214169457599001 | 0.016951694834574658624730522172006238538
f(z) = 69/224*z^3 - 179/168*z + 1
*
[ -8/3 ] 
f(z) = 75/224*z^3 - 169/168*z + 1
*
[ 8/15 ] 
f(z) = 75/224*z^3 - 163/168*z + 1
*
[ -45/16 ] 
f(z) = 64/225*z^3 - 161/180*z + 1
*
[ 17/8 ] 
f(z) = 64/221*z^3 - 172/221*z + 1
*
[ -11/4 ] 
f(z) = 64/231*z^3 - 169/231*z + 1
*
[ 5/8 ] 
f(z) = 64/235*z^3 - 166/235*z + 1
*
[ 2 ] 
f(z) = 69/226*z^3 - 163/226*z + 1
*
[ 2 ] 
f(z) = 71/222*z^3 - 173/222*z + 1
*
[ 2 ] 
f(z) = 71/226*z^3 - 171/226*z + 1
*
[ 2 ] 
f(z) = 71/230*z^3 - 169/230*z + 1
*
[ 2 ] 
f(z) = 71/234*z^3 - 167/234*z + 1
*
[ 2 ] 
f(z) = 71/238*z^3 - 165/238*z + 1
*
[ 2 ] 
f(z) = 73/226*z^3 - 179/226*z + 1
*
[ 2 ] 
f(z) = 73/230*z^3 - 177/230*z + 1
*
[ 2 ] 
f(z) = 73/234*z^3 - 175/234*z + 1
*
[ 2 ] 
f(z) = 73/238*z^3 - 173/238*z + 1
*
[ 15/8 ] 
f(z) = 76/225*z^3 - 173/240*z + 1
*
[ 2/3 ] 
f(z) = 61/232*z^3 - 161/261*z + 1
*
[ 2/3 ] 
f(z) = 65/232*z^3 - 163/261*z + 1
*
[ 2/3 ] 
f(z) = 67/232*z^3 - 164/261*z + 1
*
[ 2/3 ] 
f(z) = 71/232*z^3 - 166/261*z + 1
*
[ 2/3 ] 
f(z) = 73/232*z^3 - 167/261*z + 1
*
[ 2/3 ] 
f(z) = 77/232*z^3 - 169/261*z + 1
*
[ 2/3 ] 
f(z) = 79/232*z^3 - 170/261*z + 1
*
[ 3 ] 
f(z) = 64/225*z^3 - 142/75*z + 1
*
[ 3 ] 
f(z) = 67/225*z^3 - 151/75*z + 1
*
[ 3 ] 
f(z) = 67/234*z^3 - 149/78*z + 1
*
[ 3 ] 
f(z) = 68/225*z^3 - 154/75*z + 1
*
[ -5/2 ] 
f(z) = 79/225*z^3 - 143/180*z + 1
*
[ -58/21 ] 
f(z) = 63/232*z^3 - 144/203*z + 1
*
[ 2/3 ] 
f(z) = 63/226*z^3 - 141/226*z + 1
*
[ 2/3 ] 
f(z) = 63/230*z^3 - 143/230*z + 1
*
[ 2 ] 
f(z) = 65/222*z^3 - 149/222*z + 1
*
[ 2 ] 
f(z) = 65/226*z^3 - 147/226*z + 1
*
[ 2 ] 
f(z) = 65/238*z^3 - 141/238*z + 1
*
[ 2 ] 
f(z) = 67/222*z^3 - 157/222*z + 1
*
[ 2 ] 
f(z) = 67/226*z^3 - 155/226*z + 1
*
[ 2 ] 
f(z) = 67/230*z^3 - 153/230*z + 1
*
[ 2 ] 
f(z) = 67/234*z^3 - 151/234*z + 1
*
[ 2 ] 
f(z) = 67/238*z^3 - 149/238*z + 1
*
[ 2 ] 
f(z) = 69/238*z^3 - 157/238*z + 1
*
[ -5/2 ] 
f(z) = 76/235*z^3 - 146/235*z + 1
*
[ 15/8 ] 
f(z) = 68/225*z^3 - 143/240*z + 1
*
[ 4 ] 
f(z) = 71/224*z^3 - 121/28*z + 1
*
[ 4 ] 
f(z) = 73/224*z^3 - 125/28*z + 1
*
[ 4 ] 
f(z) = 75/224*z^3 - 129/28*z + 1
*
[ 4 ] 
f(z) = 79/224*z^3 - 137/28*z + 1
*
[ -4 ] 
f(z) = 79/224*z^3 - 123/28*z + 1
*
[ 3 ] 
f(z) = 61/225*z^3 - 133/75*z + 1
*
[ 3 ] 
f(z) = 61/234*z^3 - 131/78*z + 1
*
[ 3 ] 
f(z) = 62/225*z^3 - 136/75*z + 1
*
[ 3/8 ] 
f(z) = 64/225*z^3 - 128/75*z + 1
*
[ -3 ] 
f(z) = 74/225*z^3 - 122/75*z + 1
*
[ -3 ] 
f(z) = 76/225*z^3 - 128/75*z + 1
*
[ -3 ] 
f(z) = 77/225*z^3 - 131/75*z + 1
*
[ -3 ] 
f(z) = 77/234*z^3 - 127/78*z + 1
*
[ -3 ] 
f(z) = 79/225*z^3 - 137/75*z + 1
*
[ -3 ] 
f(z) = 79/234*z^3 - 133/78*z + 1
*
[ 5/2 ] 
f(z) = 74/225*z^3 - 131/90*z + 1
*
-28/15 | 0.15155990322397816833074892289938460819 | 0.021653201235892651250799452939445564658
f(z) = 75/224*z^3 - 137/84*z + 1
*
[ -8/3 ] 
f(z) = 69/224*z^3 - 137/168*z + 1
*
[ -5/2 ] 
f(z) = 77/225*z^3 - 133/180*z + 1
*
[ 2 ] 
f(z) = 61/222*z^3 - 133/222*z + 1
*
[ 2 ] 
f(z) = 61/226*z^3 - 131/226*z + 1
*
[ 2 ] 
f(z) = 61/230*z^3 - 129/230*z + 1
*
[ 2 ] 
f(z) = 61/234*z^3 - 127/234*z + 1
*
[ 2 ] 
f(z) = 61/238*z^3 - 125/238*z + 1
*
[ 2 ] 
f(z) = 63/226*z^3 - 139/226*z + 1
*
[ 2 ] 
f(z) = 63/230*z^3 - 137/230*z + 1
*
[ -8/3 ] 
f(z) = 63/232*z^3 - 129/232*z + 1
*
[ -21/8 ] 
f(z) = 64/231*z^3 - 122/231*z + 1
*
[ -5/2 ] 
f(z) = 72/235*z^3 - 121/235*z + 1
*
[ 15/19 ] 
f(z) = 76/225*z^3 - 136/285*z + 1
*
[ 4 ] 
f(z) = 61/224*z^3 - 101/28*z + 1
*
[ 4 ] 
f(z) = 65/224*z^3 - 109/28*z + 1
*
[ 4 ] 
f(z) = 67/224*z^3 - 113/28*z + 1
*
[ 4 ] 
f(z) = 69/224*z^3 - 117/28*z + 1
*
[ -4 ] 
f(z) = 69/224*z^3 - 103/28*z + 1
*
[ -4 ] 
f(z) = 71/224*z^3 - 107/28*z + 1
*
[ -4 ] 
f(z) = 73/224*z^3 - 111/28*z + 1
*
[ -4 ] 
f(z) = 75/224*z^3 - 115/28*z + 1
*
12/5 | 0.19821516668701749723493919527126178178 | 0.029521914256427154818518136156672050500
f(z) = 75/224*z^3 - 103/28*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016698673506969955018918388487184842199
f(z) = 73/224*z^3 - 101/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016644291478752005640149812620617122414
f(z) = 75/224*z^3 - 103/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016539631955333180452558979929192203542
f(z) = 79/224*z^3 - 107/56*z + 1
*
[ -3 ] 
f(z) = 67/225*z^3 - 101/75*z + 1
*
[ -3 ] 
f(z) = 68/225*z^3 - 104/75*z + 1
*
[ -3 ] 
f(z) = 71/225*z^3 - 113/75*z + 1
*
[ -3 ] 
f(z) = 71/234*z^3 - 109/78*z + 1
*
[ -3 ] 
f(z) = 73/225*z^3 - 119/75*z + 1
*
[ -3 ] 
f(z) = 73/234*z^3 - 115/78*z + 1
*
[ 5/2 ] 
f(z) = 62/225*z^3 - 101/90*z + 1
*
[ 15/7 ] 
f(z) = 77/225*z^3 - 109/105*z + 1
*
[ 2 ] 
f(z) = 79/220*z^3 - 103/110*z + 1
*
[ 2 ] 
f(z) = 79/228*z^3 - 101/114*z + 1
*
[ 2/3 ] 
f(z) = 69/224*z^3 - 107/168*z + 1
*
[ -5/2 ] 
f(z) = 71/225*z^3 - 103/180*z + 1
*
[ -5/2 ] 
f(z) = 73/225*z^3 - 113/180*z + 1
*
[ 3/4 ] 
f(z) = 64/231*z^3 - 113/231*z + 1
*
[ 3/4 ] 
f(z) = 64/237*z^3 - 115/237*z + 1
*
[ 5/3 ] 
f(z) = 72/235*z^3 - 106/235*z + 1
*
[ 8/5 ] 
f(z) = 75/232*z^3 - 105/232*z + 1
*
[ 4/5 ] 
f(z) = 75/236*z^3 - 107/236*z + 1
*
[ 8/5 ] 
f(z) = 65/224*z^3 - 103/280*z + 1
*
[ -4 ] 
f(z) = 61/224*z^3 - 87/28*z + 1
*
[ -4 ] 
f(z) = 65/224*z^3 - 95/28*z + 1
*
[ -4 ] 
f(z) = 67/224*z^3 - 99/28*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.017058187103494765374367438660342046031
f(z) = 61/224*z^3 - 89/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016931485864473555634987973536426477219
f(z) = 65/224*z^3 - 93/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016870838122899103922717699304925640233
f(z) = 67/224*z^3 - 95/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016811873487313242651453570599245043183
f(z) = 69/224*z^3 - 97/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016754510570156112777420348915250771621
f(z) = 71/224*z^3 - 99/56*z + 1
*
[ 2/5 ] 
f(z) = 75/224*z^3 - 87/56*z + 1
*
[ -3 ] 
f(z) = 61/225*z^3 - 83/75*z + 1
*
[ -3 ] 
f(z) = 62/225*z^3 - 86/75*z + 1
*
[ -3 ] 
f(z) = 64/225*z^3 - 92/75*z + 1
*
[ -3 ] 
f(z) = 67/234*z^3 - 97/78*z + 1
*
[ 2 ] 
f(z) = 69/220*z^3 - 83/110*z + 1
*
[ 2 ] 
f(z) = 71/220*z^3 - 87/110*z + 1
*
[ 2 ] 
f(z) = 71/228*z^3 - 85/114*z + 1
*
[ 2 ] 
f(z) = 71/236*z^3 - 83/118*z + 1
*
[ 2 ] 
f(z) = 73/220*z^3 - 91/110*z + 1
*
[ 2 ] 
f(z) = 73/228*z^3 - 89/114*z + 1
*
[ 2 ] 
f(z) = 73/236*z^3 - 87/118*z + 1
*
[ 2 ] 
f(z) = 75/236*z^3 - 91/118*z + 1
*
[ 2 ] 
f(z) = 77/228*z^3 - 97/114*z + 1
*
[ 2 ] 
f(z) = 77/236*z^3 - 95/118*z + 1
*
[ 2 ] 
f(z) = 79/236*z^3 - 99/118*z + 1
*
[ -5/2 ] 
f(z) = 67/225*z^3 - 83/180*z + 1
*
[ 5/3 ] 
f(z) = 63/220*z^3 - 87/220*z + 1
*
[ 5/3 ] 
f(z) = 63/230*z^3 - 83/230*z + 1
*
[ 5/3 ] 
f(z) = 63/235*z^3 - 81/235*z + 1
*
[ 13/8 ] 
f(z) = 64/221*z^3 - 84/221*z + 1
*
[ 7/4 ] 
f(z) = 64/231*z^3 - 97/231*z + 1
*
[ 7/8 ] 
f(z) = 64/231*z^3 - 82/231*z + 1
*
[ -5/2 ] 
f(z) = 68/235*z^3 - 96/235*z + 1
*
[ 5/6 ] 
f(z) = 72/235*z^3 - 97/235*z + 1
*
[ 7/5 ] 
f(z) = 75/224*z^3 - 83/224*z + 1
*
[ 3/2 ] 
f(z) = 76/231*z^3 - 94/231*z + 1
*
[ 3/2 ] 
f(z) = 76/237*z^3 - 92/237*z + 1
*
[ 15/17 ] 
f(z) = 68/225*z^3 - 94/255*z + 1
*
[ 4/3 ] 
f(z) = 73/224*z^3 - 83/252*z + 1
*
[ 4/3 ] 
f(z) = 79/224*z^3 - 95/252*z + 1
*
4/5 | 0.15350627111384659053879717716258015782 | 0.024313788378369038834394193919997902638
f(z) = 75/224*z^3 - 69/28*z + 1
*
[ -14/5 ] 
f(z) = 75/224*z^3 - 71/56*z + 1
*
[ 5/2 ] 
f(z) = 76/225*z^3 - 68/45*z + 1
*
[ -3 ] 
f(z) = 61/234*z^3 - 79/78*z + 1
*
-28/15 | 0.14661429608973658969569915916118646098 | 0.022520503553159304971685638776184811028
f(z) = 75/224*z^3 - 65/84*z + 1
*
[ 2 ] 
f(z) = 61/220*z^3 - 67/110*z + 1
*
[ 2 ] 
f(z) = 61/228*z^3 - 65/114*z + 1
*
[ 2 ] 
f(z) = 61/236*z^3 - 63/118*z + 1
*
[ 2 ] 
f(z) = 63/220*z^3 - 71/110*z + 1
*
[ 2/3 ] 
f(z) = 63/220*z^3 - 69/110*z + 1
*
[ 2/3 ] 
f(z) = 63/236*z^3 - 73/118*z + 1
*
[ 2 ] 
f(z) = 63/236*z^3 - 67/118*z + 1
*
[ 2 ] 
f(z) = 65/228*z^3 - 73/114*z + 1
*
[ 2 ] 
f(z) = 65/236*z^3 - 71/118*z + 1
*
[ 2 ] 
f(z) = 67/220*z^3 - 79/110*z + 1
*
[ 2 ] 
f(z) = 67/228*z^3 - 77/114*z + 1
*
[ 2 ] 
f(z) = 67/236*z^3 - 75/118*z + 1
*
[ 2 ] 
f(z) = 69/236*z^3 - 79/118*z + 1
*
[ 4/5 ] 
f(z) = 65/224*z^3 - 61/140*z + 1
*
[ 3/2 ] 
f(z) = 74/225*z^3 - 61/150*z + 1
*
[ 14/15 ] 
f(z) = 75/224*z^3 - 61/168*z + 1
*
[ 15/11 ] 
f(z) = 77/225*z^3 - 61/165*z + 1
*
[ 3/2 ] 
f(z) = 64/231*z^3 - 67/231*z + 1
*
[ -5/2 ] 
f(z) = 64/235*z^3 - 71/235*z + 1
*
[ 3/2 ] 
f(z) = 64/237*z^3 - 65/237*z + 1
*
[ 3/2 ] 
f(z) = 68/231*z^3 - 76/231*z + 1
*
[ 3/2 ] 
f(z) = 68/237*z^3 - 74/237*z + 1
*
[ 7/5 ] 
f(z) = 75/238*z^3 - 79/238*z + 1
*
[ 4/3 ] 
f(z) = 65/224*z^3 - 67/252*z + 1
*
[ 4/3 ] 
f(z) = 67/224*z^3 - 71/252*z + 1
*
[ 4/3 ] 
f(z) = 71/224*z^3 - 79/252*z + 1
*
[ 15/4 ] 
f(z) = 64/225*z^3 - 49/15*z + 1
*
[ -15/4 ] 
f(z) = 64/225*z^3 - 41/15*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017136208660902527949237482901396151179
f(z) = 61/232*z^3 - 45/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017072459533543768470841503179711723751
f(z) = 63/232*z^3 - 46/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.017010538916537058931467096108704362009
f(z) = 65/232*z^3 - 47/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016950355527378560720289957722604614778
f(z) = 67/232*z^3 - 48/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016891824473443106229632366179089657542
f(z) = 69/232*z^3 - 49/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016834866682370036106316406443825938953
f(z) = 71/232*z^3 - 50/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016779408393656576708917486215059990601
f(z) = 73/232*z^3 - 51/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016725380703807400445356493799069833234
f(z) = 75/232*z^3 - 52/29*z + 1
*
[ 2/5 ] 
f(z) = 75/232*z^3 - 45/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016672719158474408686176848773150223990
f(z) = 77/232*z^3 - 53/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016621363385934624962822545350960815342
f(z) = 79/232*z^3 - 54/29*z + 1
*
[ 5/2 ] 
f(z) = 64/225*z^3 - 53/45*z + 1
*
[ 5/2 ] 
f(z) = 68/225*z^3 - 58/45*z + 1
*
[ 2 ] 
f(z) = 69/224*z^3 - 41/56*z + 1
*
[ 2 ] 
f(z) = 71/224*z^3 - 43/56*z + 1
*
[ 2 ] 
f(z) = 73/224*z^3 - 45/56*z + 1
*
-8/5 | 0.10921540843263848886751745347665750121 | 0.020181550564490615252150356310221924420
f(z) = 75/224*z^3 - 55/56*z + 1
*
[ 2 ] 
f(z) = 75/224*z^3 - 47/56*z + 1
*
[ 2 ] 
f(z) = 79/224*z^3 - 51/56*z + 1
*
[ 2/3 ] 
f(z) = 69/232*z^3 - 55/87*z + 1
*
[ -5/2 ] 
f(z) = 74/225*z^3 - 59/90*z + 1
*
[ 28/15 ] 
f(z) = 75/224*z^3 - 59/84*z + 1
*
[ -12/5 ] 
f(z) = 75/224*z^3 - 43/84*z + 1
*
[ 2/3 ] 
f(z) = 75/232*z^3 - 56/87*z + 1
*
[ 4/5 ] 
f(z) = 75/232*z^3 - 53/116*z + 1
*
[ 3/2 ] 
f(z) = 62/225*z^3 - 43/150*z + 1
*
[ 6/5 ] 
f(z) = 75/224*z^3 - 53/168*z + 1
*
[ -5/2 ] 
f(z) = 61/225*z^3 - 53/180*z + 1
*
[ 5/4 ] 
f(z) = 68/225*z^3 - 49/180*z + 1
*
[ 5/4 ] 
f(z) = 76/225*z^3 - 59/180*z + 1
*
[ 4/3 ] 
f(z) = 63/220*z^3 - 57/220*z + 1
*
[ 4/3 ] 
f(z) = 63/236*z^3 - 53/236*z + 1
*
[ 9/8 ] 
f(z) = 64/225*z^3 - 56/225*z + 1
*
[ 11/8 ] 
f(z) = 64/231*z^3 - 58/231*z + 1
*
[ 5/4 ] 
f(z) = 64/235*z^3 - 53/235*z + 1
*
[ 4/3 ] 
f(z) = 61/224*z^3 - 59/252*z + 1
*
[ 2 ] 
f(z) = 71/232*z^3 - 21/29*z + 1
*
[ 2 ] 
f(z) = 73/232*z^3 - 22/29*z + 1
*
[ 2 ] 
f(z) = 75/232*z^3 - 23/29*z + 1
*
[ 2 ] 
f(z) = 77/232*z^3 - 24/29*z + 1
*
[ 2 ] 
f(z) = 79/232*z^3 - 25/29*z + 1
*
[ 2 ] 
f(z) = 61/224*z^3 - 33/56*z + 1
*
[ 5/8 ] 
f(z) = 64/225*z^3 - 32/45*z + 1
*
[ 2 ] 
f(z) = 65/224*z^3 - 37/56*z + 1
*
[ 2 ] 
f(z) = 67/224*z^3 - 39/56*z + 1
*
[ -5/2 ] 
f(z) = 68/225*z^3 - 22/45*z + 1
*
[ 8/5 ] 
f(z) = 75/224*z^3 - 27/56*z + 1
*
[ -5/2 ] 
f(z) = 76/225*z^3 - 32/45*z + 1
*
[ 3/4 ] 
f(z) = 64/225*z^3 - 37/75*z + 1
*
[ 3/2 ] 
f(z) = 64/225*z^3 - 23/75*z + 1
*
[ 3/2 ] 
f(z) = 68/225*z^3 - 26/75*z + 1
*
[ 3/2 ] 
f(z) = 76/225*z^3 - 32/75*z + 1
*
[ -5/2 ] 
f(z) = 62/225*z^3 - 29/90*z + 1
*
[ 4/3 ] 
f(z) = 69/224*z^3 - 25/84*z + 1
*
[ 4/3 ] 
f(z) = 75/224*z^3 - 29/84*z + 1
*
[ 6/5 ] 
f(z) = 75/232*z^3 - 26/87*z + 1
*
[ 4/3 ] 
f(z) = 63/232*z^3 - 27/116*z + 1
*
[ 15/8 ] 
f(z) = 64/225*z^3 - 8/15*z + 1
*
[ 2 ] 
f(z) = 61/232*z^3 - 16/29*z + 1
*
[ 2/3 ] 
f(z) = 63/232*z^3 - 18/29*z + 1
*
[ 2 ] 
f(z) = 63/232*z^3 - 17/29*z + 1
*
[ 2 ] 
f(z) = 65/232*z^3 - 18/29*z + 1
*
[ 2 ] 
f(z) = 67/232*z^3 - 19/29*z + 1
*
[ 2 ] 
f(z) = 69/232*z^3 - 20/29*z + 1
*
[ 4/5 ] 
f(z) = 75/224*z^3 - 13/28*z + 1
*
[ -5/2 ] 
f(z) = 64/225*z^3 - 17/45*z + 1
*
[ 5/4 ] 
f(z) = 64/225*z^3 - 11/45*z + 1
*
[ 15/16 ] 
f(z) = 64/225*z^3 - 19/60*z + 1
*
[ -15/8 ]
f(z) = 64/225*z^3 + 8/15*z + 1
*
[ 10 ] 
f(z) = 73/250*z^3 - 283/10*z + 1
*
[ -10 ] 
f(z) = 73/250*z^3 - 281/10*z + 1
*
[ 10 ] 
f(z) = 77/250*z^3 - 299/10*z + 1
*
[ -10 ] 
f(z) = 77/250*z^3 - 297/10*z + 1
*
[ 22/3 ] 
f(z) = 63/242*z^3 - 289/22*z + 1
*
[ -22/3 ] 
f(z) = 63/242*z^3 - 283/22*z + 1
*
[ -27/4 ] 
f(z) = 64/243*z^3 - 293/27*z + 1
*
-4 | 0.19152969228459081262449936836044679714 | 0.027156850660560083864603212823058531686
f(z) = 61/240*z^3 - 289/60*z + 1
*
4 | 0.16646597236280038774268486880408553016 | 0.023673506495328794180424542193649176629
f(z) = 67/240*z^3 - 283/60*z + 1
*
4 | 0.16147796865275749517835384086489499712 | 0.022785937640843418050727123639932286344
f(z) = 71/240*z^3 - 299/60*z + 1
*
-4 | 0.18435009494156249110653454958794878741 | 0.026088014805790499681236343791052833270
f(z) = 77/240*z^3 - 293/60*z + 1
*
[ 22/7 ] 
f(z) = 63/242*z^3 - 291/154*z + 1
*
[ -7/2 ] 
f(z) = 67/245*z^3 - 289/140*z + 1
*
[ 10/27 ] 
f(z) = 63/250*z^3 - 281/162*z + 1
*
[ 9/20 ] 
f(z) = 64/243*z^3 - 287/225*z + 1
*
[ 8/3 ] 
f(z) = 63/248*z^3 - 293/248*z + 1
*
[ -3 ] 
f(z) = 67/240*z^3 - 283/240*z + 1
*
[ -3 ] 
f(z) = 70/249*z^3 - 298/249*z + 1
*
[ -3 ] 
f(z) = 71/255*z^3 - 299/255*z + 1
*
[ -3 ] 
f(z) = 71/258*z^3 - 295/258*z + 1
*
[ 10 ] 
f(z) = 69/250*z^3 - 267/10*z + 1
*
[ -10 ] 
f(z) = 71/250*z^3 - 273/10*z + 1
*
4/5 | 0.20558823795004261331541545038747169270 | 0.024484682544003744143843080571437998998
f(z) = 75/256*z^3 - 277/48*z + 1
*
-80/21 | 0.12628893508391586832911345105776531412 | 0.014281404327291742365708915767667024032
f(z) = 63/250*z^3 - 277/70*z + 1
*
-5/21 | 0.21984749584470154871394687130603258281 | 0.024965295035564126296767103747606532946
f(z) = 63/250*z^3 - 267/70*z + 1
*
7/4 | 0.17889292273116346405212588260828373746 | 0.023700614219118937391194303536238701552
f(z) = 64/245*z^3 - 271/70*z + 1
*
-4 | 0.16667021636302620172339001165249923302 | 0.023874814396842916575661106206201639560
f(z) = 71/240*z^3 - 269/60*z + 1
*
7/6 | 0.15436197613651886851977321469366548447 | 0.020532143968901464798560617991603042551
f(z) = 72/245*z^3 - 263/70*z + 1
*
-4 | 0.19377191443548100595541877913866288932 | 0.027640983468815609393228517659463661030
f(z) = 73/240*z^3 - 277/60*z + 1
*
[ 4 ] 
f(z) = 77/240*z^3 - 263/60*z + 1
*
[ 4 ] 
f(z) = 79/240*z^3 - 271/60*z + 1
*
[ 18/5 ] 
f(z) = 70/243*z^3 - 271/90*z + 1
*
[ 44/15 ] 
f(z) = 75/242*z^3 - 265/132*z + 1
*
[ 20/7 ] 
f(z) = 77/250*z^3 - 261/140*z + 1
*
[ -24/7 ] 
f(z) = 63/256*z^3 - 269/168*z + 1
*
[ 20/7 ] 
f(z) = 61/250*z^3 - 263/196*z + 1
*
[ 3/7 ] 
f(z) = 70/243*z^3 - 262/189*z + 1
*
[ 3/7 ] 
f(z) = 77/243*z^3 - 263/189*z + 1
*
[ 1/2 ] 
f(z) = 60/247*z^3 - 262/247*z + 1
*
[ 1/2 ] 
f(z) = 60/251*z^3 - 266/251*z + 1
*
[ 1/2 ] 
f(z) = 60/253*z^3 - 268/253*z + 1
*
[ 1/2 ] 
f(z) = 60/257*z^3 - 272/257*z + 1
*
[ 1/2 ] 
f(z) = 60/259*z^3 - 274/259*z + 1
*
[ 1/2 ] 
f(z) = 64/245*z^3 - 261/245*z + 1
*
[ 1/2 ] 
f(z) = 64/247*z^3 - 263/247*z + 1
*
[ 1/2 ] 
f(z) = 64/249*z^3 - 265/249*z + 1
*
[ 1/2 ] 
f(z) = 64/251*z^3 - 267/251*z + 1
*
[ 1/2 ] 
f(z) = 64/253*z^3 - 269/253*z + 1
*
[ 1/2 ] 
f(z) = 64/255*z^3 - 271/255*z + 1
*
[ 1/2 ] 
f(z) = 64/257*z^3 - 273/257*z + 1
*
[ 1/2 ] 
f(z) = 64/259*z^3 - 275/259*z + 1
*
[ -3 ] 
f(z) = 67/246*z^3 - 275/246*z + 1
*
[ -3 ] 
f(z) = 67/249*z^3 - 271/249*z + 1
*
[ -3 ] 
f(z) = 67/255*z^3 - 263/255*z + 1
*
[ 5/2 ] 
f(z) = 68/245*z^3 - 278/245*z + 1
*
[ 1/2 ] 
f(z) = 68/245*z^3 - 262/245*z + 1
*
[ 1/2 ] 
f(z) = 68/247*z^3 - 264/247*z + 1
*
[ -3 ] 
f(z) = 68/249*z^3 - 280/249*z + 1
*
[ 1/2 ] 
f(z) = 68/249*z^3 - 266/249*z + 1
*
[ 1/2 ] 
f(z) = 68/251*z^3 - 268/251*z + 1
*
[ 1/2 ] 
f(z) = 68/253*z^3 - 270/253*z + 1
*
[ 1/2 ] 
f(z) = 68/257*z^3 - 274/257*z + 1
*
[ 1/2 ] 
f(z) = 68/259*z^3 - 276/259*z + 1
*
[ 1/2 ] 
f(z) = 72/245*z^3 - 263/245*z + 1
*
[ 1/2 ] 
f(z) = 72/247*z^3 - 265/247*z + 1
*
[ 1/2 ] 
f(z) = 72/251*z^3 - 269/251*z + 1
*
[ 1/2 ] 
f(z) = 72/253*z^3 - 271/253*z + 1
*
[ 1/2 ] 
f(z) = 72/257*z^3 - 275/257*z + 1
*
[ 1/2 ] 
f(z) = 72/259*z^3 - 277/259*z + 1
*
[ 1/2 ] 
f(z) = 76/243*z^3 - 262/243*z + 1
*
[ 1/2 ] 
f(z) = 76/245*z^3 - 264/245*z + 1
*
[ 1/2 ] 
f(z) = 76/249*z^3 - 268/249*z + 1
*
[ 1/2 ] 
f(z) = 76/251*z^3 - 270/251*z + 1
*
[ 1/2 ] 
f(z) = 76/253*z^3 - 272/253*z + 1
*
[ 1/2 ] 
f(z) = 76/255*z^3 - 274/255*z + 1
*
[ 1/2 ] 
f(z) = 76/257*z^3 - 276/257*z + 1
*
[ 1/2 ] 
f(z) = 76/259*z^3 - 278/259*z + 1
*
[ 10 ] 
f(z) = 63/250*z^3 - 243/10*z + 1
*
[ -10 ] 
f(z) = 63/250*z^3 - 241/10*z + 1
*
[ 10 ] 
f(z) = 67/250*z^3 - 259/10*z + 1
*
[ -10 ] 
f(z) = 67/250*z^3 - 257/10*z + 1
*
7/8 | 0.21980392346362554711677470935069413657 | 0.029326794820244662859254189208496506754
f(z) = 64/245*z^3 - 257/35*z + 1
*
-68/15 | 0.21801722877025057050609812304803069574 | 0.026248230278569514656375574503605821094
f(z) = 75/256*z^3 - 253/48*z + 1
*
4 | 0.16882749773167327891952975291683865870 | 0.024315788697143072189849660682752265841
f(z) = 61/240*z^3 - 259/60*z + 1
*
-4 | 0.19682525845179507135813740226461757178 | 0.028444255940411982274180585272840848498
f(z) = 67/240*z^3 - 253/60*z + 1
*
[ 4 ] 
f(z) = 73/240*z^3 - 247/60*z + 1
*
[ -4 ] 
f(z) = 79/240*z^3 - 241/60*z + 1
*
[ 15/4 ] 
f(z) = 61/250*z^3 - 259/96*z + 1
*
[ 18/5 ] 
f(z) = 65/243*z^3 - 247/90*z + 1
*
[ -15/4 ] 
f(z) = 69/250*z^3 - 251/96*z + 1
*
[ 10/3 ] 
f(z) = 79/250*z^3 - 253/90*z + 1
*
[ -7/2 ] 
f(z) = 61/245*z^3 - 247/140*z + 1
*
-99/32 | 0.26011840150690109405667777520466279167 | 0.029487570100627416536299981285229637599
f(z) = 64/243*z^3 - 251/144*z + 1
*
[ 45/16 ] 
f(z) = 64/243*z^3 - 259/180*z + 1
*
[ -20/7 ] 
f(z) = 79/250*z^3 - 241/196*z + 1
*
-10/7 | 0.16141500584775687953887279180664854580 | 0.018545619800875063797395295336555911559
f(z) = 63/250*z^3 - 241/210*z + 1
*
[ 1/2 ] 
f(z) = 60/241*z^3 - 256/241*z + 1
*
[ 1/2 ] 
f(z) = 64/241*z^3 - 257/241*z + 1
*
[ 1/2 ] 
f(z) = 64/243*z^3 - 259/243*z + 1
*
[ 5/2 ] 
f(z) = 64/245*z^3 - 253/245*z + 1
*
[ -3 ] 
f(z) = 64/249*z^3 - 244/249*z + 1
*
[ 5/2 ] 
f(z) = 64/255*z^3 - 247/255*z + 1
*
[ -3 ] 
f(z) = 65/246*z^3 - 257/246*z + 1
*
[ -3 ] 
f(z) = 65/249*z^3 - 253/249*z + 1
*
[ -3 ] 
f(z) = 65/258*z^3 - 241/258*z + 1
*
[ -3 ] 
f(z) = 67/258*z^3 - 259/258*z + 1
*
[ 1/2 ] 
f(z) = 68/241*z^3 - 258/241*z + 1
*
[ 1/2 ] 
f(z) = 68/243*z^3 - 260/243*z + 1
*
[ 1/2 ] 
f(z) = 72/241*z^3 - 259/241*z + 1
*
[ 7/3 ] 
f(z) = 72/259*z^3 - 244/259*z + 1
*
[ 1/2 ] 
f(z) = 76/241*z^3 - 260/241*z + 1
*
[ -10 ] 
f(z) = 61/250*z^3 - 233/10*z + 1
*
[ 9 ] 
f(z) = 77/243*z^3 - 223/9*z + 1
*
[ -9 ] 
f(z) = 77/243*z^3 - 221/9*z + 1
*
[ 9 ] 
f(z) = 79/243*z^3 - 229/9*z + 1
*
[ -9 ] 
f(z) = 79/243*z^3 - 227/9*z + 1
*
-9/16 | 0.21872165042032625806945137750127490406 | 0.025080494838660978827257639720203694339
f(z) = 64/243*z^3 - 227/36*z + 1
*
-5 | 0.21019743728049573211160777098511776298 | 0.024393234013850233129359880749428085267
f(z) = 69/250*z^3 - 221/30*z + 1
*
-8/15 | 0.22074580207503050413813508926826525794 | 0.024903917782578012912322081893754458954
f(z) = 75/256*z^3 - 221/24*z + 1
*
-3/4 | 0.14472055133976242923122743359217627872 | 0.018922015463515810337731506702235580215
f(z) = 64/243*z^3 - 233/54*z + 1
*
-4 | 0.17690432253298853383457842712277949520 | 0.025938987983856731539678153473947088054
f(z) = 61/240*z^3 - 229/60*z + 1
*
[ 4 ] 
f(z) = 67/240*z^3 - 223/60*z + 1
*
[ 4 ] 
f(z) = 71/240*z^3 - 239/60*z + 1
*
[ 11/3 ] 
f(z) = 75/242*z^3 - 227/66*z + 1
*
[ -4 ] 
f(z) = 77/240*z^3 - 233/60*z + 1
*
[ 7/2 ] 
f(z) = 78/245*z^3 - 223/70*z + 1
*
-4/5 | 0.11520169359281686675555306440237434141 | 0.014008623096600093105091462264454379549
f(z) = 65/256*z^3 - 233/80*z + 1
*
[ -18/5 ] 
f(z) = 70/243*z^3 - 221/90*z + 1
*
[ 10/3 ] 
f(z) = 71/250*z^3 - 221/90*z + 1
*
[ 10/3 ] 
f(z) = 73/250*z^3 - 229/90*z + 1
*
27/16 | 0.14241400836531425057602548396968377531 | 0.018662692348279535148757487709388837491
f(z) = 64/243*z^3 - 229/108*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014583681014222153683947942750938720743
f(z) = 79/252*z^3 - 221/126*z + 1
*
[ -10/3 ] 
f(z) = 63/248*z^3 - 236/155*z + 1
*
7/4 | 0.21952514370549965858505708387305573754 | 0.029782839281381468661744747578819253316
f(z) = 64/245*z^3 - 227/140*z + 1
*
[ 2/5 ] 
f(z) = 65/248*z^3 - 239/155*z + 1
*
[ 5/12 ] 
f(z) = 63/250*z^3 - 231/160*z + 1
*
[ 21/8 ] 
f(z) = 64/243*z^3 - 226/189*z + 1
*
-5/7 | 0.21192678272079931020813780627250037675 | 0.024568237116035161590564807987234791011
f(z) = 63/250*z^3 - 223/210*z + 1
*
[ -3 ] 
f(z) = 61/240*z^3 - 229/240*z + 1
*
[ -3 ] 
f(z) = 61/246*z^3 - 221/246*z + 1
*
[ -3 ] 
f(z) = 62/249*z^3 - 226/249*z + 1
*
[ -3 ] 
f(z) = 64/255*z^3 - 236/255*z + 1
*
[ 11/5 ] 
f(z) = 75/253*z^3 - 225/253*z + 1
*
[ 5/9 ] 
f(z) = 69/250*z^3 - 239/270*z + 1
*
[ 24/11 ] 
f(z) = 77/256*z^3 - 235/264*z + 1
*
[ 9 ] 
f(z) = 70/243*z^3 - 202/9*z + 1
*
[ 9 ] 
f(z) = 71/243*z^3 - 205/9*z + 1
*
[ -9 ] 
f(z) = 71/243*z^3 - 203/9*z + 1
*
[ 9 ] 
f(z) = 73/243*z^3 - 211/9*z + 1
*
[ -9 ] 
f(z) = 73/243*z^3 - 209/9*z + 1
*
[ 9 ] 
f(z) = 74/243*z^3 - 214/9*z + 1
*
[ -9 ] 
f(z) = 74/243*z^3 - 212/9*z + 1
*
[ 9 ] 
f(z) = 76/243*z^3 - 220/9*z + 1
*
[ -9 ] 
f(z) = 76/243*z^3 - 218/9*z + 1
*
[ 20/3 ] 
f(z) = 63/250*z^3 - 207/20*z + 1
*
[ -20/3 ] 
f(z) = 63/250*z^3 - 201/20*z + 1
*
[ 9/2 ] 
f(z) = 77/243*z^3 - 203/36*z + 1
*
[ 9/2 ] 
f(z) = 79/243*z^3 - 209/36*z + 1
*
4 | 0.081770461723309016160406160083394675457 | 0.010112854053832049464778913456801821200
f(z) = 69/256*z^3 - 203/48*z + 1
*
5/14 | 0.30210559151469357585389774750913230192 | 0.029621239364882662684673320599398304801
f(z) = 77/250*z^3 - 215/56*z + 1
*
15/7 | 0.19762475721153746823780016070814701295 | 0.023109696616403702189127081594605683308
f(z) = 63/250*z^3 - 207/70*z + 1
*
[ 11/3 ] 
f(z) = 69/242*z^3 - 205/66*z + 1
*
[ -4 ] 
f(z) = 71/240*z^3 - 209/60*z + 1
*
[ -4 ] 
f(z) = 73/240*z^3 - 217/60*z + 1
*
[ 7/2 ] 
f(z) = 74/245*z^3 - 209/70*z + 1
*
7/3 | 0.21731713928130076338587660445309211467 | 0.029876756036694837644040534141612591427
f(z) = 69/245*z^3 - 206/105*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016948622379416301480081806939162057234
f(z) = 71/244*z^3 - 203/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014765857659784669159262147214789043469
f(z) = 71/252*z^3 - 205/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016893739758184477609404967491503386516
f(z) = 73/244*z^3 - 207/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014718580658749451659815460888752882779
f(z) = 73/252*z^3 - 209/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016840251793184327781753722865603809537
f(z) = 75/244*z^3 - 211/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016788096556199803142374923650213272363
f(z) = 77/244*z^3 - 215/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016737215986394524248580773892022031023
f(z) = 79/244*z^3 - 219/122*z + 1
*
-16/9 | 0.15839504144503908559415506808220670791 | 0.019496101612579610559153772533264115968
f(z) = 63/256*z^3 - 211/144*z + 1
*
[ 9/19 ] 
f(z) = 76/243*z^3 - 202/171*z + 1
*
[ -14/5 ] 
f(z) = 75/248*z^3 - 220/217*z + 1
*
[ -3 ] 
f(z) = 61/249*z^3 - 217/249*z + 1
*
[ -3 ] 
f(z) = 61/255*z^3 - 209/255*z + 1
*
[ -3 ] 
f(z) = 61/258*z^3 - 205/258*z + 1
*
[ -3 ] 
f(z) = 62/255*z^3 - 218/255*z + 1
*
[ 19/8 ] 
f(z) = 64/247*z^3 - 218/247*z + 1
*
[ 12/5 ] 
f(z) = 65/256*z^3 - 211/240*z + 1
*
[ 13/6 ] 
f(z) = 72/247*z^3 - 205/247*z + 1
*
[ 15/7 ] 
f(z) = 67/250*z^3 - 205/294*z + 1
*
[ 9 ] 
f(z) = 64/243*z^3 - 184/9*z + 1
*
[ -9 ] 
f(z) = 64/243*z^3 - 182/9*z + 1
*
[ 9 ] 
f(z) = 65/243*z^3 - 187/9*z + 1
*
[ -9 ] 
f(z) = 65/243*z^3 - 185/9*z + 1
*
[ 9 ] 
f(z) = 67/243*z^3 - 193/9*z + 1
*
[ -9 ] 
f(z) = 67/243*z^3 - 191/9*z + 1
*
[ 9 ] 
f(z) = 68/243*z^3 - 196/9*z + 1
*
[ -9 ] 
f(z) = 68/243*z^3 - 194/9*z + 1
*
[ -9 ] 
f(z) = 70/243*z^3 - 200/9*z + 1
*
[ 9/2 ] 
f(z) = 71/243*z^3 - 185/36*z + 1
*
[ 9/2 ] 
f(z) = 73/243*z^3 - 191/36*z + 1
*
[ -9/2 ] 
f(z) = 77/243*z^3 - 187/36*z + 1
*
-30/7 | 0.27158478287020340596560143482344534420 | 0.029756328468370280897702465018931561251
f(z) = 77/250*z^3 - 184/35*z + 1
*
[ -9/2 ] 
f(z) = 79/243*z^3 - 193/36*z + 1
*
-88/21 | 0.24859013741552402789256933978125507046 | 0.028480522697188329438987750016359266377
f(z) = 63/256*z^3 - 193/56*z + 1
*
4 | 0.22730249015799230189832682601022791116 | 0.028437891544519686552006139219714348101
f(z) = 63/256*z^3 - 185/48*z + 1
*
[ 4 ] 
f(z) = 61/240*z^3 - 199/60*z + 1
*
65/21 | 0.12980864293246197287258093858656926992 | 0.015267869715169054745437635676391775397
f(z) = 63/250*z^3 - 197/70*z + 1
*
[ 7/2 ] 
f(z) = 66/245*z^3 - 181/70*z + 1
*
[ -4 ] 
f(z) = 67/240*z^3 - 193/60*z + 1
*
[ -11/3 ] 
f(z) = 75/242*z^3 - 191/66*z + 1
*
[ -7/2 ] 
f(z) = 78/245*z^3 - 183/70*z + 1
*
[ 10/3 ] 
f(z) = 61/250*z^3 - 181/90*z + 1
*
[ -18/5 ] 
f(z) = 65/243*z^3 - 197/90*z + 1
*
[ -10/3 ] 
f(z) = 77/250*z^3 - 191/90*z + 1
*
[ -10/3 ] 
f(z) = 79/250*z^3 - 199/90*z + 1
*
[ 3 ] 
f(z) = 79/252*z^3 - 181/84*z + 1
*
-4/21 | 0.15089298238948933851926232040475545215 | 0.018730991805924039347353443199105726006
f(z) = 63/256*z^3 - 197/112*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.015022182316353131154545512003627004374
f(z) = 61/252*z^3 - 185/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017183493599977757925028573170838453987
f(z) = 63/244*z^3 - 187/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017122322923989461527457748584628127791
f(z) = 65/244*z^3 - 191/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014915403958886569773767516187136011422
f(z) = 65/252*z^3 - 193/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017062840729669354431738808677408930121
f(z) = 67/244*z^3 - 195/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014864207545242012809754055421369419148
f(z) = 67/252*z^3 - 197/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.017004965794370698349465587967120495099
f(z) = 69/244*z^3 - 199/122*z + 1
*
[ 2/5 ] 
f(z) = 75/244*z^3 - 189/122*z + 1
*
[ 18/7 ] 
f(z) = 77/243*z^3 - 187/126*z + 1
*
[ -22/7 ] 
f(z) = 63/242*z^3 - 193/154*z + 1
*
[ 20/7 ] 
f(z) = 63/250*z^3 - 197/140*z + 1
*
[ 4/9 ] 
f(z) = 63/256*z^3 - 187/144*z + 1
*
[ 7/16 ] 
f(z) = 64/245*z^3 - 187/140*z + 1
*
[ 22/9 ] 
f(z) = 63/242*z^3 - 191/198*z + 1
*
[ -62/21 ] 
f(z) = 63/248*z^3 - 190/217*z + 1
*
[ 8/15 ] 
f(z) = 63/256*z^3 - 189/200*z + 1
*
[ -23/8 ] 
f(z) = 64/253*z^3 - 188/253*z + 1
*
[ 2 ] 
f(z) = 77/246*z^3 - 185/246*z + 1
*
[ 2 ] 
f(z) = 77/250*z^3 - 183/250*z + 1
*
[ 2 ] 
f(z) = 77/254*z^3 - 181/254*z + 1
*
[ 2 ] 
f(z) = 79/242*z^3 - 195/242*z + 1
*
[ 2 ] 
f(z) = 79/246*z^3 - 193/246*z + 1
*
[ 2 ] 
f(z) = 79/250*z^3 - 191/250*z + 1
*
[ 2 ] 
f(z) = 79/254*z^3 - 189/254*z + 1
*
[ 2 ] 
f(z) = 79/258*z^3 - 187/258*z + 1
*
[ -27/10 ] 
f(z) = 70/243*z^3 - 197/270*z + 1
*
[ 9 ] 
f(z) = 61/243*z^3 - 175/9*z + 1
*
[ -9 ] 
f(z) = 61/243*z^3 - 173/9*z + 1
*
[ 9 ] 
f(z) = 62/243*z^3 - 178/9*z + 1
*
[ -9 ] 
f(z) = 62/243*z^3 - 176/9*z + 1
*
[ 9/2 ] 
f(z) = 65/243*z^3 - 167/36*z + 1
*
[ 9/2 ] 
f(z) = 67/243*z^3 - 173/36*z + 1
*
[ -9/2 ] 
f(z) = 71/243*z^3 - 169/36*z + 1
*
[ -9/2 ] 
f(z) = 73/243*z^3 - 175/36*z + 1
*
-4 | 0.16686667660652877645616797671517850672 | 0.020963217409536976583236323158256039614
f(z) = 69/256*z^3 - 179/48*z + 1
*
16/5 | 0.19579835732063420030797853671762770860 | 0.024667898998805945816538402948051491949
f(z) = 75/256*z^3 - 175/48*z + 1
*
[ -4 ] 
f(z) = 61/240*z^3 - 169/60*z + 1
*
[ 7/2 ] 
f(z) = 62/245*z^3 - 167/70*z + 1
*
2/3 | 0.18264572278839048817424672789759438501 | 0.028080816519093216690422231248307947274
f(z) = 63/256*z^3 - 167/64*z + 1
*
8/9 | 0.24009113663659172611352383667472161903 | 0.027970491220265155786221426486445871962
f(z) = 63/256*z^3 - 167/72*z + 1
*
[ -11/3 ] 
f(z) = 69/242*z^3 - 169/66*z + 1
*
2 | 0.14771203142311119436348905078188243145 | 0.022838421775418968780228448234209588106
f(z) = 71/240*z^3 - 161/60*z + 1
*
2 | 0.16704820984064601586515644523058188474 | 0.025778867451334174894569137787060072868
f(z) = 73/240*z^3 - 163/60*z + 1
*
[ -7/2 ] 
f(z) = 74/245*z^3 - 169/70*z + 1
*
2 | 0.15409994367585994101179208456637621423 | 0.023692053544434139224411668048737494229
f(z) = 77/240*z^3 - 167/60*z + 1
*
2 | 0.15605814722016374663935673319196857126 | 0.023949282257138383709009491169077676574
f(z) = 79/240*z^3 - 169/60*z + 1
*
[ -10/3 ] 
f(z) = 71/250*z^3 - 167/90*z + 1
*
[ 3 ] 
f(z) = 73/252*z^3 - 163/84*z + 1
*
-12/7 | 0.18512247278751132910776761035330738143 | 0.023497070416753603551650249556492132515
f(z) = 63/256*z^3 - 165/112*z + 1
*
[ 18/7 ] 
f(z) = 70/243*z^3 - 163/126*z + 1
*
[ -44/15 ] 
f(z) = 75/242*z^3 - 175/132*z + 1
*
[ 55/21 ] 
f(z) = 63/250*z^3 - 171/154*z + 1
*
[ -20/7 ] 
f(z) = 77/250*z^3 - 163/140*z + 1
*
[ -20/7 ] 
f(z) = 69/250*z^3 - 177/196*z + 1
*
[ 5/8 ] 
f(z) = 64/245*z^3 - 172/245*z + 1
*
[ 5/8 ] 
f(z) = 64/255*z^3 - 178/255*z + 1
*
[ 2 ] 
f(z) = 71/242*z^3 - 163/242*z + 1
*
[ 2 ] 
f(z) = 71/246*z^3 - 161/246*z + 1
*
[ 2 ] 
f(z) = 73/242*z^3 - 171/242*z + 1
*
[ 2 ] 
f(z) = 73/246*z^3 - 169/246*z + 1
*
[ 2 ] 
f(z) = 73/250*z^3 - 167/250*z + 1
*
[ 2 ] 
f(z) = 73/254*z^3 - 165/254*z + 1
*
[ 2 ] 
f(z) = 73/258*z^3 - 163/258*z + 1
*
[ 2 ] 
f(z) = 75/242*z^3 - 179/242*z + 1
*
[ -13/5 ] 
f(z) = 75/247*z^3 - 165/247*z + 1
*
[ 2 ] 
f(z) = 75/254*z^3 - 173/254*z + 1
*
[ 9/14 ] 
f(z) = 77/243*z^3 - 173/252*z + 1
*
[ 2 ] 
f(z) = 77/258*z^3 - 179/258*z + 1
*
[ 2/3 ] 
f(z) = 61/248*z^3 - 170/279*z + 1
*
[ 2/3 ] 
f(z) = 65/248*z^3 - 172/279*z + 1
*
[ 2/3 ] 
f(z) = 67/248*z^3 - 173/279*z + 1
*
[ 2/3 ] 
f(z) = 71/248*z^3 - 175/279*z + 1
*
[ 2/3 ] 
f(z) = 73/248*z^3 - 176/279*z + 1
*
[ 2/3 ] 
f(z) = 77/248*z^3 - 178/279*z + 1
*
[ 15/22 ] 
f(z) = 77/250*z^3 - 161/264*z + 1
*
[ 2/3 ] 
f(z) = 79/248*z^3 - 179/279*z + 1
*
[ 8 ] 
f(z) = 75/256*z^3 - 143/8*z + 1
*
[ -8 ] 
f(z) = 75/256*z^3 - 141/8*z + 1
*
[ 8 ] 
f(z) = 77/256*z^3 - 147/8*z + 1
*
[ -8 ] 
f(z) = 77/256*z^3 - 145/8*z + 1
*
[ 8 ] 
f(z) = 79/256*z^3 - 151/8*z + 1
*
[ -8 ] 
f(z) = 79/256*z^3 - 149/8*z + 1
*
[ 9/2 ] 
f(z) = 61/243*z^3 - 155/36*z + 1
*
63/16 | 0.21702054752353749332080344260415040049 | 0.026105798256138835720858243144955065226
f(z) = 64/243*z^3 - 151/36*z + 1
*
[ 35/8 ] 
f(z) = 64/245*z^3 - 148/35*z + 1
*
[ -9/2 ] 
f(z) = 65/243*z^3 - 151/36*z + 1
*
[ -9/2 ] 
f(z) = 67/243*z^3 - 157/36*z + 1
*
[ 24/5 ] 
f(z) = 75/256*z^3 - 143/24*z + 1
*
-16/5 | 0.13050097572610662600679558308363147316 | 0.016840307823198365457207891472885398879
f(z) = 75/256*z^3 - 145/48*z + 1
*
2 | 0.14040356512180925440033759782559299254 | 0.021925812176438919684599896085132805243
f(z) = 61/240*z^3 - 151/60*z + 1
*
[ -7/2 ] 
f(z) = 66/245*z^3 - 141/70*z + 1
*
2 | 0.14293457723173933556716320925412357481 | 0.022186059153449731405231596526465480380
f(z) = 67/240*z^3 - 157/60*z + 1
*
-7/6 | 0.16148461575811164036448728193551008046 | 0.023373910482623557975794884084687564409
f(z) = 72/245*z^3 - 143/70*z + 1
*
[ 16/5 ] 
f(z) = 65/256*z^3 - 153/80*z + 1
*
[ -10/3 ] 
f(z) = 67/250*z^3 - 151/90*z + 1
*
[ 3 ] 
f(z) = 67/252*z^3 - 145/84*z + 1
*
[ 3 ] 
f(z) = 71/252*z^3 - 157/84*z + 1
*
-33/16 | 0.14241400836531425057602548396968377531 | 0.019633913265198509248865239007345038832
f(z) = 64/243*z^3 - 157/108*z + 1
*
[ 11/21 ] 
f(z) = 63/242*z^3 - 151/154*z + 1
*
[ 9/17 ] 
f(z) = 68/243*z^3 - 148/153*z + 1
*
[ 9/4 ] 
f(z) = 77/243*z^3 - 151/144*z + 1
*
[ 9/4 ] 
f(z) = 79/243*z^3 - 157/144*z + 1
*
[ 5/9 ] 
f(z) = 67/250*z^3 - 143/162*z + 1
*
[ 5/9 ] 
f(z) = 77/250*z^3 - 145/162*z + 1
*
[ 2/3 ] 
f(z) = 63/242*z^3 - 149/242*z + 1
*
[ 2/3 ] 
f(z) = 63/250*z^3 - 153/250*z + 1
*
[ 2/3 ] 
f(z) = 63/254*z^3 - 155/254*z + 1
*
[ 17/8 ] 
f(z) = 64/255*z^3 - 154/255*z + 1
*
-5/4 | 0.15744265891143127096183808305910183670 | 0.028412772218530159253615509298754695777
f(z) = 64/255*z^3 - 151/255*z + 1
*
[ 2 ] 
f(z) = 67/242*z^3 - 147/242*z + 1
*
[ 2 ] 
f(z) = 67/246*z^3 - 145/246*z + 1
*
[ 2 ] 
f(z) = 67/250*z^3 - 143/250*z + 1
*
[ 2 ] 
f(z) = 67/254*z^3 - 141/254*z + 1
*
[ 2 ] 
f(z) = 69/242*z^3 - 155/242*z + 1
*
[ 2 ] 
f(z) = 69/250*z^3 - 151/250*z + 1
*
[ 2 ] 
f(z) = 69/254*z^3 - 149/254*z + 1
*
[ 2 ] 
f(z) = 71/250*z^3 - 159/250*z + 1
*
[ 2 ] 
f(z) = 71/254*z^3 - 157/254*z + 1
*
[ 2 ] 
f(z) = 71/258*z^3 - 155/258*z + 1
*
[ 11/6 ] 
f(z) = 75/242*z^3 - 155/264*z + 1
*
[ -27/11 ] 
f(z) = 77/243*z^3 - 149/297*z + 1
*
[ 7/4 ] 
f(z) = 78/245*z^3 - 153/280*z + 1
*
-5/9 | 0.24245241944428617248514033550151325252 | 0.024986050712215798576365900233511862433
f(z) = 63/250*z^3 - 131/18*z + 1
*
[ 8 ] 
f(z) = 65/256*z^3 - 123/8*z + 1
*
[ -8 ] 
f(z) = 65/256*z^3 - 121/8*z + 1
*
[ 8 ] 
f(z) = 67/256*z^3 - 127/8*z + 1
*
[ -8 ] 
f(z) = 67/256*z^3 - 125/8*z + 1
*
[ 20/3 ] 
f(z) = 69/250*z^3 - 137/12*z + 1
*
[ 8 ] 
f(z) = 69/256*z^3 - 131/8*z + 1
*
[ -8 ] 
f(z) = 69/256*z^3 - 129/8*z + 1
*
[ 8 ] 
f(z) = 71/256*z^3 - 135/8*z + 1
*
[ -8 ] 
f(z) = 71/256*z^3 - 133/8*z + 1
*
[ 8 ] 
f(z) = 73/256*z^3 - 139/8*z + 1
*
[ -8 ] 
f(z) = 73/256*z^3 - 137/8*z + 1
*
4/5 | 0.10971174407574860167291367560886215514 | 0.014289358500064165771581836094096334077
f(z) = 75/256*z^3 - 135/16*z + 1
*
[ -9/2 ] 
f(z) = 61/243*z^3 - 139/36*z + 1
*
[ -35/8 ] 
f(z) = 64/245*z^3 - 132/35*z + 1
*
[ -24/5 ] 
f(z) = 75/256*z^3 - 133/24*z + 1
*
-8/15 | 0.15344177384993121796541279864568637223 | 0.018500223715570103970199788342412782004
f(z) = 75/256*z^3 - 125/24*z + 1
*
8/7 | 0.24346056899563608207638013899039897976 | 0.029410837674509666868820931354724559694
f(z) = 63/256*z^3 - 123/56*z + 1
*
[ -7/2 ] 
f(z) = 62/245*z^3 - 127/70*z + 1
*
10/7 | 0.21996356397763998562591088281504583349 | 0.021081188681247296224617117215026889414
f(z) = 63/250*z^3 - 136/63*z + 1
*
5/3 | 0.19751998888876559045903085125853192731 | 0.024644817358418274845277034791606930305
f(z) = 63/250*z^3 - 121/70*z + 1
*
[ 35/12 ] 
f(z) = 72/245*z^3 - 129/70*z + 1
*
[ -10/3 ] 
f(z) = 61/250*z^3 - 127/90*z + 1
*
[ 3 ] 
f(z) = 61/252*z^3 - 127/84*z + 1
*
[ 3 ] 
f(z) = 65/252*z^3 - 139/84*z + 1
*
[ 5/12 ] 
f(z) = 69/250*z^3 - 139/96*z + 1
*
[ -3 ] 
f(z) = 79/252*z^3 - 125/84*z + 1
*
[ 21/8 ] 
f(z) = 64/245*z^3 - 124/105*z + 1
*
[ 5/11 ] 
f(z) = 77/250*z^3 - 139/110*z + 1
*
[ 7/3 ] 
f(z) = 78/245*z^3 - 122/105*z + 1
*
[ 9/4 ] 
f(z) = 67/243*z^3 - 121/144*z + 1
*
[ 9/4 ] 
f(z) = 71/243*z^3 - 133/144*z + 1
*
[ 9/4 ] 
f(z) = 73/243*z^3 - 139/144*z + 1
*
[ -45/16 ] 
f(z) = 64/243*z^3 - 131/180*z + 1
*
[ 2/3 ] 
f(z) = 75/256*z^3 - 121/192*z + 1
*
[ 15/7 ] 
f(z) = 63/250*z^3 - 131/210*z + 1
*
-7/6 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = 78/245*z^3 - 121/210*z + 1
*
[ 9/5 ] 
f(z) = 74/243*z^3 - 122/225*z + 1
*
[ 9/5 ] 
f(z) = 76/243*z^3 - 128/225*z + 1
*
[ 9/5 ] 
f(z) = 77/243*z^3 - 131/225*z + 1
*
[ 9/5 ] 
f(z) = 79/243*z^3 - 137/225*z + 1
*
[ 2 ] 
f(z) = 61/242*z^3 - 123/242*z + 1
*
[ 2 ] 
f(z) = 61/246*z^3 - 121/246*z + 1
*
[ 2 ] 
f(z) = 63/242*z^3 - 131/242*z + 1
*
[ 2 ] 
f(z) = 63/250*z^3 - 127/250*z + 1
*
[ 2 ] 
f(z) = 63/254*z^3 - 125/254*z + 1
*
[ -11/4 ] 
f(z) = 64/253*z^3 - 139/253*z + 1
*
[ 3/4 ] 
f(z) = 64/255*z^3 - 121/255*z + 1
*
[ 2 ] 
f(z) = 65/242*z^3 - 139/242*z + 1
*
[ 2 ] 
f(z) = 65/246*z^3 - 137/246*z + 1
*
[ 2 ] 
f(z) = 65/254*z^3 - 133/254*z + 1
*
[ 2 ] 
f(z) = 65/258*z^3 - 131/258*z + 1
*
[ 2 ] 
f(z) = 67/258*z^3 - 139/258*z + 1
*
[ 11/6 ] 
f(z) = 72/253*z^3 - 127/253*z + 1
*
[ -5/2 ] 
f(z) = 76/245*z^3 - 132/245*z + 1
*
[ 11/6 ] 
f(z) = 69/242*z^3 - 133/264*z + 1
*
[ 40/21 ] 
f(z) = 63/250*z^3 - 123/280*z + 1
*
[ 7/4 ] 
f(z) = 74/245*z^3 - 139/280*z + 1
*
[ 8 ] 
f(z) = 61/256*z^3 - 115/8*z + 1
*
[ -8 ] 
f(z) = 61/256*z^3 - 113/8*z + 1
*
[ 8 ] 
f(z) = 63/256*z^3 - 119/8*z + 1
*
[ -8 ] 
f(z) = 63/256*z^3 - 117/8*z + 1
*
20/21 | 0.19139061737196004445093561216724624732 | 0.022318402804464817284755687872170357690
f(z) = 63/250*z^3 - 106/35*z + 1
*
-9/16 | 0.21270832472868625488784028306967036315 | 0.026341717515499489286699080794636904626
f(z) = 64/243*z^3 - 119/36*z + 1
*
[ 7/2 ] 
f(z) = 72/245*z^3 - 101/35*z + 1
*
[ 22/5 ] 
f(z) = 75/242*z^3 - 115/22*z + 1
*
[ -22/5 ] 
f(z) = 75/242*z^3 - 105/22*z + 1
*
[ 7/2 ] 
f(z) = 76/245*z^3 - 108/35*z + 1
*
-5/6 | 0.22243538649738270274189997292513743682 | 0.027811378527795272768046420296801207686
f(z) = 63/250*z^3 - 119/40*z + 1
*
-16/15 | 0.12991585045988077716117534616655307708 | 0.017281741287017427586307965115034273850
f(z) = 75/256*z^3 - 115/48*z + 1
*
[ 5/14 ] 
f(z) = 77/250*z^3 - 103/56*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017110710271200604316330382953744494146
f(z) = 69/256*z^3 - 101/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013521757227162302598306272994720772285
f(z) = 71/240*z^3 - 101/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017054986376221210025522819627599943453
f(z) = 71/256*z^3 - 103/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013477721359117042999184785632442424669
f(z) = 73/240*z^3 - 103/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017000685584060255326871316032170443059
f(z) = 73/256*z^3 - 105/64*z + 1
*
[ 8/3 ] 
f(z) = 73/256*z^3 - 101/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016947744397893172139212831286588787501
f(z) = 75/256*z^3 - 107/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013392973270199131563102919276604722845
f(z) = 77/240*z^3 - 107/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016896103304935622853697107107138805580
f(z) = 77/256*z^3 - 109/64*z + 1
*
[ 8/3 ] 
f(z) = 77/256*z^3 - 109/72*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013352163840850509534090304801772323092
f(z) = 79/240*z^3 - 109/60*z + 1
*
[ 8/3 ] 
f(z) = 79/256*z^3 - 113/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016845706457321899617027273987127737971
f(z) = 79/256*z^3 - 111/64*z + 1
*
[ -16/5 ] 
f(z) = 65/256*z^3 - 103/80*z + 1
*
[ -3 ] 
f(z) = 71/252*z^3 - 101/84*z + 1
*
[ -3 ] 
f(z) = 73/252*z^3 - 107/84*z + 1
*
[ 7/3 ] 
f(z) = 69/245*z^3 - 101/105*z + 1
*
[ 16/7 ] 
f(z) = 77/256*z^3 - 113/112*z + 1
*
[ 3/5 ] 
f(z) = 65/243*z^3 - 103/135*z + 1
*
-5/2 | 0.099788247839834172884913505127721577141 | 0.012463610619506016824865643497284056060
f(z) = 69/250*z^3 - 119/120*z + 1
*
[ 3/5 ] 
f(z) = 70/243*z^3 - 104/135*z + 1
*
[ 9/4 ] 
f(z) = 61/243*z^3 - 103/144*z + 1
*
[ 9/4 ] 
f(z) = 65/243*z^3 - 115/144*z + 1
*
[ 2/3 ] 
f(z) = 69/256*z^3 - 119/192*z + 1
*
[ 3/4 ] 
f(z) = 62/243*z^3 - 103/216*z + 1
*
[ 3/4 ] 
f(z) = 70/243*z^3 - 107/216*z + 1
*
[ 3/4 ] 
f(z) = 74/243*z^3 - 109/216*z + 1
*
[ 9/5 ] 
f(z) = 67/243*z^3 - 101/225*z + 1
*
[ 9/5 ] 
f(z) = 68/243*z^3 - 104/225*z + 1
*
[ 9/5 ] 
f(z) = 71/243*z^3 - 113/225*z + 1
*
[ 9/5 ] 
f(z) = 73/243*z^3 - 119/225*z + 1
*
[ 2 ] 
f(z) = 61/250*z^3 - 119/250*z + 1
*
[ 2 ] 
f(z) = 61/254*z^3 - 117/254*z + 1
*
[ 2 ] 
f(z) = 61/258*z^3 - 115/258*z + 1
*
[ -8/3 ] 
f(z) = 63/248*z^3 - 107/248*z + 1
*
[ 3/4 ] 
f(z) = 64/249*z^3 - 119/249*z + 1
*
[ 15/8 ] 
f(z) = 64/255*z^3 - 106/255*z + 1
*
[ -5/2 ] 
f(z) = 72/245*z^3 - 107/245*z + 1
*
[ 5/3 ] 
f(z) = 72/245*z^3 - 102/245*z + 1
*
[ 4/5 ] 
f(z) = 75/244*z^3 - 109/244*z + 1
*
[ -5/2 ] 
f(z) = 76/255*z^3 - 118/255*z + 1
*
5/42 | 0.15539939458637321267063899431834854272 | 0.017551984073653871145380922530185101279
f(z) = 63/250*z^3 - 113/280*z + 1
*
[ 40/21 ] 
f(z) = 63/256*z^3 - 117/280*z + 1
*
[ 11/13 ] 
f(z) = 65/242*z^3 - 107/286*z + 1
*
[ 22/13 ] 
f(z) = 65/242*z^3 - 103/286*z + 1
*
[ 7/4 ] 
f(z) = 66/245*z^3 - 111/280*z + 1
*
[ 7/8 ] 
f(z) = 72/245*z^3 - 103/280*z + 1
*
[ 16/3 ] 
f(z) = 63/256*z^3 - 99/16*z + 1
*
[ -16/3 ] 
f(z) = 63/256*z^3 - 93/16*z + 1
*
[ 9/2 ] 
f(z) = 70/243*z^3 - 91/18*z + 1
*
[ -9/2 ] 
f(z) = 70/243*z^3 - 83/18*z + 1
*
[ 9/2 ] 
f(z) = 74/243*z^3 - 97/18*z + 1
*
[ -9/2 ] 
f(z) = 74/243*z^3 - 89/18*z + 1
*
4/5 | 0.18919139361126447509466648255396787040 | 0.026136834451928641899306346853254374929
f(z) = 75/256*z^3 - 87/16*z + 1
*
45/16 | 0.18918627224492651981098053060729666906 | 0.024101040889757443598222124042195300876
f(z) = 64/243*z^3 - 95/36*z + 1
*
-45/16 | 0.11871462400768167822491598772098607921 | 0.015206768438637596356977546300468107353
f(z) = 64/243*z^3 - 91/36*z + 1
*
[ 7/2 ] 
f(z) = 64/245*z^3 - 87/35*z + 1
*
[ 7/2 ] 
f(z) = 68/245*z^3 - 94/35*z + 1
*
[ -7/2 ] 
f(z) = 72/245*z^3 - 81/35*z + 1
*
-56/15 | 0.12871858385309804508708547590907053480 | 0.016050473651667622398622339951010917260
f(z) = 75/256*z^3 - 95/24*z + 1
*
8/5 | 0.23120949707028106519544182396480896740 | 0.029066969604716197413740328230090614202
f(z) = 75/256*z^3 - 89/24*z + 1
*
[ -7/2 ] 
f(z) = 76/245*z^3 - 88/35*z + 1
*
[ 8/21 ] 
f(z) = 63/256*z^3 - 93/56*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013760820358548815760703844719694154451
f(z) = 61/240*z^3 - 91/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017349267231736215415037771450501748055
f(z) = 61/256*z^3 - 93/64*z + 1
*
[ 10/21 ] 
f(z) = 63/250*z^3 - 81/70*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017287123018050622457669187220632729811
f(z) = 63/256*z^3 - 95/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017226703440691051029402663933187424759
f(z) = 65/256*z^3 - 97/64*z + 1
*
[ 8/3 ] 
f(z) = 65/256*z^3 - 85/72*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.013613247557999693286045705276436347969
f(z) = 67/240*z^3 - 97/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.017167925103874246440608216143174142664
f(z) = 67/256*z^3 - 99/64*z + 1
*
[ 8/3 ] 
f(z) = 67/256*z^3 - 89/72*z + 1
*
[ 8/3 ] 
f(z) = 71/256*z^3 - 97/72*z + 1
*
[ -35/12 ] 
f(z) = 72/245*z^3 - 81/70*z + 1
*
[ 2/5 ] 
f(z) = 75/256*z^3 - 99/64*z + 1
*
[ -3 ] 
f(z) = 65/252*z^3 - 83/84*z + 1
*
[ -3 ] 
f(z) = 67/252*z^3 - 89/84*z + 1
*
[ 4/7 ] 
f(z) = 63/256*z^3 - 93/112*z + 1
*
[ 16/7 ] 
f(z) = 63/256*z^3 - 81/112*z + 1
*
33/16 | 0.14241400836531425057602548396968377531 | 0.020701648877206759241965643005975244171
f(z) = 64/243*z^3 - 85/108*z + 1
*
[ 11/5 ] 
f(z) = 65/242*z^3 - 83/110*z + 1
*
[ 7/3 ] 
f(z) = 66/245*z^3 - 94/105*z + 1
*
[ 4/7 ] 
f(z) = 77/256*z^3 - 95/112*z + 1
*
[ 5/8 ] 
f(z) = 61/250*z^3 - 89/128*z + 1
*
[ 9/14 ] 
f(z) = 70/243*z^3 - 85/126*z + 1
*
[ 2 ] 
f(z) = 71/244*z^3 - 81/122*z + 1
*
[ 5/8 ] 
f(z) = 71/250*z^3 - 91/128*z + 1
*
[ 2 ] 
f(z) = 73/244*z^3 - 85/122*z + 1
*
[ 2 ] 
f(z) = 73/252*z^3 - 83/126*z + 1
*
[ 2 ] 
f(z) = 75/244*z^3 - 89/122*z + 1
*
[ -18/7 ] 
f(z) = 77/243*z^3 - 89/126*z + 1
*
[ 2 ] 
f(z) = 77/244*z^3 - 93/122*z + 1
*
[ 2 ] 
f(z) = 79/244*z^3 - 97/122*z + 1
*
[ 2 ] 
f(z) = 79/252*z^3 - 95/126*z + 1
*
[ -20/7 ] 
f(z) = 63/250*z^3 - 99/140*z + 1
*
[ 35/16 ] 
f(z) = 64/245*z^3 - 99/140*z + 1
*
[ -21/8 ] 
f(z) = 64/243*z^3 - 82/189*z + 1
*
[ 18/11 ] 
f(z) = 77/243*z^3 - 91/198*z + 1
*
[ 8/5 ] 
f(z) = 79/256*z^3 - 83/200*z + 1
*
[ 9/5 ] 
f(z) = 61/243*z^3 - 83/225*z + 1
*
[ 9/5 ] 
f(z) = 62/243*z^3 - 86/225*z + 1
*
[ 9/5 ] 
f(z) = 64/243*z^3 - 92/225*z + 1
*
[ 9/10 ] 
f(z) = 76/243*z^3 - 82/225*z + 1
*
[ 7/8 ] 
f(z) = 64/259*z^3 - 86/259*z + 1
*
[ 7/4 ] 
f(z) = 64/259*z^3 - 85/259*z + 1
*
[ -5/2 ] 
f(z) = 68/245*z^3 - 82/245*z + 1
*
[ 10/11 ] 
f(z) = 71/250*z^3 - 81/242*z + 1
*
[ 5/6 ] 
f(z) = 72/245*z^3 - 99/245*z + 1
*
[ 8/5 ] 
f(z) = 75/248*z^3 - 99/248*z + 1
*
[ 3/2 ] 
f(z) = 76/249*z^3 - 88/249*z + 1
*
[ 3/2 ] 
f(z) = 76/255*z^3 - 86/255*z + 1
*
[ 20/21 ] 
f(z) = 77/250*z^3 - 83/252*z + 1
*
[ 7/4 ] 
f(z) = 62/245*z^3 - 97/280*z + 1
*
[ 35/24 ] 
f(z) = 72/245*z^3 - 87/280*z + 1
*
[ 9/2 ] 
f(z) = 62/243*z^3 - 79/18*z + 1
*
[ -9/2 ] 
f(z) = 62/243*z^3 - 71/18*z + 1
*
[ 5 ] 
f(z) = 69/250*z^3 - 61/10*z + 1
*
[ 5 ] 
f(z) = 71/250*z^3 - 63/10*z + 1
*
[ -5 ] 
f(z) = 73/250*z^3 - 61/10*z + 1
*
[ 4 ] 
f(z) = 73/256*z^3 - 61/16*z + 1
*
[ 5 ] 
f(z) = 77/250*z^3 - 69/10*z + 1
*
[ 4 ] 
f(z) = 77/256*z^3 - 65/16*z + 1
*
[ 5 ] 
f(z) = 79/250*z^3 - 71/10*z + 1
*
[ -5 ] 
f(z) = 79/250*z^3 - 67/10*z + 1
*
[ -10 ] 
f(z) = 79/250*z^3 - 61/2*z + 1
*
[ 4 ] 
f(z) = 79/256*z^3 - 67/16*z + 1
*
[ 11/3 ] 
f(z) = 63/242*z^3 - 61/22*z + 1
*
[ 27/8 ] 
f(z) = 64/243*z^3 - 62/27*z + 1
*
[ -7/2 ] 
f(z) = 64/245*z^3 - 67/35*z + 1
*
[ -7/2 ] 
f(z) = 68/245*z^3 - 74/35*z + 1
*
[ 10/3 ] 
f(z) = 69/250*z^3 - 71/30*z + 1
*
[ 3 ] 
f(z) = 79/243*z^3 - 61/27*z + 1
*
-5/6 | 0.11936446275956387744071206792371849055 | 0.015730017304886614650326655225134015065
f(z) = 63/250*z^3 - 79/40*z + 1
*
[ 8/3 ] 
f(z) = 61/256*z^3 - 77/72*z + 1
*
[ 9/4 ] 
f(z) = 70/243*z^3 - 65/72*z + 1
*
[ 9/4 ] 
f(z) = 74/243*z^3 - 71/72*z + 1
*
[ -30/11 ] 
f(z) = 77/250*z^3 - 61/66*z + 1
*
[ -3 ] 
f(z) = 61/252*z^3 - 71/84*z + 1
*
[ 5/9 ] 
f(z) = 63/250*z^3 - 79/90*z + 1
*
[ 32/15 ] 
f(z) = 75/256*z^3 - 77/96*z + 1
*
[ 9/13 ] 
f(z) = 65/243*z^3 - 67/117*z + 1
*
[ 8/13 ] 
f(z) = 65/256*z^3 - 75/104*z + 1
*
[ 2/3 ] 
f(z) = 63/244*z^3 - 75/122*z + 1
*
[ 2 ] 
f(z) = 63/244*z^3 - 65/122*z + 1
*
[ 15/8 ] 
f(z) = 64/243*z^3 - 62/135*z + 1
*
[ 2 ] 
f(z) = 65/244*z^3 - 69/122*z + 1
*
[ 2 ] 
f(z) = 65/252*z^3 - 67/126*z + 1
*
[ 2 ] 
f(z) = 67/244*z^3 - 73/122*z + 1
*
[ 2 ] 
f(z) = 67/252*z^3 - 71/126*z + 1
*
[ 2 ] 
f(z) = 69/244*z^3 - 77/122*z + 1
*
-5/3 | 0.26360902622039961272017872003721184969 | 0.027021393508440366890045709655391613267
f(z) = 69/250*z^3 - 65/138*z + 1
*
[ -18/7 ] 
f(z) = 70/243*z^3 - 65/126*z + 1
*
[ 2 ] 
f(z) = 71/252*z^3 - 79/126*z + 1
*
[ 7/4 ] 
f(z) = 76/245*z^3 - 73/140*z + 1
*
[ 8/9 ] 
f(z) = 69/256*z^3 - 73/216*z + 1
*
[ 8/5 ] 
f(z) = 69/256*z^3 - 63/200*z + 1
*
[ 8/5 ] 
f(z) = 71/256*z^3 - 67/200*z + 1
*
[ 8/5 ] 
f(z) = 73/256*z^3 - 71/200*z + 1
*
[ 8/9 ] 
f(z) = 75/256*z^3 - 77/216*z + 1
*
[ 8/5 ] 
f(z) = 77/256*z^3 - 79/200*z + 1
*
[ 7/6 ] 
f(z) = 78/245*z^3 - 61/210*z + 1
*
[ 9/10 ] 
f(z) = 64/243*z^3 - 73/225*z + 1
*
[ 9/10 ] 
f(z) = 68/243*z^3 - 76/225*z + 1
*
[ 10/11 ] 
f(z) = 61/250*z^3 - 73/242*z + 1
*
[ 13/8 ] 
f(z) = 64/247*z^3 - 74/247*z + 1
*
[ 3/2 ] 
f(z) = 64/249*z^3 - 61/249*z + 1
*
[ 3/2 ] 
f(z) = 68/249*z^3 - 70/249*z + 1
*
[ 7/6 ] 
f(z) = 72/259*z^3 - 61/259*z + 1
*
[ 7/5 ] 
f(z) = 75/259*z^3 - 73/259*z + 1
*
[ 6/5 ] 
f(z) = 70/243*z^3 - 67/270*z + 1
*
[ 9/8 ] 
f(z) = 62/243*z^3 - 61/288*z + 1
*
[ 9/8 ] 
f(z) = 70/243*z^3 - 73/288*z + 1
*
[ 9/8 ] 
f(z) = 74/243*z^3 - 79/288*z + 1
*
[ 5 ] 
f(z) = 61/250*z^3 - 53/10*z + 1
*
[ -5 ] 
f(z) = 61/250*z^3 - 49/10*z + 1
*
[ 10 ] 
f(z) = 61/250*z^3 - 47/2*z + 1
*
[ 4 ] 
f(z) = 61/256*z^3 - 49/16*z + 1
*
[ -4 ] 
f(z) = 61/256*z^3 - 41/16*z + 1
*
[ -5 ] 
f(z) = 63/250*z^3 - 51/10*z + 1
*
[ 5/21 ] 
f(z) = 63/250*z^3 - 45/14*z + 1
*
[ 4 ] 
f(z) = 63/256*z^3 - 51/16*z + 1
*
[ -4 ] 
f(z) = 63/256*z^3 - 43/16*z + 1
*
[ 9/2 ] 
f(z) = 64/243*z^3 - 41/9*z + 1
*
[ 4 ] 
f(z) = 65/256*z^3 - 53/16*z + 1
*
[ -4 ] 
f(z) = 65/256*z^3 - 45/16*z + 1
*
[ 5 ] 
f(z) = 67/250*z^3 - 59/10*z + 1
*
[ 10/3 ] 
f(z) = 67/250*z^3 - 41/18*z + 1
*
[ 4 ] 
f(z) = 67/256*z^3 - 55/16*z + 1
*
[ -4 ] 
f(z) = 67/256*z^3 - 47/16*z + 1
*
[ 9/2 ] 
f(z) = 68/243*z^3 - 44/9*z + 1
*
[ -5 ] 
f(z) = 69/250*z^3 - 57/10*z + 1
*
[ -10 ] 
f(z) = 69/250*z^3 - 53/2*z + 1
*
10/3 | 0.13104331733674527179839553965209189321 | 0.017078001677812378334597278479378811174
f(z) = 69/250*z^3 - 43/15*z + 1
*
[ 4 ] 
f(z) = 69/256*z^3 - 57/16*z + 1
*
[ -4 ] 
f(z) = 69/256*z^3 - 49/16*z + 1
*
[ -5 ] 
f(z) = 71/250*z^3 - 59/10*z + 1
*
[ 10 ] 
f(z) = 71/250*z^3 - 55/2*z + 1
*
[ 4 ] 
f(z) = 71/256*z^3 - 59/16*z + 1
*
[ -4 ] 
f(z) = 71/256*z^3 - 51/16*z + 1
*
[ -4 ] 
f(z) = 73/256*z^3 - 53/16*z + 1
*
[ 9/2 ] 
f(z) = 76/243*z^3 - 50/9*z + 1
*
[ -9/2 ] 
f(z) = 76/243*z^3 - 46/9*z + 1
*
[ 10/3 ] 
f(z) = 77/250*z^3 - 49/18*z + 1
*
[ -4 ] 
f(z) = 77/256*z^3 - 57/16*z + 1
*
[ -4 ] 
f(z) = 79/256*z^3 - 59/16*z + 1
*
[ 3 ] 
f(z) = 61/243*z^3 - 43/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017281499499062919049579924718511685770
f(z) = 61/248*z^3 - 46/31*z + 1
*
[ 3 ] 
f(z) = 62/243*z^3 - 44/27*z + 1
*
[ -11/3 ] 
f(z) = 63/242*z^3 - 49/22*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017218820708717530622134501514289860983
f(z) = 63/248*z^3 - 47/31*z + 1
*
9/4 | 0.18310335239005905396103456681866620881 | 0.025071763508923128119206357183292861468
f(z) = 64/243*z^3 - 55/36*z + 1
*
[ 3 ] 
f(z) = 65/243*z^3 - 47/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017157900417323604667880375781578204541
f(z) = 65/248*z^3 - 48/31*z + 1
*
[ 3 ] 
f(z) = 67/243*z^3 - 49/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017098652692806947327248813884613648924
f(z) = 67/248*z^3 - 49/31*z + 1
*
[ 3 ] 
f(z) = 68/243*z^3 - 50/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.017040997494622818138391859507061712717
f(z) = 69/248*z^3 - 50/31*z + 1
*
[ -10/3 ] 
f(z) = 69/250*z^3 - 53/30*z + 1
*
[ 3 ] 
f(z) = 70/243*z^3 - 52/27*z + 1
*
[ 3 ] 
f(z) = 71/243*z^3 - 53/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016984860159124234731063288706054419902
f(z) = 71/248*z^3 - 51/31*z + 1
*
[ 3 ] 
f(z) = 73/243*z^3 - 55/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016930170939142217270587803079660456704
f(z) = 73/248*z^3 - 52/31*z + 1
*
[ 3 ] 
f(z) = 74/243*z^3 - 56/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016876864591131616894401686220384154448
f(z) = 75/248*z^3 - 53/31*z + 1
*
[ 2/5 ] 
f(z) = 75/248*z^3 - 48/31*z + 1
*
8/5 | 0.15403270679109895764827380476848368179 | 0.021455091137668516238582775139547973934
f(z) = 75/256*z^3 - 41/24*z + 1
*
[ 3 ] 
f(z) = 76/243*z^3 - 58/27*z + 1
*
[ 3 ] 
f(z) = 77/243*z^3 - 59/27*z + 1
*
[ -3 ] 
f(z) = 77/243*z^3 - 41/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016824880004161209808080776457024869999
f(z) = 77/248*z^3 - 54/31*z + 1
*
[ -3 ] 
f(z) = 79/243*z^3 - 43/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016774159865808277965882031043560465263
f(z) = 79/248*z^3 - 55/31*z + 1
*
[ 5/2 ] 
f(z) = 67/250*z^3 - 43/40*z + 1
*
[ 5/2 ] 
f(z) = 71/250*z^3 - 47/40*z + 1
*
[ 5/2 ] 
f(z) = 73/250*z^3 - 49/40*z + 1
*
[ 12/5 ] 
f(z) = 75/256*z^3 - 53/48*z + 1
*
[ 5/2 ] 
f(z) = 77/250*z^3 - 53/40*z + 1
*
[ 9/4 ] 
f(z) = 62/243*z^3 - 53/72*z + 1
*
[ 2 ] 
f(z) = 71/240*z^3 - 41/60*z + 1
*
[ -8/3 ] 
f(z) = 71/256*z^3 - 43/72*z + 1
*
[ 7/12 ] 
f(z) = 72/245*z^3 - 57/70*z + 1
*
[ 2 ] 
f(z) = 73/240*z^3 - 43/60*z + 1
*
[ -8/3 ] 
f(z) = 73/256*z^3 - 47/72*z + 1
*
[ 2 ] 
f(z) = 73/256*z^3 - 41/64*z + 1
*
[ 2 ] 
f(z) = 75/256*z^3 - 43/64*z + 1
*
[ 2 ] 
f(z) = 77/240*z^3 - 47/60*z + 1
*
[ -8/3 ] 
f(z) = 77/256*z^3 - 55/72*z + 1
*
[ 2 ] 
f(z) = 77/256*z^3 - 45/64*z + 1
*
[ 2 ] 
f(z) = 79/240*z^3 - 49/60*z + 1
*
[ -8/3 ] 
f(z) = 79/256*z^3 - 59/72*z + 1
*
[ 2 ] 
f(z) = 79/256*z^3 - 47/64*z + 1
*
[ 2/3 ] 
f(z) = 69/248*z^3 - 58/93*z + 1
*
[ 5/7 ] 
f(z) = 69/250*z^3 - 53/98*z + 1
*
[ 2/3 ] 
f(z) = 75/248*z^3 - 59/93*z + 1
*
[ 9/11 ] 
f(z) = 77/243*z^3 - 43/99*z + 1
*
[ 5/3 ] 
f(z) = 77/250*z^3 - 41/90*z + 1
*
[ 8/11 ] 
f(z) = 77/256*z^3 - 47/88*z + 1
*
[ 5/7 ] 
f(z) = 79/250*z^3 - 55/98*z + 1
*
[ 5/3 ] 
f(z) = 79/250*z^3 - 43/90*z + 1
*
4/3 | 0.18512247278751132910776761035330738143 | 0.024712362587680835957098151855445298282
f(z) = 63/256*z^3 - 53/112*z + 1
*
[ 16/21 ] 
f(z) = 63/256*z^3 - 51/112*z + 1
*
[ -21/8 ] 
f(z) = 64/245*z^3 - 44/105*z + 1
*
[ 3/4 ] 
f(z) = 68/243*z^3 - 53/108*z + 1
*
[ 3/4 ] 
f(z) = 76/243*z^3 - 55/108*z + 1
*
[ 3/2 ] 
f(z) = 77/243*z^3 - 41/108*z + 1
*
[ 3/2 ] 
f(z) = 79/243*z^3 - 43/108*z + 1
*
[ 2 ] 
f(z) = 61/252*z^3 - 59/126*z + 1
*
[ 5/6 ] 
f(z) = 69/250*z^3 - 47/120*z + 1
*
[ 4/5 ] 
f(z) = 75/248*z^3 - 55/124*z + 1
*
[ 11/7 ] 
f(z) = 63/242*z^3 - 43/154*z + 1
*
[ 16/9 ] 
f(z) = 63/256*z^3 - 49/144*z + 1
*
[ 7/4 ] 
f(z) = 68/245*z^3 - 59/140*z + 1
*
[ 9/8 ] 
f(z) = 76/243*z^3 - 41/144*z + 1
*
[ 4/3 ] 
f(z) = 77/256*z^3 - 41/144*z + 1
*
[ 4/3 ] 
f(z) = 79/256*z^3 - 43/144*z + 1
*
[ 5/4 ] 
f(z) = 73/250*z^3 - 41/160*z + 1
*
[ 16/11 ] 
f(z) = 77/256*z^3 - 57/176*z + 1
*
[ 5/4 ] 
f(z) = 79/250*z^3 - 47/160*z + 1
*
[ 10/9 ] 
f(z) = 79/250*z^3 - 47/162*z + 1
*
[ 11/9 ] 
f(z) = 63/242*z^3 - 41/198*z + 1
*
[ 9/10 ] 
f(z) = 65/243*z^3 - 59/180*z + 1
*
[ 6/5 ] 
f(z) = 75/256*z^3 - 49/192*z + 1
*
[ 8/5 ] 
f(z) = 61/256*z^3 - 47/200*z + 1
*
[ 8/5 ] 
f(z) = 63/256*z^3 - 51/200*z + 1
*
[ 6/5 ] 
f(z) = 65/252*z^3 - 43/210*z + 1
*
[ 16/13 ] 
f(z) = 65/256*z^3 - 41/208*z + 1
*
[ 7/6 ] 
f(z) = 66/245*z^3 - 47/210*z + 1
*
[ 8/5 ] 
f(z) = 67/256*z^3 - 59/200*z + 1
*
[ 32/21 ] 
f(z) = 63/256*z^3 - 51/224*z + 1
*
[ 18/13 ] 
f(z) = 65/243*z^3 - 55/234*z + 1
*
[ 4/3 ] 
f(z) = 63/244*z^3 - 51/244*z + 1
*
[ -5/2 ] 
f(z) = 64/245*z^3 - 57/245*z + 1
*
[ 5/4 ] 
f(z) = 64/245*z^3 - 51/245*z + 1
*
[ 11/8 ] 
f(z) = 64/253*z^3 - 52/253*z + 1
*
[ 3/2 ] 
f(z) = 64/255*z^3 - 59/255*z + 1
*
[ 5/4 ] 
f(z) = 64/255*z^3 - 49/255*z + 1
*
[ 6/5 ] 
f(z) = 65/243*z^3 - 59/270*z + 1
*
-20/21 | 0.19751998888876559045903085125853192731 | 0.024312694155173896181969616269040192853
f(z) = 63/250*z^3 - 27/14*z + 1
*
[ -9/2 ] 
f(z) = 64/243*z^3 - 37/9*z + 1
*
[ -9/2 ] 
f(z) = 68/243*z^3 - 40/9*z + 1
*
[ -10/3 ] 
f(z) = 73/250*z^3 - 35/18*z + 1
*
[ 16/5 ] 
f(z) = 75/256*z^3 - 37/16*z + 1
*
-16/5 | 0.12836058899258246470689483730706973483 | 0.020681385438285534961132491054158957150
f(z) = 75/256*z^3 - 31/16*z + 1
*
[ -16/5 ] 
f(z) = 75/256*z^3 - 27/16*z + 1
*
[ -3 ] 
f(z) = 61/243*z^3 - 25/27*z + 1
*
[ -3 ] 
f(z) = 62/243*z^3 - 26/27*z + 1
*
[ 20/9 ] 
f(z) = 63/250*z^3 - 25/36*z + 1
*
[ 9/16 ] 
f(z) = 64/243*z^3 - 31/36*z + 1
*
[ -3 ] 
f(z) = 64/243*z^3 - 28/27*z + 1
*
-9/4 | 0.18310335239005905396103456681866620881 | 0.026616351529795629925409656952788799688
f(z) = 64/243*z^3 - 23/36*z + 1
*
[ -3 ] 
f(z) = 65/243*z^3 - 29/27*z + 1
*
[ -3 ] 
f(z) = 67/243*z^3 - 31/27*z + 1
*
[ -3 ] 
f(z) = 68/243*z^3 - 32/27*z + 1
*
[ 9/4 ] 
f(z) = 68/243*z^3 - 31/36*z + 1
*
[ 8/3 ] 
f(z) = 69/256*z^3 - 31/24*z + 1
*
[ -3 ] 
f(z) = 70/243*z^3 - 34/27*z + 1
*
[ -3 ] 
f(z) = 71/243*z^3 - 35/27*z + 1
*
[ 7/3 ] 
f(z) = 72/245*z^3 - 36/35*z + 1
*
[ -3 ] 
f(z) = 73/243*z^3 - 37/27*z + 1
*
[ 2 ] 
f(z) = 73/248*z^3 - 21/31*z + 1
*
[ -3 ] 
f(z) = 74/243*z^3 - 38/27*z + 1
*
[ 11/5 ] 
f(z) = 75/242*z^3 - 21/22*z + 1
*
[ 2 ] 
f(z) = 75/248*z^3 - 22/31*z + 1
*
[ 8/3 ] 
f(z) = 75/256*z^3 - 35/24*z + 1
*
-8/15 | 0.15403374040751984737045500197121824925 | 0.022542517938038591684691751207880350100
f(z) = 75/256*z^3 - 29/24*z + 1
*
[ 8/15 ] 
f(z) = 75/256*z^3 - 23/24*z + 1
*
[ -3 ] 
f(z) = 76/243*z^3 - 40/27*z + 1
*
[ 9/4 ] 
f(z) = 76/243*z^3 - 37/36*z + 1
*
[ 2 ] 
f(z) = 77/248*z^3 - 23/31*z + 1
*
[ 2 ] 
f(z) = 79/248*z^3 - 24/31*z + 1
*
[ 5/2 ] 
f(z) = 61/250*z^3 - 37/40*z + 1
*
[ 5/2 ] 
f(z) = 63/250*z^3 - 39/40*z + 1
*
[ 9/5 ] 
f(z) = 70/243*z^3 - 22/45*z + 1
*
4/15 | 0.12836162260900335442907603450980430228 | 0.019320542606665039686603006104911022639
f(z) = 75/256*z^3 - 37/48*z + 1
*
[ 15/7 ] 
f(z) = 77/250*z^3 - 37/42*z + 1
*
[ 20/11 ] 
f(z) = 77/250*z^3 - 25/44*z + 1
*
[ -5/2 ] 
f(z) = 77/250*z^3 - 21/40*z + 1
*
[ -5/2 ] 
f(z) = 79/250*z^3 - 23/40*z + 1
*
[ 2 ] 
f(z) = 61/240*z^3 - 31/60*z + 1
*
[ 2 ] 
f(z) = 61/256*z^3 - 29/64*z + 1
*
[ -8/3 ] 
f(z) = 61/256*z^3 - 23/72*z + 1
*
[ 2/3 ] 
f(z) = 63/256*z^3 - 39/64*z + 1
*
[ 2 ] 
f(z) = 63/256*z^3 - 31/64*z + 1
*
[ 8/9 ] 
f(z) = 63/256*z^3 - 23/72*z + 1
*
[ 2 ] 
f(z) = 65/256*z^3 - 33/64*z + 1
*
[ -8/3 ] 
f(z) = 65/256*z^3 - 31/72*z + 1
*
[ 2 ] 
f(z) = 67/240*z^3 - 37/60*z + 1
*
[ 2 ] 
f(z) = 67/256*z^3 - 35/64*z + 1
*
[ -8/3 ] 
f(z) = 67/256*z^3 - 35/72*z + 1
*
[ 2 ] 
f(z) = 69/256*z^3 - 37/64*z + 1
*
[ 2 ] 
f(z) = 71/256*z^3 - 39/64*z + 1
*
[ 7/4 ] 
f(z) = 72/245*z^3 - 33/70*z + 1
*
[ 5/6 ] 
f(z) = 73/250*z^3 - 29/72*z + 1
*
[ 11/15 ] 
f(z) = 75/242*z^3 - 35/66*z + 1
*
[ 22/15 ] 
f(z) = 75/242*z^3 - 23/66*z + 1
*
[ 5/7 ] 
f(z) = 77/250*z^3 - 39/70*z + 1
*
[ 10/7 ] 
f(z) = 77/250*z^3 - 23/70*z + 1
*
[ 11/6 ] 
f(z) = 63/242*z^3 - 37/88*z + 1
*
[ 4/5 ] 
f(z) = 65/256*z^3 - 33/80*z + 1
*
[ 5/3 ] 
f(z) = 67/250*z^3 - 31/90*z + 1
*
[ 20/23 ] 
f(z) = 69/250*z^3 - 33/92*z + 1
*
[ 9/10 ] 
f(z) = 70/243*z^3 - 31/90*z + 1
*
[ 5/3 ] 
f(z) = 73/250*z^3 - 37/90*z + 1
*
[ 10/7 ] 
f(z) = 73/250*z^3 - 29/98*z + 1
*
[ 11/10 ] 
f(z) = 75/242*z^3 - 25/88*z + 1
*
[ 6/5 ] 
f(z) = 75/248*z^3 - 25/93*z + 1
*
[ 3/2 ] 
f(z) = 61/243*z^3 - 25/108*z + 1
*
[ 27/16 ] 
f(z) = 64/243*z^3 - 37/108*z + 1
*
[ 3/2 ] 
f(z) = 65/243*z^3 - 29/108*z + 1
*
[ 3/2 ] 
f(z) = 67/243*z^3 - 31/108*z + 1
*
[ 3/2 ] 
f(z) = 71/243*z^3 - 35/108*z + 1
*
[ 3/2 ] 
f(z) = 73/243*z^3 - 37/108*z + 1
*
[ 10/11 ] 
f(z) = 77/250*z^3 - 39/110*z + 1
*
[ -7/3 ] 
f(z) = 78/245*z^3 - 32/105*z + 1
*
[ 4/3 ] 
f(z) = 63/248*z^3 - 25/124*z + 1
*
[ 4/3 ] 
f(z) = 61/256*z^3 - 25/144*z + 1
*
[ 22/21 ] 
f(z) = 63/242*z^3 - 37/154*z + 1
*
[ 20/21 ] 
f(z) = 63/250*z^3 - 39/140*z + 1
*
[ 4/3 ] 
f(z) = 65/256*z^3 - 29/144*z + 1
*
[ 4/3 ] 
f(z) = 67/256*z^3 - 31/144*z + 1
*
[ 9/8 ] 
f(z) = 68/243*z^3 - 35/144*z + 1
*
[ 4/3 ] 
f(z) = 71/256*z^3 - 35/144*z + 1
*
[ 4/3 ] 
f(z) = 73/256*z^3 - 37/144*z + 1
*
[ 5/4 ] 
f(z) = 61/250*z^3 - 29/160*z + 1
*
[ 5/4 ] 
f(z) = 63/250*z^3 - 31/160*z + 1
*
[ 5/4 ] 
f(z) = 69/250*z^3 - 37/160*z + 1
*
[ 5/4 ] 
f(z) = 71/250*z^3 - 39/160*z + 1
*
[ 5/3 ] 
f(z) = 61/250*z^3 - 5/18*z + 1
*
-10/3 | 0.21694953849432555574553983964104713471 | 0.026828905671081449999670068712271744194
f(z) = 63/250*z^3 - 13/7*z + 1
*
[ 5 ] 
f(z) = 63/250*z^3 - 11/2*z + 1
*
[ -10/3 ] 
f(z) = 63/250*z^3 - 3/2*z + 1
*
[ 5/6 ] 
f(z) = 63/250*z^3 - 3/8*z + 1
*
[ 5/3 ] 
f(z) = 63/250*z^3 - 3/10*z + 1
*
[ 10/7 ] 
f(z) = 63/250*z^3 - 3/14*z + 1
*
[ 8/3 ] 
f(z) = 63/256*z^3 - 9/8*z + 1
*
[ -8/3 ] 
f(z) = 63/256*z^3 - 3/8*z + 1
*
[ 4/3 ] 
f(z) = 63/256*z^3 - 3/16*z + 1
*
[ 9/4 ] 
f(z) = 64/243*z^3 - 7/9*z + 1
*
[ 9/8 ] 
f(z) = 64/243*z^3 - 2/9*z + 1
*
[ -5 ] 
f(z) = 67/250*z^3 - 11/2*z + 1
*
[ 5/2 ] 
f(z) = 69/250*z^3 - 9/8*z + 1
*
[ 5/3 ] 
f(z) = 71/250*z^3 - 7/18*z + 1
*
[ -5/2 ] 
f(z) = 71/250*z^3 - 3/8*z + 1
*
[ 5 ] 
f(z) = 73/250*z^3 - 13/2*z + 1
*
-12/5 | 0.12836058899258246470689483730706973483 | 0.023148148148148148148148148148148148148
f(z) = 75/256*z^3 - 15/16*z + 1
*
[ 4/5 ] 
f(z) = 75/256*z^3 - 7/16*z + 1
*
[ 8/5 ] 
f(z) = 75/256*z^3 - 3/8*z + 1
*
[ -5 ] 
f(z) = 77/250*z^3 - 13/2*z + 1
*
[ 5/2 ] 
f(z) = 79/250*z^3 - 11/8*z + 1
*
[ 2 ] 
f(z) = 61/248*z^3 - 15/31*z + 1
*
[ 2/3 ] 
f(z) = 63/248*z^3 - 19/31*z + 1
*
[ 2 ] 
f(z) = 63/248*z^3 - 16/31*z + 1
*
[ 3/4 ] 
f(z) = 64/243*z^3 - 13/27*z + 1
*
[ 3/2 ] 
f(z) = 64/243*z^3 - 7/27*z + 1
*
[ 7/4 ] 
f(z) = 64/245*z^3 - 13/35*z + 1
*
[ 7/8 ] 
f(z) = 64/245*z^3 - 12/35*z + 1
*
[ 2 ] 
f(z) = 65/248*z^3 - 17/31*z + 1
*
[ 2 ] 
f(z) = 67/248*z^3 - 18/31*z + 1
*
[ 5/4 ] 
f(z) = 67/250*z^3 - 7/32*z + 1
*
[ 3/2 ] 
f(z) = 68/243*z^3 - 8/27*z + 1
*
[ 2 ] 
f(z) = 69/248*z^3 - 19/31*z + 1
*
[ 5/3 ] 
f(z) = 69/250*z^3 - 11/30*z + 1
*
[ -8/3 ] 
f(z) = 69/256*z^3 - 13/24*z + 1
*
[ 2 ] 
f(z) = 71/248*z^3 - 20/31*z + 1
*
[ 7/6 ] 
f(z) = 72/245*z^3 - 9/35*z + 1
*
[ -8/3 ] 
f(z) = 75/256*z^3 - 17/24*z + 1
*
-8/5 | 0.15403270679109895764827380476848368179 | 0.023184464436402604849024303216781364283
f(z) = 75/256*z^3 - 11/24*z + 1
*
[ 3/2 ] 
f(z) = 76/243*z^3 - 10/27*z + 1
*
[ 5/4 ] 
f(z) = 77/250*z^3 - 9/32*z + 1
*
[ 3/2 ] 
f(z) = 62/243*z^3 - 13/54*z + 1
*
[ 8/7 ] 
f(z) = 63/256*z^3 - 11/56*z + 1
*
[ 9/5 ] 
f(z) = 65/243*z^3 - 19/45*z + 1
*
[ 8/5 ] 
f(z) = 65/256*z^3 - 11/40*z + 1
*
[ -5/2 ] 
f(z) = 67/250*z^3 - 11/40*z + 1
*
[ -5/2 ] 
f(z) = 69/250*z^3 - 13/40*z + 1
*
[ 10/9 ] 
f(z) = 69/250*z^3 - 13/54*z + 1
*
[ 4/3 ] 
f(z) = 69/256*z^3 - 11/48*z + 1
*
[ 3/2 ] 
f(z) = 70/243*z^3 - 17/54*z + 1
*
[ -5/2 ] 
f(z) = 73/250*z^3 - 17/40*z + 1
*
[ 3/2 ] 
f(z) = 74/243*z^3 - 19/54*z + 1
*
[ 8/7 ] 
f(z) = 77/256*z^3 - 15/56*z + 1
*
[ 9/7 ] 
f(z) = 70/243*z^3 - 16/63*z + 1
*
[ 9/7 ] 
f(z) = 77/243*z^3 - 19/63*z + 1
*
[ 10/9 ] 
f(z) = 63/250*z^3 - 19/90*z + 1
*
[ -9/4 ]
f(z) = 64/243*z^3 + 1/9*z + 1
*
[ -9/8 ]
f(z) = 64/243*z^3 + 14/9*z + 1
*
[ -8/5 ]
f(z) = 75/256*z^3 + 7/8*z + 1
*
[ 6 ] 
f(z) = 71/264*z^3 - 292/33*z + 1
*
[ -6 ] 
f(z) = 71/264*z^3 - 281/33*z + 1
*
[ -6 ] 
f(z) = 73/264*z^3 - 290/33*z + 1
*
[ 6 ] 
f(z) = 77/270*z^3 - 283/30*z + 1
*
[ -6 ] 
f(z) = 79/270*z^3 - 281/30*z + 1
*
[ 5 ] 
f(z) = 67/275*z^3 - 291/55*z + 1
*
[ 5 ] 
f(z) = 68/275*z^3 - 296/55*z + 1
*
[ -5 ] 
f(z) = 71/275*z^3 - 289/55*z + 1
*
[ -5 ] 
f(z) = 72/275*z^3 - 294/55*z + 1
*
[ -5 ] 
f(z) = 73/275*z^3 - 299/55*z + 1
*
-4 | 0.20172935250675865613100046425464859458 | 0.028519957610100524568153922461856573344
f(z) = 61/272*z^3 - 295/68*z + 1
*
15/7 | 0.094843004310138036944871966627491070399 | 0.012060937229866700967336674494872417835
f(z) = 77/270*z^3 - 289/210*z + 1
*
-5/4 | 0.19362956166520236025241722224538418897 | 0.026612584523722131520576798782123933896
f(z) = 64/275*z^3 - 289/220*z + 1
*
[ 1/2 ] 
f(z) = 60/269*z^3 - 284/269*z + 1
*
[ 1/2 ] 
f(z) = 60/271*z^3 - 286/271*z + 1
*
[ 1/2 ] 
f(z) = 60/277*z^3 - 292/277*z + 1
*
[ 1/2 ] 
f(z) = 64/265*z^3 - 281/265*z + 1
*
[ 1/2 ] 
f(z) = 64/267*z^3 - 283/267*z + 1
*
[ 1/2 ] 
f(z) = 64/269*z^3 - 285/269*z + 1
*
[ 1/2 ] 
f(z) = 64/271*z^3 - 287/271*z + 1
*
[ 1/2 ] 
f(z) = 64/273*z^3 - 289/273*z + 1
*
[ 1/2 ] 
f(z) = 64/275*z^3 - 291/275*z + 1
*
[ 1/2 ] 
f(z) = 64/277*z^3 - 293/277*z + 1
*
[ 1/2 ] 
f(z) = 64/279*z^3 - 295/279*z + 1
*
[ 1/2 ] 
f(z) = 68/265*z^3 - 282/265*z + 1
*
[ 1/2 ] 
f(z) = 68/267*z^3 - 284/267*z + 1
*
[ 1/2 ] 
f(z) = 68/269*z^3 - 286/269*z + 1
*
[ 1/2 ] 
f(z) = 68/271*z^3 - 288/271*z + 1
*
[ 1/2 ] 
f(z) = 68/273*z^3 - 290/273*z + 1
*
[ 1/2 ] 
f(z) = 68/275*z^3 - 292/275*z + 1
*
[ 1/2 ] 
f(z) = 68/277*z^3 - 294/277*z + 1
*
[ 1/2 ] 
f(z) = 68/279*z^3 - 296/279*z + 1
*
[ -3 ] 
f(z) = 71/264*z^3 - 287/264*z + 1
*
[ -3 ] 
f(z) = 71/267*z^3 - 283/267*z + 1
*
[ 1/2 ] 
f(z) = 72/263*z^3 - 281/263*z + 1
*
[ 5/2 ] 
f(z) = 72/265*z^3 - 291/265*z + 1
*
[ 1/2 ] 
f(z) = 72/265*z^3 - 283/265*z + 1
*
[ 1/2 ] 
f(z) = 72/269*z^3 - 287/269*z + 1
*
[ 1/2 ] 
f(z) = 72/271*z^3 - 289/271*z + 1
*
[ 1/2 ] 
f(z) = 72/275*z^3 - 293/275*z + 1
*
[ 1/2 ] 
f(z) = 72/277*z^3 - 295/277*z + 1
*
[ -3 ] 
f(z) = 73/273*z^3 - 293/273*z + 1
*
[ -3 ] 
f(z) = 73/276*z^3 - 289/276*z + 1
*
[ 1/2 ] 
f(z) = 76/263*z^3 - 282/263*z + 1
*
[ 1/2 ] 
f(z) = 76/265*z^3 - 284/265*z + 1
*
[ 1/2 ] 
f(z) = 76/267*z^3 - 286/267*z + 1
*
[ 1/2 ] 
f(z) = 76/269*z^3 - 288/269*z + 1
*
[ 1/2 ] 
f(z) = 76/271*z^3 - 290/271*z + 1
*
[ 1/2 ] 
f(z) = 76/273*z^3 - 292/273*z + 1
*
[ 1/2 ] 
f(z) = 76/275*z^3 - 294/275*z + 1
*
[ 1/2 ] 
f(z) = 76/277*z^3 - 296/277*z + 1
*
[ 1/2 ] 
f(z) = 76/279*z^3 - 298/279*z + 1
*
[ 6 ] 
f(z) = 65/264*z^3 - 265/33*z + 1
*
[ 6 ] 
f(z) = 67/264*z^3 - 274/33*z + 1
*
[ -6 ] 
f(z) = 67/264*z^3 - 263/33*z + 1
*
-6 | 0.22942162946365006372941089647120948653 | 0.029528954758712886326694509904733141828
f(z) = 67/270*z^3 - 263/30*z + 1
*
[ 5 ] 
f(z) = 61/275*z^3 - 261/55*z + 1
*
[ 5 ] 
f(z) = 62/275*z^3 - 266/55*z + 1
*
[ 5 ] 
f(z) = 63/275*z^3 - 271/55*z + 1
*
[ 5 ] 
f(z) = 64/275*z^3 - 276/55*z + 1
*
[ -5 ] 
f(z) = 67/275*z^3 - 269/55*z + 1
*
[ -5 ] 
f(z) = 68/275*z^3 - 274/55*z + 1
*
[ -5 ] 
f(z) = 69/275*z^3 - 279/55*z + 1
*
[ 4 ] 
f(z) = 79/272*z^3 - 265/68*z + 1
*
[ 5/2 ] 
f(z) = 79/275*z^3 - 263/220*z + 1
*
[ 1/2 ] 
f(z) = 60/263*z^3 - 278/263*z + 1
*
[ 1/2 ] 
f(z) = 64/261*z^3 - 277/261*z + 1
*
[ 1/2 ] 
f(z) = 64/263*z^3 - 279/263*z + 1
*
[ 21/8 ] 
f(z) = 64/273*z^3 - 272/273*z + 1
*
[ -25/8 ] 
f(z) = 64/275*z^3 - 262/275*z + 1
*
[ 1/2 ] 
f(z) = 68/261*z^3 - 278/261*z + 1
*
[ 1/2 ] 
f(z) = 68/263*z^3 - 280/263*z + 1
*
[ 5/2 ] 
f(z) = 68/265*z^3 - 266/265*z + 1
*
[ -3 ] 
f(z) = 70/267*z^3 - 274/267*z + 1
*
[ -3 ] 
f(z) = 71/273*z^3 - 275/273*z + 1
*
[ -3 ] 
f(z) = 71/276*z^3 - 271/276*z + 1
*
[ 1/2 ] 
f(z) = 76/261*z^3 - 280/261*z + 1
*
[ 6 ] 
f(z) = 61/264*z^3 - 247/33*z + 1
*
[ -6 ] 
f(z) = 65/264*z^3 - 254/33*z + 1
*
[ 6 ] 
f(z) = 71/270*z^3 - 259/30*z + 1
*
[ -6 ] 
f(z) = 73/270*z^3 - 257/30*z + 1
*
[ -5 ] 
f(z) = 62/275*z^3 - 244/55*z + 1
*
[ -5 ] 
f(z) = 63/275*z^3 - 249/55*z + 1
*
[ -5 ] 
f(z) = 64/275*z^3 - 254/55*z + 1
*
18/5 | 0.26020276421534323404739592163951625271 | 0.029802126264091839352189762917925274495
f(z) = 65/264*z^3 - 258/55*z + 1
*
[ 4 ] 
f(z) = 73/272*z^3 - 241/68*z + 1
*
[ 4 ] 
f(z) = 75/272*z^3 - 249/68*z + 1
*
2/5 | 0.15740147851420243119806199176536458882 | 0.022907784479251918938468563176621068541
f(z) = 75/272*z^3 - 241/68*z + 1
*
[ 4 ] 
f(z) = 77/272*z^3 - 257/68*z + 1
*
[ 10/3 ] 
f(z) = 72/275*z^3 - 243/110*z + 1
*
15/11 | 0.26129811137687245534256633116139520575 | 0.029648192493295486555341810735839735247
f(z) = 77/270*z^3 - 249/110*z + 1
*
[ 10/3 ] 
f(z) = 63/260*z^3 - 259/130*z + 1
*
[ 2/5 ] 
f(z) = 65/264*z^3 - 254/165*z + 1
*
[ 5/2 ] 
f(z) = 64/265*z^3 - 241/265*z + 1
*
[ -3 ] 
f(z) = 67/264*z^3 - 251/264*z + 1
*
[ -3 ] 
f(z) = 67/267*z^3 - 247/267*z + 1
*
[ -3 ] 
f(z) = 68/267*z^3 - 256/267*z + 1
*
[ -3 ] 
f(z) = 68/273*z^3 - 248/273*z + 1
*
[ -6 ] 
f(z) = 61/264*z^3 - 236/33*z + 1
*
-6 | 0.20618080919892766729889440641481265955 | 0.026868541661544263587968527093292397180
f(z) = 61/270*z^3 - 239/30*z + 1
*
[ -6 ] 
f(z) = 67/270*z^3 - 233/30*z + 1
*
[ -5 ] 
f(z) = 61/275*z^3 - 239/55*z + 1
*
[ 4 ] 
f(z) = 69/272*z^3 - 225/68*z + 1
*
[ 4 ] 
f(z) = 71/272*z^3 - 233/68*z + 1
*
3/7 | 0.25018216992273256480196290162201644413 | 0.028546908951454249497026454811011194041
f(z) = 77/270*z^3 - 237/70*z + 1
*
[ -4 ] 
f(z) = 77/272*z^3 - 223/68*z + 1
*
[ -4 ] 
f(z) = 79/272*z^3 - 231/68*z + 1
*
-12/11 | 0.22263130715757854901213376149026369310 | 0.025378896817348699423131205131060603976
f(z) = 77/270*z^3 - 239/110*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016997459978192842168854614369345299629
f(z) = 77/268*z^3 - 221/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013726800151916651480688569238340941650
f(z) = 77/276*z^3 - 223/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016880360940053371998618798144866893341
f(z) = 79/260*z^3 - 223/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016947552793160333097721660445788757265
f(z) = 79/268*z^3 - 225/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.013686743245549567458117714253758475577
f(z) = 79/276*z^3 - 227/138*z + 1
*
[ 5/2 ] 
f(z) = 71/275*z^3 - 223/220*z + 1
*
[ 5/2 ] 
f(z) = 73/275*z^3 - 233/220*z + 1
*
[ -3 ] 
f(z) = 65/264*z^3 - 233/264*z + 1
*
[ -3 ] 
f(z) = 65/267*z^3 - 229/267*z + 1
*
[ -3 ] 
f(z) = 67/273*z^3 - 239/273*z + 1
*
[ -3 ] 
f(z) = 67/276*z^3 - 235/276*z + 1
*
[ -14/5 ] 
f(z) = 75/266*z^3 - 227/266*z + 1
*
[ -6 ] 
f(z) = 61/270*z^3 - 209/30*z + 1
*
[ 4 ] 
f(z) = 63/272*z^3 - 201/68*z + 1
*
[ 4 ] 
f(z) = 65/272*z^3 - 209/68*z + 1
*
[ 4 ] 
f(z) = 67/272*z^3 - 217/68*z + 1
*
[ -4 ] 
f(z) = 73/272*z^3 - 207/68*z + 1
*
[ -4 ] 
f(z) = 75/272*z^3 - 215/68*z + 1
*
[ 10/3 ] 
f(z) = 63/275*z^3 - 203/110*z + 1
*
6/11 | 0.23081911676900477422669365375645459550 | 0.026691403522311291707412692909175425716
f(z) = 77/270*z^3 - 211/110*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013941547706608964528497501699862310631
f(z) = 67/276*z^3 - 203/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017144444061689985983311291011658657761
f(z) = 69/260*z^3 - 203/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017209789104076115532295129040669314735
f(z) = 69/268*z^3 - 205/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017088927335397785204797729352014747165
f(z) = 71/260*z^3 - 207/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017154687176640825159821923272168940392
f(z) = 71/268*z^3 - 209/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013852404550066569802651906463135154058
f(z) = 71/276*z^3 - 211/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017034821378973126099873159395855200430
f(z) = 73/260*z^3 - 211/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017100971702554692472191569995285773450
f(z) = 73/268*z^3 - 213/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013809502849368327672595642314022684081
f(z) = 73/276*z^3 - 215/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017048581704616637728112000641746366012
f(z) = 75/268*z^3 - 217/134*z + 1
*
[ 2/5 ] 
f(z) = 75/268*z^3 - 207/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016930595112890034534800646604790537844
f(z) = 77/260*z^3 - 219/130*z + 1
*
[ 12/5 ] 
f(z) = 75/272*z^3 - 205/204*z + 1
*
[ 5/2 ] 
f(z) = 67/275*z^3 - 203/220*z + 1
*
[ 5/2 ] 
f(z) = 69/275*z^3 - 213/220*z + 1
*
[ -3 ] 
f(z) = 62/267*z^3 - 202/267*z + 1
*
[ -3 ] 
f(z) = 64/267*z^3 - 220/267*z + 1
*
[ -3 ] 
f(z) = 64/273*z^3 - 212/273*z + 1
*
[ -3 ] 
f(z) = 65/276*z^3 - 217/276*z + 1
*
[ 4 ] 
f(z) = 61/272*z^3 - 193/68*z + 1
*
[ -4 ] 
f(z) = 67/272*z^3 - 183/68*z + 1
*
[ -4 ] 
f(z) = 69/272*z^3 - 191/68*z + 1
*
[ -4 ] 
f(z) = 71/272*z^3 - 199/68*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017382028946907979661273278628595641273
f(z) = 61/260*z^3 - 187/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017445432474904846993902925092632655273
f(z) = 61/268*z^3 - 189/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.014084429787206365137812286548982161268
f(z) = 61/276*z^3 - 191/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017320151514676627525060766115936547984
f(z) = 63/260*z^3 - 191/130*z + 1
*
[ -10/3 ] 
f(z) = 63/260*z^3 - 181/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017384087158963116842049194585104204609
f(z) = 63/268*z^3 - 193/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.017324417107821589109569243935516751363
f(z) = 65/268*z^3 - 197/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013987894506363850652080635617264582795
f(z) = 65/276*z^3 - 199/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.017201438459482658481649730873939305851
f(z) = 67/260*z^3 - 199/130*z + 1
*
[ 5/2 ] 
f(z) = 63/275*z^3 - 183/220*z + 1
*
[ 3/5 ] 
f(z) = 61/270*z^3 - 187/250*z + 1
*
[ 3/5 ] 
f(z) = 67/270*z^3 - 189/250*z + 1
*
[ 3/5 ] 
f(z) = 73/270*z^3 - 191/250*z + 1
*
[ 3/5 ] 
f(z) = 79/270*z^3 - 193/250*z + 1
*
[ -3 ] 
f(z) = 61/264*z^3 - 197/264*z + 1
*
[ -3 ] 
f(z) = 61/267*z^3 - 193/267*z + 1
*
[ -3 ] 
f(z) = 61/273*z^3 - 185/273*z + 1
*
[ -3 ] 
f(z) = 61/276*z^3 - 181/276*z + 1
*
[ -3 ] 
f(z) = 62/273*z^3 - 194/273*z + 1
*
[ 5/8 ] 
f(z) = 64/265*z^3 - 184/265*z + 1
*
[ 2 ] 
f(z) = 79/262*z^3 - 185/262*z + 1
*
[ 2 ] 
f(z) = 79/266*z^3 - 183/266*z + 1
*
[ 2 ] 
f(z) = 79/270*z^3 - 181/270*z + 1
*
[ 2/3 ] 
f(z) = 65/264*z^3 - 181/297*z + 1
*
[ 2/3 ] 
f(z) = 67/264*z^3 - 182/297*z + 1
*
[ 2/3 ] 
f(z) = 71/264*z^3 - 184/297*z + 1
*
[ 2/3 ] 
f(z) = 73/264*z^3 - 185/297*z + 1
*
[ 2/3 ] 
f(z) = 79/264*z^3 - 188/297*z + 1
*
2 | 0.19017546841694720982646116107474826700 | 0.029347864293143697213215628543606447892
f(z) = 61/272*z^3 - 163/68*z + 1
*
[ -4 ] 
f(z) = 63/272*z^3 - 167/68*z + 1
*
[ -4 ] 
f(z) = 65/272*z^3 - 175/68*z + 1
*
4/5 | 0.15740332988835910253350520475532076153 | 0.024244842132801888521227776465637727028
f(z) = 75/272*z^3 - 165/68*z + 1
*
3/7 | 0.24899948644672414127117034629704132405 | 0.029594069094512689325938714953779645837
f(z) = 77/270*z^3 - 167/70*z + 1
*
[ 3 ] 
f(z) = 73/261*z^3 - 161/87*z + 1
*
[ 3 ] 
f(z) = 74/261*z^3 - 164/87*z + 1
*
[ 3 ] 
f(z) = 76/261*z^3 - 170/87*z + 1
*
[ 3 ] 
f(z) = 76/279*z^3 - 166/93*z + 1
*
[ 3 ] 
f(z) = 77/261*z^3 - 173/87*z + 1
*
[ 3 ] 
f(z) = 77/279*z^3 - 169/93*z + 1
*
[ 3 ] 
f(z) = 79/261*z^3 - 179/87*z + 1
*
[ 3 ] 
f(z) = 79/279*z^3 - 175/93*z + 1
*
[ -10/3 ] 
f(z) = 72/275*z^3 - 177/110*z + 1
*
[ 34/15 ] 
f(z) = 75/272*z^3 - 175/204*z + 1
*
[ 15/7 ] 
f(z) = 77/270*z^3 - 163/210*z + 1
*
[ 5/2 ] 
f(z) = 61/275*z^3 - 173/220*z + 1
*
[ 2/3 ] 
f(z) = 63/274*z^3 - 165/274*z + 1
*
[ 2/3 ] 
f(z) = 63/278*z^3 - 167/278*z + 1
*
[ 9/4 ] 
f(z) = 64/261*z^3 - 179/261*z + 1
*
[ 9/4 ] 
f(z) = 64/279*z^3 - 169/279*z + 1
*
[ 2 ] 
f(z) = 73/262*z^3 - 161/262*z + 1
*
[ 2 ] 
f(z) = 75/262*z^3 - 169/262*z + 1
*
[ 2 ] 
f(z) = 75/266*z^3 - 167/266*z + 1
*
[ 2 ] 
f(z) = 75/274*z^3 - 163/274*z + 1
*
[ 2 ] 
f(z) = 75/278*z^3 - 161/278*z + 1
*
[ 2 ] 
f(z) = 77/262*z^3 - 177/262*z + 1
*
[ 2 ] 
f(z) = 77/270*z^3 - 173/270*z + 1
*
[ 2 ] 
f(z) = 77/274*z^3 - 171/274*z + 1
*
[ 2 ] 
f(z) = 77/278*z^3 - 169/278*z + 1
*
[ 2 ] 
f(z) = 79/274*z^3 - 179/274*z + 1
*
[ 2 ] 
f(z) = 79/278*z^3 - 177/278*z + 1
*
[ 2/3 ] 
f(z) = 61/264*z^3 - 179/297*z + 1
*
[ -4 ] 
f(z) = 61/272*z^3 - 159/68*z + 1
*
[ 3/8 ] 
f(z) = 64/261*z^3 - 148/87*z + 1
*
[ 3/8 ] 
f(z) = 64/279*z^3 - 158/93*z + 1
*
[ 3 ] 
f(z) = 67/261*z^3 - 143/87*z + 1
*
[ 3 ] 
f(z) = 68/261*z^3 - 146/87*z + 1
*
[ 3 ] 
f(z) = 68/279*z^3 - 142/93*z + 1
*
[ 3 ] 
f(z) = 70/261*z^3 - 152/87*z + 1
*
[ 3 ] 
f(z) = 70/279*z^3 - 148/93*z + 1
*
[ 3 ] 
f(z) = 71/261*z^3 - 155/87*z + 1
*
[ 3 ] 
f(z) = 71/279*z^3 - 151/93*z + 1
*
[ 3 ] 
f(z) = 73/279*z^3 - 157/93*z + 1
*
[ 3 ] 
f(z) = 74/279*z^3 - 160/93*z + 1
*
[ 5/12 ] 
f(z) = 72/275*z^3 - 159/110*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.024328099035529652248987065843316302228
f(z) = 75/272*z^3 - 151/204*z + 1
*
[ 2/3 ] 
f(z) = 63/262*z^3 - 159/262*z + 1
*
[ 2 ] 
f(z) = 69/262*z^3 - 145/262*z + 1
*
[ 2 ] 
f(z) = 69/266*z^3 - 143/266*z + 1
*
[ 2 ] 
f(z) = 71/262*z^3 - 153/262*z + 1
*
[ 2 ] 
f(z) = 71/266*z^3 - 151/266*z + 1
*
[ 2 ] 
f(z) = 71/270*z^3 - 149/270*z + 1
*
[ 2 ] 
f(z) = 71/274*z^3 - 147/274*z + 1
*
[ 2 ] 
f(z) = 71/278*z^3 - 145/278*z + 1
*
[ 2 ] 
f(z) = 73/266*z^3 - 159/266*z + 1
*
[ 2 ] 
f(z) = 73/270*z^3 - 157/270*z + 1
*
[ 2 ] 
f(z) = 73/274*z^3 - 155/274*z + 1
*
[ 2 ] 
f(z) = 73/278*z^3 - 153/278*z + 1
*
[ 3 ] 
f(z) = 61/261*z^3 - 125/87*z + 1
*
[ 3 ] 
f(z) = 61/279*z^3 - 121/93*z + 1
*
[ 3 ] 
f(z) = 62/261*z^3 - 128/87*z + 1
*
[ 3 ] 
f(z) = 64/261*z^3 - 134/87*z + 1
*
[ 3 ] 
f(z) = 64/279*z^3 - 130/93*z + 1
*
[ 3 ] 
f(z) = 65/261*z^3 - 137/87*z + 1
*
[ 3 ] 
f(z) = 65/279*z^3 - 133/93*z + 1
*
[ 3 ] 
f(z) = 67/279*z^3 - 139/93*z + 1
*
[ -3 ] 
f(z) = 79/261*z^3 - 121/87*z + 1
*
[ -10/3 ] 
f(z) = 63/275*z^3 - 137/110*z + 1
*
[ 5/2 ] 
f(z) = 78/275*z^3 - 129/110*z + 1
*
[ 8/3 ] 
f(z) = 63/272*z^3 - 139/136*z + 1
*
[ 2/3 ] 
f(z) = 69/272*z^3 - 125/204*z + 1
*
[ 2/3 ] 
f(z) = 75/272*z^3 - 127/204*z + 1
*
[ 2 ] 
f(z) = 63/262*z^3 - 121/262*z + 1
*
[ 3/4 ] 
f(z) = 64/267*z^3 - 125/267*z + 1
*
[ 2 ] 
f(z) = 65/262*z^3 - 129/262*z + 1
*
[ 2 ] 
f(z) = 65/266*z^3 - 127/266*z + 1
*
[ 2 ] 
f(z) = 65/274*z^3 - 123/274*z + 1
*
[ 2 ] 
f(z) = 65/278*z^3 - 121/278*z + 1
*
[ 2 ] 
f(z) = 67/262*z^3 - 137/262*z + 1
*
[ 2 ] 
f(z) = 67/266*z^3 - 135/266*z + 1
*
[ 2 ] 
f(z) = 67/270*z^3 - 133/270*z + 1
*
[ 2 ] 
f(z) = 67/274*z^3 - 131/274*z + 1
*
[ 2 ] 
f(z) = 67/278*z^3 - 129/278*z + 1
*
[ 2 ] 
f(z) = 69/274*z^3 - 139/274*z + 1
*
[ 2 ] 
f(z) = 69/278*z^3 - 137/278*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017297779188216925618645663781529670072
f(z) = 67/272*z^3 - 101/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017241446071964977159334605085453170646
f(z) = 69/272*z^3 - 103/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017186551617108454803758894015148496107
f(z) = 71/272*z^3 - 105/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017133031632621204583413748874083596354
f(z) = 73/272*z^3 - 107/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017080825955074237778702860758301672882
f(z) = 75/272*z^3 - 109/68*z + 1
*
[ 2/5 ] 
f(z) = 75/272*z^3 - 105/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017029878126025219964298484038609796479
f(z) = 77/272*z^3 - 111/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016980135100627775728932861907687053437
f(z) = 79/272*z^3 - 113/68*z + 1
*
[ -3 ] 
f(z) = 73/261*z^3 - 103/87*z + 1
*
[ -3 ] 
f(z) = 74/261*z^3 - 106/87*z + 1
*
[ -3 ] 
f(z) = 76/261*z^3 - 112/87*z + 1
*
[ -3 ] 
f(z) = 76/279*z^3 - 104/93*z + 1
*
[ -3 ] 
f(z) = 77/261*z^3 - 115/87*z + 1
*
[ -3 ] 
f(z) = 77/279*z^3 - 107/93*z + 1
*
[ -3 ] 
f(z) = 79/279*z^3 - 113/93*z + 1
*
[ 5/2 ] 
f(z) = 74/275*z^3 - 119/110*z + 1
*
[ 6/11 ] 
f(z) = 77/270*z^3 - 101/110*z + 1
*
-6/5 | 0.17451548653546744419700456818944966107 | 0.026029937485330400122730822232704668563
f(z) = 75/272*z^3 - 115/204*z + 1
*
[ 2 ] 
f(z) = 61/262*z^3 - 113/262*z + 1
*
[ 2 ] 
f(z) = 61/266*z^3 - 111/266*z + 1
*
[ 2 ] 
f(z) = 61/270*z^3 - 109/270*z + 1
*
[ 2 ] 
f(z) = 61/274*z^3 - 107/274*z + 1
*
[ 2 ] 
f(z) = 61/278*z^3 - 105/278*z + 1
*
[ 2 ] 
f(z) = 63/274*z^3 - 115/274*z + 1
*
[ 2 ] 
f(z) = 63/278*z^3 - 113/278*z + 1
*
[ -11/4 ] 
f(z) = 64/275*z^3 - 109/275*z + 1
*
[ 5/6 ] 
f(z) = 72/265*z^3 - 103/265*z + 1
*
[ 11/6 ] 
f(z) = 72/275*z^3 - 117/275*z + 1
*
[ 4/5 ] 
f(z) = 75/268*z^3 - 115/268*z + 1
*
[ -5/2 ] 
f(z) = 76/265*z^3 - 104/265*z + 1
*
6 | 0.23207494720177829976684589752221211149 | 0.029727676872211888226532027936828935696
f(z) = 67/270*z^3 - 91/10*z + 1
*
[ 6 ] 
f(z) = 67/270*z^3 - 81/10*z + 1
*
-6 | 0.22883445110383126420285431054688192785 | 0.029231182397765069190140598579419748159
f(z) = 71/270*z^3 - 93/10*z + 1
*
[ -6 ] 
f(z) = 71/270*z^3 - 83/10*z + 1
*
[ 6 ] 
f(z) = 73/270*z^3 - 89/10*z + 1
*
[ -6 ] 
f(z) = 77/270*z^3 - 91/10*z + 1
*
[ 6 ] 
f(z) = 79/270*z^3 - 97/10*z + 1
*
-6/7 | 0.22884626367762721031527200905402123158 | 0.026994162564499721595262408805637704070
f(z) = 77/270*z^3 - 89/35*z + 1
*
3/2 | 0.21415762150104295402461223812997652841 | 0.027591427175760791484395951373851533229
f(z) = 61/270*z^3 - 87/40*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017476120630075978691259210455151064954
f(z) = 61/272*z^3 - 95/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017415040494228530663379965454281612545
f(z) = 63/272*z^3 - 97/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.017355619542368980179593683137829788645
f(z) = 65/272*z^3 - 99/68*z + 1
*
[ 3/7 ] 
f(z) = 77/270*z^3 - 97/70*z + 1
*
[ -3 ] 
f(z) = 67/261*z^3 - 85/87*z + 1
*
[ -3 ] 
f(z) = 68/261*z^3 - 88/87*z + 1
*
[ -3 ] 
f(z) = 70/261*z^3 - 94/87*z + 1
*
[ -3 ] 
f(z) = 70/279*z^3 - 86/93*z + 1
*
[ -3 ] 
f(z) = 71/261*z^3 - 97/87*z + 1
*
[ -3 ] 
f(z) = 71/279*z^3 - 89/93*z + 1
*
[ -3 ] 
f(z) = 73/279*z^3 - 95/93*z + 1
*
[ -3 ] 
f(z) = 74/279*z^3 - 98/93*z + 1
*
[ 5/2 ] 
f(z) = 62/275*z^3 - 89/110*z + 1
*
[ -30/11 ] 
f(z) = 77/270*z^3 - 83/110*z + 1
*
[ 2/3 ] 
f(z) = 63/268*z^3 - 81/134*z + 1
*
[ 2 ] 
f(z) = 73/260*z^3 - 81/130*z + 1
*
[ 2 ] 
f(z) = 75/268*z^3 - 83/134*z + 1
*
[ 2 ] 
f(z) = 77/260*z^3 - 89/130*z + 1
*
[ 2 ] 
f(z) = 77/268*z^3 - 87/134*z + 1
*
[ 2 ] 
f(z) = 77/276*z^3 - 85/138*z + 1
*
[ 2 ] 
f(z) = 79/260*z^3 - 93/130*z + 1
*
[ 2 ] 
f(z) = 79/268*z^3 - 91/134*z + 1
*
[ 2 ] 
f(z) = 79/276*z^3 - 89/138*z + 1
*
-6/5 | 0.17282948123950572134523606070514469293 | 0.024052911953768298652005621516483784672
f(z) = 65/264*z^3 - 86/165*z + 1
*
[ -5/2 ] 
f(z) = 79/275*z^3 - 87/220*z + 1
*
[ 7/8 ] 
f(z) = 64/273*z^3 - 88/273*z + 1
*
[ 5/3 ] 
f(z) = 72/265*z^3 - 94/265*z + 1
*
[ 3/2 ] 
f(z) = 76/267*z^3 - 82/267*z + 1
*
[ 6 ] 
f(z) = 61/270*z^3 - 73/10*z + 1
*
[ 5/2 ] 
f(z) = 76/275*z^3 - 62/55*z + 1
*
[ -3 ] 
f(z) = 61/261*z^3 - 67/87*z + 1
*
[ -3 ] 
f(z) = 62/261*z^3 - 70/87*z + 1
*
[ -3 ] 
f(z) = 64/261*z^3 - 76/87*z + 1
*
[ -3 ] 
f(z) = 64/279*z^3 - 68/93*z + 1
*
[ -3 ] 
f(z) = 65/261*z^3 - 79/87*z + 1
*
[ -3 ] 
f(z) = 65/279*z^3 - 71/93*z + 1
*
[ -3 ] 
f(z) = 67/279*z^3 - 77/93*z + 1
*
[ -3 ] 
f(z) = 68/279*z^3 - 80/93*z + 1
*
[ 2/3 ] 
f(z) = 63/260*z^3 - 79/130*z + 1
*
[ 2 ] 
f(z) = 63/260*z^3 - 61/130*z + 1
*
[ 2 ] 
f(z) = 65/268*z^3 - 63/134*z + 1
*
[ 2 ] 
f(z) = 65/276*z^3 - 61/138*z + 1
*
[ 2 ] 
f(z) = 67/260*z^3 - 69/130*z + 1
*
[ 2 ] 
f(z) = 67/276*z^3 - 65/138*z + 1
*
[ 2 ] 
f(z) = 69/260*z^3 - 73/130*z + 1
*
[ 2 ] 
f(z) = 69/268*z^3 - 71/134*z + 1
*
[ 2 ] 
f(z) = 71/260*z^3 - 77/130*z + 1
*
[ 2 ] 
f(z) = 71/268*z^3 - 75/134*z + 1
*
[ 2 ] 
f(z) = 71/276*z^3 - 73/138*z + 1
*
[ 2 ] 
f(z) = 73/268*z^3 - 79/134*z + 1
*
[ 2 ] 
f(z) = 73/276*z^3 - 77/138*z + 1
*
[ 3/4 ] 
f(z) = 71/270*z^3 - 77/160*z + 1
*
[ 3/4 ] 
f(z) = 77/270*z^3 - 79/160*z + 1
*
[ 5/3 ] 
f(z) = 78/275*z^3 - 64/165*z + 1
*
[ 6/7 ] 
f(z) = 77/270*z^3 - 79/210*z + 1
*
[ 5/6 ] 
f(z) = 63/275*z^3 - 79/220*z + 1
*
[ 6/5 ] 
f(z) = 77/270*z^3 - 61/250*z + 1
*
[ 5/3 ] 
f(z) = 63/260*z^3 - 71/260*z + 1
*
[ 5/3 ] 
f(z) = 63/265*z^3 - 69/265*z + 1
*
[ 7/4 ] 
f(z) = 64/273*z^3 - 79/273*z + 1
*
[ 3/2 ] 
f(z) = 68/267*z^3 - 64/267*z + 1
*
[ 3/2 ] 
f(z) = 68/273*z^3 - 62/273*z + 1
*
[ -5/2 ] 
f(z) = 72/265*z^3 - 79/265*z + 1
*
[ 7/5 ] 
f(z) = 75/266*z^3 - 71/266*z + 1
*
[ 3/2 ] 
f(z) = 76/273*z^3 - 80/273*z + 1
*
[ 15/14 ] 
f(z) = 77/270*z^3 - 73/280*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.013983033682019724208777897729513526719
f(z) = 61/264*z^3 - 47/33*z + 1
*
[ 3 ] 
f(z) = 61/270*z^3 - 41/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013885620921270775591849929445833006105
f(z) = 65/264*z^3 - 49/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013838799792114655358845367778284291396
f(z) = 67/264*z^3 - 50/33*z + 1
*
[ 3 ] 
f(z) = 67/270*z^3 - 47/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013748798809869943788578239970869500015
f(z) = 71/264*z^3 - 52/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013705509332361349391361929450498717691
f(z) = 73/264*z^3 - 53/33*z + 1
*
[ 3 ] 
f(z) = 73/270*z^3 - 53/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013581897891106819184700277613212437653
f(z) = 79/264*z^3 - 56/33*z + 1
*
[ 3 ] 
f(z) = 79/270*z^3 - 59/30*z + 1
*
[ 5/2 ] 
f(z) = 64/275*z^3 - 47/55*z + 1
*
[ 5/2 ] 
f(z) = 68/275*z^3 - 52/55*z + 1
*
[ 5/2 ] 
f(z) = 72/275*z^3 - 57/55*z + 1
*
[ 2/3 ] 
f(z) = 63/272*z^3 - 41/68*z + 1
*
[ 2 ] 
f(z) = 75/272*z^3 - 41/68*z + 1
*
[ 2 ] 
f(z) = 77/272*z^3 - 43/68*z + 1
*
[ 2 ] 
f(z) = 79/272*z^3 - 45/68*z + 1
*
[ -3 ] 
f(z) = 61/279*z^3 - 59/93*z + 1
*
[ 3/4 ] 
f(z) = 64/261*z^3 - 41/87*z + 1
*
[ 3/4 ] 
f(z) = 64/279*z^3 - 43/93*z + 1
*
[ -5/2 ] 
f(z) = 78/275*z^3 - 41/110*z + 1
*
[ 2 ] 
f(z) = 61/260*z^3 - 57/130*z + 1
*
[ 2 ] 
f(z) = 61/268*z^3 - 55/134*z + 1
*
[ 2 ] 
f(z) = 61/276*z^3 - 53/138*z + 1
*
[ 2 ] 
f(z) = 63/268*z^3 - 59/134*z + 1
*
[ 8/5 ] 
f(z) = 75/272*z^3 - 45/136*z + 1
*
[ 12/7 ] 
f(z) = 77/270*z^3 - 59/140*z + 1
*
[ 15/8 ] 
f(z) = 64/275*z^3 - 58/165*z + 1
*
[ 5/3 ] 
f(z) = 69/275*z^3 - 49/165*z + 1
*
[ 3/2 ] 
f(z) = 70/261*z^3 - 47/174*z + 1
*
[ 3/2 ] 
f(z) = 74/261*z^3 - 53/174*z + 1
*
[ 3/2 ] 
f(z) = 70/279*z^3 - 43/186*z + 1
*
[ 3/2 ] 
f(z) = 74/279*z^3 - 49/186*z + 1
*
[ 4/3 ] 
f(z) = 69/272*z^3 - 41/204*z + 1
*
[ 4/3 ] 
f(z) = 75/272*z^3 - 49/204*z + 1
*
[ 6/5 ] 
f(z) = 75/272*z^3 - 47/204*z + 1
*
[ 5/4 ] 
f(z) = 68/275*z^3 - 41/220*z + 1
*
[ -5/2 ] 
f(z) = 71/275*z^3 - 47/220*z + 1
*
[ -5/2 ] 
f(z) = 73/275*z^3 - 57/220*z + 1
*
[ 5/4 ] 
f(z) = 76/275*z^3 - 51/220*z + 1
*
[ 6/5 ] 
f(z) = 71/270*z^3 - 53/250*z + 1
*
[ 4/3 ] 
f(z) = 63/260*z^3 - 47/260*z + 1
*
[ 4/3 ] 
f(z) = 63/268*z^3 - 45/268*z + 1
*
[ 9/8 ] 
f(z) = 64/261*z^3 - 52/261*z + 1
*
[ 5/4 ] 
f(z) = 64/265*z^3 - 47/265*z + 1
*
[ 3/2 ] 
f(z) = 64/267*z^3 - 55/267*z + 1
*
[ 3/2 ] 
f(z) = 64/273*z^3 - 53/273*z + 1
*
[ 11/8 ] 
f(z) = 64/275*z^3 - 46/275*z + 1
*
[ 9/8 ] 
f(z) = 64/279*z^3 - 50/279*z + 1
*
[ -5/2 ] 
f(z) = 68/265*z^3 - 54/265*z + 1
*
[ -3 ] 
f(z) = 71/270*z^3 - 31/30*z + 1
*
[ -3 ] 
f(z) = 77/270*z^3 - 37/30*z + 1
*
[ 2 ] 
f(z) = 79/264*z^3 - 23/33*z + 1
*
[ 5/8 ] 
f(z) = 64/275*z^3 - 38/55*z + 1
*
[ 5/6 ] 
f(z) = 72/275*z^3 - 21/55*z + 1
*
[ 2 ] 
f(z) = 61/272*z^3 - 27/68*z + 1
*
[ 2 ] 
f(z) = 63/272*z^3 - 29/68*z + 1
*
[ 2 ] 
f(z) = 65/272*z^3 - 31/68*z + 1
*
[ 2 ] 
f(z) = 67/272*z^3 - 33/68*z + 1
*
[ 2 ] 
f(z) = 69/272*z^3 - 35/68*z + 1
*
[ 2 ] 
f(z) = 71/272*z^3 - 37/68*z + 1
*
[ 2 ] 
f(z) = 73/272*z^3 - 39/68*z + 1
*
[ 4/5 ] 
f(z) = 75/272*z^3 - 29/68*z + 1
*
[ 3/2 ] 
f(z) = 68/261*z^3 - 22/87*z + 1
*
[ 3/2 ] 
f(z) = 76/261*z^3 - 28/87*z + 1
*
[ 3/2 ] 
f(z) = 76/279*z^3 - 26/93*z + 1
*
[ 5/4 ] 
f(z) = 72/275*z^3 - 23/110*z + 1
*
[ -5/2 ] 
f(z) = 74/275*z^3 - 31/110*z + 1
*
[ 15/11 ] 
f(z) = 77/270*z^3 - 29/110*z + 1
*
[ -8/3 ] 
f(z) = 63/272*z^3 - 37/136*z + 1
*
[ 3/2 ] 
f(z) = 71/270*z^3 - 31/120*z + 1
*
[ 3/2 ] 
f(z) = 77/270*z^3 - 37/120*z + 1
*
[ 3/2 ] 
f(z) = 62/261*z^3 - 35/174*z + 1
*
[ 6/5 ] 
f(z) = 65/264*z^3 - 31/165*z + 1
*
[ -3 ] 
f(z) = 61/270*z^3 - 7/10*z + 1
*
[ -3 ] 
f(z) = 67/270*z^3 - 9/10*z + 1
*
[ 3 ] 
f(z) = 71/270*z^3 - 17/10*z + 1
*
[ -3 ] 
f(z) = 73/270*z^3 - 11/10*z + 1
*
[ 3 ] 
f(z) = 77/270*z^3 - 19/10*z + 1
*
[ -3 ] 
f(z) = 79/270*z^3 - 13/10*z + 1
*
[ 2 ] 
f(z) = 61/264*z^3 - 14/33*z + 1
*
[ 2 ] 
f(z) = 65/264*z^3 - 16/33*z + 1
*
[ 2 ] 
f(z) = 67/264*z^3 - 17/33*z + 1
*
[ 2 ] 
f(z) = 71/264*z^3 - 19/33*z + 1
*
[ 2 ] 
f(z) = 73/264*z^3 - 20/33*z + 1
*
[ 3/2 ] 
f(z) = 61/270*z^3 - 7/40*z + 1
*
[ 5/3 ] 
f(z) = 63/275*z^3 - 13/55*z + 1
*
[ 5/4 ] 
f(z) = 64/275*z^3 - 9/55*z + 1
*
[ 3/2 ] 
f(z) = 67/270*z^3 - 9/40*z + 1
*
[ 5/3 ] 
f(z) = 72/275*z^3 - 18/55*z + 1
*
[ -5/2 ] 
f(z) = 72/275*z^3 - 13/55*z + 1
*
[ 3/2 ] 
f(z) = 73/270*z^3 - 11/40*z + 1
*
[ -5/2 ] 
f(z) = 76/275*z^3 - 18/55*z + 1
*
[ 3/2 ] 
f(z) = 79/270*z^3 - 13/40*z + 1
*
[ 4/3 ] 
f(z) = 63/272*z^3 - 11/68*z + 1
*
[ 3/2 ] 
f(z) = 64/261*z^3 - 19/87*z + 1
*
[ 3/2 ] 
f(z) = 64/279*z^3 - 17/93*z + 1
*
[ 3/2 ] 
f(z) = 68/279*z^3 - 20/93*z + 1
*
[ 17/2 ] 
f(z) = 72/289*z^3 - 291/17*z + 1
*
[ -17/2 ] 
f(z) = 72/289*z^3 - 287/17*z + 1
*
[ 17/3 ] 
f(z) = 60/289*z^3 - 298/51*z + 1
*
[ 3/8 ] 
f(z) = 68/297*z^3 - 299/176*z + 1
*
[ -7/2 ] 
f(z) = 71/294*z^3 - 281/168*z + 1
*
[ -7/2 ] 
f(z) = 73/294*z^3 - 295/168*z + 1
*
[ 2/5 ] 
f(z) = 65/296*z^3 - 284/185*z + 1
*
[ 17/6 ] 
f(z) = 75/289*z^3 - 293/204*z + 1
*
[ -33/10 ] 
f(z) = 64/297*z^3 - 287/275*z + 1
*
[ 1/2 ] 
f(z) = 60/281*z^3 - 296/281*z + 1
*
[ 1/2 ] 
f(z) = 60/283*z^3 - 298/283*z + 1
*
[ 1/2 ] 
f(z) = 64/281*z^3 - 297/281*z + 1
*
[ 1/2 ] 
f(z) = 64/283*z^3 - 299/283*z + 1
*
[ 11/4 ] 
f(z) = 64/297*z^3 - 295/297*z + 1
*
[ -13/4 ] 
f(z) = 64/299*z^3 - 285/299*z + 1
*
[ 1/2 ] 
f(z) = 68/281*z^3 - 298/281*z + 1
*
[ 1/2 ] 
f(z) = 72/281*z^3 - 299/281*z + 1
*
[ -3 ] 
f(z) = 73/282*z^3 - 281/282*z + 1
*
[ -3 ] 
f(z) = 74/285*z^3 - 286/285*z + 1
*
[ -3 ] 
f(z) = 76/291*z^3 - 296/291*z + 1
*
[ 5/2 ] 
f(z) = 76/295*z^3 - 298/295*z + 1
*
[ -17/3 ] 
f(z) = 60/289*z^3 - 280/51*z + 1
*
[ 17/4 ] 
f(z) = 76/289*z^3 - 271/68*z + 1
*
2/3 | 0.17929662632734030810628572037184712627 | 0.023307767694033566879125171549195355816
f(z) = 69/280*z^3 - 274/105*z + 1
*
33/16 | 0.15356238033543375953555065642079921367 | 0.019707859662103546488554831105198869286
f(z) = 64/297*z^3 - 269/132*z + 1
*
[ 8/3 ] 
f(z) = 63/296*z^3 - 263/296*z + 1
*
[ -3 ] 
f(z) = 71/282*z^3 - 263/282*z + 1
*
[ 5/2 ] 
f(z) = 72/295*z^3 - 273/295*z + 1
*
[ -3 ] 
f(z) = 73/285*z^3 - 277/285*z + 1
*
[ -3 ] 
f(z) = 73/291*z^3 - 269/291*z + 1
*
[ -3 ] 
f(z) = 73/294*z^3 - 265/294*z + 1
*
[ -3 ] 
f(z) = 74/291*z^3 - 278/291*z + 1
*
[ 17/2 ] 
f(z) = 64/289*z^3 - 257/17*z + 1
*
[ -17/2 ] 
f(z) = 64/289*z^3 - 253/17*z + 1
*
51/16 | 0.10544078833060928351085812527107315459 | 0.013696307601881707120769767871749429067
f(z) = 64/297*z^3 - 245/132*z + 1
*
6/5 | 0.21605341910453973874007069860964730009 | 0.026866519085230401621772624531890455082
f(z) = 65/288*z^3 - 259/120*z + 1
*
[ -7/2 ] 
f(z) = 67/294*z^3 - 253/168*z + 1
*
4/5 | 0.20489456058168550599075735941928009701 | 0.026942459372535366475386928127280643419
f(z) = 65/288*z^3 - 251/180*z + 1
*
7/5 | 0.21952487304321310957874458707754504696 | 0.029542931864298133731075569475737712828
f(z) = 65/294*z^3 - 241/210*z + 1
*
[ 17/6 ] 
f(z) = 69/289*z^3 - 259/204*z + 1
*
[ 17/32 ] 
f(z) = 64/289*z^3 - 257/272*z + 1
*
[ 6/11 ] 
f(z) = 77/288*z^3 - 241/264*z + 1
*
[ 5/2 ] 
f(z) = 68/285*z^3 - 254/285*z + 1
*
[ 5/2 ] 
f(z) = 68/295*z^3 - 248/295*z + 1
*
[ -3 ] 
f(z) = 70/291*z^3 - 242/291*z + 1
*
[ -3 ] 
f(z) = 71/285*z^3 - 259/285*z + 1
*
[ -3 ] 
f(z) = 71/291*z^3 - 251/291*z + 1
*
[ -3 ] 
f(z) = 71/294*z^3 - 247/294*z + 1
*
[ 17/2 ] 
f(z) = 60/289*z^3 - 240/17*z + 1
*
[ -17/2 ] 
f(z) = 60/289*z^3 - 236/17*z + 1
*
6 | 0.23555663047930531377475115207476784465 | 0.029747149511788660782810189518610911674
f(z) = 67/288*z^3 - 229/24*z + 1
*
[ -17/4 ] 
f(z) = 76/289*z^3 - 239/68*z + 1
*
6/5 | 0.22770892870811688810212242091610958114 | 0.025957721220142365422441402809770681170
f(z) = 70/297*z^3 - 239/110*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017173750156401576070460255463465876584
f(z) = 75/284*z^3 - 221/142*z + 1
*
[ 2/5 ] 
f(z) = 75/292*z^3 - 225/146*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017232717049583841090435399225880246552
f(z) = 75/292*z^3 - 223/146*z + 1
*
[ 17/6 ] 
f(z) = 76/289*z^3 - 224/153*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017123325355998619591216571654572040219
f(z) = 77/284*z^3 - 225/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017182641434011607923146277338784876749
f(z) = 77/292*z^3 - 227/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017074076644439864599366643337807445821
f(z) = 79/284*z^3 - 229/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017133723182551390783710094404089373061
f(z) = 79/292*z^3 - 231/146*z + 1
*
[ -7/2 ] 
f(z) = 65/294*z^3 - 239/168*z + 1
*
[ 14/5 ] 
f(z) = 65/294*z^3 - 229/210*z + 1
*
[ 5/2 ] 
f(z) = 64/285*z^3 - 229/285*z + 1
*
[ 5/2 ] 
f(z) = 64/295*z^3 - 223/295*z + 1
*
[ -3 ] 
f(z) = 67/282*z^3 - 227/282*z + 1
*
[ -3 ] 
f(z) = 67/285*z^3 - 223/285*z + 1
*
[ -3 ] 
f(z) = 68/285*z^3 - 232/285*z + 1
*
[ -3 ] 
f(z) = 68/291*z^3 - 224/291*z + 1
*
[ 7/3 ] 
f(z) = 72/287*z^3 - 228/287*z + 1
*
[ 6 ] 
f(z) = 77/288*z^3 - 211/24*z + 1
*
[ -6 ] 
f(z) = 77/288*z^3 - 203/24*z + 1
*
[ 6 ] 
f(z) = 79/288*z^3 - 217/24*z + 1
*
[ -6 ] 
f(z) = 79/288*z^3 - 209/24*z + 1
*
[ 17/4 ] 
f(z) = 60/289*z^3 - 203/68*z + 1
*
3/4 | 0.20028091872725357781391512028885513907 | 0.023085183761860585910294837765075059895
f(z) = 70/297*z^3 - 217/88*z + 1
*
[ 10/3 ] 
f(z) = 69/280*z^3 - 214/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017445421474903186248079632171951961567
f(z) = 65/284*z^3 - 201/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017502312571201888454447309929610520853
f(z) = 65/292*z^3 - 203/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017388281466581143723509704492959409510
f(z) = 67/284*z^3 - 205/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017445637003711939808282414841155717028
f(z) = 67/292*z^3 - 207/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017332608046192219413931553071426014303
f(z) = 69/284*z^3 - 209/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017390401654119923602197510723748944873
f(z) = 69/292*z^3 - 211/146*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017336542571092805221411920404450733077
f(z) = 71/292*z^3 - 215/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017225402094884888256205140747072586125
f(z) = 73/284*z^3 - 217/142*z + 1
*
[ 2/5 ] 
f(z) = 75/284*z^3 - 219/142*z + 1
*
[ -7/2 ] 
f(z) = 61/294*z^3 - 211/168*z + 1
*
[ 17/30 ] 
f(z) = 60/289*z^3 - 212/255*z + 1
*
[ 4/7 ] 
f(z) = 77/288*z^3 - 211/252*z + 1
*
[ 3/5 ] 
f(z) = 62/297*z^3 - 204/275*z + 1
*
[ 3/5 ] 
f(z) = 68/297*z^3 - 206/275*z + 1
*
[ 3/5 ] 
f(z) = 71/297*z^3 - 207/275*z + 1
*
[ 3/5 ] 
f(z) = 74/297*z^3 - 208/275*z + 1
*
[ 5/8 ] 
f(z) = 64/295*z^3 - 202/295*z + 1
*
[ -3 ] 
f(z) = 65/282*z^3 - 209/282*z + 1
*
[ -3 ] 
f(z) = 67/291*z^3 - 215/291*z + 1
*
[ -3 ] 
f(z) = 67/294*z^3 - 211/294*z + 1
*
[ 11/5 ] 
f(z) = 75/286*z^3 - 207/286*z + 1
*
[ 6 ] 
f(z) = 67/288*z^3 - 181/24*z + 1
*
[ 6 ] 
f(z) = 71/288*z^3 - 193/24*z + 1
*
[ -6 ] 
f(z) = 71/288*z^3 - 185/24*z + 1
*
[ 6 ] 
f(z) = 73/288*z^3 - 199/24*z + 1
*
[ -6 ] 
f(z) = 73/288*z^3 - 191/24*z + 1
*
[ -6 ] 
f(z) = 79/297*z^3 - 185/22*z + 1
*
[ 3/16 ] 
f(z) = 64/297*z^3 - 191/44*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017564387264224820846910900528080441906
f(z) = 61/284*z^3 - 193/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017620262291405920526948117260008752759
f(z) = 61/292*z^3 - 195/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017504098341559961980324966424579349804
f(z) = 63/284*z^3 - 197/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017560496654709373312761106274958581193
f(z) = 63/292*z^3 - 199/146*z + 1
*
[ -10/3 ] 
f(z) = 63/296*z^3 - 197/185*z + 1
*
[ -51/16 ] 
f(z) = 64/289*z^3 - 191/204*z + 1
*
[ 21/8 ] 
f(z) = 64/297*z^3 - 200/231*z + 1
*
[ 24/11 ] 
f(z) = 77/288*z^3 - 193/264*z + 1
*
[ -3 ] 
f(z) = 64/291*z^3 - 188/291*z + 1
*
[ -3 ] 
f(z) = 65/291*z^3 - 197/291*z + 1
*
[ -3 ] 
f(z) = 65/294*z^3 - 193/294*z + 1
*
[ 6 ] 
f(z) = 61/288*z^3 - 163/24*z + 1
*
[ 6 ] 
f(z) = 65/288*z^3 - 175/24*z + 1
*
[ -6 ] 
f(z) = 65/288*z^3 - 167/24*z + 1
*
[ -6 ] 
f(z) = 67/288*z^3 - 173/24*z + 1
*
[ 6 ] 
f(z) = 68/297*z^3 - 163/22*z + 1
*
[ -6 ] 
f(z) = 70/297*z^3 - 161/22*z + 1
*
[ 6 ] 
f(z) = 71/297*z^3 - 171/22*z + 1
*
[ -6 ] 
f(z) = 73/297*z^3 - 169/22*z + 1
*
[ 6 ] 
f(z) = 74/297*z^3 - 179/22*z + 1
*
[ -6 ] 
f(z) = 76/297*z^3 - 177/22*z + 1
*
[ -17/4 ] 
f(z) = 60/289*z^3 - 171/68*z + 1
*
[ 17/5 ] 
f(z) = 65/289*z^3 - 161/85*z + 1
*
[ 17/5 ] 
f(z) = 70/289*z^3 - 178/85*z + 1
*
[ 3 ] 
f(z) = 77/288*z^3 - 167/96*z + 1
*
[ 3 ] 
f(z) = 79/288*z^3 - 173/96*z + 1
*
[ 17/6 ] 
f(z) = 64/289*z^3 - 173/153*z + 1
*
[ 17/30 ] 
f(z) = 75/289*z^3 - 173/204*z + 1
*
[ -14/5 ] 
f(z) = 75/296*z^3 - 163/259*z + 1
*
[ 17/8 ] 
f(z) = 76/289*z^3 - 179/272*z + 1
*
[ -3 ] 
f(z) = 61/282*z^3 - 173/282*z + 1
*
[ -3 ] 
f(z) = 61/285*z^3 - 169/285*z + 1
*
[ -3 ] 
f(z) = 61/291*z^3 - 161/291*z + 1
*
[ -3 ] 
f(z) = 62/285*z^3 - 178/285*z + 1
*
[ -3 ] 
f(z) = 62/291*z^3 - 170/291*z + 1
*
[ 2/3 ] 
f(z) = 63/286*z^3 - 171/286*z + 1
*
[ 2/3 ] 
f(z) = 63/290*z^3 - 173/290*z + 1
*
[ 2/3 ] 
f(z) = 63/298*z^3 - 177/298*z + 1
*
[ 13/6 ] 
f(z) = 72/299*z^3 - 177/299*z + 1
*
[ 2 ] 
f(z) = 77/282*z^3 - 167/282*z + 1
*
[ 2 ] 
f(z) = 77/290*z^3 - 163/290*z + 1
*
[ 2 ] 
f(z) = 79/282*z^3 - 175/282*z + 1
*
[ 2 ] 
f(z) = 79/286*z^3 - 173/286*z + 1
*
[ 2 ] 
f(z) = 79/290*z^3 - 171/290*z + 1
*
[ 2 ] 
f(z) = 79/294*z^3 - 169/294*z + 1
*
[ 2 ] 
f(z) = 79/298*z^3 - 167/298*z + 1
*
[ -33/4 ] 
f(z) = 64/297*z^3 - 149/11*z + 1
*
[ -6 ] 
f(z) = 61/288*z^3 - 155/24*z + 1
*
[ 6 ] 
f(z) = 62/297*z^3 - 147/22*z + 1
*
[ -6 ] 
f(z) = 64/297*z^3 - 145/22*z + 1
*
[ 6 ] 
f(z) = 65/297*z^3 - 155/22*z + 1
*
[ -6 ] 
f(z) = 67/297*z^3 - 153/22*z + 1
*
[ 17/5 ] 
f(z) = 60/289*z^3 - 144/85*z + 1
*
[ 3 ] 
f(z) = 71/288*z^3 - 149/96*z + 1
*
[ 3 ] 
f(z) = 73/288*z^3 - 155/96*z + 1
*
[ -10/3 ] 
f(z) = 69/280*z^3 - 151/105*z + 1
*
[ 17/6 ] 
f(z) = 78/289*z^3 - 155/102*z + 1
*
-3/2 | 0.12142285502675500825116890658633065465 | 0.014341867857321425161746773402358831681
f(z) = 64/297*z^3 - 155/176*z + 1
*
[ -17/6 ] 
f(z) = 75/289*z^3 - 149/204*z + 1
*
[ 12/5 ] 
f(z) = 65/297*z^3 - 149/220*z + 1
*
[ -3 ] 
f(z) = 61/294*z^3 - 157/294*z + 1
*
[ 2 ] 
f(z) = 71/282*z^3 - 143/282*z + 1
*
[ 2 ] 
f(z) = 71/286*z^3 - 141/286*z + 1
*
[ 2 ] 
f(z) = 73/282*z^3 - 151/282*z + 1
*
[ 2 ] 
f(z) = 73/286*z^3 - 149/286*z + 1
*
[ 2 ] 
f(z) = 73/290*z^3 - 147/290*z + 1
*
[ 2 ] 
f(z) = 73/294*z^3 - 145/294*z + 1
*
[ 2 ] 
f(z) = 73/298*z^3 - 143/298*z + 1
*
[ 2 ] 
f(z) = 75/286*z^3 - 157/286*z + 1
*
[ 2 ] 
f(z) = 75/298*z^3 - 151/298*z + 1
*
[ 2 ] 
f(z) = 77/298*z^3 - 159/298*z + 1
*
3/4 | 0.23791594824367202424671597770938650412 | 0.028958279537332254952485802662551238066
f(z) = 64/297*z^3 - 137/11*z + 1
*
[ 17/3 ] 
f(z) = 72/289*z^3 - 122/17*z + 1
*
[ -6 ] 
f(z) = 61/297*z^3 - 137/22*z + 1
*
[ 17/4 ] 
f(z) = 72/289*z^3 - 127/34*z + 1
*
[ 4 ] 
f(z) = 77/288*z^3 - 127/36*z + 1
*
[ 4 ] 
f(z) = 79/288*z^3 - 131/36*z + 1
*
[ 3 ] 
f(z) = 65/288*z^3 - 131/96*z + 1
*
[ 3 ] 
f(z) = 67/288*z^3 - 137/96*z + 1
*
[ -17/5 ] 
f(z) = 70/289*z^3 - 128/85*z + 1
*
[ 17/6 ] 
f(z) = 66/289*z^3 - 121/102*z + 1
*
[ -33/10 ] 
f(z) = 70/297*z^3 - 139/110*z + 1
*
6/5 | 0.21784039478769991547013095013935267517 | 0.026710368183589617378785556263808876096
f(z) = 70/297*z^3 - 129/110*z + 1
*
[ 3/5 ] 
f(z) = 70/297*z^3 - 124/165*z + 1
*
-3/2 | 0.20798644491822999942753352819585845471 | 0.024077601853195081882434330083780677067
f(z) = 76/297*z^3 - 135/209*z + 1
*
[ 3/4 ] 
f(z) = 74/297*z^3 - 125/264*z + 1
*
[ 3/4 ] 
f(z) = 64/285*z^3 - 131/285*z + 1
*
[ 3/4 ] 
f(z) = 64/291*z^3 - 133/291*z + 1
*
[ -23/8 ] 
f(z) = 64/299*z^3 - 126/299*z + 1
*
[ 2 ] 
f(z) = 67/282*z^3 - 127/282*z + 1
*
[ 2 ] 
f(z) = 67/286*z^3 - 125/286*z + 1
*
[ 2 ] 
f(z) = 67/290*z^3 - 123/290*z + 1
*
[ 2 ] 
f(z) = 67/294*z^3 - 121/294*z + 1
*
[ 2 ] 
f(z) = 69/286*z^3 - 133/286*z + 1
*
[ 2 ] 
f(z) = 69/290*z^3 - 131/290*z + 1
*
[ 2 ] 
f(z) = 69/298*z^3 - 127/298*z + 1
*
[ 2 ] 
f(z) = 71/290*z^3 - 139/290*z + 1
*
[ 2 ] 
f(z) = 71/294*z^3 - 137/294*z + 1
*
[ 2 ] 
f(z) = 71/298*z^3 - 135/298*z + 1
*
[ 4/5 ] 
f(z) = 75/292*z^3 - 121/292*z + 1
*
[ 17/3 ] 
f(z) = 63/289*z^3 - 105/17*z + 1
*
[ -17/3 ] 
f(z) = 72/289*z^3 - 116/17*z + 1
*
[ 4 ] 
f(z) = 65/288*z^3 - 103/36*z + 1
*
[ 4 ] 
f(z) = 67/288*z^3 - 107/36*z + 1
*
[ 4 ] 
f(z) = 71/288*z^3 - 115/36*z + 1
*
[ -17/4 ] 
f(z) = 72/289*z^3 - 111/34*z + 1
*
[ 4 ] 
f(z) = 73/288*z^3 - 119/36*z + 1
*
[ -4 ] 
f(z) = 73/288*z^3 - 101/36*z + 1
*
[ -4 ] 
f(z) = 77/288*z^3 - 109/36*z + 1
*
[ -4 ] 
f(z) = 79/288*z^3 - 113/36*z + 1
*
21/16 | 0.19051112930464434862212816761698506042 | 0.023592825330662520497347573026482670747
f(z) = 64/297*z^3 - 119/44*z + 1
*
-51/16 | 0.23890356439400558687879329240458138881 | 0.029842924426210502788893761175330778208
f(z) = 64/297*z^3 - 111/44*z + 1
*
3/4 | 0.22806349234938633508572366996414024722 | 0.028553676863406368890022243969163600608
f(z) = 76/297*z^3 - 109/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015214166276259924747683504728529110829
f(z) = 65/288*z^3 - 101/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015164618794575059340101585691350937045
f(z) = 67/288*z^3 - 103/72*z + 1
*
[ 3/7 ] 
f(z) = 70/297*z^3 - 106/77*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015069263472427853833830645090677638546
f(z) = 71/288*z^3 - 107/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015023346256690390363242054178918706567
f(z) = 73/288*z^3 - 109/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014934784171038915909650937678740457451
f(z) = 77/288*z^3 - 113/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014892048761000540922707402676657569786
f(z) = 79/288*z^3 - 115/72*z + 1
*
[ 3 ] 
f(z) = 61/288*z^3 - 119/96*z + 1
*
[ -17/5 ] 
f(z) = 65/289*z^3 - 111/85*z + 1
*
[ -3 ] 
f(z) = 77/288*z^3 - 103/96*z + 1
*
[ -3 ] 
f(z) = 79/288*z^3 - 109/96*z + 1
*
[ 17/7 ] 
f(z) = 77/289*z^3 - 117/119*z + 1
*
[ 33/13 ] 
f(z) = 65/297*z^3 - 115/143*z + 1
*
[ 33/14 ] 
f(z) = 70/297*z^3 - 113/154*z + 1
*
[ -17/6 ] 
f(z) = 76/289*z^3 - 116/153*z + 1
*
[ -17/6 ] 
f(z) = 69/289*z^3 - 115/204*z + 1
*
[ 17/8 ] 
f(z) = 60/289*z^3 - 111/272*z + 1
*
[ 3/4 ] 
f(z) = 62/297*z^3 - 119/264*z + 1
*
[ 2 ] 
f(z) = 61/282*z^3 - 103/282*z + 1
*
[ 2 ] 
f(z) = 61/286*z^3 - 101/286*z + 1
*
[ 2 ] 
f(z) = 63/286*z^3 - 109/286*z + 1
*
[ 2 ] 
f(z) = 63/290*z^3 - 107/290*z + 1
*
[ 2 ] 
f(z) = 63/298*z^3 - 103/298*z + 1
*
[ 2 ] 
f(z) = 65/282*z^3 - 119/282*z + 1
*
[ 2 ] 
f(z) = 65/294*z^3 - 113/294*z + 1
*
[ 2 ] 
f(z) = 65/298*z^3 - 111/298*z + 1
*
[ 2 ] 
f(z) = 67/298*z^3 - 119/298*z + 1
*
[ 5/6 ] 
f(z) = 72/295*z^3 - 109/295*z + 1
*
[ 4/5 ] 
f(z) = 75/284*z^3 - 119/284*z + 1
*
[ -13/5 ] 
f(z) = 75/286*z^3 - 111/286*z + 1
*
[ -17/3 ] 
f(z) = 63/289*z^3 - 99/17*z + 1
*
[ 4 ] 
f(z) = 61/288*z^3 - 95/36*z + 1
*
-15/4 | 0.21054732232353674894092298825243549521 | 0.027207811007877195636925636340573531974
f(z) = 64/297*z^3 - 85/22*z + 1
*
[ -4 ] 
f(z) = 65/288*z^3 - 85/36*z + 1
*
[ -4 ] 
f(z) = 67/288*z^3 - 89/36*z + 1
*
[ -4 ] 
f(z) = 71/288*z^3 - 97/36*z + 1
*
[ -15/4 ] 
f(z) = 64/297*z^3 - 97/55*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.015317302811188479166629059011963155832
f(z) = 61/288*z^3 - 97/72*z + 1
*
[ -17/5 ] 
f(z) = 60/289*z^3 - 94/85*z + 1
*
[ -3 ] 
f(z) = 71/288*z^3 - 85/96*z + 1
*
[ -3 ] 
f(z) = 73/288*z^3 - 91/96*z + 1
*
[ 17/7 ] 
f(z) = 63/289*z^3 - 83/119*z + 1
*
[ 17/7 ] 
f(z) = 70/289*z^3 - 100/119*z + 1
*
[ -17/6 ] 
f(z) = 78/289*z^3 - 83/102*z + 1
*
[ 17/8 ] 
f(z) = 72/289*z^3 - 81/136*z + 1
*
[ 2/3 ] 
f(z) = 63/284*z^3 - 85/142*z + 1
*
[ 2/3 ] 
f(z) = 63/292*z^3 - 87/146*z + 1
*
[ 2 ] 
f(z) = 77/284*z^3 - 83/142*z + 1
*
[ 2 ] 
f(z) = 77/292*z^3 - 81/146*z + 1
*
[ 2 ] 
f(z) = 79/284*z^3 - 87/142*z + 1
*
[ 2 ] 
f(z) = 79/292*z^3 - 85/146*z + 1
*
[ 3/4 ] 
f(z) = 67/297*z^3 - 81/176*z + 1
*
[ 3/4 ] 
f(z) = 73/297*z^3 - 83/176*z + 1
*
[ 3/4 ] 
f(z) = 79/297*z^3 - 85/176*z + 1
*
[ 17/20 ] 
f(z) = 75/289*z^3 - 99/272*z + 1
*
[ 2 ] 
f(z) = 61/290*z^3 - 99/290*z + 1
*
[ 2 ] 
f(z) = 61/294*z^3 - 97/294*z + 1
*
[ 2 ] 
f(z) = 61/298*z^3 - 95/298*z + 1
*
[ 15/8 ] 
f(z) = 64/285*z^3 - 92/285*z + 1
*
[ 7/8 ] 
f(z) = 64/287*z^3 - 90/287*z + 1
*
[ 5/3 ] 
f(z) = 72/295*z^3 - 82/295*z + 1
*
[ 8/5 ] 
f(z) = 75/296*z^3 - 81/296*z + 1
*
[ -13/5 ] 
f(z) = 75/299*z^3 - 93/299*z + 1
*
[ -4 ] 
f(z) = 61/288*z^3 - 77/36*z + 1
*
[ -33/8 ] 
f(z) = 64/297*z^3 - 80/33*z + 1
*
-33/16 | 0.13321874193948224756522731219904256437 | 0.017624984698492949283952079500379076891
f(z) = 64/297*z^3 - 71/44*z + 1
*
[ 17/6 ] 
f(z) = 63/289*z^3 - 75/68*z + 1
*
[ -3 ] 
f(z) = 65/288*z^3 - 67/96*z + 1
*
[ -3 ] 
f(z) = 67/288*z^3 - 73/96*z + 1
*
[ 2/3 ] 
f(z) = 69/280*z^3 - 64/105*z + 1
*
[ 2/3 ] 
f(z) = 69/296*z^3 - 67/111*z + 1
*
[ 34/15 ] 
f(z) = 75/289*z^3 - 79/102*z + 1
*
[ 2/3 ] 
f(z) = 75/296*z^3 - 68/111*z + 1
*
[ 3/4 ] 
f(z) = 68/297*z^3 - 61/132*z + 1
*
[ 17/24 ] 
f(z) = 72/289*z^3 - 73/136*z + 1
*
[ 17/24 ] 
f(z) = 64/289*z^3 - 80/153*z + 1
*
[ -17/6 ] 
f(z) = 64/289*z^3 - 65/153*z + 1
*
[ 2 ] 
f(z) = 67/284*z^3 - 63/142*z + 1
*
[ 2 ] 
f(z) = 67/292*z^3 - 61/146*z + 1
*
[ 2 ] 
f(z) = 69/284*z^3 - 67/142*z + 1
*
[ 2 ] 
f(z) = 69/292*z^3 - 65/146*z + 1
*
[ 2 ] 
f(z) = 71/292*z^3 - 69/146*z + 1
*
[ 17/9 ] 
f(z) = 72/289*z^3 - 64/153*z + 1
*
[ 2 ] 
f(z) = 73/284*z^3 - 75/142*z + 1
*
[ 2 ] 
f(z) = 75/284*z^3 - 79/142*z + 1
*
[ 2 ] 
f(z) = 75/292*z^3 - 77/146*z + 1
*
[ 4/5 ] 
f(z) = 75/296*z^3 - 61/148*z + 1
*
[ 3/4 ] 
f(z) = 61/297*z^3 - 79/176*z + 1
*
[ 6/7 ] 
f(z) = 77/288*z^3 - 61/168*z + 1
*
[ 4/5 ] 
f(z) = 65/288*z^3 - 71/180*z + 1
*
[ -14/5 ] 
f(z) = 65/294*z^3 - 79/210*z + 1
*
[ 33/38 ] 
f(z) = 76/297*z^3 - 72/209*z + 1
*
[ 7/4 ] 
f(z) = 64/287*z^3 - 73/287*z + 1
*
[ -11/4 ] 
f(z) = 64/297*z^3 - 79/297*z + 1
*
[ 7/5 ] 
f(z) = 75/287*z^3 - 65/287*z + 1
*
[ 3/2 ] 
f(z) = 76/291*z^3 - 74/291*z + 1
*
[ -5/2 ] 
f(z) = 76/295*z^3 - 62/295*z + 1
*
[ 17/4 ] 
f(z) = 64/289*z^3 - 55/17*z + 1
*
[ -17/4 ] 
f(z) = 64/289*z^3 - 47/17*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017535577829131759460721230936703906248
f(z) = 61/280*z^3 - 48/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017647363280861391206738150984771935122
f(z) = 61/296*z^3 - 49/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017587857877385162152242717945757367661
f(z) = 63/296*z^3 - 50/37*z + 1
*
[ 3/8 ] 
f(z) = 64/297*z^3 - 56/33*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017529919046123921634342998365308448242
f(z) = 65/296*z^3 - 51/37*z + 1
*
[ 3 ] 
f(z) = 65/297*z^3 - 43/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017358728631885898245790588499066977966
f(z) = 67/280*z^3 - 51/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017473474801661572128349398117857984956
f(z) = 67/296*z^3 - 52/37*z + 1
*
[ 3 ] 
f(z) = 68/297*z^3 - 46/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017302835600099741811732709300905905221
f(z) = 69/280*z^3 - 52/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017418457806731040093428744871818495780
f(z) = 69/296*z^3 - 53/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017248355879878095071449807963419520961
f(z) = 71/280*z^3 - 53/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017364804989298340552737533134567928390
f(z) = 71/296*z^3 - 54/37*z + 1
*
[ 3 ] 
f(z) = 71/297*z^3 - 49/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017195227015124080134185885342007394509
f(z) = 73/280*z^3 - 54/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017312457197735425225756425302139416036
f(z) = 73/296*z^3 - 55/37*z + 1
*
[ 3 ] 
f(z) = 74/297*z^3 - 52/33*z + 1
*
[ 2/5 ] 
f(z) = 75/296*z^3 - 57/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017261358889667278436169715856641131856
f(z) = 75/296*z^3 - 56/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017211457850660206403590485901369035932
f(z) = 77/296*z^3 - 57/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.017043377405374505360677847520099024130
f(z) = 79/280*z^3 - 57/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017162704939414289427791867398026305867
f(z) = 79/296*z^3 - 58/37*z + 1
*
[ 17/6 ] 
f(z) = 60/289*z^3 - 52/51*z + 1
*
[ 3/5 ] 
f(z) = 65/297*z^3 - 41/55*z + 1
*
[ 12/5 ] 
f(z) = 65/288*z^3 - 43/60*z + 1
*
[ 2 ] 
f(z) = 77/288*z^3 - 41/72*z + 1
*
[ 2 ] 
f(z) = 79/288*z^3 - 43/72*z + 1
*
[ -3 ] 
f(z) = 61/288*z^3 - 55/96*z + 1
*
[ 9/4 ] 
f(z) = 64/297*z^3 - 53/99*z + 1
*
[ 3/4 ] 
f(z) = 70/297*z^3 - 41/88*z + 1
*
[ 17/21 ] 
f(z) = 63/289*z^3 - 45/119*z + 1
*
[ -17/6 ] 
f(z) = 66/289*z^3 - 49/102*z + 1
*
[ 33/16 ] 
f(z) = 64/297*z^3 - 53/132*z + 1
*
-6/5 | 0.21523204501191065473915560859857551333 | 0.029595744538941330036044950860138798608
f(z) = 65/288*z^3 - 59/120*z + 1
*
[ 2 ] 
f(z) = 61/284*z^3 - 51/142*z + 1
*
[ 2 ] 
f(z) = 61/292*z^3 - 49/146*z + 1
*
[ 2 ] 
f(z) = 63/284*z^3 - 55/142*z + 1
*
[ 17/9 ] 
f(z) = 63/289*z^3 - 47/153*z + 1
*
[ 2 ] 
f(z) = 63/292*z^3 - 53/146*z + 1
*
[ 2 ] 
f(z) = 65/284*z^3 - 59/142*z + 1
*
[ 12/13 ] 
f(z) = 65/288*z^3 - 43/156*z + 1
*
[ 2 ] 
f(z) = 65/292*z^3 - 57/146*z + 1
*
[ 17/18 ] 
f(z) = 72/289*z^3 - 43/153*z + 1
*
[ 17/10 ] 
f(z) = 70/289*z^3 - 49/170*z + 1
*
[ 33/34 ] 
f(z) = 68/297*z^3 - 46/187*z + 1
*
[ 17/11 ] 
f(z) = 77/289*z^3 - 53/187*z + 1
*
[ 34/21 ] 
f(z) = 63/289*z^3 - 45/238*z + 1
*
[ 17/14 ] 
f(z) = 70/289*z^3 - 43/238*z + 1
*
[ 17/13 ] 
f(z) = 78/289*z^3 - 50/221*z + 1
*
[ 33/20 ] 
f(z) = 64/297*z^3 - 53/275*z + 1
*
[ 4/3 ] 
f(z) = 63/284*z^3 - 41/284*z + 1
*
[ 5/3 ] 
f(z) = 63/290*z^3 - 59/290*z + 1
*
[ 5/3 ] 
f(z) = 63/295*z^3 - 57/295*z + 1
*
[ -8/3 ] 
f(z) = 63/296*z^3 - 41/296*z + 1
*
[ 3/2 ] 
f(z) = 64/285*z^3 - 49/285*z + 1
*
[ 5/4 ] 
f(z) = 64/285*z^3 - 43/285*z + 1
*
[ 3/2 ] 
f(z) = 64/291*z^3 - 47/291*z + 1
*
[ 5/4 ] 
f(z) = 64/295*z^3 - 41/295*z + 1
*
[ 13/8 ] 
f(z) = 64/299*z^3 - 54/299*z + 1
*
[ 3/2 ] 
f(z) = 68/285*z^3 - 58/285*z + 1
*
[ 3/2 ] 
f(z) = 68/291*z^3 - 56/291*z + 1
*
[ 7/6 ] 
f(z) = 72/287*z^3 - 57/287*z + 1
*
[ 33/8 ] 
f(z) = 64/297*z^3 - 32/11*z + 1
*
[ 17/6 ] 
f(z) = 72/289*z^3 - 23/17*z + 1
*
[ 17/5 ] 
f(z) = 75/289*z^3 - 39/17*z + 1
*
[ -17/5 ] 
f(z) = 75/289*z^3 - 29/17*z + 1
*
[ 3 ] 
f(z) = 62/297*z^3 - 40/33*z + 1
*
[ 2/3 ] 
f(z) = 63/296*z^3 - 22/37*z + 1
*
[ -3 ] 
f(z) = 67/297*z^3 - 23/33*z + 1
*
[ -3 ] 
f(z) = 70/297*z^3 - 26/33*z + 1
*
[ -3 ] 
f(z) = 73/297*z^3 - 29/33*z + 1
*
[ -3 ] 
f(z) = 76/297*z^3 - 32/33*z + 1
*
[ 2 ] 
f(z) = 79/280*z^3 - 22/35*z + 1
*
[ 2 ] 
f(z) = 79/296*z^3 - 21/37*z + 1
*
[ -3 ] 
f(z) = 79/297*z^3 - 35/33*z + 1
*
[ 3/4 ] 
f(z) = 76/297*z^3 - 21/44*z + 1
*
[ 2 ] 
f(z) = 61/288*z^3 - 25/72*z + 1
*
[ -17/6 ] 
f(z) = 63/289*z^3 - 27/68*z + 1
*
[ 2 ] 
f(z) = 65/288*z^3 - 29/72*z + 1
*
[ 2 ] 
f(z) = 67/288*z^3 - 31/72*z + 1
*
[ 2 ] 
f(z) = 71/288*z^3 - 35/72*z + 1
*
[ 2 ] 
f(z) = 73/288*z^3 - 37/72*z + 1
*
[ 17/10 ] 
f(z) = 75/289*z^3 - 23/68*z + 1
*
[ 12/7 ] 
f(z) = 77/288*z^3 - 31/84*z + 1
*
[ 6/5 ] 
f(z) = 75/296*z^3 - 22/111*z + 1
*
[ 3/2 ] 
f(z) = 67/297*z^3 - 23/132*z + 1
*
[ 3/2 ] 
f(z) = 73/297*z^3 - 29/132*z + 1
*
[ 12/11 ] 
f(z) = 77/288*z^3 - 31/132*z + 1
*
[ 3/2 ] 
f(z) = 79/297*z^3 - 35/132*z + 1
*
[ 17/12 ] 
f(z) = 64/289*z^3 - 23/153*z + 1
*
[ 33/32 ] 
f(z) = 64/297*z^3 - 35/176*z + 1
*
[ 17/11 ] 
f(z) = 66/289*z^3 - 36/187*z + 1
*
[ 17/12 ] 
f(z) = 60/289*z^3 - 25/204*z + 1
*
[ 7/5 ] 
f(z) = 65/294*z^3 - 31/210*z + 1
*
[ 17/13 ] 
f(z) = 65/289*z^3 - 33/221*z + 1
*
[ 17/15 ] 
f(z) = 60/289*z^3 - 38/255*z + 1
*
[ 17/12 ] 
f(z) = 63/289*z^3 - 39/272*z + 1
*
[ 4/3 ] 
f(z) = 63/292*z^3 - 39/292*z + 1
*
[ 11/8 ] 
f(z) = 64/297*z^3 - 40/297*z + 1
*
[ 3 ] 
f(z) = 61/297*z^3 - 13/11*z + 1
*
[ -3 ] 
f(z) = 62/297*z^3 - 6/11*z + 1
*
[ 17/8 ] 
f(z) = 64/289*z^3 - 8/17*z + 1
*
[ 3 ] 
f(z) = 64/297*z^3 - 14/11*z + 1
*
[ 3/4 ] 
f(z) = 64/297*z^3 - 5/11*z + 1
*
[ -3 ] 
f(z) = 65/297*z^3 - 7/11*z + 1
*
[ 3 ] 
f(z) = 67/297*z^3 - 15/11*z + 1
*
[ -3 ] 
f(z) = 68/297*z^3 - 8/11*z + 1
*
[ 3/2 ] 
f(z) = 68/297*z^3 - 2/11*z + 1
*
[ 3 ] 
f(z) = 70/297*z^3 - 16/11*z + 1
*
[ -3 ] 
f(z) = 71/297*z^3 - 9/11*z + 1
*
[ -17/6 ] 
f(z) = 72/289*z^3 - 11/17*z + 1
*
[ 3 ] 
f(z) = 73/297*z^3 - 17/11*z + 1
*
[ -3 ] 
f(z) = 74/297*z^3 - 10/11*z + 1
*
[ 3 ] 
f(z) = 76/297*z^3 - 18/11*z + 1
*
[ 3 ] 
f(z) = 79/297*z^3 - 19/11*z + 1
*
[ 2 ] 
f(z) = 61/280*z^3 - 13/35*z + 1
*
[ 2 ] 
f(z) = 61/296*z^3 - 12/37*z + 1
*
[ -3 ] 
f(z) = 61/297*z^3 - 17/33*z + 1
*
[ 3/2 ] 
f(z) = 62/297*z^3 - 3/22*z + 1
*
[ 2 ] 
f(z) = 63/296*z^3 - 13/37*z + 1
*
[ -3 ] 
f(z) = 64/297*z^3 - 20/33*z + 1
*
[ 3/2 ] 
f(z) = 64/297*z^3 - 5/33*z + 1
*
[ 2 ] 
f(z) = 65/296*z^3 - 14/37*z + 1
*
[ 2 ] 
f(z) = 67/280*z^3 - 16/35*z + 1
*
[ 2 ] 
f(z) = 67/296*z^3 - 15/37*z + 1
*
[ 2 ] 
f(z) = 69/280*z^3 - 17/35*z + 1
*
[ 2 ] 
f(z) = 69/296*z^3 - 16/37*z + 1
*
[ 2 ] 
f(z) = 71/280*z^3 - 18/35*z + 1
*
[ 2 ] 
f(z) = 71/296*z^3 - 17/37*z + 1
*
[ 17/12 ] 
f(z) = 72/289*z^3 - 7/34*z + 1
*
[ 2 ] 
f(z) = 73/280*z^3 - 19/35*z + 1
*
[ 2 ] 
f(z) = 73/296*z^3 - 18/37*z + 1
*
[ 3/2 ] 
f(z) = 74/297*z^3 - 5/22*z + 1
*
[ 2 ] 
f(z) = 75/296*z^3 - 19/37*z + 1
*
[ 3/2 ] 
f(z) = 76/297*z^3 - 8/33*z + 1
*
[ 2 ] 
f(z) = 77/296*z^3 - 20/37*z + 1
*
[ -17/6 ] 
f(z) = 60/289*z^3 - 16/51*z + 1
*
[ 15/8 ] 
f(z) = 64/297*z^3 - 16/55*z + 1
*
[ 3/2 ] 
f(z) = 65/297*z^3 - 7/44*z + 1
*
[ 3/2 ] 
f(z) = 71/297*z^3 - 9/44*z + 1
*
[ 17/15 ] 
f(z) = 75/289*z^3 - 11/51*z + 1
*
[ 17/16 ] 
f(z) = 64/289*z^3 - 13/68*z + 1
*
[ 3/2 ] 
f(z) = 70/297*z^3 - 13/66*z + 1
*
[ 17/10 ] 
f(z) = 60/289*z^3 - 16/85*z + 1
*
[ 9/8 ] 
f(z) = 64/297*z^3 - 16/99*z + 1
*
[ 6/5 ] 
f(z) = 70/297*z^3 - 19/110*z + 1
*
[ 3/2 ] 
f(z) = 61/297*z^3 - 17/132*z + 1
*
[ 6/5 ] 
f(z) = 65/288*z^3 - 19/120*z + 1
*
[ 4/3 ] 
f(z) = 63/296*z^3 - 19/148*z + 1
*
[ -17/8 ]
f(z) = 64/289*z^3 + 8/17*z + 1
*
[ 1/20 ] 
f(z) = 80/3*z^3 - 286/15*z + 1
*
17/18 | 0.17263743962316567029498811393468578579 | 0.029864227525670348874409615201072112508
f(z) = 81/2*z^3 - 297/8*z + 1
*
[ 4/3 ] 
f(z) = 81/2*z^3 - 287/4*z + 1
*
[ -4/3 ] 
f(z) = 81/2*z^3 - 281/4*z + 1
*
[ 8/3 ] 
f(z) = 81/16*z^3 - 283/8*z + 1
*
[ 17/9 ] 
f(z) = 81/17*z^3 - 281/17*z + 1
*
[ -2/3 ] 
f(z) = 83/2*z^3 - 287/18*z + 1
*
[ -2/3 ] 
f(z) = 85/2*z^3 - 295/18*z + 1
*
[ 3/4 ] 
f(z) = 88*z^3 - 299/6*z + 1
*
[ -3/4 ] 
f(z) = 88*z^3 - 283/6*z + 1
*
[ 1/30 ] 
f(z) = 90*z^3 - 291/10*z + 1
*
0 | 0.16602530171481644779520707363307996478 | 0.029408708420253812910332751270296294697
f(z) = 93/2*z^3 - 283/6*z + 1
*
0 | 0.13660600630678256482009006491743679669 | 0.024020854276165391970867736141221091653
f(z) = 93/4*z^3 - 295/12*z + 1
*
[ 3 ] 
f(z) = 95/9*z^3 - 283/3*z + 1
*
[ -3 ] 
f(z) = 95/9*z^3 - 281/3*z + 1
*
[ 3/2 ] 
f(z) = 95/9*z^3 - 281/12*z + 1
*
[ 3 ] 
f(z) = 95/18*z^3 - 281/6*z + 1
*
0 | 0.15257018411267800875729431793667219770 | 0.026860131656999013332751333507184061177
f(z) = 96/5*z^3 - 293/15*z + 1
*
[ 7/4 ] 
f(z) = 96/7*z^3 - 291/7*z + 1
*
[ -7/4 ] 
f(z) = 96/7*z^3 - 283/7*z + 1
*
[ 3 ] 
f(z) = 97/9*z^3 - 289/3*z + 1
*
[ -3 ] 
f(z) = 97/9*z^3 - 287/3*z + 1
*
[ 3/2 ] 
f(z) = 97/9*z^3 - 287/12*z + 1
*
[ 3 ] 
f(z) = 97/18*z^3 - 287/6*z + 1
*
[ -3 ] 
f(z) = 97/18*z^3 - 283/6*z + 1
*
[ 3 ] 
f(z) = 98/9*z^3 - 292/3*z + 1
*
[ -3 ] 
f(z) = 98/9*z^3 - 290/3*z + 1
*
1/8 | 0.10140244744805360672830344330863807577 | 0.017579196359217129318794034208764279299
f(z) = 80/9*z^3 - 293/36*z + 1
*
0 | 0.11546434066096787227185524460234027782 | 0.020327611255628470411422543625435255822
f(z) = 81/10*z^3 - 293/30*z + 1
*
[ 4/3 ] 
f(z) = 81/10*z^3 - 283/20*z + 1
*
[ 4/3 ] 
f(z) = 81/14*z^3 - 281/28*z + 1
*
[ -14/9 ] 
f(z) = 81/16*z^3 - 297/28*z + 1
*
4/27 | 0.19377665838987625930859451250091831242 | 0.027557421591470966006162027204476444815
f(z) = 81/16*z^3 - 283/36*z + 1
*
1/21 | 0.20387442544420516307629002432355983546 | 0.027272932905428961523405293991224179935
f(z) = 84*z^3 - 298/21*z + 1
*
[ 2/17 ] 
f(z) = 85*z^3 - 295/34*z + 1
*
4/5 | 0.16037668867696753157747037164392708585 | 0.026499392887410122643142278609130073464
f(z) = 85/4*z^3 - 297/20*z + 1
*
-6/5 | 0.15662604920164019875690864571981317387 | 0.024737582474886274347166295015767439329
f(z) = 85/12*z^3 - 281/30*z + 1
*
0 | 0.13055756426814677972539333349413289731 | 0.022984788184234295566191407830945405950
f(z) = 87/8*z^3 - 293/24*z + 1
*
0 | 0.14588581900052496496840835150862250052 | 0.025873828014753728228334476828839998507
f(z) = 87/10*z^3 - 281/30*z + 1
*
0 | 0.16003544174320136746632900075564288234 | 0.028277399882547604685546344324658573603
f(z) = 87/13*z^3 - 287/39*z + 1
*
5/4 | 0.16159451104556507116600689531291575102 | 0.028347708202898126703119968431822988207
f(z) = 88/15*z^3 - 299/30*z + 1
*
[ -4/3 ] 
f(z) = 89/16*z^3 - 293/36*z + 1
*
2/7 | 0.11163259192093614924536369075664284366 | 0.014233288378541005343057976529870651878
f(z) = 91*z^3 - 285/28*z + 1
*
[ -3/7 ] 
f(z) = 91*z^3 - 281/21*z + 1
*
2/3 | 0.16550156084193654576186493889225913895 | 0.026168906892599948428517237323439531601
f(z) = 93/5*z^3 - 293/30*z + 1
*
0 | 0.080494736367888473043082373448344970208 | 0.014154226337230954992569056188814352041
f(z) = 93/8*z^3 - 295/24*z + 1
*
0 | 0.085533395716167201542737693432156822968 | 0.015094767906484571494164828550506982286
f(z) = 93/10*z^3 - 289/30*z + 1
*
1/5 | 0.14655352326211957486639729058372363135 | 0.023778360820736013745651652698219292657
f(z) = 95/6*z^3 - 289/30*z + 1
*
[ -6/5 ] 
f(z) = 95/12*z^3 - 287/30*z + 1
*
[ 3/2 ] 
f(z) = 97/18*z^3 - 283/24*z + 1
*
[ 4/21 ] 
f(z) = 98*z^3 - 281/36*z + 1
*
1/28 | 0.15942559111444138316538846478101328025 | 0.023921939759042422599883606752385565156
f(z) = 98/3*z^3 - 289/24*z + 1
*
[ 1/14 ] 
f(z) = 98/11*z^3 - 287/22*z + 1
*
15/14 | 0.093756421114472696647164093847620163890 | 0.016545951491998267175570300184744496402
f(z) = 98/15*z^3 - 289/30*z + 1
*
[ 17/14 ] 
f(z) = 98/17*z^3 - 283/34*z + 1
*
[ -19/14 ] 
f(z) = 98/19*z^3 - 295/38*z + 1
*
[ 1/9 ] 
f(z) = 99/4*z^3 - 299/36*z + 1
*
[ 9/20 ] 
f(z) = 80/3*z^3 - 298/45*z + 1
*
[ 1/5 ] 
f(z) = 81/2*z^3 - 281/50*z + 1
*
[ 1/6 ] 
f(z) = 81/14*z^3 - 289/56*z + 1
*
1/18 | 0.080456082880014703697148171707959810875 | 0.013917947174133897753521066839926185166
f(z) = 81/14*z^3 - 281/56*z + 1
*
[ 1/5 ] 
f(z) = 83/2*z^3 - 283/50*z + 1
*
[ 1/6 ] 
f(z) = 84/19*z^3 - 292/57*z + 1
*
[ 3/17 ] 
f(z) = 85/3*z^3 - 283/51*z + 1
*
[ 1/5 ] 
f(z) = 87/2*z^3 - 287/50*z + 1
*
0 | 0.10024458538613847625849651267491954560 | 0.017648158301915657461578204361943938474
f(z) = 87/16*z^3 - 293/48*z + 1
*
[ 5/8 ] 
f(z) = 88/5*z^3 - 299/40*z + 1
*
[ 1/8 ] 
f(z) = 88/5*z^3 - 291/40*z + 1
*
[ 1/5 ] 
f(z) = 89/2*z^3 - 289/50*z + 1
*
[ 3/4 ] 
f(z) = 89/9*z^3 - 283/48*z + 1
*
-13/15 | 0.15845551335953798953587038206258925694 | 0.025936993257005744350949873174676421862
f(z) = 90/11*z^3 - 283/55*z + 1
*
[ 1/5 ] 
f(z) = 91/2*z^3 - 291/50*z + 1
*
-5/7 | 0.18319656227580320702636149344328500907 | 0.028372788878677961324715963226208322485
f(z) = 91/6*z^3 - 283/42*z + 1
*
[ 3/4 ] 
f(z) = 91/9*z^3 - 289/48*z + 1
*
[ 2/13 ] 
f(z) = 91/16*z^3 - 293/52*z + 1
*
[ 3/8 ] 
f(z) = 92/3*z^3 - 287/48*z + 1
*
[ 1/5 ] 
f(z) = 93/2*z^3 - 293/50*z + 1
*
0 | 0.16048233935917377394430714725398022074 | 0.028219278140579356465006445425775760218
f(z) = 93/16*z^3 - 295/48*z + 1
*
0 | 0.16381272885746817584983788994575232879 | 0.028753737189935223946601543475447264850
f(z) = 93/19*z^3 - 298/57*z + 1
*
1/16 | 0.12721087005055862567548321978673569159 | 0.019147335355282096068166367311763064878
f(z) = 96/5*z^3 - 283/40*z + 1
*
1/8 | 0.17065772159093353623067334608272453735 | 0.026849407011499435349579199394683198635
f(z) = 96/7*z^3 - 289/42*z + 1
*
[ 1/6 ] 
f(z) = 96/19*z^3 - 293/57*z + 1
*
[ 1/5 ] 
f(z) = 97/2*z^3 - 297/50*z + 1
*
[ 1/5 ] 
f(z) = 99/2*z^3 - 299/50*z + 1
*
[ 5/11 ] 
f(z) = 99/5*z^3 - 291/55*z + 1
*
[ 5/6 ] 
f(z) = 99/10*z^3 - 283/40*z + 1
*
[ 1/6 ] 
f(z) = 99/14*z^3 - 291/56*z + 1
*
0 | 0.16922621253542154563329623524312332391 | 0.029721491705264360925531296255291157428
f(z) = 99/14*z^3 - 283/42*z + 1
*
7/40 | 0.10652924049671840353709962346554746713 | 0.014439241214281774144577331411653057587
f(z) = 80/3*z^3 - 289/60*z + 1
*
[ 7/12 ] 
f(z) = 80/7*z^3 - 290/63*z + 1
*
[ 8/27 ] 
f(z) = 81/4*z^3 - 299/72*z + 1
*
1/6 | 0.19605111843980947904168222945534719348 | 0.028498470498166963196004508693927526282
f(z) = 81/5*z^3 - 287/60*z + 1
*
[ 17/18 ] 
f(z) = 81/17*z^3 - 293/68*z + 1
*
[ 3/5 ] 
f(z) = 82/9*z^3 - 296/75*z + 1
*
[ 3/5 ] 
f(z) = 83/9*z^3 - 299/75*z + 1
*
[ 3/10 ] 
f(z) = 85/3*z^3 - 293/60*z + 1
*
[ -3/5 ] 
f(z) = 85/4*z^3 - 299/60*z + 1
*
[ 4/5 ] 
f(z) = 85/12*z^3 - 287/60*z + 1
*
[ 1/5 ] 
f(z) = 85/14*z^3 - 297/70*z + 1
*
[ 1/4 ] 
f(z) = 89/4*z^3 - 281/64*z + 1
*
1/3 | 0.096752063504711635480352391752343063996 | 0.014223235620837327058399770928178042978
f(z) = 90/7*z^3 - 289/70*z + 1
*
[ 1/4 ] 
f(z) = 91/4*z^3 - 283/64*z + 1
*
[ -10/13 ] 
f(z) = 91/8*z^3 - 288/65*z + 1
*
2/7 | 0.17204126545890990647807638923272215021 | 0.026645098808881785574871421612847730762
f(z) = 91/10*z^3 - 297/70*z + 1
*
[ 3/13 ] 
f(z) = 91/18*z^3 - 281/78*z + 1
*
3/4 | 0.15315738979620519218322905778942462032 | 0.025923364888251325710052664916095330381
f(z) = 92/15*z^3 - 287/60*z + 1
*
[ 1/4 ] 
f(z) = 93/4*z^3 - 285/64*z + 1
*
[ 2/3 ] 
f(z) = 93/11*z^3 - 281/66*z + 1
*
[ 2/3 ] 
f(z) = 93/13*z^3 - 287/78*z + 1
*
[ 1/4 ] 
f(z) = 95/4*z^3 - 287/64*z + 1
*
[ 1/5 ] 
f(z) = 95/14*z^3 - 299/70*z + 1
*
1/3 | 0.21020792209885530103313833701702078795 | 0.029819878388934284559670413506146954756
f(z) = 96/5*z^3 - 293/60*z + 1
*
7/12 | 0.064811070257687939571907960920822441051 | 0.010196660238853187241582020866119302108
f(z) = 96/11*z^3 - 295/66*z + 1
*
[ 2/3 ] 
f(z) = 96/11*z^3 - 289/66*z + 1
*
13/24 | 0.15350251561885770936206077652315854706 | 0.024150395778861250521057293613173876260
f(z) = 96/13*z^3 - 289/78*z + 1
*
[ 1/4 ] 
f(z) = 97/4*z^3 - 289/64*z + 1
*
-19/28 | 0.19505354070480264324210727020247271502 | 0.029267942605141442303307939770992880895
f(z) = 98/9*z^3 - 289/72*z + 1
*
[ -6/7 ] 
f(z) = 98/11*z^3 - 289/66*z + 1
*
[ -6/11 ] 
f(z) = 99/4*z^3 - 299/66*z + 1
*
[ 1/4 ] 
f(z) = 99/4*z^3 - 291/64*z + 1
*
-8/9 | 0.20108628709953625618647851485411284854 | 0.029604842517447624232314492892981992618
f(z) = 99/14*z^3 - 289/63*z + 1
*
[ 3/8 ] 
f(z) = 82/9*z^3 - 283/96*z + 1
*
[ 1/3 ] 
f(z) = 83/11*z^3 - 281/99*z + 1
*
[ 3/4 ] 
f(z) = 83/18*z^3 - 281/96*z + 1
*
[ 1/3 ] 
f(z) = 85/11*z^3 - 283/99*z + 1
*
2/5 | 0.17207877197678137384080708729971392481 | 0.028432953840196538360044938015931143499
f(z) = 85/18*z^3 - 293/90*z + 1
*
[ 3/4 ] 
f(z) = 85/18*z^3 - 287/96*z + 1
*
[ 3/8 ] 
f(z) = 86/9*z^3 - 289/96*z + 1
*
[ 1/3 ] 
f(z) = 86/11*z^3 - 284/99*z + 1
*
[ 1/3 ] 
f(z) = 89/11*z^3 - 287/99*z + 1
*
[ 3/4 ] 
f(z) = 89/18*z^3 - 299/96*z + 1
*
[ 1/3 ] 
f(z) = 91/11*z^3 - 289/99*z + 1
*
[ 1/3 ] 
f(z) = 92/11*z^3 - 290/99*z + 1
*
[ 1/3 ] 
f(z) = 94/11*z^3 - 292/99*z + 1
*
[ 2/5 ] 
f(z) = 95/9*z^3 - 287/90*z + 1
*
[ 1/3 ] 
f(z) = 95/11*z^3 - 293/99*z + 1
*
[ 1/3 ] 
f(z) = 97/11*z^3 - 295/99*z + 1
*
[ 5/14 ] 
f(z) = 98/9*z^3 - 287/90*z + 1
*
[ 1/3 ] 
f(z) = 98/11*z^3 - 296/99*z + 1
*
[ 9/14 ] 
f(z) = 98/15*z^3 - 293/90*z + 1
*
[ 5/7 ] 
f(z) = 98/17*z^3 - 284/85*z + 1
*
[ 5/7 ] 
f(z) = 98/19*z^3 - 288/95*z + 1
*
[ 2/5 ] 
f(z) = 80/11*z^3 - 293/110*z + 1
*
[ 13/27 ] 
f(z) = 81/13*z^3 - 295/117*z + 1
*
[ -8/9 ] 
f(z) = 81/13*z^3 - 291/104*z + 1
*
-4/5 | 0.22211008948776172034866594391672418109 | 0.029173861628741748468237982610594835078
f(z) = 81/16*z^3 - 299/100*z + 1
*
[ 1/3 ] 
f(z) = 83/12*z^3 - 299/108*z + 1
*
[ 2/3 ] 
f(z) = 84/19*z^3 - 281/114*z + 1
*
[ 2/3 ] 
f(z) = 87/17*z^3 - 283/102*z + 1
*
[ 2/3 ] 
f(z) = 87/19*z^3 - 289/114*z + 1
*
-5/7 | 0.18601259447116483102848616254583410383 | 0.028808925266621025207637087421751608734
f(z) = 91/15*z^3 - 283/105*z + 1
*
[ 8/13 ] 
f(z) = 91/16*z^3 - 289/104*z + 1
*
[ 2/3 ] 
f(z) = 93/17*z^3 - 299/102*z + 1
*
1/12 | 0.14654361001477064692847189734364643825 | 0.023055558187119581603975697381826381548
f(z) = 96/19*z^3 - 289/114*z + 1
*
[ 13/28 ] 
f(z) = 98/13*z^3 - 289/104*z + 1
*
[ 3/8 ] 
f(z) = 88/15*z^3 - 299/120*z + 1
*
[ -8/3 ] 
f(z) = 81/16*z^3 - 277/8*z + 1
*
[ -17/9 ] 
f(z) = 81/17*z^3 - 263/17*z + 1
*
0 | 0.13389298313688498928822735391895880243 | 0.023807355327322652017248009295067837083
f(z) = 84/5*z^3 - 277/15*z + 1
*
[ 1/17 ] 
f(z) = 85*z^3 - 277/17*z + 1
*
0 | 0.12086969812473117917539026090757481604 | 0.021604277669339424919840414205143665245
f(z) = 87/4*z^3 - 269/12*z + 1
*
0 | 0.12667466803523804723375450681099385229 | 0.022687338010057367106565084593471200347
f(z) = 87/5*z^3 - 266/15*z + 1
*
[ 5/4 ] 
f(z) = 88/5*z^3 - 273/10*z + 1
*
[ 3 ] 
f(z) = 88/9*z^3 - 262/3*z + 1
*
[ 3 ] 
f(z) = 89/9*z^3 - 265/3*z + 1
*
[ -3 ] 
f(z) = 89/9*z^3 - 263/3*z + 1
*
[ 3/2 ] 
f(z) = 89/9*z^3 - 263/12*z + 1
*
[ 3 ] 
f(z) = 89/18*z^3 - 263/6*z + 1
*
[ 3 ] 
f(z) = 91/9*z^3 - 271/3*z + 1
*
[ -3 ] 
f(z) = 91/9*z^3 - 269/3*z + 1
*
[ 3/2 ] 
f(z) = 91/9*z^3 - 269/12*z + 1
*
[ 3 ] 
f(z) = 91/18*z^3 - 269/6*z + 1
*
[ -3 ] 
f(z) = 91/18*z^3 - 265/6*z + 1
*
[ 3 ] 
f(z) = 92/9*z^3 - 274/3*z + 1
*
[ -3 ] 
f(z) = 92/9*z^3 - 272/3*z + 1
*
[ 3 ] 
f(z) = 94/9*z^3 - 280/3*z + 1
*
[ -3 ] 
f(z) = 94/9*z^3 - 278/3*z + 1
*
[ -3/2 ] 
f(z) = 95/9*z^3 - 265/12*z + 1
*
[ -3 ] 
f(z) = 95/18*z^3 - 277/6*z + 1
*
[ 5/12 ] 
f(z) = 96*z^3 - 271/15*z + 1
*
[ -3/2 ] 
f(z) = 97/9*z^3 - 271/12*z + 1
*
-17/33 | 0.17755692537535805567593166612578889571 | 0.025390610810074781854269899915828930097
f(z) = 99*z^3 - 278/11*z + 1
*
[ 5/3 ] 
f(z) = 99/5*z^3 - 273/5*z + 1
*
[ -5/3 ] 
f(z) = 99/5*z^3 - 267/5*z + 1
*
[ 5/3 ] 
f(z) = 99/10*z^3 - 271/10*z + 1
*
-5/3 | 0.14832302678899327071847321319581721331 | 0.026511291955072940763312230083402544881
f(z) = 99/10*z^3 - 269/10*z + 1
*
5/24 | 0.081387511189556938686938747776113451854 | 0.010217443418326514761516045985997099889
f(z) = 80*z^3 - 269/36*z + 1
*
-3/5 | 0.18730422671932815328909330124382377574 | 0.028020210350298583609627551631333232243
f(z) = 80/3*z^3 - 263/30*z + 1
*
1/6 | 0.18462502936583790654394462020502094974 | 0.023141861086766701465973103657455957669
f(z) = 81*z^3 - 277/36*z + 1
*
7/45 | 0.22821704678546162196134071666008438272 | 0.029976002259032874346568474673029619407
f(z) = 81*z^3 - 274/25*z + 1
*
[ 4/27 ] 
f(z) = 81*z^3 - 271/36*z + 1
*
[ -7/9 ] 
f(z) = 81/4*z^3 - 279/28*z + 1
*
[ -7/9 ] 
f(z) = 81/5*z^3 - 263/35*z + 1
*
2/9 | 0.13216479586870367917105600947076509758 | 0.022862940642089480333254741939983874295
f(z) = 81/7*z^3 - 261/28*z + 1
*
0 | 0.11809758976508029373862210658605415540 | 0.021025886174023132279978892849655232103
f(z) = 81/8*z^3 - 275/24*z + 1
*
0 | 0.15245918188253676637135535375104044590 | 0.027360905854741986648796727457049672096
f(z) = 81/10*z^3 - 263/30*z + 1
*
0 | 0.16023112833058139303908549207523305469 | 0.028639748766089989257931635296070532105
f(z) = 81/13*z^3 - 269/39*z + 1
*
-4/3 | 0.14299854752725680031050283244359321475 | 0.025593732491619656301527395126325779041
f(z) = 81/14*z^3 - 267/28*z + 1
*
28/27 | 0.18450805428045590357446493498073568478 | 0.026319521552374009406281064620812781405
f(z) = 81/16*z^3 - 277/36*z + 1
*
[ 1/8 ] 
f(z) = 82*z^3 - 265/32*z + 1
*
[ 1/6 ] 
f(z) = 83*z^3 - 263/36*z + 1
*
[ -4/3 ] 
f(z) = 83/16*z^3 - 269/36*z + 1
*
1/21 | 0.21239023307122964935997021991646998328 | 0.028412119684454071632573793237374671115
f(z) = 84*z^3 - 277/21*z + 1
*
2/3 | 0.17121225805132465894783379232840120120 | 0.027514690166166553699675147073451509095
f(z) = 84/5*z^3 - 269/30*z + 1
*
[ 1/6 ] 
f(z) = 85*z^3 - 265/36*z + 1
*
[ 2/17 ] 
f(z) = 85/2*z^3 - 275/34*z + 1
*
[ 4/5 ] 
f(z) = 85/4*z^3 - 277/20*z + 1
*
[ 2/17 ] 
f(z) = 85/4*z^3 - 265/34*z + 1
*
[ -4/3 ] 
f(z) = 85/16*z^3 - 277/36*z + 1
*
[ 1/8 ] 
f(z) = 86*z^3 - 267/32*z + 1
*
2/3 | 0.16386334867974231791306890256526255896 | 0.026186010422964566974750079448877722617
f(z) = 87/5*z^3 - 277/30*z + 1
*
0 | 0.16577372802741926524102574744923341833 | 0.029476033430735425124761615776849397843
f(z) = 87/8*z^3 - 277/24*z + 1
*
0 | 0.16152924972177355274884129992652505053 | 0.028833599373104444333668876300295164826
f(z) = 87/10*z^3 - 271/30*z + 1
*
[ 3/22 ] 
f(z) = 88*z^3 - 263/33*z + 1
*
[ 5/4 ] 
f(z) = 88/15*z^3 - 269/30*z + 1
*
[ 1/6 ] 
f(z) = 89*z^3 - 269/36*z + 1
*
[ 1/8 ] 
f(z) = 90*z^3 - 269/32*z + 1
*
[ 1/6 ] 
f(z) = 91*z^3 - 271/36*z + 1
*
2/7 | 0.13185541751649054372252750345857991544 | 0.020421267065443461793033193939538419161
f(z) = 91/5*z^3 - 262/35*z + 1
*
[ 3/2 ] 
f(z) = 91/18*z^3 - 265/24*z + 1
*
[ 2/3 ] 
f(z) = 93/5*z^3 - 263/30*z + 1
*
[ 1/8 ] 
f(z) = 94*z^3 - 271/32*z + 1
*
0 | 0.13549933851844168092861213279265565394 | 0.024317227724856070500394389195576317338
f(z) = 94/15*z^3 - 263/30*z + 1
*
[ 1/6 ] 
f(z) = 95*z^3 - 275/36*z + 1
*
-4/5 | 0.16494697419681713600111605177803411797 | 0.026762704720005414078127019956125773730
f(z) = 95/4*z^3 - 279/20*z + 1
*
0 | 0.16568384046016019114767899656500481079 | 0.026460761878042154231207429043917811788
f(z) = 95/14*z^3 - 262/35*z + 1
*
[ 3/2 ] 
f(z) = 95/18*z^3 - 277/24*z + 1
*
[ -13/12 ] 
f(z) = 96/13*z^3 - 263/39*z + 1
*
[ 1/8 ] 
f(z) = 96/19*z^3 - 269/38*z + 1
*
[ 1/6 ] 
f(z) = 97*z^3 - 277/36*z + 1
*
[ 1/8 ] 
f(z) = 98*z^3 - 273/32*z + 1
*
15/28 | 0.16174416503433374550367992089456615057 | 0.024269843663621564724599559043503303670
f(z) = 98/3*z^3 - 265/24*z + 1
*
0 | 0.10907511661111046747942699836810311451 | 0.019470332582839147703246676770001456500
f(z) = 98/15*z^3 - 271/30*z + 1
*
[ 5/6 ] 
f(z) = 99/5*z^3 - 279/20*z + 1
*
-9/10 | 0.14626095005801223478494661171642234984 | 0.024411552285427589440190729977754987635
f(z) = 80/9*z^3 - 274/45*z + 1
*
-2/3 | 0.19412896380470276206375083013841689070 | 0.029450632979910325166223960949261712541
f(z) = 81/5*z^3 - 274/45*z + 1
*
[ 8/9 ] 
f(z) = 81/10*z^3 - 261/40*z + 1
*
[ 1/6 ] 
f(z) = 81/13*z^3 - 269/52*z + 1
*
0 | 0.14182817160257932427523014770084168286 | 0.025316880297856310353938768361218915142
f(z) = 81/14*z^3 - 271/42*z + 1
*
[ 8/9 ] 
f(z) = 81/14*z^3 - 263/56*z + 1
*
0 | 0.11462295296329017029220095038640798298 | 0.020407267978378017793713104630523754400
f(z) = 81/16*z^3 - 275/48*z + 1
*
[ 3/4 ] 
f(z) = 83/9*z^3 - 265/48*z + 1
*
[ 1/6 ] 
f(z) = 84/17*z^3 - 262/51*z + 1
*
[ 3/4 ] 
f(z) = 85/9*z^3 - 271/48*z + 1
*
[ 1/6 ] 
f(z) = 87/4*z^3 - 269/48*z + 1
*
0 | 0.14896203508721013505377817069762246287 | 0.026520937474039996375367317317793781333
f(z) = 87/14*z^3 - 275/42*z + 1
*
0 | 0.16066886356714219348493333914751836818 | 0.028550049891644947842158015181817838344
f(z) = 87/17*z^3 - 278/51*z + 1
*
[ 5/11 ] 
f(z) = 88/5*z^3 - 266/55*z + 1
*
[ 11/15 ] 
f(z) = 90/11*z^3 - 262/55*z + 1
*
[ 1/7 ] 
f(z) = 91/6*z^3 - 265/42*z + 1
*
[ 1/6 ] 
f(z) = 93/4*z^3 - 271/48*z + 1
*
[ 2/5 ] 
f(z) = 93/4*z^3 - 261/50*z + 1
*
[ 2/3 ] 
f(z) = 93/7*z^3 - 269/42*z + 1
*
0 | 0.11743207157417061300200894073103547100 | 0.020853783541450868400983969099559324951
f(z) = 93/14*z^3 - 265/42*z + 1
*
0 | 0.17335542064189477141299520663216454763 | 0.027426321069161820902196187710169574656
f(z) = 95/18*z^3 - 278/45*z + 1
*
[ 2/3 ] 
f(z) = 96/7*z^3 - 277/42*z + 1
*
[ 1/6 ] 
f(z) = 96/17*z^3 - 263/51*z + 1
*
[ 2/5 ] 
f(z) = 97/4*z^3 - 269/50*z + 1
*
[ 5/7 ] 
f(z) = 98/9*z^3 - 268/45*z + 1
*
[ 5/7 ] 
f(z) = 98/11*z^3 - 272/55*z + 1
*
[ 2/5 ] 
f(z) = 99/4*z^3 - 273/50*z + 1
*
[ 1/6 ] 
f(z) = 99/13*z^3 - 271/52*z + 1
*
[ 1/5 ] 
f(z) = 80/13*z^3 - 276/65*z + 1
*
[ 1/4 ] 
f(z) = 81/4*z^3 - 273/64*z + 1
*
[ 1/4 ] 
f(z) = 83/4*z^3 - 275/64*z + 1
*
[ 2/7 ] 
f(z) = 84/5*z^3 - 271/70*z + 1
*
[ 2/3 ] 
f(z) = 84/13*z^3 - 263/78*z + 1
*
[ 1/4 ] 
f(z) = 85/4*z^3 - 277/64*z + 1
*
[ 4/17 ] 
f(z) = 85/8*z^3 - 261/68*z + 1
*
[ 1/5 ] 
f(z) = 85/13*z^3 - 277/65*z + 1
*
[ 1/4 ] 
f(z) = 87/4*z^3 - 279/64*z + 1
*
[ 2/3 ] 
f(z) = 87/11*z^3 - 265/66*z + 1
*
[ 2/3 ] 
f(z) = 87/13*z^3 - 271/78*z + 1
*
[ 7/22 ] 
f(z) = 88/7*z^3 - 263/77*z + 1
*
[ 7/30 ] 
f(z) = 90/7*z^3 - 279/70*z + 1
*
[ -7/10 ] 
f(z) = 90/7*z^3 - 271/70*z + 1
*
[ 5/13 ] 
f(z) = 91/5*z^3 - 279/65*z + 1
*
[ 2/7 ] 
f(z) = 91/5*z^3 - 279/70*z + 1
*
1/4 | 0.076744913619995860283793109428197814970 | 0.012989816565402027284585651699624363607
f(z) = 92/15*z^3 - 263/60*z + 1
*
[ 1/4 ] 
f(z) = 94/9*z^3 - 263/72*z + 1
*
3/5 | 0.11326544096029600680289812414960231115 | 0.018377357730640330425188186735289360538
f(z) = 95/12*z^3 - 271/60*z + 1
*
[ 1/5 ] 
f(z) = 95/13*z^3 - 279/65*z + 1
*
11/24 | 0.17905956906763727685963268888198866680 | 0.028171261191009018087800883341986467302
f(z) = 96/13*z^3 - 277/78*z + 1
*
[ 1/4 ] 
f(z) = 98/9*z^3 - 265/72*z + 1
*
[ 3/14 ] 
f(z) = 98/11*z^3 - 269/66*z + 1
*
[ 5/7 ] 
f(z) = 98/13*z^3 - 276/65*z + 1
*
[ -6/7 ] 
f(z) = 98/13*z^3 - 263/78*z + 1
*
[ 14/33 ] 
f(z) = 99/8*z^3 - 276/77*z + 1
*
[ 3/8 ] 
f(z) = 80/7*z^3 - 275/84*z + 1
*
[ 2/5 ] 
f(z) = 80/9*z^3 - 263/90*z + 1
*
[ 1/3 ] 
f(z) = 80/11*z^3 - 278/99*z + 1
*
-17/20 | 0.16584195543593395616069293370694560302 | 0.027679702371932444133110388181334102404
f(z) = 80/17*z^3 - 274/85*z + 1
*
[ 11/27 ] 
f(z) = 81/11*z^3 - 265/99*z + 1
*
[ 1/3 ] 
f(z) = 82/11*z^3 - 280/99*z + 1
*
[ 1/3 ] 
f(z) = 83/10*z^3 - 263/90*z + 1
*
[ 2/5 ] 
f(z) = 85/9*z^3 - 271/90*z + 1
*
[ 1/3 ] 
f(z) = 89/10*z^3 - 269/90*z + 1
*
[ 1/3 ] 
f(z) = 91/10*z^3 - 271/90*z + 1
*
[ 4/7 ] 
f(z) = 91/12*z^3 - 271/84*z + 1
*
[ 1/3 ] 
f(z) = 97/10*z^3 - 277/90*z + 1
*
[ 2/3 ] 
f(z) = 84/17*z^3 - 275/102*z + 1
*
[ 6/17 ] 
f(z) = 85/12*z^3 - 277/102*z + 1
*
[ 1/16 ] 
f(z) = 80*z^3 - 245/16*z + 1
*
[ 7/4 ] 
f(z) = 80/7*z^3 - 242/7*z + 1
*
-7/4 | 0.16352306855713749242911745054643260509 | 0.029813878351384566033081742488394254736
f(z) = 80/7*z^3 - 241/7*z + 1
*
[ 8/9 ] 
f(z) = 81/2*z^3 - 257/8*z + 1
*
0 | 0.14338341654164684285685199616201606252 | 0.025803104747817857132746695703456238890
f(z) = 81/4*z^3 - 259/12*z + 1
*
0 | 0.13000922744857100340865527894723452516 | 0.023529152972751477847755588595377545983
f(z) = 81/4*z^3 - 251/12*z + 1
*
[ 10/9 ] 
f(z) = 81/4*z^3 - 249/10*z + 1
*
0 | 0.15568473796088120453271592051601811858 | 0.028237371902044082664773617114003057402
f(z) = 81/5*z^3 - 248/15*z + 1
*
[ 16/9 ] 
f(z) = 81/16*z^3 - 249/16*z + 1
*
[ 3 ] 
f(z) = 82/9*z^3 - 244/3*z + 1
*
[ -3 ] 
f(z) = 82/9*z^3 - 242/3*z + 1
*
[ 3 ] 
f(z) = 83/9*z^3 - 247/3*z + 1
*
[ -3 ] 
f(z) = 83/9*z^3 - 245/3*z + 1
*
[ 3/2 ] 
f(z) = 83/9*z^3 - 245/12*z + 1
*
[ 3 ] 
f(z) = 83/18*z^3 - 245/6*z + 1
*
[ -3 ] 
f(z) = 83/18*z^3 - 241/6*z + 1
*
0 | 0.13041051227898333277163544092039213638 | 0.021066860689469214540950762069621096575
f(z) = 85/6*z^3 - 244/15*z + 1
*
[ 3 ] 
f(z) = 85/9*z^3 - 253/3*z + 1
*
[ -3 ] 
f(z) = 85/9*z^3 - 251/3*z + 1
*
[ 3/2 ] 
f(z) = 85/9*z^3 - 251/12*z + 1
*
[ 3 ] 
f(z) = 85/18*z^3 - 251/6*z + 1
*
[ -3 ] 
f(z) = 85/18*z^3 - 247/6*z + 1
*
[ 3 ] 
f(z) = 86/9*z^3 - 256/3*z + 1
*
[ -3 ] 
f(z) = 86/9*z^3 - 254/3*z + 1
*
[ -5/4 ] 
f(z) = 88/5*z^3 - 257/10*z + 1
*
[ -3 ] 
f(z) = 88/9*z^3 - 260/3*z + 1
*
[ -3/2 ] 
f(z) = 89/9*z^3 - 247/12*z + 1
*
[ -3 ] 
f(z) = 89/18*z^3 - 259/6*z + 1
*
7/6 | 0.11409942819502351325515984250696674771 | 0.020561878491016940350659203611979176549
f(z) = 90/7*z^3 - 257/14*z + 1
*
[ 7/6 ] 
f(z) = 90/7*z^3 - 243/14*z + 1
*
[ -3/2 ] 
f(z) = 91/9*z^3 - 253/12*z + 1
*
[ 2/3 ] 
f(z) = 93*z^3 - 251/6*z + 1
*
[ 4/3 ] 
f(z) = 93/8*z^3 - 245/12*z + 1
*
-6/5 | 0.22505108939945705086070928471148264258 | 0.029471338898231458975820958818366145310
f(z) = 95/8*z^3 - 259/15*z + 1
*
[ 6/5 ] 
f(z) = 95/8*z^3 - 254/15*z + 1
*
[ 2/3 ] 
f(z) = 96*z^3 - 259/6*z + 1
*
11/12 | 0.13513709672086127252281126683577477954 | 0.023863330354305624588755999087693636806
f(z) = 96/5*z^3 - 257/15*z + 1
*
[ 5/7 ] 
f(z) = 98*z^3 - 252/5*z + 1
*
[ 5/7 ] 
f(z) = 98/3*z^3 - 256/15*z + 1
*
[ 9/14 ] 
f(z) = 98/3*z^3 - 253/18*z + 1
*
1/14 | 0.15010830659448633632714508711281295760 | 0.027127731908314631626334740391637807818
f(z) = 98/9*z^3 - 253/18*z + 1
*
[ -5/3 ] 
f(z) = 99/10*z^3 - 259/10*z + 1
*
1/2 | 0.13984168015100852629146073863339624009 | 0.020919940581170501085197977126346211592
f(z) = 80/3*z^3 - 257/30*z + 1
*
[ 7/8 ] 
f(z) = 80/7*z^3 - 249/28*z + 1
*
7/10 | 0.17315611100402950597490475292180742353 | 0.028900464926828311306809132954150039250
f(z) = 80/7*z^3 - 246/35*z + 1
*
[ 1/8 ] 
f(z) = 80/9*z^3 - 257/36*z + 1
*
[ -7/18 ] 
f(z) = 81*z^3 - 243/28*z + 1
*
5/6 | 0.16020860601311039138861287398746021017 | 0.027714186864620238521444538326201088235
f(z) = 81/5*z^3 - 249/20*z + 1
*
0 | 0.10425666150367243092734052104113357994 | 0.018761901636342131277761616772646555148
f(z) = 81/8*z^3 - 259/24*z + 1
*
[ -4/3 ] 
f(z) = 81/10*z^3 - 253/20*z + 1
*
0 | 0.079142964336141108243611685654818846813 | 0.014302800209052540795270643899016870694
f(z) = 81/10*z^3 - 253/30*z + 1
*
[ 3/2 ] 
f(z) = 83/18*z^3 - 241/24*z + 1
*
1/3 | 0.22208738863459378628245103972870983988 | 0.029709339149214821810549400985225982396
f(z) = 84*z^3 - 256/21*z + 1
*
[ -3/7 ] 
f(z) = 84*z^3 - 254/21*z + 1
*
3/28 | 0.21673614102577741284218710033708889343 | 0.027919044969513224973996657152219764928
f(z) = 84*z^3 - 251/28*z + 1
*
[ 1/10 ] 
f(z) = 84*z^3 - 246/25*z + 1
*
[ 1/9 ] 
f(z) = 84*z^3 - 244/27*z + 1
*
[ -6/5 ] 
f(z) = 85/12*z^3 - 251/30*z + 1
*
[ 3/2 ] 
f(z) = 85/18*z^3 - 247/24*z + 1
*
0 | 0.10812317762275214645197327986526996404 | 0.019625259832188371411718421514340242682
f(z) = 86/15*z^3 - 247/30*z + 1
*
[ 1/9 ] 
f(z) = 87*z^3 - 245/27*z + 1
*
1/6 | 0.20649925396704955935984083761298104061 | 0.029708640043837374455959013736994025148
f(z) = 87/2*z^3 - 245/24*z + 1
*
[ 2/3 ] 
f(z) = 87/5*z^3 - 247/30*z + 1
*
[ 1/10 ] 
f(z) = 88*z^3 - 247/25*z + 1
*
[ 3/2 ] 
f(z) = 89/18*z^3 - 259/24*z + 1
*
1/10 | 0.23439474070920060411670342333480204208 | 0.029666438615580350022736070387607443706
f(z) = 90*z^3 - 257/30*z + 1
*
4/7 | 0.17818223086402443372508614662484095511 | 0.027596188244109647785661913623059245452
f(z) = 91/4*z^3 - 257/28*z + 1
*
[ -5/7 ] 
f(z) = 91/5*z^3 - 241/35*z + 1
*
[ 1/10 ] 
f(z) = 92*z^3 - 248/25*z + 1
*
0 | 0.15939388710990249714234615251563627786 | 0.028684329502387445893854731267708509101
f(z) = 92/15*z^3 - 259/30*z + 1
*
[ 1/9 ] 
f(z) = 93*z^3 - 247/27*z + 1
*
1/6 | 0.13957121117312989700535212092430198229 | 0.019889004488228525910020515497311609861
f(z) = 93/2*z^3 - 247/24*z + 1
*
[ -4/5 ] 
f(z) = 95/4*z^3 - 259/20*z + 1
*
[ -3/2 ] 
f(z) = 95/18*z^3 - 245/24*z + 1
*
5/24 | 0.19040449163524571349146163818751635686 | 0.023903509167976290951410895420903404890
f(z) = 96*z^3 - 251/30*z + 1
*
[ 1/10 ] 
f(z) = 96*z^3 - 249/25*z + 1
*
[ 1/9 ] 
f(z) = 96*z^3 - 248/27*z + 1
*
[ 11/12 ] 
f(z) = 96/11*z^3 - 245/33*z + 1
*
[ 1/8 ] 
f(z) = 96/17*z^3 - 241/34*z + 1
*
[ -3/2 ] 
f(z) = 97/18*z^3 - 251/24*z + 1
*
5/28 | 0.19248327711303888671685119377971936904 | 0.028882272460359630175001376920127915096
f(z) = 98/3*z^3 - 241/24*z + 1
*
15/14 | 0.11720132113402478849312893861593822461 | 0.021180746696538229784877395220376922822
f(z) = 98/15*z^3 - 253/30*z + 1
*
2/7 | 0.083526807043845782284681723980370735034 | 0.015228787511498140202389269147305636389
f(z) = 98/15*z^3 - 241/30*z + 1
*
[ 3/16 ] 
f(z) = 80/3*z^3 - 253/48*z + 1
*
-17/27 | 0.16560607418035876746787011570656565951 | 0.025123524147772738134695113007496213877
f(z) = 81/5*z^3 - 244/45*z + 1
*
-8/9 | 0.16428995316092093120384088777877136160 | 0.028420211467971133908103608943666317186
f(z) = 81/10*z^3 - 251/40*z + 1
*
7/18 | 0.099245229666075922060659109693182575353 | 0.017168246505825646525887363699777145927
f(z) = 81/10*z^3 - 249/40*z + 1
*
11/18 | 0.13258930821237318398095148223722031385 | 0.022936376237789200567177026921258721151
f(z) = 81/10*z^3 - 241/40*z + 1
*
0 | 0.15308483889383242068124619429341264381 | 0.027587446369772210264229957190651537644
f(z) = 81/14*z^3 - 257/42*z + 1
*
0 | 0.14386794123202965044180340752621299400 | 0.025890299220096457253364520673494942896
f(z) = 81/16*z^3 - 259/48*z + 1
*
[ 2/5 ] 
f(z) = 83/4*z^3 - 241/50*z + 1
*
[ 3/17 ] 
f(z) = 85/9*z^3 - 253/51*z + 1
*
[ 2/5 ] 
f(z) = 87/4*z^3 - 249/50*z + 1
*
[ 2/9 ] 
f(z) = 87/4*z^3 - 247/54*z + 1
*
[ 2/3 ] 
f(z) = 87/7*z^3 - 253/42*z + 1
*
[ 1/6 ] 
f(z) = 88/5*z^3 - 247/45*z + 1
*
[ 2/5 ] 
f(z) = 89/4*z^3 - 253/50*z + 1
*
[ 2/5 ] 
f(z) = 91/4*z^3 - 257/50*z + 1
*
[ 6/7 ] 
f(z) = 91/12*z^3 - 241/42*z + 1
*
[ 1/6 ] 
f(z) = 92/5*z^3 - 248/45*z + 1
*
[ 2/9 ] 
f(z) = 93/4*z^3 - 251/54*z + 1
*
[ -2/3 ] 
f(z) = 95/6*z^3 - 245/54*z + 1
*
1/2 | 0.19786168795417977261024258996547288993 | 0.029781449428929704125032734708356522392
f(z) = 96/7*z^3 - 255/56*z + 1
*
5/8 | 0.13066931796387215999757739551895454408 | 0.020558071848261610141071451210727669473
f(z) = 96/7*z^3 - 253/42*z + 1
*
7/16 | 0.10600638853211153164424048684516194940 | 0.015955710940582128329358080803630422837
f(z) = 96/7*z^3 - 251/56*z + 1
*
[ 1/4 ] 
f(z) = 97/3*z^3 - 241/48*z + 1
*
[ -2/3 ] 
f(z) = 97/6*z^3 - 253/54*z + 1
*
1/3 | 0.16605262128907775559953683873864098010 | 0.023745497238311870093219761655663119277
f(z) = 99/5*z^3 - 256/55*z + 1
*
2/33 | 0.18775583405635912845802898992404698453 | 0.026849053055903004706156362989774040812
f(z) = 99/16*z^3 - 243/44*z + 1
*
1/6 | 0.12243729197992723991566560631593471394 | 0.017797784481584933657762992399247793009
f(z) = 81/5*z^3 - 247/60*z + 1
*
1/3 | 0.15862548089694095485606751498338561808 | 0.024064522509156950587021957955872511042
f(z) = 81/7*z^3 - 256/63*z + 1
*
5/9 | 0.14650644971195317935561552699700165193 | 0.024401932960167956203708314111834957304
f(z) = 81/14*z^3 - 251/70*z + 1
*
[ 1/4 ] 
f(z) = 82/9*z^3 - 257/72*z + 1
*
[ 5/12 ] 
f(z) = 84/5*z^3 - 259/60*z + 1
*
[ 2/3 ] 
f(z) = 84/11*z^3 - 257/66*z + 1
*
[ 1/4 ] 
f(z) = 84/19*z^3 - 249/76*z + 1
*
[ 2/5 ] 
f(z) = 85/7*z^3 - 241/70*z + 1
*
[ 1/5 ] 
f(z) = 85/12*z^3 - 257/60*z + 1
*
2/5 | 0.12630049311648426905276240971063616718 | 0.020868908172238730492887593731837730622
f(z) = 85/14*z^3 - 243/70*z + 1
*
[ 4/17 ] 
f(z) = 85/16*z^3 - 241/68*z + 1
*
[ 1/4 ] 
f(z) = 86/9*z^3 - 259/72*z + 1
*
[ 6/11 ] 
f(z) = 88/9*z^3 - 247/66*z + 1
*
[ 3/10 ] 
f(z) = 88/9*z^3 - 241/75*z + 1
*
[ 2/5 ] 
f(z) = 90/7*z^3 - 249/70*z + 1
*
[ 6/13 ] 
f(z) = 91/9*z^3 - 259/78*z + 1
*
[ 3/10 ] 
f(z) = 92/9*z^3 - 244/75*z + 1
*
[ 1/4 ] 
f(z) = 92/19*z^3 - 251/76*z + 1
*
[ 2/5 ] 
f(z) = 95/7*z^3 - 257/70*z + 1
*
[ 1/5 ] 
f(z) = 95/12*z^3 - 259/60*z + 1
*
2/5 | 0.13007755171400077969373219483776161658 | 0.021105128627998874567549056850757048490
f(z) = 95/14*z^3 - 251/70*z + 1
*
3/8 | 0.17003200290195950196073334349374693546 | 0.026750963322000077786958299355007647854
f(z) = 96/11*z^3 - 257/66*z + 1
*
[ 1/3 ] 
f(z) = 97/8*z^3 - 241/72*z + 1
*
5/28 | 0.14706579825060050782972514180710149094 | 0.022067342775859207053773258516923857744
f(z) = 98/9*z^3 - 241/72*z + 1
*
[ 1/3 ] 
f(z) = 80/9*z^3 - 242/81*z + 1
*
[ 10/27 ] 
f(z) = 81/10*z^3 - 253/90*z + 1
*
[ 1/3 ] 
f(z) = 82/9*z^3 - 244/81*z + 1
*
[ 1/3 ] 
f(z) = 83/9*z^3 - 245/81*z + 1
*
[ 1/3 ] 
f(z) = 85/9*z^3 - 247/81*z + 1
*
[ 1/3 ] 
f(z) = 86/9*z^3 - 248/81*z + 1
*
[ 1/3 ] 
f(z) = 88/9*z^3 - 250/81*z + 1
*
[ 1/3 ] 
f(z) = 89/9*z^3 - 251/81*z + 1
*
[ 1/3 ] 
f(z) = 91/9*z^3 - 253/81*z + 1
*
[ 1/3 ] 
f(z) = 92/9*z^3 - 254/81*z + 1
*
[ 1/3 ] 
f(z) = 94/9*z^3 - 256/81*z + 1
*
[ 1/3 ] 
f(z) = 95/9*z^3 - 257/81*z + 1
*
[ 1/3 ] 
f(z) = 97/9*z^3 - 259/81*z + 1
*
[ 1/3 ] 
f(z) = 98/9*z^3 - 260/81*z + 1
*
[ 11/28 ] 
f(z) = 98/11*z^3 - 257/88*z + 1
*
[ 6/17 ] 
f(z) = 85/18*z^3 - 247/102*z + 1
*
[ 4/9 ] 
f(z) = 87/16*z^3 - 251/108*z + 1
*
[ 3/7 ] 
f(z) = 91/15*z^3 - 257/105*z + 1
*
[ 2/5 ] 
f(z) = 91/16*z^3 - 241/100*z + 1
*
[ 4/9 ] 
f(z) = 93/16*z^3 - 259/108*z + 1
*
[ 2/5 ] 
f(z) = 93/16*z^3 - 243/100*z + 1
*
7/24 | 0.15740242709223105798917996741703089290 | 0.024763964912922515185354188587825240292
f(z) = 96/17*z^3 - 253/102*z + 1
*
[ 3/8 ] 
f(z) = 96/17*z^3 - 251/102*z + 1
*
[ 2/5 ] 
f(z) = 97/16*z^3 - 247/100*z + 1
*
[ 2/5 ] 
f(z) = 99/16*z^3 - 249/100*z + 1
*
[ -7/4 ] 
f(z) = 80/7*z^3 - 234/7*z + 1
*
[ 3 ] 
f(z) = 80/9*z^3 - 238/3*z + 1
*
[ -3 ] 
f(z) = 80/9*z^3 - 236/3*z + 1
*
[ 1/27 ] 
f(z) = 81*z^3 - 235/9*z + 1
*
[ 2/27 ] 
f(z) = 81*z^3 - 233/18*z + 1
*
[ -8/9 ] 
f(z) = 81/2*z^3 - 239/8*z + 1
*
[ 2/27 ] 
f(z) = 81/2*z^3 - 229/18*z + 1
*
[ -10/9 ] 
f(z) = 81/4*z^3 - 231/10*z + 1
*
[ 2/27 ] 
f(z) = 81/4*z^3 - 227/18*z + 1
*
[ 5/3 ] 
f(z) = 81/5*z^3 - 223/5*z + 1
*
5/3 | 0.14623437309765735971280717675924873095 | 0.026869376971000098478365310339479408106
f(z) = 81/10*z^3 - 231/10*z + 1
*
-5/3 | 0.10950561715081681615198698044089454400 | 0.020152966434276237138664250011822933410
f(z) = 81/10*z^3 - 229/10*z + 1
*
[ 5/3 ] 
f(z) = 81/10*z^3 - 221/10*z + 1
*
[ -16/9 ] 
f(z) = 81/16*z^3 - 231/16*z + 1
*
[ -3/2 ] 
f(z) = 83/9*z^3 - 229/12*z + 1
*
[ 2/3 ] 
f(z) = 84*z^3 - 227/6*z + 1
*
-6/5 | 0.21818555770217811889783835355805666611 | 0.028990216710802670060869126651706647147
f(z) = 85/8*z^3 - 232/15*z + 1
*
[ 6/5 ] 
f(z) = 85/8*z^3 - 227/15*z + 1
*
[ -3/2 ] 
f(z) = 85/9*z^3 - 235/12*z + 1
*
[ 2/3 ] 
f(z) = 87*z^3 - 235/6*z + 1
*
[ 4/3 ] 
f(z) = 87/8*z^3 - 229/12*z + 1
*
[ 1/22 ] 
f(z) = 88*z^3 - 233/11*z + 1
*
[ -2/3 ] 
f(z) = 93*z^3 - 233/6*z + 1
*
[ -4/3 ] 
f(z) = 93/8*z^3 - 227/12*z + 1
*
[ -6/5 ] 
f(z) = 95/8*z^3 - 229/15*z + 1
*
[ -5/7 ] 
f(z) = 98*z^3 - 238/5*z + 1
*
[ 1/14 ] 
f(z) = 98/9*z^3 - 235/18*z + 1
*
[ 11/7 ] 
f(z) = 98/11*z^3 - 238/11*z + 1
*
[ -11/7 ] 
f(z) = 98/11*z^3 - 224/11*z + 1
*
10/7 | 0.12323673644965963560579821574372909720 | 0.022716658412066578028135245783767225579
f(z) = 98/15*z^3 - 227/15*z + 1
*
4/9 | 0.18561068349744426603901150291764640167 | 0.027326453403447044805925159607961933462
f(z) = 99/2*z^3 - 239/18*z + 1
*
3/40 | 0.16629220391671124997245764523032378951 | 0.022539663600454301819550590629747279602
f(z) = 80*z^3 - 229/20*z + 1
*
1/10 | 0.15270080415829413378103803887926619759 | 0.022843631070785788519521421616010013888
f(z) = 80/3*z^3 - 233/30*z + 1
*
1/8 | 0.12734495479697418447212173588941576626 | 0.022076606847960337373563077338461812405
f(z) = 80/7*z^3 - 229/28*z + 1
*
9/20 | 0.16111232161766460951317442640072177161 | 0.026890307094520297547135205258150159804
f(z) = 80/7*z^3 - 221/35*z + 1
*
[ 4/27 ] 
f(z) = 81/2*z^3 - 239/36*z + 1
*
[ 4/27 ] 
f(z) = 81/4*z^3 - 223/36*z + 1
*
[ 5/6 ] 
f(z) = 81/5*z^3 - 229/20*z + 1
*
-5/6 | 0.15214269324664420223031170450248388430 | 0.026318879713484569029252689034226013322
f(z) = 81/5*z^3 - 221/20*z + 1
*
0 | 0.15641818578157000629225877652113521737 | 0.028475593691237851096293620216430183331
f(z) = 81/7*z^3 - 236/21*z + 1
*
[ -4/3 ] 
f(z) = 81/14*z^3 - 239/28*z + 1
*
0 | 0.12377686655811974903877890495737206961 | 0.022601605102341000278020329039678859378
f(z) = 82/15*z^3 - 239/30*z + 1
*
1/14 | 0.21229323713952587017411052862157787830 | 0.028399144228941723895668278572644760929
f(z) = 84*z^3 - 226/21*z + 1
*
[ 2/3 ] 
f(z) = 84/5*z^3 - 239/30*z + 1
*
[ 1/7 ] 
f(z) = 84/5*z^3 - 222/35*z + 1
*
[ -4/5 ] 
f(z) = 85/4*z^3 - 227/20*z + 1
*
6/5 | 0.16797760007223361140923697233689998781 | 0.025714789316926762231993885326554942215
f(z) = 85/18*z^3 - 229/30*z + 1
*
-1/2 | 0.19261214726721913659840405225109682527 | 0.027710729415736720770627886631866051671
f(z) = 87/2*z^3 - 221/24*z + 1
*
[ 3/22 ] 
f(z) = 88/3*z^3 - 227/33*z + 1
*
[ -3/4 ] 
f(z) = 88/5*z^3 - 227/30*z + 1
*
[ -5/4 ] 
f(z) = 88/15*z^3 - 221/30*z + 1
*
[ -3/2 ] 
f(z) = 89/18*z^3 - 227/24*z + 1
*
4/15 | 0.20398907146813448387340601996813956294 | 0.027214719495309173701444040415255533298
f(z) = 90*z^3 - 233/20*z + 1
*
1/5 | 0.21413746671349570602122641388880048348 | 0.027102553548474054873149104237031467126
f(z) = 90*z^3 - 233/30*z + 1
*
2/3 | 0.13760874916028863129301936550919449313 | 0.022524664010755679428911259000090304281
f(z) = 90/7*z^3 - 228/35*z + 1
*
[ 4/7 ] 
f(z) = 91/4*z^3 - 229/28*z + 1
*
[ 1/7 ] 
f(z) = 91/5*z^3 - 223/35*z + 1
*
[ -3/2 ] 
f(z) = 91/18*z^3 - 233/24*z + 1
*
[ 6/5 ] 
f(z) = 95/18*z^3 - 223/30*z + 1
*
[ 5/24 ] 
f(z) = 96*z^3 - 239/30*z + 1
*
1/8 | 0.12557779663441304240429096984193935640 | 0.019757027938803714307632255912764410136
f(z) = 96/5*z^3 - 229/30*z + 1
*
[ 1/12 ] 
f(z) = 96/7*z^3 - 233/21*z + 1
*
-11/12 | 0.13755423221875822303194395601485832703 | 0.024290162839959652033067051402429664138
f(z) = 96/11*z^3 - 239/33*z + 1
*
[ 3/28 ] 
f(z) = 98*z^3 - 227/24*z + 1
*
3/7 | 0.13332811124311469200653097396040338265 | 0.020908549532146951207628975502191591575
f(z) = 98/5*z^3 - 223/30*z + 1
*
15/14 | 0.11722021180011111346007958193317185808 | 0.021572728918306174849129375078156840869
f(z) = 98/15*z^3 - 229/30*z + 1
*
[ 15/14 ] 
f(z) = 98/15*z^3 - 223/30*z + 1
*
[ -17/14 ] 
f(z) = 98/17*z^3 - 227/34*z + 1
*
[ -4/9 ] 
f(z) = 99/2*z^3 - 235/36*z + 1
*
[ 1/11 ] 
f(z) = 99/2*z^3 - 229/22*z + 1
*
-5/9 | 0.16171163844976657214003821124437286743 | 0.023807926729354824366676854381662586839
f(z) = 99/4*z^3 - 239/36*z + 1
*
[ 4/9 ] 
f(z) = 99/4*z^3 - 221/36*z + 1
*
[ -9/10 ] 
f(z) = 80/9*z^3 - 229/45*z + 1
*
[ 3/16 ] 
f(z) = 80/9*z^3 - 223/48*z + 1
*
[ 1/5 ] 
f(z) = 80/11*z^3 - 236/55*z + 1
*
[ 5/18 ] 
f(z) = 81/2*z^3 - 229/40*z + 1
*
[ 2/5 ] 
f(z) = 81/4*z^3 - 237/50*z + 1
*
[ 5/27 ] 
f(z) = 81/5*z^3 - 223/45*z + 1
*
[ 5/6 ] 
f(z) = 81/10*z^3 - 233/40*z + 1
*
[ 1/6 ] 
f(z) = 81/11*z^3 - 229/44*z + 1
*
0 | 0.15624993386375588954595083396047781034 | 0.028444963792127930329760384560469757282
f(z) = 81/14*z^3 - 229/42*z + 1
*
[ 1/4 ] 
f(z) = 83/3*z^3 - 227/48*z + 1
*
[ 1/4 ] 
f(z) = 85/3*z^3 - 229/48*z + 1
*
[ 1/5 ] 
f(z) = 85/11*z^3 - 237/55*z + 1
*
[ 5/22 ] 
f(z) = 88/5*z^3 - 237/55*z + 1
*
[ 1/4 ] 
f(z) = 89/3*z^3 - 233/48*z + 1
*
[ -2/3 ] 
f(z) = 89/6*z^3 - 221/54*z + 1
*
[ 1/5 ] 
f(z) = 90/11*z^3 - 238/55*z + 1
*
[ 1/4 ] 
f(z) = 91/3*z^3 - 235/48*z + 1
*
[ 4/13 ] 
f(z) = 91/4*z^3 - 229/52*z + 1
*
[ -2/3 ] 
f(z) = 91/6*z^3 - 229/54*z + 1
*
[ -6/7 ] 
f(z) = 91/9*z^3 - 221/42*z + 1
*
-6/7 | 0.13419943463936995252201976852025087694 | 0.020784299548855121445770310169284434998
f(z) = 91/12*z^3 - 227/42*z + 1
*
[ 1/4 ] 
f(z) = 95/3*z^3 - 239/48*z + 1
*
[ 1/5 ] 
f(z) = 95/11*z^3 - 239/55*z + 1
*
[ 2/3 ] 
f(z) = 97/12*z^3 - 221/54*z + 1
*
1/3 | 0.13321848624133103251231548646059731665 | 0.019050221385115135605141527429617682143
f(z) = 99/4*z^3 - 225/44*z + 1
*
[ 4/11 ] 
f(z) = 99/4*z^3 - 221/44*z + 1
*
[ 2/5 ] 
f(z) = 80/7*z^3 - 233/70*z + 1
*
[ 7/27 ] 
f(z) = 81/7*z^3 - 229/63*z + 1
*
-17/27 | 0.11741406118014355686456173502098671386 | 0.017812480707288340308851630577414992957
f(z) = 81/7*z^3 - 226/63*z + 1
*
[ 8/27 ] 
f(z) = 81/8*z^3 - 235/72*z + 1
*
[ 14/27 ] 
f(z) = 81/8*z^3 - 230/63*z + 1
*
[ 1/3 ] 
f(z) = 83/8*z^3 - 227/72*z + 1
*
[ 1/4 ] 
f(z) = 84/17*z^3 - 225/68*z + 1
*
[ 1/3 ] 
f(z) = 85/8*z^3 - 229/72*z + 1
*
[ 1/3 ] 
f(z) = 89/8*z^3 - 233/72*z + 1
*
[ 1/3 ] 
f(z) = 91/8*z^3 - 235/72*z + 1
*
[ 3/4 ] 
f(z) = 92/15*z^3 - 227/60*z + 1
*
[ 1/4 ] 
f(z) = 92/17*z^3 - 227/68*z + 1
*
[ 1/3 ] 
f(z) = 95/7*z^3 - 221/63*z + 1
*
[ 1/3 ] 
f(z) = 95/8*z^3 - 239/72*z + 1
*
-4/5 | 0.17958717218047398831649885384033900537 | 0.029138082004656371260341272684913775172
f(z) = 95/12*z^3 - 229/60*z + 1
*
13/24 | 0.13321870715075143998591805956314578467 | 0.020959164674716372080120666959316828836
f(z) = 96/11*z^3 - 235/66*z + 1
*
1/8 | 0.19015042456547153689393497141364676258 | 0.029916174287182091766881120236799056546
f(z) = 96/11*z^3 - 229/66*z + 1
*
[ 13/24 ] 
f(z) = 96/13*z^3 - 235/78*z + 1
*
[ 1/3 ] 
f(z) = 97/7*z^3 - 223/63*z + 1
*
[ 9/28 ] 
f(z) = 98/9*z^3 - 233/72*z + 1
*
[ 3/7 ] 
f(z) = 91/12*z^3 - 229/84*z + 1
*
[ 2/5 ] 
f(z) = 81/16*z^3 - 231/100*z + 1
*
[ 2/5 ] 
f(z) = 83/16*z^3 - 233/100*z + 1
*
[ 2/5 ] 
f(z) = 87/16*z^3 - 237/100*z + 1
*
[ 2/5 ] 
f(z) = 89/16*z^3 - 239/100*z + 1
*
[ -5/3 ] 
f(z) = 81/5*z^3 - 217/5*z + 1
*
[ -5/3 ] 
f(z) = 81/10*z^3 - 209/10*z + 1
*
[ -2/3 ] 
f(z) = 84*z^3 - 209/6*z + 1
*
[ -6/5 ] 
f(z) = 85/8*z^3 - 202/15*z + 1
*
[ -2/3 ] 
f(z) = 87*z^3 - 217/6*z + 1
*
[ -4/3 ] 
f(z) = 87/8*z^3 - 211/12*z + 1
*
[ 1/12 ] 
f(z) = 88*z^3 - 209/18*z + 1
*
3/2 | 0.13402290148234383161887988721559315731 | 0.025109497952255094233645689836970173535
f(z) = 88/15*z^3 - 208/15*z + 1
*
[ -7/6 ] 
f(z) = 90/7*z^3 - 219/14*z + 1
*
[ 3/4 ] 
f(z) = 92/3*z^3 - 211/12*z + 1
*
[ 3/2 ] 
f(z) = 92/3*z^3 - 206/3*z + 1
*
[ -3/2 ] 
f(z) = 92/3*z^3 - 202/3*z + 1
*
[ 3/2 ] 
f(z) = 92/15*z^3 - 202/15*z + 1
*
5/6 | 0.11904314623229413452242781897289244299 | 0.021021362704165713305902438253642270853
f(z) = 96/5*z^3 - 218/15*z + 1
*
[ 5/6 ] 
f(z) = 96/5*z^3 - 203/15*z + 1
*
[ 2/3 ] 
f(z) = 97/4*z^3 - 203/18*z + 1
*
[ 1/28 ] 
f(z) = 98*z^3 - 217/8*z + 1
*
[ -5/7 ] 
f(z) = 98/3*z^3 - 214/15*z + 1
*
-2/5 | 0.14808862097022569768207375603669701440 | 0.020072304179670785391046637083067441331
f(z) = 80*z^3 - 211/20*z + 1
*
[ 1/8 ] 
f(z) = 80/7*z^3 - 201/28*z + 1
*
-1/2 | 0.20595530045687841279344441442720811528 | 0.029938166641030697154762515619553068559
f(z) = 81/2*z^3 - 203/24*z + 1
*
[ 4/27 ] 
f(z) = 81/8*z^3 - 215/36*z + 1
*
[ 4/27 ] 
f(z) = 81/16*z^3 - 211/36*z + 1
*
[ -3/2 ] 
f(z) = 83/18*z^3 - 209/24*z + 1
*
[ -5/7 ] 
f(z) = 84/5*z^3 - 216/35*z + 1
*
-9/14 | 0.12506896840912747030217326320411886411 | 0.019613348576943918384616030910086689821
f(z) = 84/5*z^3 - 208/35*z + 1
*
[ 1/6 ] 
f(z) = 84/13*z^3 - 202/39*z + 1
*
3/5 | 0.13776744425313027321676178606423661614 | 0.022763617720724104489356426030809974918
f(z) = 85/6*z^3 - 203/30*z + 1
*
[ -3/2 ] 
f(z) = 85/18*z^3 - 215/24*z + 1
*
[ -3/8 ] 
f(z) = 88*z^3 - 209/24*z + 1
*
[ 3/22 ] 
f(z) = 88/9*z^3 - 215/33*z + 1
*
1/6 | 0.15831586545363701076256206564923576182 | 0.029634211935618102715023551352273976127
f(z) = 90/17*z^3 - 209/34*z + 1
*
0 | 0.13315988938369593596300499161205126767 | 0.025062060441276308236930819813026353211
f(z) = 94/15*z^3 - 203/30*z + 1
*
-6/5 | 0.17787504941120332168499668813758622968 | 0.027741748437722765082429409169193070802
f(z) = 95/18*z^3 - 203/30*z + 1
*
5/48 | 0.13004610995622253771196596681871808768 | 0.016796610352935865419586445515040503068
f(z) = 96*z^3 - 217/24*z + 1
*
5/12 | 0.15127385235130189562555430049493152601 | 0.023799762437431692188811973306585101689
f(z) = 96/5*z^3 - 217/30*z + 1
*
1/8 | 0.14491037029427297837719574237069453663 | 0.027076646405825551094878085631650679574
f(z) = 96/13*z^3 - 211/26*z + 1
*
[ 1/6 ] 
f(z) = 96/13*z^3 - 203/39*z + 1
*
3/28 | 0.21694458869528953138662479780104641341 | 0.027945896328180752924144267348204960384
f(z) = 98*z^3 - 211/24*z + 1
*
11/28 | 0.10287753072811966183710237620711782020 | 0.015436857253804999187875694011859423831
f(z) = 98/3*z^3 - 217/24*z + 1
*
[ 3/28 ] 
f(z) = 98/3*z^3 - 209/24*z + 1
*
[ 3/28 ] 
f(z) = 98/9*z^3 - 203/24*z + 1
*
0 | 0.13743137847035641749260069883462282795 | 0.025679189366160169066192756663765541126
f(z) = 98/15*z^3 - 211/30*z + 1
*
-2/3 | 0.20283177097997021399105975238043080306 | 0.029004909529625035456554509642825165525
f(z) = 99/4*z^3 - 211/22*z + 1
*
-16/27 | 0.11248525961317630215724945639276220176 | 0.017064749286202770605516910279527596484
f(z) = 81/5*z^3 - 211/45*z + 1
*
[ -7/9 ] 
f(z) = 81/8*z^3 - 215/56*z + 1
*
-5/6 | 0.081480101430509467343424082704807097804 | 0.014095090226354993918303270779605048104
f(z) = 81/10*z^3 - 201/40*z + 1
*
[ 1/4 ] 
f(z) = 82/7*z^3 - 209/56*z + 1
*
[ -2/3 ] 
f(z) = 85/6*z^3 - 205/54*z + 1
*
1/5 | 0.13109730240854821743933639813472388407 | 0.021661495518223991644799172491276663443
f(z) = 85/8*z^3 - 217/40*z + 1
*
[ 1/4 ] 
f(z) = 86/7*z^3 - 211/56*z + 1
*
[ 2/3 ] 
f(z) = 89/12*z^3 - 205/54*z + 1
*
[ 1/4 ] 
f(z) = 90/7*z^3 - 213/56*z + 1
*
[ 2/7 ] 
f(z) = 91/3*z^3 - 209/42*z + 1
*
[ 2/3 ] 
f(z) = 91/12*z^3 - 209/54*z + 1
*
6/7 | 0.18310590714933325109699037970068207223 | 0.028358748556457124321413169681217182586
f(z) = 91/18*z^3 - 205/42*z + 1
*
[ 1/4 ] 
f(z) = 94/7*z^3 - 215/56*z + 1
*
[ 1/3 ] 
f(z) = 95/6*z^3 - 203/54*z + 1
*
1/5 | 0.14991849030407451197435711109570350244 | 0.024324327909704462313609758193413953531
f(z) = 95/8*z^3 - 219/40*z + 1
*
[ 2/3 ] 
f(z) = 95/12*z^3 - 217/54*z + 1
*
[ 7/16 ] 
f(z) = 96/7*z^3 - 219/56*z + 1
*
1/8 | 0.16059809315667979953459541875963439774 | 0.025266735827929147982113733410540711614
f(z) = 96/7*z^3 - 205/42*z + 1
*
[ 1/3 ] 
f(z) = 97/6*z^3 - 205/54*z + 1
*
4/21 | 0.17139707603028219997811984020708193299 | 0.025271634099255677679137657191523170114
f(z) = 98/5*z^3 - 212/45*z + 1
*
[ 1/6 ] 
f(z) = 99/10*z^3 - 211/40*z + 1
*
[ 2/11 ] 
f(z) = 99/16*z^3 - 207/44*z + 1
*
[ 1/3 ] 
f(z) = 80/7*z^3 - 206/63*z + 1
*
13/20 | 0.17230248883398826162677706425229241006 | 0.028757991886500754174364726334915698362
f(z) = 80/13*z^3 - 209/65*z + 1
*
[ 13/20 ] 
f(z) = 80/13*z^3 - 204/65*z + 1
*
[ 8/27 ] 
f(z) = 81/16*z^3 - 203/72*z + 1
*
[ -19/18 ] 
f(z) = 81/19*z^3 - 213/76*z + 1
*
[ 1/3 ] 
f(z) = 82/7*z^3 - 208/63*z + 1
*
[ 1/3 ] 
f(z) = 83/7*z^3 - 209/63*z + 1
*
[ 1/3 ] 
f(z) = 85/7*z^3 - 211/63*z + 1
*
[ 1/3 ] 
f(z) = 86/7*z^3 - 212/63*z + 1
*
[ 1/3 ] 
f(z) = 88/7*z^3 - 214/63*z + 1
*
[ 1/3 ] 
f(z) = 89/7*z^3 - 215/63*z + 1
*
[ 6/13 ] 
f(z) = 91/12*z^3 - 217/78*z + 1
*
[ 1/3 ] 
f(z) = 92/7*z^3 - 218/63*z + 1
*
[ 1/4 ] 
f(z) = 92/15*z^3 - 203/60*z + 1
*
[ 1/3 ] 
f(z) = 94/7*z^3 - 220/63*z + 1
*
[ 3/5 ] 
f(z) = 95/12*z^3 - 211/60*z + 1
*
[ 3/8 ] 
f(z) = 96/13*z^3 - 211/78*z + 1
*
[ 5/9 ] 
f(z) = 81/19*z^3 - 201/95*z + 1
*
[ 2/5 ] 
f(z) = 85/18*z^3 - 203/90*z + 1
*
[ 2/5 ] 
f(z) = 95/18*z^3 - 211/90*z + 1
*
-14/27 | 0.12120433030680435354213143960194718480 | 0.018387489313714890634316129840754583939
f(z) = 81*z^3 - 187/9*z + 1
*
[ 1/12 ] 
f(z) = 81*z^3 - 185/16*z + 1
*
[ 10/9 ] 
f(z) = 81/5*z^3 - 199/10*z + 1
*
[ -10/9 ] 
f(z) = 81/5*z^3 - 181/10*z + 1
*
[ 14/9 ] 
f(z) = 81/14*z^3 - 191/14*z + 1
*
[ 3/2 ] 
f(z) = 88/3*z^3 - 197/3*z + 1
*
[ -3/2 ] 
f(z) = 88/3*z^3 - 193/3*z + 1
*
[ 3/2 ] 
f(z) = 88/15*z^3 - 193/15*z + 1
*
[ 2/3 ] 
f(z) = 89/4*z^3 - 187/18*z + 1
*
-2 | 0.076026186008679578408179741711211990267 | 0.012904069437200401129079293031214414353
f(z) = 89/12*z^3 - 181/6*z + 1
*
[ 2/3 ] 
f(z) = 91/4*z^3 - 191/18*z + 1
*
-2 | 0.097003164447815303925209534834174148259 | 0.016433879417666226799921746656885754835
f(z) = 91/4*z^3 - 183/2*z + 1
*
[ 2 ] 
f(z) = 91/4*z^3 - 181/2*z + 1
*
-2 | 0.076445564404693611788132696876784966583 | 0.012927289346400274494714947278319648045
f(z) = 91/12*z^3 - 185/6*z + 1
*
-3/4 | 0.17117754618737477097349081018416158488 | 0.028973450098591059952921737743934867529
f(z) = 92/3*z^3 - 191/12*z + 1
*
-3/2 | 0.10249381714108593737007861568352080622 | 0.019399936554324184706270729687348836677
f(z) = 92/15*z^3 - 197/15*z + 1
*
[ -3/2 ] 
f(z) = 92/15*z^3 - 182/15*z + 1
*
-2 | 0.097407871143944453862690173066625624186 | 0.016442212233046261866357363495751480762
f(z) = 93/4*z^3 - 187/2*z + 1
*
[ 2 ] 
f(z) = 93/4*z^3 - 185/2*z + 1
*
[ -2 ] 
f(z) = 93/4*z^3 - 183/2*z + 1
*
0 | 0.15249761000060940108219355219812075968 | 0.029034590847134305324429762126865530723
f(z) = 94/3*z^3 - 191/6*z + 1
*
3/5 | 0.18411276625559928265166584193821801065 | 0.029872361238967547622344970693426290974
f(z) = 95/3*z^3 - 196/15*z + 1
*
[ 3/5 ] 
f(z) = 95/3*z^3 - 181/15*z + 1
*
[ 2/3 ] 
f(z) = 95/4*z^3 - 199/18*z + 1
*
-2 | 0.097803918813471171209688776233648648060 | 0.016450294310866833618599038957578082905
f(z) = 95/4*z^3 - 191/2*z + 1
*
[ 2 ] 
f(z) = 95/4*z^3 - 189/2*z + 1
*
[ -2 ] 
f(z) = 95/4*z^3 - 187/2*z + 1
*
-2 | 0.077255721517518959299791337711523229632 | 0.012971428990590598980837349891117905683
f(z) = 95/12*z^3 - 193/6*z + 1
*
[ 2 ] 
f(z) = 95/12*z^3 - 187/6*z + 1
*
[ -2 ] 
f(z) = 95/12*z^3 - 181/6*z + 1
*
[ -5/12 ] 
f(z) = 96*z^3 - 199/15*z + 1
*
-5/6 | 0.16769544019040269324776591156230719063 | 0.029612680642683377836614535973012667373
f(z) = 96/5*z^3 - 197/15*z + 1
*
-2 | 0.098191670377268099887526558318684644723 | 0.016458138673218502942393688922573841875
f(z) = 97/4*z^3 - 195/2*z + 1
*
[ 2 ] 
f(z) = 97/4*z^3 - 193/2*z + 1
*
[ -2 ] 
f(z) = 97/4*z^3 - 191/2*z + 1
*
-2 | 0.077649355761098404805201077250879415852 | 0.012992770494833642491641570276730044971
f(z) = 97/12*z^3 - 197/6*z + 1
*
[ 2 ] 
f(z) = 97/12*z^3 - 191/6*z + 1
*
[ -2 ] 
f(z) = 97/12*z^3 - 185/6*z + 1
*
[ 2/21 ] 
f(z) = 98*z^3 - 187/18*z + 1
*
0 | 0.15492572048236107847927046521861258841 | 0.029268240846194740240633170548485403275
f(z) = 98/3*z^3 - 199/6*z + 1
*
[ -9/14 ] 
f(z) = 98/3*z^3 - 197/18*z + 1
*
[ 1/12 ] 
f(z) = 99*z^3 - 187/16*z + 1
*
-2 | 0.098571466399274219589005416870301835485 | 0.016465757398917079824849181265846191988
f(z) = 99/4*z^3 - 199/2*z + 1
*
[ 2 ] 
f(z) = 99/4*z^3 - 197/2*z + 1
*
[ -2 ] 
f(z) = 99/4*z^3 - 195/2*z + 1
*
1/8 | 0.20970494274459913835449337262298711285 | 0.028423935419024145499520058057279724880
f(z) = 80*z^3 - 181/20*z + 1
*
[ 1/5 ] 
f(z) = 81*z^3 - 181/25*z + 1
*
13/18 | 0.16713723241566043700517648797008852279 | 0.028912756976513601653579348896475090104
f(z) = 81/5*z^3 - 189/20*z + 1
*
[ 1/5 ] 
f(z) = 82*z^3 - 182/25*z + 1
*
[ 1/5 ] 
f(z) = 83*z^3 - 183/25*z + 1
*
2/21 | 0.16733494857729594390558884383216106107 | 0.022384930406736872842930033074700477570
f(z) = 84*z^3 - 184/21*z + 1
*
[ 1/5 ] 
f(z) = 84*z^3 - 184/25*z + 1
*
[ 1/10 ] 
f(z) = 85*z^3 - 197/20*z + 1
*
[ 1/4 ] 
f(z) = 85/2*z^3 - 181/32*z + 1
*
[ 2/5 ] 
f(z) = 85/3*z^3 - 181/30*z + 1
*
[ 6/5 ] 
f(z) = 85/18*z^3 - 199/30*z + 1
*
[ 1/5 ] 
f(z) = 86*z^3 - 186/25*z + 1
*
0 | 0.12219610921210989677099927116234479978 | 0.023359505252556808319888746202301242511
f(z) = 86/15*z^3 - 187/30*z + 1
*
[ 1/5 ] 
f(z) = 87*z^3 - 187/25*z + 1
*
[ 1/4 ] 
f(z) = 87/2*z^3 - 183/32*z + 1
*
1/4 | 0.22197421992302283149929779011653710346 | 0.029329161775276071517927287963733460795
f(z) = 88*z^3 - 191/22*z + 1
*
[ 1/5 ] 
f(z) = 88*z^3 - 188/25*z + 1
*
-1/2 | 0.17990337816583232682213310906993319070 | 0.026166880751380687029316360529042865559
f(z) = 88/3*z^3 - 197/33*z + 1
*
0 | 0.12538182109595650007820455380514587996 | 0.023871914288854376023591582676402724643
f(z) = 88/15*z^3 - 191/30*z + 1
*
[ 1/5 ] 
f(z) = 89*z^3 - 189/25*z + 1
*
[ 1/4 ] 
f(z) = 89/2*z^3 - 185/32*z + 1
*
[ 4/15 ] 
f(z) = 90*z^3 - 183/20*z + 1
*
[ 1/6 ] 
f(z) = 90/19*z^3 - 195/38*z + 1
*
[ 2/13 ] 
f(z) = 91*z^3 - 199/26*z + 1
*
[ 1/5 ] 
f(z) = 91*z^3 - 191/25*z + 1
*
[ 1/4 ] 
f(z) = 91/2*z^3 - 187/32*z + 1
*
[ 3/13 ] 
f(z) = 91/3*z^3 - 193/39*z + 1
*
-4/7 | 0.10746418470370168472091919930774098226 | 0.016643645419650455358172024985465713648
f(z) = 91/3*z^3 - 187/21*z + 1
*
[ 1/7 ] 
f(z) = 91/4*z^3 - 181/28*z + 1
*
6/7 | 0.17124485981048524842628778596222831928 | 0.025877955503157469215935513916294484853
f(z) = 91/16*z^3 - 187/28*z + 1
*
[ 1/5 ] 
f(z) = 92*z^3 - 192/25*z + 1
*
0 | 0.15646304271964309675270669639169632735 | 0.029558668525723291349104377710256236214
f(z) = 92/15*z^3 - 199/30*z + 1
*
[ 1/5 ] 
f(z) = 93*z^3 - 193/25*z + 1
*
[ 1/4 ] 
f(z) = 93/2*z^3 - 189/32*z + 1
*
0 | 0.14337355704045590609501241127135975775 | 0.024245114427735202241008498556572584919
f(z) = 93/14*z^3 - 185/21*z + 1
*
[ 1/5 ] 
f(z) = 94*z^3 - 194/25*z + 1
*
[ 1/10 ] 
f(z) = 95*z^3 - 199/20*z + 1
*
[ 1/4 ] 
f(z) = 95/2*z^3 - 191/32*z + 1
*
[ 2/5 ] 
f(z) = 95/3*z^3 - 197/30*z + 1
*
[ 3/5 ] 
f(z) = 95/6*z^3 - 191/30*z + 1
*
[ 1/5 ] 
f(z) = 96*z^3 - 196/25*z + 1
*
[ 3/16 ] 
f(z) = 96*z^3 - 185/24*z + 1
*
-5/8 | 0.16342203885138856403547295616284294670 | 0.025711024352519618497979133961960500873
f(z) = 96/5*z^3 - 187/30*z + 1
*
[ -2/3 ] 
f(z) = 96/5*z^3 - 181/30*z + 1
*
3/4 | 0.14483930590335532668902646125544579098 | 0.025576605454233770544953975294614437941
f(z) = 96/7*z^3 - 190/21*z + 1
*
[ 1/8 ] 
f(z) = 96/13*z^3 - 185/26*z + 1
*
[ 1/5 ] 
f(z) = 97*z^3 - 197/25*z + 1
*
[ 1/4 ] 
f(z) = 97/2*z^3 - 193/32*z + 1
*
[ 1/5 ] 
f(z) = 98*z^3 - 198/25*z + 1
*
5/14 | 0.18214287161384560985828909751413320759 | 0.026445224151635683878796711388104817465
f(z) = 98/3*z^3 - 197/30*z + 1
*
-15/28 | 0.14219729024856374693764993030491757241 | 0.021336819185969944870835271495727668747
f(z) = 98/3*z^3 - 185/24*z + 1
*
13/14 | 0.14786545507574455956464275612144810813 | 0.027987838945416843500024332618534566094
f(z) = 98/13*z^3 - 197/26*z + 1
*
5/14 | 0.10372764592818714773171524748050886175 | 0.019596008422504932364578620164248040558
f(z) = 98/15*z^3 - 199/30*z + 1
*
-15/14 | 0.15516701888788044567280563060940367060 | 0.029369872307563948907069894366322847890
f(z) = 98/15*z^3 - 197/30*z + 1
*
5/7 | 0.10298889304368436850932567051926871266 | 0.019512439515419480208059591065504210384
f(z) = 98/15*z^3 - 187/30*z + 1
*
0 | 0.13281261958110061017403924510578876621 | 0.025162890190123876665227254006730283894
f(z) = 98/15*z^3 - 181/30*z + 1
*
[ 1/5 ] 
f(z) = 99*z^3 - 199/25*z + 1
*
[ 1/4 ] 
f(z) = 99/2*z^3 - 195/32*z + 1
*
[ 1/5 ] 
f(z) = 80/9*z^3 - 196/45*z + 1
*
1/3 | 0.11156637362051797965621803896137908698 | 0.016925348273650179729439610562002949278
f(z) = 81/5*z^3 - 196/45*z + 1
*
10/27 | 0.17079198434839165150660490585327073866 | 0.025910260624557155588563951122933908170
f(z) = 81/5*z^3 - 181/45*z + 1
*
5/9 | 0.17988678523808027985186699751792203272 | 0.029961720336750661923938520366472189558
f(z) = 81/8*z^3 - 197/40*z + 1
*
[ 13/18 ] 
f(z) = 81/13*z^3 - 189/52*z + 1
*
[ -2/3 ] 
f(z) = 83/6*z^3 - 197/54*z + 1
*
[ 1/3 ] 
f(z) = 83/6*z^3 - 191/54*z + 1
*
[ 2/3 ] 
f(z) = 83/12*z^3 - 193/54*z + 1
*
[ 1/3 ] 
f(z) = 85/6*z^3 - 193/54*z + 1
*
-2/3 | 0.20685117491987691605120182195270079805 | 0.025074955479010759719142716801924591623
f(z) = 85/8*z^3 - 181/45*z + 1
*
[ 1/5 ] 
f(z) = 85/9*z^3 - 197/45*z + 1
*
[ 2/3 ] 
f(z) = 85/12*z^3 - 197/54*z + 1
*
[ -3/4 ] 
f(z) = 88/7*z^3 - 199/42*z + 1
*
[ 1/3 ] 
f(z) = 89/6*z^3 - 197/54*z + 1
*
[ 1/3 ] 
f(z) = 91/5*z^3 - 181/45*z + 1
*
2/7 | 0.17658828229715943936873370511499197577 | 0.027349323534372105287259983176378443684
f(z) = 91/6*z^3 - 199/42*z + 1
*
[ 1/3 ] 
f(z) = 91/6*z^3 - 199/54*z + 1
*
[ 1/3 ] 
f(z) = 92/5*z^3 - 182/45*z + 1
*
[ 1/3 ] 
f(z) = 94/5*z^3 - 184/45*z + 1
*
[ 6/19 ] 
f(z) = 95/8*z^3 - 191/57*z + 1
*
[ 1/5 ] 
f(z) = 95/9*z^3 - 199/45*z + 1
*
[ 3/4 ] 
f(z) = 96/19*z^3 - 181/57*z + 1
*
[ 1/3 ] 
f(z) = 97/5*z^3 - 187/45*z + 1
*
[ 5/21 ] 
f(z) = 98/5*z^3 - 194/45*z + 1
*
[ 1/3 ] 
f(z) = 98/5*z^3 - 188/45*z + 1
*
[ 10/33 ] 
f(z) = 99/8*z^3 - 189/55*z + 1
*
[ -5/6 ] 
f(z) = 99/10*z^3 - 187/40*z + 1
*
-3/4 | 0.17230159231145760338446706773929895285 | 0.028757842253214333246701941513880118726
f(z) = 80/13*z^3 - 186/65*z + 1
*
[ 5/9 ] 
f(z) = 81/14*z^3 - 181/70*z + 1
*
[ 3/10 ] 
f(z) = 85/9*z^3 - 191/60*z + 1
*
-4/5 | 0.10595405069102898755928252047438763897 | 0.017507020754927053470650230903615651135
f(z) = 85/12*z^3 - 197/60*z + 1
*
[ 3/5 ] 
f(z) = 85/12*z^3 - 193/60*z + 1
*
[ -13/15 ] 
f(z) = 90/13*z^3 - 198/65*z + 1
*
-3/4 | 0.17627105904937755276241837099623074624 | 0.029835576259531751543479885578877074344
f(z) = 92/15*z^3 - 187/60*z + 1
*
[ 3/10 ] 
f(z) = 95/9*z^3 - 197/60*z + 1
*
[ 2/5 ] 
f(z) = 95/14*z^3 - 181/70*z + 1
*
[ 11/24 ] 
f(z) = 96/11*z^3 - 199/66*z + 1
*
[ 3/8 ] 
f(z) = 96/11*z^3 - 191/66*z + 1
*
[ 4/7 ] 
f(z) = 98/19*z^3 - 185/76*z + 1
*
[ -8/9 ] 
f(z) = 99/16*z^3 - 199/72*z + 1
*
[ 5/9 ] 
f(z) = 81/16*z^3 - 189/80*z + 1
*
[ 5/9 ] 
f(z) = 81/17*z^3 - 193/85*z + 1
*
3/20 | 0.14745276571240452184291401442958097889 | 0.020797061742457702899099088665904703379
f(z) = 80*z^3 - 167/15*z + 1
*
[ 3/2 ] 
f(z) = 80/3*z^3 - 179/3*z + 1
*
[ -3/2 ] 
f(z) = 80/3*z^3 - 175/3*z + 1
*
3/5 | 0.16475666748724442515637133124467323771 | 0.027498563363238252947360047047406042924
f(z) = 80/3*z^3 - 169/15*z + 1
*
0 | 0.15160633887498624326649190469189383248 | 0.029763206458568464812962508507365769676
f(z) = 80/3*z^3 - 163/6*z + 1
*
11/36 | 0.14193366258889845957715615457849813790 | 0.019803671339050860409306289592260288271
f(z) = 81*z^3 - 169/16*z + 1
*
-2 | 0.094835205679230625847571491665099254397 | 0.016387919022824132343316408691615727237
f(z) = 81/4*z^3 - 163/2*z + 1
*
[ 2 ] 
f(z) = 81/4*z^3 - 161/2*z + 1
*
[ 14/9 ] 
f(z) = 81/8*z^3 - 169/7*z + 1
*
[ 13/9 ] 
f(z) = 81/13*z^3 - 165/13*z + 1
*
[ -14/9 ] 
f(z) = 81/14*z^3 - 173/14*z + 1
*
0 | 0.15320496336958122672747608308450374227 | 0.029729535105903904348253868017237164660
f(z) = 82/3*z^3 - 173/6*z + 1
*
0 | 0.14450244863602688201433965349482807463 | 0.028234197604039646299493242199063785774
f(z) = 82/3*z^3 - 167/6*z + 1
*
[ 2/3 ] 
f(z) = 83/4*z^3 - 175/18*z + 1
*
-2 | 0.095289587713709091691086151603776481664 | 0.016397741481212612566710263390127980174
f(z) = 83/4*z^3 - 167/2*z + 1
*
[ 2 ] 
f(z) = 83/4*z^3 - 165/2*z + 1
*
[ -2 ] 
f(z) = 83/4*z^3 - 163/2*z + 1
*
-2 | 0.074707584304901349534289574038104049619 | 0.012829640302655452848342538922628175755
f(z) = 83/12*z^3 - 169/6*z + 1
*
[ 2 ] 
f(z) = 83/12*z^3 - 163/6*z + 1
*
1/3 | 0.16637584030174692307626078194657594074 | 0.024057619067268262625177453965057470883
f(z) = 84*z^3 - 163/12*z + 1
*
[ 5/6 ] 
f(z) = 84/5*z^3 - 178/15*z + 1
*
1/6 | 0.080050394202547479670692281041993746256 | 0.014477153596805594752023157551047015867
f(z) = 84/5*z^3 - 172/15*z + 1
*
[ 3/5 ] 
f(z) = 85/3*z^3 - 163/15*z + 1
*
[ 2/3 ] 
f(z) = 85/4*z^3 - 179/18*z + 1
*
-2 | 0.095733081965992795332102515053357100069 | 0.016407230033683544686736344446130736812
f(z) = 85/4*z^3 - 171/2*z + 1
*
[ 2 ] 
f(z) = 85/4*z^3 - 169/2*z + 1
*
[ -2 ] 
f(z) = 85/4*z^3 - 167/2*z + 1
*
-2 | 0.075156647041844687144527974012630111731 | 0.012855115726599332283079868760390481279
f(z) = 85/12*z^3 - 173/6*z + 1
*
[ 2 ] 
f(z) = 85/12*z^3 - 167/6*z + 1
*
[ -2 ] 
f(z) = 85/12*z^3 - 161/6*z + 1
*
0 | 0.14729748166967126181497816172196702933 | 0.028519571268463293769433001420133566451
f(z) = 86/3*z^3 - 175/6*z + 1
*
-2 | 0.096166198268607819728971483940859200186 | 0.016416404170642599212902335107908044714
f(z) = 87/4*z^3 - 175/2*z + 1
*
[ 2 ] 
f(z) = 87/4*z^3 - 173/2*z + 1
*
[ -2 ] 
f(z) = 87/4*z^3 - 171/2*z + 1
*
0 | 0.14864498909534426287143596219011238157 | 0.028655086523153323798553968207500462844
f(z) = 88/3*z^3 - 179/6*z + 1
*
[ -3/2 ] 
f(z) = 88/15*z^3 - 173/15*z + 1
*
-2 | 0.096589411445655675199407990097222415264 | 0.016425281801671379955761322141970746017
f(z) = 89/4*z^3 - 179/2*z + 1
*
[ 2 ] 
f(z) = 89/4*z^3 - 177/2*z + 1
*
[ -2 ] 
f(z) = 89/4*z^3 - 175/2*z + 1
*
[ 2 ] 
f(z) = 89/12*z^3 - 175/6*z + 1
*
[ -2 ] 
f(z) = 89/12*z^3 - 169/6*z + 1
*
11/30 | 0.17467230736502769406337134297674727522 | 0.025678060953884693392006989103689968202
f(z) = 90*z^3 - 161/10*z + 1
*
[ 1/13 ] 
f(z) = 91*z^3 - 163/13*z + 1
*
[ -2 ] 
f(z) = 91/4*z^3 - 179/2*z + 1
*
[ 2 ] 
f(z) = 91/12*z^3 - 179/6*z + 1
*
[ -2 ] 
f(z) = 91/12*z^3 - 173/6*z + 1
*
[ -3/4 ] 
f(z) = 92/3*z^3 - 179/12*z + 1
*
[ 2/5 ] 
f(z) = 95*z^3 - 167/10*z + 1
*
[ 2/19 ] 
f(z) = 95/8*z^3 - 164/19*z + 1
*
1/3 | 0.20297467202647644710704912860805983591 | 0.028793777015772658540346337582641301428
f(z) = 96*z^3 - 179/12*z + 1
*
[ 3/4 ] 
f(z) = 96*z^3 - 163/3*z + 1
*
11/42 | 0.19151477097441406681836342959483702098 | 0.025619542460038603407640899268601322655
f(z) = 98*z^3 - 175/18*z + 1
*
13/14 | 0.14107062237074481073448101612109105201 | 0.026727464535852113187348881252098810626
f(z) = 98/3*z^3 - 175/6*z + 1
*
[ 4/3 ] 
f(z) = 99/4*z^3 - 175/4*z + 1
*
[ -4/3 ] 
f(z) = 99/4*z^3 - 169/4*z + 1
*
[ 2/33 ] 
f(z) = 99/8*z^3 - 171/11*z + 1
*
9/40 | 0.092970198916468626433943163997511099308 | 0.012601414612882753914264613910478673238
f(z) = 80*z^3 - 161/20*z + 1
*
[ 2/5 ] 
f(z) = 80/3*z^3 - 173/30*z + 1
*
3/4 | 0.14647988047828517463281519331958815315 | 0.026726789070965557786237325018286580468
f(z) = 80/7*z^3 - 163/21*z + 1
*
[ 5/18 ] 
f(z) = 81*z^3 - 177/20*z + 1
*
[ 1/4 ] 
f(z) = 81/2*z^3 - 177/32*z + 1
*
1/3 | 0.083455930392597620879961589214662310044 | 0.012660810256330205408027503260481971584
f(z) = 81/4*z^3 - 169/36*z + 1
*
1/6 | 0.16572613717476899481273840094111531614 | 0.028668654252177797519371715533358723600
f(z) = 81/7*z^3 - 177/28*z + 1
*
2/3 | 0.11434142882124872275357970993241552785 | 0.019779709739565685870377773426660560487
f(z) = 81/7*z^3 - 165/28*z + 1
*
[ 1/6 ] 
f(z) = 81/8*z^3 - 169/32*z + 1
*
[ 2/15 ] 
f(z) = 81/8*z^3 - 167/25*z + 1
*
0 | 0.14783279426295788800039099924643382948 | 0.025439546973929465428960703999372053864
f(z) = 81/14*z^3 - 167/21*z + 1
*
10/9 | 0.19386717135128666857602068515396540297 | 0.029806055048430182234263027753173686310
f(z) = 81/16*z^3 - 167/20*z + 1
*
2/27 | 0.14585430494841464350281948501793690618 | 0.022127051622739974565058857320269356965
f(z) = 81/16*z^3 - 163/36*z + 1
*
0 | 0.11399317812796555463634597922670542790 | 0.021975072299348650974168312929145697357
f(z) = 82/15*z^3 - 179/30*z + 1
*
[ 1/4 ] 
f(z) = 83/2*z^3 - 179/32*z + 1
*
5/42 | 0.18049550281535056588029408821102484363 | 0.024145459771568612972327863263707968685
f(z) = 84*z^3 - 172/21*z + 1
*
1/6 | 0.13323090926174868526699084588685736353 | 0.017822724166152865006832156688320169650
f(z) = 84*z^3 - 163/21*z + 1
*
-2/3 | 0.15241244422247367929648230267010501278 | 0.024493463423584929647547820001378615898
f(z) = 84/5*z^3 - 179/30*z + 1
*
5/14 | 0.15993063975321329822246399351778978877 | 0.025080365061878100674989917887821676065
f(z) = 84/5*z^3 - 173/35*z + 1
*
[ 1/6 ] 
f(z) = 84/11*z^3 - 172/33*z + 1
*
[ 3/5 ] 
f(z) = 85/6*z^3 - 173/30*z + 1
*
1/5 | 0.16261288876901452188729969063973331781 | 0.026868885145311605275143268243305601215
f(z) = 85/6*z^3 - 167/30*z + 1
*
-6/5 | 0.14476789678523850467050307043933762378 | 0.023030216460246868278277247915116979922
f(z) = 85/18*z^3 - 179/30*z + 1
*
2/3 | 0.095081511606788974659197779608678661966 | 0.017087099093331634965861489870005949083
f(z) = 87/10*z^3 - 161/30*z + 1
*
3/22 | 0.14448918433841612603359703694270943907 | 0.019091165918766044777435217435509297762
f(z) = 88*z^3 - 179/22*z + 1
*
[ 2/11 ] 
f(z) = 88*z^3 - 163/22*z + 1
*
[ 1/8 ] 
f(z) = 88/3*z^3 - 179/24*z + 1
*
0 | 0.13028710877129193158122924646571255911 | 0.025198242349521202557964536683725267740
f(z) = 88/15*z^3 - 161/30*z + 1
*
[ 1/3 ] 
f(z) = 89/4*z^3 - 161/36*z + 1
*
8/15 | 0.14323314969172972710037646981815936002 | 0.023445301201382699028845639050303506717
f(z) = 90/7*z^3 - 163/35*z + 1
*
[ 1/6 ] 
f(z) = 90/17*z^3 - 175/34*z + 1
*
[ 2/13 ] 
f(z) = 91/2*z^3 - 171/26*z + 1
*
3/7 | 0.19200995246146901634484082392469179661 | 0.029737773330006481770007984540961513232
f(z) = 91/3*z^3 - 166/21*z + 1
*
[ 1/3 ] 
f(z) = 91/4*z^3 - 163/36*z + 1
*
[ 6/7 ] 
f(z) = 91/8*z^3 - 179/21*z + 1
*
[ -2/3 ] 
f(z) = 93/5*z^3 - 173/30*z + 1
*
2/3 | 0.12781966126121003383660186156856919154 | 0.022698429079480987888774532423208950558
f(z) = 93/10*z^3 - 169/30*z + 1
*
0 | 0.13032646475109240325008826214126576889 | 0.024888362303295652706864444474343737995
f(z) = 94/15*z^3 - 173/30*z + 1
*
[ 1/3 ] 
f(z) = 95/4*z^3 - 167/36*z + 1
*
1/5 | 0.15053058876712971973360384546017485519 | 0.024423641101147241557083332033629130284
f(z) = 95/6*z^3 - 169/30*z + 1
*
[ -6/5 ] 
f(z) = 95/18*z^3 - 173/30*z + 1
*
1/8 | 0.16592241251658010370401794085779371601 | 0.026104405616442040651111608781816576612
f(z) = 96/5*z^3 - 169/30*z + 1
*
3/8 | 0.17824566689588681074848648106059258598 | 0.028043210784187973625685616830636885768
f(z) = 96/5*z^3 - 161/30*z + 1
*
[ 3/4 ] 
f(z) = 96/7*z^3 - 169/21*z + 1
*
[ 3/4 ] 
f(z) = 96/13*z^3 - 175/39*z + 1
*
[ 1/3 ] 
f(z) = 97/4*z^3 - 169/36*z + 1
*
[ 5/14 ] 
f(z) = 98/3*z^3 - 179/30*z + 1
*
3/28 | 0.096472067351333478347802596085569437126 | 0.014475712258468354808268935461844930918
f(z) = 98/3*z^3 - 169/24*z + 1
*
[ 13/14 ] 
f(z) = 98/13*z^3 - 171/26*z + 1
*
1/7 | 0.062718445716710130987830199750780761029 | 0.011882736500812146433552702309401923183
f(z) = 98/15*z^3 - 169/30*z + 1
*
[ -15/14 ] 
f(z) = 98/15*z^3 - 167/30*z + 1
*
[ 2/11 ] 
f(z) = 99*z^3 - 171/22*z + 1
*
[ 1/6 ] 
f(z) = 99/8*z^3 - 171/32*z + 1
*
[ 2/15 ] 
f(z) = 99/8*z^3 - 168/25*z + 1
*
11/20 | 0.17088551891462533000407954069340391221 | 0.028521493796889777779966599677386878901
f(z) = 80/9*z^3 - 166/45*z + 1
*
[ 11/20 ] 
f(z) = 80/11*z^3 - 166/55*z + 1
*
[ 2/7 ] 
f(z) = 81/8*z^3 - 163/49*z + 1
*
[ -8/9 ] 
f(z) = 81/10*z^3 - 171/40*z + 1
*
5/18 | 0.15574492979413460741321925593266082083 | 0.026942023870918557822344090846026248468
f(z) = 81/10*z^3 - 161/40*z + 1
*
[ 5/9 ] 
f(z) = 81/11*z^3 - 169/55*z + 1
*
[ 1/3 ] 
f(z) = 82/5*z^3 - 172/45*z + 1
*
[ 1/4 ] 
f(z) = 82/5*z^3 - 161/40*z + 1
*
[ 1/3 ] 
f(z) = 83/5*z^3 - 173/45*z + 1
*
[ 2/7 ] 
f(z) = 83/8*z^3 - 164/49*z + 1
*
[ 1/4 ] 
f(z) = 84/13*z^3 - 177/52*z + 1
*
[ 1/5 ] 
f(z) = 85/8*z^3 - 177/40*z + 1
*
[ 2/7 ] 
f(z) = 85/8*z^3 - 165/49*z + 1
*
[ 6/17 ] 
f(z) = 85/8*z^3 - 161/51*z + 1
*
[ 1/3 ] 
f(z) = 86/5*z^3 - 176/45*z + 1
*
[ 1/4 ] 
f(z) = 86/5*z^3 - 163/40*z + 1
*
[ 2/7 ] 
f(z) = 87/8*z^3 - 166/49*z + 1
*
1/3 | 0.14599173251238922253734850804337168467 | 0.026236175236282673171924134880528791387
f(z) = 87/16*z^3 - 173/48*z + 1
*
[ 1/3 ] 
f(z) = 88/5*z^3 - 178/45*z + 1
*
[ -5/8 ] 
f(z) = 88/5*z^3 - 171/40*z + 1
*
[ 1/3 ] 
f(z) = 89/5*z^3 - 179/45*z + 1
*
[ 2/7 ] 
f(z) = 89/8*z^3 - 167/49*z + 1
*
[ 3/7 ] 
f(z) = 91/6*z^3 - 173/42*z + 1
*
[ 4/13 ] 
f(z) = 91/8*z^3 - 173/52*z + 1
*
[ -3/4 ] 
f(z) = 91/9*z^3 - 161/48*z + 1
*
2/7 | 0.17362806548630240502495146864688535686 | 0.026890856379933293849972260453094317334
f(z) = 91/12*z^3 - 173/42*z + 1
*
[ 6/7 ] 
f(z) = 91/18*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 92/13*z^3 - 179/52*z + 1
*
[ 2/7 ] 
f(z) = 93/8*z^3 - 169/49*z + 1
*
1/3 | 0.15157460536626736166352021482915338112 | 0.026916871756729045735367299096715347456
f(z) = 93/16*z^3 - 175/48*z + 1
*
[ 1/4 ] 
f(z) = 94/5*z^3 - 167/40*z + 1
*
[ 1/5 ] 
f(z) = 95/8*z^3 - 179/40*z + 1
*
[ 2/7 ] 
f(z) = 95/8*z^3 - 170/49*z + 1
*
[ -3/4 ] 
f(z) = 95/9*z^3 - 173/48*z + 1
*
[ 5/16 ] 
f(z) = 96/5*z^3 - 163/40*z + 1
*
1/6 | 0.10810780514773645937005875217092273701 | 0.017008491819016860220961586969532161154
f(z) = 96/7*z^3 - 163/42*z + 1
*
[ 3/4 ] 
f(z) = 96/17*z^3 - 179/51*z + 1
*
[ 2/7 ] 
f(z) = 97/8*z^3 - 171/49*z + 1
*
[ -3/4 ] 
f(z) = 97/9*z^3 - 179/48*z + 1
*
[ 4/7 ] 
f(z) = 98/11*z^3 - 161/44*z + 1
*
[ 4/7 ] 
f(z) = 98/13*z^3 - 167/52*z + 1
*
[ 2/7 ] 
f(z) = 99/8*z^3 - 172/49*z + 1
*
[ 5/9 ] 
f(z) = 81/13*z^3 - 177/65*z + 1
*
[ 2/5 ] 
f(z) = 85/14*z^3 - 173/70*z + 1
*
[ 1/2 ] 
f(z) = 85/19*z^3 - 161/76*z + 1
*
[ 1/2 ] 
f(z) = 87/19*z^3 - 163/76*z + 1
*
[ 1/2 ] 
f(z) = 89/18*z^3 - 161/72*z + 1
*
[ 1/2 ] 
f(z) = 89/19*z^3 - 165/76*z + 1
*
[ 6/13 ] 
f(z) = 91/18*z^3 - 175/78*z + 1
*
[ 1/2 ] 
f(z) = 91/18*z^3 - 163/72*z + 1
*
[ 1/2 ] 
f(z) = 91/19*z^3 - 167/76*z + 1
*
[ 1/2 ] 
f(z) = 93/17*z^3 - 161/68*z + 1
*
[ 1/2 ] 
f(z) = 93/19*z^3 - 169/76*z + 1
*
[ -4/5 ] 
f(z) = 95/12*z^3 - 169/60*z + 1
*
[ 1/2 ] 
f(z) = 95/17*z^3 - 163/68*z + 1
*
[ 1/2 ] 
f(z) = 95/18*z^3 - 167/72*z + 1
*
[ 1/2 ] 
f(z) = 97/16*z^3 - 161/64*z + 1
*
[ 1/2 ] 
f(z) = 97/17*z^3 - 165/68*z + 1
*
[ 1/2 ] 
f(z) = 97/18*z^3 - 169/72*z + 1
*
[ 1/2 ] 
f(z) = 97/19*z^3 - 173/76*z + 1
*
[ 4/7 ] 
f(z) = 98/15*z^3 - 173/60*z + 1
*
[ 4/7 ] 
f(z) = 98/17*z^3 - 179/68*z + 1
*
[ 1/2 ] 
f(z) = 99/16*z^3 - 163/64*z + 1
*
[ 1/2 ] 
f(z) = 99/17*z^3 - 167/68*z + 1
*
[ 1/2 ] 
f(z) = 99/19*z^3 - 175/76*z + 1
*
[ 3/8 ] 
f(z) = 80*z^3 - 155/12*z + 1
*
[ 2/5 ] 
f(z) = 80*z^3 - 143/10*z + 1
*
[ 3/10 ] 
f(z) = 80*z^3 - 143/15*z + 1
*
1/20 | 0.089003798209370006125029449523214263212 | 0.014855098867660198312802028774147045247
f(z) = 80/3*z^3 - 151/15*z + 1
*
[ -2 ] 
f(z) = 81/4*z^3 - 159/2*z + 1
*
[ 4/3 ] 
f(z) = 81/4*z^3 - 143/4*z + 1
*
[ -14/9 ] 
f(z) = 81/8*z^3 - 160/7*z + 1
*
1/9 | 0.093544088738320126398488724650509469593 | 0.018796281573388398386211413105756041309
f(z) = 81/16*z^3 - 145/16*z + 1
*
[ 1/9 ] 
f(z) = 81/19*z^3 - 153/19*z + 1
*
[ -2 ] 
f(z) = 83/12*z^3 - 157/6*z + 1
*
1/3 | 0.20261636603008316400691324885728465144 | 0.029297927763462379304159922796850947339
f(z) = 84*z^3 - 145/12*z + 1
*
-5/6 | 0.13583532783036860193261799010403664369 | 0.024565886582606070590119117147356164326
f(z) = 84/5*z^3 - 157/15*z + 1
*
[ -5/6 ] 
f(z) = 84/5*z^3 - 142/15*z + 1
*
[ 2/5 ] 
f(z) = 85*z^3 - 151/10*z + 1
*
[ 2/5 ] 
f(z) = 90*z^3 - 159/10*z + 1
*
[ 2/9 ] 
f(z) = 90*z^3 - 143/18*z + 1
*
[ 1/4 ] 
f(z) = 93*z^3 - 141/16*z + 1
*
[ 1/4 ] 
f(z) = 95*z^3 - 143/16*z + 1
*
[ -2/3 ] 
f(z) = 95/4*z^3 - 145/18*z + 1
*
[ -3/4 ] 
f(z) = 96*z^3 - 155/3*z + 1
*
[ 5/4 ] 
f(z) = 96/5*z^3 - 149/5*z + 1
*
-5/4 | 0.14579914898242211923654661632009317148 | 0.029255749911585809641345276776224886534
f(z) = 96/5*z^3 - 146/5*z + 1
*
[ -5/4 ] 
f(z) = 96/5*z^3 - 141/5*z + 1
*
[ 7/8 ] 
f(z) = 96/7*z^3 - 149/14*z + 1
*
[ 1/4 ] 
f(z) = 97*z^3 - 145/16*z + 1
*
[ -2/3 ] 
f(z) = 97/4*z^3 - 149/18*z + 1
*
[ 5/14 ] 
f(z) = 98*z^3 - 143/10*z + 1
*
6/7 | 0.14369276708822759063140179790685969220 | 0.027224260245452149734516708235572267676
f(z) = 98/3*z^3 - 151/6*z + 1
*
[ 6/7 ] 
f(z) = 98/3*z^3 - 145/6*z + 1
*
1/14 | 0.13415352167910761382498413843371587519 | 0.025416939634779648944637749567632186114
f(z) = 98/5*z^3 - 141/10*z + 1
*
[ 9/7 ] 
f(z) = 98/9*z^3 - 160/9*z + 1
*
[ 3/2 ] 
f(z) = 98/9*z^3 - 145/6*z + 1
*
[ 2/9 ] 
f(z) = 99*z^3 - 151/18*z + 1
*
[ 1/4 ] 
f(z) = 99*z^3 - 147/16*z + 1
*
[ 1/9 ] 
f(z) = 99/2*z^3 - 155/18*z + 1
*
7/40 | 0.097100159621668671014171227662070238509 | 0.013161199875124679813462862536614412221
f(z) = 80*z^3 - 149/20*z + 1
*
[ 1/6 ] 
f(z) = 80/3*z^3 - 155/27*z + 1
*
[ 3/4 ] 
f(z) = 80/7*z^3 - 142/21*z + 1
*
[ 3/4 ] 
f(z) = 80/11*z^3 - 146/33*z + 1
*
[ 3/4 ] 
f(z) = 80/13*z^3 - 148/39*z + 1
*
[ 5/9 ] 
f(z) = 81/4*z^3 - 141/20*z + 1
*
1/18 | 0.10951758910505114438487418581333446188 | 0.018945242736658637564503026270965041404
f(z) = 81/5*z^3 - 141/20*z + 1
*
[ 5/9 ] 
f(z) = 81/7*z^3 - 153/35*z + 1
*
[ 2/9 ] 
f(z) = 81/19*z^3 - 141/38*z + 1
*
[ 1/3 ] 
f(z) = 83/4*z^3 - 155/36*z + 1
*
[ 3/14 ] 
f(z) = 84*z^3 - 158/21*z + 1
*
[ -2/3 ] 
f(z) = 84/5*z^3 - 149/30*z + 1
*
[ 1/3 ] 
f(z) = 85/4*z^3 - 157/36*z + 1
*
2/5 | 0.13909804924665608541182813970666556774 | 0.022983476509381425050289840912238349820
f(z) = 85/6*z^3 - 143/30*z + 1
*
[ 1/5 ] 
f(z) = 85/7*z^3 - 157/35*z + 1
*
[ 4/5 ] 
f(z) = 85/8*z^3 - 141/20*z + 1
*
[ -6/5 ] 
f(z) = 85/18*z^3 - 149/30*z + 1
*
0 | 0.12585568582995286624131154030178941413 | 0.024449892349930911693740707296616322226
f(z) = 86/15*z^3 - 157/30*z + 1
*
[ 1/6 ] 
f(z) = 87/2*z^3 - 149/24*z + 1
*
[ -2/3 ] 
f(z) = 87/5*z^3 - 157/30*z + 1
*
0 | 0.14617563778625461575030561997939738534 | 0.025688295960842486522691911674050663413
f(z) = 87/14*z^3 - 148/21*z + 1
*
[ 3/11 ] 
f(z) = 88/3*z^3 - 160/33*z + 1
*
[ 1/6 ] 
f(z) = 88/3*z^3 - 157/27*z + 1
*
3/8 | 0.11837786198849792405388656770479927419 | 0.018054272320692211532773682383516534277
f(z) = 88/3*z^3 - 155/24*z + 1
*
[ 1/3 ] 
f(z) = 88/3*z^3 - 142/27*z + 1
*
[ 1/3 ] 
f(z) = 89/3*z^3 - 143/27*z + 1
*
2/15 | 0.075254626759662364097560015944020063328 | 0.012318149778701634571374552858892492220
f(z) = 90/7*z^3 - 148/35*z + 1
*
[ 3/7 ] 
f(z) = 91/3*z^3 - 145/21*z + 1
*
[ 1/3 ] 
f(z) = 91/3*z^3 - 145/27*z + 1
*
[ 2/13 ] 
f(z) = 91/4*z^3 - 157/26*z + 1
*
[ 3/13 ] 
f(z) = 91/9*z^3 - 151/39*z + 1
*
[ 1/6 ] 
f(z) = 92/3*z^3 - 158/27*z + 1
*
[ 1/3 ] 
f(z) = 92/3*z^3 - 146/27*z + 1
*
[ 1/6 ] 
f(z) = 93/2*z^3 - 151/24*z + 1
*
[ 1/3 ] 
f(z) = 94/3*z^3 - 148/27*z + 1
*
[ 3/4 ] 
f(z) = 94/9*z^3 - 149/24*z + 1
*
[ 1/3 ] 
f(z) = 95/3*z^3 - 149/27*z + 1
*
2/5 | 0.17233976529712650482037603064387559912 | 0.027962187682561518697152023958455200097
f(z) = 95/6*z^3 - 151/30*z + 1
*
[ 1/5 ] 
f(z) = 95/7*z^3 - 159/35*z + 1
*
[ 4/5 ] 
f(z) = 95/8*z^3 - 157/20*z + 1
*
5/12 | 0.11338318617037812597074119582192101459 | 0.017838462188345704706234668721188126290
f(z) = 96/5*z^3 - 157/30*z + 1
*
[ 1/8 ] 
f(z) = 96/11*z^3 - 157/22*z + 1
*
[ 1/3 ] 
f(z) = 97/3*z^3 - 151/27*z + 1
*
[ 1/3 ] 
f(z) = 98/3*z^3 - 152/27*z + 1
*
[ 4/7 ] 
f(z) = 98/5*z^3 - 143/20*z + 1
*
[ 3/4 ] 
f(z) = 98/9*z^3 - 155/24*z + 1
*
[ 4/7 ] 
f(z) = 98/9*z^3 - 155/36*z + 1
*
9/14 | 0.14568140304310040283789033917105116700 | 0.027601030377073869815031563619651647125
f(z) = 98/11*z^3 - 147/22*z + 1
*
[ 6/7 ] 
f(z) = 98/15*z^3 - 149/30*z + 1
*
-2/3 | 0.11275340349570890361732272136933707393 | 0.018850626208690730308828524897925916944
f(z) = 99/5*z^3 - 151/20*z + 1
*
-2/3 | 0.097418288767035642130696370462364417148 | 0.016286832064520094179347316991977584819
f(z) = 99/7*z^3 - 155/28*z + 1
*
[ 1/6 ] 
f(z) = 99/7*z^3 - 151/28*z + 1
*
[ 6/11 ] 
f(z) = 99/8*z^3 - 149/33*z + 1
*
1/2 | 0.17079190540693962758117146198830862476 | 0.028505869318609106204342984852328589250
f(z) = 80/9*z^3 - 154/45*z + 1
*
[ 3/4 ] 
f(z) = 80/17*z^3 - 152/51*z + 1
*
[ 3/4 ] 
f(z) = 80/19*z^3 - 154/57*z + 1
*
[ 5/9 ] 
f(z) = 81/8*z^3 - 157/40*z + 1
*
[ 11/18 ] 
f(z) = 81/11*z^3 - 149/44*z + 1
*
[ 1/4 ] 
f(z) = 84/11*z^3 - 153/44*z + 1
*
[ 1/3 ] 
f(z) = 84/19*z^3 - 142/57*z + 1
*
[ 1/2 ] 
f(z) = 85/14*z^3 - 141/56*z + 1
*
[ 1/2 ] 
f(z) = 87/14*z^3 - 143/56*z + 1
*
[ 1/3 ] 
f(z) = 87/19*z^3 - 143/57*z + 1
*
[ -3/4 ] 
f(z) = 89/9*z^3 - 155/48*z + 1
*
[ 1/2 ] 
f(z) = 89/13*z^3 - 141/52*z + 1
*
[ 1/2 ] 
f(z) = 89/14*z^3 - 145/56*z + 1
*
[ 2/7 ] 
f(z) = 91/6*z^3 - 157/42*z + 1
*
[ -6/7 ] 
f(z) = 91/12*z^3 - 143/42*z + 1
*
[ 4/13 ] 
f(z) = 91/16*z^3 - 145/52*z + 1
*
[ 3/8 ] 
f(z) = 92/9*z^3 - 149/48*z + 1
*
[ 1/4 ] 
f(z) = 92/11*z^3 - 155/44*z + 1
*
[ 1/2 ] 
f(z) = 93/13*z^3 - 145/52*z + 1
*
[ 1/2 ] 
f(z) = 93/14*z^3 - 149/56*z + 1
*
[ 2/3 ] 
f(z) = 93/14*z^3 - 145/42*z + 1
*
[ 1/3 ] 
f(z) = 93/19*z^3 - 145/57*z + 1
*
[ 1/2 ] 
f(z) = 95/12*z^3 - 143/48*z + 1
*
[ 1/2 ] 
f(z) = 95/13*z^3 - 147/52*z + 1
*
[ 1/2 ] 
f(z) = 95/14*z^3 - 151/56*z + 1
*
[ 1/3 ] 
f(z) = 96/19*z^3 - 146/57*z + 1
*
[ 1/2 ] 
f(z) = 97/11*z^3 - 141/44*z + 1
*
[ 1/2 ] 
f(z) = 97/12*z^3 - 145/48*z + 1
*
[ 1/2 ] 
f(z) = 97/13*z^3 - 149/52*z + 1
*
[ 1/2 ] 
f(z) = 97/14*z^3 - 153/56*z + 1
*
[ 4/11 ] 
f(z) = 99/8*z^3 - 149/44*z + 1
*
[ 1/2 ] 
f(z) = 99/13*z^3 - 151/52*z + 1
*
[ 1/2 ] 
f(z) = 99/14*z^3 - 155/56*z + 1
*
2/3 | 0.16974155513654575702736794498114899027 | 0.024273014165219474882364400653136353362
f(z) = 99/16*z^3 - 159/44*z + 1
*
[ 1/2 ] 
f(z) = 81/16*z^3 - 145/64*z + 1
*
-17/18 | 0.16156439311868062407461000800103032920 | 0.027948721938156432879923764154209971177
f(z) = 81/17*z^3 - 157/68*z + 1
*
[ 4/9 ] 
f(z) = 81/19*z^3 - 159/76*z + 1
*
[ 1/2 ] 
f(z) = 81/19*z^3 - 157/76*z + 1
*
[ 1/2 ] 
f(z) = 83/15*z^3 - 143/60*z + 1
*
[ 1/2 ] 
f(z) = 83/16*z^3 - 147/64*z + 1
*
[ 1/2 ] 
f(z) = 83/17*z^3 - 151/68*z + 1
*
[ 1/2 ] 
f(z) = 83/18*z^3 - 155/72*z + 1
*
[ 1/2 ] 
f(z) = 83/19*z^3 - 159/76*z + 1
*
[ 1/2 ] 
f(z) = 85/16*z^3 - 149/64*z + 1
*
[ 1/2 ] 
f(z) = 85/18*z^3 - 157/72*z + 1
*
[ 1/2 ] 
f(z) = 87/16*z^3 - 151/64*z + 1
*
[ 1/2 ] 
f(z) = 87/17*z^3 - 155/68*z + 1
*
[ 1/2 ] 
f(z) = 89/15*z^3 - 149/60*z + 1
*
[ 1/2 ] 
f(z) = 89/16*z^3 - 153/64*z + 1
*
[ 1/2 ] 
f(z) = 89/17*z^3 - 157/68*z + 1
*
[ 1/2 ] 
f(z) = 91/15*z^3 - 151/60*z + 1
*
[ 1/2 ] 
f(z) = 91/16*z^3 - 155/64*z + 1
*
[ 1/2 ] 
f(z) = 91/17*z^3 - 159/68*z + 1
*
[ 1/2 ] 
f(z) = 93/16*z^3 - 157/64*z + 1
*
[ 1/2 ] 
f(z) = 95/16*z^3 - 159/64*z + 1
*
[ 1/2 ] 
f(z) = 97/15*z^3 - 157/60*z + 1
*
[ 3/4 ] 
f(z) = 80*z^3 - 136/3*z + 1
*
[ -3/4 ] 
f(z) = 80*z^3 - 128/3*z + 1
*
[ 1/10 ] 
f(z) = 80/3*z^3 - 139/15*z + 1
*
2/5 | 0.12009092041178567195562514786235775556 | 0.020043667031252370183710416933893194842
f(z) = 80/3*z^3 - 124/15*z + 1
*
1/2 | 0.094098518114230045781077174395243934452 | 0.015705428509904214977895278710108138192
f(z) = 80/3*z^3 - 121/15*z + 1
*
-21/20 | 0.15831090077803809991514057939172833130 | 0.026303638597261297507051486144709215484
f(z) = 80/9*z^3 - 137/15*z + 1
*
4/27 | 0.10414331528651475341604269605469493551 | 0.014295933494649790808566067958677928444
f(z) = 81*z^3 - 131/18*z + 1
*
[ 5/9 ] 
f(z) = 81*z^3 - 129/5*z + 1
*
[ 1/4 ] 
f(z) = 81*z^3 - 129/16*z + 1
*
1/6 | 0.19296971873037310213799231841413180929 | 0.028050550693315692397755957003781258820
f(z) = 81*z^3 - 127/12*z + 1
*
[ 1/18 ] 
f(z) = 81/2*z^3 - 137/8*z + 1
*
[ 5/9 ] 
f(z) = 81/2*z^3 - 133/10*z + 1
*
1/3 | 0.15687588492816229574342738656108375264 | 0.023799097362235197418196192372256925902
f(z) = 81/2*z^3 - 121/18*z + 1
*
[ -4/3 ] 
f(z) = 81/4*z^3 - 137/4*z + 1
*
-2/3 | 0.12577185271738036050626284087801657534 | 0.019080412324815466073703075176762313263
f(z) = 81/4*z^3 - 137/18*z + 1
*
10/27 | 0.18759179556013093075654100556982129745 | 0.028458901818698894510470223719469705446
f(z) = 81/4*z^3 - 131/18*z + 1
*
[ 8/9 ] 
f(z) = 81/4*z^3 - 129/8*z + 1
*
[ 1/9 ] 
f(z) = 81/16*z^3 - 129/16*z + 1
*
[ 1/9 ] 
f(z) = 81/17*z^3 - 137/17*z + 1
*
[ 1/6 ] 
f(z) = 82*z^3 - 131/18*z + 1
*
[ 3/2 ] 
f(z) = 82/9*z^3 - 121/6*z + 1
*
[ 1/4 ] 
f(z) = 83*z^3 - 131/16*z + 1
*
[ -2/3 ] 
f(z) = 83/4*z^3 - 121/18*z + 1
*
0 | 0.12046173578703381581434350171071545524 | 0.025118222875191214207638749815830050459
f(z) = 83/19*z^3 - 121/19*z + 1
*
[ 1/8 ] 
f(z) = 84*z^3 - 133/16*z + 1
*
[ 2/7 ] 
f(z) = 84*z^3 - 131/14*z + 1
*
0 | 0.12069089224419039932155029603033026238 | 0.025122889995768485537051325472264520991
f(z) = 84/19*z^3 - 122/19*z + 1
*
[ 1/4 ] 
f(z) = 85*z^3 - 133/16*z + 1
*
[ 1/3 ] 
f(z) = 85/2*z^3 - 121/18*z + 1
*
2/5 | 0.068043757181909537298867306506860033267 | 0.011243019605740927966689906304676851113
f(z) = 85/3*z^3 - 128/15*z + 1
*
[ -2/3 ] 
f(z) = 85/4*z^3 - 125/18*z + 1
*
[ 2/17 ] 
f(z) = 85/8*z^3 - 130/17*z + 1
*
0 | 0.094550489691999930181509601440598225343 | 0.019715308413294141390877284102775462435
f(z) = 85/18*z^3 - 121/18*z + 1
*
0 | 0.12091724594369647607415178176614352411 | 0.025127309557187284107321146619689320746
f(z) = 85/19*z^3 - 123/19*z + 1
*
[ 1/6 ] 
f(z) = 86*z^3 - 133/18*z + 1
*
[ 3/2 ] 
f(z) = 86/9*z^3 - 127/6*z + 1
*
0 | 0.12114086465918059108962888788628702588 | 0.025131491389129073071630018993759673300
f(z) = 86/19*z^3 - 124/19*z + 1
*
[ 1/4 ] 
f(z) = 87*z^3 - 135/16*z + 1
*
0 | 0.16531715746739003314894124187253758525 | 0.029608178876626087512497768995287773855
f(z) = 87/10*z^3 - 133/15*z + 1
*
0 | 0.12142372886659787486091404908812918871 | 0.025318814012443301615692707839920849725
f(z) = 87/17*z^3 - 121/17*z + 1
*
0 | 0.12136181373385337037289228112667796394 | 0.025135444864786527260210041390998079156
f(z) = 87/19*z^3 - 125/19*z + 1
*
0 | 0.12164133438753033931144269673160139658 | 0.025320733039021164153115134687894588570
f(z) = 88/17*z^3 - 122/17*z + 1
*
0 | 0.12158015619541641665838588921898014583 | 0.025139178925997255760421950912324260068
f(z) = 88/19*z^3 - 126/19*z + 1
*
[ 1/4 ] 
f(z) = 89*z^3 - 137/16*z + 1
*
[ 1/3 ] 
f(z) = 89/2*z^3 - 125/18*z + 1
*
[ -2/3 ] 
f(z) = 89/4*z^3 - 133/18*z + 1
*
0 | 0.096214405575112009165215569728710553088 | 0.020062261823225649904732771263313292290
f(z) = 89/16*z^3 - 121/16*z + 1
*
0 | 0.12185641146504024840997277334707261423 | 0.025322473634867572775074437296704623385
f(z) = 89/17*z^3 - 123/17*z + 1
*
0 | 0.095427700046225373139686773422123858595 | 0.019764187921131902394454776654567853972
f(z) = 89/18*z^3 - 125/18*z + 1
*
0 | 0.12179595286425524544304896786188650543 | 0.025142702106762732424338921247505177975
f(z) = 89/19*z^3 - 127/19*z + 1
*
1/3 | 0.12099806766408926149608479912660786321 | 0.017787569212604452543056150057008892875
f(z) = 90*z^3 - 121/10*z + 1
*
0 | 0.12206901820817559136093447594595081483 | 0.025324043117977821220842776682174049232
f(z) = 90/17*z^3 - 124/17*z + 1
*
0 | 0.12200926245538213863934672461416954268 | 0.025146022555271400343055100680202553256
f(z) = 90/19*z^3 - 128/19*z + 1
*
[ 2/7 ] 
f(z) = 91*z^3 - 139/14*z + 1
*
[ 1/4 ] 
f(z) = 91*z^3 - 139/16*z + 1
*
[ 1/3 ] 
f(z) = 91/2*z^3 - 127/18*z + 1
*
[ -2/3 ] 
f(z) = 91/4*z^3 - 137/18*z + 1
*
0 | 0.10199434347938741384506519001875912321 | 0.021267472486477459196842342298330107771
f(z) = 91/15*z^3 - 121/15*z + 1
*
0 | 0.096636515496307115221534475257797770592 | 0.020081632032326484740271785845609668880
f(z) = 91/16*z^3 - 123/16*z + 1
*
0 | 0.12227921074464601660161393244801489607 | 0.025325448468675204705061761732201325275
f(z) = 91/17*z^3 - 125/17*z + 1
*
0 | 0.095851192276162463332694312652666257919 | 0.019786847734288433227665623290698324512
f(z) = 91/18*z^3 - 127/18*z + 1
*
0 | 0.12222014167455749703175886495367906942 | 0.025149148054535018522444293543518837035
f(z) = 91/19*z^3 - 129/19*z + 1
*
[ 1/8 ] 
f(z) = 92*z^3 - 135/16*z + 1
*
0 | 0.10220151179060213049685952885702781563 | 0.021274159883759808368267600947711236503
f(z) = 92/15*z^3 - 122/15*z + 1
*
0 | 0.12248704330992734727304483277890087290 | 0.025326696347843035135396998174788438011
f(z) = 92/17*z^3 - 126/17*z + 1
*
0 | 0.12242864530898435242244321485774512651 | 0.025152086041738339251754447861382744999
f(z) = 92/19*z^3 - 130/19*z + 1
*
[ 2/3 ] 
f(z) = 93/2*z^3 - 127/6*z + 1
*
0 | 0.10994324228182272608068764361128155360 | 0.022924946624861922214450152943877592855
f(z) = 93/14*z^3 - 121/14*z + 1
*
-4/3 | 0.13695867515169431557077629157341846076 | 0.021982037231637085891735004382120034058
f(z) = 93/16*z^3 - 127/12*z + 1
*
0 | 0.097049214599051439718854983476801549828 | 0.020100022467321116489935495122052726981
f(z) = 93/16*z^3 - 125/16*z + 1
*
[ 4/3 ] 
f(z) = 93/16*z^3 - 121/12*z + 1
*
0 | 0.12269256833141055557582625614122702221 | 0.025327793114015879833462631195987690272
f(z) = 93/17*z^3 - 127/17*z + 1
*
0 | 0.12263482631293981577624167684307105457 | 0.025154843626394049063592172695020934075
f(z) = 93/19*z^3 - 131/19*z + 1
*
[ 1/6 ] 
f(z) = 94*z^3 - 137/18*z + 1
*
[ 3/2 ] 
f(z) = 94/9*z^3 - 139/6*z + 1
*
[ -3/2 ] 
f(z) = 94/9*z^3 - 131/6*z + 1
*
0 | 0.10260902055380396775758676819713290840 | 0.021286935038394294985863476764440726871
f(z) = 94/15*z^3 - 124/15*z + 1
*
0 | 0.12289583650792242771757034669638889873 | 0.025328744839411501249332601231008269837
f(z) = 94/17*z^3 - 128/17*z + 1
*
0 | 0.12283873588867908637384961181213425180 | 0.025157427607387491328165613662372653674
f(z) = 94/19*z^3 - 132/19*z + 1
*
[ 1/3 ] 
f(z) = 95/2*z^3 - 131/18*z + 1
*
2/5 | 0.098870117090905895471234170590978129228 | 0.016041711357366225356936749737999232159
f(z) = 95/3*z^3 - 136/15*z + 1
*
[ -3/5 ] 
f(z) = 95/3*z^3 - 131/15*z + 1
*
0 | 0.12320903102127876617054180557920077787 | 0.025691078425934017532363648692617543964
f(z) = 95/13*z^3 - 121/13*z + 1
*
0 | 0.11034569117828373685917386749928524622 | 0.022930478765862665166333308391477074572
f(z) = 95/14*z^3 - 123/14*z + 1
*
0 | 0.097452913513120369839521218564586586521 | 0.020117495830319931994502703379391041312
f(z) = 95/16*z^3 - 127/16*z + 1
*
0 | 0.12309689688492020474442749076414774843 | 0.025329557324978425273806120409549240152
f(z) = 95/17*z^3 - 129/17*z + 1
*
0 | 0.096670173018151770627538514717411937477 | 0.019828976472007949818791676758814525106
f(z) = 95/18*z^3 - 131/18*z + 1
*
[ 1/24 ] 
f(z) = 96*z^3 - 139/6*z + 1
*
[ 1/16 ] 
f(z) = 96*z^3 - 123/8*z + 1
*
[ -3/4 ] 
f(z) = 96/5*z^3 - 127/15*z + 1
*
0 | 0.12340672148496209417374868689933019359 | 0.025688214172220441810439315049214258752
f(z) = 96/13*z^3 - 122/13*z + 1
*
0 | 0.12329579692563968914843511828668071622 | 0.025330236114528101363185304500602996954
f(z) = 96/17*z^3 - 130/17*z + 1
*
0 | 0.12323993725920830781239285272081490869 | 0.025162100495905047951267107112076430126
f(z) = 96/19*z^3 - 134/19*z + 1
*
[ 1/3 ] 
f(z) = 97/2*z^3 - 133/18*z + 1
*
0 | 0.077615147091413048548440141894470599136 | 0.016184015201138310286046768158239563431
f(z) = 97/12*z^3 - 121/12*z + 1
*
0 | 0.12360232338878480523630609810852268406 | 0.025685284324319938898756162313123625923
f(z) = 97/13*z^3 - 123/13*z + 1
*
0 | 0.11073957758637564690835462570002287427 | 0.022935456064263255800357298010227852970
f(z) = 97/14*z^3 - 125/14*z + 1
*
0 | 0.10320394307615379836461207085496810027 | 0.021304698029654845946901843340342236429
f(z) = 97/15*z^3 - 127/15*z + 1
*
0 | 0.097847996556185230753935667743331726222 | 0.020134109799869403494289819829392721794
f(z) = 97/16*z^3 - 129/16*z + 1
*
0 | 0.12349258257845545623231976226476855930 | 0.025330786508015181196331058221985379847
f(z) = 97/17*z^3 - 131/17*z + 1
*
0 | 0.097066464288825402829540716744550566268 | 0.019848575580966968226302869729326667731
f(z) = 97/18*z^3 - 133/18*z + 1
*
0 | 0.12343732336638755350730923284462611939 | 0.025164201587435480964238381215365738829
f(z) = 97/19*z^3 - 135/19*z + 1
*
[ 1/6 ] 
f(z) = 98*z^3 - 139/18*z + 1
*
1/28 | 0.19373656370885231266303785895002055186 | 0.029070329134550304235955713358155956389
f(z) = 98*z^3 - 137/8*z + 1
*
[ 4/7 ] 
f(z) = 98*z^3 - 131/4*z + 1
*
[ 4/7 ] 
f(z) = 98/3*z^3 - 137/12*z + 1
*
[ -6/7 ] 
f(z) = 98/3*z^3 - 131/6*z + 1
*
[ 1/14 ] 
f(z) = 98/5*z^3 - 131/10*z + 1
*
[ -3/2 ] 
f(z) = 98/9*z^3 - 137/6*z + 1
*
0 | 0.12379588041120587132243496414440120667 | 0.025682292357058012994885638713560990033
f(z) = 98/13*z^3 - 124/13*z + 1
*
0 | 0.12368729834069271807983595041387330974 | 0.025331213574024482563515894442102201543
f(z) = 98/17*z^3 - 132/17*z + 1
*
0 | 0.12363262680348752001523121501233836062 | 0.025166153470795643363578521867481507802
f(z) = 98/19*z^3 - 136/19*z + 1
*
2/33 | 0.20409533624476254440318996791009657112 | 0.029185599152424303033564343768898534385
f(z) = 99*z^3 - 136/11*z + 1
*
0 | 0.12398743487438814429916915704583121428 | 0.025679241577964029621168018202317430003
f(z) = 99/13*z^3 - 125/13*z + 1
*
0 | 0.11112525836401183716712539693642888669 | 0.022939918789398257069275037295026055983
f(z) = 99/14*z^3 - 127/14*z + 1
*
0 | 0.098234823935631393185305976126706508745 | 0.020149917515775228891699213582425406150
f(z) = 99/16*z^3 - 131/16*z + 1
*
0 | 0.12387998731911289120971777249678262962 | 0.025331522161518675685504686138938493516
f(z) = 99/17*z^3 - 133/17*z + 1
*
0 | 0.12382589108119005200833348094707275967 | 0.025167961613661710675913630887263006510
f(z) = 99/19*z^3 - 137/19*z + 1
*
[ 1/3 ] 
f(z) = 80/3*z^3 - 134/27*z + 1
*
-13/20 | 0.10847407501894724131577537173980769592 | 0.018104767902082731376943284315535245001
f(z) = 80/7*z^3 - 134/35*z + 1
*
4/9 | 0.16899282587109490742851089339784326274 | 0.029233752614940596653501863475692658099
f(z) = 81/5*z^3 - 139/20*z + 1
*
1/3 | 0.12751212848663333110740436142108532939 | 0.023213308243843008985554162472443510251
f(z) = 81/7*z^3 - 139/21*z + 1
*
0 | 0.14644289581267248952251278728976995463 | 0.026022166889738267373482953993856558918
f(z) = 81/14*z^3 - 139/21*z + 1
*
-10/9 | 0.12125331125176644202056759838677857955 | 0.019461306846342083075558728798289848167
f(z) = 81/16*z^3 - 127/20*z + 1
*
2/27 | 0.096343827664872509244818213259433998495 | 0.014615988530657142337991564165480434723
f(z) = 81/16*z^3 - 127/36*z + 1
*
[ 10/9 ] 
f(z) = 81/16*z^3 - 123/20*z + 1
*
[ 2/9 ] 
f(z) = 81/17*z^3 - 127/34*z + 1
*
[ 1/3 ] 
f(z) = 82/3*z^3 - 136/27*z + 1
*
[ 3/4 ] 
f(z) = 82/9*z^3 - 131/24*z + 1
*
[ 1/3 ] 
f(z) = 83/3*z^3 - 137/27*z + 1
*
[ 5/14 ] 
f(z) = 84/5*z^3 - 138/35*z + 1
*
[ 1/3 ] 
f(z) = 85/3*z^3 - 139/27*z + 1
*
[ 1/5 ] 
f(z) = 85/6*z^3 - 137/30*z + 1
*
[ 1/2 ] 
f(z) = 85/9*z^3 - 121/36*z + 1
*
4/5 | 0.099654704439654871329970994214823197404 | 0.016077284281787294891698943285741849170
f(z) = 85/16*z^3 - 123/20*z + 1
*
[ 1/3 ] 
f(z) = 86/3*z^3 - 140/27*z + 1
*
[ 3/4 ] 
f(z) = 86/9*z^3 - 137/24*z + 1
*
[ 2/3 ] 
f(z) = 87/10*z^3 - 131/30*z + 1
*
[ 3/8 ] 
f(z) = 88/3*z^3 - 139/24*z + 1
*
1/8 | 0.15067959924602798682248251206364628065 | 0.022980737042073663161291774547809385687
f(z) = 88/3*z^3 - 131/24*z + 1
*
1/4 | 0.075223145345044028550596176376118303145 | 0.014548569421592218796826031063811952677
f(z) = 88/15*z^3 - 131/30*z + 1
*
[ 1/4 ] 
f(z) = 88/19*z^3 - 125/38*z + 1
*
[ 1/2 ] 
f(z) = 89/8*z^3 - 121/32*z + 1
*
[ 1/2 ] 
f(z) = 89/9*z^3 - 125/36*z + 1
*
[ 7/15 ] 
f(z) = 90/7*z^3 - 138/35*z + 1
*
[ 1/6 ] 
f(z) = 90/13*z^3 - 135/26*z + 1
*
[ 1/7 ] 
f(z) = 91/3*z^3 - 139/21*z + 1
*
[ -4/7 ] 
f(z) = 91/4*z^3 - 131/28*z + 1
*
[ 6/13 ] 
f(z) = 91/8*z^3 - 140/39*z + 1
*
[ -6/7 ] 
f(z) = 91/8*z^3 - 130/21*z + 1
*
[ 4/7 ] 
f(z) = 91/8*z^3 - 125/28*z + 1
*
[ 1/2 ] 
f(z) = 91/8*z^3 - 123/32*z + 1
*
[ 1/2 ] 
f(z) = 91/9*z^3 - 127/36*z + 1
*
[ 1/4 ] 
f(z) = 92/9*z^3 - 131/36*z + 1
*
[ 1/2 ] 
f(z) = 93/7*z^3 - 121/28*z + 1
*
[ 1/2 ] 
f(z) = 93/8*z^3 - 125/32*z + 1
*
[ 2/3 ] 
f(z) = 93/10*z^3 - 139/30*z + 1
*
[ 1/5 ] 
f(z) = 95/6*z^3 - 139/30*z + 1
*
[ 1/2 ] 
f(z) = 95/7*z^3 - 123/28*z + 1
*
[ 1/2 ] 
f(z) = 95/8*z^3 - 127/32*z + 1
*
[ 1/2 ] 
f(z) = 95/9*z^3 - 131/36*z + 1
*
[ 3/8 ] 
f(z) = 96/5*z^3 - 131/30*z + 1
*
[ 1/2 ] 
f(z) = 97/6*z^3 - 121/24*z + 1
*
[ 1/2 ] 
f(z) = 97/7*z^3 - 125/28*z + 1
*
[ 1/2 ] 
f(z) = 97/8*z^3 - 129/32*z + 1
*
[ 1/2 ] 
f(z) = 97/9*z^3 - 133/36*z + 1
*
2/7 | 0.19305423855489079143562051050069493655 | 0.028967945689614980433633169441861815649
f(z) = 98/3*z^3 - 133/24*z + 1
*
[ 3/14 ] 
f(z) = 98/5*z^3 - 137/30*z + 1
*
[ 11/14 ] 
f(z) = 98/11*z^3 - 127/22*z + 1
*
1/7 | 0.074928546113486490558917043308422240250 | 0.014196081546362263135055237573734185205
f(z) = 98/15*z^3 - 139/30*z + 1
*
5/7 | 0.14456571869348335713314631130415079016 | 0.027389651045314582407154610696617289087
f(z) = 98/15*z^3 - 127/30*z + 1
*
[ 2/11 ] 
f(z) = 99/2*z^3 - 135/22*z + 1
*
[ 1/2 ] 
f(z) = 99/7*z^3 - 127/28*z + 1
*
[ 4/9 ] 
f(z) = 99/8*z^3 - 133/36*z + 1
*
[ 1/2 ] 
f(z) = 99/8*z^3 - 131/32*z + 1
*
[ 2/9 ] 
f(z) = 99/16*z^3 - 137/36*z + 1
*
[ 9/20 ] 
f(z) = 80/9*z^3 - 136/45*z + 1
*
[ 10/27 ] 
f(z) = 81/8*z^3 - 139/45*z + 1
*
[ -5/6 ] 
f(z) = 81/10*z^3 - 137/40*z + 1
*
[ 1/2 ] 
f(z) = 81/10*z^3 - 121/40*z + 1
*
[ 1/2 ] 
f(z) = 81/11*z^3 - 125/44*z + 1
*
[ 1/2 ] 
f(z) = 83/10*z^3 - 123/40*z + 1
*
[ 1/2 ] 
f(z) = 83/11*z^3 - 127/44*z + 1
*
[ 1/2 ] 
f(z) = 83/12*z^3 - 131/48*z + 1
*
[ 1/2 ] 
f(z) = 83/13*z^3 - 135/52*z + 1
*
[ 1/2 ] 
f(z) = 83/14*z^3 - 139/56*z + 1
*
[ 1/3 ] 
f(z) = 84/17*z^3 - 130/51*z + 1
*
[ 1/2 ] 
f(z) = 85/11*z^3 - 129/44*z + 1
*
[ 1/2 ] 
f(z) = 85/12*z^3 - 133/48*z + 1
*
[ 1/2 ] 
f(z) = 85/13*z^3 - 137/52*z + 1
*
[ 1/2 ] 
f(z) = 87/10*z^3 - 127/40*z + 1
*
[ 1/2 ] 
f(z) = 87/11*z^3 - 131/44*z + 1
*
[ 1/2 ] 
f(z) = 87/13*z^3 - 139/52*z + 1
*
[ 2/3 ] 
f(z) = 87/14*z^3 - 137/42*z + 1
*
[ 1/3 ] 
f(z) = 87/16*z^3 - 125/48*z + 1
*
[ 1/3 ] 
f(z) = 87/17*z^3 - 131/51*z + 1
*
[ 1/2 ] 
f(z) = 89/10*z^3 - 129/40*z + 1
*
[ 1/2 ] 
f(z) = 89/11*z^3 - 133/44*z + 1
*
[ 1/2 ] 
f(z) = 89/12*z^3 - 137/48*z + 1
*
[ 1/2 ] 
f(z) = 91/10*z^3 - 131/40*z + 1
*
[ 1/2 ] 
f(z) = 91/11*z^3 - 135/44*z + 1
*
[ 1/2 ] 
f(z) = 91/12*z^3 - 139/48*z + 1
*
[ 2/7 ] 
f(z) = 91/12*z^3 - 131/42*z + 1
*
3/7 | 0.19051826613373823454763010162881620519 | 0.029506746608084713480611029714180964257
f(z) = 91/18*z^3 - 137/42*z + 1
*
[ 1/2 ] 
f(z) = 93/10*z^3 - 133/40*z + 1
*
[ 1/2 ] 
f(z) = 93/11*z^3 - 137/44*z + 1
*
[ 1/3 ] 
f(z) = 93/16*z^3 - 127/48*z + 1
*
[ 1/3 ] 
f(z) = 93/17*z^3 - 133/51*z + 1
*
[ 1/2 ] 
f(z) = 95/11*z^3 - 139/44*z + 1
*
[ 1/3 ] 
f(z) = 96/17*z^3 - 134/51*z + 1
*
[ 1/2 ] 
f(z) = 97/10*z^3 - 137/40*z + 1
*
[ 3/7 ] 
f(z) = 98/17*z^3 - 122/51*z + 1
*
[ 3/7 ] 
f(z) = 98/19*z^3 - 130/57*z + 1
*
[ 1/2 ] 
f(z) = 99/10*z^3 - 139/40*z + 1
*
[ 3/20 ] 
f(z) = 80*z^3 - 112/15*z + 1
*
-3/8 | 0.18315740546680911522698691880966744688 | 0.026672372932652133851608374483098409959
f(z) = 80*z^3 - 107/12*z + 1
*
[ 1/12 ] 
f(z) = 80*z^3 - 104/9*z + 1
*
-11/20 | 0.060323105712470699765500269529033428926 | 0.010068173689117135714963722627114215233
f(z) = 80/3*z^3 - 106/15*z + 1
*
[ -3/5 ] 
f(z) = 80/3*z^3 - 104/15*z + 1
*
1/2 | 0.062481902120203444864325586678915838763 | 0.010831904494525339754709527094818568510
f(z) = 80/3*z^3 - 101/12*z + 1
*
0 | 0.12002487498335348849324126381284644798 | 0.025951476868924944772114527905931842114
f(z) = 80/11*z^3 - 102/11*z + 1
*
0 | 0.11995841504471537371458247253682475178 | 0.025723165377279536964696874692513949326
f(z) = 80/13*z^3 - 106/13*z + 1
*
0 | 0.11982435016876000114124192571333404911 | 0.025299689502955427781545638636671298786
f(z) = 80/17*z^3 - 114/17*z + 1
*
0 | 0.11975673305731165013585702317019549146 | 0.025102630436553929656158919490408721180
f(z) = 80/19*z^3 - 118/19*z + 1
*
1/18 | 0.14511628658813645812750915280093617733 | 0.025103394778144953001984842584334765307
f(z) = 81*z^3 - 117/4*z + 1
*
[ -5/9 ] 
f(z) = 81*z^3 - 111/5*z + 1
*
4/27 | 0.12136742540129624199151664619115585819 | 0.018412231905827711885881012206544964233
f(z) = 81/2*z^3 - 115/18*z + 1
*
[ -8/9 ] 
f(z) = 81/4*z^3 - 111/8*z + 1
*
[ 2/27 ] 
f(z) = 81/8*z^3 - 113/9*z + 1
*
0 | 0.10745668299763938944420386656504948543 | 0.023283613635985021679593182739375131443
f(z) = 81/10*z^3 - 101/10*z + 1
*
[ 11/9 ] 
f(z) = 81/11*z^3 - 119/11*z + 1
*
0 | 0.12025942074446901653742485905302119261 | 0.025947454759464902883821369512501581049
f(z) = 81/11*z^3 - 103/11*z + 1
*
[ -11/9 ] 
f(z) = 81/11*z^3 - 101/11*z + 1
*
0 | 0.12019380884828820120520663905072588264 | 0.025721851389433349670091734999649882585
f(z) = 81/13*z^3 - 107/13*z + 1
*
[ 1/9 ] 
f(z) = 81/13*z^3 - 105/13*z + 1
*
[ 1/9 ] 
f(z) = 81/14*z^3 - 113/14*z + 1
*
0 | 0.10732545779344502027326056364104228728 | 0.022877318094442442149804119879239392776
f(z) = 81/14*z^3 - 109/14*z + 1
*
0 | 0.094422577878856320596496845419793777579 | 0.019973520578342441290932286893891468907
f(z) = 81/16*z^3 - 113/16*z + 1
*
0 | 0.12006146963369908859006118384439695966 | 0.025303095257363339377741135090134095269
f(z) = 81/17*z^3 - 115/17*z + 1
*
0 | 0.11999473061259955620796598094028264182 | 0.025108104192234411629165994098116508481
f(z) = 81/19*z^3 - 119/19*z + 1
*
[ -3/2 ] 
f(z) = 82/9*z^3 - 113/6*z + 1
*
0 | 0.12049103238275801320180486461911763817 | 0.025943344347917329232186353995112528120
f(z) = 82/11*z^3 - 104/11*z + 1
*
0 | 0.12042624715100032707213590013766084639 | 0.025720391272537340176497766002802789446
f(z) = 82/13*z^3 - 108/13*z + 1
*
0 | 0.10001746305150032139551107234173586113 | 0.021196881843069797195208426475453776841
f(z) = 82/15*z^3 - 112/15*z + 1
*
0 | 0.12029558971028629015615564049393693144 | 0.025306260084293959441203530652210688080
f(z) = 82/17*z^3 - 116/17*z + 1
*
0 | 0.12022970624604847371130226345065820242 | 0.025113297882406816212115931499239322310
f(z) = 82/19*z^3 - 120/19*z + 1
*
[ 1/3 ] 
f(z) = 83*z^3 - 101/9*z + 1
*
[ 1/3 ] 
f(z) = 83/2*z^3 - 119/18*z + 1
*
0 | 0.10722030070287895071248997069621281806 | 0.023232394541294461667305146186192953382
f(z) = 83/9*z^3 - 101/9*z + 1
*
0 | 0.10791623508886157363338130633421025228 | 0.023284260064164656746218851359056694444
f(z) = 83/10*z^3 - 103/10*z + 1
*
0 | 0.12071978241769961048358515095061753899 | 0.025939151461316937928336627981752333702
f(z) = 83/11*z^3 - 105/11*z + 1
*
0 | 0.074673384526045281625378567706353096259 | 0.015980338071733415608895720621972587748
f(z) = 83/12*z^3 - 107/12*z + 1
*
0 | 0.12065580327093475509660517300172670661 | 0.025718792615653109603995387090698643688
f(z) = 83/13*z^3 - 109/13*z + 1
*
0 | 0.10778827548756010802642962036081160586 | 0.022887267069128119441145232979864163715
f(z) = 83/14*z^3 - 111/14*z + 1
*
0 | 0.10024680069381752409511420119968702720 | 0.021205537717259472639380515007303154263
f(z) = 83/15*z^3 - 113/15*z + 1
*
0 | 0.094887056175690357173774964727739121759 | 0.019997558154413761693788686693861541484
f(z) = 83/16*z^3 - 115/16*z + 1
*
0 | 0.12052678537079689272528536789457501573 | 0.025309194292567460035024120495334454954
f(z) = 83/17*z^3 - 117/17*z + 1
*
0 | 0.094095784772488590366408367821929069537 | 0.019688920972248393228969978668608839831
f(z) = 83/18*z^3 - 119/18*z + 1
*
1/12 | 0.10233972814212833727758874731197852139 | 0.014798123276948317320948355220555580840
f(z) = 84*z^3 - 115/12*z + 1
*
0 | 0.12094574071243910011585359365657241911 | 0.025934881590957613569584237737125900774
f(z) = 84/11*z^3 - 106/11*z + 1
*
0 | 0.12088254783053867080918639519856916156 | 0.025717062602847411971721424839005353672
f(z) = 84/13*z^3 - 110/13*z + 1
*
0 | 0.12075512880972333540976758039577154318 | 0.025311907685209516375599740746462731931
f(z) = 84/17*z^3 - 118/17*z + 1
*
[ 1/3 ] 
f(z) = 85*z^3 - 103/9*z + 1
*
[ -2/5 ] 
f(z) = 85*z^3 - 101/10*z + 1
*
[ -3/5 ] 
f(z) = 85/3*z^3 - 113/15*z + 1
*
[ 1/2 ] 
f(z) = 85/4*z^3 - 101/16*z + 1
*
0 | 0.092737421612512266667837208107976976331 | 0.020094257836626293282754108432764671330
f(z) = 85/8*z^3 - 101/8*z + 1
*
0 | 0.10766795619231413785647328847263238860 | 0.023230690826960504095592895021968906007
f(z) = 85/9*z^3 - 103/9*z + 1
*
0 | 0.12116897460198341641740805920776832518 | 0.025930539913717271834944754643666004450
f(z) = 85/11*z^3 - 107/11*z + 1
*
0 | 0.075122317694503735553921339807761778096 | 0.016012949706643492315666473532459577151
f(z) = 85/12*z^3 - 109/12*z + 1
*
0 | 0.12110654888720808408723872668718200039 | 0.025715208037833824437718555699704693599
f(z) = 85/13*z^3 - 111/13*z + 1
*
0 | 0.10823980421341995300381475623787931529 | 0.022896324220529599120382949914950226250
f(z) = 85/14*z^3 - 113/14*z + 1
*
0 | 0.095340164148492613576911504763195149419 | 0.020020302797390704150451104180525839384
f(z) = 85/16*z^3 - 117/16*z + 1
*
[ 1/3 ] 
f(z) = 86*z^3 - 104/9*z + 1
*
[ -3/2 ] 
f(z) = 86/9*z^3 - 119/6*z + 1
*
0 | 0.10788778976401371600565586380907423828 | 0.023229696230771481399053446384322142730
f(z) = 86/9*z^3 - 104/9*z + 1
*
0 | 0.12138954901375372917112765288760541771 | 0.025926131311853808726742843778689708224
f(z) = 86/11*z^3 - 108/11*z + 1
*
0 | 0.12132787205605733506636420771269437907 | 0.025713235366898851088550300471577626170
f(z) = 86/13*z^3 - 112/13*z + 1
*
0 | 0.10092119687319729040939198754267065046 | 0.021230521104241127787064490877638834039
f(z) = 86/15*z^3 - 116/15*z + 1
*
0 | 0.12120353471744190816646478010596945474 | 0.025316708880005223703907852246823634726
f(z) = 86/17*z^3 - 120/17*z + 1
*
[ 2/3 ] 
f(z) = 87/2*z^3 - 119/6*z + 1
*
[ -2/3 ] 
f(z) = 87/2*z^3 - 101/6*z + 1
*
[ 1/2 ] 
f(z) = 87/4*z^3 - 103/16*z + 1
*
0 | 0.12172848121672279571333314079116002961 | 0.026376013534753319765869442717657547520
f(z) = 87/7*z^3 - 101/7*z + 1
*
0 | 0.083313435980715008732949115613312769922 | 0.017975902408166243900384167554512672051
f(z) = 87/8*z^3 - 103/8*z + 1
*
0 | 0.10880247480906707952100452367742348774 | 0.023284070241703191762300397997320020441
f(z) = 87/10*z^3 - 107/10*z + 1
*
0 | 0.12160752658103561266683352765568850931 | 0.025921660391395341737486838958949595651
f(z) = 87/11*z^3 - 109/11*z + 1
*
0 | 0.12154658062542824979903556480846970659 | 0.025711150700247701592380811257515669932
f(z) = 87/13*z^3 - 113/13*z + 1
*
0 | 0.10868058176943061322212258232054117884 | 0.022904559818628986376488656077042773776
f(z) = 87/14*z^3 - 115/14*z + 1
*
-4/3 | 0.081168764416128945099160397614001202764 | 0.013165168417647733007780471485765249102
f(z) = 87/16*z^3 - 119/12*z + 1
*
0 | 0.095782445434429725659299415180476264339 | 0.020041843566605335922198802772826416255
f(z) = 87/16*z^3 - 119/16*z + 1
*
[ 4/3 ] 
f(z) = 87/16*z^3 - 113/12*z + 1
*
[ 1/11 ] 
f(z) = 88*z^3 - 118/11*z + 1
*
[ 1/3 ] 
f(z) = 88*z^3 - 106/9*z + 1
*
[ 3/4 ] 
f(z) = 88/3*z^3 - 101/6*z + 1
*
0 | 0.12194251658726838377090209992545759299 | 0.026366104517850116654560072809842657039
f(z) = 88/7*z^3 - 102/7*z + 1
*
0 | 0.10831977862781995349463165561886397390 | 0.023227445763059625797212400101329986496
f(z) = 88/9*z^3 - 106/9*z + 1
*
0 | 0.12176273566564830825310634527821137093 | 0.025708959831893057597864855597708930205
f(z) = 88/13*z^3 - 114/13*z + 1
*
0 | 0.10135855429901054734515573330818818305 | 0.021246123413652207160466424815860119681
f(z) = 88/15*z^3 - 118/15*z + 1
*
[ 1/3 ] 
f(z) = 89*z^3 - 107/9*z + 1
*
[ 1/2 ] 
f(z) = 89/3*z^3 - 101/12*z + 1
*
[ 1/2 ] 
f(z) = 89/4*z^3 - 105/16*z + 1
*
0 | 0.089004421605366114886055265518022114510 | 0.019285394884180332025744394009212071233
f(z) = 89/6*z^3 - 101/6*z + 1
*
0 | 0.12215410622745312455599929259275330780 | 0.026356256544379588062734784206875797097
f(z) = 89/7*z^3 - 103/7*z + 1
*
0 | 0.093600097544465833437511743151549568627 | 0.020111924146774850659519903149789274668
f(z) = 89/8*z^3 - 105/8*z + 1
*
0 | 0.10853205153129723434500559597575138901 | 0.023226198813634719523003271858798565589
f(z) = 89/9*z^3 - 107/9*z + 1
*
0 | 0.10923017895134410672144042311278167647 | 0.023283325324286594741077125524160445213
f(z) = 89/10*z^3 - 109/10*z + 1
*
0 | 0.12203593087951354123246296183732368690 | 0.025912548739045694829089742477169275061
f(z) = 89/11*z^3 - 111/11*z + 1
*
0 | 0.075990715661646610261107203955981246524 | 0.016074567726568534205892264176606905036
f(z) = 89/12*z^3 - 113/12*z + 1
*
0 | 0.12197639613150596595124397558679564300 | 0.025706668258199375665557219864105009354
f(z) = 89/13*z^3 - 115/13*z + 1
*
0 | 0.10911110840437246725074797366301933282 | 0.022912037632032918736019066666344951324
f(z) = 89/14*z^3 - 117/14*z + 1
*
0 | 0.10157291936225746259262218250798349122 | 0.021253461959847095552669150542327582175
f(z) = 89/15*z^3 - 119/15*z + 1
*
0 | 0.12236330540368439494938580180186160997 | 0.026346469980876543848630244196209737136
f(z) = 90/7*z^3 - 104/7*z + 1
*
0 | 0.12224647233787162101031468658275371607 | 0.025907915986068344740771976116280419653
f(z) = 90/11*z^3 - 112/11*z + 1
*
0 | 0.12218761895887381926701316490900663723 | 0.025704281195185551176291313296913901622
f(z) = 90/13*z^3 - 116/13*z + 1
*
[ 1/3 ] 
f(z) = 91*z^3 - 109/9*z + 1
*
[ 1/2 ] 
f(z) = 91/3*z^3 - 103/12*z + 1
*
[ 1/2 ] 
f(z) = 91/4*z^3 - 107/16*z + 1
*
0 | 0.12262750863899062798999972087111266621 | 0.026570813956321326026138956511801205754
f(z) = 91/5*z^3 - 101/5*z + 1
*
0 | 0.089419827486274501992169490165626137087 | 0.019293431765560666244917777438430432883
f(z) = 91/6*z^3 - 103/6*z + 1
*
0 | 0.091164359974123681250727708188306777326 | 0.019509458446624570275540756537936756885
f(z) = 91/8*z^3 - 107/8*z + 1
*
0 | 0.10894943342657903063376987855744922395 | 0.023223482069893003090796653771274642816
f(z) = 91/9*z^3 - 109/9*z + 1
*
0 | 0.10964822608471065527222938866475257369 | 0.023282200431405372215345839945499935738
f(z) = 91/10*z^3 - 111/10*z + 1
*
0 | 0.12245464659065217998306067620198694805 | 0.025903236900924859446540590994917400917
f(z) = 91/11*z^3 - 113/11*z + 1
*
0 | 0.076410103324779735464632058574952138995 | 0.016103518713793946019232777424271146184
f(z) = 91/12*z^3 - 115/12*z + 1
*
[ 1/3 ] 
f(z) = 92*z^3 - 110/9*z + 1
*
0 | 0.12283145316701722523316758213914085967 | 0.026558308151392687173357690854484511128
f(z) = 92/5*z^3 - 102/5*z + 1
*
0 | 0.12277474424927461443219190845943678312 | 0.026327082175102641864698056333445002928
f(z) = 92/7*z^3 - 106/7*z + 1
*
0 | 0.10915464849362956520842798125647635373 | 0.023222019878648734618805684621912543910
f(z) = 92/9*z^3 - 110/9*z + 1
*
0 | 0.12266050628623585739232101246146066254 | 0.025898514942467421459173557714875413698
f(z) = 92/11*z^3 - 114/11*z + 1
*
0 | 0.12260296988896708155419721306489489174 | 0.025699240159414036137788088536090946203
f(z) = 92/13*z^3 - 118/13*z + 1
*
[ -2/3 ] 
f(z) = 93/2*z^3 - 109/6*z + 1
*
[ 1/2 ] 
f(z) = 93/2*z^3 - 101/8*z + 1
*
[ 1/2 ] 
f(z) = 93/4*z^3 - 109/16*z + 1
*
0 | 0.097390309017631421030156969274136301515 | 0.021102441130678978999872741654480789778
f(z) = 93/4*z^3 - 101/4*z + 1
*
0 | 0.12303317602734080101905273248203200042 | 0.026545926706781783176611938017858107216
f(z) = 93/5*z^3 - 103/5*z + 1
*
0 | 0.12297708551198652433610095212446516873 | 0.026317481309188120211287805027068577670
f(z) = 93/7*z^3 - 107/7*z + 1
*
0 | 0.094424365312648182601281468066660940866 | 0.020127342436131904164915820330943796688
f(z) = 93/8*z^3 - 109/8*z + 1
*
0 | 0.11005704274059136502760806938063619181 | 0.023280730703953334103410439719239107793
f(z) = 93/10*z^3 - 113/10*z + 1
*
0 | 0.12286410233560846428249341716199873910 | 0.025893753379774910169936195103503491518
f(z) = 93/11*z^3 - 115/11*z + 1
*
0 | 0.12280720256425479663948911406217296816 | 0.025696595357132963534741374040239740780
f(z) = 93/13*z^3 - 119/13*z + 1
*
[ -4/3 ] 
f(z) = 93/16*z^3 - 103/12*z + 1
*
[ 1/3 ] 
f(z) = 94*z^3 - 112/9*z + 1
*
0 | 0.12323272510374363659242634751651587995 | 0.026533667768259163769892437982940998436
f(z) = 94/5*z^3 - 104/5*z + 1
*
0 | 0.12317723964808536613250814346050158513 | 0.026307942616922599460632542055053877686
f(z) = 94/7*z^3 - 108/7*z + 1
*
0 | 0.10955837906970348131533687072788563032 | 0.023218905431174301330760075774706021183
f(z) = 94/9*z^3 - 112/9*z + 1
*
0 | 0.12306548398798770844890257166174464732 | 0.025888955303348327462562481242416008876
f(z) = 94/11*z^3 - 116/11*z + 1
*
0 | 0.12300920690438647410359103076556479388 | 0.025693873433796240124769547958136917080
f(z) = 94/13*z^3 - 120/13*z + 1
*
[ -2/5 ] 
f(z) = 95*z^3 - 117/10*z + 1
*
[ 1/3 ] 
f(z) = 95*z^3 - 113/9*z + 1
*
[ 1/2 ] 
f(z) = 95/2*z^3 - 103/8*z + 1
*
[ 1/2 ] 
f(z) = 95/3*z^3 - 107/12*z + 1
*
0 | 0.10314115002428044552964030069112880365 | 0.022348527984892937766351306663174709045
f(z) = 95/3*z^3 - 101/3*z + 1
*
[ 1/2 ] 
f(z) = 95/4*z^3 - 111/16*z + 1
*
0 | 0.097786685319878091590852018433470122061 | 0.021098684641155350091653867823906328085
f(z) = 95/4*z^3 - 103/4*z + 1
*
0 | 0.090223686592313009873565600658892667269 | 0.019308151397910684855137729955468040246
f(z) = 95/6*z^3 - 107/6*z + 1
*
0 | 0.12337525343697912729905036561093655511 | 0.026298466141111681355637413565182439998
f(z) = 95/7*z^3 - 109/7*z + 1
*
0 | 0.087216582655353072723386628803353075308 | 0.018519168351664829738123082823619802383
f(z) = 95/8*z^3 - 111/8*z + 1
*
0 | 0.10975699057879024152864750515986212325 | 0.023217259676547155998475120181888221144
f(z) = 95/9*z^3 - 113/9*z + 1
*
0 | 0.12326469890237858498726039073514073043 | 0.025884123635566765708997510187360038598
f(z) = 95/11*z^3 - 117/11*z + 1
*
0 | 0.077222445950003471168338801525168854762 | 0.016158286359686949278474034123485221806
f(z) = 95/12*z^3 - 119/12*z + 1
*
7/12 | 0.15508357928873778656917781957737462563 | 0.027385601547587495348644845674284033015
f(z) = 96/5*z^3 - 113/15*z + 1
*
1/12 | 0.15275823791795367399050629680899450625 | 0.026974978627130828120777951746977945273
f(z) = 96/5*z^3 - 107/15*z + 1
*
0 | 0.12362548584644508304890744467219291765 | 0.026509510117228999232824454767860310985
f(z) = 96/5*z^3 - 106/5*z + 1
*
1/8 | 0.15367802621528824474301649683242555326 | 0.029230273227233604972779390491672513298
f(z) = 96/7*z^3 - 115/14*z + 1
*
0 | 0.12357117217303932151111570559646514207 | 0.026289051874851827018460032765533751408
f(z) = 96/7*z^3 - 110/7*z + 1
*
[ 1/8 ] 
f(z) = 96/7*z^3 - 101/14*z + 1
*
0 | 0.12346179321531768995126379990244160541 | 0.025879261140458617333756809070444150180
f(z) = 96/11*z^3 - 118/11*z + 1
*
[ 1/3 ] 
f(z) = 97*z^3 - 115/9*z + 1
*
[ 1/2 ] 
f(z) = 97*z^3 - 101/4*z + 1
*
[ 1/2 ] 
f(z) = 97/2*z^3 - 105/8*z + 1
*
0 | 0.11106354700273923465989822895696572527 | 0.024065145557402428518256609383452297129
f(z) = 97/2*z^3 - 101/2*z + 1
*
[ 1/2 ] 
f(z) = 97/3*z^3 - 109/12*z + 1
*
0 | 0.10352865241970967941059251000691182425 | 0.022337584933796817480110006231177331735
f(z) = 97/3*z^3 - 103/3*z + 1
*
[ 1/2 ] 
f(z) = 97/4*z^3 - 113/16*z + 1
*
0 | 0.098174754790815787249395205225660831384 | 0.021094884228545877055596703450164606662
f(z) = 97/4*z^3 - 105/4*z + 1
*
0 | 0.12381878587736653560826972516258310083 | 0.026497607822526787416507726745874547231
f(z) = 97/5*z^3 - 107/5*z + 1
*
0 | 0.090612897986329517313172479706351524233 | 0.019314896328531031435465956655938882757
f(z) = 97/6*z^3 - 109/6*z + 1
*
0 | 0.12376503972780474062857800369158458437 | 0.026279699765661762514759583025781230668
f(z) = 97/7*z^3 - 111/7*z + 1
*
0 | 0.095213499921640896762930771410952438661 | 0.020140826937184819866365832996433573920
f(z) = 97/8*z^3 - 113/8*z + 1
*
0 | 0.11014793465926954187217022100348349186 | 0.023213806157700455366140112243802372846
f(z) = 97/9*z^3 - 115/9*z + 1
*
0 | 0.11084855482219912381360544416370755819 | 0.023276880756541860858976456873402473729
f(z) = 97/10*z^3 - 117/10*z + 1
*
0 | 0.12365681160504750635299962481514131401 | 0.025874370432838227920255273136143419266
f(z) = 97/11*z^3 - 119/11*z + 1
*
[ -4/7 ] 
f(z) = 98*z^3 - 117/4*z + 1
*
[ 1/3 ] 
f(z) = 98*z^3 - 116/9*z + 1
*
9/28 | 0.16878912531582583194151219395261806033 | 0.025326945690219816581551577278972831513
f(z) = 98*z^3 - 105/8*z + 1
*
5/7 | 0.10151784946559373178570195124470621156 | 0.019233733258912143100274321253311181166
f(z) = 98/3*z^3 - 115/6*z + 1
*
0 | 0.10371940470247257407797864135559347889 | 0.022332186707550305477284814570446956858
f(z) = 98/3*z^3 - 104/3*z + 1
*
0 | 0.12401008897296902725106155095489718696 | 0.026485820870325420016930619470532956922
f(z) = 98/5*z^3 - 108/5*z + 1
*
0 | 0.11034035439231546501767805389913172393 | 0.023212003970967998918092633266436146445
f(z) = 98/9*z^3 - 116/9*z + 1
*
5/7 | 0.063572857271950855704605271756924738666 | 0.012044614673304383876060535751595925698
f(z) = 98/9*z^3 - 109/18*z + 1
*
0 | 0.12384979735234410702415826875242914554 | 0.025869453986854104982049658720980404887
f(z) = 98/11*z^3 - 120/11*z + 1
*
1/7 | 0.10184906070638791652082005692792369715 | 0.021796017854378828146143385802438913302
f(z) = 98/15*z^3 - 107/15*z + 1
*
[ 1/7 ] 
f(z) = 98/17*z^3 - 104/17*z + 1
*
[ 1/7 ] 
f(z) = 98/19*z^3 - 116/19*z + 1
*
[ 1/11 ] 
f(z) = 99*z^3 - 119/11*z + 1
*
[ 1/2 ] 
f(z) = 99*z^3 - 103/4*z + 1
*
0 | 0.12430403642765935920540205227035365305 | 0.026934082430579112489157658198459731988
f(z) = 99*z^3 - 101*z + 1
*
[ 1/2 ] 
f(z) = 99/2*z^3 - 107/8*z + 1
*
[ 2/9 ] 
f(z) = 99/2*z^3 - 107/18*z + 1
*
0 | 0.11144256511421776387753597902691011991 | 0.024045109303529388301183818334262669079
f(z) = 99/2*z^3 - 103/2*z + 1
*
[ 1/2 ] 
f(z) = 99/4*z^3 - 115/16*z + 1
*
0 | 0.098554858473109574892229724460890515808 | 0.021091048263157393771983454094979086965
f(z) = 99/4*z^3 - 107/4*z + 1
*
0 | 0.12419943597256478619473802207396211067 | 0.026474147535089661053665720432108478870
f(z) = 99/5*z^3 - 109/5*z + 1
*
0 | 0.12414679001630007005180263258078143857 | 0.026261181603271873773079417468687037314
f(z) = 99/7*z^3 - 113/7*z + 1
*
0 | 0.092743346503214261834360052938809419942 | 0.019545768831725270154969798530900513337
f(z) = 99/8*z^3 - 115/8*z + 1
*
0 | 0.11123197416545839611250378682704579676 | 0.023274555329190485779780383229697148934
f(z) = 99/10*z^3 - 119/10*z + 1
*
-2 | 0.098268909904304558636296569338796956809 | 0.016374290380286003396010685817083239943
f(z) = 99/16*z^3 - 101/4*z + 1
*
3/10 | 0.19628444107568407556951470160641462287 | 0.026604886865682538873625558224950768199
f(z) = 80/3*z^3 - 103/20*z + 1
*
[ 7/20 ] 
f(z) = 80/7*z^3 - 114/35*z + 1
*
[ 1/6 ] 
f(z) = 81/5*z^3 - 109/20*z + 1
*
[ 1/2 ] 
f(z) = 81/5*z^3 - 101/20*z + 1
*
[ 1/2 ] 
f(z) = 81/7*z^3 - 109/28*z + 1
*
[ 1/2 ] 
f(z) = 81/8*z^3 - 113/32*z + 1
*
2/3 | 0.084959868926190327963818921315466624429 | 0.012888967564282159675662218252523594528
f(z) = 81/16*z^3 - 115/36*z + 1
*
[ 1/4 ] 
f(z) = 82/3*z^3 - 113/24*z + 1
*
[ 1/2 ] 
f(z) = 83/5*z^3 - 103/20*z + 1
*
[ 1/2 ] 
f(z) = 83/6*z^3 - 107/24*z + 1
*
[ 1/2 ] 
f(z) = 83/7*z^3 - 111/28*z + 1
*
[ 1/2 ] 
f(z) = 83/8*z^3 - 115/32*z + 1
*
[ 1/2 ] 
f(z) = 83/9*z^3 - 119/36*z + 1
*
[ 2/3 ] 
f(z) = 83/16*z^3 - 101/36*z + 1
*
1/4 | 0.15331298069007546197464550696385643160 | 0.026355518482312315561984445240180013334
f(z) = 84/5*z^3 - 101/20*z + 1
*
[ 1/3 ] 
f(z) = 84/13*z^3 - 106/39*z + 1
*
[ 2/5 ] 
f(z) = 85/6*z^3 - 113/30*z + 1
*
[ 1/2 ] 
f(z) = 85/6*z^3 - 109/24*z + 1
*
[ 1/2 ] 
f(z) = 85/7*z^3 - 113/28*z + 1
*
[ 1/2 ] 
f(z) = 85/8*z^3 - 117/32*z + 1
*
[ 2/3 ] 
f(z) = 85/16*z^3 - 103/36*z + 1
*
[ 1/4 ] 
f(z) = 86/3*z^3 - 115/24*z + 1
*
[ 1/2 ] 
f(z) = 87/5*z^3 - 107/20*z + 1
*
[ 1/2 ] 
f(z) = 87/7*z^3 - 115/28*z + 1
*
[ 1/2 ] 
f(z) = 87/8*z^3 - 119/32*z + 1
*
[ 2/9 ] 
f(z) = 87/8*z^3 - 109/27*z + 1
*
1/3 | 0.11992568054620208424060768066121199959 | 0.021551844861308178850764817360970078827
f(z) = 87/8*z^3 - 101/24*z + 1
*
[ 1/3 ] 
f(z) = 87/13*z^3 - 107/39*z + 1
*
[ 3/11 ] 
f(z) = 88/9*z^3 - 112/33*z + 1
*
3/4 | 0.14376091835565547533760805060994611333 | 0.027804151118853757796596633650556299817
f(z) = 88/15*z^3 - 119/30*z + 1
*
[ 3/4 ] 
f(z) = 88/15*z^3 - 109/30*z + 1
*
[ 1/4 ] 
f(z) = 88/15*z^3 - 101/30*z + 1
*
[ 1/4 ] 
f(z) = 88/17*z^3 - 113/34*z + 1
*
[ 1/2 ] 
f(z) = 89/5*z^3 - 109/20*z + 1
*
[ 1/2 ] 
f(z) = 89/6*z^3 - 113/24*z + 1
*
[ 1/2 ] 
f(z) = 89/7*z^3 - 117/28*z + 1
*
[ 2/3 ] 
f(z) = 89/16*z^3 - 107/36*z + 1
*
[ 1/6 ] 
f(z) = 90/11*z^3 - 115/22*z + 1
*
[ 1/2 ] 
f(z) = 91/5*z^3 - 111/20*z + 1
*
[ 1/2 ] 
f(z) = 91/6*z^3 - 115/24*z + 1
*
[ 2/3 ] 
f(z) = 91/16*z^3 - 109/36*z + 1
*
[ 1/4 ] 
f(z) = 92/7*z^3 - 107/28*z + 1
*
[ 1/2 ] 
f(z) = 93/5*z^3 - 113/20*z + 1
*
[ 2/9 ] 
f(z) = 93/8*z^3 - 110/27*z + 1
*
1/3 | 0.13387780352044670758781900004425791817 | 0.023774244107215075566230376395950849930
f(z) = 93/8*z^3 - 103/24*z + 1
*
[ 1/3 ] 
f(z) = 93/13*z^3 - 109/39*z + 1
*
[ 1/4 ] 
f(z) = 94/3*z^3 - 119/24*z + 1
*
[ 1/2 ] 
f(z) = 95/6*z^3 - 119/24*z + 1
*
[ -4/5 ] 
f(z) = 95/8*z^3 - 107/20*z + 1
*
[ 2/3 ] 
f(z) = 95/16*z^3 - 113/36*z + 1
*
[ 1/3 ] 
f(z) = 96/13*z^3 - 110/39*z + 1
*
[ 1/2 ] 
f(z) = 97/5*z^3 - 117/20*z + 1
*
[ 2/3 ] 
f(z) = 97/16*z^3 - 115/36*z + 1
*
3/28 | 0.13985517657166621875952518165789439670 | 0.020985383121684925608441417651572342150
f(z) = 98/9*z^3 - 107/24*z + 1
*
[ -13/14 ] 
f(z) = 98/13*z^3 - 115/26*z + 1
*
[ 3/7 ] 
f(z) = 98/13*z^3 - 106/39*z + 1
*
[ 3/14 ] 
f(z) = 98/15*z^3 - 119/30*z + 1
*
[ 2/7 ] 
f(z) = 98/17*z^3 - 101/34*z + 1
*
[ 2/7 ] 
f(z) = 98/19*z^3 - 111/38*z + 1
*
[ 2/11 ] 
f(z) = 99/4*z^3 - 117/22*z + 1
*
[ 1/2 ] 
f(z) = 99/5*z^3 - 119/20*z + 1
*
[ 1/6 ] 
f(z) = 99/5*z^3 - 111/20*z + 1
*
[ 2/3 ] 
f(z) = 99/13*z^3 - 101/26*z + 1
*
[ 2/3 ] 
f(z) = 99/17*z^3 - 105/34*z + 1
*
[ 2/3 ] 
f(z) = 99/19*z^3 - 107/38*z + 1
*
[ 4/9 ] 
f(z) = 81/11*z^3 - 119/44*z + 1
*
[ 1/3 ] 
f(z) = 87/14*z^3 - 113/42*z + 1
*
[ 1/3 ] 
f(z) = 93/14*z^3 - 115/42*z + 1
*
[ 4/11 ] 
f(z) = 99/16*z^3 - 113/44*z + 1
*
[ 1/3 ] 
f(z) = 80*z^3 - 98/9*z + 1
*
3/10 | 0.19816083842439750242810050754353667373 | 0.029644330366145325256582746480815751567
f(z) = 80*z^3 - 97/10*z + 1
*
[ 1/20 ] 
f(z) = 80*z^3 - 96/5*z + 1
*
[ -3/8 ] 
f(z) = 80*z^3 - 91/12*z + 1
*
1/10 | 0.19541177730654792222660561279070972813 | 0.029233078190275321483725825548385773371
f(z) = 80*z^3 - 83/10*z + 1
*
0 | 0.12035168056524242184079817867564129761 | 0.027310948080016275832404150999260241160
f(z) = 80*z^3 - 82*z + 1
*
[ 1/8 ] 
f(z) = 80/3*z^3 - 89/12*z + 1
*
0 | 0.099943395138331607381958490271607463780 | 0.022437270489077640570222623589109173659
f(z) = 80/3*z^3 - 86/3*z + 1
*
0 | 0.12015667922805424544823754233611495146 | 0.026447035683654092856900757660215711158
f(z) = 80/7*z^3 - 94/7*z + 1
*
0 | 0.10652784645787519897989558907034766813 | 0.023234155302833977235364935974461802168
f(z) = 80/9*z^3 - 98/9*z + 1
*
[ 3/20 ] 
f(z) = 80/9*z^3 - 88/15*z + 1
*
1/3 | 0.19707356100232555248788382229322150136 | 0.029897347625892278737594742968861080721
f(z) = 81*z^3 - 100/9*z + 1
*
2/27 | 0.18781055224743694747724222640470508275 | 0.028492088638344374103253678100850569175
f(z) = 81*z^3 - 94/9*z + 1
*
[ 1/2 ] 
f(z) = 81*z^3 - 85/4*z + 1
*
0 | 0.12058212520655863859653734812230820695 | 0.027288181654211210555070202646509945714
f(z) = 81*z^3 - 83*z + 1
*
[ -5/9 ] 
f(z) = 81/2*z^3 - 97/10*z + 1
*
[ 1/2 ] 
f(z) = 81/2*z^3 - 89/8*z + 1
*
0 | 0.10771483866333588382466159961780315790 | 0.024245621014247771710152853786463898818
f(z) = 81/2*z^3 - 85/2*z + 1
*
[ 1/2 ] 
f(z) = 81/4*z^3 - 97/16*z + 1
*
0 | 0.094815416426609018192377610034946356017 | 0.021123434516988317495939448699359742003
f(z) = 81/4*z^3 - 89/4*z + 1
*
[ 1/6 ] 
f(z) = 81/4*z^3 - 89/16*z + 1
*
0 | 0.12045409298034152627017804511508519189 | 0.026703135579000231790216541844925031839
f(z) = 81/5*z^3 - 91/5*z + 1
*
-2/3 | 0.14996543978705133194662831825732513539 | 0.027300885186503830924339312476863599060
f(z) = 81/5*z^3 - 88/15*z + 1
*
0 | 0.12038955735656373100269521245067816332 | 0.026436717597398792428710410852210337279
f(z) = 81/7*z^3 - 95/7*z + 1
*
0 | 0.091832582050254264213228249075974360760 | 0.020073963684651681119291838714231913041
f(z) = 81/8*z^3 - 97/8*z + 1
*
[ 1/9 ] 
f(z) = 81/11*z^3 - 89/11*z + 1
*
5/9 | 0.12304911591343917678146360315243618756 | 0.027413473887790592921056230083761363316
f(z) = 81/16*z^3 - 89/16*z + 1
*
-2 | 0.094449315766549896621221122298589316002 | 0.016269960349290308589645108597333231842
f(z) = 81/16*z^3 - 83/4*z + 1
*
[ 1/3 ] 
f(z) = 82*z^3 - 100/9*z + 1
*
0 | 0.12080973739870198107688626987633348409 | 0.027265793844204967712399941625580527108
f(z) = 82*z^3 - 84*z + 1
*
-1 | 0.10380143262242633285511105121393082103 | 0.023555263405279919155703195915873537747
f(z) = 82*z^3 - 81*z + 1
*
0 | 0.10040200342550531262803868151411984993 | 0.022424491966036347300704744273558537004
f(z) = 82/3*z^3 - 88/3*z + 1
*
0 | 0.12068327897279720113920480198761641646 | 0.026689279455775924175986208904095220329
f(z) = 82/5*z^3 - 92/5*z + 1
*
0 | 0.12061954304354404536215081915606977362 | 0.026426455209753473419973450764290563541
f(z) = 82/7*z^3 - 96/7*z + 1
*
0 | 0.10699234790194552657838419249388322717 | 0.023233093149843952571374397127940391533
f(z) = 82/9*z^3 - 100/9*z + 1
*
[ 1/2 ] 
f(z) = 83*z^3 - 87/4*z + 1
*
0 | 0.12103458592578891082067581972984200114 | 0.027243773804880182166593106277265816949
f(z) = 83*z^3 - 85*z + 1
*
-1 | 0.10402500114810806334970272618525657999 | 0.023541243140693161903813234650404788713
f(z) = 83*z^3 - 82*z + 1
*
[ -1 ] 
f(z) = 83*z^3 - 81*z + 1
*
[ 1/2 ] 
f(z) = 83/2*z^3 - 91/8*z + 1
*
0 | 0.10816807056137466220781861048179227207 | 0.024220845500502993351773121460522645339
f(z) = 83/2*z^3 - 87/2*z + 1
*
-1 | 0.091262600976066296590563981341212463994 | 0.020653064700963111280735135193396110611
f(z) = 83/2*z^3 - 81/2*z + 1
*
[ 1/2 ] 
f(z) = 83/3*z^3 - 95/12*z + 1
*
0 | 0.10062864930864239006374138629216014830 | 0.022418534499074921130076131529752409098
f(z) = 83/3*z^3 - 89/3*z + 1
*
[ 1/2 ] 
f(z) = 83/4*z^3 - 99/16*z + 1
*
0 | 0.095270202968296398143751949386609113511 | 0.021120188476422131303778785577618124742
f(z) = 83/4*z^3 - 91/4*z + 1
*
0 | 0.12090966307763651854334743366599212418 | 0.026675567356056342713917035054209335519
f(z) = 83/5*z^3 - 93/5*z + 1
*
0 | 0.087699181716508902000478743812408830024 | 0.019258136265885191399728387739866722153
f(z) = 83/6*z^3 - 95/6*z + 1
*
0 | 0.12084670726472687346220119269605640375 | 0.026416249645625019672192856691915891434
f(z) = 83/7*z^3 - 97/7*z + 1
*
0 | 0.089438070775464666394184079181290027715 | 0.019463707953742500832576268307108439852
f(z) = 83/8*z^3 - 99/8*z + 1
*
-2 | 0.094915118885298606015726059736775795759 | 0.016283411291150900655614663378022827557
f(z) = 83/16*z^3 - 85/4*z + 1
*
[ 2 ] 
f(z) = 83/16*z^3 - 81/4*z + 1
*
[ 1/14 ] 
f(z) = 84*z^3 - 94/7*z + 1
*
0 | 0.12125673709639668749141420166011305244 | 0.027222111126894868822359873899391070766
f(z) = 84*z^3 - 86*z + 1
*
-1 | 0.10424590273714744290101514695653952392 | 0.023527468516495952935738394265268005257
f(z) = 84*z^3 - 83*z + 1
*
[ -1 ] 
f(z) = 84*z^3 - 82*z + 1
*
0 | 0.12113331297923412203591638233545684667 | 0.026661997247449412561056518290625596412
f(z) = 84/5*z^3 - 94/5*z + 1
*
[ 1/6 ] 
f(z) = 84/5*z^3 - 82/15*z + 1
*
[ 1/2 ] 
f(z) = 85*z^3 - 89/4*z + 1
*
0 | 0.12147625486094951312322369314279678737 | 0.027200795814300341378139389655479803118
f(z) = 85*z^3 - 87*z + 1
*
-1 | 0.10446420026828075902082787607667820027 | 0.023513932162842603993751920472983180418
f(z) = 85*z^3 - 84*z + 1
*
[ -1 ] 
f(z) = 85*z^3 - 83*z + 1
*
[ 1/2 ] 
f(z) = 85/2*z^3 - 93/8*z + 1
*
0 | 0.10861047424637123533436300173811553778 | 0.024196763849875543474103316795857543894
f(z) = 85/2*z^3 - 89/2*z + 1
*
-1 | 0.091700735268048546805751895676661772198 | 0.020640993400974692238322672564307270247
f(z) = 85/2*z^3 - 83/2*z + 1
*
[ 2/5 ] 
f(z) = 85/2*z^3 - 83/10*z + 1
*
[ -1 ] 
f(z) = 85/2*z^3 - 81/2*z + 1
*
[ 1/2 ] 
f(z) = 85/3*z^3 - 97/12*z + 1
*
1/5 | 0.17947670114108884656914330701893867412 | 0.029655329941707653387321181197381275870
f(z) = 85/3*z^3 - 92/15*z + 1
*
0 | 0.10107179153720011382752436947669515809 | 0.022406326641559428559293276613253428241
f(z) = 85/3*z^3 - 91/3*z + 1
*
-1 | 0.084262967112658627156737008255511477602 | 0.018966820091844472963853208548290293332
f(z) = 85/3*z^3 - 82/3*z + 1
*
0 | 0.095714087575008209744781176953535512485 | 0.021116819988086234316709392520037227661
f(z) = 85/4*z^3 - 93/4*z + 1
*
-1 | 0.096121325804603112680014420622731321571 | 0.021636027735505560075341349503394062569
f(z) = 85/4*z^3 - 81/4*z + 1
*
0 | 0.088144562749794952679091900613365024246 | 0.019267788317991501980222746538593960776
f(z) = 85/6*z^3 - 97/6*z + 1
*
0 | 0.12129284243121745023188915028980943228 | 0.026396012810778986058109125141092397296
f(z) = 85/7*z^3 - 99/7*z + 1
*
-2 | 0.095369387726410460354596881922760528166 | 0.016296324000410474454828190756196574201
f(z) = 85/16*z^3 - 87/4*z + 1
*
[ 2 ] 
f(z) = 85/16*z^3 - 83/4*z + 1
*
0 | 0.12169320092222827269336970897314758846 | 0.027179818263551951685587593887879762065
f(z) = 86*z^3 - 88*z + 1
*
-1 | 0.10467995442235773582429344731177061535 | 0.023500627019002908287645738864893609097
f(z) = 86*z^3 - 85*z + 1
*
[ -1 ] 
f(z) = 86*z^3 - 84*z + 1
*
0 | 0.10128841480232697305881722000900764196 | 0.022400077552592850101237891354629521500
f(z) = 86/3*z^3 - 92/3*z + 1
*
-1 | 0.084478107382512389310311535684072508608 | 0.018965316748778390462032479285225600092
f(z) = 86/3*z^3 - 83/3*z + 1
*
0 | 0.12157266890753297678896954603498792679 | 0.026635274919382685184756848079689216517
f(z) = 86/5*z^3 - 96/5*z + 1
*
-1 | 0.10496182528125670476989128142332866972 | 0.023563906965570174557178701967462918623
f(z) = 86/5*z^3 - 81/5*z + 1
*
0 | 0.12151194291022934460149301495164931427 | 0.026385983145627783659889926638228400216
f(z) = 86/7*z^3 - 100/7*z + 1
*
[ 1/2 ] 
f(z) = 87*z^3 - 91/4*z + 1
*
0 | 0.12190763483948165770438687594642513996 | 0.027159169243811237302162653333898166244
f(z) = 87*z^3 - 89*z + 1
*
[ 1/6 ] 
f(z) = 87*z^3 - 89/12*z + 1
*
-1 | 0.10489322378359810766920618261717563609 | 0.023487546316828084428774111645878614394
f(z) = 87*z^3 - 86*z + 1
*
[ -1 ] 
f(z) = 87*z^3 - 85*z + 1
*
[ 1/2 ] 
f(z) = 87/2*z^3 - 95/8*z + 1
*
0 | 0.10904255506747181091192748386294393408 | 0.024173343219831554974128864910863775259
f(z) = 87/2*z^3 - 91/2*z + 1
*
-1 | 0.092127467899366339487473707609313379352 | 0.020629055827310886787319415322789822392
f(z) = 87/2*z^3 - 85/2*z + 1
*
[ -1 ] 
f(z) = 87/2*z^3 - 83/2*z + 1
*
0 | 0.096147580718452968091404143207432605113 | 0.021113346497309503434379134602191524453
f(z) = 87/4*z^3 - 95/4*z + 1
*
-1 | 0.096545492350576658067992725484554380170 | 0.021618333782393695174371224744325540116
f(z) = 87/4*z^3 - 83/4*z + 1
*
0 | 0.12178849863664697363529297626414309228 | 0.026622118688794214006627770873280176605
f(z) = 87/5*z^3 - 97/5*z + 1
*
-1 | 0.10517191272645316099924530587674905533 | 0.023549949961383810803512971386334300070
f(z) = 87/5*z^3 - 82/5*z + 1
*
[ -4/3 ] 
f(z) = 87/16*z^3 - 95/12*z + 1
*
-2 | 0.095812684944312992357902821501988836933 | 0.016308734406204216458261037023629406039
f(z) = 87/16*z^3 - 89/4*z + 1
*
[ 2 ] 
f(z) = 87/16*z^3 - 85/4*z + 1
*
[ -2 ] 
f(z) = 87/16*z^3 - 81/4*z + 1
*
0 | 0.12211961412657817183009664750190378526 | 0.027138839878446494619079482616447513391
f(z) = 88*z^3 - 90*z + 1
*
-1 | 0.10510406493508336619703227691160126722 | 0.023474683565286411034923244490399998500
f(z) = 88*z^3 - 87*z + 1
*
[ -1 ] 
f(z) = 88*z^3 - 86*z + 1
*
0 | 0.10171620094365955619272092011038251437 | 0.022388201914743082247568135815891794203
f(z) = 88/3*z^3 - 94/3*z + 1
*
-1 | 0.084899033886761275306290643138482005463 | 0.018961949347260687991820840925839317345
f(z) = 88/3*z^3 - 85/3*z + 1
*
[ -3/4 ] 
f(z) = 88/3*z^3 - 85/6*z + 1
*
[ -1 ] 
f(z) = 88/3*z^3 - 82/3*z + 1
*
0 | 0.12200184177647771896333310274046495799 | 0.026609096431770678328356887427481936119
f(z) = 88/5*z^3 - 98/5*z + 1
*
-1 | 0.10537964300859356845985146975108815717 | 0.023536233116934854177680497119566686484
f(z) = 88/5*z^3 - 83/5*z + 1
*
-1 | 0.10551502492955465997175793809168701845 | 0.023566470270531007980317433590783893976
f(z) = 88/7*z^3 - 81/7*z + 1
*
[ 1/2 ] 
f(z) = 89*z^3 - 93/4*z + 1
*
0 | 0.12232919434460369691303557417900837304 | 0.027118821627646439236852451569434747187
f(z) = 89*z^3 - 91*z + 1
*
-1 | 0.10531253254887310376425894047298292763 | 0.023462032535987682956982606613822542411
f(z) = 89*z^3 - 88*z + 1
*
[ -1 ] 
f(z) = 89*z^3 - 87*z + 1
*
[ 1/2 ] 
f(z) = 89/2*z^3 - 97/8*z + 1
*
0 | 0.10946478380210270186487602879515944440 | 0.024150552892982350744917070843906937467
f(z) = 89/2*z^3 - 93/2*z + 1
*
-1 | 0.092545863055570792210157046294667782597 | 0.020617812500836079711256263450493541274
f(z) = 89/2*z^3 - 87/2*z + 1
*
[ -1 ] 
f(z) = 89/2*z^3 - 85/2*z + 1
*
0 | 0.10192747799462044719314945585315512233 | 0.022382572129391979789874966152992306213
f(z) = 89/3*z^3 - 95/3*z + 1
*
-1 | 0.085105962527724061593634716270736391636 | 0.018960315676630044063097518525321229280
f(z) = 89/3*z^3 - 86/3*z + 1
*
[ -1 ] 
f(z) = 89/3*z^3 - 83/3*z + 1
*
0 | 0.096571157834764295795631572420077696159 | 0.021109783391465215632200123071694324491
f(z) = 89/4*z^3 - 97/4*z + 1
*
-1 | 0.096960159252182756093755360162188489603 | 0.021601250639505215830746970871984014473
f(z) = 89/4*z^3 - 85/4*z + 1
*
[ -1 ] 
f(z) = 89/4*z^3 - 81/4*z + 1
*
0 | 0.12221275497334706354968753728917832204 | 0.026596206183777226638574118182225692712
f(z) = 89/5*z^3 - 99/5*z + 1
*
-1 | 0.10558506844615644758845444633918636885 | 0.023522749394034174134794070373707322438
f(z) = 89/5*z^3 - 84/5*z + 1
*
-1 | 0.072471485514266581209920852656935195906 | 0.016145546117960838472537041019198240650
f(z) = 89/6*z^3 - 83/6*z + 1
*
-1 | 0.10571898138551556704543556165564710944 | 0.023552583162762272449226302412494181306
f(z) = 89/7*z^3 - 82/7*z + 1
*
-1 | 0.097227996199386846542084845923941886130 | 0.021660920642851927933664212206334464974
f(z) = 89/8*z^3 - 81/8*z + 1
*
-2 | 0.096245532624130731844946019858570741275 | 0.016320675156929680019486303168932140811
f(z) = 89/16*z^3 - 91/4*z + 1
*
[ 2 ] 
f(z) = 89/16*z^3 - 87/4*z + 1
*
[ -2 ] 
f(z) = 89/16*z^3 - 83/4*z + 1
*
[ 1/12 ] 
f(z) = 90*z^3 - 93/8*z + 1
*
0 | 0.12253642918927759448787062089563146511 | 0.027099106272068554948116082880783634490
f(z) = 90*z^3 - 92*z + 1
*
-1 | 0.10551867947110502689188311790036152774 | 0.023449587249622592902302729230233801520
f(z) = 90*z^3 - 89*z + 1
*
7/30 | 0.16850626991272897709892923269691623095 | 0.024771609966132051967715593166298288868
f(z) = 90*z^3 - 89/10*z + 1
*
[ -1 ] 
f(z) = 90*z^3 - 88*z + 1
*
[ 1/9 ] 
f(z) = 90*z^3 - 82/9*z + 1
*
[ 2/3 ] 
f(z) = 90*z^3 - 81/2*z + 1
*
[ 2/15 ] 
f(z) = 90*z^3 - 81/10*z + 1
*
[ 2/3 ] 
f(z) = 90/7*z^3 - 87/14*z + 1
*
-1 | 0.10592071513954867600938189600001639955 | 0.023538932288168221338265999590327072063
f(z) = 90/7*z^3 - 83/7*z + 1
*
[ 1/2 ] 
f(z) = 91*z^3 - 95/4*z + 1
*
0 | 0.12274137057353142198918635791381953354 | 0.027079685897450039569274173495201598213
f(z) = 91*z^3 - 93*z + 1
*
-1 | 0.10572255680241003743033694471188607029 | 0.023437341963249441595882338836087260563
f(z) = 91*z^3 - 90*z + 1
*
[ -1 ] 
f(z) = 91*z^3 - 89*z + 1
*
[ 1/2 ] 
f(z) = 91/2*z^3 - 99/8*z + 1
*
[ 1/7 ] 
f(z) = 91/2*z^3 - 97/14*z + 1
*
0 | 0.10987759973927962718587396719036344987 | 0.024128364107063332395045488103135400467
f(z) = 91/2*z^3 - 95/2*z + 1
*
-1 | 0.092954389785740064731133543415114438592 | 0.020606802240559393326613693215519763702
f(z) = 91/2*z^3 - 89/2*z + 1
*
[ -1 ] 
f(z) = 91/2*z^3 - 87/2*z + 1
*
[ 2/7 ] 
f(z) = 91/2*z^3 - 87/14*z + 1
*
0 | 0.10234093671997266136635078804385804490 | 0.022371016923445841289124971933276705400
f(z) = 91/3*z^3 - 97/3*z + 1
*
-1 | 0.085513009137624110190344221414284537593 | 0.018957143093036538035430949597844444989
f(z) = 91/3*z^3 - 88/3*z + 1
*
[ -1 ] 
f(z) = 91/3*z^3 - 85/3*z + 1
*
0 | 0.096985262459152473653431210192028961866 | 0.021106144262224585772456290237129531252
f(z) = 91/4*z^3 - 99/4*z + 1
*
-1 | 0.097365742766190838112309557535932051175 | 0.021584742913302067016131625934871202127
f(z) = 91/4*z^3 - 87/4*z + 1
*
[ -1 ] 
f(z) = 91/4*z^3 - 83/4*z + 1
*
-1 | 0.10598920552089020769540407984059793390 | 0.023496454582051898686995758751799934207
f(z) = 91/5*z^3 - 86/5*z + 1
*
[ -1 ] 
f(z) = 91/5*z^3 - 81/5*z + 1
*
-1 | 0.072875878204935562560417677749305624425 | 0.016155652398318235928981952727321712034
f(z) = 91/6*z^3 - 85/6*z + 1
*
-1 | 0.097627890374863934812021140866701281619 | 0.021642857693488497427467139123561118901
f(z) = 91/8*z^3 - 83/8*z + 1
*
-1 | 0.092686780238812077712057044679322377445 | 0.020547476618348954088696257750120284371
f(z) = 91/9*z^3 - 82/9*z + 1
*
-1 | 0.093478115975850940942591444977456977220 | 0.020722905654854218441701402916340341154
f(z) = 91/10*z^3 - 81/10*z + 1
*
-2 | 0.096668416126011970093472893189945536588 | 0.016332175995388426924432545763823365623
f(z) = 91/16*z^3 - 93/4*z + 1
*
[ 2 ] 
f(z) = 91/16*z^3 - 89/4*z + 1
*
[ -2 ] 
f(z) = 91/16*z^3 - 85/4*z + 1
*
0 | 0.12294406870556797732222346051446150474 | 0.027060552880114993738091334188920114286
f(z) = 92*z^3 - 94*z + 1
*
-1 | 0.10592421397394851458182931035284963406 | 0.023425291158366277382452541744224307063
f(z) = 92*z^3 - 91*z + 1
*
[ -1 ] 
f(z) = 92*z^3 - 90*z + 1
*
0 | 0.10254322147514703030903062846049702045 | 0.022365092435700288154097746354761082585
f(z) = 92/3*z^3 - 98/3*z + 1
*
-1 | 0.085712191866193827427741832576798073246 | 0.018955373610619002197658946806349821723
f(z) = 92/3*z^3 - 89/3*z + 1
*
[ -1 ] 
f(z) = 92/3*z^3 - 86/3*z + 1
*
-1 | 0.10618801347499785942930183221851052284 | 0.023483630794674860116448774089100534243
f(z) = 92/5*z^3 - 87/5*z + 1
*
[ -1 ] 
f(z) = 92/5*z^3 - 82/5*z + 1
*
-1 | 0.10631770477226768562417873688450915971 | 0.023512312210238624465658573342331606066
f(z) = 92/7*z^3 - 85/7*z + 1
*
-1 | 0.092882863354963748666140437891581807733 | 0.020541177848606963505991767029530159865
f(z) = 92/9*z^3 - 83/9*z + 1
*
-1 | 0.10657287185144916265004535398330525942 | 0.023568742774125802345435052200319793355
f(z) = 92/11*z^3 - 81/11*z + 1
*
[ 1/2 ] 
f(z) = 93*z^3 - 97/4*z + 1
*
0 | 0.12314457216269430391857856676287502550 | 0.027041699873316724430394703008312622635
f(z) = 93*z^3 - 95*z + 1
*
-1 | 0.10612369881935084392123557628159228727 | 0.023413429529711725807820143088231380279
f(z) = 93*z^3 - 92*z + 1
*
[ -1 ] 
f(z) = 93*z^3 - 91*z + 1
*
[ 1/6 ] 
f(z) = 93*z^3 - 91/12*z + 1
*
[ -1/2 ] 
f(z) = 93*z^3 - 81/4*z + 1
*
0 | 0.11028141342666432955505367485257046066 | 0.024106749900677420622393836440866837286
f(z) = 93/2*z^3 - 97/2*z + 1
*
-1 | 0.093353446000796862086823352987524310479 | 0.020596005921505406190139189573960716204
f(z) = 93/2*z^3 - 91/2*z + 1
*
[ -1 ] 
f(z) = 93/2*z^3 - 89/2*z + 1
*
-1 | 0.097762632372313648202739926186176909764 | 0.021568778031235619014490495223617941768
f(z) = 93/4*z^3 - 89/4*z + 1
*
[ -1 ] 
f(z) = 93/4*z^3 - 85/4*z + 1
*
-1 | 0.10638470935630824867802688631124964547 | 0.023471014705139573716012795008709891629
f(z) = 93/5*z^3 - 88/5*z + 1
*
[ -1 ] 
f(z) = 93/5*z^3 - 83/5*z + 1
*
-1 | 0.10651305199335932688985539498476438956 | 0.023499330164567424536617632883877315997
f(z) = 93/7*z^3 - 86/7*z + 1
*
-1 | 0.098019327401944642194516211547208316594 | 0.021625411102394618642735887362270529976
f(z) = 93/8*z^3 - 85/8*z + 1
*
-1 | 0.093867566276966624640359985052423813427 | 0.020709433167161319507492046853388649119
f(z) = 93/10*z^3 - 83/10*z + 1
*
-1 | 0.10676560723184892681197775125279676859 | 0.023555049898656240166736468087329424523
f(z) = 93/11*z^3 - 82/11*z + 1
*
-2 | 0.097081787480572916678746433039335162360 | 0.016343264082851514931629532119518829585
f(z) = 93/16*z^3 - 95/4*z + 1
*
[ 2 ] 
f(z) = 93/16*z^3 - 91/4*z + 1
*
[ -2 ] 
f(z) = 93/16*z^3 - 87/4*z + 1
*
0 | 0.12334292796120027057067844631592089751 | 0.027023119794358798919697317283226491645
f(z) = 94*z^3 - 96*z + 1
*
-1 | 0.10632105764282412121322918961329239946 | 0.023401751974742447385675521993360385096
f(z) = 94*z^3 - 93*z + 1
*
[ -1 ] 
f(z) = 94*z^3 - 92*z + 1
*
0 | 0.10294431505428836223226999291172558173 | 0.022354073985693645909541642982258192359
f(z) = 94/3*z^3 - 100/3*z + 1
*
-1 | 0.086107278439786295152610898202570176835 | 0.018952606547965132133658461989192285400
f(z) = 94/3*z^3 - 91/3*z + 1
*
[ -1 ] 
f(z) = 94/3*z^3 - 88/3*z + 1
*
-1 | 0.10657933757749417806810532714981479983 | 0.023458600571861432986235731623901570251
f(z) = 94/5*z^3 - 89/5*z + 1
*
[ -1 ] 
f(z) = 94/5*z^3 - 84/5*z + 1
*
-1 | 0.10670635932367724703463559948385667037 | 0.023486558640239202663417330136927254541
f(z) = 94/7*z^3 - 87/7*z + 1
*
-1 | 0.093268905244951496312179110997982880262 | 0.020528913424004326405198158028626051232
f(z) = 94/9*z^3 - 85/9*z + 1
*
-1 | 0.10695635568608984632204562623828384816 | 0.023541583985147087231734352025828482133
f(z) = 94/11*z^3 - 83/11*z + 1
*
-1 | 0.10707940149585265502241232415825769396 | 0.023568666931700101849502504915809010427
f(z) = 94/13*z^3 - 81/13*z + 1
*
[ 1/2 ] 
f(z) = 95*z^3 - 99/4*z + 1
*
0 | 0.12353918162253418938235426284316407999 | 0.027004805812442832322198069682494006006
f(z) = 95*z^3 - 97*z + 1
*
-1 | 0.10651633528366762227234527750730774270 | 0.023390253583739407210828760630680269127
f(z) = 95*z^3 - 94*z + 1
*
[ -1 ] 
f(z) = 95*z^3 - 93*z + 1
*
[ -1/2 ] 
f(z) = 95*z^3 - 83/4*z + 1
*
0 | 0.11067660912443541072753794062087816180 | 0.024085684973199060335456606006638077842
f(z) = 95/2*z^3 - 99/2*z + 1
*
-1 | 0.093744708663665247689870901731645548051 | 0.020585692344159309604070096538535365921
f(z) = 95/2*z^3 - 93/2*z + 1
*
[ -1 ] 
f(z) = 95/2*z^3 - 91/2*z + 1
*
[ 2/5 ] 
f(z) = 95/2*z^3 - 91/10*z + 1
*
-1 | 0.086301204301974526753171482021063369072 | 0.018951150054397372439352660164405869289
f(z) = 95/3*z^3 - 92/3*z + 1
*
[ -1 ] 
f(z) = 95/3*z^3 - 89/3*z + 1
*
-1 | 0.098151193022024940152682673601338131654 | 0.021553325959044088658614893997034409062
f(z) = 95/4*z^3 - 91/4*z + 1
*
[ -1 ] 
f(z) = 95/4*z^3 - 87/4*z + 1
*
-1 | 0.073655276763945310034996679029241106179 | 0.016174191467450464196572740752572186150
f(z) = 95/6*z^3 - 89/6*z + 1
*
[ -1 ] 
f(z) = 95/6*z^3 - 83/6*z + 1
*
-1 | 0.10689766894015809601072843087812016567 | 0.023473991828221560363342053451109142689
f(z) = 95/7*z^3 - 88/7*z + 1
*
[ -1 ] 
f(z) = 95/7*z^3 - 81/7*z + 1
*
-1 | 0.098402657749405697061163875633790685153 | 0.021608545881182206706908283661012819136
f(z) = 95/8*z^3 - 87/8*z + 1
*
-1 | 0.093458948060181815502419475326947613348 | 0.020522941283846171329265924789590760661
f(z) = 95/9*z^3 - 86/9*z + 1
*
-1 | 0.10714515779505796355456615281016196145 | 0.023528338676147193064075959020225386816
f(z) = 95/11*z^3 - 84/11*z + 1
*
-1 | 0.078305217936157973124727841670531856450 | 0.017195286521818163354816247822395007869
f(z) = 95/12*z^3 - 83/12*z + 1
*
-1 | 0.10726698797556702210995597495076927621 | 0.023555091744666407947105812982656130856
f(z) = 95/13*z^3 - 82/13*z + 1
*
-1 | 0.094492032193313537972841829148221698766 | 0.020749799443985987212925909336652836670
f(z) = 95/14*z^3 - 81/14*z + 1
*
-2 | 0.097486068397460437418824229289599103664 | 0.016353964280062431567769634990070221323
f(z) = 95/16*z^3 - 97/4*z + 1
*
[ 2 ] 
f(z) = 95/16*z^3 - 93/4*z + 1
*
[ -2 ] 
f(z) = 95/16*z^3 - 89/4*z + 1
*
5/16 | 0.12276627349055815087107636396386932345 | 0.018478350222019197195465741700289008746
f(z) = 96*z^3 - 99/8*z + 1
*
0 | 0.12373337723600847487716405773098443036 | 0.026986751337194963027927374800137285824
f(z) = 96*z^3 - 98*z + 1
*
-1 | 0.10670957517742190799178260441256498106 | 0.023378929630498997462161069828320588224
f(z) = 96*z^3 - 95*z + 1
*
1/6 | 0.19254257108875126741847195061947468500 | 0.027313889967758561855239564765996600444
f(z) = 96*z^3 - 95/12*z + 1
*
[ -1 ] 
f(z) = 96*z^3 - 94*z + 1
*
1/16 | 0.19564430015021997978601502636280705641 | 0.029447695969981922773297099150174093973
f(z) = 96*z^3 - 91/8*z + 1
*
-1 | 0.10696256181459833240573677446759400442 | 0.023434356304048866832214363893278053809
f(z) = 96/5*z^3 - 91/5*z + 1
*
5/8 | 0.13779295404972145264200744723973665139 | 0.026208858838533910548693123301050902229
f(z) = 96/5*z^3 - 87/10*z + 1
*
[ -1 ] 
f(z) = 96/5*z^3 - 86/5*z + 1
*
5/8 | 0.066797601892942961137961576997923134853 | 0.012705213636199467231174402118372065670
f(z) = 96/5*z^3 - 83/10*z + 1
*
[ 5/8 ] 
f(z) = 96/5*z^3 - 81/10*z + 1
*
-1 | 0.10708702172461290776725758779330308617 | 0.023461624142696064919836463595239931342
f(z) = 96/7*z^3 - 89/7*z + 1
*
[ -1 ] 
f(z) = 96/7*z^3 - 82/7*z + 1
*
-1 | 0.10733205290804952969939826585826983870 | 0.023515307861193847409281730554265070310
f(z) = 96/11*z^3 - 85/11*z + 1
*
-1 | 0.10745269127130426425347452367811852514 | 0.023541738439711114031994093286469217306
f(z) = 96/13*z^3 - 83/13*z + 1
*
0 | 0.12392555751825141974900635455203649871 | 0.026968950007826601245268068805945622296
f(z) = 97*z^3 - 99*z + 1
*
-1 | 0.10690081941386017590043111124228906968 | 0.023367775563568562361460685762015384563
f(z) = 97*z^3 - 96*z + 1
*
[ -1 ] 
f(z) = 97*z^3 - 95*z + 1
*
[ -1/2 ] 
f(z) = 97*z^3 - 85/4*z + 1
*
-1 | 0.094127875180930620889261908570258820557 | 0.020575698797855982840053754199654048900
f(z) = 97/2*z^3 - 95/2*z + 1
*
[ -1 ] 
f(z) = 97/2*z^3 - 93/2*z + 1
*
-1 | 0.086683067585169315242207670646554302319 | 0.018948315640593253373544033075982029858
f(z) = 97/3*z^3 - 94/3*z + 1
*
[ -1 ] 
f(z) = 97/3*z^3 - 91/3*z + 1
*
-1 | 0.098531767156120785408543667136402746091 | 0.021538358951881909575705308545883330265
f(z) = 97/4*z^3 - 93/4*z + 1
*
[ -1 ] 
f(z) = 97/4*z^3 - 89/4*z + 1
*
-1 | 0.10715123994875959966716490639066330886 | 0.023422515750670250886288701643365432140
f(z) = 97/5*z^3 - 92/5*z + 1
*
[ -1 ] 
f(z) = 97/5*z^3 - 87/5*z + 1
*
-1 | 0.074032932241843009382853886826952086761 | 0.016183084043937326714821070713842503076
f(z) = 97/6*z^3 - 91/6*z + 1
*
[ -1 ] 
f(z) = 97/6*z^3 - 85/6*z + 1
*
-1 | 0.10727445731623241889806010242241932019 | 0.023449450210147979423715685858114686463
f(z) = 97/7*z^3 - 90/7*z + 1
*
[ -1 ] 
f(z) = 97/7*z^3 - 83/7*z + 1
*
-1 | 0.098778210533347353341411339949631092157 | 0.021592229759979865505951535221614902349
f(z) = 97/8*z^3 - 89/8*z + 1
*
[ -1 ] 
f(z) = 97/8*z^3 - 81/8*z + 1
*
-1 | 0.093833277982284020919803160788434850840 | 0.020511301899334761402368959941334196105
f(z) = 97/9*z^3 - 88/9*z + 1
*
-1 | 0.094621483240206349945766423940591408915 | 0.020683598086268999258639572253073434831
f(z) = 97/10*z^3 - 87/10*z + 1
*
-1 | 0.10751707919214365951272585101488284475 | 0.023502485664639273732081865205593802436
f(z) = 97/11*z^3 - 86/11*z + 1
*
-1 | 0.078674919573716337700743229164249350231 | 0.017197790186835988033498554342214150294
f(z) = 97/12*z^3 - 85/12*z + 1
*
-1 | 0.10763654885646538879314034086898501845 | 0.023528600902275731761101595069822517535
f(z) = 97/13*z^3 - 84/13*z + 1
*
-1 | 0.094859778107110746619087723682539765820 | 0.020735687686688380258332370631252191419
f(z) = 97/14*z^3 - 83/14*z + 1
*
-1 | 0.087410160351998417788614611406415370399 | 0.019107253062049104781574675989330283040
f(z) = 97/15*z^3 - 82/15*z + 1
*
-2 | 0.097881652939186906494944481263565860716 | 0.016364299391775145307010366552556222562
f(z) = 97/16*z^3 - 99/4*z + 1
*
[ 2 ] 
f(z) = 97/16*z^3 - 95/4*z + 1
*
[ -2 ] 
f(z) = 97/16*z^3 - 91/4*z + 1
*
-1 | 0.099256165989273502868003166046466315244 | 0.021696707498174052519768009868156069183
f(z) = 97/16*z^3 - 81/16*z + 1
*
0 | 0.12411576386960562622092080293437743709 | 0.026951395682888358834916013127469745707
f(z) = 98*z^3 - 100*z + 1
*
-1 | 0.10709010879201554146301722658606964800 | 0.023356786997989069699009725889892109692
f(z) = 98*z^3 - 97*z + 1
*
[ -1 ] 
f(z) = 98*z^3 - 96*z + 1
*
2/7 | 0.19523670459274653544368359600187993300 | 0.029295426495668656917552208510025455842
f(z) = 98*z^3 - 89/8*z + 1
*
[ -5/14 ] 
f(z) = 98*z^3 - 87/10*z + 1
*
-1 | 0.086870052608607196007005580233706391573 | 0.018946710748272414204003492229983276219
f(z) = 98/3*z^3 - 95/3*z + 1
*
[ -4/7 ] 
f(z) = 98/3*z^3 - 95/12*z + 1
*
[ -1 ] 
f(z) = 98/3*z^3 - 92/3*z + 1
*
-1 | 0.10733801476498365308712411379681955716 | 0.023410856295998571146371512563678039665
f(z) = 98/5*z^3 - 93/5*z + 1
*
[ -1 ] 
f(z) = 98/5*z^3 - 88/5*z + 1
*
-1 | 0.094017641702608780585567068847328385135 | 0.020505628914486769592131343201570826159
f(z) = 98/9*z^3 - 89/9*z + 1
*
-1 | 0.10770027367912379411017182170766319090 | 0.023489866434200288406840969206828922614
f(z) = 98/11*z^3 - 87/11*z + 1
*
-1 | 0.10781859709587216218761925835322358668 | 0.023515673251216725867953367799890977910
f(z) = 98/13*z^3 - 85/13*z + 1
*
[ 1/7 ] 
f(z) = 98/15*z^3 - 92/15*z + 1
*
-1 | 0.087592118085998823782564783874715243352 | 0.019104196157002291018783773596633578635
f(z) = 98/15*z^3 - 83/15*z + 1
*
-1 | 0.10805178057332835961014270567170729862 | 0.023566531513252601817981449835590875453
f(z) = 98/17*z^3 - 81/17*z + 1
*
-1 | 0.10727748287242421271730793478670575854 | 0.023345959707510584671251656803840447103
f(z) = 99*z^3 - 98*z + 1
*
[ -1 ] 
f(z) = 99*z^3 - 97*z + 1
*
[ 2/3 ] 
f(z) = 99*z^3 - 89/2*z + 1
*
[ -1/2 ] 
f(z) = 99*z^3 - 87/4*z + 1
*
[ -2/3 ] 
f(z) = 99*z^3 - 83/2*z + 1
*
[ 1/9 ] 
f(z) = 99*z^3 - 83/9*z + 1
*
-1 | 0.094503273836935478606256707981063640838 | 0.020566008487062095024210627000329764685
f(z) = 99/2*z^3 - 97/2*z + 1
*
[ -1 ] 
f(z) = 99/2*z^3 - 95/2*z + 1
*
1/6 | 0.099616762412804006575797806599687569784 | 0.016654382875770010794441087363941649571
f(z) = 99/2*z^3 - 83/8*z + 1
*
-1 | 0.098904676518990598570356114076188096358 | 0.021523851334605278030702273122018549509
f(z) = 99/4*z^3 - 95/4*z + 1
*
[ -1 ] 
f(z) = 99/4*z^3 - 91/4*z + 1
*
[ 1/6 ] 
f(z) = 99/4*z^3 - 91/16*z + 1
*
[ 2/9 ] 
f(z) = 99/4*z^3 - 85/18*z + 1
*
-1 | 0.10752292428628481871347864464041258078 | 0.023399373203102743617379259628497632248
f(z) = 99/5*z^3 - 94/5*z + 1
*
[ 2/3 ] 
f(z) = 99/5*z^3 - 93/10*z + 1
*
[ -1 ] 
f(z) = 99/5*z^3 - 89/5*z + 1
*
[ 2/3 ] 
f(z) = 99/7*z^3 - 95/14*z + 1
*
-1 | 0.10764372956137200327575207645328326424 | 0.023425663110445126908114813169472056848
f(z) = 99/7*z^3 - 92/7*z + 1
*
[ -1 ] 
f(z) = 99/7*z^3 - 85/7*z + 1
*
-1 | 0.099146295217957019378908455451374029789 | 0.021576432922647936777995642437162451318
f(z) = 99/8*z^3 - 91/8*z + 1
*
[ 4/3 ] 
f(z) = 99/8*z^3 - 87/4*z + 1
*
[ -1 ] 
f(z) = 99/8*z^3 - 83/8*z + 1
*
[ -4/3 ] 
f(z) = 99/8*z^3 - 81/4*z + 1
*
-1 | 0.094986576449881600488696044661867480675 | 0.020671185855380783397078810818875393981
f(z) = 99/10*z^3 - 89/10*z + 1
*
-1 | 0.10799887128910660041390918641878985213 | 0.023502949827509578475044180781614887632
f(z) = 99/13*z^3 - 86/13*z + 1
*
-1 | 0.095220981663547835256241015804880813085 | 0.020722197629025679535459508690895608191
f(z) = 99/14*z^3 - 85/14*z + 1
*
[ 2 ] 
f(z) = 99/16*z^3 - 97/4*z + 1
*
[ -2 ] 
f(z) = 99/16*z^3 - 93/4*z + 1
*
-1 | 0.099615163710860809398899925061259004472 | 0.021678469106293953535860674115670801517
f(z) = 99/16*z^3 - 83/16*z + 1
*
-1 | 0.10822986964085177049367464965816478872 | 0.023553220192435621523742295138549007579
f(z) = 99/17*z^3 - 82/17*z + 1
*
[ -3/4 ] 
f(z) = 80/7*z^3 - 86/21*z + 1
*
[ 4/9 ] 
f(z) = 81/5*z^3 - 89/20*z + 1
*
[ 4/9 ] 
f(z) = 81/7*z^3 - 99/28*z + 1
*
1/3 | 0.15472754324154246879984650262776013520 | 0.028167815859610431554472910343320936148
f(z) = 81/8*z^3 - 91/24*z + 1
*
1/3 | 0.15187260158862143256612970956185679483 | 0.027648079883166513785446093974287190276
f(z) = 81/10*z^3 - 97/30*z + 1
*
[ 2/9 ] 
f(z) = 81/11*z^3 - 85/22*z + 1
*
[ 2/3 ] 
f(z) = 81/11*z^3 - 83/22*z + 1
*
[ 2/9 ] 
f(z) = 81/13*z^3 - 99/26*z + 1
*
[ 2/3 ] 
f(z) = 81/13*z^3 - 85/26*z + 1
*
[ -10/9 ] 
f(z) = 81/16*z^3 - 87/20*z + 1
*
[ 2/3 ] 
f(z) = 81/17*z^3 - 89/34*z + 1
*
[ 2/3 ] 
f(z) = 81/19*z^3 - 91/38*z + 1
*
[ 1/4 ] 
f(z) = 84/5*z^3 - 81/20*z + 1
*
[ 1/3 ] 
f(z) = 84/11*z^3 - 94/33*z + 1
*
[ 1/5 ] 
f(z) = 85/4*z^3 - 97/20*z + 1
*
[ -4/5 ] 
f(z) = 85/8*z^3 - 91/20*z + 1
*
[ 1/2 ] 
f(z) = 86/19*z^3 - 81/38*z + 1
*
[ 2/5 ] 
f(z) = 87/8*z^3 - 81/25*z + 1
*
[ 1/3 ] 
f(z) = 87/10*z^3 - 89/30*z + 1
*
[ 1/3 ] 
f(z) = 87/11*z^3 - 95/33*z + 1
*
[ 1/4 ] 
f(z) = 88/13*z^3 - 89/26*z + 1
*
-3/4 | 0.12295669328212747656549971801152861124 | 0.023780499736605452567520748351360085699
f(z) = 88/15*z^3 - 89/30*z + 1
*
[ 2/5 ] 
f(z) = 89/8*z^3 - 82/25*z + 1
*
[ 2/3 ] 
f(z) = 90/11*z^3 - 91/22*z + 1
*
[ 2/3 ] 
f(z) = 90/13*z^3 - 93/26*z + 1
*
[ 2/3 ] 
f(z) = 90/17*z^3 - 97/34*z + 1
*
[ 2/3 ] 
f(z) = 90/19*z^3 - 99/38*z + 1
*
[ 1/2 ] 
f(z) = 90/19*z^3 - 83/38*z + 1
*
[ 2/5 ] 
f(z) = 91/8*z^3 - 83/25*z + 1
*
[ 2/7 ] 
f(z) = 91/16*z^3 - 83/28*z + 1
*
[ 1/4 ] 
f(z) = 92/5*z^3 - 83/20*z + 1
*
[ 2/5 ] 
f(z) = 93/8*z^3 - 84/25*z + 1
*
[ 1/3 ] 
f(z) = 93/10*z^3 - 91/30*z + 1
*
[ 1/3 ] 
f(z) = 93/11*z^3 - 97/33*z + 1
*
[ -3/4 ] 
f(z) = 94/9*z^3 - 85/24*z + 1
*
[ 1/2 ] 
f(z) = 94/17*z^3 - 81/34*z + 1
*
[ 1/2 ] 
f(z) = 94/19*z^3 - 85/38*z + 1
*
[ 1/5 ] 
f(z) = 95/4*z^3 - 99/20*z + 1
*
[ 2/5 ] 
f(z) = 95/12*z^3 - 83/30*z + 1
*
[ 4/5 ] 
f(z) = 95/16*z^3 - 81/20*z + 1
*
5/12 | 0.11953328179395984087361047830642971121 | 0.021107913822328194298343020666247140084
f(z) = 96/7*z^3 - 92/21*z + 1
*
[ 1/3 ] 
f(z) = 96/11*z^3 - 98/33*z + 1
*
-3/4 | 0.15315922231145658494045876941236607204 | 0.029131594318909324216809657778883529399
f(z) = 96/11*z^3 - 97/22*z + 1
*
-7/8 | 0.14249783866499464914499614930830699595 | 0.027103749710013375742481722119528352707
f(z) = 96/13*z^3 - 95/26*z + 1
*
[ 2/5 ] 
f(z) = 97/8*z^3 - 86/25*z + 1
*
[ -3/4 ] 
f(z) = 98/9*z^3 - 91/24*z + 1
*
[ 3/7 ] 
f(z) = 98/11*z^3 - 98/33*z + 1
*
[ 2/7 ] 
f(z) = 98/13*z^3 - 81/26*z + 1
*
[ 2/7 ] 
f(z) = 98/15*z^3 - 91/30*z + 1
*
[ 1/2 ] 
f(z) = 98/17*z^3 - 83/34*z + 1
*
[ 1/2 ] 
f(z) = 98/19*z^3 - 87/38*z + 1
*
[ 2/5 ] 
f(z) = 99/8*z^3 - 87/25*z + 1
*
[ 4/9 ] 
f(z) = 99/16*z^3 - 89/36*z + 1
*
[ 3/7 ] 
f(z) = 91/18*z^3 - 95/42*z + 1
*
-1 | 0.10334603160544609019467732342495836839 | 0.023584071987991759371749417586456028277
f(z) = 80*z^3 - 79*z + 1
*
[ -1 ] 
f(z) = 80*z^3 - 78*z + 1
*
[ 1/6 ] 
f(z) = 80*z^3 - 65/9*z + 1
*
1/4 | 0.10948804620273516662711352753916988630 | 0.018274003850291313988356121063737794237
f(z) = 80/3*z^3 - 79/15*z + 1
*
-1 | 0.083153645691369475443510888793622860038 | 0.018976070349138332179769798192093976738
f(z) = 80/3*z^3 - 77/3*z + 1
*
[ -1 ] 
f(z) = 80/3*z^3 - 74/3*z + 1
*
[ 3/10 ] 
f(z) = 80/3*z^3 - 71/15*z + 1
*
-1 | 0.10379703844182844490457403389361516937 | 0.023686993963137608629804713293387410783
f(z) = 80/7*z^3 - 73/7*z + 1
*
[ -1 ] 
f(z) = 80/7*z^3 - 66/7*z + 1
*
-1 | 0.090380481574331311291262497783674885976 | 0.020625269791646894228021298817804460523
f(z) = 80/9*z^3 - 71/9*z + 1
*
[ -1 ] 
f(z) = 80/9*z^3 - 62/9*z + 1
*
-1 | 0.10408836298038791155919039118152970649 | 0.023753475653653656247653352025601769853
f(z) = 80/11*z^3 - 69/11*z + 1
*
-1 | 0.10423139325913309257731233463184050776 | 0.023786115865744887772416622049972326197
f(z) = 80/13*z^3 - 67/13*z + 1
*
-1 | 0.10451245065408500982376142427879725525 | 0.023850254543663451827124392107054056118
f(z) = 80/17*z^3 - 63/17*z + 1
*
[ 1/4 ] 
f(z) = 80/19*z^3 - 62/19*z + 1
*
-1 | 0.10465057514294677474739447635214278114 | 0.023881775230408899781065144404913825709
f(z) = 80/19*z^3 - 61/19*z + 1
*
-1 | 0.10357513197603526040633913233340619813 | 0.023569537006909737938020866162239007062
f(z) = 81*z^3 - 80*z + 1
*
[ -1 ] 
f(z) = 81*z^3 - 79*z + 1
*
[ 2/3 ] 
f(z) = 81*z^3 - 73/2*z + 1
*
[ -2/3 ] 
f(z) = 81*z^3 - 67/2*z + 1
*
-1 | 0.090815184871669773458014102395491775030 | 0.020665885910890489426392738654952243229
f(z) = 81/2*z^3 - 79/2*z + 1
*
[ -1 ] 
f(z) = 81/2*z^3 - 77/2*z + 1
*
-1 | 0.095242679489527860576251786321283100843 | 0.021673405730103896972103858530371444117
f(z) = 81/4*z^3 - 77/4*z + 1
*
5/18 | 0.12836058899258246470689483730706973483 | 0.022204858015567726364415200454678061275
f(z) = 81/4*z^3 - 73/16*z + 1
*
[ 2/3 ] 
f(z) = 81/5*z^3 - 77/10*z + 1
*
-1 | 0.10387406847443086986525660388063559478 | 0.023637562938687276530819313517044048951
f(z) = 81/5*z^3 - 76/5*z + 1
*
[ -1 ] 
f(z) = 81/5*z^3 - 71/5*z + 1
*
[ 2/3 ] 
f(z) = 81/7*z^3 - 79/14*z + 1
*
-1 | 0.10402071112653305392998287114536063866 | 0.023670932912247276629274909580189760325
f(z) = 81/7*z^3 - 74/7*z + 1
*
8/9 | 0.10648952455247437217420731912928770751 | 0.024232735618125971232594769422760197154
f(z) = 81/7*z^3 - 71/7*z + 1
*
[ 4/3 ] 
f(z) = 81/8*z^3 - 71/4*z + 1
*
[ -4/3 ] 
f(z) = 81/8*z^3 - 65/4*z + 1
*
-10/9 | 0.18098518684751757815306035958770283812 | 0.029085250071770081212467511469835420796
f(z) = 81/8*z^3 - 63/5*z + 1
*
[ 10/9 ] 
f(z) = 81/8*z^3 - 62/5*z + 1
*
-1 | 0.091401248353653772307637563783807866463 | 0.020799250403539326067094110135567349602
f(z) = 81/10*z^3 - 71/10*z + 1
*
-1 | 0.10430863535930275746238551134640714800 | 0.023736452894988131743077756054451541628
f(z) = 81/11*z^3 - 70/11*z + 1
*
-1 | 0.10445002502233126142655451629744054651 | 0.023768627499370155391112733534316710035
f(z) = 81/13*z^3 - 68/13*z + 1
*
[ 2 ] 
f(z) = 81/16*z^3 - 79/4*z + 1
*
[ -2 ] 
f(z) = 81/16*z^3 - 75/4*z + 1
*
2/3 | 0.12470563156772856545843497866236954813 | 0.022426321059663689926432606777221271087
f(z) = 81/16*z^3 - 65/12*z + 1
*
-1 | 0.096101663970073629384033277164141908792 | 0.021868876072418006034631448207440327523
f(z) = 81/16*z^3 - 65/16*z + 1
*
-1 | 0.10472791157774581875944139217223321294 | 0.023831863310192791006096752153936426439
f(z) = 81/17*z^3 - 64/17*z + 1
*
-1 | 0.10486450267448693276760813864961161058 | 0.023862945953758226792157644011737051876
f(z) = 81/19*z^3 - 62/19*z + 1
*
[ -1 ] 
f(z) = 82*z^3 - 80*z + 1
*
[ 1/4 ] 
f(z) = 82*z^3 - 65/8*z + 1
*
-1 | 0.083606413607338899643571472379000449376 | 0.018972484725284646999927643544929543441
f(z) = 82/3*z^3 - 79/3*z + 1
*
[ -1 ] 
f(z) = 82/3*z^3 - 76/3*z + 1
*
-1 | 0.10409679262805325576731845089510737832 | 0.023622288325419836426088089889486879561
f(z) = 82/5*z^3 - 77/5*z + 1
*
[ -1 ] 
f(z) = 82/5*z^3 - 72/5*z + 1
*
-1 | 0.10424171321454796974220290245324109920 | 0.023655174601663707079462321342205119825
f(z) = 82/7*z^3 - 75/7*z + 1
*
[ -1 ] 
f(z) = 82/7*z^3 - 68/7*z + 1
*
-1 | 0.090821755079421925818596021808786306102 | 0.020609834660060365049483869102675267772
f(z) = 82/9*z^3 - 73/9*z + 1
*
[ -1 ] 
f(z) = 82/9*z^3 - 64/9*z + 1
*
-1 | 0.10452631567512834692845146720979320802 | 0.023719758353114871567241643395020167052
f(z) = 82/11*z^3 - 71/11*z + 1
*
-1 | 0.10466610199136725686482161482931617841 | 0.023751479528981859473151744347822379572
f(z) = 82/13*z^3 - 69/13*z + 1
*
-1 | 0.084460639048065738307478314147592349141 | 0.019166330848170091220385450977703161742
f(z) = 82/15*z^3 - 67/15*z + 1
*
-1 | 0.10494088863045310655494813671384354023 | 0.023813835813480001872695235212939375601
f(z) = 82/17*z^3 - 65/17*z + 1
*
-1 | 0.10507598012529088803351045806280940766 | 0.023844491611423482838120022438396129652
f(z) = 82/19*z^3 - 63/19*z + 1
*
[ -1/2 ] 
f(z) = 83*z^3 - 71/4*z + 1
*
[ -1 ] 
f(z) = 83/2*z^3 - 79/2*z + 1
*
-1 | 0.083827180588985772377918463117091562717 | 0.018970401521403867627324038287694318335
f(z) = 83/3*z^3 - 80/3*z + 1
*
[ -1 ] 
f(z) = 83/3*z^3 - 77/3*z + 1
*
-1 | 0.095687214067801218594243212979414385332 | 0.021654371035463644998866885376908896516
f(z) = 83/4*z^3 - 79/4*z + 1
*
[ -1 ] 
f(z) = 83/4*z^3 - 75/4*z + 1
*
-1 | 0.10431686924140863614228271201371048799 | 0.023607293971489276391932849066580254151
f(z) = 83/5*z^3 - 78/5*z + 1
*
[ -1 ] 
f(z) = 83/5*z^3 - 73/5*z + 1
*
-1 | 0.071207976412674220478150365057291881449 | 0.016114628866005019172648528859314472812
f(z) = 83/6*z^3 - 77/6*z + 1
*
[ -1 ] 
f(z) = 83/6*z^3 - 71/6*z + 1
*
-1 | 0.10446010775410331172500568210811187845 | 0.023639709377567048397333631949635463472
f(z) = 83/7*z^3 - 76/7*z + 1
*
[ -1 ] 
f(z) = 83/7*z^3 - 69/7*z + 1
*
-1 | 0.095973704611749368527454159548197932656 | 0.021719204906919127304712056060608669194
f(z) = 83/8*z^3 - 75/8*z + 1
*
[ -1 ] 
f(z) = 83/8*z^3 - 67/8*z + 1
*
-1 | 0.091038507548334440927249518509691476215 | 0.020602351528069645640711728144683647224
f(z) = 83/9*z^3 - 74/9*z + 1
*
[ -1 ] 
f(z) = 83/9*z^3 - 65/9*z + 1
*
-1 | 0.091835690269881144700692897694372838197 | 0.020782756931274313259053542133053519379
f(z) = 83/10*z^3 - 73/10*z + 1
*
[ -1 ] 
f(z) = 83/10*z^3 - 63/10*z + 1
*
-1 | 0.10474146428389928692998867463305416616 | 0.023703381402599938252384770294625540620
f(z) = 83/11*z^3 - 72/11*z + 1
*
[ -1 ] 
f(z) = 83/11*z^3 - 61/11*z + 1
*
-1 | 0.075909762667169849205696445650511870473 | 0.017178660514080263568124221215896445443
f(z) = 83/12*z^3 - 71/12*z + 1
*
-1 | 0.10487968326459419639291133662128907769 | 0.023734660869990329304829459148231933932
f(z) = 83/13*z^3 - 70/13*z + 1
*
-1 | 0.092112792157249738640629017950878245019 | 0.020845466114963735241960173993120031610
f(z) = 83/14*z^3 - 69/14*z + 1
*
-1 | 0.084672687923557817095793869864284375777 | 0.019161742963564110390381401308811732620
f(z) = 83/15*z^3 - 68/15*z + 1
*
[ -2 ] 
f(z) = 83/16*z^3 - 77/4*z + 1
*
-1 | 0.096526698446841525253551349478357159476 | 0.021844349460473843661694524121426278869
f(z) = 83/16*z^3 - 67/16*z + 1
*
-1 | 0.10515143855134963325486175692808487731 | 0.023796160098153470583869560465923898245
f(z) = 83/17*z^3 - 66/17*z + 1
*
-1 | 0.078819912735762375198234429457654224968 | 0.017837238255820452191094523281236491847
f(z) = 83/18*z^3 - 65/18*z + 1
*
-1 | 0.10528506312576192341360410388231999701 | 0.023826399834381232022936300304616411048
f(z) = 83/19*z^3 - 64/19*z + 1
*
-1 | 0.10453436053280140224155583948304362223 | 0.023592571139499743717197729640452435843
f(z) = 84/5*z^3 - 79/5*z + 1
*
[ -1 ] 
f(z) = 84/5*z^3 - 74/5*z + 1
*
-1 | 0.10495413945584357066006283422055611998 | 0.023687311893202707414182020918844347712
f(z) = 84/11*z^3 - 73/11*z + 1
*
[ -1 ] 
f(z) = 84/11*z^3 - 62/11*z + 1
*
-1 | 0.10509082591060953970217558166860885078 | 0.023718160935483501264493975746903944293
f(z) = 84/13*z^3 - 71/13*z + 1
*
-1 | 0.10535961615357931181031847622933114254 | 0.023778824748765048160092890121889994193
f(z) = 84/17*z^3 - 67/17*z + 1
*
-1 | 0.10549180542846432611600126098892749572 | 0.023808658813427690714413185366835543714
f(z) = 84/19*z^3 - 65/19*z + 1
*
[ -1/2 ] 
f(z) = 85*z^3 - 73/4*z + 1
*
[ -1/2 ] 
f(z) = 85/2*z^3 - 61/8*z + 1
*
[ -1 ] 
f(z) = 85/3*z^3 - 79/3*z + 1
*
[ 1/5 ] 
f(z) = 85/3*z^3 - 77/15*z + 1
*
[ -1 ] 
f(z) = 85/4*z^3 - 77/4*z + 1
*
-1 | 0.071638799192200621654545230384355905509 | 0.016125235823438253959579316827254468540
f(z) = 85/6*z^3 - 79/6*z + 1
*
[ -1 ] 
f(z) = 85/6*z^3 - 73/6*z + 1
*
-1 | 0.10488931544474291503435155962012270372 | 0.023609621685138800602119033379392027511
f(z) = 85/7*z^3 - 78/7*z + 1
*
[ -1 ] 
f(z) = 85/7*z^3 - 71/7*z + 1
*
-1 | 0.096401316217545879135097617763159882011 | 0.021699051006245914831740152492327130311
f(z) = 85/8*z^3 - 77/8*z + 1
*
[ -1 ] 
f(z) = 85/8*z^3 - 69/8*z + 1
*
-1 | 0.091464541648121089758838946225171016631 | 0.020587828386146575969607754516146999977
f(z) = 85/9*z^3 - 76/9*z + 1
*
[ -1 ] 
f(z) = 85/9*z^3 - 67/9*z + 1
*
[ 3/5 ] 
f(z) = 85/9*z^3 - 61/15*z + 1
*
-1 | 0.10516439747048247213622438760462448306 | 0.023671540122994503735647539040522222415
f(z) = 85/11*z^3 - 74/11*z + 1
*
[ -1 ] 
f(z) = 85/11*z^3 - 63/11*z + 1
*
-1 | 0.076330138041513917689519000194710044028 | 0.017181213116830272797817693825041133994
f(z) = 85/12*z^3 - 73/12*z + 1
*
[ -1 ] 
f(z) = 85/12*z^3 - 61/12*z + 1
*
-1 | 0.10529958506026177968433186374696893875 | 0.023701969607996688086914179386046719631
f(z) = 85/13*z^3 - 72/13*z + 1
*
-1 | 0.092530551253181648054960321796237163373 | 0.020827777358846878188981868139364680650
f(z) = 85/14*z^3 - 71/14*z + 1
*
[ -2 ] 
f(z) = 85/16*z^3 - 79/4*z + 1
*
-1 | 0.096942177054157261843014436036644343401 | 0.021820793813724047030679203907793205999
f(z) = 85/16*z^3 - 69/16*z + 1
*
-1 | 0.079231868980805592978468620774817147335 | 0.017834366104036393401714097464864549385
f(z) = 85/18*z^3 - 67/18*z + 1
*
-1 | 0.10569625899187694459527217378618880239 | 0.023791257267259984918239543568077301463
f(z) = 85/19*z^3 - 66/19*z + 1
*
[ 1/4 ] 
f(z) = 86*z^3 - 67/8*z + 1
*
[ -1 ] 
f(z) = 86/3*z^3 - 80/3*z + 1
*
[ -1 ] 
f(z) = 86/5*z^3 - 76/5*z + 1
*
-1 | 0.10510024405620330928164824986450219116 | 0.023594981950464824936677699233953148050
f(z) = 86/7*z^3 - 79/7*z + 1
*
[ -1 ] 
f(z) = 86/7*z^3 - 72/7*z + 1
*
-1 | 0.091673936284373708977776572045171841364 | 0.020580778773464619048375922939530070542
f(z) = 86/9*z^3 - 77/9*z + 1
*
[ -1 ] 
f(z) = 86/9*z^3 - 68/9*z + 1
*
[ 1/2 ] 
f(z) = 86/9*z^3 - 61/18*z + 1
*
-1 | 0.10537229270636708390957266830355907098 | 0.023656056813305580781932987150623437523
f(z) = 86/11*z^3 - 75/11*z + 1
*
[ -1 ] 
f(z) = 86/11*z^3 - 64/11*z + 1
*
-1 | 0.10550601399349671649224047229758727274 | 0.023686077213206168636578022117616771578
f(z) = 86/13*z^3 - 73/13*z + 1
*
-1 | 0.085294619213048780248920493003052372280 | 0.019148623477291263308631498160065472228
f(z) = 86/15*z^3 - 71/15*z + 1
*
-1 | 0.10576906453792626753631192174583921961 | 0.023745132003265039743993200576264671000
f(z) = 86/17*z^3 - 69/17*z + 1
*
-1 | 0.10589847405952018114672495354694556307 | 0.023774184412739882048689881866342403101
f(z) = 86/19*z^3 - 67/19*z + 1
*
[ -1/2 ] 
f(z) = 87*z^3 - 75/4*z + 1
*
[ -1/2 ] 
f(z) = 87/2*z^3 - 63/8*z + 1
*
[ -1 ] 
f(z) = 87/4*z^3 - 79/4*z + 1
*
1/3 | 0.16269728230932110393623912523760802024 | 0.029238329703170425918501966809467743847
f(z) = 87/4*z^3 - 65/12*z + 1
*
[ 2/3 ] 
f(z) = 87/4*z^3 - 61/6*z + 1
*
[ -1 ] 
f(z) = 87/5*z^3 - 77/5*z + 1
*
-1 | 0.10530879622673127822945281069191302138 | 0.023580600726388657179188754196893951772
f(z) = 87/7*z^3 - 80/7*z + 1
*
[ -1 ] 
f(z) = 87/7*z^3 - 73/7*z + 1
*
-1 | 0.096819271165143648077661592049653130703 | 0.021679637957780418008551091747206259616
f(z) = 87/8*z^3 - 79/8*z + 1
*
[ -1 ] 
f(z) = 87/8*z^3 - 71/8*z + 1
*
-1 | 0.092675772225812482127534884874695794188 | 0.020751831377518876033697257665838038346
f(z) = 87/10*z^3 - 77/10*z + 1
*
[ -1 ] 
f(z) = 87/10*z^3 - 67/10*z + 1
*
-1 | 0.10557787772581070247435520281928853111 | 0.023640853085355793464484930186817445483
f(z) = 87/11*z^3 - 76/11*z + 1
*
[ -1 ] 
f(z) = 87/11*z^3 - 65/11*z + 1
*
-1 | 0.10571016422138712810637838167624950654 | 0.023670474495394179735487631759129576424
f(z) = 87/13*z^3 - 74/13*z + 1
*
[ -1 ] 
f(z) = 87/13*z^3 - 61/13*z + 1
*
-1 | 0.092939703439372625104112943844540310356 | 0.020810930491640295953759250252720100368
f(z) = 87/14*z^3 - 73/14*z + 1
*
-1 | 0.097348520802191819599146124924596398694 | 0.021798146808161248337474080087514370594
f(z) = 87/16*z^3 - 71/16*z + 1
*
-1 | 0.10597043606983666320689849824589917110 | 0.023728754209516006670157351752847678075
f(z) = 87/17*z^3 - 70/17*z + 1
*
-1 | 0.10609849923476025713147407045246200262 | 0.023757429937166707803578438283514634083
f(z) = 87/19*z^3 - 68/19*z + 1
*
[ 1/8 ] 
f(z) = 88*z^3 - 67/8*z + 1
*
[ 1/6 ] 
f(z) = 88*z^3 - 67/9*z + 1
*
1/2 | 0.11966072431670524397096286299706314592 | 0.023143041237829476293170233783913023955
f(z) = 88/5*z^3 - 79/10*z + 1
*
[ -1 ] 
f(z) = 88/5*z^3 - 78/5*z + 1
*
[ -1 ] 
f(z) = 88/7*z^3 - 74/7*z + 1
*
-1 | 0.092085749110518503197459699454094864768 | 0.020567081040841970466761028163272800122
f(z) = 88/9*z^3 - 79/9*z + 1
*
[ -1 ] 
f(z) = 88/9*z^3 - 70/9*z + 1
*
[ 3/2 ] 
f(z) = 88/9*z^3 - 65/3*z + 1
*
[ 1/4 ] 
f(z) = 88/9*z^3 - 65/18*z + 1
*
[ -3/2 ] 
f(z) = 88/9*z^3 - 61/3*z + 1
*
-1 | 0.10591208556366319562556802515979741448 | 0.023655152594546609097541314453344506652
f(z) = 88/13*z^3 - 75/13*z + 1
*
[ -1 ] 
f(z) = 88/13*z^3 - 62/13*z + 1
*
-1 | 0.085696878572306948173799094746218800304 | 0.019140145609593624524283091837862140963
f(z) = 88/15*z^3 - 73/15*z + 1
*
-1 | 0.10616963693264050753389449293859322719 | 0.023712675934793087117970961383431932810
f(z) = 88/17*z^3 - 71/17*z + 1
*
-1 | 0.10629638155157152747119907905920623309 | 0.023740983972401776802423548733226252420
f(z) = 88/19*z^3 - 69/19*z + 1
*
[ -1/2 ] 
f(z) = 89*z^3 - 77/4*z + 1
*
[ -1/2 ] 
f(z) = 89/2*z^3 - 65/8*z + 1
*
[ -1 ] 
f(z) = 89/5*z^3 - 79/5*z + 1
*
[ -1 ] 
f(z) = 89/6*z^3 - 77/6*z + 1
*
[ -1 ] 
f(z) = 89/7*z^3 - 75/7*z + 1
*
[ -1 ] 
f(z) = 89/8*z^3 - 73/8*z + 1
*
-1 | 0.092288269347636789474790362307961705833 | 0.020560424535602136137205318509914303936
f(z) = 89/9*z^3 - 80/9*z + 1
*
[ -1 ] 
f(z) = 89/9*z^3 - 71/9*z + 1
*
-1 | 0.093080973399654583787267749005094894388 | 0.020737026957077658572017137632943792981
f(z) = 89/10*z^3 - 79/10*z + 1
*
[ -1 ] 
f(z) = 89/10*z^3 - 69/10*z + 1
*
-1 | 0.10598231875943048406899839303073822033 | 0.023611250729529466764742351309161393071
f(z) = 89/11*z^3 - 78/11*z + 1
*
[ -1 ] 
f(z) = 89/11*z^3 - 67/11*z + 1
*
-1 | 0.077146237432172496949285580430144634485 | 0.017187009834966028264506727062494091267
f(z) = 89/12*z^3 - 77/12*z + 1
*
[ -1 ] 
f(z) = 89/12*z^3 - 65/12*z + 1
*
-1 | 0.10611182622203688934743324714365328732 | 0.023640103024957027464864955064083929741
f(z) = 89/13*z^3 - 76/13*z + 1
*
[ -1 ] 
f(z) = 89/13*z^3 - 63/13*z + 1
*
-1 | 0.093339998059757682931388111832416926551 | 0.020794733716718461572971278918385488888
f(z) = 89/14*z^3 - 75/14*z + 1
*
[ -1 ] 
f(z) = 89/14*z^3 - 61/14*z + 1
*
-1 | 0.085895273343133834676894844302713036143 | 0.019136162136533160551110339350241747808
f(z) = 89/15*z^3 - 74/15*z + 1
*
-1 | 0.097746123432167841148077556978926930444 | 0.021776351519871692833749968458346007923
f(z) = 89/16*z^3 - 73/16*z + 1
*
-1 | 0.10636671351347144500711518626364877574 | 0.023696888041705837104673091454205833981
f(z) = 89/17*z^3 - 72/17*z + 1
*
-1 | 0.080031080800303290437175979974526177611 | 0.017829709116107161784585094937593176698
f(z) = 89/18*z^3 - 71/18*z + 1
*
-1 | 0.10649216654151654196970161884786082117 | 0.023724837070700712756409580867736748575
f(z) = 89/19*z^3 - 70/19*z + 1
*
1/6 | 0.17402183023491979341911983730659619592 | 0.025582436228660717366519074797360503689
f(z) = 90*z^3 - 79/10*z + 1
*
1/12 | 0.10347945074746236869041307224387677284 | 0.015728150121181829517248302931194184668
f(z) = 90*z^3 - 77/8*z + 1
*
[ -2/3 ] 
f(z) = 90*z^3 - 75/2*z + 1
*
[ 1/15 ] 
f(z) = 90*z^3 - 72/5*z + 1
*
[ 1/4 ] 
f(z) = 90*z^3 - 69/8*z + 1
*
1/3 | 0.14308881126496580352390463577900629586 | 0.023421674981490885105879405613146990140
f(z) = 90*z^3 - 63/5*z + 1
*
[ -1 ] 
f(z) = 90/7*z^3 - 76/7*z + 1
*
[ 1/6 ] 
f(z) = 90/7*z^3 - 75/14*z + 1
*
-1 | 0.10618127151603090569431550526431484582 | 0.023596836154236206845025932536805090468
f(z) = 90/11*z^3 - 79/11*z + 1
*
[ -1 ] 
f(z) = 90/11*z^3 - 68/11*z + 1
*
-1 | 0.10630943284959144933255968955421558056 | 0.023625317655221811241359959662457125706
f(z) = 90/13*z^3 - 77/13*z + 1
*
[ -1 ] 
f(z) = 90/13*z^3 - 64/13*z + 1
*
-1 | 0.10656171072563945106591458235024164983 | 0.023681381776713751079900908092775335723
f(z) = 90/17*z^3 - 73/17*z + 1
*
-1 | 0.10668589829718426350255732772456750541 | 0.023708980182122684219830036806756748125
f(z) = 90/19*z^3 - 71/19*z + 1
*
[ -1/2 ] 
f(z) = 91*z^3 - 79/4*z + 1
*
[ -1/2 ] 
f(z) = 91/2*z^3 - 67/8*z + 1
*
[ 2/7 ] 
f(z) = 91/4*z^3 - 61/14*z + 1
*
[ -1 ] 
f(z) = 91/6*z^3 - 79/6*z + 1
*
[ -1 ] 
f(z) = 91/8*z^3 - 75/8*z + 1
*
[ 2/13 ] 
f(z) = 91/8*z^3 - 75/13*z + 1
*
[ -1 ] 
f(z) = 91/9*z^3 - 73/9*z + 1
*
[ -1 ] 
f(z) = 91/10*z^3 - 71/10*z + 1
*
-1 | 0.10637810768043547699774030359882512787 | 0.023582669228946447581097423395657958065
f(z) = 91/11*z^3 - 80/11*z + 1
*
[ -1 ] 
f(z) = 91/11*z^3 - 69/11*z + 1
*
-1 | 0.077540687056817168807832080911632215634 | 0.017189781003995789220309493738942805007
f(z) = 91/12*z^3 - 79/12*z + 1
*
[ -1 ] 
f(z) = 91/12*z^3 - 67/12*z + 1
*
-1 | 0.086285788344839082287818165849646893826 | 0.019128458383636596857674429456299097546
f(z) = 91/15*z^3 - 76/15*z + 1
*
[ -1 ] 
f(z) = 91/15*z^3 - 61/15*z + 1
*
-1 | 0.098135353725015536981964725296574989746 | 0.021755355843656656864796083023683971069
f(z) = 91/16*z^3 - 75/16*z + 1
*
-1 | 0.10675467207051223670994814324796018239 | 0.023666148749763430728884616228077320154
f(z) = 91/17*z^3 - 74/17*z + 1
*
-1 | 0.080417128200090758414909171059279295300 | 0.017827451305879052902985350340386842445
f(z) = 91/18*z^3 - 73/18*z + 1
*
-1 | 0.10687761953230918748723308169104609653 | 0.023693404633396988429120184945243296622
f(z) = 91/19*z^3 - 72/19*z + 1
*
[ 1/6 ] 
f(z) = 92*z^3 - 68/9*z + 1
*
[ -1 ] 
f(z) = 92/7*z^3 - 78/7*z + 1
*
[ -1 ] 
f(z) = 92/9*z^3 - 74/9*z + 1
*
[ 3/4 ] 
f(z) = 92/9*z^3 - 73/12*z + 1
*
[ 3/2 ] 
f(z) = 92/9*z^3 - 68/3*z + 1
*
[ -3/2 ] 
f(z) = 92/9*z^3 - 64/3*z + 1
*
[ -1 ] 
f(z) = 92/11*z^3 - 70/11*z + 1
*
-1 | 0.10669842327221406466007296075875546188 | 0.023596508650089609125354051067830079291
f(z) = 92/13*z^3 - 79/13*z + 1
*
[ -1 ] 
f(z) = 92/13*z^3 - 66/13*z + 1
*
-1 | 0.086477995828494770851666074610170843144 | 0.019124732250292667334567056206526461968
f(z) = 92/15*z^3 - 77/15*z + 1
*
[ -1 ] 
f(z) = 92/15*z^3 - 62/15*z + 1
*
-1 | 0.10694563969617788903241181147131953703 | 0.023651180915223500021007020909624418210
f(z) = 92/17*z^3 - 75/17*z + 1
*
-1 | 0.10706737163877791131020729276891137552 | 0.023678102108137713102791949605772226295
f(z) = 92/19*z^3 - 73/19*z + 1
*
[ -1/2 ] 
f(z) = 93/2*z^3 - 69/8*z + 1
*
[ 2/3 ] 
f(z) = 93/4*z^3 - 65/6*z + 1
*
[ 1/3 ] 
f(z) = 93/5*z^3 - 61/15*z + 1
*
[ -1 ] 
f(z) = 93/7*z^3 - 79/7*z + 1
*
[ -1 ] 
f(z) = 93/8*z^3 - 77/8*z + 1
*
[ -1 ] 
f(z) = 93/10*z^3 - 73/10*z + 1
*
[ -1 ] 
f(z) = 93/11*z^3 - 71/11*z + 1
*
-1 | 0.10688989320461253973431701528147574992 | 0.023582470360788699434015763418059013859
f(z) = 93/13*z^3 - 80/13*z + 1
*
[ -1 ] 
f(z) = 93/13*z^3 - 67/13*z + 1
*
-1 | 0.094116146847506603014882248453195797172 | 0.020764275994310612793979642081507014283
f(z) = 93/14*z^3 - 79/14*z + 1
*
[ -1 ] 
f(z) = 93/14*z^3 - 65/14*z + 1
*
-1 | 0.098516557570449339206129201130653188933 | 0.021735111985796249623746535607658140461
f(z) = 93/16*z^3 - 77/16*z + 1
*
[ -1 ] 
f(z) = 93/16*z^3 - 61/16*z + 1
*
-1 | 0.10713465445308785260881083252050571341 | 0.023636470554021090333959829562334872895
f(z) = 93/17*z^3 - 76/17*z + 1
*
-1 | 0.10725519474071484022825755740345926473 | 0.023663064628306513177884777560732870798
f(z) = 93/19*z^3 - 74/19*z + 1
*
[ 1/4 ] 
f(z) = 94*z^3 - 71/8*z + 1
*
[ -1 ] 
f(z) = 94/7*z^3 - 80/7*z + 1
*
[ 1/2 ] 
f(z) = 94/7*z^3 - 61/14*z + 1
*
[ -1 ] 
f(z) = 94/9*z^3 - 76/9*z + 1
*
[ 1/2 ] 
f(z) = 94/9*z^3 - 65/18*z + 1
*
[ -1 ] 
f(z) = 94/11*z^3 - 72/11*z + 1
*
[ -1 ] 
f(z) = 94/13*z^3 - 68/13*z + 1
*
-1 | 0.086857552454201898266013299918114464787 | 0.019117745296466222681625289887458780267
f(z) = 94/15*z^3 - 79/15*z + 1
*
[ -1 ] 
f(z) = 94/15*z^3 - 64/15*z + 1
*
-1 | 0.10732175594686511749510934499277538748 | 0.023622010256891819415465398820474957683
f(z) = 94/17*z^3 - 77/17*z + 1
*
-1 | 0.10744112774582506527689178796992458324 | 0.023648284536831961240017550883848127483
f(z) = 94/19*z^3 - 75/19*z + 1
*
[ -1/2 ] 
f(z) = 95/2*z^3 - 71/8*z + 1
*
[ 1/5 ] 
f(z) = 95/3*z^3 - 79/15*z + 1
*
[ -1 ] 
f(z) = 95/8*z^3 - 79/8*z + 1
*
[ -1 ] 
f(z) = 95/9*z^3 - 77/9*z + 1
*
[ 3/5 ] 
f(z) = 95/9*z^3 - 67/15*z + 1
*
[ -1 ] 
f(z) = 95/11*z^3 - 73/11*z + 1
*
[ -1 ] 
f(z) = 95/12*z^3 - 71/12*z + 1
*
[ -1 ] 
f(z) = 95/13*z^3 - 69/13*z + 1
*
[ -1 ] 
f(z) = 95/14*z^3 - 67/14*z + 1
*
-1 | 0.098890059825728486688465132072143787429 | 0.021715576020100056003319386356810232534
f(z) = 95/16*z^3 - 79/16*z + 1
*
[ -1 ] 
f(z) = 95/16*z^3 - 63/16*z + 1
*
-1 | 0.10750698258844939366758930406227713905 | 0.023607792908662525811553851537266895262
f(z) = 95/17*z^3 - 78/17*z + 1
*
[ -1 ] 
f(z) = 95/17*z^3 - 61/17*z + 1
*
-1 | 0.081167066452646448065115662724492716106 | 0.017823728744700176201780192554359462293
f(z) = 95/18*z^3 - 77/18*z + 1
*
1/12 | 0.15611979084603743032273313770292783814 | 0.024562169047486655074141993146334499169
f(z) = 96*z^3 - 73/6*z + 1
*
3/16 | 0.16523346479666182088719935107218497453 | 0.024870363366899944068619678170906700039
f(z) = 96*z^3 - 67/8*z + 1
*
1/12 | 0.11065958109903894374767024089377460089 | 0.017409960152708222849854149833986251017
f(z) = 96*z^3 - 61/6*z + 1
*
[ 1/8 ] 
f(z) = 96/5*z^3 - 73/10*z + 1
*
[ 5/12 ] 
f(z) = 96/5*z^3 - 71/15*z + 1
*
1/4 | 0.089413217357450020811153296290343757751 | 0.015789129673619681148777864037877800915
f(z) = 96/5*z^3 - 68/15*z + 1
*
[ 1/3 ] 
f(z) = 96/5*z^3 - 62/15*z + 1
*
[ -1 ] 
f(z) = 96/11*z^3 - 74/11*z + 1
*
[ -1 ] 
f(z) = 96/13*z^3 - 70/13*z + 1
*
-1 | 0.10769037164173901494842114984808563994 | 0.023593811673492675231282690177314005771
f(z) = 96/17*z^3 - 79/17*z + 1
*
[ -1 ] 
f(z) = 96/17*z^3 - 62/17*z + 1
*
-1 | 0.10780747330445900609423011553533700496 | 0.023619467398649421597448803005088859822
f(z) = 96/19*z^3 - 77/19*z + 1
*
[ 1/4 ] 
f(z) = 96/19*z^3 - 63/19*z + 1
*
[ -1/2 ] 
f(z) = 97/2*z^3 - 73/8*z + 1
*
[ -1/2 ] 
f(z) = 97/3*z^3 - 61/12*z + 1
*
[ -1 ] 
f(z) = 97/9*z^3 - 79/9*z + 1
*
[ -1 ] 
f(z) = 97/10*z^3 - 77/10*z + 1
*
[ -1 ] 
f(z) = 97/11*z^3 - 75/11*z + 1
*
[ -1 ] 
f(z) = 97/12*z^3 - 73/12*z + 1
*
[ -1 ] 
f(z) = 97/13*z^3 - 71/13*z + 1
*
[ -1 ] 
f(z) = 97/14*z^3 - 69/14*z + 1
*
[ -1 ] 
f(z) = 97/15*z^3 - 67/15*z + 1
*
[ -1 ] 
f(z) = 97/16*z^3 - 65/16*z + 1
*
-1 | 0.10787195926887823403176593672988423481 | 0.023580059981006397229242701078834210822
f(z) = 97/17*z^3 - 80/17*z + 1
*
[ -1 ] 
f(z) = 97/17*z^3 - 63/17*z + 1
*
-1 | 0.081531576491792218592152346052162318591 | 0.017822235519338815677198546992060729498
f(z) = 97/18*z^3 - 79/18*z + 1
*
[ -1 ] 
f(z) = 97/18*z^3 - 61/18*z + 1
*
-1 | 0.10798795801821243469204251993641906088 | 0.023605416500768909016014527956723131885
f(z) = 97/19*z^3 - 78/19*z + 1
*
[ 1/4 ] 
f(z) = 98*z^3 - 73/8*z + 1
*
5/28 | 0.085629871149826813849002510723553701464 | 0.012848831890171783351706736423986844662
f(z) = 98*z^3 - 65/8*z + 1
*
[ 1/14 ] 
f(z) = 98/3*z^3 - 79/6*z + 1
*
[ 3/7 ] 
f(z) = 98/5*z^3 - 74/15*z + 1
*
[ -1 ] 
f(z) = 98/9*z^3 - 80/9*z + 1
*
2/7 | 0.14588430510281684494221876672645962812 | 0.027639472524093469172150971449765100966
f(z) = 98/9*z^3 - 79/18*z + 1
*
[ -1 ] 
f(z) = 98/11*z^3 - 76/11*z + 1
*
[ 1/7 ] 
f(z) = 98/11*z^3 - 68/11*z + 1
*
[ 1/7 ] 
f(z) = 98/13*z^3 - 80/13*z + 1
*
[ -1 ] 
f(z) = 98/13*z^3 - 72/13*z + 1
*
[ -1 ] 
f(z) = 98/15*z^3 - 68/15*z + 1
*
[ -1 ] 
f(z) = 98/17*z^3 - 64/17*z + 1
*
-1 | 0.10816669704157604464789214877499326868 | 0.023591595260985225973427925383013525646
f(z) = 98/19*z^3 - 79/19*z + 1
*
[ -1/2 ] 
f(z) = 99/2*z^3 - 75/8*z + 1
*
[ -2/3 ] 
f(z) = 99/5*z^3 - 63/10*z + 1
*
[ -1 ] 
f(z) = 99/10*z^3 - 79/10*z + 1
*
[ -1 ] 
f(z) = 99/13*z^3 - 73/13*z + 1
*
[ -1 ] 
f(z) = 99/14*z^3 - 71/14*z + 1
*
[ -1 ] 
f(z) = 99/16*z^3 - 67/16*z + 1
*
[ -1 ] 
f(z) = 99/17*z^3 - 65/17*z + 1
*
-1 | 0.10834372388526479519659607128775103991 | 0.023577997401328157795715477229592890320
f(z) = 99/19*z^3 - 80/19*z + 1
*
[ -1 ] 
f(z) = 99/19*z^3 - 61/19*z + 1
*
[ 5/18 ] 
f(z) = 81/5*z^3 - 77/20*z + 1
*
[ 2/5 ] 
f(z) = 81/8*z^3 - 78/25*z + 1
*
[ 4/9 ] 
f(z) = 81/14*z^3 - 67/28*z + 1
*
[ 1/2 ] 
f(z) = 82/11*z^3 - 63/22*z + 1
*
[ 1/2 ] 
f(z) = 82/13*z^3 - 67/26*z + 1
*
[ 1/2 ] 
f(z) = 82/15*z^3 - 71/30*z + 1
*
[ 1/2 ] 
f(z) = 82/17*z^3 - 75/34*z + 1
*
[ 1/2 ] 
f(z) = 82/19*z^3 - 79/38*z + 1
*
[ 2/5 ] 
f(z) = 83/8*z^3 - 79/25*z + 1
*
[ 2/5 ] 
f(z) = 85/12*z^3 - 79/30*z + 1
*
[ 4/5 ] 
f(z) = 85/16*z^3 - 73/20*z + 1
*
-4/5 | 0.14642697945972926192717423470074132820 | 0.024194451762473355471652589390389482316
f(z) = 85/16*z^3 - 63/20*z + 1
*
[ 3/5 ] 
f(z) = 85/18*z^3 - 71/30*z + 1
*
[ -3/4 ] 
f(z) = 86/9*z^3 - 73/24*z + 1
*
[ 1/2 ] 
f(z) = 86/11*z^3 - 65/22*z + 1
*
[ 1/2 ] 
f(z) = 86/13*z^3 - 69/26*z + 1
*
[ 1/2 ] 
f(z) = 86/15*z^3 - 73/30*z + 1
*
[ 1/2 ] 
f(z) = 86/17*z^3 - 77/34*z + 1
*
[ 1/3 ] 
f(z) = 87/7*z^3 - 71/21*z + 1
*
[ 1/3 ] 
f(z) = 87/8*z^3 - 77/24*z + 1
*
[ 3/8 ] 
f(z) = 88/9*z^3 - 73/24*z + 1
*
[ 1/2 ] 
f(z) = 90/11*z^3 - 67/22*z + 1
*
[ 1/2 ] 
f(z) = 90/13*z^3 - 71/26*z + 1
*
[ 1/2 ] 
f(z) = 90/17*z^3 - 79/34*z + 1
*
[ 3/7 ] 
f(z) = 91/9*z^3 - 67/21*z + 1
*
[ 4/7 ] 
f(z) = 91/16*z^3 - 73/28*z + 1
*
[ 1/3 ] 
f(z) = 93/7*z^3 - 73/21*z + 1
*
[ 1/3 ] 
f(z) = 93/8*z^3 - 79/24*z + 1
*
[ 1/2 ] 
f(z) = 94/11*z^3 - 69/22*z + 1
*
[ 1/2 ] 
f(z) = 94/13*z^3 - 73/26*z + 1
*
[ 1/2 ] 
f(z) = 94/15*z^3 - 77/30*z + 1
*
-4/5 | 0.16619116875120272501459462341633483394 | 0.026964575725129330827805433886250840298
f(z) = 95/16*z^3 - 71/20*z + 1
*
[ 3/5 ] 
f(z) = 95/18*z^3 - 77/30*z + 1
*
3/7 | 0.13321640404435391911455242099806273888 | 0.025239391836890333163474231549594445582
f(z) = 98/11*z^3 - 69/22*z + 1
*
[ 1/2 ] 
f(z) = 98/13*z^3 - 75/26*z + 1
*
[ 1/10 ] 
f(z) = 80*z^3 - 49/5*z + 1
*
1/4 | 0.079997860536076309889544021875842967373 | 0.013351970942511952334938034700462417002
f(z) = 80*z^3 - 41/5*z + 1
*
1/2 | 0.10855202871508451382179877938671225939 | 0.021388829755790980648712339480431289010
f(z) = 80/3*z^3 - 49/6*z + 1
*
[ 3/4 ] 
f(z) = 80/3*z^3 - 46/3*z + 1
*
[ 3/2 ] 
f(z) = 80/9*z^3 - 59/3*z + 1
*
[ -3/2 ] 
f(z) = 80/9*z^3 - 55/3*z + 1
*
[ 3/10 ] 
f(z) = 80/9*z^3 - 47/15*z + 1
*
[ -1 ] 
f(z) = 80/11*z^3 - 58/11*z + 1
*
[ -1 ] 
f(z) = 80/13*z^3 - 54/13*z + 1
*
[ 1/4 ] 
f(z) = 80/13*z^3 - 44/13*z + 1
*
[ 1/4 ] 
f(z) = 80/17*z^3 - 56/17*z + 1
*
[ -1 ] 
f(z) = 80/17*z^3 - 46/17*z + 1
*
[ -1 ] 
f(z) = 80/19*z^3 - 42/19*z + 1
*
[ -4/9 ] 
f(z) = 81*z^3 - 51/4*z + 1
*
[ -1/2 ] 
f(z) = 81/2*z^3 - 57/8*z + 1
*
1/3 | 0.15296787918505864167101716110698105860 | 0.027847472809631055090859629263769703048
f(z) = 81/2*z^3 - 43/6*z + 1
*
[ -2/3 ] 
f(z) = 81/5*z^3 - 47/10*z + 1
*
[ 2/9 ] 
f(z) = 81/5*z^3 - 43/10*z + 1
*
[ 1/9 ] 
f(z) = 81/5*z^3 - 41/5*z + 1
*
[ 2/9 ] 
f(z) = 81/7*z^3 - 57/14*z + 1
*
[ 7/9 ] 
f(z) = 81/7*z^3 - 51/7*z + 1
*
14/27 | 0.14576851319739458211925755964110255141 | 0.022114036453223397421417371789299899447
f(z) = 81/8*z^3 - 56/9*z + 1
*
[ -10/9 ] 
f(z) = 81/8*z^3 - 53/5*z + 1
*
[ -8/9 ] 
f(z) = 81/8*z^3 - 47/8*z + 1
*
2/3 | 0.19217406378902895212735595468514942826 | 0.029154061866843704990294529460681573722
f(z) = 81/8*z^3 - 47/9*z + 1
*
-2 | 0.094718161724792510184663025301776544493 | 0.016350412432608185534081841026744277652
f(z) = 81/8*z^3 - 41*z + 1
*
2/27 | 0.19252345492016360003793710304308995528 | 0.029207066785676084630611575391691475796
f(z) = 81/8*z^3 - 41/9*z + 1
*
[ -1 ] 
f(z) = 81/11*z^3 - 59/11*z + 1
*
[ -1 ] 
f(z) = 81/13*z^3 - 55/13*z + 1
*
14/9 | 0.13783524003221254724644132851862820257 | 0.025918038741464725377026814982844102630
f(z) = 81/16*z^3 - 51/4*z + 1
*
[ -1 ] 
f(z) = 81/16*z^3 - 49/16*z + 1
*
[ 1/3 ] 
f(z) = 81/16*z^3 - 41/16*z + 1
*
[ -1 ] 
f(z) = 81/17*z^3 - 47/17*z + 1
*
[ 1/3 ] 
f(z) = 81/17*z^3 - 43/17*z + 1
*
[ 1/3 ] 
f(z) = 81/19*z^3 - 47/19*z + 1
*
[ -1 ] 
f(z) = 81/19*z^3 - 43/19*z + 1
*
[ 1/2 ] 
f(z) = 82*z^3 - 43/2*z + 1
*
[ 1/2 ] 
f(z) = 82/3*z^3 - 47/6*z + 1
*
[ 1/2 ] 
f(z) = 82/5*z^3 - 51/10*z + 1
*
[ 1/2 ] 
f(z) = 82/7*z^3 - 55/14*z + 1
*
[ 1/2 ] 
f(z) = 82/9*z^3 - 59/18*z + 1
*
[ -1 ] 
f(z) = 82/11*z^3 - 60/11*z + 1
*
[ -1 ] 
f(z) = 82/13*z^3 - 56/13*z + 1
*
[ -1 ] 
f(z) = 82/15*z^3 - 52/15*z + 1
*
[ -1 ] 
f(z) = 82/17*z^3 - 48/17*z + 1
*
[ -1 ] 
f(z) = 82/19*z^3 - 44/19*z + 1
*
[ -1/2 ] 
f(z) = 83/2*z^3 - 59/8*z + 1
*
[ 2/3 ] 
f(z) = 83/8*z^3 - 46/9*z + 1
*
-2 | 0.095175747149030328575913343335319593017 | 0.016361342345335611000688617255012327742
f(z) = 83/8*z^3 - 42*z + 1
*
[ 2 ] 
f(z) = 83/8*z^3 - 41*z + 1
*
[ -1 ] 
f(z) = 83/12*z^3 - 59/12*z + 1
*
[ -1 ] 
f(z) = 83/13*z^3 - 57/13*z + 1
*
[ -1 ] 
f(z) = 83/14*z^3 - 55/14*z + 1
*
[ -1 ] 
f(z) = 83/15*z^3 - 53/15*z + 1
*
[ -1 ] 
f(z) = 83/16*z^3 - 51/16*z + 1
*
[ -1 ] 
f(z) = 83/17*z^3 - 49/17*z + 1
*
[ -1 ] 
f(z) = 83/18*z^3 - 47/18*z + 1
*
[ -1 ] 
f(z) = 83/19*z^3 - 45/19*z + 1
*
[ 1/7 ] 
f(z) = 84*z^3 - 54/7*z + 1
*
[ 1/3 ] 
f(z) = 84/5*z^3 - 58/15*z + 1
*
[ -1 ] 
f(z) = 84/13*z^3 - 58/13*z + 1
*
[ -1 ] 
f(z) = 84/17*z^3 - 50/17*z + 1
*
[ -1 ] 
f(z) = 84/19*z^3 - 46/19*z + 1
*
[ 1/5 ] 
f(z) = 85/2*z^3 - 57/10*z + 1
*
[ 2/5 ] 
f(z) = 85/4*z^3 - 49/10*z + 1
*
[ 2/3 ] 
f(z) = 85/8*z^3 - 47/9*z + 1
*
-2 | 0.095622275453723048575534024844157546007 | 0.016371878478969287010454995704503830525
f(z) = 85/8*z^3 - 43*z + 1
*
[ 2 ] 
f(z) = 85/8*z^3 - 42*z + 1
*
[ -2 ] 
f(z) = 85/8*z^3 - 41*z + 1
*
[ -1 ] 
f(z) = 85/13*z^3 - 59/13*z + 1
*
[ -1 ] 
f(z) = 85/14*z^3 - 57/14*z + 1
*
[ -1 ] 
f(z) = 85/16*z^3 - 53/16*z + 1
*
[ -1 ] 
f(z) = 85/18*z^3 - 49/18*z + 1
*
[ -1 ] 
f(z) = 85/19*z^3 - 47/19*z + 1
*
[ 1/2 ] 
f(z) = 86*z^3 - 45/2*z + 1
*
[ 1/2 ] 
f(z) = 86/3*z^3 - 49/6*z + 1
*
[ 1/2 ] 
f(z) = 86/5*z^3 - 53/10*z + 1
*
[ 1/2 ] 
f(z) = 86/7*z^3 - 57/14*z + 1
*
[ -1 ] 
f(z) = 86/13*z^3 - 60/13*z + 1
*
[ -1 ] 
f(z) = 86/15*z^3 - 56/15*z + 1
*
[ -1 ] 
f(z) = 86/17*z^3 - 52/17*z + 1
*
[ -1 ] 
f(z) = 86/19*z^3 - 48/19*z + 1
*
[ 1/3 ] 
f(z) = 87/2*z^3 - 41/6*z + 1
*
[ 1/3 ] 
f(z) = 87/4*z^3 - 53/12*z + 1
*
[ -2/3 ] 
f(z) = 87/4*z^3 - 43/6*z + 1
*
[ 1/3 ] 
f(z) = 87/5*z^3 - 59/15*z + 1
*
-2 | 0.096058269473243272166314939625893178295 | 0.016382044947335081786800195458611611361
f(z) = 87/8*z^3 - 44*z + 1
*
[ 2 ] 
f(z) = 87/8*z^3 - 43*z + 1
*
[ -2 ] 
f(z) = 87/8*z^3 - 42*z + 1
*
[ -1 ] 
f(z) = 87/14*z^3 - 59/14*z + 1
*
[ -1 ] 
f(z) = 87/16*z^3 - 55/16*z + 1
*
[ -1 ] 
f(z) = 87/17*z^3 - 53/17*z + 1
*
[ -1 ] 
f(z) = 87/19*z^3 - 49/19*z + 1
*
1/2 | 0.12010985302935380701139561498834651128 | 0.023229905197389078222777861311367505468
f(z) = 88/3*z^3 - 53/6*z + 1
*
1/4 | 0.15058966070806643639023094075610796252 | 0.029124867392023572216192473552648826913
f(z) = 88/5*z^3 - 51/10*z + 1
*
[ 1/4 ] 
f(z) = 88/5*z^3 - 41/10*z + 1
*
[ 1/4 ] 
f(z) = 88/7*z^3 - 53/14*z + 1
*
[ -1 ] 
f(z) = 88/15*z^3 - 58/15*z + 1
*
[ -1 ] 
f(z) = 88/17*z^3 - 54/17*z + 1
*
[ -1 ] 
f(z) = 88/19*z^3 - 50/19*z + 1
*
[ 1/2 ] 
f(z) = 88/19*z^3 - 41/19*z + 1
*
[ 2/3 ] 
f(z) = 89/8*z^3 - 49/9*z + 1
*
-2 | 0.096484215741942707210025733511913706384 | 0.016391863824766949062273881088737317667
f(z) = 89/8*z^3 - 45*z + 1
*
[ 2 ] 
f(z) = 89/8*z^3 - 44*z + 1
*
[ -2 ] 
f(z) = 89/8*z^3 - 43*z + 1
*
[ -1 ] 
f(z) = 89/15*z^3 - 59/15*z + 1
*
[ -1 ] 
f(z) = 89/16*z^3 - 57/16*z + 1
*
[ -1 ] 
f(z) = 89/17*z^3 - 55/17*z + 1
*
[ -1 ] 
f(z) = 89/18*z^3 - 53/18*z + 1
*
[ -1 ] 
f(z) = 89/19*z^3 - 51/19*z + 1
*
1/15 | 0.12661596927575729458387665243122222181 | 0.020725296783350364791245339119434209960
f(z) = 90*z^3 - 57/5*z + 1
*
[ 1/2 ] 
f(z) = 90*z^3 - 47/2*z + 1
*
[ 1/2 ] 
f(z) = 90/7*z^3 - 59/14*z + 1
*
[ -1 ] 
f(z) = 90/17*z^3 - 56/17*z + 1
*
[ 1/3 ] 
f(z) = 90/17*z^3 - 44/17*z + 1
*
[ -1 ] 
f(z) = 90/19*z^3 - 52/19*z + 1
*
[ 1/3 ] 
f(z) = 90/19*z^3 - 48/19*z + 1
*
[ 1/7 ] 
f(z) = 91*z^3 - 55/7*z + 1
*
[ 2/3 ] 
f(z) = 91/8*z^3 - 50/9*z + 1
*
-2 | 0.096900567785047113944842868842928485499 | 0.016401355363348898497648806009631474598
f(z) = 91/8*z^3 - 46*z + 1
*
[ 2 ] 
f(z) = 91/8*z^3 - 45*z + 1
*
[ -2 ] 
f(z) = 91/8*z^3 - 44*z + 1
*
[ -1 ] 
f(z) = 91/16*z^3 - 59/16*z + 1
*
[ -1 ] 
f(z) = 91/17*z^3 - 57/17*z + 1
*
[ -1 ] 
f(z) = 91/18*z^3 - 55/18*z + 1
*
[ -1 ] 
f(z) = 91/19*z^3 - 53/19*z + 1
*
[ 1/4 ] 
f(z) = 92/3*z^3 - 59/12*z + 1
*
[ -3/4 ] 
f(z) = 92/9*z^3 - 41/12*z + 1
*
[ -1 ] 
f(z) = 92/17*z^3 - 58/17*z + 1
*
[ -1 ] 
f(z) = 92/19*z^3 - 54/19*z + 1
*
[ 1/2 ] 
f(z) = 92/19*z^3 - 42/19*z + 1
*
[ 1/3 ] 
f(z) = 93/2*z^3 - 43/6*z + 1
*
[ 1/3 ] 
f(z) = 93/4*z^3 - 55/12*z + 1
*
[ -2/3 ] 
f(z) = 93/4*z^3 - 47/6*z + 1
*
-2 | 0.097307749044172722822397339412797508634 | 0.016410538182505968608835200096719448595
f(z) = 93/8*z^3 - 47*z + 1
*
[ 2 ] 
f(z) = 93/8*z^3 - 46*z + 1
*
[ -2 ] 
f(z) = 93/8*z^3 - 45*z + 1
*
[ -1 ] 
f(z) = 93/17*z^3 - 59/17*z + 1
*
[ -1 ] 
f(z) = 93/19*z^3 - 55/19*z + 1
*
[ 1/2 ] 
f(z) = 94*z^3 - 49/2*z + 1
*
[ -1/2 ] 
f(z) = 94*z^3 - 41/2*z + 1
*
[ 1/2 ] 
f(z) = 94/3*z^3 - 53/6*z + 1
*
[ 1/2 ] 
f(z) = 94/5*z^3 - 57/10*z + 1
*
[ -1 ] 
f(z) = 94/17*z^3 - 60/17*z + 1
*
[ -1 ] 
f(z) = 94/19*z^3 - 56/19*z + 1
*
[ 1/5 ] 
f(z) = 95/2*z^3 - 59/10*z + 1
*
[ 2/5 ] 
f(z) = 95/4*z^3 - 53/10*z + 1
*
[ 2/3 ] 
f(z) = 95/8*z^3 - 52/9*z + 1
*
-2 | 0.097706155485177680197100282857576381327 | 0.016419429435009280076203539759566321116
f(z) = 95/8*z^3 - 48*z + 1
*
[ 2 ] 
f(z) = 95/8*z^3 - 47*z + 1
*
[ -2 ] 
f(z) = 95/8*z^3 - 46*z + 1
*
[ -1 ] 
f(z) = 95/18*z^3 - 59/18*z + 1
*
[ -3/8 ] 
f(z) = 96*z^3 - 59/6*z + 1
*
1/4 | 0.095733403313842367545357767720213347909 | 0.015061639673888265203943657555385020986
f(z) = 96*z^3 - 55/6*z + 1
*
[ -5/8 ] 
f(z) = 96/5*z^3 - 49/10*z + 1
*
3/8 | 0.099872772233254921121554752678043990794 | 0.018996264412256562133192583476855700471
f(z) = 96/5*z^3 - 47/10*z + 1
*
[ 1/4 ] 
f(z) = 96/13*z^3 - 45/13*z + 1
*
[ 1/4 ] 
f(z) = 96/17*z^3 - 57/17*z + 1
*
[ 1/2 ] 
f(z) = 96/17*z^3 - 41/17*z + 1
*
[ -1 ] 
f(z) = 96/19*z^3 - 58/19*z + 1
*
[ 1/2 ] 
f(z) = 96/19*z^3 - 43/19*z + 1
*
[ 2/3 ] 
f(z) = 97/8*z^3 - 53/9*z + 1
*
-2 | 0.098096157928934473516536460881349824043 | 0.016428044952786187710363213629243477157
f(z) = 97/8*z^3 - 49*z + 1
*
[ 2 ] 
f(z) = 97/8*z^3 - 48*z + 1
*
[ -2 ] 
f(z) = 97/8*z^3 - 47*z + 1
*
[ -1 ] 
f(z) = 97/19*z^3 - 59/19*z + 1
*
[ 3/7 ] 
f(z) = 98*z^3 - 58/3*z + 1
*
[ 1/2 ] 
f(z) = 98*z^3 - 51/2*z + 1
*
[ 3/14 ] 
f(z) = 98*z^3 - 49/6*z + 1
*
[ -3/7 ] 
f(z) = 98*z^3 - 44/3*z + 1
*
3/7 | 0.15606252084903893411506768752324723574 | 0.029567853471336086498616870987481007963
f(z) = 98/3*z^3 - 47/6*z + 1
*
1/7 | 0.078437835041376203522679281009433851822 | 0.014860957009374906967499203965366139631
f(z) = 98/3*z^3 - 43/6*z + 1
*
[ 5/7 ] 
f(z) = 98/5*z^3 - 52/5*z + 1
*
[ 5/14 ] 
f(z) = 98/5*z^3 - 43/10*z + 1
*
[ 2/7 ] 
f(z) = 98/5*z^3 - 41/10*z + 1
*
[ 1/7 ] 
f(z) = 98/9*z^3 - 56/9*z + 1
*
[ 6/7 ] 
f(z) = 98/9*z^3 - 49/6*z + 1
*
[ 5/7 ] 
f(z) = 98/15*z^3 - 56/15*z + 1
*
3/7 | 0.086811824999527834192498986876797168119 | 0.018934011070608343809636184216116459421
f(z) = 98/15*z^3 - 53/15*z + 1
*
1/7 | 0.089414250973870910533334493493078325206 | 0.019501610728937361939341150342314750329
f(z) = 98/15*z^3 - 47/15*z + 1
*
[ -1 ] 
f(z) = 98/19*z^3 - 60/19*z + 1
*
[ 1/6 ] 
f(z) = 99/2*z^3 - 51/8*z + 1
*
[ 2/3 ] 
f(z) = 99/2*z^3 - 45/2*z + 1
*
[ -2/3 ] 
f(z) = 99/7*z^3 - 53/14*z + 1
*
[ 2/11 ] 
f(z) = 99/8*z^3 - 54/11*z + 1
*
-2 | 0.098478104139675267029940114524138927032 | 0.016436399375376364380645445246384184664
f(z) = 99/8*z^3 - 50*z + 1
*
[ 2 ] 
f(z) = 99/8*z^3 - 49*z + 1
*
[ -2 ] 
f(z) = 99/8*z^3 - 48*z + 1
*
2/3 | 0.10189881133966656688523869319515113226 | 0.022175441482050131040270719880554854550
f(z) = 99/10*z^3 - 59/10*z + 1
*
[ 2/3 ] 
f(z) = 99/10*z^3 - 49/10*z + 1
*
[ 2/3 ] 
f(z) = 99/14*z^3 - 51/14*z + 1
*
-4/3 | 0.089707641509357528336361224922076201004 | 0.017274867495573213176974046333323400717
f(z) = 99/16*z^3 - 45/4*z + 1
*
[ 4/3 ] 
f(z) = 99/16*z^3 - 43/4*z + 1
*
[ 1/3 ] 
f(z) = 99/16*z^3 - 43/16*z + 1
*
[ 1/3 ] 
f(z) = 99/17*z^3 - 45/17*z + 1
*
[ 1/3 ] 
f(z) = 99/19*z^3 - 49/19*z + 1
*
[ 4/9 ] 
f(z) = 81/10*z^3 - 57/20*z + 1
*
[ 2/5 ] 
f(z) = 85/16*z^3 - 47/20*z + 1
*
[ 2/5 ] 
f(z) = 95/16*z^3 - 49/20*z + 1
*
3/20 | 0.16160060661666326675880584237494298296 | 0.026971803862991429929627859651529249776
f(z) = 80*z^3 - 39/5*z + 1
*
[ 1/5 ] 
f(z) = 80*z^3 - 36/5*z + 1
*
[ 1/8 ] 
f(z) = 80*z^3 - 33/4*z + 1
*
[ 1/2 ] 
f(z) = 80*z^3 - 21*z + 1
*
[ -3/4 ] 
f(z) = 80/3*z^3 - 38/3*z + 1
*
-1/2 | 0.091249198046668982170116009261276899165 | 0.017979521759978359666008261901480095368
f(z) = 80/3*z^3 - 31/6*z + 1
*
[ 1/2 ] 
f(z) = 80/3*z^3 - 23/3*z + 1
*
[ 1/2 ] 
f(z) = 80/7*z^3 - 27/7*z + 1
*
[ 1/4 ] 
f(z) = 80/7*z^3 - 26/7*z + 1
*
[ 3/8 ] 
f(z) = 80/9*z^3 - 35/12*z + 1
*
[ 1/4 ] 
f(z) = 80/9*z^3 - 32/9*z + 1
*
[ 1/2 ] 
f(z) = 80/9*z^3 - 29/9*z + 1
*
[ 1/4 ] 
f(z) = 80/11*z^3 - 38/11*z + 1
*
[ 1/2 ] 
f(z) = 80/11*z^3 - 31/11*z + 1
*
[ 1/2 ] 
f(z) = 80/13*z^3 - 33/13*z + 1
*
[ 1/2 ] 
f(z) = 80/17*z^3 - 37/17*z + 1
*
[ 1/2 ] 
f(z) = 80/19*z^3 - 39/19*z + 1
*
5/18 | 0.10972796767653390843529841919631839246 | 0.018981635731938229866372748614425851627
f(z) = 81*z^3 - 37/4*z + 1
*
[ 1/6 ] 
f(z) = 81*z^3 - 29/4*z + 1
*
[ 2/3 ] 
f(z) = 81/2*z^3 - 37/2*z + 1
*
[ 4/9 ] 
f(z) = 81/2*z^3 - 37/4*z + 1
*
[ 1/9 ] 
f(z) = 81/4*z^3 - 33/4*z + 1
*
5/9 | 0.10520717422184082173304673979373638877 | 0.023940924224820833187057604884611440222
f(z) = 81/4*z^3 - 29/4*z + 1
*
1/9 | 0.086419536824620623724842467289459532711 | 0.019665613091173042875858221252298684642
f(z) = 81/4*z^3 - 25/4*z + 1
*
[ 5/9 ] 
f(z) = 81/5*z^3 - 29/5*z + 1
*
[ -7/9 ] 
f(z) = 81/7*z^3 - 33/7*z + 1
*
[ 1/3 ] 
f(z) = 81/7*z^3 - 23/7*z + 1
*
[ 2 ] 
f(z) = 81/8*z^3 - 40*z + 1
*
[ -2 ] 
f(z) = 81/8*z^3 - 39*z + 1
*
[ 1/3 ] 
f(z) = 81/8*z^3 - 25/8*z + 1
*
[ 5/9 ] 
f(z) = 81/10*z^3 - 33/10*z + 1
*
[ 1/3 ] 
f(z) = 81/10*z^3 - 29/10*z + 1
*
-8/9 | 0.12751852267905747692460026384630021936 | 0.029018090365995525649759941890058491378
f(z) = 81/10*z^3 - 22/5*z + 1
*
[ 1/3 ] 
f(z) = 81/11*z^3 - 31/11*z + 1
*
[ 1/3 ] 
f(z) = 81/13*z^3 - 35/13*z + 1
*
-4/3 | 0.12763937600407517529850200144202298653 | 0.025542116086241762027893797894779574494
f(z) = 81/16*z^3 - 37/4*z + 1
*
2/3 | 0.12906601104283460663371546150771446135 | 0.023496189215088125430912962270664491048
f(z) = 81/16*z^3 - 37/12*z + 1
*
[ 4/3 ] 
f(z) = 81/16*z^3 - 35/4*z + 1
*
[ 8/9 ] 
f(z) = 81/16*z^3 - 33/8*z + 1
*
[ -4/3 ] 
f(z) = 81/16*z^3 - 29/4*z + 1
*
10/9 | 0.11034117949005771137418534112199329080 | 0.023566443172467343371562332465841717924
f(z) = 81/16*z^3 - 27/4*z + 1
*
[ -1/2 ] 
f(z) = 82*z^3 - 35/2*z + 1
*
[ -2 ] 
f(z) = 83/8*z^3 - 40*z + 1
*
[ 1/3 ] 
f(z) = 84*z^3 - 34/3*z + 1
*
[ 1/4 ] 
f(z) = 84*z^3 - 33/4*z + 1
*
[ 1/2 ] 
f(z) = 84*z^3 - 22*z + 1
*
[ 1/6 ] 
f(z) = 84*z^3 - 22/3*z + 1
*
[ 1/2 ] 
f(z) = 84/5*z^3 - 26/5*z + 1
*
[ 1/2 ] 
f(z) = 84/11*z^3 - 32/11*z + 1
*
[ 1/2 ] 
f(z) = 84/13*z^3 - 34/13*z + 1
*
[ 1/2 ] 
f(z) = 84/17*z^3 - 38/17*z + 1
*
[ 1/2 ] 
f(z) = 84/19*z^3 - 40/19*z + 1
*
[ 1/5 ] 
f(z) = 85*z^3 - 37/5*z + 1
*
[ -1/2 ] 
f(z) = 86*z^3 - 37/2*z + 1
*
[ 1/3 ] 
f(z) = 87*z^3 - 35/3*z + 1
*
[ 2/3 ] 
f(z) = 87/16*z^3 - 35/12*z + 1
*
[ 1/2 ] 
f(z) = 88*z^3 - 23*z + 1
*
-1/2 | 0.060346447500761624557956801069618683003 | 0.011671334358383666625585932149618009218
f(z) = 88/3*z^3 - 35/6*z + 1
*
[ 1/4 ] 
f(z) = 88/3*z^3 - 29/6*z + 1
*
[ 1/2 ] 
f(z) = 88/3*z^3 - 25/3*z + 1
*
[ 1/2 ] 
f(z) = 88/5*z^3 - 27/5*z + 1
*
[ 1/2 ] 
f(z) = 88/7*z^3 - 29/7*z + 1
*
[ 3/4 ] 
f(z) = 88/9*z^3 - 35/6*z + 1
*
[ 1/2 ] 
f(z) = 88/9*z^3 - 31/9*z + 1
*
[ 1/2 ] 
f(z) = 88/13*z^3 - 35/13*z + 1
*
[ 1/2 ] 
f(z) = 88/15*z^3 - 37/15*z + 1
*
[ 1/2 ] 
f(z) = 88/17*z^3 - 39/17*z + 1
*
[ -1/2 ] 
f(z) = 90*z^3 - 39/2*z + 1
*
[ 1/3 ] 
f(z) = 90/7*z^3 - 24/7*z + 1
*
[ 1/3 ] 
f(z) = 90/11*z^3 - 32/11*z + 1
*
[ 1/3 ] 
f(z) = 90/13*z^3 - 36/13*z + 1
*
[ 2/7 ] 
f(z) = 91/8*z^3 - 24/7*z + 1
*
[ 1/4 ] 
f(z) = 92*z^3 - 35/4*z + 1
*
[ 1/2 ] 
f(z) = 92*z^3 - 24*z + 1
*
[ 1/2 ] 
f(z) = 92/3*z^3 - 26/3*z + 1
*
[ 1/2 ] 
f(z) = 92/5*z^3 - 28/5*z + 1
*
[ 1/2 ] 
f(z) = 92/7*z^3 - 30/7*z + 1
*
[ 1/2 ] 
f(z) = 92/9*z^3 - 32/9*z + 1
*
[ 1/2 ] 
f(z) = 92/11*z^3 - 34/11*z + 1
*
[ 1/2 ] 
f(z) = 92/13*z^3 - 36/13*z + 1
*
[ 1/2 ] 
f(z) = 92/15*z^3 - 38/15*z + 1
*
[ 1/2 ] 
f(z) = 92/17*z^3 - 40/17*z + 1
*
[ 1/3 ] 
f(z) = 93*z^3 - 37/3*z + 1
*
[ 2/3 ] 
f(z) = 93/16*z^3 - 37/12*z + 1
*
[ 1/5 ] 
f(z) = 95*z^3 - 39/5*z + 1
*
[ 1/3 ] 
f(z) = 96*z^3 - 38/3*z + 1
*
[ 1/12 ] 
f(z) = 96*z^3 - 35/3*z + 1
*
1/12 | 0.083215662073302992514268982326074963435 | 0.014694727672071853147844149884376342280
f(z) = 96*z^3 - 32/3*z + 1
*
[ 1/2 ] 
f(z) = 96*z^3 - 25*z + 1
*
[ 1/6 ] 
f(z) = 96*z^3 - 23/3*z + 1
*
[ -1/2 ] 
f(z) = 96*z^3 - 21*z + 1
*
[ 1/2 ] 
f(z) = 96/5*z^3 - 29/5*z + 1
*
[ 1/4 ] 
f(z) = 96/5*z^3 - 21/5*z + 1
*
[ 1/2 ] 
f(z) = 96/7*z^3 - 31/7*z + 1
*
[ 1/4 ] 
f(z) = 96/7*z^3 - 27/7*z + 1
*
[ 1/4 ] 
f(z) = 96/11*z^3 - 39/11*z + 1
*
[ 1/2 ] 
f(z) = 96/11*z^3 - 35/11*z + 1
*
[ 1/2 ] 
f(z) = 96/13*z^3 - 37/13*z + 1
*
[ 1/14 ] 
f(z) = 98*z^3 - 27/2*z + 1
*
1/14 | 0.14445210645671984038324964462095032178 | 0.027368125890197910503346239106106938549
f(z) = 98*z^3 - 25/2*z + 1
*
1/14 | 0.14799753041844068478717501005591985470 | 0.028039847554205437511343497505164672164
f(z) = 98*z^3 - 23/2*z + 1
*
3/7 | 0.083579679703778978088993540661762546811 | 0.018229067074650922439480483173274872643
f(z) = 98/3*z^3 - 23/3*z + 1
*
[ 3/7 ] 
f(z) = 98/3*z^3 - 22/3*z + 1
*
[ 1/7 ] 
f(z) = 98/5*z^3 - 32/5*z + 1
*
[ -6/7 ] 
f(z) = 98/9*z^3 - 35/6*z + 1
*
[ 3/14 ] 
f(z) = 98/9*z^3 - 25/6*z + 1
*
3/7 | 0.12206803207423441015502724854694730052 | 0.023127203548099956363141149574586207166
f(z) = 98/9*z^3 - 23/6*z + 1
*
[ 1/6 ] 
f(z) = 99*z^3 - 31/4*z + 1
*
[ -2/3 ] 
f(z) = 99/2*z^3 - 39/2*z + 1
*
[ 2/3 ] 
f(z) = 99/4*z^3 - 23/2*z + 1
*
[ 1/3 ] 
f(z) = 99/5*z^3 - 21/5*z + 1
*
[ 1/3 ] 
f(z) = 99/7*z^3 - 25/7*z + 1
*
[ 2/9 ] 
f(z) = 99/8*z^3 - 37/9*z + 1
*
1/3 | 0.12902198452211158886121781709695950016 | 0.028078045563562954024508973073205173860
f(z) = 99/8*z^3 - 35/8*z + 1
*
[ 1/3 ] 
f(z) = 99/8*z^3 - 27/8*z + 1
*
[ 1/3 ] 
f(z) = 99/10*z^3 - 31/10*z + 1
*
[ 1/3 ] 
f(z) = 99/13*z^3 - 37/13*z + 1
*
[ 1/3 ] 
f(z) = 99/14*z^3 - 39/14*z + 1
*
[ -4/3 ] 
f(z) = 99/16*z^3 - 37/4*z + 1
*
[ -1/2 ] 
f(z) = 80*z^3 - 17*z + 1
*
[ 1/4 ] 
f(z) = 80*z^3 - 8*z + 1
*
[ 1/4 ] 
f(z) = 80/3*z^3 - 14/3*z + 1
*
[ 3/4 ] 
f(z) = 80/9*z^3 - 16/3*z + 1
*
[ -3/4 ]
f(z) = 80/9*z^3 - 8/3*z + 1
*
[ 2/9 ] 
f(z) = 81*z^3 - 15/2*z + 1
*
[ 1/3 ] 
f(z) = 81*z^3 - 11*z + 1
*
[ 1/9 ] 
f(z) = 81*z^3 - 9*z + 1
*
[ -1/3 ]
f(z) = 81*z^3 - 5*z + 1
*
4/9 | 0.12545942033980432049568766783934159178 | 0.028549521435788699432401752161039506948
f(z) = 81/2*z^3 - 19/2*z + 1
*
[ -4/9 ]
f(z) = 81/2*z^3 - 19/4*z + 1
*
[ 1/9 ] 
f(z) = 81/2*z^3 - 17/2*z + 1
*
1/9 | 0.097673943649487183303988812281215020279 | 0.022226663732275627322202902577014527831
f(z) = 81/2*z^3 - 15/2*z + 1
*
[ 2/9 ] 
f(z) = 81/2*z^3 - 11/2*z + 1
*
[ 2/3 ] 
f(z) = 81/4*z^3 - 19/2*z + 1
*
2/9 | 0.071924713363348116175706807659107483792 | 0.016367173866802736474366471839605747500
f(z) = 81/4*z^3 - 17/2*z + 1
*
[ 1/3 ] 
f(z) = 81/4*z^3 - 17/4*z + 1
*
[ -2/3 ] 
f(z) = 81/4*z^3 - 13/2*z + 1
*
[ 2/9 ] 
f(z) = 81/4*z^3 - 9/2*z + 1
*
[ -4/9 ]
f(z) = 81/4*z^3 - 3/4*z + 1
*
[ 4/9 ] 
f(z) = 81/8*z^3 - 13/4*z + 1
*
-2/3 | 0.13490409097349265662571673227765427400 | 0.024558999087301694211479730053121336497
f(z) = 81/8*z^3 - 10/3*z + 1
*
[ 2/3 ] 
f(z) = 81/8*z^3 - 5*z + 1
*
[ 2/9 ] 
f(z) = 81/8*z^3 - 4*z + 1
*
[ -2/3 ]
f(z) = 81/8*z^3 - 2*z + 1
*
[ 2/9 ] 
f(z) = 81/16*z^3 - 15/4*z + 1
*
[ -8/9 ]
f(z) = 81/16*z^3 - 15/8*z + 1
*
[ 4/9 ] 
f(z) = 81/16*z^3 - 9/4*z + 1
*
[ -1/2 ] 
f(z) = 84*z^3 - 18*z + 1
*
[ 2/5 ] 
f(z) = 85/8*z^3 - 16/5*z + 1
*
[ 2/3 ] 
f(z) = 87/8*z^3 - 16/3*z + 1
*
[ -1/2 ] 
f(z) = 88*z^3 - 19*z + 1
*
[ 1/4 ] 
f(z) = 88*z^3 - 17/2*z + 1
*
[ -3/4 ] 
f(z) = 88/9*z^3 - 19/6*z + 1
*
[ 1/3 ] 
f(z) = 90*z^3 - 12*z + 1
*
[ -1/3 ]
f(z) = 90*z^3 - 6*z + 1
*
[ -1/2 ] 
f(z) = 92*z^3 - 20*z + 1
*
[ 2/3 ] 
f(z) = 93/8*z^3 - 17/3*z + 1
*
[ 2/5 ] 
f(z) = 95/8*z^3 - 17/5*z + 1
*
1/4 | 0.083380352911885347557737667094661438113 | 0.015859329778111833367462022328146314611
f(z) = 96*z^3 - 19/2*z + 1
*
[ 1/8 ] 
f(z) = 96*z^3 - 17/2*z + 1
*
[ 1/4 ] 
f(z) = 96*z^3 - 9*z + 1
*
[ -1/4 ]
f(z) = 96*z^3 - z + 1
*
2/7 | 0.10744602882259395482011357975219313934 | 0.023434414599980613959863645477631691486
f(z) = 98*z^3 - 11*z + 1
*
[ 1/7 ] 
f(z) = 98*z^3 - 8*z + 1
*
[ -2/7 ]
f(z) = 98*z^3 - 7/2*z + 1
*
[ 1/7 ] 
f(z) = 98/3*z^3 - 20/3*z + 1
*
[ -3/7 ]
f(z) = 98/3*z^3 - 8/3*z + 1
*
3/7 | 0.12292875386558788787036502237854617977 | 0.026811259717207749837425090225441390409
f(z) = 98/9*z^3 - 19/3*z + 1
*
[ 3/7 ] 
f(z) = 98/9*z^3 - 10/3*z + 1
*
[ 1/3 ] 
f(z) = 99*z^3 - 13*z + 1
*
[ -1/3 ]
f(z) = 99*z^3 - 7*z + 1
*
[ 1/3 ] 
f(z) = 99/2*z^3 - 15/2*z + 1
*
[ 1/3 ] 
f(z) = 99/4*z^3 - 19/4*z + 1
*
[ -2/3 ] 
f(z) = 99/4*z^3 - 17/2*z + 1
*
[ 2/3 ] 
f(z) = 99/8*z^3 - 6*z + 1
*
[ -2/3 ]
f(z) = 99/8*z^3 - 3*z + 1
*
[ 2/3 ] 
f(z) = 99/16*z^3 - 13/4*z + 1
*
[ -2/9 ]
f(z) = 81*z^3 + 3/2*z + 1
*
[ -1/9 ]
f(z) = 81*z^3 + 9*z + 1
*
[ -2/9 ]
f(z) = 81/2*z^3 + 7/2*z + 1
*
[ -2/9 ]
f(z) = 81/4*z^3 + 9/2*z + 1
*
[ -2/9 ]
f(z) = 81/8*z^3 + 5*z + 1
*
[ -4/9 ]
f(z) = 81/8*z^3 + 5/4*z + 1
*
[ -4/9 ]
f(z) = 81/16*z^3 + 9/4*z + 1
*
[ -1/7 ]
f(z) = 98*z^3 + 6*z + 1
*
[ -3/7 ]
f(z) = 98/9*z^3 + 4/3*z + 1
*
[ -4/9 ]
f(z) = 81/5*z^3 + 1/20*z + 1
*
[ -3/14 ]
f(z) = 98/3*z^3 + 25/6*z + 1
*
[ 9/4 ] 
f(z) = 88/27*z^3 - 287/18*z + 1
*
[ 3 ] 
f(z) = 97/36*z^3 - 283/12*z + 1
*
3/40 | 0.18820415537590347370282439490811715239 | 0.021015907267799156993137718835957553353
f(z) = 80/27*z^3 - 287/20*z + 1
*
[ -2 ] 
f(z) = 81/22*z^3 - 291/22*z + 1
*
[ -20/9 ] 
f(z) = 81/25*z^3 - 291/20*z + 1
*
[ -2 ] 
f(z) = 81/26*z^3 - 285/26*z + 1
*
1/9 | 0.16860681364326394375701292469943495466 | 0.029755403700357285807076121779756360938
f(z) = 81/32*z^3 - 289/32*z + 1
*
[ 1/9 ] 
f(z) = 81/35*z^3 - 281/35*z + 1
*
[ 1/9 ] 
f(z) = 81/37*z^3 - 297/37*z + 1
*
[ -2 ] 
f(z) = 83/22*z^3 - 299/22*z + 1
*
[ -2 ] 
f(z) = 83/26*z^3 - 293/26*z + 1
*
[ -2 ] 
f(z) = 83/30*z^3 - 287/30*z + 1
*
[ -2 ] 
f(z) = 83/34*z^3 - 281/34*z + 1
*
[ -2 ] 
f(z) = 85/38*z^3 - 283/38*z + 1
*
[ -2 ] 
f(z) = 87/34*z^3 - 297/34*z + 1
*
[ -2 ] 
f(z) = 87/38*z^3 - 291/38*z + 1
*
[ -2 ] 
f(z) = 89/38*z^3 - 299/38*z + 1
*
2/13 | 0.22601900599911907231510836532278641754 | 0.029089420194334888623169839296169831566
f(z) = 91/24*z^3 - 296/39*z + 1
*
-12/7 | 0.21546351130529956505034289968572683902 | 0.024041193388731322465076712764962921441
f(z) = 91/27*z^3 - 289/28*z + 1
*
-5/3 | 0.16249828243484791407387176748212805291 | 0.028783953756200391026689961712307987027
f(z) = 99/20*z^3 - 283/20*z + 1
*
[ -3/2 ] 
f(z) = 82/21*z^3 - 299/42*z + 1
*
0 | 0.11931257576431514109486237235320577381 | 0.021056052135046658113886470004182112886
f(z) = 82/25*z^3 - 289/50*z + 1
*
0 | 0.16475884373516197443656671318465115336 | 0.028902811090744926920322495734051869356
f(z) = 82/27*z^3 - 299/54*z + 1
*
0 | 0.16176149456360115930644603724013955760 | 0.028478270943177091741019867042336477333
f(z) = 84/25*z^3 - 293/50*z + 1
*
-8/5 | 0.12008389203275724770832932978242658650 | 0.017043386307026632229355738739582994390
f(z) = 85/32*z^3 - 287/40*z + 1
*
0 | 0.14832927523762003116833502771074771885 | 0.026051326550253081345710690593206242628
f(z) = 86/25*z^3 - 297/50*z + 1
*
[ 3/20 ] 
f(z) = 88/27*z^3 - 287/50*z + 1
*
[ 1/6 ] 
f(z) = 90/29*z^3 - 295/58*z + 1
*
[ 8/5 ] 
f(z) = 95/32*z^3 - 289/40*z + 1
*
33/40 | 0.10665507805399612824633847098161947883 | 0.013611639254280193944479988850091622752
f(z) = 80/27*z^3 - 281/60*z + 1
*
0 | 0.12315034748693594826931874030931991887 | 0.021814100764697051743368262339572640830
f(z) = 81/20*z^3 - 283/60*z + 1
*
0 | 0.16385976350087912493617825791960347775 | 0.028953136922064823726850046448600880453
f(z) = 81/22*z^3 - 287/66*z + 1
*
0 | 0.16609792214403289311594946424313767494 | 0.029206724442522424941687398068908620927
f(z) = 81/26*z^3 - 295/78*z + 1
*
0 | 0.073686361149648470056045199867595734661 | 0.013068770141477388386362794606367404424
f(z) = 87/20*z^3 - 281/60*z + 1
*
0 | 0.15981797241473143994122517044505908465 | 0.028238974224478682105831420351049203960
f(z) = 87/26*z^3 - 287/78*z + 1
*
[ 9/8 ] 
f(z) = 88/27*z^3 - 289/72*z + 1
*
1/4 | 0.12662341555579846867544571281633360180 | 0.022319090521159070723313152859288650892
f(z) = 88/35*z^3 - 291/70*z + 1
*
-5/4 | 0.12720141957657807431750877225546883713 | 0.022448260001922073388704157082655946732
f(z) = 88/35*z^3 - 289/70*z + 1
*
[ 15/13 ] 
f(z) = 91/27*z^3 - 283/65*z + 1
*
[ 3/16 ] 
f(z) = 92/27*z^3 - 285/64*z + 1
*
0 | 0.13752674308198198623432290399400485312 | 0.024125621333039451426552088406801006775
f(z) = 93/20*z^3 - 299/60*z + 1
*
[ -3/2 ] 
f(z) = 94/39*z^3 - 293/78*z + 1
*
[ 4/19 ] 
f(z) = 95/32*z^3 - 295/76*z + 1
*
[ -6/5 ] 
f(z) = 97/24*z^3 - 299/75*z + 1
*
[ 3/14 ] 
f(z) = 98/39*z^3 - 295/78*z + 1
*
2/7 | 0.15233190777845838075383293438893509874 | 0.026883239855204465678193842909941094137
f(z) = 98/39*z^3 - 289/78*z + 1
*
0 | 0.12740360136593165153641719554726945306 | 0.022349769754873758110917537691397854368
f(z) = 81/28*z^3 - 299/84*z + 1
*
[ 1/4 ] 
f(z) = 84/23*z^3 - 297/92*z + 1
*
[ -5/4 ] 
f(z) = 87/25*z^3 - 291/80*z + 1
*
1/3 | 0.11358068104720047463275418597692226602 | 0.020144295225866253751633844131256452846
f(z) = 87/28*z^3 - 281/84*z + 1
*
1/3 | 0.11533722480614392299835946506182575299 | 0.020430131909360955853798005858611019098
f(z) = 93/28*z^3 - 283/84*z + 1
*
[ -33/28 ] 
f(z) = 98/27*z^3 - 281/88*z + 1
*
[ 5/6 ] 
f(z) = 99/20*z^3 - 291/80*z + 1
*
[ 8/33 ] 
f(z) = 99/32*z^3 - 291/88*z + 1
*
[ 3/10 ] 
f(z) = 80/21*z^3 - 281/105*z + 1
*
[ -10/9 ] 
f(z) = 81/22*z^3 - 291/110*z + 1
*
[ 4/15 ] 
f(z) = 81/32*z^3 - 293/100*z + 1
*
0 | 0.14520133198429120831678645132301874571 | 0.025517075529201205944173053550309118130
f(z) = 87/35*z^3 - 296/105*z + 1
*
0 | 0.16692499720166872766022166939953762019 | 0.029282808443340121781266905381208298836
f(z) = 87/38*z^3 - 299/114*z + 1
*
2/3 | 0.16358179992437234680298363860574712793 | 0.028904022256462951242399924310995311477
f(z) = 87/38*z^3 - 287/114*z + 1
*
2/3 | 0.16358150525065512406523143474910354238 | 0.028764236698915012175008129557420499660
f(z) = 93/38*z^3 - 295/114*z + 1
*
[ 6/19 ] 
f(z) = 95/27*z^3 - 287/114*z + 1
*
[ 5/7 ] 
f(z) = 98/23*z^3 - 296/115*z + 1
*
[ 10/33 ] 
f(z) = 99/25*z^3 - 293/110*z + 1
*
[ 4/15 ] 
f(z) = 99/32*z^3 - 297/100*z + 1
*
[ 17/18 ] 
f(z) = 81/34*z^3 - 297/136*z + 1
*
[ 2/3 ] 
f(z) = 84/23*z^3 - 293/138*z + 1
*
[ -6/5 ] 
f(z) = 95/32*z^3 - 293/120*z + 1
*
[ 2/3 ] 
f(z) = 84/25*z^3 - 299/150*z + 1
*
[ 3/7 ] 
f(z) = 85/27*z^3 - 281/147*z + 1
*
[ 3/7 ] 
f(z) = 88/27*z^3 - 284/147*z + 1
*
[ 21/44 ] 
f(z) = 88/27*z^3 - 283/154*z + 1
*
[ 3/7 ] 
f(z) = 94/27*z^3 - 290/147*z + 1
*
[ 8/19 ] 
f(z) = 95/32*z^3 - 289/152*z + 1
*
[ 3/7 ] 
f(z) = 97/27*z^3 - 293/147*z + 1
*
[ 3/5 ] 
f(z) = 95/33*z^3 - 281/165*z + 1
*
[ -5/4 ] 
f(z) = 80/37*z^3 - 292/185*z + 1
*
[ 3/5 ] 
f(z) = 85/39*z^3 - 283/195*z + 1
*
[ -9/4 ] 
f(z) = 88/27*z^3 - 271/18*z + 1
*
[ 3 ] 
f(z) = 91/36*z^3 - 265/12*z + 1
*
[ 3 ] 
f(z) = 95/36*z^3 - 277/12*z + 1
*
[ -3 ] 
f(z) = 95/36*z^3 - 269/12*z + 1
*
[ -3 ] 
f(z) = 97/36*z^3 - 275/12*z + 1
*
[ 15/7 ] 
f(z) = 98/25*z^3 - 262/15*z + 1
*
[ -2 ] 
f(z) = 81/38*z^3 - 267/38*z + 1
*
[ -2 ] 
f(z) = 83/38*z^3 - 275/38*z + 1
*
[ 7/4 ] 
f(z) = 96/35*z^3 - 279/35*z + 1
*
11/7 | 0.11356201931854257611065665285373166150 | 0.020380272810613446097117733960664245868
f(z) = 98/33*z^3 - 263/33*z + 1
*
[ 5/3 ] 
f(z) = 99/20*z^3 - 267/20*z + 1
*
[ 5/3 ] 
f(z) = 99/35*z^3 - 261/35*z + 1
*
[ 4/3 ] 
f(z) = 81/22*z^3 - 277/44*z + 1
*
[ 4/3 ] 
f(z) = 81/26*z^3 - 275/52*z + 1
*
0 | 0.16454133290981210711273550432874518099 | 0.029410155724873528865105014466012375499
f(z) = 82/21*z^3 - 269/42*z + 1
*
2/5 | 0.16878043508343037678235442414211116076 | 0.024076023760161413831808746290438480602
f(z) = 85/32*z^3 - 277/40*z + 1
*
-3/2 | 0.19984787411576673988329939449341077679 | 0.029824786407412368529997794916125804275
f(z) = 85/36*z^3 - 271/48*z + 1
*
2/5 | 0.084280483805054564368941774168159215360 | 0.012010033491717041565437777395802944880
f(z) = 95/32*z^3 - 279/40*z + 1
*
[ 3/2 ] 
f(z) = 95/36*z^3 - 269/48*z + 1
*
[ 3/2 ] 
f(z) = 97/36*z^3 - 275/48*z + 1
*
[ -4/3 ] 
f(z) = 99/26*z^3 - 261/52*z + 1
*
0 | 0.086000446380816435253025556439302436263 | 0.015433967884625200698425444142796634051
f(z) = 81/20*z^3 - 263/60*z + 1
*
0 | 0.16603506679242416317734168154836260015 | 0.029756829088597908496103642137600639256
f(z) = 81/22*z^3 - 265/66*z + 1
*
0 | 0.14926930760994606719461802048421599674 | 0.026698203399555602557293475855449483807
f(z) = 81/25*z^3 - 268/75*z + 1
*
[ 4/3 ] 
f(z) = 81/34*z^3 - 271/68*z + 1
*
[ -14/9 ] 
f(z) = 81/35*z^3 - 277/70*z + 1
*
[ 2/9 ] 
f(z) = 81/37*z^3 - 267/74*z + 1
*
[ 4/3 ] 
f(z) = 81/38*z^3 - 269/76*z + 1
*
0 | 0.13663923000009439550877602467743607614 | 0.024295662282304226274127043482494441777
f(z) = 84/25*z^3 - 277/75*z + 1
*
[ -3/2 ] 
f(z) = 86/33*z^3 - 277/66*z + 1
*
1/3 | 0.14251656814146378228833043049282495205 | 0.025576566498066465407875556030764346146
f(z) = 87/26*z^3 - 263/78*z + 1
*
[ 5/4 ] 
f(z) = 88/35*z^3 - 261/70*z + 1
*
[ -6/5 ] 
f(z) = 89/24*z^3 - 263/75*z + 1
*
2/7 | 0.16657137919140710263314518041589109758 | 0.025797943565735963197503734783862533817
f(z) = 91/20*z^3 - 271/70*z + 1
*
[ -6/5 ] 
f(z) = 91/24*z^3 - 272/75*z + 1
*
1/3 | 0.16289546536105539086944128770624445537 | 0.028927248995840162455229639273902318231
f(z) = 93/26*z^3 - 265/78*z + 1
*
1/14 | 0.099292009991229572565960883756190017911 | 0.017795128633074921598115958280015325206
f(z) = 98/33*z^3 - 265/66*z + 1
*
[ 2/9 ] 
f(z) = 99/32*z^3 - 263/72*z + 1
*
3/8 | 0.16378272087440250432100053388973156562 | 0.028393482435154347096044629053046754919
f(z) = 80/21*z^3 - 269/84*z + 1
*
[ 8/9 ] 
f(z) = 81/22*z^3 - 267/88*z + 1
*
[ -5/4 ] 
f(z) = 81/25*z^3 - 261/80*z + 1
*
[ -5/4 ] 
f(z) = 83/25*z^3 - 271/80*z + 1
*
[ 1/4 ] 
f(z) = 92/21*z^3 - 275/84*z + 1
*
[ 6/7 ] 
f(z) = 94/27*z^3 - 267/98*z + 1
*
[ 6/7 ] 
f(z) = 97/27*z^3 - 275/98*z + 1
*
[ 5/6 ] 
f(z) = 98/25*z^3 - 263/90*z + 1
*
[ -10/9 ] 
f(z) = 99/25*z^3 - 269/90*z + 1
*
[ 8/9 ] 
f(z) = 81/26*z^3 - 269/104*z + 1
*
0 | 0.13553654477833741141456827169659382386 | 0.024084163101991687985578118700164011101
f(z) = 81/35*z^3 - 278/105*z + 1
*
[ 3/10 ] 
f(z) = 83/27*z^3 - 261/100*z + 1
*
2/3 | 0.15767690518252200088470618841300841167 | 0.028183206332574648651075113363980729858
f(z) = 87/34*z^3 - 269/102*z + 1
*
[ 3/10 ] 
f(z) = 89/27*z^3 - 263/100*z + 1
*
2/3 | 0.16171980236264419096033117721218256026 | 0.028718472795625767017602372906219340720
f(z) = 93/34*z^3 - 277/102*z + 1
*
[ 6/19 ] 
f(z) = 95/36*z^3 - 277/114*z + 1
*
7/12 | 0.14947301609080690123568949238379507081 | 0.026394854178325226143986521410381022900
f(z) = 96/35*z^3 - 278/105*z + 1
*
[ -9/7 ] 
f(z) = 98/39*z^3 - 278/117*z + 1
*
[ 3/8 ] 
f(z) = 80/33*z^3 - 265/132*z + 1
*
[ 2/5 ] 
f(z) = 85/26*z^3 - 263/130*z + 1
*
[ 5/9 ] 
f(z) = 93/25*z^3 - 263/135*z + 1
*
[ 2/5 ] 
f(z) = 95/26*z^3 - 271/130*z + 1
*
[ 5/9 ] 
f(z) = 96/25*z^3 - 268/135*z + 1
*
[ 7/18 ] 
f(z) = 81/35*z^3 - 269/140*z + 1
*
2/9 | 0.12544989476681140963419055961161086263 | 0.021701342469891054890373046274894542247
f(z) = 81/35*z^3 - 261/140*z + 1
*
[ 8/9 ] 
f(z) = 81/38*z^3 - 275/152*z + 1
*
[ 3/7 ] 
f(z) = 82/27*z^3 - 278/147*z + 1
*
[ 9/17 ] 
f(z) = 85/27*z^3 - 271/153*z + 1
*
[ -15/14 ] 
f(z) = 91/27*z^3 - 271/140*z + 1
*
[ -6/5 ] 
f(z) = 91/36*z^3 - 271/150*z + 1
*
[ -7/6 ] 
f(z) = 99/35*z^3 - 279/140*z + 1
*
[ 5/9 ] 
f(z) = 81/34*z^3 - 261/170*z + 1
*
[ 3/5 ] 
f(z) = 85/33*z^3 - 263/165*z + 1
*
[ 2/3 ] 
f(z) = 91/36*z^3 - 263/162*z + 1
*
[ 2/3 ] 
f(z) = 95/36*z^3 - 271/162*z + 1
*
[ 2/3 ] 
f(z) = 97/36*z^3 - 275/162*z + 1
*
[ 5/9 ] 
f(z) = 81/37*z^3 - 273/185*z + 1
*
[ 5/9 ] 
f(z) = 81/38*z^3 - 277/190*z + 1
*
[ 3 ] 
f(z) = 83/36*z^3 - 241/12*z + 1
*
[ 3 ] 
f(z) = 85/36*z^3 - 247/12*z + 1
*
[ 3 ] 
f(z) = 89/36*z^3 - 259/12*z + 1
*
[ -3 ] 
f(z) = 89/36*z^3 - 251/12*z + 1
*
[ 6 ] 
f(z) = 91/27*z^3 - 241/2*z + 1
*
[ -3 ] 
f(z) = 91/36*z^3 - 257/12*z + 1
*
[ -6 ] 
f(z) = 92/27*z^3 - 243/2*z + 1
*
[ 6 ] 
f(z) = 94/27*z^3 - 249/2*z + 1
*
[ -6 ] 
f(z) = 95/27*z^3 - 251/2*z + 1
*
[ 6 ] 
f(z) = 97/27*z^3 - 257/2*z + 1
*
[ -15/7 ] 
f(z) = 98/25*z^3 - 248/15*z + 1
*
[ -6 ] 
f(z) = 98/27*z^3 - 259/2*z + 1
*
[ 15/7 ] 
f(z) = 98/27*z^3 - 242/15*z + 1
*
-7/4 | 0.13294986016438299186895042227470335746 | 0.024009722684841112494184367553072603653
f(z) = 80/21*z^3 - 254/21*z + 1
*
[ 3/40 ] 
f(z) = 80/27*z^3 - 247/20*z + 1
*
[ 1/9 ] 
f(z) = 81/31*z^3 - 249/31*z + 1
*
[ 1/9 ] 
f(z) = 81/32*z^3 - 257/32*z + 1
*
2/13 | 0.19855351651668662799115397134991102206 | 0.026027798090810781282994420395189759179
f(z) = 91/24*z^3 - 257/39*z + 1
*
35/24 | 0.20455516606805097926053329851440348281 | 0.028575087810733608935146166598747043339
f(z) = 96/25*z^3 - 257/30*z + 1
*
[ -5/3 ] 
f(z) = 99/20*z^3 - 243/20*z + 1
*
5/27 | 0.20875837725469916019489755436105743343 | 0.029308196721986302695503425939652547950
f(z) = 81/25*z^3 - 248/45*z + 1
*
[ -14/9 ] 
f(z) = 81/32*z^3 - 251/56*z + 1
*
[ 8/5 ] 
f(z) = 85/32*z^3 - 257/40*z + 1
*
[ 3/2 ] 
f(z) = 89/36*z^3 - 251/48*z + 1
*
6/7 | 0.16165242134344942179925689235127215204 | 0.023308404735082441201117583717837771933
f(z) = 91/32*z^3 - 257/56*z + 1
*
[ 3/2 ] 
f(z) = 91/36*z^3 - 257/48*z + 1
*
[ 6/5 ] 
f(z) = 98/27*z^3 - 253/50*z + 1
*
[ 10/9 ] 
f(z) = 81/28*z^3 - 243/70*z + 1
*
[ 2/9 ] 
f(z) = 81/35*z^3 - 253/70*z + 1
*
[ -3/2 ] 
f(z) = 82/33*z^3 - 259/66*z + 1
*
[ -3/2 ] 
f(z) = 86/39*z^3 - 257/78*z + 1
*
21/22 | 0.22953454333961477052355697555572448366 | 0.029722145311668185596128094389433640858
f(z) = 88/27*z^3 - 251/66*z + 1
*
[ 1/4 ] 
f(z) = 88/39*z^3 - 245/78*z + 1
*
[ 3/14 ] 
f(z) = 98/33*z^3 - 251/66*z + 1
*
2/7 | 0.13353773432694558768743001204148811781 | 0.024238214147866258148133230624465189857
f(z) = 98/33*z^3 - 247/66*z + 1
*
13/14 | 0.14287521865323930288134210307149872998 | 0.025820560606532587276356951244184139869
f(z) = 98/39*z^3 - 253/78*z + 1
*
[ 7/8 ] 
f(z) = 80/21*z^3 - 257/84*z + 1
*
2/3 | 0.18819997749782187524597551005519581806 | 0.028551166994800930630459770119158149654
f(z) = 81/20*z^3 - 257/90*z + 1
*
[ 6/7 ] 
f(z) = 85/27*z^3 - 243/98*z + 1
*
2/5 | 0.16053403857785400999135655854165070531 | 0.025685547919037507996586325031676181448
f(z) = 85/36*z^3 - 259/90*z + 1
*
[ 6/7 ] 
f(z) = 88/27*z^3 - 251/98*z + 1
*
4/7 | 0.17133874938990777813824477048593220164 | 0.026536295784075741872654987690618913562
f(z) = 91/24*z^3 - 251/84*z + 1
*
3/4 | 0.17419646100230331127327227074599072096 | 0.019261898033718493820854514955829174500
f(z) = 92/27*z^3 - 255/92*z + 1
*
0 | 0.15551278682464469901132629877272490097 | 0.027616220602228081006622781667277993260
f(z) = 93/28*z^3 - 251/84*z + 1
*
[ 5/6 ] 
f(z) = 94/25*z^3 - 253/90*z + 1
*
-5/6 | 0.17649340738218747982328886576774396280 | 0.029506969614326636054843902952345130629
f(z) = 99/20*z^3 - 259/80*z + 1
*
[ 7/20 ] 
f(z) = 80/21*z^3 - 244/105*z + 1
*
[ 7/10 ] 
f(z) = 80/21*z^3 - 241/105*z + 1
*
5/42 | 0.16771493096359519749106623882929471237 | 0.022435761863915500012012973458308970372
f(z) = 84/25*z^3 - 257/105*z + 1
*
[ 1/3 ] 
f(z) = 84/37*z^3 - 250/111*z + 1
*
[ 1/3 ] 
f(z) = 87/37*z^3 - 251/111*z + 1
*
[ 1/3 ] 
f(z) = 87/38*z^3 - 257/114*z + 1
*
[ 9/13 ] 
f(z) = 91/27*z^3 - 241/117*z + 1
*
[ 1/3 ] 
f(z) = 93/35*z^3 - 241/105*z + 1
*
[ 1/3 ] 
f(z) = 93/37*z^3 - 253/111*z + 1
*
[ 1/3 ] 
f(z) = 93/38*z^3 - 259/114*z + 1
*
[ 3/5 ] 
f(z) = 95/21*z^3 - 241/105*z + 1
*
[ 2/5 ] 
f(z) = 95/22*z^3 - 241/110*z + 1
*
[ 1/3 ] 
f(z) = 96/35*z^3 - 242/105*z + 1
*
[ 1/3 ] 
f(z) = 96/37*z^3 - 254/111*z + 1
*
[ -10/9 ] 
f(z) = 81/26*z^3 - 253/130*z + 1
*
[ 5/9 ] 
f(z) = 84/25*z^3 - 248/135*z + 1
*
[ 5/9 ] 
f(z) = 87/25*z^3 - 253/135*z + 1
*
[ -12/11 ] 
f(z) = 88/27*z^3 - 259/132*z + 1
*
[ 2/3 ] 
f(z) = 89/28*z^3 - 241/126*z + 1
*
[ 3/4 ] 
f(z) = 92/33*z^3 - 251/132*z + 1
*
[ 3/5 ] 
f(z) = 95/24*z^3 - 251/120*z + 1
*
[ 2/3 ] 
f(z) = 95/28*z^3 - 253/126*z + 1
*
[ 2/3 ] 
f(z) = 97/28*z^3 - 257/126*z + 1
*
[ 9/16 ] 
f(z) = 80/27*z^3 - 247/144*z + 1
*
[ 21/40 ] 
f(z) = 80/27*z^3 - 241/140*z + 1
*
[ 5/9 ] 
f(z) = 81/29*z^3 - 241/145*z + 1
*
[ 5/9 ] 
f(z) = 81/31*z^3 - 249/155*z + 1
*
[ 5/6 ] 
f(z) = 81/35*z^3 - 253/140*z + 1
*
[ 4/9 ] 
f(z) = 81/37*z^3 - 249/148*z + 1
*
[ 1/2 ] 
f(z) = 85/39*z^3 - 241/156*z + 1
*
[ -6/5 ] 
f(z) = 89/36*z^3 - 259/150*z + 1
*
[ 1/2 ] 
f(z) = 89/38*z^3 - 241/152*z + 1
*
[ 1/2 ] 
f(z) = 89/39*z^3 - 245/156*z + 1
*
[ 1/2 ] 
f(z) = 91/38*z^3 - 243/152*z + 1
*
[ 3/4 ] 
f(z) = 92/39*z^3 - 259/156*z + 1
*
[ 1/2 ] 
f(z) = 93/37*z^3 - 241/148*z + 1
*
[ 1/2 ] 
f(z) = 93/38*z^3 - 245/152*z + 1
*
[ 1/2 ] 
f(z) = 95/37*z^3 - 243/148*z + 1
*
[ 1/2 ] 
f(z) = 95/39*z^3 - 251/156*z + 1
*
[ 1/2 ] 
f(z) = 97/36*z^3 - 241/144*z + 1
*
[ 1/2 ] 
f(z) = 97/37*z^3 - 245/148*z + 1
*
[ 1/2 ] 
f(z) = 97/38*z^3 - 249/152*z + 1
*
[ 1/2 ] 
f(z) = 97/39*z^3 - 253/156*z + 1
*
[ 4/7 ] 
f(z) = 98/39*z^3 - 245/156*z + 1
*
[ 1/2 ] 
f(z) = 99/37*z^3 - 247/148*z + 1
*
[ 1/2 ] 
f(z) = 99/38*z^3 - 251/152*z + 1
*
[ 11/20 ] 
f(z) = 80/33*z^3 - 256/165*z + 1
*
[ 3/5 ] 
f(z) = 80/33*z^3 - 254/165*z + 1
*
[ 5/9 ] 
f(z) = 81/32*z^3 - 253/160*z + 1
*
[ 2/3 ] 
f(z) = 83/36*z^3 - 247/162*z + 1
*
[ 2/3 ] 
f(z) = 85/36*z^3 - 251/162*z + 1
*
[ 2/3 ] 
f(z) = 89/36*z^3 - 259/162*z + 1
*
[ -3 ] 
f(z) = 83/36*z^3 - 233/12*z + 1
*
[ 6 ] 
f(z) = 85/27*z^3 - 225/2*z + 1
*
[ -3 ] 
f(z) = 85/36*z^3 - 239/12*z + 1
*
[ -6 ] 
f(z) = 86/27*z^3 - 227/2*z + 1
*
[ 6 ] 
f(z) = 88/27*z^3 - 233/2*z + 1
*
[ -6 ] 
f(z) = 89/27*z^3 - 235/2*z + 1
*
[ 5/2 ] 
f(z) = 94/25*z^3 - 229/10*z + 1
*
[ -5/2 ] 
f(z) = 94/25*z^3 - 221/10*z + 1
*
[ 5/2 ] 
f(z) = 98/25*z^3 - 239/10*z + 1
*
[ -5/2 ] 
f(z) = 98/25*z^3 - 231/10*z + 1
*
-5/3 | 0.14630623029107323423370514959067206413 | 0.026840065711767194882382089995027203049
f(z) = 81/20*z^3 - 233/20*z + 1
*
[ 1/9 ] 
f(z) = 81/28*z^3 - 225/28*z + 1
*
[ 1/9 ] 
f(z) = 81/29*z^3 - 233/29*z + 1
*
[ 20/9 ] 
f(z) = 81/32*z^3 - 239/20*z + 1
*
4/3 | 0.18484514004922181154686785013473920024 | 0.024546262677269725391420756932902291349
f(z) = 81/32*z^3 - 233/36*z + 1
*
[ -20/9 ] 
f(z) = 81/32*z^3 - 221/20*z + 1
*
-5/3 | 0.14317585190937870237865314718355467705 | 0.026143851876615078284135790725748532132
f(z) = 81/35*z^3 - 239/35*z + 1
*
3/11 | 0.21608853295425007233569167713157036641 | 0.024753660085595724051395732460809427652
f(z) = 88/27*z^3 - 229/22*z + 1
*
[ -12/7 ] 
f(z) = 91/27*z^3 - 233/28*z + 1
*
[ -7/4 ] 
f(z) = 96/35*z^3 - 239/35*z + 1
*
[ 11/7 ] 
f(z) = 98/33*z^3 - 230/33*z + 1
*
[ 1/7 ] 
f(z) = 98/37*z^3 - 224/37*z + 1
*
[ 1/7 ] 
f(z) = 98/39*z^3 - 236/39*z + 1
*
1/2 | 0.13555273757224846518685659036697629505 | 0.024946572070411841025636214276595411049
f(z) = 80/21*z^3 - 229/42*z + 1
*
[ 3/2 ] 
f(z) = 83/36*z^3 - 233/48*z + 1
*
[ 3/2 ] 
f(z) = 85/36*z^3 - 239/48*z + 1
*
[ 6/5 ] 
f(z) = 86/27*z^3 - 221/50*z + 1
*
1/2 | 0.16265798647694124293486727951244906574 | 0.029839816369400475030217668382718683256
f(z) = 88/21*z^3 - 233/42*z + 1
*
[ -15/11 ] 
f(z) = 88/27*z^3 - 238/55*z + 1
*
1/4 | 0.14454599961033521009987853252567394653 | 0.026644669378436486152468098045480051560
f(z) = 88/27*z^3 - 227/54*z + 1
*
[ 6/5 ] 
f(z) = 89/27*z^3 - 229/50*z + 1
*
[ 1/6 ] 
f(z) = 90/23*z^3 - 235/46*z + 1
*
[ 6/5 ] 
f(z) = 92/27*z^3 - 237/50*z + 1
*
[ 5/4 ] 
f(z) = 94/25*z^3 - 227/40*z + 1
*
[ -8/5 ] 
f(z) = 95/32*z^3 - 239/40*z + 1
*
[ 5/4 ] 
f(z) = 98/25*z^3 - 237/40*z + 1
*
[ 2/9 ] 
f(z) = 81/31*z^3 - 225/62*z + 1
*
[ -3/2 ] 
f(z) = 82/39*z^3 - 239/78*z + 1
*
[ -6/5 ] 
f(z) = 83/24*z^3 - 236/75*z + 1
*
[ 4/17 ] 
f(z) = 85/32*z^3 - 231/68*z + 1
*
0 | 0.13741506989926698223212649339424226433 | 0.024694863140125080798648629084479471199
f(z) = 87/20*z^3 - 221/60*z + 1
*
-9/8 | 0.19629191923979524001259402533465441011 | 0.029937250975616764466100948601055041253
f(z) = 88/27*z^3 - 233/72*z + 1
*
[ 1/4 ] 
f(z) = 88/35*z^3 - 221/70*z + 1
*
[ 1/4 ] 
f(z) = 88/37*z^3 - 233/74*z + 1
*
[ -9/7 ] 
f(z) = 91/27*z^3 - 239/63*z + 1
*
0 | 0.14684996303113944969785576917733253336 | 0.027203693395504912705388495789476119039
f(z) = 94/33*z^3 - 221/66*z + 1
*
0 | 0.14990831477177263205625692959393572074 | 0.027633123676477547239938935092231641460
f(z) = 94/39*z^3 - 227/78*z + 1
*
4/5 | 0.14698958046113606842820196100415721713 | 0.023849111255020344142676248675327646320
f(z) = 95/24*z^3 - 227/60*z + 1
*
7/8 | 0.069961885613732226721710722921175948389 | 0.012896318931655864561339031127751015691
f(z) = 96/35*z^3 - 227/70*z + 1
*
0 | 0.14815435145159189709602990103700964190 | 0.027265721609365180682534586900745915472
f(z) = 98/33*z^3 - 229/66*z + 1
*
[ -4/3 ] 
f(z) = 99/34*z^3 - 233/68*z + 1
*
[ 5/18 ] 
f(z) = 81/20*z^3 - 233/80*z + 1
*
[ 5/6 ] 
f(z) = 82/25*z^3 - 223/90*z + 1
*
[ 6/7 ] 
f(z) = 82/27*z^3 - 235/98*z + 1
*
3/5 | 0.16733674819478035814942851808622148030 | 0.018832982664384957471992931817877893519
f(z) = 85/27*z^3 - 228/85*z + 1
*
[ 5/6 ] 
f(z) = 86/25*z^3 - 233/90*z + 1
*
0 | 0.10669951911863596689774055720198821155 | 0.019174971301789733920229469301466264993
f(z) = 87/28*z^3 - 233/84*z + 1
*
[ 1/3 ] 
f(z) = 87/32*z^3 - 221/96*z + 1
*
[ 9/11 ] 
f(z) = 88/27*z^3 - 238/99*z + 1
*
[ 2/3 ] 
f(z) = 89/20*z^3 - 223/90*z + 1
*
[ 2/3 ] 
f(z) = 91/20*z^3 - 227/90*z + 1
*
3/7 | 0.17644366326202893278387795063529539629 | 0.026904291173768323683318823896915916093
f(z) = 91/36*z^3 - 235/84*z + 1
*
[ 3/4 ] 
f(z) = 92/21*z^3 - 235/84*z + 1
*
[ 1/3 ] 
f(z) = 93/32*z^3 - 223/96*z + 1
*
[ 2/3 ] 
f(z) = 97/20*z^3 - 239/90*z + 1
*
2/3 | 0.13324575031527129050566053595858104472 | 0.019054120143155976662285645701549942230
f(z) = 99/32*z^3 - 229/88*z + 1
*
[ -21/20 ] 
f(z) = 80/21*z^3 - 236/105*z + 1
*
13/18 | 0.14253827130492524972830066325390999511 | 0.024657428740010175731427637017404940769
f(z) = 81/26*z^3 - 225/104*z + 1
*
[ -7/6 ] 
f(z) = 81/28*z^3 - 233/112*z + 1
*
[ 7/18 ] 
f(z) = 81/28*z^3 - 225/112*z + 1
*
[ 3/5 ] 
f(z) = 85/21*z^3 - 223/105*z + 1
*
[ 2/5 ] 
f(z) = 85/22*z^3 - 233/110*z + 1
*
[ 6/17 ] 
f(z) = 85/27*z^3 - 227/102*z + 1
*
[ 1/3 ] 
f(z) = 87/34*z^3 - 233/102*z + 1
*
[ 1/3 ] 
f(z) = 87/35*z^3 - 239/105*z + 1
*
[ 15/23 ] 
f(z) = 92/27*z^3 - 228/115*z + 1
*
[ 1/3 ] 
f(z) = 93/34*z^3 - 235/102*z + 1
*
[ 5/6 ] 
f(z) = 96/35*z^3 - 221/105*z + 1
*
[ 4/5 ] 
f(z) = 99/32*z^3 - 223/100*z + 1
*
[ 5/9 ] 
f(z) = 81/26*z^3 - 229/130*z + 1
*
[ 2/3 ] 
f(z) = 83/28*z^3 - 229/126*z + 1
*
[ 2/3 ] 
f(z) = 85/28*z^3 - 233/126*z + 1
*
[ -6/5 ] 
f(z) = 85/32*z^3 - 239/120*z + 1
*
[ 8/17 ] 
f(z) = 85/32*z^3 - 233/136*z + 1
*
[ 1/2 ] 
f(z) = 87/34*z^3 - 223/136*z + 1
*
[ 1/2 ] 
f(z) = 89/33*z^3 - 221/132*z + 1
*
[ 1/2 ] 
f(z) = 89/34*z^3 - 225/136*z + 1
*
[ 1/2 ] 
f(z) = 91/33*z^3 - 223/132*z + 1
*
[ 1/2 ] 
f(z) = 91/34*z^3 - 227/136*z + 1
*
[ 1/2 ] 
f(z) = 93/32*z^3 - 221/128*z + 1
*
[ 1/2 ] 
f(z) = 93/34*z^3 - 229/136*z + 1
*
[ 1/2 ] 
f(z) = 95/32*z^3 - 223/128*z + 1
*
[ 1/2 ] 
f(z) = 95/33*z^3 - 227/132*z + 1
*
[ 1/2 ] 
f(z) = 95/34*z^3 - 231/136*z + 1
*
[ 1/2 ] 
f(z) = 97/31*z^3 - 221/124*z + 1
*
[ 1/2 ] 
f(z) = 97/32*z^3 - 225/128*z + 1
*
[ 1/2 ] 
f(z) = 97/33*z^3 - 229/132*z + 1
*
[ 1/2 ] 
f(z) = 97/34*z^3 - 233/136*z + 1
*
[ 15/28 ] 
f(z) = 98/25*z^3 - 239/120*z + 1
*
[ 15/28 ] 
f(z) = 98/27*z^3 - 229/120*z + 1
*
[ 4/7 ] 
f(z) = 98/31*z^3 - 221/124*z + 1
*
[ 4/7 ] 
f(z) = 98/33*z^3 - 227/132*z + 1
*
[ 1/2 ] 
f(z) = 99/31*z^3 - 223/124*z + 1
*
[ -12/11 ] 
f(z) = 99/32*z^3 - 233/132*z + 1
*
[ 1/2 ] 
f(z) = 99/32*z^3 - 227/128*z + 1
*
[ 1/2 ] 
f(z) = 99/34*z^3 - 235/136*z + 1
*
[ 5/9 ] 
f(z) = 81/28*z^3 - 237/140*z + 1
*
[ 16/27 ] 
f(z) = 81/32*z^3 - 227/144*z + 1
*
[ 4/9 ] 
f(z) = 81/35*z^3 - 239/140*z + 1
*
[ 1/2 ] 
f(z) = 81/35*z^3 - 221/140*z + 1
*
[ 1/2 ] 
f(z) = 81/37*z^3 - 229/148*z + 1
*
[ 1/2 ] 
f(z) = 81/38*z^3 - 233/152*z + 1
*
[ 1/2 ] 
f(z) = 83/35*z^3 - 223/140*z + 1
*
[ 1/2 ] 
f(z) = 83/36*z^3 - 227/144*z + 1
*
[ 1/2 ] 
f(z) = 83/37*z^3 - 231/148*z + 1
*
[ 1/2 ] 
f(z) = 83/38*z^3 - 235/152*z + 1
*
[ 1/2 ] 
f(z) = 83/39*z^3 - 239/156*z + 1
*
[ 1/2 ] 
f(z) = 85/36*z^3 - 229/144*z + 1
*
[ 1/2 ] 
f(z) = 85/37*z^3 - 233/148*z + 1
*
[ 1/2 ] 
f(z) = 85/38*z^3 - 237/152*z + 1
*
[ 1/2 ] 
f(z) = 87/35*z^3 - 227/140*z + 1
*
[ 1/2 ] 
f(z) = 87/37*z^3 - 235/148*z + 1
*
[ 1/2 ] 
f(z) = 87/38*z^3 - 239/152*z + 1
*
[ 1/2 ] 
f(z) = 89/35*z^3 - 229/140*z + 1
*
[ 1/2 ] 
f(z) = 89/36*z^3 - 233/144*z + 1
*
[ 1/2 ] 
f(z) = 89/37*z^3 - 237/148*z + 1
*
[ 1/2 ] 
f(z) = 91/36*z^3 - 235/144*z + 1
*
[ 1/2 ] 
f(z) = 91/37*z^3 - 239/148*z + 1
*
[ 1/2 ] 
f(z) = 93/35*z^3 - 233/140*z + 1
*
[ 1/2 ] 
f(z) = 95/36*z^3 - 239/144*z + 1
*
[ 1/2 ] 
f(z) = 97/35*z^3 - 237/140*z + 1
*
[ 4/7 ] 
f(z) = 98/37*z^3 - 239/148*z + 1
*
[ 1/2 ] 
f(z) = 99/35*z^3 - 239/140*z + 1
*
[ -6 ] 
f(z) = 80/27*z^3 - 211/2*z + 1
*
[ -15/4 ] 
f(z) = 80/27*z^3 - 202/5*z + 1
*
[ 6 ] 
f(z) = 82/27*z^3 - 217/2*z + 1
*
[ -6 ] 
f(z) = 83/27*z^3 - 219/2*z + 1
*
[ 5/2 ] 
f(z) = 86/25*z^3 - 209/10*z + 1
*
[ -5/2 ] 
f(z) = 86/25*z^3 - 201/10*z + 1
*
-2 | 0.097491929639771866552963657865865247895 | 0.016258268756087767441519814493625045449
f(z) = 97/28*z^3 - 201/14*z + 1
*
-2 | 0.083613815466079012831599978705069213155 | 0.013920895632387898276730631273286679874
f(z) = 97/36*z^3 - 203/18*z + 1
*
75/28 | 0.15594961316397433678032163650015763352 | 0.018033662516236373705847278575722480733
f(z) = 98/27*z^3 - 211/8*z + 1
*
-2 | 0.098152017972366669243489921724505996341 | 0.016341366443873057588909374067938010170
f(z) = 99/20*z^3 - 203/10*z + 1
*
-2 | 0.097890326624444346545501994819484520030 | 0.016271238271533536337655477172499019537
f(z) = 99/28*z^3 - 205/14*z + 1
*
[ -7/4 ] 
f(z) = 80/21*z^3 - 212/21*z + 1
*
3/2 | 0.19315072521948872981288495583292308525 | 0.025491304875588961234090291163914093816
f(z) = 80/27*z^3 - 217/30*z + 1
*
[ 5/3 ] 
f(z) = 81/20*z^3 - 217/20*z + 1
*
1/9 | 0.13267025736193652241154260608187146432 | 0.025016524537430698381306411921529815993
f(z) = 81/20*z^3 - 201/20*z + 1
*
[ 1/9 ] 
f(z) = 81/25*z^3 - 201/25*z + 1
*
[ 1/9 ] 
f(z) = 81/26*z^3 - 209/26*z + 1
*
[ 4/27 ] 
f(z) = 81/32*z^3 - 209/36*z + 1
*
[ 3/22 ] 
f(z) = 88/27*z^3 - 211/33*z + 1
*
-3/2 | 0.15471549241285666475786890901127487745 | 0.028908743198012977054241874262023154481
f(z) = 88/39*z^3 - 211/39*z + 1
*
[ 2/13 ] 
f(z) = 91/24*z^3 - 218/39*z + 1
*
[ -5/3 ] 
f(z) = 99/35*z^3 - 219/35*z + 1
*
[ -4/3 ] 
f(z) = 81/22*z^3 - 211/44*z + 1
*
[ 5/27 ] 
f(z) = 81/25*z^3 - 203/45*z + 1
*
[ 2/9 ] 
f(z) = 81/29*z^3 - 211/58*z + 1
*
[ 6/5 ] 
f(z) = 83/27*z^3 - 213/50*z + 1
*
[ -8/5 ] 
f(z) = 85/32*z^3 - 207/40*z + 1
*
[ 5/4 ] 
f(z) = 86/25*z^3 - 207/40*z + 1
*
1/4 | 0.12339313912968653730185020528191157155 | 0.023056130422788672617100497674770289822
f(z) = 88/25*z^3 - 211/50*z + 1
*
-8/7 | 0.11109245604626064905776546041517191796 | 0.016441256127269288253521885313977422912
f(z) = 91/32*z^3 - 215/56*z + 1
*
0 | 0.15192467671456758070534183893140901266 | 0.028541121904708203818885169192446504952
f(z) = 92/21*z^3 - 205/42*z + 1
*
0 | 0.12500286187441783836865043107294383754 | 0.023398547522264095459326301564452840729
f(z) = 94/21*z^3 - 209/42*z + 1
*
[ -3/2 ] 
f(z) = 95/36*z^3 - 205/48*z + 1
*
[ -3/2 ] 
f(z) = 97/36*z^3 - 211/48*z + 1
*
15/28 | 0.087963924211571279957411135176636625584 | 0.012619040362411824553768977541263999974
f(z) = 98/25*z^3 - 213/40*z + 1
*
2/7 | 0.10415655929986023674195828277174682900 | 0.019567229764374629610780915044452483032
f(z) = 98/27*z^3 - 205/54*z + 1
*
0 | 0.14249887228141553886717734651104156341 | 0.026819753053713638632194830564522708386
f(z) = 82/39*z^3 - 203/78*z + 1
*
4/5 | 0.15232616609403753962573940262558101111 | 0.025169187340494702913567466039223091465
f(z) = 85/24*z^3 - 211/60*z + 1
*
2/5 | 0.11688068339776160786613784999658597962 | 0.019312452301249513239308584686611582173
f(z) = 85/28*z^3 - 209/70*z + 1
*
0 | 0.14374780494726063272625444591596521701 | 0.027004985057444492522321999703534954603
f(z) = 86/33*z^3 - 205/66*z + 1
*
0 | 0.14545751252689775981421190786095865179 | 0.027178880474625392210198842409649440781
f(z) = 86/39*z^3 - 211/78*z + 1
*
1/3 | 0.14278541728834463352915467433775834533 | 0.025659968305704217153528413920013180405
f(z) = 87/20*z^3 - 209/60*z + 1
*
0 | 0.14678359271986052623787036089519231341 | 0.027330755107886672411453971551122410569
f(z) = 88/39*z^3 - 215/78*z + 1
*
3/4 | 0.14357343834993310454118180293774155915 | 0.027021997437378839356147552474856223720
f(z) = 88/39*z^3 - 203/78*z + 1
*
[ 2/7 ] 
f(z) = 91/20*z^3 - 201/70*z + 1
*
6/13 | 0.20449456707534909806311784572563023456 | 0.028626191720836288558659114609511437419
f(z) = 91/36*z^3 - 211/78*z + 1
*
1/3 | 0.14464806266170275540936496414380760621 | 0.025686844726503541181726376583241929851
f(z) = 93/20*z^3 - 211/60*z + 1
*
1/2 | 0.14257981894447198564999210148543258604 | 0.026834988048060883033096223014095864637
f(z) = 94/39*z^3 - 203/78*z + 1
*
2/5 | 0.10952386403044110863659102112044325743 | 0.017770285554575986000043331421746241742
f(z) = 95/28*z^3 - 213/70*z + 1
*
11/14 | 0.13325939718209544366251925432438774582 | 0.025034594656849590515748294041827585772
f(z) = 98/33*z^3 - 205/66*z + 1
*
[ 2/7 ] 
f(z) = 98/37*z^3 - 201/74*z + 1
*
[ 2/7 ] 
f(z) = 98/39*z^3 - 211/78*z + 1
*
1/2 | 0.14249887228141553886717734651104156341 | 0.026770356027865395563338550446869829512
f(z) = 98/39*z^3 - 205/78*z + 1
*
[ -4/3 ] 
f(z) = 99/38*z^3 - 219/76*z + 1
*
-7/8 | 0.10810845728709017873430559917004536603 | 0.018741754726535202861091291244126814573
f(z) = 80/21*z^3 - 209/84*z + 1
*
-15/16 | 0.25906540348667101254220316248771551887 | 0.029559998727158710069618885373071249157
f(z) = 80/27*z^3 - 203/80*z + 1
*
[ 10/27 ] 
f(z) = 81/20*z^3 - 203/90*z + 1
*
0 | 0.10000103072505911152078493656894293979 | 0.018204972173812881986672113299580129837
f(z) = 81/28*z^3 - 215/84*z + 1
*
[ 2/3 ] 
f(z) = 83/20*z^3 - 211/90*z + 1
*
[ 1/3 ] 
f(z) = 84/29*z^3 - 202/87*z + 1
*
[ 1/3 ] 
f(z) = 84/31*z^3 - 214/93*z + 1
*
[ 3/8 ] 
f(z) = 86/27*z^3 - 203/96*z + 1
*
[ 1/3 ] 
f(z) = 87/31*z^3 - 215/93*z + 1
*
[ 1/3 ] 
f(z) = 93/29*z^3 - 205/87*z + 1
*
[ 1/3 ] 
f(z) = 96/29*z^3 - 206/87*z + 1
*
[ 1/3 ] 
f(z) = 96/31*z^3 - 218/93*z + 1
*
[ 3/8 ] 
f(z) = 98/27*z^3 - 209/96*z + 1
*
[ 3/5 ] 
f(z) = 80/21*z^3 - 214/105*z + 1
*
[ 5/9 ] 
f(z) = 81/22*z^3 - 213/110*z + 1
*
[ 5/9 ] 
f(z) = 81/23*z^3 - 217/115*z + 1
*
[ 13/18 ] 
f(z) = 81/26*z^3 - 209/104*z + 1
*
[ 4/9 ] 
f(z) = 81/29*z^3 - 209/116*z + 1
*
[ -15/14 ] 
f(z) = 84/25*z^3 - 202/105*z + 1
*
[ 1/2 ] 
f(z) = 85/29*z^3 - 201/116*z + 1
*
[ 6/17 ] 
f(z) = 85/36*z^3 - 217/102*z + 1
*
[ 1/2 ] 
f(z) = 89/28*z^3 - 201/112*z + 1
*
[ 1/2 ] 
f(z) = 89/29*z^3 - 205/116*z + 1
*
[ 4/5 ] 
f(z) = 89/32*z^3 - 203/100*z + 1
*
[ 1/2 ] 
f(z) = 91/29*z^3 - 207/116*z + 1
*
[ 4/5 ] 
f(z) = 91/32*z^3 - 207/100*z + 1
*
[ 1/2 ] 
f(z) = 93/28*z^3 - 205/112*z + 1
*
[ 1/2 ] 
f(z) = 93/29*z^3 - 209/116*z + 1
*
[ 4/5 ] 
f(z) = 93/32*z^3 - 211/100*z + 1
*
[ 1/2 ] 
f(z) = 95/27*z^3 - 203/108*z + 1
*
[ 1/2 ] 
f(z) = 95/28*z^3 - 207/112*z + 1
*
[ 1/2 ] 
f(z) = 95/29*z^3 - 211/116*z + 1
*
[ 1/2 ] 
f(z) = 97/26*z^3 - 201/104*z + 1
*
[ 1/2 ] 
f(z) = 97/27*z^3 - 205/108*z + 1
*
[ 1/2 ] 
f(z) = 97/28*z^3 - 209/112*z + 1
*
[ 1/2 ] 
f(z) = 97/29*z^3 - 213/116*z + 1
*
[ 4/5 ] 
f(z) = 97/32*z^3 - 219/100*z + 1
*
[ 4/7 ] 
f(z) = 98/25*z^3 - 203/100*z + 1
*
[ 4/7 ] 
f(z) = 98/27*z^3 - 209/108*z + 1
*
[ 4/7 ] 
f(z) = 98/29*z^3 - 215/116*z + 1
*
[ 3/7 ] 
f(z) = 98/37*z^3 - 202/111*z + 1
*
[ 1/2 ] 
f(z) = 99/26*z^3 - 203/104*z + 1
*
[ 1/2 ] 
f(z) = 99/28*z^3 - 211/112*z + 1
*
[ 1/2 ] 
f(z) = 99/29*z^3 - 215/116*z + 1
*
[ 14/27 ] 
f(z) = 81/28*z^3 - 215/126*z + 1
*
[ 4/9 ] 
f(z) = 81/31*z^3 - 219/124*z + 1
*
[ 1/2 ] 
f(z) = 81/31*z^3 - 205/124*z + 1
*
[ 1/2 ] 
f(z) = 81/32*z^3 - 209/128*z + 1
*
[ 1/2 ] 
f(z) = 83/30*z^3 - 203/120*z + 1
*
[ 1/2 ] 
f(z) = 83/31*z^3 - 207/124*z + 1
*
[ 1/2 ] 
f(z) = 83/32*z^3 - 211/128*z + 1
*
[ 1/2 ] 
f(z) = 83/33*z^3 - 215/132*z + 1
*
[ 1/2 ] 
f(z) = 83/34*z^3 - 219/136*z + 1
*
[ 1/2 ] 
f(z) = 85/31*z^3 - 209/124*z + 1
*
[ 1/2 ] 
f(z) = 85/32*z^3 - 213/128*z + 1
*
[ 1/2 ] 
f(z) = 85/33*z^3 - 217/132*z + 1
*
[ 1/2 ] 
f(z) = 87/31*z^3 - 211/124*z + 1
*
[ 1/2 ] 
f(z) = 87/32*z^3 - 215/128*z + 1
*
[ 1/2 ] 
f(z) = 89/30*z^3 - 209/120*z + 1
*
[ 1/2 ] 
f(z) = 89/31*z^3 - 213/124*z + 1
*
[ 1/2 ] 
f(z) = 89/32*z^3 - 217/128*z + 1
*
[ 1/2 ] 
f(z) = 91/30*z^3 - 211/120*z + 1
*
[ 1/2 ] 
f(z) = 91/31*z^3 - 215/124*z + 1
*
[ 1/2 ] 
f(z) = 91/32*z^3 - 219/128*z + 1
*
[ 1/2 ] 
f(z) = 95/31*z^3 - 219/124*z + 1
*
[ 1/2 ] 
f(z) = 97/30*z^3 - 217/120*z + 1
*
[ 5/2 ] 
f(z) = 82/25*z^3 - 199/10*z + 1
*
[ -5/2 ] 
f(z) = 82/25*z^3 - 191/10*z + 1
*
-2 | 0.095356290623511341892588057117158632570 | 0.016185004931579401727509373517845452521
f(z) = 87/28*z^3 - 181/14*z + 1
*
-2 | 0.096110509869263600439161030461259689936 | 0.016282649529558419288742107116397369531
f(z) = 89/20*z^3 - 183/10*z + 1
*
-2 | 0.095804161798975874633358766110281893031 | 0.016200915380888576092509634404186064854
f(z) = 89/28*z^3 - 185/14*z + 1
*
-2 | 0.081877341278428682567724964100495476473 | 0.013820696485482894237039668696261552458
f(z) = 89/36*z^3 - 187/18*z + 1
*
-2 | 0.096537440732714552986955618835373150717 | 0.016295285692229139358732873399398037673
f(z) = 91/20*z^3 - 187/10*z + 1
*
-2 | 0.082327784371533775869281354305068385742 | 0.013847259898207419082674452893329310559
f(z) = 91/36*z^3 - 191/18*z + 1
*
-2 | 0.096954631397313367326996158347459899809 | 0.016307446988184839066280158162155327428
f(z) = 93/20*z^3 - 191/10*z + 1
*
[ 2 ] 
f(z) = 93/20*z^3 - 181/10*z + 1
*
-2 | 0.096667782082632638087209767713937613233 | 0.016230762542013272148449386896651850718
f(z) = 93/28*z^3 - 193/14*z + 1
*
[ 4 ] 
f(z) = 93/32*z^3 - 183/4*z + 1
*
[ -4 ] 
f(z) = 93/32*z^3 - 181/4*z + 1
*
-2 | 0.097084556683606569884731068044638866083 | 0.016244788526818865556279905405697097690
f(z) = 95/28*z^3 - 197/14*z + 1
*
[ 2 ] 
f(z) = 95/28*z^3 - 183/14*z + 1
*
[ 4 ] 
f(z) = 95/32*z^3 - 187/4*z + 1
*
[ -4 ] 
f(z) = 95/32*z^3 - 185/4*z + 1
*
-2 | 0.083195464411999396470344956780709196266 | 0.013897290805732682554137351934408872127
f(z) = 95/36*z^3 - 199/18*z + 1
*
[ 2 ] 
f(z) = 95/36*z^3 - 181/18*z + 1
*
-2 | 0.097761522937556351654969640559498601881 | 0.016330461323545072456874832339379389381
f(z) = 97/20*z^3 - 199/10*z + 1
*
[ 2 ] 
f(z) = 97/20*z^3 - 189/10*z + 1
*
[ 2 ] 
f(z) = 97/28*z^3 - 187/14*z + 1
*
[ 4 ] 
f(z) = 97/32*z^3 - 191/4*z + 1
*
[ -4 ] 
f(z) = 97/32*z^3 - 189/4*z + 1
*
[ 2 ] 
f(z) = 97/36*z^3 - 185/18*z + 1
*
[ 2 ] 
f(z) = 99/20*z^3 - 193/10*z + 1
*
[ -2 ] 
f(z) = 99/20*z^3 - 183/10*z + 1
*
[ 2 ] 
f(z) = 99/28*z^3 - 191/14*z + 1
*
[ 4 ] 
f(z) = 99/32*z^3 - 195/4*z + 1
*
[ -4 ] 
f(z) = 99/32*z^3 - 193/4*z + 1
*
[ 15/8 ] 
f(z) = 80/27*z^3 - 199/20*z + 1
*
3/40 | 0.11432766431634358416967322406820971648 | 0.013407809929847444723988728499219058732
f(z) = 80/27*z^3 - 187/20*z + 1
*
[ -5/3 ] 
f(z) = 81/20*z^3 - 193/20*z + 1
*
1/9 | 0.090973305896432276159852485808985804942 | 0.017499924564596783289543223521489798177
f(z) = 81/20*z^3 - 181/20*z + 1
*
[ 1/9 ] 
f(z) = 81/23*z^3 - 185/23*z + 1
*
[ 3/2 ] 
f(z) = 88/21*z^3 - 191/21*z + 1
*
[ 3/2 ] 
f(z) = 88/39*z^3 - 185/39*z + 1
*
-4/3 | 0.21432880132665927109946410198760444528 | 0.029317738977065809251501166976964157458
f(z) = 89/32*z^3 - 187/36*z + 1
*
-4/3 | 0.21939638325048745513584713863906337323 | 0.029924292495876005462239975552148522549
f(z) = 91/32*z^3 - 191/36*z + 1
*
[ 3/2 ] 
f(z) = 92/21*z^3 - 200/21*z + 1
*
[ 3/2 ] 
f(z) = 92/33*z^3 - 196/33*z + 1
*
[ 3/2 ] 
f(z) = 92/39*z^3 - 194/39*z + 1
*
[ 4/3 ] 
f(z) = 95/32*z^3 - 181/36*z + 1
*
5/12 | 0.19506368100619450298830926589834133766 | 0.028300278929490966647017566578050740665
f(z) = 96/25*z^3 - 197/30*z + 1
*
[ 4/3 ] 
f(z) = 97/32*z^3 - 185/36*z + 1
*
[ 1/7 ] 
f(z) = 98/31*z^3 - 188/31*z + 1
*
[ 1/7 ] 
f(z) = 98/33*z^3 - 200/33*z + 1
*
[ -11/7 ] 
f(z) = 98/33*z^3 - 188/33*z + 1
*
4/7 | 0.14188196885161148746413908194432889253 | 0.027095109591348111418570383671357397093
f(z) = 98/39*z^3 - 188/39*z + 1
*
4/3 | 0.10493252953026878766488936301411199147 | 0.019861533818862266668121709273389809952
f(z) = 99/28*z^3 - 197/28*z + 1
*
0 | 0.13672383842554769368515710689898621281 | 0.026300647591647399057013292574080180032
f(z) = 80/21*z^3 - 181/42*z + 1
*
[ 2/9 ] 
f(z) = 81/25*z^3 - 183/50*z + 1
*
[ -4/3 ] 
f(z) = 81/26*z^3 - 197/52*z + 1
*
0 | 0.12826530078163709597444309923536585203 | 0.024570221854505988161384442186612218164
f(z) = 82/21*z^3 - 185/42*z + 1
*
[ 5/4 ] 
f(z) = 82/25*z^3 - 197/40*z + 1
*
0 | 0.12805436604691477442765408309159842414 | 0.024332491834097807265098859986600397848
f(z) = 86/21*z^3 - 193/42*z + 1
*
0 | 0.12769485049957601121111992164413302895 | 0.024169965243812164165689614785149514733
f(z) = 88/21*z^3 - 197/42*z + 1
*
[ 5/22 ] 
f(z) = 88/25*z^3 - 197/55*z + 1
*
[ 3/14 ] 
f(z) = 88/27*z^3 - 187/49*z + 1
*
[ 1/4 ] 
f(z) = 88/29*z^3 - 185/58*z + 1
*
[ -3/2 ] 
f(z) = 89/36*z^3 - 187/48*z + 1
*
[ -3/2 ] 
f(z) = 91/36*z^3 - 193/48*z + 1
*
6/23 | 0.25462756970043847434889831675956191904 | 0.029861521949717790439752054684846587593
f(z) = 92/27*z^3 - 187/46*z + 1
*
2/7 | 0.13533826124117455160348122917105721146 | 0.025641402276945830668770087150464991715
f(z) = 98/25*z^3 - 191/50*z + 1
*
[ 5/28 ] 
f(z) = 98/25*z^3 - 189/40*z + 1
*
3/4 | 0.22520594394175883745446880275439324728 | 0.026155353769226467703137941843903921349
f(z) = 98/27*z^3 - 181/56*z + 1
*
0 | 0.14943115230917988172276735340673298227 | 0.028394442185523188779454571255271756082
f(z) = 80/33*z^3 - 193/66*z + 1
*
0 | 0.15115769827143194960716923559209044668 | 0.028556394025409155105824542392863594030
f(z) = 80/39*z^3 - 199/78*z + 1
*
[ 8/27 ] 
f(z) = 81/32*z^3 - 187/72*z + 1
*
2/3 | 0.082487977090166245353904911205556827682 | 0.012513965412094200657662577724447467077
f(z) = 81/32*z^3 - 181/72*z + 1
*
[ 10/9 ] 
f(z) = 81/35*z^3 - 193/70*z + 1
*
0 | 0.14189766507534883969837659116689195483 | 0.026858261078121300059514173517125511059
f(z) = 82/33*z^3 - 197/66*z + 1
*
1/2 | 0.14282692847024076147573913388097932269 | 0.027034151208921517590397924237361100122
f(z) = 82/39*z^3 - 197/78*z + 1
*
1/2 | 0.14309314088636190024958058366792765476 | 0.027032854827855045610079496078564091843
f(z) = 86/39*z^3 - 199/78*z + 1
*
[ 1/3 ] 
f(z) = 87/26*z^3 - 185/78*z + 1
*
[ 3/10 ] 
f(z) = 88/27*z^3 - 197/75*z + 1
*
[ 1/4 ] 
f(z) = 88/31*z^3 - 197/62*z + 1
*
[ 1/3 ] 
f(z) = 93/25*z^3 - 181/75*z + 1
*
[ 1/3 ] 
f(z) = 93/26*z^3 - 187/78*z + 1
*
[ 3/4 ] 
f(z) = 96/23*z^3 - 185/69*z + 1
*
[ 3/4 ] 
f(z) = 96/25*z^3 - 187/75*z + 1
*
[ 1/3 ] 
f(z) = 96/25*z^3 - 182/75*z + 1
*
5/8 | 0.11817867201734607788623818479273378675 | 0.022478131439945583389277676111869899804
f(z) = 96/35*z^3 - 187/70*z + 1
*
[ 8/9 ] 
f(z) = 99/32*z^3 - 185/72*z + 1
*
2/3 | 0.15372934528168171543435077328221978645 | 0.029069890833688035593740025361823608410
f(z) = 99/35*z^3 - 193/70*z + 1
*
-93/80 | 0.13249391059630353509141483247850494124 | 0.015117880565571228295752000893924588896
f(z) = 80/27*z^3 - 187/80*z + 1
*
[ 10/27 ] 
f(z) = 81/25*z^3 - 193/90*z + 1
*
[ 1/2 ] 
f(z) = 85/24*z^3 - 181/96*z + 1
*
[ 1/3 ] 
f(z) = 87/28*z^3 - 197/84*z + 1
*
[ 5/12 ] 
f(z) = 88/25*z^3 - 181/90*z + 1
*
[ 9/22 ] 
f(z) = 88/27*z^3 - 197/99*z + 1
*
[ 1/2 ] 
f(z) = 89/23*z^3 - 181/92*z + 1
*
[ 1/2 ] 
f(z) = 89/24*z^3 - 185/96*z + 1
*
[ 1/2 ] 
f(z) = 91/23*z^3 - 183/92*z + 1
*
[ 1/2 ] 
f(z) = 91/24*z^3 - 187/96*z + 1
*
[ 1/2 ] 
f(z) = 93/22*z^3 - 181/88*z + 1
*
[ 1/2 ] 
f(z) = 93/23*z^3 - 185/92*z + 1
*
[ 1/3 ] 
f(z) = 93/28*z^3 - 199/84*z + 1
*
[ 1/2 ] 
f(z) = 95/22*z^3 - 183/88*z + 1
*
[ 1/2 ] 
f(z) = 95/23*z^3 - 187/92*z + 1
*
[ 1/2 ] 
f(z) = 95/24*z^3 - 191/96*z + 1
*
[ 3/4 ] 
f(z) = 96/29*z^3 - 191/87*z + 1
*
[ 3/4 ] 
f(z) = 96/31*z^3 - 193/93*z + 1
*
[ 1/2 ] 
f(z) = 97/21*z^3 - 181/84*z + 1
*
[ 1/2 ] 
f(z) = 97/22*z^3 - 185/88*z + 1
*
[ 1/2 ] 
f(z) = 97/23*z^3 - 189/92*z + 1
*
[ 1/2 ] 
f(z) = 97/24*z^3 - 193/96*z + 1
*
[ 4/7 ] 
f(z) = 98/23*z^3 - 197/92*z + 1
*
[ 1/2 ] 
f(z) = 99/23*z^3 - 191/92*z + 1
*
[ 4/9 ] 
f(z) = 81/25*z^3 - 189/100*z + 1
*
[ 1/2 ] 
f(z) = 81/25*z^3 - 181/100*z + 1
*
[ 1/2 ] 
f(z) = 81/26*z^3 - 185/104*z + 1
*
[ 1/2 ] 
f(z) = 81/29*z^3 - 197/116*z + 1
*
[ 4/5 ] 
f(z) = 81/32*z^3 - 187/100*z + 1
*
[ 1/2 ] 
f(z) = 83/25*z^3 - 183/100*z + 1
*
[ 1/2 ] 
f(z) = 83/26*z^3 - 187/104*z + 1
*
[ 1/2 ] 
f(z) = 83/27*z^3 - 191/108*z + 1
*
[ 1/2 ] 
f(z) = 83/28*z^3 - 195/112*z + 1
*
[ 1/2 ] 
f(z) = 83/29*z^3 - 199/116*z + 1
*
[ 4/5 ] 
f(z) = 83/32*z^3 - 191/100*z + 1
*
[ 1/2 ] 
f(z) = 85/26*z^3 - 189/104*z + 1
*
[ 1/2 ] 
f(z) = 85/27*z^3 - 193/108*z + 1
*
[ 1/2 ] 
f(z) = 85/28*z^3 - 197/112*z + 1
*
[ 1/2 ] 
f(z) = 87/25*z^3 - 187/100*z + 1
*
[ 1/2 ] 
f(z) = 87/26*z^3 - 191/104*z + 1
*
[ 1/2 ] 
f(z) = 87/28*z^3 - 199/112*z + 1
*
[ 4/5 ] 
f(z) = 87/32*z^3 - 199/100*z + 1
*
[ 4/9 ] 
f(z) = 87/32*z^3 - 193/108*z + 1
*
[ 1/2 ] 
f(z) = 89/25*z^3 - 189/100*z + 1
*
[ 1/2 ] 
f(z) = 89/26*z^3 - 193/104*z + 1
*
[ 1/2 ] 
f(z) = 89/27*z^3 - 197/108*z + 1
*
[ 1/2 ] 
f(z) = 91/25*z^3 - 191/100*z + 1
*
[ 1/2 ] 
f(z) = 91/27*z^3 - 199/108*z + 1
*
[ 1/2 ] 
f(z) = 93/25*z^3 - 193/100*z + 1
*
[ 1/2 ] 
f(z) = 93/26*z^3 - 197/104*z + 1
*
[ 4/9 ] 
f(z) = 93/32*z^3 - 197/108*z + 1
*
[ 2/3 ] 
f(z) = 93/38*z^3 - 181/114*z + 1
*
[ 1/2 ] 
f(z) = 95/26*z^3 - 199/104*z + 1
*
[ 3/4 ] 
f(z) = 96/37*z^3 - 199/111*z + 1
*
[ 1/2 ] 
f(z) = 97/25*z^3 - 197/100*z + 1
*
[ 1/2 ] 
f(z) = 99/25*z^3 - 199/100*z + 1
*
-2 | 0.094295371935798797139316344198700566780 | 0.016226653603786837496030361993353655876
f(z) = 81/20*z^3 - 167/10*z + 1
*
-2 | 0.093941356419927655463507322360232456105 | 0.016132683496930478226653970041144884070
f(z) = 81/28*z^3 - 169/14*z + 1
*
-2 | 0.094766367259351875963284191461827209008 | 0.016241549474329602627213358111887062625
f(z) = 83/20*z^3 - 171/10*z + 1
*
[ 2 ] 
f(z) = 83/20*z^3 - 161/10*z + 1
*
-2 | 0.094425540354139091822017309597060851556 | 0.016150950003441503626061796589798738963
f(z) = 83/28*z^3 - 173/14*z + 1
*
[ 4 ] 
f(z) = 83/32*z^3 - 163/4*z + 1
*
[ -4 ] 
f(z) = 83/32*z^3 - 161/4*z + 1
*
-2 | 0.080451820346390522479388731943637649045 | 0.013733823555978183646155757123256736861
f(z) = 83/36*z^3 - 175/18*z + 1
*
-2 | 0.094896958481729397840415238778456375843 | 0.016168369037418721423940434472867403830
f(z) = 85/28*z^3 - 177/14*z + 1
*
[ 2 ] 
f(z) = 85/28*z^3 - 163/14*z + 1
*
[ 4 ] 
f(z) = 85/32*z^3 - 167/4*z + 1
*
[ -4 ] 
f(z) = 85/32*z^3 - 165/4*z + 1
*
-2 | 0.080940082921678360005767605235867635995 | 0.013764072594926362668097844417230628282
f(z) = 85/36*z^3 - 179/18*z + 1
*
[ 2 ] 
f(z) = 85/36*z^3 - 161/18*z + 1
*
-2 | 0.095673366220399987709123339501457148443 | 0.016269505917516979253637678749075544286
f(z) = 87/20*z^3 - 179/10*z + 1
*
[ 2 ] 
f(z) = 87/20*z^3 - 169/10*z + 1
*
[ 2 ] 
f(z) = 87/28*z^3 - 167/14*z + 1
*
[ 4 ] 
f(z) = 87/32*z^3 - 171/4*z + 1
*
[ -4 ] 
f(z) = 87/32*z^3 - 169/4*z + 1
*
[ 2 ] 
f(z) = 89/20*z^3 - 173/10*z + 1
*
[ -2 ] 
f(z) = 89/20*z^3 - 163/10*z + 1
*
[ 2 ] 
f(z) = 89/28*z^3 - 171/14*z + 1
*
[ 4 ] 
f(z) = 89/32*z^3 - 175/4*z + 1
*
[ -4 ] 
f(z) = 89/32*z^3 - 173/4*z + 1
*
[ 2 ] 
f(z) = 89/36*z^3 - 169/18*z + 1
*
[ 2 ] 
f(z) = 91/20*z^3 - 177/10*z + 1
*
[ -2 ] 
f(z) = 91/20*z^3 - 167/10*z + 1
*
[ 4 ] 
f(z) = 91/32*z^3 - 179/4*z + 1
*
[ -4 ] 
f(z) = 91/32*z^3 - 177/4*z + 1
*
[ 2 ] 
f(z) = 91/36*z^3 - 173/18*z + 1
*
[ -2 ] 
f(z) = 93/20*z^3 - 171/10*z + 1
*
[ 2 ] 
f(z) = 93/28*z^3 - 179/14*z + 1
*
[ -2 ] 
f(z) = 93/28*z^3 - 165/14*z + 1
*
[ -2 ] 
f(z) = 95/28*z^3 - 169/14*z + 1
*
[ -2 ] 
f(z) = 95/36*z^3 - 163/18*z + 1
*
[ -2 ] 
f(z) = 97/20*z^3 - 179/10*z + 1
*
[ -2 ] 
f(z) = 97/28*z^3 - 173/14*z + 1
*
[ -2 ] 
f(z) = 97/36*z^3 - 167/18*z + 1
*
[ -2 ] 
f(z) = 99/28*z^3 - 177/14*z + 1
*
[ 8/3 ] 
f(z) = 99/32*z^3 - 171/8*z + 1
*
[ -8/3 ] 
f(z) = 99/32*z^3 - 165/8*z + 1
*
[ 3/2 ] 
f(z) = 80/21*z^3 - 173/21*z + 1
*
[ 3/2 ] 
f(z) = 80/33*z^3 - 169/33*z + 1
*
[ 3/2 ] 
f(z) = 80/39*z^3 - 167/39*z + 1
*
[ 1/9 ] 
f(z) = 81/20*z^3 - 161/20*z + 1
*
[ 1/9 ] 
f(z) = 81/22*z^3 - 177/22*z + 1
*
[ 13/9 ] 
f(z) = 81/26*z^3 - 161/26*z + 1
*
4/3 | 0.088487182387619864267207914598884371561 | 0.017330224703716220028480871611290653625
f(z) = 81/28*z^3 - 165/28*z + 1
*
28/27 | 0.11400863465985441546271249845747038975 | 0.015688914736463864529016607360876319612
f(z) = 81/32*z^3 - 179/36*z + 1
*
-14/9 | 0.13187862180517838579650637349998756696 | 0.025506049710575554069601509787841811028
f(z) = 81/35*z^3 - 176/35*z + 1
*
-4/3 | 0.19921546819171913854658146021705926231 | 0.027499891156459223892413775922373750301
f(z) = 83/32*z^3 - 175/36*z + 1
*
0 | 0.099445341608883453572074332418506934150 | 0.019570444401975381789311651147451323435
f(z) = 83/39*z^3 - 161/39*z + 1
*
-4/3 | 0.20394599662243450257402482528210976225 | 0.028065342255863553283979582467736932461
f(z) = 85/32*z^3 - 179/36*z + 1
*
[ 4/3 ] 
f(z) = 85/32*z^3 - 161/36*z + 1
*
0 | 0.10746090617226818501463822779748475283 | 0.021147875361538317496324803984005342580
f(z) = 85/38*z^3 - 161/38*z + 1
*
0 | 0.099919026926977466908130526454636978773 | 0.019616004512971997198099151217033467322
f(z) = 85/39*z^3 - 163/39*z + 1
*
0 | 0.10015089166769723553093510562711043039 | 0.019637944068747993701988399352386450643
f(z) = 86/39*z^3 - 164/39*z + 1
*
0 | 0.12078899625918843206209890599911881416 | 0.023770790038190113398718809865849884175
f(z) = 87/37*z^3 - 161/37*z + 1
*
0 | 0.10792089914856208246379796920698501281 | 0.021186924150985902309086907548600576354
f(z) = 87/38*z^3 - 163/38*z + 1
*
[ -3/2 ] 
f(z) = 88/21*z^3 - 163/21*z + 1
*
0 | 0.12101435507592288133311544258415459828 | 0.023786155013494276703959546112211029452
f(z) = 88/37*z^3 - 162/37*z + 1
*
0 | 0.10060503224026865766958532354986494368 | 0.019680217638511269708205040803622933233
f(z) = 88/39*z^3 - 166/39*z + 1
*
[ 4/3 ] 
f(z) = 89/32*z^3 - 169/36*z + 1
*
0 | 0.082034856430401638442775988381424808122 | 0.016144130743795366080482720851946785715
f(z) = 89/36*z^3 - 161/36*z + 1
*
0 | 0.12123699793681155730584525802057959048 | 0.023801127491020212207856750426092786416
f(z) = 89/37*z^3 - 163/37*z + 1
*
0 | 0.10836971400478388417266485087569451669 | 0.021224220775314527625161639942188973947
f(z) = 89/38*z^3 - 165/38*z + 1
*
0 | 0.10082848039913047091697974727204977697 | 0.019700782004564109738624018446039630178
f(z) = 89/39*z^3 - 167/39*z + 1
*
0 | 0.12145698968518788616937369893466076186 | 0.023815719765234354735654548724153851459
f(z) = 90/37*z^3 - 164/37*z + 1
*
[ 4/3 ] 
f(z) = 91/32*z^3 - 173/36*z + 1
*
0 | 0.082471482244666411458584547918410516443 | 0.016190719802397131402441234288894772920
f(z) = 91/36*z^3 - 163/36*z + 1
*
0 | 0.12167439286380062009885412327283422294 | 0.023829943638401215437213157279273746986
f(z) = 91/37*z^3 - 165/37*z + 1
*
0 | 0.10880788251481437378725639153409312534 | 0.021259869883163159720086504803856494288
f(z) = 91/38*z^3 - 167/38*z + 1
*
[ -3/2 ] 
f(z) = 92/21*z^3 - 172/21*z + 1
*
0 | 0.12195047823444685267177083831151433450 | 0.023970156081354392697360590819903122151
f(z) = 92/35*z^3 - 162/35*z + 1
*
0 | 0.12188926782264724085824092035293288461 | 0.023843810444984163877995835931256063162
f(z) = 92/37*z^3 - 166/37*z + 1
*
0 | 0.10148408340173311839902147589603708314 | 0.019760137522067620627104726923994224452
f(z) = 92/39*z^3 - 170/39*z + 1
*
0 | 0.10935687754000570999461728046030500078 | 0.021520994922894722585359500498129609553
f(z) = 93/34*z^3 - 161/34*z + 1
*
0 | 0.12216216135551935210969663672113958559 | 0.023982754658084915311401297509304293869
f(z) = 93/35*z^3 - 163/35*z + 1
*
0 | 0.12210167282054646704639662766309355032 | 0.023857331074593296611721873077268521923
f(z) = 93/37*z^3 - 167/37*z + 1
*
0 | 0.10923589929004714446107124565104456573 | 0.021293968041177049923010816675025135754
f(z) = 93/38*z^3 - 169/38*z + 1
*
0 | 0.12237144765219682345637423238236099798 | 0.023995029945206868380371799756644950792
f(z) = 94/35*z^3 - 164/35*z + 1
*
0 | 0.12231166412088218392697921114837748318 | 0.023870515993581731093220278310169841796
f(z) = 94/37*z^3 - 168/37*z + 1
*
0 | 0.10190792256908092219684917882377678135 | 0.019797577836774452184027810853726156011
f(z) = 94/39*z^3 - 172/39*z + 1
*
3/10 | 0.21390619012807496232740519038251772770 | 0.025316953237016249251913814880969272258
f(z) = 95/27*z^3 - 173/20*z + 1
*
0 | 0.10229353965158147783366904829491545190 | 0.020130958354048301097153312098078313534
f(z) = 95/33*z^3 - 161/33*z + 1
*
0 | 0.10977241589926807469315822622245964368 | 0.021550412087715258187810610059306870744
f(z) = 95/34*z^3 - 163/34*z + 1
*
0 | 0.083314954024742949861325098076634702309 | 0.016278830549308734508037077863317965735
f(z) = 95/36*z^3 - 167/36*z + 1
*
0 | 0.12251929608191659576429496785312968757 | 0.023883375265383550735041575128196020745
f(z) = 95/37*z^3 - 169/37*z + 1
*
0 | 0.10211521719954831794757413185965746338 | 0.019815532524605779766505745382645915841
f(z) = 95/39*z^3 - 173/39*z + 1
*
5/6 | 0.068778460583560952029934604123383130291 | 0.010279492137437860748085321989243829841
f(z) = 96/25*z^3 - 161/30*z + 1
*
0 | 0.12278304306768524158574346066913209434 | 0.024018649525600461906692069048758659291
f(z) = 96/35*z^3 - 166/35*z + 1
*
0 | 0.12272462124203900385265641727370607471 | 0.023895918569679247095917755963009860314
f(z) = 96/37*z^3 - 170/37*z + 1
*
0 | 0.097399433416846407961486529856926333478 | 0.019167817874920139016758840423886327944
f(z) = 97/32*z^3 - 161/32*z + 1
*
0 | 0.10269825283977704509347601502768936364 | 0.020161619394588963151779334309052534538
f(z) = 97/33*z^3 - 163/33*z + 1
*
0 | 0.11017881933017557215769035037756292902 | 0.021578534258417522785615608154246718717
f(z) = 97/34*z^3 - 165/34*z + 1
*
0 | 0.12298545443072235082890561564747570447 | 0.024030012332634629700049613226522923641
f(z) = 97/35*z^3 - 167/35*z + 1
*
0 | 0.083722681175709308041285072005373593376 | 0.016320532982874846092750045702481374198
f(z) = 97/36*z^3 - 169/36*z + 1
*
0 | 0.12292769040028802403605778072926527701 | 0.023908155220467784821996814964830565084
f(z) = 97/37*z^3 - 171/37*z + 1
*
0 | 0.11006329024610222865706791241027346824 | 0.021357861907837294923279193390941120212
f(z) = 97/38*z^3 - 173/38*z + 1
*
0 | 0.10252599027192921114020841686737812275 | 0.019850965904409716986334358750292597148
f(z) = 97/39*z^3 - 175/39*z + 1
*
[ 1/7 ] 
f(z) = 98/27*z^3 - 164/27*z + 1
*
-39/28 | 0.14673442606210945337401057949738529049 | 0.020159624460170017696771362553826843805
f(z) = 98/27*z^3 - 161/24*z + 1
*
[ 1/7 ] 
f(z) = 98/29*z^3 - 176/29*z + 1
*
0 | 0.10289886919442240722736435609931487975 | 0.020176777304013248658797217718015624895
f(z) = 98/33*z^3 - 164/33*z + 1
*
0 | 0.12312855269245899551841814000273312880 | 0.023920094183118288427063337111389773955
f(z) = 98/37*z^3 - 172/37*z + 1
*
0 | 0.10272750248360725681364499993092062465 | 0.019868063141127517367988587784730557193
f(z) = 98/39*z^3 - 176/39*z + 1
*
[ 4/3 ] 
f(z) = 99/20*z^3 - 171/20*z + 1
*
[ 4/3 ] 
f(z) = 99/28*z^3 - 169/28*z + 1
*
0 | 0.12349589393101254178926026454661202223 | 0.024303496643961761408839901853849165789
f(z) = 99/31*z^3 - 161/31*z + 1
*
0 | 0.097795843117674744868844672953239445353 | 0.019199183168068502268531653829531371808
f(z) = 99/32*z^3 - 163/32*z + 1
*
0 | 0.11057648148757308016518667162435415371 | 0.021605434773934991400607391943386675516
f(z) = 99/34*z^3 - 167/34*z + 1
*
0 | 0.12338374766717743889419587458806582668 | 0.024051887673386094739334929926956703409
f(z) = 99/35*z^3 - 169/35*z + 1
*
0 | 0.12332725566308454896339977217391944735 | 0.023931744090468758867551132860342213024
f(z) = 99/37*z^3 - 173/37*z + 1
*
0 | 0.11046349652424208837077287949494851347 | 0.021387816858619349203165222807094099295
f(z) = 99/38*z^3 - 175/38*z + 1
*
[ 2/9 ] 
f(z) = 81/23*z^3 - 169/46*z + 1
*
[ -3/2 ] 
f(z) = 83/36*z^3 - 169/48*z + 1
*
[ -3/2 ] 
f(z) = 85/36*z^3 - 175/48*z + 1
*
1/4 | 0.11027492935781763936434573325723092479 | 0.021258285673229317377600207982020965731
f(z) = 88/21*z^3 - 179/42*z + 1
*
[ 1/4 ] 
f(z) = 88/25*z^3 - 161/50*z + 1
*
[ 1/4 ] 
f(z) = 88/27*z^3 - 173/54*z + 1
*
[ 12/11 ] 
f(z) = 88/27*z^3 - 167/44*z + 1
*
[ -5/4 ] 
f(z) = 94/25*z^3 - 163/40*z + 1
*
[ -6/5 ] 
f(z) = 97/27*z^3 - 167/50*z + 1
*
[ -5/4 ] 
f(z) = 98/25*z^3 - 173/40*z + 1
*
[ 2/7 ] 
f(z) = 98/29*z^3 - 161/58*z + 1
*
[ -4/3 ] 
f(z) = 81/34*z^3 - 169/68*z + 1
*
2/3 | 0.14371384621666630219607772006559244906 | 0.027764623057997378729700172749791758652
f(z) = 81/35*z^3 - 177/70*z + 1
*
1/2 | 0.13321937117564101087420138224110352478 | 0.025851316334957771041306479226810590585
f(z) = 82/33*z^3 - 173/66*z + 1
*
[ 1/3 ] 
f(z) = 84/23*z^3 - 166/69*z + 1
*
[ 1/3 ] 
f(z) = 84/25*z^3 - 178/75*z + 1
*
1/2 | 0.13322087223778198999380451290501852036 | 0.025794074122412971482085256479710520903
f(z) = 86/33*z^3 - 175/66*z + 1
*
[ 1/3 ] 
f(z) = 87/22*z^3 - 161/66*z + 1
*
[ 1/3 ] 
f(z) = 87/23*z^3 - 167/69*z + 1
*
[ 1/3 ] 
f(z) = 87/25*z^3 - 179/75*z + 1
*
3/4 | 0.19425107222082484355631289227065901816 | 0.025666138726204845925164833561621242007
f(z) = 88/27*z^3 - 179/66*z + 1
*
[ -9/8 ] 
f(z) = 88/27*z^3 - 161/72*z + 1
*
[ 1/3 ] 
f(z) = 93/22*z^3 - 163/66*z + 1
*
[ 1/3 ] 
f(z) = 93/23*z^3 - 169/69*z + 1
*
[ 5/6 ] 
f(z) = 93/25*z^3 - 167/60*z + 1
*
[ 2/3 ] 
f(z) = 93/26*z^3 - 163/78*z + 1
*
1/2 | 0.14801540483151846006450939490786495366 | 0.028266407969797484642348468600558707970
f(z) = 94/33*z^3 - 179/66*z + 1
*
[ 4/5 ] 
f(z) = 95/24*z^3 - 167/60*z + 1
*
[ 1/3 ] 
f(z) = 96/23*z^3 - 170/69*z + 1
*
[ 2/5 ] 
f(z) = 97/24*z^3 - 161/75*z + 1
*
[ 9/28 ] 
f(z) = 98/27*z^3 - 179/72*z + 1
*
[ 2/7 ] 
f(z) = 98/31*z^3 - 171/62*z + 1
*
[ 13/14 ] 
f(z) = 98/39*z^3 - 175/78*z + 1
*
-8/9 | 0.093207864648220650591710091002425424353 | 0.013722487963250626764358679945530133655
f(z) = 99/32*z^3 - 167/72*z + 1
*
3/16 | 0.24098489573167488406249782616549828545 | 0.027496968391841988206141466593555701262
f(z) = 80/27*z^3 - 163/80*z + 1
*
[ 3/4 ] 
f(z) = 80/29*z^3 - 164/87*z + 1
*
[ 3/4 ] 
f(z) = 80/31*z^3 - 166/93*z + 1
*
[ 1/2 ] 
f(z) = 81/20*z^3 - 161/80*z + 1
*
[ 11/18 ] 
f(z) = 81/22*z^3 - 177/88*z + 1
*
[ 1/2 ] 
f(z) = 81/22*z^3 - 169/88*z + 1
*
[ 4/9 ] 
f(z) = 81/23*z^3 - 179/92*z + 1
*
[ 1/2 ] 
f(z) = 81/23*z^3 - 173/92*z + 1
*
[ 1/2 ] 
f(z) = 83/20*z^3 - 163/80*z + 1
*
[ 1/2 ] 
f(z) = 83/21*z^3 - 167/84*z + 1
*
[ 1/2 ] 
f(z) = 83/22*z^3 - 171/88*z + 1
*
[ 1/2 ] 
f(z) = 83/23*z^3 - 175/92*z + 1
*
[ 1/2 ] 
f(z) = 83/24*z^3 - 179/96*z + 1
*
[ 1/2 ] 
f(z) = 85/21*z^3 - 169/84*z + 1
*
[ 1/2 ] 
f(z) = 85/22*z^3 - 173/88*z + 1
*
[ 1/2 ] 
f(z) = 85/23*z^3 - 177/92*z + 1
*
[ 2/5 ] 
f(z) = 85/36*z^3 - 169/90*z + 1
*
[ 1/2 ] 
f(z) = 87/20*z^3 - 167/80*z + 1
*
[ 1/2 ] 
f(z) = 87/22*z^3 - 175/88*z + 1
*
[ 1/2 ] 
f(z) = 87/23*z^3 - 179/92*z + 1
*
[ 1/2 ] 
f(z) = 89/20*z^3 - 169/80*z + 1
*
[ 1/2 ] 
f(z) = 89/21*z^3 - 173/84*z + 1
*
[ 1/2 ] 
f(z) = 89/22*z^3 - 177/88*z + 1
*
[ 1/2 ] 
f(z) = 91/20*z^3 - 171/80*z + 1
*
[ 1/2 ] 
f(z) = 91/22*z^3 - 179/88*z + 1
*
[ 4/7 ] 
f(z) = 91/24*z^3 - 167/84*z + 1
*
[ 5/8 ] 
f(z) = 92/25*z^3 - 163/80*z + 1
*
[ 1/2 ] 
f(z) = 93/20*z^3 - 173/80*z + 1
*
[ 1/2 ] 
f(z) = 95/21*z^3 - 179/84*z + 1
*
[ 2/5 ] 
f(z) = 95/36*z^3 - 173/90*z + 1
*
[ 1/2 ] 
f(z) = 97/20*z^3 - 177/80*z + 1
*
[ 10/21 ] 
f(z) = 98/25*z^3 - 179/90*z + 1
*
[ 3/7 ] 
f(z) = 98/29*z^3 - 170/87*z + 1
*
[ 3/7 ] 
f(z) = 98/31*z^3 - 178/93*z + 1
*
[ 1/2 ] 
f(z) = 99/20*z^3 - 179/80*z + 1
*
[ 5/12 ] 
f(z) = 99/25*z^3 - 167/80*z + 1
*
[ 8/11 ] 
f(z) = 99/32*z^3 - 177/88*z + 1
*
[ 3/4 ] 
f(z) = 80/37*z^3 - 172/111*z + 1
*
[ 2/3 ] 
f(z) = 87/34*z^3 - 167/102*z + 1
*
[ 2/3 ] 
f(z) = 87/38*z^3 - 173/114*z + 1
*
[ 8/13 ] 
f(z) = 91/32*z^3 - 177/104*z + 1
*
[ 2/3 ] 
f(z) = 93/34*z^3 - 175/102*z + 1
*
-5/6 | 0.16449901342838440394371874686841929656 | 0.029048236166471607526879862296094452054
f(z) = 96/35*z^3 - 179/105*z + 1
*
[ 7/12 ] 
f(z) = 96/35*z^3 - 173/105*z + 1
*
[ 2 ] 
f(z) = 81/20*z^3 - 157/10*z + 1
*
[ -2 ] 
f(z) = 81/20*z^3 - 147/10*z + 1
*
[ 2 ] 
f(z) = 81/28*z^3 - 155/14*z + 1
*
[ -2 ] 
f(z) = 81/28*z^3 - 141/14*z + 1
*
[ 4 ] 
f(z) = 81/32*z^3 - 159/4*z + 1
*
[ -4 ] 
f(z) = 81/32*z^3 - 157/4*z + 1
*
-8/3 | 0.11092152333230666291634776542862523957 | 0.017357957096042549501842710506179481347
f(z) = 81/32*z^3 - 149/8*z + 1
*
[ -2 ] 
f(z) = 83/20*z^3 - 151/10*z + 1
*
[ 2 ] 
f(z) = 83/28*z^3 - 159/14*z + 1
*
[ -2 ] 
f(z) = 83/28*z^3 - 145/14*z + 1
*
[ 2 ] 
f(z) = 83/36*z^3 - 157/18*z + 1
*
[ -2 ] 
f(z) = 85/28*z^3 - 149/14*z + 1
*
[ -2 ] 
f(z) = 85/36*z^3 - 143/18*z + 1
*
[ -2 ] 
f(z) = 87/20*z^3 - 159/10*z + 1
*
[ -2 ] 
f(z) = 87/28*z^3 - 153/14*z + 1
*
[ -2 ] 
f(z) = 89/28*z^3 - 157/14*z + 1
*
[ -2 ] 
f(z) = 89/36*z^3 - 151/18*z + 1
*
[ -2 ] 
f(z) = 91/36*z^3 - 155/18*z + 1
*
[ 5/3 ] 
f(z) = 93/25*z^3 - 149/15*z + 1
*
[ 5/3 ] 
f(z) = 96/25*z^3 - 154/15*z + 1
*
[ -3/2 ] 
f(z) = 80/21*z^3 - 145/21*z + 1
*
0 | 0.11934243724302465922377824161774486985 | 0.024081235252141599928068820059253146933
f(z) = 80/31*z^3 - 142/31*z + 1
*
-3/2 | 0.13345264772804147288679067230528808474 | 0.026360521996611103194983422003446027302
f(z) = 80/33*z^3 - 158/33*z + 1
*
0 | 0.098928253097895201371810251337224948642 | 0.019850734740372318528553715831582579020
f(z) = 80/33*z^3 - 146/33*z + 1
*
0 | 0.11912945134727597106481446774514943673 | 0.023651096357387003257511867287913167329
f(z) = 80/37*z^3 - 154/37*z + 1
*
0 | 0.098712869314926782340826716854006894465 | 0.019498472358731319220337942679582629694
f(z) = 80/39*z^3 - 158/39*z + 1
*
1/3 | 0.066921343237629496546423283179061398927 | 0.013373713294668376155360664378122822003
f(z) = 81/20*z^3 - 149/20*z + 1
*
0 | 0.11958593308349050776162992937918012127 | 0.024096247614591899400875140043796730289
f(z) = 81/31*z^3 - 143/31*z + 1
*
0 | 0.093879074899293262386570071124395509874 | 0.018863592018011502946523686910910744028
f(z) = 81/32*z^3 - 145/32*z + 1
*
0 | 0.10664598111054114904573608010772245844 | 0.021312375191522197819556971428501374525
f(z) = 81/34*z^3 - 149/34*z + 1
*
0 | 0.11944632160521719906567111597286436830 | 0.023806988146996452527412919556066644839
f(z) = 81/35*z^3 - 151/35*z + 1
*
0 | 0.11937585672492376269128849087696615833 | 0.023669600312781874680752120956791524966
f(z) = 81/37*z^3 - 155/37*z + 1
*
0 | 0.10650504945527024863185506848658230153 | 0.021064056921958418887408064282044966087
f(z) = 81/38*z^3 - 157/38*z + 1
*
0 | 0.11982626270734169705677773028388249577 | 0.024110817747935253185892980548808083779
f(z) = 82/31*z^3 - 144/31*z + 1
*
0 | 0.099412933765990056058747172050998765887 | 0.019893678379027105368438583391977860393
f(z) = 82/33*z^3 - 148/33*z + 1
*
0 | 0.11968852630906127602854519762584174607 | 0.023823919739416823407507741503731294987
f(z) = 82/35*z^3 - 152/35*z + 1
*
0 | 0.11961901721607845402490454267032255065 | 0.023687609516856372002402415888126422271
f(z) = 82/37*z^3 - 156/37*z + 1
*
0 | 0.099205432839261795196418235747598215921 | 0.019547199061731274677971233590840701630
f(z) = 82/39*z^3 - 160/39*z + 1
*
0 | 0.12013085317237585333072520337806376976 | 0.024274940759592165377793279719491972004
f(z) = 83/29*z^3 - 141/29*z + 1
*
0 | 0.086918185356961864546353150904004599387 | 0.017513783290130907194425738472121752002
f(z) = 83/30*z^3 - 143/30*z + 1
*
0 | 0.12006350756033970362388045849501972444 | 0.024124961023521310691278269755639538999
f(z) = 83/31*z^3 - 145/31*z + 1
*
[ 4/3 ] 
f(z) = 83/32*z^3 - 157/36*z + 1
*
0 | 0.094357565702856902192836835344613595209 | 0.018907692682361944548562707833614161060
f(z) = 83/32*z^3 - 147/32*z + 1
*
0 | 0.099652119116378996469815147478971571146 | 0.019914705918801911628168013492791753930
f(z) = 83/33*z^3 - 149/33*z + 1
*
0 | 0.10712632199953494758779271781360486053 | 0.021351474401224749952847680293418601717
f(z) = 83/34*z^3 - 151/34*z + 1
*
0 | 0.11992759639857980124720618345417711402 | 0.023840388903036815189631013245287547666
f(z) = 83/35*z^3 - 153/35*z + 1
*
0 | 0.080659431380388837403839459898915984993 | 0.015992986811641070933878175721861812281
f(z) = 83/36*z^3 - 155/36*z + 1
*
0 | 0.11985901742370896497418477289043497965 | 0.023705140540621377785550019801805391820
f(z) = 83/37*z^3 - 157/37*z + 1
*
0 | 0.10698916230826683540978921187823176398 | 0.021106960802574350414352397457835918393
f(z) = 83/38*z^3 - 159/38*z + 1
*
0 | 0.12036421916779489600587076255044136567 | 0.024287413133834026007876295657342127021
f(z) = 84/29*z^3 - 142/29*z + 1
*
0 | 0.12029774597929541187672468136895419536 | 0.024138692138196574696556710995997912671
f(z) = 84/31*z^3 - 146/31*z + 1
*
0 | 0.12009593867468696482610236961252739486 | 0.023722209240757822366547910259561416082
f(z) = 84/37*z^3 - 158/37*z + 1
*
3/2 | 0.21682519522396075279013261992476502415 | 0.025921327803872176461830330496952072011
f(z) = 85/27*z^3 - 159/20*z + 1
*
0 | 0.094956532635525016975756460646552131079 | 0.019187945008232910012832724053501669554
f(z) = 85/28*z^3 - 141/28*z + 1
*
0 | 0.12059467647859729075782009344938916386 | 0.024299506727108979040560973517275471257
f(z) = 85/29*z^3 - 143/29*z + 1
*
0 | 0.12052905334863389433160574776966483795 | 0.024152025150676153345692003170730590295
f(z) = 85/31*z^3 - 147/31*z + 1
*
0 | 0.094823980604005017493934299253414797752 | 0.018949839747748595852305760924492691042
f(z) = 85/32*z^3 - 149/32*z + 1
*
0 | 0.10011940846286560132374531736769259145 | 0.019954918146726997319278083714236059927
f(z) = 85/33*z^3 - 151/33*z + 1
*
0 | 0.081129376710560864957842592379280954144 | 0.016045378297223058049587143469557452524
f(z) = 85/36*z^3 - 157/36*z + 1
*
0 | 0.12032985918729404866752859301193362241 | 0.023738830797904672996299189444302893450
f(z) = 85/37*z^3 - 159/37*z + 1
*
0 | 0.12082229683273614692103369456016775771 | 0.024311234557451905746491288694412724738
f(z) = 86/29*z^3 - 144/29*z + 1
*
0 | 0.12075750224720607773884629905334454496 | 0.024164973515572981038683618115337096935
f(z) = 86/31*z^3 - 148/31*z + 1
*
0 | 0.10034869583135488521390729162845828941 | 0.019974339639440922294455406338184303625
f(z) = 86/33*z^3 - 152/33*z + 1
*
0 | 0.12062678689422754186259942833003556675 | 0.023887173559217647436690203532093749437
f(z) = 86/35*z^3 - 156/35*z + 1
*
0 | 0.12056085422812549427216033116791212636 | 0.023755019752475399924569288770251550741
f(z) = 86/37*z^3 - 160/37*z + 1
*
0 | 0.095408194459426966992647837318211423311 | 0.019224497554828828103286103153220067406
f(z) = 87/28*z^3 - 143/28*z + 1
*
0 | 0.12098316258606888208129698185406613152 | 0.024177550115260478662954282932552298638
f(z) = 87/31*z^3 - 149/31*z + 1
*
0 | 0.095278915305773971045389428712300911839 | 0.018990153709715949911740542080286004553
f(z) = 87/32*z^3 - 151/32*z + 1
*
0 | 0.10805109165128010063676764994611457792 | 0.021424149094392149984292230674183355123
f(z) = 87/34*z^3 - 155/34*z + 1
*
0 | 0.12085409176986483416949261485868095654 | 0.023901941563448099678543100378781032225
f(z) = 87/35*z^3 - 157/35*z + 1
*
3/2 | 0.20663509046811504319051171658245500755 | 0.024740546591674248982772750954939992322
f(z) = 88/27*z^3 - 157/22*z + 1
*
0 | 0.10776903536634059324159918345373139256 | 0.021745923357241484036932309606676632948
f(z) = 88/27*z^3 - 142/27*z + 1
*
0 | 0.12126930058415151861536305630670123532 | 0.024333642237312356507727809651964095641
f(z) = 88/29*z^3 - 146/29*z + 1
*
0 | 0.12120610173789376766547166545744035324 | 0.024189767289729501408875583675340142628
f(z) = 88/31*z^3 - 150/31*z + 1
*
0 | 0.12107863448749233961403376168559676683 | 0.023916318350096914211247071379010456758
f(z) = 88/35*z^3 - 158/35*z + 1
*
0 | 0.10874641595065157897195639776172565317 | 0.021974478123718693576626575073809636804
f(z) = 89/26*z^3 - 141/26*z + 1
*
0 | 0.10798778954325299458422441973540522689 | 0.021759252523204137954964268678266435398
f(z) = 89/27*z^3 - 143/27*z + 1
*
0 | 0.095849088272692688765071249578155989839 | 0.019259436657359489237912466510917463092
f(z) = 89/28*z^3 - 145/28*z + 1
*
0 | 0.12148881481135180065663548738800657247 | 0.024344345444764610456148905301086577812
f(z) = 89/29*z^3 - 147/29*z + 1
*
0 | 0.088278597489643138810843610454083385165 | 0.017641795513423987865744632873321579164
f(z) = 89/30*z^3 - 149/30*z + 1
*
0 | 0.12142638465860793320180214362462560231 | 0.024201636864586763408936261429085970233
f(z) = 89/31*z^3 - 151/31*z + 1
*
0 | 0.095722922408602830238834308437110025096 | 0.019028745390442375311138505515319190988
f(z) = 89/32*z^3 - 153/32*z + 1
*
0 | 0.10101997024419251691693409356764646086 | 0.020030032746059707136140415184969668834
f(z) = 89/33*z^3 - 155/33*z + 1
*
0 | 0.10849668253944782058290031159215187285 | 0.021457952543502548886894355618604798963
f(z) = 89/34*z^3 - 157/34*z + 1
*
0 | 0.12130048151886230348881449357656405361 | 0.023930316431257757945394783390532242056
f(z) = 89/35*z^3 - 159/35*z + 1
*
0 | 0.12170575397307305948556333436070365228 | 0.024354729658381923151369713833649236038
f(z) = 90/29*z^3 - 148/29*z + 1
*
0 | 0.12164407400182203323787963389399270992 | 0.024213170177329575312405497208133390095
f(z) = 90/31*z^3 - 152/31*z + 1
*
0 | 0.12204110461272213237065452590901064472 | 0.024660946846503022510257888426484492971
f(z) = 91/25*z^3 - 141/25*z + 1
*
0 | 0.10841768643651163431756341970208364520 | 0.021784907943212498204696326334028336893
f(z) = 91/27*z^3 - 145/27*z + 1
*
0 | 0.12192017786632738897759495666480696583 | 0.024364805378000845877274572439255905482
f(z) = 91/29*z^3 - 149/29*z + 1
*
0 | 0.088710699734595397288198207548476717878 | 0.017681034867473294311264260594850052521
f(z) = 91/30*z^3 - 151/30*z + 1
*
0 | 0.12185923022655266097329621944376408902 | 0.024224378102020544929804560190968459477
f(z) = 91/31*z^3 - 153/31*z + 1
*
0 | 0.096156515478603480847609183525295836910 | 0.019065716898626275751085568901113207985
f(z) = 91/32*z^3 - 155/32*z + 1
*
0 | 0.10145431504205110404773476463313870285 | 0.020065146938611354100418579150238436798
f(z) = 91/33*z^3 - 157/33*z + 1
*
0 | 0.10893178333840863697999425916696438108 | 0.021490203600749726036515472507870304064
f(z) = 91/34*z^3 - 159/34*z + 1
*
0 | 0.12225166379638627114385326371360794695 | 0.024668266744473325364230328726921760761
f(z) = 92/25*z^3 - 142/25*z + 1
*
0 | 0.10862894542194396238845463415502760818 | 0.021797255214478970462173530948067993793
f(z) = 92/27*z^3 - 146/27*z + 1
*
-3/2 | 0.22238124090955243112998750507585258726 | 0.026972967566594149926104896644217120396
f(z) = 92/27*z^3 - 141/23*z + 1
*
0 | 0.12213214422626422257857476586099483411 | 0.024374582674210099642903788598485901170
f(z) = 92/29*z^3 - 150/29*z + 1
*
0 | 0.12207191169870647293339469785832122943 | 0.024235271072475749723486993269573581582
f(z) = 92/31*z^3 - 154/31*z + 1
*
0 | 0.10166771953397267193492403758824772920 | 0.020082135519574575644454147188994908210
f(z) = 92/33*z^3 - 158/33*z + 1
*
[ -3/2 ] 
f(z) = 92/33*z^3 - 152/33*z + 1
*
[ -3/2 ] 
f(z) = 92/39*z^3 - 142/39*z + 1
*
0 | 0.12245985363660517912897848539562826735 | 0.024675334966146598857355349392222322777
f(z) = 93/25*z^3 - 143/25*z + 1
*
0 | 0.10959502472969300475465384245273098679 | 0.022021476414446150911894011580561913055
f(z) = 93/26*z^3 - 145/26*z + 1
*
0 | 0.096700546096815212856983996289780751305 | 0.019324856859858801040923691401627506681
f(z) = 93/28*z^3 - 149/28*z + 1
*
0 | 0.12234170882002038382693494441583791723 | 0.024384071209726562870357087150234006059
f(z) = 93/29*z^3 - 151/29*z + 1
*
0 | 0.096580172646015286866227394551064643935 | 0.019101162475893949952003978193177437278
f(z) = 93/32*z^3 - 157/32*z + 1
*
0 | 0.12266572691164915827133244681081766719 | 0.024682159976133183672500188131121298742
f(z) = 94/25*z^3 - 144/25*z + 1
*
0 | 0.10904436045404219075716812169930988493 | 0.021821038307004975750419864877880434951
f(z) = 94/27*z^3 - 148/27*z + 1
*
0 | 0.12254892553528289658492198724736494361 | 0.024393280259507333878448707502432867424
f(z) = 94/29*z^3 - 152/29*z + 1
*
0 | 0.12249007395199723917756510268599551253 | 0.024256151814259925035450198490690662469
f(z) = 94/31*z^3 - 156/31*z + 1
*
0 | 0.10208727771504870726613368994234357865 | 0.020115030820938547802157611660938867868
f(z) = 94/33*z^3 - 160/33*z + 1
*
0 | 0.12292664620194920647716602133733068970 | 0.024839888967123751165746566748187259106
f(z) = 95/23*z^3 - 141/23*z + 1
*
0 | 0.074029812337457696988506811958473260512 | 0.014916810388557481271062727435488311367
f(z) = 95/24*z^3 - 143/24*z + 1
*
0 | 0.11000516472258775857662708316039759363 | 0.022043212248578786631595196532075085669
f(z) = 95/26*z^3 - 147/26*z + 1
*
-6/5 | 0.19778720789204347604237951748474458588 | 0.027267941751606344626999051291096897548
f(z) = 95/27*z^3 - 157/30*z + 1
*
0 | 0.10924862138394778121491372657599888818 | 0.021832492737610630972885499548282431969
f(z) = 95/27*z^3 - 149/27*z + 1
*
0 | 0.097112014366790642400088997442177718246 | 0.019355510859533680932277832344858689111
f(z) = 95/28*z^3 - 151/28*z + 1
*
0 | 0.12275384646391852349363725337475765651 | 0.024402218729684673011045687017212207732
f(z) = 95/29*z^3 - 153/29*z + 1
*
0 | 0.12269566183376839556611138423074460067 | 0.024266158441898830323590211590531302734
f(z) = 95/31*z^3 - 157/31*z + 1
*
0 | 0.096994339797600309623569925364884552693 | 0.019135169245281022201733269384027155006
f(z) = 95/32*z^3 - 159/32*z + 1
*
0 | 0.12312740554008995087965340088273462213 | 0.024844976248966720612667173732273593497
f(z) = 96/23*z^3 - 142/23*z + 1
*
5/24 | 0.19075811593673946094312518061648427919 | 0.028844251239266399887716462402669918826
f(z) = 96/25*z^3 - 149/30*z + 1
*
0 | 0.12307072622697233106113440087701831295 | 0.024695112509659675046301089919602873985
f(z) = 96/25*z^3 - 146/25*z + 1
*
0 | 0.12295652198099661992539000702027134516 | 0.024410895175403828803726471209774947917
f(z) = 96/29*z^3 - 154/29*z + 1
*
0 | 0.12289898932994016179506234923444678596 | 0.024275887865448691656198213058558173053
f(z) = 96/31*z^3 - 158/31*z + 1
*
1/4 | 0.12507367388857942167263214463832334479 | 0.025097019765517782442709926478853219353
f(z) = 96/35*z^3 - 146/35*z + 1
*
[ 5/4 ] 
f(z) = 96/35*z^3 - 143/35*z + 1
*
0 | 0.11051853221765686372366145937056815489 | 0.022332571122017276484656330249550133529
f(z) = 97/22*z^3 - 141/22*z + 1
*
0 | 0.12332601028657208017292525988897503859 | 0.024849863228564022124131804937275819161
f(z) = 97/23*z^3 - 143/23*z + 1
*
0 | 0.071577342648589068811042391177557843587 | 0.014382393423718789394829407889781934878
f(z) = 97/24*z^3 - 145/24*z + 1
*
0 | 0.12326994939601648647596296879236773776 | 0.024701255302515917460117623499805121255
f(z) = 97/25*z^3 - 147/25*z + 1
*
0 | 0.11040640953196652611217524667893526643 | 0.022063867751895479354168970680774692439
f(z) = 97/26*z^3 - 149/26*z + 1
*
0 | 0.10965049946285669725651860641958858331 | 0.021854571207745342806092823568178711666
f(z) = 97/27*z^3 - 151/27*z + 1
*
0 | 0.097514528950043661940109729741687221620 | 0.019384898586135705994626394324009485665
f(z) = 97/28*z^3 - 153/28*z + 1
*
0 | 0.12315700081950690709736232793521999687 | 0.024419317817637550845288065285804812360
f(z) = 97/29*z^3 - 155/29*z + 1
*
0 | 0.089949543557465288721127529553446879307 | 0.017789788515091576336337603434770924301
f(z) = 97/30*z^3 - 157/30*z + 1
*
0 | 0.12310010567301296341028986947102035755 | 0.024285348620140397759959984381443250370
f(z) = 97/31*z^3 - 159/31*z + 1
*
0 | 0.12352250622974521771163194486628288050 | 0.024854556657145155596291254813623761048
f(z) = 98/23*z^3 - 144/23*z + 1
*
[ 1/7 ] 
f(z) = 98/25*z^3 - 152/25*z + 1
*
0 | 0.12346705039776613538379104645214217326 | 0.024707185453373876080994908380317027221
f(z) = 98/25*z^3 - 148/25*z + 1
*
0 | 0.10984821155022980791670739757485194684 | 0.021865211780897567098632667337207464931
f(z) = 98/27*z^3 - 152/27*z + 1
*
0 | 0.12335533014105094806687616189303919581 | 0.024427494559045430466372721929756737900
f(z) = 98/29*z^3 - 156/29*z + 1
*
0 | 0.12329905850209235315132139237302454254 | 0.024294548914165934544440754000146988146
f(z) = 98/31*z^3 - 160/31*z + 1
*
[ -4/3 ] 
f(z) = 99/20*z^3 - 141/20*z + 1
*
0 | 0.12371693771266455670040246859915755552 | 0.024859063015191836466118227579129439729
f(z) = 99/23*z^3 - 145/23*z + 1
*
0 | 0.12366207400427682601716855359345637883 | 0.024712909860233158415014047784335413526
f(z) = 99/25*z^3 - 149/25*z + 1
*
0 | 0.11079913716321821987320070529146871351 | 0.022083507551286169142530205093193522659
f(z) = 99/26*z^3 - 151/26*z + 1
*
0 | 0.12355155560276524521537835547507947232 | 0.024435432998941036850005755749928727713
f(z) = 99/29*z^3 - 157/29*z + 1
*
4/9 | 0.13388306770904701009108848854643984780 | 0.026315583801703420224531567507271995517
f(z) = 81/26*z^3 - 149/52*z + 1
*
10/9 | 0.18538795533206310590417868562253227595 | 0.028891333964065375351160974869878234308
f(z) = 81/32*z^3 - 153/40*z + 1
*
[ -5/4 ] 
f(z) = 86/25*z^3 - 143/40*z + 1
*
3/4 | 0.072773752607243541662180365238449686624 | 0.014074843414481270685827714996469874327
f(z) = 88/21*z^3 - 155/42*z + 1
*
[ 1/4 ] 
f(z) = 88/23*z^3 - 149/46*z + 1
*
[ -6/5 ] 
f(z) = 88/27*z^3 - 143/50*z + 1
*
[ -6/5 ] 
f(z) = 91/27*z^3 - 151/50*z + 1
*
-12/13 | 0.23477658926851388340748033969162485490 | 0.027744472387452733880654045815155591512
f(z) = 91/27*z^3 - 145/52*z + 1
*
[ 2/7 ] 
f(z) = 91/32*z^3 - 153/56*z + 1
*
[ 6/23 ] 
f(z) = 92/27*z^3 - 141/46*z + 1
*
[ -6/5 ] 
f(z) = 94/27*z^3 - 159/50*z + 1
*
[ 6/19 ] 
f(z) = 95/24*z^3 - 146/57*z + 1
*
[ 5/21 ] 
f(z) = 98/25*z^3 - 154/45*z + 1
*
[ 2/7 ] 
f(z) = 98/25*z^3 - 141/50*z + 1
*
[ 2/7 ] 
f(z) = 98/27*z^3 - 151/54*z + 1
*
[ 3/4 ] 
f(z) = 80/23*z^3 - 158/69*z + 1
*
3/8 | 0.21290793617495134688392221783104979868 | 0.028858077205194488531467887149369183594
f(z) = 80/27*z^3 - 149/60*z + 1
*
[ -4/3 ] 
f(z) = 81/38*z^3 - 155/76*z + 1
*
[ 2/5 ] 
f(z) = 83/24*z^3 - 154/75*z + 1
*
[ 4/5 ] 
f(z) = 85/24*z^3 - 151/60*z + 1
*
[ 3/10 ] 
f(z) = 85/27*z^3 - 157/60*z + 1
*
3/5 | 0.13955073290023079648142455729196542054 | 0.022817723078987280203371046400526676049
f(z) = 85/36*z^3 - 151/60*z + 1
*
[ 1/3 ] 
f(z) = 87/20*z^3 - 149/60*z + 1
*
[ 2/3 ] 
f(z) = 87/22*z^3 - 149/66*z + 1
*
[ 5/6 ] 
f(z) = 87/25*z^3 - 157/60*z + 1
*
[ 2/3 ] 
f(z) = 87/26*z^3 - 155/78*z + 1
*
[ -5/4 ] 
f(z) = 88/35*z^3 - 149/70*z + 1
*
[ 2/5 ] 
f(z) = 89/24*z^3 - 157/75*z + 1
*
[ 2/5 ] 
f(z) = 91/24*z^3 - 158/75*z + 1
*
[ 3/5 ] 
f(z) = 92/27*z^3 - 142/75*z + 1
*
[ 1/3 ] 
f(z) = 93/20*z^3 - 151/60*z + 1
*
[ 2/3 ] 
f(z) = 93/22*z^3 - 157/66*z + 1
*
[ 12/19 ] 
f(z) = 95/27*z^3 - 151/76*z + 1
*
[ 2/5 ] 
f(z) = 95/28*z^3 - 143/70*z + 1
*
3/5 | 0.17342449038674154354086895455534798675 | 0.028138184710801087744908430368099923258
f(z) = 95/36*z^3 - 157/60*z + 1
*
[ 7/8 ] 
f(z) = 96/35*z^3 - 157/70*z + 1
*
1/8 | 0.11804157345992112751578347677822636486 | 0.022452054658565161107642285734156913828
f(z) = 96/35*z^3 - 143/70*z + 1
*
[ 3/7 ] 
f(z) = 98/23*z^3 - 146/69*z + 1
*
[ 3/7 ] 
f(z) = 98/25*z^3 - 154/75*z + 1
*
[ 3/5 ] 
f(z) = 98/27*z^3 - 148/75*z + 1
*
[ 6/7 ] 
f(z) = 98/33*z^3 - 155/66*z + 1
*
[ 5/12 ] 
f(z) = 81/25*z^3 - 157/80*z + 1
*
[ 5/8 ] 
f(z) = 84/25*z^3 - 153/80*z + 1
*
[ 3/7 ] 
f(z) = 91/36*z^3 - 151/84*z + 1
*
[ 9/4 ] 
f(z) = 80/27*z^3 - 130/9*z + 1
*
[ -9/4 ] 
f(z) = 80/27*z^3 - 122/9*z + 1
*
-15/8 | 0.20193587758132475166529080405566225238 | 0.028876796922559813908253200162771305522
f(z) = 80/27*z^3 - 121/12*z + 1
*
[ 8/3 ] 
f(z) = 81/32*z^3 - 139/8*z + 1
*
2/9 | 0.17066914639439509066758672084099961337 | 0.027462575868255597588041849432846913120
f(z) = 81/32*z^3 - 125/8*z + 1
*
[ 16/9 ] 
f(z) = 81/32*z^3 - 121/16*z + 1
*
[ -2 ] 
f(z) = 83/36*z^3 - 139/18*z + 1
*
[ 5/3 ] 
f(z) = 84/25*z^3 - 134/15*z + 1
*
[ 5/3 ] 
f(z) = 87/25*z^3 - 139/15*z + 1
*
[ -5/3 ] 
f(z) = 87/25*z^3 - 121/15*z + 1
*
[ -5/3 ] 
f(z) = 93/25*z^3 - 131/15*z + 1
*
[ -5/3 ] 
f(z) = 96/25*z^3 - 136/15*z + 1
*
0 | 0.099345079403296604264364689636803275478 | 0.020679567903269404470826684225885807029
f(z) = 80/21*z^3 - 122/21*z + 1
*
0 | 0.11962029792799542559997416386596464079 | 0.024733938225573244239133568234973351958
f(z) = 80/23*z^3 - 126/23*z + 1
*
0 | 0.10591910299594100596654905744848568712 | 0.021625677303084225183910103278839932295
f(z) = 80/27*z^3 - 134/27*z + 1
*
[ 9/8 ] 
f(z) = 80/27*z^3 - 131/36*z + 1
*
0 | 0.11941254352704922611398620514485276777 | 0.024235111718880241265649800840668701979
f(z) = 80/29*z^3 - 138/29*z + 1
*
[ -3/2 ] 
f(z) = 80/33*z^3 - 125/33*z + 1
*
[ 1/4 ] 
f(z) = 80/39*z^3 - 122/39*z + 1
*
[ 4/3 ] 
f(z) = 81/20*z^3 - 139/20*z + 1
*
-4/3 | 0.096303337170499051593480897563889786539 | 0.019816266381818976200625179352906966270
f(z) = 81/20*z^3 - 129/20*z + 1
*
0 | 0.15216105243869315959689433387177506253 | 0.027479116322269838273270750897924933641
f(z) = 81/22*z^3 - 127/33*z + 1
*
0 | 0.10705848654886173756733035355611844372 | 0.022173059244629362998567797456559778339
f(z) = 81/22*z^3 - 125/22*z + 1
*
0 | 0.11986008341986515663674871459893235121 | 0.024743074798849376740532503977364532800
f(z) = 81/23*z^3 - 127/23*z + 1
*
0 | 0.11979216267349626433344556349830314184 | 0.024571756737599771102272849732983083789
f(z) = 81/25*z^3 - 131/25*z + 1
*
0 | 0.10692264342602913062399211816347664924 | 0.021864010241924940953284407782423721646
f(z) = 81/26*z^3 - 133/26*z + 1
*
[ -13/9 ] 
f(z) = 81/26*z^3 - 125/26*z + 1
*
-4/3 | 0.10601431138893463829037572000887025696 | 0.022030392761361723557357582063890171934
f(z) = 81/28*z^3 - 123/28*z + 1
*
0 | 0.11965509427214116975416962299285587797 | 0.024248804612941918416569884456690380481
f(z) = 81/29*z^3 - 139/29*z + 1
*
[ 2/9 ] 
f(z) = 81/34*z^3 - 123/34*z + 1
*
[ 2/9 ] 
f(z) = 81/38*z^3 - 137/38*z + 1
*
0 | 0.099819806829610548091281111008673475079 | 0.020708293793846307594201342850309108884
f(z) = 82/21*z^3 - 124/21*z + 1
*
0 | 0.12009680067967632423115110050393371913 | 0.024751865538171331845563469958186819820
f(z) = 82/23*z^3 - 128/23*z + 1
*
0 | 0.12002976649484386323079428649222647163 | 0.024582149429331204246542499120625483450
f(z) = 82/25*z^3 - 132/25*z + 1
*
0 | 0.10639922173360616563937896923112385365 | 0.021658191794122865618069964352391703413
f(z) = 82/27*z^3 - 136/27*z + 1
*
0 | 0.11989450400438284738193224722499333310 | 0.024262075996400344198317508540409717255
f(z) = 82/29*z^3 - 140/29*z + 1
*
0 | 0.094758259885280754606459716996937818684 | 0.019691319552105431068935179046818917383
f(z) = 83/20*z^3 - 123/20*z + 1
*
0 | 0.10005164633591565250500968728731821557 | 0.020721861042902525583015072700301527959
f(z) = 83/21*z^3 - 125/21*z + 1
*
0 | 0.10752806313510426875041692678527403399 | 0.022197339040783026186664207666460927756
f(z) = 83/22*z^3 - 127/22*z + 1
*
0 | 0.12033052731506982178500364811590410766 | 0.024760323506947183638125475469298417401
f(z) = 83/23*z^3 - 129/23*z + 1
*
0 | 0.071428242525535835640049028424196551980 | 0.014651354148396732110943308484748118441
f(z) = 83/24*z^3 - 131/24*z + 1
*
0 | 0.12026435681086957224587559542132115231 | 0.024592182205731501149661021164993949870
f(z) = 83/25*z^3 - 133/25*z + 1
*
0 | 0.10739572062231479609303253449579239405 | 0.021893925513486464753225305106167616539
f(z) = 83/26*z^3 - 135/26*z + 1
*
0 | 0.10663468614293665811929605553524274785 | 0.021673800722100979229253388917598580543
f(z) = 83/27*z^3 - 137/27*z + 1
*
0 | 0.094493562822910977219146569294350429761 | 0.019149673116817794888920495579320787811
f(z) = 83/28*z^3 - 139/28*z + 1
*
0 | 0.12056133802295609287173322752585307071 | 0.024768461168604983862229001520000094185
f(z) = 84/23*z^3 - 130/23*z + 1
*
0 | 0.12049600919422709604898305428094789901 | 0.024601868194103606262607077958140943749
f(z) = 84/25*z^3 - 134/25*z + 1
*
0 | 0.10050981437053183959059935650889883222 | 0.020748540999065934870039139954468347541
f(z) = 85/21*z^3 - 127/21*z + 1
*
0 | 0.10798601668396209808113537112314800668 | 0.022220202694870456234113515483943434340
f(z) = 85/22*z^3 - 129/22*z + 1
*
0 | 0.12078930473342611902783300527925577246 | 0.024776290419792374412492511189855348099
f(z) = 85/23*z^3 - 131/23*z + 1
*
0 | 0.063013536282054493079342263170753323797 | 0.012885283776245991753943436636297407141
f(z) = 85/24*z^3 - 133/24*z + 1
*
0 | 0.10785699863895705815544846642575930040 | 0.021922239184454298608343264602227506776
f(z) = 85/26*z^3 - 137/26*z + 1
*
0 | 0.10709680754561139025170704214897382889 | 0.021703794365301976604532541956060538563
f(z) = 85/27*z^3 - 139/27*z + 1
*
[ 6/5 ] 
f(z) = 85/27*z^3 - 131/30*z + 1
*
0 | 0.10073318169509635354697794815146168246 | 0.020761037383497487716884391531114597817
f(z) = 86/21*z^3 - 128/21*z + 1
*
0 | 0.12101449674486784386403825361371205611 | 0.024783822621411537287608279547432668099
f(z) = 86/23*z^3 - 132/23*z + 1
*
0 | 0.12095078853639541204179823540587577702 | 0.024620249406807990750222620848802479113
f(z) = 86/25*z^3 - 136/25*z + 1
*
0 | 0.10732360905105778269542162811793371495 | 0.021718206189914561630197235159990867025
f(z) = 86/27*z^3 - 140/27*z + 1
*
0 | 0.095659918242312646892407851281992249890 | 0.019747362464533988231780683427020935745
f(z) = 87/20*z^3 - 127/20*z + 1
*
0 | 0.14274476346550839934056176706644241083 | 0.025463753763933055092334652023633388571
f(z) = 87/22*z^3 - 136/33*z + 1
*
0 | 0.10843290918393483636352708529796111106 | 0.022241747768423787849894713842877537914
f(z) = 87/22*z^3 - 131/22*z + 1
*
0 | 0.12123698085092584731566689885004048238 | 0.024791068627652453877373962678553651087
f(z) = 87/23*z^3 - 133/23*z + 1
*
0 | 0.12117405312861171762326330793405452558 | 0.024628968070280852872567073016598854404
f(z) = 87/25*z^3 - 137/25*z + 1
*
0 | 0.10830705245007351613689779696797599979 | 0.021949057572862236707667825201664422101
f(z) = 87/26*z^3 - 139/26*z + 1
*
0 | 0.10117501507421433188584155621327682030 | 0.020785680328311747508851664785053291005
f(z) = 88/21*z^3 - 130/21*z + 1
*
0 | 0.12145682145988870672195066349275954460 | 0.024798038813173515494853311705205598655
f(z) = 88/23*z^3 - 134/23*z + 1
*
0 | 0.12139465530623460529105410908684353707 | 0.024637386881849070550543280719603142520
f(z) = 88/25*z^3 - 138/25*z + 1
*
[ -3/2 ] 
f(z) = 88/39*z^3 - 133/39*z + 1
*
0 | 0.096094791531402695183685749547797241230 | 0.019773354100079626116422904032314357773
f(z) = 89/20*z^3 - 129/20*z + 1
*
0 | 0.10139050545992289430950725966456581641 | 0.020797210602615746325308344698386986497
f(z) = 89/21*z^3 - 131/21*z + 1
*
0 | 0.10886926279173482634935952701885558663 | 0.022262063492248508837084817872153007857
f(z) = 89/22*z^3 - 133/22*z + 1
*
0 | 0.12167408070704015436545085215712279541 | 0.024804743098565930024940995130144908040
f(z) = 89/23*z^3 - 135/23*z + 1
*
0 | 0.069922739089060310443703022454469869949 | 0.014211993937210438304288879475421841891
f(z) = 89/24*z^3 - 137/24*z + 1
*
0 | 0.12161265788496078358156006979704991529 | 0.024645516327168693495241837081215736741
f(z) = 89/25*z^3 - 139/25*z + 1
*
0 | 0.12188881856046633233373523051261366164 | 0.024811190974226964323761541729308480105
f(z) = 90/23*z^3 - 136/23*z + 1
*
0 | 0.096519680590764618641561307032687772284 | 0.019798107479963062563966392976655287432
f(z) = 91/20*z^3 - 131/20*z + 1
*
0 | 0.10929556351273797144654784214678136685 | 0.022281231622977843984054473624244546109
f(z) = 91/22*z^3 - 135/22*z + 1
*
0 | 0.12210109292077168486771987157306043266 | 0.024817391522756723820955269716410385575
f(z) = 91/23*z^3 - 137/23*z + 1
*
0 | 0.073202924157697295094812206207269664403 | 0.014835000680863558791837137268232521830
f(z) = 91/24*z^3 - 139/24*z + 1
*
[ 3/13 ] 
f(z) = 91/27*z^3 - 137/39*z + 1
*
0 | 0.10202528013798653566841277779161094191 | 0.020830669091914579299864049140535935792
f(z) = 92/21*z^3 - 134/21*z + 1
*
0 | 0.096935033866664254134371360308492661270 | 0.019821700112832663489006951495214877372
f(z) = 93/20*z^3 - 133/20*z + 1
*
0 | 0.10971226446559273422493650196964439835 | 0.022299327196502516069967718372604407318
f(z) = 93/22*z^3 - 137/22*z + 1
*
0 | 0.12251847298598344015666566815762141679 | 0.024829085054716507183436563082378398430
f(z) = 93/23*z^3 - 139/23*z + 1
*
0 | 0.10243771492984208634979592766373096302 | 0.020851803619926799399928857030295745890
f(z) = 94/21*z^3 - 136/21*z + 1
*
0 | 0.12272368497495528806169744790839311733 | 0.024834594347308981186613786789026308310
f(z) = 94/23*z^3 - 140/23*z + 1
*
0 | 0.10264003617802066823857939272030377254 | 0.020861876849805963066618577216348982372
f(z) = 95/21*z^3 - 137/21*z + 1
*
0 | 0.11011978878616811347858575821997446901 | 0.022316419192491768593188651947762967145
f(z) = 95/22*z^3 - 139/22*z + 1
*
[ -4/3 ] 
f(z) = 95/32*z^3 - 127/36*z + 1
*
0 | 0.097738781558777394166603829936934530516 | 0.019865683024436954924639990660579336222
f(z) = 97/20*z^3 - 137/20*z + 1
*
0 | 0.10303816203192347091479409261712380026 | 0.020881286116461578020838224672626850490
f(z) = 97/21*z^3 - 139/21*z + 1
*
[ -4/3 ] 
f(z) = 97/32*z^3 - 131/36*z + 1
*
[ 1/7 ] 
f(z) = 98/23*z^3 - 140/23*z + 1
*
[ 15/14 ] 
f(z) = 98/25*z^3 - 133/30*z + 1
*
0 | 0.098127934939990190490684263993819194241 | 0.019886199880628942433705518697467801708
f(z) = 99/20*z^3 - 139/20*z + 1
*
[ 8/9 ] 
f(z) = 81/20*z^3 - 133/40*z + 1
*
-8/9 | 0.14452275760438329500430793718420883854 | 0.028406883738700151336418541144044818553
f(z) = 81/20*z^3 - 123/40*z + 1
*
[ 8/9 ] 
f(z) = 81/28*z^3 - 135/56*z + 1
*
-10/9 | 0.094418598432949602369833115695046162094 | 0.015116392014741699873504271596480985766
f(z) = 81/32*z^3 - 129/40*z + 1
*
[ 10/9 ] 
f(z) = 81/32*z^3 - 121/40*z + 1
*
[ -5/4 ] 
f(z) = 82/25*z^3 - 133/40*z + 1
*
[ -6/5 ] 
f(z) = 82/27*z^3 - 127/50*z + 1
*
[ 3/10 ] 
f(z) = 86/27*z^3 - 131/50*z + 1
*
[ 1/4 ] 
f(z) = 88/21*z^3 - 137/42*z + 1
*
[ 4/13 ] 
f(z) = 91/32*z^3 - 131/52*z + 1
*
[ 5/6 ] 
f(z) = 92/25*z^3 - 124/45*z + 1
*
[ 2/7 ] 
f(z) = 98/23*z^3 - 131/46*z + 1
*
[ 3/10 ] 
f(z) = 98/27*z^3 - 133/50*z + 1
*
[ 4/9 ] 
f(z) = 81/38*z^3 - 127/76*z + 1
*
[ 3/5 ] 
f(z) = 83/27*z^3 - 133/75*z + 1
*
-4/5 | 0.15456372111072452719672804033707847884 | 0.025538903475573500508970343007579565074
f(z) = 85/24*z^3 - 121/60*z + 1
*
[ 3/8 ] 
f(z) = 85/27*z^3 - 135/64*z + 1
*
[ 12/17 ] 
f(z) = 85/27*z^3 - 135/68*z + 1
*
[ 2/5 ] 
f(z) = 85/28*z^3 - 139/70*z + 1
*
[ 2/3 ] 
f(z) = 85/32*z^3 - 121/72*z + 1
*
[ 3/5 ] 
f(z) = 86/27*z^3 - 136/75*z + 1
*
[ 1/2 ] 
f(z) = 86/39*z^3 - 121/78*z + 1
*
3/22 | 0.20023891949913229191084439616924630594 | 0.026457305112878160616050084171422587687
f(z) = 88/27*z^3 - 125/66*z + 1
*
[ 3/4 ] 
f(z) = 88/39*z^3 - 125/78*z + 1
*
[ 3/5 ] 
f(z) = 89/27*z^3 - 139/75*z + 1
*
[ 2/3 ] 
f(z) = 89/32*z^3 - 125/72*z + 1
*
[ 5/13 ] 
f(z) = 91/25*z^3 - 139/65*z + 1
*
[ 3/8 ] 
f(z) = 91/27*z^3 - 137/64*z + 1
*
[ 2/3 ] 
f(z) = 91/32*z^3 - 127/72*z + 1
*
[ 6/13 ] 
f(z) = 91/36*z^3 - 133/78*z + 1
*
[ 1/2 ] 
f(z) = 94/37*z^3 - 121/74*z + 1
*
[ 1/2 ] 
f(z) = 94/39*z^3 - 125/78*z + 1
*
-4/5 | 0.17955227980149191880392684359310282001 | 0.029132420703864266953889418253300796247
f(z) = 95/24*z^3 - 137/60*z + 1
*
[ 2/3 ] 
f(z) = 95/32*z^3 - 131/72*z + 1
*
[ 3/8 ] 
f(z) = 97/27*z^3 - 139/64*z + 1
*
[ 2/3 ] 
f(z) = 97/32*z^3 - 133/72*z + 1
*
[ 11/14 ] 
f(z) = 98/33*z^3 - 139/66*z + 1
*
[ 1/2 ] 
f(z) = 98/37*z^3 - 123/74*z + 1
*
[ 2/3 ] 
f(z) = 99/35*z^3 - 123/70*z + 1
*
[ 2/3 ] 
f(z) = 99/37*z^3 - 125/74*z + 1
*
[ -16/9 ] 
f(z) = 81/32*z^3 - 103/16*z + 1
*
[ -5/3 ] 
f(z) = 84/25*z^3 - 116/15*z + 1
*
[ 5/2 ] 
f(z) = 84/25*z^3 - 102/5*z + 1
*
[ 5/2 ] 
f(z) = 88/25*z^3 - 107/5*z + 1
*
[ -5/2 ] 
f(z) = 88/25*z^3 - 103/5*z + 1
*
[ 5/2 ] 
f(z) = 92/25*z^3 - 112/5*z + 1
*
[ -5/2 ] 
f(z) = 92/25*z^3 - 108/5*z + 1
*
[ 3/19 ] 
f(z) = 95/27*z^3 - 103/19*z + 1
*
[ 5/2 ] 
f(z) = 96/25*z^3 - 117/5*z + 1
*
[ -5/2 ] 
f(z) = 96/25*z^3 - 113/5*z + 1
*
-2 | 0.097340659262643345832208753888215865904 | 0.016219618413668597046586266129941976118
f(z) = 97/32*z^3 - 101/8*z + 1
*
[ -12/7 ] 
f(z) = 98/27*z^3 - 109/12*z + 1
*
-2 | 0.097743860561805011979958309447892879316 | 0.016233762085039023443371714059121113146
f(z) = 99/32*z^3 - 103/8*z + 1
*
-21/20 | 0.22468482019796587349934225257909424626 | 0.028229303937173713636562037384682471477
f(z) = 80/27*z^3 - 106/35*z + 1
*
[ 1/4 ] 
f(z) = 80/33*z^3 - 104/33*z + 1
*
[ 1/4 ] 
f(z) = 80/37*z^3 - 116/37*z + 1
*
[ -3/2 ] 
f(z) = 80/39*z^3 - 115/39*z + 1
*
[ 11/9 ] 
f(z) = 81/22*z^3 - 117/22*z + 1
*
1/3 | 0.11557899276625979390218915927588972592 | 0.024834546079093211974622517148771723272
f(z) = 81/32*z^3 - 105/32*z + 1
*
[ -4/3 ] 
f(z) = 83/32*z^3 - 103/36*z + 1
*
[ 5/4 ] 
f(z) = 84/25*z^3 - 101/20*z + 1
*
[ -4/3 ] 
f(z) = 85/32*z^3 - 107/36*z + 1
*
-6/5 | 0.16759439771663760692852397742036750748 | 0.025924991638056114779156507024887612665
f(z) = 85/36*z^3 - 107/30*z + 1
*
2/3 | 0.12695426953519892430886296257887361098 | 0.022814952636013702275628624424416113492
f(z) = 87/20*z^3 - 103/30*z + 1
*
3/44 | 0.15202623325011173109239005019592490711 | 0.019169657757642611851804373575556937057
f(z) = 88/27*z^3 - 103/22*z + 1
*
[ -4/3 ] 
f(z) = 89/32*z^3 - 115/36*z + 1
*
6/13 | 0.20716386558886570549145489222775977431 | 0.029277764503150730152112047625938960729
f(z) = 91/24*z^3 - 116/39*z + 1
*
2/7 | 0.19916289129946298361292525565461842800 | 0.029749950714992747889442588258949872413
f(z) = 91/24*z^3 - 101/21*z + 1
*
[ 3/14 ] 
f(z) = 91/27*z^3 - 107/28*z + 1
*
[ -4/3 ] 
f(z) = 91/32*z^3 - 119/36*z + 1
*
[ 5/4 ] 
f(z) = 92/25*z^3 - 111/20*z + 1
*
2/3 | 0.13073294427067826882630550551904628327 | 0.023215774745448102230821895844974634094
f(z) = 93/20*z^3 - 107/30*z + 1
*
6/5 | 0.21028347026800894808567697513892180155 | 0.026209345809369521775603389374920483186
f(z) = 95/27*z^3 - 113/20*z + 1
*
-6/5 | 0.19542894185564644566114293245562284218 | 0.029741656178588110363627608727637526705
f(z) = 95/36*z^3 - 119/30*z + 1
*
[ 6/5 ] 
f(z) = 95/36*z^3 - 109/30*z + 1
*
[ 5/24 ] 
f(z) = 96/25*z^3 - 119/30*z + 1
*
1/4 | 0.12574765617989461203221826275814820964 | 0.026964575636606945908849105683763961930
f(z) = 96/25*z^3 - 106/25*z + 1
*
[ 1/4 ] 
f(z) = 96/35*z^3 - 111/35*z + 1
*
[ 1/4 ] 
f(z) = 96/37*z^3 - 117/37*z + 1
*
1/3 | 0.11937036449962480033251408190494846577 | 0.025545631720826929681564161128968294258
f(z) = 99/32*z^3 - 107/32*z + 1
*
[ 9/10 ] 
f(z) = 80/27*z^3 - 113/45*z + 1
*
[ 2/3 ] 
f(z) = 81/29*z^3 - 101/58*z + 1
*
[ 6/17 ] 
f(z) = 85/24*z^3 - 116/51*z + 1
*
-18/17 | 0.14500200506762778840452139541353833411 | 0.019929178596415310409125163286126976100
f(z) = 85/24*z^3 - 109/51*z + 1
*
[ 3/4 ] 
f(z) = 85/27*z^3 - 101/48*z + 1
*
[ 1/2 ] 
f(z) = 86/29*z^3 - 101/58*z + 1
*
[ 3/4 ] 
f(z) = 88/21*z^3 - 113/42*z + 1
*
[ 5/6 ] 
f(z) = 88/25*z^3 - 119/45*z + 1
*
[ 5/11 ] 
f(z) = 88/25*z^3 - 106/55*z + 1
*
[ 15/22 ] 
f(z) = 88/27*z^3 - 109/55*z + 1
*
[ 2/3 ] 
f(z) = 90/23*z^3 - 103/46*z + 1
*
[ 2/3 ] 
f(z) = 90/29*z^3 - 109/58*z + 1
*
[ 1/2 ] 
f(z) = 90/29*z^3 - 103/58*z + 1
*
[ 3/4 ] 
f(z) = 91/27*z^3 - 107/48*z + 1
*
[ -8/7 ] 
f(z) = 91/32*z^3 - 103/56*z + 1
*
[ 3/8 ] 
f(z) = 92/27*z^3 - 103/48*z + 1
*
[ 1/2 ] 
f(z) = 94/27*z^3 - 101/54*z + 1
*
[ 1/2 ] 
f(z) = 94/29*z^3 - 105/58*z + 1
*
[ 5/16 ] 
f(z) = 96/25*z^3 - 103/40*z + 1
*
[ 3/4 ] 
f(z) = 97/27*z^3 - 113/48*z + 1
*
[ 1/2 ] 
f(z) = 98/27*z^3 - 103/54*z + 1
*
[ 1/2 ] 
f(z) = 98/29*z^3 - 107/58*z + 1
*
[ 2/3 ] 
f(z) = 99/23*z^3 - 111/46*z + 1
*
[ 2/3 ] 
f(z) = 99/25*z^3 - 113/50*z + 1
*
[ 5/11 ] 
f(z) = 99/25*z^3 - 111/55*z + 1
*
[ 2/3 ] 
f(z) = 99/29*z^3 - 117/58*z + 1
*
[ 2/3 ] 
f(z) = 81/31*z^3 - 103/62*z + 1
*
[ 4/9 ] 
f(z) = 81/34*z^3 - 117/68*z + 1
*
[ 2/3 ] 
f(z) = 81/35*z^3 - 107/70*z + 1
*
[ 2/3 ] 
f(z) = 81/37*z^3 - 109/74*z + 1
*
[ 1/2 ] 
f(z) = 82/31*z^3 - 103/62*z + 1
*
[ 1/2 ] 
f(z) = 82/33*z^3 - 107/66*z + 1
*
[ 1/2 ] 
f(z) = 82/35*z^3 - 111/70*z + 1
*
[ 1/2 ] 
f(z) = 82/37*z^3 - 115/74*z + 1
*
[ 1/2 ] 
f(z) = 82/39*z^3 - 119/78*z + 1
*
[ 2/3 ] 
f(z) = 83/32*z^3 - 119/72*z + 1
*
[ 5/12 ] 
f(z) = 84/25*z^3 - 119/60*z + 1
*
[ 1/2 ] 
f(z) = 86/31*z^3 - 105/62*z + 1
*
[ 1/2 ] 
f(z) = 86/33*z^3 - 109/66*z + 1
*
[ 1/2 ] 
f(z) = 86/35*z^3 - 113/70*z + 1
*
[ 1/2 ] 
f(z) = 86/37*z^3 - 117/74*z + 1
*
[ 6/11 ] 
f(z) = 88/27*z^3 - 119/66*z + 1
*
[ 2/3 ] 
f(z) = 90/31*z^3 - 111/62*z + 1
*
[ 1/2 ] 
f(z) = 90/31*z^3 - 107/62*z + 1
*
[ 1/2 ] 
f(z) = 90/37*z^3 - 119/74*z + 1
*
[ 2/3 ] 
f(z) = 90/37*z^3 - 117/74*z + 1
*
[ 1/2 ] 
f(z) = 94/31*z^3 - 109/62*z + 1
*
[ 1/2 ] 
f(z) = 94/33*z^3 - 113/66*z + 1
*
[ 1/2 ] 
f(z) = 94/35*z^3 - 117/70*z + 1
*
[ 1/2 ] 
f(z) = 98/31*z^3 - 111/62*z + 1
*
[ 1/2 ] 
f(z) = 98/33*z^3 - 115/66*z + 1
*
[ 2/3 ] 
f(z) = 99/31*z^3 - 119/62*z + 1
*
3/16 | 0.21566704769617492314318966556690450167 | 0.027785897130405700541827258086174957688
f(z) = 80/27*z^3 - 87/16*z + 1
*
[ 3/20 ] 
f(z) = 80/27*z^3 - 86/15*z + 1
*
3/2 | 0.075152471032081027694354634914623753815 | 0.011318354877845801091003428321370997720
f(z) = 80/27*z^3 - 85/12*z + 1
*
[ 14/9 ] 
f(z) = 81/28*z^3 - 93/14*z + 1
*
-2 | 0.093737504210778735442110273764584942141 | 0.016081382527842129646170368168330864817
f(z) = 81/32*z^3 - 85/8*z + 1
*
-2 | 0.094230053278269677826885355769052674384 | 0.016101639272382286180317966222129851793
f(z) = 83/32*z^3 - 87/8*z + 1
*
[ -5/2 ] 
f(z) = 84/25*z^3 - 98/5*z + 1
*
[ 3 ] 
f(z) = 85/27*z^3 - 83/3*z + 1
*
[ 3/17 ] 
f(z) = 85/27*z^3 - 81/17*z + 1
*
-2 | 0.094709212636331267774566671982979483344 | 0.016120907117928820909377485981517259250
f(z) = 85/32*z^3 - 89/8*z + 1
*
[ 2 ] 
f(z) = 85/32*z^3 - 81/8*z + 1
*
[ -3 ] 
f(z) = 86/27*z^3 - 82/3*z + 1
*
-2 | 0.095175727662141289611672256678556654983 | 0.016139264770495560737571005355278169267
f(z) = 87/32*z^3 - 91/8*z + 1
*
[ 2 ] 
f(z) = 87/32*z^3 - 83/8*z + 1
*
-15/8 | 0.17647916965825238766031735774946996799 | 0.022670663038326465401065331138090327356
f(z) = 88/27*z^3 - 89/8*z + 1
*
[ 3 ] 
f(z) = 88/27*z^3 - 86/3*z + 1
*
[ -3 ] 
f(z) = 89/27*z^3 - 85/3*z + 1
*
[ 3/2 ] 
f(z) = 89/27*z^3 - 85/12*z + 1
*
-2 | 0.095630280176317478742982168814694196757 | 0.016156782420971644825527484846692522029
f(z) = 89/32*z^3 - 93/8*z + 1
*
[ 2 ] 
f(z) = 89/32*z^3 - 85/8*z + 1
*
[ 3 ] 
f(z) = 91/27*z^3 - 89/3*z + 1
*
0 | 0.14123784556370994760556095975752227415 | 0.027628752534464994863585208484553063064
f(z) = 91/30*z^3 - 83/15*z + 1
*
-2 | 0.096073495774259955467702023749496723187 | 0.016173522898058030744959438743588932777
f(z) = 91/32*z^3 - 95/8*z + 1
*
[ 2 ] 
f(z) = 91/32*z^3 - 87/8*z + 1
*
[ -3 ] 
f(z) = 92/27*z^3 - 88/3*z + 1
*
-2 | 0.096505950093801126337342326986815259139 | 0.016189542635085134318438980099383339383
f(z) = 93/32*z^3 - 97/8*z + 1
*
[ 2 ] 
f(z) = 93/32*z^3 - 89/8*z + 1
*
[ -2 ] 
f(z) = 93/32*z^3 - 81/8*z + 1
*
[ 3 ] 
f(z) = 94/27*z^3 - 92/3*z + 1
*
6/5 | 0.15117069584871459514123777082956582971 | 0.022683286002869942954091657675144087590
f(z) = 95/24*z^3 - 98/15*z + 1
*
-6/5 | 0.13618941119083261100948861600952896486 | 0.020770781593208081719832914559733690983
f(z) = 95/24*z^3 - 88/15*z + 1
*
[ 6/5 ] 
f(z) = 95/24*z^3 - 83/15*z + 1
*
[ -3 ] 
f(z) = 95/27*z^3 - 91/3*z + 1
*
[ 3/2 ] 
f(z) = 95/27*z^3 - 91/12*z + 1
*
-2 | 0.096928174203981639348840627840364836986 | 0.016204892485393168747122611987902122755
f(z) = 95/32*z^3 - 99/8*z + 1
*
[ 2 ] 
f(z) = 95/32*z^3 - 91/8*z + 1
*
[ -2 ] 
f(z) = 95/32*z^3 - 83/8*z + 1
*
-5/4 | 0.15619600761764941656116476840985443036 | 0.025661539095087288555314129648439930076
f(z) = 96/25*z^3 - 88/15*z + 1
*
[ 3 ] 
f(z) = 97/27*z^3 - 95/3*z + 1
*
0 | 0.12694261397478972959580304442981450280 | 0.024661049088366058926176075411760511546
f(z) = 97/30*z^3 - 86/15*z + 1
*
[ 2 ] 
f(z) = 97/32*z^3 - 93/8*z + 1
*
[ -2 ] 
f(z) = 97/32*z^3 - 85/8*z + 1
*
[ -3 ] 
f(z) = 98/27*z^3 - 94/3*z + 1
*
9/14 | 0.14772303560475635418935969452712945020 | 0.026334571417501087355596950850680028006
f(z) = 98/27*z^3 - 91/18*z + 1
*
[ 2 ] 
f(z) = 99/32*z^3 - 95/8*z + 1
*
[ -2 ] 
f(z) = 99/32*z^3 - 87/8*z + 1
*
1/4 | 0.11464569873243795987956418450021204857 | 0.025541320189249248995198274550601703109
f(z) = 80/21*z^3 - 89/21*z + 1
*
6/5 | 0.13457241476221754314221548977059565242 | 0.017098227140074617887999470214569791332
f(z) = 80/27*z^3 - 97/20*z + 1
*
[ 1/4 ] 
f(z) = 80/27*z^3 - 86/27*z + 1
*
[ 1/4 ] 
f(z) = 80/29*z^3 - 92/29*z + 1
*
[ 1/4 ] 
f(z) = 80/31*z^3 - 98/31*z + 1
*
1/2 | 0.13321743766077480883673361820079730633 | 0.029907285804324737730460014327762390202
f(z) = 80/33*z^3 - 86/33*z + 1
*
[ 2/9 ] 
f(z) = 81/26*z^3 - 95/26*z + 1
*
[ -4/3 ] 
f(z) = 81/28*z^3 - 95/28*z + 1
*
1/3 | 0.11479812379942151396174214693552006545 | 0.025327215425238977279727172924158770757
f(z) = 81/28*z^3 - 93/28*z + 1
*
7/9 | 0.12522097100916943820412249443280189964 | 0.028186090642661359094562189362212585463
f(z) = 81/28*z^3 - 85/28*z + 1
*
5/9 | 0.12544859048810397090569686561336560460 | 0.028018573470382053711442072324785404977
f(z) = 81/35*z^3 - 88/35*z + 1
*
[ 1/3 ] 
f(z) = 81/37*z^3 - 83/37*z + 1
*
[ 1/3 ] 
f(z) = 81/38*z^3 - 85/38*z + 1
*
[ 6/5 ] 
f(z) = 85/36*z^3 - 97/30*z + 1
*
[ 1/3 ] 
f(z) = 90/37*z^3 - 84/37*z + 1
*
6/7 | 0.15439946732907638811309483994187187622 | 0.023760043620376862619640178977151571067
f(z) = 91/24*z^3 - 83/21*z + 1
*
2/3 | 0.16868287316888129991199736528257745780 | 0.028604115977811554738895642161592298820
f(z) = 93/32*z^3 - 91/24*z + 1
*
[ -6/5 ] 
f(z) = 95/27*z^3 - 97/30*z + 1
*
5/24 | 0.18361055961375530355688761924325168144 | 0.028887263938139919683985643745165968104
f(z) = 96/25*z^3 - 89/30*z + 1
*
5/8 | 0.17882812047067465070873463678254471198 | 0.028134847616960575009080854005413957953
f(z) = 96/25*z^3 - 83/30*z + 1
*
[ 1/4 ] 
f(z) = 96/25*z^3 - 81/25*z + 1
*
[ 1/4 ] 
f(z) = 96/29*z^3 - 93/29*z + 1
*
[ 1/4 ] 
f(z) = 96/31*z^3 - 99/31*z + 1
*
[ -5/4 ] 
f(z) = 96/35*z^3 - 87/35*z + 1
*
6/7 | 0.13321743766077480883673361820079730633 | 0.029055263375478007065537580431829174608
f(z) = 98/33*z^3 - 83/33*z + 1
*
1/3 | 0.12608415434491024797272217397761736311 | 0.027438708555385617242459425153227372968
f(z) = 99/28*z^3 - 95/28*z + 1
*
[ 1/3 ] 
f(z) = 99/35*z^3 - 81/35*z + 1
*
[ 1/3 ] 
f(z) = 99/37*z^3 - 85/37*z + 1
*
[ 1/3 ] 
f(z) = 99/38*z^3 - 87/38*z + 1
*
[ 3/7 ] 
f(z) = 80/27*z^3 - 92/49*z + 1
*
[ 9/20 ] 
f(z) = 80/27*z^3 - 82/45*z + 1
*
[ 4/9 ] 
f(z) = 81/22*z^3 - 87/44*z + 1
*
[ 2/3 ] 
f(z) = 81/23*z^3 - 95/46*z + 1
*
[ 2/3 ] 
f(z) = 81/25*z^3 - 97/50*z + 1
*
[ 4/9 ] 
f(z) = 81/26*z^3 - 97/52*z + 1
*
[ 1/2 ] 
f(z) = 82/21*z^3 - 83/42*z + 1
*
[ 1/2 ] 
f(z) = 82/23*z^3 - 87/46*z + 1
*
[ 1/2 ] 
f(z) = 82/25*z^3 - 91/50*z + 1
*
[ 1/2 ] 
f(z) = 82/27*z^3 - 95/54*z + 1
*
[ 1/2 ] 
f(z) = 82/29*z^3 - 99/58*z + 1
*
[ 3/7 ] 
f(z) = 83/27*z^3 - 93/49*z + 1
*
[ 1/2 ] 
f(z) = 86/21*z^3 - 85/42*z + 1
*
[ 1/2 ] 
f(z) = 86/23*z^3 - 89/46*z + 1
*
[ 1/2 ] 
f(z) = 86/25*z^3 - 93/50*z + 1
*
[ 1/2 ] 
f(z) = 86/27*z^3 - 97/54*z + 1
*
[ 3/7 ] 
f(z) = 86/27*z^3 - 94/49*z + 1
*
[ 3/7 ] 
f(z) = 89/27*z^3 - 95/49*z + 1
*
[ 1/2 ] 
f(z) = 90/23*z^3 - 91/46*z + 1
*
[ 6/7 ] 
f(z) = 91/36*z^3 - 85/42*z + 1
*
[ 3/7 ] 
f(z) = 92/27*z^3 - 96/49*z + 1
*
[ 2/3 ] 
f(z) = 93/28*z^3 - 83/42*z + 1
*
[ 1/2 ] 
f(z) = 94/21*z^3 - 89/42*z + 1
*
[ 1/2 ] 
f(z) = 94/23*z^3 - 93/46*z + 1
*
[ 1/2 ] 
f(z) = 94/25*z^3 - 97/50*z + 1
*
[ 3/7 ] 
f(z) = 95/27*z^3 - 97/49*z + 1
*
[ 1/2 ] 
f(z) = 98/23*z^3 - 95/46*z + 1
*
[ 1/2 ] 
f(z) = 98/25*z^3 - 99/50*z + 1
*
[ 5/9 ] 
f(z) = 99/25*z^3 - 91/45*z + 1
*
[ 4/11 ] 
f(z) = 99/32*z^3 - 95/44*z + 1
*
[ 3/5 ] 
f(z) = 85/36*z^3 - 91/60*z + 1
*
[ 3/5 ] 
f(z) = 95/36*z^3 - 97/60*z + 1
*
[ -3 ] 
f(z) = 80/27*z^3 - 76/3*z + 1
*
[ 3/16 ] 
f(z) = 80/27*z^3 - 71/16*z + 1
*
[ -14/9 ] 
f(z) = 81/28*z^3 - 75/14*z + 1
*
2/9 | 0.10955569025722023390512536297214323574 | 0.022507429864613745987522605816532568919
f(z) = 81/28*z^3 - 65/14*z + 1
*
[ 2 ] 
f(z) = 81/32*z^3 - 77/8*z + 1
*
[ -2 ] 
f(z) = 81/32*z^3 - 69/8*z + 1
*
[ 3 ] 
f(z) = 82/27*z^3 - 80/3*z + 1
*
[ -3 ] 
f(z) = 83/27*z^3 - 79/3*z + 1
*
[ 3/2 ] 
f(z) = 83/27*z^3 - 79/12*z + 1
*
[ 2 ] 
f(z) = 83/32*z^3 - 79/8*z + 1
*
[ -2 ] 
f(z) = 83/32*z^3 - 71/8*z + 1
*
-6/5 | 0.070742055987681973526766616905699812877 | 0.010969649448770030972532811940132372012
f(z) = 85/24*z^3 - 79/15*z + 1
*
[ 6/5 ] 
f(z) = 85/24*z^3 - 74/15*z + 1
*
-6/5 | 0.14841406140095076355561599244603559632 | 0.023790692264593531954334913773573031731
f(z) = 85/24*z^3 - 64/15*z + 1
*
[ -3/2 ] 
f(z) = 85/27*z^3 - 65/12*z + 1
*
[ -2 ] 
f(z) = 85/32*z^3 - 73/8*z + 1
*
[ -2 ] 
f(z) = 87/32*z^3 - 75/8*z + 1
*
-4/3 | 0.12366969266362607978659902560748199177 | 0.019977930776627683729817327198243900919
f(z) = 87/32*z^3 - 61/12*z + 1
*
[ -2 ] 
f(z) = 89/32*z^3 - 77/8*z + 1
*
[ -3/2 ] 
f(z) = 91/27*z^3 - 71/12*z + 1
*
[ -2 ] 
f(z) = 91/32*z^3 - 79/8*z + 1
*
-4/3 | 0.14189881006416294395385671311006016403 | 0.022689909548134177853447955959035294531
f(z) = 93/32*z^3 - 65/12*z + 1
*
-6/5 | 0.18796406673174296702685170594892254361 | 0.029508161467258347609774268050129245903
f(z) = 95/24*z^3 - 73/15*z + 1
*
[ -3/2 ] 
f(z) = 97/27*z^3 - 77/12*z + 1
*
[ 10/7 ] 
f(z) = 98/25*z^3 - 77/10*z + 1
*
5/14 | 0.076986117691610055472947800226347614882 | 0.013048721541716843838934435538321672748
f(z) = 98/25*z^3 - 73/10*z + 1
*
[ -10/7 ] 
f(z) = 98/25*z^3 - 63/10*z + 1
*
[ -15/7 ] 
f(z) = 98/27*z^3 - 76/5*z + 1
*
[ 3/28 ] 
f(z) = 98/27*z^3 - 67/8*z + 1
*
3/4 | 0.093978603354096170547602510414714865050 | 0.021446378853671716452726534220555602373
f(z) = 80/21*z^3 - 73/21*z + 1
*
[ 1/4 ] 
f(z) = 80/21*z^3 - 68/21*z + 1
*
[ 1/4 ] 
f(z) = 80/23*z^3 - 74/23*z + 1
*
[ -6/5 ] 
f(z) = 80/27*z^3 - 73/30*z + 1
*
[ -9/8 ] 
f(z) = 80/27*z^3 - 67/36*z + 1
*
[ 1/3 ] 
f(z) = 81/26*z^3 - 61/26*z + 1
*
[ 1/3 ] 
f(z) = 81/28*z^3 - 65/28*z + 1
*
[ 1/3 ] 
f(z) = 81/29*z^3 - 67/29*z + 1
*
[ 1/3 ] 
f(z) = 81/31*z^3 - 71/31*z + 1
*
[ 1/3 ] 
f(z) = 81/32*z^3 - 73/32*z + 1
*
[ 1/3 ] 
f(z) = 81/34*z^3 - 77/34*z + 1
*
-1 | 0.084865956196952666901296852279052788585 | 0.019258307923664191415615897222353537494
f(z) = 82/21*z^3 - 61/21*z + 1
*
[ 3/8 ] 
f(z) = 82/27*z^3 - 67/32*z + 1
*
-1 | 0.096793957927915778543534008953935386769 | 0.021904831271155745364691484007987553653
f(z) = 83/20*z^3 - 63/20*z + 1
*
-1 | 0.085072569365584254546713154067740763918 | 0.019252237615333374716605208066880614190
f(z) = 83/21*z^3 - 62/21*z + 1
*
-1 | 0.092647393814675100117152361748479792862 | 0.020966448450575051669603873442800747761
f(z) = 83/22*z^3 - 61/22*z + 1
*
-1 | 0.10575197268271804594970280855136383649 | 0.023867376486954982063315213163922888132
f(z) = 84/23*z^3 - 61/23*z + 1
*
[ 5/14 ] 
f(z) = 84/25*z^3 - 78/35*z + 1
*
[ 5/7 ] 
f(z) = 84/25*z^3 - 74/35*z + 1
*
[ -5/4 ] 
f(z) = 84/25*z^3 - 69/20*z + 1
*
-1 | 0.085482017459452877030447654491132793196 | 0.019241217130102501041376147348550572590
f(z) = 85/21*z^3 - 64/21*z + 1
*
-1 | 0.093053786692618554382579700509600259547 | 0.020945552851278904247995549151842788733
f(z) = 85/22*z^3 - 63/22*z + 1
*
-1 | 0.10595370224582441903046572401023383629 | 0.023849205379565980768885356142803120426
f(z) = 85/23*z^3 - 62/23*z + 1
*
-1 | 0.077115185625726852728748634946165548199 | 0.017357920118773324410710194446704605173
f(z) = 85/24*z^3 - 61/24*z + 1
*
-1 | 0.085681851825887764818334772793242217019 | 0.019235557114721079517573451155976773316
f(z) = 86/21*z^3 - 65/21*z + 1
*
-1 | 0.10615325000895984043727545759003192454 | 0.023831381558021739157822289358441902545
f(z) = 86/23*z^3 - 63/23*z + 1
*
-1 | 0.10627868725639645930497023769676013500 | 0.023859542192811514635852837329835894077
f(z) = 86/25*z^3 - 61/25*z + 1
*
[ 2/3 ] 
f(z) = 87/20*z^3 - 73/30*z + 1
*
-1 | 0.097604656265221748012130495625758005327 | 0.021855500308552360894936880489605166085
f(z) = 87/20*z^3 - 67/20*z + 1
*
-1 | 0.093452047461210916097186773060606788421 | 0.020925653859928634514703149147116424511
f(z) = 87/22*z^3 - 65/22*z + 1
*
-1 | 0.10635066281579763426187778909856667246 | 0.023813894059208104588856318897266279345
f(z) = 87/23*z^3 - 64/23*z + 1
*
-1 | 0.10647483197581528747694100545571300664 | 0.023841697846639150278026952172288077542
f(z) = 87/25*z^3 - 62/25*z + 1
*
-1 | 0.093700393868409939685919283081053498868 | 0.020981263245657295981587895222474804576
f(z) = 87/26*z^3 - 61/26*z + 1
*
-1 | 0.086078181501081488706390342051501922595 | 0.019225308496500308576324470480634683321
f(z) = 88/21*z^3 - 67/21*z + 1
*
-1 | 0.10654598601302642707544663396501413031 | 0.023796732394242135660916660128857437124
f(z) = 88/23*z^3 - 65/23*z + 1
*
-1 | 0.10666891260404747716477717664401006614 | 0.023824187686554196415086148059277230755
f(z) = 88/25*z^3 - 63/25*z + 1
*
-1 | 0.093227516427735065252958903588976796340 | 0.020822091410739644742133745495085323945
f(z) = 88/27*z^3 - 61/27*z + 1
*
[ 1/2 ] 
f(z) = 88/39*z^3 - 61/39*z + 1
*
-1 | 0.097997038091025662457609723197993197551 | 0.021832251494427393964370777985249406725
f(z) = 89/20*z^3 - 69/20*z + 1
*
-1 | 0.086272700459330317154497106480872418747 | 0.019220247164837426041629210182500324614
f(z) = 89/21*z^3 - 68/21*z + 1
*
-1 | 0.093842548366392597196775072899912998524 | 0.020906694291209129000988412215760924591
f(z) = 89/22*z^3 - 67/22*z + 1
*
-1 | 0.10673926351362680825900690367009598646 | 0.023779886522640392121526511241820861639
f(z) = 89/23*z^3 - 66/23*z + 1
*
-1 | 0.077899256953426596552306639402316612556 | 0.017354771145802405098227767841441974135
f(z) = 89/24*z^3 - 65/24*z + 1
*
-1 | 0.10686097228722138951759843801234362086 | 0.023807001388619576853520452984844276370
f(z) = 89/25*z^3 - 64/25*z + 1
*
-1 | 0.094085321409993883003958007162159078000 | 0.020960780437558242447014509910239641337
f(z) = 89/26*z^3 - 63/26*z + 1
*
-1 | 0.093418381047988944838917741386040867663 | 0.020812196255845002452931988737683207899
f(z) = 89/27*z^3 - 62/27*z + 1
*
-1 | 0.098483949565716450723345799946733868025 | 0.021940727974717519313349604715311542969
f(z) = 89/28*z^3 - 61/28*z + 1
*
-1 | 0.10693053785683218717700201772243913269 | 0.023763346828174620072142251228335210642
f(z) = 90/23*z^3 - 67/23*z + 1
*
[ 1/3 ] 
f(z) = 90/29*z^3 - 68/29*z + 1
*
-1 | 0.10728862168252229405027362297971831277 | 0.023842924377432125709852839084455349157
f(z) = 90/29*z^3 - 61/29*z + 1
*
[ 1/3 ] 
f(z) = 90/31*z^3 - 72/31*z + 1
*
-1 | 0.098381256761233709594962329359698771552 | 0.021809869409389066814587388459362270538
f(z) = 91/20*z^3 - 71/20*z + 1
*
-1 | 0.094223682003816106631514617558508150356 | 0.020888188130818731319708576896909726540
f(z) = 91/22*z^3 - 69/22*z + 1
*
-1 | 0.10711985026498058512441102660071772808 | 0.023747104096286809380146083143552415257
f(z) = 91/23*z^3 - 68/23*z + 1
*
2/7 | 0.15178265255437895748662046230995747441 | 0.023490427935533328407353096465986013377
f(z) = 91/24*z^3 - 80/21*z + 1
*
[ 6/13 ] 
f(z) = 91/24*z^3 - 77/39*z + 1
*
-1 | 0.078278656001584998853939583332566119840 | 0.017353379303544175611187348459066624697
f(z) = 91/24*z^3 - 67/24*z + 1
*
[ 6/7 ] 
f(z) = 91/24*z^3 - 62/21*z + 1
*
[ 5/7 ] 
f(z) = 91/25*z^3 - 79/35*z + 1
*
-1 | 0.10723919474247753785500432243781758471 | 0.023773561244270366718756985271931062995
f(z) = 91/25*z^3 - 66/25*z + 1
*
-1 | 0.093794282827524675472955694550297707797 | 0.020792995811999872720422512033141020660
f(z) = 91/27*z^3 - 64/27*z + 1
*
-1 | 0.10747448633830719984714624767867445515 | 0.023825722389056573346029469010294808738
f(z) = 91/29*z^3 - 62/29*z + 1
*
-1 | 0.074352924142626131092005606177399304456 | 0.016483094637553724545142352235520534287
f(z) = 91/30*z^3 - 61/30*z + 1
*
-1 | 0.086844256802527143236142658901470051269 | 0.019205731387645391060044355373913314944
f(z) = 92/21*z^3 - 71/21*z + 1
*
[ -5/4 ] 
f(z) = 92/25*z^3 - 79/20*z + 1
*
-1 | 0.10742543730955640287295127357987630306 | 0.023757288842474630823917109936253707601
f(z) = 92/25*z^3 - 67/25*z + 1
*
[ 3/10 ] 
f(z) = 92/27*z^3 - 66/25*z + 1
*
-1 | 0.093979398441228747936301202233263387047 | 0.020783678148561413804556203886914377568
f(z) = 92/27*z^3 - 65/27*z + 1
*
-1 | 0.10765849515850158618829516452899831828 | 0.023808829918527611379937257373648776367
f(z) = 92/29*z^3 - 63/29*z + 1
*
-1 | 0.10777340948726299212468834442557221852 | 0.023834243386407261793778201692513314890
f(z) = 92/31*z^3 - 61/31*z + 1
*
[ 1/2 ] 
f(z) = 92/39*z^3 - 62/39*z + 1
*
[ 2/3 ] 
f(z) = 93/20*z^3 - 77/30*z + 1
*
-1 | 0.098757645804707118583428703154600180519 | 0.021788301824126760975363550338445121185
f(z) = 93/20*z^3 - 73/20*z + 1
*
-1 | 0.094597732471272149068415770113555060414 | 0.020870525316469565502946899648995841377
f(z) = 93/22*z^3 - 71/22*z + 1
*
-1 | 0.10749274790184983040389715025502823661 | 0.023715474544844214658132353747219227922
f(z) = 93/23*z^3 - 70/23*z + 1
*
-1 | 0.10760981862392580665788634830089731866 | 0.023741303149876011114478837329797435511
f(z) = 93/25*z^3 - 68/25*z + 1
*
-1 | 0.094832532883649058453545272810047845158 | 0.020922327910705298990903248697864915740
f(z) = 93/26*z^3 - 67/26*z + 1
*
-1 | 0.099225997000504197009893854950498490490 | 0.021891631314522845827187286408420182056
f(z) = 93/28*z^3 - 65/28*z + 1
*
-1 | 0.10784068499426757761337237023970096591 | 0.023792237800221912505132540462858993641
f(z) = 93/29*z^3 - 64/29*z + 1
*
-1 | 0.099453697762015667706570188928557737900 | 0.021941867555747208443608697004264012327
f(z) = 93/32*z^3 - 61/32*z + 1
*
-1 | 0.087215697633996520656303468487770635860 | 0.019196574691642663193394493028434308423
f(z) = 94/21*z^3 - 73/21*z + 1
*
-1 | 0.10767640946265087698244180033555035659 | 0.023700071120820301076096515376227355150
f(z) = 94/23*z^3 - 71/23*z + 1
*
-1 | 0.10779237564185244455957837519542642108 | 0.023725595808246289850971765400827470529
f(z) = 94/25*z^3 - 69/25*z + 1
*
[ 3/8 ] 
f(z) = 94/27*z^3 - 69/32*z + 1
*
-1 | 0.094344146475876021350959635243986386928 | 0.020765578945933610813615039476896072125
f(z) = 94/27*z^3 - 67/27*z + 1
*
-1 | 0.10802109160588126101238221753576919268 | 0.023775937239958220549572737808371073228
f(z) = 94/29*z^3 - 65/29*z + 1
*
-1 | 0.10813389170181642471650721413909674647 | 0.023800765057949551603057579630301422228
f(z) = 94/31*z^3 - 63/31*z + 1
*
-1 | 0.087902046858150283986452247585236919092 | 0.019347643300889020965178841872444018021
f(z) = 94/33*z^3 - 61/33*z + 1
*
-1 | 0.087398653791433899657349048075732436184 | 0.019192142403462314950056016025980844557
f(z) = 95/21*z^3 - 74/21*z + 1
*
-1 | 0.094964355683020857905018543256635383532 | 0.020853518429138726697966197364993754635
f(z) = 95/22*z^3 - 73/22*z + 1
*
-1 | 0.10785826184737963384540613139660364734 | 0.023684931414443866081688604590905354756
f(z) = 95/23*z^3 - 72/23*z + 1
*
-1 | 0.079013792695665588969961662221901422837 | 0.017350884658608939592403773774169788046
f(z) = 95/24*z^3 - 71/24*z + 1
*
[ 2/3 ] 
f(z) = 95/24*z^3 - 61/27*z + 1
*
-1 | 0.095194779048404397074577509224907874752 | 0.020904117813107262744471227987368205749
f(z) = 95/26*z^3 - 69/26*z + 1
*
-1 | 0.094523850523836737362240591321473068976 | 0.020756786530216158945252303553278352246
f(z) = 95/27*z^3 - 68/27*z + 1
*
-1 | 0.099586112887208484536898009435619740624 | 0.021868424478248725378010977332092322270
f(z) = 95/28*z^3 - 67/28*z + 1
*
-1 | 0.10819974970550512147359909094103551311 | 0.023759919796047977839157365967909575905
f(z) = 95/29*z^3 - 66/29*z + 1
*
-1 | 0.10831152179863549188319704269266085409 | 0.023784464177855165016818485199420812134
f(z) = 95/31*z^3 - 64/31*z + 1
*
-1 | 0.099809662873634558799810209281470481503 | 0.021917514515539457594897030601733176580
f(z) = 95/32*z^3 - 63/32*z + 1
*
-1 | 0.088077632668831714249079083792094822713 | 0.019341241488387110845867979317180395343
f(z) = 95/33*z^3 - 62/33*z + 1
*
-1 | 0.095641273297627833675864929418755433765 | 0.021002164874951859135194393212762553533
f(z) = 95/34*z^3 - 61/34*z + 1
*
[ 1/4 ] 
f(z) = 96/23*z^3 - 75/23*z + 1
*
-1 | 0.10803834045054845970217199553630335775 | 0.023670047927654858773464539756476235168
f(z) = 96/23*z^3 - 73/23*z + 1
*
5/12 | 0.17882648121774279988295836910385199331 | 0.028134589714952088363335780907454189259
f(z) = 96/25*z^3 - 77/30*z + 1
*
-1 | 0.10815215919073728500181855988666005092 | 0.023694984399504571589218344995032701575
f(z) = 96/25*z^3 - 71/25*z + 1
*
-1 | 0.10837669299787896058642606148530045459 | 0.023744177361505454429908105562506454944
f(z) = 96/29*z^3 - 67/29*z + 1
*
-1 | 0.10848745578580641222473585911185884741 | 0.023768444306813111104669803103199177619
f(z) = 96/31*z^3 - 65/31*z + 1
*
-1 | 0.10870608622422133119831222054378630348 | 0.023816343903698293128756278457278408303
f(z) = 96/35*z^3 - 61/35*z + 1
*
[ 1/2 ] 
f(z) = 96/37*z^3 - 61/37*z + 1
*
-1 | 0.099488170336280884295513490908015328418 | 0.021747422034698342776469858733598482302
f(z) = 97/20*z^3 - 77/20*z + 1
*
-1 | 0.087758183996475753692461635924514259922 | 0.019183328610015457811323967772371705777
f(z) = 97/21*z^3 - 76/21*z + 1
*
-1 | 0.095323841606553616564435937938586281762 | 0.020837128739822339852870749218867668453
f(z) = 97/22*z^3 - 75/22*z + 1
*
-1 | 0.10821667963543816661458130776334643020 | 0.023655413455396315493980927317282515427
f(z) = 97/23*z^3 - 74/23*z + 1
*
-1 | 0.079371151936361339383018480386032690615 | 0.017349981738590099978065414639348529023
f(z) = 97/24*z^3 - 73/24*z + 1
*
[ 2/3 ] 
f(z) = 97/24*z^3 - 62/27*z + 1
*
-1 | 0.10832945433784306046578774764157649721 | 0.023680065220925290639633135261553085638
f(z) = 97/25*z^3 - 72/25*z + 1
*
-1 | 0.095549397143060216578347603491026858629 | 0.020886433611226563629955909010630964392
f(z) = 97/26*z^3 - 71/26*z + 1
*
-1 | 0.094878089970547326131660880540380921012 | 0.020739690532665454473548228290491726910
f(z) = 97/27*z^3 - 70/27*z + 1
*
-1 | 0.099939330478544270114659173820375305314 | 0.021846042503703574426568509999801840977
f(z) = 97/28*z^3 - 69/28*z + 1
*
-1 | 0.10855195421904994452789219111016640744 | 0.023728702147334940003241362505276692559
f(z) = 97/29*z^3 - 68/29*z + 1
*
-1 | 0.075427263601596603034515501324886530949 | 0.016487875180755711972175751167238702937
f(z) = 97/30*z^3 - 67/30*z + 1
*
-1 | 0.10866172589018513226865751024821118579 | 0.023752697471116268710159001884404677722
f(z) = 97/31*z^3 - 66/31*z + 1
*
-1 | 0.10015887933018541761050809459202433986 | 0.021894034355576361573825660614416741459
f(z) = 97/32*z^3 - 65/32*z + 1
*
-1 | 0.088426903302600531525220286411190575222 | 0.019329505998984312281799731846165836952
f(z) = 97/33*z^3 - 64/33*z + 1
*
-1 | 0.095989191073871274517537719806386263211 | 0.020982569505467239041962348216504192422
f(z) = 97/34*z^3 - 63/34*z + 1
*
-1 | 0.10887842292717482906055039178092209548 | 0.023800065936142356380147912885224851201
f(z) = 97/35*z^3 - 62/35*z + 1
*
-1 | 0.086811532251945159483791611787592339635 | 0.018976397123200460937689280671920776330
f(z) = 97/36*z^3 - 61/36*z + 1
*
-1 | 0.10839331277386311859999331807510037079 | 0.023641021071166279212228869036574508760
f(z) = 98/23*z^3 - 75/23*z + 1
*
[ -15/14 ] 
f(z) = 98/25*z^3 - 77/30*z + 1
*
-1 | 0.10850506250028412850519236054196286096 | 0.023665394139664774243400992748387775375
f(z) = 98/25*z^3 - 73/25*z + 1
*
-1 | 0.095052690940766078315139181656018062297 | 0.020731377350647414735835645845112416289
f(z) = 98/27*z^3 - 71/27*z + 1
*
[ -15/14 ] 
f(z) = 98/27*z^3 - 67/30*z + 1
*
-57/56 | 0.20028900400506740780035536383289019788 | 0.024878447821845929704799109975682793332
f(z) = 98/27*z^3 - 67/32*z + 1
*
-1 | 0.10872556517325433497730604545678393356 | 0.023713486666819218101783355472934726078
f(z) = 98/29*z^3 - 69/29*z + 1
*
-1 | 0.10883436342527547249575897668003204670 | 0.023737216006782319425531146391160099027
f(z) = 98/31*z^3 - 67/31*z + 1
*
-1 | 0.088598583462839785579146265999814248834 | 0.019323710337096931539906760332023474438
f(z) = 98/33*z^3 - 65/33*z + 1
*
[ 3/7 ] 
f(z) = 98/33*z^3 - 62/33*z + 1
*
-1 | 0.10915520159312546499588206596592112258 | 0.023807192112249270458232021944132480605
f(z) = 98/37*z^3 - 61/37*z + 1
*
[ 3/7 ] 
f(z) = 98/39*z^3 - 70/39*z + 1
*
-1 | 0.099842878685339208435316672116041974163 | 0.021728024935500830331683242659092027364
f(z) = 99/20*z^3 - 79/20*z + 1
*
-1 | 0.10856827228403410789760537934149898776 | 0.023626864113425500748326954319046295548
f(z) = 99/23*z^3 - 76/23*z + 1
*
-1 | 0.10867901557662259580988482535158992689 | 0.023650964310199529236084134417148916441
f(z) = 99/25*z^3 - 74/25*z + 1
*
[ 1/3 ] 
f(z) = 99/25*z^3 - 61/25*z + 1
*
-1 | 0.095897955918466363833403909858806998699 | 0.020869522242310510434535476324093092971
f(z) = 99/26*z^3 - 73/26*z + 1
*
[ 1/3 ] 
f(z) = 99/26*z^3 - 63/26*z + 1
*
-1 | 0.10028591005484556356489894854546075908 | 0.021824438388023375276851468572053605037
f(z) = 99/28*z^3 - 71/28*z + 1
*
[ 1/3 ] 
f(z) = 99/28*z^3 - 67/28*z + 1
*
-1 | 0.10889755676805597716703342406135845143 | 0.023698523720739600424774210835377620186
f(z) = 99/29*z^3 - 70/29*z + 1
*
[ 1/3 ] 
f(z) = 99/29*z^3 - 69/29*z + 1
*
[ 1/3 ] 
f(z) = 99/31*z^3 - 73/31*z + 1
*
-1 | 0.10900539882553252025995058136253736910 | 0.023721992544403336730946277785579323512
f(z) = 99/31*z^3 - 68/31*z + 1
*
[ 1/3 ] 
f(z) = 99/32*z^3 - 75/32*z + 1
*
-1 | 0.10050159940747098324051656884636300633 | 0.021871377175184520200565930521292515904
f(z) = 99/32*z^3 - 67/32*z + 1
*
[ 4/9 ] 
f(z) = 99/32*z^3 - 67/36*z + 1
*
[ 1/3 ] 
f(z) = 99/34*z^3 - 79/34*z + 1
*
-1 | 0.096329376537228000149014008491992040244 | 0.020963408937942399146233080031180050809
f(z) = 99/34*z^3 - 65/34*z + 1
*
[ 2/3 ] 
f(z) = 99/34*z^3 - 61/34*z + 1
*
-1 | 0.10921833065992273639932280855790152801 | 0.023768331234434235363213841151404297890
f(z) = 99/35*z^3 - 64/35*z + 1
*
-1 | 0.10932346025097807955823488684224909011 | 0.023791209765241710153914721149845379986
f(z) = 99/37*z^3 - 62/37*z + 1
*
[ 2/3 ] 
f(z) = 99/38*z^3 - 63/38*z + 1
*
-1 | 0.096539640449179413299061904584917356131 | 0.021009167028875599631077080261961781343
f(z) = 99/38*z^3 - 61/38*z + 1
*
[ 2/5 ] 
f(z) = 85/32*z^3 - 77/40*z + 1
*
[ 2/3 ] 
f(z) = 87/28*z^3 - 79/42*z + 1
*
[ 5/8 ] 
f(z) = 88/25*z^3 - 79/40*z + 1
*
[ 2/5 ] 
f(z) = 95/32*z^3 - 79/40*z + 1
*
-3/2 | 0.18343049159068772738960958539036210910 | 0.024877414855251731761730870267581469433
f(z) = 80/27*z^3 - 59/10*z + 1
*
[ 6/5 ] 
f(z) = 80/27*z^3 - 41/10*z + 1
*
3/20 | 0.071181560703776757432186574375622436588 | 0.011880494350606707853929480871784039492
f(z) = 80/27*z^3 - 41/15*z + 1
*
10/9 | 0.061373271793657634402968809969257062904 | 0.012958340420567113012000052606598375619
f(z) = 81/20*z^3 - 57/10*z + 1
*
-10/9 | 0.13752946832680082143625483208764939098 | 0.029736276055888603143468674312360869356
f(z) = 81/20*z^3 - 51/10*z + 1
*
[ 10/9 ] 
f(z) = 81/20*z^3 - 49/10*z + 1
*
[ 5/3 ] 
f(z) = 81/25*z^3 - 43/5*z + 1
*
[ 2/9 ] 
f(z) = 81/28*z^3 - 51/14*z + 1
*
14/9 | 0.15325963390500117738505744606706131651 | 0.028611437592197723468510494578794018777
f(z) = 81/32*z^3 - 53/8*z + 1
*
-14/9 | 0.070091308649619751227556796382540123053 | 0.013497379366363162456041870561469659777
f(z) = 81/32*z^3 - 45/8*z + 1
*
-2 | 0.074259016165840985191319186834736790917 | 0.012714188015985232073044199092538501891
f(z) = 83/24*z^3 - 43/3*z + 1
*
[ -6/5 ] 
f(z) = 85/24*z^3 - 49/15*z + 1
*
2/5 | 0.14906968022939621030137405933064601979 | 0.024631111021103646228595773240764459553
f(z) = 85/24*z^3 - 46/15*z + 1
*
-2 | 0.074724853222894041501577047661366883498 | 0.012743784693325637239842468274518102153
f(z) = 85/24*z^3 - 44/3*z + 1
*
[ 2 ] 
f(z) = 85/24*z^3 - 41/3*z + 1
*
-6/5 | 0.21192210097545656035140339065346564709 | 0.029656109935995835035401032634293703625
f(z) = 85/27*z^3 - 47/10*z + 1
*
[ 3/2 ] 
f(z) = 86/27*z^3 - 41/6*z + 1
*
[ 4/3 ] 
f(z) = 87/32*z^3 - 55/12*z + 1
*
[ 5/4 ] 
f(z) = 88/25*z^3 - 53/10*z + 1
*
-2 | 0.075619102610477901218840796302714312967 | 0.012799262197546982027828380394034306631
f(z) = 89/24*z^3 - 46/3*z + 1
*
[ 2 ] 
f(z) = 89/24*z^3 - 43/3*z + 1
*
-2 | 0.076050701754534597720828749820285369284 | 0.012825627529238404080573234775441298281
f(z) = 91/24*z^3 - 47/3*z + 1
*
[ 2 ] 
f(z) = 91/24*z^3 - 44/3*z + 1
*
[ -2 ] 
f(z) = 91/24*z^3 - 41/3*z + 1
*
6/7 | 0.21422858017548966145023609432787979880 | 0.029640091829574561425205485325010612639
f(z) = 91/27*z^3 - 51/14*z + 1
*
[ 4/3 ] 
f(z) = 93/32*z^3 - 59/12*z + 1
*
[ -4/3 ] 
f(z) = 93/32*z^3 - 41/12*z + 1
*
[ -6/5 ] 
f(z) = 95/24*z^3 - 58/15*z + 1
*
-2 | 0.076884313225825132259350882308072301132 | 0.012875722969221372909311723427347597333
f(z) = 95/24*z^3 - 49/3*z + 1
*
[ 2 ] 
f(z) = 95/24*z^3 - 46/3*z + 1
*
[ -2 ] 
f(z) = 95/24*z^3 - 43/3*z + 1
*
[ 6/5 ] 
f(z) = 95/27*z^3 - 49/10*z + 1
*
[ 5/6 ] 
f(z) = 96/25*z^3 - 43/15*z + 1
*
-2 | 0.077288253940520148834038489021865576805 | 0.012899726491384546406365215469832102939
f(z) = 97/24*z^3 - 50/3*z + 1
*
[ 2 ] 
f(z) = 97/24*z^3 - 47/3*z + 1
*
[ -2 ] 
f(z) = 97/24*z^3 - 44/3*z + 1
*
5/7 | 0.14704755582312294021598429252772000157 | 0.026729804382071077967150797426122671702
f(z) = 98/25*z^3 - 49/10*z + 1
*
[ 9/7 ] 
f(z) = 98/27*z^3 - 52/9*z + 1
*
[ 3/2 ] 
f(z) = 98/27*z^3 - 47/6*z + 1
*
[ 12/7 ] 
f(z) = 98/27*z^3 - 41/4*z + 1
*
[ 15/14 ] 
f(z) = 98/27*z^3 - 41/10*z + 1
*
[ 5/3 ] 
f(z) = 99/25*z^3 - 53/5*z + 1
*
[ -5/3 ] 
f(z) = 99/25*z^3 - 47/5*z + 1
*
-1 | 0.084443519789305523250155862747185702202 | 0.019270425953399063146715613058703990667
f(z) = 80/21*z^3 - 59/21*z + 1
*
[ 3/4 ] 
f(z) = 80/21*z^3 - 52/21*z + 1
*
[ 1/2 ] 
f(z) = 80/21*z^3 - 41/21*z + 1
*
-1 | 0.10492224331305910576644685894233234834 | 0.023943771241104656097047964493245811106
f(z) = 80/23*z^3 - 57/23*z + 1
*
[ 1/2 ] 
f(z) = 80/23*z^3 - 43/23*z + 1
*
-1 | 0.091624970091493458928822474499436780091 | 0.020909268183467432474297497485187394139
f(z) = 80/27*z^3 - 53/27*z + 1
*
[ 1/2 ] 
f(z) = 80/27*z^3 - 47/27*z + 1
*
-1 | 0.10531891926687017649402973853462216791 | 0.024034294642006027403554571222530176428
f(z) = 80/29*z^3 - 51/29*z + 1
*
[ 1/2 ] 
f(z) = 80/29*z^3 - 49/29*z + 1
*
[ 1/2 ] 
f(z) = 80/31*z^3 - 51/31*z + 1
*
[ 3/4 ] 
f(z) = 80/33*z^3 - 56/33*z + 1
*
[ 1/2 ] 
f(z) = 80/33*z^3 - 53/33*z + 1
*
[ 1/2 ] 
f(z) = 80/37*z^3 - 57/37*z + 1
*
[ 1/2 ] 
f(z) = 80/39*z^3 - 59/39*z + 1
*
[ 3/4 ] 
f(z) = 80/39*z^3 - 58/39*z + 1
*
-1 | 0.092230514816431001584535821680477963510 | 0.020987958119475805620985957300028158786
f(z) = 81/22*z^3 - 59/22*z + 1
*
[ 1/3 ] 
f(z) = 81/22*z^3 - 53/22*z + 1
*
[ 2/3 ] 
f(z) = 81/22*z^3 - 47/22*z + 1
*
-1 | 0.10513320087222846633841656728581124049 | 0.023924090863685296428029350734975020839
f(z) = 81/23*z^3 - 58/23*z + 1
*
[ 1/3 ] 
f(z) = 81/23*z^3 - 55/23*z + 1
*
[ 1/3 ] 
f(z) = 81/25*z^3 - 59/25*z + 1
*
[ 5/18 ] 
f(z) = 81/25*z^3 - 57/20*z + 1
*
-1 | 0.10526539052725124050835049610071676545 | 0.023954171916024296025937024021859424047
f(z) = 81/25*z^3 - 56/25*z + 1
*
[ 5/6 ] 
f(z) = 81/25*z^3 - 49/20*z + 1
*
-1 | 0.092495555940018390560417514814081717303 | 0.021048270826315428863955355710652863202
f(z) = 81/26*z^3 - 55/26*z + 1
*
[ 2/3 ] 
f(z) = 81/26*z^3 - 49/26*z + 1
*
-1 | 0.096903712570289308171293230619384423313 | 0.022051390096812370271254264329378401038
f(z) = 81/28*z^3 - 53/28*z + 1
*
[ 4/9 ] 
f(z) = 81/28*z^3 - 51/28*z + 1
*
-1 | 0.10552564455139061914205880774645127566 | 0.024013395271439083595396208208983085920
f(z) = 81/29*z^3 - 52/29*z + 1
*
-1 | 0.10565378162616077932549243020482291242 | 0.024042554119399337556205937896609114091
f(z) = 81/31*z^3 - 50/31*z + 1
*
2/3 | 0.12286040349968224744744381212809095808 | 0.022366471732922391054127284431269862897
f(z) = 81/32*z^3 - 55/24*z + 1
*
[ 2/3 ] 
f(z) = 81/34*z^3 - 53/34*z + 1
*
[ 7/9 ] 
f(z) = 81/35*z^3 - 59/35*z + 1
*
[ 5/9 ] 
f(z) = 81/35*z^3 - 53/35*z + 1
*
[ 2/3 ] 
f(z) = 81/38*z^3 - 55/38*z + 1
*
-1 | 0.10534177289230345719242631124191043257 | 0.023904806950817426906801968729168549867
f(z) = 82/23*z^3 - 59/23*z + 1
*
-1 | 0.10547255417499214893478610374143541515 | 0.023934484648748803499962618575738508693
f(z) = 82/25*z^3 - 57/25*z + 1
*
-1 | 0.092038861301441187283545494258902529836 | 0.020886027935312664446104801334342235358
f(z) = 82/27*z^3 - 55/27*z + 1
*
[ 3/4 ] 
f(z) = 82/27*z^3 - 49/24*z + 1
*
[ 3/5 ] 
f(z) = 82/27*z^3 - 44/25*z + 1
*
-1 | 0.10573007430109251628285490502808167304 | 0.023992922709276539431908652191047386370
f(z) = 82/29*z^3 - 53/29*z + 1
*
-1 | 0.10585688370313819238859306574571092675 | 0.024021699083474737100585152231321438090
f(z) = 82/31*z^3 - 51/31*z + 1
*
[ -1 ] 
f(z) = 83/20*z^3 - 43/20*z + 1
*
-1 | 0.10554801291216724953612171201554134620 | 0.023885906345193452265478151905736576917
f(z) = 83/23*z^3 - 60/23*z + 1
*
-1 | 0.076710838474140083199562691720578462243 | 0.017359946936938969230838500866343880049
f(z) = 83/24*z^3 - 59/24*z + 1
*
[ 2/3 ] 
f(z) = 83/24*z^3 - 55/27*z + 1
*
-1 | 0.10567741569451655084092909362993241664 | 0.023915190674236908407751489168403007676
f(z) = 83/25*z^3 - 58/25*z + 1
*
-1 | 0.092905556342453111491844518946821272787 | 0.021024871587024578649682505600871496538
f(z) = 83/26*z^3 - 57/26*z + 1
*
-1 | 0.092242371464892932663127822925347649140 | 0.020874790392335171636936097134252414714
f(z) = 83/27*z^3 - 56/27*z + 1
*
-1 | 0.097311660112075716085793992236589901827 | 0.022021989193359706360543174169039686012
f(z) = 83/28*z^3 - 55/28*z + 1
*
-1 | 0.10593225919271116698138228586343528078 | 0.023972862701995721551766281166709493871
f(z) = 83/29*z^3 - 54/29*z + 1
*
-1 | 0.072815472438832659932623964635735752812 | 0.016478411172006773361949497092917349976
f(z) = 83/30*z^3 - 53/30*z + 1
*
-1 | 0.10605776840377304242423014465668277632 | 0.024001265901432340088560810258061477406
f(z) = 83/31*z^3 - 52/31*z + 1
*
[ 1/2 ] 
f(z) = 84/23*z^3 - 44/23*z + 1
*
-1 | 0.10588002589044375336946737063261596803 | 0.023896277074259592882613502763398478779
f(z) = 84/25*z^3 - 59/25*z + 1
*
[ 1/2 ] 
f(z) = 84/25*z^3 - 46/25*z + 1
*
-1 | 0.10613224823599319161787763109502694903 | 0.023953201645281189199722310599924468319
f(z) = 84/29*z^3 - 55/29*z + 1
*
[ 1/2 ] 
f(z) = 84/29*z^3 - 50/29*z + 1
*
-1 | 0.10625648388519406194157850378504358118 | 0.023981240640085330649946683234597075284
f(z) = 84/31*z^3 - 53/31*z + 1
*
[ 1/2 ] 
f(z) = 84/31*z^3 - 52/31*z + 1
*
[ 1/2 ] 
f(z) = 84/37*z^3 - 58/37*z + 1
*
[ -1 ] 
f(z) = 85/21*z^3 - 43/21*z + 1
*
[ 2/3 ] 
f(z) = 85/24*z^3 - 56/27*z + 1
*
-1 | 0.093307910711470756174849655977603574439 | 0.021002753834246214434966360954270629514
f(z) = 85/26*z^3 - 59/26*z + 1
*
-1 | 0.092642770441364670132017952947342836262 | 0.020853036867573582737741410320762987294
f(z) = 85/27*z^3 - 58/27*z + 1
*
-1 | 0.097710768309780004498190194882026169773 | 0.021993796647223502905857007863442600278
f(z) = 85/28*z^3 - 57/28*z + 1
*
-1 | 0.10633008884627698667423977528309885434 | 0.023933926546887566152710530502540443158
f(z) = 85/29*z^3 - 56/29*z + 1
*
-1 | 0.10645307674536884697694879020314829949 | 0.023961609993548427946289095373263802939
f(z) = 85/31*z^3 - 54/31*z + 1
*
-1 | 0.097956751715242206623139353127038693330 | 0.022049165252873753384693315485503784156
f(z) = 85/32*z^3 - 53/32*z + 1
*
[ -6/5 ] 
f(z) = 85/36*z^3 - 47/30*z + 1
*
[ -1 ] 
f(z) = 86/21*z^3 - 44/21*z + 1
*
-1 | 0.092839754214966563298533698125582585693 | 0.020842504645529738056171228006025123832
f(z) = 86/27*z^3 - 59/27*z + 1
*
-1 | 0.10652582691315415832227909897231628181 | 0.023915024992045773916802400054788792333
f(z) = 86/29*z^3 - 57/29*z + 1
*
-1 | 0.10664759208994530737157406149964179562 | 0.023942361247773647699789905555209519842
f(z) = 86/31*z^3 - 55/31*z + 1
*
-1 | 0.086423521993157151157341040623945683953 | 0.019402061906094934729160829577702416461
f(z) = 86/33*z^3 - 53/33*z + 1
*
[ -1 ] 
f(z) = 87/20*z^3 - 47/20*z + 1
*
-1 | 0.098101413801877552925160972266490445392 | 0.021966733572528570946795207422902124614
f(z) = 87/28*z^3 - 59/28*z + 1
*
-1 | 0.10684007359553852847644422591938093478 | 0.023923482247486446496913218400261058096
f(z) = 87/31*z^3 - 56/31*z + 1
*
-1 | 0.098342554453362336245144717436133651318 | 0.022020729455354174233023818513701506130
f(z) = 87/32*z^3 - 55/32*z + 1
*
[ 2/3 ] 
f(z) = 87/32*z^3 - 41/24*z + 1
*
[ -1 ] 
f(z) = 88/21*z^3 - 46/21*z + 1
*
[ 1/2 ] 
f(z) = 88/21*z^3 - 43/21*z + 1
*
[ 1/2 ] 
f(z) = 88/23*z^3 - 45/23*z + 1
*
[ 1/2 ] 
f(z) = 88/25*z^3 - 47/25*z + 1
*
[ 1/2 ] 
f(z) = 88/27*z^3 - 49/27*z + 1
*
[ 3/5 ] 
f(z) = 88/27*z^3 - 46/25*z + 1
*
-1 | 0.10691117173285217686392621295899949553 | 0.023878295549965614309961240628491985667
f(z) = 88/29*z^3 - 59/29*z + 1
*
[ 1/2 ] 
f(z) = 88/29*z^3 - 51/29*z + 1
*
-1 | 0.10703056356968800998288336508648485928 | 0.023904961365333750104057563233936951146
f(z) = 88/31*z^3 - 57/31*z + 1
*
[ 1/2 ] 
f(z) = 88/31*z^3 - 53/31*z + 1
*
[ 1/2 ] 
f(z) = 88/35*z^3 - 57/35*z + 1
*
[ 1/2 ] 
f(z) = 88/37*z^3 - 59/37*z + 1
*
[ -1 ] 
f(z) = 89/20*z^3 - 49/20*z + 1
*
[ -1 ] 
f(z) = 89/21*z^3 - 47/21*z + 1
*
[ -1 ] 
f(z) = 89/22*z^3 - 45/22*z + 1
*
[ 2/3 ] 
f(z) = 89/24*z^3 - 58/27*z + 1
*
-1 | 0.10710086320411533840171423919454203700 | 0.023860445440918307484847020053390977090
f(z) = 89/29*z^3 - 60/29*z + 1
*
-1 | 0.073980425044840666408822359695846736993 | 0.016481714924315747420023076718751327164
f(z) = 89/30*z^3 - 59/30*z + 1
*
-1 | 0.10721910300769378305217485308852964288 | 0.023886787473072161959686643262911790303
f(z) = 89/31*z^3 - 58/31*z + 1
*
-1 | 0.098720435978000481644076113332847642523 | 0.021993413555104184337144126347682270333
f(z) = 89/32*z^3 - 57/32*z + 1
*
-1 | 0.086991570344915669619068118798733339856 | 0.019380400455585781126343902855945128159
f(z) = 89/33*z^3 - 56/33*z + 1
*
-1 | 0.094559000833777963651020119365093971276 | 0.021066309017903535053030508856819753848
f(z) = 89/34*z^3 - 55/34*z + 1
*
[ 1/3 ] 
f(z) = 90/23*z^3 - 56/23*z + 1
*
-1 | 0.10740573164652480673523341381343786002 | 0.023868949914639773285572454015392442691
f(z) = 90/31*z^3 - 59/31*z + 1
*
[ -1 ] 
f(z) = 91/20*z^3 - 51/20*z + 1
*
[ -1 ] 
f(z) = 91/22*z^3 - 47/22*z + 1
*
[ 2/7 ] 
f(z) = 91/24*z^3 - 59/21*z + 1
*
[ 2/3 ] 
f(z) = 91/24*z^3 - 59/27*z + 1
*
-6/7 | 0.18377534365544413719966926984550798432 | 0.028462428344001220058323533372789577735
f(z) = 91/24*z^3 - 55/21*z + 1
*
[ 6/13 ] 
f(z) = 91/27*z^3 - 49/26*z + 1
*
[ 3/5 ] 
f(z) = 91/27*z^3 - 47/25*z + 1
*
[ 3/7 ] 
f(z) = 91/27*z^3 - 41/21*z + 1
*
-1 | 0.10759048801597918287708726373584861080 | 0.023851438480968634698262996682056602258
f(z) = 91/31*z^3 - 60/31*z + 1
*
-1 | 0.099090716666405120703423574679865002057 | 0.021967147618596525527126368964519314365
f(z) = 91/32*z^3 - 59/32*z + 1
*
[ 4/7 ] 
f(z) = 91/32*z^3 - 47/28*z + 1
*
-1 | 0.087361789926563181827250241124439100670 | 0.019366994205949306299406240646710561464
f(z) = 91/33*z^3 - 58/33*z + 1
*
-1 | 0.094927101503853472397127965288610642480 | 0.021044127259275544006938426175652543637
f(z) = 91/34*z^3 - 57/34*z + 1
*
[ -1 ] 
f(z) = 92/21*z^3 - 50/21*z + 1
*
[ 1/2 ] 
f(z) = 92/21*z^3 - 44/21*z + 1
*
[ 1/2 ] 
f(z) = 92/25*z^3 - 48/25*z + 1
*
[ 1/2 ] 
f(z) = 92/27*z^3 - 50/27*z + 1
*
[ 1/2 ] 
f(z) = 92/29*z^3 - 52/29*z + 1
*
[ 1/2 ] 
f(z) = 92/31*z^3 - 54/31*z + 1
*
-1 | 0.087542609196564089392152505398236200210 | 0.019360173016690483915278038087208271274
f(z) = 92/33*z^3 - 59/33*z + 1
*
[ 1/2 ] 
f(z) = 92/33*z^3 - 56/33*z + 1
*
[ 1/2 ] 
f(z) = 92/35*z^3 - 58/35*z + 1
*
-1 | 0.10800013452977457057920365537946260284 | 0.023884383953275503397014598703688442017
f(z) = 92/35*z^3 - 57/35*z + 1
*
[ 1/2 ] 
f(z) = 92/37*z^3 - 60/37*z + 1
*
[ -1 ] 
f(z) = 93/20*z^3 - 53/20*z + 1
*
[ -1 ] 
f(z) = 93/22*z^3 - 49/22*z + 1
*
[ -1 ] 
f(z) = 93/23*z^3 - 47/23*z + 1
*
[ 2/3 ] 
f(z) = 93/32*z^3 - 43/24*z + 1
*
-1 | 0.095287983316487140089387564807907681785 | 0.021022811183830591637983825561059468514
f(z) = 93/34*z^3 - 59/34*z + 1
*
-1 | 0.10817917753857949523136345208374247481 | 0.023866917362098762525716670848898720493
f(z) = 93/35*z^3 - 58/35*z + 1
*
[ -1 ] 
f(z) = 94/21*z^3 - 52/21*z + 1
*
[ -1 ] 
f(z) = 94/23*z^3 - 48/23*z + 1
*
[ 3/4 ] 
f(z) = 94/27*z^3 - 55/24*z + 1
*
[ 3/5 ] 
f(z) = 94/27*z^3 - 48/25*z + 1
*
-1 | 0.10835649523919488753682384658131006262 | 0.023849761116547193725763883646361816128
f(z) = 94/35*z^3 - 59/35*z + 1
*
[ -1 ] 
f(z) = 95/21*z^3 - 53/21*z + 1
*
[ -1 ] 
f(z) = 95/22*z^3 - 51/22*z + 1
*
[ -1 ] 
f(z) = 95/23*z^3 - 49/23*z + 1
*
[ 3/10 ] 
f(z) = 95/27*z^3 - 53/20*z + 1
*
[ 4/5 ] 
f(z) = 95/32*z^3 - 43/20*z + 1
*
[ -6/5 ] 
f(z) = 95/36*z^3 - 59/30*z + 1
*
-1 | 0.086466185732176369839310577839340758616 | 0.018987378840139504663566232254435430753
f(z) = 95/36*z^3 - 59/36*z + 1
*
[ -1 ] 
f(z) = 96/23*z^3 - 50/23*z + 1
*
[ 1/2 ] 
f(z) = 96/23*z^3 - 47/23*z + 1
*
-5/6 | 0.17882812047067465070873463678254471198 | 0.028134847616960575009080854005413957953
f(z) = 96/25*z^3 - 59/30*z + 1
*
[ 1/2 ] 
f(z) = 96/25*z^3 - 49/25*z + 1
*
[ 1/2 ] 
f(z) = 96/29*z^3 - 53/29*z + 1
*
[ 1/2 ] 
f(z) = 96/31*z^3 - 55/31*z + 1
*
[ 1/2 ] 
f(z) = 96/35*z^3 - 59/35*z + 1
*
[ -1 ] 
f(z) = 97/20*z^3 - 57/20*z + 1
*
[ -1 ] 
f(z) = 97/21*z^3 - 55/21*z + 1
*
[ -1 ] 
f(z) = 97/22*z^3 - 53/22*z + 1
*
[ -1 ] 
f(z) = 97/23*z^3 - 51/23*z + 1
*
[ -1 ] 
f(z) = 97/24*z^3 - 49/24*z + 1
*
[ 3/5 ] 
f(z) = 97/27*z^3 - 49/25*z + 1
*
-1 | 0.10898539013573982777037331148682367236 | 0.023823448223912586849080850092151509553
f(z) = 97/37*z^3 - 60/37*z + 1
*
[ -1 ] 
f(z) = 98/23*z^3 - 52/23*z + 1
*
[ -1 ] 
f(z) = 99/20*z^3 - 59/20*z + 1
*
[ 1/3 ] 
f(z) = 99/20*z^3 - 51/20*z + 1
*
[ 1/3 ] 
f(z) = 99/23*z^3 - 57/23*z + 1
*
[ -1 ] 
f(z) = 99/23*z^3 - 53/23*z + 1
*
[ 5/6 ] 
f(z) = 99/25*z^3 - 59/20*z + 1
*
[ 2/3 ] 
f(z) = 99/26*z^3 - 57/26*z + 1
*
[ 3 ] 
f(z) = 80/27*z^3 - 26*z + 1
*
[ 3/5 ] 
f(z) = 80/27*z^3 - 26/15*z + 1
*
[ 3/8 ] 
f(z) = 80/27*z^3 - 25/12*z + 1
*
-3/2 | 0.19111227123163723826740952099592272000 | 0.029715819135559466950105738354147568897
f(z) = 80/27*z^3 - 23/4*z + 1
*
[ 2/9 ] 
f(z) = 81/20*z^3 - 37/10*z + 1
*
[ -10/9 ] 
f(z) = 81/20*z^3 - 31/10*z + 1
*
[ 2/3 ] 
f(z) = 81/20*z^3 - 23/10*z + 1
*
[ 10/9 ] 
f(z) = 81/25*z^3 - 39/10*z + 1
*
[ -5/3 ] 
f(z) = 81/25*z^3 - 37/5*z + 1
*
[ -10/9 ] 
f(z) = 81/25*z^3 - 21/10*z + 1
*
[ 2/3 ] 
f(z) = 81/28*z^3 - 25/14*z + 1
*
[ 2/9 ] 
f(z) = 81/32*z^3 - 29/8*z + 1
*
[ -3/2 ] 
f(z) = 82/27*z^3 - 31/6*z + 1
*
[ -3 ] 
f(z) = 82/27*z^3 - 26*z + 1
*
[ 2 ] 
f(z) = 83/24*z^3 - 40/3*z + 1
*
[ -2 ] 
f(z) = 83/24*z^3 - 37/3*z + 1
*
[ 3/4 ] 
f(z) = 83/27*z^3 - 33/16*z + 1
*
[ 3 ] 
f(z) = 83/27*z^3 - 27*z + 1
*
[ -3/2 ] 
f(z) = 83/27*z^3 - 21/4*z + 1
*
[ 5/6 ] 
f(z) = 84/25*z^3 - 38/15*z + 1
*
[ -2 ] 
f(z) = 85/24*z^3 - 38/3*z + 1
*
[ 2/5 ] 
f(z) = 85/24*z^3 - 31/15*z + 1
*
[ -3 ] 
f(z) = 85/27*z^3 - 27*z + 1
*
[ 3/2 ] 
f(z) = 85/27*z^3 - 27/4*z + 1
*
[ -6/5 ] 
f(z) = 85/27*z^3 - 27/10*z + 1
*
[ 3 ] 
f(z) = 86/27*z^3 - 28*z + 1
*
[ -4/3 ] 
f(z) = 87/32*z^3 - 37/12*z + 1
*
[ -5/4 ] 
f(z) = 88/25*z^3 - 37/10*z + 1
*
[ 3/11 ] 
f(z) = 88/27*z^3 - 32/11*z + 1
*
[ -3 ] 
f(z) = 88/27*z^3 - 28*z + 1
*
[ -2 ] 
f(z) = 89/24*z^3 - 40/3*z + 1
*
[ 3/4 ] 
f(z) = 89/27*z^3 - 35/16*z + 1
*
[ 3 ] 
f(z) = 89/27*z^3 - 29*z + 1
*
[ -3/2 ] 
f(z) = 89/27*z^3 - 23/4*z + 1
*
[ 6/7 ] 
f(z) = 91/27*z^3 - 37/14*z + 1
*
[ -3 ] 
f(z) = 91/27*z^3 - 29*z + 1
*
[ 3/2 ] 
f(z) = 91/27*z^3 - 29/4*z + 1
*
[ 3 ] 
f(z) = 92/27*z^3 - 30*z + 1
*
[ 3/2 ] 
f(z) = 92/27*z^3 - 22/3*z + 1
*
[ -3/2 ] 
f(z) = 94/27*z^3 - 37/6*z + 1
*
[ -3 ] 
f(z) = 94/27*z^3 - 30*z + 1
*
[ 2/5 ] 
f(z) = 95/24*z^3 - 32/15*z + 1
*
[ 3/4 ] 
f(z) = 95/27*z^3 - 37/16*z + 1
*
[ 3 ] 
f(z) = 95/27*z^3 - 31*z + 1
*
[ 3/5 ] 
f(z) = 95/27*z^3 - 29/15*z + 1
*
[ -3/2 ] 
f(z) = 95/27*z^3 - 25/4*z + 1
*
[ 5/12 ] 
f(z) = 96/25*z^3 - 31/15*z + 1
*
[ 5/4 ] 
f(z) = 96/25*z^3 - 29/5*z + 1
*
[ -5/4 ] 
f(z) = 96/25*z^3 - 21/5*z + 1
*
[ 5/8 ] 
f(z) = 96/25*z^3 - 21/10*z + 1
*
[ -3 ] 
f(z) = 97/27*z^3 - 31*z + 1
*
[ 3/2 ] 
f(z) = 97/27*z^3 - 31/4*z + 1
*
[ 5/14 ] 
f(z) = 98/25*z^3 - 23/10*z + 1
*
[ -9/7 ] 
f(z) = 98/27*z^3 - 38/9*z + 1
*
[ 9/14 ] 
f(z) = 98/27*z^3 - 37/18*z + 1
*
[ 3 ] 
f(z) = 98/27*z^3 - 32*z + 1
*
[ 3/14 ] 
f(z) = 98/27*z^3 - 23/6*z + 1
*
[ 2/3 ] 
f(z) = 99/20*z^3 - 27/10*z + 1
*
[ 2/3 ] 
f(z) = 99/28*z^3 - 29/14*z + 1
*
-4/3 | 0.15054380307218023804977049627098249685 | 0.028867815457271059452987852304645829115
f(z) = 99/32*z^3 - 23/4*z + 1
*
[ 4/3 ] 
f(z) = 99/32*z^3 - 21/4*z + 1
*
[ -1 ]
f(z) = 82/21*z^3 - 40/21*z + 1
*
[ 4/5 ] 
f(z) = 85/32*z^3 - 39/20*z + 1
*
[ 3/2 ] 
f(z) = 80/27*z^3 - 19/3*z + 1
*
[ 3/4 ] 
f(z) = 80/27*z^3 - 2*z + 1
*
[ 5/9 ] 
f(z) = 81/25*z^3 - 9/5*z + 1
*
-4/3 | 0.11735592156407846133590950383518736591 | 0.023359616351765819776816861997772709393
f(z) = 81/32*z^3 - 19/4*z + 1
*
[ 4/3 ] 
f(z) = 81/32*z^3 - 17/4*z + 1
*
[ 8/9 ] 
f(z) = 81/32*z^3 - 17/8*z + 1
*
[ -4/3 ] 
f(z) = 81/32*z^3 - 11/4*z + 1
*
[ 4/9 ] 
f(z) = 81/32*z^3 - 7/4*z + 1
*
[ 3/2 ] 
f(z) = 82/27*z^3 - 13/2*z + 1
*
[ 3/5 ] 
f(z) = 85/27*z^3 - 9/5*z + 1
*
[ 3/4 ] 
f(z) = 86/27*z^3 - 17/8*z + 1
*
[ -3/2 ] 
f(z) = 86/27*z^3 - 11/2*z + 1
*
[ -3/2 ] 
f(z) = 88/27*z^3 - 17/3*z + 1
*
[ 3/8 ] 
f(z) = 88/27*z^3 - 17/8*z + 1
*
[ 3/4 ] 
f(z) = 88/27*z^3 - 13/6*z + 1
*
[ 3/2 ] 
f(z) = 88/27*z^3 - 7*z + 1
*
[ 3/4 ] 
f(z) = 92/27*z^3 - 9/4*z + 1
*
[ -3/2 ] 
f(z) = 92/27*z^3 - 6*z + 1
*
[ 3/2 ] 
f(z) = 94/27*z^3 - 15/2*z + 1
*
[ 5/7 ] 
f(z) = 98/25*z^3 - 12/5*z + 1
*
[ 6/7 ] 
f(z) = 98/27*z^3 - 17/6*z + 1
*
3/7 | 0.11961161210069744516907083470245197460 | 0.022661806312130270145546724106040074183
f(z) = 98/27*z^3 - 7/2*z + 1
*
[ -4/3 ] 
f(z) = 99/32*z^3 - 15/4*z + 1
*
[ 2/3 ] 
f(z) = 99/32*z^3 - 15/8*z + 1
*
[ -3/4 ]
f(z) = 80/27*z^3 + 2/3*z + 1
*
[ -8/9 ]
f(z) = 81/32*z^3 + 1/8*z + 1
*
[ -4/9 ]
f(z) = 81/32*z^3 + 11/4*z + 1
*
[ -5/7 ]
f(z) = 98/25*z^3 + 2/5*z + 1
*
[ -3/7 ]
f(z) = 98/27*z^3 + 8/3*z + 1
*
[ -5/14 ]
f(z) = 98/25*z^3 + 33/10*z + 1
*
[ 7/2 ] 
f(z) = 86/49*z^3 - 291/14*z + 1
*
[ -7/2 ] 
f(z) = 86/49*z^3 - 283/14*z + 1
*
[ -7/2 ] 
f(z) = 90/49*z^3 - 297/14*z + 1
*
[ 3 ] 
f(z) = 97/45*z^3 - 281/15*z + 1
*
[ 3 ] 
f(z) = 98/45*z^3 - 284/15*z + 1
*
-15/7 | 0.18550406187407294105292109362747858001 | 0.027506292093431952694518491424335891587
f(z) = 98/45*z^3 - 283/30*z + 1
*
[ 2 ] 
f(z) = 81/50*z^3 - 299/50*z + 1
*
[ 2 ] 
f(z) = 81/58*z^3 - 295/58*z + 1
*
[ -2 ] 
f(z) = 89/42*z^3 - 293/42*z + 1
*
[ -2 ] 
f(z) = 89/46*z^3 - 287/46*z + 1
*
[ -2 ] 
f(z) = 89/50*z^3 - 281/50*z + 1
*
[ 7/4 ] 
f(z) = 90/49*z^3 - 291/56*z + 1
*
[ -2 ] 
f(z) = 91/46*z^3 - 295/46*z + 1
*
[ -2 ] 
f(z) = 91/50*z^3 - 289/50*z + 1
*
[ -2 ] 
f(z) = 91/54*z^3 - 283/54*z + 1
*
[ -2 ] 
f(z) = 93/50*z^3 - 297/50*z + 1
*
[ -2 ] 
f(z) = 93/58*z^3 - 285/58*z + 1
*
[ -2 ] 
f(z) = 95/54*z^3 - 299/54*z + 1
*
[ -2 ] 
f(z) = 95/58*z^3 - 293/58*z + 1
*
7/4 | 0.21039763304301083558837171670049258924 | 0.027715417908648082397129639969580257765
f(z) = 96/49*z^3 - 283/42*z + 1
*
[ 1/7 ] 
f(z) = 98/47*z^3 - 284/47*z + 1
*
5/3 | 0.087943897920721239030367213648336868930 | 0.015427553450618798590386394995856454823
f(z) = 99/40*z^3 - 299/40*z + 1
*
6/11 | 0.18925741799837020976896383668805567026 | 0.024444276784530072160802907534940134713
f(z) = 99/40*z^3 - 288/55*z + 1
*
2/3 | 0.19621076806058114126145747341379349158 | 0.025252997877486790137066172926659980180
f(z) = 81/56*z^3 - 296/63*z + 1
*
22/27 | 0.20603421361329949400707910000298906251 | 0.026695990407116609631800058651986688861
f(z) = 81/56*z^3 - 281/63*z + 1
*
3/2 | 0.19258617148526019791999341158366824125 | 0.028467858373952972628863548825660383021
f(z) = 83/45*z^3 - 289/60*z + 1
*
[ -12/7 ] 
f(z) = 98/45*z^3 - 289/60*z + 1
*
[ 7/33 ] 
f(z) = 99/49*z^3 - 293/77*z + 1
*
-14/9 | 0.19327131918715892692483845768406799966 | 0.024918315052232617803890924359114097124
f(z) = 99/56*z^3 - 292/63*z + 1
*
2/9 | 0.15204141749529297377324448521267462094 | 0.019628712106218011877337363133115134481
f(z) = 99/56*z^3 - 289/63*z + 1
*
[ 2/9 ] 
f(z) = 81/41*z^3 - 295/82*z + 1
*
4/3 | 0.16676954231530115902887043065235475127 | 0.026138924660268040024793542861731747938
f(z) = 87/56*z^3 - 295/84*z + 1
*
[ 1/4 ] 
f(z) = 88/45*z^3 - 281/90*z + 1
*
[ 1/4 ] 
f(z) = 88/47*z^3 - 293/94*z + 1
*
4/7 | 0.14240090260158823519920286757586202509 | 0.020251157908309658204461377246262522475
f(z) = 91/48*z^3 - 283/84*z + 1
*
[ -12/7 ] 
f(z) = 91/54*z^3 - 283/84*z + 1
*
-3/2 | 0.16358097690344535972268272119650420841 | 0.028798592606810312748371880976314127635
f(z) = 82/57*z^3 - 293/114*z + 1
*
0 | 0.16156166395109518661951162246455978315 | 0.025446232027751613157145330301540335300
f(z) = 85/42*z^3 - 286/105*z + 1
*
3/7 | 0.12643991804907024008656564224246966110 | 0.018738539705467731607473902982326968162
f(z) = 91/45*z^3 - 284/105*z + 1
*
[ 2/7 ] 
f(z) = 98/53*z^3 - 281/106*z + 1
*
[ 2/7 ] 
f(z) = 98/55*z^3 - 291/110*z + 1
*
-19/14 | 0.16796429633105286092864578352895692501 | 0.029642013490340271620290708089559368181
f(z) = 98/57*z^3 - 289/114*z + 1
*
0 | 0.10672712761259117904579805433462235732 | 0.018904991854080808474856047988658259139
f(z) = 81/40*z^3 - 283/120*z + 1
*
[ 1/3 ] 
f(z) = 84/43*z^3 - 286/129*z + 1
*
[ 7/6 ] 
f(z) = 86/49*z^3 - 283/126*z + 1
*
[ 1/3 ] 
f(z) = 87/43*z^3 - 287/129*z + 1
*
[ 1/3 ] 
f(z) = 87/44*z^3 - 293/132*z + 1
*
[ 1/3 ] 
f(z) = 93/43*z^3 - 289/129*z + 1
*
[ 1/3 ] 
f(z) = 93/44*z^3 - 295/132*z + 1
*
[ 3/10 ] 
f(z) = 95/54*z^3 - 299/120*z + 1
*
[ 1/3 ] 
f(z) = 96/43*z^3 - 290/129*z + 1
*
[ -3/2 ] 
f(z) = 80/49*z^3 - 295/147*z + 1
*
0 | 0.13278073781818162887654075600345248817 | 0.023376180084280720571908510466511647635
f(z) = 81/50*z^3 - 293/150*z + 1
*
[ -4/3 ] 
f(z) = 81/41*z^3 - 289/164*z + 1
*
[ -7/5 ] 
f(z) = 83/49*z^3 - 281/175*z + 1
*
[ -3/2 ] 
f(z) = 84/55*z^3 - 292/165*z + 1
*
[ -3/2 ] 
f(z) = 88/59*z^3 - 299/177*z + 1
*
[ 5/12 ] 
f(z) = 96/55*z^3 - 281/165*z + 1
*
[ 3/7 ] 
f(z) = 98/59*z^3 - 290/177*z + 1
*
[ 14/15 ] 
f(z) = 99/56*z^3 - 282/175*z + 1
*
[ 22/27 ] 
f(z) = 81/44*z^3 - 287/198*z + 1
*
[ 4/9 ] 
f(z) = 81/47*z^3 - 299/188*z + 1
*
[ 1/2 ] 
f(z) = 85/49*z^3 - 281/196*z + 1
*
[ 1/2 ] 
f(z) = 87/49*z^3 - 283/196*z + 1
*
[ 1/2 ] 
f(z) = 89/48*z^3 - 281/192*z + 1
*
[ 1/2 ] 
f(z) = 89/49*z^3 - 285/196*z + 1
*
[ -4/3 ] 
f(z) = 90/49*z^3 - 297/196*z + 1
*
[ 2/3 ] 
f(z) = 91/44*z^3 - 281/198*z + 1
*
[ 1/2 ] 
f(z) = 91/48*z^3 - 283/192*z + 1
*
[ 1/2 ] 
f(z) = 93/47*z^3 - 281/188*z + 1
*
[ 1/2 ] 
f(z) = 93/49*z^3 - 289/196*z + 1
*
[ 2/3 ] 
f(z) = 95/44*z^3 - 289/198*z + 1
*
[ 1/2 ] 
f(z) = 95/47*z^3 - 283/188*z + 1
*
[ 1/2 ] 
f(z) = 95/48*z^3 - 287/192*z + 1
*
[ 1/2 ] 
f(z) = 95/49*z^3 - 291/196*z + 1
*
[ 2/3 ] 
f(z) = 97/44*z^3 - 293/198*z + 1
*
[ 1/2 ] 
f(z) = 97/46*z^3 - 281/184*z + 1
*
[ 1/2 ] 
f(z) = 97/47*z^3 - 285/188*z + 1
*
[ 1/2 ] 
f(z) = 97/48*z^3 - 289/192*z + 1
*
[ 1/2 ] 
f(z) = 97/49*z^3 - 293/196*z + 1
*
[ 1/2 ] 
f(z) = 99/46*z^3 - 283/184*z + 1
*
[ 1/2 ] 
f(z) = 99/47*z^3 - 287/188*z + 1
*
[ 1/2 ] 
f(z) = 99/49*z^3 - 295/196*z + 1
*
[ 5/9 ] 
f(z) = 81/41*z^3 - 289/205*z + 1
*
[ 5/9 ] 
f(z) = 81/43*z^3 - 297/215*z + 1
*
[ 1/2 ] 
f(z) = 81/52*z^3 - 289/208*z + 1
*
[ 1/2 ] 
f(z) = 81/53*z^3 - 293/212*z + 1
*
[ 1/2 ] 
f(z) = 83/50*z^3 - 283/200*z + 1
*
[ 1/2 ] 
f(z) = 83/51*z^3 - 287/204*z + 1
*
[ 1/2 ] 
f(z) = 83/52*z^3 - 291/208*z + 1
*
[ 1/2 ] 
f(z) = 83/53*z^3 - 295/212*z + 1
*
[ 1/2 ] 
f(z) = 83/54*z^3 - 299/216*z + 1
*
[ 3/5 ] 
f(z) = 85/42*z^3 - 293/210*z + 1
*
[ 1/2 ] 
f(z) = 85/52*z^3 - 293/208*z + 1
*
[ 1/2 ] 
f(z) = 85/53*z^3 - 297/212*z + 1
*
[ 1/2 ] 
f(z) = 87/50*z^3 - 287/200*z + 1
*
[ 1/2 ] 
f(z) = 87/52*z^3 - 295/208*z + 1
*
[ 1/2 ] 
f(z) = 87/53*z^3 - 299/212*z + 1
*
[ 14/29 ] 
f(z) = 87/56*z^3 - 291/203*z + 1
*
[ 1/2 ] 
f(z) = 89/50*z^3 - 289/200*z + 1
*
[ 1/2 ] 
f(z) = 89/51*z^3 - 293/204*z + 1
*
[ 1/2 ] 
f(z) = 89/52*z^3 - 297/208*z + 1
*
[ 1/2 ] 
f(z) = 91/50*z^3 - 291/200*z + 1
*
[ 1/2 ] 
f(z) = 91/51*z^3 - 295/204*z + 1
*
[ 1/2 ] 
f(z) = 93/50*z^3 - 293/200*z + 1
*
[ 1/2 ] 
f(z) = 95/51*z^3 - 299/204*z + 1
*
[ 1/2 ] 
f(z) = 97/50*z^3 - 297/200*z + 1
*
[ 4/7 ] 
f(z) = 98/51*z^3 - 281/204*z + 1
*
[ 4/7 ] 
f(z) = 98/53*z^3 - 287/212*z + 1
*
[ 1/2 ] 
f(z) = 99/50*z^3 - 299/200*z + 1
*
[ 8/9 ] 
f(z) = 81/58*z^3 - 285/232*z + 1
*
[ 2/3 ] 
f(z) = 83/52*z^3 - 283/234*z + 1
*
[ 2/3 ] 
f(z) = 85/52*z^3 - 287/234*z + 1
*
[ 2/3 ] 
f(z) = 89/52*z^3 - 295/234*z + 1
*
[ 9/13 ] 
f(z) = 91/54*z^3 - 293/234*z + 1
*
[ 3/4 ] 
f(z) = 92/57*z^3 - 283/228*z + 1
*
[ 12/19 ] 
f(z) = 95/54*z^3 - 293/228*z + 1
*
[ 4/7 ] 
f(z) = 98/55*z^3 - 293/220*z + 1
*
[ 4/7 ] 
f(z) = 98/57*z^3 - 299/228*z + 1
*
[ 7/2 ] 
f(z) = 82/49*z^3 - 277/14*z + 1
*
[ -7/2 ] 
f(z) = 82/49*z^3 - 269/14*z + 1
*
[ 3 ] 
f(z) = 91/45*z^3 - 263/15*z + 1
*
[ 3 ] 
f(z) = 92/45*z^3 - 266/15*z + 1
*
[ 3 ] 
f(z) = 94/45*z^3 - 272/15*z + 1
*
[ -3 ] 
f(z) = 94/45*z^3 - 262/15*z + 1
*
[ -3 ] 
f(z) = 97/45*z^3 - 271/15*z + 1
*
[ -3 ] 
f(z) = 98/45*z^3 - 274/15*z + 1
*
[ 14/3 ] 
f(z) = 99/56*z^3 - 264/7*z + 1
*
[ -14/3 ] 
f(z) = 99/56*z^3 - 261/7*z + 1
*
14/27 | 0.18324839595110285050681552258907551443 | 0.023844188330077862528110100565413870346
f(z) = 81/40*z^3 - 272/45*z + 1
*
[ 7/4 ] 
f(z) = 82/49*z^3 - 263/56*z + 1
*
[ -2 ] 
f(z) = 83/42*z^3 - 269/42*z + 1
*
[ -2 ] 
f(z) = 83/46*z^3 - 263/46*z + 1
*
[ -2 ] 
f(z) = 85/42*z^3 - 277/42*z + 1
*
[ -2 ] 
f(z) = 85/46*z^3 - 271/46*z + 1
*
[ 7/4 ] 
f(z) = 86/49*z^3 - 277/56*z + 1
*
[ -2 ] 
f(z) = 87/46*z^3 - 279/46*z + 1
*
[ -2 ] 
f(z) = 87/50*z^3 - 273/50*z + 1
*
[ -2 ] 
f(z) = 89/54*z^3 - 275/54*z + 1
*
[ -2 ] 
f(z) = 89/58*z^3 - 269/58*z + 1
*
[ -2 ] 
f(z) = 91/58*z^3 - 277/58*z + 1
*
[ 1/7 ] 
f(z) = 98/45*z^3 - 272/45*z + 1
*
6/5 | 0.20400402408328236023705083478647807164 | 0.029317458800122463889668791972622466891
f(z) = 85/48*z^3 - 263/60*z + 1
*
-4/3 | 0.16550523843841729796627009586575304469 | 0.026416166249427216149520522620713024516
f(z) = 93/40*z^3 - 263/60*z + 1
*
[ 3/2 ] 
f(z) = 97/45*z^3 - 271/60*z + 1
*
[ 4/3 ] 
f(z) = 81/46*z^3 - 265/92*z + 1
*
10/27 | 0.21403023204501413797891932806477970804 | 0.029802616703333397039421857770107147837
f(z) = 81/50*z^3 - 263/90*z + 1
*
[ -5/3 ] 
f(z) = 83/50*z^3 - 271/90*z + 1
*
[ 1/4 ] 
f(z) = 88/43*z^3 - 269/86*z + 1
*
-4/3 | 0.18612025265343507114302024084262447808 | 0.029599942631127863938712547981022229338
f(z) = 93/56*z^3 - 269/84*z + 1
*
5/14 | 0.099867719569185856477577039910641728243 | 0.017757362856590514097590153018350457634
f(z) = 98/45*z^3 - 277/90*z + 1
*
[ 4/3 ] 
f(z) = 81/50*z^3 - 263/100*z + 1
*
1/2 | 0.16358088364716007813334623822429815082 | 0.029238484802553246164971097128295807241
f(z) = 82/57*z^3 - 269/114*z + 1
*
1/2 | 0.16370680206379647377820252025866961014 | 0.029222300936146439918204535351126472106
f(z) = 86/57*z^3 - 271/114*z + 1
*
1/2 | 0.16357994328702447000050152399376964096 | 0.029123484016463131930852464004473036445
f(z) = 94/57*z^3 - 275/114*z + 1
*
-6/5 | 0.16149573876900461592083604191215737095 | 0.025638520400781701013247238825987756899
f(z) = 95/42*z^3 - 272/105*z + 1
*
-6/5 | 0.22293782228618498056999118201553142011 | 0.028980929973403472148270007739561800594
f(z) = 95/56*z^3 - 274/105*z + 1
*
-3/2 | 0.13652800468722243840385439493474213731 | 0.024435641410366970716111275268647099733
f(z) = 96/55*z^3 - 267/110*z + 1
*
11/14 | 0.16302144299593298779707348386012520518 | 0.029296584622351834786739039275163521001
f(z) = 98/55*z^3 - 261/110*z + 1
*
[ 10/33 ] 
f(z) = 99/50*z^3 - 273/110*z + 1
*
[ 7/6 ] 
f(z) = 82/49*z^3 - 269/126*z + 1
*
[ 1/3 ] 
f(z) = 84/41*z^3 - 274/123*z + 1
*
[ 1/3 ] 
f(z) = 87/40*z^3 - 269/120*z + 1
*
[ 1/3 ] 
f(z) = 87/41*z^3 - 275/123*z + 1
*
[ 1/3 ] 
f(z) = 93/40*z^3 - 271/120*z + 1
*
[ 1/3 ] 
f(z) = 93/41*z^3 - 277/123*z + 1
*
[ -4/3 ] 
f(z) = 93/44*z^3 - 265/132*z + 1
*
[ 7/19 ] 
f(z) = 95/49*z^3 - 263/133*z + 1
*
[ 1/3 ] 
f(z) = 96/41*z^3 - 278/123*z + 1
*
[ -3/2 ] 
f(z) = 80/53*z^3 - 275/159*z + 1
*
[ 12/13 ] 
f(z) = 91/48*z^3 - 265/156*z + 1
*
[ 3/7 ] 
f(z) = 98/53*z^3 - 266/159*z + 1
*
[ 14/33 ] 
f(z) = 99/49*z^3 - 265/154*z + 1
*
[ 4/9 ] 
f(z) = 81/41*z^3 - 269/164*z + 1
*
[ 4/9 ] 
f(z) = 81/43*z^3 - 279/172*z + 1
*
[ -4/3 ] 
f(z) = 81/43*z^3 - 275/172*z + 1
*
[ -7/5 ] 
f(z) = 81/49*z^3 - 267/175*z + 1
*
[ 7/15 ] 
f(z) = 81/49*z^3 - 263/175*z + 1
*
[ 5/12 ] 
f(z) = 81/50*z^3 - 269/160*z + 1
*
[ -7/5 ] 
f(z) = 82/49*z^3 - 274/175*z + 1
*
[ -3/2 ] 
f(z) = 84/59*z^3 - 272/177*z + 1
*
[ 1/2 ] 
f(z) = 85/44*z^3 - 261/176*z + 1
*
[ 1/2 ] 
f(z) = 87/44*z^3 - 263/176*z + 1
*
[ 1/2 ] 
f(z) = 89/43*z^3 - 261/172*z + 1
*
[ 1/2 ] 
f(z) = 89/44*z^3 - 265/176*z + 1
*
[ 1/2 ] 
f(z) = 91/43*z^3 - 263/172*z + 1
*
[ 1/2 ] 
f(z) = 91/44*z^3 - 267/176*z + 1
*
-8/7 | 0.18341274758738422969435143960497865553 | 0.028406270839954751756693411493811516594
f(z) = 91/48*z^3 - 269/168*z + 1
*
[ 1/2 ] 
f(z) = 93/43*z^3 - 265/172*z + 1
*
[ 1/2 ] 
f(z) = 93/44*z^3 - 269/176*z + 1
*
[ 1/2 ] 
f(z) = 95/42*z^3 - 263/168*z + 1
*
[ 1/2 ] 
f(z) = 95/43*z^3 - 267/172*z + 1
*
[ 1/2 ] 
f(z) = 95/44*z^3 - 271/176*z + 1
*
[ -21/16 ] 
f(z) = 96/49*z^3 - 271/168*z + 1
*
[ 1/2 ] 
f(z) = 97/41*z^3 - 261/164*z + 1
*
[ 1/2 ] 
f(z) = 97/42*z^3 - 265/168*z + 1
*
[ 1/2 ] 
f(z) = 97/43*z^3 - 269/172*z + 1
*
[ 1/2 ] 
f(z) = 97/44*z^3 - 273/176*z + 1
*
[ 3/7 ] 
f(z) = 98/55*z^3 - 274/165*z + 1
*
[ 1/2 ] 
f(z) = 99/41*z^3 - 263/164*z + 1
*
[ 1/2 ] 
f(z) = 99/43*z^3 - 271/172*z + 1
*
[ 7/15 ] 
f(z) = 99/49*z^3 - 277/175*z + 1
*
[ 5/12 ] 
f(z) = 99/50*z^3 - 279/160*z + 1
*
[ 20/27 ] 
f(z) = 81/40*z^3 - 263/180*z + 1
*
[ 8/9 ] 
f(z) = 81/46*z^3 - 279/184*z + 1
*
[ 1/2 ] 
f(z) = 81/46*z^3 - 265/184*z + 1
*
[ 1/2 ] 
f(z) = 81/47*z^3 - 269/188*z + 1
*
[ 1/2 ] 
f(z) = 81/49*z^3 - 277/196*z + 1
*
[ 2/3 ] 
f(z) = 83/44*z^3 - 265/198*z + 1
*
[ 1/2 ] 
f(z) = 83/45*z^3 - 263/180*z + 1
*
[ 1/2 ] 
f(z) = 83/46*z^3 - 267/184*z + 1
*
[ 1/2 ] 
f(z) = 83/47*z^3 - 271/188*z + 1
*
[ 1/2 ] 
f(z) = 83/48*z^3 - 275/192*z + 1
*
[ 1/2 ] 
f(z) = 83/49*z^3 - 279/196*z + 1
*
[ 2/3 ] 
f(z) = 85/44*z^3 - 269/198*z + 1
*
[ 1/2 ] 
f(z) = 85/46*z^3 - 269/184*z + 1
*
[ 1/2 ] 
f(z) = 85/47*z^3 - 273/188*z + 1
*
[ 1/2 ] 
f(z) = 85/48*z^3 - 277/192*z + 1
*
[ 1/2 ] 
f(z) = 87/46*z^3 - 271/184*z + 1
*
[ 1/2 ] 
f(z) = 87/47*z^3 - 275/188*z + 1
*
[ 2/3 ] 
f(z) = 89/44*z^3 - 277/198*z + 1
*
[ 1/2 ] 
f(z) = 89/45*z^3 - 269/180*z + 1
*
[ 1/2 ] 
f(z) = 89/46*z^3 - 273/184*z + 1
*
[ 1/2 ] 
f(z) = 89/47*z^3 - 277/188*z + 1
*
[ 1/2 ] 
f(z) = 91/45*z^3 - 271/180*z + 1
*
[ 1/2 ] 
f(z) = 91/46*z^3 - 275/184*z + 1
*
[ 1/2 ] 
f(z) = 91/47*z^3 - 279/188*z + 1
*
-114/91 | 0.24456716596689582994003565179639426733 | 0.027108710170818779875000405294679684008
f(z) = 91/54*z^3 - 269/182*z + 1
*
[ 1/2 ] 
f(z) = 93/46*z^3 - 277/184*z + 1
*
[ 7/9 ] 
f(z) = 93/49*z^3 - 271/189*z + 1
*
[ 1/2 ] 
f(z) = 95/46*z^3 - 279/184*z + 1
*
[ 7/9 ] 
f(z) = 96/49*z^3 - 278/189*z + 1
*
[ 1/2 ] 
f(z) = 97/45*z^3 - 277/180*z + 1
*
[ 4/7 ] 
f(z) = 98/45*z^3 - 263/180*z + 1
*
[ 4/7 ] 
f(z) = 98/47*z^3 - 269/188*z + 1
*
[ 12/17 ] 
f(z) = 85/48*z^3 - 265/204*z + 1
*
[ -4/3 ] 
f(z) = 90/53*z^3 - 269/212*z + 1
*
[ 3/4 ] 
f(z) = 92/51*z^3 - 275/204*z + 1
*
[ 5/6 ] 
f(z) = 81/55*z^3 - 269/220*z + 1
*
[ 11/18 ] 
f(z) = 81/55*z^3 - 261/220*z + 1
*
[ 3 ] 
f(z) = 86/45*z^3 - 248/15*z + 1
*
[ 3 ] 
f(z) = 88/45*z^3 - 254/15*z + 1
*
[ -3 ] 
f(z) = 88/45*z^3 - 244/15*z + 1
*
[ 3 ] 
f(z) = 89/45*z^3 - 257/15*z + 1
*
[ -3 ] 
f(z) = 89/45*z^3 - 247/15*z + 1
*
[ -3 ] 
f(z) = 91/45*z^3 - 253/15*z + 1
*
[ -3 ] 
f(z) = 92/45*z^3 - 256/15*z + 1
*
12/7 | 0.15418180479369917505096374492849410195 | 0.023332595369842402142871432153588607724
f(z) = 98/45*z^3 - 247/30*z + 1
*
-2/27 | 0.18966417841838978792674512051964151149 | 0.024979246481006935225478021287096943604
f(z) = 81/40*z^3 - 248/45*z + 1
*
[ -2 ] 
f(z) = 81/46*z^3 - 255/46*z + 1
*
[ -2 ] 
f(z) = 81/50*z^3 - 249/50*z + 1
*
[ -2 ] 
f(z) = 83/50*z^3 - 257/50*z + 1
*
[ -2 ] 
f(z) = 83/54*z^3 - 251/54*z + 1
*
0 | 0.16425598890684202878810241287753436324 | 0.029663368867793180545750960157147948035
f(z) = 83/57*z^3 - 254/57*z + 1
*
[ -2 ] 
f(z) = 83/58*z^3 - 245/58*z + 1
*
[ -2 ] 
f(z) = 85/54*z^3 - 259/54*z + 1
*
[ -2 ] 
f(z) = 85/58*z^3 - 253/58*z + 1
*
[ -7/4 ] 
f(z) = 94/49*z^3 - 241/56*z + 1
*
[ 1/7 ] 
f(z) = 98/41*z^3 - 248/41*z + 1
*
[ 1/7 ] 
f(z) = 98/43*z^3 - 260/43*z + 1
*
[ 5/3 ] 
f(z) = 99/40*z^3 - 259/40*z + 1
*
2/9 | 0.21401627371750966552926513165854571344 | 0.028112573740659765484750403262407303846
f(z) = 99/40*z^3 - 253/45*z + 1
*
[ 2/11 ] 
f(z) = 99/40*z^3 - 252/55*z + 1
*
-2/33 | 0.21982335072413355201965560784688596348 | 0.028951284875239036527000764202203307079
f(z) = 99/40*z^3 - 248/55*z + 1
*
-4/3 | 0.16917062489407885542890264781450873123 | 0.027274430662313509503327694989987307231
f(z) = 87/40*z^3 - 247/60*z + 1
*
[ 3/2 ] 
f(z) = 89/45*z^3 - 247/60*z + 1
*
[ 3/2 ] 
f(z) = 91/45*z^3 - 253/60*z + 1
*
[ 14/9 ] 
f(z) = 99/56*z^3 - 247/63*z + 1
*
-4/3 | 0.18435712950209461391450903783060560626 | 0.029608294192089218628385823456296141515
f(z) = 87/56*z^3 - 253/84*z + 1
*
[ 1/4 ] 
f(z) = 88/41*z^3 - 257/82*z + 1
*
[ 5/4 ] 
f(z) = 88/45*z^3 - 257/90*z + 1
*
[ -10/7 ] 
f(z) = 98/45*z^3 - 247/90*z + 1
*
[ 2/7 ] 
f(z) = 98/45*z^3 - 241/90*z + 1
*
[ 2/7 ] 
f(z) = 98/47*z^3 - 251/94*z + 1
*
[ 4/3 ] 
f(z) = 81/58*z^3 - 259/116*z + 1
*
1/2 | 0.15740074133645644890275192321517369642 | 0.028611771218946446259707518091815110224
f(z) = 82/51*z^3 - 245/102*z + 1
*
-6/5 | 0.19723868243998927346432963829201164906 | 0.025990658059654688678212189772300900300
f(z) = 85/56*z^3 - 247/105*z + 1
*
1/2 | 0.15740724421069081959003360217310542093 | 0.028570729560703279666405920469723781976
f(z) = 86/51*z^3 - 247/102*z + 1
*
3/4 | 0.16358162904279907908692956819562683743 | 0.029605107643628344899696318313869365432
f(z) = 88/57*z^3 - 251/114*z + 1
*
[ -3/2 ] 
f(z) = 94/51*z^3 - 253/102*z + 1
*
1/2 | 0.15742569697983386907504768222968868089 | 0.028491003129341685622923583739873643861
f(z) = 94/51*z^3 - 251/102*z + 1
*
0 | 0.16358162904279907908692956819562683743 | 0.029735311956317253514725783317442831104
f(z) = 94/57*z^3 - 245/114*z + 1
*
1/2 | 0.15740074133645644890275192321517369642 | 0.028445628426682997780832130994531351352
f(z) = 98/51*z^3 - 253/102*z + 1
*
0 | 0.15740309616319938108442195198660224088 | 0.028569976655437215717220225122152365041
f(z) = 98/51*z^3 - 247/102*z + 1
*
0 | 0.16358097690344535972268272119650420841 | 0.029562527133990540273142925520737827453
f(z) = 98/57*z^3 - 253/114*z + 1
*
[ -3/2 ] 
f(z) = 98/57*z^3 - 251/114*z + 1
*
[ 3/8 ] 
f(z) = 83/54*z^3 - 241/128*z + 1
*
[ 3/8 ] 
f(z) = 89/54*z^3 - 243/128*z + 1
*
[ 5/13 ] 
f(z) = 91/50*z^3 - 243/130*z + 1
*
-9/7 | 0.18443734369998881422991896312780364820 | 0.027810207218071175736786676997927403947
f(z) = 91/54*z^3 - 253/126*z + 1
*
[ 3/8 ] 
f(z) = 95/54*z^3 - 245/128*z + 1
*
[ 6/13 ] 
f(z) = 91/48*z^3 - 245/156*z + 1
*
[ 3/7 ] 
f(z) = 98/47*z^3 - 242/141*z + 1
*
[ -3/2 ] 
f(z) = 80/59*z^3 - 245/177*z + 1
*
[ 5/6 ] 
f(z) = 81/40*z^3 - 257/160*z + 1
*
[ 1/2 ] 
f(z) = 81/40*z^3 - 241/160*z + 1
*
[ 1/2 ] 
f(z) = 81/41*z^3 - 245/164*z + 1
*
[ 1/2 ] 
f(z) = 81/43*z^3 - 253/172*z + 1
*
[ 1/2 ] 
f(z) = 81/44*z^3 - 257/176*z + 1
*
[ 1/2 ] 
f(z) = 83/40*z^3 - 243/160*z + 1
*
[ 1/2 ] 
f(z) = 83/41*z^3 - 247/164*z + 1
*
[ 1/2 ] 
f(z) = 83/42*z^3 - 251/168*z + 1
*
[ 1/2 ] 
f(z) = 83/43*z^3 - 255/172*z + 1
*
[ 1/2 ] 
f(z) = 83/44*z^3 - 259/176*z + 1
*
[ 1/2 ] 
f(z) = 85/41*z^3 - 249/164*z + 1
*
[ 1/2 ] 
f(z) = 85/42*z^3 - 253/168*z + 1
*
[ 1/2 ] 
f(z) = 85/43*z^3 - 257/172*z + 1
*
[ 1/2 ] 
f(z) = 87/40*z^3 - 247/160*z + 1
*
[ 1/2 ] 
f(z) = 87/41*z^3 - 251/164*z + 1
*
[ 1/2 ] 
f(z) = 87/43*z^3 - 259/172*z + 1
*
[ 1/2 ] 
f(z) = 89/40*z^3 - 249/160*z + 1
*
[ 1/2 ] 
f(z) = 89/41*z^3 - 253/164*z + 1
*
[ 1/2 ] 
f(z) = 89/42*z^3 - 257/168*z + 1
*
[ 1/2 ] 
f(z) = 91/40*z^3 - 251/160*z + 1
*
[ 1/2 ] 
f(z) = 91/41*z^3 - 255/164*z + 1
*
[ 1/2 ] 
f(z) = 93/40*z^3 - 253/160*z + 1
*
[ 1/2 ] 
f(z) = 93/41*z^3 - 257/164*z + 1
*
[ 1/2 ] 
f(z) = 95/41*z^3 - 259/164*z + 1
*
[ 7/10 ] 
f(z) = 96/49*z^3 - 243/175*z + 1
*
[ 11/12 ] 
f(z) = 96/55*z^3 - 257/165*z + 1
*
[ 1/2 ] 
f(z) = 97/40*z^3 - 257/160*z + 1
*
[ 4/7 ] 
f(z) = 98/41*z^3 - 251/164*z + 1
*
[ 4/7 ] 
f(z) = 98/43*z^3 - 257/172*z + 1
*
[ 1/2 ] 
f(z) = 99/40*z^3 - 259/160*z + 1
*
[ 6/11 ] 
f(z) = 99/40*z^3 - 259/165*z + 1
*
0 | 0.17064396808324775056263776425171979458 | 0.029970494558448166678029501536635388311
f(z) = 99/56*z^3 - 241/168*z + 1
*
[ -4/3 ] 
f(z) = 81/47*z^3 - 247/188*z + 1
*
[ 7/9 ] 
f(z) = 87/49*z^3 - 257/189*z + 1
*
[ 15/19 ] 
f(z) = 95/54*z^3 - 259/190*z + 1
*
[ 13/18 ] 
f(z) = 81/52*z^3 - 249/208*z + 1
*
[ 12/17 ] 
f(z) = 85/54*z^3 - 245/204*z + 1
*
[ 3 ] 
f(z) = 82/45*z^3 - 236/15*z + 1
*
[ -3 ] 
f(z) = 82/45*z^3 - 226/15*z + 1
*
[ 3 ] 
f(z) = 83/45*z^3 - 239/15*z + 1
*
[ -3 ] 
f(z) = 83/45*z^3 - 229/15*z + 1
*
[ -3 ] 
f(z) = 86/45*z^3 - 238/15*z + 1
*
[ 22/9 ] 
f(z) = 81/44*z^3 - 229/22*z + 1
*
1/3 | 0.10091265991671989758996342559338582188 | 0.018512556969894362557142016457991178899
f(z) = 81/56*z^3 - 233/56*z + 1
*
[ -2 ] 
f(z) = 81/58*z^3 - 237/58*z + 1
*
[ -7/4 ] 
f(z) = 90/49*z^3 - 227/56*z + 1
*
15/14 | 0.14834809904564500544918751867485892988 | 0.016910968842600576973029934645696882677
f(z) = 91/54*z^3 - 239/56*z + 1
*
-7/4 | 0.13222051995861376582182549649740514152 | 0.017854378149954810465037570986505695548
f(z) = 96/49*z^3 - 235/42*z + 1
*
1/4 | 0.14420387338215686275163421499743991805 | 0.026603254734360432487385210180697649519
f(z) = 96/55*z^3 - 226/55*z + 1
*
1/3 | 0.10937348195137954868644148064498768937 | 0.020033294041832562790317925839291090868
f(z) = 99/56*z^3 - 235/56*z + 1
*
[ 3/2 ] 
f(z) = 83/45*z^3 - 229/60*z + 1
*
2/5 | 0.11519476321166573043727288667337139138 | 0.016912440195740161353078907068293652978
f(z) = 85/48*z^3 - 227/60*z + 1
*
-3/2 | 0.19146633164155785772616036935357079216 | 0.029349965962779243954545682786189253209
f(z) = 89/45*z^3 - 227/60*z + 1
*
[ 7/30 ] 
f(z) = 90/49*z^3 - 237/70*z + 1
*
-3/2 | 0.19177964745386899805945299456594024575 | 0.029280896799156809766652746799586724217
f(z) = 91/45*z^3 - 233/60*z + 1
*
[ 10/7 ] 
f(z) = 91/50*z^3 - 239/70*z + 1
*
[ 4/3 ] 
f(z) = 93/40*z^3 - 233/60*z + 1
*
2/5 | 0.16893855229826983692278300757693260667 | 0.024770989285792124720313715845556300669
f(z) = 95/48*z^3 - 229/60*z + 1
*
-14/11 | 0.17455628514997140182561887190558213869 | 0.023127690789048981415510048929816990775
f(z) = 99/56*z^3 - 237/77*z + 1
*
[ 2/9 ] 
f(z) = 99/56*z^3 - 226/63*z + 1
*
[ 2/7 ] 
f(z) = 91/48*z^3 - 223/84*z + 1
*
[ 4/3 ] 
f(z) = 93/56*z^3 - 227/84*z + 1
*
[ 2/7 ] 
f(z) = 98/41*z^3 - 221/82*z + 1
*
[ 2/7 ] 
f(z) = 98/43*z^3 - 231/86*z + 1
*
9/14 | 0.13200356869367822667320904240065758531 | 0.024453425358328671988221096804768341701
f(z) = 98/45*z^3 - 221/90*z + 1
*
-10/9 | 0.18825133402430459150654907599099374828 | 0.026728249290061447225756702191700175237
f(z) = 99/50*z^3 - 229/90*z + 1
*
[ 10/9 ] 
f(z) = 81/44*z^3 - 239/110*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.029109815927000512197428417983767615504
f(z) = 86/51*z^3 - 223/102*z + 1
*
0 | 0.15740177495287733862493312041790826388 | 0.029014419385554629990016183867043386303
f(z) = 88/51*z^3 - 227/102*z + 1
*
0 | 0.15740139347581016826699877021429632544 | 0.028741429936166705567047621506750850137
f(z) = 94/51*z^3 - 239/102*z + 1
*
[ -3/2 ] 
f(z) = 94/57*z^3 - 233/114*z + 1
*
[ 6/5 ] 
f(z) = 95/56*z^3 - 239/105*z + 1
*
-5/4 | 0.14315120597295947698245834280810093418 | 0.026474321886449674036133454227051293003
f(z) = 96/55*z^3 - 223/110*z + 1
*
[ 5/14 ] 
f(z) = 98/55*z^3 - 223/110*z + 1
*
[ 2/5 ] 
f(z) = 81/40*z^3 - 228/125*z + 1
*
[ 10/9 ] 
f(z) = 81/52*z^3 - 237/130*z + 1
*
[ 2/5 ] 
f(z) = 83/40*z^3 - 229/125*z + 1
*
[ 2/5 ] 
f(z) = 85/52*z^3 - 229/130*z + 1
*
[ 2/5 ] 
f(z) = 87/40*z^3 - 231/125*z + 1
*
[ -4/3 ] 
f(z) = 87/44*z^3 - 233/132*z + 1
*
[ 3/8 ] 
f(z) = 88/45*z^3 - 233/120*z + 1
*
[ 2/5 ] 
f(z) = 89/40*z^3 - 232/125*z + 1
*
[ 7/18 ] 
f(z) = 90/49*z^3 - 233/126*z + 1
*
[ 2/5 ] 
f(z) = 91/40*z^3 - 233/125*z + 1
*
[ 2/5 ] 
f(z) = 93/40*z^3 - 234/125*z + 1
*
[ 2/5 ] 
f(z) = 95/52*z^3 - 233/130*z + 1
*
[ 2/5 ] 
f(z) = 97/40*z^3 - 236/125*z + 1
*
[ 3/7 ] 
f(z) = 98/43*z^3 - 226/129*z + 1
*
[ 2/5 ] 
f(z) = 99/40*z^3 - 237/125*z + 1
*
-12/13 | 0.18941941215707402031037343961389788415 | 0.026770001253336936704384116542400640885
f(z) = 91/48*z^3 - 239/156*z + 1
*
[ -4/3 ] 
f(z) = 93/52*z^3 - 223/156*z + 1
*
[ -14/11 ] 
f(z) = 99/49*z^3 - 229/154*z + 1
*
[ 11/18 ] 
f(z) = 81/44*z^3 - 233/176*z + 1
*
[ 14/15 ] 
f(z) = 81/56*z^3 - 233/175*z + 1
*
[ 15/17 ] 
f(z) = 85/54*z^3 - 231/170*z + 1
*
[ 15/22 ] 
f(z) = 88/45*z^3 - 227/165*z + 1
*
[ 7/10 ] 
f(z) = 88/49*z^3 - 229/175*z + 1
*
[ 7/10 ] 
f(z) = 92/49*z^3 - 236/175*z + 1
*
0 | 0.15152598548401386495214375697103233369 | 0.026908237756777125788107623539977535381
f(z) = 93/56*z^3 - 223/168*z + 1
*
[ 5/6 ] 
f(z) = 96/55*z^3 - 233/165*z + 1
*
[ 3/4 ] 
f(z) = 96/59*z^3 - 221/177*z + 1
*
[ 20/27 ] 
f(z) = 81/50*z^3 - 223/180*z + 1
*
[ 14/3 ] 
f(z) = 81/56*z^3 - 215/7*z + 1
*
[ -14/3 ] 
f(z) = 81/56*z^3 - 212/7*z + 1
*
[ 10/3 ] 
f(z) = 99/50*z^3 - 213/10*z + 1
*
[ -10/3 ] 
f(z) = 99/50*z^3 - 207/10*z + 1
*
[ -22/9 ] 
f(z) = 81/44*z^3 - 211/22*z + 1
*
[ 7/3 ] 
f(z) = 93/49*z^3 - 205/21*z + 1
*
-2 | 0.096373432389732933635354156070798520175 | 0.016071742251162999153648376694744397510
f(z) = 95/44*z^3 - 201/22*z + 1
*
-2 | 0.095912855227897722326938161734426934693 | 0.015968567395104266809234428061989682464
f(z) = 95/52*z^3 - 203/26*z + 1
*
[ 7/3 ] 
f(z) = 96/49*z^3 - 212/21*z + 1
*
-2 | 0.096806355315452347076555417731334528304 | 0.016091061577305297602561498954572738291
f(z) = 97/44*z^3 - 205/22*z + 1
*
-2 | 0.096365554755871998443658906552061680372 | 0.015991984417585316859964348830877147734
f(z) = 97/52*z^3 - 207/26*z + 1
*
-2 | 0.096806069664224022900466082491564489772 | 0.016014224080076188628329598835250241059
f(z) = 99/52*z^3 - 211/26*z + 1
*
1/4 | 0.15802496652594490583154252181574118804 | 0.029579760283218195740802618037738302009
f(z) = 80/51*z^3 - 209/51*z + 1
*
[ 5/3 ] 
f(z) = 81/40*z^3 - 209/40*z + 1
*
2/27 | 0.079553942350891070288447782188629463370 | 0.010761224869426145737672732336763343052
f(z) = 81/40*z^3 - 203/45*z + 1
*
-5/3 | 0.083924357796039795004287640512234015824 | 0.015824916585223224387812171266647836672
f(z) = 81/40*z^3 - 201/40*z + 1
*
[ 5/3 ] 
f(z) = 81/55*z^3 - 203/55*z + 1
*
[ 2/9 ] 
f(z) = 81/58*z^3 - 207/58*z + 1
*
0 | 0.11907494294135982237294018582390906712 | 0.022452969422974274203400446474931183601
f(z) = 83/59*z^3 - 201/59*z + 1
*
0 | 0.11932265716015988569209788625314458063 | 0.022478643497685182193950644674109417884
f(z) = 84/59*z^3 - 202/59*z + 1
*
0 | 0.10676753193475711583385237278372152356 | 0.020132263519774184412362063217853251357
f(z) = 85/58*z^3 - 201/58*z + 1
*
0 | 0.11956707564883958208200899974935770265 | 0.022503753123910126178919401812333845202
f(z) = 85/59*z^3 - 203/59*z + 1
*
[ -7/4 ] 
f(z) = 86/49*z^3 - 213/56*z + 1
*
0 | 0.11980828567353769221835202264295563880 | 0.022528315610068431739208942903519159474
f(z) = 86/59*z^3 - 204/59*z + 1
*
0 | 0.12004637105043423223057384018557895469 | 0.022552347547893410193117244761857825887
f(z) = 87/59*z^3 - 205/59*z + 1
*
0 | 0.10000648425989798134979082593381848785 | 0.018839759025125778306424874374381660305
f(z) = 88/57*z^3 - 202/57*z + 1
*
0 | 0.12028141232677410752245515997102701690 | 0.022575864850496396103114310196664428441
f(z) = 88/59*z^3 - 206/59*z + 1
*
0 | 0.084483893807386985354190592248548545618 | 0.015930423626784591359130207039266912273
f(z) = 89/56*z^3 - 201/56*z + 1
*
0 | 0.10023764538921110283885104694446174054 | 0.018865755587982777364336778131800889562
f(z) = 89/57*z^3 - 203/57*z + 1
*
0 | 0.10771203211735879159402463556201309823 | 0.020235173809460573631226603263477922766
f(z) = 89/58*z^3 - 205/58*z + 1
*
0 | 0.12051348695007309282120864805138272300 | 0.022598882787944533611457415570329222302
f(z) = 89/59*z^3 - 207/59*z + 1
*
0 | 0.12074266942642734359801173169156495814 | 0.022621416020545553460912541163840882204
f(z) = 90/59*z^3 - 208/59*z + 1
*
0 | 0.12110071227271763545493235262277692995 | 0.022834951859676977773966145237838698584
f(z) = 91/55*z^3 - 201/55*z + 1
*
0 | 0.10069040080358982257890977564964936807 | 0.018916064632268029142724180491268431646
f(z) = 91/57*z^3 - 205/57*z + 1
*
0 | 0.10816669602597097972017625407117634399 | 0.020283592707452245647443771275711903884
f(z) = 91/58*z^3 - 207/58*z + 1
*
0 | 0.12096903146876431412412626977369764090 | 0.022643478630015364190555131771859976451
f(z) = 91/59*z^3 - 209/59*z + 1
*
0 | 0.12132264589687585087165718302897994547 | 0.022855412125555082141938451428112692712
f(z) = 92/55*z^3 - 202/55*z + 1
*
0 | 0.10091420124015889213021420435143411477 | 0.018940793299834741973108499865725101273
f(z) = 92/57*z^3 - 206/57*z + 1
*
0 | 0.12119264213579819199664374917158858045 | 0.022665084148688646996152947890360085159
f(z) = 92/59*z^3 - 210/59*z + 1
*
0 | 0.12154193714698680303629726612533033336 | 0.022875442365008092852057936062672606654
f(z) = 93/55*z^3 - 203/55*z + 1
*
0 | 0.090132954489821102677492633824633066572 | 0.016932704399026917154891606387362932162
f(z) = 93/56*z^3 - 205/56*z + 1
*
0 | 0.10861039675192714344374329705276443702 | 0.020330138780062715666730528330565755743
f(z) = 93/58*z^3 - 209/58*z + 1
*
0 | 0.12141356796238577401928303908262244321 | 0.022686245586918589678762937827496750554
f(z) = 93/59*z^3 - 211/59*z + 1
*
0 | 0.12175864855421938550371142214194316244 | 0.022895054774084900006224602393604546124
f(z) = 94/55*z^3 - 204/55*z + 1
*
0 | 0.10135077439063925917519193269325908946 | 0.018988300013460648340475921449611563483
f(z) = 94/57*z^3 - 208/57*z + 1
*
0 | 0.12163187308191824463070149170699757952 | 0.022706975458799242398406177816276219703
f(z) = 94/59*z^3 - 212/59*z + 1
*
0 | 0.12203491391276511477888413063150685450 | 0.023011106475759457951382163966617653248
f(z) = 95/53*z^3 - 201/53*z + 1
*
0 | 0.095605399933795896151532972577127637457 | 0.017993919360724256661465988567543508670
f(z) = 95/54*z^3 - 203/54*z + 1
*
0 | 0.093417095131502356635624719866872142741 | 0.017517723839006429771241687722773984408
f(z) = 95/56*z^3 - 207/56*z + 1
*
0 | 0.10904365384552297963100254326907800004 | 0.020374914866194037305512570879664826278
f(z) = 95/58*z^3 - 211/58*z + 1
*
0 | 0.12184761934132982388496932908814182922 | 0.022727285806332570310479502902195733735
f(z) = 95/59*z^3 - 213/59*z + 1
*
7/12 | 0.15965197152702947635387743224374913104 | 0.021963643665280159578384814504017760969
f(z) = 96/49*z^3 - 205/42*z + 1
*
0 | 0.12224589971737730805950548315193624396 | 0.023029339642615583666991101511916847266
f(z) = 96/53*z^3 - 202/53*z + 1
*
0 | 0.12218457103564601189421885656018390503 | 0.022933072609944805994011695520527829433
f(z) = 96/55*z^3 - 206/55*z + 1
*
0 | 0.12206086640925506835156100236458857382 | 0.022747188222151978545725751183695229723
f(z) = 96/59*z^3 - 214/59*z + 1
*
0 | 0.096813860030575872709236781078457876428 | 0.018255382579163864713695237478467260727
f(z) = 97/52*z^3 - 201/52*z + 1
*
0 | 0.12245449820068477354376842150838056716 | 0.023047195739015728589561837915239081667
f(z) = 97/53*z^3 - 203/53*z + 1
*
0 | 0.096025717970576717996923584599447895848 | 0.018039740362485589545299048248255281532
f(z) = 97/54*z^3 - 205/54*z + 1
*
0 | 0.12239389654671377637760656580925767763 | 0.022951500218103317121049919360826208864
f(z) = 97/55*z^3 - 207/55*z + 1
*
0 | 0.083855292302144529463963258916027834504 | 0.015696376966923047781090582808469471149
f(z) = 97/56*z^3 - 209/56*z + 1
*
0 | 0.10198931773732751483572663064151890545 | 0.019056805168167787899634855715293066684
f(z) = 97/57*z^3 - 211/57*z + 1
*
0 | 0.10946695054803522195666102707063439917 | 0.020418016247683858221245279689846438336
f(z) = 97/58*z^3 - 213/58*z + 1
*
0 | 0.12227167187782215654732283086586003542 | 0.022766693870904773011985607986753012625
f(z) = 97/59*z^3 - 215/59*z + 1
*
0 | 0.12266076303281011943079431934566891955 | 0.023064685109548361072504862758610062426
f(z) = 98/53*z^3 - 204/53*z + 1
*
0 | 0.12260087127747826858506837770852962627 | 0.022969554398821050029042873526164869998
f(z) = 98/55*z^3 - 208/55*z + 1
*
0 | 0.10219701062247081545077136774592572127 | 0.019078757511233852072529291750836358199
f(z) = 98/57*z^3 - 212/57*z + 1
*
0 | 0.12248009135852926157496751442497235819 | 0.022785813509387590204456265862538213944
f(z) = 98/59*z^3 - 216/59*z + 1
*
[ -5/3 ] 
f(z) = 99/40*z^3 - 211/40*z + 1
*
4/3 | 0.15837623211508173609903193439241494443 | 0.029489276932390024869625360228051283176
f(z) = 99/52*z^3 - 215/52*z + 1
*
0 | 0.097223412250477360330796789778513626603 | 0.018298445916454223934938564520862482635
f(z) = 99/52*z^3 - 203/52*z + 1
*
0 | 0.12286474608552992858786105409413377810 | 0.023081817724755991151760754190401548642
f(z) = 99/53*z^3 - 205/53*z + 1
*
0 | 0.094251252514739529531160737756394026143 | 0.017610940007021959495445386992401426861
f(z) = 99/56*z^3 - 211/56*z + 1
*
0 | 0.10988073711891323661032961030738785195 | 0.020459531352408119430722990898877222241
f(z) = 99/58*z^3 - 215/58*z + 1
*
0 | 0.12268617857261465891440858598322392221 | 0.022804557505521187218724576036758993074
f(z) = 99/59*z^3 - 217/59*z + 1
*
[ 4/3 ] 
f(z) = 87/40*z^3 - 217/60*z + 1
*
[ 14/11 ] 
f(z) = 99/56*z^3 - 204/77*z + 1
*
6/5 | 0.19380663887703590977912921829501185613 | 0.020696412539047157483128943954675008966
f(z) = 85/54*z^3 - 216/85*z + 1
*
-7/6 | 0.21746870856714785527955812122967908558 | 0.029722856092895687208475169570742236814
f(z) = 87/49*z^3 - 215/84*z + 1
*
[ 4/3 ] 
f(z) = 87/56*z^3 - 211/84*z + 1
*
-5/4 | 0.11654009884663360909873953185545467577 | 0.021934044963875292641539135440517470651
f(z) = 88/45*z^3 - 203/90*z + 1
*
[ 7/6 ] 
f(z) = 93/49*z^3 - 205/84*z + 1
*
5/9 | 0.20595331620408362990989282814579843353 | 0.029466795963659710266715722941888711367
f(z) = 99/50*z^3 - 217/90*z + 1
*
[ 10/9 ] 
f(z) = 99/50*z^3 - 211/90*z + 1
*
0 | 0.15740242709223105798917996741703089290 | 0.029307956758185290647856319106566036845
f(z) = 82/51*z^3 - 215/102*z + 1
*
[ 7/17 ] 
f(z) = 85/49*z^3 - 205/119*z + 1
*
[ 6/5 ] 
f(z) = 85/56*z^3 - 212/105*z + 1
*
[ -3/2 ] 
f(z) = 86/51*z^3 - 217/102*z + 1
*
[ 2/5 ] 
f(z) = 95/44*z^3 - 203/110*z + 1
*
-17/14 | 0.15740242709223105798917996741703089290 | 0.029570191998345359776330802735816912760
f(z) = 98/51*z^3 - 205/102*z + 1
*
[ -10/7 ] 
f(z) = 98/55*z^3 - 213/110*z + 1
*
[ 3/4 ] 
f(z) = 96/41*z^3 - 203/123*z + 1
*
[ 3/4 ] 
f(z) = 96/43*z^3 - 205/129*z + 1
*
[ 3/7 ] 
f(z) = 98/41*z^3 - 218/123*z + 1
*
-3/28 | 0.19579097426927216055934393399381555634 | 0.029378595111945525557259384429376943005
f(z) = 98/45*z^3 - 203/120*z + 1
*
0 | 0.16045835286449578502670561231573521589 | 0.028181577382429795579577681645188800108
f(z) = 99/40*z^3 - 217/120*z + 1
*
[ 4/7 ] 
f(z) = 91/40*z^3 - 209/140*z + 1
*
[ 3/4 ] 
f(z) = 96/47*z^3 - 209/141*z + 1
*
[ 3/4 ] 
f(z) = 96/49*z^3 - 211/147*z + 1
*
[ 3/4 ] 
f(z) = 96/53*z^3 - 215/159*z + 1
*
[ -9/7 ] 
f(z) = 98/51*z^3 - 214/153*z + 1
*
[ 5/6 ] 
f(z) = 84/55*z^3 - 208/165*z + 1
*
[ 2/3 ] 
f(z) = 93/58*z^3 - 211/174*z + 1
*
[ 3/4 ] 
f(z) = 96/55*z^3 - 217/165*z + 1
*
[ 20/9 ] 
f(z) = 81/40*z^3 - 189/20*z + 1
*
-14/9 | 0.13446441389950642441088890776077064088 | 0.018433981186113895510689209293240174661
f(z) = 81/40*z^3 - 184/35*z + 1
*
-2 | 0.094025610780633414434470293101250032835 | 0.015959146105921366794773460441147527861
f(z) = 85/44*z^3 - 181/22*z + 1
*
-2 | 0.093435023834938033782917850310772819527 | 0.015829379627261467750228157459330424233
f(z) = 85/52*z^3 - 183/26*z + 1
*
-2 | 0.094522172920269490385106728871574410943 | 0.015984125285832555467988484114715654578
f(z) = 87/44*z^3 - 185/22*z + 1
*
[ 7/3 ] 
f(z) = 87/49*z^3 - 191/21*z + 1
*
-2 | 0.093962743975800717062066166108340011052 | 0.015860683128640057507377187273969141773
f(z) = 87/52*z^3 - 187/26*z + 1
*
-2 | 0.095004386139066204098384354761219998503 | 0.016007764082666681903503898231801525688
f(z) = 89/44*z^3 - 189/22*z + 1
*
-2 | 0.094473180053704810779526417977114610540 | 0.015890075113768348813035427193528800511
f(z) = 89/52*z^3 - 191/26*z + 1
*
-2 | 0.095473143298926992518702193458028874554 | 0.016030179700408080481657281927679889216
f(z) = 91/44*z^3 - 193/22*z + 1
*
-2 | 0.095929249174753634678884475718999868294 | 0.016051475328449686483877614271333191198
f(z) = 93/44*z^3 - 197/22*z + 1
*
[ -7/3 ] 
f(z) = 93/49*z^3 - 187/21*z + 1
*
-2 | 0.095447171890798768006247703554456458235 | 0.015943863210887586853452366548893399041
f(z) = 93/52*z^3 - 199/26*z + 1
*
[ 12/5 ] 
f(z) = 95/54*z^3 - 191/20*z + 1
*
[ -7/3 ] 
f(z) = 96/49*z^3 - 194/21*z + 1
*
[ 2 ] 
f(z) = 97/44*z^3 - 183/22*z + 1
*
[ 2 ] 
f(z) = 97/52*z^3 - 181/26*z + 1
*
[ 2 ] 
f(z) = 99/52*z^3 - 185/26*z + 1
*
0 | 0.098271224085864147415295852295020156327 | 0.018883762069311492083212986008107987860
f(z) = 80/51*z^3 - 182/51*z + 1
*
0 | 0.11854050773634593703957370700738179915 | 0.022683936887456489410739375858054145660
f(z) = 80/53*z^3 - 186/53*z + 1
*
0 | 0.098044480191938956251197756294805403019 | 0.018611829937610190661327789188749444505
f(z) = 80/57*z^3 - 194/57*z + 1
*
0 | 0.11831109732361570905611818883492713996 | 0.022372375796627899432357800156413808663
f(z) = 80/59*z^3 - 198/59*z + 1
*
[ 1/4 ] 
f(z) = 80/59*z^3 - 182/59*z + 1
*
0 | 0.10607111434776229362422827381837990817 | 0.020404188693348959407373975506879480795
f(z) = 81/50*z^3 - 181/50*z + 1
*
0 | 0.093161672604441668519264588227972631820 | 0.017845847242231595537775618616528568061
f(z) = 81/52*z^3 - 185/52*z + 1
*
0 | 0.11879527679910255595391957313383090561 | 0.022709388296076514972863058682556343418
f(z) = 81/53*z^3 - 187/53*z + 1
*
0 | 0.11872046858425500080540734778441667952 | 0.022603634447189902887361281114761064010
f(z) = 81/55*z^3 - 191/55*z + 1
*
0 | 0.080215775367672155856360356814792390794 | 0.015242351817856919211086169859032294621
f(z) = 81/56*z^3 - 193/56*z + 1
*
0 | 0.10577185740076929666130382008875012145 | 0.020020401035345890942348342767302808443
f(z) = 81/58*z^3 - 197/58*z + 1
*
0 | 0.11856925982196616678468032449452397626 | 0.022399854863476051020975833537395855313
f(z) = 81/59*z^3 - 199/59*z + 1
*
[ -7/4 ] 
f(z) = 82/49*z^3 - 199/56*z + 1
*
0 | 0.098776151129194971156249120996708903194 | 0.018941010152440151788234768081949343570
f(z) = 82/51*z^3 - 184/51*z + 1
*
0 | 0.11904656538715750460538268001145482982 | 0.022734247076963828345145060217447241000
f(z) = 82/53*z^3 - 188/53*z + 1
*
0 | 0.11897283894450722628024246631292500036 | 0.022629185672230117652033614253700201773
f(z) = 82/55*z^3 - 192/55*z + 1
*
0 | 0.098554962599492647088578628906192440940 | 0.018672379999766947425715994696898201432
f(z) = 82/57*z^3 - 196/57*z + 1
*
0 | 0.11882384208248629077570159212729668046 | 0.022426712833909094600659049243881514435
f(z) = 82/59*z^3 - 200/59*z + 1
*
0 | 0.11943836565376578574112092619475851145 | 0.022975557153426465254389256070261926176
f(z) = 83/49*z^3 - 181/49*z + 1
*
0 | 0.10656716353206258808451995316045984240 | 0.020456367558235553989372478634910157712
f(z) = 83/50*z^3 - 183/50*z + 1
*
0 | 0.099021984246794442370601786838021775533 | 0.018968435785755800098465531871842466332
f(z) = 83/51*z^3 - 185/51*z + 1
*
0 | 0.093659808986450280991311129928385730373 | 0.017904390034012902773148606912745785272
f(z) = 83/52*z^3 - 187/52*z + 1
*
0 | 0.11929446797012535615955788411771561340 | 0.022758532151091992972288462163607464637
f(z) = 83/53*z^3 - 189/53*z + 1
*
0 | 0.092859670138564127831259517274003676116 | 0.017679900220484049851332024731758006683
f(z) = 83/54*z^3 - 191/54*z + 1
*
0 | 0.11922179222413653542571664184688062120 | 0.022654153663745390722569357104615984937
f(z) = 83/55*z^3 - 193/55*z + 1
*
0 | 0.090660693484025661514748387489826588455 | 0.017193381580467970073807263659683716151
f(z) = 83/56*z^3 - 195/56*z + 1
*
0 | 0.098803948214018179310940402435296174468 | 0.018701521517441030881210387914382189246
f(z) = 83/57*z^3 - 197/57*z + 1
*
0 | 0.10627643855924273522854248851192189165 | 0.020077520958709239824286816173330487954
f(z) = 83/58*z^3 - 199/58*z + 1
*
0 | 0.11953907519566796860712963680214942292 | 0.022782261630914761178890475699156297275
f(z) = 84/53*z^3 - 190/53*z + 1
*
0 | 0.11946742039946734794963317132592651139 | 0.022678556785725930424108535756928342293
f(z) = 84/55*z^3 - 194/55*z + 1
*
0 | 0.073938346176711888254343611627243311957 | 0.014223023641644365569801843500385251397
f(z) = 85/48*z^3 - 181/48*z + 1
*
0 | 0.11992042760543313821404236464041258797 | 0.023019626905049874888653037417352839050
f(z) = 85/49*z^3 - 183/49*z + 1
*
0 | 0.094144818872957447985384330903897209779 | 0.017960580432912448796408856249240263698
f(z) = 85/52*z^3 - 189/52*z + 1
*
0 | 0.11978047409438318098236280634582207787 | 0.022805452864423829386174370405554704433
f(z) = 85/53*z^3 - 191/53*z + 1
*
0 | 0.093346679446747173338536321839376042424 | 0.017737445317139541892455373419148242614
f(z) = 85/54*z^3 - 193/54*z + 1
*
0 | 0.088297272836063883420341874113063530685 | 0.016712827551163858652507030714630836608
f(z) = 85/56*z^3 - 197/56*z + 1
*
0 | 0.099295043298209768562093152303430052620 | 0.018758610468532370681621028325320848656
f(z) = 85/57*z^3 - 199/57*z + 1
*
0 | 0.12015681019021451747581769486671785186 | 0.023040899404157883490589115797217941079
f(z) = 86/49*z^3 - 184/49*z + 1
*
0 | 0.099743326791286115244799324779925281287 | 0.019047919846968277980203839426538711913
f(z) = 86/51*z^3 - 188/51*z + 1
*
0 | 0.12001874827104911824730708548168924751 | 0.022828122476265475573165514951099609420
f(z) = 86/53*z^3 - 192/53*z + 1
*
0 | 0.11994905107826618022946002946775156408 | 0.022725738037633544722321715590867623965
f(z) = 86/55*z^3 - 196/55*z + 1
*
0 | 0.099534227503735401248786511017552548809 | 0.018786007069369649449548764360580989822
f(z) = 86/57*z^3 - 200/57*z + 1
*
0 | 0.12045767626006704913936173473265620122 | 0.023171635096757148063144380969507134532
f(z) = 87/47*z^3 - 181/47*z + 1
*
0 | 0.12039019917632270688904675976720315591 | 0.023061684530769778441885687553988707557
f(z) = 87/49*z^3 - 185/49*z + 1
*
0 | 0.10752089682184704370870280457952634336 | 0.020554131962661919512909402145145213673
f(z) = 87/50*z^3 - 187/50*z + 1
*
0 | 0.094617380404510359738666869753475441590 | 0.018014557258055671663763120965698687522
f(z) = 87/52*z^3 - 191/52*z + 1
*
0 | 0.12025397808330754524171601905577351069 | 0.022850286406149099958578933836393087101
f(z) = 87/53*z^3 - 193/53*z + 1
*
0 | 0.12018521984661666928728608431961585367 | 0.022748549179140892188431071049120284534
f(z) = 87/55*z^3 - 197/55*z + 1
*
0 | 0.091626100272543636826685288719358870845 | 0.017309809902608928456875565682328191229
f(z) = 87/56*z^3 - 199/56*z + 1
*
0 | 0.12068726805402559540120346927559190731 | 0.023191220786424138864797529464590392154
f(z) = 88/47*z^3 - 182/47*z + 1
*
0 | 0.12062066981384014320933823744820391127 | 0.023081997147047321875944496449944121791
f(z) = 88/49*z^3 - 186/49*z + 1
*
0 | 0.10020899096633058284735513166317137922 | 0.019098252569111822808287712425033760076
f(z) = 88/51*z^3 - 190/51*z + 1
*
[ 3/2 ] 
f(z) = 88/51*z^3 - 181/51*z + 1
*
0 | 0.12048624080877000143059254416344726689 | 0.022871959944759318061732099244968394947
f(z) = 88/53*z^3 - 194/53*z + 1
*
0 | 0.10811135379775833485138876717158759464 | 0.020796655869481836061306057727774032246
f(z) = 89/46*z^3 - 181/46*z + 1
*
0 | 0.12091403665052480374067269471134403708 | 0.023210357625113257582301812869926715952
f(z) = 89/47*z^3 - 183/47*z + 1
*
0 | 0.074864425094062693789163908863998583046 | 0.014340866332217775218384927615981933400
f(z) = 89/48*z^3 - 185/48*z + 1
*
0 | 0.12084829453629168295360534340189496239 | 0.023101851517079864366991201610918098494
f(z) = 89/49*z^3 - 187/49*z + 1
*
0 | 0.10797986799047236259212675906290933492 | 0.020599977007712137925459397690124263529
f(z) = 89/50*z^3 - 189/50*z + 1
*
0 | 0.10043748273099717336375999653138635405 | 0.019122668327713247485387191216374128315
f(z) = 89/51*z^3 - 191/51*z + 1
*
0 | 0.095078120181797728568760668780428344635 | 0.018066448293355181738615654918702060212
f(z) = 89/52*z^3 - 193/52*z + 1
*
0 | 0.12071561080144115422894948052707477342 | 0.022893157767364108273036095726935269673
f(z) = 89/53*z^3 - 195/53*z + 1
*
0 | 0.094283663774259113844832114879358523703 | 0.017845926187060152950047492564631789426
f(z) = 89/54*z^3 - 197/54*z + 1
*
0 | 0.12064865608041246840203594797892767369 | 0.022792690025496883760726970013557277074
f(z) = 89/55*z^3 - 199/55*z + 1
*
0 | 0.12113805093242302498298333168240768882 | 0.023229059103110416714751933980789448077
f(z) = 90/47*z^3 - 184/47*z + 1
*
0 | 0.12107314310019875663847243992959418969 | 0.023121261337300635617706197174509759207
f(z) = 90/49*z^3 - 188/49*z + 1
*
0 | 0.12094215963827371451409007444666945997 | 0.022913893965294335067717138760687431661
f(z) = 90/53*z^3 - 196/53*z + 1
*
0 | 0.10785998588574168425991688576332965832 | 0.020748301910538544541279958401906086792
f(z) = 91/45*z^3 - 181/45*z + 1
*
0 | 0.10855587821226649890900274353560210502 | 0.020838116280058953407071203261657841821
f(z) = 91/46*z^3 - 183/46*z + 1
*
0 | 0.12135937728095883751551733061128324256 | 0.023247338179124599032697094946053763880
f(z) = 91/47*z^3 - 185/47*z + 1
*
0 | 0.075310586959663278555506620533903719060 | 0.014396678118480128687302287133685510873
f(z) = 91/48*z^3 - 187/48*z + 1
*
0 | 0.10842768762409047817458096731500115789 | 0.020643953348867398922248756542867862576
f(z) = 91/50*z^3 - 191/50*z + 1
*
0 | 0.10088717263627210044001215626259473217 | 0.019170266349512346288078256566103951598
f(z) = 91/51*z^3 - 193/51*z + 1
*
0 | 0.12116595625659730488992342365553817487 | 0.022934182075454528469745723761770208420
f(z) = 91/53*z^3 - 197/53*z + 1
*
0 | 0.094734861868880861703270945307054177260 | 0.017897110596462135877992320934861195388
f(z) = 91/54*z^3 - 199/54*z + 1
*
0 | 0.10807790472486880088640040008170373403 | 0.020768210193361325114639242333430701907
f(z) = 92/45*z^3 - 182/45*z + 1
*
0 | 0.12157807969597379498712754165542459977 | 0.023265207306649902761239738997174286392
f(z) = 92/47*z^3 - 186/47*z + 1
*
0 | 0.12151477817132848902223156084164829888 | 0.023158799445205179649302648996031841812
f(z) = 92/49*z^3 - 190/49*z + 1
*
0 | 0.10110747081881711216957474701191199482 | 0.019193278893597795080502114877643841028
f(z) = 92/51*z^3 - 194/51*z + 1
*
[ 3/2 ] 
f(z) = 92/51*z^3 - 190/51*z + 1
*
0 | 0.12138706708309893502558915314885411535 | 0.022954035108010903305029320375048756197
f(z) = 92/53*z^3 - 198/53*z + 1
*
[ 3/2 ] 
f(z) = 92/57*z^3 - 188/57*z + 1
*
0 | 0.096216538648966124506106869138193061546 | 0.018508530075189357297908583619036282218
f(z) = 93/44*z^3 - 181/44*z + 1
*
0 | 0.10898994453011543575120627303204726077 | 0.020877876562845250083880502163064148421
f(z) = 93/46*z^3 - 185/46*z + 1
*
0 | 0.12179421990896680667998111442210028125 | 0.023282678458739488939527185797813303197
f(z) = 93/47*z^3 - 187/47*z + 1
*
0 | 0.12173169194613704327703456466348076516 | 0.023176952535658489127548042074223547718
f(z) = 93/49*z^3 - 191/49*z + 1
*
0 | 0.10886488725460667049415668796815532636 | 0.020686166836140584341172021542046461796
f(z) = 93/50*z^3 - 193/50*z + 1
*
0 | 0.095966413297756698379823693477175670722 | 0.018164435487457612150961309714742519504
f(z) = 93/52*z^3 - 197/52*z + 1
*
0 | 0.12160555615497441036817002867178791861 | 0.022973465572390075766541040869066179006
f(z) = 93/53*z^3 - 199/53*z + 1
*
0 | 0.10850617203564708986225935274120659534 | 0.020806808957776398246908836605342503611
f(z) = 94/45*z^3 - 184/45*z + 1
*
0 | 0.12194608432200542348716416385902054373 | 0.023194710730667104145955886102202393613
f(z) = 94/49*z^3 - 192/49*z + 1
*
0 | 0.10154032361348873553440451083124634694 | 0.019237991246725215769855859794990964479
f(z) = 94/51*z^3 - 196/51*z + 1
*
0 | 0.12182148523381737206255762195393718491 | 0.022992485501710628691284196501440753166
f(z) = 94/53*z^3 - 200/53*z + 1
*
0 | 0.12234012125905137822570240177735552003 | 0.023533748412906519168485862895438375957
f(z) = 95/43*z^3 - 181/43*z + 1
*
0 | 0.096639163585655297293237159095181661036 | 0.018550613390717085590541223249982991600
f(z) = 95/44*z^3 - 183/44*z + 1
*
0 | 0.10941403529411646102640510774942166919 | 0.020916032013096686164151709714619542840
f(z) = 95/46*z^3 - 187/46*z + 1
*
0 | 0.12221904994534812135320860107369197282 | 0.023316472465040831708036641217220137670
f(z) = 95/47*z^3 - 189/47*z + 1
*
0 | 0.076172817768450249027548480661406194027 | 0.014502827930034030971094045436594216683
f(z) = 95/48*z^3 - 191/48*z + 1
*
0 | 0.12215801348430636953436991314297824921 | 0.023212085283273393583455105866879369659
f(z) = 95/49*z^3 - 193/49*z + 1
*
0 | 0.10175196450142011218375278701165625552 | 0.019259519360940080001638736892015135802
f(z) = 95/51*z^3 - 197/51*z + 1
*
0 | 0.096395005221874451191454366202266741199 | 0.018210741382514589820085930331713946210
f(z) = 95/52*z^3 - 199/52*z + 1
*
3/2 | 0.20387701529030187867017817809149985341 | 0.023821507367130070154902150180250516185
f(z) = 95/54*z^3 - 193/40*z + 1
*
0 | 0.12254750984039260763245664289302973399 | 0.023548684159979477400849430948265762921
f(z) = 96/43*z^3 - 182/43*z + 1
*
0 | 0.12242785281704629160684253810927911164 | 0.023332817066081433782036460394933363087
f(z) = 96/47*z^3 - 190/47*z + 1
*
0 | 0.12236753561875847204624656617771579819 | 0.023229087026237719429004718096980911601
f(z) = 96/49*z^3 - 194/49*z + 1
*
[ 1/4 ] 
f(z) = 96/59*z^3 - 183/59*z + 1
*
0 | 0.089602923554462167211966768382497097448 | 0.017236313306625857213936813356680639016
f(z) = 97/42*z^3 - 181/42*z + 1
*
0 | 0.12275259528847761170413789659685500174 | 0.023563282766674484129747172243075392524
f(z) = 97/43*z^3 - 183/43*z + 1
*
0 | 0.097052330720317521147706777080113497487 | 0.018591133243079531652809645504672828934
f(z) = 97/44*z^3 - 185/44*z + 1
*
0 | 0.10913050033643604590656994820958257553 | 0.020861830317347745309884210716619058282
f(z) = 97/45*z^3 - 187/45*z + 1
*
0 | 0.10982860028234632407227527534683913328 | 0.020952670925705989442102626406629970822
f(z) = 97/46*z^3 - 189/46*z + 1
*
0 | 0.12263431976685501592791210480268662133 | 0.023348807225457772571963482351473407505
f(z) = 97/47*z^3 - 191/47*z + 1
*
0 | 0.076588796418566221546935366054092829625 | 0.014553164573517029004062812776957362342
f(z) = 97/48*z^3 - 193/48*z + 1
*
0 | 0.12257470500241270192385273915269091684 | 0.023245726391791971018625778287762982216
f(z) = 97/49*z^3 - 195/49*z + 1
*
0 | 0.10970936959037353386997035144495952382 | 0.020765689763885004112199614780460347479
f(z) = 97/50*z^3 - 197/50*z + 1
*
0 | 0.10217112766953809465921555355683945426 | 0.019301954271045769566904689256086915829
f(z) = 97/51*z^3 - 199/51*z + 1
*
0 | 0.12295542834024288232677395740268252883 | 0.023577553790733014227550057085489743744
f(z) = 98/43*z^3 - 184/43*z + 1
*
9/7 | 0.13116706128513035561166179348066235647 | 0.024827182145493856399807328693703324551
f(z) = 98/45*z^3 - 197/45*z + 1
*
0 | 0.10933400460745723431022738116402971745 | 0.020879445505850591741576369207570513423
f(z) = 98/45*z^3 - 188/45*z + 1
*
0 | 0.12283850266288183434860508403622918547 | 0.023364452837455152720004307021131471013
f(z) = 98/47*z^3 - 192/47*z + 1
*
0 | 0.12321341480489109163415344317586257946 | 0.023701738033865688557688954477719607075
f(z) = 99/41*z^3 - 181/41*z + 1
*
0 | 0.12315605806946328929448479327662275893 | 0.023591506440581660699981817391772363854
f(z) = 99/43*z^3 - 185/43*z + 1
*
0 | 0.11023405941944630563125777088968249850 | 0.020987875237189125957582768242699034506
f(z) = 99/46*z^3 - 191/46*z + 1
*
0 | 0.12304045165846904227922710152787208114 | 0.023379763436933869560204378391833203434
f(z) = 99/47*z^3 - 193/47*z + 1
*
0 | 0.12298219359248430879896055890836498500 | 0.023277957827657227050784044096715166767
f(z) = 99/49*z^3 - 197/49*z + 1
*
0 | 0.11011754220494573610759293973618581758 | 0.020803174170245744120943078749431798782
f(z) = 99/50*z^3 - 199/50*z + 1
*
[ 7/27 ] 
f(z) = 81/49*z^3 - 187/63*z + 1
*
[ -3/2 ] 
f(z) = 97/45*z^3 - 191/60*z + 1
*
[ 7/6 ] 
f(z) = 87/49*z^3 - 191/84*z + 1
*
4/7 | 0.19006807992175290774281737409150552864 | 0.028455012738571375569184604813424462930
f(z) = 91/48*z^3 - 199/84*z + 1
*
-4/3 | 0.12753735475329642465656774055343794442 | 0.021567141275094483971771027361112101777
f(z) = 93/56*z^3 - 185/84*z + 1
*
[ 5/14 ] 
f(z) = 98/45*z^3 - 187/90*z + 1
*
[ -4/3 ] 
f(z) = 99/46*z^3 - 191/92*z + 1
*
[ 21/20 ] 
f(z) = 80/49*z^3 - 184/105*z + 1
*
[ 10/9 ] 
f(z) = 81/55*z^3 - 189/110*z + 1
*
[ -3/2 ] 
f(z) = 82/51*z^3 - 199/102*z + 1
*
[ 2/5 ] 
f(z) = 85/44*z^3 - 199/110*z + 1
*
[ -3/2 ] 
f(z) = 86/57*z^3 - 197/114*z + 1
*
[ 6/7 ] 
f(z) = 91/40*z^3 - 193/105*z + 1
*
12/13 | 0.23235063243686954479775688562686774877 | 0.027083521737764721720041781599103089105
f(z) = 91/54*z^3 - 197/104*z + 1
*
[ -4/3 ] 
f(z) = 95/48*z^3 - 191/108*z + 1
*
[ -4/3 ] 
f(z) = 97/48*z^3 - 199/108*z + 1
*
[ 10/11 ] 
f(z) = 99/50*z^3 - 191/110*z + 1
*
[ 2/3 ] 
f(z) = 87/46*z^3 - 185/138*z + 1
*
0 | 0.10100626837431085331952106764118287307 | 0.017936861955783390811518723422847287724
f(z) = 93/40*z^3 - 199/120*z + 1
*
[ 2/3 ] 
f(z) = 93/46*z^3 - 193/138*z + 1
*
[ 3/4 ] 
f(z) = 94/45*z^3 - 181/120*z + 1
*
[ 3/4 ] 
f(z) = 98/45*z^3 - 187/120*z + 1
*
[ 3/4 ] 
f(z) = 80/47*z^3 - 182/141*z + 1
*
[ 3/4 ] 
f(z) = 80/49*z^3 - 184/147*z + 1
*
[ 3/4 ] 
f(z) = 80/53*z^3 - 188/159*z + 1
*
[ 2/3 ] 
f(z) = 87/50*z^3 - 191/150*z + 1
*
[ 3/5 ] 
f(z) = 91/54*z^3 - 191/150*z + 1
*
[ 2/3 ] 
f(z) = 93/50*z^3 - 199/150*z + 1
*
[ 7/10 ] 
f(z) = 95/49*z^3 - 193/140*z + 1
*
[ 4/5 ] 
f(z) = 95/56*z^3 - 187/140*z + 1
*
[ 3/5 ] 
f(z) = 97/54*z^3 - 197/150*z + 1
*
[ 3/4 ] 
f(z) = 80/59*z^3 - 194/177*z + 1
*
[ 10/3 ] 
f(z) = 81/50*z^3 - 173/10*z + 1
*
[ -10/3 ] 
f(z) = 81/50*z^3 - 167/10*z + 1
*
[ 7/2 ] 
f(z) = 96/49*z^3 - 163/7*z + 1
*
[ -20/9 ] 
f(z) = 81/40*z^3 - 171/20*z + 1
*
-2 | 0.092985337467630476731251829767680307791 | 0.015904611515702119853117016224233509233
f(z) = 81/44*z^3 - 173/22*z + 1
*
-2 | 0.092321638589130973649183488340937131073 | 0.015760104486421321761971209864569756249
f(z) = 81/52*z^3 - 175/26*z + 1
*
-2 | 0.093513704257147944044782794164814348695 | 0.015932692729838143190059705974008313717
f(z) = 83/44*z^3 - 177/22*z + 1
*
-2 | 0.092888553034386711441438432299026324192 | 0.015795941158599135352597194501328008486
f(z) = 83/52*z^3 - 179/26*z + 1
*
[ 2 ] 
f(z) = 87/44*z^3 - 163/22*z + 1
*
[ -7/3 ] 
f(z) = 87/49*z^3 - 173/21*z + 1
*
[ 2 ] 
f(z) = 87/52*z^3 - 161/26*z + 1
*
[ 2 ] 
f(z) = 89/44*z^3 - 167/22*z + 1
*
[ 2 ] 
f(z) = 89/52*z^3 - 165/26*z + 1
*
-10/7 | 0.13488964619905022041177370620951695833 | 0.018649885687658215749375065136750499639
f(z) = 91/40*z^3 - 173/35*z + 1
*
[ 2 ] 
f(z) = 91/44*z^3 - 171/22*z + 1
*
[ 2 ] 
f(z) = 93/44*z^3 - 175/22*z + 1
*
-5/3 | 0.20051727024988310305065794701583022482 | 0.029805916797220040482697735256439395030
f(z) = 93/50*z^3 - 167/30*z + 1
*
[ 2 ] 
f(z) = 93/52*z^3 - 173/26*z + 1
*
[ 2 ] 
f(z) = 95/44*z^3 - 179/22*z + 1
*
[ 2 ] 
f(z) = 95/52*z^3 - 177/26*z + 1
*
[ -2 ] 
f(z) = 97/44*z^3 - 161/22*z + 1
*
3/2 | 0.17051262396718048634232951445172164120 | 0.027428571344969756860222285270399071025
f(z) = 98/45*z^3 - 167/30*z + 1
*
0 | 0.11898516058319489530152796044421333970 | 0.023387303697662573767272822573825974027
f(z) = 80/41*z^3 - 162/41*z + 1
*
0 | 0.11891230077586507747861431267018389333 | 0.023261460257535998878365722073321529760
f(z) = 80/43*z^3 - 166/43*z + 1
*
0 | 0.11876510948386499728843800553000171436 | 0.023020708753005050317814511963417314208
f(z) = 80/47*z^3 - 174/47*z + 1
*
0 | 0.11869076016523134735819189069691341500 | 0.022905387500900346149360657669086394152
f(z) = 80/49*z^3 - 178/49*z + 1
*
[ 3/2 ] 
f(z) = 80/51*z^3 - 163/51*z + 1
*
[ 1/4 ] 
f(z) = 80/53*z^3 - 164/53*z + 1
*
[ 1/4 ] 
f(z) = 80/57*z^3 - 176/57*z + 1
*
[ 3/2 ] 
f(z) = 80/57*z^3 - 161/57*z + 1
*
0 | 0.11923357077972874616290769156612459587 | 0.023407816653601152519038807857859981352
f(z) = 81/41*z^3 - 163/41*z + 1
*
0 | 0.11916173395608108232465826678471925266 | 0.023282899183461891840625899192173967294
f(z) = 81/43*z^3 - 167/43*z + 1
*
4/3 | 0.14802277853312505716588089889614418924 | 0.028597082036017735917598878087011117168
f(z) = 81/44*z^3 - 177/44*z + 1
*
0 | 0.10621768167503743132048196300744804402 | 0.020611618754205004422348045520809762037
f(z) = 81/46*z^3 - 173/46*z + 1
*
[ 2/9 ] 
f(z) = 81/46*z^3 - 165/46*z + 1
*
0 | 0.11901663163119789611024915779799924448 | 0.023043865173136103302630565703811546507
f(z) = 81/47*z^3 - 175/47*z + 1
*
0 | 0.11894334907691991942332673947076736154 | 0.022929343127514295156574322308557511161
f(z) = 81/49*z^3 - 179/49*z + 1
*
[ 2/9 ] 
f(z) = 81/50*z^3 - 179/50*z + 1
*
11/9 | 0.14825259205785429793448324921565840283 | 0.029000967567944080386131000172427458760
f(z) = 81/55*z^3 - 166/55*z + 1
*
1/3 | 0.12867634027479972422973263936002201065 | 0.024859470247746425845977242585409773585
f(z) = 81/56*z^3 - 177/56*z + 1
*
0 | 0.11940783861187204894931066224622464484 | 0.023303801332689771252829703218229812801
f(z) = 82/43*z^3 - 168/43*z + 1
*
0 | 0.10577342180550411033928647168455284003 | 0.020548525555870620755753886026668749803
f(z) = 82/45*z^3 - 172/45*z + 1
*
0 | 0.11926476646952489113215484148336790788 | 0.023066460815656168480957112826597735155
f(z) = 82/47*z^3 - 176/47*z + 1
*
0 | 0.11919252031356762368545948195969683294 | 0.022952726882977059216573003708305659998
f(z) = 82/49*z^3 - 180/49*z + 1
*
0 | 0.082356462527389051922065392165494416361 | 0.016168139245294205076457225017506832026
f(z) = 83/40*z^3 - 163/40*z + 1
*
0 | 0.11972057784797113902408731438860114823 | 0.023447288746018100186044323566337847023
f(z) = 83/41*z^3 - 165/41*z + 1
*
0 | 0.086506650534347155462909810426415511895 | 0.016902453130067006770295763845926284240
f(z) = 83/42*z^3 - 167/42*z + 1
*
0 | 0.11965070277787243507372378498618884385 | 0.023324184243599960351950366777061306558
f(z) = 83/43*z^3 - 169/43*z + 1
*
0 | 0.093944784645852706990696149771308334266 | 0.018271281971968153271155218371840568845
f(z) = 83/44*z^3 - 171/44*z + 1
*
0 | 0.10601726622112867410181691001201697862 | 0.020572727988907977022180699047395531067
f(z) = 83/45*z^3 - 173/45*z + 1
*
0 | 0.10670964323916675857812290695350334407 | 0.020661000044906611014104988615533784052
f(z) = 83/46*z^3 - 175/46*z + 1
*
0 | 0.11950960449216578268334547201946566695 | 0.023088513792420740703473280710048889683
f(z) = 83/47*z^3 - 177/47*z + 1
*
0 | 0.073458287185429925482873864295652687408 | 0.014160945403890975848470057970872886990
f(z) = 83/48*z^3 - 179/48*z + 1
*
0 | 0.11995934503801755808817605650922459136 | 0.023466281611870473071307958477653998382
f(z) = 84/41*z^3 - 166/41*z + 1
*
0 | 0.11989041102677609065858367131680111157 | 0.023344064705085071620642889708290534593
f(z) = 84/43*z^3 - 170/43*z + 1
*
0 | 0.11975123259470515978453720242175342954 | 0.023110041442768303186952521118768692029
f(z) = 84/47*z^3 - 178/47*z + 1
*
0 | 0.12019506272363740467274628839017179817 | 0.023484800320006716373186591875959067797
f(z) = 85/41*z^3 - 167/41*z + 1
*
0 | 0.086982060892786446693552209655656442841 | 0.016955902197396660564845411326169525897
f(z) = 85/42*z^3 - 169/42*z + 1
*
0 | 0.12012704464929380556889217065628471478 | 0.023363458796787506693649939157200687784
f(z) = 85/43*z^3 - 171/43*z + 1
*
0 | 0.094422064136815298281945519141336542784 | 0.018322670550533309998116824645646769883
f(z) = 85/44*z^3 - 173/44*z + 1
*
0 | 0.10718881660080288474097047080171333421 | 0.020708214046872921496442352636603976537
f(z) = 85/46*z^3 - 177/46*z + 1
*
0 | 0.11998973426423071126453643838642107750 | 0.023131060375175460211835396891387093457
f(z) = 85/47*z^3 - 179/47*z + 1
*
0 | 0.12042780808528478266505860689812404188 | 0.023502860006309003096586900582876644399
f(z) = 86/41*z^3 - 168/41*z + 1
*
0 | 0.10673002996986844998674407698475769789 | 0.020642173938124899712063810380843241712
f(z) = 86/45*z^3 - 176/45*z + 1
*
0 | 0.12022518975622457896826713112285214568 | 0.023151586506176109750340392638894594218
f(z) = 86/47*z^3 - 180/47*z + 1
*
0 | 0.089313603381445906340115354818915026909 | 0.017450901008274441856365543965590200351
f(z) = 87/40*z^3 - 167/40*z + 1
*
0 | 0.12065765539966540516994299096447461691 | 0.023520475179883693602306438300423783839
f(z) = 87/41*z^3 - 169/41*z + 1
*
0 | 0.12059139776757706216936715842275016168 | 0.023400848866447554697266156364640199335
f(z) = 87/43*z^3 - 173/43*z + 1
*
0 | 0.094887305870701701638131149591615492666 | 0.018371972497946320384908310599525946589
f(z) = 87/44*z^3 - 175/44*z + 1
*
0 | 0.10765585270224918895616762885864465122 | 0.020753392311987612165319947346676679326
f(z) = 87/46*z^3 - 179/46*z + 1
*
0 | 0.12088467618411501657559615712239149854 | 0.023537659755499468459680129667238794660
f(z) = 88/41*z^3 - 170/41*z + 1
*
0 | 0.12081926489740798292499658237466349288 | 0.023418873784082684378169947331880322355
f(z) = 88/43*z^3 - 174/43*z + 1
*
0 | 0.10719034960085070587545769297931669036 | 0.020685995190750226129017088669476932220
f(z) = 88/45*z^3 - 178/45*z + 1
*
[ 3/2 ] 
f(z) = 88/57*z^3 - 179/57*z + 1
*
0 | 0.092616516840171950349181962720515042571 | 0.018054258375656994186815016448619428586
f(z) = 89/40*z^3 - 169/40*z + 1
*
0 | 0.12110893933208249921088242422257208285 | 0.023554427083996204320220633513857864211
f(z) = 89/41*z^3 - 171/41*z + 1
*
0 | 0.087897648014257369536893332026796495318 | 0.017056602833828881086989201155631850335
f(z) = 89/42*z^3 - 173/42*z + 1
*
0 | 0.12104435295535512760255020524510423527 | 0.023436470275147104904071234835750370013
f(z) = 89/43*z^3 - 175/43*z + 1
*
0 | 0.095341104428742685783117975868804667683 | 0.018419309593915964632377205759362655712
f(z) = 89/44*z^3 - 177/44*z + 1
*
0 | 0.10741627272673542873806332902155621558 | 0.020707207203634189846945240152066784483
f(z) = 89/45*z^3 - 179/45*z + 1
*
0 | 0.12133051124036965835627036220555171507 | 0.023570789980813944935021368646651188669
f(z) = 90/41*z^3 - 172/41*z + 1
*
0 | 0.12126672914530151979336166049966420699 | 0.023453651391567013487037905811781384142
f(z) = 90/43*z^3 - 176/43*z + 1
*
0 | 0.085449692710894818115901129575505063424 | 0.016619075085694128300496823576279430582
f(z) = 91/40*z^3 - 171/40*z + 1
*
0 | 0.12154945592872440360452133615168447800 | 0.023586760752778665812759896968356766005
f(z) = 91/41*z^3 - 173/41*z + 1
*
0 | 0.12148645825393148857918066762280813448 | 0.023470429668873317681617374587132002935
f(z) = 91/43*z^3 - 177/43*z + 1
*
0 | 0.095784011234771589564586019727048501512 | 0.018464794179550564892817729999982582341
f(z) = 91/44*z^3 - 179/44*z + 1
*
0 | 0.12176583515233407871566225419048999379 | 0.023602351223270089869474732141638290885
f(z) = 92/41*z^3 - 174/41*z + 1
*
0 | 0.12170360276569645280791103353250138197 | 0.023486817151757776982080583411491432709
f(z) = 92/43*z^3 - 178/43*z + 1
*
0 | 0.093485749171708968724774111554490917916 | 0.018140977947284147380586039305810127764
f(z) = 93/40*z^3 - 173/40*z + 1
*
0 | 0.12197970850772046724520866116126584656 | 0.023617572755886453240360140769703428718
f(z) = 93/41*z^3 - 175/41*z + 1
*
0 | 0.12191822297100141878399379587735347725 | 0.023502825418099261828363688903198313158
f(z) = 93/43*z^3 - 179/43*z + 1
*
0 | 0.12219113353249701556506371748326720516 | 0.023632436276711730932350728348105851626
f(z) = 94/41*z^3 - 176/41*z + 1
*
0 | 0.12213037706808803299884628142064250167 | 0.023518465601567948882036823266958581846
f(z) = 94/43*z^3 - 180/43*z + 1
*
0 | 0.12240016579941162516900942707157417058 | 0.023646952295282310203120982975833411026
f(z) = 95/41*z^3 - 177/41*z + 1
*
0 | 0.089191138804852828994116122836739153873 | 0.017193851034644031616075689456233492148
f(z) = 95/42*z^3 - 179/42*z + 1
*
0 | 0.12260685900506458015169747521795958357 | 0.023661130924342356065814951552522239015
f(z) = 96/41*z^3 - 178/41*z + 1
*
-35/24 | 0.12361101613585366892253422512858513898 | 0.017559230132214477437847094003225130059
f(z) = 96/49*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 96/53*z^3 - 165/53*z + 1
*
[ 1/4 ] 
f(z) = 96/55*z^3 - 171/55*z + 1
*
0 | 0.094315909529011747000187935390859453700 | 0.018221248302667119159043231086726166288
f(z) = 97/40*z^3 - 177/40*z + 1
*
0 | 0.12281126505366044591404113813316512430 | 0.023674981898470068894072425039491554373
f(z) = 97/41*z^3 - 179/41*z + 1
*
0 | 0.12301343413612479302701954267946760004 | 0.023688514591650618383273862300856443360
f(z) = 98/41*z^3 - 180/41*z + 1
*
-9/7 | 0.14853616895954075575244881920952964425 | 0.028856013275703755017389078818585259416
f(z) = 98/45*z^3 - 172/45*z + 1
*
-10/7 | 0.14434951411809319824054080453994532798 | 0.028204315872341837359371760572044210743
f(z) = 98/55*z^3 - 167/55*z + 1
*
0 | 0.085843095690483013226255200167034698710 | 0.016548430925231680786265207771662098892
f(z) = 99/40*z^3 - 179/40*z + 1
*
10/11 | 0.19005983405627547200104056753696404814 | 0.026277733531410103949355681360907540491
f(z) = 99/40*z^3 - 173/55*z + 1
*
[ 2/9 ] 
f(z) = 99/40*z^3 - 163/45*z + 1
*
1/3 | 0.15268652176599305510626677622606449802 | 0.029833275959724799484333945326590693824
f(z) = 99/52*z^3 - 167/52*z + 1
*
[ 4/3 ] 
f(z) = 99/52*z^3 - 163/52*z + 1
*
1/3 | 0.12710503026024024689961215153916678689 | 0.024502713894371592392674160829374471365
f(z) = 99/56*z^3 - 179/56*z + 1
*
2/3 | 0.20533549450705724561764749581016359189 | 0.028458581434902857361296006695651107621
f(z) = 81/56*z^3 - 170/63*z + 1
*
2/5 | 0.18395188581537463965095990250649683506 | 0.028281632195172638856333764949068268156
f(z) = 85/48*z^3 - 167/60*z + 1
*
-6/5 | 0.10423382038389685227015574924560172053 | 0.016085355492201423166242756537297117878
f(z) = 85/48*z^3 - 163/60*z + 1
*
[ 7/22 ] 
f(z) = 88/49*z^3 - 179/77*z + 1
*
[ -3/2 ] 
f(z) = 89/45*z^3 - 167/60*z + 1
*
[ -3/2 ] 
f(z) = 91/45*z^3 - 173/60*z + 1
*
2/5 | 0.16481303906248163261882266370320924794 | 0.025292841562418269368322737204396541024
f(z) = 95/48*z^3 - 169/60*z + 1
*
[ 6/5 ] 
f(z) = 95/48*z^3 - 161/60*z + 1
*
[ -14/9 ] 
f(z) = 99/56*z^3 - 166/63*z + 1
*
[ 10/27 ] 
f(z) = 81/50*z^3 - 173/90*z + 1
*
-4/3 | 0.15155990322397816833074892289938460819 | 0.026027598948094217141807315633595930042
f(z) = 87/56*z^3 - 169/84*z + 1
*
[ 3/7 ] 
f(z) = 97/54*z^3 - 163/98*z + 1
*
[ 7/16 ] 
f(z) = 80/49*z^3 - 179/112*z + 1
*
[ 4/9 ] 
f(z) = 81/58*z^3 - 177/116*z + 1
*
[ -3/2 ] 
f(z) = 82/57*z^3 - 179/114*z + 1
*
[ 1/2 ] 
f(z) = 86/59*z^3 - 161/118*z + 1
*
[ -4/3 ] 
f(z) = 89/48*z^3 - 167/108*z + 1
*
[ 1/2 ] 
f(z) = 90/59*z^3 - 163/118*z + 1
*
[ 3/7 ] 
f(z) = 91/45*z^3 - 179/105*z + 1
*
[ -4/3 ] 
f(z) = 91/48*z^3 - 175/108*z + 1
*
[ 7/8 ] 
f(z) = 92/49*z^3 - 177/112*z + 1
*
[ 1/2 ] 
f(z) = 94/57*z^3 - 161/114*z + 1
*
[ 1/2 ] 
f(z) = 94/59*z^3 - 165/118*z + 1
*
[ -11/8 ] 
f(z) = 96/55*z^3 - 173/110*z + 1
*
[ 6/7 ] 
f(z) = 98/51*z^3 - 161/102*z + 1
*
[ 1/2 ] 
f(z) = 98/59*z^3 - 167/118*z + 1
*
[ -4/3 ] 
f(z) = 99/50*z^3 - 177/100*z + 1
*
[ 5/11 ] 
f(z) = 99/50*z^3 - 177/110*z + 1
*
[ 3/4 ] 
f(z) = 80/41*z^3 - 176/123*z + 1
*
[ 3/4 ] 
f(z) = 80/43*z^3 - 178/129*z + 1
*
[ 14/27 ] 
f(z) = 81/49*z^3 - 173/126*z + 1
*
[ 3/4 ] 
f(z) = 82/45*z^3 - 163/120*z + 1
*
[ 3/4 ] 
f(z) = 86/45*z^3 - 169/120*z + 1
*
[ 5/6 ] 
f(z) = 87/50*z^3 - 169/120*z + 1
*
[ 7/12 ] 
f(z) = 88/49*z^3 - 167/126*z + 1
*
[ 10/13 ] 
f(z) = 91/50*z^3 - 179/130*z + 1
*
[ 5/6 ] 
f(z) = 93/50*z^3 - 179/120*z + 1
*
[ 14/19 ] 
f(z) = 95/56*z^3 - 170/133*z + 1
*
[ 15/28 ] 
f(z) = 98/45*z^3 - 179/120*z + 1
*
[ 7/10 ] 
f(z) = 85/49*z^3 - 179/140*z + 1
*
[ 4/5 ] 
f(z) = 85/56*z^3 - 171/140*z + 1
*
[ 7/2 ] 
f(z) = 88/49*z^3 - 149/7*z + 1
*
[ -7/2 ] 
f(z) = 88/49*z^3 - 145/7*z + 1
*
[ 7/2 ] 
f(z) = 92/49*z^3 - 156/7*z + 1
*
[ -7/2 ] 
f(z) = 92/49*z^3 - 152/7*z + 1
*
[ -7/2 ] 
f(z) = 96/49*z^3 - 159/7*z + 1
*
[ 15/7 ] 
f(z) = 98/45*z^3 - 142/15*z + 1
*
[ 14/9 ] 
f(z) = 81/40*z^3 - 159/35*z + 1
*
-14/9 | 0.20259191453655185895486734339603965407 | 0.028600991346883648921019914117898896233
f(z) = 81/40*z^3 - 149/35*z + 1
*
[ 2 ] 
f(z) = 81/44*z^3 - 151/22*z + 1
*
[ 20/9 ] 
f(z) = 81/50*z^3 - 149/20*z + 1
*
[ 2 ] 
f(z) = 81/52*z^3 - 149/26*z + 1
*
3/2 | 0.14840077015046973193398803611239321537 | 0.024482689910252593201560792532439606706
f(z) = 82/45*z^3 - 143/30*z + 1
*
[ 2 ] 
f(z) = 83/44*z^3 - 155/22*z + 1
*
[ 2 ] 
f(z) = 83/52*z^3 - 153/26*z + 1
*
[ 2 ] 
f(z) = 85/44*z^3 - 159/22*z + 1
*
[ 2 ] 
f(z) = 85/52*z^3 - 157/26*z + 1
*
[ -12/5 ] 
f(z) = 85/54*z^3 - 153/20*z + 1
*
3/2 | 0.14756457342119137026521174959706943059 | 0.024180771250838858014019607453664691827
f(z) = 86/45*z^3 - 149/30*z + 1
*
[ -2 ] 
f(z) = 87/44*z^3 - 141/22*z + 1
*
-5/3 | 0.19859041782817087958974429730309668073 | 0.029792955417068526363816803781143036183
f(z) = 87/50*z^3 - 157/30*z + 1
*
[ -2 ] 
f(z) = 89/44*z^3 - 145/22*z + 1
*
[ 10/7 ] 
f(z) = 91/40*z^3 - 152/35*z + 1
*
[ -2 ] 
f(z) = 91/44*z^3 - 149/22*z + 1
*
[ 7/4 ] 
f(z) = 92/49*z^3 - 149/28*z + 1
*
[ -2 ] 
f(z) = 93/44*z^3 - 153/22*z + 1
*
[ 5/3 ] 
f(z) = 93/50*z^3 - 143/30*z + 1
*
[ -2 ] 
f(z) = 93/52*z^3 - 147/26*z + 1
*
[ -2 ] 
f(z) = 95/44*z^3 - 157/22*z + 1
*
[ -2 ] 
f(z) = 95/52*z^3 - 151/26*z + 1
*
[ -2 ] 
f(z) = 97/52*z^3 - 155/26*z + 1
*
[ -2 ] 
f(z) = 99/52*z^3 - 159/26*z + 1
*
[ 1/4 ] 
f(z) = 80/47*z^3 - 146/47*z + 1
*
[ 1/4 ] 
f(z) = 80/49*z^3 - 152/49*z + 1
*
[ 1/4 ] 
f(z) = 80/51*z^3 - 158/51*z + 1
*
11/9 | 0.14931121702092850916347882203573477517 | 0.029530055058437364290765051329052450984
f(z) = 81/44*z^3 - 157/44*z + 1
*
[ 13/9 ] 
f(z) = 81/52*z^3 - 153/52*z + 1
*
[ 1/4 ] 
f(z) = 96/47*z^3 - 147/47*z + 1
*
[ 1/4 ] 
f(z) = 96/49*z^3 - 153/49*z + 1
*
[ 9/7 ] 
f(z) = 98/45*z^3 - 152/45*z + 1
*
[ -11/7 ] 
f(z) = 98/55*z^3 - 152/55*z + 1
*
-10/9 | 0.15799607198931831763107098756874861204 | 0.022457717109118370475874277122111924313
f(z) = 99/40*z^3 - 142/45*z + 1
*
[ -3/2 ] 
f(z) = 83/45*z^3 - 149/60*z + 1
*
[ 7/6 ] 
f(z) = 88/49*z^3 - 145/63*z + 1
*
-7/6 | 0.16148461575811164036448728193551008046 | 0.023373910482623557975794884084687564409
f(z) = 90/49*z^3 - 143/70*z + 1
*
[ -10/7 ] 
f(z) = 91/50*z^3 - 141/70*z + 1
*
[ 7/6 ] 
f(z) = 92/49*z^3 - 152/63*z + 1
*
[ -4/3 ] 
f(z) = 93/40*z^3 - 143/60*z + 1
*
4/5 | 0.18383814619333652097417276740133283517 | 0.028708677452761498808416610503753511650
f(z) = 95/48*z^3 - 151/60*z + 1
*
[ 4/9 ] 
f(z) = 81/46*z^3 - 147/92*z + 1
*
[ 3/7 ] 
f(z) = 85/54*z^3 - 159/98*z + 1
*
[ 1/2 ] 
f(z) = 86/49*z^3 - 141/98*z + 1
*
[ 1/2 ] 
f(z) = 90/49*z^3 - 143/98*z + 1
*
[ 1/2 ] 
f(z) = 94/49*z^3 - 145/98*z + 1
*
[ 6/7 ] 
f(z) = 95/54*z^3 - 143/98*z + 1
*
[ 1/2 ] 
f(z) = 98/47*z^3 - 143/94*z + 1
*
[ 7/12 ] 
f(z) = 81/49*z^3 - 143/112*z + 1
*
[ 4/9 ] 
f(z) = 81/50*z^3 - 157/100*z + 1
*
[ 8/9 ] 
f(z) = 81/52*z^3 - 141/104*z + 1
*
[ 1/2 ] 
f(z) = 82/51*z^3 - 143/102*z + 1
*
[ 1/2 ] 
f(z) = 82/53*z^3 - 147/106*z + 1
*
[ 1/2 ] 
f(z) = 82/55*z^3 - 151/110*z + 1
*
[ 1/2 ] 
f(z) = 82/57*z^3 - 155/114*z + 1
*
[ 1/2 ] 
f(z) = 82/59*z^3 - 159/118*z + 1
*
[ -4/3 ] 
f(z) = 83/48*z^3 - 143/108*z + 1
*
[ -4/3 ] 
f(z) = 85/48*z^3 - 151/108*z + 1
*
[ 14/17 ] 
f(z) = 85/56*z^3 - 148/119*z + 1
*
[ 1/2 ] 
f(z) = 86/51*z^3 - 145/102*z + 1
*
[ 1/2 ] 
f(z) = 86/53*z^3 - 149/106*z + 1
*
[ 1/2 ] 
f(z) = 86/55*z^3 - 153/110*z + 1
*
[ 1/2 ] 
f(z) = 86/57*z^3 - 157/114*z + 1
*
[ 2/3 ] 
f(z) = 89/48*z^3 - 143/108*z + 1
*
[ 1/2 ] 
f(z) = 90/53*z^3 - 151/106*z + 1
*
[ 2/3 ] 
f(z) = 91/48*z^3 - 145/108*z + 1
*
[ 1/2 ] 
f(z) = 94/51*z^3 - 149/102*z + 1
*
[ 1/2 ] 
f(z) = 94/53*z^3 - 153/106*z + 1
*
[ 1/2 ] 
f(z) = 94/55*z^3 - 157/110*z + 1
*
[ 2/3 ] 
f(z) = 95/48*z^3 - 149/108*z + 1
*
[ 5/8 ] 
f(z) = 96/55*z^3 - 141/110*z + 1
*
[ 2/3 ] 
f(z) = 97/48*z^3 - 151/108*z + 1
*
[ 1/2 ] 
f(z) = 98/51*z^3 - 151/102*z + 1
*
[ 1/2 ] 
f(z) = 98/53*z^3 - 155/106*z + 1
*
[ 1/2 ] 
f(z) = 98/55*z^3 - 159/110*z + 1
*
[ 11/14 ] 
f(z) = 98/55*z^3 - 151/110*z + 1
*
[ 7/12 ] 
f(z) = 99/49*z^3 - 157/112*z + 1
*
[ 2/3 ] 
f(z) = 99/53*z^3 - 141/106*z + 1
*
[ -4/3 ] 
f(z) = 99/58*z^3 - 149/116*z + 1
*
[ 2/3 ] 
f(z) = 99/59*z^3 - 147/118*z + 1
*
[ 7/2 ] 
f(z) = 80/49*z^3 - 135/7*z + 1
*
[ -7/2 ] 
f(z) = 80/49*z^3 - 131/7*z + 1
*
[ 6 ] 
f(z) = 95/54*z^3 - 125/2*z + 1
*
[ -6 ] 
f(z) = 97/54*z^3 - 127/2*z + 1
*
[ -15/7 ] 
f(z) = 98/45*z^3 - 128/15*z + 1
*
[ 10/3 ] 
f(z) = 99/40*z^3 - 134/5*z + 1
*
[ -10/3 ] 
f(z) = 99/40*z^3 - 131/5*z + 1
*
[ -2 ] 
f(z) = 81/44*z^3 - 129/22*z + 1
*
2/9 | 0.13174158927292780560061104323124729803 | 0.023929819378374009602588376480070614376
f(z) = 81/44*z^3 - 123/22*z + 1
*
[ -20/9 ] 
f(z) = 81/50*z^3 - 131/20*z + 1
*
[ -2 ] 
f(z) = 81/52*z^3 - 123/26*z + 1
*
[ -2 ] 
f(z) = 83/44*z^3 - 133/22*z + 1
*
[ -2 ] 
f(z) = 83/52*z^3 - 127/26*z + 1
*
[ -2 ] 
f(z) = 85/44*z^3 - 137/22*z + 1
*
[ -2 ] 
f(z) = 85/52*z^3 - 131/26*z + 1
*
2/5 | 0.15232580846298403392241336270346179405 | 0.021902763237957250442616976348074518154
f(z) = 85/56*z^3 - 131/35*z + 1
*
[ 5/3 ] 
f(z) = 87/50*z^3 - 133/30*z + 1
*
-5/3 | 0.17916805347435222195329768106933524681 | 0.027762389897940110894037691733142941677
f(z) = 87/50*z^3 - 127/30*z + 1
*
[ -2 ] 
f(z) = 87/52*z^3 - 135/26*z + 1
*
[ -2 ] 
f(z) = 89/52*z^3 - 139/26*z + 1
*
2/7 | 0.17176155829454573680861536873813782122 | 0.024752164948874220502350453774276499988
f(z) = 91/40*z^3 - 129/35*z + 1
*
[ 12/7 ] 
f(z) = 91/54*z^3 - 127/28*z + 1
*
-5/3 | 0.18404260899075357518161455856580297812 | 0.028186675345785547241578132992821005014
f(z) = 93/50*z^3 - 137/30*z + 1
*
[ 3/2 ] 
f(z) = 94/45*z^3 - 131/30*z + 1
*
-3/2 | 0.14944314453834043606696248677108839065 | 0.025353398595292811757890775566932669139
f(z) = 94/45*z^3 - 121/30*z + 1
*
[ 7/5 ] 
f(z) = 95/49*z^3 - 123/35*z + 1
*
2/5 | 0.16477767857707649258077289528007734113 | 0.023667324968280668294302415270236042924
f(z) = 95/56*z^3 - 132/35*z + 1
*
[ 3/2 ] 
f(z) = 98/45*z^3 - 137/30*z + 1
*
-3/2 | 0.16887382132824456638184186069828576915 | 0.028416544235879435660913201405555881885
f(z) = 98/45*z^3 - 127/30*z + 1
*
[ 1/4 ] 
f(z) = 80/41*z^3 - 128/41*z + 1
*
[ 1/4 ] 
f(z) = 80/43*z^3 - 134/43*z + 1
*
1/3 | 0.10693150948664120126870375825977268805 | 0.022003217529687026793892530242786569354
f(z) = 81/40*z^3 - 129/40*z + 1
*
-11/9 | 0.14452245641551714788020308161626924854 | 0.029738278845045238021450726017771019378
f(z) = 81/44*z^3 - 129/44*z + 1
*
[ 4/3 ] 
f(z) = 81/52*z^3 - 131/52*z + 1
*
[ -5/3 ] 
f(z) = 81/55*z^3 - 137/55*z + 1
*
[ 1/3 ] 
f(z) = 81/58*z^3 - 125/58*z + 1
*
[ 1/3 ] 
f(z) = 81/59*z^3 - 127/59*z + 1
*
[ 1/3 ] 
f(z) = 90/59*z^3 - 128/59*z + 1
*
[ -3/2 ] 
f(z) = 92/51*z^3 - 122/51*z + 1
*
[ 1/4 ] 
f(z) = 96/41*z^3 - 129/41*z + 1
*
[ 1/4 ] 
f(z) = 96/43*z^3 - 135/43*z + 1
*
[ 5/4 ] 
f(z) = 96/55*z^3 - 139/55*z + 1
*
[ 6/5 ] 
f(z) = 97/54*z^3 - 121/50*z + 1
*
[ 10/33 ] 
f(z) = 99/40*z^3 - 139/55*z + 1
*
2/3 | 0.20152898652794533213033863762029824525 | 0.028762345157535767620490098937739753843
f(z) = 99/40*z^3 - 138/55*z + 1
*
[ 10/9 ] 
f(z) = 99/40*z^3 - 133/45*z + 1
*
1/3 | 0.096915220952256672444789972091077998586 | 0.019879240680379314461117172425903889755
f(z) = 99/40*z^3 - 131/40*z + 1
*
[ 1/3 ] 
f(z) = 99/56*z^3 - 123/56*z + 1
*
[ 1/3 ] 
f(z) = 99/58*z^3 - 127/58*z + 1
*
[ 1/3 ] 
f(z) = 99/59*z^3 - 129/59*z + 1
*
[ 7/6 ] 
f(z) = 80/49*z^3 - 131/63*z + 1
*
[ -4/3 ] 
f(z) = 87/40*z^3 - 127/60*z + 1
*
-6/5 | 0.18383711257691563125199157019859826771 | 0.029737073390432192421955774766676551730
f(z) = 95/48*z^3 - 121/60*z + 1
*
[ 14/33 ] 
f(z) = 99/56*z^3 - 129/77*z + 1
*
[ 8/9 ] 
f(z) = 81/44*z^3 - 139/88*z + 1
*
[ -4/3 ] 
f(z) = 81/46*z^3 - 127/92*z + 1
*
[ 2/3 ] 
f(z) = 81/49*z^3 - 121/98*z + 1
*
[ 1/2 ] 
f(z) = 82/43*z^3 - 127/86*z + 1
*
[ 1/2 ] 
f(z) = 82/45*z^3 - 131/90*z + 1
*
[ 1/2 ] 
f(z) = 82/47*z^3 - 135/94*z + 1
*
[ 1/2 ] 
f(z) = 82/49*z^3 - 139/98*z + 1
*
[ 6/7 ] 
f(z) = 83/54*z^3 - 127/98*z + 1
*
[ 1/2 ] 
f(z) = 86/41*z^3 - 125/82*z + 1
*
[ 1/2 ] 
f(z) = 86/45*z^3 - 133/90*z + 1
*
[ 1/2 ] 
f(z) = 86/47*z^3 - 137/94*z + 1
*
[ 6/7 ] 
f(z) = 89/54*z^3 - 135/98*z + 1
*
[ 3/4 ] 
f(z) = 89/54*z^3 - 121/96*z + 1
*
[ 1/2 ] 
f(z) = 90/41*z^3 - 127/82*z + 1
*
[ 2/3 ] 
f(z) = 90/41*z^3 - 121/82*z + 1
*
[ 1/2 ] 
f(z) = 90/43*z^3 - 131/86*z + 1
*
[ 2/3 ] 
f(z) = 90/43*z^3 - 123/86*z + 1
*
[ 1/2 ] 
f(z) = 90/47*z^3 - 139/94*z + 1
*
[ 2/3 ] 
f(z) = 90/47*z^3 - 127/94*z + 1
*
[ 2/3 ] 
f(z) = 90/49*z^3 - 129/98*z + 1
*
[ 6/7 ] 
f(z) = 91/48*z^3 - 131/84*z + 1
*
[ 1/2 ] 
f(z) = 94/41*z^3 - 129/82*z + 1
*
[ 1/2 ] 
f(z) = 94/43*z^3 - 133/86*z + 1
*
[ 1/2 ] 
f(z) = 94/45*z^3 - 137/90*z + 1
*
[ 3/4 ] 
f(z) = 95/54*z^3 - 127/96*z + 1
*
[ 1/2 ] 
f(z) = 98/41*z^3 - 131/82*z + 1
*
[ 1/2 ] 
f(z) = 98/43*z^3 - 135/86*z + 1
*
[ 1/2 ] 
f(z) = 98/45*z^3 - 139/90*z + 1
*
[ 9/14 ] 
f(z) = 98/45*z^3 - 131/90*z + 1
*
[ 2/3 ] 
f(z) = 99/41*z^3 - 129/82*z + 1
*
[ 2/3 ] 
f(z) = 99/43*z^3 - 131/86*z + 1
*
[ 2/3 ] 
f(z) = 99/47*z^3 - 135/94*z + 1
*
[ 2/3 ] 
f(z) = 99/49*z^3 - 137/98*z + 1
*
[ 5/9 ] 
f(z) = 99/50*z^3 - 127/90*z + 1
*
[ 2/3 ] 
f(z) = 81/53*z^3 - 125/106*z + 1
*
[ 2/3 ] 
f(z) = 81/55*z^3 - 127/110*z + 1
*
[ 2/3 ] 
f(z) = 81/59*z^3 - 131/118*z + 1
*
[ 2/3 ] 
f(z) = 83/48*z^3 - 137/108*z + 1
*
[ 2/3 ] 
f(z) = 85/48*z^3 - 139/108*z + 1
*
[ 3/4 ] 
f(z) = 88/51*z^3 - 133/102*z + 1
*
[ 3/4 ] 
f(z) = 88/57*z^3 - 137/114*z + 1
*
[ 2/3 ] 
f(z) = 90/53*z^3 - 133/106*z + 1
*
[ 2/3 ] 
f(z) = 90/59*z^3 - 139/118*z + 1
*
[ 10/3 ] 
f(z) = 81/40*z^3 - 109/5*z + 1
*
[ -10/3 ] 
f(z) = 81/40*z^3 - 106/5*z + 1
*
2 | 0.17149119420321257754007690356985989506 | 0.028575127314223104314438101704047704810
f(z) = 83/48*z^3 - 101/12*z + 1
*
[ 6 ] 
f(z) = 83/54*z^3 - 109/2*z + 1
*
[ -6 ] 
f(z) = 85/54*z^3 - 111/2*z + 1
*
[ 6 ] 
f(z) = 89/54*z^3 - 117/2*z + 1
*
2 | 0.17681570136748423544947056114315879312 | 0.029092811700290442009109083838065594568
f(z) = 91/48*z^3 - 109/12*z + 1
*
[ -6 ] 
f(z) = 91/54*z^3 - 119/2*z + 1
*
2 | 0.17929555162297935231277362386554833662 | 0.029326933646377328882892410112115635775
f(z) = 95/48*z^3 - 113/12*z + 1
*
-2 | 0.075810228502296327090431129937292201115 | 0.012632059280002851639674453944128224394
f(z) = 95/48*z^3 - 101/12*z + 1
*
2 | 0.18070702892129269520478264363870887756 | 0.029473226805641330507222456417981127686
f(z) = 97/48*z^3 - 115/12*z + 1
*
-2 | 0.076252251848255190210296621671845848545 | 0.012664334187724584292246457981653073957
f(z) = 97/48*z^3 - 103/12*z + 1
*
12/7 | 0.078939620853766246722808051554236543160 | 0.013815770450037507411714322408425489704
f(z) = 98/45*z^3 - 101/15*z + 1
*
[ 7/5 ] 
f(z) = 80/49*z^3 - 102/35*z + 1
*
[ -14/9 ] 
f(z) = 81/40*z^3 - 114/35*z + 1
*
2/9 | 0.098273962485636268799583703624021166391 | 0.018513377261238868095675547040729219847
f(z) = 81/44*z^3 - 101/22*z + 1
*
-14/9 | 0.12085943094715052855186268353827987990 | 0.018063410544745358754074908077594140945
f(z) = 81/49*z^3 - 115/28*z + 1
*
[ 3/2 ] 
f(z) = 82/45*z^3 - 113/30*z + 1
*
-3/2 | 0.16665998283903966059196321839145120496 | 0.029068561383322664694355103841933891494
f(z) = 82/45*z^3 - 103/30*z + 1
*
[ 7/5 ] 
f(z) = 85/49*z^3 - 109/35*z + 1
*
[ 3/2 ] 
f(z) = 86/45*z^3 - 119/30*z + 1
*
-3/2 | 0.14159877609927454946326093240150621277 | 0.024455915398349173172842278405641604139
f(z) = 86/45*z^3 - 109/30*z + 1
*
[ 7/5 ] 
f(z) = 90/49*z^3 - 116/35*z + 1
*
[ -10/7 ] 
f(z) = 91/40*z^3 - 103/35*z + 1
*
3/13 | 0.23078805725577143298010132948438586551 | 0.028702236989700178097546007553687686879
f(z) = 91/54*z^3 - 115/26*z + 1
*
[ -7/4 ] 
f(z) = 92/49*z^3 - 117/28*z + 1
*
[ -5/3 ] 
f(z) = 93/50*z^3 - 107/30*z + 1
*
6/5 | 0.20079187246674489855889276416034950181 | 0.029474706535105216738178731514076545447
f(z) = 95/54*z^3 - 101/30*z + 1
*
[ 3/14 ] 
f(z) = 98/45*z^3 - 113/30*z + 1
*
2/3 | 0.16706234265111976561025883518251819239 | 0.024543342253182977342157416413142307548
f(z) = 81/40*z^3 - 113/45*z + 1
*
[ 11/9 ] 
f(z) = 81/44*z^3 - 113/44*z + 1
*
[ 1/3 ] 
f(z) = 81/46*z^3 - 101/46*z + 1
*
[ 1/3 ] 
f(z) = 81/47*z^3 - 103/47*z + 1
*
[ 1/3 ] 
f(z) = 81/49*z^3 - 107/49*z + 1
*
2/3 | 0.11921827528262041377911790871958097269 | 0.025314260698317561557011233280277952983
f(z) = 81/50*z^3 - 111/50*z + 1
*
[ 5/18 ] 
f(z) = 81/50*z^3 - 109/40*z + 1
*
[ 1/3 ] 
f(z) = 81/50*z^3 - 109/50*z + 1
*
[ 1/3 ] 
f(z) = 81/52*z^3 - 113/52*z + 1
*
[ 1/3 ] 
f(z) = 81/53*z^3 - 115/53*z + 1
*
[ 1/3 ] 
f(z) = 81/55*z^3 - 119/55*z + 1
*
2/3 | 0.19800708502376999810265751058655409450 | 0.029244312978419963091506517944215004897
f(z) = 83/40*z^3 - 109/45*z + 1
*
[ -3/2 ] 
f(z) = 88/51*z^3 - 113/51*z + 1
*
[ -3/2 ] 
f(z) = 88/57*z^3 - 103/57*z + 1
*
[ 1/3 ] 
f(z) = 90/47*z^3 - 104/47*z + 1
*
[ 1/3 ] 
f(z) = 90/49*z^3 - 108/49*z + 1
*
[ 1/3 ] 
f(z) = 90/53*z^3 - 116/53*z + 1
*
2/3 | 0.20021481878568234429552549321100702679 | 0.029413814888720368540860329557142225280
f(z) = 91/40*z^3 - 113/45*z + 1
*
[ 6/5 ] 
f(z) = 91/54*z^3 - 113/50*z + 1
*
[ -3/2 ] 
f(z) = 92/57*z^3 - 112/57*z + 1
*
[ 7/24 ] 
f(z) = 96/49*z^3 - 109/42*z + 1
*
-5/4 | 0.13652800468722243840385439493474213731 | 0.029276249122584023350061498760931758409
f(z) = 96/55*z^3 - 106/55*z + 1
*
5/7 | 0.081747693584832279206422739409357604365 | 0.017292360330847353682506747961992832461
f(z) = 98/45*z^3 - 113/45*z + 1
*
[ 10/11 ] 
f(z) = 99/40*z^3 - 118/55*z + 1
*
-10/11 | 0.095608078542599251491746458993817690888 | 0.013671939336876479377031350709124389026
f(z) = 99/40*z^3 - 107/55*z + 1
*
[ 1/3 ] 
f(z) = 99/46*z^3 - 103/46*z + 1
*
[ 1/3 ] 
f(z) = 99/47*z^3 - 105/47*z + 1
*
[ 1/3 ] 
f(z) = 99/49*z^3 - 109/49*z + 1
*
2/3 | 0.11921827528262041377911790871958097269 | 0.024945636046956663633448843785679755043
f(z) = 99/50*z^3 - 119/50*z + 1
*
[ 1/3 ] 
f(z) = 99/50*z^3 - 111/50*z + 1
*
[ 1/3 ] 
f(z) = 99/52*z^3 - 115/52*z + 1
*
[ 1/3 ] 
f(z) = 99/53*z^3 - 117/53*z + 1
*
[ 2/5 ] 
f(z) = 85/48*z^3 - 107/60*z + 1
*
[ 14/15 ] 
f(z) = 90/49*z^3 - 117/70*z + 1
*
[ 10/13 ] 
f(z) = 91/40*z^3 - 107/65*z + 1
*
[ 6/13 ] 
f(z) = 91/54*z^3 - 119/78*z + 1
*
[ 2/3 ] 
f(z) = 93/52*z^3 - 101/78*z + 1
*
[ 2/5 ] 
f(z) = 95/48*z^3 - 109/60*z + 1
*
[ 7/11 ] 
f(z) = 99/49*z^3 - 107/77*z + 1
*
[ 2/3 ] 
f(z) = 81/41*z^3 - 113/82*z + 1
*
[ 2/3 ] 
f(z) = 81/43*z^3 - 115/86*z + 1
*
[ 2/3 ] 
f(z) = 81/47*z^3 - 119/94*z + 1
*
[ 3/4 ] 
f(z) = 83/54*z^3 - 115/96*z + 1
*
[ 4/7 ] 
f(z) = 91/48*z^3 - 115/84*z + 1
*
-2 | 0.072874766091510586079028227865854632889 | 0.012404361758481821633200210384339288197
f(z) = 83/48*z^3 - 89/12*z + 1
*
-2 | 0.073403243427647368354239963766150582805 | 0.012447232186102582749003096978050054825
f(z) = 85/48*z^3 - 91/12*z + 1
*
-2 | 0.074408899226508426619510466172994675370 | 0.012526389570406954586381557217331903370
f(z) = 89/48*z^3 - 95/12*z + 1
*
[ 2 ] 
f(z) = 89/48*z^3 - 83/12*z + 1
*
[ 3 ] 
f(z) = 89/54*z^3 - 85/6*z + 1
*
-2 | 0.074889353225760952172789131889885859267 | 0.012563208546042645635166036105253358586
f(z) = 91/48*z^3 - 97/12*z + 1
*
[ 2 ] 
f(z) = 91/48*z^3 - 85/12*z + 1
*
[ -3 ] 
f(z) = 91/54*z^3 - 83/6*z + 1
*
[ 2 ] 
f(z) = 95/48*z^3 - 89/12*z + 1
*
[ 3 ] 
f(z) = 95/54*z^3 - 91/6*z + 1
*
[ 2 ] 
f(z) = 97/48*z^3 - 91/12*z + 1
*
[ -3 ] 
f(z) = 97/54*z^3 - 89/6*z + 1
*
[ 2/9 ] 
f(z) = 81/52*z^3 - 93/26*z + 1
*
4/3 | 0.14198955757736034924741363202800776588 | 0.027171152075090619248632731773648058548
f(z) = 81/56*z^3 - 93/28*z + 1
*
2/5 | 0.12767380544117577575523857984754727104 | 0.019217014771580814799663258655167197262
f(z) = 85/56*z^3 - 96/35*z + 1
*
[ -5/3 ] 
f(z) = 87/50*z^3 - 97/30*z + 1
*
[ 2/7 ] 
f(z) = 91/40*z^3 - 94/35*z + 1
*
[ 3/13 ] 
f(z) = 91/54*z^3 - 89/26*z + 1
*
[ 3/2 ] 
f(z) = 91/54*z^3 - 83/24*z + 1
*
[ -3/2 ] 
f(z) = 94/45*z^3 - 91/30*z + 1
*
[ 6/19 ] 
f(z) = 95/54*z^3 - 89/38*z + 1
*
2/5 | 0.18169042787496238243435745275477710752 | 0.027304818656299694747771419696601199792
f(z) = 95/56*z^3 - 97/35*z + 1
*
[ 3/2 ] 
f(z) = 97/54*z^3 - 89/24*z + 1
*
[ -3/2 ] 
f(z) = 98/45*z^3 - 97/30*z + 1
*
-4/3 | 0.15561112365480461193961457547721687813 | 0.029777777870015602962146071888614413786
f(z) = 99/40*z^3 - 93/20*z + 1
*
[ 4/3 ] 
f(z) = 99/40*z^3 - 83/20*z + 1
*
[ 4/3 ] 
f(z) = 99/56*z^3 - 81/28*z + 1
*
[ -3/2 ] 
f(z) = 80/51*z^3 - 95/51*z + 1
*
[ -3/2 ] 
f(z) = 80/57*z^3 - 85/57*z + 1
*
5/9 | 0.092741451885106074428200074890058225993 | 0.020272636308807086687024109778365722867
f(z) = 81/40*z^3 - 97/40*z + 1
*
[ 1/3 ] 
f(z) = 81/40*z^3 - 89/40*z + 1
*
[ 10/27 ] 
f(z) = 81/40*z^3 - 89/45*z + 1
*
[ 1/3 ] 
f(z) = 81/41*z^3 - 91/41*z + 1
*
[ 1/3 ] 
f(z) = 81/43*z^3 - 95/43*z + 1
*
-11/9 | 0.13321770832306135784304611499630799692 | 0.029678881813946347345636338010031875823
f(z) = 81/44*z^3 - 89/44*z + 1
*
[ 3/10 ] 
f(z) = 85/54*z^3 - 99/40*z + 1
*
[ 7/8 ] 
f(z) = 88/49*z^3 - 85/56*z + 1
*
[ 1/2 ] 
f(z) = 88/59*z^3 - 81/59*z + 1
*
[ 1/3 ] 
f(z) = 90/41*z^3 - 92/41*z + 1
*
[ 1/3 ] 
f(z) = 90/43*z^3 - 96/43*z + 1
*
[ 1/2 ] 
f(z) = 92/59*z^3 - 82/59*z + 1
*
[ 7/16 ] 
f(z) = 96/49*z^3 - 93/56*z + 1
*
[ 1/2 ] 
f(z) = 96/59*z^3 - 83/59*z + 1
*
[ -9/7 ] 
f(z) = 98/45*z^3 - 82/45*z + 1
*
[ 3/7 ] 
f(z) = 98/51*z^3 - 86/51*z + 1
*
[ 3/7 ] 
f(z) = 98/57*z^3 - 94/57*z + 1
*
-10/9 | 0.16476240409335589623057409912748273838 | 0.024257074394960660580872161562435888240
f(z) = 99/40*z^3 - 97/45*z + 1
*
[ 1/3 ] 
f(z) = 99/40*z^3 - 91/40*z + 1
*
[ 1/3 ] 
f(z) = 99/41*z^3 - 93/41*z + 1
*
[ 1/3 ] 
f(z) = 99/43*z^3 - 97/43*z + 1
*
[ -4/3 ] 
f(z) = 99/52*z^3 - 85/52*z + 1
*
[ 14/27 ] 
f(z) = 81/56*z^3 - 83/63*z + 1
*
[ 4/5 ] 
f(z) = 85/48*z^3 - 83/60*z + 1
*
[ 2/3 ] 
f(z) = 87/44*z^3 - 91/66*z + 1
*
[ 2/3 ] 
f(z) = 87/52*z^3 - 97/78*z + 1
*
[ 7/11 ] 
f(z) = 88/49*z^3 - 100/77*z + 1
*
[ 7/10 ] 
f(z) = 90/49*z^3 - 93/70*z + 1
*
[ 7/9 ] 
f(z) = 90/49*z^3 - 88/63*z + 1
*
[ 5/7 ] 
f(z) = 91/50*z^3 - 93/70*z + 1
*
[ 3/4 ] 
f(z) = 92/45*z^3 - 89/60*z + 1
*
[ 2/3 ] 
f(z) = 93/44*z^3 - 95/66*z + 1
*
[ 4/5 ] 
f(z) = 95/48*z^3 - 91/60*z + 1
*
[ 7/9 ] 
f(z) = 99/49*z^3 - 95/63*z + 1
*
5/9 | 0.17155635040417120346321838609758263545 | 0.029822543959947946538580849510167159194
f(z) = 81/50*z^3 - 63/10*z + 1
*
[ 2 ] 
f(z) = 83/48*z^3 - 77/12*z + 1
*
[ -2 ] 
f(z) = 83/48*z^3 - 65/12*z + 1
*
[ 3 ] 
f(z) = 83/54*z^3 - 79/6*z + 1
*
[ 2 ] 
f(z) = 85/48*z^3 - 79/12*z + 1
*
[ -2 ] 
f(z) = 85/48*z^3 - 67/12*z + 1
*
[ -3 ] 
f(z) = 85/54*z^3 - 77/6*z + 1
*
3/2 | 0.15275625825861852668756757629861223518 | 0.028135298192101954539668006688995665087
f(z) = 88/45*z^3 - 76/15*z + 1
*
[ 3/2 ] 
f(z) = 88/45*z^3 - 61/15*z + 1
*
[ 7/4 ] 
f(z) = 88/49*z^3 - 71/14*z + 1
*
[ -2 ] 
f(z) = 89/48*z^3 - 71/12*z + 1
*
[ 7/3 ] 
f(z) = 90/49*z^3 - 66/7*z + 1
*
[ -2 ] 
f(z) = 91/48*z^3 - 73/12*z + 1
*
3/2 | 0.15482608779243350178102666634729139676 | 0.028314627819783394835711127438874009567
f(z) = 92/45*z^3 - 79/15*z + 1
*
[ 3/2 ] 
f(z) = 92/45*z^3 - 64/15*z + 1
*
[ -2 ] 
f(z) = 95/48*z^3 - 77/12*z + 1
*
[ -2 ] 
f(z) = 97/48*z^3 - 79/12*z + 1
*
[ 7/3 ] 
f(z) = 99/49*z^3 - 73/7*z + 1
*
[ -7/3 ] 
f(z) = 99/49*z^3 - 67/7*z + 1
*
[ 7/20 ] 
f(z) = 80/49*z^3 - 72/35*z + 1
*
[ 4/3 ] 
f(z) = 81/40*z^3 - 67/20*z + 1
*
[ 2/9 ] 
f(z) = 81/44*z^3 - 79/22*z + 1
*
[ 4/3 ] 
f(z) = 81/56*z^3 - 65/28*z + 1
*
[ -3/2 ] 
f(z) = 82/45*z^3 - 73/30*z + 1
*
[ 3/2 ] 
f(z) = 85/54*z^3 - 77/24*z + 1
*
[ 6/17 ] 
f(z) = 85/54*z^3 - 69/34*z + 1
*
[ 2/5 ] 
f(z) = 85/56*z^3 - 61/35*z + 1
*
[ -3/2 ] 
f(z) = 86/45*z^3 - 79/30*z + 1
*
[ -7/5 ] 
f(z) = 90/49*z^3 - 66/35*z + 1
*
[ -7/5 ] 
f(z) = 95/49*z^3 - 73/35*z + 1
*
[ 6/5 ] 
f(z) = 95/54*z^3 - 71/30*z + 1
*
[ 2/5 ] 
f(z) = 95/56*z^3 - 62/35*z + 1
*
[ 15/14 ] 
f(z) = 98/45*z^3 - 73/30*z + 1
*
[ 7/6 ] 
f(z) = 99/49*z^3 - 73/28*z + 1
*
[ 1/2 ] 
f(z) = 80/41*z^3 - 61/41*z + 1
*
[ 1/2 ] 
f(z) = 80/43*z^3 - 63/43*z + 1
*
[ 1/2 ] 
f(z) = 80/47*z^3 - 67/47*z + 1
*
[ 1/2 ] 
f(z) = 80/49*z^3 - 69/49*z + 1
*
[ 1/2 ] 
f(z) = 80/51*z^3 - 71/51*z + 1
*
[ 3/4 ] 
f(z) = 80/51*z^3 - 62/51*z + 1
*
[ 1/2 ] 
f(z) = 80/53*z^3 - 73/53*z + 1
*
[ 1/2 ] 
f(z) = 80/57*z^3 - 77/57*z + 1
*
[ 3/4 ] 
f(z) = 80/57*z^3 - 64/57*z + 1
*
[ 1/2 ] 
f(z) = 80/59*z^3 - 79/59*z + 1
*
[ 8/9 ] 
f(z) = 81/40*z^3 - 69/40*z + 1
*
[ 4/9 ] 
f(z) = 81/44*z^3 - 71/44*z + 1
*
[ -4/3 ] 
f(z) = 81/44*z^3 - 67/44*z + 1
*
[ 2/3 ] 
f(z) = 81/50*z^3 - 61/50*z + 1
*
[ 5/9 ] 
f(z) = 81/55*z^3 - 69/55*z + 1
*
[ 8/9 ] 
f(z) = 81/56*z^3 - 71/56*z + 1
*
[ 7/9 ] 
f(z) = 81/56*z^3 - 65/56*z + 1
*
[ 2/3 ] 
f(z) = 81/58*z^3 - 65/58*z + 1
*
[ 2/3 ] 
f(z) = 83/40*z^3 - 64/45*z + 1
*
[ 3/5 ] 
f(z) = 83/54*z^3 - 61/50*z + 1
*
[ 1/2 ] 
f(z) = 84/41*z^3 - 62/41*z + 1
*
[ 1/2 ] 
f(z) = 84/43*z^3 - 64/43*z + 1
*
[ 1/2 ] 
f(z) = 84/47*z^3 - 68/47*z + 1
*
[ 1/2 ] 
f(z) = 84/53*z^3 - 74/53*z + 1
*
[ 1/2 ] 
f(z) = 84/55*z^3 - 76/55*z + 1
*
[ 1/2 ] 
f(z) = 84/59*z^3 - 80/59*z + 1
*
[ 1/2 ] 
f(z) = 88/41*z^3 - 63/41*z + 1
*
[ 1/2 ] 
f(z) = 88/43*z^3 - 65/43*z + 1
*
[ 1/2 ] 
f(z) = 88/45*z^3 - 67/45*z + 1
*
[ 1/2 ] 
f(z) = 88/47*z^3 - 69/47*z + 1
*
[ 1/2 ] 
f(z) = 88/49*z^3 - 71/49*z + 1
*
[ 1/2 ] 
f(z) = 88/51*z^3 - 73/51*z + 1
*
[ 1/2 ] 
f(z) = 88/53*z^3 - 75/53*z + 1
*
[ 1/2 ] 
f(z) = 88/57*z^3 - 79/57*z + 1
*
[ 2/3 ] 
f(z) = 89/40*z^3 - 67/45*z + 1
*
[ 3/5 ] 
f(z) = 89/54*z^3 - 63/50*z + 1
*
[ 7/12 ] 
f(z) = 90/49*z^3 - 75/56*z + 1
*
[ 2/3 ] 
f(z) = 91/40*z^3 - 68/45*z + 1
*
[ 12/13 ] 
f(z) = 91/54*z^3 - 79/52*z + 1
*
[ 1/2 ] 
f(z) = 92/41*z^3 - 64/41*z + 1
*
[ 1/2 ] 
f(z) = 92/43*z^3 - 66/43*z + 1
*
[ 1/2 ] 
f(z) = 92/45*z^3 - 68/45*z + 1
*
[ 1/2 ] 
f(z) = 92/47*z^3 - 70/47*z + 1
*
[ 1/2 ] 
f(z) = 92/49*z^3 - 72/49*z + 1
*
[ 1/2 ] 
f(z) = 92/51*z^3 - 74/51*z + 1
*
[ 1/2 ] 
f(z) = 92/53*z^3 - 76/53*z + 1
*
[ 1/2 ] 
f(z) = 92/55*z^3 - 78/55*z + 1
*
[ 1/2 ] 
f(z) = 92/57*z^3 - 80/57*z + 1
*
[ 1/2 ] 
f(z) = 96/41*z^3 - 65/41*z + 1
*
[ 1/2 ] 
f(z) = 96/43*z^3 - 67/43*z + 1
*
[ 1/2 ] 
f(z) = 96/47*z^3 - 71/47*z + 1
*
[ 1/2 ] 
f(z) = 96/49*z^3 - 73/49*z + 1
*
[ 1/2 ] 
f(z) = 96/53*z^3 - 77/53*z + 1
*
[ 1/2 ] 
f(z) = 96/55*z^3 - 79/55*z + 1
*
[ 2/3 ] 
f(z) = 97/40*z^3 - 71/45*z + 1
*
[ 5/7 ] 
f(z) = 98/45*z^3 - 68/45*z + 1
*
[ 5/7 ] 
f(z) = 98/55*z^3 - 72/55*z + 1
*
[ 2/3 ] 
f(z) = 99/46*z^3 - 67/46*z + 1
*
[ 2/3 ] 
f(z) = 99/50*z^3 - 69/50*z + 1
*
[ 5/6 ] 
f(z) = 99/50*z^3 - 63/40*z + 1
*
[ 2/3 ] 
f(z) = 99/58*z^3 - 73/58*z + 1
*
[ 7/12 ] 
f(z) = 80/49*z^3 - 80/63*z + 1
*
[ 2/3 ] 
f(z) = 83/56*z^3 - 73/63*z + 1
*
[ 2/3 ] 
f(z) = 85/56*z^3 - 74/63*z + 1
*
[ 2/3 ] 
f(z) = 89/56*z^3 - 76/63*z + 1
*
[ 2/3 ] 
f(z) = 95/56*z^3 - 79/63*z + 1
*
[ 2/3 ] 
f(z) = 97/56*z^3 - 80/63*z + 1
*
-2 | 0.093263133223815016748899139555887543545 | 0.015967960148021901962273498458897059042
f(z) = 81/40*z^3 - 43/5*z + 1
*
[ 7/3 ] 
f(z) = 81/49*z^3 - 59/7*z + 1
*
[ -7/3 ] 
f(z) = 81/49*z^3 - 53/7*z + 1
*
[ 14/9 ] 
f(z) = 81/49*z^3 - 51/14*z + 1
*
[ 5/3 ] 
f(z) = 81/50*z^3 - 41/10*z + 1
*
-2 | 0.091919168902135008365719048437998775659 | 0.015676151202119077336294735769395823951
f(z) = 81/56*z^3 - 44/7*z + 1
*
-2 | 0.093777343755854627435162285665394510897 | 0.015993049519573377846180419634885150317
f(z) = 83/40*z^3 - 44/5*z + 1
*
-2 | 0.092512991166121884480749185682075164579 | 0.015717185879116974766727097321999685659
f(z) = 83/56*z^3 - 45/7*z + 1
*
-2 | 0.093083187097955909014307650796612154664 | 0.015755226876825940033826322018313902305
f(z) = 85/56*z^3 - 46/7*z + 1
*
-2 | 0.094761200854552603871039284198000569203 | 0.016039246883680609394134480362268554434
f(z) = 87/40*z^3 - 46/5*z + 1
*
[ 2 ] 
f(z) = 87/40*z^3 - 41/5*z + 1
*
-2 | 0.093631975852394097064861731127563327391 | 0.015790634660880654412158204420006504117
f(z) = 87/56*z^3 - 47/7*z + 1
*
[ -3/2 ] 
f(z) = 88/45*z^3 - 41/15*z + 1
*
[ -7/4 ] 
f(z) = 88/49*z^3 - 55/14*z + 1
*
-2 | 0.095232656607350952316699297065672964047 | 0.016060582665076061447233276707365290383
f(z) = 89/40*z^3 - 47/5*z + 1
*
[ 2 ] 
f(z) = 89/40*z^3 - 42/5*z + 1
*
-2 | 0.094161240363798036859776527695059874533 | 0.015823709713978803558036527136574697148
f(z) = 89/56*z^3 - 48/7*z + 1
*
[ 2 ] 
f(z) = 89/56*z^3 - 41/7*z + 1
*
[ -7/3 ] 
f(z) = 90/49*z^3 - 60/7*z + 1
*
-2 | 0.095691526218132933135751637399492977794 | 0.016080872842298354249601968411811004014
f(z) = 91/40*z^3 - 48/5*z + 1
*
[ 2 ] 
f(z) = 91/40*z^3 - 43/5*z + 1
*
[ -3/2 ] 
f(z) = 92/45*z^3 - 44/15*z + 1
*
-2 | 0.096138515533057889199674509853446943910 | 0.016100200947883987689365729133784226214
f(z) = 93/40*z^3 - 49/5*z + 1
*
[ 2 ] 
f(z) = 93/40*z^3 - 44/5*z + 1
*
-2 | 0.095167440807234271689247678198063270091 | 0.015883836090321290773564560649993465042
f(z) = 93/56*z^3 - 50/7*z + 1
*
[ 2 ] 
f(z) = 93/56*z^3 - 43/7*z + 1
*
-2 | 0.095646997171778089114188039893692922579 | 0.015911286987715471705914941973192195367
f(z) = 95/56*z^3 - 51/7*z + 1
*
[ 2 ] 
f(z) = 95/56*z^3 - 44/7*z + 1
*
-2 | 0.096999374819282744753779096510102396858 | 0.016136260792450528029371770302476375494
f(z) = 97/40*z^3 - 51/5*z + 1
*
[ 2 ] 
f(z) = 97/40*z^3 - 46/5*z + 1
*
[ -2 ] 
f(z) = 97/40*z^3 - 41/5*z + 1
*
-2 | 0.096112339988043629901205323835213316224 | 0.015937217055807654642732229156439443772
f(z) = 97/56*z^3 - 52/7*z + 1
*
[ 2 ] 
f(z) = 97/56*z^3 - 45/7*z + 1
*
3/7 | 0.12545912296582395835388134392876181612 | 0.026071138115429621855853267834895851762
f(z) = 98/45*z^3 - 41/15*z + 1
*
-2 | 0.097414375771574750707147431680411942264 | 0.016153118852591974571522292943156631757
f(z) = 99/40*z^3 - 52/5*z + 1
*
[ 2 ] 
f(z) = 99/40*z^3 - 47/5*z + 1
*
[ -2 ] 
f(z) = 99/40*z^3 - 42/5*z + 1
*
[ 5/3 ] 
f(z) = 99/50*z^3 - 51/10*z + 1
*
-2 | 0.096564421849720414058051840984556361073 | 0.015961764690014422930747445822832459205
f(z) = 99/56*z^3 - 53/7*z + 1
*
[ 2 ] 
f(z) = 99/56*z^3 - 46/7*z + 1
*
[ -7/5 ] 
f(z) = 80/49*z^3 - 52/35*z + 1
*
[ 7/10 ] 
f(z) = 80/49*z^3 - 43/35*z + 1
*
4/9 | 0.12567234252098657571668675827945502010 | 0.026948425825836794473400888890010134343
f(z) = 81/40*z^3 - 53/20*z + 1
*
[ 7/6 ] 
f(z) = 81/49*z^3 - 59/28*z + 1
*
[ 7/18 ] 
f(z) = 81/49*z^3 - 51/28*z + 1
*
[ 10/9 ] 
f(z) = 81/56*z^3 - 59/35*z + 1
*
[ 4/9 ] 
f(z) = 81/56*z^3 - 43/28*z + 1
*
[ -3/2 ] 
f(z) = 83/54*z^3 - 43/24*z + 1
*
[ -7/5 ] 
f(z) = 85/49*z^3 - 59/35*z + 1
*
[ 3/4 ] 
f(z) = 88/45*z^3 - 43/30*z + 1
*
[ -3/2 ] 
f(z) = 89/54*z^3 - 49/24*z + 1
*
[ 7/15 ] 
f(z) = 90/49*z^3 - 54/35*z + 1
*
[ 3/4 ] 
f(z) = 91/54*z^3 - 41/32*z + 1
*
[ -3/2 ] 
f(z) = 95/54*z^3 - 55/24*z + 1
*
[ 7/6 ] 
f(z) = 96/49*z^3 - 53/21*z + 1
*
[ 3/4 ] 
f(z) = 97/54*z^3 - 43/32*z + 1
*
[ -4/3 ] 
f(z) = 99/40*z^3 - 53/20*z + 1
*
[ 5/9 ] 
f(z) = 81/40*z^3 - 57/40*z + 1
*
[ 2/3 ] 
f(z) = 81/46*z^3 - 59/46*z + 1
*
[ 5/6 ] 
f(z) = 81/50*z^3 - 53/40*z + 1
*
[ 6/7 ] 
f(z) = 91/54*z^3 - 59/42*z + 1
*
[ 7/4 ] 
f(z) = 80/49*z^3 - 32/7*z + 1
*
[ -7/4 ] 
f(z) = 80/49*z^3 - 24/7*z + 1
*
[ 2 ] 
f(z) = 81/40*z^3 - 38/5*z + 1
*
[ -2 ] 
f(z) = 81/40*z^3 - 33/5*z + 1
*
2/9 | 0.14264845176465641971203817631913528259 | 0.026359530981476225566585771440195456248
f(z) = 81/40*z^3 - 28/5*z + 1
*
[ -14/9 ] 
f(z) = 81/49*z^3 - 33/14*z + 1
*
[ -5/3 ] 
f(z) = 81/50*z^3 - 29/10*z + 1
*
[ 2 ] 
f(z) = 81/56*z^3 - 37/7*z + 1
*
[ -2 ] 
f(z) = 81/56*z^3 - 30/7*z + 1
*
-14/9 | 0.16101014131339017109114315966444797862 | 0.029953823616507016263194128249126133943
f(z) = 81/56*z^3 - 27/7*z + 1
*
[ 2/9 ] 
f(z) = 81/56*z^3 - 25/7*z + 1
*
[ 14/9 ] 
f(z) = 81/56*z^3 - 22/7*z + 1
*
[ 2 ] 
f(z) = 83/40*z^3 - 39/5*z + 1
*
[ -2 ] 
f(z) = 83/40*z^3 - 34/5*z + 1
*
[ -3 ] 
f(z) = 83/54*z^3 - 25/2*z + 1
*
[ 3/2 ] 
f(z) = 83/54*z^3 - 25/8*z + 1
*
[ 2 ] 
f(z) = 83/56*z^3 - 38/7*z + 1
*
[ -2 ] 
f(z) = 83/56*z^3 - 31/7*z + 1
*
-3/2 | 0.20016340427857083947180389660242978851 | 0.029742739510278535784801908676059527457
f(z) = 85/54*z^3 - 31/8*z + 1
*
[ 3 ] 
f(z) = 85/54*z^3 - 27/2*z + 1
*
[ 6/5 ] 
f(z) = 85/54*z^3 - 21/10*z + 1
*
[ 2 ] 
f(z) = 85/56*z^3 - 39/7*z + 1
*
[ -2 ] 
f(z) = 85/56*z^3 - 32/7*z + 1
*
2/3 | 0.14533009639012244753092659482420229444 | 0.025539704047990716180253366526731289464
f(z) = 87/40*z^3 - 37/15*z + 1
*
[ -2 ] 
f(z) = 87/40*z^3 - 36/5*z + 1
*
[ 2/3 ] 
f(z) = 87/40*z^3 - 22/15*z + 1
*
[ 2 ] 
f(z) = 87/56*z^3 - 40/7*z + 1
*
[ -2 ] 
f(z) = 87/56*z^3 - 33/7*z + 1
*
[ -2 ] 
f(z) = 89/40*z^3 - 37/5*z + 1
*
[ -3 ] 
f(z) = 89/54*z^3 - 27/2*z + 1
*
[ 3/2 ] 
f(z) = 89/54*z^3 - 27/8*z + 1
*
[ -2 ] 
f(z) = 89/56*z^3 - 34/7*z + 1
*
[ 7/6 ] 
f(z) = 90/49*z^3 - 33/14*z + 1
*
[ -2 ] 
f(z) = 91/40*z^3 - 38/5*z + 1
*
[ 3 ] 
f(z) = 91/54*z^3 - 29/2*z + 1
*
[ 3/7 ] 
f(z) = 91/54*z^3 - 23/14*z + 1
*
[ -2 ] 
f(z) = 93/40*z^3 - 39/5*z + 1
*
2/3 | 0.12546114701727041009729502992791554743 | 0.021945170387474357582557949322969321826
f(z) = 93/40*z^3 - 38/15*z + 1
*
[ 2/3 ] 
f(z) = 93/40*z^3 - 23/15*z + 1
*
[ -2 ] 
f(z) = 93/56*z^3 - 36/7*z + 1
*
[ -3 ] 
f(z) = 95/54*z^3 - 29/2*z + 1
*
[ 3/2 ] 
f(z) = 95/54*z^3 - 29/8*z + 1
*
-6/5 | 0.19162479572286560348844449694816603625 | 0.029070734310217814154021148418347814204
f(z) = 95/54*z^3 - 27/10*z + 1
*
[ -2 ] 
f(z) = 95/56*z^3 - 37/7*z + 1
*
[ 7/4 ] 
f(z) = 96/49*z^3 - 39/7*z + 1
*
[ -7/4 ] 
f(z) = 96/49*z^3 - 31/7*z + 1
*
[ 7/8 ] 
f(z) = 96/49*z^3 - 23/14*z + 1
*
[ 3 ] 
f(z) = 97/54*z^3 - 31/2*z + 1
*
[ -2 ] 
f(z) = 97/56*z^3 - 38/7*z + 1
*
[ 3/7 ] 
f(z) = 98/45*z^3 - 26/15*z + 1
*
[ -5/3 ] 
f(z) = 99/50*z^3 - 39/10*z + 1
*
[ -2 ] 
f(z) = 99/56*z^3 - 39/7*z + 1
*
[ 7/8 ] 
f(z) = 80/49*z^3 - 39/28*z + 1
*
[ -4/3 ] 
f(z) = 81/40*z^3 - 37/20*z + 1
*
[ 4/9 ] 
f(z) = 81/40*z^3 - 33/20*z + 1
*
[ 2/3 ] 
f(z) = 81/44*z^3 - 29/22*z + 1
*
[ 2/3 ] 
f(z) = 81/52*z^3 - 31/26*z + 1
*
[ 3/4 ] 
f(z) = 85/54*z^3 - 39/32*z + 1
*
[ 3/5 ] 
f(z) = 85/54*z^3 - 37/30*z + 1
*
[ 2/3 ] 
f(z) = 87/56*z^3 - 25/21*z + 1
*
[ 2/3 ] 
f(z) = 93/56*z^3 - 26/21*z + 1
*
[ 7/12 ] 
f(z) = 96/49*z^3 - 29/21*z + 1
*
[ 2/3 ] 
f(z) = 99/52*z^3 - 35/26*z + 1
*
[ -4/3 ] 
f(z) = 99/56*z^3 - 39/28*z + 1
*
[ 2/9 ] 
f(z) = 81/40*z^3 - 18/5*z + 1
*
10/9 | 0.13121545863070438498198988601802728145 | 0.026709683802884246075519742000873499332
f(z) = 81/40*z^3 - 17/5*z + 1
*
-10/9 | 0.068777164657427392264861253545056259299 | 0.014808651155987430978766387070308516953
f(z) = 81/40*z^3 - 13/5*z + 1
*
[ 2/3 ] 
f(z) = 81/40*z^3 - 7/5*z + 1
*
[ 7/9 ] 
f(z) = 81/49*z^3 - 9/7*z + 1
*
[ 10/9 ] 
f(z) = 81/50*z^3 - 19/10*z + 1
*
[ 5/9 ] 
f(z) = 81/50*z^3 - 13/10*z + 1
*
[ -14/9 ] 
f(z) = 81/56*z^3 - 13/7*z + 1
*
[ 2/3 ] 
f(z) = 81/56*z^3 - 8/7*z + 1
*
[ -3/2 ] 
f(z) = 85/54*z^3 - 15/8*z + 1
*
[ -3/2 ] 
f(z) = 91/54*z^3 - 17/8*z + 1
*
[ 3/5 ] 
f(z) = 95/54*z^3 - 13/10*z + 1
*
[ -3/2 ] 
f(z) = 97/54*z^3 - 19/8*z + 1
*
2/3 | 0.11590421838799937129974856179208750460 | 0.024955741431977022665291961067733823387
f(z) = 99/40*z^3 - 13/5*z + 1
*
[ 2/3 ] 
f(z) = 99/40*z^3 - 8/5*z + 1
*
[ 2/3 ] 
f(z) = 99/56*z^3 - 9/7*z + 1
*
[ -7/9 ]
f(z) = 81/49*z^3 + 9/7*z + 1
*
7/4 | 0.15772671001318266195938955623768404683 | 0.027835304098097082550923476346189260585
f(z) = 80/77*z^3 - 289/77*z + 1
*
[ 2 ] 
f(z) = 81/62*z^3 - 293/62*z + 1
*
[ 2 ] 
f(z) = 81/74*z^3 - 287/74*z + 1
*
0 | 0.14706660939928563755321488750558707286 | 0.026083249107964276523806294182777280445
f(z) = 83/66*z^3 - 281/66*z + 1
*
[ 2 ] 
f(z) = 83/70*z^3 - 297/70*z + 1
*
[ 2 ] 
f(z) = 83/74*z^3 - 295/74*z + 1
*
0 | 0.14955394834430378889087165496109001419 | 0.026491073435964290807073652197540777297
f(z) = 85/66*z^3 - 283/66*z + 1
*
0 | 0.15128495674905083508096067581019982473 | 0.026731236353703290801447431790448939529
f(z) = 89/66*z^3 - 287/66*z + 1
*
0 | 0.15046019037137372382590772989332725612 | 0.026552922794717064792373910763260897245
f(z) = 91/66*z^3 - 289/66*z + 1
*
2/7 | 0.16814602949401692350428345855820280023 | 0.021698158808182539707713239939193417559
f(z) = 91/72*z^3 - 290/63*z + 1
*
[ -2 ] 
f(z) = 95/62*z^3 - 287/62*z + 1
*
0 | 0.13814686490554603379443319923319043828 | 0.024320892059907284005727462174015318494
f(z) = 95/66*z^3 - 293/66*z + 1
*
[ -2 ] 
f(z) = 95/66*z^3 - 281/66*z + 1
*
[ -2 ] 
f(z) = 97/62*z^3 - 295/62*z + 1
*
0 | 0.13416213614149847675830377853382943067 | 0.023591123177971046829923598677588115874
f(z) = 97/66*z^3 - 295/66*z + 1
*
[ -2 ] 
f(z) = 97/66*z^3 - 289/66*z + 1
*
[ -2 ] 
f(z) = 97/70*z^3 - 283/70*z + 1
*
[ -2 ] 
f(z) = 99/70*z^3 - 291/70*z + 1
*
[ -2 ] 
f(z) = 99/74*z^3 - 285/74*z + 1
*
[ 8/33 ] 
f(z) = 99/64*z^3 - 283/88*z + 1
*
[ 2/7 ] 
f(z) = 91/64*z^3 - 293/112*z + 1
*
8/9 | 0.15515538497288478806643317758404702000 | 0.027517847682898364146417680495984796716
f(z) = 81/68*z^3 - 281/136*z + 1
*
[ -13/8 ] 
f(z) = 96/65*z^3 - 297/130*z + 1
*
5/8 | 0.10524623808252123523123655210247535408 | 0.018642676123028912537269938926033740659
f(z) = 96/65*z^3 - 283/130*z + 1
*
-5/28 | 0.18373600839233999753489933332486395435 | 0.025205188651939533578986878173766420856
f(z) = 98/75*z^3 - 293/120*z + 1
*
[ 20/17 ] 
f(z) = 85/64*z^3 - 287/170*z + 1
*
[ 12/29 ] 
f(z) = 87/64*z^3 - 287/174*z + 1
*
[ 2/5 ] 
f(z) = 95/68*z^3 - 293/170*z + 1
*
[ -3/2 ] 
f(z) = 88/61*z^3 - 289/183*z + 1
*
[ 15/13 ] 
f(z) = 91/75*z^3 - 289/195*z + 1
*
[ -3/2 ] 
f(z) = 92/65*z^3 - 296/195*z + 1
*
[ 3/7 ] 
f(z) = 98/61*z^3 - 298/183*z + 1
*
[ -10/7 ] 
f(z) = 91/60*z^3 - 293/210*z + 1
*
[ -3/2 ] 
f(z) = 92/67*z^3 - 286/201*z + 1
*
[ -3/2 ] 
f(z) = 96/71*z^3 - 293/213*z + 1
*
[ -3/2 ] 
f(z) = 96/73*z^3 - 283/219*z + 1
*
[ -14/9 ] 
f(z) = 81/68*z^3 - 295/238*z + 1
*
-4/3 | 0.16358124756573190872899521799201489900 | 0.028798640257173282236267803093145950962
f(z) = 87/76*z^3 - 293/228*z + 1
*
[ 7/8 ] 
f(z) = 80/63*z^3 - 281/252*z + 1
*
[ 8/9 ] 
f(z) = 81/62*z^3 - 287/248*z + 1
*
[ 4/7 ] 
f(z) = 91/72*z^3 - 293/252*z + 1
*
[ -3/2 ] 
f(z) = 83/69*z^3 - 287/276*z + 1
*
[ 5/6 ] 
f(z) = 94/75*z^3 - 289/270*z + 1
*
[ 5/6 ] 
f(z) = 98/75*z^3 - 299/270*z + 1
*
[ 8/9 ] 
f(z) = 81/70*z^3 - 291/280*z + 1
*
[ 5/6 ] 
f(z) = 81/70*z^3 - 281/280*z + 1
*
[ 8/9 ] 
f(z) = 81/74*z^3 - 293/296*z + 1
*
[ 20/3 ] 
f(z) = 81/64*z^3 - 277/5*z + 1
*
[ 3 ] 
f(z) = 92/63*z^3 - 262/21*z + 1
*
4/31 | 0.26482123009425066411844620367899255857 | 0.027120304038025129852526752858332507277
f(z) = 93/64*z^3 - 272/31*z + 1
*
[ 3 ] 
f(z) = 94/63*z^3 - 268/21*z + 1
*
[ 3 ] 
f(z) = 95/63*z^3 - 271/21*z + 1
*
[ 3 ] 
f(z) = 95/72*z^3 - 269/24*z + 1
*
[ 3 ] 
f(z) = 97/63*z^3 - 277/21*z + 1
*
[ -3 ] 
f(z) = 97/63*z^3 - 263/21*z + 1
*
[ 3 ] 
f(z) = 97/72*z^3 - 275/24*z + 1
*
[ 2/9 ] 
f(z) = 81/74*z^3 - 263/74*z + 1
*
0 | 0.15774163705479134944307491304139079758 | 0.028308915393198704706315533795361528816
f(z) = 83/60*z^3 - 263/60*z + 1
*
0 | 0.14639496304814680152709391168717653796 | 0.026166669398156754603114308444450833485
f(z) = 89/60*z^3 - 269/60*z + 1
*
[ -2 ] 
f(z) = 89/62*z^3 - 263/62*z + 1
*
0 | 0.15782604916852586519776840491890623404 | 0.028172563670069110668947258583158242357
f(z) = 91/60*z^3 - 271/60*z + 1
*
[ -2 ] 
f(z) = 91/62*z^3 - 271/62*z + 1
*
[ 4/21 ] 
f(z) = 91/64*z^3 - 271/63*z + 1
*
[ -2 ] 
f(z) = 91/66*z^3 - 265/66*z + 1
*
[ -2 ] 
f(z) = 93/70*z^3 - 267/70*z + 1
*
[ -2 ] 
f(z) = 93/74*z^3 - 261/74*z + 1
*
[ -2 ] 
f(z) = 95/74*z^3 - 269/74*z + 1
*
[ -2 ] 
f(z) = 95/78*z^3 - 263/78*z + 1
*
[ 7/4 ] 
f(z) = 96/77*z^3 - 261/77*z + 1
*
[ -2 ] 
f(z) = 97/74*z^3 - 277/74*z + 1
*
[ -2 ] 
f(z) = 97/78*z^3 - 271/78*z + 1
*
[ 12/7 ] 
f(z) = 91/72*z^3 - 277/84*z + 1
*
[ 3/2 ] 
f(z) = 97/63*z^3 - 263/84*z + 1
*
[ -5/3 ] 
f(z) = 97/75*z^3 - 269/135*z + 1
*
[ -5/3 ] 
f(z) = 98/75*z^3 - 274/135*z + 1
*
-5/4 | 0.18120348265920712430206390438267028837 | 0.025152655131609278556768064895945211455
f(z) = 98/75*z^3 - 269/120*z + 1
*
-3/2 | 0.11921930889904130350129910592231554014 | 0.021309286719188332490393170907967256212
f(z) = 82/75*z^3 - 269/150*z + 1
*
[ 3/7 ] 
f(z) = 91/72*z^3 - 263/168*z + 1
*
[ -16/11 ] 
f(z) = 99/64*z^3 - 279/176*z + 1
*
[ -3/2 ] 
f(z) = 84/61*z^3 - 262/183*z + 1
*
[ -3/2 ] 
f(z) = 88/65*z^3 - 269/195*z + 1
*
[ 6/7 ] 
f(z) = 91/60*z^3 - 269/210*z + 1
*
[ -3/2 ] 
f(z) = 92/71*z^3 - 266/213*z + 1
*
[ 8/9 ] 
f(z) = 93/64*z^3 - 275/216*z + 1
*
[ 8/15 ] 
f(z) = 99/64*z^3 - 263/200*z + 1
*
[ 5/6 ] 
f(z) = 81/65*z^3 - 277/260*z + 1
*
[ 13/18 ] 
f(z) = 81/65*z^3 - 269/260*z + 1
*
[ 5/6 ] 
f(z) = 86/75*z^3 - 269/270*z + 1
*
[ 3 ] 
f(z) = 85/63*z^3 - 241/21*z + 1
*
-12/5 | 0.24818975910523635487360145355232907518 | 0.027653072256642333077777770165851452845
f(z) = 85/64*z^3 - 247/30*z + 1
*
[ 3 ] 
f(z) = 86/63*z^3 - 244/21*z + 1
*
[ 3 ] 
f(z) = 88/63*z^3 - 250/21*z + 1
*
[ 3 ] 
f(z) = 89/63*z^3 - 253/21*z + 1
*
[ 3 ] 
f(z) = 89/72*z^3 - 251/24*z + 1
*
[ 3 ] 
f(z) = 91/72*z^3 - 257/24*z + 1
*
[ -3 ] 
f(z) = 91/72*z^3 - 241/24*z + 1
*
[ -3 ] 
f(z) = 92/63*z^3 - 248/21*z + 1
*
[ -3 ] 
f(z) = 94/63*z^3 - 254/21*z + 1
*
[ -3 ] 
f(z) = 95/63*z^3 - 257/21*z + 1
*
[ -3 ] 
f(z) = 95/72*z^3 - 253/24*z + 1
*
[ -3 ] 
f(z) = 97/72*z^3 - 259/24*z + 1
*
[ 1/4 ] 
f(z) = 80/79*z^3 - 242/79*z + 1
*
[ 17/9 ] 
f(z) = 81/68*z^3 - 257/68*z + 1
*
[ 2/9 ] 
f(z) = 81/70*z^3 - 249/70*z + 1
*
14/9 | 0.15073380858726495187916430302494981813 | 0.027482112905014037991248861467819208579
f(z) = 81/70*z^3 - 241/70*z + 1
*
[ -19/9 ] 
f(z) = 81/76*z^3 - 249/76*z + 1
*
0 | 0.11830820041332634268031442621172616281 | 0.021570206125759371535053767161230227847
f(z) = 83/79*z^3 - 241/79*z + 1
*
0 | 0.11856734235439211670952038757088583334 | 0.021601145480186034641389991729013199412
f(z) = 84/79*z^3 - 242/79*z + 1
*
[ -2 ] 
f(z) = 85/62*z^3 - 247/62*z + 1
*
[ -2 ] 
f(z) = 85/66*z^3 - 241/66*z + 1
*
0 | 0.085681278884436286992810163193794656814 | 0.015621595461676771095580510790923186875
f(z) = 85/78*z^3 - 241/78*z + 1
*
0 | 0.11882284875173581284457482721395715500 | 0.021631443590675535450696759296209575313
f(z) = 85/79*z^3 - 243/79*z + 1
*
0 | 0.11907482195889897845338194216548317034 | 0.021661120249334901433232963099543797572
f(z) = 86/79*z^3 - 244/79*z + 1
*
[ -2 ] 
f(z) = 87/62*z^3 - 255/62*z + 1
*
[ -2 ] 
f(z) = 87/70*z^3 - 243/70*z + 1
*
0 | 0.11939796438296768987423744124306975027 | 0.021768894241811061990088967831833962450
f(z) = 87/77*z^3 - 241/77*z + 1
*
0 | 0.11932335999206171264967545030730802308 | 0.021690194392865351153563716610952111438
f(z) = 87/79*z^3 - 245/79*z + 1
*
0 | 0.11956855677579125203629956145506131792 | 0.021718684151061132918178310778852342296
f(z) = 88/79*z^3 - 246/79*z + 1
*
[ -2 ] 
f(z) = 89/66*z^3 - 257/66*z + 1
*
[ -2 ] 
f(z) = 89/70*z^3 - 251/70*z + 1
*
[ -2 ] 
f(z) = 89/74*z^3 - 245/74*z + 1
*
0 | 0.094248199821264745526461791483264252515 | 0.017183534953824252778693754478025443134
f(z) = 89/76*z^3 - 241/76*z + 1
*
0 | 0.11988296963775444901975243271561183254 | 0.021824436313759647656052200280719917840
f(z) = 89/77*z^3 - 243/77*z + 1
*
0 | 0.086666720926162903377916128954506800434 | 0.015753981654604299050421848410188802680
f(z) = 89/78*z^3 - 245/78*z + 1
*
0 | 0.11981050237135952490218404929746534888 | 0.021746606891880411401507571456901274586
f(z) = 89/79*z^3 - 247/79*z + 1
*
0 | 0.12012072775895680259177282207144399981 | 0.021851382900429600063045784347718287438
f(z) = 90/77*z^3 - 244/77*z + 1
*
0 | 0.12004928318911315732820134171471441219 | 0.021773979263378846773394053780411415105
f(z) = 90/79*z^3 - 248/79*z + 1
*
[ -2 ] 
f(z) = 91/74*z^3 - 253/74*z + 1
*
0 | 0.10008176952079894249894125215162107906 | 0.018247123956347555807835866289364658657
f(z) = 91/75*z^3 - 241/75*z + 1
*
0 | 0.094719665824407236793575243851115227463 | 0.017243511073272184715433180610454268030
f(z) = 91/76*z^3 - 243/76*z + 1
*
0 | 0.12028498218623240218630605803156916361 | 0.021800817232767798586718392080822898998
f(z) = 91/79*z^3 - 249/79*z + 1
*
3/2 | 0.13264366669640990548355523736536546970 | 0.023903739049005046050158109246855595115
f(z) = 92/75*z^3 - 257/75*z + 1
*
0 | 0.10031254759001509520998022357700429510 | 0.018275402745414858108045529037981818821
f(z) = 92/75*z^3 - 242/75*z + 1
*
0 | 0.12058716351417434826205896156946155536 | 0.021903706021539745014274892567695159319
f(z) = 92/77*z^3 - 246/77*z + 1
*
0 | 0.12051767905108503807192796001668168392 | 0.021827136122833606177388062446971904315
f(z) = 92/79*z^3 - 250/79*z + 1
*
0 | 0.10808256606331345383879560642763189803 | 0.019705846428580017193631784802364305915
f(z) = 93/74*z^3 - 241/74*z + 1
*
0 | 0.095179285083299206223427877903083077512 | 0.017301366603890909705213166072315375562
f(z) = 93/76*z^3 - 245/76*z + 1
*
0 | 0.12081599506619167459536901331623739746 | 0.021929112214321987883716107074006160940
f(z) = 93/77*z^3 - 247/77*z + 1
*
0 | 0.12074745037526535524472383714549489924 | 0.021852950645931741322403109828261137388
f(z) = 93/79*z^3 - 251/79*z + 1
*
0 | 0.10076555570905449617841516115568477510 | 0.018330447892320045312548490303997962244
f(z) = 94/75*z^3 - 244/75*z + 1
*
0 | 0.12104200012095992333479080262027591984 | 0.021954033632003321646653444751456147497
f(z) = 94/77*z^3 - 248/77*z + 1
*
0 | 0.12097436981430510698666117937917810489 | 0.021878274935749446798803912811203016384
f(z) = 94/79*z^3 - 252/79*z + 1
*
0 | 0.12139746320548225967255151369371817341 | 0.022133447177272619957565667262823709335
f(z) = 95/73*z^3 - 241/73*z + 1
*
0 | 0.10852915884224450857169361955189805975 | 0.019757499522205166528973436061233057665
f(z) = 95/74*z^3 - 243/74*z + 1
*
0 | 0.12126524852316451669450365065808552590 | 0.021978483695051548648164715093289337155
f(z) = 95/77*z^3 - 249/77*z + 1
*
0 | 0.088052886701998448731673563270217333512 | 0.015935867642342860277051509525334687819
f(z) = 95/78*z^3 - 251/78*z + 1
*
0 | 0.12119850823795120222242886475369699690 | 0.021903122577012463746676874115296060258
f(z) = 95/79*z^3 - 253/79*z + 1
*
0 | 0.12161632331431072545019826564322480498 | 0.022156622898956730489691779882919267932
f(z) = 96/73*z^3 - 242/73*z + 1
*
0 | 0.12141993387082260398807857865746855039 | 0.021927506633295349686919277459792973786
f(z) = 96/79*z^3 - 254/79*z + 1
*
[ 1/4 ] 
f(z) = 96/79*z^3 - 243/79*z + 1
*
0 | 0.079776882430691772956661037111393293612 | 0.014545093172650946406875015800690711590
f(z) = 97/72*z^3 - 241/72*z + 1
*
0 | 0.12183260238419962141267550799493651415 | 0.022179362754425769791983706788981663502
f(z) = 97/73*z^3 - 243/73*z + 1
*
0 | 0.10896512832923020820469589235728331755 | 0.019807310284103285491195148069694105351
f(z) = 97/74*z^3 - 245/74*z + 1
*
0 | 0.10142473137819161683956498306760405616 | 0.018409435890349427513662693201436259496
f(z) = 97/75*z^3 - 247/75*z + 1
*
0 | 0.096065292132077444257931417888076252136 | 0.017411166698610333276020367849907470601
f(z) = 97/76*z^3 - 249/76*z + 1
*
0 | 0.12170374192549116932631026406424455249 | 0.022026020901123540397966353777219219817
f(z) = 97/77*z^3 - 251/77*z + 1
*
0 | 0.088492232632537977689027828449103953666 | 0.015992409862492436915865061890188938011
f(z) = 97/78*z^3 - 253/78*z + 1
*
0 | 0.12163871242418521290635859190135409092 | 0.021951439673080470839509766411073413947
f(z) = 97/79*z^3 - 255/79*z + 1
*
0 | 0.12204636119634670076861800154815550895 | 0.022201678426866248429266555135962001353
f(z) = 98/73*z^3 - 244/73*z + 1
*
0 | 0.10163929171072315554116042326203556441 | 0.018434860844337777194579882497995790805
f(z) = 98/75*z^3 - 248/75*z + 1
*
0 | 0.12185490721951744297150409964330610082 | 0.021974933794197819961732692188054993506
f(z) = 98/79*z^3 - 256/79*z + 1
*
[ 5/3 ] 
f(z) = 99/65*z^3 - 249/65*z + 1
*
[ 5/3 ] 
f(z) = 99/70*z^3 - 247/70*z + 1
*
0 | 0.12231993883350325281158527998364758026 | 0.022301634922271577967625835994427352537
f(z) = 99/71*z^3 - 241/71*z + 1
*
0 | 0.12225765838770271968459110641145850937 | 0.022223581171551105091883922320973956118
f(z) = 99/73*z^3 - 245/73*z + 1
*
0 | 0.10939097335908456496169507281624732571 | 0.019855375347535828889187371525967380863
f(z) = 99/74*z^3 - 247/74*z + 1
*
0 | 0.096492730375497983049919368362794325421 | 0.017463315937798922842182815112000521136
f(z) = 99/76*z^3 - 251/76*z + 1
*
0 | 0.12206857930447985761827599688858339982 | 0.021998000646766192711502804641039414477
f(z) = 99/79*z^3 - 257/79*z + 1
*
[ 3/2 ] 
f(z) = 91/72*z^3 - 241/96*z + 1
*
[ 3/2 ] 
f(z) = 95/63*z^3 - 257/84*z + 1
*
[ 4/15 ] 
f(z) = 95/64*z^3 - 257/90*z + 1
*
[ 3/2 ] 
f(z) = 95/72*z^3 - 253/96*z + 1
*
[ 3/2 ] 
f(z) = 97/72*z^3 - 259/96*z + 1
*
[ 3/10 ] 
f(z) = 80/63*z^3 - 257/105*z + 1
*
0 | 0.13446475311639338122163655826503590077 | 0.021721793527556370836351261310754977901
f(z) = 81/70*z^3 - 244/105*z + 1
*
0 | 0.15268216931782479669975504168932846660 | 0.024521202945922263185560271881308025322
f(z) = 87/70*z^3 - 253/105*z + 1
*
[ 18/13 ] 
f(z) = 91/72*z^3 - 251/117*z + 1
*
[ 4/3 ] 
f(z) = 81/62*z^3 - 257/124*z + 1
*
3/5 | 0.17326586935881482787656082019490684224 | 0.026157029467592226050399984546382890076
f(z) = 85/72*z^3 - 251/120*z + 1
*
[ 5/4 ] 
f(z) = 88/65*z^3 - 249/130*z + 1
*
5/8 | 0.17891550714407304551781213466497700047 | 0.025132725660728914773748897903853814056
f(z) = 88/75*z^3 - 247/120*z + 1
*
[ -5/3 ] 
f(z) = 92/75*z^3 - 244/135*z + 1
*
-5/4 | 0.18595861216424217938375972518937040156 | 0.025949164158217494281961724889036094051
f(z) = 94/75*z^3 - 259/120*z + 1
*
[ -5/3 ] 
f(z) = 94/75*z^3 - 254/135*z + 1
*
3/5 | 0.13209296481348656804714954839047516411 | 0.019870510979244562617556194779745314202
f(z) = 95/72*z^3 - 257/120*z + 1
*
[ 4/3 ] 
f(z) = 81/70*z^3 - 253/140*z + 1
*
[ 4/3 ] 
f(z) = 81/74*z^3 - 251/148*z + 1
*
[ 8/19 ] 
f(z) = 95/64*z^3 - 249/152*z + 1
*
[ 4/9 ] 
f(z) = 85/64*z^3 - 245/162*z + 1
*
[ 4/9 ] 
f(z) = 89/64*z^3 - 247/162*z + 1
*
[ 4/9 ] 
f(z) = 97/64*z^3 - 251/162*z + 1
*
[ 16/33 ] 
f(z) = 99/64*z^3 - 251/176*z + 1
*
[ -3/2 ] 
f(z) = 84/65*z^3 - 242/195*z + 1
*
[ 8/15 ] 
f(z) = 81/64*z^3 - 247/200*z + 1
*
[ 8/9 ] 
f(z) = 87/64*z^3 - 259/216*z + 1
*
-28/29 | 0.25686198558455068403840226555340457938 | 0.026266385995543163895268732083599898344
f(z) = 87/64*z^3 - 250/203*z + 1
*
[ -3/2 ] 
f(z) = 88/67*z^3 - 259/201*z + 1
*
[ -3/2 ] 
f(z) = 92/73*z^3 - 256/219*z + 1
*
[ 12/19 ] 
f(z) = 95/72*z^3 - 253/228*z + 1
*
[ -3/2 ] 
f(z) = 96/79*z^3 - 253/237*z + 1
*
[ 3/4 ] 
f(z) = 96/79*z^3 - 241/237*z + 1
*
[ 5/8 ] 
f(z) = 92/75*z^3 - 259/240*z + 1
*
[ -14/9 ] 
f(z) = 81/76*z^3 - 249/266*z + 1
*
[ 5/6 ] 
f(z) = 82/75*z^3 - 259/270*z + 1
*
[ 3 ] 
f(z) = 80/63*z^3 - 226/21*z + 1
*
[ 3 ] 
f(z) = 82/63*z^3 - 232/21*z + 1
*
[ 3 ] 
f(z) = 83/63*z^3 - 235/21*z + 1
*
[ -3 ] 
f(z) = 83/63*z^3 - 221/21*z + 1
*
[ 3 ] 
f(z) = 83/72*z^3 - 233/24*z + 1
*
[ -3 ] 
f(z) = 85/63*z^3 - 227/21*z + 1
*
[ 3 ] 
f(z) = 85/72*z^3 - 239/24*z + 1
*
[ -3 ] 
f(z) = 85/72*z^3 - 223/24*z + 1
*
[ -3 ] 
f(z) = 86/63*z^3 - 230/21*z + 1
*
4/29 | 0.25781418095389681164336121507280211528 | 0.026745535802984550442805843694221975805
f(z) = 87/64*z^3 - 240/29*z + 1
*
[ -3 ] 
f(z) = 88/63*z^3 - 236/21*z + 1
*
[ -3 ] 
f(z) = 89/63*z^3 - 239/21*z + 1
*
[ -3 ] 
f(z) = 89/72*z^3 - 235/24*z + 1
*
[ 8/3 ] 
f(z) = 93/64*z^3 - 233/24*z + 1
*
[ 12/5 ] 
f(z) = 95/64*z^3 - 239/30*z + 1
*
4/19 | 0.26583278715776245462512341973845822287 | 0.029990504068749057238838455071455229853
f(z) = 95/64*z^3 - 221/38*z + 1
*
[ 5/2 ] 
f(z) = 98/75*z^3 - 227/30*z + 1
*
2/3 | 0.19630780597582386963397658510777198058 | 0.028821136794409979303553695560664147734
f(z) = 81/64*z^3 - 227/48*z + 1
*
0 | 0.11783670252599634071955338597905350599 | 0.021810797535565677773400319019517427367
f(z) = 80/71*z^3 - 222/71*z + 1
*
0 | 0.11775548161699750748346629165170422642 | 0.021723959283134660958663712282869197634
f(z) = 80/73*z^3 - 226/73*z + 1
*
[ 1/4 ] 
f(z) = 80/73*z^3 - 224/73*z + 1
*
[ 1/4 ] 
f(z) = 80/77*z^3 - 236/77*z + 1
*
0 | 0.11759107764110521919141574256730317589 | 0.021555298974072373732630890064124378727
f(z) = 80/77*z^3 - 234/77*z + 1
*
0 | 0.11750786702207082972592027479045883270 | 0.021473328720275462309488710789058008644
f(z) = 80/79*z^3 - 238/79*z + 1
*
[ -2 ] 
f(z) = 81/62*z^3 - 231/62*z + 1
*
[ 2/9 ] 
f(z) = 81/62*z^3 - 221/62*z + 1
*
0 | 0.11810214467602203133108983469789611738 | 0.021841759364735414861996114251342940210
f(z) = 81/71*z^3 - 223/71*z + 1
*
0 | 0.11802220743220808611934227508841588405 | 0.021755446050542838797642998655532944050
f(z) = 81/73*z^3 - 227/73*z + 1
*
0 | 0.10514659743481812617876764553946313058 | 0.019350750252964896327525688926585808780
f(z) = 81/74*z^3 - 229/74*z + 1
*
0 | 0.092230306979197656097864747083717232199 | 0.016919768180843932431011735061189061545
f(z) = 81/76*z^3 - 233/76*z + 1
*
0 | 0.11786043677099219746058617757350002240 | 0.021587799378844956529927457111952983489
f(z) = 81/77*z^3 - 235/77*z + 1
*
0 | 0.11777857718916228401012329803358297197 | 0.021506319922027527723361682101372271788
f(z) = 81/79*z^3 - 239/79*z + 1
*
0 | 0.11836378402981320327483588041584507609 | 0.021872048337167151196137761614551971144
f(z) = 82/71*z^3 - 224/71*z + 1
*
0 | 0.11828508996410624410223281614932179987 | 0.021786251612587990747915488967474086293
f(z) = 82/73*z^3 - 228/73*z + 1
*
0 | 0.097862150430431762024966530521369474699 | 0.017967113843143309360205740733278792612
f(z) = 82/75*z^3 - 232/75*z + 1
*
0 | 0.11812586836979386387501807748450290954 | 0.021619601881072212904502345248301548732
f(z) = 82/77*z^3 - 236/77*z + 1
*
0 | 0.11804531597280635371132357986994947191 | 0.021538604827632856295575667977680368569
f(z) = 82/79*z^3 - 240/79*z + 1
*
[ -2 ] 
f(z) = 83/62*z^3 - 239/62*z + 1
*
[ -2 ] 
f(z) = 83/66*z^3 - 233/66*z + 1
*
0 | 0.098355004572624191090044360256244617483 | 0.018220088947109837904158916855173522035
f(z) = 83/69*z^3 - 221/69*z + 1
*
[ -2 ] 
f(z) = 83/70*z^3 - 227/70*z + 1
*
0 | 0.10582485082397222481566362619329825630 | 0.019571201969675164525184859768175170701
f(z) = 83/70*z^3 - 223/70*z + 1
*
0 | 0.11862172957041698676466200052080524734 | 0.021901685855405573637527348323925433561
f(z) = 83/71*z^3 - 225/71*z + 1
*
0 | 0.073642910004606473331455521533907749356 | 0.013574855024894048126960407754940438983
f(z) = 83/72*z^3 - 227/72*z + 1
*
0 | 0.11854424010167532235087227269202614690 | 0.021816397678080442234121924707413173861
f(z) = 83/73*z^3 - 229/73*z + 1
*
0 | 0.10566986905768789154656826193628834582 | 0.019415979198619203195454854124756684149
f(z) = 83/74*z^3 - 231/74*z + 1
*
[ -2 ] 
f(z) = 83/74*z^3 - 221/74*z + 1
*
0 | 0.098122524850391204990168717091807299710 | 0.018000703111203717106547304749456686305
f(z) = 83/75*z^3 - 233/75*z + 1
*
0 | 0.092756087400858839443937459126757008822 | 0.016989584128786967589009681388588473285
f(z) = 83/76*z^3 - 235/76*z + 1
*
0 | 0.11838748735140697930448175190695591804 | 0.021650728831748101771478343516110925463
f(z) = 83/77*z^3 - 237/77*z + 1
*
0 | 0.085167842254780732776383239367636908684 | 0.015551613088841361174914091616133015883
f(z) = 83/78*z^3 - 239/78*z + 1
*
0 | 0.11887608559409420049960357940788207934 | 0.021930692378160730453441009735520280315
f(z) = 84/71*z^3 - 226/71*z + 1
*
0 | 0.11879976392835218407301693939375046914 | 0.021845904993223785037232111358928909326
f(z) = 84/73*z^3 - 230/73*z + 1
*
0 | 0.098856928441890148920698764990377664276 | 0.018282557429314927027427159193128492977
f(z) = 85/69*z^3 - 223/69*z + 1
*
0 | 0.11912695197906509525166268905747339589 | 0.021959087474573856852651992400339410029
f(z) = 85/71*z^3 - 227/71*z + 1
*
0 | 0.077001735681543730843312678371893842201 | 0.014171084871691319344442283051784162457
f(z) = 85/72*z^3 - 229/72*z + 1
*
0 | 0.11905176299993915691804214608283904832 | 0.021874793397386072930103330855141518106
f(z) = 85/73*z^3 - 231/73*z + 1
*
0 | 0.10617855586062037779394042762478814708 | 0.019478592338890133875292750992131365869
f(z) = 85/74*z^3 - 233/74*z + 1
*
[ -2 ] 
f(z) = 85/74*z^3 - 229/74*z + 1
*
0 | 0.093267129999623495763727474449955672459 | 0.017056712543813003752364213811453020205
f(z) = 85/76*z^3 - 237/76*z + 1
*
0 | 0.11889972211590009481476483958230795178 | 0.021711040526137526916920805714317724127
f(z) = 85/77*z^3 - 239/77*z + 1
*
[ -2 ] 
f(z) = 85/78*z^3 - 223/78*z + 1
*
0 | 0.099104351928283931799087124700322988489 | 0.018313162202157010267594750628025657501
f(z) = 86/69*z^3 - 224/69*z + 1
*
0 | 0.11937442443500746600847567444216328711 | 0.021986889874608344219672912809000831740
f(z) = 86/71*z^3 - 228/71*z + 1
*
0 | 0.11930033460242821155441987177524875082 | 0.021903081874852887972390945660679465659
f(z) = 86/73*z^3 - 232/73*z + 1
*
0 | 0.098882072622168597429401753975231978347 | 0.018097568913306824867140377109611752314
f(z) = 86/75*z^3 - 236/75*z + 1
*
0 | 0.11915054359544815933077976523586239925 | 0.021740265188423028264686433223514122666
f(z) = 86/77*z^3 - 240/77*z + 1
*
0 | 0.11976312493812343919747909806043712186 | 0.022185905012542641477342127907837293001
f(z) = 87/67*z^3 - 221/67*z + 1
*
0 | 0.094056365439637798164774312339638144307 | 0.017394743391745331411364711406919397105
f(z) = 87/68*z^3 - 223/68*z + 1
*
0 | 0.10681950822173763954702789119400300960 | 0.019690413345288269020099053027375460546
f(z) = 87/70*z^3 - 227/70*z + 1
*
0 | 0.11961859473495819218185799289581878080 | 0.022014117515896975016648308759854053774
f(z) = 87/71*z^3 - 229/71*z + 1
*
0 | 0.11954557199147725196233328629159152145 | 0.021930788602908979048463169291717104693
f(z) = 87/73*z^3 - 233/73*z + 1
*
[ -2 ] 
f(z) = 87/74*z^3 - 237/74*z + 1
*
0 | 0.10667346039350346420633147461109501961 | 0.019538747056373477424975668326499645826
f(z) = 87/74*z^3 - 235/74*z + 1
*
0 | 0.093764251049475826281346513763619784722 | 0.017121313811429608806972975378543574800
f(z) = 87/76*z^3 - 239/76*z + 1
*
0 | 0.12000205319515960132323364329632203896 | 0.022211589682886690990084625311167738606
f(z) = 88/67*z^3 - 222/67*z + 1
*
0 | 0.099587405824574103858992460900109279503 | 0.018372246621033504474742256283251035138
f(z) = 88/69*z^3 - 226/69*z + 1
*
0 | 0.11985955093110456467976067807723293412 | 0.022040787587343625316916839750466571115
f(z) = 88/71*z^3 - 230/71*z + 1
*
0 | 0.11978756461510309038395902843268064091 | 0.021957930996560356851665970855224643610
f(z) = 88/73*z^3 - 234/73*z + 1
*
0 | 0.099371437927353080535481187258320045240 | 0.018159086758163307924005359848297613153
f(z) = 88/75*z^3 - 238/75*z + 1
*
0 | 0.087092671233306045908372614295431485271 | 0.016133761809146468202038153072977352872
f(z) = 89/66*z^3 - 221/66*z + 1
*
0 | 0.12023790860527136983753612253421338171 | 0.022236746618612243377772776705866217428
f(z) = 89/67*z^3 - 223/67*z + 1
*
0 | 0.094532138154963542678515480479717996593 | 0.017453911695670890509076933646717901474
f(z) = 89/68*z^3 - 225/68*z + 1
*
0 | 0.099823206193735409050088389785517903583 | 0.018400760536422327318481175103841067016
f(z) = 89/69*z^3 - 227/69*z + 1
*
0 | 0.10729728041812841100358801959584329004 | 0.019746553163364711855023951782221642324
f(z) = 89/70*z^3 - 229/70*z + 1
*
0 | 0.12009737755580574887750832403995041890 | 0.022066916569748442618396717958259679273
f(z) = 89/71*z^3 - 231/71*z + 1
*
0 | 0.077974258284347782792072841797802173289 | 0.014304477752003803676233430375363489623
f(z) = 89/72*z^3 - 233/72*z + 1
*
0 | 0.12002639832100047442198053469288304924 | 0.021984525750177893087304072153090400396
f(z) = 89/73*z^3 - 235/73*z + 1
*
0 | 0.10715531980937234212690565211747098365 | 0.019596587646003404117498760190830142272
f(z) = 89/74*z^3 - 237/74*z + 1
*
0 | 0.099611293548654697448950434975030098497 | 0.018188981375311534010181058045047273737
f(z) = 89/75*z^3 - 239/75*z + 1
*
[ -2 ] 
f(z) = 89/78*z^3 - 239/78*z + 1
*
0 | 0.12047077000058319072599769148978400742 | 0.022261391237752406740411268480772836495
f(z) = 90/67*z^3 - 224/67*z + 1
*
0 | 0.12033215580905504144362935429245044045 | 0.022092520273699566125934743656330572735
f(z) = 90/71*z^3 - 232/71*z + 1
*
0 | 0.12026215554975884841500522083480238835 | 0.022010588876316106825187317577695951067
f(z) = 90/73*z^3 - 236/73*z + 1
*
0 | 0.087555580290546054144530794851901355932 | 0.016192491008456181201367209418217546273
f(z) = 91/66*z^3 - 223/66*z + 1
*
0 | 0.12070071318675857637593438112456848431 | 0.022285538343719013591173518944239833200
f(z) = 91/67*z^3 - 225/67*z + 1
*
0 | 0.094995878296717914167630816979195783282 | 0.017510922310915755912890739290060116619
f(z) = 91/68*z^3 - 227/68*z + 1
*
0 | 0.10028892201480689132318257084391913146 | 0.018456763512967194616046059113983137445
f(z) = 91/69*z^3 - 229/69*z + 1
*
0 | 0.12056396373347816649335343993917304838 | 0.022117613874951364211401412540343799899
f(z) = 91/71*z^3 - 233/71*z + 1
*
0 | 0.075589349012354275576576164914400908609 | 0.013845254152815227452317308703592436095
f(z) = 91/72*z^3 - 235/72*z + 1
*
2/7 | 0.16711409147267537985257491862548598944 | 0.022268839539518060916374537627166145203
f(z) = 91/72*z^3 - 227/63*z + 1
*
0 | 0.12049491551512615363983536198037349262 | 0.022036135741936490250407050293975421955
f(z) = 91/73*z^3 - 237/73*z + 1
*
0 | 0.10762481287643921450842741182058023547 | 0.019652246720144917305014411790243784400
f(z) = 91/74*z^3 - 239/74*z + 1
*
0 | 0.12099463827327922772852744025766902073 | 0.022395310643433043181711146370032367770
f(z) = 92/65*z^3 - 222/65*z + 1
*
0 | 0.12092781109755301655097974844789936333 | 0.022309202156943500597478771270503639536
f(z) = 92/67*z^3 - 226/67*z + 1
*
0 | 0.12079287637785996400917249333039654974 | 0.022142211947488569272002130911952706435
f(z) = 92/71*z^3 - 234/71*z + 1
*
0 | 0.12072475437235999803543321879714568107 | 0.022061181102243052952233255579015646772
f(z) = 92/73*z^3 - 238/73*z + 1
*
0 | 0.095578805341863548177139026820828191800 | 0.017705802997562581026444780822071303385
f(z) = 93/64*z^3 - 221/64*z + 1
*
0 | 0.12121809522454540599149777058841041065 | 0.022418021906452665119305261590060134213
f(z) = 93/65*z^3 - 223/65*z + 1
*
0 | 0.12115213393952723557609203583650034272 | 0.022332396344505594038616554987567578487
f(z) = 93/67*z^3 - 227/67*z + 1
*
0 | 0.095448185380004440219380230106340103157 | 0.017565894117801949176930262871440423506
f(z) = 93/68*z^3 - 229/68*z + 1
*
0 | 0.10821700901194256494627275147332917257 | 0.019852549185587623050527691639302858959
f(z) = 93/70*z^3 - 233/70*z + 1
*
0 | 0.12101896595009993129541601152070739505 | 0.022166328494457291213540023270094124089
f(z) = 93/71*z^3 - 235/71*z + 1
*
0 | 0.12095174537560931333256284999051886407 | 0.022085739132318423375742918995115557770
f(z) = 93/73*z^3 - 239/73*z + 1
*
0 | 0.12143886707013519368151376796081943613 | 0.022440282661965221293274718899951596854
f(z) = 94/65*z^3 - 224/65*z + 1
*
0 | 0.12137374932767017075323158083765070396 | 0.022355134047902525500032742039796594789
f(z) = 94/67*z^3 - 228/67*z + 1
*
0 | 0.10096459141973440280800940704084908856 | 0.018536710057831647994005083307286273604
f(z) = 94/69*z^3 - 232/69*z + 1
*
0 | 0.12124230196041487042542898672631583979 | 0.022189976977127425241805998999463617636
f(z) = 94/71*z^3 - 236/71*z + 1
*
0 | 0.12117595902518274524498791965427727246 | 0.022109823456731557043904674298376378497
f(z) = 94/73*z^3 - 240/73*z + 1
*
0 | 0.10815781415340225502999965754125999418 | 0.020036041915333988726467266332482444967
f(z) = 95/63*z^3 - 221/63*z + 1
*
0 | 0.096016903406122412324655050297410528358 | 0.017757324432139245655608479599984819079
f(z) = 95/64*z^3 - 223/64*z + 1
*
0 | 0.088445873602224145272696724279794029810 | 0.016303537049597774925423903813077302802
f(z) = 95/66*z^3 - 227/66*z + 1
*
0 | 0.12159272241261471587989316552511037321 | 0.022377427909098031584104134115105987872
f(z) = 95/67*z^3 - 229/67*z + 1
*
0 | 0.095889614768931790187406987385120760744 | 0.017618936999919901897656881206463278830
f(z) = 95/68*z^3 - 231/68*z + 1
*
0 | 0.10118336358973334548792028514383359082 | 0.018562217906121361996043205994211744342
f(z) = 95/69*z^3 - 233/69*z + 1
*
0 | 0.12146295135553322900946490257489990460 | 0.022213170342036210052342468493372257043
f(z) = 95/71*z^3 - 237/71*z + 1
*
0 | 0.069728729819690121241247867280835725627 | 0.012732437486066584414766827553290165282
f(z) = 95/72*z^3 - 239/72*z + 1
*
0 | 0.12187261030365353923908105568465451261 | 0.022483502148775923643104776280419231443
f(z) = 96/65*z^3 - 226/65*z + 1
*
0 | 0.12180911600006962226345394345809056271 | 0.022399290094978273025291505116693110943
f(z) = 96/67*z^3 - 230/67*z + 1
*
0 | 0.12168097864455960471665973966046471949 | 0.022235921046449440937407036346564408547
f(z) = 96/71*z^3 - 238/71*z + 1
*
[ 1/4 ] 
f(z) = 96/73*z^3 - 225/73*z + 1
*
[ 1/4 ] 
f(z) = 96/77*z^3 - 237/77*z + 1
*
0 | 0.10934368262742319864328131623396666918 | 0.020255721932330794630223976143786698347
f(z) = 97/62*z^3 - 221/62*z + 1
*
0 | 0.10858493625403456128047859246178740364 | 0.020081650970875845875619337945918961432
f(z) = 97/63*z^3 - 223/63*z + 1
*
0 | 0.096444804724625788085493471747989580401 | 0.017807056288205357993780669229238663531
f(z) = 97/64*z^3 - 225/64*z + 1
*
0 | 0.12208570347812217566716161036878546398 | 0.022504484480909910775728064629495573611
f(z) = 97/65*z^3 - 227/65*z + 1
*
0 | 0.088875347938219912036383720839507719631 | 0.016356255966000074825685368600722621237
f(z) = 97/66*z^3 - 229/66*z + 1
*
0 | 0.12202299066303722509909825194025650315 | 0.022420732320330890551888158707582328493
f(z) = 97/67*z^3 - 231/67*z + 1
*
0 | 0.096320681948951145736227298840181243404 | 0.017670152718505346847970983939421626544
f(z) = 97/68*z^3 - 233/68*z + 1
*
0 | 0.10161523477421851013891924148124857429 | 0.018612261775360734062434587536990272985
f(z) = 97/69*z^3 - 235/69*z + 1
*
0 | 0.10909281712343140372320964845926259363 | 0.019950917566313470541490239567877496418
f(z) = 97/70*z^3 - 237/70*z + 1
*
0 | 0.12189644601712844997214625465343998701 | 0.022258241082264926221213293519815550185
f(z) = 97/71*z^3 - 239/71*z + 1
*
[ -13/7 ] 
f(z) = 98/65*z^3 - 238/65*z + 1
*
0 | 0.12229635533239216617954142690307088901 | 0.022525063550972247511201358468984502527
f(z) = 98/65*z^3 - 228/65*z + 1
*
0 | 0.12223440484733820646546839382641573629 | 0.022441765869453564011230677491634137851
f(z) = 98/67*z^3 - 232/67*z + 1
*
0 | 0.10182845436179858323643303913433282597 | 0.018636820823828652419654413266282183158
f(z) = 98/69*z^3 - 236/69*z + 1
*
0 | 0.12210941345441250595716534611227872135 | 0.022280141998472044050267761974895251084
f(z) = 98/71*z^3 - 240/71*z + 1
*
0 | 0.12262599828298725610903720820045000558 | 0.022716247186938179533793263361592069039
f(z) = 99/61*z^3 - 221/61*z + 1
*
0 | 0.10976037530640933227275587600532748276 | 0.020299036158929038201216787955633803295
f(z) = 99/62*z^3 - 223/62*z + 1
*
0 | 0.096862976555704601415630630415834616632 | 0.017855091059562312058984970328911304122
f(z) = 99/64*z^3 - 227/64*z + 1
*
0 | 0.12250462158359666168021748858381433269 | 0.022545250107286578125431428377317819552
f(z) = 99/65*z^3 - 229/65*z + 1
*
0 | 0.12244341497092083938463704626367995905 | 0.022462401616489540858526631855721948867
f(z) = 99/67*z^3 - 233/67*z + 1
*
0 | 0.096741866289990781467656444351047862538 | 0.017719635682848347668695560505807674190
f(z) = 99/68*z^3 - 235/68*z + 1
*
0 | 0.10951553566366356954151210675262592078 | 0.019997491926160669977183182760737302467
f(z) = 99/70*z^3 - 239/70*z + 1
*
[ 3/2 ] 
f(z) = 83/63*z^3 - 221/84*z + 1
*
[ 3/2 ] 
f(z) = 85/63*z^3 - 227/84*z + 1
*
[ 3/2 ] 
f(z) = 85/72*z^3 - 223/96*z + 1
*
[ 3/2 ] 
f(z) = 89/63*z^3 - 239/84*z + 1
*
[ 3/2 ] 
f(z) = 89/72*z^3 - 235/96*z + 1
*
0 | 0.18136534262621573165664788553223376156 | 0.029644076704809162274214251223990806623
f(z) = 93/70*z^3 - 227/105*z + 1
*
0 | 0.17816113745582530259054154765988234909 | 0.028936453717468942517581128709243370336
f(z) = 99/70*z^3 - 236/105*z + 1
*
[ 4/11 ] 
f(z) = 81/64*z^3 - 232/121*z + 1
*
-5/4 | 0.17919723134487981087245003828595273652 | 0.025442732166011559369405978898900016508
f(z) = 82/75*z^3 - 229/120*z + 1
*
[ 4/11 ] 
f(z) = 85/64*z^3 - 233/121*z + 1
*
-5/4 | 0.18881119287031394521788126581455017707 | 0.026646037038452932664532127180153947626
f(z) = 86/75*z^3 - 239/120*z + 1
*
[ -5/3 ] 
f(z) = 88/75*z^3 - 224/135*z + 1
*
[ 4/11 ] 
f(z) = 89/64*z^3 - 234/121*z + 1
*
[ -5/3 ] 
f(z) = 89/75*z^3 - 229/135*z + 1
*
[ -20/13 ] 
f(z) = 91/64*z^3 - 223/130*z + 1
*
[ -5/3 ] 
f(z) = 91/75*z^3 - 239/135*z + 1
*
[ 4/11 ] 
f(z) = 93/64*z^3 - 235/121*z + 1
*
[ 4/11 ] 
f(z) = 97/64*z^3 - 236/121*z + 1
*
[ 7/6 ] 
f(z) = 90/77*z^3 - 223/154*z + 1
*
[ 10/9 ] 
f(z) = 81/68*z^3 - 233/170*z + 1
*
[ 5/11 ] 
f(z) = 88/75*z^3 - 238/165*z + 1
*
[ -3/2 ] 
f(z) = 80/61*z^3 - 235/183*z + 1
*
[ 10/9 ] 
f(z) = 81/76*z^3 - 231/190*z + 1
*
[ 3/4 ] 
f(z) = 96/61*z^3 - 223/183*z + 1
*
[ 5/6 ] 
f(z) = 96/65*z^3 - 239/195*z + 1
*
[ 3/4 ] 
f(z) = 96/65*z^3 - 227/195*z + 1
*
[ -3/2 ] 
f(z) = 84/67*z^3 - 232/201*z + 1
*
[ 2/3 ] 
f(z) = 87/70*z^3 - 221/210*z + 1
*
[ -3/2 ] 
f(z) = 88/71*z^3 - 239/213*z + 1
*
[ -3/2 ] 
f(z) = 88/73*z^3 - 229/219*z + 1
*
[ 2/3 ] 
f(z) = 93/70*z^3 - 229/210*z + 1
*
[ 3/4 ] 
f(z) = 96/67*z^3 - 229/201*z + 1
*
[ 3/4 ] 
f(z) = 96/71*z^3 - 233/213*z + 1
*
[ 3/4 ] 
f(z) = 96/73*z^3 - 235/219*z + 1
*
[ 2/3 ] 
f(z) = 87/74*z^3 - 227/222*z + 1
*
[ -3/2 ] 
f(z) = 92/77*z^3 - 236/231*z + 1
*
[ 2/3 ] 
f(z) = 93/74*z^3 - 235/222*z + 1
*
[ 3/4 ] 
f(z) = 96/77*z^3 - 239/231*z + 1
*
[ -3 ] 
f(z) = 80/63*z^3 - 212/21*z + 1
*
[ -3 ] 
f(z) = 82/63*z^3 - 218/21*z + 1
*
[ -3 ] 
f(z) = 83/72*z^3 - 217/24*z + 1
*
[ 8/3 ] 
f(z) = 87/64*z^3 - 217/24*z + 1
*
-2 | 0.092454892104386241505439250310029052627 | 0.015418265790843422188749011914738838123
f(z) = 91/76*z^3 - 201/38*z + 1
*
[ -8/3 ] 
f(z) = 93/64*z^3 - 215/24*z + 1
*
[ 4/31 ] 
f(z) = 93/64*z^3 - 210/31*z + 1
*
-2 | 0.094107236350624987878201164982127152532 | 0.015667949228091180144185827041966081675
f(z) = 93/68*z^3 - 203/34*z + 1
*
-2 | 0.093111787881750458067030644096078590713 | 0.015476954043936416593304554421973162869
f(z) = 93/76*z^3 - 205/38*z + 1
*
[ 5/2 ] 
f(z) = 94/75*z^3 - 217/30*z + 1
*
-2 | 0.094649863217082792130297430130631751849 | 0.015707263259457722732272947192348246706
f(z) = 95/68*z^3 - 207/34*z + 1
*
-2 | 0.075488811944020248822433619811897840515 | 0.012507504627090178545906780759325158788
f(z) = 97/60*z^3 - 209/30*z + 1
*
-2 | 0.095171555464766934823712144218604316521 | 0.015743833217778370834599195454261291622
f(z) = 97/68*z^3 - 211/34*z + 1
*
-2 | 0.094320075199120240601052559353814776621 | 0.015578663820827351195538602420981702078
f(z) = 97/76*z^3 - 213/38*z + 1
*
[ -5/2 ] 
f(z) = 98/75*z^3 - 203/30*z + 1
*
-2 | 0.095674278516409669007997785403404623987 | 0.015777979467237191493624155984628337193
f(z) = 99/68*z^3 - 215/34*z + 1
*
-2 | 0.094880759654784587621095078796696916641 | 0.015623260972651371682388976618239932489
f(z) = 99/76*z^3 - 217/38*z + 1
*
[ 4/21 ] 
f(z) = 99/64*z^3 - 211/49*z + 1
*
0 | 0.11823351078733390209187062878821928116 | 0.022273464249969547495935022264677710239
f(z) = 80/61*z^3 - 202/61*z + 1
*
[ 7/4 ] 
f(z) = 80/63*z^3 - 218/63*z + 1
*
0 | 0.10459223330782084565776911391364377360 | 0.019631130678396141787252555286064617588
f(z) = 80/63*z^3 - 206/63*z + 1
*
0 | 0.11799724794841164002008479568565237644 | 0.021989894777405397741850666700168993251
f(z) = 80/67*z^3 - 214/67*z + 1
*
[ 1/4 ] 
f(z) = 80/67*z^3 - 206/67*z + 1
*
0 | 0.097573648655993373591426157570185797936 | 0.018121225392200780105466203857623363042
f(z) = 80/69*z^3 - 218/69*z + 1
*
[ 1/4 ] 
f(z) = 80/69*z^3 - 212/69*z + 1
*
[ 1/4 ] 
f(z) = 80/71*z^3 - 218/71*z + 1
*
[ 7/4 ] 
f(z) = 80/77*z^3 - 212/77*z + 1
*
-7/4 | 0.13127864502835410808387933857824756938 | 0.024754119799685434165263363992388005207
f(z) = 80/77*z^3 - 201/77*z + 1
*
0 | 0.11849283918009444551122550162968028351 | 0.022301570774311311969319206380465790791
f(z) = 81/61*z^3 - 203/61*z + 1
*
0 | 0.10561901349688452637209975334106343198 | 0.019841971724798495856523793263780746934
f(z) = 81/62*z^3 - 205/62*z + 1
*
0 | 0.092705040714514590235809626812059720424 | 0.017352909110922702648570761099652035694
f(z) = 81/64*z^3 - 209/64*z + 1
*
0 | 0.11833831295725795697798472351172476045 | 0.022111631139294878283419156315045017853
f(z) = 81/65*z^3 - 211/65*z + 1
*
0 | 0.11826018548917917226997334951635479321 | 0.022019764666658720404030451001366359438
f(z) = 81/67*z^3 - 215/67*z + 1
*
0 | 0.092550087199737764971990878687664132340 | 0.017202946658235296658569962222078056999
f(z) = 81/68*z^3 - 217/68*z + 1
*
[ -2 ] 
f(z) = 81/70*z^3 - 219/70*z + 1
*
[ -2 ] 
f(z) = 81/74*z^3 - 213/74*z + 1
*
0 | 0.11874855248292142124052009876483640230 | 0.022329047223525269109255130136029518942
f(z) = 82/61*z^3 - 204/61*z + 1
*
0 | 0.10510960752394059582961053546459308042 | 0.019692526021251805177596423867386125609
f(z) = 82/63*z^3 - 208/63*z + 1
*
0 | 0.11859634094678265838208585202510861457 | 0.022140283916932598232883040344336960860
f(z) = 82/65*z^3 - 212/65*z + 1
*
0 | 0.11851939814664791644299707176812470137 | 0.022048978519367467062725322610053535021
f(z) = 82/67*z^3 - 216/67*z + 1
*
0 | 0.098097210898000823906556097986788127705 | 0.018187613077648022045887196075192938612
f(z) = 82/69*z^3 - 220/69*z + 1
*
0 | 0.073023460008770435601390189244478908803 | 0.013743766060795536171346803077207426319
f(z) = 83/60*z^3 - 203/60*z + 1
*
0 | 0.11900075108399597515459985563422194544 | 0.022355913580920554174652861185216821767
f(z) = 83/61*z^3 - 205/61*z + 1
*
0 | 0.10612805245871983481682618606624452584 | 0.019901302988777087852589560102705267134
f(z) = 83/62*z^3 - 207/62*z + 1
*
0 | 0.10536292043560030062808912282902410069 | 0.019722262866058929488299286242855992776
f(z) = 83/63*z^3 - 209/63*z + 1
*
0 | 0.093216359726168432857015676238234726105 | 0.017417569263111950970988707690229516872
f(z) = 83/64*z^3 - 211/64*z + 1
*
0 | 0.11885078520874741499688605783346238203 | 0.022168309716249283977889657201210609686
f(z) = 83/65*z^3 - 213/65*z + 1
*
0 | 0.085633911736731057071370128998853485849 | 0.015944830258200282386597596548115218789
f(z) = 83/66*z^3 - 215/66*z + 1
*
0 | 0.11877499128802368548050916421360255010 | 0.022077557150762177163581534618707693595
f(z) = 83/67*z^3 - 217/67*z + 1
*
0 | 0.093066073568659994248382517097624396363 | 0.017269407095427344827912190429868136901
f(z) = 83/68*z^3 - 219/68*z + 1
*
[ -2 ] 
f(z) = 83/78*z^3 - 215/78*z + 1
*
0 | 0.11924953120549575048186988258445580795 | 0.022382188967538931272690387877168097933
f(z) = 84/61*z^3 - 206/61*z + 1
*
0 | 0.11910174503341609982642308283476896387 | 0.022195728176942119681776217394608462626
f(z) = 84/65*z^3 - 214/65*z + 1
*
0 | 0.11902706581580052100206706789510467507 | 0.022105520467158949684564402983507594125
f(z) = 84/67*z^3 - 218/67*z + 1
*
0 | 0.11949498513325018738001865551658119243 | 0.022407891690099816954842662844315658638
f(z) = 85/61*z^3 - 207/61*z + 1
*
0 | 0.10662334872500104799690391415468986339 | 0.019958194994217549538550700603925701239
f(z) = 85/62*z^3 - 209/62*z + 1
*
0 | 0.10585928675765095880500123271187703745 | 0.019779912717696548304862490329346928664
f(z) = 85/63*z^3 - 211/63*z + 1
*
0 | 0.093713804051161661523149114766548993258 | 0.017479704734345720929684016475999150980
f(z) = 85/64*z^3 - 213/64*z + 1
*
0 | 0.086133536352944928119421505880188456203 | 0.016010256458938061843291894481781879372
f(z) = 85/66*z^3 - 217/66*z + 1
*
0 | 0.11927571841961206143673103818252951946 | 0.022132887517471107799938797397643354135
f(z) = 85/67*z^3 - 219/67*z + 1
*
0 | 0.11973720143063365853056464952987067187 | 0.022433039285657706101081257360585828635
f(z) = 86/61*z^3 - 208/61*z + 1
*
0 | 0.10610252377630602126310245846997874695 | 0.019807862383921512299012813380063075195
f(z) = 86/63*z^3 - 212/63*z + 1
*
0 | 0.11959358817517310318929878447862284737 | 0.022248817475985898441038816116852204931
f(z) = 86/65*z^3 - 216/65*z + 1
*
0 | 0.11952104181036169191960112982587510706 | 0.022159676541104915630957342851350089123
f(z) = 86/67*z^3 - 220/67*z + 1
*
0 | 0.11997626513798888714567982387947824696 | 0.022457648563240656857639701107796301261
f(z) = 87/61*z^3 - 209/61*z + 1
*
0 | 0.10710563158607156391002639178398928379 | 0.020012793484962158926052572190074568308
f(z) = 87/62*z^3 - 211/62*z + 1
*
0 | 0.094198114206516483466377587402850073170 | 0.017539464345422712292188154240502626701
f(z) = 87/64*z^3 - 215/64*z + 1
*
0 | 0.11983465038153545818756371616142815798 | 0.022274523565523682061566094833689063211
f(z) = 87/65*z^3 - 217/65*z + 1
*
0 | 0.12021225795875007492320459050324416559 | 0.022481735642713011555213579910557881807
f(z) = 88/61*z^3 - 210/61*z + 1
*
0 | 0.10657953723466154215386405004511265011 | 0.019862097209584252284413810537554961226
f(z) = 88/63*z^3 - 214/63*z + 1
*
0 | 0.12007258633767966701848388249360557813 | 0.022299692902956036628076265322968347190
f(z) = 88/65*z^3 - 218/65*z + 1
*
0 | 0.074464975189553303198341215533876631369 | 0.013938658960203860829438036564355780299
f(z) = 89/60*z^3 - 209/60*z + 1
*
0 | 0.12044525843332545436833432156226248640 | 0.022505315991082797905864094492583244143
f(z) = 89/61*z^3 - 211/61*z + 1
*
0 | 0.10757557325296927376622080658544383798 | 0.020065232396961618302545728315052584914
f(z) = 89/62*z^3 - 213/62*z + 1
*
0 | 0.10681347623604023579801836948290134226 | 0.019888414686788723034352819619805288902
f(z) = 89/63*z^3 - 215/63*z + 1
*
0 | 0.094669972384079580118037440057197621898 | 0.017596984879605215317282805415289646616
f(z) = 89/64*z^3 - 217/64*z + 1
*
0 | 0.12030747687064887807586824403430080392 | 0.022324341352707394079768591698763515468
f(z) = 89/65*z^3 - 219/65*z + 1
*
0 | 0.12067534210170096387938671991037046737 | 0.022528404456453938099850265676584032057
f(z) = 90/61*z^3 - 212/61*z + 1
*
0 | 0.074921406121958702064496940099309066327 | 0.013999139037958161249954003105526635991
f(z) = 91/60*z^3 - 211/60*z + 1
*
0 | 0.12090258165563903097600062144971294044 | 0.022551015299805205524530462583731115190
f(z) = 91/61*z^3 - 213/61*z + 1
*
0 | 0.10803379471515888449278988091335134950 | 0.020115635078989327529034247634846114434
f(z) = 91/62*z^3 - 215/62*z + 1
*
0 | 0.095130008477248717753394234046888182747 | 0.017652392331487470711891509268290245624
f(z) = 91/64*z^3 - 219/64*z + 1
*
0 | 0.12112704708126782825535661140553978390 | 0.022573162224761560211899244200689698821
f(z) = 92/61*z^3 - 214/61*z + 1
*
0 | 0.10749793332842388090729418015284438331 | 0.019964348016829926716627025800308398614
f(z) = 92/63*z^3 - 218/63*z + 1
*
0 | 0.12134880579278578432533858401317133833 | 0.022594858405508847575458772403466407115
f(z) = 93/61*z^3 - 215/61*z + 1
*
[ 4/15 ] 
f(z) = 93/64*z^3 - 214/75*z + 1
*
0 | 0.12156792275794266909139891513502422698 | 0.022616116512989671026385608579575296857
f(z) = 94/61*z^3 - 216/61*z + 1
*
0 | 0.10794047478421121554257018484450723206 | 0.020012593353282230396578086236178432920
f(z) = 94/63*z^3 - 220/63*z + 1
*
0 | 0.12178446061590142633128983205336756669 | 0.022636948739506382024226854382567769658
f(z) = 95/61*z^3 - 217/61*z + 1
*
0 | 0.10891733495913766366652826029333253067 | 0.020210778482780804429083072602190403239
f(z) = 95/62*z^3 - 219/62*z + 1
*
0 | 0.12199847978803339342309180875231038492 | 0.022657366821846425954265115909676506859
f(z) = 96/61*z^3 - 218/61*z + 1
*
[ 1/4 ] 
f(z) = 96/65*z^3 - 201/65*z + 1
*
[ 1/4 ] 
f(z) = 96/67*z^3 - 207/67*z + 1
*
[ 1/4 ] 
f(z) = 96/71*z^3 - 219/71*z + 1
*
0 | 0.076225413657331212061220548082415297414 | 0.014168562827163977111079122323772080966
f(z) = 97/60*z^3 - 217/60*z + 1
*
0 | 0.12221003858215301172619569490651207298 | 0.022677382063035611650368128048156897798
f(z) = 97/61*z^3 - 219/61*z + 1
*
0 | 0.12241919329065604957250755946979311759 | 0.022697005352816124517361666003039586038
f(z) = 98/61*z^3 - 220/61*z + 1
*
[ 3/2 ] 
f(z) = 83/72*z^3 - 217/96*z + 1
*
4/5 | 0.24071939367926636401508951532573842504 | 0.025272751144441572043406109011377911625
f(z) = 95/64*z^3 - 214/95*z + 1
*
21/20 | 0.18790781099070503385328858330008373328 | 0.029329066784344180108129870800358109471
f(z) = 80/63*z^3 - 202/105*z + 1
*
5/7 | 0.19083925937487224804266897955776269857 | 0.027395721612352364713199950273494538729
f(z) = 91/75*z^3 - 212/105*z + 1
*
[ -5/3 ] 
f(z) = 86/75*z^3 - 214/135*z + 1
*
[ 5/4 ] 
f(z) = 94/75*z^3 - 211/120*z + 1
*
[ -3/2 ] 
f(z) = 98/69*z^3 - 211/138*z + 1
*
[ 4/9 ] 
f(z) = 81/70*z^3 - 207/140*z + 1
*
[ 4/9 ] 
f(z) = 81/74*z^3 - 217/148*z + 1
*
-18/17 | 0.17235377852608316248300392462847701960 | 0.023192952250639431386887273655610875180
f(z) = 85/72*z^3 - 211/153*z + 1
*
[ 1/2 ] 
f(z) = 86/79*z^3 - 201/158*z + 1
*
[ 1/2 ] 
f(z) = 90/79*z^3 - 203/158*z + 1
*
[ 1/2 ] 
f(z) = 94/77*z^3 - 201/154*z + 1
*
[ 1/2 ] 
f(z) = 94/79*z^3 - 205/158*z + 1
*
[ 1/2 ] 
f(z) = 98/79*z^3 - 207/158*z + 1
*
[ 18/19 ] 
f(z) = 95/72*z^3 - 212/171*z + 1
*
[ 5/6 ] 
f(z) = 84/65*z^3 - 214/195*z + 1
*
[ 2/3 ] 
f(z) = 87/62*z^3 - 209/186*z + 1
*
[ -3/2 ] 
f(z) = 80/67*z^3 - 205/201*z + 1
*
[ 3/4 ] 
f(z) = 80/67*z^3 - 202/201*z + 1
*
[ 3/4 ] 
f(z) = 80/71*z^3 - 206/213*z + 1
*
[ 3/4 ] 
f(z) = 80/73*z^3 - 208/219*z + 1
*
[ 12/17 ] 
f(z) = 85/72*z^3 - 205/204*z + 1
*
[ 3/4 ] 
f(z) = 80/77*z^3 - 212/231*z + 1
*
[ 3/4 ] 
f(z) = 80/79*z^3 - 214/237*z + 1
*
-2 | 0.088245341719644048682733197851928961057 | 0.014978050022524621946315463922663878594
f(z) = 81/76*z^3 - 181/38*z + 1
*
[ 5/2 ] 
f(z) = 82/75*z^3 - 187/30*z + 1
*
-2 | 0.071737900878622238256890903785322262559 | 0.012176210629730349130204639967034602661
f(z) = 83/60*z^3 - 181/30*z + 1
*
-2 | 0.090976803110187748328376362645542354407 | 0.015412917925186921527844189035529216220
f(z) = 83/68*z^3 - 183/34*z + 1
*
-2 | 0.089272783035463097718071475697281849666 | 0.015096429806553805501494088752623074451
f(z) = 83/76*z^3 - 185/38*z + 1
*
[ -12/5 ] 
f(z) = 85/64*z^3 - 187/30*z + 1
*
4/17 | 0.25897990576911875899038116387884323476 | 0.029890690582760751484624316686438260836
f(z) = 85/64*z^3 - 181/34*z + 1
*
-2 | 0.090179976940495029661026423550883069992 | 0.015194875252713830734599338995324656044
f(z) = 85/76*z^3 - 189/38*z + 1
*
[ 5/2 ] 
f(z) = 86/75*z^3 - 197/30*z + 1
*
[ -8/3 ] 
f(z) = 87/64*z^3 - 199/24*z + 1
*
[ 4/29 ] 
f(z) = 87/64*z^3 - 182/29*z + 1
*
-2 | 0.092327668043754846833849956844154750751 | 0.015529207119526843607774930390321658925
f(z) = 87/68*z^3 - 191/34*z + 1
*
-2 | 0.091000365454454882533774725481571752336 | 0.015279189106305606361487342575432026153
f(z) = 87/76*z^3 - 193/38*z + 1
*
-2 | 0.073466372349747770365374523778177224039 | 0.012335187781722317610322021362017384431
f(z) = 89/60*z^3 - 193/30*z + 1
*
-2 | 0.092949304040135489206989395377978709978 | 0.015579453222397256518838367686020595335
f(z) = 89/68*z^3 - 195/34*z + 1
*
-2 | 0.091754211228236514418966532652671132579 | 0.015352882155143606486119960866538542562
f(z) = 89/76*z^3 - 197/38*z + 1
*
-2 | 0.073997510526333052960086423100978848325 | 0.012381721162190899644702802328542204792
f(z) = 91/60*z^3 - 197/30*z + 1
*
-2 | 0.093541329462876919184518997119006266907 | 0.015625503951306202229184783905557098951
f(z) = 91/68*z^3 - 199/34*z + 1
*
[ -5/2 ] 
f(z) = 94/75*z^3 - 193/30*z + 1
*
[ 2 ] 
f(z) = 99/68*z^3 - 181/34*z + 1
*
-12/7 | 0.23935718685147405637128891896723882179 | 0.027422720240359961123723574776782313857
f(z) = 91/64*z^3 - 193/42*z + 1
*
[ -20/11 ] 
f(z) = 99/64*z^3 - 196/55*z + 1
*
[ 1/4 ] 
f(z) = 80/61*z^3 - 188/61*z + 1
*
[ 1/4 ] 
f(z) = 80/63*z^3 - 194/63*z + 1
*
-5/3 | 0.15376503960423743574019215785802436430 | 0.029424510831669975581742515760856996654
f(z) = 81/65*z^3 - 186/65*z + 1
*
[ -17/9 ] 
f(z) = 81/68*z^3 - 185/68*z + 1
*
[ 5/3 ] 
f(z) = 81/70*z^3 - 197/70*z + 1
*
14/9 | 0.068999615826499329767059010255584633602 | 0.013137095159221544756593128494924983574
f(z) = 81/70*z^3 - 191/70*z + 1
*
[ 20/13 ] 
f(z) = 91/64*z^3 - 196/65*z + 1
*
[ 3/2 ] 
f(z) = 92/75*z^3 - 182/75*z + 1
*
[ 1/4 ] 
f(z) = 96/61*z^3 - 189/61*z + 1
*
3/4 | 0.16000504356033402639337666731155536566 | 0.025409284710021943791270142429761145075
f(z) = 92/63*z^3 - 181/84*z + 1
*
[ 4/9 ] 
f(z) = 81/62*z^3 - 187/124*z + 1
*
[ 10/9 ] 
f(z) = 81/65*z^3 - 187/130*z + 1
*
[ -5/3 ] 
f(z) = 82/75*z^3 - 194/135*z + 1
*
[ 5/4 ] 
f(z) = 82/75*z^3 - 181/120*z + 1
*
[ -5/3 ] 
f(z) = 83/75*z^3 - 199/135*z + 1
*
[ 8/17 ] 
f(z) = 85/64*z^3 - 193/136*z + 1
*
[ 1/2 ] 
f(z) = 86/69*z^3 - 181/138*z + 1
*
[ 5/4 ] 
f(z) = 86/75*z^3 - 191/120*z + 1
*
[ 1/2 ] 
f(z) = 94/67*z^3 - 181/134*z + 1
*
[ -3/2 ] 
f(z) = 94/69*z^3 - 193/138*z + 1
*
[ 1/2 ] 
f(z) = 94/69*z^3 - 185/138*z + 1
*
[ 1/2 ] 
f(z) = 98/67*z^3 - 183/134*z + 1
*
[ 1/2 ] 
f(z) = 98/69*z^3 - 187/138*z + 1
*
[ 1/2 ] 
f(z) = 82/71*z^3 - 183/142*z + 1
*
[ 1/2 ] 
f(z) = 82/73*z^3 - 187/146*z + 1
*
[ 1/2 ] 
f(z) = 82/75*z^3 - 191/150*z + 1
*
[ 1/2 ] 
f(z) = 82/77*z^3 - 195/154*z + 1
*
[ 1/2 ] 
f(z) = 82/79*z^3 - 199/158*z + 1
*
[ 18/17 ] 
f(z) = 85/72*z^3 - 194/153*z + 1
*
[ 1/2 ] 
f(z) = 86/71*z^3 - 185/142*z + 1
*
[ 1/2 ] 
f(z) = 86/73*z^3 - 189/146*z + 1
*
[ 1/2 ] 
f(z) = 86/75*z^3 - 193/150*z + 1
*
[ 1/2 ] 
f(z) = 86/77*z^3 - 197/154*z + 1
*
[ 1/2 ] 
f(z) = 90/71*z^3 - 187/142*z + 1
*
[ 1/2 ] 
f(z) = 90/73*z^3 - 191/146*z + 1
*
[ 1/2 ] 
f(z) = 90/77*z^3 - 199/154*z + 1
*
[ 12/13 ] 
f(z) = 91/72*z^3 - 181/156*z + 1
*
[ 1/2 ] 
f(z) = 94/71*z^3 - 189/142*z + 1
*
[ 1/2 ] 
f(z) = 94/73*z^3 - 193/146*z + 1
*
[ 1/2 ] 
f(z) = 94/75*z^3 - 197/150*z + 1
*
[ 1/2 ] 
f(z) = 98/71*z^3 - 191/142*z + 1
*
[ 1/2 ] 
f(z) = 98/73*z^3 - 195/146*z + 1
*
[ 1/2 ] 
f(z) = 98/75*z^3 - 199/150*z + 1
*
[ -3/2 ] 
f(z) = 98/75*z^3 - 191/150*z + 1
*
[ 28/33 ] 
f(z) = 99/64*z^3 - 199/154*z + 1
*
[ 28/45 ] 
f(z) = 81/64*z^3 - 192/175*z + 1
*
[ 3/4 ] 
f(z) = 86/63*z^3 - 185/168*z + 1
*
[ 3/4 ] 
f(z) = 94/63*z^3 - 197/168*z + 1
*
-18/19 | 0.18818004504955185399672690240689864638 | 0.025096308063413638927976679627754443140
f(z) = 95/72*z^3 - 193/171*z + 1
*
[ 3/4 ] 
f(z) = 80/61*z^3 - 196/183*z + 1
*
[ 4/5 ] 
f(z) = 85/72*z^3 - 181/180*z + 1
*
[ 4/5 ] 
f(z) = 95/72*z^3 - 197/180*z + 1
*
-2 | 0.090234529708852554753894805086120502749 | 0.015344617557205887223210185868851410513
f(z) = 81/68*z^3 - 179/34*z + 1
*
[ -5/2 ] 
f(z) = 82/75*z^3 - 163/30*z + 1
*
[ -5/2 ] 
f(z) = 86/75*z^3 - 173/30*z + 1
*
[ 2 ] 
f(z) = 89/60*z^3 - 163/30*z + 1
*
[ 2 ] 
f(z) = 89/68*z^3 - 161/34*z + 1
*
[ 2 ] 
f(z) = 91/60*z^3 - 167/30*z + 1
*
[ 2 ] 
f(z) = 91/68*z^3 - 165/34*z + 1
*
[ 2 ] 
f(z) = 91/76*z^3 - 163/38*z + 1
*
[ 2 ] 
f(z) = 93/68*z^3 - 169/34*z + 1
*
[ 2 ] 
f(z) = 93/76*z^3 - 167/38*z + 1
*
[ 2 ] 
f(z) = 95/68*z^3 - 173/34*z + 1
*
[ 2 ] 
f(z) = 97/60*z^3 - 179/30*z + 1
*
[ 2 ] 
f(z) = 97/68*z^3 - 177/34*z + 1
*
[ 2 ] 
f(z) = 97/76*z^3 - 175/38*z + 1
*
-15/7 | 0.16738701163548856457436655143408144397 | 0.025017330359200937185383541482864699174
f(z) = 98/75*z^3 - 161/30*z + 1
*
[ 2 ] 
f(z) = 99/76*z^3 - 179/38*z + 1
*
-8/5 | 0.19903463403232544415173603886371347195 | 0.027653549388122001210928887946233018880
f(z) = 95/64*z^3 - 167/40*z + 1
*
[ 8/27 ] 
f(z) = 81/64*z^3 - 179/72*z + 1
*
5/9 | 0.12545269413045034574379446151599794867 | 0.024184184255043542496427448559050770909
f(z) = 81/70*z^3 - 179/70*z + 1
*
[ 14/9 ] 
f(z) = 81/70*z^3 - 171/70*z + 1
*
[ 1/3 ] 
f(z) = 81/76*z^3 - 161/76*z + 1
*
[ 1/3 ] 
f(z) = 81/79*z^3 - 167/79*z + 1
*
[ 3/2 ] 
f(z) = 88/69*z^3 - 175/69*z + 1
*
[ 3/2 ] 
f(z) = 88/75*z^3 - 173/75*z + 1
*
[ 1/3 ] 
f(z) = 90/77*z^3 - 164/77*z + 1
*
[ 1/3 ] 
f(z) = 90/79*z^3 - 168/79*z + 1
*
[ 2/7 ] 
f(z) = 91/72*z^3 - 164/63*z + 1
*
5/4 | 0.19340463799627152210627518134190011546 | 0.028852634705900278582689134989595961125
f(z) = 92/75*z^3 - 163/60*z + 1
*
[ -5/3 ] 
f(z) = 99/65*z^3 - 171/65*z + 1
*
[ -5/3 ] 
f(z) = 99/70*z^3 - 163/70*z + 1
*
[ 1/3 ] 
f(z) = 99/76*z^3 - 163/76*z + 1
*
[ 1/3 ] 
f(z) = 99/79*z^3 - 169/79*z + 1
*
[ -44/27 ] 
f(z) = 81/64*z^3 - 173/99*z + 1
*
-20/17 | 0.23630402635573444755290887793698949985 | 0.025439721966493058211220176068965629342
f(z) = 85/64*z^3 - 169/85*z + 1
*
[ -12/7 ] 
f(z) = 91/72*z^3 - 179/84*z + 1
*
-20/19 | 0.20860023851199437998534594207426713493 | 0.022575081097653046494656754260604798309
f(z) = 95/64*z^3 - 161/95*z + 1
*
[ 28/27 ] 
f(z) = 81/64*z^3 - 167/126*z + 1
*
[ 1/2 ] 
f(z) = 82/61*z^3 - 163/122*z + 1
*
[ 1/2 ] 
f(z) = 82/63*z^3 - 167/126*z + 1
*
[ 1/2 ] 
f(z) = 82/65*z^3 - 171/130*z + 1
*
[ 1/2 ] 
f(z) = 82/67*z^3 - 175/134*z + 1
*
[ 1/2 ] 
f(z) = 82/69*z^3 - 179/138*z + 1
*
[ 1/2 ] 
f(z) = 86/61*z^3 - 165/122*z + 1
*
[ 1/2 ] 
f(z) = 86/63*z^3 - 169/126*z + 1
*
[ 1/2 ] 
f(z) = 86/65*z^3 - 173/130*z + 1
*
[ 1/2 ] 
f(z) = 86/67*z^3 - 177/134*z + 1
*
[ 1/2 ] 
f(z) = 90/61*z^3 - 167/122*z + 1
*
[ 1/2 ] 
f(z) = 90/67*z^3 - 179/134*z + 1
*
[ 1/2 ] 
f(z) = 94/61*z^3 - 169/122*z + 1
*
[ 1/2 ] 
f(z) = 94/63*z^3 - 173/126*z + 1
*
[ 1/2 ] 
f(z) = 94/65*z^3 - 177/130*z + 1
*
[ 1/2 ] 
f(z) = 98/61*z^3 - 171/122*z + 1
*
[ 6/7 ] 
f(z) = 98/69*z^3 - 167/138*z + 1
*
[ 16/27 ] 
f(z) = 81/64*z^3 - 163/144*z + 1
*
[ 2/3 ] 
f(z) = 89/64*z^3 - 161/144*z + 1
*
[ 2/3 ] 
f(z) = 91/64*z^3 - 163/144*z + 1
*
[ 20/31 ] 
f(z) = 93/64*z^3 - 179/155*z + 1
*
[ -3/2 ] 
f(z) = 94/75*z^3 - 173/150*z + 1
*
[ 2/3 ] 
f(z) = 95/64*z^3 - 167/144*z + 1
*
[ 6/7 ] 
f(z) = 95/72*z^3 - 167/147*z + 1
*
[ 7/8 ] 
f(z) = 96/77*z^3 - 169/154*z + 1
*
[ 2/3 ] 
f(z) = 97/64*z^3 - 169/144*z + 1
*
[ 6/7 ] 
f(z) = 97/72*z^3 - 170/147*z + 1
*
[ 6/7 ] 
f(z) = 98/75*z^3 - 169/150*z + 1
*
[ 2/3 ] 
f(z) = 99/73*z^3 - 161/146*z + 1
*
[ 2/3 ] 
f(z) = 99/79*z^3 - 167/158*z + 1
*
[ 3/4 ] 
f(z) = 82/63*z^3 - 179/168*z + 1
*
[ 15/22 ] 
f(z) = 88/75*z^3 - 167/165*z + 1
*
[ -28/9 ] 
f(z) = 81/64*z^3 - 153/14*z + 1
*
[ 6 ] 
f(z) = 97/72*z^3 - 143/3*z + 1
*
[ -6 ] 
f(z) = 97/72*z^3 - 142/3*z + 1
*
-20/9 | 0.27219817199302116387325327494503692588 | 0.029817857947586345179171925599010887416
f(z) = 81/64*z^3 - 144/25*z + 1
*
[ 2 ] 
f(z) = 81/68*z^3 - 145/34*z + 1
*
[ 2 ] 
f(z) = 81/76*z^3 - 143/38*z + 1
*
[ 2 ] 
f(z) = 83/60*z^3 - 151/30*z + 1
*
[ 2 ] 
f(z) = 83/68*z^3 - 149/34*z + 1
*
[ 2 ] 
f(z) = 83/76*z^3 - 147/38*z + 1
*
[ 2 ] 
f(z) = 85/76*z^3 - 151/38*z + 1
*
[ 2 ] 
f(z) = 87/68*z^3 - 157/34*z + 1
*
[ 2 ] 
f(z) = 87/76*z^3 - 155/38*z + 1
*
[ 2 ] 
f(z) = 89/76*z^3 - 159/38*z + 1
*
[ 4/19 ] 
f(z) = 95/64*z^3 - 145/38*z + 1
*
[ -2 ] 
f(z) = 97/60*z^3 - 149/30*z + 1
*
[ -2 ] 
f(z) = 97/68*z^3 - 143/34*z + 1
*
[ -2 ] 
f(z) = 99/68*z^3 - 147/34*z + 1
*
[ -2 ] 
f(z) = 99/76*z^3 - 141/38*z + 1
*
-8/5 | 0.19474529173754221330382345262559850429 | 0.027441586241173297904459106051689587980
f(z) = 85/64*z^3 - 151/40*z + 1
*
[ 4/15 ] 
f(z) = 99/64*z^3 - 143/50*z + 1
*
[ -7/4 ] 
f(z) = 80/63*z^3 - 146/63*z + 1
*
[ 3/2 ] 
f(z) = 80/69*z^3 - 157/69*z + 1
*
[ 13/9 ] 
f(z) = 81/65*z^3 - 149/65*z + 1
*
[ 1/3 ] 
f(z) = 81/67*z^3 - 143/67*z + 1
*
[ 1/3 ] 
f(z) = 81/68*z^3 - 145/68*z + 1
*
[ 1/3 ] 
f(z) = 81/70*z^3 - 149/70*z + 1
*
2/3 | 0.13791117731713224325159532039830275547 | 0.027867825550653967098305753135728407044
f(z) = 81/70*z^3 - 141/70*z + 1
*
[ 1/3 ] 
f(z) = 81/71*z^3 - 151/71*z + 1
*
[ 1/3 ] 
f(z) = 81/73*z^3 - 155/73*z + 1
*
[ 1/3 ] 
f(z) = 81/74*z^3 - 157/74*z + 1
*
-3/2 | 0.11921865675968758413705225892319291112 | 0.023857032727146283078642262135915421502
f(z) = 88/75*z^3 - 148/75*z + 1
*
[ 1/3 ] 
f(z) = 90/67*z^3 - 144/67*z + 1
*
[ 1/3 ] 
f(z) = 90/71*z^3 - 152/71*z + 1
*
[ 1/3 ] 
f(z) = 90/73*z^3 - 156/73*z + 1
*
[ 1/3 ] 
f(z) = 99/65*z^3 - 141/65*z + 1
*
[ 1/3 ] 
f(z) = 99/67*z^3 - 145/67*z + 1
*
[ 4/3 ] 
f(z) = 99/68*z^3 - 159/68*z + 1
*
[ 1/3 ] 
f(z) = 99/68*z^3 - 147/68*z + 1
*
[ 1/3 ] 
f(z) = 99/70*z^3 - 151/70*z + 1
*
2/3 | 0.11141805850945440167565329295507277149 | 0.022266037982276624875099504947706461049
f(z) = 99/70*z^3 - 149/70*z + 1
*
[ 1/3 ] 
f(z) = 99/71*z^3 - 153/71*z + 1
*
[ 1/3 ] 
f(z) = 99/73*z^3 - 157/73*z + 1
*
[ 1/3 ] 
f(z) = 99/74*z^3 - 159/74*z + 1
*
[ 4/3 ] 
f(z) = 99/76*z^3 - 157/76*z + 1
*
[ 3/8 ] 
f(z) = 80/63*z^3 - 155/84*z + 1
*
[ -3/2 ] 
f(z) = 95/63*z^3 - 145/84*z + 1
*
[ -3/2 ] 
f(z) = 97/63*z^3 - 151/84*z + 1
*
[ 21/20 ] 
f(z) = 80/63*z^3 - 142/105*z + 1
*
[ -14/9 ] 
f(z) = 81/64*z^3 - 159/112*z + 1
*
[ 8/9 ] 
f(z) = 81/68*z^3 - 145/136*z + 1
*
[ -3/2 ] 
f(z) = 86/69*z^3 - 157/138*z + 1
*
[ 3/4 ] 
f(z) = 88/69*z^3 - 145/138*z + 1
*
[ 2/3 ] 
f(z) = 90/61*z^3 - 141/122*z + 1
*
[ 2/3 ] 
f(z) = 90/67*z^3 - 147/134*z + 1
*
[ 5/6 ] 
f(z) = 92/75*z^3 - 142/135*z + 1
*
[ 5/8 ] 
f(z) = 96/65*z^3 - 153/130*z + 1
*
[ 15/28 ] 
f(z) = 98/75*z^3 - 149/120*z + 1
*
[ 2/3 ] 
f(z) = 99/61*z^3 - 149/122*z + 1
*
[ 2/3 ] 
f(z) = 99/65*z^3 - 153/130*z + 1
*
[ 2/3 ] 
f(z) = 99/67*z^3 - 155/134*z + 1
*
[ 2/3 ] 
f(z) = 81/71*z^3 - 143/142*z + 1
*
[ 2/3 ] 
f(z) = 81/73*z^3 - 145/146*z + 1
*
[ 8/9 ] 
f(z) = 81/76*z^3 - 147/152*z + 1
*
[ 2/3 ] 
f(z) = 81/77*z^3 - 149/154*z + 1
*
[ 2/3 ] 
f(z) = 81/79*z^3 - 151/158*z + 1
*
[ 2/3 ] 
f(z) = 83/64*z^3 - 155/144*z + 1
*
[ 6/7 ] 
f(z) = 83/72*z^3 - 149/147*z + 1
*
[ 2/3 ] 
f(z) = 85/64*z^3 - 157/144*z + 1
*
[ 6/7 ] 
f(z) = 85/72*z^3 - 152/147*z + 1
*
[ 20/29 ] 
f(z) = 87/64*z^3 - 159/145*z + 1
*
[ 3/4 ] 
f(z) = 88/75*z^3 - 149/150*z + 1
*
[ 6/7 ] 
f(z) = 89/72*z^3 - 158/147*z + 1
*
[ 2/3 ] 
f(z) = 90/71*z^3 - 151/142*z + 1
*
[ 2/3 ] 
f(z) = 90/73*z^3 - 153/146*z + 1
*
[ 2/3 ] 
f(z) = 90/77*z^3 - 157/154*z + 1
*
[ 2/3 ] 
f(z) = 90/79*z^3 - 159/158*z + 1
*
[ 2/3 ] 
f(z) = 99/71*z^3 - 159/142*z + 1
*
[ 6 ] 
f(z) = 83/72*z^3 - 122/3*z + 1
*
[ -6 ] 
f(z) = 83/72*z^3 - 121/3*z + 1
*
[ 6 ] 
f(z) = 85/72*z^3 - 125/3*z + 1
*
[ -6 ] 
f(z) = 85/72*z^3 - 124/3*z + 1
*
[ 6 ] 
f(z) = 89/72*z^3 - 131/3*z + 1
*
[ -6 ] 
f(z) = 89/72*z^3 - 130/3*z + 1
*
[ 6 ] 
f(z) = 91/72*z^3 - 134/3*z + 1
*
[ -6 ] 
f(z) = 91/72*z^3 - 133/3*z + 1
*
-12/5 | 0.26394152208342713789744194582913694889 | 0.029072086751857799950378490235064498147
f(z) = 95/64*z^3 - 137/15*z + 1
*
[ 6 ] 
f(z) = 95/72*z^3 - 140/3*z + 1
*
[ -6 ] 
f(z) = 95/72*z^3 - 139/3*z + 1
*
[ 2/9 ] 
f(z) = 81/68*z^3 - 121/34*z + 1
*
[ 2/9 ] 
f(z) = 81/76*z^3 - 135/38*z + 1
*
[ -2 ] 
f(z) = 83/60*z^3 - 121/30*z + 1
*
[ -2 ] 
f(z) = 87/68*z^3 - 123/34*z + 1
*
[ -2 ] 
f(z) = 89/60*z^3 - 133/30*z + 1
*
[ -2 ] 
f(z) = 89/68*z^3 - 127/34*z + 1
*
[ -2 ] 
f(z) = 89/76*z^3 - 121/38*z + 1
*
[ -2 ] 
f(z) = 91/60*z^3 - 137/30*z + 1
*
[ -2 ] 
f(z) = 91/68*z^3 - 131/34*z + 1
*
[ -2 ] 
f(z) = 91/76*z^3 - 125/38*z + 1
*
[ -2 ] 
f(z) = 93/68*z^3 - 135/34*z + 1
*
[ -2 ] 
f(z) = 93/76*z^3 - 129/38*z + 1
*
[ -2 ] 
f(z) = 95/68*z^3 - 139/34*z + 1
*
[ -2 ] 
f(z) = 97/76*z^3 - 137/38*z + 1
*
5/7 | 0.18417000102620786750414384201728858108 | 0.028206185816565546572304571753153328353
f(z) = 98/75*z^3 - 137/30*z + 1
*
[ 4/15 ] 
f(z) = 85/64*z^3 - 128/45*z + 1
*
[ 8/5 ] 
f(z) = 85/64*z^3 - 121/40*z + 1
*
[ 3/2 ] 
f(z) = 94/63*z^3 - 127/42*z + 1
*
[ 8/5 ] 
f(z) = 95/64*z^3 - 137/40*z + 1
*
[ 6/19 ] 
f(z) = 95/72*z^3 - 131/57*z + 1
*
[ -7/4 ] 
f(z) = 80/77*z^3 - 124/77*z + 1
*
[ 1/3 ] 
f(z) = 81/61*z^3 - 131/61*z + 1
*
[ 1/3 ] 
f(z) = 81/62*z^3 - 133/62*z + 1
*
[ 1/3 ] 
f(z) = 81/64*z^3 - 137/64*z + 1
*
[ -5/3 ] 
f(z) = 81/65*z^3 - 121/65*z + 1
*
[ 4/3 ] 
f(z) = 81/68*z^3 - 127/68*z + 1
*
[ 4/3 ] 
f(z) = 81/76*z^3 - 125/76*z + 1
*
[ 6/5 ] 
f(z) = 89/72*z^3 - 121/75*z + 1
*
[ 1/3 ] 
f(z) = 90/61*z^3 - 132/61*z + 1
*
[ 6/5 ] 
f(z) = 91/72*z^3 - 124/75*z + 1
*
-5/4 | 0.17882773899360748035080028657893277354 | 0.027709657599301263344448290454180114259
f(z) = 92/75*z^3 - 127/60*z + 1
*
[ 5/4 ] 
f(z) = 96/65*z^3 - 137/65*z + 1
*
[ 6/5 ] 
f(z) = 97/72*z^3 - 133/75*z + 1
*
[ 1/3 ] 
f(z) = 99/61*z^3 - 133/61*z + 1
*
[ 1/3 ] 
f(z) = 99/62*z^3 - 135/62*z + 1
*
[ 1/3 ] 
f(z) = 99/64*z^3 - 139/64*z + 1
*
-12/11 | 0.21200128948079853181479430605083207259 | 0.025511823605927327222945243117584426602
f(z) = 99/64*z^3 - 127/66*z + 1
*
-10/9 | 0.16229728276569931897295140070588495970 | 0.025857336495420841828127507254339333345
f(z) = 81/64*z^3 - 133/80*z + 1
*
[ 4/9 ] 
f(z) = 83/64*z^3 - 122/81*z + 1
*
[ 2/5 ] 
f(z) = 85/64*z^3 - 137/80*z + 1
*
[ -3/2 ] 
f(z) = 89/63*z^3 - 127/84*z + 1
*
[ 4/9 ] 
f(z) = 91/64*z^3 - 124/81*z + 1
*
[ 2/5 ] 
f(z) = 95/64*z^3 - 139/80*z + 1
*
[ 4/9 ] 
f(z) = 95/64*z^3 - 125/81*z + 1
*
[ 4/7 ] 
f(z) = 95/64*z^3 - 121/98*z + 1
*
[ -3/2 ] 
f(z) = 95/72*z^3 - 125/96*z + 1
*
[ -3/2 ] 
f(z) = 97/72*z^3 - 131/96*z + 1
*
[ 4/7 ] 
f(z) = 99/64*z^3 - 123/98*z + 1
*
[ 3/5 ] 
f(z) = 85/63*z^3 - 121/105*z + 1
*
[ 8/13 ] 
f(z) = 91/64*z^3 - 121/104*z + 1
*
[ 3/5 ] 
f(z) = 95/63*z^3 - 127/105*z + 1
*
[ 2/3 ] 
f(z) = 81/61*z^3 - 133/122*z + 1
*
[ 2/3 ] 
f(z) = 81/65*z^3 - 137/130*z + 1
*
[ 2/3 ] 
f(z) = 81/67*z^3 - 139/134*z + 1
*
[ -3/2 ] 
f(z) = 82/69*z^3 - 139/138*z + 1
*
[ 3/5 ] 
f(z) = 85/72*z^3 - 131/120*z + 1
*
[ 5/6 ] 
f(z) = 88/75*z^3 - 137/135*z + 1
*
[ 5/8 ] 
f(z) = 88/75*z^3 - 127/120*z + 1
*
[ 3/5 ] 
f(z) = 95/72*z^3 - 137/120*z + 1
*
[ 12/5 ] 
f(z) = 85/64*z^3 - 106/15*z + 1
*
[ 5/2 ] 
f(z) = 88/75*z^3 - 101/15*z + 1
*
[ 5/2 ] 
f(z) = 92/75*z^3 - 106/15*z + 1
*
-2 | 0.094505228949385629676270536071253969142 | 0.015747158107071531419437965326925022584
f(z) = 93/64*z^3 - 101/16*z + 1
*
[ -12/5 ] 
f(z) = 95/64*z^3 - 107/15*z + 1
*
-2 | 0.095022099197097715689857919892057570777 | 0.015781719100518570068565251307374159346
f(z) = 95/64*z^3 - 103/16*z + 1
*
-2 | 0.095521001755183046946385840006761637946 | 0.015814068498939498299408163040371248522
f(z) = 97/64*z^3 - 105/16*z + 1
*
-2 | 0.096003421486761104141528222307495211295 | 0.015844441247995265270425301683809458117
f(z) = 99/64*z^3 - 107/16*z + 1
*
4/33 | 0.25057831463624970890606794379230935222 | 0.028527143157253801166074719180890684111
f(z) = 99/64*z^3 - 102/11*z + 1
*
[ -2 ] 
f(z) = 81/68*z^3 - 111/34*z + 1
*
[ -2 ] 
f(z) = 81/76*z^3 - 105/38*z + 1
*
[ -2 ] 
f(z) = 83/68*z^3 - 115/34*z + 1
*
[ -2 ] 
f(z) = 83/76*z^3 - 109/38*z + 1
*
[ 4/17 ] 
f(z) = 85/64*z^3 - 113/34*z + 1
*
[ -2 ] 
f(z) = 85/76*z^3 - 113/38*z + 1
*
[ -2 ] 
f(z) = 87/76*z^3 - 117/38*z + 1
*
[ 3/2 ] 
f(z) = 82/63*z^3 - 109/42*z + 1
*
[ 6/17 ] 
f(z) = 85/72*z^3 - 101/51*z + 1
*
[ 3/2 ] 
f(z) = 86/63*z^3 - 115/42*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.027996593168611766790074950093745298278
f(z) = 91/64*z^3 - 111/56*z + 1
*
[ -12/7 ] 
f(z) = 91/64*z^3 - 109/42*z + 1
*
[ 4/9 ] 
f(z) = 81/68*z^3 - 101/68*z + 1
*
[ -5/3 ] 
f(z) = 81/70*z^3 - 113/70*z + 1
*
[ 4/9 ] 
f(z) = 81/76*z^3 - 111/76*z + 1
*
[ 11/9 ] 
f(z) = 81/77*z^3 - 107/77*z + 1
*
[ 6/5 ] 
f(z) = 83/72*z^3 - 112/75*z + 1
*
[ 1/2 ] 
f(z) = 88/79*z^3 - 101/79*z + 1
*
[ 12/13 ] 
f(z) = 91/64*z^3 - 101/78*z + 1
*
[ 5/4 ] 
f(z) = 92/75*z^3 - 103/60*z + 1
*
[ 1/2 ] 
f(z) = 92/79*z^3 - 102/79*z + 1
*
[ 1/2 ] 
f(z) = 96/77*z^3 - 101/77*z + 1
*
[ 1/2 ] 
f(z) = 96/79*z^3 - 103/79*z + 1
*
[ 3/7 ] 
f(z) = 98/69*z^3 - 110/69*z + 1
*
[ 3/7 ] 
f(z) = 98/75*z^3 - 118/75*z + 1
*
[ 10/9 ] 
f(z) = 81/64*z^3 - 117/80*z + 1
*
[ -3/2 ] 
f(z) = 83/63*z^3 - 109/84*z + 1
*
[ 4/7 ] 
f(z) = 83/64*z^3 - 115/98*z + 1
*
[ -3/2 ] 
f(z) = 85/63*z^3 - 115/84*z + 1
*
[ 4/7 ] 
f(z) = 87/64*z^3 - 117/98*z + 1
*
[ -3/2 ] 
f(z) = 89/72*z^3 - 107/96*z + 1
*
[ -3/2 ] 
f(z) = 91/72*z^3 - 113/96*z + 1
*
[ 8/11 ] 
f(z) = 99/64*z^3 - 105/88*z + 1
*
[ 3/5 ] 
f(z) = 80/63*z^3 - 118/105*z + 1
*
[ 2/3 ] 
f(z) = 87/68*z^3 - 109/102*z + 1
*
[ 2/3 ] 
f(z) = 87/76*z^3 - 115/114*z + 1
*
[ 5/7 ] 
f(z) = 91/75*z^3 - 107/105*z + 1
*
[ 2/3 ] 
f(z) = 93/68*z^3 - 113/102*z + 1
*
[ 2/3 ] 
f(z) = 93/76*z^3 - 119/114*z + 1
*
[ 28/9 ] 
f(z) = 81/64*z^3 - 81/7*z + 1
*
-2 | 0.091577881904394190016469521884271661599 | 0.015529166096032972739006173889872798256
f(z) = 83/64*z^3 - 91/16*z + 1
*
-2 | 0.092218249377117307555604788269526104152 | 0.015580318155315511307295827515908376032
f(z) = 85/64*z^3 - 93/16*z + 1
*
-2 | 0.092827862110857348316125039352780728855 | 0.015627135676996651719962202884466588933
f(z) = 87/64*z^3 - 95/16*z + 1
*
[ -5/2 ] 
f(z) = 88/75*z^3 - 89/15*z + 1
*
-2 | 0.093410349140566824507602708024647761691 | 0.015670234099550432189248086585178741606
f(z) = 89/64*z^3 - 97/16*z + 1
*
[ 2 ] 
f(z) = 89/64*z^3 - 81/16*z + 1
*
-2 | 0.093968659368195258008300684484602254912 | 0.015710107350764332698857531935539928599
f(z) = 91/64*z^3 - 99/16*z + 1
*
[ 2 ] 
f(z) = 91/64*z^3 - 83/16*z + 1
*
[ -5/2 ] 
f(z) = 92/75*z^3 - 94/15*z + 1
*
[ 2 ] 
f(z) = 93/64*z^3 - 85/16*z + 1
*
[ 2 ] 
f(z) = 95/64*z^3 - 87/16*z + 1
*
[ 2 ] 
f(z) = 97/64*z^3 - 89/16*z + 1
*
[ 15/7 ] 
f(z) = 98/75*z^3 - 82/15*z + 1
*
[ 2 ] 
f(z) = 99/64*z^3 - 91/16*z + 1
*
[ 8/3 ] 
f(z) = 99/64*z^3 - 83/8*z + 1
*
3/4 | 0.15810358651648752716170926154489651568 | 0.028297216784648351953027616413078142428
f(z) = 88/63*z^3 - 89/42*z + 1
*
[ 8/7 ] 
f(z) = 91/64*z^3 - 97/56*z + 1
*
[ 4/9 ] 
f(z) = 93/64*z^3 - 83/54*z + 1
*
[ -8/5 ] 
f(z) = 95/64*z^3 - 87/40*z + 1
*
[ 1/2 ] 
f(z) = 80/61*z^3 - 81/61*z + 1
*
[ 1/2 ] 
f(z) = 80/63*z^3 - 83/63*z + 1
*
[ 1/2 ] 
f(z) = 80/67*z^3 - 87/67*z + 1
*
[ 1/2 ] 
f(z) = 80/69*z^3 - 89/69*z + 1
*
[ 1/2 ] 
f(z) = 80/71*z^3 - 91/71*z + 1
*
[ 1/2 ] 
f(z) = 80/73*z^3 - 93/73*z + 1
*
[ 1/2 ] 
f(z) = 80/77*z^3 - 97/77*z + 1
*
[ 1/2 ] 
f(z) = 80/79*z^3 - 99/79*z + 1
*
-28/27 | 0.25322968240223672676070033198051566449 | 0.029321819661589912559954929269886783308
f(z) = 81/64*z^3 - 88/63*z + 1
*
[ 10/9 ] 
f(z) = 81/70*z^3 - 93/70*z + 1
*
[ 1/2 ] 
f(z) = 84/61*z^3 - 82/61*z + 1
*
[ 1/2 ] 
f(z) = 84/65*z^3 - 86/65*z + 1
*
[ 1/2 ] 
f(z) = 84/67*z^3 - 88/67*z + 1
*
[ 1/2 ] 
f(z) = 84/71*z^3 - 92/71*z + 1
*
[ 1/2 ] 
f(z) = 84/73*z^3 - 94/73*z + 1
*
[ 1/2 ] 
f(z) = 84/79*z^3 - 100/79*z + 1
*
[ 1/2 ] 
f(z) = 88/61*z^3 - 83/61*z + 1
*
[ 1/2 ] 
f(z) = 88/63*z^3 - 85/63*z + 1
*
[ 1/2 ] 
f(z) = 88/65*z^3 - 87/65*z + 1
*
[ 1/2 ] 
f(z) = 88/67*z^3 - 89/67*z + 1
*
[ 1/2 ] 
f(z) = 88/69*z^3 - 91/69*z + 1
*
[ -3/2 ] 
f(z) = 88/69*z^3 - 83/69*z + 1
*
[ 1/2 ] 
f(z) = 88/71*z^3 - 93/71*z + 1
*
[ 1/2 ] 
f(z) = 88/73*z^3 - 95/73*z + 1
*
[ 1/2 ] 
f(z) = 88/75*z^3 - 97/75*z + 1
*
[ 1/2 ] 
f(z) = 92/61*z^3 - 84/61*z + 1
*
[ 1/2 ] 
f(z) = 92/63*z^3 - 86/63*z + 1
*
[ 1/2 ] 
f(z) = 92/65*z^3 - 88/65*z + 1
*
[ 1/2 ] 
f(z) = 92/67*z^3 - 90/67*z + 1
*
[ 1/2 ] 
f(z) = 92/71*z^3 - 94/71*z + 1
*
[ 1/2 ] 
f(z) = 92/73*z^3 - 96/73*z + 1
*
[ 1/2 ] 
f(z) = 92/75*z^3 - 98/75*z + 1
*
[ -3/2 ] 
f(z) = 92/75*z^3 - 82/75*z + 1
*
[ 1/2 ] 
f(z) = 92/77*z^3 - 100/77*z + 1
*
[ 1/2 ] 
f(z) = 96/61*z^3 - 85/61*z + 1
*
[ 1/2 ] 
f(z) = 96/65*z^3 - 89/65*z + 1
*
[ 1/2 ] 
f(z) = 96/67*z^3 - 91/67*z + 1
*
[ 1/2 ] 
f(z) = 96/71*z^3 - 95/71*z + 1
*
[ 1/2 ] 
f(z) = 96/73*z^3 - 97/73*z + 1
*
[ 8/9 ] 
f(z) = 99/64*z^3 - 97/72*z + 1
*
[ 2/3 ] 
f(z) = 99/74*z^3 - 81/74*z + 1
*
[ 2/3 ] 
f(z) = 83/72*z^3 - 82/81*z + 1
*
[ 2/3 ] 
f(z) = 85/72*z^3 - 83/81*z + 1
*
[ 2/3 ] 
f(z) = 89/72*z^3 - 85/81*z + 1
*
[ 2/3 ] 
f(z) = 91/72*z^3 - 86/81*z + 1
*
[ 3/4 ] 
f(z) = 92/63*z^3 - 97/84*z + 1
*
[ 2/3 ] 
f(z) = 95/72*z^3 - 88/81*z + 1
*
[ 2/3 ] 
f(z) = 97/72*z^3 - 89/81*z + 1
*
-16/9 | 0.12895231913205433656770299019084051478 | 0.022827563677123357315039012022944832298
f(z) = 81/64*z^3 - 71/16*z + 1
*
4/27 | 0.21543419429972129265307985449145775393 | 0.025624420117818370499414136514657537064
f(z) = 81/64*z^3 - 70/9*z + 1
*
[ 8/3 ] 
f(z) = 81/64*z^3 - 67/8*z + 1
*
28/27 | 0.22049066071911430795450479587249210149 | 0.028859568849245041019435889879970925431
f(z) = 81/64*z^3 - 65/18*z + 1
*
[ -8/3 ] 
f(z) = 81/64*z^3 - 61/8*z + 1
*
[ 2 ] 
f(z) = 83/64*z^3 - 75/16*z + 1
*
[ 2 ] 
f(z) = 85/64*z^3 - 77/16*z + 1
*
[ -2 ] 
f(z) = 85/64*z^3 - 61/16*z + 1
*
[ 2 ] 
f(z) = 87/64*z^3 - 79/16*z + 1
*
[ -2 ] 
f(z) = 87/64*z^3 - 63/16*z + 1
*
[ -2 ] 
f(z) = 89/64*z^3 - 65/16*z + 1
*
[ -2 ] 
f(z) = 91/64*z^3 - 67/16*z + 1
*
[ -2 ] 
f(z) = 93/64*z^3 - 69/16*z + 1
*
[ -2 ] 
f(z) = 95/64*z^3 - 71/16*z + 1
*
[ -2 ] 
f(z) = 97/64*z^3 - 73/16*z + 1
*
10/7 | 0.11435272914988865447069614931305765217 | 0.019382155704870398522229491287086734038
f(z) = 98/75*z^3 - 73/15*z + 1
*
[ -15/7 ] 
f(z) = 98/75*z^3 - 68/15*z + 1
*
[ 4/33 ] 
f(z) = 99/64*z^3 - 80/11*z + 1
*
[ -8/3 ] 
f(z) = 99/64*z^3 - 77/8*z + 1
*
[ -2 ] 
f(z) = 99/64*z^3 - 75/16*z + 1
*
[ 4/15 ] 
f(z) = 81/64*z^3 - 71/25*z + 1
*
[ 12/7 ] 
f(z) = 91/64*z^3 - 79/21*z + 1
*
[ 3/2 ] 
f(z) = 92/63*z^3 - 62/21*z + 1
*
[ 10/7 ] 
f(z) = 98/75*z^3 - 71/30*z + 1
*
4/3 | 0.15411313587777618492104477394733457789 | 0.020254403496693010103122683228832692117
f(z) = 99/64*z^3 - 63/22*z + 1
*
-4/33 | 0.21700896418375313364484273426511316908 | 0.028641961359777312133361990326981462548
f(z) = 99/64*z^3 - 61/22*z + 1
*
[ -8/5 ] 
f(z) = 85/64*z^3 - 71/40*z + 1
*
[ 2/5 ] 
f(z) = 85/72*z^3 - 76/45*z + 1
*
[ -3/2 ] 
f(z) = 94/63*z^3 - 71/42*z + 1
*
[ 12/19 ] 
f(z) = 95/64*z^3 - 67/57*z + 1
*
[ 2/5 ] 
f(z) = 95/72*z^3 - 77/45*z + 1
*
[ 4/7 ] 
f(z) = 97/64*z^3 - 61/49*z + 1
*
[ 4/5 ] 
f(z) = 97/64*z^3 - 61/50*z + 1
*
[ 20/33 ] 
f(z) = 99/64*z^3 - 67/55*z + 1
*
[ 3/4 ] 
f(z) = 80/69*z^3 - 68/69*z + 1
*
[ 2/3 ] 
f(z) = 81/62*z^3 - 67/62*z + 1
*
[ 5/9 ] 
f(z) = 81/65*z^3 - 77/65*z + 1
*
[ 2/3 ] 
f(z) = 81/70*z^3 - 71/70*z + 1
*
[ 7/9 ] 
f(z) = 81/70*z^3 - 69/70*z + 1
*
[ 2/3 ] 
f(z) = 81/74*z^3 - 73/74*z + 1
*
[ 7/9 ] 
f(z) = 81/77*z^3 - 71/77*z + 1
*
[ 5/7 ] 
f(z) = 98/65*z^3 - 76/65*z + 1
*
[ 2/3 ] 
f(z) = 99/62*z^3 - 75/62*z + 1
*
[ 2/3 ] 
f(z) = 99/70*z^3 - 79/70*z + 1
*
[ 20/9 ] 
f(z) = 81/64*z^3 - 57/10*z + 1
*
[ 4/27 ] 
f(z) = 81/64*z^3 - 52/9*z + 1
*
[ -2 ] 
f(z) = 83/64*z^3 - 59/16*z + 1
*
-2 | 0.076672689445913187909117179095129335400 | 0.012977591927589976438379324854350561545
f(z) = 83/72*z^3 - 46/9*z + 1
*
[ 4 ] 
f(z) = 85/64*z^3 - 41/2*z + 1
*
-2 | 0.077448450681089778869399455045655614902 | 0.013061351943317471327754438582805887452
f(z) = 85/72*z^3 - 47/9*z + 1
*
[ -4 ] 
f(z) = 87/64*z^3 - 41/2*z + 1
*
[ 4 ] 
f(z) = 89/64*z^3 - 43/2*z + 1
*
-2 | 0.078844448774627874531752058551038151942 | 0.013203984499429454583412523748235835988
f(z) = 89/72*z^3 - 49/9*z + 1
*
[ -4 ] 
f(z) = 91/64*z^3 - 43/2*z + 1
*
[ 4/3 ] 
f(z) = 91/64*z^3 - 41/18*z + 1
*
-2 | 0.079481575603854577989853717784205925830 | 0.013265800870376427924550108155538924705
f(z) = 91/72*z^3 - 50/9*z + 1
*
[ 2 ] 
f(z) = 91/72*z^3 - 41/9*z + 1
*
[ 4 ] 
f(z) = 93/64*z^3 - 45/2*z + 1
*
[ -4 ] 
f(z) = 95/64*z^3 - 45/2*z + 1
*
[ 4/3 ] 
f(z) = 95/64*z^3 - 43/18*z + 1
*
-2 | 0.080661682177033729085834409461641931743 | 0.013375210062535957612255461642519916585
f(z) = 95/72*z^3 - 52/9*z + 1
*
[ 2 ] 
f(z) = 95/72*z^3 - 43/9*z + 1
*
[ 4 ] 
f(z) = 97/64*z^3 - 47/2*z + 1
*
-2 | 0.081212248833171460834863348147250367808 | 0.013424103629381740388563567786306414947
f(z) = 97/72*z^3 - 53/9*z + 1
*
[ 2 ] 
f(z) = 97/72*z^3 - 44/9*z + 1
*
[ -4 ] 
f(z) = 99/64*z^3 - 47/2*z + 1
*
[ 3/2 ] 
f(z) = 80/63*z^3 - 53/21*z + 1
*
3/4 | 0.13408004185454730995352931286608390336 | 0.027589550932914763332778473855971409632
f(z) = 80/63*z^3 - 43/21*z + 1
*
[ 4/9 ] 
f(z) = 87/64*z^3 - 41/27*z + 1
*
[ 3/2 ] 
f(z) = 88/63*z^3 - 59/21*z + 1
*
[ 5/4 ] 
f(z) = 88/75*z^3 - 49/30*z + 1
*
[ 6/13 ] 
f(z) = 91/72*z^3 - 56/39*z + 1
*
[ 5/14 ] 
f(z) = 98/75*z^3 - 59/30*z + 1
*
[ 15/14 ] 
f(z) = 98/75*z^3 - 43/30*z + 1
*
[ 12/11 ] 
f(z) = 99/64*z^3 - 58/33*z + 1
*
[ 4/11 ] 
f(z) = 99/64*z^3 - 43/22*z + 1
*
[ 2/3 ] 
f(z) = 99/76*z^3 - 41/38*z + 1
*
[ 4/7 ] 
f(z) = 81/64*z^3 - 57/49*z + 1
*
[ 4/5 ] 
f(z) = 81/64*z^3 - 53/50*z + 1
*
[ 20/27 ] 
f(z) = 81/64*z^3 - 47/45*z + 1
*
[ -3/2 ] 
f(z) = 82/63*z^3 - 53/42*z + 1
*
[ 4/7 ] 
f(z) = 85/64*z^3 - 58/49*z + 1
*
[ 12/17 ] 
f(z) = 85/64*z^3 - 55/51*z + 1
*
[ -3/2 ] 
f(z) = 86/63*z^3 - 59/42*z + 1
*
[ 2/3 ] 
f(z) = 87/64*z^3 - 53/48*z + 1
*
[ 3/4 ] 
f(z) = 88/63*z^3 - 47/42*z + 1
*
[ 4/7 ] 
f(z) = 89/64*z^3 - 59/49*z + 1
*
[ 4/5 ] 
f(z) = 89/64*z^3 - 57/50*z + 1
*
[ 4/7 ] 
f(z) = 93/64*z^3 - 60/49*z + 1
*
[ 4/5 ] 
f(z) = 93/64*z^3 - 59/50*z + 1
*
[ 2/3 ] 
f(z) = 93/64*z^3 - 55/48*z + 1
*
[ 4 ] 
f(z) = 81/64*z^3 - 39/2*z + 1
*
[ -16/9 ] 
f(z) = 81/64*z^3 - 39/16*z + 1
*
-20/9 | 0.22942848091177219533138953264976009475 | 0.029853117560732714807982317067964301891
f(z) = 81/64*z^3 - 34/5*z + 1
*
[ -20/9 ] 
f(z) = 81/64*z^3 - 24/5*z + 1
*
4/3 | 0.17251467680625350878294086485406114457 | 0.023795372232795402323058190618889301651
f(z) = 81/64*z^3 - 22/9*z + 1
*
[ -4 ] 
f(z) = 83/64*z^3 - 39/2*z + 1
*
[ 4/3 ] 
f(z) = 83/64*z^3 - 37/18*z + 1
*
[ 2 ] 
f(z) = 83/72*z^3 - 37/9*z + 1
*
[ -2 ] 
f(z) = 83/72*z^3 - 28/9*z + 1
*
[ 2 ] 
f(z) = 85/72*z^3 - 38/9*z + 1
*
[ -2 ] 
f(z) = 85/72*z^3 - 29/9*z + 1
*
-6/5 | 0.16388780941487766885639767367574761940 | 0.025173779724647304469809233264462582245
f(z) = 85/72*z^3 - 28/15*z + 1
*
[ 6/5 ] 
f(z) = 85/72*z^3 - 23/15*z + 1
*
[ 4 ] 
f(z) = 87/64*z^3 - 21*z + 1
*
[ -4 ] 
f(z) = 89/64*z^3 - 21*z + 1
*
[ 2 ] 
f(z) = 89/72*z^3 - 40/9*z + 1
*
[ -2 ] 
f(z) = 89/72*z^3 - 31/9*z + 1
*
[ 4/13 ] 
f(z) = 91/64*z^3 - 31/13*z + 1
*
[ 4 ] 
f(z) = 91/64*z^3 - 22*z + 1
*
[ -2 ] 
f(z) = 91/72*z^3 - 32/9*z + 1
*
[ -4 ] 
f(z) = 93/64*z^3 - 22*z + 1
*
[ 4 ] 
f(z) = 95/64*z^3 - 23*z + 1
*
[ -2 ] 
f(z) = 95/72*z^3 - 34/9*z + 1
*
-6/5 | 0.17051116860393198757142837719721267222 | 0.025787977979213525989029704903755857804
f(z) = 95/72*z^3 - 31/15*z + 1
*
[ 6/5 ] 
f(z) = 95/72*z^3 - 26/15*z + 1
*
[ -4 ] 
f(z) = 97/64*z^3 - 23*z + 1
*
[ 4/3 ] 
f(z) = 97/64*z^3 - 22/9*z + 1
*
[ -2 ] 
f(z) = 97/72*z^3 - 35/9*z + 1
*
[ 4 ] 
f(z) = 99/64*z^3 - 24*z + 1
*
[ -3/2 ] 
f(z) = 80/63*z^3 - 25/21*z + 1
*
[ 3/4 ] 
f(z) = 80/63*z^3 - 22/21*z + 1
*
[ 2/3 ] 
f(z) = 81/68*z^3 - 35/34*z + 1
*
[ 2/3 ] 
f(z) = 81/76*z^3 - 37/38*z + 1
*
[ 4/5 ] 
f(z) = 83/64*z^3 - 27/25*z + 1
*
[ 4/5 ] 
f(z) = 87/64*z^3 - 28/25*z + 1
*
[ -3/2 ] 
f(z) = 88/63*z^3 - 31/21*z + 1
*
[ 4/5 ] 
f(z) = 91/64*z^3 - 29/25*z + 1
*
[ 6/7 ] 
f(z) = 91/72*z^3 - 23/21*z + 1
*
[ -3/2 ] 
f(z) = 92/63*z^3 - 34/21*z + 1
*
[ 4/5 ] 
f(z) = 99/64*z^3 - 31/25*z + 1
*
[ 2/3 ] 
f(z) = 99/68*z^3 - 39/34*z + 1
*
[ -4 ] 
f(z) = 81/64*z^3 - 19*z + 1
*
[ 2/3 ] 
f(z) = 81/64*z^3 - 17/16*z + 1
*
20/9 | 0.14186468774530849103158818620880977051 | 0.023523808924354739660225862002723156379
f(z) = 81/64*z^3 - 13/2*z + 1
*
[ 8/9 ] 
f(z) = 81/64*z^3 - 9/8*z + 1
*
[ 4/9 ] 
f(z) = 81/64*z^3 - 3/2*z + 1
*
[ 4/3 ] 
f(z) = 81/64*z^3 - 2*z + 1
*
[ -4/3 ]
f(z) = 81/64*z^3 - 1/2*z + 1
*
[ 4 ] 
f(z) = 83/64*z^3 - 20*z + 1
*
[ -4 ] 
f(z) = 85/64*z^3 - 20*z + 1
*
[ 4/3 ] 
f(z) = 85/64*z^3 - 19/9*z + 1
*
[ 4/5 ] 
f(z) = 85/64*z^3 - 11/10*z + 1
*
[ 4/3 ] 
f(z) = 87/64*z^3 - 13/6*z + 1
*
-4/3 | 0.16167626051503709298301119922874584783 | 0.025916615474946237655474142976974491552
f(z) = 87/64*z^3 - 8/3*z + 1
*
[ 4/3 ] 
f(z) = 89/64*z^3 - 20/9*z + 1
*
[ 4/7 ] 
f(z) = 91/64*z^3 - 17/14*z + 1
*
-4/3 | 0.16403804085510097746008292236745412078 | 0.026042127730586005459767340165756204480
f(z) = 93/64*z^3 - 17/6*z + 1
*
[ 4/3 ] 
f(z) = 93/64*z^3 - 7/3*z + 1
*
[ 4/5 ] 
f(z) = 95/64*z^3 - 6/5*z + 1
*
[ 5/7 ] 
f(z) = 98/75*z^3 - 16/15*z + 1
*
[ 2/3 ] 
f(z) = 99/64*z^3 - 19/16*z + 1
*
[ 4/9 ] 
f(z) = 99/64*z^3 - 14/9*z + 1
*
[ 4/3 ] 
f(z) = 99/64*z^3 - 5/2*z + 1
*
[ -4/3 ]
f(z) = 99/64*z^3 - z + 1
*
[ -4/9 ]
f(z) = 81/64*z^3 + 3*z + 1
*
[ -8/9 ]
f(z) = 81/64*z^3 + 9/8*z + 1
*
[ -1 ]
f(z) = 82/61*z^3 + 40/61*z + 1
*
51/14 | 0.16477054522277292455043634892267909217 | 0.020898828874060276425277778743358225277
f(z) = 98/81*z^3 - 295/18*z + 1
*
[ 14/3 ] 
f(z) = 99/98*z^3 - 297/14*z + 1
*
[ -14/3 ] 
f(z) = 99/98*z^3 - 291/14*z + 1
*
[ -4 ] 
f(z) = 81/80*z^3 - 299/20*z + 1
*
-10/3 | 0.13891750094954656488510721986125630888 | 0.019697007719406045277600592039106267923
f(z) = 99/80*z^3 - 289/20*z + 1
*
[ -8/3 ] 
f(z) = 99/80*z^3 - 297/40*z + 1
*
[ -9/4 ] 
f(z) = 86/81*z^3 - 283/72*z + 1
*
6/7 | 0.22261368963120330160865751315089118506 | 0.028384931122183262564573587326023510093
f(z) = 91/81*z^3 - 283/63*z + 1
*
[ 1/4 ] 
f(z) = 80/93*z^3 - 284/93*z + 1
*
[ 1/4 ] 
f(z) = 80/97*z^3 - 296/97*z + 1
*
[ 2/9 ] 
f(z) = 81/82*z^3 - 291/82*z + 1
*
[ 2 ] 
f(z) = 81/82*z^3 - 283/82*z + 1
*
[ 2 ] 
f(z) = 81/86*z^3 - 281/86*z + 1
*
[ 2 ] 
f(z) = 83/82*z^3 - 291/82*z + 1
*
[ 2 ] 
f(z) = 83/86*z^3 - 289/86*z + 1
*
[ 2 ] 
f(z) = 83/90*z^3 - 287/90*z + 1
*
[ 2 ] 
f(z) = 83/94*z^3 - 285/94*z + 1
*
[ 2 ] 
f(z) = 83/98*z^3 - 283/98*z + 1
*
0 | 0.10391568669259617168719973544024604892 | 0.018430143683188225717949919152697866776
f(z) = 83/99*z^3 - 281/99*z + 1
*
[ 2 ] 
f(z) = 85/82*z^3 - 299/82*z + 1
*
[ 2 ] 
f(z) = 85/86*z^3 - 297/86*z + 1
*
[ 2 ] 
f(z) = 85/94*z^3 - 293/94*z + 1
*
[ 2 ] 
f(z) = 85/98*z^3 - 291/98*z + 1
*
0 | 0.10522631877836434706990194426499555190 | 0.018662593070045091494201976204265647494
f(z) = 85/98*z^3 - 281/98*z + 1
*
0 | 0.10445688650672807283109685785927410427 | 0.018502855203603970805495293776889139564
f(z) = 85/99*z^3 - 283/99*z + 1
*
0 | 0.10472149590433268349129610597352619264 | 0.018538143650380765422323798616997686493
f(z) = 86/99*z^3 - 284/99*z + 1
*
0 | 0.11862597261138252745718551295744975586 | 0.021039111508286853582762520887589652899
f(z) = 87/97*z^3 - 281/97*z + 1
*
[ 2 ] 
f(z) = 87/98*z^3 - 299/98*z + 1
*
0 | 0.10575035496831134471614529604563346212 | 0.018731972310723204618970185105261048120
f(z) = 87/98*z^3 - 283/98*z + 1
*
0 | 0.11888174927430257372805145141930522425 | 0.021071199468468982634084122266848259820
f(z) = 88/97*z^3 - 282/97*z + 1
*
0 | 0.073155970011837044160394206201326935309 | 0.012974701717457141468918662344709305895
f(z) = 89/96*z^3 - 281/96*z + 1
*
0 | 0.11913395296625552096709771791116400714 | 0.021102661157965984730816703907236152855
f(z) = 89/97*z^3 - 283/97*z + 1
*
0 | 0.10625958669761571307462091910803009177 | 0.018798724474969348964980545872511976591
f(z) = 89/98*z^3 - 285/98*z + 1
*
0 | 0.10549276508843484956471269273071797641 | 0.018640002930776152260987892757252311486
f(z) = 89/99*z^3 - 287/99*z + 1
*
0 | 0.11938268475361645585251706002117570272 | 0.021133515523426539213090098786641113351
f(z) = 90/97*z^3 - 284/97*z + 1
*
0 | 0.11970318412360034336856255391276733055 | 0.021230162191578670030023984856359544795
f(z) = 91/95*z^3 - 281/95*z + 1
*
0 | 0.073648893729195749844932061977064706627 | 0.013045715434847399085687180398775987136
f(z) = 91/96*z^3 - 283/96*z + 1
*
0 | 0.11962804136390585847132830309997569317 | 0.021163780690018091756294136526343139980
f(z) = 91/97*z^3 - 285/97*z + 1
*
0 | 0.10598921206222120529835038439170903269 | 0.018704770730480893060745563132730045254
f(z) = 91/99*z^3 - 289/99*z + 1
*
0 | 0.11994415058505649387185086367882181592 | 0.021259504822916670892828856808158128836
f(z) = 92/95*z^3 - 282/95*z + 1
*
0 | 0.11987011543655974681773328271603239964 | 0.021193474008793556274691758155803343742
f(z) = 92/97*z^3 - 286/97*z + 1
*
0 | 0.10623241175836293060657411580099168237 | 0.018736268574493997098960935294003243358
f(z) = 92/99*z^3 - 290/99*z + 1
*
0 | 0.10738283130246393623826509747770650158 | 0.019045065023402082555393092229916187201
f(z) = 93/94*z^3 - 281/94*z + 1
*
0 | 0.12018195606239317960050122575581919164 | 0.021288298028729070045797950598653420846
f(z) = 93/95*z^3 - 283/95*z + 1
*
0 | 0.12010899575546222932904580004812903413 | 0.021222612100626785906399854317166638891
f(z) = 93/97*z^3 - 287/97*z + 1
*
0 | 0.10723690821599833240735938047305351847 | 0.018924961729579965947093270294506070045
f(z) = 93/98*z^3 - 289/98*z + 1
*
0 | 0.12041668424709069870402821963887639531 | 0.021316557514747572279006264766749764049
f(z) = 94/95*z^3 - 284/95*z + 1
*
0 | 0.12034476746483725662414824681668952746 | 0.021251210897016226572315502996221613860
f(z) = 94/97*z^3 - 288/97*z + 1
*
0 | 0.10670921571484457646776793386582825449 | 0.018797576825016856649716719425465490746
f(z) = 94/99*z^3 - 292/99*z + 1
*
0 | 0.10037518466597824999080594360251652783 | 0.017802211913327376595933324489984048940
f(z) = 95/93*z^3 - 281/93*z + 1
*
0 | 0.10784827390801124745565965030629485044 | 0.019103584864651522539172716458896820559
f(z) = 95/94*z^3 - 283/94*z + 1
*
0 | 0.074597270190019678197639565935946851556 | 0.013180935524860053180139803821311622125
f(z) = 95/96*z^3 - 287/96*z + 1
*
0 | 0.12057751226993326468656722297146221406 | 0.021279285678025662409118932974151577479
f(z) = 95/97*z^3 - 289/97*z + 1
*
0 | 0.10770646523820966245690289090375287652 | 0.018984722034340921817404300825774028028
f(z) = 95/98*z^3 - 291/98*z + 1
*
0 | 0.10694298974321148757044750655219269987 | 0.018827419007204707685353013922975071992
f(z) = 95/99*z^3 - 293/99*z + 1
*
[ 1/4 ] 
f(z) = 96/95*z^3 - 291/95*z + 1
*
0 | 0.12087722691749373484547282428852509678 | 0.021371534995198698234566792983597855708
f(z) = 96/95*z^3 - 286/95*z + 1
*
[ 1/4 ] 
f(z) = 96/97*z^3 - 297/97*z + 1
*
0 | 0.12080730862379028547327396535732271418 | 0.021306851107604001631030685801716523609
f(z) = 96/97*z^3 - 290/97*z + 1
*
0 | 0.095534947078757582195479964366838388580 | 0.016943763328397792377267362424986568471
f(z) = 97/92*z^3 - 281/92*z + 1
*
0 | 0.10082804801787903964133059457481466944 | 0.017860064906459569858721919041076144656
f(z) = 97/93*z^3 - 283/93*z + 1
*
0 | 0.10830209069667320147379280330439903964 | 0.019160070411939441957380592815052258036
f(z) = 97/94*z^3 - 285/94*z + 1
*
0 | 0.12110319272853158157342409974187770702 | 0.021398281346534277494301196553848570379
f(z) = 97/95*z^3 - 287/95*z + 1
*
0 | 0.075053015023853395871531736181237171307 | 0.013245210633591489999655281740539635019
f(z) = 97/96*z^3 - 289/96*z + 1
*
0 | 0.10816416697916059621504426198550925815 | 0.019042408466153637199077063030349979504
f(z) = 97/98*z^3 - 293/98*z + 1
*
0 | 0.10740168100478813417824322501817117309 | 0.018885554143479296707204421734907109164
f(z) = 97/99*z^3 - 295/99*z + 1
*
0 | 0.10105032167502198244799472590316870791 | 0.017888260313241366004876389029165781966
f(z) = 98/93*z^3 - 284/93*z + 1
*
0 | 0.12125835456126795752283865635772805921 | 0.021360509682984015139518149376473595395
f(z) = 98/97*z^3 - 292/97*z + 1
*
0 | 0.10762674851082506657906366385387973925 | 0.018913875190967123943835590500614822408
f(z) = 98/99*z^3 - 296/99*z + 1
*
0 | 0.12167980167530738523364334754232653412 | 0.021580728565570288438868052737271920799
f(z) = 99/91*z^3 - 281/91*z + 1
*
0 | 0.095975917412474357766082955752841002729 | 0.017000588111552462602434632616309761911
f(z) = 99/92*z^3 - 283/92*z + 1
*
0 | 0.10874485925172040315420598074987827414 | 0.019214630438965795790855648912961493893
f(z) = 99/94*z^3 - 287/94*z + 1
*
0 | 0.12154687001287273780986681179595318148 | 0.021450356053818767404347944283485699190
f(z) = 99/95*z^3 - 289/95*z + 1
*
0 | 0.12147974629844468450362115652019555465 | 0.021386629361509192186114833701008262171
f(z) = 99/97*z^3 - 293/97*z + 1
*
0 | 0.10861060993108039261504586637798139833 | 0.019098132684890514321423222834604212354
f(z) = 99/98*z^3 - 295/98*z + 1
*
[ 14/9 ] 
f(z) = 81/80*z^3 - 293/140*z + 1
*
[ 10/7 ] 
f(z) = 91/80*z^3 - 283/140*z + 1
*
[ 33/20 ] 
f(z) = 80/99*z^3 - 298/165*z + 1
*
-10/7 | 0.082271319564635489904635073168505818057 | 0.014591370069729411329580042099707336433
f(z) = 98/85*z^3 - 281/170*z + 1
*
-4/3 | 0.14265772557512815052068202243083095625 | 0.020227331349033889839185976004040727328
f(z) = 81/80*z^3 - 289/180*z + 1
*
[ 4/3 ] 
f(z) = 83/80*z^3 - 287/180*z + 1
*
-10/9 | 0.16788368230431287561725061977915994069 | 0.023757796224590441572405723207996779920
f(z) = 99/80*z^3 - 293/180*z + 1
*
[ -7/4 ] 
f(z) = 93/98*z^3 - 299/224*z + 1
*
[ -5/3 ] 
f(z) = 84/85*z^3 - 292/255*z + 1
*
[ 7/12 ] 
f(z) = 96/91*z^3 - 293/273*z + 1
*
51/14 | 0.18318314124478425855618764426862840265 | 0.023421234030165472741329095288355779877
f(z) = 98/81*z^3 - 277/18*z + 1
*
[ 3 ] 
f(z) = 95/99*z^3 - 263/33*z + 1
*
[ 3 ] 
f(z) = 97/90*z^3 - 271/30*z + 1
*
[ 3 ] 
f(z) = 97/99*z^3 - 269/33*z + 1
*
[ 3 ] 
f(z) = 98/99*z^3 - 272/33*z + 1
*
[ 10/3 ] 
f(z) = 99/80*z^3 - 261/20*z + 1
*
3/5 | 0.16244675865212208235870316488702687226 | 0.020828260836582905178913171269285783656
f(z) = 80/81*z^3 - 271/45*z + 1
*
[ 8/3 ] 
f(z) = 81/80*z^3 - 263/40*z + 1
*
3/5 | 0.13882647988572053607269408553649095772 | 0.017774674910009633397021828717652433378
f(z) = 95/81*z^3 - 274/45*z + 1
*
[ -9/4 ] 
f(z) = 82/81*z^3 - 265/72*z + 1
*
[ 12/5 ] 
f(z) = 85/96*z^3 - 271/60*z + 1
*
2 | 0.20018408944199626916783406240294464833 | 0.028675537147073063662441464596827020732
f(z) = 93/80*z^3 - 269/60*z + 1
*
[ -33/14 ] 
f(z) = 98/99*z^3 - 269/66*z + 1
*
[ 1/4 ] 
f(z) = 80/87*z^3 - 266/87*z + 1
*
[ 1/4 ] 
f(z) = 80/89*z^3 - 272/89*z + 1
*
[ 1/4 ] 
f(z) = 80/91*z^3 - 278/91*z + 1
*
0 | 0.11699354206694091031040027580284140355 | 0.021010471242919415820393898051559350772
f(z) = 80/91*z^3 - 262/91*z + 1
*
0 | 0.096560487884418805106828505495296631199 | 0.017293910937587418734599133321825302432
f(z) = 80/93*z^3 - 266/93*z + 1
*
0 | 0.11672595599108632086270059955398395157 | 0.020795170496508945056094063867702710549
f(z) = 80/97*z^3 - 274/97*z + 1
*
0 | 0.10307198126696805758309301869757457752 | 0.018315373260687171979578460438140035916
f(z) = 80/99*z^3 - 278/99*z + 1
*
[ -9/4 ] 
f(z) = 80/99*z^3 - 262/99*z + 1
*
5/3 | 0.12700989241578463316368103791968490313 | 0.022642041363824482381330793752737079306
f(z) = 81/80*z^3 - 273/80*z + 1
*
1/3 | 0.14538793522647574426859915780556545977 | 0.025918293296576224905005708162687786360
f(z) = 81/88*z^3 - 273/88*z + 1
*
0 | 0.11727288840472937268415289756481465889 | 0.021046239520212189526169849701568908557
f(z) = 81/91*z^3 - 263/91*z + 1
*
0 | 0.091558747674885493523834576750803590619 | 0.016409172223442270961560488921255256306
f(z) = 81/92*z^3 - 265/92*z + 1
*
[ 2 ] 
f(z) = 81/94*z^3 - 277/94*z + 1
*
0 | 0.10430692173236955302159709741048195052 | 0.018643843203899608900853937771378669617
f(z) = 81/94*z^3 - 269/94*z + 1
*
0 | 0.11709841863169021917805627256485198547 | 0.020902523201623604745907955778757291173
f(z) = 81/95*z^3 - 271/95*z + 1
*
0 | 0.11701000068902645393121272192467398918 | 0.020832253736962332829810376997849712080
f(z) = 81/97*z^3 - 275/97*z + 1
*
0 | 0.10413008124934559838754827432716494782 | 0.018515248420686011200994957363969756845
f(z) = 81/98*z^3 - 277/98*z + 1
*
[ 2 ] 
f(z) = 81/98*z^3 - 275/98*z + 1
*
0 | 0.11754797274833106128084723962105008873 | 0.021081249231992233586037317531814954559
f(z) = 82/91*z^3 - 264/91*z + 1
*
0 | 0.097118970027985245629739613346335501035 | 0.017370630689451425431900665207031320618
f(z) = 82/93*z^3 - 268/93*z + 1
*
0 | 0.11737649565425196102406346015191179539 | 0.020938394589412934934702486144635608382
f(z) = 82/95*z^3 - 272/95*z + 1
*
0 | 0.11728961763805501844155764044207735586 | 0.020868550204930825274944518269691696529
f(z) = 82/97*z^3 - 276/97*z + 1
*
0 | 0.10363884232526001406086181843910096117 | 0.018392672952148744385765215276546129652
f(z) = 82/99*z^3 - 280/99*z + 1
*
0 | 0.11790215355833921803183032525861972090 | 0.021188196812646162437042946612515473134
f(z) = 83/89*z^3 - 261/89*z + 1
*
0 | 0.091462106057738962585915803635833209314 | 0.016414138146499305295378269765158874777
f(z) = 83/90*z^3 - 263/90*z + 1
*
0 | 0.11781892676736044245519152016503535121 | 0.021115525382366670840335522349722814063
f(z) = 83/91*z^3 - 265/91*z + 1
*
0 | 0.092106235985585851337166128718760949986 | 0.016485079082189598547707436990595462206
f(z) = 83/92*z^3 - 267/92*z + 1
*
0 | 0.097390321786442146077939977818211626242 | 0.017407568537230451220391833062833273325
f(z) = 83/93*z^3 - 269/93*z + 1
*
0 | 0.10485735094870082616296062692508883095 | 0.018717445006322638644673540814153164647
f(z) = 83/94*z^3 - 271/94*z + 1
*
0 | 0.11765033926389779441907489254539886738 | 0.020973514719315660405396707056762216980
f(z) = 83/95*z^3 - 273/95*z + 1
*
0 | 0.071591980266790497006157084284387671640 | 0.012746109645901830529130144165926229211
f(z) = 83/96*z^3 - 275/96*z + 1
*
0 | 0.11756494726396168055958292935162517462 | 0.020904086293227398853738431657418918101
f(z) = 83/97*z^3 - 277/97*z + 1
*
0 | 0.10468656284133502870762868782902267243 | 0.018590414798335836371314481560493460351
f(z) = 83/98*z^3 - 279/98*z + 1
*
0 | 0.11816774422124812642531707846300813370 | 0.021221342203492007909227239478944348146
f(z) = 84/89*z^3 - 262/89*z + 1
*
0 | 0.11792008027458202507195657713684785464 | 0.021007908253578255567223349467996704373
f(z) = 84/95*z^3 - 274/95*z + 1
*
0 | 0.11783612320735905489554526801990337781 | 0.020938887111765991294211826111352687200
f(z) = 84/97*z^3 - 278/97*z + 1
*
0 | 0.082338400006026411768001875896922578685 | 0.014797034421452074346403662308160578748
f(z) = 85/88*z^3 - 261/88*z + 1
*
0 | 0.11842949424911786430340734566337602647 | 0.021253808413266722593708210670867827608
f(z) = 85/89*z^3 - 263/89*z + 1
*
0 | 0.11834894003764789994661972508131910512 | 0.021181971176406129076360066874225263143
f(z) = 85/91*z^3 - 267/91*z + 1
*
0 | 0.092637603463758657867229380429591659656 | 0.016558066570067003608689600145448546373
f(z) = 85/92*z^3 - 269/92*z + 1
*
0 | 0.097924089288883008029253397503791985685 | 0.017479830831846937711495491851141844214
f(z) = 85/93*z^3 - 271/93*z + 1
*
0 | 0.10539146363856948422288744881037886059 | 0.018788126134983879964007985131712375599
f(z) = 85/94*z^3 - 273/94*z + 1
*
0 | 0.072128888557847219575794194873517321606 | 0.012825153634122520552016064359210620839
f(z) = 85/96*z^3 - 277/96*z + 1
*
0 | 0.11810327276611935729753891102725628993 | 0.020972976570936193530851919251253185104
f(z) = 85/97*z^3 - 279/97*z + 1
*
0 | 0.11868751575199009956666098319786662910 | 0.021285616772401817559837516095217297557
f(z) = 86/89*z^3 - 264/89*z + 1
*
0 | 0.11860823329275289082102977603511326464 | 0.021214185206690551554308890962668029280
f(z) = 86/91*z^3 - 268/91*z + 1
*
0 | 0.098184676496458258611527740045101820754 | 0.017514831122343433018300089756612665556
f(z) = 86/93*z^3 - 272/93*z + 1
*
0 | 0.11844774741228818411256752641177072026 | 0.021074608420688606641196873916969338463
f(z) = 86/95*z^3 - 276/95*z + 1
*
0 | 0.11836651730147618511587708631514890050 | 0.021006377458157751194826669083041354761
f(z) = 86/97*z^3 - 280/97*z + 1
*
0 | 0.090456139272956810762468882429220023452 | 0.016233603513218719205972345119891340226
f(z) = 87/88*z^3 - 263/88*z + 1
*
0 | 0.11894191588741847607751422006610934139 | 0.021316787657616627821306119290317337195
f(z) = 87/89*z^3 - 265/89*z + 1
*
0 | 0.11886386491996559178960830068281351604 | 0.021245754580538311955321448356855995292
f(z) = 87/91*z^3 - 269/91*z + 1
*
0 | 0.093153796120882563379516677300020050156 | 0.016628314946424970642456382736492417924
f(z) = 87/92*z^3 - 271/92*z + 1
*
0 | 0.10591022498596044933282431182432970879 | 0.018856069286846982726956100543341980859
f(z) = 87/94*z^3 - 275/94*z + 1
*
0 | 0.11870590596122805725156783846350292305 | 0.021106958829810212764936236751588675111
f(z) = 87/95*z^3 - 277/95*z + 1
*
[ 3/11 ] 
f(z) = 88/81*z^3 - 272/99*z + 1
*
0 | 0.098924399718659704649869854379374669700 | 0.017765495588831106819749544868591782629
f(z) = 88/87*z^3 - 262/87*z + 1
*
0 | 0.11919279715428907221240331861626954857 | 0.021347340548398527903532559912966886751
f(z) = 88/89*z^3 - 266/89*z + 1
*
0 | 0.11911593932603942741382929382963999038 | 0.021276699076707448873889978682150125420
f(z) = 88/91*z^3 - 270/91*z + 1
*
0 | 0.098694848318896708931856758927877451590 | 0.017582860474282808808597500563448995741
f(z) = 88/93*z^3 - 274/93*z + 1
*
0 | 0.11896042744337390740772384955012190876 | 0.021138670326254204267651092081763584106
f(z) = 88/95*z^3 - 278/95*z + 1
*
0 | 0.10671734731265100295915311398654748078 | 0.019178175206656642998028421896900322664
f(z) = 89/86*z^3 - 261/86*z + 1
*
0 | 0.099171755818820829106868109663643583311 | 0.017797741276735944620862139925739373375
f(z) = 89/87*z^3 - 263/87*z + 1
*
0 | 0.088100862988737278328017397161601409472 | 0.015789449621454632428815654703617953936
f(z) = 89/88*z^3 - 265/88*z + 1
*
0 | 0.093003956870053109895902662904354359604 | 0.016623548662249661373784770596827215549
f(z) = 89/90*z^3 - 269/90*z + 1
*
0 | 0.11936455641112351956999823642361615371 | 0.021307037609812727857537323102122793625
f(z) = 89/91*z^3 - 271/91*z + 1
*
0 | 0.093655677080991141926802129116257110757 | 0.016695988588690828125059110210512752061
f(z) = 89/92*z^3 - 273/92*z + 1
*
0 | 0.098943607458585245393330846887921107940 | 0.017615745014015317537078415470443771208
f(z) = 89/93*z^3 - 275/93*z + 1
*
0 | 0.10641451483810163130656848268874012440 | 0.018921440895414758503394674799633941653
f(z) = 89/94*z^3 - 277/94*z + 1
*
0 | 0.11921141553730169874731929051020820217 | 0.021169762416348656862985305896691693515
f(z) = 89/95*z^3 - 279/95*z + 1
*
0 | 0.11968439139619055754409175863634216872 | 0.021406666088364745075534776457481525492
f(z) = 90/89*z^3 - 268/89*z + 1
*
0 | 0.11960981183009205909967655402818079088 | 0.021336788280347468657074701411846622098
f(z) = 90/91*z^3 - 272/91*z + 1
*
0 | 0.12007069001586226244406898258053607387 | 0.021577904514080653430216102655379547170
f(z) = 91/85*z^3 - 261/85*z + 1
*
0 | 0.10719912743261198530537590184014935157 | 0.019238363981606473682735763619121656682
f(z) = 91/86*z^3 - 263/86*z + 1
*
0 | 0.099654611052337357600549980513674166990 | 0.017860114048572829684477563331969820847
f(z) = 91/87*z^3 - 265/87*z + 1
*
0 | 0.091437259262604073901629141970662813367 | 0.016365346318555391513780730677725970851
f(z) = 91/88*z^3 - 267/88*z + 1
*
0 | 0.11992528842508965838629109568363133128 | 0.021435473662204255787406319353533120286
f(z) = 91/89*z^3 - 269/89*z + 1
*
0 | 0.093490088283597439617670227382165950260 | 0.016688344405539882501633592022836699001
f(z) = 91/90*z^3 - 271/90*z + 1
*
0 | 0.094144036197609020813108482344177717460 | 0.016761237828744734554545020072345703319
f(z) = 91/92*z^3 - 275/92*z + 1
*
0 | 0.099433093879053559167979862579129012888 | 0.017680082569028439831092337697277830799
f(z) = 91/93*z^3 - 277/93*z + 1
*
0 | 0.10690513770405183062310391520489316809 | 0.018984393030495171622768384720979810473
f(z) = 91/94*z^3 - 279/94*z + 1
*
-12/7 | 0.15291529893390800024444642916697563878 | 0.019926016656489733092177851402302638832
f(z) = 91/96*z^3 - 269/84*z + 1
*
0 | 0.12030637148347257820686699789469070959 | 0.021605410980267570540753747295268057301
f(z) = 92/85*z^3 - 262/85*z + 1
*
0 | 0.099891317318190853515356729544818970186 | 0.017890459990289994026804002983241020076
f(z) = 92/87*z^3 - 266/87*z + 1
*
0 | 0.12016303514420454404570772152386110754 | 0.021463733177715521996789201421812557020
f(z) = 92/89*z^3 - 270/89*z + 1
*
0 | 0.12009060049917296471031478317444265049 | 0.021394594640108568290044434371881840770
f(z) = 92/91*z^3 - 274/91*z + 1
*
0 | 0.099674003850387246304512841900250620096 | 0.017711569744435099415909861012002620455
f(z) = 92/93*z^3 - 278/93*z + 1
*
0 | 0.12053904428677485610383382822688156861 | 0.021632396303241565323274473422257928075
f(z) = 93/85*z^3 - 263/85*z + 1
*
0 | 0.10766848821719113746179345565355202715 | 0.019296362292624201821602262727370991087
f(z) = 93/86*z^3 - 265/86*z + 1
*
0 | 0.082717403776088059553382867742347160495 | 0.014784927794072344017564703801638759857
f(z) = 93/88*z^3 - 269/88*z + 1
*
0 | 0.12039771446462176190300989410189384063 | 0.021491460341020704180033402858018841120
f(z) = 93/89*z^3 - 271/89*z + 1
*
0 | 0.12032630592791059788877456888565348310 | 0.021422682860958834703420393118724356903
f(z) = 93/91*z^3 - 275/91*z + 1
*
0 | 0.094619598289411408397668290898508666480 | 0.016824200526636765399411655216814163398
f(z) = 93/92*z^3 - 277/92*z + 1
*
0 | 0.12076878554350417083865610058289270057 | 0.021658875163576816334952096110992309299
f(z) = 94/85*z^3 - 264/85*z + 1
*
0 | 0.10035569514658100242298423039257752029 | 0.017949549068241857255286972947114157379
f(z) = 94/87*z^3 - 268/87*z + 1
*
0 | 0.12062940600388314162130779665810122298 | 0.021518670223686358916462809682096246787
f(z) = 94/89*z^3 - 272/89*z + 1
*
0 | 0.12055899445134839164261164097371468738 | 0.021450248359814339685740264945964153619
f(z) = 94/91*z^3 - 276/91*z + 1
*
0 | 0.10014445178389698052952507193172554123 | 0.017772527252405556633812786043397500506
f(z) = 94/93*z^3 - 280/93*z + 1
*
0 | 0.12106372608669055509583303885368914966 | 0.021756363033079253135365774263611978625
f(z) = 95/83*z^3 - 261/83*z + 1
*
0 | 0.075015302082338376182041884248647125927 | 0.013462532020677136805486339295291097184
f(z) = 95/84*z^3 - 263/84*z + 1
*
0 | 0.10812606454675019659533341638795235998 | 0.019352291468930082301703793761908960773
f(z) = 95/86*z^3 - 267/86*z + 1
*
0 | 0.10058352035760673461843271590479652262 | 0.017978321584976024126801672051062587044
f(z) = 95/87*z^3 - 269/87*z + 1
*
0 | 0.092368155409183486912287415797284687521 | 0.016488075023492435041436054102399848027
f(z) = 95/88*z^3 - 271/88*z + 1
*
0 | 0.12085818626135862559119340705413799001 | 0.021545377296504188656617557395764735666
f(z) = 95/89*z^3 - 273/89*z + 1
*
0 | 0.12078874380649414971961697592806817268 | 0.021477305800276544066247587769268735038
f(z) = 95/91*z^3 - 277/91*z + 1
*
0 | 0.095083030229692644926387491215301384638 | 0.016885003426196640049843645291383041459
f(z) = 95/92*z^3 - 279/92*z + 1
*
0 | 0.12128692079312816579997511676913176599 | 0.021781504486873220183925086788371393542
f(z) = 96/83*z^3 - 262/83*z + 1
*
0 | 0.12121976715679693159573498008519094366 | 0.021710369355155299578478848339817914020
f(z) = 96/85*z^3 - 266/85*z + 1
*
[ 1/4 ] 
f(z) = 96/85*z^3 - 261/85*z + 1
*
0 | 0.12108412878190272411850175498239127289 | 0.021571595461023214035319502570956432652
f(z) = 96/89*z^3 - 274/89*z + 1
*
[ 1/4 ] 
f(z) = 96/89*z^3 - 273/89*z + 1
*
[ 1/4 ] 
f(z) = 96/91*z^3 - 279/91*z + 1
*
0 | 0.12101562870605334200423750000509357328 | 0.021503869265763409757442100425906337249
f(z) = 96/91*z^3 - 278/91*z + 1
*
[ -2 ] 
f(z) = 97/82*z^3 - 265/82*z + 1
*
0 | 0.10870499389379138557334470235095048999 | 0.019535375187184114273134236616618723764
f(z) = 97/82*z^3 - 261/82*z + 1
*
0 | 0.12150742201431962129328706604231057440 | 0.021806185061045572796723733530972689321
f(z) = 97/83*z^3 - 263/83*z + 1
*
0 | 0.075459885996584938141549160988084168509 | 0.013523931865867239581958359972996707656
f(z) = 97/84*z^3 - 265/84*z + 1
*
0 | 0.12144114746879293084010615991459167143 | 0.021735411271916465096836152762720881289
f(z) = 97/85*z^3 - 267/85*z + 1
*
0 | 0.10857244303373328982069736673388389841 | 0.019406263463310256592035324139929890377
f(z) = 97/86*z^3 - 269/86*z + 1
*
0 | 0.10103080558967535139179805516100417335 | 0.018034391775683629772427707108754086497
f(z) = 97/87*z^3 - 271/87*z + 1
*
0 | 0.089963896267234309202235124127325058038 | 0.016037855176392406087152530235394491918
f(z) = 97/88*z^3 - 273/88*z + 1
*
0 | 0.12130730430873553551386711813978714855 | 0.021597338079013293629952427394949012341
f(z) = 97/89*z^3 - 275/89*z + 1
*
0 | 0.094875047144654630123731078829465734039 | 0.016869621589953546727403230852268006386
f(z) = 97/90*z^3 - 277/90*z + 1
*
0 | 0.12123972099619423026321193907362427612 | 0.021529952289768138532814019291959723626
f(z) = 97/91*z^3 - 279/91*z + 1
*
0 | 0.12172529489202900259783707367845689645 | 0.021830417143396019931218997011455477606
f(z) = 98/83*z^3 - 264/83*z + 1
*
0 | 0.12165987642353488063203336614398040156 | 0.021759999951282061353085558768014952919
f(z) = 98/85*z^3 - 268/85*z + 1
*
0 | 0.10124936874229593942677061102552058656 | 0.018061531168044950134264797581973208418
f(z) = 98/87*z^3 - 272/87*z + 1
*
0 | 0.12152778092640114510402642945084367768 | 0.021622618000023114825084424653013700474
f(z) = 98/89*z^3 - 276/89*z + 1
*
[ -2 ] 
f(z) = 99/82*z^3 - 273/82*z + 1
*
0 | 0.10913733750736930211677324005943189592 | 0.019586202548804122795506929799954450054
f(z) = 99/82*z^3 - 263/82*z + 1
*
0 | 0.12194060219948780064402364606363604608 | 0.021854212659469527409351522700422353837
f(z) = 99/83*z^3 - 265/83*z + 1
*
0 | 0.12187601769555851702946305215286060398 | 0.021784147461103187891850148515021831839
f(z) = 99/85*z^3 - 269/85*z + 1
*
0 | 0.10900816687033432001875569057463754970 | 0.019458381793697257574485302311029516112
f(z) = 99/86*z^3 - 271/86*z + 1
*
[ -2 ] 
f(z) = 99/86*z^3 - 267/86*z + 1
*
0 | 0.12174562419457750053319942874804351789 | 0.021647447587180767956915313014242651141
f(z) = 99/89*z^3 - 277/89*z + 1
*
6/5 | 0.20247886377244399924945567107043181083 | 0.028973510652458132573542785087170437634
f(z) = 95/96*z^3 - 271/120*z + 1
*
[ 14/9 ] 
f(z) = 99/98*z^3 - 263/126*z + 1
*
[ 3/8 ] 
f(z) = 92/81*z^3 - 263/144*z + 1
*
-33/20 | 0.17721734871196724178886347778372457082 | 0.026347189892313414673943010116640437344
f(z) = 80/99*z^3 - 278/165*z + 1
*
[ 4/9 ] 
f(z) = 81/94*z^3 - 267/188*z + 1
*
[ 4/9 ] 
f(z) = 81/98*z^3 - 277/196*z + 1
*
[ 4/9 ] 
f(z) = 99/80*z^3 - 269/180*z + 1
*
[ 6/5 ] 
f(z) = 85/84*z^3 - 271/210*z + 1
*
[ 22/19 ] 
f(z) = 95/88*z^3 - 274/209*z + 1
*
[ -7/4 ] 
f(z) = 89/98*z^3 - 271/224*z + 1
*
[ -20/13 ] 
f(z) = 91/80*z^3 - 271/260*z + 1
*
-1/12 | 0.16742643157583741586440574684741392609 | 0.029565177465589191313211850970359603490
f(z) = 96/91*z^3 - 275/273*z + 1
*
[ -5/3 ] 
f(z) = 87/95*z^3 - 269/285*z + 1
*
[ 2/3 ] 
f(z) = 87/98*z^3 - 263/294*z + 1
*
[ 2/3 ] 
f(z) = 93/94*z^3 - 265/282*z + 1
*
[ 2/3 ] 
f(z) = 93/98*z^3 - 271/294*z + 1
*
[ 14/3 ] 
f(z) = 81/98*z^3 - 241/14*z + 1
*
-24/7 | 0.17223972249548282039394012905672559689 | 0.022280212286316284487179160010499545391
f(z) = 98/81*z^3 - 253/18*z + 1
*
[ 3 ] 
f(z) = 89/90*z^3 - 247/30*z + 1
*
[ 3 ] 
f(z) = 89/99*z^3 - 245/33*z + 1
*
[ 3 ] 
f(z) = 91/90*z^3 - 253/30*z + 1
*
[ 3 ] 
f(z) = 91/99*z^3 - 251/33*z + 1
*
[ 3 ] 
f(z) = 92/99*z^3 - 254/33*z + 1
*
[ 3 ] 
f(z) = 94/99*z^3 - 260/33*z + 1
*
[ -3 ] 
f(z) = 95/99*z^3 - 241/33*z + 1
*
[ -3 ] 
f(z) = 97/90*z^3 - 251/30*z + 1
*
[ -3 ] 
f(z) = 97/99*z^3 - 247/33*z + 1
*
[ -3 ] 
f(z) = 98/99*z^3 - 250/33*z + 1
*
[ -10/3 ] 
f(z) = 99/80*z^3 - 249/20*z + 1
*
[ 3/20 ] 
f(z) = 80/81*z^3 - 256/45*z + 1
*
9/7 | 0.18059099081311958372260090695128235142 | 0.023396599191074588351560419284160065972
f(z) = 91/81*z^3 - 250/63*z + 1
*
4/3 | 0.17407585109136282810853707040047754452 | 0.025071695483755416575250256548531230076
f(z) = 93/80*z^3 - 259/60*z + 1
*
[ -12/5 ] 
f(z) = 95/96*z^3 - 257/60*z + 1
*
[ 3/14 ] 
f(z) = 98/99*z^3 - 245/66*z + 1
*
[ 1/4 ] 
f(z) = 80/81*z^3 - 248/81*z + 1
*
0 | 0.10386085020496105673549840035502573525 | 0.018921848887085781522776833963603185434
f(z) = 80/81*z^3 - 242/81*z + 1
*
[ 1/4 ] 
f(z) = 80/83*z^3 - 254/83*z + 1
*
0 | 0.11733935630833981625623417024061089552 | 0.021313767489293930818942925278954287860
f(z) = 80/83*z^3 - 246/83*z + 1
*
0 | 0.096824319395656230232434301232675590921 | 0.017485727739493914969434940437538467537
f(z) = 80/87*z^3 - 254/87*z + 1
*
0 | 0.11708113550695466840051620919181626192 | 0.021084456624693284602449365672679553340
f(z) = 80/89*z^3 - 258/89*z + 1
*
0 | 0.092065280111983381185068517306908811563 | 0.016785540326903379263552850916408321593
f(z) = 81/80*z^3 - 241/80*z + 1
*
0 | 0.10481912485236717348077433119971694549 | 0.019053663878465382668639864264542316880
f(z) = 81/82*z^3 - 245/82*z + 1
*
0 | 0.11761284100279980984802825775905783611 | 0.021347712997625573964883067481438608114
f(z) = 81/83*z^3 - 247/83*z + 1
*
0 | 0.11752893567180008862860452951868446253 | 0.021270461800416211003201110756727913502
f(z) = 81/85*z^3 - 251/85*z + 1
*
[ 17/9 ] 
f(z) = 81/85*z^3 - 249/85*z + 1
*
0 | 0.10465131042457043578185417432455920898 | 0.018912695489403630991501082909917467172
f(z) = 81/86*z^3 - 253/86*z + 1
*
0 | 0.086024706055841384689603345320047633606 | 0.015502527761333757721307727052482750046
f(z) = 81/88*z^3 - 257/88*z + 1
*
0 | 0.11735897519079626543638946696445360989 | 0.021119778025829794240743865877869439465
f(z) = 81/89*z^3 - 259/89*z + 1
*
0 | 0.10440100394882039871635884363492173581 | 0.018991778979667658551734158333822760596
f(z) = 82/81*z^3 - 244/81*z + 1
*
0 | 0.11788226290444622484119774969058724959 | 0.021380935227727844052073481575664314045
f(z) = 82/83*z^3 - 248/83*z + 1
*
0 | 0.11779973497318278877334576333920011757 | 0.021304140646136720175474957299500395182
f(z) = 82/85*z^3 - 252/85*z + 1
*
0 | 0.097372882150507567573066137427497874842 | 0.017559921774450341290137368956737676466
f(z) = 82/87*z^3 - 256/87*z + 1
*
0 | 0.11763260487995269931447441133798388125 | 0.021154349895494713009903592383359369135
f(z) = 82/89*z^3 - 260/89*z + 1
*
0 | 0.092596206154150103826238493640335930800 | 0.016856939815666558343769856234072770634
f(z) = 83/80*z^3 - 243/80*z + 1
*
0 | 0.10466517538889072495492243052279542521 | 0.019025679468793180668372468473877096431
f(z) = 83/81*z^3 - 245/81*z + 1
*
0 | 0.10535269038135404032000296086603373584 | 0.019122393257512718090624967016398278334
f(z) = 83/82*z^3 - 247/82*z + 1
*
0 | 0.072092775733339711481222012053417587498 | 0.013047396571378213824293101333737221549
f(z) = 83/84*z^3 - 251/84*z + 1
*
0 | 0.11806654774290448788127159000930636118 | 0.021337111364278015126433571806854753981
f(z) = 83/85*z^3 - 253/85*z + 1
*
0 | 0.10519029536888410563793152447239345758 | 0.018983088335654442890980588543964452977
f(z) = 83/86*z^3 - 255/86*z + 1
*
0 | 0.097641050676506486060631297112861891328 | 0.017595911316171868491603810798362313486
f(z) = 83/87*z^3 - 257/87*z + 1
*
0 | 0.089418931480522875615728418547939004187 | 0.016091721839810603550498189539477823442
f(z) = 83/88*z^3 - 259/88*z + 1
*
0 | 0.11840939900530678427686081964788649872 | 0.021445302387678867415909823082082848252
f(z) = 84/83*z^3 - 250/83*z + 1
*
0 | 0.11832949225820228796440362745194083138 | 0.021369396636030492392421709647468713645
f(z) = 84/85*z^3 - 254/85*z + 1
*
0 | 0.10518227726665776455639793382775018657 | 0.019091461853827971271309669074050993977
f(z) = 85/81*z^3 - 247/81*z + 1
*
0 | 0.10587103439270484755498094279665456285 | 0.019188389349103716735626894586951550408
f(z) = 85/82*z^3 - 249/82*z + 1
*
0 | 0.11866734014946770177338760969098757842 | 0.021476490969465018609055093480727386927
f(z) = 85/83*z^3 - 251/83*z + 1
*
0 | 0.072612601903826280734612043686370370942 | 0.013122626204381748129042262746936141835
f(z) = 85/84*z^3 - 253/84*z + 1
*
0 | 0.10571371402077680051028395615523838247 | 0.019050687430387420139469377530693354537
f(z) = 85/86*z^3 - 257/86*z + 1
*
0 | 0.098165765336315654453276483132753398826 | 0.017665791391481703522266307089785862938
f(z) = 85/87*z^3 - 259/87*z + 1
*
0 | 0.10543542075802389703044757341041012941 | 0.019123385031748604625970069806446029376
f(z) = 86/81*z^3 - 248/81*z + 1
*
0 | 0.11892167303031905814281397114521213059 | 0.021507043701656545855060270949309095869
f(z) = 86/83*z^3 - 252/83*z + 1
*
0 | 0.11884422343979501321511527757544778945 | 0.021431996474361521249533208440765808138
f(z) = 86/85*z^3 - 256/85*z + 1
*
0 | 0.098422536617270629500002287825911412668 | 0.017699725168278707548895587178147334568
f(z) = 86/87*z^3 - 260/87*z + 1
*
0 | 0.093613735444044180897929933050876895314 | 0.016991674887332501250965914955661566823
f(z) = 87/80*z^3 - 247/80*z + 1
*
0 | 0.10637501737670798969798864880017213315 | 0.019251818547462414688575997117008024124
f(z) = 87/82*z^3 - 251/82*z + 1
*
0 | 0.11917249912452854195737024152587189122 | 0.021536980067516250929106544323032022190
f(z) = 87/83*z^3 - 253/83*z + 1
*
0 | 0.11909622139845349031380641070070000375 | 0.021462351493546392747135106220530186577
f(z) = 87/85*z^3 - 257/85*z + 1
*
0 | 0.10622245915166455466528749225969596719 | 0.019115664183278105923534516520244125743
f(z) = 87/86*z^3 - 259/86*z + 1
*
0 | 0.10593139167934569901752250527317540366 | 0.019185391919854308961453745953790101674
f(z) = 88/81*z^3 - 250/81*z + 1
*
0 | 0.11941991560578593587339963549367812916 | 0.021566318709902468314935503186828903580
f(z) = 88/83*z^3 - 254/83*z + 1
*
0 | 0.11934477425516904585302422782300706521 | 0.021492102081786293456648213004511166070
f(z) = 88/85*z^3 - 258/85*z + 1
*
0 | 0.094101958690379037688697860942561309887 | 0.017055326154333751062561904552848054264
f(z) = 89/80*z^3 - 249/80*z + 1
*
0 | 0.10617440619237517881782290113924033453 | 0.019215511807265233138235290368931459939
f(z) = 89/81*z^3 - 251/81*z + 1
*
0 | 0.10686542754644221578118177238558448355 | 0.019312833077112271935725541593387330241
f(z) = 89/82*z^3 - 253/82*z + 1
*
0 | 0.11966401558912395462595988868146036329 | 0.021595077478976454227298769494643736839
f(z) = 89/83*z^3 - 255/83*z + 1
*
0 | 0.073612611565861348612790516234486591787 | 0.013265741979324714148769367071522275897
f(z) = 89/84*z^3 - 257/84*z + 1
*
0 | 0.11958997673246148023069485779133104569 | 0.021521266341986704491629726694224674643
f(z) = 89/85*z^3 - 259/85*z + 1
*
0 | 0.11990488835785188129074202188715272599 | 0.021623273476527214038316210647813948948
f(z) = 90/83*z^3 - 256/83*z + 1
*
0 | 0.094577458011867531925237089873314622635 | 0.017116688722848577349207293984184773673
f(z) = 91/80*z^3 - 251/80*z + 1
*
0 | 0.10665093264123006550811107909843769105 | 0.019274069331012505451439373328615571122
f(z) = 91/81*z^3 - 253/81*z + 1
*
0 | 0.10734298884784065213548507174686518722 | 0.019371572561573894343233063421166077199
f(z) = 91/82*z^3 - 255/82*z + 1
*
[ -2 ] 
f(z) = 91/82*z^3 - 241/82*z + 1
*
0 | 0.12014261957458791516379951467218467901 | 0.021650923097201775573022100794740835362
f(z) = 91/83*z^3 - 257/83*z + 1
*
4/7 | 0.20047477059510198906037796365152208209 | 0.026279649652603388509823566430551669226
f(z) = 91/96*z^3 - 257/84*z + 1
*
0 | 0.10688460980742411232354637734295863955 | 0.019302538848711028920154531190006140190
f(z) = 92/81*z^3 - 254/81*z + 1
*
0 | 0.12037729147772819849933521132912305504 | 0.021678042066900326499132992892754039339
f(z) = 92/83*z^3 - 258/83*z + 1
*
0 | 0.095040889480369011487981162988390336290 | 0.017175890053281787693008081688475055845
f(z) = 93/80*z^3 - 253/80*z + 1
*
0 | 0.10780836787333130984811779217365206887 | 0.019428165378158983547996527196950127000
f(z) = 93/82*z^3 - 257/82*z + 1
*
[ -2 ] 
f(z) = 93/82*z^3 - 249/82*z + 1
*
0 | 0.12060898306455932051842766784689622155 | 0.021704645478570279208649705420930951341
f(z) = 93/83*z^3 - 259/83*z + 1
*
[ -2 ] 
f(z) = 93/86*z^3 - 243/86*z + 1
*
0 | 0.10734318106544490727599086483863199118 | 0.019357934374545430389640398341697163624
f(z) = 94/81*z^3 - 256/81*z + 1
*
0 | 0.12083777026210457636927620123945531610 | 0.021730747825610796453714960335451861527
f(z) = 94/83*z^3 - 260/83*z + 1
*
0 | 0.10756822185725743572396531353292947098 | 0.019384888621380037946018093175667686588
f(z) = 95/81*z^3 - 257/81*z + 1
*
0 | 0.10826217985670507671617653064144479770 | 0.019482729833392297169895476903801208031
f(z) = 95/82*z^3 - 259/82*z + 1
*
[ -2 ] 
f(z) = 95/82*z^3 - 257/82*z + 1
*
[ -2 ] 
f(z) = 95/86*z^3 - 251/86*z + 1
*
[ 1/4 ] 
f(z) = 96/83*z^3 - 255/83*z + 1
*
[ 7/4 ] 
f(z) = 96/91*z^3 - 255/91*z + 1
*
0 | 0.095933927207931224216033130992020957732 | 0.017288270288646203102660496906855637089
f(z) = 97/80*z^3 - 257/80*z + 1
*
0 | 0.10801016002367849381081805580598854373 | 0.019437376651643948551579864282843714829
f(z) = 97/81*z^3 - 259/81*z + 1
*
[ -2 ] 
f(z) = 97/86*z^3 - 259/86*z + 1
*
[ -2 ] 
f(z) = 97/90*z^3 - 253/90*z + 1
*
[ -2 ] 
f(z) = 97/94*z^3 - 247/94*z + 1
*
[ -2 ] 
f(z) = 97/98*z^3 - 241/98*z + 1
*
0 | 0.10822718827426705600142782151414384386 | 0.019462935563621164414571696015799136107
f(z) = 98/81*z^3 - 260/81*z + 1
*
0 | 0.096364614235645922112023583879677639393 | 0.017341658436372983432014450920793143733
f(z) = 99/80*z^3 - 259/80*z + 1
*
[ 5/3 ] 
f(z) = 99/80*z^3 - 243/80*z + 1
*
[ 5/3 ] 
f(z) = 99/85*z^3 - 241/85*z + 1
*
[ -2 ] 
f(z) = 99/94*z^3 - 255/94*z + 1
*
[ -2 ] 
f(z) = 99/98*z^3 - 249/98*z + 1
*
[ 8/5 ] 
f(z) = 95/96*z^3 - 259/120*z + 1
*
[ 3/2 ] 
f(z) = 95/99*z^3 - 241/132*z + 1
*
[ 3/2 ] 
f(z) = 97/90*z^3 - 251/120*z + 1
*
[ 3/2 ] 
f(z) = 97/99*z^3 - 247/132*z + 1
*
[ 4/3 ] 
f(z) = 81/82*z^3 - 247/164*z + 1
*
[ 4/9 ] 
f(z) = 81/86*z^3 - 247/172*z + 1
*
[ 4/3 ] 
f(z) = 81/86*z^3 - 245/172*z + 1
*
[ 5/4 ] 
f(z) = 88/85*z^3 - 241/170*z + 1
*
-7/6 | 0.21954010590595361631892165246090696309 | 0.029544981852619741415131083329349344058
f(z) = 93/98*z^3 - 241/168*z + 1
*
33/40 | 0.18226280302188499966804718464669843694 | 0.023725890739176889979119455713729238600
f(z) = 80/81*z^3 - 241/180*z + 1
*
[ 4/3 ] 
f(z) = 81/94*z^3 - 241/188*z + 1
*
[ 22/17 ] 
f(z) = 85/88*z^3 - 260/187*z + 1
*
[ 1/2 ] 
f(z) = 86/99*z^3 - 241/198*z + 1
*
[ -18/11 ] 
f(z) = 88/81*z^3 - 257/198*z + 1
*
[ -7/4 ] 
f(z) = 88/91*z^3 - 253/182*z + 1
*
[ 1/2 ] 
f(z) = 94/97*z^3 - 241/194*z + 1
*
[ 1/2 ] 
f(z) = 94/99*z^3 - 245/198*z + 1
*
[ 1/2 ] 
f(z) = 98/97*z^3 - 243/194*z + 1
*
[ 10/9 ] 
f(z) = 99/80*z^3 - 257/180*z + 1
*
[ 27/28 ] 
f(z) = 98/81*z^3 - 251/216*z + 1
*
[ -7/4 ] 
f(z) = 85/98*z^3 - 243/224*z + 1
*
[ -7/4 ] 
f(z) = 87/98*z^3 - 257/224*z + 1
*
[ 3/5 ] 
f(z) = 91/81*z^3 - 241/225*z + 1
*
[ 3/5 ] 
f(z) = 92/81*z^3 - 242/225*z + 1
*
[ 3/5 ] 
f(z) = 94/81*z^3 - 244/225*z + 1
*
[ 3/5 ] 
f(z) = 97/81*z^3 - 247/225*z + 1
*
[ 3/5 ] 
f(z) = 98/81*z^3 - 248/225*z + 1
*
[ 10/11 ] 
f(z) = 99/80*z^3 - 247/220*z + 1
*
[ 20/33 ] 
f(z) = 99/80*z^3 - 243/220*z + 1
*
[ 2/3 ] 
f(z) = 87/86*z^3 - 245/258*z + 1
*
[ 9/14 ] 
f(z) = 91/81*z^3 - 257/252*z + 1
*
[ 2/3 ] 
f(z) = 93/82*z^3 - 247/246*z + 1
*
[ 2/3 ] 
f(z) = 93/86*z^3 - 253/258*z + 1
*
[ 3/4 ] 
f(z) = 96/83*z^3 - 245/249*z + 1
*
[ 5/6 ] 
f(z) = 96/85*z^3 - 251/255*z + 1
*
[ 3/4 ] 
f(z) = 96/85*z^3 - 247/255*z + 1
*
[ 10/13 ] 
f(z) = 91/80*z^3 - 253/260*z + 1
*
[ 3/4 ] 
f(z) = 96/89*z^3 - 251/267*z + 1
*
[ 3/4 ] 
f(z) = 96/91*z^3 - 253/273*z + 1
*
[ -5/3 ] 
f(z) = 84/95*z^3 - 244/285*z + 1
*
[ 2/3 ] 
f(z) = 87/94*z^3 - 257/282*z + 1
*
[ 7/10 ] 
f(z) = 95/98*z^3 - 253/280*z + 1
*
[ 3/4 ] 
f(z) = 96/97*z^3 - 259/291*z + 1
*
[ -14/3 ] 
f(z) = 81/98*z^3 - 235/14*z + 1
*
-10/3 | 0.18806647892968508144494441935058022773 | 0.027403921471865633714273975121715778432
f(z) = 81/80*z^3 - 239/20*z + 1
*
[ 3 ] 
f(z) = 82/99*z^3 - 224/33*z + 1
*
[ 3 ] 
f(z) = 83/90*z^3 - 229/30*z + 1
*
[ 3 ] 
f(z) = 83/99*z^3 - 227/33*z + 1
*
[ 3 ] 
f(z) = 85/99*z^3 - 233/33*z + 1
*
[ 3 ] 
f(z) = 86/99*z^3 - 236/33*z + 1
*
[ -3 ] 
f(z) = 89/90*z^3 - 227/30*z + 1
*
[ -3 ] 
f(z) = 89/99*z^3 - 223/33*z + 1
*
[ -3 ] 
f(z) = 91/90*z^3 - 233/30*z + 1
*
[ -3 ] 
f(z) = 91/99*z^3 - 229/33*z + 1
*
[ -3 ] 
f(z) = 92/99*z^3 - 232/33*z + 1
*
[ -3 ] 
f(z) = 94/99*z^3 - 238/33*z + 1
*
[ -8/3 ] 
f(z) = 81/80*z^3 - 233/40*z + 1
*
6/7 | 0.23546762975527571307969059380408263340 | 0.029639104035408858071478876056979908100
f(z) = 91/96*z^3 - 235/56*z + 1
*
[ 15/7 ] 
f(z) = 98/81*z^3 - 226/45*z + 1
*
-2 | 0.092202804876291653471245088408026072558 | 0.015136777911689824976476717335651949605
f(z) = 99/92*z^3 - 221/46*z + 1
*
2 | 0.19511554931753905366998340069986851307 | 0.028536792723978476229676735314013200734
f(z) = 81/80*z^3 - 233/60*z + 1
*
[ -12/5 ] 
f(z) = 85/96*z^3 - 221/60*z + 1
*
4/3 | 0.14596896208619043424974519557860868935 | 0.021403022262860073268172524907261431891
f(z) = 93/80*z^3 - 229/60*z + 1
*
3/2 | 0.18988631404859482349746124103871874510 | 0.024827377573362891574770479189452069035
f(z) = 80/81*z^3 - 233/90*z + 1
*
[ 16/9 ] 
f(z) = 81/80*z^3 - 221/80*z + 1
*
[ -19/9 ] 
f(z) = 81/95*z^3 - 221/95*z + 1
*
[ -2 ] 
f(z) = 87/82*z^3 - 225/82*z + 1
*
[ -2 ] 
f(z) = 89/82*z^3 - 233/82*z + 1
*
[ -2 ] 
f(z) = 89/86*z^3 - 227/86*z + 1
*
[ -2 ] 
f(z) = 89/90*z^3 - 221/90*z + 1
*
[ -2 ] 
f(z) = 91/86*z^3 - 235/86*z + 1
*
[ -2 ] 
f(z) = 91/90*z^3 - 229/90*z + 1
*
[ -2 ] 
f(z) = 91/94*z^3 - 223/94*z + 1
*
[ -2 ] 
f(z) = 93/94*z^3 - 231/94*z + 1
*
[ -2 ] 
f(z) = 93/98*z^3 - 225/98*z + 1
*
[ -2 ] 
f(z) = 95/94*z^3 - 239/94*z + 1
*
[ -2 ] 
f(z) = 95/98*z^3 - 233/98*z + 1
*
-5/3 | 0.11430506561888680510905397932242762923 | 0.021070252306574114060719893915236485768
f(z) = 99/80*z^3 - 227/80*z + 1
*
[ 5/3 ] 
f(z) = 99/95*z^3 - 237/95*z + 1
*
[ 3/8 ] 
f(z) = 80/99*z^3 - 235/132*z + 1
*
[ 8/5 ] 
f(z) = 85/96*z^3 - 227/120*z + 1
*
[ 3/2 ] 
f(z) = 89/90*z^3 - 227/120*z + 1
*
[ 3/2 ] 
f(z) = 89/99*z^3 - 223/132*z + 1
*
[ 3/2 ] 
f(z) = 91/90*z^3 - 233/120*z + 1
*
[ 3/2 ] 
f(z) = 91/99*z^3 - 229/132*z + 1
*
[ 14/33 ] 
f(z) = 99/98*z^3 - 237/154*z + 1
*
[ 4/9 ] 
f(z) = 81/82*z^3 - 237/164*z + 1
*
[ -16/9 ] 
f(z) = 81/88*z^3 - 237/176*z + 1
*
[ 1/2 ] 
f(z) = 86/89*z^3 - 221/178*z + 1
*
[ 1/2 ] 
f(z) = 90/89*z^3 - 223/178*z + 1
*
-8/7 | 0.10021566762694518244799098797655671426 | 0.014694344158180568302987667552507882361
f(z) = 91/96*z^3 - 229/168*z + 1
*
[ 1/2 ] 
f(z) = 94/87*z^3 - 221/174*z + 1
*
[ 1/2 ] 
f(z) = 94/89*z^3 - 225/178*z + 1
*
[ 9/19 ] 
f(z) = 95/81*z^3 - 235/171*z + 1
*
[ 6/5 ] 
f(z) = 95/88*z^3 - 229/165*z + 1
*
[ 1/2 ] 
f(z) = 98/87*z^3 - 223/174*z + 1
*
[ 1/2 ] 
f(z) = 98/89*z^3 - 227/178*z + 1
*
[ 4/3 ] 
f(z) = 81/98*z^3 - 239/196*z + 1
*
[ 1/2 ] 
f(z) = 82/91*z^3 - 223/182*z + 1
*
[ 1/2 ] 
f(z) = 82/93*z^3 - 227/186*z + 1
*
[ 1/2 ] 
f(z) = 82/95*z^3 - 231/190*z + 1
*
[ 1/2 ] 
f(z) = 82/97*z^3 - 235/194*z + 1
*
[ 1/2 ] 
f(z) = 82/99*z^3 - 239/198*z + 1
*
[ 1/2 ] 
f(z) = 86/91*z^3 - 225/182*z + 1
*
[ 1/2 ] 
f(z) = 86/93*z^3 - 229/186*z + 1
*
[ 1/2 ] 
f(z) = 86/95*z^3 - 233/190*z + 1
*
[ 1/2 ] 
f(z) = 86/97*z^3 - 237/194*z + 1
*
-15/11 | 0.22234267907290825989050825291105602079 | 0.029038552140702266804443595854020758818
f(z) = 88/81*z^3 - 235/198*z + 1
*
[ 6/11 ] 
f(z) = 88/81*z^3 - 229/198*z + 1
*
[ 5/4 ] 
f(z) = 88/95*z^3 - 237/190*z + 1
*
[ 1/2 ] 
f(z) = 90/91*z^3 - 227/182*z + 1
*
[ 1/2 ] 
f(z) = 90/97*z^3 - 239/194*z + 1
*
[ 1/2 ] 
f(z) = 94/91*z^3 - 229/182*z + 1
*
[ 1/2 ] 
f(z) = 94/93*z^3 - 233/186*z + 1
*
[ 1/2 ] 
f(z) = 94/95*z^3 - 237/190*z + 1
*
[ 1/2 ] 
f(z) = 98/93*z^3 - 235/186*z + 1
*
[ 1/2 ] 
f(z) = 98/95*z^3 - 239/190*z + 1
*
[ 10/9 ] 
f(z) = 81/92*z^3 - 227/230*z + 1
*
[ 7/12 ] 
f(z) = 81/98*z^3 - 223/224*z + 1
*
[ 3/5 ] 
f(z) = 82/81*z^3 - 232/225*z + 1
*
[ 3/5 ] 
f(z) = 83/81*z^3 - 233/225*z + 1
*
[ -7/4 ] 
f(z) = 83/98*z^3 - 229/224*z + 1
*
[ 3/5 ] 
f(z) = 86/81*z^3 - 236/225*z + 1
*
[ 3/5 ] 
f(z) = 88/81*z^3 - 238/225*z + 1
*
[ 9/10 ] 
f(z) = 88/81*z^3 - 223/225*z + 1
*
[ 3/5 ] 
f(z) = 89/81*z^3 - 239/225*z + 1
*
[ 9/10 ] 
f(z) = 92/81*z^3 - 232/225*z + 1
*
[ 12/19 ] 
f(z) = 95/96*z^3 - 223/228*z + 1
*
[ 7/12 ] 
f(z) = 99/98*z^3 - 237/224*z + 1
*
[ 5/6 ] 
f(z) = 84/85*z^3 - 226/255*z + 1
*
[ 2/3 ] 
f(z) = 87/82*z^3 - 239/246*z + 1
*
[ 3/4 ] 
f(z) = 80/89*z^3 - 224/267*z + 1
*
[ 3/4 ] 
f(z) = 80/91*z^3 - 226/273*z + 1
*
[ 3/4 ] 
f(z) = 94/99*z^3 - 229/264*z + 1
*
[ 14/19 ] 
f(z) = 95/98*z^3 - 235/266*z + 1
*
[ 3/4 ] 
f(z) = 98/99*z^3 - 235/264*z + 1
*
[ 3/4 ] 
f(z) = 80/97*z^3 - 232/291*z + 1
*
[ 5/6 ] 
f(z) = 84/95*z^3 - 232/285*z + 1
*
[ 7/10 ] 
f(z) = 85/98*z^3 - 239/280*z + 1
*
[ 3 ] 
f(z) = 80/99*z^3 - 218/33*z + 1
*
[ 28/9 ] 
f(z) = 81/98*z^3 - 205/28*z + 1
*
[ -3 ] 
f(z) = 82/99*z^3 - 202/33*z + 1
*
[ -3 ] 
f(z) = 83/90*z^3 - 209/30*z + 1
*
[ -3 ] 
f(z) = 83/99*z^3 - 205/33*z + 1
*
[ -3 ] 
f(z) = 85/99*z^3 - 211/33*z + 1
*
[ -3 ] 
f(z) = 86/99*z^3 - 214/33*z + 1
*
-9/4 | 0.16674077111824328382791108975484272172 | 0.022046324050524288605801817324176998158
f(z) = 80/81*z^3 - 214/45*z + 1
*
-2 | 0.084562810729008304905044441700101264228 | 0.014102140645716901598540497159318120297
f(z) = 89/92*z^3 - 201/46*z + 1
*
-2 | 0.086784329142061927524644363322945177756 | 0.014425209787307690902063540165465796561
f(z) = 91/92*z^3 - 205/46*z + 1
*
-2 | 0.088864762790377720772082865663408729070 | 0.014723723995155081714377393674129418472
f(z) = 93/92*z^3 - 209/46*z + 1
*
-2 | 0.072089769188156839659779416219918747750 | 0.011925509646909696749681117438991154874
f(z) = 95/84*z^3 - 211/42*z + 1
*
-2 | 0.090212001125814844817887298932464950372 | 0.014900141196624878615767714256232008272
f(z) = 95/92*z^3 - 213/46*z + 1
*
-2 | 0.072804312007953652196430765416694250343 | 0.012006413403899372584442462639842738072
f(z) = 97/84*z^3 - 215/42*z + 1
*
-2 | 0.091285116543275243669323360868426587927 | 0.015031194984773355300156302105431318672
f(z) = 97/92*z^3 - 217/46*z + 1
*
[ 27/14 ] 
f(z) = 98/81*z^3 - 217/54*z + 1
*
-3/2 | 0.17557309320308712488227439845973871177 | 0.023377234085998833835404742949725356587
f(z) = 80/81*z^3 - 203/90*z + 1
*
[ 7/4 ] 
f(z) = 80/91*z^3 - 206/91*z + 1
*
-16/9 | 0.14717049249409438728534216739753181531 | 0.027498952480361470250773911131991024079
f(z) = 81/80*z^3 - 211/80*z + 1
*
[ -2 ] 
f(z) = 81/82*z^3 - 201/82*z + 1
*
[ 1/3 ] 
f(z) = 81/97*z^3 - 203/97*z + 1
*
[ 1/3 ] 
f(z) = 81/98*z^3 - 205/98*z + 1
*
[ -2 ] 
f(z) = 83/82*z^3 - 209/82*z + 1
*
[ -2 ] 
f(z) = 83/86*z^3 - 203/86*z + 1
*
[ -2 ] 
f(z) = 85/82*z^3 - 217/82*z + 1
*
[ -2 ] 
f(z) = 85/86*z^3 - 211/86*z + 1
*
[ -2 ] 
f(z) = 87/86*z^3 - 219/86*z + 1
*
[ -2 ] 
f(z) = 87/94*z^3 - 207/94*z + 1
*
[ -2 ] 
f(z) = 87/98*z^3 - 201/98*z + 1
*
[ -2 ] 
f(z) = 89/94*z^3 - 215/94*z + 1
*
[ -2 ] 
f(z) = 89/98*z^3 - 209/98*z + 1
*
[ 1/3 ] 
f(z) = 90/97*z^3 - 204/97*z + 1
*
[ 1/3 ] 
f(z) = 99/95*z^3 - 201/95*z + 1
*
[ 1/3 ] 
f(z) = 99/97*z^3 - 205/97*z + 1
*
[ 1/3 ] 
f(z) = 99/98*z^3 - 207/98*z + 1
*
[ 27/20 ] 
f(z) = 80/81*z^3 - 208/135*z + 1
*
[ 3/2 ] 
f(z) = 83/90*z^3 - 209/120*z + 1
*
[ 3/2 ] 
f(z) = 83/99*z^3 - 205/132*z + 1
*
[ 3/2 ] 
f(z) = 85/99*z^3 - 211/132*z + 1
*
[ 4/3 ] 
f(z) = 93/88*z^3 - 215/132*z + 1
*
[ 14/11 ] 
f(z) = 99/98*z^3 - 219/154*z + 1
*
[ 1/2 ] 
f(z) = 82/81*z^3 - 203/162*z + 1
*
[ 1/2 ] 
f(z) = 82/83*z^3 - 207/166*z + 1
*
[ 1/2 ] 
f(z) = 82/85*z^3 - 211/170*z + 1
*
[ 1/2 ] 
f(z) = 82/87*z^3 - 215/174*z + 1
*
[ 1/2 ] 
f(z) = 82/89*z^3 - 219/178*z + 1
*
[ 6/5 ] 
f(z) = 85/88*z^3 - 202/165*z + 1
*
[ 1/2 ] 
f(z) = 86/81*z^3 - 205/162*z + 1
*
[ 1/2 ] 
f(z) = 86/83*z^3 - 209/166*z + 1
*
[ 1/2 ] 
f(z) = 86/85*z^3 - 213/170*z + 1
*
[ 1/2 ] 
f(z) = 86/87*z^3 - 217/174*z + 1
*
[ 1/2 ] 
f(z) = 90/83*z^3 - 211/166*z + 1
*
[ 1/2 ] 
f(z) = 94/81*z^3 - 209/162*z + 1
*
[ 1/2 ] 
f(z) = 94/83*z^3 - 213/166*z + 1
*
[ 1/2 ] 
f(z) = 94/85*z^3 - 217/170*z + 1
*
[ 1/2 ] 
f(z) = 98/81*z^3 - 211/162*z + 1
*
[ 1/2 ] 
f(z) = 98/83*z^3 - 215/166*z + 1
*
-9/8 | 0.17649682047327662601258901031306727964 | 0.023409436078322783044329084730863687416
f(z) = 80/81*z^3 - 209/180*z + 1
*
[ 7/6 ] 
f(z) = 90/91*z^3 - 219/182*z + 1
*
[ -13/8 ] 
f(z) = 96/91*z^3 - 213/182*z + 1
*
[ 2/3 ] 
f(z) = 95/96*z^3 - 203/216*z + 1
*
[ 2/3 ] 
f(z) = 97/96*z^3 - 205/216*z + 1
*
[ -7/4 ] 
f(z) = 81/98*z^3 - 215/224*z + 1
*
[ 6/7 ] 
f(z) = 91/88*z^3 - 214/231*z + 1
*
[ 4/5 ] 
f(z) = 95/88*z^3 - 207/220*z + 1
*
[ 3/4 ] 
f(z) = 80/83*z^3 - 218/249*z + 1
*
[ 28/27 ] 
f(z) = 81/98*z^3 - 215/252*z + 1
*
[ 3/4 ] 
f(z) = 82/99*z^3 - 211/264*z + 1
*
[ 3/4 ] 
f(z) = 86/99*z^3 - 217/264*z + 1
*
[ 9/2 ] 
f(z) = 88/81*z^3 - 191/9*z + 1
*
[ -9/2 ] 
f(z) = 88/81*z^3 - 187/9*z + 1
*
[ 9/2 ] 
f(z) = 92/81*z^3 - 200/9*z + 1
*
[ -9/2 ] 
f(z) = 92/81*z^3 - 196/9*z + 1
*
[ 4 ] 
f(z) = 95/96*z^3 - 181/12*z + 1
*
[ 4 ] 
f(z) = 97/96*z^3 - 185/12*z + 1
*
[ -3 ] 
f(z) = 80/99*z^3 - 196/33*z + 1
*
-28/9 | 0.10080930774467567182255216010046500234 | 0.015185400066138722310652630472575622652
f(z) = 81/80*z^3 - 191/20*z + 1
*
[ -28/9 ] 
f(z) = 81/98*z^3 - 187/28*z + 1
*
[ 9/4 ] 
f(z) = 92/81*z^3 - 187/36*z + 1
*
-2 | 0.083739249054511543305830439870428675918 | 0.014160684280479739357483220022021740444
f(z) = 81/92*z^3 - 185/46*z + 1
*
-2 | 0.064605253016892880631284705487063348177 | 0.010905209907561377178087065222880277724
f(z) = 83/84*z^3 - 187/42*z + 1
*
-2 | 0.084094807359035272588779815645815724670 | 0.014169554601513159916274114558060960791
f(z) = 83/92*z^3 - 189/46*z + 1
*
-2 | 0.066910468482660808098367119156817648002 | 0.011254118570820942509676672370363844522
f(z) = 85/84*z^3 - 191/42*z + 1
*
-2 | 0.083760541442411853377014168031831957160 | 0.014063604535584936649089875699473395415
f(z) = 85/92*z^3 - 193/46*z + 1
*
-2 | 0.085621533577679539245270159480363737535 | 0.014326724597859640760298933879008605354
f(z) = 87/92*z^3 - 197/46*z + 1
*
-2 | 0.069486876359467155354993002687918995887 | 0.011607355458313005519421214924866631568
f(z) = 89/84*z^3 - 199/42*z + 1
*
[ 7/3 ] 
f(z) = 93/98*z^3 - 193/42*z + 1
*
[ -15/7 ] 
f(z) = 98/81*z^3 - 184/45*z + 1
*
[ 2/7 ] 
f(z) = 91/88*z^3 - 199/77*z + 1
*
2/3 | 0.16422658194742617922031696580529648531 | 0.024940286208205258002686600337614540220
f(z) = 93/80*z^3 - 181/60*z + 1
*
6/7 | 0.17487886013951372555280512650838753439 | 0.023442474293527555475603297403374996525
f(z) = 98/81*z^3 - 193/72*z + 1
*
[ 5/3 ] 
f(z) = 81/80*z^3 - 193/80*z + 1
*
[ 5/3 ] 
f(z) = 81/85*z^3 - 191/85*z + 1
*
[ -2 ] 
f(z) = 81/86*z^3 - 195/86*z + 1
*
[ 1/3 ] 
f(z) = 81/86*z^3 - 181/86*z + 1
*
11/9 | 0.13559374953247136640604850079187646781 | 0.025765102003978520701887801702683187209
f(z) = 81/88*z^3 - 193/88*z + 1
*
[ 1/3 ] 
f(z) = 81/88*z^3 - 185/88*z + 1
*
[ 1/3 ] 
f(z) = 81/89*z^3 - 187/89*z + 1
*
[ 1/3 ] 
f(z) = 81/91*z^3 - 191/91*z + 1
*
[ 1/3 ] 
f(z) = 81/92*z^3 - 193/92*z + 1
*
[ 1/3 ] 
f(z) = 81/94*z^3 - 197/94*z + 1
*
[ -2 ] 
f(z) = 81/94*z^3 - 183/94*z + 1
*
[ 1/3 ] 
f(z) = 81/95*z^3 - 199/95*z + 1
*
[ 5/3 ] 
f(z) = 81/95*z^3 - 187/95*z + 1
*
[ -2 ] 
f(z) = 83/90*z^3 - 197/90*z + 1
*
[ -2 ] 
f(z) = 83/94*z^3 - 191/94*z + 1
*
[ -2 ] 
f(z) = 83/98*z^3 - 185/98*z + 1
*
[ -2 ] 
f(z) = 85/94*z^3 - 199/94*z + 1
*
[ -2 ] 
f(z) = 85/98*z^3 - 193/98*z + 1
*
[ 1/3 ] 
f(z) = 90/89*z^3 - 188/89*z + 1
*
[ 1/3 ] 
f(z) = 90/91*z^3 - 192/91*z + 1
*
[ 12/7 ] 
f(z) = 91/96*z^3 - 199/84*z + 1
*
-12/7 | 0.19387720358322464119012256369450053516 | 0.026559258270113528805373373998294621648
f(z) = 91/96*z^3 - 185/84*z + 1
*
[ 1/3 ] 
f(z) = 99/85*z^3 - 181/85*z + 1
*
[ 1/3 ] 
f(z) = 99/86*z^3 - 183/86*z + 1
*
[ 1/3 ] 
f(z) = 99/89*z^3 - 189/89*z + 1
*
[ 1/3 ] 
f(z) = 99/91*z^3 - 193/91*z + 1
*
[ 1/3 ] 
f(z) = 99/92*z^3 - 195/92*z + 1
*
[ 1/3 ] 
f(z) = 99/94*z^3 - 199/94*z + 1
*
[ 4/3 ] 
f(z) = 87/88*z^3 - 199/132*z + 1
*
-6/5 | 0.18069083411774160397605777581853705056 | 0.027218345862583642834619234888277569943
f(z) = 95/96*z^3 - 191/120*z + 1
*
[ 9/17 ] 
f(z) = 85/81*z^3 - 181/153*z + 1
*
[ -22/13 ] 
f(z) = 91/88*z^3 - 196/143*z + 1
*
[ 9/8 ] 
f(z) = 92/81*z^3 - 191/144*z + 1
*
[ 10/9 ] 
f(z) = 81/85*z^3 - 183/170*z + 1
*
[ 8/7 ] 
f(z) = 91/96*z^3 - 187/168*z + 1
*
[ 7/6 ] 
f(z) = 93/98*z^3 - 193/168*z + 1
*
-3/2 | 0.18955024500639564180794499075911342357 | 0.025629716076106443414755454424486191061
f(z) = 80/81*z^3 - 181/180*z + 1
*
[ 10/9 ] 
f(z) = 81/95*z^3 - 181/190*z + 1
*
[ 2/3 ] 
f(z) = 91/80*z^3 - 181/180*z + 1
*
[ 9/10 ] 
f(z) = 95/81*z^3 - 191/180*z + 1
*
[ 5/8 ] 
f(z) = 96/95*z^3 - 189/190*z + 1
*
[ 2/3 ] 
f(z) = 97/80*z^3 - 187/180*z + 1
*
[ 9/14 ] 
f(z) = 98/99*z^3 - 191/198*z + 1
*
[ 2/3 ] 
f(z) = 99/95*z^3 - 183/190*z + 1
*
[ 2/3 ] 
f(z) = 99/97*z^3 - 185/194*z + 1
*
[ 2/3 ] 
f(z) = 83/96*z^3 - 191/216*z + 1
*
[ 2/3 ] 
f(z) = 85/96*z^3 - 193/216*z + 1
*
[ 2/3 ] 
f(z) = 89/96*z^3 - 197/216*z + 1
*
[ 6/7 ] 
f(z) = 91/90*z^3 - 191/210*z + 1
*
[ 2/3 ] 
f(z) = 91/96*z^3 - 199/216*z + 1
*
[ 4/5 ] 
f(z) = 85/88*z^3 - 191/220*z + 1
*
[ 14/17 ] 
f(z) = 85/98*z^3 - 191/238*z + 1
*
[ 9/2 ] 
f(z) = 80/81*z^3 - 173/9*z + 1
*
[ -9/2 ] 
f(z) = 80/81*z^3 - 169/9*z + 1
*
[ 4 ] 
f(z) = 85/96*z^3 - 161/12*z + 1
*
[ 4 ] 
f(z) = 89/96*z^3 - 169/12*z + 1
*
[ -4 ] 
f(z) = 89/96*z^3 - 163/12*z + 1
*
[ 4 ] 
f(z) = 91/96*z^3 - 173/12*z + 1
*
[ -4 ] 
f(z) = 91/96*z^3 - 167/12*z + 1
*
[ -4 ] 
f(z) = 95/96*z^3 - 175/12*z + 1
*
[ -4 ] 
f(z) = 97/96*z^3 - 179/12*z + 1
*
3/4 | 0.13408262832269087993565450989057944255 | 0.018157034882726804784411368223116317764
f(z) = 92/81*z^3 - 179/36*z + 1
*
[ 2/9 ] 
f(z) = 81/92*z^3 - 163/46*z + 1
*
6/5 | 0.091507294060077368050740299498918498204 | 0.012449097712446191876011236379387951631
f(z) = 85/81*z^3 - 173/45*z + 1
*
[ 7/3 ] 
f(z) = 87/98*z^3 - 179/42*z + 1
*
[ 2 ] 
f(z) = 93/92*z^3 - 163/46*z + 1
*
[ 2 ] 
f(z) = 95/84*z^3 - 169/42*z + 1
*
[ 2 ] 
f(z) = 95/92*z^3 - 167/46*z + 1
*
[ 2 ] 
f(z) = 97/84*z^3 - 173/42*z + 1
*
[ 2 ] 
f(z) = 97/92*z^3 - 171/46*z + 1
*
[ -27/14 ] 
f(z) = 98/81*z^3 - 161/54*z + 1
*
[ 2 ] 
f(z) = 99/92*z^3 - 175/46*z + 1
*
-2 | 0.13070156408488948808845892231770037755 | 0.019986213954816748332447237676600483849
f(z) = 81/80*z^3 - 173/60*z + 1
*
2/3 | 0.17937523751435877259457966270609633210 | 0.027286882379203623197636743839991205924
f(z) = 87/80*z^3 - 179/60*z + 1
*
[ 9/28 ] 
f(z) = 98/81*z^3 - 161/72*z + 1
*
-5/3 | 0.11508533515596651375253226375175770472 | 0.022233772418082771026413850644061259973
f(z) = 81/80*z^3 - 177/80*z + 1
*
[ 1/3 ] 
f(z) = 81/80*z^3 - 169/80*z + 1
*
[ 1/3 ] 
f(z) = 81/82*z^3 - 173/82*z + 1
*
[ 1/3 ] 
f(z) = 81/83*z^3 - 175/83*z + 1
*
[ 1/3 ] 
f(z) = 81/85*z^3 - 179/85*z + 1
*
[ -2 ] 
f(z) = 81/98*z^3 - 177/98*z + 1
*
-3/2 | 0.21459509209384352588457058669602760589 | 0.029335432062348876223963126389965993250
f(z) = 88/81*z^3 - 167/99*z + 1
*
[ 9/22 ] 
f(z) = 88/81*z^3 - 161/99*z + 1
*
[ 3/2 ] 
f(z) = 88/87*z^3 - 169/87*z + 1
*
[ 3/2 ] 
f(z) = 88/93*z^3 - 167/93*z + 1
*
[ 1/3 ] 
f(z) = 90/83*z^3 - 176/83*z + 1
*
[ 3/2 ] 
f(z) = 92/87*z^3 - 178/87*z + 1
*
[ 3/2 ] 
f(z) = 92/93*z^3 - 176/93*z + 1
*
-11/7 | 0.14225848049429720875566555052005883521 | 0.027423925233037569797872910295668413616
f(z) = 98/99*z^3 - 179/99*z + 1
*
[ 1/3 ] 
f(z) = 99/80*z^3 - 171/80*z + 1
*
[ 1/3 ] 
f(z) = 99/82*z^3 - 175/82*z + 1
*
[ 1/3 ] 
f(z) = 99/83*z^3 - 177/83*z + 1
*
[ 4/3 ] 
f(z) = 95/96*z^3 - 163/108*z + 1
*
[ 4/3 ] 
f(z) = 97/96*z^3 - 167/108*z + 1
*
-6/5 | 0.099788247839834172884913505127721577141 | 0.015259107918615787400077927584120461575
f(z) = 85/96*z^3 - 173/120*z + 1
*
[ -12/7 ] 
f(z) = 98/99*z^3 - 175/132*z + 1
*
[ 2/3 ] 
f(z) = 81/89*z^3 - 161/178*z + 1
*
[ 3/5 ] 
f(z) = 85/99*z^3 - 161/165*z + 1
*
[ 7/6 ] 
f(z) = 87/98*z^3 - 179/168*z + 1
*
[ 2/3 ] 
f(z) = 90/83*z^3 - 163/166*z + 1
*
[ 2/3 ] 
f(z) = 90/89*z^3 - 169/178*z + 1
*
[ 3/5 ] 
f(z) = 95/99*z^3 - 167/165*z + 1
*
[ 5/8 ] 
f(z) = 96/85*z^3 - 177/170*z + 1
*
[ 6/7 ] 
f(z) = 98/87*z^3 - 173/174*z + 1
*
[ 2/3 ] 
f(z) = 99/83*z^3 - 171/166*z + 1
*
[ 2/3 ] 
f(z) = 99/85*z^3 - 173/170*z + 1
*
[ 2/3 ] 
f(z) = 99/89*z^3 - 177/178*z + 1
*
-9/10 | 0.16077475878154947822053635532006383104 | 0.021755184272943326864188681890573052225
f(z) = 80/81*z^3 - 169/180*z + 1
*
[ 20/27 ] 
f(z) = 81/80*z^3 - 163/180*z + 1
*
[ 2/3 ] 
f(z) = 81/91*z^3 - 163/182*z + 1
*
[ 2/3 ] 
f(z) = 81/95*z^3 - 167/190*z + 1
*
[ 2/3 ] 
f(z) = 81/97*z^3 - 169/194*z + 1
*
[ 2/3 ] 
f(z) = 83/80*z^3 - 173/180*z + 1
*
[ 9/10 ] 
f(z) = 85/81*z^3 - 173/180*z + 1
*
[ 3/4 ] 
f(z) = 88/93*z^3 - 161/186*z + 1
*
[ 2/3 ] 
f(z) = 89/80*z^3 - 179/180*z + 1
*
[ 2/3 ] 
f(z) = 90/91*z^3 - 171/182*z + 1
*
[ 2/3 ] 
f(z) = 90/97*z^3 - 177/194*z + 1
*
[ 7/8 ] 
f(z) = 96/91*z^3 - 173/182*z + 1
*
[ 6/7 ] 
f(z) = 98/93*z^3 - 175/186*z + 1
*
[ 11/14 ] 
f(z) = 98/99*z^3 - 175/198*z + 1
*
[ 2/3 ] 
f(z) = 99/91*z^3 - 179/182*z + 1
*
[ 12/17 ] 
f(z) = 85/96*z^3 - 175/204*z + 1
*
[ 4 ] 
f(z) = 83/96*z^3 - 157/12*z + 1
*
[ -4 ] 
f(z) = 83/96*z^3 - 151/12*z + 1
*
[ -4 ] 
f(z) = 85/96*z^3 - 155/12*z + 1
*
18/7 | 0.20861953088515329951700929500876158767 | 0.029080114713048090884434980383733494476
f(z) = 98/81*z^3 - 145/18*z + 1
*
3/2 | 0.16502884612796733877506791200769025233 | 0.022916946258156463634562234527941875768
f(z) = 80/81*z^3 - 149/36*z + 1
*
[ -9/4 ] 
f(z) = 92/81*z^3 - 155/36*z + 1
*
[ 2 ] 
f(z) = 83/84*z^3 - 145/42*z + 1
*
[ 2 ] 
f(z) = 83/92*z^3 - 143/46*z + 1
*
[ 2 ] 
f(z) = 85/84*z^3 - 149/42*z + 1
*
[ 2 ] 
f(z) = 85/92*z^3 - 147/46*z + 1
*
6/5 | 0.20328983112759239030001424529973063073 | 0.027097411066842772896914681965068499122
f(z) = 85/96*z^3 - 151/40*z + 1
*
[ 2 ] 
f(z) = 87/92*z^3 - 151/46*z + 1
*
[ -7/3 ] 
f(z) = 87/98*z^3 - 143/42*z + 1
*
[ 2 ] 
f(z) = 89/84*z^3 - 157/42*z + 1
*
[ 2 ] 
f(z) = 89/92*z^3 - 155/46*z + 1
*
[ 2 ] 
f(z) = 91/92*z^3 - 159/46*z + 1
*
[ -7/3 ] 
f(z) = 93/98*z^3 - 157/42*z + 1
*
[ 9/5 ] 
f(z) = 95/81*z^3 - 151/45*z + 1
*
[ 14/9 ] 
f(z) = 81/88*z^3 - 144/77*z + 1
*
-39/28 | 0.11132949214775884853496029440294780514 | 0.015518558539873571279168190092646285056
f(z) = 98/81*z^3 - 145/72*z + 1
*
[ 3/2 ] 
f(z) = 80/87*z^3 - 151/87*z + 1
*
[ 3/2 ] 
f(z) = 80/93*z^3 - 149/93*z + 1
*
[ -17/9 ] 
f(z) = 81/85*z^3 - 159/85*z + 1
*
[ 13/9 ] 
f(z) = 81/91*z^3 - 141/91*z + 1
*
[ -7/4 ] 
f(z) = 96/91*z^3 - 151/91*z + 1
*
[ 3/7 ] 
f(z) = 98/93*z^3 - 142/93*z + 1
*
[ -5/3 ] 
f(z) = 99/80*z^3 - 147/80*z + 1
*
[ 4/3 ] 
f(z) = 99/92*z^3 - 153/92*z + 1
*
[ 4/3 ] 
f(z) = 85/96*z^3 - 143/108*z + 1
*
[ 4/3 ] 
f(z) = 89/96*z^3 - 151/108*z + 1
*
[ 4/3 ] 
f(z) = 91/96*z^3 - 155/108*z + 1
*
[ 14/27 ] 
f(z) = 81/98*z^3 - 145/126*z + 1
*
[ 6/5 ] 
f(z) = 95/96*z^3 - 151/120*z + 1
*
[ 9/16 ] 
f(z) = 80/81*z^3 - 157/144*z + 1
*
[ 4/7 ] 
f(z) = 91/80*z^3 - 157/140*z + 1
*
[ 3/4 ] 
f(z) = 95/81*z^3 - 143/144*z + 1
*
[ 3/4 ] 
f(z) = 97/81*z^3 - 145/144*z + 1
*
[ 7/11 ] 
f(z) = 99/98*z^3 - 151/154*z + 1
*
[ 3/5 ] 
f(z) = 80/99*z^3 - 158/165*z + 1
*
[ 2/3 ] 
f(z) = 81/83*z^3 - 155/166*z + 1
*
[ 2/3 ] 
f(z) = 81/85*z^3 - 157/170*z + 1
*
[ 3/4 ] 
f(z) = 88/87*z^3 - 157/174*z + 1
*
[ 8/9 ] 
f(z) = 81/92*z^3 - 151/184*z + 1
*
15/8 | 0.10103994698538070453039035752901994461 | 0.014196575740360152736036113764628644511
f(z) = 80/81*z^3 - 137/36*z + 1
*
3/4 | 0.18839723670469681081065267210523016244 | 0.026940773527982960659925209630216548618
f(z) = 80/81*z^3 - 121/45*z + 1
*
[ 2 ] 
f(z) = 81/92*z^3 - 139/46*z + 1
*
[ 9/5 ] 
f(z) = 85/81*z^3 - 133/45*z + 1
*
[ -2 ] 
f(z) = 95/84*z^3 - 127/42*z + 1
*
[ -2 ] 
f(z) = 95/92*z^3 - 121/46*z + 1
*
[ -2 ] 
f(z) = 97/84*z^3 - 131/42*z + 1
*
[ -2 ] 
f(z) = 97/92*z^3 - 125/46*z + 1
*
[ -2 ] 
f(z) = 99/92*z^3 - 129/46*z + 1
*
-4/3 | 0.095119575504445126638327296795139475292 | 0.015191200483844339922734619112745542354
f(z) = 87/80*z^3 - 131/60*z + 1
*
[ 3/8 ] 
f(z) = 88/81*z^3 - 131/72*z + 1
*
-4/3 | 0.14075974900907595222200049400132234534 | 0.022269404992603836113080245956839019836
f(z) = 93/80*z^3 - 139/60*z + 1
*
2/3 | 0.15734534105038836665975697590789764769 | 0.025451824655374408426439583385243257861
f(z) = 93/80*z^3 - 121/60*z + 1
*
[ 3/2 ] 
f(z) = 98/99*z^3 - 125/66*z + 1
*
[ -16/9 ] 
f(z) = 81/80*z^3 - 131/80*z + 1
*
-11/9 | 0.074356272113053881469792935704337184419 | 0.015113122029134356566487686592524074948
f(z) = 81/88*z^3 - 137/88*z + 1
*
[ 4/9 ] 
f(z) = 81/92*z^3 - 131/92*z + 1
*
[ 4/3 ] 
f(z) = 81/92*z^3 - 121/92*z + 1
*
[ 6/5 ] 
f(z) = 85/81*z^3 - 121/90*z + 1
*
[ 1/2 ] 
f(z) = 92/99*z^3 - 122/99*z + 1
*
[ 6/5 ] 
f(z) = 95/81*z^3 - 137/90*z + 1
*
[ 5/4 ] 
f(z) = 96/85*z^3 - 133/85*z + 1
*
[ 5/4 ] 
f(z) = 96/95*z^3 - 131/95*z + 1
*
[ 1/2 ] 
f(z) = 96/97*z^3 - 121/97*z + 1
*
[ 3/7 ] 
f(z) = 98/87*z^3 - 134/87*z + 1
*
[ 9/7 ] 
f(z) = 98/99*z^3 - 140/99*z + 1
*
[ -5/3 ] 
f(z) = 99/85*z^3 - 139/85*z + 1
*
[ -5/3 ] 
f(z) = 99/95*z^3 - 123/95*z + 1
*
[ 4/3 ] 
f(z) = 83/96*z^3 - 139/108*z + 1
*
[ 6/5 ] 
f(z) = 85/96*z^3 - 133/120*z + 1
*
[ 2/3 ] 
f(z) = 87/92*z^3 - 127/138*z + 1
*
[ 6/7 ] 
f(z) = 91/81*z^3 - 125/126*z + 1
*
[ 2/3 ] 
f(z) = 93/92*z^3 - 131/138*z + 1
*
[ 3/4 ] 
f(z) = 83/81*z^3 - 131/144*z + 1
*
[ 3/4 ] 
f(z) = 85/81*z^3 - 133/144*z + 1
*
[ 3/4 ] 
f(z) = 89/81*z^3 - 137/144*z + 1
*
[ 3/4 ] 
f(z) = 91/81*z^3 - 139/144*z + 1
*
[ 12/13 ] 
f(z) = 91/96*z^3 - 139/156*z + 1
*
[ -18/7 ] 
f(z) = 98/81*z^3 - 119/18*z + 1
*
15/7 | 0.10351590127457877067570885293193545123 | 0.015151727874193343902326653441282428569
f(z) = 98/81*z^3 - 103/18*z + 1
*
-3/2 | 0.19749383682106797867934113894424131525 | 0.028990580202677378386700008286732426972
f(z) = 80/81*z^3 - 101/36*z + 1
*
2/3 | 0.15495306726599146901367268614504276161 | 0.025132614030311801696983338331553072942
f(z) = 81/80*z^3 - 119/20*z + 1
*
-2 | 0.065042552269053487073941377473437937581 | 0.010837869667685810265178802976823099992
f(z) = 89/96*z^3 - 101/24*z + 1
*
-2 | 0.091731966784351856947621199097996266356 | 0.015285056715744970087264508657297068890
f(z) = 91/80*z^3 - 101/20*z + 1
*
-2 | 0.066095626172112578410228960968557784925 | 0.010977473817511957570691661857599988821
f(z) = 91/96*z^3 - 103/24*z + 1
*
-2 | 0.092465466542369839954944346269842125578 | 0.015357101472187319983535704780603482212
f(z) = 93/80*z^3 - 103/20*z + 1
*
-2 | 0.067291429105395216136551747439463819055 | 0.011105803089539904217928936929196235855
f(z) = 95/96*z^3 - 107/24*z + 1
*
-2 | 0.093787346671205838984292678781557315378 | 0.015478699416376593629792187247153796195
f(z) = 97/80*z^3 - 107/20*z + 1
*
-2 | 0.069276467912596901771018250794400590691 | 0.011398576148243743787788522888102269332
f(z) = 97/96*z^3 - 109/24*z + 1
*
[ 12/7 ] 
f(z) = 98/81*z^3 - 113/36*z + 1
*
-2 | 0.094391396854596368606107428669581528410 | 0.015530923518555572750101761903327825802
f(z) = 99/80*z^3 - 109/20*z + 1
*
[ 3/10 ] 
f(z) = 80/81*z^3 - 109/45*z + 1
*
[ -2 ] 
f(z) = 83/84*z^3 - 103/42*z + 1
*
[ -2 ] 
f(z) = 85/84*z^3 - 107/42*z + 1
*
[ -2 ] 
f(z) = 85/92*z^3 - 101/46*z + 1
*
[ -2 ] 
f(z) = 87/92*z^3 - 105/46*z + 1
*
[ -2 ] 
f(z) = 89/84*z^3 - 115/42*z + 1
*
[ -2 ] 
f(z) = 89/92*z^3 - 109/46*z + 1
*
[ -2 ] 
f(z) = 91/92*z^3 - 113/46*z + 1
*
[ -2 ] 
f(z) = 93/92*z^3 - 117/46*z + 1
*
[ -9/5 ] 
f(z) = 95/81*z^3 - 101/45*z + 1
*
[ 3/2 ] 
f(z) = 82/99*z^3 - 101/66*z + 1
*
[ 3/2 ] 
f(z) = 86/99*z^3 - 107/66*z + 1
*
2/3 | 0.16396854233612540523836092378125644455 | 0.026594879084082079185108116057459658174
f(z) = 87/80*z^3 - 119/60*z + 1
*
[ 4/3 ] 
f(z) = 87/80*z^3 - 101/60*z + 1
*
[ 9/7 ] 
f(z) = 91/81*z^3 - 103/63*z + 1
*
[ 4/3 ] 
f(z) = 93/80*z^3 - 109/60*z + 1
*
[ 3/2 ] 
f(z) = 94/99*z^3 - 119/66*z + 1
*
4/5 | 0.19254542615093524509777614069851499922 | 0.028287094615787711097513025119844300123
f(z) = 95/96*z^3 - 113/60*z + 1
*
[ 7/5 ] 
f(z) = 95/98*z^3 - 113/70*z + 1
*
[ 6/5 ] 
f(z) = 80/81*z^3 - 113/90*z + 1
*
[ 1/2 ] 
f(z) = 80/81*z^3 - 101/81*z + 1
*
[ 1/2 ] 
f(z) = 80/83*z^3 - 103/83*z + 1
*
[ 1/2 ] 
f(z) = 80/87*z^3 - 107/87*z + 1
*
[ 1/2 ] 
f(z) = 80/89*z^3 - 109/89*z + 1
*
[ 1/2 ] 
f(z) = 80/91*z^3 - 111/91*z + 1
*
[ -7/4 ] 
f(z) = 80/91*z^3 - 102/91*z + 1
*
[ 1/2 ] 
f(z) = 80/93*z^3 - 113/93*z + 1
*
[ 1/2 ] 
f(z) = 80/97*z^3 - 117/97*z + 1
*
[ 1/2 ] 
f(z) = 80/99*z^3 - 119/99*z + 1
*
[ 11/9 ] 
f(z) = 81/88*z^3 - 105/88*z + 1
*
[ 5/9 ] 
f(z) = 81/95*z^3 - 101/95*z + 1
*
[ 1/2 ] 
f(z) = 84/83*z^3 - 104/83*z + 1
*
[ 1/2 ] 
f(z) = 84/85*z^3 - 106/85*z + 1
*
[ 1/2 ] 
f(z) = 84/89*z^3 - 110/89*z + 1
*
[ 1/2 ] 
f(z) = 84/95*z^3 - 116/95*z + 1
*
[ 1/2 ] 
f(z) = 84/97*z^3 - 118/97*z + 1
*
[ 1/2 ] 
f(z) = 88/81*z^3 - 103/81*z + 1
*
[ 1/2 ] 
f(z) = 88/83*z^3 - 105/83*z + 1
*
[ 1/2 ] 
f(z) = 88/85*z^3 - 107/85*z + 1
*
[ 1/2 ] 
f(z) = 88/87*z^3 - 109/87*z + 1
*
[ 1/2 ] 
f(z) = 88/89*z^3 - 111/89*z + 1
*
[ 1/2 ] 
f(z) = 88/91*z^3 - 113/91*z + 1
*
[ 1/2 ] 
f(z) = 88/93*z^3 - 115/93*z + 1
*
[ 1/2 ] 
f(z) = 88/95*z^3 - 117/95*z + 1
*
[ 1/2 ] 
f(z) = 88/97*z^3 - 119/97*z + 1
*
[ -12/7 ] 
f(z) = 91/96*z^3 - 101/84*z + 1
*
[ 1/2 ] 
f(z) = 92/81*z^3 - 104/81*z + 1
*
[ 1/2 ] 
f(z) = 92/83*z^3 - 106/83*z + 1
*
[ 1/2 ] 
f(z) = 92/85*z^3 - 108/85*z + 1
*
[ 1/2 ] 
f(z) = 92/87*z^3 - 110/87*z + 1
*
[ 1/2 ] 
f(z) = 92/89*z^3 - 112/89*z + 1
*
[ 1/2 ] 
f(z) = 92/91*z^3 - 114/91*z + 1
*
[ 1/2 ] 
f(z) = 92/93*z^3 - 116/93*z + 1
*
[ 1/2 ] 
f(z) = 92/95*z^3 - 118/95*z + 1
*
[ 1/2 ] 
f(z) = 92/97*z^3 - 120/97*z + 1
*
[ 1/2 ] 
f(z) = 96/83*z^3 - 107/83*z + 1
*
[ 1/2 ] 
f(z) = 96/85*z^3 - 109/85*z + 1
*
[ 1/2 ] 
f(z) = 96/89*z^3 - 113/89*z + 1
*
[ 1/2 ] 
f(z) = 96/91*z^3 - 115/91*z + 1
*
[ 1/2 ] 
f(z) = 96/95*z^3 - 119/95*z + 1
*
[ 15/14 ] 
f(z) = 98/81*z^3 - 119/90*z + 1
*
[ 9/13 ] 
f(z) = 91/81*z^3 - 115/117*z + 1
*
[ 3/4 ] 
f(z) = 92/99*z^3 - 113/132*z + 1
*
[ -8/5 ] 
f(z) = 95/96*z^3 - 109/120*z + 1
*
[ 7/9 ] 
f(z) = 99/98*z^3 - 113/126*z + 1
*
[ 9/4 ] 
f(z) = 88/81*z^3 - 89/18*z + 1
*
[ 3 ] 
f(z) = 88/81*z^3 - 82/9*z + 1
*
[ 3 ] 
f(z) = 89/81*z^3 - 83/9*z + 1
*
[ 3 ] 
f(z) = 91/81*z^3 - 85/9*z + 1
*
[ 3 ] 
f(z) = 92/81*z^3 - 86/9*z + 1
*
[ 3 ] 
f(z) = 94/81*z^3 - 88/9*z + 1
*
[ -3 ] 
f(z) = 94/81*z^3 - 82/9*z + 1
*
[ 3 ] 
f(z) = 95/81*z^3 - 89/9*z + 1
*
[ -3 ] 
f(z) = 95/81*z^3 - 83/9*z + 1
*
[ 3 ] 
f(z) = 97/81*z^3 - 91/9*z + 1
*
[ -3 ] 
f(z) = 97/81*z^3 - 85/9*z + 1
*
[ 3 ] 
f(z) = 98/81*z^3 - 92/9*z + 1
*
9/14 | 0.12245955770286494755665245467126519195 | 0.018443049353272613570994611029818674158
f(z) = 98/81*z^3 - 85/18*z + 1
*
9/8 | 0.11650833826061898377972984072387480647 | 0.017426078583298383788657552299755095971
f(z) = 80/81*z^3 - 89/36*z + 1
*
[ 20/9 ] 
f(z) = 81/80*z^3 - 89/20*z + 1
*
-2 | 0.087883110631337739389326301851011405675 | 0.014847894352403449636310458457077231141
f(z) = 83/80*z^3 - 93/20*z + 1
*
-2 | 0.064209949728875638760514812941452596761 | 0.010809444205748998692410513752564097385
f(z) = 83/96*z^3 - 95/24*z + 1
*
-2 | 0.064502209673864658642808874323388122074 | 0.010820693154745790102164094543299042449
f(z) = 85/96*z^3 - 97/24*z + 1
*
-2 | 0.090052791595459529398073689488385678913 | 0.015106980528413807827617289004485854812
f(z) = 87/80*z^3 - 97/20*z + 1
*
-2 | 0.090934219320047510416435666210514295745 | 0.015202795878765249187863167215444100821
f(z) = 89/80*z^3 - 99/20*z + 1
*
[ 2 ] 
f(z) = 91/80*z^3 - 81/20*z + 1
*
[ 2 ] 
f(z) = 93/80*z^3 - 83/20*z + 1
*
[ 3/2 ] 
f(z) = 95/81*z^3 - 83/36*z + 1
*
[ 2 ] 
f(z) = 95/96*z^3 - 83/24*z + 1
*
[ 2 ] 
f(z) = 97/80*z^3 - 87/20*z + 1
*
[ 3/2 ] 
f(z) = 97/81*z^3 - 85/36*z + 1
*
[ 2 ] 
f(z) = 97/96*z^3 - 85/24*z + 1
*
[ -2 ] 
f(z) = 81/92*z^3 - 93/46*z + 1
*
[ 7/18 ] 
f(z) = 81/98*z^3 - 95/56*z + 1
*
[ -2 ] 
f(z) = 83/92*z^3 - 97/46*z + 1
*
-9/5 | 0.12335472694938670158672965415392604429 | 0.018188032118632645981828258717450021614
f(z) = 85/81*z^3 - 98/45*z + 1
*
[ -9/5 ] 
f(z) = 85/81*z^3 - 83/45*z + 1
*
[ 2/5 ] 
f(z) = 85/88*z^3 - 91/55*z + 1
*
[ 2/5 ] 
f(z) = 95/88*z^3 - 92/55*z + 1
*
[ 7/5 ] 
f(z) = 85/98*z^3 - 99/70*z + 1
*
[ 9/8 ] 
f(z) = 88/81*z^3 - 91/72*z + 1
*
[ 3/7 ] 
f(z) = 91/81*z^3 - 97/63*z + 1
*
[ -5/3 ] 
f(z) = 81/80*z^3 - 97/80*z + 1
*
[ 5/9 ] 
f(z) = 81/80*z^3 - 89/80*z + 1
*
[ 5/9 ] 
f(z) = 81/85*z^3 - 93/85*z + 1
*
[ -5/3 ] 
f(z) = 81/85*z^3 - 89/85*z + 1
*
[ 22/27 ] 
f(z) = 81/88*z^3 - 83/99*z + 1
*
[ 2/3 ] 
f(z) = 81/94*z^3 - 83/94*z + 1
*
[ 2/3 ] 
f(z) = 81/98*z^3 - 85/98*z + 1
*
[ 2/3 ] 
f(z) = 83/88*z^3 - 91/99*z + 1
*
[ 2/3 ] 
f(z) = 85/88*z^3 - 92/99*z + 1
*
[ 9/11 ] 
f(z) = 88/81*z^3 - 94/99*z + 1
*
[ 2/3 ] 
f(z) = 89/88*z^3 - 94/99*z + 1
*
[ 2/3 ] 
f(z) = 91/88*z^3 - 95/99*z + 1
*
[ 4/7 ] 
f(z) = 91/96*z^3 - 89/84*z + 1
*
[ 2/3 ] 
f(z) = 95/88*z^3 - 97/99*z + 1
*
[ 2/3 ] 
f(z) = 97/88*z^3 - 98/99*z + 1
*
[ 5/7 ] 
f(z) = 98/85*z^3 - 84/85*z + 1
*
[ 5/7 ] 
f(z) = 98/95*z^3 - 88/95*z + 1
*
[ 2/3 ] 
f(z) = 99/82*z^3 - 85/82*z + 1
*
[ 2/3 ] 
f(z) = 99/86*z^3 - 87/86*z + 1
*
[ 2/3 ] 
f(z) = 99/94*z^3 - 91/94*z + 1
*
[ 2/3 ] 
f(z) = 99/98*z^3 - 93/98*z + 1
*
3/2 | 0.18168015848941255675614661554469708864 | 0.027667004930053484087561259906044264805
f(z) = 80/81*z^3 - 79/18*z + 1
*
[ 3 ] 
f(z) = 80/81*z^3 - 74/9*z + 1
*
[ -3 ] 
f(z) = 80/81*z^3 - 68/9*z + 1
*
2/9 | 0.074412882372294034725124734423202264437 | 0.012020854753529069400783995773833124995
f(z) = 81/88*z^3 - 61/11*z + 1
*
[ 3 ] 
f(z) = 82/81*z^3 - 76/9*z + 1
*
[ -3 ] 
f(z) = 82/81*z^3 - 70/9*z + 1
*
[ 3 ] 
f(z) = 83/81*z^3 - 77/9*z + 1
*
[ -3 ] 
f(z) = 83/81*z^3 - 71/9*z + 1
*
[ 3 ] 
f(z) = 85/81*z^3 - 79/9*z + 1
*
[ -3 ] 
f(z) = 85/81*z^3 - 73/9*z + 1
*
[ 3 ] 
f(z) = 86/81*z^3 - 80/9*z + 1
*
[ -3 ] 
f(z) = 86/81*z^3 - 74/9*z + 1
*
[ -3 ] 
f(z) = 88/81*z^3 - 76/9*z + 1
*
[ -9/4 ] 
f(z) = 88/81*z^3 - 73/18*z + 1
*
[ -3 ] 
f(z) = 89/81*z^3 - 77/9*z + 1
*
[ -3 ] 
f(z) = 91/81*z^3 - 79/9*z + 1
*
[ -3 ] 
f(z) = 92/81*z^3 - 80/9*z + 1
*
12/7 | 0.18482933596224396763331395338921961727 | 0.028146574682693904831242505012020366433
f(z) = 98/81*z^3 - 79/18*z + 1
*
[ 3/14 ] 
f(z) = 98/81*z^3 - 67/18*z + 1
*
-3/14 | 0.095139024038307796805865953834114271852 | 0.015082044917412701000389106844908047865
f(z) = 98/81*z^3 - 61/18*z + 1
*
[ 7/3 ] 
f(z) = 99/98*z^3 - 69/14*z + 1
*
3/2 | 0.087083603115826605201435714022723521892 | 0.013313438881431789643345336276800015232
f(z) = 80/81*z^3 - 77/36*z + 1
*
4/9 | 0.14966811816281435089515046143281363851 | 0.026003269884031673331373273658372242212
f(z) = 81/80*z^3 - 79/20*z + 1
*
[ 2 ] 
f(z) = 83/80*z^3 - 73/20*z + 1
*
[ 3/2 ] 
f(z) = 83/81*z^3 - 71/36*z + 1
*
[ 2 ] 
f(z) = 83/96*z^3 - 71/24*z + 1
*
[ 3/2 ] 
f(z) = 85/81*z^3 - 73/36*z + 1
*
[ 2 ] 
f(z) = 85/96*z^3 - 73/24*z + 1
*
[ 2 ] 
f(z) = 87/80*z^3 - 77/20*z + 1
*
[ 2 ] 
f(z) = 89/80*z^3 - 79/20*z + 1
*
[ 3/2 ] 
f(z) = 89/81*z^3 - 77/36*z + 1
*
[ 2 ] 
f(z) = 89/96*z^3 - 77/24*z + 1
*
[ -2 ] 
f(z) = 91/80*z^3 - 61/20*z + 1
*
[ 3/2 ] 
f(z) = 91/81*z^3 - 79/36*z + 1
*
[ 2 ] 
f(z) = 91/96*z^3 - 79/24*z + 1
*
[ -2 ] 
f(z) = 93/80*z^3 - 63/20*z + 1
*
[ -2 ] 
f(z) = 97/80*z^3 - 67/20*z + 1
*
[ -2 ] 
f(z) = 97/96*z^3 - 61/24*z + 1
*
[ -12/7 ] 
f(z) = 98/81*z^3 - 71/36*z + 1
*
[ -2 ] 
f(z) = 99/80*z^3 - 69/20*z + 1
*
[ -9/5 ] 
f(z) = 80/81*z^3 - 74/45*z + 1
*
[ 9/20 ] 
f(z) = 80/81*z^3 - 64/45*z + 1
*
[ 4/9 ] 
f(z) = 81/88*z^3 - 63/44*z + 1
*
[ 4/3 ] 
f(z) = 81/88*z^3 - 61/44*z + 1
*
[ 7/6 ] 
f(z) = 99/98*z^3 - 69/56*z + 1
*
-4/3 | 0.13221412715344504203891159807271729786 | 0.023290445870774904624040778469062357546
f(z) = 81/80*z^3 - 73/60*z + 1
*
[ 3/4 ] 
f(z) = 82/81*z^3 - 65/72*z + 1
*
[ 3/4 ] 
f(z) = 86/81*z^3 - 67/72*z + 1
*
[ 2/3 ] 
f(z) = 93/80*z^3 - 61/60*z + 1
*
[ 3/4 ] 
f(z) = 94/81*z^3 - 71/72*z + 1
*
[ 3/4 ] 
f(z) = 98/81*z^3 - 73/72*z + 1
*
[ 3/4 ] 
f(z) = 80/87*z^3 - 74/87*z + 1
*
[ 3/4 ] 
f(z) = 80/93*z^3 - 76/93*z + 1
*
[ 2/3 ] 
f(z) = 81/82*z^3 - 77/82*z + 1
*
[ 2/3 ] 
f(z) = 81/86*z^3 - 79/86*z + 1
*
[ 8/9 ] 
f(z) = 81/88*z^3 - 75/88*z + 1
*
[ 7/9 ] 
f(z) = 81/91*z^3 - 75/91*z + 1
*
3/2 | 0.16968755647469734656377307236762835829 | 0.028478593792281936389457557295749380675
f(z) = 80/81*z^3 - 43/18*z + 1
*
[ 22/9 ] 
f(z) = 81/88*z^3 - 54/11*z + 1
*
2/9 | 0.17366266632231206072492765740532403677 | 0.028985011086502587234343718446177707145
f(z) = 81/88*z^3 - 50/11*z + 1
*
-2 | 0.083121520549188994993628955365067461613 | 0.014069118768151640612139704684360230469
f(z) = 81/88*z^3 - 46/11*z + 1
*
[ -22/9 ] 
f(z) = 81/88*z^3 - 45/11*z + 1
*
[ 7/3 ] 
f(z) = 81/98*z^3 - 55/14*z + 1
*
[ -7/3 ] 
f(z) = 81/98*z^3 - 43/14*z + 1
*
-2 | 0.084747514667615203078906241795171254738 | 0.014292308053432144946360987318865786609
f(z) = 83/88*z^3 - 47/11*z + 1
*
-2 | 0.084068538802538340204795845602591356179 | 0.014127640512700576414151580214917442004
f(z) = 85/88*z^3 - 48/11*z + 1
*
-2 | 0.085890900382940171088566368821849738896 | 0.014384045229869565963075441877102830812
f(z) = 87/88*z^3 - 49/11*z + 1
*
-2 | 0.088077067158106581787887076849076191593 | 0.014700423655284828781905516920587587426
f(z) = 89/88*z^3 - 50/11*z + 1
*
-2 | 0.089468690970581565688018894321744746260 | 0.014883499331311908396282471792330025352
f(z) = 91/88*z^3 - 51/11*z + 1
*
-2 | 0.090572751465201883902675344817849569151 | 0.015018650046624728361826121902702384188
f(z) = 93/88*z^3 - 52/11*z + 1
*
[ 2 ] 
f(z) = 93/88*z^3 - 41/11*z + 1
*
[ 3/2 ] 
f(z) = 94/81*z^3 - 41/18*z + 1
*
-2 | 0.091515153171084307299915595289582550549 | 0.015127138054642681808086831628060137835
f(z) = 95/88*z^3 - 53/11*z + 1
*
[ 2 ] 
f(z) = 95/88*z^3 - 42/11*z + 1
*
-2 | 0.092350185744702323047502688517938538618 | 0.015218145860370302148900293490705518228
f(z) = 97/88*z^3 - 54/11*z + 1
*
[ 2 ] 
f(z) = 97/88*z^3 - 43/11*z + 1
*
-15/7 | 0.18233539711357187316852235020636871135 | 0.029563828063199731496721720258692245901
f(z) = 98/81*z^3 - 53/9*z + 1
*
[ -7/3 ] 
f(z) = 99/98*z^3 - 57/14*z + 1
*
[ 9/8 ] 
f(z) = 80/81*z^3 - 41/36*z + 1
*
[ 3/2 ] 
f(z) = 80/99*z^3 - 49/33*z + 1
*
2/3 | 0.14770209374174774712004368118052420152 | 0.027032694089501797529614296784854125329
f(z) = 81/80*z^3 - 59/20*z + 1
*
[ -2 ] 
f(z) = 81/80*z^3 - 51/20*z + 1
*
-4/3 | 0.14075749372931578376205110591716006771 | 0.027600231441623935014813247591540981747
f(z) = 81/80*z^3 - 41/20*z + 1
*
[ -2 ] 
f(z) = 83/80*z^3 - 53/20*z + 1
*
[ -2 ] 
f(z) = 83/96*z^3 - 47/24*z + 1
*
[ -2 ] 
f(z) = 85/96*z^3 - 49/24*z + 1
*
[ -2 ] 
f(z) = 87/80*z^3 - 57/20*z + 1
*
[ -2 ] 
f(z) = 89/80*z^3 - 59/20*z + 1
*
[ -2 ] 
f(z) = 89/96*z^3 - 53/24*z + 1
*
[ -2 ] 
f(z) = 91/96*z^3 - 55/24*z + 1
*
[ 3/2 ] 
f(z) = 92/99*z^3 - 58/33*z + 1
*
[ -2 ] 
f(z) = 95/96*z^3 - 59/24*z + 1
*
[ 3/7 ] 
f(z) = 98/99*z^3 - 50/33*z + 1
*
-4/3 | 0.098616539303098175615973536225139710795 | 0.018684046419991040404544170789648776871
f(z) = 99/80*z^3 - 49/20*z + 1
*
[ 3/5 ] 
f(z) = 80/81*z^3 - 46/45*z + 1
*
[ 9/10 ] 
f(z) = 80/81*z^3 - 41/45*z + 1
*
[ 10/9 ] 
f(z) = 81/88*z^3 - 57/55*z + 1
*
[ 2/3 ] 
f(z) = 81/92*z^3 - 41/46*z + 1
*
[ 7/6 ] 
f(z) = 81/98*z^3 - 55/56*z + 1
*
[ 3/5 ] 
f(z) = 85/81*z^3 - 47/45*z + 1
*
[ 3/5 ] 
f(z) = 95/81*z^3 - 49/45*z + 1
*
[ 2/3 ] 
f(z) = 99/92*z^3 - 45/46*z + 1
*
[ 4/5 ] 
f(z) = 85/96*z^3 - 49/60*z + 1
*
[ 2/3 ] 
f(z) = 87/80*z^3 - 59/60*z + 1
*
[ 4/5 ] 
f(z) = 95/96*z^3 - 53/60*z + 1
*
[ 6/7 ] 
f(z) = 98/99*z^3 - 59/66*z + 1
*
[ 9/4 ] 
f(z) = 80/81*z^3 - 40/9*z + 1
*
[ -9/4 ] 
f(z) = 80/81*z^3 - 32/9*z + 1
*
[ 2/9 ] 
f(z) = 81/88*z^3 - 39/11*z + 1
*
[ 2 ] 
f(z) = 81/88*z^3 - 35/11*z + 1
*
[ -2 ] 
f(z) = 81/88*z^3 - 24/11*z + 1
*
[ 14/9 ] 
f(z) = 81/98*z^3 - 23/14*z + 1
*
[ 3/2 ] 
f(z) = 82/81*z^3 - 35/18*z + 1
*
[ 2 ] 
f(z) = 83/88*z^3 - 36/11*z + 1
*
[ -2 ] 
f(z) = 83/88*z^3 - 25/11*z + 1
*
[ 2 ] 
f(z) = 85/88*z^3 - 37/11*z + 1
*
[ -2 ] 
f(z) = 85/88*z^3 - 26/11*z + 1
*
[ 3/2 ] 
f(z) = 86/81*z^3 - 37/18*z + 1
*
[ 2 ] 
f(z) = 87/88*z^3 - 38/11*z + 1
*
[ -2 ] 
f(z) = 87/88*z^3 - 27/11*z + 1
*
-3/2 | 0.11891257330909359657601270466026255094 | 0.022298676888657049677591263844406018375
f(z) = 88/81*z^3 - 23/18*z + 1
*
[ 2 ] 
f(z) = 89/88*z^3 - 39/11*z + 1
*
[ -2 ] 
f(z) = 89/88*z^3 - 28/11*z + 1
*
[ 2 ] 
f(z) = 91/88*z^3 - 40/11*z + 1
*
[ -2 ] 
f(z) = 91/88*z^3 - 29/11*z + 1
*
[ -2 ] 
f(z) = 93/88*z^3 - 30/11*z + 1
*
[ -2 ] 
f(z) = 95/88*z^3 - 31/11*z + 1
*
[ -2 ] 
f(z) = 97/88*z^3 - 32/11*z + 1
*
[ 3/4 ] 
f(z) = 80/99*z^3 - 26/33*z + 1
*
[ 4/9 ] 
f(z) = 81/80*z^3 - 29/20*z + 1
*
[ 10/9 ] 
f(z) = 81/80*z^3 - 23/20*z + 1
*
[ 2/3 ] 
f(z) = 87/88*z^3 - 31/33*z + 1
*
[ 3/4 ] 
f(z) = 92/81*z^3 - 35/36*z + 1
*
[ 2/3 ] 
f(z) = 93/88*z^3 - 32/33*z + 1
*
[ -3/2 ] 
f(z) = 97/81*z^3 - 37/36*z + 1
*
[ 4/3 ] 
f(z) = 99/80*z^3 - 39/20*z + 1
*
[ 2/3 ] 
f(z) = 99/80*z^3 - 21/20*z + 1
*
[ 8/9 ] 
f(z) = 81/80*z^3 - 37/40*z + 1
*
[ 3/2 ] 
f(z) = 80/81*z^3 - 17/9*z + 1
*
[ 3/4 ] 
f(z) = 80/81*z^3 - 8/9*z + 1
*
[ 2/3 ] 
f(z) = 81/88*z^3 - 10/11*z + 1
*
[ 7/9 ] 
f(z) = 81/98*z^3 - 11/14*z + 1
*
[ 3/2 ] 
f(z) = 88/81*z^3 - 19/9*z + 1
*
[ 3/4 ] 
f(z) = 88/81*z^3 - 17/18*z + 1
*
[ 3/2 ] 
f(z) = 92/81*z^3 - 20/9*z + 1
*
-12/7 | 0.081378688869344020057732986914177802330 | 0.015670973436914569567169443508512066744
f(z) = 98/81*z^3 - 20/9*z + 1
*
[ 9/7 ] 
f(z) = 98/81*z^3 - 16/9*z + 1
*
[ -9/7 ]
f(z) = 98/81*z^3 - 2/9*z + 1
*
[ -1 ]
f(z) = 82/81*z^3 + 80/81*z + 1
*
[ -4 ] 
f(z) = 81/112*z^3 - 289/28*z + 1
*
[ -4 ] 
f(z) = 83/112*z^3 - 297/28*z + 1
*
[ 10/3 ] 
f(z) = 93/100*z^3 - 289/30*z + 1
*
[ 3/14 ] 
f(z) = 98/117*z^3 - 289/78*z + 1
*
[ -5/2 ] 
f(z) = 81/100*z^3 - 293/80*z + 1
*
0 | 0.11654337047219320773772418464960135479 | 0.020656733442583067115126228245399579937
f(z) = 80/101*z^3 - 282/101*z + 1
*
0 | 0.11645075865369987832605898608270910676 | 0.020588919246829673108360952550109556137
f(z) = 80/103*z^3 - 286/103*z + 1
*
0 | 0.11626278835522780257780342333364222407 | 0.020455908620011765639645473377855693008
f(z) = 80/107*z^3 - 294/107*z + 1
*
0 | 0.11616738399688731683888310009011268658 | 0.020390640292642337814057615854268199027
f(z) = 80/109*z^3 - 298/109*z + 1
*
0 | 0.091205029916227719151559592989778355549 | 0.016175823491962936424495521337595967939
f(z) = 81/100*z^3 - 281/100*z + 1
*
0 | 0.11683070669883843255300299376099303908 | 0.020694678174656265289660724719676367148
f(z) = 81/101*z^3 - 283/101*z + 1
*
0 | 0.11673979188914455921819390377808793374 | 0.020627291939192997859832045993013349561
f(z) = 81/103*z^3 - 287/103*z + 1
*
0 | 0.10376637091777659297823594466856839419 | 0.018268172124391300253113011819269885890
f(z) = 81/106*z^3 - 293/106*z + 1
*
0 | 0.11655532443509417873119923043359950770 | 0.020495134431197898394936273392006579178
f(z) = 81/107*z^3 - 295/107*z + 1
*
0 | 0.11646172863999265246787926452548230727 | 0.020430292334377048758842496860304628963
f(z) = 81/109*z^3 - 299/109*z + 1
*
5/3 | 0.15216732627419959588829169752834589262 | 0.026821550457861455893658137799166000340
f(z) = 81/110*z^3 - 291/110*z + 1
*
[ -7/3 ] 
f(z) = 81/112*z^3 - 281/112*z + 1
*
0 | 0.11711349576474135665022548946044360739 | 0.020731816224898008226888217262619981018
f(z) = 82/101*z^3 - 284/101*z + 1
*
0 | 0.11702421532681824011074277735105974713 | 0.020664847607060986974615366470101063411
f(z) = 82/103*z^3 - 288/103*z + 1
*
0 | 0.096590458026348663092207153495289137655 | 0.017015086683476329822281407805943689774
f(z) = 82/105*z^3 - 292/105*z + 1
*
0 | 0.11684311909593834052987841128494291265 | 0.020533521657783877470012002175720167881
f(z) = 82/107*z^3 - 296/107*z + 1
*
0 | 0.091764626901779250093107986329023793620 | 0.016254625818921003516763024903928717788
f(z) = 83/100*z^3 - 283/100*z + 1
*
0 | 0.11739188458585905745030195810135799907 | 0.020768175018475608352676921125968896416
f(z) = 83/101*z^3 - 285/101*z + 1
*
0 | 0.084168052873169072337692367855607432714 | 0.014872041233523331406600124308474884648
f(z) = 83/102*z^3 - 287/102*z + 1
*
0 | 0.11730417934734026530473583778650415041 | 0.020701614227786994725393943922890843205
f(z) = 83/103*z^3 - 289/103*z + 1
*
0 | 0.081128896646041635168755685064733119752 | 0.014300065909427628764550206406291836726
f(z) = 83/104*z^3 - 291/104*z + 1
*
0 | 0.096872029074026231165448706647655026699 | 0.017054416430980532236603326649770134607
f(z) = 83/105*z^3 - 293/105*z + 1
*
0 | 0.10433569642597596958690250694993680763 | 0.018346430200310769358445678167925916720
f(z) = 83/106*z^3 - 295/106*z + 1
*
0 | 0.11712633013248667930336921157053496679 | 0.020571099461155273901113897481426755011
f(z) = 83/107*z^3 - 297/107*z + 1
*
0 | 0.077847417657469654134318060570801197463 | 0.013656378956342366769010605922317703862
f(z) = 83/108*z^3 - 299/108*z + 1
*
0 | 0.11766601282566025938053141432038322413 | 0.020803780620857056362401684972172066259
f(z) = 84/101*z^3 - 286/101*z + 1
*
0 | 0.11757982682497413561745656199894844075 | 0.020737618377206633694314453391634180074
f(z) = 84/103*z^3 - 290/103*z + 1
*
0 | 0.11740510727988193923468262478144509256 | 0.020607895509873087789175083343658923694
f(z) = 84/107*z^3 - 298/107*z + 1
*
0 | 0.11793601337921013186305201794101357581 | 0.020838657828237498488910046081144081140
f(z) = 85/101*z^3 - 287/101*z + 1
*
0 | 0.11785129363473236667967170287884578391 | 0.020772885323964383988727360968518499200
f(z) = 85/103*z^3 - 291/103*z + 1
*
0 | 0.089284078895722237879717203207327520083 | 0.015718550304965558938832520001114051468
f(z) = 85/104*z^3 - 293/104*z + 1
*
0 | 0.10488739917126760496719074025014161853 | 0.018421554898317316992614513374007848861
f(z) = 85/106*z^3 - 297/106*z + 1
*
[ 2 ] 
f(z) = 85/106*z^3 - 287/106*z + 1
*
0 | 0.11767959277186705780890104388001713006 | 0.020643936082656449125496292315642771092
f(z) = 85/107*z^3 - 299/107*z + 1
*
[ 2 ] 
f(z) = 85/114*z^3 - 283/114*z + 1
*
[ 2 ] 
f(z) = 85/118*z^3 - 281/118*z + 1
*
0 | 0.11820201281651879279114245133694462234 | 0.020872830250385433817047635784181005217
f(z) = 86/101*z^3 - 288/101*z + 1
*
0 | 0.11811870911627039835976309069662017003 | 0.020807439115832936773165291780073535186
f(z) = 86/103*z^3 - 292/103*z + 1
*
0 | 0.097691045696911422579910239504243883311 | 0.017167816283148290132274844420611643277
f(z) = 86/105*z^3 - 296/105*z + 1
*
0 | 0.092834029535550648927632035376084736317 | 0.016403272595687514994288918983918776004
f(z) = 87/100*z^3 - 287/100*z + 1
*
0 | 0.11846413178928022426895434494537893684 | 0.020906320386674290896569139176298734033
f(z) = 87/101*z^3 - 289/101*z + 1
*
0 | 0.11838219649900251758536420068435919539 | 0.020841302658844396518356031714246157686
f(z) = 87/103*z^3 - 293/103*z + 1
*
0 | 0.086963935964772481202283150731988941285 | 0.015291772957627712566540435034522873758
f(z) = 87/104*z^3 - 295/104*z + 1
*
0 | 0.10542257734792877010828215414482587009 | 0.018493749826773965168624719965546613974
f(z) = 87/106*z^3 - 299/106*z + 1
*
[ 2 ] 
f(z) = 87/106*z^3 - 295/106*z + 1
*
[ 2 ] 
f(z) = 87/110*z^3 - 293/110*z + 1
*
[ 2 ] 
f(z) = 87/118*z^3 - 289/118*z + 1
*
0 | 0.11872248540464130202727585902843423148 | 0.020939149695974876598048340613750078273
f(z) = 88/101*z^3 - 290/101*z + 1
*
0 | 0.11864187329234303500685476284566133307 | 0.020874497789954784049053183054319707968
f(z) = 88/103*z^3 - 294/103*z + 1
*
0 | 0.098216951029329227607503593651651937966 | 0.017239834884572954036393130154180290556
f(z) = 88/105*z^3 - 298/105*z + 1
*
0 | 0.093345796807499612971859561911843024656 | 0.016473485310121330458390806792439873700
f(z) = 89/100*z^3 - 289/100*z + 1
*
0 | 0.11897718356921898101532481922440736499 | 0.020971338661006103644726119751104132120
f(z) = 89/101*z^3 - 291/101*z + 1
*
0 | 0.085758552728814525597078073639276511496 | 0.015097877939954842927773165330899354641
f(z) = 89/102*z^3 - 293/102*z + 1
*
0 | 0.11889785164451818891167538310087591312 | 0.020907045343878849123874866567346637956
f(z) = 89/103*z^3 - 295/103*z + 1
*
0 | 0.090333367862680335639859275965510945651 | 0.015865405266795004413826923437592848587
f(z) = 89/104*z^3 - 297/104*z + 1
*
0 | 0.098474232458082565000123599213458912756 | 0.017274836807043247392808831672426121424
f(z) = 89/105*z^3 - 299/105*z + 1
*
[ 2 ] 
f(z) = 89/114*z^3 - 299/114*z + 1
*
[ 2 ] 
f(z) = 89/118*z^3 - 297/118*z + 1
*
0 | 0.11922833130621758023389609684224080805 | 0.021002906847673589433791554603140508350
f(z) = 90/101*z^3 - 292/101*z + 1
*
0 | 0.11915023867299753076355711529052655403 | 0.020938965214659010870602525649332837385
f(z) = 90/103*z^3 - 296/103*z + 1
*
0 | 0.093843437968157654047295854694251230320 | 0.016541175876788084711080849084121768084
f(z) = 91/100*z^3 - 291/100*z + 1
*
0 | 0.11947602904817939576506754508352119269 | 0.021033872959866668062403905586982594052
f(z) = 91/101*z^3 - 293/101*z + 1
*
0 | 0.086258612810449068017988208346171395346 | 0.015167748654702411255044435326290394027
f(z) = 91/102*z^3 - 295/102*z + 1
*
0 | 0.11939913676924878751763025562272916547 | 0.020970276412468625099692629177887082523
f(z) = 91/103*z^3 - 297/103*z + 1
*
0 | 0.11972037290762369169568361403344737914 | 0.021064254890132804555479810233631131319
f(z) = 92/101*z^3 - 294/101*z + 1
*
0 | 0.11964464388021979705250959655229411159 | 0.021000997116094331130832891193355919534
f(z) = 92/103*z^3 - 298/103*z + 1
*
0 | 0.094327732331766566235444425382404851735 | 0.016606490475663490208191529474103048456
f(z) = 93/100*z^3 - 293/100*z + 1
*
0 | 0.11996145492758571417368111970032110946 | 0.021094069766603281034594798551879986439
f(z) = 93/101*z^3 - 295/101*z + 1
*
0 | 0.11988685376868869870919572592193552331 | 0.021031144721493783993496029714613004558
f(z) = 93/103*z^3 - 299/103*z + 1
*
0 | 0.12019936331385388560862450339653335613 | 0.021123333996504441232921970925228437790
f(z) = 94/101*z^3 - 296/101*z + 1
*
0 | 0.12043418265051565331702977883477870095 | 0.021152063306553972661737491818731411302
f(z) = 95/101*z^3 - 297/101*z + 1
*
0 | 0.087218980924826766071994116723482558840 | 0.015300384926527385758487684705379186649
f(z) = 95/102*z^3 - 299/102*z + 1
*
0 | 0.12066599410025710148025258188998544210 | 0.021180272780511030103902303255065012806
f(z) = 96/101*z^3 - 298/101*z + 1
*
0 | 0.095259083137247653442331356573504065913 | 0.016730517139726054622695880204036610372
f(z) = 97/100*z^3 - 297/100*z + 1
*
0 | 0.12089487559071541866753032228070071009 | 0.021207976894121911160584572382353687919
f(z) = 97/101*z^3 - 299/101*z + 1
*
[ 13/7 ] 
f(z) = 98/117*z^3 - 284/117*z + 1
*
0 | 0.095707403634445490046064408786510088443 | 0.016789466012996191368589744375012859312
f(z) = 99/100*z^3 - 299/100*z + 1
*
[ -20/9 ] 
f(z) = 81/112*z^3 - 297/140*z + 1
*
[ 3/7 ] 
f(z) = 83/108*z^3 - 289/196*z + 1
*
[ 3/7 ] 
f(z) = 89/108*z^3 - 291/196*z + 1
*
-6/5 | 0.22206266287514586360997150012102987627 | 0.028668530923498711819864984513627041119
f(z) = 95/104*z^3 - 289/195*z + 1
*
[ 3/7 ] 
f(z) = 95/108*z^3 - 293/196*z + 1
*
[ 4/9 ] 
f(z) = 81/106*z^3 - 297/212*z + 1
*
[ 3/2 ] 
f(z) = 82/105*z^3 - 299/210*z + 1
*
-3/2 | 0.16950809105606444639328899601328134618 | 0.030025628462970348344110021145140622763
f(z) = 94/105*z^3 - 283/210*z + 1
*
[ 4/3 ] 
f(z) = 99/106*z^3 - 299/212*z + 1
*
[ -2 ] 
f(z) = 80/117*z^3 - 289/234*z + 1
*
[ -2 ] 
f(z) = 80/119*z^3 - 283/238*z + 1
*
[ -2 ] 
f(z) = 81/119*z^3 - 291/238*z + 1
*
[ 3/2 ] 
f(z) = 82/111*z^3 - 295/222*z + 1
*
[ -2 ] 
f(z) = 82/119*z^3 - 299/238*z + 1
*
[ 1/2 ] 
f(z) = 86/119*z^3 - 281/238*z + 1
*
[ 1/2 ] 
f(z) = 90/119*z^3 - 283/238*z + 1
*
[ 1/2 ] 
f(z) = 94/117*z^3 - 281/234*z + 1
*
[ 1/2 ] 
f(z) = 94/119*z^3 - 285/238*z + 1
*
[ 1/2 ] 
f(z) = 98/117*z^3 - 283/234*z + 1
*
[ 4/3 ] 
f(z) = 99/118*z^3 - 293/236*z + 1
*
[ 14/27 ] 
f(z) = 81/112*z^3 - 283/252*z + 1
*
[ 4/3 ] 
f(z) = 89/112*z^3 - 293/252*z + 1
*
[ 9/7 ] 
f(z) = 91/108*z^3 - 295/252*z + 1
*
[ 10/9 ] 
f(z) = 93/100*z^3 - 283/270*z + 1
*
[ 10/3 ] 
f(z) = 87/100*z^3 - 269/30*z + 1
*
[ -10/3 ] 
f(z) = 93/100*z^3 - 271/30*z + 1
*
[ 3 ] 
f(z) = 97/117*z^3 - 265/39*z + 1
*
[ 3 ] 
f(z) = 98/117*z^3 - 268/39*z + 1
*
2/9 | 0.15045433823648226091274366989352771332 | 0.023816750978824234584226704460333564273
f(z) = 81/100*z^3 - 277/50*z + 1
*
[ -8/3 ] 
f(z) = 99/112*z^3 - 275/56*z + 1
*
[ 12/5 ] 
f(z) = 95/108*z^3 - 269/60*z + 1
*
4/3 | 0.14092487434868866700963546528255708205 | 0.020252341669218506311454141105557990239
f(z) = 87/112*z^3 - 263/84*z + 1
*
4/3 | 0.17256693873781199559054468563764711494 | 0.024693293633854015349706195699614075079
f(z) = 93/112*z^3 - 271/84*z + 1
*
[ 2 ] 
f(z) = 81/106*z^3 - 271/106*z + 1
*
-20/9 | 0.11083164447214490890038378679935922553 | 0.019681668664980913589106552163289056597
f(z) = 81/110*z^3 - 279/110*z + 1
*
[ 2 ] 
f(z) = 81/118*z^3 - 265/118*z + 1
*
[ -7/3 ] 
f(z) = 81/119*z^3 - 271/119*z + 1
*
[ 2 ] 
f(z) = 83/106*z^3 - 279/106*z + 1
*
[ 2 ] 
f(z) = 83/110*z^3 - 277/110*z + 1
*
[ 2 ] 
f(z) = 83/114*z^3 - 275/114*z + 1
*
[ 2 ] 
f(z) = 83/118*z^3 - 273/118*z + 1
*
3/2 | 0.11731339399601663268915398590489315090 | 0.020982591160549892008952026889793609691
f(z) = 88/105*z^3 - 268/105*z + 1
*
[ 10/33 ] 
f(z) = 99/100*z^3 - 263/110*z + 1
*
[ 3/8 ] 
f(z) = 80/117*z^3 - 275/156*z + 1
*
5/7 | 0.18206271651962918739924368533053380220 | 0.025378279104052745962169438468091634566
f(z) = 91/100*z^3 - 261/140*z + 1
*
[ 1/2 ] 
f(z) = 86/109*z^3 - 261/218*z + 1
*
[ 1/2 ] 
f(z) = 90/109*z^3 - 263/218*z + 1
*
[ 1/2 ] 
f(z) = 94/107*z^3 - 261/214*z + 1
*
[ 1/2 ] 
f(z) = 94/109*z^3 - 265/218*z + 1
*
[ 1/2 ] 
f(z) = 98/107*z^3 - 263/214*z + 1
*
[ 1/2 ] 
f(z) = 98/109*z^3 - 267/218*z + 1
*
[ 1/2 ] 
f(z) = 82/111*z^3 - 263/222*z + 1
*
[ 1/2 ] 
f(z) = 82/113*z^3 - 267/226*z + 1
*
[ 1/2 ] 
f(z) = 82/115*z^3 - 271/230*z + 1
*
[ 1/2 ] 
f(z) = 82/117*z^3 - 275/234*z + 1
*
[ 1/2 ] 
f(z) = 82/119*z^3 - 279/238*z + 1
*
[ 1/2 ] 
f(z) = 86/111*z^3 - 265/222*z + 1
*
[ 1/2 ] 
f(z) = 86/113*z^3 - 269/226*z + 1
*
[ 1/2 ] 
f(z) = 86/115*z^3 - 273/230*z + 1
*
[ 1/2 ] 
f(z) = 86/117*z^3 - 277/234*z + 1
*
[ 1/2 ] 
f(z) = 90/113*z^3 - 271/226*z + 1
*
[ 1/2 ] 
f(z) = 94/111*z^3 - 269/222*z + 1
*
[ 1/2 ] 
f(z) = 94/113*z^3 - 273/226*z + 1
*
[ 1/2 ] 
f(z) = 94/115*z^3 - 277/230*z + 1
*
[ 1/2 ] 
f(z) = 98/111*z^3 - 271/222*z + 1
*
[ 1/2 ] 
f(z) = 98/113*z^3 - 275/226*z + 1
*
[ 1/2 ] 
f(z) = 98/115*z^3 - 279/230*z + 1
*
[ 4/3 ] 
f(z) = 83/112*z^3 - 269/252*z + 1
*
[ 4/3 ] 
f(z) = 85/112*z^3 - 277/252*z + 1
*
[ 6/11 ] 
f(z) = 89/108*z^3 - 261/242*z + 1
*
[ 6/11 ] 
f(z) = 95/108*z^3 - 265/242*z + 1
*
[ 10/9 ] 
f(z) = 87/100*z^3 - 263/270*z + 1
*
[ -10/3 ] 
f(z) = 87/100*z^3 - 251/30*z + 1
*
[ 3 ] 
f(z) = 89/117*z^3 - 241/39*z + 1
*
[ 3 ] 
f(z) = 92/117*z^3 - 250/39*z + 1
*
[ 3 ] 
f(z) = 94/117*z^3 - 256/39*z + 1
*
[ 3 ] 
f(z) = 95/117*z^3 - 259/39*z + 1
*
[ -3 ] 
f(z) = 98/117*z^3 - 242/39*z + 1
*
[ 8/3 ] 
f(z) = 81/112*z^3 - 253/56*z + 1
*
4/9 | 0.12526266714307440813028412695793721815 | 0.022838159491048700068390015706708545669
f(z) = 81/100*z^3 - 241/100*z + 1
*
13/9 | 0.15687192758766653661703351235115100073 | 0.028601227992561160737144399130248359768
f(z) = 81/104*z^3 - 241/104*z + 1
*
[ 1/3 ] 
f(z) = 81/116*z^3 - 241/116*z + 1
*
[ 1/3 ] 
f(z) = 81/118*z^3 - 245/118*z + 1
*
[ 1/3 ] 
f(z) = 90/119*z^3 - 248/119*z + 1
*
[ 24/13 ] 
f(z) = 91/108*z^3 - 251/104*z + 1
*
[ 6/19 ] 
f(z) = 95/108*z^3 - 257/114*z + 1
*
[ 7/4 ] 
f(z) = 96/119*z^3 - 243/119*z + 1
*
[ 1/3 ] 
f(z) = 99/115*z^3 - 241/115*z + 1
*
[ 1/3 ] 
f(z) = 99/116*z^3 - 243/116*z + 1
*
[ 1/3 ] 
f(z) = 99/118*z^3 - 247/118*z + 1
*
[ 1/3 ] 
f(z) = 99/119*z^3 - 249/119*z + 1
*
[ 1/2 ] 
f(z) = 82/101*z^3 - 243/202*z + 1
*
[ 1/2 ] 
f(z) = 82/103*z^3 - 247/206*z + 1
*
[ 1/2 ] 
f(z) = 82/105*z^3 - 251/210*z + 1
*
[ 1/2 ] 
f(z) = 82/107*z^3 - 255/214*z + 1
*
[ 1/2 ] 
f(z) = 82/109*z^3 - 259/218*z + 1
*
[ 1/2 ] 
f(z) = 86/101*z^3 - 245/202*z + 1
*
[ 1/2 ] 
f(z) = 86/103*z^3 - 249/206*z + 1
*
[ 1/2 ] 
f(z) = 86/105*z^3 - 253/210*z + 1
*
-3/2 | 0.11804092132056740815153662977910373584 | 0.021425413150820729743637242822996228363
f(z) = 86/105*z^3 - 247/210*z + 1
*
[ 1/2 ] 
f(z) = 86/107*z^3 - 257/214*z + 1
*
[ 1/2 ] 
f(z) = 90/101*z^3 - 247/202*z + 1
*
[ 1/2 ] 
f(z) = 90/103*z^3 - 251/206*z + 1
*
[ 1/2 ] 
f(z) = 90/107*z^3 - 259/214*z + 1
*
[ 1/2 ] 
f(z) = 94/101*z^3 - 249/202*z + 1
*
[ 1/2 ] 
f(z) = 94/103*z^3 - 253/206*z + 1
*
[ 1/2 ] 
f(z) = 94/105*z^3 - 257/210*z + 1
*
[ 1/2 ] 
f(z) = 98/101*z^3 - 251/202*z + 1
*
[ 1/2 ] 
f(z) = 98/103*z^3 - 255/206*z + 1
*
[ 6/11 ] 
f(z) = 83/108*z^3 - 257/242*z + 1
*
[ 15/13 ] 
f(z) = 91/108*z^3 - 257/260*z + 1
*
[ 3 ] 
f(z) = 83/117*z^3 - 223/39*z + 1
*
[ 3 ] 
f(z) = 85/117*z^3 - 229/39*z + 1
*
[ 3 ] 
f(z) = 86/117*z^3 - 232/39*z + 1
*
[ 3 ] 
f(z) = 88/117*z^3 - 238/39*z + 1
*
[ -3 ] 
f(z) = 92/117*z^3 - 224/39*z + 1
*
[ -3 ] 
f(z) = 94/117*z^3 - 230/39*z + 1
*
[ -3 ] 
f(z) = 95/117*z^3 - 233/39*z + 1
*
[ -3 ] 
f(z) = 97/117*z^3 - 239/39*z + 1
*
-2 | 0.073708500525661127093079891708668754666 | 0.012100599370675874145568003958715331016
f(z) = 97/108*z^3 - 221/54*z + 1
*
-2 | 0.088031241037797435837669540841221092499 | 0.014430596454083225674650686137010723524
f(z) = 97/116*z^3 - 223/58*z + 1
*
-2 | 0.088447210723743598702185580307150485987 | 0.014498784640507218859343956715030530195
f(z) = 99/100*z^3 - 223/50*z + 1
*
-2 | 0.088443787898301882052447833584914258506 | 0.014456093951337736119572586106208591388
f(z) = 99/116*z^3 - 227/58*z + 1
*
[ -9/4 ] 
f(z) = 80/117*z^3 - 236/117*z + 1
*
[ 1/3 ] 
f(z) = 81/106*z^3 - 221/106*z + 1
*
[ 1/3 ] 
f(z) = 81/107*z^3 - 223/107*z + 1
*
[ 1/3 ] 
f(z) = 81/109*z^3 - 227/109*z + 1
*
[ 1/3 ] 
f(z) = 81/112*z^3 - 233/112*z + 1
*
[ 1/3 ] 
f(z) = 81/113*z^3 - 235/113*z + 1
*
[ 1/3 ] 
f(z) = 81/115*z^3 - 239/115*z + 1
*
[ 17/9 ] 
f(z) = 81/119*z^3 - 233/119*z + 1
*
[ 1/3 ] 
f(z) = 90/107*z^3 - 224/107*z + 1
*
[ 1/3 ] 
f(z) = 90/109*z^3 - 228/109*z + 1
*
[ 1/3 ] 
f(z) = 90/113*z^3 - 236/113*z + 1
*
[ -2 ] 
f(z) = 95/102*z^3 - 227/102*z + 1
*
[ -2 ] 
f(z) = 95/106*z^3 - 221/106*z + 1
*
[ -2 ] 
f(z) = 97/102*z^3 - 235/102*z + 1
*
[ -2 ] 
f(z) = 97/106*z^3 - 229/106*z + 1
*
[ -2 ] 
f(z) = 97/110*z^3 - 223/110*z + 1
*
[ -2 ] 
f(z) = 99/106*z^3 - 237/106*z + 1
*
[ 1/3 ] 
f(z) = 99/106*z^3 - 223/106*z + 1
*
[ 1/3 ] 
f(z) = 99/107*z^3 - 225/107*z + 1
*
[ 1/3 ] 
f(z) = 99/109*z^3 - 229/109*z + 1
*
[ 1/3 ] 
f(z) = 99/112*z^3 - 235/112*z + 1
*
[ 1/3 ] 
f(z) = 99/113*z^3 - 237/113*z + 1
*
[ 5/3 ] 
f(z) = 99/115*z^3 - 229/115*z + 1
*
[ 2/5 ] 
f(z) = 85/112*z^3 - 227/140*z + 1
*
[ 2/5 ] 
f(z) = 95/112*z^3 - 229/140*z + 1
*
[ 3/2 ] 
f(z) = 95/117*z^3 - 233/156*z + 1
*
[ 3/2 ] 
f(z) = 97/117*z^3 - 239/156*z + 1
*
[ 6/5 ] 
f(z) = 95/104*z^3 - 224/195*z + 1
*
[ -9/5 ] 
f(z) = 95/108*z^3 - 233/180*z + 1
*
[ 4/3 ] 
f(z) = 81/106*z^3 - 235/212*z + 1
*
[ 5/4 ] 
f(z) = 88/105*z^3 - 233/210*z + 1
*
-3/2 | 0.11456202230921316691778962745788751032 | 0.021222410039068069273320816526396328888
f(z) = 88/105*z^3 - 221/210*z + 1
*
[ 4/3 ] 
f(z) = 81/110*z^3 - 233/220*z + 1
*
[ 4/3 ] 
f(z) = 81/118*z^3 - 229/236*z + 1
*
[ 5/4 ] 
f(z) = 88/115*z^3 - 229/230*z + 1
*
[ 20/33 ] 
f(z) = 99/100*z^3 - 223/220*z + 1
*
[ 2/3 ] 
f(z) = 95/112*z^3 - 221/252*z + 1
*
[ 2/3 ] 
f(z) = 97/112*z^3 - 223/252*z + 1
*
[ 10/9 ] 
f(z) = 81/116*z^3 - 221/290*z + 1
*
[ 6/7 ] 
f(z) = 89/108*z^3 - 227/294*z + 1
*
[ 6/7 ] 
f(z) = 95/108*z^3 - 239/294*z + 1
*
[ 3 ] 
f(z) = 80/117*z^3 - 214/39*z + 1
*
-28/9 | 0.17962995338089806908048403445791827432 | 0.026584542072190471766103836237339949056
f(z) = 81/112*z^3 - 215/28*z + 1
*
26/9 | 0.16283575541738934531637064820589621508 | 0.024166231848861345688852622277160357047
f(z) = 81/112*z^3 - 211/28*z + 1
*
[ 3 ] 
f(z) = 82/117*z^3 - 220/39*z + 1
*
[ -3 ] 
f(z) = 85/117*z^3 - 203/39*z + 1
*
[ -3 ] 
f(z) = 86/117*z^3 - 206/39*z + 1
*
[ -3 ] 
f(z) = 88/117*z^3 - 212/39*z + 1
*
[ -3 ] 
f(z) = 89/117*z^3 - 215/39*z + 1
*
[ -8/3 ] 
f(z) = 81/112*z^3 - 211/56*z + 1
*
[ 2/9 ] 
f(z) = 81/116*z^3 - 205/58*z + 1
*
-2 | 0.085826790452975637878735222639842028306 | 0.014289334671534134940901149010342047238
f(z) = 89/100*z^3 - 203/50*z + 1
*
-2 | 0.073143659857045768399430289519904595949 | 0.012157870533540574535227320877220271317
f(z) = 89/108*z^3 - 205/54*z + 1
*
-2 | 0.090992373277178115582799125566087451328 | 0.015100298226416530733005997599012414850
f(z) = 89/116*z^3 - 207/58*z + 1
*
-2 | 0.085443289657015158050852810715643709789 | 0.014179420854721469271655799486491592106
f(z) = 91/100*z^3 - 207/50*z + 1
*
-2 | 0.073683907609703362369480868791828596221 | 0.012208455685511070622173357314590816783
f(z) = 91/108*z^3 - 209/54*z + 1
*
-2 | 0.090545812403532481812322606546583605618 | 0.014978615848904624274217391045035190058
f(z) = 91/116*z^3 - 211/58*z + 1
*
-2 | 0.086455947375432908217720865998432086197 | 0.014302046546541359368622909935315157602
f(z) = 93/100*z^3 - 211/50*z + 1
*
-2 | 0.089818861328970325685086617193097474409 | 0.014812342165465640471146468533404086056
f(z) = 93/116*z^3 - 215/58*z + 1
*
-2 | 0.073144700362636031464997906054243295410 | 0.012044156757278068658820147808395879992
f(z) = 95/108*z^3 - 217/54*z + 1
*
-2 | 0.088190042908934283740033885952486205032 | 0.014499649586515120477341982927518699309
f(z) = 95/116*z^3 - 219/58*z + 1
*
-2 | 0.085493386826643682617781228687052359104 | 0.014056282433502915385010901711385710747
f(z) = 97/100*z^3 - 219/50*z + 1
*
[ 5/18 ] 
f(z) = 81/100*z^3 - 213/80*z + 1
*
3/7 | 0.21944006942109099036511168450002204124 | 0.029105160446295584260676695596428759735
f(z) = 91/108*z^3 - 209/84*z + 1
*
[ 1/3 ] 
f(z) = 81/100*z^3 - 209/100*z + 1
*
[ 1/3 ] 
f(z) = 81/101*z^3 - 211/101*z + 1
*
[ 1/3 ] 
f(z) = 81/103*z^3 - 215/103*z + 1
*
-13/9 | 0.14582529820939812236034327104671758742 | 0.027497060934172807103771416598994575843
f(z) = 81/104*z^3 - 201/104*z + 1
*
2/3 | 0.13652869692048324293915153538873605381 | 0.025744078322370219671475310653981913037
f(z) = 81/110*z^3 - 201/110*z + 1
*
[ 16/9 ] 
f(z) = 81/112*z^3 - 207/112*z + 1
*
[ -2 ] 
f(z) = 89/102*z^3 - 203/102*z + 1
*
[ 1/3 ] 
f(z) = 90/101*z^3 - 212/101*z + 1
*
[ 1/3 ] 
f(z) = 90/103*z^3 - 216/103*z + 1
*
[ -2 ] 
f(z) = 91/102*z^3 - 211/102*z + 1
*
[ -2 ] 
f(z) = 91/106*z^3 - 205/106*z + 1
*
[ -2 ] 
f(z) = 93/106*z^3 - 213/106*z + 1
*
[ -2 ] 
f(z) = 93/110*z^3 - 207/110*z + 1
*
[ -2 ] 
f(z) = 95/118*z^3 - 203/118*z + 1
*
[ -2 ] 
f(z) = 97/114*z^3 - 217/114*z + 1
*
[ -2 ] 
f(z) = 97/118*z^3 - 211/118*z + 1
*
[ 1/3 ] 
f(z) = 99/100*z^3 - 211/100*z + 1
*
[ 1/3 ] 
f(z) = 99/101*z^3 - 213/101*z + 1
*
[ 1/3 ] 
f(z) = 99/103*z^3 - 217/103*z + 1
*
[ 1/3 ] 
f(z) = 99/104*z^3 - 219/104*z + 1
*
[ -2 ] 
f(z) = 99/118*z^3 - 219/118*z + 1
*
[ 3/2 ] 
f(z) = 85/117*z^3 - 203/156*z + 1
*
[ 3/2 ] 
f(z) = 89/117*z^3 - 215/156*z + 1
*
[ 4/3 ] 
f(z) = 93/104*z^3 - 209/156*z + 1
*
[ -39/20 ] 
f(z) = 80/117*z^3 - 212/195*z + 1
*
[ -12/7 ] 
f(z) = 97/108*z^3 - 207/196*z + 1
*
[ -7/4 ] 
f(z) = 88/105*z^3 - 209/210*z + 1
*
[ 7/6 ] 
f(z) = 90/119*z^3 - 211/238*z + 1
*
[ 5/8 ] 
f(z) = 96/115*z^3 - 213/230*z + 1
*
[ 9/14 ] 
f(z) = 98/117*z^3 - 211/234*z + 1
*
[ 2/3 ] 
f(z) = 99/113*z^3 - 201/226*z + 1
*
[ 2/3 ] 
f(z) = 99/115*z^3 - 203/230*z + 1
*
[ 2/3 ] 
f(z) = 99/119*z^3 - 207/238*z + 1
*
-28/27 | 0.18657658433882470508972803145788172347 | 0.026978606898422167048808268526564243655
f(z) = 81/112*z^3 - 205/252*z + 1
*
[ 2/3 ] 
f(z) = 83/112*z^3 - 209/252*z + 1
*
[ 2/3 ] 
f(z) = 85/112*z^3 - 211/252*z + 1
*
[ 2/3 ] 
f(z) = 89/112*z^3 - 215/252*z + 1
*
[ 5/6 ] 
f(z) = 93/100*z^3 - 203/240*z + 1
*
[ 4/5 ] 
f(z) = 85/104*z^3 - 201/260*z + 1
*
[ 4/5 ] 
f(z) = 95/104*z^3 - 217/260*z + 1
*
[ 6/7 ] 
f(z) = 83/108*z^3 - 215/294*z + 1
*
[ 6 ] 
f(z) = 95/108*z^3 - 185/6*z + 1
*
[ -6 ] 
f(z) = 97/108*z^3 - 187/6*z + 1
*
[ -3 ] 
f(z) = 80/117*z^3 - 188/39*z + 1
*
[ -3 ] 
f(z) = 82/117*z^3 - 194/39*z + 1
*
[ -3 ] 
f(z) = 83/117*z^3 - 197/39*z + 1
*
-2 | 0.086466861722467324692039348547756028972 | 0.014595396397333696494320290632474503027
f(z) = 81/100*z^3 - 187/50*z + 1
*
-2 | 0.091714805600862834110330085347014675246 | 0.015426125692116168126108507014784112096
f(z) = 81/116*z^3 - 191/58*z + 1
*
-2 | 0.085366924921995481748583747447949813274 | 0.014358433244978252089703103749137893412
f(z) = 83/100*z^3 - 191/50*z + 1
*
-2 | 0.076078732266121377797569616775695861736 | 0.012773809549631394057443725522502432972
f(z) = 83/108*z^3 - 193/54*z + 1
*
-2 | 0.091634698874549778331116419215625986369 | 0.015359109133814078268199146869212880024
f(z) = 83/116*z^3 - 195/58*z + 1
*
-2 | 0.075575056787506815825423379072111871171 | 0.012645685960295280637920019610311453028
f(z) = 85/108*z^3 - 197/54*z + 1
*
-2 | 0.091499245940284816244870430539988006822 | 0.015284386454533574840219338034726448871
f(z) = 85/116*z^3 - 199/58*z + 1
*
-2 | 0.085302652807699602742863593317389157666 | 0.014249283671263070487103260637461209551
f(z) = 87/100*z^3 - 199/50*z + 1
*
[ -12/5 ] 
f(z) = 85/108*z^3 - 187/60*z + 1
*
4/3 | 0.19146565547764893917373752472360767601 | 0.028933655108345043849008129086214406090
f(z) = 93/112*z^3 - 187/84*z + 1
*
[ 3/10 ] 
f(z) = 95/108*z^3 - 193/80*z + 1
*
[ 7/4 ] 
f(z) = 80/119*z^3 - 194/119*z + 1
*
[ -2 ] 
f(z) = 85/106*z^3 - 181/106*z + 1
*
[ 6/17 ] 
f(z) = 85/108*z^3 - 197/102*z + 1
*
[ -2 ] 
f(z) = 87/106*z^3 - 189/106*z + 1
*
[ -2 ] 
f(z) = 87/110*z^3 - 183/110*z + 1
*
[ -2 ] 
f(z) = 89/106*z^3 - 197/106*z + 1
*
[ -2 ] 
f(z) = 89/110*z^3 - 191/110*z + 1
*
[ -2 ] 
f(z) = 89/114*z^3 - 185/114*z + 1
*
[ -2 ] 
f(z) = 91/110*z^3 - 199/110*z + 1
*
[ -2 ] 
f(z) = 91/114*z^3 - 193/114*z + 1
*
[ -2 ] 
f(z) = 91/118*z^3 - 187/118*z + 1
*
[ -2 ] 
f(z) = 93/118*z^3 - 195/118*z + 1
*
[ 3/2 ] 
f(z) = 83/117*z^3 - 197/156*z + 1
*
[ 4/3 ] 
f(z) = 87/104*z^3 - 193/156*z + 1
*
[ 6/5 ] 
f(z) = 85/104*z^3 - 197/195*z + 1
*
[ 3/5 ] 
f(z) = 85/117*z^3 - 181/195*z + 1
*
[ 3/5 ] 
f(z) = 95/117*z^3 - 187/195*z + 1
*
[ -5/3 ] 
f(z) = 97/100*z^3 - 197/180*z + 1
*
[ 5/9 ] 
f(z) = 99/100*z^3 - 199/180*z + 1
*
[ -16/9 ] 
f(z) = 81/104*z^3 - 187/208*z + 1
*
[ 2/3 ] 
f(z) = 81/109*z^3 - 181/218*z + 1
*
[ 2/3 ] 
f(z) = 90/101*z^3 - 181/202*z + 1
*
[ 2/3 ] 
f(z) = 90/103*z^3 - 183/206*z + 1
*
[ 2/3 ] 
f(z) = 90/107*z^3 - 187/214*z + 1
*
[ 2/3 ] 
f(z) = 90/109*z^3 - 189/218*z + 1
*
[ 2/3 ] 
f(z) = 99/101*z^3 - 189/202*z + 1
*
[ 2/3 ] 
f(z) = 99/103*z^3 - 191/206*z + 1
*
[ 2/3 ] 
f(z) = 99/107*z^3 - 195/214*z + 1
*
[ 2/3 ] 
f(z) = 99/109*z^3 - 197/218*z + 1
*
[ 2/3 ] 
f(z) = 81/113*z^3 - 185/226*z + 1
*
[ 2/3 ] 
f(z) = 81/115*z^3 - 187/230*z + 1
*
[ 2/3 ] 
f(z) = 81/119*z^3 - 191/238*z + 1
*
[ 2/3 ] 
f(z) = 90/113*z^3 - 193/226*z + 1
*
[ 2/3 ] 
f(z) = 90/119*z^3 - 199/238*z + 1
*
[ 7/8 ] 
f(z) = 96/119*z^3 - 181/238*z + 1
*
[ 6/7 ] 
f(z) = 98/111*z^3 - 181/222*z + 1
*
[ 13/14 ] 
f(z) = 98/117*z^3 - 187/234*z + 1
*
[ 28/27 ] 
f(z) = 81/112*z^3 - 187/252*z + 1
*
[ 5/6 ] 
f(z) = 87/100*z^3 - 193/240*z + 1
*
[ 6 ] 
f(z) = 83/108*z^3 - 161/6*z + 1
*
[ -6 ] 
f(z) = 85/108*z^3 - 163/6*z + 1
*
[ 6 ] 
f(z) = 89/108*z^3 - 173/6*z + 1
*
[ -6 ] 
f(z) = 91/108*z^3 - 175/6*z + 1
*
[ 28/9 ] 
f(z) = 81/112*z^3 - 177/28*z + 1
*
[ 2/9 ] 
f(z) = 81/100*z^3 - 177/50*z + 1
*
4/9 | 0.12373458292174774280241259738631149259 | 0.021081670386254585091782415322479985179
f(z) = 81/104*z^3 - 177/52*z + 1
*
[ 2 ] 
f(z) = 93/100*z^3 - 161/50*z + 1
*
[ 2 ] 
f(z) = 95/108*z^3 - 163/54*z + 1
*
[ 2 ] 
f(z) = 95/116*z^3 - 161/58*z + 1
*
[ 2 ] 
f(z) = 97/100*z^3 - 169/50*z + 1
*
[ 2 ] 
f(z) = 97/108*z^3 - 167/54*z + 1
*
[ 2 ] 
f(z) = 97/116*z^3 - 165/58*z + 1
*
[ 2 ] 
f(z) = 99/100*z^3 - 173/50*z + 1
*
[ 2 ] 
f(z) = 99/116*z^3 - 169/58*z + 1
*
-5/3 | 0.17987890521828658302310652635714936154 | 0.026690891873259337413518146081169993308
f(z) = 87/100*z^3 - 169/60*z + 1
*
-5/3 | 0.18014054781511259689373123250383090636 | 0.026503636887148105074649476228203919613
f(z) = 93/100*z^3 - 179/60*z + 1
*
[ 10/27 ] 
f(z) = 81/100*z^3 - 163/90*z + 1
*
4/3 | 0.19006911353817379746499857129424009610 | 0.028913653951931257159080601390968292813
f(z) = 87/112*z^3 - 179/84*z + 1
*
[ 12/7 ] 
f(z) = 91/108*z^3 - 173/84*z + 1
*
[ -2 ] 
f(z) = 81/106*z^3 - 165/106*z + 1
*
[ 5/3 ] 
f(z) = 81/115*z^3 - 179/115*z + 1
*
[ 4/9 ] 
f(z) = 81/116*z^3 - 161/116*z + 1
*
[ -2 ] 
f(z) = 83/102*z^3 - 179/102*z + 1
*
[ -2 ] 
f(z) = 83/106*z^3 - 173/106*z + 1
*
[ -2 ] 
f(z) = 83/110*z^3 - 167/110*z + 1
*
[ -2 ] 
f(z) = 83/114*z^3 - 161/114*z + 1
*
[ -2 ] 
f(z) = 85/114*z^3 - 169/114*z + 1
*
[ -2 ] 
f(z) = 85/118*z^3 - 163/118*z + 1
*
[ -2 ] 
f(z) = 87/118*z^3 - 171/118*z + 1
*
[ 3/2 ] 
f(z) = 88/105*z^3 - 163/105*z + 1
*
[ 3/2 ] 
f(z) = 88/111*z^3 - 161/111*z + 1
*
[ -2 ] 
f(z) = 89/118*z^3 - 179/118*z + 1
*
[ 3/2 ] 
f(z) = 92/105*z^3 - 172/105*z + 1
*
[ 3/2 ] 
f(z) = 92/111*z^3 - 170/111*z + 1
*
[ 3/7 ] 
f(z) = 98/111*z^3 - 166/111*z + 1
*
[ 6/5 ] 
f(z) = 97/108*z^3 - 169/150*z + 1
*
[ 3/5 ] 
f(z) = 80/117*z^3 - 178/195*z + 1
*
[ -9/5 ] 
f(z) = 85/108*z^3 - 179/180*z + 1
*
[ -5/3 ] 
f(z) = 91/100*z^3 - 167/180*z + 1
*
[ 3/4 ] 
f(z) = 97/108*z^3 - 161/192*z + 1
*
[ 2/3 ] 
f(z) = 81/101*z^3 - 173/202*z + 1
*
[ 2/3 ] 
f(z) = 81/103*z^3 - 175/206*z + 1
*
[ 2/3 ] 
f(z) = 81/107*z^3 - 179/214*z + 1
*
[ 3/4 ] 
f(z) = 88/105*z^3 - 169/210*z + 1
*
[ 10/9 ] 
f(z) = 81/115*z^3 - 177/230*z + 1
*
[ 3/4 ] 
f(z) = 88/111*z^3 - 173/222*z + 1
*
[ -28/9 ] 
f(z) = 81/112*z^3 - 159/28*z + 1
*
2/9 | 0.13113039122353136455810303449468234168 | 0.020394418710086870031151429579064113416
f(z) = 81/112*z^3 - 155/28*z + 1
*
[ 2 ] 
f(z) = 83/100*z^3 - 141/50*z + 1
*
[ 2 ] 
f(z) = 85/108*z^3 - 143/54*z + 1
*
[ 2 ] 
f(z) = 85/116*z^3 - 141/58*z + 1
*
[ 2 ] 
f(z) = 87/100*z^3 - 149/50*z + 1
*
[ 2 ] 
f(z) = 89/100*z^3 - 153/50*z + 1
*
[ 2 ] 
f(z) = 89/108*z^3 - 151/54*z + 1
*
[ 2 ] 
f(z) = 89/116*z^3 - 149/58*z + 1
*
[ 2 ] 
f(z) = 91/100*z^3 - 157/50*z + 1
*
[ 2 ] 
f(z) = 91/108*z^3 - 155/54*z + 1
*
24/13 | 0.17936263656379579249613242263268379744 | 0.021681608420619623886756406973088127111
f(z) = 91/108*z^3 - 145/52*z + 1
*
[ 2 ] 
f(z) = 91/116*z^3 - 153/58*z + 1
*
[ 2 ] 
f(z) = 93/116*z^3 - 157/58*z + 1
*
12/19 | 0.23765217289042700234559453945342547576 | 0.028680237137425941102956714913592527007
f(z) = 95/108*z^3 - 147/76*z + 1
*
-4/3 | 0.11381206807471973843722945349655876287 | 0.017886463209457355861993765663042107336
f(z) = 93/112*z^3 - 145/84*z + 1
*
[ 3/2 ] 
f(z) = 80/111*z^3 - 143/111*z + 1
*
[ 4/9 ] 
f(z) = 81/100*z^3 - 141/100*z + 1
*
[ -2 ] 
f(z) = 81/110*z^3 - 159/110*z + 1
*
[ -2 ] 
f(z) = 81/118*z^3 - 147/118*z + 1
*
[ -2 ] 
f(z) = 83/118*z^3 - 155/118*z + 1
*
[ 1/2 ] 
f(z) = 88/119*z^3 - 141/119*z + 1
*
[ 1/2 ] 
f(z) = 92/119*z^3 - 142/119*z + 1
*
[ 1/2 ] 
f(z) = 96/119*z^3 - 143/119*z + 1
*
[ -13/7 ] 
f(z) = 98/117*z^3 - 158/117*z + 1
*
[ 4/3 ] 
f(z) = 99/100*z^3 - 151/100*z + 1
*
[ 4/3 ] 
f(z) = 99/116*z^3 - 147/116*z + 1
*
[ 6/5 ] 
f(z) = 91/108*z^3 - 157/150*z + 1
*
[ 2/3 ] 
f(z) = 93/116*z^3 - 149/174*z + 1
*
[ 20/27 ] 
f(z) = 81/100*z^3 - 143/180*z + 1
*
[ 3/4 ] 
f(z) = 85/108*z^3 - 149/192*z + 1
*
[ -5/3 ] 
f(z) = 89/100*z^3 - 157/180*z + 1
*
[ 3/4 ] 
f(z) = 91/108*z^3 - 155/192*z + 1
*
[ 8/9 ] 
f(z) = 81/100*z^3 - 153/200*z + 1
*
[ 8/9 ] 
f(z) = 81/116*z^3 - 157/232*z + 1
*
[ 2 ] 
f(z) = 81/100*z^3 - 137/50*z + 1
*
4/9 | 0.13736350024555735229757428213844848498 | 0.024878107857501709186180075723572908729
f(z) = 81/104*z^3 - 125/52*z + 1
*
[ 2 ] 
f(z) = 81/116*z^3 - 133/58*z + 1
*
[ 2 ] 
f(z) = 83/108*z^3 - 139/54*z + 1
*
[ 2 ] 
f(z) = 83/116*z^3 - 137/58*z + 1
*
[ -2 ] 
f(z) = 99/100*z^3 - 123/50*z + 1
*
-24/17 | 0.23557026616887787026195187455705744095 | 0.028724187205585125132973882510067773652
f(z) = 85/108*z^3 - 135/68*z + 1
*
[ 5/3 ] 
f(z) = 87/100*z^3 - 121/60*z + 1
*
[ 5/3 ] 
f(z) = 93/100*z^3 - 131/60*z + 1
*
6/7 | 0.16956709424944805341527701598334208949 | 0.028106194411206440572668377703614607894
f(z) = 98/117*z^3 - 139/78*z + 1
*
[ 3/2 ] 
f(z) = 98/117*z^3 - 121/78*z + 1
*
[ 14/9 ] 
f(z) = 81/104*z^3 - 139/91*z + 1
*
-3/10 | 0.24098489573167488406249782616549828545 | 0.029280169560182541440096963143715606979
f(z) = 85/108*z^3 - 139/80*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.025284394945302556997615155855282002345
f(z) = 87/112*z^3 - 137/84*z + 1
*
[ 3/7 ] 
f(z) = 91/108*z^3 - 125/84*z + 1
*
[ 1/2 ] 
f(z) = 80/101*z^3 - 121/101*z + 1
*
[ 1/2 ] 
f(z) = 80/103*z^3 - 123/103*z + 1
*
[ 1/2 ] 
f(z) = 80/107*z^3 - 127/107*z + 1
*
[ 1/2 ] 
f(z) = 80/109*z^3 - 129/109*z + 1
*
[ 1/2 ] 
f(z) = 80/111*z^3 - 131/111*z + 1
*
[ 1/2 ] 
f(z) = 80/113*z^3 - 133/113*z + 1
*
[ 1/2 ] 
f(z) = 80/117*z^3 - 137/117*z + 1
*
[ 1/2 ] 
f(z) = 80/119*z^3 - 139/119*z + 1
*
[ 13/9 ] 
f(z) = 81/104*z^3 - 137/104*z + 1
*
[ 1/2 ] 
f(z) = 84/101*z^3 - 122/101*z + 1
*
[ 1/2 ] 
f(z) = 84/103*z^3 - 124/103*z + 1
*
[ 1/2 ] 
f(z) = 84/107*z^3 - 128/107*z + 1
*
[ 1/2 ] 
f(z) = 84/109*z^3 - 130/109*z + 1
*
[ 1/2 ] 
f(z) = 84/113*z^3 - 134/113*z + 1
*
[ 1/2 ] 
f(z) = 84/115*z^3 - 136/115*z + 1
*
[ 1/2 ] 
f(z) = 88/101*z^3 - 123/101*z + 1
*
[ 1/2 ] 
f(z) = 88/103*z^3 - 125/103*z + 1
*
[ 1/2 ] 
f(z) = 88/105*z^3 - 127/105*z + 1
*
[ 1/2 ] 
f(z) = 88/107*z^3 - 129/107*z + 1
*
[ 1/2 ] 
f(z) = 88/109*z^3 - 131/109*z + 1
*
[ 1/2 ] 
f(z) = 88/111*z^3 - 133/111*z + 1
*
[ 1/2 ] 
f(z) = 88/113*z^3 - 135/113*z + 1
*
[ 1/2 ] 
f(z) = 88/115*z^3 - 137/115*z + 1
*
[ 1/2 ] 
f(z) = 88/117*z^3 - 139/117*z + 1
*
[ 1/2 ] 
f(z) = 92/101*z^3 - 124/101*z + 1
*
[ 1/2 ] 
f(z) = 92/103*z^3 - 126/103*z + 1
*
-3/2 | 0.13791052517777852388734847339918012645 | 0.028030703219558844154954945950470618558
f(z) = 92/105*z^3 - 137/105*z + 1
*
[ 1/2 ] 
f(z) = 92/105*z^3 - 128/105*z + 1
*
[ 1/2 ] 
f(z) = 92/107*z^3 - 130/107*z + 1
*
[ 1/2 ] 
f(z) = 92/109*z^3 - 132/109*z + 1
*
[ 1/2 ] 
f(z) = 92/111*z^3 - 134/111*z + 1
*
[ 1/2 ] 
f(z) = 92/113*z^3 - 136/113*z + 1
*
[ 1/2 ] 
f(z) = 92/117*z^3 - 140/117*z + 1
*
[ 1/2 ] 
f(z) = 96/101*z^3 - 125/101*z + 1
*
[ 1/2 ] 
f(z) = 96/103*z^3 - 127/103*z + 1
*
[ 1/2 ] 
f(z) = 96/107*z^3 - 131/107*z + 1
*
[ 1/2 ] 
f(z) = 96/109*z^3 - 133/109*z + 1
*
[ 1/2 ] 
f(z) = 96/113*z^3 - 137/113*z + 1
*
[ 1/2 ] 
f(z) = 96/115*z^3 - 139/115*z + 1
*
[ 5/4 ] 
f(z) = 96/115*z^3 - 127/115*z + 1
*
[ 9/7 ] 
f(z) = 98/117*z^3 - 136/117*z + 1
*
[ 2/3 ] 
f(z) = 87/100*z^3 - 133/150*z + 1
*
[ 5/7 ] 
f(z) = 91/100*z^3 - 121/140*z + 1
*
[ 12/13 ] 
f(z) = 91/108*z^3 - 125/156*z + 1
*
[ 3/4 ] 
f(z) = 92/117*z^3 - 121/156*z + 1
*
[ 2/3 ] 
f(z) = 93/100*z^3 - 137/150*z + 1
*
[ -12/7 ] 
f(z) = 98/117*z^3 - 137/156*z + 1
*
[ 26/33 ] 
f(z) = 99/104*z^3 - 123/143*z + 1
*
[ 10/3 ] 
f(z) = 99/100*z^3 - 103/10*z + 1
*
-2 | 0.090118439774480854041266683768054863842 | 0.015016198947588277752703498688428070673
f(z) = 87/112*z^3 - 101/28*z + 1
*
-2 | 0.089519609581315705432615277062683887573 | 0.014867839632441691619935710776818098780
f(z) = 89/112*z^3 - 103/28*z + 1
*
-2 | 0.087385143061410708146041310305573748692 | 0.014422077294142224457664394780573563409
f(z) = 93/112*z^3 - 107/28*z + 1
*
-2 | 0.087942108900992747721449965881084819804 | 0.014469773866211147441984854282869519173
f(z) = 95/112*z^3 - 109/28*z + 1
*
-2 | 0.087399601819058529539479709823172449477 | 0.014337617646953117196765584706915884217
f(z) = 97/112*z^3 - 111/28*z + 1
*
-2 | 0.087507536789972766277872202447340487228 | 0.014313393175497733716829365726855477880
f(z) = 99/112*z^3 - 113/28*z + 1
*
[ -2 ] 
f(z) = 89/100*z^3 - 103/50*z + 1
*
[ -2 ] 
f(z) = 91/100*z^3 - 107/50*z + 1
*
[ -2 ] 
f(z) = 91/108*z^3 - 101/54*z + 1
*
[ -2 ] 
f(z) = 93/100*z^3 - 111/50*z + 1
*
[ -2 ] 
f(z) = 95/108*z^3 - 109/54*z + 1
*
[ -2 ] 
f(z) = 95/116*z^3 - 103/58*z + 1
*
[ -2 ] 
f(z) = 97/100*z^3 - 119/50*z + 1
*
[ -2 ] 
f(z) = 97/108*z^3 - 113/54*z + 1
*
[ -2 ] 
f(z) = 97/116*z^3 - 107/58*z + 1
*
[ -2 ] 
f(z) = 99/116*z^3 - 111/58*z + 1
*
[ 2/5 ] 
f(z) = 85/104*z^3 - 106/65*z + 1
*
[ 3/2 ] 
f(z) = 86/117*z^3 - 103/78*z + 1
*
-5/3 | 0.17903772786550511563828502029641931754 | 0.028415142761582181881425420225098439153
f(z) = 87/100*z^3 - 109/60*z + 1
*
[ 10/7 ] 
f(z) = 91/100*z^3 - 109/70*z + 1
*
-5/3 | 0.18072910668676659748829363922500830125 | 0.028289484159905482357472204870479142865
f(z) = 93/100*z^3 - 119/60*z + 1
*
[ 3/2 ] 
f(z) = 94/117*z^3 - 115/78*z + 1
*
[ 2/5 ] 
f(z) = 95/104*z^3 - 107/65*z + 1
*
3/5 | 0.20023073467925903532649155771942748891 | 0.028701368202577087451673085688290911326
f(z) = 95/108*z^3 - 119/60*z + 1
*
[ 4/3 ] 
f(z) = 93/112*z^3 - 103/84*z + 1
*
[ 10/9 ] 
f(z) = 99/100*z^3 - 101/90*z + 1
*
[ 4/3 ] 
f(z) = 81/100*z^3 - 119/100*z + 1
*
[ 5/9 ] 
f(z) = 81/110*z^3 - 113/110*z + 1
*
[ 11/9 ] 
f(z) = 81/110*z^3 - 101/110*z + 1
*
[ 5/9 ] 
f(z) = 81/115*z^3 - 117/115*z + 1
*
[ 4/3 ] 
f(z) = 81/116*z^3 - 115/116*z + 1
*
[ -17/9 ] 
f(z) = 81/119*z^3 - 107/119*z + 1
*
[ 2/3 ] 
f(z) = 85/104*z^3 - 101/117*z + 1
*
[ 2/3 ] 
f(z) = 89/104*z^3 - 103/117*z + 1
*
[ 2/3 ] 
f(z) = 95/104*z^3 - 106/117*z + 1
*
[ -7/4 ] 
f(z) = 96/119*z^3 - 107/119*z + 1
*
[ 2/3 ] 
f(z) = 97/104*z^3 - 107/117*z + 1
*
[ 10/11 ] 
f(z) = 99/100*z^3 - 101/110*z + 1
*
[ 2/3 ] 
f(z) = 99/118*z^3 - 103/118*z + 1
*
[ 10/13 ] 
f(z) = 91/100*z^3 - 109/130*z + 1
*
[ 10/9 ] 
f(z) = 81/112*z^3 - 111/140*z + 1
*
[ 4/5 ] 
f(z) = 85/112*z^3 - 103/140*z + 1
*
[ 4/5 ] 
f(z) = 95/112*z^3 - 111/140*z + 1
*
[ 10/3 ] 
f(z) = 81/100*z^3 - 83/10*z + 1
*
[ 3 ] 
f(z) = 91/108*z^3 - 83/12*z + 1
*
[ 3 ] 
f(z) = 97/108*z^3 - 89/12*z + 1
*
[ -10/3 ] 
f(z) = 99/100*z^3 - 97/10*z + 1
*
[ 2/9 ] 
f(z) = 81/112*z^3 - 99/28*z + 1
*
4/3 | 0.15554172485937489481226599674295210801 | 0.026684367133132562425625292200712366840
f(z) = 81/112*z^3 - 85/28*z + 1
*
-2 | 0.090760227606889400085726926533825518684 | 0.015225657827145195908883715293631860211
f(z) = 83/112*z^3 - 97/28*z + 1
*
-2 | 0.090501950474770021205701935483997787171 | 0.015130527209515735773693922585911076524
f(z) = 85/112*z^3 - 99/28*z + 1
*
-12/5 | 0.21883043670202672709566565964435362881 | 0.027953275298207186956586386240650806947
f(z) = 95/108*z^3 - 93/20*z + 1
*
[ 2 ] 
f(z) = 95/112*z^3 - 81/28*z + 1
*
[ 2 ] 
f(z) = 97/112*z^3 - 83/28*z + 1
*
4/3 | 0.14932031115994588976389643875049164921 | 0.025227739310132088685985078302552968069
f(z) = 99/112*z^3 - 93/28*z + 1
*
[ 2 ] 
f(z) = 99/112*z^3 - 85/28*z + 1
*
[ -2 ] 
f(z) = 81/100*z^3 - 87/50*z + 1
*
[ -2 ] 
f(z) = 83/100*z^3 - 91/50*z + 1
*
[ -2 ] 
f(z) = 83/108*z^3 - 85/54*z + 1
*
[ -2 ] 
f(z) = 85/108*z^3 - 89/54*z + 1
*
[ -2 ] 
f(z) = 85/116*z^3 - 83/58*z + 1
*
[ -2 ] 
f(z) = 87/100*z^3 - 99/50*z + 1
*
[ -2 ] 
f(z) = 89/108*z^3 - 97/54*z + 1
*
[ -2 ] 
f(z) = 89/116*z^3 - 91/58*z + 1
*
[ -2 ] 
f(z) = 91/116*z^3 - 95/58*z + 1
*
[ -2 ] 
f(z) = 93/116*z^3 - 99/58*z + 1
*
[ 3/2 ] 
f(z) = 82/117*z^3 - 97/78*z + 1
*
-2/3 | 0.16984374101852616641957268988345057971 | 0.028492465841216648706231508493990911604
f(z) = 81/112*z^3 - 97/84*z + 1
*
[ 4/3 ] 
f(z) = 87/112*z^3 - 95/84*z + 1
*
[ 6/7 ] 
f(z) = 97/108*z^3 - 81/98*z + 1
*
[ 3/4 ] 
f(z) = 80/111*z^3 - 82/111*z + 1
*
[ 26/27 ] 
f(z) = 81/104*z^3 - 89/117*z + 1
*
[ 2/3 ] 
f(z) = 81/106*z^3 - 89/106*z + 1
*
[ 10/9 ] 
f(z) = 81/110*z^3 - 89/110*z + 1
*
[ 2/3 ] 
f(z) = 81/118*z^3 - 95/118*z + 1
*
[ 7/9 ] 
f(z) = 81/119*z^3 - 83/119*z + 1
*
[ 2/3 ] 
f(z) = 83/104*z^3 - 100/117*z + 1
*
[ 3/5 ] 
f(z) = 91/108*z^3 - 97/100*z + 1
*
[ 3/5 ] 
f(z) = 97/108*z^3 - 99/100*z + 1
*
[ 5/7 ] 
f(z) = 98/115*z^3 - 96/115*z + 1
*
[ 2/3 ] 
f(z) = 99/106*z^3 - 97/106*z + 1
*
[ -10/3 ] 
f(z) = 81/100*z^3 - 77/10*z + 1
*
[ 26/9 ] 
f(z) = 81/104*z^3 - 76/13*z + 1
*
2/9 | 0.18276433631180180369957476192483538947 | 0.028754128480541196118826503042822789891
f(z) = 81/104*z^3 - 72/13*z + 1
*
[ -26/9 ] 
f(z) = 81/104*z^3 - 67/13*z + 1
*
[ -3 ] 
f(z) = 83/108*z^3 - 67/12*z + 1
*
[ 3 ] 
f(z) = 85/108*z^3 - 77/12*z + 1
*
[ -3 ] 
f(z) = 89/108*z^3 - 73/12*z + 1
*
[ -3 ] 
f(z) = 95/108*z^3 - 79/12*z + 1
*
[ -6 ] 
f(z) = 95/108*z^3 - 61/2*z + 1
*
[ 6 ] 
f(z) = 97/108*z^3 - 63/2*z + 1
*
[ 20/9 ] 
f(z) = 81/100*z^3 - 69/20*z + 1
*
[ 2 ] 
f(z) = 83/112*z^3 - 69/28*z + 1
*
[ 12/5 ] 
f(z) = 85/108*z^3 - 79/20*z + 1
*
[ 2 ] 
f(z) = 85/112*z^3 - 71/28*z + 1
*
[ 2 ] 
f(z) = 87/112*z^3 - 73/28*z + 1
*
[ 2 ] 
f(z) = 89/112*z^3 - 75/28*z + 1
*
[ 2 ] 
f(z) = 93/112*z^3 - 79/28*z + 1
*
[ -12/5 ] 
f(z) = 95/108*z^3 - 73/20*z + 1
*
[ 4/9 ] 
f(z) = 81/104*z^3 - 73/52*z + 1
*
[ -2 ] 
f(z) = 81/116*z^3 - 75/58*z + 1
*
[ 3/2 ] 
f(z) = 83/108*z^3 - 67/48*z + 1
*
[ -2 ] 
f(z) = 83/116*z^3 - 79/58*z + 1
*
[ 3/2 ] 
f(z) = 89/108*z^3 - 73/48*z + 1
*
[ 3/2 ] 
f(z) = 95/108*z^3 - 79/48*z + 1
*
[ 4/3 ] 
f(z) = 99/104*z^3 - 75/52*z + 1
*
[ 12/19 ] 
f(z) = 95/108*z^3 - 71/76*z + 1
*
[ 6/7 ] 
f(z) = 98/117*z^3 - 61/78*z + 1
*
[ 5/6 ] 
f(z) = 81/100*z^3 - 61/80*z + 1
*
[ 6/7 ] 
f(z) = 85/108*z^3 - 73/98*z + 1
*
[ 2/3 ] 
f(z) = 87/112*z^3 - 71/84*z + 1
*
[ 2/3 ] 
f(z) = 93/112*z^3 - 73/84*z + 1
*
[ 5/6 ] 
f(z) = 99/100*z^3 - 71/80*z + 1
*
[ 8/9 ] 
f(z) = 81/104*z^3 - 77/104*z + 1
*
-2 | 0.088690679717633387467943548513046802021 | 0.014957306075160832752653931752311591635
f(z) = 81/104*z^3 - 47/13*z + 1
*
[ 2/9 ] 
f(z) = 81/104*z^3 - 46/13*z + 1
*
-2 | 0.087989304190458028707943357340320334964 | 0.014786521524838447880193995744568928396
f(z) = 83/104*z^3 - 48/13*z + 1
*
[ -6 ] 
f(z) = 83/108*z^3 - 53/2*z + 1
*
-2 | 0.086064766893859341827779073798417167483 | 0.014413162444217894035453909167858705269
f(z) = 85/104*z^3 - 49/13*z + 1
*
[ 6 ] 
f(z) = 85/108*z^3 - 55/2*z + 1
*
-2 | 0.086082656903061178244520859905821247108 | 0.014367548405942314561306521736276260663
f(z) = 87/104*z^3 - 50/13*z + 1
*
-2 | 0.086260482747381685686346256736545138507 | 0.014349800174358719337584825486488346612
f(z) = 89/104*z^3 - 51/13*z + 1
*
[ -6 ] 
f(z) = 89/108*z^3 - 57/2*z + 1
*
[ 6 ] 
f(z) = 91/108*z^3 - 59/2*z + 1
*
-2 | 0.086614441855144100060363328780990775099 | 0.014317067437117879622941910498597140416
f(z) = 93/104*z^3 - 53/13*z + 1
*
-2 | 0.086014829667587841297903340189434904904 | 0.014174159082417965525198538482669131295
f(z) = 95/104*z^3 - 54/13*z + 1
*
[ 2 ] 
f(z) = 95/104*z^3 - 41/13*z + 1
*
-2 | 0.087387939971901281954330838147868733412 | 0.014357018929174556621165357271223345679
f(z) = 97/104*z^3 - 55/13*z + 1
*
[ 2 ] 
f(z) = 97/104*z^3 - 42/13*z + 1
*
-2 | 0.087931186599910095448640582695673898888 | 0.014403630598497033990449591655745703011
f(z) = 99/104*z^3 - 56/13*z + 1
*
[ 2 ] 
f(z) = 99/104*z^3 - 43/13*z + 1
*
[ 3/2 ] 
f(z) = 80/117*z^3 - 47/39*z + 1
*
[ -20/9 ] 
f(z) = 81/100*z^3 - 51/20*z + 1
*
-14/9 | 0.12522086459097284557788335294334150518 | 0.022918140429541628324301272109520522263
f(z) = 81/112*z^3 - 59/28*z + 1
*
[ -2 ] 
f(z) = 83/112*z^3 - 41/28*z + 1
*
[ -2 ] 
f(z) = 85/112*z^3 - 43/28*z + 1
*
[ -2 ] 
f(z) = 87/112*z^3 - 45/28*z + 1
*
[ 3/2 ] 
f(z) = 88/117*z^3 - 53/39*z + 1
*
[ -2 ] 
f(z) = 89/112*z^3 - 47/28*z + 1
*
[ 3/2 ] 
f(z) = 92/117*z^3 - 56/39*z + 1
*
[ -2 ] 
f(z) = 93/112*z^3 - 51/28*z + 1
*
[ -2 ] 
f(z) = 95/112*z^3 - 53/28*z + 1
*
[ -2 ] 
f(z) = 97/112*z^3 - 55/28*z + 1
*
[ 3/7 ] 
f(z) = 98/117*z^3 - 58/39*z + 1
*
[ 5/3 ] 
f(z) = 99/100*z^3 - 47/20*z + 1
*
[ -2 ] 
f(z) = 99/112*z^3 - 57/28*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.029982466580964779380400489203939343350
f(z) = 99/112*z^3 - 51/28*z + 1
*
[ 2/3 ] 
f(z) = 81/100*z^3 - 43/50*z + 1
*
[ 4/3 ] 
f(z) = 81/104*z^3 - 59/52*z + 1
*
[ 2/3 ] 
f(z) = 81/116*z^3 - 47/58*z + 1
*
[ 6/5 ] 
f(z) = 83/108*z^3 - 47/50*z + 1
*
[ 6/5 ] 
f(z) = 89/108*z^3 - 51/50*z + 1
*
[ 2/3 ] 
f(z) = 99/100*z^3 - 47/50*z + 1
*
[ 2/3 ] 
f(z) = 99/116*z^3 - 51/58*z + 1
*
[ 10/9 ] 
f(z) = 81/104*z^3 - 56/65*z + 1
*
[ 3/4 ] 
f(z) = 83/108*z^3 - 49/64*z + 1
*
[ 12/17 ] 
f(z) = 85/108*z^3 - 55/68*z + 1
*
[ -5/3 ] 
f(z) = 87/100*z^3 - 49/60*z + 1
*
[ 3/4 ] 
f(z) = 88/117*z^3 - 59/78*z + 1
*
[ 3/4 ] 
f(z) = 89/108*z^3 - 51/64*z + 1
*
[ -5/3 ] 
f(z) = 93/100*z^3 - 59/60*z + 1
*
[ 3/5 ] 
f(z) = 95/108*z^3 - 59/60*z + 1
*
[ 3/4 ] 
f(z) = 95/108*z^3 - 53/64*z + 1
*
[ 2 ] 
f(z) = 81/104*z^3 - 34/13*z + 1
*
[ -2 ] 
f(z) = 81/104*z^3 - 21/13*z + 1
*
[ 2 ] 
f(z) = 83/104*z^3 - 35/13*z + 1
*
[ -2 ] 
f(z) = 83/104*z^3 - 22/13*z + 1
*
[ 3 ] 
f(z) = 83/108*z^3 - 25/4*z + 1
*
[ 2 ] 
f(z) = 85/104*z^3 - 36/13*z + 1
*
[ -2 ] 
f(z) = 85/104*z^3 - 23/13*z + 1
*
[ -3 ] 
f(z) = 85/108*z^3 - 23/4*z + 1
*
[ 3/2 ] 
f(z) = 85/108*z^3 - 23/16*z + 1
*
[ 2 ] 
f(z) = 87/104*z^3 - 37/13*z + 1
*
[ -2 ] 
f(z) = 87/104*z^3 - 24/13*z + 1
*
[ 2 ] 
f(z) = 89/104*z^3 - 38/13*z + 1
*
[ -2 ] 
f(z) = 89/104*z^3 - 25/13*z + 1
*
[ 3 ] 
f(z) = 89/108*z^3 - 27/4*z + 1
*
[ -3 ] 
f(z) = 91/108*z^3 - 25/4*z + 1
*
[ 3/2 ] 
f(z) = 91/108*z^3 - 25/16*z + 1
*
[ 2 ] 
f(z) = 93/104*z^3 - 40/13*z + 1
*
[ -2 ] 
f(z) = 93/104*z^3 - 27/13*z + 1
*
[ -2 ] 
f(z) = 95/104*z^3 - 28/13*z + 1
*
[ 3 ] 
f(z) = 95/108*z^3 - 29/4*z + 1
*
[ -2 ] 
f(z) = 97/104*z^3 - 29/13*z + 1
*
[ -3 ] 
f(z) = 97/108*z^3 - 27/4*z + 1
*
[ 3/2 ] 
f(z) = 97/108*z^3 - 27/16*z + 1
*
[ -2 ] 
f(z) = 99/104*z^3 - 30/13*z + 1
*
[ 3/4 ] 
f(z) = 80/117*z^3 - 28/39*z + 1
*
[ 5/3 ] 
f(z) = 81/100*z^3 - 37/20*z + 1
*
[ 5/9 ] 
f(z) = 81/100*z^3 - 21/20*z + 1
*
[ 4/3 ] 
f(z) = 81/112*z^3 - 29/28*z + 1
*
[ 2/3 ] 
f(z) = 81/112*z^3 - 23/28*z + 1
*
[ 6/5 ] 
f(z) = 85/108*z^3 - 29/30*z + 1
*
[ 2/3 ] 
f(z) = 87/104*z^3 - 34/39*z + 1
*
[ 6/13 ] 
f(z) = 91/108*z^3 - 35/26*z + 1
*
[ -12/7 ] 
f(z) = 91/108*z^3 - 25/28*z + 1
*
[ 2/3 ] 
f(z) = 93/104*z^3 - 35/39*z + 1
*
[ -5/3 ] 
f(z) = 99/100*z^3 - 23/20*z + 1
*
[ 4/3 ] 
f(z) = 99/112*z^3 - 37/28*z + 1
*
[ 2/3 ] 
f(z) = 99/112*z^3 - 25/28*z + 1
*
[ 8/9 ] 
f(z) = 81/112*z^3 - 39/56*z + 1
*
[ 10/9 ] 
f(z) = 81/100*z^3 - 9/10*z + 1
*
[ 2/3 ] 
f(z) = 81/104*z^3 - 11/13*z + 1
*
[ 6/7 ] 
f(z) = 91/108*z^3 - 11/14*z + 1
*
[ 6/5 ] 
f(z) = 95/108*z^3 - 11/10*z + 1
*
[ 2/3 ] 
f(z) = 99/104*z^3 - 12/13*z + 1
*
[ 3/5 ] 
f(z) = 85/108*z^3 - 19/20*z + 1
*
[ -1 ]
f(z) = 82/101*z^3 + 120/101*z + 1
*
[ 45/7 ] 
f(z) = 98/125*z^3 - 284/9*z + 1
*
[ -35/9 ] 
f(z) = 81/125*z^3 - 299/35*z + 1
*
[ 11/3 ] 
f(z) = 84/121*z^3 - 284/33*z + 1
*
[ 11/3 ] 
f(z) = 87/121*z^3 - 295/33*z + 1
*
[ -11/3 ] 
f(z) = 93/121*z^3 - 299/33*z + 1
*
[ -15/4 ] 
f(z) = 82/135*z^3 - 291/40*z + 1
*
-5/28 | 0.25747000282454163389118978570959339608 | 0.028888289922997533013656664784732911825
f(z) = 98/125*z^3 - 297/40*z + 1
*
15/28 | 0.25958849270425716593710566415728411462 | 0.029032575138668780117092227637025140412
f(z) = 98/135*z^3 - 283/40*z + 1
*
[ 8/3 ] 
f(z) = 83/128*z^3 - 287/72*z + 1
*
[ 8/3 ] 
f(z) = 85/128*z^3 - 295/72*z + 1
*
3/13 | 0.20112259620326280421925023628680115729 | 0.022484834376167143103222134422295834288
f(z) = 91/135*z^3 - 284/65*z + 1
*
5/2 | 0.098438559344873468585644190096454377102 | 0.011105028824693317692366995140487764759
f(z) = 93/125*z^3 - 283/60*z + 1
*
4/3 | 0.24996785116710731140029280956080056634 | 0.029572330433933992427452769783503993315
f(z) = 95/128*z^3 - 293/72*z + 1
*
[ -8/3 ] 
f(z) = 95/128*z^3 - 281/72*z + 1
*
[ -8/3 ] 
f(z) = 97/128*z^3 - 289/72*z + 1
*
[ 10/43 ] 
f(z) = 86/125*z^3 - 287/86*z + 1
*
24/11 | 0.19867447167197311807491152769997991919 | 0.023523152019705312501589799508086410703
f(z) = 99/128*z^3 - 291/88*z + 1
*
[ 20/9 ] 
f(z) = 84/125*z^3 - 299/108*z + 1
*
10/7 | 0.20947894274529477761173483897143159804 | 0.019921367912932838463970892762729595120
f(z) = 84/125*z^3 - 295/112*z + 1
*
[ 5/18 ] 
f(z) = 93/125*z^3 - 287/108*z + 1
*
[ -33/14 ] 
f(z) = 98/135*z^3 - 287/110*z + 1
*
[ 1/3 ] 
f(z) = 81/136*z^3 - 281/136*z + 1
*
[ 1/3 ] 
f(z) = 81/137*z^3 - 283/137*z + 1
*
[ 1/3 ] 
f(z) = 81/139*z^3 - 287/139*z + 1
*
[ -12/5 ] 
f(z) = 85/128*z^3 - 289/120*z + 1
*
[ 2 ] 
f(z) = 87/122*z^3 - 287/122*z + 1
*
[ 2 ] 
f(z) = 87/130*z^3 - 283/130*z + 1
*
[ 2 ] 
f(z) = 87/134*z^3 - 281/134*z + 1
*
[ 3/10 ] 
f(z) = 88/135*z^3 - 299/125*z + 1
*
[ 2 ] 
f(z) = 89/122*z^3 - 295/122*z + 1
*
[ 2 ] 
f(z) = 89/126*z^3 - 293/126*z + 1
*
[ 2 ] 
f(z) = 89/130*z^3 - 291/130*z + 1
*
[ 2 ] 
f(z) = 89/134*z^3 - 289/134*z + 1
*
[ 2 ] 
f(z) = 89/138*z^3 - 287/138*z + 1
*
[ 1/3 ] 
f(z) = 90/137*z^3 - 284/137*z + 1
*
[ 1/3 ] 
f(z) = 90/139*z^3 - 288/139*z + 1
*
[ 2 ] 
f(z) = 91/134*z^3 - 297/134*z + 1
*
[ 2 ] 
f(z) = 91/138*z^3 - 295/138*z + 1
*
[ 11/6 ] 
f(z) = 93/121*z^3 - 281/132*z + 1
*
[ 5/16 ] 
f(z) = 94/125*z^3 - 291/128*z + 1
*
[ 1/3 ] 
f(z) = 99/136*z^3 - 283/136*z + 1
*
[ 1/3 ] 
f(z) = 99/137*z^3 - 285/137*z + 1
*
[ 1/3 ] 
f(z) = 99/139*z^3 - 289/139*z + 1
*
-35/18 | 0.24601794884844781289947287536649092503 | 0.027666716219690060743429120095255805591
f(z) = 81/125*z^3 - 291/140*z + 1
*
45/28 | 0.20000371696646894956909465952841222770 | 0.022423652303057008828888837752594192322
f(z) = 84/125*z^3 - 299/140*z + 1
*
[ -15/7 ] 
f(z) = 94/125*z^3 - 292/147*z + 1
*
-40/19 | 0.18497337478578821411831733021161459676 | 0.021900935626335110531413232043123550094
f(z) = 95/128*z^3 - 291/152*z + 1
*
[ 16/9 ] 
f(z) = 99/128*z^3 - 289/144*z + 1
*
[ 5/13 ] 
f(z) = 83/125*z^3 - 287/169*z + 1
*
[ 25/14 ] 
f(z) = 84/125*z^3 - 298/175*z + 1
*
[ 3/8 ] 
f(z) = 86/135*z^3 - 281/160*z + 1
*
[ 5/13 ] 
f(z) = 88/125*z^3 - 288/169*z + 1
*
15/22 | 0.22763016800179805194810656774335591553 | 0.028909168533077886786736226455579949468
f(z) = 88/135*z^3 - 292/165*z + 1
*
[ 12/7 ] 
f(z) = 91/128*z^3 - 281/168*z + 1
*
[ 5/13 ] 
f(z) = 93/125*z^3 - 289/169*z + 1
*
[ 5/13 ] 
f(z) = 98/125*z^3 - 290/169*z + 1
*
[ 10/27 ] 
f(z) = 99/125*z^3 - 293/162*z + 1
*
[ 4/9 ] 
f(z) = 87/128*z^3 - 299/216*z + 1
*
[ 8/5 ] 
f(z) = 89/128*z^3 - 281/200*z + 1
*
[ 8/5 ] 
f(z) = 91/128*z^3 - 289/200*z + 1
*
[ 8/5 ] 
f(z) = 93/128*z^3 - 297/200*z + 1
*
-35/24 | 0.21621440514396460261065289118322384242 | 0.024333938526920684956474492867247239408
f(z) = 96/125*z^3 - 289/210*z + 1
*
[ -2 ] 
f(z) = 81/121*z^3 - 285/242*z + 1
*
[ -2 ] 
f(z) = 82/121*z^3 - 293/242*z + 1
*
[ 1/2 ] 
f(z) = 82/121*z^3 - 283/242*z + 1
*
[ 1/2 ] 
f(z) = 82/125*z^3 - 291/250*z + 1
*
[ -2 ] 
f(z) = 82/125*z^3 - 281/250*z + 1
*
[ 1/2 ] 
f(z) = 82/127*z^3 - 295/254*z + 1
*
[ 1/2 ] 
f(z) = 82/129*z^3 - 299/258*z + 1
*
[ 3/2 ] 
f(z) = 82/129*z^3 - 283/258*z + 1
*
[ -2 ] 
f(z) = 83/123*z^3 - 295/246*z + 1
*
[ -2 ] 
f(z) = 83/125*z^3 - 289/250*z + 1
*
[ -2 ] 
f(z) = 83/127*z^3 - 283/254*z + 1
*
[ -2 ] 
f(z) = 84/125*z^3 - 297/250*z + 1
*
[ -2 ] 
f(z) = 84/127*z^3 - 291/254*z + 1
*
[ -2 ] 
f(z) = 85/127*z^3 - 299/254*z + 1
*
[ -2 ] 
f(z) = 85/129*z^3 - 293/258*z + 1
*
[ 1/2 ] 
f(z) = 86/121*z^3 - 285/242*z + 1
*
[ 1/2 ] 
f(z) = 86/123*z^3 - 289/246*z + 1
*
[ 1/2 ] 
f(z) = 86/125*z^3 - 293/250*z + 1
*
[ 1/2 ] 
f(z) = 86/127*z^3 - 297/254*z + 1
*
[ 1/2 ] 
f(z) = 90/121*z^3 - 287/242*z + 1
*
[ 1/2 ] 
f(z) = 90/127*z^3 - 299/254*z + 1
*
[ 1/2 ] 
f(z) = 94/121*z^3 - 289/242*z + 1
*
[ 1/2 ] 
f(z) = 94/123*z^3 - 293/246*z + 1
*
[ 1/2 ] 
f(z) = 94/125*z^3 - 297/250*z + 1
*
[ 1/2 ] 
f(z) = 98/121*z^3 - 291/242*z + 1
*
[ 1/2 ] 
f(z) = 98/123*z^3 - 295/246*z + 1
*
[ 1/2 ] 
f(z) = 98/125*z^3 - 299/250*z + 1
*
[ 4/3 ] 
f(z) = 99/122*z^3 - 291/244*z + 1
*
[ 14/9 ] 
f(z) = 81/133*z^3 - 297/266*z + 1
*
[ -2 ] 
f(z) = 85/131*z^3 - 287/262*z + 1
*
[ -2 ] 
f(z) = 85/133*z^3 - 281/266*z + 1
*
[ -2 ] 
f(z) = 86/131*z^3 - 295/262*z + 1
*
[ -2 ] 
f(z) = 86/133*z^3 - 289/266*z + 1
*
[ -2 ] 
f(z) = 86/135*z^3 - 283/270*z + 1
*
[ -2 ] 
f(z) = 87/133*z^3 - 297/266*z + 1
*
[ -2 ] 
f(z) = 87/137*z^3 - 285/274*z + 1
*
[ -2 ] 
f(z) = 88/135*z^3 - 299/270*z + 1
*
[ -2 ] 
f(z) = 88/137*z^3 - 293/274*z + 1
*
[ -2 ] 
f(z) = 88/139*z^3 - 287/278*z + 1
*
[ -2 ] 
f(z) = 89/139*z^3 - 295/278*z + 1
*
[ 11/20 ] 
f(z) = 96/121*z^3 - 291/275*z + 1
*
[ 4/3 ] 
f(z) = 99/130*z^3 - 287/260*z + 1
*
[ 4/3 ] 
f(z) = 99/134*z^3 - 285/268*z + 1
*
[ 11/9 ] 
f(z) = 93/121*z^3 - 287/297*z + 1
*
[ 11/9 ] 
f(z) = 96/121*z^3 - 298/297*z + 1
*
[ 16/3 ] 
f(z) = 81/128*z^3 - 275/16*z + 1
*
[ -16/3 ] 
f(z) = 81/128*z^3 - 269/16*z + 1
*
[ -11/3 ] 
f(z) = 84/121*z^3 - 266/33*z + 1
*
[ -11/3 ] 
f(z) = 87/121*z^3 - 277/33*z + 1
*
-85/24 | 0.13279146285214261865529830836285081105 | 0.015016743715067730696102981859579123779
f(z) = 96/125*z^3 - 277/30*z + 1
*
[ -28/9 ] 
f(z) = 81/128*z^3 - 269/56*z + 1
*
3/4 | 0.24725606572494643294737476218542532414 | 0.027834479927684775706993742751135625587
f(z) = 82/135*z^3 - 267/40*z + 1
*
-35/12 | 0.30945894255381080160600123723013971635 | 0.029754329267949945169926423727479287152
f(z) = 96/125*z^3 - 263/42*z + 1
*
[ 3 ] 
f(z) = 97/126*z^3 - 263/42*z + 1
*
[ -8/3 ] 
f(z) = 91/128*z^3 - 265/72*z + 1
*
2/3 | 0.20166840434885366261010603745166731495 | 0.028888159076059464678625714285903489747
f(z) = 87/128*z^3 - 269/96*z + 1
*
2/3 | 0.20775248212776297932108028675248372271 | 0.029728133800514476034445863327603025255
f(z) = 93/128*z^3 - 271/96*z + 1
*
[ 8/33 ] 
f(z) = 99/128*z^3 - 279/88*z + 1
*
[ 2/7 ] 
f(z) = 91/120*z^3 - 269/105*z + 1
*
[ 15/7 ] 
f(z) = 91/135*z^3 - 269/105*z + 1
*
[ 10/33 ] 
f(z) = 99/125*z^3 - 261/110*z + 1
*
[ 2 ] 
f(z) = 81/122*z^3 - 263/122*z + 1
*
[ 1/3 ] 
f(z) = 81/127*z^3 - 263/127*z + 1
*
[ 1/3 ] 
f(z) = 81/128*z^3 - 265/128*z + 1
*
[ 1/3 ] 
f(z) = 81/130*z^3 - 269/130*z + 1
*
[ 1/3 ] 
f(z) = 81/131*z^3 - 271/131*z + 1
*
[ 1/3 ] 
f(z) = 81/133*z^3 - 275/133*z + 1
*
[ 1/3 ] 
f(z) = 81/134*z^3 - 277/134*z + 1
*
[ 2 ] 
f(z) = 83/122*z^3 - 271/122*z + 1
*
[ 2 ] 
f(z) = 83/126*z^3 - 269/126*z + 1
*
[ 2 ] 
f(z) = 83/130*z^3 - 267/130*z + 1
*
[ 2 ] 
f(z) = 83/134*z^3 - 265/134*z + 1
*
[ 2 ] 
f(z) = 83/138*z^3 - 263/138*z + 1
*
[ 2 ] 
f(z) = 85/122*z^3 - 279/122*z + 1
*
[ 2 ] 
f(z) = 85/126*z^3 - 277/126*z + 1
*
[ 2 ] 
f(z) = 85/134*z^3 - 273/134*z + 1
*
[ 2 ] 
f(z) = 85/138*z^3 - 271/138*z + 1
*
[ 1/3 ] 
f(z) = 90/127*z^3 - 264/127*z + 1
*
[ 1/3 ] 
f(z) = 90/131*z^3 - 272/131*z + 1
*
[ 1/3 ] 
f(z) = 90/133*z^3 - 276/133*z + 1
*
[ 1/3 ] 
f(z) = 99/125*z^3 - 261/125*z + 1
*
[ 1/3 ] 
f(z) = 99/127*z^3 - 265/127*z + 1
*
[ 1/3 ] 
f(z) = 99/128*z^3 - 267/128*z + 1
*
[ 1/3 ] 
f(z) = 99/130*z^3 - 271/130*z + 1
*
[ 1/3 ] 
f(z) = 99/131*z^3 - 273/131*z + 1
*
[ 1/3 ] 
f(z) = 99/133*z^3 - 277/133*z + 1
*
[ 1/3 ] 
f(z) = 99/134*z^3 - 279/134*z + 1
*
[ -15/7 ] 
f(z) = 89/125*z^3 - 265/147*z + 1
*
[ 15/8 ] 
f(z) = 82/135*z^3 - 267/160*z + 1
*
65/54 | 0.24413888264786344171769281933810999140 | 0.027608484407526105804352907921648242599
f(z) = 81/125*z^3 - 277/180*z + 1
*
[ 10/21 ] 
f(z) = 84/125*z^3 - 263/210*z + 1
*
[ 8/5 ] 
f(z) = 87/128*z^3 - 273/200*z + 1
*
[ 35/24 ] 
f(z) = 96/125*z^3 - 277/210*z + 1
*
[ 14/9 ] 
f(z) = 81/128*z^3 - 263/224*z + 1
*
-10/11 | 0.16681241296227607185447094441874021780 | 0.018910839385067172760851650920046764876
f(z) = 88/125*z^3 - 271/220*z + 1
*
[ -2 ] 
f(z) = 80/121*z^3 - 277/242*z + 1
*
[ -2 ] 
f(z) = 80/123*z^3 - 271/246*z + 1
*
[ -2 ] 
f(z) = 81/125*z^3 - 273/250*z + 1
*
[ -2 ] 
f(z) = 81/127*z^3 - 267/254*z + 1
*
[ -2 ] 
f(z) = 82/127*z^3 - 275/254*z + 1
*
[ -2 ] 
f(z) = 82/129*z^3 - 269/258*z + 1
*
[ -2 ] 
f(z) = 83/129*z^3 - 277/258*z + 1
*
[ -2 ] 
f(z) = 82/131*z^3 - 263/262*z + 1
*
[ -2 ] 
f(z) = 83/131*z^3 - 271/262*z + 1
*
[ -2 ] 
f(z) = 83/133*z^3 - 265/266*z + 1
*
[ -2 ] 
f(z) = 84/131*z^3 - 279/262*z + 1
*
[ -2 ] 
f(z) = 84/137*z^3 - 261/274*z + 1
*
[ -2 ] 
f(z) = 85/137*z^3 - 269/274*z + 1
*
[ -2 ] 
f(z) = 85/139*z^3 - 263/278*z + 1
*
[ -2 ] 
f(z) = 86/137*z^3 - 277/274*z + 1
*
[ -2 ] 
f(z) = 86/139*z^3 - 271/278*z + 1
*
[ -2 ] 
f(z) = 87/139*z^3 - 279/278*z + 1
*
-12/11 | 0.25050946617857327122686275724295299304 | 0.029992805558377608205543711083166072595
f(z) = 99/128*z^3 - 265/264*z + 1
*
[ 11/18 ] 
f(z) = 84/121*z^3 - 266/297*z + 1
*
[ 11/9 ] 
f(z) = 87/121*z^3 - 265/297*z + 1
*
[ 11/18 ] 
f(z) = 96/121*z^3 - 277/297*z + 1
*
[ 55/9 ] 
f(z) = 81/125*z^3 - 257/11*z + 1
*
[ 11/2 ] 
f(z) = 92/121*z^3 - 244/11*z + 1
*
[ -15/2 ] 
f(z) = 94/125*z^3 - 247/6*z + 1
*
[ 11/2 ] 
f(z) = 96/121*z^3 - 255/11*z + 1
*
[ -11/2 ] 
f(z) = 96/121*z^3 - 251/11*z + 1
*
[ -6 ] 
f(z) = 97/135*z^3 - 247/10*z + 1
*
[ 6 ] 
f(z) = 98/135*z^3 - 253/10*z + 1
*
[ -15/4 ] 
f(z) = 88/125*z^3 - 259/30*z + 1
*
[ 15/4 ] 
f(z) = 88/135*z^3 - 253/30*z + 1
*
[ 15/4 ] 
f(z) = 98/125*z^3 - 247/24*z + 1
*
-30/11 | 0.23894802381351068703199601621949456223 | 0.027213072458078564002639091533906610212
f(z) = 88/135*z^3 - 241/55*z + 1
*
[ 3 ] 
f(z) = 95/126*z^3 - 257/42*z + 1
*
-5/2 | 0.25272296213438742926615626881681136928 | 0.028798027531581833087226347048640099053
f(z) = 81/125*z^3 - 259/60*z + 1
*
[ 5/24 ] 
f(z) = 81/125*z^3 - 245/64*z + 1
*
[ -8/3 ] 
f(z) = 85/128*z^3 - 241/72*z + 1
*
[ -8/3 ] 
f(z) = 89/128*z^3 - 257/72*z + 1
*
[ 33/14 ] 
f(z) = 98/121*z^3 - 259/66*z + 1
*
20/9 | 0.20043822660136878852737971995226757415 | 0.022860324584829648273060869912018867526
f(z) = 81/125*z^3 - 257/80*z + 1
*
[ 45/22 ] 
f(z) = 88/125*z^3 - 241/99*z + 1
*
-9/4 | 0.19370995805024203752925958375507256511 | 0.029139446250307396613214052214250369615
f(z) = 88/135*z^3 - 257/90*z + 1
*
[ 9/4 ] 
f(z) = 88/135*z^3 - 247/90*z + 1
*
-4/33 | 0.22570854052461258120064261057694486882 | 0.027306810233090191321488162088953058162
f(z) = 99/128*z^3 - 243/88*z + 1
*
5/42 | 0.10811567456464576864185443781137308352 | 0.012352879019412205448565551881363980644
f(z) = 84/125*z^3 - 253/105*z + 1
*
[ -16/7 ] 
f(z) = 91/128*z^3 - 255/112*z + 1
*
[ 4/13 ] 
f(z) = 91/128*z^3 - 241/104*z + 1
*
[ 15/46 ] 
f(z) = 92/135*z^3 - 246/115*z + 1
*
[ -20/9 ] 
f(z) = 96/125*z^3 - 253/108*z + 1
*
[ 1/3 ] 
f(z) = 81/121*z^3 - 251/121*z + 1
*
[ 1/3 ] 
f(z) = 81/122*z^3 - 253/122*z + 1
*
[ 1/3 ] 
f(z) = 81/124*z^3 - 257/124*z + 1
*
[ 1/3 ] 
f(z) = 81/125*z^3 - 259/125*z + 1
*
[ -7/3 ] 
f(z) = 81/133*z^3 - 251/133*z + 1
*
[ 2 ] 
f(z) = 81/134*z^3 - 257/134*z + 1
*
[ 11/6 ] 
f(z) = 87/121*z^3 - 259/132*z + 1
*
[ 15/8 ] 
f(z) = 88/125*z^3 - 241/120*z + 1
*
[ 1/3 ] 
f(z) = 90/121*z^3 - 252/121*z + 1
*
[ 1/3 ] 
f(z) = 99/122*z^3 - 255/122*z + 1
*
[ 1/3 ] 
f(z) = 99/124*z^3 - 259/124*z + 1
*
[ 2/5 ] 
f(z) = 85/128*z^3 - 257/160*z + 1
*
[ 2/5 ] 
f(z) = 95/128*z^3 - 259/160*z + 1
*
[ 6/13 ] 
f(z) = 91/120*z^3 - 259/195*z + 1
*
[ 8/5 ] 
f(z) = 81/128*z^3 - 249/200*z + 1
*
[ 8/5 ] 
f(z) = 83/128*z^3 - 257/200*z + 1
*
[ 11/21 ] 
f(z) = 84/121*z^3 - 254/231*z + 1
*
0 | 0.19797209520919623846281280051752154260 | 0.029745904821798941174306322935689227417
f(z) = 85/132*z^3 - 259/220*z + 1
*
[ -2 ] 
f(z) = 80/127*z^3 - 259/254*z + 1
*
[ -2 ] 
f(z) = 80/129*z^3 - 253/258*z + 1
*
[ -15/8 ] 
f(z) = 92/125*z^3 - 253/240*z + 1
*
[ -2 ] 
f(z) = 80/131*z^3 - 247/262*z + 1
*
[ -2 ] 
f(z) = 80/133*z^3 - 241/266*z + 1
*
[ -2 ] 
f(z) = 81/131*z^3 - 255/262*z + 1
*
[ -2 ] 
f(z) = 81/133*z^3 - 249/266*z + 1
*
[ -2 ] 
f(z) = 82/133*z^3 - 257/266*z + 1
*
[ -2 ] 
f(z) = 82/135*z^3 - 251/270*z + 1
*
[ -2 ] 
f(z) = 82/137*z^3 - 245/274*z + 1
*
[ -2 ] 
f(z) = 83/135*z^3 - 259/270*z + 1
*
[ -2 ] 
f(z) = 83/137*z^3 - 253/274*z + 1
*
[ -2 ] 
f(z) = 83/139*z^3 - 247/278*z + 1
*
[ -2 ] 
f(z) = 84/139*z^3 - 255/278*z + 1
*
[ 15/26 ] 
f(z) = 91/135*z^3 - 249/260*z + 1
*
[ 33/28 ] 
f(z) = 98/121*z^3 - 257/264*z + 1
*
[ 11/9 ] 
f(z) = 84/121*z^3 - 254/297*z + 1
*
[ 2/3 ] 
f(z) = 97/128*z^3 - 241/288*z + 1
*
[ 11/2 ] 
f(z) = 84/121*z^3 - 222/11*z + 1
*
[ 15/2 ] 
f(z) = 86/125*z^3 - 227/6*z + 1
*
[ 6 ] 
f(z) = 86/135*z^3 - 221/10*z + 1
*
[ -6 ] 
f(z) = 88/135*z^3 - 223/10*z + 1
*
[ 6 ] 
f(z) = 89/135*z^3 - 229/10*z + 1
*
[ -6 ] 
f(z) = 91/135*z^3 - 231/10*z + 1
*
[ -11/2 ] 
f(z) = 92/121*z^3 - 240/11*z + 1
*
[ 6 ] 
f(z) = 92/135*z^3 - 237/10*z + 1
*
[ -6 ] 
f(z) = 94/135*z^3 - 239/10*z + 1
*
5/24 | 0.25386190230987224367445430646530169320 | 0.024696293851610489366512818414467562279
f(z) = 96/125*z^3 - 233/6*z + 1
*
[ 32/9 ] 
f(z) = 81/128*z^3 - 233/32*z + 1
*
[ 10/3 ] 
f(z) = 93/125*z^3 - 227/30*z + 1
*
[ 25/7 ] 
f(z) = 98/125*z^3 - 232/25*z + 1
*
[ 3 ] 
f(z) = 83/126*z^3 - 221/42*z + 1
*
[ 3 ] 
f(z) = 85/126*z^3 - 227/42*z + 1
*
[ 3 ] 
f(z) = 89/126*z^3 - 239/42*z + 1
*
[ 11/4 ] 
f(z) = 92/121*z^3 - 225/44*z + 1
*
[ -3 ] 
f(z) = 95/126*z^3 - 229/42*z + 1
*
[ -3 ] 
f(z) = 97/126*z^3 - 235/42*z + 1
*
-4/27 | 0.19900526534651640708707419181831138149 | 0.024174083253360698760354228166086266655
f(z) = 81/128*z^3 - 235/72*z + 1
*
[ -8/3 ] 
f(z) = 83/128*z^3 - 233/72*z + 1
*
15/7 | 0.19880332877569907653321598206869840225 | 0.022885322230268967097432952851452323409
f(z) = 84/125*z^3 - 237/70*z + 1
*
-2 | 0.092250471496111354941012477129715320319 | 0.015144603259725384572538639878326145478
f(z) = 95/124*z^3 - 221/62*z + 1
*
-2 | 0.073656569005341420475728480880394679820 | 0.012074216050777268044589775387409731596
f(z) = 95/132*z^3 - 223/66*z + 1
*
[ 55/24 ] 
f(z) = 96/125*z^3 - 229/66*z + 1
*
-2 | 0.091849698694783183595064169408143429433 | 0.015034535341784631630297893124712960584
f(z) = 97/124*z^3 - 225/62*z + 1
*
-2 | 0.073526568877771868994768719070375175929 | 0.012017881785420263897843390562655034245
f(z) = 97/132*z^3 - 227/66*z + 1
*
-2 | 0.091231254335768455578632522524443831871 | 0.014890354534141821343260116655899357215
f(z) = 99/124*z^3 - 229/62*z + 1
*
-15/8 | 0.22374903139420316798169373982218538849 | 0.025631195658059360727082067319712464784
f(z) = 92/135*z^3 - 229/80*z + 1
*
15/32 | 0.27662514816876363927248282025464020502 | 0.027049898351956801677570420901367734775
f(z) = 96/125*z^3 - 221/96*z + 1
*
[ 55/28 ] 
f(z) = 98/125*z^3 - 223/88*z + 1
*
15/8 | 0.27453569014496134991892090664365113919 | 0.026641593742330536569947719627745097195
f(z) = 84/125*z^3 - 239/112*z + 1
*
-95/44 | 0.22263027354115765928995256428752912565 | 0.025729876501349892628965876930125651769
f(z) = 88/125*z^3 - 229/110*z + 1
*
6/11 | 0.25731319853682123169737753082478834653 | 0.029566005189187928949318345306359125019
f(z) = 88/135*z^3 - 223/110*z + 1
*
[ 15/44 ] 
f(z) = 88/135*z^3 - 221/110*z + 1
*
-10/7 | 0.21016771660873602783867905185882379880 | 0.027861606884566578289341126021774467225
f(z) = 91/120*z^3 - 236/105*z + 1
*
2/3 | 0.14580879527027166826307036997694627034 | 0.026791180505748465112047736516963884908
f(z) = 81/130*z^3 - 231/130*z + 1
*
[ 17/9 ] 
f(z) = 81/136*z^3 - 225/136*z + 1
*
[ 15/41 ] 
f(z) = 82/125*z^3 - 224/123*z + 1
*
[ 7/4 ] 
f(z) = 96/133*z^3 - 237/133*z + 1
*
[ 5/3 ] 
f(z) = 99/130*z^3 - 223/130*z + 1
*
-2/3 | 0.18745849808417297689816791901877443614 | 0.024851081151135296690006316243214907952
f(z) = 81/136*z^3 - 236/153*z + 1
*
[ 8/19 ] 
f(z) = 95/128*z^3 - 229/152*z + 1
*
[ 5/12 ] 
f(z) = 97/125*z^3 - 221/144*z + 1
*
[ 33/20 ] 
f(z) = 80/121*z^3 - 232/165*z + 1
*
[ 3/2 ] 
f(z) = 95/126*z^3 - 229/168*z + 1
*
[ 3/2 ] 
f(z) = 97/126*z^3 - 235/168*z + 1
*
[ 16/11 ] 
f(z) = 99/128*z^3 - 233/176*z + 1
*
[ -11/6 ] 
f(z) = 98/121*z^3 - 233/198*z + 1
*
[ 4/3 ] 
f(z) = 81/122*z^3 - 227/244*z + 1
*
[ -2 ] 
f(z) = 80/137*z^3 - 229/274*z + 1
*
[ -2 ] 
f(z) = 80/139*z^3 - 223/278*z + 1
*
[ 4/3 ] 
f(z) = 81/130*z^3 - 223/260*z + 1
*
[ 4/3 ] 
f(z) = 81/134*z^3 - 221/268*z + 1
*
[ -2 ] 
f(z) = 81/137*z^3 - 237/274*z + 1
*
[ -2 ] 
f(z) = 81/139*z^3 - 231/278*z + 1
*
[ -2 ] 
f(z) = 82/139*z^3 - 239/278*z + 1
*
[ 5/4 ] 
f(z) = 88/135*z^3 - 221/270*z + 1
*
[ 11/10 ] 
f(z) = 92/121*z^3 - 228/275*z + 1
*
[ 10/9 ] 
f(z) = 93/125*z^3 - 221/270*z + 1
*
[ 11/10 ] 
f(z) = 96/121*z^3 - 239/275*z + 1
*
[ 10/9 ] 
f(z) = 96/125*z^3 - 229/270*z + 1
*
[ 12/11 ] 
f(z) = 99/128*z^3 - 221/264*z + 1
*
[ 2/3 ] 
f(z) = 99/133*z^3 - 221/266*z + 1
*
[ 2/3 ] 
f(z) = 99/137*z^3 - 225/274*z + 1
*
[ 2/3 ] 
f(z) = 99/139*z^3 - 227/278*z + 1
*
[ 2/3 ] 
f(z) = 83/128*z^3 - 227/288*z + 1
*
[ 2/3 ] 
f(z) = 85/128*z^3 - 229/288*z + 1
*
[ 2/3 ] 
f(z) = 89/128*z^3 - 233/288*z + 1
*
[ 2/3 ] 
f(z) = 91/128*z^3 - 235/288*z + 1
*
[ 2/3 ] 
f(z) = 95/128*z^3 - 239/288*z + 1
*
[ 11/2 ] 
f(z) = 80/121*z^3 - 211/11*z + 1
*
[ -11/2 ] 
f(z) = 80/121*z^3 - 207/11*z + 1
*
[ -6 ] 
f(z) = 82/135*z^3 - 207/10*z + 1
*
[ 6 ] 
f(z) = 83/135*z^3 - 213/10*z + 1
*
[ -11/2 ] 
f(z) = 84/121*z^3 - 218/11*z + 1
*
30/7 | 0.13305010600370273727053096008454424904 | 0.017727032569406971781591824176989868028
f(z) = 98/135*z^3 - 202/15*z + 1
*
[ -32/9 ] 
f(z) = 81/128*z^3 - 215/32*z + 1
*
-20/7 | 0.20588590232195921063614921687561585589 | 0.024089373656184159076696972541149665128
f(z) = 84/125*z^3 - 206/35*z + 1
*
[ 10/3 ] 
f(z) = 84/125*z^3 - 203/30*z + 1
*
[ 10/3 ] 
f(z) = 87/125*z^3 - 211/30*z + 1
*
15/4 | 0.20461036464154737281619355548198307906 | 0.023794277384597834264832304498298382871
f(z) = 92/135*z^3 - 201/20*z + 1
*
[ -10/3 ] 
f(z) = 93/125*z^3 - 209/30*z + 1
*
[ -25/7 ] 
f(z) = 98/125*z^3 - 218/25*z + 1
*
[ 11/4 ] 
f(z) = 84/121*z^3 - 203/44*z + 1
*
-5/24 | 0.19364508749953030458399844268915326249 | 0.019094286942759830145135964815464251139
f(z) = 84/125*z^3 - 203/48*z + 1
*
[ -3 ] 
f(z) = 89/126*z^3 - 211/42*z + 1
*
115/72 | 0.25285368694857550367505286984780061506 | 0.024932524317935912582122264339357037814
f(z) = 96/125*z^3 - 203/54*z + 1
*
-5/21 | 0.22628238259425126121542981165027618609 | 0.026301595682557895487370185472061269470
f(z) = 98/125*z^3 - 218/45*z + 1
*
[ 2/9 ] 
f(z) = 81/124*z^3 - 219/62*z + 1
*
28/27 | 0.17549035020576001382650344697015467056 | 0.021600282865078511279953842833111675996
f(z) = 81/128*z^3 - 211/72*z + 1
*
-2 | 0.092979280537443956837399691618759439993 | 0.015505715573699684722541775708624065833
f(z) = 85/124*z^3 - 201/62*z + 1
*
-2 | 0.073744688975040882006194392654902058122 | 0.012277781045417369602167494104706976708
f(z) = 85/132*z^3 - 203/66*z + 1
*
-2 | 0.092938143754682081485132741975212038288 | 0.015448091080011271560308902050017203278
f(z) = 87/124*z^3 - 205/62*z + 1
*
-2 | 0.092855605540028252537306141126137631781 | 0.015384954220824268568009344396203920249
f(z) = 89/124*z^3 - 209/62*z + 1
*
-2 | 0.073800747084554177467755528882849821997 | 0.012208549579467669192362176947789157577
f(z) = 89/132*z^3 - 211/66*z + 1
*
-2 | 0.092723321613006749779555387959103695067 | 0.015314931129030318031408663748819776550
f(z) = 91/124*z^3 - 213/62*z + 1
*
-2 | 0.073786913209222828769102643107650343043 | 0.012168457600296929690897457711569245743
f(z) = 91/132*z^3 - 215/66*z + 1
*
[ 3/13 ] 
f(z) = 91/135*z^3 - 219/65*z + 1
*
[ 25/12 ] 
f(z) = 96/125*z^3 - 211/75*z + 1
*
[ -33/14 ] 
f(z) = 98/121*z^3 - 203/66*z + 1
*
[ 5/18 ] 
f(z) = 88/125*z^3 - 215/81*z + 1
*
[ 11/6 ] 
f(z) = 92/121*z^3 - 208/99*z + 1
*
[ 15/8 ] 
f(z) = 94/125*z^3 - 209/96*z + 1
*
-15/7 | 0.24414661286440014003403035296240765658 | 0.028393191423800686035740054460601948180
f(z) = 98/125*z^3 - 217/90*z + 1
*
-45/22 | 0.18555551234053330338317218784497994716 | 0.021747976238987649590068351490218619081
f(z) = 88/125*z^3 - 203/110*z + 1
*
15/11 | 0.13381978149764309300770647942048016655 | 0.015544095192260162946783900821632827704
f(z) = 88/135*z^3 - 203/110*z + 1
*
[ 11/30 ] 
f(z) = 90/121*z^3 - 201/110*z + 1
*
3/2 | 0.20399956250941254614849634217786004884 | 0.023564343532607490055822168354577504805
f(z) = 92/135*z^3 - 213/115*z + 1
*
-13/9 | 0.15243264059360020701290207111834519126 | 0.028532965816868969177122726503844981820
f(z) = 81/130*z^3 - 209/130*z + 1
*
[ -2 ] 
f(z) = 97/122*z^3 - 205/122*z + 1
*
45/28 | 0.24143205352995367273112267354227399640 | 0.028169355705517033416539000205983196028
f(z) = 98/125*z^3 - 211/120*z + 1
*
[ -2 ] 
f(z) = 99/122*z^3 - 213/122*z + 1
*
[ -2 ] 
f(z) = 99/130*z^3 - 201/130*z + 1
*
10/7 | 0.19752064102811930982327769825765455632 | 0.023177241508732133566681242957118729743
f(z) = 91/125*z^3 - 201/140*z + 1
*
[ 12/7 ] 
f(z) = 91/135*z^3 - 219/140*z + 1
*
[ 3/2 ] 
f(z) = 89/126*z^3 - 211/168*z + 1
*
[ 11/8 ] 
f(z) = 92/121*z^3 - 205/176*z + 1
*
[ 16/33 ] 
f(z) = 99/128*z^3 - 219/176*z + 1
*
[ -11/6 ] 
f(z) = 94/121*z^3 - 211/198*z + 1
*
[ 8/15 ] 
f(z) = 81/128*z^3 - 211/200*z + 1
*
[ 11/19 ] 
f(z) = 95/121*z^3 - 207/209*z + 1
*
[ 8/15 ] 
f(z) = 99/128*z^3 - 219/200*z + 1
*
[ 30/23 ] 
f(z) = 92/135*z^3 - 213/230*z + 1
*
[ 25/21 ] 
f(z) = 98/125*z^3 - 214/225*z + 1
*
[ 20/33 ] 
f(z) = 99/125*z^3 - 207/220*z + 1
*
[ 2/3 ] 
f(z) = 90/121*z^3 - 201/242*z + 1
*
[ 2/3 ] 
f(z) = 90/127*z^3 - 207/254*z + 1
*
[ 6/5 ] 
f(z) = 91/135*z^3 - 201/250*z + 1
*
[ 6/5 ] 
f(z) = 94/135*z^3 - 209/250*z + 1
*
[ 6/5 ] 
f(z) = 95/136*z^3 - 214/255*z + 1
*
[ 6/5 ] 
f(z) = 97/135*z^3 - 217/250*z + 1
*
[ 2/3 ] 
f(z) = 99/125*z^3 - 213/250*z + 1
*
[ 2/3 ] 
f(z) = 99/127*z^3 - 215/254*z + 1
*
[ 2/3 ] 
f(z) = 81/131*z^3 - 203/262*z + 1
*
[ 2/3 ] 
f(z) = 81/133*z^3 - 205/266*z + 1
*
[ 2/3 ] 
f(z) = 81/137*z^3 - 209/274*z + 1
*
[ 2/3 ] 
f(z) = 81/139*z^3 - 211/278*z + 1
*
[ 11/10 ] 
f(z) = 84/121*z^3 - 206/275*z + 1
*
[ 25/22 ] 
f(z) = 88/125*z^3 - 217/275*z + 1
*
[ 2/3 ] 
f(z) = 90/131*z^3 - 211/262*z + 1
*
[ 2/3 ] 
f(z) = 90/133*z^3 - 213/266*z + 1
*
[ 7/6 ] 
f(z) = 90/133*z^3 - 207/266*z + 1
*
[ 2/3 ] 
f(z) = 90/137*z^3 - 217/274*z + 1
*
[ 2/3 ] 
f(z) = 90/139*z^3 - 219/278*z + 1
*
-10/7 | 0.14572495686882905050108061090724054472 | 0.026029648700310007299699978473291130050
f(z) = 98/135*z^3 - 211/270*z + 1
*
[ 25/33 ] 
f(z) = 99/125*z^3 - 213/275*z + 1
*
[ 2/3 ] 
f(z) = 99/131*z^3 - 219/262*z + 1
*
[ 32/27 ] 
f(z) = 81/128*z^3 - 211/288*z + 1
*
[ -15/2 ] 
f(z) = 92/135*z^3 - 186/5*z + 1
*
[ 35/8 ] 
f(z) = 96/125*z^3 - 195/14*z + 1
*
-10/27 | 0.21269374870728357089623489661807761553 | 0.021166359127137462289501427251185472984
f(z) = 81/125*z^3 - 185/36*z + 1
*
[ -15/4 ] 
f(z) = 82/125*z^3 - 191/24*z + 1
*
[ -10/3 ] 
f(z) = 87/125*z^3 - 193/30*z + 1
*
35/11 | 0.27317867035989705246259518411569830695 | 0.027244821575395920271324218421480594194
f(z) = 88/125*z^3 - 181/22*z + 1
*
35/12 | 0.19570054471632214823617744555261741979 | 0.023159870419409034545562122462226423278
f(z) = 96/125*z^3 - 187/30*z + 1
*
-3/14 | 0.21805935042238410981374774525852569097 | 0.029271683845652290693122678553477288647
f(z) = 98/135*z^3 - 191/30*z + 1
*
[ 5/27 ] 
f(z) = 81/125*z^3 - 199/45*z + 1
*
[ -3 ] 
f(z) = 83/126*z^3 - 193/42*z + 1
*
[ -3 ] 
f(z) = 85/126*z^3 - 199/42*z + 1
*
[ 5/22 ] 
f(z) = 88/125*z^3 - 189/55*z + 1
*
-21/8 | 0.19244648342864408331001129923531095765 | 0.022485935043957803710162166995476941607
f(z) = 88/135*z^3 - 193/40*z + 1
*
[ -11/4 ] 
f(z) = 92/121*z^3 - 193/44*z + 1
*
-75/28 | 0.25025850249907259091123387444312767172 | 0.029349138328859806267400960107934090997
f(z) = 98/135*z^3 - 187/40*z + 1
*
-2 | 0.092958695635135928072467273027722516355 | 0.015607997644752487042686924004198518489
f(z) = 81/124*z^3 - 193/62*z + 1
*
-56/27 | 0.23550337511168171122468791592816912407 | 0.029424322926525020710792608191090634876
f(z) = 81/128*z^3 - 187/72*z + 1
*
-2 | 0.092984770112849625316080772193429143786 | 0.015558786879161505502182337591336444685
f(z) = 83/124*z^3 - 197/62*z + 1
*
-2 | 0.073679479660727096131450350947579757059 | 0.012307704061719329032930350827953219640
f(z) = 83/132*z^3 - 199/66*z + 1
*
[ 5/14 ] 
f(z) = 86/125*z^3 - 185/98*z + 1
*
-15/8 | 0.23217682623457509502398128015382788965 | 0.027407948945615090673757064540004849198
f(z) = 92/125*z^3 - 191/80*z + 1
*
5/3 | 0.28019215285772135753188064126206196761 | 0.027668841689235324318159864739379883888
f(z) = 93/125*z^3 - 200/93*z + 1
*
-65/42 | 0.24417760024637647201120630673421080287 | 0.028896810630883648292436834409126763908
f(z) = 98/125*z^3 - 187/90*z + 1
*
5/4 | 0.22263029547495764941691723971261729030 | 0.026154319866979148662306388887372470357
f(z) = 88/125*z^3 - 199/110*z + 1
*
-10/7 | 0.16395780080229960003994651400822109250 | 0.022315382178532285817125455684015757854
f(z) = 91/120*z^3 - 194/105*z + 1
*
[ -15/7 ] 
f(z) = 91/125*z^3 - 197/105*z + 1
*
[ 7/4 ] 
f(z) = 80/133*z^3 - 188/133*z + 1
*
[ -2 ] 
f(z) = 91/122*z^3 - 181/122*z + 1
*
[ -2 ] 
f(z) = 93/122*z^3 - 189/122*z + 1
*
[ -2 ] 
f(z) = 95/122*z^3 - 197/122*z + 1
*
[ -2 ] 
f(z) = 95/126*z^3 - 191/126*z + 1
*
[ -2 ] 
f(z) = 97/126*z^3 - 199/126*z + 1
*
[ -2 ] 
f(z) = 97/130*z^3 - 193/130*z + 1
*
[ -2 ] 
f(z) = 97/134*z^3 - 187/134*z + 1
*
[ -2 ] 
f(z) = 97/138*z^3 - 181/138*z + 1
*
[ 3/7 ] 
f(z) = 98/123*z^3 - 182/123*z + 1
*
[ 3/7 ] 
f(z) = 98/129*z^3 - 190/129*z + 1
*
[ -2 ] 
f(z) = 99/134*z^3 - 195/134*z + 1
*
-35/18 | 0.24791828292518604031478503080983188528 | 0.029266192286705377885609759663542008939
f(z) = 81/125*z^3 - 191/140*z + 1
*
-5/28 | 0.19752064102811930982327769825765455632 | 0.023204470059921795662823226778515807494
f(z) = 84/125*z^3 - 199/140*z + 1
*
[ 3/2 ] 
f(z) = 83/126*z^3 - 193/168*z + 1
*
[ 11/8 ] 
f(z) = 84/121*z^3 - 183/176*z + 1
*
[ 3/2 ] 
f(z) = 85/126*z^3 - 199/168*z + 1
*
[ 15/11 ] 
f(z) = 99/125*z^3 - 199/165*z + 1
*
[ -35/18 ] 
f(z) = 84/125*z^3 - 194/189*z + 1
*
[ 11/18 ] 
f(z) = 90/121*z^3 - 181/198*z + 1
*
[ -15/8 ] 
f(z) = 91/125*z^3 - 197/192*z + 1
*
20/21 | 0.22319248816434925375834416892355781271 | 0.026055676143569770078121735525965704826
f(z) = 84/125*z^3 - 191/210*z + 1
*
[ 3/5 ] 
f(z) = 85/126*z^3 - 191/210*z + 1
*
[ 4/3 ] 
f(z) = 87/136*z^3 - 181/204*z + 1
*
[ 16/13 ] 
f(z) = 91/128*z^3 - 185/208*z + 1
*
[ 35/31 ] 
f(z) = 93/125*z^3 - 181/217*z + 1
*
[ 4/3 ] 
f(z) = 93/136*z^3 - 197/204*z + 1
*
[ 3/5 ] 
f(z) = 95/126*z^3 - 197/210*z + 1
*
[ 6/5 ] 
f(z) = 95/126*z^3 - 193/210*z + 1
*
[ 11/10 ] 
f(z) = 95/121*z^3 - 189/220*z + 1
*
[ 2/3 ] 
f(z) = 81/121*z^3 - 193/242*z + 1
*
[ 2/3 ] 
f(z) = 81/125*z^3 - 197/250*z + 1
*
[ 2/3 ] 
f(z) = 81/127*z^3 - 199/254*z + 1
*
[ 5/7 ] 
f(z) = 83/125*z^3 - 181/245*z + 1
*
[ -15/8 ] 
f(z) = 84/125*z^3 - 199/240*z + 1
*
[ 5/7 ] 
f(z) = 86/125*z^3 - 184/245*z + 1
*
[ 3/4 ] 
f(z) = 88/123*z^3 - 181/246*z + 1
*
[ 5/7 ] 
f(z) = 88/125*z^3 - 186/245*z + 1
*
[ 3/4 ] 
f(z) = 88/129*z^3 - 185/258*z + 1
*
[ 6/5 ] 
f(z) = 88/135*z^3 - 193/250*z + 1
*
[ 5/7 ] 
f(z) = 89/125*z^3 - 187/245*z + 1
*
[ 5/7 ] 
f(z) = 93/125*z^3 - 191/245*z + 1
*
[ 5/7 ] 
f(z) = 94/125*z^3 - 192/245*z + 1
*
[ 5/7 ] 
f(z) = 96/125*z^3 - 194/245*z + 1
*
[ 6/7 ] 
f(z) = 98/123*z^3 - 185/246*z + 1
*
[ 10/11 ] 
f(z) = 98/125*z^3 - 181/242*z + 1
*
[ 6/7 ] 
f(z) = 98/129*z^3 - 187/258*z + 1
*
[ 5/7 ] 
f(z) = 99/125*z^3 - 197/245*z + 1
*
[ 11/15 ] 
f(z) = 81/121*z^3 - 199/275*z + 1
*
[ 10/9 ] 
f(z) = 84/125*z^3 - 197/270*z + 1
*
[ 7/8 ] 
f(z) = 96/133*z^3 - 185/266*z + 1
*
-52/9 | 0.21889397546265388642280728845989414004 | 0.027741167968428324584933972303203601535
f(z) = 81/128*z^3 - 167/8*z + 1
*
[ 15/2 ] 
f(z) = 88/135*z^3 - 179/5*z + 1
*
5/12 | 0.12259385893852033105311480297041273893 | 0.014643025252331170698578839587401864135
f(z) = 96/125*z^3 - 173/15*z + 1
*
65/18 | 0.16976047027356168534491186171608631194 | 0.020276764877023632904565250372815935663
f(z) = 81/125*z^3 - 173/20*z + 1
*
15/7 | 0.23769149531586730397444567990974217115 | 0.028430162753075090979606071893540043823
f(z) = 84/125*z^3 - 171/35*z + 1
*
-5/14 | 0.28907833513255877947539080984100538029 | 0.029063884631309645835724164787802038363
f(z) = 84/125*z^3 - 167/21*z + 1
*
[ 15/4 ] 
f(z) = 92/135*z^3 - 177/20*z + 1
*
[ 22/7 ] 
f(z) = 98/121*z^3 - 161/22*z + 1
*
-5/27 | 0.10086232966508976635143296900108517972 | 0.012133630137282642153116463017123711330
f(z) = 81/125*z^3 - 163/45*z + 1
*
[ -11/4 ] 
f(z) = 84/121*z^3 - 171/44*z + 1
*
5/12 | 0.26939991612627529429794933635276675550 | 0.027053039631231421173433662668465532048
f(z) = 87/125*z^3 - 169/48*z + 1
*
[ 11/5 ] 
f(z) = 90/121*z^3 - 168/55*z + 1
*
[ 11/5 ] 
f(z) = 95/121*z^3 - 179/55*z + 1
*
-15/8 | 0.23197829532218307064272229868474404106 | 0.023240579807651858551155902921129749468
f(z) = 96/125*z^3 - 173/54*z + 1
*
15/16 | 0.19473480775375117907746365362877788666 | 0.023426388622834651289728514853646287764
f(z) = 96/125*z^3 - 163/40*z + 1
*
69/28 | 0.13850875986732435805054718864065309673 | 0.016509603960755124026310153520004982331
f(z) = 98/135*z^3 - 163/40*z + 1
*
[ 8/27 ] 
f(z) = 81/128*z^3 - 175/72*z + 1
*
-4/27 | 0.20158295993881698670145538548260069858 | 0.025626020174165874824870640871155151437
f(z) = 81/128*z^3 - 163/72*z + 1
*
5/3 | 0.092402863628301783561357089817117285479 | 0.011115965441353885188595087231330028630
f(z) = 84/125*z^3 - 163/60*z + 1
*
5/3 | 0.13487287490533495680522362678137077149 | 0.016044334667461478184082900183258984463
f(z) = 96/125*z^3 - 179/60*z + 1
*
[ 2 ] 
f(z) = 97/124*z^3 - 163/62*z + 1
*
[ 2 ] 
f(z) = 97/132*z^3 - 161/66*z + 1
*
[ 2 ] 
f(z) = 99/124*z^3 - 167/62*z + 1
*
[ 11/6 ] 
f(z) = 80/121*z^3 - 175/99*z + 1
*
[ 10/27 ] 
f(z) = 81/125*z^3 - 161/90*z + 1
*
[ -9/4 ] 
f(z) = 88/135*z^3 - 167/90*z + 1
*
10/13 | 0.26794577701374490068644616792254997153 | 0.026988408001994681702408676888348964091
f(z) = 91/125*z^3 - 164/91*z + 1
*
[ 4/9 ] 
f(z) = 81/124*z^3 - 171/124*z + 1
*
[ 5/3 ] 
f(z) = 81/130*z^3 - 173/130*z + 1
*
[ -19/9 ] 
f(z) = 81/133*z^3 - 165/133*z + 1
*
[ 5/11 ] 
f(z) = 84/125*z^3 - 162/121*z + 1
*
[ 8/17 ] 
f(z) = 85/128*z^3 - 173/136*z + 1
*
[ -2 ] 
f(z) = 87/122*z^3 - 165/122*z + 1
*
[ 1/2 ] 
f(z) = 88/139*z^3 - 161/139*z + 1
*
[ -2 ] 
f(z) = 89/122*z^3 - 173/122*z + 1
*
[ 5/11 ] 
f(z) = 89/125*z^3 - 163/121*z + 1
*
[ -2 ] 
f(z) = 89/126*z^3 - 167/126*z + 1
*
[ -2 ] 
f(z) = 89/130*z^3 - 161/130*z + 1
*
[ -2 ] 
f(z) = 91/134*z^3 - 163/134*z + 1
*
[ 3/2 ] 
f(z) = 92/123*z^3 - 166/123*z + 1
*
[ 3/2 ] 
f(z) = 92/129*z^3 - 164/129*z + 1
*
[ 1/2 ] 
f(z) = 92/139*z^3 - 162/139*z + 1
*
[ -2 ] 
f(z) = 93/130*z^3 - 177/130*z + 1
*
[ -2 ] 
f(z) = 93/134*z^3 - 171/134*z + 1
*
[ 5/11 ] 
f(z) = 94/125*z^3 - 164/121*z + 1
*
[ -2 ] 
f(z) = 95/134*z^3 - 179/134*z + 1
*
[ -2 ] 
f(z) = 95/138*z^3 - 173/138*z + 1
*
[ 1/2 ] 
f(z) = 96/137*z^3 - 161/137*z + 1
*
[ 1/2 ] 
f(z) = 96/139*z^3 - 163/139*z + 1
*
-3/2 | 0.18714816669646342519733325938463998684 | 0.022060975402377251392568374325850900714
f(z) = 91/135*z^3 - 179/140*z + 1
*
[ 15/11 ] 
f(z) = 88/125*z^3 - 172/165*z + 1
*
[ -15/8 ] 
f(z) = 98/135*z^3 - 163/160*z + 1
*
[ -11/6 ] 
f(z) = 86/121*z^3 - 167/198*z + 1
*
[ 15/13 ] 
f(z) = 91/125*z^3 - 163/195*z + 1
*
[ 22/21 ] 
f(z) = 98/121*z^3 - 167/198*z + 1
*
-44/45 | 0.18881003608098978887728730214901516155 | 0.023393908193689249738867263480248434832
f(z) = 81/128*z^3 - 171/200*z + 1
*
[ 6/5 ] 
f(z) = 85/126*z^3 - 169/210*z + 1
*
[ 35/29 ] 
f(z) = 87/125*z^3 - 171/203*z + 1
*
[ 11/10 ] 
f(z) = 85/121*z^3 - 167/220*z + 1
*
[ -20/11 ] 
f(z) = 88/125*z^3 - 171/220*z + 1
*
-35/22 | 0.24313169911798759220262104769172236478 | 0.028230084638391382776630323491777445336
f(z) = 99/125*z^3 - 177/220*z + 1
*
[ 5/7 ] 
f(z) = 81/125*z^3 - 179/245*z + 1
*
[ 6/5 ] 
f(z) = 82/135*z^3 - 177/250*z + 1
*
[ 3/4 ] 
f(z) = 83/135*z^3 - 163/240*z + 1
*
[ 15/14 ] 
f(z) = 88/135*z^3 - 167/245*z + 1
*
[ 3/4 ] 
f(z) = 89/135*z^3 - 169/240*z + 1
*
[ 20/21 ] 
f(z) = 91/125*z^3 - 179/252*z + 1
*
[ 10/11 ] 
f(z) = 93/125*z^3 - 173/242*z + 1
*
[ 16/17 ] 
f(z) = 85/128*z^3 - 177/272*z + 1
*
[ 12/13 ] 
f(z) = 91/135*z^3 - 171/260*z + 1
*
[ -10 ] 
f(z) = 92/125*z^3 - 145/2*z + 1
*
[ 10 ] 
f(z) = 93/125*z^3 - 147/2*z + 1
*
[ 15/4 ] 
f(z) = 96/125*z^3 - 151/15*z + 1
*
[ -15/4 ] 
f(z) = 96/125*z^3 - 143/15*z + 1
*
[ -10 ] 
f(z) = 97/125*z^3 - 153/2*z + 1
*
[ 10 ] 
f(z) = 98/125*z^3 - 155/2*z + 1
*
5/18 | 0.20944238966878009228614179081824449887 | 0.025389068243854715149140774918389692254
f(z) = 81/125*z^3 - 153/20*z + 1
*
8/3 | 0.19098216425062876119767973575386185666 | 0.024645014466951763553561210723551967977
f(z) = 81/128*z^3 - 145/24*z + 1
*
-10/3 | 0.25165420545646222332091525296826624610 | 0.025542960163247231198588858879152493936
f(z) = 84/125*z^3 - 152/21*z + 1
*
45/16 | 0.16602323726262727994927556380987570520 | 0.016796220058795565194352361151133813239
f(z) = 96/125*z^3 - 157/24*z + 1
*
[ -22/7 ] 
f(z) = 98/121*z^3 - 147/22*z + 1
*
[ 11/5 ] 
f(z) = 80/121*z^3 - 146/55*z + 1
*
[ 11/5 ] 
f(z) = 85/121*z^3 - 157/55*z + 1
*
12/5 | 0.21193027238686830603249743296147282547 | 0.027397336739819947898083554822378778790
f(z) = 85/128*z^3 - 143/40*z + 1
*
[ 5/21 ] 
f(z) = 99/125*z^3 - 159/49*z + 1
*
[ 5/16 ] 
f(z) = 84/125*z^3 - 145/64*z + 1
*
[ 2 ] 
f(z) = 87/124*z^3 - 143/62*z + 1
*
[ 2 ] 
f(z) = 89/124*z^3 - 147/62*z + 1
*
[ 2 ] 
f(z) = 89/132*z^3 - 145/66*z + 1
*
[ 2 ] 
f(z) = 91/124*z^3 - 151/62*z + 1
*
[ 2 ] 
f(z) = 91/132*z^3 - 149/66*z + 1
*
[ 15/46 ] 
f(z) = 92/125*z^3 - 148/69*z + 1
*
[ 2 ] 
f(z) = 95/124*z^3 - 159/62*z + 1
*
[ 2 ] 
f(z) = 95/132*z^3 - 157/66*z + 1
*
[ 11/27 ] 
f(z) = 81/121*z^3 - 155/99*z + 1
*
[ 3/8 ] 
f(z) = 92/135*z^3 - 141/80*z + 1
*
[ 11/28 ] 
f(z) = 98/121*z^3 - 147/88*z + 1
*
-15/14 | 0.21535966617454556354593778984388460352 | 0.026024954773856409364384829758093146993
f(z) = 98/125*z^3 - 157/90*z + 1
*
-4/33 | 0.13432569308503055769843916650565469955 | 0.017185958961848955786328535256833668164
f(z) = 99/128*z^3 - 155/88*z + 1
*
[ 22/15 ] 
f(z) = 90/121*z^3 - 141/110*z + 1
*
[ 1/2 ] 
f(z) = 80/121*z^3 - 141/121*z + 1
*
[ 1/2 ] 
f(z) = 80/123*z^3 - 143/123*z + 1
*
[ 1/2 ] 
f(z) = 80/127*z^3 - 147/127*z + 1
*
[ 1/2 ] 
f(z) = 80/129*z^3 - 149/129*z + 1
*
[ 1/2 ] 
f(z) = 80/131*z^3 - 151/131*z + 1
*
[ 1/2 ] 
f(z) = 80/133*z^3 - 153/133*z + 1
*
[ 1/2 ] 
f(z) = 80/137*z^3 - 157/137*z + 1
*
[ 1/2 ] 
f(z) = 80/139*z^3 - 159/139*z + 1
*
[ -2 ] 
f(z) = 81/122*z^3 - 141/122*z + 1
*
[ -2 ] 
f(z) = 83/122*z^3 - 149/122*z + 1
*
[ -2 ] 
f(z) = 83/126*z^3 - 143/126*z + 1
*
[ 1/2 ] 
f(z) = 84/121*z^3 - 142/121*z + 1
*
[ 1/2 ] 
f(z) = 84/125*z^3 - 146/125*z + 1
*
[ 1/2 ] 
f(z) = 84/127*z^3 - 148/127*z + 1
*
[ 1/2 ] 
f(z) = 84/131*z^3 - 152/131*z + 1
*
[ 1/2 ] 
f(z) = 84/137*z^3 - 158/137*z + 1
*
[ 1/2 ] 
f(z) = 84/139*z^3 - 160/139*z + 1
*
[ -2 ] 
f(z) = 85/122*z^3 - 157/122*z + 1
*
[ -2 ] 
f(z) = 85/126*z^3 - 151/126*z + 1
*
[ -2 ] 
f(z) = 87/130*z^3 - 153/130*z + 1
*
[ -2 ] 
f(z) = 87/134*z^3 - 147/134*z + 1
*
[ 3/2 ] 
f(z) = 88/123*z^3 - 157/123*z + 1
*
[ 1/2 ] 
f(z) = 88/123*z^3 - 145/123*z + 1
*
[ 1/2 ] 
f(z) = 88/125*z^3 - 147/125*z + 1
*
[ 1/2 ] 
f(z) = 88/127*z^3 - 149/127*z + 1
*
[ 3/2 ] 
f(z) = 88/129*z^3 - 155/129*z + 1
*
[ 1/2 ] 
f(z) = 88/129*z^3 - 151/129*z + 1
*
[ 1/2 ] 
f(z) = 88/131*z^3 - 153/131*z + 1
*
[ 1/2 ] 
f(z) = 88/133*z^3 - 155/133*z + 1
*
[ 1/2 ] 
f(z) = 88/135*z^3 - 157/135*z + 1
*
[ 1/2 ] 
f(z) = 88/137*z^3 - 159/137*z + 1
*
[ -2 ] 
f(z) = 89/134*z^3 - 155/134*z + 1
*
[ -2 ] 
f(z) = 89/138*z^3 - 149/138*z + 1
*
-24/13 | 0.22944937546621685619497332370619897059 | 0.027690310672814641734411363749854112469
f(z) = 91/135*z^3 - 147/130*z + 1
*
[ -2 ] 
f(z) = 91/138*z^3 - 157/138*z + 1
*
[ 1/2 ] 
f(z) = 92/121*z^3 - 144/121*z + 1
*
[ 1/2 ] 
f(z) = 92/123*z^3 - 146/123*z + 1
*
[ 1/2 ] 
f(z) = 92/125*z^3 - 148/125*z + 1
*
[ 1/2 ] 
f(z) = 92/127*z^3 - 150/127*z + 1
*
[ 1/2 ] 
f(z) = 92/129*z^3 - 152/129*z + 1
*
[ 1/2 ] 
f(z) = 92/131*z^3 - 154/131*z + 1
*
[ 1/2 ] 
f(z) = 92/133*z^3 - 156/133*z + 1
*
[ 1/2 ] 
f(z) = 92/135*z^3 - 158/135*z + 1
*
[ 1/2 ] 
f(z) = 92/137*z^3 - 160/137*z + 1
*
[ 1/2 ] 
f(z) = 96/121*z^3 - 145/121*z + 1
*
[ 1/2 ] 
f(z) = 96/125*z^3 - 149/125*z + 1
*
[ 1/2 ] 
f(z) = 96/127*z^3 - 151/127*z + 1
*
[ 1/2 ] 
f(z) = 96/131*z^3 - 155/131*z + 1
*
[ 1/2 ] 
f(z) = 96/133*z^3 - 157/133*z + 1
*
[ 4/3 ] 
f(z) = 99/124*z^3 - 145/124*z + 1
*
[ 5/8 ] 
f(z) = 94/125*z^3 - 143/160*z + 1
*
[ -15/8 ] 
f(z) = 81/125*z^3 - 143/192*z + 1
*
[ -11/6 ] 
f(z) = 82/121*z^3 - 145/198*z + 1
*
[ 11/17 ] 
f(z) = 85/121*z^3 - 157/187*z + 1
*
[ 2/3 ] 
f(z) = 87/124*z^3 - 151/186*z + 1
*
[ 10/13 ] 
f(z) = 91/120*z^3 - 146/195*z + 1
*
[ 15/13 ] 
f(z) = 91/135*z^3 - 149/195*z + 1
*
[ 8/9 ] 
f(z) = 87/128*z^3 - 143/216*z + 1
*
[ 4/5 ] 
f(z) = 91/128*z^3 - 141/200*z + 1
*
[ 8/9 ] 
f(z) = 93/128*z^3 - 151/216*z + 1
*
[ 4/5 ] 
f(z) = 93/128*z^3 - 143/200*z + 1
*
[ 4/5 ] 
f(z) = 97/128*z^3 - 147/200*z + 1
*
[ 25/28 ] 
f(z) = 98/125*z^3 - 149/200*z + 1
*
[ 4/5 ] 
f(z) = 99/128*z^3 - 149/200*z + 1
*
[ 25/27 ] 
f(z) = 81/125*z^3 - 143/225*z + 1
*
[ 8/9 ] 
f(z) = 81/124*z^3 - 159/248*z + 1
*
[ 10/11 ] 
f(z) = 83/125*z^3 - 157/242*z + 1
*
[ 34/9 ] 
f(z) = 81/136*z^3 - 132/17*z + 1
*
[ -34/9 ] 
f(z) = 81/136*z^3 - 123/17*z + 1
*
[ -10 ] 
f(z) = 82/125*z^3 - 129/2*z + 1
*
[ 10 ] 
f(z) = 83/125*z^3 - 131/2*z + 1
*
[ 10/3 ] 
f(z) = 86/125*z^3 - 125/18*z + 1
*
[ -10 ] 
f(z) = 87/125*z^3 - 137/2*z + 1
*
[ 10 ] 
f(z) = 88/125*z^3 - 139/2*z + 1
*
[ 10/3 ] 
f(z) = 91/125*z^3 - 133/18*z + 1
*
[ -10/3 ] 
f(z) = 94/125*z^3 - 127/18*z + 1
*
[ 15/2 ] 
f(z) = 96/125*z^3 - 127/3*z + 1
*
[ -30/7 ] 
f(z) = 98/135*z^3 - 121/10*z + 1
*
3/7 | 0.22614156949239290418026167563191001481 | 0.027947600400899679471305358179064615289
f(z) = 91/135*z^3 - 121/35*z + 1
*
-3 | 0.19274464031484893117156833020695013417 | 0.023820256483696773336349046114134484537
f(z) = 92/135*z^3 - 121/20*z + 1
*
8/3 | 0.11366052412313525536597416476927193312 | 0.015017815585188817327846583013098898681
f(z) = 93/128*z^3 - 121/24*z + 1
*
15/8 | 0.16569218855580608545232066792894948430 | 0.020358164989404706341309255741917849913
f(z) = 96/125*z^3 - 137/30*z + 1
*
5/12 | 0.18696257466718753160622483868873319597 | 0.023327555512000878844588106310351228559
f(z) = 96/125*z^3 - 121/30*z + 1
*
[ 20/9 ] 
f(z) = 99/125*z^3 - 121/36*z + 1
*
-20/9 | 0.20170207786190000591490931588036352620 | 0.026373917453161554956240828388354634526
f(z) = 81/128*z^3 - 131/40*z + 1
*
[ -11/5 ] 
f(z) = 95/121*z^3 - 129/55*z + 1
*
5/3 | 0.23036159233765145534480540233399581148 | 0.028654942445913583333065287593980612131
f(z) = 99/125*z^3 - 124/55*z + 1
*
[ 2 ] 
f(z) = 81/124*z^3 - 131/62*z + 1
*
4/3 | 0.081380644467550764862758706695332754066 | 0.010684395407124089639057814256575175830
f(z) = 81/128*z^3 - 127/72*z + 1
*
[ 2 ] 
f(z) = 83/124*z^3 - 135/62*z + 1
*
[ 2 ] 
f(z) = 83/132*z^3 - 133/66*z + 1
*
[ 2 ] 
f(z) = 85/124*z^3 - 139/62*z + 1
*
[ 2 ] 
f(z) = 85/132*z^3 - 137/66*z + 1
*
[ 15/44 ] 
f(z) = 88/125*z^3 - 133/66*z + 1
*
[ 10/31 ] 
f(z) = 93/125*z^3 - 135/62*z + 1
*
[ -25/12 ] 
f(z) = 96/125*z^3 - 139/75*z + 1
*
[ 5/12 ] 
f(z) = 81/125*z^3 - 121/80*z + 1
*
[ 5/12 ] 
f(z) = 88/125*z^3 - 137/90*z + 1
*
[ 10/7 ] 
f(z) = 94/125*z^3 - 121/98*z + 1
*
[ 2/5 ] 
f(z) = 95/136*z^3 - 137/85*z + 1
*
[ 15/32 ] 
f(z) = 96/125*z^3 - 125/96*z + 1
*
[ 10/7 ] 
f(z) = 99/125*z^3 - 129/98*z + 1
*
[ 5/12 ] 
f(z) = 99/125*z^3 - 123/80*z + 1
*
[ 14/9 ] 
f(z) = 81/136*z^3 - 129/119*z + 1
*
[ 3/2 ] 
f(z) = 80/123*z^3 - 139/123*z + 1
*
[ 3/2 ] 
f(z) = 80/129*z^3 - 137/129*z + 1
*
[ -2 ] 
f(z) = 81/134*z^3 - 123/134*z + 1
*
[ -2 ] 
f(z) = 83/130*z^3 - 137/130*z + 1
*
[ -2 ] 
f(z) = 83/134*z^3 - 131/134*z + 1
*
[ -2 ] 
f(z) = 83/138*z^3 - 125/138*z + 1
*
[ 5/9 ] 
f(z) = 84/125*z^3 - 136/135*z + 1
*
[ -2 ] 
f(z) = 85/134*z^3 - 139/134*z + 1
*
[ -2 ] 
f(z) = 85/138*z^3 - 133/138*z + 1
*
[ 5/9 ] 
f(z) = 87/125*z^3 - 137/135*z + 1
*
[ -11/6 ] 
f(z) = 93/121*z^3 - 137/132*z + 1
*
[ 5/9 ] 
f(z) = 93/125*z^3 - 139/135*z + 1
*
[ 15/28 ] 
f(z) = 98/125*z^3 - 131/120*z + 1
*
[ -35/18 ] 
f(z) = 81/125*z^3 - 131/140*z + 1
*
[ 16/27 ] 
f(z) = 81/128*z^3 - 131/144*z + 1
*
[ 2/3 ] 
f(z) = 89/136*z^3 - 121/153*z + 1
*
[ 2/3 ] 
f(z) = 91/136*z^3 - 122/153*z + 1
*
[ 2/3 ] 
f(z) = 95/136*z^3 - 124/153*z + 1
*
[ 2/3 ] 
f(z) = 97/136*z^3 - 125/153*z + 1
*
[ -16/9 ] 
f(z) = 99/128*z^3 - 127/144*z + 1
*
[ 11/16 ] 
f(z) = 80/121*z^3 - 135/176*z + 1
*
[ 5/8 ] 
f(z) = 82/125*z^3 - 137/160*z + 1
*
[ 5/8 ] 
f(z) = 86/125*z^3 - 139/160*z + 1
*
[ 15/22 ] 
f(z) = 88/125*z^3 - 131/165*z + 1
*
[ 15/22 ] 
f(z) = 88/135*z^3 - 127/165*z + 1
*
[ 10/9 ] 
f(z) = 92/125*z^3 - 131/162*z + 1
*
[ 35/48 ] 
f(z) = 96/125*z^3 - 131/168*z + 1
*
[ 10/9 ] 
f(z) = 97/125*z^3 - 139/162*z + 1
*
[ 22/27 ] 
f(z) = 81/121*z^3 - 133/198*z + 1
*
[ 20/27 ] 
f(z) = 81/125*z^3 - 127/180*z + 1
*
[ 20/21 ] 
f(z) = 81/125*z^3 - 125/196*z + 1
*
[ 5/6 ] 
f(z) = 91/125*z^3 - 127/180*z + 1
*
[ 15/16 ] 
f(z) = 92/125*z^3 - 137/192*z + 1
*
[ 5/6 ] 
f(z) = 97/125*z^3 - 133/180*z + 1
*
[ 20/21 ] 
f(z) = 98/125*z^3 - 137/180*z + 1
*
[ 34/33 ] 
f(z) = 99/136*z^3 - 139/187*z + 1
*
[ 4/5 ] 
f(z) = 81/128*z^3 - 131/200*z + 1
*
[ 4/5 ] 
f(z) = 83/128*z^3 - 133/200*z + 1
*
[ 4/5 ] 
f(z) = 87/128*z^3 - 137/200*z + 1
*
[ 4/5 ] 
f(z) = 89/128*z^3 - 139/200*z + 1
*
[ 6/7 ] 
f(z) = 91/135*z^3 - 139/210*z + 1
*
-10/27 | 0.20209628203996760405758976832108174798 | 0.021110528746032312055929893606361361046
f(z) = 81/125*z^3 - 115/18*z + 1
*
-110/27 | 0.26523314349301355059062582866700857686 | 0.027999726970542355424036535557035279233
f(z) = 81/125*z^3 - 104/9*z + 1
*
10/3 | 0.24281952039066211186995946145641069709 | 0.025659772171958859283858022858043559274
f(z) = 81/125*z^3 - 103/12*z + 1
*
[ -15/2 ] 
f(z) = 84/125*z^3 - 110/3*z + 1
*
[ -10/3 ] 
f(z) = 89/125*z^3 - 119/18*z + 1
*
[ 11/3 ] 
f(z) = 90/121*z^3 - 102/11*z + 1
*
[ -15/4 ] 
f(z) = 92/125*z^3 - 109/12*z + 1
*
15/4 | 0.15467919192128300329854386520118175188 | 0.019554338492664768448007836465749095822
f(z) = 96/125*z^3 - 109/10*z + 1
*
-5/18 | 0.13078561787296511408767720396278694670 | 0.016533744520476637618291106123458138345
f(z) = 81/125*z^3 - 109/20*z + 1
*
[ 25/9 ] 
f(z) = 81/125*z^3 - 109/25*z + 1
*
[ 2/9 ] 
f(z) = 81/128*z^3 - 113/32*z + 1
*
-8/3 | 0.21213354162198377818167257576796469368 | 0.028491826013309416940979286199091238462
f(z) = 81/128*z^3 - 107/24*z + 1
*
5/3 | 0.17547035432922222052654685737374375477 | 0.021939280981777513925011400937411915844
f(z) = 84/125*z^3 - 119/30*z + 1
*
-2 | 0.093567469664904358364149020784955221304 | 0.015590901740272931654131478881190379772
f(z) = 85/128*z^3 - 101/32*z + 1
*
-8/3 | 0.12965464138043415401391506702678306161 | 0.017168906558286071386565134013311783830
f(z) = 87/128*z^3 - 119/24*z + 1
*
-2 | 0.093573053366120392369319816324398023808 | 0.015541054723899956034043837140914127901
f(z) = 87/128*z^3 - 103/32*z + 1
*
[ 8/3 ] 
f(z) = 87/128*z^3 - 101/24*z + 1
*
-2 | 0.093546716542351687518802439104465545104 | 0.015487213869921075539583853458813786877
f(z) = 89/128*z^3 - 105/32*z + 1
*
-2 | 0.093483875176484694869863268575909732896 | 0.015428614365301476020736906161021830479
f(z) = 91/128*z^3 - 107/32*z + 1
*
[ 8/3 ] 
f(z) = 93/128*z^3 - 109/24*z + 1
*
-2 | 0.093378045188033687567407673432701246304 | 0.015364189178825124579998322581505602302
f(z) = 93/128*z^3 - 109/32*z + 1
*
-2 | 0.093219705918704770560159605356079325139 | 0.015292386610534317819858321661284618932
f(z) = 95/128*z^3 - 111/32*z + 1
*
[ -35/12 ] 
f(z) = 96/125*z^3 - 109/21*z + 1
*
85/48 | 0.26870773832284564123789123452908109758 | 0.028454451112945790820955345701294269482
f(z) = 96/125*z^3 - 101/24*z + 1
*
-2 | 0.092994022620497489830275832846157424082 | 0.015210804206876417705851719577046598088
f(z) = 97/128*z^3 - 113/32*z + 1
*
[ -20/7 ] 
f(z) = 98/125*z^3 - 101/20*z + 1
*
12/7 | 0.10981992572312601028519001324605036857 | 0.015741749782859911290444216460099980982
f(z) = 98/135*z^3 - 119/30*z + 1
*
15/14 | 0.16457493357521485475810197046248108214 | 0.023766663628584814543893848395498945651
f(z) = 98/135*z^3 - 113/30*z + 1
*
-15/7 | 0.17947195357504699940166868255971690049 | 0.026345105994181348311592936704309822127
f(z) = 98/135*z^3 - 101/30*z + 1
*
-2 | 0.092675586403822206083753563693780279066 | 0.015115342185252515684357236659628366788
f(z) = 99/128*z^3 - 115/32*z + 1
*
[ 20/9 ] 
f(z) = 81/128*z^3 - 103/40*z + 1
*
-15/7 | 0.27459802319556609116660412716607112614 | 0.029017941814283669242450300313793156604
f(z) = 84/125*z^3 - 103/42*z + 1
*
[ -11/5 ] 
f(z) = 85/121*z^3 - 107/55*z + 1
*
-8/5 | 0.21608467851756712729764207925793632886 | 0.029171784843541346537652912130329985129
f(z) = 85/128*z^3 - 103/40*z + 1
*
[ 10/29 ] 
f(z) = 87/125*z^3 - 115/58*z + 1
*
[ -11/5 ] 
f(z) = 90/121*z^3 - 118/55*z + 1
*
[ 25/14 ] 
f(z) = 98/125*z^3 - 103/50*z + 1
*
5/6 | 0.20052364322375780037202508707411437875 | 0.020984711802509390622604879657731222068
f(z) = 99/125*z^3 - 113/44*z + 1
*
-56/27 | 0.10277211954825335088783397191580982282 | 0.013671012238031811054246651230345867846
f(z) = 81/128*z^3 - 115/72*z + 1
*
[ 5/12 ] 
f(z) = 82/125*z^3 - 109/72*z + 1
*
[ 11/7 ] 
f(z) = 84/121*z^3 - 104/77*z + 1
*
-5/12 | 0.10652899617288190582758713846735428985 | 0.013564343853311583431884737481957585813
f(z) = 84/125*z^3 - 103/60*z + 1
*
[ 11/7 ] 
f(z) = 91/121*z^3 - 115/77*z + 1
*
[ 5/13 ] 
f(z) = 91/125*z^3 - 111/65*z + 1
*
5/6 | 0.22234632289111126038624121859345375562 | 0.027800242792128075993784036714981959401
f(z) = 96/125*z^3 - 119/60*z + 1
*
-5/3 | 0.20493878106719512876953984706944108655 | 0.025968886307079756572755910100456313654
f(z) = 96/125*z^3 - 107/60*z + 1
*
[ -2 ] 
f(z) = 97/124*z^3 - 101/62*z + 1
*
[ 12/7 ] 
f(z) = 98/135*z^3 - 103/60*z + 1
*
[ -2 ] 
f(z) = 99/124*z^3 - 105/62*z + 1
*
[ 4/9 ] 
f(z) = 99/128*z^3 - 101/72*z + 1
*
[ 10/7 ] 
f(z) = 89/125*z^3 - 113/98*z + 1
*
[ 11/21 ] 
f(z) = 98/121*z^3 - 112/99*z + 1
*
[ 6/11 ] 
f(z) = 88/135*z^3 - 113/110*z + 1
*
[ 4/3 ] 
f(z) = 81/124*z^3 - 113/124*z + 1
*
[ 2/3 ] 
f(z) = 81/130*z^3 - 101/130*z + 1
*
[ 2/3 ] 
f(z) = 81/134*z^3 - 103/134*z + 1
*
[ 2/3 ] 
f(z) = 83/120*z^3 - 109/135*z + 1
*
[ 3/5 ] 
f(z) = 83/135*z^3 - 111/125*z + 1
*
[ 3/5 ] 
f(z) = 86/135*z^3 - 112/125*z + 1
*
[ -11/6 ] 
f(z) = 87/121*z^3 - 115/132*z + 1
*
[ -15/8 ] 
f(z) = 88/125*z^3 - 113/120*z + 1
*
[ 2/3 ] 
f(z) = 89/120*z^3 - 112/135*z + 1
*
[ 3/5 ] 
f(z) = 89/135*z^3 - 113/125*z + 1
*
[ 2/3 ] 
f(z) = 91/120*z^3 - 113/135*z + 1
*
[ 3/5 ] 
f(z) = 92/135*z^3 - 114/125*z + 1
*
[ 2/3 ] 
f(z) = 97/120*z^3 - 116/135*z + 1
*
[ 3/5 ] 
f(z) = 98/135*z^3 - 116/125*z + 1
*
[ 5/7 ] 
f(z) = 98/135*z^3 - 104/135*z + 1
*
[ 2/3 ] 
f(z) = 99/122*z^3 - 105/122*z + 1
*
[ 2/3 ] 
f(z) = 99/130*z^3 - 109/130*z + 1
*
[ 2/3 ] 
f(z) = 99/134*z^3 - 111/134*z + 1
*
[ 34/27 ] 
f(z) = 81/136*z^3 - 113/153*z + 1
*
[ 2/3 ] 
f(z) = 83/136*z^3 - 118/153*z + 1
*
[ 15/14 ] 
f(z) = 88/125*z^3 - 109/147*z + 1
*
[ 11/13 ] 
f(z) = 91/121*z^3 - 103/143*z + 1
*
[ 25/24 ] 
f(z) = 96/125*z^3 - 119/150*z + 1
*
[ 11/12 ] 
f(z) = 81/121*z^3 - 115/176*z + 1
*
[ 10/9 ] 
f(z) = 81/128*z^3 - 109/160*z + 1
*
[ 10/9 ] 
f(z) = 82/125*z^3 - 115/162*z + 1
*
[ -15/8 ] 
f(z) = 86/135*z^3 - 113/160*z + 1
*
[ 5/6 ] 
f(z) = 83/125*z^3 - 119/180*z + 1
*
[ 11/3 ] 
f(z) = 81/121*z^3 - 91/11*z + 1
*
[ -11/3 ] 
f(z) = 81/121*z^3 - 85/11*z + 1
*
[ 5 ] 
f(z) = 86/125*z^3 - 82/5*z + 1
*
[ 5 ] 
f(z) = 87/125*z^3 - 83/5*z + 1
*
[ -5 ] 
f(z) = 87/125*z^3 - 81/5*z + 1
*
[ 4 ] 
f(z) = 87/128*z^3 - 81/8*z + 1
*
[ 5 ] 
f(z) = 88/125*z^3 - 84/5*z + 1
*
[ -5 ] 
f(z) = 88/125*z^3 - 82/5*z + 1
*
-15/4 | 0.23210480643880637203129965562565943887 | 0.029490298645573394037223236358708624063
f(z) = 88/135*z^3 - 97/10*z + 1
*
[ -5 ] 
f(z) = 89/125*z^3 - 83/5*z + 1
*
[ 4 ] 
f(z) = 89/128*z^3 - 83/8*z + 1
*
[ -11/3 ] 
f(z) = 90/121*z^3 - 96/11*z + 1
*
[ 5 ] 
f(z) = 91/125*z^3 - 87/5*z + 1
*
[ 4 ] 
f(z) = 91/128*z^3 - 85/8*z + 1
*
[ -4 ] 
f(z) = 91/128*z^3 - 81/8*z + 1
*
[ 5 ] 
f(z) = 92/125*z^3 - 88/5*z + 1
*
[ -5 ] 
f(z) = 92/125*z^3 - 86/5*z + 1
*
[ 3 ] 
f(z) = 92/135*z^3 - 82/15*z + 1
*
[ 5 ] 
f(z) = 93/125*z^3 - 89/5*z + 1
*
[ -5 ] 
f(z) = 93/125*z^3 - 87/5*z + 1
*
[ 4 ] 
f(z) = 93/128*z^3 - 87/8*z + 1
*
[ -4 ] 
f(z) = 93/128*z^3 - 83/8*z + 1
*
[ -5 ] 
f(z) = 94/125*z^3 - 88/5*z + 1
*
[ 4 ] 
f(z) = 95/128*z^3 - 89/8*z + 1
*
[ -4 ] 
f(z) = 95/128*z^3 - 85/8*z + 1
*
[ 5 ] 
f(z) = 96/125*z^3 - 92/5*z + 1
*
[ 5 ] 
f(z) = 97/125*z^3 - 93/5*z + 1
*
[ -5 ] 
f(z) = 97/125*z^3 - 91/5*z + 1
*
[ 4 ] 
f(z) = 97/128*z^3 - 91/8*z + 1
*
[ -4 ] 
f(z) = 97/128*z^3 - 87/8*z + 1
*
[ 5 ] 
f(z) = 98/125*z^3 - 94/5*z + 1
*
[ -5 ] 
f(z) = 98/125*z^3 - 92/5*z + 1
*
[ 3 ] 
f(z) = 98/135*z^3 - 88/15*z + 1
*
[ -5 ] 
f(z) = 99/125*z^3 - 93/5*z + 1
*
[ 10/3 ] 
f(z) = 99/125*z^3 - 81/10*z + 1
*
[ 4 ] 
f(z) = 99/128*z^3 - 93/8*z + 1
*
[ -4 ] 
f(z) = 99/128*z^3 - 89/8*z + 1
*
5/6 | 0.096941188104693547046828199173598746709 | 0.012506159682830226138748895777621756029
f(z) = 81/125*z^3 - 93/20*z + 1
*
[ -25/9 ] 
f(z) = 81/125*z^3 - 91/25*z + 1
*
55/54 | 0.17911717361912366205907678011515066204 | 0.019224872040893235510953319608532792156
f(z) = 81/125*z^3 - 89/36*z + 1
*
-2 | 0.093472858895297506933380474007869299370 | 0.015680720544565868620332559651350137956
f(z) = 81/128*z^3 - 97/32*z + 1
*
4/3 | 0.13556383930670117133594504702878064248 | 0.018788541989778804857293829216226172337
f(z) = 81/128*z^3 - 85/24*z + 1
*
-2 | 0.093533273012492568869647910829461625074 | 0.015637317481959815369783542755822719803
f(z) = 83/128*z^3 - 99/32*z + 1
*
5/21 | 0.27398072098728089901759973013055909187 | 0.029406696165564011226156117491257787792
f(z) = 84/125*z^3 - 89/21*z + 1
*
-5/3 | 0.21670124729610569599091154003317274649 | 0.028372518043393586369161958591966886320
f(z) = 84/125*z^3 - 83/30*z + 1
*
4/3 | 0.11047534230693397785373385938645043062 | 0.015078940942306011605834709381721813300
f(z) = 87/128*z^3 - 95/24*z + 1
*
[ -8/3 ] 
f(z) = 87/128*z^3 - 83/24*z + 1
*
[ 5/2 ] 
f(z) = 93/125*z^3 - 81/20*z + 1
*
[ -8/3 ] 
f(z) = 93/128*z^3 - 91/24*z + 1
*
[ 2 ] 
f(z) = 97/128*z^3 - 81/32*z + 1
*
-15/7 | 0.12543070643684671924878231211521991196 | 0.016273825233091403065921799208469425515
f(z) = 98/125*z^3 - 89/30*z + 1
*
[ 5/2 ] 
f(z) = 99/125*z^3 - 87/20*z + 1
*
[ 2 ] 
f(z) = 99/128*z^3 - 83/32*z + 1
*
[ -11/5 ] 
f(z) = 80/121*z^3 - 96/55*z + 1
*
5/3 | 0.081380202270176789449162793943934999337 | 0.010574058447154328845246081862007591894
f(z) = 81/125*z^3 - 88/45*z + 1
*
-20/9 | 0.18094739295639931847668105696097884803 | 0.024559520939097880217109135173060620723
f(z) = 81/128*z^3 - 99/40*z + 1
*
[ 15/8 ] 
f(z) = 84/125*z^3 - 91/48*z + 1
*
-8/5 | 0.20247568541747925492824817777064279755 | 0.028155138029626579758773148892051298174
f(z) = 85/128*z^3 - 83/40*z + 1
*
-3/8 | 0.18167447984380630833061550153859499358 | 0.023082825164525724137674915386832090690
f(z) = 88/135*z^3 - 97/40*z + 1
*
[ 5/14 ] 
f(z) = 96/125*z^3 - 93/49*z + 1
*
[ 5/16 ] 
f(z) = 96/125*z^3 - 91/40*z + 1
*
51/28 | 0.18974151587625005027350308327987623122 | 0.024594873411184451230321142047078751822
f(z) = 98/135*z^3 - 83/40*z + 1
*
5/66 | 0.22263250994195084324336979424065274817 | 0.023676690923477479498876111955968070437
f(z) = 99/125*z^3 - 97/44*z + 1
*
[ 4/9 ] 
f(z) = 81/136*z^3 - 93/68*z + 1
*
[ -2 ] 
f(z) = 87/124*z^3 - 81/62*z + 1
*
[ -2 ] 
f(z) = 89/124*z^3 - 85/62*z + 1
*
[ -2 ] 
f(z) = 91/124*z^3 - 89/62*z + 1
*
[ 10/7 ] 
f(z) = 91/125*z^3 - 83/70*z + 1
*
[ -2 ] 
f(z) = 91/132*z^3 - 83/66*z + 1
*
[ -2 ] 
f(z) = 95/124*z^3 - 97/62*z + 1
*
[ -2 ] 
f(z) = 95/132*z^3 - 91/66*z + 1
*
[ 11/24 ] 
f(z) = 96/121*z^3 - 89/66*z + 1
*
[ -2 ] 
f(z) = 97/132*z^3 - 95/66*z + 1
*
[ -40/21 ] 
f(z) = 98/125*z^3 - 95/72*z + 1
*
[ 15/28 ] 
f(z) = 84/125*z^3 - 89/84*z + 1
*
[ -15/8 ] 
f(z) = 86/125*z^3 - 85/96*z + 1
*
[ 5/9 ] 
f(z) = 86/125*z^3 - 82/81*z + 1
*
[ 11/9 ] 
f(z) = 90/121*z^3 - 92/99*z + 1
*
[ 5/9 ] 
f(z) = 91/125*z^3 - 83/81*z + 1
*
[ -11/6 ] 
f(z) = 92/121*z^3 - 100/99*z + 1
*
[ 5/4 ] 
f(z) = 97/125*z^3 - 81/80*z + 1
*
[ 40/33 ] 
f(z) = 99/125*z^3 - 87/88*z + 1
*
[ 5/4 ] 
f(z) = 99/125*z^3 - 83/80*z + 1
*
[ 25/18 ] 
f(z) = 81/125*z^3 - 97/100*z + 1
*
[ 11/10 ] 
f(z) = 90/121*z^3 - 89/110*z + 1
*
-10/7 | 0.16149573876900461592083604191215737095 | 0.023984271451965403438938269111377236196
f(z) = 91/120*z^3 - 89/105*z + 1
*
[ 8/13 ] 
f(z) = 91/128*z^3 - 93/104*z + 1
*
[ 10/11 ] 
f(z) = 99/125*z^3 - 83/110*z + 1
*
[ 3/4 ] 
f(z) = 80/123*z^3 - 86/123*z + 1
*
[ 3/4 ] 
f(z) = 80/129*z^3 - 88/129*z + 1
*
[ 2/3 ] 
f(z) = 81/122*z^3 - 97/122*z + 1
*
[ 10/9 ] 
f(z) = 81/130*z^3 - 87/130*z + 1
*
[ 7/9 ] 
f(z) = 81/133*z^3 - 87/133*z + 1
*
[ 11/12 ] 
f(z) = 84/121*z^3 - 89/132*z + 1
*
[ 3/4 ] 
f(z) = 86/135*z^3 - 83/120*z + 1
*
[ -15/8 ] 
f(z) = 88/135*z^3 - 91/120*z + 1
*
[ 15/16 ] 
f(z) = 96/125*z^3 - 89/120*z + 1
*
[ 3/4 ] 
f(z) = 98/135*z^3 - 89/120*z + 1
*
[ 15/14 ] 
f(z) = 91/135*z^3 - 99/140*z + 1
*
[ 5 ] 
f(z) = 81/125*z^3 - 77/5*z + 1
*
[ 4 ] 
f(z) = 81/128*z^3 - 75/8*z + 1
*
[ -4 ] 
f(z) = 81/128*z^3 - 71/8*z + 1
*
[ 5 ] 
f(z) = 82/125*z^3 - 78/5*z + 1
*
[ -5 ] 
f(z) = 82/125*z^3 - 76/5*z + 1
*
[ -3 ] 
f(z) = 82/135*z^3 - 62/15*z + 1
*
[ 5 ] 
f(z) = 83/125*z^3 - 79/5*z + 1
*
[ -5 ] 
f(z) = 83/125*z^3 - 77/5*z + 1
*
[ 4 ] 
f(z) = 83/128*z^3 - 77/8*z + 1
*
[ -4 ] 
f(z) = 83/128*z^3 - 73/8*z + 1
*
[ 3 ] 
f(z) = 83/135*z^3 - 73/15*z + 1
*
5/2 | 0.18174600104084657785088027482110259988 | 0.023950744429060778922923383567891039519
f(z) = 84/125*z^3 - 79/15*z + 1
*
[ -5 ] 
f(z) = 84/125*z^3 - 78/5*z + 1
*
-5/2 | 0.16234719280644457181438537047811392891 | 0.021869158212179179292258297626264369974
f(z) = 84/125*z^3 - 67/15*z + 1
*
[ 4 ] 
f(z) = 85/128*z^3 - 79/8*z + 1
*
[ -4 ] 
f(z) = 85/128*z^3 - 75/8*z + 1
*
[ 3 ] 
f(z) = 86/135*z^3 - 76/15*z + 1
*
[ -4 ] 
f(z) = 87/128*z^3 - 77/8*z + 1
*
[ -15/4 ] 
f(z) = 88/135*z^3 - 79/10*z + 1
*
[ -3 ] 
f(z) = 88/135*z^3 - 68/15*z + 1
*
[ -4 ] 
f(z) = 89/128*z^3 - 79/8*z + 1
*
[ 3 ] 
f(z) = 89/135*z^3 - 79/15*z + 1
*
[ -3 ] 
f(z) = 91/135*z^3 - 71/15*z + 1
*
[ -3 ] 
f(z) = 94/135*z^3 - 74/15*z + 1
*
-95/24 | 0.18615004435250481432082961740117859523 | 0.020476314498648465762278691626802316019
f(z) = 96/125*z^3 - 71/6*z + 1
*
[ -3 ] 
f(z) = 97/135*z^3 - 77/15*z + 1
*
[ -30/7 ] 
f(z) = 98/125*z^3 - 79/6*z + 1
*
-45/14 | 0.17135998423311734218827226886595939449 | 0.022582060481280565862414722702084327528
f(z) = 98/125*z^3 - 79/10*z + 1
*
[ 22/9 ] 
f(z) = 81/121*z^3 - 75/22*z + 1
*
[ 5/2 ] 
f(z) = 81/125*z^3 - 69/20*z + 1
*
[ 2 ] 
f(z) = 81/128*z^3 - 65/32*z + 1
*
[ 5/2 ] 
f(z) = 83/125*z^3 - 71/20*z + 1
*
[ 2 ] 
f(z) = 83/128*z^3 - 67/32*z + 1
*
[ 11/6 ] 
f(z) = 84/121*z^3 - 62/33*z + 1
*
[ 5/21 ] 
f(z) = 84/125*z^3 - 68/21*z + 1
*
[ 5/14 ] 
f(z) = 84/125*z^3 - 66/35*z + 1
*
-5/14 | 0.20375812142830288387590513693142594923 | 0.022752420498070399023853922469132027254
f(z) = 84/125*z^3 - 62/21*z + 1
*
[ 2 ] 
f(z) = 85/128*z^3 - 69/32*z + 1
*
[ 2 ] 
f(z) = 87/128*z^3 - 71/32*z + 1
*
-5/2 | 0.22602007841538700944742709300274876445 | 0.024861977469522840503472240202038810439
f(z) = 88/125*z^3 - 71/22*z + 1
*
[ 5/2 ] 
f(z) = 89/125*z^3 - 77/20*z + 1
*
[ -5/2 ] 
f(z) = 89/125*z^3 - 61/20*z + 1
*
[ 2 ] 
f(z) = 89/128*z^3 - 73/32*z + 1
*
[ 5/2 ] 
f(z) = 91/125*z^3 - 79/20*z + 1
*
[ -5/2 ] 
f(z) = 91/125*z^3 - 63/20*z + 1
*
[ 2 ] 
f(z) = 91/128*z^3 - 75/32*z + 1
*
[ 2 ] 
f(z) = 93/128*z^3 - 77/32*z + 1
*
[ 2 ] 
f(z) = 95/128*z^3 - 79/32*z + 1
*
[ 11/6 ] 
f(z) = 96/121*z^3 - 73/33*z + 1
*
5/8 | 0.19196941008728497840925570878281845539 | 0.025383776444431784947079506088529131933
f(z) = 96/125*z^3 - 77/30*z + 1
*
35/24 | 0.089415136434727307695554312499812782222 | 0.012198934510466187565211980893574042540
f(z) = 96/125*z^3 - 61/30*z + 1
*
[ -5/2 ] 
f(z) = 97/125*z^3 - 69/20*z + 1
*
-15/7 | 0.21659394223633236404673500684239993168 | 0.028543055284166958844606913296145401454
f(z) = 98/125*z^3 - 79/30*z + 1
*
[ -5/2 ] 
f(z) = 99/125*z^3 - 71/20*z + 1
*
[ 11/6 ] 
f(z) = 81/121*z^3 - 79/44*z + 1
*
[ -20/9 ] 
f(z) = 81/128*z^3 - 67/40*z + 1
*
[ 5/3 ] 
f(z) = 82/125*z^3 - 64/45*z + 1
*
[ 5/3 ] 
f(z) = 86/125*z^3 - 68/45*z + 1
*
[ 5/12 ] 
f(z) = 87/125*z^3 - 73/48*z + 1
*
[ 5/11 ] 
f(z) = 88/125*z^3 - 74/55*z + 1
*
-5/8 | 0.16317031879387641221002896449292465982 | 0.021980038308942937769541619289020610143
f(z) = 88/125*z^3 - 67/40*z + 1
*
[ 15/8 ] 
f(z) = 88/135*z^3 - 73/40*z + 1
*
[ 5/3 ] 
f(z) = 89/125*z^3 - 71/45*z + 1
*
[ 5/3 ] 
f(z) = 91/125*z^3 - 73/45*z + 1
*
[ 5/3 ] 
f(z) = 92/125*z^3 - 74/45*z + 1
*
[ 5/3 ] 
f(z) = 94/125*z^3 - 76/45*z + 1
*
[ 8/5 ] 
f(z) = 95/128*z^3 - 61/40*z + 1
*
[ 5/3 ] 
f(z) = 97/125*z^3 - 79/45*z + 1
*
10/7 | 0.19254239770956087973948688420657473457 | 0.025459541586923314417627989077361947041
f(z) = 98/125*z^3 - 77/40*z + 1
*
[ -2 ] 
f(z) = 81/124*z^3 - 69/62*z + 1
*
5/6 | 0.21148255371039186969467423883553631631 | 0.027869469292941100735368484234442465223
f(z) = 81/125*z^3 - 79/60*z + 1
*
[ 40/27 ] 
f(z) = 81/125*z^3 - 79/72*z + 1
*
[ -2 ] 
f(z) = 83/124*z^3 - 73/62*z + 1
*
[ 4/3 ] 
f(z) = 83/128*z^3 - 65/72*z + 1
*
[ -2 ] 
f(z) = 83/132*z^3 - 67/66*z + 1
*
[ -2 ] 
f(z) = 85/124*z^3 - 77/62*z + 1
*
[ 4/3 ] 
f(z) = 85/128*z^3 - 67/72*z + 1
*
[ -2 ] 
f(z) = 85/132*z^3 - 71/66*z + 1
*
[ 4/3 ] 
f(z) = 89/128*z^3 - 71/72*z + 1
*
[ -2 ] 
f(z) = 89/132*z^3 - 79/66*z + 1
*
[ 4/3 ] 
f(z) = 91/128*z^3 - 73/72*z + 1
*
[ 3/2 ] 
f(z) = 91/135*z^3 - 71/60*z + 1
*
[ 4/3 ] 
f(z) = 95/128*z^3 - 77/72*z + 1
*
[ 4/3 ] 
f(z) = 97/128*z^3 - 79/72*z + 1
*
[ 3/2 ] 
f(z) = 97/135*z^3 - 77/60*z + 1
*
[ 4/3 ] 
f(z) = 99/136*z^3 - 71/68*z + 1
*
[ -11/6 ] 
f(z) = 80/121*z^3 - 67/99*z + 1
*
[ 11/12 ] 
f(z) = 80/121*z^3 - 64/99*z + 1
*
[ 5/4 ] 
f(z) = 83/125*z^3 - 67/80*z + 1
*
[ 5/8 ] 
f(z) = 84/125*z^3 - 69/80*z + 1
*
[ 5/6 ] 
f(z) = 86/125*z^3 - 61/90*z + 1
*
[ 5/4 ] 
f(z) = 87/125*z^3 - 71/80*z + 1
*
[ 2/3 ] 
f(z) = 87/128*z^3 - 77/96*z + 1
*
[ 5/4 ] 
f(z) = 89/125*z^3 - 73/80*z + 1
*
[ 11/12 ] 
f(z) = 90/121*z^3 - 63/88*z + 1
*
[ 5/8 ] 
f(z) = 92/125*z^3 - 71/80*z + 1
*
[ 20/23 ] 
f(z) = 92/125*z^3 - 65/92*z + 1
*
[ -15/8 ] 
f(z) = 92/135*z^3 - 69/80*z + 1
*
[ 5/4 ] 
f(z) = 93/125*z^3 - 77/80*z + 1
*
[ 2/3 ] 
f(z) = 93/128*z^3 - 79/96*z + 1
*
[ 11/16 ] 
f(z) = 96/121*z^3 - 73/88*z + 1
*
[ 9/14 ] 
f(z) = 98/135*z^3 - 77/90*z + 1
*
[ 10/9 ] 
f(z) = 99/125*z^3 - 79/90*z + 1
*
[ 8/11 ] 
f(z) = 99/128*z^3 - 69/88*z + 1
*
-55/42 | 0.19752037036583276081696520146214386574 | 0.025088845490321329128547744496540513012
f(z) = 84/125*z^3 - 79/105*z + 1
*
[ 15/14 ] 
f(z) = 84/125*z^3 - 74/105*z + 1
*
[ 6/7 ] 
f(z) = 91/120*z^3 - 76/105*z + 1
*
[ 11/4 ] 
f(z) = 80/121*z^3 - 48/11*z + 1
*
[ -10/3 ] 
f(z) = 81/125*z^3 - 59/10*z + 1
*
[ 2/9 ] 
f(z) = 81/136*z^3 - 60/17*z + 1
*
-2 | 0.094354876917391758661880404225605753588 | 0.015801497145652344105257658440067468940
f(z) = 81/136*z^3 - 49/17*z + 1
*
-2 | 0.072016103395541813880349651542067439997 | 0.012060449755468926130211760509448656895
f(z) = 83/120*z^3 - 49/15*z + 1
*
-2 | 0.094465661242496204795935325855468350269 | 0.015766706203426306368443032493416081931
f(z) = 83/136*z^3 - 50/17*z + 1
*
-2 | 0.094625299001240598562213467499428974815 | 0.015690637948686649081929379456153546234
f(z) = 87/136*z^3 - 52/17*z + 1
*
[ 15/4 ] 
f(z) = 88/125*z^3 - 55/6*z + 1
*
3/4 | 0.20792337787579658016389274926909242289 | 0.028331727379394526961137292888196553295
f(z) = 88/135*z^3 - 57/10*z + 1
*
-2 | 0.071687170026656796801952671668316458526 | 0.011887068704950313093472695765650348597
f(z) = 89/120*z^3 - 52/15*z + 1
*
-2 | 0.094672235424437936789181900637574058435 | 0.015648992823404982795247997994499489219
f(z) = 89/136*z^3 - 53/17*z + 1
*
-2 | 0.071445259268338115172731413561233789472 | 0.011809654061130660878354145063430692628
f(z) = 91/120*z^3 - 53/15*z + 1
*
-2 | 0.094695223987462967091477544574506712576 | 0.015604578586397874200380051609670217628
f(z) = 91/136*z^3 - 54/17*z + 1
*
-2 | 0.094692028038308787453386915391252210013 | 0.015557012093717499411651188895919960752
f(z) = 93/136*z^3 - 55/17*z + 1
*
[ 5/2 ] 
f(z) = 94/125*z^3 - 41/10*z + 1
*
-2 | 0.094659620678556706890664408927550297321 | 0.015505786531137019770757373281223900237
f(z) = 95/136*z^3 - 56/17*z + 1
*
[ 11/4 ] 
f(z) = 96/121*z^3 - 59/11*z + 1
*
[ -11/4 ] 
f(z) = 96/121*z^3 - 51/11*z + 1
*
5/8 | 0.10463741509693589926215394961961971619 | 0.014340938656085613207602191953134405103
f(z) = 96/125*z^3 - 59/10*z + 1
*
[ 10/3 ] 
f(z) = 96/125*z^3 - 47/6*z + 1
*
-5/16 | 0.16316097534157867085928568609345441071 | 0.018800680093845642456667497326771226964
f(z) = 96/125*z^3 - 47/8*z + 1
*
-2 | 0.069649897112136102330264052432049139418 | 0.011409050963808550407632470631026968401
f(z) = 97/120*z^3 - 56/15*z + 1
*
[ 2 ] 
f(z) = 97/120*z^3 - 41/15*z + 1
*
-2 | 0.094593873471592553805909308306520101883 | 0.015450222060627523499036411687644729997
f(z) = 97/136*z^3 - 57/17*z + 1
*
[ 15/7 ] 
f(z) = 98/125*z^3 - 46/15*z + 1
*
-2 | 0.094489034557107430908660693699376872978 | 0.015389382936010862960695229156903711919
f(z) = 99/136*z^3 - 58/17*z + 1
*
[ 2 ] 
f(z) = 99/136*z^3 - 41/17*z + 1
*
[ -22/9 ] 
f(z) = 81/121*z^3 - 57/22*z + 1
*
[ 35/18 ] 
f(z) = 81/125*z^3 - 55/28*z + 1
*
4/3 | 0.12207968945575730525719557258748502151 | 0.018104975610534431395300342915608944655
f(z) = 81/128*z^3 - 53/24*z + 1
*
[ -5/2 ] 
f(z) = 87/125*z^3 - 59/20*z + 1
*
-5/22 | 0.22263061835667206198492777638406856197 | 0.025653236174006881222481149033822115797
f(z) = 88/125*z^3 - 47/22*z + 1
*
[ -2 ] 
f(z) = 89/128*z^3 - 41/32*z + 1
*
[ 11/6 ] 
f(z) = 90/121*z^3 - 45/22*z + 1
*
[ 15/7 ] 
f(z) = 91/125*z^3 - 59/21*z + 1
*
[ 5/14 ] 
f(z) = 91/125*z^3 - 53/28*z + 1
*
[ -2 ] 
f(z) = 91/128*z^3 - 43/32*z + 1
*
[ -15/7 ] 
f(z) = 91/135*z^3 - 57/35*z + 1
*
[ 3/7 ] 
f(z) = 91/135*z^3 - 51/35*z + 1
*
[ 5/12 ] 
f(z) = 92/125*z^3 - 55/36*z + 1
*
[ -2 ] 
f(z) = 93/128*z^3 - 45/32*z + 1
*
[ -2 ] 
f(z) = 95/128*z^3 - 47/32*z + 1
*
35/48 | 0.11942115312117092269603009439261194126 | 0.013572736165255237381195954006728863692
f(z) = 96/125*z^3 - 53/24*z + 1
*
[ -2 ] 
f(z) = 97/128*z^3 - 49/32*z + 1
*
10/7 | 0.19347691902954486135519395299901638080 | 0.027057054496956163302142991669711458812
f(z) = 98/125*z^3 - 51/20*z + 1
*
[ -2 ] 
f(z) = 99/128*z^3 - 51/32*z + 1
*
[ 11/20 ] 
f(z) = 80/121*z^3 - 56/55*z + 1
*
[ 11/8 ] 
f(z) = 80/121*z^3 - 43/44*z + 1
*
[ 8/5 ] 
f(z) = 85/128*z^3 - 53/40*z + 1
*
[ 10/9 ] 
f(z) = 87/125*z^3 - 41/54*z + 1
*
[ 15/11 ] 
f(z) = 88/135*z^3 - 52/55*z + 1
*
[ 11/15 ] 
f(z) = 90/121*z^3 - 42/55*z + 1
*
-8/7 | 0.20455267453242501375852344573494521786 | 0.029861154316158356615666812468528071391
f(z) = 91/128*z^3 - 59/56*z + 1
*
[ 4/7 ] 
f(z) = 91/128*z^3 - 55/56*z + 1
*
[ 8/7 ] 
f(z) = 91/128*z^3 - 45/56*z + 1
*
[ 2/3 ] 
f(z) = 93/136*z^3 - 41/51*z + 1
*
[ -25/14 ] 
f(z) = 98/125*z^3 - 47/50*z + 1
*
[ 5/4 ] 
f(z) = 98/125*z^3 - 41/40*z + 1
*
[ 9/7 ] 
f(z) = 98/135*z^3 - 44/45*z + 1
*
-5/3 | 0.14200658342697360374475215841001165588 | 0.019508224139887547895547961730122242284
f(z) = 99/125*z^3 - 58/55*z + 1
*
[ -20/11 ] 
f(z) = 99/125*z^3 - 47/44*z + 1
*
[ 5/9 ] 
f(z) = 99/125*z^3 - 47/45*z + 1
*
[ 2/3 ] 
f(z) = 81/124*z^3 - 49/62*z + 1
*
[ 4/3 ] 
f(z) = 81/136*z^3 - 55/68*z + 1
*
[ 5/8 ] 
f(z) = 83/125*z^3 - 55/64*z + 1
*
[ 11/14 ] 
f(z) = 84/121*z^3 - 54/77*z + 1
*
[ 5/6 ] 
f(z) = 87/125*z^3 - 41/60*z + 1
*
[ 3/4 ] 
f(z) = 92/135*z^3 - 43/60*z + 1
*
[ 5/8 ] 
f(z) = 93/125*z^3 - 57/64*z + 1
*
[ 5/6 ] 
f(z) = 93/125*z^3 - 43/60*z + 1
*
5/6 | 0.20247671903390014465042937497337736500 | 0.027686396459666821653920344213488385565
f(z) = 96/125*z^3 - 59/60*z + 1
*
[ 2/3 ] 
f(z) = 99/124*z^3 - 53/62*z + 1
*
[ 8/9 ] 
f(z) = 99/128*z^3 - 53/72*z + 1
*
[ 10/9 ] 
f(z) = 81/136*z^3 - 54/85*z + 1
*
[ 5/6 ] 
f(z) = 82/125*z^3 - 59/90*z + 1
*
[ 3/4 ] 
f(z) = 91/135*z^3 - 57/80*z + 1
*
[ 3/4 ] 
f(z) = 97/135*z^3 - 59/80*z + 1
*
[ -11/4 ] 
f(z) = 80/121*z^3 - 40/11*z + 1
*
20/9 | 0.14262923277279660722408558447628991559 | 0.020723651086381402386741188664191265212
f(z) = 81/125*z^3 - 39/10*z + 1
*
20/9 | 0.19251202533346672046236455188394410726 | 0.029229730930496760283125568401612546416
f(z) = 81/125*z^3 - 29/10*z + 1
*
-5/36 | 0.12364270775547201139965858623889568704 | 0.015086456564374233278729403217958266971
f(z) = 81/125*z^3 - 29/16*z + 1
*
-4/9 | 0.13719569253388450124508227740676626305 | 0.021316421258293638659588007569683115604
f(z) = 81/128*z^3 - 39/8*z + 1
*
8/9 | 0.11873863553274838500359018366460826178 | 0.018600847829291239964549973520914598897
f(z) = 81/128*z^3 - 37/8*z + 1
*
4/9 | 0.18949357983095114804601441884348690570 | 0.029945555132312547542331863538630789191
f(z) = 81/128*z^3 - 35/8*z + 1
*
20/9 | 0.065152729055901060194462009679979568344 | 0.010736348021159950149962429993662803037
f(z) = 81/128*z^3 - 27/8*z + 1
*
[ -8/3 ] 
f(z) = 81/128*z^3 - 25/8*z + 1
*
[ 16/9 ] 
f(z) = 81/128*z^3 - 25/16*z + 1
*
[ 2 ] 
f(z) = 81/136*z^3 - 32/17*z + 1
*
[ -5/2 ] 
f(z) = 82/125*z^3 - 27/10*z + 1
*
[ 3 ] 
f(z) = 82/135*z^3 - 24/5*z + 1
*
[ 2 ] 
f(z) = 83/120*z^3 - 34/15*z + 1
*
[ -3 ] 
f(z) = 83/135*z^3 - 21/5*z + 1
*
[ 2 ] 
f(z) = 83/136*z^3 - 33/17*z + 1
*
[ -10/3 ] 
f(z) = 84/125*z^3 - 37/6*z + 1
*
[ 5/3 ] 
f(z) = 84/125*z^3 - 22/15*z + 1
*
[ 5/2 ] 
f(z) = 86/125*z^3 - 37/10*z + 1
*
[ -5/2 ] 
f(z) = 86/125*z^3 - 29/10*z + 1
*
[ -3 ] 
f(z) = 86/135*z^3 - 22/5*z + 1
*
3/2 | 0.18641364875422013452184284675710034921 | 0.029401117479985725407601726579592980135
f(z) = 86/135*z^3 - 21/10*z + 1
*
[ 5/3 ] 
f(z) = 87/125*z^3 - 23/15*z + 1
*
[ 2 ] 
f(z) = 87/136*z^3 - 35/17*z + 1
*
[ 3 ] 
f(z) = 88/135*z^3 - 26/5*z + 1
*
[ 2 ] 
f(z) = 89/120*z^3 - 37/15*z + 1
*
[ -2 ] 
f(z) = 89/120*z^3 - 22/15*z + 1
*
[ -3 ] 
f(z) = 89/135*z^3 - 23/5*z + 1
*
[ 2 ] 
f(z) = 89/136*z^3 - 36/17*z + 1
*
[ 2 ] 
f(z) = 91/120*z^3 - 38/15*z + 1
*
[ -2 ] 
f(z) = 91/120*z^3 - 23/15*z + 1
*
[ 3 ] 
f(z) = 91/135*z^3 - 27/5*z + 1
*
[ 2 ] 
f(z) = 91/136*z^3 - 37/17*z + 1
*
[ -3 ] 
f(z) = 92/135*z^3 - 24/5*z + 1
*
[ 2 ] 
f(z) = 93/136*z^3 - 38/17*z + 1
*
[ -2 ] 
f(z) = 93/136*z^3 - 21/17*z + 1
*
[ -5/2 ] 
f(z) = 94/125*z^3 - 33/10*z + 1
*
[ 3 ] 
f(z) = 94/135*z^3 - 28/5*z + 1
*
[ 2 ] 
f(z) = 95/136*z^3 - 39/17*z + 1
*
[ -2 ] 
f(z) = 95/136*z^3 - 22/17*z + 1
*
55/24 | 0.23140017550625830772516965415639412754 | 0.028234650956269113122363645708247775330
f(z) = 96/125*z^3 - 29/6*z + 1
*
15/8 | 0.11200115122992344152675924447971559275 | 0.017005501389774325555278432974129151492
f(z) = 96/125*z^3 - 29/10*z + 1
*
[ 5/24 ] 
f(z) = 96/125*z^3 - 23/6*z + 1
*
[ 5/12 ] 
f(z) = 96/125*z^3 - 23/15*z + 1
*
-35/12 | 0.23634019565425243747917692160995380169 | 0.029843359733329207330453705798896509629
f(z) = 96/125*z^3 - 22/3*z + 1
*
[ 5/2 ] 
f(z) = 96/125*z^3 - 21/5*z + 1
*
[ -2 ] 
f(z) = 97/120*z^3 - 26/15*z + 1
*
[ 3 ] 
f(z) = 97/135*z^3 - 29/5*z + 1
*
[ 2 ] 
f(z) = 97/136*z^3 - 40/17*z + 1
*
[ -2 ] 
f(z) = 97/136*z^3 - 23/17*z + 1
*
15/7 | 0.089420859136686518722266738312723548154 | 0.012992614827740944909609363252096423463
f(z) = 98/125*z^3 - 39/10*z + 1
*
[ 5/28 ] 
f(z) = 98/125*z^3 - 37/8*z + 1
*
[ -15/7 ] 
f(z) = 98/125*z^3 - 32/15*z + 1
*
5/7 | 0.13898758350321475308475725051777472437 | 0.021102939732942861253194205895886451631
f(z) = 98/125*z^3 - 29/5*z + 1
*
[ 20/7 ] 
f(z) = 98/125*z^3 - 23/4*z + 1
*
5/7 | 0.089413869496803740175400143289466386770 | 0.014071240567158413443248914496469342346
f(z) = 98/125*z^3 - 23/10*z + 1
*
[ 10/21 ] 
f(z) = 98/125*z^3 - 23/18*z + 1
*
-45/28 | 0.18173718133846261438259683754173285631 | 0.023084080158427632558671934096110345362
f(z) = 98/125*z^3 - 21/8*z + 1
*
12/7 | 0.064458693320938580565390700518682685649 | 0.011097987597951581027594264309076119623
f(z) = 98/135*z^3 - 37/15*z + 1
*
[ -15/7 ] 
f(z) = 98/135*z^3 - 28/15*z + 1
*
-33/14 | 0.19409237043999611838932388370396454078 | 0.029445081527245283642119883022411821672
f(z) = 98/135*z^3 - 27/10*z + 1
*
[ 3/7 ] 
f(z) = 98/135*z^3 - 22/15*z + 1
*
-10/33 | 0.23379301363429715629829561490006078231 | 0.027793350467853709428495875089149100049
f(z) = 99/125*z^3 - 36/11*z + 1
*
[ 8/3 ] 
f(z) = 99/128*z^3 - 39/8*z + 1
*
[ -2 ] 
f(z) = 99/136*z^3 - 24/17*z + 1
*
[ -2 ] 
f(z) = 81/128*z^3 - 33/32*z + 1
*
[ 2/3 ] 
f(z) = 81/128*z^3 - 25/32*z + 1
*
[ 3/2 ] 
f(z) = 82/135*z^3 - 31/30*z + 1
*
[ -2 ] 
f(z) = 83/128*z^3 - 35/32*z + 1
*
[ 3/2 ] 
f(z) = 83/135*z^3 - 21/20*z + 1
*
[ -11/6 ] 
f(z) = 84/121*z^3 - 26/33*z + 1
*
[ -15/7 ] 
f(z) = 84/125*z^3 - 34/21*z + 1
*
[ 5/7 ] 
f(z) = 84/125*z^3 - 26/35*z + 1
*
-5/3 | 0.10991373606933106310618266791524120837 | 0.016603099790634778585351726802102446286
f(z) = 84/125*z^3 - 23/30*z + 1
*
[ -2 ] 
f(z) = 85/128*z^3 - 37/32*z + 1
*
[ -2 ] 
f(z) = 87/128*z^3 - 39/32*z + 1
*
[ 4/3 ] 
f(z) = 87/128*z^3 - 23/24*z + 1
*
[ 5/6 ] 
f(z) = 89/125*z^3 - 25/36*z + 1
*
[ 3/2 ] 
f(z) = 89/135*z^3 - 23/20*z + 1
*
[ -11/6 ] 
f(z) = 90/121*z^3 - 21/22*z + 1
*
[ 5/7 ] 
f(z) = 91/125*z^3 - 27/35*z + 1
*
[ 4/3 ] 
f(z) = 93/128*z^3 - 25/24*z + 1
*
[ 3/2 ] 
f(z) = 94/135*z^3 - 37/30*z + 1
*
[ -11/6 ] 
f(z) = 96/121*z^3 - 37/33*z + 1
*
[ 11/8 ] 
f(z) = 96/121*z^3 - 27/22*z + 1
*
[ 11/12 ] 
f(z) = 96/121*z^3 - 25/33*z + 1
*
-65/48 | 0.15359351185374125316460071494387862517 | 0.018740950333551843832291307954974371763
f(z) = 96/125*z^3 - 29/24*z + 1
*
[ 5/9 ] 
f(z) = 96/125*z^3 - 28/27*z + 1
*
[ 5/8 ] 
f(z) = 98/125*z^3 - 29/32*z + 1
*
[ 15/14 ] 
f(z) = 98/135*z^3 - 23/30*z + 1
*
[ 2/3 ] 
f(z) = 99/128*z^3 - 27/32*z + 1
*
[ 11/10 ] 
f(z) = 80/121*z^3 - 39/55*z + 1
*
[ 11/18 ] 
f(z) = 81/121*z^3 - 39/44*z + 1
*
[ -11/6 ] 
f(z) = 81/121*z^3 - 31/44*z + 1
*
-5/3 | 0.17501627394740610676634203024937197134 | 0.024911439680392815758496825013524474056
f(z) = 81/125*z^3 - 34/45*z + 1
*
[ 5/7 ] 
f(z) = 82/125*z^3 - 36/49*z + 1
*
[ 5/4 ] 
f(z) = 82/125*z^3 - 33/40*z + 1
*
[ 3/4 ] 
f(z) = 82/135*z^3 - 27/40*z + 1
*
[ 4/5 ] 
f(z) = 85/128*z^3 - 27/40*z + 1
*
[ 5/7 ] 
f(z) = 87/125*z^3 - 37/49*z + 1
*
[ 2/3 ] 
f(z) = 87/136*z^3 - 40/51*z + 1
*
[ 5/6 ] 
f(z) = 88/125*z^3 - 31/45*z + 1
*
[ 5/7 ] 
f(z) = 92/125*z^3 - 38/49*z + 1
*
[ 5/6 ] 
f(z) = 92/125*z^3 - 32/45*z + 1
*
[ 5/4 ] 
f(z) = 94/125*z^3 - 39/40*z + 1
*
[ 3/4 ] 
f(z) = 94/135*z^3 - 29/40*z + 1
*
[ 4/5 ] 
f(z) = 95/128*z^3 - 29/40*z + 1
*
[ 5/7 ] 
f(z) = 97/125*z^3 - 39/49*z + 1
*
[ 11/9 ] 
f(z) = 81/121*z^3 - 9/11*z + 1
*
10/9 | 0.17969929560997448972334482897383458761 | 0.029992549266892263004856269788322173854
f(z) = 81/125*z^3 - 16/5*z + 1
*
[ -5 ] 
f(z) = 81/125*z^3 - 15*z + 1
*
[ 10/3 ] 
f(z) = 81/125*z^3 - 13/2*z + 1
*
[ 5/4 ] 
f(z) = 81/125*z^3 - 13/16*z + 1
*
-5/9 | 0.15875031113249345989138767324457847314 | 0.027832462377005748447660155755543459317
f(z) = 81/125*z^3 - 12/5*z + 1
*
[ -20/9 ] 
f(z) = 81/125*z^3 - 7/4*z + 1
*
[ 10/9 ] 
f(z) = 81/125*z^3 - 7/10*z + 1
*
-20/9 | 0.10312482387248640736369904182380920516 | 0.017399377589768696863882670724284148152
f(z) = 81/125*z^3 - 3*z + 1
*
[ 5/9 ] 
f(z) = 81/125*z^3 - z + 1
*
[ 4/9 ] 
f(z) = 81/128*z^3 - 11/8*z + 1
*
[ -16/9 ]
f(z) = 81/128*z^3 - 7/16*z + 1
*
[ 8/9 ] 
f(z) = 81/128*z^3 - 5/8*z + 1
*
[ -2 ] 
f(z) = 81/136*z^3 - 15/17*z + 1
*
[ 2/3 ] 
f(z) = 81/136*z^3 - 13/17*z + 1
*
[ 5/2 ] 
f(z) = 82/125*z^3 - 7/2*z + 1
*
[ -2 ] 
f(z) = 83/120*z^3 - 19/15*z + 1
*
[ 5/3 ] 
f(z) = 83/125*z^3 - 13/9*z + 1
*
[ -5/2 ] 
f(z) = 83/125*z^3 - 11/4*z + 1
*
[ -2 ] 
f(z) = 83/136*z^3 - 16/17*z + 1
*
[ 5/2 ] 
f(z) = 84/125*z^3 - 18/5*z + 1
*
[ 5 ] 
f(z) = 84/125*z^3 - 16*z + 1
*
[ 10/7 ] 
f(z) = 84/125*z^3 - 15/14*z + 1
*
[ -5/2 ] 
f(z) = 84/125*z^3 - 14/5*z + 1
*
[ 5/6 ] 
f(z) = 84/125*z^3 - 2/3*z + 1
*
[ -5 ] 
f(z) = 86/125*z^3 - 16*z + 1
*
[ 5/4 ] 
f(z) = 86/125*z^3 - 7/8*z + 1
*
[ 3/2 ] 
f(z) = 86/135*z^3 - 11/10*z + 1
*
[ 5/2 ] 
f(z) = 87/125*z^3 - 15/4*z + 1
*
[ -2 ] 
f(z) = 87/136*z^3 - 18/17*z + 1
*
[ 5/2 ] 
f(z) = 88/125*z^3 - 19/5*z + 1
*
[ 5/3 ] 
f(z) = 88/125*z^3 - 14/9*z + 1
*
[ 5/4 ] 
f(z) = 88/125*z^3 - 9/10*z + 1
*
[ 5/8 ] 
f(z) = 88/125*z^3 - 7/8*z + 1
*
[ -5/2 ] 
f(z) = 88/125*z^3 - 3*z + 1
*
[ 3/2 ] 
f(z) = 88/135*z^3 - 17/15*z + 1
*
[ 3/4 ] 
f(z) = 88/135*z^3 - 7/10*z + 1
*
[ 5 ] 
f(z) = 89/125*z^3 - 17*z + 1
*
[ -2 ] 
f(z) = 89/136*z^3 - 19/17*z + 1
*
[ -5 ] 
f(z) = 91/125*z^3 - 17*z + 1
*
[ 5/4 ] 
f(z) = 91/125*z^3 - 15/16*z + 1
*
[ -2 ] 
f(z) = 91/136*z^3 - 20/17*z + 1
*
[ -5/2 ] 
f(z) = 92/125*z^3 - 16/5*z + 1
*
[ 5/2 ] 
f(z) = 92/125*z^3 - 4*z + 1
*
[ 3/2 ] 
f(z) = 92/135*z^3 - 6/5*z + 1
*
[ -5/2 ] 
f(z) = 93/125*z^3 - 13/4*z + 1
*
[ 5/3 ] 
f(z) = 93/125*z^3 - 5/3*z + 1
*
[ 5 ] 
f(z) = 94/125*z^3 - 18*z + 1
*
[ 5/6 ] 
f(z) = 94/125*z^3 - 13/18*z + 1
*
-5/4 | 0.16225352099915222621743368675119809473 | 0.026325690989033613615214970140616013966
f(z) = 96/125*z^3 - 19/10*z + 1
*
[ -5 ] 
f(z) = 96/125*z^3 - 18*z + 1
*
[ -5/2 ] 
f(z) = 96/125*z^3 - 17/5*z + 1
*
-15/8 | 0.12096325713005927065581689888738475471 | 0.015788400386181296001727546730156478306
f(z) = 96/125*z^3 - 17/6*z + 1
*
5/4 | 0.089413869496803740175400143289466386770 | 0.012373551522218989083219789113436707079
f(z) = 96/125*z^3 - 11/6*z + 1
*
[ 5/6 ] 
f(z) = 96/125*z^3 - 11/15*z + 1
*
5/4 | 0.13479330812897167581752219126839365448 | 0.019897970659107896275963815710155994853
f(z) = 96/125*z^3 - 7/2*z + 1
*
[ -15/8 ] 
f(z) = 96/125*z^3 - 7/6*z + 1
*
-5/6 | 0.11174288169909614214204199630203955509 | 0.016879402721539035429336428835426347358
f(z) = 96/125*z^3 - 5/6*z + 1
*
[ 5/4 ] 
f(z) = 96/125*z^3 - z + 1
*
[ 5/2 ] 
f(z) = 97/125*z^3 - 17/4*z + 1
*
[ 11/7 ] 
f(z) = 98/121*z^3 - 18/11*z + 1
*
[ 5/14 ] 
f(z) = 98/125*z^3 - 19/10*z + 1
*
[ 5/3 ] 
f(z) = 98/125*z^3 - 16/9*z + 1
*
10/7 | 0.089413217357450020811153296290343757751 | 0.016508781358827419600474861205516874181
f(z) = 98/125*z^3 - 9/5*z + 1
*
[ -5/2 ] 
f(z) = 98/125*z^3 - 7/2*z + 1
*
15/14 | 0.15619625081157454481390975474490765921 | 0.024262546819116595745092938182416580087
f(z) = 98/125*z^3 - 5/2*z + 1
*
[ 15/14 ] 
f(z) = 98/125*z^3 - 5/6*z + 1
*
[ 5/7 ] 
f(z) = 98/125*z^3 - 4/5*z + 1
*
[ 5 ] 
f(z) = 99/125*z^3 - 19*z + 1
*
[ -10/3 ] 
f(z) = 99/125*z^3 - 15/2*z + 1
*
[ 5/11 ] 
f(z) = 99/125*z^3 - 15/11*z + 1
*
[ 5/3 ] 
f(z) = 99/125*z^3 - 9/5*z + 1
*
[ 5/6 ] 
f(z) = 99/125*z^3 - 3/4*z + 1
*
[ 4/3 ] 
f(z) = 99/128*z^3 - 9/8*z + 1
*
[ 2/3 ] 
f(z) = 99/136*z^3 - 14/17*z + 1
*
[ 5/4 ] 
f(z) = 84/125*z^3 - 17/20*z + 1
*
[ 10/11 ] 
f(z) = 88/125*z^3 - 15/22*z + 1
*
[ 10/13 ] 
f(z) = 91/125*z^3 - 19/26*z + 1
*
[ 5/4 ] 
f(z) = 92/125*z^3 - 19/20*z + 1
*
[ 11/14 ] 
f(z) = 98/121*z^3 - 17/22*z + 1
*
[ -8/9 ]
f(z) = 81/128*z^3 + 13/8*z + 1
*
[ -5/4 ]
f(z) = 96/125*z^3 + 3/5*z + 1
*
[ -10/7 ]
f(z) = 98/125*z^3 + 1/10*z + 1
*
[ -5/7 ]
f(z) = 98/125*z^3 + 2*z + 1
*
[ -1 ]
f(z) = 82/121*z^3 + 160/121*z + 1
*
[ 6 ] 
f(z) = 97/144*z^3 - 281/12*z + 1
*
[ 21/4 ] 
f(z) = 80/147*z^3 - 298/21*z + 1
*
[ -21/4 ] 
f(z) = 80/147*z^3 - 290/21*z + 1
*
[ -4 ] 
f(z) = 83/144*z^3 - 287/36*z + 1
*
[ -4 ] 
f(z) = 85/144*z^3 - 295/36*z + 1
*
[ 7/2 ] 
f(z) = 94/147*z^3 - 299/42*z + 1
*
12/7 | 0.22947054645822238619233527397786361438 | 0.028151289727200374805267340220609722629
f(z) = 91/144*z^3 - 289/84*z + 1
*
[ -5/2 ] 
f(z) = 91/150*z^3 - 287/120*z + 1
*
-7/3 | 0.065841403205179921158024126642519782035 | 0.011677414257617115785262520768271542187
f(z) = 81/140*z^3 - 281/140*z + 1
*
[ 1/3 ] 
f(z) = 81/142*z^3 - 293/142*z + 1
*
[ 1/3 ] 
f(z) = 81/143*z^3 - 295/143*z + 1
*
[ 1/3 ] 
f(z) = 81/145*z^3 - 299/145*z + 1
*
-19/9 | 0.16394996255115178506652413700361433533 | 0.028933571644913642107908250717267331194
f(z) = 81/152*z^3 - 289/152*z + 1
*
[ 19/9 ] 
f(z) = 81/152*z^3 - 281/152*z + 1
*
[ 2 ] 
f(z) = 89/142*z^3 - 285/142*z + 1
*
[ 2 ] 
f(z) = 89/146*z^3 - 283/146*z + 1
*
[ 2 ] 
f(z) = 89/150*z^3 - 281/150*z + 1
*
[ 1/3 ] 
f(z) = 90/143*z^3 - 296/143*z + 1
*
[ 2 ] 
f(z) = 91/142*z^3 - 293/142*z + 1
*
[ 2 ] 
f(z) = 91/146*z^3 - 291/146*z + 1
*
[ 2 ] 
f(z) = 91/150*z^3 - 289/150*z + 1
*
[ 2 ] 
f(z) = 91/158*z^3 - 285/158*z + 1
*
[ 2 ] 
f(z) = 93/146*z^3 - 299/146*z + 1
*
[ 2 ] 
f(z) = 93/154*z^3 - 295/154*z + 1
*
[ 2 ] 
f(z) = 93/158*z^3 - 293/158*z + 1
*
[ 1/3 ] 
f(z) = 99/140*z^3 - 291/140*z + 1
*
4/3 | 0.14476138330233344559330496113795185689 | 0.025674401805489672135961292099998525985
f(z) = 99/140*z^3 - 281/140*z + 1
*
[ 1/3 ] 
f(z) = 99/142*z^3 - 295/142*z + 1
*
[ -7/3 ] 
f(z) = 80/147*z^3 - 290/189*z + 1
*
4/5 | 0.21096334192674550017533095876458655672 | 0.029854146749469167644126993367837766259
f(z) = 85/144*z^3 - 293/180*z + 1
*
[ 2/5 ] 
f(z) = 85/144*z^3 - 287/180*z + 1
*
[ 2/5 ] 
f(z) = 95/144*z^3 - 289/180*z + 1
*
-7/10 | 0.15239973391614678802470721216969950048 | 0.020094199973955729728078988713484214625
f(z) = 80/147*z^3 - 281/210*z + 1
*
[ 12/7 ] 
f(z) = 98/153*z^3 - 299/204*z + 1
*
[ 3/2 ] 
f(z) = 86/141*z^3 - 293/282*z + 1
*
[ 3/2 ] 
f(z) = 86/147*z^3 - 289/294*z + 1
*
[ -2 ] 
f(z) = 88/141*z^3 - 281/282*z + 1
*
[ -2 ] 
f(z) = 89/141*z^3 - 289/282*z + 1
*
[ -2 ] 
f(z) = 89/143*z^3 - 283/286*z + 1
*
[ -2 ] 
f(z) = 90/143*z^3 - 291/286*z + 1
*
[ -2 ] 
f(z) = 91/145*z^3 - 293/290*z + 1
*
[ -2 ] 
f(z) = 91/149*z^3 - 281/298*z + 1
*
[ -2 ] 
f(z) = 92/147*z^3 - 295/294*z + 1
*
[ -2 ] 
f(z) = 92/149*z^3 - 289/298*z + 1
*
[ -2 ] 
f(z) = 93/149*z^3 - 297/298*z + 1
*
[ 11/8 ] 
f(z) = 96/143*z^3 - 285/286*z + 1
*
[ 4/3 ] 
f(z) = 99/142*z^3 - 281/284*z + 1
*
[ 6 ] 
f(z) = 91/144*z^3 - 263/12*z + 1
*
[ 6 ] 
f(z) = 95/144*z^3 - 275/12*z + 1
*
[ -6 ] 
f(z) = 95/144*z^3 - 271/12*z + 1
*
[ -6 ] 
f(z) = 97/144*z^3 - 277/12*z + 1
*
[ 7/2 ] 
f(z) = 86/147*z^3 - 271/42*z + 1
*
[ -7/2 ] 
f(z) = 94/147*z^3 - 275/42*z + 1
*
-22/9 | 0.16433106775513591251287655930529321571 | 0.026013421511692485231030154349238660281
f(z) = 81/140*z^3 - 277/70*z + 1
*
[ 2/9 ] 
f(z) = 81/148*z^3 - 261/74*z + 1
*
-12/5 | 0.13956855387793515735394252319801124567 | 0.017322514920401861267079439127989298600
f(z) = 95/144*z^3 - 263/60*z + 1
*
[ 21/8 ] 
f(z) = 80/147*z^3 - 263/84*z + 1
*
[ -5/2 ] 
f(z) = 89/150*z^3 - 277/120*z + 1
*
5/9 | 0.11853975360001233280358713103896033801 | 0.021077415472053425967399293584045391530
f(z) = 81/140*z^3 - 277/140*z + 1
*
[ -22/9 ] 
f(z) = 81/154*z^3 - 267/154*z + 1
*
[ 2 ] 
f(z) = 83/142*z^3 - 261/142*z + 1
*
[ 2 ] 
f(z) = 85/142*z^3 - 269/142*z + 1
*
[ 2 ] 
f(z) = 85/146*z^3 - 267/146*z + 1
*
[ 2 ] 
f(z) = 85/154*z^3 - 263/154*z + 1
*
[ 2 ] 
f(z) = 85/158*z^3 - 261/158*z + 1
*
[ 2 ] 
f(z) = 87/142*z^3 - 277/142*z + 1
*
[ 2 ] 
f(z) = 87/146*z^3 - 275/146*z + 1
*
[ 2 ] 
f(z) = 87/154*z^3 - 271/154*z + 1
*
[ 2 ] 
f(z) = 87/158*z^3 - 269/158*z + 1
*
[ 2 ] 
f(z) = 89/154*z^3 - 279/154*z + 1
*
[ 2 ] 
f(z) = 89/158*z^3 - 277/158*z + 1
*
[ 13/7 ] 
f(z) = 98/143*z^3 - 272/143*z + 1
*
[ -15/7 ] 
f(z) = 91/150*z^3 - 277/210*z + 1
*
[ 3/2 ] 
f(z) = 82/141*z^3 - 275/282*z + 1
*
[ 3/2 ] 
f(z) = 82/147*z^3 - 271/294*z + 1
*
[ -2 ] 
f(z) = 86/141*z^3 - 265/282*z + 1
*
[ -2 ] 
f(z) = 87/143*z^3 - 267/286*z + 1
*
[ -2 ] 
f(z) = 88/145*z^3 - 269/290*z + 1
*
[ -2 ] 
f(z) = 88/147*z^3 - 263/294*z + 1
*
[ -2 ] 
f(z) = 89/145*z^3 - 277/290*z + 1
*
[ -2 ] 
f(z) = 89/147*z^3 - 271/294*z + 1
*
[ -2 ] 
f(z) = 89/149*z^3 - 265/298*z + 1
*
[ -2 ] 
f(z) = 90/149*z^3 - 273/298*z + 1
*
[ 4/3 ] 
f(z) = 99/146*z^3 - 279/292*z + 1
*
[ 6 ] 
f(z) = 85/144*z^3 - 245/12*z + 1
*
[ -6 ] 
f(z) = 85/144*z^3 - 241/12*z + 1
*
[ 6 ] 
f(z) = 89/144*z^3 - 257/12*z + 1
*
[ -6 ] 
f(z) = 89/144*z^3 - 253/12*z + 1
*
[ -6 ] 
f(z) = 91/144*z^3 - 259/12*z + 1
*
[ 7/2 ] 
f(z) = 82/147*z^3 - 257/42*z + 1
*
[ -7/2 ] 
f(z) = 86/147*z^3 - 247/42*z + 1
*
[ 3 ] 
f(z) = 91/144*z^3 - 241/48*z + 1
*
[ 3 ] 
f(z) = 92/153*z^3 - 242/51*z + 1
*
[ 3 ] 
f(z) = 94/153*z^3 - 248/51*z + 1
*
[ 3 ] 
f(z) = 95/144*z^3 - 253/48*z + 1
*
[ 3 ] 
f(z) = 95/153*z^3 - 251/51*z + 1
*
[ 3 ] 
f(z) = 97/144*z^3 - 259/48*z + 1
*
[ 3 ] 
f(z) = 97/153*z^3 - 257/51*z + 1
*
[ 3 ] 
f(z) = 98/153*z^3 - 260/51*z + 1
*
[ 2/9 ] 
f(z) = 81/140*z^3 - 247/70*z + 1
*
10/9 | 0.22202372766592080438861817749751098142 | 0.029319727982295822067430873272777191408
f(z) = 81/152*z^3 - 243/95*z + 1
*
[ -5/2 ] 
f(z) = 83/150*z^3 - 247/120*z + 1
*
4/3 | 0.12544994191138300741653830727980638329 | 0.022736930294731596883902391891337893588
f(z) = 81/140*z^3 - 249/140*z + 1
*
[ -7/3 ] 
f(z) = 81/140*z^3 - 241/140*z + 1
*
[ 2 ] 
f(z) = 81/142*z^3 - 253/142*z + 1
*
[ 2 ] 
f(z) = 81/146*z^3 - 251/146*z + 1
*
[ 2 ] 
f(z) = 81/158*z^3 - 245/158*z + 1
*
[ 2 ] 
f(z) = 83/146*z^3 - 259/146*z + 1
*
[ 2 ] 
f(z) = 83/150*z^3 - 257/150*z + 1
*
[ 2 ] 
f(z) = 83/154*z^3 - 255/154*z + 1
*
[ 2 ] 
f(z) = 83/158*z^3 - 253/158*z + 1
*
[ 7/4 ] 
f(z) = 94/147*z^3 - 257/168*z + 1
*
[ 4/7 ] 
f(z) = 91/144*z^3 - 241/252*z + 1
*
[ -2 ] 
f(z) = 83/141*z^3 - 241/282*z + 1
*
[ -2 ] 
f(z) = 84/143*z^3 - 243/286*z + 1
*
[ -2 ] 
f(z) = 85/141*z^3 - 257/282*z + 1
*
[ -2 ] 
f(z) = 85/143*z^3 - 251/286*z + 1
*
[ -2 ] 
f(z) = 86/143*z^3 - 259/286*z + 1
*
[ -2 ] 
f(z) = 86/145*z^3 - 253/290*z + 1
*
[ -2 ] 
f(z) = 86/147*z^3 - 247/294*z + 1
*
[ -2 ] 
f(z) = 86/149*z^3 - 241/298*z + 1
*
[ -2 ] 
f(z) = 87/149*z^3 - 249/298*z + 1
*
[ -2 ] 
f(z) = 88/149*z^3 - 257/298*z + 1
*
[ 5/8 ] 
f(z) = 96/145*z^3 - 249/290*z + 1
*
[ 6 ] 
f(z) = 83/144*z^3 - 239/12*z + 1
*
[ -6 ] 
f(z) = 83/144*z^3 - 235/12*z + 1
*
[ -7/2 ] 
f(z) = 82/147*z^3 - 233/42*z + 1
*
[ 3 ] 
f(z) = 85/144*z^3 - 223/48*z + 1
*
[ 3 ] 
f(z) = 86/153*z^3 - 224/51*z + 1
*
[ 3 ] 
f(z) = 88/153*z^3 - 230/51*z + 1
*
[ 3 ] 
f(z) = 89/144*z^3 - 235/48*z + 1
*
[ 3 ] 
f(z) = 89/153*z^3 - 233/51*z + 1
*
[ 3 ] 
f(z) = 91/153*z^3 - 239/51*z + 1
*
[ -3 ] 
f(z) = 95/144*z^3 - 221/48*z + 1
*
[ -3 ] 
f(z) = 97/144*z^3 - 227/48*z + 1
*
[ -3 ] 
f(z) = 97/153*z^3 - 223/51*z + 1
*
[ -3 ] 
f(z) = 98/153*z^3 - 226/51*z + 1
*
-12/5 | 0.18505165488069758824998912400745169232 | 0.023243694262669735018076851966045655394
f(z) = 85/144*z^3 - 239/60*z + 1
*
-2 | 0.095227241974963768185048736370734241594 | 0.015633294614537407390213387319316208494
f(z) = 93/140*z^3 - 221/70*z + 1
*
-2 | 0.096139745286275819542758288718943140869 | 0.015759789945809314470870517391707455081
f(z) = 93/148*z^3 - 223/74*z + 1
*
-2 | 0.096199599113436378800597167714841979420 | 0.015723777507855512218524895056357604208
f(z) = 95/148*z^3 - 227/74*z + 1
*
-2 | 0.076653666795697609848288006421123176320 | 0.012511066336204157197478698531398810266
f(z) = 95/156*z^3 - 229/78*z + 1
*
-2 | 0.095212621663694512466477678706575268366 | 0.015540175381998176867778056887348060237
f(z) = 97/140*z^3 - 229/70*z + 1
*
-2 | 0.096240442145128160118205387086232206042 | 0.015685669348068839704906521504325580818
f(z) = 97/148*z^3 - 231/74*z + 1
*
-2 | 0.076735246132453550251605448207989463702 | 0.012489083289778146774205539790238641015
f(z) = 97/156*z^3 - 233/78*z + 1
*
-2 | 0.095162286635448606140329801878159490060 | 0.015488185465443015540520863436358322514
f(z) = 99/140*z^3 - 233/70*z + 1
*
-2 | 0.096260959605911540073054527516863916420 | 0.015645236739890728961060751353645426254
f(z) = 99/148*z^3 - 235/74*z + 1
*
6/7 | 0.20286565943461339201355203557102075242 | 0.025734349197500169789782592490093587320
f(z) = 91/144*z^3 - 221/84*z + 1
*
[ -7/3 ] 
f(z) = 81/154*z^3 - 221/154*z + 1
*
[ 3/7 ] 
f(z) = 98/159*z^3 - 230/159*z + 1
*
[ 7/4 ] 
f(z) = 86/147*z^3 - 229/168*z + 1
*
[ 3/2 ] 
f(z) = 95/144*z^3 - 221/192*z + 1
*
[ 3/2 ] 
f(z) = 97/144*z^3 - 227/192*z + 1
*
[ 3/2 ] 
f(z) = 97/153*z^3 - 223/204*z + 1
*
[ 3/5 ] 
f(z) = 95/153*z^3 - 227/255*z + 1
*
[ 2/3 ] 
f(z) = 81/149*z^3 - 221/298*z + 1
*
[ -2 ] 
f(z) = 82/141*z^3 - 233/282*z + 1
*
[ -2 ] 
f(z) = 82/143*z^3 - 227/286*z + 1
*
[ -2 ] 
f(z) = 82/145*z^3 - 221/290*z + 1
*
[ -2 ] 
f(z) = 83/143*z^3 - 235/286*z + 1
*
[ -2 ] 
f(z) = 83/145*z^3 - 229/290*z + 1
*
[ -2 ] 
f(z) = 83/147*z^3 - 223/294*z + 1
*
[ -2 ] 
f(z) = 84/145*z^3 - 237/290*z + 1
*
[ -2 ] 
f(z) = 84/149*z^3 - 225/298*z + 1
*
[ -2 ] 
f(z) = 85/147*z^3 - 239/294*z + 1
*
[ -2 ] 
f(z) = 85/149*z^3 - 233/298*z + 1
*
[ 2/3 ] 
f(z) = 90/143*z^3 - 223/286*z + 1
*
[ 2/3 ] 
f(z) = 90/149*z^3 - 229/298*z + 1
*
[ 2/3 ] 
f(z) = 99/145*z^3 - 233/290*z + 1
*
[ 2/3 ] 
f(z) = 99/149*z^3 - 237/298*z + 1
*
[ 3 ] 
f(z) = 80/153*z^3 - 206/51*z + 1
*
[ 3 ] 
f(z) = 82/153*z^3 - 212/51*z + 1
*
[ 3 ] 
f(z) = 83/144*z^3 - 217/48*z + 1
*
[ 3 ] 
f(z) = 83/153*z^3 - 215/51*z + 1
*
[ -3 ] 
f(z) = 89/144*z^3 - 203/48*z + 1
*
[ -3 ] 
f(z) = 91/144*z^3 - 209/48*z + 1
*
[ -3 ] 
f(z) = 91/153*z^3 - 205/51*z + 1
*
[ -3 ] 
f(z) = 92/153*z^3 - 208/51*z + 1
*
[ -3 ] 
f(z) = 94/153*z^3 - 214/51*z + 1
*
[ -3 ] 
f(z) = 95/153*z^3 - 217/51*z + 1
*
22/9 | 0.12381779803957094304429998620268532020 | 0.020547718548238712276501085836762290578
f(z) = 81/140*z^3 - 207/70*z + 1
*
-2 | 0.094868900488574271131447090209527201505 | 0.015820838570299077633843896930005676539
f(z) = 83/140*z^3 - 201/70*z + 1
*
-2 | 0.095579116847032538005767725461077262882 | 0.015913003166362293578381789778170984453
f(z) = 83/148*z^3 - 203/74*z + 1
*
-2 | 0.075840377666528265783076444498685366472 | 0.012606116438342986511679037237832503254
f(z) = 83/156*z^3 - 205/78*z + 1
*
-2 | 0.095725202878042622123890067018208640294 | 0.015885717222030207145473094321473777333
f(z) = 85/148*z^3 - 207/74*z + 1
*
-2 | 0.076015595650103323373613584462181159458 | 0.012594785768118013824876644691890657338
f(z) = 85/156*z^3 - 209/78*z + 1
*
-2 | 0.095072816592112811363765742344821103504 | 0.015752316970071772657497791654129538587
f(z) = 87/140*z^3 - 209/70*z + 1
*
-2 | 0.095854307378067152256073032262762546934 | 0.015856778017299873800518139241247126668
f(z) = 87/148*z^3 - 211/74*z + 1
*
-2 | 0.095145459364406095778802830666271860679 | 0.015714990921997245827258437795242312033
f(z) = 89/140*z^3 - 213/70*z + 1
*
-2 | 0.095966567154304526161823933802250132089 | 0.015826181807497544731694045361839044546
f(z) = 89/148*z^3 - 215/74*z + 1
*
-2 | 0.076316977190747133580819121278250153605 | 0.012566510382432409618734657849887355298
f(z) = 89/156*z^3 - 217/78*z + 1
*
-2 | 0.096061845642471238349248881926872556424 | 0.015793881650426438321960166077951497989
f(z) = 91/148*z^3 - 219/74*z + 1
*
[ 7/20 ] 
f(z) = 80/147*z^3 - 202/105*z + 1
*
[ 4/9 ] 
f(z) = 81/148*z^3 - 201/148*z + 1
*
[ 6/13 ] 
f(z) = 91/144*z^3 - 203/156*z + 1
*
[ 3/7 ] 
f(z) = 98/141*z^3 - 206/141*z + 1
*
[ 5/3 ] 
f(z) = 99/140*z^3 - 219/140*z + 1
*
[ 5/3 ] 
f(z) = 99/145*z^3 - 217/145*z + 1
*
[ 5/3 ] 
f(z) = 99/155*z^3 - 213/155*z + 1
*
[ 7/4 ] 
f(z) = 82/147*z^3 - 215/168*z + 1
*
[ 3/2 ] 
f(z) = 89/144*z^3 - 203/192*z + 1
*
[ 3/2 ] 
f(z) = 91/144*z^3 - 209/192*z + 1
*
[ 3/2 ] 
f(z) = 91/153*z^3 - 205/204*z + 1
*
[ 3/2 ] 
f(z) = 95/153*z^3 - 217/204*z + 1
*
[ 3/5 ] 
f(z) = 80/153*z^3 - 218/255*z + 1
*
[ 3/5 ] 
f(z) = 85/144*z^3 - 211/240*z + 1
*
[ 3/5 ] 
f(z) = 95/144*z^3 - 217/240*z + 1
*
[ -2 ] 
f(z) = 80/141*z^3 - 217/282*z + 1
*
[ -2 ] 
f(z) = 80/143*z^3 - 211/286*z + 1
*
[ 4/3 ] 
f(z) = 81/142*z^3 - 217/284*z + 1
*
[ -2 ] 
f(z) = 81/143*z^3 - 219/286*z + 1
*
[ 2/3 ] 
f(z) = 81/143*z^3 - 215/286*z + 1
*
[ 2/3 ] 
f(z) = 81/145*z^3 - 217/290*z + 1
*
[ -2 ] 
f(z) = 81/145*z^3 - 213/290*z + 1
*
[ 4/3 ] 
f(z) = 81/146*z^3 - 215/292*z + 1
*
[ -2 ] 
f(z) = 81/149*z^3 - 201/298*z + 1
*
[ -2 ] 
f(z) = 82/147*z^3 - 215/294*z + 1
*
[ -2 ] 
f(z) = 82/149*z^3 - 209/298*z + 1
*
[ -2 ] 
f(z) = 83/149*z^3 - 217/298*z + 1
*
[ 5/4 ] 
f(z) = 88/145*z^3 - 217/290*z + 1
*
[ -3 ] 
f(z) = 83/144*z^3 - 185/48*z + 1
*
[ -3 ] 
f(z) = 83/153*z^3 - 181/51*z + 1
*
[ -3 ] 
f(z) = 85/144*z^3 - 191/48*z + 1
*
[ -3 ] 
f(z) = 86/153*z^3 - 190/51*z + 1
*
[ -3 ] 
f(z) = 88/153*z^3 - 196/51*z + 1
*
[ -3 ] 
f(z) = 89/153*z^3 - 199/51*z + 1
*
-2 | 0.094738524926462016384174042164743557822 | 0.015852235982172495156400048223117776766
f(z) = 81/140*z^3 - 197/70*z + 1
*
-2 | 0.095415601039242236575886046911311189043 | 0.015938589494247302624446076474130483975
f(z) = 81/148*z^3 - 199/74*z + 1
*
[ 12/5 ] 
f(z) = 95/144*z^3 - 193/60*z + 1
*
[ -21/8 ] 
f(z) = 80/147*z^3 - 199/84*z + 1
*
-12/7 | 0.20945257849142023188715351259858415750 | 0.027070919428572843005880713605270431316
f(z) = 91/144*z^3 - 191/84*z + 1
*
[ 21/10 ] 
f(z) = 80/147*z^3 - 197/105*z + 1
*
-15/7 | 0.093156909942917339050173237586496294664 | 0.014793598968978145623648758991949373832
f(z) = 98/153*z^3 - 181/102*z + 1
*
[ -9/4 ] 
f(z) = 80/153*z^3 - 184/153*z + 1
*
[ -20/9 ] 
f(z) = 81/140*z^3 - 197/140*z + 1
*
[ 4/9 ] 
f(z) = 81/140*z^3 - 191/140*z + 1
*
[ 1/2 ] 
f(z) = 88/159*z^3 - 181/159*z + 1
*
[ 1/2 ] 
f(z) = 92/159*z^3 - 182/159*z + 1
*
[ 1/2 ] 
f(z) = 96/157*z^3 - 181/157*z + 1
*
[ 11/7 ] 
f(z) = 98/143*z^3 - 190/143*z + 1
*
[ -2 ] 
f(z) = 99/142*z^3 - 183/142*z + 1
*
[ 3/2 ] 
f(z) = 83/144*z^3 - 185/192*z + 1
*
[ 3/2 ] 
f(z) = 85/144*z^3 - 191/192*z + 1
*
[ 3/2 ] 
f(z) = 83/153*z^3 - 181/204*z + 1
*
[ 3/2 ] 
f(z) = 89/153*z^3 - 199/204*z + 1
*
[ 10/7 ] 
f(z) = 91/150*z^3 - 197/210*z + 1
*
[ 7/11 ] 
f(z) = 88/147*z^3 - 188/231*z + 1
*
[ 4/3 ] 
f(z) = 93/152*z^3 - 191/228*z + 1
*
[ 12/19 ] 
f(z) = 95/144*z^3 - 193/228*z + 1
*
[ -2 ] 
f(z) = 80/147*z^3 - 199/294*z + 1
*
[ -2 ] 
f(z) = 80/149*z^3 - 193/298*z + 1
*
[ 6/5 ] 
f(z) = 85/152*z^3 - 182/285*z + 1
*
[ 3/4 ] 
f(z) = 88/141*z^3 - 193/282*z + 1
*
[ 3/4 ] 
f(z) = 88/147*z^3 - 197/294*z + 1
*
[ 6/7 ] 
f(z) = 98/141*z^3 - 191/282*z + 1
*
[ 11/14 ] 
f(z) = 98/143*z^3 - 199/286*z + 1
*
[ 13/14 ] 
f(z) = 98/143*z^3 - 191/286*z + 1
*
[ 38/9 ] 
f(z) = 81/152*z^3 - 166/19*z + 1
*
[ -3 ] 
f(z) = 80/153*z^3 - 172/51*z + 1
*
[ -3 ] 
f(z) = 82/153*z^3 - 178/51*z + 1
*
3/7 | 0.17883318587040255268202840462732653598 | 0.028526150784316424480488289262215437702
f(z) = 98/153*z^3 - 176/51*z + 1
*
[ 12/5 ] 
f(z) = 85/144*z^3 - 169/60*z + 1
*
[ 2 ] 
f(z) = 99/140*z^3 - 163/70*z + 1
*
[ 2 ] 
f(z) = 99/148*z^3 - 161/74*z + 1
*
[ 1/2 ] 
f(z) = 80/141*z^3 - 161/141*z + 1
*
[ 1/2 ] 
f(z) = 80/143*z^3 - 163/143*z + 1
*
[ 1/2 ] 
f(z) = 80/147*z^3 - 167/147*z + 1
*
[ 1/2 ] 
f(z) = 80/149*z^3 - 169/149*z + 1
*
[ 1/2 ] 
f(z) = 80/151*z^3 - 171/151*z + 1
*
[ 1/2 ] 
f(z) = 80/153*z^3 - 173/153*z + 1
*
[ 1/2 ] 
f(z) = 80/157*z^3 - 177/157*z + 1
*
[ 1/2 ] 
f(z) = 80/159*z^3 - 179/159*z + 1
*
[ 5/3 ] 
f(z) = 81/145*z^3 - 167/145*z + 1
*
[ 5/3 ] 
f(z) = 81/155*z^3 - 163/155*z + 1
*
[ 1/2 ] 
f(z) = 84/143*z^3 - 164/143*z + 1
*
[ 1/2 ] 
f(z) = 84/145*z^3 - 166/145*z + 1
*
[ 1/2 ] 
f(z) = 84/149*z^3 - 170/149*z + 1
*
[ 1/2 ] 
f(z) = 84/151*z^3 - 172/151*z + 1
*
[ 1/2 ] 
f(z) = 84/155*z^3 - 176/155*z + 1
*
[ 1/2 ] 
f(z) = 84/157*z^3 - 178/157*z + 1
*
[ 1/2 ] 
f(z) = 88/141*z^3 - 163/141*z + 1
*
[ 1/2 ] 
f(z) = 88/145*z^3 - 167/145*z + 1
*
[ 1/2 ] 
f(z) = 88/147*z^3 - 169/147*z + 1
*
[ 1/2 ] 
f(z) = 88/149*z^3 - 171/149*z + 1
*
[ 1/2 ] 
f(z) = 88/151*z^3 - 173/151*z + 1
*
[ 1/2 ] 
f(z) = 88/153*z^3 - 175/153*z + 1
*
[ 1/2 ] 
f(z) = 88/155*z^3 - 177/155*z + 1
*
[ 1/2 ] 
f(z) = 88/157*z^3 - 179/157*z + 1
*
[ 1/2 ] 
f(z) = 92/141*z^3 - 164/141*z + 1
*
[ 1/2 ] 
f(z) = 92/143*z^3 - 166/143*z + 1
*
[ 1/2 ] 
f(z) = 92/145*z^3 - 168/145*z + 1
*
[ 1/2 ] 
f(z) = 92/147*z^3 - 170/147*z + 1
*
[ 1/2 ] 
f(z) = 92/149*z^3 - 172/149*z + 1
*
[ 1/2 ] 
f(z) = 92/151*z^3 - 174/151*z + 1
*
[ 1/2 ] 
f(z) = 92/153*z^3 - 176/153*z + 1
*
[ 1/2 ] 
f(z) = 92/155*z^3 - 178/155*z + 1
*
[ 1/2 ] 
f(z) = 92/157*z^3 - 180/157*z + 1
*
[ -2 ] 
f(z) = 95/142*z^3 - 167/142*z + 1
*
[ -2 ] 
f(z) = 95/146*z^3 - 161/146*z + 1
*
[ 1/2 ] 
f(z) = 96/143*z^3 - 167/143*z + 1
*
[ 1/2 ] 
f(z) = 96/145*z^3 - 169/145*z + 1
*
[ 1/2 ] 
f(z) = 96/149*z^3 - 173/149*z + 1
*
[ 1/2 ] 
f(z) = 96/151*z^3 - 175/151*z + 1
*
[ 1/2 ] 
f(z) = 96/155*z^3 - 179/155*z + 1
*
[ -2 ] 
f(z) = 97/142*z^3 - 175/142*z + 1
*
[ -2 ] 
f(z) = 97/146*z^3 - 169/146*z + 1
*
[ -2 ] 
f(z) = 97/150*z^3 - 163/150*z + 1
*
[ -2 ] 
f(z) = 99/146*z^3 - 177/146*z + 1
*
[ 7/12 ] 
f(z) = 80/147*z^3 - 170/189*z + 1
*
[ 2/3 ] 
f(z) = 87/140*z^3 - 163/210*z + 1
*
[ 2/3 ] 
f(z) = 93/140*z^3 - 167/210*z + 1
*
[ 2/3 ] 
f(z) = 87/148*z^3 - 169/222*z + 1
*
[ 4/3 ] 
f(z) = 87/152*z^3 - 175/228*z + 1
*
[ 2/3 ] 
f(z) = 93/148*z^3 - 173/222*z + 1
*
[ 8/9 ] 
f(z) = 81/140*z^3 - 163/280*z + 1
*
[ 10/9 ] 
f(z) = 81/145*z^3 - 171/290*z + 1
*
[ 8/9 ] 
f(z) = 81/148*z^3 - 165/296*z + 1
*
[ -38/9 ] 
f(z) = 81/152*z^3 - 157/19*z + 1
*
[ 7/2 ] 
f(z) = 92/147*z^3 - 146/21*z + 1
*
[ 2 ] 
f(z) = 89/140*z^3 - 143/70*z + 1
*
[ 2 ] 
f(z) = 89/148*z^3 - 141/74*z + 1
*
[ 2 ] 
f(z) = 91/148*z^3 - 145/74*z + 1
*
[ 2 ] 
f(z) = 93/140*z^3 - 151/70*z + 1
*
[ 2 ] 
f(z) = 93/148*z^3 - 149/74*z + 1
*
[ -12/5 ] 
f(z) = 95/144*z^3 - 143/60*z + 1
*
[ 2 ] 
f(z) = 95/148*z^3 - 153/74*z + 1
*
[ 2 ] 
f(z) = 95/156*z^3 - 151/78*z + 1
*
[ 2 ] 
f(z) = 97/140*z^3 - 159/70*z + 1
*
[ 2 ] 
f(z) = 97/148*z^3 - 157/74*z + 1
*
[ 2 ] 
f(z) = 97/156*z^3 - 155/78*z + 1
*
[ 2/5 ] 
f(z) = 85/152*z^3 - 151/95*z + 1
*
-5/3 | 0.13854440462959374593528375654637553255 | 0.027995782316892046491911990393820728603
f(z) = 81/140*z^3 - 141/140*z + 1
*
[ 5/9 ] 
f(z) = 81/145*z^3 - 141/145*z + 1
*
-11/9 | 0.14522884722725895517698045777152598351 | 0.028832680926492648704423747029155870330
f(z) = 81/154*z^3 - 149/154*z + 1
*
[ 14/9 ] 
f(z) = 81/154*z^3 - 141/154*z + 1
*
[ 5/9 ] 
f(z) = 81/155*z^3 - 149/155*z + 1
*
[ 3/2 ] 
f(z) = 88/141*z^3 - 151/141*z + 1
*
[ 3/2 ] 
f(z) = 88/147*z^3 - 149/147*z + 1
*
[ 3/2 ] 
f(z) = 88/159*z^3 - 145/159*z + 1
*
[ -2 ] 
f(z) = 89/142*z^3 - 143/142*z + 1
*
[ -2 ] 
f(z) = 91/142*z^3 - 151/142*z + 1
*
[ -2 ] 
f(z) = 91/146*z^3 - 145/146*z + 1
*
[ 3/2 ] 
f(z) = 92/141*z^3 - 160/141*z + 1
*
[ 3/2 ] 
f(z) = 92/147*z^3 - 158/147*z + 1
*
[ 3/2 ] 
f(z) = 92/159*z^3 - 154/159*z + 1
*
[ -2 ] 
f(z) = 93/142*z^3 - 159/142*z + 1
*
[ -2 ] 
f(z) = 93/146*z^3 - 153/146*z + 1
*
[ -2 ] 
f(z) = 93/154*z^3 - 141/154*z + 1
*
[ -2 ] 
f(z) = 95/154*z^3 - 149/154*z + 1
*
[ -2 ] 
f(z) = 95/158*z^3 - 143/158*z + 1
*
[ -2 ] 
f(z) = 97/154*z^3 - 157/154*z + 1
*
[ -2 ] 
f(z) = 97/158*z^3 - 151/158*z + 1
*
[ 4/3 ] 
f(z) = 99/140*z^3 - 141/140*z + 1
*
[ -2 ] 
f(z) = 99/158*z^3 - 159/158*z + 1
*
[ 12/17 ] 
f(z) = 85/144*z^3 - 145/204*z + 1
*
[ 5/7 ] 
f(z) = 91/150*z^3 - 149/210*z + 1
*
[ 38/33 ] 
f(z) = 99/152*z^3 - 153/209*z + 1
*
[ -21/11 ] 
f(z) = 88/147*z^3 - 152/231*z + 1
*
[ 7/2 ] 
f(z) = 80/147*z^3 - 125/21*z + 1
*
2 | 0.18660639264258681234903094001401141484 | 0.029590587811604530617538033483242355007
f(z) = 83/144*z^3 - 137/36*z + 1
*
2 | 0.18813250544549319662793444774836897069 | 0.029764183195359323020052163946881776883
f(z) = 85/144*z^3 - 139/36*z + 1
*
[ 7/2 ] 
f(z) = 88/147*z^3 - 139/21*z + 1
*
[ -7/2 ] 
f(z) = 88/147*z^3 - 127/21*z + 1
*
[ -7/2 ] 
f(z) = 92/147*z^3 - 134/21*z + 1
*
[ 2 ] 
f(z) = 81/140*z^3 - 127/70*z + 1
*
-14/9 | 0.13708983783334686251431164936715888594 | 0.024901286496296326901682861566157977349
f(z) = 81/140*z^3 - 123/70*z + 1
*
[ 2 ] 
f(z) = 81/148*z^3 - 125/74*z + 1
*
[ 2 ] 
f(z) = 83/140*z^3 - 131/70*z + 1
*
[ 2 ] 
f(z) = 83/148*z^3 - 129/74*z + 1
*
[ 2 ] 
f(z) = 83/156*z^3 - 127/78*z + 1
*
[ 2 ] 
f(z) = 85/148*z^3 - 133/74*z + 1
*
[ 2 ] 
f(z) = 85/156*z^3 - 131/78*z + 1
*
[ 2 ] 
f(z) = 87/140*z^3 - 139/70*z + 1
*
[ 2 ] 
f(z) = 87/148*z^3 - 137/74*z + 1
*
[ 2 ] 
f(z) = 89/156*z^3 - 139/78*z + 1
*
[ 12/7 ] 
f(z) = 91/144*z^3 - 121/84*z + 1
*
[ 7/4 ] 
f(z) = 92/147*z^3 - 125/84*z + 1
*
[ 14/9 ] 
f(z) = 81/152*z^3 - 124/133*z + 1
*
[ 3/2 ] 
f(z) = 80/141*z^3 - 133/141*z + 1
*
[ 3/2 ] 
f(z) = 80/147*z^3 - 131/147*z + 1
*
[ 3/2 ] 
f(z) = 80/159*z^3 - 127/159*z + 1
*
[ 5/9 ] 
f(z) = 81/140*z^3 - 137/140*z + 1
*
[ 13/9 ] 
f(z) = 81/143*z^3 - 125/143*z + 1
*
[ -19/9 ] 
f(z) = 81/152*z^3 - 137/152*z + 1
*
[ -2 ] 
f(z) = 85/142*z^3 - 127/142*z + 1
*
[ -2 ] 
f(z) = 85/146*z^3 - 121/146*z + 1
*
[ -2 ] 
f(z) = 87/142*z^3 - 135/142*z + 1
*
[ -2 ] 
f(z) = 87/146*z^3 - 129/146*z + 1
*
[ -2 ] 
f(z) = 89/146*z^3 - 137/146*z + 1
*
[ -2 ] 
f(z) = 89/150*z^3 - 131/150*z + 1
*
[ -2 ] 
f(z) = 89/154*z^3 - 125/154*z + 1
*
[ -2 ] 
f(z) = 91/150*z^3 - 139/150*z + 1
*
[ -2 ] 
f(z) = 91/158*z^3 - 127/158*z + 1
*
[ -2 ] 
f(z) = 93/158*z^3 - 135/158*z + 1
*
[ 5/4 ] 
f(z) = 96/145*z^3 - 121/145*z + 1
*
[ 9/7 ] 
f(z) = 98/153*z^3 - 128/153*z + 1
*
[ 4/3 ] 
f(z) = 99/148*z^3 - 139/148*z + 1
*
[ 2/3 ] 
f(z) = 99/158*z^3 - 123/158*z + 1
*
[ 38/27 ] 
f(z) = 81/152*z^3 - 131/171*z + 1
*
[ 2/3 ] 
f(z) = 83/152*z^3 - 127/171*z + 1
*
[ 2/3 ] 
f(z) = 85/152*z^3 - 128/171*z + 1
*
[ 2/3 ] 
f(z) = 89/152*z^3 - 130/171*z + 1
*
[ 2/3 ] 
f(z) = 91/152*z^3 - 131/171*z + 1
*
[ 2/3 ] 
f(z) = 97/152*z^3 - 134/171*z + 1
*
[ 7/6 ] 
f(z) = 88/147*z^3 - 127/189*z + 1
*
[ 7/6 ] 
f(z) = 92/147*z^3 - 134/189*z + 1
*
[ 4/5 ] 
f(z) = 95/144*z^3 - 121/180*z + 1
*
[ 3/4 ] 
f(z) = 92/153*z^3 - 137/204*z + 1
*
[ 21/22 ] 
f(z) = 88/147*z^3 - 137/231*z + 1
*
[ -7/2 ] 
f(z) = 80/147*z^3 - 113/21*z + 1
*
-2 | 0.081675516387747744732909331469160009447 | 0.013609376796742174516373306642765836936
f(z) = 83/144*z^3 - 101/36*z + 1
*
-2 | 0.081805320039096461259218337556726396373 | 0.013586613984470629085131585322799752172
f(z) = 85/144*z^3 - 103/36*z + 1
*
-2 | 0.082011323004765141948205371831330046615 | 0.013535179985210783893260581543406919062
f(z) = 89/144*z^3 - 107/36*z + 1
*
-2 | 0.082086823544685275670043045340606588702 | 0.013506359910295083904583146644175437765
f(z) = 91/144*z^3 - 109/36*z + 1
*
-2 | 0.082178776511336790332866855620892579600 | 0.013441780925810556602698039684474024548
f(z) = 95/144*z^3 - 113/36*z + 1
*
-2 | 0.082192522074699705087281551553421035011 | 0.013405559591654963221751370335633381277
f(z) = 97/144*z^3 - 115/36*z + 1
*
[ 4/9 ] 
f(z) = 81/152*z^3 - 103/76*z + 1
*
[ -12/5 ] 
f(z) = 85/144*z^3 - 119/60*z + 1
*
[ 3/2 ] 
f(z) = 94/153*z^3 - 107/102*z + 1
*
[ 7/5 ] 
f(z) = 95/147*z^3 - 103/105*z + 1
*
[ 3/2 ] 
f(z) = 98/153*z^3 - 113/102*z + 1
*
[ -2 ] 
f(z) = 81/142*z^3 - 111/142*z + 1
*
[ 2/3 ] 
f(z) = 81/142*z^3 - 107/142*z + 1
*
[ 2/3 ] 
f(z) = 81/146*z^3 - 109/146*z + 1
*
[ -2 ] 
f(z) = 81/146*z^3 - 105/146*z + 1
*
[ 4/3 ] 
f(z) = 81/148*z^3 - 107/148*z + 1
*
[ 2/3 ] 
f(z) = 81/154*z^3 - 113/154*z + 1
*
[ 2/3 ] 
f(z) = 81/158*z^3 - 115/158*z + 1
*
[ -2 ] 
f(z) = 83/142*z^3 - 119/142*z + 1
*
[ -2 ] 
f(z) = 83/146*z^3 - 113/146*z + 1
*
[ -2 ] 
f(z) = 83/150*z^3 - 107/150*z + 1
*
[ -2 ] 
f(z) = 83/154*z^3 - 101/154*z + 1
*
[ -2 ] 
f(z) = 85/154*z^3 - 109/154*z + 1
*
[ -2 ] 
f(z) = 85/158*z^3 - 103/158*z + 1
*
[ -2 ] 
f(z) = 87/154*z^3 - 117/154*z + 1
*
[ -2 ] 
f(z) = 87/158*z^3 - 111/158*z + 1
*
[ -2 ] 
f(z) = 89/158*z^3 - 119/158*z + 1
*
[ 5/4 ] 
f(z) = 96/155*z^3 - 119/155*z + 1
*
[ -13/7 ] 
f(z) = 98/143*z^3 - 118/143*z + 1
*
[ 5/7 ] 
f(z) = 98/145*z^3 - 108/145*z + 1
*
[ 5/7 ] 
f(z) = 98/155*z^3 - 112/155*z + 1
*
[ 2/3 ] 
f(z) = 99/142*z^3 - 115/142*z + 1
*
[ 2/3 ] 
f(z) = 99/146*z^3 - 117/146*z + 1
*
[ 7/8 ] 
f(z) = 88/147*z^3 - 101/168*z + 1
*
[ 7/6 ] 
f(z) = 80/147*z^3 - 113/189*z + 1
*
[ 4/5 ] 
f(z) = 85/144*z^3 - 113/180*z + 1
*
[ -2 ] 
f(z) = 93/140*z^3 - 81/70*z + 1
*
[ -2 ] 
f(z) = 97/140*z^3 - 89/70*z + 1
*
[ -2 ] 
f(z) = 97/148*z^3 - 83/74*z + 1
*
[ -2 ] 
f(z) = 99/140*z^3 - 93/70*z + 1
*
[ -2 ] 
f(z) = 99/148*z^3 - 87/74*z + 1
*
[ -21/10 ] 
f(z) = 80/147*z^3 - 97/105*z + 1
*
[ 7/5 ] 
f(z) = 80/147*z^3 - 82/105*z + 1
*
[ 3/2 ] 
f(z) = 82/153*z^3 - 89/102*z + 1
*
[ 7/5 ] 
f(z) = 85/147*z^3 - 89/105*z + 1
*
[ 3/2 ] 
f(z) = 86/153*z^3 - 95/102*z + 1
*
[ 3/4 ] 
f(z) = 80/141*z^3 - 92/141*z + 1
*
[ 3/4 ] 
f(z) = 80/147*z^3 - 94/147*z + 1
*
[ 3/4 ] 
f(z) = 80/159*z^3 - 98/159*z + 1
*
[ 7/9 ] 
f(z) = 81/140*z^3 - 89/140*z + 1
*
[ 11/9 ] 
f(z) = 81/143*z^3 - 95/143*z + 1
*
[ 8/9 ] 
f(z) = 81/152*z^3 - 83/152*z + 1
*
[ -2 ] 
f(z) = 81/158*z^3 - 87/158*z + 1
*
[ -2 ] 
f(z) = 83/158*z^3 - 95/158*z + 1
*
[ 12/13 ] 
f(z) = 91/144*z^3 - 97/156*z + 1
*
[ 2/9 ] 
f(z) = 81/152*z^3 - 67/19*z + 1
*
[ 2 ] 
f(z) = 83/144*z^3 - 65/36*z + 1
*
[ 2 ] 
f(z) = 85/144*z^3 - 67/36*z + 1
*
[ 2 ] 
f(z) = 89/144*z^3 - 71/36*z + 1
*
[ 2 ] 
f(z) = 91/144*z^3 - 73/36*z + 1
*
[ 2 ] 
f(z) = 95/144*z^3 - 77/36*z + 1
*
[ 2 ] 
f(z) = 97/144*z^3 - 79/36*z + 1
*
[ 3/7 ] 
f(z) = 98/153*z^3 - 74/51*z + 1
*
[ 14/9 ] 
f(z) = 81/140*z^3 - 73/70*z + 1
*
[ -2 ] 
f(z) = 83/140*z^3 - 61/70*z + 1
*
-6/5 | 0.15187374213875852248723870797530714447 | 0.023025893875226266879434533406149906022
f(z) = 85/144*z^3 - 61/60*z + 1
*
[ -2 ] 
f(z) = 87/140*z^3 - 69/70*z + 1
*
[ -2 ] 
f(z) = 87/148*z^3 - 63/74*z + 1
*
[ -2 ] 
f(z) = 89/140*z^3 - 73/70*z + 1
*
[ -2 ] 
f(z) = 89/148*z^3 - 67/74*z + 1
*
[ -2 ] 
f(z) = 89/156*z^3 - 61/78*z + 1
*
[ -2 ] 
f(z) = 91/148*z^3 - 71/74*z + 1
*
[ -2 ] 
f(z) = 93/148*z^3 - 75/74*z + 1
*
-6/5 | 0.13108454778343992787574677080838535383 | 0.019595276564231075223448346906520337286
f(z) = 95/144*z^3 - 67/60*z + 1
*
[ -2 ] 
f(z) = 95/148*z^3 - 79/74*z + 1
*
[ -2 ] 
f(z) = 95/156*z^3 - 73/78*z + 1
*
[ -2 ] 
f(z) = 97/156*z^3 - 77/78*z + 1
*
[ 4/3 ] 
f(z) = 99/152*z^3 - 69/76*z + 1
*
[ 7/10 ] 
f(z) = 80/147*z^3 - 73/105*z + 1
*
[ 3/4 ] 
f(z) = 88/153*z^3 - 67/102*z + 1
*
[ 6/7 ] 
f(z) = 98/153*z^3 - 65/102*z + 1
*
-2 | 0.095715048323851537413534582895323071307 | 0.015975234030225915630746434846282793824
f(z) = 81/152*z^3 - 50/19*z + 1
*
-2 | 0.095893494519150105181157055769339578405 | 0.015952292875529208573376366801967162920
f(z) = 83/152*z^3 - 51/19*z + 1
*
-2 | 0.096054531693403094174203571392683606593 | 0.015927631363279235187875682658157374786
f(z) = 85/152*z^3 - 52/19*z + 1
*
-2 | 0.096198973250944070275610268242359812478 | 0.015901357301576458795716424595443745267
f(z) = 87/152*z^3 - 53/19*z + 1
*
-2 | 0.096327274571395629264070650110582323894 | 0.015873519938681126555425098871904575399
f(z) = 89/152*z^3 - 54/19*z + 1
*
-2 | 0.096439604036164183939781941163377456090 | 0.015844122439715453756170350558292445159
f(z) = 91/152*z^3 - 55/19*z + 1
*
-2 | 0.096535880496863110790634024940705123587 | 0.015813128605942095085286464066601393892
f(z) = 93/152*z^3 - 56/19*z + 1
*
-2 | 0.096678770805991165359494189178459188805 | 0.015746024210005136995854432064708079388
f(z) = 97/152*z^3 - 58/19*z + 1
*
-2 | 0.096724015232145631352833201833267469164 | 0.015709654923070483472256500181468010955
f(z) = 99/152*z^3 - 59/19*z + 1
*
[ -2 ] 
f(z) = 95/144*z^3 - 41/36*z + 1
*
[ -2 ] 
f(z) = 97/144*z^3 - 43/36*z + 1
*
[ 3/2 ] 
f(z) = 80/153*z^3 - 43/51*z + 1
*
[ 2/3 ] 
f(z) = 87/152*z^3 - 43/57*z + 1
*
[ 7/4 ] 
f(z) = 88/147*z^3 - 59/42*z + 1
*
[ 3/2 ] 
f(z) = 88/153*z^3 - 49/51*z + 1
*
[ 3/2 ] 
f(z) = 92/153*z^3 - 52/51*z + 1
*
[ 2/3 ] 
f(z) = 93/152*z^3 - 44/57*z + 1
*
[ -2 ] 
f(z) = 81/140*z^3 - 57/70*z + 1
*
[ 2/3 ] 
f(z) = 81/140*z^3 - 53/70*z + 1
*
[ 10/9 ] 
f(z) = 81/140*z^3 - 43/70*z + 1
*
[ 2/3 ] 
f(z) = 81/148*z^3 - 55/74*z + 1
*
[ -2 ] 
f(z) = 81/148*z^3 - 51/74*z + 1
*
[ 4/3 ] 
f(z) = 81/152*z^3 - 53/76*z + 1
*
[ -2 ] 
f(z) = 83/148*z^3 - 55/74*z + 1
*
[ -2 ] 
f(z) = 83/156*z^3 - 49/78*z + 1
*
[ 6/5 ] 
f(z) = 85/144*z^3 - 41/60*z + 1
*
[ -2 ] 
f(z) = 85/148*z^3 - 59/74*z + 1
*
[ -2 ] 
f(z) = 85/156*z^3 - 53/78*z + 1
*
[ 6/5 ] 
f(z) = 95/144*z^3 - 47/60*z + 1
*
[ 2/3 ] 
f(z) = 99/140*z^3 - 57/70*z + 1
*
[ 2/3 ] 
f(z) = 99/148*z^3 - 59/74*z + 1
*
[ 7/8 ] 
f(z) = 80/147*z^3 - 47/84*z + 1
*
[ 10/9 ] 
f(z) = 81/152*z^3 - 53/95*z + 1
*
[ 6/7 ] 
f(z) = 91/144*z^3 - 53/84*z + 1
*
[ 21/20 ] 
f(z) = 80/147*z^3 - 58/105*z + 1
*
[ 2 ] 
f(z) = 81/152*z^3 - 31/19*z + 1
*
[ 2 ] 
f(z) = 83/152*z^3 - 32/19*z + 1
*
[ 2 ] 
f(z) = 85/152*z^3 - 33/19*z + 1
*
[ 2 ] 
f(z) = 87/152*z^3 - 34/19*z + 1
*
[ 2 ] 
f(z) = 89/152*z^3 - 35/19*z + 1
*
[ 2 ] 
f(z) = 91/152*z^3 - 36/19*z + 1
*
[ 2 ] 
f(z) = 93/152*z^3 - 37/19*z + 1
*
[ 2 ] 
f(z) = 97/152*z^3 - 39/19*z + 1
*
[ 2 ] 
f(z) = 99/152*z^3 - 40/19*z + 1
*
[ -2 ] 
f(z) = 99/152*z^3 - 21/19*z + 1
*
[ 7/4 ] 
f(z) = 80/147*z^3 - 26/21*z + 1
*
[ -2 ] 
f(z) = 83/144*z^3 - 29/36*z + 1
*
[ -2 ] 
f(z) = 85/144*z^3 - 31/36*z + 1
*
[ -2 ] 
f(z) = 89/144*z^3 - 35/36*z + 1
*
[ -2 ] 
f(z) = 91/144*z^3 - 37/36*z + 1
*
[ 3/4 ] 
f(z) = 80/153*z^3 - 32/51*z + 1
*
[ 2/3 ] 
f(z) = 81/152*z^3 - 14/19*z + 1
*
[ -2 ] 
f(z) = 81/152*z^3 - 12/19*z + 1
*
[ -2 ] 
f(z) = 83/152*z^3 - 13/19*z + 1
*
[ -2 ] 
f(z) = 85/152*z^3 - 14/19*z + 1
*
[ -2 ] 
f(z) = 87/152*z^3 - 15/19*z + 1
*
[ -2 ] 
f(z) = 89/152*z^3 - 16/19*z + 1
*
[ -2 ] 
f(z) = 91/152*z^3 - 17/19*z + 1
*
[ -2 ] 
f(z) = 93/152*z^3 - 18/19*z + 1
*
[ -2 ] 
f(z) = 97/152*z^3 - 20/19*z + 1
*
[ 2/3 ] 
f(z) = 99/152*z^3 - 15/19*z + 1
*
[ -1 ]
f(z) = 82/141*z^3 + 200/141*z + 1
*
[ 13/2 ] 
f(z) = 92/169*z^3 - 288/13*z + 1
*
[ -13/2 ] 
f(z) = 92/169*z^3 - 284/13*z + 1
*
[ -13/2 ] 
f(z) = 96/169*z^3 - 297/13*z + 1
*
[ 4 ] 
f(z) = 83/176*z^3 - 299/44*z + 1
*
[ -4 ] 
f(z) = 85/176*z^3 - 285/44*z + 1
*
[ -4 ] 
f(z) = 87/176*z^3 - 293/44*z + 1
*
[ 2/9 ] 
f(z) = 81/164*z^3 - 289/82*z + 1
*
[ -8/3 ] 
f(z) = 87/160*z^3 - 299/120*z + 1
*
[ -18/7 ] 
f(z) = 91/162*z^3 - 293/126*z + 1
*
[ 13/6 ] 
f(z) = 87/169*z^3 - 293/156*z + 1
*
[ -5/2 ] 
f(z) = 97/175*z^3 - 289/140*z + 1
*
[ -5/2 ] 
f(z) = 99/175*z^3 - 299/140*z + 1
*
-5/3 | 0.11883613073619273752550732751304215978 | 0.020971970039866297767938828485889735518
f(z) = 81/160*z^3 - 289/160*z + 1
*
[ 2 ] 
f(z) = 91/162*z^3 - 283/162*z + 1
*
[ 2 ] 
f(z) = 91/166*z^3 - 281/166*z + 1
*
[ 2 ] 
f(z) = 93/166*z^3 - 289/166*z + 1
*
[ 2 ] 
f(z) = 93/170*z^3 - 287/170*z + 1
*
[ 2 ] 
f(z) = 93/178*z^3 - 283/178*z + 1
*
[ 2 ] 
f(z) = 95/162*z^3 - 299/162*z + 1
*
[ 2 ] 
f(z) = 95/166*z^3 - 297/166*z + 1
*
[ 2 ] 
f(z) = 95/174*z^3 - 293/174*z + 1
*
[ 2 ] 
f(z) = 95/178*z^3 - 291/178*z + 1
*
[ 2 ] 
f(z) = 97/178*z^3 - 299/178*z + 1
*
2/3 | 0.16733619540441572613490469202433452075 | 0.029354942865416755594666512929110618671
f(z) = 99/170*z^3 - 299/170*z + 1
*
[ -7/3 ] 
f(z) = 99/175*z^3 - 289/175*z + 1
*
20/27 | 0.22960191476730912385158756633663108655 | 0.029589346880951317961169156349183367041
f(z) = 81/160*z^3 - 293/180*z + 1
*
[ -12/5 ] 
f(z) = 85/162*z^3 - 289/180*z + 1
*
[ -20/9 ] 
f(z) = 99/160*z^3 - 289/180*z + 1
*
-15/8 | 0.21486284146197488143903135910644392980 | 0.029475215559143673048067682315374891366
f(z) = 96/175*z^3 - 293/210*z + 1
*
[ -13/6 ] 
f(z) = 98/169*z^3 - 295/234*z + 1
*
[ 12/7 ] 
f(z) = 98/171*z^3 - 289/228*z + 1
*
-2 | 0.12802452268665715540651733934743138188 | 0.018082492020059093963384762091157163897
f(z) = 91/160*z^3 - 297/280*z + 1
*
[ 13/23 ] 
f(z) = 92/169*z^3 - 282/299*z + 1
*
[ 13/2 ] 
f(z) = 84/169*z^3 - 262/13*z + 1
*
[ 13/2 ] 
f(z) = 88/169*z^3 - 275/13*z + 1
*
[ -13/2 ] 
f(z) = 88/169*z^3 - 271/13*z + 1
*
34/9 | 0.18143261712680825348600854570669913373 | 0.025989466828321341952899365693225152609
f(z) = 81/160*z^3 - 269/40*z + 1
*
[ -4 ] 
f(z) = 81/176*z^3 - 269/44*z + 1
*
[ -4 ] 
f(z) = 83/176*z^3 - 277/44*z + 1
*
[ 13/4 ] 
f(z) = 92/169*z^3 - 263/52*z + 1
*
[ -10/3 ] 
f(z) = 81/175*z^3 - 269/70*z + 1
*
5/2 | 0.19907031666170012034618061133289567523 | 0.027719524890446701674786384728384125217
f(z) = 94/175*z^3 - 263/70*z + 1
*
[ -14/5 ] 
f(z) = 85/168*z^3 - 274/105*z + 1
*
2/5 | 0.18874189614639304615314633711366551473 | 0.024570775628651473752205663894432200640
f(z) = 85/168*z^3 - 271/105*z + 1
*
6/5 | 0.22471831437856692635003879392872981153 | 0.029157452641438903359679898301707061967
f(z) = 95/168*z^3 - 278/105*z + 1
*
2/5 | 0.16050190375545493960657015118341664918 | 0.020884426303531125281139563630662303671
f(z) = 95/168*z^3 - 272/105*z + 1
*
[ -5/2 ] 
f(z) = 93/175*z^3 - 269/140*z + 1
*
[ 2 ] 
f(z) = 87/166*z^3 - 265/166*z + 1
*
[ 2 ] 
f(z) = 87/170*z^3 - 263/170*z + 1
*
[ 2 ] 
f(z) = 89/162*z^3 - 275/162*z + 1
*
[ 2 ] 
f(z) = 89/166*z^3 - 273/166*z + 1
*
[ 2 ] 
f(z) = 89/170*z^3 - 271/170*z + 1
*
[ 2 ] 
f(z) = 89/174*z^3 - 269/174*z + 1
*
[ 2 ] 
f(z) = 91/170*z^3 - 279/170*z + 1
*
[ 2 ] 
f(z) = 91/174*z^3 - 277/174*z + 1
*
[ 2 ] 
f(z) = 91/178*z^3 - 275/178*z + 1
*
-11/7 | 0.14315223958938036670463954001083550164 | 0.025536442046368472038330117322160291639
f(z) = 98/165*z^3 - 272/165*z + 1
*
35/24 | 0.18283036506275048052170032250546772071 | 0.025378480879743322106443649771360731289
f(z) = 96/175*z^3 - 269/210*z + 1
*
[ -13/6 ] 
f(z) = 94/169*z^3 - 269/234*z + 1
*
[ 13/2 ] 
f(z) = 80/169*z^3 - 249/13*z + 1
*
[ -13/2 ] 
f(z) = 80/169*z^3 - 245/13*z + 1
*
[ -13/2 ] 
f(z) = 84/169*z^3 - 258/13*z + 1
*
2/9 | 0.11010636225779121287903943953043043146 | 0.016005330351775149056358256823971439814
f(z) = 81/176*z^3 - 243/44*z + 1
*
-18/5 | 0.22428174887914200824881744198260925569 | 0.026587687831395366166028698623476959509
f(z) = 85/162*z^3 - 256/45*z + 1
*
[ 3 ] 
f(z) = 94/171*z^3 - 244/57*z + 1
*
[ 3 ] 
f(z) = 97/171*z^3 - 253/57*z + 1
*
[ 3 ] 
f(z) = 98/171*z^3 - 256/57*z + 1
*
[ 10/3 ] 
f(z) = 99/160*z^3 - 247/40*z + 1
*
5/2 | 0.20163260146736967897221549623361391562 | 0.028388964414820168731799122017169156577
f(z) = 86/175*z^3 - 243/70*z + 1
*
[ -39/14 ] 
f(z) = 98/169*z^3 - 245/78*z + 1
*
-12/5 | 0.089159890461757982096802016077371979858 | 0.011509996106460722608984094744296324445
f(z) = 85/162*z^3 - 257/90*z + 1
*
-2 | 0.098520928501372985579507116137664632398 | 0.015947202933950990455496998825374270007
f(z) = 99/172*z^3 - 241/86*z + 1
*
[ 20/9 ] 
f(z) = 81/175*z^3 - 243/140*z + 1
*
[ -5/2 ] 
f(z) = 89/175*z^3 - 249/140*z + 1
*
[ 2 ] 
f(z) = 81/166*z^3 - 241/166*z + 1
*
[ 2 ] 
f(z) = 83/162*z^3 - 251/162*z + 1
*
[ 2 ] 
f(z) = 83/170*z^3 - 247/170*z + 1
*
[ 2 ] 
f(z) = 83/174*z^3 - 245/174*z + 1
*
[ 2 ] 
f(z) = 83/178*z^3 - 243/178*z + 1
*
[ 2 ] 
f(z) = 85/162*z^3 - 259/162*z + 1
*
[ 2 ] 
f(z) = 85/166*z^3 - 257/166*z + 1
*
[ 2 ] 
f(z) = 85/174*z^3 - 253/174*z + 1
*
[ 2 ] 
f(z) = 85/178*z^3 - 251/178*z + 1
*
[ 2 ] 
f(z) = 87/178*z^3 - 259/178*z + 1
*
[ -7/3 ] 
f(z) = 90/161*z^3 - 260/161*z + 1
*
[ 3/7 ] 
f(z) = 98/177*z^3 - 254/177*z + 1
*
[ 39/20 ] 
f(z) = 80/169*z^3 - 256/195*z + 1
*
[ 4/9 ] 
f(z) = 99/160*z^3 - 247/180*z + 1
*
-12/7 | 0.17875175802612297956715142462726484774 | 0.026985204988009048088839159587919174735
f(z) = 98/171*z^3 - 251/228*z + 1
*
[ 20/13 ] 
f(z) = 91/160*z^3 - 259/260*z + 1
*
[ 14/9 ] 
f(z) = 81/160*z^3 - 243/280*z + 1
*
[ 3/5 ] 
f(z) = 85/171*z^3 - 241/285*z + 1
*
[ 10/7 ] 
f(z) = 91/160*z^3 - 241/280*z + 1
*
10/3 | 0.094024540804395621088564007183404890577 | 0.013786556479749479686740962611424848540
f(z) = 81/160*z^3 - 229/40*z + 1
*
2/9 | 0.16644304390618545317209386580048449298 | 0.024532993925600313667541492170757344191
f(z) = 81/160*z^3 - 221/40*z + 1
*
[ 13/4 ] 
f(z) = 84/169*z^3 - 237/52*z + 1
*
[ 3 ] 
f(z) = 88/171*z^3 - 226/57*z + 1
*
[ 3 ] 
f(z) = 89/171*z^3 - 229/57*z + 1
*
[ 3 ] 
f(z) = 91/171*z^3 - 235/57*z + 1
*
[ -13/4 ] 
f(z) = 92/169*z^3 - 231/52*z + 1
*
[ 3 ] 
f(z) = 92/171*z^3 - 238/57*z + 1
*
[ -10/3 ] 
f(z) = 99/160*z^3 - 223/40*z + 1
*
[ 8/3 ] 
f(z) = 81/176*z^3 - 233/88*z + 1
*
-2 | 0.097770605404771901418671744154613970990 | 0.016050834270054097648293329206279482919
f(z) = 89/172*z^3 - 221/86*z + 1
*
-2 | 0.097410517835679475144660656393223288661 | 0.015968102422484464555087621818532281751
f(z) = 91/164*z^3 - 223/82*z + 1
*
-2 | 0.097948885349817735669213431251208601772 | 0.016032888505968352449279371974468843377
f(z) = 91/172*z^3 - 225/86*z + 1
*
-2 | 0.097549950052241798299828826896197393461 | 0.015944491709525554632234418298833458715
f(z) = 93/164*z^3 - 227/82*z + 1
*
-2 | 0.098112179887945177548145272727558745155 | 0.016013428219151722127216195425951309052
f(z) = 93/172*z^3 - 229/86*z + 1
*
-3/5 | 0.18287080953860278474679602524996155601 | 0.023964367670526072156937898895649954320
f(z) = 95/162*z^3 - 229/90*z + 1
*
-2 | 0.097675395559712949958730990267783758056 | 0.015919544050734040999619775987176512114
f(z) = 95/164*z^3 - 231/82*z + 1
*
-2 | 0.098261527351915602163394220800431025006 | 0.015992603935362509825642056432530122144
f(z) = 95/172*z^3 - 233/86*z + 1
*
-2 | 0.097787083055508316247436916907846988530 | 0.015893276680080292182991985501717718200
f(z) = 97/164*z^3 - 235/82*z + 1
*
-2 | 0.098397627491621533193322894673249707269 | 0.015970510705773539184046335798877571064
f(z) = 97/172*z^3 - 237/86*z + 1
*
-2 | 0.097885046882210755735839553671727156087 | 0.015865676316775032848319345057979496074
f(z) = 99/164*z^3 - 239/82*z + 1
*
[ 13/6 ] 
f(z) = 88/169*z^3 - 223/117*z + 1
*
[ 13/6 ] 
f(z) = 92/169*z^3 - 236/117*z + 1
*
[ -5/2 ] 
f(z) = 87/175*z^3 - 239/140*z + 1
*
[ 13/33 ] 
f(z) = 99/169*z^3 - 233/143*z + 1
*
[ 4/9 ] 
f(z) = 81/164*z^3 - 221/164*z + 1
*
[ 2 ] 
f(z) = 81/170*z^3 - 239/170*z + 1
*
[ 4/9 ] 
f(z) = 81/172*z^3 - 231/172*z + 1
*
[ 2 ] 
f(z) = 81/178*z^3 - 235/178*z + 1
*
[ 7/4 ] 
f(z) = 96/161*z^3 - 225/161*z + 1
*
[ 3/7 ] 
f(z) = 98/165*z^3 - 238/165*z + 1
*
[ 3/5 ] 
f(z) = 80/171*z^3 - 238/285*z + 1
*
[ 5/8 ] 
f(z) = 88/175*z^3 - 223/280*z + 1
*
[ 35/9 ] 
f(z) = 81/175*z^3 - 219/35*z + 1
*
[ -35/9 ] 
f(z) = 81/175*z^3 - 201/35*z + 1
*
[ 3 ] 
f(z) = 80/171*z^3 - 202/57*z + 1
*
[ 3 ] 
f(z) = 82/171*z^3 - 208/57*z + 1
*
[ 3 ] 
f(z) = 83/171*z^3 - 211/57*z + 1
*
[ -13/4 ] 
f(z) = 84/169*z^3 - 205/52*z + 1
*
12/5 | 0.20685355411350381560926765205435006198 | 0.025096795022671372098986397903328079518
f(z) = 85/162*z^3 - 211/45*z + 1
*
[ 3 ] 
f(z) = 85/171*z^3 - 217/57*z + 1
*
[ 3 ] 
f(z) = 86/171*z^3 - 220/57*z + 1
*
[ -3 ] 
f(z) = 94/171*z^3 - 206/57*z + 1
*
[ -3 ] 
f(z) = 97/171*z^3 - 215/57*z + 1
*
[ -3 ] 
f(z) = 98/171*z^3 - 218/57*z + 1
*
-8/3 | 0.12758961898170461303059336052762004131 | 0.019072834387785989381737296554061815796
f(z) = 99/160*z^3 - 201/40*z + 1
*
-5/2 | 0.20107684802950431376200372232950226050 | 0.028964608053923849785706354788632782032
f(z) = 94/175*z^3 - 207/70*z + 1
*
[ 13/5 ] 
f(z) = 95/169*z^3 - 207/65*z + 1
*
-2 | 0.096474782459242205007617035489088463572 | 0.016062122871516137131745297430509521786
f(z) = 81/164*z^3 - 203/82*z + 1
*
-2 | 0.096862553645015723779673089249784939371 | 0.016100402810931946154684762253187570010
f(z) = 81/172*z^3 - 205/86*z + 1
*
-2 | 0.096698778941569327754838039329982839658 | 0.016047283388246921761764280508578123650
f(z) = 83/164*z^3 - 207/82*z + 1
*
-2 | 0.097126416897675226353668711253419178714 | 0.016092571567575083184072156121735225489
f(z) = 83/172*z^3 - 209/86*z + 1
*
-2 | 0.096902187147498232821729052160992884598 | 0.016030124394183610986544148335488706917
f(z) = 85/164*z^3 - 211/82*z + 1
*
-2 | 0.097362252809575375502715639401083751711 | 0.016081134394313179653810732549582266682
f(z) = 85/172*z^3 - 213/86*z + 1
*
-2 | 0.097087576109283423377579043486516033213 | 0.016011051310027552461312768876346623052
f(z) = 87/164*z^3 - 215/82*z + 1
*
-2 | 0.097575816667714478412642198955978043181 | 0.016067034601808383519022322816345951078
f(z) = 87/172*z^3 - 217/86*z + 1
*
-2 | 0.097256641641547742052913708027454165967 | 0.015990322458737060986086039101102777109
f(z) = 89/164*z^3 - 219/82*z + 1
*
2/3 | 0.19364475036982987015677624727283106839 | 0.028779229989490314981469411241016682890
f(z) = 87/160*z^3 - 209/120*z + 1
*
[ -5/2 ] 
f(z) = 81/175*z^3 - 209/140*z + 1
*
[ -5/2 ] 
f(z) = 83/175*z^3 - 219/140*z + 1
*
[ -7/3 ] 
f(z) = 81/161*z^3 - 211/161*z + 1
*
[ 17/9 ] 
f(z) = 81/170*z^3 - 209/170*z + 1
*
[ 1/2 ] 
f(z) = 88/179*z^3 - 201/179*z + 1
*
[ 1/2 ] 
f(z) = 92/179*z^3 - 202/179*z + 1
*
[ 7/4 ] 
f(z) = 96/175*z^3 - 219/175*z + 1
*
[ 1/2 ] 
f(z) = 96/179*z^3 - 203/179*z + 1
*
[ -15/7 ] 
f(z) = 98/165*z^3 - 208/165*z + 1
*
[ 5/3 ] 
f(z) = 99/160*z^3 - 211/160*z + 1
*
[ 5/3 ] 
f(z) = 99/170*z^3 - 207/170*z + 1
*
[ 13/8 ] 
f(z) = 92/169*z^3 - 219/208*z + 1
*
[ -13/6 ] 
f(z) = 86/169*z^3 - 217/234*z + 1
*
[ 3/2 ] 
f(z) = 97/171*z^3 - 215/228*z + 1
*
[ 13/21 ] 
f(z) = 84/169*z^3 - 220/273*z + 1
*
[ 26/7 ] 
f(z) = 98/169*z^3 - 189/26*z + 1
*
[ 4 ] 
f(z) = 99/160*z^3 - 183/20*z + 1
*
[ 10/3 ] 
f(z) = 81/160*z^3 - 197/40*z + 1
*
10/9 | 0.13711481772373646593224417513685720522 | 0.020822955436718671867473297349441761267
f(z) = 81/160*z^3 - 181/40*z + 1
*
2/9 | 0.17224285158804786872205523336861292381 | 0.025786405261122605236250577393697897013
f(z) = 81/176*z^3 - 199/44*z + 1
*
[ -3 ] 
f(z) = 86/171*z^3 - 182/57*z + 1
*
[ -3 ] 
f(z) = 88/171*z^3 - 188/57*z + 1
*
[ -3 ] 
f(z) = 89/171*z^3 - 191/57*z + 1
*
[ -3 ] 
f(z) = 91/171*z^3 - 197/57*z + 1
*
[ -3 ] 
f(z) = 92/171*z^3 - 200/57*z + 1
*
4/3 | 0.20237369847152402453159387340944610120 | 0.027448889248881243984897829435749291907
f(z) = 81/160*z^3 - 199/60*z + 1
*
[ 13/5 ] 
f(z) = 85/169*z^3 - 181/65*z + 1
*
[ 13/5 ] 
f(z) = 90/169*z^3 - 194/65*z + 1
*
[ 5/2 ] 
f(z) = 94/175*z^3 - 193/70*z + 1
*
[ 13/6 ] 
f(z) = 80/169*z^3 - 197/117*z + 1
*
[ 13/30 ] 
f(z) = 90/169*z^3 - 183/130*z + 1
*
-9/7 | 0.093391131232394642832446202471428111644 | 0.012572286243895130142718469617826748532
f(z) = 91/162*z^3 - 187/126*z + 1
*
[ 3/7 ] 
f(z) = 91/162*z^3 - 181/126*z + 1
*
[ 1/2 ] 
f(z) = 80/161*z^3 - 181/161*z + 1
*
[ 1/2 ] 
f(z) = 80/163*z^3 - 183/163*z + 1
*
[ 1/2 ] 
f(z) = 80/167*z^3 - 187/167*z + 1
*
[ 1/2 ] 
f(z) = 80/169*z^3 - 189/169*z + 1
*
[ 1/2 ] 
f(z) = 80/171*z^3 - 191/171*z + 1
*
[ 1/2 ] 
f(z) = 80/173*z^3 - 193/173*z + 1
*
[ 1/2 ] 
f(z) = 80/177*z^3 - 197/177*z + 1
*
[ 1/2 ] 
f(z) = 80/179*z^3 - 199/179*z + 1
*
[ -7/3 ] 
f(z) = 81/175*z^3 - 191/175*z + 1
*
[ 1/2 ] 
f(z) = 84/163*z^3 - 184/163*z + 1
*
[ 1/2 ] 
f(z) = 84/167*z^3 - 188/167*z + 1
*
[ 1/2 ] 
f(z) = 84/169*z^3 - 190/169*z + 1
*
[ 1/2 ] 
f(z) = 84/173*z^3 - 194/173*z + 1
*
[ 1/2 ] 
f(z) = 84/179*z^3 - 200/179*z + 1
*
[ 1/2 ] 
f(z) = 88/161*z^3 - 183/161*z + 1
*
[ 1/2 ] 
f(z) = 88/163*z^3 - 185/163*z + 1
*
[ 1/2 ] 
f(z) = 88/167*z^3 - 189/167*z + 1
*
[ 1/2 ] 
f(z) = 88/169*z^3 - 191/169*z + 1
*
[ 1/2 ] 
f(z) = 88/171*z^3 - 193/171*z + 1
*
[ 1/2 ] 
f(z) = 88/173*z^3 - 195/173*z + 1
*
[ 1/2 ] 
f(z) = 88/175*z^3 - 197/175*z + 1
*
[ 1/2 ] 
f(z) = 88/177*z^3 - 199/177*z + 1
*
[ 1/2 ] 
f(z) = 92/163*z^3 - 186/163*z + 1
*
[ 1/2 ] 
f(z) = 92/165*z^3 - 188/165*z + 1
*
[ 1/2 ] 
f(z) = 92/167*z^3 - 190/167*z + 1
*
[ 1/2 ] 
f(z) = 92/169*z^3 - 192/169*z + 1
*
[ 1/2 ] 
f(z) = 92/171*z^3 - 194/171*z + 1
*
[ 1/2 ] 
f(z) = 92/173*z^3 - 196/173*z + 1
*
[ 1/2 ] 
f(z) = 92/175*z^3 - 198/175*z + 1
*
[ 1/2 ] 
f(z) = 92/177*z^3 - 200/177*z + 1
*
[ 1/2 ] 
f(z) = 96/161*z^3 - 185/161*z + 1
*
[ 1/2 ] 
f(z) = 96/163*z^3 - 187/163*z + 1
*
[ 1/2 ] 
f(z) = 96/167*z^3 - 191/167*z + 1
*
[ 1/2 ] 
f(z) = 96/169*z^3 - 193/169*z + 1
*
[ 1/2 ] 
f(z) = 96/173*z^3 - 197/173*z + 1
*
[ 1/2 ] 
f(z) = 96/175*z^3 - 199/175*z + 1
*
-4/7 | 0.13358539328776019986887828197153946172 | 0.025284921828988423624965161142640718199
f(z) = 98/165*z^3 - 197/165*z + 1
*
[ 13/8 ] 
f(z) = 84/169*z^3 - 193/208*z + 1
*
[ -20/9 ] 
f(z) = 81/176*z^3 - 181/220*z + 1
*
[ -13/6 ] 
f(z) = 82/169*z^3 - 191/234*z + 1
*
[ 3/2 ] 
f(z) = 89/171*z^3 - 191/228*z + 1
*
[ 18/13 ] 
f(z) = 91/162*z^3 - 187/234*z + 1
*
[ 3/2 ] 
f(z) = 91/171*z^3 - 197/228*z + 1
*
[ 20/33 ] 
f(z) = 99/160*z^3 - 193/220*z + 1
*
[ 2/3 ] 
f(z) = 87/164*z^3 - 181/246*z + 1
*
[ 2/3 ] 
f(z) = 87/172*z^3 - 187/258*z + 1
*
[ 2/3 ] 
f(z) = 93/164*z^3 - 185/246*z + 1
*
[ 2/3 ] 
f(z) = 93/172*z^3 - 191/258*z + 1
*
[ 13/10 ] 
f(z) = 95/169*z^3 - 187/260*z + 1
*
[ 3/4 ] 
f(z) = 85/162*z^3 - 181/288*z + 1
*
[ 3/4 ] 
f(z) = 89/162*z^3 - 185/288*z + 1
*
[ 3/4 ] 
f(z) = 91/162*z^3 - 187/288*z + 1
*
[ 3/4 ] 
f(z) = 95/162*z^3 - 191/288*z + 1
*
[ 3/4 ] 
f(z) = 97/162*z^3 - 193/288*z + 1
*
[ 26/33 ] 
f(z) = 99/169*z^3 - 181/286*z + 1
*
[ 4 ] 
f(z) = 89/160*z^3 - 163/20*z + 1
*
[ 4 ] 
f(z) = 91/160*z^3 - 167/20*z + 1
*
[ 4 ] 
f(z) = 93/160*z^3 - 171/20*z + 1
*
[ -4 ] 
f(z) = 93/160*z^3 - 161/20*z + 1
*
[ 4 ] 
f(z) = 97/160*z^3 - 179/20*z + 1
*
[ -4 ] 
f(z) = 97/160*z^3 - 169/20*z + 1
*
[ -26/7 ] 
f(z) = 98/169*z^3 - 175/26*z + 1
*
[ -4 ] 
f(z) = 99/160*z^3 - 173/20*z + 1
*
[ -3 ] 
f(z) = 80/171*z^3 - 164/57*z + 1
*
[ -10/3 ] 
f(z) = 81/160*z^3 - 173/40*z + 1
*
-8/3 | 0.11845171906692178034233016002502912716 | 0.018178055451182701682547109226617681376
f(z) = 81/160*z^3 - 169/40*z + 1
*
[ -3 ] 
f(z) = 82/171*z^3 - 170/57*z + 1
*
[ -3 ] 
f(z) = 83/171*z^3 - 173/57*z + 1
*
[ -3 ] 
f(z) = 85/171*z^3 - 179/57*z + 1
*
[ 13/5 ] 
f(z) = 80/169*z^3 - 168/65*z + 1
*
[ 5/2 ] 
f(z) = 82/175*z^3 - 163/70*z + 1
*
[ 5/2 ] 
f(z) = 86/175*z^3 - 173/70*z + 1
*
4/3 | 0.19722006875024853772908633658594333667 | 0.027494046699200862151051497038289290416
f(z) = 87/160*z^3 - 163/60*z + 1
*
4/3 | 0.20121742120383159317033303597516612693 | 0.027956822299112964669894581215869118719
f(z) = 93/160*z^3 - 167/60*z + 1
*
[ -8/3 ] 
f(z) = 81/176*z^3 - 167/88*z + 1
*
[ 2/5 ] 
f(z) = 85/168*z^3 - 166/105*z + 1
*
[ 2/5 ] 
f(z) = 95/168*z^3 - 167/105*z + 1
*
[ 35/18 ] 
f(z) = 81/175*z^3 - 177/140*z + 1
*
[ -13/6 ] 
f(z) = 93/169*z^3 - 175/156*z + 1
*
[ 7/4 ] 
f(z) = 80/161*z^3 - 176/161*z + 1
*
[ 5/3 ] 
f(z) = 81/160*z^3 - 161/160*z + 1
*
[ 5/9 ] 
f(z) = 81/170*z^3 - 161/170*z + 1
*
[ 16/9 ] 
f(z) = 81/176*z^3 - 179/176*z + 1
*
-5/3 | 0.11965681808062439889854415154506340030 | 0.023066882348696021524782725023167646888
f(z) = 99/160*z^3 - 179/160*z + 1
*
[ 35/24 ] 
f(z) = 96/175*z^3 - 179/210*z + 1
*
[ 3/2 ] 
f(z) = 83/171*z^3 - 173/228*z + 1
*
[ 3/2 ] 
f(z) = 85/171*z^3 - 179/228*z + 1
*
[ 9/13 ] 
f(z) = 91/162*z^3 - 167/234*z + 1
*
[ 26/21 ] 
f(z) = 98/169*z^3 - 163/234*z + 1
*
[ 13/19 ] 
f(z) = 95/169*z^3 - 179/247*z + 1
*
[ 13/10 ] 
f(z) = 85/169*z^3 - 161/260*z + 1
*
[ 3/4 ] 
f(z) = 83/162*z^3 - 179/288*z + 1
*
[ 8/7 ] 
f(z) = 91/160*z^3 - 173/280*z + 1
*
[ 5/4 ] 
f(z) = 94/175*z^3 - 179/280*z + 1
*
[ 4 ] 
f(z) = 81/160*z^3 - 147/20*z + 1
*
[ 4 ] 
f(z) = 83/160*z^3 - 151/20*z + 1
*
[ -4 ] 
f(z) = 83/160*z^3 - 141/20*z + 1
*
[ 4 ] 
f(z) = 87/160*z^3 - 159/20*z + 1
*
[ -4 ] 
f(z) = 87/160*z^3 - 149/20*z + 1
*
[ -4 ] 
f(z) = 89/160*z^3 - 153/20*z + 1
*
[ -4 ] 
f(z) = 91/160*z^3 - 157/20*z + 1
*
[ 2/9 ] 
f(z) = 81/176*z^3 - 155/44*z + 1
*
[ -13/5 ] 
f(z) = 90/169*z^3 - 144/65*z + 1
*
[ -13/5 ] 
f(z) = 95/169*z^3 - 157/65*z + 1
*
9/5 | 0.082483207069799499230699004009313962174 | 0.011519889637699724801547237625875523264
f(z) = 85/162*z^3 - 143/90*z + 1
*
[ 2 ] 
f(z) = 91/164*z^3 - 141/82*z + 1
*
[ 2 ] 
f(z) = 93/164*z^3 - 145/82*z + 1
*
[ 2 ] 
f(z) = 93/172*z^3 - 143/86*z + 1
*
[ 2 ] 
f(z) = 95/164*z^3 - 149/82*z + 1
*
[ 2 ] 
f(z) = 95/172*z^3 - 147/86*z + 1
*
[ 2 ] 
f(z) = 97/164*z^3 - 153/82*z + 1
*
[ 2 ] 
f(z) = 97/172*z^3 - 151/86*z + 1
*
[ 2 ] 
f(z) = 99/164*z^3 - 157/82*z + 1
*
[ 2 ] 
f(z) = 99/172*z^3 - 155/86*z + 1
*
[ 5/12 ] 
f(z) = 96/175*z^3 - 157/105*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.028881803186070891032047297582049541813
f(z) = 87/176*z^3 - 149/132*z + 1
*
[ 26/15 ] 
f(z) = 90/169*z^3 - 153/130*z + 1
*
-4/3 | 0.13385131711259003088466890134799271243 | 0.020776171145855244180785899888987828458
f(z) = 93/176*z^3 - 157/132*z + 1
*
[ -13/6 ] 
f(z) = 87/169*z^3 - 149/156*z + 1
*
[ -9/4 ] 
f(z) = 80/171*z^3 - 158/171*z + 1
*
[ 5/9 ] 
f(z) = 81/160*z^3 - 153/160*z + 1
*
[ 5/3 ] 
f(z) = 81/170*z^3 - 157/170*z + 1
*
[ 3/2 ] 
f(z) = 92/165*z^3 - 152/165*z + 1
*
[ 3/2 ] 
f(z) = 92/177*z^3 - 148/177*z + 1
*
[ -2 ] 
f(z) = 97/162*z^3 - 145/162*z + 1
*
[ -2 ] 
f(z) = 99/166*z^3 - 147/166*z + 1
*
[ -2 ] 
f(z) = 99/170*z^3 - 141/170*z + 1
*
[ 2/3 ] 
f(z) = 95/168*z^3 - 142/189*z + 1
*
[ 4/3 ] 
f(z) = 97/160*z^3 - 149/180*z + 1
*
[ 2/3 ] 
f(z) = 97/168*z^3 - 143/189*z + 1
*
[ 13/18 ] 
f(z) = 90/169*z^3 - 155/234*z + 1
*
[ 3/4 ] 
f(z) = 92/171*z^3 - 145/228*z + 1
*
[ 5/4 ] 
f(z) = 82/175*z^3 - 149/280*z + 1
*
[ 5/4 ] 
f(z) = 86/175*z^3 - 159/280*z + 1
*
[ 13/3 ] 
f(z) = 99/169*z^3 - 133/13*z + 1
*
[ -13/3 ] 
f(z) = 99/169*z^3 - 127/13*z + 1
*
[ -4 ] 
f(z) = 81/160*z^3 - 137/20*z + 1
*
[ 13/4 ] 
f(z) = 88/169*z^3 - 125/26*z + 1
*
[ -8/3 ] 
f(z) = 99/160*z^3 - 121/40*z + 1
*
[ -13/5 ] 
f(z) = 85/169*z^3 - 131/65*z + 1
*
[ -5/2 ] 
f(z) = 94/175*z^3 - 137/70*z + 1
*
[ 2 ] 
f(z) = 81/164*z^3 - 121/82*z + 1
*
[ 2 ] 
f(z) = 83/164*z^3 - 125/82*z + 1
*
[ 2 ] 
f(z) = 83/172*z^3 - 123/86*z + 1
*
[ 2 ] 
f(z) = 85/164*z^3 - 129/82*z + 1
*
[ 2 ] 
f(z) = 85/172*z^3 - 127/86*z + 1
*
[ 2 ] 
f(z) = 87/164*z^3 - 133/82*z + 1
*
[ 2 ] 
f(z) = 87/172*z^3 - 131/86*z + 1
*
[ 2 ] 
f(z) = 89/164*z^3 - 137/82*z + 1
*
[ 2 ] 
f(z) = 89/172*z^3 - 135/86*z + 1
*
[ 2 ] 
f(z) = 91/172*z^3 - 139/86*z + 1
*
[ 9/5 ] 
f(z) = 95/162*z^3 - 131/90*z + 1
*
[ 13/27 ] 
f(z) = 81/169*z^3 - 139/117*z + 1
*
[ -13/6 ] 
f(z) = 92/169*z^3 - 128/117*z + 1
*
[ 13/28 ] 
f(z) = 98/169*z^3 - 133/104*z + 1
*
[ 13/22 ] 
f(z) = 88/169*z^3 - 125/143*z + 1
*
[ 4/7 ] 
f(z) = 91/160*z^3 - 131/140*z + 1
*
[ 3/2 ] 
f(z) = 80/177*z^3 - 121/177*z + 1
*
[ 2/3 ] 
f(z) = 81/170*z^3 - 121/170*z + 1
*
[ 2/3 ] 
f(z) = 81/178*z^3 - 125/178*z + 1
*
[ 3/2 ] 
f(z) = 88/177*z^3 - 139/177*z + 1
*
[ -2 ] 
f(z) = 91/162*z^3 - 121/162*z + 1
*
[ -2 ] 
f(z) = 93/166*z^3 - 123/166*z + 1
*
[ -2 ] 
f(z) = 95/162*z^3 - 137/162*z + 1
*
[ -2 ] 
f(z) = 95/166*z^3 - 131/166*z + 1
*
[ -2 ] 
f(z) = 97/166*z^3 - 139/166*z + 1
*
[ -2 ] 
f(z) = 97/170*z^3 - 133/170*z + 1
*
[ -2 ] 
f(z) = 97/174*z^3 - 127/174*z + 1
*
[ -2 ] 
f(z) = 97/178*z^3 - 121/178*z + 1
*
[ 9/7 ] 
f(z) = 98/171*z^3 - 124/171*z + 1
*
[ 4/3 ] 
f(z) = 99/164*z^3 - 135/164*z + 1
*
[ 2/3 ] 
f(z) = 99/166*z^3 - 127/166*z + 1
*
[ 2/3 ] 
f(z) = 99/170*z^3 - 129/170*z + 1
*
[ 4/3 ] 
f(z) = 99/172*z^3 - 133/172*z + 1
*
[ 2/3 ] 
f(z) = 99/178*z^3 - 133/178*z + 1
*
[ -2 ] 
f(z) = 99/178*z^3 - 129/178*z + 1
*
[ 4/3 ] 
f(z) = 83/160*z^3 - 121/180*z + 1
*
[ 2/3 ] 
f(z) = 83/168*z^3 - 136/189*z + 1
*
[ 2/3 ] 
f(z) = 85/168*z^3 - 137/189*z + 1
*
[ 4/3 ] 
f(z) = 89/160*z^3 - 133/180*z + 1
*
[ 2/3 ] 
f(z) = 89/168*z^3 - 139/189*z + 1
*
[ 4/3 ] 
f(z) = 91/160*z^3 - 137/180*z + 1
*
[ 13/12 ] 
f(z) = 99/169*z^3 - 127/208*z + 1
*
[ 13/17 ] 
f(z) = 85/169*z^3 - 133/221*z + 1
*
[ 4/5 ] 
f(z) = 85/176*z^3 - 123/220*z + 1
*
[ 13/12 ] 
f(z) = 88/169*z^3 - 125/234*z + 1
*
[ 4/5 ] 
f(z) = 95/176*z^3 - 131/220*z + 1
*
[ 13/3 ] 
f(z) = 81/169*z^3 - 107/13*z + 1
*
[ -13/3 ] 
f(z) = 81/169*z^3 - 101/13*z + 1
*
[ 13/3 ] 
f(z) = 90/169*z^3 - 120/13*z + 1
*
[ -13/3 ] 
f(z) = 90/169*z^3 - 114/13*z + 1
*
[ -13/4 ] 
f(z) = 88/169*z^3 - 109/26*z + 1
*
[ 8/3 ] 
f(z) = 81/160*z^3 - 119/40*z + 1
*
-2 | 0.096452181072930709006662624242985307122 | 0.016019233853884788187607982714727940828
f(z) = 83/160*z^3 - 103/40*z + 1
*
-2 | 0.097304177648097007621887640717237831036 | 0.016109283846329517297580845549207865581
f(z) = 83/176*z^3 - 105/44*z + 1
*
-2 | 0.097560608286700940821947709281610690826 | 0.016101439950559245017941214958786069996
f(z) = 85/176*z^3 - 107/44*z + 1
*
-2 | 0.096813428481708247457237318794744333668 | 0.015978125110957118527986795924619272539
f(z) = 87/160*z^3 - 107/40*z + 1
*
-2 | 0.097790528399023003465651940275721377671 | 0.016090208091145612474410176637575419875
f(z) = 87/176*z^3 - 109/44*z + 1
*
-2 | 0.096969643721263396133369729093097523225 | 0.015955141786665790765916492678641615210
f(z) = 89/160*z^3 - 109/40*z + 1
*
-2 | 0.097999232303582731550043236493612196379 | 0.016076452217397999804111659991192966298
f(z) = 89/176*z^3 - 111/44*z + 1
*
-2 | 0.097110750236137912975790735632774351377 | 0.015930699652122348961407136616019486002
f(z) = 91/160*z^3 - 111/40*z + 1
*
-2 | 0.098189978911982762248861513419149542361 | 0.016060694034094727151195640114630508251
f(z) = 91/176*z^3 - 113/44*z + 1
*
-2 | 0.097237207230094789171060732216914706930 | 0.015904851506815345645375780858484915619
f(z) = 93/160*z^3 - 113/40*z + 1
*
-2 | 0.098364900960577701993187004474225806298 | 0.016043266568165844053517060334578554773
f(z) = 93/176*z^3 - 115/44*z + 1
*
-2 | 0.098525444204117315623174591669336719259 | 0.016024388426876093675938774688616912905
f(z) = 95/176*z^3 - 117/44*z + 1
*
-2 | 0.097446815248731396888736699682059247752 | 0.015848957912563758672625575280491835759
f(z) = 97/160*z^3 - 117/40*z + 1
*
-2 | 0.098672602701960062070520969104468131846 | 0.016004203613586312685825882473864578790
f(z) = 97/176*z^3 - 119/44*z + 1
*
-2 | 0.097529778095477797590921143122603962506 | 0.015818843167059898165813668708081068915
f(z) = 99/160*z^3 - 119/40*z + 1
*
2/3 | 0.10234105222377204548177551400209560989 | 0.016788713516213485131827730242186393773
f(z) = 99/160*z^3 - 111/40*z + 1
*
[ 13/6 ] 
f(z) = 99/169*z^3 - 115/52*z + 1
*
[ -13/5 ] 
f(z) = 80/169*z^3 - 118/65*z + 1
*
[ -5/2 ] 
f(z) = 82/175*z^3 - 107/70*z + 1
*
[ -5/2 ] 
f(z) = 86/175*z^3 - 117/70*z + 1
*
[ 2 ] 
f(z) = 81/172*z^3 - 119/86*z + 1
*
[ 13/7 ] 
f(z) = 84/169*z^3 - 114/91*z + 1
*
[ 9/5 ] 
f(z) = 85/162*z^3 - 113/90*z + 1
*
[ 5/3 ] 
f(z) = 87/175*z^3 - 103/105*z + 1
*
[ -13/6 ] 
f(z) = 88/169*z^3 - 115/117*z + 1
*
[ 13/8 ] 
f(z) = 88/169*z^3 - 103/104*z + 1
*
[ 5/3 ] 
f(z) = 93/175*z^3 - 113/105*z + 1
*
[ 3/2 ] 
f(z) = 94/171*z^3 - 103/114*z + 1
*
[ 5/3 ] 
f(z) = 96/175*z^3 - 118/105*z + 1
*
[ 3/2 ] 
f(z) = 98/171*z^3 - 109/114*z + 1
*
[ 13/9 ] 
f(z) = 99/169*z^3 - 107/117*z + 1
*
[ -20/9 ] 
f(z) = 81/175*z^3 - 117/140*z + 1
*
[ 3/4 ] 
f(z) = 80/177*z^3 - 104/177*z + 1
*
[ 4/3 ] 
f(z) = 81/164*z^3 - 103/164*z + 1
*
[ 2/3 ] 
f(z) = 81/166*z^3 - 119/166*z + 1
*
[ 4/3 ] 
f(z) = 81/172*z^3 - 101/172*z + 1
*
[ -2 ] 
f(z) = 89/162*z^3 - 113/162*z + 1
*
[ -2 ] 
f(z) = 89/166*z^3 - 107/166*z + 1
*
[ -2 ] 
f(z) = 89/170*z^3 - 101/170*z + 1
*
[ -2 ] 
f(z) = 91/166*z^3 - 115/166*z + 1
*
[ -2 ] 
f(z) = 91/170*z^3 - 109/170*z + 1
*
[ -2 ] 
f(z) = 91/174*z^3 - 103/174*z + 1
*
[ -2 ] 
f(z) = 93/170*z^3 - 117/170*z + 1
*
[ -2 ] 
f(z) = 93/178*z^3 - 105/178*z + 1
*
[ -2 ] 
f(z) = 95/174*z^3 - 119/174*z + 1
*
[ -2 ] 
f(z) = 95/178*z^3 - 113/178*z + 1
*
[ 5/7 ] 
f(z) = 98/165*z^3 - 116/165*z + 1
*
[ 20/27 ] 
f(z) = 81/160*z^3 - 113/180*z + 1
*
[ 13/16 ] 
f(z) = 80/169*z^3 - 113/208*z + 1
*
[ 13/12 ] 
f(z) = 81/169*z^3 - 101/208*z + 1
*
[ 26/27 ] 
f(z) = 81/169*z^3 - 113/234*z + 1
*
[ 10/9 ] 
f(z) = 81/176*z^3 - 103/220*z + 1
*
[ 3 ] 
f(z) = 95/162*z^3 - 83/18*z + 1
*
[ 3 ] 
f(z) = 97/162*z^3 - 85/18*z + 1
*
[ 26/9 ] 
f(z) = 81/169*z^3 - 87/26*z + 1
*
[ 5/2 ] 
f(z) = 88/175*z^3 - 89/35*z + 1
*
[ 5/2 ] 
f(z) = 92/175*z^3 - 94/35*z + 1
*
[ 13/6 ] 
f(z) = 96/169*z^3 - 83/39*z + 1
*
[ 5/2 ] 
f(z) = 96/175*z^3 - 99/35*z + 1
*
[ -8/3 ] 
f(z) = 81/160*z^3 - 89/40*z + 1
*
[ 13/6 ] 
f(z) = 81/169*z^3 - 89/52*z + 1
*
[ 22/9 ] 
f(z) = 81/176*z^3 - 95/44*z + 1
*
[ 3/7 ] 
f(z) = 98/171*z^3 - 82/57*z + 1
*
[ 16/9 ] 
f(z) = 81/160*z^3 - 93/80*z + 1
*
[ -13/6 ] 
f(z) = 80/169*z^3 - 89/117*z + 1
*
[ 3/2 ] 
f(z) = 82/171*z^3 - 85/114*z + 1
*
-6/5 | 0.17641870187555326329941692459130104690 | 0.026200530535600255827273685921339764710
f(z) = 85/168*z^3 - 94/105*z + 1
*
[ 3/2 ] 
f(z) = 86/171*z^3 - 91/114*z + 1
*
[ 13/9 ] 
f(z) = 90/169*z^3 - 94/117*z + 1
*
[ 13/21 ] 
f(z) = 98/169*z^3 - 98/117*z + 1
*
4/3 | 0.16647480436772648858837174954454680485 | 0.026554832919124881332165160675855170056
f(z) = 81/176*z^3 - 97/132*z + 1
*
[ 2/3 ] 
f(z) = 87/160*z^3 - 89/120*z + 1
*
[ 2/3 ] 
f(z) = 87/176*z^3 - 95/132*z + 1
*
[ 4/3 ] 
f(z) = 87/176*z^3 - 83/132*z + 1
*
[ 13/10 ] 
f(z) = 90/169*z^3 - 87/130*z + 1
*
[ 9/7 ] 
f(z) = 91/162*z^3 - 89/126*z + 1
*
[ 2/3 ] 
f(z) = 93/160*z^3 - 91/120*z + 1
*
[ 2/3 ] 
f(z) = 93/176*z^3 - 97/132*z + 1
*
[ 4/3 ] 
f(z) = 93/176*z^3 - 91/132*z + 1
*
[ 13/11 ] 
f(z) = 88/169*z^3 - 82/143*z + 1
*
[ 5/4 ] 
f(z) = 92/175*z^3 - 87/140*z + 1
*
[ 13/11 ] 
f(z) = 99/169*z^3 - 95/143*z + 1
*
[ 5/6 ] 
f(z) = 99/175*z^3 - 83/140*z + 1
*
[ 7/9 ] 
f(z) = 81/161*z^3 - 95/161*z + 1
*
[ 10/9 ] 
f(z) = 81/170*z^3 - 83/170*z + 1
*
[ 7/9 ] 
f(z) = 81/175*z^3 - 99/175*z + 1
*
[ 11/9 ] 
f(z) = 81/176*z^3 - 89/176*z + 1
*
[ -2 ] 
f(z) = 83/162*z^3 - 89/162*z + 1
*
[ -2 ] 
f(z) = 85/162*z^3 - 97/162*z + 1
*
[ -2 ] 
f(z) = 85/166*z^3 - 91/166*z + 1
*
[ -2 ] 
f(z) = 87/166*z^3 - 99/166*z + 1
*
[ -2 ] 
f(z) = 87/170*z^3 - 93/170*z + 1
*
[ -2 ] 
f(z) = 89/174*z^3 - 95/174*z + 1
*
[ -2 ] 
f(z) = 91/178*z^3 - 97/178*z + 1
*
[ 3 ] 
f(z) = 83/162*z^3 - 71/18*z + 1
*
[ 3 ] 
f(z) = 85/162*z^3 - 73/18*z + 1
*
[ -3 ] 
f(z) = 85/162*z^3 - 61/18*z + 1
*
[ 3 ] 
f(z) = 89/162*z^3 - 77/18*z + 1
*
[ -3 ] 
f(z) = 89/162*z^3 - 65/18*z + 1
*
[ 3 ] 
f(z) = 91/162*z^3 - 79/18*z + 1
*
[ -3 ] 
f(z) = 91/162*z^3 - 67/18*z + 1
*
[ -3 ] 
f(z) = 95/162*z^3 - 71/18*z + 1
*
[ 13/4 ] 
f(z) = 96/169*z^3 - 69/13*z + 1
*
[ -13/4 ] 
f(z) = 96/169*z^3 - 61/13*z + 1
*
[ -3 ] 
f(z) = 97/162*z^3 - 73/18*z + 1
*
[ -26/9 ] 
f(z) = 81/169*z^3 - 69/26*z + 1
*
[ 13/6 ] 
f(z) = 84/169*z^3 - 70/39*z + 1
*
[ -5/2 ] 
f(z) = 88/175*z^3 - 61/35*z + 1
*
[ -5/2 ] 
f(z) = 92/175*z^3 - 66/35*z + 1
*
[ -5/2 ] 
f(z) = 96/175*z^3 - 71/35*z + 1
*
[ 2 ] 
f(z) = 83/160*z^3 - 63/40*z + 1
*
[ 2 ] 
f(z) = 83/176*z^3 - 61/44*z + 1
*
-6/5 | 0.15258556137175964502745066395238924566 | 0.021645629901014654178381540797044142342
f(z) = 85/162*z^3 - 64/45*z + 1
*
[ 2 ] 
f(z) = 85/176*z^3 - 63/44*z + 1
*
[ 2 ] 
f(z) = 87/160*z^3 - 67/40*z + 1
*
[ 2 ] 
f(z) = 87/176*z^3 - 65/44*z + 1
*
[ 2 ] 
f(z) = 89/160*z^3 - 69/40*z + 1
*
[ 2 ] 
f(z) = 89/176*z^3 - 67/44*z + 1
*
[ 2 ] 
f(z) = 91/160*z^3 - 71/40*z + 1
*
[ 2 ] 
f(z) = 91/176*z^3 - 69/44*z + 1
*
[ 2 ] 
f(z) = 93/160*z^3 - 73/40*z + 1
*
[ 2 ] 
f(z) = 93/176*z^3 - 71/44*z + 1
*
[ 2 ] 
f(z) = 95/176*z^3 - 73/44*z + 1
*
[ 2 ] 
f(z) = 97/160*z^3 - 77/40*z + 1
*
[ 2 ] 
f(z) = 97/176*z^3 - 75/44*z + 1
*
[ 2 ] 
f(z) = 99/160*z^3 - 79/40*z + 1
*
[ -13/6 ] 
f(z) = 99/169*z^3 - 67/52*z + 1
*
[ 3/2 ] 
f(z) = 85/162*z^3 - 61/72*z + 1
*
[ 3/2 ] 
f(z) = 89/162*z^3 - 65/72*z + 1
*
[ 3/2 ] 
f(z) = 91/162*z^3 - 67/72*z + 1
*
[ 3/2 ] 
f(z) = 95/162*z^3 - 71/72*z + 1
*
[ 13/24 ] 
f(z) = 96/169*z^3 - 79/78*z + 1
*
[ 3/2 ] 
f(z) = 97/162*z^3 - 73/72*z + 1
*
[ 2/3 ] 
f(z) = 81/172*z^3 - 61/86*z + 1
*
[ 3/5 ] 
f(z) = 85/162*z^3 - 77/90*z + 1
*
[ -2 ] 
f(z) = 93/164*z^3 - 63/82*z + 1
*
[ 3/5 ] 
f(z) = 95/162*z^3 - 79/90*z + 1
*
[ 6/5 ] 
f(z) = 95/162*z^3 - 61/90*z + 1
*
[ -2 ] 
f(z) = 95/164*z^3 - 67/82*z + 1
*
[ -2 ] 
f(z) = 95/172*z^3 - 61/86*z + 1
*
[ -2 ] 
f(z) = 97/164*z^3 - 71/82*z + 1
*
[ -2 ] 
f(z) = 97/172*z^3 - 65/86*z + 1
*
[ -2 ] 
f(z) = 99/164*z^3 - 75/82*z + 1
*
[ 2/3 ] 
f(z) = 99/164*z^3 - 63/82*z + 1
*
[ -2 ] 
f(z) = 99/172*z^3 - 69/86*z + 1
*
[ 2/3 ] 
f(z) = 99/172*z^3 - 65/86*z + 1
*
[ 3/4 ] 
f(z) = 88/171*z^3 - 71/114*z + 1
*
[ 6/5 ] 
f(z) = 95/168*z^3 - 68/105*z + 1
*
[ 13/16 ] 
f(z) = 96/169*z^3 - 63/104*z + 1
*
[ 5/6 ] 
f(z) = 96/175*z^3 - 61/105*z + 1
*
[ 6/7 ] 
f(z) = 98/171*z^3 - 67/114*z + 1
*
[ 6/7 ] 
f(z) = 91/162*z^3 - 73/126*z + 1
*
[ 5/6 ] 
f(z) = 81/175*z^3 - 73/140*z + 1
*
[ 13/12 ] 
f(z) = 84/169*z^3 - 79/156*z + 1
*
[ 13/4 ] 
f(z) = 80/169*z^3 - 56/13*z + 1
*
[ -13/4 ] 
f(z) = 80/169*z^3 - 48/13*z + 1
*
[ -3 ] 
f(z) = 83/162*z^3 - 59/18*z + 1
*
-20/9 | 0.064005555022342867160348218499497709809 | 0.010579896700571046562794589156730773952
f(z) = 81/160*z^3 - 53/20*z + 1
*
-2 | 0.076580196498532594128688403081780294003 | 0.012698423677181747380411236630085646778
f(z) = 83/168*z^3 - 52/21*z + 1
*
-2 | 0.076798852210423552622336173015358066719 | 0.012694584443882568578417476969716633397
f(z) = 85/168*z^3 - 53/21*z + 1
*
-2 | 0.077178590521756503907180229073453034320 | 0.012679718567621046838294292516022876776
f(z) = 89/168*z^3 - 55/21*z + 1
*
[ 13/6 ] 
f(z) = 90/169*z^3 - 51/26*z + 1
*
-2 | 0.077635106826867601117174657145488765857 | 0.012644391953382569214612009675440224936
f(z) = 95/168*z^3 - 58/21*z + 1
*
[ -13/6 ] 
f(z) = 96/169*z^3 - 47/39*z + 1
*
-2 | 0.077759497156359004425446391308366313453 | 0.012629488802610187782657831777929735065
f(z) = 97/168*z^3 - 59/21*z + 1
*
[ 5/3 ] 
f(z) = 99/175*z^3 - 41/35*z + 1
*
[ 13/8 ] 
f(z) = 80/169*z^3 - 45/52*z + 1
*
[ 3/2 ] 
f(z) = 80/171*z^3 - 41/57*z + 1
*
[ -13/6 ] 
f(z) = 81/169*z^3 - 41/52*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.025440501254226836026493702144494951333
f(z) = 81/176*z^3 - 47/44*z + 1
*
[ 3/2 ] 
f(z) = 88/171*z^3 - 47/57*z + 1
*
[ 3/2 ] 
f(z) = 92/171*z^3 - 50/57*z + 1
*
[ 13/20 ] 
f(z) = 80/169*z^3 - 48/65*z + 1
*
[ 3/2 ] 
f(z) = 83/162*z^3 - 59/72*z + 1
*
[ 4/3 ] 
f(z) = 87/160*z^3 - 43/60*z + 1
*
[ 5/4 ] 
f(z) = 88/175*z^3 - 41/70*z + 1
*
[ 4/3 ] 
f(z) = 93/160*z^3 - 47/60*z + 1
*
[ 5/8 ] 
f(z) = 96/175*z^3 - 57/70*z + 1
*
[ 2/3 ] 
f(z) = 81/164*z^3 - 59/82*z + 1
*
[ 8/9 ] 
f(z) = 81/176*z^3 - 43/88*z + 1
*
[ -2 ] 
f(z) = 83/164*z^3 - 43/82*z + 1
*
[ 13/14 ] 
f(z) = 84/169*z^3 - 46/91*z + 1
*
[ 6/5 ] 
f(z) = 85/162*z^3 - 53/90*z + 1
*
[ -2 ] 
f(z) = 85/164*z^3 - 47/82*z + 1
*
[ -2 ] 
f(z) = 87/164*z^3 - 51/82*z + 1
*
[ -2 ] 
f(z) = 87/172*z^3 - 45/86*z + 1
*
[ -2 ] 
f(z) = 89/164*z^3 - 55/82*z + 1
*
[ -2 ] 
f(z) = 89/172*z^3 - 49/86*z + 1
*
[ -2 ] 
f(z) = 91/164*z^3 - 59/82*z + 1
*
[ -2 ] 
f(z) = 91/172*z^3 - 53/86*z + 1
*
[ -2 ] 
f(z) = 93/172*z^3 - 57/86*z + 1
*
[ 13/12 ] 
f(z) = 80/169*z^3 - 56/117*z + 1
*
[ 6/5 ] 
f(z) = 85/168*z^3 - 59/105*z + 1
*
[ 13/12 ] 
f(z) = 90/169*z^3 - 57/104*z + 1
*
[ 20/9 ] 
f(z) = 81/160*z^3 - 39/20*z + 1
*
-20/9 | 0.067491895139159751642749392590214265849 | 0.011860743715912916494400214047061442559
f(z) = 81/160*z^3 - 37/20*z + 1
*
[ 4/9 ] 
f(z) = 81/160*z^3 - 27/20*z + 1
*
[ -20/9 ] 
f(z) = 81/160*z^3 - 21/20*z + 1
*
[ 5/9 ] 
f(z) = 81/175*z^3 - 33/35*z + 1
*
[ 5/3 ] 
f(z) = 81/175*z^3 - 31/35*z + 1
*
[ 2 ] 
f(z) = 83/168*z^3 - 31/21*z + 1
*
[ -13/6 ] 
f(z) = 84/169*z^3 - 34/39*z + 1
*
[ 2 ] 
f(z) = 85/168*z^3 - 32/21*z + 1
*
[ 2 ] 
f(z) = 89/168*z^3 - 34/21*z + 1
*
[ -13/6 ] 
f(z) = 90/169*z^3 - 27/26*z + 1
*
[ 2 ] 
f(z) = 95/168*z^3 - 37/21*z + 1
*
[ 13/8 ] 
f(z) = 96/169*z^3 - 29/26*z + 1
*
[ 13/12 ] 
f(z) = 96/169*z^3 - 23/39*z + 1
*
[ 5/4 ] 
f(z) = 96/175*z^3 - 23/35*z + 1
*
[ 2 ] 
f(z) = 97/168*z^3 - 38/21*z + 1
*
[ 3/4 ] 
f(z) = 80/171*z^3 - 34/57*z + 1
*
[ 13/18 ] 
f(z) = 81/169*z^3 - 33/52*z + 1
*
[ 2/3 ] 
f(z) = 81/176*z^3 - 31/44*z + 1
*
[ 4/3 ] 
f(z) = 81/176*z^3 - 25/44*z + 1
*
[ -2 ] 
f(z) = 83/160*z^3 - 23/40*z + 1
*
[ -2 ] 
f(z) = 87/160*z^3 - 27/40*z + 1
*
[ -2 ] 
f(z) = 89/160*z^3 - 29/40*z + 1
*
[ -2 ] 
f(z) = 89/176*z^3 - 23/44*z + 1
*
[ -2 ] 
f(z) = 91/160*z^3 - 31/40*z + 1
*
[ -2 ] 
f(z) = 91/176*z^3 - 25/44*z + 1
*
[ -2 ] 
f(z) = 93/160*z^3 - 33/40*z + 1
*
[ -2 ] 
f(z) = 93/176*z^3 - 27/44*z + 1
*
[ -2 ] 
f(z) = 95/176*z^3 - 29/44*z + 1
*
[ -2 ] 
f(z) = 97/160*z^3 - 37/40*z + 1
*
[ -2 ] 
f(z) = 97/176*z^3 - 31/44*z + 1
*
[ -2 ] 
f(z) = 99/160*z^3 - 39/40*z + 1
*
[ 2/3 ] 
f(z) = 99/160*z^3 - 31/40*z + 1
*
[ 13/10 ] 
f(z) = 80/169*z^3 - 37/65*z + 1
*
[ 10/9 ] 
f(z) = 81/175*z^3 - 33/70*z + 1
*
[ 13/15 ] 
f(z) = 90/169*z^3 - 36/65*z + 1
*
[ 13/9 ] 
f(z) = 81/169*z^3 - 9/13*z + 1
*
[ 13/7 ] 
f(z) = 98/169*z^3 - 20/13*z + 1
*
[ -13/7 ]
f(z) = 98/169*z^3 - 6/13*z + 1
*
[ 4/3 ] 
f(z) = 81/160*z^3 - 13/20*z + 1
*
[ -2 ] 
f(z) = 85/168*z^3 - 11/21*z + 1
*
[ -2 ] 
f(z) = 89/168*z^3 - 13/21*z + 1
*
[ -2 ] 
f(z) = 95/168*z^3 - 16/21*z + 1
*
[ -2 ] 
f(z) = 97/168*z^3 - 17/21*z + 1
*
[ 13/14 ] 
f(z) = 98/169*z^3 - 15/26*z + 1
*
[ 4/3 ] 
f(z) = 99/160*z^3 - 17/20*z + 1
*
[ -13/9 ]
f(z) = 81/169*z^3 + 9/13*z + 1
*
[ -1 ]
f(z) = 82/161*z^3 + 240/161*z + 1
*
3/11 | 0.24407686857583338485143660258977302358 | 0.027276260086375882852845069307662063188
f(z) = 88/189*z^3 - 285/77*z + 1
*
3/4 | 0.25986458307396906004529913277845127112 | 0.028995418568627324611371664936497803809
f(z) = 83/189*z^3 - 289/112*z + 1
*
[ 12/5 ] 
f(z) = 85/189*z^3 - 281/140*z + 1
*
[ 21/10 ] 
f(z) = 92/189*z^3 - 284/175*z + 1
*
[ -5/2 ] 
f(z) = 88/185*z^3 - 291/185*z + 1
*
-20/13 | 0.26114058053794594811595910306510764261 | 0.026597154677201738393101613959626388471
f(z) = 91/192*z^3 - 287/195*z + 1
*
[ 2 ] 
f(z) = 93/182*z^3 - 281/182*z + 1
*
[ 2 ] 
f(z) = 95/182*z^3 - 289/182*z + 1
*
[ 2 ] 
f(z) = 95/186*z^3 - 287/186*z + 1
*
[ 2 ] 
f(z) = 95/194*z^3 - 283/194*z + 1
*
[ 2 ] 
f(z) = 95/198*z^3 - 281/198*z + 1
*
[ 2 ] 
f(z) = 97/182*z^3 - 297/182*z + 1
*
[ 2 ] 
f(z) = 97/186*z^3 - 295/186*z + 1
*
[ 2 ] 
f(z) = 97/190*z^3 - 293/190*z + 1
*
[ 2 ] 
f(z) = 97/198*z^3 - 289/198*z + 1
*
[ 2 ] 
f(z) = 99/194*z^3 - 299/194*z + 1
*
-56/27 | 0.15345073858950494568759899834225381874 | 0.020103896289423147873497039117132400501
f(z) = 81/196*z^3 - 295/252*z + 1
*
[ -21/5 ] 
f(z) = 95/189*z^3 - 267/35*z + 1
*
4/17 | 0.25128218936764041036262611632883022403 | 0.025763034368700100910972510566136405928
f(z) = 85/192*z^3 - 269/51*z + 1
*
4/19 | 0.28944084449459136477260604928376690576 | 0.029641595203384297518332224221675940845
f(z) = 95/192*z^3 - 272/57*z + 1
*
-12/5 | 0.27409818191229076494878342345244694922 | 0.028178448530926481145560161857113875093
f(z) = 97/192*z^3 - 262/75*z + 1
*
-7/3 | 0.21988798339894943966221365045251016475 | 0.029218509539148640159942942624691456964
f(z) = 93/196*z^3 - 265/84*z + 1
*
12/17 | 0.26762955249530367438481062666891041001 | 0.029538227435540652681340017136485190512
f(z) = 85/192*z^3 - 269/102*z + 1
*
[ -36/13 ] 
f(z) = 91/192*z^3 - 266/117*z + 1
*
-3/4 | 0.16925347262567954469020453657754317633 | 0.019037461802125302016182629168273641187
f(z) = 88/189*z^3 - 269/154*z + 1
*
[ -23/9 ] 
f(z) = 81/184*z^3 - 273/184*z + 1
*
[ 19/9 ] 
f(z) = 81/190*z^3 - 261/190*z + 1
*
[ 4/9 ] 
f(z) = 81/196*z^3 - 261/196*z + 1
*
[ -5/2 ] 
f(z) = 84/185*z^3 - 266/185*z + 1
*
[ -5/2 ] 
f(z) = 88/195*z^3 - 277/195*z + 1
*
[ 2 ] 
f(z) = 89/182*z^3 - 265/182*z + 1
*
[ 2 ] 
f(z) = 89/186*z^3 - 263/186*z + 1
*
[ 2 ] 
f(z) = 89/190*z^3 - 261/190*z + 1
*
[ 2 ] 
f(z) = 91/186*z^3 - 271/186*z + 1
*
[ 2 ] 
f(z) = 91/190*z^3 - 269/190*z + 1
*
[ 2 ] 
f(z) = 91/194*z^3 - 267/194*z + 1
*
[ 2 ] 
f(z) = 91/198*z^3 - 265/198*z + 1
*
[ 2 ] 
f(z) = 93/190*z^3 - 277/190*z + 1
*
[ 2 ] 
f(z) = 93/194*z^3 - 275/194*z + 1
*
[ 3/7 ] 
f(z) = 98/183*z^3 - 262/183*z + 1
*
[ -7/3 ] 
f(z) = 99/182*z^3 - 279/182*z + 1
*
-156/85 | 0.26422253413424349105278778823226469069 | 0.027038705646535820091018574855432408484
f(z) = 85/192*z^3 - 274/255*z + 1
*
[ -7/3 ] 
f(z) = 89/196*z^3 - 263/252*z + 1
*
[ -42/19 ] 
f(z) = 95/189*z^3 - 267/266*z + 1
*
[ 4/7 ] 
f(z) = 85/192*z^3 - 263/294*z + 1
*
[ 4/7 ] 
f(z) = 89/192*z^3 - 265/294*z + 1
*
[ 4/7 ] 
f(z) = 97/192*z^3 - 269/294*z + 1
*
[ 6 ] 
f(z) = 97/189*z^3 - 247/14*z + 1
*
-3/20 | 0.24641787093396256423768139456960961524 | 0.027859841278471969068565835429360112186
f(z) = 80/189*z^3 - 257/35*z + 1
*
[ 46/9 ] 
f(z) = 81/184*z^3 - 246/23*z + 1
*
[ 21/5 ] 
f(z) = 85/189*z^3 - 251/35*z + 1
*
21/8 | 0.21208712291918872546987348058112890717 | 0.024153965164950491689932517750413517832
f(z) = 88/189*z^3 - 241/56*z + 1
*
20/19 | 0.28558587248792673183490191097984667560 | 0.029563322502139068580034472387713066559
f(z) = 95/192*z^3 - 245/57*z + 1
*
[ 3 ] 
f(z) = 95/198*z^3 - 241/66*z + 1
*
[ 3 ] 
f(z) = 97/180*z^3 - 251/60*z + 1
*
[ 3 ] 
f(z) = 97/198*z^3 - 247/66*z + 1
*
-7/3 | 0.21954485035319358119400274330318747258 | 0.029384845544491594265983373784146720899
f(z) = 87/196*z^3 - 251/84*z + 1
*
-2 | 0.099393872390203346923060747144321815974 | 0.016088502996352819349301722003101260287
f(z) = 97/188*z^3 - 241/94*z + 1
*
-2 | 0.099794816716953463407272174094202426107 | 0.016131822055175273419811133479559032771
f(z) = 97/196*z^3 - 243/98*z + 1
*
-2 | 0.099559427078654676668029936406214551158 | 0.016072475208294344230148871385807401460
f(z) = 99/188*z^3 - 245/94*z + 1
*
-2 | 0.099982201297477297854339422049250766920 | 0.016119569331028478494143875000476933165
f(z) = 99/196*z^3 - 247/98*z + 1
*
3/2 | 0.14522988084367984489916165497426055097 | 0.016419594138448769866570165323626653829
f(z) = 88/189*z^3 - 257/154*z + 1
*
[ 4/9 ] 
f(z) = 81/188*z^3 - 251/188*z + 1
*
[ 2 ] 
f(z) = 83/182*z^3 - 241/182*z + 1
*
[ 2 ] 
f(z) = 85/182*z^3 - 249/182*z + 1
*
[ 2 ] 
f(z) = 85/186*z^3 - 247/186*z + 1
*
[ 2 ] 
f(z) = 85/194*z^3 - 243/194*z + 1
*
[ 2 ] 
f(z) = 85/198*z^3 - 241/198*z + 1
*
[ 2 ] 
f(z) = 87/182*z^3 - 257/182*z + 1
*
[ 2 ] 
f(z) = 87/190*z^3 - 253/190*z + 1
*
[ 2 ] 
f(z) = 87/194*z^3 - 251/194*z + 1
*
[ 2 ] 
f(z) = 89/194*z^3 - 259/194*z + 1
*
[ 2 ] 
f(z) = 89/198*z^3 - 257/198*z + 1
*
[ 13/7 ] 
f(z) = 98/195*z^3 - 248/195*z + 1
*
[ -9/4 ] 
f(z) = 92/189*z^3 - 257/252*z + 1
*
[ 12/7 ] 
f(z) = 83/192*z^3 - 251/294*z + 1
*
[ 6 ] 
f(z) = 88/189*z^3 - 223/14*z + 1
*
[ -6 ] 
f(z) = 89/189*z^3 - 221/14*z + 1
*
[ -6 ] 
f(z) = 92/189*z^3 - 229/14*z + 1
*
[ 6 ] 
f(z) = 94/189*z^3 - 239/14*z + 1
*
[ -6 ] 
f(z) = 95/189*z^3 - 237/14*z + 1
*
[ -46/9 ] 
f(z) = 81/184*z^3 - 237/23*z + 1
*
[ 3 ] 
f(z) = 89/180*z^3 - 227/60*z + 1
*
[ 3 ] 
f(z) = 89/198*z^3 - 223/66*z + 1
*
[ 3 ] 
f(z) = 91/180*z^3 - 233/60*z + 1
*
[ 3 ] 
f(z) = 91/198*z^3 - 229/66*z + 1
*
[ 14/5 ] 
f(z) = 95/196*z^3 - 221/70*z + 1
*
-2 | 0.098302377179733784627530820691896879972 | 0.016138134339375230267876181725806558325
f(z) = 87/188*z^3 - 221/94*z + 1
*
-2 | 0.098470676827883969923854182990514756955 | 0.016141889891720549818647781404546628133
f(z) = 87/196*z^3 - 223/98*z + 1
*
-2 | 0.084646005775051095627968038596207698719 | 0.013875668869251722571815093805207990691
f(z) = 89/180*z^3 - 223/90*z + 1
*
-2 | 0.098568634621945207513447502932097950912 | 0.016134332957798383260925154063356709577
f(z) = 89/188*z^3 - 225/94*z + 1
*
-2 | 0.098825245382495730535005218091477026920 | 0.016152938108622026357937775258331421370
f(z) = 89/196*z^3 - 227/98*z + 1
*
-2 | 0.084850066127126057673666526456862375378 | 0.013868701882390822193694839016019442596
f(z) = 91/180*z^3 - 227/90*z + 1
*
-2 | 0.098805107976455624156125889070820975609 | 0.016126524821623189661848231719484856255
f(z) = 91/188*z^3 - 229/94*z + 1
*
-2 | 0.099018939471764719510130960139699704156 | 0.016115876923021337551154274428526405806
f(z) = 93/188*z^3 - 233/94*z + 1
*
-2 | 0.099365690444051378105626390198356021718 | 0.016149846803775383061959737410353609544
f(z) = 93/196*z^3 - 235/98*z + 1
*
-2 | 0.099214306540904123049723563994753870512 | 0.016103062494187941125562424157295454967
f(z) = 95/188*z^3 - 237/94*z + 1
*
-2 | 0.099590514156496056883680985552408048875 | 0.016142106605205335039148035951811740163
f(z) = 95/196*z^3 - 239/98*z + 1
*
-2 | 0.085366497447331281710258982837922079603 | 0.013836609982175970618704175554855733005
f(z) = 97/180*z^3 - 239/90*z + 1
*
-3/4 | 0.18648260652522117598321048988683925485 | 0.024552086638741948368625316306873797240
f(z) = 80/189*z^3 - 221/105*z + 1
*
[ -21/8 ] 
f(z) = 92/189*z^3 - 221/112*z + 1
*
[ 9/4 ] 
f(z) = 88/189*z^3 - 227/126*z + 1
*
[ 36/17 ] 
f(z) = 85/192*z^3 - 223/153*z + 1
*
[ 21/10 ] 
f(z) = 95/189*z^3 - 237/140*z + 1
*
[ 14/33 ] 
f(z) = 99/196*z^3 - 223/154*z + 1
*
[ 36/19 ] 
f(z) = 95/192*z^3 - 223/171*z + 1
*
[ 2 ] 
f(z) = 81/182*z^3 - 233/182*z + 1
*
[ 2 ] 
f(z) = 81/190*z^3 - 229/190*z + 1
*
[ 2 ] 
f(z) = 81/194*z^3 - 227/194*z + 1
*
[ 2 ] 
f(z) = 83/186*z^3 - 239/186*z + 1
*
[ 2 ] 
f(z) = 83/190*z^3 - 237/190*z + 1
*
[ 2 ] 
f(z) = 83/194*z^3 - 235/194*z + 1
*
[ 2 ] 
f(z) = 83/198*z^3 - 233/198*z + 1
*
[ 1/2 ] 
f(z) = 88/199*z^3 - 221/199*z + 1
*
[ 1/2 ] 
f(z) = 92/199*z^3 - 222/199*z + 1
*
[ 1/2 ] 
f(z) = 96/197*z^3 - 221/197*z + 1
*
[ 1/2 ] 
f(z) = 96/199*z^3 - 223/199*z + 1
*
[ -7/3 ] 
f(z) = 83/196*z^3 - 221/252*z + 1
*
[ -7/3 ] 
f(z) = 85/196*z^3 - 235/252*z + 1
*
[ 6 ] 
f(z) = 82/189*z^3 - 207/14*z + 1
*
[ -6 ] 
f(z) = 83/189*z^3 - 205/14*z + 1
*
[ 6 ] 
f(z) = 85/189*z^3 - 215/14*z + 1
*
[ -6 ] 
f(z) = 86/189*z^3 - 213/14*z + 1
*
[ 12 ] 
f(z) = 91/192*z^3 - 202/3*z + 1
*
[ 12 ] 
f(z) = 95/192*z^3 - 211/3*z + 1
*
[ -12 ] 
f(z) = 97/192*z^3 - 215/3*z + 1
*
[ -21/4 ] 
f(z) = 80/189*z^3 - 220/21*z + 1
*
[ -21/5 ] 
f(z) = 80/189*z^3 - 218/35*z + 1
*
4/17 | 0.28404375906740721414068334546782125356 | 0.029763439603620164364515201839723690291
f(z) = 85/192*z^3 - 218/51*z + 1
*
[ 4/19 ] 
f(z) = 95/192*z^3 - 215/57*z + 1
*
[ 3 ] 
f(z) = 83/180*z^3 - 209/60*z + 1
*
[ 3 ] 
f(z) = 83/198*z^3 - 205/66*z + 1
*
[ 3 ] 
f(z) = 85/198*z^3 - 211/66*z + 1
*
[ 3/11 ] 
f(z) = 88/189*z^3 - 208/77*z + 1
*
[ -3 ] 
f(z) = 97/180*z^3 - 211/60*z + 1
*
[ -3 ] 
f(z) = 97/198*z^3 - 203/66*z + 1
*
-2 | 0.096972833162617669633065389640821899957 | 0.016067124759930227298508798197134355019
f(z) = 81/188*z^3 - 209/94*z + 1
*
-2 | 0.097743653457254088616655939858957212091 | 0.016169324653909113511105790843702275074
f(z) = 81/196*z^3 - 211/98*z + 1
*
-2 | 0.083889139536667077469383585356877566117 | 0.013877430238462041185812903173841805760
f(z) = 83/180*z^3 - 211/90*z + 1
*
-2 | 0.097598755771674358130937552859379981170 | 0.016120197129700017945327864588015535175
f(z) = 83/188*z^3 - 213/94*z + 1
*
-2 | 0.097742864059824393130466106107457640656 | 0.016119117134918931564981881817196759834
f(z) = 83/196*z^3 - 215/98*z + 1
*
-2 | 0.097992119697026318066965069870130298804 | 0.016135583914591169868689959214386140094
f(z) = 85/188*z^3 - 217/94*z + 1
*
-2 | 0.097889615341933229832747778209649565845 | 0.016094391994824559554225041791667720112
f(z) = 85/196*z^3 - 219/98*z + 1
*
7/5 | 0.21794998511669509571163069039755295331 | 0.029713772810331435266148757467912580407
f(z) = 85/196*z^3 - 219/140*z + 1
*
[ -12/5 ] 
f(z) = 95/189*z^3 - 207/140*z + 1
*
[ 21/46 ] 
f(z) = 92/189*z^3 - 208/161*z + 1
*
[ 1/2 ] 
f(z) = 80/181*z^3 - 201/181*z + 1
*
[ 1/2 ] 
f(z) = 80/183*z^3 - 203/183*z + 1
*
[ 1/2 ] 
f(z) = 80/187*z^3 - 207/187*z + 1
*
[ 1/2 ] 
f(z) = 80/189*z^3 - 209/189*z + 1
*
[ 1/2 ] 
f(z) = 80/191*z^3 - 211/191*z + 1
*
[ 1/2 ] 
f(z) = 80/193*z^3 - 213/193*z + 1
*
[ 1/2 ] 
f(z) = 80/197*z^3 - 217/197*z + 1
*
[ 1/2 ] 
f(z) = 80/199*z^3 - 219/199*z + 1
*
[ 17/9 ] 
f(z) = 81/187*z^3 - 201/187*z + 1
*
[ 1/2 ] 
f(z) = 84/181*z^3 - 202/181*z + 1
*
[ 1/2 ] 
f(z) = 84/185*z^3 - 206/185*z + 1
*
[ 1/2 ] 
f(z) = 84/187*z^3 - 208/187*z + 1
*
[ 1/2 ] 
f(z) = 84/191*z^3 - 212/191*z + 1
*
[ 1/2 ] 
f(z) = 84/193*z^3 - 214/193*z + 1
*
[ 1/2 ] 
f(z) = 84/197*z^3 - 218/197*z + 1
*
[ 1/2 ] 
f(z) = 84/199*z^3 - 220/199*z + 1
*
[ 1/2 ] 
f(z) = 88/181*z^3 - 203/181*z + 1
*
[ 1/2 ] 
f(z) = 88/183*z^3 - 205/183*z + 1
*
[ 1/2 ] 
f(z) = 88/185*z^3 - 207/185*z + 1
*
[ 1/2 ] 
f(z) = 88/189*z^3 - 211/189*z + 1
*
[ 1/2 ] 
f(z) = 88/191*z^3 - 213/191*z + 1
*
[ 1/2 ] 
f(z) = 88/193*z^3 - 215/193*z + 1
*
[ 1/2 ] 
f(z) = 88/195*z^3 - 217/195*z + 1
*
[ 1/2 ] 
f(z) = 88/197*z^3 - 219/197*z + 1
*
[ 1/2 ] 
f(z) = 92/181*z^3 - 204/181*z + 1
*
[ 1/2 ] 
f(z) = 92/183*z^3 - 206/183*z + 1
*
[ 1/2 ] 
f(z) = 92/185*z^3 - 208/185*z + 1
*
[ 1/2 ] 
f(z) = 92/187*z^3 - 210/187*z + 1
*
[ 1/2 ] 
f(z) = 92/189*z^3 - 212/189*z + 1
*
[ 1/2 ] 
f(z) = 92/191*z^3 - 214/191*z + 1
*
[ 1/2 ] 
f(z) = 92/193*z^3 - 216/193*z + 1
*
[ 1/2 ] 
f(z) = 92/195*z^3 - 218/195*z + 1
*
[ 1/2 ] 
f(z) = 92/197*z^3 - 220/197*z + 1
*
[ 1/2 ] 
f(z) = 96/181*z^3 - 205/181*z + 1
*
[ 1/2 ] 
f(z) = 96/185*z^3 - 209/185*z + 1
*
[ 1/2 ] 
f(z) = 96/187*z^3 - 211/187*z + 1
*
[ 1/2 ] 
f(z) = 96/191*z^3 - 215/191*z + 1
*
[ 1/2 ] 
f(z) = 96/193*z^3 - 217/193*z + 1
*
[ 5/3 ] 
f(z) = 99/185*z^3 - 201/185*z + 1
*
[ 3/2 ] 
f(z) = 97/180*z^3 - 211/240*z + 1
*
[ 3/2 ] 
f(z) = 97/198*z^3 - 203/264*z + 1
*
[ 2/3 ] 
f(z) = 87/196*z^3 - 205/294*z + 1
*
[ 2/3 ] 
f(z) = 93/188*z^3 - 203/282*z + 1
*
[ 2/3 ] 
f(z) = 93/196*z^3 - 209/294*z + 1
*
[ -6 ] 
f(z) = 80/189*z^3 - 197/14*z + 1
*
[ 12 ] 
f(z) = 83/192*z^3 - 184/3*z + 1
*
[ -12 ] 
f(z) = 85/192*z^3 - 188/3*z + 1
*
[ -12 ] 
f(z) = 89/192*z^3 - 197/3*z + 1
*
[ 14/5 ] 
f(z) = 85/196*z^3 - 193/70*z + 1
*
[ -3 ] 
f(z) = 89/180*z^3 - 187/60*z + 1
*
[ -3 ] 
f(z) = 91/180*z^3 - 193/60*z + 1
*
[ -3 ] 
f(z) = 91/198*z^3 - 185/66*z + 1
*
[ -3 ] 
f(z) = 95/198*z^3 - 197/66*z + 1
*
[ 21/8 ] 
f(z) = 80/189*z^3 - 193/84*z + 1
*
[ 7/18 ] 
f(z) = 81/196*z^3 - 183/112*z + 1
*
[ 2/5 ] 
f(z) = 85/184*z^3 - 181/115*z + 1
*
[ 2/5 ] 
f(z) = 95/184*z^3 - 182/115*z + 1
*
-8/5 | 0.18383814619333652097417276740133283517 | 0.025259645207328282266685202405341514169
f(z) = 85/192*z^3 - 181/120*z + 1
*
-8/5 | 0.15734534105038836665975697590789764769 | 0.021370762174646930943060727741340868897
f(z) = 95/192*z^3 - 197/120*z + 1
*
[ 21/44 ] 
f(z) = 88/189*z^3 - 185/154*z + 1
*
[ -12/5 ] 
f(z) = 91/192*z^3 - 197/150*z + 1
*
[ -7/3 ] 
f(z) = 81/182*z^3 - 181/182*z + 1
*
[ 5/3 ] 
f(z) = 99/190*z^3 - 199/190*z + 1
*
-6/5 | 0.18943548898825360212131342422173695791 | 0.027586621442339884596185102810323571293
f(z) = 85/192*z^3 - 193/240*z + 1
*
[ 3/2 ] 
f(z) = 89/180*z^3 - 187/240*z + 1
*
[ 3/2 ] 
f(z) = 91/180*z^3 - 193/240*z + 1
*
[ 46/33 ] 
f(z) = 99/184*z^3 - 193/253*z + 1
*
[ 3/2 ] 
f(z) = 91/198*z^3 - 185/264*z + 1
*
[ 3/2 ] 
f(z) = 95/198*z^3 - 197/264*z + 1
*
[ 2/3 ] 
f(z) = 87/188*z^3 - 199/282*z + 1
*
[ -21/4 ] 
f(z) = 88/189*z^3 - 163/14*z + 1
*
3/4 | 0.21705354136390262119777294698917046821 | 0.025797231922027967260494284253969930304
f(z) = 80/189*z^3 - 167/35*z + 1
*
[ -15/4 ] 
f(z) = 80/189*z^3 - 164/35*z + 1
*
[ 4/17 ] 
f(z) = 85/192*z^3 - 167/51*z + 1
*
[ -3 ] 
f(z) = 83/180*z^3 - 169/60*z + 1
*
[ -3 ] 
f(z) = 83/198*z^3 - 161/66*z + 1
*
[ -3 ] 
f(z) = 85/198*z^3 - 167/66*z + 1
*
[ -3 ] 
f(z) = 89/198*z^3 - 179/66*z + 1
*
[ 4/13 ] 
f(z) = 91/192*z^3 - 179/78*z + 1
*
[ 12/5 ] 
f(z) = 91/192*z^3 - 161/75*z + 1
*
[ -14/5 ] 
f(z) = 95/196*z^3 - 171/70*z + 1
*
[ 7/3 ] 
f(z) = 93/196*z^3 - 169/84*z + 1
*
21/20 | 0.13838559333293980984404117120359495259 | 0.018739728455843620644885383983712314365
f(z) = 80/189*z^3 - 179/105*z + 1
*
-3/8 | 0.12545092838323229935637175681434543009 | 0.014910084737618474157907084097707844505
f(z) = 80/189*z^3 - 167/140*z + 1
*
[ -12/5 ] 
f(z) = 83/192*z^3 - 161/150*z + 1
*
[ 7/4 ] 
f(z) = 80/189*z^3 - 164/189*z + 1
*
[ 5/9 ] 
f(z) = 81/185*z^3 - 173/185*z + 1
*
[ 5/9 ] 
f(z) = 81/190*z^3 - 177/190*z + 1
*
[ 11/7 ] 
f(z) = 98/187*z^3 - 174/187*z + 1
*
[ -15/7 ] 
f(z) = 98/195*z^3 - 164/195*z + 1
*
[ 46/27 ] 
f(z) = 81/184*z^3 - 179/207*z + 1
*
[ 3/2 ] 
f(z) = 83/180*z^3 - 169/240*z + 1
*
[ 3/2 ] 
f(z) = 83/198*z^3 - 161/264*z + 1
*
[ 3/2 ] 
f(z) = 85/198*z^3 - 167/264*z + 1
*
[ 4/3 ] 
f(z) = 87/184*z^3 - 163/276*z + 1
*
[ 3/2 ] 
f(z) = 89/198*z^3 - 179/264*z + 1
*
[ 4/3 ] 
f(z) = 93/184*z^3 - 179/276*z + 1
*
[ 14/19 ] 
f(z) = 95/196*z^3 - 165/266*z + 1
*
[ 14/3 ] 
f(z) = 99/196*z^3 - 143/14*z + 1
*
-3/8 | 0.17548396007504748453271384543395864961 | 0.021109286245859517098990546492474920869
f(z) = 80/189*z^3 - 151/28*z + 1
*
3/4 | 0.21067125806932958457019897912216372319 | 0.025466238735367091497379163458705137481
f(z) = 86/189*z^3 - 145/56*z + 1
*
[ 21/8 ] 
f(z) = 88/189*z^3 - 145/56*z + 1
*
[ 12/5 ] 
f(z) = 83/192*z^3 - 143/75*z + 1
*
[ -14/5 ] 
f(z) = 85/196*z^3 - 143/70*z + 1
*
[ 3/8 ] 
f(z) = 80/189*z^3 - 145/84*z + 1
*
[ 7/3 ] 
f(z) = 87/196*z^3 - 155/84*z + 1
*
[ 2 ] 
f(z) = 95/188*z^3 - 143/94*z + 1
*
[ 2 ] 
f(z) = 95/196*z^3 - 141/98*z + 1
*
[ 2 ] 
f(z) = 97/180*z^3 - 149/90*z + 1
*
[ 2 ] 
f(z) = 97/188*z^3 - 147/94*z + 1
*
[ 2 ] 
f(z) = 97/196*z^3 - 145/98*z + 1
*
[ 2 ] 
f(z) = 99/188*z^3 - 151/94*z + 1
*
[ 2 ] 
f(z) = 99/196*z^3 - 149/98*z + 1
*
21/16 | 0.21079562420244871177132777501745589585 | 0.025356990854099393193472830692690631901
f(z) = 80/189*z^3 - 151/112*z + 1
*
[ 12/7 ] 
f(z) = 97/192*z^3 - 157/147*z + 1
*
[ 3/5 ] 
f(z) = 82/189*z^3 - 144/175*z + 1
*
[ 3/5 ] 
f(z) = 88/189*z^3 - 146/175*z + 1
*
[ 3/5 ] 
f(z) = 94/189*z^3 - 148/175*z + 1
*
[ 3/5 ] 
f(z) = 97/189*z^3 - 149/175*z + 1
*
-13/9 | 0.15560518156717549354388047540546032951 | 0.029901034130796310628418465991601369940
f(z) = 81/182*z^3 - 155/182*z + 1
*
[ 5/3 ] 
f(z) = 81/185*z^3 - 151/185*z + 1
*
[ 5/3 ] 
f(z) = 81/190*z^3 - 149/190*z + 1
*
[ 3/2 ] 
f(z) = 92/183*z^3 - 146/183*z + 1
*
[ 3/2 ] 
f(z) = 92/195*z^3 - 142/195*z + 1
*
[ 2/3 ] 
f(z) = 99/194*z^3 - 141/194*z + 1
*
[ 2/3 ] 
f(z) = 83/184*z^3 - 145/207*z + 1
*
[ 2/3 ] 
f(z) = 85/184*z^3 - 146/207*z + 1
*
[ 2/3 ] 
f(z) = 89/184*z^3 - 148/207*z + 1
*
[ 2/3 ] 
f(z) = 91/184*z^3 - 149/207*z + 1
*
[ 2/3 ] 
f(z) = 95/184*z^3 - 151/207*z + 1
*
[ 2/3 ] 
f(z) = 97/184*z^3 - 152/207*z + 1
*
[ 7/9 ] 
f(z) = 99/196*z^3 - 149/252*z + 1
*
[ 20/19 ] 
f(z) = 95/192*z^3 - 142/285*z + 1
*
[ -14/3 ] 
f(z) = 99/196*z^3 - 137/14*z + 1
*
-2 | 0.079258596180263572040613621178156068776 | 0.012820690329592807253063809492673972465
f(z) = 97/192*z^3 - 121/48*z + 1
*
-3/5 | 0.13382015476545316528409583527440762778 | 0.016259429082497982060920455230442171732
f(z) = 80/189*z^3 - 139/70*z + 1
*
[ 4/9 ] 
f(z) = 81/184*z^3 - 123/92*z + 1
*
[ 2 ] 
f(z) = 83/180*z^3 - 121/90*z + 1
*
[ 2 ] 
f(z) = 85/188*z^3 - 123/94*z + 1
*
[ 2 ] 
f(z) = 85/196*z^3 - 121/98*z + 1
*
[ 2 ] 
f(z) = 87/188*z^3 - 127/94*z + 1
*
[ 2 ] 
f(z) = 87/196*z^3 - 125/98*z + 1
*
[ 2 ] 
f(z) = 89/180*z^3 - 133/90*z + 1
*
[ 2 ] 
f(z) = 89/188*z^3 - 131/94*z + 1
*
[ 2 ] 
f(z) = 89/196*z^3 - 129/98*z + 1
*
[ 2 ] 
f(z) = 91/180*z^3 - 137/90*z + 1
*
[ 2 ] 
f(z) = 91/188*z^3 - 135/94*z + 1
*
[ 2 ] 
f(z) = 93/188*z^3 - 139/94*z + 1
*
[ 2 ] 
f(z) = 93/196*z^3 - 137/98*z + 1
*
[ 14/27 ] 
f(z) = 81/196*z^3 - 131/126*z + 1
*
[ 4/7 ] 
f(z) = 83/192*z^3 - 131/147*z + 1
*
[ 12/7 ] 
f(z) = 85/192*z^3 - 130/147*z + 1
*
[ 12/7 ] 
f(z) = 89/192*z^3 - 139/147*z + 1
*
[ 4/7 ] 
f(z) = 95/192*z^3 - 134/147*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = 91/192*z^3 - 125/168*z + 1
*
[ 14/9 ] 
f(z) = 81/182*z^3 - 131/182*z + 1
*
[ 2/3 ] 
f(z) = 81/190*z^3 - 131/190*z + 1
*
[ 2/3 ] 
f(z) = 81/194*z^3 - 133/194*z + 1
*
[ 3/2 ] 
f(z) = 88/183*z^3 - 137/183*z + 1
*
[ 3/2 ] 
f(z) = 88/195*z^3 - 133/195*z + 1
*
[ 5/7 ] 
f(z) = 98/185*z^3 - 124/185*z + 1
*
[ 5/7 ] 
f(z) = 98/195*z^3 - 128/195*z + 1
*
[ 2/3 ] 
f(z) = 99/182*z^3 - 135/182*z + 1
*
[ -2 ] 
f(z) = 99/182*z^3 - 123/182*z + 1
*
[ 4/3 ] 
f(z) = 99/188*z^3 - 129/188*z + 1
*
[ 2/3 ] 
f(z) = 99/190*z^3 - 139/190*z + 1
*
[ 4/3 ] 
f(z) = 99/196*z^3 - 127/196*z + 1
*
[ 14/17 ] 
f(z) = 85/196*z^3 - 121/238*z + 1
*
[ 6/5 ] 
f(z) = 95/192*z^3 - 131/240*z + 1
*
[ 14/3 ] 
f(z) = 81/196*z^3 - 115/14*z + 1
*
[ -14/3 ] 
f(z) = 81/196*z^3 - 109/14*z + 1
*
3/10 | 0.24019416680955709545074960631379575420 | 0.029776672273585208421555220321079642101
f(z) = 80/189*z^3 - 118/35*z + 1
*
-3 | 0.16251193229052915223726236701783450015 | 0.020189254606260397911542975617376864585
f(z) = 85/189*z^3 - 116/35*z + 1
*
-2 | 0.077020224627075121855901327593166280929 | 0.012711447207945347387325439108576897001
f(z) = 83/192*z^3 - 107/48*z + 1
*
-2 | 0.077697351398798473952590294498979317741 | 0.012784127180869401303010971231053283613
f(z) = 85/192*z^3 - 109/48*z + 1
*
-2 | 0.078369278162439238516374208142073800101 | 0.012818670623893931572648851522404998858
f(z) = 89/192*z^3 - 113/48*z + 1
*
-2 | 0.078627845232595923843666671948126159920 | 0.012824162566407526682790954273461197239
f(z) = 91/192*z^3 - 115/48*z + 1
*
-2 | 0.079067303639547640209250002953202383000 | 0.012824321969561649043313723844680631497
f(z) = 95/192*z^3 - 119/48*z + 1
*
[ -12/5 ] 
f(z) = 97/192*z^3 - 112/75*z + 1
*
[ 2 ] 
f(z) = 81/188*z^3 - 115/94*z + 1
*
[ 2 ] 
f(z) = 81/196*z^3 - 113/98*z + 1
*
[ 2 ] 
f(z) = 83/188*z^3 - 119/94*z + 1
*
[ 2 ] 
f(z) = 83/196*z^3 - 117/98*z + 1
*
[ -9/4 ] 
f(z) = 88/189*z^3 - 115/126*z + 1
*
[ 8/5 ] 
f(z) = 95/192*z^3 - 107/120*z + 1
*
[ 14/9 ] 
f(z) = 99/196*z^3 - 109/126*z + 1
*
[ 14/9 ] 
f(z) = 81/184*z^3 - 114/161*z + 1
*
[ -21/10 ] 
f(z) = 88/189*z^3 - 101/175*z + 1
*
[ 3/4 ] 
f(z) = 94/189*z^3 - 103/168*z + 1
*
[ 3/2 ] 
f(z) = 80/183*z^3 - 119/183*z + 1
*
[ 3/4 ] 
f(z) = 80/183*z^3 - 106/183*z + 1
*
[ 13/9 ] 
f(z) = 81/182*z^3 - 113/182*z + 1
*
[ 7/9 ] 
f(z) = 81/182*z^3 - 101/182*z + 1
*
[ -2 ] 
f(z) = 95/182*z^3 - 107/182*z + 1
*
[ -2 ] 
f(z) = 95/186*z^3 - 101/186*z + 1
*
[ 5/4 ] 
f(z) = 96/185*z^3 - 113/185*z + 1
*
[ -2 ] 
f(z) = 97/182*z^3 - 115/182*z + 1
*
[ -2 ] 
f(z) = 97/186*z^3 - 109/186*z + 1
*
[ -2 ] 
f(z) = 97/190*z^3 - 103/190*z + 1
*
[ -2 ] 
f(z) = 99/190*z^3 - 111/190*z + 1
*
[ -2 ] 
f(z) = 99/194*z^3 - 105/194*z + 1
*
[ 6/5 ] 
f(z) = 85/189*z^3 - 101/210*z + 1
*
[ 6/7 ] 
f(z) = 91/180*z^3 - 113/210*z + 1
*
[ 21/22 ] 
f(z) = 88/189*z^3 - 109/231*z + 1
*
[ 9/8 ] 
f(z) = 80/189*z^3 - 107/252*z + 1
*
[ 28/27 ] 
f(z) = 81/196*z^3 - 103/252*z + 1
*
[ 20/17 ] 
f(z) = 85/192*z^3 - 118/255*z + 1
*
[ 6/5 ] 
f(z) = 85/192*z^3 - 113/240*z + 1
*
4/5 | 0.21651504179043757693037357490294923788 | 0.024761978747743456824709404528502446406
f(z) = 85/192*z^3 - 98/15*z + 1
*
-21/8 | 0.21915514708002844609856528728671456331 | 0.027772950095113695668061392366136385326
f(z) = 80/189*z^3 - 99/28*z + 1
*
[ 3/10 ] 
f(z) = 80/189*z^3 - 83/35*z + 1
*
[ 2/9 ] 
f(z) = 81/184*z^3 - 81/23*z + 1
*
[ 28/9 ] 
f(z) = 81/196*z^3 - 93/28*z + 1
*
12/13 | 0.24918133341068842520599800409243299063 | 0.028531361962286227190957474151090291367
f(z) = 91/192*z^3 - 97/39*z + 1
*
[ 3 ] 
f(z) = 97/189*z^3 - 83/21*z + 1
*
[ 3/8 ] 
f(z) = 88/189*z^3 - 97/56*z + 1
*
[ 9/4 ] 
f(z) = 80/189*z^3 - 100/63*z + 1
*
[ 21/11 ] 
f(z) = 88/189*z^3 - 94/77*z + 1
*
[ -12/5 ] 
f(z) = 89/192*z^3 - 94/75*z + 1
*
[ -7/3 ] 
f(z) = 87/196*z^3 - 83/84*z + 1
*
[ -7/3 ] 
f(z) = 93/196*z^3 - 97/84*z + 1
*
[ 3/5 ] 
f(z) = 80/189*z^3 - 86/105*z + 1
*
[ 3/5 ] 
f(z) = 95/189*z^3 - 89/105*z + 1
*
[ 12/19 ] 
f(z) = 95/192*z^3 - 89/114*z + 1
*
[ 8/5 ] 
f(z) = 85/192*z^3 - 91/120*z + 1
*
[ 4/5 ] 
f(z) = 91/192*z^3 - 83/150*z + 1
*
[ 7/5 ] 
f(z) = 95/196*z^3 - 93/140*z + 1
*
[ 14/11 ] 
f(z) = 99/196*z^3 - 93/154*z + 1
*
[ 3/4 ] 
f(z) = 82/189*z^3 - 97/168*z + 1
*
[ 8/7 ] 
f(z) = 91/192*z^3 - 83/168*z + 1
*
[ 8/9 ] 
f(z) = 81/184*z^3 - 87/184*z + 1
*
[ 11/9 ] 
f(z) = 81/187*z^3 - 87/187*z + 1
*
[ 4/3 ] 
f(z) = 81/188*z^3 - 97/188*z + 1
*
[ 4/3 ] 
f(z) = 81/196*z^3 - 95/196*z + 1
*
[ -2 ] 
f(z) = 93/182*z^3 - 99/182*z + 1
*
[ 21/4 ] 
f(z) = 80/189*z^3 - 76/7*z + 1
*
-21/8 | 0.10823065903775797906864295450130809644 | 0.014429735827117273803151870099471805123
f(z) = 80/189*z^3 - 67/28*z + 1
*
[ -28/9 ] 
f(z) = 81/196*z^3 - 75/28*z + 1
*
[ 3 ] 
f(z) = 82/189*z^3 - 68/21*z + 1
*
[ 3 ] 
f(z) = 85/189*z^3 - 71/21*z + 1
*
[ 3 ] 
f(z) = 88/189*z^3 - 74/21*z + 1
*
[ -3 ] 
f(z) = 89/189*z^3 - 61/21*z + 1
*
4/7 | 0.19300804326726700944756778431639442316 | 0.023339022475726420496798667362568564000
f(z) = 91/192*z^3 - 61/21*z + 1
*
[ -3 ] 
f(z) = 92/189*z^3 - 64/21*z + 1
*
[ 3 ] 
f(z) = 94/189*z^3 - 80/21*z + 1
*
[ -3 ] 
f(z) = 95/189*z^3 - 67/21*z + 1
*
4/5 | 0.19618369807786444307106246892072872211 | 0.025121026949245464149856161251941154255
f(z) = 95/192*z^3 - 77/30*z + 1
*
-2 | 0.099325078425989459371905271270853624007 | 0.016045237102470469456408485451934519709
f(z) = 99/184*z^3 - 61/23*z + 1
*
[ 7/3 ] 
f(z) = 99/196*z^3 - 61/28*z + 1
*
[ 2 ] 
f(z) = 85/192*z^3 - 61/48*z + 1
*
[ 2 ] 
f(z) = 89/192*z^3 - 65/48*z + 1
*
[ 2 ] 
f(z) = 91/192*z^3 - 67/48*z + 1
*
[ 2 ] 
f(z) = 95/192*z^3 - 71/48*z + 1
*
[ 2 ] 
f(z) = 97/192*z^3 - 73/48*z + 1
*
3/10 | 0.17844239541297170605565258565166078172 | 0.023652510634106598183085975147233142873
f(z) = 80/189*z^3 - 61/70*z + 1
*
3/2 | 0.19511514343361037065921575659300682443 | 0.029437828214958522477014673644835347810
f(z) = 80/189*z^3 - 73/84*z + 1
*
[ 2/3 ] 
f(z) = 81/188*z^3 - 65/94*z + 1
*
[ 2/3 ] 
f(z) = 81/196*z^3 - 67/98*z + 1
*
[ 3/2 ] 
f(z) = 89/189*z^3 - 61/84*z + 1
*
[ 3/2 ] 
f(z) = 95/189*z^3 - 67/84*z + 1
*
[ 4/3 ] 
f(z) = 99/184*z^3 - 65/92*z + 1
*
[ 2/3 ] 
f(z) = 99/188*z^3 - 69/94*z + 1
*
[ 2/3 ] 
f(z) = 99/196*z^3 - 71/98*z + 1
*
[ 3/4 ] 
f(z) = 83/189*z^3 - 65/112*z + 1
*
[ 12/17 ] 
f(z) = 85/192*z^3 - 65/102*z + 1
*
[ 3/4 ] 
f(z) = 89/189*z^3 - 67/112*z + 1
*
[ 3/4 ] 
f(z) = 95/189*z^3 - 69/112*z + 1
*
[ 7/6 ] 
f(z) = 99/196*z^3 - 61/112*z + 1
*
[ 21/19 ] 
f(z) = 95/189*z^3 - 69/133*z + 1
*
[ 4/5 ] 
f(z) = 83/192*z^3 - 79/150*z + 1
*
[ -21/10 ] 
f(z) = 85/189*z^3 - 71/140*z + 1
*
[ 7/5 ] 
f(z) = 85/196*z^3 - 79/140*z + 1
*
-12/5 | 0.16703334733583766854733656754330762925 | 0.020855625843364264312526122406547137380
f(z) = 85/192*z^3 - 47/15*z + 1
*
[ 4 ] 
f(z) = 91/192*z^3 - 41/6*z + 1
*
[ 4 ] 
f(z) = 95/192*z^3 - 43/6*z + 1
*
[ -4 ] 
f(z) = 97/192*z^3 - 41/6*z + 1
*
[ -3 ] 
f(z) = 80/189*z^3 - 52/21*z + 1
*
[ 21/10 ] 
f(z) = 80/189*z^3 - 47/35*z + 1
*
[ -21/8 ] 
f(z) = 80/189*z^3 - 43/28*z + 1
*
-2 | 0.097142615886809905175502773645112259971 | 0.016108055999361084478169632122490855132
f(z) = 81/184*z^3 - 52/23*z + 1
*
[ 7/3 ] 
f(z) = 81/196*z^3 - 47/28*z + 1
*
-2 | 0.097560129682566745756796038592280874725 | 0.016126351748306258773783518245613370346
f(z) = 83/184*z^3 - 53/23*z + 1
*
[ -3 ] 
f(z) = 83/189*z^3 - 55/21*z + 1
*
-2 | 0.097882313177068399447047378341882619992 | 0.016129770688247080816671812157065414872
f(z) = 85/184*z^3 - 54/23*z + 1
*
[ 12/5 ] 
f(z) = 85/192*z^3 - 59/30*z + 1
*
[ -3 ] 
f(z) = 86/189*z^3 - 58/21*z + 1
*
-2 | 0.098156751834818729915776859600753703646 | 0.016126233717969646521123985726100820604
f(z) = 87/184*z^3 - 55/23*z + 1
*
-2 | 0.098399519506630632860485397334231162559 | 0.016118403320222678207452161849452549390
f(z) = 89/184*z^3 - 56/23*z + 1
*
-2 | 0.098618457299501969541245242092624002673 | 0.016107566046667848653033864573058366985
f(z) = 91/184*z^3 - 57/23*z + 1
*
-2 | 0.098818076352987438085573044495107667272 | 0.016094451860199403895451719734351667395
f(z) = 93/184*z^3 - 58/23*z + 1
*
-2 | 0.099001220890906973115863057591313118445 | 0.016079512553589059887060427542446569853
f(z) = 95/184*z^3 - 59/23*z + 1
*
[ -12/5 ] 
f(z) = 95/192*z^3 - 43/30*z + 1
*
-2 | 0.099169786438653972681177998347945148446 | 0.016063042154307386901824115194164666165
f(z) = 97/184*z^3 - 60/23*z + 1
*
[ 2 ] 
f(z) = 83/192*z^3 - 59/48*z + 1
*
[ 12/7 ] 
f(z) = 91/192*z^3 - 41/42*z + 1
*
[ -9/4 ] 
f(z) = 80/189*z^3 - 44/63*z + 1
*
[ 2/3 ] 
f(z) = 87/184*z^3 - 49/69*z + 1
*
[ 4/5 ] 
f(z) = 89/192*z^3 - 41/75*z + 1
*
[ 2/3 ] 
f(z) = 93/184*z^3 - 50/69*z + 1
*
[ 4/5 ] 
f(z) = 97/192*z^3 - 43/75*z + 1
*
[ 4/3 ] 
f(z) = 81/184*z^3 - 49/92*z + 1
*
[ 3/2 ] 
f(z) = 83/189*z^3 - 55/84*z + 1
*
[ -2 ] 
f(z) = 91/180*z^3 - 47/90*z + 1
*
[ -2 ] 
f(z) = 95/188*z^3 - 49/94*z + 1
*
[ -2 ] 
f(z) = 97/180*z^3 - 59/90*z + 1
*
[ -2 ] 
f(z) = 97/188*z^3 - 53/94*z + 1
*
[ -2 ] 
f(z) = 99/188*z^3 - 57/94*z + 1
*
[ -2 ] 
f(z) = 99/196*z^3 - 51/98*z + 1
*
[ 21/16 ] 
f(z) = 80/189*z^3 - 55/112*z + 1
*
[ 21/20 ] 
f(z) = 80/189*z^3 - 44/105*z + 1
*
[ 10/9 ] 
f(z) = 81/184*z^3 - 51/115*z + 1
*
[ 7/6 ] 
f(z) = 81/196*z^3 - 47/112*z + 1
*
[ 21/17 ] 
f(z) = 85/189*z^3 - 59/119*z + 1
*
[ 3 ] 
f(z) = 80/189*z^3 - 22/7*z + 1
*
[ 3 ] 
f(z) = 83/189*z^3 - 23/7*z + 1
*
[ 4 ] 
f(z) = 83/192*z^3 - 37/6*z + 1
*
4/5 | 0.19037365343268398701836431363900272617 | 0.024417931694081671603492944415291800377
f(z) = 85/192*z^3 - 38/15*z + 1
*
[ -4 ] 
f(z) = 85/192*z^3 - 35/6*z + 1
*
[ 3 ] 
f(z) = 86/189*z^3 - 24/7*z + 1
*
[ 3 ] 
f(z) = 89/189*z^3 - 25/7*z + 1
*
[ -4 ] 
f(z) = 89/192*z^3 - 37/6*z + 1
*
[ 3 ] 
f(z) = 92/189*z^3 - 26/7*z + 1
*
[ -3 ] 
f(z) = 94/189*z^3 - 22/7*z + 1
*
[ 3 ] 
f(z) = 95/189*z^3 - 27/7*z + 1
*
[ 12/5 ] 
f(z) = 95/192*z^3 - 34/15*z + 1
*
[ -3 ] 
f(z) = 97/189*z^3 - 23/7*z + 1
*
[ 4 ] 
f(z) = 97/192*z^3 - 22/3*z + 1
*
[ 2 ] 
f(z) = 81/184*z^3 - 29/23*z + 1
*
[ -7/3 ] 
f(z) = 81/196*z^3 - 23/28*z + 1
*
[ 2 ] 
f(z) = 83/184*z^3 - 30/23*z + 1
*
[ 2 ] 
f(z) = 85/184*z^3 - 31/23*z + 1
*
[ 3/5 ] 
f(z) = 85/189*z^3 - 29/35*z + 1
*
[ 2 ] 
f(z) = 87/184*z^3 - 32/23*z + 1
*
[ 2 ] 
f(z) = 89/184*z^3 - 33/23*z + 1
*
[ 2 ] 
f(z) = 91/184*z^3 - 34/23*z + 1
*
-12/7 | 0.22707851387176747942396861881629794767 | 0.029125814107859359512460513524966346200
f(z) = 91/192*z^3 - 38/21*z + 1
*
[ 2 ] 
f(z) = 93/184*z^3 - 35/23*z + 1
*
[ 2 ] 
f(z) = 95/184*z^3 - 36/23*z + 1
*
[ 2 ] 
f(z) = 97/184*z^3 - 37/23*z + 1
*
[ 3/2 ] 
f(z) = 97/189*z^3 - 23/28*z + 1
*
[ 2 ] 
f(z) = 99/184*z^3 - 38/23*z + 1
*
[ -7/3 ] 
f(z) = 99/196*z^3 - 37/28*z + 1
*
[ 4/3 ] 
f(z) = 85/192*z^3 - 29/54*z + 1
*
[ 3/4 ] 
f(z) = 86/189*z^3 - 33/56*z + 1
*
[ 3/2 ] 
f(z) = 86/189*z^3 - 29/42*z + 1
*
[ 3/4 ] 
f(z) = 88/189*z^3 - 25/42*z + 1
*
[ 4/3 ] 
f(z) = 89/192*z^3 - 31/54*z + 1
*
[ 4/3 ] 
f(z) = 97/192*z^3 - 35/54*z + 1
*
[ -2 ] 
f(z) = 97/192*z^3 - 25/48*z + 1
*
[ 6/5 ] 
f(z) = 80/189*z^3 - 31/70*z + 1
*
[ 6/5 ] 
f(z) = 95/189*z^3 - 39/70*z + 1
*
[ 3/4 ] 
f(z) = 80/189*z^3 - 4/7*z + 1
*
[ 14/9 ] 
f(z) = 81/196*z^3 - 9/14*z + 1
*
[ -3 ] 
f(z) = 82/189*z^3 - 18/7*z + 1
*
[ 3/2 ] 
f(z) = 82/189*z^3 - 9/14*z + 1
*
[ -4 ] 
f(z) = 83/192*z^3 - 17/3*z + 1
*
[ -3 ] 
f(z) = 85/189*z^3 - 19/7*z + 1
*
[ 4 ] 
f(z) = 85/192*z^3 - 19/3*z + 1
*
[ -12/5 ] 
f(z) = 85/192*z^3 - 17/15*z + 1
*
[ 4/5 ] 
f(z) = 85/192*z^3 - 8/15*z + 1
*
[ -3 ] 
f(z) = 88/189*z^3 - 20/7*z + 1
*
[ 3/2 ] 
f(z) = 88/189*z^3 - 5/7*z + 1
*
[ 4 ] 
f(z) = 89/192*z^3 - 20/3*z + 1
*
[ -4 ] 
f(z) = 91/192*z^3 - 19/3*z + 1
*
[ 3/2 ] 
f(z) = 94/189*z^3 - 11/14*z + 1
*
[ -4 ] 
f(z) = 95/192*z^3 - 20/3*z + 1
*
[ 3/2 ] 
f(z) = 80/189*z^3 - 13/21*z + 1
*
[ 2/3 ] 
f(z) = 81/184*z^3 - 16/23*z + 1
*
[ 7/9 ] 
f(z) = 81/196*z^3 - 15/28*z + 1
*
[ 4/3 ] 
f(z) = 83/192*z^3 - 14/27*z + 1
*
[ 3/2 ] 
f(z) = 85/189*z^3 - 19/28*z + 1
*
[ 4/7 ] 
f(z) = 91/192*z^3 - 19/21*z + 1
*
[ 12/13 ] 
f(z) = 91/192*z^3 - 19/39*z + 1
*
[ 4/3 ] 
f(z) = 91/192*z^3 - 16/27*z + 1
*
[ 3/4 ] 
f(z) = 92/189*z^3 - 17/28*z + 1
*
[ 3/2 ] 
f(z) = 92/189*z^3 - 16/21*z + 1
*
[ -2 ] 
f(z) = 93/184*z^3 - 12/23*z + 1
*
[ -2 ] 
f(z) = 95/184*z^3 - 13/23*z + 1
*
[ 4/3 ] 
f(z) = 95/192*z^3 - 17/27*z + 1
*
[ 4/5 ] 
f(z) = 95/192*z^3 - 17/30*z + 1
*
[ -2 ] 
f(z) = 97/184*z^3 - 14/23*z + 1
*
[ 2/3 ] 
f(z) = 99/184*z^3 - 17/23*z + 1
*
[ -2 ] 
f(z) = 99/184*z^3 - 15/23*z + 1
*
[ -1 ]
f(z) = 82/181*z^3 + 280/181*z + 1
*
[ 50/9 ] 
f(z) = 81/200*z^3 - 292/25*z + 1
*
[ -50/9 ] 
f(z) = 81/200*z^3 - 283/25*z + 1
*
[ 40/9 ] 
f(z) = 81/200*z^3 - 289/40*z + 1
*
-10/27 | 0.27769162320892701259152865031055743457 | 0.029715938864877935567535965713060352656
f(z) = 81/200*z^3 - 286/45*z + 1
*
2/9 | 0.19269264587873461390303490465228460198 | 0.027348673886573313686612719552575986843
f(z) = 81/208*z^3 - 287/52*z + 1
*
[ 4 ] 
f(z) = 81/208*z^3 - 285/52*z + 1
*
[ 4 ] 
f(z) = 83/208*z^3 - 293/52*z + 1
*
[ -4 ] 
f(z) = 87/208*z^3 - 283/52*z + 1
*
[ -4 ] 
f(z) = 89/208*z^3 - 291/52*z + 1
*
[ -42/13 ] 
f(z) = 91/216*z^3 - 281/91*z + 1
*
[ 8/3 ] 
f(z) = 99/208*z^3 - 287/104*z + 1
*
[ 10/29 ] 
f(z) = 87/200*z^3 - 283/145*z + 1
*
[ 9/4 ] 
f(z) = 80/207*z^3 - 290/207*z + 1
*
[ 4/9 ] 
f(z) = 81/212*z^3 - 281/212*z + 1
*
[ -5/2 ] 
f(z) = 92/205*z^3 - 288/205*z + 1
*
[ -5/2 ] 
f(z) = 96/215*z^3 - 299/215*z + 1
*
[ 2 ] 
f(z) = 97/202*z^3 - 287/202*z + 1
*
[ 2 ] 
f(z) = 97/206*z^3 - 285/206*z + 1
*
[ 2 ] 
f(z) = 97/210*z^3 - 283/210*z + 1
*
[ 2 ] 
f(z) = 97/214*z^3 - 281/214*z + 1
*
[ 3/7 ] 
f(z) = 98/201*z^3 - 286/201*z + 1
*
[ 2 ] 
f(z) = 99/202*z^3 - 295/202*z + 1
*
[ 2 ] 
f(z) = 99/206*z^3 - 293/206*z + 1
*
[ 2 ] 
f(z) = 99/214*z^3 - 289/214*z + 1
*
[ 2 ] 
f(z) = 99/218*z^3 - 287/218*z + 1
*
[ 10/21 ] 
f(z) = 81/200*z^3 - 292/245*z + 1
*
[ 10/21 ] 
f(z) = 99/200*z^3 - 297/245*z + 1
*
[ -40/9 ] 
f(z) = 81/200*z^3 - 271/40*z + 1
*
10/3 | 0.21863647110765811001379763939489798712 | 0.023532075309507883837506494425356726142
f(z) = 81/200*z^3 - 271/45*z + 1
*
34/9 | 0.19288559465444934584480920799258629385 | 0.027719627099661448265961095002795501119
f(z) = 81/208*z^3 - 263/52*z + 1
*
[ -4 ] 
f(z) = 83/208*z^3 - 267/52*z + 1
*
[ -4 ] 
f(z) = 85/208*z^3 - 275/52*z + 1
*
3/5 | 0.20608935608481241883452622931829148257 | 0.023142303532159606950844686674102876712
f(z) = 95/216*z^3 - 273/40*z + 1
*
[ -5/2 ] 
f(z) = 97/200*z^3 - 261/160*z + 1
*
[ -5/2 ] 
f(z) = 99/200*z^3 - 271/160*z + 1
*
[ -5/2 ] 
f(z) = 88/205*z^3 - 263/205*z + 1
*
[ 2 ] 
f(z) = 91/202*z^3 - 263/202*z + 1
*
[ 2 ] 
f(z) = 91/206*z^3 - 261/206*z + 1
*
[ -5/2 ] 
f(z) = 92/215*z^3 - 274/215*z + 1
*
[ 2 ] 
f(z) = 93/202*z^3 - 271/202*z + 1
*
[ 2 ] 
f(z) = 93/206*z^3 - 269/206*z + 1
*
[ 2 ] 
f(z) = 93/214*z^3 - 265/214*z + 1
*
[ 2 ] 
f(z) = 93/218*z^3 - 263/218*z + 1
*
[ 2 ] 
f(z) = 95/202*z^3 - 279/202*z + 1
*
[ 2 ] 
f(z) = 95/206*z^3 - 277/206*z + 1
*
[ 2 ] 
f(z) = 95/214*z^3 - 273/214*z + 1
*
[ 2 ] 
f(z) = 95/218*z^3 - 271/218*z + 1
*
[ 2 ] 
f(z) = 97/218*z^3 - 279/218*z + 1
*
[ 20/11 ] 
f(z) = 99/200*z^3 - 261/220*z + 1
*
[ -22/9 ] 
f(z) = 81/200*z^3 - 278/275*z + 1
*
[ 12/7 ] 
f(z) = 98/207*z^3 - 269/276*z + 1
*
[ -12 ] 
f(z) = 95/216*z^3 - 249/4*z + 1
*
[ 12 ] 
f(z) = 97/216*z^3 - 255/4*z + 1
*
[ 10 ] 
f(z) = 99/200*z^3 - 243/5*z + 1
*
[ -10 ] 
f(z) = 99/200*z^3 - 242/5*z + 1
*
[ 30/7 ] 
f(z) = 91/216*z^3 - 244/35*z + 1
*
[ 3 ] 
f(z) = 97/207*z^3 - 245/69*z + 1
*
[ 3 ] 
f(z) = 98/207*z^3 - 248/69*z + 1
*
42/17 | 0.16325517234764000669511768866954718779 | 0.015032600347501770387016149678889572316
f(z) = 85/216*z^3 - 241/85*z + 1
*
8/9 | 0.16897801238536951947160047793125648816 | 0.027138363003442576398290018897261960656
f(z) = 81/208*z^3 - 253/104*z + 1
*
-2 | 0.079547960198557321323613054578522081257 | 0.012876121688708721401108728035853761122
f(z) = 95/204*z^3 - 241/102*z + 1
*
-2 | 0.10008238774755048526919795439206579234 | 0.016178307883261637597301364786821645260
f(z) = 95/212*z^3 - 243/106*z + 1
*
-2 | 0.079784947882487979236118041152021331924 | 0.012880162476460007827031900077365722071
f(z) = 97/204*z^3 - 245/102*z + 1
*
-2 | 0.10038197661837170142345297767284446927 | 0.016184022862940803906453089610249724906
f(z) = 97/212*z^3 - 247/106*z + 1
*
-2 | 0.10063699765997259268563544658712074961 | 0.016183223832208945461763524436426887556
f(z) = 99/212*z^3 - 251/106*z + 1
*
[ -5/2 ] 
f(z) = 93/200*z^3 - 241/160*z + 1
*
[ 19/9 ] 
f(z) = 81/209*z^3 - 251/209*z + 1
*
[ 2 ] 
f(z) = 87/202*z^3 - 247/202*z + 1
*
[ 2 ] 
f(z) = 87/206*z^3 - 245/206*z + 1
*
[ 2 ] 
f(z) = 87/214*z^3 - 241/214*z + 1
*
[ -5/2 ] 
f(z) = 88/215*z^3 - 249/215*z + 1
*
[ 1/2 ] 
f(z) = 88/219*z^3 - 241/219*z + 1
*
[ 2 ] 
f(z) = 89/202*z^3 - 255/202*z + 1
*
[ 2 ] 
f(z) = 89/206*z^3 - 253/206*z + 1
*
[ 2 ] 
f(z) = 89/210*z^3 - 251/210*z + 1
*
[ 2 ] 
f(z) = 89/214*z^3 - 249/214*z + 1
*
[ 2 ] 
f(z) = 89/218*z^3 - 247/218*z + 1
*
[ 2 ] 
f(z) = 91/214*z^3 - 257/214*z + 1
*
[ 2 ] 
f(z) = 91/218*z^3 - 255/218*z + 1
*
[ 1/2 ] 
f(z) = 92/219*z^3 - 242/219*z + 1
*
[ 1/2 ] 
f(z) = 96/217*z^3 - 241/217*z + 1
*
[ -7/3 ] 
f(z) = 99/203*z^3 - 249/203*z + 1
*
[ 12 ] 
f(z) = 85/216*z^3 - 223/4*z + 1
*
[ -12 ] 
f(z) = 89/216*z^3 - 233/4*z + 1
*
[ 10 ] 
f(z) = 91/200*z^3 - 223/5*z + 1
*
[ -10 ] 
f(z) = 91/200*z^3 - 222/5*z + 1
*
[ 12 ] 
f(z) = 91/216*z^3 - 239/4*z + 1
*
[ 10 ] 
f(z) = 93/200*z^3 - 228/5*z + 1
*
[ -10 ] 
f(z) = 93/200*z^3 - 227/5*z + 1
*
[ 10 ] 
f(z) = 97/200*z^3 - 238/5*z + 1
*
[ -10 ] 
f(z) = 97/200*z^3 - 237/5*z + 1
*
[ 18/5 ] 
f(z) = 95/216*z^3 - 224/45*z + 1
*
10/33 | 0.26205985369078970068306058930136143272 | 0.028592476410095661538266838010600937086
f(z) = 99/200*z^3 - 239/55*z + 1
*
[ 3 ] 
f(z) = 89/207*z^3 - 221/69*z + 1
*
[ 3 ] 
f(z) = 91/207*z^3 - 227/69*z + 1
*
[ 3 ] 
f(z) = 94/207*z^3 - 236/69*z + 1
*
[ 3 ] 
f(z) = 95/207*z^3 - 239/69*z + 1
*
[ 8/3 ] 
f(z) = 81/208*z^3 - 223/104*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016260796018002949896966288368045123800
f(z) = 85/212*z^3 - 223/106*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016213544654915335128077192879798301426
f(z) = 87/212*z^3 - 227/106*z + 1
*
-2 | 0.078496220613594423717673730062761025043 | 0.012811799673660456745251390086264071722
f(z) = 89/204*z^3 - 229/102*z + 1
*
-2 | 0.099198968242402246669471500052988654992 | 0.016167862291961326140767766735956397375
f(z) = 89/212*z^3 - 231/106*z + 1
*
-2 | 0.078951757088321545716982763949983491157 | 0.012849832636861215195394552097675827058
f(z) = 91/204*z^3 - 233/102*z + 1
*
-2 | 0.099203583445890045849603774773485861478 | 0.016123499649396181111844957014380544326
f(z) = 91/212*z^3 - 235/106*z + 1
*
-2 | 0.099690145566874216987327794532804548669 | 0.016158255340465643146248259683699129476
f(z) = 93/212*z^3 - 239/106*z + 1
*
5/3 | 0.17886855311060525129203915072814771113 | 0.025427735133844660933572992339762453832
f(z) = 93/200*z^3 - 227/120*z + 1
*
[ -5/2 ] 
f(z) = 89/200*z^3 - 221/160*z + 1
*
[ -5/2 ] 
f(z) = 91/200*z^3 - 231/160*z + 1
*
[ 1/2 ] 
f(z) = 80/201*z^3 - 221/201*z + 1
*
[ 1/2 ] 
f(z) = 80/203*z^3 - 223/203*z + 1
*
[ 1/2 ] 
f(z) = 80/207*z^3 - 227/207*z + 1
*
[ 1/2 ] 
f(z) = 80/209*z^3 - 229/209*z + 1
*
[ 1/2 ] 
f(z) = 80/211*z^3 - 231/211*z + 1
*
[ 1/2 ] 
f(z) = 80/213*z^3 - 233/213*z + 1
*
[ 1/2 ] 
f(z) = 80/217*z^3 - 237/217*z + 1
*
[ 1/2 ] 
f(z) = 80/219*z^3 - 239/219*z + 1
*
[ 2 ] 
f(z) = 81/202*z^3 - 223/202*z + 1
*
[ 2 ] 
f(z) = 81/206*z^3 - 221/206*z + 1
*
-13/9 | 0.081728552573235633848755057384946718265 | 0.014993207857444913843117354689098914215
f(z) = 81/208*z^3 - 233/208*z + 1
*
[ 2 ] 
f(z) = 83/202*z^3 - 231/202*z + 1
*
[ 2 ] 
f(z) = 83/206*z^3 - 229/206*z + 1
*
[ 2 ] 
f(z) = 83/210*z^3 - 227/210*z + 1
*
[ 2 ] 
f(z) = 83/214*z^3 - 225/214*z + 1
*
[ 2 ] 
f(z) = 83/218*z^3 - 223/218*z + 1
*
[ -5/2 ] 
f(z) = 84/205*z^3 - 238/205*z + 1
*
[ 1/2 ] 
f(z) = 84/205*z^3 - 226/205*z + 1
*
[ 1/2 ] 
f(z) = 84/209*z^3 - 230/209*z + 1
*
[ 1/2 ] 
f(z) = 84/211*z^3 - 232/211*z + 1
*
[ 1/2 ] 
f(z) = 84/215*z^3 - 236/215*z + 1
*
[ -5/2 ] 
f(z) = 84/215*z^3 - 224/215*z + 1
*
[ 2 ] 
f(z) = 85/202*z^3 - 239/202*z + 1
*
[ 2 ] 
f(z) = 85/206*z^3 - 237/206*z + 1
*
[ 2 ] 
f(z) = 85/214*z^3 - 233/214*z + 1
*
[ 2 ] 
f(z) = 85/218*z^3 - 231/218*z + 1
*
[ 2 ] 
f(z) = 87/218*z^3 - 239/218*z + 1
*
[ 1/2 ] 
f(z) = 88/201*z^3 - 223/201*z + 1
*
[ 1/2 ] 
f(z) = 88/203*z^3 - 225/203*z + 1
*
[ 1/2 ] 
f(z) = 88/205*z^3 - 227/205*z + 1
*
[ 1/2 ] 
f(z) = 88/207*z^3 - 229/207*z + 1
*
[ 1/2 ] 
f(z) = 88/211*z^3 - 233/211*z + 1
*
[ 1/2 ] 
f(z) = 88/213*z^3 - 235/213*z + 1
*
[ 1/2 ] 
f(z) = 88/215*z^3 - 237/215*z + 1
*
[ 1/2 ] 
f(z) = 88/217*z^3 - 239/217*z + 1
*
[ 1/2 ] 
f(z) = 92/201*z^3 - 224/201*z + 1
*
[ 1/2 ] 
f(z) = 92/203*z^3 - 226/203*z + 1
*
[ 1/2 ] 
f(z) = 92/205*z^3 - 228/205*z + 1
*
[ 1/2 ] 
f(z) = 92/209*z^3 - 232/209*z + 1
*
[ 1/2 ] 
f(z) = 92/211*z^3 - 234/211*z + 1
*
[ 1/2 ] 
f(z) = 92/213*z^3 - 236/213*z + 1
*
[ 1/2 ] 
f(z) = 92/215*z^3 - 238/215*z + 1
*
[ 1/2 ] 
f(z) = 92/217*z^3 - 240/217*z + 1
*
[ 1/2 ] 
f(z) = 96/203*z^3 - 227/203*z + 1
*
[ 1/2 ] 
f(z) = 96/205*z^3 - 229/205*z + 1
*
[ 1/2 ] 
f(z) = 96/209*z^3 - 233/209*z + 1
*
[ 1/2 ] 
f(z) = 96/211*z^3 - 235/211*z + 1
*
[ 1/2 ] 
f(z) = 96/215*z^3 - 239/215*z + 1
*
[ -7/3 ] 
f(z) = 99/217*z^3 - 229/217*z + 1
*
[ 10 ] 
f(z) = 83/200*z^3 - 203/5*z + 1
*
[ -10 ] 
f(z) = 83/200*z^3 - 202/5*z + 1
*
[ -12 ] 
f(z) = 83/216*z^3 - 217/4*z + 1
*
[ 10 ] 
f(z) = 87/200*z^3 - 213/5*z + 1
*
[ -10 ] 
f(z) = 87/200*z^3 - 212/5*z + 1
*
[ 10 ] 
f(z) = 89/200*z^3 - 218/5*z + 1
*
[ -10 ] 
f(z) = 89/200*z^3 - 217/5*z + 1
*
10/9 | 0.15961630411972457067050926457454515807 | 0.023755914812512119430270578087453840428
f(z) = 81/208*z^3 - 207/52*z + 1
*
3 | 0.24891703671675404962081549506264790582 | 0.028784206280599680113640714777573803507
f(z) = 85/216*z^3 - 211/40*z + 1
*
[ -24/7 ] 
f(z) = 91/216*z^3 - 205/56*z + 1
*
[ 10/3 ] 
f(z) = 97/200*z^3 - 211/45*z + 1
*
[ 3 ] 
f(z) = 83/207*z^3 - 203/69*z + 1
*
[ 3 ] 
f(z) = 85/207*z^3 - 209/69*z + 1
*
[ 3 ] 
f(z) = 86/207*z^3 - 212/69*z + 1
*
2/3 | 0.15811383655920341166802514504714686033 | 0.021402282012234585183726050414974672309
f(z) = 87/200*z^3 - 202/75*z + 1
*
[ 3 ] 
f(z) = 88/207*z^3 - 218/69*z + 1
*
2/3 | 0.15783121381505728723845883417777045479 | 0.021349755060369875091793569526423585657
f(z) = 93/200*z^3 - 203/75*z + 1
*
[ -3 ] 
f(z) = 98/207*z^3 - 202/69*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016358765805463762094703773759838933974
f(z) = 81/212*z^3 - 215/106*z + 1
*
-2 | 0.078140940894929910345117786981984866738 | 0.012866847996283443072738889816106201800
f(z) = 83/204*z^3 - 217/102*z + 1
*
-2 | 0.099196042123555786166276544110100201972 | 0.016309186431011943970367503101425001952
f(z) = 83/212*z^3 - 219/106*z + 1
*
[ 42/17 ] 
f(z) = 85/216*z^3 - 215/119*z + 1
*
[ -8/3 ] 
f(z) = 99/208*z^3 - 209/104*z + 1
*
3/5 | 0.18560174793132049492301307254598444210 | 0.024495019299477767215965062405497655449
f(z) = 85/216*z^3 - 217/120*z + 1
*
[ 2/5 ] 
f(z) = 85/216*z^3 - 211/135*z + 1
*
5/3 | 0.20022099239784931745469873808523408115 | 0.028646643032358735641705248748396562214
f(z) = 87/200*z^3 - 217/120*z + 1
*
[ 42/19 ] 
f(z) = 95/216*z^3 - 213/133*z + 1
*
[ 2/5 ] 
f(z) = 95/216*z^3 - 212/135*z + 1
*
[ 6/13 ] 
f(z) = 83/216*z^3 - 211/169*z + 1
*
[ -5/2 ] 
f(z) = 87/200*z^3 - 211/160*z + 1
*
[ 6/13 ] 
f(z) = 89/216*z^3 - 212/169*z + 1
*
[ 6/13 ] 
f(z) = 95/216*z^3 - 213/169*z + 1
*
[ 2 ] 
f(z) = 81/214*z^3 - 217/214*z + 1
*
[ 2 ] 
f(z) = 81/218*z^3 - 215/218*z + 1
*
[ 7/4 ] 
f(z) = 96/203*z^3 - 207/203*z + 1
*
[ 7/4 ] 
f(z) = 96/217*z^3 - 201/217*z + 1
*
[ 50/27 ] 
f(z) = 81/200*z^3 - 209/225*z + 1
*
[ 30/17 ] 
f(z) = 85/216*z^3 - 202/255*z + 1
*
[ 50/33 ] 
f(z) = 99/200*z^3 - 219/275*z + 1
*
[ 30/19 ] 
f(z) = 95/216*z^3 - 208/285*z + 1
*
[ 10 ] 
f(z) = 81/200*z^3 - 198/5*z + 1
*
[ -10 ] 
f(z) = 81/200*z^3 - 197/5*z + 1
*
-6 | 0.30484660478559096078607330374319865225 | 0.028642553149043267567873183465014800916
f(z) = 91/216*z^3 - 194/13*z + 1
*
[ 18/5 ] 
f(z) = 85/216*z^3 - 197/45*z + 1
*
[ 10/3 ] 
f(z) = 89/200*z^3 - 191/45*z + 1
*
[ 10/3 ] 
f(z) = 91/200*z^3 - 196/45*z + 1
*
3/7 | 0.25158050858072853019730386658474487997 | 0.029431125702228655757380122252957854213
f(z) = 91/216*z^3 - 191/56*z + 1
*
[ -18/5 ] 
f(z) = 95/216*z^3 - 199/45*z + 1
*
[ -10/3 ] 
f(z) = 97/200*z^3 - 184/45*z + 1
*
[ 3 ] 
f(z) = 80/207*z^3 - 194/69*z + 1
*
[ 3 ] 
f(z) = 82/207*z^3 - 200/69*z + 1
*
[ -3 ] 
f(z) = 91/207*z^3 - 181/69*z + 1
*
[ -3 ] 
f(z) = 94/207*z^3 - 190/69*z + 1
*
[ -3 ] 
f(z) = 95/207*z^3 - 193/69*z + 1
*
[ -3 ] 
f(z) = 97/207*z^3 - 199/69*z + 1
*
-5/3 | 0.20022089983008467546230359600126703876 | 0.029135210647641017989869876320924968790
f(z) = 87/200*z^3 - 193/120*z + 1
*
[ -5/2 ] 
f(z) = 81/200*z^3 - 181/160*z + 1
*
[ -5/2 ] 
f(z) = 83/200*z^3 - 191/160*z + 1
*
[ -30/13 ] 
f(z) = 91/200*z^3 - 193/195*z + 1
*
[ 5/9 ] 
f(z) = 81/205*z^3 - 189/205*z + 1
*
[ 5/9 ] 
f(z) = 81/215*z^3 - 197/215*z + 1
*
[ -7/3 ] 
f(z) = 90/203*z^3 - 200/203*z + 1
*
[ 5/3 ] 
f(z) = 99/205*z^3 - 193/205*z + 1
*
[ 5/3 ] 
f(z) = 99/215*z^3 - 189/215*z + 1
*
[ 20/33 ] 
f(z) = 99/200*z^3 - 183/220*z + 1
*
[ 20/13 ] 
f(z) = 91/200*z^3 - 189/260*z + 1
*
[ 3/2 ] 
f(z) = 91/207*z^3 - 181/276*z + 1
*
[ 3/2 ] 
f(z) = 95/207*z^3 - 193/276*z + 1
*
[ 3/2 ] 
f(z) = 97/207*z^3 - 199/276*z + 1
*
-6/19 | 0.25869705140971109750529607494092686829 | 0.026054285950019089354483899161946100970
f(z) = 95/216*z^3 - 193/285*z + 1
*
10/27 | 0.25286508433336551673640874402280787888 | 0.028673482821144349116907137497806018890
f(z) = 81/200*z^3 - 169/45*z + 1
*
-70/27 | 0.26144162797023719055697583537845260504 | 0.029768035115058923239760707504948343277
f(z) = 81/200*z^3 - 163/45*z + 1
*
4/9 | 0.078344814241870648503069852976999924658 | 0.011980087848615319996012432361161105953
f(z) = 81/208*z^3 - 173/52*z + 1
*
[ 10/3 ] 
f(z) = 83/200*z^3 - 176/45*z + 1
*
[ -18/5 ] 
f(z) = 85/216*z^3 - 172/45*z + 1
*
[ -10/3 ] 
f(z) = 89/200*z^3 - 164/45*z + 1
*
[ -10/3 ] 
f(z) = 91/200*z^3 - 169/45*z + 1
*
[ -3 ] 
f(z) = 85/207*z^3 - 163/69*z + 1
*
[ -3 ] 
f(z) = 86/207*z^3 - 166/69*z + 1
*
[ -3 ] 
f(z) = 88/207*z^3 - 172/69*z + 1
*
[ -3 ] 
f(z) = 89/207*z^3 - 175/69*z + 1
*
[ 12/5 ] 
f(z) = 83/216*z^3 - 163/100*z + 1
*
[ 12/5 ] 
f(z) = 89/216*z^3 - 179/100*z + 1
*
[ 12/7 ] 
f(z) = 97/216*z^3 - 177/196*z + 1
*
[ -20/9 ] 
f(z) = 99/200*z^3 - 179/180*z + 1
*
[ 16/9 ] 
f(z) = 81/208*z^3 - 165/208*z + 1
*
[ 3/5 ] 
f(z) = 83/216*z^3 - 161/200*z + 1
*
[ 3/5 ] 
f(z) = 89/216*z^3 - 163/200*z + 1
*
[ -7/3 ] 
f(z) = 90/217*z^3 - 180/217*z + 1
*
[ 11/7 ] 
f(z) = 98/209*z^3 - 166/209*z + 1
*
[ 12/19 ] 
f(z) = 95/216*z^3 - 173/228*z + 1
*
[ 2/3 ] 
f(z) = 97/200*z^3 - 161/225*z + 1
*
[ 2/3 ] 
f(z) = 83/216*z^3 - 163/243*z + 1
*
[ 2/3 ] 
f(z) = 85/216*z^3 - 164/243*z + 1
*
[ 2/3 ] 
f(z) = 89/216*z^3 - 166/243*z + 1
*
[ 2/3 ] 
f(z) = 91/216*z^3 - 167/243*z + 1
*
[ 2/3 ] 
f(z) = 95/216*z^3 - 169/243*z + 1
*
[ 10/7 ] 
f(z) = 97/200*z^3 - 169/245*z + 1
*
[ 2/3 ] 
f(z) = 97/216*z^3 - 170/243*z + 1
*
[ 10/7 ] 
f(z) = 99/200*z^3 - 174/245*z + 1
*
[ 3/2 ] 
f(z) = 85/207*z^3 - 163/276*z + 1
*
[ 3/2 ] 
f(z) = 89/207*z^3 - 175/276*z + 1
*
[ 5/7 ] 
f(z) = 91/200*z^3 - 177/280*z + 1
*
[ -10/3 ] 
f(z) = 83/200*z^3 - 149/45*z + 1
*
-3 | 0.21698047983873761943343571703488202339 | 0.026059730837513859532373567168459687997
f(z) = 95/216*z^3 - 153/40*z + 1
*
[ -3 ] 
f(z) = 80/207*z^3 - 148/69*z + 1
*
[ -3 ] 
f(z) = 82/207*z^3 - 154/69*z + 1
*
[ -3 ] 
f(z) = 83/207*z^3 - 157/69*z + 1
*
-30/17 | 0.26890360185454930034863285868878686785 | 0.026046358420136669022188616969426068166
f(z) = 85/216*z^3 - 141/85*z + 1
*
[ -8/3 ] 
f(z) = 81/208*z^3 - 145/104*z + 1
*
[ 2 ] 
f(z) = 97/204*z^3 - 143/102*z + 1
*
[ 2 ] 
f(z) = 97/212*z^3 - 141/106*z + 1
*
[ 2 ] 
f(z) = 99/212*z^3 - 145/106*z + 1
*
-4/3 | 0.14249952442076925823142419351016419243 | 0.022140490241043098733443898077726613666
f(z) = 87/208*z^3 - 155/156*z + 1
*
[ 12/7 ] 
f(z) = 85/216*z^3 - 145/196*z + 1
*
[ -30/13 ] 
f(z) = 91/216*z^3 - 158/195*z + 1
*
[ 7/4 ] 
f(z) = 80/203*z^3 - 158/203*z + 1
*
[ 7/4 ] 
f(z) = 80/217*z^3 - 152/217*z + 1
*
[ -7/3 ] 
f(z) = 81/203*z^3 - 151/203*z + 1
*
[ 5/3 ] 
f(z) = 81/205*z^3 - 143/205*z + 1
*
[ 2/3 ] 
f(z) = 81/214*z^3 - 143/214*z + 1
*
[ 2/3 ] 
f(z) = 81/218*z^3 - 145/218*z + 1
*
[ 2/3 ] 
f(z) = 99/202*z^3 - 145/202*z + 1
*
[ 2/3 ] 
f(z) = 99/206*z^3 - 147/206*z + 1
*
[ 2/3 ] 
f(z) = 99/214*z^3 - 151/214*z + 1
*
[ 2/3 ] 
f(z) = 99/218*z^3 - 153/218*z + 1
*
[ 2/3 ] 
f(z) = 83/200*z^3 - 154/225*z + 1
*
[ 2/3 ] 
f(z) = 89/200*z^3 - 157/225*z + 1
*
[ 2/3 ] 
f(z) = 91/200*z^3 - 158/225*z + 1
*
[ 10/7 ] 
f(z) = 87/200*z^3 - 144/245*z + 1
*
[ 10/7 ] 
f(z) = 89/200*z^3 - 149/245*z + 1
*
[ 10/7 ] 
f(z) = 93/200*z^3 - 159/245*z + 1
*
[ 3/2 ] 
f(z) = 83/207*z^3 - 157/276*z + 1
*
[ 4/5 ] 
f(z) = 95/208*z^3 - 141/260*z + 1
*
2/9 | 0.20768422842834388097258933741138567355 | 0.029640825197144561269102598048523620853
f(z) = 81/200*z^3 - 138/25*z + 1
*
6/13 | 0.27299724720849855534259365891382378929 | 0.029931108533205677979036356883630800427
f(z) = 91/216*z^3 - 127/39*z + 1
*
70/27 | 0.20024563256064356347494584290324584657 | 0.023467018756800652829846251522457184380
f(z) = 81/200*z^3 - 127/45*z + 1
*
[ 26/9 ] 
f(z) = 81/208*z^3 - 135/52*z + 1
*
-28/9 | 0.15877848207110107973404468206288657011 | 0.025357932274938099927004487311706249583
f(z) = 81/208*z^3 - 131/52*z + 1
*
-3/5 | 0.18480731786042866486898622523701279971 | 0.022454476188171571724138472925722502607
f(z) = 85/216*z^3 - 139/40*z + 1
*
3/7 | 0.22692676760672942327707545864792093845 | 0.027670244894239387154649753015749202844
f(z) = 91/216*z^3 - 135/56*z + 1
*
-2 | 0.10000540020166364999426268098058296388 | 0.016176646181777781042361175901706028597
f(z) = 95/208*z^3 - 121/52*z + 1
*
-2 | 0.10026810930001830364760025938523913580 | 0.016176244831370427998660158253923795628
f(z) = 97/208*z^3 - 123/52*z + 1
*
[ 10/33 ] 
f(z) = 99/200*z^3 - 129/55*z + 1
*
-2 | 0.10050000797217304976800879478598291453 | 0.016171576128459121359248725536160561299
f(z) = 99/208*z^3 - 125/52*z + 1
*
[ 18/7 ] 
f(z) = 91/216*z^3 - 137/63*z + 1
*
-6/7 | 0.18501032718768699781439268062882006004 | 0.018131881846981878989474860659982533097
f(z) = 91/216*z^3 - 125/91*z + 1
*
-222/91 | 0.27003454127893735443731704286262231135 | 0.026527811912911988257044692021049543551
f(z) = 91/216*z^3 - 122/91*z + 1
*
-30/19 | 0.28607167450007340251268242048716994685 | 0.027747676669938612765382903764785425979
f(z) = 95/216*z^3 - 139/95*z + 1
*
[ 4/9 ] 
f(z) = 81/200*z^3 - 133/100*z + 1
*
[ 2 ] 
f(z) = 87/212*z^3 - 121/106*z + 1
*
[ 2 ] 
f(z) = 89/204*z^3 - 127/102*z + 1
*
[ 2 ] 
f(z) = 89/212*z^3 - 125/106*z + 1
*
[ 2 ] 
f(z) = 91/204*z^3 - 131/102*z + 1
*
[ 2 ] 
f(z) = 91/212*z^3 - 129/106*z + 1
*
-18/13 | 0.23744324553419756906469257982467346755 | 0.029598119527519509077701459665811205285
f(z) = 91/216*z^3 - 127/117*z + 1
*
[ 2 ] 
f(z) = 93/212*z^3 - 133/106*z + 1
*
[ 2 ] 
f(z) = 95/204*z^3 - 139/102*z + 1
*
[ 2 ] 
f(z) = 95/212*z^3 - 137/106*z + 1
*
[ 2/3 ] 
f(z) = 81/202*z^3 - 137/202*z + 1
*
[ 2/3 ] 
f(z) = 81/206*z^3 - 139/206*z + 1
*
[ 5/3 ] 
f(z) = 81/215*z^3 - 139/215*z + 1
*
[ -7/3 ] 
f(z) = 81/217*z^3 - 131/217*z + 1
*
[ 12/17 ] 
f(z) = 85/216*z^3 - 125/204*z + 1
*
[ 3/2 ] 
f(z) = 88/201*z^3 - 131/201*z + 1
*
[ 3/2 ] 
f(z) = 88/213*z^3 - 127/213*z + 1
*
[ 3/2 ] 
f(z) = 88/219*z^3 - 125/219*z + 1
*
[ 3/2 ] 
f(z) = 92/201*z^3 - 140/201*z + 1
*
[ 3/2 ] 
f(z) = 92/213*z^3 - 136/213*z + 1
*
[ 3/2 ] 
f(z) = 92/219*z^3 - 134/219*z + 1
*
[ 5/7 ] 
f(z) = 98/205*z^3 - 132/205*z + 1
*
[ 5/7 ] 
f(z) = 98/215*z^3 - 136/215*z + 1
*
[ 4/3 ] 
f(z) = 99/212*z^3 - 123/212*z + 1
*
[ 10/7 ] 
f(z) = 81/200*z^3 - 129/245*z + 1
*
[ 10/7 ] 
f(z) = 83/200*z^3 - 134/245*z + 1
*
-6/5 | 0.26687773599995395126023992049080646243 | 0.027182689745047564025869547692287887766
f(z) = 85/216*z^3 - 127/255*z + 1
*
[ -20/9 ] 
f(z) = 81/208*z^3 - 123/260*z + 1
*
[ 4/5 ] 
f(z) = 85/208*z^3 - 133/260*z + 1
*
[ -15/7 ] 
f(z) = 91/216*z^3 - 131/280*z + 1
*
3 | 0.18652277118819802897863544903735752277 | 0.027301527944847692870846641187080809706
f(z) = 95/216*z^3 - 103/24*z + 1
*
5/9 | 0.17965740547771052407575710006952365314 | 0.028196539554706646474619593058757058075
f(z) = 81/200*z^3 - 117/40*z + 1
*
-2 | 0.098844050695732602277403829941790001970 | 0.016313259774583870310500095697477926122
f(z) = 81/208*z^3 - 107/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016263428121392655421657349999739005650
f(z) = 83/208*z^3 - 109/52*z + 1
*
-2 | 0.098843798662707798566591918416837980812 | 0.016215000554948594652636918811204922700
f(z) = 85/208*z^3 - 111/52*z + 1
*
-2 | 0.098843297772246629143007702359222682909 | 0.016167555797766222905223849044116783539
f(z) = 87/208*z^3 - 113/52*z + 1
*
-2 | 0.098854061641894703121192963842453496524 | 0.016123048432717097505569492921422082915
f(z) = 89/208*z^3 - 115/52*z + 1
*
-2 | 0.099694063767144084466303489357054846275 | 0.016169879499525329477333107127279744607
f(z) = 93/208*z^3 - 119/52*z + 1
*
3/5 | 0.21590535355011661287900499322694832124 | 0.026910047024034083387440129018291022959
f(z) = 95/216*z^3 - 113/40*z + 1
*
[ 12/5 ] 
f(z) = 85/216*z^3 - 101/60*z + 1
*
[ 30/13 ] 
f(z) = 91/216*z^3 - 109/65*z + 1
*
[ 2 ] 
f(z) = 81/212*z^3 - 109/106*z + 1
*
[ 2 ] 
f(z) = 83/204*z^3 - 115/102*z + 1
*
[ 2 ] 
f(z) = 83/212*z^3 - 113/106*z + 1
*
[ 2 ] 
f(z) = 85/212*z^3 - 117/106*z + 1
*
[ -12/5 ] 
f(z) = 91/216*z^3 - 101/100*z + 1
*
[ -12/5 ] 
f(z) = 97/216*z^3 - 117/100*z + 1
*
[ 6/11 ] 
f(z) = 85/216*z^3 - 115/121*z + 1
*
[ 6/11 ] 
f(z) = 91/216*z^3 - 116/121*z + 1
*
[ 5/3 ] 
f(z) = 93/200*z^3 - 107/120*z + 1
*
[ 6/11 ] 
f(z) = 97/216*z^3 - 117/121*z + 1
*
[ 3/2 ] 
f(z) = 98/207*z^3 - 101/138*z + 1
*
[ 2/3 ] 
f(z) = 87/208*z^3 - 107/156*z + 1
*
[ 2/3 ] 
f(z) = 93/208*z^3 - 109/156*z + 1
*
[ 14/9 ] 
f(z) = 81/200*z^3 - 109/175*z + 1
*
[ 20/27 ] 
f(z) = 81/200*z^3 - 103/180*z + 1
*
[ 3/2 ] 
f(z) = 80/201*z^3 - 113/201*z + 1
*
[ 3/4 ] 
f(z) = 80/201*z^3 - 112/201*z + 1
*
[ -9/4 ] 
f(z) = 80/207*z^3 - 106/207*z + 1
*
[ 3/4 ] 
f(z) = 80/213*z^3 - 116/213*z + 1
*
[ 3/2 ] 
f(z) = 80/213*z^3 - 109/213*z + 1
*
[ 3/4 ] 
f(z) = 80/219*z^3 - 118/219*z + 1
*
[ 3/2 ] 
f(z) = 80/219*z^3 - 107/219*z + 1
*
[ 7/9 ] 
f(z) = 81/203*z^3 - 107/203*z + 1
*
[ 13/9 ] 
f(z) = 81/208*z^3 - 105/208*z + 1
*
[ 7/9 ] 
f(z) = 81/217*z^3 - 111/217*z + 1
*
[ 5/4 ] 
f(z) = 96/205*z^3 - 109/205*z + 1
*
[ 5/4 ] 
f(z) = 96/215*z^3 - 107/215*z + 1
*
[ 9/7 ] 
f(z) = 98/207*z^3 - 116/207*z + 1
*
[ 2/9 ] 
f(z) = 81/200*z^3 - 88/25*z + 1
*
3 | 0.20187567565341261612347387517616366844 | 0.029810631537881423940188715608384426251
f(z) = 89/216*z^3 - 97/24*z + 1
*
-3 | 0.19584766902647119460365123920866788262 | 0.029292812186341864818104930704921931549
f(z) = 97/216*z^3 - 89/24*z + 1
*
[ -26/9 ] 
f(z) = 81/208*z^3 - 99/52*z + 1
*
[ -18/7 ] 
f(z) = 91/216*z^3 - 88/63*z + 1
*
[ 3/7 ] 
f(z) = 98/207*z^3 - 98/69*z + 1
*
-24/13 | 0.23097087330012413802075288875934639331 | 0.029088696210200698746894501072029209969
f(z) = 91/216*z^3 - 93/104*z + 1
*
[ 3/5 ] 
f(z) = 85/216*z^3 - 97/120*z + 1
*
[ 3/2 ] 
f(z) = 86/207*z^3 - 83/138*z + 1
*
[ 5/3 ] 
f(z) = 87/200*z^3 - 97/120*z + 1
*
[ 3/2 ] 
f(z) = 94/207*z^3 - 95/138*z + 1
*
[ 4/3 ] 
f(z) = 93/208*z^3 - 85/156*z + 1
*
[ 5/6 ] 
f(z) = 99/200*z^3 - 87/160*z + 1
*
[ 8/9 ] 
f(z) = 81/200*z^3 - 89/200*z + 1
*
[ 11/9 ] 
f(z) = 81/209*z^3 - 83/209*z + 1
*
[ 4/3 ] 
f(z) = 81/212*z^3 - 91/212*z + 1
*
[ 10/9 ] 
f(z) = 81/208*z^3 - 99/260*z + 1
*
6/17 | 0.27473204802877354735250016093658175146 | 0.028722840372082078677594672737388264545
f(z) = 85/216*z^3 - 66/17*z + 1
*
[ 10/3 ] 
f(z) = 87/200*z^3 - 62/15*z + 1
*
[ 10/3 ] 
f(z) = 93/200*z^3 - 67/15*z + 1
*
6/19 | 0.27922123023715568952803623461122933165 | 0.028616634308859973068108297400628932041
f(z) = 95/216*z^3 - 80/19*z + 1
*
2/3 | 0.16027503267964194663946589319654970353 | 0.025504712116510805078632139026873275375
f(z) = 81/200*z^3 - 67/25*z + 1
*
[ 3 ] 
f(z) = 83/216*z^3 - 67/24*z + 1
*
[ 3 ] 
f(z) = 89/216*z^3 - 73/24*z + 1
*
[ 3 ] 
f(z) = 95/216*z^3 - 79/24*z + 1
*
-2 | 0.086529678225720302423088424592932654371 | 0.013978234153287834194891527371170198222
f(z) = 95/216*z^3 - 61/27*z + 1
*
-2 | 0.099971043772270212036703473593055418011 | 0.016149588061012900290609277107681039248
f(z) = 97/200*z^3 - 61/25*z + 1
*
[ -3 ] 
f(z) = 97/216*z^3 - 65/24*z + 1
*
-2 | 0.086898820181595448339965216328384712705 | 0.014001088717438768077417809627884333874
f(z) = 97/216*z^3 - 62/27*z + 1
*
2/3 | 0.17821294521623129593816688460938961960 | 0.028292487878860827628467517414370473118
f(z) = 99/200*z^3 - 68/25*z + 1
*
-2 | 0.10017089379795086091972641098863386435 | 0.016139477705674152734108440688391045154
f(z) = 99/200*z^3 - 62/25*z + 1
*
[ 10/27 ] 
f(z) = 81/200*z^3 - 79/45*z + 1
*
[ 4/9 ] 
f(z) = 81/208*z^3 - 69/52*z + 1
*
[ 2 ] 
f(z) = 87/208*z^3 - 61/52*z + 1
*
[ 2 ] 
f(z) = 89/208*z^3 - 63/52*z + 1
*
[ 3/7 ] 
f(z) = 91/216*z^3 - 79/56*z + 1
*
[ 2 ] 
f(z) = 93/208*z^3 - 67/52*z + 1
*
[ 2 ] 
f(z) = 95/208*z^3 - 69/52*z + 1
*
[ 2 ] 
f(z) = 97/208*z^3 - 71/52*z + 1
*
[ 2 ] 
f(z) = 99/208*z^3 - 73/52*z + 1
*
[ -12/5 ] 
f(z) = 95/216*z^3 - 67/60*z + 1
*
[ 3/2 ] 
f(z) = 97/216*z^3 - 65/96*z + 1
*
[ 2/3 ] 
f(z) = 81/212*z^3 - 71/106*z + 1
*
[ 18/13 ] 
f(z) = 91/216*z^3 - 62/117*z + 1
*
[ 4/3 ] 
f(z) = 99/200*z^3 - 63/100*z + 1
*
[ 2/3 ] 
f(z) = 99/212*z^3 - 75/106*z + 1
*
[ 3/2 ] 
f(z) = 82/207*z^3 - 77/138*z + 1
*
[ 3/4 ] 
f(z) = 85/216*z^3 - 71/128*z + 1
*
[ 24/17 ] 
f(z) = 85/216*z^3 - 67/136*z + 1
*
[ 3/4 ] 
f(z) = 88/207*z^3 - 79/138*z + 1
*
[ 3/4 ] 
f(z) = 91/216*z^3 - 73/128*z + 1
*
[ 10/9 ] 
f(z) = 93/200*z^3 - 64/135*z + 1
*
[ 3/4 ] 
f(z) = 97/216*z^3 - 75/128*z + 1
*
[ 6/7 ] 
f(z) = 98/207*z^3 - 71/138*z + 1
*
[ 6/7 ] 
f(z) = 85/216*z^3 - 67/147*z + 1
*
[ 4/3 ] 
f(z) = 87/208*z^3 - 77/156*z + 1
*
[ 24/19 ] 
f(z) = 95/216*z^3 - 75/152*z + 1
*
[ 6/7 ] 
f(z) = 97/216*z^3 - 73/147*z + 1
*
[ 5/6 ] 
f(z) = 81/200*z^3 - 77/160*z + 1
*
[ 18/19 ] 
f(z) = 95/216*z^3 - 77/171*z + 1
*
[ -10/3 ] 
f(z) = 87/200*z^3 - 53/15*z + 1
*
[ -6 ] 
f(z) = 89/216*z^3 - 41/3*z + 1
*
[ 6 ] 
f(z) = 91/216*z^3 - 43/3*z + 1
*
[ -10/3 ] 
f(z) = 93/200*z^3 - 58/15*z + 1
*
[ -6 ] 
f(z) = 95/216*z^3 - 44/3*z + 1
*
[ 6/19 ] 
f(z) = 95/216*z^3 - 42/19*z + 1
*
[ 6 ] 
f(z) = 97/216*z^3 - 46/3*z + 1
*
-2 | 0.098117654203281010097545109594900914952 | 0.016218508621801586649940942813805354198
f(z) = 81/200*z^3 - 53/25*z + 1
*
-2 | 0.098116988269408086619503982052350092283 | 0.016168442183666634943970414888882778638
f(z) = 83/200*z^3 - 54/25*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014125556130708387983372435673555953652
f(z) = 83/216*z^3 - 55/27*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.014083864069867062030054844405245958741
f(z) = 85/216*z^3 - 56/27*z + 1
*
[ -3 ] 
f(z) = 85/216*z^3 - 53/24*z + 1
*
-2 | 0.098385373361069743452614890806584348229 | 0.016116086100781767944664356187795615072
f(z) = 87/200*z^3 - 56/25*z + 1
*
-2 | 0.098888871695945702613337019392063680390 | 0.016151733415231108976583523728255903742
f(z) = 89/200*z^3 - 57/25*z + 1
*
-2 | 0.085979762718846491443942648049784679273 | 0.014003481985287681988732671017994861616
f(z) = 89/216*z^3 - 58/27*z + 1
*
-2 | 0.099227440230554148793657665188478191642 | 0.016161124755118621851227089189623036638
f(z) = 91/200*z^3 - 58/25*z + 1
*
[ -3 ] 
f(z) = 91/216*z^3 - 59/24*z + 1
*
-2 | 0.085979078059977010027912381182600426205 | 0.013964491069608552053382147380863730210
f(z) = 91/216*z^3 - 59/27*z + 1
*
[ 6/13 ] 
f(z) = 91/216*z^3 - 49/39*z + 1
*
-2 | 0.099507135585289180204040047633822362494 | 0.016161681860251731955395062118630285270
f(z) = 93/200*z^3 - 59/25*z + 1
*
[ 2 ] 
f(z) = 81/208*z^3 - 55/52*z + 1
*
[ 2 ] 
f(z) = 83/208*z^3 - 57/52*z + 1
*
[ 2 ] 
f(z) = 85/208*z^3 - 59/52*z + 1
*
-4/3 | 0.15961193172465192507500194728346033158 | 0.029398005327465085489815068361612209058
f(z) = 99/208*z^3 - 57/52*z + 1
*
[ 2/3 ] 
f(z) = 87/200*z^3 - 52/75*z + 1
*
[ 3/2 ] 
f(z) = 88/207*z^3 - 43/69*z + 1
*
[ 2/3 ] 
f(z) = 93/200*z^3 - 53/75*z + 1
*
[ 3/2 ] 
f(z) = 85/216*z^3 - 53/96*z + 1
*
[ 3/2 ] 
f(z) = 91/216*z^3 - 59/96*z + 1
*
[ 4/3 ] 
f(z) = 81/200*z^3 - 47/100*z + 1
*
[ 8/9 ] 
f(z) = 81/208*z^3 - 45/104*z + 1
*
[ 10/9 ] 
f(z) = 87/200*z^3 - 59/135*z + 1
*
[ 18/17 ] 
f(z) = 85/216*z^3 - 59/153*z + 1
*
[ -6 ] 
f(z) = 83/216*z^3 - 38/3*z + 1
*
[ 6 ] 
f(z) = 85/216*z^3 - 40/3*z + 1
*
[ 6/17 ] 
f(z) = 85/216*z^3 - 32/17*z + 1
*
3 | 0.19387431329243122710193251999220606136 | 0.028808229050530040076587167890257071085
f(z) = 85/216*z^3 - 31/8*z + 1
*
[ 3 ] 
f(z) = 85/216*z^3 - 23/8*z + 1
*
-3 | 0.19504916254550307172756616585156327957 | 0.029590233144938502411097621492058808821
f(z) = 89/216*z^3 - 27/8*z + 1
*
3 | 0.19047100145917282406524394445649424459 | 0.028042011634279921053642669920552641696
f(z) = 91/216*z^3 - 33/8*z + 1
*
[ 3 ] 
f(z) = 91/216*z^3 - 25/8*z + 1
*
-3 | 0.19630301883540093005504017552322023097 | 0.029461070008933809852715096808263283213
f(z) = 95/216*z^3 - 29/8*z + 1
*
[ -3 ] 
f(z) = 95/216*z^3 - 21/8*z + 1
*
3 | 0.18641005936499340252677623974071588557 | 0.027208440778898191905059898911486469881
f(z) = 97/216*z^3 - 35/8*z + 1
*
[ 3 ] 
f(z) = 97/216*z^3 - 27/8*z + 1
*
[ 10/3 ] 
f(z) = 99/200*z^3 - 24/5*z + 1
*
[ -10/3 ] 
f(z) = 99/200*z^3 - 21/5*z + 1
*
[ 20/9 ] 
f(z) = 81/200*z^3 - 29/20*z + 1
*
[ 2 ] 
f(z) = 81/200*z^3 - 28/25*z + 1
*
[ 2 ] 
f(z) = 83/200*z^3 - 29/25*z + 1
*
[ 2 ] 
f(z) = 83/216*z^3 - 28/27*z + 1
*
[ 2 ] 
f(z) = 85/216*z^3 - 29/27*z + 1
*
[ 2 ] 
f(z) = 87/200*z^3 - 31/25*z + 1
*
[ 2 ] 
f(z) = 89/200*z^3 - 32/25*z + 1
*
[ 2 ] 
f(z) = 89/216*z^3 - 31/27*z + 1
*
[ 2 ] 
f(z) = 91/200*z^3 - 33/25*z + 1
*
[ 10/7 ] 
f(z) = 91/200*z^3 - 22/35*z + 1
*
[ 2 ] 
f(z) = 91/216*z^3 - 32/27*z + 1
*
[ 12/7 ] 
f(z) = 91/216*z^3 - 23/28*z + 1
*
[ 2 ] 
f(z) = 93/200*z^3 - 34/25*z + 1
*
[ 12/5 ] 
f(z) = 95/216*z^3 - 39/20*z + 1
*
[ 2 ] 
f(z) = 95/216*z^3 - 34/27*z + 1
*
[ 3/2 ] 
f(z) = 95/216*z^3 - 21/32*z + 1
*
[ 2 ] 
f(z) = 97/200*z^3 - 36/25*z + 1
*
[ 2 ] 
f(z) = 97/216*z^3 - 35/27*z + 1
*
[ 2 ] 
f(z) = 99/200*z^3 - 37/25*z + 1
*
[ 5/9 ] 
f(z) = 81/200*z^3 - 37/40*z + 1
*
[ 5/3 ] 
f(z) = 81/200*z^3 - 29/40*z + 1
*
[ 2/3 ] 
f(z) = 81/208*z^3 - 35/52*z + 1
*
[ 4/3 ] 
f(z) = 81/208*z^3 - 23/52*z + 1
*
[ 6/7 ] 
f(z) = 83/216*z^3 - 22/49*z + 1
*
[ 6/7 ] 
f(z) = 89/216*z^3 - 23/49*z + 1
*
[ 12/13 ] 
f(z) = 91/216*z^3 - 23/52*z + 1
*
[ 3/5 ] 
f(z) = 95/216*z^3 - 33/40*z + 1
*
[ 6/7 ] 
f(z) = 95/216*z^3 - 24/49*z + 1
*
[ 5/3 ] 
f(z) = 99/200*z^3 - 39/40*z + 1
*
[ 10/11 ] 
f(z) = 99/200*z^3 - 28/55*z + 1
*
[ 10/9 ] 
f(z) = 99/200*z^3 - 23/45*z + 1
*
[ 2/3 ] 
f(z) = 99/208*z^3 - 37/52*z + 1
*
[ 4/3 ] 
f(z) = 99/208*z^3 - 31/52*z + 1
*
[ 3/4 ] 
f(z) = 80/207*z^3 - 38/69*z + 1
*
[ 3/2 ] 
f(z) = 80/207*z^3 - 37/69*z + 1
*
[ 6/5 ] 
f(z) = 83/216*z^3 - 29/75*z + 1
*
[ 6/5 ] 
f(z) = 89/216*z^3 - 32/75*z + 1
*
[ 10/13 ] 
f(z) = 91/200*z^3 - 37/65*z + 1
*
[ 10/3 ] 
f(z) = 81/200*z^3 - 19/5*z + 1
*
[ -10/3 ] 
f(z) = 81/200*z^3 - 16/5*z + 1
*
[ 10/9 ] 
f(z) = 81/200*z^3 - 2/5*z + 1
*
[ -3 ] 
f(z) = 83/216*z^3 - 17/8*z + 1
*
[ 6 ] 
f(z) = 83/216*z^3 - 13*z + 1
*
[ -6 ] 
f(z) = 85/216*z^3 - 13*z + 1
*
[ 6/5 ] 
f(z) = 85/216*z^3 - 2/5*z + 1
*
[ -3 ] 
f(z) = 89/216*z^3 - 19/8*z + 1
*
[ 6 ] 
f(z) = 89/216*z^3 - 14*z + 1
*
[ -6 ] 
f(z) = 91/216*z^3 - 14*z + 1
*
[ 6 ] 
f(z) = 95/216*z^3 - 15*z + 1
*
[ 6/5 ] 
f(z) = 95/216*z^3 - 7/15*z + 1
*
[ -6 ] 
f(z) = 97/216*z^3 - 15*z + 1
*
[ 2/3 ] 
f(z) = 81/200*z^3 - 17/25*z + 1
*
[ -20/9 ] 
f(z) = 81/200*z^3 - 11/20*z + 1
*
[ 3/2 ] 
f(z) = 83/216*z^3 - 17/32*z + 1
*
[ -12/5 ] 
f(z) = 85/216*z^3 - 17/20*z + 1
*
[ 3/2 ] 
f(z) = 89/216*z^3 - 19/32*z + 1
*
[ 6/5 ] 
f(z) = 91/216*z^3 - 11/25*z + 1
*
[ 6/7 ] 
f(z) = 91/216*z^3 - 10/21*z + 1
*
[ 6/5 ] 
f(z) = 97/216*z^3 - 12/25*z + 1
*
[ 2/3 ] 
f(z) = 99/200*z^3 - 18/25*z + 1
*
[ -45/14 ] 
f(z) = 98/225*z^3 - 287/90*z + 1
*
2/3 | 0.19054082895165870938665032377107105231 | 0.029896637112619231951098411727319982276
f(z) = 81/220*z^3 - 293/110*z + 1
*
[ -11/4 ] 
f(z) = 80/231*z^3 - 290/231*z + 1
*
[ 4/9 ] 
f(z) = 81/220*z^3 - 291/220*z + 1
*
[ 2 ] 
f(z) = 99/226*z^3 - 283/226*z + 1
*
[ 2 ] 
f(z) = 99/230*z^3 - 281/230*z + 1
*
[ 58/27 ] 
f(z) = 81/232*z^3 - 281/261*z + 1
*
[ -15/4 ] 
f(z) = 92/225*z^3 - 269/60*z + 1
*
-8/3 | 0.17949683670365210436738662408781410317 | 0.025684920457478267656776863983744924221
f(z) = 81/224*z^3 - 271/168*z + 1
*
[ -8/3 ] 
f(z) = 93/224*z^3 - 265/168*z + 1
*
[ 20/9 ] 
f(z) = 81/220*z^3 - 279/220*z + 1
*
[ 1/2 ] 
f(z) = 88/239*z^3 - 261/239*z + 1
*
[ 1/2 ] 
f(z) = 92/239*z^3 - 262/239*z + 1
*
[ 2 ] 
f(z) = 95/222*z^3 - 269/222*z + 1
*
[ 2 ] 
f(z) = 95/226*z^3 - 267/226*z + 1
*
[ 2 ] 
f(z) = 95/234*z^3 - 263/234*z + 1
*
[ 2 ] 
f(z) = 95/238*z^3 - 261/238*z + 1
*
[ -5/2 ] 
f(z) = 96/235*z^3 - 271/235*z + 1
*
[ 1/2 ] 
f(z) = 96/239*z^3 - 263/239*z + 1
*
[ 2 ] 
f(z) = 97/222*z^3 - 277/222*z + 1
*
[ 2 ] 
f(z) = 97/226*z^3 - 275/226*z + 1
*
[ 2 ] 
f(z) = 97/230*z^3 - 273/230*z + 1
*
[ 2 ] 
f(z) = 97/234*z^3 - 271/234*z + 1
*
[ 2 ] 
f(z) = 97/238*z^3 - 269/238*z + 1
*
[ -17/7 ] 
f(z) = 98/221*z^3 - 266/221*z + 1
*
[ 2 ] 
f(z) = 99/238*z^3 - 277/238*z + 1
*
26/9 | 0.12623473412107257828761849408430153115 | 0.018242847052016146481216688861594059630
f(z) = 81/224*z^3 - 253/56*z + 1
*
8/3 | 0.20550872934720766126264928125141298636 | 0.029699150106653995358930350503511973202
f(z) = 99/224*z^3 - 253/56*z + 1
*
[ 3 ] 
f(z) = 97/225*z^3 - 241/75*z + 1
*
[ 3 ] 
f(z) = 98/225*z^3 - 244/75*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016377951725610008351988371945516293603
f(z) = 91/236*z^3 - 241/118*z + 1
*
-2 | 0.099882885464397107711158601239626525751 | 0.016167657657703929709653636051359620211
f(z) = 93/220*z^3 - 241/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016334428258237233835514578742929256435
f(z) = 93/236*z^3 - 245/118*z + 1
*
-2 | 0.10118289705281774246508613997624361164 | 0.016291967893268697071526423667398329381
f(z) = 95/236*z^3 - 249/118*z + 1
*
-2 | 0.10048364946786292882071792375374323846 | 0.016179378517639505678815982645178684854
f(z) = 97/220*z^3 - 249/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.012896760948387619999431539247007718568
f(z) = 97/228*z^3 - 251/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016250136446239865417245471931864624845
f(z) = 97/236*z^3 - 253/118*z + 1
*
-2 | 0.10118483478313534857756776290252208069 | 0.016209742984218178098961007873783122457
f(z) = 99/236*z^3 - 257/118*z + 1
*
5/4 | 0.20616395721533498456162440886240760654 | 0.028768672270813820224982787053991596359
f(z) = 92/225*z^3 - 259/180*z + 1
*
[ 1/2 ] 
f(z) = 80/221*z^3 - 241/221*z + 1
*
[ 1/2 ] 
f(z) = 80/223*z^3 - 243/223*z + 1
*
[ 1/2 ] 
f(z) = 80/227*z^3 - 247/227*z + 1
*
[ 1/2 ] 
f(z) = 80/229*z^3 - 249/229*z + 1
*
[ 1/2 ] 
f(z) = 80/231*z^3 - 251/231*z + 1
*
[ 1/2 ] 
f(z) = 80/233*z^3 - 253/233*z + 1
*
[ 1/2 ] 
f(z) = 80/237*z^3 - 257/237*z + 1
*
[ 1/2 ] 
f(z) = 80/239*z^3 - 259/239*z + 1
*
[ -8/3 ] 
f(z) = 81/232*z^3 - 257/232*z + 1
*
[ 1/2 ] 
f(z) = 84/221*z^3 - 242/221*z + 1
*
[ 1/2 ] 
f(z) = 84/223*z^3 - 244/223*z + 1
*
[ 1/2 ] 
f(z) = 84/227*z^3 - 248/227*z + 1
*
[ 1/2 ] 
f(z) = 84/229*z^3 - 250/229*z + 1
*
[ 1/2 ] 
f(z) = 84/233*z^3 - 254/233*z + 1
*
[ 1/2 ] 
f(z) = 84/235*z^3 - 256/235*z + 1
*
[ 1/2 ] 
f(z) = 84/239*z^3 - 260/239*z + 1
*
[ 1/2 ] 
f(z) = 88/221*z^3 - 243/221*z + 1
*
[ 1/2 ] 
f(z) = 88/223*z^3 - 245/223*z + 1
*
[ 1/2 ] 
f(z) = 88/225*z^3 - 247/225*z + 1
*
[ 1/2 ] 
f(z) = 88/227*z^3 - 249/227*z + 1
*
[ 1/2 ] 
f(z) = 88/229*z^3 - 251/229*z + 1
*
[ 1/2 ] 
f(z) = 88/233*z^3 - 255/233*z + 1
*
[ 1/2 ] 
f(z) = 88/235*z^3 - 257/235*z + 1
*
[ 1/2 ] 
f(z) = 88/237*z^3 - 259/237*z + 1
*
[ 2 ] 
f(z) = 89/222*z^3 - 245/222*z + 1
*
[ 2 ] 
f(z) = 89/226*z^3 - 243/226*z + 1
*
[ 2 ] 
f(z) = 89/230*z^3 - 241/230*z + 1
*
[ 2 ] 
f(z) = 91/222*z^3 - 253/222*z + 1
*
[ 2 ] 
f(z) = 91/226*z^3 - 251/226*z + 1
*
[ 2 ] 
f(z) = 91/230*z^3 - 249/230*z + 1
*
[ 1/2 ] 
f(z) = 92/221*z^3 - 244/221*z + 1
*
[ 1/2 ] 
f(z) = 92/223*z^3 - 246/223*z + 1
*
[ 1/2 ] 
f(z) = 92/225*z^3 - 248/225*z + 1
*
[ 1/2 ] 
f(z) = 92/227*z^3 - 250/227*z + 1
*
[ 1/2 ] 
f(z) = 92/229*z^3 - 252/229*z + 1
*
[ 1/2 ] 
f(z) = 92/231*z^3 - 254/231*z + 1
*
[ 1/2 ] 
f(z) = 92/233*z^3 - 256/233*z + 1
*
[ 1/2 ] 
f(z) = 92/235*z^3 - 258/235*z + 1
*
[ -5/2 ] 
f(z) = 92/235*z^3 - 246/235*z + 1
*
[ 1/2 ] 
f(z) = 92/237*z^3 - 260/237*z + 1
*
[ 2 ] 
f(z) = 93/226*z^3 - 259/226*z + 1
*
[ 2 ] 
f(z) = 93/230*z^3 - 257/230*z + 1
*
[ 2 ] 
f(z) = 93/238*z^3 - 253/238*z + 1
*
[ 1/2 ] 
f(z) = 96/221*z^3 - 245/221*z + 1
*
[ 1/2 ] 
f(z) = 96/223*z^3 - 247/223*z + 1
*
[ 1/2 ] 
f(z) = 96/227*z^3 - 251/227*z + 1
*
[ 1/2 ] 
f(z) = 96/229*z^3 - 253/229*z + 1
*
[ 1/2 ] 
f(z) = 96/233*z^3 - 257/233*z + 1
*
[ 1/2 ] 
f(z) = 96/235*z^3 - 259/235*z + 1
*
8/3 | 0.12654463154637810919997999445832262937 | 0.018652138318225337697639813509425014013
f(z) = 81/224*z^3 - 221/56*z + 1
*
[ 3 ] 
f(z) = 91/225*z^3 - 223/75*z + 1
*
[ 3 ] 
f(z) = 92/225*z^3 - 226/75*z + 1
*
[ 3 ] 
f(z) = 94/225*z^3 - 232/75*z + 1
*
[ 3 ] 
f(z) = 95/234*z^3 - 233/78*z + 1
*
[ 3 ] 
f(z) = 97/234*z^3 - 239/78*z + 1
*
22/9 | 0.15925694940065445177250418254950210179 | 0.025848334763849424739011775490681262350
f(z) = 81/220*z^3 - 237/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016610888695901448901220678937541921831
f(z) = 81/236*z^3 - 221/118*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016397456956343327695745872011405917058
f(z) = 83/220*z^3 - 221/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.013146820651192582751285754532178260962
f(z) = 83/228*z^3 - 223/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016562116544252652615008046823602154197
f(z) = 83/236*z^3 - 225/118*z + 1
*
-2 | 0.080200403873512880281208792954777102964 | 0.013108716857128110840565128350235283269
f(z) = 85/228*z^3 - 227/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016514481935697799629152451561799641020
f(z) = 85/236*z^3 - 229/118*z + 1
*
-2 | 0.099882256673251369928057975285784776573 | 0.016302332181700109367782415849298498700
f(z) = 87/220*z^3 - 229/110*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016467938387385008326204121625144439410
f(z) = 87/236*z^3 - 233/118*z + 1
*
-2 | 0.099882736564522402449317708451502905089 | 0.016256464650052245594068579647898235547
f(z) = 89/220*z^3 - 233/110*z + 1
*
-2 | 0.080198994233946474210233472986175887528 | 0.013034695023071107885741997208874021403
f(z) = 89/228*z^3 - 235/114*z + 1
*
-2 | 0.10118207046343722350834286327103797704 | 0.016422442092988996826397655133585062396
f(z) = 89/236*z^3 - 237/118*z + 1
*
-2 | 0.099882017052887166840394447662996357378 | 0.016211435817324118714525505685580892953
f(z) = 91/220*z^3 - 237/110*z + 1
*
-2 | 0.080199799177278872663727339328738394740 | 0.012999166828292264199529616748581549966
f(z) = 91/228*z^3 - 239/114*z + 1
*
[ 2/5 ] 
f(z) = 85/232*z^3 - 226/145*z + 1
*
[ 2/5 ] 
f(z) = 95/232*z^3 - 227/145*z + 1
*
[ -8/3 ] 
f(z) = 87/224*z^3 - 233/168*z + 1
*
[ -5/2 ] 
f(z) = 97/225*z^3 - 233/180*z + 1
*
[ 2 ] 
f(z) = 83/222*z^3 - 221/222*z + 1
*
[ 2 ] 
f(z) = 85/222*z^3 - 229/222*z + 1
*
[ 2 ] 
f(z) = 85/226*z^3 - 227/226*z + 1
*
[ 2 ] 
f(z) = 85/234*z^3 - 223/234*z + 1
*
[ 2 ] 
f(z) = 87/226*z^3 - 235/226*z + 1
*
[ 2 ] 
f(z) = 87/230*z^3 - 233/230*z + 1
*
[ 2 ] 
f(z) = 87/238*z^3 - 229/238*z + 1
*
[ -5/2 ] 
f(z) = 88/235*z^3 - 221/235*z + 1
*
[ 2 ] 
f(z) = 89/234*z^3 - 239/234*z + 1
*
[ 2 ] 
f(z) = 89/238*z^3 - 237/238*z + 1
*
[ 13/7 ] 
f(z) = 98/221*z^3 - 236/221*z + 1
*
[ 15/8 ] 
f(z) = 92/225*z^3 - 233/240*z + 1
*
[ 30/7 ] 
f(z) = 98/225*z^3 - 217/30*z + 1
*
[ -30/7 ] 
f(z) = 98/225*z^3 - 203/30*z + 1
*
-8/3 | 0.18655244619861597969859236957455632996 | 0.027685993504633840792886820310986707696
f(z) = 99/224*z^3 - 211/56*z + 1
*
[ 3 ] 
f(z) = 85/234*z^3 - 203/78*z + 1
*
[ 3 ] 
f(z) = 86/225*z^3 - 208/75*z + 1
*
[ 3 ] 
f(z) = 88/225*z^3 - 214/75*z + 1
*
[ 3 ] 
f(z) = 89/225*z^3 - 217/75*z + 1
*
[ 3 ] 
f(z) = 89/234*z^3 - 215/78*z + 1
*
4/3 | 0.20593878451569103470080331039551935067 | 0.027820348966355297131646864292771514362
f(z) = 87/224*z^3 - 205/84*z + 1
*
4/3 | 0.21155602396548710455820655737029007230 | 0.028504771613640631973334373509632454654
f(z) = 93/224*z^3 - 209/84*z + 1
*
-5/7 | 0.18840956769210022269615134030562585441 | 0.027102379542438752327843493092018546819
f(z) = 98/225*z^3 - 209/90*z + 1
*
-2 | 0.099881991599117806249947539890882779176 | 0.016446774107826173597884867931758381603
f(z) = 81/220*z^3 - 217/110*z + 1
*
[ -5/2 ] 
f(z) = 91/225*z^3 - 203/180*z + 1
*
[ 2 ] 
f(z) = 81/226*z^3 - 211/226*z + 1
*
[ 5/9 ] 
f(z) = 81/235*z^3 - 213/235*z + 1
*
[ 2 ] 
f(z) = 81/238*z^3 - 205/238*z + 1
*
[ 2 ] 
f(z) = 83/226*z^3 - 219/226*z + 1
*
[ 2 ] 
f(z) = 83/230*z^3 - 217/230*z + 1
*
[ 2 ] 
f(z) = 83/234*z^3 - 215/234*z + 1
*
[ 2 ] 
f(z) = 83/238*z^3 - 213/238*z + 1
*
-9/7 | 0.14634385249309656333821045028644663267 | 0.027020151331303385323878888972805122728
f(z) = 98/225*z^3 - 212/225*z + 1
*
[ -7/3 ] 
f(z) = 99/224*z^3 - 219/224*z + 1
*
[ 2/9 ] 
f(z) = 81/224*z^3 - 197/56*z + 1
*
[ 3 ] 
f(z) = 82/225*z^3 - 196/75*z + 1
*
[ 3 ] 
f(z) = 83/225*z^3 - 199/75*z + 1
*
[ 3 ] 
f(z) = 83/234*z^3 - 197/78*z + 1
*
[ -3 ] 
f(z) = 94/225*z^3 - 182/75*z + 1
*
[ -3 ] 
f(z) = 95/234*z^3 - 181/78*z + 1
*
[ -3 ] 
f(z) = 97/225*z^3 - 191/75*z + 1
*
[ -3 ] 
f(z) = 97/234*z^3 - 187/78*z + 1
*
[ -3 ] 
f(z) = 98/225*z^3 - 194/75*z + 1
*
[ 5/2 ] 
f(z) = 94/225*z^3 - 181/90*z + 1
*
[ 5/2 ] 
f(z) = 98/225*z^3 - 191/90*z + 1
*
[ -5/2 ] 
f(z) = 89/225*z^3 - 193/180*z + 1
*
[ 17/9 ] 
f(z) = 81/221*z^3 - 185/221*z + 1
*
[ -5/2 ] 
f(z) = 84/235*z^3 - 196/235*z + 1
*
[ 5/3 ] 
f(z) = 99/230*z^3 - 183/230*z + 1
*
[ 5/3 ] 
f(z) = 99/235*z^3 - 181/235*z + 1
*
[ -7/3 ] 
f(z) = 99/238*z^3 - 199/238*z + 1
*
[ 8/5 ] 
f(z) = 95/224*z^3 - 199/280*z + 1
*
[ 4 ] 
f(z) = 93/224*z^3 - 165/28*z + 1
*
[ 4 ] 
f(z) = 95/224*z^3 - 169/28*z + 1
*
[ 4 ] 
f(z) = 97/224*z^3 - 173/28*z + 1
*
[ 4 ] 
f(z) = 99/224*z^3 - 177/28*z + 1
*
[ -4 ] 
f(z) = 99/224*z^3 - 163/28*z + 1
*
-8/3 | 0.090527784825410431571342918039846625574 | 0.013943998854922922110302515436917204502
f(z) = 81/224*z^3 - 165/56*z + 1
*
[ -3 ] 
f(z) = 88/225*z^3 - 164/75*z + 1
*
[ -3 ] 
f(z) = 89/225*z^3 - 167/75*z + 1
*
[ -3 ] 
f(z) = 89/234*z^3 - 163/78*z + 1
*
[ -3 ] 
f(z) = 91/225*z^3 - 173/75*z + 1
*
[ -3 ] 
f(z) = 92/225*z^3 - 176/75*z + 1
*
[ 5/2 ] 
f(z) = 86/225*z^3 - 161/90*z + 1
*
[ 5/14 ] 
f(z) = 98/225*z^3 - 167/90*z + 1
*
[ 22/9 ] 
f(z) = 81/220*z^3 - 177/110*z + 1
*
-16/9 | 0.15320843893539202787576551081211732393 | 0.026103371699011551376647025082899719261
f(z) = 81/224*z^3 - 177/112*z + 1
*
[ 20/9 ] 
f(z) = 81/224*z^3 - 173/140*z + 1
*
[ -5/2 ] 
f(z) = 83/225*z^3 - 163/180*z + 1
*
[ 17/9 ] 
f(z) = 81/238*z^3 - 177/238*z + 1
*
[ 2/3 ] 
f(z) = 99/238*z^3 - 163/238*z + 1
*
[ 2/3 ] 
f(z) = 83/232*z^3 - 172/261*z + 1
*
[ 2/3 ] 
f(z) = 85/232*z^3 - 173/261*z + 1
*
[ 2/3 ] 
f(z) = 89/232*z^3 - 175/261*z + 1
*
[ 2/3 ] 
f(z) = 91/232*z^3 - 176/261*z + 1
*
[ 2/3 ] 
f(z) = 95/232*z^3 - 178/261*z + 1
*
[ 2/3 ] 
f(z) = 97/232*z^3 - 179/261*z + 1
*
[ 8/5 ] 
f(z) = 85/224*z^3 - 167/280*z + 1
*
[ 4 ] 
f(z) = 81/224*z^3 - 141/28*z + 1
*
[ 4 ] 
f(z) = 83/224*z^3 - 145/28*z + 1
*
[ 4 ] 
f(z) = 85/224*z^3 - 149/28*z + 1
*
[ 4 ] 
f(z) = 87/224*z^3 - 153/28*z + 1
*
[ 15/4 ] 
f(z) = 88/225*z^3 - 143/30*z + 1
*
[ 4 ] 
f(z) = 89/224*z^3 - 157/28*z + 1
*
[ -4 ] 
f(z) = 89/224*z^3 - 143/28*z + 1
*
[ -4 ] 
f(z) = 93/224*z^3 - 151/28*z + 1
*
[ -4 ] 
f(z) = 95/224*z^3 - 155/28*z + 1
*
[ -4 ] 
f(z) = 97/224*z^3 - 159/28*z + 1
*
2/3 | 0.12998488532736049378517686438179723914 | 0.020341156475888203678961115231286258012
f(z) = 81/224*z^3 - 149/56*z + 1
*
-2/9 | 0.076862261428827242083755869365448584072 | 0.012132849755888281234587454328444777132
f(z) = 81/224*z^3 - 141/56*z + 1
*
2/3 | 0.10920464450405737678626248704112821758 | 0.017053701749762878788448637272878897978
f(z) = 99/224*z^3 - 151/56*z + 1
*
[ 8/3 ] 
f(z) = 99/224*z^3 - 141/56*z + 1
*
[ -3 ] 
f(z) = 82/225*z^3 - 146/75*z + 1
*
[ -3 ] 
f(z) = 83/225*z^3 - 149/75*z + 1
*
[ -3 ] 
f(z) = 83/234*z^3 - 145/78*z + 1
*
[ -3 ] 
f(z) = 85/234*z^3 - 151/78*z + 1
*
[ -3 ] 
f(z) = 86/225*z^3 - 158/75*z + 1
*
[ 5/2 ] 
f(z) = 82/225*z^3 - 151/90*z + 1
*
[ 4/9 ] 
f(z) = 81/232*z^3 - 153/116*z + 1
*
[ 7/4 ] 
f(z) = 80/231*z^3 - 146/231*z + 1
*
[ 2/3 ] 
f(z) = 81/226*z^3 - 149/226*z + 1
*
[ 2/3 ] 
f(z) = 81/230*z^3 - 151/230*z + 1
*
[ 2/3 ] 
f(z) = 81/238*z^3 - 155/238*z + 1
*
[ 5/7 ] 
f(z) = 98/235*z^3 - 144/235*z + 1
*
[ 2/3 ] 
f(z) = 99/226*z^3 - 157/226*z + 1
*
[ 2/3 ] 
f(z) = 99/230*z^3 - 159/230*z + 1
*
-10/9 | 0.16850728027836422505098534276328896999 | 0.024000180190898057106262184591252522726
f(z) = 81/224*z^3 - 153/280*z + 1
*
-4/9 | 0.075702080780963187363448412177186668967 | 0.010838247011251760901039667637455058459
f(z) = 81/224*z^3 - 135/28*z + 1
*
[ -4 ] 
f(z) = 81/224*z^3 - 127/28*z + 1
*
[ -4 ] 
f(z) = 83/224*z^3 - 131/28*z + 1
*
[ -4 ] 
f(z) = 85/224*z^3 - 135/28*z + 1
*
[ -4 ] 
f(z) = 87/224*z^3 - 139/28*z + 1
*
[ -15/4 ] 
f(z) = 88/225*z^3 - 127/30*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016210658562463960848656358593290526897
f(z) = 93/224*z^3 - 121/56*z + 1
*
-2 | 0.10021574183037007276765686260782953967 | 0.016167796392318939990800569804165057038
f(z) = 95/224*z^3 - 123/56*z + 1
*
-2 | 0.10026544992446627293108569717720075981 | 0.016133833113293558774874481741205116868
f(z) = 97/224*z^3 - 125/56*z + 1
*
-2 | 0.10086400301389079506621882933875509449 | 0.016188797585312169024708473643878540675
f(z) = 99/224*z^3 - 127/56*z + 1
*
4/3 | 0.20455267453242501375852344573494521786 | 0.029752111919388687745543809014827354808
f(z) = 87/224*z^3 - 121/84*z + 1
*
4/3 | 0.19654584745314502568191718308811937490 | 0.028452925663299728891851040209034898875
f(z) = 93/224*z^3 - 125/84*z + 1
*
[ 2 ] 
f(z) = 89/220*z^3 - 123/110*z + 1
*
[ 2 ] 
f(z) = 89/228*z^3 - 121/114*z + 1
*
[ 2 ] 
f(z) = 91/220*z^3 - 127/110*z + 1
*
[ 15/7 ] 
f(z) = 91/225*z^3 - 139/105*z + 1
*
[ 2 ] 
f(z) = 91/228*z^3 - 125/114*z + 1
*
[ 2 ] 
f(z) = 91/236*z^3 - 123/118*z + 1
*
[ 2 ] 
f(z) = 93/220*z^3 - 131/110*z + 1
*
[ 2 ] 
f(z) = 93/236*z^3 - 127/118*z + 1
*
[ 2 ] 
f(z) = 95/236*z^3 - 131/118*z + 1
*
[ 2 ] 
f(z) = 97/220*z^3 - 139/110*z + 1
*
[ 2 ] 
f(z) = 97/228*z^3 - 137/114*z + 1
*
[ 2 ] 
f(z) = 97/236*z^3 - 135/118*z + 1
*
[ 2 ] 
f(z) = 99/236*z^3 - 139/118*z + 1
*
[ 3/4 ] 
f(z) = 80/231*z^3 - 122/231*z + 1
*
[ 3/4 ] 
f(z) = 80/237*z^3 - 124/237*z + 1
*
[ 5/3 ] 
f(z) = 81/220*z^3 - 137/220*z + 1
*
[ -7/3 ] 
f(z) = 81/224*z^3 - 121/224*z + 1
*
[ 5/3 ] 
f(z) = 81/230*z^3 - 133/230*z + 1
*
[ 5/3 ] 
f(z) = 81/235*z^3 - 131/235*z + 1
*
[ 3/2 ] 
f(z) = 92/231*z^3 - 130/231*z + 1
*
[ 3/2 ] 
f(z) = 92/237*z^3 - 128/237*z + 1
*
[ 4/3 ] 
f(z) = 95/224*z^3 - 127/252*z + 1
*
[ 4/3 ] 
f(z) = 97/224*z^3 - 131/252*z + 1
*
[ 2/9 ] 
f(z) = 81/232*z^3 - 102/29*z + 1
*
15/7 | 0.20166760061963641305866552004380339315 | 0.026935077087297946217505298965824301205
f(z) = 98/225*z^3 - 119/30*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016440051153138712224761406198982151397
f(z) = 83/224*z^3 - 111/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016392030969083717403756920960550410193
f(z) = 85/224*z^3 - 113/56*z + 1
*
-2 | 0.10021644036738419720240853487205265702 | 0.016345251727249826784012269232727779527
f(z) = 87/224*z^3 - 115/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.016299289970070211150122081842378374641
f(z) = 89/224*z^3 - 117/56*z + 1
*
[ 3/7 ] 
f(z) = 98/225*z^3 - 106/75*z + 1
*
[ -5/2 ] 
f(z) = 94/225*z^3 - 109/90*z + 1
*
[ -5/2 ] 
f(z) = 98/225*z^3 - 119/90*z + 1
*
[ 2 ] 
f(z) = 81/236*z^3 - 103/118*z + 1
*
[ 2 ] 
f(z) = 83/220*z^3 - 111/110*z + 1
*
[ 2 ] 
f(z) = 83/228*z^3 - 109/114*z + 1
*
[ 2 ] 
f(z) = 83/236*z^3 - 107/118*z + 1
*
[ 2 ] 
f(z) = 85/228*z^3 - 113/114*z + 1
*
[ 2 ] 
f(z) = 85/236*z^3 - 111/118*z + 1
*
[ 2 ] 
f(z) = 87/220*z^3 - 119/110*z + 1
*
[ 2 ] 
f(z) = 87/236*z^3 - 115/118*z + 1
*
[ 2 ] 
f(z) = 89/236*z^3 - 119/118*z + 1
*
[ 15/8 ] 
f(z) = 88/225*z^3 - 109/120*z + 1
*
[ 15/28 ] 
f(z) = 98/225*z^3 - 119/120*z + 1
*
[ 2/3 ] 
f(z) = 87/224*z^3 - 113/168*z + 1
*
[ 15/22 ] 
f(z) = 88/225*z^3 - 107/165*z + 1
*
[ 2/3 ] 
f(z) = 93/224*z^3 - 115/168*z + 1
*
-7/4 | 0.15251262102316737971066271217115435428 | 0.028022953976560021031206791655063752127
f(z) = 80/231*z^3 - 113/231*z + 1
*
[ 3/2 ] 
f(z) = 80/231*z^3 - 103/231*z + 1
*
[ 3/2 ] 
f(z) = 80/237*z^3 - 101/237*z + 1
*
[ 13/9 ] 
f(z) = 81/221*z^3 - 101/221*z + 1
*
[ 7/9 ] 
f(z) = 81/224*z^3 - 113/224*z + 1
*
[ 7/9 ] 
f(z) = 81/238*z^3 - 117/238*z + 1
*
[ 14/9 ] 
f(z) = 81/238*z^3 - 111/238*z + 1
*
[ -7/3 ] 
f(z) = 81/238*z^3 - 101/238*z + 1
*
[ 3/2 ] 
f(z) = 88/237*z^3 - 119/237*z + 1
*
[ 5/4 ] 
f(z) = 96/235*z^3 - 103/235*z + 1
*
[ 9/7 ] 
f(z) = 98/225*z^3 - 112/225*z + 1
*
[ 4/3 ] 
f(z) = 99/236*z^3 - 117/236*z + 1
*
[ 4/3 ] 
f(z) = 83/224*z^3 - 103/252*z + 1
*
[ 4/3 ] 
f(z) = 85/224*z^3 - 107/252*z + 1
*
[ 4/3 ] 
f(z) = 89/224*z^3 - 115/252*z + 1
*
28/9 | 0.17228805664245193709818066613893176622 | 0.025973132207562403686048248584617502658
f(z) = 81/224*z^3 - 95/28*z + 1
*
-28/9 | 0.078328060924909192430798490622233188454 | 0.011846275682843887886562867622238643637
f(z) = 81/224*z^3 - 93/28*z + 1
*
[ 5/2 ] 
f(z) = 88/225*z^3 - 83/45*z + 1
*
[ 5/2 ] 
f(z) = 92/225*z^3 - 88/45*z + 1
*
[ -8/3 ] 
f(z) = 99/224*z^3 - 99/56*z + 1
*
[ -5/2 ] 
f(z) = 86/225*z^3 - 89/90*z + 1
*
[ -22/9 ] 
f(z) = 81/220*z^3 - 87/110*z + 1
*
[ 2/3 ] 
f(z) = 99/236*z^3 - 81/118*z + 1
*
[ 3/4 ] 
f(z) = 88/225*z^3 - 83/150*z + 1
*
[ 3/2 ] 
f(z) = 94/225*z^3 - 91/150*z + 1
*
[ 3/2 ] 
f(z) = 98/225*z^3 - 97/150*z + 1
*
[ 14/9 ] 
f(z) = 81/232*z^3 - 99/203*z + 1
*
[ 4/3 ] 
f(z) = 81/220*z^3 - 89/220*z + 1
*
[ 8/9 ] 
f(z) = 81/232*z^3 - 93/232*z + 1
*
[ 4/3 ] 
f(z) = 81/236*z^3 - 85/236*z + 1
*
[ 28/27 ] 
f(z) = 81/224*z^3 - 89/252*z + 1
*
[ 10/9 ] 
f(z) = 81/224*z^3 - 97/280*z + 1
*
[ 28/9 ] 
f(z) = 81/224*z^3 - 79/28*z + 1
*
4/3 | 0.17553330301967982523980841348066162501 | 0.027932774590822764146681543447842122305
f(z) = 81/224*z^3 - 67/28*z + 1
*
[ -28/9 ] 
f(z) = 81/224*z^3 - 61/28*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016294082008703108004491777673889975167
f(z) = 93/232*z^3 - 61/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016251393372695584730777230279574196176
f(z) = 95/232*z^3 - 62/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016209605561648149573461168846463123171
f(z) = 97/232*z^3 - 63/29*z + 1
*
-2 | 0.10086591225427192022667229637656979899 | 0.016168750155997713685146727276567300224
f(z) = 99/232*z^3 - 64/29*z + 1
*
[ -8/3 ] 
f(z) = 81/224*z^3 - 67/56*z + 1
*
[ 2 ] 
f(z) = 89/224*z^3 - 61/56*z + 1
*
[ 2 ] 
f(z) = 93/224*z^3 - 65/56*z + 1
*
[ 2 ] 
f(z) = 95/224*z^3 - 67/56*z + 1
*
[ 2 ] 
f(z) = 97/224*z^3 - 69/56*z + 1
*
[ 2 ] 
f(z) = 99/224*z^3 - 71/56*z + 1
*
[ -5/2 ] 
f(z) = 82/225*z^3 - 79/90*z + 1
*
[ 2/3 ] 
f(z) = 81/220*z^3 - 73/110*z + 1
*
[ 16/9 ] 
f(z) = 81/224*z^3 - 79/112*z + 1
*
[ 2/3 ] 
f(z) = 81/236*z^3 - 77/118*z + 1
*
[ 3/2 ] 
f(z) = 82/225*z^3 - 73/150*z + 1
*
[ 4/5 ] 
f(z) = 85/224*z^3 - 69/140*z + 1
*
[ 3/2 ] 
f(z) = 86/225*z^3 - 79/150*z + 1
*
[ 4/5 ] 
f(z) = 95/224*z^3 - 73/140*z + 1
*
[ 6/7 ] 
f(z) = 98/225*z^3 - 73/150*z + 1
*
[ 15/11 ] 
f(z) = 88/225*z^3 - 76/165*z + 1
*
[ 15/13 ] 
f(z) = 91/225*z^3 - 79/195*z + 1
*
[ 5/4 ] 
f(z) = 92/225*z^3 - 79/180*z + 1
*
[ 10/9 ] 
f(z) = 81/230*z^3 - 77/230*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016571256767026171786176193808484354651
f(z) = 81/232*z^3 - 55/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016522346137316795390068018535801122766
f(z) = 83/232*z^3 - 56/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016474581517835989052973625654546414242
f(z) = 85/232*z^3 - 57/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016382304880177643951845764629880973471
f(z) = 89/232*z^3 - 59/29*z + 1
*
-2 | 0.10086550688270944361916608142104520944 | 0.016337706746749899140532766536362570478
f(z) = 91/232*z^3 - 60/29*z + 1
*
[ 2 ] 
f(z) = 83/224*z^3 - 55/56*z + 1
*
[ 2 ] 
f(z) = 85/224*z^3 - 57/56*z + 1
*
[ 2 ] 
f(z) = 87/224*z^3 - 59/56*z + 1
*
[ -5/2 ] 
f(z) = 88/225*z^3 - 47/45*z + 1
*
[ -5/2 ] 
f(z) = 92/225*z^3 - 52/45*z + 1
*
[ 3/2 ] 
f(z) = 88/225*z^3 - 41/75*z + 1
*
[ 3/2 ] 
f(z) = 92/225*z^3 - 44/75*z + 1
*
[ 4/3 ] 
f(z) = 93/224*z^3 - 41/84*z + 1
*
[ 2/3 ] 
f(z) = 93/232*z^3 - 59/87*z + 1
*
[ 10/7 ] 
f(z) = 98/225*z^3 - 53/90*z + 1
*
[ 4/3 ] 
f(z) = 81/232*z^3 - 43/116*z + 1
*
[ 4/3 ] 
f(z) = 99/232*z^3 - 59/116*z + 1
*
[ 10/9 ] 
f(z) = 81/232*z^3 - 48/145*z + 1
*
[ 15/7 ] 
f(z) = 98/225*z^3 - 22/15*z + 1
*
[ 4/9 ] 
f(z) = 81/224*z^3 - 37/28*z + 1
*
[ 2 ] 
f(z) = 81/232*z^3 - 26/29*z + 1
*
[ 2 ] 
f(z) = 83/232*z^3 - 27/29*z + 1
*
[ 2 ] 
f(z) = 85/232*z^3 - 28/29*z + 1
*
[ 2 ] 
f(z) = 89/232*z^3 - 30/29*z + 1
*
[ 2 ] 
f(z) = 91/232*z^3 - 31/29*z + 1
*
[ 2 ] 
f(z) = 93/232*z^3 - 32/29*z + 1
*
[ 2 ] 
f(z) = 95/232*z^3 - 33/29*z + 1
*
[ 2 ] 
f(z) = 97/232*z^3 - 34/29*z + 1
*
[ 2 ] 
f(z) = 99/232*z^3 - 35/29*z + 1
*
[ 14/9 ] 
f(z) = 81/224*z^3 - 29/56*z + 1
*
[ 8/9 ] 
f(z) = 81/224*z^3 - 23/56*z + 1
*
[ 5/7 ] 
f(z) = 98/225*z^3 - 28/45*z + 1
*
[ 2/3 ] 
f(z) = 99/224*z^3 - 39/56*z + 1
*
[ 4/3 ] 
f(z) = 87/224*z^3 - 37/84*z + 1
*
[ 5/4 ] 
f(z) = 88/225*z^3 - 37/90*z + 1
*
[ 10/9 ] 
f(z) = 81/220*z^3 - 39/110*z + 1
*
[ -15/7 ] 
f(z) = 98/225*z^3 - 8/15*z + 1
*
[ 4/3 ] 
f(z) = 81/224*z^3 - 11/28*z + 1
*
[ 2/3 ] 
f(z) = 81/232*z^3 - 19/29*z + 1
*
[ 15/14 ] 
f(z) = 98/225*z^3 - 13/30*z + 1
*
[ 4/3 ] 
f(z) = 99/224*z^3 - 15/28*z + 1
*
[ 2/3 ] 
f(z) = 99/232*z^3 - 20/29*z + 1
*
[ 9 ] 
f(z) = 97/243*z^3 - 283/9*z + 1
*
[ -9 ] 
f(z) = 97/243*z^3 - 281/9*z + 1
*
[ 9 ] 
f(z) = 98/243*z^3 - 286/9*z + 1
*
[ -9 ] 
f(z) = 98/243*z^3 - 284/9*z + 1
*
[ -44/9 ] 
f(z) = 81/242*z^3 - 299/44*z + 1
*
[ 35/9 ] 
f(z) = 81/250*z^3 - 291/70*z + 1
*
[ 4 ] 
f(z) = 83/240*z^3 - 287/60*z + 1
*
[ -4 ] 
f(z) = 89/240*z^3 - 281/60*z + 1
*
[ -4 ] 
f(z) = 91/240*z^3 - 289/60*z + 1
*
[ 11/3 ] 
f(z) = 93/242*z^3 - 293/66*z + 1
*
5/2 | 0.18216970609995279472677423473996489183 | 0.017324269877667786352686956153050447316
f(z) = 99/250*z^3 - 295/72*z + 1
*
[ -18/5 ] 
f(z) = 85/243*z^3 - 293/90*z + 1
*
[ 10/3 ] 
f(z) = 89/250*z^3 - 293/90*z + 1
*
28/9 | 0.25079568105652949351860281222439637273 | 0.029599283031868592998648870010726733753
f(z) = 81/256*z^3 - 299/112*z + 1
*
[ 35/12 ] 
f(z) = 96/245*z^3 - 281/105*z + 1
*
[ 11/27 ] 
f(z) = 81/242*z^3 - 299/198*z + 1
*
[ 7/3 ] 
f(z) = 81/259*z^3 - 293/259*z + 1
*
[ 1/2 ] 
f(z) = 88/259*z^3 - 281/259*z + 1
*
[ 1/2 ] 
f(z) = 92/259*z^3 - 282/259*z + 1
*
[ 1/2 ] 
f(z) = 96/257*z^3 - 281/257*z + 1
*
[ 1/2 ] 
f(z) = 96/259*z^3 - 283/259*z + 1
*
[ 9 ] 
f(z) = 91/243*z^3 - 265/9*z + 1
*
[ -9 ] 
f(z) = 91/243*z^3 - 263/9*z + 1
*
[ 9 ] 
f(z) = 92/243*z^3 - 268/9*z + 1
*
[ -9 ] 
f(z) = 92/243*z^3 - 266/9*z + 1
*
[ 9 ] 
f(z) = 94/243*z^3 - 274/9*z + 1
*
[ -9 ] 
f(z) = 94/243*z^3 - 272/9*z + 1
*
[ 9 ] 
f(z) = 95/243*z^3 - 277/9*z + 1
*
[ -9 ] 
f(z) = 95/243*z^3 - 275/9*z + 1
*
[ 20/3 ] 
f(z) = 81/250*z^3 - 271/20*z + 1
*
[ 9/2 ] 
f(z) = 97/243*z^3 - 263/36*z + 1
*
[ 5/29 ] 
f(z) = 87/250*z^3 - 279/58*z + 1
*
24/7 | 0.18505237626585593725040979926384877656 | 0.023794967370105519455114191813380550063
f(z) = 98/243*z^3 - 265/54*z + 1
*
[ 11/3 ] 
f(z) = 87/242*z^3 - 271/66*z + 1
*
[ 7/2 ] 
f(z) = 94/245*z^3 - 279/70*z + 1
*
[ -18/5 ] 
f(z) = 80/243*z^3 - 269/90*z + 1
*
-10/3 | 0.093126602970491342707244108080352077161 | 0.010531236721293256740739421097781782374
f(z) = 81/250*z^3 - 277/90*z + 1
*
[ 10/3 ] 
f(z) = 83/250*z^3 - 269/90*z + 1
*
[ -10/3 ] 
f(z) = 97/250*z^3 - 271/90*z + 1
*
[ 8/33 ] 
f(z) = 99/256*z^3 - 277/88*z + 1
*
[ -27/8 ] 
f(z) = 80/243*z^3 - 265/108*z + 1
*
[ 28/9 ] 
f(z) = 81/256*z^3 - 267/112*z + 1
*
-16/7 | 0.23423216219475669131780839311983299615 | 0.027968996050160326879676455013213889426
f(z) = 91/256*z^3 - 271/112*z + 1
*
[ -28/9 ] 
f(z) = 81/245*z^3 - 263/140*z + 1
*
[ 3/7 ] 
f(z) = 91/243*z^3 - 265/189*z + 1
*
[ -21/8 ] 
f(z) = 96/245*z^3 - 277/210*z + 1
*
[ 1/2 ] 
f(z) = 80/241*z^3 - 261/241*z + 1
*
[ 1/2 ] 
f(z) = 80/243*z^3 - 263/243*z + 1
*
[ 1/2 ] 
f(z) = 80/247*z^3 - 267/247*z + 1
*
[ 1/2 ] 
f(z) = 80/249*z^3 - 269/249*z + 1
*
[ 1/2 ] 
f(z) = 80/251*z^3 - 271/251*z + 1
*
[ 1/2 ] 
f(z) = 80/253*z^3 - 273/253*z + 1
*
[ 1/2 ] 
f(z) = 80/257*z^3 - 277/257*z + 1
*
[ 1/2 ] 
f(z) = 80/259*z^3 - 279/259*z + 1
*
[ 1/2 ] 
f(z) = 84/241*z^3 - 262/241*z + 1
*
[ 1/2 ] 
f(z) = 84/247*z^3 - 268/247*z + 1
*
[ 1/2 ] 
f(z) = 84/251*z^3 - 272/251*z + 1
*
[ 1/2 ] 
f(z) = 84/253*z^3 - 274/253*z + 1
*
[ 1/2 ] 
f(z) = 84/257*z^3 - 278/257*z + 1
*
[ 1/2 ] 
f(z) = 88/241*z^3 - 263/241*z + 1
*
[ 1/2 ] 
f(z) = 88/243*z^3 - 265/243*z + 1
*
[ 1/2 ] 
f(z) = 88/245*z^3 - 267/245*z + 1
*
[ 1/2 ] 
f(z) = 88/247*z^3 - 269/247*z + 1
*
[ 1/2 ] 
f(z) = 88/249*z^3 - 271/249*z + 1
*
[ 1/2 ] 
f(z) = 88/251*z^3 - 273/251*z + 1
*
[ 1/2 ] 
f(z) = 88/255*z^3 - 277/255*z + 1
*
[ 1/2 ] 
f(z) = 88/257*z^3 - 279/257*z + 1
*
[ 1/2 ] 
f(z) = 92/241*z^3 - 264/241*z + 1
*
[ 1/2 ] 
f(z) = 92/243*z^3 - 266/243*z + 1
*
[ 1/2 ] 
f(z) = 92/245*z^3 - 268/245*z + 1
*
[ 1/2 ] 
f(z) = 92/247*z^3 - 270/247*z + 1
*
[ 1/2 ] 
f(z) = 92/249*z^3 - 272/249*z + 1
*
[ 1/2 ] 
f(z) = 92/251*z^3 - 274/251*z + 1
*
[ 1/2 ] 
f(z) = 92/255*z^3 - 278/255*z + 1
*
[ 1/2 ] 
f(z) = 92/257*z^3 - 280/257*z + 1
*
[ 1/2 ] 
f(z) = 96/241*z^3 - 265/241*z + 1
*
[ 1/2 ] 
f(z) = 96/245*z^3 - 269/245*z + 1
*
[ 1/2 ] 
f(z) = 96/247*z^3 - 271/247*z + 1
*
[ 1/2 ] 
f(z) = 96/251*z^3 - 275/251*z + 1
*
[ 1/2 ] 
f(z) = 96/253*z^3 - 277/253*z + 1
*
[ 2 ] 
f(z) = 97/242*z^3 - 267/242*z + 1
*
[ 2 ] 
f(z) = 97/246*z^3 - 265/246*z + 1
*
[ 2 ] 
f(z) = 97/250*z^3 - 263/250*z + 1
*
[ 2 ] 
f(z) = 97/254*z^3 - 261/254*z + 1
*
[ 2 ] 
f(z) = 99/250*z^3 - 271/250*z + 1
*
[ 2 ] 
f(z) = 99/254*z^3 - 269/254*z + 1
*
[ 9 ] 
f(z) = 83/243*z^3 - 241/9*z + 1
*
[ 9 ] 
f(z) = 85/243*z^3 - 247/9*z + 1
*
[ -9 ] 
f(z) = 85/243*z^3 - 245/9*z + 1
*
[ 9 ] 
f(z) = 86/243*z^3 - 250/9*z + 1
*
[ -9 ] 
f(z) = 86/243*z^3 - 248/9*z + 1
*
[ 9 ] 
f(z) = 88/243*z^3 - 256/9*z + 1
*
[ -9 ] 
f(z) = 88/243*z^3 - 254/9*z + 1
*
[ 9 ] 
f(z) = 89/243*z^3 - 259/9*z + 1
*
[ -9 ] 
f(z) = 89/243*z^3 - 257/9*z + 1
*
5 | 0.23666267706533915224917774992602814089 | 0.026991785482058472430545251400027985179
f(z) = 87/250*z^3 - 257/30*z + 1
*
[ 9/2 ] 
f(z) = 91/243*z^3 - 245/36*z + 1
*
[ 9/2 ] 
f(z) = 95/243*z^3 - 257/36*z + 1
*
[ -9/2 ] 
f(z) = 95/243*z^3 - 241/36*z + 1
*
[ -9/2 ] 
f(z) = 97/243*z^3 - 247/36*z + 1
*
4 | 0.17110188657471419608601253808492909167 | 0.020561016399989016953729238155396894167
f(z) = 87/256*z^3 - 257/48*z + 1
*
[ -4 ] 
f(z) = 83/240*z^3 - 257/60*z + 1
*
[ 7/2 ] 
f(z) = 86/245*z^3 - 251/70*z + 1
*
[ -11/3 ] 
f(z) = 93/242*z^3 - 257/66*z + 1
*
80/27 | 0.19324019540621842495190991308187048799 | 0.022139590625439280671467820346040161382
f(z) = 81/250*z^3 - 247/90*z + 1
*
[ -10/3 ] 
f(z) = 91/250*z^3 - 247/90*z + 1
*
[ 16/5 ] 
f(z) = 95/256*z^3 - 249/80*z + 1
*
[ -45/14 ] 
f(z) = 98/243*z^3 - 257/90*z + 1
*
7/3 | 0.21851864176429559195274378653059970678 | 0.029294639221220437037803780350632809119
f(z) = 87/245*z^3 - 248/105*z + 1
*
[ 10/33 ] 
f(z) = 99/250*z^3 - 257/110*z + 1
*
5/2 | 0.13054327054023971135898009720990138021 | 0.014928906959409004756784535327125011616
f(z) = 81/250*z^3 - 251/120*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014379171879681513331050460914892936006
f(z) = 89/252*z^3 - 241/126*z + 1
*
-2 | 0.10180004481286796192909635246833359022 | 0.016455966974596075831129623531895621978
f(z) = 91/244*z^3 - 243/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016412547948722927265552394775788577277
f(z) = 93/244*z^3 - 247/122*z + 1
*
-5/6 | 0.17926562965225774610597968240529257213 | 0.020538520184009699493135433491391951809
f(z) = 93/250*z^3 - 247/120*z + 1
*
-2 | 0.10180018093946609093628624890242074135 | 0.016370272887801084101074159449328722729
f(z) = 95/244*z^3 - 251/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014266955291080941980911721897111667603
f(z) = 95/252*z^3 - 253/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016328634101625332623566849704779852244
f(z) = 97/244*z^3 - 255/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014231102685899013670021720894038620707
f(z) = 97/252*z^3 - 257/126*z + 1
*
-2 | 0.10180006441787846858568433532212524038 | 0.016288074827809372161657606895142865134
f(z) = 99/244*z^3 - 259/122*z + 1
*
[ 2/5 ] 
f(z) = 85/248*z^3 - 241/155*z + 1
*
[ 2/5 ] 
f(z) = 95/248*z^3 - 242/155*z + 1
*
[ 20/9 ] 
f(z) = 99/250*z^3 - 253/180*z + 1
*
[ -11/4 ] 
f(z) = 80/253*z^3 - 260/253*z + 1
*
[ 2 ] 
f(z) = 91/242*z^3 - 243/242*z + 1
*
[ 2 ] 
f(z) = 91/246*z^3 - 241/246*z + 1
*
[ 2 ] 
f(z) = 93/242*z^3 - 251/242*z + 1
*
[ 2 ] 
f(z) = 93/250*z^3 - 247/250*z + 1
*
[ 2 ] 
f(z) = 93/254*z^3 - 245/254*z + 1
*
[ 2 ] 
f(z) = 95/242*z^3 - 259/242*z + 1
*
[ 2 ] 
f(z) = 95/246*z^3 - 257/246*z + 1
*
[ 2 ] 
f(z) = 95/254*z^3 - 253/254*z + 1
*
[ 2 ] 
f(z) = 95/258*z^3 - 251/258*z + 1
*
[ -5/2 ] 
f(z) = 96/245*z^3 - 257/245*z + 1
*
[ 2 ] 
f(z) = 97/258*z^3 - 259/258*z + 1
*
[ 5/9 ] 
f(z) = 93/250*z^3 - 247/270*z + 1
*
[ 9/16 ] 
f(z) = 88/243*z^3 - 257/288*z + 1
*
[ 9 ] 
f(z) = 80/243*z^3 - 232/9*z + 1
*
[ -9 ] 
f(z) = 80/243*z^3 - 230/9*z + 1
*
[ 9 ] 
f(z) = 82/243*z^3 - 238/9*z + 1
*
[ -9 ] 
f(z) = 82/243*z^3 - 236/9*z + 1
*
[ -9 ] 
f(z) = 83/243*z^3 - 239/9*z + 1
*
[ 9/2 ] 
f(z) = 83/243*z^3 - 221/36*z + 1
*
[ 9/2 ] 
f(z) = 85/243*z^3 - 227/36*z + 1
*
[ 9/2 ] 
f(z) = 89/243*z^3 - 239/36*z + 1
*
[ -9/2 ] 
f(z) = 89/243*z^3 - 223/36*z + 1
*
[ -9/2 ] 
f(z) = 91/243*z^3 - 229/36*z + 1
*
4 | 0.18571278179348934235021783821406702274 | 0.022513226443597271949264953919759478281
f(z) = 81/256*z^3 - 239/48*z + 1
*
-4 | 0.14553152671507315746560262461007098928 | 0.017696756383027388668973853005231413689
f(z) = 87/256*z^3 - 233/48*z + 1
*
[ -30/7 ] 
f(z) = 91/250*z^3 - 229/42*z + 1
*
-3/14 | 0.22814096626852101480009084422074801315 | 0.029795824049805043829786614420503412392
f(z) = 98/243*z^3 - 235/54*z + 1
*
[ 2/9 ] 
f(z) = 81/256*z^3 - 225/64*z + 1
*
[ 7/2 ] 
f(z) = 82/245*z^3 - 237/70*z + 1
*
[ -11/3 ] 
f(z) = 87/242*z^3 - 235/66*z + 1
*
[ -7/2 ] 
f(z) = 94/245*z^3 - 239/70*z + 1
*
-4/5 | 0.17531729012106297356525711721614866620 | 0.021274694872663551585782027105439181667
f(z) = 85/256*z^3 - 237/80*z + 1
*
[ -10/3 ] 
f(z) = 89/250*z^3 - 239/90*z + 1
*
[ 3 ] 
f(z) = 95/252*z^3 - 229/84*z + 1
*
[ 3 ] 
f(z) = 97/252*z^3 - 235/84*z + 1
*
[ 27/10 ] 
f(z) = 80/243*z^3 - 239/135*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016687555581957531396595518315681115668
f(z) = 81/244*z^3 - 223/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016639064121454931243541353808010635718
f(z) = 83/244*z^3 - 227/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014499039821076868565356987665046884648
f(z) = 83/252*z^3 - 229/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016591693411550873344018839686214701383
f(z) = 85/244*z^3 - 231/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014458176488940324508343253405927566892
f(z) = 85/252*z^3 - 233/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016545398058187452414802857144657907022
f(z) = 87/244*z^3 - 235/122*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016500135258678528926784884255155794441
f(z) = 89/244*z^3 - 239/122*z + 1
*
[ 18/7 ] 
f(z) = 91/243*z^3 - 235/126*z + 1
*
[ 7/18 ] 
f(z) = 81/245*z^3 - 227/140*z + 1
*
[ -20/7 ] 
f(z) = 91/250*z^3 - 227/140*z + 1
*
[ 5/12 ] 
f(z) = 81/250*z^3 - 233/160*z + 1
*
[ 15/7 ] 
f(z) = 91/250*z^3 - 239/210*z + 1
*
[ 5/9 ] 
f(z) = 81/245*z^3 - 221/245*z + 1
*
[ 19/9 ] 
f(z) = 81/247*z^3 - 231/247*z + 1
*
[ -8/3 ] 
f(z) = 81/248*z^3 - 235/248*z + 1
*
[ 2 ] 
f(z) = 87/242*z^3 - 227/242*z + 1
*
[ 2 ] 
f(z) = 87/250*z^3 - 223/250*z + 1
*
[ 2 ] 
f(z) = 87/254*z^3 - 221/254*z + 1
*
[ 2 ] 
f(z) = 89/242*z^3 - 235/242*z + 1
*
[ 2 ] 
f(z) = 89/246*z^3 - 233/246*z + 1
*
[ 2 ] 
f(z) = 89/250*z^3 - 231/250*z + 1
*
[ 2 ] 
f(z) = 89/254*z^3 - 229/254*z + 1
*
[ 2 ] 
f(z) = 89/258*z^3 - 227/258*z + 1
*
[ 2 ] 
f(z) = 91/250*z^3 - 239/250*z + 1
*
[ 2 ] 
f(z) = 91/254*z^3 - 237/254*z + 1
*
[ 2 ] 
f(z) = 91/258*z^3 - 235/258*z + 1
*
[ -5/2 ] 
f(z) = 92/245*z^3 - 232/245*z + 1
*
[ 13/7 ] 
f(z) = 98/247*z^3 - 224/247*z + 1
*
[ 11/6 ] 
f(z) = 93/242*z^3 - 221/264*z + 1
*
[ -27/11 ] 
f(z) = 88/243*z^3 - 230/297*z + 1
*
-4/9 | 0.19556306464106338974471940994515606824 | 0.024156714265959213345733404567800584508
f(z) = 81/256*z^3 - 205/16*z + 1
*
[ -9/2 ] 
f(z) = 83/243*z^3 - 205/36*z + 1
*
[ -9/2 ] 
f(z) = 85/243*z^3 - 211/36*z + 1
*
-5/18 | 0.17772086681948634763771825202788064211 | 0.020668165461759094784996515721683213752
f(z) = 81/250*z^3 - 217/40*z + 1
*
[ -40/9 ] 
f(z) = 81/250*z^3 - 207/40*z + 1
*
[ 40/9 ] 
f(z) = 81/256*z^3 - 219/40*z + 1
*
[ -40/9 ] 
f(z) = 81/256*z^3 - 201/40*z + 1
*
4/3 | 0.23138024364853116942833559377748073441 | 0.028512931593316888682902055009978033910
f(z) = 87/256*z^3 - 209/48*z + 1
*
15/7 | 0.097485212955490497956223301626642558347 | 0.012865731057888807468288167761974889597
f(z) = 98/243*z^3 - 217/54*z + 1
*
[ -7/2 ] 
f(z) = 86/245*z^3 - 211/70*z + 1
*
-35/27 | 0.22085540752486469035075959282628228002 | 0.025768552448165189191052513477209755628
f(z) = 81/250*z^3 - 211/90*z + 1
*
[ 55/18 ] 
f(z) = 81/250*z^3 - 207/88*z + 1
*
[ 16/5 ] 
f(z) = 85/256*z^3 - 217/80*z + 1
*
[ 3 ] 
f(z) = 89/252*z^3 - 211/84*z + 1
*
8/3 | 0.21742078209525440536111724667793236349 | 0.024553981420713891577264446288999058220
f(z) = 99/256*z^3 - 219/88*z + 1
*
-12/7 | 0.23646696155054643553867726522820111837 | 0.029280593873026993475325654185336128114
f(z) = 91/256*z^3 - 201/112*z + 1
*
[ -35/12 ] 
f(z) = 96/245*z^3 - 209/105*z + 1
*
5/6 | 0.23287485887277008965634399296559630685 | 0.027170935418669546174381620645031089353
f(z) = 81/250*z^3 - 211/120*z + 1
*
-5/2 | 0.22146485079777417822116125440561870431 | 0.025868405144859979101986744768423856165
f(z) = 99/250*z^3 - 209/120*z + 1
*
[ -80/27 ] 
f(z) = 81/250*z^3 - 217/144*z + 1
*
[ 9/4 ] 
f(z) = 95/243*z^3 - 205/144*z + 1
*
[ 8/19 ] 
f(z) = 95/256*z^3 - 219/152*z + 1
*
[ 9/4 ] 
f(z) = 97/243*z^3 - 211/144*z + 1
*
[ 9/19 ] 
f(z) = 95/243*z^3 - 205/171*z + 1
*
[ 16/33 ] 
f(z) = 99/256*z^3 - 203/176*z + 1
*
[ 2 ] 
f(z) = 81/242*z^3 - 203/242*z + 1
*
[ 2 ] 
f(z) = 83/242*z^3 - 211/242*z + 1
*
[ 2 ] 
f(z) = 83/246*z^3 - 209/246*z + 1
*
[ 2 ] 
f(z) = 83/250*z^3 - 207/250*z + 1
*
[ 2 ] 
f(z) = 83/254*z^3 - 205/254*z + 1
*
[ 2 ] 
f(z) = 83/258*z^3 - 203/258*z + 1
*
[ 2 ] 
f(z) = 85/242*z^3 - 219/242*z + 1
*
[ 2 ] 
f(z) = 85/246*z^3 - 217/246*z + 1
*
[ 2 ] 
f(z) = 85/254*z^3 - 213/254*z + 1
*
[ 2 ] 
f(z) = 85/258*z^3 - 211/258*z + 1
*
[ -5/2 ] 
f(z) = 88/245*z^3 - 207/245*z + 1
*
[ -5/2 ] 
f(z) = 92/255*z^3 - 218/255*z + 1
*
[ -17/7 ] 
f(z) = 98/255*z^3 - 218/255*z + 1
*
[ 35/18 ] 
f(z) = 81/250*z^3 - 207/280*z + 1
*
[ 7/4 ] 
f(z) = 94/245*z^3 - 209/280*z + 1
*
[ 8 ] 
f(z) = 95/256*z^3 - 183/8*z + 1
*
[ -8 ] 
f(z) = 95/256*z^3 - 181/8*z + 1
*
[ 8 ] 
f(z) = 97/256*z^3 - 187/8*z + 1
*
[ -8 ] 
f(z) = 97/256*z^3 - 185/8*z + 1
*
[ 8 ] 
f(z) = 99/256*z^3 - 191/8*z + 1
*
[ -8 ] 
f(z) = 99/256*z^3 - 189/8*z + 1
*
[ 3/14 ] 
f(z) = 98/243*z^3 - 199/54*z + 1
*
[ -7/2 ] 
f(z) = 82/245*z^3 - 197/70*z + 1
*
2 | 0.16645570662611627476157599236726177976 | 0.025278812449335346096120494910851300561
f(z) = 91/240*z^3 - 181/60*z + 1
*
2 | 0.18808047809035641250970907215518313445 | 0.028422098324126244985426345180836343922
f(z) = 97/240*z^3 - 187/60*z + 1
*
[ 3 ] 
f(z) = 83/252*z^3 - 193/84*z + 1
*
[ 3 ] 
f(z) = 85/252*z^3 - 199/84*z + 1
*
4/5 | 0.23628862737743729375070835330082282882 | 0.029331518756886272827385796716005882432
f(z) = 85/256*z^3 - 197/80*z + 1
*
[ -16/5 ] 
f(z) = 95/256*z^3 - 199/80*z + 1
*
[ 3/8 ] 
f(z) = 80/243*z^3 - 185/108*z + 1
*
[ -28/9 ] 
f(z) = 81/256*z^3 - 195/112*z + 1
*
[ 70/27 ] 
f(z) = 81/250*z^3 - 197/126*z + 1
*
-76/27 | 0.20973927704207207147691300300503460184 | 0.026312510431823011203608521623383885072
f(z) = 81/256*z^3 - 181/144*z + 1
*
[ 9/4 ] 
f(z) = 89/243*z^3 - 187/144*z + 1
*
[ 9/4 ] 
f(z) = 91/243*z^3 - 193/144*z + 1
*
[ 70/33 ] 
f(z) = 99/250*z^3 - 193/154*z + 1
*
[ 4/9 ] 
f(z) = 99/256*z^3 - 191/144*z + 1
*
[ 8/15 ] 
f(z) = 81/256*z^3 - 193/200*z + 1
*
-7/12 | 0.073176298898038682371949174160127356309 | 0.010033747635220120649203520881102424580
f(z) = 96/245*z^3 - 193/210*z + 1
*
[ 8/15 ] 
f(z) = 99/256*z^3 - 197/200*z + 1
*
[ 9/5 ] 
f(z) = 94/243*z^3 - 182/225*z + 1
*
[ 9/5 ] 
f(z) = 97/243*z^3 - 191/225*z + 1
*
[ 9/5 ] 
f(z) = 98/243*z^3 - 194/225*z + 1
*
[ 20/11 ] 
f(z) = 99/250*z^3 - 189/220*z + 1
*
[ 2 ] 
f(z) = 81/250*z^3 - 199/250*z + 1
*
[ 2 ] 
f(z) = 81/254*z^3 - 197/254*z + 1
*
[ -5/2 ] 
f(z) = 88/255*z^3 - 193/255*z + 1
*
[ 7/4 ] 
f(z) = 96/259*z^3 - 183/259*z + 1
*
[ 2/3 ] 
f(z) = 83/248*z^3 - 181/279*z + 1
*
[ 2/3 ] 
f(z) = 85/248*z^3 - 182/279*z + 1
*
[ 11/6 ] 
f(z) = 87/242*z^3 - 199/264*z + 1
*
[ 2/3 ] 
f(z) = 89/248*z^3 - 184/279*z + 1
*
[ 2/3 ] 
f(z) = 91/248*z^3 - 185/279*z + 1
*
[ 2/3 ] 
f(z) = 95/248*z^3 - 187/279*z + 1
*
[ 2/3 ] 
f(z) = 97/248*z^3 - 188/279*z + 1
*
[ 7/4 ] 
f(z) = 86/245*z^3 - 181/280*z + 1
*
[ 22/13 ] 
f(z) = 91/242*z^3 - 191/286*z + 1
*
20/27 | 0.29205241600053113468284781336990504484 | 0.029362898195198122339254302157017750787
f(z) = 81/250*z^3 - 167/18*z + 1
*
[ 8 ] 
f(z) = 85/256*z^3 - 163/8*z + 1
*
[ -8 ] 
f(z) = 85/256*z^3 - 161/8*z + 1
*
[ 8 ] 
f(z) = 87/256*z^3 - 167/8*z + 1
*
[ -8 ] 
f(z) = 87/256*z^3 - 165/8*z + 1
*
[ 8 ] 
f(z) = 89/256*z^3 - 171/8*z + 1
*
[ -8 ] 
f(z) = 89/256*z^3 - 169/8*z + 1
*
[ 8 ] 
f(z) = 91/256*z^3 - 175/8*z + 1
*
[ -8 ] 
f(z) = 91/256*z^3 - 173/8*z + 1
*
[ 8 ] 
f(z) = 93/256*z^3 - 179/8*z + 1
*
[ -8 ] 
f(z) = 93/256*z^3 - 177/8*z + 1
*
9/14 | 0.18475461202552096888603192689347879377 | 0.021836998944524119504773838578474156553
f(z) = 98/243*z^3 - 175/18*z + 1
*
[ 16/3 ] 
f(z) = 99/256*z^3 - 163/16*z + 1
*
-5/18 | 0.19478201006743711156602512991717187263 | 0.023202074697052777657407588977786907749
f(z) = 81/250*z^3 - 177/40*z + 1
*
4/3 | 0.17737629742164686908338414822147066676 | 0.022346972923854231715988537573618869477
f(z) = 81/256*z^3 - 175/48*z + 1
*
[ 8/27 ] 
f(z) = 81/256*z^3 - 173/72*z + 1
*
2/3 | 0.18045072762406907923155334003086145792 | 0.027692661269891335738920216667949517380
f(z) = 81/256*z^3 - 169/64*z + 1
*
2 | 0.15976514995892027195388518832967074501 | 0.024430468693767679817016466058781004339
f(z) = 83/240*z^3 - 173/60*z + 1
*
2 | 0.18197750471370835907516743632949636145 | 0.027682743926047443865114633349697261335
f(z) = 89/240*z^3 - 179/60*z + 1
*
2/3 | 0.18228049906664571042696585647132858964 | 0.027923050572150648011452926955468894086
f(z) = 99/256*z^3 - 171/64*z + 1
*
[ -16/5 ] 
f(z) = 85/256*z^3 - 167/80*z + 1
*
[ -3 ] 
f(z) = 95/252*z^3 - 173/84*z + 1
*
[ -3 ] 
f(z) = 97/252*z^3 - 179/84*z + 1
*
[ 7/3 ] 
f(z) = 96/245*z^3 - 164/105*z + 1
*
5/3 | 0.22263027354115765928995256428752912565 | 0.026519308609346659096814469828183203556
f(z) = 99/250*z^3 - 177/110*z + 1
*
[ 4/9 ] 
f(z) = 81/248*z^3 - 163/124*z + 1
*
-5/6 | 0.21227359874645345852609964877128531589 | 0.025536286378192673227724045026786425798
f(z) = 81/250*z^3 - 163/120*z + 1
*
[ 8/17 ] 
f(z) = 85/256*z^3 - 163/136*z + 1
*
[ 15/7 ] 
f(z) = 98/243*z^3 - 178/135*z + 1
*
[ 9/4 ] 
f(z) = 83/243*z^3 - 169/144*z + 1
*
[ 9/4 ] 
f(z) = 85/243*z^3 - 175/144*z + 1
*
[ -80/33 ] 
f(z) = 99/250*z^3 - 161/176*z + 1
*
-9/8 | 0.21290775817587572756475233224878079473 | 0.025081038045740602795390966651935075356
f(z) = 80/243*z^3 - 167/180*z + 1
*
[ 9/5 ] 
f(z) = 88/243*z^3 - 164/225*z + 1
*
[ 9/5 ] 
f(z) = 89/243*z^3 - 167/225*z + 1
*
[ 9/5 ] 
f(z) = 91/243*z^3 - 173/225*z + 1
*
[ 9/5 ] 
f(z) = 92/243*z^3 - 176/225*z + 1
*
[ 2/3 ] 
f(z) = 81/250*z^3 - 161/250*z + 1
*
[ -23/9 ] 
f(z) = 81/253*z^3 - 177/253*z + 1
*
[ 2/3 ] 
f(z) = 81/254*z^3 - 163/254*z + 1
*
[ 9/14 ] 
f(z) = 91/243*z^3 - 179/252*z + 1
*
[ -12/5 ] 
f(z) = 95/256*z^3 - 173/240*z + 1
*
[ 5/3 ] 
f(z) = 99/245*z^3 - 177/245*z + 1
*
[ 2/3 ] 
f(z) = 99/250*z^3 - 169/250*z + 1
*
[ 2/3 ] 
f(z) = 99/254*z^3 - 171/254*z + 1
*
[ -7/3 ] 
f(z) = 99/259*z^3 - 169/259*z + 1
*
[ 7/4 ] 
f(z) = 82/245*z^3 - 167/280*z + 1
*
[ 8 ] 
f(z) = 81/256*z^3 - 155/8*z + 1
*
[ -8 ] 
f(z) = 81/256*z^3 - 153/8*z + 1
*
[ 8 ] 
f(z) = 83/256*z^3 - 159/8*z + 1
*
[ -8 ] 
f(z) = 83/256*z^3 - 157/8*z + 1
*
[ -16/3 ] 
f(z) = 99/256*z^3 - 157/16*z + 1
*
[ 35/9 ] 
f(z) = 81/245*z^3 - 149/35*z + 1
*
[ 7/2 ] 
f(z) = 96/245*z^3 - 143/35*z + 1
*
[ 27/7 ] 
f(z) = 98/243*z^3 - 142/27*z + 1
*
40/27 | 0.22670762392863049860994128470444221427 | 0.025260977454106320692709991693492328332
f(z) = 81/250*z^3 - 158/45*z + 1
*
39/14 | 0.16830415098259541804027423941980535734 | 0.023328581052978402088461913447480593629
f(z) = 98/243*z^3 - 151/54*z + 1
*
8/3 | 0.23541158900387321515272668746406152493 | 0.027794618877294370258828953993033655279
f(z) = 81/256*z^3 - 149/72*z + 1
*
[ 8/3 ] 
f(z) = 95/256*z^3 - 145/72*z + 1
*
[ 8/3 ] 
f(z) = 97/256*z^3 - 149/72*z + 1
*
[ 9/28 ] 
f(z) = 98/243*z^3 - 155/72*z + 1
*
[ -3 ] 
f(z) = 85/252*z^3 - 143/84*z + 1
*
[ 9/22 ] 
f(z) = 88/243*z^3 - 149/99*z + 1
*
[ -3 ] 
f(z) = 89/252*z^3 - 155/84*z + 1
*
[ 7/3 ] 
f(z) = 87/245*z^3 - 143/105*z + 1
*
[ 16/7 ] 
f(z) = 91/256*z^3 - 145/112*z + 1
*
[ 7/3 ] 
f(z) = 93/245*z^3 - 157/105*z + 1
*
[ 11/5 ] 
f(z) = 95/242*z^3 - 149/110*z + 1
*
[ 5/11 ] 
f(z) = 99/250*z^3 - 141/110*z + 1
*
[ 10/21 ] 
f(z) = 91/250*z^3 - 149/126*z + 1
*
[ 9/17 ] 
f(z) = 85/243*z^3 - 151/153*z + 1
*
[ 5/9 ] 
f(z) = 97/250*z^3 - 149/162*z + 1
*
[ 9/5 ] 
f(z) = 82/243*z^3 - 146/225*z + 1
*
[ 9/5 ] 
f(z) = 83/243*z^3 - 149/225*z + 1
*
[ 9/5 ] 
f(z) = 86/243*z^3 - 158/225*z + 1
*
[ 2/3 ] 
f(z) = 81/242*z^3 - 157/242*z + 1
*
[ 11/7 ] 
f(z) = 98/253*z^3 - 150/253*z + 1
*
[ 5/7 ] 
f(z) = 98/255*z^3 - 152/255*z + 1
*
[ 16/3 ] 
f(z) = 81/256*z^3 - 131/16*z + 1
*
[ -16/3 ] 
f(z) = 81/256*z^3 - 125/16*z + 1
*
[ 9/2 ] 
f(z) = 94/243*z^3 - 127/18*z + 1
*
[ 9/2 ] 
f(z) = 98/243*z^3 - 133/18*z + 1
*
[ -9/2 ] 
f(z) = 98/243*z^3 - 125/18*z + 1
*
14/9 | 0.16153491297803790013109906118156734716 | 0.023502264295515008671408969667302881161
f(z) = 81/245*z^3 - 138/35*z + 1
*
[ -35/9 ] 
f(z) = 81/245*z^3 - 131/35*z + 1
*
-40/9 | 0.19733369687208954113322236713527791715 | 0.024621573469269930636748082025658101412
f(z) = 81/250*z^3 - 121/20*z + 1
*
[ 7/2 ] 
f(z) = 88/245*z^3 - 129/35*z + 1
*
[ 7/2 ] 
f(z) = 92/245*z^3 - 136/35*z + 1
*
[ -7/2 ] 
f(z) = 96/245*z^3 - 123/35*z + 1
*
[ -27/7 ] 
f(z) = 98/243*z^3 - 128/27*z + 1
*
-130/33 | 0.28792866906978587982990537373061762312 | 0.029626366615842069089412339444705530521
f(z) = 99/250*z^3 - 133/22*z + 1
*
[ 8/3 ] 
f(z) = 83/256*z^3 - 121/72*z + 1
*
[ 8/3 ] 
f(z) = 85/256*z^3 - 125/72*z + 1
*
[ 8/3 ] 
f(z) = 89/256*z^3 - 133/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016610653645746328850189802844702257104
f(z) = 89/256*z^3 - 121/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013126586940128256595512954317983815045
f(z) = 91/240*z^3 - 121/60*z + 1
*
-20/7 | 0.10810763361264903296277533621503567286 | 0.013356394442572529167521571509945042968
f(z) = 91/250*z^3 - 131/70*z + 1
*
[ 8/3 ] 
f(z) = 91/256*z^3 - 137/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016566721592645384877930313320890028410
f(z) = 91/256*z^3 - 123/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016523724355223178191329775489298572477
f(z) = 93/256*z^3 - 125/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016481626991117440848131359883758644486
f(z) = 95/256*z^3 - 127/64*z + 1
*
-2 | 0.081150494814900978257317892654051339754 | 0.013024755068717949318350245479572875636
f(z) = 97/240*z^3 - 127/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016440396402053638212344793269718631751
f(z) = 97/256*z^3 - 129/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016400001209168878919233890046577157310
f(z) = 99/256*z^3 - 131/64*z + 1
*
[ -3 ] 
f(z) = 83/252*z^3 - 137/84*z + 1
*
-10/11 | 0.24686579947219898787231497409914622353 | 0.023815761385037862377382191106454360037
f(z) = 99/250*z^3 - 127/99*z + 1
*
20/33 | 0.25258042550007318169064784599338943476 | 0.026156173691521146100703253087657923038
f(z) = 99/250*z^3 - 125/88*z + 1
*
[ 11/5 ] 
f(z) = 85/242*z^3 - 127/110*z + 1
*
[ 20/9 ] 
f(z) = 93/250*z^3 - 139/108*z + 1
*
-20/33 | 0.22263027354115765928995256428752912565 | 0.027353998277720070237386869906559265924
f(z) = 99/250*z^3 - 137/110*z + 1
*
[ -27/10 ] 
f(z) = 80/243*z^3 - 139/135*z + 1
*
[ -18/7 ] 
f(z) = 91/243*z^3 - 137/126*z + 1
*
[ 2 ] 
f(z) = 91/244*z^3 - 121/122*z + 1
*
[ 2 ] 
f(z) = 93/244*z^3 - 125/122*z + 1
*
[ 2 ] 
f(z) = 95/244*z^3 - 129/122*z + 1
*
[ 2 ] 
f(z) = 95/252*z^3 - 127/126*z + 1
*
[ 2 ] 
f(z) = 97/244*z^3 - 133/122*z + 1
*
[ 2 ] 
f(z) = 97/252*z^3 - 131/126*z + 1
*
[ 2 ] 
f(z) = 99/244*z^3 - 137/122*z + 1
*
[ 9/16 ] 
f(z) = 80/243*z^3 - 127/144*z + 1
*
[ 2/3 ] 
f(z) = 87/256*z^3 - 125/192*z + 1
*
[ 2/3 ] 
f(z) = 93/256*z^3 - 127/192*z + 1
*
[ 3/4 ] 
f(z) = 98/243*z^3 - 121/216*z + 1
*
[ 8/5 ] 
f(z) = 99/256*z^3 - 123/200*z + 1
*
[ 3/4 ] 
f(z) = 80/249*z^3 - 128/249*z + 1
*
[ 7/4 ] 
f(z) = 80/259*z^3 - 134/259*z + 1
*
[ 5/3 ] 
f(z) = 81/245*z^3 - 127/245*z + 1
*
[ 7/9 ] 
f(z) = 81/259*z^3 - 123/259*z + 1
*
[ 3/2 ] 
f(z) = 92/249*z^3 - 124/249*z + 1
*
[ 3/2 ] 
f(z) = 92/255*z^3 - 122/255*z + 1
*
[ 20/13 ] 
f(z) = 91/250*z^3 - 133/260*z + 1
*
[ 11/13 ] 
f(z) = 91/242*z^3 - 129/286*z + 1
*
[ 9/2 ] 
f(z) = 82/243*z^3 - 109/18*z + 1
*
[ -9/2 ] 
f(z) = 82/243*z^3 - 101/18*z + 1
*
[ 9/2 ] 
f(z) = 86/243*z^3 - 115/18*z + 1
*
[ -9/2 ] 
f(z) = 86/243*z^3 - 107/18*z + 1
*
[ -9/2 ] 
f(z) = 94/243*z^3 - 119/18*z + 1
*
[ 2/9 ] 
f(z) = 81/248*z^3 - 109/31*z + 1
*
-10/3 | 0.17046772066960509994569561996020553623 | 0.021313795349593092789699106460768594598
f(z) = 81/250*z^3 - 119/30*z + 1
*
-10/3 | 0.18107280651064082616973686899775372871 | 0.022890984277495922898167190821135713303
f(z) = 81/250*z^3 - 109/30*z + 1
*
[ 32/9 ] 
f(z) = 81/256*z^3 - 105/32*z + 1
*
5/3 | 0.093316647881274425517992231111714392642 | 0.011824650301750607694297986712135382191
f(z) = 87/250*z^3 - 107/30*z + 1
*
[ -7/2 ] 
f(z) = 88/245*z^3 - 109/35*z + 1
*
[ -7/2 ] 
f(z) = 92/245*z^3 - 116/35*z + 1
*
[ 10/3 ] 
f(z) = 93/250*z^3 - 103/30*z + 1
*
40/11 | 0.23218620449431553567413886359628486481 | 0.024298185029457168317138899959951979447
f(z) = 99/250*z^3 - 113/22*z + 1
*
-10/3 | 0.19690473236350100768536814752029776068 | 0.022722538832248561795027647440209873418
f(z) = 81/250*z^3 - 116/45*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016796501383865508831249466871818486294
f(z) = 81/256*z^3 - 113/64*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.013273284249309227687734384636267740182
f(z) = 83/240*z^3 - 113/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016748438729217872743617174991097770070
f(z) = 83/256*z^3 - 115/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016701472017388018499058059253502164130
f(z) = 85/256*z^3 - 117/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016655557436969063312683705565089016011
f(z) = 87/256*z^3 - 119/64*z + 1
*
-2 | 0.081149674999270549208656897555677047303 | 0.013162072209522067278002979685829777545
f(z) = 89/240*z^3 - 119/60*z + 1
*
[ 30/13 ] 
f(z) = 91/250*z^3 - 107/78*z + 1
*
[ 9/4 ] 
f(z) = 94/243*z^3 - 101/72*z + 1
*
[ 9/4 ] 
f(z) = 98/243*z^3 - 107/72*z + 1
*
[ 10/21 ] 
f(z) = 81/250*z^3 - 115/98*z + 1
*
[ 3/5 ] 
f(z) = 80/243*z^3 - 106/135*z + 1
*
[ 2 ] 
f(z) = 81/244*z^3 - 101/122*z + 1
*
[ 2 ] 
f(z) = 83/244*z^3 - 105/122*z + 1
*
[ 2 ] 
f(z) = 83/252*z^3 - 103/126*z + 1
*
[ 3/5 ] 
f(z) = 85/243*z^3 - 107/135*z + 1
*
[ 2 ] 
f(z) = 85/244*z^3 - 109/122*z + 1
*
[ 2 ] 
f(z) = 85/252*z^3 - 107/126*z + 1
*
[ 2 ] 
f(z) = 87/244*z^3 - 113/122*z + 1
*
[ 2 ] 
f(z) = 89/244*z^3 - 117/122*z + 1
*
[ 2 ] 
f(z) = 89/252*z^3 - 115/126*z + 1
*
[ 3/5 ] 
f(z) = 95/243*z^3 - 109/135*z + 1
*
[ 35/18 ] 
f(z) = 81/245*z^3 - 107/140*z + 1
*
[ 16/27 ] 
f(z) = 81/256*z^3 - 115/144*z + 1
*
[ 7/4 ] 
f(z) = 92/245*z^3 - 101/140*z + 1
*
[ 16/9 ] 
f(z) = 99/256*z^3 - 113/144*z + 1
*
[ 18/11 ] 
f(z) = 88/243*z^3 - 115/198*z + 1
*
[ 3/4 ] 
f(z) = 82/243*z^3 - 113/216*z + 1
*
[ 3/4 ] 
f(z) = 86/243*z^3 - 115/216*z + 1
*
[ 8/5 ] 
f(z) = 89/256*z^3 - 103/200*z + 1
*
[ 8/5 ] 
f(z) = 91/256*z^3 - 107/200*z + 1
*
[ 8/5 ] 
f(z) = 93/256*z^3 - 111/200*z + 1
*
[ 3/4 ] 
f(z) = 94/243*z^3 - 119/216*z + 1
*
[ 35/24 ] 
f(z) = 96/245*z^3 - 109/210*z + 1
*
[ 8/5 ] 
f(z) = 97/256*z^3 - 119/200*z + 1
*
[ 18/13 ] 
f(z) = 91/243*z^3 - 103/234*z + 1
*
[ -12/5 ] 
f(z) = 85/256*z^3 - 119/240*z + 1
*
[ 3/2 ] 
f(z) = 88/249*z^3 - 115/249*z + 1
*
[ 3/2 ] 
f(z) = 88/255*z^3 - 113/255*z + 1
*
[ -7/3 ] 
f(z) = 90/259*z^3 - 120/259*z + 1
*
[ 5/4 ] 
f(z) = 96/245*z^3 - 101/245*z + 1
*
[ 4/3 ] 
f(z) = 99/244*z^3 - 115/244*z + 1
*
[ 6/5 ] 
f(z) = 95/243*z^3 - 107/270*z + 1
*
[ 15/14 ] 
f(z) = 98/243*z^3 - 107/270*z + 1
*
[ -24/11 ] 
f(z) = 99/256*z^3 - 101/264*z + 1
*
[ 27/22 ] 
f(z) = 88/243*z^3 - 107/297*z + 1
*
[ 7/8 ] 
f(z) = 88/245*z^3 - 117/280*z + 1
*
[ 9/8 ] 
f(z) = 94/243*z^3 - 109/288*z + 1
*
[ -35/16 ] 
f(z) = 96/245*z^3 - 117/280*z + 1
*
[ 9/8 ] 
f(z) = 98/243*z^3 - 115/288*z + 1
*
[ 5 ] 
f(z) = 89/250*z^3 - 81/10*z + 1
*
[ 5 ] 
f(z) = 91/250*z^3 - 83/10*z + 1
*
[ -5 ] 
f(z) = 93/250*z^3 - 81/10*z + 1
*
[ 4 ] 
f(z) = 93/256*z^3 - 81/16*z + 1
*
[ 4 ] 
f(z) = 95/256*z^3 - 83/16*z + 1
*
[ 5 ] 
f(z) = 97/250*z^3 - 89/10*z + 1
*
[ 4 ] 
f(z) = 97/256*z^3 - 85/16*z + 1
*
[ 5 ] 
f(z) = 99/250*z^3 - 91/10*z + 1
*
[ -5 ] 
f(z) = 99/250*z^3 - 87/10*z + 1
*
[ 4 ] 
f(z) = 99/256*z^3 - 87/16*z + 1
*
[ 11/3 ] 
f(z) = 81/242*z^3 - 83/22*z + 1
*
[ -32/9 ] 
f(z) = 81/256*z^3 - 87/32*z + 1
*
[ 25/9 ] 
f(z) = 81/250*z^3 - 93/50*z + 1
*
-20/9 | 0.17926562965225774610597968240529257213 | 0.023546299433427572618710875860718028424
f(z) = 81/250*z^3 - 81/40*z + 1
*
-8/3 | 0.23541139484058856441829197046644854881 | 0.029354458983975596163885687349776359568
f(z) = 81/256*z^3 - 95/72*z + 1
*
[ 9/4 ] 
f(z) = 82/243*z^3 - 83/72*z + 1
*
[ 9/4 ] 
f(z) = 86/243*z^3 - 89/72*z + 1
*
[ -8/3 ] 
f(z) = 91/256*z^3 - 83/72*z + 1
*
[ -8/3 ] 
f(z) = 95/256*z^3 - 91/72*z + 1
*
[ -8/3 ] 
f(z) = 97/256*z^3 - 95/72*z + 1
*
[ 20/9 ] 
f(z) = 81/256*z^3 - 81/80*z + 1
*
[ 5/9 ] 
f(z) = 99/250*z^3 - 83/90*z + 1
*
[ 4/7 ] 
f(z) = 91/256*z^3 - 97/112*z + 1
*
[ 7/12 ] 
f(z) = 96/245*z^3 - 89/105*z + 1
*
[ 12/7 ] 
f(z) = 98/243*z^3 - 83/108*z + 1
*
[ 5/8 ] 
f(z) = 81/250*z^3 - 93/128*z + 1
*
[ 5/8 ] 
f(z) = 91/250*z^3 - 95/128*z + 1
*
[ 2/3 ] 
f(z) = 99/244*z^3 - 83/122*z + 1
*
-4/3 | 0.12416555104701709500564977813365477862 | 0.016037083930433419801609206754299588972
f(z) = 81/256*z^3 - 85/144*z + 1
*
[ 11/7 ] 
f(z) = 91/242*z^3 - 87/154*z + 1
*
[ -9/4 ] 
f(z) = 97/243*z^3 - 83/144*z + 1
*
-20/9 | 0.10570249667738040164588691301965448664 | 0.013652416443829997805715502511744518759
f(z) = 99/256*z^3 - 95/144*z + 1
*
[ 16/11 ] 
f(z) = 99/256*z^3 - 89/176*z + 1
*
[ 22/27 ] 
f(z) = 81/242*z^3 - 89/198*z + 1
*
[ -20/9 ] 
f(z) = 99/250*z^3 - 91/180*z + 1
*
[ 14/9 ] 
f(z) = 81/248*z^3 - 94/217*z + 1
*
[ 8/5 ] 
f(z) = 81/256*z^3 - 87/200*z + 1
*
[ 8/5 ] 
f(z) = 83/256*z^3 - 91/200*z + 1
*
[ 8/5 ] 
f(z) = 87/256*z^3 - 99/200*z + 1
*
[ 8/9 ] 
f(z) = 87/256*z^3 - 85/216*z + 1
*
[ 8/9 ] 
f(z) = 93/256*z^3 - 89/216*z + 1
*
[ 27/28 ] 
f(z) = 98/243*z^3 - 89/216*z + 1
*
[ 9/10 ] 
f(z) = 88/243*z^3 - 91/225*z + 1
*
[ 9/10 ] 
f(z) = 92/243*z^3 - 94/225*z + 1
*
[ 3/2 ] 
f(z) = 80/249*z^3 - 97/249*z + 1
*
[ 4/3 ] 
f(z) = 81/244*z^3 - 83/244*z + 1
*
[ 13/9 ] 
f(z) = 81/247*z^3 - 93/247*z + 1
*
[ 8/9 ] 
f(z) = 81/248*z^3 - 95/248*z + 1
*
[ 10/11 ] 
f(z) = 81/250*z^3 - 89/242*z + 1
*
[ 10/11 ] 
f(z) = 91/250*z^3 - 97/242*z + 1
*
[ 6/5 ] 
f(z) = 80/243*z^3 - 83/270*z + 1
*
[ 6/5 ] 
f(z) = 85/243*z^3 - 91/270*z + 1
*
[ 16/17 ] 
f(z) = 85/256*z^3 - 97/272*z + 1
*
[ 10/9 ] 
f(z) = 87/250*z^3 - 89/270*z + 1
*
[ 10/9 ] 
f(z) = 93/250*z^3 - 97/270*z + 1
*
[ 32/27 ] 
f(z) = 81/256*z^3 - 83/288*z + 1
*
[ 9/8 ] 
f(z) = 82/243*z^3 - 91/288*z + 1
*
[ 9/8 ] 
f(z) = 86/243*z^3 - 97/288*z + 1
*
[ -5 ] 
f(z) = 81/250*z^3 - 69/10*z + 1
*
-5/27 | 0.11665736584512493039379928113234065412 | 0.012958040675998653511694512601363978198
f(z) = 81/250*z^3 - 65/18*z + 1
*
[ 10 ] 
f(z) = 81/250*z^3 - 63/2*z + 1
*
35/9 | 0.11216294041426932637836476034598507742 | 0.015235368060573727893662805166822198288
f(z) = 81/250*z^3 - 63/10*z + 1
*
-4/9 | 0.15961472929535870505487853635859989639 | 0.022429158090946566020647436660992136726
f(z) = 81/256*z^3 - 77/16*z + 1
*
[ 4 ] 
f(z) = 81/256*z^3 - 69/16*z + 1
*
[ -5 ] 
f(z) = 83/250*z^3 - 71/10*z + 1
*
[ 4 ] 
f(z) = 83/256*z^3 - 71/16*z + 1
*
[ -4 ] 
f(z) = 83/256*z^3 - 63/16*z + 1
*
[ 4 ] 
f(z) = 85/256*z^3 - 73/16*z + 1
*
[ -4 ] 
f(z) = 85/256*z^3 - 65/16*z + 1
*
[ 5 ] 
f(z) = 87/250*z^3 - 79/10*z + 1
*
[ 4 ] 
f(z) = 87/256*z^3 - 75/16*z + 1
*
[ -4 ] 
f(z) = 87/256*z^3 - 67/16*z + 1
*
[ -5 ] 
f(z) = 89/250*z^3 - 77/10*z + 1
*
[ -10 ] 
f(z) = 89/250*z^3 - 69/2*z + 1
*
[ 4 ] 
f(z) = 89/256*z^3 - 77/16*z + 1
*
[ -4 ] 
f(z) = 89/256*z^3 - 69/16*z + 1
*
[ -5 ] 
f(z) = 91/250*z^3 - 79/10*z + 1
*
[ 10 ] 
f(z) = 91/250*z^3 - 71/2*z + 1
*
[ 4 ] 
f(z) = 91/256*z^3 - 79/16*z + 1
*
[ -4 ] 
f(z) = 91/256*z^3 - 71/16*z + 1
*
[ 9/2 ] 
f(z) = 92/243*z^3 - 62/9*z + 1
*
[ -4 ] 
f(z) = 93/256*z^3 - 73/16*z + 1
*
[ -4 ] 
f(z) = 95/256*z^3 - 75/16*z + 1
*
[ 10/3 ] 
f(z) = 97/250*z^3 - 65/18*z + 1
*
[ -4 ] 
f(z) = 97/256*z^3 - 77/16*z + 1
*
-45/14 | 0.22658152629216498867636422332492103991 | 0.029867212816158152450574707792538451568
f(z) = 98/243*z^3 - 73/18*z + 1
*
-9/14 | 0.18310462244053690943591139719891908564 | 0.024511262193671462350822809861476648610
f(z) = 98/243*z^3 - 65/18*z + 1
*
[ -10 ] 
f(z) = 99/250*z^3 - 77/2*z + 1
*
[ 20/3 ] 
f(z) = 99/250*z^3 - 67/4*z + 1
*
[ -4 ] 
f(z) = 99/256*z^3 - 79/16*z + 1
*
[ 3 ] 
f(z) = 80/243*z^3 - 62/27*z + 1
*
[ -11/3 ] 
f(z) = 81/242*z^3 - 71/22*z + 1
*
20/9 | 0.12783208505016193164178560093012077676 | 0.017086297308130095273822708504455007593
f(z) = 81/250*z^3 - 71/20*z + 1
*
[ 3 ] 
f(z) = 82/243*z^3 - 64/27*z + 1
*
[ 3 ] 
f(z) = 83/243*z^3 - 65/27*z + 1
*
[ 3 ] 
f(z) = 85/243*z^3 - 67/27*z + 1
*
[ 3 ] 
f(z) = 86/243*z^3 - 68/27*z + 1
*
[ -10/3 ] 
f(z) = 87/250*z^3 - 77/30*z + 1
*
[ 3 ] 
f(z) = 88/243*z^3 - 70/27*z + 1
*
[ 3 ] 
f(z) = 89/243*z^3 - 71/27*z + 1
*
[ 3 ] 
f(z) = 91/243*z^3 - 73/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016493591302286332843639462477219580092
f(z) = 91/248*z^3 - 61/31*z + 1
*
[ 20/7 ] 
f(z) = 91/250*z^3 - 65/28*z + 1
*
[ 3 ] 
f(z) = 92/243*z^3 - 74/27*z + 1
*
-5/3 | 0.16027574790122664100608446154251264303 | 0.021343533378587136276878407669699536004
f(z) = 93/250*z^3 - 73/30*z + 1
*
-8/3 | 0.23139054195957322971695893546207755309 | 0.029629210262209913584273309027311249650
f(z) = 93/256*z^3 - 77/24*z + 1
*
[ 3 ] 
f(z) = 94/243*z^3 - 76/27*z + 1
*
[ 3 ] 
f(z) = 95/243*z^3 - 77/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016408080502006237006087176833476432460
f(z) = 95/248*z^3 - 63/31*z + 1
*
[ 3 ] 
f(z) = 97/243*z^3 - 79/27*z + 1
*
[ -3 ] 
f(z) = 97/243*z^3 - 61/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016366659074870113598366509463324186057
f(z) = 97/248*z^3 - 64/31*z + 1
*
[ 3 ] 
f(z) = 98/243*z^3 - 80/27*z + 1
*
[ -3 ] 
f(z) = 98/243*z^3 - 62/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016326083654129837646311023623265292896
f(z) = 99/248*z^3 - 65/31*z + 1
*
[ 5/2 ] 
f(z) = 87/250*z^3 - 63/40*z + 1
*
[ 5/2 ] 
f(z) = 91/250*z^3 - 67/40*z + 1
*
[ 5/2 ] 
f(z) = 93/250*z^3 - 69/40*z + 1
*
[ 5/2 ] 
f(z) = 97/250*z^3 - 73/40*z + 1
*
[ -8/3 ] 
f(z) = 83/256*z^3 - 67/72*z + 1
*
[ -8/3 ] 
f(z) = 85/256*z^3 - 71/72*z + 1
*
[ -8/3 ] 
f(z) = 89/256*z^3 - 79/72*z + 1
*
[ 2 ] 
f(z) = 91/240*z^3 - 61/60*z + 1
*
[ 2 ] 
f(z) = 93/256*z^3 - 61/64*z + 1
*
[ 2 ] 
f(z) = 95/256*z^3 - 63/64*z + 1
*
[ 2 ] 
f(z) = 97/240*z^3 - 67/60*z + 1
*
[ 2 ] 
f(z) = 97/256*z^3 - 65/64*z + 1
*
[ 2 ] 
f(z) = 99/256*z^3 - 67/64*z + 1
*
[ 11/18 ] 
f(z) = 81/242*z^3 - 67/88*z + 1
*
[ 2/3 ] 
f(z) = 87/248*z^3 - 61/93*z + 1
*
[ 5/3 ] 
f(z) = 97/250*z^3 - 61/90*z + 1
*
[ 9/13 ] 
f(z) = 91/243*z^3 - 73/117*z + 1
*
[ 8/13 ] 
f(z) = 91/256*z^3 - 79/104*z + 1
*
[ -7/3 ] 
f(z) = 93/245*z^3 - 67/105*z + 1
*
[ -7/3 ] 
f(z) = 96/245*z^3 - 74/105*z + 1
*
[ 3/2 ] 
f(z) = 97/243*z^3 - 61/108*z + 1
*
[ 2/3 ] 
f(z) = 81/244*z^3 - 79/122*z + 1
*
[ 10/13 ] 
f(z) = 91/250*z^3 - 67/130*z + 1
*
[ -9/4 ] 
f(z) = 91/243*z^3 - 65/144*z + 1
*
[ -9/4 ] 
f(z) = 95/243*z^3 - 77/144*z + 1
*
[ 4/3 ] 
f(z) = 97/256*z^3 - 61/144*z + 1
*
[ 5/4 ] 
f(z) = 93/250*z^3 - 61/160*z + 1
*
[ 5/4 ] 
f(z) = 99/250*z^3 - 67/160*z + 1
*
-4/3 | 0.17600326704188140735018403343375265049 | 0.022158083314412510413694733938722932397
f(z) = 99/256*z^3 - 69/176*z + 1
*
[ 9/10 ] 
f(z) = 85/243*z^3 - 71/180*z + 1
*
[ 30/31 ] 
f(z) = 93/250*z^3 - 71/186*z + 1
*
[ 9/10 ] 
f(z) = 95/243*z^3 - 77/180*z + 1
*
[ 25/18 ] 
f(z) = 81/250*z^3 - 69/200*z + 1
*
[ 6/5 ] 
f(z) = 85/252*z^3 - 67/210*z + 1
*
[ 16/13 ] 
f(z) = 91/256*z^3 - 73/208*z + 1
*
[ 6/5 ] 
f(z) = 95/252*z^3 - 79/210*z + 1
*
[ 35/36 ] 
f(z) = 81/250*z^3 - 75/224*z + 1
*
[ 11/9 ] 
f(z) = 81/253*z^3 - 75/253*z + 1
*
[ 9/2 ] 
f(z) = 80/243*z^3 - 53/9*z + 1
*
[ -9/2 ] 
f(z) = 80/243*z^3 - 49/9*z + 1
*
[ -20/3 ] 
f(z) = 81/250*z^3 - 53/4*z + 1
*
[ -35/9 ] 
f(z) = 81/250*z^3 - 51/14*z + 1
*
[ 40/9 ] 
f(z) = 81/250*z^3 - 45/8*z + 1
*
10/9 | 0.10266958956903679074588949860122774981 | 0.014708950223938945312016233067201585135
f(z) = 81/250*z^3 - 43/10*z + 1
*
70/27 | 0.17079438967277488000925347300553331333 | 0.019994927770242845426111977479332724492
f(z) = 81/250*z^3 - 41/18*z + 1
*
[ -10/3 ] 
f(z) = 83/250*z^3 - 43/18*z + 1
*
[ 9/2 ] 
f(z) = 88/243*z^3 - 59/9*z + 1
*
[ -9/2 ] 
f(z) = 88/243*z^3 - 55/9*z + 1
*
[ -9/2 ] 
f(z) = 92/243*z^3 - 58/9*z + 1
*
[ -3 ] 
f(z) = 80/243*z^3 - 44/27*z + 1
*
[ 7/3 ] 
f(z) = 81/245*z^3 - 43/35*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016724650360680402000607893794088730286
f(z) = 81/248*z^3 - 56/31*z + 1
*
-5/3 | 0.21148124943168443096618054483729105827 | 0.029741286334577643788921717446507680961
f(z) = 81/250*z^3 - 49/30*z + 1
*
[ -3 ] 
f(z) = 82/243*z^3 - 46/27*z + 1
*
[ -3 ] 
f(z) = 83/243*z^3 - 47/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016676300897850593414901692625765725172
f(z) = 83/248*z^3 - 57/31*z + 1
*
[ -3 ] 
f(z) = 85/243*z^3 - 49/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016629063863972494043783739897292728995
f(z) = 85/248*z^3 - 58/31*z + 1
*
[ -3 ] 
f(z) = 86/243*z^3 - 50/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016582894399253557914888399972173445686
f(z) = 87/248*z^3 - 59/31*z + 1
*
[ 8/3 ] 
f(z) = 87/256*z^3 - 43/24*z + 1
*
[ -3 ] 
f(z) = 88/243*z^3 - 52/27*z + 1
*
[ -3 ] 
f(z) = 89/243*z^3 - 53/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016537750193816936061627738216794583184
f(z) = 89/248*z^3 - 60/31*z + 1
*
[ -3 ] 
f(z) = 91/243*z^3 - 55/27*z + 1
*
[ 5/13 ] 
f(z) = 91/250*z^3 - 43/26*z + 1
*
[ -3 ] 
f(z) = 92/243*z^3 - 56/27*z + 1
*
[ 9/4 ] 
f(z) = 92/243*z^3 - 49/36*z + 1
*
[ 8/3 ] 
f(z) = 93/256*z^3 - 47/24*z + 1
*
[ -3 ] 
f(z) = 94/243*z^3 - 58/27*z + 1
*
[ -3 ] 
f(z) = 95/243*z^3 - 59/27*z + 1
*
15/7 | 0.14241270408660681184753178997143851727 | 0.024093656517551200621644873453321369715
f(z) = 98/243*z^3 - 41/27*z + 1
*
[ 7/3 ] 
f(z) = 99/245*z^3 - 57/35*z + 1
*
[ 5/12 ] 
f(z) = 99/250*z^3 - 47/32*z + 1
*
[ 9/20 ] 
f(z) = 80/243*z^3 - 58/45*z + 1
*
[ 5/2 ] 
f(z) = 81/250*z^3 - 57/40*z + 1
*
[ -25/9 ] 
f(z) = 81/250*z^3 - 57/50*z + 1
*
-4/3 | 0.14774014987275090309640621600836124748 | 0.021790833565490525782960116834298980132
f(z) = 81/256*z^3 - 55/48*z + 1
*
4/3 | 0.19908438546978388897916415093118914141 | 0.029965485583701994139526049852376336120
f(z) = 81/256*z^3 - 47/48*z + 1
*
[ 5/2 ] 
f(z) = 83/250*z^3 - 59/40*z + 1
*
[ 5/9 ] 
f(z) = 87/250*z^3 - 49/54*z + 1
*
[ -5/2 ] 
f(z) = 97/250*z^3 - 41/40*z + 1
*
[ 27/14 ] 
f(z) = 98/243*z^3 - 55/54*z + 1
*
[ -5/2 ] 
f(z) = 99/250*z^3 - 43/40*z + 1
*
[ 2 ] 
f(z) = 81/256*z^3 - 49/64*z + 1
*
[ 2/3 ] 
f(z) = 81/256*z^3 - 41/64*z + 1
*
[ 2 ] 
f(z) = 83/240*z^3 - 53/60*z + 1
*
[ 2 ] 
f(z) = 83/256*z^3 - 51/64*z + 1
*
[ 2 ] 
f(z) = 85/256*z^3 - 53/64*z + 1
*
[ 2 ] 
f(z) = 87/256*z^3 - 55/64*z + 1
*
[ 7/4 ] 
f(z) = 88/245*z^3 - 47/70*z + 1
*
[ 2 ] 
f(z) = 89/240*z^3 - 59/60*z + 1
*
[ 2 ] 
f(z) = 89/256*z^3 - 57/64*z + 1
*
[ 5/7 ] 
f(z) = 91/250*z^3 - 41/70*z + 1
*
[ 2 ] 
f(z) = 91/256*z^3 - 59/64*z + 1
*
[ -9/4 ] 
f(z) = 98/243*z^3 - 43/72*z + 1
*
[ 2/3 ] 
f(z) = 99/256*z^3 - 43/64*z + 1
*
[ 11/6 ] 
f(z) = 81/242*z^3 - 59/88*z + 1
*
[ 5/3 ] 
f(z) = 83/250*z^3 - 47/90*z + 1
*
[ 9/11 ] 
f(z) = 88/243*z^3 - 46/99*z + 1
*
[ 5/7 ] 
f(z) = 89/250*z^3 - 57/98*z + 1
*
[ 5/3 ] 
f(z) = 89/250*z^3 - 53/90*z + 1
*
[ 10/7 ] 
f(z) = 93/250*z^3 - 45/98*z + 1
*
[ 5/7 ] 
f(z) = 99/250*z^3 - 59/98*z + 1
*
[ 8/11 ] 
f(z) = 99/256*z^3 - 51/88*z + 1
*
[ 3/2 ] 
f(z) = 83/243*z^3 - 47/108*z + 1
*
[ 3/2 ] 
f(z) = 85/243*z^3 - 49/108*z + 1
*
[ -7/3 ] 
f(z) = 87/245*z^3 - 53/105*z + 1
*
[ 3/2 ] 
f(z) = 89/243*z^3 - 53/108*z + 1
*
[ 3/2 ] 
f(z) = 91/243*z^3 - 55/108*z + 1
*
[ -16/7 ] 
f(z) = 91/256*z^3 - 47/112*z + 1
*
[ 3/4 ] 
f(z) = 92/243*z^3 - 59/108*z + 1
*
[ -11/5 ] 
f(z) = 95/242*z^3 - 49/110*z + 1
*
[ 3/2 ] 
f(z) = 95/243*z^3 - 59/108*z + 1
*
[ 7/6 ] 
f(z) = 96/245*z^3 - 41/105*z + 1
*
[ 10/11 ] 
f(z) = 99/250*z^3 - 47/110*z + 1
*
[ 27/20 ] 
f(z) = 80/243*z^3 - 46/135*z + 1
*
[ 4/3 ] 
f(z) = 81/248*z^3 - 41/124*z + 1
*
[ 5/6 ] 
f(z) = 87/250*z^3 - 53/120*z + 1
*
[ 4/3 ] 
f(z) = 99/248*z^3 - 57/124*z + 1
*
[ 7/6 ] 
f(z) = 81/245*z^3 - 43/140*z + 1
*
[ 10/9 ] 
f(z) = 81/248*z^3 - 47/155*z + 1
*
[ 4/3 ] 
f(z) = 83/256*z^3 - 47/144*z + 1
*
[ 4/3 ] 
f(z) = 85/256*z^3 - 49/144*z + 1
*
[ -9/4 ] 
f(z) = 89/243*z^3 - 59/144*z + 1
*
[ 4/3 ] 
f(z) = 89/256*z^3 - 53/144*z + 1
*
[ 4/3 ] 
f(z) = 91/256*z^3 - 55/144*z + 1
*
[ 9/8 ] 
f(z) = 92/243*z^3 - 53/144*z + 1
*
[ 4/3 ] 
f(z) = 95/256*z^3 - 59/144*z + 1
*
[ 7/6 ] 
f(z) = 99/245*z^3 - 57/140*z + 1
*
[ 5/4 ] 
f(z) = 81/250*z^3 - 49/160*z + 1
*
[ 5/4 ] 
f(z) = 83/250*z^3 - 51/160*z + 1
*
[ 30/29 ] 
f(z) = 87/250*z^3 - 59/174*z + 1
*
[ 5/4 ] 
f(z) = 89/250*z^3 - 57/160*z + 1
*
[ 10/9 ] 
f(z) = 89/250*z^3 - 55/162*z + 1
*
[ 5/4 ] 
f(z) = 91/250*z^3 - 59/160*z + 1
*
[ 15/14 ] 
f(z) = 91/250*z^3 - 59/168*z + 1
*
[ 10/3 ] 
f(z) = 81/250*z^3 - 29/10*z + 1
*
5/3 | 0.17079255754629334694541830898743125378 | 0.020839518542706026863588169573735205588
f(z) = 81/250*z^3 - 29/18*z + 1
*
5/3 | 0.21608054956022224075697061163296396946 | 0.027132817721017980453653294244759559506
f(z) = 81/250*z^3 - 23/6*z + 1
*
[ 5/18 ] 
f(z) = 81/250*z^3 - 21/8*z + 1
*
[ 9/4 ] 
f(z) = 88/243*z^3 - 23/18*z + 1
*
[ 18/7 ] 
f(z) = 98/243*z^3 - 37/18*z + 1
*
9/7 | 0.18310204811135161523254087282042095077 | 0.026725602950310794089653439197237767897
f(z) = 98/243*z^3 - 35/18*z + 1
*
9/7 | 0.18310309913198367268229821835517717029 | 0.027207709624222936084031755404800726778
f(z) = 98/243*z^3 - 31/9*z + 1
*
[ -18/7 ] 
f(z) = 98/243*z^3 - 23/18*z + 1
*
[ 10/3 ] 
f(z) = 99/250*z^3 - 37/10*z + 1
*
[ -10/3 ] 
f(z) = 99/250*z^3 - 31/10*z + 1
*
[ 22/9 ] 
f(z) = 81/242*z^3 - 31/22*z + 1
*
[ 2 ] 
f(z) = 81/248*z^3 - 25/31*z + 1
*
20/9 | 0.14532893587914089183992311900647734726 | 0.021844570561265072224618609162035822640
f(z) = 81/250*z^3 - 31/20*z + 1
*
-5/3 | 0.15187243786005108375874501397706188643 | 0.022941202177377262779161421473397648339
f(z) = 81/250*z^3 - 29/30*z + 1
*
[ 20/9 ] 
f(z) = 81/250*z^3 - 21/20*z + 1
*
[ 2 ] 
f(z) = 83/248*z^3 - 26/31*z + 1
*
[ 2 ] 
f(z) = 85/248*z^3 - 27/31*z + 1
*
[ 2 ] 
f(z) = 87/248*z^3 - 28/31*z + 1
*
[ -8/3 ] 
f(z) = 87/256*z^3 - 25/24*z + 1
*
[ 2 ] 
f(z) = 89/248*z^3 - 29/31*z + 1
*
[ 2 ] 
f(z) = 91/248*z^3 - 30/31*z + 1
*
[ -8/3 ] 
f(z) = 93/256*z^3 - 29/24*z + 1
*
[ 2 ] 
f(z) = 95/248*z^3 - 32/31*z + 1
*
[ 7/4 ] 
f(z) = 96/245*z^3 - 27/35*z + 1
*
[ 2 ] 
f(z) = 97/248*z^3 - 33/31*z + 1
*
[ 3/7 ] 
f(z) = 98/243*z^3 - 38/27*z + 1
*
[ -7/3 ] 
f(z) = 99/245*z^3 - 27/35*z + 1
*
[ 2 ] 
f(z) = 99/248*z^3 - 34/31*z + 1
*
[ 2/3 ] 
f(z) = 99/248*z^3 - 21/31*z + 1
*
-80/33 | 0.22262962140180393992570571728840649663 | 0.027403433573866899875268046854989255848
f(z) = 99/250*z^3 - 27/22*z + 1
*
-9/4 | 0.19303685003995717310044679463045914608 | 0.027178721231844900104808462069449161711
f(z) = 80/243*z^3 - 37/45*z + 1
*
[ 9/5 ] 
f(z) = 80/243*z^3 - 28/45*z + 1
*
[ 3/2 ] 
f(z) = 82/243*z^3 - 23/54*z + 1
*
[ -5/2 ] 
f(z) = 83/250*z^3 - 27/40*z + 1
*
[ 9/5 ] 
f(z) = 85/243*z^3 - 31/45*z + 1
*
[ 3/2 ] 
f(z) = 86/243*z^3 - 25/54*z + 1
*
[ -5/2 ] 
f(z) = 87/250*z^3 - 31/40*z + 1
*
[ 3/4 ] 
f(z) = 88/243*z^3 - 29/54*z + 1
*
[ -5/2 ] 
f(z) = 89/250*z^3 - 33/40*z + 1
*
[ -5/2 ] 
f(z) = 93/250*z^3 - 37/40*z + 1
*
[ 3/2 ] 
f(z) = 94/243*z^3 - 29/54*z + 1
*
[ 9/5 ] 
f(z) = 95/243*z^3 - 37/45*z + 1
*
[ 8/5 ] 
f(z) = 95/256*z^3 - 23/40*z + 1
*
[ 3/2 ] 
f(z) = 98/243*z^3 - 31/54*z + 1
*
[ 6/7 ] 
f(z) = 98/243*z^3 - 25/54*z + 1
*
[ 20/33 ] 
f(z) = 99/250*z^3 - 35/44*z + 1
*
[ 14/9 ] 
f(z) = 81/245*z^3 - 31/70*z + 1
*
[ 5/6 ] 
f(z) = 83/250*z^3 - 31/72*z + 1
*
[ -9/4 ] 
f(z) = 86/243*z^3 - 25/72*z + 1
*
[ 9/8 ] 
f(z) = 88/243*z^3 - 25/72*z + 1
*
[ 9/7 ] 
f(z) = 91/243*z^3 - 25/63*z + 1
*
[ 10/7 ] 
f(z) = 91/250*z^3 - 31/70*z + 1
*
[ -9/4 ] 
f(z) = 94/243*z^3 - 37/72*z + 1
*
[ 7/8 ] 
f(z) = 96/245*z^3 - 31/70*z + 1
*
[ 15/11 ] 
f(z) = 99/250*z^3 - 31/66*z + 1
*
[ 8/9 ] 
f(z) = 99/256*z^3 - 31/72*z + 1
*
-5/3 | 0.17079255754629334694541830898743125378 | 0.022127155932514369519248214813355097229
f(z) = 81/250*z^3 - 37/90*z + 1
*
[ 10/7 ] 
f(z) = 83/250*z^3 - 37/98*z + 1
*
[ 4/5 ] 
f(z) = 85/256*z^3 - 37/80*z + 1
*
[ 4/5 ] 
f(z) = 95/256*z^3 - 39/80*z + 1
*
[ 9/4 ] 
f(z) = 80/243*z^3 - 10/9*z + 1
*
[ -9/4 ]
f(z) = 80/243*z^3 - 2/9*z + 1
*
5/3 | 0.21587742053128233604790002786434590912 | 0.029199207138208583296219648114599851809
f(z) = 81/250*z^3 - 13/6*z + 1
*
[ 5/9 ] 
f(z) = 81/250*z^3 - 9/10*z + 1
*
[ -5/2 ] 
f(z) = 81/250*z^3 - 5/8*z + 1
*
[ 5/3 ] 
f(z) = 81/250*z^3 - 1/2*z + 1
*
-8/9 | 0.15403363568830584181104559915337697610 | 0.024453862009634414335462733227430215974
f(z) = 81/256*z^3 - 17/8*z + 1
*
[ 8/3 ] 
f(z) = 81/256*z^3 - 13/8*z + 1
*
[ 16/9 ] 
f(z) = 81/256*z^3 - 9/16*z + 1
*
[ -8/3 ] 
f(z) = 81/256*z^3 - 7/8*z + 1
*
[ 4/3 ] 
f(z) = 81/256*z^3 - 5/16*z + 1
*
[ 8/9 ] 
f(z) = 81/256*z^3 - 3/8*z + 1
*
[ 5 ] 
f(z) = 83/250*z^3 - 15/2*z + 1
*
[ 10/3 ] 
f(z) = 87/250*z^3 - 19/6*z + 1
*
[ -5 ] 
f(z) = 87/250*z^3 - 15/2*z + 1
*
[ -9/4 ] 
f(z) = 88/243*z^3 - 7/18*z + 1
*
[ 5/2 ] 
f(z) = 89/250*z^3 - 13/8*z + 1
*
[ 5/3 ] 
f(z) = 91/250*z^3 - 11/18*z + 1
*
[ -5/2 ] 
f(z) = 91/250*z^3 - 7/8*z + 1
*
[ 5 ] 
f(z) = 93/250*z^3 - 17/2*z + 1
*
[ -10/3 ] 
f(z) = 93/250*z^3 - 17/6*z + 1
*
[ -5 ] 
f(z) = 97/250*z^3 - 17/2*z + 1
*
[ 9/14 ] 
f(z) = 98/243*z^3 - 13/18*z + 1
*
-9/14 | 0.18310270025070533459678771981954357979 | 0.029598533024457949987548039027818733267
f(z) = 98/243*z^3 - 11/18*z + 1
*
[ 9/7 ] 
f(z) = 98/243*z^3 - 4/9*z + 1
*
[ 5/2 ] 
f(z) = 99/250*z^3 - 15/8*z + 1
*
[ 5/3 ] 
f(z) = 99/250*z^3 - 7/10*z + 1
*
[ 10/9 ] 
f(z) = 99/250*z^3 - 7/18*z + 1
*
[ 8/3 ] 
f(z) = 99/256*z^3 - 17/8*z + 1
*
[ -8/3 ] 
f(z) = 99/256*z^3 - 11/8*z + 1
*
[ 4/3 ] 
f(z) = 99/256*z^3 - 7/16*z + 1
*
[ 3/4 ] 
f(z) = 80/243*z^3 - 14/27*z + 1
*
[ 3/2 ] 
f(z) = 80/243*z^3 - 11/27*z + 1
*
[ 9/8 ] 
f(z) = 80/243*z^3 - 11/36*z + 1
*
[ -22/9 ] 
f(z) = 81/242*z^3 - 13/22*z + 1
*
[ 11/9 ] 
f(z) = 81/242*z^3 - 7/22*z + 1
*
[ 7/9 ] 
f(z) = 81/245*z^3 - 17/35*z + 1
*
[ -7/3 ] 
f(z) = 81/245*z^3 - 13/35*z + 1
*
[ 2/3 ] 
f(z) = 81/248*z^3 - 20/31*z + 1
*
[ 20/27 ] 
f(z) = 81/250*z^3 - 19/36*z + 1
*
[ 5/3 ] 
f(z) = 87/250*z^3 - 17/30*z + 1
*
[ 5/4 ] 
f(z) = 87/250*z^3 - 11/32*z + 1
*
[ 3/2 ] 
f(z) = 88/243*z^3 - 13/27*z + 1
*
[ -9/4 ] 
f(z) = 92/243*z^3 - 17/36*z + 1
*
[ 3/2 ] 
f(z) = 92/243*z^3 - 14/27*z + 1
*
[ 5/3 ] 
f(z) = 93/250*z^3 - 19/30*z + 1
*
[ 5/6 ] 
f(z) = 93/250*z^3 - 11/24*z + 1
*
[ 5/4 ] 
f(z) = 97/250*z^3 - 13/32*z + 1
*
-5/3 | 0.22263027354115765928995256428752912565 | 0.028112168234547647450369068034937959642
f(z) = 99/250*z^3 - 9/22*z + 1
*
[ 9/10 ] 
f(z) = 80/243*z^3 - 17/45*z + 1
*
[ 5/6 ] 
f(z) = 81/250*z^3 - 17/40*z + 1
*
[ 8/5 ] 
f(z) = 85/256*z^3 - 19/40*z + 1
*
[ 4/3 ] 
f(z) = 87/256*z^3 - 17/48*z + 1
*
[ 8/7 ] 
f(z) = 91/256*z^3 - 19/56*z + 1
*
[ 4/3 ] 
f(z) = 93/256*z^3 - 19/48*z + 1
*
[ 5/6 ] 
f(z) = 99/250*z^3 - 19/40*z + 1
*
[ -16/9 ]
f(z) = 81/256*z^3 + 9/16*z + 1
*
[ -8/9 ]
f(z) = 81/256*z^3 + 15/8*z + 1
*
[ -9/7 ]
f(z) = 98/243*z^3 + 10/9*z + 1
*
[ 4 ] 
f(z) = 83/272*z^3 - 281/68*z + 1
*
[ 4 ] 
f(z) = 87/272*z^3 - 297/68*z + 1
*
[ -4 ] 
f(z) = 93/272*z^3 - 287/68*z + 1
*
[ -4 ] 
f(z) = 95/272*z^3 - 295/68*z + 1
*
[ 10/3 ] 
f(z) = 81/275*z^3 - 283/110*z + 1
*
[ -10/3 ] 
f(z) = 81/260*z^3 - 281/130*z + 1
*
[ 3/7 ] 
f(z) = 91/270*z^3 - 293/210*z + 1
*
[ 5/2 ] 
f(z) = 83/275*z^3 - 283/220*z + 1
*
[ 1/2 ] 
f(z) = 80/261*z^3 - 281/261*z + 1
*
[ 1/2 ] 
f(z) = 80/263*z^3 - 283/263*z + 1
*
[ 1/2 ] 
f(z) = 80/267*z^3 - 287/267*z + 1
*
[ 1/2 ] 
f(z) = 80/269*z^3 - 289/269*z + 1
*
[ 1/2 ] 
f(z) = 80/271*z^3 - 291/271*z + 1
*
[ 1/2 ] 
f(z) = 80/273*z^3 - 293/273*z + 1
*
[ 1/2 ] 
f(z) = 80/277*z^3 - 297/277*z + 1
*
[ 1/2 ] 
f(z) = 80/279*z^3 - 299/279*z + 1
*
[ 7/3 ] 
f(z) = 81/266*z^3 - 289/266*z + 1
*
[ 1/2 ] 
f(z) = 84/263*z^3 - 284/263*z + 1
*
[ 1/2 ] 
f(z) = 84/265*z^3 - 286/265*z + 1
*
[ 1/2 ] 
f(z) = 84/269*z^3 - 290/269*z + 1
*
[ 1/2 ] 
f(z) = 84/271*z^3 - 292/271*z + 1
*
[ 1/2 ] 
f(z) = 84/275*z^3 - 296/275*z + 1
*
[ 1/2 ] 
f(z) = 84/277*z^3 - 298/277*z + 1
*
[ 1/2 ] 
f(z) = 88/261*z^3 - 283/261*z + 1
*
[ 1/2 ] 
f(z) = 88/263*z^3 - 285/263*z + 1
*
[ 1/2 ] 
f(z) = 88/265*z^3 - 287/265*z + 1
*
[ 1/2 ] 
f(z) = 88/267*z^3 - 289/267*z + 1
*
[ 1/2 ] 
f(z) = 88/269*z^3 - 291/269*z + 1
*
[ 1/2 ] 
f(z) = 88/271*z^3 - 293/271*z + 1
*
[ 1/2 ] 
f(z) = 88/273*z^3 - 295/273*z + 1
*
[ 1/2 ] 
f(z) = 88/277*z^3 - 299/277*z + 1
*
[ 1/2 ] 
f(z) = 92/261*z^3 - 284/261*z + 1
*
[ 1/2 ] 
f(z) = 92/263*z^3 - 286/263*z + 1
*
[ 1/2 ] 
f(z) = 92/265*z^3 - 288/265*z + 1
*
[ 1/2 ] 
f(z) = 92/267*z^3 - 290/267*z + 1
*
[ 1/2 ] 
f(z) = 92/269*z^3 - 292/269*z + 1
*
[ 1/2 ] 
f(z) = 92/271*z^3 - 294/271*z + 1
*
[ 1/2 ] 
f(z) = 92/273*z^3 - 296/273*z + 1
*
[ 1/2 ] 
f(z) = 92/275*z^3 - 298/275*z + 1
*
[ 1/2 ] 
f(z) = 96/263*z^3 - 287/263*z + 1
*
[ 1/2 ] 
f(z) = 96/265*z^3 - 289/265*z + 1
*
[ 1/2 ] 
f(z) = 96/269*z^3 - 293/269*z + 1
*
[ 1/2 ] 
f(z) = 96/271*z^3 - 295/271*z + 1
*
[ 1/2 ] 
f(z) = 96/275*z^3 - 299/275*z + 1
*
[ 4 ] 
f(z) = 81/272*z^3 - 273/68*z + 1
*
[ -4 ] 
f(z) = 87/272*z^3 - 263/68*z + 1
*
[ -4 ] 
f(z) = 89/272*z^3 - 271/68*z + 1
*
[ -4 ] 
f(z) = 91/272*z^3 - 279/68*z + 1
*
-6/7 | 0.14625143949902917285914320827902196187 | 0.017221266028193853722041023605075196106
f(z) = 91/270*z^3 - 271/105*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016545588988439576777857214614299413759
f(z) = 97/268*z^3 - 261/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013365336521584192122239870907113503610
f(z) = 97/276*z^3 - 263/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016435855557940558452187647273535498046
f(z) = 99/260*z^3 - 263/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016505472023018887499004932351979368217
f(z) = 99/268*z^3 - 265/134*z + 1
*
[ 8/3 ] 
f(z) = 99/272*z^3 - 267/136*z + 1
*
[ 5/2 ] 
f(z) = 81/275*z^3 - 273/220*z + 1
*
[ 2 ] 
f(z) = 99/262*z^3 - 265/262*z + 1
*
[ 2 ] 
f(z) = 99/266*z^3 - 263/266*z + 1
*
[ -4 ] 
f(z) = 83/272*z^3 - 247/68*z + 1
*
[ 26/9 ] 
f(z) = 81/260*z^3 - 253/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016759102061138881178498682174199031827
f(z) = 87/268*z^3 - 241/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016645993050040271302430727244938650349
f(z) = 89/260*z^3 - 243/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016714565708609864996058108540209986163
f(z) = 89/268*z^3 - 245/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.013500418541556756297231241340214113454
f(z) = 89/276*z^3 - 247/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016670981008487055791873517654495694395
f(z) = 91/268*z^3 - 249/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013465708922521959576539832802551877441
f(z) = 91/276*z^3 - 251/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016559287263618351875920218287701592546
f(z) = 93/260*z^3 - 251/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016628312243961213224705151366515112323
f(z) = 93/268*z^3 - 253/134*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016586525590708205320674736603369781423
f(z) = 95/268*z^3 - 257/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013398110531883681484230963839227235097
f(z) = 95/276*z^3 - 259/138*z + 1
*
-2 | 0.10297623933893562708737834313278873947 | 0.016476263560638968019063184637632519020
f(z) = 97/260*z^3 - 259/130*z + 1
*
[ 2/5 ] 
f(z) = 85/264*z^3 - 256/165*z + 1
*
[ 2/5 ] 
f(z) = 95/264*z^3 - 257/165*z + 1
*
[ 5/12 ] 
f(z) = 96/275*z^3 - 241/165*z + 1
*
[ 9/4 ] 
f(z) = 80/261*z^3 - 260/261*z + 1
*
[ 9/4 ] 
f(z) = 80/279*z^3 - 250/279*z + 1
*
[ 20/9 ] 
f(z) = 81/260*z^3 - 257/260*z + 1
*
-13/9 | 0.15243329273295392637714891811746782028 | 0.027412699170320162751262674055684264342
f(z) = 81/260*z^3 - 249/260*z + 1
*
[ -25/9 ] 
f(z) = 81/275*z^3 - 251/275*z + 1
*
[ 2 ] 
f(z) = 93/262*z^3 - 241/262*z + 1
*
[ 2 ] 
f(z) = 95/262*z^3 - 249/262*z + 1
*
[ 2 ] 
f(z) = 95/274*z^3 - 243/274*z + 1
*
[ 2 ] 
f(z) = 95/278*z^3 - 241/278*z + 1
*
[ 2 ] 
f(z) = 97/262*z^3 - 257/262*z + 1
*
[ 2 ] 
f(z) = 97/266*z^3 - 255/266*z + 1
*
[ 2 ] 
f(z) = 97/270*z^3 - 253/270*z + 1
*
[ 2 ] 
f(z) = 97/274*z^3 - 251/274*z + 1
*
[ 2 ] 
f(z) = 97/278*z^3 - 249/278*z + 1
*
[ 2 ] 
f(z) = 99/274*z^3 - 259/274*z + 1
*
[ 2 ] 
f(z) = 99/278*z^3 - 257/278*z + 1
*
[ 3 ] 
f(z) = 94/261*z^3 - 224/87*z + 1
*
[ 3 ] 
f(z) = 95/261*z^3 - 227/87*z + 1
*
[ 3 ] 
f(z) = 95/279*z^3 - 223/93*z + 1
*
[ 3 ] 
f(z) = 97/261*z^3 - 233/87*z + 1
*
[ 3 ] 
f(z) = 97/279*z^3 - 229/93*z + 1
*
[ 3 ] 
f(z) = 98/261*z^3 - 236/87*z + 1
*
[ 3 ] 
f(z) = 98/279*z^3 - 232/93*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016831309216943053393755104267679633693
f(z) = 81/260*z^3 - 227/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016898809624308219100098080151121192038
f(z) = 81/268*z^3 - 229/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016783391193405105282332333119565184473
f(z) = 83/260*z^3 - 231/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016851182907028188460282110439722184044
f(z) = 83/268*z^3 - 233/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013609864636148660839022921583608216354
f(z) = 83/276*z^3 - 235/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016804627815527088150320973300926725067
f(z) = 85/268*z^3 - 237/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013572632496299069950610461104649462558
f(z) = 85/276*z^3 - 239/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016690775192223914944186207893045761290
f(z) = 87/260*z^3 - 239/130*z + 1
*
6/5 | 0.20129517073064186108324183532632602234 | 0.026887347096896715445339578855554397588
f(z) = 95/264*z^3 - 223/165*z + 1
*
[ 5/9 ] 
f(z) = 81/260*z^3 - 233/260*z + 1
*
[ 5/9 ] 
f(z) = 81/265*z^3 - 237/265*z + 1
*
[ 19/9 ] 
f(z) = 81/266*z^3 - 221/266*z + 1
*
[ 2 ] 
f(z) = 89/262*z^3 - 225/262*z + 1
*
[ 2 ] 
f(z) = 89/266*z^3 - 223/266*z + 1
*
[ 2 ] 
f(z) = 89/270*z^3 - 221/270*z + 1
*
[ 2 ] 
f(z) = 91/262*z^3 - 233/262*z + 1
*
[ 2 ] 
f(z) = 91/270*z^3 - 229/270*z + 1
*
[ 2 ] 
f(z) = 91/274*z^3 - 227/274*z + 1
*
[ 2 ] 
f(z) = 91/278*z^3 - 225/278*z + 1
*
[ 2 ] 
f(z) = 93/266*z^3 - 239/266*z + 1
*
[ 2 ] 
f(z) = 93/274*z^3 - 235/274*z + 1
*
[ 2 ] 
f(z) = 93/278*z^3 - 233/278*z + 1
*
[ -5/2 ] 
f(z) = 96/265*z^3 - 229/265*z + 1
*
-15/14 | 0.26170066486212399317041262011567873316 | 0.029303729784853628544753236467837253274
f(z) = 91/270*z^3 - 239/280*z + 1
*
[ -34/9 ] 
f(z) = 81/272*z^3 - 203/68*z + 1
*
[ 3 ] 
f(z) = 88/261*z^3 - 206/87*z + 1
*
[ 3 ] 
f(z) = 88/279*z^3 - 202/93*z + 1
*
[ 3 ] 
f(z) = 89/261*z^3 - 209/87*z + 1
*
[ 3 ] 
f(z) = 89/279*z^3 - 205/93*z + 1
*
[ 3 ] 
f(z) = 91/261*z^3 - 215/87*z + 1
*
[ 3 ] 
f(z) = 91/279*z^3 - 211/93*z + 1
*
[ 3 ] 
f(z) = 92/261*z^3 - 218/87*z + 1
*
[ 3 ] 
f(z) = 92/279*z^3 - 214/93*z + 1
*
[ 3 ] 
f(z) = 94/279*z^3 - 220/93*z + 1
*
[ -10/3 ] 
f(z) = 81/275*z^3 - 217/110*z + 1
*
[ 5/14 ] 
f(z) = 98/275*z^3 - 203/110*z + 1
*
[ 8/3 ] 
f(z) = 81/272*z^3 - 203/136*z + 1
*
6/5 | 0.18973440389392553154477392600583159356 | 0.025483379870769489009489729034945848487
f(z) = 85/264*z^3 - 214/165*z + 1
*
[ 2 ] 
f(z) = 83/262*z^3 - 201/262*z + 1
*
[ 2 ] 
f(z) = 85/262*z^3 - 209/262*z + 1
*
[ 2 ] 
f(z) = 85/266*z^3 - 207/266*z + 1
*
[ 2 ] 
f(z) = 85/274*z^3 - 203/274*z + 1
*
[ 2 ] 
f(z) = 85/278*z^3 - 201/278*z + 1
*
[ 2 ] 
f(z) = 87/262*z^3 - 217/262*z + 1
*
[ 2 ] 
f(z) = 87/266*z^3 - 215/266*z + 1
*
[ 2 ] 
f(z) = 87/274*z^3 - 211/274*z + 1
*
[ 2 ] 
f(z) = 87/278*z^3 - 209/278*z + 1
*
[ 2 ] 
f(z) = 89/274*z^3 - 219/274*z + 1
*
[ 2 ] 
f(z) = 89/278*z^3 - 217/278*z + 1
*
[ -5/2 ] 
f(z) = 92/265*z^3 - 204/265*z + 1
*
[ 3 ] 
f(z) = 80/261*z^3 - 182/87*z + 1
*
[ 3 ] 
f(z) = 82/261*z^3 - 188/87*z + 1
*
[ 3 ] 
f(z) = 82/279*z^3 - 184/93*z + 1
*
[ 3 ] 
f(z) = 83/261*z^3 - 191/87*z + 1
*
[ 3 ] 
f(z) = 83/279*z^3 - 187/93*z + 1
*
[ 3 ] 
f(z) = 85/261*z^3 - 197/87*z + 1
*
[ 3 ] 
f(z) = 85/279*z^3 - 193/93*z + 1
*
[ 3 ] 
f(z) = 86/261*z^3 - 200/87*z + 1
*
[ 3 ] 
f(z) = 86/279*z^3 - 196/93*z + 1
*
8/9 | 0.17152167805070522974857957401461409251 | 0.029005088504591391204493724090185593361
f(z) = 81/272*z^3 - 185/136*z + 1
*
-12/13 | 0.23170562930687515095347147856816483492 | 0.027139484956720508811851012167190572582
f(z) = 91/270*z^3 - 189/130*z + 1
*
[ 15/7 ] 
f(z) = 98/275*z^3 - 182/165*z + 1
*
[ 20/9 ] 
f(z) = 81/275*z^3 - 199/220*z + 1
*
[ 3/5 ] 
f(z) = 91/270*z^3 - 197/250*z + 1
*
[ 3/5 ] 
f(z) = 97/270*z^3 - 199/250*z + 1
*
[ 2 ] 
f(z) = 81/262*z^3 - 193/262*z + 1
*
[ 2 ] 
f(z) = 81/266*z^3 - 191/266*z + 1
*
[ 2 ] 
f(z) = 81/274*z^3 - 187/274*z + 1
*
[ 2 ] 
f(z) = 81/278*z^3 - 185/278*z + 1
*
[ 2 ] 
f(z) = 83/266*z^3 - 199/266*z + 1
*
[ 2 ] 
f(z) = 83/270*z^3 - 197/270*z + 1
*
[ 2 ] 
f(z) = 83/274*z^3 - 195/274*z + 1
*
[ 2 ] 
f(z) = 83/278*z^3 - 193/278*z + 1
*
[ 2/3 ] 
f(z) = 99/274*z^3 - 181/274*z + 1
*
[ 2/3 ] 
f(z) = 99/278*z^3 - 183/278*z + 1
*
[ 2/3 ] 
f(z) = 83/264*z^3 - 190/297*z + 1
*
[ 2/3 ] 
f(z) = 85/264*z^3 - 191/297*z + 1
*
[ 2/3 ] 
f(z) = 89/264*z^3 - 193/297*z + 1
*
[ 2/3 ] 
f(z) = 91/264*z^3 - 194/297*z + 1
*
[ 2/3 ] 
f(z) = 95/264*z^3 - 196/297*z + 1
*
[ 2/3 ] 
f(z) = 97/264*z^3 - 197/297*z + 1
*
[ 3 ] 
f(z) = 80/279*z^3 - 178/93*z + 1
*
[ -3 ] 
f(z) = 94/261*z^3 - 166/87*z + 1
*
[ -3 ] 
f(z) = 95/261*z^3 - 169/87*z + 1
*
[ -3 ] 
f(z) = 95/279*z^3 - 161/93*z + 1
*
[ -3 ] 
f(z) = 97/261*z^3 - 175/87*z + 1
*
[ -3 ] 
f(z) = 97/279*z^3 - 167/93*z + 1
*
[ -3 ] 
f(z) = 98/261*z^3 - 178/87*z + 1
*
[ -3 ] 
f(z) = 98/279*z^3 - 170/93*z + 1
*
[ 5/2 ] 
f(z) = 94/275*z^3 - 169/110*z + 1
*
[ 5/2 ] 
f(z) = 98/275*z^3 - 179/110*z + 1
*
[ -26/9 ] 
f(z) = 81/260*z^3 - 163/130*z + 1
*
[ 6/13 ] 
f(z) = 91/270*z^3 - 161/130*z + 1
*
[ -8/3 ] 
f(z) = 99/272*z^3 - 165/136*z + 1
*
-4/3 | 0.15930341330832300476873896985949448217 | 0.023760973721794356067545374072826014094
f(z) = 87/272*z^3 - 167/204*z + 1
*
[ -5/2 ] 
f(z) = 97/275*z^3 - 177/220*z + 1
*
[ 2/3 ] 
f(z) = 81/262*z^3 - 167/262*z + 1
*
[ 2/3 ] 
f(z) = 81/266*z^3 - 169/266*z + 1
*
[ 17/9 ] 
f(z) = 81/272*z^3 - 161/272*z + 1
*
[ 2/3 ] 
f(z) = 81/274*z^3 - 173/274*z + 1
*
[ 2/3 ] 
f(z) = 81/278*z^3 - 175/278*z + 1
*
[ -5/2 ] 
f(z) = 88/265*z^3 - 179/265*z + 1
*
[ 5/3 ] 
f(z) = 99/260*z^3 - 171/260*z + 1
*
[ 2/3 ] 
f(z) = 99/262*z^3 - 175/262*z + 1
*
[ 5/3 ] 
f(z) = 99/265*z^3 - 169/265*z + 1
*
[ 2/3 ] 
f(z) = 99/266*z^3 - 177/266*z + 1
*
4/3 | 0.18465585901526139802746454813308101156 | 0.028719115918813870702652189131740747681
f(z) = 81/272*z^3 - 155/68*z + 1
*
[ -3 ] 
f(z) = 86/261*z^3 - 142/87*z + 1
*
[ -3 ] 
f(z) = 88/261*z^3 - 148/87*z + 1
*
[ -3 ] 
f(z) = 89/261*z^3 - 151/87*z + 1
*
[ -3 ] 
f(z) = 89/279*z^3 - 143/93*z + 1
*
[ -3 ] 
f(z) = 91/261*z^3 - 157/87*z + 1
*
[ -3 ] 
f(z) = 91/279*z^3 - 149/93*z + 1
*
[ -3 ] 
f(z) = 92/261*z^3 - 160/87*z + 1
*
[ -3 ] 
f(z) = 92/279*z^3 - 152/93*z + 1
*
[ -3 ] 
f(z) = 94/279*z^3 - 158/93*z + 1
*
[ 5/2 ] 
f(z) = 86/275*z^3 - 149/110*z + 1
*
[ -5/2 ] 
f(z) = 91/275*z^3 - 147/220*z + 1
*
[ -5/2 ] 
f(z) = 93/275*z^3 - 157/220*z + 1
*
[ -5/2 ] 
f(z) = 84/265*z^3 - 154/265*z + 1
*
[ 5/7 ] 
f(z) = 98/265*z^3 - 156/265*z + 1
*
[ 11/7 ] 
f(z) = 98/275*z^3 - 142/275*z + 1
*
[ -7/3 ] 
f(z) = 99/266*z^3 - 159/266*z + 1
*
[ 6 ] 
f(z) = 97/270*z^3 - 121/10*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016792255516106614186558208311862937906
f(z) = 87/272*z^3 - 121/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016747843160232399046327179205213580288
f(z) = 89/272*z^3 - 123/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016704375840241334657692627064191634812
f(z) = 91/272*z^3 - 125/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016661818231751367584287309996048829393
f(z) = 93/272*z^3 - 127/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016620136874629321779743570844126548893
f(z) = 95/272*z^3 - 129/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016579300046951742918875203768092069463
f(z) = 97/272*z^3 - 131/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016539277649293496596142816922597628981
f(z) = 99/272*z^3 - 133/68*z + 1
*
[ -3 ] 
f(z) = 80/261*z^3 - 124/87*z + 1
*
[ -3 ] 
f(z) = 82/261*z^3 - 130/87*z + 1
*
[ -3 ] 
f(z) = 82/279*z^3 - 122/93*z + 1
*
[ -3 ] 
f(z) = 83/261*z^3 - 133/87*z + 1
*
[ -3 ] 
f(z) = 83/279*z^3 - 125/93*z + 1
*
[ -3 ] 
f(z) = 85/261*z^3 - 139/87*z + 1
*
[ -3 ] 
f(z) = 85/279*z^3 - 131/93*z + 1
*
[ -3 ] 
f(z) = 86/279*z^3 - 134/93*z + 1
*
[ -3 ] 
f(z) = 88/279*z^3 - 140/93*z + 1
*
[ 3/7 ] 
f(z) = 98/261*z^3 - 122/87*z + 1
*
[ 3/7 ] 
f(z) = 98/279*z^3 - 130/93*z + 1
*
[ 5/2 ] 
f(z) = 82/275*z^3 - 139/110*z + 1
*
[ 2 ] 
f(z) = 93/260*z^3 - 121/130*z + 1
*
[ 2 ] 
f(z) = 95/268*z^3 - 123/134*z + 1
*
[ 2 ] 
f(z) = 95/276*z^3 - 121/138*z + 1
*
[ 2 ] 
f(z) = 97/260*z^3 - 129/130*z + 1
*
[ 2 ] 
f(z) = 97/268*z^3 - 127/134*z + 1
*
[ 2 ] 
f(z) = 97/276*z^3 - 125/138*z + 1
*
[ 2 ] 
f(z) = 99/260*z^3 - 133/130*z + 1
*
[ 2 ] 
f(z) = 99/268*z^3 - 131/134*z + 1
*
[ 2/3 ] 
f(z) = 87/272*z^3 - 131/204*z + 1
*
[ 2/3 ] 
f(z) = 93/272*z^3 - 133/204*z + 1
*
[ -5/2 ] 
f(z) = 87/275*z^3 - 127/220*z + 1
*
[ -5/2 ] 
f(z) = 89/275*z^3 - 137/220*z + 1
*
[ 3/4 ] 
f(z) = 80/267*z^3 - 134/267*z + 1
*
[ 3/4 ] 
f(z) = 80/273*z^3 - 136/273*z + 1
*
[ 7/4 ] 
f(z) = 80/273*z^3 - 128/273*z + 1
*
[ 5/3 ] 
f(z) = 81/260*z^3 - 121/260*z + 1
*
[ 7/9 ] 
f(z) = 81/266*z^3 - 125/266*z + 1
*
[ 16/9 ] 
f(z) = 81/272*z^3 - 137/272*z + 1
*
[ -6 ] 
f(z) = 89/270*z^3 - 107/10*z + 1
*
[ 6 ] 
f(z) = 91/270*z^3 - 113/10*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016931546983938450130965313281348630453
f(z) = 81/272*z^3 - 115/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016884066791850992763944675792717695594
f(z) = 83/272*z^3 - 117/68*z + 1
*
[ -3 ] 
f(z) = 80/279*z^3 - 116/93*z + 1
*
[ -8/3 ] 
f(z) = 81/272*z^3 - 101/136*z + 1
*
[ 2 ] 
f(z) = 83/260*z^3 - 101/130*z + 1
*
[ 2 ] 
f(z) = 85/268*z^3 - 103/134*z + 1
*
[ 2 ] 
f(z) = 85/276*z^3 - 101/138*z + 1
*
[ 2 ] 
f(z) = 87/260*z^3 - 109/130*z + 1
*
[ 2 ] 
f(z) = 87/268*z^3 - 107/134*z + 1
*
[ 2 ] 
f(z) = 89/260*z^3 - 113/130*z + 1
*
[ 2 ] 
f(z) = 89/268*z^3 - 111/134*z + 1
*
[ 2 ] 
f(z) = 89/276*z^3 - 109/138*z + 1
*
[ 2 ] 
f(z) = 91/268*z^3 - 115/134*z + 1
*
[ 2 ] 
f(z) = 91/276*z^3 - 113/138*z + 1
*
[ 2 ] 
f(z) = 93/268*z^3 - 119/134*z + 1
*
-6/5 | 0.18165938267073421639452679400022185463 | 0.025281781242518118203747543666922543278
f(z) = 95/264*z^3 - 113/165*z + 1
*
[ -5/2 ] 
f(z) = 83/275*z^3 - 107/220*z + 1
*
[ 5/3 ] 
f(z) = 81/265*z^3 - 119/265*z + 1
*
[ 14/9 ] 
f(z) = 81/266*z^3 - 101/266*z + 1
*
[ 3/2 ] 
f(z) = 88/267*z^3 - 109/267*z + 1
*
[ 3/2 ] 
f(z) = 88/273*z^3 - 107/273*z + 1
*
[ 3/2 ] 
f(z) = 92/267*z^3 - 118/267*z + 1
*
[ 3/2 ] 
f(z) = 92/273*z^3 - 116/273*z + 1
*
[ 9/7 ] 
f(z) = 98/261*z^3 - 104/261*z + 1
*
-5/3 | 0.15306586790606170969659050726641796834 | 0.027526457737179934282604344418366916742
f(z) = 99/260*z^3 - 119/260*z + 1
*
[ 4/3 ] 
f(z) = 99/260*z^3 - 111/260*z + 1
*
[ 4/3 ] 
f(z) = 99/268*z^3 - 109/268*z + 1
*
[ -6 ] 
f(z) = 83/270*z^3 - 99/10*z + 1
*
3/2 | 0.23420864173413864746182260097858222972 | 0.029757603455466696503831207454366274840
f(z) = 91/270*z^3 - 97/40*z + 1
*
[ 5/2 ] 
f(z) = 92/275*z^3 - 82/55*z + 1
*
[ 5/2 ] 
f(z) = 96/275*z^3 - 87/55*z + 1
*
[ 4/9 ] 
f(z) = 81/272*z^3 - 89/68*z + 1
*
[ -5/2 ] 
f(z) = 94/275*z^3 - 81/110*z + 1
*
[ 5/8 ] 
f(z) = 96/275*z^3 - 81/110*z + 1
*
[ -5/2 ] 
f(z) = 98/275*z^3 - 91/110*z + 1
*
[ 2 ] 
f(z) = 81/260*z^3 - 97/130*z + 1
*
[ 2/3 ] 
f(z) = 81/260*z^3 - 83/130*z + 1
*
[ 2 ] 
f(z) = 81/268*z^3 - 95/134*z + 1
*
[ 2/3 ] 
f(z) = 81/268*z^3 - 85/134*z + 1
*
[ 2 ] 
f(z) = 83/268*z^3 - 99/134*z + 1
*
[ 2 ] 
f(z) = 83/276*z^3 - 97/138*z + 1
*
[ 2/3 ] 
f(z) = 99/260*z^3 - 87/130*z + 1
*
[ 2/3 ] 
f(z) = 99/268*z^3 - 89/134*z + 1
*
[ 3/4 ] 
f(z) = 83/270*z^3 - 81/160*z + 1
*
[ 3/4 ] 
f(z) = 88/261*z^3 - 91/174*z + 1
*
[ 3/4 ] 
f(z) = 89/270*z^3 - 83/160*z + 1
*
[ 5/3 ] 
f(z) = 93/275*z^3 - 89/165*z + 1
*
[ 3/2 ] 
f(z) = 94/261*z^3 - 83/174*z + 1
*
[ 5/3 ] 
f(z) = 96/275*z^3 - 94/165*z + 1
*
[ 3/2 ] 
f(z) = 98/261*z^3 - 89/174*z + 1
*
[ 3/4 ] 
f(z) = 88/279*z^3 - 95/186*z + 1
*
[ 3/2 ] 
f(z) = 98/279*z^3 - 85/186*z + 1
*
[ -5/2 ] 
f(z) = 81/275*z^3 - 97/220*z + 1
*
[ 5/6 ] 
f(z) = 81/275*z^3 - 89/220*z + 1
*
[ 6/7 ] 
f(z) = 91/264*z^3 - 97/231*z + 1
*
[ 3/2 ] 
f(z) = 80/267*z^3 - 91/267*z + 1
*
[ 3/2 ] 
f(z) = 80/273*z^3 - 89/273*z + 1
*
[ 13/9 ] 
f(z) = 81/260*z^3 - 89/260*z + 1
*
[ 5/4 ] 
f(z) = 96/265*z^3 - 97/265*z + 1
*
[ 9/7 ] 
f(z) = 98/279*z^3 - 100/279*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013394257463938220106845921860994039566
f(z) = 89/264*z^3 - 61/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013359166037421297828271106046464465750
f(z) = 91/264*z^3 - 62/33*z + 1
*
[ 3 ] 
f(z) = 91/270*z^3 - 71/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013291177249124826342168798981098114019
f(z) = 95/264*z^3 - 64/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013258226412515485946356059956225363477
f(z) = 97/264*z^3 - 65/33*z + 1
*
[ 3 ] 
f(z) = 97/270*z^3 - 77/30*z + 1
*
[ 5/2 ] 
f(z) = 84/275*z^3 - 72/55*z + 1
*
[ 15/7 ] 
f(z) = 91/270*z^3 - 71/70*z + 1
*
[ 2 ] 
f(z) = 95/272*z^3 - 61/68*z + 1
*
[ 2 ] 
f(z) = 97/272*z^3 - 63/68*z + 1
*
[ 2 ] 
f(z) = 99/272*z^3 - 65/68*z + 1
*
-4/3 | 0.15740204561516388763124561721341895446 | 0.028078416567991031104615339855669985590
f(z) = 99/272*z^3 - 61/68*z + 1
*
[ -5/2 ] 
f(z) = 86/275*z^3 - 61/110*z + 1
*
[ 3/2 ] 
f(z) = 82/261*z^3 - 65/174*z + 1
*
[ 5/3 ] 
f(z) = 84/275*z^3 - 74/165*z + 1
*
[ 5/6 ] 
f(z) = 84/275*z^3 - 68/165*z + 1
*
[ 3/2 ] 
f(z) = 86/261*z^3 - 71/174*z + 1
*
[ 5/3 ] 
f(z) = 87/275*z^3 - 79/165*z + 1
*
[ 5/6 ] 
f(z) = 96/275*z^3 - 73/165*z + 1
*
[ 6/7 ] 
f(z) = 98/261*z^3 - 77/174*z + 1
*
[ 3/2 ] 
f(z) = 82/279*z^3 - 61/186*z + 1
*
[ 3/2 ] 
f(z) = 86/279*z^3 - 67/186*z + 1
*
[ 3/2 ] 
f(z) = 94/279*z^3 - 79/186*z + 1
*
[ 6/7 ] 
f(z) = 98/279*z^3 - 79/186*z + 1
*
[ 4/3 ] 
f(z) = 87/272*z^3 - 65/204*z + 1
*
[ 4/3 ] 
f(z) = 93/272*z^3 - 73/204*z + 1
*
[ 5/4 ] 
f(z) = 84/275*z^3 - 61/220*z + 1
*
[ 5/4 ] 
f(z) = 92/275*z^3 - 71/220*z + 1
*
[ 6/5 ] 
f(z) = 83/270*z^3 - 69/250*z + 1
*
[ 6/5 ] 
f(z) = 89/270*z^3 - 77/250*z + 1
*
[ 4/3 ] 
f(z) = 81/260*z^3 - 79/260*z + 1
*
[ 4/3 ] 
f(z) = 81/268*z^3 - 77/268*z + 1
*
[ 11/9 ] 
f(z) = 81/275*z^3 - 71/275*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013504273186849467643308443620494759484
f(z) = 83/264*z^3 - 58/33*z + 1
*
[ -3 ] 
f(z) = 83/270*z^3 - 43/30*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.013466779490899094513017675107578756000
f(z) = 85/264*z^3 - 59/33*z + 1
*
[ -3 ] 
f(z) = 89/270*z^3 - 49/30*z + 1
*
[ 5/9 ] 
f(z) = 81/275*z^3 - 49/55*z + 1
*
[ -5/2 ] 
f(z) = 96/275*z^3 - 43/55*z + 1
*
[ 2 ] 
f(z) = 81/272*z^3 - 47/68*z + 1
*
[ 2/3 ] 
f(z) = 81/272*z^3 - 43/68*z + 1
*
[ 2 ] 
f(z) = 83/272*z^3 - 49/68*z + 1
*
[ 2 ] 
f(z) = 87/272*z^3 - 53/68*z + 1
*
[ 2 ] 
f(z) = 89/272*z^3 - 55/68*z + 1
*
[ 2 ] 
f(z) = 91/272*z^3 - 57/68*z + 1
*
[ 2 ] 
f(z) = 93/272*z^3 - 59/68*z + 1
*
[ 2/3 ] 
f(z) = 99/272*z^3 - 45/68*z + 1
*
[ 3/4 ] 
f(z) = 80/261*z^3 - 44/87*z + 1
*
[ 3/4 ] 
f(z) = 80/279*z^3 - 46/93*z + 1
*
[ -5/2 ] 
f(z) = 82/275*z^3 - 51/110*z + 1
*
[ 10/7 ] 
f(z) = 98/275*z^3 - 47/110*z + 1
*
[ 8/9 ] 
f(z) = 81/272*z^3 - 49/136*z + 1
*
[ 3/2 ] 
f(z) = 83/270*z^3 - 43/120*z + 1
*
[ 3/2 ] 
f(z) = 89/270*z^3 - 49/120*z + 1
*
[ -30/13 ] 
f(z) = 91/270*z^3 - 47/130*z + 1
*
[ 15/13 ] 
f(z) = 91/270*z^3 - 41/130*z + 1
*
[ 6/5 ] 
f(z) = 85/264*z^3 - 49/165*z + 1
*
[ 6/5 ] 
f(z) = 95/264*z^3 - 58/165*z + 1
*
[ 3 ] 
f(z) = 83/270*z^3 - 21/10*z + 1
*
[ 3 ] 
f(z) = 89/270*z^3 - 23/10*z + 1
*
[ 2 ] 
f(z) = 83/264*z^3 - 25/33*z + 1
*
[ 2 ] 
f(z) = 85/264*z^3 - 26/33*z + 1
*
[ 2 ] 
f(z) = 89/264*z^3 - 28/33*z + 1
*
[ 2 ] 
f(z) = 91/264*z^3 - 29/33*z + 1
*
[ 2 ] 
f(z) = 95/264*z^3 - 31/33*z + 1
*
[ 2 ] 
f(z) = 97/264*z^3 - 32/33*z + 1
*
[ 5/3 ] 
f(z) = 81/275*z^3 - 23/55*z + 1
*
[ -5/2 ] 
f(z) = 84/275*z^3 - 28/55*z + 1
*
[ -5/2 ] 
f(z) = 92/275*z^3 - 38/55*z + 1
*
[ 5/7 ] 
f(z) = 98/275*z^3 - 32/55*z + 1
*
[ 6/7 ] 
f(z) = 91/270*z^3 - 29/70*z + 1
*
[ 4/3 ] 
f(z) = 99/272*z^3 - 27/68*z + 1
*
[ 3/2 ] 
f(z) = 80/261*z^3 - 31/87*z + 1
*
[ 3/2 ] 
f(z) = 80/279*z^3 - 29/93*z + 1
*
[ 3/2 ] 
f(z) = 88/261*z^3 - 37/87*z + 1
*
[ 3/2 ] 
f(z) = 88/279*z^3 - 35/93*z + 1
*
[ 3/2 ] 
f(z) = 92/261*z^3 - 40/87*z + 1
*
[ 3/2 ] 
f(z) = 92/279*z^3 - 38/93*z + 1
*
[ 10/9 ] 
f(z) = 81/275*z^3 - 29/110*z + 1
*
[ 10/9 ] 
f(z) = 81/260*z^3 - 37/130*z + 1
*
[ -3 ] 
f(z) = 91/270*z^3 - 17/10*z + 1
*
[ -3 ] 
f(z) = 97/270*z^3 - 19/10*z + 1
*
[ 3/2 ] 
f(z) = 91/270*z^3 - 17/40*z + 1
*
[ 5/4 ] 
f(z) = 96/275*z^3 - 19/55*z + 1
*
[ 3/2 ] 
f(z) = 97/270*z^3 - 19/40*z + 1
*
[ 4/3 ] 
f(z) = 81/272*z^3 - 19/68*z + 1
*
-3/7 | 0.18792992887615925260131097701480429199 | 0.020952901507581465787547492541813795491
f(z) = 98/297*z^3 - 291/22*z + 1
*
[ 10/3 ] 
f(z) = 87/280*z^3 - 289/105*z + 1
*
[ 28/9 ] 
f(z) = 81/280*z^3 - 297/140*z + 1
*
[ 17/6 ] 
f(z) = 92/289*z^3 - 292/153*z + 1
*
-3 | 0.26061874041512922999429342014021989482 | 0.029124859674025643728188498626796792383
f(z) = 98/297*z^3 - 285/154*z + 1
*
[ 2/5 ] 
f(z) = 85/296*z^3 - 286/185*z + 1
*
[ 2/5 ] 
f(z) = 95/296*z^3 - 287/185*z + 1
*
[ 7/3 ] 
f(z) = 81/280*z^3 - 281/280*z + 1
*
[ -26/9 ] 
f(z) = 81/286*z^3 - 291/286*z + 1
*
[ 15/7 ] 
f(z) = 98/285*z^3 - 298/285*z + 1
*
[ -8/3 ] 
f(z) = 99/296*z^3 - 297/296*z + 1
*
[ 6 ] 
f(z) = 95/288*z^3 - 265/24*z + 1
*
[ 6 ] 
f(z) = 97/288*z^3 - 271/24*z + 1
*
[ -6 ] 
f(z) = 97/288*z^3 - 263/24*z + 1
*
[ -17/4 ] 
f(z) = 84/289*z^3 - 273/68*z + 1
*
[ 17/5 ] 
f(z) = 95/289*z^3 - 263/85*z + 1
*
[ 24/7 ] 
f(z) = 98/297*z^3 - 279/88*z + 1
*
33/28 | 0.11245345771104530112639169284421210435 | 0.012659278963610215458388157758759696496
f(z) = 98/297*z^3 - 267/88*z + 1
*
2/3 | 0.17716479027249170053953332309144944183 | 0.022998082961386365776004316491133377321
f(z) = 87/280*z^3 - 277/105*z + 1
*
2/3 | 0.15661637713995185537845552467312290929 | 0.020321150111685892092650451534718479430
f(z) = 93/280*z^3 - 278/105*z + 1
*
6/5 | 0.19843073383707049462140471114039428337 | 0.024536924553631603734673648997261613881
f(z) = 85/288*z^3 - 271/120*z + 1
*
6/5 | 0.21698640618952004578791676890729019440 | 0.026758963583304225650029092941273448069
f(z) = 95/288*z^3 - 277/120*z + 1
*
[ 17/6 ] 
f(z) = 88/289*z^3 - 275/153*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016717192559507410703337719849672820909
f(z) = 95/284*z^3 - 261/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016778933181799847912504288267989166025
f(z) = 95/292*z^3 - 263/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016676659518567656790529639618043795779
f(z) = 97/284*z^3 - 265/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016738605831217873785106877454793924961
f(z) = 97/292*z^3 - 267/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016636925439577753291077224537536516395
f(z) = 99/284*z^3 - 269/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016699067265519016834767695660749591251
f(z) = 99/292*z^3 - 271/146*z + 1
*
[ -33/10 ] 
f(z) = 80/297*z^3 - 269/165*z + 1
*
[ 12/5 ] 
f(z) = 95/297*z^3 - 277/220*z + 1
*
[ 7/3 ] 
f(z) = 81/287*z^3 - 277/287*z + 1
*
[ 5/9 ] 
f(z) = 81/295*z^3 - 261/295*z + 1
*
[ 6 ] 
f(z) = 89/288*z^3 - 247/24*z + 1
*
[ 6 ] 
f(z) = 91/288*z^3 - 253/24*z + 1
*
[ -6 ] 
f(z) = 91/288*z^3 - 245/24*z + 1
*
[ -6 ] 
f(z) = 95/288*z^3 - 257/24*z + 1
*
[ 34/7 ] 
f(z) = 98/289*z^3 - 245/34*z + 1
*
[ 6 ] 
f(z) = 98/297*z^3 - 243/22*z + 1
*
[ 14/3 ] 
f(z) = 99/280*z^3 - 242/35*z + 1
*
-3/4 | 0.16667518605430589417647755721491268380 | 0.018964286556494453786110562015235404192
f(z) = 80/297*z^3 - 243/55*z + 1
*
[ 17/5 ] 
f(z) = 90/289*z^3 - 246/85*z + 1
*
33/28 | 0.16127205392651181718276986817968389436 | 0.018349518705323716412300974943370071247
f(z) = 98/297*z^3 - 243/88*z + 1
*
[ -10/3 ] 
f(z) = 93/280*z^3 - 251/105*z + 1
*
[ 17/6 ] 
f(z) = 80/289*z^3 - 241/153*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016932920095878601720495877051667226339
f(z) = 85/284*z^3 - 241/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016993457027333926982885209893193981143
f(z) = 85/292*z^3 - 243/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016887921831891392358858715916886821091
f(z) = 87/284*z^3 - 245/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016948725262606269894662066381758094511
f(z) = 87/292*z^3 - 247/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016843885090430543118234708381803531611
f(z) = 89/284*z^3 - 249/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016904941367670202887672926578941225210
f(z) = 89/292*z^3 - 251/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016800773784247778995420874788872030676
f(z) = 91/284*z^3 - 253/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016862070055588510831269529946900015712
f(z) = 91/292*z^3 - 255/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016758553738207956449761039043707343483
f(z) = 93/284*z^3 - 257/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016820077894319931237540175194165934823
f(z) = 93/292*z^3 - 259/146*z + 1
*
4/5 | 0.22003506846568895701582630829733504663 | 0.028814470925478337280376837862218792090
f(z) = 85/288*z^3 - 259/180*z + 1
*
[ -17/6 ] 
f(z) = 93/289*z^3 - 251/204*z + 1
*
[ -14/5 ] 
f(z) = 95/294*z^3 - 247/210*z + 1
*
[ 17/8 ] 
f(z) = 92/289*z^3 - 247/272*z + 1
*
[ 5/9 ] 
f(z) = 81/280*z^3 - 249/280*z + 1
*
[ 5/9 ] 
f(z) = 81/290*z^3 - 257/290*z + 1
*
[ 2 ] 
f(z) = 97/282*z^3 - 247/282*z + 1
*
[ 2 ] 
f(z) = 97/286*z^3 - 245/286*z + 1
*
[ 2 ] 
f(z) = 97/290*z^3 - 243/290*z + 1
*
[ 2 ] 
f(z) = 97/294*z^3 - 241/294*z + 1
*
-9/7 | 0.16394893253043075075482738496724636379 | 0.029004731774230236440195285227087428089
f(z) = 98/285*z^3 - 257/285*z + 1
*
[ 2 ] 
f(z) = 99/290*z^3 - 251/290*z + 1
*
[ 2 ] 
f(z) = 99/298*z^3 - 247/298*z + 1
*
[ 6 ] 
f(z) = 83/288*z^3 - 229/24*z + 1
*
[ -6 ] 
f(z) = 83/288*z^3 - 221/24*z + 1
*
[ 6 ] 
f(z) = 85/288*z^3 - 235/24*z + 1
*
[ -6 ] 
f(z) = 85/288*z^3 - 227/24*z + 1
*
[ -6 ] 
f(z) = 89/288*z^3 - 239/24*z + 1
*
[ 6 ] 
f(z) = 92/297*z^3 - 227/22*z + 1
*
[ -6 ] 
f(z) = 94/297*z^3 - 225/22*z + 1
*
[ 6 ] 
f(z) = 95/297*z^3 - 235/22*z + 1
*
[ -6 ] 
f(z) = 97/297*z^3 - 233/22*z + 1
*
[ -34/7 ] 
f(z) = 98/289*z^3 - 231/34*z + 1
*
[ -14/3 ] 
f(z) = 99/280*z^3 - 227/35*z + 1
*
3/4 | 0.19869622009771552269407691242086662383 | 0.022854408785569663434663917085380439240
f(z) = 94/297*z^3 - 221/88*z + 1
*
[ 3 ] 
f(z) = 95/288*z^3 - 221/96*z + 1
*
[ 3 ] 
f(z) = 97/288*z^3 - 227/96*z + 1
*
[ -10/3 ] 
f(z) = 87/280*z^3 - 226/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.017025955963797804248943575513127309084
f(z) = 81/284*z^3 - 233/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017085915418178464735922067623513785856
f(z) = 81/292*z^3 - 235/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016978918023365876483023095598284447837
f(z) = 83/284*z^3 - 237/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.017039173939896729299714727499884917384
f(z) = 83/292*z^3 - 239/146*z + 1
*
[ 2 ] 
f(z) = 91/282*z^3 - 223/282*z + 1
*
[ 2 ] 
f(z) = 93/286*z^3 - 229/286*z + 1
*
[ 2 ] 
f(z) = 93/290*z^3 - 227/290*z + 1
*
[ 2 ] 
f(z) = 93/298*z^3 - 223/298*z + 1
*
[ 2 ] 
f(z) = 95/282*z^3 - 239/282*z + 1
*
[ 2 ] 
f(z) = 95/286*z^3 - 237/286*z + 1
*
[ 2 ] 
f(z) = 95/294*z^3 - 233/294*z + 1
*
[ 2 ] 
f(z) = 95/298*z^3 - 231/298*z + 1
*
[ 2 ] 
f(z) = 97/298*z^3 - 239/298*z + 1
*
[ 6 ] 
f(z) = 83/297*z^3 - 203/22*z + 1
*
[ -6 ] 
f(z) = 85/297*z^3 - 201/22*z + 1
*
[ 6 ] 
f(z) = 86/297*z^3 - 211/22*z + 1
*
[ 6 ] 
f(z) = 89/297*z^3 - 219/22*z + 1
*
[ -6 ] 
f(z) = 91/297*z^3 - 217/22*z + 1
*
[ -33/7 ] 
f(z) = 98/297*z^3 - 202/33*z + 1
*
[ 17/5 ] 
f(z) = 80/289*z^3 - 212/85*z + 1
*
3/4 | 0.20846031707780157363153452306967396823 | 0.024002591941855610124129352280817361718
f(z) = 82/297*z^3 - 219/88*z + 1
*
[ 3 ] 
f(z) = 89/288*z^3 - 203/96*z + 1
*
[ 3 ] 
f(z) = 91/288*z^3 - 209/96*z + 1
*
[ -17/5 ] 
f(z) = 95/289*z^3 - 213/85*z + 1
*
[ -28/9 ] 
f(z) = 81/280*z^3 - 207/140*z + 1
*
[ -17/6 ] 
f(z) = 87/289*z^3 - 217/204*z + 1
*
[ 12/5 ] 
f(z) = 80/297*z^3 - 213/220*z + 1
*
[ 4/7 ] 
f(z) = 91/288*z^3 - 215/252*z + 1
*
[ 3/5 ] 
f(z) = 83/297*z^3 - 211/275*z + 1
*
[ 17/8 ] 
f(z) = 84/289*z^3 - 213/272*z + 1
*
[ 3/5 ] 
f(z) = 86/297*z^3 - 212/275*z + 1
*
[ 3/5 ] 
f(z) = 89/297*z^3 - 213/275*z + 1
*
[ 3/5 ] 
f(z) = 92/297*z^3 - 214/275*z + 1
*
[ 3/5 ] 
f(z) = 98/297*z^3 - 216/275*z + 1
*
[ 2 ] 
f(z) = 87/286*z^3 - 205/286*z + 1
*
[ 2 ] 
f(z) = 89/282*z^3 - 215/282*z + 1
*
[ 2 ] 
f(z) = 89/286*z^3 - 213/286*z + 1
*
[ 2 ] 
f(z) = 89/290*z^3 - 211/290*z + 1
*
[ 2 ] 
f(z) = 89/294*z^3 - 209/294*z + 1
*
[ 2 ] 
f(z) = 89/298*z^3 - 207/298*z + 1
*
[ 2 ] 
f(z) = 91/290*z^3 - 219/290*z + 1
*
[ 2 ] 
f(z) = 91/298*z^3 - 215/298*z + 1
*
-7/3 | 0.10379114457126372206212603784976721489 | 0.018419701866576719944038026868377911946
f(z) = 99/280*z^3 - 219/280*z + 1
*
[ 33/4 ] 
f(z) = 80/297*z^3 - 192/11*z + 1
*
[ 6 ] 
f(z) = 80/297*z^3 - 195/22*z + 1
*
[ -6 ] 
f(z) = 82/297*z^3 - 193/22*z + 1
*
[ 3 ] 
f(z) = 83/288*z^3 - 185/96*z + 1
*
[ 3 ] 
f(z) = 85/288*z^3 - 191/96*z + 1
*
[ -17/5 ] 
f(z) = 90/289*z^3 - 196/85*z + 1
*
[ 4/9 ] 
f(z) = 81/280*z^3 - 183/140*z + 1
*
[ 4/9 ] 
f(z) = 81/296*z^3 - 193/148*z + 1
*
[ -17/6 ] 
f(z) = 92/289*z^3 - 184/153*z + 1
*
[ 17/33 ] 
f(z) = 99/289*z^3 - 193/187*z + 1
*
[ -14/5 ] 
f(z) = 85/294*z^3 - 191/210*z + 1
*
-7/5 | 0.21622755252588295376599111435371946848 | 0.029648571005880194602659289250006143886
f(z) = 95/294*z^3 - 193/210*z + 1
*
[ -11/4 ] 
f(z) = 80/297*z^3 - 200/297*z + 1
*
[ -8/3 ] 
f(z) = 81/280*z^3 - 191/280*z + 1
*
[ 2 ] 
f(z) = 81/286*z^3 - 181/286*z + 1
*
[ 2/3 ] 
f(z) = 81/290*z^3 - 181/290*z + 1
*
[ 2/3 ] 
f(z) = 81/298*z^3 - 185/298*z + 1
*
[ 2 ] 
f(z) = 83/282*z^3 - 191/282*z + 1
*
[ 2 ] 
f(z) = 83/286*z^3 - 189/286*z + 1
*
[ 2 ] 
f(z) = 83/290*z^3 - 187/290*z + 1
*
[ 2 ] 
f(z) = 83/294*z^3 - 185/294*z + 1
*
[ 2 ] 
f(z) = 83/298*z^3 - 183/298*z + 1
*
[ 2 ] 
f(z) = 85/282*z^3 - 199/282*z + 1
*
[ 2 ] 
f(z) = 85/286*z^3 - 197/286*z + 1
*
[ 2 ] 
f(z) = 85/294*z^3 - 193/294*z + 1
*
[ 2 ] 
f(z) = 85/298*z^3 - 191/298*z + 1
*
[ 2 ] 
f(z) = 87/298*z^3 - 199/298*z + 1
*
[ -5/2 ] 
f(z) = 96/295*z^3 - 187/295*z + 1
*
[ 13/7 ] 
f(z) = 98/299*z^3 - 200/299*z + 1
*
[ 2/3 ] 
f(z) = 99/290*z^3 - 189/290*z + 1
*
[ 2/3 ] 
f(z) = 99/298*z^3 - 193/298*z + 1
*
[ 17/3 ] 
f(z) = 99/289*z^3 - 173/17*z + 1
*
[ -17/3 ] 
f(z) = 99/289*z^3 - 167/17*z + 1
*
[ -14/3 ] 
f(z) = 81/280*z^3 - 178/35*z + 1
*
-38/9 | 0.17495720865849492055766730586620928939 | 0.024390426875421251108517562426694782023
f(z) = 81/280*z^3 - 163/35*z + 1
*
[ 17/4 ] 
f(z) = 88/289*z^3 - 161/34*z + 1
*
[ 4 ] 
f(z) = 95/288*z^3 - 163/36*z + 1
*
[ 4 ] 
f(z) = 97/288*z^3 - 167/36*z + 1
*
-10/3 | 0.12889992773715538011593977204988253362 | 0.017985104857948570956313439847010280461
f(z) = 99/280*z^3 - 162/35*z + 1
*
[ 15/4 ] 
f(z) = 80/297*z^3 - 168/55*z + 1
*
3/8 | 0.22751421177844206415731660694337686509 | 0.027118642427406255644313895164923513159
f(z) = 80/297*z^3 - 163/44*z + 1
*
[ -17/5 ] 
f(z) = 80/289*z^3 - 162/85*z + 1
*
[ -3 ] 
f(z) = 97/288*z^3 - 163/96*z + 1
*
[ -17/6 ] 
f(z) = 88/289*z^3 - 167/153*z + 1
*
[ 34/15 ] 
f(z) = 90/289*z^3 - 177/170*z + 1
*
[ 12/19 ] 
f(z) = 95/288*z^3 - 163/228*z + 1
*
[ 2/3 ] 
f(z) = 81/286*z^3 - 179/286*z + 1
*
[ 2 ] 
f(z) = 81/290*z^3 - 179/290*z + 1
*
[ -8/3 ] 
f(z) = 81/296*z^3 - 169/296*z + 1
*
[ 2 ] 
f(z) = 81/298*z^3 - 175/298*z + 1
*
[ -5/2 ] 
f(z) = 92/285*z^3 - 176/285*z + 1
*
[ -5/2 ] 
f(z) = 92/295*z^3 - 162/295*z + 1
*
[ 7/4 ] 
f(z) = 96/287*z^3 - 171/287*z + 1
*
[ 5/7 ] 
f(z) = 98/285*z^3 - 164/285*z + 1
*
[ 5/7 ] 
f(z) = 98/295*z^3 - 168/295*z + 1
*
[ 5/3 ] 
f(z) = 99/280*z^3 - 163/280*z + 1
*
[ 17/3 ] 
f(z) = 90/289*z^3 - 156/17*z + 1
*
[ -17/3 ] 
f(z) = 90/289*z^3 - 150/17*z + 1
*
[ 4 ] 
f(z) = 85/288*z^3 - 143/36*z + 1
*
[ -17/4 ] 
f(z) = 88/289*z^3 - 145/34*z + 1
*
[ 4 ] 
f(z) = 89/288*z^3 - 151/36*z + 1
*
[ 4 ] 
f(z) = 91/288*z^3 - 155/36*z + 1
*
[ -4 ] 
f(z) = 95/288*z^3 - 145/36*z + 1
*
[ -4 ] 
f(z) = 97/288*z^3 - 149/36*z + 1
*
10/3 | 0.16478270828569686800730404706839295887 | 0.023285399085946285193080362778227008843
f(z) = 99/280*z^3 - 148/35*z + 1
*
[ -33/8 ] 
f(z) = 80/297*z^3 - 147/44*z + 1
*
-12/5 | 0.23978963665367777200738514646233144238 | 0.029306970503462598248696928345505017799
f(z) = 95/288*z^3 - 149/60*z + 1
*
33/14 | 0.19895039257943597237516955629117793987 | 0.027476870305889509883306142762710448953
f(z) = 98/297*z^3 - 155/66*z + 1
*
[ 17/6 ] 
f(z) = 99/289*z^3 - 143/68*z + 1
*
[ -3 ] 
f(z) = 91/288*z^3 - 145/96*z + 1
*
[ -3 ] 
f(z) = 95/288*z^3 - 157/96*z + 1
*
-3/28 | 0.19739773215706604119018103685433217375 | 0.023822268064281582319007370003488693013
f(z) = 98/297*z^3 - 147/88*z + 1
*
[ 17/7 ] 
f(z) = 91/289*z^3 - 151/119*z + 1
*
[ 17/30 ] 
f(z) = 90/289*z^3 - 147/170*z + 1
*
[ -18/7 ] 
f(z) = 98/297*z^3 - 157/198*z + 1
*
[ 3/4 ] 
f(z) = 80/291*z^3 - 142/291*z + 1
*
[ -5/2 ] 
f(z) = 88/285*z^3 - 151/285*z + 1
*
[ 5/3 ] 
f(z) = 99/290*z^3 - 159/290*z + 1
*
[ 5/3 ] 
f(z) = 99/295*z^3 - 157/295*z + 1
*
[ 17/3 ] 
f(z) = 81/289*z^3 - 139/17*z + 1
*
[ -17/3 ] 
f(z) = 81/289*z^3 - 133/17*z + 1
*
[ 2/9 ] 
f(z) = 81/280*z^3 - 123/35*z + 1
*
[ 2/9 ] 
f(z) = 81/296*z^3 - 130/37*z + 1
*
[ 4 ] 
f(z) = 83/288*z^3 - 139/36*z + 1
*
[ -4 ] 
f(z) = 83/288*z^3 - 121/36*z + 1
*
[ -4 ] 
f(z) = 85/288*z^3 - 125/36*z + 1
*
[ -4 ] 
f(z) = 89/288*z^3 - 133/36*z + 1
*
[ -4 ] 
f(z) = 91/288*z^3 - 137/36*z + 1
*
[ 33/10 ] 
f(z) = 80/297*z^3 - 123/55*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014769535718753970747174627651792792017
f(z) = 85/288*z^3 - 121/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014692241634561420123494844865832113968
f(z) = 89/288*z^3 - 125/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014654810324747534534301355107313332669
f(z) = 91/288*z^3 - 127/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014582231910449597908165710377074951353
f(z) = 95/288*z^3 - 131/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014547030431339381433965457418870955824
f(z) = 97/288*z^3 - 133/72*z + 1
*
[ -3 ] 
f(z) = 83/288*z^3 - 121/96*z + 1
*
[ -3 ] 
f(z) = 85/288*z^3 - 127/96*z + 1
*
[ -3 ] 
f(z) = 89/288*z^3 - 139/96*z + 1
*
3/2 | 0.21083607238420502906232220287667441240 | 0.025851537430660420690679243080180550463
f(z) = 80/297*z^3 - 129/110*z + 1
*
[ 17/7 ] 
f(z) = 84/289*z^3 - 134/119*z + 1
*
6/5 | 0.21481197368135590790422614348287850236 | 0.026146146266158161459022557578409728530
f(z) = 85/297*z^3 - 137/110*z + 1
*
[ -17/6 ] 
f(z) = 80/289*z^3 - 133/153*z + 1
*
[ 20/9 ] 
f(z) = 81/280*z^3 - 123/140*z + 1
*
[ 2 ] 
f(z) = 97/284*z^3 - 123/142*z + 1
*
[ 2 ] 
f(z) = 97/292*z^3 - 121/146*z + 1
*
[ 2 ] 
f(z) = 99/284*z^3 - 127/142*z + 1
*
[ 2 ] 
f(z) = 99/292*z^3 - 125/146*z + 1
*
[ 3/5 ] 
f(z) = 85/297*z^3 - 127/165*z + 1
*
[ 9/14 ] 
f(z) = 98/297*z^3 - 137/198*z + 1
*
[ 33/46 ] 
f(z) = 92/297*z^3 - 140/253*z + 1
*
[ 3/4 ] 
f(z) = 86/297*z^3 - 131/264*z + 1
*
[ 3/4 ] 
f(z) = 98/297*z^3 - 137/264*z + 1
*
[ 7/4 ] 
f(z) = 80/287*z^3 - 122/287*z + 1
*
[ 7/9 ] 
f(z) = 81/280*z^3 - 129/280*z + 1
*
[ 7/9 ] 
f(z) = 81/287*z^3 - 131/287*z + 1
*
[ -5/2 ] 
f(z) = 88/295*z^3 - 137/295*z + 1
*
[ 11/7 ] 
f(z) = 98/297*z^3 - 134/297*z + 1
*
[ -7/3 ] 
f(z) = 99/280*z^3 - 139/280*z + 1
*
[ -7/3 ] 
f(z) = 99/287*z^3 - 129/287*z + 1
*
-10/3 | 0.12462475189683084915837358160321511592 | 0.018588462063738010813041375015497094635
f(z) = 81/280*z^3 - 102/35*z + 1
*
[ 34/9 ] 
f(z) = 81/289*z^3 - 111/34*z + 1
*
-51/14 | 0.18179431751591995994067168097728443697 | 0.022709054561423877532778032649207012008
f(z) = 98/297*z^3 - 111/22*z + 1
*
3/14 | 0.23251738641942094414401711005111818721 | 0.029319141999846672685082373084034674652
f(z) = 98/297*z^3 - 103/22*z + 1
*
[ 10/3 ] 
f(z) = 99/280*z^3 - 113/35*z + 1
*
-33/20 | 0.22263065501822482964788691449114106409 | 0.028107057741882290266303250862897360708
f(z) = 80/297*z^3 - 102/55*z + 1
*
[ 17/6 ] 
f(z) = 96/289*z^3 - 103/51*z + 1
*
[ 17/6 ] 
f(z) = 81/289*z^3 - 109/68*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014809462392472887439086896084470990626
f(z) = 83/288*z^3 - 119/72*z + 1
*
[ 3/7 ] 
f(z) = 91/297*z^3 - 107/77*z + 1
*
[ 17/8 ] 
f(z) = 88/289*z^3 - 115/136*z + 1
*
[ 17/28 ] 
f(z) = 98/289*z^3 - 105/136*z + 1
*
[ 17/27 ] 
f(z) = 81/289*z^3 - 107/153*z + 1
*
[ 2 ] 
f(z) = 87/284*z^3 - 103/142*z + 1
*
[ 2 ] 
f(z) = 87/292*z^3 - 101/146*z + 1
*
[ 2 ] 
f(z) = 89/284*z^3 - 107/142*z + 1
*
[ 2 ] 
f(z) = 89/292*z^3 - 105/146*z + 1
*
[ 2 ] 
f(z) = 91/284*z^3 - 111/142*z + 1
*
[ 2 ] 
f(z) = 91/292*z^3 - 109/146*z + 1
*
[ 2 ] 
f(z) = 93/284*z^3 - 115/142*z + 1
*
[ 2 ] 
f(z) = 93/292*z^3 - 113/146*z + 1
*
[ 2 ] 
f(z) = 95/284*z^3 - 119/142*z + 1
*
[ 2 ] 
f(z) = 95/292*z^3 - 117/146*z + 1
*
[ 17/9 ] 
f(z) = 99/289*z^3 - 115/153*z + 1
*
[ 33/16 ] 
f(z) = 80/297*z^3 - 111/176*z + 1
*
[ 33/17 ] 
f(z) = 85/297*z^3 - 111/187*z + 1
*
[ 12/17 ] 
f(z) = 85/288*z^3 - 115/204*z + 1
*
[ 33/19 ] 
f(z) = 95/297*z^3 - 113/209*z + 1
*
[ -51/20 ] 
f(z) = 80/289*z^3 - 104/255*z + 1
*
[ 17/12 ] 
f(z) = 99/289*z^3 - 107/272*z + 1
*
[ 5/3 ] 
f(z) = 81/280*z^3 - 113/280*z + 1
*
[ 5/3 ] 
f(z) = 81/290*z^3 - 109/290*z + 1
*
[ 5/3 ] 
f(z) = 81/295*z^3 - 107/295*z + 1
*
[ 8/9 ] 
f(z) = 81/296*z^3 - 101/296*z + 1
*
[ -23/9 ] 
f(z) = 81/299*z^3 - 113/299*z + 1
*
[ -5/2 ] 
f(z) = 84/295*z^3 - 112/295*z + 1
*
[ 3/2 ] 
f(z) = 88/285*z^3 - 103/285*z + 1
*
[ 3/2 ] 
f(z) = 88/291*z^3 - 101/291*z + 1
*
[ 3/2 ] 
f(z) = 92/285*z^3 - 112/285*z + 1
*
[ 3/2 ] 
f(z) = 92/291*z^3 - 110/291*z + 1
*
[ 4/3 ] 
f(z) = 99/284*z^3 - 105/284*z + 1
*
[ 4/3 ] 
f(z) = 99/292*z^3 - 103/292*z + 1
*
[ 17/4 ] 
f(z) = 96/289*z^3 - 89/17*z + 1
*
[ -17/4 ] 
f(z) = 96/289*z^3 - 81/17*z + 1
*
-3/7 | 0.17880698055099484178639903341537519195 | 0.022748444119774852720225788232037941842
f(z) = 98/297*z^3 - 96/11*z + 1
*
2/3 | 0.15058702948029264641083289419859148749 | 0.022811964856830271658625594977538918916
f(z) = 81/280*z^3 - 92/35*z + 1
*
[ -34/9 ] 
f(z) = 81/289*z^3 - 93/34*z + 1
*
-3/7 | 0.13571349100040778945322531937097070559 | 0.017335964012998869850644899167627738278
f(z) = 98/297*z^3 - 93/22*z + 1
*
[ 3/14 ] 
f(z) = 98/297*z^3 - 81/22*z + 1
*
2/3 | 0.17644856027315984384217835753427159706 | 0.026685944528112558070158006648331905995
f(z) = 99/280*z^3 - 93/35*z + 1
*
[ -10/3 ] 
f(z) = 99/280*z^3 - 92/35*z + 1
*
39/20 | 0.16302190840129801068978759588336683872 | 0.020824325691885772036579030786637651330
f(z) = 80/297*z^3 - 93/55*z + 1
*
[ 17/6 ] 
f(z) = 84/289*z^3 - 86/51*z + 1
*
[ 33/14 ] 
f(z) = 98/297*z^3 - 83/66*z + 1
*
[ -17/6 ] 
f(z) = 99/289*z^3 - 95/68*z + 1
*
[ 2 ] 
f(z) = 81/284*z^3 - 91/142*z + 1
*
[ 2/3 ] 
f(z) = 81/284*z^3 - 89/142*z + 1
*
[ 2/3 ] 
f(z) = 81/292*z^3 - 91/146*z + 1
*
[ 2 ] 
f(z) = 81/292*z^3 - 89/146*z + 1
*
[ 2 ] 
f(z) = 83/284*z^3 - 95/142*z + 1
*
[ 2 ] 
f(z) = 83/292*z^3 - 93/146*z + 1
*
[ 2 ] 
f(z) = 85/284*z^3 - 99/142*z + 1
*
[ 2 ] 
f(z) = 85/292*z^3 - 97/146*z + 1
*
[ 17/9 ] 
f(z) = 90/289*z^3 - 98/153*z + 1
*
[ -33/13 ] 
f(z) = 91/297*z^3 - 83/143*z + 1
*
[ 2/3 ] 
f(z) = 99/284*z^3 - 93/142*z + 1
*
[ 2/3 ] 
f(z) = 99/292*z^3 - 95/146*z + 1
*
[ 3/4 ] 
f(z) = 85/297*z^3 - 87/176*z + 1
*
[ 17/10 ] 
f(z) = 90/289*z^3 - 83/170*z + 1
*
[ 3/4 ] 
f(z) = 91/297*z^3 - 89/176*z + 1
*
[ 3/4 ] 
f(z) = 97/297*z^3 - 91/176*z + 1
*
[ 17/22 ] 
f(z) = 88/289*z^3 - 89/187*z + 1
*
[ 4/5 ] 
f(z) = 95/288*z^3 - 83/180*z + 1
*
[ 17/11 ] 
f(z) = 99/289*z^3 - 87/187*z + 1
*
[ 33/40 ] 
f(z) = 80/297*z^3 - 87/220*z + 1
*
[ 3/2 ] 
f(z) = 80/291*z^3 - 83/291*z + 1
*
[ 8/9 ] 
f(z) = 81/280*z^3 - 99/280*z + 1
*
[ 5/4 ] 
f(z) = 96/295*z^3 - 91/295*z + 1
*
[ 17/4 ] 
f(z) = 80/289*z^3 - 72/17*z + 1
*
[ -17/4 ] 
f(z) = 80/289*z^3 - 64/17*z + 1
*
[ 33/7 ] 
f(z) = 98/297*z^3 - 72/11*z + 1
*
-30/7 | 0.16225384272417287794412123020823825433 | 0.021811327104680601872518168909158575701
f(z) = 98/297*z^3 - 63/11*z + 1
*
10/9 | 0.16399285472322843363174400587610820278 | 0.025429627444389365517476271640456655752
f(z) = 81/280*z^3 - 79/35*z + 1
*
-22/9 | 0.18136576167988157343953418281126165389 | 0.028179230020977562450895016112791819399
f(z) = 81/280*z^3 - 78/35*z + 1
*
14/9 | 0.12425377893408861604362216563645191245 | 0.019548721570975535043562325880175626078
f(z) = 81/280*z^3 - 72/35*z + 1
*
[ -10/3 ] 
f(z) = 81/280*z^3 - 67/35*z + 1
*
[ 3 ] 
f(z) = 83/297*z^3 - 61/33*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017022884945779918253044668137871756137
f(z) = 85/296*z^3 - 61/37*z + 1
*
[ 3 ] 
f(z) = 86/297*z^3 - 64/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016856646030601434780298065541258247064
f(z) = 87/280*z^3 - 61/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016978286929220273767742112795245939824
f(z) = 87/296*z^3 - 62/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016812483541034753100657244684132697865
f(z) = 89/280*z^3 - 62/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016934630029787919801067036977182150501
f(z) = 89/296*z^3 - 63/37*z + 1
*
[ 3 ] 
f(z) = 89/297*z^3 - 67/33*z + 1
*
[ 17/6 ] 
f(z) = 90/289*z^3 - 63/34*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016891879353145987205468732875747274691
f(z) = 91/296*z^3 - 64/37*z + 1
*
[ 3 ] 
f(z) = 92/297*z^3 - 70/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016726919787952605875128166145516915606
f(z) = 93/280*z^3 - 64/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016850001831978563600241174415910738167
f(z) = 93/296*z^3 - 65/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016808966103425136814966277222543202590
f(z) = 95/296*z^3 - 66/37*z + 1
*
[ 3 ] 
f(z) = 95/297*z^3 - 73/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016644816236983254939567575299993053586
f(z) = 97/280*z^3 - 66/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016768742396481720123604568668731468641
f(z) = 97/296*z^3 - 67/37*z + 1
*
[ 3 ] 
f(z) = 98/297*z^3 - 76/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016604985339215722886426372975560252192
f(z) = 99/280*z^3 - 67/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016729302428420887908727174876399656698
f(z) = 99/296*z^3 - 68/37*z + 1
*
[ 3/8 ] 
f(z) = 80/297*z^3 - 75/44*z + 1
*
[ -17/6 ] 
f(z) = 96/289*z^3 - 67/51*z + 1
*
[ -17/6 ] 
f(z) = 81/289*z^3 - 61/68*z + 1
*
[ 12/5 ] 
f(z) = 85/288*z^3 - 67/60*z + 1
*
[ 12/5 ] 
f(z) = 95/288*z^3 - 79/60*z + 1
*
[ 2 ] 
f(z) = 97/288*z^3 - 61/72*z + 1
*
[ 9/4 ] 
f(z) = 80/297*z^3 - 80/99*z + 1
*
[ 2/3 ] 
f(z) = 87/280*z^3 - 67/105*z + 1
*
[ 2/3 ] 
f(z) = 87/296*z^3 - 70/111*z + 1
*
[ 2/3 ] 
f(z) = 93/280*z^3 - 68/105*z + 1
*
[ 2/3 ] 
f(z) = 93/296*z^3 - 71/111*z + 1
*
[ 3/4 ] 
f(z) = 92/297*z^3 - 67/132*z + 1
*
[ 12/7 ] 
f(z) = 98/297*z^3 - 73/132*z + 1
*
[ 17/21 ] 
f(z) = 98/289*z^3 - 70/153*z + 1
*
[ 6/7 ] 
f(z) = 91/288*z^3 - 67/168*z + 1
*
[ 4/5 ] 
f(z) = 85/288*z^3 - 79/180*z + 1
*
[ 17/11 ] 
f(z) = 88/289*z^3 - 70/187*z + 1
*
[ 7/5 ] 
f(z) = 95/294*z^3 - 73/210*z + 1
*
[ 17/13 ] 
f(z) = 91/289*z^3 - 67/221*z + 1
*
[ 14/9 ] 
f(z) = 81/296*z^3 - 79/259*z + 1
*
[ 17/16 ] 
f(z) = 80/289*z^3 - 69/272*z + 1
*
[ 17/12 ] 
f(z) = 81/289*z^3 - 73/272*z + 1
*
[ 4/3 ] 
f(z) = 81/284*z^3 - 73/284*z + 1
*
[ 11/9 ] 
f(z) = 81/286*z^3 - 69/286*z + 1
*
[ 10/9 ] 
f(z) = 81/290*z^3 - 71/290*z + 1
*
[ 4/3 ] 
f(z) = 81/292*z^3 - 71/292*z + 1
*
[ 13/9 ] 
f(z) = 81/299*z^3 - 77/299*z + 1
*
[ 3 ] 
f(z) = 80/297*z^3 - 58/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016995100596217225441365736393866914068
f(z) = 81/280*z^3 - 58/35*z + 1
*
22/9 | 0.14933286622699133073931684893125755247 | 0.025567887055434930589808357432738401249
f(z) = 81/280*z^3 - 43/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017115053856547348941794558256135641741
f(z) = 81/296*z^3 - 59/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016947914855408820338234849598774203995
f(z) = 83/280*z^3 - 59/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.017068460934421908670988793352793816154
f(z) = 83/296*z^3 - 60/37*z + 1
*
[ -3 ] 
f(z) = 85/297*z^3 - 41/33*z + 1
*
[ -3 ] 
f(z) = 91/297*z^3 - 47/33*z + 1
*
[ -3 ] 
f(z) = 94/297*z^3 - 50/33*z + 1
*
[ -3 ] 
f(z) = 97/297*z^3 - 53/33*z + 1
*
[ 3/7 ] 
f(z) = 98/297*z^3 - 46/33*z + 1
*
[ 3/5 ] 
f(z) = 80/297*z^3 - 42/55*z + 1
*
[ -17/6 ] 
f(z) = 84/289*z^3 - 50/51*z + 1
*
[ 3/5 ] 
f(z) = 95/297*z^3 - 43/55*z + 1
*
[ 15/7 ] 
f(z) = 98/297*z^3 - 54/55*z + 1
*
[ 17/8 ] 
f(z) = 80/289*z^3 - 49/68*z + 1
*
[ 2 ] 
f(z) = 83/288*z^3 - 47/72*z + 1
*
[ 2 ] 
f(z) = 85/288*z^3 - 49/72*z + 1
*
[ 2 ] 
f(z) = 89/288*z^3 - 53/72*z + 1
*
[ 2 ] 
f(z) = 91/288*z^3 - 55/72*z + 1
*
[ 2 ] 
f(z) = 95/288*z^3 - 59/72*z + 1
*
[ 3/4 ] 
f(z) = 82/297*z^3 - 43/88*z + 1
*
[ 12/7 ] 
f(z) = 91/288*z^3 - 43/84*z + 1
*
[ 3/4 ] 
f(z) = 94/297*z^3 - 45/88*z + 1
*
[ -17/7 ] 
f(z) = 91/289*z^3 - 53/119*z + 1
*
[ 17/24 ] 
f(z) = 96/289*z^3 - 59/102*z + 1
*
[ 3/2 ] 
f(z) = 85/297*z^3 - 41/132*z + 1
*
[ 17/12 ] 
f(z) = 90/289*z^3 - 45/136*z + 1
*
[ 3/2 ] 
f(z) = 91/297*z^3 - 47/132*z + 1
*
[ 17/16 ] 
f(z) = 96/289*z^3 - 43/136*z + 1
*
[ 3/2 ] 
f(z) = 97/297*z^3 - 53/132*z + 1
*
[ 12/13 ] 
f(z) = 91/288*z^3 - 55/156*z + 1
*
[ 4/3 ] 
f(z) = 99/280*z^3 - 53/140*z + 1
*
[ 4/3 ] 
f(z) = 99/296*z^3 - 51/148*z + 1
*
[ 33/20 ] 
f(z) = 80/297*z^3 - 56/165*z + 1
*
[ 10/9 ] 
f(z) = 81/296*z^3 - 44/185*z + 1
*
[ 17/12 ] 
f(z) = 84/289*z^3 - 59/204*z + 1
*
[ 7/5 ] 
f(z) = 85/294*z^3 - 59/210*z + 1
*
[ 3 ] 
f(z) = 85/297*z^3 - 21/11*z + 1
*
[ 3 ] 
f(z) = 91/297*z^3 - 23/11*z + 1
*
[ 3 ] 
f(z) = 94/297*z^3 - 24/11*z + 1
*
[ 3 ] 
f(z) = 97/297*z^3 - 25/11*z + 1
*
[ 17/7 ] 
f(z) = 98/289*z^3 - 24/17*z + 1
*
-14/9 | 0.084478351757034247374517942325180962599 | 0.014845872643922309297697048719993863310
f(z) = 81/280*z^3 - 37/35*z + 1
*
[ 2 ] 
f(z) = 81/280*z^3 - 23/35*z + 1
*
[ 2/3 ] 
f(z) = 81/280*z^3 - 22/35*z + 1
*
[ 2/3 ] 
f(z) = 81/296*z^3 - 23/37*z + 1
*
[ 2 ] 
f(z) = 81/296*z^3 - 22/37*z + 1
*
[ -3 ] 
f(z) = 82/297*z^3 - 38/33*z + 1
*
[ 2 ] 
f(z) = 83/280*z^3 - 24/35*z + 1
*
[ 2 ] 
f(z) = 83/296*z^3 - 23/37*z + 1
*
[ 2 ] 
f(z) = 85/296*z^3 - 24/37*z + 1
*
[ 2 ] 
f(z) = 87/280*z^3 - 26/35*z + 1
*
[ 2 ] 
f(z) = 87/296*z^3 - 25/37*z + 1
*
[ 2 ] 
f(z) = 89/280*z^3 - 27/35*z + 1
*
[ 2 ] 
f(z) = 89/296*z^3 - 26/37*z + 1
*
[ -17/6 ] 
f(z) = 90/289*z^3 - 39/34*z + 1
*
[ 2 ] 
f(z) = 91/296*z^3 - 27/37*z + 1
*
[ 2 ] 
f(z) = 93/280*z^3 - 29/35*z + 1
*
[ 2 ] 
f(z) = 93/296*z^3 - 28/37*z + 1
*
[ 2 ] 
f(z) = 95/296*z^3 - 29/37*z + 1
*
[ 17/8 ] 
f(z) = 96/289*z^3 - 33/34*z + 1
*
[ 2 ] 
f(z) = 97/280*z^3 - 31/35*z + 1
*
[ 2 ] 
f(z) = 97/296*z^3 - 30/37*z + 1
*
-33/14 | 0.13321808980012852820098046519991993535 | 0.020210055172062261067126665054167194127
f(z) = 98/297*z^3 - 27/22*z + 1
*
[ 2 ] 
f(z) = 99/280*z^3 - 32/35*z + 1
*
[ 2/3 ] 
f(z) = 99/280*z^3 - 23/35*z + 1
*
[ 2 ] 
f(z) = 99/296*z^3 - 31/37*z + 1
*
[ 2/3 ] 
f(z) = 99/296*z^3 - 24/37*z + 1
*
[ 17/18 ] 
f(z) = 81/289*z^3 - 21/68*z + 1
*
[ 3/2 ] 
f(z) = 94/297*z^3 - 25/66*z + 1
*
[ -12/5 ] 
f(z) = 95/288*z^3 - 29/60*z + 1
*
[ 17/10 ] 
f(z) = 80/289*z^3 - 33/85*z + 1
*
[ 17/20 ] 
f(z) = 80/289*z^3 - 32/85*z + 1
*
[ 17/15 ] 
f(z) = 90/289*z^3 - 24/85*z + 1
*
[ 9/7 ] 
f(z) = 98/297*z^3 - 32/99*z + 1
*
[ 33/28 ] 
f(z) = 98/297*z^3 - 27/88*z + 1
*
[ -17/7 ] 
f(z) = 84/289*z^3 - 36/119*z + 1
*
[ 17/14 ] 
f(z) = 84/289*z^3 - 30/119*z + 1
*
[ 6/5 ] 
f(z) = 85/297*z^3 - 27/110*z + 1
*
[ 6/5 ] 
f(z) = 85/288*z^3 - 31/120*z + 1
*
[ 6/5 ] 
f(z) = 95/288*z^3 - 37/120*z + 1
*
[ 17/12 ] 
f(z) = 80/289*z^3 - 40/153*z + 1
*
[ 4/3 ] 
f(z) = 81/280*z^3 - 37/140*z + 1
*
[ 4/3 ] 
f(z) = 81/296*z^3 - 35/148*z + 1
*
[ -3 ] 
f(z) = 80/297*z^3 - 12/11*z + 1
*
[ 3/2 ] 
f(z) = 80/297*z^3 - 3/11*z + 1
*
[ 17/9 ] 
f(z) = 81/289*z^3 - 9/17*z + 1
*
[ 3 ] 
f(z) = 82/297*z^3 - 20/11*z + 1
*
[ -3 ] 
f(z) = 83/297*z^3 - 13/11*z + 1
*
[ -3 ] 
f(z) = 86/297*z^3 - 14/11*z + 1
*
[ -3 ] 
f(z) = 89/297*z^3 - 15/11*z + 1
*
[ -3 ] 
f(z) = 92/297*z^3 - 16/11*z + 1
*
[ 3/2 ] 
f(z) = 92/297*z^3 - 4/11*z + 1
*
[ -3 ] 
f(z) = 95/297*z^3 - 17/11*z + 1
*
[ -17/7 ] 
f(z) = 98/289*z^3 - 10/17*z + 1
*
[ -3 ] 
f(z) = 98/297*z^3 - 18/11*z + 1
*
[ 3/4 ] 
f(z) = 80/297*z^3 - 16/33*z + 1
*
[ 14/9 ] 
f(z) = 81/280*z^3 - 12/35*z + 1
*
[ 10/9 ] 
f(z) = 81/280*z^3 - 9/35*z + 1
*
[ 3/2 ] 
f(z) = 86/297*z^3 - 7/22*z + 1
*
[ 17/14 ] 
f(z) = 98/289*z^3 - 11/34*z + 1
*
[ 3/2 ] 
f(z) = 83/297*z^3 - 13/44*z + 1
*
[ 3/2 ] 
f(z) = 89/297*z^3 - 15/44*z + 1
*
[ 3/2 ] 
f(z) = 95/297*z^3 - 17/44*z + 1
*
[ 17/12 ] 
f(z) = 96/289*z^3 - 19/51*z + 1
*
[ 3/2 ] 
f(z) = 82/297*z^3 - 19/66*z + 1
*
[ -12/5 ] 
f(z) = 85/288*z^3 - 17/60*z + 1
*
[ -17/9 ]
f(z) = 81/289*z^3 + 9/17*z + 1
*
[ 6/5 ] 
f(z) = 100/3*z^3 - 287/6*z + 1
*
[ 3 ] 
f(z) = 100/9*z^3 - 298/3*z + 1
*
[ -3 ] 
f(z) = 100/9*z^3 - 296/3*z + 1
*
[ 17/10 ] 
f(z) = 100/17*z^3 - 282/17*z + 1
*
[ -3 ] 
f(z) = 101/9*z^3 - 299/3*z + 1
*
[ 3/2 ] 
f(z) = 101/9*z^3 - 299/12*z + 1
*
[ -3/2 ] 
f(z) = 101/9*z^3 - 283/12*z + 1
*
[ 3 ] 
f(z) = 101/18*z^3 - 299/6*z + 1
*
[ -3 ] 
f(z) = 101/18*z^3 - 295/6*z + 1
*
[ -3/2 ] 
f(z) = 103/9*z^3 - 289/12*z + 1
*
[ 2/3 ] 
f(z) = 105*z^3 - 283/6*z + 1
*
-6/5 | 0.18111966240638020141009120571754783337 | 0.023414287752586191588458653889257113490
f(z) = 105/8*z^3 - 286/15*z + 1
*
[ 6/5 ] 
f(z) = 105/8*z^3 - 281/15*z + 1
*
[ 5/3 ] 
f(z) = 108/5*z^3 - 298/5*z + 1
*
[ -5/3 ] 
f(z) = 108/5*z^3 - 292/5*z + 1
*
[ 2/3 ] 
f(z) = 111*z^3 - 299/6*z + 1
*
[ -2/3 ] 
f(z) = 111*z^3 - 281/6*z + 1
*
[ 4/3 ] 
f(z) = 111/8*z^3 - 293/12*z + 1
*
[ -2/3 ] 
f(z) = 114*z^3 - 289/6*z + 1
*
[ -6/5 ] 
f(z) = 115/8*z^3 - 283/15*z + 1
*
[ -7/10 ] 
f(z) = 100/3*z^3 - 292/21*z + 1
*
[ 9/20 ] 
f(z) = 100/3*z^3 - 287/36*z + 1
*
[ 1/6 ] 
f(z) = 101*z^3 - 281/36*z + 1
*
[ 3/2 ] 
f(z) = 101/18*z^3 - 295/24*z + 1
*
[ 1/12 ] 
f(z) = 102*z^3 - 281/24*z + 1
*
[ 2/3 ] 
f(z) = 102/5*z^3 - 287/30*z + 1
*
[ 1/6 ] 
f(z) = 103*z^3 - 283/36*z + 1
*
-3/8 | 0.22527378156204602930427707900093083386 | 0.028798385843852787235535333649109193935
f(z) = 104*z^3 - 295/24*z + 1
*
[ -3/4 ] 
f(z) = 104/5*z^3 - 281/30*z + 1
*
0 | 0.14356776891159843870739053041529962874 | 0.025430718154754515259500217854013714424
f(z) = 104/15*z^3 - 283/30*z + 1
*
1/21 | 0.17846142721635615200239767762819052072 | 0.023181376400203491507348709160496313796
f(z) = 105*z^3 - 299/21*z + 1
*
1/5 | 0.091122960261474153871516624236658965071 | 0.012377455808710007746876926063076200240
f(z) = 105/2*z^3 - 283/30*z + 1
*
[ -4/5 ] 
f(z) = 105/4*z^3 - 291/20*z + 1
*
-6/7 | 0.17422930024991349808965081478897940496 | 0.021223383446372423660512244011729350915
f(z) = 105/8*z^3 - 299/35*z + 1
*
0 | 0.11560583686604356100677835275670940314 | 0.020426928199212802925152143544331845544
f(z) = 106/15*z^3 - 287/30*z + 1
*
[ 1/6 ] 
f(z) = 107*z^3 - 287/36*z + 1
*
[ -3/2 ] 
f(z) = 107/18*z^3 - 281/24*z + 1
*
[ -5/6 ] 
f(z) = 108/7*z^3 - 298/35*z + 1
*
[ 1/6 ] 
f(z) = 109*z^3 - 289/36*z + 1
*
[ -3/2 ] 
f(z) = 109/18*z^3 - 287/24*z + 1
*
[ 1/10 ] 
f(z) = 110/3*z^3 - 281/30*z + 1
*
[ 5/28 ] 
f(z) = 112*z^3 - 286/35*z + 1
*
1/8 | 0.15205558984324492371924125958445703350 | 0.024907574106829086140822301827633817698
f(z) = 112/9*z^3 - 295/36*z + 1
*
0 | 0.15778953418687846207672267579422366209 | 0.027680220346962142571262658481785730538
f(z) = 112/15*z^3 - 299/30*z + 1
*
[ 1/6 ] 
f(z) = 113*z^3 - 293/36*z + 1
*
[ -3/2 ] 
f(z) = 113/18*z^3 - 299/24*z + 1
*
[ 1/12 ] 
f(z) = 114*z^3 - 283/24*z + 1
*
[ 1/8 ] 
f(z) = 114*z^3 - 281/32*z + 1
*
[ 1/6 ] 
f(z) = 115*z^3 - 295/36*z + 1
*
1/5 | 0.16322626164783210530616210844833850726 | 0.025687245250097265189075559723395649399
f(z) = 115/6*z^3 - 293/30*z + 1
*
-6/5 | 0.19890529736310554955505074745013284867 | 0.029524457905623999678768376984184336816
f(z) = 115/18*z^3 - 281/30*z + 1
*
[ -4/9 ] 
f(z) = 117/2*z^3 - 299/36*z + 1
*
[ -5/6 ] 
f(z) = 117/5*z^3 - 281/20*z + 1
*
[ 1/8 ] 
f(z) = 118*z^3 - 283/32*z + 1
*
[ 1/6 ] 
f(z) = 119*z^3 - 299/36*z + 1
*
[ 2/17 ] 
f(z) = 119/2*z^3 - 283/34*z + 1
*
[ 4/7 ] 
f(z) = 119/4*z^3 - 293/28*z + 1
*
[ 2/3 ] 
f(z) = 102/7*z^3 - 293/42*z + 1
*
[ 2/5 ] 
f(z) = 103/4*z^3 - 281/50*z + 1
*
[ 1/8 ] 
f(z) = 104/5*z^3 - 293/40*z + 1
*
[ 2/5 ] 
f(z) = 107/4*z^3 - 289/50*z + 1
*
[ -2/3 ] 
f(z) = 107/6*z^3 - 293/54*z + 1
*
[ 17/18 ] 
f(z) = 108/17*z^3 - 292/51*z + 1
*
[ 2/5 ] 
f(z) = 109/4*z^3 - 293/50*z + 1
*
[ 2/5 ] 
f(z) = 111/4*z^3 - 297/50*z + 1
*
[ -6/7 ] 
f(z) = 112/9*z^3 - 293/42*z + 1
*
1/3 | 0.17917709797442711463586342709362018994 | 0.024453948818319731425811089592077469660
f(z) = 117/4*z^3 - 289/52*z + 1
*
8/39 | 0.20548283609909333980854356515030818248 | 0.028044135181425809687906807420403537370
f(z) = 117/4*z^3 - 285/52*z + 1
*
[ 1/6 ] 
f(z) = 117/14*z^3 - 293/56*z + 1
*
[ 2/13 ] 
f(z) = 117/16*z^3 - 295/52*z + 1
*
2/39 | 0.20830780569580472003485681265994807035 | 0.028429684800837265056766652179780851436
f(z) = 117/16*z^3 - 287/52*z + 1
*
[ 1/4 ] 
f(z) = 101/4*z^3 - 293/64*z + 1
*
[ 1/4 ] 
f(z) = 103/4*z^3 - 295/64*z + 1
*
[ 6/13 ] 
f(z) = 104/9*z^3 - 283/78*z + 1
*
[ 1/4 ] 
f(z) = 105/4*z^3 - 297/64*z + 1
*
-8/15 | 0.099320472741786454302992274569920756743 | 0.013490944090645382318013008528514913037
f(z) = 105/4*z^3 - 283/60*z + 1
*
[ 1/5 ] 
f(z) = 105/13*z^3 - 281/65*z + 1
*
[ 1/4 ] 
f(z) = 107/4*z^3 - 299/64*z + 1
*
[ -7/11 ] 
f(z) = 110/7*z^3 - 292/77*z + 1
*
-3/5 | 0.11110547210208748599398893076734921810 | 0.015865262541946964231747683836042051589
f(z) = 110/7*z^3 - 291/70*z + 1
*
[ 2/5 ] 
f(z) = 110/7*z^3 - 281/70*z + 1
*
[ 6/11 ] 
f(z) = 110/9*z^3 - 295/66*z + 1
*
[ 1/5 ] 
f(z) = 110/13*z^3 - 282/65*z + 1
*
[ 3/8 ] 
f(z) = 112/5*z^3 - 289/60*z + 1
*
[ 2/5 ] 
f(z) = 115/7*z^3 - 289/70*z + 1
*
-4/5 | 0.16740600828376664274409305533276602260 | 0.026345020388954312321561532868000376831
f(z) = 115/12*z^3 - 293/60*z + 1
*
[ 1/5 ] 
f(z) = 115/13*z^3 - 283/65*z + 1
*
[ 3/4 ] 
f(z) = 116/15*z^3 - 281/60*z + 1
*
[ 1/3 ] 
f(z) = 100/11*z^3 - 298/99*z + 1
*
[ 11/30 ] 
f(z) = 100/11*z^3 - 292/99*z + 1
*
[ 1/3 ] 
f(z) = 101/10*z^3 - 281/90*z + 1
*
[ 1/3 ] 
f(z) = 101/11*z^3 - 299/99*z + 1
*
[ 1/3 ] 
f(z) = 103/10*z^3 - 283/90*z + 1
*
-2/3 | 0.20534393588758839619071960888463675394 | 0.029889714617785327592103366980243809556
f(z) = 107/10*z^3 - 293/90*z + 1
*
[ 1/3 ] 
f(z) = 107/10*z^3 - 287/90*z + 1
*
[ 1/3 ] 
f(z) = 109/10*z^3 - 289/90*z + 1
*
3/14 | 0.23075747629770694092670286511522936491 | 0.028663020529215392083070728428360980981
f(z) = 112/9*z^3 - 293/84*z + 1
*
[ 1/3 ] 
f(z) = 113/10*z^3 - 293/90*z + 1
*
[ 1/3 ] 
f(z) = 119/9*z^3 - 281/81*z + 1
*
[ 1/3 ] 
f(z) = 119/10*z^3 - 299/90*z + 1
*
[ 4/9 ] 
f(z) = 111/16*z^3 - 283/108*z + 1
*
[ 5/14 ] 
f(z) = 112/15*z^3 - 289/105*z + 1
*
[ 3/7 ] 
f(z) = 112/15*z^3 - 284/105*z + 1
*
[ 3/7 ] 
f(z) = 119/15*z^3 - 293/105*z + 1
*
[ 1/30 ] 
f(z) = 100*z^3 - 262/9*z + 1
*
[ -6/5 ] 
f(z) = 100/3*z^3 - 277/6*z + 1
*
4/5 | 0.17324535750742023617689266401281453823 | 0.028915360534185916145976980385838192759
f(z) = 100/3*z^3 - 271/12*z + 1
*
[ -17/10 ] 
f(z) = 100/17*z^3 - 262/17*z + 1
*
[ 1/17 ] 
f(z) = 102*z^3 - 278/17*z + 1
*
[ 2/3 ] 
f(z) = 102*z^3 - 275/6*z + 1
*
[ -2/3 ] 
f(z) = 105*z^3 - 265/6*z + 1
*
[ 4/3 ] 
f(z) = 105/8*z^3 - 277/12*z + 1
*
[ 4/9 ] 
f(z) = 108*z^3 - 271/12*z + 1
*
[ -4/3 ] 
f(z) = 111/8*z^3 - 275/12*z + 1
*
3/2 | 0.11828597291513745761746122104005003745 | 0.021242574491438537528713682673460336969
f(z) = 112/15*z^3 - 262/15*z + 1
*
[ 3/4 ] 
f(z) = 116/3*z^3 - 265/12*z + 1
*
[ 1/17 ] 
f(z) = 119*z^3 - 279/17*z + 1
*
[ 4/5 ] 
f(z) = 100/7*z^3 - 263/28*z + 1
*
-17/20 | 0.097933061764306510151391050251672412597 | 0.016345429568064086583733987900819520037
f(z) = 100/7*z^3 - 261/28*z + 1
*
[ 4/5 ] 
f(z) = 100/9*z^3 - 265/36*z + 1
*
[ -3/2 ] 
f(z) = 101/18*z^3 - 263/24*z + 1
*
[ 1/8 ] 
f(z) = 102*z^3 - 275/32*z + 1
*
[ -3/2 ] 
f(z) = 103/18*z^3 - 269/24*z + 1
*
[ -3/8 ] 
f(z) = 104*z^3 - 263/24*z + 1
*
[ -5/4 ] 
f(z) = 104/15*z^3 - 271/30*z + 1
*
1/15 | 0.16337469308866708541445210948442435238 | 0.022191586381346818638780010210430632295
f(z) = 105/2*z^3 - 277/30*z + 1
*
-1/2 | 0.20909973826189936065051237051196487864 | 0.029290325518530460051626766840871340477
f(z) = 105/2*z^3 - 275/24*z + 1
*
[ 4/7 ] 
f(z) = 105/4*z^3 - 261/28*z + 1
*
[ 1/8 ] 
f(z) = 106*z^3 - 277/32*z + 1
*
[ -7/18 ] 
f(z) = 108*z^3 - 268/21*z + 1
*
-2/3 | 0.15730644563765708552156026971600686575 | 0.024298594618888404158133320557646990974
f(z) = 108/5*z^3 - 263/30*z + 1
*
[ 1/9 ] 
f(z) = 108/11*z^3 - 268/33*z + 1
*
[ 1/8 ] 
f(z) = 110*z^3 - 279/32*z + 1
*
3/22 | 0.16361819497631344500700540866768035852 | 0.020999514314988255250668076833281962460
f(z) = 110*z^3 - 265/22*z + 1
*
[ 1/14 ] 
f(z) = 112/3*z^3 - 277/21*z + 1
*
1/28 | 0.15099676458865391866241043503667609956 | 0.022657187475674274019882113414193348968
f(z) = 112/3*z^3 - 274/21*z + 1
*
15/28 | 0.15509986384895949399807861758458223501 | 0.023272860860632545766211420365243258204
f(z) = 112/5*z^3 - 274/35*z + 1
*
[ 6/5 ] 
f(z) = 115/18*z^3 - 271/30*z + 1
*
[ 2/17 ] 
f(z) = 119/4*z^3 - 269/34*z + 1
*
[ 4/5 ] 
f(z) = 100/11*z^3 - 267/44*z + 1
*
[ 4/5 ] 
f(z) = 100/13*z^3 - 269/52*z + 1
*
[ 2/5 ] 
f(z) = 101/4*z^3 - 277/50*z + 1
*
[ -2/3 ] 
f(z) = 101/6*z^3 - 269/54*z + 1
*
1/6 | 0.13294259134730529885945771821408479619 | 0.020718114064009951265910511763236671659
f(z) = 102/7*z^3 - 269/42*z + 1
*
[ -2/3 ] 
f(z) = 103/6*z^3 - 277/54*z + 1
*
4/21 | 0.10810782272660372135077299639139433721 | 0.014042743967264366510773258641616841199
f(z) = 105/2*z^3 - 269/42*z + 1
*
[ -3/7 ] 
f(z) = 105/2*z^3 - 265/42*z + 1
*
[ 1/6 ] 
f(z) = 105/4*z^3 - 275/48*z + 1
*
5/9 | 0.12449674747125659447697968819410164261 | 0.019230591511439096397753916800640934082
f(z) = 108/7*z^3 - 263/42*z + 1
*
[ -11/12 ] 
f(z) = 108/11*z^3 - 271/44*z + 1
*
[ 1/6 ] 
f(z) = 111/4*z^3 - 277/48*z + 1
*
[ 2/9 ] 
f(z) = 111/4*z^3 - 263/54*z + 1
*
2/7 | 0.20200196423269221304142209497735210337 | 0.027455035166119211579280764749379455415
f(z) = 112/3*z^3 - 275/42*z + 1
*
[ 3/16 ] 
f(z) = 112/3*z^3 - 271/48*z + 1
*
1/6 | 0.17591170278610048069175480943853005595 | 0.026947432107553573310412463537302650343
f(z) = 114/7*z^3 - 271/42*z + 1
*
[ 4/13 ] 
f(z) = 117/4*z^3 - 261/52*z + 1
*
[ 1/4 ] 
f(z) = 119/3*z^3 - 263/48*z + 1
*
[ 1/7 ] 
f(z) = 119/6*z^3 - 269/42*z + 1
*
[ 2/3 ] 
f(z) = 119/12*z^3 - 265/54*z + 1
*
[ 4/5 ] 
f(z) = 100/19*z^3 - 275/76*z + 1
*
[ 4/15 ] 
f(z) = 105/4*z^3 - 277/60*z + 1
*
4/5 | 0.095811944221591835691765881325208382013 | 0.013014372032541734958468417560641037394
f(z) = 105/16*z^3 - 277/60*z + 1
*
[ 1/4 ] 
f(z) = 106/9*z^3 - 269/72*z + 1
*
5/36 | 0.19442241554030686546978049667136312665 | 0.027127304038201903886783739191720647064
f(z) = 108/5*z^3 - 277/60*z + 1
*
[ 2/9 ] 
f(z) = 108/11*z^3 - 263/66*z + 1
*
[ 1/4 ] 
f(z) = 110/9*z^3 - 271/72*z + 1
*
[ 6/23 ] 
f(z) = 115/8*z^3 - 263/69*z + 1
*
[ 1/5 ] 
f(z) = 115/12*z^3 - 263/60*z + 1
*
2/5 | 0.13742709691218850620689248343125296737 | 0.021627178780879444296545988650471505673
f(z) = 115/14*z^3 - 267/70*z + 1
*
[ 3/10 ] 
f(z) = 116/9*z^3 - 262/75*z + 1
*
1/4 | 0.12279471558531588828157014982680572426 | 0.019999515388410985977517702726394371083
f(z) = 116/15*z^3 - 269/60*z + 1
*
[ -8/9 ] 
f(z) = 117/16*z^3 - 263/72*z + 1
*
[ 1/4 ] 
f(z) = 118/9*z^3 - 275/72*z + 1
*
[ 4/17 ] 
f(z) = 119/8*z^3 - 277/68*z + 1
*
[ 1/3 ] 
f(z) = 119/8*z^3 - 263/72*z + 1
*
[ 1/3 ] 
f(z) = 100/9*z^3 - 262/81*z + 1
*
[ 1/3 ] 
f(z) = 101/9*z^3 - 263/81*z + 1
*
[ 1/3 ] 
f(z) = 103/9*z^3 - 265/81*z + 1
*
[ 1/3 ] 
f(z) = 104/9*z^3 - 266/81*z + 1
*
[ 1/3 ] 
f(z) = 106/9*z^3 - 268/81*z + 1
*
[ 1/3 ] 
f(z) = 107/9*z^3 - 269/81*z + 1
*
[ 1/3 ] 
f(z) = 109/9*z^3 - 271/81*z + 1
*
[ 1/3 ] 
f(z) = 110/9*z^3 - 272/81*z + 1
*
[ 1/3 ] 
f(z) = 112/9*z^3 - 274/81*z + 1
*
[ 13/28 ] 
f(z) = 112/13*z^3 - 274/91*z + 1
*
[ 1/3 ] 
f(z) = 113/9*z^3 - 275/81*z + 1
*
[ 1/3 ] 
f(z) = 115/9*z^3 - 277/81*z + 1
*
[ 1/3 ] 
f(z) = 116/9*z^3 - 278/81*z + 1
*
[ 1/3 ] 
f(z) = 118/9*z^3 - 280/81*z + 1
*
[ 3/7 ] 
f(z) = 119/12*z^3 - 265/84*z + 1
*
[ -6/7 ] 
f(z) = 119/16*z^3 - 277/84*z + 1
*
[ 4/9 ] 
f(z) = 105/16*z^3 - 275/108*z + 1
*
[ 2/5 ] 
f(z) = 111/16*z^3 - 261/100*z + 1
*
[ 2/5 ] 
f(z) = 113/16*z^3 - 263/100*z + 1
*
[ 2/5 ] 
f(z) = 117/16*z^3 - 267/100*z + 1
*
[ 2/5 ] 
f(z) = 119/16*z^3 - 269/100*z + 1
*
[ 6/17 ] 
f(z) = 119/18*z^3 - 271/102*z + 1
*
[ 4/5 ] 
f(z) = 100*z^3 - 257/4*z + 1
*
[ -4/5 ] 
f(z) = 100*z^3 - 247/4*z + 1
*
[ 4/5 ] 
f(z) = 100/3*z^3 - 259/12*z + 1
*
[ 9/10 ] 
f(z) = 100/3*z^3 - 244/9*z + 1
*
[ -2/3 ] 
f(z) = 102*z^3 - 257/6*z + 1
*
[ -4/3 ] 
f(z) = 105/8*z^3 - 259/12*z + 1
*
[ -6/5 ] 
f(z) = 105/8*z^3 - 256/15*z + 1
*
[ 1/18 ] 
f(z) = 108/5*z^3 - 256/15*z + 1
*
[ 1/16 ] 
f(z) = 112*z^3 - 247/16*z + 1
*
[ 3/2 ] 
f(z) = 112/3*z^3 - 251/3*z + 1
*
[ -3/2 ] 
f(z) = 112/3*z^3 - 247/3*z + 1
*
[ 3/2 ] 
f(z) = 112/15*z^3 - 247/15*z + 1
*
[ 3/2 ] 
f(z) = 116/3*z^3 - 260/3*z + 1
*
[ -3/2 ] 
f(z) = 116/3*z^3 - 256/3*z + 1
*
-3/4 | 0.17910630184955261387384723165893907663 | 0.029170955956266412142136691162857637185
f(z) = 116/3*z^3 - 245/12*z + 1
*
[ 3/2 ] 
f(z) = 116/15*z^3 - 256/15*z + 1
*
-3/2 | 0.14427328370336733816084767370771687047 | 0.026110670978954540412106152751048675679
f(z) = 116/15*z^3 - 251/15*z + 1
*
[ 2/39 ] 
f(z) = 117/8*z^3 - 241/13*z + 1
*
[ 2/3 ] 
f(z) = 119/4*z^3 - 247/18*z + 1
*
-2 | 0.081491930458797130890071468955075420845 | 0.013190784661431088038577968995935994776
f(z) = 119/12*z^3 - 241/6*z + 1
*
[ 1/9 ] 
f(z) = 102*z^3 - 250/27*z + 1
*
1/4 | 0.22332721731238826494628287099454091844 | 0.028620588844796265383516555432107167612
f(z) = 102*z^3 - 241/24*z + 1
*
[ 1/10 ] 
f(z) = 104*z^3 - 251/25*z + 1
*
[ 1/9 ] 
f(z) = 105*z^3 - 251/27*z + 1
*
[ 2/15 ] 
f(z) = 105*z^3 - 251/30*z + 1
*
1/3 | 0.081399084486754569724779445764622636203 | 0.011056637846413593271443502169485824776
f(z) = 105/2*z^3 - 253/30*z + 1
*
1/6 | 0.19737777044933927158498959090849169180 | 0.027648332774773006833142126825709472686
f(z) = 105/2*z^3 - 251/24*z + 1
*
[ 1/10 ] 
f(z) = 108*z^3 - 252/25*z + 1
*
5/18 | 0.15147152542996942128582072056903712257 | 0.026202775649216499131548304752194833910
f(z) = 108/11*z^3 - 256/33*z + 1
*
[ 1/9 ] 
f(z) = 111*z^3 - 253/27*z + 1
*
-2/3 | 0.18298545399123455680631707791893707837 | 0.028146023829764956664499458806311127330
f(z) = 111/5*z^3 - 251/30*z + 1
*
[ 1/10 ] 
f(z) = 112*z^3 - 253/25*z + 1
*
[ 1/8 ] 
f(z) = 112/9*z^3 - 259/36*z + 1
*
1/4 | 0.12519565394147950556839004829620697369 | 0.015819012274571167139046033732016717891
f(z) = 114*z^3 - 259/24*z + 1
*
[ 1/9 ] 
f(z) = 114*z^3 - 254/27*z + 1
*
-2/3 | 0.16852499976377904261353796705468827240 | 0.025815883296189354486306850944509375595
f(z) = 114/5*z^3 - 259/30*z + 1
*
3/5 | 0.15536217503574274959562655993379168938 | 0.024449658115322444133159485162390731816
f(z) = 115/6*z^3 - 257/30*z + 1
*
[ 2/23 ] 
f(z) = 115/8*z^3 - 244/23*z + 1
*
-6/5 | 0.14847425628151977545184670821842439481 | 0.022414371111323397593960037016139992708
f(z) = 115/18*z^3 - 251/30*z + 1
*
[ 1/10 ] 
f(z) = 116*z^3 - 254/25*z + 1
*
[ 4/9 ] 
f(z) = 117/4*z^3 - 253/36*z + 1
*
0 | 0.15355918063638821026093409000035693564 | 0.027791238533382027388610668102076600082
f(z) = 118/15*z^3 - 251/30*z + 1
*
9/40 | 0.21733214260947574659781247074352416325 | 0.029457745273717357615787647544732356517
f(z) = 100/3*z^3 - 257/48*z + 1
*
[ 1/4 ] 
f(z) = 101/3*z^3 - 245/48*z + 1
*
[ 1/4 ] 
f(z) = 103/3*z^3 - 247/48*z + 1
*
[ 1/6 ] 
f(z) = 104/5*z^3 - 251/45*z + 1
*
[ -3/4 ] 
f(z) = 104/7*z^3 - 253/42*z + 1
*
[ 2/9 ] 
f(z) = 105/4*z^3 - 259/54*z + 1
*
[ 1/5 ] 
f(z) = 105/11*z^3 - 241/55*z + 1
*
[ 1/4 ] 
f(z) = 107/3*z^3 - 251/48*z + 1
*
[ 2/3 ] 
f(z) = 107/12*z^3 - 241/54*z + 1
*
[ -5/6 ] 
f(z) = 108/11*z^3 - 254/55*z + 1
*
[ -19/18 ] 
f(z) = 108/19*z^3 - 250/57*z + 1
*
[ 1/4 ] 
f(z) = 109/3*z^3 - 253/48*z + 1
*
[ 2/3 ] 
f(z) = 109/12*z^3 - 245/54*z + 1
*
[ 1/6 ] 
f(z) = 112/5*z^3 - 253/45*z + 1
*
5/12 | 0.11174174155248913642121793725555220198 | 0.016157635912205810903275575257481436271
f(z) = 112/5*z^3 - 247/45*z + 1
*
[ 1/4 ] 
f(z) = 113/3*z^3 - 257/48*z + 1
*
[ 2/3 ] 
f(z) = 113/12*z^3 - 253/54*z + 1
*
[ 1/4 ] 
f(z) = 115/3*z^3 - 259/48*z + 1
*
[ 1/5 ] 
f(z) = 115/11*z^3 - 243/55*z + 1
*
[ 2/3 ] 
f(z) = 115/12*z^3 - 257/54*z + 1
*
[ 1/6 ] 
f(z) = 116/5*z^3 - 254/45*z + 1
*
[ 2/7 ] 
f(z) = 119/3*z^3 - 241/42*z + 1
*
3/7 | 0.19128567208073004712719687948244876794 | 0.028443823816931383468996331225460213946
f(z) = 119/6*z^3 - 251/42*z + 1
*
[ 3/17 ] 
f(z) = 119/9*z^3 - 259/51*z + 1
*
[ -3/4 ] 
f(z) = 119/9*z^3 - 245/48*z + 1
*
6/7 | 0.17331883661851391853807273669789995070 | 0.025772188786057825526333273281900310491
f(z) = 119/18*z^3 - 253/42*z + 1
*
[ 7/30 ] 
f(z) = 100/7*z^3 - 256/63*z + 1
*
[ 1/4 ] 
f(z) = 100/19*z^3 - 253/76*z + 1
*
[ 1/3 ] 
f(z) = 101/8*z^3 - 245/72*z + 1
*
[ 1/3 ] 
f(z) = 103/8*z^3 - 247/72*z + 1
*
[ 3/10 ] 
f(z) = 104/9*z^3 - 253/75*z + 1
*
2/5 | 0.19151837522340029221848417975908024209 | 0.026014411944931139448724290211951662882
f(z) = 105/16*z^3 - 253/60*z + 1
*
[ 1/3 ] 
f(z) = 107/8*z^3 - 251/72*z + 1
*
2/9 | 0.18383744878844278138894350809707351642 | 0.025650408431725157765301822488154699757
f(z) = 108/5*z^3 - 259/60*z + 1
*
[ 1/4 ] 
f(z) = 108/19*z^3 - 255/76*z + 1
*
[ 1/3 ] 
f(z) = 109/8*z^3 - 253/72*z + 1
*
[ 3/10 ] 
f(z) = 112/9*z^3 - 259/75*z + 1
*
1/8 | 0.081110399410914427790305297077268514475 | 0.013286346698891896402606256449229219551
f(z) = 112/15*z^3 - 247/60*z + 1
*
[ 1/3 ] 
f(z) = 113/8*z^3 - 257/72*z + 1
*
[ 1/3 ] 
f(z) = 115/7*z^3 - 241/63*z + 1
*
[ 1/3 ] 
f(z) = 115/8*z^3 - 259/72*z + 1
*
[ 3/5 ] 
f(z) = 115/12*z^3 - 247/60*z + 1
*
[ 1/3 ] 
f(z) = 116/7*z^3 - 242/63*z + 1
*
[ 1/4 ] 
f(z) = 116/19*z^3 - 257/76*z + 1
*
[ 10/39 ] 
f(z) = 117/8*z^3 - 251/65*z + 1
*
[ 1/3 ] 
f(z) = 118/7*z^3 - 244/63*z + 1
*
[ -5/7 ] 
f(z) = 119/10*z^3 - 257/70*z + 1
*
[ 2/7 ] 
f(z) = 119/10*z^3 - 243/70*z + 1
*
[ 4/17 ] 
f(z) = 119/16*z^3 - 249/68*z + 1
*
4/21 | 0.10810845728709017873430559917004536603 | 0.014042826393958553099987979148035149616
f(z) = 105/16*z^3 - 251/84*z + 1
*
[ 2/5 ] 
f(z) = 101/16*z^3 - 251/100*z + 1
*
[ 2/5 ] 
f(z) = 103/16*z^3 - 253/100*z + 1
*
[ 2/5 ] 
f(z) = 107/16*z^3 - 257/100*z + 1
*
[ 2/5 ] 
f(z) = 109/16*z^3 - 259/100*z + 1
*
[ 3/2 ] 
f(z) = 100/3*z^3 - 224/3*z + 1
*
[ -9/10 ] 
f(z) = 100/3*z^3 - 224/9*z + 1
*
[ 3/2 ] 
f(z) = 104/3*z^3 - 233/3*z + 1
*
[ -3/2 ] 
f(z) = 104/3*z^3 - 229/3*z + 1
*
[ 3/2 ] 
f(z) = 104/15*z^3 - 229/15*z + 1
*
-3/2 | 0.13717395840827366735875423556994255005 | 0.025347917637971217642781617946472725423
f(z) = 104/15*z^3 - 224/15*z + 1
*
[ 2/3 ] 
f(z) = 107/4*z^3 - 223/18*z + 1
*
[ 2/3 ] 
f(z) = 109/4*z^3 - 227/18*z + 1
*
-2 | 0.079844247841876533493927084498339940301 | 0.013107894588781335398861277769176270438
f(z) = 109/12*z^3 - 221/6*z + 1
*
0 | 0.16162664614798290406939644132368611523 | 0.029891161771681290244851635721550639041
f(z) = 110/3*z^3 - 223/6*z + 1
*
-2 | 0.10069984942991563974465665414694976503 | 0.016507308916457526887551401624774702412
f(z) = 111/4*z^3 - 223/2*z + 1
*
[ 2 ] 
f(z) = 111/4*z^3 - 221/2*z + 1
*
[ -3/2 ] 
f(z) = 112/15*z^3 - 227/15*z + 1
*
[ 2/3 ] 
f(z) = 113/4*z^3 - 235/18*z + 1
*
-2 | 0.10103195173690632191154323999377999251 | 0.016513623184876952142400717443258941136
f(z) = 113/4*z^3 - 227/2*z + 1
*
[ 2 ] 
f(z) = 113/4*z^3 - 225/2*z + 1
*
[ -2 ] 
f(z) = 113/4*z^3 - 223/2*z + 1
*
-2 | 0.080521493153195185993905698428158654370 | 0.013142355538122507216342123882343270513
f(z) = 113/12*z^3 - 229/6*z + 1
*
[ 2 ] 
f(z) = 113/12*z^3 - 223/6*z + 1
*
[ 2/3 ] 
f(z) = 115/4*z^3 - 239/18*z + 1
*
-2 | 0.10135820153637273115057753575230092773 | 0.016519783155370171615636220483101528231
f(z) = 115/4*z^3 - 231/2*z + 1
*
[ 2 ] 
f(z) = 115/4*z^3 - 229/2*z + 1
*
[ -2 ] 
f(z) = 115/4*z^3 - 227/2*z + 1
*
-2 | 0.080849992241869640825678533805292687535 | 0.013158780846857514444677256036930660505
f(z) = 115/12*z^3 - 233/6*z + 1
*
[ 2 ] 
f(z) = 115/12*z^3 - 227/6*z + 1
*
[ -2 ] 
f(z) = 115/12*z^3 - 221/6*z + 1
*
[ -3/4 ] 
f(z) = 116/3*z^3 - 233/12*z + 1
*
[ -3/2 ] 
f(z) = 116/15*z^3 - 236/15*z + 1
*
-2 | 0.10167880158550677095804469581672055088 | 0.016525795387312317366022012892137427921
f(z) = 117/4*z^3 - 235/2*z + 1
*
[ 2 ] 
f(z) = 117/4*z^3 - 233/2*z + 1
*
[ -2 ] 
f(z) = 117/4*z^3 - 231/2*z + 1
*
-2 | 0.10199394428146087927556743291786771773 | 0.016531666048932873451876394476286393709
f(z) = 119/4*z^3 - 239/2*z + 1
*
[ 2 ] 
f(z) = 119/4*z^3 - 237/2*z + 1
*
[ -2 ] 
f(z) = 119/4*z^3 - 235/2*z + 1
*
[ 2 ] 
f(z) = 119/12*z^3 - 235/6*z + 1
*
[ -2 ] 
f(z) = 119/12*z^3 - 229/6*z + 1
*
[ -7/20 ] 
f(z) = 100*z^3 - 235/28*z + 1
*
1/12 | 0.12747374291006087544587447608940833792 | 0.016336448500286467607505467910675243273
f(z) = 102*z^3 - 233/24*z + 1
*
-2/3 | 0.18292490809326117621047616034226351424 | 0.028507486371496408242028789477387759944
f(z) = 102/5*z^3 - 227/30*z + 1
*
3/26 | 0.19968575249334815990738048556946496871 | 0.025268721283160836442390554980067680048
f(z) = 104*z^3 - 231/26*z + 1
*
0 | 0.14299559878240568557053718524858604158 | 0.026445543960182358096594954445850765847
f(z) = 104/15*z^3 - 223/30*z + 1
*
[ 2/15 ] 
f(z) = 105/2*z^3 - 223/30*z + 1
*
0 | 0.14468185711772677099632491450132543776 | 0.026669712467673027055015792866277393062
f(z) = 106/15*z^3 - 227/30*z + 1
*
5/9 | 0.16005827471854588569736464825607782567 | 0.024723660349831208490518628867311509424
f(z) = 108/5*z^3 - 227/30*z + 1
*
[ 1/12 ] 
f(z) = 108/5*z^3 - 223/20*z + 1
*
[ -2/3 ] 
f(z) = 111/5*z^3 - 221/30*z + 1
*
1/2 | 0.17173466683620413768051124550865894999 | 0.025768926593760372704528781518720775243
f(z) = 112/3*z^3 - 235/21*z + 1
*
[ 1/7 ] 
f(z) = 112/5*z^3 - 226/35*z + 1
*
0 | 0.15791107453285489349555630064127767332 | 0.028834497488285255549707946336450694531
f(z) = 112/15*z^3 - 239/30*z + 1
*
1/12 | 0.17651616694357420024231685151279954592 | 0.022303581024033551214592434772914181029
f(z) = 114*z^3 - 235/24*z + 1
*
[ -2/3 ] 
f(z) = 114/5*z^3 - 229/30*z + 1
*
[ 2/5 ] 
f(z) = 115/3*z^3 - 229/30*z + 1
*
[ 3/5 ] 
f(z) = 115/6*z^3 - 227/30*z + 1
*
[ -6/5 ] 
f(z) = 115/18*z^3 - 221/30*z + 1
*
2/3 | 0.12594689340595643203179909131395796172 | 0.020484271422458250992292143787748209030
f(z) = 117/5*z^3 - 233/20*z + 1
*
0 | 0.14235255013047005115706081327660638237 | 0.026053611313498845223308515534755104660
f(z) = 118/15*z^3 - 221/30*z + 1
*
[ 1/7 ] 
f(z) = 119/5*z^3 - 227/35*z + 1
*
[ 6/7 ] 
f(z) = 119/8*z^3 - 233/21*z + 1
*
[ 2/3 ] 
f(z) = 101/12*z^3 - 229/54*z + 1
*
[ 1/6 ] 
f(z) = 102/7*z^3 - 227/42*z + 1
*
[ 2/3 ] 
f(z) = 103/12*z^3 - 233/54*z + 1
*
[ -5/8 ] 
f(z) = 104/5*z^3 - 221/40*z + 1
*
1/5 | 0.15737071238992862914350817918625312561 | 0.025125451997812591774178252586130179175
f(z) = 105/8*z^3 - 221/40*z + 1
*
[ 1/4 ] 
f(z) = 106/7*z^3 - 221/56*z + 1
*
1/9 | 0.16970224004552805281080801170504947129 | 0.026213331056260663137805497299674387267
f(z) = 108/7*z^3 - 239/42*z + 1
*
2/9 | 0.18459919804058088135386956882642187901 | 0.028514413773558708685984725156769093500
f(z) = 108/7*z^3 - 221/42*z + 1
*
[ 1/4 ] 
f(z) = 110/7*z^3 - 223/56*z + 1
*
[ 2/7 ] 
f(z) = 112/3*z^3 - 233/42*z + 1
*
[ 5/12 ] 
f(z) = 112/5*z^3 - 238/45*z + 1
*
[ 3/16 ] 
f(z) = 112/9*z^3 - 229/48*z + 1
*
[ 1/3 ] 
f(z) = 113/6*z^3 - 221/54*z + 1
*
[ -3/4 ] 
f(z) = 113/9*z^3 - 227/48*z + 1
*
[ 1/6 ] 
f(z) = 114/7*z^3 - 229/42*z + 1
*
[ 1/4 ] 
f(z) = 114/7*z^3 - 225/56*z + 1
*
[ 1/3 ] 
f(z) = 115/6*z^3 - 223/54*z + 1
*
1/5 | 0.14134367843714492791421308145721445599 | 0.022243539096663787025558086784843258952
f(z) = 115/8*z^3 - 223/40*z + 1
*
[ -3/4 ] 
f(z) = 115/9*z^3 - 233/48*z + 1
*
[ -5/6 ] 
f(z) = 117/10*z^3 - 237/40*z + 1
*
[ 1/6 ] 
f(z) = 117/11*z^3 - 233/44*z + 1
*
[ 1/4 ] 
f(z) = 118/7*z^3 - 227/56*z + 1
*
[ 1/3 ] 
f(z) = 119/6*z^3 - 227/54*z + 1
*
[ 1/3 ] 
f(z) = 100/7*z^3 - 226/63*z + 1
*
[ 1/3 ] 
f(z) = 101/7*z^3 - 227/63*z + 1
*
[ 1/3 ] 
f(z) = 103/7*z^3 - 229/63*z + 1
*
[ 1/3 ] 
f(z) = 104/7*z^3 - 230/63*z + 1
*
[ 4/15 ] 
f(z) = 105/8*z^3 - 221/60*z + 1
*
[ 1/3 ] 
f(z) = 106/7*z^3 - 232/63*z + 1
*
[ 1/3 ] 
f(z) = 107/7*z^3 - 233/63*z + 1
*
[ -5/6 ] 
f(z) = 108/13*z^3 - 232/65*z + 1
*
[ 1/4 ] 
f(z) = 108/17*z^3 - 231/68*z + 1
*
[ 1/3 ] 
f(z) = 109/7*z^3 - 235/63*z + 1
*
[ 1/3 ] 
f(z) = 110/7*z^3 - 236/63*z + 1
*
-9/14 | 0.16253279465330459381075403677575479314 | 0.024388178180089970645433713466113487411
f(z) = 112/9*z^3 - 226/63*z + 1
*
[ 11/28 ] 
f(z) = 112/11*z^3 - 240/77*z + 1
*
3/8 | 0.12173051770477786865788079774143380091 | 0.019940154083911977543757259183976946813
f(z) = 112/15*z^3 - 223/60*z + 1
*
[ 1/3 ] 
f(z) = 113/7*z^3 - 239/63*z + 1
*
[ -4/5 ] 
f(z) = 115/12*z^3 - 233/60*z + 1
*
-3/4 | 0.16396854233612540523836092378125644455 | 0.026705476453408590180017892726980336574
f(z) = 116/15*z^3 - 221/60*z + 1
*
[ 1/4 ] 
f(z) = 116/17*z^3 - 233/68*z + 1
*
2/7 | 0.19006807992175290774281737409150552864 | 0.024689030963472516704340337691181064235
f(z) = 105/16*z^3 - 227/84*z + 1
*
[ -6/7 ] 
f(z) = 105/16*z^3 - 223/84*z + 1
*
[ 2/5 ] 
f(z) = 115/18*z^3 - 227/90*z + 1
*
[ -3/2 ] 
f(z) = 100/3*z^3 - 220/3*z + 1
*
[ 2/3 ] 
f(z) = 101/4*z^3 - 211/18*z + 1
*
-2 | 0.098943626886576301527849292349448204190 | 0.016473161710181061701825626982011472310
f(z) = 101/4*z^3 - 203/2*z + 1
*
[ 2 ] 
f(z) = 101/4*z^3 - 201/2*z + 1
*
-2 | 0.078409321080933355026673783116486937157 | 0.013033123803046520042011160735518962110
f(z) = 101/12*z^3 - 205/6*z + 1
*
[ 2/3 ] 
f(z) = 103/4*z^3 - 215/18*z + 1
*
-2 | 0.099308452911829856541411303839741260661 | 0.016480362049736610812017102474518716599
f(z) = 103/4*z^3 - 207/2*z + 1
*
[ 2 ] 
f(z) = 103/4*z^3 - 205/2*z + 1
*
[ -2 ] 
f(z) = 103/4*z^3 - 203/2*z + 1
*
-2 | 0.078778369175353503636704733239624443385 | 0.013052541053448161832045853021879014944
f(z) = 103/12*z^3 - 209/6*z + 1
*
[ 2 ] 
f(z) = 103/12*z^3 - 203/6*z + 1
*
[ 1/12 ] 
f(z) = 104*z^3 - 211/18*z + 1
*
0 | 0.15837757429227203105090877929759320636 | 0.029593006829088866655747853635191859931
f(z) = 104/3*z^3 - 211/6*z + 1
*
[ -3/2 ] 
f(z) = 104/15*z^3 - 209/15*z + 1
*
-2 | 0.099666228078661072318909737576436481472 | 0.016487368149577003404023701104260677689
f(z) = 105/4*z^3 - 211/2*z + 1
*
[ 2 ] 
f(z) = 105/4*z^3 - 209/2*z + 1
*
[ -2 ] 
f(z) = 105/4*z^3 - 207/2*z + 1
*
0 | 0.15948193062403179270066561384529493994 | 0.029695155359340263860035722753455616779
f(z) = 106/3*z^3 - 215/6*z + 1
*
-2 | 0.10001721984794546756563477158904477203 | 0.016494189092425374282682903971701321249
f(z) = 107/4*z^3 - 215/2*z + 1
*
[ 2 ] 
f(z) = 107/4*z^3 - 213/2*z + 1
*
[ -2 ] 
f(z) = 107/4*z^3 - 211/2*z + 1
*
-2 | 0.079495044741437552414604962955195522674 | 0.013089817519873183118861554248537152955
f(z) = 107/12*z^3 - 217/6*z + 1
*
[ 2 ] 
f(z) = 107/12*z^3 - 211/6*z + 1
*
[ -2 ] 
f(z) = 107/12*z^3 - 205/6*z + 1
*
-2 | 0.10036168074052300517204736105832836739 | 0.016500833366800230857017106380796178061
f(z) = 109/4*z^3 - 219/2*z + 1
*
[ 2 ] 
f(z) = 109/4*z^3 - 217/2*z + 1
*
[ -2 ] 
f(z) = 109/4*z^3 - 215/2*z + 1
*
[ 2 ] 
f(z) = 109/12*z^3 - 215/6*z + 1
*
[ -2 ] 
f(z) = 109/12*z^3 - 209/6*z + 1
*
[ 3/5 ] 
f(z) = 110/3*z^3 - 208/15*z + 1
*
[ -2 ] 
f(z) = 111/4*z^3 - 219/2*z + 1
*
[ 3/8 ] 
f(z) = 112*z^3 - 209/12*z + 1
*
[ -2 ] 
f(z) = 113/12*z^3 - 217/6*z + 1
*
[ 3/5 ] 
f(z) = 115/3*z^3 - 217/15*z + 1
*
[ 4/3 ] 
f(z) = 117/4*z^3 - 207/4*z + 1
*
[ -4/3 ] 
f(z) = 117/4*z^3 - 201/4*z + 1
*
-4/5 | 0.15654270773252339918077385756852098278 | 0.026127619800084596391848613509145377007
f(z) = 100/9*z^3 - 211/36*z + 1
*
[ 1/5 ] 
f(z) = 101*z^3 - 201/25*z + 1
*
[ 1/5 ] 
f(z) = 102*z^3 - 202/25*z + 1
*
[ 1/5 ] 
f(z) = 103*z^3 - 203/25*z + 1
*
[ 2/13 ] 
f(z) = 104*z^3 - 207/26*z + 1
*
[ 1/5 ] 
f(z) = 104*z^3 - 204/25*z + 1
*
1/8 | 0.19788218880531424344493020438561544607 | 0.029429970265759046634421393319812850107
f(z) = 104/3*z^3 - 205/24*z + 1
*
[ 3/13 ] 
f(z) = 104/3*z^3 - 202/39*z + 1
*
[ 1/10 ] 
f(z) = 105*z^3 - 201/20*z + 1
*
[ 1/4 ] 
f(z) = 105/2*z^3 - 201/32*z + 1
*
[ 2/15 ] 
f(z) = 105/4*z^3 - 209/30*z + 1
*
[ 6/7 ] 
f(z) = 105/8*z^3 - 206/21*z + 1
*
[ 2/21 ] 
f(z) = 105/8*z^3 - 202/21*z + 1
*
[ 1/5 ] 
f(z) = 106*z^3 - 206/25*z + 1
*
[ 1/5 ] 
f(z) = 107*z^3 - 207/25*z + 1
*
[ 1/4 ] 
f(z) = 107/2*z^3 - 203/32*z + 1
*
[ 1/5 ] 
f(z) = 108*z^3 - 208/25*z + 1
*
1/9 | 0.16444078962614581296763425886968967649 | 0.025400612605152612533233242318328984547
f(z) = 108/5*z^3 - 203/30*z + 1
*
[ 7/9 ] 
f(z) = 108/7*z^3 - 202/21*z + 1
*
[ 1/5 ] 
f(z) = 109*z^3 - 209/25*z + 1
*
[ 1/4 ] 
f(z) = 109/2*z^3 - 205/32*z + 1
*
3/11 | 0.20901105183809582640885612192886801562 | 0.029444912819461606718684528596528038827
f(z) = 110/3*z^3 - 211/33*z + 1
*
[ 1/5 ] 
f(z) = 111*z^3 - 211/25*z + 1
*
[ 1/4 ] 
f(z) = 111/2*z^3 - 207/32*z + 1
*
0 | 0.16217825622242821563632321811337433351 | 0.026807504400408332849464215091387010156
f(z) = 111/14*z^3 - 212/21*z + 1
*
[ 1/5 ] 
f(z) = 112*z^3 - 212/25*z + 1
*
[ 3/28 ] 
f(z) = 112*z^3 - 202/21*z + 1
*
[ 3/4 ] 
f(z) = 112/13*z^3 - 202/39*z + 1
*
[ 1/5 ] 
f(z) = 113*z^3 - 213/25*z + 1
*
[ 1/4 ] 
f(z) = 113/2*z^3 - 209/32*z + 1
*
[ 1/5 ] 
f(z) = 114*z^3 - 214/25*z + 1
*
1/2 | 0.085436361958738642578421227478040953823 | 0.013087762365639473541957962802706393566
f(z) = 114/5*z^3 - 211/30*z + 1
*
[ 1/10 ] 
f(z) = 115*z^3 - 203/20*z + 1
*
[ 1/4 ] 
f(z) = 115/2*z^3 - 211/32*z + 1
*
[ 1/5 ] 
f(z) = 116*z^3 - 216/25*z + 1
*
[ 1/5 ] 
f(z) = 117*z^3 - 217/25*z + 1
*
[ 2/13 ] 
f(z) = 117*z^3 - 215/26*z + 1
*
[ 1/4 ] 
f(z) = 117/2*z^3 - 213/32*z + 1
*
2/9 | 0.20228302800074797555398388247090393395 | 0.029066165365880375592507763510483633544
f(z) = 117/16*z^3 - 211/36*z + 1
*
[ 1/5 ] 
f(z) = 118*z^3 - 218/25*z + 1
*
[ 1/5 ] 
f(z) = 119*z^3 - 219/25*z + 1
*
[ 1/4 ] 
f(z) = 119/2*z^3 - 215/32*z + 1
*
[ 1/3 ] 
f(z) = 101/6*z^3 - 209/54*z + 1
*
[ 1/4 ] 
f(z) = 102/7*z^3 - 219/56*z + 1
*
[ 1/3 ] 
f(z) = 103/6*z^3 - 211/54*z + 1
*
[ 1/3 ] 
f(z) = 107/6*z^3 - 215/54*z + 1
*
[ -3/4 ] 
f(z) = 107/9*z^3 - 209/48*z + 1
*
[ 1/3 ] 
f(z) = 109/6*z^3 - 217/54*z + 1
*
[ -3/4 ] 
f(z) = 109/9*z^3 - 215/48*z + 1
*
[ 1/5 ] 
f(z) = 110/9*z^3 - 202/45*z + 1
*
[ 1/3 ] 
f(z) = 112/5*z^3 - 202/45*z + 1
*
[ 3/4 ] 
f(z) = 112/17*z^3 - 206/51*z + 1
*
[ 3/4 ] 
f(z) = 112/19*z^3 - 208/57*z + 1
*
[ 1/3 ] 
f(z) = 113/5*z^3 - 203/45*z + 1
*
[ 1/5 ] 
f(z) = 115/9*z^3 - 203/45*z + 1
*
[ 1/3 ] 
f(z) = 116/5*z^3 - 206/45*z + 1
*
[ 1/6 ] 
f(z) = 117/10*z^3 - 213/40*z + 1
*
2/3 | 0.19418322503128639832018633913250036309 | 0.026501973187271246210666697541265474938
f(z) = 117/16*z^3 - 211/52*z + 1
*
[ 1/3 ] 
f(z) = 118/5*z^3 - 208/45*z + 1
*
[ 1/3 ] 
f(z) = 119/5*z^3 - 209/45*z + 1
*
2/7 | 0.16934274978060760944097159542823370388 | 0.025180952065251594417236475123111064278
f(z) = 119/6*z^3 - 215/42*z + 1
*
[ 3/7 ] 
f(z) = 119/6*z^3 - 209/42*z + 1
*
[ -6/7 ] 
f(z) = 119/12*z^3 - 215/42*z + 1
*
[ 6/7 ] 
f(z) = 119/18*z^3 - 211/42*z + 1
*
-19/20 | 0.16358129184822332601802821027647019837 | 0.027302388349636872161187449358390447410
f(z) = 100/19*z^3 - 213/76*z + 1
*
[ -19/20 ] 
f(z) = 100/19*z^3 - 205/76*z + 1
*
1/3 | 0.12142182141033411852898770938359608719 | 0.018755618082762728947878400015602352585
f(z) = 108/11*z^3 - 215/66*z + 1
*
[ 9/28 ] 
f(z) = 112/9*z^3 - 214/63*z + 1
*
[ 5/8 ] 
f(z) = 112/15*z^3 - 211/60*z + 1
*
[ 3/10 ] 
f(z) = 115/9*z^3 - 209/60*z + 1
*
[ 1/4 ] 
f(z) = 116/15*z^3 - 209/60*z + 1
*
[ -3/4 ] 
f(z) = 100/3*z^3 - 197/12*z + 1
*
[ 7/5 ] 
f(z) = 100/7*z^3 - 194/7*z + 1
*
[ -7/5 ] 
f(z) = 100/7*z^3 - 184/7*z + 1
*
[ -2 ] 
f(z) = 101/4*z^3 - 199/2*z + 1
*
[ 2 ] 
f(z) = 101/12*z^3 - 199/6*z + 1
*
[ -2 ] 
f(z) = 101/12*z^3 - 193/6*z + 1
*
[ -2 ] 
f(z) = 103/12*z^3 - 197/6*z + 1
*
[ 2/5 ] 
f(z) = 105*z^3 - 183/10*z + 1
*
[ 2/5 ] 
f(z) = 110*z^3 - 191/10*z + 1
*
[ 3/4 ] 
f(z) = 112*z^3 - 190/3*z + 1
*
[ 1/28 ] 
f(z) = 112*z^3 - 190/7*z + 1
*
[ -3/4 ] 
f(z) = 112*z^3 - 182/3*z + 1
*
[ 3/4 ] 
f(z) = 112/5*z^3 - 194/15*z + 1
*
5/4 | 0.097120052487884394179233934671054508821 | 0.018565864255803144064833921902555067257
f(z) = 112/15*z^3 - 187/15*z + 1
*
[ -2/3 ] 
f(z) = 113/4*z^3 - 181/18*z + 1
*
[ 2/5 ] 
f(z) = 115*z^3 - 199/10*z + 1
*
[ -2/3 ] 
f(z) = 115/4*z^3 - 185/18*z + 1
*
[ 1/12 ] 
f(z) = 117*z^3 - 189/16*z + 1
*
0 | 0.16910922269771170635052718106993966928 | 0.028519551457663630855182847169471344088
f(z) = 117/10*z^3 - 188/15*z + 1
*
[ -2/3 ] 
f(z) = 119/4*z^3 - 193/18*z + 1
*
[ 1/4 ] 
f(z) = 101/2*z^3 - 197/32*z + 1
*
[ 1/4 ] 
f(z) = 103/2*z^3 - 199/32*z + 1
*
0 | 0.14541642415128987409562579180434247864 | 0.027244100553457259316273141363207043531
f(z) = 104/15*z^3 - 193/30*z + 1
*
1/5 | 0.097474704528048379541201549057183838197 | 0.013240228854517088479090140748270728477
f(z) = 105/2*z^3 - 193/30*z + 1
*
-4/7 | 0.17624824718340164458736456782017749803 | 0.026704803860079176819471286901697368932
f(z) = 105/4*z^3 - 191/28*z + 1
*
[ 1/7 ] 
f(z) = 105/4*z^3 - 183/28*z + 1
*
-6/7 | 0.20651537785336159370075081608315594785 | 0.026825464645898908608121760373963256437
f(z) = 105/8*z^3 - 199/21*z + 1
*
0 | 0.13756404045200008729377097916568190716 | 0.025681289052032160220230183946591030479
f(z) = 106/15*z^3 - 197/30*z + 1
*
2/9 | 0.087497625983086768556708289525614855732 | 0.015136050534685248175048993988410831554
f(z) = 108/7*z^3 - 184/21*z + 1
*
1/18 | 0.16648077173575490494476156044985612078 | 0.028799197072305404793037721842827875050
f(z) = 108/13*z^3 - 196/39*z + 1
*
[ 13/18 ] 
f(z) = 108/13*z^3 - 184/39*z + 1
*
[ 1/3 ] 
f(z) = 109/4*z^3 - 181/36*z + 1
*
2/3 | 0.10970445127357409165908993265753959101 | 0.018888044062766006540142169523080389183
f(z) = 111/10*z^3 - 193/30*z + 1
*
[ 3/14 ] 
f(z) = 112*z^3 - 185/21*z + 1
*
[ 3/28 ] 
f(z) = 112/3*z^3 - 184/21*z + 1
*
[ 5/8 ] 
f(z) = 112/5*z^3 - 187/20*z + 1
*
[ 5/28 ] 
f(z) = 112/5*z^3 - 186/35*z + 1
*
[ 3/4 ] 
f(z) = 112/11*z^3 - 200/33*z + 1
*
[ 1/3 ] 
f(z) = 113/4*z^3 - 185/36*z + 1
*
1/6 | 0.19299149256760242433345375068845942887 | 0.029563838340105133237051301207107268659
f(z) = 114/5*z^3 - 199/30*z + 1
*
[ 1/3 ] 
f(z) = 115/4*z^3 - 187/36*z + 1
*
[ 4/5 ] 
f(z) = 115/8*z^3 - 189/20*z + 1
*
[ 3/4 ] 
f(z) = 118/9*z^3 - 185/24*z + 1
*
[ 3/7 ] 
f(z) = 119/3*z^3 - 181/21*z + 1
*
[ -4/7 ] 
f(z) = 119/4*z^3 - 195/28*z + 1
*
[ 1/3 ] 
f(z) = 119/4*z^3 - 191/36*z + 1
*
[ 1/7 ] 
f(z) = 119/4*z^3 - 185/28*z + 1
*
[ -6/7 ] 
f(z) = 119/8*z^3 - 184/21*z + 1
*
[ 13/20 ] 
f(z) = 100/13*z^3 - 197/52*z + 1
*
[ 1/4 ] 
f(z) = 100/13*z^3 - 181/52*z + 1
*
[ 1/3 ] 
f(z) = 101/5*z^3 - 191/45*z + 1
*
[ -3/4 ] 
f(z) = 101/9*z^3 - 191/48*z + 1
*
[ 1/3 ] 
f(z) = 103/5*z^3 - 193/45*z + 1
*
[ -3/4 ] 
f(z) = 103/9*z^3 - 197/48*z + 1
*
[ 1/3 ] 
f(z) = 104/5*z^3 - 194/45*z + 1
*
[ 1/5 ] 
f(z) = 105/8*z^3 - 181/40*z + 1
*
[ 1/3 ] 
f(z) = 106/5*z^3 - 196/45*z + 1
*
[ 1/3 ] 
f(z) = 107/5*z^3 - 197/45*z + 1
*
1/9 | 0.14822572897704518641688296689589003701 | 0.022895927028944625038004530748867203226
f(z) = 108/7*z^3 - 197/42*z + 1
*
4/9 | 0.095944072127119737174802933415264214221 | 0.014820156321326153441154012562106942478
f(z) = 108/7*z^3 - 191/42*z + 1
*
[ 1/4 ] 
f(z) = 108/13*z^3 - 183/52*z + 1
*
[ -17/18 ] 
f(z) = 108/17*z^3 - 184/51*z + 1
*
[ 1/3 ] 
f(z) = 109/5*z^3 - 199/45*z + 1
*
[ -2/3 ] 
f(z) = 111/7*z^3 - 191/42*z + 1
*
1/3 | 0.16537549538163637596779455971973043423 | 0.028473043777235775035750427285503295561
f(z) = 111/16*z^3 - 181/48*z + 1
*
[ -2/3 ] 
f(z) = 114/7*z^3 - 199/42*z + 1
*
[ 1/5 ] 
f(z) = 115/8*z^3 - 183/40*z + 1
*
[ 1/4 ] 
f(z) = 116/13*z^3 - 185/52*z + 1
*
[ -5/9 ] 
f(z) = 117/5*z^3 - 199/45*z + 1
*
[ 4/13 ] 
f(z) = 117/8*z^3 - 189/52*z + 1
*
[ 2/7 ] 
f(z) = 117/8*z^3 - 181/49*z + 1
*
[ 6/17 ] 
f(z) = 119/8*z^3 - 188/51*z + 1
*
[ 4/15 ] 
f(z) = 105/16*z^3 - 193/60*z + 1
*
[ 1/2 ] 
f(z) = 105/19*z^3 - 181/76*z + 1
*
[ 1/2 ] 
f(z) = 107/19*z^3 - 183/76*z + 1
*
[ 1/2 ] 
f(z) = 109/18*z^3 - 181/72*z + 1
*
[ 1/2 ] 
f(z) = 109/19*z^3 - 185/76*z + 1
*
[ 1/2 ] 
f(z) = 111/19*z^3 - 187/76*z + 1
*
1/8 | 0.17014258100488184004029555568984100937 | 0.027870326565929476195279073751726503986
f(z) = 112/15*z^3 - 187/60*z + 1
*
[ 1/2 ] 
f(z) = 113/17*z^3 - 181/68*z + 1
*
[ 1/2 ] 
f(z) = 113/18*z^3 - 185/72*z + 1
*
[ 1/2 ] 
f(z) = 113/19*z^3 - 189/76*z + 1
*
[ 2/5 ] 
f(z) = 115/14*z^3 - 197/70*z + 1
*
[ 1/2 ] 
f(z) = 115/17*z^3 - 183/68*z + 1
*
[ 1/2 ] 
f(z) = 115/18*z^3 - 187/72*z + 1
*
[ 1/2 ] 
f(z) = 115/19*z^3 - 191/76*z + 1
*
[ 1/2 ] 
f(z) = 117/16*z^3 - 181/64*z + 1
*
[ 1/2 ] 
f(z) = 117/17*z^3 - 185/68*z + 1
*
[ 1/2 ] 
f(z) = 117/19*z^3 - 193/76*z + 1
*
[ 1/2 ] 
f(z) = 119/16*z^3 - 183/64*z + 1
*
[ 1/2 ] 
f(z) = 119/18*z^3 - 191/72*z + 1
*
[ 1/2 ] 
f(z) = 119/19*z^3 - 195/76*z + 1
*
3/20 | 0.16975537512913114437371522544934428084 | 0.027005317624486873071889884823369645432
f(z) = 100/9*z^3 - 179/12*z + 1
*
[ 13/10 ] 
f(z) = 100/13*z^3 - 166/13*z + 1
*
[ 1/10 ] 
f(z) = 100/19*z^3 - 172/19*z + 1
*
[ -2/3 ] 
f(z) = 103/4*z^3 - 161/18*z + 1
*
[ 1/13 ] 
f(z) = 104*z^3 - 164/13*z + 1
*
1/15 | 0.10943547447658457484997432342742859961 | 0.014864889654071302073042814013024270550
f(z) = 105*z^3 - 172/15*z + 1
*
[ -2/3 ] 
f(z) = 107/4*z^3 - 169/18*z + 1
*
1/3 | 0.14363536601924047770678935755299850979 | 0.020041106030979008028068904166807552838
f(z) = 108*z^3 - 169/12*z + 1
*
[ 5/18 ] 
f(z) = 108*z^3 - 164/15*z + 1
*
[ -2/3 ] 
f(z) = 109/4*z^3 - 173/18*z + 1
*
[ 3/2 ] 
f(z) = 110/9*z^3 - 163/6*z + 1
*
0 | 0.14363554483977332783636997487845397483 | 0.024425599715526531112636880293061398516
f(z) = 111/10*z^3 - 179/15*z + 1
*
1/7 | 0.076763577966790036429256983970756490857 | 0.010433298213514434379660513646926784705
f(z) = 112*z^3 - 165/14*z + 1
*
[ 2/7 ] 
f(z) = 112*z^3 - 163/14*z + 1
*
1/8 | 0.093880096096800412794328813826699853188 | 0.015378095952262504270897207005634550308
f(z) = 112/3*z^3 - 163/12*z + 1
*
[ 5/4 ] 
f(z) = 112/5*z^3 - 174/5*z + 1
*
[ -5/4 ] 
f(z) = 112/5*z^3 - 166/5*z + 1
*
-5/4 | 0.12382664329178719212468727054743447830 | 0.023896529465189137586708457128869606175
f(z) = 112/15*z^3 - 178/15*z + 1
*
[ 5/4 ] 
f(z) = 112/15*z^3 - 172/15*z + 1
*
[ 1/4 ] 
f(z) = 113*z^3 - 161/16*z + 1
*
[ 1/4 ] 
f(z) = 115*z^3 - 163/16*z + 1
*
[ -3/5 ] 
f(z) = 115/3*z^3 - 167/15*z + 1
*
[ 2/9 ] 
f(z) = 117*z^3 - 167/18*z + 1
*
[ 1/13 ] 
f(z) = 117*z^3 - 165/13*z + 1
*
[ 1/4 ] 
f(z) = 117*z^3 - 165/16*z + 1
*
[ 3/2 ] 
f(z) = 118/9*z^3 - 175/6*z + 1
*
[ -3/2 ] 
f(z) = 118/9*z^3 - 167/6*z + 1
*
[ 2/7 ] 
f(z) = 119*z^3 - 171/14*z + 1
*
[ 1/4 ] 
f(z) = 119*z^3 - 167/16*z + 1
*
[ -4/5 ] 
f(z) = 100/9*z^3 - 175/36*z + 1
*
[ 1/3 ] 
f(z) = 101/4*z^3 - 173/36*z + 1
*
[ 1/6 ] 
f(z) = 102/5*z^3 - 167/30*z + 1
*
[ 1/3 ] 
f(z) = 103/4*z^3 - 175/36*z + 1
*
[ 1/6 ] 
f(z) = 104/3*z^3 - 161/27*z + 1
*
[ -4/7 ] 
f(z) = 105/4*z^3 - 163/28*z + 1
*
[ 4/5 ] 
f(z) = 105/8*z^3 - 173/20*z + 1
*
[ 3/4 ] 
f(z) = 106/9*z^3 - 167/24*z + 1
*
[ 1/3 ] 
f(z) = 107/3*z^3 - 161/27*z + 1
*
[ 1/3 ] 
f(z) = 107/4*z^3 - 179/36*z + 1
*
1/9 | 0.13299035098416869016651966119595782036 | 0.020542569719180205125316658031986733125
f(z) = 108/5*z^3 - 173/30*z + 1
*
1/12 | 0.18152981201469001931893406536572242024 | 0.029913823507427301839689395556699202213
f(z) = 108/5*z^3 - 163/20*z + 1
*
[ 7/12 ] 
f(z) = 108/7*z^3 - 167/28*z + 1
*
11/18 | 0.15789570785856649246356106921852171222 | 0.027314082942308977695580909195398587130
f(z) = 108/11*z^3 - 169/33*z + 1
*
[ 1/3 ] 
f(z) = 109/3*z^3 - 163/27*z + 1
*
[ 2/11 ] 
f(z) = 110*z^3 - 179/22*z + 1
*
3/10 | 0.11636464412345807349598699461966543117 | 0.016616243958916602561359611886285943814
f(z) = 110/3*z^3 - 179/30*z + 1
*
[ 3/11 ] 
f(z) = 110/3*z^3 - 178/33*z + 1
*
[ 3/10 ] 
f(z) = 110/3*z^3 - 169/30*z + 1
*
[ 1/3 ] 
f(z) = 110/3*z^3 - 164/27*z + 1
*
[ 1/5 ] 
f(z) = 110/7*z^3 - 162/35*z + 1
*
[ 3/4 ] 
f(z) = 110/9*z^3 - 173/24*z + 1
*
[ 2/3 ] 
f(z) = 111/10*z^3 - 163/30*z + 1
*
[ 1/3 ] 
f(z) = 112/3*z^3 - 166/27*z + 1
*
[ 1/6 ] 
f(z) = 112/3*z^3 - 163/27*z + 1
*
[ 5/14 ] 
f(z) = 112/5*z^3 - 163/35*z + 1
*
[ 3/28 ] 
f(z) = 112/9*z^3 - 178/21*z + 1
*
[ 1/3 ] 
f(z) = 113/3*z^3 - 167/27*z + 1
*
[ 1/6 ] 
f(z) = 114/5*z^3 - 169/30*z + 1
*
[ 1/3 ] 
f(z) = 115/3*z^3 - 169/27*z + 1
*
1/5 | 0.18326299401290453874254584515344983228 | 0.028840466141614343311754313939502547546
f(z) = 115/6*z^3 - 173/30*z + 1
*
2/5 | 0.15507336979869059061475159738280800041 | 0.024404208254014725970437734296258820427
f(z) = 115/6*z^3 - 167/30*z + 1
*
[ 1/5 ] 
f(z) = 115/7*z^3 - 163/35*z + 1
*
[ 1/3 ] 
f(z) = 116/3*z^3 - 170/27*z + 1
*
[ 1/6 ] 
f(z) = 116/3*z^3 - 164/27*z + 1
*
[ 2/13 ] 
f(z) = 117/2*z^3 - 179/26*z + 1
*
[ 2/13 ] 
f(z) = 117/4*z^3 - 161/26*z + 1
*
[ 1/6 ] 
f(z) = 117/8*z^3 - 173/32*z + 1
*
[ 2/15 ] 
f(z) = 117/8*z^3 - 169/25*z + 1
*
[ 6/13 ] 
f(z) = 117/8*z^3 - 167/39*z + 1
*
[ 1/3 ] 
f(z) = 118/3*z^3 - 172/27*z + 1
*
[ 1/3 ] 
f(z) = 119/3*z^3 - 173/27*z + 1
*
[ 2/7 ] 
f(z) = 101/8*z^3 - 173/49*z + 1
*
[ 1/4 ] 
f(z) = 102/5*z^3 - 171/40*z + 1
*
[ -2/3 ] 
f(z) = 102/7*z^3 - 167/42*z + 1
*
[ 2/7 ] 
f(z) = 103/8*z^3 - 174/49*z + 1
*
1/3 | 0.16117332939719595504873861083082323545 | 0.028017608732029659065989773945330415991
f(z) = 105/16*z^3 - 179/48*z + 1
*
[ 1/4 ] 
f(z) = 106/5*z^3 - 173/40*z + 1
*
[ 2/7 ] 
f(z) = 107/8*z^3 - 176/49*z + 1
*
[ 1/2 ] 
f(z) = 107/14*z^3 - 163/56*z + 1
*
[ 2/9 ] 
f(z) = 108/7*z^3 - 179/42*z + 1
*
[ 2/7 ] 
f(z) = 109/8*z^3 - 177/49*z + 1
*
[ 1/2 ] 
f(z) = 109/13*z^3 - 161/52*z + 1
*
[ 1/2 ] 
f(z) = 109/14*z^3 - 165/56*z + 1
*
[ 2/7 ] 
f(z) = 111/8*z^3 - 178/49*z + 1
*
[ 1/2 ] 
f(z) = 111/13*z^3 - 163/52*z + 1
*
[ 2/3 ] 
f(z) = 111/14*z^3 - 169/42*z + 1
*
[ 1/2 ] 
f(z) = 111/14*z^3 - 167/56*z + 1
*
[ 2/7 ] 
f(z) = 113/8*z^3 - 179/49*z + 1
*
[ 1/2 ] 
f(z) = 113/12*z^3 - 161/48*z + 1
*
[ 1/2 ] 
f(z) = 113/13*z^3 - 165/52*z + 1
*
[ 1/2 ] 
f(z) = 113/14*z^3 - 169/56*z + 1
*
[ 1/4 ] 
f(z) = 114/5*z^3 - 177/40*z + 1
*
[ 2/7 ] 
f(z) = 115/8*z^3 - 180/49*z + 1
*
[ 1/2 ] 
f(z) = 115/12*z^3 - 163/48*z + 1
*
[ 1/2 ] 
f(z) = 115/13*z^3 - 167/52*z + 1
*
[ 1/2 ] 
f(z) = 115/14*z^3 - 171/56*z + 1
*
[ 3/8 ] 
f(z) = 116/9*z^3 - 167/48*z + 1
*
[ 1/4 ] 
f(z) = 116/11*z^3 - 161/44*z + 1
*
[ 1/2 ] 
f(z) = 117/11*z^3 - 161/44*z + 1
*
[ 1/2 ] 
f(z) = 117/14*z^3 - 173/56*z + 1
*
[ 1/4 ] 
f(z) = 118/5*z^3 - 179/40*z + 1
*
[ 2/7 ] 
f(z) = 119/6*z^3 - 173/42*z + 1
*
[ 1/2 ] 
f(z) = 119/11*z^3 - 163/44*z + 1
*
[ 1/2 ] 
f(z) = 119/12*z^3 - 167/48*z + 1
*
[ 1/2 ] 
f(z) = 119/13*z^3 - 171/52*z + 1
*
[ 1/2 ] 
f(z) = 101/15*z^3 - 161/60*z + 1
*
[ 1/2 ] 
f(z) = 101/16*z^3 - 165/64*z + 1
*
[ 1/2 ] 
f(z) = 101/17*z^3 - 169/68*z + 1
*
[ 1/2 ] 
f(z) = 101/18*z^3 - 173/72*z + 1
*
[ 1/2 ] 
f(z) = 101/19*z^3 - 177/76*z + 1
*
[ 1/2 ] 
f(z) = 103/15*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 103/16*z^3 - 167/64*z + 1
*
[ 1/2 ] 
f(z) = 103/17*z^3 - 171/68*z + 1
*
[ 1/2 ] 
f(z) = 103/18*z^3 - 175/72*z + 1
*
[ 1/2 ] 
f(z) = 103/19*z^3 - 179/76*z + 1
*
[ 1/2 ] 
f(z) = 105/16*z^3 - 169/64*z + 1
*
4/15 | 0.15734534105038836665975697590789764769 | 0.021372604664830938326433991308990003504
f(z) = 105/16*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 105/17*z^3 - 173/68*z + 1
*
[ 1/2 ] 
f(z) = 107/15*z^3 - 167/60*z + 1
*
[ 1/2 ] 
f(z) = 107/16*z^3 - 171/64*z + 1
*
[ 1/2 ] 
f(z) = 107/17*z^3 - 175/68*z + 1
*
[ 1/2 ] 
f(z) = 107/18*z^3 - 179/72*z + 1
*
[ 1/2 ] 
f(z) = 109/15*z^3 - 169/60*z + 1
*
[ 1/2 ] 
f(z) = 109/16*z^3 - 173/64*z + 1
*
[ 1/2 ] 
f(z) = 109/17*z^3 - 177/68*z + 1
*
[ 1/2 ] 
f(z) = 111/16*z^3 - 175/64*z + 1
*
[ 1/2 ] 
f(z) = 111/17*z^3 - 179/68*z + 1
*
[ 3/8 ] 
f(z) = 112/15*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 113/15*z^3 - 173/60*z + 1
*
[ 1/2 ] 
f(z) = 113/16*z^3 - 177/64*z + 1
*
[ 1/2 ] 
f(z) = 115/16*z^3 - 179/64*z + 1
*
[ 1/2 ] 
f(z) = 119/15*z^3 - 179/60*z + 1
*
[ 2/15 ] 
f(z) = 100*z^3 - 149/18*z + 1
*
11/20 | 0.092151935118371659447417919620543858706 | 0.015380535826228404557355662843459024254
f(z) = 100/3*z^3 - 157/12*z + 1
*
[ -13/10 ] 
f(z) = 100/13*z^3 - 146/13*z + 1
*
[ 1/10 ] 
f(z) = 100/17*z^3 - 154/17*z + 1
*
[ 1/4 ] 
f(z) = 101*z^3 - 149/16*z + 1
*
[ -2/3 ] 
f(z) = 101/4*z^3 - 157/18*z + 1
*
[ 1/4 ] 
f(z) = 103*z^3 - 151/16*z + 1
*
0 | 0.12457938070179525144050847359913791946 | 0.025173858393092354447597659801277143968
f(z) = 103/19*z^3 - 141/19*z + 1
*
0 | 0.12476305646890086132491184707129129595 | 0.025175022255374903218113051519903481072
f(z) = 104/19*z^3 - 142/19*z + 1
*
[ 2/7 ] 
f(z) = 105*z^3 - 155/14*z + 1
*
[ 1/4 ] 
f(z) = 105*z^3 - 153/16*z + 1
*
[ 2/3 ] 
f(z) = 105/2*z^3 - 143/6*z + 1
*
-4/3 | 0.14484708125385726288146442413679231876 | 0.022813657324326274740757587505870967402
f(z) = 105/16*z^3 - 143/12*z + 1
*
0 | 0.12494492763063096004495819006539544209 | 0.025176070769736653224060800527802370199
f(z) = 105/19*z^3 - 143/19*z + 1
*
[ 1/6 ] 
f(z) = 106*z^3 - 143/18*z + 1
*
[ 3/2 ] 
f(z) = 106/9*z^3 - 157/6*z + 1
*
[ -3/2 ] 
f(z) = 106/9*z^3 - 149/6*z + 1
*
0 | 0.12512502931624934302302984044918807081 | 0.025177008023002469489844038692082156554
f(z) = 106/19*z^3 - 144/19*z + 1
*
[ 1/4 ] 
f(z) = 107*z^3 - 155/16*z + 1
*
[ 1/3 ] 
f(z) = 107/2*z^3 - 143/18*z + 1
*
0 | 0.12535329171604227195554714206039807930 | 0.025330243231191234353059328197521930617
f(z) = 107/17*z^3 - 141/17*z + 1
*
0 | 0.098929848866080832472687723110206724602 | 0.019934101555965860320662880577700994909
f(z) = 107/18*z^3 - 143/18*z + 1
*
0 | 0.12530339563873803497470137144479530538 | 0.025177837940310064681925307945081173170
f(z) = 107/19*z^3 - 145/19*z + 1
*
11/36 | 0.097339527961771099351832255084095846764 | 0.013581556234736679948758503417744196288
f(z) = 108*z^3 - 157/12*z + 1
*
[ 7/6 ] 
f(z) = 108/7*z^3 - 146/7*z + 1
*
0 | 0.12552947623217594537261074263674685837 | 0.025329672479114964400228432143596589164
f(z) = 108/17*z^3 - 142/17*z + 1
*
0 | 0.12548005973363955680477133171594196566 | 0.025178564292585777557699142812672934038
f(z) = 108/19*z^3 - 146/19*z + 1
*
[ 1/4 ] 
f(z) = 109*z^3 - 157/16*z + 1
*
[ 1/3 ] 
f(z) = 109/2*z^3 - 145/18*z + 1
*
0 | 0.10005627855633467456837023973617079076 | 0.020218454880155581017318251847127089707
f(z) = 109/16*z^3 - 141/16*z + 1
*
0 | 0.12570399985156845924479597135995868413 | 0.025329021804372961415807399161364339927
f(z) = 109/17*z^3 - 143/17*z + 1
*
0 | 0.099281030994856920681451696299234076101 | 0.019949034072007396454854973481525755870
f(z) = 109/18*z^3 - 145/18*z + 1
*
0 | 0.12565505379606032595317577807061935368 | 0.025179190703619771552046366232575210339
f(z) = 109/19*z^3 - 147/19*z + 1
*
1/10 | 0.085356903067118865932838725298467531673 | 0.012188505672187459718625659169071855841
f(z) = 110*z^3 - 151/10*z + 1
*
[ 1/6 ] 
f(z) = 110*z^3 - 145/18*z + 1
*
[ -2/5 ] 
f(z) = 110*z^3 - 141/10*z + 1
*
[ -3/5 ] 
f(z) = 110/3*z^3 - 158/15*z + 1
*
[ -3/2 ] 
f(z) = 110/9*z^3 - 155/6*z + 1
*
0 | 0.12587689360545138913819934758833516191 | 0.025328294247228677621319411540976908225
f(z) = 110/17*z^3 - 144/17*z + 1
*
0 | 0.12582840911593871869342120844086147606 | 0.025179720656765167368417349028525790471
f(z) = 110/19*z^3 - 148/19*z + 1
*
[ 1/4 ] 
f(z) = 111*z^3 - 159/16*z + 1
*
[ 2/3 ] 
f(z) = 111/2*z^3 - 151/6*z + 1
*
-4/3 | 0.11415818262478458162823325182147576033 | 0.017827260073226163703414250746496168417
f(z) = 111/16*z^3 - 151/12*z + 1
*
[ 4/3 ] 
f(z) = 111/16*z^3 - 145/12*z + 1
*
0 | 0.10040001198083319788572993979123296229 | 0.020230335515374614176891191007421284719
f(z) = 111/16*z^3 - 143/16*z + 1
*
0 | 0.12604818766319896231229207401920436900 | 0.025327492726563242211346803637826450101
f(z) = 111/17*z^3 - 145/17*z + 1
*
0 | 0.12600015611167458325748111088875319331 | 0.025180157501283933776396338387339123126
f(z) = 111/19*z^3 - 149/19*z + 1
*
[ -3/8 ] 
f(z) = 112*z^3 - 145/12*z + 1
*
1/2 | 0.16510958072484322991081967080357045622 | 0.027045892373250420661168366393013156307
f(z) = 112/3*z^3 - 151/12*z + 1
*
[ -3/4 ] 
f(z) = 112/5*z^3 - 154/15*z + 1
*
[ -5/4 ] 
f(z) = 112/15*z^3 - 148/15*z + 1
*
0 | 0.10592166756055425146600286396158056614 | 0.021373156554785606542506338801330918916
f(z) = 112/15*z^3 - 142/15*z + 1
*
0 | 0.12621791136396071468286300717789361734 | 0.025326620045442978160854852201070367035
f(z) = 112/17*z^3 - 146/17*z + 1
*
0 | 0.12617032436221075003571823410718422108 | 0.025180504458360800763829837920219736788
f(z) = 112/19*z^3 - 150/19*z + 1
*
[ 1/3 ] 
f(z) = 113/2*z^3 - 149/18*z + 1
*
0 | 0.11362105893473706434760508858557095078 | 0.022959501259224461845470864427410400474
f(z) = 113/14*z^3 - 141/14*z + 1
*
0 | 0.10608941659966036513388048102844400294 | 0.021376735421617338839136845379335532280
f(z) = 113/15*z^3 - 143/15*z + 1
*
0 | 0.10073747980026648716097581375769762268 | 0.020241685614322212285760618433064041159
f(z) = 113/16*z^3 - 145/16*z + 1
*
0 | 0.12638609324685565802267166182110284874 | 0.025325678896393298058517139778792275382
f(z) = 113/17*z^3 - 147/17*z + 1
*
0 | 0.099964020245544477233971489416568943529 | 0.019977036949171860676157567599704945267
f(z) = 113/18*z^3 - 149/18*z + 1
*
0 | 0.12633894263765129860637276081549052149 | 0.025180764626805017796559209510267515397
f(z) = 113/19*z^3 - 151/19*z + 1
*
0 | 0.12655276107980577087304140399656359965 | 0.025324671866396580353805132436589943125
f(z) = 114/17*z^3 - 148/17*z + 1
*
[ -2/5 ] 
f(z) = 115*z^3 - 149/10*z + 1
*
[ 1/3 ] 
f(z) = 115/2*z^3 - 151/18*z + 1
*
0 | 0.12681000051687357397886591677014729250 | 0.025624601582192172697744746185939944930
f(z) = 115/13*z^3 - 141/13*z + 1
*
0 | 0.11395164651400720270954581588897360761 | 0.022960953848768681611105848822450469898
f(z) = 115/14*z^3 - 143/14*z + 1
*
0 | 0.10106890640305982183092181662613869549 | 0.020252534153216279572902333178506802280
f(z) = 115/16*z^3 - 147/16*z + 1
*
0 | 0.12671794188708175831632448717870372597 | 0.025323601441630442885115241130186754059
f(z) = 115/17*z^3 - 149/17*z + 1
*
0 | 0.10029629262546054737251085535944882825 | 0.019990173139142815183524944753275171686
f(z) = 115/18*z^3 - 151/18*z + 1
*
0 | 0.12667164047356516073546883210879840061 | 0.025181036413327250172575386806926216912
f(z) = 115/19*z^3 - 153/19*z + 1
*
[ 1/8 ] 
f(z) = 116*z^3 - 141/16*z + 1
*
0 | 0.12697290390589583902439767550738731476 | 0.025620931164485342780198768520147836749
f(z) = 116/13*z^3 - 142/13*z + 1
*
0 | 0.10658373298467458360728681234396865492 | 0.021386867197824417984998020750678747804
f(z) = 116/15*z^3 - 146/15*z + 1
*
0 | 0.12688166197562950254715659264258321128 | 0.025322470011961734528098403043571808874
f(z) = 116/17*z^3 - 150/17*z + 1
*
0 | 0.12683577378668520019398553001463088800 | 0.025181053664453279712336245507648014564
f(z) = 116/19*z^3 - 154/19*z + 1
*
[ 1/9 ] 
f(z) = 117/2*z^3 - 157/18*z + 1
*
0 | 0.11427643494071576124620501943801776815 | 0.022962135580340330533764681966738088285
f(z) = 117/14*z^3 - 145/14*z + 1
*
0 | 0.10139450433275552354634294726030077254 | 0.020262908139578402574943031453185489627
f(z) = 117/16*z^3 - 149/16*z + 1
*
0 | 0.12704394696024142079070836650518909410 | 0.025321279875210550999480022263478093529
f(z) = 117/17*z^3 - 151/17*z + 1
*
0 | 0.12699846468219952474375578721865411444 | 0.025180995402540240634831134154016435753
f(z) = 117/19*z^3 - 155/19*z + 1
*
[ 1/6 ] 
f(z) = 118*z^3 - 149/18*z + 1
*
0 | 0.12729447304586011190473501804101923259 | 0.025613532213920437146256574354004189389
f(z) = 118/13*z^3 - 144/13*z + 1
*
0 | 0.10690609437216999214714863620600794415 | 0.021393146521599277005676876892112138047
f(z) = 118/15*z^3 - 148/15*z + 1
*
0 | 0.12720482178763303463714670814161970808 | 0.025320033241197640654707389583002503087
f(z) = 118/17*z^3 - 152/17*z + 1
*
0 | 0.12715973829936709350129622902654737150 | 0.025180864190348692258935194512623588835
f(z) = 118/19*z^3 - 156/19*z + 1
*
[ 1/3 ] 
f(z) = 119/2*z^3 - 155/18*z + 1
*
0 | 0.12749737570772384748247205200817716296 | 0.025763500054956375955000381053877283890
f(z) = 119/11*z^3 - 141/11*z + 1
*
0 | 0.081459816618322295431107251047418362142 | 0.016413936499570850727905296652978028411
f(z) = 119/12*z^3 - 143/12*z + 1
*
0 | 0.12745318730631064239607756815451498574 | 0.025609806331395217610266546098732789928
f(z) = 119/13*z^3 - 145/13*z + 1
*
0 | 0.10706519450439577352914122223843049321 | 0.021396151748707980246055844348238120062
f(z) = 119/15*z^3 - 149/15*z + 1
*
0 | 0.10171447510748125585413513496775154361 | 0.020272832773077246236687049767125283468
f(z) = 119/16*z^3 - 151/16*z + 1
*
0 | 0.10094346480535931013025112515195297323 | 0.020014863404380269296617929556537542083
f(z) = 119/18*z^3 - 155/18*z + 1
*
0 | 0.12731961912570588013766418754268127563 | 0.025180662496873063412849199882487234273
f(z) = 119/19*z^3 - 157/19*z + 1
*
[ 1/6 ] 
f(z) = 100/3*z^3 - 160/27*z + 1
*
[ 1/3 ] 
f(z) = 100/3*z^3 - 154/27*z + 1
*
-13/20 | 0.17576527087429589371608194308305757236 | 0.029335944407638358366843586750110133411
f(z) = 100/7*z^3 - 141/28*z + 1
*
11/20 | 0.10931438660280564447348535317438485397 | 0.018245019350998341313138508012809509329
f(z) = 100/9*z^3 - 157/36*z + 1
*
[ 1/3 ] 
f(z) = 101/3*z^3 - 155/27*z + 1
*
[ 1/3 ] 
f(z) = 103/3*z^3 - 157/27*z + 1
*
[ 1/3 ] 
f(z) = 104/3*z^3 - 158/27*z + 1
*
[ 3/8 ] 
f(z) = 104/3*z^3 - 157/24*z + 1
*
[ 3/13 ] 
f(z) = 104/9*z^3 - 154/39*z + 1
*
[ 1/6 ] 
f(z) = 105/2*z^3 - 155/24*z + 1
*
[ -6/7 ] 
f(z) = 105/8*z^3 - 157/21*z + 1
*
2/3 | 0.082269624360948022324689504091831057744 | 0.010686472468374931656672717189897059247
f(z) = 105/8*z^3 - 145/21*z + 1
*
[ 4/7 ] 
f(z) = 105/8*z^3 - 141/28*z + 1
*
[ 1/3 ] 
f(z) = 106/3*z^3 - 160/27*z + 1
*
[ 1/2 ] 
f(z) = 107/9*z^3 - 143/36*z + 1
*
1/12 | 0.098841405314502537552040944881752362337 | 0.016287816976116559323717860178979347074
f(z) = 108/5*z^3 - 143/20*z + 1
*
1/12 | 0.15249231359372224103708015398067832487 | 0.025128809997956267168772350451911935849
f(z) = 108/7*z^3 - 143/28*z + 1
*
11/18 | 0.11130873809776979880625505748080936097 | 0.019255090248112041518781101261673895283
f(z) = 108/7*z^3 - 142/21*z + 1
*
[ 11/18 ] 
f(z) = 108/11*z^3 - 142/33*z + 1
*
[ 1/2 ] 
f(z) = 109/8*z^3 - 141/32*z + 1
*
[ 1/2 ] 
f(z) = 109/9*z^3 - 145/36*z + 1
*
[ 1/6 ] 
f(z) = 111/2*z^3 - 157/24*z + 1
*
[ 1/2 ] 
f(z) = 111/8*z^3 - 143/32*z + 1
*
[ 1/7 ] 
f(z) = 112/3*z^3 - 142/21*z + 1
*
[ 1/2 ] 
f(z) = 113/7*z^3 - 141/28*z + 1
*
[ 1/2 ] 
f(z) = 113/8*z^3 - 145/32*z + 1
*
[ 1/2 ] 
f(z) = 113/9*z^3 - 149/36*z + 1
*
[ 1/5 ] 
f(z) = 115/6*z^3 - 143/30*z + 1
*
[ 1/2 ] 
f(z) = 115/7*z^3 - 143/28*z + 1
*
[ 1/2 ] 
f(z) = 115/8*z^3 - 147/32*z + 1
*
[ 1/2 ] 
f(z) = 115/9*z^3 - 151/36*z + 1
*
[ 1/6 ] 
f(z) = 117/7*z^3 - 153/28*z + 1
*
[ 1/2 ] 
f(z) = 117/7*z^3 - 145/28*z + 1
*
[ 1/2 ] 
f(z) = 117/8*z^3 - 149/32*z + 1
*
[ 4/9 ] 
f(z) = 117/8*z^3 - 149/36*z + 1
*
[ 1/7 ] 
f(z) = 119/3*z^3 - 143/21*z + 1
*
[ 1/2 ] 
f(z) = 119/6*z^3 - 143/24*z + 1
*
[ 4/7 ] 
f(z) = 119/8*z^3 - 157/28*z + 1
*
[ 1/2 ] 
f(z) = 119/8*z^3 - 151/32*z + 1
*
[ 1/2 ] 
f(z) = 119/9*z^3 - 155/36*z + 1
*
[ 3/8 ] 
f(z) = 100/9*z^3 - 155/48*z + 1
*
[ 3/10 ] 
f(z) = 100/17*z^3 - 146/51*z + 1
*
[ 3/5 ] 
f(z) = 100/17*z^3 - 142/51*z + 1
*
[ 3/10 ] 
f(z) = 100/19*z^3 - 160/57*z + 1
*
[ 3/5 ] 
f(z) = 100/19*z^3 - 146/57*z + 1
*
[ 1/2 ] 
f(z) = 101/10*z^3 - 141/40*z + 1
*
[ 1/2 ] 
f(z) = 101/11*z^3 - 145/44*z + 1
*
[ 1/2 ] 
f(z) = 101/12*z^3 - 149/48*z + 1
*
[ 1/2 ] 
f(z) = 101/13*z^3 - 153/52*z + 1
*
[ 1/2 ] 
f(z) = 101/14*z^3 - 157/56*z + 1
*
[ 1/3 ] 
f(z) = 102/19*z^3 - 148/57*z + 1
*
[ 1/2 ] 
f(z) = 103/10*z^3 - 143/40*z + 1
*
[ 1/2 ] 
f(z) = 103/11*z^3 - 147/44*z + 1
*
[ 1/2 ] 
f(z) = 103/12*z^3 - 151/48*z + 1
*
[ 1/2 ] 
f(z) = 103/13*z^3 - 155/52*z + 1
*
[ 1/2 ] 
f(z) = 103/14*z^3 - 159/56*z + 1
*
[ 1/2 ] 
f(z) = 105/11*z^3 - 149/44*z + 1
*
[ 1/2 ] 
f(z) = 105/13*z^3 - 157/52*z + 1
*
[ 1/3 ] 
f(z) = 105/19*z^3 - 149/57*z + 1
*
[ 1/2 ] 
f(z) = 107/10*z^3 - 147/40*z + 1
*
[ 1/2 ] 
f(z) = 107/11*z^3 - 151/44*z + 1
*
[ 1/2 ] 
f(z) = 107/12*z^3 - 155/48*z + 1
*
[ 1/2 ] 
f(z) = 107/13*z^3 - 159/52*z + 1
*
[ 1/4 ] 
f(z) = 108/11*z^3 - 159/44*z + 1
*
[ 1/2 ] 
f(z) = 109/10*z^3 - 149/40*z + 1
*
[ 1/2 ] 
f(z) = 109/11*z^3 - 153/44*z + 1
*
[ 1/2 ] 
f(z) = 109/12*z^3 - 157/48*z + 1
*
[ 1/2 ] 
f(z) = 111/10*z^3 - 151/40*z + 1
*
[ 1/2 ] 
f(z) = 111/11*z^3 - 155/44*z + 1
*
[ 1/3 ] 
f(z) = 111/19*z^3 - 151/57*z + 1
*
[ 1/2 ] 
f(z) = 113/10*z^3 - 153/40*z + 1
*
[ 1/2 ] 
f(z) = 113/11*z^3 - 157/44*z + 1
*
[ 1/2 ] 
f(z) = 115/11*z^3 - 159/44*z + 1
*
[ 1/2 ] 
f(z) = 117/10*z^3 - 157/40*z + 1
*
[ 4/13 ] 
f(z) = 117/16*z^3 - 153/52*z + 1
*
[ 1/2 ] 
f(z) = 119/10*z^3 - 159/40*z + 1
*
2/15 | 0.12691420721708285700033938827212319872 | 0.017239068911055312936037208393702181691
f(z) = 105/16*z^3 - 157/60*z + 1
*
[ 1/8 ] 
f(z) = 100*z^3 - 137/16*z + 1
*
[ 1/15 ] 
f(z) = 100*z^3 - 130/9*z + 1
*
3/20 | 0.16328534406001578695424941385944992275 | 0.027252993450296210952997757289811424838
f(z) = 100/3*z^3 - 137/12*z + 1
*
0 | 0.12422983739859356148960224283496920576 | 0.025859553120565363321218177409361097929
f(z) = 100/11*z^3 - 122/11*z + 1
*
0 | 0.12417702779978896265350498657536276144 | 0.025676135136229729329460067432976120578
f(z) = 100/13*z^3 - 126/13*z + 1
*
0 | 0.12407069128727886827633742977987353418 | 0.025331716910896589059152430653517289350
f(z) = 100/17*z^3 - 134/17*z + 1
*
0 | 0.12401715836012430284606469645387079644 | 0.025169631255989921437604458030960200505
f(z) = 100/19*z^3 - 138/19*z + 1
*
[ 1/3 ] 
f(z) = 101/2*z^3 - 137/18*z + 1
*
0 | 0.11160761484880297402191495434916940507 | 0.023271995260776264416106892610600045512
f(z) = 101/10*z^3 - 121/10*z + 1
*
0 | 0.12441697177640695085449762335915545796 | 0.025854573014748570564952148828849963921
f(z) = 101/11*z^3 - 123/11*z + 1
*
0 | 0.078375378812467757939203920736866265249 | 0.016232453621843146802796998878393206065
f(z) = 101/12*z^3 - 125/12*z + 1
*
0 | 0.12436469896093092349248229103210880020 | 0.025672976031123815421412232834227246129
f(z) = 101/13*z^3 - 127/13*z + 1
*
0 | 0.11150306850954298755905148753312395728 | 0.022943903844821088557426751777917723775
f(z) = 101/14*z^3 - 129/14*z + 1
*
0 | 0.10396855451510136246799271366404304060 | 0.021326019773663959377744156650455854938
f(z) = 101/15*z^3 - 131/15*z + 1
*
0 | 0.098613733724701879103650048957121909292 | 0.020164968009259526536647246406792572545
f(z) = 101/16*z^3 - 133/16*z + 1
*
0 | 0.12425945073999125638976002338498904678 | 0.025331802264408244386876838444750306358
f(z) = 101/17*z^3 - 135/17*z + 1
*
0 | 0.097834468757132947628948954612016772945 | 0.019885131717388838171045332207008675218
f(z) = 101/18*z^3 - 137/18*z + 1
*
0 | 0.12420646950617344161712844537131258352 | 0.025171167421158160876713702066655569343
f(z) = 101/19*z^3 - 139/19*z + 1
*
0 | 0.12460223377085370781548953817813867811 | 0.025849575813153512643411197161087637134
f(z) = 102/11*z^3 - 124/11*z + 1
*
0 | 0.12455048693352277559049957025916253280 | 0.025669767119899849046315569216318679327
f(z) = 102/13*z^3 - 128/13*z + 1
*
0 | 0.12439386414297662069756324736427897797 | 0.025172574926474285999952857983170603299
f(z) = 102/19*z^3 - 140/19*z + 1
*
[ 1/3 ] 
f(z) = 103*z^3 - 121/9*z + 1
*
[ 1/3 ] 
f(z) = 103/2*z^3 - 139/18*z + 1
*
0 | 0.11127355589852634346739750122064312494 | 0.023202338559320996098358475272530835993
f(z) = 103/9*z^3 - 121/9*z + 1
*
0 | 0.11197578626082204356512521041651655686 | 0.023269222039635715115163859959670975261
f(z) = 103/10*z^3 - 123/10*z + 1
*
0 | 0.12478566048437588610272728318583187114 | 0.025844563397012542878928327602942831885
f(z) = 103/11*z^3 - 125/11*z + 1
*
0 | 0.078745620719961061811013770680519234614 | 0.016255693538361896086559884608891345258
f(z) = 103/12*z^3 - 127/12*z + 1
*
0 | 0.12473442914308855484943626874475880789 | 0.025666511125231840016820609466024325650
f(z) = 103/13*z^3 - 129/13*z + 1
*
0 | 0.11187332291185334625156812415371479026 | 0.022947445097134057528689588840736203687
f(z) = 103/14*z^3 - 131/14*z + 1
*
0 | 0.10433933548797928047498396682508417775 | 0.021335764124865155117960486055290033448
f(z) = 103/15*z^3 - 133/15*z + 1
*
0 | 0.098985043640175035084374291418146765790 | 0.020179306585488865517169345957196088970
f(z) = 103/16*z^3 - 135/16*z + 1
*
0 | 0.12463129199196974835429826396087700235 | 0.025331661620414101142089241843900437720
f(z) = 103/17*z^3 - 137/17*z + 1
*
0 | 0.098206843761682988081944037140119205365 | 0.019902191214814131583775615478780183779
f(z) = 103/18*z^3 - 139/18*z + 1
*
[ 1/3 ] 
f(z) = 104*z^3 - 122/9*z + 1
*
0 | 0.11145468238857388012625508689468248832 | 0.023200290204965662340684948395605088831
f(z) = 104/9*z^3 - 122/9*z + 1
*
0 | 0.12496728792727178493701407441287459095 | 0.025839537547976433758237054233145186957
f(z) = 104/11*z^3 - 126/11*z + 1
*
0 | 0.10452197802971685959301293040335824705 | 0.021340424002999124591706039554874050110
f(z) = 104/15*z^3 - 134/15*z + 1
*
0 | 0.12481444883941345404001709348108000044 | 0.025331443602224680716892992895857273832
f(z) = 104/17*z^3 - 138/17*z + 1
*
[ -2/5 ] 
f(z) = 105*z^3 - 133/10*z + 1
*
1/5 | 0.18709657823883165153539402329162451826 | 0.025413788385133060226778042218325225976
f(z) = 105*z^3 - 128/15*z + 1
*
[ -2/3 ] 
f(z) = 105/2*z^3 - 125/6*z + 1
*
[ 1/2 ] 
f(z) = 105/4*z^3 - 121/16*z + 1
*
0 | 0.096697523654824755948915220120510091741 | 0.020162999767287098133253155591247400925
f(z) = 105/8*z^3 - 121/8*z + 1
*
0 | 0.12514715106014960996777580954893956133 | 0.025834499953559831141816630522928864529
f(z) = 105/11*z^3 - 127/11*z + 1
*
0 | 0.12509692049381469015983975985260079712 | 0.025659868144921273386541492718192606587
f(z) = 105/13*z^3 - 131/13*z + 1
*
[ 4/3 ] 
f(z) = 105/16*z^3 - 137/12*z + 1
*
0 | 0.099349052645031784087527438857169946270 | 0.020192975164494053041368054437709107732
f(z) = 105/16*z^3 - 137/16*z + 1
*
0 | 0.12499581135880292675340298739313969985 | 0.025331132163768258086234127092400152685
f(z) = 105/17*z^3 - 139/17*z + 1
*
[ 1/3 ] 
f(z) = 106*z^3 - 124/9*z + 1
*
0 | 0.11181170534415264859353580477152340541 | 0.023196094216151490825667933449136486001
f(z) = 106/9*z^3 - 124/9*z + 1
*
0 | 0.12532528383433789158812485146605982153 | 0.025829452212257292746281163515963285243
f(z) = 106/11*z^3 - 128/11*z + 1
*
0 | 0.12527553913175198031963198957220577928 | 0.025656485992656198661584033029786951360
f(z) = 106/13*z^3 - 132/13*z + 1
*
0 | 0.10488194507727277246640393751928227089 | 0.021349341143787377410563060633017098610
f(z) = 106/15*z^3 - 136/15*z + 1
*
0 | 0.12517541437692431156939782580017313599 | 0.025330730893075975854384079510995701114
f(z) = 106/17*z^3 - 140/17*z + 1
*
[ 1/3 ] 
f(z) = 107*z^3 - 125/9*z + 1
*
[ 1/2 ] 
f(z) = 107/4*z^3 - 123/16*z + 1
*
0 | 0.12559964430761236917251402754761865750 | 0.026189560013819157031675940017542327241
f(z) = 107/7*z^3 - 121/7*z + 1
*
0 | 0.094198205850751690296729486168544902978 | 0.019574937054434948236517705493882854311
f(z) = 107/8*z^3 - 123/8*z + 1
*
0 | 0.11198766818894652316278391105871468398 | 0.023193950161887536423657069627084246528
f(z) = 107/9*z^3 - 125/9*z + 1
*
0 | 0.11269086970540601416196574622275148018 | 0.023263112611901660507879853574946206850
f(z) = 107/10*z^3 - 127/10*z + 1
*
0 | 0.12550171923036955800561974008570400963 | 0.025824395838352116389135477870087003141
f(z) = 107/11*z^3 - 129/11*z + 1
*
0 | 0.079461625334733298907069390717247530792 | 0.016299160847618207788023753291190697084
f(z) = 107/12*z^3 - 131/12*z + 1
*
0 | 0.12545245108025242948447379073425339626 | 0.025653066435743392064751242998232970027
f(z) = 107/13*z^3 - 133/13*z + 1
*
0 | 0.11259233281318491442691568867265787387 | 0.022953318192916430294167367768753138841
f(z) = 107/14*z^3 - 135/14*z + 1
*
0 | 0.10505830403313089569411074438122176515 | 0.021353396612091055197135987171101362308
f(z) = 107/15*z^3 - 137/15*z + 1
*
0 | 0.099706042396395309448512595278718046399 | 0.020206012585648924970806089339279173757
f(z) = 107/16*z^3 - 139/16*z + 1
*
[ 1/8 ] 
f(z) = 108*z^3 - 139/16*z + 1
*
1/4 | 0.098840268342592056170064938075205635781 | 0.013790951023294365353061796807083067274
f(z) = 108*z^3 - 125/12*z + 1
*
1/12 | 0.15362004842020196132916812692480327011 | 0.021434245368657964372855171784298412714
f(z) = 108*z^3 - 121/12*z + 1
*
1/9 | 0.16274276409813441274039643311555826728 | 0.028152566128135561702113619936736538838
f(z) = 108/5*z^3 - 139/15*z + 1
*
1/18 | 0.10848563220708608825227640504543834922 | 0.018766726444568205244262358973289187576
f(z) = 108/5*z^3 - 136/15*z + 1
*
[ -7/6 ] 
f(z) = 108/7*z^3 - 134/7*z + 1
*
0 | 0.12577349095473786879502783297923933182 | 0.026180878431543475142712795739175928240
f(z) = 108/7*z^3 - 122/7*z + 1
*
0 | 0.12567648929464883054909722074424526369 | 0.025819332266438503926874835980205805686
f(z) = 108/11*z^3 - 130/11*z + 1
*
0 | 0.12562768865090577272048485494866234000 | 0.025649611621058916022203300971886704024
f(z) = 108/13*z^3 - 134/13*z + 1
*
[ 1/3 ] 
f(z) = 109*z^3 - 127/9*z + 1
*
[ 1/2 ] 
f(z) = 109/3*z^3 - 121/12*z + 1
*
[ 1/2 ] 
f(z) = 109/4*z^3 - 125/16*z + 1
*
0 | 0.092790578408320496215158861984127683434 | 0.019348338407630466626310982730856034744
f(z) = 109/6*z^3 - 121/6*z + 1
*
0 | 0.12594572067223341807032838786106073579 | 0.026172255959318169567633477923827568908
f(z) = 109/7*z^3 - 123/7*z + 1
*
0 | 0.097397194325639117600427570185971722620 | 0.020172093120870258638817258312685185689
f(z) = 109/8*z^3 - 125/8*z + 1
*
0 | 0.11233465557564803188568934541115222999 | 0.023189578265808021615980002652015313148
f(z) = 109/9*z^3 - 127/9*z + 1
*
0 | 0.11303831542085702854396515426962286311 | 0.023259810464989422604400091627575646550
f(z) = 109/10*z^3 - 129/10*z + 1
*
0 | 0.12584962517440295756897532424642568036 | 0.025814262855676083725663171508895177590
f(z) = 109/11*z^3 - 131/11*z + 1
*
0 | 0.079809993423434247894722158887648167879 | 0.016319896868478803895707996092968777107
f(z) = 109/12*z^3 - 133/12*z + 1
*
0 | 0.12580128324614735079356312307002422676 | 0.025646123597217846816679303882123029880
f(z) = 109/13*z^3 - 135/13*z + 1
*
0 | 0.11294163100543315256028719157901031554 | 0.022955705054166030380759142000162551350
f(z) = 109/14*z^3 - 137/14*z + 1
*
0 | 0.10540910383414000468029757038332589339 | 0.021361771338259534230157906128238467227
f(z) = 109/15*z^3 - 139/15*z + 1
*
[ 1/3 ] 
f(z) = 110*z^3 - 128/9*z + 1
*
0 | 0.12611636326226201892028296629651358734 | 0.026163692212953128727267043436366483549
f(z) = 110/7*z^3 - 124/7*z + 1
*
0 | 0.11250574105365246270075179924121570771 | 0.023187353527091752676681125861770821263
f(z) = 110/9*z^3 - 128/9*z + 1
*
0 | 0.12597326539305504389903885852977851243 | 0.025642604319472922528831062524426965792
f(z) = 110/13*z^3 - 136/13*z + 1
*
[ -2/3 ] 
f(z) = 111/2*z^3 - 133/6*z + 1
*
[ 1/2 ] 
f(z) = 111/4*z^3 - 127/16*z + 1
*
0 | 0.12633233497388105543509867418820551056 | 0.026342337884183284335317869012878083405
f(z) = 111/5*z^3 - 121/5*z + 1
*
0 | 0.12628544771052829751390521164227079260 | 0.026155186796350792966730915580992217657
f(z) = 111/7*z^3 - 125/7*z + 1
*
0 | 0.091081625071395286391857711844587844205 | 0.018802251739203934170807068960754075408
f(z) = 111/8*z^3 - 127/8*z + 1
*
0 | 0.11337936162541916360102802699672963358 | 0.023256363611344457195277634997182151612
f(z) = 111/10*z^3 - 131/10*z + 1
*
0 | 0.12619111467182120866970422624372190178 | 0.025804111600863816642986520704233374134
f(z) = 111/11*z^3 - 133/11*z + 1
*
0 | 0.12614366477558993442572657103326232143 | 0.025639055654338252060035427765773938009
f(z) = 111/13*z^3 - 137/13*z + 1
*
0 | 0.11328446130469956743887071333252428273 | 0.022957758585792326168151550431203454513
f(z) = 111/14*z^3 - 139/14*z + 1
*
[ -4/3 ] 
f(z) = 111/16*z^3 - 127/12*z + 1
*
[ 1/3 ] 
f(z) = 112*z^3 - 130/9*z + 1
*
0 | 0.12649946594485403475265004776502191654 | 0.026331996626771213939002895686271479231
f(z) = 112/5*z^3 - 122/5*z + 1
*
0 | 0.11284324168203088977786850696921306681 | 0.023182833697554867495148766535869649273
f(z) = 112/9*z^3 - 130/9*z + 1
*
0 | 0.12635952638047373236800014496963406408 | 0.025799032132847663072662010125444118615
f(z) = 112/11*z^3 - 134/11*z + 1
*
0 | 0.12631251026536592405588462973246764823 | 0.025635479383955426769307654134894403461
f(z) = 112/13*z^3 - 138/13*z + 1
*
[ 1/3 ] 
f(z) = 113*z^3 - 131/9*z + 1
*
[ 1/2 ] 
f(z) = 113/2*z^3 - 121/8*z + 1
*
[ 1/2 ] 
f(z) = 113/3*z^3 - 125/12*z + 1
*
[ 1/2 ] 
f(z) = 113/4*z^3 - 129/16*z + 1
*
0 | 0.10101724588889902282265384880494768925 | 0.021063731814069337880138043556527288380
f(z) = 113/4*z^3 - 121/4*z + 1
*
0 | 0.12666510199649300687743524587671891395 | 0.026321747597861995785097200323469407384
f(z) = 113/5*z^3 - 123/5*z + 1
*
0 | 0.093463055189460743208115232170444478563 | 0.019357287093294992641868753641043365215
f(z) = 113/6*z^3 - 125/6*z + 1
*
0 | 0.12661905421830600872788913804342618916 | 0.026138349316081552726320239193776023020
f(z) = 113/7*z^3 - 127/7*z + 1
*
0 | 0.098071388044956806673883210356773682045 | 0.020180076901103822027871910537465163712
f(z) = 113/8*z^3 - 129/8*z + 1
*
0 | 0.11300971290462402951401891952806621911 | 0.023180541301745629432639333357717976000
f(z) = 113/9*z^3 - 131/9*z + 1
*
0 | 0.11371423982432039916347234019268593644 | 0.023252785607490886365529395029978500217
f(z) = 113/10*z^3 - 133/10*z + 1
*
0 | 0.12652642014591834629942420144742251433 | 0.025793951584950236262586986348997643185
f(z) = 113/11*z^3 - 135/11*z + 1
*
0 | 0.080488696102046895805271897174270153559 | 0.016359554501423019464081910383531999471
f(z) = 113/12*z^3 - 137/12*z + 1
*
0 | 0.12647982995102813380514768065174222586 | 0.025631877210218157359247134045687298069
f(z) = 113/13*z^3 - 139/13*z + 1
*
0 | 0.12682926963534742967388613424910094274 | 0.026311589459904910778820351322455328491
f(z) = 114/5*z^3 - 124/5*z + 1
*
0 | 0.12678363042637480330971197961327537762 | 0.026130016411718574573884088909040668593
f(z) = 114/7*z^3 - 128/7*z + 1
*
0 | 0.12669182309008920673389305351084889834 | 0.025788870994773176793429713532123619832
f(z) = 114/11*z^3 - 136/11*z + 1
*
0 | 0.12664565116631490602717847870988996413 | 0.025628250758670434344884049327008000549
f(z) = 114/13*z^3 - 140/13*z + 1
*
[ 1/3 ] 
f(z) = 115*z^3 - 133/9*z + 1
*
[ 1/2 ] 
f(z) = 115/2*z^3 - 123/8*z + 1
*
[ 1/2 ] 
f(z) = 115/3*z^3 - 127/12*z + 1
*
0 | 0.10669342332285223568264597431342324419 | 0.022247306738784263075342037442877804386
f(z) = 115/3*z^3 - 121/3*z + 1
*
[ 1/2 ] 
f(z) = 115/4*z^3 - 131/16*z + 1
*
0 | 0.10134373590968696296222268050616395210 | 0.021059819912457181325040154992370878666
f(z) = 115/4*z^3 - 123/4*z + 1
*
0 | 0.093790352059173368051528740285450449611 | 0.019361422336753735512953243630125983759
f(z) = 115/6*z^3 - 127/6*z + 1
*
0 | 0.12694675684255765464558475894985719867 | 0.026121740157834732264012307546387772192
f(z) = 115/7*z^3 - 129/7*z + 1
*
0 | 0.095547040460524665039103738098387862029 | 0.019598599631201507463602868188307154842
f(z) = 115/8*z^3 - 131/8*z + 1
*
0 | 0.11333823176038081872147217976671369913 | 0.023175897832389171728115866073038714583
f(z) = 115/9*z^3 - 133/9*z + 1
*
0 | 0.12685576161437231301658694175736677970 | 0.025783791345292687896399090703610971009
f(z) = 115/11*z^3 - 137/11*z + 1
*
0 | 0.080818451302052234692922252895888717115 | 0.016378331793269141124276148046594019295
f(z) = 115/12*z^3 - 139/12*z + 1
*
[ 1/3 ] 
f(z) = 116*z^3 - 134/9*z + 1
*
0 | 0.10685433947105952134464860939750410336 | 0.022242687631063991810414489027746611537
f(z) = 116/3*z^3 - 122/3*z + 1
*
0 | 0.12715330223120704317726833464087244199 | 0.026291540625132289539656149014874677130
f(z) = 116/5*z^3 - 126/5*z + 1
*
0 | 0.12710845878812087833225494412813515743 | 0.026113520116169700173595095027478764916
f(z) = 116/7*z^3 - 130/7*z + 1
*
0 | 0.11350033110610851227071639068472423159 | 0.023173549103677517192294458223781410527
f(z) = 116/9*z^3 - 134/9*z + 1
*
0 | 0.12701826142490801207949311944988439015 | 0.025778713567668776803146737937203148070
f(z) = 116/11*z^3 - 138/11*z + 1
*
[ 1/2 ] 
f(z) = 117*z^3 - 121/4*z + 1
*
[ 1/2 ] 
f(z) = 117/2*z^3 - 125/8*z + 1
*
0 | 0.11454418517210152647788167110980952953 | 0.023884317733031598177266880924602295772
f(z) = 117/2*z^3 - 121/2*z + 1
*
[ 1/2 ] 
f(z) = 117/4*z^3 - 133/16*z + 1
*
0 | 0.10166456927347274000726726188633131051 | 0.021055916165521435519703383298490662084
f(z) = 117/4*z^3 - 125/4*z + 1
*
0 | 0.12731321680361874948003485835286287149 | 0.026281647370620610121200019106357044706
f(z) = 117/5*z^3 - 127/5*z + 1
*
0 | 0.12726876092667242337847582472537892059 | 0.026105355842931342768974521907438255954
f(z) = 117/7*z^3 - 131/7*z + 1
*
0 | 0.098721895279870735858449951786819346874 | 0.020187085357598659707331446638412710764
f(z) = 117/8*z^3 - 133/8*z + 1
*
0 | 0.11436635738577419423342705252515400950 | 0.023245284709416672139224581840789623697
f(z) = 117/10*z^3 - 137/10*z + 1
*
0 | 0.12717934755679240418013754184776418981 | 0.025773638543897036342837854095395961211
f(z) = 117/11*z^3 - 139/11*z + 1
*
[ 1/3 ] 
f(z) = 118*z^3 - 136/9*z + 1
*
0 | 0.10717100308451477089328715634440773463 | 0.022233349157283673122105094172734767031
f(z) = 118/3*z^3 - 124/3*z + 1
*
0 | 0.12747176223966005383652081611270583289 | 0.026271839890933511865546276800532633761
f(z) = 118/5*z^3 - 128/5*z + 1
*
0 | 0.12742768728674219412366045137369124480 | 0.026097246889598387679660305339195007163
f(z) = 118/7*z^3 - 132/7*z + 1
*
0 | 0.11382033389566279919536343915878273077 | 0.023168803130490888353252604433675543477
f(z) = 118/9*z^3 - 136/9*z + 1
*
0 | 0.12733904439723466036231667152787969654 | 0.025768567109312742915290827223369261876
f(z) = 118/11*z^3 - 140/11*z + 1
*
[ 1/3 ] 
f(z) = 119*z^3 - 137/9*z + 1
*
[ 1/2 ] 
f(z) = 119*z^3 - 123/4*z + 1
*
0 | 0.12771588634283747368080413575203277410 | 0.026630830752210376769089493092531415456
f(z) = 119*z^3 - 121*z + 1
*
[ 1/2 ] 
f(z) = 119/2*z^3 - 127/8*z + 1
*
0 | 0.11485880750008765266329291341492596609 | 0.023868330682688209008642775200921334426
f(z) = 119/2*z^3 - 123/2*z + 1
*
[ 1/2 ] 
f(z) = 119/3*z^3 - 131/12*z + 1
*
0 | 0.10732886454220682171107344504721084440 | 0.022229057675563172003270558092668899807
f(z) = 119/3*z^3 - 125/3*z + 1
*
[ 1/2 ] 
f(z) = 119/4*z^3 - 135/16*z + 1
*
0 | 0.10197993865980217091033883968578908510 | 0.021052023144373639250549858860716489749
f(z) = 119/4*z^3 - 127/4*z + 1
*
0 | 0.12762896178509620119004832030930077656 | 0.026262116963722603356453691419374765597
f(z) = 119/5*z^3 - 129/5*z + 1
*
0 | 0.094428086397957224859370081971393296309 | 0.019369079882894640433443698838795940777
f(z) = 119/6*z^3 - 131/6*z + 1
*
0 | 0.090164463112825051385504447609848751286 | 0.018381123827996537444435006930904046129
f(z) = 119/8*z^3 - 135/8*z + 1
*
[ 2/17 ] 
f(z) = 119/8*z^3 - 131/17*z + 1
*
0 | 0.11397828513293295688197600487605332072 | 0.023166407929467384525932624015228363480
f(z) = 119/9*z^3 - 137/9*z + 1
*
0 | 0.11468400143013182240770808490911361499 | 0.023241383576905474585783720483067996731
f(z) = 119/10*z^3 - 139/10*z + 1
*
-2 | 0.10175021703049348861439105933401692077 | 0.016458883785297938551590618611994403319
f(z) = 119/16*z^3 - 121/4*z + 1
*
[ 3/5 ] 
f(z) = 100/7*z^3 - 122/21*z + 1
*
[ 1/4 ] 
f(z) = 100/9*z^3 - 133/36*z + 1
*
[ 9/20 ] 
f(z) = 100/9*z^3 - 125/36*z + 1
*
[ 3/5 ] 
f(z) = 100/11*z^3 - 130/33*z + 1
*
[ 3/5 ] 
f(z) = 100/13*z^3 - 134/39*z + 1
*
[ 1/2 ] 
f(z) = 101/5*z^3 - 121/20*z + 1
*
[ 1/2 ] 
f(z) = 101/6*z^3 - 125/24*z + 1
*
[ 1/2 ] 
f(z) = 101/7*z^3 - 129/28*z + 1
*
[ 1/2 ] 
f(z) = 101/8*z^3 - 133/32*z + 1
*
[ 1/2 ] 
f(z) = 101/9*z^3 - 137/36*z + 1
*
[ 1/2 ] 
f(z) = 103/5*z^3 - 123/20*z + 1
*
[ 1/2 ] 
f(z) = 103/6*z^3 - 127/24*z + 1
*
[ 1/2 ] 
f(z) = 103/7*z^3 - 131/28*z + 1
*
[ 1/2 ] 
f(z) = 103/8*z^3 - 135/32*z + 1
*
[ 1/2 ] 
f(z) = 103/9*z^3 - 139/36*z + 1
*
[ 2/3 ] 
f(z) = 103/16*z^3 - 121/36*z + 1
*
1/4 | 0.081641199690462027287483120261901120068 | 0.015295665992706241788433246183328617435
f(z) = 104/15*z^3 - 133/30*z + 1
*
[ 3/4 ] 
f(z) = 104/15*z^3 - 127/30*z + 1
*
[ 1/4 ] 
f(z) = 104/19*z^3 - 127/38*z + 1
*
[ 1/2 ] 
f(z) = 105/8*z^3 - 137/32*z + 1
*
6/35 | 0.12425406801991846541577021385940655358 | 0.015135753438576299301915537326852693877
f(z) = 105/8*z^3 - 136/35*z + 1
*
[ -4/5 ] 
f(z) = 105/8*z^3 - 123/20*z + 1
*
[ 1/4 ] 
f(z) = 106/3*z^3 - 125/24*z + 1
*
[ 1/2 ] 
f(z) = 107/5*z^3 - 127/20*z + 1
*
[ 1/2 ] 
f(z) = 107/6*z^3 - 131/24*z + 1
*
[ 1/2 ] 
f(z) = 107/7*z^3 - 135/28*z + 1
*
[ 1/2 ] 
f(z) = 107/8*z^3 - 139/32*z + 1
*
[ 2/3 ] 
f(z) = 107/16*z^3 - 125/36*z + 1
*
-7/12 | 0.16024073617720289273568759537163455049 | 0.026405652314106780592950916456576323497
f(z) = 108/5*z^3 - 127/20*z + 1
*
5/12 | 0.18049120287110893753777592770922004965 | 0.029742673819838959547315039582426796984
f(z) = 108/7*z^3 - 131/28*z + 1
*
[ 1/2 ] 
f(z) = 109/5*z^3 - 129/20*z + 1
*
[ 1/2 ] 
f(z) = 109/6*z^3 - 133/24*z + 1
*
[ 1/2 ] 
f(z) = 109/7*z^3 - 137/28*z + 1
*
[ 2/3 ] 
f(z) = 109/16*z^3 - 127/36*z + 1
*
[ 1/4 ] 
f(z) = 110/3*z^3 - 127/24*z + 1
*
[ 1/2 ] 
f(z) = 111/5*z^3 - 131/20*z + 1
*
[ 1/2 ] 
f(z) = 111/7*z^3 - 139/28*z + 1
*
9/28 | 0.16296417686551370954835109150485865633 | 0.024452907432285003851790026672998797911
f(z) = 112/3*z^3 - 130/21*z + 1
*
1/4 | 0.10935982370964522012471317935009238104 | 0.016409530593891308283565211619570637966
f(z) = 112/3*z^3 - 121/21*z + 1
*
[ -5/8 ] 
f(z) = 112/5*z^3 - 123/20*z + 1
*
-3/4 | 0.15921055867604678903334385787181928959 | 0.023889673966571106374286066508057686630
f(z) = 112/9*z^3 - 122/21*z + 1
*
[ 1/2 ] 
f(z) = 113/5*z^3 - 133/20*z + 1
*
[ 1/2 ] 
f(z) = 113/6*z^3 - 137/24*z + 1
*
[ 2/3 ] 
f(z) = 113/16*z^3 - 131/36*z + 1
*
[ 1/2 ] 
f(z) = 115/6*z^3 - 139/24*z + 1
*
[ 2/5 ] 
f(z) = 115/6*z^3 - 137/30*z + 1
*
[ -3/5 ] 
f(z) = 115/6*z^3 - 127/30*z + 1
*
[ -4/5 ] 
f(z) = 115/8*z^3 - 139/20*z + 1
*
[ 2/3 ] 
f(z) = 115/16*z^3 - 133/36*z + 1
*
[ 1/4 ] 
f(z) = 116/9*z^3 - 137/36*z + 1
*
[ 1/2 ] 
f(z) = 117/5*z^3 - 137/20*z + 1
*
[ 2/9 ] 
f(z) = 117/16*z^3 - 139/36*z + 1
*
[ 2/3 ] 
f(z) = 117/17*z^3 - 121/34*z + 1
*
[ 2/3 ] 
f(z) = 117/19*z^3 - 123/38*z + 1
*
[ 1/4 ] 
f(z) = 118/3*z^3 - 131/24*z + 1
*
[ -3/4 ] 
f(z) = 118/9*z^3 - 121/24*z + 1
*
[ 1/2 ] 
f(z) = 119/5*z^3 - 139/20*z + 1
*
[ 2/3 ] 
f(z) = 119/16*z^3 - 137/36*z + 1
*
[ 1/3 ] 
f(z) = 105/16*z^3 - 131/48*z + 1
*
[ 1/3 ] 
f(z) = 105/17*z^3 - 137/51*z + 1
*
[ 1/3 ] 
f(z) = 111/14*z^3 - 121/42*z + 1
*
[ 1/3 ] 
f(z) = 111/16*z^3 - 133/48*z + 1
*
[ 1/3 ] 
f(z) = 111/17*z^3 - 139/51*z + 1
*
[ 1/3 ] 
f(z) = 114/17*z^3 - 140/51*z + 1
*
[ 2/7 ] 
f(z) = 119/12*z^3 - 139/42*z + 1
*
[ 1/3 ] 
f(z) = 100*z^3 - 118/9*z + 1
*
[ 3/5 ] 
f(z) = 100*z^3 - 110/3*z + 1
*
0 | 0.12449041411808396395317865359533346908 | 0.026917004519574943062362174846667631458
f(z) = 100*z^3 - 102*z + 1
*
0 | 0.10409408029980420246820997135437078334 | 0.022321312276004760181583145853616577239
f(z) = 100/3*z^3 - 106/3*z + 1
*
0 | 0.12433475389482670692725711518084308712 | 0.026252015250115720251101594631699479113
f(z) = 100/7*z^3 - 114/7*z + 1
*
0 | 0.11071929713267271767957651489912995126 | 0.023208261674826956256997505818549668774
f(z) = 100/9*z^3 - 118/9*z + 1
*
[ 11/10 ] 
f(z) = 100/11*z^3 - 120/11*z + 1
*
[ 1/10 ] 
f(z) = 100/13*z^3 - 118/13*z + 1
*
[ 1/3 ] 
f(z) = 101*z^3 - 119/9*z + 1
*
[ 1/2 ] 
f(z) = 101*z^3 - 105/4*z + 1
*
0 | 0.12467493470293841356537671759923686840 | 0.026900156410345254779391456094311357832
f(z) = 101*z^3 - 103*z + 1
*
[ 1/2 ] 
f(z) = 101/2*z^3 - 109/8*z + 1
*
0 | 0.11181398116868690951973216152609894905 | 0.024025555173649539811012190920903458138
f(z) = 101/2*z^3 - 105/2*z + 1
*
[ 1/2 ] 
f(z) = 101/3*z^3 - 113/12*z + 1
*
0 | 0.10428014818917673635373976718448427289 | 0.022316278186805228418104761324339316918
f(z) = 101/3*z^3 - 107/3*z + 1
*
[ 1/2 ] 
f(z) = 101/4*z^3 - 117/16*z + 1
*
0 | 0.098927316828228470001273982253415964065 | 0.021087184176420979088787789203405598540
f(z) = 101/4*z^3 - 109/4*z + 1
*
0 | 0.12457241888984375304456411119983088666 | 0.026451134946566650262589262436644537422
f(z) = 101/5*z^3 - 111/5*z + 1
*
0 | 0.091366573107795060764807455769057650868 | 0.019327073769183961214632497836769243546
f(z) = 101/6*z^3 - 113/6*z + 1
*
0 | 0.12452082898521208082504666902250078965 | 0.026242910460378948097744114021349943811
f(z) = 101/7*z^3 - 115/7*z + 1
*
0 | 0.095970374536997364234327268276101799154 | 0.020152639498471639142688374520550868810
f(z) = 101/8*z^3 - 117/8*z + 1
*
0 | 0.11090589951587783817520315767702256491 | 0.023206326364182456345549171261765588169
f(z) = 101/9*z^3 - 119/9*z + 1
*
-2 | 0.098648184957312867967109657551163716400 | 0.016383956552497043436710622319414137644
f(z) = 101/16*z^3 - 103/4*z + 1
*
0 | 0.12485763482659092772429830282327265912 | 0.026883532746925730093230413874564860995
f(z) = 102*z^3 - 104*z + 1
*
-1 | 0.10782849138015092244329377390096749523 | 0.023314405453462567456765697165114348129
f(z) = 102*z^3 - 101*z + 1
*
0 | 0.12475613048168108493101609157329327172 | 0.026439792375628788507742971827063713494
f(z) = 102/5*z^3 - 112/5*z + 1
*
0 | 0.12470505287172502147500524907606348841 | 0.026233867005414027600869814833401008118
f(z) = 102/7*z^3 - 116/7*z + 1
*
[ 1/2 ] 
f(z) = 103*z^3 - 107/4*z + 1
*
0 | 0.12503855005939734944554603050697760861 | 0.026867128349119937993494038477903246767
f(z) = 103*z^3 - 105*z + 1
*
-1 | 0.10800857679124460822983498718175032399 | 0.023304183926512929042861419967386549801
f(z) = 103*z^3 - 102*z + 1
*
[ -1 ] 
f(z) = 103*z^3 - 101*z + 1
*
[ 1/2 ] 
f(z) = 103/2*z^3 - 111/8*z + 1
*
0 | 0.11217809413331168136417757128856970102 | 0.024006463345287375819549131573290339970
f(z) = 103/2*z^3 - 107/2*z + 1
*
-1 | 0.095231984370977491703726696428010362826 | 0.020547476370857664510750709976687719283
f(z) = 103/2*z^3 - 101/2*z + 1
*
[ 1/2 ] 
f(z) = 103/3*z^3 - 115/12*z + 1
*
0 | 0.10464476087265138291244218691446681622 | 0.022305905147014660309684921102910424786
f(z) = 103/3*z^3 - 109/3*z + 1
*
[ 1/2 ] 
f(z) = 103/4*z^3 - 119/16*z + 1
*
0 | 0.099292431359910910647270691561366751230 | 0.021083298570257088114443320658564892806
f(z) = 103/4*z^3 - 111/4*z + 1
*
0 | 0.12493803741799128317269324337977736478 | 0.026428556786361196737485766945485816164
f(z) = 103/5*z^3 - 113/5*z + 1
*
0 | 0.091733731416214060827388297846684289902 | 0.019332991270384584620953767998533719802
f(z) = 103/6*z^3 - 115/6*z + 1
*
0 | 0.12488746202780665976664970955456540243 | 0.026224884629945899323200356440112140137
f(z) = 103/7*z^3 - 117/7*z + 1
*
0 | 0.086367611696868702894243768122238858198 | 0.018071851840898466685887702896277329120
f(z) = 103/8*z^3 - 119/8*z + 1
*
-2 | 0.099019802537157450579988284341508701164 | 0.016393315724299381363726194441557582686
f(z) = 103/16*z^3 - 105/4*z + 1
*
[ 2 ] 
f(z) = 103/16*z^3 - 101/4*z + 1
*
0 | 0.12521771493926650585452290354608889710 | 0.026850938205103402580843315151100275412
f(z) = 104*z^3 - 106*z + 1
*
-1 | 0.10818692778358414388374079425815192785 | 0.023294104680892622307758757586455730038
f(z) = 104*z^3 - 103*z + 1
*
[ -1 ] 
f(z) = 104*z^3 - 102*z + 1
*
1/8 | 0.14400827514865299289497026794807050009 | 0.021417588319774471556421712105074131857
f(z) = 104*z^3 - 101/8*z + 1
*
[ 3/4 ] 
f(z) = 104/3*z^3 - 119/6*z + 1
*
0 | 0.10482440997171497081746024013940325363 | 0.022300786688648036836640745813995304418
f(z) = 104/3*z^3 - 110/3*z + 1
*
[ -3/4 ] 
f(z) = 104/3*z^3 - 103/6*z + 1
*
-1 | 0.087960788783429079815149622588389486405 | 0.018939144161980583225087932014955143525
f(z) = 104/3*z^3 - 101/3*z + 1
*
0 | 0.12511817481041117111189047480815505183 | 0.026417426586680393303667524171976580467
f(z) = 104/5*z^3 - 114/5*z + 1
*
0 | 0.12506809185942093068544987266522654247 | 0.026215963054449243455305455151689591553
f(z) = 104/7*z^3 - 118/7*z + 1
*
[ 1/2 ] 
f(z) = 105*z^3 - 109/4*z + 1
*
0 | 0.12539516301123404348479671378163287245 | 0.026834957464405770051286824325200585411
f(z) = 105*z^3 - 107*z + 1
*
-1 | 0.10836357744761619444137805649712824345 | 0.023284164301904375783361411139054741702
f(z) = 105*z^3 - 104*z + 1
*
[ -1 ] 
f(z) = 105*z^3 - 103*z + 1
*
[ 1/2 ] 
f(z) = 105/2*z^3 - 113/8*z + 1
*
0 | 0.11253518567847229198303351451909524064 | 0.023987815123401167387929475476253710086
f(z) = 105/2*z^3 - 109/2*z + 1
*
2/15 | 0.18670710309120876999095177725520080719 | 0.025360885017919570237439685129458885963
f(z) = 105/2*z^3 - 104/15*z + 1
*
-1 | 0.095586513056192726458874577636440055231 | 0.020538746758544557396427230778977645653
f(z) = 105/2*z^3 - 103/2*z + 1
*
[ -1 ] 
f(z) = 105/2*z^3 - 101/2*z + 1
*
0 | 0.099650486080642738936061591991810015860 | 0.021079397312443433865350579494656027252
f(z) = 105/4*z^3 - 113/4*z + 1
*
-1 | 0.099980356224207675673256929260239879440 | 0.021482855181785900669338481127589543588
f(z) = 105/4*z^3 - 101/4*z + 1
*
[ 2/15 ] 
f(z) = 105/8*z^3 - 101/15*z + 1
*
[ -4/3 ] 
f(z) = 105/16*z^3 - 119/12*z + 1
*
-2 | 0.099384067571567291142515683076344578234 | 0.016402384365453463359605154419565146419
f(z) = 105/16*z^3 - 107/4*z + 1
*
[ 2 ] 
f(z) = 105/16*z^3 - 103/4*z + 1
*
0 | 0.12557092686515815642396757191212111747 | 0.026819181431248399723574182699635237661
f(z) = 106*z^3 - 108*z + 1
*
-1 | 0.10853855793573923940240115740187986741 | 0.023274359489926030202837462607845884062
f(z) = 106*z^3 - 105*z + 1
*
[ -1 ] 
f(z) = 106*z^3 - 104*z + 1
*
0 | 0.10517752919918677193641877730365284405 | 0.022290463994604816692707923419539534064
f(z) = 106/3*z^3 - 112/3*z + 1
*
-1 | 0.088310224044915177967242720804380784318 | 0.018936716501007441749712510056349047797
f(z) = 106/3*z^3 - 103/3*z + 1
*
0 | 0.12547327637453491997287392240309903903 | 0.026395476120193671633836454043153583370
f(z) = 106/5*z^3 - 116/5*z + 1
*
-1 | 0.10876803037111517522387934210122997491 | 0.023323566187117736115889922134733642551
f(z) = 106/5*z^3 - 101/5*z + 1
*
0 | 0.12542415008127958814221967528044169757 | 0.026198301077046810648852705217329254014
f(z) = 106/7*z^3 - 120/7*z + 1
*
[ 1/2 ] 
f(z) = 107*z^3 - 111/4*z + 1
*
0 | 0.12574503817164316066008124345695490462 | 0.026803605558216260905934999828938844242
f(z) = 107*z^3 - 109*z + 1
*
-1 | 0.10871190049742786667722758783527939695 | 0.023264687055447527677689689222901076228
f(z) = 107*z^3 - 106*z + 1
*
[ -1 ] 
f(z) = 107*z^3 - 105*z + 1
*
[ 1/2 ] 
f(z) = 107/2*z^3 - 115/8*z + 1
*
0 | 0.11288552148684043726646220924711799338 | 0.023969592859895945106386942196264112862
f(z) = 107/2*z^3 - 111/2*z + 1
*
-1 | 0.095933753706451394079641234935346078939 | 0.020530123637087710033799167525815923956
f(z) = 107/2*z^3 - 105/2*z + 1
*
[ -1 ] 
f(z) = 107/2*z^3 - 103/2*z + 1
*
[ 1/2 ] 
f(z) = 107/3*z^3 - 119/12*z + 1
*
0 | 0.10535313133738093903128047166174329519 | 0.022285696747866420367937824020218876109
f(z) = 107/3*z^3 - 113/3*z + 1
*
-1 | 0.088481466011824499284113984651669809071 | 0.018935310739241633938312835365448676545
f(z) = 107/3*z^3 - 104/3*z + 1
*
[ -1 ] 
f(z) = 107/3*z^3 - 101/3*z + 1
*
0 | 0.10000174883901952547439587570115023535 | 0.021075485619962877147491471664218649710
f(z) = 107/4*z^3 - 115/4*z + 1
*
-1 | 0.10032546404411460872147049793438150856 | 0.021469963398663084881788017065675928288
f(z) = 107/4*z^3 - 103/4*z + 1
*
0 | 0.12564830584830779931196358751524975038 | 0.026384652801146360038909737376014310115
f(z) = 107/5*z^3 - 117/5*z + 1
*
-1 | 0.10893925973339120732178613206920600858 | 0.023313342643746969832680739046268071221
f(z) = 107/5*z^3 - 102/5*z + 1
*
0 | 0.092444954768613673500014476743100872322 | 0.019343495706244204665770112542076362541
f(z) = 107/6*z^3 - 119/6*z + 1
*
-1 | 0.075815331867618160218291549045140153703 | 0.016224718377973410407906308187079393066
f(z) = 107/6*z^3 - 101/6*z + 1
*
-2 | 0.099741267020617883980656400603851522921 | 0.016411177727640692215556228075387471472
f(z) = 107/16*z^3 - 109/4*z + 1
*
[ 2 ] 
f(z) = 107/16*z^3 - 105/4*z + 1
*
[ -2 ] 
f(z) = 107/16*z^3 - 101/4*z + 1
*
1/9 | 0.20669188106826800741218675776511732580 | 0.028839233811516734539288775507521697069
f(z) = 108*z^3 - 115/12*z + 1
*
0 | 0.12591752771628995930291107113063810539 | 0.026788225440244453556524451979126154988
f(z) = 108*z^3 - 110*z + 1
*
1/9 | 0.074367449468556529599485283742631576409 | 0.010376315954478576084166455430834965649
f(z) = 108*z^3 - 109/12*z + 1
*
-1 | 0.10888363551272829877356314414522170295 | 0.023255143914367599576759968032110495961
f(z) = 108*z^3 - 107*z + 1
*
[ -1 ] 
f(z) = 108*z^3 - 106*z + 1
*
1/9 | 0.15641119650920348996457772602137640792 | 0.021823687720845454267966683915822562987
f(z) = 108*z^3 - 103/12*z + 1
*
0 | 0.12582169645441734531913792336543378400 | 0.026373928766777339609951476722374380062
f(z) = 108/5*z^3 - 118/5*z + 1
*
[ 5/9 ] 
f(z) = 108/5*z^3 - 112/15*z + 1
*
-1 | 0.10910892011847404019169211744899494454 | 0.023303259739152824992045992623133452451
f(z) = 108/5*z^3 - 103/5*z + 1
*
[ 2/3 ] 
f(z) = 108/5*z^3 - 101/10*z + 1
*
[ 2/3 ] 
f(z) = 108/7*z^3 - 103/14*z + 1
*
-1 | 0.10921994528344328987001310820025937891 | 0.023326972266543357294067651817788421677
f(z) = 108/7*z^3 - 101/7*z + 1
*
[ 1/2 ] 
f(z) = 109*z^3 - 113/4*z + 1
*
0 | 0.12608842543236604476239518836559406950 | 0.026773036808900997097338070751267244893
f(z) = 109*z^3 - 111*z + 1
*
-1 | 0.10905379252421495368765014384023938192 | 0.023245727083534228887476886175659133778
f(z) = 109*z^3 - 108*z + 1
*
[ -1 ] 
f(z) = 109*z^3 - 107*z + 1
*
[ 1/2 ] 
f(z) = 109/2*z^3 - 117/8*z + 1
*
0 | 0.11322935244090747713328289362638993977 | 0.023951779879939956437703966655055804110
f(z) = 109/2*z^3 - 113/2*z + 1
*
-1 | 0.096273950625964817267205634842940769452 | 0.020521597000011695699050893508961643077
f(z) = 109/2*z^3 - 107/2*z + 1
*
[ -1 ] 
f(z) = 109/2*z^3 - 105/2*z + 1
*
0 | 0.10569637414468077098334471979824914984 | 0.022275634568695172128133833548244605019
f(z) = 109/3*z^3 - 115/3*z + 1
*
-1 | 0.088822315864019160545973553498382996467 | 0.018933218787819737460450222263381934396
f(z) = 109/3*z^3 - 106/3*z + 1
*
[ -1 ] 
f(z) = 109/3*z^3 - 103/3*z + 1
*
0 | 0.10034647252353549998688690495660764313 | 0.021071568132002111701102022497370502515
f(z) = 109/4*z^3 - 117/4*z + 1
*
-1 | 0.10066425741675292843598605525204132354 | 0.021457427576000021326204249868239414673
f(z) = 109/4*z^3 - 105/4*z + 1
*
[ -1 ] 
f(z) = 109/4*z^3 - 101/4*z + 1
*
0 | 0.12599347859976166244855294915489226453 | 0.026363302555659944215338832305804914259
f(z) = 109/5*z^3 - 119/5*z + 1
*
-1 | 0.10927704002246718236666124917105148596 | 0.023293314153147610503202006710132283361
f(z) = 109/5*z^3 - 104/5*z + 1
*
-1 | 0.076151456537318192023467474396458574784 | 0.016232319250034815116874027339763984363
f(z) = 109/6*z^3 - 103/6*z + 1
*
-1 | 0.10938707540937699579817721148638733353 | 0.023316769115276219254008264460008240193
f(z) = 109/7*z^3 - 102/7*z + 1
*
-1 | 0.10088433436255331425438110748166030588 | 0.021504338815866508039095339955092863378
f(z) = 109/8*z^3 - 101/8*z + 1
*
-2 | 0.10009167126966493450200195700638437519 | 0.016419709957946773566424248950996235429
f(z) = 109/16*z^3 - 111/4*z + 1
*
[ 2 ] 
f(z) = 109/16*z^3 - 107/4*z + 1
*
[ -2 ] 
f(z) = 109/16*z^3 - 103/4*z + 1
*
[ 1/11 ] 
f(z) = 110*z^3 - 120/11*z + 1
*
0 | 0.12625776043198175347954799996817059981 | 0.026758035526948757686835331452237033731
f(z) = 110*z^3 - 112*z + 1
*
-1 | 0.10922240026749211900111596971821764816 | 0.023236433676514079401572631746402587653
f(z) = 110*z^3 - 109*z + 1
*
[ -1 ] 
f(z) = 110*z^3 - 108*z + 1
*
[ 1/10 ] 
f(z) = 110*z^3 - 101/10*z + 1
*
0 | 0.10586717516964547094849347858666669159 | 0.022270993273192873060715833357463056991
f(z) = 110/3*z^3 - 116/3*z + 1
*
-1 | 0.088989913747166395891356289774868962233 | 0.018932089238110092849546529055425609726
f(z) = 110/3*z^3 - 107/3*z + 1
*
[ -1 ] 
f(z) = 110/3*z^3 - 104/3*z + 1
*
-1 | 0.10955271027643602750535401275955483322 | 0.023306705219683949486341727099791390589
f(z) = 110/7*z^3 - 103/7*z + 1
*
-1 | 0.096097650828104863529458429510214789090 | 0.020444219175438366602860616241083423501
f(z) = 110/9*z^3 - 101/9*z + 1
*
[ 1/2 ] 
f(z) = 111*z^3 - 115/4*z + 1
*
0 | 0.12642556103585398824601062934762249208 | 0.026743217583170518172854352859384508646
f(z) = 111*z^3 - 113*z + 1
*
-1 | 0.10938948670031950692516043894636748582 | 0.023227260899577112716330870633256987394
f(z) = 111*z^3 - 110*z + 1
*
[ -1 ] 
f(z) = 111*z^3 - 109*z + 1
*
[ 1/2 ] 
f(z) = 111/2*z^3 - 119/8*z + 1
*
0 | 0.11356691570226095387298945660655133904 | 0.023934360414431368634944632864645834114
f(z) = 111/2*z^3 - 115/2*z + 1
*
-1 | 0.096608639149563743871941469151547156502 | 0.020513434465850386431466512635204305397
f(z) = 111/2*z^3 - 109/2*z + 1
*
[ -1 ] 
f(z) = 111/2*z^3 - 107/2*z + 1
*
0 | 0.10068489615635248572279611967535469219 | 0.021067648974017174195220458368765726860
f(z) = 111/4*z^3 - 119/4*z + 1
*
-1 | 0.10099696328690069088170268660040216668 | 0.021445231046348823101346146328826263002
f(z) = 111/4*z^3 - 107/4*z + 1
*
[ -1 ] 
f(z) = 111/4*z^3 - 103/4*z + 1
*
-1 | 0.10960876855181478770693316273628063455 | 0.023273822200199874790891924348549091414
f(z) = 111/5*z^3 - 106/5*z + 1
*
[ -1 ] 
f(z) = 111/5*z^3 - 101/5*z + 1
*
-1 | 0.10971687640936190651511776965144265335 | 0.023296777325854869850313524422154526242
f(z) = 111/7*z^3 - 104/7*z + 1
*
-1 | 0.10121318485765884081630891277261867205 | 0.021491142541023578284553301068060130918
f(z) = 111/8*z^3 - 103/8*z + 1
*
-1 | 0.097041129150607105419388304244199429771 | 0.020605267405136527126866268280982258315
f(z) = 111/10*z^3 - 101/10*z + 1
*
-2 | 0.10043553538905738287869525874201624444 | 0.016427994199694150270452069680953296034
f(z) = 111/16*z^3 - 113/4*z + 1
*
[ 2 ] 
f(z) = 111/16*z^3 - 109/4*z + 1
*
[ -2 ] 
f(z) = 111/16*z^3 - 105/4*z + 1
*
0 | 0.12659185480173351776834777931650439595 | 0.026728579087442244490204523435016114232
f(z) = 112*z^3 - 114*z + 1
*
-1 | 0.10955507903043552722265766250425342498 | 0.023218206047883562442611085972979267385
f(z) = 112*z^3 - 111*z + 1
*
[ -1 ] 
f(z) = 112*z^3 - 110*z + 1
*
[ 1/12 ] 
f(z) = 112*z^3 - 106/9*z + 1
*
0 | 0.10620211110314860756441831183365771723 | 0.022261398407790088875271131961963852880
f(z) = 112/3*z^3 - 118/3*z + 1
*
-1 | 0.089320626380893296463231173519254848995 | 0.018929881900422561660724160391901504685
f(z) = 112/3*z^3 - 109/3*z + 1
*
[ -1 ] 
f(z) = 112/3*z^3 - 106/3*z + 1
*
-1 | 0.10977243043075438376212509254291792671 | 0.023264269723270052410098195046300073857
f(z) = 112/5*z^3 - 107/5*z + 1
*
[ -1 ] 
f(z) = 112/5*z^3 - 102/5*z + 1
*
-1 | 0.096422680533694237064134362769811177529 | 0.020435033082296560396938314417591252811
f(z) = 112/9*z^3 - 103/9*z + 1
*
-1 | 0.11009103920176378227349390830833690555 | 0.023331793056368137778753492701265381566
f(z) = 112/11*z^3 - 101/11*z + 1
*
[ 1/2 ] 
f(z) = 113*z^3 - 117/4*z + 1
*
0 | 0.12675666855156722127637949231594086413 | 0.026714116266040574394373374905719943245
f(z) = 113*z^3 - 115*z + 1
*
-1 | 0.10971920374214753376578596654308296604 | 0.023209266501861310095180319491654885909
f(z) = 113*z^3 - 112*z + 1
*
[ -1 ] 
f(z) = 113*z^3 - 111*z + 1
*
[ -1/2 ] 
f(z) = 113*z^3 - 101/4*z + 1
*
0 | 0.11389843569423926967999535709510762054 | 0.023917319538030775688207923115233942943
f(z) = 113/2*z^3 - 117/2*z + 1
*
-1 | 0.096937385886853694850533847532821360612 | 0.020505486244041170628662918828304225029
f(z) = 113/2*z^3 - 111/2*z + 1
*
[ -1 ] 
f(z) = 113/2*z^3 - 109/2*z + 1
*
0 | 0.10636733442095891573489544488207702312 | 0.022256661618866571511817500517280738569
f(z) = 113/3*z^3 - 119/3*z + 1
*
-1 | 0.089483793883813733943879315583144267831 | 0.018928803245126520203269389235506672459
f(z) = 113/3*z^3 - 110/3*z + 1
*
[ -1 ] 
f(z) = 113/3*z^3 - 107/3*z + 1
*
-1 | 0.10132379657923864790743885129063975385 | 0.021433358223366052030551171945230083121
f(z) = 113/4*z^3 - 109/4*z + 1
*
[ -1 ] 
f(z) = 113/4*z^3 - 105/4*z + 1
*
-1 | 0.10993465838711314536019414677288000008 | 0.023254842336387257185254316450177824180
f(z) = 113/5*z^3 - 108/5*z + 1
*
[ -1 ] 
f(z) = 113/5*z^3 - 103/5*z + 1
*
-1 | 0.076808857602674226336855697372683896410 | 0.016247632000624743099809171026184803433
f(z) = 113/6*z^3 - 107/6*z + 1
*
[ -1 ] 
f(z) = 113/6*z^3 - 101/6*z + 1
*
-1 | 0.11004090509738022710945597571478141275 | 0.023277317054845202853112102641926633741
f(z) = 113/7*z^3 - 106/7*z + 1
*
-1 | 0.10153629556037070349670084534138877219 | 0.021478308836533629356638888866177137743
f(z) = 113/8*z^3 - 105/8*z + 1
*
-1 | 0.096583079980216223923715118359021973795 | 0.020430538742328908361959416061640308057
f(z) = 113/9*z^3 - 104/9*z + 1
*
-1 | 0.097362428346941578333738935562165033557 | 0.020595396883148342031756360299061787723
f(z) = 113/10*z^3 - 103/10*z + 1
*
-1 | 0.11025054855109220333065487133654266235 | 0.023321663628841554078101375401199891629
f(z) = 113/11*z^3 - 102/11*z + 1
*
-1 | 0.081400336531881689534377730828169377118 | 0.017218882743166552029804595377281173444
f(z) = 113/12*z^3 - 101/12*z + 1
*
-2 | 0.10077310027572169024856029043449797961 | 0.016436042682255701831540175781540518567
f(z) = 113/16*z^3 - 115/4*z + 1
*
[ 2 ] 
f(z) = 113/16*z^3 - 111/4*z + 1
*
[ -2 ] 
f(z) = 113/16*z^3 - 107/4*z + 1
*
0 | 0.12692002839746223877811134482305836896 | 0.026699825457171455463108085866384290016
f(z) = 114*z^3 - 116*z + 1
*
-1 | 0.10988188662175404130526364585667608896 | 0.023200439723762515186140782910064983673
f(z) = 114*z^3 - 113*z + 1
*
[ -1 ] 
f(z) = 114*z^3 - 112*z + 1
*
-1 | 0.11009547733251232553168844689293164483 | 0.023245537224022600037061244368494957775
f(z) = 114/5*z^3 - 109/5*z + 1
*
[ -1 ] 
f(z) = 114/5*z^3 - 104/5*z + 1
*
-1 | 0.11020081729971729965302737859237789487 | 0.023267778683782522657267634434456185238
f(z) = 114/7*z^3 - 107/7*z + 1
*
-1 | 0.11040869491109838902717639529176195638 | 0.023311669921374468779232403035675015536
f(z) = 114/11*z^3 - 103/11*z + 1
*
-1 | 0.11051127376861777310586254017630534261 | 0.023333328400983606961778432355320509743
f(z) = 114/13*z^3 - 101/13*z + 1
*
[ 1/2 ] 
f(z) = 115*z^3 - 119/4*z + 1
*
0 | 0.12708195976651488868811996410257800583 | 0.026685703106707695013201537860683102241
f(z) = 115*z^3 - 117*z + 1
*
-1 | 0.11004315278185994659825696872224587058 | 0.023191723254389098736795926560510031165
f(z) = 115*z^3 - 114*z + 1
*
[ -1 ] 
f(z) = 115*z^3 - 113*z + 1
*
[ -1/2 ] 
f(z) = 115*z^3 - 103/4*z + 1
*
0 | 0.11422412499816227751124789356039855119 | 0.023900643112236198805284496163791259039
f(z) = 115/2*z^3 - 119/2*z + 1
*
-1 | 0.097260398138472906879430221213780749739 | 0.020497742751069146691153259701985301882
f(z) = 115/2*z^3 - 113/2*z + 1
*
[ -1 ] 
f(z) = 115/2*z^3 - 111/2*z + 1
*
[ 2/5 ] 
f(z) = 115/2*z^3 - 107/10*z + 1
*
-1 | 0.089804844373348265127778030975006130327 | 0.018926476068336550389118877901295407257
f(z) = 115/3*z^3 - 112/3*z + 1
*
[ -1 ] 
f(z) = 115/3*z^3 - 109/3*z + 1
*
-1 | 0.10164496103256684240002529394118378887 | 0.021421794513134366617010322397768351618
f(z) = 115/4*z^3 - 111/4*z + 1
*
[ -1 ] 
f(z) = 115/4*z^3 - 107/4*z + 1
*
-1 | 0.077128207649378980030402864215607601828 | 0.016254860040745012961629507717439459928
f(z) = 115/6*z^3 - 109/6*z + 1
*
[ -1 ] 
f(z) = 115/6*z^3 - 103/6*z + 1
*
-1 | 0.11035936010811076836862536435610862889 | 0.023258364318517427275758950918320154308
f(z) = 115/7*z^3 - 108/7*z + 1
*
[ -1 ] 
f(z) = 115/7*z^3 - 101/7*z + 1
*
-1 | 0.10185386346402489583828600160877348592 | 0.021465820945084640623959218264292075472
f(z) = 115/8*z^3 - 107/8*z + 1
*
-1 | 0.096899768572558423402096864744656117553 | 0.020421739647935428833018944242213529064
f(z) = 115/9*z^3 - 106/9*z + 1
*
-1 | 0.11056550139042837631045586369850063340 | 0.023301808835054424771533633842963678922
f(z) = 115/11*z^3 - 104/11*z + 1
*
-1 | 0.081715466294295255062440400877398148637 | 0.017221630169551604759419394508952366001
f(z) = 115/12*z^3 - 103/12*z + 1
*
-1 | 0.11066723430001367820297729689924334773 | 0.023323249164827991912287649346212798033
f(z) = 115/13*z^3 - 102/13*z + 1
*
-1 | 0.097881715891659850219938005459419716327 | 0.020628686194806299790006938077152730479
f(z) = 115/14*z^3 - 101/14*z + 1
*
-2 | 0.10110459368974030935991515279554179708 | 0.016443866801243812648615914850907932339
f(z) = 115/16*z^3 - 117/4*z + 1
*
[ 2 ] 
f(z) = 115/16*z^3 - 113/4*z + 1
*
[ -2 ] 
f(z) = 115/16*z^3 - 109/4*z + 1
*
0 | 0.12724248742456339994585697713145551601 | 0.026671745764123960220711809168471301205
f(z) = 116*z^3 - 118*z + 1
*
-1 | 0.11020302668464209930581712331324267564 | 0.023183114709977369926818288823051354859
f(z) = 116*z^3 - 115*z + 1
*
[ -1 ] 
f(z) = 116*z^3 - 114*z + 1
*
-1 | 0.089964843322139770476298829496349303493 | 0.018925662437300066595182066665107873381
f(z) = 116/3*z^3 - 113/3*z + 1
*
[ -1 ] 
f(z) = 116/3*z^3 - 110/3*z + 1
*
-1 | 0.11041298464051784737253736786236210665 | 0.023227283001191990140187033798048815027
f(z) = 116/5*z^3 - 111/5*z + 1
*
[ -1 ] 
f(z) = 116/5*z^3 - 106/5*z + 1
*
-1 | 0.11051655678226992005646681775352259506 | 0.023249071194449761693525006636302551012
f(z) = 116/7*z^3 - 109/7*z + 1
*
[ -1 ] 
f(z) = 116/7*z^3 - 102/7*z + 1
*
-1 | 0.097056104086556681566959285153864740549 | 0.020417431916647311309750610175517007529
f(z) = 116/9*z^3 - 107/9*z + 1
*
-1 | 0.11072099051466913338562515164092162061 | 0.023292077369610105672903776592501508140
f(z) = 116/11*z^3 - 105/11*z + 1
*
-1 | 0.11082189132585796990058675765069699436 | 0.023313303602232685315516981235950987854
f(z) = 116/13*z^3 - 103/13*z + 1
*
-1 | 0.090577267841620437229519342446052891556 | 0.019054496538444601576333381745839384527
f(z) = 116/15*z^3 - 101/15*z + 1
*
0 | 0.12740163549891995340704503091619457921 | 0.026657950078618487086656130448790360488
f(z) = 117*z^3 - 119*z + 1
*
-1 | 0.11036153216411913194155004501669002606 | 0.023174611779232724596411898525210799701
f(z) = 117*z^3 - 116*z + 1
*
[ -1 ] 
f(z) = 117*z^3 - 115*z + 1
*
[ 2/3 ] 
f(z) = 117*z^3 - 105/2*z + 1
*
[ -1/2 ] 
f(z) = 117*z^3 - 105/4*z + 1
*
-1 | 0.097577872541946156033842009616705071856 | 0.020490194998744868943144111551220585676
f(z) = 117/2*z^3 - 115/2*z + 1
*
[ 2/9 ] 
f(z) = 117/2*z^3 - 115/18*z + 1
*
[ -1 ] 
f(z) = 117/2*z^3 - 113/2*z + 1
*
-1 | 0.10196064996287820703122229650629883118 | 0.021410526234214155169118701492380635104
f(z) = 117/4*z^3 - 113/4*z + 1
*
[ -1 ] 
f(z) = 117/4*z^3 - 109/4*z + 1
*
-1 | 0.11056971969500303198989623144975631215 | 0.023218328689562826078932296208143517979
f(z) = 117/5*z^3 - 112/5*z + 1
*
[ 2/3 ] 
f(z) = 117/5*z^3 - 109/10*z + 1
*
[ -1 ] 
f(z) = 117/5*z^3 - 107/5*z + 1
*
[ 2/3 ] 
f(z) = 117/7*z^3 - 111/14*z + 1
*
-1 | 0.11067242999414715505469304018599805406 | 0.023239896633226875604967086146595021659
f(z) = 117/7*z^3 - 110/7*z + 1
*
[ -1 ] 
f(z) = 117/7*z^3 - 103/7*z + 1
*
-1 | 0.10216607558853582926014735113533311892 | 0.021453663177230149063449613913173651522
f(z) = 117/8*z^3 - 109/8*z + 1
*
[ 4/3 ] 
f(z) = 117/8*z^3 - 103/4*z + 1
*
[ -1 ] 
f(z) = 117/8*z^3 - 101/8*z + 1
*
-1 | 0.097988764023237943217819895339565080070 | 0.020576477332594406771512158312392894090
f(z) = 117/10*z^3 - 107/10*z + 1
*
-1 | 0.11087518424580990308942185343099131912 | 0.023282472619412764207420892264767681506
f(z) = 117/11*z^3 - 106/11*z + 1
*
-1 | 0.098188933026058055853843662336289250309 | 0.020618510447209867278890848512733668639
f(z) = 117/14*z^3 - 103/14*z + 1
*
-2 | 0.10143023119736807215268198322872345347 | 0.016451477190269425529903234100171830003
f(z) = 117/16*z^3 - 119/4*z + 1
*
[ 2 ] 
f(z) = 117/16*z^3 - 115/4*z + 1
*
[ -2 ] 
f(z) = 117/16*z^3 - 111/4*z + 1
*
-1 | 0.10256645003074311592677778172156979486 | 0.021537737057707656253560688500721614437
f(z) = 117/16*z^3 - 101/16*z + 1
*
0 | 0.12755942750013421712064408027431626343 | 0.026644312795411426326280608664258112435
f(z) = 118*z^3 - 120*z + 1
*
-1 | 0.11051869244747625533506050194845875667 | 0.023166212220505936063846275495530185589
f(z) = 118*z^3 - 117*z + 1
*
[ -1 ] 
f(z) = 118*z^3 - 116*z + 1
*
-1 | 0.090277704113567143884506763317606591301 | 0.018923427394590896480059871031421452179
f(z) = 118/3*z^3 - 115/3*z + 1
*
[ -1 ] 
f(z) = 118/3*z^3 - 112/3*z + 1
*
-1 | 0.11072513916351759209974409758075995448 | 0.023209486243480041085540890088795744836
f(z) = 118/5*z^3 - 113/5*z + 1
*
[ -1 ] 
f(z) = 118/5*z^3 - 108/5*z + 1
*
-1 | 0.11082700184757986542650280579037543857 | 0.023230838039308230492151746104858777455
f(z) = 118/7*z^3 - 111/7*z + 1
*
[ -1 ] 
f(z) = 118/7*z^3 - 104/7*z + 1
*
-1 | 0.097364869124190883704280947946658487576 | 0.020408993003828277137154206482112849926
f(z) = 118/9*z^3 - 109/9*z + 1
*
-1 | 0.11102810400089789882262200540111142353 | 0.023272991769673619635801014709608267873
f(z) = 118/11*z^3 - 107/11*z + 1
*
-1 | 0.11112738082432790228805637954607026875 | 0.023293801534150793151736358167620216538
f(z) = 118/13*z^3 - 105/13*z + 1
*
-1 | 0.090882193658755722264527483959501594159 | 0.019050136576348280738312121143965751494
f(z) = 118/15*z^3 - 103/15*z + 1
*
-1 | 0.11132347491536520031287235619866094493 | 0.023334905506949930199280176676877976393
f(z) = 118/17*z^3 - 101/17*z + 1
*
-1 | 0.11067453017549273889446386479173992710 | 0.023157913859103107088439630673408441622
f(z) = 119*z^3 - 118*z + 1
*
[ -1 ] 
f(z) = 119*z^3 - 117*z + 1
*
[ -1/2 ] 
f(z) = 119*z^3 - 107/4*z + 1
*
-1 | 0.097889995790705412258298856200291255937 | 0.020482834547339238281304705022324306874
f(z) = 119/2*z^3 - 117/2*z + 1
*
[ -1 ] 
f(z) = 119/2*z^3 - 115/2*z + 1
*
[ 2/7 ] 
f(z) = 119/2*z^3 - 103/14*z + 1
*
[ 1/7 ] 
f(z) = 119/2*z^3 - 101/14*z + 1
*
-1 | 0.090432678294293654935472424034800220969 | 0.018922440155530680030391808937069633125
f(z) = 119/3*z^3 - 116/3*z + 1
*
[ -1 ] 
f(z) = 119/3*z^3 - 113/3*z + 1
*
-1 | 0.10227104696244834351131679310988948210 | 0.021399540545428141734651802483351863199
f(z) = 119/4*z^3 - 115/4*z + 1
*
[ -1 ] 
f(z) = 119/4*z^3 - 111/4*z + 1
*
-1 | 0.11087926495010403902619311487346613833 | 0.023200753257353936569562930416722072969
f(z) = 119/5*z^3 - 114/5*z + 1
*
[ -1 ] 
f(z) = 119/5*z^3 - 109/5*z + 1
*
-1 | 0.077750191629011548599740579954759610809 | 0.016268713654518052221702135090279161090
f(z) = 119/6*z^3 - 113/6*z + 1
*
[ -1 ] 
f(z) = 119/6*z^3 - 107/6*z + 1
*
-1 | 0.10247310964266812329604937695098608707 | 0.021441820825590607980232335244776611209
f(z) = 119/8*z^3 - 111/8*z + 1
*
[ -1 ] 
f(z) = 119/8*z^3 - 103/8*z + 1
*
-1 | 0.097517341619250255274407697852123708148 | 0.020404859125278626458358461187514071201
f(z) = 119/9*z^3 - 110/9*z + 1
*
[ -1 ] 
f(z) = 119/9*z^3 - 101/9*z + 1
*
-1 | 0.098294811590180036924150588038334451193 | 0.020567539577468322155535734000320222923
f(z) = 119/10*z^3 - 109/10*z + 1
*
-1 | 0.11117977066992806476095552306002052345 | 0.023263632092825998495812547425987861315
f(z) = 119/11*z^3 - 108/11*z + 1
*
-1 | 0.082327070865590359267627137893985625081 | 0.017226395380712358164404524150754654654
f(z) = 119/12*z^3 - 107/12*z + 1
*
-1 | 0.11127825496100546375717799782622775260 | 0.023284239279733671209791685597308189458
f(z) = 119/13*z^3 - 106/13*z + 1
*
-1 | 0.091032288140334442060425527006664692135 | 0.019047904552277289515400157911839634299
f(z) = 119/15*z^3 - 104/15*z + 1
*
[ 2 ] 
f(z) = 119/16*z^3 - 117/4*z + 1
*
[ -2 ] 
f(z) = 119/16*z^3 - 113/4*z + 1
*
-1 | 0.10286709023426097898765318539397592300 | 0.021524258660093258161193402940266235475
f(z) = 119/16*z^3 - 103/16*z + 1
*
-1 | 0.085121773142648330782570718416548288728 | 0.017811168358662428504664857339364499379
f(z) = 119/18*z^3 - 101/18*z + 1
*
[ 7/20 ] 
f(z) = 100/7*z^3 - 101/28*z + 1
*
[ 3/10 ] 
f(z) = 100/11*z^3 - 104/33*z + 1
*
[ 3/10 ] 
f(z) = 100/13*z^3 - 118/39*z + 1
*
[ 2/3 ] 
f(z) = 101/16*z^3 - 119/36*z + 1
*
[ 1/3 ] 
f(z) = 102/13*z^3 - 112/39*z + 1
*
[ 1/4 ] 
f(z) = 104/15*z^3 - 103/30*z + 1
*
[ 1/4 ] 
f(z) = 104/17*z^3 - 115/34*z + 1
*
[ 1/5 ] 
f(z) = 105/4*z^3 - 101/20*z + 1
*
[ 2/9 ] 
f(z) = 105/8*z^3 - 112/27*z + 1
*
1/3 | 0.13403575731115599604726315288323890825 | 0.023300141645585358837812885434626610693
f(z) = 105/8*z^3 - 107/24*z + 1
*
[ 1/3 ] 
f(z) = 105/11*z^3 - 101/33*z + 1
*
[ 1/3 ] 
f(z) = 105/13*z^3 - 113/39*z + 1
*
[ -3/4 ] 
f(z) = 106/9*z^3 - 103/24*z + 1
*
1/4 | 0.17800579974019345438963881256471236966 | 0.029333110730570754356513959942604595152
f(z) = 108/5*z^3 - 107/20*z + 1
*
7/18 | 0.13321671841228907161020125693972327091 | 0.023044910753842693478972004285851734667
f(z) = 108/11*z^3 - 115/33*z + 1
*
[ 2/3 ] 
f(z) = 108/11*z^3 - 107/22*z + 1
*
[ 2/3 ] 
f(z) = 108/13*z^3 - 109/26*z + 1
*
[ 2/3 ] 
f(z) = 108/17*z^3 - 113/34*z + 1
*
[ 2/3 ] 
f(z) = 108/19*z^3 - 115/38*z + 1
*
[ 3/11 ] 
f(z) = 110/9*z^3 - 118/33*z + 1
*
[ -3/4 ] 
f(z) = 110/9*z^3 - 109/24*z + 1
*
[ 3/10 ] 
f(z) = 110/9*z^3 - 103/30*z + 1
*
[ 2/9 ] 
f(z) = 111/8*z^3 - 113/27*z + 1
*
1/3 | 0.14514825283844824500544122145590068384 | 0.024990477263400774986529937927202060960
f(z) = 111/8*z^3 - 109/24*z + 1
*
-2/3 | 0.15431081796769828352055841970694862324 | 0.026568015201744448287097213576035354545
f(z) = 111/10*z^3 - 103/30*z + 1
*
[ 1/3 ] 
f(z) = 111/11*z^3 - 103/33*z + 1
*
[ 1/3 ] 
f(z) = 111/13*z^3 - 115/39*z + 1
*
[ 3/14 ] 
f(z) = 112/3*z^3 - 113/21*z + 1
*
[ -3/4 ] 
f(z) = 112/11*z^3 - 112/33*z + 1
*
[ 1/3 ] 
f(z) = 114/11*z^3 - 104/33*z + 1
*
[ 1/3 ] 
f(z) = 114/13*z^3 - 116/39*z + 1
*
[ 1/5 ] 
f(z) = 115/4*z^3 - 103/20*z + 1
*
1/4 | 0.17260716936149958541180732803127991407 | 0.028112445420315615834659229086491076069
f(z) = 116/5*z^3 - 109/20*z + 1
*
[ 1/4 ] 
f(z) = 116/7*z^3 - 113/28*z + 1
*
[ 1/6 ] 
f(z) = 117/5*z^3 - 113/20*z + 1
*
[ 2/3 ] 
f(z) = 117/11*z^3 - 115/22*z + 1
*
[ -6/7 ] 
f(z) = 119/18*z^3 - 113/42*z + 1
*
[ 3/7 ] 
f(z) = 119/18*z^3 - 107/42*z + 1
*
[ -3/5 ] 
f(z) = 100*z^3 - 100/3*z + 1
*
-1 | 0.10746298002675190177907165309194690551 | 0.023335289617248858206452659203712919069
f(z) = 100*z^3 - 99*z + 1
*
[ -1 ] 
f(z) = 100*z^3 - 98*z + 1
*
[ 3/20 ] 
f(z) = 100*z^3 - 95/12*z + 1
*
-1/2 | 0.17985837809662180184515044499913503125 | 0.028941226099564589980060123833709591064
f(z) = 100/3*z^3 - 98/15*z + 1
*
-1 | 0.087240457810152950600650756670493467606 | 0.018944024712831437586935057694831189515
f(z) = 100/3*z^3 - 97/3*z + 1
*
9/20 | 0.13661507610520079639036858644619402068 | 0.022801616371266601529761418354542061270
f(z) = 100/3*z^3 - 97/12*z + 1
*
[ -1 ] 
f(z) = 100/3*z^3 - 94/3*z + 1
*
3/20 | 0.12832930850083115293200575332310350813 | 0.021418687783569441935475772252301013994
f(z) = 100/3*z^3 - 85/12*z + 1
*
-1 | 0.10782563971676384397502914159813101552 | 0.023414040168339323380259677414245816018
f(z) = 100/7*z^3 - 93/7*z + 1
*
3/5 | 0.081119819349540528083049000365182106295 | 0.015310487035319246604379816980613674382
f(z) = 100/7*z^3 - 93/14*z + 1
*
[ -1 ] 
f(z) = 100/7*z^3 - 86/7*z + 1
*
[ 6/5 ] 
f(z) = 100/9*z^3 - 95/6*z + 1
*
[ -6/5 ] 
f(z) = 100/9*z^3 - 85/6*z + 1
*
-1 | 0.10806130997791553930845748061610831689 | 0.023465215315322763170864512464713576286
f(z) = 100/11*z^3 - 89/11*z + 1
*
-1 | 0.10817740571175123815055875711894276640 | 0.023490425183611439496700646872138082944
f(z) = 100/13*z^3 - 87/13*z + 1
*
-1 | 0.10840625957852915107319143573085080055 | 0.023540120169363374250915711938577214905
f(z) = 100/17*z^3 - 83/17*z + 1
*
-1 | 0.10851907110253999882607372915146734502 | 0.023564616880549877940141181599315550337
f(z) = 100/19*z^3 - 81/19*z + 1
*
-1 | 0.10764663748495919808241336987115043139 | 0.023324772796753767919896636043209586820
f(z) = 101*z^3 - 100*z + 1
*
[ -1 ] 
f(z) = 101*z^3 - 99*z + 1
*
[ -1/2 ] 
f(z) = 101*z^3 - 89/4*z + 1
*
-1 | 0.094871213344611478856917792342249775434 | 0.020556605834758235795618857629231728172
f(z) = 101/2*z^3 - 99/2*z + 1
*
[ -1 ] 
f(z) = 101/2*z^3 - 97/2*z + 1
*
-1 | 0.087423952111438245423971490223217052502 | 0.018942940231444720505914978585605268362
f(z) = 101/3*z^3 - 98/3*z + 1
*
[ -1 ] 
f(z) = 101/3*z^3 - 95/3*z + 1
*
-1 | 0.099270223793695803639684640587674572102 | 0.021509779307267064769975090091667832874
f(z) = 101/4*z^3 - 97/4*z + 1
*
[ -1 ] 
f(z) = 101/4*z^3 - 93/4*z + 1
*
-1 | 0.10788729393883511016432625173326181389 | 0.023376918012246564040534534030776435466
f(z) = 101/5*z^3 - 96/5*z + 1
*
[ -1 ] 
f(z) = 101/5*z^3 - 91/5*z + 1
*
-1 | 0.074766989808480585948962102692810473346 | 0.016200441469652796268196173220490042494
f(z) = 101/6*z^3 - 95/6*z + 1
*
[ -1 ] 
f(z) = 101/6*z^3 - 89/6*z + 1
*
-1 | 0.10800577977099146317550119709063752433 | 0.023402591411613705295339636802237814243
f(z) = 101/7*z^3 - 94/7*z + 1
*
[ -1 ] 
f(z) = 101/7*z^3 - 87/7*z + 1
*
-1 | 0.099507203150179176568945258421828520457 | 0.021561127772733697786368114642807652589
f(z) = 101/8*z^3 - 93/8*z + 1
*
[ -1 ] 
f(z) = 101/8*z^3 - 85/8*z + 1
*
-1 | 0.094559964101361234058680396091113532285 | 0.020489164639644381209666601888194464265
f(z) = 101/9*z^3 - 92/9*z + 1
*
[ -1 ] 
f(z) = 101/9*z^3 - 83/9*z + 1
*
-1 | 0.095345233617356025893424734711683233500 | 0.020659316104406618050662525567490265486
f(z) = 101/10*z^3 - 91/10*z + 1
*
[ -1 ] 
f(z) = 101/10*z^3 - 81/10*z + 1
*
-1 | 0.10823922056761755766049562549873718230 | 0.023453173145237829386044319710590663273
f(z) = 101/11*z^3 - 90/11*z + 1
*
-1 | 0.079395855463493856174513184554434794576 | 0.017203419753344815301348450343000023165
f(z) = 101/12*z^3 - 89/12*z + 1
*
-1 | 0.10835423365465111784959457042700418079 | 0.023478094073437615365961743917495131756
f(z) = 101/13*z^3 - 88/13*z + 1
*
-1 | 0.095575266655446459579009425245471691792 | 0.020709159448096345979241289825232791116
f(z) = 101/14*z^3 - 87/14*z + 1
*
-1 | 0.088124507100626674665301978582235007914 | 0.019094735831718212856466149528836002263
f(z) = 101/15*z^3 - 86/15*z + 1
*
[ 2 ] 
f(z) = 101/16*z^3 - 99/4*z + 1
*
[ -2 ] 
f(z) = 101/16*z^3 - 95/4*z + 1
*
-1 | 0.099967324157198425978396762989375310076 | 0.021660826362475872360729993305187404754
f(z) = 101/16*z^3 - 85/16*z + 1
*
-1 | 0.10858098255192226514844304113202967367 | 0.023527225812564190053002887872929642355
f(z) = 101/17*z^3 - 84/17*z + 1
*
-1 | 0.082237832466708588713825212499620316652 | 0.017819216674106458865738504838600307657
f(z) = 101/18*z^3 - 83/18*z + 1
*
-1 | 0.10869277032539893774157183376904749673 | 0.023551447882837055609433302722043176520
f(z) = 101/19*z^3 - 82/19*z + 1
*
[ -1 ] 
f(z) = 102*z^3 - 100*z + 1
*
-1 | 0.10806682464926470977500075676766803995 | 0.023365937274023593168759867642209046743
f(z) = 102/5*z^3 - 97/5*z + 1
*
[ -1 ] 
f(z) = 102/5*z^3 - 92/5*z + 1
*
-1 | 0.10818418385078196402980126006447011115 | 0.023391312385674015068089542384786273471
f(z) = 102/7*z^3 - 95/7*z + 1
*
[ -1 ] 
f(z) = 102/7*z^3 - 88/7*z + 1
*
-1 | 0.10841543699485228056233150496147948061 | 0.023441313359389166440089204249872722394
f(z) = 102/11*z^3 - 91/11*z + 1
*
-1 | 0.10852938746131038213272167045964822840 | 0.023465951442910609547813744450971115686
f(z) = 102/13*z^3 - 89/13*z + 1
*
-1 | 0.10886485229906810521024818069360282384 | 0.023538484807170431833531320160029381867
f(z) = 102/19*z^3 - 83/19*z + 1
*
[ -1/2 ] 
f(z) = 103*z^3 - 91/4*z + 1
*
[ -1 ] 
f(z) = 103/2*z^3 - 99/2*z + 1
*
-1 | 0.087782533258127797771478031238823675041 | 0.018940165321653206081562464094955155552
f(z) = 103/3*z^3 - 100/3*z + 1
*
[ -1 ] 
f(z) = 103/3*z^3 - 97/3*z + 1
*
-1 | 0.099628694078685575096918921158819873074 | 0.021496120772477257268876611861128937431
f(z) = 103/4*z^3 - 99/4*z + 1
*
[ -1 ] 
f(z) = 103/4*z^3 - 95/4*z + 1
*
-1 | 0.10824463130524631646625707663347015523 | 0.023355115602259492134417419898800107809
f(z) = 103/5*z^3 - 98/5*z + 1
*
[ -1 ] 
f(z) = 103/5*z^3 - 93/5*z + 1
*
-1 | 0.075123205596013983072046390607333085856 | 0.016208759085330982935627006477929715009
f(z) = 103/6*z^3 - 97/6*z + 1
*
[ -1 ] 
f(z) = 103/6*z^3 - 91/6*z + 1
*
-1 | 0.10836088510508001975894612190597189242 | 0.023380198794853695939117712761830316006
f(z) = 103/7*z^3 - 96/7*z + 1
*
[ -1 ] 
f(z) = 103/7*z^3 - 89/7*z + 1
*
-1 | 0.099861208947390265606081668450050785461 | 0.021546288726050203086280712560624979384
f(z) = 103/8*z^3 - 95/8*z + 1
*
[ -1 ] 
f(z) = 103/8*z^3 - 87/8*z + 1
*
-1 | 0.094912881074633690186164694285530518842 | 0.020478625894992905924898955476298908042
f(z) = 103/9*z^3 - 94/9*z + 1
*
[ -1 ] 
f(z) = 103/9*z^3 - 85/9*z + 1
*
-1 | 0.095697724420431760469509937510408226957 | 0.020647965536596818374466297883751371194
f(z) = 103/10*z^3 - 93/10*z + 1
*
[ -1 ] 
f(z) = 103/10*z^3 - 83/10*z + 1
*
-1 | 0.10858999124255113768624520072888567414 | 0.023429631272578489814848800927961268377
f(z) = 103/11*z^3 - 92/11*z + 1
*
[ -1 ] 
f(z) = 103/11*z^3 - 81/11*z + 1
*
-1 | 0.079744534665130431406719196132556171873 | 0.017205867887345681553509170880160156512
f(z) = 103/12*z^3 - 91/12*z + 1
*
-1 | 0.10870289856352890344507029235021704720 | 0.023453992421043590007179723036546633862
f(z) = 103/13*z^3 - 90/13*z + 1
*
-1 | 0.095922893423121258592236570862134878603 | 0.020696548528884250420071477470201677657
f(z) = 103/14*z^3 - 89/14*z + 1
*
-1 | 0.088471105319718751897488672933643400366 | 0.019088733245115322787402293841075505668
f(z) = 103/15*z^3 - 88/15*z + 1
*
[ -2 ] 
f(z) = 103/16*z^3 - 97/4*z + 1
*
-1 | 0.10031290324920674311513519646654080694 | 0.021643747348326414055794489066065789916
f(z) = 103/16*z^3 - 87/16*z + 1
*
-1 | 0.10892555177133586420567488932377623588 | 0.023502032599524880101803737911025531894
f(z) = 103/17*z^3 - 86/17*z + 1
*
-1 | 0.082581400904998503680124141387910837895 | 0.017817956802808178227872171836705375390
f(z) = 103/18*z^3 - 85/18*z + 1
*
-1 | 0.10903534691489473314766732840084346508 | 0.023525722257288625261949575774487102685
f(z) = 103/19*z^3 - 84/19*z + 1
*
[ -1 ] 
f(z) = 104/3*z^3 - 98/3*z + 1
*
-1 | 0.10842074670952704733744538372886536068 | 0.023344449049189901183342404217444584523
f(z) = 104/5*z^3 - 99/5*z + 1
*
[ -1 ] 
f(z) = 104/5*z^3 - 94/5*z + 1
*
-1 | 0.10853591574205813154910647339937602998 | 0.023369246495191351228525584383436872666
f(z) = 104/7*z^3 - 97/7*z + 1
*
[ -1 ] 
f(z) = 104/7*z^3 - 90/7*z + 1
*
-1 | 0.095086847881596900365834605447087755428 | 0.020473480795765057293928756488428482238
f(z) = 104/9*z^3 - 95/9*z + 1
*
[ -1 ] 
f(z) = 104/9*z^3 - 86/9*z + 1
*
-1 | 0.10876291439585600034158805039887497219 | 0.023418122366910037730989266845647095923
f(z) = 104/11*z^3 - 93/11*z + 1
*
[ -1 ] 
f(z) = 104/11*z^3 - 82/11*z + 1
*
-1 | 0.088641998832793315353227507374252950197 | 0.019085817873164147381138599378623437335
f(z) = 104/15*z^3 - 89/15*z + 1
*
-1 | 0.10909545795143815887072330534187230882 | 0.023489723479478671263031723773579669163
f(z) = 104/17*z^3 - 87/17*z + 1
*
-1 | 0.10920428324172515402725127941887282857 | 0.023513155032216214118915409850927344065
f(z) = 104/19*z^3 - 85/19*z + 1
*
[ 1/6 ] 
f(z) = 105*z^3 - 95/12*z + 1
*
[ -1/2 ] 
f(z) = 105*z^3 - 93/4*z + 1
*
[ 2/5 ] 
f(z) = 105/2*z^3 - 99/10*z + 1
*
[ 1/7 ] 
f(z) = 105/2*z^3 - 99/14*z + 1
*
[ 2/7 ] 
f(z) = 105/2*z^3 - 95/14*z + 1
*
[ -1/2 ] 
f(z) = 105/2*z^3 - 81/8*z + 1
*
[ -1 ] 
f(z) = 105/4*z^3 - 97/4*z + 1
*
-1 | 0.10020857175466239974812289128645533004 | 0.021531892026383641951297781111238933723
f(z) = 105/8*z^3 - 97/8*z + 1
*
[ -1 ] 
f(z) = 105/8*z^3 - 89/8*z + 1
*
-1 | 0.10893423667543058253418161594634549037 | 0.023406782284198761444570342855932418759
f(z) = 105/11*z^3 - 94/11*z + 1
*
[ -1 ] 
f(z) = 105/11*z^3 - 83/11*z + 1
*
-1 | 0.10904511402560384405128359852669326272 | 0.023430606584758070814914193811988893130
f(z) = 105/13*z^3 - 92/13*z + 1
*
[ -2 ] 
f(z) = 105/16*z^3 - 99/4*z + 1
*
-1 | 0.10065214278521632505697252565878958502 | 0.021627202471075959041257632427095461591
f(z) = 105/16*z^3 - 89/16*z + 1
*
-1 | 0.10926381709834936935289151344714992963 | 0.023477599480333152975268033938990055221
f(z) = 105/17*z^3 - 88/17*z + 1
*
-1 | 0.10937168955585287946840986533943768099 | 0.023500778117319146837137266137112065329
f(z) = 105/19*z^3 - 86/19*z + 1
*
[ -1 ] 
f(z) = 106/3*z^3 - 100/3*z + 1
*
[ -1 ] 
f(z) = 106/5*z^3 - 96/5*z + 1
*
-1 | 0.10888108950289585409247531187148575043 | 0.023347809911437717969964530545508429529
f(z) = 106/7*z^3 - 99/7*z + 1
*
[ -1 ] 
f(z) = 106/7*z^3 - 92/7*z + 1
*
-1 | 0.095429951926739318408219560967729646160 | 0.020463428384264010383945984402931958357
f(z) = 106/9*z^3 - 97/9*z + 1
*
[ -1 ] 
f(z) = 106/9*z^3 - 88/9*z + 1
*
-1 | 0.10910398746924016983238150766429418996 | 0.023395606818794295376790133851534487467
f(z) = 106/11*z^3 - 95/11*z + 1
*
[ -1 ] 
f(z) = 106/11*z^3 - 84/11*z + 1
*
-1 | 0.10921387698855546840559424544151892418 | 0.023419170870366029663336892576868076286
f(z) = 106/13*z^3 - 93/13*z + 1
*
-1 | 0.088979120769713870894153922739718155610 | 0.019080150715821831403274036302866320713
f(z) = 106/15*z^3 - 91/15*z + 1
*
-1 | 0.10943065716954434446654287905653380599 | 0.023465655916404816122637594369282259130
f(z) = 106/17*z^3 - 89/17*z + 1
*
-1 | 0.10953759336961402312713088953918802609 | 0.023488586675853286980243035170915141543
f(z) = 106/19*z^3 - 87/19*z + 1
*
[ -1/2 ] 
f(z) = 107*z^3 - 95/4*z + 1
*
[ -1/2 ] 
f(z) = 107/2*z^3 - 83/8*z + 1
*
[ -1 ] 
f(z) = 107/4*z^3 - 99/4*z + 1
*
[ -1 ] 
f(z) = 107/5*z^3 - 97/5*z + 1
*
[ -1 ] 
f(z) = 107/6*z^3 - 95/6*z + 1
*
-1 | 0.10905129264861392109917266234618714886 | 0.023337318038350871430376534114923007546
f(z) = 107/7*z^3 - 100/7*z + 1
*
[ -1 ] 
f(z) = 107/7*z^3 - 93/7*z + 1
*
-1 | 0.10054953638605652417523255864444983610 | 0.021517915581351522308202607439991177726
f(z) = 107/8*z^3 - 99/8*z + 1
*
[ -1 ] 
f(z) = 107/8*z^3 - 91/8*z + 1
*
-1 | 0.095599148143764089852007218723943066601 | 0.020458516999108676222799120252602547091
f(z) = 107/9*z^3 - 98/9*z + 1
*
[ -1 ] 
f(z) = 107/9*z^3 - 89/9*z + 1
*
-1 | 0.096381298359924544623526415993600109894 | 0.020625899594078158410684259388978702019
f(z) = 107/10*z^3 - 97/10*z + 1
*
[ -1 ] 
f(z) = 107/10*z^3 - 87/10*z + 1
*
-1 | 0.10927219536288346476445723848292404546 | 0.023384591910794132332358682178130656500
f(z) = 107/11*z^3 - 96/11*z + 1
*
[ -1 ] 
f(z) = 107/11*z^3 - 85/11*z + 1
*
-1 | 0.080425769136002977565804129712451460980 | 0.017211366387500968151322104025556930067
f(z) = 107/12*z^3 - 95/12*z + 1
*
[ -1 ] 
f(z) = 107/12*z^3 - 83/12*z + 1
*
-1 | 0.10938111451370036643359017990153285078 | 0.023407900950066794695835080808569714333
f(z) = 107/13*z^3 - 94/13*z + 1
*
[ -1 ] 
f(z) = 107/13*z^3 - 81/13*z + 1
*
-1 | 0.096599142507448673763800942272948306304 | 0.020672518923662314838217614237665435911
f(z) = 107/14*z^3 - 93/14*z + 1
*
-1 | 0.089145405261116164136072584148099867445 | 0.019077395817213063626958939811216139776
f(z) = 107/15*z^3 - 92/15*z + 1
*
-1 | 0.10098527146248956476417106017317954645 | 0.021611164251882639060074574408652815259
f(z) = 107/16*z^3 - 91/16*z + 1
*
-1 | 0.10959600537043298025982806720393535555 | 0.023453888266175573013015260615170103104
f(z) = 107/17*z^3 - 90/17*z + 1
*
-1 | 0.083249956709960123170129747188429246277 | 0.017815751370132663761552445583669235325
f(z) = 107/18*z^3 - 89/18*z + 1
*
-1 | 0.10970202145870281850399407457328785040 | 0.023476576040974421684245634897484052165
f(z) = 107/19*z^3 - 88/19*z + 1
*
[ 2/3 ] 
f(z) = 108*z^3 - 97/2*z + 1
*
[ -2/3 ] 
f(z) = 108*z^3 - 91/2*z + 1
*
1/3 | 0.16530874909458507600991868831929169269 | 0.025534683368647015730231940189638875547
f(z) = 108*z^3 - 89/6*z + 1
*
1/9 | 0.14156585325686484764714086123503161324 | 0.021867198551348786468990162053490563935
f(z) = 108*z^3 - 83/6*z + 1
*
[ -1 ] 
f(z) = 108/5*z^3 - 98/5*z + 1
*
4/9 | 0.11839083976958221866953513062110317138 | 0.020480209759549442089034134981153694139
f(z) = 108/5*z^3 - 94/15*z + 1
*
[ -1 ] 
f(z) = 108/7*z^3 - 94/7*z + 1
*
-1 | 0.10943888816855503548652390545022219124 | 0.023373733639621364988511506005717397939
f(z) = 108/11*z^3 - 97/11*z + 1
*
[ -1 ] 
f(z) = 108/11*z^3 - 86/11*z + 1
*
-1 | 0.10954685395382112613482596433100379193 | 0.023396792750959515924230744265200267179
f(z) = 108/13*z^3 - 95/13*z + 1
*
[ -1 ] 
f(z) = 108/13*z^3 - 82/13*z + 1
*
-1 | 0.10975988818112781360161312495240945305 | 0.023442292165002537906267587645615089098
f(z) = 108/17*z^3 - 91/17*z + 1
*
[ 1/6 ] 
f(z) = 108/17*z^3 - 88/17*z + 1
*
[ 1/6 ] 
f(z) = 108/19*z^3 - 98/19*z + 1
*
-1 | 0.10986499988827545269692274329579684319 | 0.023464741708180378107359333618046437491
f(z) = 108/19*z^3 - 89/19*z + 1
*
[ -1/2 ] 
f(z) = 109*z^3 - 97/4*z + 1
*
[ -1/2 ] 
f(z) = 109/2*z^3 - 85/8*z + 1
*
[ -1 ] 
f(z) = 109/5*z^3 - 99/5*z + 1
*
[ -1 ] 
f(z) = 109/6*z^3 - 97/6*z + 1
*
[ -1 ] 
f(z) = 109/7*z^3 - 95/7*z + 1
*
[ -1 ] 
f(z) = 109/8*z^3 - 93/8*z + 1
*
-1 | 0.095932970436294494142701074023397016830 | 0.020448914223498370328024699391952390876
f(z) = 109/9*z^3 - 100/9*z + 1
*
[ -1 ] 
f(z) = 109/9*z^3 - 91/9*z + 1
*
-1 | 0.096714806048285665788334236727780093599 | 0.020615569016879345128561188157421269143
f(z) = 109/10*z^3 - 99/10*z + 1
*
[ -1 ] 
f(z) = 109/10*z^3 - 89/10*z + 1
*
-1 | 0.10960409295271193265594356584564979182 | 0.023363028217944132823971246465967246021
f(z) = 109/11*z^3 - 98/11*z + 1
*
[ -1 ] 
f(z) = 109/11*z^3 - 87/11*z + 1
*
-1 | 0.080755683782126553666280080999910535563 | 0.017213748758225670969001657743278107585
f(z) = 109/12*z^3 - 97/12*z + 1
*
[ -1 ] 
f(z) = 109/12*z^3 - 85/12*z + 1
*
-1 | 0.10971112193195338665850988090680362091 | 0.023385842339157969996920962876887188844
f(z) = 109/13*z^3 - 96/13*z + 1
*
[ -1 ] 
f(z) = 109/13*z^3 - 83/13*z + 1
*
-1 | 0.096928869558300958863559950156194173041 | 0.020661198442662533589995279157008945592
f(z) = 109/14*z^3 - 95/14*z + 1
*
[ -1 ] 
f(z) = 109/14*z^3 - 81/14*z + 1
*
-1 | 0.089472522244871000561602410903615600772 | 0.019071815710745625352182722379153632700
f(z) = 109/15*z^3 - 94/15*z + 1
*
-1 | 0.10131250580792546007295255568998886867 | 0.021595607137065637619595858074699513511
f(z) = 109/16*z^3 - 93/16*z + 1
*
-1 | 0.10992233138202987692229088179884390313 | 0.023430863398217894551821644205539570224
f(z) = 109/17*z^3 - 92/17*z + 1
*
-1 | 0.083575382176015726886249775502010412969 | 0.017814791031080815453357012141807157305
f(z) = 109/18*z^3 - 91/18*z + 1
*
-1 | 0.11002655403790622733688651446462409604 | 0.023453079328158018266186135562513176672
f(z) = 109/19*z^3 - 90/19*z + 1
*
[ 1/5 ] 
f(z) = 110/3*z^3 - 82/15*z + 1
*
[ -1 ] 
f(z) = 110/7*z^3 - 96/7*z + 1
*
[ -1 ] 
f(z) = 110/9*z^3 - 92/9*z + 1
*
-1 | 0.10987394436713522849282037834383561253 | 0.023375045913762148600878514296708905750
f(z) = 110/13*z^3 - 97/13*z + 1
*
[ -1 ] 
f(z) = 110/13*z^3 - 84/13*z + 1
*
-1 | 0.11008336007829493735246680594712450751 | 0.023419597894594517240512594010925971997
f(z) = 110/17*z^3 - 93/17*z + 1
*
-1 | 0.11018670862545614275244282311993639263 | 0.023441584700009836255160000710560080300
f(z) = 110/19*z^3 - 91/19*z + 1
*
[ -1/2 ] 
f(z) = 111*z^3 - 99/4*z + 1
*
[ 1/6 ] 
f(z) = 111*z^3 - 97/12*z + 1
*
[ -1/2 ] 
f(z) = 111/2*z^3 - 87/8*z + 1
*
[ -1 ] 
f(z) = 111/7*z^3 - 97/7*z + 1
*
[ -1 ] 
f(z) = 111/8*z^3 - 95/8*z + 1
*
[ -1 ] 
f(z) = 111/10*z^3 - 91/10*z + 1
*
-1 | 0.10993014315109889336799127836135003039 | 0.023342061405714376645506651063040100540
f(z) = 111/11*z^3 - 100/11*z + 1
*
[ -1 ] 
f(z) = 111/11*z^3 - 89/11*z + 1
*
-1 | 0.11003534649902996483583004034313134088 | 0.023364399801145359555219493176615039153
f(z) = 111/13*z^3 - 98/13*z + 1
*
[ -1 ] 
f(z) = 111/13*z^3 - 85/13*z + 1
*
-1 | 0.097252193262430473988264958972602740863 | 0.020650083788682502582954820089525478311
f(z) = 111/14*z^3 - 97/14*z + 1
*
[ -1 ] 
f(z) = 111/14*z^3 - 83/14*z + 1
*
-1 | 0.10163405102747615373008089954492123914 | 0.021580507329405238190130181596727465718
f(z) = 111/16*z^3 - 95/16*z + 1
*
-1 | 0.11024299872323846286992542691426551359 | 0.023408491720154740725270820825168927114
f(z) = 111/17*z^3 - 94/17*z + 1
*
-1 | 0.11034548772991035780100638662636238573 | 0.023430253764836678608794923834562962270
f(z) = 111/19*z^3 - 92/19*z + 1
*
[ 1/14 ] 
f(z) = 112*z^3 - 95/7*z + 1
*
[ 3/8 ] 
f(z) = 112/3*z^3 - 83/12*z + 1
*
[ -1 ] 
f(z) = 112/9*z^3 - 94/9*z + 1
*
[ 3/2 ] 
f(z) = 112/9*z^3 - 83/3*z + 1
*
[ -1 ] 
f(z) = 112/11*z^3 - 90/11*z + 1
*
-1 | 0.11019535291148101049014153596886028053 | 0.023353900449537566905351743762804968644
f(z) = 112/13*z^3 - 99/13*z + 1
*
[ -1 ] 
f(z) = 112/13*z^3 - 86/13*z + 1
*
-1 | 0.089954084911042655960119822360241422304 | 0.019064131912434431240543450429077231421
f(z) = 112/15*z^3 - 97/15*z + 1
*
[ -1 ] 
f(z) = 112/15*z^3 - 82/15*z + 1
*
-1 | 0.11040127114073413834185940278553038020 | 0.023397541072301265716904776817797739701
f(z) = 112/17*z^3 - 95/17*z + 1
*
-1 | 0.11050291481323758475038545357094926562 | 0.023419082599654762379712606281688552409
f(z) = 112/19*z^3 - 93/19*z + 1
*
[ -1/2 ] 
f(z) = 113/2*z^3 - 89/8*z + 1
*
[ -1 ] 
f(z) = 113/7*z^3 - 99/7*z + 1
*
[ -1 ] 
f(z) = 113/8*z^3 - 97/8*z + 1
*
[ -1 ] 
f(z) = 113/9*z^3 - 95/9*z + 1
*
[ -1 ] 
f(z) = 113/10*z^3 - 93/10*z + 1
*
[ -1 ] 
f(z) = 113/11*z^3 - 91/11*z + 1
*
[ -1 ] 
f(z) = 113/12*z^3 - 89/12*z + 1
*
-1 | 0.11035398755505396769525473376894228523 | 0.023343544423887038494632088933912145179
f(z) = 113/13*z^3 - 100/13*z + 1
*
[ -1 ] 
f(z) = 113/13*z^3 - 87/13*z + 1
*
-1 | 0.097569311374403412305000259082543920198 | 0.020639159535038870734500282801706005147
f(z) = 113/14*z^3 - 99/14*z + 1
*
[ -1 ] 
f(z) = 113/14*z^3 - 85/14*z + 1
*
-1 | 0.090112893351060510765281873404000502422 | 0.019061878738691195152189001966796020881
f(z) = 113/15*z^3 - 98/15*z + 1
*
[ -1 ] 
f(z) = 113/15*z^3 - 83/15*z + 1
*
-1 | 0.10195010178265653547231555768423568031 | 0.021565842637049819225617574544286741293
f(z) = 113/16*z^3 - 97/16*z + 1
*
[ -1 ] 
f(z) = 113/16*z^3 - 81/16*z + 1
*
-1 | 0.11055820054665747543645034784670324923 | 0.023386742274250652593175266965835299851
f(z) = 113/17*z^3 - 96/17*z + 1
*
-1 | 0.084210191134552049588944358101209390296 | 0.017813260592080948119598454154386153781
f(z) = 113/18*z^3 - 95/18*z + 1
*
-1 | 0.11065901274132131685825311765507275371 | 0.023408067411626688929468764606885674211
f(z) = 113/19*z^3 - 94/19*z + 1
*
[ 1/4 ] 
f(z) = 114*z^3 - 81/8*z + 1
*
[ -1 ] 
f(z) = 114/7*z^3 - 100/7*z + 1
*
[ -1 ] 
f(z) = 114/11*z^3 - 92/11*z + 1
*
[ -1 ] 
f(z) = 114/13*z^3 - 88/13*z + 1
*
-1 | 0.11071380956942300388298793772720457700 | 0.023376091769751207390301933926820128209
f(z) = 114/17*z^3 - 97/17*z + 1
*
[ -1/2 ] 
f(z) = 115/2*z^3 - 91/8*z + 1
*
[ 1/5 ] 
f(z) = 115/3*z^3 - 83/15*z + 1
*
[ -1 ] 
f(z) = 115/8*z^3 - 99/8*z + 1
*
[ -1 ] 
f(z) = 115/9*z^3 - 97/9*z + 1
*
[ -1 ] 
f(z) = 115/11*z^3 - 93/11*z + 1
*
[ -1 ] 
f(z) = 115/12*z^3 - 91/12*z + 1
*
[ -1 ] 
f(z) = 115/13*z^3 - 89/13*z + 1
*
[ -1 ] 
f(z) = 115/14*z^3 - 87/14*z + 1
*
-1 | 0.10226084290153620092111147259178679134 | 0.021551592337909956210595904856858144181
f(z) = 115/16*z^3 - 99/16*z + 1
*
[ -1 ] 
f(z) = 115/16*z^3 - 83/16*z + 1
*
-1 | 0.11086812026966068063910599796892805751 | 0.023365586118068310955918656662697010130
f(z) = 115/17*z^3 - 98/17*z + 1
*
[ -1 ] 
f(z) = 115/17*z^3 - 81/17*z + 1
*
-1 | 0.084519296184470662165150800281799216597 | 0.017812540600791551644053211441556573007
f(z) = 115/18*z^3 - 97/18*z + 1
*
-1 | 0.11096730973432921543622070863242014719 | 0.023386490413848564803694081675633927372
f(z) = 115/19*z^3 - 96/19*z + 1
*
[ -1 ] 
f(z) = 116/9*z^3 - 98/9*z + 1
*
[ 3/4 ] 
f(z) = 116/9*z^3 - 91/12*z + 1
*
[ 3/2 ] 
f(z) = 116/9*z^3 - 86/3*z + 1
*
[ -3/2 ] 
f(z) = 116/9*z^3 - 82/3*z + 1
*
[ -1 ] 
f(z) = 116/11*z^3 - 94/11*z + 1
*
[ -1 ] 
f(z) = 116/13*z^3 - 90/13*z + 1
*
[ -1 ] 
f(z) = 116/15*z^3 - 86/15*z + 1
*
-1 | 0.11102115415907449274018472818838764293 | 0.023355221989221393279468660076214038820
f(z) = 116/17*z^3 - 99/17*z + 1
*
[ -1 ] 
f(z) = 116/17*z^3 - 82/17*z + 1
*
-1 | 0.11111955172690090152441288989108490176 | 0.023375921621261720138850951103034853723
f(z) = 116/19*z^3 - 97/19*z + 1
*
[ -2/3 ] 
f(z) = 117*z^3 - 99/2*z + 1
*
[ 1/9 ] 
f(z) = 117*z^3 - 85/9*z + 1
*
[ -1/2 ] 
f(z) = 117/2*z^3 - 93/8*z + 1
*
[ 1/6 ] 
f(z) = 117/4*z^3 - 93/16*z + 1
*
[ 2/9 ] 
f(z) = 117/4*z^3 - 89/18*z + 1
*
[ -4/3 ] 
f(z) = 117/8*z^3 - 97/4*z + 1
*
[ -1 ] 
f(z) = 117/10*z^3 - 97/10*z + 1
*
[ -1 ] 
f(z) = 117/11*z^3 - 95/11*z + 1
*
[ -1 ] 
f(z) = 117/14*z^3 - 89/14*z + 1
*
[ -1 ] 
f(z) = 117/16*z^3 - 85/16*z + 1
*
-1 | 0.11117293221852374480057884353693314922 | 0.023344996159457818591718452759590722191
f(z) = 117/17*z^3 - 100/17*z + 1
*
[ -1 ] 
f(z) = 117/17*z^3 - 83/17*z + 1
*
-1 | 0.11127055045560318704197985127546866744 | 0.023365494830530316486988473045112130164
f(z) = 117/19*z^3 - 98/19*z + 1
*
[ 1/4 ] 
f(z) = 118*z^3 - 83/8*z + 1
*
[ -1/3 ] 
f(z) = 118*z^3 - 82/9*z + 1
*
[ -1 ] 
f(z) = 118/9*z^3 - 100/9*z + 1
*
[ -1 ] 
f(z) = 118/11*z^3 - 96/11*z + 1
*
[ -1 ] 
f(z) = 118/13*z^3 - 92/13*z + 1
*
[ -1 ] 
f(z) = 118/15*z^3 - 88/15*z + 1
*
[ -1 ] 
f(z) = 118/17*z^3 - 84/17*z + 1
*
-1 | 0.11142032609051348804289671694939497196 | 0.023355206822750937573242678367019943930
f(z) = 118/19*z^3 - 99/19*z + 1
*
[ -1/3 ] 
f(z) = 119*z^3 - 83/9*z + 1
*
[ -1/2 ] 
f(z) = 119/2*z^3 - 95/8*z + 1
*
[ -1/2 ] 
f(z) = 119/3*z^3 - 83/12*z + 1
*
[ -1 ] 
f(z) = 119/10*z^3 - 99/10*z + 1
*
[ -1 ] 
f(z) = 119/11*z^3 - 97/11*z + 1
*
[ -1 ] 
f(z) = 119/12*z^3 - 95/12*z + 1
*
[ -1 ] 
f(z) = 119/13*z^3 - 93/13*z + 1
*
[ -1 ] 
f(z) = 119/15*z^3 - 89/15*z + 1
*
[ -1 ] 
f(z) = 119/16*z^3 - 87/16*z + 1
*
[ -1 ] 
f(z) = 119/18*z^3 - 83/18*z + 1
*
-1 | 0.11156889831416636713414776184543094479 | 0.023345054480173632030666933257164971630
f(z) = 119/19*z^3 - 100/19*z + 1
*
[ -1 ] 
f(z) = 119/19*z^3 - 81/19*z + 1
*
[ 2/5 ] 
f(z) = 100/17*z^3 - 83/34*z + 1
*
[ 2/5 ] 
f(z) = 100/19*z^3 - 89/38*z + 1
*
[ 2/5 ] 
f(z) = 101/8*z^3 - 88/25*z + 1
*
[ 1/3 ] 
f(z) = 102/11*z^3 - 100/33*z + 1
*
[ 1/2 ] 
f(z) = 102/19*z^3 - 89/38*z + 1
*
[ 2/5 ] 
f(z) = 103/8*z^3 - 89/25*z + 1
*
-3/4 | 0.089415533838015722923729288527436697691 | 0.016752205324410407870034778615492212644
f(z) = 104/15*z^3 - 97/30*z + 1
*
[ 1/3 ] 
f(z) = 105/8*z^3 - 83/24*z + 1
*
[ 4/5 ] 
f(z) = 105/16*z^3 - 89/20*z + 1
*
[ 2/7 ] 
f(z) = 105/16*z^3 - 85/28*z + 1
*
[ 4/7 ] 
f(z) = 105/16*z^3 - 81/28*z + 1
*
[ 1/2 ] 
f(z) = 106/15*z^3 - 83/30*z + 1
*
[ 1/2 ] 
f(z) = 106/17*z^3 - 87/34*z + 1
*
[ 1/2 ] 
f(z) = 106/19*z^3 - 91/38*z + 1
*
[ 2/5 ] 
f(z) = 107/8*z^3 - 91/25*z + 1
*
[ 1/4 ] 
f(z) = 108/5*z^3 - 87/20*z + 1
*
-11/18 | 0.14102335242891909399054372302572549583 | 0.024395365759380163203076206489571741052
f(z) = 108/7*z^3 - 100/21*z + 1
*
7/18 | 0.10810632970291813826994354131128184252 | 0.018701111614376943692621125587565049431
f(z) = 108/7*z^3 - 88/21*z + 1
*
7/18 | 0.10810715300838274000581190517180010799 | 0.018701254036448144838219151983330849148
f(z) = 108/7*z^3 - 85/21*z + 1
*
[ 7/18 ] 
f(z) = 108/7*z^3 - 82/21*z + 1
*
[ 2/5 ] 
f(z) = 109/8*z^3 - 92/25*z + 1
*
[ 1/2 ] 
f(z) = 110/13*z^3 - 81/26*z + 1
*
[ 1/2 ] 
f(z) = 110/17*z^3 - 89/34*z + 1
*
[ 1/2 ] 
f(z) = 110/19*z^3 - 93/38*z + 1
*
[ 2/5 ] 
f(z) = 111/8*z^3 - 93/25*z + 1
*
[ 1/3 ] 
f(z) = 111/8*z^3 - 85/24*z + 1
*
[ 1/3 ] 
f(z) = 111/10*z^3 - 97/30*z + 1
*
[ 3/14 ] 
f(z) = 112/9*z^3 - 89/21*z + 1
*
[ 2/5 ] 
f(z) = 113/8*z^3 - 94/25*z + 1
*
[ 1/2 ] 
f(z) = 114/13*z^3 - 83/26*z + 1
*
[ 1/2 ] 
f(z) = 114/17*z^3 - 91/34*z + 1
*
[ 2/5 ] 
f(z) = 115/12*z^3 - 91/30*z + 1
*
[ 4/5 ] 
f(z) = 115/16*z^3 - 97/20*z + 1
*
-4/5 | 0.17562632825711416094139567599668390151 | 0.027638668684626439587151577020250224386
f(z) = 115/16*z^3 - 87/20*z + 1
*
[ 3/5 ] 
f(z) = 115/18*z^3 - 89/30*z + 1
*
[ 1/4 ] 
f(z) = 116/5*z^3 - 89/20*z + 1
*
[ 2/5 ] 
f(z) = 117/8*z^3 - 96/25*z + 1
*
[ 4/9 ] 
f(z) = 117/16*z^3 - 97/36*z + 1
*
[ 1/2 ] 
f(z) = 118/11*z^3 - 81/22*z + 1
*
[ 1/2 ] 
f(z) = 118/13*z^3 - 85/26*z + 1
*
[ 1/2 ] 
f(z) = 118/15*z^3 - 89/30*z + 1
*
[ 1/2 ] 
f(z) = 118/17*z^3 - 93/34*z + 1
*
[ 1/2 ] 
f(z) = 118/19*z^3 - 97/38*z + 1
*
[ 2/5 ] 
f(z) = 119/8*z^3 - 97/25*z + 1
*
[ 4/7 ] 
f(z) = 119/16*z^3 - 89/28*z + 1
*
[ 2/7 ] 
f(z) = 119/16*z^3 - 87/28*z + 1
*
[ 1/20 ] 
f(z) = 100*z^3 - 77/4*z + 1
*
[ 1/6 ] 
f(z) = 100*z^3 - 70/9*z + 1
*
[ 3/20 ] 
f(z) = 100/3*z^3 - 77/12*z + 1
*
3/20 | 0.064689439459236485245556533864130582543 | 0.010796932694938737321890149463995058818
f(z) = 100/3*z^3 - 73/12*z + 1
*
1/5 | 0.15454359682898634041938926477771304961 | 0.025793959993234531839092091425452497717
f(z) = 100/3*z^3 - 67/12*z + 1
*
2/5 | 0.15686587108816109961295009455693216006 | 0.029606733654454991300104067449113132847
f(z) = 100/7*z^3 - 67/14*z + 1
*
[ 1/10 ] 
f(z) = 100/7*z^3 - 64/7*z + 1
*
[ 3/4 ] 
f(z) = 100/9*z^3 - 79/12*z + 1
*
[ 3/2 ] 
f(z) = 100/9*z^3 - 74/3*z + 1
*
[ 3/20 ] 
f(z) = 100/9*z^3 - 71/12*z + 1
*
[ -3/2 ] 
f(z) = 100/9*z^3 - 70/3*z + 1
*
[ -9/10 ] 
f(z) = 100/9*z^3 - 62/9*z + 1
*
[ -1 ] 
f(z) = 100/11*z^3 - 78/11*z + 1
*
[ -1 ] 
f(z) = 100/13*z^3 - 74/13*z + 1
*
[ 1/5 ] 
f(z) = 100/17*z^3 - 72/17*z + 1
*
[ -1 ] 
f(z) = 100/17*z^3 - 66/17*z + 1
*
[ 1/5 ] 
f(z) = 100/19*z^3 - 80/19*z + 1
*
[ -1 ] 
f(z) = 100/19*z^3 - 62/19*z + 1
*
[ -1/2 ] 
f(z) = 101/2*z^3 - 77/8*z + 1
*
[ -1/2 ] 
f(z) = 101/3*z^3 - 65/12*z + 1
*
[ -1 ] 
f(z) = 101/11*z^3 - 79/11*z + 1
*
[ -1 ] 
f(z) = 101/12*z^3 - 77/12*z + 1
*
[ -1 ] 
f(z) = 101/13*z^3 - 75/13*z + 1
*
[ -1 ] 
f(z) = 101/14*z^3 - 73/14*z + 1
*
[ -1 ] 
f(z) = 101/15*z^3 - 71/15*z + 1
*
[ -1 ] 
f(z) = 101/16*z^3 - 69/16*z + 1
*
[ -1 ] 
f(z) = 101/17*z^3 - 67/17*z + 1
*
[ -1 ] 
f(z) = 101/18*z^3 - 65/18*z + 1
*
[ -1 ] 
f(z) = 101/19*z^3 - 63/19*z + 1
*
[ 1/4 ] 
f(z) = 102*z^3 - 75/8*z + 1
*
[ 1/3 ] 
f(z) = 102/5*z^3 - 64/15*z + 1
*
[ 1/2 ] 
f(z) = 102/5*z^3 - 61/10*z + 1
*
[ 1/2 ] 
f(z) = 102/7*z^3 - 65/14*z + 1
*
[ -1 ] 
f(z) = 102/11*z^3 - 80/11*z + 1
*
[ -1 ] 
f(z) = 102/13*z^3 - 76/13*z + 1
*
[ -1 ] 
f(z) = 102/19*z^3 - 64/19*z + 1
*
[ -1/2 ] 
f(z) = 103/2*z^3 - 79/8*z + 1
*
[ -1/2 ] 
f(z) = 103/3*z^3 - 67/12*z + 1
*
[ -1 ] 
f(z) = 103/12*z^3 - 79/12*z + 1
*
[ -1 ] 
f(z) = 103/13*z^3 - 77/13*z + 1
*
[ -1 ] 
f(z) = 103/14*z^3 - 75/14*z + 1
*
[ -1 ] 
f(z) = 103/15*z^3 - 73/15*z + 1
*
[ -1 ] 
f(z) = 103/16*z^3 - 71/16*z + 1
*
[ -1 ] 
f(z) = 103/17*z^3 - 69/17*z + 1
*
[ -1 ] 
f(z) = 103/18*z^3 - 67/18*z + 1
*
[ -1 ] 
f(z) = 103/19*z^3 - 65/19*z + 1
*
[ 1/6 ] 
f(z) = 104*z^3 - 71/9*z + 1
*
[ 1/8 ] 
f(z) = 104*z^3 - 69/8*z + 1
*
[ 3/2 ] 
f(z) = 104/9*z^3 - 77/3*z + 1
*
[ -3/2 ] 
f(z) = 104/9*z^3 - 73/3*z + 1
*
[ 1/4 ] 
f(z) = 104/9*z^3 - 67/18*z + 1
*
[ -1 ] 
f(z) = 104/15*z^3 - 74/15*z + 1
*
[ -1 ] 
f(z) = 104/17*z^3 - 70/17*z + 1
*
[ -1 ] 
f(z) = 104/19*z^3 - 66/19*z + 1
*
[ 1/5 ] 
f(z) = 105/2*z^3 - 61/10*z + 1
*
[ 2/3 ] 
f(z) = 105/4*z^3 - 73/6*z + 1
*
[ 2/7 ] 
f(z) = 105/4*z^3 - 65/14*z + 1
*
-2/3 | 0.15774792391167130880438281224695810234 | 0.021427288485029220317194496321523554420
f(z) = 105/8*z^3 - 74/15*z + 1
*
[ -1 ] 
f(z) = 105/13*z^3 - 79/13*z + 1
*
[ -1 ] 
f(z) = 105/16*z^3 - 73/16*z + 1
*
[ -1 ] 
f(z) = 105/17*z^3 - 71/17*z + 1
*
[ -1 ] 
f(z) = 105/19*z^3 - 67/19*z + 1
*
[ 1/4 ] 
f(z) = 106*z^3 - 77/8*z + 1
*
[ 1/2 ] 
f(z) = 106/5*z^3 - 63/10*z + 1
*
[ 1/2 ] 
f(z) = 106/7*z^3 - 67/14*z + 1
*
[ 1/2 ] 
f(z) = 106/9*z^3 - 71/18*z + 1
*
[ -1 ] 
f(z) = 106/13*z^3 - 80/13*z + 1
*
[ -1 ] 
f(z) = 106/15*z^3 - 76/15*z + 1
*
[ -1 ] 
f(z) = 106/17*z^3 - 72/17*z + 1
*
[ -1 ] 
f(z) = 106/19*z^3 - 68/19*z + 1
*
[ -1/2 ] 
f(z) = 107/3*z^3 - 71/12*z + 1
*
[ -1 ] 
f(z) = 107/14*z^3 - 79/14*z + 1
*
[ -1 ] 
f(z) = 107/15*z^3 - 77/15*z + 1
*
[ -1 ] 
f(z) = 107/16*z^3 - 75/16*z + 1
*
[ -1 ] 
f(z) = 107/17*z^3 - 73/17*z + 1
*
[ -1 ] 
f(z) = 107/18*z^3 - 71/18*z + 1
*
[ -1 ] 
f(z) = 107/19*z^3 - 69/19*z + 1
*
1/12 | 0.17898349063257292415938364467674473148 | 0.029494221858681721790859701333650391642
f(z) = 108*z^3 - 71/4*z + 1
*
[ 5/6 ] 
f(z) = 108/5*z^3 - 76/5*z + 1
*
[ -2/3 ] 
f(z) = 108/5*z^3 - 71/10*z + 1
*
[ -5/6 ] 
f(z) = 108/5*z^3 - 64/5*z + 1
*
[ 5/18 ] 
f(z) = 108/5*z^3 - 64/15*z + 1
*
[ -2/3 ] 
f(z) = 108/7*z^3 - 61/14*z + 1
*
[ 1/6 ] 
f(z) = 108/13*z^3 - 68/13*z + 1
*
[ -1 ] 
f(z) = 108/17*z^3 - 74/17*z + 1
*
[ -1 ] 
f(z) = 108/19*z^3 - 70/19*z + 1
*
[ -1/3 ] 
f(z) = 109*z^3 - 73/9*z + 1
*
[ -1/2 ] 
f(z) = 109/3*z^3 - 73/12*z + 1
*
[ -1 ] 
f(z) = 109/15*z^3 - 79/15*z + 1
*
[ -1 ] 
f(z) = 109/16*z^3 - 77/16*z + 1
*
[ -1 ] 
f(z) = 109/17*z^3 - 75/17*z + 1
*
[ -1 ] 
f(z) = 109/18*z^3 - 73/18*z + 1
*
[ -1 ] 
f(z) = 109/19*z^3 - 71/19*z + 1
*
[ 1/4 ] 
f(z) = 110*z^3 - 79/8*z + 1
*
[ -1/3 ] 
f(z) = 110*z^3 - 74/9*z + 1
*
[ 1/2 ] 
f(z) = 110/3*z^3 - 61/6*z + 1
*
[ 1/2 ] 
f(z) = 110/7*z^3 - 69/14*z + 1
*
[ 3/5 ] 
f(z) = 110/9*z^3 - 76/15*z + 1
*
[ 1/2 ] 
f(z) = 110/9*z^3 - 73/18*z + 1
*
[ -1 ] 
f(z) = 110/17*z^3 - 76/17*z + 1
*
[ -1 ] 
f(z) = 110/19*z^3 - 72/19*z + 1
*
[ 2/3 ] 
f(z) = 111/4*z^3 - 77/6*z + 1
*
[ 1/3 ] 
f(z) = 111/4*z^3 - 61/12*z + 1
*
[ 1/3 ] 
f(z) = 111/5*z^3 - 67/15*z + 1
*
[ -1 ] 
f(z) = 111/16*z^3 - 79/16*z + 1
*
[ -1 ] 
f(z) = 111/17*z^3 - 77/17*z + 1
*
[ -1 ] 
f(z) = 111/19*z^3 - 73/19*z + 1
*
[ -1/3 ] 
f(z) = 112*z^3 - 76/9*z + 1
*
[ 1/6 ] 
f(z) = 112*z^3 - 73/9*z + 1
*
3/28 | 0.098442491474035174401992427731807195267 | 0.014771376002497993186909202514967679920
f(z) = 112*z^3 - 65/7*z + 1
*
1/8 | 0.18001203338248907988250298622885263266 | 0.029486999236381739708205101031487260821
f(z) = 112/3*z^3 - 67/12*z + 1
*
[ 3/4 ] 
f(z) = 112/3*z^3 - 64/3*z + 1
*
[ -3/2 ] 
f(z) = 112/9*z^3 - 79/3*z + 1
*
3/4 | 0.073237520747108809867543527197192983159 | 0.015521360234427094592374726712893055084
f(z) = 112/15*z^3 - 73/15*z + 1
*
[ 3/4 ] 
f(z) = 112/15*z^3 - 68/15*z + 1
*
1/4 | 0.089236029389535265827679914809098921475 | 0.018911953107036030415655146637920924288
f(z) = 112/15*z^3 - 67/15*z + 1
*
[ -1 ] 
f(z) = 112/17*z^3 - 78/17*z + 1
*
[ -1 ] 
f(z) = 112/19*z^3 - 74/19*z + 1
*
[ 1/4 ] 
f(z) = 112/19*z^3 - 64/19*z + 1
*
[ -1/3 ] 
f(z) = 113*z^3 - 77/9*z + 1
*
[ -1/2 ] 
f(z) = 113/3*z^3 - 77/12*z + 1
*
[ 2/3 ] 
f(z) = 113/8*z^3 - 61/9*z + 1
*
[ -1 ] 
f(z) = 113/17*z^3 - 79/17*z + 1
*
[ -1 ] 
f(z) = 113/18*z^3 - 77/18*z + 1
*
[ -1 ] 
f(z) = 113/19*z^3 - 75/19*z + 1
*
1/6 | 0.17172051901688434393500308693233289500 | 0.026305396141313376580053659624444256158
f(z) = 114*z^3 - 67/6*z + 1
*
-1/3 | 0.11611978559242490666078581189721790536 | 0.017788072021566454931572300654718113614
f(z) = 114*z^3 - 61/6*z + 1
*
[ 1/3 ] 
f(z) = 114/5*z^3 - 68/15*z + 1
*
[ 1/2 ] 
f(z) = 114/5*z^3 - 67/10*z + 1
*
[ 1/2 ] 
f(z) = 114/7*z^3 - 71/14*z + 1
*
[ -1 ] 
f(z) = 114/17*z^3 - 80/17*z + 1
*
[ -1/3 ] 
f(z) = 115*z^3 - 79/9*z + 1
*
[ 1/5 ] 
f(z) = 115/2*z^3 - 63/10*z + 1
*
[ -1/2 ] 
f(z) = 115/3*z^3 - 79/12*z + 1
*
[ 2/5 ] 
f(z) = 115/4*z^3 - 61/10*z + 1
*
[ 2/3 ] 
f(z) = 115/8*z^3 - 62/9*z + 1
*
[ 3/5 ] 
f(z) = 115/9*z^3 - 79/15*z + 1
*
[ -1 ] 
f(z) = 115/18*z^3 - 79/18*z + 1
*
[ -1 ] 
f(z) = 115/19*z^3 - 77/19*z + 1
*
[ -1/3 ] 
f(z) = 116*z^3 - 80/9*z + 1
*
[ 1/6 ] 
f(z) = 116*z^3 - 74/9*z + 1
*
[ 1/4 ] 
f(z) = 116/3*z^3 - 65/12*z + 1
*
[ -1 ] 
f(z) = 116/19*z^3 - 78/19*z + 1
*
[ -2/3 ] 
f(z) = 117/5*z^3 - 79/10*z + 1
*
[ -2/3 ] 
f(z) = 117/7*z^3 - 69/14*z + 1
*
[ 2/13 ] 
f(z) = 117/8*z^3 - 76/13*z + 1
*
2/3 | 0.12165120740917521214060296707502362522 | 0.025545309573901902155986870003214253555
f(z) = 117/10*z^3 - 67/10*z + 1
*
[ -1 ] 
f(z) = 117/19*z^3 - 79/19*z + 1
*
[ 1/2 ] 
f(z) = 118*z^3 - 61/2*z + 1
*
[ 1/2 ] 
f(z) = 118/3*z^3 - 65/6*z + 1
*
[ 1/2 ] 
f(z) = 118/5*z^3 - 69/10*z + 1
*
[ 1/2 ] 
f(z) = 118/7*z^3 - 73/14*z + 1
*
[ 1/2 ] 
f(z) = 118/9*z^3 - 77/18*z + 1
*
[ -1 ] 
f(z) = 118/19*z^3 - 80/19*z + 1
*
[ 2/7 ] 
f(z) = 119/4*z^3 - 69/14*z + 1
*
[ 2/3 ] 
f(z) = 119/8*z^3 - 64/9*z + 1
*
[ 3/10 ] 
f(z) = 100/7*z^3 - 76/21*z + 1
*
[ 2/5 ] 
f(z) = 100/11*z^3 - 65/22*z + 1
*
[ 2/5 ] 
f(z) = 100/13*z^3 - 71/26*z + 1
*
[ 1/3 ] 
f(z) = 102/7*z^3 - 76/21*z + 1
*
[ 1/2 ] 
f(z) = 102/11*z^3 - 73/22*z + 1
*
[ 1/2 ] 
f(z) = 102/13*z^3 - 77/26*z + 1
*
[ 3/8 ] 
f(z) = 104/9*z^3 - 79/24*z + 1
*
[ 1/4 ] 
f(z) = 104/11*z^3 - 79/22*z + 1
*
-4/5 | 0.13963753001280822379710074116378773452 | 0.022294212208538374828767580188096434936
f(z) = 105/16*z^3 - 79/20*z + 1
*
[ 1/2 ] 
f(z) = 106/11*z^3 - 75/22*z + 1
*
[ 1/2 ] 
f(z) = 106/13*z^3 - 79/26*z + 1
*
[ 1/3 ] 
f(z) = 111/7*z^3 - 79/21*z + 1
*
[ 3/7 ] 
f(z) = 112/9*z^3 - 76/21*z + 1
*
[ 1/3 ] 
f(z) = 114/7*z^3 - 80/21*z + 1
*
[ 1/2 ] 
f(z) = 114/11*z^3 - 79/22*z + 1
*
[ 3/7 ] 
f(z) = 119/9*z^3 - 79/21*z + 1
*
3/10 | 0.13458836259861076485402571014339163472 | 0.023596335098091755307000094335671879116
f(z) = 100*z^3 - 41/3*z + 1
*
[ 2/5 ] 
f(z) = 100/3*z^3 - 41/6*z + 1
*
[ 2/5 ] 
f(z) = 100/7*z^3 - 53/14*z + 1
*
[ 7/10 ] 
f(z) = 100/7*z^3 - 52/7*z + 1
*
[ 2/5 ] 
f(z) = 100/9*z^3 - 59/18*z + 1
*
[ 1/5 ] 
f(z) = 100/11*z^3 - 48/11*z + 1
*
[ 1/5 ] 
f(z) = 100/13*z^3 - 56/13*z + 1
*
[ 1/2 ] 
f(z) = 100/17*z^3 - 42/17*z + 1
*
[ 1/2 ] 
f(z) = 100/19*z^3 - 44/19*z + 1
*
[ 2/3 ] 
f(z) = 101/8*z^3 - 55/9*z + 1
*
-2 | 0.098852320700601003582475149930563263300 | 0.016444506263423447027292565190252841845
f(z) = 101/8*z^3 - 51*z + 1
*
[ 2 ] 
f(z) = 101/8*z^3 - 50*z + 1
*
[ -2 ] 
f(z) = 101/8*z^3 - 49*z + 1
*
[ 1/2 ] 
f(z) = 102*z^3 - 53/2*z + 1
*
-1/3 | 0.084662789669664556981762458011923429008 | 0.013194066066991462619613084934920408595
f(z) = 102*z^3 - 53/6*z + 1
*
[ 1/6 ] 
f(z) = 102*z^3 - 47/6*z + 1
*
[ -1/2 ] 
f(z) = 102*z^3 - 45/2*z + 1
*
[ 2/3 ] 
f(z) = 103/8*z^3 - 56/9*z + 1
*
-2 | 0.099219114702280840398788599588476104000 | 0.016452378199220172543875248889256640252
f(z) = 103/8*z^3 - 52*z + 1
*
[ 2 ] 
f(z) = 103/8*z^3 - 51*z + 1
*
[ -2 ] 
f(z) = 103/8*z^3 - 50*z + 1
*
1/4 | 0.14901357909336320756260166132690541545 | 0.027918035781339441621269373841223582158
f(z) = 104/3*z^3 - 49/6*z + 1
*
-1/2 | 0.095216524879742142166147142789250305683 | 0.017839034299699149139862737548285084751
f(z) = 104/3*z^3 - 43/6*z + 1
*
[ 1/4 ] 
f(z) = 104/5*z^3 - 43/10*z + 1
*
[ 1/4 ] 
f(z) = 104/7*z^3 - 55/14*z + 1
*
[ 3/4 ] 
f(z) = 104/9*z^3 - 41/6*z + 1
*
[ 1/2 ] 
f(z) = 104/15*z^3 - 41/15*z + 1
*
[ 1/2 ] 
f(z) = 104/17*z^3 - 43/17*z + 1
*
[ 1/2 ] 
f(z) = 104/19*z^3 - 45/19*z + 1
*
[ 1/7 ] 
f(z) = 105*z^3 - 57/7*z + 1
*
[ 1/3 ] 
f(z) = 105*z^3 - 41/3*z + 1
*
[ 1/5 ] 
f(z) = 105*z^3 - 41/5*z + 1
*
[ 1/3 ] 
f(z) = 105/2*z^3 - 47/6*z + 1
*
[ 1/3 ] 
f(z) = 105/4*z^3 - 59/12*z + 1
*
[ 2/5 ] 
f(z) = 105/4*z^3 - 57/10*z + 1
*
[ -2/3 ] 
f(z) = 105/4*z^3 - 55/6*z + 1
*
2/5 | 0.20493839985306628669970144186721980281 | 0.027837286896851665826214435091550102370
f(z) = 105/8*z^3 - 59/15*z + 1
*
-2 | 0.099578775265859625645563147561822043336 | 0.016460026876017398793385584858179972586
f(z) = 105/8*z^3 - 53*z + 1
*
[ 2 ] 
f(z) = 105/8*z^3 - 52*z + 1
*
[ -2 ] 
f(z) = 105/8*z^3 - 51*z + 1
*
[ 2/3 ] 
f(z) = 105/16*z^3 - 41/12*z + 1
*
[ 1/2 ] 
f(z) = 106*z^3 - 55/2*z + 1
*
[ -1/2 ] 
f(z) = 106*z^3 - 47/2*z + 1
*
[ 1/2 ] 
f(z) = 106/3*z^3 - 59/6*z + 1
*
[ 2/3 ] 
f(z) = 107/8*z^3 - 58/9*z + 1
*
-2 | 0.099931574920123697039416569805978886232 | 0.016467463177551913563595825504359341742
f(z) = 107/8*z^3 - 54*z + 1
*
[ 2 ] 
f(z) = 107/8*z^3 - 53*z + 1
*
[ -2 ] 
f(z) = 107/8*z^3 - 52*z + 1
*
1/3 | 0.17803201083349160804529847585065372463 | 0.029337429988163519499989541892938488040
f(z) = 108*z^3 - 59/4*z + 1
*
[ 1/18 ] 
f(z) = 108*z^3 - 52/3*z + 1
*
[ 1/12 ] 
f(z) = 108*z^3 - 47/4*z + 1
*
[ 1/6 ] 
f(z) = 108/11*z^3 - 58/11*z + 1
*
[ 1/3 ] 
f(z) = 108/17*z^3 - 46/17*z + 1
*
[ 1/2 ] 
f(z) = 108/17*z^3 - 44/17*z + 1
*
[ 1/3 ] 
f(z) = 108/19*z^3 - 50/19*z + 1
*
[ 1/2 ] 
f(z) = 108/19*z^3 - 46/19*z + 1
*
[ 2/3 ] 
f(z) = 109/8*z^3 - 59/9*z + 1
*
-2 | 0.10027777084895694579820983174613949510 | 0.016474697249034835842070481266772664808
f(z) = 109/8*z^3 - 55*z + 1
*
[ 2 ] 
f(z) = 109/8*z^3 - 54*z + 1
*
[ -2 ] 
f(z) = 109/8*z^3 - 53*z + 1
*
[ 1/2 ] 
f(z) = 110*z^3 - 57/2*z + 1
*
[ -1/2 ] 
f(z) = 110*z^3 - 49/2*z + 1
*
[ 1/5 ] 
f(z) = 110*z^3 - 42/5*z + 1
*
[ 1/3 ] 
f(z) = 111*z^3 - 43/3*z + 1
*
[ 1/3 ] 
f(z) = 111/2*z^3 - 49/6*z + 1
*
[ -2/3 ] 
f(z) = 111/4*z^3 - 59/6*z + 1
*
-2 | 0.10061760602357469127328506126160395776 | 0.016481738560664000934846865726588778523
f(z) = 111/8*z^3 - 56*z + 1
*
[ 2 ] 
f(z) = 111/8*z^3 - 55*z + 1
*
[ -2 ] 
f(z) = 111/8*z^3 - 54*z + 1
*
[ 2/3 ] 
f(z) = 111/16*z^3 - 43/12*z + 1
*
[ 1/7 ] 
f(z) = 112*z^3 - 58/7*z + 1
*
1/8 | 0.11917454022083930582192593584185359574 | 0.019521470373157133863806017577318850828
f(z) = 112*z^3 - 51/4*z + 1
*
[ -3/4 ] 
f(z) = 112/3*z^3 - 56/3*z + 1
*
[ 3/8 ] 
f(z) = 112/9*z^3 - 41/12*z + 1
*
[ 1/4 ] 
f(z) = 112/13*z^3 - 46/13*z + 1
*
[ 1/2 ] 
f(z) = 112/13*z^3 - 41/13*z + 1
*
-3/4 | 0.13507172809151216416949728961407430813 | 0.028625995634590200387535352656827984218
f(z) = 112/15*z^3 - 58/15*z + 1
*
[ 1/4 ] 
f(z) = 112/15*z^3 - 52/15*z + 1
*
[ 1/2 ] 
f(z) = 112/15*z^3 - 43/15*z + 1
*
[ 1/4 ] 
f(z) = 112/17*z^3 - 58/17*z + 1
*
[ 1/2 ] 
f(z) = 112/17*z^3 - 45/17*z + 1
*
[ 1/2 ] 
f(z) = 112/19*z^3 - 47/19*z + 1
*
-2 | 0.10095131023209104206882575881041644675 | 0.016488595964573804668322871062029185274
f(z) = 113/8*z^3 - 57*z + 1
*
[ 2 ] 
f(z) = 113/8*z^3 - 56*z + 1
*
[ -2 ] 
f(z) = 113/8*z^3 - 55*z + 1
*
[ 1/2 ] 
f(z) = 114*z^3 - 59/2*z + 1
*
[ -1/2 ] 
f(z) = 114*z^3 - 51/2*z + 1
*
[ 1/6 ] 
f(z) = 114*z^3 - 49/6*z + 1
*
[ 1/3 ] 
f(z) = 114*z^3 - 44/3*z + 1
*
[ 1/5 ] 
f(z) = 115*z^3 - 43/5*z + 1
*
-2 | 0.10127910101740568681823560183898166377 | 0.016495277746009570797382901216605741862
f(z) = 115/8*z^3 - 58*z + 1
*
[ 2 ] 
f(z) = 115/8*z^3 - 57*z + 1
*
[ -2 ] 
f(z) = 115/8*z^3 - 56*z + 1
*
[ 1/4 ] 
f(z) = 116*z^3 - 41/4*z + 1
*
[ -3/4 ] 
f(z) = 116/9*z^3 - 59/12*z + 1
*
[ 1/2 ] 
f(z) = 116/13*z^3 - 42/13*z + 1
*
[ 1/2 ] 
f(z) = 116/15*z^3 - 44/15*z + 1
*
[ 1/2 ] 
f(z) = 116/17*z^3 - 46/17*z + 1
*
[ 1/2 ] 
f(z) = 116/19*z^3 - 48/19*z + 1
*
[ 2/3 ] 
f(z) = 117/2*z^3 - 53/2*z + 1
*
[ 1/6 ] 
f(z) = 117/2*z^3 - 53/8*z + 1
*
[ -2/3 ] 
f(z) = 117/2*z^3 - 47/2*z + 1
*
-2 | 0.10160118453304695086614867488114128401 | 0.016501791669406556857554824275707551870
f(z) = 117/8*z^3 - 59*z + 1
*
[ 2 ] 
f(z) = 117/8*z^3 - 58*z + 1
*
[ -2 ] 
f(z) = 117/8*z^3 - 57*z + 1
*
[ 2/3 ] 
f(z) = 117/10*z^3 - 57/10*z + 1
*
[ 2/3 ] 
f(z) = 117/14*z^3 - 59/14*z + 1
*
[ 1/3 ] 
f(z) = 117/14*z^3 - 41/14*z + 1
*
-4/3 | 0.15170597874560603722724216737218086223 | 0.028321391828024855449777763826010328400
f(z) = 117/16*z^3 - 53/4*z + 1
*
[ 4/3 ] 
f(z) = 117/16*z^3 - 51/4*z + 1
*
[ -4/3 ] 
f(z) = 117/16*z^3 - 45/4*z + 1
*
[ 1/3 ] 
f(z) = 117/16*z^3 - 45/16*z + 1
*
[ 1/3 ] 
f(z) = 117/17*z^3 - 47/17*z + 1
*
[ 1/3 ] 
f(z) = 117/19*z^3 - 51/19*z + 1
*
[ -1/2 ] 
f(z) = 118*z^3 - 53/2*z + 1
*
[ -1/2 ] 
f(z) = 118/3*z^3 - 41/6*z + 1
*
[ 1/7 ] 
f(z) = 119*z^3 - 59/7*z + 1
*
-2 | 0.10191775632544514930421532881660341787 | 0.016508145019962938760828129030561562547
f(z) = 119/8*z^3 - 60*z + 1
*
[ 2 ] 
f(z) = 119/8*z^3 - 59*z + 1
*
[ -2 ] 
f(z) = 119/8*z^3 - 58*z + 1
*
[ 2/5 ] 
f(z) = 105/16*z^3 - 51/20*z + 1
*
[ 2/5 ] 
f(z) = 115/16*z^3 - 53/20*z + 1
*
[ 1/4 ] 
f(z) = 100*z^3 - 37/4*z + 1
*
[ 2/5 ] 
f(z) = 100*z^3 - 35/2*z + 1
*
[ 3/10 ] 
f(z) = 100*z^3 - 34/3*z + 1
*
1/5 | 0.076719612216474677130730581286823142252 | 0.012804817856012590615288199329953247508
f(z) = 100*z^3 - 33/4*z + 1
*
[ 1/2 ] 
f(z) = 100*z^3 - 26*z + 1
*
[ -2/5 ] 
f(z) = 100*z^3 - 25/2*z + 1
*
[ -1/2 ] 
f(z) = 100*z^3 - 22*z + 1
*
[ 3/5 ] 
f(z) = 100/3*z^3 - 38/3*z + 1
*
1/5 | 0.15375356109264425637360065194824287959 | 0.029019318862134882027835257194980716436
f(z) = 100/3*z^3 - 35/6*z + 1
*
1/10 | 0.093521280288994170464548675646595807425 | 0.020307887985018760309617089291949138974
f(z) = 100/3*z^3 - 25/3*z + 1
*
[ 1/5 ] 
f(z) = 100/9*z^3 - 40/9*z + 1
*
[ 1/2 ] 
f(z) = 100/9*z^3 - 34/9*z + 1
*
[ 1/2 ] 
f(z) = 100/11*z^3 - 36/11*z + 1
*
[ 1/2 ] 
f(z) = 100/13*z^3 - 38/13*z + 1
*
[ 1/3 ] 
f(z) = 102*z^3 - 40/3*z + 1
*
[ 1/2 ] 
f(z) = 104*z^3 - 27*z + 1
*
[ -1/2 ] 
f(z) = 104*z^3 - 23*z + 1
*
[ 1/4 ] 
f(z) = 104/3*z^3 - 31/6*z + 1
*
[ 1/2 ] 
f(z) = 104/3*z^3 - 29/3*z + 1
*
[ 1/2 ] 
f(z) = 104/5*z^3 - 31/5*z + 1
*
[ 1/2 ] 
f(z) = 104/7*z^3 - 33/7*z + 1
*
[ 1/2 ] 
f(z) = 104/9*z^3 - 35/9*z + 1
*
[ -3/4 ] 
f(z) = 104/9*z^3 - 25/6*z + 1
*
[ 1/2 ] 
f(z) = 104/11*z^3 - 37/11*z + 1
*
[ 2/7 ] 
f(z) = 105/8*z^3 - 25/7*z + 1
*
[ -1/2 ] 
f(z) = 106/3*z^3 - 35/6*z + 1
*
5/18 | 0.082890143509395460302156238614440341646 | 0.014339010766166857124203825121126429946
f(z) = 108*z^3 - 34/3*z + 1
*
[ 1/2 ] 
f(z) = 108*z^3 - 28*z + 1
*
[ -1/2 ] 
f(z) = 108*z^3 - 24*z + 1
*
[ 1/2 ] 
f(z) = 108/5*z^3 - 32/5*z + 1
*
[ 1/6 ] 
f(z) = 108/5*z^3 - 28/5*z + 1
*
[ 1/3 ] 
f(z) = 108/5*z^3 - 22/5*z + 1
*
[ 1/6 ] 
f(z) = 108/7*z^3 - 38/7*z + 1
*
[ 1/2 ] 
f(z) = 108/7*z^3 - 34/7*z + 1
*
[ 1/3 ] 
f(z) = 108/7*z^3 - 26/7*z + 1
*
[ 1/2 ] 
f(z) = 108/11*z^3 - 38/11*z + 1
*
[ 1/3 ] 
f(z) = 108/11*z^3 - 34/11*z + 1
*
[ 1/2 ] 
f(z) = 108/13*z^3 - 40/13*z + 1
*
[ 1/3 ] 
f(z) = 108/13*z^3 - 38/13*z + 1
*
[ -2/3 ] 
f(z) = 109/8*z^3 - 32/9*z + 1
*
[ -1/2 ] 
f(z) = 110/3*z^3 - 37/6*z + 1
*
[ -1/3 ] 
f(z) = 111*z^3 - 25/3*z + 1
*
[ 1/8 ] 
f(z) = 112*z^3 - 35/4*z + 1
*
[ 1/2 ] 
f(z) = 112*z^3 - 29*z + 1
*
[ -1/2 ] 
f(z) = 112*z^3 - 25*z + 1
*
[ 1/2 ] 
f(z) = 112/3*z^3 - 31/3*z + 1
*
1/4 | 0.080871557627473838589941113685112599675 | 0.017139255477934846332442480582395216230
f(z) = 112/3*z^3 - 25/3*z + 1
*
[ 1/2 ] 
f(z) = 112/5*z^3 - 33/5*z + 1
*
[ 1/4 ] 
f(z) = 112/5*z^3 - 22/5*z + 1
*
[ 1/2 ] 
f(z) = 112/9*z^3 - 37/9*z + 1
*
[ 1/4 ] 
f(z) = 112/9*z^3 - 34/9*z + 1
*
[ 3/4 ] 
f(z) = 112/9*z^3 - 22/3*z + 1
*
[ 1/4 ] 
f(z) = 112/11*z^3 - 40/11*z + 1
*
[ 1/2 ] 
f(z) = 112/11*z^3 - 39/11*z + 1
*
[ -2/3 ] 
f(z) = 113/8*z^3 - 34/9*z + 1
*
[ -1/3 ] 
f(z) = 114*z^3 - 26/3*z + 1
*
[ -2/3 ] 
f(z) = 115/8*z^3 - 35/9*z + 1
*
[ 1/2 ] 
f(z) = 116*z^3 - 30*z + 1
*
[ -1/2 ] 
f(z) = 116*z^3 - 26*z + 1
*
[ 1/2 ] 
f(z) = 116/3*z^3 - 32/3*z + 1
*
[ 1/2 ] 
f(z) = 116/5*z^3 - 34/5*z + 1
*
[ 1/2 ] 
f(z) = 116/7*z^3 - 36/7*z + 1
*
[ 1/2 ] 
f(z) = 116/9*z^3 - 38/9*z + 1
*
[ 1/2 ] 
f(z) = 116/11*z^3 - 40/11*z + 1
*
[ 1/6 ] 
f(z) = 117*z^3 - 33/4*z + 1
*
[ 2/3 ] 
f(z) = 117/4*z^3 - 27/2*z + 1
*
[ -2/3 ] 
f(z) = 117/4*z^3 - 21/2*z + 1
*
[ 1/3 ] 
f(z) = 117/4*z^3 - 21/4*z + 1
*
[ 1/3 ] 
f(z) = 117/5*z^3 - 23/5*z + 1
*
[ 1/3 ] 
f(z) = 117/7*z^3 - 27/7*z + 1
*
[ 2/9 ] 
f(z) = 117/8*z^3 - 38/9*z + 1
*
1/3 | 0.14178736025395307757914375295051741446 | 0.029773662658118475185714055285480976257
f(z) = 117/8*z^3 - 37/8*z + 1
*
[ 1/3 ] 
f(z) = 117/8*z^3 - 29/8*z + 1
*
-2/3 | 0.13681524244382850732127335015747568400 | 0.028729576936302913191439696877829112742
f(z) = 117/10*z^3 - 37/10*z + 1
*
[ 1/3 ] 
f(z) = 117/10*z^3 - 33/10*z + 1
*
[ 1/3 ] 
f(z) = 117/11*z^3 - 35/11*z + 1
*
[ -2/3 ] 
f(z) = 119/8*z^3 - 37/9*z + 1
*
[ 2/7 ] 
f(z) = 119/8*z^3 - 26/7*z + 1
*
1/5 | 0.12682258724483318854835478310042614088 | 0.023936389323439250028744036334156013580
f(z) = 100*z^3 - 17/2*z + 1
*
[ -3/10 ]
f(z) = 100*z^3 - 14/3*z + 1
*
3/10 | 0.11243319374068368532705558931817608340 | 0.024414557812169078719603464656277528499
f(z) = 100*z^3 - 12*z + 1
*
[ 1/10 ] 
f(z) = 100*z^3 - 10*z + 1
*
1/10 | 0.084251483084957421327965335624295511058 | 0.018294977097981084140766500175433325486
f(z) = 100*z^3 - 9*z + 1
*
[ 1/5 ] 
f(z) = 100*z^3 - 8*z + 1
*
1/10 | 0.11969416376568721683190688248994848593 | 0.025991257419731053811438986869322105383
f(z) = 100/3*z^3 - 19/3*z + 1
*
[ 3/5 ] 
f(z) = 100/9*z^3 - 14/3*z + 1
*
[ 3/10 ] 
f(z) = 100/9*z^3 - 10/3*z + 1
*
[ -3/5 ]
f(z) = 100/9*z^3 - 4/3*z + 1
*
[ 1/4 ] 
f(z) = 104*z^3 - 19/2*z + 1
*
[ -1/2 ] 
f(z) = 104/3*z^3 - 17/3*z + 1
*
[ 2/3 ] 
f(z) = 105/8*z^3 - 19/3*z + 1
*
[ 2/5 ] 
f(z) = 105/8*z^3 - 18/5*z + 1
*
[ 1/3 ] 
f(z) = 108*z^3 - 14*z + 1
*
[ 2/3 ] 
f(z) = 111/8*z^3 - 20/3*z + 1
*
[ -2/3 ] 
f(z) = 111/8*z^3 - 11/3*z + 1
*
[ 1/4 ] 
f(z) = 112*z^3 - 10*z + 1
*
[ -1/4 ]
f(z) = 112*z^3 - 2*z + 1
*
[ -1/2 ] 
f(z) = 112/3*z^3 - 19/3*z + 1
*
[ 1/4 ] 
f(z) = 112/3*z^3 - 16/3*z + 1
*
[ -3/4 ] 
f(z) = 112/9*z^3 - 14/3*z + 1
*
[ 2/5 ] 
f(z) = 115/8*z^3 - 19/5*z + 1
*
[ -1/2 ] 
f(z) = 116/3*z^3 - 20/3*z + 1
*
[ 1/3 ] 
f(z) = 117*z^3 - 15*z + 1
*
[ -1/3 ] 
f(z) = 117*z^3 - 9*z + 1
*
[ 1/3 ] 
f(z) = 117/2*z^3 - 17/2*z + 1
*
[ 2/3 ] 
f(z) = 117/8*z^3 - 7*z + 1
*
[ -2/3 ] 
f(z) = 117/8*z^3 - 4*z + 1
*
[ 2/3 ] 
f(z) = 117/16*z^3 - 15/4*z + 1
*
-2/3 | 0.13629023628710427295306450572064613554 | 0.028619331875137054965125812638429979331
f(z) = 117/16*z^3 - 11/4*z + 1
*
[ -1/5 ]
f(z) = 100*z^3 + 2*z + 1
*
[ -1/10 ]
f(z) = 100*z^3 + 10*z + 1
*
[ -3/10 ]
f(z) = 100/3*z^3 + 4/3*z + 1
*
[ -3/10 ]
f(z) = 100/9*z^3 + 10/3*z + 1
*
[ -1/6 ]
f(z) = 108*z^3 + 4*z + 1
*
[ -7/18 ]
f(z) = 108/7*z^3 + 26/21*z + 1
*
[ 3 ] 
f(z) = 101/36*z^3 - 295/12*z + 1
*
[ -3 ] 
f(z) = 101/36*z^3 - 287/12*z + 1
*
[ -3 ] 
f(z) = 103/36*z^3 - 293/12*z + 1
*
[ 6 ] 
f(z) = 106/27*z^3 - 281/2*z + 1
*
[ -6 ] 
f(z) = 107/27*z^3 - 283/2*z + 1
*
[ 6 ] 
f(z) = 109/27*z^3 - 289/2*z + 1
*
[ -6 ] 
f(z) = 110/27*z^3 - 291/2*z + 1
*
[ 6 ] 
f(z) = 112/27*z^3 - 297/2*z + 1
*
[ 15/4 ] 
f(z) = 112/27*z^3 - 288/5*z + 1
*
[ -6 ] 
f(z) = 113/27*z^3 - 299/2*z + 1
*
[ 5/2 ] 
f(z) = 118/25*z^3 - 289/10*z + 1
*
[ -5/2 ] 
f(z) = 118/25*z^3 - 281/10*z + 1
*
[ 1/10 ] 
f(z) = 100/33*z^3 - 298/33*z + 1
*
[ 5/3 ] 
f(z) = 108/35*z^3 - 286/35*z + 1
*
[ -12/7 ] 
f(z) = 112/27*z^3 - 297/28*z + 1
*
[ -5/3 ] 
f(z) = 117/20*z^3 - 293/20*z + 1
*
[ 6/5 ] 
f(z) = 100/21*z^3 - 281/42*z + 1
*
[ 3/2 ] 
f(z) = 101/36*z^3 - 287/48*z + 1
*
[ 3/2 ] 
f(z) = 103/36*z^3 - 293/48*z + 1
*
2/5 | 0.16850897183985855089034120393256730084 | 0.023988240709155630529477298852504969284
f(z) = 105/32*z^3 - 281/40*z + 1
*
[ 6/5 ] 
f(z) = 113/27*z^3 - 293/50*z + 1
*
6/29 | 0.26036585536191115513218309910779138012 | 0.029029011802214327595150143340015069859
f(z) = 116/27*z^3 - 291/58*z + 1
*
[ 5/4 ] 
f(z) = 118/25*z^3 - 287/40*z + 1
*
6/7 | 0.18945121251113750807920898514089021962 | 0.026809891465107305381026008022101716093
f(z) = 119/32*z^3 - 293/56*z + 1
*
-6/5 | 0.15072233891186533802525425768724103843 | 0.026440458004957329302687449231086476559
f(z) = 100/33*z^3 - 299/66*z + 1
*
[ 5/26 ] 
f(z) = 104/25*z^3 - 283/65*z + 1
*
-9/8 | 0.19359272231582953074466348628459965371 | 0.028646051366844977796445200206979029888
f(z) = 104/27*z^3 - 287/72*z + 1
*
1/4 | 0.15054684577381375143625390413720723748 | 0.026503920943322411086417898820744472213
f(z) = 104/35*z^3 - 293/70*z + 1
*
[ 3/16 ] 
f(z) = 116/27*z^3 - 287/64*z + 1
*
8/9 | 0.20799720737929382378485012206184369507 | 0.029491767209754309178154258988468970035
f(z) = 117/32*z^3 - 289/72*z + 1
*
[ -4/3 ] 
f(z) = 117/34*z^3 - 297/68*z + 1
*
[ -4/3 ] 
f(z) = 117/38*z^3 - 283/76*z + 1
*
[ 6/7 ] 
f(z) = 100/27*z^3 - 283/98*z + 1
*
[ 6/7 ] 
f(z) = 103/27*z^3 - 291/98*z + 1
*
0 | 0.18325003433082619762413598571620002760 | 0.028830542859427160084348509003511147588
f(z) = 105/34*z^3 - 288/85*z + 1
*
[ 5/6 ] 
f(z) = 106/25*z^3 - 283/90*z + 1
*
[ 6/7 ] 
f(z) = 106/27*z^3 - 299/98*z + 1
*
[ 9/11 ] 
f(z) = 110/27*z^3 - 292/99*z + 1
*
1/3 | 0.14473294808845041303459346785381459005 | 0.024918973378860361393272404324507263557
f(z) = 111/28*z^3 - 289/84*z + 1
*
[ 15/16 ] 
f(z) = 112/27*z^3 - 297/80*z + 1
*
[ 5/19 ] 
f(z) = 114/25*z^3 - 296/95*z + 1
*
[ 3/4 ] 
f(z) = 116/21*z^3 - 289/84*z + 1
*
[ 1/4 ] 
f(z) = 116/21*z^3 - 281/84*z + 1
*
[ 2/3 ] 
f(z) = 119/20*z^3 - 283/90*z + 1
*
[ 4/5 ] 
f(z) = 100/27*z^3 - 283/108*z + 1
*
[ 4/5 ] 
f(z) = 100/29*z^3 - 285/116*z + 1
*
[ 3/10 ] 
f(z) = 100/37*z^3 - 286/111*z + 1
*
[ 5/18 ] 
f(z) = 108/35*z^3 - 298/105*z + 1
*
0 | 0.16923641664282756849097960591736945469 | 0.029137786639149307799215347607662518403
f(z) = 111/35*z^3 - 298/105*z + 1
*
2/3 | 0.14250246542475785137139127613673469805 | 0.019448623933393335091688879711997558940
f(z) = 117/32*z^3 - 285/104*z + 1
*
[ 4/5 ] 
f(z) = 100/31*z^3 - 287/124*z + 1
*
[ 4/5 ] 
f(z) = 100/33*z^3 - 289/132*z + 1
*
2/3 | 0.093164012937676244584128360051628212815 | 0.012654697013675795346376517925094608073
f(z) = 105/32*z^3 - 283/120*z + 1
*
[ 2/3 ] 
f(z) = 109/28*z^3 - 281/126*z + 1
*
[ 5/9 ] 
f(z) = 111/25*z^3 - 293/135*z + 1
*
[ 3/8 ] 
f(z) = 112/33*z^3 - 283/132*z + 1
*
[ 2/3 ] 
f(z) = 113/28*z^3 - 289/126*z + 1
*
[ 5/9 ] 
f(z) = 114/25*z^3 - 298/135*z + 1
*
[ 3/5 ] 
f(z) = 115/24*z^3 - 287/120*z + 1
*
[ 2/5 ] 
f(z) = 115/26*z^3 - 287/130*z + 1
*
[ 2/3 ] 
f(z) = 115/28*z^3 - 293/126*z + 1
*
[ 3/7 ] 
f(z) = 100/27*z^3 - 296/147*z + 1
*
[ 4/5 ] 
f(z) = 100/37*z^3 - 293/148*z + 1
*
[ 4/5 ] 
f(z) = 100/39*z^3 - 295/156*z + 1
*
[ 3/7 ] 
f(z) = 103/27*z^3 - 299/147*z + 1
*
-5/6 | 0.076287349927762539754017192261998119853 | 0.012407537333877852190658601295488418268
f(z) = 117/35*z^3 - 297/140*z + 1
*
[ 2/3 ] 
f(z) = 101/36*z^3 - 283/162*z + 1
*
[ 2/3 ] 
f(z) = 103/36*z^3 - 287/162*z + 1
*
[ 2/3 ] 
f(z) = 107/36*z^3 - 295/162*z + 1
*
[ 2/3 ] 
f(z) = 109/36*z^3 - 299/162*z + 1
*
[ 6 ] 
f(z) = 100/27*z^3 - 265/2*z + 1
*
[ -6 ] 
f(z) = 101/27*z^3 - 267/2*z + 1
*
[ 6 ] 
f(z) = 103/27*z^3 - 273/2*z + 1
*
[ -6 ] 
f(z) = 104/27*z^3 - 275/2*z + 1
*
[ 5/2 ] 
f(z) = 114/25*z^3 - 279/10*z + 1
*
[ -5/2 ] 
f(z) = 114/25*z^3 - 271/10*z + 1
*
[ 1/10 ] 
f(z) = 100/29*z^3 - 262/29*z + 1
*
[ 1/10 ] 
f(z) = 100/31*z^3 - 280/31*z + 1
*
[ -15/8 ] 
f(z) = 112/27*z^3 - 261/20*z + 1
*
[ -5/3 ] 
f(z) = 117/35*z^3 - 269/35*z + 1
*
[ 6/5 ] 
f(z) = 101/27*z^3 - 261/50*z + 1
*
[ 6/5 ] 
f(z) = 104/27*z^3 - 269/50*z + 1
*
[ -8/5 ] 
f(z) = 105/32*z^3 - 271/40*z + 1
*
[ 6/5 ] 
f(z) = 107/27*z^3 - 277/50*z + 1
*
3/16 | 0.21460248978727782178704929588010354990 | 0.027621577036352248509921274036290279696
f(z) = 112/27*z^3 - 263/48*z + 1
*
[ 5/4 ] 
f(z) = 114/25*z^3 - 277/40*z + 1
*
[ -3/2 ] 
f(z) = 115/36*z^3 - 265/48*z + 1
*
0 | 0.16067065646774306079775321608320616078 | 0.028834568380542086330794688309704559968
f(z) = 118/27*z^3 - 263/54*z + 1
*
-8/7 | 0.14522170306603432965957702067521270571 | 0.020694203910617080431840655403924481104
f(z) = 119/32*z^3 - 279/56*z + 1
*
[ 8/7 ] 
f(z) = 119/32*z^3 - 265/56*z + 1
*
[ -3/2 ] 
f(z) = 119/36*z^3 - 277/48*z + 1
*
[ 6/5 ] 
f(z) = 100/33*z^3 - 277/66*z + 1
*
[ 6/5 ] 
f(z) = 100/39*z^3 - 275/78*z + 1
*
1/4 | 0.13529306899035473598279525809347005008 | 0.024056302961630230792094498366305854225
f(z) = 104/33*z^3 - 277/66*z + 1
*
0 | 0.16495038872625270135484747824295980421 | 0.029602625443178058206983914851288004814
f(z) = 112/39*z^3 - 263/78*z + 1
*
[ 2/9 ] 
f(z) = 117/32*z^3 - 265/72*z + 1
*
0 | 0.15256489461030431431289973447416146745 | 0.027269484386013484861654453188533274523
f(z) = 118/33*z^3 - 269/66*z + 1
*
0 | 0.15799000908854796529087919326524463785 | 0.028128262010567469864838203886811014464
f(z) = 118/39*z^3 - 275/78*z + 1
*
2/7 | 0.16177447625441780359860100744463524590 | 0.024055563862174699973537716916469738451
f(z) = 119/20*z^3 - 279/70*z + 1
*
[ 4/5 ] 
f(z) = 100/23*z^3 - 279/92*z + 1
*
0 | 0.18069306215244037733878269692126968316 | 0.028686222903388451328143784607554004758
f(z) = 105/38*z^3 - 272/95*z + 1
*
[ 2/3 ] 
f(z) = 109/20*z^3 - 263/90*z + 1
*
[ 2/3 ] 
f(z) = 113/20*z^3 - 271/90*z + 1
*
2/5 | 0.18078980804318208837653495095267727606 | 0.028451255888852275114713128003685963673
f(z) = 115/36*z^3 - 271/90*z + 1
*
-5/6 | 0.098359185305739464040522252311360754972 | 0.015997347724968556593849559373451093104
f(z) = 117/20*z^3 - 277/80*z + 1
*
[ 3/10 ] 
f(z) = 101/27*z^3 - 267/100*z + 1
*
[ 9/26 ] 
f(z) = 104/27*z^3 - 275/117*z + 1
*
[ 9/13 ] 
f(z) = 104/27*z^3 - 268/117*z + 1
*
[ 1/3 ] 
f(z) = 105/38*z^3 - 263/114*z + 1
*
[ 3/10 ] 
f(z) = 107/27*z^3 - 269/100*z + 1
*
[ 3/5 ] 
f(z) = 110/21*z^3 - 268/105*z + 1
*
[ 1/3 ] 
f(z) = 111/38*z^3 - 265/114*z + 1
*
[ 3/10 ] 
f(z) = 113/27*z^3 - 271/100*z + 1
*
[ 3/5 ] 
f(z) = 115/21*z^3 - 277/105*z + 1
*
[ 3/10 ] 
f(z) = 119/27*z^3 - 273/100*z + 1
*
[ 4/5 ] 
f(z) = 119/32*z^3 - 263/100*z + 1
*
[ 3/4 ] 
f(z) = 100/33*z^3 - 269/132*z + 1
*
[ 2/3 ] 
f(z) = 101/28*z^3 - 265/126*z + 1
*
[ 5/9 ] 
f(z) = 102/25*z^3 - 278/135*z + 1
*
[ 2/3 ] 
f(z) = 103/28*z^3 - 269/126*z + 1
*
[ 2/5 ] 
f(z) = 105/26*z^3 - 279/130*z + 1
*
[ 2/3 ] 
f(z) = 107/28*z^3 - 277/126*z + 1
*
[ 5/12 ] 
f(z) = 114/25*z^3 - 263/120*z + 1
*
[ 8/17 ] 
f(z) = 119/32*z^3 - 265/136*z + 1
*
[ 1/2 ] 
f(z) = 107/39*z^3 - 263/156*z + 1
*
[ 5/12 ] 
f(z) = 108/35*z^3 - 271/140*z + 1
*
[ 1/2 ] 
f(z) = 109/38*z^3 - 261/152*z + 1
*
[ 1/2 ] 
f(z) = 109/39*z^3 - 265/156*z + 1
*
[ 1/2 ] 
f(z) = 111/38*z^3 - 263/152*z + 1
*
[ 1/2 ] 
f(z) = 113/37*z^3 - 261/148*z + 1
*
[ 1/2 ] 
f(z) = 113/38*z^3 - 265/152*z + 1
*
[ 1/2 ] 
f(z) = 113/39*z^3 - 269/156*z + 1
*
[ 1/2 ] 
f(z) = 115/37*z^3 - 263/148*z + 1
*
[ 1/2 ] 
f(z) = 115/38*z^3 - 267/152*z + 1
*
[ 1/2 ] 
f(z) = 115/39*z^3 - 271/156*z + 1
*
[ 1/2 ] 
f(z) = 117/37*z^3 - 265/148*z + 1
*
[ 1/2 ] 
f(z) = 117/38*z^3 - 269/152*z + 1
*
[ 1/2 ] 
f(z) = 119/36*z^3 - 263/144*z + 1
*
[ 1/2 ] 
f(z) = 119/37*z^3 - 267/148*z + 1
*
[ 1/2 ] 
f(z) = 119/38*z^3 - 271/152*z + 1
*
[ 1/2 ] 
f(z) = 119/39*z^3 - 275/156*z + 1
*
[ 5/2 ] 
f(z) = 102/25*z^3 - 249/10*z + 1
*
[ -5/2 ] 
f(z) = 102/25*z^3 - 241/10*z + 1
*
[ 5/2 ] 
f(z) = 106/25*z^3 - 259/10*z + 1
*
[ -5/2 ] 
f(z) = 106/25*z^3 - 251/10*z + 1
*
-2 | 0.10112969934678921299425651067325325831 | 0.016369474614829918577661166428369710596
f(z) = 117/28*z^3 - 241/14*z + 1
*
-2 | 0.10165829990002299716201154325623965868 | 0.016433053923733657202411135680945008600
f(z) = 119/20*z^3 - 243/10*z + 1
*
-2 | 0.087664699584188609858119306038462672425 | 0.014133687641329885489939461841679997546
f(z) = 119/36*z^3 - 247/18*z + 1
*
[ 1/10 ] 
f(z) = 100/27*z^3 - 244/27*z + 1
*
[ -5/3 ] 
f(z) = 108/35*z^3 - 244/35*z + 1
*
3/2 | 0.18843919645862642797647203956261622863 | 0.021323645504875761375110578778101189920
f(z) = 112/27*z^3 - 255/28*z + 1
*
[ 3/2 ] 
f(z) = 112/33*z^3 - 241/33*z + 1
*
[ 3/2 ] 
f(z) = 116/21*z^3 - 254/21*z + 1
*
[ 3/2 ] 
f(z) = 116/33*z^3 - 250/33*z + 1
*
[ 3/2 ] 
f(z) = 116/39*z^3 - 248/39*z + 1
*
21/40 | 0.19240837130493928231652311487820258926 | 0.024838742994196295240230201802925308105
f(z) = 100/27*z^3 - 257/48*z + 1
*
[ 5/4 ] 
f(z) = 102/25*z^3 - 247/40*z + 1
*
-8/7 | 0.12029439204818073323419359517349711843 | 0.017444885056481633114487505558419476182
f(z) = 105/32*z^3 - 247/56*z + 1
*
[ 5/4 ] 
f(z) = 106/25*z^3 - 257/40*z + 1
*
[ -3/2 ] 
f(z) = 107/36*z^3 - 241/48*z + 1
*
[ -3/2 ] 
f(z) = 109/36*z^3 - 247/48*z + 1
*
0 | 0.11856466275862208571615479832512866091 | 0.021616964893386621557971289962629780188
f(z) = 110/21*z^3 - 241/42*z + 1
*
0 | 0.16241441854822944789432485720838801343 | 0.029479573525150206070150267859654215524
f(z) = 110/27*z^3 - 247/54*z + 1
*
[ -3/2 ] 
f(z) = 113/36*z^3 - 259/48*z + 1
*
0 | 0.16042391845061666578204472477199420374 | 0.028991980191784470593480314347136152021
f(z) = 116/21*z^3 - 253/42*z + 1
*
0 | 0.13776486777803552253834751597753054808 | 0.024826631617655475344863860448006125354
f(z) = 118/21*z^3 - 257/42*z + 1
*
[ 3/17 ] 
f(z) = 119/27*z^3 - 245/51*z + 1
*
[ 9/10 ] 
f(z) = 100/21*z^3 - 250/63*z + 1
*
3/26 | 0.18671352350121150905562554217003531142 | 0.023627183843805674232028602729799492210
f(z) = 104/27*z^3 - 251/78*z + 1
*
0 | 0.14984334922754389152018688311568115076 | 0.027319762435066128565176922942182426830
f(z) = 104/33*z^3 - 241/66*z + 1
*
0 | 0.15033609408346388337370556015171735747 | 0.027327583678094217488939552506056966062
f(z) = 106/33*z^3 - 245/66*z + 1
*
0 | 0.15454821482257002720556452832204315358 | 0.027970234571729830996802657781569203030
f(z) = 106/39*z^3 - 251/78*z + 1
*
0 | 0.15580694511418063471099206982036016612 | 0.028038827796037221353334693778079228052
f(z) = 110/39*z^3 - 259/78*z + 1
*
0 | 0.16016575197259002611221299127439040981 | 0.028863498990141229854243883646118287423
f(z) = 112/33*z^3 - 257/66*z + 1
*
4/5 | 0.18340457478211284240828184559508291860 | 0.028862746992162753932761753206551517138
f(z) = 115/24*z^3 - 259/60*z + 1
*
[ 3/10 ] 
f(z) = 100/31*z^3 - 244/93*z + 1
*
[ 9/10 ] 
f(z) = 100/33*z^3 - 254/99*z + 1
*
[ 2/3 ] 
f(z) = 101/20*z^3 - 247/90*z + 1
*
[ 2/3 ] 
f(z) = 103/20*z^3 - 251/90*z + 1
*
[ 2/3 ] 
f(z) = 107/20*z^3 - 259/90*z + 1
*
[ 9/10 ] 
f(z) = 100/39*z^3 - 256/117*z + 1
*
[ 1/3 ] 
f(z) = 102/35*z^3 - 244/105*z + 1
*
[ 1/3 ] 
f(z) = 102/37*z^3 - 256/111*z + 1
*
[ 2/5 ] 
f(z) = 105/22*z^3 - 249/110*z + 1
*
[ 1/3 ] 
f(z) = 105/37*z^3 - 257/111*z + 1
*
-7/6 | 0.12725987827209132137643365933861779989 | 0.022014448128416682960651908361700626444
f(z) = 108/35*z^3 - 256/105*z + 1
*
[ 4/5 ] 
f(z) = 109/32*z^3 - 243/100*z + 1
*
[ 4/5 ] 
f(z) = 111/32*z^3 - 247/100*z + 1
*
[ 1/3 ] 
f(z) = 111/34*z^3 - 241/102*z + 1
*
[ 1/3 ] 
f(z) = 111/35*z^3 - 247/105*z + 1
*
[ 4/5 ] 
f(z) = 113/32*z^3 - 251/100*z + 1
*
[ 1/3 ] 
f(z) = 114/35*z^3 - 248/105*z + 1
*
[ 1/3 ] 
f(z) = 114/37*z^3 - 260/111*z + 1
*
[ 2/5 ] 
f(z) = 115/22*z^3 - 257/110*z + 1
*
[ 4/5 ] 
f(z) = 117/32*z^3 - 259/100*z + 1
*
[ 5/12 ] 
f(z) = 102/25*z^3 - 253/120*z + 1
*
[ 1/2 ] 
f(z) = 105/34*z^3 - 241/136*z + 1
*
[ 1/2 ] 
f(z) = 107/34*z^3 - 243/136*z + 1
*
[ 1/2 ] 
f(z) = 109/33*z^3 - 241/132*z + 1
*
[ 1/2 ] 
f(z) = 109/34*z^3 - 245/136*z + 1
*
[ 1/2 ] 
f(z) = 111/34*z^3 - 247/136*z + 1
*
[ 1/2 ] 
f(z) = 113/32*z^3 - 241/128*z + 1
*
[ 1/2 ] 
f(z) = 113/33*z^3 - 245/132*z + 1
*
[ 1/2 ] 
f(z) = 113/34*z^3 - 249/136*z + 1
*
[ 1/2 ] 
f(z) = 115/32*z^3 - 243/128*z + 1
*
[ 1/2 ] 
f(z) = 115/33*z^3 - 247/132*z + 1
*
[ 1/2 ] 
f(z) = 115/34*z^3 - 251/136*z + 1
*
[ 1/2 ] 
f(z) = 117/31*z^3 - 241/124*z + 1
*
[ 1/2 ] 
f(z) = 117/32*z^3 - 245/128*z + 1
*
[ 1/2 ] 
f(z) = 117/34*z^3 - 253/136*z + 1
*
[ 1/2 ] 
f(z) = 119/31*z^3 - 243/124*z + 1
*
[ 1/2 ] 
f(z) = 119/32*z^3 - 247/128*z + 1
*
[ 1/2 ] 
f(z) = 119/33*z^3 - 251/132*z + 1
*
[ 13/20 ] 
f(z) = 100/39*z^3 - 253/156*z + 1
*
[ 1/2 ] 
f(z) = 101/35*z^3 - 241/140*z + 1
*
[ 1/2 ] 
f(z) = 101/36*z^3 - 245/144*z + 1
*
[ 1/2 ] 
f(z) = 101/37*z^3 - 249/148*z + 1
*
[ 1/2 ] 
f(z) = 101/38*z^3 - 253/152*z + 1
*
[ 1/2 ] 
f(z) = 101/39*z^3 - 257/156*z + 1
*
[ 1/2 ] 
f(z) = 103/35*z^3 - 243/140*z + 1
*
[ 1/2 ] 
f(z) = 103/36*z^3 - 247/144*z + 1
*
[ 1/2 ] 
f(z) = 103/37*z^3 - 251/148*z + 1
*
[ 1/2 ] 
f(z) = 103/38*z^3 - 255/152*z + 1
*
[ 1/2 ] 
f(z) = 103/39*z^3 - 259/156*z + 1
*
[ 1/2 ] 
f(z) = 105/37*z^3 - 253/148*z + 1
*
[ 1/2 ] 
f(z) = 105/38*z^3 - 257/152*z + 1
*
[ 1/2 ] 
f(z) = 107/35*z^3 - 247/140*z + 1
*
[ 1/2 ] 
f(z) = 107/36*z^3 - 251/144*z + 1
*
[ 1/2 ] 
f(z) = 107/37*z^3 - 255/148*z + 1
*
[ 1/2 ] 
f(z) = 107/38*z^3 - 259/152*z + 1
*
[ 7/12 ] 
f(z) = 108/35*z^3 - 247/140*z + 1
*
[ 1/2 ] 
f(z) = 109/35*z^3 - 249/140*z + 1
*
[ 1/2 ] 
f(z) = 109/36*z^3 - 253/144*z + 1
*
[ 1/2 ] 
f(z) = 109/37*z^3 - 257/148*z + 1
*
[ 1/2 ] 
f(z) = 111/35*z^3 - 251/140*z + 1
*
[ 1/2 ] 
f(z) = 113/35*z^3 - 253/140*z + 1
*
[ 1/2 ] 
f(z) = 113/36*z^3 - 257/144*z + 1
*
[ 1/2 ] 
f(z) = 115/36*z^3 - 259/144*z + 1
*
[ 1/2 ] 
f(z) = 117/35*z^3 - 257/140*z + 1
*
[ -12/5 ] 
f(z) = 100/27*z^3 - 239/12*z + 1
*
-2 | 0.099401706224398880098742174765275602901 | 0.016318609321923667442152902412683832317
f(z) = 107/28*z^3 - 221/14*z + 1
*
-2 | 0.085569393835790930922127497117636298577 | 0.014027036046607926856527048659264549352
f(z) = 107/36*z^3 - 223/18*z + 1
*
-2 | 0.099988719644378003470278299036947592847 | 0.016390736358345274045687332605156802972
f(z) = 109/20*z^3 - 223/10*z + 1
*
-2 | 0.099760679398708690566432014057935152921 | 0.016329454330866733565430908550437046605
f(z) = 109/28*z^3 - 225/14*z + 1
*
-2 | 0.085936043684996357125949251045135092592 | 0.014046204384021225366248181588021081565
f(z) = 109/36*z^3 - 227/18*z + 1
*
-2 | 0.10033499196815709562689909774431424818 | 0.016399705450949424563432146757065757575
f(z) = 111/20*z^3 - 227/10*z + 1
*
-2 | 0.10011270412625014636513585776675790306 | 0.016339944777313588952795995556003009564
f(z) = 111/28*z^3 - 229/14*z + 1
*
-2 | 0.10067485779394635658206860423929710256 | 0.016408408937257078405421654960929646069
f(z) = 113/20*z^3 - 231/10*z + 1
*
[ 2 ] 
f(z) = 113/20*z^3 - 221/10*z + 1
*
-2 | 0.10045804925887598748123782842373752748 | 0.016350099954812280802039466032279936910
f(z) = 113/28*z^3 - 233/14*z + 1
*
[ 4 ] 
f(z) = 113/32*z^3 - 223/4*z + 1
*
[ -4 ] 
f(z) = 113/32*z^3 - 221/4*z + 1
*
-2 | 0.086647580316883718335579354368720088162 | 0.014082779898997505979318009423442205843
f(z) = 113/36*z^3 - 235/18*z + 1
*
-2 | 0.10079696804711088446040554632275363524 | 0.016359937717430930172978322250468984219
f(z) = 115/28*z^3 - 237/14*z + 1
*
[ 2 ] 
f(z) = 115/28*z^3 - 223/14*z + 1
*
[ 4 ] 
f(z) = 115/32*z^3 - 227/4*z + 1
*
[ -4 ] 
f(z) = 115/32*z^3 - 225/4*z + 1
*
-2 | 0.086993047364219973281289967627444086867 | 0.014100248968072224505051539351604854623
f(z) = 115/36*z^3 - 239/18*z + 1
*
[ 2 ] 
f(z) = 115/36*z^3 - 221/18*z + 1
*
-2 | 0.10133629579671082631214067666975609756 | 0.016425071238779514443014090409995997121
f(z) = 117/20*z^3 - 239/10*z + 1
*
[ 2 ] 
f(z) = 117/20*z^3 - 229/10*z + 1
*
[ 2 ] 
f(z) = 117/28*z^3 - 227/14*z + 1
*
[ 4 ] 
f(z) = 117/32*z^3 - 231/4*z + 1
*
[ -4 ] 
f(z) = 117/32*z^3 - 229/4*z + 1
*
[ 2 ] 
f(z) = 119/20*z^3 - 233/10*z + 1
*
[ -2 ] 
f(z) = 119/20*z^3 - 223/10*z + 1
*
[ 4 ] 
f(z) = 119/32*z^3 - 235/4*z + 1
*
[ -4 ] 
f(z) = 119/32*z^3 - 233/4*z + 1
*
[ 2 ] 
f(z) = 119/36*z^3 - 229/18*z + 1
*
-3/2 | 0.14368303998834003127744548768409320188 | 0.026256566708155850601749418232923507783
f(z) = 100/39*z^3 - 238/39*z + 1
*
[ 3/2 ] 
f(z) = 104/21*z^3 - 227/21*z + 1
*
[ 3/2 ] 
f(z) = 104/33*z^3 - 223/33*z + 1
*
[ 3/2 ] 
f(z) = 112/39*z^3 - 239/39*z + 1
*
[ 4/3 ] 
f(z) = 115/32*z^3 - 221/36*z + 1
*
[ -3/2 ] 
f(z) = 116/21*z^3 - 226/21*z + 1
*
-3/2 | 0.24015075669274283392669758064521451074 | 0.027428803119452700217122668389858827967
f(z) = 116/27*z^3 - 235/29*z + 1
*
4/3 | 0.10003773615341773686076385476030017813 | 0.018410536293167423511641166499349584400
f(z) = 117/28*z^3 - 229/28*z + 1
*
[ 4/3 ] 
f(z) = 119/32*z^3 - 229/36*z + 1
*
0 | 0.14016399026583793576289031392039370924 | 0.025965128881059714683662831442258035720
f(z) = 100/21*z^3 - 221/42*z + 1
*
[ -3/2 ] 
f(z) = 101/36*z^3 - 223/48*z + 1
*
[ -3/2 ] 
f(z) = 103/36*z^3 - 229/48*z + 1
*
0 | 0.11074546935335052736986461813002359162 | 0.020381143768656375520633021396201839617
f(z) = 104/21*z^3 - 229/42*z + 1
*
0 | 0.16253179519952935023013245359666032882 | 0.029769987992395742824445464979437388686
f(z) = 104/27*z^3 - 235/54*z + 1
*
1/4 | 0.14894909509649112381896084491370154019 | 0.027411982983130599441399764351308335781
f(z) = 104/27*z^3 - 229/54*z + 1
*
12/13 | 0.25874123856457015303071174907092430567 | 0.029669483043386824974680890468022509130
f(z) = 104/27*z^3 - 227/52*z + 1
*
[ 8/7 ] 
f(z) = 105/32*z^3 - 233/56*z + 1
*
0 | 0.11399912258699153035859868770206567109 | 0.020913285341515251464430786129929722113
f(z) = 106/21*z^3 - 233/42*z + 1
*
0 | 0.16257686796560585465982163594557965865 | 0.029686469456784044922487816155779726445
f(z) = 106/27*z^3 - 239/54*z + 1
*
[ 6/29 ] 
f(z) = 116/27*z^3 - 233/58*z + 1
*
[ -5/4 ] 
f(z) = 118/25*z^3 - 223/40*z + 1
*
[ -6/5 ] 
f(z) = 118/27*z^3 - 223/50*z + 1
*
-6/5 | 0.058142494748094314781741847407807297011 | 0.010666315279809011136003837490716654908
f(z) = 100/33*z^3 - 233/66*z + 1
*
2/5 | 0.15406312814120495166525193855166941044 | 0.028398994948294580670502685922901734538
f(z) = 100/39*z^3 - 227/78*z + 1
*
[ 1/4 ] 
f(z) = 104/35*z^3 - 223/70*z + 1
*
[ 1/4 ] 
f(z) = 104/37*z^3 - 235/74*z + 1
*
4/15 | 0.19644730210792445997662630579501497661 | 0.025999175436179602182745955836920357110
f(z) = 105/32*z^3 - 239/60*z + 1
*
[ 4/17 ] 
f(z) = 119/32*z^3 - 235/68*z + 1
*
3/5 | 0.097070693446478593900550887594740755141 | 0.016201496759808687238177466236349583062
f(z) = 100/21*z^3 - 221/84*z + 1
*
[ 3/10 ] 
f(z) = 100/29*z^3 - 230/87*z + 1
*
[ 5/17 ] 
f(z) = 102/25*z^3 - 234/85*z + 1
*
[ 1/3 ] 
f(z) = 105/31*z^3 - 221/93*z + 1
*
[ 1/3 ] 
f(z) = 105/32*z^3 - 227/96*z + 1
*
[ 1/3 ] 
f(z) = 111/31*z^3 - 223/93*z + 1
*
[ 1/3 ] 
f(z) = 111/32*z^3 - 229/96*z + 1
*
15/56 | 0.21913872552071300405557813614168805566 | 0.027219823552944232212099700325516359535
f(z) = 112/27*z^3 - 221/84*z + 1
*
[ 1/3 ] 
f(z) = 114/31*z^3 - 224/93*z + 1
*
[ 5/17 ] 
f(z) = 119/25*z^3 - 239/85*z + 1
*
[ 4/5 ] 
f(z) = 101/32*z^3 - 227/100*z + 1
*
[ 4/5 ] 
f(z) = 103/32*z^3 - 231/100*z + 1
*
[ 1/2 ] 
f(z) = 105/29*z^3 - 221/116*z + 1
*
[ 1/3 ] 
f(z) = 105/34*z^3 - 239/102*z + 1
*
[ 1/2 ] 
f(z) = 107/29*z^3 - 223/116*z + 1
*
[ 4/5 ] 
f(z) = 107/32*z^3 - 239/100*z + 1
*
[ 1/2 ] 
f(z) = 109/28*z^3 - 221/112*z + 1
*
[ 1/2 ] 
f(z) = 109/29*z^3 - 225/116*z + 1
*
[ 1/2 ] 
f(z) = 111/28*z^3 - 223/112*z + 1
*
[ 1/2 ] 
f(z) = 111/29*z^3 - 227/116*z + 1
*
[ 15/28 ] 
f(z) = 112/25*z^3 - 226/105*z + 1
*
[ 3/4 ] 
f(z) = 112/37*z^3 - 226/111*z + 1
*
[ 1/2 ] 
f(z) = 113/27*z^3 - 221/108*z + 1
*
[ 1/2 ] 
f(z) = 113/28*z^3 - 225/112*z + 1
*
[ 1/2 ] 
f(z) = 113/29*z^3 - 229/116*z + 1
*
[ 1/2 ] 
f(z) = 115/27*z^3 - 223/108*z + 1
*
[ 1/2 ] 
f(z) = 115/28*z^3 - 227/112*z + 1
*
[ 1/2 ] 
f(z) = 115/29*z^3 - 231/116*z + 1
*
[ 1/2 ] 
f(z) = 117/28*z^3 - 229/112*z + 1
*
[ 1/2 ] 
f(z) = 117/29*z^3 - 233/116*z + 1
*
[ 1/2 ] 
f(z) = 119/26*z^3 - 223/104*z + 1
*
[ 1/2 ] 
f(z) = 119/27*z^3 - 227/108*z + 1
*
[ 1/2 ] 
f(z) = 119/29*z^3 - 235/116*z + 1
*
[ 6/17 ] 
f(z) = 119/36*z^3 - 229/102*z + 1
*
[ 11/20 ] 
f(z) = 100/33*z^3 - 229/132*z + 1
*
[ 1/2 ] 
f(z) = 101/30*z^3 - 221/120*z + 1
*
[ 1/2 ] 
f(z) = 101/31*z^3 - 225/124*z + 1
*
[ 1/2 ] 
f(z) = 101/32*z^3 - 229/128*z + 1
*
[ 1/2 ] 
f(z) = 101/33*z^3 - 233/132*z + 1
*
[ 1/2 ] 
f(z) = 101/34*z^3 - 237/136*z + 1
*
[ 1/2 ] 
f(z) = 103/30*z^3 - 223/120*z + 1
*
[ 1/2 ] 
f(z) = 103/31*z^3 - 227/124*z + 1
*
[ 1/2 ] 
f(z) = 103/32*z^3 - 231/128*z + 1
*
[ 1/2 ] 
f(z) = 103/33*z^3 - 235/132*z + 1
*
[ 1/2 ] 
f(z) = 103/34*z^3 - 239/136*z + 1
*
[ 1/2 ] 
f(z) = 105/31*z^3 - 229/124*z + 1
*
[ 1/2 ] 
f(z) = 105/32*z^3 - 233/128*z + 1
*
[ 1/2 ] 
f(z) = 107/30*z^3 - 227/120*z + 1
*
[ 1/2 ] 
f(z) = 107/31*z^3 - 231/124*z + 1
*
[ 1/2 ] 
f(z) = 107/32*z^3 - 235/128*z + 1
*
[ 1/2 ] 
f(z) = 107/33*z^3 - 239/132*z + 1
*
[ 1/2 ] 
f(z) = 109/30*z^3 - 229/120*z + 1
*
[ 1/2 ] 
f(z) = 109/31*z^3 - 233/124*z + 1
*
[ 1/2 ] 
f(z) = 109/32*z^3 - 237/128*z + 1
*
[ 1/2 ] 
f(z) = 111/31*z^3 - 235/124*z + 1
*
[ 1/2 ] 
f(z) = 111/32*z^3 - 239/128*z + 1
*
[ 1/2 ] 
f(z) = 113/30*z^3 - 233/120*z + 1
*
[ 1/2 ] 
f(z) = 113/31*z^3 - 237/124*z + 1
*
[ 1/2 ] 
f(z) = 115/31*z^3 - 239/124*z + 1
*
[ 1/2 ] 
f(z) = 119/30*z^3 - 239/120*z + 1
*
69/40 | 0.14433219992539110416293004179405901586 | 0.016765185459431634882944394785218004490
f(z) = 100/27*z^3 - 203/16*z + 1
*
-2 | 0.098534366079316357936754078809466955652 | 0.016351901371076329205566727159068670033
f(z) = 101/20*z^3 - 207/10*z + 1
*
-2 | 0.098280144295345134643964463794223162844 | 0.016283729043671779955061996958905479652
f(z) = 101/28*z^3 - 209/14*z + 1
*
-2 | 0.084422008869823907112236617641017429198 | 0.013965580588292098455077735116489962362
f(z) = 101/36*z^3 - 211/18*z + 1
*
-2 | 0.098908903770898959518508480967181677493 | 0.016362087150070904176555446377869148445
f(z) = 103/20*z^3 - 211/10*z + 1
*
[ 2 ] 
f(z) = 103/20*z^3 - 201/10*z + 1
*
-2 | 0.098661752938596205289318283723655841023 | 0.016295770309333379976677561570385275811
f(z) = 103/28*z^3 - 213/14*z + 1
*
[ 4 ] 
f(z) = 103/32*z^3 - 203/4*z + 1
*
[ -4 ] 
f(z) = 103/32*z^3 - 201/4*z + 1
*
-2 | 0.084812730607720447299359775782101449449 | 0.013986763661451748969698560452927687842
f(z) = 103/36*z^3 - 215/18*z + 1
*
[ 4 ] 
f(z) = 105/32*z^3 - 207/4*z + 1
*
[ -4 ] 
f(z) = 105/32*z^3 - 205/4*z + 1
*
-2 | 0.099635792396274407358253102859541186913 | 0.016381487392091854159754232104606395741
f(z) = 107/20*z^3 - 219/10*z + 1
*
[ 2 ] 
f(z) = 107/20*z^3 - 209/10*z + 1
*
[ 2 ] 
f(z) = 107/28*z^3 - 207/14*z + 1
*
[ 4 ] 
f(z) = 107/32*z^3 - 211/4*z + 1
*
[ -4 ] 
f(z) = 107/32*z^3 - 209/4*z + 1
*
[ 2 ] 
f(z) = 107/36*z^3 - 205/18*z + 1
*
[ 2 ] 
f(z) = 109/20*z^3 - 213/10*z + 1
*
[ -2 ] 
f(z) = 109/20*z^3 - 203/10*z + 1
*
[ 2 ] 
f(z) = 109/28*z^3 - 211/14*z + 1
*
[ 4 ] 
f(z) = 109/32*z^3 - 215/4*z + 1
*
[ -4 ] 
f(z) = 109/32*z^3 - 213/4*z + 1
*
[ 2 ] 
f(z) = 109/36*z^3 - 209/18*z + 1
*
[ 2 ] 
f(z) = 111/20*z^3 - 217/10*z + 1
*
[ -2 ] 
f(z) = 111/20*z^3 - 207/10*z + 1
*
[ 2 ] 
f(z) = 111/28*z^3 - 215/14*z + 1
*
[ -2 ] 
f(z) = 111/28*z^3 - 201/14*z + 1
*
[ 4 ] 
f(z) = 111/32*z^3 - 219/4*z + 1
*
[ -4 ] 
f(z) = 111/32*z^3 - 217/4*z + 1
*
[ -2 ] 
f(z) = 113/20*z^3 - 211/10*z + 1
*
[ 2 ] 
f(z) = 113/28*z^3 - 219/14*z + 1
*
[ -2 ] 
f(z) = 113/28*z^3 - 205/14*z + 1
*
[ 2 ] 
f(z) = 113/36*z^3 - 217/18*z + 1
*
[ -2 ] 
f(z) = 115/28*z^3 - 209/14*z + 1
*
[ -2 ] 
f(z) = 115/36*z^3 - 203/18*z + 1
*
[ -2 ] 
f(z) = 117/20*z^3 - 219/10*z + 1
*
[ -2 ] 
f(z) = 117/28*z^3 - 213/14*z + 1
*
-8/3 | 0.19425607983348658526026027828967953162 | 0.028788972036312267343443571076656810788
f(z) = 117/32*z^3 - 213/8*z + 1
*
[ 8/3 ] 
f(z) = 117/32*z^3 - 203/8*z + 1
*
[ -2 ] 
f(z) = 119/36*z^3 - 211/18*z + 1
*
[ 3/2 ] 
f(z) = 100/21*z^3 - 218/21*z + 1
*
[ 1/10 ] 
f(z) = 100/23*z^3 - 208/23*z + 1
*
9/20 | 0.18813386824512048449313513467040195928 | 0.029081247290227504614636962823397737404
f(z) = 100/27*z^3 - 215/36*z + 1
*
3/2 | 0.19638645892472220505994405302811852377 | 0.022811648456103160885987225194446719096
f(z) = 100/27*z^3 - 203/25*z + 1
*
[ 3/2 ] 
f(z) = 100/33*z^3 - 214/33*z + 1
*
1/5 | 0.14585120968371734280779125710574042790 | 0.027476234809168055151909037116774318115
f(z) = 100/33*z^3 - 202/33*z + 1
*
[ 3/2 ] 
f(z) = 100/39*z^3 - 212/39*z + 1
*
[ 4/3 ] 
f(z) = 107/32*z^3 - 205/36*z + 1
*
1/6 | 0.10290042538355203337524057364711201966 | 0.019193213539396035824230315397001618921
f(z) = 108/35*z^3 - 213/35*z + 1
*
[ 4/3 ] 
f(z) = 109/32*z^3 - 209/36*z + 1
*
[ 4/3 ] 
f(z) = 113/32*z^3 - 217/36*z + 1
*
[ -3/2 ] 
f(z) = 116/33*z^3 - 206/33*z + 1
*
[ 4/3 ] 
f(z) = 117/20*z^3 - 203/20*z + 1
*
[ 4/3 ] 
f(z) = 117/28*z^3 - 201/28*z + 1
*
[ -6/5 ] 
f(z) = 100/21*z^3 - 211/42*z + 1
*
6/25 | 0.25683961118205170852410160181090317818 | 0.029573093182079394073611191822439621710
f(z) = 100/27*z^3 - 219/50*z + 1
*
1/4 | 0.11924468552825149641076581425222840157 | 0.022241780869719234655824278386411013158
f(z) = 104/25*z^3 - 213/50*z + 1
*
[ 3/16 ] 
f(z) = 112/27*z^3 - 215/48*z + 1
*
[ -6/5 ] 
f(z) = 112/27*z^3 - 207/50*z + 1
*
[ -5/4 ] 
f(z) = 114/25*z^3 - 213/40*z + 1
*
[ -9/8 ] 
f(z) = 104/27*z^3 - 215/72*z + 1
*
[ -15/13 ] 
f(z) = 104/27*z^3 - 212/65*z + 1
*
[ 1/4 ] 
f(z) = 104/33*z^3 - 211/66*z + 1
*
3/4 | 0.14181274050604594159987242051557215790 | 0.026568942158063555600842621193656583884
f(z) = 104/33*z^3 - 205/66*z + 1
*
1/2 | 0.14904409386478324733993030732455601027 | 0.027824455020825613807444724014742012658
f(z) = 106/39*z^3 - 209/78*z + 1
*
-35/36 | 0.096604579486219425783240160230448354665 | 0.013479010596193422808886943349063249634
f(z) = 108/25*z^3 - 209/60*z + 1
*
1/2 | 0.15580072114597422630834664283166115394 | 0.028886073390688643052281605240882323930
f(z) = 110/39*z^3 - 211/78*z + 1
*
1/3 | 0.16583571896533094292399775850168713523 | 0.028552281431010367012307800417651349603
f(z) = 111/20*z^3 - 217/60*z + 1
*
[ 3/4 ] 
f(z) = 112/23*z^3 - 212/69*z + 1
*
[ 3/4 ] 
f(z) = 112/25*z^3 - 214/75*z + 1
*
[ 3/10 ] 
f(z) = 112/27*z^3 - 203/75*z + 1
*
[ 6/23 ] 
f(z) = 115/24*z^3 - 218/69*z + 1
*
[ 8/9 ] 
f(z) = 117/32*z^3 - 217/72*z + 1
*
2/3 | 0.16280539315686569402775734689274863336 | 0.029843411545204825782991602232690047221
f(z) = 117/35*z^3 - 209/70*z + 1
*
[ 2/7 ] 
f(z) = 119/20*z^3 - 209/70*z + 1
*
3/5 | 0.17419542738588242155109107354325615351 | 0.029073931092518064549533335103469203493
f(z) = 100/23*z^3 - 213/92*z + 1
*
[ 1/3 ] 
f(z) = 102/29*z^3 - 208/87*z + 1
*
[ 1/3 ] 
f(z) = 102/31*z^3 - 220/93*z + 1
*
[ 1/3 ] 
f(z) = 105/29*z^3 - 209/87*z + 1
*
[ 1/2 ] 
f(z) = 107/24*z^3 - 203/96*z + 1
*
[ 1/2 ] 
f(z) = 109/23*z^3 - 201/92*z + 1
*
[ 1/2 ] 
f(z) = 109/24*z^3 - 205/96*z + 1
*
[ 3/8 ] 
f(z) = 110/27*z^3 - 215/96*z + 1
*
[ 1/2 ] 
f(z) = 111/23*z^3 - 203/92*z + 1
*
[ 1/3 ] 
f(z) = 111/28*z^3 - 205/84*z + 1
*
[ 1/3 ] 
f(z) = 111/29*z^3 - 211/87*z + 1
*
[ 5/16 ] 
f(z) = 112/25*z^3 - 211/80*z + 1
*
[ 3/4 ] 
f(z) = 112/29*z^3 - 218/87*z + 1
*
[ 3/4 ] 
f(z) = 112/31*z^3 - 220/93*z + 1
*
[ 1/2 ] 
f(z) = 113/22*z^3 - 201/88*z + 1
*
[ 1/2 ] 
f(z) = 113/23*z^3 - 205/92*z + 1
*
[ 1/2 ] 
f(z) = 113/24*z^3 - 209/96*z + 1
*
[ 1/3 ] 
f(z) = 114/29*z^3 - 212/87*z + 1
*
[ 1/2 ] 
f(z) = 115/22*z^3 - 203/88*z + 1
*
[ 1/2 ] 
f(z) = 115/24*z^3 - 211/96*z + 1
*
[ 1/2 ] 
f(z) = 117/22*z^3 - 205/88*z + 1
*
[ 1/2 ] 
f(z) = 117/23*z^3 - 209/92*z + 1
*
[ 1/2 ] 
f(z) = 119/22*z^3 - 207/88*z + 1
*
[ 1/2 ] 
f(z) = 119/23*z^3 - 211/92*z + 1
*
[ 1/2 ] 
f(z) = 119/24*z^3 - 215/96*z + 1
*
[ 1/2 ] 
f(z) = 101/25*z^3 - 201/100*z + 1
*
[ 1/2 ] 
f(z) = 101/26*z^3 - 205/104*z + 1
*
[ 1/2 ] 
f(z) = 101/27*z^3 - 209/108*z + 1
*
[ 1/2 ] 
f(z) = 101/28*z^3 - 213/112*z + 1
*
[ 1/2 ] 
f(z) = 101/29*z^3 - 217/116*z + 1
*
[ 1/2 ] 
f(z) = 103/25*z^3 - 203/100*z + 1
*
[ 1/2 ] 
f(z) = 103/26*z^3 - 207/104*z + 1
*
[ 1/2 ] 
f(z) = 103/27*z^3 - 211/108*z + 1
*
[ 1/2 ] 
f(z) = 103/28*z^3 - 215/112*z + 1
*
[ 1/2 ] 
f(z) = 103/29*z^3 - 219/116*z + 1
*
[ 1/2 ] 
f(z) = 105/26*z^3 - 209/104*z + 1
*
[ 4/9 ] 
f(z) = 105/32*z^3 - 205/108*z + 1
*
[ 1/2 ] 
f(z) = 107/25*z^3 - 207/100*z + 1
*
[ 1/2 ] 
f(z) = 107/26*z^3 - 211/104*z + 1
*
[ 1/2 ] 
f(z) = 107/27*z^3 - 215/108*z + 1
*
[ 1/2 ] 
f(z) = 107/28*z^3 - 219/112*z + 1
*
[ 7/18 ] 
f(z) = 108/35*z^3 - 214/105*z + 1
*
[ 1/2 ] 
f(z) = 109/25*z^3 - 209/100*z + 1
*
[ 1/2 ] 
f(z) = 109/26*z^3 - 213/104*z + 1
*
[ 1/2 ] 
f(z) = 109/27*z^3 - 217/108*z + 1
*
[ 1/2 ] 
f(z) = 111/25*z^3 - 211/100*z + 1
*
[ 1/2 ] 
f(z) = 111/26*z^3 - 215/104*z + 1
*
[ 4/9 ] 
f(z) = 111/32*z^3 - 209/108*z + 1
*
[ 2/3 ] 
f(z) = 111/38*z^3 - 205/114*z + 1
*
[ 1/2 ] 
f(z) = 113/25*z^3 - 213/100*z + 1
*
[ 1/2 ] 
f(z) = 113/26*z^3 - 217/104*z + 1
*
[ 1/2 ] 
f(z) = 115/26*z^3 - 219/104*z + 1
*
[ 1/2 ] 
f(z) = 117/25*z^3 - 217/100*z + 1
*
[ 8/13 ] 
f(z) = 117/32*z^3 - 209/104*z + 1
*
[ 1/2 ] 
f(z) = 119/25*z^3 - 219/100*z + 1
*
[ 8/15 ] 
f(z) = 105/32*z^3 - 217/120*z + 1
*
[ 2 ] 
f(z) = 101/20*z^3 - 197/10*z + 1
*
[ -2 ] 
f(z) = 101/20*z^3 - 187/10*z + 1
*
[ 2 ] 
f(z) = 101/28*z^3 - 195/14*z + 1
*
[ -2 ] 
f(z) = 101/28*z^3 - 181/14*z + 1
*
[ 4 ] 
f(z) = 101/32*z^3 - 199/4*z + 1
*
[ -4 ] 
f(z) = 101/32*z^3 - 197/4*z + 1
*
[ 2 ] 
f(z) = 101/36*z^3 - 193/18*z + 1
*
[ -2 ] 
f(z) = 103/20*z^3 - 191/10*z + 1
*
[ 2 ] 
f(z) = 103/28*z^3 - 199/14*z + 1
*
[ -2 ] 
f(z) = 103/28*z^3 - 185/14*z + 1
*
[ 2 ] 
f(z) = 103/36*z^3 - 197/18*z + 1
*
[ -2 ] 
f(z) = 107/20*z^3 - 199/10*z + 1
*
[ -2 ] 
f(z) = 107/28*z^3 - 193/14*z + 1
*
[ -2 ] 
f(z) = 107/36*z^3 - 187/18*z + 1
*
[ -2 ] 
f(z) = 109/28*z^3 - 197/14*z + 1
*
[ -2 ] 
f(z) = 109/36*z^3 - 191/18*z + 1
*
[ 9/4 ] 
f(z) = 112/27*z^3 - 184/9*z + 1
*
[ -2 ] 
f(z) = 113/36*z^3 - 199/18*z + 1
*
[ 5/3 ] 
f(z) = 114/25*z^3 - 184/15*z + 1
*
[ -8/3 ] 
f(z) = 117/32*z^3 - 197/8*z + 1
*
[ 4/3 ] 
f(z) = 101/32*z^3 - 193/36*z + 1
*
[ 4/3 ] 
f(z) = 103/32*z^3 - 197/36*z + 1
*
0 | 0.10370336544078050996627365112376604684 | 0.019948720720059525678390150368903834073
f(z) = 103/39*z^3 - 181/39*z + 1
*
[ -3/2 ] 
f(z) = 104/21*z^3 - 199/21*z + 1
*
-3/2 | 0.19328872998065922134365628258986579953 | 0.022696613027914783464999444365859720275
f(z) = 104/27*z^3 - 185/26*z + 1
*
0 | 0.11161461021468312481234157529058933826 | 0.021470553804953341486690761829289200215
f(z) = 105/38*z^3 - 181/38*z + 1
*
0 | 0.10426403857520205432682462812821719430 | 0.019993350526528143264982183674819199385
f(z) = 106/39*z^3 - 184/39*z + 1
*
0 | 0.12484437486390583132574319892658723486 | 0.024015474879189538538814509572308448659
f(z) = 107/37*z^3 - 181/37*z + 1
*
0 | 0.11198291879594616172507887793531552686 | 0.021495962463566024424980253145625847259
f(z) = 107/38*z^3 - 183/38*z + 1
*
0 | 0.10444754414200389503342090620880200363 | 0.020007744230813383700442928105685262504
f(z) = 107/39*z^3 - 185/39*z + 1
*
[ 1/6 ] 
f(z) = 108/37*z^3 - 188/37*z + 1
*
0 | 0.12502555194145233553305682168248252074 | 0.024024863813478673513080044495901969781
f(z) = 108/37*z^3 - 182/37*z + 1
*
0 | 0.085996516447433985484773973524313588482 | 0.016542572964881345850622319880596877628
f(z) = 109/36*z^3 - 181/36*z + 1
*
0 | 0.12520497098703097099431587600003396658 | 0.024034034703929515487887348656063039568
f(z) = 109/37*z^3 - 183/37*z + 1
*
0 | 0.11234403326556829116914214324696050339 | 0.021520378500996665570954704068146460724
f(z) = 109/38*z^3 - 185/38*z + 1
*
0 | 0.10480917939430961118989951874817761733 | 0.020035749029682798706596559999740218257
f(z) = 109/39*z^3 - 187/39*z + 1
*
0 | 0.12538266584300104456064767414322447469 | 0.024042993369584323981817591390538360516
f(z) = 110/37*z^3 - 184/37*z + 1
*
0 | 0.10498841202457434439563413261554631250 | 0.020049570446844994427447613381644380652
f(z) = 110/39*z^3 - 188/39*z + 1
*
0 | 0.12560857036757216639520184792327974771 | 0.024162478041655566663397737678523536863
f(z) = 111/35*z^3 - 181/35*z + 1
*
0 | 0.11269822973910975856450142517173774286 | 0.021543851981202806442591206025940179135
f(z) = 111/38*z^3 - 187/38*z + 1
*
[ 9/8 ] 
f(z) = 112/27*z^3 - 185/36*z + 1
*
[ -3/2 ] 
f(z) = 112/33*z^3 - 197/33*z + 1
*
0 | 0.12573301354514757311926853293811355274 | 0.024060296335759201807682367381919406730
f(z) = 112/37*z^3 - 186/37*z + 1
*
0 | 0.10533870510890398886539396553514293885 | 0.020075895147462187184203758574698386186
f(z) = 112/39*z^3 - 190/39*z + 1
*
[ -3/2 ] 
f(z) = 112/39*z^3 - 187/39*z + 1
*
0 | 0.11314366817079161986017342423306548037 | 0.021764688426347204603129770366120668096
f(z) = 113/34*z^3 - 181/34*z + 1
*
0 | 0.12595467879799968032058477222701639878 | 0.024177946749949600333523819162482946434
f(z) = 113/35*z^3 - 183/35*z + 1
*
0 | 0.086696302186270899576407731705251554233 | 0.016607354956492861577283175222415171813
f(z) = 113/36*z^3 - 185/36*z + 1
*
0 | 0.12590572937411701740039318973888406786 | 0.024068651331086846220367165758682913564
f(z) = 113/37*z^3 - 187/37*z + 1
*
0 | 0.11304576870918403372673236899039415006 | 0.021566429738864030343572853785970907016
f(z) = 113/38*z^3 - 189/38*z + 1
*
0 | 0.10551292995893613037017041598865950707 | 0.020089001725520863871907879834123382363
f(z) = 113/39*z^3 - 191/39*z + 1
*
0 | 0.12612533419552522993843635590195115469 | 0.024185405162757533467965029457770204075
f(z) = 114/35*z^3 - 184/35*z + 1
*
0 | 0.12607684704745158371954122388534664506 | 0.024076815506098996044891595331280992135
f(z) = 114/37*z^3 - 188/37*z + 1
*
0 | 0.10599862337444523103764440843724392410 | 0.020390244091114684176856763893563710664
f(z) = 115/33*z^3 - 181/33*z + 1
*
0 | 0.11348296385815207688562189599475520219 | 0.021783907381394002994693467148604431649
f(z) = 115/34*z^3 - 183/34*z + 1
*
0 | 0.087036509780684185667815282297677160466 | 0.016638253218496229560105353015438221728
f(z) = 115/36*z^3 - 187/36*z + 1
*
0 | 0.12624639591093506709993714380612958816 | 0.024084793781200558893071861005459580670
f(z) = 115/37*z^3 - 189/37*z + 1
*
0 | 0.11338689620418270298920189495068557364 | 0.021588155635368808532802781737735054252
f(z) = 115/38*z^3 - 191/38*z + 1
*
0 | 0.10585452044553952061401941256613146653 | 0.020114146310324000442549147098712867499
f(z) = 115/39*z^3 - 193/39*z + 1
*
0 | 0.10616471177517518111974456371453282006 | 0.020400571743848051681168686749833524777
f(z) = 116/33*z^3 - 182/33*z + 1
*
0 | 0.12646199285837264570456252096706206836 | 0.024199793972889608243014574124046338463
f(z) = 116/35*z^3 - 186/35*z + 1
*
0 | 0.12641440450826991971891156922434327110 | 0.024092590918154147302497192649606934146
f(z) = 116/37*z^3 - 190/37*z + 1
*
[ -3/2 ] 
f(z) = 116/39*z^3 - 196/39*z + 1
*
0 | 0.10602297809006388835398380997478899644 | 0.020126391958305064446733209392219226897
f(z) = 116/39*z^3 - 194/39*z + 1
*
-4/3 | 0.10931650954350730050230376338147765340 | 0.020897388593937899554193692933795782895
f(z) = 117/28*z^3 - 187/28*z + 1
*
0 | 0.10102629861949849444353112383068494188 | 0.019433751334642726851086012761272868963
f(z) = 117/32*z^3 - 181/32*z + 1
*
0 | 0.11381614809502210736094713571848822979 | 0.021802373613740101785984981429198414872
f(z) = 117/34*z^3 - 185/34*z + 1
*
0 | 0.12662805196339986705572816493531854199 | 0.024206733455200180922154440200043070724
f(z) = 117/35*z^3 - 187/35*z + 1
*
0 | 0.12658090061008580694464585475564763115 | 0.024100211526337546405726811049616397569
f(z) = 117/37*z^3 - 191/37*z + 1
*
0 | 0.11372184484135627852479718381187707901 | 0.021609070790659764100352310510495116492
f(z) = 117/38*z^3 - 193/38*z + 1
*
0 | 0.10649552734395312637239757413922109298 | 0.020421253931760923206482054210838585528
f(z) = 118/33*z^3 - 184/33*z + 1
*
0 | 0.12679263356435284699324757856518505245 | 0.024213508803185483409720142026396900520
f(z) = 118/35*z^3 - 188/35*z + 1
*
0 | 0.12674591124164656215007920761039788936 | 0.024107660068707106421996169339253988227
f(z) = 118/37*z^3 - 192/37*z + 1
*
0 | 0.10635535824832278128309846025134430311 | 0.020150255368614530177634946220141035461
f(z) = 118/39*z^3 - 196/39*z + 1
*
0 | 0.12704780789008142639257624454735066977 | 0.024439334508794648197717828957290168964
f(z) = 119/31*z^3 - 181/31*z + 1
*
0 | 0.10135274816550136740055413350077529292 | 0.019455421358634445309496434291502792326
f(z) = 119/32*z^3 - 183/32*z + 1
*
0 | 0.10665720612099552623314304272325520997 | 0.020431022270286579576685120195116679684
f(z) = 119/33*z^3 - 185/33*z + 1
*
0 | 0.087698708496658405233448122712708663740 | 0.016697285413275672467082335239370129428
f(z) = 119/36*z^3 - 191/36*z + 1
*
0 | 0.12690946270932510349391458936703799206 | 0.024114940867483161431180386834896621702
f(z) = 119/37*z^3 - 193/37*z + 1
*
0 | 0.11405083478562069321787940602164229508 | 0.021629213793578568153353280972722062469
f(z) = 119/38*z^3 - 195/38*z + 1
*
0 | 0.10651933454214299651423450723864382614 | 0.020161882829301289195177750945976310082
f(z) = 119/39*z^3 - 197/39*z + 1
*
[ 3/14 ] 
f(z) = 100/27*z^3 - 188/49*z + 1
*
[ -5/4 ] 
f(z) = 102/25*z^3 - 183/40*z + 1
*
[ -6/5 ] 
f(z) = 103/27*z^3 - 183/50*z + 1
*
1/4 | 0.15210472484093939805649905255111437029 | 0.028497169026183507855069832112742214230
f(z) = 104/21*z^3 - 181/42*z + 1
*
[ 1/4 ] 
f(z) = 104/29*z^3 - 187/58*z + 1
*
[ -5/4 ] 
f(z) = 106/25*z^3 - 193/40*z + 1
*
[ -6/5 ] 
f(z) = 106/27*z^3 - 191/50*z + 1
*
[ -6/5 ] 
f(z) = 109/27*z^3 - 199/50*z + 1
*
[ 3/10 ] 
f(z) = 100/23*z^3 - 188/69*z + 1
*
2/5 | 0.15000733479143071299447044916148915477 | 0.028312259235079304706203490894627005616
f(z) = 100/33*z^3 - 197/66*z + 1
*
[ 1/3 ] 
f(z) = 102/25*z^3 - 184/75*z + 1
*
[ 1/4 ] 
f(z) = 104/31*z^3 - 199/62*z + 1
*
[ -5/4 ] 
f(z) = 104/35*z^3 - 199/70*z + 1
*
[ 1/3 ] 
f(z) = 105/26*z^3 - 191/78*z + 1
*
[ 2/3 ] 
f(z) = 111/22*z^3 - 181/66*z + 1
*
[ 5/6 ] 
f(z) = 111/25*z^3 - 197/60*z + 1
*
[ 1/3 ] 
f(z) = 111/25*z^3 - 187/75*z + 1
*
[ 1/3 ] 
f(z) = 111/26*z^3 - 193/78*z + 1
*
[ 2/3 ] 
f(z) = 111/26*z^3 - 187/78*z + 1
*
[ 1/3 ] 
f(z) = 114/25*z^3 - 188/75*z + 1
*
[ 4/5 ] 
f(z) = 115/24*z^3 - 199/60*z + 1
*
-8/9 | 0.18000114608225262176455277660160164881 | 0.025864468857245894208808913880168335880
f(z) = 117/32*z^3 - 199/72*z + 1
*
[ 1/2 ] 
f(z) = 101/20*z^3 - 181/80*z + 1
*
[ 1/2 ] 
f(z) = 101/21*z^3 - 185/84*z + 1
*
[ 1/2 ] 
f(z) = 101/22*z^3 - 189/88*z + 1
*
[ 1/2 ] 
f(z) = 101/23*z^3 - 193/92*z + 1
*
[ 1/2 ] 
f(z) = 101/24*z^3 - 197/96*z + 1
*
[ 1/2 ] 
f(z) = 103/20*z^3 - 183/80*z + 1
*
[ 1/2 ] 
f(z) = 103/21*z^3 - 187/84*z + 1
*
[ 1/2 ] 
f(z) = 103/22*z^3 - 191/88*z + 1
*
[ 1/2 ] 
f(z) = 103/23*z^3 - 195/92*z + 1
*
[ 1/2 ] 
f(z) = 103/24*z^3 - 199/96*z + 1
*
[ 5/12 ] 
f(z) = 104/25*z^3 - 191/90*z + 1
*
[ 1/2 ] 
f(z) = 105/22*z^3 - 193/88*z + 1
*
[ 1/2 ] 
f(z) = 105/23*z^3 - 197/92*z + 1
*
[ 1/2 ] 
f(z) = 107/20*z^3 - 187/80*z + 1
*
[ 1/2 ] 
f(z) = 107/21*z^3 - 191/84*z + 1
*
[ 1/2 ] 
f(z) = 107/22*z^3 - 195/88*z + 1
*
[ 1/2 ] 
f(z) = 107/23*z^3 - 199/92*z + 1
*
[ 5/8 ] 
f(z) = 108/25*z^3 - 183/80*z + 1
*
[ 1/2 ] 
f(z) = 109/20*z^3 - 189/80*z + 1
*
[ 1/2 ] 
f(z) = 109/21*z^3 - 193/84*z + 1
*
[ 1/2 ] 
f(z) = 109/22*z^3 - 197/88*z + 1
*
[ 1/2 ] 
f(z) = 111/20*z^3 - 191/80*z + 1
*
[ 1/2 ] 
f(z) = 111/22*z^3 - 199/88*z + 1
*
[ 1/2 ] 
f(z) = 113/20*z^3 - 193/80*z + 1
*
[ 1/2 ] 
f(z) = 113/21*z^3 - 197/84*z + 1
*
[ 1/2 ] 
f(z) = 115/21*z^3 - 199/84*z + 1
*
[ 12/23 ] 
f(z) = 115/27*z^3 - 191/92*z + 1
*
[ 2/5 ] 
f(z) = 115/36*z^3 - 181/90*z + 1
*
[ 5/8 ] 
f(z) = 116/25*z^3 - 193/80*z + 1
*
[ 1/2 ] 
f(z) = 117/20*z^3 - 197/80*z + 1
*
[ 1/2 ] 
f(z) = 119/20*z^3 - 199/80*z + 1
*
[ 4/7 ] 
f(z) = 119/24*z^3 - 199/84*z + 1
*
[ 3/5 ] 
f(z) = 100/37*z^3 - 182/111*z + 1
*
[ 2/3 ] 
f(z) = 105/34*z^3 - 191/102*z + 1
*
[ 2/3 ] 
f(z) = 105/38*z^3 - 197/114*z + 1
*
[ 5/9 ] 
f(z) = 108/35*z^3 - 184/105*z + 1
*
[ 2/3 ] 
f(z) = 111/34*z^3 - 199/102*z + 1
*
[ -2 ] 
f(z) = 101/36*z^3 - 175/18*z + 1
*
[ 5/3 ] 
f(z) = 102/25*z^3 - 164/15*z + 1
*
[ -2 ] 
f(z) = 103/36*z^3 - 179/18*z + 1
*
[ 5/3 ] 
f(z) = 111/25*z^3 - 179/15*z + 1
*
[ -5/3 ] 
f(z) = 111/25*z^3 - 161/15*z + 1
*
[ -9/4 ] 
f(z) = 112/27*z^3 - 176/9*z + 1
*
[ -5/3 ] 
f(z) = 114/25*z^3 - 166/15*z + 1
*
0 | 0.12369065661285253932032889224052009626 | 0.024312199408643290358369050602917099214
f(z) = 100/31*z^3 - 162/31*z + 1
*
[ -3/2 ] 
f(z) = 100/33*z^3 - 170/33*z + 1
*
1/5 | 0.15106795328158942111804775906205355178 | 0.029448525531727733914678795933360153966
f(z) = 100/33*z^3 - 169/33*z + 1
*
0 | 0.10329168631039461121496258667437689764 | 0.020205777201905627496050163215054340494
f(z) = 100/33*z^3 - 166/33*z + 1
*
0 | 0.12352384533355457414533830766459318960 | 0.023943113258034120043050173849238975151
f(z) = 100/37*z^3 - 174/37*z + 1
*
0 | 0.090731617411255983952137205168572366394 | 0.017855618426370483658334009871449168280
f(z) = 101/30*z^3 - 161/30*z + 1
*
0 | 0.12388338980107206411651017760633587122 | 0.024320664523645283594669387621768185187
f(z) = 101/31*z^3 - 163/31*z + 1
*
0 | 0.098183933910566157360225038880246067637 | 0.019229334588949416985891217985409284232
f(z) = 101/32*z^3 - 165/32*z + 1
*
0 | 0.10348500946823009464616312369286366158 | 0.020219838722189407287763679533468389412
f(z) = 101/33*z^3 - 167/33*z + 1
*
0 | 0.11096577107526143861779104177441231387 | 0.021631181674690325794911566958954300116
f(z) = 101/34*z^3 - 169/34*z + 1
*
0 | 0.12377364118653665641185018961092074021 | 0.024072683835954256852022413264366307441
f(z) = 101/35*z^3 - 171/35*z + 1
*
0 | 0.084512109283718291492961506625462405204 | 0.016399636568975199673431269902335902242
f(z) = 101/36*z^3 - 173/36*z + 1
*
0 | 0.12371836626662195746848788882372299329 | 0.023954209698381224315685474972030346458
f(z) = 101/37*z^3 - 175/37*z + 1
*
0 | 0.11085522034244269786098038375512242565 | 0.021416540492409631631840667630165372191
f(z) = 101/38*z^3 - 177/38*z + 1
*
0 | 0.10331918113641145234366617022990499621 | 0.019917389028608372036644128980285766301
f(z) = 101/39*z^3 - 179/39*z + 1
*
0 | 0.12407413540747783873400234528253372380 | 0.024328899033618944334840750632923934026
f(z) = 102/31*z^3 - 164/31*z + 1
*
0 | 0.12396554750580487767670954503905590455 | 0.024082696555421176696127938089287573720
f(z) = 102/35*z^3 - 172/35*z + 1
*
0 | 0.12391086162752227031531283607538433003 | 0.023965041134724170304054769433901216720
f(z) = 102/37*z^3 - 176/37*z + 1
*
0 | 0.12431628279681325615692927633461714028 | 0.024464945882572635630251977250289334273
f(z) = 103/29*z^3 - 161/29*z + 1
*
0 | 0.091110594357233194720285592326413643482 | 0.017886741745365299853333604947963684274
f(z) = 103/30*z^3 - 163/30*z + 1
*
0 | 0.12426293405721571617875214348039644760 | 0.024336909724632769726410502316940803565
f(z) = 103/31*z^3 - 165/31*z + 1
*
0 | 0.098564048234367069978544646951550456374 | 0.019258336732498780869559152024197231359
f(z) = 103/32*z^3 - 167/32*z + 1
*
0 | 0.10386569664399145220928741256889559892 | 0.020247124244742323957804326367837050554
f(z) = 103/33*z^3 - 169/33*z + 1
*
0 | 0.11134703391445006604066354545819848013 | 0.021655838171991925997858558586846112858
f(z) = 103/34*z^3 - 171/34*z + 1
*
0 | 0.12415548252813997351669028745760371204 | 0.024092462118910955050082800115350288024
f(z) = 103/35*z^3 - 173/35*z + 1
*
0 | 0.084894531994607057858628340428349469557 | 0.016437182958448041847500613602722156313
f(z) = 103/36*z^3 - 175/36*z + 1
*
0 | 0.12410137324191892183476334713152250261 | 0.023975615013789368340901668590996108767
f(z) = 103/37*z^3 - 177/37*z + 1
*
0 | 0.11123881450589726884467097738605872805 | 0.021444098948770600553964559249026967458
f(z) = 103/38*z^3 - 179/38*z + 1
*
0 | 0.12450262541806742628638772312215956754 | 0.024471797134506853587813473173140769765
f(z) = 104/29*z^3 - 162/29*z + 1
*
0 | 0.12444982514097014408361546223101188494 | 0.024344703135720833009899279422737580089
f(z) = 104/31*z^3 - 166/31*z + 1
*
[ -3/2 ] 
f(z) = 104/33*z^3 - 179/33*z + 1
*
0 | 0.10405210782887473545106644942785307389 | 0.020260161901649105542874686094562345124
f(z) = 104/33*z^3 - 170/33*z + 1
*
0 | 0.12434348640323473254615505550086195311 | 0.024101987513521350334359661122839745427
f(z) = 104/35*z^3 - 174/35*z + 1
*
0 | 0.12428994165087000234605300087736656711 | 0.023985938517996195721154796570596359643
f(z) = 104/37*z^3 - 178/37*z + 1
*
0 | 0.12468710985809958430817118920808642341 | 0.024478450050093012572832152190544381951
f(z) = 105/29*z^3 - 163/29*z + 1
*
0 | 0.12463484686453966372791919895690363613 | 0.024352285569819036808020506690106356584
f(z) = 105/31*z^3 - 167/31*z + 1
*
0 | 0.098936507782302956021966852803484909606 | 0.019286249744949707111502604977590758780
f(z) = 105/32*z^3 - 169/32*z + 1
*
0 | 0.11172059480187022145043178505324569408 | 0.021679463068062249681873531674440236115
f(z) = 105/34*z^3 - 173/34*z + 1
*
0 | 0.12447660616299900853861340209244491322 | 0.023996018576995785265605241897672657377
f(z) = 105/37*z^3 - 179/37*z + 1
*
0 | 0.12486977284612666580905778696307771823 | 0.024484910460566900103926537463190936472
f(z) = 106/29*z^3 - 164/29*z + 1
*
0 | 0.12481803629594535469473137225377401316 | 0.024359663104127005640691483714810620222
f(z) = 106/31*z^3 - 168/31*z + 1
*
0 | 0.10442242635261663394398513243253566819 | 0.020286068653979235407915925275830386706
f(z) = 106/33*z^3 - 172/33*z + 1
*
0 | 0.12471385527833126337649721832896349345 | 0.024120344516686010795247259405338217794
f(z) = 106/35*z^3 - 176/35*z + 1
*
0 | 0.12466140490403874459851727481464248615 | 0.024005861878607459883657535357172004522
f(z) = 106/37*z^3 - 180/37*z + 1
*
0 | 0.11153852854951183792895084992434456296 | 0.021950335092029795659650551999228137088
f(z) = 107/27*z^3 - 161/27*z + 1
*
0 | 0.099405361365004444499019009036482296389 | 0.019515162198032472557150249655300401298
f(z) = 107/28*z^3 - 163/28*z + 1
*
0 | 0.12505065003194734817189398764834173253 | 0.024491183987598972691830125548417359582
f(z) = 107/29*z^3 - 165/29*z + 1
*
0 | 0.091844989550284988009519430535059731183 | 0.017945506172254454976638999803605572485
f(z) = 107/30*z^3 - 167/30*z + 1
*
0 | 0.12499942941021828284858654681837563602 | 0.024366841599930641002643760002405452946
f(z) = 107/31*z^3 - 169/31*z + 1
*
0 | 0.099301615146750074452210758441341986459 | 0.019313129701215740089671272592323383437
f(z) = 107/32*z^3 - 171/32*z + 1
*
0 | 0.10460330656243450535122849690128887773 | 0.020298348083799586175248189031315330291
f(z) = 107/33*z^3 - 173/33*z + 1
*
0 | 0.11208675918274530036640189738863066811 | 0.021702111132709098946279884496011455972
f(z) = 107/34*z^3 - 175/34*z + 1
*
0 | 0.12489629468927600672061983739161617166 | 0.024129188903345652860025210445081693947
f(z) = 107/35*z^3 - 177/35*z + 1
*
0 | 0.085636436257071428046024080924953848277 | 0.016508592085178778556369331872809799796
f(z) = 107/36*z^3 - 179/36*z + 1
*
0 | 0.12522977602787090526599362844719274579 | 0.024497276052400571044792508162722900947
f(z) = 108/29*z^3 - 166/29*z + 1
*
0 | 0.12517906113200200683883227796220307616 | 0.024373826711917926327750142003540636749
f(z) = 108/31*z^3 - 170/31*z + 1
*
0 | 0.11264669750227134283374865122955054162 | 0.022168418297608907894788403519576693376
f(z) = 109/26*z^3 - 161/26*z + 1
*
0 | 0.11189407039218828739043832034596610930 | 0.021966933198739544214550363079903025147
f(z) = 109/27*z^3 - 163/27*z + 1
*
0 | 0.099761398382867244438001873157487734241 | 0.019538281184710067750696473302789360292
f(z) = 109/28*z^3 - 165/28*z + 1
*
0 | 0.12540718444862772555372235875026257733 | 0.024503191884362500122489130172523462480
f(z) = 109/29*z^3 - 167/29*z + 1
*
0 | 0.092203057225941105445531919982179328507 | 0.017973660368326347498109567812158822975
f(z) = 109/30*z^3 - 169/30*z + 1
*
0 | 0.12535696537609697211854925247522500805 | 0.024380623897018323604820449730397603763
f(z) = 109/31*z^3 - 171/31*z + 1
*
0 | 0.099659655303961152858776537064720487588 | 0.019339028944212814400311964664141482765
f(z) = 109/32*z^3 - 173/32*z + 1
*
0 | 0.10496288683294083735142861464366624626 | 0.020322795051506086968410492291142772047
f(z) = 109/33*z^3 - 175/33*z + 1
*
0 | 0.11244581466035668059966647550752801426 | 0.021723833441820324817170576323527884157
f(z) = 109/34*z^3 - 177/34*z + 1
*
0 | 0.12525586133843494204273013974649288274 | 0.024146239749008579926675432950671499772
f(z) = 109/35*z^3 - 179/35*z + 1
*
0 | 0.11206931197336455434175740017576355683 | 0.021974950434373961860395353477899904664
f(z) = 110/27*z^3 - 164/27*z + 1
*
0 | 0.12558290794937708926575307656819960732 | 0.024508936529253778712823376952739769258
f(z) = 110/29*z^3 - 168/29*z + 1
*
0 | 0.12553317508606510430825752179039074686 | 0.024387238422794031769595641888371557409
f(z) = 110/31*z^3 - 172/31*z + 1
*
0 | 0.12585486267018868027043813715014676009 | 0.024767732231161157871631332485262518463
f(z) = 111/25*z^3 - 161/25*z + 1
*
0 | 0.11299506249841391337597397619607710241 | 0.022183078879784375936254712264748118662
f(z) = 111/26*z^3 - 163/26*z + 1
*
0 | 0.10011071383497336500429804678816187407 | 0.019560538270307195670247072882642993194
f(z) = 111/28*z^3 - 167/28*z + 1
*
0 | 0.12575697826192014153024472821507004878 | 0.024514514857006481470302521547200609588
f(z) = 111/29*z^3 - 169/29*z + 1
*
0 | 0.12570772227100504483122664410837530515 | 0.024393675375409464320527572537365387165
f(z) = 111/31*z^3 - 173/31*z + 1
*
0 | 0.10001089695710029029980707838579797422 | 0.019363996390565895669414207466213396372
f(z) = 111/32*z^3 - 175/32*z + 1
*
0 | 0.11279803236101849939865505282522303731 | 0.021744677682159897300544646703344184163
f(z) = 111/34*z^3 - 179/34*z + 1
*
[ 5/28 ] 
f(z) = 112/25*z^3 - 166/35*z + 1
*
0 | 0.12602638709590503310217512601930003274 | 0.024771302358080768787485077153581288524
f(z) = 112/25*z^3 - 162/25*z + 1
*
[ 3/28 ] 
f(z) = 112/27*z^3 - 176/21*z + 1
*
0 | 0.11241489378723510616514990542977492781 | 0.021990446464539668671432473982971175604
f(z) = 112/27*z^3 - 166/27*z + 1
*
0 | 0.12592942622921891465018528862115936393 | 0.024519931569110857539248627645785735408
f(z) = 112/29*z^3 - 170/29*z + 1
*
0 | 0.12588063804060119605146499208024885851 | 0.024399939667203536348739744058831831954
f(z) = 112/31*z^3 - 174/31*z + 1
*
0 | 0.10548696948577752150767880094107010863 | 0.020357270515444718863583717301688750494
f(z) = 112/33*z^3 - 178/33*z + 1
*
0 | 0.074499554705580815743226309267694238469 | 0.014661213584762331166814403852349671244
f(z) = 113/24*z^3 - 161/24*z + 1
*
0 | 0.12619633644580388915925081145522980788 | 0.024774739920661315930845299580704788602
f(z) = 113/25*z^3 - 163/25*z + 1
*
0 | 0.11333699079409366467853104039317859800 | 0.022197062497714499308920629034378350030
f(z) = 113/26*z^3 - 165/26*z + 1
*
0 | 0.11258529433597449166215076479116082933 | 0.021997934828063199692940206849549961050
f(z) = 113/27*z^3 - 167/27*z + 1
*
0 | 0.10045355701416875579769866158678249943 | 0.019581976681517215739626930060915790218
f(z) = 113/28*z^3 - 169/28*z + 1
*
0 | 0.12610028183831569593195641254988927471 | 0.024525191205643301950793691988607049734
f(z) = 113/29*z^3 - 171/29*z + 1
*
0 | 0.092897097480623757158089997450207536895 | 0.018026749656435300233366882474967853299
f(z) = 113/30*z^3 - 173/30*z + 1
*
0 | 0.12605195263854301075692940948130997275 | 0.024406036043887717060386894620176655189
f(z) = 113/31*z^3 - 175/31*z + 1
*
0 | 0.10035559375352935698862055831775641494 | 0.019388077806556758419452123275945629171
f(z) = 113/32*z^3 - 177/32*z + 1
*
[ -4/3 ] 
f(z) = 113/32*z^3 - 163/36*z + 1
*
0 | 0.10565978068601593429304879116276961471 | 0.020368598874417233175938973497731126573
f(z) = 113/33*z^3 - 179/33*z + 1
*
0 | 0.12636473940132456748311989961032037862 | 0.024778048835141097062223629323230307818
f(z) = 114/25*z^3 - 164/25*z + 1
*
0 | 0.12626957425174096384798223036107671592 | 0.024530298151948268003847899063096635951
f(z) = 114/29*z^3 - 172/29*z + 1
*
0 | 0.12622169547440472647585197489295498851 | 0.024411969091391291766189176476309759772
f(z) = 114/31*z^3 - 176/31*z + 1
*
0 | 0.077686863602165224019424662538598309308 | 0.015251408204089191955058300203138450755
f(z) = 115/24*z^3 - 163/24*z + 1
*
0 | 0.11367271609242105416433055203583659765 | 0.022210405142858885970598331926936931792
f(z) = 115/26*z^3 - 167/26*z + 1
*
[ 6/5 ] 
f(z) = 115/27*z^3 - 179/30*z + 1
*
0 | 0.11292145934590764427106642231274943495 | 0.022012414985390405105967652887973202956
f(z) = 115/27*z^3 - 169/27*z + 1
*
0 | 0.10079016358581042502405461633485463542 | 0.019602636866105551667582110735110422579
f(z) = 115/28*z^3 - 171/28*z + 1
*
0 | 0.12643733183749248513786026580310685494 | 0.024535256644993830892925805757562348067
f(z) = 115/29*z^3 - 173/29*z + 1
*
0 | 0.12638989515406996767814542820665546986 | 0.024417743242373877105516837653867866183
f(z) = 115/31*z^3 - 177/31*z + 1
*
0 | 0.10069398539023146529215493814514500278 | 0.019411316057667182580857760645671863928
f(z) = 115/32*z^3 - 179/32*z + 1
*
[ -4/3 ] 
f(z) = 115/32*z^3 - 167/36*z + 1
*
0 | 0.12674345328233142237232883269302023729 | 0.024912246359761994176742786123126728307
f(z) = 116/23*z^3 - 162/23*z + 1
*
0 | 0.12669701699868800848976856704990607620 | 0.024784295707290788929662899801441820358
f(z) = 116/25*z^3 - 166/25*z + 1
*
0 | 0.11308727931830121708311321425623703727 | 0.022019415423797809457484665114248819077
f(z) = 116/27*z^3 - 170/27*z + 1
*
0 | 0.12655657950878028102282922175859544631 | 0.024423362782423935769439513109059678705
f(z) = 116/31*z^3 - 178/31*z + 1
*
[ -4/3 ] 
f(z) = 117/20*z^3 - 173/20*z + 1
*
0 | 0.11409450111829443061038619692805313891 | 0.022453340242809684021186063468147358569
f(z) = 117/22*z^3 - 161/22*z + 1
*
0 | 0.12690696574755278728340916953017130452 | 0.024914249962130633895726474084926770966
f(z) = 117/23*z^3 - 163/23*z + 1
*
0 | 0.12686094522933229075039169023482036702 | 0.024787240836742551641209716557084261159
f(z) = 117/25*z^3 - 167/25*z + 1
*
0 | 0.10112075656403960157634494402345718672 | 0.019622556711521476143416714497683902569
f(z) = 117/28*z^3 - 173/28*z + 1
*
0 | 0.12676835219578861478325625696875467324 | 0.024544744513292380386090255035001071035
f(z) = 117/29*z^3 - 175/29*z + 1
*
0 | 0.12672177562288169646236197124414834146 | 0.024428831855960833826716961010724836554
f(z) = 117/31*z^3 - 179/31*z + 1
*
0 | 0.12706904643254222383974981446743645811 | 0.024916151870031393425882308336935416480
f(z) = 118/23*z^3 - 164/23*z + 1
*
0 | 0.12702343429520057856569323535642758102 | 0.024790071672204423379032455948467942346
f(z) = 118/25*z^3 - 168/25*z + 1
*
0 | 0.11341452745631022187423781271951931757 | 0.022032957581048105528633576139037467382
f(z) = 118/27*z^3 - 172/27*z + 1
*
0 | 0.12693166798298712519062211906322279563 | 0.024549281673591279795570001935847872724
f(z) = 118/29*z^3 - 176/29*z + 1
*
0 | 0.12688550986033878923995275465371752695 | 0.024434154471856867324981496699765256957
f(z) = 118/31*z^3 - 180/31*z + 1
*
0 | 0.11441685320066653408705308062618480818 | 0.022462203423824135393331107193700720921
f(z) = 119/22*z^3 - 163/22*z + 1
*
0 | 0.12722972020563899978053864221059206418 | 0.024917955128189903517560889814548064391
f(z) = 119/23*z^3 - 165/23*z + 1
*
0 | 0.078337889372439618938806581155737458797 | 0.015306366565427299602032981864977113066
f(z) = 119/24*z^3 - 167/24*z + 1
*
0 | 0.12718450925977903323877633062837730601 | 0.024792791500891505731359379694047772148
f(z) = 119/25*z^3 - 169/25*z + 1
*
0 | 0.11432643084031584883814682049489552643 | 0.022235299837097909196109026656187010381
f(z) = 119/26*z^3 - 171/26*z + 1
*
0 | 0.11357600682572260205726609155657351229 | 0.022039507127248309055909218540158251698
f(z) = 119/27*z^3 - 173/27*z + 1
*
0 | 0.12709355502294809105702702816940943744 | 0.024553685961428147980894985447154317021
f(z) = 119/29*z^3 - 177/29*z + 1
*
0 | 0.093891659004838712981849942112495427771 | 0.018099995357800662265178089714681343222
f(z) = 119/30*z^3 - 179/30*z + 1
*
[ -4/3 ] 
f(z) = 119/32*z^3 - 175/36*z + 1
*
[ 6/25 ] 
f(z) = 100/27*z^3 - 169/50*z + 1
*
3/4 | 0.14615651850275414257844623867762993924 | 0.027382758927489071984284424914665219671
f(z) = 104/21*z^3 - 173/42*z + 1
*
[ 1/4 ] 
f(z) = 104/25*z^3 - 163/50*z + 1
*
[ 12/13 ] 
f(z) = 104/27*z^3 - 175/52*z + 1
*
[ 1/4 ] 
f(z) = 104/27*z^3 - 175/54*z + 1
*
[ -8/7 ] 
f(z) = 119/32*z^3 - 167/56*z + 1
*
[ -6/5 ] 
f(z) = 100/33*z^3 - 167/66*z + 1
*
[ 2/5 ] 
f(z) = 101/24*z^3 - 163/75*z + 1
*
[ 1/3 ] 
f(z) = 102/23*z^3 - 172/69*z + 1
*
[ 2/5 ] 
f(z) = 103/24*z^3 - 164/75*z + 1
*
[ 2/3 ] 
f(z) = 105/22*z^3 - 173/66*z + 1
*
[ 1/3 ] 
f(z) = 105/22*z^3 - 167/66*z + 1
*
[ 1/3 ] 
f(z) = 105/23*z^3 - 173/69*z + 1
*
[ 2/3 ] 
f(z) = 105/26*z^3 - 179/78*z + 1
*
[ 4/15 ] 
f(z) = 105/32*z^3 - 179/60*z + 1
*
[ 2/5 ] 
f(z) = 107/24*z^3 - 166/75*z + 1
*
[ 2/5 ] 
f(z) = 109/24*z^3 - 167/75*z + 1
*
[ 1/3 ] 
f(z) = 111/22*z^3 - 169/66*z + 1
*
[ 1/3 ] 
f(z) = 111/23*z^3 - 175/69*z + 1
*
[ 2/5 ] 
f(z) = 113/24*z^3 - 169/75*z + 1
*
[ 3/5 ] 
f(z) = 113/27*z^3 - 163/75*z + 1
*
[ 1/3 ] 
f(z) = 114/23*z^3 - 176/69*z + 1
*
-4/5 | 0.18854346787875419326740750273722195691 | 0.029671464939598581772573095643449335753
f(z) = 115/24*z^3 - 169/60*z + 1
*
[ 3/10 ] 
f(z) = 115/27*z^3 - 163/60*z + 1
*
3/5 | 0.17053653074205091055120435582270630754 | 0.026837677007656903308128598189442588360
f(z) = 115/36*z^3 - 169/60*z + 1
*
[ 3/5 ] 
f(z) = 116/27*z^3 - 166/75*z + 1
*
[ 2/5 ] 
f(z) = 119/24*z^3 - 172/75*z + 1
*
[ 3/5 ] 
f(z) = 119/27*z^3 - 169/75*z + 1
*
[ -21/20 ] 
f(z) = 100/27*z^3 - 179/84*z + 1
*
[ 3/5 ] 
f(z) = 100/29*z^3 - 166/87*z + 1
*
[ 3/5 ] 
f(z) = 100/31*z^3 - 170/93*z + 1
*
[ 5/12 ] 
f(z) = 117/25*z^3 - 177/80*z + 1
*
[ 3/7 ] 
f(z) = 119/36*z^3 - 163/84*z + 1
*
[ -5/3 ] 
f(z) = 102/25*z^3 - 146/15*z + 1
*
[ 5/2 ] 
f(z) = 116/25*z^3 - 142/5*z + 1
*
[ -7/5 ] 
f(z) = 100/21*z^3 - 160/21*z + 1
*
0 | 0.10361973981748218348995833711811653900 | 0.020908667435952986046356660334012089750
f(z) = 100/21*z^3 - 142/21*z + 1
*
0 | 0.12390934769332794535850871323335591083 | 0.024863388525407511549485025325743765425
f(z) = 100/23*z^3 - 146/23*z + 1
*
0 | 0.11023740793302995374348108265362800028 | 0.021885734616642194829411476848876564874
f(z) = 100/27*z^3 - 154/27*z + 1
*
0 | 0.12374572142071478089933131273505082224 | 0.024443140447425083927655817524946760365
f(z) = 100/29*z^3 - 158/29*z + 1
*
[ 1/5 ] 
f(z) = 100/37*z^3 - 152/37*z + 1
*
0 | 0.098509074786364067615210746877572390785 | 0.019905810135968492435706562752646899625
f(z) = 101/20*z^3 - 141/20*z + 1
*
0 | 0.10380960781592160892737534939635925266 | 0.020917360012232547924717262193573631785
f(z) = 101/21*z^3 - 143/21*z + 1
*
0 | 0.11129113607964853677291075254490312961 | 0.022362284550412569032630538410548500466
f(z) = 101/22*z^3 - 145/22*z + 1
*
0 | 0.12409977780180487282298295385806791182 | 0.024867539164958397725487703650162575945
f(z) = 101/23*z^3 - 147/23*z + 1
*
0 | 0.066330424654436775279939472751157919082 | 0.013255622782288053658656864315316295352
f(z) = 101/24*z^3 - 149/24*z + 1
*
0 | 0.12404606116167425395901356808075875033 | 0.024723767698080265930445391082247776314
f(z) = 101/25*z^3 - 151/25*z + 1
*
0 | 0.11118370200571152740732709353471351637 | 0.022102191447963570580010786911197096662
f(z) = 101/26*z^3 - 153/26*z + 1
*
0 | 0.11042897844176675036901659816404247483 | 0.021895631615766269464296196571901183783
f(z) = 101/27*z^3 - 155/27*z + 1
*
0 | 0.098294200288504888743601433357345686051 | 0.019440154627081807042292661746887513394
f(z) = 101/28*z^3 - 157/28*z + 1
*
0 | 0.12393787042997832717463535398112745225 | 0.024450623938738530723609265705922393376
f(z) = 101/29*z^3 - 159/29*z + 1
*
0 | 0.12428826839444797402554708594382237610 | 0.024871520677033138798479080208095058637
f(z) = 102/23*z^3 - 148/23*z + 1
*
0 | 0.12423510746981580897853862106745430691 | 0.024728913626490526743080430730657505206
f(z) = 102/25*z^3 - 152/25*z + 1
*
0 | 0.12412804414163080623164336713659677042 | 0.024457890243885547207600230347015329219
f(z) = 102/29*z^3 - 160/29*z + 1
*
0 | 0.098882524634274046630343064493500173408 | 0.019924565849061349098295814621658417638
f(z) = 103/20*z^3 - 143/20*z + 1
*
0 | 0.10418359880033886279448454667978747958 | 0.020934131539387164374733906827030854342
f(z) = 103/21*z^3 - 145/21*z + 1
*
0 | 0.11166567070808584164688212441375310940 | 0.022375950133846949234138191219222988556
f(z) = 103/22*z^3 - 147/22*z + 1
*
0 | 0.12447485860536416099114083790406744258 | 0.024875338581764726738755393243168906709
f(z) = 103/23*z^3 - 149/23*z + 1
*
0 | 0.075580366513522335531453118007636944543 | 0.015064012566917605988875865303462292905
f(z) = 103/24*z^3 - 151/24*z + 1
*
0 | 0.12442224200464508163876065164246451744 | 0.024733878829023448443370018291108539017
f(z) = 103/25*z^3 - 153/25*z + 1
*
0 | 0.11156043676166954315012921635104107874 | 0.022119974853481264818260002187256751103
f(z) = 103/26*z^3 - 155/26*z + 1
*
0 | 0.11080626973921880502271562574693894520 | 0.021914731602251628949308420856506198886
f(z) = 103/27*z^3 - 157/27*z + 1
*
0 | 0.098672050781095277530814911695278779396 | 0.019466150245624274586721769730938274804
f(z) = 103/28*z^3 - 159/28*z + 1
*
[ -4/3 ] 
f(z) = 103/32*z^3 - 143/36*z + 1
*
0 | 0.10436779818594411608362074965966340271 | 0.020942222391976787780260343299537810039
f(z) = 104/21*z^3 - 146/21*z + 1
*
0 | 0.12465958639531006146877106166621739306 | 0.024878998186555166758606108819911165462
f(z) = 104/23*z^3 - 150/23*z + 1
*
0 | 0.12460750307396248261679196281633861831 | 0.024738668975017257425475848449807096395
f(z) = 104/25*z^3 - 154/25*z + 1
*
0 | 0.11099206905438271694770437734595969892 | 0.021923947764002694654093854702753762933
f(z) = 104/27*z^3 - 158/27*z + 1
*
[ 3/16 ] 
f(z) = 104/27*z^3 - 143/32*z + 1
*
0 | 0.11203277638894613676289270731429641266 | 0.022388884600107306939037317840045938838
f(z) = 105/22*z^3 - 149/22*z + 1
*
0 | 0.12484248859816500653232572454098436188 | 0.024882504595840455763606161382806395482
f(z) = 105/23*z^3 - 151/23*z + 1
*
0 | 0.11192965418187935822584362367155730780 | 0.022136909179431970750910576810005491753
f(z) = 105/26*z^3 - 157/26*z + 1
*
0 | 0.10472975370639426985893442765517532738 | 0.020957635571383746345355683565021333094
f(z) = 106/21*z^3 - 148/21*z + 1
*
0 | 0.12502360096512426934482592851907707944 | 0.024885862720330767604145214771959683434
f(z) = 106/23*z^3 - 152/23*z + 1
*
0 | 0.12497255238792873217507705329129615236 | 0.024747745719584683755131131516383503688
f(z) = 106/25*z^3 - 156/25*z + 1
*
0 | 0.11135816259567436105511352600332790147 | 0.021941743603227467134921600806251532994
f(z) = 106/27*z^3 - 160/27*z + 1
*
0 | 0.099607553896213026272231179648483384755 | 0.019959703325139693756331988159938968378
f(z) = 107/20*z^3 - 147/20*z + 1
*
0 | 0.10490964692044929163439034458845564150 | 0.020965382221587883199436117248509776944
f(z) = 107/21*z^3 - 149/21*z + 1
*
0 | 0.11239274226076672385213324749079743974 | 0.022401130874955545794193858823952734910
f(z) = 107/22*z^3 - 151/22*z + 1
*
0 | 0.12520295820674553875533479634293783673 | 0.024889077285758275474414561729746295618
f(z) = 107/23*z^3 - 153/23*z + 1
*
0 | 0.076308465205559355768972850764521086048 | 0.015130286152076752943708343355850644613
f(z) = 107/24*z^3 - 155/24*z + 1
*
0 | 0.12515241172132432120543573653502566881 | 0.024752042629917788444963073741724306108
f(z) = 107/25*z^3 - 157/25*z + 1
*
0 | 0.11229164863101439025873121359259345301 | 0.022153042186480760005228622407959522100
f(z) = 107/26*z^3 - 159/26*z + 1
*
[ -4/3 ] 
f(z) = 107/32*z^3 - 151/36*z + 1
*
0 | 0.12538059403297264250414578828897381691 | 0.024892152841162773020094055553292211529
f(z) = 108/23*z^3 - 154/23*z + 1
*
0 | 0.12533053985004327520062778699679267233 | 0.024756185124905620713653155288650220827
f(z) = 108/25*z^3 - 158/25*z + 1
*
[ 10/9 ] 
f(z) = 108/25*z^3 - 157/30*z + 1
*
1/6 | 0.14391688916870748153591851972928520630 | 0.028609216815237229579523604572754344180
f(z) = 108/25*z^3 - 153/25*z + 1
*
[ 1/6 ] 
f(z) = 108/29*z^3 - 148/29*z + 1
*
[ 1/6 ] 
f(z) = 108/31*z^3 - 158/31*z + 1
*
[ 7/6 ] 
f(z) = 108/35*z^3 - 142/35*z + 1
*
0 | 0.099959690135219846621674066060213157785 | 0.019976171610085490829599400555478417947
f(z) = 109/20*z^3 - 149/20*z + 1
*
0 | 0.10526226331233282757858986588818399131 | 0.020979946651561604991447238005862398837
f(z) = 109/21*z^3 - 151/21*z + 1
*
0 | 0.11274584089498794264851116645136374966 | 0.022412728803495434894269700682432914217
f(z) = 109/22*z^3 - 153/22*z + 1
*
0 | 0.12555654119125225107723416041534242150 | 0.024895093766743164282639849369195546629
f(z) = 109/23*z^3 - 155/23*z + 1
*
0 | 0.070007834039368532848845214135693065577 | 0.013845813026992647286844340278762571028
f(z) = 109/24*z^3 - 157/24*z + 1
*
0 | 0.12550696980530237416358609393429768138 | 0.024760177900053634198080778905453175813
f(z) = 109/25*z^3 - 159/25*z + 1
*
[ -4/3 ] 
f(z) = 109/32*z^3 - 155/36*z + 1
*
0 | 0.10543505051219265246378800077605297794 | 0.020986775078486946231978840878949848464
f(z) = 110/21*z^3 - 152/21*z + 1
*
0 | 0.12573083150285163631026841598983827773 | 0.024897904281300963205319927601006392725
f(z) = 110/23*z^3 - 156/23*z + 1
*
-6/5 | 0.18544155819123162711201370321654404278 | 0.025703991230151686268674573774379764121
f(z) = 110/27*z^3 - 151/30*z + 1
*
[ 3/22 ] 
f(z) = 110/27*z^3 - 141/22*z + 1
*
0 | 0.10030525260052349679731514974115790574 | 0.019991958962408482861937883777172682778
f(z) = 111/20*z^3 - 151/20*z + 1
*
0 | 0.11309232953859769944722203777531606788 | 0.022423715414987590118562184858543114893
f(z) = 111/22*z^3 - 155/22*z + 1
*
0 | 0.12590349589747847580672569223679638677 | 0.024900588449300162181340860185233778922
f(z) = 111/23*z^3 - 157/23*z + 1
*
0 | 0.12607456444629713713054474485034949632 | 0.024903150187566183465391937770236629275
f(z) = 112/23*z^3 - 158/23*z + 1
*
3/56 | 0.12651139224762073643258149416152542106 | 0.015124364426318474068340540146810432976
f(z) = 112/27*z^3 - 159/28*z + 1
*
[ 3/20 ] 
f(z) = 112/27*z^3 - 144/25*z + 1
*
0 | 0.10064448233503745575287243232409088776 | 0.020007101550152686913945013345044532527
f(z) = 113/20*z^3 - 153/20*z + 1
*
0 | 0.10594692905346675291730935748455078235 | 0.021006940045177860091599085376258466549
f(z) = 113/21*z^3 - 155/21*z + 1
*
0 | 0.11343245124235026821372686152677367070 | 0.022434125161076159678288337242478897253
f(z) = 113/22*z^3 - 157/22*z + 1
*
0 | 0.12624406639342980100545336980701991937 | 0.024905593271645105792584738647073518750
f(z) = 113/23*z^3 - 159/23*z + 1
*
0 | 0.12641203018602515081861952545605981958 | 0.024907921341842950899138111969317358865
f(z) = 114/23*z^3 - 160/23*z + 1
*
0 | 0.10628151662371106761532964027433928415 | 0.021019847672613235484330647152100086390
f(z) = 115/21*z^3 - 157/21*z + 1
*
0 | 0.11376643588698124425124075105401462277 | 0.022443990130480349146201278051275068689
f(z) = 115/22*z^3 - 159/22*z + 1
*
[ 3/23 ] 
f(z) = 115/27*z^3 - 155/23*z + 1
*
-6/5 | 0.18426179406130272607649715470931948749 | 0.027279436566129882660834276181550434244
f(z) = 115/36*z^3 - 143/30*z + 1
*
0 | 0.10644503286578788010134001949041322384 | 0.021025784636410771332718714646322720692
f(z) = 116/21*z^3 - 158/21*z + 1
*
[ 5/4 ] 
f(z) = 116/25*z^3 - 141/20*z + 1
*
0 | 0.10130484358437811370620267351643317207 | 0.020035585191926712105057696981061395299
f(z) = 117/20*z^3 - 157/20*z + 1
*
[ -4/3 ] 
f(z) = 117/28*z^3 - 159/28*z + 1
*
0 | 0.10676980845667769297565555200979494589 | 0.021037665377330238381401116075718517792
f(z) = 118/21*z^3 - 160/21*z + 1
*
0 | 0.10162639567208687431585198844347435032 | 0.020048987240195520126426224598643524553
f(z) = 119/20*z^3 - 159/20*z + 1
*
4/5 | 0.096852402589505454785019816326589269181 | 0.018279841672188617455238853295264092185
f(z) = 100/21*z^3 - 149/42*z + 1
*
[ 1/4 ] 
f(z) = 104/23*z^3 - 151/46*z + 1
*
[ 2/7 ] 
f(z) = 105/32*z^3 - 155/56*z + 1
*
[ 5/6 ] 
f(z) = 112/25*z^3 - 149/45*z + 1
*
[ 5/6 ] 
f(z) = 116/25*z^3 - 154/45*z + 1
*
[ 6/7 ] 
f(z) = 119/27*z^3 - 143/42*z + 1
*
[ 2/7 ] 
f(z) = 119/32*z^3 - 157/56*z + 1
*
[ 3/5 ] 
f(z) = 100/23*z^3 - 154/69*z + 1
*
[ 2/5 ] 
f(z) = 100/37*z^3 - 143/74*z + 1
*
[ 2/5 ] 
f(z) = 100/39*z^3 - 149/78*z + 1
*
[ -6/5 ] 
f(z) = 100/39*z^3 - 145/78*z + 1
*
[ 3/5 ] 
f(z) = 101/27*z^3 - 151/75*z + 1
*
[ 3/8 ] 
f(z) = 103/27*z^3 - 141/64*z + 1
*
[ 5/13 ] 
f(z) = 104/25*z^3 - 144/65*z + 1
*
[ 6/13 ] 
f(z) = 104/27*z^3 - 155/78*z + 1
*
[ 3/5 ] 
f(z) = 104/27*z^3 - 154/75*z + 1
*
[ 3/5 ] 
f(z) = 107/27*z^3 - 157/75*z + 1
*
[ 2/3 ] 
f(z) = 107/32*z^3 - 143/72*z + 1
*
[ 3/8 ] 
f(z) = 109/27*z^3 - 143/64*z + 1
*
[ 2/3 ] 
f(z) = 109/32*z^3 - 145/72*z + 1
*
[ 1/3 ] 
f(z) = 111/20*z^3 - 157/60*z + 1
*
[ 9/28 ] 
f(z) = 112/27*z^3 - 160/63*z + 1
*
[ 9/14 ] 
f(z) = 112/27*z^3 - 143/63*z + 1
*
[ 2/3 ] 
f(z) = 113/32*z^3 - 149/72*z + 1
*
[ 3/8 ] 
f(z) = 115/27*z^3 - 145/64*z + 1
*
[ 2/5 ] 
f(z) = 115/28*z^3 - 151/70*z + 1
*
[ 2/3 ] 
f(z) = 115/32*z^3 - 151/72*z + 1
*
[ 5/13 ] 
f(z) = 117/25*z^3 - 149/65*z + 1
*
[ 2/3 ] 
f(z) = 117/37*z^3 - 141/74*z + 1
*
[ 2/3 ] 
f(z) = 119/32*z^3 - 155/72*z + 1
*
[ 5/2 ] 
f(z) = 104/25*z^3 - 127/5*z + 1
*
[ -5/2 ] 
f(z) = 104/25*z^3 - 123/5*z + 1
*
[ 5/2 ] 
f(z) = 108/25*z^3 - 132/5*z + 1
*
[ -5/2 ] 
f(z) = 108/25*z^3 - 128/5*z + 1
*
[ 5/2 ] 
f(z) = 112/25*z^3 - 137/5*z + 1
*
[ -5/2 ] 
f(z) = 112/25*z^3 - 133/5*z + 1
*
[ -5/2 ] 
f(z) = 116/25*z^3 - 138/5*z + 1
*
-2 | 0.10101616425808252745475288401820652878 | 0.016340145077647152812464381500949860129
f(z) = 117/32*z^3 - 121/8*z + 1
*
-2 | 0.10134573478188964409695520611882327631 | 0.016350098051032875105892159204383368746
f(z) = 119/32*z^3 - 123/8*z + 1
*
-6/5 | 0.090601614167717028842468817415205932291 | 0.018613451037667965097369997203430281622
f(z) = 100/21*z^3 - 130/21*z + 1
*
21/20 | 0.23351904143234932255962613914811280218 | 0.028423103743183828899329841787896128846
f(z) = 100/27*z^3 - 137/28*z + 1
*
[ 1/5 ] 
f(z) = 100/31*z^3 - 128/31*z + 1
*
[ 1/5 ] 
f(z) = 100/33*z^3 - 136/33*z + 1
*
[ -4/3 ] 
f(z) = 101/32*z^3 - 139/36*z + 1
*
5/6 | 0.19011880677812898907999158083310251613 | 0.029628601974912420620568745684059135321
f(z) = 102/25*z^3 - 121/30*z + 1
*
-10/9 | 0.18813772947334105761856052532594310693 | 0.028945214404187189943169595209821264293
f(z) = 108/25*z^3 - 133/30*z + 1
*
[ 5/4 ] 
f(z) = 108/25*z^3 - 131/20*z + 1
*
[ 1/6 ] 
f(z) = 108/25*z^3 - 128/25*z + 1
*
-7/6 | 0.088503957465136095231937998240191665460 | 0.018125649753626795287665278246515460217
f(z) = 108/35*z^3 - 132/35*z + 1
*
[ -6/5 ] 
f(z) = 110/27*z^3 - 121/30*z + 1
*
[ -9/8 ] 
f(z) = 112/27*z^3 - 121/36*z + 1
*
1/4 | 0.13329328861090280383756106450254988986 | 0.027012664453642067958567034125304854043
f(z) = 112/33*z^3 - 139/33*z + 1
*
[ 1/4 ] 
f(z) = 112/39*z^3 - 124/39*z + 1
*
[ 6/5 ] 
f(z) = 115/36*z^3 - 133/30*z + 1
*
2/5 | 0.074151109790678497631306510494396978004 | 0.013995218606353412715905846639284660893
f(z) = 100/21*z^3 - 137/42*z + 1
*
[ 1/4 ] 
f(z) = 104/21*z^3 - 139/42*z + 1
*
[ 3/4 ] 
f(z) = 104/21*z^3 - 131/42*z + 1
*
[ 5/6 ] 
f(z) = 104/25*z^3 - 139/45*z + 1
*
[ -8/7 ] 
f(z) = 105/32*z^3 - 135/56*z + 1
*
[ 2/3 ] 
f(z) = 108/25*z^3 - 121/50*z + 1
*
[ 2/3 ] 
f(z) = 108/29*z^3 - 125/58*z + 1
*
[ 3/4 ] 
f(z) = 109/27*z^3 - 125/48*z + 1
*
[ -12/11 ] 
f(z) = 110/27*z^3 - 129/44*z + 1
*
[ 3/4 ] 
f(z) = 115/27*z^3 - 131/48*z + 1
*
[ 2/3 ] 
f(z) = 117/23*z^3 - 127/46*z + 1
*
[ 2/3 ] 
f(z) = 117/25*z^3 - 129/50*z + 1
*
[ 2/3 ] 
f(z) = 117/29*z^3 - 133/58*z + 1
*
[ 4/13 ] 
f(z) = 117/32*z^3 - 135/52*z + 1
*
[ 6/17 ] 
f(z) = 119/24*z^3 - 125/51*z + 1
*
[ 2/5 ] 
f(z) = 100/31*z^3 - 125/62*z + 1
*
[ 2/5 ] 
f(z) = 100/33*z^3 - 131/66*z + 1
*
[ 2/3 ] 
f(z) = 101/32*z^3 - 137/72*z + 1
*
[ 1/2 ] 
f(z) = 102/35*z^3 - 121/70*z + 1
*
[ 1/2 ] 
f(z) = 102/37*z^3 - 125/74*z + 1
*
[ 2/3 ] 
f(z) = 103/32*z^3 - 139/72*z + 1
*
[ 15/26 ] 
f(z) = 104/27*z^3 - 131/65*z + 1
*
[ 3/4 ] 
f(z) = 104/33*z^3 - 139/66*z + 1
*
[ 1/2 ] 
f(z) = 106/35*z^3 - 123/70*z + 1
*
[ 1/2 ] 
f(z) = 106/37*z^3 - 127/74*z + 1
*
[ 1/2 ] 
f(z) = 106/39*z^3 - 131/78*z + 1
*
[ 2/3 ] 
f(z) = 108/31*z^3 - 127/62*z + 1
*
[ 2/3 ] 
f(z) = 108/35*z^3 - 131/70*z + 1
*
[ 2/3 ] 
f(z) = 108/37*z^3 - 133/74*z + 1
*
[ 1/2 ] 
f(z) = 110/37*z^3 - 129/74*z + 1
*
[ 1/2 ] 
f(z) = 110/39*z^3 - 133/78*z + 1
*
[ 1/2 ] 
f(z) = 114/35*z^3 - 127/70*z + 1
*
[ 1/2 ] 
f(z) = 114/37*z^3 - 131/74*z + 1
*
[ 2/3 ] 
f(z) = 117/31*z^3 - 135/62*z + 1
*
[ 2/3 ] 
f(z) = 117/35*z^3 - 139/70*z + 1
*
[ 1/2 ] 
f(z) = 118/31*z^3 - 121/62*z + 1
*
[ 1/2 ] 
f(z) = 118/33*z^3 - 125/66*z + 1
*
[ 1/2 ] 
f(z) = 118/35*z^3 - 129/70*z + 1
*
[ 1/2 ] 
f(z) = 118/37*z^3 - 133/74*z + 1
*
[ 1/2 ] 
f(z) = 118/39*z^3 - 137/78*z + 1
*
[ -21/10 ] 
f(z) = 100/27*z^3 - 104/7*z + 1
*
[ 9/5 ] 
f(z) = 100/27*z^3 - 104/9*z + 1
*
-2 | 0.098138201057362824234057488717171656455 | 0.016247361369402949817200561900964611265
f(z) = 101/32*z^3 - 105/8*z + 1
*
[ 3 ] 
f(z) = 103/27*z^3 - 101/3*z + 1
*
-2 | 0.098524074462006443085362998833751447502 | 0.016260450775097033653510267538766461670
f(z) = 103/32*z^3 - 107/8*z + 1
*
-2 | 0.098901847966237721677723144212988507948 | 0.016273061823352517563235266528931558738
f(z) = 105/32*z^3 - 109/8*z + 1
*
[ 2 ] 
f(z) = 105/32*z^3 - 101/8*z + 1
*
[ 3 ] 
f(z) = 106/27*z^3 - 104/3*z + 1
*
[ -3 ] 
f(z) = 107/27*z^3 - 103/3*z + 1
*
[ 3/2 ] 
f(z) = 107/27*z^3 - 103/12*z + 1
*
-2 | 0.099271864641187636440039800006926499292 | 0.016285223372894825079796955868092432060
f(z) = 107/32*z^3 - 111/8*z + 1
*
[ 2 ] 
f(z) = 107/32*z^3 - 103/8*z + 1
*
[ 3 ] 
f(z) = 109/27*z^3 - 107/3*z + 1
*
-2 | 0.099634445567920909886564992451156475025 | 0.016296961902369454186060174430011344940
f(z) = 109/32*z^3 - 113/8*z + 1
*
[ 2 ] 
f(z) = 109/32*z^3 - 105/8*z + 1
*
[ -3 ] 
f(z) = 110/27*z^3 - 106/3*z + 1
*
-2 | 0.099989891730623265575594242118422098674 | 0.016308301756938090744525837550005507386
f(z) = 111/32*z^3 - 115/8*z + 1
*
[ 2 ] 
f(z) = 111/32*z^3 - 107/8*z + 1
*
[ 3 ] 
f(z) = 112/27*z^3 - 110/3*z + 1
*
[ -3 ] 
f(z) = 113/27*z^3 - 109/3*z + 1
*
[ 3/2 ] 
f(z) = 113/27*z^3 - 109/12*z + 1
*
-2 | 0.10033848570512171896850185829514951982 | 0.016319265364309144306262504383163151721
f(z) = 113/32*z^3 - 117/8*z + 1
*
[ 2 ] 
f(z) = 113/32*z^3 - 109/8*z + 1
*
[ -2 ] 
f(z) = 113/32*z^3 - 101/8*z + 1
*
-6/5 | 0.10181756778768044835831431577571597636 | 0.015100010409085745847693629643269464917
f(z) = 115/24*z^3 - 106/15*z + 1
*
[ 6/5 ] 
f(z) = 115/24*z^3 - 101/15*z + 1
*
[ 3 ] 
f(z) = 115/27*z^3 - 113/3*z + 1
*
-2 | 0.10068049316931586272640654925083122672 | 0.016329873424591539996224235418493043871
f(z) = 115/32*z^3 - 119/8*z + 1
*
[ 2 ] 
f(z) = 115/32*z^3 - 111/8*z + 1
*
[ -2 ] 
f(z) = 115/32*z^3 - 103/8*z + 1
*
[ -3 ] 
f(z) = 116/27*z^3 - 112/3*z + 1
*
[ 2 ] 
f(z) = 117/32*z^3 - 113/8*z + 1
*
[ -2 ] 
f(z) = 117/32*z^3 - 105/8*z + 1
*
[ 3 ] 
f(z) = 118/27*z^3 - 116/3*z + 1
*
[ -3 ] 
f(z) = 119/27*z^3 - 115/3*z + 1
*
[ 3/2 ] 
f(z) = 119/27*z^3 - 115/12*z + 1
*
[ 2 ] 
f(z) = 119/32*z^3 - 115/8*z + 1
*
[ -2 ] 
f(z) = 119/32*z^3 - 107/8*z + 1
*
1/5 | 0.10811706251341867982053263599970248607 | 0.023046055254816385718705460681358741798
f(z) = 100/21*z^3 - 109/21*z + 1
*
[ 21/20 ] 
f(z) = 100/27*z^3 - 113/28*z + 1
*
[ 1/5 ] 
f(z) = 100/27*z^3 - 112/27*z + 1
*
[ 1/5 ] 
f(z) = 100/29*z^3 - 120/29*z + 1
*
[ 11/10 ] 
f(z) = 100/33*z^3 - 118/33*z + 1
*
3/52 | 0.20347200137226281168842438637539269670 | 0.025360376827019917405487123285111067422
f(z) = 104/27*z^3 - 113/26*z + 1
*
[ 1/6 ] 
f(z) = 108/23*z^3 - 118/23*z + 1
*
[ -10/9 ] 
f(z) = 108/25*z^3 - 103/30*z + 1
*
2/3 | 0.17245472720877400016126499609545858263 | 0.029691889878093307571679291803773947345
f(z) = 111/20*z^3 - 119/30*z + 1
*
3/8 | 0.18223841319247523086327863525902589429 | 0.022636334312343409580668514127567824955
f(z) = 112/27*z^3 - 111/28*z + 1
*
3/56 | 0.22093006788818291445095491280671601732 | 0.027442331113164735314370532725789447710
f(z) = 112/27*z^3 - 103/28*z + 1
*
[ 1/4 ] 
f(z) = 112/33*z^3 - 106/33*z + 1
*
[ 1/4 ] 
f(z) = 112/37*z^3 - 118/37*z + 1
*
[ 5/6 ] 
f(z) = 114/25*z^3 - 101/30*z + 1
*
[ -5/4 ] 
f(z) = 116/25*z^3 - 109/20*z + 1
*
1/3 | 0.14003441579158660491526324710407217883 | 0.029405565128215691797149733630648656281
f(z) = 117/32*z^3 - 109/32*z + 1
*
-4/5 | 0.13377927080689923294719087263321405496 | 0.025249387975801682517257755371997411601
f(z) = 100/21*z^3 - 107/42*z + 1
*
[ 2/5 ] 
f(z) = 100/23*z^3 - 101/46*z + 1
*
[ 2/5 ] 
f(z) = 100/27*z^3 - 113/54*z + 1
*
[ 2/5 ] 
f(z) = 100/29*z^3 - 119/58*z + 1
*
[ 1/2 ] 
f(z) = 102/25*z^3 - 101/50*z + 1
*
[ 1/2 ] 
f(z) = 102/29*z^3 - 109/58*z + 1
*
[ 3/4 ] 
f(z) = 103/27*z^3 - 119/48*z + 1
*
[ 1/2 ] 
f(z) = 106/25*z^3 - 103/50*z + 1
*
[ 1/2 ] 
f(z) = 106/27*z^3 - 107/54*z + 1
*
[ 1/2 ] 
f(z) = 106/29*z^3 - 111/58*z + 1
*
[ 3/7 ] 
f(z) = 107/27*z^3 - 101/49*z + 1
*
[ 2/3 ] 
f(z) = 108/23*z^3 - 119/46*z + 1
*
[ 1/2 ] 
f(z) = 110/23*z^3 - 101/46*z + 1
*
[ 1/2 ] 
f(z) = 110/27*z^3 - 109/54*z + 1
*
[ 3/7 ] 
f(z) = 110/27*z^3 - 102/49*z + 1
*
[ 1/2 ] 
f(z) = 110/29*z^3 - 113/58*z + 1
*
[ 3/7 ] 
f(z) = 113/27*z^3 - 103/49*z + 1
*
[ 1/2 ] 
f(z) = 114/23*z^3 - 103/46*z + 1
*
[ 1/2 ] 
f(z) = 114/25*z^3 - 107/50*z + 1
*
[ 1/2 ] 
f(z) = 114/29*z^3 - 115/58*z + 1
*
[ 3/8 ] 
f(z) = 116/27*z^3 - 109/48*z + 1
*
[ 3/7 ] 
f(z) = 116/27*z^3 - 104/49*z + 1
*
[ 5/9 ] 
f(z) = 117/25*z^3 - 101/45*z + 1
*
[ 1/2 ] 
f(z) = 118/21*z^3 - 101/42*z + 1
*
[ 1/2 ] 
f(z) = 118/23*z^3 - 105/46*z + 1
*
[ 1/2 ] 
f(z) = 118/25*z^3 - 109/50*z + 1
*
[ 1/2 ] 
f(z) = 118/27*z^3 - 113/54*z + 1
*
[ 1/2 ] 
f(z) = 118/29*z^3 - 117/58*z + 1
*
[ 6/7 ] 
f(z) = 119/36*z^3 - 109/42*z + 1
*
[ 1/2 ] 
f(z) = 102/31*z^3 - 113/62*z + 1
*
[ 1/2 ] 
f(z) = 106/31*z^3 - 115/62*z + 1
*
[ 1/2 ] 
f(z) = 106/33*z^3 - 119/66*z + 1
*
[ 1/2 ] 
f(z) = 110/31*z^3 - 117/62*z + 1
*
[ 1/2 ] 
f(z) = 114/31*z^3 - 119/62*z + 1
*
[ 3/5 ] 
f(z) = 115/36*z^3 - 109/60*z + 1
*
[ 3 ] 
f(z) = 100/27*z^3 - 98/3*z + 1
*
[ -9/5 ] 
f(z) = 100/27*z^3 - 94/9*z + 1
*
[ 12/5 ] 
f(z) = 100/27*z^3 - 83/4*z + 1
*
[ -3 ] 
f(z) = 101/27*z^3 - 97/3*z + 1
*
[ 3/2 ] 
f(z) = 101/27*z^3 - 97/12*z + 1
*
0 | 0.13724975975132242927090729434009574373 | 0.026544857286674512889509280741468128925
f(z) = 101/30*z^3 - 88/15*z + 1
*
[ 2 ] 
f(z) = 101/32*z^3 - 97/8*z + 1
*
[ -2 ] 
f(z) = 101/32*z^3 - 89/8*z + 1
*
[ -3/2 ] 
f(z) = 103/27*z^3 - 83/12*z + 1
*
[ 2 ] 
f(z) = 103/32*z^3 - 99/8*z + 1
*
[ -2 ] 
f(z) = 103/32*z^3 - 91/8*z + 1
*
[ -3 ] 
f(z) = 104/27*z^3 - 100/3*z + 1
*
[ -2 ] 
f(z) = 105/32*z^3 - 93/8*z + 1
*
[ -2 ] 
f(z) = 107/32*z^3 - 95/8*z + 1
*
[ -3/2 ] 
f(z) = 109/27*z^3 - 89/12*z + 1
*
[ -2 ] 
f(z) = 109/32*z^3 - 97/8*z + 1
*
[ -2 ] 
f(z) = 111/32*z^3 - 99/8*z + 1
*
3/14 | 0.23270246767256859814860346625375215020 | 0.029850310245336251509294224006974025717
f(z) = 112/27*z^3 - 90/7*z + 1
*
-6/5 | 0.16583396718167437609002769666760861174 | 0.025163337147860912215113197552323796473
f(z) = 115/24*z^3 - 91/15*z + 1
*
[ -3/2 ] 
f(z) = 115/27*z^3 - 95/12*z + 1
*
[ 1/5 ] 
f(z) = 100/21*z^3 - 88/21*z + 1
*
[ 1/5 ] 
f(z) = 100/23*z^3 - 96/23*z + 1
*
[ 3/10 ] 
f(z) = 100/33*z^3 - 86/33*z + 1
*
-1 | 0.10019090585227334928282010463700887529 | 0.021709271835190840589449011672368777446
f(z) = 101/20*z^3 - 81/20*z + 1
*
[ 5/6 ] 
f(z) = 102/25*z^3 - 91/30*z + 1
*
-1 | 0.10053249936992822132718115980908847667 | 0.021691127922525933559041481882201346237
f(z) = 103/20*z^3 - 83/20*z + 1
*
-1 | 0.088799480470773848738786714337564508697 | 0.019159584238105212559769084757004821531
f(z) = 103/21*z^3 - 82/21*z + 1
*
-1 | 0.096362784487056692110801311807071434644 | 0.020791460456863767988538207925834076767
f(z) = 103/22*z^3 - 81/22*z + 1
*
-1 | 0.088968497443395806113106055676855022048 | 0.019156117427549815452049953396939521218
f(z) = 104/21*z^3 - 83/21*z + 1
*
-1 | 0.10941903770206858620231340500961999398 | 0.023559394563945366094687841768526227956
f(z) = 104/23*z^3 - 81/23*z + 1
*
-1 | 0.096696305253335516747370859830999986408 | 0.020777208651995202494243915852307294578
f(z) = 105/22*z^3 - 83/22*z + 1
*
-1 | 0.10958458716249065003906119413090865102 | 0.023546523587976318334075522801445987297
f(z) = 105/23*z^3 - 82/23*z + 1
*
2/3 | 0.17594413129729893070959001421488719917 | 0.029619370185114017449715271035583127455
f(z) = 105/32*z^3 - 95/24*z + 1
*
-1 | 0.089298917358846738385059005693737898378 | 0.019148725984562155270451871226776387454
f(z) = 106/21*z^3 - 85/21*z + 1
*
-1 | 0.10974866604917552493552468431068325974 | 0.023533847839407024928788878960595343263
f(z) = 106/23*z^3 - 83/23*z + 1
*
-1 | 0.10985284357951476335669428711010268275 | 0.023556187046210598319700134251171959999
f(z) = 106/25*z^3 - 81/25*z + 1
*
-1 | 0.10119730890511606239947138126419380434 | 0.021656540928439402891299194626745774595
f(z) = 107/20*z^3 - 87/20*z + 1
*
-1 | 0.089463474592281984463119041721894668770 | 0.019145463649875812380862062796756040226
f(z) = 107/21*z^3 - 86/21*z + 1
*
-1 | 0.097023259533452193113763150024615646708 | 0.020763281295028386504245275298767061061
f(z) = 107/22*z^3 - 85/22*z + 1
*
-1 | 0.10991130031899005575754209756770915908 | 0.023521362372274172042411870327874076803
f(z) = 107/23*z^3 - 84/23*z + 1
*
-1 | 0.081062050091231793796104571024462617543 | 0.017347532503951943693414226386502037430
f(z) = 107/24*z^3 - 83/24*z + 1
*
-1 | 0.11001460313499059860500024171501571110 | 0.023543469498312833921946674577773483756
f(z) = 107/25*z^3 - 82/25*z + 1
*
-1 | 0.097229869924253731569896328611718936789 | 0.020807496565503905734390954658631172193
f(z) = 107/26*z^3 - 81/26*z + 1
*
-1 | 0.11007251524611116381829654286221365190 | 0.023509062413382647231410763139573480383
f(z) = 108/23*z^3 - 85/23*z + 1
*
[ -5/4 ] 
f(z) = 108/25*z^3 - 99/20*z + 1
*
-1 | 0.11017495796656519909656501531592768439 | 0.023530941919847688351603174945615783331
f(z) = 108/25*z^3 - 83/25*z + 1
*
[ 1/3 ] 
f(z) = 108/37*z^3 - 86/37*z + 1
*
-1 | 0.10152095612946049501945765669000609369 | 0.021640040064822849170811239797019285434
f(z) = 109/20*z^3 - 89/20*z + 1
*
-1 | 0.089786243869898355282277624424872888886 | 0.019138688096444356899536163144062438231
f(z) = 109/21*z^3 - 88/21*z + 1
*
-1 | 0.097345158151366073130847024689370637711 | 0.020749933834604371492525631368505320216
f(z) = 109/22*z^3 - 87/22*z + 1
*
-1 | 0.11023233544580446345114113198330404189 | 0.023496943354673241625805125018828683737
f(z) = 109/23*z^3 - 86/23*z + 1
*
-1 | 0.081382228779738169922104650402682181094 | 0.017347302059609474285540245177943384340
f(z) = 109/24*z^3 - 85/24*z + 1
*
-1 | 0.11033393232471023208317652089770470242 | 0.023518599578312212905320771119819965007
f(z) = 109/25*z^3 - 84/25*z + 1
*
-1 | 0.097548356443911820604255969226338703568 | 0.020793247248498801263460534001292460606
f(z) = 109/26*z^3 - 83/26*z + 1
*
-1 | 0.096871576368164020133852810302331711026 | 0.020648985920467373920277909674686371962
f(z) = 109/27*z^3 - 82/27*z + 1
*
-1 | 0.10192738900187661579121749474844980100 | 0.021726674627558154121592994573640065005
f(z) = 109/28*z^3 - 81/28*z + 1
*
-1 | 0.089944505248227311422230634280572497772 | 0.019135173056523190000629590244596073444
f(z) = 110/21*z^3 - 89/21*z + 1
*
-1 | 0.11039078489717473632456811330133302361 | 0.023485000745996061748674372698116529334
f(z) = 110/23*z^3 - 87/23*z + 1
*
[ 3/11 ] 
f(z) = 110/27*z^3 - 98/33*z + 1
*
-1 | 0.097028375114971490012544007624701601247 | 0.020642225382131610209600222742971719551
f(z) = 110/27*z^3 - 83/27*z + 1
*
-1 | 0.11069062190966159668997651502003966940 | 0.023548789335491917083861068381586385163
f(z) = 110/29*z^3 - 81/29*z + 1
*
-1 | 0.10183903381065947453359922606063395030 | 0.021624032431574919855230973648874898447
f(z) = 111/20*z^3 - 91/20*z + 1
*
[ 2/3 ] 
f(z) = 111/20*z^3 - 89/30*z + 1
*
-1 | 0.097662196997728976615433606649712194674 | 0.020737142097637449519387086617238392998
f(z) = 111/22*z^3 - 89/22*z + 1
*
-1 | 0.11054788696494123444485264431081630842 | 0.023473230288264530729822930916433378109
f(z) = 111/23*z^3 - 88/23*z + 1
*
-1 | 0.11064783352348748635971230026226004232 | 0.023494452481195452227394101010035305494
f(z) = 111/25*z^3 - 86/25*z + 1
*
-1 | 0.097862094439330561526718569694831730377 | 0.020779587401745677233862912644234359291
f(z) = 111/26*z^3 - 85/26*z + 1
*
-1 | 0.10223886329866337713523750618925980990 | 0.021708930387615734311812945196950804434
f(z) = 111/28*z^3 - 83/28*z + 1
*
-1 | 0.11084530704337677052619997945444324703 | 0.023536383100906576955484189277214614764
f(z) = 111/29*z^3 - 82/29*z + 1
*
-1 | 0.11070366442028762158965492918292541485 | 0.023461627826966629203908070290611135030
f(z) = 112/23*z^3 - 89/23*z + 1
*
[ 5/7 ] 
f(z) = 112/25*z^3 - 94/35*z + 1
*
-1 | 0.11080280582888298437659603325867577544 | 0.023482639045004316531599102391170763909
f(z) = 112/25*z^3 - 87/25*z + 1
*
[ 5/14 ] 
f(z) = 112/25*z^3 - 83/35*z + 1
*
[ 1/4 ] 
f(z) = 112/25*z^3 - 82/25*z + 1
*
[ -15/14 ] 
f(z) = 112/27*z^3 - 99/35*z + 1
*
[ 1/4 ] 
f(z) = 112/27*z^3 - 88/27*z + 1
*
3/14 | 0.10811891643482174390603708312273885552 | 0.013429747850811515829643192687914139380
f(z) = 112/27*z^3 - 87/28*z + 1
*
-1 | 0.097338033014237366021925554575628860950 | 0.020629025389068457659245111032477800278
f(z) = 112/27*z^3 - 85/27*z + 1
*
[ 1/4 ] 
f(z) = 112/29*z^3 - 94/29*z + 1
*
-1 | 0.11099870637067853076718546715147847212 | 0.023524156601146441289636915225907884379
f(z) = 112/29*z^3 - 83/29*z + 1
*
[ 1/4 ] 
f(z) = 112/31*z^3 - 100/31*z + 1
*
-1 | 0.11109549773548240865731671896945417892 | 0.023544669770152945978467310361990507462
f(z) = 112/31*z^3 - 81/31*z + 1
*
-1 | 0.10215173071695798518341263645989728776 | 0.021608493873215243448758022996230362553
f(z) = 113/20*z^3 - 93/20*z + 1
*
-1 | 0.090415348116517318681162942474333009795 | 0.019125857996804863391704467014040077195
f(z) = 113/21*z^3 - 92/21*z + 1
*
-1 | 0.097972605612219038976221731219063314365 | 0.020724469700669723739192387902589690400
f(z) = 113/22*z^3 - 91/22*z + 1
*
-1 | 0.11085813946083341575250047478191224195 | 0.023450189346011657074588647319056543326
f(z) = 113/23*z^3 - 90/23*z + 1
*
-1 | 0.082005368861925332671990571799363322015 | 0.017346867235500511543251472225415010404
f(z) = 113/24*z^3 - 89/24*z + 1
*
-1 | 0.11095648863027281375628372558591408659 | 0.023470993471505678132541118826298729678
f(z) = 113/25*z^3 - 88/25*z + 1
*
-1 | 0.098169308078171068906657286143800503389 | 0.020766078824671233797529242303524889433
f(z) = 113/26*z^3 - 87/26*z + 1
*
-1 | 0.097490935855509946596985621071742935070 | 0.020622580501987418261052244567291987957
f(z) = 113/27*z^3 - 86/27*z + 1
*
-1 | 0.10254516867351848324421924846559214534 | 0.021691719107033200829302330056711336102
f(z) = 113/28*z^3 - 85/28*z + 1
*
-1 | 0.11115084115823466236443731217111717504 | 0.023512105505342323865208787712506640543
f(z) = 113/29*z^3 - 84/29*z + 1
*
-1 | 0.078018221197293546149884360867974652684 | 0.016503452686592650368324117629587231881
f(z) = 113/30*z^3 - 83/30*z + 1
*
-1 | 0.11124687601841956396513565086537193204 | 0.023532420077335924307941475464755000275
f(z) = 113/31*z^3 - 82/31*z + 1
*
-1 | 0.10273724215158777428334493495415281697 | 0.021732349045899017969539448860426656964
f(z) = 113/32*z^3 - 81/32*z + 1
*
-1 | 0.11101133372977104587000038179184616665 | 0.023438910961892300735987754056346004450
f(z) = 114/23*z^3 - 91/23*z + 1
*
-1 | 0.11110890326172887957045494164941551135 | 0.023459511773496997831608116430413326710
f(z) = 114/25*z^3 - 89/25*z + 1
*
-1 | 0.11130173214795172531620762618888707912 | 0.023500225626247026078661467784425852975
f(z) = 114/29*z^3 - 85/29*z + 1
*
-1 | 0.11139702229579942362325297397362210457 | 0.023520345169143291399742238419344553385
f(z) = 114/31*z^3 - 83/31*z + 1
*
-1 | 0.090722048429103052471346270995870533485 | 0.019119777896675067445728055601945499716
f(z) = 115/21*z^3 - 94/21*z + 1
*
-1 | 0.098279169238585226257687506693525714487 | 0.020712449952890332988457505492497277929
f(z) = 115/22*z^3 - 93/22*z + 1
*
-1 | 0.082309721237821283885677719920003815802 | 0.017346870094475676384057187033333977312
f(z) = 115/24*z^3 - 91/24*z + 1
*
-1 | 0.098472125434409865390382494569991432590 | 0.020753115697015781372211831260901912367
f(z) = 115/26*z^3 - 89/26*z + 1
*
-1 | 0.097792994507825421864418689557418369875 | 0.020609988059314732173514573059137811590
f(z) = 115/27*z^3 - 88/27*z + 1
*
-1 | 0.10284647437447516899715629796025215641 | 0.021675014856314024484375391823222912350
f(z) = 115/28*z^3 - 87/28*z + 1
*
-1 | 0.11145139957414193762916367804786889265 | 0.023488512914216701262949923303699412439
f(z) = 115/29*z^3 - 86/29*z + 1
*
-1 | 0.11154595652691734126153729699447576790 | 0.023508440902693118262029097555482390834
f(z) = 115/31*z^3 - 84/31*z + 1
*
-1 | 0.10303559187386739449280631133585867599 | 0.021714871590673143969400643882048223631
f(z) = 115/32*z^3 - 83/32*z + 1
*
-1 | 0.091296156021554589707201333359359196293 | 0.019240771743777696900448282463702994622
f(z) = 115/33*z^3 - 82/33*z + 1
*
-1 | 0.098850389190369592117784900665588190459 | 0.020832835226342370003904956016787653378
f(z) = 115/34*z^3 - 81/34*z + 1
*
[ -6/5 ] 
f(z) = 115/36*z^3 - 83/30*z + 1
*
-1 | 0.090873511096612513134210498533331008188 | 0.019116816436265479436441616919411881124
f(z) = 116/21*z^3 - 95/21*z + 1
*
-1 | 0.11131396386276770378019301226143230879 | 0.023416819580078307607458790984843674105
f(z) = 116/23*z^3 - 93/23*z + 1
*
-1 | 0.11141001073703693803541524296205658171 | 0.023437024703029152476465257522107865536
f(z) = 116/25*z^3 - 91/25*z + 1
*
-1 | 0.097942190852969050574331766417007234026 | 0.020603835609601360121350201651495561038
f(z) = 116/27*z^3 - 89/27*z + 1
*
-1 | 0.11169369818847471612959655998867204182 | 0.023496703270182151384298800422998229793
f(z) = 116/31*z^3 - 85/31*z + 1
*
-1 | 0.091443186220308743602877011516762588014 | 0.019236657461846955275615851875716913766
f(z) = 116/33*z^3 - 83/33*z + 1
*
-1 | 0.11187925611065684214152475102476716467 | 0.023535738591848981631626048445267932670
f(z) = 116/35*z^3 - 81/35*z + 1
*
-1 | 0.10276169064081970856894227006371907532 | 0.021578735268346278019778157691696987459
f(z) = 117/20*z^3 - 97/20*z + 1
*
-1 | 0.098579447341600009415712682307499568444 | 0.020700513818125914729364947642766400968
f(z) = 117/22*z^3 - 95/22*z + 1
*
-1 | 0.11146344040244257317494643306160538909 | 0.023405999429791153426646739179428266933
f(z) = 117/23*z^3 - 94/23*z + 1
*
-1 | 0.11155874368584971335422335635561840548 | 0.023426011988070629120920225547189168764
f(z) = 117/25*z^3 - 92/25*z + 1
*
-1 | 0.10314294144961770078525981042205279843 | 0.021658793412802562665368392488210157865
f(z) = 117/28*z^3 - 89/28*z + 1
*
-1 | 0.11174714223336934014472217736139393802 | 0.023465573446786569082372668052609948286
f(z) = 117/29*z^3 - 88/29*z + 1
*
-1 | 0.11184026629005400803359984021154592915 | 0.023485128393321427800665298240349738553
f(z) = 117/31*z^3 - 86/31*z + 1
*
-1 | 0.10332919300235281767611103192396793791 | 0.021697904028098269367329295415138937088
f(z) = 117/32*z^3 - 85/32*z + 1
*
-1 | 0.099142588301621026386394866296199173768 | 0.020818766735329564263769337642131745547
f(z) = 117/34*z^3 - 83/34*z + 1
*
[ 1/3 ] 
f(z) = 117/34*z^3 - 81/34*z + 1
*
[ 1/3 ] 
f(z) = 117/35*z^3 - 83/35*z + 1
*
-1 | 0.11202443277754217136495480759548696031 | 0.023523801169664693528891520250490100718
f(z) = 117/35*z^3 - 82/35*z + 1
*
[ 1/3 ] 
f(z) = 117/37*z^3 - 87/37*z + 1
*
[ 1/3 ] 
f(z) = 117/38*z^3 - 89/38*z + 1
*
-1 | 0.091172763351018030241353540286119877112 | 0.019111043912534825015051652422325532192
f(z) = 118/21*z^3 - 97/21*z + 1
*
-1 | 0.11161171755480650075501493399722765776 | 0.023395325061401946557261370647368704752
f(z) = 118/23*z^3 - 95/23*z + 1
*
-1 | 0.11170628870699271917114330803811620533 | 0.023415148453562733281480342125033486462
f(z) = 118/25*z^3 - 93/25*z + 1
*
-1 | 0.098237015263164698346817642791326909797 | 0.020591806626531642988652529491091987489
f(z) = 118/27*z^3 - 91/27*z + 1
*
-1 | 0.11189325554199275665737915155129252219 | 0.023454339230090112409840998042310581488
f(z) = 118/29*z^3 - 89/29*z + 1
*
-1 | 0.11198567938897697328690866300424485651 | 0.023473712518047617766841877008675636362
f(z) = 118/31*z^3 - 87/31*z + 1
*
-1 | 0.091733776545792373764703291703895195094 | 0.019228639863417279162601521510523159568
f(z) = 118/33*z^3 - 85/33*z + 1
*
-1 | 0.11216847527086589031723960263770567155 | 0.023512029006408948270916891840899206374
f(z) = 118/35*z^3 - 83/35*z + 1
*
-1 | 0.11225887306945873345868190838413527850 | 0.023530977607230149703113667152592620925
f(z) = 118/37*z^3 - 81/37*z + 1
*
-1 | 0.10305928637211407936684445261546661968 | 0.021564474431485256199886132117106002987
f(z) = 119/20*z^3 - 99/20*z + 1
*
-1 | 0.098875556255634322812896921851282830137 | 0.020689056559879710363282934607739007584
f(z) = 119/22*z^3 - 97/22*z + 1
*
-1 | 0.11175881445154718796997490789091605978 | 0.023384793176538051087424464484054267849
f(z) = 119/23*z^3 - 96/23*z + 1
*
-1 | 0.082904819355675255779862006066306974375 | 0.017347285433233002187649838664090339371
f(z) = 119/24*z^3 - 95/24*z + 1
*
[ 5/7 ] 
f(z) = 119/25*z^3 - 99/35*z + 1
*
-1 | 0.11185266466844783718439446760348750731 | 0.023404430714056368371871807022254198763
f(z) = 119/25*z^3 - 94/25*z + 1
*
-1 | 0.099063260291777703259035299775439206530 | 0.020728332388682613414169359225481986779
f(z) = 119/26*z^3 - 93/26*z + 1
*
-1 | 0.098382681004794666080267467266784023341 | 0.020585925671642553314356837548650734988
f(z) = 119/27*z^3 - 92/27*z + 1
*
[ 6/17 ] 
f(z) = 119/27*z^3 - 81/34*z + 1
*
-1 | 0.11203822146800585675042074218090560147 | 0.023443257247797435118267906606751828421
f(z) = 119/29*z^3 - 90/29*z + 1
*
-1 | 0.078904095387918079701789570810105721692 | 0.016510160388541504395384521720438244562
f(z) = 119/30*z^3 - 89/30*z + 1
*
-1 | 0.11212995560457544552671264989920210468 | 0.023462452009494179579505421708080655678
f(z) = 119/31*z^3 - 88/31*z + 1
*
-1 | 0.10361819483631384421751823582528939181 | 0.021681422333125663072520441089532351501
f(z) = 119/32*z^3 - 87/32*z + 1
*
-1 | 0.091876339252418033868876072113492279808 | 0.019224516668139158156952385058799817279
f(z) = 119/33*z^3 - 86/33*z + 1
*
-1 | 0.090235863224486713008191738171873149090 | 0.018881257903159377078587925807702131290
f(z) = 119/36*z^3 - 83/36*z + 1
*
-1 | 0.11240113796670965858823312154410158613 | 0.023519195126202732173626647973466768610
f(z) = 119/37*z^3 - 82/37*z + 1
*
-1 | 0.099610358384840079073909774929500269388 | 0.020842809048231366427193356852772853130
f(z) = 119/38*z^3 - 81/38*z + 1
*
[ 2/5 ] 
f(z) = 100/21*z^3 - 95/42*z + 1
*
[ 3/7 ] 
f(z) = 101/27*z^3 - 99/49*z + 1
*
[ 1/2 ] 
f(z) = 102/23*z^3 - 97/46*z + 1
*
[ 5/8 ] 
f(z) = 104/25*z^3 - 89/40*z + 1
*
[ 3/7 ] 
f(z) = 104/27*z^3 - 100/49*z + 1
*
[ 2/5 ] 
f(z) = 105/32*z^3 - 81/40*z + 1
*
[ 1/2 ] 
f(z) = 106/21*z^3 - 95/42*z + 1
*
[ 1/2 ] 
f(z) = 106/23*z^3 - 99/46*z + 1
*
[ 1/2 ] 
f(z) = 110/21*z^3 - 97/42*z + 1
*
[ 2/3 ] 
f(z) = 111/28*z^3 - 95/42*z + 1
*
[ 5/12 ] 
f(z) = 112/25*z^3 - 98/45*z + 1
*
[ 2/5 ] 
f(z) = 115/32*z^3 - 83/40*z + 1
*
[ 5/4 ] 
f(z) = 104/25*z^3 - 63/10*z + 1
*
-4/3 | 0.15705665019261738451867552492477961277 | 0.024656058330577762485200886908957031575
f(z) = 105/32*z^3 - 73/12*z + 1
*
[ 4/3 ] 
f(z) = 105/32*z^3 - 67/12*z + 1
*
6/5 | 0.21322366095117824833979261740255618695 | 0.028427814511809878125839893128822572883
f(z) = 110/27*z^3 - 67/10*z + 1
*
-4/3 | 0.16246316610384803913077614532832277929 | 0.025292996988313638503223747302209007263
f(z) = 111/32*z^3 - 77/12*z + 1
*
[ 4/3 ] 
f(z) = 111/32*z^3 - 71/12*z + 1
*
3/2 | 0.20283316104453595318694410824167731948 | 0.026936877352416401867388575049723261395
f(z) = 112/27*z^3 - 69/7*z + 1
*
[ -6/5 ] 
f(z) = 115/24*z^3 - 76/15*z + 1
*
[ 5/3 ] 
f(z) = 117/25*z^3 - 63/5*z + 1
*
-2 | 0.081216873427166520515675029197209731132 | 0.013119989548573452449148607244154549779
f(z) = 119/24*z^3 - 61/3*z + 1
*
1/10 | 0.10988361607922528809217967354705129736 | 0.023860924057391489213271934920020975941
f(z) = 100/21*z^3 - 64/21*z + 1
*
-1 | 0.10874158966662735827240429543445038599 | 0.023612936172801965594692578058256094842
f(z) = 100/23*z^3 - 77/23*z + 1
*
-1 | 0.095397012385830892892405935662079338637 | 0.020715198034611262586216580565224583888
f(z) = 100/27*z^3 - 73/27*z + 1
*
[ 9/20 ] 
f(z) = 100/27*z^3 - 71/36*z + 1
*
-1 | 0.10906795904783970397283006359987978563 | 0.023683806383463315878106782926082559367
f(z) = 100/29*z^3 - 71/29*z + 1
*
-1 | 0.10917486167906619723516848047404677192 | 0.023707019994884618019033435069801662375
f(z) = 100/31*z^3 - 69/31*z + 1
*
-1 | 0.088937216994400131741970844099099030014 | 0.019312471288250044458803907686570629132
f(z) = 100/33*z^3 - 67/33*z + 1
*
-1 | 0.10949019440551420759096335770088484349 | 0.023775493626414557265250905259474722877
f(z) = 100/37*z^3 - 63/37*z + 1
*
[ 1/2 ] 
f(z) = 100/37*z^3 - 62/37*z + 1
*
[ 1/2 ] 
f(z) = 100/39*z^3 - 64/39*z + 1
*
[ 3/5 ] 
f(z) = 100/39*z^3 - 62/39*z + 1
*
[ -1 ] 
f(z) = 101/20*z^3 - 61/20*z + 1
*
-1 | 0.088459895016146518322778292047181112160 | 0.019167407371777884840466578781056820000
f(z) = 101/21*z^3 - 80/21*z + 1
*
-1 | 0.096022479246192640554963607900680877662 | 0.020806061054265510118130380277000262593
f(z) = 101/22*z^3 - 79/22*z + 1
*
-1 | 0.10891329553916086157274274932746572229 | 0.023599231080037907593627129017891820755
f(z) = 101/23*z^3 - 78/23*z + 1
*
-1 | 0.080066797434500569864831434687429470029 | 0.017348798832516929420416422916828456812
f(z) = 101/24*z^3 - 77/24*z + 1
*
[ 2/3 ] 
f(z) = 101/24*z^3 - 64/27*z + 1
*
-1 | 0.10902207960512108155878605869553366770 | 0.023622802309773566888002795836169293010
f(z) = 101/25*z^3 - 76/25*z + 1
*
-1 | 0.096240705043689726353496991176713337997 | 0.020853346016099279678029349992949635893
f(z) = 101/26*z^3 - 75/26*z + 1
*
-1 | 0.095566793042149570936331504761033278620 | 0.020707323393487161415016227565409769623
f(z) = 101/27*z^3 - 74/27*z + 1
*
-1 | 0.10062609739151021835152808183760850999 | 0.021803568731154616741852613715752343759
f(z) = 101/28*z^3 - 73/28*z + 1
*
-1 | 0.10923680122575141553755661845687392203 | 0.023669327989839078271651056293661256447
f(z) = 101/29*z^3 - 72/29*z + 1
*
-1 | 0.076109825205113217833734972108482547511 | 0.016491405788294622912500720659877530657
f(z) = 101/30*z^3 - 71/30*z + 1
*
-1 | 0.10934278075883390493611617197180635760 | 0.023692291536012088133375692848327782527
f(z) = 101/31*z^3 - 70/31*z + 1
*
-1 | 0.10083806144120503071720849023871328355 | 0.021849496903327222874675509396447078985
f(z) = 101/32*z^3 - 69/32*z + 1
*
-1 | 0.089103194239918469164950315867149514569 | 0.019306796846315864192632030742624175180
f(z) = 101/33*z^3 - 68/33*z + 1
*
-1 | 0.096664020883123319024962782476716925116 | 0.020945069696529476543214312413665563424
f(z) = 101/34*z^3 - 67/34*z + 1
*
-1 | 0.10955207698019415195883936541571161957 | 0.023737641645634684999577344473483333008
f(z) = 101/35*z^3 - 66/35*z + 1
*
-1 | 0.087483372881770882622359135320700904455 | 0.018955815468421913624049839376347099067
f(z) = 101/36*z^3 - 65/36*z + 1
*
-1 | 0.10965543158291095106554980425657266184 | 0.023760036424349486233484310127126866126
f(z) = 101/37*z^3 - 64/37*z + 1
*
-1 | 0.096870734596510515008830600069243475962 | 0.020989860230738251151876023462978566697
f(z) = 101/38*z^3 - 63/38*z + 1
*
-1 | 0.10908341966877264446476795615237816665 | 0.023585742894629184025532357304903685135
f(z) = 102/23*z^3 - 79/23*z + 1
*
-1 | 0.10919124999332188670645561708612791432 | 0.023609057696445861108293511165694756016
f(z) = 102/25*z^3 - 77/25*z + 1
*
-1 | 0.10940411171417066755199156008957343962 | 0.023655082122846245536258763016280118536
f(z) = 102/29*z^3 - 73/29*z + 1
*
-1 | 0.10950918405240543096934862172102625309 | 0.023677800599792307794410143444077222893
f(z) = 102/31*z^3 - 71/31*z + 1
*
-1 | 0.10971670897400480145059518532471077477 | 0.023722671116869359224603979423257765753
f(z) = 102/35*z^3 - 67/35*z + 1
*
-1 | 0.10981919856710150033184607777697830392 | 0.023744831159151622781355168804972985823
f(z) = 102/37*z^3 - 65/37*z + 1
*
[ -1 ] 
f(z) = 103/20*z^3 - 63/20*z + 1
*
[ -1 ] 
f(z) = 103/21*z^3 - 61/21*z + 1
*
-1 | 0.10925199100348944232000336576442239746 | 0.023572465894110734775392795170114811544
f(z) = 103/23*z^3 - 80/23*z + 1
*
-1 | 0.080404543452646604438973911278978145592 | 0.017348272931781361023299647187741594455
f(z) = 103/24*z^3 - 79/24*z + 1
*
[ 2/3 ] 
f(z) = 103/24*z^3 - 65/27*z + 1
*
-1 | 0.10935888422998858007759839377716352142 | 0.023595529427441508580141951825718678920
f(z) = 103/25*z^3 - 78/25*z + 1
*
-1 | 0.096575924053904659987045881552478709338 | 0.020837447949851870943145427999391614163
f(z) = 103/26*z^3 - 77/26*z + 1
*
-1 | 0.095901738502557745472253952790414029775 | 0.020691984093592081625332410090661836788
f(z) = 103/27*z^3 - 76/27*z + 1
*
-1 | 0.10096012482005294226957216723711000377 | 0.021783393392893396065349271963133578201
f(z) = 103/28*z^3 - 75/28*z + 1
*
-1 | 0.10956991815379610896983863967162190667 | 0.023641062601947174594419181018169190230
f(z) = 103/29*z^3 - 74/29*z + 1
*
-1 | 0.076443072657356716911887964879927003563 | 0.016493536699015552211897594521332658447
f(z) = 103/30*z^3 - 73/30*z + 1
*
-1 | 0.10967409879037799521948046826572156893 | 0.023663540860513417311135810212857102638
f(z) = 103/31*z^3 - 72/31*z + 1
*
-1 | 0.10116849083876629684613003676418274774 | 0.021828350933936792822633089231970464646
f(z) = 103/32*z^3 - 71/32*z + 1
*
-1 | 0.089432742058757035837944517540558024299 | 0.019296218244018270068601520608513707183
f(z) = 103/33*z^3 - 70/33*z + 1
*
-1 | 0.096992694066006111383383741222387776398 | 0.020927371225443578916305847097035788988
f(z) = 103/34*z^3 - 69/34*z + 1
*
-1 | 0.10987988235986953566600428341271138594 | 0.023707941206254052564630652086821483482
f(z) = 103/35*z^3 - 68/35*z + 1
*
-1 | 0.087810317183377691837299969825519914516 | 0.018946160046548761821994465793525968296
f(z) = 103/36*z^3 - 67/36*z + 1
*
-1 | 0.10998152142632394597334279015415882191 | 0.023729871089686834292072954546438137247
f(z) = 103/37*z^3 - 66/37*z + 1
*
-1 | 0.097195976498624236924983611674616126833 | 0.020971231920024509514872559277686634720
f(z) = 103/38*z^3 - 65/38*z + 1
*
-1 | 0.089738710074841439874224170789377847004 | 0.019362234620997688032072879894483768291
f(z) = 103/39*z^3 - 64/39*z + 1
*
[ -1 ] 
f(z) = 104/21*z^3 - 62/21*z + 1
*
-1 | 0.10952501004022637500695463794101405715 | 0.023582211837611409222008784334546710596
f(z) = 104/25*z^3 - 79/25*z + 1
*
3/4 | 0.14250192921092674933868662415430583354 | 0.018032541063056430278427598490965927806
f(z) = 104/27*z^3 - 77/26*z + 1
*
-1 | 0.096066958674499735478657839090451398694 | 0.020684511868339941582935744667447176828
f(z) = 104/27*z^3 - 77/27*z + 1
*
[ 3/10 ] 
f(z) = 104/27*z^3 - 67/25*z + 1
*
-1 | 0.10973424744141901614039398747496991106 | 0.023627263472096207583474381180471618144
f(z) = 104/29*z^3 - 75/29*z + 1
*
-1 | 0.10983755147351439517396278888540272895 | 0.023649506223479274255990548184296404010
f(z) = 104/31*z^3 - 73/31*z + 1
*
-1 | 0.089595331963856427796663626629416831355 | 0.019291083353991645987328089104450147323
f(z) = 104/33*z^3 - 71/33*z + 1
*
-1 | 0.11004162287966809126410435476948878192 | 0.023693445549557840036623834365321537605
f(z) = 104/35*z^3 - 69/35*z + 1
*
[ 1/2 ] 
f(z) = 104/35*z^3 - 61/35*z + 1
*
-1 | 0.11014242553849004001639028032919154359 | 0.023715149721538838567054903896677473146
f(z) = 104/37*z^3 - 67/37*z + 1
*
[ 1/2 ] 
f(z) = 104/37*z^3 - 63/37*z + 1
*
[ -1 ] 
f(z) = 105/22*z^3 - 61/22*z + 1
*
-1 | 0.096905792593589830719688506742078385445 | 0.020822221356120888356484100365182140475
f(z) = 105/26*z^3 - 79/26*z + 1
*
-1 | 0.10989712575645544282532791600749072961 | 0.023613678993362231052567560374944082985
f(z) = 105/29*z^3 - 76/29*z + 1
*
-1 | 0.10999956789867264209977046712770825054 | 0.023635690814372638220774937152005376697
f(z) = 105/31*z^3 - 74/31*z + 1
*
-1 | 0.10149310100055874031314125207504448573 | 0.021807899802395928538503174268756358290
f(z) = 105/32*z^3 - 73/32*z + 1
*
-1 | 0.097316258535975696177336872307374413605 | 0.020910418485340515753724867110054491610
f(z) = 105/34*z^3 - 71/34*z + 1
*
-1 | 0.11030193561543643814479500118704648315 | 0.023700660795638929360224605185300809246
f(z) = 105/37*z^3 - 68/37*z + 1
*
-1 | 0.097515570537572591215208032643801941907 | 0.020953244806710045447151920462915407948
f(z) = 105/38*z^3 - 67/38*z + 1
*
[ -1 ] 
f(z) = 106/21*z^3 - 64/21*z + 1
*
-1 | 0.096393026794625582643945792919401957905 | 0.020669944401402996219189258294837398068
f(z) = 106/27*z^3 - 79/27*z + 1
*
[ 3/8 ] 
f(z) = 106/27*z^3 - 71/32*z + 1
*
[ 3/4 ] 
f(z) = 106/27*z^3 - 61/24*z + 1
*
-1 | 0.11005857858630311492971748343276022650 | 0.023600303631124960568550841875403880659
f(z) = 106/29*z^3 - 77/29*z + 1
*
-1 | 0.11016017318359123661801474550299876566 | 0.023622088969206547673693150966875212728
f(z) = 106/31*z^3 - 75/31*z + 1
*
-1 | 0.089917304531580866309925504745288066839 | 0.019281329232992029040684488410922204162
f(z) = 106/33*z^3 - 73/33*z + 1
*
-1 | 0.11036090492088723515781833148576196768 | 0.023665132682921912164257937028784051737
f(z) = 106/35*z^3 - 71/35*z + 1
*
-1 | 0.11046007572611711613702140684836195220 | 0.023686398277524636015069272824762657771
f(z) = 106/37*z^3 - 69/37*z + 1
*
-1 | 0.090214832991346451899169532004657536182 | 0.019345129457195929768278916384600301338
f(z) = 106/39*z^3 - 67/39*z + 1
*
[ -1 ] 
f(z) = 107/20*z^3 - 67/20*z + 1
*
[ -1 ] 
f(z) = 107/21*z^3 - 65/21*z + 1
*
[ -1 ] 
f(z) = 107/22*z^3 - 63/22*z + 1
*
[ -1 ] 
f(z) = 107/23*z^3 - 61/23*z + 1
*
[ 2/3 ] 
f(z) = 107/24*z^3 - 67/27*z + 1
*
-1 | 0.096553925798229567135839056999824239984 | 0.020662842406327539937950238914690895390
f(z) = 107/27*z^3 - 80/27*z + 1
*
-1 | 0.10161056776736961121549692602886387320 | 0.021744979618768863060651379178852416942
f(z) = 107/28*z^3 - 79/28*z + 1
*
-1 | 0.11021863075058511822595719348942351303 | 0.023587132046808046280556429402127039861
f(z) = 107/29*z^3 - 78/29*z + 1
*
-1 | 0.077088382922197883909606848469119475201 | 0.016497155289248873445797924713138118481
f(z) = 107/30*z^3 - 77/30*z + 1
*
-1 | 0.11031939179059028767346924737537645675 | 0.023608695224826051397683190311710693089
f(z) = 107/31*z^3 - 76/31*z + 1
*
-1 | 0.10181209416051957275814727198835967820 | 0.021788106897830255872244800167641679571
f(z) = 107/32*z^3 - 75/32*z + 1
*
-1 | 0.090074668834804882221555989874982219659 | 0.019276261131267676603879605244554715958
f(z) = 107/33*z^3 - 74/33*z + 1
*
-1 | 0.097633609363778223583586068411655595208 | 0.020893898069566483735847545124265200954
f(z) = 107/34*z^3 - 73/34*z + 1
*
-1 | 0.11051849462845269625373091057437064198 | 0.023651303855468379648376381614712356207
f(z) = 107/35*z^3 - 72/35*z + 1
*
-1 | 0.088447291093920118575782815954566249626 | 0.018927997199817218860471290298278080239
f(z) = 107/36*z^3 - 71/36*z + 1
*
-1 | 0.11061686931879208253909402367287761969 | 0.023672356347186860173716100748130496879
f(z) = 107/37*z^3 - 70/37*z + 1
*
-1 | 0.097830362664574835158285260958372862209 | 0.020936003891920935214012176962438274845
f(z) = 107/38*z^3 - 69/38*z + 1
*
-1 | 0.090369808587546633291667150465048661678 | 0.019339421962361062356668788039842148240
f(z) = 107/39*z^3 - 68/39*z + 1
*
[ -1 ] 
f(z) = 108/23*z^3 - 62/23*z + 1
*
[ 1/3 ] 
f(z) = 108/25*z^3 - 62/25*z + 1
*
-1 | 0.11037730642433863243577952869482055437 | 0.023574159089114795037016661620327263595
f(z) = 108/29*z^3 - 79/29*z + 1
*
[ 1/3 ] 
f(z) = 108/29*z^3 - 70/29*z + 1
*
-1 | 0.11047724754924500950603532446290134384 | 0.023595504309925225255545706650586396191
f(z) = 108/31*z^3 - 77/31*z + 1
*
[ 1/3 ] 
f(z) = 108/31*z^3 - 74/31*z + 1
*
-1 | 0.11067474788661541367457902393827910593 | 0.023637686027564034264631077564869173200
f(z) = 108/35*z^3 - 73/35*z + 1
*
[ 1/2 ] 
f(z) = 108/35*z^3 - 62/35*z + 1
*
-1 | 0.11077233924226418485059332211376241084 | 0.023658529389467991857402126916937918366
f(z) = 108/37*z^3 - 71/37*z + 1
*
[ 1/2 ] 
f(z) = 108/37*z^3 - 64/37*z + 1
*
[ -1 ] 
f(z) = 109/20*z^3 - 69/20*z + 1
*
[ -1 ] 
f(z) = 109/21*z^3 - 67/21*z + 1
*
[ -1 ] 
f(z) = 109/22*z^3 - 65/22*z + 1
*
[ -1 ] 
f(z) = 109/23*z^3 - 63/23*z + 1
*
[ 2/3 ] 
f(z) = 109/24*z^3 - 68/27*z + 1
*
[ -1 ] 
f(z) = 109/24*z^3 - 61/24*z + 1
*
-1 | 0.11053462916020343343813525170958685476 | 0.023561379785734783777443320266270645208
f(z) = 109/29*z^3 - 80/29*z + 1
*
-1 | 0.077403564915933740753061414697088547837 | 0.016499216613020524067165522081345228001
f(z) = 109/30*z^3 - 79/30*z + 1
*
-1 | 0.11063376367808471557234180791151596611 | 0.023582511136546946809075747382350118798
f(z) = 109/31*z^3 - 78/31*z + 1
*
-1 | 0.10212566215415990527246231416456695115 | 0.021768938206653268656170964606180564750
f(z) = 109/32*z^3 - 77/32*z + 1
*
-1 | 0.090387439051782133249527392159129884212 | 0.019266837872793518561066211944709532077
f(z) = 109/33*z^3 - 76/33*z + 1
*
-1 | 0.097944935688738246539147932180374776811 | 0.020877781428180651482759897150753316313
f(z) = 109/34*z^3 - 75/34*z + 1
*
-1 | 0.11082968727286501718799853694789427784 | 0.023624273887828398663745551987533179430
f(z) = 109/35*z^3 - 74/35*z + 1
*
-1 | 0.088757703761860172773196852227661799758 | 0.018919446178373369427050070141418237365
f(z) = 109/36*z^3 - 73/36*z + 1
*
-1 | 0.11092650776621270924939265123576180051 | 0.023644911984976224498641697712227416513
f(z) = 109/37*z^3 - 72/37*z + 1
*
-1 | 0.098138580422408937468609616083908522519 | 0.020919058421175397926623473144299804241
f(z) = 109/38*z^3 - 71/38*z + 1
*
-1 | 0.090677915520887003780846984278048867657 | 0.019328755359280759740966381877541900924
f(z) = 109/39*z^3 - 70/39*z + 1
*
[ -1 ] 
f(z) = 110/21*z^3 - 68/21*z + 1
*
[ -1 ] 
f(z) = 110/23*z^3 - 64/23*z + 1
*
-1 | 0.11078896280536724684946396334577667463 | 0.023569710792035236068197992256866966995
f(z) = 110/31*z^3 - 79/31*z + 1
*
-1 | 0.11107939660066958673978723748257141850 | 0.023631498901483785586752116529373049129
f(z) = 110/37*z^3 - 73/37*z + 1
*
-1 | 0.090831090247573053742743962438288523094 | 0.019323788885194198623596506146036304076
f(z) = 110/39*z^3 - 71/39*z + 1
*
[ -1 ] 
f(z) = 111/20*z^3 - 71/20*z + 1
*
[ -1 ] 
f(z) = 111/22*z^3 - 67/22*z + 1
*
[ -1 ] 
f(z) = 111/23*z^3 - 65/23*z + 1
*
[ -1 ] 
f(z) = 111/25*z^3 - 61/25*z + 1
*
-1 | 0.11094286698897580665778993949039193743 | 0.023557098531412118795942183205465501275
f(z) = 111/31*z^3 - 80/31*z + 1
*
-1 | 0.10243398712152395789760217618559494980 | 0.021750362083457966841420323904237084508
f(z) = 111/32*z^3 - 79/32*z + 1
*
-1 | 0.098251721406491084752948486459858841828 | 0.020862319001396944301627177640688660736
f(z) = 111/34*z^3 - 77/34*z + 1
*
-1 | 0.11113571191096261203539644188767176201 | 0.023598046335915648293634321749392999916
f(z) = 111/35*z^3 - 76/35*z + 1
*
-1 | 0.098442354997795689647893359458882607975 | 0.020902797262105726653561221913727465548
f(z) = 111/38*z^3 - 73/38*z + 1
*
[ 1/4 ] 
f(z) = 112/23*z^3 - 76/23*z + 1
*
[ -1 ] 
f(z) = 112/23*z^3 - 66/23*z + 1
*
[ -1 ] 
f(z) = 112/25*z^3 - 62/25*z + 1
*
[ 15/28 ] 
f(z) = 112/27*z^3 - 72/35*z + 1
*
3/4 | 0.079364296120455538575716732355542983520 | 0.011908677255268861725357430722092512327
f(z) = 112/27*z^3 - 65/21*z + 1
*
-1 | 0.090846865145874129439428469105913825421 | 0.019253340442346918121095069727418458199
f(z) = 112/33*z^3 - 79/33*z + 1
*
[ 3/4 ] 
f(z) = 112/33*z^3 - 74/33*z + 1
*
[ 1/2 ] 
f(z) = 112/33*z^3 - 61/33*z + 1
*
-1 | 0.11138141935419727721916420761881263573 | 0.023605265655944986267934126249240208405
f(z) = 112/37*z^3 - 75/37*z + 1
*
[ 1/2 ] 
f(z) = 112/37*z^3 - 65/37*z + 1
*
[ 3/4 ] 
f(z) = 112/39*z^3 - 76/39*z + 1
*
-1 | 0.091131652212663186783479196334251788058 | 0.019313695880497291429434005092809606127
f(z) = 112/39*z^3 - 73/39*z + 1
*
[ 1/2 ] 
f(z) = 112/39*z^3 - 67/39*z + 1
*
[ -1 ] 
f(z) = 113/20*z^3 - 73/20*z + 1
*
[ -1 ] 
f(z) = 113/21*z^3 - 71/21*z + 1
*
[ -1 ] 
f(z) = 113/22*z^3 - 69/22*z + 1
*
[ -1 ] 
f(z) = 113/23*z^3 - 67/23*z + 1
*
[ 2/3 ] 
f(z) = 113/24*z^3 - 70/27*z + 1
*
[ -1 ] 
f(z) = 113/24*z^3 - 65/24*z + 1
*
[ -1 ] 
f(z) = 113/25*z^3 - 63/25*z + 1
*
[ -1 ] 
f(z) = 113/26*z^3 - 61/26*z + 1
*
-1 | 0.090998531746983342826581488027462889401 | 0.019249220761365371434112264586750734551
f(z) = 113/33*z^3 - 80/33*z + 1
*
-1 | 0.098553485102850303934930444186527102896 | 0.020847345062900844133663113194001759653
f(z) = 113/34*z^3 - 79/34*z + 1
*
-1 | 0.11143673810949750685101208215952114405 | 0.023572582234188470851485621717559665830
f(z) = 113/35*z^3 - 78/35*z + 1
*
-1 | 0.089363266944814490652520824951538764434 | 0.018903307782595994674237526834740736420
f(z) = 113/36*z^3 - 77/36*z + 1
*
-1 | 0.11153059405922249344359014394508494898 | 0.023592435894037040530486536599930613980
f(z) = 113/37*z^3 - 76/37*z + 1
*
-1 | 0.098741852571731997891197084802631193750 | 0.020887191057370788430902955179862818232
f(z) = 113/38*z^3 - 75/38*z + 1
*
-1 | 0.091280113317470554526950511657196473926 | 0.019308784643425699138488307544794941889
f(z) = 113/39*z^3 - 74/39*z + 1
*
[ -1 ] 
f(z) = 114/23*z^3 - 68/23*z + 1
*
[ -1 ] 
f(z) = 114/25*z^3 - 64/25*z + 1
*
-1 | 0.11158542751546143004538477281779662546 | 0.023560125009814003400185637127912554730
f(z) = 114/35*z^3 - 79/35*z + 1
*
-1 | 0.11167857068027124420235562584410351526 | 0.023579791239137943231595987691818276570
f(z) = 114/37*z^3 - 77/37*z + 1
*
[ -1 ] 
f(z) = 115/21*z^3 - 73/21*z + 1
*
[ -1 ] 
f(z) = 115/22*z^3 - 71/22*z + 1
*
[ 2/3 ] 
f(z) = 115/24*z^3 - 71/27*z + 1
*
[ -1 ] 
f(z) = 115/24*z^3 - 67/24*z + 1
*
[ -1 ] 
f(z) = 115/26*z^3 - 63/26*z + 1
*
[ -1 ] 
f(z) = 115/27*z^3 - 61/27*z + 1
*
-1 | 0.089658746136544452154669785819160725610 | 0.018895685693922025493392435342075577608
f(z) = 115/36*z^3 - 79/36*z + 1
*
-1 | 0.11182536839415520902954360414577296268 | 0.023567327280765347936569124660356131134
f(z) = 115/37*z^3 - 78/37*z + 1
*
-1 | 0.099035274874978227399647443809559251549 | 0.020871800100782504732987759180685618684
f(z) = 115/38*z^3 - 77/38*z + 1
*
-1 | 0.091573492761779099159794051280868814416 | 0.019299220786402923221501382676529233545
f(z) = 115/39*z^3 - 76/39*z + 1
*
[ -1 ] 
f(z) = 116/21*z^3 - 74/21*z + 1
*
[ -1 ] 
f(z) = 116/23*z^3 - 70/23*z + 1
*
[ -1 ] 
f(z) = 116/25*z^3 - 66/25*z + 1
*
[ 3/10 ] 
f(z) = 116/27*z^3 - 68/25*z + 1
*
[ -1 ] 
f(z) = 116/27*z^3 - 62/27*z + 1
*
[ 1/2 ] 
f(z) = 116/33*z^3 - 62/33*z + 1
*
[ 1/2 ] 
f(z) = 116/35*z^3 - 64/35*z + 1
*
-1 | 0.11197100591913844175158752252015450335 | 0.023555039752612325744839792448112852325
f(z) = 116/37*z^3 - 79/37*z + 1
*
[ 1/2 ] 
f(z) = 116/37*z^3 - 66/37*z + 1
*
-1 | 0.091718448508447028483736704159130140837 | 0.019294563650027266107473939883218257245
f(z) = 116/39*z^3 - 77/39*z + 1
*
[ 1/2 ] 
f(z) = 116/39*z^3 - 68/39*z + 1
*
[ -1 ] 
f(z) = 117/20*z^3 - 77/20*z + 1
*
[ -1 ] 
f(z) = 117/22*z^3 - 73/22*z + 1
*
[ 2/3 ] 
f(z) = 117/22*z^3 - 63/22*z + 1
*
[ -1 ] 
f(z) = 117/23*z^3 - 71/23*z + 1
*
[ 5/6 ] 
f(z) = 117/25*z^3 - 69/20*z + 1
*
[ -1 ] 
f(z) = 117/25*z^3 - 67/25*z + 1
*
[ 1/3 ] 
f(z) = 117/25*z^3 - 63/25*z + 1
*
[ 1/3 ] 
f(z) = 117/28*z^3 - 69/28*z + 1
*
[ -1 ] 
f(z) = 117/28*z^3 - 61/28*z + 1
*
[ 1/3 ] 
f(z) = 117/29*z^3 - 71/29*z + 1
*
[ 1/3 ] 
f(z) = 117/31*z^3 - 75/31*z + 1
*
[ 1/3 ] 
f(z) = 117/32*z^3 - 77/32*z + 1
*
[ 4/9 ] 
f(z) = 117/32*z^3 - 71/36*z + 1
*
[ 2/3 ] 
f(z) = 117/34*z^3 - 69/34*z + 1
*
-1 | 0.11211550152948941038122569338216721833 | 0.023542924526600858565920640804659667835
f(z) = 117/37*z^3 - 80/37*z + 1
*
-1 | 0.099324728953405650683374250153024908343 | 0.020857014110221460058105029047926749815
f(z) = 117/38*z^3 - 79/38*z + 1
*
[ 2/3 ] 
f(z) = 117/38*z^3 - 71/38*z + 1
*
[ -1 ] 
f(z) = 118/21*z^3 - 76/21*z + 1
*
[ -1 ] 
f(z) = 118/23*z^3 - 72/23*z + 1
*
[ -1 ] 
f(z) = 118/25*z^3 - 68/25*z + 1
*
[ 3/8 ] 
f(z) = 118/27*z^3 - 73/32*z + 1
*
[ 3/4 ] 
f(z) = 118/27*z^3 - 67/24*z + 1
*
[ -1 ] 
f(z) = 118/27*z^3 - 64/27*z + 1
*
-1 | 0.092004982271240125733885665743322050563 | 0.019285488250346257530282615186320835515
f(z) = 118/39*z^3 - 79/39*z + 1
*
[ -1 ] 
f(z) = 119/20*z^3 - 79/20*z + 1
*
[ -1 ] 
f(z) = 119/22*z^3 - 75/22*z + 1
*
[ -1 ] 
f(z) = 119/23*z^3 - 73/23*z + 1
*
[ 6/7 ] 
f(z) = 119/24*z^3 - 80/21*z + 1
*
-6/7 | 0.15888722773519950424943426555589760809 | 0.023626235375085078209934131223843531611
f(z) = 119/24*z^3 - 73/21*z + 1
*
[ 2/3 ] 
f(z) = 119/24*z^3 - 73/27*z + 1
*
[ -1 ] 
f(z) = 119/24*z^3 - 71/24*z + 1
*
[ 2/7 ] 
f(z) = 119/24*z^3 - 61/21*z + 1
*
[ -1 ] 
f(z) = 119/25*z^3 - 69/25*z + 1
*
[ -1 ] 
f(z) = 119/26*z^3 - 67/26*z + 1
*
-6/7 | 0.21913872552071300405557813614168805566 | 0.027016380724823033371442366080040010178
f(z) = 119/27*z^3 - 79/28*z + 1
*
[ -1 ] 
f(z) = 119/27*z^3 - 65/27*z + 1
*
[ -1 ] 
f(z) = 119/29*z^3 - 61/29*z + 1
*
-1 | 0.092146595114122866713611326948861100356 | 0.019281065920757210548708917807842216955
f(z) = 119/39*z^3 - 80/39*z + 1
*
-21/20 | 0.17581598432414414439227235617131298183 | 0.029344408690360807176841462194131618471
f(z) = 100/27*z^3 - 41/12*z + 1
*
-2 | 0.078067251050730072374118884396320155641 | 0.012945005033697947927522201381642495895
f(z) = 101/24*z^3 - 52/3*z + 1
*
[ 2 ] 
f(z) = 101/24*z^3 - 49/3*z + 1
*
[ -2 ] 
f(z) = 101/24*z^3 - 46/3*z + 1
*
-2 | 0.078446135578695513295314982692863394946 | 0.012966874682859518818024917514507451116
f(z) = 103/24*z^3 - 53/3*z + 1
*
[ 2 ] 
f(z) = 103/24*z^3 - 50/3*z + 1
*
[ -2 ] 
f(z) = 103/24*z^3 - 47/3*z + 1
*
[ -5/4 ] 
f(z) = 104/25*z^3 - 47/10*z + 1
*
[ 3/13 ] 
f(z) = 104/27*z^3 - 46/13*z + 1
*
[ -4/3 ] 
f(z) = 105/32*z^3 - 49/12*z + 1
*
[ -3/2 ] 
f(z) = 106/27*z^3 - 43/6*z + 1
*
-2 | 0.079179157497541987721158164255618392321 | 0.013008392958500028732255324320747150331
f(z) = 107/24*z^3 - 55/3*z + 1
*
[ 2 ] 
f(z) = 107/24*z^3 - 52/3*z + 1
*
[ -2 ] 
f(z) = 107/24*z^3 - 49/3*z + 1
*
[ 3/4 ] 
f(z) = 107/27*z^3 - 41/16*z + 1
*
[ 5/3 ] 
f(z) = 108/25*z^3 - 58/5*z + 1
*
[ -5/3 ] 
f(z) = 108/25*z^3 - 52/5*z + 1
*
[ 5/18 ] 
f(z) = 108/25*z^3 - 44/15*z + 1
*
-2 | 0.079533894590390073821590942234483542166 | 0.013028106204823482719836426659500921355
f(z) = 109/24*z^3 - 56/3*z + 1
*
[ 2 ] 
f(z) = 109/24*z^3 - 53/3*z + 1
*
[ -2 ] 
f(z) = 109/24*z^3 - 50/3*z + 1
*
[ 6/5 ] 
f(z) = 110/27*z^3 - 57/10*z + 1
*
[ 3/2 ] 
f(z) = 110/27*z^3 - 53/6*z + 1
*
[ -4/3 ] 
f(z) = 111/32*z^3 - 53/12*z + 1
*
[ 6/7 ] 
f(z) = 112/27*z^3 - 45/14*z + 1
*
-2 | 0.080225323918072380735863561213487556081 | 0.013066259346681616688279478828810840792
f(z) = 113/24*z^3 - 58/3*z + 1
*
[ 2 ] 
f(z) = 113/24*z^3 - 55/3*z + 1
*
[ -2 ] 
f(z) = 113/24*z^3 - 52/3*z + 1
*
[ 3/4 ] 
f(z) = 113/27*z^3 - 43/16*z + 1
*
-2 | 0.080562516821818362457045637467417290113 | 0.013084747732683144449784973352653600558
f(z) = 115/24*z^3 - 59/3*z + 1
*
[ 2 ] 
f(z) = 115/24*z^3 - 56/3*z + 1
*
[ -2 ] 
f(z) = 115/24*z^3 - 53/3*z + 1
*
2/5 | 0.18756200685911198309666880571323051274 | 0.029517010443977320186319326189578385936
f(z) = 115/24*z^3 - 49/15*z + 1
*
-6/5 | 0.21465628833070817866426134772814436104 | 0.029542042928643431636416886733777749149
f(z) = 115/27*z^3 - 53/10*z + 1
*
[ -6/5 ] 
f(z) = 115/27*z^3 - 43/10*z + 1
*
[ -5/3 ] 
f(z) = 117/25*z^3 - 57/5*z + 1
*
[ -3/2 ] 
f(z) = 118/27*z^3 - 49/6*z + 1
*
[ 2 ] 
f(z) = 119/24*z^3 - 58/3*z + 1
*
[ -2 ] 
f(z) = 119/24*z^3 - 55/3*z + 1
*
[ 3/4 ] 
f(z) = 119/27*z^3 - 45/16*z + 1
*
[ 3/5 ] 
f(z) = 100/21*z^3 - 50/21*z + 1
*
[ 1/2 ] 
f(z) = 100/21*z^3 - 46/21*z + 1
*
[ -1 ] 
f(z) = 100/23*z^3 - 54/23*z + 1
*
[ 1/2 ] 
f(z) = 100/23*z^3 - 48/23*z + 1
*
[ 1/2 ] 
f(z) = 100/27*z^3 - 52/27*z + 1
*
[ 1/2 ] 
f(z) = 100/29*z^3 - 54/29*z + 1
*
[ 1/2 ] 
f(z) = 100/31*z^3 - 56/31*z + 1
*
[ -1 ] 
f(z) = 101/21*z^3 - 59/21*z + 1
*
[ -1 ] 
f(z) = 101/22*z^3 - 57/22*z + 1
*
[ -1 ] 
f(z) = 101/23*z^3 - 55/23*z + 1
*
[ -1 ] 
f(z) = 101/24*z^3 - 53/24*z + 1
*
[ -1 ] 
f(z) = 101/25*z^3 - 51/25*z + 1
*
[ -1 ] 
f(z) = 102/23*z^3 - 56/23*z + 1
*
[ -1 ] 
f(z) = 102/25*z^3 - 52/25*z + 1
*
[ -1 ] 
f(z) = 103/22*z^3 - 59/22*z + 1
*
[ -1 ] 
f(z) = 103/23*z^3 - 57/23*z + 1
*
[ -1 ] 
f(z) = 103/24*z^3 - 55/24*z + 1
*
[ -1 ] 
f(z) = 103/25*z^3 - 53/25*z + 1
*
[ 3/5 ] 
f(z) = 103/27*z^3 - 51/25*z + 1
*
[ 1/2 ] 
f(z) = 104/21*z^3 - 47/21*z + 1
*
[ -1 ] 
f(z) = 104/23*z^3 - 58/23*z + 1
*
[ 1/2 ] 
f(z) = 104/23*z^3 - 49/23*z + 1
*
[ -1 ] 
f(z) = 104/25*z^3 - 54/25*z + 1
*
[ 1/2 ] 
f(z) = 104/25*z^3 - 51/25*z + 1
*
[ 3/8 ] 
f(z) = 104/27*z^3 - 53/24*z + 1
*
[ 1/2 ] 
f(z) = 104/27*z^3 - 53/27*z + 1
*
[ 1/2 ] 
f(z) = 104/29*z^3 - 55/29*z + 1
*
[ 1/2 ] 
f(z) = 104/31*z^3 - 57/31*z + 1
*
[ 1/2 ] 
f(z) = 104/33*z^3 - 59/33*z + 1
*
[ -1 ] 
f(z) = 105/23*z^3 - 59/23*z + 1
*
[ -1 ] 
f(z) = 105/26*z^3 - 53/26*z + 1
*
[ 4/7 ] 
f(z) = 105/32*z^3 - 51/28*z + 1
*
[ 4/5 ] 
f(z) = 105/32*z^3 - 47/20*z + 1
*
[ 2/3 ] 
f(z) = 105/32*z^3 - 47/24*z + 1
*
[ -1 ] 
f(z) = 106/23*z^3 - 60/23*z + 1
*
[ -1 ] 
f(z) = 106/25*z^3 - 56/25*z + 1
*
[ 3/5 ] 
f(z) = 106/27*z^3 - 52/25*z + 1
*
[ -1 ] 
f(z) = 107/24*z^3 - 59/24*z + 1
*
[ -1 ] 
f(z) = 107/25*z^3 - 57/25*z + 1
*
[ -1 ] 
f(z) = 107/26*z^3 - 55/26*z + 1
*
[ 1/3 ] 
f(z) = 108/23*z^3 - 58/23*z + 1
*
[ 1/2 ] 
f(z) = 108/23*z^3 - 50/23*z + 1
*
[ -1 ] 
f(z) = 108/25*z^3 - 58/25*z + 1
*
[ 1/2 ] 
f(z) = 108/25*z^3 - 52/25*z + 1
*
[ 5/12 ] 
f(z) = 108/25*z^3 - 43/20*z + 1
*
[ 1/2 ] 
f(z) = 108/29*z^3 - 56/29*z + 1
*
[ 1/2 ] 
f(z) = 108/31*z^3 - 58/31*z + 1
*
[ -1 ] 
f(z) = 109/25*z^3 - 59/25*z + 1
*
[ -1 ] 
f(z) = 109/26*z^3 - 57/26*z + 1
*
[ -1 ] 
f(z) = 109/27*z^3 - 55/27*z + 1
*
[ 3/5 ] 
f(z) = 109/27*z^3 - 53/25*z + 1
*
[ -1 ] 
f(z) = 110/27*z^3 - 56/27*z + 1
*
[ 6/11 ] 
f(z) = 110/27*z^3 - 45/22*z + 1
*
[ -1 ] 
f(z) = 111/26*z^3 - 59/26*z + 1
*
[ 2/3 ] 
f(z) = 111/32*z^3 - 49/24*z + 1
*
[ 1/2 ] 
f(z) = 112/23*z^3 - 51/23*z + 1
*
[ 1/2 ] 
f(z) = 112/25*z^3 - 53/25*z + 1
*
[ 5/8 ] 
f(z) = 112/25*z^3 - 47/20*z + 1
*
[ -1 ] 
f(z) = 112/27*z^3 - 58/27*z + 1
*
[ 1/2 ] 
f(z) = 112/27*z^3 - 55/27*z + 1
*
[ 3/5 ] 
f(z) = 112/27*z^3 - 54/25*z + 1
*
[ 3/7 ] 
f(z) = 112/27*z^3 - 44/21*z + 1
*
[ 1/2 ] 
f(z) = 112/29*z^3 - 57/29*z + 1
*
[ 1/2 ] 
f(z) = 112/31*z^3 - 59/31*z + 1
*
[ -1 ] 
f(z) = 113/27*z^3 - 59/27*z + 1
*
[ -1 ] 
f(z) = 113/28*z^3 - 57/28*z + 1
*
[ -1 ] 
f(z) = 115/28*z^3 - 59/28*z + 1
*
[ 4/5 ] 
f(z) = 115/32*z^3 - 51/20*z + 1
*
[ 1/2 ] 
f(z) = 116/21*z^3 - 50/21*z + 1
*
[ 1/2 ] 
f(z) = 116/23*z^3 - 52/23*z + 1
*
[ 1/2 ] 
f(z) = 116/25*z^3 - 54/25*z + 1
*
[ 1/2 ] 
f(z) = 116/27*z^3 - 56/27*z + 1
*
[ 1/2 ] 
f(z) = 116/31*z^3 - 60/31*z + 1
*
[ 1/3 ] 
f(z) = 117/20*z^3 - 53/20*z + 1
*
[ 1/3 ] 
f(z) = 117/22*z^3 - 57/22*z + 1
*
[ 1/3 ] 
f(z) = 117/23*z^3 - 59/23*z + 1
*
[ -1 ] 
f(z) = 117/29*z^3 - 59/29*z + 1
*
[ 3/5 ] 
f(z) = 118/27*z^3 - 56/25*z + 1
*
[ -1 ] 
f(z) = 118/29*z^3 - 60/29*z + 1
*
-6/7 | 0.19226088333853358448621727389108915352 | 0.028588835917939895145069050301256988067
f(z) = 119/24*z^3 - 52/21*z + 1
*
[ 4/7 ] 
f(z) = 119/32*z^3 - 55/28*z + 1
*
[ 3/8 ] 
f(z) = 100/27*z^3 - 35/16*z + 1
*
[ -3 ] 
f(z) = 100/27*z^3 - 32*z + 1
*
[ 6/5 ] 
f(z) = 100/27*z^3 - 31/6*z + 1
*
[ 3/4 ] 
f(z) = 100/27*z^3 - 29/12*z + 1
*
[ 9/10 ] 
f(z) = 100/27*z^3 - 28/9*z + 1
*
3/10 | 0.080692241497690815585127065143135442431 | 0.014791474193980583696556857924036926663
f(z) = 100/27*z^3 - 26/3*z + 1
*
[ 3/20 ] 
f(z) = 100/27*z^3 - 23/4*z + 1
*
[ 3/4 ] 
f(z) = 101/27*z^3 - 39/16*z + 1
*
[ 3 ] 
f(z) = 101/27*z^3 - 33*z + 1
*
[ -3/2 ] 
f(z) = 101/27*z^3 - 27/4*z + 1
*
[ -3 ] 
f(z) = 103/27*z^3 - 33*z + 1
*
[ 3/2 ] 
f(z) = 103/27*z^3 - 33/4*z + 1
*
[ 3 ] 
f(z) = 104/27*z^3 - 34*z + 1
*
[ 3/2 ] 
f(z) = 104/27*z^3 - 25/3*z + 1
*
[ -3 ] 
f(z) = 106/27*z^3 - 34*z + 1
*
[ 3 ] 
f(z) = 107/27*z^3 - 35*z + 1
*
[ -3/2 ] 
f(z) = 107/27*z^3 - 29/4*z + 1
*
[ 5/9 ] 
f(z) = 108/25*z^3 - 32/15*z + 1
*
[ -3 ] 
f(z) = 109/27*z^3 - 35*z + 1
*
[ 3/2 ] 
f(z) = 109/27*z^3 - 35/4*z + 1
*
[ 3 ] 
f(z) = 110/27*z^3 - 36*z + 1
*
[ 3/5 ] 
f(z) = 110/27*z^3 - 32/15*z + 1
*
[ 3/10 ] 
f(z) = 110/27*z^3 - 27/10*z + 1
*
[ 3/4 ] 
f(z) = 110/27*z^3 - 21/8*z + 1
*
[ 5/4 ] 
f(z) = 112/25*z^3 - 34/5*z + 1
*
[ -5/4 ] 
f(z) = 112/25*z^3 - 26/5*z + 1
*
[ -3 ] 
f(z) = 112/27*z^3 - 36*z + 1
*
3/14 | 0.11305276014262431864086166890999825520 | 0.015365531306255772630410609324680859618
f(z) = 112/27*z^3 - 33/14*z + 1
*
[ 3/14 ] 
f(z) = 112/27*z^3 - 27/7*z + 1
*
[ -3/2 ] 
f(z) = 112/27*z^3 - 23/3*z + 1
*
[ 3 ] 
f(z) = 113/27*z^3 - 37*z + 1
*
[ -3/2 ] 
f(z) = 113/27*z^3 - 31/4*z + 1
*
[ 2/5 ] 
f(z) = 115/24*z^3 - 34/15*z + 1
*
[ -3 ] 
f(z) = 115/27*z^3 - 37*z + 1
*
[ 3/2 ] 
f(z) = 115/27*z^3 - 37/4*z + 1
*
[ 3 ] 
f(z) = 116/27*z^3 - 38*z + 1
*
[ 3/2 ] 
f(z) = 116/27*z^3 - 28/3*z + 1
*
[ 2/3 ] 
f(z) = 117/20*z^3 - 31/10*z + 1
*
[ 2/3 ] 
f(z) = 117/28*z^3 - 33/14*z + 1
*
[ 4/3 ] 
f(z) = 117/32*z^3 - 25/4*z + 1
*
[ -3 ] 
f(z) = 118/27*z^3 - 38*z + 1
*
[ 3 ] 
f(z) = 119/27*z^3 - 39*z + 1
*
[ -3/2 ] 
f(z) = 119/27*z^3 - 33/4*z + 1
*
[ -3/2 ] 
f(z) = 100/27*z^3 - 20/3*z + 1
*
[ 3/2 ] 
f(z) = 100/27*z^3 - 8*z + 1
*
[ 3/10 ] 
f(z) = 100/27*z^3 - 8/3*z + 1
*
[ -6/5 ] 
f(z) = 100/27*z^3 - 7/2*z + 1
*
[ 3/5 ] 
f(z) = 100/27*z^3 - 2*z + 1
*
[ -3/2 ] 
f(z) = 104/27*z^3 - 7*z + 1
*
[ 3/4 ] 
f(z) = 104/27*z^3 - 5/2*z + 1
*
[ 3/2 ] 
f(z) = 106/27*z^3 - 17/2*z + 1
*
[ 5/6 ] 
f(z) = 108/25*z^3 - 16/5*z + 1
*
[ -3/2 ] 
f(z) = 110/27*z^3 - 15/2*z + 1
*
[ 3/2 ] 
f(z) = 112/27*z^3 - 9*z + 1
*
[ 3/8 ] 
f(z) = 112/27*z^3 - 9/4*z + 1
*
[ 3/4 ] 
f(z) = 112/27*z^3 - 8/3*z + 1
*
[ 3/5 ] 
f(z) = 115/27*z^3 - 11/5*z + 1
*
[ 3/4 ] 
f(z) = 116/27*z^3 - 11/4*z + 1
*
[ -3/2 ] 
f(z) = 116/27*z^3 - 8*z + 1
*
[ -4/3 ] 
f(z) = 117/32*z^3 - 19/4*z + 1
*
[ 2/3 ] 
f(z) = 117/32*z^3 - 17/8*z + 1
*
[ 3/2 ] 
f(z) = 118/27*z^3 - 19/2*z + 1
*
[ 3/7 ] 
f(z) = 119/27*z^3 - 15/7*z + 1
*
[ -3/10 ]
f(z) = 100/27*z^3 + 4*z + 1
*
[ -3/5 ]
f(z) = 100/27*z^3 + 4/3*z + 1
*
[ -7/10 ]
f(z) = 100/21*z^3 + 2/21*z + 1
*
[ 3 ] 
f(z) = 101/45*z^3 - 293/15*z + 1
*
[ -3 ] 
f(z) = 101/45*z^3 - 283/15*z + 1
*
[ 3 ] 
f(z) = 103/45*z^3 - 299/15*z + 1
*
[ -3 ] 
f(z) = 103/45*z^3 - 289/15*z + 1
*
[ -3 ] 
f(z) = 104/45*z^3 - 292/15*z + 1
*
[ -3 ] 
f(z) = 106/45*z^3 - 298/15*z + 1
*
[ -7/4 ] 
f(z) = 106/49*z^3 - 283/56*z + 1
*
[ 1/6 ] 
f(z) = 108/59*z^3 - 298/59*z + 1
*
[ -7/4 ] 
f(z) = 110/49*z^3 - 297/56*z + 1
*
[ 3/2 ] 
f(z) = 101/45*z^3 - 283/60*z + 1
*
[ 3/2 ] 
f(z) = 103/45*z^3 - 289/60*z + 1
*
-3/2 | 0.18337486950238640741864517905436268155 | 0.027134108494967609508119104669636191758
f(z) = 109/45*z^3 - 287/60*z + 1
*
[ 4/3 ] 
f(z) = 111/40*z^3 - 281/60*z + 1
*
[ 14/9 ] 
f(z) = 117/56*z^3 - 296/63*z + 1
*
2/9 | 0.17891298581702260083883327715138826358 | 0.023087564962347216257835509556692144448
f(z) = 117/56*z^3 - 290/63*z + 1
*
[ 1/4 ] 
f(z) = 104/45*z^3 - 283/90*z + 1
*
[ 1/4 ] 
f(z) = 104/47*z^3 - 295/94*z + 1
*
7/9 | 0.21020982183318503318532503481077608726 | 0.027690677772112483573753263603234533723
f(z) = 108/49*z^3 - 283/84*z + 1
*
4/7 | 0.16512184813583316640042782256032302501 | 0.023300120543717661859977277167602545021
f(z) = 119/48*z^3 - 299/84*z + 1
*
2/5 | 0.16690930061893141539691622723739977746 | 0.029491973692248574304431115043232122366
f(z) = 100/51*z^3 - 287/102*z + 1
*
[ -3/2 ] 
f(z) = 106/57*z^3 - 287/114*z + 1
*
1/2 | 0.16364362591114485227455664779363348157 | 0.029023294118261231142347380644057239337
f(z) = 106/57*z^3 - 281/114*z + 1
*
[ 7/24 ] 
f(z) = 108/49*z^3 - 293/112*z + 1
*
1/2 | 0.16358059542637818936474837099289226998 | 0.028975668072383597068017514797239124121
f(z) = 110/57*z^3 - 283/114*z + 1
*
[ 6/5 ] 
f(z) = 115/56*z^3 - 293/105*z + 1
*
0 | 0.16295830167462163160109045447736740473 | 0.028793853476708772145427144127291742275
f(z) = 118/51*z^3 - 287/102*z + 1
*
0 | 0.16358059542637818936474837099289226998 | 0.028798525447395726512564046792281719625
f(z) = 118/57*z^3 - 293/114*z + 1
*
1/2 | 0.16358640126977063710580123961714995156 | 0.028904835289391206977866178186785219963
f(z) = 118/57*z^3 - 287/114*z + 1
*
3/7 | 0.16166805796576187819321138069947091911 | 0.023813334932884597672912179595177310665
f(z) = 119/45*z^3 - 296/105*z + 1
*
[ -4/3 ] 
f(z) = 119/48*z^3 - 287/108*z + 1
*
6/7 | 0.28493809608975287355931966376861164084 | 0.029542644823896187677589891706971784961
f(z) = 119/54*z^3 - 286/119*z + 1
*
[ 1/3 ] 
f(z) = 102/43*z^3 - 292/129*z + 1
*
[ 1/3 ] 
f(z) = 105/41*z^3 - 281/123*z + 1
*
[ 1/3 ] 
f(z) = 105/43*z^3 - 293/129*z + 1
*
[ 1/3 ] 
f(z) = 105/44*z^3 - 299/132*z + 1
*
[ 1/3 ] 
f(z) = 111/41*z^3 - 283/123*z + 1
*
[ 1/3 ] 
f(z) = 111/43*z^3 - 295/129*z + 1
*
[ 1/3 ] 
f(z) = 114/41*z^3 - 284/123*z + 1
*
[ 1/3 ] 
f(z) = 114/43*z^3 - 296/129*z + 1
*
[ -4/3 ] 
f(z) = 105/52*z^3 - 287/156*z + 1
*
[ -14/11 ] 
f(z) = 110/49*z^3 - 285/154*z + 1
*
[ 4/5 ] 
f(z) = 100/41*z^3 - 297/164*z + 1
*
[ 4/5 ] 
f(z) = 100/43*z^3 - 299/172*z + 1
*
[ 1/2 ] 
f(z) = 105/44*z^3 - 281/176*z + 1
*
[ 1/2 ] 
f(z) = 107/44*z^3 - 283/176*z + 1
*
[ 7/15 ] 
f(z) = 108/49*z^3 - 284/175*z + 1
*
[ 1/2 ] 
f(z) = 109/43*z^3 - 281/172*z + 1
*
[ 1/2 ] 
f(z) = 109/44*z^3 - 285/176*z + 1
*
[ 1/2 ] 
f(z) = 111/43*z^3 - 283/172*z + 1
*
[ 1/2 ] 
f(z) = 111/44*z^3 - 287/176*z + 1
*
[ 1/2 ] 
f(z) = 113/42*z^3 - 281/168*z + 1
*
[ 1/2 ] 
f(z) = 113/43*z^3 - 285/172*z + 1
*
[ 1/2 ] 
f(z) = 113/44*z^3 - 289/176*z + 1
*
[ 1/2 ] 
f(z) = 115/42*z^3 - 283/168*z + 1
*
[ 1/2 ] 
f(z) = 115/43*z^3 - 287/172*z + 1
*
[ 1/2 ] 
f(z) = 115/44*z^3 - 291/176*z + 1
*
[ 1/2 ] 
f(z) = 117/41*z^3 - 281/164*z + 1
*
[ 1/2 ] 
f(z) = 117/43*z^3 - 289/172*z + 1
*
[ 1/2 ] 
f(z) = 117/44*z^3 - 293/176*z + 1
*
[ 7/15 ] 
f(z) = 117/49*z^3 - 291/175*z + 1
*
[ -5/4 ] 
f(z) = 117/50*z^3 - 297/160*z + 1
*
[ 5/12 ] 
f(z) = 117/50*z^3 - 289/160*z + 1
*
[ 1/2 ] 
f(z) = 119/41*z^3 - 283/164*z + 1
*
[ 1/2 ] 
f(z) = 119/43*z^3 - 291/172*z + 1
*
[ 1/2 ] 
f(z) = 119/44*z^3 - 295/176*z + 1
*
[ 1/2 ] 
f(z) = 101/45*z^3 - 281/180*z + 1
*
[ 1/2 ] 
f(z) = 101/46*z^3 - 285/184*z + 1
*
[ 1/2 ] 
f(z) = 101/47*z^3 - 289/188*z + 1
*
[ 1/2 ] 
f(z) = 101/48*z^3 - 293/192*z + 1
*
[ 1/2 ] 
f(z) = 101/49*z^3 - 297/196*z + 1
*
[ 7/9 ] 
f(z) = 102/49*z^3 - 292/189*z + 1
*
[ 1/2 ] 
f(z) = 103/45*z^3 - 283/180*z + 1
*
[ 1/2 ] 
f(z) = 103/46*z^3 - 287/184*z + 1
*
[ 1/2 ] 
f(z) = 103/47*z^3 - 291/188*z + 1
*
[ 1/2 ] 
f(z) = 103/48*z^3 - 295/192*z + 1
*
[ 1/2 ] 
f(z) = 103/49*z^3 - 299/196*z + 1
*
[ 15/26 ] 
f(z) = 104/45*z^3 - 293/195*z + 1
*
[ 1/2 ] 
f(z) = 105/46*z^3 - 289/184*z + 1
*
[ 1/2 ] 
f(z) = 105/47*z^3 - 293/188*z + 1
*
[ 1/2 ] 
f(z) = 107/45*z^3 - 287/180*z + 1
*
[ 1/2 ] 
f(z) = 107/46*z^3 - 291/184*z + 1
*
[ 1/2 ] 
f(z) = 107/47*z^3 - 295/188*z + 1
*
[ 1/2 ] 
f(z) = 107/48*z^3 - 299/192*z + 1
*
[ 1/2 ] 
f(z) = 109/45*z^3 - 289/180*z + 1
*
[ 1/2 ] 
f(z) = 109/46*z^3 - 293/184*z + 1
*
[ 1/2 ] 
f(z) = 109/47*z^3 - 297/188*z + 1
*
[ 1/2 ] 
f(z) = 111/46*z^3 - 295/184*z + 1
*
[ 1/2 ] 
f(z) = 111/47*z^3 - 299/188*z + 1
*
[ 5/8 ] 
f(z) = 112/45*z^3 - 283/180*z + 1
*
[ 1/2 ] 
f(z) = 113/45*z^3 - 293/180*z + 1
*
[ 1/2 ] 
f(z) = 113/46*z^3 - 297/184*z + 1
*
[ 1/2 ] 
f(z) = 119/45*z^3 - 299/180*z + 1
*
[ 3/4 ] 
f(z) = 100/51*z^3 - 293/204*z + 1
*
[ 17/10 ] 
f(z) = 100/51*z^3 - 268/51*z + 1
*
[ -19/10 ] 
f(z) = 100/57*z^3 - 274/57*z + 1
*
[ -7/4 ] 
f(z) = 102/49*z^3 - 269/56*z + 1
*
[ 1/6 ] 
f(z) = 108/53*z^3 - 268/53*z + 1
*
[ -5/3 ] 
f(z) = 117/40*z^3 - 261/40*z + 1
*
-3/2 | 0.19268629919010197075327295177836570282 | 0.028885181989955951465346515592046098245
f(z) = 101/45*z^3 - 263/60*z + 1
*
2/5 | 0.15272078594637408344954513784359835187 | 0.027155105007826923861211550952231954120
f(z) = 100/49*z^3 - 277/98*z + 1
*
[ 1/4 ] 
f(z) = 104/43*z^3 - 271/86*z + 1
*
[ 7/26 ] 
f(z) = 104/49*z^3 - 261/91*z + 1
*
[ 4/3 ] 
f(z) = 111/56*z^3 - 275/84*z + 1
*
-10/9 | 0.20630570026817509313650026957504531466 | 0.028637066210751965055842637158181623912
f(z) = 117/50*z^3 - 269/90*z + 1
*
[ 6/5 ] 
f(z) = 100/51*z^3 - 271/102*z + 1
*
[ 6/5 ] 
f(z) = 100/57*z^3 - 269/114*z + 1
*
0 | 0.16358097690344535972268272119650420841 | 0.029317006737782734235514331175019483959
f(z) = 104/57*z^3 - 265/114*z + 1
*
0 | 0.15740139347581016826699877021429632544 | 0.028247853983730057300117399681478223100
f(z) = 106/51*z^3 - 263/102*z + 1
*
0 | 0.16358162904279907908692956819562683743 | 0.029238618034741365581674668326568883814
f(z) = 106/57*z^3 - 269/114*z + 1
*
2/3 | 0.14177377664385941676167874348520072120 | 0.025478166358648018590962787102243892510
f(z) = 108/55*z^3 - 261/110*z + 1
*
0 | 0.15871710895915235721185587895018842230 | 0.028331621308637113920665493101870342217
f(z) = 110/51*z^3 - 271/102*z + 1
*
0 | 0.16358059542637818936474837099289226998 | 0.029086075078253721156269041124849877867
f(z) = 110/57*z^3 - 277/114*z + 1
*
[ -4/3 ] 
f(z) = 113/48*z^3 - 263/108*z + 1
*
[ -4/3 ] 
f(z) = 115/48*z^3 - 271/108*z + 1
*
1/2 | 0.15740354450955651757476382156709558334 | 0.028248240016444502672224956576392056467
f(z) = 118/51*z^3 - 263/102*z + 1
*
[ 1/3 ] 
f(z) = 102/41*z^3 - 280/123*z + 1
*
[ 1/3 ] 
f(z) = 111/40*z^3 - 277/120*z + 1
*
[ 7/19 ] 
f(z) = 114/49*z^3 - 270/133*z + 1
*
[ 9/10 ] 
f(z) = 100/57*z^3 - 262/171*z + 1
*
[ 1/2 ] 
f(z) = 101/40*z^3 - 261/160*z + 1
*
[ 1/2 ] 
f(z) = 101/41*z^3 - 265/164*z + 1
*
[ 1/2 ] 
f(z) = 101/42*z^3 - 269/168*z + 1
*
[ 1/2 ] 
f(z) = 101/43*z^3 - 273/172*z + 1
*
[ 1/2 ] 
f(z) = 101/44*z^3 - 277/176*z + 1
*
[ 1/2 ] 
f(z) = 103/40*z^3 - 263/160*z + 1
*
[ 1/2 ] 
f(z) = 103/41*z^3 - 267/164*z + 1
*
[ 1/2 ] 
f(z) = 103/42*z^3 - 271/168*z + 1
*
[ 1/2 ] 
f(z) = 103/43*z^3 - 275/172*z + 1
*
[ 1/2 ] 
f(z) = 103/44*z^3 - 279/176*z + 1
*
[ 1/2 ] 
f(z) = 105/41*z^3 - 269/164*z + 1
*
[ 1/2 ] 
f(z) = 105/43*z^3 - 277/172*z + 1
*
[ 1/2 ] 
f(z) = 107/40*z^3 - 267/160*z + 1
*
[ 1/2 ] 
f(z) = 107/41*z^3 - 271/164*z + 1
*
[ 1/2 ] 
f(z) = 107/42*z^3 - 275/168*z + 1
*
[ 1/2 ] 
f(z) = 107/43*z^3 - 279/172*z + 1
*
[ 7/10 ] 
f(z) = 108/49*z^3 - 264/175*z + 1
*
[ 1/2 ] 
f(z) = 109/40*z^3 - 269/160*z + 1
*
[ 1/2 ] 
f(z) = 109/41*z^3 - 273/164*z + 1
*
[ 1/2 ] 
f(z) = 109/42*z^3 - 277/168*z + 1
*
[ 1/2 ] 
f(z) = 111/40*z^3 - 271/160*z + 1
*
[ 1/2 ] 
f(z) = 111/41*z^3 - 275/164*z + 1
*
[ -5/4 ] 
f(z) = 111/50*z^3 - 267/160*z + 1
*
0 | 0.13454791956990770261640011758305452693 | 0.023165395787382056651361168910917188270
f(z) = 111/56*z^3 - 277/168*z + 1
*
[ 1/2 ] 
f(z) = 113/40*z^3 - 273/160*z + 1
*
[ 1/2 ] 
f(z) = 113/41*z^3 - 277/164*z + 1
*
[ -5/4 ] 
f(z) = 113/50*z^3 - 277/160*z + 1
*
[ 1/2 ] 
f(z) = 115/41*z^3 - 279/164*z + 1
*
[ 7/10 ] 
f(z) = 116/49*z^3 - 278/175*z + 1
*
[ 1/2 ] 
f(z) = 117/40*z^3 - 277/160*z + 1
*
[ 1/2 ] 
f(z) = 119/40*z^3 - 279/160*z + 1
*
[ 10/3 ] 
f(z) = 117/50*z^3 - 253/10*z + 1
*
[ -10/3 ] 
f(z) = 117/50*z^3 - 247/10*z + 1
*
[ 7/3 ] 
f(z) = 111/49*z^3 - 247/21*z + 1
*
[ 7/3 ] 
f(z) = 114/49*z^3 - 254/21*z + 1
*
-2 | 0.10028121990096057170065154895135504308 | 0.016232134517515193687158848850639336268
f(z) = 115/44*z^3 - 241/22*z + 1
*
-2 | 0.099965592802344842471776010096622323785 | 0.016159427992151207845930398932995497486
f(z) = 115/52*z^3 - 243/26*z + 1
*
-2 | 0.10062797811318546024266361577890508641 | 0.016244977808150861649957226128747416737
f(z) = 117/44*z^3 - 245/22*z + 1
*
-2 | 0.10096806681330054756068711428659207721 | 0.016257376994345429928175499726065922240
f(z) = 119/44*z^3 - 249/22*z + 1
*
-2 | 0.10067160783196120693776476258308541245 | 0.016188789421139325175695933478555668315
f(z) = 119/52*z^3 - 251/26*z + 1
*
-17/10 | 0.15865567720454589444679565803470654607 | 0.028611469838984814846938135995309810178
f(z) = 100/51*z^3 - 256/51*z + 1
*
[ 1/6 ] 
f(z) = 108/49*z^3 - 248/49*z + 1
*
[ 3/2 ] 
f(z) = 116/51*z^3 - 244/51*z + 1
*
[ 3/2 ] 
f(z) = 116/57*z^3 - 242/57*z + 1
*
2/9 | 0.19746291325495186411988341016953409069 | 0.025924737476118023627540661766753591484
f(z) = 117/40*z^3 - 254/45*z + 1
*
4/3 | 0.16452288296240930758146211712135328033 | 0.029996166668964175954204243109217600443
f(z) = 117/44*z^3 - 241/44*z + 1
*
[ -3/2 ] 
f(z) = 119/45*z^3 - 257/60*z + 1
*
[ 1/4 ] 
f(z) = 104/41*z^3 - 259/82*z + 1
*
-5/4 | 0.058764626421071160727794607731298104705 | 0.010620005430809625285221772508055638325
f(z) = 104/45*z^3 - 253/90*z + 1
*
[ 7/6 ] 
f(z) = 111/49*z^3 - 247/84*z + 1
*
[ -4/3 ] 
f(z) = 117/46*z^3 - 255/92*z + 1
*
[ 10/9 ] 
f(z) = 117/50*z^3 - 251/90*z + 1
*
6/7 | 0.19287043960436959396419275951887958158 | 0.027904729618420321146410786005285841026
f(z) = 119/48*z^3 - 251/84*z + 1
*
0 | 0.15751110702346109633366437632068373275 | 0.028345506694566834892907536177161186532
f(z) = 104/51*z^3 - 259/102*z + 1
*
3/4 | 0.15740177495287733862493312041790826388 | 0.028445815222935637393344367769049900860
f(z) = 104/51*z^3 - 253/102*z + 1
*
1/2 | 0.15740194571610622179928343626215135418 | 0.028365432967221309524615672376248407982
f(z) = 106/51*z^3 - 257/102*z + 1
*
[ -4/3 ] 
f(z) = 109/48*z^3 - 247/108*z + 1
*
1/2 | 0.15807784166804293415930340129933024258 | 0.028447495569926873274577077579451217810
f(z) = 110/51*z^3 - 259/102*z + 1
*
3/4 | 0.18790812896124157731874565510291996346 | 0.028195767754867116337413619593827156369
f(z) = 112/45*z^3 - 257/105*z + 1
*
[ -4/3 ] 
f(z) = 117/50*z^3 - 241/100*z + 1
*
[ 6/7 ] 
f(z) = 119/40*z^3 - 247/105*z + 1
*
[ 3/8 ] 
f(z) = 101/54*z^3 - 247/128*z + 1
*
[ 2/5 ] 
f(z) = 107/40*z^3 - 241/125*z + 1
*
[ 3/8 ] 
f(z) = 107/54*z^3 - 249/128*z + 1
*
[ 2/5 ] 
f(z) = 109/40*z^3 - 242/125*z + 1
*
0 | 0.13548741175245467745104612032009078947 | 0.023327150114891700466975036193199710656
f(z) = 111/40*z^3 - 253/120*z + 1
*
[ 2/5 ] 
f(z) = 111/40*z^3 - 243/125*z + 1
*
[ 2/5 ] 
f(z) = 113/40*z^3 - 244/125*z + 1
*
[ 3/8 ] 
f(z) = 113/54*z^3 - 251/128*z + 1
*
[ 2/5 ] 
f(z) = 115/52*z^3 - 241/130*z + 1
*
[ 2/5 ] 
f(z) = 117/40*z^3 - 246/125*z + 1
*
[ 5/13 ] 
f(z) = 117/50*z^3 - 253/130*z + 1
*
[ 2/5 ] 
f(z) = 119/40*z^3 - 247/125*z + 1
*
[ 3/8 ] 
f(z) = 119/54*z^3 - 253/128*z + 1
*
[ 9/10 ] 
f(z) = 100/51*z^3 - 260/153*z + 1
*
[ 3/4 ] 
f(z) = 112/53*z^3 - 242/159*z + 1
*
[ 4/7 ] 
f(z) = 119/40*z^3 - 241/140*z + 1
*
[ 7/10 ] 
f(z) = 104/49*z^3 - 257/175*z + 1
*
[ -5/4 ] 
f(z) = 107/50*z^3 - 247/160*z + 1
*
5/18 | 0.16302080983017059271827018642817732480 | 0.028200664738855201982720503529959908412
f(z) = 108/55*z^3 - 256/165*z + 1
*
[ -5/4 ] 
f(z) = 109/50*z^3 - 257/160*z + 1
*
[ 3/4 ] 
f(z) = 112/55*z^3 - 244/165*z + 1
*
[ 3/4 ] 
f(z) = 112/59*z^3 - 248/177*z + 1
*
[ 7/12 ] 
f(z) = 114/49*z^3 - 253/168*z + 1
*
[ 10/17 ] 
f(z) = 119/50*z^3 - 259/170*z + 1
*
[ 7/3 ] 
f(z) = 102/49*z^3 - 226/21*z + 1
*
-2 | 0.098436801653164898622953606244796208857 | 0.016160202576919116782420062260753619500
f(z) = 105/44*z^3 - 221/22*z + 1
*
-2 | 0.098061375510955938718559815163291419818 | 0.016074794823389328404624030391606298022
f(z) = 105/52*z^3 - 223/26*z + 1
*
-2 | 0.098821552687854764666469869205911861944 | 0.016175732174720463637386433870178876893
f(z) = 107/44*z^3 - 225/22*z + 1
*
-2 | 0.098459713624911994134481476759978906918 | 0.016093192121307415207431750697764258053
f(z) = 107/52*z^3 - 227/26*z + 1
*
-2 | 0.099198010907444070746121610747238612851 | 0.016190652668845253699059298773620039186
f(z) = 109/44*z^3 - 229/22*z + 1
*
-2 | 0.098848867204173479864710525622424566326 | 0.016110801362047985793053223833320952687
f(z) = 109/52*z^3 - 231/26*z + 1
*
-2 | 0.099566548143429258975401054991732216299 | 0.016205003245739037703000256366637483908
f(z) = 111/44*z^3 - 233/22*z + 1
*
[ -7/3 ] 
f(z) = 111/49*z^3 - 229/21*z + 1
*
-2 | 0.099229290948219141880283473590281475286 | 0.016127677874520640602060060501733633047
f(z) = 111/52*z^3 - 235/26*z + 1
*
-2 | 0.099927510314943253432398359634829174980 | 0.016218819639955097872652422566666933854
f(z) = 113/44*z^3 - 237/22*z + 1
*
-2 | 0.099601403793898980697863335790790625429 | 0.016143871649691136217652797731115860205
f(z) = 113/52*z^3 - 239/26*z + 1
*
[ -7/3 ] 
f(z) = 114/49*z^3 - 236/21*z + 1
*
[ 2 ] 
f(z) = 117/44*z^3 - 223/22*z + 1
*
-10/7 | 0.20201273663154094688730445232536171183 | 0.026983193626012846868152772342151136974
f(z) = 119/40*z^3 - 223/35*z + 1
*
[ 2 ] 
f(z) = 119/44*z^3 - 227/22*z + 1
*
[ 2 ] 
f(z) = 119/52*z^3 - 225/26*z + 1
*
[ 1/5 ] 
f(z) = 100/57*z^3 - 232/57*z + 1
*
[ 1/5 ] 
f(z) = 100/59*z^3 - 240/59*z + 1
*
0 | 0.12348821767059135229161722232199985357 | 0.022875971788673817053289085840417853632
f(z) = 103/59*z^3 - 221/59*z + 1
*
0 | 0.12368338891896788547207757004630946447 | 0.022892980679165748799081455415027031482
f(z) = 104/59*z^3 - 222/59*z + 1
*
0 | 0.11106910367492152903751415873491448451 | 0.020575353099989599965850571333464852957
f(z) = 105/58*z^3 - 221/58*z + 1
*
0 | 0.12387651498878310760144469822329002809 | 0.022909668903551823041350585545192675960
f(z) = 105/59*z^3 - 223/59*z + 1
*
0 | 0.12406763850954971757438228349528048183 | 0.022926044556631894147754139490484967475
f(z) = 106/59*z^3 - 224/59*z + 1
*
0 | 0.10396685130330445508055361661000718213 | 0.019259673531898738683151868358665298090
f(z) = 107/57*z^3 - 221/57*z + 1
*
0 | 0.11144878947297339398230991728760633657 | 0.020611290741902667858164813935181052581
f(z) = 107/58*z^3 - 223/58*z + 1
*
0 | 0.12425680078488497009512877742509072882 | 0.022942115462688045609105415046328743713
f(z) = 107/59*z^3 - 225/59*z + 1
*
[ 1/6 ] 
f(z) = 108/47*z^3 - 238/47*z + 1
*
0 | 0.12444404184721681809952927525167463724 | 0.022957889186938853502872020372677340730
f(z) = 108/59*z^3 - 226/59*z + 1
*
0 | 0.093332634104562978916249480222565692965 | 0.017289703787238847450841504460539282730
f(z) = 109/56*z^3 - 221/56*z + 1
*
0 | 0.10433933821865284836179301331376936014 | 0.019296471913352533970936203767503651447
f(z) = 109/57*z^3 - 223/57*z + 1
*
0 | 0.11182081450956093116371476402304688352 | 0.020646001034997148656446470648858240819
f(z) = 109/58*z^3 - 225/58*z + 1
*
0 | 0.12462940050968275312509891772479046994 | 0.022973373046401527774017259332427643578
f(z) = 109/59*z^3 - 227/59*z + 1
*
0 | 0.10452229682763171823152940748660096124 | 0.019314326145148179732496556444288020563
f(z) = 110/57*z^3 - 224/57*z + 1
*
0 | 0.12481291441539334624955303927296007643 | 0.022988574120198212929018701843069753101
f(z) = 110/59*z^3 - 228/59*z + 1
*
0 | 0.12509932498855184668155302900276950629 | 0.023174426542086031517926358480281475603
f(z) = 111/55*z^3 - 221/55*z + 1
*
0 | 0.096548666614778884031807918427947070104 | 0.017855668489093973710196043067433196562
f(z) = 111/56*z^3 - 223/56*z + 1
*
0 | 0.11218548313023469055378779018579454861 | 0.020679542257297723521693490826395443117
f(z) = 111/58*z^3 - 227/58*z + 1
*
0 | 0.12499462008422025996909896658779182047 | 0.023003499259340155946267325990694273834
f(z) = 111/59*z^3 - 229/59*z + 1
*
1/4 | 0.13427758903155121761409412794576961768 | 0.024652848093990610640595580606888366585
f(z) = 112/45*z^3 - 232/45*z + 1
*
[ 3/2 ] 
f(z) = 112/51*z^3 - 235/51*z + 1
*
0 | 0.12527819757779401177820062374001079169 | 0.023188169258105742953853961866884342380
f(z) = 112/55*z^3 - 222/55*z + 1
*
[ 3/2 ] 
f(z) = 112/57*z^3 - 233/57*z + 1
*
0 | 0.10488285877188873315481259938213371707 | 0.019349171029422261485615122877568805717
f(z) = 112/57*z^3 - 226/57*z + 1
*
0 | 0.12517455295725725812583392768074879011 | 0.023018155096021082854753512594723011285
f(z) = 112/59*z^3 - 230/59*z + 1
*
0 | 0.099082334827366566761256322969104104824 | 0.018354825577878280428205844647238008002
f(z) = 113/54*z^3 - 221/54*z + 1
*
0 | 0.12545535313274502186528399177587398677 | 0.023201658544475616870041742808541561055
f(z) = 113/55*z^3 - 223/55*z + 1
*
0 | 0.088030903396744464541792057789910313559 | 0.016253558254000386239178416399401489092
f(z) = 113/56*z^3 - 225/56*z + 1
*
0 | 0.10506053126312602135799956705137579692 | 0.019366174973885126750430309436087952274
f(z) = 113/57*z^3 - 227/57*z + 1
*
0 | 0.11254308181870025370759129297516301811 | 0.020711969023274461263896553744296030105
f(z) = 113/58*z^3 - 229/58*z + 1
*
0 | 0.12535274743909239725000520150936610139 | 0.023032548052448947813956197398617566239
f(z) = 113/59*z^3 - 231/59*z + 1
*
0 | 0.12563082442020790154952026378064331939 | 0.023214900460303263187546902330759206990
f(z) = 114/55*z^3 - 224/55*z + 1
*
0 | 0.12552923693802005793141998418151781176 | 0.023046684349243212797041606329578331421
f(z) = 114/59*z^3 - 232/59*z + 1
*
0 | 0.12585459708118265979421735884536303627 | 0.023314339348422613417692018258133604204
f(z) = 115/53*z^3 - 221/53*z + 1
*
0 | 0.099431126863113176569151582479440227951 | 0.018388749436059328030132517263308200494
f(z) = 115/54*z^3 - 223/54*z + 1
*
0 | 0.097255006337816321665847102738876230463 | 0.017927355279665435648990034304000081438
f(z) = 115/56*z^3 - 227/56*z + 1
*
0 | 0.10540979112608402611376120705698801825 | 0.019399187344721475501619825815199995976
f(z) = 115/57*z^3 - 229/57*z + 1
*
0 | 0.11289388057378314278121036939830040814 | 0.020743332573596120727485901188336504610
f(z) = 115/58*z^3 - 231/58*z + 1
*
0 | 0.12570405390431269651382652042538598556 | 0.023060570013422966954264047007500099904
f(z) = 115/59*z^3 - 233/59*z + 1
*
0 | 0.12602631196360902646576392077229009434 | 0.023326640303651638236469385102527535617
f(z) = 116/53*z^3 - 222/53*z + 1
*
0 | 0.12597684063260322418898533970732213608 | 0.023240665478502727989466805820819885566
f(z) = 116/55*z^3 - 226/55*z + 1
*
0 | 0.10558247548320296217565218954450655920 | 0.019415398247310510961999136609194670836
f(z) = 116/57*z^3 - 230/57*z + 1
*
0 | 0.12587722986666410005901639627311860253 | 0.023074210886009488713496279945842187674
f(z) = 116/59*z^3 - 234/59*z + 1
*
0 | 0.12619644468960830195403170578758764983 | 0.023338715695272060011677801833401978051
f(z) = 117/53*z^3 - 223/53*z + 1
*
[ -5/3 ] 
f(z) = 117/55*z^3 - 237/55*z + 1
*
0 | 0.12614744656775860685735936283953138619 | 0.023253199782718745421270113711643224502
f(z) = 117/55*z^3 - 227/55*z + 1
*
1/3 | 0.15596138290925061730452823333835821222 | 0.028522250831878034337542089385892573776
f(z) = 117/56*z^3 - 237/56*z + 1
*
0 | 0.094745833272408800940346028393087221420 | 0.017436636105129194603635203293090727409
f(z) = 117/56*z^3 - 229/56*z + 1
*
0 | 0.11323813415564852631495221261416268830 | 0.020773681037156470634940260993734915252
f(z) = 117/58*z^3 - 233/58*z + 1
*
0 | 0.12604879546690845203906754846224644653 | 0.023087612629265278283674102107009081435
f(z) = 117/59*z^3 - 235/59*z + 1
*
0 | 0.12636502423524799062812115279084057272 | 0.023350570792029488188254163848822174888
f(z) = 118/53*z^3 - 224/53*z + 1
*
0 | 0.12631649032137766793015267290692511252 | 0.023265509133870177968420405628731259388
f(z) = 118/55*z^3 - 228/55*z + 1
*
0 | 0.10592410485462590154273487457415733042 | 0.019447257619880567614887467279991094084
f(z) = 118/57*z^3 - 232/57*z + 1
*
0 | 0.10088522686444385396115013263336064278 | 0.018657670059037432782629424120815405041
f(z) = 119/52*z^3 - 223/52*z + 1
*
0 | 0.12653207878536120806769091126612911015 | 0.023362210703084654868283443881927222814
f(z) = 119/53*z^3 - 225/53*z + 1
*
0 | 0.10010954410043201012180197106433563799 | 0.018453542203677122937348433039607774717
f(z) = 119/54*z^3 - 227/54*z + 1
*
0 | 0.12648400033357678271586478427506815059 | 0.023277598716099686078639738795325559920
f(z) = 119/55*z^3 - 229/55*z + 1
*
0 | 0.10609207446494693025129108393436334259 | 0.019462727215866303936152497095527315667
f(z) = 119/57*z^3 - 233/57*z + 1
*
0 | 0.11357608321595754095394361658962992332 | 0.020803059668488708184696165493987070615
f(z) = 119/58*z^3 - 235/58*z + 1
*
0 | 0.12638721391113260254602496860944051571 | 0.023113720524093485475933135317339162126
f(z) = 119/59*z^3 - 237/59*z + 1
*
[ -3/2 ] 
f(z) = 107/45*z^3 - 221/60*z + 1
*
[ -3/2 ] 
f(z) = 109/45*z^3 - 227/60*z + 1
*
[ -3/2 ] 
f(z) = 113/45*z^3 - 239/60*z + 1
*
2/5 | 0.17057742213808710557700336662237394164 | 0.024947947797964689291255619362764493422
f(z) = 115/48*z^3 - 233/60*z + 1
*
[ 2/9 ] 
f(z) = 117/56*z^3 - 227/63*z + 1
*
[ -10/7 ] 
f(z) = 119/50*z^3 - 221/70*z + 1
*
-4/3 | 0.15159128397835602002126037719920798179 | 0.024672315096796120891677044060306822706
f(z) = 111/56*z^3 - 233/84*z + 1
*
5/9 | 0.20595380781114205600308057689865238310 | 0.029278141874330204831968372787566958029
f(z) = 117/50*z^3 - 227/90*z + 1
*
2/3 | 0.19167268411415779082520090507074115724 | 0.025526450511709863534519935227081504488
f(z) = 117/56*z^3 - 228/91*z + 1
*
-14/13 | 0.19411335826495023295594892659758124996 | 0.025866635120868635479191505934929198426
f(z) = 117/56*z^3 - 227/91*z + 1
*
[ 2/7 ] 
f(z) = 119/48*z^3 - 227/84*z + 1
*
[ -4/3 ] 
f(z) = 103/48*z^3 - 223/108*z + 1
*
[ -4/3 ] 
f(z) = 107/48*z^3 - 239/108*z + 1
*
[ 14/15 ] 
f(z) = 100/49*z^3 - 233/126*z + 1
*
[ 2/5 ] 
f(z) = 101/40*z^3 - 238/125*z + 1
*
[ 2/5 ] 
f(z) = 103/40*z^3 - 239/125*z + 1
*
[ 3/8 ] 
f(z) = 104/45*z^3 - 239/120*z + 1
*
[ 2/5 ] 
f(z) = 105/52*z^3 - 237/130*z + 1
*
[ 3/4 ] 
f(z) = 112/41*z^3 - 230/123*z + 1
*
[ 3/4 ] 
f(z) = 112/43*z^3 - 232/129*z + 1
*
[ -9/7 ] 
f(z) = 119/54*z^3 - 235/126*z + 1
*
[ 2/3 ] 
f(z) = 111/50*z^3 - 223/150*z + 1
*
[ 3/4 ] 
f(z) = 112/47*z^3 - 236/141*z + 1
*
[ 7/10 ] 
f(z) = 115/49*z^3 - 221/140*z + 1
*
[ 3/5 ] 
f(z) = 100/59*z^3 - 226/177*z + 1
*
[ 7/12 ] 
f(z) = 102/49*z^3 - 239/168*z + 1
*
[ -5/4 ] 
f(z) = 103/50*z^3 - 227/160*z + 1
*
[ 2/3 ] 
f(z) = 105/58*z^3 - 227/174*z + 1
*
[ 5/9 ] 
f(z) = 108/55*z^3 - 232/165*z + 1
*
[ 11/18 ] 
f(z) = 108/55*z^3 - 226/165*z + 1
*
[ 2/3 ] 
f(z) = 111/58*z^3 - 235/174*z + 1
*
[ 14/23 ] 
f(z) = 115/56*z^3 - 226/161*z + 1
*
[ 14/5 ] 
f(z) = 100/49*z^3 - 215/14*z + 1
*
[ -14/5 ] 
f(z) = 100/49*z^3 - 205/14*z + 1
*
-2 | 0.097640786887492266125551597073140639368 | 0.016127139327550890258261654432359222226
f(z) = 101/44*z^3 - 213/22*z + 1
*
-2 | 0.097235120084600025221119577304395747141 | 0.016035383302378669224076655511188635147
f(z) = 101/52*z^3 - 215/26*z + 1
*
[ -7/3 ] 
f(z) = 102/49*z^3 - 208/21*z + 1
*
-2 | 0.098043357235095049596237263728869048270 | 0.016144020792960994190099558030701689998
f(z) = 103/44*z^3 - 217/22*z + 1
*
-2 | 0.097653357867072890130748444923057685817 | 0.016055548033707461741123369397679348428
f(z) = 103/52*z^3 - 219/26*z + 1
*
[ 2 ] 
f(z) = 107/44*z^3 - 203/22*z + 1
*
[ 2 ] 
f(z) = 107/52*z^3 - 201/26*z + 1
*
[ 2 ] 
f(z) = 109/44*z^3 - 207/22*z + 1
*
[ 2 ] 
f(z) = 109/52*z^3 - 205/26*z + 1
*
[ 2 ] 
f(z) = 111/44*z^3 - 211/22*z + 1
*
[ 2 ] 
f(z) = 111/52*z^3 - 209/26*z + 1
*
[ 2 ] 
f(z) = 113/44*z^3 - 215/22*z + 1
*
[ 2 ] 
f(z) = 113/52*z^3 - 213/26*z + 1
*
[ 2 ] 
f(z) = 115/44*z^3 - 219/22*z + 1
*
[ 2 ] 
f(z) = 115/52*z^3 - 217/26*z + 1
*
[ -12/5 ] 
f(z) = 115/54*z^3 - 217/20*z + 1
*
[ -2 ] 
f(z) = 117/44*z^3 - 201/22*z + 1
*
[ 10/7 ] 
f(z) = 119/40*z^3 - 202/35*z + 1
*
[ -2 ] 
f(z) = 119/44*z^3 - 205/22*z + 1
*
0 | 0.10278003605104834187895412985580515058 | 0.019362255618978462523919477477466897728
f(z) = 100/51*z^3 - 202/51*z + 1
*
[ 1/5 ] 
f(z) = 100/53*z^3 - 216/53*z + 1
*
0 | 0.12306649751211900470885954596470054660 | 0.023098603198219224198160012666422151912
f(z) = 100/53*z^3 - 206/53*z + 1
*
0 | 0.10260550230653021124358607913700953926 | 0.019121498497065566579795038265832095348
f(z) = 100/57*z^3 - 214/57*z + 1
*
[ 3/2 ] 
f(z) = 100/57*z^3 - 206/57*z + 1
*
0 | 0.12288998543629814080178704644830106777 | 0.022822935856244047001482593950658353340
f(z) = 100/59*z^3 - 218/59*z + 1
*
0 | 0.11051688037811623513010641497641486696 | 0.020839246902468527832137141187626524465
f(z) = 101/50*z^3 - 201/50*z + 1
*
0 | 0.10297998321685328719220161119231884700 | 0.019381891766113170979812465426223164026
f(z) = 101/51*z^3 - 203/51*z + 1
*
0 | 0.097624067829060065523806150223511804829 | 0.018340012175754303211214740654363158820
f(z) = 101/52*z^3 - 205/52*z + 1
*
0 | 0.12326606582279060649638376031194167601 | 0.023115050802690354214355552604187117089
f(z) = 101/53*z^3 - 207/53*z + 1
*
0 | 0.096838653070783117886057141296312310992 | 0.018126655597254639299584552718213642975
f(z) = 101/54*z^3 - 209/54*z + 1
*
0 | 0.12320820686271718971639017095939803639 | 0.023021575645296984345992803261975706750
f(z) = 101/55*z^3 - 211/55*z + 1
*
0 | 0.091802129488992943030029924604472473857 | 0.017123134992745794717867420683267972424
f(z) = 101/56*z^3 - 213/56*z + 1
*
0 | 0.10280536842054936120410410861245880546 | 0.019142114564810813442092380173442172156
f(z) = 101/57*z^3 - 215/57*z + 1
*
0 | 0.11028543378810771657369053378778571559 | 0.020499542377984203726437182575511059702
f(z) = 101/58*z^3 - 217/58*z + 1
*
0 | 0.12309156214124126021619802842675958354 | 0.022840958204397950610686655354178725806
f(z) = 101/59*z^3 - 219/59*z + 1
*
0 | 0.12346349795602238065850302639357690118 | 0.023131169485339062017624859542684085482
f(z) = 102/53*z^3 - 208/53*z + 1
*
0 | 0.12340628611885718864445500275173472308 | 0.023038233641894145051244988579884476000
f(z) = 102/55*z^3 - 212/55*z + 1
*
0 | 0.12329095723054659712235047381685503996 | 0.022858633854672933278628936028164877690
f(z) = 102/59*z^3 - 220/59*z + 1
*
0 | 0.12377113322446435355554901505518987371 | 0.023338490878843810705169860332080627508
f(z) = 103/49*z^3 - 201/49*z + 1
*
0 | 0.11090775981128243295699796531170489894 | 0.020873980841089873542695747140300904749
f(z) = 103/50*z^3 - 203/50*z + 1
*
0 | 0.10337149063415531275748126879903247573 | 0.019419743911674425470086207293204295920
f(z) = 103/51*z^3 - 205/51*z + 1
*
0 | 0.098016206598035774447999101280747033279 | 0.018380156613886962427497285368303732050
f(z) = 103/52*z^3 - 207/52*z + 1
*
0 | 0.12365883934603560726686224808416091955 | 0.023146967882168022351110131064178501828
f(z) = 103/53*z^3 - 209/53*z + 1
*
0 | 0.097232064786440151188744358220546060421 | 0.018167907736240253403179901392555025726
f(z) = 103/54*z^3 - 211/54*z + 1
*
0 | 0.12360226024497400254570522537452452043 | 0.023054565284751370189457215402365409999
f(z) = 103/55*z^3 - 213/55*z + 1
*
0 | 0.095049285581757336549242146613753147547 | 0.017697950426738006681688970611794467378
f(z) = 103/56*z^3 - 215/56*z + 1
*
0 | 0.10320174932171149106430727340674998189 | 0.019182847281239556771730257245801938507
f(z) = 103/57*z^3 - 217/57*z + 1
*
0 | 0.11068143338339198453040958461561826841 | 0.020538125846612309569683610330737233105
f(z) = 103/58*z^3 - 219/58*z + 1
*
0 | 0.12396320966605749233694056456584002854 | 0.023352855721038104882717557561028593198
f(z) = 104/49*z^3 - 202/49*z + 1
*
[ 3/2 ] 
f(z) = 104/51*z^3 - 217/51*z + 1
*
0 | 0.10356417297707343570536021561212373114 | 0.019438171927445860058894963051690007207
f(z) = 104/51*z^3 - 206/51*z + 1
*
0 | 0.12385213398667518791433266305358894069 | 0.023162454331651873918351948076054149788
f(z) = 104/53*z^3 - 210/53*z + 1
*
0 | 0.12379617371151187672852517022629274332 | 0.023070579026993237570320896484074851486
f(z) = 104/55*z^3 - 214/55*z + 1
*
0 | 0.10339628827775760992220500701428080528 | 0.019202596914296334763287235473487092232
f(z) = 104/57*z^3 - 218/57*z + 1
*
[ 3/2 ] 
f(z) = 104/57*z^3 - 215/57*z + 1
*
0 | 0.098400184475766520076924495246084006093 | 0.018418949439484578400312251535870958378
f(z) = 105/52*z^3 - 209/52*z + 1
*
0 | 0.12404342449191935279742124500981529532 | 0.023177636887649027752122343238220744085
f(z) = 105/53*z^3 - 211/53*z + 1
*
0 | 0.12434146936986646846822572396676136121 | 0.023380719034883213519433513425061879915
f(z) = 106/49*z^3 - 204/49*z + 1
*
0 | 0.10394257221368976685489260815377327819 | 0.019473879279472281456317113171723439362
f(z) = 106/51*z^3 - 208/51*z + 1
*
0 | 0.12417798960226948624524541709005137620 | 0.023101685193598963243143880923467158794
f(z) = 106/55*z^3 - 216/55*z + 1
*
0 | 0.10377931455650699543631953833511060247 | 0.019241097696241848114615543352569475120
f(z) = 106/57*z^3 - 220/57*z + 1
*
0 | 0.12458113159992540470348913026952444526 | 0.023491225520638618901075007924252885228
f(z) = 107/47*z^3 - 201/47*z + 1
*
0 | 0.078538707767698140316154444307312468112 | 0.014781792401329458912975943078623202293
f(z) = 107/48*z^3 - 203/48*z + 1
*
0 | 0.12452773229619725872766012376364128151 | 0.023394232358052715504844645146525134769
f(z) = 107/49*z^3 - 205/49*z + 1
*
0 | 0.11166552942736632754486512835899977762 | 0.020939699570955715096960676570309050252
f(z) = 107/50*z^3 - 207/50*z + 1
*
0 | 0.10413043682062068410449008377394458217 | 0.019491561536480696525322489509440708870
f(z) = 107/51*z^3 - 209/51*z + 1
*
0 | 0.098776335441358046345362019664611093636 | 0.018456456239657865740278832644714103335
f(z) = 107/52*z^3 - 211/52*z + 1
*
0 | 0.12442015699394847883048315465989611788 | 0.023207121184279790927661502657576694936
f(z) = 107/53*z^3 - 213/53*z + 1
*
0 | 0.097994577448762532452144308927901219639 | 0.018246356752314187332994231956027214231
f(z) = 107/54*z^3 - 215/54*z + 1
*
0 | 0.12436597419445082374064412115264249031 | 0.023116793132234530962999739411855488761
f(z) = 107/55*z^3 - 217/55*z + 1
*
0 | 0.095814207154914514754738675254043381452 | 0.017779352726889202380757468131756959884
f(z) = 107/56*z^3 - 219/56*z + 1
*
[ 1/6 ] 
f(z) = 108/41*z^3 - 208/41*z + 1
*
[ 1/6 ] 
f(z) = 108/43*z^3 - 218/43*z + 1
*
0 | 0.12476498360075324632842128443242624243 | 0.023503898204273884886409932748415400102
f(z) = 108/47*z^3 - 202/47*z + 1
*
[ 14/9 ] 
f(z) = 108/49*z^3 - 209/42*z + 1
*
0 | 0.12471213504414484748772850275606994905 | 0.023407476280079853965945019691142549016
f(z) = 108/49*z^3 - 206/49*z + 1
*
0 | 0.12460567782089462552464319057074161684 | 0.023221437716468660488339947721568905236
f(z) = 108/53*z^3 - 214/53*z + 1
*
0 | 0.12455206257103634169983844296392184834 | 0.023131614221690865604640961305636908756
f(z) = 108/55*z^3 - 218/55*z + 1
*
[ -5/3 ] 
f(z) = 108/55*z^3 - 212/55*z + 1
*
0 | 0.11213767975072684195351477277071780164 | 0.021144867529739569147740725874864551305
f(z) = 109/46*z^3 - 201/46*z + 1
*
0 | 0.12494702360545859262292299960583891780 | 0.023516314650385947058429196099540918022
f(z) = 109/47*z^3 - 203/47*z + 1
*
0 | 0.078905143539781723384992802697358661365 | 0.014823407028921905130141979231070400448
f(z) = 109/48*z^3 - 205/48*z + 1
*
0 | 0.12489471451173999137657262442132451636 | 0.023420457622754856227049261734347638561
f(z) = 109/49*z^3 - 207/49*z + 1
*
0 | 0.11203306078907334495021735921538658493 | 0.020970807048972960180495295815793992981
f(z) = 109/50*z^3 - 209/50*z + 1
*
0 | 0.10449852005732711975569600504310160800 | 0.019525652110186757631402794439856189483
f(z) = 109/51*z^3 - 211/51*z + 1
*
0 | 0.099144973308368001943572043130622025658 | 0.018492738363056322812016052743781094379
f(z) = 109/52*z^3 - 213/52*z + 1
*
0 | 0.12478935227337945106347132917595905625 | 0.023235479959703056844558680702621352156
f(z) = 109/53*z^3 - 215/53*z + 1
*
0 | 0.098364332949895403617373036421035321352 | 0.018283682101325365751384976962405926878
f(z) = 109/54*z^3 - 217/54*z + 1
*
0 | 0.12473629275408552568106580404981328594 | 0.023146155591870889096710195981843784847
f(z) = 109/55*z^3 - 219/55*z + 1
*
0 | 0.12512728707724323950092244742030228804 | 0.023528481347182741144394033834902443610
f(z) = 110/47*z^3 - 204/47*z + 1
*
0 | 0.12507550650657124657594879720336255420 | 0.023433182984161551340499583590009132789
f(z) = 110/49*z^3 - 208/49*z + 1
*
0 | 0.10467984572746860968608018807881401414 | 0.019542268220794825208531981815187323064
f(z) = 110/51*z^3 - 212/51*z + 1
*
0 | 0.12497121686974788267166044085718975770 | 0.023249254716015597117741840285513717637
f(z) = 110/53*z^3 - 216/53*z + 1
*
0 | 0.11249594511765275700045978777008526874 | 0.021172893646773485695900657969309338705
f(z) = 111/46*z^3 - 203/46*z + 1
*
0 | 0.12530580844546283670623469916110893239 | 0.023540404571201847861338774784348312424
f(z) = 111/47*z^3 - 205/47*z + 1
*
0 | 0.12525454578846808151889125202901876973 | 0.023445658747840757663832229900894200312
f(z) = 111/49*z^3 - 209/49*z + 1
*
0 | 0.11239341907655381000897418867661635208 | 0.021000821821776048628413831536962026824
f(z) = 111/50*z^3 - 211/50*z + 1
*
0 | 0.099506393322145116531929003196303372752 | 0.018527853264546950945970514962228184916
f(z) = 111/52*z^3 - 215/52*z + 1
*
0 | 0.12515130705162257034790424352047088776 | 0.023262768567370840112785907173506266702
f(z) = 111/53*z^3 - 217/53*z + 1
*
5/4 | 0.13101849383421986615602626409952447060 | 0.024480935511854180342192757078771480764
f(z) = 112/45*z^3 - 211/45*z + 1
*
0 | 0.11197003234588517921232994388027343346 | 0.021093516515887642501963852861772810429
f(z) = 112/45*z^3 - 202/45*z + 1
*
0 | 0.12548262114553782662341157977618582361 | 0.023552090395908304760730295463362008046
f(z) = 112/47*z^3 - 206/47*z + 1
*
0 | 0.10503724069854750790027073424220280764 | 0.019574675772776403699754588433126657994
f(z) = 112/51*z^3 - 214/51*z + 1
*
0 | 0.12532965722597682333917139725592386053 | 0.023276027884601292544329769914764853417
f(z) = 112/53*z^3 - 218/53*z + 1
*
0 | 0.10006191004453318324032995941187727709 | 0.018867840295675971607529989714539607463
f(z) = 113/44*z^3 - 201/44*z + 1
*
0 | 0.11214467583094484346527979042670028157 | 0.021106781154975969620246022491599526434
f(z) = 113/45*z^3 - 203/45*z + 1
*
0 | 0.11284739522154921269345834576376352626 | 0.021199921785571195175748041772446028111
f(z) = 113/46*z^3 - 205/46*z + 1
*
0 | 0.12565775765695145050511195255858790285 | 0.023563544699871147786104519147787943848
f(z) = 113/47*z^3 - 207/47*z + 1
*
0 | 0.079616901000661326170090453258119269001 | 0.014903017528598049314499263887914753832
f(z) = 113/48*z^3 - 209/48*z + 1
*
0 | 0.12560750025567622514436649841244822083 | 0.023469885995295122065808154746219035163
f(z) = 113/49*z^3 - 211/49*z + 1
*
0 | 0.11274687973525164278886659168956152795 | 0.021029795849660168165381825171128512039
f(z) = 113/50*z^3 - 213/50*z + 1
*
0 | 0.10521234355459819711319650843909222917 | 0.019590287597780597658144250828640541800
f(z) = 113/51*z^3 - 215/51*z + 1
*
0 | 0.099860873601510911145766235925024517908 | 0.018561854816020498044906082642178610512
f(z) = 113/52*z^3 - 217/52*z + 1
*
0 | 0.12550630080516477701616226613211926982 | 0.023289038835903246835088732072839615507
f(z) = 113/53*z^3 - 219/53*z + 1
*
0 | 0.12583124953944411250737842310015801445 | 0.023574773174542948371468170226566131301
f(z) = 114/47*z^3 - 208/47*z + 1
*
0 | 0.12578148007766519290169730602007082078 | 0.023481649249711166360168284766231423895
f(z) = 114/49*z^3 - 212/49*z + 1
*
0 | 0.12568127024502710704690662689542244883 | 0.023301807394918041003117208329097068810
f(z) = 114/53*z^3 - 220/53*z + 1
*
0 | 0.12610106463563042941297838740206048291 | 0.023777826623546219916211443735584097200
f(z) = 115/43*z^3 - 201/43*z + 1
*
0 | 0.10040584662293985442878457124407148835 | 0.018897412789753653546647834109005060269
f(z) = 115/44*z^3 - 203/44*z + 1
*
0 | 0.12600312746750615546840235878202472289 | 0.023585781331665002572299792242876209017
f(z) = 115/47*z^3 - 209/47*z + 1
*
0 | 0.079962752933149167236956588100993378074 | 0.014941119689436319507900807351368431858
f(z) = 115/48*z^3 - 211/48*z + 1
*
0 | 0.12595383653196008955689946177824125512 | 0.023493186463061080556142376178219704964
f(z) = 115/49*z^3 - 213/49*z + 1
*
0 | 0.10556068888117464489054265850796523060 | 0.019621320249113331913416971200885528490
f(z) = 115/51*z^3 - 217/51*z + 1
*
0 | 0.10020867644270230677120864064451289451 | 0.018594793587227764759715296118839962270
f(z) = 115/52*z^3 - 219/52*z + 1
*
0 | 0.12627043222372185673557668258587643311 | 0.023787502707435178059308512220564439594
f(z) = 116/43*z^3 - 202/43*z + 1
*
0 | 0.11265891660717784002812802565093240819 | 0.021145183003150084398090243947552599719
f(z) = 116/45*z^3 - 206/45*z + 1
*
0 | 0.12617342126326440989765055361306569926 | 0.023596574510319340205782836757862690422
f(z) = 116/47*z^3 - 210/47*z + 1
*
0 | 0.12612459971126671018967300959073006138 | 0.023504503068628252515025145515536212016
f(z) = 116/49*z^3 - 214/49*z + 1
*
0 | 0.10573192573033001086919446315148509730 | 0.019636367848308961604134689472499613702
f(z) = 116/51*z^3 - 218/51*z + 1
*
0 | 0.12643826208194818101193642219104155734 | 0.023796981065799137288946757294703495969
f(z) = 117/43*z^3 - 203/43*z + 1
*
0 | 0.10074349977329781906754642862983743745 | 0.018926039997694000255012883644724540966
f(z) = 117/44*z^3 - 205/44*z + 1
*
0 | 0.11353085575171188866906106211385694110 | 0.021251170442949606744161674934240865826
f(z) = 117/46*z^3 - 209/46*z + 1
*
0 | 0.12634215992785168345874547414003859328 | 0.023607157883647344157029878895297335173
f(z) = 117/47*z^3 - 211/47*z + 1
*
0 | 0.12629379887699798060519387553700532667 | 0.023515604331470300451581032454828154256
f(z) = 117/49*z^3 - 215/49*z + 1
*
0 | 0.11343413304316550054760156757856425516 | 0.021084813629114237793518738190593387555
f(z) = 117/50*z^3 - 217/50*z + 1
*
0 | 0.12660458193334296407301486963880923745 | 0.023806266515213870557875944308828746611
f(z) = 118/43*z^3 - 204/43*z + 1
*
0 | 0.11299396270523924739276401487499298020 | 0.021169678045943280600851552229788939998
f(z) = 118/45*z^3 - 208/45*z + 1
*
0 | 0.12650937167134262086738531379791351135 | 0.023617536465253493694415367098335142700
f(z) = 118/47*z^3 - 212/47*z + 1
*
0 | 0.12646146248969635239177817324589404059 | 0.023526495354903827893941152179861670589
f(z) = 118/49*z^3 - 216/49*z + 1
*
0 | 0.10606970908147866331793502922452870432 | 0.019665745951110805684574226610545717851
f(z) = 118/51*z^3 - 220/51*z + 1
*
0 | 0.12681629233372428481155661714550957210 | 0.023912691148685434894092470986795232332
f(z) = 119/41*z^3 - 201/41*z + 1
*
0 | 0.12676941875651064141140006518976661519 | 0.023815363723407815970750722902538491079
f(z) = 119/43*z^3 - 205/43*z + 1
*
0 | 0.10107509540465833596269631395074536111 | 0.018953764359805535516328560257845908186
f(z) = 119/44*z^3 - 207/44*z + 1
*
0 | 0.11315923535531827063634051960752225103 | 0.021181609015516094328752569262985554775
f(z) = 119/45*z^3 - 209/45*z + 1
*
0 | 0.11386333503603560765168142310405390074 | 0.021275477076609397081449443464518266466
f(z) = 119/46*z^3 - 211/46*z + 1
*
0 | 0.12667508394133404592958872430013293874 | 0.023627715115311562482340808314229958066
f(z) = 119/47*z^3 - 213/47*z + 1
*
0 | 0.080634586372858780951359640137553323941 | 0.015013967791266318388519712432033930490
f(z) = 119/48*z^3 - 215/48*z + 1
*
0 | 0.11376840305683047273704056790316174303 | 0.021110946144467873696920727055074443842
f(z) = 119/50*z^3 - 219/50*z + 1
*
[ 3/14 ] 
f(z) = 119/54*z^3 - 211/56*z + 1
*
[ 7/30 ] 
f(z) = 100/49*z^3 - 214/63*z + 1
*
[ -3/2 ] 
f(z) = 101/45*z^3 - 203/60*z + 1
*
[ -3/2 ] 
f(z) = 103/45*z^3 - 209/60*z + 1
*
-6/5 | 0.081161528611734707193375373271629269939 | 0.011995156512618688054020250770534106169
f(z) = 115/48*z^3 - 217/60*z + 1
*
[ 10/39 ] 
f(z) = 117/40*z^3 - 201/65*z + 1
*
[ -14/9 ] 
f(z) = 117/56*z^3 - 215/63*z + 1
*
35/36 | 0.21621436919015804168094130827044689517 | 0.029627464290378876900425682950568677172
f(z) = 108/49*z^3 - 211/84*z + 1
*
[ 14/13 ] 
f(z) = 117/56*z^3 - 214/91*z + 1
*
4/7 | 0.19006911353817379746499857129424009610 | 0.028129497616497497887591681633567427832
f(z) = 119/48*z^3 - 215/84*z + 1
*
[ 2/5 ] 
f(z) = 100/57*z^3 - 203/114*z + 1
*
[ 2/5 ] 
f(z) = 100/59*z^3 - 209/118*z + 1
*
[ -4/3 ] 
f(z) = 101/48*z^3 - 215/108*z + 1
*
[ 7/17 ] 
f(z) = 102/49*z^3 - 212/119*z + 1
*
[ 2/5 ] 
f(z) = 105/44*z^3 - 207/110*z + 1
*
[ 7/8 ] 
f(z) = 108/49*z^3 - 205/112*z + 1
*
[ 2/5 ] 
f(z) = 115/44*z^3 - 211/110*z + 1
*
[ 7/8 ] 
f(z) = 116/49*z^3 - 219/112*z + 1
*
[ -4/3 ] 
f(z) = 117/58*z^3 - 213/116*z + 1
*
[ 6/17 ] 
f(z) = 119/54*z^3 - 215/102*z + 1
*
[ 2/3 ] 
f(z) = 105/46*z^3 - 209/138*z + 1
*
[ 2/3 ] 
f(z) = 111/46*z^3 - 217/138*z + 1
*
[ 5/6 ] 
f(z) = 111/50*z^3 - 209/120*z + 1
*
[ 10/13 ] 
f(z) = 117/50*z^3 - 219/130*z + 1
*
[ 3/4 ] 
f(z) = 118/45*z^3 - 217/120*z + 1
*
[ 3/5 ] 
f(z) = 100/47*z^3 - 202/141*z + 1
*
[ 3/5 ] 
f(z) = 100/49*z^3 - 206/147*z + 1
*
[ 3/5 ] 
f(z) = 100/53*z^3 - 214/159*z + 1
*
[ 3/5 ] 
f(z) = 103/54*z^3 - 203/150*z + 1
*
[ 3/5 ] 
f(z) = 109/54*z^3 - 209/150*z + 1
*
[ 4/5 ] 
f(z) = 115/56*z^3 - 219/140*z + 1
*
[ 7/2 ] 
f(z) = 108/49*z^3 - 184/7*z + 1
*
[ 7/2 ] 
f(z) = 116/49*z^3 - 198/7*z + 1
*
[ -7/2 ] 
f(z) = 116/49*z^3 - 194/7*z + 1
*
[ 2 ] 
f(z) = 101/44*z^3 - 191/22*z + 1
*
[ 2 ] 
f(z) = 101/52*z^3 - 189/26*z + 1
*
[ 2 ] 
f(z) = 103/44*z^3 - 195/22*z + 1
*
[ 2 ] 
f(z) = 103/52*z^3 - 193/26*z + 1
*
[ 2 ] 
f(z) = 105/44*z^3 - 199/22*z + 1
*
[ 2 ] 
f(z) = 105/52*z^3 - 197/26*z + 1
*
[ -2 ] 
f(z) = 107/44*z^3 - 181/22*z + 1
*
[ -2 ] 
f(z) = 109/44*z^3 - 185/22*z + 1
*
[ -2 ] 
f(z) = 111/44*z^3 - 189/22*z + 1
*
-5/3 | 0.20378985829346335103199880088285643450 | 0.029566292417722304278326042659433198494
f(z) = 111/50*z^3 - 197/30*z + 1
*
[ -2 ] 
f(z) = 111/52*z^3 - 183/26*z + 1
*
[ -2 ] 
f(z) = 113/44*z^3 - 193/22*z + 1
*
[ -2 ] 
f(z) = 113/52*z^3 - 187/26*z + 1
*
[ -2 ] 
f(z) = 115/44*z^3 - 197/22*z + 1
*
[ -2 ] 
f(z) = 115/52*z^3 - 191/26*z + 1
*
[ 7/4 ] 
f(z) = 116/49*z^3 - 191/28*z + 1
*
3/2 | 0.18537701754753512093063988389083520715 | 0.029047690663900081858295924403404187416
f(z) = 118/45*z^3 - 197/30*z + 1
*
-10/7 | 0.21135322648524692855330520130768795367 | 0.028889638053279671325639256175114548622
f(z) = 119/40*z^3 - 188/35*z + 1
*
[ -2 ] 
f(z) = 119/52*z^3 - 199/26*z + 1
*
0 | 0.12341125404463984278780866979916498952 | 0.023714660926764229403486376999247648767
f(z) = 100/41*z^3 - 182/41*z + 1
*
0 | 0.12335453195887236056818827528657975487 | 0.023605149591229934166806890047236847954
f(z) = 100/43*z^3 - 186/43*z + 1
*
0 | 0.12324021526723166536110577170548924848 | 0.023394748215685607579947579965535410196
f(z) = 100/47*z^3 - 194/47*z + 1
*
[ 1/5 ] 
f(z) = 100/47*z^3 - 192/47*z + 1
*
[ 1/5 ] 
f(z) = 100/49*z^3 - 200/49*z + 1
*
0 | 0.12318261255864464375451227295022384151 | 0.023293568922230925876590400467543499540
f(z) = 100/49*z^3 - 198/49*z + 1
*
0 | 0.095110367767142350728044320143239896014 | 0.018295743403355013106647126548953314181
f(z) = 101/40*z^3 - 181/40*z + 1
*
0 | 0.12360699733925074622099261983683483983 | 0.023727291658474132395886618460103198940
f(z) = 101/41*z^3 - 183/41*z + 1
*
0 | 0.090398903014156752674788086805880767889 | 0.017316617112551026495266642287476136514
f(z) = 101/42*z^3 - 185/42*z + 1
*
0 | 0.12355089596840363067302072326626095320 | 0.023618491799295414112833730640095591512
f(z) = 101/43*z^3 - 187/43*z + 1
*
0 | 0.097851925888541777881271307819173494227 | 0.018667807814343437062476219407843726792
f(z) = 101/44*z^3 - 189/44*z + 1
*
0 | 0.10993139694964803302089074530373080430 | 0.020930250196538712667247015445152607728
f(z) = 101/45*z^3 - 191/45*z + 1
*
0 | 0.11063080537045420523419756287485971966 | 0.021021721096881706375398230730555657792
f(z) = 101/46*z^3 - 193/46*z + 1
*
0 | 0.12343784043402026592002630763407034623 | 0.023409416037888331355483241044970049144
f(z) = 101/47*z^3 - 195/47*z + 1
*
0 | 0.077393639844256412071072832557060751929 | 0.014648997808521689484343388451651411842
f(z) = 101/48*z^3 - 197/48*z + 1
*
0 | 0.12338087844247282079917210898274228088 | 0.023308855720186979370562116796545876254
f(z) = 101/49*z^3 - 199/49*z + 1
*
0 | 0.12380068873520925516014254714512809621 | 0.023739638317610085339938941830067520035
f(z) = 102/41*z^3 - 184/41*z + 1
*
0 | 0.12374519459980148819085715275419385856 | 0.023631541317212542275900333159687049602
f(z) = 102/43*z^3 - 188/43*z + 1
*
0 | 0.12363337260207227287283356010929297684 | 0.023423775454718231626281852012107508643
f(z) = 102/47*z^3 - 196/47*z + 1
*
0 | 0.12357703717416650445746951309660129271 | 0.023323826910481864829075462840946807995
f(z) = 102/49*z^3 - 200/49*z + 1
*
0 | 0.092642687661408821856711762872775664748 | 0.017783459816066221185190210683498611234
f(z) = 103/40*z^3 - 183/40*z + 1
*
0 | 0.12399237090169106442920497786935832324 | 0.023751708706528776923853678913744322051
f(z) = 103/41*z^3 - 185/41*z + 1
*
0 | 0.090784875753729842473789484566804784010 | 0.017354806103857557009654264431867516184
f(z) = 103/42*z^3 - 187/42*z + 1
*
0 | 0.12393747095783153167113836518757755634 | 0.023644306106677170301827190805451304050
f(z) = 103/43*z^3 - 189/43*z + 1
*
0 | 0.098239106231554555019587044972926235010 | 0.018704111196299733977355350869719683797
f(z) = 103/44*z^3 - 191/44*z + 1
*
0 | 0.11031918578140410579195811091469611618 | 0.020962508113053193293888517738069596172
f(z) = 103/45*z^3 - 193/45*z + 1
*
0 | 0.11101920585796773759899942285893607950 | 0.021054279376463102470652961911091584474
f(z) = 103/46*z^3 - 195/46*z + 1
*
0 | 0.12382685577659576126549327831862974516 | 0.023437834718172902648223821424626406326
f(z) = 103/47*z^3 - 197/47*z + 1
*
0 | 0.077783273273930661057830786164992692232 | 0.014694652178467570017527155960775312555
f(z) = 103/48*z^3 - 199/48*z + 1
*
0 | 0.12418208518753176306801464524924912625 | 0.023763510353878877713571539390967717039
f(z) = 104/41*z^3 - 186/41*z + 1
*
0 | 0.12412776680830357096138940870830020574 | 0.023656793851375146375760732766709927040
f(z) = 104/43*z^3 - 190/43*z + 1
*
0 | 0.11051006909995632304613752638686152608 | 0.020978178561969100693628296037098389513
f(z) = 104/45*z^3 - 194/45*z + 1
*
0 | 0.12401833258501152319829279676756828660 | 0.023451601794155912623286459280804373410
f(z) = 104/47*z^3 - 198/47*z + 1
*
0 | 0.12436987167527391792489469963008019292 | 0.023775050526489790200262773019893061122
f(z) = 105/41*z^3 - 187/41*z + 1
*
0 | 0.12431612263310494246847840928154235773 | 0.023669011969039716081186119041858409662
f(z) = 105/43*z^3 - 191/43*z + 1
*
0 | 0.098618337699249019857592979570365305435 | 0.018739149400654826141722602333758944717
f(z) = 105/44*z^3 - 193/44*z + 1
*
0 | 0.11139960573742884999197970685292366794 | 0.021085616125585060465593155064020836277
f(z) = 105/46*z^3 - 197/46*z + 1
*
0 | 0.12420784433406270898598278490206952085 | 0.023465084374869251587754990829860009349
f(z) = 105/47*z^3 - 199/47*z + 1
*
0 | 0.12455576923247011543633780815947092299 | 0.023786336240640007415777030973080736180
f(z) = 106/41*z^3 - 188/41*z + 1
*
0 | 0.12450257768242761178633287613535955921 | 0.023680967622879291780388800738953280915
f(z) = 106/43*z^3 - 192/43*z + 1
*
0 | 0.11088601804487889899346849556716221714 | 0.021008641381247425681636684539659383608
f(z) = 106/45*z^3 - 196/45*z + 1
*
0 | 0.12439543106398613301260729074417001864 | 0.023478289890556769080620443803905337405
f(z) = 106/47*z^3 - 200/47*z + 1
*
0 | 0.089585736706943542460433045397725265868 | 0.017125573806343663989383458248834202424
f(z) = 107/40*z^3 - 187/40*z + 1
*
0 | 0.12473981556040786303449187044600037115 | 0.023797374272743021920142199169393973946
f(z) = 107/41*z^3 - 189/41*z + 1
*
0 | 0.091533444831249234605238450329228714605 | 0.017427395219462401031351845478698539797
f(z) = 107/42*z^3 - 191/42*z + 1
*
0 | 0.12468717002435949840976245682113514581 | 0.023692667732414185901114141030614165917
f(z) = 107/43*z^3 - 193/43*z + 1
*
0 | 0.098989940911693622168691362333334499427 | 0.018772984866066702595677089878382599940
f(z) = 107/44*z^3 - 195/44*z + 1
*
0 | 0.11107116175486713279049321812123718487 | 0.021023448547080535636287572277872976046
f(z) = 107/45*z^3 - 197/45*z + 1
*
0 | 0.11177232886030330808123037979287699014 | 0.021115792980261791294862389091608911952
f(z) = 107/46*z^3 - 199/46*z + 1
*
0 | 0.12492204724041063857911876473419268570 | 0.023808171169486061582488715895632400517
f(z) = 108/41*z^3 - 190/41*z + 1
*
0 | 0.12486993659199846970794148776817948198 | 0.023704118983758182875371827115853746198
f(z) = 108/43*z^3 - 194/43*z + 1
*
0 | 0.096603629444912470875815005704860996513 | 0.018429662699738911749610707281024801240
f(z) = 109/40*z^3 - 189/40*z + 1
*
0 | 0.12510249977785868519934018522674776256 | 0.023818733257454474758943987108284380437
f(z) = 109/41*z^3 - 191/41*z + 1
*
0 | 0.091896657277488457607933634511038444651 | 0.017461916620368499174602503228724440137
f(z) = 109/42*z^3 - 193/42*z + 1
*
0 | 0.12505091322823642031878279169718452272 | 0.023715327839378320708324621188315965891
f(z) = 109/43*z^3 - 195/43*z + 1
*
0 | 0.099354217425959051038679360769123877378 | 0.018805675973750879800981666378620348244
f(z) = 109/44*z^3 - 197/44*z + 1
*
0 | 0.11143597415647695753597519715411486989 | 0.021052249557964388038604653491209112340
f(z) = 109/45*z^3 - 199/45*z + 1
*
0 | 0.12528120764406329821317404355711711726 | 0.023829066652272326499842347988929773050
f(z) = 110/41*z^3 - 192/41*z + 1
*
0 | 0.12523013472835069340780808517550494479 | 0.023726300547363946977518067266905535631
f(z) = 110/43*z^3 - 196/43*z + 1
*
0 | 0.094106371435714650359622861093796332276 | 0.017917264347510121782882839400529527933
f(z) = 111/40*z^3 - 191/40*z + 1
*
0 | 0.12545820431611926662200435581306109825 | 0.023839177267287682400947599561651965546
f(z) = 111/41*z^3 - 193/41*z + 1
*
0 | 0.12540763488053073495136816881961191803 | 0.023737043150233988084731184069107700815
f(z) = 111/43*z^3 - 197/43*z + 1
*
0 | 0.099711451221717231246558761077312629191 | 0.018837277376503070444947261611333506585
f(z) = 111/44*z^3 - 199/44*z + 1
*
0 | 0.12563352231485174744324865313375241077 | 0.023849070821829132387101024741556853230
f(z) = 112/41*z^3 - 194/41*z + 1
*
0 | 0.12558344650445923197237856370939357857 | 0.023747561493309409101414927378537855273
f(z) = 112/43*z^3 - 198/43*z + 1
*
1/4 | 0.10326360597117589405826658824336668764 | 0.019740290927712999616948851680337340684
f(z) = 112/45*z^3 - 187/45*z + 1
*
[ 1/4 ] 
f(z) = 112/59*z^3 - 184/59*z + 1
*
0 | 0.097307332386030942986986169193676499802 | 0.018490036253925798515490123873355493120
f(z) = 113/40*z^3 - 193/40*z + 1
*
0 | 0.12580719324096610662188264883511584196 | 0.023858752849058329278611483114664024288
f(z) = 113/41*z^3 - 195/41*z + 1
*
0 | 0.092602345832911851702025212778184496354 | 0.017527687855230976531904982776498747220
f(z) = 113/42*z^3 - 197/42*z + 1
*
0 | 0.12575760148805900777959312212273197845 | 0.023757861232676030369739086063313485304
f(z) = 113/43*z^3 - 199/43*z + 1
*
0 | 0.12597924780950210094016703653511392945 | 0.023868228703441673944361593614432009845
f(z) = 114/41*z^3 - 196/41*z + 1
*
0 | 0.12593013082250957502233973328281569402 | 0.023767947842761193300837762459437508399
f(z) = 114/43*z^3 - 200/43*z + 1
*
0 | 0.12614971588268715183829585648378068606 | 0.023877503567862758866265612225077481681
f(z) = 115/41*z^3 - 197/41*z + 1
*
0 | 0.092945337674494379421072853291279339630 | 0.017559037454324582142124751087832216614
f(z) = 115/42*z^3 - 199/42*z + 1
*
0 | 0.12631862650127732957767541494960729670 | 0.023886582460395774754375361335076222920
f(z) = 116/41*z^3 - 198/41*z + 1
*
0 | 0.097985230202385759001341931988902574964 | 0.018546555316312158374814769304578047955
f(z) = 117/40*z^3 - 197/40*z + 1
*
0 | 0.12648600791446898406419284372045840453 | 0.023895470240758781132687371309302617466
f(z) = 117/41*z^3 - 199/41*z + 1
*
[ 4/3 ] 
f(z) = 117/44*z^3 - 197/44*z + 1
*
1/3 | 0.11375557087741896482694506859590267193 | 0.021882396045096839174404929420541489621
f(z) = 117/56*z^3 - 181/56*z + 1
*
0 | 0.12665188760845868995636981289812040558 | 0.023904171616464533084825244087107148047
f(z) = 118/41*z^3 - 200/41*z + 1
*
0 | 0.095462623758083452704292326051772554816 | 0.018034597839933036834868862445699258975
f(z) = 119/40*z^3 - 199/40*z + 1
*
[ -4/3 ] 
f(z) = 111/40*z^3 - 191/60*z + 1
*
3/8 | 0.17167961777533678199419157040180717903 | 0.027263242394708484456691814255457164154
f(z) = 112/45*z^3 - 181/60*z + 1
*
[ 7/6 ] 
f(z) = 116/49*z^3 - 194/63*z + 1
*
10/13 | 0.16116236621584017948004492698119094283 | 0.021889193394033275165094008374737888632
f(z) = 117/40*z^3 - 197/65*z + 1
*
5/7 | 0.18016803067629160745349607901091671916 | 0.026421768148698668219473098384481332282
f(z) = 119/50*z^3 - 183/70*z + 1
*
[ 21/20 ] 
f(z) = 100/49*z^3 - 185/84*z + 1
*
[ 14/39 ] 
f(z) = 117/56*z^3 - 187/91*z + 1
*
[ 7/8 ] 
f(z) = 100/49*z^3 - 191/112*z + 1
*
[ 2/5 ] 
f(z) = 100/51*z^3 - 185/102*z + 1
*
[ 2/5 ] 
f(z) = 100/53*z^3 - 191/106*z + 1
*
[ 3/7 ] 
f(z) = 112/45*z^3 - 188/105*z + 1
*
[ 3/7 ] 
f(z) = 119/45*z^3 - 191/105*z + 1
*
[ 3/5 ] 
f(z) = 100/41*z^3 - 190/123*z + 1
*
[ 3/5 ] 
f(z) = 100/43*z^3 - 194/129*z + 1
*
[ 7/12 ] 
f(z) = 104/49*z^3 - 181/126*z + 1
*
[ 3/4 ] 
f(z) = 106/45*z^3 - 199/120*z + 1
*
[ 7/2 ] 
f(z) = 100/49*z^3 - 170/7*z + 1
*
[ -7/2 ] 
f(z) = 100/49*z^3 - 166/7*z + 1
*
[ 7/2 ] 
f(z) = 104/49*z^3 - 177/7*z + 1
*
[ -7/2 ] 
f(z) = 104/49*z^3 - 173/7*z + 1
*
[ -7/2 ] 
f(z) = 108/49*z^3 - 180/7*z + 1
*
-10/3 | 0.19444109384146027502642528033022146628 | 0.027037892596585755390389004659856718580
f(z) = 117/40*z^3 - 166/5*z + 1
*
[ 21/10 ] 
f(z) = 100/49*z^3 - 178/21*z + 1
*
[ 7/4 ] 
f(z) = 100/49*z^3 - 163/28*z + 1
*
[ -2 ] 
f(z) = 101/44*z^3 - 169/22*z + 1
*
[ -2 ] 
f(z) = 101/52*z^3 - 163/26*z + 1
*
[ -2 ] 
f(z) = 103/44*z^3 - 173/22*z + 1
*
[ -2 ] 
f(z) = 103/52*z^3 - 167/26*z + 1
*
[ -2 ] 
f(z) = 105/44*z^3 - 177/22*z + 1
*
[ -2 ] 
f(z) = 105/52*z^3 - 171/26*z + 1
*
3/2 | 0.17718899939554866073787997759174745810 | 0.028187886272242455566454179839853207598
f(z) = 106/45*z^3 - 179/30*z + 1
*
[ -2 ] 
f(z) = 107/52*z^3 - 175/26*z + 1
*
[ 7/4 ] 
f(z) = 108/49*z^3 - 177/28*z + 1
*
[ -2 ] 
f(z) = 109/52*z^3 - 179/26*z + 1
*
[ 5/3 ] 
f(z) = 111/50*z^3 - 173/30*z + 1
*
[ 3/2 ] 
f(z) = 118/45*z^3 - 167/30*z + 1
*
[ 3/17 ] 
f(z) = 119/54*z^3 - 161/34*z + 1
*
[ 1/5 ] 
f(z) = 100/41*z^3 - 168/41*z + 1
*
[ 1/5 ] 
f(z) = 100/43*z^3 - 176/43*z + 1
*
[ 5/4 ] 
f(z) = 112/45*z^3 - 166/45*z + 1
*
[ -3/2 ] 
f(z) = 112/51*z^3 - 167/51*z + 1
*
[ 1/4 ] 
f(z) = 112/53*z^3 - 166/53*z + 1
*
[ 1/4 ] 
f(z) = 112/55*z^3 - 172/55*z + 1
*
[ 5/4 ] 
f(z) = 112/55*z^3 - 164/55*z + 1
*
[ 1/4 ] 
f(z) = 112/57*z^3 - 178/57*z + 1
*
[ -3/2 ] 
f(z) = 116/51*z^3 - 176/51*z + 1
*
[ -3/2 ] 
f(z) = 116/57*z^3 - 166/57*z + 1
*
-10/9 | 0.16781329328826929060539208498911248335 | 0.023315706919514653876299998404455616094
f(z) = 117/40*z^3 - 167/45*z + 1
*
[ 2/9 ] 
f(z) = 117/40*z^3 - 164/45*z + 1
*
[ 7/6 ] 
f(z) = 100/49*z^3 - 166/63*z + 1
*
[ 7/6 ] 
f(z) = 104/49*z^3 - 173/63*z + 1
*
2/5 | 0.18630089572863604563676392997783723855 | 0.028488179067147036901794067781822366683
f(z) = 115/48*z^3 - 173/60*z + 1
*
4/5 | 0.15978294447291886471940725672723021450 | 0.024565784942157380827666608856967702483
f(z) = 115/48*z^3 - 167/60*z + 1
*
2/3 | 0.21081020043231433990153617719146612067 | 0.028771209658096493077331830073923035945
f(z) = 117/40*z^3 - 167/65*z + 1
*
[ 2/5 ] 
f(z) = 100/43*z^3 - 161/86*z + 1
*
[ 2/5 ] 
f(z) = 100/47*z^3 - 173/94*z + 1
*
[ 2/5 ] 
f(z) = 100/49*z^3 - 179/98*z + 1
*
[ 3/7 ] 
f(z) = 103/54*z^3 - 165/98*z + 1
*
[ -5/4 ] 
f(z) = 104/45*z^3 - 163/90*z + 1
*
[ 3/7 ] 
f(z) = 109/54*z^3 - 167/98*z + 1
*
[ 6/7 ] 
f(z) = 113/54*z^3 - 167/98*z + 1
*
[ 3/7 ] 
f(z) = 115/54*z^3 - 169/98*z + 1
*
[ 6/7 ] 
f(z) = 119/48*z^3 - 167/84*z + 1
*
[ 1/2 ] 
f(z) = 102/55*z^3 - 161/110*z + 1
*
[ 1/2 ] 
f(z) = 102/59*z^3 - 169/118*z + 1
*
[ 1/2 ] 
f(z) = 106/55*z^3 - 163/110*z + 1
*
[ 1/2 ] 
f(z) = 106/57*z^3 - 167/114*z + 1
*
[ 1/2 ] 
f(z) = 106/59*z^3 - 171/118*z + 1
*
[ 2/3 ] 
f(z) = 107/48*z^3 - 161/108*z + 1
*
[ 2/3 ] 
f(z) = 109/48*z^3 - 163/108*z + 1
*
[ 1/2 ] 
f(z) = 110/53*z^3 - 161/106*z + 1
*
[ 1/2 ] 
f(z) = 110/57*z^3 - 169/114*z + 1
*
[ 1/2 ] 
f(z) = 110/59*z^3 - 173/118*z + 1
*
[ 15/28 ] 
f(z) = 112/45*z^3 - 166/105*z + 1
*
[ 2/3 ] 
f(z) = 113/48*z^3 - 167/108*z + 1
*
[ 1/2 ] 
f(z) = 114/53*z^3 - 163/106*z + 1
*
[ 1/2 ] 
f(z) = 114/55*z^3 - 167/110*z + 1
*
[ 1/2 ] 
f(z) = 114/59*z^3 - 175/118*z + 1
*
[ 2/3 ] 
f(z) = 115/48*z^3 - 169/108*z + 1
*
[ 7/12 ] 
f(z) = 117/49*z^3 - 171/112*z + 1
*
[ 2/3 ] 
f(z) = 117/59*z^3 - 163/118*z + 1
*
[ 1/2 ] 
f(z) = 118/51*z^3 - 161/102*z + 1
*
[ 1/2 ] 
f(z) = 118/53*z^3 - 165/106*z + 1
*
[ 1/2 ] 
f(z) = 118/55*z^3 - 169/110*z + 1
*
[ 1/2 ] 
f(z) = 118/57*z^3 - 173/114*z + 1
*
[ 2/3 ] 
f(z) = 119/48*z^3 - 173/108*z + 1
*
[ 6 ] 
f(z) = 107/54*z^3 - 141/2*z + 1
*
[ -6 ] 
f(z) = 109/54*z^3 - 143/2*z + 1
*
[ 6 ] 
f(z) = 113/54*z^3 - 149/2*z + 1
*
[ -6 ] 
f(z) = 115/54*z^3 - 151/2*z + 1
*
[ 10/3 ] 
f(z) = 117/40*z^3 - 159/5*z + 1
*
[ -10/3 ] 
f(z) = 117/40*z^3 - 156/5*z + 1
*
[ 6 ] 
f(z) = 119/54*z^3 - 157/2*z + 1
*
[ -21/10 ] 
f(z) = 100/49*z^3 - 158/21*z + 1
*
[ 3/2 ] 
f(z) = 106/45*z^3 - 149/30*z + 1
*
[ -7/4 ] 
f(z) = 108/49*z^3 - 145/28*z + 1
*
[ 7/5 ] 
f(z) = 110/49*z^3 - 144/35*z + 1
*
[ 7/5 ] 
f(z) = 115/49*z^3 - 151/35*z + 1
*
[ -7/4 ] 
f(z) = 116/49*z^3 - 159/28*z + 1
*
-3/2 | 0.15398290678618479004720132295054204339 | 0.025018108368068258021493644196698050868
f(z) = 118/45*z^3 - 157/30*z + 1
*
[ -10/7 ] 
f(z) = 119/40*z^3 - 153/35*z + 1
*
[ 3/10 ] 
f(z) = 100/57*z^3 - 142/57*z + 1
*
[ -3/2 ] 
f(z) = 104/51*z^3 - 149/51*z + 1
*
[ -14/9 ] 
f(z) = 108/49*z^3 - 155/42*z + 1
*
5/6 | 0.13391945268839225729845108228696800353 | 0.027061214456731010326085933178507716871
f(z) = 108/55*z^3 - 141/55*z + 1
*
[ 1/4 ] 
f(z) = 112/45*z^3 - 142/45*z + 1
*
[ 1/4 ] 
f(z) = 112/47*z^3 - 148/47*z + 1
*
[ 1/4 ] 
f(z) = 112/51*z^3 - 160/51*z + 1
*
[ -3/2 ] 
f(z) = 112/57*z^3 - 157/57*z + 1
*
[ 10/9 ] 
f(z) = 117/40*z^3 - 158/45*z + 1
*
1/3 | 0.13525083983492912644728473084092566545 | 0.027176627650798549095967040262465653117
f(z) = 117/44*z^3 - 145/44*z + 1
*
[ 2/5 ] 
f(z) = 100/41*z^3 - 155/82*z + 1
*
[ 6/7 ] 
f(z) = 101/54*z^3 - 151/98*z + 1
*
[ 1/2 ] 
f(z) = 102/47*z^3 - 145/94*z + 1
*
[ 1/2 ] 
f(z) = 102/49*z^3 - 149/98*z + 1
*
[ 1/2 ] 
f(z) = 106/45*z^3 - 143/90*z + 1
*
[ 1/2 ] 
f(z) = 106/47*z^3 - 147/94*z + 1
*
[ 1/2 ] 
f(z) = 106/49*z^3 - 151/98*z + 1
*
[ 6/7 ] 
f(z) = 107/54*z^3 - 159/98*z + 1
*
[ 2/3 ] 
f(z) = 108/47*z^3 - 143/94*z + 1
*
[ 2/3 ] 
f(z) = 108/49*z^3 - 145/98*z + 1
*
[ 1/2 ] 
f(z) = 110/43*z^3 - 141/86*z + 1
*
[ 1/2 ] 
f(z) = 110/47*z^3 - 149/94*z + 1
*
[ 1/2 ] 
f(z) = 110/49*z^3 - 153/98*z + 1
*
[ -4/3 ] 
f(z) = 111/56*z^3 - 149/84*z + 1
*
[ 3/4 ] 
f(z) = 113/54*z^3 - 145/96*z + 1
*
[ 1/2 ] 
f(z) = 114/43*z^3 - 143/86*z + 1
*
[ 1/2 ] 
f(z) = 114/47*z^3 - 151/94*z + 1
*
[ 1/2 ] 
f(z) = 114/49*z^3 - 155/98*z + 1
*
[ 2/3 ] 
f(z) = 117/41*z^3 - 145/82*z + 1
*
[ 2/3 ] 
f(z) = 117/43*z^3 - 147/86*z + 1
*
[ 2/3 ] 
f(z) = 117/47*z^3 - 151/94*z + 1
*
[ 2/3 ] 
f(z) = 117/49*z^3 - 153/98*z + 1
*
[ 7/13 ] 
f(z) = 117/49*z^3 - 141/91*z + 1
*
[ 1/2 ] 
f(z) = 118/41*z^3 - 141/82*z + 1
*
[ 1/2 ] 
f(z) = 118/43*z^3 - 145/86*z + 1
*
[ 1/2 ] 
f(z) = 118/45*z^3 - 149/90*z + 1
*
[ 1/2 ] 
f(z) = 118/47*z^3 - 153/94*z + 1
*
[ 1/2 ] 
f(z) = 118/49*z^3 - 157/98*z + 1
*
[ 10/17 ] 
f(z) = 119/40*z^3 - 147/85*z + 1
*
[ 3/4 ] 
f(z) = 119/54*z^3 - 151/96*z + 1
*
[ 2/3 ] 
f(z) = 101/48*z^3 - 155/108*z + 1
*
[ 1/2 ] 
f(z) = 102/53*z^3 - 157/106*z + 1
*
[ 2/3 ] 
f(z) = 103/48*z^3 - 157/108*z + 1
*
[ 3/4 ] 
f(z) = 104/51*z^3 - 151/102*z + 1
*
[ 3/4 ] 
f(z) = 104/57*z^3 - 155/114*z + 1
*
[ 1/2 ] 
f(z) = 106/51*z^3 - 155/102*z + 1
*
[ 2/3 ] 
f(z) = 108/53*z^3 - 149/106*z + 1
*
[ 2/3 ] 
f(z) = 108/55*z^3 - 151/110*z + 1
*
[ 2/3 ] 
f(z) = 108/59*z^3 - 155/118*z + 1
*
[ 1/2 ] 
f(z) = 110/51*z^3 - 157/102*z + 1
*
[ 2/3 ] 
f(z) = 117/53*z^3 - 157/106*z + 1
*
[ 2/3 ] 
f(z) = 117/55*z^3 - 159/110*z + 1
*
[ 6 ] 
f(z) = 101/54*z^3 - 133/2*z + 1
*
2 | 0.18394828575158755420109433038751720729 | 0.029755056510423174259681959179863455470
f(z) = 103/48*z^3 - 121/12*z + 1
*
[ -6 ] 
f(z) = 103/54*z^3 - 135/2*z + 1
*
2 | 0.18613704595576596198770850069578512964 | 0.029951534032053242376486899675034082214
f(z) = 107/48*z^3 - 125/12*z + 1
*
-2 | 0.079784311046720222817055995229113986982 | 0.012905728771217165870836574164253392524
f(z) = 115/48*z^3 - 121/12*z + 1
*
-2 | 0.080480172071637741350777117677150796476 | 0.012950160460169742877111125294774567845
f(z) = 119/48*z^3 - 125/12*z + 1
*
[ -7/4 ] 
f(z) = 100/49*z^3 - 131/28*z + 1
*
21/20 | 0.13495785139571803984433209761962327691 | 0.019875687595437480210856227559904257268
f(z) = 100/49*z^3 - 127/28*z + 1
*
-3/2 | 0.14350524810247637802817512291598691926 | 0.023786374473476265547009506996035959118
f(z) = 106/45*z^3 - 139/30*z + 1
*
[ -5/3 ] 
f(z) = 111/50*z^3 - 137/30*z + 1
*
4/3 | 0.15833082009518298298237756774660027677 | 0.028675530344328544166402989250660403280
f(z) = 117/56*z^3 - 125/28*z + 1
*
[ -3/2 ] 
f(z) = 118/45*z^3 - 127/30*z + 1
*
2/7 | 0.18186719498543434763624010955914606365 | 0.026150487253020949380692884491610558439
f(z) = 119/40*z^3 - 131/35*z + 1
*
[ -12/7 ] 
f(z) = 119/54*z^3 - 137/28*z + 1
*
[ -3/2 ] 
f(z) = 100/51*z^3 - 140/51*z + 1
*
[ 3/10 ] 
f(z) = 100/51*z^3 - 128/51*z + 1
*
[ -3/2 ] 
f(z) = 100/57*z^3 - 130/57*z + 1
*
[ 6/5 ] 
f(z) = 103/54*z^3 - 129/50*z + 1
*
[ -3/2 ] 
f(z) = 104/57*z^3 - 139/57*z + 1
*
[ 1/3 ] 
f(z) = 108/55*z^3 - 122/55*z + 1
*
[ 1/3 ] 
f(z) = 108/59*z^3 - 130/59*z + 1
*
2/3 | 0.20366312418218077955260484626663480917 | 0.029565359931632478819613613452509816752
f(z) = 109/40*z^3 - 122/45*z + 1
*
[ 6/5 ] 
f(z) = 109/54*z^3 - 137/50*z + 1
*
[ 1/4 ] 
f(z) = 112/41*z^3 - 130/41*z + 1
*
[ 1/4 ] 
f(z) = 112/43*z^3 - 136/43*z + 1
*
-5/4 | 0.11786238415223918836212003724871011539 | 0.023885501423139760298698223778872128555
f(z) = 112/45*z^3 - 139/45*z + 1
*
[ 7/6 ] 
f(z) = 114/49*z^3 - 127/42*z + 1
*
[ 6/23 ] 
f(z) = 115/54*z^3 - 137/46*z + 1
*
1/3 | 0.095048125191507241304531617753324516165 | 0.019435856765929711938648913513924435894
f(z) = 117/40*z^3 - 133/40*z + 1
*
[ -4/3 ] 
f(z) = 117/44*z^3 - 131/44*z + 1
*
2/3 | 0.11921827528262041377911790871958097269 | 0.024610584429301336553549262379828597617
f(z) = 117/50*z^3 - 127/50*z + 1
*
[ 1/3 ] 
f(z) = 117/55*z^3 - 123/55*z + 1
*
[ 1/3 ] 
f(z) = 117/56*z^3 - 125/56*z + 1
*
[ 1/3 ] 
f(z) = 117/58*z^3 - 129/58*z + 1
*
[ 1/3 ] 
f(z) = 117/59*z^3 - 131/59*z + 1
*
[ 3/8 ] 
f(z) = 112/45*z^3 - 121/60*z + 1
*
[ 10/13 ] 
f(z) = 117/40*z^3 - 132/65*z + 1
*
[ 3/4 ] 
f(z) = 101/54*z^3 - 133/96*z + 1
*
[ 1/2 ] 
f(z) = 102/41*z^3 - 133/82*z + 1
*
[ 1/2 ] 
f(z) = 102/43*z^3 - 137/86*z + 1
*
[ 7/13 ] 
f(z) = 104/49*z^3 - 134/91*z + 1
*
[ 1/2 ] 
f(z) = 106/41*z^3 - 135/82*z + 1
*
[ 1/2 ] 
f(z) = 106/43*z^3 - 139/86*z + 1
*
[ 3/4 ] 
f(z) = 107/54*z^3 - 139/96*z + 1
*
[ 2/3 ] 
f(z) = 108/41*z^3 - 137/82*z + 1
*
[ 2/3 ] 
f(z) = 108/43*z^3 - 139/86*z + 1
*
[ 1/2 ] 
f(z) = 110/41*z^3 - 137/82*z + 1
*
[ 1/2 ] 
f(z) = 114/41*z^3 - 139/82*z + 1
*
[ 5/9 ] 
f(z) = 117/50*z^3 - 137/90*z + 1
*
-6/7 | 0.17861434771506718754972391571009779030 | 0.026559621441167492207301295700376570320
f(z) = 119/48*z^3 - 139/84*z + 1
*
[ 4/7 ] 
f(z) = 119/48*z^3 - 131/84*z + 1
*
-2 | 0.077102916879078204929630156619243984519 | 0.012725094768711793062251906869415100114
f(z) = 101/48*z^3 - 107/12*z + 1
*
-2 | 0.077512753816298938126441151147366259085 | 0.012753753957979958100064670584721082561
f(z) = 103/48*z^3 - 109/12*z + 1
*
-2 | 0.078304053016185568035108239444531791557 | 0.012808001906689619790893273867966398163
f(z) = 107/48*z^3 - 113/12*z + 1
*
[ 2 ] 
f(z) = 107/48*z^3 - 101/12*z + 1
*
[ 3 ] 
f(z) = 107/54*z^3 - 103/6*z + 1
*
-2 | 0.078685403263001692295228582586808666453 | 0.012833550252624060589473683813761002027
f(z) = 109/48*z^3 - 115/12*z + 1
*
[ 2 ] 
f(z) = 109/48*z^3 - 103/12*z + 1
*
[ -3 ] 
f(z) = 109/54*z^3 - 101/6*z + 1
*
-2 | 0.079425684455047706272538265644123396777 | 0.012882449548903915984923251679211414890
f(z) = 113/48*z^3 - 119/12*z + 1
*
[ 2 ] 
f(z) = 113/48*z^3 - 107/12*z + 1
*
[ 3 ] 
f(z) = 113/54*z^3 - 109/6*z + 1
*
[ 2 ] 
f(z) = 115/48*z^3 - 109/12*z + 1
*
[ -3 ] 
f(z) = 115/54*z^3 - 107/6*z + 1
*
[ 2 ] 
f(z) = 119/48*z^3 - 113/12*z + 1
*
[ -2 ] 
f(z) = 119/48*z^3 - 101/12*z + 1
*
[ 3 ] 
f(z) = 119/54*z^3 - 115/6*z + 1
*
-3/2 | 0.20286949344681500113247258050588786471 | 0.029450150178084230184046023972023304106
f(z) = 101/54*z^3 - 109/24*z + 1
*
[ -3/2 ] 
f(z) = 106/45*z^3 - 109/30*z + 1
*
7/6 | 0.099314170019709193875821978682358829846 | 0.014963132298246614011987586245203632488
f(z) = 108/49*z^3 - 109/21*z + 1
*
[ 3/2 ] 
f(z) = 109/54*z^3 - 101/24*z + 1
*
[ -7/5 ] 
f(z) = 115/49*z^3 - 101/35*z + 1
*
[ 3/2 ] 
f(z) = 115/54*z^3 - 107/24*z + 1
*
[ 7/6 ] 
f(z) = 102/49*z^3 - 113/42*z + 1
*
2/3 | 0.20048228324407606092274769310551434451 | 0.029230937116888423340745558882250588081
f(z) = 103/40*z^3 - 119/45*z + 1
*
[ 1/3 ] 
f(z) = 108/47*z^3 - 106/47*z + 1
*
[ 1/3 ] 
f(z) = 108/49*z^3 - 110/49*z + 1
*
[ 1/3 ] 
f(z) = 108/53*z^3 - 118/53*z + 1
*
[ 3/10 ] 
f(z) = 115/54*z^3 - 101/40*z + 1
*
[ 1/3 ] 
f(z) = 117/44*z^3 - 101/44*z + 1
*
[ 1/3 ] 
f(z) = 117/46*z^3 - 105/46*z + 1
*
[ 1/3 ] 
f(z) = 117/47*z^3 - 107/47*z + 1
*
[ 1/3 ] 
f(z) = 117/49*z^3 - 111/49*z + 1
*
[ 1/3 ] 
f(z) = 117/50*z^3 - 113/50*z + 1
*
[ 1/3 ] 
f(z) = 117/53*z^3 - 119/53*z + 1
*
3/7 | 0.19527561672832221598163637282422434507 | 0.028128955453858034314127470662348627571
f(z) = 119/54*z^3 - 115/42*z + 1
*
[ 2/3 ] 
f(z) = 105/44*z^3 - 103/66*z + 1
*
[ 2/3 ] 
f(z) = 105/52*z^3 - 109/78*z + 1
*
[ 7/11 ] 
f(z) = 110/49*z^3 - 114/77*z + 1
*
[ 7/10 ] 
f(z) = 110/49*z^3 - 107/70*z + 1
*
[ 2/3 ] 
f(z) = 111/44*z^3 - 107/66*z + 1
*
[ 2/3 ] 
f(z) = 111/52*z^3 - 113/78*z + 1
*
[ 2/5 ] 
f(z) = 115/48*z^3 - 113/60*z + 1
*
[ 4/5 ] 
f(z) = 115/48*z^3 - 107/60*z + 1
*
[ 3/4 ] 
f(z) = 116/45*z^3 - 107/60*z + 1
*
[ 7/9 ] 
f(z) = 117/49*z^3 - 109/63*z + 1
*
[ 5/7 ] 
f(z) = 119/50*z^3 - 113/70*z + 1
*
[ 12/17 ] 
f(z) = 119/54*z^3 - 103/68*z + 1
*
[ 2 ] 
f(z) = 101/48*z^3 - 95/12*z + 1
*
[ -2 ] 
f(z) = 101/48*z^3 - 83/12*z + 1
*
[ 3 ] 
f(z) = 101/54*z^3 - 97/6*z + 1
*
[ 2 ] 
f(z) = 103/48*z^3 - 97/12*z + 1
*
[ -2 ] 
f(z) = 103/48*z^3 - 85/12*z + 1
*
[ -3 ] 
f(z) = 103/54*z^3 - 95/6*z + 1
*
[ 7/4 ] 
f(z) = 104/49*z^3 - 85/14*z + 1
*
[ -2 ] 
f(z) = 107/48*z^3 - 89/12*z + 1
*
[ -2 ] 
f(z) = 109/48*z^3 - 91/12*z + 1
*
[ -2 ] 
f(z) = 113/48*z^3 - 95/12*z + 1
*
[ -2 ] 
f(z) = 115/48*z^3 - 97/12*z + 1
*
[ 3/2 ] 
f(z) = 116/45*z^3 - 82/15*z + 1
*
[ 7/3 ] 
f(z) = 117/49*z^3 - 87/7*z + 1
*
[ -7/3 ] 
f(z) = 117/49*z^3 - 81/7*z + 1
*
[ 3/2 ] 
f(z) = 103/54*z^3 - 95/24*z + 1
*
[ -7/5 ] 
f(z) = 110/49*z^3 - 94/35*z + 1
*
-6/5 | 0.20046563552869098103525412369159460460 | 0.029602413353716082360576953526468669295
f(z) = 115/54*z^3 - 97/30*z + 1
*
2/5 | 0.12864095008217630473598390666014087182 | 0.019273318879041173467757264151040625774
f(z) = 115/56*z^3 - 99/35*z + 1
*
[ 4/3 ] 
f(z) = 117/40*z^3 - 99/20*z + 1
*
[ 7/6 ] 
f(z) = 117/49*z^3 - 87/28*z + 1
*
[ 4/3 ] 
f(z) = 117/56*z^3 - 97/28*z + 1
*
-4/3 | 0.12877882807737849667219707039113339528 | 0.025191536718983379685819285874184883891
f(z) = 117/56*z^3 - 83/28*z + 1
*
[ 2/7 ] 
f(z) = 119/40*z^3 - 96/35*z + 1
*
[ 1/2 ] 
f(z) = 100/57*z^3 - 82/57*z + 1
*
[ 1/2 ] 
f(z) = 100/59*z^3 - 84/59*z + 1
*
[ 7/8 ] 
f(z) = 104/49*z^3 - 99/56*z + 1
*
[ 1/2 ] 
f(z) = 104/55*z^3 - 81/55*z + 1
*
[ 1/2 ] 
f(z) = 104/57*z^3 - 83/57*z + 1
*
[ 1/2 ] 
f(z) = 104/59*z^3 - 85/59*z + 1
*
[ 1/3 ] 
f(z) = 108/41*z^3 - 94/41*z + 1
*
[ 1/3 ] 
f(z) = 108/43*z^3 - 98/43*z + 1
*
[ 5/6 ] 
f(z) = 108/55*z^3 - 86/55*z + 1
*
[ 1/2 ] 
f(z) = 108/55*z^3 - 82/55*z + 1
*
[ 1/2 ] 
f(z) = 108/59*z^3 - 86/59*z + 1
*
[ -5/4 ] 
f(z) = 112/45*z^3 - 94/45*z + 1
*
[ 1/2 ] 
f(z) = 112/53*z^3 - 81/53*z + 1
*
[ 1/2 ] 
f(z) = 112/55*z^3 - 83/55*z + 1
*
[ 1/2 ] 
f(z) = 112/57*z^3 - 85/57*z + 1
*
[ 3/4 ] 
f(z) = 112/57*z^3 - 82/57*z + 1
*
[ 1/2 ] 
f(z) = 112/59*z^3 - 87/59*z + 1
*
[ 1/2 ] 
f(z) = 116/53*z^3 - 82/53*z + 1
*
[ 1/2 ] 
f(z) = 116/55*z^3 - 84/55*z + 1
*
[ 1/2 ] 
f(z) = 116/57*z^3 - 86/57*z + 1
*
[ 1/2 ] 
f(z) = 116/59*z^3 - 88/59*z + 1
*
[ 1/3 ] 
f(z) = 117/40*z^3 - 93/40*z + 1
*
[ 1/3 ] 
f(z) = 117/41*z^3 - 95/41*z + 1
*
[ 1/3 ] 
f(z) = 117/43*z^3 - 99/43*z + 1
*
[ 2/3 ] 
f(z) = 117/58*z^3 - 81/58*z + 1
*
[ 2/3 ] 
f(z) = 119/40*z^3 - 82/45*z + 1
*
[ 7/15 ] 
f(z) = 100/49*z^3 - 100/63*z + 1
*
[ 2/3 ] 
f(z) = 101/56*z^3 - 82/63*z + 1
*
[ 2/3 ] 
f(z) = 103/56*z^3 - 83/63*z + 1
*
[ 2/3 ] 
f(z) = 107/56*z^3 - 85/63*z + 1
*
[ 2/3 ] 
f(z) = 109/56*z^3 - 86/63*z + 1
*
[ 2/3 ] 
f(z) = 113/56*z^3 - 88/63*z + 1
*
[ -6/5 ] 
f(z) = 115/48*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 115/56*z^3 - 89/63*z + 1
*
[ 3/2 ] 
f(z) = 104/45*z^3 - 73/15*z + 1
*
-3/2 | 0.13929462816684688481543964907202454825 | 0.026192456794521744722615729374432166501
f(z) = 104/45*z^3 - 68/15*z + 1
*
[ -7/4 ] 
f(z) = 104/49*z^3 - 69/14*z + 1
*
[ 7/3 ] 
f(z) = 108/49*z^3 - 80/7*z + 1
*
[ -7/3 ] 
f(z) = 108/49*z^3 - 74/7*z + 1
*
[ 3/2 ] 
f(z) = 112/45*z^3 - 79/15*z + 1
*
-3/2 | 0.15206477097098830708603755915253470567 | 0.028146187570113760640343219316573745038
f(z) = 112/45*z^3 - 74/15*z + 1
*
-2 | 0.099789852091120212130853365001305687940 | 0.016120317875364738130511067569453414979
f(z) = 115/56*z^3 - 61/7*z + 1
*
-3/2 | 0.13254685012295592786736345759460273776 | 0.024354405922703047387492589698616893631
f(z) = 116/45*z^3 - 77/15*z + 1
*
[ -3/2 ] 
f(z) = 116/45*z^3 - 62/15*z + 1
*
-2 | 0.10076595640490946251218639035232415651 | 0.016278000359986815963831883184892575304
f(z) = 117/40*z^3 - 61/5*z + 1
*
[ 5/3 ] 
f(z) = 117/50*z^3 - 61/10*z + 1
*
-2 | 0.10015239821839578891357843266552813949 | 0.016136497708365905558047360853683983403
f(z) = 117/56*z^3 - 62/7*z + 1
*
-2 | 0.10110214117342797254025804072481118233 | 0.016289519755666202088568717399147982761
f(z) = 119/40*z^3 - 62/5*z + 1
*
[ -3/2 ] 
f(z) = 101/54*z^3 - 61/24*z + 1
*
[ -3/2 ] 
f(z) = 107/54*z^3 - 67/24*z + 1
*
[ -3/2 ] 
f(z) = 113/54*z^3 - 73/24*z + 1
*
3/5 | 0.18641471116440137605702697418268269326 | 0.028733629848998721224042599258704568574
f(z) = 115/54*z^3 - 73/30*z + 1
*
[ 2/5 ] 
f(z) = 115/56*z^3 - 64/35*z + 1
*
[ -4/3 ] 
f(z) = 117/40*z^3 - 69/20*z + 1
*
[ -3/2 ] 
f(z) = 119/54*z^3 - 79/24*z + 1
*
[ 1/2 ] 
f(z) = 100/41*z^3 - 66/41*z + 1
*
[ 1/2 ] 
f(z) = 100/43*z^3 - 68/43*z + 1
*
[ 1/2 ] 
f(z) = 100/47*z^3 - 72/47*z + 1
*
[ 1/2 ] 
f(z) = 100/49*z^3 - 74/49*z + 1
*
[ 1/2 ] 
f(z) = 100/51*z^3 - 76/51*z + 1
*
[ 3/5 ] 
f(z) = 100/51*z^3 - 70/51*z + 1
*
[ 1/2 ] 
f(z) = 100/53*z^3 - 78/53*z + 1
*
[ 3/5 ] 
f(z) = 100/57*z^3 - 74/57*z + 1
*
[ 2/3 ] 
f(z) = 101/40*z^3 - 73/45*z + 1
*
[ 3/5 ] 
f(z) = 101/54*z^3 - 67/50*z + 1
*
[ 2/3 ] 
f(z) = 103/40*z^3 - 74/45*z + 1
*
[ 1/2 ] 
f(z) = 104/41*z^3 - 67/41*z + 1
*
[ 1/2 ] 
f(z) = 104/43*z^3 - 69/43*z + 1
*
[ 1/2 ] 
f(z) = 104/45*z^3 - 71/45*z + 1
*
[ 1/2 ] 
f(z) = 104/47*z^3 - 73/47*z + 1
*
[ 1/2 ] 
f(z) = 104/49*z^3 - 75/49*z + 1
*
[ 1/2 ] 
f(z) = 104/51*z^3 - 77/51*z + 1
*
[ 1/2 ] 
f(z) = 104/53*z^3 - 79/53*z + 1
*
[ 2/3 ] 
f(z) = 107/40*z^3 - 76/45*z + 1
*
-1 | 0.10220563213056986832607020848514823870 | 0.021872325255487178896747701522393598459
f(z) = 107/40*z^3 - 67/40*z + 1
*
-1 | 0.11081134367094850625225299301918101294 | 0.023713974467397509440248243081507354362
f(z) = 107/41*z^3 - 66/41*z + 1
*
[ 3/5 ] 
f(z) = 107/54*z^3 - 69/50*z + 1
*
[ 1/2 ] 
f(z) = 108/41*z^3 - 68/41*z + 1
*
-1 | 0.11096528099770909673980606460295632271 | 0.023699737494513654438327056240922562973
f(z) = 108/41*z^3 - 67/41*z + 1
*
[ 1/2 ] 
f(z) = 108/43*z^3 - 70/43*z + 1
*
[ 1/2 ] 
f(z) = 108/47*z^3 - 74/47*z + 1
*
[ 1/2 ] 
f(z) = 108/49*z^3 - 76/49*z + 1
*
[ 1/2 ] 
f(z) = 108/53*z^3 - 80/53*z + 1
*
[ 2/3 ] 
f(z) = 109/40*z^3 - 77/45*z + 1
*
-1 | 0.10251298160426799227878898595421609172 | 0.021851498583720007962207585790940659428
f(z) = 109/40*z^3 - 69/40*z + 1
*
-1 | 0.11111794110870800647114973251962128116 | 0.023685717601464493886760969485990437477
f(z) = 109/41*z^3 - 68/41*z + 1
*
-1 | 0.11126934514068172191170853584034290895 | 0.023671909354295051244135538663671642119
f(z) = 110/41*z^3 - 69/41*z + 1
*
-1 | 0.10281528298153235526557941311650855675 | 0.021831324694102686217104050332828220777
f(z) = 111/40*z^3 - 71/40*z + 1
*
-1 | 0.11141951370753254739309801826993128543 | 0.023658307505170036463441159482980273908
f(z) = 111/41*z^3 - 70/41*z + 1
*
-1 | 0.11156846691749735684194028708274632610 | 0.023644906984342451870103529464430473810
f(z) = 112/41*z^3 - 71/41*z + 1
*
[ 1/2 ] 
f(z) = 112/41*z^3 - 69/41*z + 1
*
[ 1/2 ] 
f(z) = 112/43*z^3 - 71/43*z + 1
*
-1 | 0.11166096148961979846193729689183951365 | 0.023664509526304500591517646632283981988
f(z) = 112/43*z^3 - 69/43*z + 1
*
[ 1/2 ] 
f(z) = 112/45*z^3 - 73/45*z + 1
*
[ 1/2 ] 
f(z) = 112/47*z^3 - 75/47*z + 1
*
[ 3/4 ] 
f(z) = 112/51*z^3 - 80/51*z + 1
*
[ 1/2 ] 
f(z) = 112/51*z^3 - 79/51*z + 1
*
[ 2/3 ] 
f(z) = 113/40*z^3 - 79/45*z + 1
*
-1 | 0.10311270025726990113656067824653486193 | 0.021811770942320537963895233821961964603
f(z) = 113/40*z^3 - 73/40*z + 1
*
-1 | 0.11171622438961520729582789622168212900 | 0.023631702892538398173109877951569286461
f(z) = 113/41*z^3 - 72/41*z + 1
*
-1 | 0.078582510620832997216963713709342675469 | 0.016622818696993961982348482809005860366
f(z) = 113/42*z^3 - 71/42*z + 1
*
-1 | 0.11180802501679136643812186447698543389 | 0.023651121783202029840207726920302583248
f(z) = 113/43*z^3 - 70/43*z + 1
*
[ 3/5 ] 
f(z) = 113/54*z^3 - 71/50*z + 1
*
-1 | 0.11186280526952797501151087670568721170 | 0.023618690493732983213288107769617003656
f(z) = 114/41*z^3 - 73/41*z + 1
*
-1 | 0.11195392238559522027474805752048618244 | 0.023637928943527698356972459418211299790
f(z) = 114/43*z^3 - 71/43*z + 1
*
-1 | 0.11200822824464624563734469781108937450 | 0.023605865208293958036659824225957084983
f(z) = 115/41*z^3 - 74/41*z + 1
*
-1 | 0.078873833750808292291227132009052297642 | 0.016622752784878206851111194308967872225
f(z) = 115/42*z^3 - 73/42*z + 1
*
-1 | 0.11209867204755035854570463881293662141 | 0.023624926345620554786871403471704324618
f(z) = 115/43*z^3 - 72/43*z + 1
*
-1 | 0.10358628014370763633974155365936884619 | 0.021830929788123104142807884308851547858
f(z) = 115/44*z^3 - 71/44*z + 1
*
-1 | 0.11215251155871088425435391665908173689 | 0.023593222606471294673579686415402861626
f(z) = 116/41*z^3 - 75/41*z + 1
*
[ 1/2 ] 
f(z) = 116/41*z^3 - 70/41*z + 1
*
-1 | 0.11224229201763530475770883908328868647 | 0.023612109480458116986022675987678103100
f(z) = 116/43*z^3 - 73/43*z + 1
*
[ 1/2 ] 
f(z) = 116/43*z^3 - 72/43*z + 1
*
[ 1/2 ] 
f(z) = 116/45*z^3 - 74/45*z + 1
*
[ 1/2 ] 
f(z) = 116/47*z^3 - 76/47*z + 1
*
[ 1/2 ] 
f(z) = 116/49*z^3 - 78/49*z + 1
*
[ 1/2 ] 
f(z) = 116/51*z^3 - 80/51*z + 1
*
-1 | 0.10369349949423848191312380608847800188 | 0.021774404067129526612202490666371068145
f(z) = 117/40*z^3 - 77/40*z + 1
*
[ -10/9 ] 
f(z) = 117/40*z^3 - 77/45*z + 1
*
-1 | 0.11229567302577902023668584191764982047 | 0.023580758402212388812411521776864816879
f(z) = 117/41*z^3 - 76/41*z + 1
*
-1 | 0.11238479988800409741885129627658174629 | 0.023599473985356846616500252049831647761
f(z) = 117/43*z^3 - 74/43*z + 1
*
-1 | 0.10387175610633039714325492868222261737 | 0.021811835839788936117183604180949256457
f(z) = 117/44*z^3 - 73/44*z + 1
*
[ 2/3 ] 
f(z) = 117/46*z^3 - 75/46*z + 1
*
[ 2/3 ] 
f(z) = 117/50*z^3 - 77/50*z + 1
*
[ 5/6 ] 
f(z) = 117/50*z^3 - 73/40*z + 1
*
-1 | 0.11243773004366159768990055199942555405 | 0.023568468447283928547955110294215558635
f(z) = 118/41*z^3 - 77/41*z + 1
*
-1 | 0.11252621284116614130143662282181355009 | 0.023587015637984981026168344976397382522
f(z) = 118/43*z^3 - 75/43*z + 1
*
-1 | 0.099050965701991775683725822934560555330 | 0.020762421643641109316667723420705673527
f(z) = 118/45*z^3 - 73/45*z + 1
*
-1 | 0.10397717191937371556288449571538669518 | 0.021756535914847769447427834440789058041
f(z) = 119/40*z^3 - 79/40*z + 1
*
-1 | 0.11257869960683815717989711868752647592 | 0.023556348725682726793960320878774325301
f(z) = 119/41*z^3 - 78/41*z + 1
*
-1 | 0.11266654766265493139232563603722890072 | 0.023574730350669692603904478564409379435
f(z) = 119/43*z^3 - 76/43*z + 1
*
-1 | 0.10415287080317005623629562729751572729 | 0.021793299744878440811383844115540193633
f(z) = 119/44*z^3 - 75/44*z + 1
*
-1 | 0.099190674091965184436955335072653714222 | 0.020754992884141902385769115296650280401
f(z) = 119/45*z^3 - 74/45*z + 1
*
[ 3/7 ] 
f(z) = 119/54*z^3 - 73/42*z + 1
*
[ 3/5 ] 
f(z) = 119/54*z^3 - 73/50*z + 1
*
-2 | 0.097819770058320046194547662689980586793 | 0.016169269403716144159293524553228446064
f(z) = 101/40*z^3 - 53/5*z + 1
*
[ 2 ] 
f(z) = 101/40*z^3 - 48/5*z + 1
*
[ -2 ] 
f(z) = 101/40*z^3 - 43/5*z + 1
*
-2 | 0.097004091949338573745644919006303195422 | 0.015985050906326851705953354548778158467
f(z) = 101/56*z^3 - 54/7*z + 1
*
[ 2 ] 
f(z) = 101/56*z^3 - 47/7*z + 1
*
-2 | 0.098216018184097493661387927739920626856 | 0.016184761064610194671569351080328460056
f(z) = 103/40*z^3 - 54/5*z + 1
*
[ 2 ] 
f(z) = 103/40*z^3 - 49/5*z + 1
*
[ -2 ] 
f(z) = 103/40*z^3 - 44/5*z + 1
*
-2 | 0.097432111494413034796085992455014275368 | 0.016007182106415543554420258632641983490
f(z) = 103/56*z^3 - 55/7*z + 1
*
[ 2 ] 
f(z) = 103/56*z^3 - 48/7*z + 1
*
[ -2 ] 
f(z) = 103/56*z^3 - 41/7*z + 1
*
[ -3/2 ] 
f(z) = 104/45*z^3 - 53/15*z + 1
*
-2 | 0.098982750604314904266524964733314895882 | 0.016213939905243683410411847921747589654
f(z) = 107/40*z^3 - 56/5*z + 1
*
[ 2 ] 
f(z) = 107/40*z^3 - 51/5*z + 1
*
[ -2 ] 
f(z) = 107/40*z^3 - 46/5*z + 1
*
-2 | 0.098255876869990376684005489114127935435 | 0.016048345000471086941908190356362866022
f(z) = 107/56*z^3 - 57/7*z + 1
*
[ 2 ] 
f(z) = 107/56*z^3 - 50/7*z + 1
*
[ -2 ] 
f(z) = 107/56*z^3 - 43/7*z + 1
*
-2 | 0.099353998473072424332072328782978913348 | 0.016227703578299967507011484018576191363
f(z) = 109/40*z^3 - 57/5*z + 1
*
[ 2 ] 
f(z) = 109/40*z^3 - 52/5*z + 1
*
[ -2 ] 
f(z) = 109/40*z^3 - 47/5*z + 1
*
-2 | 0.098652807390257147152444628352124587796 | 0.016067534584911163140614970543476505553
f(z) = 109/56*z^3 - 58/7*z + 1
*
[ 2 ] 
f(z) = 109/56*z^3 - 51/7*z + 1
*
[ -2 ] 
f(z) = 109/56*z^3 - 44/7*z + 1
*
-2 | 0.099717632985094940864242199229064293268 | 0.016240962209776145259679585859952941793
f(z) = 111/40*z^3 - 58/5*z + 1
*
[ 2 ] 
f(z) = 111/40*z^3 - 53/5*z + 1
*
[ -2 ] 
f(z) = 111/40*z^3 - 48/5*z + 1
*
2/3 | 0.12589343899947002047173340100740051638 | 0.021675335826668726766301393665374278780
f(z) = 111/40*z^3 - 41/15*z + 1
*
-2 | 0.099040472407813037969013460612722165513 | 0.016085887679604262919919446011380308792
f(z) = 111/56*z^3 - 59/7*z + 1
*
[ 2 ] 
f(z) = 111/56*z^3 - 52/7*z + 1
*
[ -2 ] 
f(z) = 111/56*z^3 - 45/7*z + 1
*
[ -3/2 ] 
f(z) = 112/45*z^3 - 59/15*z + 1
*
-2 | 0.10007397430132481374298708506695840967 | 0.016253746282976365426109803284628661051
f(z) = 113/40*z^3 - 59/5*z + 1
*
[ 2 ] 
f(z) = 113/40*z^3 - 54/5*z + 1
*
[ -2 ] 
f(z) = 113/40*z^3 - 49/5*z + 1
*
-2 | 0.099419343056320200565299582957595555147 | 0.016103464127706903270902884919282338145
f(z) = 113/56*z^3 - 60/7*z + 1
*
[ 2 ] 
f(z) = 113/56*z^3 - 53/7*z + 1
*
[ -2 ] 
f(z) = 113/56*z^3 - 46/7*z + 1
*
[ 2 ] 
f(z) = 115/56*z^3 - 54/7*z + 1
*
[ -2 ] 
f(z) = 115/56*z^3 - 47/7*z + 1
*
[ 2 ] 
f(z) = 117/40*z^3 - 56/5*z + 1
*
[ -2 ] 
f(z) = 117/40*z^3 - 51/5*z + 1
*
[ -5/3 ] 
f(z) = 117/50*z^3 - 49/10*z + 1
*
[ 2 ] 
f(z) = 117/56*z^3 - 55/7*z + 1
*
[ -2 ] 
f(z) = 117/56*z^3 - 48/7*z + 1
*
[ 2 ] 
f(z) = 119/40*z^3 - 57/5*z + 1
*
[ -2 ] 
f(z) = 119/40*z^3 - 52/5*z + 1
*
[ 7/20 ] 
f(z) = 100/49*z^3 - 59/28*z + 1
*
[ 3/4 ] 
f(z) = 103/54*z^3 - 45/32*z + 1
*
[ 3/4 ] 
f(z) = 104/45*z^3 - 49/30*z + 1
*
[ 7/12 ] 
f(z) = 108/49*z^3 - 41/28*z + 1
*
[ 3/4 ] 
f(z) = 109/54*z^3 - 47/32*z + 1
*
[ 3/4 ] 
f(z) = 115/54*z^3 - 49/32*z + 1
*
[ 3/5 ] 
f(z) = 115/54*z^3 - 43/30*z + 1
*
[ -4/3 ] 
f(z) = 117/56*z^3 - 55/28*z + 1
*
[ 7/5 ] 
f(z) = 100/49*z^3 - 26/7*z + 1
*
[ -3 ] 
f(z) = 101/54*z^3 - 31/2*z + 1
*
[ 3/2 ] 
f(z) = 101/54*z^3 - 31/8*z + 1
*
[ -2 ] 
f(z) = 101/56*z^3 - 40/7*z + 1
*
[ 3 ] 
f(z) = 103/54*z^3 - 33/2*z + 1
*
[ -3/2 ] 
f(z) = 103/54*z^3 - 21/8*z + 1
*
[ -3 ] 
f(z) = 107/54*z^3 - 33/2*z + 1
*
[ 3/2 ] 
f(z) = 107/54*z^3 - 33/8*z + 1
*
[ 3 ] 
f(z) = 109/54*z^3 - 35/2*z + 1
*
[ -3/2 ] 
f(z) = 109/54*z^3 - 23/8*z + 1
*
[ 2/3 ] 
f(z) = 111/40*z^3 - 26/15*z + 1
*
[ 3/4 ] 
f(z) = 112/45*z^3 - 26/15*z + 1
*
[ -3 ] 
f(z) = 113/54*z^3 - 35/2*z + 1
*
[ 3/2 ] 
f(z) = 113/54*z^3 - 35/8*z + 1
*
[ 3 ] 
f(z) = 115/54*z^3 - 37/2*z + 1
*
[ 6/5 ] 
f(z) = 115/54*z^3 - 29/10*z + 1
*
[ -3/2 ] 
f(z) = 115/54*z^3 - 25/8*z + 1
*
[ -3 ] 
f(z) = 119/54*z^3 - 37/2*z + 1
*
[ 3/2 ] 
f(z) = 119/54*z^3 - 37/8*z + 1
*
[ 6/7 ] 
f(z) = 119/54*z^3 - 25/14*z + 1
*
[ 7/18 ] 
f(z) = 108/49*z^3 - 40/21*z + 1
*
[ 7/9 ] 
f(z) = 108/49*z^3 - 34/21*z + 1
*
[ 2/3 ] 
f(z) = 111/56*z^3 - 29/21*z + 1
*
[ 2/3 ] 
f(z) = 117/44*z^3 - 37/22*z + 1
*
[ -7/5 ] 
f(z) = 100/49*z^3 - 16/7*z + 1
*
[ 7/10 ] 
f(z) = 100/49*z^3 - 10/7*z + 1
*
[ 7/6 ] 
f(z) = 108/49*z^3 - 20/7*z + 1
*
[ 2/3 ] 
f(z) = 117/40*z^3 - 9/5*z + 1
*
[ 2/3 ] 
f(z) = 117/56*z^3 - 10/7*z + 1
*
[ -1 ]
f(z) = 102/41*z^3 - 20/41*z + 1
*
[ -7/10 ]
f(z) = 100/49*z^3 + 10/7*z + 1
*
[ -7/18 ]
f(z) = 108/49*z^3 + 68/21*z + 1
*
[ -15/4 ] 
f(z) = 112/75*z^3 - 296/15*z + 1
*
[ 3 ] 
f(z) = 100/63*z^3 - 286/21*z + 1
*
[ 3 ] 
f(z) = 101/63*z^3 - 289/21*z + 1
*
[ 3 ] 
f(z) = 101/72*z^3 - 287/24*z + 1
*
[ 3 ] 
f(z) = 103/63*z^3 - 295/21*z + 1
*
[ -3 ] 
f(z) = 103/63*z^3 - 281/21*z + 1
*
[ 3 ] 
f(z) = 103/72*z^3 - 293/24*z + 1
*
[ 3 ] 
f(z) = 104/63*z^3 - 298/21*z + 1
*
[ -3 ] 
f(z) = 104/63*z^3 - 284/21*z + 1
*
20/7 | 0.26726601372899944523456170009339397673 | 0.027192230229212492682520915435986993320
f(z) = 105/64*z^3 - 290/21*z + 1
*
[ -3 ] 
f(z) = 106/63*z^3 - 290/21*z + 1
*
[ -3 ] 
f(z) = 107/63*z^3 - 293/21*z + 1
*
[ -3 ] 
f(z) = 107/72*z^3 - 289/24*z + 1
*
[ -3 ] 
f(z) = 109/63*z^3 - 299/21*z + 1
*
[ -3 ] 
f(z) = 109/72*z^3 - 295/24*z + 1
*
[ 8/3 ] 
f(z) = 111/64*z^3 - 281/24*z + 1
*
[ 12/5 ] 
f(z) = 115/64*z^3 - 293/30*z + 1
*
[ 9/5 ] 
f(z) = 100/63*z^3 - 296/63*z + 1
*
-9/5 | 0.074624152878121619779578217652890195697 | 0.013169525873276583991144956965271814078
f(z) = 100/63*z^3 - 289/63*z + 1
*
[ 1/5 ] 
f(z) = 100/71*z^3 - 288/71*z + 1
*
[ 1/5 ] 
f(z) = 100/73*z^3 - 296/73*z + 1
*
0 | 0.15519631030933395753444997378364090195 | 0.027225304191024820222332435387421837623
f(z) = 101/66*z^3 - 299/66*z + 1
*
[ -2 ] 
f(z) = 101/70*z^3 - 299/70*z + 1
*
[ -2 ] 
f(z) = 101/74*z^3 - 293/74*z + 1
*
[ -2 ] 
f(z) = 101/78*z^3 - 287/78*z + 1
*
[ -2 ] 
f(z) = 103/78*z^3 - 295/78*z + 1
*
3/2 | 0.13046142261567826554835945918427951370 | 0.023094710139472096275125844935444509437
f(z) = 104/75*z^3 - 284/75*z + 1
*
[ 15/8 ] 
f(z) = 112/75*z^3 - 287/60*z + 1
*
[ 5/3 ] 
f(z) = 117/70*z^3 - 297/70*z + 1
*
2/7 | 0.19644698380220738728783172978150907517 | 0.025327750925650416401249480958876905000
f(z) = 119/72*z^3 - 292/63*z + 1
*
[ 3/2 ] 
f(z) = 103/63*z^3 - 281/84*z + 1
*
[ 3/2 ] 
f(z) = 107/63*z^3 - 293/84*z + 1
*
[ 3/2 ] 
f(z) = 107/72*z^3 - 289/96*z + 1
*
[ 3/2 ] 
f(z) = 109/63*z^3 - 299/84*z + 1
*
[ 3/2 ] 
f(z) = 109/72*z^3 - 295/96*z + 1
*
[ 2/7 ] 
f(z) = 105/64*z^3 - 295/112*z + 1
*
-4/105 | 0.24579153460867942147980500744961529081 | 0.025016161355272265360721237858981204834
f(z) = 105/64*z^3 - 289/105*z + 1
*
[ 2/7 ] 
f(z) = 119/64*z^3 - 297/112*z + 1
*
[ -5/3 ] 
f(z) = 101/75*z^3 - 289/135*z + 1
*
[ -5/3 ] 
f(z) = 103/75*z^3 - 299/135*z + 1
*
-5/4 | 0.18235222553948420415413782288479052704 | 0.025062619434367520695537779832318417526
f(z) = 106/75*z^3 - 289/120*z + 1
*
2/3 | 0.15109544308370035976478058743751592208 | 0.026632616540292955143690275066532814035
f(z) = 108/65*z^3 - 291/130*z + 1
*
[ -3/2 ] 
f(z) = 118/75*z^3 - 281/150*z + 1
*
-18/17 | 0.21304312255082796586801300747745945311 | 0.027467477687634299794392724679687137541
f(z) = 119/72*z^3 - 292/153*z + 1
*
[ 2/5 ] 
f(z) = 105/68*z^3 - 297/170*z + 1
*
[ -10/7 ] 
f(z) = 112/75*z^3 - 283/210*z + 1
*
[ -3/2 ] 
f(z) = 100/77*z^3 - 290/231*z + 1
*
-15/16 | 0.22356502507124383097077290700652408487 | 0.029844134417035767570260320840283282860
f(z) = 112/75*z^3 - 299/240*z + 1
*
[ 5/8 ] 
f(z) = 116/75*z^3 - 289/240*z + 1
*
[ -3 ] 
f(z) = 100/63*z^3 - 272/21*z + 1
*
[ -3 ] 
f(z) = 101/63*z^3 - 275/21*z + 1
*
[ -3 ] 
f(z) = 101/72*z^3 - 271/24*z + 1
*
[ -3 ] 
f(z) = 103/72*z^3 - 277/24*z + 1
*
[ 4/35 ] 
f(z) = 105/64*z^3 - 272/35*z + 1
*
[ 8/3 ] 
f(z) = 105/64*z^3 - 265/24*z + 1
*
[ -8/3 ] 
f(z) = 111/64*z^3 - 263/24*z + 1
*
[ 5/2 ] 
f(z) = 118/75*z^3 - 277/30*z + 1
*
4/21 | 0.25170516262188057884462941711743431591 | 0.027826666991934264785197835156775564664
f(z) = 105/64*z^3 - 265/42*z + 1
*
[ 1/5 ] 
f(z) = 100/67*z^3 - 272/67*z + 1
*
[ 1/5 ] 
f(z) = 100/69*z^3 - 280/69*z + 1
*
0 | 0.12289918783154049103738310142214251077 | 0.022086213875648639591455129845476522588
f(z) = 103/79*z^3 - 261/79*z + 1
*
0 | 0.12310108976875881562292453186789174181 | 0.022107304906442318843323294228498230281
f(z) = 104/79*z^3 - 262/79*z + 1
*
0 | 0.12330079320016985863840679312139644781 | 0.022128030289209399096458736438796674355
f(z) = 105/79*z^3 - 263/79*z + 1
*
0 | 0.12349834597221058890720244188225798789 | 0.022148399077481665478159927356896656048
f(z) = 106/79*z^3 - 264/79*z + 1
*
0 | 0.12375144682220844414194210575947118437 | 0.022239373344620379414790949438728331694
f(z) = 107/77*z^3 - 261/77*z + 1
*
0 | 0.090543614680061471519014945879121812492 | 0.016249302183176425445046460091029745081
f(z) = 107/78*z^3 - 263/78*z + 1
*
0 | 0.12369379436998957400964824862582616394 | 0.022168420018101250243779410208350598987
f(z) = 107/79*z^3 - 265/79*z + 1
*
[ 5/3 ] 
f(z) = 108/65*z^3 - 274/65*z + 1
*
0 | 0.12394418979344281930843628060662264505 | 0.022258714364695941270684571436342487976
f(z) = 108/77*z^3 - 262/77*z + 1
*
0 | 0.12388718318519311140570573804318616248 | 0.022188101564667264206775565554909888478
f(z) = 108/79*z^3 - 266/79*z + 1
*
0 | 0.098492193300253585658719861719614269939 | 0.017700032723510488465088502554352992431
f(z) = 109/76*z^3 - 261/76*z + 1
*
0 | 0.12413493098582780158013305487661017762 | 0.022277727835408052354475418891320124381
f(z) = 109/77*z^3 - 263/77*z + 1
*
0 | 0.090927735656573052390741133426258720245 | 0.016296082156720105037029624456637370193
f(z) = 109/78*z^3 - 265/78*z + 1
*
0 | 0.12407855578030202541123766255804235849 | 0.022207451890252618006184078732090944956
f(z) = 109/79*z^3 - 267/79*z + 1
*
0 | 0.12426795414935938217551862443420947644 | 0.022226478899438402374905970905154404429
f(z) = 110/79*z^3 - 268/79*z + 1
*
0 | 0.098867229437978800412041409011608844667 | 0.017743089811775811300252621943344322100
f(z) = 111/76*z^3 - 263/76*z + 1
*
0 | 0.12451057278988932343708178055222567603 | 0.022314803166635755337914994355227743983
f(z) = 111/77*z^3 - 265/77*z + 1
*
0 | 0.12445541897551115499827252844846059539 | 0.022245190239709616589090692886828496230
f(z) = 111/79*z^3 - 269/79*z + 1
*
1/4 | 0.16235690666014461043109555149404639189 | 0.029058471635416869757801932658289700282
f(z) = 112/65*z^3 - 267/65*z + 1
*
0 | 0.10440619948751263212705642249188730736 | 0.018749953315027876186429087447335839157
f(z) = 112/75*z^3 - 262/75*z + 1
*
0 | 0.12464098968552522754165873416774033843 | 0.022263593312252762843960013074507578175
f(z) = 112/79*z^3 - 270/79*z + 1
*
0 | 0.11212375144237286099364474479494628507 | 0.020149760129340588864041247163194300864
f(z) = 113/74*z^3 - 261/74*z + 1
*
0 | 0.10458876392719821005876013199577219930 | 0.018769898197936533196624921982041750971
f(z) = 113/75*z^3 - 263/75*z + 1
*
0 | 0.099234765940162313120105651240376959514 | 0.017784869345824012185325081999234466070
f(z) = 113/76*z^3 - 265/76*z + 1
*
0 | 0.12487868916850444685911864514239638095 | 0.022350658938501570826312483264999295745
f(z) = 113/77*z^3 - 267/77*z + 1
*
0 | 0.091672685844211952500853076430798820163 | 0.016385596972606664910136217871052915991
f(z) = 113/78*z^3 - 269/78*z + 1
*
0 | 0.12482470450147890008360940898001104598 | 0.022281695282192831584421872652909916003
f(z) = 113/79*z^3 - 271/79*z + 1
*
0 | 0.12506001913064285050801790695212513771 | 0.022368147085045784382035976992180612054
f(z) = 114/77*z^3 - 268/77*z + 1
*
0 | 0.12500660048979112764094062824683908286 | 0.022299503088304462181824031341799659467
f(z) = 114/79*z^3 - 272/79*z + 1
*
0 | 0.12534453082612342883942298131855750242 | 0.022525666481728574368853474131132241492
f(z) = 115/73*z^3 - 261/73*z + 1
*
0 | 0.11248298185319486648298752117261923213 | 0.020186624634501202212440080409215049406
f(z) = 115/74*z^3 - 263/74*z + 1
*
0 | 0.099595099127289893139620630277002511129 | 0.017825428080340016600265395037123815481
f(z) = 115/76*z^3 - 267/76*z + 1
*
0 | 0.12523957806612227800314392735207426890 | 0.022385351016093925719416104008567182097
f(z) = 115/77*z^3 - 269/77*z + 1
*
0 | 0.092034133371888757281624398851052645714 | 0.016428450790595090293700832492046091688
f(z) = 115/78*z^3 - 271/78*z + 1
*
0 | 0.12518671360776294672936545058160914468 | 0.022317023452229550971516707782227810510
f(z) = 115/79*z^3 - 273/79*z + 1
*
0 | 0.12552128440804083080162197647792364299 | 0.022541939408249330374578155062017780598
f(z) = 116/73*z^3 - 262/73*z + 1
*
0 | 0.10512479595856232099544806061958074030 | 0.018827772088471249147353777371226126758
f(z) = 116/75*z^3 - 266/75*z + 1
*
0 | 0.12541740049684887739144191015426542141 | 0.022402277180137304921686193042887225200
f(z) = 116/77*z^3 - 270/77*z + 1
*
0 | 0.12536507874777783066030772558526968587 | 0.022334262887231273221617594697908153796
f(z) = 116/79*z^3 - 274/79*z + 1
*
0 | 0.12569635671074545519803570558425927931 | 0.022557947247129411700410391587567075186
f(z) = 117/73*z^3 - 263/73*z + 1
*
0 | 0.11283533272255080315532550366595155077 | 0.020222364924740250797572647270541178150
f(z) = 117/74*z^3 - 265/74*z + 1
*
0 | 0.099948507964148596453625346282853843584 | 0.017864819323577272521021437312948890879
f(z) = 117/76*z^3 - 269/76*z + 1
*
0 | 0.12559351993719529314325216860321446425 | 0.022418931827917448319138439949011523774
f(z) = 117/77*z^3 - 271/77*z + 1
*
0 | 0.12554172977930295384472218299003761849 | 0.022351227706512367969900573061363755025
f(z) = 117/79*z^3 - 275/79*z + 1
*
0 | 0.12586977962115585265601251517907047085 | 0.022573695938173443557992271221315314323
f(z) = 118/73*z^3 - 264/73*z + 1
*
0 | 0.10547535620187708711762606036851618496 | 0.018865248044673437812648955771877224380
f(z) = 118/75*z^3 - 268/75*z + 1
*
0 | 0.12576796893313984903478818866414826756 | 0.022435321020215816907539844187158124689
f(z) = 118/77*z^3 - 272/77*z + 1
*
0 | 0.12571669958882245584836727781163311791 | 0.022367924031123587677809434445100355490
f(z) = 118/79*z^3 - 276/79*z + 1
*
0 | 0.16396995487603950797711480212428418416 | 0.029308027483574821762280993593272819941
f(z) = 119/60*z^3 - 269/60*z + 1
*
[ 4/21 ] 
f(z) = 119/64*z^3 - 272/63*z + 1
*
0 | 0.12609163599675560227312347051868440681 | 0.022659928756991149011481642149086556869
f(z) = 119/71*z^3 - 261/71*z + 1
*
0 | 0.074118601945011527104112418853362205155 | 0.013301606796401455426103089523110100153
f(z) = 119/72*z^3 - 263/72*z + 1
*
0 | 0.12604158412158999381708730601191518291 | 0.022589191242662368824637571470930477654
f(z) = 119/73*z^3 - 265/73*z + 1
*
0 | 0.11318106430579522504290927300555824492 | 0.020257030110093832567700426969705780356
f(z) = 119/74*z^3 - 267/74*z + 1
*
0 | 0.10564766105663343386458105211179969876 | 0.018883487259382467023609161048143823849
f(z) = 119/75*z^3 - 269/75*z + 1
*
0 | 0.10029525539949168798328489817783512729 | 0.017903093205677904699588625711092538681
f(z) = 119/76*z^3 - 271/76*z + 1
*
0 | 0.092736384467578176432254534222245359390 | 0.016510622002400015157949133259063675306
f(z) = 119/78*z^3 - 275/78*z + 1
*
0 | 0.12589002011782469708532423611082528294 | 0.022384357797486422880100344740778126634
f(z) = 119/79*z^3 - 277/79*z + 1
*
[ 3/2 ] 
f(z) = 101/63*z^3 - 275/84*z + 1
*
[ 3/2 ] 
f(z) = 101/72*z^3 - 271/96*z + 1
*
[ 3/2 ] 
f(z) = 103/72*z^3 - 277/96*z + 1
*
[ -12/7 ] 
f(z) = 119/72*z^3 - 275/84*z + 1
*
15/14 | 0.21509853025594788731660310333100647795 | 0.029721815101890598308458835374111725403
f(z) = 112/75*z^3 - 278/105*z + 1
*
4/5 | 0.26114527843133001951464020373929093167 | 0.026857393985714714664247265144578256897
f(z) = 115/64*z^3 - 261/115*z + 1
*
[ 6/5 ] 
f(z) = 100/69*z^3 - 265/138*z + 1
*
[ -3/2 ] 
f(z) = 110/69*z^3 - 265/138*z + 1
*
3/5 | 0.15190178413096845514985312893758019227 | 0.022694522431518860191330204093485516530
f(z) = 115/72*z^3 - 269/120*z + 1
*
[ 5/4 ] 
f(z) = 118/75*z^3 - 271/120*z + 1
*
[ 2/5 ] 
f(z) = 100/77*z^3 - 263/154*z + 1
*
[ 2/5 ] 
f(z) = 100/79*z^3 - 269/158*z + 1
*
[ 18/17 ] 
f(z) = 119/72*z^3 - 275/153*z + 1
*
0 | 0.17221556840544526141137581955385219840 | 0.027101910543414865577220800943053375798
f(z) = 115/66*z^3 - 271/165*z + 1
*
[ 3/7 ] 
f(z) = 119/72*z^3 - 275/168*z + 1
*
[ 9/10 ] 
f(z) = 100/69*z^3 - 266/207*z + 1
*
[ 3/4 ] 
f(z) = 112/73*z^3 - 262/219*z + 1
*
[ 8/15 ] 
f(z) = 117/64*z^3 - 279/200*z + 1
*
[ 3/5 ] 
f(z) = 100/77*z^3 - 262/231*z + 1
*
[ -3/2 ] 
f(z) = 100/79*z^3 - 280/237*z + 1
*
[ 3/5 ] 
f(z) = 100/79*z^3 - 266/237*z + 1
*
[ 11/18 ] 
f(z) = 108/77*z^3 - 268/231*z + 1
*
[ 7/9 ] 
f(z) = 108/77*z^3 - 262/231*z + 1
*
[ 3/4 ] 
f(z) = 112/79*z^3 - 268/237*z + 1
*
[ -8/3 ] 
f(z) = 105/64*z^3 - 247/24*z + 1
*
[ -12/5 ] 
f(z) = 105/64*z^3 - 241/30*z + 1
*
[ 5/2 ] 
f(z) = 106/75*z^3 - 247/30*z + 1
*
-2 | 0.097811768978001456001885705909524632127 | 0.015832414015456458210631773875982597522
f(z) = 111/76*z^3 - 241/38*z + 1
*
-2 | 0.078878976392801323428250475890907203224 | 0.012767835858761746487545648920273999646
f(z) = 113/60*z^3 - 241/30*z + 1
*
-2 | 0.098777239782826814109492697439020767511 | 0.015967330846425017537974646286404012274
f(z) = 113/68*z^3 - 243/34*z + 1
*
-2 | 0.098244530838607346338319156794998099713 | 0.015860203624982158103955772973959048747
f(z) = 113/76*z^3 - 245/38*z + 1
*
-2 | 0.099172871664604497426776661156512673540 | 0.015989085655339712646436255777345968441
f(z) = 115/68*z^3 - 247/34*z + 1
*
-2 | 0.098664644204098066032380206984724040717 | 0.015886491318141014727700185837946275304
f(z) = 115/76*z^3 - 249/38*z + 1
*
-2 | 0.099558764517517589933418959307030574809 | 0.016009835429400942857052300273185832214
f(z) = 117/68*z^3 - 251/34*z + 1
*
-2 | 0.099072994775853851317477283970269165847 | 0.015911412722345901019360088780683007099
f(z) = 117/76*z^3 - 253/38*z + 1
*
[ -5/2 ] 
f(z) = 118/75*z^3 - 253/30*z + 1
*
-2 | 0.079987247987754437510584722100924083276 | 0.012846185967601117112992305981609795225
f(z) = 119/60*z^3 - 253/30*z + 1
*
-2 | 0.099470366576379419709113237797244542704 | 0.015935086322024773720752215447217241472
f(z) = 119/76*z^3 - 257/38*z + 1
*
3/5 | 0.15123842191058941921540921947673575227 | 0.022972660031757353217604368168540372096
f(z) = 100/63*z^3 - 241/42*z + 1
*
-12/7 | 0.25174151487557074216230110144575313492 | 0.028048805583065997603019287541759218529
f(z) = 119/64*z^3 - 247/42*z + 1
*
[ 1/5 ] 
f(z) = 100/61*z^3 - 248/61*z + 1
*
[ 1/5 ] 
f(z) = 100/63*z^3 - 256/63*z + 1
*
0 | 0.12252807802563710572282728742473072696 | 0.022322730578951268190272492323261855208
f(z) = 100/71*z^3 - 242/71*z + 1
*
0 | 0.12246655055170057851880106309445758357 | 0.022245081836104188705825457180161977252
f(z) = 100/73*z^3 - 246/73*z + 1
*
0 | 0.12234241095013585717930187199162913198 | 0.022094098902215741582757209094765045261
f(z) = 100/77*z^3 - 254/77*z + 1
*
0 | 0.12227978756184885884181925667707848487 | 0.022020651454745801868060498517797074019
f(z) = 100/79*z^3 - 258/79*z + 1
*
0 | 0.10992874469706401153522859464567798155 | 0.020042445696727508258465722132352540237
f(z) = 101/70*z^3 - 241/70*z + 1
*
0 | 0.12273388498870170493579593755798576789 | 0.022343439310604609444021393386046256739
f(z) = 101/71*z^3 - 243/71*z + 1
*
0 | 0.080615842157728381777605266974253792743 | 0.014654073499623263912375037595397992210
f(z) = 101/72*z^3 - 245/72*z + 1
*
0 | 0.12267309233307888852014435367889183927 | 0.022266190879577930047114083736518078523
f(z) = 101/73*z^3 - 247/73*z + 1
*
0 | 0.10980715807688350824593638987832179337 | 0.019901784417088931587645362015437805195
f(z) = 101/74*z^3 - 249/74*z + 1
*
0 | 0.10226831061383099512080458422670227200 | 0.018508584136072733633855181645354361453
f(z) = 101/75*z^3 - 251/75*z + 1
*
0 | 0.096910430658958137613714669522384882283 | 0.017513755512128974877992118552616637801
f(z) = 101/76*z^3 - 253/76*z + 1
*
0 | 0.12255044966270886249491686495060765754 | 0.022115975655008322420700481613156908195
f(z) = 101/77*z^3 - 255/77*z + 1
*
0 | 0.089340519616861633618505725332692465314 | 0.016100071119956287699199063676513305114
f(z) = 101/78*z^3 - 257/78*z + 1
*
0 | 0.12248858881192633954212500339868224674 | 0.022042897036202988782298516842056944446
f(z) = 101/79*z^3 - 259/79*z + 1
*
0 | 0.12293741185442099339997578444868497454 | 0.022363771093773266134495809542239375603
f(z) = 102/71*z^3 - 244/71*z + 1
*
0 | 0.12287733651721458524801403489267324818 | 0.022286918390427248118129563525763885048
f(z) = 102/73*z^3 - 248/73*z + 1
*
0 | 0.12275615476069681724928979411043683074 | 0.022137461963981926849976013960624519555
f(z) = 102/77*z^3 - 256/77*z + 1
*
0 | 0.12269503790889383133523938396691482267 | 0.022064747822379190602472536050186627575
f(z) = 102/79*z^3 - 260/79*z + 1
*
0 | 0.10285411676907044771526848098358738356 | 0.018752584282753317124317071962446614968
f(z) = 103/69*z^3 - 241/69*z + 1
*
0 | 0.11033286612105900108568464091127510993 | 0.020085860545911026735576054367048141323
f(z) = 103/70*z^3 - 243/70*z + 1
*
0 | 0.12313870901058545371997410168153642593 | 0.022383735556086982679856734595668230148
f(z) = 103/71*z^3 - 245/71*z + 1
*
0 | 0.074365638705746644898746082501784650511 | 0.013497984560526034119431116919871050487
f(z) = 103/72*z^3 - 247/72*z + 1
*
0 | 0.12307933411434534097552366258922221012 | 0.022307274103455976442764598741181253327
f(z) = 103/73*z^3 - 249/73*z + 1
*
0 | 0.11021411511372005872683585481302261939 | 0.019946620906527535535099917446956599730
f(z) = 103/74*z^3 - 251/74*z + 1
*
0 | 0.10267495360429864980337210663084729711 | 0.018555526194833283174082385844534451913
f(z) = 103/75*z^3 - 253/75*z + 1
*
0 | 0.097318831199206581088770527407584243452 | 0.017562570414871724124028553092577224298
f(z) = 103/76*z^3 - 255/76*z + 1
*
0 | 0.12295957854919070863197505210048496137 | 0.022158567781020520613803372610979345753
f(z) = 103/77*z^3 - 257/77*z + 1
*
0 | 0.089750381312769627418336758602193026040 | 0.016151369147333265850007799322164533185
f(z) = 103/78*z^3 - 259/78*z + 1
*
0 | 0.10305255667547299373027384087961127409 | 0.018774590242551290846956464509138296426
f(z) = 104/69*z^3 - 242/69*z + 1
*
0 | 0.12333782517866453750913918903041473252 | 0.022403341991968971353751321539112433491
f(z) = 104/71*z^3 - 246/71*z + 1
*
0 | 0.12327913443903181020327724021205760369 | 0.022327267415805961324793410842234634577
f(z) = 104/73*z^3 - 250/73*z + 1
*
0 | 0.10287647977164077086401394908336608126 | 0.018578701377013399872804248696877612424
f(z) = 104/75*z^3 - 254/75*z + 1
*
0 | 0.12316077157586363883792215034895909596 | 0.022179302710988866257337445647741920889
f(z) = 104/77*z^3 - 258/77*z + 1
*
0 | 0.097950441494081540218221411934157628211 | 0.017858535636203317665580988999878966046
f(z) = 105/68*z^3 - 241/68*z + 1
*
0 | 0.12353480748711165672749663115884895383 | 0.022422599377469400378459781450920174428
f(z) = 105/71*z^3 - 247/71*z + 1
*
0 | 0.12347678518518184677882067547665297496 | 0.022346907402053412815504790287146160036
f(z) = 105/73*z^3 - 251/73*z + 1
*
0 | 0.11061224840372759162307793174543060511 | 0.019989962504729522377446037982439764159
f(z) = 105/74*z^3 - 253/74*z + 1
*
0 | 0.097718340989481645318510500038623733976 | 0.017609839817384087622501684678140983410
f(z) = 105/76*z^3 - 257/76*z + 1
*
0 | 0.10344209268501715586939347044769805889 | 0.018817341664944204277145027468964177814
f(z) = 106/69*z^3 - 244/69*z + 1
*
0 | 0.12372970154064784492624628863287001851 | 0.022441516384284726686345678017684052548
f(z) = 106/71*z^3 - 248/71*z + 1
*
0 | 0.12367233249693346746157428917882755179 | 0.022366202828472021970979365232221605906
f(z) = 106/73*z^3 - 252/73*z + 1
*
0 | 0.10327101481042151512415359658067497279 | 0.018623572616820726673286366779794124320
f(z) = 106/75*z^3 - 256/75*z + 1
*
0 | 0.12355665921503283020050067505770788534 | 0.022219696687161014840164516956637545227
f(z) = 106/77*z^3 - 260/77*z + 1
*
0 | 0.15470983078165971480141835920564392608 | 0.027880286450348971352714054762744433787
f(z) = 107/60*z^3 - 257/60*z + 1
*
0 | 0.12403512011813684645450795713815272936 | 0.022614350471348799965957185423927463239
f(z) = 107/67*z^3 - 241/67*z + 1
*
0 | 0.098336274689158768220615503746707991755 | 0.017901906924484824380026542134289135881
f(z) = 107/68*z^3 - 243/68*z + 1
*
0 | 0.10363534474355399913264906335596348291 | 0.018838480357985627169609540701349312328
f(z) = 107/69*z^3 - 245/69*z + 1
*
0 | 0.11111539764269328349545585917333419898 | 0.020168372758181990190649200888890954532
f(z) = 107/70*z^3 - 247/70*z + 1
*
0 | 0.12392255148578809417412824658752496734 | 0.022460101393016172299013175382071087350
f(z) = 107/71*z^3 - 249/71*z + 1
*
0 | 0.078954076331473128725995959736716578312 | 0.014289159133419242719677822994762966742
f(z) = 107/72*z^3 - 251/72*z + 1
*
0 | 0.12386582103567024762878725891351223960 | 0.022385162166517743815077781663961260963
f(z) = 107/73*z^3 - 253/73*z + 1
*
0 | 0.11100193569035228000316011197148629960 | 0.020031881679285605280963815542807682378
f(z) = 107/74*z^3 - 255/74*z + 1
*
0 | 0.10346411556820439988880093077957631409 | 0.018645286888359191926407304331233493579
f(z) = 107/75*z^3 - 257/75*z + 1
*
0 | 0.098109342366710649892147309932714004453 | 0.017655637582693934807357855336304792676
f(z) = 107/76*z^3 - 259/76*z + 1
*
0 | 0.12422474026390644852368428948150502851 | 0.022631836333637491083976349375075037751
f(z) = 108/67*z^3 - 242/67*z + 1
*
0 | 0.12411340007285421549234317117024047345 | 0.022478362505716587615424730047640602197
f(z) = 108/71*z^3 - 250/71*z + 1
*
0 | 0.12405729404342179166577183318179958326 | 0.022403793605585938866363253516880092324
f(z) = 108/73*z^3 - 254/73*z + 1
*
[ -11/6 ] 
f(z) = 108/77*z^3 - 244/77*z + 1
*
0 | 0.16194188057998983093889117094798374882 | 0.029142863299329876086526909330557971652
f(z) = 109/60*z^3 - 259/60*z + 1
*
0 | 0.091259708273038809248070212665573156379 | 0.016638666732727872223990045337700252660
f(z) = 109/66*z^3 - 241/66*z + 1
*
0 | 0.12441242717882389605063020749857809526 | 0.022649014299604077663485104516431457967
f(z) = 109/67*z^3 - 243/67*z + 1
*
0 | 0.098714184363859995288383278375804217664 | 0.017943928567949449728499813280575935816
f(z) = 109/68*z^3 - 245/68*z + 1
*
0 | 0.10401386029514162157164849117505455906 | 0.018879384414351037803434660984846343187
f(z) = 109/69*z^3 - 247/69*z + 1
*
0 | 0.11149452236765723375607832504836640024 | 0.020207607470305190021201606954009544838
f(z) = 109/70*z^3 - 249/70*z + 1
*
0 | 0.12430228871469966529587508890877715770 | 0.022496307557771240744313479807583860142
f(z) = 109/71*z^3 - 251/71*z + 1
*
0 | 0.082186886962625109581316079182533629818 | 0.014852901125079688853870280601656088256
f(z) = 109/72*z^3 - 253/72*z + 1
*
0 | 0.12424679340288272029103569838308580568 | 0.022422105065087726773129189834824199489
f(z) = 109/73*z^3 - 255/73*z + 1
*
0 | 0.11138353076247173990214177123905875547 | 0.020072446125880599608823760697005481387
f(z) = 109/74*z^3 - 257/74*z + 1
*
0 | 0.10384737043334728092764469319338034257 | 0.018688246114562324821059070712823106955
f(z) = 109/75*z^3 - 259/75*z + 1
*
0 | 0.12459822012648319012114858316256770870 | 0.022665891786463840356433431012773256701
f(z) = 110/67*z^3 - 244/67*z + 1
*
0 | 0.10419920443452366305373539441294578367 | 0.018899165878765060869229921861533010199
f(z) = 110/69*z^3 - 248/69*z + 1
*
0 | 0.12448925754235495692463250300826906010 | 0.022513944129154685218690972888171867192
f(z) = 110/71*z^3 - 252/71*z + 1
*
0 | 0.12443435969426607880321804049343435827 | 0.022440104205888897589514631506808689492
f(z) = 110/73*z^3 - 256/73*z + 1
*
0 | 0.12483566281242415722317453488498718275 | 0.022760307141029518006784257287762976002
f(z) = 111/65*z^3 - 241/65*z + 1
*
0 | 0.12478215717876555746950953316938030953 | 0.022682475972421189211003066207304844455
f(z) = 111/67*z^3 - 245/67*z + 1
*
0 | 0.099084491444759692571517135899177506688 | 0.017984662795689654659505947151865846506
f(z) = 111/68*z^3 - 247/68*z + 1
*
0 | 0.11186599278921095861863696876695167242 | 0.020245578782685007602398512487646477524
f(z) = 111/70*z^3 - 251/70*z + 1
*
0 | 0.12467434545778688252765904052580123563 | 0.022531279555102758516289432777919589850
f(z) = 111/71*z^3 - 253/71*z + 1
*
0 | 0.12462003224919103279418028724389141052 | 0.022457798441151517468050521881274400259
f(z) = 111/73*z^3 - 257/73*z + 1
*
0 | 0.12501722625157187533175861204450316473 | 0.022776215087269356322100253134520137507
f(z) = 112/65*z^3 - 242/65*z + 1
*
0 | 0.12496427526389371228000507222085841289 | 0.022698773806495237687988119915256161468
f(z) = 112/67*z^3 - 246/67*z + 1
*
0 | 0.10456639236599858035785773257827686615 | 0.018938174863779300501001200650823427513
f(z) = 112/69*z^3 - 250/69*z + 1
*
0 | 0.12485759018395067023650323465115627321 | 0.022548320936235923542093939178417629642
f(z) = 112/71*z^3 - 254/71*z + 1
*
0 | 0.12480384920179003733657902724748883856 | 0.022475194946615427420976683948058758383
f(z) = 112/73*z^3 - 258/73*z + 1
*
[ 1/4 ] 
f(z) = 112/79*z^3 - 244/79*z + 1
*
0 | 0.099551009741200184058839787998293858452 | 0.018150354689219744329427285457674649028
f(z) = 113/64*z^3 - 241/64*z + 1
*
0 | 0.12519701800517919431942412882712322194 | 0.022791847369004109256651567908704160020
f(z) = 113/65*z^3 - 243/65*z + 1
*
0 | 0.091991800541057941521300417331892823337 | 0.016721956508918173570342005835369212537
f(z) = 113/66*z^3 - 245/66*z + 1
*
0 | 0.12514461021207261003596137017063344959 | 0.022714792017849917384267824963558400012
f(z) = 113/67*z^3 - 247/67*z + 1
*
0 | 0.099447497624094229118053907207298164937 | 0.018024167943112832516546181555630709474
f(z) = 113/68*z^3 - 249/68*z + 1
*
0 | 0.10474727606932833237515021367120838699 | 0.018957228886612742369524172450384747508
f(z) = 113/69*z^3 - 251/69*z + 1
*
0 | 0.11223011385085079146764233430866313153 | 0.020282344859237383069240047711518953020
f(z) = 113/70*z^3 - 253/70*z + 1
*
0 | 0.12503902831230127295773376590970595673 | 0.022565075148167560231475796040752564047
f(z) = 113/71*z^3 - 255/71*z + 1
*
0 | 0.082924780756864194029069832539862368313 | 0.014943889665270289369551037687734427621
f(z) = 113/72*z^3 - 257/72*z + 1
*
0 | 0.12498584753720721337342710835144348543 | 0.022492300670354140723881475811307175113
f(z) = 113/73*z^3 - 259/73*z + 1
*
0 | 0.12537507249588553401277579717798000090 | 0.022807210432276413974871361152133605980
f(z) = 114/65*z^3 - 244/65*z + 1
*
0 | 0.12532319679886162194764796687781659350 | 0.022730537124658342054598317283594174313
f(z) = 114/67*z^3 - 248/67*z + 1
*
0 | 0.12521869534791811913610558735202449160 | 0.022581548850628422860679782038986166458
f(z) = 114/71*z^3 - 256/71*z + 1
*
0 | 0.12516606313764732585205326581109165998 | 0.022509122342037173587882721060641379678
f(z) = 114/73*z^3 - 260/73*z + 1
*
0 | 0.11203942213359567752032599600204493564 | 0.020427268956754453458442829641289216080
f(z) = 115/63*z^3 - 241/63*z + 1
*
0 | 0.099904892079194380747218392249037684166 | 0.018187470340480709199026304730027293966
f(z) = 115/64*z^3 - 243/64*z + 1
*
0 | 0.092346731087067019087576690414174892294 | 0.016761703013947980999182380501861659035
f(z) = 115/66*z^3 - 247/66*z + 1
*
0 | 0.12550006878641294424274218525328497829 | 0.022746015442529062536944945706334769426
f(z) = 115/67*z^3 - 249/67*z + 1
*
0 | 0.099803486876387588722415009664100583237 | 0.018062498762693242882517817546463219065
f(z) = 115/68*z^3 - 251/68*z + 1
*
0 | 0.12539662575238675462955918684348958217 | 0.022597748496136280905541013703537182384
f(z) = 115/71*z^3 - 257/71*z + 1
*
0 | 0.080430462198081977012959247534712306391 | 0.014474167871496564232929511169263304474
f(z) = 115/72*z^3 - 259/72*z + 1
*
0 | 0.11221359546694629018635686467662254408 | 0.020443590557096267123719925192930918480
f(z) = 116/63*z^3 - 242/63*z + 1
*
0 | 0.12572610242272466599842594869521959696 | 0.022837153694038546822841121795718271008
f(z) = 116/65*z^3 - 246/65*z + 1
*
0 | 0.12567525896270174573558996202344382432 | 0.022761233092519950854500769870151851981
f(z) = 116/67*z^3 - 250/67*z + 1
*
0 | 0.10527950480449438432746534700501986157 | 0.019012669224532829601076211333845874149
f(z) = 116/69*z^3 - 254/69*z + 1
*
0 | 0.12557285298457078050356444792332352998 | 0.022613680338237739761051032553632596319
f(z) = 116/71*z^3 - 258/71*z + 1
*
0 | 0.11313881700237362014573820701002853856 | 0.020627712999097195512832259439871708579
f(z) = 117/62*z^3 - 241/62*z + 1
*
0 | 0.10025210862756168128758600381545284895 | 0.018223487207962713687646044019245032799
f(z) = 117/64*z^3 - 245/64*z + 1
*
0 | 0.12584879917886497813154641643908001838 | 0.022776196008763697572456205489180176091
f(z) = 117/67*z^3 - 251/67*z + 1
*
0 | 0.10015272682756454331949324591797054781 | 0.018099706704469859007836177646362567162
f(z) = 117/68*z^3 - 253/68*z + 1
*
0 | 0.11293743913468382026962498173842473004 | 0.020352476233314497224701864663108835320
f(z) = 117/70*z^3 - 257/70*z + 1
*
0 | 0.12574740953939826506051519812084685141 | 0.022629350439347376485638601309051368276
f(z) = 117/71*z^3 - 259/71*z + 1
*
0 | 0.11255708289551748755102461890055432435 | 0.020475466327849925419374948490993227303
f(z) = 118/63*z^3 - 244/63*z + 1
*
0 | 0.12607057211363995772728396789853620036 | 0.022866092574667230506599628344431794453
f(z) = 118/65*z^3 - 248/65*z + 1
*
0 | 0.12602072038475786202876884324722398363 | 0.022790909945727288337124548661965869394
f(z) = 118/67*z^3 - 252/67*z + 1
*
0 | 0.10562596760275601365078105370753554082 | 0.019048257456199301411248639936188765107
f(z) = 118/69*z^3 - 256/69*z + 1
*
0 | 0.12592032698477830861502896680720956040 | 0.022644764678207610701956808508904588832
f(z) = 118/71*z^3 - 260/71*z + 1
*
0 | 0.12633850098429770835677698984209216253 | 0.023034307836059280802165552244155388490
f(z) = 119/61*z^3 - 241/61*z + 1
*
0 | 0.11347865672610371341356828537114907131 | 0.020658544947404200701265625930622973320
f(z) = 119/62*z^3 - 243/62*z + 1
*
0 | 0.10059290700925159789451131280201619157 | 0.018258452819613641024779383030308104831
f(z) = 119/64*z^3 - 247/64*z + 1
*
0 | 0.12624042297432490970861125583713768481 | 0.022880199494809118307625025511346037555
f(z) = 119/65*z^3 - 249/65*z + 1
*
0 | 0.093035686931799228828563572368353955451 | 0.016837658008615300020994127437699829640
f(z) = 119/66*z^3 - 251/66*z + 1
*
0 | 0.12619105266282975938501908237992082181 | 0.022805380485126331598331541115067002794
f(z) = 119/67*z^3 - 253/67*z + 1
*
0 | 0.10579781951937370199037490782238724024 | 0.019065844097427153042810833443257529562
f(z) = 119/69*z^3 - 257/69*z + 1
*
[ 4/15 ] 
f(z) = 115/64*z^3 - 259/90*z + 1
*
0 | 0.14934230928460064505776259962598089317 | 0.023969625869385026119497454719457740483
f(z) = 111/70*z^3 - 254/105*z + 1
*
5/8 | 0.18120451627562801402424510158540485583 | 0.025313146882611576196222399186041594294
f(z) = 104/75*z^3 - 257/120*z + 1
*
[ -3/2 ] 
f(z) = 106/69*z^3 - 247/138*z + 1
*
[ 5/4 ] 
f(z) = 106/75*z^3 - 241/120*z + 1
*
[ 4/11 ] 
f(z) = 117/64*z^3 - 241/121*z + 1
*
[ 2/5 ] 
f(z) = 100/71*z^3 - 245/142*z + 1
*
[ 2/5 ] 
f(z) = 100/73*z^3 - 251/146*z + 1
*
[ 4/9 ] 
f(z) = 101/64*z^3 - 253/162*z + 1
*
[ 4/9 ] 
f(z) = 109/64*z^3 - 257/162*z + 1
*
[ 4/9 ] 
f(z) = 113/64*z^3 - 259/162*z + 1
*
[ 5/9 ] 
f(z) = 108/65*z^3 - 256/195*z + 1
*
[ 13/18 ] 
f(z) = 108/65*z^3 - 244/195*z + 1
*
[ 2/3 ] 
f(z) = 111/62*z^3 - 241/186*z + 1
*
[ 20/37 ] 
f(z) = 111/64*z^3 - 251/185*z + 1
*
[ 3/4 ] 
f(z) = 112/61*z^3 - 250/183*z + 1
*
[ 3/4 ] 
f(z) = 112/65*z^3 - 254/195*z + 1
*
[ 28/39 ] 
f(z) = 117/64*z^3 - 243/182*z + 1
*
[ 3/5 ] 
f(z) = 100/67*z^3 - 242/201*z + 1
*
[ 3/5 ] 
f(z) = 100/71*z^3 - 250/213*z + 1
*
[ 3/5 ] 
f(z) = 100/73*z^3 - 254/219*z + 1
*
[ 2/3 ] 
f(z) = 111/70*z^3 - 253/210*z + 1
*
[ 3/4 ] 
f(z) = 112/67*z^3 - 256/201*z + 1
*
[ 3/4 ] 
f(z) = 112/71*z^3 - 260/213*z + 1
*
[ 18/23 ] 
f(z) = 115/72*z^3 - 260/207*z + 1
*
[ 12/17 ] 
f(z) = 119/72*z^3 - 253/204*z + 1
*
[ 2/3 ] 
f(z) = 105/74*z^3 - 251/222*z + 1
*
4/15 | 0.24628690582404233322458484290323872776 | 0.025745922385125397659061878844564545806
f(z) = 105/64*z^3 - 223/15*z + 1
*
-2 | 0.095417080352712189621213610773188944000 | 0.015664460058657559269816858670877180928
f(z) = 101/76*z^3 - 221/38*z + 1
*
-2 | 0.076845346650884019225985730770035946277 | 0.012615570072536298700236956566881328689
f(z) = 103/60*z^3 - 221/30*z + 1
*
-2 | 0.096629248348564341551090189867716713080 | 0.015840032153821475475531638117371052882
f(z) = 103/68*z^3 - 223/34*z + 1
*
-2 | 0.095931682347256906576506148069582758997 | 0.015702700053915461912029306830184645766
f(z) = 103/76*z^3 - 225/38*z + 1
*
-2 | 0.097084162061431215092666548023822164680 | 0.015868358889837809084828819325307978354
f(z) = 105/68*z^3 - 227/34*z + 1
*
-2 | 0.096426752407163025508513795977215161815 | 0.015738340334926586834828034225020118540
f(z) = 105/76*z^3 - 229/38*z + 1
*
[ -5/2 ] 
f(z) = 106/75*z^3 - 223/30*z + 1
*
-2 | 0.077690430298497292565385838521000452792 | 0.012680282206764575679893110529078040893
f(z) = 107/60*z^3 - 229/30*z + 1
*
-2 | 0.097525520857248144800153137130821519083 | 0.015895116845558091617436222603374790197
f(z) = 107/68*z^3 - 231/34*z + 1
*
-2 | 0.096904123639823550823287604269661628185 | 0.015771679016598199418506146357057665618
f(z) = 107/76*z^3 - 233/38*z + 1
*
-2 | 0.078096354791437035685253915638928108257 | 0.012710611209023246093817037012682570623
f(z) = 109/60*z^3 - 233/30*z + 1
*
-2 | 0.097954274647456302667449993534392273675 | 0.015920450230475532774135718114936628973
f(z) = 109/68*z^3 - 235/34*z + 1
*
-2 | 0.097365351310699135786279859733102099954 | 0.015802966241348927560438131296857824234
f(z) = 109/76*z^3 - 237/38*z + 1
*
-2 | 0.098371264522684159303635736939515623682 | 0.015944484796200290803085426853079912852
f(z) = 111/68*z^3 - 239/34*z + 1
*
[ 2 ] 
f(z) = 119/60*z^3 - 223/30*z + 1
*
[ 4/23 ] 
f(z) = 115/64*z^3 - 221/46*z + 1
*
0 | 0.12283050609282881774120267493685969143 | 0.022735117685347024037027751426816988015
f(z) = 100/61*z^3 - 222/61*z + 1
*
0 | 0.12265007551739257236217012563556676282 | 0.022482650044579547418654028034658276777
f(z) = 100/67*z^3 - 234/67*z + 1
*
0 | 0.10224561284620475046093305268558205108 | 0.018684312042190298238446855009238538068
f(z) = 100/69*z^3 - 238/69*z + 1
*
0 | 0.077046719116520247607660446572636822975 | 0.014272767120349617308554379198567395132
f(z) = 101/60*z^3 - 221/60*z + 1
*
0 | 0.12303276750036962816671394533832420911 | 0.022753626609340474332187579151195165321
f(z) = 101/61*z^3 - 223/61*z + 1
*
0 | 0.11016784336011181069654320447492331737 | 0.020340805224968157931063306838536816328
f(z) = 101/62*z^3 - 225/62*z + 1
*
0 | 0.10941053725020393048228450684088671094 | 0.020168026783221694785082119928651670920
f(z) = 101/63*z^3 - 227/63*z + 1
*
0 | 0.097271854528252316457510950636402907057 | 0.017901514737895321661455680774036684673
f(z) = 101/64*z^3 - 229/64*z + 1
*
0 | 0.12291421072957949832591594326942496635 | 0.022584486760718529819948858036955340839
f(z) = 101/65*z^3 - 231/65*z + 1
*
0 | 0.089705321375735391051214741172848631041 | 0.016456556331400714819285727919526704192
f(z) = 101/66*z^3 - 233/66*z + 1
*
0 | 0.12285443912417596333330463128355397476 | 0.022502521263912200943415629278602568582
f(z) = 101/67*z^3 - 235/67*z + 1
*
0 | 0.097153614372128156352668603275613646214 | 0.017767473631326912023500333673201317044
f(z) = 101/68*z^3 - 237/68*z + 1
*
0 | 0.10245069381666058466107624527121559475 | 0.018707454700493156090730036816030452822
f(z) = 101/69*z^3 - 239/69*z + 1
*
0 | 0.12323283160998687931516771385371906312 | 0.022771783377766236881648805017712139724
f(z) = 102/61*z^3 - 224/61*z + 1
*
0 | 0.12311563589634104523476711915754070052 | 0.022603556495450507469237716086608441828
f(z) = 102/65*z^3 - 232/65*z + 1
*
0 | 0.12305655666565846159986214673404869596 | 0.022522025028748422641957528408005755886
f(z) = 102/67*z^3 - 236/67*z + 1
*
0 | 0.077444034242127211254293374751768581602 | 0.014322466071984006876234366926964825053
f(z) = 103/60*z^3 - 223/60*z + 1
*
0 | 0.12343074592364554271531812476561263412 | 0.022789597082322863901684549778620455404
f(z) = 103/61*z^3 - 225/61*z + 1
*
0 | 0.11056648882225242094687304692318010050 | 0.020381107377203859191934771282804163077
f(z) = 103/62*z^3 - 227/62*z + 1
*
0 | 0.10980985353276134752272258757684882396 | 0.020208956855160030604155770599936917920
f(z) = 103/63*z^3 - 229/63*z + 1
*
0 | 0.097671845453718005626913512544345438158 | 0.017946407396273463576399063127702378810
f(z) = 103/64*z^3 - 231/64*z + 1
*
0 | 0.12331488016197777994762156964846148435 | 0.022622273024200283936138690218695310760
f(z) = 103/65*z^3 - 233/65*z + 1
*
0 | 0.090105639604806795736492750184547356167 | 0.016504117276186981129640299209927474576
f(z) = 103/66*z^3 - 235/66*z + 1
*
0 | 0.12325647733167601777517705318339958937 | 0.022541170753489341083522477351141638373
f(z) = 103/67*z^3 - 237/67*z + 1
*
0 | 0.097556342933928497618721805231944420909 | 0.017813748235304342139488034546640514359
f(z) = 103/68*z^3 - 239/68*z + 1
*
0 | 0.12362655641029768047907417811662032165 | 0.022807076502023271158869998660879935354
f(z) = 104/61*z^3 - 226/61*z + 1
*
0 | 0.11000631035080542081073774294339946443 | 0.020228890404429938988953666134822205658
f(z) = 104/63*z^3 - 230/63*z + 1
*
0 | 0.12345424870164366673558817438432663564 | 0.022559967527851709287289309666472541174
f(z) = 104/67*z^3 - 238/67*z + 1
*
0 | 0.12382030757154197254558940961243269481 | 0.022824230116875255094576970916195185941
f(z) = 105/61*z^3 - 227/61*z + 1
*
0 | 0.11095668784510111994719064045623199592 | 0.020420015557020305976758145947829446399
f(z) = 105/62*z^3 - 229/62*z + 1
*
0 | 0.098063329830250192728702763954794983701 | 0.017989843708789798913741344870100707722
f(z) = 105/64*z^3 - 233/64*z + 1
*
0 | 0.12364991681462180397182834997046370510 | 0.022578424131209882136288109322052261990
f(z) = 105/67*z^3 - 239/67*z + 1
*
0 | 0.12401204250378416764980004424169651896 | 0.022841066120829344797122531939995053665
f(z) = 106/61*z^3 - 228/61*z + 1
*
0 | 0.11039304641292907997666288649798221470 | 0.020267738075125282981641772101354149960
f(z) = 106/63*z^3 - 232/63*z + 1
*
0 | 0.12389999033473325040338050236525854795 | 0.022676391725816037713187856563800700490
f(z) = 106/65*z^3 - 236/65*z + 1
*
0 | 0.12384352623558461912935123431693212919 | 0.022596549046158864398286280740714552425
f(z) = 106/67*z^3 - 240/67*z + 1
*
0 | 0.078214884598046926079349463517991729520 | 0.014417623083347616354580551800681537354
f(z) = 107/60*z^3 - 227/60*z + 1
*
0 | 0.12420180295712117746417356971127289634 | 0.022857592434040574060873219671775188765
f(z) = 107/61*z^3 - 229/61*z + 1
*
0 | 0.11133879288770133953660825978890262482 | 0.020457597856270884639573175046888480426
f(z) = 107/62*z^3 - 231/62*z + 1
*
0 | 0.11058341143836751209621152831552279341 | 0.020286668747682622909126722716118444799
f(z) = 107/63*z^3 - 233/63*z + 1
*
0 | 0.098446664078832174718706644348105060433 | 0.018031893414579954446628679738584839239
f(z) = 107/64*z^3 - 235/64*z + 1
*
0 | 0.12409096645811386261328699343392190605 | 0.022693782302173699684947893752227699779
f(z) = 107/65*z^3 - 237/65*z + 1
*
0 | 0.090884034213076503331703800084556343513 | 0.016595387397588419181731924935925500038
f(z) = 107/66*z^3 - 239/66*z + 1
*
0 | 0.12438962939115507388445534577629751180 | 0.022873816714487326136114474971208002888
f(z) = 108/61*z^3 - 230/61*z + 1
*
0 | 0.12427998230622811806590672437530943986 | 0.022710861672864906760453282541197914701
f(z) = 108/65*z^3 - 238/65*z + 1
*
0 | 0.078588061990991650520851949591630056152 | 0.014463025885311502959269153442544159197
f(z) = 109/60*z^3 - 229/60*z + 1
*
0 | 0.12457556102792817314163789201192793151 | 0.022889746368987258668387923223968498447
f(z) = 109/61*z^3 - 231/61*z + 1
*
0 | 0.11171313467626323675865921521864528055 | 0.020493917925526293439803696670212406104
f(z) = 109/62*z^3 - 233/62*z + 1
*
0 | 0.11095834001515955519595615405061122350 | 0.020323583123242518106025899934202000214
f(z) = 109/63*z^3 - 235/63*z + 1
*
0 | 0.098822182545324318112696904352240864010 | 0.018072621733236738244492394111237355253
f(z) = 109/64*z^3 - 237/64*z + 1
*
0 | 0.12446707794718978785101771308347122168 | 0.022727637419095232313043355662510144185
f(z) = 109/65*z^3 - 239/65*z + 1
*
0 | 0.12475963590215656724557395486173865883 | 0.022905388563647431792523157402670745150
f(z) = 110/61*z^3 - 232/61*z + 1
*
0 | 0.11114298164190603399083802396972042973 | 0.020341581807052913970148477919099955725
f(z) = 110/63*z^3 - 236/63*z + 1
*
0 | 0.12494189090892677663921042565497865685 | 0.022920750233783114219907744794365209792
f(z) = 111/61*z^3 - 233/61*z + 1
*
0 | 0.11208002396477020358019920357299861239 | 0.020529035340577460394828056206801849010
f(z) = 111/62*z^3 - 235/62*z + 1
*
0 | 0.099190199297395468711627572943929677427 | 0.018112089737621238103998355768596273457
f(z) = 111/64*z^3 - 239/64*z + 1
*
0 | 0.12512236184900854328536350541665226549 | 0.022935838093337308749974268320800382652
f(z) = 112/61*z^3 - 234/61*z + 1
*
[ 3/2 ] 
f(z) = 112/69*z^3 - 229/69*z + 1
*
[ 1/4 ] 
f(z) = 112/73*z^3 - 226/73*z + 1
*
[ 1/4 ] 
f(z) = 112/75*z^3 - 232/75*z + 1
*
[ 3/2 ] 
f(z) = 112/75*z^3 - 227/75*z + 1
*
[ -15/8 ] 
f(z) = 112/75*z^3 - 223/60*z + 1
*
0 | 0.079312493947917721235371703346538743116 | 0.014549978801935776768585060248333252871
f(z) = 113/60*z^3 - 233/60*z + 1
*
0 | 0.12530108347192606677311526373281451103 | 0.022950658643830800460116471792877122038
f(z) = 113/61*z^3 - 235/61*z + 1
*
0 | 0.11243975311987573070021654681631134415 | 0.020563005932216031076339702335036578285
f(z) = 113/62*z^3 - 237/62*z + 1
*
0 | 0.11168606002460583946838713710677024121 | 0.020393828784857874500089339548799255947
f(z) = 113/63*z^3 - 239/63*z + 1
*
0 | 0.12547808951692012292240423449321042590 | 0.022965218182870470349296321478527529601
f(z) = 114/61*z^3 - 236/61*z + 1
*
0 | 0.12565341275192441869868230593685574743 | 0.022979522812241718637174879060449434073
f(z) = 115/61*z^3 - 237/61*z + 1
*
0 | 0.11279259755083168793154112326144527399 | 0.020595882083621376790047461608907912220
f(z) = 115/62*z^3 - 239/62*z + 1
*
0 | 0.12582708501067116043559796190841737710 | 0.022993578445609091011992383583063208009
f(z) = 116/61*z^3 - 238/61*z + 1
*
[ 3/2 ] 
f(z) = 116/69*z^3 - 238/69*z + 1
*
[ 3/2 ] 
f(z) = 116/75*z^3 - 236/75*z + 1
*
0 | 0.12599913722803308250131890421913801736 | 0.023007390815847585020723632989119098970
f(z) = 117/61*z^3 - 239/61*z + 1
*
0 | 0.12616959947370204470658085051969443339 | 0.023020965482025620885763556517365205333
f(z) = 118/61*z^3 - 240/61*z + 1
*
0 | 0.080348432437075576386696686879948158641 | 0.014671590831411128846919311920244810609
f(z) = 119/60*z^3 - 239/60*z + 1
*
2/7 | 0.19433597373296706280774172406701382730 | 0.025866064616181924044078864545568368897
f(z) = 119/72*z^3 - 229/63*z + 1
*
36/35 | 0.19505727471611688697567353216334557674 | 0.020362121481028902316454152785628962422
f(z) = 105/64*z^3 - 226/105*z + 1
*
[ 2/5 ] 
f(z) = 100/63*z^3 - 221/126*z + 1
*
[ 2/5 ] 
f(z) = 100/67*z^3 - 233/134*z + 1
*
[ 2/5 ] 
f(z) = 100/69*z^3 - 239/138*z + 1
*
[ 4/11 ] 
f(z) = 101/64*z^3 - 237/121*z + 1
*
[ 4/11 ] 
f(z) = 105/64*z^3 - 238/121*z + 1
*
[ 4/11 ] 
f(z) = 109/64*z^3 - 239/121*z + 1
*
[ 5/12 ] 
f(z) = 112/75*z^3 - 224/135*z + 1
*
[ 4/11 ] 
f(z) = 113/64*z^3 - 240/121*z + 1
*
[ -3/2 ] 
f(z) = 106/75*z^3 - 227/150*z + 1
*
[ 3/4 ] 
f(z) = 110/63*z^3 - 221/168*z + 1
*
[ 3/4 ] 
f(z) = 118/63*z^3 - 233/168*z + 1
*
[ 3/5 ] 
f(z) = 100/61*z^3 - 230/183*z + 1
*
[ 15/26 ] 
f(z) = 104/75*z^3 - 233/195*z + 1
*
[ 2/3 ] 
f(z) = 105/62*z^3 - 233/186*z + 1
*
[ 4/5 ] 
f(z) = 115/72*z^3 - 229/180*z + 1
*
-44/15 | 0.18493663621198699819008052328179239912 | 0.019474350709228255070237646284019818907
f(z) = 105/64*z^3 - 208/15*z + 1
*
-2 | 0.076406871563068364049113259783784058869 | 0.012581312574614019636918951306076833889
f(z) = 101/60*z^3 - 217/30*z + 1
*
-2 | 0.096159699627655616646399309652488647456 | 0.015809970184335902924052952487325983016
f(z) = 101/68*z^3 - 219/34*z + 1
*
[ 2 ] 
f(z) = 109/60*z^3 - 203/30*z + 1
*
[ 2 ] 
f(z) = 109/68*z^3 - 201/34*z + 1
*
[ 2 ] 
f(z) = 111/68*z^3 - 205/34*z + 1
*
[ 2 ] 
f(z) = 111/76*z^3 - 203/38*z + 1
*
[ 2 ] 
f(z) = 113/60*z^3 - 211/30*z + 1
*
[ 2 ] 
f(z) = 113/68*z^3 - 209/34*z + 1
*
[ 2 ] 
f(z) = 113/76*z^3 - 207/38*z + 1
*
[ 2 ] 
f(z) = 115/68*z^3 - 213/34*z + 1
*
[ 2 ] 
f(z) = 115/76*z^3 - 211/38*z + 1
*
[ 2 ] 
f(z) = 117/68*z^3 - 217/34*z + 1
*
[ 2 ] 
f(z) = 117/76*z^3 - 215/38*z + 1
*
[ 2 ] 
f(z) = 119/76*z^3 - 219/38*z + 1
*
[ 3/2 ] 
f(z) = 100/69*z^3 - 202/69*z + 1
*
-7/5 | 0.15366871964238138869575942349359110211 | 0.028539114225277654700042802954113915420
f(z) = 100/77*z^3 - 218/77*z + 1
*
[ 3/2 ] 
f(z) = 104/69*z^3 - 211/69*z + 1
*
[ 3/2 ] 
f(z) = 104/75*z^3 - 209/75*z + 1
*
7/6 | 0.14511266428456517560337347555143753879 | 0.027066733130624556328593740010984305736
f(z) = 108/77*z^3 - 213/77*z + 1
*
[ 1/4 ] 
f(z) = 112/65*z^3 - 202/65*z + 1
*
[ 1/4 ] 
f(z) = 112/67*z^3 - 208/67*z + 1
*
[ 1/4 ] 
f(z) = 112/69*z^3 - 214/69*z + 1
*
[ 1/4 ] 
f(z) = 112/71*z^3 - 220/71*z + 1
*
-3/2 | 0.12277752268361690859261371499204703135 | 0.023129489634391595614352306106813183056
f(z) = 112/75*z^3 - 202/75*z + 1
*
[ 6/23 ] 
f(z) = 115/72*z^3 - 203/69*z + 1
*
[ -5/3 ] 
f(z) = 117/70*z^3 - 213/70*z + 1
*
[ -3/2 ] 
f(z) = 115/63*z^3 - 205/84*z + 1
*
[ 20/17 ] 
f(z) = 119/64*z^3 - 206/85*z + 1
*
-44/35 | 0.16055422186995100926282263420411990061 | 0.016881357426247797869190336931566521053
f(z) = 105/64*z^3 - 211/105*z + 1
*
[ 5/14 ] 
f(z) = 112/75*z^3 - 209/105*z + 1
*
-5/4 | 0.16771493096359519749106623882929471237 | 0.024175773072971744754353346739286766231
f(z) = 112/75*z^3 - 206/105*z + 1
*
[ 2/5 ] 
f(z) = 100/61*z^3 - 215/122*z + 1
*
[ 8/17 ] 
f(z) = 119/64*z^3 - 209/136*z + 1
*
[ 1/2 ] 
f(z) = 102/77*z^3 - 205/154*z + 1
*
[ 1/2 ] 
f(z) = 102/79*z^3 - 209/158*z + 1
*
[ 1/2 ] 
f(z) = 106/75*z^3 - 203/150*z + 1
*
[ 1/2 ] 
f(z) = 106/77*z^3 - 207/154*z + 1
*
[ 1/2 ] 
f(z) = 106/79*z^3 - 211/158*z + 1
*
[ 1/2 ] 
f(z) = 110/73*z^3 - 201/146*z + 1
*
[ 1/2 ] 
f(z) = 110/79*z^3 - 213/158*z + 1
*
[ 1/2 ] 
f(z) = 114/73*z^3 - 203/146*z + 1
*
[ 1/2 ] 
f(z) = 114/77*z^3 - 211/154*z + 1
*
[ 1/2 ] 
f(z) = 114/79*z^3 - 215/158*z + 1
*
[ 1/2 ] 
f(z) = 118/71*z^3 - 201/142*z + 1
*
[ 1/2 ] 
f(z) = 118/73*z^3 - 205/146*z + 1
*
[ 1/2 ] 
f(z) = 118/75*z^3 - 209/150*z + 1
*
[ 1/2 ] 
f(z) = 118/77*z^3 - 213/154*z + 1
*
[ 1/2 ] 
f(z) = 118/79*z^3 - 217/158*z + 1
*
[ 3/4 ] 
f(z) = 106/63*z^3 - 215/168*z + 1
*
[ 2 ] 
f(z) = 101/60*z^3 - 187/30*z + 1
*
[ 2 ] 
f(z) = 101/68*z^3 - 185/34*z + 1
*
[ 2 ] 
f(z) = 101/76*z^3 - 183/38*z + 1
*
[ 2 ] 
f(z) = 103/60*z^3 - 191/30*z + 1
*
[ 2 ] 
f(z) = 103/68*z^3 - 189/34*z + 1
*
[ 2 ] 
f(z) = 103/76*z^3 - 187/38*z + 1
*
[ 2 ] 
f(z) = 105/68*z^3 - 193/34*z + 1
*
[ 2 ] 
f(z) = 105/76*z^3 - 191/38*z + 1
*
[ 2 ] 
f(z) = 107/60*z^3 - 199/30*z + 1
*
[ 2 ] 
f(z) = 107/68*z^3 - 197/34*z + 1
*
[ 2 ] 
f(z) = 107/76*z^3 - 195/38*z + 1
*
[ 2 ] 
f(z) = 109/76*z^3 - 199/38*z + 1
*
[ -2 ] 
f(z) = 113/60*z^3 - 181/30*z + 1
*
[ -2 ] 
f(z) = 117/68*z^3 - 183/34*z + 1
*
[ -2 ] 
f(z) = 119/60*z^3 - 193/30*z + 1
*
[ -2 ] 
f(z) = 119/76*z^3 - 181/38*z + 1
*
[ 12/7 ] 
f(z) = 105/64*z^3 - 185/42*z + 1
*
-8/5 | 0.18226722655727397124718858831927161878 | 0.025006041244485886170055397313538477273
f(z) = 105/64*z^3 - 183/40*z + 1
*
[ 4/21 ] 
f(z) = 105/64*z^3 - 181/42*z + 1
*
-8/5 | 0.17457473933410582229893918780129016382 | 0.023678386676855876518412397256446131051
f(z) = 115/64*z^3 - 199/40*z + 1
*
[ -5/3 ] 
f(z) = 108/65*z^3 - 196/65*z + 1
*
[ 1/4 ] 
f(z) = 112/61*z^3 - 190/61*z + 1
*
5/4 | 0.19253120851909332531287799029998416857 | 0.028016242666020729542411874215008419077
f(z) = 116/75*z^3 - 193/60*z + 1
*
[ 4/3 ] 
f(z) = 117/68*z^3 - 191/68*z + 1
*
[ 4/3 ] 
f(z) = 117/76*z^3 - 189/76*z + 1
*
3/4 | 0.13408764879003035922417060231075946436 | 0.021183816915693482091961502328219617889
f(z) = 100/63*z^3 - 187/84*z + 1
*
[ -3/2 ] 
f(z) = 107/63*z^3 - 181/84*z + 1
*
[ -3/2 ] 
f(z) = 109/63*z^3 - 187/84*z + 1
*
[ -3/2 ] 
f(z) = 113/63*z^3 - 199/84*z + 1
*
[ -3/2 ] 
f(z) = 115/72*z^3 - 185/96*z + 1
*
3/4 | 0.16380832027122535868098836619472780224 | 0.025627416214144512420539196793977862635
f(z) = 116/63*z^3 - 199/84*z + 1
*
[ -3/2 ] 
f(z) = 119/72*z^3 - 197/96*z + 1
*
[ 1/2 ] 
f(z) = 102/65*z^3 - 181/130*z + 1
*
[ 1/2 ] 
f(z) = 102/67*z^3 - 185/134*z + 1
*
[ 1/2 ] 
f(z) = 106/65*z^3 - 183/130*z + 1
*
[ 1/2 ] 
f(z) = 106/67*z^3 - 187/134*z + 1
*
[ 1/2 ] 
f(z) = 106/69*z^3 - 191/138*z + 1
*
[ 1/2 ] 
f(z) = 110/63*z^3 - 181/126*z + 1
*
[ 1/2 ] 
f(z) = 110/67*z^3 - 189/134*z + 1
*
[ 1/2 ] 
f(z) = 110/69*z^3 - 193/138*z + 1
*
[ 1/2 ] 
f(z) = 114/65*z^3 - 187/130*z + 1
*
[ 1/2 ] 
f(z) = 114/67*z^3 - 191/134*z + 1
*
[ -4/3 ] 
f(z) = 117/62*z^3 - 199/124*z + 1
*
[ 1/2 ] 
f(z) = 118/61*z^3 - 181/122*z + 1
*
[ 1/2 ] 
f(z) = 118/63*z^3 - 185/126*z + 1
*
[ 1/2 ] 
f(z) = 118/65*z^3 - 189/130*z + 1
*
[ 1/2 ] 
f(z) = 118/67*z^3 - 193/134*z + 1
*
[ 1/2 ] 
f(z) = 118/69*z^3 - 197/138*z + 1
*
[ 1/2 ] 
f(z) = 102/71*z^3 - 193/142*z + 1
*
[ 1/2 ] 
f(z) = 102/73*z^3 - 197/146*z + 1
*
[ 1/2 ] 
f(z) = 106/71*z^3 - 195/142*z + 1
*
[ 1/2 ] 
f(z) = 106/73*z^3 - 199/146*z + 1
*
[ 6/7 ] 
f(z) = 107/72*z^3 - 185/147*z + 1
*
[ 2/3 ] 
f(z) = 109/64*z^3 - 181/144*z + 1
*
[ 6/7 ] 
f(z) = 109/72*z^3 - 188/147*z + 1
*
[ 1/2 ] 
f(z) = 110/71*z^3 - 197/142*z + 1
*
[ 2/3 ] 
f(z) = 113/64*z^3 - 185/144*z + 1
*
[ 6/7 ] 
f(z) = 113/72*z^3 - 194/147*z + 1
*
[ 1/2 ] 
f(z) = 114/71*z^3 - 199/142*z + 1
*
[ 2/3 ] 
f(z) = 115/64*z^3 - 187/144*z + 1
*
[ 6/7 ] 
f(z) = 115/72*z^3 - 197/147*z + 1
*
[ 2/3 ] 
f(z) = 117/77*z^3 - 181/154*z + 1
*
[ 2/3 ] 
f(z) = 117/79*z^3 - 183/158*z + 1
*
[ 2/3 ] 
f(z) = 119/64*z^3 - 191/144*z + 1
*
[ 6 ] 
f(z) = 109/72*z^3 - 161/3*z + 1
*
[ 6 ] 
f(z) = 113/72*z^3 - 167/3*z + 1
*
[ -6 ] 
f(z) = 113/72*z^3 - 166/3*z + 1
*
[ 6 ] 
f(z) = 115/72*z^3 - 170/3*z + 1
*
[ -6 ] 
f(z) = 115/72*z^3 - 169/3*z + 1
*
[ 6 ] 
f(z) = 119/72*z^3 - 176/3*z + 1
*
[ -6 ] 
f(z) = 119/72*z^3 - 175/3*z + 1
*
[ -2 ] 
f(z) = 103/60*z^3 - 161/30*z + 1
*
[ -2 ] 
f(z) = 107/60*z^3 - 169/30*z + 1
*
[ -2 ] 
f(z) = 107/68*z^3 - 163/34*z + 1
*
[ -2 ] 
f(z) = 109/60*z^3 - 173/30*z + 1
*
[ -2 ] 
f(z) = 109/68*z^3 - 167/34*z + 1
*
[ -2 ] 
f(z) = 109/76*z^3 - 161/38*z + 1
*
[ -2 ] 
f(z) = 111/68*z^3 - 171/34*z + 1
*
[ -2 ] 
f(z) = 111/76*z^3 - 165/38*z + 1
*
[ -2 ] 
f(z) = 113/68*z^3 - 175/34*z + 1
*
[ -2 ] 
f(z) = 113/76*z^3 - 169/38*z + 1
*
[ -2 ] 
f(z) = 115/68*z^3 - 179/34*z + 1
*
[ -2 ] 
f(z) = 115/76*z^3 - 173/38*z + 1
*
[ -2 ] 
f(z) = 117/76*z^3 - 177/38*z + 1
*
[ 8/5 ] 
f(z) = 115/64*z^3 - 169/40*z + 1
*
[ 3/2 ] 
f(z) = 118/63*z^3 - 163/42*z + 1
*
[ -12/7 ] 
f(z) = 119/64*z^3 - 163/42*z + 1
*
[ 7/5 ] 
f(z) = 100/63*z^3 - 178/63*z + 1
*
[ 3/10 ] 
f(z) = 100/69*z^3 - 170/69*z + 1
*
[ 7/5 ] 
f(z) = 100/77*z^3 - 174/77*z + 1
*
[ 1/3 ] 
f(z) = 108/77*z^3 - 166/77*z + 1
*
[ 1/3 ] 
f(z) = 108/79*z^3 - 170/79*z + 1
*
[ 5/4 ] 
f(z) = 112/65*z^3 - 162/65*z + 1
*
[ -20/13 ] 
f(z) = 117/64*z^3 - 174/65*z + 1
*
[ 1/3 ] 
f(z) = 117/74*z^3 - 161/74*z + 1
*
[ 1/3 ] 
f(z) = 117/76*z^3 - 165/76*z + 1
*
[ 1/3 ] 
f(z) = 117/77*z^3 - 167/77*z + 1
*
[ 1/3 ] 
f(z) = 117/79*z^3 - 171/79*z + 1
*
[ 2/7 ] 
f(z) = 119/72*z^3 - 166/63*z + 1
*
[ 6/5 ] 
f(z) = 119/72*z^3 - 166/75*z + 1
*
[ -3/2 ] 
f(z) = 101/63*z^3 - 163/84*z + 1
*
[ -3/2 ] 
f(z) = 103/63*z^3 - 169/84*z + 1
*
[ -3/2 ] 
f(z) = 107/72*z^3 - 161/96*z + 1
*
[ -3/2 ] 
f(z) = 109/72*z^3 - 167/96*z + 1
*
[ -3/2 ] 
f(z) = 113/72*z^3 - 179/96*z + 1
*
[ 15/14 ] 
f(z) = 112/75*z^3 - 173/105*z + 1
*
[ 1/2 ] 
f(z) = 102/61*z^3 - 173/122*z + 1
*
[ 3/4 ] 
f(z) = 104/69*z^3 - 163/138*z + 1
*
[ 8/15 ] 
f(z) = 105/64*z^3 - 161/120*z + 1
*
[ 1/2 ] 
f(z) = 106/61*z^3 - 175/122*z + 1
*
[ 1/2 ] 
f(z) = 106/63*z^3 - 179/126*z + 1
*
[ 2/3 ] 
f(z) = 108/65*z^3 - 161/130*z + 1
*
[ 2/3 ] 
f(z) = 108/67*z^3 - 163/134*z + 1
*
[ 1/2 ] 
f(z) = 110/61*z^3 - 177/122*z + 1
*
[ 5/6 ] 
f(z) = 112/75*z^3 - 167/135*z + 1
*
[ 1/2 ] 
f(z) = 114/61*z^3 - 179/122*z + 1
*
[ 5/6 ] 
f(z) = 116/75*z^3 - 172/135*z + 1
*
[ 2/3 ] 
f(z) = 117/61*z^3 - 165/122*z + 1
*
[ 2/3 ] 
f(z) = 117/67*z^3 - 171/134*z + 1
*
[ 2/3 ] 
f(z) = 101/64*z^3 - 173/144*z + 1
*
[ 6/7 ] 
f(z) = 101/72*z^3 - 176/147*z + 1
*
[ 2/3 ] 
f(z) = 103/64*z^3 - 175/144*z + 1
*
[ 6/7 ] 
f(z) = 103/72*z^3 - 179/147*z + 1
*
[ 3/4 ] 
f(z) = 104/75*z^3 - 167/150*z + 1
*
[ 2/3 ] 
f(z) = 107/64*z^3 - 179/144*z + 1
*
[ 2/3 ] 
f(z) = 108/71*z^3 - 167/142*z + 1
*
[ 2/3 ] 
f(z) = 108/73*z^3 - 169/146*z + 1
*
[ 2/3 ] 
f(z) = 108/77*z^3 - 173/154*z + 1
*
[ 2/3 ] 
f(z) = 108/79*z^3 - 175/158*z + 1
*
[ 2/3 ] 
f(z) = 117/71*z^3 - 175/142*z + 1
*
[ 2/3 ] 
f(z) = 117/73*z^3 - 177/146*z + 1
*
[ 6 ] 
f(z) = 101/72*z^3 - 149/3*z + 1
*
[ -6 ] 
f(z) = 101/72*z^3 - 148/3*z + 1
*
[ 6 ] 
f(z) = 103/72*z^3 - 152/3*z + 1
*
[ -6 ] 
f(z) = 103/72*z^3 - 151/3*z + 1
*
[ 6 ] 
f(z) = 107/72*z^3 - 158/3*z + 1
*
[ -6 ] 
f(z) = 107/72*z^3 - 157/3*z + 1
*
[ -6 ] 
f(z) = 109/72*z^3 - 160/3*z + 1
*
[ -2 ] 
f(z) = 101/60*z^3 - 157/30*z + 1
*
[ -2 ] 
f(z) = 101/68*z^3 - 151/34*z + 1
*
[ -2 ] 
f(z) = 101/76*z^3 - 145/38*z + 1
*
[ -2 ] 
f(z) = 103/68*z^3 - 155/34*z + 1
*
[ -2 ] 
f(z) = 103/76*z^3 - 149/38*z + 1
*
[ -2 ] 
f(z) = 105/68*z^3 - 159/34*z + 1
*
[ -2 ] 
f(z) = 105/76*z^3 - 153/38*z + 1
*
[ -2 ] 
f(z) = 107/76*z^3 - 157/38*z + 1
*
[ 8/5 ] 
f(z) = 105/64*z^3 - 153/40*z + 1
*
[ 3/2 ] 
f(z) = 106/63*z^3 - 145/42*z + 1
*
[ 3/2 ] 
f(z) = 110/63*z^3 - 151/42*z + 1
*
-8/7 | 0.15803663713894939654766753469326388700 | 0.022441098427475495260181072763513992898
f(z) = 119/64*z^3 - 143/56*z + 1
*
[ 6/5 ] 
f(z) = 103/72*z^3 - 142/75*z + 1
*
[ 6/5 ] 
f(z) = 107/72*z^3 - 148/75*z + 1
*
[ 1/3 ] 
f(z) = 108/65*z^3 - 142/65*z + 1
*
[ 1/3 ] 
f(z) = 108/67*z^3 - 146/67*z + 1
*
[ 1/3 ] 
f(z) = 108/71*z^3 - 154/71*z + 1
*
[ 1/3 ] 
f(z) = 108/73*z^3 - 158/73*z + 1
*
[ 6/5 ] 
f(z) = 109/72*z^3 - 151/75*z + 1
*
[ 6/5 ] 
f(z) = 113/72*z^3 - 157/75*z + 1
*
[ -3/2 ] 
f(z) = 116/69*z^3 - 146/69*z + 1
*
-5/4 | 0.18616239506836610651727132063491914555 | 0.027928477100065597147887772249602156266
f(z) = 116/75*z^3 - 157/60*z + 1
*
[ 1/3 ] 
f(z) = 117/64*z^3 - 141/64*z + 1
*
[ 1/3 ] 
f(z) = 117/67*z^3 - 147/67*z + 1
*
[ 1/3 ] 
f(z) = 117/68*z^3 - 149/68*z + 1
*
2/3 | 0.10847490944858241179204006126461409353 | 0.021453646366211409672863789245033498123
f(z) = 117/70*z^3 - 157/70*z + 1
*
[ 1/3 ] 
f(z) = 117/70*z^3 - 153/70*z + 1
*
[ 1/3 ] 
f(z) = 117/71*z^3 - 155/71*z + 1
*
[ 1/3 ] 
f(z) = 117/73*z^3 - 159/73*z + 1
*
[ 21/20 ] 
f(z) = 100/63*z^3 - 143/84*z + 1
*
[ -3/2 ] 
f(z) = 101/72*z^3 - 143/96*z + 1
*
[ -3/2 ] 
f(z) = 103/72*z^3 - 149/96*z + 1
*
[ 2/5 ] 
f(z) = 105/64*z^3 - 141/80*z + 1
*
[ 2/5 ] 
f(z) = 115/64*z^3 - 143/80*z + 1
*
-20/21 | 0.21762586265112173343928661507101324328 | 0.023380717311413677452147086210393125119
f(z) = 105/64*z^3 - 151/105*z + 1
*
[ 5/6 ] 
f(z) = 104/75*z^3 - 157/135*z + 1
*
[ 2/3 ] 
f(z) = 108/61*z^3 - 157/122*z + 1
*
[ 3/5 ] 
f(z) = 115/72*z^3 - 149/120*z + 1
*
[ 5/2 ] 
f(z) = 104/75*z^3 - 121/15*z + 1
*
[ 12/5 ] 
f(z) = 105/64*z^3 - 133/15*z + 1
*
[ 5/2 ] 
f(z) = 112/75*z^3 - 131/15*z + 1
*
-2 | 0.099009342266602283270849857871616961549 | 0.016015526114665926500858181757230919042
f(z) = 113/64*z^3 - 121/16*z + 1
*
[ -12/5 ] 
f(z) = 115/64*z^3 - 134/15*z + 1
*
-2 | 0.099395366670126020481781323493057941225 | 0.016035445343333117387783884880363012940
f(z) = 115/64*z^3 - 123/16*z + 1
*
[ 5/2 ] 
f(z) = 116/75*z^3 - 136/15*z + 1
*
[ -5/2 ] 
f(z) = 116/75*z^3 - 124/15*z + 1
*
4/39 | 0.26561054438366658936647949725651838018 | 0.029186286463287679531564717003112620899
f(z) = 117/64*z^3 - 140/13*z + 1
*
-2 | 0.099772367662819492585765874067256020990 | 0.016054490658574335606878533001782149182
f(z) = 117/64*z^3 - 125/16*z + 1
*
-2 | 0.10014081638010355083288648304817966337 | 0.016072725233621222968717275059489016104
f(z) = 119/64*z^3 - 127/16*z + 1
*
[ 21/10 ] 
f(z) = 100/63*z^3 - 136/21*z + 1
*
-8/7 | 0.19006848213929153858027566025146215756 | 0.027452148627214240364389810311229281632
f(z) = 105/64*z^3 - 127/56*z + 1
*
[ 8/7 ] 
f(z) = 119/64*z^3 - 129/56*z + 1
*
[ 6/5 ] 
f(z) = 101/72*z^3 - 139/75*z + 1
*
[ 1/3 ] 
f(z) = 108/61*z^3 - 134/61*z + 1
*
[ 7/6 ] 
f(z) = 108/77*z^3 - 136/77*z + 1
*
[ -3/2 ] 
f(z) = 112/69*z^3 - 137/69*z + 1
*
[ -3/2 ] 
f(z) = 112/75*z^3 - 127/75*z + 1
*
[ -3/2 ] 
f(z) = 116/75*z^3 - 136/75*z + 1
*
[ 5/4 ] 
f(z) = 116/75*z^3 - 133/60*z + 1
*
[ 1/3 ] 
f(z) = 117/61*z^3 - 135/61*z + 1
*
[ 1/3 ] 
f(z) = 117/62*z^3 - 137/62*z + 1
*
[ 4/9 ] 
f(z) = 103/64*z^3 - 127/81*z + 1
*
[ 4/7 ] 
f(z) = 103/64*z^3 - 125/98*z + 1
*
[ 4/9 ] 
f(z) = 107/64*z^3 - 128/81*z + 1
*
[ 4/7 ] 
f(z) = 107/64*z^3 - 127/98*z + 1
*
[ 4/7 ] 
f(z) = 111/64*z^3 - 129/98*z + 1
*
[ 4/7 ] 
f(z) = 115/64*z^3 - 131/98*z + 1
*
[ 4/9 ] 
f(z) = 115/64*z^3 - 130/81*z + 1
*
[ 4/9 ] 
f(z) = 119/64*z^3 - 131/81*z + 1
*
[ 2/3 ] 
f(z) = 105/68*z^3 - 121/102*z + 1
*
[ 2/3 ] 
f(z) = 105/76*z^3 - 127/114*z + 1
*
[ 3/5 ] 
f(z) = 110/63*z^3 - 136/105*z + 1
*
[ 2/3 ] 
f(z) = 111/68*z^3 - 125/102*z + 1
*
[ 2/3 ] 
f(z) = 111/76*z^3 - 131/114*z + 1
*
[ 15/28 ] 
f(z) = 112/75*z^3 - 136/105*z + 1
*
[ 5/7 ] 
f(z) = 112/75*z^3 - 122/105*z + 1
*
[ 3/5 ] 
f(z) = 115/63*z^3 - 139/105*z + 1
*
[ 8/13 ] 
f(z) = 117/64*z^3 - 137/104*z + 1
*
[ 12/17 ] 
f(z) = 119/64*z^3 - 137/102*z + 1
*
[ 5/7 ] 
f(z) = 119/75*z^3 - 127/105*z + 1
*
[ 5/8 ] 
f(z) = 104/75*z^3 - 137/120*z + 1
*
-2 | 0.096470643803635703191655464101682625855 | 0.015873037592695873382566565398665747589
f(z) = 101/64*z^3 - 109/16*z + 1
*
-2 | 0.096923790891683118661757416780845864875 | 0.015900029585662923524930082813636964359
f(z) = 103/64*z^3 - 111/16*z + 1
*
[ -5/2 ] 
f(z) = 104/75*z^3 - 109/15*z + 1
*
-2 | 0.097363849856356741070849944702372782041 | 0.015925566130594730128790944544694212744
f(z) = 105/64*z^3 - 113/16*z + 1
*
-2 | 0.097791694886384547381530341412261897785 | 0.015949776941714044913404881378276122051
f(z) = 107/64*z^3 - 115/16*z + 1
*
-2 | 0.098208104919782733804545925095781087363 | 0.015972775688701078079177091798817030447
f(z) = 109/64*z^3 - 117/16*z + 1
*
[ 2 ] 
f(z) = 109/64*z^3 - 101/16*z + 1
*
-2 | 0.098613777880465872380851771322041367511 | 0.015994662521176198532673518021923930101
f(z) = 111/64*z^3 - 119/16*z + 1
*
[ 2 ] 
f(z) = 111/64*z^3 - 103/16*z + 1
*
[ -5/2 ] 
f(z) = 112/75*z^3 - 119/15*z + 1
*
[ 2 ] 
f(z) = 113/64*z^3 - 105/16*z + 1
*
[ 2 ] 
f(z) = 115/64*z^3 - 107/16*z + 1
*
[ 4/39 ] 
f(z) = 117/64*z^3 - 114/13*z + 1
*
[ 2 ] 
f(z) = 117/64*z^3 - 109/16*z + 1
*
[ 2 ] 
f(z) = 119/64*z^3 - 111/16*z + 1
*
[ -21/10 ] 
f(z) = 100/63*z^3 - 116/21*z + 1
*
-12/7 | 0.18223705010826860054336038857321567100 | 0.020569993674399952885997659844627049117
f(z) = 105/64*z^3 - 110/21*z + 1
*
[ 12/7 ] 
f(z) = 119/64*z^3 - 106/21*z + 1
*
[ 8/7 ] 
f(z) = 105/64*z^3 - 113/56*z + 1
*
[ -8/5 ] 
f(z) = 105/64*z^3 - 103/40*z + 1
*
[ -8/5 ] 
f(z) = 115/64*z^3 - 119/40*z + 1
*
[ -3/2 ] 
f(z) = 118/63*z^3 - 107/42*z + 1
*
[ 6/17 ] 
f(z) = 119/72*z^3 - 104/51*z + 1
*
[ -3/2 ] 
f(z) = 100/69*z^3 - 110/69*z + 1
*
[ 11/10 ] 
f(z) = 100/77*z^3 - 114/77*z + 1
*
[ 1/2 ] 
f(z) = 100/77*z^3 - 102/77*z + 1
*
[ 1/2 ] 
f(z) = 100/79*z^3 - 104/79*z + 1
*
[ -3/2 ] 
f(z) = 104/69*z^3 - 119/69*z + 1
*
[ -3/2 ] 
f(z) = 104/75*z^3 - 109/75*z + 1
*
[ 1/2 ] 
f(z) = 104/75*z^3 - 101/75*z + 1
*
[ 1/2 ] 
f(z) = 104/77*z^3 - 103/77*z + 1
*
[ 1/2 ] 
f(z) = 104/79*z^3 - 105/79*z + 1
*
[ 1/2 ] 
f(z) = 108/77*z^3 - 104/77*z + 1
*
[ 1/2 ] 
f(z) = 108/79*z^3 - 106/79*z + 1
*
[ 1/2 ] 
f(z) = 112/73*z^3 - 101/73*z + 1
*
[ 1/2 ] 
f(z) = 112/75*z^3 - 103/75*z + 1
*
[ 1/2 ] 
f(z) = 112/79*z^3 - 107/79*z + 1
*
[ 1/2 ] 
f(z) = 116/73*z^3 - 102/73*z + 1
*
[ 1/2 ] 
f(z) = 116/75*z^3 - 104/75*z + 1
*
[ 1/2 ] 
f(z) = 116/77*z^3 - 106/77*z + 1
*
[ 1/2 ] 
f(z) = 116/79*z^3 - 108/79*z + 1
*
-12/13 | 0.24349134800403174322478344572953795070 | 0.028898527097764819200534116033126516268
f(z) = 117/64*z^3 - 115/78*z + 1
*
[ 8/9 ] 
f(z) = 117/64*z^3 - 113/72*z + 1
*
[ 3/4 ] 
f(z) = 100/63*z^3 - 103/84*z + 1
*
[ 3/4 ] 
f(z) = 116/63*z^3 - 115/84*z + 1
*
[ 2 ] 
f(z) = 101/64*z^3 - 93/16*z + 1
*
[ 2 ] 
f(z) = 103/64*z^3 - 95/16*z + 1
*
[ 2 ] 
f(z) = 105/64*z^3 - 97/16*z + 1
*
[ -2 ] 
f(z) = 105/64*z^3 - 81/16*z + 1
*
[ 2 ] 
f(z) = 107/64*z^3 - 99/16*z + 1
*
[ -2 ] 
f(z) = 107/64*z^3 - 83/16*z + 1
*
[ -2 ] 
f(z) = 109/64*z^3 - 85/16*z + 1
*
[ -2 ] 
f(z) = 111/64*z^3 - 87/16*z + 1
*
[ -2 ] 
f(z) = 113/64*z^3 - 89/16*z + 1
*
[ -2 ] 
f(z) = 115/64*z^3 - 91/16*z + 1
*
[ 8/3 ] 
f(z) = 117/64*z^3 - 99/8*z + 1
*
[ -8/3 ] 
f(z) = 117/64*z^3 - 93/8*z + 1
*
[ -2 ] 
f(z) = 117/64*z^3 - 93/16*z + 1
*
[ -2 ] 
f(z) = 119/64*z^3 - 95/16*z + 1
*
[ 6/5 ] 
f(z) = 100/63*z^3 - 89/42*z + 1
*
3/4 | 0.13407982311778572685320843832128791613 | 0.023720491776582791134211677595392704455
f(z) = 104/63*z^3 - 95/42*z + 1
*
-4/3 | 0.15945207258368097539556323182976910987 | 0.019831245071025044088165410433143750359
f(z) = 105/64*z^3 - 97/42*z + 1
*
[ 4/9 ] 
f(z) = 105/64*z^3 - 85/54*z + 1
*
[ -3/2 ] 
f(z) = 106/63*z^3 - 89/42*z + 1
*
[ -3/2 ] 
f(z) = 110/63*z^3 - 95/42*z + 1
*
[ 1/2 ] 
f(z) = 100/61*z^3 - 86/61*z + 1
*
[ 1/2 ] 
f(z) = 100/67*z^3 - 92/67*z + 1
*
[ 1/2 ] 
f(z) = 100/69*z^3 - 94/69*z + 1
*
[ 3/5 ] 
f(z) = 100/69*z^3 - 82/69*z + 1
*
[ 1/2 ] 
f(z) = 100/71*z^3 - 96/71*z + 1
*
[ 1/2 ] 
f(z) = 100/73*z^3 - 98/73*z + 1
*
[ 7/10 ] 
f(z) = 100/77*z^3 - 82/77*z + 1
*
[ 1/2 ] 
f(z) = 104/61*z^3 - 87/61*z + 1
*
[ 1/2 ] 
f(z) = 104/63*z^3 - 89/63*z + 1
*
[ 1/2 ] 
f(z) = 104/67*z^3 - 93/67*z + 1
*
[ 1/2 ] 
f(z) = 104/69*z^3 - 95/69*z + 1
*
[ 1/2 ] 
f(z) = 104/71*z^3 - 97/71*z + 1
*
[ 1/2 ] 
f(z) = 104/73*z^3 - 99/73*z + 1
*
[ 1/2 ] 
f(z) = 108/61*z^3 - 88/61*z + 1
*
[ 1/2 ] 
f(z) = 108/65*z^3 - 92/65*z + 1
*
[ 5/6 ] 
f(z) = 108/65*z^3 - 88/65*z + 1
*
[ 1/2 ] 
f(z) = 108/67*z^3 - 94/67*z + 1
*
[ 1/2 ] 
f(z) = 108/71*z^3 - 98/71*z + 1
*
[ 1/2 ] 
f(z) = 108/73*z^3 - 100/73*z + 1
*
[ 1/2 ] 
f(z) = 112/61*z^3 - 89/61*z + 1
*
[ 1/2 ] 
f(z) = 112/65*z^3 - 93/65*z + 1
*
[ 1/2 ] 
f(z) = 112/67*z^3 - 95/67*z + 1
*
[ 1/2 ] 
f(z) = 112/69*z^3 - 97/69*z + 1
*
[ 3/4 ] 
f(z) = 112/69*z^3 - 86/69*z + 1
*
[ 1/2 ] 
f(z) = 112/71*z^3 - 99/71*z + 1
*
[ 3/4 ] 
f(z) = 112/75*z^3 - 88/75*z + 1
*
[ 12/23 ] 
f(z) = 115/64*z^3 - 97/69*z + 1
*
[ 1/2 ] 
f(z) = 116/61*z^3 - 90/61*z + 1
*
[ 1/2 ] 
f(z) = 116/63*z^3 - 92/63*z + 1
*
[ 1/2 ] 
f(z) = 116/65*z^3 - 94/65*z + 1
*
[ 1/2 ] 
f(z) = 116/67*z^3 - 96/67*z + 1
*
[ 1/2 ] 
f(z) = 116/69*z^3 - 98/69*z + 1
*
[ 1/2 ] 
f(z) = 116/71*z^3 - 100/71*z + 1
*
-5/4 | 0.18072910668676659748829363922500830125 | 0.029224572350063365304721007556380848202
f(z) = 116/75*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 117/62*z^3 - 83/62*z + 1
*
[ 20/39 ] 
f(z) = 117/64*z^3 - 93/65*z + 1
*
[ -4/3 ] 
f(z) = 117/68*z^3 - 89/68*z + 1
*
[ 2/3 ] 
f(z) = 117/70*z^3 - 87/70*z + 1
*
[ 2/3 ] 
f(z) = 117/74*z^3 - 89/74*z + 1
*
[ 2/3 ] 
f(z) = 101/72*z^3 - 91/81*z + 1
*
[ 2/3 ] 
f(z) = 103/72*z^3 - 92/81*z + 1
*
[ 2/3 ] 
f(z) = 107/72*z^3 - 94/81*z + 1
*
[ 2/3 ] 
f(z) = 109/72*z^3 - 95/81*z + 1
*
[ 2/3 ] 
f(z) = 113/72*z^3 - 97/81*z + 1
*
[ 2/3 ] 
f(z) = 115/72*z^3 - 98/81*z + 1
*
[ 2/3 ] 
f(z) = 119/72*z^3 - 100/81*z + 1
*
[ -2 ] 
f(z) = 101/64*z^3 - 77/16*z + 1
*
[ -2 ] 
f(z) = 103/64*z^3 - 79/16*z + 1
*
-2 | 0.084960369595396713250428390053343525226 | 0.013724723867068854761866810913340874151
f(z) = 113/72*z^3 - 61/9*z + 1
*
-2 | 0.085367226490820497813798870591157713466 | 0.013754319208959857297175146288896753370
f(z) = 115/72*z^3 - 62/9*z + 1
*
-2 | 0.086149693236526733277511236021878880872 | 0.013809748356271398863269274030062045206
f(z) = 119/72*z^3 - 64/9*z + 1
*
[ 3/2 ] 
f(z) = 100/63*z^3 - 68/21*z + 1
*
[ 3/2 ] 
f(z) = 104/63*z^3 - 71/21*z + 1
*
4/3 | 0.20179586956917358504824626421308629813 | 0.023626976075288004589150226509043557522
f(z) = 105/64*z^3 - 80/21*z + 1
*
-4/3 | 0.18383814619333652097417276740133283517 | 0.023787300195838804028477121631062394149
f(z) = 105/64*z^3 - 71/30*z + 1
*
[ -12/7 ] 
f(z) = 105/64*z^3 - 68/21*z + 1
*
[ 3/2 ] 
f(z) = 116/63*z^3 - 80/21*z + 1
*
[ 4/15 ] 
f(z) = 117/64*z^3 - 72/25*z + 1
*
[ 12/13 ] 
f(z) = 117/64*z^3 - 64/39*z + 1
*
[ 4/13 ] 
f(z) = 117/64*z^3 - 63/26*z + 1
*
[ 4/5 ] 
f(z) = 101/64*z^3 - 63/50*z + 1
*
[ 4/7 ] 
f(z) = 101/64*z^3 - 62/49*z + 1
*
[ 4/5 ] 
f(z) = 109/64*z^3 - 67/50*z + 1
*
[ 4/7 ] 
f(z) = 109/64*z^3 - 64/49*z + 1
*
[ 2/3 ] 
f(z) = 111/64*z^3 - 61/48*z + 1
*
[ 4/5 ] 
f(z) = 113/64*z^3 - 69/50*z + 1
*
[ 4/7 ] 
f(z) = 113/64*z^3 - 65/49*z + 1
*
[ 2/5 ] 
f(z) = 115/72*z^3 - 79/45*z + 1
*
[ 4/5 ] 
f(z) = 117/64*z^3 - 71/50*z + 1
*
[ 4/7 ] 
f(z) = 117/64*z^3 - 66/49*z + 1
*
[ 7/10 ] 
f(z) = 100/63*z^3 - 76/63*z + 1
*
[ 5/8 ] 
f(z) = 112/75*z^3 - 71/60*z + 1
*
[ 4 ] 
f(z) = 101/64*z^3 - 49/2*z + 1
*
-2 | 0.082248251347536395264492357546253128818 | 0.013512616293138091554291475062626378605
f(z) = 101/72*z^3 - 55/9*z + 1
*
[ 2 ] 
f(z) = 101/72*z^3 - 46/9*z + 1
*
[ -4 ] 
f(z) = 103/64*z^3 - 49/2*z + 1
*
[ 4/3 ] 
f(z) = 103/64*z^3 - 47/18*z + 1
*
-2 | 0.082737846240213005092959914923533470010 | 0.013552931784961187937889112950935058581
f(z) = 103/72*z^3 - 56/9*z + 1
*
[ 2 ] 
f(z) = 103/72*z^3 - 47/9*z + 1
*
4/3 | 0.24113602232529412399024607283029589006 | 0.029337687733800380258087093948939778079
f(z) = 105/64*z^3 - 58/15*z + 1
*
[ 4 ] 
f(z) = 105/64*z^3 - 51/2*z + 1
*
[ 4/15 ] 
f(z) = 105/64*z^3 - 43/15*z + 1
*
[ -4 ] 
f(z) = 107/64*z^3 - 51/2*z + 1
*
[ 4/3 ] 
f(z) = 107/64*z^3 - 49/18*z + 1
*
-2 | 0.083668325318156104102357089585331234985 | 0.013627019304103833781753007051853642368
f(z) = 107/72*z^3 - 58/9*z + 1
*
[ 2 ] 
f(z) = 107/72*z^3 - 49/9*z + 1
*
[ 4 ] 
f(z) = 109/64*z^3 - 53/2*z + 1
*
-2 | 0.084111782753789007785048464621195661433 | 0.013661209978255206404677925834659185863
f(z) = 109/72*z^3 - 59/9*z + 1
*
[ 2 ] 
f(z) = 109/72*z^3 - 50/9*z + 1
*
[ -2 ] 
f(z) = 109/72*z^3 - 41/9*z + 1
*
[ -4 ] 
f(z) = 111/64*z^3 - 53/2*z + 1
*
[ 4 ] 
f(z) = 113/64*z^3 - 55/2*z + 1
*
[ 2 ] 
f(z) = 113/72*z^3 - 52/9*z + 1
*
[ -2 ] 
f(z) = 113/72*z^3 - 43/9*z + 1
*
[ -4 ] 
f(z) = 115/64*z^3 - 55/2*z + 1
*
[ 4/3 ] 
f(z) = 115/64*z^3 - 53/18*z + 1
*
[ 2 ] 
f(z) = 115/72*z^3 - 53/9*z + 1
*
[ -2 ] 
f(z) = 115/72*z^3 - 44/9*z + 1
*
[ 4 ] 
f(z) = 117/64*z^3 - 57/2*z + 1
*
[ -4 ] 
f(z) = 119/64*z^3 - 57/2*z + 1
*
[ 4/17 ] 
f(z) = 119/64*z^3 - 57/17*z + 1
*
[ 4/3 ] 
f(z) = 119/64*z^3 - 55/18*z + 1
*
[ 2 ] 
f(z) = 119/72*z^3 - 55/9*z + 1
*
[ -2 ] 
f(z) = 119/72*z^3 - 46/9*z + 1
*
[ 3/10 ] 
f(z) = 100/63*z^3 - 52/21*z + 1
*
[ -3/2 ] 
f(z) = 104/63*z^3 - 43/21*z + 1
*
[ 5/4 ] 
f(z) = 104/75*z^3 - 59/30*z + 1
*
[ 4/9 ] 
f(z) = 111/64*z^3 - 43/27*z + 1
*
[ -3/2 ] 
f(z) = 116/63*z^3 - 52/21*z + 1
*
[ 2/3 ] 
f(z) = 117/68*z^3 - 43/34*z + 1
*
[ 2/3 ] 
f(z) = 117/76*z^3 - 45/38*z + 1
*
[ 3/4 ] 
f(z) = 104/63*z^3 - 53/42*z + 1
*
[ 2/3 ] 
f(z) = 105/64*z^3 - 59/48*z + 1
*
[ -4 ] 
f(z) = 101/64*z^3 - 24*z + 1
*
[ 4/3 ] 
f(z) = 101/64*z^3 - 23/9*z + 1
*
[ -2 ] 
f(z) = 101/72*z^3 - 37/9*z + 1
*
[ 4 ] 
f(z) = 103/64*z^3 - 25*z + 1
*
[ -2 ] 
f(z) = 103/72*z^3 - 38/9*z + 1
*
[ -4 ] 
f(z) = 105/64*z^3 - 25*z + 1
*
[ 4 ] 
f(z) = 107/64*z^3 - 26*z + 1
*
[ -2 ] 
f(z) = 107/72*z^3 - 40/9*z + 1
*
[ -4 ] 
f(z) = 109/64*z^3 - 26*z + 1
*
[ 4/3 ] 
f(z) = 109/64*z^3 - 25/9*z + 1
*
[ -4/3 ] 
f(z) = 109/64*z^3 - 23/18*z + 1
*
[ 4 ] 
f(z) = 111/64*z^3 - 27*z + 1
*
[ 5/4 ] 
f(z) = 112/75*z^3 - 32/15*z + 1
*
[ -4 ] 
f(z) = 113/64*z^3 - 27*z + 1
*
[ 4/3 ] 
f(z) = 113/64*z^3 - 26/9*z + 1
*
[ -4/3 ] 
f(z) = 113/64*z^3 - 25/18*z + 1
*
[ 4 ] 
f(z) = 115/64*z^3 - 28*z + 1
*
-6/5 | 0.19304243783569555165869642070818904798 | 0.028434709282000055249327837219388543609
f(z) = 115/72*z^3 - 37/15*z + 1
*
[ 6/5 ] 
f(z) = 115/72*z^3 - 32/15*z + 1
*
[ 4/9 ] 
f(z) = 117/64*z^3 - 29/18*z + 1
*
[ -4 ] 
f(z) = 117/64*z^3 - 28*z + 1
*
[ 2/3 ] 
f(z) = 117/64*z^3 - 21/16*z + 1
*
[ 4 ] 
f(z) = 119/64*z^3 - 29*z + 1
*
[ -3/2 ] 
f(z) = 100/63*z^3 - 40/21*z + 1
*
[ 3/5 ] 
f(z) = 100/63*z^3 - 26/21*z + 1
*
[ 4/5 ] 
f(z) = 103/64*z^3 - 32/25*z + 1
*
-4/21 | 0.21002815545675789196385540172986640544 | 0.026938880781580939514339415490503645771
f(z) = 105/64*z^3 - 38/21*z + 1
*
[ 4/5 ] 
f(z) = 107/64*z^3 - 33/25*z + 1
*
[ 4/5 ] 
f(z) = 111/64*z^3 - 34/25*z + 1
*
[ 4/5 ] 
f(z) = 119/64*z^3 - 36/25*z + 1
*
[ 6/7 ] 
f(z) = 119/72*z^3 - 29/21*z + 1
*
-4/3 | 0.16756738967739449089076488164948094016 | 0.026140845259746988900163939225263898645
f(z) = 105/64*z^3 - 19/6*z + 1
*
[ 4/5 ] 
f(z) = 105/64*z^3 - 13/10*z + 1
*
[ 4/7 ] 
f(z) = 105/64*z^3 - 9/7*z + 1
*
[ 4/3 ] 
f(z) = 105/64*z^3 - 8/3*z + 1
*
[ 4/3 ] 
f(z) = 111/64*z^3 - 17/6*z + 1
*
-4/3 | 0.16883272773490680360914194035756004782 | 0.026129158749518301711801160218646886145
f(z) = 111/64*z^3 - 10/3*z + 1
*
[ -4/3 ] 
f(z) = 111/64*z^3 - 4/3*z + 1
*
[ -4/3 ] 
f(z) = 115/64*z^3 - 13/9*z + 1
*
[ 4/5 ] 
f(z) = 115/64*z^3 - 7/5*z + 1
*
[ 4/3 ] 
f(z) = 117/64*z^3 - 3*z + 1
*
[ -4/3 ] 
f(z) = 117/64*z^3 - 3/2*z + 1
*
[ 4/7 ] 
f(z) = 119/64*z^3 - 19/14*z + 1
*
[ -4/3 ] 
f(z) = 119/64*z^3 - 14/9*z + 1
*
[ -1 ]
f(z) = 119/60*z^3 + 1/60*z + 1
*
[ -1 ]
f(z) = 102/61*z^3 + 20/61*z + 1
*
[ 3 ] 
f(z) = 101/90*z^3 - 283/30*z + 1
*
[ 3 ] 
f(z) = 101/99*z^3 - 281/33*z + 1
*
[ 3 ] 
f(z) = 103/90*z^3 - 289/30*z + 1
*
[ 3 ] 
f(z) = 103/99*z^3 - 287/33*z + 1
*
[ 3 ] 
f(z) = 104/99*z^3 - 290/33*z + 1
*
[ 3 ] 
f(z) = 106/99*z^3 - 296/33*z + 1
*
[ -3 ] 
f(z) = 107/90*z^3 - 281/30*z + 1
*
[ 3 ] 
f(z) = 107/99*z^3 - 299/33*z + 1
*
[ -3 ] 
f(z) = 109/90*z^3 - 287/30*z + 1
*
[ -3 ] 
f(z) = 109/99*z^3 - 283/33*z + 1
*
[ -3 ] 
f(z) = 112/99*z^3 - 292/33*z + 1
*
[ -3 ] 
f(z) = 113/90*z^3 - 299/30*z + 1
*
[ -3 ] 
f(z) = 113/99*z^3 - 295/33*z + 1
*
[ -10/3 ] 
f(z) = 117/80*z^3 - 299/20*z + 1
*
4/3 | 0.15815082367344729816745374262829900975 | 0.022490990190567075659198014750644803377
f(z) = 111/80*z^3 - 283/60*z + 1
*
6/7 | 0.22781761522573825035819381400226519533 | 0.028895463983942552281225340170409684511
f(z) = 112/81*z^3 - 295/63*z + 1
*
0 | 0.12189592070401145585308380463285983723 | 0.021605446380339457281560983737855200015
f(z) = 100/91*z^3 - 282/91*z + 1
*
0 | 0.10148585728271363675182449966500146245 | 0.017943070053349841096113548344409275223
f(z) = 100/93*z^3 - 286/93*z + 1
*
0 | 0.12169847418468650897474329013690269797 | 0.021412292809549400866234905962290977068
f(z) = 100/97*z^3 - 294/97*z + 1
*
0 | 0.10806868148100216026695783793805890063 | 0.018969090420752680895727568469768408495
f(z) = 100/99*z^3 - 298/99*z + 1
*
[ -2 ] 
f(z) = 101/82*z^3 - 281/82*z + 1
*
0 | 0.095743113463683650629869979942446141901 | 0.016980683032306852490272001750982292455
f(z) = 101/90*z^3 - 281/90*z + 1
*
0 | 0.12210950865293963717329698069273579946 | 0.021629732927594408500416022932507478866
f(z) = 101/91*z^3 - 283/91*z + 1
*
0 | 0.096406467972001062523775089146497169932 | 0.017055577622073231925104801788929505796
f(z) = 101/92*z^3 - 285/92*z + 1
*
0 | 0.10170131419648840007146870909224342068 | 0.017970073996042755041025201869409072666
f(z) = 101/93*z^3 - 287/93*z + 1
*
0 | 0.10917711436214086561756072477216466948 | 0.019267365550000493376479175565555113978
f(z) = 101/94*z^3 - 289/94*z + 1
*
0 | 0.12197998623756737448909581427837586357 | 0.021500623266684052072899143411179733518
f(z) = 101/95*z^3 - 291/95*z + 1
*
0 | 0.075931590891033042587696551275535319493 | 0.013367831599077536010850270076093633943
f(z) = 101/96*z^3 - 293/96*z + 1
*
0 | 0.12191460280172230471714908661245565649 | 0.021437512062684136786142337120328691828
f(z) = 101/97*z^3 - 295/97*z + 1
*
0 | 0.10904634575140584945492838704646070160 | 0.019151997862396200430829362487233664863
f(z) = 101/98*z^3 - 297/98*z + 1
*
0 | 0.10828568065345174086770712633474798974 | 0.018996009566505055161181283139482980495
f(z) = 101/99*z^3 - 299/99*z + 1
*
0 | 0.12232062506747524267865841522449887748 | 0.021653599381131493782381509401807068550
f(z) = 102/91*z^3 - 284/91*z + 1
*
0 | 0.12219274158464051541382645985736108315 | 0.021525108511102860345282705120672676564
f(z) = 102/95*z^3 - 292/95*z + 1
*
0 | 0.12212819436521461912525233742253223227 | 0.021462298708108912834353483693321384521
f(z) = 102/97*z^3 - 296/97*z + 1
*
[ -2 ] 
f(z) = 103/82*z^3 - 289/82*z + 1
*
[ -2 ] 
f(z) = 103/86*z^3 - 283/86*z + 1
*
0 | 0.12259189340217452872791042686665879456 | 0.021742494147971106175756111110920985090
f(z) = 103/89*z^3 - 281/89*z + 1
*
0 | 0.096162136412282111075907112456613939036 | 0.017033573808377543493555288035980003776
f(z) = 103/90*z^3 - 283/90*z + 1
*
0 | 0.12252932738214721024906601607487054363 | 0.021677056509876177704677530713492666967
f(z) = 103/91*z^3 - 285/91*z + 1
*
0 | 0.096827087737320407292080309274490432260 | 0.017108824455299429381833740115156515348
f(z) = 103/92*z^3 - 287/92*z + 1
*
0 | 0.10212170670055742873095029028278028069 | 0.018022240879741379132055634000871226102
f(z) = 103/93*z^3 - 289/93*z + 1
*
0 | 0.10959935222144619368319773201312661759 | 0.019318368980600737911338007057067519243
f(z) = 103/94*z^3 - 291/94*z + 1
*
0 | 0.12240304128496994478812996047458904945 | 0.021549176356130370263279495923431767795
f(z) = 103/95*z^3 - 293/95*z + 1
*
0 | 0.076355468642524246828311503472822721081 | 0.013426375860307437936815043383373738014
f(z) = 103/96*z^3 - 295/96*z + 1
*
0 | 0.12233930884109780198658416948619170747 | 0.021486663906676823909147250729205538886
f(z) = 103/97*z^3 - 297/97*z + 1
*
0 | 0.10947188573138298160123982758519754754 | 0.019204099526989599161140899293089219697
f(z) = 103/98*z^3 - 299/98*z + 1
*
0 | 0.12279747330221419081223321207880937334 | 0.021765242099564734847803938242930837456
f(z) = 104/89*z^3 - 282/89*z + 1
*
0 | 0.10232882397872783570590688571558480675 | 0.018047790662407075719143760879304333493
f(z) = 104/93*z^3 - 290/93*z + 1
*
0 | 0.12261094234008111871076986970751037711 | 0.021572837429797049838027721607450327279
f(z) = 104/95*z^3 - 294/95*z + 1
*
0 | 0.12254800405473033598093957530379491363 | 0.021510618413583598635658834901679916648
f(z) = 104/97*z^3 - 298/97*z + 1
*
[ -2 ] 
f(z) = 105/82*z^3 - 297/82*z + 1
*
[ -2 ] 
f(z) = 105/86*z^3 - 291/86*z + 1
*
0 | 0.091654127950626929961067164986075591074 | 0.016255474039106023172504799528714541482
f(z) = 105/88*z^3 - 281/88*z + 1
*
0 | 0.12300076669409224584208798257665730047 | 0.021787604936190340113690334096139834706
f(z) = 105/89*z^3 - 283/89*z + 1
*
0 | 0.097238231509346590196795326540535902869 | 0.017160414642501628656645033365766419492
f(z) = 105/92*z^3 - 289/92*z + 1
*
0 | 0.11001203411583308319452677688145300163 | 0.019367727301313516873676375680610946101
f(z) = 105/94*z^3 - 293/94*z + 1
*
0 | 0.12275433579339553863750064005987627078 | 0.021534172597796615307339308773491284631
f(z) = 105/97*z^3 - 299/97*z + 1
*
0 | 0.12320182457475769321907212578115319949 | 0.021809592216313777995368927824161230728
f(z) = 106/89*z^3 - 284/89*z + 1
*
0 | 0.12314149447191325361810009167975644742 | 0.021745073959788096440750748038020549268
f(z) = 106/91*z^3 - 288/91*z + 1
*
0 | 0.10273717190758000431780493994703894588 | 0.018097873447766737444197542753799972267
f(z) = 106/93*z^3 - 292/93*z + 1
*
0 | 0.12301976663428942813078168850386831629 | 0.021618979894285527757554510396041978751
f(z) = 106/95*z^3 - 296/95*z + 1
*
[ -2 ] 
f(z) = 107/86*z^3 - 299/86*z + 1
*
0 | 0.10311633803461126194582188554794557249 | 0.018288373839880485642801045974937078531
f(z) = 107/87*z^3 - 281/87*z + 1
*
0 | 0.094905803199607526174297117654511298732 | 0.016811034612552487215836685057825814098
f(z) = 107/88*z^3 - 283/88*z + 1
*
0 | 0.12340069623009165944479960266874237852 | 0.021831213169031964877394278123056855745
f(z) = 107/89*z^3 - 285/89*z + 1
*
[ -2 ] 
f(z) = 107/90*z^3 - 293/90*z + 1
*
0 | 0.096972407463272291611317235945549251889 | 0.017134501667526940439894261353356038209
f(z) = 107/90*z^3 - 287/90*z + 1
*
0 | 0.12334107589936363361885494830347780534 | 0.021766994031374349522394665338401843271
f(z) = 107/91*z^3 - 289/91*z + 1
*
0 | 0.097640323071002401209479782241870739311 | 0.017210428257454510675425527154677324090
f(z) = 107/92*z^3 - 291/92*z + 1
*
0 | 0.10293747192611319478404785168686136987 | 0.018122243637931654430039336916939715123
f(z) = 107/93*z^3 - 293/93*z + 1
*
0 | 0.11041558967546361792208300615589472173 | 0.019415521038327115788603286141853195696
f(z) = 107/94*z^3 - 295/94*z + 1
*
[ -2 ] 
f(z) = 107/94*z^3 - 287/94*z + 1
*
0 | 0.12322079426546960643197533550942486649 | 0.021641480712751084836076903172427317086
f(z) = 107/95*z^3 - 297/95*z + 1
*
0 | 0.077173713328616744182713689109020205629 | 0.013538194411546989868243911559325548767
f(z) = 107/96*z^3 - 299/96*z + 1
*
[ -2 ] 
f(z) = 107/98*z^3 - 281/98*z + 1
*
0 | 0.12359742931165827921501227052291950357 | 0.021852476708897934135714402847209964442
f(z) = 108/89*z^3 - 286/89*z + 1
*
0 | 0.12353850204311311427962497723514068998 | 0.021788553185023840330160646642728609116
f(z) = 108/91*z^3 - 290/91*z + 1
*
0 | 0.12341963220677915633855446829601370213 | 0.021663613647752289945312827169929952744
f(z) = 108/95*z^3 - 298/95*z + 1
*
0 | 0.11104343293836634391710665716516279212 | 0.019694297264114418129104963682957757211
f(z) = 109/86*z^3 - 281/86*z + 1
*
0 | 0.10350532440618169629698541840529476311 | 0.018334301302061894831406346303712592851
f(z) = 109/87*z^3 - 283/87*z + 1
*
0 | 0.085400935463134919119804719879288026073 | 0.015108553548628995033616384120602476927
f(z) = 109/88*z^3 - 285/88*z + 1
*
0 | 0.12379206990914367538156379747753639547 | 0.021873391449915208455407789274948239498
f(z) = 109/89*z^3 - 287/89*z + 1
*
0 | 0.097364464082447580657779729639193905109 | 0.017182691922355229010554777697053199481
f(z) = 109/90*z^3 - 289/90*z + 1
*
0 | 0.12373381958188235126895695759629188230 | 0.021809760127342685527534541962706987430
f(z) = 109/91*z^3 - 291/91*z + 1
*
0 | 0.098033757986041770076593797870040509536 | 0.017258939953764212531909269571751971548
f(z) = 109/92*z^3 - 293/92*z + 1
*
0 | 0.10333160228949329861085722689827069792 | 0.018169869889501032787804964849404909054
f(z) = 109/93*z^3 - 295/93*z + 1
*
0 | 0.11081041975034608384931006554877168073 | 0.019461825222717227196091164506384659761
f(z) = 109/94*z^3 - 297/94*z + 1
*
[ -2 ] 
f(z) = 109/94*z^3 - 295/94*z + 1
*
0 | 0.12361632836306947251041759352294689705 | 0.021685387596871013868224932357766072747
f(z) = 109/95*z^3 - 299/95*z + 1
*
[ -2 ] 
f(z) = 109/98*z^3 - 289/98*z + 1
*
0 | 0.10369829706998423941872839082703443108 | 0.018357013627263240130684091934369377792
f(z) = 110/87*z^3 - 284/87*z + 1
*
0 | 0.12398466261877401323812353434467218101 | 0.021893965718757341161914579731826781023
f(z) = 110/89*z^3 - 288/89*z + 1
*
0 | 0.12392707367335254092974500115795335075 | 0.021830623273433936242356282085002418705
f(z) = 110/91*z^3 - 292/91*z + 1
*
0 | 0.10352552565192105844187630825337162147 | 0.018193143417900042840904563974161733736
f(z) = 110/93*z^3 - 296/93*z + 1
*
0 | 0.12428821415584213232403584279235426706 | 0.022043348005727459192289494806300908587
f(z) = 111/85*z^3 - 281/85*z + 1
*
0 | 0.11142468036369014187758015527348293030 | 0.019737087671519108168545510758274086432
f(z) = 111/86*z^3 - 283/86*z + 1
*
0 | 0.095679030553165283984316032360102904506 | 0.016905968939478883601414574457745811545
f(z) = 111/88*z^3 - 287/88*z + 1
*
0 | 0.12417525060798070203988634079217071972 | 0.021914207567264098050477378052212878099
f(z) = 111/89*z^3 - 289/89*z + 1
*
0 | 0.12411830802043595719462166142719540211 | 0.021851150759644638277834636384267840710
f(z) = 111/91*z^3 - 293/91*z + 1
*
0 | 0.098418906084933269488628590815250755214 | 0.017306019442341388789822184958795272353
f(z) = 111/92*z^3 - 295/92*z + 1
*
0 | 0.11119689896232136912603811546156563781 | 0.019506709878049057278859547441479242472
f(z) = 111/94*z^3 - 299/94*z + 1
*
[ -2 ] 
f(z) = 111/98*z^3 - 297/98*z + 1
*
0 | 0.12447559694487353229483430895043492516 | 0.022062681178507293510180472344304362369
f(z) = 112/85*z^3 - 282/85*z + 1
*
0 | 0.10407624655844772049623921766744906608 | 0.018401060333812888518205960800233120484
f(z) = 112/87*z^3 - 286/87*z + 1
*
0 | 0.12436387567655997110665069797914528840 | 0.021934124784261761857109753151756322823
f(z) = 112/89*z^3 - 290/89*z + 1
*
0 | 0.10390731006436603575215395861669931500 | 0.018238652799096465354722458087589094716
f(z) = 112/93*z^3 - 298/93*z + 1
*
[ 1/4 ] 
f(z) = 112/93*z^3 - 286/93*z + 1
*
[ 1/4 ] 
f(z) = 112/95*z^3 - 292/95*z + 1
*
[ 1/4 ] 
f(z) = 112/97*z^3 - 298/97*z + 1
*
0 | 0.078674078956274307527662139641042288024 | 0.013953375332022311915628140416377639495
f(z) = 113/84*z^3 - 281/84*z + 1
*
0 | 0.12466108461587039265430232694328301514 | 0.022081703517202813596097820021379274697
f(z) = 113/85*z^3 - 283/85*z + 1
*
0 | 0.11179815996613300917229780157444588215 | 0.019778571245459595130720282143033364240
f(z) = 113/86*z^3 - 285/86*z + 1
*
0 | 0.10426130469871403943601018215469045370 | 0.018422410518118394251071519847408213420
f(z) = 113/87*z^3 - 287/87*z + 1
*
0 | 0.093201281209632749809137025951310364138 | 0.016447981477490787173804526565105605445
f(z) = 113/88*z^3 - 289/88*z + 1
*
0 | 0.12455057831455505202975217010882704230 | 0.021953724906751405210300543479919371261
f(z) = 113/89*z^3 - 291/89*z + 1
*
0 | 0.098124247489569263980417543190889801158 | 0.017274870720266597531625040173443437082
f(z) = 113/90*z^3 - 293/90*z + 1
*
0 | 0.12449488539178834860294704125951453645 | 0.021891229975702619285066371187261496763
f(z) = 113/91*z^3 - 295/91*z + 1
*
0 | 0.098796113679377404420620557036658904511 | 0.017351731916941326233312818714356017352
f(z) = 113/92*z^3 - 297/92*z + 1
*
0 | 0.10409525542762043631786646212202576206 | 0.018260904451985204977711671903000919802
f(z) = 113/93*z^3 - 299/93*z + 1
*
0 | 0.12484471550519002751817942518173033752 | 0.022100422172544399904872193472710533313
f(z) = 114/85*z^3 - 284/85*z + 1
*
0 | 0.12473539775707186826255833639530815648 | 0.021973015230505659566967612083702595226
f(z) = 114/89*z^3 - 292/89*z + 1
*
0 | 0.12468030909523900219901840328458971308 | 0.021910796689740820239463291946987626346
f(z) = 114/91*z^3 - 296/91*z + 1
*
0 | 0.12508019148036160862408372127698114749 | 0.022183810493627862950936905339388870856
f(z) = 115/83*z^3 - 281/83*z + 1
*
0 | 0.079037907608985888888783348684737182003 | 0.014000292455497411797789169569112573950
f(z) = 115/84*z^3 - 283/84*z + 1
*
0 | 0.11216418519876742952298943641472076729 | 0.019818806901880624682849833358945783888
f(z) = 115/86*z^3 - 287/86*z + 1
*
0 | 0.10462894980558983155460424526255945415 | 0.018464714283710821714012196519577326636
f(z) = 115/87*z^3 - 289/87*z + 1
*
0 | 0.096420939718556566608007811195498512384 | 0.016995495440299218609037130038253395521
f(z) = 115/88*z^3 - 291/88*z + 1
*
0 | 0.12491837203622330486638321060062395634 | 0.021992002820111476057086584601452327303
f(z) = 115/89*z^3 - 293/89*z + 1
*
0 | 0.12486387452193376339906878815416856757 | 0.021930057733307880882329098635282623364
f(z) = 115/91*z^3 - 297/91*z + 1
*
0 | 0.12525965915505084867319776309662816691 | 0.022201652310133349462125859038625612329
f(z) = 116/83*z^3 - 282/83*z + 1
*
0 | 0.12520655451279191712753431749009543285 | 0.022136975918754532301227149302144568772
f(z) = 116/85*z^3 - 286/85*z + 1
*
0 | 0.12509953803038265839567253450425953829 | 0.022010694518493601519714534820766908113
f(z) = 116/89*z^3 - 294/89*z + 1
*
0 | 0.12504561897633442267249937150815142208 | 0.021949020017404939995673469827605908753
f(z) = 116/91*z^3 - 298/91*z + 1
*
[ 5/3 ] 
f(z) = 117/80*z^3 - 293/80*z + 1
*
0 | 0.11262816409922566364563560454258999087 | 0.019975359959492284264580792762096230536
f(z) = 117/82*z^3 - 281/82*z + 1
*
0 | 0.12543738993689613839657736699564495457 | 0.022219213502701007565884810584184529336
f(z) = 117/83*z^3 - 283/83*z + 1
*
[ 5/3 ] 
f(z) = 117/85*z^3 - 291/85*z + 1
*
0 | 0.12538483367132371299520566763917620126 | 0.022154824220875202600395864628975030308
f(z) = 117/85*z^3 - 287/85*z + 1
*
0 | 0.11252305072116712731923140158961261020 | 0.019857849913990533984745906528882840070
f(z) = 117/86*z^3 - 289/86*z + 1
*
0 | 0.087167093152769560888215669272571172956 | 0.015345852873272719329491021639144838033
f(z) = 117/88*z^3 - 293/88*z + 1
*
0 | 0.12527893151091361954039912526945174510 | 0.022029096955950954478365725690112928693
f(z) = 117/89*z^3 - 295/89*z + 1
*
[ 5/3 ] 
f(z) = 117/95*z^3 - 287/95*z + 1
*
0 | 0.12561341741655137299007009741972182984 | 0.022236500313274523881350257290859463019
f(z) = 118/83*z^3 - 284/83*z + 1
*
0 | 0.12556139821590359829761866026340977257 | 0.022172395279171955549970385829456285206
f(z) = 118/85*z^3 - 288/85*z + 1
*
0 | 0.10516548419118837324119486978336906695 | 0.018525637689125606856906607048888600767
f(z) = 118/87*z^3 - 292/87*z + 1
*
0 | 0.12545658718653200276561942378475546469 | 0.022047216558735759182563278644571967238
f(z) = 118/89*z^3 - 296/89*z + 1
*
0 | 0.11227590483241987428962543136614105614 | 0.019912884416986652218063610693518478824
f(z) = 119/81*z^3 - 281/81*z + 1
*
0 | 0.11297802087825712056283746137277058271 | 0.020012236927677276993014929079598640036
f(z) = 119/82*z^3 - 283/82*z + 1
*
0 | 0.12578777421077741735646146816026359659 | 0.022253518794846945257976233839569884232
f(z) = 119/83*z^3 - 285/83*z + 1
*
0 | 0.11287503388754703710644221979473816735 | 0.019895752202363451987839574860406712321
f(z) = 119/86*z^3 - 291/86*z + 1
*
0 | 0.10534089864042425038384466009635362476 | 0.018545369285644490331452047026150897022
f(z) = 119/87*z^3 - 293/87*z + 1
*
0 | 0.097133994540869771505340353443141861702 | 0.017080080087314804547463195422289208401
f(z) = 119/88*z^3 - 295/88*z + 1
*
0 | 0.12563253874544330361241471318475712084 | 0.022065059557203161271938892223736446700
f(z) = 119/89*z^3 - 297/89*z + 1
*
0 | 0.099207921805680152867923696050098239446 | 0.017403544220449180185531540931346544315
f(z) = 119/90*z^3 - 299/90*z + 1
*
[ 3/2 ] 
f(z) = 107/90*z^3 - 281/120*z + 1
*
[ 3/2 ] 
f(z) = 109/90*z^3 - 287/120*z + 1
*
[ 3/2 ] 
f(z) = 109/99*z^3 - 283/132*z + 1
*
[ 3/2 ] 
f(z) = 113/90*z^3 - 299/120*z + 1
*
[ 3/2 ] 
f(z) = 113/99*z^3 - 295/132*z + 1
*
-8/5 | 0.19466844823667037370567577840511567473 | 0.027548200403305278500038390333905140497
f(z) = 115/96*z^3 - 293/120*z + 1
*
[ 2/5 ] 
f(z) = 100/83*z^3 - 281/166*z + 1
*
[ 2/5 ] 
f(z) = 100/87*z^3 - 293/174*z + 1
*
[ 2/5 ] 
f(z) = 100/89*z^3 - 299/178*z + 1
*
[ 5/4 ] 
f(z) = 104/85*z^3 - 291/170*z + 1
*
[ 6/5 ] 
f(z) = 115/88*z^3 - 283/165*z + 1
*
[ 5/4 ] 
f(z) = 104/95*z^3 - 287/190*z + 1
*
[ 22/21 ] 
f(z) = 105/88*z^3 - 292/231*z + 1
*
[ 9/10 ] 
f(z) = 116/81*z^3 - 286/225*z + 1
*
[ -3/2 ] 
f(z) = 104/83*z^3 - 287/249*z + 1
*
[ 9/14 ] 
f(z) = 119/81*z^3 - 293/252*z + 1
*
[ 3/5 ] 
f(z) = 100/89*z^3 - 286/267*z + 1
*
[ 3/5 ] 
f(z) = 100/91*z^3 - 290/273*z + 1
*
[ -3/2 ] 
f(z) = 108/89*z^3 - 284/267*z + 1
*
[ 2/3 ] 
f(z) = 105/94*z^3 - 281/282*z + 1
*
[ 2/3 ] 
f(z) = 111/94*z^3 - 289/282*z + 1
*
[ 2/3 ] 
f(z) = 111/98*z^3 - 295/294*z + 1
*
[ 3/4 ] 
f(z) = 112/95*z^3 - 284/285*z + 1
*
[ 3/4 ] 
f(z) = 112/97*z^3 - 286/291*z + 1
*
[ 7/10 ] 
f(z) = 115/98*z^3 - 281/280*z + 1
*
[ -3/2 ] 
f(z) = 116/97*z^3 - 298/291*z + 1
*
[ 18/5 ] 
f(z) = 100/81*z^3 - 275/18*z + 1
*
[ -18/5 ] 
f(z) = 100/81*z^3 - 265/18*z + 1
*
-51/20 | 0.093471453673701675045607398338769731778 | 0.011950973090400972425529226094273103946
f(z) = 100/81*z^3 - 277/36*z + 1
*
[ 3 ] 
f(z) = 100/99*z^3 - 278/33*z + 1
*
[ -3 ] 
f(z) = 101/90*z^3 - 263/30*z + 1
*
[ -3 ] 
f(z) = 103/90*z^3 - 269/30*z + 1
*
[ -3 ] 
f(z) = 103/99*z^3 - 265/33*z + 1
*
[ -3 ] 
f(z) = 104/99*z^3 - 268/33*z + 1
*
[ -3 ] 
f(z) = 106/99*z^3 - 274/33*z + 1
*
[ -3 ] 
f(z) = 107/99*z^3 - 277/33*z + 1
*
3/5 | 0.22202491880592690186406774535715768473 | 0.028387424456999056171676075969688306496
f(z) = 110/81*z^3 - 277/45*z + 1
*
-2 | 0.098226713439276417318209097589067388156 | 0.015697016829318777057903232678281311991
f(z) = 119/92*z^3 - 261/46*z + 1
*
0 | 0.10865367271189805270766343235021129587 | 0.019512742546462191430811844103388899444
f(z) = 100/81*z^3 - 262/81*z + 1
*
0 | 0.12215340445644738189955148152084913358 | 0.021877583095080591471063355991955645997
f(z) = 100/83*z^3 - 266/83*z + 1
*
0 | 0.10168182733940963100050652809890186141 | 0.018115002083007819752604339780508417220
f(z) = 100/87*z^3 - 274/87*z + 1
*
0 | 0.12196089727344142819034301565847213977 | 0.021671838741371580509606974833825976066
f(z) = 100/89*z^3 - 278/89*z + 1
*
[ 9/5 ] 
f(z) = 100/99*z^3 - 280/99*z + 1
*
0 | 0.096785403276850465256858922279528570858 | 0.017393305476871757333068552356468695195
f(z) = 101/80*z^3 - 261/80*z + 1
*
0 | 0.10886324617493045669645956327415134628 | 0.019537013073628806738245972802016521858
f(z) = 101/81*z^3 - 263/81*z + 1
*
0 | 0.10955970065390864661662068236709860265 | 0.019635305663665152836609457362377256494
f(z) = 101/82*z^3 - 265/82*z + 1
*
0 | 0.12236376003723687542593763826798277293 | 0.021900539517471963350661237373579992390
f(z) = 101/83*z^3 - 267/83*z + 1
*
0 | 0.076317866065704289242170730469582587026 | 0.013641072950421909170983819029727223633
f(z) = 101/84*z^3 - 269/84*z + 1
*
0 | 0.12230078049909134809080858415132011853 | 0.021831165030499380333263792728343439489
f(z) = 101/85*z^3 - 271/85*z + 1
*
[ -2 ] 
f(z) = 101/86*z^3 - 275/86*z + 1
*
0 | 0.10943374007391328603549666887321195119 | 0.019508742368193858485139058932968637140
f(z) = 101/86*z^3 - 273/86*z + 1
*
0 | 0.10189377782435997081448330789174241378 | 0.018140988132254610356269113918650725784
f(z) = 101/87*z^3 - 275/87*z + 1
*
0 | 0.087025278308316212639073637010602332520 | 0.015473863339254222138958200530688568800
f(z) = 101/88*z^3 - 277/88*z + 1
*
0 | 0.12217366104122933047959757104119908368 | 0.021695802923915843340294664985498035524
f(z) = 101/89*z^3 - 279/89*z + 1
*
[ -2 ] 
f(z) = 101/90*z^3 - 269/90*z + 1
*
[ -2 ] 
f(z) = 101/94*z^3 - 263/94*z + 1
*
0 | 0.12257172527233685141614556795923224574 | 0.021923092595207097611665458870365752009
f(z) = 102/83*z^3 - 268/83*z + 1
*
0 | 0.12238397420457743645827548893924856850 | 0.021719351177858245364254644010971701668
f(z) = 102/89*z^3 - 280/89*z + 1
*
0 | 0.097196744186320789746566083538841735379 | 0.017443298161722459304655045423820033170
f(z) = 103/80*z^3 - 263/80*z + 1
*
0 | 0.10927533359307477689798241334540142459 | 0.019584341357201872136857855391789157401
f(z) = 103/81*z^3 - 265/81*z + 1
*
0 | 0.10997253925302581169755043170588380658 | 0.019682771606680797849417436235084659510
f(z) = 103/82*z^3 - 267/82*z + 1
*
0 | 0.12277735454393576184964632683539678631 | 0.021945252616887183060695266648434169748
f(z) = 103/83*z^3 - 269/83*z + 1
*
0 | 0.076731187645328068936531083738175278275 | 0.013696815454778049147572723758654549243
f(z) = 103/84*z^3 - 271/84*z + 1
*
0 | 0.12271590122226274814152128003524430418 | 0.021876551964767739230768747812035504618
f(z) = 103/85*z^3 - 273/85*z + 1
*
0 | 0.10984963121888789092792555652897525020 | 0.019557434210648849362076517808386031807
f(z) = 103/86*z^3 - 275/86*z + 1
*
0 | 0.10231044434360576987740327356861884405 | 0.018191700902610555266688290919588515058
f(z) = 103/87*z^3 - 277/87*z + 1
*
0 | 0.094098459457066298302675172113696286018 | 0.016710161702821090512566256062450291392
f(z) = 103/88*z^3 - 279/88*z + 1
*
[ -2 ] 
f(z) = 103/90*z^3 - 277/90*z + 1
*
[ -2 ] 
f(z) = 103/94*z^3 - 271/94*z + 1
*
[ -2 ] 
f(z) = 103/98*z^3 - 265/98*z + 1
*
0 | 0.10947795306649923583265952413198861674 | 0.019607419260636526302985896356593762404
f(z) = 104/81*z^3 - 266/81*z + 1
*
0 | 0.12298070037589692196733955270430772553 | 0.021967029508776014662998569128881297712
f(z) = 104/83*z^3 - 270/83*z + 1
*
0 | 0.12291998243778621369406740281162661349 | 0.021898659732689164441860659900500486419
f(z) = 104/85*z^3 - 274/85*z + 1
*
0 | 0.10251423656024941859130469025821036350 | 0.018216264828287239899296687102991200321
f(z) = 104/87*z^3 - 278/87*z + 1
*
0 | 0.11037627830704943666571748478011138122 | 0.019728681395340294763013844291873762623
f(z) = 105/82*z^3 - 269/82*z + 1
*
0 | 0.12318181351852836963216790034128027292 | 0.021988432851409089795254242158365380773
f(z) = 105/83*z^3 - 271/83*z + 1
*
0 | 0.11025627672877839052168224555154235533 | 0.019604540101000479600664203227945468001
f(z) = 105/86*z^3 - 277/86*z + 1
*
[ -2 ] 
f(z) = 105/94*z^3 - 279/94*z + 1
*
0 | 0.10987659415271251669095635251117370719 | 0.019652450369804461818038932409571273569
f(z) = 106/81*z^3 - 268/81*z + 1
*
0 | 0.12338074302851584604150299139521007121 | 0.022009471895257084767663486285299747596
f(z) = 106/83*z^3 - 272/83*z + 1
*
0 | 0.12332144371659838697856488325564491808 | 0.021941752316782987912703298636718398151
f(z) = 106/85*z^3 - 276/85*z + 1
*
0 | 0.10291816752900130359673752224907126861 | 0.018264775577621508841771696521822392829
f(z) = 106/87*z^3 - 280/87*z + 1
*
0 | 0.097992732062234102165802865638711427853 | 0.017538638076346426055902527126146798462
f(z) = 107/80*z^3 - 267/80*z + 1
*
0 | 0.11007271106350845154244426518448445685 | 0.019674421716342771711957170871760158605
f(z) = 107/81*z^3 - 269/81*z + 1
*
0 | 0.11077131466713506241892669119256598483 | 0.019773110533514289024822802367779859456
f(z) = 107/82*z^3 - 271/82*z + 1
*
0 | 0.12357753634435004114467839481903240610 | 0.022030155575508219390433266408734851714
f(z) = 107/83*z^3 - 273/83*z + 1
*
0 | 0.077533817985972910933881526970720513620 | 0.013803983932723112627792071866696924388
f(z) = 107/84*z^3 - 275/84*z + 1
*
0 | 0.12351892150410355139878294645773411739 | 0.021962755515645630304957225934065945044
f(z) = 107/85*z^3 - 277/85*z + 1
*
0 | 0.11065408378990959583570292466032988284 | 0.019650137142261680565876362407511483640
f(z) = 107/86*z^3 - 279/86*z + 1
*
0 | 0.12377223935755282746595625477155387687 | 0.022050492526028888013396006221952698045
f(z) = 108/83*z^3 - 274/83*z + 1
*
0 | 0.12371429319931506678883408816500778412 | 0.021983408388732532304229725869869018228
f(z) = 108/85*z^3 - 278/85*z + 1
*
[ 5/3 ] 
f(z) = 108/85*z^3 - 266/85*z + 1
*
[ 5/3 ] 
f(z) = 108/95*z^3 - 262/95*z + 1
*
0 | 0.098378137565890898213837996527709085112 | 0.017584130957063277768592899476500168155
f(z) = 109/80*z^3 - 269/80*z + 1
*
0 | 0.11045876435923954156662819457062057741 | 0.019717319087832949287134961534002571301
f(z) = 109/81*z^3 - 271/81*z + 1
*
0 | 0.11115801949341839659969548409478812076 | 0.019816129495264395136867651872863654134
f(z) = 109/82*z^3 - 273/82*z + 1
*
0 | 0.12396489647998319001608596513987169195 | 0.022070491092557271472791931171529292347
f(z) = 109/83*z^3 - 275/83*z + 1
*
0 | 0.077921837250655000821088975742063819935 | 0.013855191091586796014960211019154892022
f(z) = 109/84*z^3 - 277/84*z + 1
*
0 | 0.12390760375902774368005197078458452600 | 0.022003719369785613979506831747428668432
f(z) = 109/85*z^3 - 279/85*z + 1
*
[ 3/11 ] 
f(z) = 110/81*z^3 - 274/99*z + 1
*
0 | 0.11064878711349269434867650904542229432 | 0.019738261502087473433045283352494218611
f(z) = 110/81*z^3 - 272/81*z + 1
*
0 | 0.12415555070748170239430510777355977996 | 0.022090159345180398373063976720584832764
f(z) = 110/83*z^3 - 276/83*z + 1
*
0 | 0.098755616555797021497790839955631677283 | 0.017628261683369547636225874064500974367
f(z) = 111/80*z^3 - 271/80*z + 1
*
0 | 0.11153674044934670799680692592273924123 | 0.019857804156499003185003184288431412955
f(z) = 111/82*z^3 - 275/82*z + 1
*
0 | 0.12434424368009248250831922038073474936 | 0.022109505090141254085896749802139488362
f(z) = 111/83*z^3 - 277/83*z + 1
*
0 | 0.11102303066924248067304598894421895288 | 0.019779172782978485017696854014129263893
f(z) = 112/81*z^3 - 274/81*z + 1
*
0 | 0.12453101573908339229821248367669511237 | 0.022128535881019004413039190962516918362
f(z) = 112/83*z^3 - 278/83*z + 1
*
[ 1/4 ] 
f(z) = 112/85*z^3 - 262/85*z + 1
*
[ 1/4 ] 
f(z) = 112/87*z^3 - 268/87*z + 1
*
[ 1/4 ] 
f(z) = 112/89*z^3 - 274/89*z + 1
*
0 | 0.099125491416475407040552656848915256592 | 0.017671091866717723039187840801503605970
f(z) = 113/80*z^3 - 273/80*z + 1
*
0 | 0.11120733000332355602715478168188099103 | 0.019799156502839055730800358076741279730
f(z) = 113/81*z^3 - 275/81*z + 1
*
0 | 0.11190780366426031796989600687789454284 | 0.019898196181136250493601320343417764029
f(z) = 113/82*z^3 - 277/82*z + 1
*
0 | 0.12471590598096865246233279076973802850 | 0.022147259029322174790587321195789517778
f(z) = 113/83*z^3 - 279/83*z + 1
*
0 | 0.12489895230872287219729857046960594571 | 0.022165681614531675580278357721798043332
f(z) = 114/83*z^3 - 280/83*z + 1
*
0 | 0.11157047123031591257763738572336688417 | 0.019838215494096552523584463087731931954
f(z) = 115/81*z^3 - 277/81*z + 1
*
0 | 0.11227151549326299447100472120388307121 | 0.019937363367454414244429091251052969853
f(z) = 115/82*z^3 - 279/82*z + 1
*
0 | 0.11174938474760837056598814623908266368 | 0.019857304265873412255979320424266433734
f(z) = 116/81*z^3 - 278/81*z + 1
*
1/3 | 0.15663369213414947463977016489807678758 | 0.027850854297986592607079305460132316742
f(z) = 117/88*z^3 - 277/88*z + 1
*
0 | 0.11210206879365332007550937168344653373 | 0.019894632575207823835350894208709149034
f(z) = 118/81*z^3 - 280/81*z + 1
*
0 | 0.10019243240738871453407012023530599551 | 0.017792339604564181161698284800871170232
f(z) = 119/80*z^3 - 279/80*z + 1
*
[ 12/7 ] 
f(z) = 119/96*z^3 - 271/84*z + 1
*
[ 3/2 ] 
f(z) = 101/90*z^3 - 263/120*z + 1
*
[ 3/2 ] 
f(z) = 103/90*z^3 - 269/120*z + 1
*
[ 3/2 ] 
f(z) = 103/99*z^3 - 265/132*z + 1
*
[ 3/2 ] 
f(z) = 107/99*z^3 - 277/132*z + 1
*
[ 4/3 ] 
f(z) = 111/88*z^3 - 263/132*z + 1
*
[ 3/8 ] 
f(z) = 100/81*z^3 - 265/144*z + 1
*
[ 3/8 ] 
f(z) = 116/81*z^3 - 269/144*z + 1
*
[ 2/5 ] 
f(z) = 100/81*z^3 - 275/162*z + 1
*
-6/5 | 0.22213614100397261346392939691113651869 | 0.028591236464130612594233621164688421820
f(z) = 115/81*z^3 - 263/180*z + 1
*
[ 4/9 ] 
f(z) = 117/80*z^3 - 277/180*z + 1
*
-22/17 | 0.18279326654373791443873959698120540892 | 0.023706586053688168986060867311831392803
f(z) = 119/88*z^3 - 279/187*z + 1
*
3/26 | 0.22387587457513053655076746800714923395 | 0.028329798225595951109732607241132378960
f(z) = 104/81*z^3 - 277/234*z + 1
*
[ 9/10 ] 
f(z) = 112/81*z^3 - 277/225*z + 1
*
[ 3/5 ] 
f(z) = 112/81*z^3 - 262/225*z + 1
*
[ 3/5 ] 
f(z) = 113/81*z^3 - 263/225*z + 1
*
[ 3/5 ] 
f(z) = 116/81*z^3 - 266/225*z + 1
*
[ 3/5 ] 
f(z) = 118/81*z^3 - 268/225*z + 1
*
[ 3/5 ] 
f(z) = 119/81*z^3 - 269/225*z + 1
*
[ 6/7 ] 
f(z) = 119/88*z^3 - 268/231*z + 1
*
[ 3/5 ] 
f(z) = 100/83*z^3 - 274/249*z + 1
*
[ -3/2 ] 
f(z) = 104/85*z^3 - 277/255*z + 1
*
[ 2/3 ] 
f(z) = 105/82*z^3 - 263/246*z + 1
*
[ 2/3 ] 
f(z) = 105/86*z^3 - 269/258*z + 1
*
[ 2/3 ] 
f(z) = 111/82*z^3 - 271/246*z + 1
*
[ 2/3 ] 
f(z) = 111/86*z^3 - 277/258*z + 1
*
[ 3/4 ] 
f(z) = 112/83*z^3 - 272/249*z + 1
*
[ 3/4 ] 
f(z) = 112/85*z^3 - 274/255*z + 1
*
[ 9/10 ] 
f(z) = 100/87*z^3 - 272/261*z + 1
*
[ 9/10 ] 
f(z) = 100/93*z^3 - 274/279*z + 1
*
[ 3/4 ] 
f(z) = 112/89*z^3 - 278/267*z + 1
*
[ 3/4 ] 
f(z) = 118/99*z^3 - 265/264*z + 1
*
[ 9/2 ] 
f(z) = 112/81*z^3 - 245/9*z + 1
*
[ -9/2 ] 
f(z) = 112/81*z^3 - 241/9*z + 1
*
[ 9/2 ] 
f(z) = 116/81*z^3 - 254/9*z + 1
*
[ -9/2 ] 
f(z) = 116/81*z^3 - 250/9*z + 1
*
-51/20 | 0.10167627876926421240905304707426307735 | 0.013235614951867014692188782501238888493
f(z) = 100/81*z^3 - 241/36*z + 1
*
[ -3 ] 
f(z) = 100/99*z^3 - 256/33*z + 1
*
[ -3 ] 
f(z) = 101/99*z^3 - 259/33*z + 1
*
-9/4 | 0.23118806181451524362572308594125004039 | 0.029844963666555904420627321370187084256
f(z) = 116/81*z^3 - 257/36*z + 1
*
[ 9/4 ] 
f(z) = 116/81*z^3 - 241/36*z + 1
*
-2 | 0.095663811657045945320907684136600363993 | 0.015484732443512423320413401596906875555
f(z) = 109/92*z^3 - 241/46*z + 1
*
-2 | 0.096226010896087600619564864429915625716 | 0.015534341848899760751694668771772529330
f(z) = 111/92*z^3 - 245/46*z + 1
*
-2 | 0.077246781931213989941592322236735304801 | 0.012454065231412941024823961084741153242
f(z) = 113/84*z^3 - 247/42*z + 1
*
-2 | 0.096760158521660757413819661799278827582 | 0.015579840485883642703259323186403329532
f(z) = 113/92*z^3 - 249/46*z + 1
*
-2 | 0.077703076316308745129314322018027844576 | 0.012495268198747063271160820477321034971
f(z) = 115/84*z^3 - 251/42*z + 1
*
-2 | 0.097757908352402990784054073499875716469 | 0.015660751657730839441228966768228307503
f(z) = 117/92*z^3 - 257/46*z + 1
*
[ -21/10 ] 
f(z) = 100/81*z^3 - 250/63*z + 1
*
4/3 | 0.19574523273933315182265696477082761020 | 0.028288175729827544130873308623373015583
f(z) = 111/80*z^3 - 253/60*z + 1
*
[ -2 ] 
f(z) = 101/98*z^3 - 257/98*z + 1
*
[ 1/4 ] 
f(z) = 112/81*z^3 - 250/81*z + 1
*
[ 1/4 ] 
f(z) = 112/83*z^3 - 256/83*z + 1
*
-33/20 | 0.17731803270668576834564557125705154140 | 0.026833840182746747262512117892976223728
f(z) = 100/99*z^3 - 247/132*z + 1
*
[ 3/2 ] 
f(z) = 101/99*z^3 - 259/132*z + 1
*
[ 4/3 ] 
f(z) = 105/88*z^3 - 247/132*z + 1
*
[ 3/8 ] 
f(z) = 112/99*z^3 - 241/132*z + 1
*
7/9 | 0.21654713050429197055396930962413093649 | 0.028952862031408770403503669923709967679
f(z) = 117/98*z^3 - 253/126*z + 1
*
[ 9/8 ] 
f(z) = 116/81*z^3 - 245/144*z + 1
*
[ 6/5 ] 
f(z) = 100/87*z^3 - 259/174*z + 1
*
[ 6/5 ] 
f(z) = 105/88*z^3 - 256/165*z + 1
*
[ -3/2 ] 
f(z) = 118/87*z^3 - 241/174*z + 1
*
[ 8/7 ] 
f(z) = 119/96*z^3 - 251/168*z + 1
*
[ 6/5 ] 
f(z) = 100/93*z^3 - 257/186*z + 1
*
[ 1/2 ] 
f(z) = 102/95*z^3 - 241/190*z + 1
*
[ 1/2 ] 
f(z) = 102/97*z^3 - 245/194*z + 1
*
[ 1/2 ] 
f(z) = 106/95*z^3 - 243/190*z + 1
*
[ 1/2 ] 
f(z) = 106/97*z^3 - 247/194*z + 1
*
[ 1/2 ] 
f(z) = 106/99*z^3 - 251/198*z + 1
*
9/11 | 0.21459509209384352588457058669602760589 | 0.027542124572412427162681781902256648803
f(z) = 110/81*z^3 - 257/198*z + 1
*
[ 6/11 ] 
f(z) = 110/81*z^3 - 245/198*z + 1
*
[ 1/2 ] 
f(z) = 110/93*z^3 - 241/186*z + 1
*
[ 1/2 ] 
f(z) = 110/97*z^3 - 249/194*z + 1
*
[ 27/28 ] 
f(z) = 112/81*z^3 - 250/189*z + 1
*
[ 1/2 ] 
f(z) = 114/97*z^3 - 251/194*z + 1
*
[ 1/2 ] 
f(z) = 118/91*z^3 - 241/182*z + 1
*
[ 1/2 ] 
f(z) = 118/93*z^3 - 245/186*z + 1
*
[ 1/2 ] 
f(z) = 118/95*z^3 - 249/190*z + 1
*
[ 1/2 ] 
f(z) = 118/97*z^3 - 253/194*z + 1
*
[ 1/2 ] 
f(z) = 118/99*z^3 - 257/198*z + 1
*
[ 3/5 ] 
f(z) = 101/81*z^3 - 251/225*z + 1
*
[ 3/5 ] 
f(z) = 103/81*z^3 - 253/225*z + 1
*
[ 9/10 ] 
f(z) = 104/81*z^3 - 259/225*z + 1
*
[ 3/5 ] 
f(z) = 104/81*z^3 - 254/225*z + 1
*
[ 6/7 ] 
f(z) = 105/88*z^3 - 241/231*z + 1
*
[ 3/5 ] 
f(z) = 106/81*z^3 - 256/225*z + 1
*
[ 3/5 ] 
f(z) = 107/81*z^3 - 257/225*z + 1
*
[ 3/5 ] 
f(z) = 109/81*z^3 - 259/225*z + 1
*
[ 7/12 ] 
f(z) = 117/98*z^3 - 251/224*z + 1
*
[ -3/2 ] 
f(z) = 100/83*z^3 - 260/249*z + 1
*
[ 3/4 ] 
f(z) = 106/99*z^3 - 247/264*z + 1
*
[ 9/2 ] 
f(z) = 104/81*z^3 - 227/9*z + 1
*
[ -9/2 ] 
f(z) = 104/81*z^3 - 223/9*z + 1
*
[ 4 ] 
f(z) = 115/96*z^3 - 221/12*z + 1
*
[ 4 ] 
f(z) = 119/96*z^3 - 229/12*z + 1
*
[ -4 ] 
f(z) = 119/96*z^3 - 223/12*z + 1
*
[ 12/5 ] 
f(z) = 100/81*z^3 - 235/36*z + 1
*
-3/20 | 0.10012675980734469337652488288441978901 | 0.013121145423568258151009582300595817107
f(z) = 100/81*z^3 - 229/36*z + 1
*
[ 27/10 ] 
f(z) = 100/81*z^3 - 226/27*z + 1
*
-2 | 0.074091877574424779221034615709966089194 | 0.012145574380154326329087379320507286865
f(z) = 101/84*z^3 - 223/42*z + 1
*
-2 | 0.093016843652773447573382746960682418143 | 0.015225580956187795838635587441182439320
f(z) = 101/92*z^3 - 225/46*z + 1
*
-2 | 0.074681057306817280925860583252815217710 | 0.012206582355495386385764732359007063097
f(z) = 103/84*z^3 - 227/42*z + 1
*
-2 | 0.093755330747146651970350787517944748120 | 0.015302322920527913930491655638017778650
f(z) = 103/92*z^3 - 229/46*z + 1
*
-2 | 0.094435539124600323978538841790010916154 | 0.015369903311529594164701343915652470951
f(z) = 105/92*z^3 - 233/46*z + 1
*
-2 | 0.075775052515514362450381297562212461631 | 0.012315674396311234175270470036818124506
f(z) = 107/84*z^3 - 235/42*z + 1
*
-2 | 0.095068987404753118421642811414087331492 | 0.015430252942469992934304029796976187293
f(z) = 107/92*z^3 - 237/46*z + 1
*
-2 | 0.076285689991387945566753798272325095229 | 0.012364749300898229769609076111840341083
f(z) = 109/84*z^3 - 239/42*z + 1
*
[ 7/3 ] 
f(z) = 111/98*z^3 - 235/42*z + 1
*
[ 3/14 ] 
f(z) = 112/81*z^3 - 235/63*z + 1
*
[ 3/10 ] 
f(z) = 100/93*z^3 - 226/93*z + 1
*
7/6 | 0.15919952727937065571028495399189977144 | 0.029393754815655646051136086847314134546
f(z) = 108/91*z^3 - 225/91*z + 1
*
[ 3/10 ] 
f(z) = 110/81*z^3 - 221/90*z + 1
*
[ 3/2 ] 
f(z) = 112/87*z^3 - 223/87*z + 1
*
[ 3/2 ] 
f(z) = 112/93*z^3 - 221/93*z + 1
*
[ 3/2 ] 
f(z) = 116/93*z^3 - 230/93*z + 1
*
[ 9/26 ] 
f(z) = 104/81*z^3 - 239/117*z + 1
*
-6/5 | 0.11965785169704528862072534874779796775 | 0.017567693221075902571075852687274057621
f(z) = 115/96*z^3 - 227/120*z + 1
*
[ 1/2 ] 
f(z) = 102/89*z^3 - 229/178*z + 1
*
[ 1/2 ] 
f(z) = 106/85*z^3 - 223/170*z + 1
*
[ 1/2 ] 
f(z) = 106/87*z^3 - 227/174*z + 1
*
[ 1/2 ] 
f(z) = 106/89*z^3 - 231/178*z + 1
*
[ 1/2 ] 
f(z) = 110/83*z^3 - 221/166*z + 1
*
[ 1/2 ] 
f(z) = 110/87*z^3 - 229/174*z + 1
*
[ 1/2 ] 
f(z) = 110/89*z^3 - 233/178*z + 1
*
[ 7/6 ] 
f(z) = 111/98*z^3 - 235/168*z + 1
*
[ 1/2 ] 
f(z) = 114/83*z^3 - 223/166*z + 1
*
[ 1/2 ] 
f(z) = 114/85*z^3 - 227/170*z + 1
*
[ 1/2 ] 
f(z) = 114/89*z^3 - 235/178*z + 1
*
[ 1/2 ] 
f(z) = 118/81*z^3 - 221/162*z + 1
*
[ 1/2 ] 
f(z) = 118/83*z^3 - 225/166*z + 1
*
[ 1/2 ] 
f(z) = 118/85*z^3 - 229/170*z + 1
*
[ 1/2 ] 
f(z) = 118/87*z^3 - 233/174*z + 1
*
[ 1/2 ] 
f(z) = 118/89*z^3 - 237/178*z + 1
*
[ 1/2 ] 
f(z) = 102/91*z^3 - 233/182*z + 1
*
[ 1/2 ] 
f(z) = 106/91*z^3 - 235/182*z + 1
*
[ 1/2 ] 
f(z) = 106/93*z^3 - 239/186*z + 1
*
[ 1/2 ] 
f(z) = 110/91*z^3 - 237/182*z + 1
*
[ 1/2 ] 
f(z) = 114/91*z^3 - 239/182*z + 1
*
[ 9/10 ] 
f(z) = 115/81*z^3 - 227/180*z + 1
*
[ 14/13 ] 
f(z) = 117/98*z^3 - 239/182*z + 1
*
[ -3/2 ] 
f(z) = 118/93*z^3 - 221/186*z + 1
*
[ 2/3 ] 
f(z) = 113/96*z^3 - 221/216*z + 1
*
[ 2/3 ] 
f(z) = 115/96*z^3 - 223/216*z + 1
*
[ 6/7 ] 
f(z) = 119/90*z^3 - 239/210*z + 1
*
[ 2/3 ] 
f(z) = 119/96*z^3 - 227/216*z + 1
*
[ 4/5 ] 
f(z) = 105/88*z^3 - 223/220*z + 1
*
[ 4/5 ] 
f(z) = 115/88*z^3 - 239/220*z + 1
*
[ 9/2 ] 
f(z) = 100/81*z^3 - 218/9*z + 1
*
[ -9/2 ] 
f(z) = 100/81*z^3 - 214/9*z + 1
*
[ 4 ] 
f(z) = 107/96*z^3 - 205/12*z + 1
*
[ 4 ] 
f(z) = 109/96*z^3 - 209/12*z + 1
*
[ -4 ] 
f(z) = 109/96*z^3 - 203/12*z + 1
*
[ 4 ] 
f(z) = 113/96*z^3 - 217/12*z + 1
*
[ -4 ] 
f(z) = 113/96*z^3 - 211/12*z + 1
*
[ -4 ] 
f(z) = 115/96*z^3 - 215/12*z + 1
*
9/5 | 0.098278749243475476741207926928450496392 | 0.013035079567458803324133578604163112488
f(z) = 100/81*z^3 - 209/36*z + 1
*
[ -27/10 ] 
f(z) = 100/81*z^3 - 206/27*z + 1
*
[ -9/4 ] 
f(z) = 116/81*z^3 - 209/36*z + 1
*
[ 2 ] 
f(z) = 113/84*z^3 - 205/42*z + 1
*
[ 2 ] 
f(z) = 113/92*z^3 - 203/46*z + 1
*
[ 2 ] 
f(z) = 115/84*z^3 - 209/42*z + 1
*
[ 2 ] 
f(z) = 117/92*z^3 - 211/46*z + 1
*
[ 2 ] 
f(z) = 119/92*z^3 - 215/46*z + 1
*
[ 2/7 ] 
f(z) = 119/88*z^3 - 201/77*z + 1
*
[ 3/10 ] 
f(z) = 100/87*z^3 - 212/87*z + 1
*
[ 3/2 ] 
f(z) = 104/87*z^3 - 205/87*z + 1
*
[ 3/2 ] 
f(z) = 104/93*z^3 - 203/93*z + 1
*
[ 1/3 ] 
f(z) = 108/95*z^3 - 202/95*z + 1
*
[ 1/3 ] 
f(z) = 108/97*z^3 - 206/97*z + 1
*
-18/11 | 0.16034263339418378803789180956405102788 | 0.021161416545349431897381120175581879031
f(z) = 110/81*z^3 - 217/99*z + 1
*
[ 1/3 ] 
f(z) = 117/94*z^3 - 201/94*z + 1
*
[ 1/3 ] 
f(z) = 117/95*z^3 - 203/95*z + 1
*
[ 1/3 ] 
f(z) = 117/97*z^3 - 207/97*z + 1
*
[ 1/3 ] 
f(z) = 117/98*z^3 - 209/98*z + 1
*
[ 27/20 ] 
f(z) = 100/81*z^3 - 215/108*z + 1
*
[ 4/3 ] 
f(z) = 115/96*z^3 - 203/108*z + 1
*
[ 4/3 ] 
f(z) = 119/96*z^3 - 211/108*z + 1
*
[ 2/5 ] 
f(z) = 115/96*z^3 - 203/120*z + 1
*
[ 9/8 ] 
f(z) = 100/81*z^3 - 209/144*z + 1
*
[ 1/2 ] 
f(z) = 102/83*z^3 - 217/166*z + 1
*
[ 1/2 ] 
f(z) = 106/81*z^3 - 215/162*z + 1
*
[ 1/2 ] 
f(z) = 106/83*z^3 - 219/166*z + 1
*
[ 1/2 ] 
f(z) = 110/81*z^3 - 217/162*z + 1
*
[ -3/2 ] 
f(z) = 110/87*z^3 - 205/174*z + 1
*
[ 2/3 ] 
f(z) = 113/80*z^3 - 203/180*z + 1
*
[ 2/3 ] 
f(z) = 117/97*z^3 - 201/194*z + 1
*
[ 7/13 ] 
f(z) = 117/98*z^3 - 219/182*z + 1
*
[ 2/3 ] 
f(z) = 119/80*z^3 - 209/180*z + 1
*
[ 2/3 ] 
f(z) = 101/96*z^3 - 209/216*z + 1
*
[ 2/3 ] 
f(z) = 103/96*z^3 - 211/216*z + 1
*
[ 2/3 ] 
f(z) = 107/96*z^3 - 215/216*z + 1
*
[ 2/3 ] 
f(z) = 109/96*z^3 - 217/216*z + 1
*
[ 12/17 ] 
f(z) = 119/96*z^3 - 211/204*z + 1
*
[ 4 ] 
f(z) = 101/96*z^3 - 193/12*z + 1
*
[ -4 ] 
f(z) = 101/96*z^3 - 187/12*z + 1
*
[ 4 ] 
f(z) = 103/96*z^3 - 197/12*z + 1
*
[ -4 ] 
f(z) = 103/96*z^3 - 191/12*z + 1
*
[ -4 ] 
f(z) = 107/96*z^3 - 199/12*z + 1
*
3/2 | 0.20770324141144015392761437479151316512 | 0.028084242810040095322703127818924950737
f(z) = 112/81*z^3 - 181/36*z + 1
*
[ 2 ] 
f(z) = 101/84*z^3 - 181/42*z + 1
*
[ 2 ] 
f(z) = 103/84*z^3 - 185/42*z + 1
*
[ 2 ] 
f(z) = 103/92*z^3 - 183/46*z + 1
*
[ 2 ] 
f(z) = 105/92*z^3 - 187/46*z + 1
*
[ 2 ] 
f(z) = 107/84*z^3 - 193/42*z + 1
*
[ 2 ] 
f(z) = 107/92*z^3 - 191/46*z + 1
*
[ 2 ] 
f(z) = 109/84*z^3 - 197/42*z + 1
*
[ 2 ] 
f(z) = 109/92*z^3 - 195/46*z + 1
*
9/5 | 0.091821502890464788525449677058560362290 | 0.012308653083543436229143743370900849110
f(z) = 110/81*z^3 - 193/45*z + 1
*
[ 2 ] 
f(z) = 111/92*z^3 - 199/46*z + 1
*
[ -7/3 ] 
f(z) = 111/98*z^3 - 199/42*z + 1
*
6/5 | 0.13311929028475908989743076011633359342 | 0.017795677578603947684282407414637399238
f(z) = 115/81*z^3 - 197/45*z + 1
*
[ 9/5 ] 
f(z) = 115/81*z^3 - 187/45*z + 1
*
[ 2/7 ] 
f(z) = 105/88*z^3 - 200/77*z + 1
*
2/3 | 0.16749052568993724806189370535511142428 | 0.025310612977238462004200904895779514922
f(z) = 111/80*z^3 - 187/60*z + 1
*
-12/7 | 0.13427559354620632958320087186248949926 | 0.018063171494265708328792271000294477141
f(z) = 119/81*z^3 - 188/63*z + 1
*
[ 3/2 ] 
f(z) = 100/87*z^3 - 196/87*z + 1
*
[ 3/2 ] 
f(z) = 100/93*z^3 - 194/93*z + 1
*
[ 1/3 ] 
f(z) = 108/85*z^3 - 182/85*z + 1
*
[ 1/3 ] 
f(z) = 108/89*z^3 - 190/89*z + 1
*
[ 1/3 ] 
f(z) = 108/91*z^3 - 194/91*z + 1
*
[ -5/3 ] 
f(z) = 117/85*z^3 - 189/85*z + 1
*
[ 1/3 ] 
f(z) = 117/85*z^3 - 183/85*z + 1
*
[ 1/3 ] 
f(z) = 117/86*z^3 - 185/86*z + 1
*
[ 1/3 ] 
f(z) = 117/88*z^3 - 189/88*z + 1
*
[ 1/3 ] 
f(z) = 117/89*z^3 - 191/89*z + 1
*
[ 1/3 ] 
f(z) = 117/92*z^3 - 197/92*z + 1
*
[ 4/3 ] 
f(z) = 117/92*z^3 - 185/92*z + 1
*
4/7 | 0.19298679825505574666023386759942585917 | 0.026516684129823119195209957101267166768
f(z) = 119/96*z^3 - 181/84*z + 1
*
[ 4/3 ] 
f(z) = 107/96*z^3 - 187/108*z + 1
*
[ 4/3 ] 
f(z) = 109/96*z^3 - 191/108*z + 1
*
[ 4/3 ] 
f(z) = 113/96*z^3 - 199/108*z + 1
*
[ 6/5 ] 
f(z) = 115/96*z^3 - 187/120*z + 1
*
[ -10/7 ] 
f(z) = 119/80*z^3 - 187/140*z + 1
*
[ 9/17 ] 
f(z) = 119/81*z^3 - 199/153*z + 1
*
[ -3/2 ] 
f(z) = 106/87*z^3 - 187/174*z + 1
*
[ 2/3 ] 
f(z) = 108/85*z^3 - 181/170*z + 1
*
[ 2/3 ] 
f(z) = 108/89*z^3 - 185/178*z + 1
*
[ 2/3 ] 
f(z) = 117/83*z^3 - 187/166*z + 1
*
[ 2/3 ] 
f(z) = 117/85*z^3 - 189/170*z + 1
*
[ 2/3 ] 
f(z) = 117/89*z^3 - 193/178*z + 1
*
[ 6/7 ] 
f(z) = 119/96*z^3 - 181/168*z + 1
*
[ 2/3 ] 
f(z) = 101/80*z^3 - 191/180*z + 1
*
[ 2/3 ] 
f(z) = 103/80*z^3 - 193/180*z + 1
*
[ 2/3 ] 
f(z) = 107/80*z^3 - 197/180*z + 1
*
[ 2/3 ] 
f(z) = 108/91*z^3 - 187/182*z + 1
*
[ 2/3 ] 
f(z) = 108/95*z^3 - 191/190*z + 1
*
[ 2/3 ] 
f(z) = 108/97*z^3 - 193/194*z + 1
*
[ 2/3 ] 
f(z) = 109/80*z^3 - 199/180*z + 1
*
[ 2/3 ] 
f(z) = 117/95*z^3 - 199/190*z + 1
*
[ -9/4 ] 
f(z) = 100/81*z^3 - 173/36*z + 1
*
3/20 | 0.21356259948156272691016743501802892684 | 0.029146854906506076531048125117663839847
f(z) = 100/81*z^3 - 169/36*z + 1
*
[ 2 ] 
f(z) = 101/92*z^3 - 179/46*z + 1
*
[ 9/5 ] 
f(z) = 110/81*z^3 - 178/45*z + 1
*
[ -2 ] 
f(z) = 113/84*z^3 - 163/42*z + 1
*
[ -2 ] 
f(z) = 115/84*z^3 - 167/42*z + 1
*
6/5 | 0.21898371125267026046271447735259406906 | 0.028757624228650142531920287352684417344
f(z) = 115/96*z^3 - 169/40*z + 1
*
[ -2 ] 
f(z) = 117/92*z^3 - 165/46*z + 1
*
[ -2 ] 
f(z) = 119/92*z^3 - 169/46*z + 1
*
-4/3 | 0.097819302291031675586507896869551392209 | 0.015095467532085604746276343423515807616
f(z) = 111/80*z^3 - 163/60*z + 1
*
[ 7/5 ] 
f(z) = 100/91*z^3 - 170/91*z + 1
*
[ -9/5 ] 
f(z) = 100/99*z^3 - 170/99*z + 1
*
[ 1/3 ] 
f(z) = 108/83*z^3 - 178/83*z + 1
*
[ -5/3 ] 
f(z) = 108/85*z^3 - 164/85*z + 1
*
[ 6/5 ] 
f(z) = 110/81*z^3 - 161/90*z + 1
*
[ 6/5 ] 
f(z) = 115/81*z^3 - 169/90*z + 1
*
[ 1/3 ] 
f(z) = 117/80*z^3 - 173/80*z + 1
*
[ 1/3 ] 
f(z) = 117/82*z^3 - 177/82*z + 1
*
[ 1/3 ] 
f(z) = 117/83*z^3 - 179/83*z + 1
*
[ -5/3 ] 
f(z) = 117/95*z^3 - 173/95*z + 1
*
[ -12/7 ] 
f(z) = 119/96*z^3 - 173/84*z + 1
*
[ 4/3 ] 
f(z) = 101/96*z^3 - 175/108*z + 1
*
[ 4/3 ] 
f(z) = 103/96*z^3 - 179/108*z + 1
*
[ -8/5 ] 
f(z) = 115/96*z^3 - 173/120*z + 1
*
[ 9/16 ] 
f(z) = 112/81*z^3 - 175/144*z + 1
*
[ 3/4 ] 
f(z) = 113/81*z^3 - 161/144*z + 1
*
[ 3/4 ] 
f(z) = 115/81*z^3 - 163/144*z + 1
*
[ 22/39 ] 
f(z) = 117/88*z^3 - 171/143*z + 1
*
[ 4/7 ] 
f(z) = 119/80*z^3 - 173/140*z + 1
*
[ 3/4 ] 
f(z) = 119/81*z^3 - 167/144*z + 1
*
[ 3/4 ] 
f(z) = 104/87*z^3 - 175/174*z + 1
*
[ 2/3 ] 
f(z) = 108/83*z^3 - 179/166*z + 1
*
[ 3/5 ] 
f(z) = 115/99*z^3 - 179/165*z + 1
*
[ 3/4 ] 
f(z) = 104/93*z^3 - 179/186*z + 1
*
[ -2 ] 
f(z) = 103/84*z^3 - 143/42*z + 1
*
[ -2 ] 
f(z) = 105/92*z^3 - 141/46*z + 1
*
[ -2 ] 
f(z) = 107/84*z^3 - 151/42*z + 1
*
[ -2 ] 
f(z) = 107/92*z^3 - 145/46*z + 1
*
[ -2 ] 
f(z) = 109/84*z^3 - 155/42*z + 1
*
[ -2 ] 
f(z) = 109/92*z^3 - 149/46*z + 1
*
[ -2 ] 
f(z) = 111/92*z^3 - 153/46*z + 1
*
[ -2 ] 
f(z) = 113/92*z^3 - 157/46*z + 1
*
6/5 | 0.17503408059020667085708217299654536323 | 0.028619550018041309804135319209387931398
f(z) = 100/99*z^3 - 151/66*z + 1
*
3/4 | 0.14547899540183113564331133567211204290 | 0.020164794010864590737656656257286922493
f(z) = 112/81*z^3 - 151/63*z + 1
*
[ 9/28 ] 
f(z) = 112/81*z^3 - 142/63*z + 1
*
[ 7/5 ] 
f(z) = 115/98*z^3 - 141/70*z + 1
*
[ 3/2 ] 
f(z) = 118/99*z^3 - 155/66*z + 1
*
[ 13/10 ] 
f(z) = 100/91*z^3 - 148/91*z + 1
*
[ -5/3 ] 
f(z) = 108/95*z^3 - 148/95*z + 1
*
[ 5/4 ] 
f(z) = 112/85*z^3 - 158/85*z + 1
*
[ 5/4 ] 
f(z) = 112/95*z^3 - 156/95*z + 1
*
[ -33/20 ] 
f(z) = 100/99*z^3 - 151/132*z + 1
*
[ 2/3 ] 
f(z) = 111/92*z^3 - 143/138*z + 1
*
[ 6/7 ] 
f(z) = 112/81*z^3 - 149/126*z + 1
*
[ -14/9 ] 
f(z) = 117/98*z^3 - 157/126*z + 1
*
[ 6/7 ] 
f(z) = 119/81*z^3 - 157/126*z + 1
*
[ -3/2 ] 
f(z) = 119/90*z^3 - 157/120*z + 1
*
[ 3/4 ] 
f(z) = 101/81*z^3 - 149/144*z + 1
*
[ 3/4 ] 
f(z) = 103/81*z^3 - 151/144*z + 1
*
[ 3/4 ] 
f(z) = 107/81*z^3 - 155/144*z + 1
*
[ 3/4 ] 
f(z) = 109/81*z^3 - 157/144*z + 1
*
-2 | 0.074699809078238416979085588718234063233 | 0.012083271292032811437972714071957233902
f(z) = 109/96*z^3 - 121/24*z + 1
*
-2 | 0.097485520561776397802892745561714242257 | 0.015769036179988661981689623494725211670
f(z) = 111/80*z^3 - 121/20*z + 1
*
-2 | 0.097935839371803289783136350211068740836 | 0.015799979938823562051687783492996341051
f(z) = 113/80*z^3 - 123/20*z + 1
*
-2 | 0.075901652430248652625653632252029742765 | 0.012213425404816612020967737578217692967
f(z) = 113/96*z^3 - 125/24*z + 1
*
-2 | 0.076451559156869491970819513871635645508 | 0.012270570067515873847315776427066689646
f(z) = 115/96*z^3 - 127/24*z + 1
*
-2 | 0.098794562296427500255064447327377945360 | 0.015856649783432813982574954145941508848
f(z) = 117/80*z^3 - 127/20*z + 1
*
-2 | 0.099205059728651548021049237964102812398 | 0.015882703170701090323674643530051279868
f(z) = 119/80*z^3 - 129/20*z + 1
*
-2 | 0.077472975942981716895810896425141124565 | 0.012372926428534003916238982956006420972
f(z) = 119/96*z^3 - 131/24*z + 1
*
[ -2 ] 
f(z) = 101/84*z^3 - 139/42*z + 1
*
[ -2 ] 
f(z) = 101/92*z^3 - 133/46*z + 1
*
[ -2 ] 
f(z) = 103/92*z^3 - 137/46*z + 1
*
[ -9/5 ] 
f(z) = 110/81*z^3 - 128/45*z + 1
*
[ -9/5 ] 
f(z) = 115/81*z^3 - 137/45*z + 1
*
[ 3/8 ] 
f(z) = 104/81*z^3 - 133/72*z + 1
*
[ 3/2 ] 
f(z) = 106/99*z^3 - 137/66*z + 1
*
[ 4/3 ] 
f(z) = 111/80*z^3 - 133/60*z + 1
*
2/3 | 0.16396854233612540523836092378125644455 | 0.026317154415065768506313866522846581257
f(z) = 111/80*z^3 - 127/60*z + 1
*
[ 9/7 ] 
f(z) = 112/81*z^3 - 130/63*z + 1
*
-45/28 | 0.089124966044481483325902431931680266160 | 0.012657258274323019022695317572972573225
f(z) = 112/81*z^3 - 127/63*z + 1
*
[ 9/7 ] 
f(z) = 119/81*z^3 - 139/63*z + 1
*
[ 1/2 ] 
f(z) = 100/97*z^3 - 122/97*z + 1
*
[ 1/2 ] 
f(z) = 100/99*z^3 - 124/99*z + 1
*
[ 1/2 ] 
f(z) = 104/95*z^3 - 121/95*z + 1
*
[ 1/2 ] 
f(z) = 104/97*z^3 - 123/97*z + 1
*
[ 1/2 ] 
f(z) = 104/99*z^3 - 125/99*z + 1
*
[ 7/6 ] 
f(z) = 108/91*z^3 - 134/91*z + 1
*
[ 1/2 ] 
f(z) = 108/95*z^3 - 122/95*z + 1
*
[ 1/2 ] 
f(z) = 108/97*z^3 - 124/97*z + 1
*
[ 1/2 ] 
f(z) = 112/93*z^3 - 121/93*z + 1
*
[ 1/2 ] 
f(z) = 112/95*z^3 - 123/95*z + 1
*
[ 1/2 ] 
f(z) = 112/97*z^3 - 125/97*z + 1
*
[ 1/2 ] 
f(z) = 112/99*z^3 - 127/99*z + 1
*
[ 1/2 ] 
f(z) = 116/93*z^3 - 122/93*z + 1
*
[ 1/2 ] 
f(z) = 116/95*z^3 - 124/95*z + 1
*
[ 1/2 ] 
f(z) = 116/97*z^3 - 126/97*z + 1
*
[ 1/2 ] 
f(z) = 116/99*z^3 - 128/99*z + 1
*
[ 9/13 ] 
f(z) = 104/81*z^3 - 124/117*z + 1
*
[ 2/3 ] 
f(z) = 105/92*z^3 - 139/138*z + 1
*
[ -3/2 ] 
f(z) = 107/90*z^3 - 121/120*z + 1
*
[ -3/2 ] 
f(z) = 109/90*z^3 - 127/120*z + 1
*
[ -3/2 ] 
f(z) = 113/90*z^3 - 139/120*z + 1
*
[ 3/4 ] 
f(z) = 116/99*z^3 - 131/132*z + 1
*
[ 7/9 ] 
f(z) = 117/98*z^3 - 127/126*z + 1
*
[ -3/2 ] 
f(z) = 119/99*z^3 - 137/132*z + 1
*
3/5 | 0.20314268345905319207574607911024705380 | 0.029819787554902281196748049519659442110
f(z) = 100/81*z^3 - 101/18*z + 1
*
[ 9/4 ] 
f(z) = 104/81*z^3 - 107/18*z + 1
*
[ 3 ] 
f(z) = 107/81*z^3 - 101/9*z + 1
*
[ 3 ] 
f(z) = 109/81*z^3 - 103/9*z + 1
*
[ 3 ] 
f(z) = 110/81*z^3 - 104/9*z + 1
*
[ 3 ] 
f(z) = 112/81*z^3 - 106/9*z + 1
*
[ 3 ] 
f(z) = 113/81*z^3 - 107/9*z + 1
*
[ -3 ] 
f(z) = 113/81*z^3 - 101/9*z + 1
*
[ 3 ] 
f(z) = 115/81*z^3 - 109/9*z + 1
*
[ -3 ] 
f(z) = 115/81*z^3 - 103/9*z + 1
*
[ 3 ] 
f(z) = 116/81*z^3 - 110/9*z + 1
*
[ -3 ] 
f(z) = 116/81*z^3 - 104/9*z + 1
*
[ 3 ] 
f(z) = 118/81*z^3 - 112/9*z + 1
*
[ -3 ] 
f(z) = 118/81*z^3 - 106/9*z + 1
*
[ 3 ] 
f(z) = 119/81*z^3 - 113/9*z + 1
*
[ -3 ] 
f(z) = 119/81*z^3 - 107/9*z + 1
*
-2 | 0.094964772809675145983489267986469991902 | 0.015578659102975290625784074143479335127
f(z) = 101/80*z^3 - 111/20*z + 1
*
-2 | 0.071625293855333607669931700203293003325 | 0.011715573650787832669126054140270285161
f(z) = 101/96*z^3 - 113/24*z + 1
*
-2 | 0.095511411436169777622370779733950726458 | 0.015622567321415906050809631852930684542
f(z) = 103/80*z^3 - 113/20*z + 1
*
-2 | 0.072519775695680524816323688419363308368 | 0.011827939453887945592642352903274885865
f(z) = 103/96*z^3 - 115/24*z + 1
*
-2 | 0.096536469991328581026076248124287649443 | 0.015700897417886206036283886373349973568
f(z) = 107/80*z^3 - 117/20*z + 1
*
-2 | 0.074036253497792529204977786576726137525 | 0.012008310750094630306444733522870073467
f(z) = 107/96*z^3 - 119/24*z + 1
*
-2 | 0.097019566119739220694160762116233364120 | 0.015736089331423533201316531072191798430
f(z) = 109/80*z^3 - 119/20*z + 1
*
[ 2 ] 
f(z) = 111/80*z^3 - 101/20*z + 1
*
[ 2 ] 
f(z) = 113/80*z^3 - 103/20*z + 1
*
[ 3/2 ] 
f(z) = 113/81*z^3 - 101/36*z + 1
*
[ 2 ] 
f(z) = 113/96*z^3 - 101/24*z + 1
*
[ 3/2 ] 
f(z) = 115/81*z^3 - 103/36*z + 1
*
[ 2 ] 
f(z) = 115/96*z^3 - 103/24*z + 1
*
[ 2 ] 
f(z) = 117/80*z^3 - 107/20*z + 1
*
[ 2 ] 
f(z) = 119/80*z^3 - 109/20*z + 1
*
[ 3/2 ] 
f(z) = 119/81*z^3 - 107/36*z + 1
*
[ 2 ] 
f(z) = 119/96*z^3 - 107/24*z + 1
*
-6/5 | 0.20538849524024158781089956035079045249 | 0.029476344953968204587100635056267357970
f(z) = 110/81*z^3 - 118/45*z + 1
*
[ 9/8 ] 
f(z) = 104/81*z^3 - 109/72*z + 1
*
[ 3/7 ] 
f(z) = 119/81*z^3 - 101/63*z + 1
*
[ 1/2 ] 
f(z) = 100/81*z^3 - 106/81*z + 1
*
[ 1/2 ] 
f(z) = 100/83*z^3 - 108/83*z + 1
*
[ 1/2 ] 
f(z) = 100/87*z^3 - 112/87*z + 1
*
[ 1/2 ] 
f(z) = 100/89*z^3 - 114/89*z + 1
*
[ 1/2 ] 
f(z) = 100/91*z^3 - 116/91*z + 1
*
[ 1/2 ] 
f(z) = 100/93*z^3 - 118/93*z + 1
*
[ 11/10 ] 
f(z) = 100/99*z^3 - 112/99*z + 1
*
[ 2/3 ] 
f(z) = 103/88*z^3 - 101/99*z + 1
*
[ 1/2 ] 
f(z) = 104/81*z^3 - 107/81*z + 1
*
[ 1/2 ] 
f(z) = 104/83*z^3 - 109/83*z + 1
*
[ 1/2 ] 
f(z) = 104/85*z^3 - 111/85*z + 1
*
[ 1/2 ] 
f(z) = 104/87*z^3 - 113/87*z + 1
*
[ 1/2 ] 
f(z) = 104/89*z^3 - 115/89*z + 1
*
[ 1/2 ] 
f(z) = 104/93*z^3 - 119/93*z + 1
*
[ 2/3 ] 
f(z) = 107/88*z^3 - 103/99*z + 1
*
[ 1/2 ] 
f(z) = 108/83*z^3 - 110/83*z + 1
*
[ 1/2 ] 
f(z) = 108/85*z^3 - 112/85*z + 1
*
[ 1/2 ] 
f(z) = 108/89*z^3 - 116/89*z + 1
*
[ 1/2 ] 
f(z) = 108/91*z^3 - 118/91*z + 1
*
[ 2/3 ] 
f(z) = 109/88*z^3 - 104/99*z + 1
*
[ 9/11 ] 
f(z) = 110/81*z^3 - 112/99*z + 1
*
[ 9/10 ] 
f(z) = 110/81*z^3 - 109/90*z + 1
*
[ 1/2 ] 
f(z) = 112/81*z^3 - 109/81*z + 1
*
[ 1/2 ] 
f(z) = 112/83*z^3 - 111/83*z + 1
*
[ 1/2 ] 
f(z) = 112/85*z^3 - 113/85*z + 1
*
[ 1/2 ] 
f(z) = 112/87*z^3 - 115/87*z + 1
*
[ -3/2 ] 
f(z) = 112/87*z^3 - 107/87*z + 1
*
[ 1/2 ] 
f(z) = 112/89*z^3 - 117/89*z + 1
*
[ 2/3 ] 
f(z) = 113/88*z^3 - 106/99*z + 1
*
[ 2/3 ] 
f(z) = 115/88*z^3 - 107/99*z + 1
*
[ 1/2 ] 
f(z) = 116/81*z^3 - 110/81*z + 1
*
[ 1/2 ] 
f(z) = 116/83*z^3 - 112/83*z + 1
*
[ 1/2 ] 
f(z) = 116/85*z^3 - 114/85*z + 1
*
[ 1/2 ] 
f(z) = 116/89*z^3 - 118/89*z + 1
*
[ 1/2 ] 
f(z) = 116/91*z^3 - 120/91*z + 1
*
[ -3/2 ] 
f(z) = 116/93*z^3 - 106/93*z + 1
*
[ 2/3 ] 
f(z) = 117/98*z^3 - 101/98*z + 1
*
[ 2/3 ] 
f(z) = 119/88*z^3 - 109/99*z + 1
*
[ 3/4 ] 
f(z) = 100/99*z^3 - 119/132*z + 1
*
[ 3 ] 
f(z) = 100/81*z^3 - 94/9*z + 1
*
[ -3 ] 
f(z) = 100/81*z^3 - 88/9*z + 1
*
[ 3 ] 
f(z) = 101/81*z^3 - 95/9*z + 1
*
[ -3 ] 
f(z) = 101/81*z^3 - 89/9*z + 1
*
[ 3 ] 
f(z) = 103/81*z^3 - 97/9*z + 1
*
[ -3 ] 
f(z) = 103/81*z^3 - 91/9*z + 1
*
[ 3 ] 
f(z) = 104/81*z^3 - 98/9*z + 1
*
[ -3 ] 
f(z) = 104/81*z^3 - 92/9*z + 1
*
[ 3 ] 
f(z) = 106/81*z^3 - 100/9*z + 1
*
[ -3 ] 
f(z) = 106/81*z^3 - 94/9*z + 1
*
[ -3 ] 
f(z) = 107/81*z^3 - 95/9*z + 1
*
[ -3 ] 
f(z) = 109/81*z^3 - 97/9*z + 1
*
[ -3 ] 
f(z) = 110/81*z^3 - 98/9*z + 1
*
[ -3 ] 
f(z) = 112/81*z^3 - 100/9*z + 1
*
[ 7/3 ] 
f(z) = 117/98*z^3 - 83/14*z + 1
*
3/5 | 0.082307059432043484422970020866570948235 | 0.012395873280149913748857341605227762754
f(z) = 100/81*z^3 - 85/36*z + 1
*
[ 2 ] 
f(z) = 101/80*z^3 - 91/20*z + 1
*
[ 3/2 ] 
f(z) = 101/81*z^3 - 89/36*z + 1
*
[ 2 ] 
f(z) = 101/96*z^3 - 89/24*z + 1
*
[ 2 ] 
f(z) = 103/80*z^3 - 93/20*z + 1
*
[ 3/2 ] 
f(z) = 103/81*z^3 - 91/36*z + 1
*
[ 2 ] 
f(z) = 103/96*z^3 - 91/24*z + 1
*
[ 2 ] 
f(z) = 107/80*z^3 - 97/20*z + 1
*
[ 3/2 ] 
f(z) = 107/81*z^3 - 95/36*z + 1
*
[ 2 ] 
f(z) = 107/96*z^3 - 95/24*z + 1
*
[ 2 ] 
f(z) = 109/80*z^3 - 99/20*z + 1
*
[ 3/2 ] 
f(z) = 109/81*z^3 - 97/36*z + 1
*
[ 2 ] 
f(z) = 109/96*z^3 - 97/24*z + 1
*
[ -2 ] 
f(z) = 111/80*z^3 - 81/20*z + 1
*
[ -2 ] 
f(z) = 113/80*z^3 - 83/20*z + 1
*
[ -2 ] 
f(z) = 119/80*z^3 - 89/20*z + 1
*
[ -2 ] 
f(z) = 119/96*z^3 - 83/24*z + 1
*
[ 2/5 ] 
f(z) = 105/88*z^3 - 93/55*z + 1
*
[ 2/5 ] 
f(z) = 115/88*z^3 - 94/55*z + 1
*
[ 4/3 ] 
f(z) = 117/88*z^3 - 93/44*z + 1
*
[ 7/6 ] 
f(z) = 117/98*z^3 - 83/56*z + 1
*
[ 6/5 ] 
f(z) = 100/99*z^3 - 85/66*z + 1
*
[ 3/7 ] 
f(z) = 112/81*z^3 - 100/63*z + 1
*
-39/28 | 0.16871458653932975012510023256423233469 | 0.025315761086113365347656927443245497915
f(z) = 112/81*z^3 - 85/63*z + 1
*
[ 3/4 ] 
f(z) = 118/81*z^3 - 83/72*z + 1
*
[ 3/5 ] 
f(z) = 100/87*z^3 - 94/87*z + 1
*
[ 7/10 ] 
f(z) = 100/91*z^3 - 88/91*z + 1
*
[ 3/5 ] 
f(z) = 100/93*z^3 - 98/93*z + 1
*
[ 9/10 ] 
f(z) = 100/99*z^3 - 92/99*z + 1
*
[ 2/3 ] 
f(z) = 101/88*z^3 - 100/99*z + 1
*
[ -3/2 ] 
f(z) = 104/87*z^3 - 89/87*z + 1
*
[ 5/6 ] 
f(z) = 108/85*z^3 - 92/85*z + 1
*
[ 5/6 ] 
f(z) = 108/95*z^3 - 94/95*z + 1
*
[ 3/4 ] 
f(z) = 112/87*z^3 - 92/87*z + 1
*
[ -3/2 ] 
f(z) = 112/93*z^3 - 97/93*z + 1
*
[ 3/4 ] 
f(z) = 112/93*z^3 - 94/93*z + 1
*
[ 2/3 ] 
f(z) = 117/82*z^3 - 93/82*z + 1
*
[ 2/3 ] 
f(z) = 117/86*z^3 - 95/86*z + 1
*
[ 2/3 ] 
f(z) = 117/94*z^3 - 99/94*z + 1
*
[ 4/7 ] 
f(z) = 119/96*z^3 - 97/84*z + 1
*
-9/5 | 0.16910743069655972875861632692262473409 | 0.026178008032605588693088776920501795979
f(z) = 100/81*z^3 - 71/18*z + 1
*
-2 | 0.096704320101284005024016314748036210940 | 0.015621872838635473100297267252868934969
f(z) = 111/88*z^3 - 61/11*z + 1
*
-2 | 0.097203325679621974070036887599415656698 | 0.015661344810279959634374186209624066578
f(z) = 113/88*z^3 - 62/11*z + 1
*
-2 | 0.097682517578727253562498340958479931409 | 0.015698082814982204910087505954854892272
f(z) = 115/88*z^3 - 63/11*z + 1
*
-2 | 0.098143887154536814717925405931139463080 | 0.015732411032379588936377219091310951136
f(z) = 117/88*z^3 - 64/11*z + 1
*
[ -7/3 ] 
f(z) = 117/98*z^3 - 71/14*z + 1
*
-2 | 0.098589105092459441873470413422980197298 | 0.015764599265969152865375538093306700679
f(z) = 119/88*z^3 - 65/11*z + 1
*
6/5 | 0.18115893614092882657161319333447197080 | 0.028297606884628505711875432803520595679
f(z) = 100/81*z^3 - 67/36*z + 1
*
[ 3/10 ] 
f(z) = 100/99*z^3 - 80/33*z + 1
*
[ 3/2 ] 
f(z) = 100/99*z^3 - 64/33*z + 1
*
[ -2 ] 
f(z) = 101/80*z^3 - 71/20*z + 1
*
[ -2 ] 
f(z) = 101/96*z^3 - 65/24*z + 1
*
[ -2 ] 
f(z) = 103/80*z^3 - 73/20*z + 1
*
[ -2 ] 
f(z) = 103/96*z^3 - 67/24*z + 1
*
[ 3/2 ] 
f(z) = 104/99*z^3 - 67/33*z + 1
*
[ -2 ] 
f(z) = 107/80*z^3 - 77/20*z + 1
*
[ -2 ] 
f(z) = 107/96*z^3 - 71/24*z + 1
*
[ -2 ] 
f(z) = 109/80*z^3 - 79/20*z + 1
*
[ -2 ] 
f(z) = 109/96*z^3 - 73/24*z + 1
*
[ 3/8 ] 
f(z) = 112/81*z^3 - 67/36*z + 1
*
-3/2 | 0.18115893614092882657161319333447197080 | 0.028718470046193099095940356457062548646
f(z) = 112/81*z^3 - 61/36*z + 1
*
[ 3/2 ] 
f(z) = 112/99*z^3 - 73/33*z + 1
*
[ -2 ] 
f(z) = 113/96*z^3 - 77/24*z + 1
*
[ -2 ] 
f(z) = 115/96*z^3 - 79/24*z + 1
*
[ 3/2 ] 
f(z) = 116/99*z^3 - 76/33*z + 1
*
[ 3/4 ] 
f(z) = 104/99*z^3 - 61/66*z + 1
*
[ 3/4 ] 
f(z) = 106/81*z^3 - 77/72*z + 1
*
[ 3/4 ] 
f(z) = 110/81*z^3 - 79/72*z + 1
*
[ 2/3 ] 
f(z) = 111/80*z^3 - 67/60*z + 1
*
[ 9/14 ] 
f(z) = 112/81*z^3 - 71/63*z + 1
*
[ 4/5 ] 
f(z) = 115/96*z^3 - 61/60*z + 1
*
[ -3/2 ] 
f(z) = 118/99*z^3 - 67/66*z + 1
*
-9/5 | 0.16622382161812339702255250408438046141 | 0.027486950810482166744815100763884942360
f(z) = 100/81*z^3 - 47/18*z + 1
*
-2 | 0.093803963747762796965946991206574288723 | 0.015365625038647711987907731410502630855
f(z) = 101/88*z^3 - 56/11*z + 1
*
[ 2 ] 
f(z) = 101/88*z^3 - 45/11*z + 1
*
-2 | 0.094452589615209494742980564966644942243 | 0.015427145862618192527537779633516832175
f(z) = 103/88*z^3 - 57/11*z + 1
*
[ 2 ] 
f(z) = 103/88*z^3 - 46/11*z + 1
*
3/2 | 0.11944037375552592174384339441299229559 | 0.019250424982114686896465145398430017974
f(z) = 104/81*z^3 - 55/18*z + 1
*
-2 | 0.095061435141344661341316145786000175706 | 0.015482609539763483067408292948996284012
f(z) = 105/88*z^3 - 58/11*z + 1
*
[ 2 ] 
f(z) = 105/88*z^3 - 47/11*z + 1
*
[ 3/2 ] 
f(z) = 106/81*z^3 - 47/18*z + 1
*
-2 | 0.095636697218889190433285031975742825170 | 0.015533055649985091860303664402422402977
f(z) = 107/88*z^3 - 59/11*z + 1
*
[ 2 ] 
f(z) = 107/88*z^3 - 48/11*z + 1
*
-2 | 0.096183094911354088016255629480349459558 | 0.015579272312425070083854541061462471428
f(z) = 109/88*z^3 - 60/11*z + 1
*
[ 2 ] 
f(z) = 109/88*z^3 - 49/11*z + 1
*
[ 3/2 ] 
f(z) = 110/81*z^3 - 49/18*z + 1
*
[ 2 ] 
f(z) = 111/88*z^3 - 50/11*z + 1
*
[ 9/4 ] 
f(z) = 112/81*z^3 - 58/9*z + 1
*
[ -9/4 ] 
f(z) = 112/81*z^3 - 50/9*z + 1
*
[ 2 ] 
f(z) = 113/88*z^3 - 51/11*z + 1
*
[ 2 ] 
f(z) = 115/88*z^3 - 52/11*z + 1
*
[ -2 ] 
f(z) = 115/88*z^3 - 41/11*z + 1
*
[ 2 ] 
f(z) = 117/88*z^3 - 53/11*z + 1
*
[ -2 ] 
f(z) = 117/88*z^3 - 42/11*z + 1
*
[ 3/2 ] 
f(z) = 118/81*z^3 - 53/18*z + 1
*
[ 2 ] 
f(z) = 119/88*z^3 - 54/11*z + 1
*
[ -2 ] 
f(z) = 119/88*z^3 - 43/11*z + 1
*
[ 9/20 ] 
f(z) = 100/81*z^3 - 53/36*z + 1
*
-3/20 | 0.17770772271696077399881768250017605983 | 0.029184827235144929177806560050270309458
f(z) = 100/81*z^3 - 49/36*z + 1
*
[ -3/2 ] 
f(z) = 101/81*z^3 - 41/36*z + 1
*
[ -3/2 ] 
f(z) = 103/81*z^3 - 43/36*z + 1
*
[ -3/2 ] 
f(z) = 107/81*z^3 - 47/36*z + 1
*
[ -3/2 ] 
f(z) = 109/81*z^3 - 49/36*z + 1
*
[ 9/8 ] 
f(z) = 112/81*z^3 - 59/36*z + 1
*
[ -3/2 ] 
f(z) = 113/81*z^3 - 53/36*z + 1
*
[ -3/2 ] 
f(z) = 115/81*z^3 - 55/36*z + 1
*
[ 3/4 ] 
f(z) = 116/81*z^3 - 41/36*z + 1
*
-4/3 | 0.15097401364314055225704457062120798871 | 0.027807036788743629169879624354704524562
f(z) = 117/80*z^3 - 57/20*z + 1
*
[ 4/3 ] 
f(z) = 117/80*z^3 - 47/20*z + 1
*
[ -3/2 ] 
f(z) = 119/81*z^3 - 59/36*z + 1
*
[ 3/5 ] 
f(z) = 110/81*z^3 - 52/45*z + 1
*
[ 3/5 ] 
f(z) = 115/81*z^3 - 53/45*z + 1
*
[ 2/3 ] 
f(z) = 117/92*z^3 - 49/46*z + 1
*
[ 9/5 ] 
f(z) = 100/81*z^3 - 32/9*z + 1
*
9/10 | 0.14867495025142105736811426091756051643 | 0.026401946155066016733963071218427538135
f(z) = 100/81*z^3 - 31/9*z + 1
*
[ 6/5 ] 
f(z) = 100/81*z^3 - 29/18*z + 1
*
9/10 | 0.12095354964007658644094495743484781680 | 0.022332220723021860799889607890967846498
f(z) = 100/81*z^3 - 25/9*z + 1
*
[ -2 ] 
f(z) = 101/88*z^3 - 34/11*z + 1
*
[ -2 ] 
f(z) = 103/88*z^3 - 35/11*z + 1
*
[ 3/2 ] 
f(z) = 104/81*z^3 - 23/9*z + 1
*
[ -2 ] 
f(z) = 105/88*z^3 - 36/11*z + 1
*
[ -3/2 ] 
f(z) = 106/81*z^3 - 23/18*z + 1
*
[ -2 ] 
f(z) = 107/88*z^3 - 37/11*z + 1
*
[ -2 ] 
f(z) = 109/88*z^3 - 38/11*z + 1
*
[ -3/2 ] 
f(z) = 110/81*z^3 - 25/18*z + 1
*
[ -2 ] 
f(z) = 111/88*z^3 - 39/11*z + 1
*
-3/2 | 0.16081888093974710237937423375322894752 | 0.027955993089828709467481407894829172480
f(z) = 112/81*z^3 - 35/18*z + 1
*
[ 3/2 ] 
f(z) = 112/81*z^3 - 25/9*z + 1
*
[ -2 ] 
f(z) = 113/88*z^3 - 40/11*z + 1
*
[ 3/2 ] 
f(z) = 116/81*z^3 - 26/9*z + 1
*
[ -3/2 ] 
f(z) = 118/81*z^3 - 29/18*z + 1
*
[ 3/4 ] 
f(z) = 100/81*z^3 - 37/36*z + 1
*
[ 3/5 ] 
f(z) = 100/99*z^3 - 34/33*z + 1
*
[ 2/3 ] 
f(z) = 105/88*z^3 - 34/33*z + 1
*
[ 2/3 ] 
f(z) = 111/88*z^3 - 35/33*z + 1
*
[ 3/4 ] 
f(z) = 112/99*z^3 - 32/33*z + 1
*
[ 2/3 ] 
f(z) = 117/80*z^3 - 23/20*z + 1
*
6/5 | 0.081378688049489606770018165697964867011 | 0.015827307087522288881062780370984683957
f(z) = 100/81*z^3 - 19/9*z + 1
*
[ 3/4 ] 
f(z) = 104/81*z^3 - 19/18*z + 1
*
[ -3/2 ] 
f(z) = 104/81*z^3 - 11/9*z + 1
*
[ -3/2 ] 
f(z) = 112/81*z^3 - 13/9*z + 1
*
[ 3/4 ] 
f(z) = 112/81*z^3 - 10/9*z + 1
*
[ -3/2 ] 
f(z) = 116/81*z^3 - 14/9*z + 1
*
[ 2/3 ] 
f(z) = 117/88*z^3 - 12/11*z + 1
*
[ 3 ] 
f(z) = 103/117*z^3 - 283/39*z + 1
*
[ 3 ] 
f(z) = 106/117*z^3 - 292/39*z + 1
*
[ 3 ] 
f(z) = 107/117*z^3 - 295/39*z + 1
*
[ -3 ] 
f(z) = 112/117*z^3 - 284/39*z + 1
*
[ -3 ] 
f(z) = 113/117*z^3 - 287/39*z + 1
*
[ -3 ] 
f(z) = 115/117*z^3 - 293/39*z + 1
*
[ -3 ] 
f(z) = 116/117*z^3 - 296/39*z + 1
*
[ -12/5 ] 
f(z) = 115/108*z^3 - 283/60*z + 1
*
4/3 | 0.16218130451615699344999725834428926559 | 0.022928760105927741050137602348995629448
f(z) = 111/112*z^3 - 295/84*z + 1
*
[ -2 ] 
f(z) = 109/102*z^3 - 283/102*z + 1
*
[ -2 ] 
f(z) = 111/106*z^3 - 285/106*z + 1
*
[ -2 ] 
f(z) = 113/102*z^3 - 299/102*z + 1
*
[ -2 ] 
f(z) = 113/106*z^3 - 293/106*z + 1
*
[ -2 ] 
f(z) = 113/110*z^3 - 287/110*z + 1
*
[ -2 ] 
f(z) = 113/114*z^3 - 281/114*z + 1
*
[ -2 ] 
f(z) = 115/114*z^3 - 289/114*z + 1
*
[ -2 ] 
f(z) = 115/118*z^3 - 283/118*z + 1
*
[ 5/3 ] 
f(z) = 117/110*z^3 - 281/110*z + 1
*
[ -2 ] 
f(z) = 117/118*z^3 - 291/118*z + 1
*
[ -2 ] 
f(z) = 119/118*z^3 - 299/118*z + 1
*
[ 3/8 ] 
f(z) = 112/117*z^3 - 281/156*z + 1
*
[ 3/2 ] 
f(z) = 113/117*z^3 - 287/156*z + 1
*
[ 3/2 ] 
f(z) = 115/117*z^3 - 293/156*z + 1
*
5/7 | 0.21486180784555399171685016190370936235 | 0.029645137525879079417671458517346301761
f(z) = 119/100*z^3 - 281/140*z + 1
*
[ 3/7 ] 
f(z) = 101/108*z^3 - 295/196*z + 1
*
[ -26/15 ] 
f(z) = 105/104*z^3 - 284/195*z + 1
*
[ 3/7 ] 
f(z) = 107/108*z^3 - 297/196*z + 1
*
[ 3/7 ] 
f(z) = 113/108*z^3 - 299/196*z + 1
*
[ 5/4 ] 
f(z) = 104/105*z^3 - 283/210*z + 1
*
[ 1/2 ] 
f(z) = 102/115*z^3 - 281/230*z + 1
*
[ 1/2 ] 
f(z) = 106/115*z^3 - 283/230*z + 1
*
[ 1/2 ] 
f(z) = 106/117*z^3 - 287/234*z + 1
*
[ 1/2 ] 
f(z) = 106/119*z^3 - 291/238*z + 1
*
[ 1/2 ] 
f(z) = 110/113*z^3 - 281/226*z + 1
*
[ 1/2 ] 
f(z) = 110/117*z^3 - 289/234*z + 1
*
[ 1/2 ] 
f(z) = 110/119*z^3 - 293/238*z + 1
*
[ 1/2 ] 
f(z) = 114/113*z^3 - 283/226*z + 1
*
[ 1/2 ] 
f(z) = 114/115*z^3 - 287/230*z + 1
*
[ 1/2 ] 
f(z) = 114/119*z^3 - 295/238*z + 1
*
[ 1/2 ] 
f(z) = 118/111*z^3 - 281/222*z + 1
*
[ 1/2 ] 
f(z) = 118/113*z^3 - 285/226*z + 1
*
[ 1/2 ] 
f(z) = 118/115*z^3 - 289/230*z + 1
*
[ 1/2 ] 
f(z) = 118/117*z^3 - 293/234*z + 1
*
[ 1/2 ] 
f(z) = 118/119*z^3 - 297/238*z + 1
*
[ 6/11 ] 
f(z) = 119/108*z^3 - 281/242*z + 1
*
[ -20/13 ] 
f(z) = 117/100*z^3 - 291/260*z + 1
*
[ -8/5 ] 
f(z) = 115/112*z^3 - 281/280*z + 1
*
[ 3 ] 
f(z) = 100/117*z^3 - 274/39*z + 1
*
[ 3 ] 
f(z) = 101/117*z^3 - 277/39*z + 1
*
[ -3 ] 
f(z) = 106/117*z^3 - 266/39*z + 1
*
[ -3 ] 
f(z) = 107/117*z^3 - 269/39*z + 1
*
[ -3 ] 
f(z) = 109/117*z^3 - 275/39*z + 1
*
[ -3 ] 
f(z) = 110/117*z^3 - 278/39*z + 1
*
-2 | 0.092991867412945499342980636492247057071 | 0.014842361804391431497982642781156558423
f(z) = 117/116*z^3 - 263/58*z + 1
*
-2 | 0.097345626614945249979284994396274866258 | 0.015537262026131499354541568365883490788
f(z) = 119/100*z^3 - 263/50*z + 1
*
-2 | 0.082564874501706330649775310771374405793 | 0.013162202035133855042891839733231098045
f(z) = 119/108*z^3 - 265/54*z + 1
*
-2 | 0.094125070400258499985115851792079845588 | 0.014987123871453648490609620594751264665
f(z) = 119/116*z^3 - 267/58*z + 1
*
[ 3/10 ] 
f(z) = 100/111*z^3 - 268/111*z + 1
*
[ 9/5 ] 
f(z) = 100/117*z^3 - 272/117*z + 1
*
[ -2 ] 
f(z) = 105/106*z^3 - 261/106*z + 1
*
[ -2 ] 
f(z) = 107/102*z^3 - 275/102*z + 1
*
[ -2 ] 
f(z) = 107/106*z^3 - 269/106*z + 1
*
[ -2 ] 
f(z) = 107/110*z^3 - 263/110*z + 1
*
[ -2 ] 
f(z) = 109/106*z^3 - 277/106*z + 1
*
[ -2 ] 
f(z) = 109/110*z^3 - 271/110*z + 1
*
[ -2 ] 
f(z) = 109/114*z^3 - 265/114*z + 1
*
[ -2 ] 
f(z) = 111/110*z^3 - 279/110*z + 1
*
[ -2 ] 
f(z) = 111/118*z^3 - 267/118*z + 1
*
[ -2 ] 
f(z) = 113/118*z^3 - 275/118*z + 1
*
[ 5/3 ] 
f(z) = 117/115*z^3 - 279/115*z + 1
*
[ -39/20 ] 
f(z) = 100/117*z^3 - 271/156*z + 1
*
[ 3/2 ] 
f(z) = 107/117*z^3 - 269/156*z + 1
*
[ 3/2 ] 
f(z) = 109/117*z^3 - 275/156*z + 1
*
[ -12/7 ] 
f(z) = 109/108*z^3 - 271/196*z + 1
*
[ -5/3 ] 
f(z) = 113/100*z^3 - 277/180*z + 1
*
[ 6/5 ] 
f(z) = 115/104*z^3 - 278/195*z + 1
*
[ 1/2 ] 
f(z) = 102/107*z^3 - 265/214*z + 1
*
[ 1/2 ] 
f(z) = 102/109*z^3 - 269/218*z + 1
*
[ 1/2 ] 
f(z) = 106/105*z^3 - 263/210*z + 1
*
[ 1/2 ] 
f(z) = 106/107*z^3 - 267/214*z + 1
*
[ 1/2 ] 
f(z) = 106/109*z^3 - 271/218*z + 1
*
[ 1/2 ] 
f(z) = 110/103*z^3 - 261/206*z + 1
*
[ 1/2 ] 
f(z) = 110/107*z^3 - 269/214*z + 1
*
[ 1/2 ] 
f(z) = 110/109*z^3 - 273/218*z + 1
*
[ 1/2 ] 
f(z) = 114/103*z^3 - 263/206*z + 1
*
[ 1/2 ] 
f(z) = 114/107*z^3 - 271/214*z + 1
*
[ 1/2 ] 
f(z) = 114/109*z^3 - 275/218*z + 1
*
[ 1/2 ] 
f(z) = 118/101*z^3 - 261/202*z + 1
*
[ 1/2 ] 
f(z) = 118/103*z^3 - 265/206*z + 1
*
[ 1/2 ] 
f(z) = 118/105*z^3 - 269/210*z + 1
*
[ 1/2 ] 
f(z) = 118/107*z^3 - 273/214*z + 1
*
[ 1/2 ] 
f(z) = 118/109*z^3 - 277/218*z + 1
*
[ 1/2 ] 
f(z) = 102/113*z^3 - 277/226*z + 1
*
[ 5/4 ] 
f(z) = 104/115*z^3 - 279/230*z + 1
*
[ -7/4 ] 
f(z) = 104/119*z^3 - 263/238*z + 1
*
[ 1/2 ] 
f(z) = 106/111*z^3 - 275/222*z + 1
*
[ 1/2 ] 
f(z) = 106/113*z^3 - 279/226*z + 1
*
[ 1/2 ] 
f(z) = 110/111*z^3 - 277/222*z + 1
*
[ 6/11 ] 
f(z) = 101/108*z^3 - 269/242*z + 1
*
[ 6/11 ] 
f(z) = 107/108*z^3 - 273/242*z + 1
*
[ 6/11 ] 
f(z) = 113/108*z^3 - 277/242*z + 1
*
[ 6/7 ] 
f(z) = 119/104*z^3 - 275/273*z + 1
*
[ 6/7 ] 
f(z) = 107/108*z^3 - 263/294*z + 1
*
[ 6/7 ] 
f(z) = 113/108*z^3 - 275/294*z + 1
*
[ -3 ] 
f(z) = 100/117*z^3 - 248/39*z + 1
*
[ -3 ] 
f(z) = 101/117*z^3 - 251/39*z + 1
*
[ -3 ] 
f(z) = 103/117*z^3 - 257/39*z + 1
*
-2 | 0.076406107178450888240846827937141256688 | 0.012367562051051775802838903680714469881
f(z) = 107/108*z^3 - 241/54*z + 1
*
-2 | 0.088029447983451197148476597690338235956 | 0.014229951386273707735099636864810900165
f(z) = 107/116*z^3 - 243/58*z + 1
*
-2 | 0.094277755979489358806496853102885874450 | 0.015239989743515289630179854236093469854
f(z) = 109/100*z^3 - 243/50*z + 1
*
-2 | 0.078153128995453490909513724069397765406 | 0.012616728170178113069235728269225341318
f(z) = 109/108*z^3 - 245/54*z + 1
*
-2 | 0.089757063004475937188642334153499477882 | 0.014471027655665821706043268025115890021
f(z) = 109/116*z^3 - 247/58*z + 1
*
-2 | 0.094982530833426695518483616964257311102 | 0.015313500514462099473398389030179336623
f(z) = 111/100*z^3 - 247/50*z + 1
*
-2 | 0.089872882852433304857914697434202436771 | 0.014452269179978808076650288110206942045
f(z) = 111/116*z^3 - 251/58*z + 1
*
-2 | 0.095632399254625571437882252438711236153 | 0.015378444893376790565371450929446388148
f(z) = 113/100*z^3 - 251/50*z + 1
*
-2 | 0.080316037008213748004007613643582767117 | 0.012898990445904612835218597529824454940
f(z) = 113/108*z^3 - 253/54*z + 1
*
-2 | 0.088138939242560062531922763473102708009 | 0.014137493200274207304848246085268416465
f(z) = 113/116*z^3 - 255/58*z + 1
*
-2 | 0.081148562641574871204426048456437799248 | 0.012999945562770214304623445223546828985
f(z) = 115/108*z^3 - 257/54*z + 1
*
-2 | 0.091373101314154667247067671113720895695 | 0.014619754122597384958906124307597677768
f(z) = 115/116*z^3 - 259/58*z + 1
*
-2 | 0.096807315356897141500581144248291702208 | 0.015489231813644670474313821567495095189
f(z) = 117/100*z^3 - 259/50*z + 1
*
[ -2 ] 
f(z) = 101/102*z^3 - 251/102*z + 1
*
[ -2 ] 
f(z) = 101/106*z^3 - 245/106*z + 1
*
[ -2 ] 
f(z) = 103/102*z^3 - 259/102*z + 1
*
[ -2 ] 
f(z) = 103/106*z^3 - 253/106*z + 1
*
[ -2 ] 
f(z) = 103/110*z^3 - 247/110*z + 1
*
[ -2 ] 
f(z) = 103/114*z^3 - 241/114*z + 1
*
[ -2 ] 
f(z) = 105/118*z^3 - 243/118*z + 1
*
[ -2 ] 
f(z) = 107/114*z^3 - 257/114*z + 1
*
[ -2 ] 
f(z) = 107/118*z^3 - 251/118*z + 1
*
[ 5/3 ] 
f(z) = 108/115*z^3 - 254/115*z + 1
*
[ 1/3 ] 
f(z) = 108/115*z^3 - 242/115*z + 1
*
[ 1/3 ] 
f(z) = 108/119*z^3 - 250/119*z + 1
*
[ -2 ] 
f(z) = 109/118*z^3 - 259/118*z + 1
*
[ 1/3 ] 
f(z) = 117/115*z^3 - 243/115*z + 1
*
[ 1/3 ] 
f(z) = 117/116*z^3 - 245/116*z + 1
*
[ 1/3 ] 
f(z) = 117/118*z^3 - 249/118*z + 1
*
[ 1/3 ] 
f(z) = 117/119*z^3 - 251/119*z + 1
*
[ 24/17 ] 
f(z) = 119/108*z^3 - 259/136*z + 1
*
[ 3/2 ] 
f(z) = 101/117*z^3 - 251/156*z + 1
*
[ 3/2 ] 
f(z) = 103/117*z^3 - 257/156*z + 1
*
[ 4/3 ] 
f(z) = 105/104*z^3 - 241/156*z + 1
*
[ 4/3 ] 
f(z) = 111/104*z^3 - 257/156*z + 1
*
[ 6/5 ] 
f(z) = 105/104*z^3 - 251/195*z + 1
*
[ -5/3 ] 
f(z) = 107/100*z^3 - 247/180*z + 1
*
[ -5/3 ] 
f(z) = 109/100*z^3 - 257/180*z + 1
*
[ 1/2 ] 
f(z) = 102/101*z^3 - 253/202*z + 1
*
[ 1/2 ] 
f(z) = 102/103*z^3 - 257/206*z + 1
*
[ 1/2 ] 
f(z) = 106/101*z^3 - 255/202*z + 1
*
[ 1/2 ] 
f(z) = 106/103*z^3 - 259/206*z + 1
*
[ 1/2 ] 
f(z) = 110/101*z^3 - 257/202*z + 1
*
[ 1/2 ] 
f(z) = 114/101*z^3 - 259/202*z + 1
*
[ 6/5 ] 
f(z) = 100/111*z^3 - 251/222*z + 1
*
[ 2/3 ] 
f(z) = 115/112*z^3 - 241/252*z + 1
*
[ 6/7 ] 
f(z) = 105/104*z^3 - 248/273*z + 1
*
[ 4/5 ] 
f(z) = 115/104*z^3 - 249/260*z + 1
*
[ 6/7 ] 
f(z) = 101/108*z^3 - 251/294*z + 1
*
[ 6 ] 
f(z) = 113/108*z^3 - 221/6*z + 1
*
[ -6 ] 
f(z) = 115/108*z^3 - 223/6*z + 1
*
[ 6 ] 
f(z) = 119/108*z^3 - 233/6*z + 1
*
-2 | 0.090345662496779890911808559343497662910 | 0.014766954425912555943364786166495537120
f(z) = 101/100*z^3 - 227/50*z + 1
*
-2 | 0.074672699002363781332109296834145869775 | 0.012187741692931194230066338940173138292
f(z) = 101/108*z^3 - 229/54*z + 1
*
-2 | 0.088050890537662912966276901381266123725 | 0.014350902011589512294781979173045749645
f(z) = 101/116*z^3 - 231/58*z + 1
*
-2 | 0.091612587761047310623037020105876274863 | 0.014931402305631133609338822661420265383
f(z) = 103/100*z^3 - 231/50*z + 1
*
-2 | 0.075051515368646760933783484043853267763 | 0.012215046848812704783542558078840580520
f(z) = 103/108*z^3 - 233/54*z + 1
*
-2 | 0.088502326943781890160541072914753345396 | 0.014384230769517953617601213281391725411
f(z) = 103/116*z^3 - 235/58*z + 1
*
-2 | 0.088079586061550875660939618748182036132 | 0.014276360354096757144314210365746237405
f(z) = 105/116*z^3 - 239/58*z + 1
*
-2 | 0.093502019624856652120917671379535418249 | 0.015155254306797732635018567723123424124
f(z) = 107/100*z^3 - 239/50*z + 1
*
5/3 | 0.20498248661967151256494507401807616083 | 0.029251451090343185559344607221661635939
f(z) = 111/100*z^3 - 221/60*z + 1
*
[ 2/7 ] 
f(z) = 105/104*z^3 - 235/91*z + 1
*
[ 2/7 ] 
f(z) = 119/104*z^3 - 236/91*z + 1
*
[ 17/10 ] 
f(z) = 100/119*z^3 - 240/119*z + 1
*
[ -2 ] 
f(z) = 101/110*z^3 - 239/110*z + 1
*
[ -2 ] 
f(z) = 101/114*z^3 - 233/114*z + 1
*
[ -2 ] 
f(z) = 101/118*z^3 - 227/118*z + 1
*
[ -2 ] 
f(z) = 103/118*z^3 - 235/118*z + 1
*
[ 1/3 ] 
f(z) = 108/107*z^3 - 226/107*z + 1
*
[ 1/3 ] 
f(z) = 108/109*z^3 - 230/109*z + 1
*
[ 1/3 ] 
f(z) = 108/113*z^3 - 238/113*z + 1
*
[ 3/2 ] 
f(z) = 116/105*z^3 - 226/105*z + 1
*
[ 3/2 ] 
f(z) = 116/111*z^3 - 224/111*z + 1
*
[ 1/3 ] 
f(z) = 117/106*z^3 - 225/106*z + 1
*
[ 1/3 ] 
f(z) = 117/107*z^3 - 227/107*z + 1
*
[ 1/3 ] 
f(z) = 117/109*z^3 - 231/109*z + 1
*
[ 1/3 ] 
f(z) = 117/110*z^3 - 233/110*z + 1
*
[ 1/3 ] 
f(z) = 117/112*z^3 - 237/112*z + 1
*
[ 1/3 ] 
f(z) = 117/113*z^3 - 239/113*z + 1
*
[ 2/5 ] 
f(z) = 115/112*z^3 - 233/140*z + 1
*
[ -5/3 ] 
f(z) = 103/100*z^3 - 227/180*z + 1
*
[ -12/7 ] 
f(z) = 103/108*z^3 - 239/196*z + 1
*
[ 2/3 ] 
f(z) = 117/119*z^3 - 223/238*z + 1
*
[ -26/17 ] 
f(z) = 119/104*z^3 - 226/221*z + 1
*
[ 2/3 ] 
f(z) = 101/112*z^3 - 227/252*z + 1
*
[ 2/3 ] 
f(z) = 103/112*z^3 - 229/252*z + 1
*
[ 2/3 ] 
f(z) = 107/112*z^3 - 233/252*z + 1
*
[ 2/3 ] 
f(z) = 109/112*z^3 - 235/252*z + 1
*
[ 5/6 ] 
f(z) = 111/100*z^3 - 233/240*z + 1
*
[ 2/3 ] 
f(z) = 113/112*z^3 - 239/252*z + 1
*
[ 4/5 ] 
f(z) = 105/104*z^3 - 233/260*z + 1
*
[ 6 ] 
f(z) = 107/108*z^3 - 209/6*z + 1
*
[ -6 ] 
f(z) = 109/108*z^3 - 211/6*z + 1
*
[ 2 ] 
f(z) = 113/100*z^3 - 201/50*z + 1
*
[ 2 ] 
f(z) = 115/108*z^3 - 203/54*z + 1
*
[ 2 ] 
f(z) = 115/116*z^3 - 201/58*z + 1
*
[ 2 ] 
f(z) = 117/100*z^3 - 209/50*z + 1
*
[ 2 ] 
f(z) = 117/116*z^3 - 205/58*z + 1
*
[ 2 ] 
f(z) = 119/100*z^3 - 213/50*z + 1
*
[ 2 ] 
f(z) = 119/108*z^3 - 211/54*z + 1
*
[ 2 ] 
f(z) = 119/116*z^3 - 209/58*z + 1
*
-5/3 | 0.18033991091256147102644020189405302699 | 0.025941573838698244490040596382765403329
f(z) = 111/100*z^3 - 209/60*z + 1
*
4/3 | 0.19707537197677724731509621179448239231 | 0.029247686533487183562777283618734883137
f(z) = 111/112*z^3 - 211/84*z + 1
*
12/23 | 0.24306917623730991763859571921081232272 | 0.028234169653038572976739569100281986713
f(z) = 115/108*z^3 - 203/92*z + 1
*
[ 1/3 ] 
f(z) = 108/101*z^3 - 214/101*z + 1
*
[ 1/3 ] 
f(z) = 108/103*z^3 - 218/103*z + 1
*
[ 3/2 ] 
f(z) = 112/111*z^3 - 215/111*z + 1
*
[ 1/3 ] 
f(z) = 117/100*z^3 - 213/100*z + 1
*
[ 1/3 ] 
f(z) = 117/101*z^3 - 215/101*z + 1
*
[ 1/3 ] 
f(z) = 117/103*z^3 - 219/103*z + 1
*
2/3 | 0.14315185811231319634670518980722356320 | 0.026608659739224636476147579905687428002
f(z) = 117/110*z^3 - 217/110*z + 1
*
[ -5/3 ] 
f(z) = 101/100*z^3 - 217/180*z + 1
*
[ 5/9 ] 
f(z) = 117/100*z^3 - 209/180*z + 1
*
[ 2/3 ] 
f(z) = 108/107*z^3 - 203/214*z + 1
*
[ 2/3 ] 
f(z) = 108/109*z^3 - 205/218*z + 1
*
[ 2/3 ] 
f(z) = 117/101*z^3 - 205/202*z + 1
*
[ 2/3 ] 
f(z) = 117/103*z^3 - 207/206*z + 1
*
[ 2/3 ] 
f(z) = 117/107*z^3 - 211/214*z + 1
*
[ 2/3 ] 
f(z) = 117/109*z^3 - 213/218*z + 1
*
[ 2/3 ] 
f(z) = 108/113*z^3 - 209/226*z + 1
*
[ 2/3 ] 
f(z) = 108/115*z^3 - 211/230*z + 1
*
[ 2/3 ] 
f(z) = 108/119*z^3 - 215/238*z + 1
*
[ 2/3 ] 
f(z) = 117/113*z^3 - 217/226*z + 1
*
[ 2/3 ] 
f(z) = 117/115*z^3 - 219/230*z + 1
*
[ 6 ] 
f(z) = 101/108*z^3 - 197/6*z + 1
*
[ -6 ] 
f(z) = 103/108*z^3 - 199/6*z + 1
*
[ 2 ] 
f(z) = 103/100*z^3 - 181/50*z + 1
*
[ 2 ] 
f(z) = 105/116*z^3 - 181/58*z + 1
*
[ 2 ] 
f(z) = 107/100*z^3 - 189/50*z + 1
*
[ 2 ] 
f(z) = 107/108*z^3 - 187/54*z + 1
*
[ 2 ] 
f(z) = 107/116*z^3 - 185/58*z + 1
*
[ 2 ] 
f(z) = 109/100*z^3 - 193/50*z + 1
*
[ 2 ] 
f(z) = 109/108*z^3 - 191/54*z + 1
*
[ 2 ] 
f(z) = 109/116*z^3 - 189/58*z + 1
*
[ 2 ] 
f(z) = 111/100*z^3 - 197/50*z + 1
*
[ 2 ] 
f(z) = 111/116*z^3 - 193/58*z + 1
*
[ 2 ] 
f(z) = 113/108*z^3 - 199/54*z + 1
*
[ 2 ] 
f(z) = 113/116*z^3 - 197/58*z + 1
*
[ 3/2 ] 
f(z) = 100/111*z^3 - 188/111*z + 1
*
[ 3/2 ] 
f(z) = 104/105*z^3 - 199/105*z + 1
*
[ 3/2 ] 
f(z) = 104/111*z^3 - 197/111*z + 1
*
-3/2 | 0.11141875365125125929511387910847950643 | 0.021213433606918851290106977628999785699
f(z) = 116/105*z^3 - 191/105*z + 1
*
[ 4/3 ] 
f(z) = 117/100*z^3 - 183/100*z + 1
*
[ 6/5 ] 
f(z) = 103/108*z^3 - 181/150*z + 1
*
[ 6/5 ] 
f(z) = 109/108*z^3 - 193/150*z + 1
*
0 | 0.16013179216715666146372125187566333015 | 0.026863219045074156826631296003500457221
f(z) = 111/110*z^3 - 194/165*z + 1
*
[ 10/17 ] 
f(z) = 119/100*z^3 - 189/170*z + 1
*
[ 3/5 ] 
f(z) = 110/117*z^3 - 196/195*z + 1
*
[ 3/5 ] 
f(z) = 115/117*z^3 - 199/195*z + 1
*
[ 3/4 ] 
f(z) = 104/105*z^3 - 187/210*z + 1
*
[ 2/3 ] 
f(z) = 108/101*z^3 - 197/202*z + 1
*
[ 2/3 ] 
f(z) = 108/103*z^3 - 199/206*z + 1
*
[ 12/17 ] 
f(z) = 119/108*z^3 - 197/204*z + 1
*
[ 3/4 ] 
f(z) = 104/111*z^3 - 191/222*z + 1
*
3/10 | 0.17650591262470729299092234177703182625 | 0.028258548765152116159370326389085761164
f(z) = 100/117*z^3 - 172/39*z + 1
*
[ 2 ] 
f(z) = 101/100*z^3 - 177/50*z + 1
*
[ 2 ] 
f(z) = 101/108*z^3 - 175/54*z + 1
*
[ 2 ] 
f(z) = 101/116*z^3 - 173/58*z + 1
*
[ 2 ] 
f(z) = 103/108*z^3 - 179/54*z + 1
*
[ 2 ] 
f(z) = 103/116*z^3 - 177/58*z + 1
*
[ -2 ] 
f(z) = 119/100*z^3 - 163/50*z + 1
*
[ 5/3 ] 
f(z) = 111/100*z^3 - 161/60*z + 1
*
-4/3 | 0.15945138860541572588856984009462800192 | 0.024470022104109364735089666602485356925
f(z) = 111/112*z^3 - 169/84*z + 1
*
[ 7/5 ] 
f(z) = 100/119*z^3 - 162/119*z + 1
*
-3/2 | 0.11141875365125125929511387910847950643 | 0.021847386638082369855735540016393327197
f(z) = 104/105*z^3 - 164/105*z + 1
*
[ 4/3 ] 
f(z) = 117/116*z^3 - 179/116*z + 1
*
[ 2/3 ] 
f(z) = 111/116*z^3 - 161/174*z + 1
*
[ 3/4 ] 
f(z) = 103/108*z^3 - 167/192*z + 1
*
[ 3/4 ] 
f(z) = 109/108*z^3 - 173/192*z + 1
*
[ 3/4 ] 
f(z) = 115/108*z^3 - 179/192*z + 1
*
3/5 | 0.21685009891587348308105395061474010176 | 0.026302086727043440200159359702755503914
f(z) = 115/108*z^3 - 141/20*z + 1
*
[ -2 ] 
f(z) = 109/100*z^3 - 143/50*z + 1
*
[ -2 ] 
f(z) = 111/100*z^3 - 147/50*z + 1
*
[ -2 ] 
f(z) = 113/100*z^3 - 151/50*z + 1
*
[ -2 ] 
f(z) = 113/108*z^3 - 145/54*z + 1
*
[ -2 ] 
f(z) = 115/108*z^3 - 149/54*z + 1
*
[ -2 ] 
f(z) = 115/116*z^3 - 143/58*z + 1
*
[ -2 ] 
f(z) = 117/100*z^3 - 159/50*z + 1
*
[ -2 ] 
f(z) = 117/116*z^3 - 147/58*z + 1
*
[ -2 ] 
f(z) = 119/108*z^3 - 157/54*z + 1
*
[ -2 ] 
f(z) = 119/116*z^3 - 151/58*z + 1
*
-5/3 | 0.18409584313250729579818715327694832707 | 0.027836858868849339116121919196517714984
f(z) = 111/100*z^3 - 149/60*z + 1
*
[ 3/2 ] 
f(z) = 118/117*z^3 - 151/78*z + 1
*
[ 10/7 ] 
f(z) = 119/100*z^3 - 149/70*z + 1
*
[ 1/2 ] 
f(z) = 100/119*z^3 - 144/119*z + 1
*
[ 1/2 ] 
f(z) = 104/115*z^3 - 141/115*z + 1
*
[ 1/2 ] 
f(z) = 104/119*z^3 - 145/119*z + 1
*
[ 1/2 ] 
f(z) = 108/115*z^3 - 142/115*z + 1
*
[ 1/2 ] 
f(z) = 108/119*z^3 - 146/119*z + 1
*
[ 1/2 ] 
f(z) = 112/113*z^3 - 141/113*z + 1
*
[ 5/4 ] 
f(z) = 112/115*z^3 - 152/115*z + 1
*
[ 1/2 ] 
f(z) = 112/115*z^3 - 143/115*z + 1
*
[ 1/2 ] 
f(z) = 112/117*z^3 - 145/117*z + 1
*
[ 1/2 ] 
f(z) = 116/113*z^3 - 142/113*z + 1
*
[ 1/2 ] 
f(z) = 116/115*z^3 - 144/115*z + 1
*
[ 1/2 ] 
f(z) = 116/117*z^3 - 146/117*z + 1
*
[ 1/2 ] 
f(z) = 116/119*z^3 - 148/119*z + 1
*
[ -5/3 ] 
f(z) = 117/110*z^3 - 149/110*z + 1
*
[ -5/3 ] 
f(z) = 117/115*z^3 - 141/115*z + 1
*
[ 2/3 ] 
f(z) = 111/100*z^3 - 149/150*z + 1
*
[ 5/7 ] 
f(z) = 119/100*z^3 - 141/140*z + 1
*
[ 2/3 ] 
f(z) = 105/116*z^3 - 157/174*z + 1
*
[ 10/3 ] 
f(z) = 117/100*z^3 - 123/10*z + 1
*
-2 | 0.089261001724413818664794067582365742900 | 0.014438656710689087947642511915171639623
f(z) = 107/112*z^3 - 121/28*z + 1
*
-2 | 0.087545416293606130284762575866203755173 | 0.014123693941333349761304395314187554253
f(z) = 109/112*z^3 - 123/28*z + 1
*
-2 | 0.090684735278055821914576624398701237100 | 0.014592188894594897793389881273553642946
f(z) = 111/112*z^3 - 125/28*z + 1
*
-2 | 0.092365092602687407954266394508435775824 | 0.014824711923118833188040849798702859048
f(z) = 113/112*z^3 - 127/28*z + 1
*
-2 | 0.093528866347082051628926595945210104148 | 0.014973946148977035167139096128319369663
f(z) = 115/112*z^3 - 129/28*z + 1
*
-2 | 0.094472643818319593341918228459261197166 | 0.015087881383741489173818013147631103370
f(z) = 117/112*z^3 - 131/28*z + 1
*
[ -2 ] 
f(z) = 101/100*z^3 - 127/50*z + 1
*
[ -2 ] 
f(z) = 101/108*z^3 - 121/54*z + 1
*
[ -2 ] 
f(z) = 103/100*z^3 - 131/50*z + 1
*
[ -2 ] 
f(z) = 103/108*z^3 - 125/54*z + 1
*
[ -2 ] 
f(z) = 105/116*z^3 - 123/58*z + 1
*
[ -2 ] 
f(z) = 107/100*z^3 - 139/50*z + 1
*
[ -2 ] 
f(z) = 107/108*z^3 - 133/54*z + 1
*
[ -2 ] 
f(z) = 107/116*z^3 - 127/58*z + 1
*
[ -2 ] 
f(z) = 109/108*z^3 - 137/54*z + 1
*
[ -2 ] 
f(z) = 109/116*z^3 - 131/58*z + 1
*
[ -2 ] 
f(z) = 111/116*z^3 - 135/58*z + 1
*
[ -2 ] 
f(z) = 113/116*z^3 - 139/58*z + 1
*
[ 3/2 ] 
f(z) = 106/117*z^3 - 133/78*z + 1
*
[ 3/2 ] 
f(z) = 110/117*z^3 - 139/78*z + 1
*
[ 4/3 ] 
f(z) = 111/112*z^3 - 127/84*z + 1
*
-10/9 | 0.21354062896335982420479868956409755880 | 0.029506547921263182594671736991895031102
f(z) = 117/100*z^3 - 139/90*z + 1
*
[ 10/9 ] 
f(z) = 117/100*z^3 - 121/90*z + 1
*
[ -12/7 ] 
f(z) = 119/108*z^3 - 139/84*z + 1
*
[ 1/2 ] 
f(z) = 100/101*z^3 - 126/101*z + 1
*
[ 1/2 ] 
f(z) = 100/103*z^3 - 128/103*z + 1
*
[ 1/2 ] 
f(z) = 100/107*z^3 - 132/107*z + 1
*
[ 1/2 ] 
f(z) = 100/109*z^3 - 134/109*z + 1
*
[ 1/2 ] 
f(z) = 100/111*z^3 - 136/111*z + 1
*
[ 1/2 ] 
f(z) = 100/113*z^3 - 138/113*z + 1
*
[ 1/2 ] 
f(z) = 104/101*z^3 - 127/101*z + 1
*
[ 1/2 ] 
f(z) = 104/103*z^3 - 129/103*z + 1
*
[ 1/2 ] 
f(z) = 104/105*z^3 - 131/105*z + 1
*
[ 1/2 ] 
f(z) = 104/107*z^3 - 133/107*z + 1
*
[ 1/2 ] 
f(z) = 104/109*z^3 - 135/109*z + 1
*
[ 1/2 ] 
f(z) = 104/111*z^3 - 137/111*z + 1
*
[ 1/2 ] 
f(z) = 104/113*z^3 - 139/113*z + 1
*
[ 1/2 ] 
f(z) = 108/101*z^3 - 128/101*z + 1
*
[ 1/2 ] 
f(z) = 108/103*z^3 - 130/103*z + 1
*
[ 1/2 ] 
f(z) = 108/107*z^3 - 134/107*z + 1
*
[ 1/2 ] 
f(z) = 108/109*z^3 - 136/109*z + 1
*
[ 1/2 ] 
f(z) = 108/113*z^3 - 140/113*z + 1
*
[ 7/6 ] 
f(z) = 108/119*z^3 - 130/119*z + 1
*
[ 1/2 ] 
f(z) = 112/101*z^3 - 129/101*z + 1
*
[ 1/2 ] 
f(z) = 112/103*z^3 - 131/103*z + 1
*
[ 1/2 ] 
f(z) = 112/107*z^3 - 135/107*z + 1
*
[ 1/2 ] 
f(z) = 112/109*z^3 - 137/109*z + 1
*
[ 1/2 ] 
f(z) = 112/111*z^3 - 139/111*z + 1
*
[ 1/2 ] 
f(z) = 116/101*z^3 - 130/101*z + 1
*
[ 1/2 ] 
f(z) = 116/103*z^3 - 132/103*z + 1
*
[ 1/2 ] 
f(z) = 116/105*z^3 - 134/105*z + 1
*
[ 1/2 ] 
f(z) = 116/107*z^3 - 136/107*z + 1
*
[ 1/2 ] 
f(z) = 116/109*z^3 - 138/109*z + 1
*
[ 1/2 ] 
f(z) = 116/111*z^3 - 140/111*z + 1
*
[ 10/13 ] 
f(z) = 117/100*z^3 - 129/130*z + 1
*
[ 3/4 ] 
f(z) = 100/117*z^3 - 127/156*z + 1
*
[ 4/5 ] 
f(z) = 115/112*z^3 - 127/140*z + 1
*
[ 3/4 ] 
f(z) = 116/117*z^3 - 139/156*z + 1
*
[ 3 ] 
f(z) = 109/108*z^3 - 101/12*z + 1
*
[ 3 ] 
f(z) = 115/108*z^3 - 107/12*z + 1
*
[ -10/3 ] 
f(z) = 117/100*z^3 - 117/10*z + 1
*
[ -3 ] 
f(z) = 119/108*z^3 - 103/12*z + 1
*
-2 | 0.087772079108192164857218096466730686254 | 0.014315582576952120891658506287837517647
f(z) = 101/112*z^3 - 115/28*z + 1
*
-2 | 0.087548907064526556525934030023209744056 | 0.014239141010559615357055473421272651403
f(z) = 103/112*z^3 - 117/28*z + 1
*
[ 12/5 ] 
f(z) = 115/108*z^3 - 111/20*z + 1
*
[ 2 ] 
f(z) = 115/112*z^3 - 101/28*z + 1
*
[ 2 ] 
f(z) = 117/112*z^3 - 103/28*z + 1
*
12/7 | 0.21917629197258315119533119528218047159 | 0.027504766821848162036586423315553628668
f(z) = 119/108*z^3 - 107/28*z + 1
*
[ -2 ] 
f(z) = 101/116*z^3 - 115/58*z + 1
*
[ -2 ] 
f(z) = 103/116*z^3 - 119/58*z + 1
*
[ 3/2 ] 
f(z) = 119/108*z^3 - 103/48*z + 1
*
[ 2/5 ] 
f(z) = 105/104*z^3 - 108/65*z + 1
*
[ 2/5 ] 
f(z) = 115/104*z^3 - 109/65*z + 1
*
[ 12/23 ] 
f(z) = 115/108*z^3 - 111/92*z + 1
*
[ 3/5 ] 
f(z) = 100/111*z^3 - 110/111*z + 1
*
[ 2/3 ] 
f(z) = 101/104*z^3 - 109/117*z + 1
*
[ 2/3 ] 
f(z) = 103/104*z^3 - 110/117*z + 1
*
[ 3/5 ] 
f(z) = 103/108*z^3 - 101/100*z + 1
*
[ 2/3 ] 
f(z) = 107/104*z^3 - 112/117*z + 1
*
[ -5/3 ] 
f(z) = 108/115*z^3 - 116/115*z + 1
*
[ 2/3 ] 
f(z) = 109/104*z^3 - 113/117*z + 1
*
[ 3/5 ] 
f(z) = 109/108*z^3 - 103/100*z + 1
*
[ 2/3 ] 
f(z) = 113/104*z^3 - 115/117*z + 1
*
[ 2/3 ] 
f(z) = 115/104*z^3 - 116/117*z + 1
*
[ 2/3 ] 
f(z) = 117/106*z^3 - 105/106*z + 1
*
[ 2/3 ] 
f(z) = 117/110*z^3 - 107/110*z + 1
*
[ 2/3 ] 
f(z) = 117/118*z^3 - 111/118*z + 1
*
[ 2/3 ] 
f(z) = 119/104*z^3 - 118/117*z + 1
*
[ -3 ] 
f(z) = 101/108*z^3 - 85/12*z + 1
*
[ 3 ] 
f(z) = 103/108*z^3 - 95/12*z + 1
*
[ -3 ] 
f(z) = 107/108*z^3 - 91/12*z + 1
*
[ -3 ] 
f(z) = 113/108*z^3 - 97/12*z + 1
*
[ 3/10 ] 
f(z) = 100/117*z^3 - 94/39*z + 1
*
[ 2 ] 
f(z) = 101/112*z^3 - 87/28*z + 1
*
[ 2 ] 
f(z) = 103/112*z^3 - 89/28*z + 1
*
[ 2 ] 
f(z) = 107/112*z^3 - 93/28*z + 1
*
[ 2 ] 
f(z) = 109/112*z^3 - 95/28*z + 1
*
[ 2 ] 
f(z) = 111/112*z^3 - 97/28*z + 1
*
[ 2 ] 
f(z) = 113/112*z^3 - 99/28*z + 1
*
[ 3/2 ] 
f(z) = 101/108*z^3 - 85/48*z + 1
*
[ 3/2 ] 
f(z) = 107/108*z^3 - 91/48*z + 1
*
[ 3/2 ] 
f(z) = 113/108*z^3 - 97/48*z + 1
*
[ 6/5 ] 
f(z) = 100/117*z^3 - 83/78*z + 1
*
[ -5/3 ] 
f(z) = 111/100*z^3 - 89/60*z + 1
*
[ 6/7 ] 
f(z) = 103/108*z^3 - 85/98*z + 1
*
[ 6/7 ] 
f(z) = 109/108*z^3 - 89/98*z + 1
*
[ 6/7 ] 
f(z) = 115/108*z^3 - 93/98*z + 1
*
[ 5/6 ] 
f(z) = 117/100*z^3 - 81/80*z + 1
*
[ 9/10 ] 
f(z) = 100/117*z^3 - 94/117*z + 1
*
[ 5/6 ] 
f(z) = 108/115*z^3 - 98/115*z + 1
*
[ 3/4 ] 
f(z) = 112/111*z^3 - 100/111*z + 1
*
[ -6 ] 
f(z) = 101/108*z^3 - 65/2*z + 1
*
[ 6 ] 
f(z) = 103/108*z^3 - 67/2*z + 1
*
[ -6 ] 
f(z) = 107/108*z^3 - 69/2*z + 1
*
-2 | 0.093265227547359089587266433972968735045 | 0.015066312688877491444865213006908472407
f(z) = 109/104*z^3 - 61/13*z + 1
*
[ 6 ] 
f(z) = 109/108*z^3 - 71/2*z + 1
*
-2 | 0.094117247594371185723116161664355310133 | 0.015164117656099434957543865699108857117
f(z) = 111/104*z^3 - 62/13*z + 1
*
-2 | 0.094875444020674949078404526847398840945 | 0.015246971661478845502916064750115384032
f(z) = 113/104*z^3 - 63/13*z + 1
*
[ -6 ] 
f(z) = 113/108*z^3 - 73/2*z + 1
*
-2 | 0.095564773249291377746808137413516710277 | 0.015318980494492326737928346633601654042
f(z) = 115/104*z^3 - 64/13*z + 1
*
[ 6 ] 
f(z) = 115/108*z^3 - 75/2*z + 1
*
-2 | 0.096793741066937306956140631467520516822 | 0.015439823650261961427287773061571534629
f(z) = 119/104*z^3 - 66/13*z + 1
*
[ -6 ] 
f(z) = 119/108*z^3 - 77/2*z + 1
*
[ 3/2 ] 
f(z) = 100/117*z^3 - 62/39*z + 1
*
[ -2 ] 
f(z) = 103/112*z^3 - 61/28*z + 1
*
[ -2 ] 
f(z) = 107/112*z^3 - 65/28*z + 1
*
[ -2 ] 
f(z) = 109/112*z^3 - 67/28*z + 1
*
[ -2 ] 
f(z) = 111/112*z^3 - 69/28*z + 1
*
[ 3/2 ] 
f(z) = 112/117*z^3 - 71/39*z + 1
*
[ -2 ] 
f(z) = 113/112*z^3 - 71/28*z + 1
*
[ -2 ] 
f(z) = 115/112*z^3 - 73/28*z + 1
*
[ 3/2 ] 
f(z) = 116/117*z^3 - 74/39*z + 1
*
[ -2 ] 
f(z) = 117/112*z^3 - 75/28*z + 1
*
[ 12/7 ] 
f(z) = 119/108*z^3 - 79/28*z + 1
*
[ 6/17 ] 
f(z) = 119/108*z^3 - 67/34*z + 1
*
[ 6/5 ] 
f(z) = 107/108*z^3 - 63/50*z + 1
*
[ 6/5 ] 
f(z) = 113/108*z^3 - 67/50*z + 1
*
[ 6/5 ] 
f(z) = 119/108*z^3 - 71/50*z + 1
*
[ 3/4 ] 
f(z) = 119/108*z^3 - 61/64*z + 1
*
[ 2/3 ] 
f(z) = 111/112*z^3 - 79/84*z + 1
*
-2 | 0.086069529351819319492063869208808569181 | 0.014057922488380356684083842857833234509
f(z) = 101/104*z^3 - 57/13*z + 1
*
[ 2 ] 
f(z) = 101/104*z^3 - 44/13*z + 1
*
-2 | 0.089224256161248139804614990987525273342 | 0.014531911048538591222279919032982098864
f(z) = 103/104*z^3 - 58/13*z + 1
*
[ 2 ] 
f(z) = 103/104*z^3 - 45/13*z + 1
*
-2 | 0.091043701769910059033753495982072839200 | 0.014787073657886036867099159028694812487
f(z) = 105/104*z^3 - 59/13*z + 1
*
[ 2 ] 
f(z) = 105/104*z^3 - 46/13*z + 1
*
-2 | 0.092274155316147952410557370184184786332 | 0.014946121190986700189027143072040449385
f(z) = 107/104*z^3 - 60/13*z + 1
*
[ 2 ] 
f(z) = 107/104*z^3 - 47/13*z + 1
*
[ 2 ] 
f(z) = 109/104*z^3 - 48/13*z + 1
*
[ 2 ] 
f(z) = 111/104*z^3 - 49/13*z + 1
*
[ 2 ] 
f(z) = 113/104*z^3 - 50/13*z + 1
*
[ 2 ] 
f(z) = 115/104*z^3 - 51/13*z + 1
*
[ 2 ] 
f(z) = 119/104*z^3 - 53/13*z + 1
*
[ -2 ] 
f(z) = 101/112*z^3 - 59/28*z + 1
*
[ 6/5 ] 
f(z) = 115/108*z^3 - 41/30*z + 1
*
[ 5/3 ] 
f(z) = 117/100*z^3 - 57/20*z + 1
*
-4/3 | 0.10810742367066928901212440196731079857 | 0.019786008707521436589129465530767282855
f(z) = 117/112*z^3 - 59/28*z + 1
*
[ 4/3 ] 
f(z) = 117/112*z^3 - 45/28*z + 1
*
[ 3/7 ] 
f(z) = 119/108*z^3 - 43/28*z + 1
*
[ 6/5 ] 
f(z) = 101/108*z^3 - 59/50*z + 1
*
[ 2/3 ] 
f(z) = 117/100*z^3 - 51/50*z + 1
*
[ 2/3 ] 
f(z) = 117/116*z^3 - 55/58*z + 1
*
[ 6/7 ] 
f(z) = 119/108*z^3 - 41/42*z + 1
*
[ 3/4 ] 
f(z) = 101/108*z^3 - 55/64*z + 1
*
[ 3/4 ] 
f(z) = 107/108*z^3 - 57/64*z + 1
*
[ 3/4 ] 
f(z) = 113/108*z^3 - 59/64*z + 1
*
[ -2 ] 
f(z) = 101/104*z^3 - 31/13*z + 1
*
[ 3 ] 
f(z) = 101/108*z^3 - 31/4*z + 1
*
[ -2 ] 
f(z) = 103/104*z^3 - 32/13*z + 1
*
[ -3 ] 
f(z) = 103/108*z^3 - 29/4*z + 1
*
[ 3/2 ] 
f(z) = 103/108*z^3 - 29/16*z + 1
*
[ -2 ] 
f(z) = 105/104*z^3 - 33/13*z + 1
*
[ -2 ] 
f(z) = 107/104*z^3 - 34/13*z + 1
*
[ 3 ] 
f(z) = 107/108*z^3 - 33/4*z + 1
*
[ -2 ] 
f(z) = 109/104*z^3 - 35/13*z + 1
*
[ -3 ] 
f(z) = 109/108*z^3 - 31/4*z + 1
*
[ 3/2 ] 
f(z) = 109/108*z^3 - 31/16*z + 1
*
[ -2 ] 
f(z) = 111/104*z^3 - 36/13*z + 1
*
[ -2 ] 
f(z) = 113/104*z^3 - 37/13*z + 1
*
[ 3 ] 
f(z) = 113/108*z^3 - 35/4*z + 1
*
[ -2 ] 
f(z) = 115/104*z^3 - 38/13*z + 1
*
[ -3 ] 
f(z) = 115/108*z^3 - 33/4*z + 1
*
[ 3/2 ] 
f(z) = 115/108*z^3 - 33/16*z + 1
*
[ -2 ] 
f(z) = 119/104*z^3 - 40/13*z + 1
*
[ 3 ] 
f(z) = 119/108*z^3 - 37/4*z + 1
*
[ 3/5 ] 
f(z) = 100/117*z^3 - 38/39*z + 1
*
[ 2/3 ] 
f(z) = 105/104*z^3 - 37/39*z + 1
*
[ 2/3 ] 
f(z) = 111/104*z^3 - 38/39*z + 1
*
[ 3/4 ] 
f(z) = 112/117*z^3 - 34/39*z + 1
*
[ 3/5 ] 
f(z) = 115/108*z^3 - 21/20*z + 1
*
[ -5/3 ] 
f(z) = 117/100*z^3 - 33/20*z + 1
*
[ 2/3 ] 
f(z) = 117/112*z^3 - 27/28*z + 1
*
[ 15/2 ] 
f(z) = 106/125*z^3 - 281/6*z + 1
*
[ 11/2 ] 
f(z) = 108/121*z^3 - 288/11*z + 1
*
[ -11/2 ] 
f(z) = 108/121*z^3 - 284/11*z + 1
*
[ 11/2 ] 
f(z) = 112/121*z^3 - 299/11*z + 1
*
[ -11/2 ] 
f(z) = 112/121*z^3 - 295/11*z + 1
*
[ -6 ] 
f(z) = 112/135*z^3 - 287/10*z + 1
*
[ 6 ] 
f(z) = 113/135*z^3 - 293/10*z + 1
*
[ -15/4 ] 
f(z) = 104/135*z^3 - 287/30*z + 1
*
[ 3/28 ] 
f(z) = 112/135*z^3 - 292/35*z + 1
*
33/8 | 0.26441935765322889420225947268401240852 | 0.029503635555525419810378610695788452852
f(z) = 112/135*z^3 - 289/20*z + 1
*
[ 10/3 ] 
f(z) = 114/125*z^3 - 283/30*z + 1
*
[ 3 ] 
f(z) = 103/126*z^3 - 281/42*z + 1
*
[ 3 ] 
f(z) = 107/126*z^3 - 293/42*z + 1
*
[ 3 ] 
f(z) = 109/126*z^3 - 299/42*z + 1
*
[ -3 ] 
f(z) = 113/126*z^3 - 283/42*z + 1
*
[ -3 ] 
f(z) = 115/126*z^3 - 289/42*z + 1
*
[ 11/4 ] 
f(z) = 116/121*z^3 - 291/44*z + 1
*
-30/13 | 0.22521758759624373666772321991493924583 | 0.021431972234053187906103120800004232651
f(z) = 117/125*z^3 - 293/52*z + 1
*
5/6 | 0.13927375750958786129459934687953937283 | 0.015674621917050246538148003174148455202
f(z) = 111/125*z^3 - 289/60*z + 1
*
15/14 | 0.23942432640441285434688117102477911079 | 0.026946108593898216784916455454145856206
f(z) = 112/125*z^3 - 289/70*z + 1
*
[ 35/18 ] 
f(z) = 108/125*z^3 - 292/105*z + 1
*
3/2 | 0.19236036370555232918790744985962392163 | 0.024387741916083505103965685865127106912
f(z) = 112/135*z^3 - 296/105*z + 1
*
10/7 | 0.16264702905622839275509165996018394920 | 0.021026233650331866401137820423784947144
f(z) = 119/120*z^3 - 286/105*z + 1
*
[ 3/10 ] 
f(z) = 100/123*z^3 - 296/123*z + 1
*
[ 19/10 ] 
f(z) = 100/133*z^3 - 298/133*z + 1
*
-3/8 | 0.12921107943075568936704497786068455986 | 0.016402763041401478918155949446642698534
f(z) = 104/135*z^3 - 293/120*z + 1
*
-3/13 | 0.17230354457750288807758627061166154980 | 0.019240357937482206962271846088590509736
f(z) = 104/135*z^3 - 287/130*z + 1
*
[ 1/3 ] 
f(z) = 108/137*z^3 - 286/137*z + 1
*
[ 1/3 ] 
f(z) = 108/139*z^3 - 290/139*z + 1
*
[ 5/16 ] 
f(z) = 114/125*z^3 - 293/128*z + 1
*
[ -2 ] 
f(z) = 117/122*z^3 - 285/122*z + 1
*
[ 1/3 ] 
f(z) = 117/134*z^3 - 281/134*z + 1
*
[ 1/3 ] 
f(z) = 117/136*z^3 - 285/136*z + 1
*
[ 1/3 ] 
f(z) = 117/137*z^3 - 287/137*z + 1
*
[ 1/3 ] 
f(z) = 117/139*z^3 - 291/139*z + 1
*
[ -2 ] 
f(z) = 119/122*z^3 - 293/122*z + 1
*
[ -2 ] 
f(z) = 119/130*z^3 - 281/130*z + 1
*
[ 5/13 ] 
f(z) = 103/125*z^3 - 291/169*z + 1
*
[ 8/21 ] 
f(z) = 105/128*z^3 - 293/168*z + 1
*
[ 5/13 ] 
f(z) = 108/125*z^3 - 292/169*z + 1
*
[ 5/13 ] 
f(z) = 113/125*z^3 - 293/169*z + 1
*
[ 3/2 ] 
f(z) = 113/126*z^3 - 283/168*z + 1
*
[ 3/2 ] 
f(z) = 115/126*z^3 - 289/168*z + 1
*
[ 5/13 ] 
f(z) = 118/125*z^3 - 294/169*z + 1
*
[ 22/15 ] 
f(z) = 100/121*z^3 - 289/198*z + 1
*
[ 5/12 ] 
f(z) = 116/125*z^3 - 281/180*z + 1
*
[ 1/2 ] 
f(z) = 102/121*z^3 - 293/242*z + 1
*
[ 1/2 ] 
f(z) = 106/121*z^3 - 295/242*z + 1
*
[ 1/2 ] 
f(z) = 106/123*z^3 - 299/246*z + 1
*
[ 1/2 ] 
f(z) = 114/121*z^3 - 299/242*z + 1
*
[ 11/10 ] 
f(z) = 112/121*z^3 - 283/275*z + 1
*
[ 11/10 ] 
f(z) = 116/121*z^3 - 294/275*z + 1
*
[ 40/37 ] 
f(z) = 111/125*z^3 - 285/296*z + 1
*
[ 15/14 ] 
f(z) = 118/125*z^3 - 299/294*z + 1
*
[ 11/2 ] 
f(z) = 100/121*z^3 - 266/11*z + 1
*
[ -11/2 ] 
f(z) = 100/121*z^3 - 262/11*z + 1
*
[ 6 ] 
f(z) = 101/135*z^3 - 261/10*z + 1
*
[ -6 ] 
f(z) = 103/135*z^3 - 263/10*z + 1
*
[ 11/2 ] 
f(z) = 104/121*z^3 - 277/11*z + 1
*
[ -11/2 ] 
f(z) = 104/121*z^3 - 273/11*z + 1
*
[ 6 ] 
f(z) = 104/135*z^3 - 269/10*z + 1
*
[ -6 ] 
f(z) = 106/135*z^3 - 271/10*z + 1
*
[ 6 ] 
f(z) = 107/135*z^3 - 277/10*z + 1
*
[ -6 ] 
f(z) = 109/135*z^3 - 279/10*z + 1
*
[ 33/10 ] 
f(z) = 100/121*z^3 - 274/33*z + 1
*
5/12 | 0.20578921035285134226148060186123308207 | 0.019688355215591701605528998308538741550
f(z) = 102/125*z^3 - 277/24*z + 1
*
[ 3 ] 
f(z) = 101/126*z^3 - 275/42*z + 1
*
[ -3 ] 
f(z) = 107/126*z^3 - 265/42*z + 1
*
[ 11/4 ] 
f(z) = 108/121*z^3 - 269/44*z + 1
*
[ -3 ] 
f(z) = 109/126*z^3 - 271/42*z + 1
*
-2 | 0.090169623265079933330315382435243043892 | 0.014409461991826569718161727634557296494
f(z) = 115/124*z^3 - 261/62*z + 1
*
-2 | 0.070099497240766765597183137791675500529 | 0.011188527871293808477474248320181593691
f(z) = 115/132*z^3 - 263/66*z + 1
*
-2 | 0.091107098689137731607175211738377834694 | 0.014523973384790004459039575613927529618
f(z) = 117/124*z^3 - 265/62*z + 1
*
[ -30/13 ] 
f(z) = 117/125*z^3 - 277/78*z + 1
*
-2 | 0.091000705301142555499879200025595943183 | 0.014472447881970350646127607349566240241
f(z) = 119/124*z^3 - 269/62*z + 1
*
-2 | 0.070491142081807788668452477636564568134 | 0.011197484278771917321750143114875976515
f(z) = 119/132*z^3 - 271/66*z + 1
*
[ 11/6 ] 
f(z) = 112/121*z^3 - 263/99*z + 1
*
[ 5/19 ] 
f(z) = 114/125*z^3 - 272/95*z + 1
*
[ 15/8 ] 
f(z) = 114/125*z^3 - 263/96*z + 1
*
[ 11/6 ] 
f(z) = 116/121*z^3 - 274/99*z + 1
*
-35/18 | 0.22005002718797170644778087379775202426 | 0.024915073510012763636046231628981942031
f(z) = 108/125*z^3 - 274/105*z + 1
*
[ -15/7 ] 
f(z) = 112/125*z^3 - 278/105*z + 1
*
5/6 | 0.30081451396214482099421782212371496429 | 0.028799623814931062134642065939727784482
f(z) = 114/125*z^3 - 275/114*z + 1
*
[ 2/7 ] 
f(z) = 119/120*z^3 - 271/105*z + 1
*
[ -15/7 ] 
f(z) = 119/135*z^3 - 271/105*z + 1
*
3/7 | 0.20344347593359752806097166502053810503 | 0.026198141283529716828966261684497769767
f(z) = 119/135*z^3 - 262/105*z + 1
*
[ 15/8 ] 
f(z) = 104/135*z^3 - 269/120*z + 1
*
-4/15 | 0.19379209399260077100922196396865526718 | 0.023079812095571206977473102414665680336
f(z) = 105/128*z^3 - 277/120*z + 1
*
[ 1/3 ] 
f(z) = 108/125*z^3 - 262/125*z + 1
*
[ 1/3 ] 
f(z) = 108/127*z^3 - 266/127*z + 1
*
[ 1/3 ] 
f(z) = 108/131*z^3 - 274/131*z + 1
*
[ 1/3 ] 
f(z) = 108/133*z^3 - 278/133*z + 1
*
[ -2 ] 
f(z) = 111/122*z^3 - 261/122*z + 1
*
[ -2 ] 
f(z) = 113/122*z^3 - 269/122*z + 1
*
[ -2 ] 
f(z) = 113/126*z^3 - 263/126*z + 1
*
[ -2 ] 
f(z) = 115/122*z^3 - 277/122*z + 1
*
[ -2 ] 
f(z) = 115/126*z^3 - 271/126*z + 1
*
[ 1/3 ] 
f(z) = 117/124*z^3 - 261/124*z + 1
*
[ 1/3 ] 
f(z) = 117/125*z^3 - 263/125*z + 1
*
[ 1/3 ] 
f(z) = 117/127*z^3 - 267/127*z + 1
*
[ 1/3 ] 
f(z) = 117/128*z^3 - 269/128*z + 1
*
[ 1/3 ] 
f(z) = 117/131*z^3 - 275/131*z + 1
*
[ 1/3 ] 
f(z) = 117/133*z^3 - 279/133*z + 1
*
[ -2 ] 
f(z) = 117/134*z^3 - 267/134*z + 1
*
[ -2 ] 
f(z) = 119/134*z^3 - 275/134*z + 1
*
[ -2 ] 
f(z) = 119/138*z^3 - 269/138*z + 1
*
-10/7 | 0.24886357234644485697754193918223719222 | 0.028308807545111677822612517849376906277
f(z) = 112/125*z^3 - 263/140*z + 1
*
[ 5/14 ] 
f(z) = 119/125*z^3 - 269/140*z + 1
*
[ 2/5 ] 
f(z) = 105/128*z^3 - 261/160*z + 1
*
[ 3/2 ] 
f(z) = 107/126*z^3 - 265/168*z + 1
*
[ 3/2 ] 
f(z) = 109/126*z^3 - 271/168*z + 1
*
[ 2/5 ] 
f(z) = 115/128*z^3 - 263/160*z + 1
*
[ 11/8 ] 
f(z) = 116/121*z^3 - 271/176*z + 1
*
[ -11/6 ] 
f(z) = 106/121*z^3 - 277/198*z + 1
*
-3/7 | 0.21430274984925993588623115254015972445 | 0.027400091642824348813987112545784687057
f(z) = 112/135*z^3 - 277/210*z + 1
*
[ 11/21 ] 
f(z) = 105/121*z^3 - 265/231*z + 1
*
[ 33/28 ] 
f(z) = 112/121*z^3 - 262/231*z + 1
*
[ 6/5 ] 
f(z) = 115/136*z^3 - 268/255*z + 1
*
[ 6/5 ] 
f(z) = 118/135*z^3 - 273/250*z + 1
*
[ 10/17 ] 
f(z) = 119/120*z^3 - 266/255*z + 1
*
[ 11/10 ] 
f(z) = 104/121*z^3 - 261/275*z + 1
*
[ 5/4 ] 
f(z) = 104/135*z^3 - 271/270*z + 1
*
[ 11/10 ] 
f(z) = 108/121*z^3 - 272/275*z + 1
*
[ 10/9 ] 
f(z) = 111/125*z^3 - 269/270*z + 1
*
[ 10/9 ] 
f(z) = 114/125*z^3 - 277/270*z + 1
*
[ 2/3 ] 
f(z) = 119/128*z^3 - 263/288*z + 1
*
[ -33/10 ] 
f(z) = 100/121*z^3 - 254/33*z + 1
*
[ 10/3 ] 
f(z) = 102/125*z^3 - 251/30*z + 1
*
[ -15/4 ] 
f(z) = 102/125*z^3 - 245/24*z + 1
*
[ -35/9 ] 
f(z) = 108/125*z^3 - 248/21*z + 1
*
[ 55/18 ] 
f(z) = 108/125*z^3 - 244/33*z + 1
*
[ -10/3 ] 
f(z) = 111/125*z^3 - 257/30*z + 1
*
20/7 | 0.19459272737363767123099262344823068018 | 0.022346910189726628931797663119190890989
f(z) = 112/125*z^3 - 242/35*z + 1
*
[ 11/4 ] 
f(z) = 100/121*z^3 - 247/44*z + 1
*
[ -3 ] 
f(z) = 101/126*z^3 - 247/42*z + 1
*
[ -3 ] 
f(z) = 103/126*z^3 - 253/42*z + 1
*
[ -11/4 ] 
f(z) = 116/121*z^3 - 259/44*z + 1
*
-2 | 0.089838462410803893695167236005381623730 | 0.014541805615638832872980118506674430407
f(z) = 105/124*z^3 - 241/62*z + 1
*
-2 | 0.089325453865893329975562351589556070251 | 0.014420343556165537944523672913332026561
f(z) = 107/124*z^3 - 245/62*z + 1
*
-2 | 0.071202818303777205630561857272535549281 | 0.011479630887475968423737875991930048510
f(z) = 107/132*z^3 - 247/66*z + 1
*
[ -22/9 ] 
f(z) = 108/121*z^3 - 259/66*z + 1
*
-2 | 0.089264731325262016032597523674991432314 | 0.014372963999966098676766067104558569482
f(z) = 109/124*z^3 - 249/62*z + 1
*
-2 | 0.070174459483895280571873877591548396224 | 0.011284607167726037270973873775509365287
f(z) = 109/132*z^3 - 251/66*z + 1
*
-2 | 0.089870973686526572894663740578433981911 | 0.014433541222011460238186678884990492691
f(z) = 111/124*z^3 - 253/62*z + 1
*
-2 | 0.089470548374513961525795907778830464869 | 0.014333122121672465435376932677664428482
f(z) = 113/124*z^3 - 257/62*z + 1
*
-2 | 0.070299675332166626707225597364741171375 | 0.011247992609127836794498031625180909885
f(z) = 113/132*z^3 - 259/66*z + 1
*
[ 11/6 ] 
f(z) = 104/121*z^3 - 241/99*z + 1
*
15/13 | 0.28260486561497067186793284676867627540 | 0.027273977979318486687202802570696536013
f(z) = 104/125*z^3 - 253/104*z + 1
*
-5/27 | 0.23182798839786333466257195838423823727 | 0.022339720524131889209084119528122163157
f(z) = 108/125*z^3 - 257/108*z + 1
*
[ 4/13 ] 
f(z) = 117/128*z^3 - 243/104*z + 1
*
-10/7 | 0.077860916754054701207262189759002065519 | 0.010276485017541194146389445027081829508
f(z) = 119/120*z^3 - 244/105*z + 1
*
[ 33/20 ] 
f(z) = 100/121*z^3 - 245/132*z + 1
*
5/4 | 0.23191113404202117425710323955530701358 | 0.026619926992392604729317222204677392587
f(z) = 104/125*z^3 - 243/130*z + 1
*
3/2 | 0.17230327806723221247089511194115614933 | 0.019480494497089262547187070713814939183
f(z) = 104/135*z^3 - 257/130*z + 1
*
-4/3 | 0.22287705255114883060304718885103827071 | 0.026833329788520226708555723351423231166
f(z) = 105/128*z^3 - 253/120*z + 1
*
[ -2 ] 
f(z) = 107/122*z^3 - 245/122*z + 1
*
[ 1/3 ] 
f(z) = 108/121*z^3 - 254/121*z + 1
*
[ -2 ] 
f(z) = 109/122*z^3 - 253/122*z + 1
*
[ -2 ] 
f(z) = 109/126*z^3 - 247/126*z + 1
*
[ -2 ] 
f(z) = 109/130*z^3 - 241/130*z + 1
*
[ -2 ] 
f(z) = 111/130*z^3 - 249/130*z + 1
*
[ -2 ] 
f(z) = 111/134*z^3 - 243/134*z + 1
*
[ -2 ] 
f(z) = 113/130*z^3 - 257/130*z + 1
*
[ -2 ] 
f(z) = 113/134*z^3 - 251/134*z + 1
*
[ -2 ] 
f(z) = 113/138*z^3 - 245/138*z + 1
*
[ -2 ] 
f(z) = 115/134*z^3 - 259/134*z + 1
*
[ 1/3 ] 
f(z) = 117/121*z^3 - 255/121*z + 1
*
[ 1/3 ] 
f(z) = 117/122*z^3 - 257/122*z + 1
*
[ 3/2 ] 
f(z) = 101/126*z^3 - 247/168*z + 1
*
[ 3/2 ] 
f(z) = 103/126*z^3 - 253/168*z + 1
*
4/3 | 0.22857625661952764715488582528362644909 | 0.027545807305786264098479291957179151134
f(z) = 105/128*z^3 - 251/168*z + 1
*
[ 11/8 ] 
f(z) = 108/121*z^3 - 249/176*z + 1
*
[ 11/24 ] 
f(z) = 108/121*z^3 - 241/176*z + 1
*
[ -15/8 ] 
f(z) = 101/125*z^3 - 251/192*z + 1
*
[ 4/3 ] 
f(z) = 111/136*z^3 - 245/204*z + 1
*
[ 6/5 ] 
f(z) = 115/126*z^3 - 241/210*z + 1
*
[ 16/13 ] 
f(z) = 117/128*z^3 - 249/208*z + 1
*
[ 6/5 ] 
f(z) = 100/123*z^3 - 247/246*z + 1
*
[ 6/5 ] 
f(z) = 100/129*z^3 - 245/258*z + 1
*
[ 6/5 ] 
f(z) = 105/136*z^3 - 241/255*z + 1
*
[ 6/5 ] 
f(z) = 106/135*z^3 - 241/250*z + 1
*
[ 6/5 ] 
f(z) = 109/135*z^3 - 249/250*z + 1
*
[ 6/5 ] 
f(z) = 112/135*z^3 - 257/250*z + 1
*
[ 11/15 ] 
f(z) = 117/121*z^3 - 243/275*z + 1
*
[ 2/3 ] 
f(z) = 117/137*z^3 - 241/274*z + 1
*
[ 2/3 ] 
f(z) = 117/139*z^3 - 243/278*z + 1
*
[ 16/17 ] 
f(z) = 119/128*z^3 - 241/272*z + 1
*
[ 2/3 ] 
f(z) = 101/128*z^3 - 245/288*z + 1
*
[ 2/3 ] 
f(z) = 103/128*z^3 - 247/288*z + 1
*
[ -22/13 ] 
f(z) = 104/121*z^3 - 249/286*z + 1
*
[ 2/3 ] 
f(z) = 107/128*z^3 - 251/288*z + 1
*
[ 2/3 ] 
f(z) = 109/128*z^3 - 253/288*z + 1
*
[ 2/3 ] 
f(z) = 113/128*z^3 - 257/288*z + 1
*
[ 2/3 ] 
f(z) = 115/128*z^3 - 259/288*z + 1
*
[ 30/29 ] 
f(z) = 116/135*z^3 - 257/290*z + 1
*
[ 15/2 ] 
f(z) = 112/135*z^3 - 229/5*z + 1
*
[ -15/2 ] 
f(z) = 116/135*z^3 - 236/5*z + 1
*
[ -10/3 ] 
f(z) = 102/125*z^3 - 233/30*z + 1
*
5/12 | 0.12327471496267070864039807896747328788 | 0.014232829595137371864987783581669939203
f(z) = 108/125*z^3 - 231/20*z + 1
*
[ 15/4 ] 
f(z) = 116/135*z^3 - 227/20*z + 1
*
[ -11/4 ] 
f(z) = 108/121*z^3 - 237/44*z + 1
*
[ 11/5 ] 
f(z) = 115/121*z^3 - 223/55*z + 1
*
-2 | 0.089835707491185920914851880650741217351 | 0.014621255417841892061619396121637150738
f(z) = 101/124*z^3 - 233/62*z + 1
*
-2 | 0.073084425353606975293817270080749620996 | 0.011878368357610200675268565016051601300
f(z) = 101/132*z^3 - 235/66*z + 1
*
-2 | 0.089284172575990248381824323308478027268 | 0.014491343646495945600787330521975077919
f(z) = 103/124*z^3 - 237/62*z + 1
*
-2 | 0.072721157395414308329122926142755465762 | 0.011786992818272593776509603031625286015
f(z) = 103/132*z^3 - 239/66*z + 1
*
3/2 | 0.17156842401021529385883097550146435320 | 0.022509117559031781848064308536794368576
f(z) = 112/135*z^3 - 227/60*z + 1
*
[ 11/6 ] 
f(z) = 100/121*z^3 - 230/99*z + 1
*
[ -9/4 ] 
f(z) = 104/135*z^3 - 221/90*z + 1
*
[ 15/56 ] 
f(z) = 112/125*z^3 - 235/84*z + 1
*
[ -25/12 ] 
f(z) = 108/125*z^3 - 227/100*z + 1
*
-57/28 | 0.19894454121489572896486209767265377671 | 0.026192810703513385326017167823626009959
f(z) = 112/135*z^3 - 221/105*z + 1
*
5/4 | 0.27648651219096157216093988097536188276 | 0.026989001852698886800588173568983242876
f(z) = 116/125*z^3 - 225/116*z + 1
*
[ -2 ] 
f(z) = 101/122*z^3 - 221/122*z + 1
*
[ -2 ] 
f(z) = 103/122*z^3 - 229/122*z + 1
*
[ -2 ] 
f(z) = 103/126*z^3 - 223/126*z + 1
*
[ -2 ] 
f(z) = 105/122*z^3 - 237/122*z + 1
*
[ -2 ] 
f(z) = 107/126*z^3 - 239/126*z + 1
*
[ -2 ] 
f(z) = 107/130*z^3 - 233/130*z + 1
*
[ -2 ] 
f(z) = 107/134*z^3 - 227/134*z + 1
*
[ -2 ] 
f(z) = 107/138*z^3 - 221/138*z + 1
*
[ -2 ] 
f(z) = 109/134*z^3 - 235/134*z + 1
*
[ -2 ] 
f(z) = 109/138*z^3 - 229/138*z + 1
*
[ 5/12 ] 
f(z) = 107/125*z^3 - 223/144*z + 1
*
33/56 | 0.21415552558681860729409316952951531593 | 0.024556903917966153490636197349633194706
f(z) = 112/135*z^3 - 227/140*z + 1
*
[ 11/8 ] 
f(z) = 100/121*z^3 - 227/176*z + 1
*
[ -25/14 ] 
f(z) = 112/125*z^3 - 227/175*z + 1
*
[ 4/3 ] 
f(z) = 105/136*z^3 - 229/204*z + 1
*
[ 8/15 ] 
f(z) = 117/128*z^3 - 227/200*z + 1
*
[ 11/10 ] 
f(z) = 115/121*z^3 - 233/220*z + 1
*
[ 6/5 ] 
f(z) = 103/135*z^3 - 233/250*z + 1
*
-16/15 | 0.22234528927469037066406002139071918816 | 0.029410439518919647131019069021735726530
f(z) = 105/128*z^3 - 239/240*z + 1
*
[ 2/3 ] 
f(z) = 108/125*z^3 - 221/250*z + 1
*
[ 2/3 ] 
f(z) = 108/127*z^3 - 223/254*z + 1
*
[ 2/3 ] 
f(z) = 117/121*z^3 - 225/242*z + 1
*
[ 2/3 ] 
f(z) = 117/125*z^3 - 229/250*z + 1
*
[ 2/3 ] 
f(z) = 117/127*z^3 - 231/254*z + 1
*
[ 15/17 ] 
f(z) = 119/125*z^3 - 223/255*z + 1
*
[ 11/15 ] 
f(z) = 108/121*z^3 - 232/275*z + 1
*
[ 2/3 ] 
f(z) = 108/131*z^3 - 227/262*z + 1
*
[ 2/3 ] 
f(z) = 108/133*z^3 - 229/266*z + 1
*
[ 2/3 ] 
f(z) = 108/137*z^3 - 233/274*z + 1
*
[ 2/3 ] 
f(z) = 108/139*z^3 - 235/278*z + 1
*
[ 11/12 ] 
f(z) = 114/121*z^3 - 233/264*z + 1
*
[ 2/3 ] 
f(z) = 117/131*z^3 - 235/262*z + 1
*
[ 2/3 ] 
f(z) = 117/133*z^3 - 237/266*z + 1
*
[ 15/19 ] 
f(z) = 114/125*z^3 - 238/285*z + 1
*
[ -15/2 ] 
f(z) = 104/135*z^3 - 211/5*z + 1
*
5/12 | 0.24774554441293962219431126632223025724 | 0.028905989337323943206076737930842151143
f(z) = 108/125*z^3 - 211/20*z + 1
*
[ -11/4 ] 
f(z) = 100/121*z^3 - 215/44*z + 1
*
[ 11/5 ] 
f(z) = 105/121*z^3 - 201/55*z + 1
*
-5/19 | 0.20761533063203666489211241231869925430 | 0.020452045115632608238971805048395325526
f(z) = 114/125*z^3 - 205/57*z + 1
*
-12/5 | 0.22340667470376327446385591174937984777 | 0.027403502763098180925717084106124575331
f(z) = 115/128*z^3 - 217/40*z + 1
*
-15/8 | 0.19695144555916991185881377588985172923 | 0.026223722339315797905126412760150154251
f(z) = 112/135*z^3 - 203/60*z + 1
*
[ 2 ] 
f(z) = 117/124*z^3 - 203/62*z + 1
*
[ 2 ] 
f(z) = 119/124*z^3 - 207/62*z + 1
*
[ 5/21 ] 
f(z) = 119/125*z^3 - 205/63*z + 1
*
[ 2 ] 
f(z) = 119/132*z^3 - 205/66*z + 1
*
[ 5/17 ] 
f(z) = 119/125*z^3 - 211/85*z + 1
*
[ 30/17 ] 
f(z) = 102/125*z^3 - 215/102*z + 1
*
4/3 | 0.14249914294370208787348984330655225399 | 0.017580966875236572314567368164069277331
f(z) = 117/128*z^3 - 207/104*z + 1
*
[ -2 ] 
f(z) = 101/126*z^3 - 215/126*z + 1
*
[ -2 ] 
f(z) = 101/130*z^3 - 209/130*z + 1
*
[ -2 ] 
f(z) = 101/134*z^3 - 203/134*z + 1
*
[ -2 ] 
f(z) = 103/130*z^3 - 217/130*z + 1
*
[ -2 ] 
f(z) = 103/134*z^3 - 211/134*z + 1
*
[ -2 ] 
f(z) = 103/138*z^3 - 205/138*z + 1
*
[ -2 ] 
f(z) = 105/134*z^3 - 219/134*z + 1
*
[ -11/6 ] 
f(z) = 111/121*z^3 - 203/132*z + 1
*
[ 3/2 ] 
f(z) = 112/123*z^3 - 211/123*z + 1
*
[ 3/2 ] 
f(z) = 112/129*z^3 - 209/129*z + 1
*
[ 3/2 ] 
f(z) = 116/123*z^3 - 220/123*z + 1
*
[ 3/2 ] 
f(z) = 116/129*z^3 - 218/129*z + 1
*
[ 11/26 ] 
f(z) = 104/121*z^3 - 217/143*z + 1
*
[ 10/19 ] 
f(z) = 114/125*z^3 - 219/190*z + 1
*
[ 15/13 ] 
f(z) = 117/125*z^3 - 217/195*z + 1
*
[ 11/19 ] 
f(z) = 114/121*z^3 - 218/209*z + 1
*
[ 3/5 ] 
f(z) = 115/126*z^3 - 209/210*z + 1
*
[ 35/58 ] 
f(z) = 116/125*z^3 - 202/203*z + 1
*
[ 11/10 ] 
f(z) = 105/121*z^3 - 211/220*z + 1
*
[ 5/7 ] 
f(z) = 103/125*z^3 - 201/245*z + 1
*
[ 5/7 ] 
f(z) = 104/125*z^3 - 202/245*z + 1
*
[ 3/4 ] 
f(z) = 104/129*z^3 - 203/258*z + 1
*
[ 16/15 ] 
f(z) = 105/128*z^3 - 209/240*z + 1
*
[ 5/7 ] 
f(z) = 106/125*z^3 - 204/245*z + 1
*
[ 2/3 ] 
f(z) = 108/121*z^3 - 217/242*z + 1
*
[ 5/7 ] 
f(z) = 108/125*z^3 - 206/245*z + 1
*
[ 5/7 ] 
f(z) = 109/125*z^3 - 207/245*z + 1
*
[ 5/7 ] 
f(z) = 111/125*z^3 - 209/245*z + 1
*
[ 5/7 ] 
f(z) = 113/125*z^3 - 211/245*z + 1
*
[ 10/11 ] 
f(z) = 113/125*z^3 - 205/242*z + 1
*
[ 5/7 ] 
f(z) = 114/125*z^3 - 212/245*z + 1
*
[ 5/7 ] 
f(z) = 116/125*z^3 - 214/245*z + 1
*
[ 5/7 ] 
f(z) = 118/125*z^3 - 216/245*z + 1
*
[ 10/11 ] 
f(z) = 118/125*z^3 - 213/242*z + 1
*
[ 15/17 ] 
f(z) = 119/135*z^3 - 209/255*z + 1
*
[ 11/12 ] 
f(z) = 102/121*z^3 - 211/264*z + 1
*
[ -7/4 ] 
f(z) = 104/133*z^3 - 219/266*z + 1
*
[ 35/6 ] 
f(z) = 108/125*z^3 - 200/7*z + 1
*
65/18 | 0.24863654067807673812472091797247019021 | 0.029424496860657483821497710332215041822
f(z) = 108/125*z^3 - 187/15*z + 1
*
[ -10 ] 
f(z) = 117/125*z^3 - 185/2*z + 1
*
[ 10 ] 
f(z) = 118/125*z^3 - 187/2*z + 1
*
-5/2 | 0.25077451768569772652249822597737588305 | 0.029495668219115964951507972722451609507
f(z) = 112/125*z^3 - 197/35*z + 1
*
-5/18 | 0.18333538119684157173227663864746644154 | 0.018131341988240310543079584622106997474
f(z) = 117/125*z^3 - 197/36*z + 1
*
[ 2 ] 
f(z) = 107/124*z^3 - 183/62*z + 1
*
[ 2 ] 
f(z) = 107/132*z^3 - 181/66*z + 1
*
5/12 | 0.18784875727857075447788179095990485038 | 0.022147886012267782747308295720267834162
f(z) = 108/125*z^3 - 193/60*z + 1
*
[ 2 ] 
f(z) = 109/124*z^3 - 187/62*z + 1
*
[ 2 ] 
f(z) = 109/132*z^3 - 185/66*z + 1
*
[ 2 ] 
f(z) = 111/124*z^3 - 191/62*z + 1
*
[ 2 ] 
f(z) = 113/124*z^3 - 195/62*z + 1
*
[ 2 ] 
f(z) = 113/132*z^3 - 193/66*z + 1
*
[ 2 ] 
f(z) = 115/124*z^3 - 199/62*z + 1
*
[ 2 ] 
f(z) = 115/132*z^3 - 197/66*z + 1
*
[ 11/30 ] 
f(z) = 100/121*z^3 - 182/99*z + 1
*
[ 5/14 ] 
f(z) = 106/125*z^3 - 187/98*z + 1
*
[ 5/16 ] 
f(z) = 112/125*z^3 - 183/80*z + 1
*
20/27 | 0.30215526443188203095859628856798818273 | 0.029882286753365737069514106091569499051
f(z) = 108/125*z^3 - 197/108*z + 1
*
[ -35/18 ] 
f(z) = 108/125*z^3 - 184/105*z + 1
*
[ 15/38 ] 
f(z) = 114/125*z^3 - 191/114*z + 1
*
[ 10/7 ] 
f(z) = 119/120*z^3 - 181/105*z + 1
*
[ 3/2 ] 
f(z) = 100/123*z^3 - 184/123*z + 1
*
[ 3/2 ] 
f(z) = 100/129*z^3 - 182/129*z + 1
*
[ -2 ] 
f(z) = 101/138*z^3 - 197/138*z + 1
*
[ 3/2 ] 
f(z) = 104/123*z^3 - 193/123*z + 1
*
[ 3/2 ] 
f(z) = 104/129*z^3 - 191/129*z + 1
*
[ -11/6 ] 
f(z) = 105/121*z^3 - 181/132*z + 1
*
[ 5/12 ] 
f(z) = 114/125*z^3 - 187/120*z + 1
*
[ 8/17 ] 
f(z) = 119/128*z^3 - 181/136*z + 1
*
[ -65/36 ] 
f(z) = 108/125*z^3 - 197/156*z + 1
*
15/14 | 0.11381254867898603139419288453979432774 | 0.013418813046336910100004223462243627149
f(z) = 112/125*z^3 - 193/140*z + 1
*
-3/56 | 0.13515670013599929316797047195611426794 | 0.015850541135473981274486588219647094602
f(z) = 112/135*z^3 - 187/140*z + 1
*
[ -16/9 ] 
f(z) = 117/128*z^3 - 191/144*z + 1
*
[ -12/7 ] 
f(z) = 119/128*z^3 - 193/168*z + 1
*
[ 15/26 ] 
f(z) = 104/125*z^3 - 197/195*z + 1
*
[ 15/26 ] 
f(z) = 104/135*z^3 - 193/195*z + 1
*
[ 35/34 ] 
f(z) = 102/125*z^3 - 199/238*z + 1
*
[ 5/7 ] 
f(z) = 101/125*z^3 - 199/245*z + 1
*
[ 3/4 ] 
f(z) = 101/135*z^3 - 181/240*z + 1
*
[ 15/17 ] 
f(z) = 102/125*z^3 - 196/255*z + 1
*
[ 10/11 ] 
f(z) = 103/125*z^3 - 189/242*z + 1
*
[ 3/4 ] 
f(z) = 104/123*z^3 - 199/246*z + 1
*
[ 3/4 ] 
f(z) = 107/135*z^3 - 187/240*z + 1
*
[ 10/11 ] 
f(z) = 108/125*z^3 - 197/242*z + 1
*
[ 15/16 ] 
f(z) = 112/135*z^3 - 191/240*z + 1
*
[ 3/4 ] 
f(z) = 113/135*z^3 - 193/240*z + 1
*
[ 3/4 ] 
f(z) = 119/135*z^3 - 199/240*z + 1
*
[ -10 ] 
f(z) = 102/125*z^3 - 161/2*z + 1
*
[ 10 ] 
f(z) = 103/125*z^3 - 163/2*z + 1
*
[ -10 ] 
f(z) = 107/125*z^3 - 169/2*z + 1
*
[ 10 ] 
f(z) = 108/125*z^3 - 171/2*z + 1
*
[ 15/4 ] 
f(z) = 112/125*z^3 - 178/15*z + 1
*
[ -10 ] 
f(z) = 112/125*z^3 - 177/2*z + 1
*
[ 15/4 ] 
f(z) = 112/135*z^3 - 164/15*z + 1
*
[ 10 ] 
f(z) = 113/125*z^3 - 179/2*z + 1
*
[ 10/3 ] 
f(z) = 116/125*z^3 - 173/18*z + 1
*
[ 20/3 ] 
f(z) = 117/125*z^3 - 163/4*z + 1
*
[ -10/3 ] 
f(z) = 119/125*z^3 - 167/18*z + 1
*
-5/2 | 0.21796339326056488180168449196853240192 | 0.026259763318234910932951993667727638961
f(z) = 102/125*z^3 - 161/30*z + 1
*
3/4 | 0.21124673041945407144270725577754202302 | 0.028739033488412383429540446282470311326
f(z) = 104/135*z^3 - 173/30*z + 1
*
[ -20/7 ] 
f(z) = 112/125*z^3 - 167/28*z + 1
*
[ 5/28 ] 
f(z) = 112/125*z^3 - 162/35*z + 1
*
[ 9/4 ] 
f(z) = 112/135*z^3 - 164/45*z + 1
*
[ -11/5 ] 
f(z) = 115/121*z^3 - 173/55*z + 1
*
8/5 | 0.19963066261946184898305363257775869192 | 0.025114760506249790761071862935701055036
f(z) = 115/128*z^3 - 177/40*z + 1
*
[ 2 ] 
f(z) = 101/124*z^3 - 171/62*z + 1
*
[ 2 ] 
f(z) = 101/132*z^3 - 169/66*z + 1
*
[ 2 ] 
f(z) = 103/124*z^3 - 175/62*z + 1
*
[ 2 ] 
f(z) = 103/132*z^3 - 173/66*z + 1
*
[ 2 ] 
f(z) = 105/124*z^3 - 179/62*z + 1
*
-5/3 | 0.22390080702049415527128094675698577097 | 0.026743469857349085137697995571784972840
f(z) = 108/125*z^3 - 173/60*z + 1
*
[ -20/9 ] 
f(z) = 108/125*z^3 - 169/60*z + 1
*
-5/3 | 0.24659712145055875434591600131506810724 | 0.029665369365697613609726490406880907710
f(z) = 108/125*z^3 - 163/60*z + 1
*
[ 15/8 ] 
f(z) = 112/125*z^3 - 161/60*z + 1
*
[ 11/6 ] 
f(z) = 114/121*z^3 - 179/66*z + 1
*
-10/39 | 0.24114688343656101905717371792298771297 | 0.028803399568761007792185793771339274069
f(z) = 117/125*z^3 - 173/65*z + 1
*
5/3 | 0.16180571072088960814013839370944308933 | 0.019394560427499342056168276154646671725
f(z) = 117/125*z^3 - 168/65*z + 1
*
-5/24 | 0.15817094414101671885637518306907986425 | 0.018815848362749223052128344419402510185
f(z) = 108/125*z^3 - 179/80*z + 1
*
[ -11/6 ] 
f(z) = 116/121*z^3 - 166/99*z + 1
*
5/17 | 0.24681461083326018907815206650464008319 | 0.024814697273284267552652074018172612365
f(z) = 102/125*z^3 - 167/102*z + 1
*
[ 15/37 ] 
f(z) = 111/125*z^3 - 179/111*z + 1
*
[ 1/2 ] 
f(z) = 100/137*z^3 - 162/137*z + 1
*
[ 1/2 ] 
f(z) = 100/139*z^3 - 164/139*z + 1
*
-5/26 | 0.23191040388309095059190259859952812469 | 0.027700163203455553506270787478822253674
f(z) = 104/125*z^3 - 173/130*z + 1
*
[ -15/8 ] 
f(z) = 104/125*z^3 - 167/120*z + 1
*
[ 5/11 ] 
f(z) = 104/125*z^3 - 166/121*z + 1
*
[ 6/13 ] 
f(z) = 104/135*z^3 - 173/130*z + 1
*
[ 1/2 ] 
f(z) = 104/135*z^3 - 161/135*z + 1
*
[ 1/2 ] 
f(z) = 104/137*z^3 - 163/137*z + 1
*
[ 1/2 ] 
f(z) = 104/139*z^3 - 165/139*z + 1
*
[ 1/2 ] 
f(z) = 108/137*z^3 - 164/137*z + 1
*
[ 1/2 ] 
f(z) = 108/139*z^3 - 166/139*z + 1
*
[ 5/11 ] 
f(z) = 109/125*z^3 - 167/121*z + 1
*
[ 1/2 ] 
f(z) = 112/135*z^3 - 163/135*z + 1
*
[ 1/2 ] 
f(z) = 112/137*z^3 - 165/137*z + 1
*
[ 1/2 ] 
f(z) = 112/139*z^3 - 167/139*z + 1
*
[ 5/11 ] 
f(z) = 114/125*z^3 - 168/121*z + 1
*
[ 1/2 ] 
f(z) = 116/133*z^3 - 162/133*z + 1
*
[ 1/2 ] 
f(z) = 116/135*z^3 - 164/135*z + 1
*
[ 1/2 ] 
f(z) = 116/137*z^3 - 166/137*z + 1
*
[ 1/2 ] 
f(z) = 116/139*z^3 - 168/139*z + 1
*
[ 4/3 ] 
f(z) = 117/124*z^3 - 177/124*z + 1
*
[ 5/11 ] 
f(z) = 119/125*z^3 - 169/121*z + 1
*
[ 15/26 ] 
f(z) = 117/125*z^3 - 163/156*z + 1
*
[ 10/17 ] 
f(z) = 102/125*z^3 - 167/170*z + 1
*
-4/3 | 0.22857625661952764715488582528362644909 | 0.028946334591291672993774979062373389449
f(z) = 105/128*z^3 - 167/168*z + 1
*
[ 10/9 ] 
f(z) = 112/125*z^3 - 163/162*z + 1
*
[ 30/29 ] 
f(z) = 116/125*z^3 - 167/174*z + 1
*
[ 11/17 ] 
f(z) = 102/121*z^3 - 168/187*z + 1
*
[ 11/12 ] 
f(z) = 104/121*z^3 - 161/198*z + 1
*
[ 2/3 ] 
f(z) = 105/124*z^3 - 163/186*z + 1
*
[ 2/3 ] 
f(z) = 111/124*z^3 - 167/186*z + 1
*
[ 9/8 ] 
f(z) = 112/135*z^3 - 169/180*z + 1
*
[ 11/17 ] 
f(z) = 119/121*z^3 - 179/187*z + 1
*
[ 8/9 ] 
f(z) = 105/128*z^3 - 167/216*z + 1
*
[ 8/9 ] 
f(z) = 111/128*z^3 - 175/216*z + 1
*
[ 4/5 ] 
f(z) = 111/128*z^3 - 161/200*z + 1
*
[ 6/7 ] 
f(z) = 112/135*z^3 - 163/210*z + 1
*
[ 4/5 ] 
f(z) = 113/128*z^3 - 163/200*z + 1
*
[ 4/5 ] 
f(z) = 117/128*z^3 - 167/200*z + 1
*
[ 4/5 ] 
f(z) = 119/128*z^3 - 169/200*z + 1
*
[ 34/39 ] 
f(z) = 117/136*z^3 - 177/221*z + 1
*
[ 10/3 ] 
f(z) = 101/125*z^3 - 149/18*z + 1
*
[ -10/3 ] 
f(z) = 104/125*z^3 - 143/18*z + 1
*
[ 10/3 ] 
f(z) = 106/125*z^3 - 157/18*z + 1
*
[ -20/3 ] 
f(z) = 108/125*z^3 - 149/4*z + 1
*
[ -10/3 ] 
f(z) = 109/125*z^3 - 151/18*z + 1
*
[ 15/2 ] 
f(z) = 116/125*z^3 - 154/3*z + 1
*
-35/13 | 0.24856032730528349264364988704690550054 | 0.025280080694771763895736671439987097879
f(z) = 104/125*z^3 - 149/26*z + 1
*
35/12 | 0.16632668723102526437546747452285799113 | 0.020194699331002573534268602921558254615
f(z) = 108/125*z^3 - 151/20*z + 1
*
20/9 | 0.14015903496027991934853656040501454076 | 0.017045125472805403420296489851563060408
f(z) = 108/125*z^3 - 149/30*z + 1
*
5/2 | 0.15411817961411690941105024103520697007 | 0.015718249190821136233473901191821493945
f(z) = 112/125*z^3 - 145/28*z + 1
*
[ -11/5 ] 
f(z) = 105/121*z^3 - 151/55*z + 1
*
95/72 | 0.27622272124320236398834673881432274027 | 0.028093512582887440609548281646918786327
f(z) = 108/125*z^3 - 149/48*z + 1
*
[ 11/6 ] 
f(z) = 102/121*z^3 - 157/66*z + 1
*
[ 11/7 ] 
f(z) = 112/121*z^3 - 148/77*z + 1
*
[ -55/28 ] 
f(z) = 112/125*z^3 - 150/77*z + 1
*
[ -2 ] 
f(z) = 117/124*z^3 - 141/62*z + 1
*
[ 11/7 ] 
f(z) = 119/121*z^3 - 159/77*z + 1
*
[ -2 ] 
f(z) = 119/124*z^3 - 145/62*z + 1
*
[ 10/7 ] 
f(z) = 109/125*z^3 - 145/98*z + 1
*
[ -11/6 ] 
f(z) = 112/121*z^3 - 155/99*z + 1
*
[ 10/7 ] 
f(z) = 114/125*z^3 - 153/98*z + 1
*
[ 3/8 ] 
f(z) = 116/135*z^3 - 143/80*z + 1
*
[ 3/7 ] 
f(z) = 119/135*z^3 - 157/105*z + 1
*
[ 1/2 ] 
f(z) = 100/121*z^3 - 146/121*z + 1
*
[ 1/2 ] 
f(z) = 100/123*z^3 - 148/123*z + 1
*
[ 1/2 ] 
f(z) = 100/127*z^3 - 152/127*z + 1
*
[ 1/2 ] 
f(z) = 100/129*z^3 - 154/129*z + 1
*
[ 1/2 ] 
f(z) = 100/131*z^3 - 156/131*z + 1
*
[ 5/9 ] 
f(z) = 102/125*z^3 - 142/135*z + 1
*
[ 1/2 ] 
f(z) = 104/121*z^3 - 147/121*z + 1
*
[ 1/2 ] 
f(z) = 104/123*z^3 - 149/123*z + 1
*
[ 1/2 ] 
f(z) = 104/125*z^3 - 151/125*z + 1
*
[ 1/2 ] 
f(z) = 104/127*z^3 - 153/127*z + 1
*
[ 1/2 ] 
f(z) = 104/129*z^3 - 155/129*z + 1
*
[ 1/2 ] 
f(z) = 104/131*z^3 - 157/131*z + 1
*
[ 1/2 ] 
f(z) = 104/133*z^3 - 159/133*z + 1
*
-8/5 | 0.093985733898528795679346381286384020786 | 0.012005073496870032960019406538438611958
f(z) = 105/128*z^3 - 157/120*z + 1
*
[ 1/2 ] 
f(z) = 108/121*z^3 - 148/121*z + 1
*
[ 1/2 ] 
f(z) = 108/125*z^3 - 152/125*z + 1
*
[ 1/2 ] 
f(z) = 108/127*z^3 - 154/127*z + 1
*
[ 1/2 ] 
f(z) = 108/131*z^3 - 158/131*z + 1
*
[ 1/2 ] 
f(z) = 108/133*z^3 - 160/133*z + 1
*
[ 1/2 ] 
f(z) = 112/121*z^3 - 149/121*z + 1
*
[ 1/2 ] 
f(z) = 112/123*z^3 - 151/123*z + 1
*
[ 1/2 ] 
f(z) = 112/125*z^3 - 153/125*z + 1
*
[ 1/2 ] 
f(z) = 112/127*z^3 - 155/127*z + 1
*
[ 1/2 ] 
f(z) = 112/129*z^3 - 157/129*z + 1
*
[ 1/2 ] 
f(z) = 112/131*z^3 - 159/131*z + 1
*
[ 5/4 ] 
f(z) = 112/135*z^3 - 148/135*z + 1
*
[ 5/9 ] 
f(z) = 114/125*z^3 - 146/135*z + 1
*
[ 1/2 ] 
f(z) = 116/121*z^3 - 150/121*z + 1
*
[ 1/2 ] 
f(z) = 116/123*z^3 - 152/123*z + 1
*
[ 1/2 ] 
f(z) = 116/125*z^3 - 154/125*z + 1
*
[ 1/2 ] 
f(z) = 116/127*z^3 - 156/127*z + 1
*
[ 1/2 ] 
f(z) = 116/129*z^3 - 158/129*z + 1
*
[ 1/2 ] 
f(z) = 116/131*z^3 - 160/131*z + 1
*
[ -12/7 ] 
f(z) = 119/135*z^3 - 141/140*z + 1
*
[ 5/8 ] 
f(z) = 102/125*z^3 - 147/160*z + 1
*
[ 5/8 ] 
f(z) = 106/125*z^3 - 149/160*z + 1
*
[ 10/9 ] 
f(z) = 107/125*z^3 - 155/162*z + 1
*
[ 11/16 ] 
f(z) = 112/121*z^3 - 157/176*z + 1
*
[ 25/28 ] 
f(z) = 112/125*z^3 - 146/175*z + 1
*
[ 5/8 ] 
f(z) = 114/125*z^3 - 153/160*z + 1
*
[ 11/12 ] 
f(z) = 117/121*z^3 - 159/176*z + 1
*
[ 35/52 ] 
f(z) = 104/125*z^3 - 157/182*z + 1
*
[ 5/6 ] 
f(z) = 107/125*z^3 - 143/180*z + 1
*
[ 5/6 ] 
f(z) = 113/125*z^3 - 149/180*z + 1
*
[ 4/5 ] 
f(z) = 101/128*z^3 - 151/200*z + 1
*
[ 4/5 ] 
f(z) = 103/128*z^3 - 153/200*z + 1
*
[ 4/5 ] 
f(z) = 107/128*z^3 - 157/200*z + 1
*
[ 4/5 ] 
f(z) = 109/128*z^3 - 159/200*z + 1
*
[ -15/2 ] 
f(z) = 104/125*z^3 - 137/3*z + 1
*
[ 11/3 ] 
f(z) = 108/121*z^3 - 124/11*z + 1
*
[ 15/4 ] 
f(z) = 108/125*z^3 - 137/12*z + 1
*
[ 11/3 ] 
f(z) = 117/121*z^3 - 135/11*z + 1
*
[ -11/3 ] 
f(z) = 117/121*z^3 - 129/11*z + 1
*
[ 11/4 ] 
f(z) = 104/121*z^3 - 129/22*z + 1
*
[ 8/3 ] 
f(z) = 105/128*z^3 - 125/24*z + 1
*
-2 | 0.090025531353230776807244042540353210202 | 0.014562325285345240255217601407949143704
f(z) = 105/128*z^3 - 121/32*z + 1
*
-2 | 0.089873363137542818278364811059004862906 | 0.014499261391092064572175014827963074613
f(z) = 107/128*z^3 - 123/32*z + 1
*
-2 | 0.090342643533923468727584599379206836874 | 0.014537142504104207666614827153646814062
f(z) = 109/128*z^3 - 125/32*z + 1
*
[ 8/3 ] 
f(z) = 111/128*z^3 - 133/24*z + 1
*
-2 | 0.089855003976873974696261420076032170821 | 0.014421839585413856003810978600857327037
f(z) = 111/128*z^3 - 127/32*z + 1
*
-21/8 | 0.16141871143039004964644255086949372927 | 0.019948856171869946648650177221955261433
f(z) = 112/135*z^3 - 121/20*z + 1
*
-2 | 0.089855150149766487080687588951990918834 | 0.014385785181633671457449449259811593884
f(z) = 113/128*z^3 - 129/32*z + 1
*
5/3 | 0.14004030393246715390427664848168116062 | 0.017175799896855863054084848531805206474
f(z) = 114/125*z^3 - 139/30*z + 1
*
-2 | 0.090410243039762835863313678776630964420 | 0.014439090171780108224295453719556176166
f(z) = 115/128*z^3 - 131/32*z + 1
*
[ 5/29 ] 
f(z) = 116/125*z^3 - 140/29*z + 1
*
10/39 | 0.28833830293393568595594529400996401860 | 0.029762030212832516253064919021078634616
f(z) = 117/125*z^3 - 129/26*z + 1
*
-2 | 0.089852412294807725294826386114948814380 | 0.014315360183732901972990988620104337028
f(z) = 117/128*z^3 - 133/32*z + 1
*
-2 | 0.090999481419970896731581561545149842678 | 0.014463717937677981345722712751568728694
f(z) = 119/128*z^3 - 135/32*z + 1
*
[ 15/7 ] 
f(z) = 119/135*z^3 - 123/35*z + 1
*
[ -9/4 ] 
f(z) = 112/135*z^3 - 124/45*z + 1
*
[ 11/6 ] 
f(z) = 117/121*z^3 - 123/44*z + 1
*
[ 11/7 ] 
f(z) = 105/121*z^3 - 137/77*z + 1
*
[ -2 ] 
f(z) = 107/124*z^3 - 121/62*z + 1
*
5/9 | 0.24344697863023629910477700471058636226 | 0.029858522675468593239740060918401907800
f(z) = 108/125*z^3 - 139/60*z + 1
*
5/12 | 0.089415555252578349261828187491323583243 | 0.011026399658392418360613766117493319779
f(z) = 108/125*z^3 - 133/60*z + 1
*
[ -2 ] 
f(z) = 109/124*z^3 - 125/62*z + 1
*
[ -2 ] 
f(z) = 111/124*z^3 - 129/62*z + 1
*
[ 11/28 ] 
f(z) = 112/121*z^3 - 130/77*z + 1
*
[ 45/28 ] 
f(z) = 112/125*z^3 - 122/63*z + 1
*
[ -2 ] 
f(z) = 113/124*z^3 - 133/62*z + 1
*
[ -2 ] 
f(z) = 113/132*z^3 - 127/66*z + 1
*
[ -2 ] 
f(z) = 115/124*z^3 - 137/62*z + 1
*
[ -2 ] 
f(z) = 115/132*z^3 - 131/66*z + 1
*
[ -2 ] 
f(z) = 119/132*z^3 - 139/66*z + 1
*
[ -11/6 ] 
f(z) = 100/121*z^3 - 122/99*z + 1
*
[ -11/6 ] 
f(z) = 104/121*z^3 - 133/99*z + 1
*
[ 5/12 ] 
f(z) = 104/125*z^3 - 139/90*z + 1
*
[ 10/7 ] 
f(z) = 104/125*z^3 - 137/98*z + 1
*
[ 2/5 ] 
f(z) = 105/136*z^3 - 138/85*z + 1
*
[ -15/8 ] 
f(z) = 106/125*z^3 - 139/96*z + 1
*
[ 10/21 ] 
f(z) = 108/125*z^3 - 127/98*z + 1
*
[ 2/5 ] 
f(z) = 115/136*z^3 - 139/85*z + 1
*
[ 11/9 ] 
f(z) = 117/121*z^3 - 125/99*z + 1
*
[ 3/5 ] 
f(z) = 100/129*z^3 - 122/129*z + 1
*
[ 2/3 ] 
f(z) = 107/120*z^3 - 121/135*z + 1
*
[ 7/6 ] 
f(z) = 108/133*z^3 - 128/133*z + 1
*
[ 2/3 ] 
f(z) = 109/120*z^3 - 122/135*z + 1
*
[ 2/3 ] 
f(z) = 113/120*z^3 - 124/135*z + 1
*
[ 3/5 ] 
f(z) = 113/135*z^3 - 121/125*z + 1
*
[ 3/5 ] 
f(z) = 116/135*z^3 - 122/125*z + 1
*
[ 2/3 ] 
f(z) = 119/120*z^3 - 127/135*z + 1
*
[ 3/5 ] 
f(z) = 119/135*z^3 - 123/125*z + 1
*
[ 2/3 ] 
f(z) = 101/136*z^3 - 127/153*z + 1
*
[ 2/3 ] 
f(z) = 103/136*z^3 - 128/153*z + 1
*
[ 2/3 ] 
f(z) = 107/136*z^3 - 130/153*z + 1
*
[ 15/14 ] 
f(z) = 108/125*z^3 - 136/147*z + 1
*
[ 2/3 ] 
f(z) = 109/136*z^3 - 131/153*z + 1
*
[ 2/3 ] 
f(z) = 113/136*z^3 - 133/153*z + 1
*
[ 2/3 ] 
f(z) = 115/136*z^3 - 134/153*z + 1
*
[ 11/13 ] 
f(z) = 117/121*z^3 - 125/143*z + 1
*
[ 11/15 ] 
f(z) = 105/121*z^3 - 137/165*z + 1
*
[ -12/7 ] 
f(z) = 105/128*z^3 - 139/168*z + 1
*
-4/21 | 0.076409985682183570102184385477395097453 | 0.0096763725348511764381531005128039180320
f(z) = 105/128*z^3 - 131/168*z + 1
*
[ 5/6 ] 
f(z) = 101/125*z^3 - 137/180*z + 1
*
[ 5/6 ] 
f(z) = 103/125*z^3 - 139/180*z + 1
*
[ 15/4 ] 
f(z) = 104/135*z^3 - 101/10*z + 1
*
[ 5 ] 
f(z) = 106/125*z^3 - 102/5*z + 1
*
[ 5 ] 
f(z) = 107/125*z^3 - 103/5*z + 1
*
[ -5 ] 
f(z) = 107/125*z^3 - 101/5*z + 1
*
[ 4 ] 
f(z) = 107/128*z^3 - 101/8*z + 1
*
[ -11/3 ] 
f(z) = 108/121*z^3 - 118/11*z + 1
*
[ 5 ] 
f(z) = 108/125*z^3 - 104/5*z + 1
*
[ -5 ] 
f(z) = 108/125*z^3 - 102/5*z + 1
*
[ -5 ] 
f(z) = 109/125*z^3 - 103/5*z + 1
*
[ 4 ] 
f(z) = 109/128*z^3 - 103/8*z + 1
*
[ 5 ] 
f(z) = 111/125*z^3 - 107/5*z + 1
*
[ 4 ] 
f(z) = 111/128*z^3 - 105/8*z + 1
*
[ -4 ] 
f(z) = 111/128*z^3 - 101/8*z + 1
*
[ 5 ] 
f(z) = 112/125*z^3 - 108/5*z + 1
*
[ -5 ] 
f(z) = 112/125*z^3 - 106/5*z + 1
*
5/12 | 0.26116064254960875767982247563616468883 | 0.027569807417499717003264027181978963469
f(z) = 112/125*z^3 - 104/9*z + 1
*
[ 5 ] 
f(z) = 113/125*z^3 - 109/5*z + 1
*
[ -5 ] 
f(z) = 113/125*z^3 - 107/5*z + 1
*
[ 4 ] 
f(z) = 113/128*z^3 - 107/8*z + 1
*
[ -4 ] 
f(z) = 113/128*z^3 - 103/8*z + 1
*
[ 3 ] 
f(z) = 113/135*z^3 - 103/15*z + 1
*
[ -5 ] 
f(z) = 114/125*z^3 - 108/5*z + 1
*
[ 4 ] 
f(z) = 115/128*z^3 - 109/8*z + 1
*
[ -4 ] 
f(z) = 115/128*z^3 - 105/8*z + 1
*
[ 5 ] 
f(z) = 116/125*z^3 - 112/5*z + 1
*
[ 3 ] 
f(z) = 116/135*z^3 - 106/15*z + 1
*
[ 5 ] 
f(z) = 117/125*z^3 - 113/5*z + 1
*
[ -5 ] 
f(z) = 117/125*z^3 - 111/5*z + 1
*
[ 4 ] 
f(z) = 117/128*z^3 - 111/8*z + 1
*
[ -4 ] 
f(z) = 117/128*z^3 - 107/8*z + 1
*
[ 5 ] 
f(z) = 118/125*z^3 - 114/5*z + 1
*
[ -5 ] 
f(z) = 118/125*z^3 - 112/5*z + 1
*
[ -5 ] 
f(z) = 119/125*z^3 - 113/5*z + 1
*
[ 4 ] 
f(z) = 119/128*z^3 - 113/8*z + 1
*
[ -4 ] 
f(z) = 119/128*z^3 - 109/8*z + 1
*
[ 3 ] 
f(z) = 119/135*z^3 - 109/15*z + 1
*
-2 | 0.092213141541534662630701337041413627008 | 0.014997742055978518070977525972751240115
f(z) = 101/128*z^3 - 117/32*z + 1
*
5/3 | 0.10706393137403692207138729220138969901 | 0.013666579189475910436238282336772056077
f(z) = 102/125*z^3 - 101/30*z + 1
*
-2 | 0.091459741520007113893609677980348817763 | 0.014834313534359541074073977562742371566
f(z) = 103/128*z^3 - 119/32*z + 1
*
[ -11/4 ] 
f(z) = 104/121*z^3 - 113/22*z + 1
*
[ -8/3 ] 
f(z) = 105/128*z^3 - 107/24*z + 1
*
-5/2 | 0.23192503768967133038475745962352113202 | 0.024270854037262270898620032438726800481
f(z) = 108/125*z^3 - 113/27*z + 1
*
[ -8/3 ] 
f(z) = 111/128*z^3 - 115/24*z + 1
*
4/3 | 0.16133863214783406422893199759808360023 | 0.021780979087720229862360520854543907375
f(z) = 111/128*z^3 - 103/24*z + 1
*
5/8 | 0.15212344761447610921512193376956187191 | 0.019020187620233758796989182727492681453
f(z) = 112/125*z^3 - 119/20*z + 1
*
-15/7 | 0.19814648067822525051947201386890889944 | 0.024589999390234371007787100264782098170
f(z) = 112/135*z^3 - 117/35*z + 1
*
[ 5/2 ] 
f(z) = 113/125*z^3 - 101/20*z + 1
*
-5/3 | 0.20254676858243312454098133002931595984 | 0.025790292916780850000861054364541863070
f(z) = 114/125*z^3 - 103/30*z + 1
*
[ 2 ] 
f(z) = 117/128*z^3 - 101/32*z + 1
*
[ 5/2 ] 
f(z) = 119/125*z^3 - 107/20*z + 1
*
[ 2 ] 
f(z) = 119/128*z^3 - 103/32*z + 1
*
3/8 | 0.23306697949564163240956204167995218051 | 0.029113840444266332883263329542916609949
f(z) = 104/135*z^3 - 111/40*z + 1
*
[ 5/3 ] 
f(z) = 119/125*z^3 - 101/45*z + 1
*
[ -2 ] 
f(z) = 101/124*z^3 - 109/62*z + 1
*
[ -2 ] 
f(z) = 101/132*z^3 - 103/66*z + 1
*
[ -2 ] 
f(z) = 103/124*z^3 - 113/62*z + 1
*
[ -2 ] 
f(z) = 103/132*z^3 - 107/66*z + 1
*
[ 5/13 ] 
f(z) = 104/125*z^3 - 112/65*z + 1
*
[ -2 ] 
f(z) = 105/124*z^3 - 117/62*z + 1
*
[ -2 ] 
f(z) = 107/132*z^3 - 115/66*z + 1
*
-5/36 | 0.089414521636157459539646990288589015789 | 0.011303665350947211897585804123403661436
f(z) = 108/125*z^3 - 109/60*z + 1
*
[ 25/18 ] 
f(z) = 108/125*z^3 - 104/75*z + 1
*
[ -2 ] 
f(z) = 109/132*z^3 - 119/66*z + 1
*
[ 10/7 ] 
f(z) = 112/125*z^3 - 107/70*z + 1
*
-5/3 | 0.14632038183648521282106987755367610653 | 0.015494403614054199919652666837962129037
f(z) = 112/125*z^3 - 101/63*z + 1
*
[ 3/8 ] 
f(z) = 112/135*z^3 - 107/60*z + 1
*
[ -11/6 ] 
f(z) = 114/121*z^3 - 107/66*z + 1
*
[ 5/13 ] 
f(z) = 117/125*z^3 - 113/65*z + 1
*
-10/39 | 0.23191040388309095059190259859952812469 | 0.029352005681935116669843629089135550067
f(z) = 117/125*z^3 - 108/65*z + 1
*
[ 4/9 ] 
f(z) = 117/128*z^3 - 103/72*z + 1
*
[ 4/3 ] 
f(z) = 119/128*z^3 - 101/72*z + 1
*
[ 11/8 ] 
f(z) = 104/121*z^3 - 119/88*z + 1
*
[ -15/8 ] 
f(z) = 116/135*z^3 - 119/80*z + 1
*
[ 5/4 ] 
f(z) = 117/125*z^3 - 101/80*z + 1
*
[ 5/4 ] 
f(z) = 119/125*z^3 - 103/80*z + 1
*
-5/3 | 0.25632615171971560591115594605190620165 | 0.026824419977659968999292681573735370561
f(z) = 102/125*z^3 - 113/102*z + 1
*
[ -45/26 ] 
f(z) = 104/125*z^3 - 107/117*z + 1
*
[ 15/28 ] 
f(z) = 112/125*z^3 - 118/105*z + 1
*
[ 15/14 ] 
f(z) = 112/125*z^3 - 101/105*z + 1
*
[ 15/28 ] 
f(z) = 112/135*z^3 - 116/105*z + 1
*
[ 8/13 ] 
f(z) = 117/128*z^3 - 101/104*z + 1
*
[ 3/5 ] 
f(z) = 100/123*z^3 - 118/123*z + 1
*
[ 7/10 ] 
f(z) = 100/133*z^3 - 106/133*z + 1
*
[ 2/3 ] 
f(z) = 101/120*z^3 - 118/135*z + 1
*
[ 3/5 ] 
f(z) = 101/135*z^3 - 117/125*z + 1
*
[ 2/3 ] 
f(z) = 103/120*z^3 - 119/135*z + 1
*
[ 10/13 ] 
f(z) = 104/125*z^3 - 103/130*z + 1
*
[ 3/5 ] 
f(z) = 104/135*z^3 - 118/125*z + 1
*
[ 3/5 ] 
f(z) = 107/135*z^3 - 119/125*z + 1
*
[ 3/4 ] 
f(z) = 112/123*z^3 - 104/123*z + 1
*
[ 3/4 ] 
f(z) = 112/129*z^3 - 106/129*z + 1
*
[ 2/3 ] 
f(z) = 117/122*z^3 - 113/122*z + 1
*
[ 10/13 ] 
f(z) = 117/125*z^3 - 111/130*z + 1
*
[ 2/3 ] 
f(z) = 117/134*z^3 - 119/134*z + 1
*
[ 11/13 ] 
f(z) = 104/121*z^3 - 114/143*z + 1
*
[ 15/16 ] 
f(z) = 104/135*z^3 - 119/160*z + 1
*
[ 5 ] 
f(z) = 101/125*z^3 - 97/5*z + 1
*
[ 4 ] 
f(z) = 101/128*z^3 - 95/8*z + 1
*
[ -4 ] 
f(z) = 101/128*z^3 - 91/8*z + 1
*
[ 3 ] 
f(z) = 101/135*z^3 - 91/15*z + 1
*
[ 5 ] 
f(z) = 102/125*z^3 - 98/5*z + 1
*
[ -5 ] 
f(z) = 102/125*z^3 - 96/5*z + 1
*
[ 5 ] 
f(z) = 103/125*z^3 - 99/5*z + 1
*
[ -5 ] 
f(z) = 103/125*z^3 - 97/5*z + 1
*
[ 4 ] 
f(z) = 103/128*z^3 - 97/8*z + 1
*
[ -4 ] 
f(z) = 103/128*z^3 - 93/8*z + 1
*
[ -3 ] 
f(z) = 103/135*z^3 - 83/15*z + 1
*
[ -5 ] 
f(z) = 104/125*z^3 - 98/5*z + 1
*
[ 3 ] 
f(z) = 104/135*z^3 - 94/15*z + 1
*
[ 4 ] 
f(z) = 105/128*z^3 - 99/8*z + 1
*
[ -4 ] 
f(z) = 105/128*z^3 - 95/8*z + 1
*
[ -3 ] 
f(z) = 106/135*z^3 - 86/15*z + 1
*
[ -4 ] 
f(z) = 107/128*z^3 - 97/8*z + 1
*
[ 3 ] 
f(z) = 107/135*z^3 - 97/15*z + 1
*
[ 10/3 ] 
f(z) = 108/125*z^3 - 89/10*z + 1
*
[ -10/3 ] 
f(z) = 108/125*z^3 - 83/10*z + 1
*
[ -4 ] 
f(z) = 109/128*z^3 - 99/8*z + 1
*
[ -3 ] 
f(z) = 109/135*z^3 - 89/15*z + 1
*
[ -3 ] 
f(z) = 112/135*z^3 - 92/15*z + 1
*
[ 10/3 ] 
f(z) = 117/125*z^3 - 97/10*z + 1
*
[ -10/3 ] 
f(z) = 117/125*z^3 - 91/10*z + 1
*
[ -3 ] 
f(z) = 118/135*z^3 - 98/15*z + 1
*
[ 5/2 ] 
f(z) = 101/125*z^3 - 89/20*z + 1
*
[ 2 ] 
f(z) = 101/128*z^3 - 85/32*z + 1
*
[ 5/2 ] 
f(z) = 103/125*z^3 - 91/20*z + 1
*
[ 2 ] 
f(z) = 103/128*z^3 - 87/32*z + 1
*
55/26 | 0.27103101831118972295592389911337365192 | 0.029090100858923471735853529269218243109
f(z) = 104/125*z^3 - 89/26*z + 1
*
[ 2 ] 
f(z) = 105/128*z^3 - 89/32*z + 1
*
[ 2 ] 
f(z) = 107/128*z^3 - 91/32*z + 1
*
[ 5/2 ] 
f(z) = 109/125*z^3 - 97/20*z + 1
*
[ -5/2 ] 
f(z) = 109/125*z^3 - 81/20*z + 1
*
[ 2 ] 
f(z) = 109/128*z^3 - 93/32*z + 1
*
[ 5/2 ] 
f(z) = 111/125*z^3 - 99/20*z + 1
*
[ -5/2 ] 
f(z) = 111/125*z^3 - 83/20*z + 1
*
[ 2 ] 
f(z) = 111/128*z^3 - 95/32*z + 1
*
5/8 | 0.14594266853046656068471297514652274589 | 0.018677085911032890223387977236171453482
f(z) = 112/125*z^3 - 99/20*z + 1
*
[ -15/7 ] 
f(z) = 112/135*z^3 - 82/35*z + 1
*
[ 2 ] 
f(z) = 113/128*z^3 - 97/32*z + 1
*
[ 2 ] 
f(z) = 115/128*z^3 - 99/32*z + 1
*
[ -5/2 ] 
f(z) = 117/125*z^3 - 89/20*z + 1
*
[ -5/2 ] 
f(z) = 119/125*z^3 - 91/20*z + 1
*
[ 5/3 ] 
f(z) = 101/125*z^3 - 83/45*z + 1
*
[ 5/3 ] 
f(z) = 104/125*z^3 - 86/45*z + 1
*
-8/5 | 0.19655538161227922478047333289456388206 | 0.026677952810087310890981721935362791595
f(z) = 105/128*z^3 - 99/40*z + 1
*
[ 5/3 ] 
f(z) = 106/125*z^3 - 88/45*z + 1
*
[ 5/3 ] 
f(z) = 107/125*z^3 - 89/45*z + 1
*
[ 5/3 ] 
f(z) = 109/125*z^3 - 91/45*z + 1
*
[ 5/3 ] 
f(z) = 112/125*z^3 - 94/45*z + 1
*
[ 5/3 ] 
f(z) = 116/125*z^3 - 98/45*z + 1
*
[ 5/14 ] 
f(z) = 116/125*z^3 - 94/49*z + 1
*
[ -15/8 ] 
f(z) = 116/125*z^3 - 83/48*z + 1
*
[ 20/13 ] 
f(z) = 117/125*z^3 - 97/52*z + 1
*
10/39 | 0.23191170816179838932039629259777338272 | 0.024891375986515316259697526854180360585
f(z) = 117/125*z^3 - 89/52*z + 1
*
[ 4/3 ] 
f(z) = 101/128*z^3 - 83/72*z + 1
*
[ -11/6 ] 
f(z) = 102/121*z^3 - 85/66*z + 1
*
[ 4/3 ] 
f(z) = 103/128*z^3 - 85/72*z + 1
*
[ 3/2 ] 
f(z) = 103/135*z^3 - 83/60*z + 1
*
[ 4/3 ] 
f(z) = 107/128*z^3 - 89/72*z + 1
*
[ 4/3 ] 
f(z) = 109/128*z^3 - 91/72*z + 1
*
[ 3/2 ] 
f(z) = 109/135*z^3 - 89/60*z + 1
*
[ -15/8 ] 
f(z) = 112/125*z^3 - 97/60*z + 1
*
[ -15/8 ] 
f(z) = 112/135*z^3 - 83/60*z + 1
*
[ 4/3 ] 
f(z) = 113/128*z^3 - 95/72*z + 1
*
[ 4/3 ] 
f(z) = 115/128*z^3 - 97/72*z + 1
*
[ 4/3 ] 
f(z) = 117/136*z^3 - 87/68*z + 1
*
[ 5/9 ] 
f(z) = 101/125*z^3 - 85/81*z + 1
*
[ 5/4 ] 
f(z) = 103/125*z^3 - 87/80*z + 1
*
[ 2/3 ] 
f(z) = 105/128*z^3 - 83/96*z + 1
*
[ 5/9 ] 
f(z) = 106/125*z^3 - 86/81*z + 1
*
[ 5/4 ] 
f(z) = 107/125*z^3 - 91/80*z + 1
*
[ 5/4 ] 
f(z) = 109/125*z^3 - 93/80*z + 1
*
[ 2/3 ] 
f(z) = 111/128*z^3 - 85/96*z + 1
*
[ 11/12 ] 
f(z) = 112/121*z^3 - 86/99*z + 1
*
[ 5/4 ] 
f(z) = 113/125*z^3 - 97/80*z + 1
*
[ 5/9 ] 
f(z) = 116/125*z^3 - 88/81*z + 1
*
[ 20/27 ] 
f(z) = 108/125*z^3 - 89/108*z + 1
*
[ 6/7 ] 
f(z) = 119/120*z^3 - 94/105*z + 1
*
-2 | 0.093831104487614450464692627065385766650 | 0.015157725953494073919111195262224898581
f(z) = 105/136*z^3 - 61/17*z + 1
*
-2 | 0.068895384956991719458184287057561708401 | 0.011129543559581610815999183266251672463
f(z) = 107/120*z^3 - 61/15*z + 1
*
-2 | 0.093416405404143447645676077860641374796 | 0.015051198359130879710445934152976783074
f(z) = 107/136*z^3 - 62/17*z + 1
*
5/18 | 0.24871982813221635807677376791815382499 | 0.027489471328922052344145878304911147449
f(z) = 108/125*z^3 - 68/3*z + 1
*
-5/18 | 0.10720562112294389394223968140261407573 | 0.014441251795266831757973517093566688918
f(z) = 108/125*z^3 - 67/15*z + 1
*
85/36 | 0.17775600715036883846094155512524143926 | 0.019744741828951934127419690658481915312
f(z) = 108/125*z^3 - 65/12*z + 1
*
-20/9 | 0.13767894193980678383693579957444862942 | 0.018783580310477235437492303413421266879
f(z) = 108/125*z^3 - 61/15*z + 1
*
-2 | 0.068335754857806427988102026159299634911 | 0.011010218140337113513587486785545953939
f(z) = 109/120*z^3 - 62/15*z + 1
*
-2 | 0.092778898857924927226747891619503278248 | 0.014910046074321706951190316257488309441
f(z) = 109/136*z^3 - 63/17*z + 1
*
-2 | 0.091033372243483263985412794721432663459 | 0.014592599410119146005310771629151584148
f(z) = 111/136*z^3 - 64/17*z + 1
*
[ 11/4 ] 
f(z) = 112/121*z^3 - 70/11*z + 1
*
[ -11/4 ] 
f(z) = 112/121*z^3 - 62/11*z + 1
*
-2 | 0.070105748753479582733573224020938978286 | 0.011237912896050291337600859333343120310
f(z) = 113/120*z^3 - 64/15*z + 1
*
-2 | 0.090976499715893144438729708561986699894 | 0.014547328118016428594993231221468068474
f(z) = 113/136*z^3 - 65/17*z + 1
*
-2 | 0.091550126203071111603923358736670377627 | 0.014603400882678274887786048480548271716
f(z) = 115/136*z^3 - 66/17*z + 1
*
-2 | 0.090982211304816237602508071003280255402 | 0.014478082258083598638393370745526993060
f(z) = 117/136*z^3 - 67/17*z + 1
*
-2 | 0.071692716893226290292881031809259444444 | 0.011408527420905669596862208913466016776
f(z) = 119/120*z^3 - 67/15*z + 1
*
[ -5/2 ] 
f(z) = 101/125*z^3 - 73/20*z + 1
*
[ 5/16 ] 
f(z) = 104/125*z^3 - 73/32*z + 1
*
3/2 | 0.19288476711544588438960110683447352029 | 0.029730912690242241013539748206069018971
f(z) = 106/135*z^3 - 73/30*z + 1
*
[ -5/2 ] 
f(z) = 107/125*z^3 - 79/20*z + 1
*
[ -2 ] 
f(z) = 109/128*z^3 - 61/32*z + 1
*
[ -2 ] 
f(z) = 111/128*z^3 - 63/32*z + 1
*
65/56 | 0.19621610806480191874447456817987968893 | 0.021517818704877539454792690786601472713
f(z) = 112/125*z^3 - 73/28*z + 1
*
-15/28 | 0.15039063231704559894672961431874672049 | 0.020064010506905634703511247522571794284
f(z) = 112/125*z^3 - 72/35*z + 1
*
15/8 | 0.21404277420737774117739833217627781299 | 0.028425548994570627034580300001586466122
f(z) = 112/135*z^3 - 69/20*z + 1
*
15/8 | 0.18954355259394494326614000767286994804 | 0.025590786450141139465955886968403917809
f(z) = 112/135*z^3 - 61/20*z + 1
*
[ -2 ] 
f(z) = 113/128*z^3 - 65/32*z + 1
*
[ -2 ] 
f(z) = 115/128*z^3 - 67/32*z + 1
*
[ 10/39 ] 
f(z) = 117/125*z^3 - 77/26*z + 1
*
[ -2 ] 
f(z) = 117/128*z^3 - 69/32*z + 1
*
[ -15/7 ] 
f(z) = 119/125*z^3 - 61/21*z + 1
*
[ -2 ] 
f(z) = 119/128*z^3 - 71/32*z + 1
*
[ 3/8 ] 
f(z) = 104/135*z^3 - 71/40*z + 1
*
[ 8/5 ] 
f(z) = 105/128*z^3 - 69/40*z + 1
*
[ 11/8 ] 
f(z) = 112/121*z^3 - 65/44*z + 1
*
[ 8/5 ] 
f(z) = 115/128*z^3 - 77/40*z + 1
*
[ -11/6 ] 
f(z) = 117/121*z^3 - 75/44*z + 1
*
-8/7 | 0.19654481383672413595973598588538480745 | 0.027721111969474166022624719147853101223
f(z) = 119/128*z^3 - 75/56*z + 1
*
[ 8/7 ] 
f(z) = 119/128*z^3 - 61/56*z + 1
*
[ 11/14 ] 
f(z) = 112/121*z^3 - 65/77*z + 1
*
[ 5/8 ] 
f(z) = 113/125*z^3 - 61/64*z + 1
*
[ 20/19 ] 
f(z) = 114/125*z^3 - 73/76*z + 1
*
[ 8/9 ] 
f(z) = 117/128*z^3 - 61/72*z + 1
*
[ 11/15 ] 
f(z) = 100/121*z^3 - 80/99*z + 1
*
[ 3/4 ] 
f(z) = 103/135*z^3 - 61/80*z + 1
*
[ 5/6 ] 
f(z) = 106/125*z^3 - 71/90*z + 1
*
[ 35/36 ] 
f(z) = 108/125*z^3 - 71/84*z + 1
*
[ 3/4 ] 
f(z) = 109/135*z^3 - 63/80*z + 1
*
[ 5/8 ] 
f(z) = 116/125*z^3 - 77/80*z + 1
*
[ 35/39 ] 
f(z) = 117/125*z^3 - 79/91*z + 1
*
[ 5/6 ] 
f(z) = 118/125*z^3 - 77/90*z + 1
*
-2 | 0.068830319865091764309135852139457043436 | 0.011210360598740352537296238806752560241
f(z) = 101/120*z^3 - 58/15*z + 1
*
[ 2 ] 
f(z) = 101/120*z^3 - 43/15*z + 1
*
-2 | 0.094336798923359894735649549308075596814 | 0.015321929658070459762943812615409048842
f(z) = 101/136*z^3 - 59/17*z + 1
*
[ 2 ] 
f(z) = 101/136*z^3 - 42/17*z + 1
*
[ 5/17 ] 
f(z) = 102/125*z^3 - 42/17*z + 1
*
-2 | 0.068358499599367326421179427558560691495 | 0.011102604013982376280817111074259012068
f(z) = 103/120*z^3 - 59/15*z + 1
*
[ 2 ] 
f(z) = 103/120*z^3 - 44/15*z + 1
*
-2 | 0.094124499394454473652819868190907359083 | 0.015245830971527537630135020739892271018
f(z) = 103/136*z^3 - 60/17*z + 1
*
[ 2 ] 
f(z) = 103/136*z^3 - 43/17*z + 1
*
[ 5/26 ] 
f(z) = 104/125*z^3 - 55/13*z + 1
*
5/2 | 0.11488039407349245849807624405293833337 | 0.016065611850081347537270073716643557852
f(z) = 104/125*z^3 - 51/10*z + 1
*
[ 2 ] 
f(z) = 105/136*z^3 - 44/17*z + 1
*
[ 5/2 ] 
f(z) = 106/125*z^3 - 47/10*z + 1
*
[ 2 ] 
f(z) = 107/120*z^3 - 46/15*z + 1
*
[ 2 ] 
f(z) = 107/136*z^3 - 45/17*z + 1
*
35/36 | 0.23593917754449589243866331655780989620 | 0.026815519061430386679884736620371261470
f(z) = 108/125*z^3 - 53/12*z + 1
*
10/9 | 0.17107241342407559978071511149030137854 | 0.023859074090384086854564944894989727187
f(z) = 108/125*z^3 - 52/15*z + 1
*
-5/12 | 0.23528026916167697759323905644308285308 | 0.027544300469495592814617054057110974941
f(z) = 108/125*z^3 - 41/12*z + 1
*
[ 2 ] 
f(z) = 109/120*z^3 - 47/15*z + 1
*
[ 2 ] 
f(z) = 109/136*z^3 - 46/17*z + 1
*
[ 10/3 ] 
f(z) = 111/125*z^3 - 55/6*z + 1
*
[ 2 ] 
f(z) = 111/136*z^3 - 47/17*z + 1
*
[ -15/4 ] 
f(z) = 112/135*z^3 - 52/5*z + 1
*
[ 2 ] 
f(z) = 113/120*z^3 - 49/15*z + 1
*
[ 2 ] 
f(z) = 113/136*z^3 - 48/17*z + 1
*
[ -10/3 ] 
f(z) = 114/125*z^3 - 53/6*z + 1
*
[ 5/2 ] 
f(z) = 114/125*z^3 - 51/10*z + 1
*
[ -5/2 ] 
f(z) = 114/125*z^3 - 43/10*z + 1
*
[ 2 ] 
f(z) = 115/136*z^3 - 49/17*z + 1
*
[ 8/3 ] 
f(z) = 117/128*z^3 - 47/8*z + 1
*
[ -8/3 ] 
f(z) = 117/128*z^3 - 41/8*z + 1
*
[ 2 ] 
f(z) = 117/136*z^3 - 50/17*z + 1
*
[ 5/2 ] 
f(z) = 118/125*z^3 - 53/10*z + 1
*
[ 2 ] 
f(z) = 119/120*z^3 - 52/15*z + 1
*
[ -2 ] 
f(z) = 101/128*z^3 - 53/32*z + 1
*
-5/6 | 0.17196239819875001629913554654770913822 | 0.024805436822366544284744598079081823996
f(z) = 102/125*z^3 - 41/30*z + 1
*
[ -2 ] 
f(z) = 103/128*z^3 - 55/32*z + 1
*
[ 15/8 ] 
f(z) = 104/125*z^3 - 59/24*z + 1
*
[ -2 ] 
f(z) = 105/128*z^3 - 57/32*z + 1
*
-4/3 | 0.19254088348887369706034225596060460224 | 0.029684876732791923849787790447755690326
f(z) = 105/128*z^3 - 41/24*z + 1
*
[ 3/2 ] 
f(z) = 106/135*z^3 - 43/30*z + 1
*
[ -2 ] 
f(z) = 107/128*z^3 - 59/32*z + 1
*
-4/3 | 0.19254191710529458678252345316333916970 | 0.029468647040971124035793329958981062412
f(z) = 111/128*z^3 - 43/24*z + 1
*
-15/8 | 0.11633366009950621024279242926655752578 | 0.015943951612139805130517661797558005471
f(z) = 112/125*z^3 - 59/20*z + 1
*
-5/3 | 0.12428973204158987401183269035962154763 | 0.017806358139935497287636470735125684908
f(z) = 114/125*z^3 - 43/30*z + 1
*
[ 3/2 ] 
f(z) = 118/135*z^3 - 49/30*z + 1
*
[ 11/20 ] 
f(z) = 100/121*z^3 - 47/44*z + 1
*
[ 10/9 ] 
f(z) = 102/125*z^3 - 49/54*z + 1
*
[ 5/4 ] 
f(z) = 102/125*z^3 - 43/40*z + 1
*
[ -15/8 ] 
f(z) = 104/135*z^3 - 47/40*z + 1
*
[ 4/7 ] 
f(z) = 105/128*z^3 - 57/56*z + 1
*
[ 8/7 ] 
f(z) = 105/128*z^3 - 53/56*z + 1
*
[ 2/3 ] 
f(z) = 105/136*z^3 - 43/51*z + 1
*
[ 5/7 ] 
f(z) = 107/125*z^3 - 41/49*z + 1
*
[ 2/3 ] 
f(z) = 111/136*z^3 - 44/51*z + 1
*
[ 15/16 ] 
f(z) = 112/125*z^3 - 41/48*z + 1
*
[ -5/3 ] 
f(z) = 113/125*z^3 - 41/45*z + 1
*
[ 5/4 ] 
f(z) = 114/125*z^3 - 49/40*z + 1
*
[ -5/3 ] 
f(z) = 116/125*z^3 - 44/45*z + 1
*
[ 5/9 ] 
f(z) = 117/125*z^3 - 49/45*z + 1
*
[ 5/7 ] 
f(z) = 117/125*z^3 - 43/49*z + 1
*
[ 5/4 ] 
f(z) = 118/125*z^3 - 51/40*z + 1
*
[ -5/3 ] 
f(z) = 118/125*z^3 - 46/45*z + 1
*
[ -5/3 ] 
f(z) = 119/125*z^3 - 47/45*z + 1
*
[ 4/7 ] 
f(z) = 119/128*z^3 - 59/56*z + 1
*
[ 5/8 ] 
f(z) = 103/125*z^3 - 59/64*z + 1
*
[ 15/13 ] 
f(z) = 104/135*z^3 - 58/65*z + 1
*
-5/4 | 0.15044853767327466461716061456206266605 | 0.020572132345259920247127622902169939011
f(z) = 108/125*z^3 - 53/60*z + 1
*
[ 5/6 ] 
f(z) = 111/125*z^3 - 49/60*z + 1
*
[ 3/4 ] 
f(z) = 116/135*z^3 - 49/60*z + 1
*
[ 2/3 ] 
f(z) = 117/124*z^3 - 57/62*z + 1
*
[ 6/7 ] 
f(z) = 119/135*z^3 - 57/70*z + 1
*
[ 11/5 ] 
f(z) = 100/121*z^3 - 38/11*z + 1
*
[ -11/5 ] 
f(z) = 100/121*z^3 - 28/11*z + 1
*
[ -2 ] 
f(z) = 101/120*z^3 - 28/15*z + 1
*
[ -3 ] 
f(z) = 101/135*z^3 - 27/5*z + 1
*
[ -2 ] 
f(z) = 101/136*z^3 - 25/17*z + 1
*
[ -5/2 ] 
f(z) = 102/125*z^3 - 37/10*z + 1
*
[ 5/3 ] 
f(z) = 102/125*z^3 - 28/15*z + 1
*
[ -2 ] 
f(z) = 103/120*z^3 - 29/15*z + 1
*
[ 3 ] 
f(z) = 103/135*z^3 - 31/5*z + 1
*
[ -2 ] 
f(z) = 103/136*z^3 - 26/17*z + 1
*
[ 5/2 ] 
f(z) = 104/125*z^3 - 23/5*z + 1
*
3/2 | 0.18812840845164435997311703914321750734 | 0.027032279890803111508097431381343163831
f(z) = 104/135*z^3 - 39/10*z + 1
*
[ -3 ] 
f(z) = 104/135*z^3 - 28/5*z + 1
*
[ -2 ] 
f(z) = 105/136*z^3 - 27/17*z + 1
*
[ -5/2 ] 
f(z) = 106/125*z^3 - 39/10*z + 1
*
[ 3 ] 
f(z) = 106/135*z^3 - 32/5*z + 1
*
[ -2 ] 
f(z) = 107/120*z^3 - 31/15*z + 1
*
[ -3 ] 
f(z) = 107/135*z^3 - 29/5*z + 1
*
[ -2 ] 
f(z) = 107/136*z^3 - 28/17*z + 1
*
[ 11/6 ] 
f(z) = 108/121*z^3 - 28/11*z + 1
*
[ 5/2 ] 
f(z) = 108/125*z^3 - 24/5*z + 1
*
-5/3 | 0.17518658540818138460085504458907683233 | 0.027569465467610516931661561274022636866
f(z) = 108/125*z^3 - 23/10*z + 1
*
-5/3 | 0.11879903532682991522291593536967538561 | 0.018827349275943381406095353188133388298
f(z) = 108/125*z^3 - 22/15*z + 1
*
[ -2 ] 
f(z) = 109/120*z^3 - 32/15*z + 1
*
[ 5 ] 
f(z) = 109/125*z^3 - 21*z + 1
*
[ 3 ] 
f(z) = 109/135*z^3 - 33/5*z + 1
*
[ -2 ] 
f(z) = 109/136*z^3 - 29/17*z + 1
*
[ 5/3 ] 
f(z) = 111/125*z^3 - 31/15*z + 1
*
[ -5 ] 
f(z) = 111/125*z^3 - 21*z + 1
*
[ -2 ] 
f(z) = 111/136*z^3 - 30/17*z + 1
*
[ -15/4 ] 
f(z) = 112/125*z^3 - 34/3*z + 1
*
[ 3 ] 
f(z) = 112/135*z^3 - 34/5*z + 1
*
[ 3/2 ] 
f(z) = 112/135*z^3 - 23/15*z + 1
*
[ -2 ] 
f(z) = 113/120*z^3 - 34/15*z + 1
*
[ -3 ] 
f(z) = 113/135*z^3 - 31/5*z + 1
*
[ -2 ] 
f(z) = 113/136*z^3 - 31/17*z + 1
*
[ 5/3 ] 
f(z) = 114/125*z^3 - 32/15*z + 1
*
[ 5 ] 
f(z) = 114/125*z^3 - 22*z + 1
*
[ -2 ] 
f(z) = 115/136*z^3 - 32/17*z + 1
*
[ 5/2 ] 
f(z) = 116/125*z^3 - 26/5*z + 1
*
[ -5 ] 
f(z) = 116/125*z^3 - 22*z + 1
*
[ -5/2 ] 
f(z) = 116/125*z^3 - 22/5*z + 1
*
[ -3 ] 
f(z) = 116/135*z^3 - 32/5*z + 1
*
[ 5/12 ] 
f(z) = 117/125*z^3 - 25/16*z + 1
*
[ 5/2 ] 
f(z) = 117/125*z^3 - 21/4*z + 1
*
[ -2 ] 
f(z) = 117/136*z^3 - 33/17*z + 1
*
[ 3 ] 
f(z) = 118/135*z^3 - 36/5*z + 1
*
[ -2 ] 
f(z) = 119/120*z^3 - 37/15*z + 1
*
[ 5 ] 
f(z) = 119/125*z^3 - 23*z + 1
*
[ 10/7 ] 
f(z) = 119/125*z^3 - 23/14*z + 1
*
[ -3 ] 
f(z) = 119/135*z^3 - 33/5*z + 1
*
[ 3/2 ] 
f(z) = 101/135*z^3 - 27/20*z + 1
*
[ 5/12 ] 
f(z) = 102/125*z^3 - 37/24*z + 1
*
[ 5/6 ] 
f(z) = 102/125*z^3 - 23/30*z + 1
*
[ 15/13 ] 
f(z) = 104/125*z^3 - 38/39*z + 1
*
-45/26 | 0.23191105602244466995614944559865075370 | 0.028068580127544175392269647512547731881
f(z) = 104/125*z^3 - 31/26*z + 1
*
[ 3/4 ] 
f(z) = 104/135*z^3 - 23/30*z + 1
*
[ 4/3 ] 
f(z) = 105/128*z^3 - 29/24*z + 1
*
[ 3/2 ] 
f(z) = 107/135*z^3 - 29/20*z + 1
*
[ 11/9 ] 
f(z) = 108/121*z^3 - 38/33*z + 1
*
[ 11/18 ] 
f(z) = 108/121*z^3 - 32/33*z + 1
*
[ 5/12 ] 
f(z) = 108/125*z^3 - 31/20*z + 1
*
[ 10/9 ] 
f(z) = 108/125*z^3 - 29/30*z + 1
*
[ 5/4 ] 
f(z) = 108/125*z^3 - 23/20*z + 1
*
[ 5/6 ] 
f(z) = 109/125*z^3 - 29/36*z + 1
*
[ 5/9 ] 
f(z) = 111/125*z^3 - 29/27*z + 1
*
[ 4/3 ] 
f(z) = 111/128*z^3 - 31/24*z + 1
*
[ 15/14 ] 
f(z) = 112/135*z^3 - 31/35*z + 1
*
[ 3/2 ] 
f(z) = 113/135*z^3 - 31/20*z + 1
*
[ 2/3 ] 
f(z) = 117/128*z^3 - 29/32*z + 1
*
[ 5/8 ] 
f(z) = 118/125*z^3 - 31/32*z + 1
*
[ 10/17 ] 
f(z) = 119/125*z^3 - 35/34*z + 1
*
[ 5/7 ] 
f(z) = 119/125*z^3 - 31/35*z + 1
*
[ 5/6 ] 
f(z) = 119/125*z^3 - 31/36*z + 1
*
[ 3/2 ] 
f(z) = 119/135*z^3 - 33/20*z + 1
*
[ 5/7 ] 
f(z) = 102/125*z^3 - 40/49*z + 1
*
[ 5/8 ] 
f(z) = 104/125*z^3 - 37/40*z + 1
*
[ 4/5 ] 
f(z) = 105/128*z^3 - 31/40*z + 1
*
[ 3/4 ] 
f(z) = 106/135*z^3 - 31/40*z + 1
*
[ 11/12 ] 
f(z) = 108/121*z^3 - 37/44*z + 1
*
[ -5/3 ] 
f(z) = 109/125*z^3 - 37/45*z + 1
*
[ 5/6 ] 
f(z) = 112/125*z^3 - 37/45*z + 1
*
[ 4/5 ] 
f(z) = 115/128*z^3 - 33/40*z + 1
*
[ 5/6 ] 
f(z) = 116/125*z^3 - 38/45*z + 1
*
[ 3/4 ] 
f(z) = 118/135*z^3 - 33/40*z + 1
*
[ 11/10 ] 
f(z) = 100/121*z^3 - 10/11*z + 1
*
[ -5 ] 
f(z) = 101/125*z^3 - 19*z + 1
*
[ 5/4 ] 
f(z) = 101/125*z^3 - 17/16*z + 1
*
[ 5/2 ] 
f(z) = 102/125*z^3 - 9/2*z + 1
*
[ 5/3 ] 
f(z) = 103/125*z^3 - 17/9*z + 1
*
[ -5/2 ] 
f(z) = 103/125*z^3 - 15/4*z + 1
*
[ 5 ] 
f(z) = 104/125*z^3 - 20*z + 1
*
[ -5/2 ] 
f(z) = 104/125*z^3 - 19/5*z + 1
*
[ 5/4 ] 
f(z) = 104/125*z^3 - 11/10*z + 1
*
[ 5/6 ] 
f(z) = 104/125*z^3 - 7/9*z + 1
*
[ 3/2 ] 
f(z) = 104/135*z^3 - 7/5*z + 1
*
[ -5 ] 
f(z) = 106/125*z^3 - 20*z + 1
*
[ 5/4 ] 
f(z) = 106/125*z^3 - 9/8*z + 1
*
[ 5/2 ] 
f(z) = 107/125*z^3 - 19/4*z + 1
*
[ -11/6 ] 
f(z) = 108/121*z^3 - 16/11*z + 1
*
[ 5/9 ] 
f(z) = 108/125*z^3 - 16/15*z + 1
*
[ 5/8 ] 
f(z) = 108/125*z^3 - 15/16*z + 1
*
[ 5/18 ] 
f(z) = 108/125*z^3 - 8/3*z + 1
*
-5/12 | 0.16378087665186602859554549703655868775 | 0.024177068753469887895082899417256897274
f(z) = 108/125*z^3 - 7/4*z + 1
*
-10/9 | 0.15710114832007263699649120100053032916 | 0.024403107927673050214749240575186351999
f(z) = 108/125*z^3 - 5/3*z + 1
*
[ -5/2 ] 
f(z) = 108/125*z^3 - 4*z + 1
*
[ 5/3 ] 
f(z) = 108/125*z^3 - 2*z + 1
*
[ 5/4 ] 
f(z) = 111/125*z^3 - 19/16*z + 1
*
[ -5/3 ] 
f(z) = 111/125*z^3 - 13/15*z + 1
*
[ 5/12 ] 
f(z) = 112/125*z^3 - 14/9*z + 1
*
[ -5/3 ] 
f(z) = 112/125*z^3 - 8/9*z + 1
*
[ 5/4 ] 
f(z) = 112/125*z^3 - 6/5*z + 1
*
[ 5/7 ] 
f(z) = 112/125*z^3 - 6/7*z + 1
*
[ 5/2 ] 
f(z) = 112/125*z^3 - 5*z + 1
*
[ 3/4 ] 
f(z) = 112/135*z^3 - 4/5*z + 1
*
[ 5/3 ] 
f(z) = 113/125*z^3 - 19/9*z + 1
*
[ -5/2 ] 
f(z) = 113/125*z^3 - 17/4*z + 1
*
[ -5/3 ] 
f(z) = 114/125*z^3 - 14/15*z + 1
*
[ 5/6 ] 
f(z) = 114/125*z^3 - 5/6*z + 1
*
[ 5/4 ] 
f(z) = 116/125*z^3 - 5/4*z + 1
*
[ 3/2 ] 
f(z) = 116/135*z^3 - 8/5*z + 1
*
[ 10/9 ] 
f(z) = 117/125*z^3 - 19/18*z + 1
*
[ 5/3 ] 
f(z) = 117/125*z^3 - 11/5*z + 1
*
[ -5/3 ] 
f(z) = 117/125*z^3 - z + 1
*
[ 4/3 ] 
f(z) = 117/128*z^3 - 11/8*z + 1
*
[ 2/3 ] 
f(z) = 117/136*z^3 - 15/17*z + 1
*
[ 5/3 ] 
f(z) = 118/125*z^3 - 20/9*z + 1
*
[ -5/2 ] 
f(z) = 118/125*z^3 - 9/2*z + 1
*
[ 5/8 ] 
f(z) = 112/125*z^3 - 19/20*z + 1
*
[ 5/6 ] 
f(z) = 117/125*z^3 - 17/20*z + 1
*
[ -11/10 ]
f(z) = 100/121*z^3 + 10/11*z + 1
*
[ -5/4 ]
f(z) = 112/125*z^3 + 2/5*z + 1
*
[ -1 ]
f(z) = 102/121*z^3 + 140/121*z + 1
*
[ 6 ] 
f(z) = 101/144*z^3 - 293/12*z + 1
*
[ -6 ] 
f(z) = 101/144*z^3 - 289/12*z + 1
*
[ 6 ] 
f(z) = 103/144*z^3 - 299/12*z + 1
*
[ -6 ] 
f(z) = 103/144*z^3 - 295/12*z + 1
*
[ 3 ] 
f(z) = 106/153*z^3 - 284/51*z + 1
*
[ 3 ] 
f(z) = 107/144*z^3 - 289/48*z + 1
*
[ 3 ] 
f(z) = 107/153*z^3 - 287/51*z + 1
*
[ 3 ] 
f(z) = 109/144*z^3 - 295/48*z + 1
*
[ 3 ] 
f(z) = 109/153*z^3 - 293/51*z + 1
*
[ 3 ] 
f(z) = 110/153*z^3 - 296/51*z + 1
*
[ -3 ] 
f(z) = 115/144*z^3 - 281/48*z + 1
*
[ -3 ] 
f(z) = 118/153*z^3 - 286/51*z + 1
*
[ -3 ] 
f(z) = 119/144*z^3 - 293/48*z + 1
*
[ 1/3 ] 
f(z) = 117/140*z^3 - 293/140*z + 1
*
[ 1/3 ] 
f(z) = 117/142*z^3 - 297/142*z + 1
*
7/8 | 0.21732256144102122887332935864845760920 | 0.028627630093559344785282286270663346672
f(z) = 104/147*z^3 - 283/168*z + 1
*
[ 7/4 ] 
f(z) = 106/147*z^3 - 299/168*z + 1
*
[ 2/5 ] 
f(z) = 115/144*z^3 - 293/180*z + 1
*
[ 3/2 ] 
f(z) = 115/144*z^3 - 281/192*z + 1
*
[ 3/2 ] 
f(z) = 119/144*z^3 - 293/192*z + 1
*
[ 7/13 ] 
f(z) = 104/147*z^3 - 290/273*z + 1
*
[ 3 ] 
f(z) = 100/153*z^3 - 266/51*z + 1
*
[ 3 ] 
f(z) = 101/144*z^3 - 271/48*z + 1
*
[ 3 ] 
f(z) = 101/153*z^3 - 269/51*z + 1
*
[ 3 ] 
f(z) = 103/144*z^3 - 277/48*z + 1
*
[ 3 ] 
f(z) = 103/153*z^3 - 275/51*z + 1
*
[ 3 ] 
f(z) = 104/153*z^3 - 278/51*z + 1
*
[ -3 ] 
f(z) = 109/144*z^3 - 263/48*z + 1
*
[ -3 ] 
f(z) = 110/153*z^3 - 262/51*z + 1
*
[ -3 ] 
f(z) = 112/153*z^3 - 268/51*z + 1
*
[ -3 ] 
f(z) = 113/144*z^3 - 275/48*z + 1
*
[ -3 ] 
f(z) = 113/153*z^3 - 271/51*z + 1
*
[ -3 ] 
f(z) = 115/153*z^3 - 277/51*z + 1
*
[ -3 ] 
f(z) = 116/153*z^3 - 280/51*z + 1
*
-2 | 0.092943968657331458706397226987891684180 | 0.014852813344912785722296298511848165138
f(z) = 113/140*z^3 - 261/70*z + 1
*
-2 | 0.095579015548861984459060869256055411892 | 0.015255294566611493224468345725257103965
f(z) = 113/148*z^3 - 263/74*z + 1
*
-2 | 0.076715689608661075256309793090705787820 | 0.012229745542372839804038332777498203955
f(z) = 113/156*z^3 - 265/78*z + 1
*
-2 | 0.095273455013928589419427660157351293828 | 0.015169976137953497035935558829962800622
f(z) = 115/148*z^3 - 267/74*z + 1
*
-2 | 0.076596734947645324599321246640250771500 | 0.012181688601098959393183025129643215574
f(z) = 115/156*z^3 - 269/78*z + 1
*
-2 | 0.091514917786305553878608031653862952564 | 0.014554226516181513288784342228463032418
f(z) = 117/140*z^3 - 269/70*z + 1
*
-2 | 0.094846923362977775845330312252520248773 | 0.015066388511825792068709010172531288823
f(z) = 117/148*z^3 - 271/74*z + 1
*
-2 | 0.094189577089497386163346987743443315247 | 0.014927226144039788404015943990165028829
f(z) = 119/148*z^3 - 275/74*z + 1
*
-2 | 0.076222520111964743708096185760690465425 | 0.012065938422006189135700093945879421114
f(z) = 119/156*z^3 - 277/78*z + 1
*
[ -11/5 ] 
f(z) = 100/143*z^3 - 276/143*z + 1
*
[ 5/3 ] 
f(z) = 117/140*z^3 - 269/140*z + 1
*
[ 5/3 ] 
f(z) = 117/145*z^3 - 267/145*z + 1
*
[ 5/3 ] 
f(z) = 117/155*z^3 - 263/155*z + 1
*
[ -2 ] 
f(z) = 119/142*z^3 - 263/142*z + 1
*
[ 3/2 ] 
f(z) = 109/144*z^3 - 263/192*z + 1
*
[ 3/2 ] 
f(z) = 113/144*z^3 - 275/192*z + 1
*
[ 3/2 ] 
f(z) = 113/153*z^3 - 271/204*z + 1
*
[ 3/2 ] 
f(z) = 115/153*z^3 - 277/204*z + 1
*
[ 10/7 ] 
f(z) = 119/150*z^3 - 277/210*z + 1
*
[ -21/11 ] 
f(z) = 110/147*z^3 - 278/231*z + 1
*
[ 5/4 ] 
f(z) = 104/145*z^3 - 267/290*z + 1
*
[ 6/5 ] 
f(z) = 115/152*z^3 - 263/285*z + 1
*
[ -3 ] 
f(z) = 103/144*z^3 - 245/48*z + 1
*
[ -3 ] 
f(z) = 103/153*z^3 - 241/51*z + 1
*
[ -3 ] 
f(z) = 104/153*z^3 - 244/51*z + 1
*
[ -3 ] 
f(z) = 106/153*z^3 - 250/51*z + 1
*
[ -3 ] 
f(z) = 107/144*z^3 - 257/48*z + 1
*
[ -3 ] 
f(z) = 107/153*z^3 - 253/51*z + 1
*
[ -3 ] 
f(z) = 109/153*z^3 - 259/51*z + 1
*
-2 | 0.076849966712587054110052768108484317416 | 0.012439407882924338198149779995132954137
f(z) = 101/156*z^3 - 241/78*z + 1
*
-2 | 0.094951949668120609361766050791164765464 | 0.015369506087335724265477848795017410148
f(z) = 103/140*z^3 - 241/70*z + 1
*
-2 | 0.096233470989445442615487917171376427646 | 0.015556130877585704682921617671020773504
f(z) = 103/148*z^3 - 243/74*z + 1
*
-2 | 0.076881472287592035979427064261723234161 | 0.012411437003783419701206008678415576485
f(z) = 103/156*z^3 - 245/78*z + 1
*
-2 | 0.096180097019750424294451951337728534210 | 0.015506577391330460545858980206512858226
f(z) = 105/148*z^3 - 247/74*z + 1
*
-2 | 0.094534890492047517140328960995918064695 | 0.015221538872188479138320600796172243244
f(z) = 107/140*z^3 - 249/70*z + 1
*
-2 | 0.096095150394995270723520612823279148236 | 0.015452858930533538788752737799180878605
f(z) = 107/148*z^3 - 251/74*z + 1
*
-2 | 0.076886431684918608563531966932582239020 | 0.012348185800328245141745078500726788630
f(z) = 107/156*z^3 - 253/78*z + 1
*
-2 | 0.094202885794068995361947935474901589988 | 0.015129258976137871789305235736063458371
f(z) = 109/140*z^3 - 253/70*z + 1
*
-2 | 0.095972901656241326193107298746289875337 | 0.015394061424334963410538800589732891554
f(z) = 109/148*z^3 - 255/74*z + 1
*
-2 | 0.076855088519939691808679167810946421283 | 0.012312133874682170322330304654568831286
f(z) = 109/156*z^3 - 257/78*z + 1
*
-2 | 0.093726842725807266862015989403008708112 | 0.015014977635371869857087277786414292750
f(z) = 111/140*z^3 - 257/70*z + 1
*
[ 12/5 ] 
f(z) = 115/144*z^3 - 241/60*z + 1
*
[ 9/5 ] 
f(z) = 100/153*z^3 - 256/153*z + 1
*
[ 5/3 ] 
f(z) = 108/145*z^3 - 242/145*z + 1
*
[ -2 ] 
f(z) = 115/142*z^3 - 247/142*z + 1
*
[ -2 ] 
f(z) = 115/146*z^3 - 241/146*z + 1
*
[ -2 ] 
f(z) = 117/142*z^3 - 255/142*z + 1
*
[ -2 ] 
f(z) = 117/146*z^3 - 249/146*z + 1
*
[ -2 ] 
f(z) = 119/146*z^3 - 257/146*z + 1
*
[ -2 ] 
f(z) = 119/150*z^3 - 251/150*z + 1
*
[ 7/15 ] 
f(z) = 100/147*z^3 - 244/189*z + 1
*
[ 3/2 ] 
f(z) = 103/144*z^3 - 245/192*z + 1
*
[ 3/2 ] 
f(z) = 107/144*z^3 - 257/192*z + 1
*
[ 3/2 ] 
f(z) = 103/153*z^3 - 241/204*z + 1
*
[ 3/2 ] 
f(z) = 107/153*z^3 - 253/204*z + 1
*
[ 3/2 ] 
f(z) = 109/153*z^3 - 259/204*z + 1
*
[ 4/7 ] 
f(z) = 119/144*z^3 - 257/252*z + 1
*
[ 6/5 ] 
f(z) = 100/141*z^3 - 241/282*z + 1
*
[ 2/3 ] 
f(z) = 108/145*z^3 - 241/290*z + 1
*
[ 2/3 ] 
f(z) = 108/149*z^3 - 245/298*z + 1
*
[ 2/3 ] 
f(z) = 117/145*z^3 - 249/290*z + 1
*
[ 2/3 ] 
f(z) = 117/149*z^3 - 253/298*z + 1
*
[ 21/5 ] 
f(z) = 100/147*z^3 - 236/21*z + 1
*
[ -21/5 ] 
f(z) = 100/147*z^3 - 226/21*z + 1
*
[ -3 ] 
f(z) = 100/153*z^3 - 232/51*z + 1
*
[ -3 ] 
f(z) = 101/144*z^3 - 239/48*z + 1
*
[ -3 ] 
f(z) = 101/153*z^3 - 235/51*z + 1
*
-2 | 0.095077549585442333941230852015497630999 | 0.015431642634496597207912286667032335165
f(z) = 101/140*z^3 - 237/70*z + 1
*
-2 | 0.096259404553629886934661388522569771087 | 0.015602184437130238729694386218335545593
f(z) = 101/148*z^3 - 239/74*z + 1
*
7/5 | 0.16092080749108010133772439420922390064 | 0.021729917187144207163511691507007951404
f(z) = 100/147*z^3 - 235/84*z + 1
*
-7/4 | 0.21626398120923505259743706485212564119 | 0.029136768090844333447774376847039287377
f(z) = 116/147*z^3 - 239/84*z + 1
*
-12/7 | 0.20956441718937788436508105354067211377 | 0.026322657015009273991415399999694427046
f(z) = 119/144*z^3 - 239/84*z + 1
*
[ 17/10 ] 
f(z) = 100/153*z^3 - 226/153*z + 1
*
[ 5/3 ] 
f(z) = 108/155*z^3 - 238/155*z + 1
*
[ -2 ] 
f(z) = 109/142*z^3 - 223/142*z + 1
*
[ -2 ] 
f(z) = 111/142*z^3 - 231/142*z + 1
*
[ -2 ] 
f(z) = 111/146*z^3 - 225/146*z + 1
*
[ -2 ] 
f(z) = 113/142*z^3 - 239/142*z + 1
*
[ -2 ] 
f(z) = 113/146*z^3 - 233/146*z + 1
*
[ -2 ] 
f(z) = 113/150*z^3 - 227/150*z + 1
*
[ -2 ] 
f(z) = 113/154*z^3 - 221/154*z + 1
*
[ -2 ] 
f(z) = 115/154*z^3 - 229/154*z + 1
*
[ -2 ] 
f(z) = 115/158*z^3 - 223/158*z + 1
*
[ -2 ] 
f(z) = 117/154*z^3 - 237/154*z + 1
*
[ -2 ] 
f(z) = 117/158*z^3 - 231/158*z + 1
*
[ -2 ] 
f(z) = 119/158*z^3 - 239/158*z + 1
*
[ 3/2 ] 
f(z) = 101/144*z^3 - 239/192*z + 1
*
[ 3/2 ] 
f(z) = 101/153*z^3 - 235/204*z + 1
*
[ 4/3 ] 
f(z) = 105/152*z^3 - 223/228*z + 1
*
[ 4/3 ] 
f(z) = 111/152*z^3 - 239/228*z + 1
*
[ 3/5 ] 
f(z) = 110/153*z^3 - 236/255*z + 1
*
[ 3/5 ] 
f(z) = 115/144*z^3 - 229/240*z + 1
*
[ 3/5 ] 
f(z) = 115/153*z^3 - 239/255*z + 1
*
[ 6/5 ] 
f(z) = 100/147*z^3 - 239/294*z + 1
*
[ 6/5 ] 
f(z) = 105/152*z^3 - 236/285*z + 1
*
[ 2/3 ] 
f(z) = 108/143*z^3 - 239/286*z + 1
*
[ 2 ] 
f(z) = 119/148*z^3 - 201/74*z + 1
*
-7/4 | 0.21642619018704803562879909713878727903 | 0.029656489738802202217903212914963875185
f(z) = 100/147*z^3 - 211/84*z + 1
*
[ -2 ] 
f(z) = 105/142*z^3 - 207/142*z + 1
*
[ -2 ] 
f(z) = 105/146*z^3 - 201/146*z + 1
*
[ -2 ] 
f(z) = 107/142*z^3 - 215/142*z + 1
*
[ -2 ] 
f(z) = 107/146*z^3 - 209/146*z + 1
*
[ -2 ] 
f(z) = 107/150*z^3 - 203/150*z + 1
*
[ -2 ] 
f(z) = 109/146*z^3 - 217/146*z + 1
*
[ -2 ] 
f(z) = 109/150*z^3 - 211/150*z + 1
*
[ -2 ] 
f(z) = 109/154*z^3 - 205/154*z + 1
*
[ -2 ] 
f(z) = 111/154*z^3 - 213/154*z + 1
*
[ -2 ] 
f(z) = 111/158*z^3 - 207/158*z + 1
*
[ 3/2 ] 
f(z) = 112/141*z^3 - 205/141*z + 1
*
[ -2 ] 
f(z) = 113/158*z^3 - 215/158*z + 1
*
[ 3/2 ] 
f(z) = 116/141*z^3 - 214/141*z + 1
*
[ 3/2 ] 
f(z) = 116/147*z^3 - 212/147*z + 1
*
[ 3/2 ] 
f(z) = 116/159*z^3 - 208/159*z + 1
*
[ 7/11 ] 
f(z) = 110/147*z^3 - 202/231*z + 1
*
[ 3/4 ] 
f(z) = 104/141*z^3 - 211/282*z + 1
*
[ 3/4 ] 
f(z) = 104/147*z^3 - 215/294*z + 1
*
[ 7/2 ] 
f(z) = 116/147*z^3 - 188/21*z + 1
*
[ 14/5 ] 
f(z) = 100/147*z^3 - 197/42*z + 1
*
[ 2 ] 
f(z) = 109/140*z^3 - 183/70*z + 1
*
[ 2 ] 
f(z) = 109/148*z^3 - 181/74*z + 1
*
[ 2 ] 
f(z) = 111/140*z^3 - 187/70*z + 1
*
[ 2 ] 
f(z) = 113/140*z^3 - 191/70*z + 1
*
[ 2 ] 
f(z) = 113/148*z^3 - 189/74*z + 1
*
[ 2 ] 
f(z) = 113/156*z^3 - 187/78*z + 1
*
[ -12/5 ] 
f(z) = 115/144*z^3 - 191/60*z + 1
*
[ 2 ] 
f(z) = 115/148*z^3 - 193/74*z + 1
*
[ 2 ] 
f(z) = 115/156*z^3 - 191/78*z + 1
*
[ 2 ] 
f(z) = 117/140*z^3 - 199/70*z + 1
*
[ 2 ] 
f(z) = 117/148*z^3 - 197/74*z + 1
*
[ 2 ] 
f(z) = 119/156*z^3 - 199/78*z + 1
*
[ 1/2 ] 
f(z) = 100/157*z^3 - 182/157*z + 1
*
[ 1/2 ] 
f(z) = 100/159*z^3 - 184/159*z + 1
*
[ -2 ] 
f(z) = 101/142*z^3 - 191/142*z + 1
*
[ -2 ] 
f(z) = 101/146*z^3 - 185/146*z + 1
*
[ -2 ] 
f(z) = 103/142*z^3 - 199/142*z + 1
*
[ -2 ] 
f(z) = 103/146*z^3 - 193/146*z + 1
*
[ -2 ] 
f(z) = 103/150*z^3 - 187/150*z + 1
*
[ -2 ] 
f(z) = 103/154*z^3 - 181/154*z + 1
*
[ 3/2 ] 
f(z) = 104/141*z^3 - 187/141*z + 1
*
[ 3/2 ] 
f(z) = 104/147*z^3 - 185/147*z + 1
*
[ 1/2 ] 
f(z) = 104/155*z^3 - 181/155*z + 1
*
[ 1/2 ] 
f(z) = 104/157*z^3 - 183/157*z + 1
*
[ 1/2 ] 
f(z) = 104/159*z^3 - 185/159*z + 1
*
[ 3/2 ] 
f(z) = 104/159*z^3 - 181/159*z + 1
*
[ -2 ] 
f(z) = 105/158*z^3 - 183/158*z + 1
*
[ -2 ] 
f(z) = 107/154*z^3 - 197/154*z + 1
*
[ -2 ] 
f(z) = 107/158*z^3 - 191/158*z + 1
*
[ 1/2 ] 
f(z) = 108/155*z^3 - 182/155*z + 1
*
[ 1/2 ] 
f(z) = 108/157*z^3 - 184/157*z + 1
*
[ -2 ] 
f(z) = 109/158*z^3 - 199/158*z + 1
*
[ 1/2 ] 
f(z) = 112/153*z^3 - 181/153*z + 1
*
[ 1/2 ] 
f(z) = 112/155*z^3 - 183/155*z + 1
*
[ 1/2 ] 
f(z) = 112/157*z^3 - 185/157*z + 1
*
[ 3/2 ] 
f(z) = 112/159*z^3 - 199/159*z + 1
*
[ 1/2 ] 
f(z) = 112/159*z^3 - 187/159*z + 1
*
[ 1/2 ] 
f(z) = 116/153*z^3 - 182/153*z + 1
*
[ 1/2 ] 
f(z) = 116/155*z^3 - 184/155*z + 1
*
[ 1/2 ] 
f(z) = 116/157*z^3 - 186/157*z + 1
*
[ 1/2 ] 
f(z) = 116/159*z^3 - 188/159*z + 1
*
[ 2/3 ] 
f(z) = 105/148*z^3 - 181/222*z + 1
*
[ 38/39 ] 
f(z) = 117/152*z^3 - 187/247*z + 1
*
[ 21/26 ] 
f(z) = 104/147*z^3 - 191/273*z + 1
*
[ 7/2 ] 
f(z) = 104/147*z^3 - 167/21*z + 1
*
[ -7/2 ] 
f(z) = 116/147*z^3 - 176/21*z + 1
*
[ -14/5 ] 
f(z) = 100/147*z^3 - 167/42*z + 1
*
[ 2 ] 
f(z) = 101/140*z^3 - 167/70*z + 1
*
[ 2 ] 
f(z) = 101/148*z^3 - 165/74*z + 1
*
[ 2 ] 
f(z) = 101/156*z^3 - 163/78*z + 1
*
[ 2 ] 
f(z) = 103/140*z^3 - 171/70*z + 1
*
[ 2 ] 
f(z) = 103/148*z^3 - 169/74*z + 1
*
[ 2 ] 
f(z) = 103/156*z^3 - 167/78*z + 1
*
[ 2 ] 
f(z) = 105/148*z^3 - 173/74*z + 1
*
[ 2 ] 
f(z) = 107/140*z^3 - 179/70*z + 1
*
[ 2 ] 
f(z) = 107/148*z^3 - 177/74*z + 1
*
[ 2 ] 
f(z) = 107/156*z^3 - 175/78*z + 1
*
[ 2 ] 
f(z) = 109/156*z^3 - 179/78*z + 1
*
[ 7/20 ] 
f(z) = 100/147*z^3 - 163/84*z + 1
*
[ 7/4 ] 
f(z) = 116/147*z^3 - 167/84*z + 1
*
[ 12/7 ] 
f(z) = 119/144*z^3 - 169/84*z + 1
*
[ 3/2 ] 
f(z) = 100/141*z^3 - 178/141*z + 1
*
[ 1/2 ] 
f(z) = 100/141*z^3 - 166/141*z + 1
*
[ 1/2 ] 
f(z) = 100/143*z^3 - 168/143*z + 1
*
[ 3/2 ] 
f(z) = 100/147*z^3 - 176/147*z + 1
*
[ 1/2 ] 
f(z) = 100/147*z^3 - 172/147*z + 1
*
[ 1/2 ] 
f(z) = 100/149*z^3 - 174/149*z + 1
*
[ 1/2 ] 
f(z) = 100/151*z^3 - 176/151*z + 1
*
[ 1/2 ] 
f(z) = 100/153*z^3 - 178/153*z + 1
*
[ 3/2 ] 
f(z) = 100/159*z^3 - 172/159*z + 1
*
[ -2 ] 
f(z) = 101/150*z^3 - 179/150*z + 1
*
[ -2 ] 
f(z) = 101/154*z^3 - 173/154*z + 1
*
[ -2 ] 
f(z) = 101/158*z^3 - 167/158*z + 1
*
[ -2 ] 
f(z) = 103/158*z^3 - 175/158*z + 1
*
[ 1/2 ] 
f(z) = 104/141*z^3 - 167/141*z + 1
*
[ 1/2 ] 
f(z) = 104/145*z^3 - 171/145*z + 1
*
[ 1/2 ] 
f(z) = 104/147*z^3 - 173/147*z + 1
*
[ 1/2 ] 
f(z) = 104/149*z^3 - 175/149*z + 1
*
[ 1/2 ] 
f(z) = 104/151*z^3 - 177/151*z + 1
*
[ 1/2 ] 
f(z) = 104/153*z^3 - 179/153*z + 1
*
[ 1/2 ] 
f(z) = 108/143*z^3 - 170/143*z + 1
*
[ 1/2 ] 
f(z) = 108/145*z^3 - 172/145*z + 1
*
[ 1/2 ] 
f(z) = 108/149*z^3 - 176/149*z + 1
*
[ 1/2 ] 
f(z) = 108/151*z^3 - 178/151*z + 1
*
[ 1/2 ] 
f(z) = 112/141*z^3 - 169/141*z + 1
*
[ 1/2 ] 
f(z) = 112/143*z^3 - 171/143*z + 1
*
[ 1/2 ] 
f(z) = 112/145*z^3 - 173/145*z + 1
*
[ 1/2 ] 
f(z) = 112/149*z^3 - 177/149*z + 1
*
[ 1/2 ] 
f(z) = 112/151*z^3 - 179/151*z + 1
*
[ 1/2 ] 
f(z) = 116/141*z^3 - 170/141*z + 1
*
[ 1/2 ] 
f(z) = 116/143*z^3 - 172/143*z + 1
*
[ 1/2 ] 
f(z) = 116/147*z^3 - 176/147*z + 1
*
[ 1/2 ] 
f(z) = 116/149*z^3 - 178/149*z + 1
*
[ 1/2 ] 
f(z) = 116/151*z^3 - 180/151*z + 1
*
[ 4/3 ] 
f(z) = 117/140*z^3 - 173/140*z + 1
*
[ 4/3 ] 
f(z) = 117/148*z^3 - 171/148*z + 1
*
[ 7/6 ] 
f(z) = 116/147*z^3 - 176/189*z + 1
*
[ 7/10 ] 
f(z) = 110/147*z^3 - 167/210*z + 1
*
[ 2/3 ] 
f(z) = 111/140*z^3 - 179/210*z + 1
*
[ 12/17 ] 
f(z) = 119/144*z^3 - 169/204*z + 1
*
[ 5/7 ] 
f(z) = 119/150*z^3 - 169/210*z + 1
*
[ 7/2 ] 
f(z) = 100/147*z^3 - 160/21*z + 1
*
[ -7/2 ] 
f(z) = 100/147*z^3 - 148/21*z + 1
*
[ -7/2 ] 
f(z) = 104/147*z^3 - 155/21*z + 1
*
[ 2/5 ] 
f(z) = 105/152*z^3 - 153/95*z + 1
*
[ 2/5 ] 
f(z) = 115/152*z^3 - 154/95*z + 1
*
[ 3/2 ] 
f(z) = 118/153*z^3 - 143/102*z + 1
*
[ 3/5 ] 
f(z) = 100/159*z^3 - 142/159*z + 1
*
[ -11/6 ] 
f(z) = 108/143*z^3 - 142/143*z + 1
*
[ 5/4 ] 
f(z) = 112/145*z^3 - 146/145*z + 1
*
[ 5/4 ] 
f(z) = 112/155*z^3 - 144/155*z + 1
*
[ 2/3 ] 
f(z) = 113/152*z^3 - 142/171*z + 1
*
[ 2/3 ] 
f(z) = 115/152*z^3 - 143/171*z + 1
*
[ -7/4 ] 
f(z) = 118/147*z^3 - 149/168*z + 1
*
[ 2/3 ] 
f(z) = 119/152*z^3 - 145/171*z + 1
*
[ 7/6 ] 
f(z) = 100/147*z^3 - 148/189*z + 1
*
[ 7/6 ] 
f(z) = 104/147*z^3 - 155/189*z + 1
*
[ 3/4 ] 
f(z) = 100/153*z^3 - 143/204*z + 1
*
[ 3/4 ] 
f(z) = 116/153*z^3 - 155/204*z + 1
*
-2 | 0.082077180608256647117701157854353112807 | 0.013276618138822793062144069049000978256
f(z) = 103/144*z^3 - 121/36*z + 1
*
-2 | 0.081827160087956360132201544194908984418 | 0.013166905908150702696443044770895136487
f(z) = 107/144*z^3 - 125/36*z + 1
*
-2 | 0.081626740571946301712199424912920718290 | 0.013101193103411146188399520347398612225
f(z) = 109/144*z^3 - 127/36*z + 1
*
-2 | 0.080979171478962088139620566955306828536 | 0.012932888129794421964579696531933691898
f(z) = 113/144*z^3 - 131/36*z + 1
*
-2 | 0.080426091063133709379756649112531617265 | 0.012813550936851056136787225416909590011
f(z) = 115/144*z^3 - 133/36*z + 1
*
-2 | 0.078616248326015172779360373433659375973 | 0.012466352125275248777082941869307961528
f(z) = 119/144*z^3 - 137/36*z + 1
*
[ 3/10 ] 
f(z) = 100/153*z^3 - 122/51*z + 1
*
[ -2 ] 
f(z) = 113/140*z^3 - 121/70*z + 1
*
[ -2 ] 
f(z) = 117/140*z^3 - 129/70*z + 1
*
[ -2 ] 
f(z) = 117/148*z^3 - 123/74*z + 1
*
[ -2 ] 
f(z) = 119/148*z^3 - 127/74*z + 1
*
[ -2 ] 
f(z) = 119/156*z^3 - 121/78*z + 1
*
[ 7/4 ] 
f(z) = 100/147*z^3 - 139/84*z + 1
*
[ 3/2 ] 
f(z) = 106/153*z^3 - 125/102*z + 1
*
[ 7/5 ] 
f(z) = 110/147*z^3 - 124/105*z + 1
*
[ 3/2 ] 
f(z) = 110/153*z^3 - 131/102*z + 1
*
[ 7/5 ] 
f(z) = 115/147*z^3 - 131/105*z + 1
*
[ 3/5 ] 
f(z) = 100/141*z^3 - 130/141*z + 1
*
[ 13/10 ] 
f(z) = 100/143*z^3 - 136/143*z + 1
*
[ 3/5 ] 
f(z) = 100/147*z^3 - 134/147*z + 1
*
[ 2/3 ] 
f(z) = 117/142*z^3 - 123/142*z + 1
*
[ 2/3 ] 
f(z) = 117/146*z^3 - 125/146*z + 1
*
[ 2/3 ] 
f(z) = 117/154*z^3 - 129/154*z + 1
*
[ 2/3 ] 
f(z) = 117/158*z^3 - 131/158*z + 1
*
[ 2/3 ] 
f(z) = 101/152*z^3 - 136/171*z + 1
*
[ 2/3 ] 
f(z) = 103/152*z^3 - 137/171*z + 1
*
[ 2/3 ] 
f(z) = 107/152*z^3 - 139/171*z + 1
*
[ 2/3 ] 
f(z) = 109/152*z^3 - 140/171*z + 1
*
[ -7/4 ] 
f(z) = 110/147*z^3 - 121/168*z + 1
*
[ 4/5 ] 
f(z) = 115/144*z^3 - 137/180*z + 1
*
-2 | 0.082144974388614360286742139541599997614 | 0.013323504802231208958638239111824371026
f(z) = 101/144*z^3 - 119/36*z + 1
*
[ 2 ] 
f(z) = 119/144*z^3 - 101/36*z + 1
*
[ -2 ] 
f(z) = 103/140*z^3 - 101/70*z + 1
*
[ -2 ] 
f(z) = 107/140*z^3 - 109/70*z + 1
*
[ -2 ] 
f(z) = 107/148*z^3 - 103/74*z + 1
*
[ -2 ] 
f(z) = 109/140*z^3 - 113/70*z + 1
*
[ -2 ] 
f(z) = 109/148*z^3 - 107/74*z + 1
*
[ -2 ] 
f(z) = 109/156*z^3 - 101/78*z + 1
*
[ -2 ] 
f(z) = 111/140*z^3 - 117/70*z + 1
*
[ -2 ] 
f(z) = 113/148*z^3 - 115/74*z + 1
*
[ -2 ] 
f(z) = 113/156*z^3 - 109/78*z + 1
*
[ -2 ] 
f(z) = 115/148*z^3 - 119/74*z + 1
*
[ -2 ] 
f(z) = 115/156*z^3 - 113/78*z + 1
*
-7/5 | 0.072072050540015338917580832644288951727 | 0.010771745551865245499208044686305880169
f(z) = 100/147*z^3 - 115/84*z + 1
*
[ 11/10 ] 
f(z) = 100/143*z^3 - 108/143*z + 1
*
[ 5/6 ] 
f(z) = 108/145*z^3 - 104/145*z + 1
*
[ 5/6 ] 
f(z) = 108/155*z^3 - 106/155*z + 1
*
[ 3/4 ] 
f(z) = 112/141*z^3 - 110/141*z + 1
*
[ 3/4 ] 
f(z) = 112/159*z^3 - 116/159*z + 1
*
[ 7/8 ] 
f(z) = 104/147*z^3 - 115/168*z + 1
*
[ 2 ] 
f(z) = 101/144*z^3 - 83/36*z + 1
*
[ 2 ] 
f(z) = 103/144*z^3 - 85/36*z + 1
*
[ 2 ] 
f(z) = 107/144*z^3 - 89/36*z + 1
*
[ 2 ] 
f(z) = 109/144*z^3 - 91/36*z + 1
*
[ 2 ] 
f(z) = 113/144*z^3 - 95/36*z + 1
*
[ 2 ] 
f(z) = 115/144*z^3 - 97/36*z + 1
*
[ -2 ] 
f(z) = 101/140*z^3 - 97/70*z + 1
*
[ -2 ] 
f(z) = 101/148*z^3 - 91/74*z + 1
*
[ -2 ] 
f(z) = 101/156*z^3 - 85/78*z + 1
*
[ -2 ] 
f(z) = 103/148*z^3 - 95/74*z + 1
*
[ -2 ] 
f(z) = 103/156*z^3 - 89/78*z + 1
*
[ -2 ] 
f(z) = 105/148*z^3 - 99/74*z + 1
*
[ -2 ] 
f(z) = 107/156*z^3 - 97/78*z + 1
*
[ 4/3 ] 
f(z) = 117/152*z^3 - 85/76*z + 1
*
[ 9/10 ] 
f(z) = 100/153*z^3 - 98/153*z + 1
*
-2 | 0.096756472372805876177809691392825647898 | 0.015630297655159774828564197082904336342
f(z) = 103/152*z^3 - 61/19*z + 1
*
-2 | 0.096740274847090952162059649631778045280 | 0.015586738322258574295994648300138077663
f(z) = 105/152*z^3 - 62/19*z + 1
*
-2 | 0.096699273908208339544853173498970294305 | 0.015540070501727961499420170349516821463
f(z) = 107/152*z^3 - 63/19*z + 1
*
-2 | 0.096630092012350375045309487160827242979 | 0.015489750505206902296534422545844882337
f(z) = 109/152*z^3 - 64/19*z + 1
*
-2 | 0.096528142995526170853294612156758891514 | 0.015435047217291621084238067051601997898
f(z) = 111/152*z^3 - 65/19*z + 1
*
-2 | 0.096386994872872294627837170792658092975 | 0.015374942497435808658223603741746450174
f(z) = 113/152*z^3 - 66/19*z + 1
*
-2 | 0.096197192307970438141145281944899612114 | 0.015307946941027538171733119251354484259
f(z) = 115/152*z^3 - 67/19*z + 1
*
-2 | 0.095943835367855708991371657227614419454 | 0.015231720658131213332911405027183506082
f(z) = 117/152*z^3 - 68/19*z + 1
*
-2 | 0.095600753118683721676932252960742800817 | 0.015142159752004507073883623276223769805
f(z) = 119/152*z^3 - 69/19*z + 1
*
[ -2 ] 
f(z) = 115/144*z^3 - 61/36*z + 1
*
[ -2 ] 
f(z) = 119/144*z^3 - 65/36*z + 1
*
[ 7/4 ] 
f(z) = 104/147*z^3 - 73/42*z + 1
*
[ 3/2 ] 
f(z) = 104/153*z^3 - 61/51*z + 1
*
[ 3/2 ] 
f(z) = 112/153*z^3 - 67/51*z + 1
*
[ 3/2 ] 
f(z) = 116/153*z^3 - 70/51*z + 1
*
-6/5 | 0.14028664415420157854571388483344973131 | 0.020466791454694751715747308546782209877
f(z) = 115/144*z^3 - 79/60*z + 1
*
[ 2/3 ] 
f(z) = 117/140*z^3 - 61/70*z + 1
*
[ 2/3 ] 
f(z) = 117/148*z^3 - 63/74*z + 1
*
[ -7/4 ] 
f(z) = 116/147*z^3 - 71/84*z + 1
*
[ -12/7 ] 
f(z) = 119/144*z^3 - 71/84*z + 1
*
[ 6/7 ] 
f(z) = 119/144*z^3 - 65/84*z + 1
*
[ 6/5 ] 
f(z) = 100/153*z^3 - 79/102*z + 1
*
[ 3/4 ] 
f(z) = 104/153*z^3 - 73/102*z + 1
*
-2 | 0.096750407630334164648976154482864900574 | 0.015671162881588379038874095562998172902
f(z) = 101/152*z^3 - 60/19*z + 1
*
[ 2 ] 
f(z) = 101/152*z^3 - 41/19*z + 1
*
[ 2 ] 
f(z) = 103/152*z^3 - 42/19*z + 1
*
[ 2 ] 
f(z) = 105/152*z^3 - 43/19*z + 1
*
[ 2 ] 
f(z) = 107/152*z^3 - 44/19*z + 1
*
[ 2 ] 
f(z) = 109/152*z^3 - 45/19*z + 1
*
[ 2 ] 
f(z) = 111/152*z^3 - 46/19*z + 1
*
[ 2 ] 
f(z) = 113/152*z^3 - 47/19*z + 1
*
[ 2 ] 
f(z) = 115/152*z^3 - 48/19*z + 1
*
[ 2 ] 
f(z) = 117/152*z^3 - 49/19*z + 1
*
[ 2 ] 
f(z) = 119/152*z^3 - 50/19*z + 1
*
[ 21/10 ] 
f(z) = 100/147*z^3 - 52/21*z + 1
*
[ -2 ] 
f(z) = 101/144*z^3 - 47/36*z + 1
*
[ -2 ] 
f(z) = 103/144*z^3 - 49/36*z + 1
*
[ -2 ] 
f(z) = 107/144*z^3 - 53/36*z + 1
*
[ -2 ] 
f(z) = 109/144*z^3 - 55/36*z + 1
*
[ -2 ] 
f(z) = 113/144*z^3 - 59/36*z + 1
*
[ 3/2 ] 
f(z) = 100/153*z^3 - 58/51*z + 1
*
[ 3/5 ] 
f(z) = 100/153*z^3 - 46/51*z + 1
*
[ 2/3 ] 
f(z) = 105/152*z^3 - 46/57*z + 1
*
[ 2/3 ] 
f(z) = 111/152*z^3 - 47/57*z + 1
*
[ 6/5 ] 
f(z) = 115/144*z^3 - 59/60*z + 1
*
[ 21/20 ] 
f(z) = 100/147*z^3 - 59/84*z + 1
*
[ -2 ] 
f(z) = 101/152*z^3 - 22/19*z + 1
*
[ -2 ] 
f(z) = 103/152*z^3 - 23/19*z + 1
*
[ -2 ] 
f(z) = 105/152*z^3 - 24/19*z + 1
*
[ -2 ] 
f(z) = 107/152*z^3 - 25/19*z + 1
*
[ -2 ] 
f(z) = 109/152*z^3 - 26/19*z + 1
*
[ -2 ] 
f(z) = 111/152*z^3 - 27/19*z + 1
*
[ -2 ] 
f(z) = 113/152*z^3 - 28/19*z + 1
*
[ -2 ] 
f(z) = 115/152*z^3 - 29/19*z + 1
*
[ -2 ] 
f(z) = 117/152*z^3 - 30/19*z + 1
*
[ -2 ] 
f(z) = 119/152*z^3 - 31/19*z + 1
*
[ -21/10 ] 
f(z) = 100/147*z^3 - 32/21*z + 1
*
[ 7/5 ] 
f(z) = 100/147*z^3 - 22/21*z + 1
*
[ 3/4 ] 
f(z) = 112/153*z^3 - 38/51*z + 1
*
[ 2/3 ] 
f(z) = 117/152*z^3 - 16/19*z + 1
*
[ 7/10 ] 
f(z) = 100/147*z^3 - 16/21*z + 1
*
[ -7/10 ]
f(z) = 100/147*z^3 + 44/21*z + 1
*
[ 13/4 ] 
f(z) = 100/169*z^3 - 289/52*z + 1
*
[ 3 ] 
f(z) = 107/171*z^3 - 283/57*z + 1
*
[ -13/4 ] 
f(z) = 108/169*z^3 - 283/52*z + 1
*
[ 3 ] 
f(z) = 109/171*z^3 - 289/57*z + 1
*
[ 3 ] 
f(z) = 110/171*z^3 - 292/57*z + 1
*
[ 3 ] 
f(z) = 112/171*z^3 - 298/57*z + 1
*
[ 10/3 ] 
f(z) = 117/160*z^3 - 297/40*z + 1
*
[ -3 ] 
f(z) = 119/171*z^3 - 281/57*z + 1
*
5/2 | 0.21657167211078158403344827641268804072 | 0.029851841590917403184927468344101300586
f(z) = 102/175*z^3 - 283/70*z + 1
*
5/2 | 0.21669968262909439186913563207264549924 | 0.029727196259856589076551151361139143301
f(z) = 106/175*z^3 - 293/70*z + 1
*
[ -8/3 ] 
f(z) = 117/176*z^3 - 295/88*z + 1
*
-2 | 0.099027051512441408254487738574263775530 | 0.015640373146871009682762282793260014293
f(z) = 119/172*z^3 - 281/86*z + 1
*
-12/7 | 0.18948586206057265847387003161429056603 | 0.024054374506954633600574770750145241105
f(z) = 119/162*z^3 - 293/126*z + 1
*
[ 13/36 ] 
f(z) = 108/169*z^3 - 289/156*z + 1
*
[ -23/10 ] 
f(z) = 100/161*z^3 - 298/161*z + 1
*
[ 13/8 ] 
f(z) = 116/169*z^3 - 297/208*z + 1
*
[ 3/2 ] 
f(z) = 119/171*z^3 - 281/228*z + 1
*
[ 20/39 ] 
f(z) = 117/160*z^3 - 297/260*z + 1
*
[ 13/23 ] 
f(z) = 115/169*z^3 - 295/299*z + 1
*
[ 3 ] 
f(z) = 100/171*z^3 - 262/57*z + 1
*
[ 3 ] 
f(z) = 101/171*z^3 - 265/57*z + 1
*
[ 3 ] 
f(z) = 103/171*z^3 - 271/57*z + 1
*
[ 3 ] 
f(z) = 104/171*z^3 - 274/57*z + 1
*
[ 3 ] 
f(z) = 106/171*z^3 - 280/57*z + 1
*
[ -3 ] 
f(z) = 113/171*z^3 - 263/57*z + 1
*
[ -3 ] 
f(z) = 115/171*z^3 - 269/57*z + 1
*
[ -3 ] 
f(z) = 116/171*z^3 - 272/57*z + 1
*
[ -3 ] 
f(z) = 118/171*z^3 - 278/57*z + 1
*
-5/2 | 0.21504483519941027075120889872714831649 | 0.029881089454543104636557509577045607699
f(z) = 118/175*z^3 - 267/70*z + 1
*
-2 | 0.098948615662239474718927594330173359397 | 0.015812379656254638984006931070518193359
f(z) = 109/172*z^3 - 261/86*z + 1
*
-2 | 0.098163864136570119557250920577932170984 | 0.015667860299676807385584539979349830536
f(z) = 111/164*z^3 - 263/82*z + 1
*
-2 | 0.098994906455055728882285442738382981474 | 0.015781419969138229569913827900333279433
f(z) = 111/172*z^3 - 265/86*z + 1
*
-2 | 0.098150971453328695138450288391765279891 | 0.015628150513133727363410153992817676176
f(z) = 113/164*z^3 - 267/82*z + 1
*
-2 | 0.099026905086376392684652817289860168950 | 0.015748907857721988076965807196437988329
f(z) = 113/172*z^3 - 269/86*z + 1
*
-2 | 0.098117109522624891605299679401512604551 | 0.015585856022634591304049939915393340811
f(z) = 115/164*z^3 - 271/82*z + 1
*
-2 | 0.099043729186171840287194554147538927677 | 0.015714694092619788335620462421945158066
f(z) = 115/172*z^3 - 273/86*z + 1
*
-2 | 0.098059724616432296885076803992735730618 | 0.015540569670260965595289545110620005469
f(z) = 117/164*z^3 - 275/82*z + 1
*
-2 | 0.099044253910975814053599406459091973685 | 0.015678592979974031243305440355142687116
f(z) = 117/172*z^3 - 277/86*z + 1
*
-2 | 0.097975443950893738079218110819928862511 | 0.015491758853928658608172808814146474340
f(z) = 119/164*z^3 - 279/82*z + 1
*
[ 13/6 ] 
f(z) = 100/169*z^3 - 262/117*z + 1
*
[ 5/18 ] 
f(z) = 108/175*z^3 - 278/105*z + 1
*
2/5 | 0.16586623876820250307794653967833367226 | 0.021561876766349729769209894863595934910
f(z) = 115/168*z^3 - 274/105*z + 1
*
[ 39/20 ] 
f(z) = 100/169*z^3 - 275/156*z + 1
*
[ 19/10 ] 
f(z) = 100/171*z^3 - 280/171*z + 1
*
[ 5/3 ] 
f(z) = 117/160*z^3 - 261/160*z + 1
*
[ 13/8 ] 
f(z) = 108/169*z^3 - 271/208*z + 1
*
[ 3/2 ] 
f(z) = 113/171*z^3 - 263/228*z + 1
*
[ 3/2 ] 
f(z) = 115/171*z^3 - 269/228*z + 1
*
[ 39/28 ] 
f(z) = 112/169*z^3 - 274/273*z + 1
*
[ 13/22 ] 
f(z) = 110/169*z^3 - 263/286*z + 1
*
[ -13/4 ] 
f(z) = 100/169*z^3 - 257/52*z + 1
*
[ -3 ] 
f(z) = 106/171*z^3 - 242/57*z + 1
*
[ -3 ] 
f(z) = 107/171*z^3 - 245/57*z + 1
*
[ -3 ] 
f(z) = 109/171*z^3 - 251/57*z + 1
*
[ -3 ] 
f(z) = 110/171*z^3 - 254/57*z + 1
*
[ -3 ] 
f(z) = 112/171*z^3 - 260/57*z + 1
*
12/5 | 0.19815138394489654634002772020774160656 | 0.023457641369537344917413167155136419033
f(z) = 115/162*z^3 - 259/45*z + 1
*
[ 13/5 ] 
f(z) = 110/169*z^3 - 246/65*z + 1
*
[ 5/2 ] 
f(z) = 114/175*z^3 - 243/70*z + 1
*
[ 13/5 ] 
f(z) = 115/169*z^3 - 259/65*z + 1
*
[ 5/2 ] 
f(z) = 118/175*z^3 - 253/70*z + 1
*
-2 | 0.097969144229220116853351272126413825074 | 0.015836702281703709876395486617286728901
f(z) = 101/164*z^3 - 243/82*z + 1
*
-2 | 0.098631679783855868179517452862018320654 | 0.015922703400312406560780690658134477566
f(z) = 101/172*z^3 - 245/86*z + 1
*
-2 | 0.098039059575380976089142527720100541242 | 0.015806287493832761061312965680277143629
f(z) = 103/164*z^3 - 247/82*z + 1
*
-2 | 0.098729963496941272255920160391420052238 | 0.015897008706482416208535137669986822053
f(z) = 103/172*z^3 - 249/86*z + 1
*
-2 | 0.098094298195398279811688934165488944430 | 0.015774337681687281023809408136872345823
f(z) = 105/164*z^3 - 251/82*z + 1
*
-2 | 0.098815711912057075588181766399280045914 | 0.015870092341938309534950001920643115701
f(z) = 105/172*z^3 - 253/86*z + 1
*
-2 | 0.098134168809993278981002707610890828161 | 0.015740728855923362136135176289440456398
f(z) = 107/164*z^3 - 255/82*z + 1
*
-2 | 0.098888714366378464576726415126268757754 | 0.015841906026276646116247079821624314856
f(z) = 107/172*z^3 - 257/86*z + 1
*
-2 | 0.098157753873959364977815760616144836811 | 0.015705302832283460261119923918111858649
f(z) = 109/164*z^3 - 259/82*z + 1
*
-5/3 | 0.21067259829411479308186282988023252086 | 0.029429655145287412917729155444029647800
f(z) = 108/175*z^3 - 257/105*z + 1
*
12/7 | 0.085382618397340045669411895622745072216 | 0.011056090095082737540332418527654242705
f(z) = 119/162*z^3 - 251/126*z + 1
*
[ -13/6 ] 
f(z) = 111/169*z^3 - 253/156*z + 1
*
[ 9/5 ] 
f(z) = 100/171*z^3 - 248/171*z + 1
*
[ 5/3 ] 
f(z) = 117/170*z^3 - 257/170*z + 1
*
[ 4/9 ] 
f(z) = 117/160*z^3 - 251/180*z + 1
*
[ 13/8 ] 
f(z) = 100/169*z^3 - 245/208*z + 1
*
[ 3/2 ] 
f(z) = 107/171*z^3 - 245/228*z + 1
*
[ 3/2 ] 
f(z) = 109/171*z^3 - 251/228*z + 1
*
[ 3/5 ] 
f(z) = 110/171*z^3 - 256/285*z + 1
*
[ 3/5 ] 
f(z) = 115/171*z^3 - 259/285*z + 1
*
[ 4 ] 
f(z) = 119/160*z^3 - 223/20*z + 1
*
[ -3 ] 
f(z) = 100/171*z^3 - 224/57*z + 1
*
[ -3 ] 
f(z) = 101/171*z^3 - 227/57*z + 1
*
[ -3 ] 
f(z) = 103/171*z^3 - 233/57*z + 1
*
[ -3 ] 
f(z) = 104/171*z^3 - 236/57*z + 1
*
0 | 0.19310544415481460092365878527892724129 | 0.029641436747527781359977963724100085695
f(z) = 115/168*z^3 - 225/56*z + 1
*
-5/2 | 0.20179683729014175750013766229311743555 | 0.028687192020211165371566173765003339789
f(z) = 102/175*z^3 - 227/70*z + 1
*
[ 13/5 ] 
f(z) = 105/169*z^3 - 233/65*z + 1
*
[ 5/2 ] 
f(z) = 106/175*z^3 - 223/70*z + 1
*
[ -13/6 ] 
f(z) = 105/169*z^3 - 227/156*z + 1
*
[ -2 ] 
f(z) = 119/162*z^3 - 233/162*z + 1
*
[ -2 ] 
f(z) = 119/166*z^3 - 227/166*z + 1
*
[ 3/2 ] 
f(z) = 101/171*z^3 - 227/228*z + 1
*
[ 3/2 ] 
f(z) = 103/171*z^3 - 233/228*z + 1
*
[ 13/21 ] 
f(z) = 105/169*z^3 - 233/273*z + 1
*
[ 13/10 ] 
f(z) = 115/169*z^3 - 239/260*z + 1
*
[ 5/8 ] 
f(z) = 104/175*z^3 - 233/280*z + 1
*
[ 5/4 ] 
f(z) = 114/175*z^3 - 229/280*z + 1
*
[ 5/4 ] 
f(z) = 118/175*z^3 - 239/280*z + 1
*
[ 8/7 ] 
f(z) = 119/160*z^3 - 237/280*z + 1
*
[ 4 ] 
f(z) = 109/160*z^3 - 203/20*z + 1
*
[ 4 ] 
f(z) = 111/160*z^3 - 207/20*z + 1
*
[ 4 ] 
f(z) = 113/160*z^3 - 211/20*z + 1
*
[ -4 ] 
f(z) = 113/160*z^3 - 201/20*z + 1
*
[ 4 ] 
f(z) = 117/160*z^3 - 219/20*z + 1
*
[ -4 ] 
f(z) = 117/160*z^3 - 209/20*z + 1
*
[ -4 ] 
f(z) = 119/160*z^3 - 213/20*z + 1
*
[ 5/2 ] 
f(z) = 102/175*z^3 - 213/70*z + 1
*
[ 13/6 ] 
f(z) = 114/169*z^3 - 205/78*z + 1
*
[ -13/5 ] 
f(z) = 115/169*z^3 - 209/65*z + 1
*
5/9 | 0.19083925937487224804266897955776269857 | 0.027451886348086792421584031719497808062
f(z) = 108/175*z^3 - 209/105*z + 1
*
[ -13/6 ] 
f(z) = 116/169*z^3 - 206/117*z + 1
*
2/3 | 0.19364581163794415555509596742806465055 | 0.028619616440718130526338594910446898104
f(z) = 111/160*z^3 - 217/120*z + 1
*
[ 5/12 ] 
f(z) = 108/175*z^3 - 211/140*z + 1
*
[ 1/2 ] 
f(z) = 100/177*z^3 - 202/177*z + 1
*
[ 1/2 ] 
f(z) = 100/179*z^3 - 204/179*z + 1
*
[ 1/2 ] 
f(z) = 104/175*z^3 - 201/175*z + 1
*
[ 1/2 ] 
f(z) = 104/177*z^3 - 203/177*z + 1
*
[ 1/2 ] 
f(z) = 104/179*z^3 - 205/179*z + 1
*
[ 1/2 ] 
f(z) = 108/175*z^3 - 202/175*z + 1
*
[ 1/2 ] 
f(z) = 108/179*z^3 - 206/179*z + 1
*
-5/4 | 0.14315120597295947698245834280810093418 | 0.026819706732840778408759154119147517190
f(z) = 112/165*z^3 - 208/165*z + 1
*
[ 1/2 ] 
f(z) = 112/173*z^3 - 201/173*z + 1
*
[ 1/2 ] 
f(z) = 112/177*z^3 - 205/177*z + 1
*
[ 1/2 ] 
f(z) = 112/179*z^3 - 207/179*z + 1
*
[ -2 ] 
f(z) = 113/162*z^3 - 209/162*z + 1
*
[ -2 ] 
f(z) = 113/166*z^3 - 203/166*z + 1
*
[ -2 ] 
f(z) = 115/162*z^3 - 217/162*z + 1
*
[ -2 ] 
f(z) = 115/166*z^3 - 211/166*z + 1
*
[ 3/2 ] 
f(z) = 116/165*z^3 - 206/165*z + 1
*
[ 1/2 ] 
f(z) = 116/173*z^3 - 202/173*z + 1
*
[ 1/2 ] 
f(z) = 116/175*z^3 - 204/175*z + 1
*
[ 1/2 ] 
f(z) = 116/177*z^3 - 206/177*z + 1
*
[ 3/2 ] 
f(z) = 116/177*z^3 - 202/177*z + 1
*
[ 1/2 ] 
f(z) = 116/179*z^3 - 208/179*z + 1
*
[ -2 ] 
f(z) = 117/166*z^3 - 219/166*z + 1
*
[ -2 ] 
f(z) = 117/170*z^3 - 213/170*z + 1
*
[ -2 ] 
f(z) = 117/178*z^3 - 201/178*z + 1
*
[ -2 ] 
f(z) = 119/174*z^3 - 215/174*z + 1
*
[ -2 ] 
f(z) = 119/178*z^3 - 209/178*z + 1
*
[ 13/24 ] 
f(z) = 108/169*z^3 - 215/208*z + 1
*
[ 2/3 ] 
f(z) = 111/172*z^3 - 203/258*z + 1
*
[ 13/10 ] 
f(z) = 105/169*z^3 - 213/260*z + 1
*
[ 5/4 ] 
f(z) = 106/175*z^3 - 209/280*z + 1
*
[ 3/4 ] 
f(z) = 107/162*z^3 - 203/288*z + 1
*
[ 3/4 ] 
f(z) = 109/162*z^3 - 205/288*z + 1
*
[ 3/4 ] 
f(z) = 113/162*z^3 - 209/288*z + 1
*
[ 3/4 ] 
f(z) = 115/162*z^3 - 211/288*z + 1
*
[ 3/4 ] 
f(z) = 119/162*z^3 - 215/288*z + 1
*
[ 4 ] 
f(z) = 101/160*z^3 - 187/20*z + 1
*
[ 4 ] 
f(z) = 103/160*z^3 - 191/20*z + 1
*
[ -4 ] 
f(z) = 103/160*z^3 - 181/20*z + 1
*
[ 4 ] 
f(z) = 107/160*z^3 - 199/20*z + 1
*
[ -4 ] 
f(z) = 107/160*z^3 - 189/20*z + 1
*
[ -4 ] 
f(z) = 109/160*z^3 - 193/20*z + 1
*
[ -4 ] 
f(z) = 111/160*z^3 - 197/20*z + 1
*
[ 8/3 ] 
f(z) = 117/160*z^3 - 183/40*z + 1
*
[ -13/5 ] 
f(z) = 105/169*z^3 - 183/65*z + 1
*
[ -13/5 ] 
f(z) = 110/169*z^3 - 196/65*z + 1
*
[ -5/2 ] 
f(z) = 114/175*z^3 - 187/70*z + 1
*
[ -5/2 ] 
f(z) = 118/175*z^3 - 197/70*z + 1
*
[ 2 ] 
f(z) = 111/164*z^3 - 181/82*z + 1
*
[ 2 ] 
f(z) = 113/164*z^3 - 185/82*z + 1
*
[ 2 ] 
f(z) = 113/172*z^3 - 183/86*z + 1
*
[ 2 ] 
f(z) = 115/164*z^3 - 189/82*z + 1
*
[ 2 ] 
f(z) = 115/172*z^3 - 187/86*z + 1
*
[ 2 ] 
f(z) = 117/164*z^3 - 193/82*z + 1
*
[ 2 ] 
f(z) = 117/172*z^3 - 191/86*z + 1
*
[ 2 ] 
f(z) = 119/164*z^3 - 197/82*z + 1
*
[ 2 ] 
f(z) = 119/172*z^3 - 195/86*z + 1
*
[ 35/18 ] 
f(z) = 108/175*z^3 - 194/105*z + 1
*
[ -13/6 ] 
f(z) = 112/169*z^3 - 193/117*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.028028319903163900155384954913888496996
f(z) = 111/176*z^3 - 181/132*z + 1
*
[ 3/7 ] 
f(z) = 119/162*z^3 - 185/126*z + 1
*
[ 1/2 ] 
f(z) = 100/161*z^3 - 186/161*z + 1
*
[ 1/2 ] 
f(z) = 100/163*z^3 - 188/163*z + 1
*
[ 1/2 ] 
f(z) = 100/167*z^3 - 192/167*z + 1
*
[ 1/2 ] 
f(z) = 100/169*z^3 - 194/169*z + 1
*
[ 1/2 ] 
f(z) = 100/171*z^3 - 196/171*z + 1
*
[ 1/2 ] 
f(z) = 100/173*z^3 - 198/173*z + 1
*
[ 1/2 ] 
f(z) = 104/161*z^3 - 187/161*z + 1
*
[ 1/2 ] 
f(z) = 104/163*z^3 - 189/163*z + 1
*
[ 1/2 ] 
f(z) = 104/165*z^3 - 191/165*z + 1
*
[ 1/2 ] 
f(z) = 104/167*z^3 - 193/167*z + 1
*
[ 1/2 ] 
f(z) = 104/171*z^3 - 197/171*z + 1
*
[ 1/2 ] 
f(z) = 104/173*z^3 - 199/173*z + 1
*
[ -2 ] 
f(z) = 107/162*z^3 - 185/162*z + 1
*
[ 1/2 ] 
f(z) = 108/161*z^3 - 188/161*z + 1
*
[ 1/2 ] 
f(z) = 108/163*z^3 - 190/163*z + 1
*
[ 1/2 ] 
f(z) = 108/167*z^3 - 194/167*z + 1
*
[ 1/2 ] 
f(z) = 108/169*z^3 - 196/169*z + 1
*
[ 1/2 ] 
f(z) = 108/173*z^3 - 200/173*z + 1
*
[ -2 ] 
f(z) = 109/162*z^3 - 193/162*z + 1
*
[ -2 ] 
f(z) = 109/166*z^3 - 187/166*z + 1
*
[ -2 ] 
f(z) = 109/170*z^3 - 181/170*z + 1
*
[ -2 ] 
f(z) = 111/166*z^3 - 195/166*z + 1
*
[ -2 ] 
f(z) = 111/170*z^3 - 189/170*z + 1
*
[ 1/2 ] 
f(z) = 112/163*z^3 - 191/163*z + 1
*
[ 3/2 ] 
f(z) = 112/165*z^3 - 197/165*z + 1
*
[ 1/2 ] 
f(z) = 112/165*z^3 - 193/165*z + 1
*
[ 1/2 ] 
f(z) = 112/167*z^3 - 195/167*z + 1
*
[ 1/2 ] 
f(z) = 112/169*z^3 - 197/169*z + 1
*
[ 1/2 ] 
f(z) = 112/171*z^3 - 199/171*z + 1
*
[ 3/2 ] 
f(z) = 112/177*z^3 - 193/177*z + 1
*
[ -2 ] 
f(z) = 113/170*z^3 - 197/170*z + 1
*
[ -2 ] 
f(z) = 113/174*z^3 - 191/174*z + 1
*
[ -2 ] 
f(z) = 113/178*z^3 - 185/178*z + 1
*
[ -2 ] 
f(z) = 115/174*z^3 - 199/174*z + 1
*
[ -2 ] 
f(z) = 115/178*z^3 - 193/178*z + 1
*
[ 1/2 ] 
f(z) = 116/161*z^3 - 190/161*z + 1
*
[ 1/2 ] 
f(z) = 116/163*z^3 - 192/163*z + 1
*
[ 1/2 ] 
f(z) = 116/165*z^3 - 194/165*z + 1
*
[ 1/2 ] 
f(z) = 116/167*z^3 - 196/167*z + 1
*
[ 1/2 ] 
f(z) = 116/169*z^3 - 198/169*z + 1
*
[ 1/2 ] 
f(z) = 116/171*z^3 - 200/171*z + 1
*
[ 4/3 ] 
f(z) = 113/160*z^3 - 181/180*z + 1
*
[ 4/3 ] 
f(z) = 119/160*z^3 - 193/180*z + 1
*
-5/3 | 0.14863798962715503245193482022154619580 | 0.021366638203087277854272747756261405899
f(z) = 108/175*z^3 - 199/210*z + 1
*
[ 2/3 ] 
f(z) = 105/164*z^3 - 193/246*z + 1
*
[ 2/3 ] 
f(z) = 105/172*z^3 - 199/258*z + 1
*
[ 2/3 ] 
f(z) = 111/164*z^3 - 197/246*z + 1
*
[ 13/19 ] 
f(z) = 114/169*z^3 - 192/247*z + 1
*
[ 3/4 ] 
f(z) = 101/162*z^3 - 197/288*z + 1
*
[ 5/4 ] 
f(z) = 102/175*z^3 - 199/280*z + 1
*
[ 3/4 ] 
f(z) = 103/162*z^3 - 199/288*z + 1
*
[ -4 ] 
f(z) = 101/160*z^3 - 177/20*z + 1
*
[ 13/6 ] 
f(z) = 102/169*z^3 - 179/78*z + 1
*
[ -5/2 ] 
f(z) = 106/175*z^3 - 167/70*z + 1
*
[ 2 ] 
f(z) = 101/164*z^3 - 161/82*z + 1
*
[ 2 ] 
f(z) = 103/164*z^3 - 165/82*z + 1
*
[ 2 ] 
f(z) = 103/172*z^3 - 163/86*z + 1
*
[ 2 ] 
f(z) = 105/164*z^3 - 169/82*z + 1
*
[ 2 ] 
f(z) = 105/172*z^3 - 167/86*z + 1
*
[ 2 ] 
f(z) = 107/164*z^3 - 173/82*z + 1
*
[ 2 ] 
f(z) = 107/172*z^3 - 171/86*z + 1
*
[ 2 ] 
f(z) = 109/164*z^3 - 177/82*z + 1
*
[ 2 ] 
f(z) = 109/172*z^3 - 175/86*z + 1
*
[ 2 ] 
f(z) = 111/172*z^3 - 179/86*z + 1
*
[ 13/7 ] 
f(z) = 112/169*z^3 - 166/91*z + 1
*
[ 9/5 ] 
f(z) = 115/162*z^3 - 167/90*z + 1
*
[ 13/7 ] 
f(z) = 119/169*z^3 - 179/91*z + 1
*
[ 13/30 ] 
f(z) = 100/169*z^3 - 166/117*z + 1
*
[ 2/5 ] 
f(z) = 115/168*z^3 - 169/105*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.021243294861469631154284045966435345742
f(z) = 105/176*z^3 - 173/132*z + 1
*
[ 3/2 ] 
f(z) = 100/177*z^3 - 166/177*z + 1
*
[ -2 ] 
f(z) = 101/162*z^3 - 161/162*z + 1
*
[ -2 ] 
f(z) = 103/162*z^3 - 169/162*z + 1
*
[ -2 ] 
f(z) = 103/166*z^3 - 163/166*z + 1
*
[ 3/2 ] 
f(z) = 104/165*z^3 - 179/165*z + 1
*
[ 3/2 ] 
f(z) = 104/177*z^3 - 175/177*z + 1
*
[ -2 ] 
f(z) = 105/166*z^3 - 171/166*z + 1
*
[ -2 ] 
f(z) = 107/166*z^3 - 179/166*z + 1
*
[ -2 ] 
f(z) = 107/170*z^3 - 173/170*z + 1
*
[ -2 ] 
f(z) = 107/174*z^3 - 167/174*z + 1
*
[ -2 ] 
f(z) = 107/178*z^3 - 161/178*z + 1
*
[ -2 ] 
f(z) = 109/174*z^3 - 175/174*z + 1
*
[ -2 ] 
f(z) = 109/178*z^3 - 169/178*z + 1
*
[ -2 ] 
f(z) = 111/178*z^3 - 177/178*z + 1
*
[ 4/3 ] 
f(z) = 117/164*z^3 - 167/164*z + 1
*
[ 4/3 ] 
f(z) = 117/172*z^3 - 165/172*z + 1
*
[ 4/3 ] 
f(z) = 103/160*z^3 - 161/180*z + 1
*
[ 4/3 ] 
f(z) = 107/160*z^3 - 169/180*z + 1
*
[ 4/3 ] 
f(z) = 109/160*z^3 - 173/180*z + 1
*
[ 3/4 ] 
f(z) = 116/171*z^3 - 163/228*z + 1
*
[ 13/3 ] 
f(z) = 108/169*z^3 - 146/13*z + 1
*
5/2 | 0.17930295743642145292062316898413979617 | 0.027252790881295531327183366227204792891
f(z) = 104/175*z^3 - 144/35*z + 1
*
5/2 | 0.19150760263670753512008590131489091900 | 0.028957580009411818220019615761452735301
f(z) = 108/175*z^3 - 149/35*z + 1
*
[ -8/3 ] 
f(z) = 117/160*z^3 - 153/40*z + 1
*
-2 | 0.099471742662217555097758570982613998688 | 0.015701798076740279973009678704968584897
f(z) = 119/176*z^3 - 141/44*z + 1
*
[ -5/2 ] 
f(z) = 102/175*z^3 - 157/70*z + 1
*
[ 2 ] 
f(z) = 101/172*z^3 - 159/86*z + 1
*
[ 13/7 ] 
f(z) = 105/169*z^3 - 153/91*z + 1
*
[ -13/6 ] 
f(z) = 100/169*z^3 - 154/117*z + 1
*
[ 5/3 ] 
f(z) = 111/175*z^3 - 143/105*z + 1
*
[ 5/3 ] 
f(z) = 114/175*z^3 - 148/105*z + 1
*
[ 7/5 ] 
f(z) = 100/161*z^3 - 150/161*z + 1
*
[ 3/5 ] 
f(z) = 100/177*z^3 - 154/177*z + 1
*
[ -2 ] 
f(z) = 101/166*z^3 - 155/166*z + 1
*
[ -2 ] 
f(z) = 101/170*z^3 - 149/170*z + 1
*
[ -2 ] 
f(z) = 101/174*z^3 - 143/174*z + 1
*
[ -2 ] 
f(z) = 103/170*z^3 - 157/170*z + 1
*
[ -2 ] 
f(z) = 103/174*z^3 - 151/174*z + 1
*
[ -2 ] 
f(z) = 103/178*z^3 - 145/178*z + 1
*
[ -2 ] 
f(z) = 105/178*z^3 - 153/178*z + 1
*
[ 2/3 ] 
f(z) = 117/178*z^3 - 141/178*z + 1
*
[ 4/3 ] 
f(z) = 101/160*z^3 - 157/180*z + 1
*
[ 2/3 ] 
f(z) = 101/168*z^3 - 145/189*z + 1
*
[ 2/3 ] 
f(z) = 103/168*z^3 - 146/189*z + 1
*
[ 2/3 ] 
f(z) = 107/168*z^3 - 148/189*z + 1
*
[ 2/3 ] 
f(z) = 109/168*z^3 - 149/189*z + 1
*
[ 2/3 ] 
f(z) = 113/168*z^3 - 151/189*z + 1
*
[ 2/3 ] 
f(z) = 115/168*z^3 - 152/189*z + 1
*
[ 3/4 ] 
f(z) = 100/171*z^3 - 151/228*z + 1
*
[ 13/17 ] 
f(z) = 102/169*z^3 - 146/221*z + 1
*
[ 4/5 ] 
f(z) = 115/176*z^3 - 147/220*z + 1
*
[ 13/17 ] 
f(z) = 119/169*z^3 - 159/221*z + 1
*
[ -13/3 ] 
f(z) = 108/169*z^3 - 140/13*z + 1
*
-5/2 | 0.18500803220679914642992020918207529071 | 0.028530214188473975610493750645974224880
f(z) = 116/175*z^3 - 131/35*z + 1
*
[ 5/2 ] 
f(z) = 116/175*z^3 - 124/35*z + 1
*
[ 3/10 ] 
f(z) = 100/171*z^3 - 136/57*z + 1
*
-2 | 0.097597734263756837536338183960567563047 | 0.015787187613311508007447450016417948372
f(z) = 101/160*z^3 - 121/40*z + 1
*
-2 | 0.098929239456180798598377993712481574441 | 0.015960245082871627697158322968263306505
f(z) = 101/176*z^3 - 123/44*z + 1
*
-2 | 0.097650100165435303965502293821786422644 | 0.015753881658997623667287939861685124572
f(z) = 103/160*z^3 - 123/40*z + 1
*
-2 | 0.099039415309302730502478637535680689697 | 0.015936550421328667748355188155254713690
f(z) = 103/176*z^3 - 125/44*z + 1
*
-2 | 0.099137681464523923062839162529196158369 | 0.015911720835482857138958480308319514836
f(z) = 105/176*z^3 - 127/44*z + 1
*
-2 | 0.097704567462774904744494043709794822479 | 0.015681704260711415099062596262948837536
f(z) = 107/160*z^3 - 127/40*z + 1
*
-2 | 0.099223999362683205113212973973710930350 | 0.015885735400975527024415791145151420925
f(z) = 107/176*z^3 - 129/44*z + 1
*
-2 | 0.097704208198807960229128253540006734687 | 0.015642417247614107188200017092977718957
f(z) = 109/160*z^3 - 129/40*z + 1
*
-2 | 0.099298199543593795737636311938971836046 | 0.015858553288865556447169380104239348271
f(z) = 109/176*z^3 - 131/44*z + 1
*
-2 | 0.097683193006501826433058467875044399724 | 0.015600626485075974998673485896490251080
f(z) = 111/160*z^3 - 131/40*z + 1
*
-2 | 0.099359981699726707162679986033827861966 | 0.015830113956360543840379840926826947931
f(z) = 111/176*z^3 - 133/44*z + 1
*
-2 | 0.097639188617368932835659751449546554031 | 0.015555955788021072340966573508481731405
f(z) = 113/160*z^3 - 133/40*z + 1
*
-2 | 0.099408907742218499671181937637213872216 | 0.015800336217746339683934912435707192951
f(z) = 113/176*z^3 - 135/44*z + 1
*
-2 | 0.099444387622102786960661503721184064242 | 0.015769116173523386506402311318366169958
f(z) = 115/176*z^3 - 137/44*z + 1
*
-2 | 0.097468887928660076112310539159231144758 | 0.015455856824136694331652430541189776044
f(z) = 117/160*z^3 - 137/40*z + 1
*
-2 | 0.099465656739616212741819997641717769699 | 0.015736323831090424610706997074612150131
f(z) = 117/176*z^3 - 139/44*z + 1
*
-2 | 0.097332766626876153891704980355313343680 | 0.015398882239586405790183076505368035340
f(z) = 119/160*z^3 - 139/40*z + 1
*
[ -13/6 ] 
f(z) = 114/169*z^3 - 133/78*z + 1
*
[ 5/3 ] 
f(z) = 102/175*z^3 - 128/105*z + 1
*
[ 3/2 ] 
f(z) = 106/171*z^3 - 121/114*z + 1
*
[ 3/2 ] 
f(z) = 110/171*z^3 - 127/114*z + 1
*
-6/5 | 0.14992693034902599870718233030060042687 | 0.021806817347516654709922501224881760793
f(z) = 115/168*z^3 - 121/105*z + 1
*
[ 3/2 ] 
f(z) = 118/171*z^3 - 139/114*z + 1
*
[ 9/7 ] 
f(z) = 119/162*z^3 - 125/126*z + 1
*
[ 4/7 ] 
f(z) = 119/160*z^3 - 139/140*z + 1
*
[ -2 ] 
f(z) = 101/178*z^3 - 137/178*z + 1
*
[ 7/6 ] 
f(z) = 108/161*z^3 - 124/161*z + 1
*
[ 7/6 ] 
f(z) = 108/175*z^3 - 122/175*z + 1
*
[ 3/4 ] 
f(z) = 112/177*z^3 - 122/177*z + 1
*
[ 2/3 ] 
f(z) = 117/166*z^3 - 135/166*z + 1
*
[ 2/3 ] 
f(z) = 117/170*z^3 - 137/170*z + 1
*
[ 13/15 ] 
f(z) = 105/169*z^3 - 121/195*z + 1
*
[ 5/6 ] 
f(z) = 102/175*z^3 - 127/210*z + 1
*
[ 10/9 ] 
f(z) = 108/175*z^3 - 139/210*z + 1
*
[ 13/16 ] 
f(z) = 112/169*z^3 - 139/208*z + 1
*
[ 5/6 ] 
f(z) = 114/175*z^3 - 137/210*z + 1
*
[ 4/5 ] 
f(z) = 105/176*z^3 - 139/220*z + 1
*
[ 3 ] 
f(z) = 113/162*z^3 - 101/18*z + 1
*
[ 3 ] 
f(z) = 115/162*z^3 - 103/18*z + 1
*
[ 3 ] 
f(z) = 119/162*z^3 - 107/18*z + 1
*
[ 5/2 ] 
f(z) = 104/175*z^3 - 109/35*z + 1
*
[ 5/2 ] 
f(z) = 108/175*z^3 - 114/35*z + 1
*
2/3 | 0.077427450081479920828124043320002506325 | 0.012664618114578643139579946951599024982
f(z) = 117/160*z^3 - 113/40*z + 1
*
[ -13/6 ] 
f(z) = 102/169*z^3 - 107/78*z + 1
*
[ 13/28 ] 
f(z) = 112/169*z^3 - 118/91*z + 1
*
[ -2 ] 
f(z) = 113/164*z^3 - 103/82*z + 1
*
[ -2 ] 
f(z) = 115/164*z^3 - 107/82*z + 1
*
[ -2 ] 
f(z) = 115/172*z^3 - 101/86*z + 1
*
[ -2 ] 
f(z) = 117/164*z^3 - 111/82*z + 1
*
[ -2 ] 
f(z) = 117/172*z^3 - 105/86*z + 1
*
[ -2 ] 
f(z) = 119/164*z^3 - 115/82*z + 1
*
[ -2 ] 
f(z) = 119/172*z^3 - 109/86*z + 1
*
[ 5/9 ] 
f(z) = 108/175*z^3 - 104/105*z + 1
*
[ 4/3 ] 
f(z) = 105/176*z^3 - 107/132*z + 1
*
[ 2/3 ] 
f(z) = 105/176*z^3 - 101/132*z + 1
*
[ 13/10 ] 
f(z) = 110/169*z^3 - 113/130*z + 1
*
[ 4/3 ] 
f(z) = 111/176*z^3 - 115/132*z + 1
*
[ 2/3 ] 
f(z) = 111/176*z^3 - 103/132*z + 1
*
[ -39/20 ] 
f(z) = 100/169*z^3 - 115/156*z + 1
*
[ 5/4 ] 
f(z) = 108/175*z^3 - 107/140*z + 1
*
[ 13/11 ] 
f(z) = 110/169*z^3 - 108/143*z + 1
*
[ 5/4 ] 
f(z) = 116/175*z^3 - 117/140*z + 1
*
[ 7/10 ] 
f(z) = 100/161*z^3 - 118/161*z + 1
*
[ 3/4 ] 
f(z) = 112/165*z^3 - 118/165*z + 1
*
[ 3 ] 
f(z) = 101/162*z^3 - 89/18*z + 1
*
[ 3 ] 
f(z) = 103/162*z^3 - 91/18*z + 1
*
[ 3 ] 
f(z) = 107/162*z^3 - 95/18*z + 1
*
[ -3 ] 
f(z) = 107/162*z^3 - 83/18*z + 1
*
[ 3 ] 
f(z) = 109/162*z^3 - 97/18*z + 1
*
[ -3 ] 
f(z) = 109/162*z^3 - 85/18*z + 1
*
[ 13/4 ] 
f(z) = 112/169*z^3 - 82/13*z + 1
*
[ -3 ] 
f(z) = 113/162*z^3 - 89/18*z + 1
*
[ -3 ] 
f(z) = 115/162*z^3 - 91/18*z + 1
*
[ -3 ] 
f(z) = 119/162*z^3 - 95/18*z + 1
*
[ -5/2 ] 
f(z) = 104/175*z^3 - 81/35*z + 1
*
[ -5/2 ] 
f(z) = 108/175*z^3 - 86/35*z + 1
*
[ -5/2 ] 
f(z) = 116/175*z^3 - 96/35*z + 1
*
[ 2 ] 
f(z) = 101/160*z^3 - 81/40*z + 1
*
[ 2 ] 
f(z) = 103/160*z^3 - 83/40*z + 1
*
[ 2 ] 
f(z) = 103/176*z^3 - 81/44*z + 1
*
[ 2 ] 
f(z) = 105/176*z^3 - 83/44*z + 1
*
[ 2 ] 
f(z) = 107/160*z^3 - 87/40*z + 1
*
[ 2 ] 
f(z) = 107/176*z^3 - 85/44*z + 1
*
[ 2 ] 
f(z) = 109/160*z^3 - 89/40*z + 1
*
[ 2 ] 
f(z) = 109/176*z^3 - 87/44*z + 1
*
[ 2 ] 
f(z) = 111/160*z^3 - 91/40*z + 1
*
[ 2 ] 
f(z) = 111/176*z^3 - 89/44*z + 1
*
[ 2 ] 
f(z) = 113/160*z^3 - 93/40*z + 1
*
[ 2 ] 
f(z) = 113/176*z^3 - 91/44*z + 1
*
[ 2 ] 
f(z) = 115/176*z^3 - 93/44*z + 1
*
[ 2 ] 
f(z) = 117/160*z^3 - 97/40*z + 1
*
[ 2 ] 
f(z) = 117/176*z^3 - 95/44*z + 1
*
[ 2 ] 
f(z) = 119/160*z^3 - 99/40*z + 1
*
[ 2 ] 
f(z) = 119/176*z^3 - 97/44*z + 1
*
[ 3/2 ] 
f(z) = 107/162*z^3 - 83/72*z + 1
*
[ 3/2 ] 
f(z) = 109/162*z^3 - 85/72*z + 1
*
[ 3/2 ] 
f(z) = 113/162*z^3 - 89/72*z + 1
*
[ 3/2 ] 
f(z) = 115/162*z^3 - 91/72*z + 1
*
[ 3/2 ] 
f(z) = 119/162*z^3 - 95/72*z + 1
*
[ -2 ] 
f(z) = 103/164*z^3 - 83/82*z + 1
*
[ -2 ] 
f(z) = 105/164*z^3 - 87/82*z + 1
*
[ -2 ] 
f(z) = 105/172*z^3 - 81/86*z + 1
*
[ -2 ] 
f(z) = 107/164*z^3 - 91/82*z + 1
*
[ -2 ] 
f(z) = 107/172*z^3 - 85/86*z + 1
*
[ -2 ] 
f(z) = 109/164*z^3 - 95/82*z + 1
*
[ -2 ] 
f(z) = 109/172*z^3 - 89/86*z + 1
*
[ -2 ] 
f(z) = 111/164*z^3 - 99/82*z + 1
*
[ -2 ] 
f(z) = 111/172*z^3 - 93/86*z + 1
*
[ -2 ] 
f(z) = 113/172*z^3 - 97/86*z + 1
*
[ 3/5 ] 
f(z) = 115/162*z^3 - 83/90*z + 1
*
[ -13/7 ] 
f(z) = 119/169*z^3 - 81/91*z + 1
*
[ -35/18 ] 
f(z) = 108/175*z^3 - 86/105*z + 1
*
[ 13/12 ] 
f(z) = 112/169*z^3 - 82/117*z + 1
*
[ 6/5 ] 
f(z) = 115/168*z^3 - 86/105*z + 1
*
[ 2/3 ] 
f(z) = 111/160*z^3 - 97/120*z + 1
*
[ 6/7 ] 
f(z) = 119/162*z^3 - 89/126*z + 1
*
[ 5/6 ] 
f(z) = 117/175*z^3 - 93/140*z + 1
*
[ -3 ] 
f(z) = 101/162*z^3 - 77/18*z + 1
*
[ -3 ] 
f(z) = 103/162*z^3 - 79/18*z + 1
*
[ -13/4 ] 
f(z) = 112/169*z^3 - 74/13*z + 1
*
-2 | 0.077968945487496171881006731538834796899 | 0.012595310638578119133208670403921039492
f(z) = 101/168*z^3 - 61/21*z + 1
*
-2 | 0.078052928230778365504714085148864089367 | 0.012575843613656582671400461426784965294
f(z) = 103/168*z^3 - 62/21*z + 1
*
-2 | 0.078182247143033657389013123288777317640 | 0.012532571137645553875946168912755870704
f(z) = 107/168*z^3 - 64/21*z + 1
*
-2 | 0.078225537444715183428585833155490047338 | 0.012508423207863360094977035284536287008
f(z) = 109/168*z^3 - 65/21*z + 1
*
-2 | 0.078266429508069523460447573928320119174 | 0.012454608304341660352039899704519776957
f(z) = 113/168*z^3 - 67/21*z + 1
*
-2 | 0.078260668003446096485508131224203446423 | 0.012424400473223232334230905576060583082
f(z) = 115/168*z^3 - 68/21*z + 1
*
[ 2 ] 
f(z) = 101/176*z^3 - 79/44*z + 1
*
[ 13/8 ] 
f(z) = 112/169*z^3 - 71/52*z + 1
*
[ 3/2 ] 
f(z) = 112/171*z^3 - 65/57*z + 1
*
[ 3/2 ] 
f(z) = 116/171*z^3 - 68/57*z + 1
*
-4/3 | 0.15033114924336491440880506597233870352 | 0.027187463093232831639722543722059611504
f(z) = 117/176*z^3 - 63/44*z + 1
*
[ 3/2 ] 
f(z) = 101/162*z^3 - 77/72*z + 1
*
[ 3/2 ] 
f(z) = 103/162*z^3 - 79/72*z + 1
*
[ -2 ] 
f(z) = 101/164*z^3 - 79/82*z + 1
*
[ -2 ] 
f(z) = 101/172*z^3 - 73/86*z + 1
*
[ -2 ] 
f(z) = 103/172*z^3 - 77/86*z + 1
*
[ -13/7 ] 
f(z) = 112/169*z^3 - 68/91*z + 1
*
[ 6/5 ] 
f(z) = 115/162*z^3 - 77/90*z + 1
*
[ -9/5 ] 
f(z) = 115/162*z^3 - 67/90*z + 1
*
[ 2/3 ] 
f(z) = 117/164*z^3 - 67/82*z + 1
*
[ 2/3 ] 
f(z) = 117/172*z^3 - 69/86*z + 1
*
[ 13/15 ] 
f(z) = 100/169*z^3 - 70/117*z + 1
*
[ 6/5 ] 
f(z) = 100/171*z^3 - 77/114*z + 1
*
[ 3/4 ] 
f(z) = 104/171*z^3 - 77/114*z + 1
*
[ 13/5 ] 
f(z) = 100/169*z^3 - 44/13*z + 1
*
[ 2 ] 
f(z) = 103/168*z^3 - 41/21*z + 1
*
[ 2 ] 
f(z) = 107/168*z^3 - 43/21*z + 1
*
[ 5/3 ] 
f(z) = 108/175*z^3 - 46/35*z + 1
*
[ 2 ] 
f(z) = 109/168*z^3 - 44/21*z + 1
*
[ 2 ] 
f(z) = 113/168*z^3 - 46/21*z + 1
*
[ 2 ] 
f(z) = 115/168*z^3 - 47/21*z + 1
*
[ 5/3 ] 
f(z) = 117/175*z^3 - 51/35*z + 1
*
[ 13/20 ] 
f(z) = 100/169*z^3 - 41/52*z + 1
*
[ 3/2 ] 
f(z) = 100/171*z^3 - 56/57*z + 1
*
[ 3/5 ] 
f(z) = 100/171*z^3 - 50/57*z + 1
*
[ -2 ] 
f(z) = 101/160*z^3 - 41/40*z + 1
*
[ -2 ] 
f(z) = 103/160*z^3 - 43/40*z + 1
*
[ 3/2 ] 
f(z) = 104/171*z^3 - 59/57*z + 1
*
[ -2 ] 
f(z) = 107/160*z^3 - 47/40*z + 1
*
[ -2 ] 
f(z) = 107/176*z^3 - 41/44*z + 1
*
[ -2 ] 
f(z) = 109/160*z^3 - 49/40*z + 1
*
[ -2 ] 
f(z) = 109/176*z^3 - 43/44*z + 1
*
[ -2 ] 
f(z) = 111/160*z^3 - 51/40*z + 1
*
[ -2 ] 
f(z) = 111/176*z^3 - 45/44*z + 1
*
[ -2 ] 
f(z) = 113/160*z^3 - 53/40*z + 1
*
[ -2 ] 
f(z) = 113/176*z^3 - 47/44*z + 1
*
[ -2 ] 
f(z) = 115/176*z^3 - 49/44*z + 1
*
[ -2 ] 
f(z) = 117/160*z^3 - 57/40*z + 1
*
[ -2 ] 
f(z) = 117/176*z^3 - 51/44*z + 1
*
[ 4/3 ] 
f(z) = 117/176*z^3 - 41/44*z + 1
*
[ -2 ] 
f(z) = 119/160*z^3 - 59/40*z + 1
*
[ -2 ] 
f(z) = 119/176*z^3 - 53/44*z + 1
*
[ 5/4 ] 
f(z) = 104/175*z^3 - 51/70*z + 1
*
[ 4/3 ] 
f(z) = 111/160*z^3 - 59/60*z + 1
*
[ 13/14 ] 
f(z) = 112/169*z^3 - 59/91*z + 1
*
[ -13/5 ] 
f(z) = 100/169*z^3 - 34/13*z + 1
*
[ 13/6 ] 
f(z) = 108/169*z^3 - 32/13*z + 1
*
[ 2 ] 
f(z) = 101/168*z^3 - 40/21*z + 1
*
[ -2 ] 
f(z) = 107/168*z^3 - 22/21*z + 1
*
[ 13/9 ] 
f(z) = 108/169*z^3 - 40/39*z + 1
*
[ 13/18 ] 
f(z) = 108/169*z^3 - 28/39*z + 1
*
[ 5/6 ] 
f(z) = 108/175*z^3 - 22/35*z + 1
*
[ -2 ] 
f(z) = 109/168*z^3 - 23/21*z + 1
*
[ -2 ] 
f(z) = 113/168*z^3 - 25/21*z + 1
*
[ -2 ] 
f(z) = 115/168*z^3 - 26/21*z + 1
*
[ 4/3 ] 
f(z) = 117/160*z^3 - 21/20*z + 1
*
[ -2 ] 
f(z) = 101/176*z^3 - 35/44*z + 1
*
[ -2 ] 
f(z) = 103/176*z^3 - 37/44*z + 1
*
[ -2 ] 
f(z) = 105/176*z^3 - 39/44*z + 1
*
[ 13/12 ] 
f(z) = 108/169*z^3 - 35/52*z + 1
*
[ 3/4 ] 
f(z) = 112/171*z^3 - 40/57*z + 1
*
[ 2/3 ] 
f(z) = 117/160*z^3 - 33/40*z + 1
*
[ 2/3 ] 
f(z) = 117/176*z^3 - 35/44*z + 1
*
[ 13/10 ] 
f(z) = 100/169*z^3 - 10/13*z + 1
*
[ -13/6 ] 
f(z) = 108/169*z^3 - 20/13*z + 1
*
[ -2 ] 
f(z) = 101/168*z^3 - 19/21*z + 1
*
[ -2 ] 
f(z) = 103/168*z^3 - 20/21*z + 1
*
[ -1 ]
f(z) = 102/161*z^3 + 220/161*z + 1
*
[ -6 ] 
f(z) = 113/189*z^3 - 285/14*z + 1
*
[ 6 ] 
f(z) = 115/189*z^3 - 295/14*z + 1
*
[ -6 ] 
f(z) = 116/189*z^3 - 293/14*z + 1
*
[ 3 ] 
f(z) = 107/180*z^3 - 281/60*z + 1
*
[ 3 ] 
f(z) = 109/180*z^3 - 287/60*z + 1
*
-12/5 | 0.27325689921233464230353135533612760643 | 0.027811530177474819403102186342224005123
f(z) = 109/192*z^3 - 289/75*z + 1
*
[ 3 ] 
f(z) = 109/198*z^3 - 283/66*z + 1
*
21/10 | 0.17446615788519479007336945724513360165 | 0.019436940031168907596990314316281616362
f(z) = 110/189*z^3 - 293/70*z + 1
*
[ 3 ] 
f(z) = 113/180*z^3 - 299/60*z + 1
*
[ 3 ] 
f(z) = 113/198*z^3 - 295/66*z + 1
*
-2 | 0.10053730246301366997579186076636958793 | 0.015878902801663358760666964908912962326
f(z) = 117/188*z^3 - 281/94*z + 1
*
-2 | 0.10113366211917297437799550282892962903 | 0.015955219859707688635062702455853275149
f(z) = 117/196*z^3 - 283/98*z + 1
*
-2 | 0.086313459205328445012704468386294328033 | 0.013617129940871041939246606947476619076
f(z) = 119/180*z^3 - 283/90*z + 1
*
-2 | 0.10059236826159737703587663567132542348 | 0.015852211274278298038461153671683327608
f(z) = 119/188*z^3 - 285/94*z + 1
*
3/4 | 0.24723750220512691316377573062203463462 | 0.027502709203624845740913556594942834754
f(z) = 107/189*z^3 - 297/112*z + 1
*
[ 9/4 ] 
f(z) = 104/189*z^3 - 281/126*z + 1
*
3/2 | 0.11936695047627463742962239706855514095 | 0.013278384137487021223327788286189472811
f(z) = 100/189*z^3 - 297/175*z + 1
*
[ 3/8 ] 
f(z) = 104/189*z^3 - 293/168*z + 1
*
[ 21/52 ] 
f(z) = 104/189*z^3 - 285/182*z + 1
*
[ 6 ] 
f(z) = 103/189*z^3 - 263/14*z + 1
*
[ -6 ] 
f(z) = 104/189*z^3 - 261/14*z + 1
*
[ 6 ] 
f(z) = 106/189*z^3 - 271/14*z + 1
*
[ -6 ] 
f(z) = 107/189*z^3 - 269/14*z + 1
*
[ 6 ] 
f(z) = 109/189*z^3 - 279/14*z + 1
*
[ -6 ] 
f(z) = 110/189*z^3 - 277/14*z + 1
*
[ 12 ] 
f(z) = 119/192*z^3 - 265/3*z + 1
*
24/5 | 0.21849638770971582002982786245272884766 | 0.028122762281420590252631874934009663990
f(z) = 100/189*z^3 - 263/21*z + 1
*
[ 3 ] 
f(z) = 101/180*z^3 - 263/60*z + 1
*
[ 3 ] 
f(z) = 103/180*z^3 - 269/60*z + 1
*
[ 3 ] 
f(z) = 103/198*z^3 - 265/66*z + 1
*
[ 3 ] 
f(z) = 107/198*z^3 - 277/66*z + 1
*
[ 14/5 ] 
f(z) = 115/196*z^3 - 277/70*z + 1
*
[ -3 ] 
f(z) = 119/180*z^3 - 277/60*z + 1
*
[ -3 ] 
f(z) = 119/198*z^3 - 269/66*z + 1
*
-2 | 0.10010145785687078582030169580459017520 | 0.015996608392990939464824745487751677382
f(z) = 107/188*z^3 - 261/94*z + 1
*
-2 | 0.10059980289598622845914510787546019688 | 0.016056658647386524574364671905841999556
f(z) = 107/196*z^3 - 263/98*z + 1
*
-2 | 0.086059827436975475921203686560539755226 | 0.013735944133381968115132865548186764962
f(z) = 109/180*z^3 - 263/90*z + 1
*
-2 | 0.10020960417864368554888814875373824067 | 0.015975062809946416657270944500060170668
f(z) = 109/188*z^3 - 265/94*z + 1
*
-2 | 0.10072629078222099070306788983835990416 | 0.016038207362244479400430312929110658968
f(z) = 109/196*z^3 - 267/98*z + 1
*
-2 | 0.10030728785603504677600335496244466628 | 0.015952535652051018004706027646083710471
f(z) = 111/188*z^3 - 269/94*z + 1
*
-2 | 0.10084271194186330808295871107070969124 | 0.016018816666174531685968348151238371071
f(z) = 111/196*z^3 - 271/98*z + 1
*
-2 | 0.086198445226243085387592519060915141708 | 0.013692581887172140426673582175308655075
f(z) = 113/180*z^3 - 271/90*z + 1
*
-2 | 0.10039453394116550403393336396690964601 | 0.015929018448921846473779155346314657440
f(z) = 113/188*z^3 - 273/94*z + 1
*
-2 | 0.10094932997637264348400633937110885487 | 0.015998516228762592848898237714225049383
f(z) = 113/196*z^3 - 275/98*z + 1
*
-2 | 0.10047126465607066890906880241602676963 | 0.015904487161281124016977440062044713409
f(z) = 115/188*z^3 - 277/94*z + 1
*
-2 | 0.10104629568875840919187131821775005823 | 0.015977318221467847636054506992747695115
f(z) = 115/196*z^3 - 279/98*z + 1
*
[ -12/5 ] 
f(z) = 107/192*z^3 - 269/150*z + 1
*
[ -12/5 ] 
f(z) = 110/189*z^3 - 271/140*z + 1
*
7/5 | 0.21973513257739729387254181759054228154 | 0.029257328315324593130300262794798260939
f(z) = 115/196*z^3 - 261/140*z + 1
*
[ 11/6 ] 
f(z) = 108/187*z^3 - 278/187*z + 1
*
[ 3/2 ] 
f(z) = 119/180*z^3 - 277/240*z + 1
*
[ 3/2 ] 
f(z) = 119/198*z^3 - 269/264*z + 1
*
[ 4/7 ] 
f(z) = 101/192*z^3 - 271/294*z + 1
*
[ 4/7 ] 
f(z) = 109/192*z^3 - 275/294*z + 1
*
[ 4/7 ] 
f(z) = 113/192*z^3 - 277/294*z + 1
*
[ 6 ] 
f(z) = 100/189*z^3 - 255/14*z + 1
*
[ -6 ] 
f(z) = 101/189*z^3 - 253/14*z + 1
*
[ -12 ] 
f(z) = 109/192*z^3 - 242/3*z + 1
*
[ -12 ] 
f(z) = 113/192*z^3 - 251/3*z + 1
*
[ 12 ] 
f(z) = 115/192*z^3 - 256/3*z + 1
*
[ 3 ] 
f(z) = 101/198*z^3 - 259/66*z + 1
*
[ -3 ] 
f(z) = 107/180*z^3 - 241/60*z + 1
*
[ -3 ] 
f(z) = 109/180*z^3 - 247/60*z + 1
*
[ -3 ] 
f(z) = 113/180*z^3 - 259/60*z + 1
*
[ -3 ] 
f(z) = 113/198*z^3 - 251/66*z + 1
*
[ -3 ] 
f(z) = 115/198*z^3 - 257/66*z + 1
*
-2 | 0.085644335171184639758058537867590395318 | 0.013807955622963313720890719280676685054
f(z) = 101/180*z^3 - 247/90*z + 1
*
-2 | 0.099712212567651107556962207238625703265 | 0.016055165576757084881536789451702536822
f(z) = 101/188*z^3 - 249/94*z + 1
*
-2 | 0.10015501283975216643145449423134183200 | 0.016105716867467125177531172214006667872
f(z) = 101/196*z^3 - 251/98*z + 1
*
-2 | 0.085765386050458358626846411459196471731 | 0.013791751262293731934328723401697847446
f(z) = 103/180*z^3 - 251/90*z + 1
*
-2 | 0.099853103186629740964997781297413840520 | 0.016036700414719703652921666570192558743
f(z) = 103/188*z^3 - 253/94*z + 1
*
-2 | 0.10031485286675571827546398436511391827 | 0.016090510760372906717367007310402229061
f(z) = 103/196*z^3 - 255/98*z + 1
*
-2 | 0.099982712267838875548881245077382123450 | 0.016017163759769560482071540967334886740
f(z) = 105/188*z^3 - 257/94*z + 1
*
-2 | 0.085973081704327717374304536330619893090 | 0.013755747562489037763689409845042421791
f(z) = 107/180*z^3 - 259/90*z + 1
*
[ -12/5 ] 
f(z) = 103/192*z^3 - 251/150*z + 1
*
[ 21/50 ] 
f(z) = 100/189*z^3 - 258/175*z + 1
*
[ 5/3 ] 
f(z) = 117/185*z^3 - 251/185*z + 1
*
[ 5/3 ] 
f(z) = 117/190*z^3 - 249/190*z + 1
*
[ 3/2 ] 
f(z) = 107/180*z^3 - 241/240*z + 1
*
[ 3/2 ] 
f(z) = 109/180*z^3 - 247/240*z + 1
*
[ 3/2 ] 
f(z) = 113/180*z^3 - 259/240*z + 1
*
-20/17 | 0.26610843214155112115662664336710408577 | 0.027411367057633280771279768237409292948
f(z) = 119/192*z^3 - 257/255*z + 1
*
[ 3/2 ] 
f(z) = 113/198*z^3 - 251/264*z + 1
*
[ 3/2 ] 
f(z) = 115/198*z^3 - 257/264*z + 1
*
[ -12 ] 
f(z) = 101/192*z^3 - 224/3*z + 1
*
[ 12 ] 
f(z) = 103/192*z^3 - 229/3*z + 1
*
[ 12 ] 
f(z) = 107/192*z^3 - 238/3*z + 1
*
[ -3 ] 
f(z) = 101/180*z^3 - 223/60*z + 1
*
[ -3 ] 
f(z) = 103/180*z^3 - 229/60*z + 1
*
[ -3 ] 
f(z) = 103/198*z^3 - 221/66*z + 1
*
[ -3 ] 
f(z) = 107/198*z^3 - 233/66*z + 1
*
[ -3 ] 
f(z) = 109/198*z^3 - 239/66*z + 1
*
3/10 | 0.22761629098922772520725734207366789322 | 0.025972040840256494543870166701382131184
f(z) = 110/189*z^3 - 237/70*z + 1
*
[ -14/5 ] 
f(z) = 115/196*z^3 - 227/70*z + 1
*
[ 12/5 ] 
f(z) = 119/192*z^3 - 224/75*z + 1
*
-3/5 | 0.14796008608545299142353177062992344106 | 0.019345580230130347217745876558959196018
f(z) = 100/189*z^3 - 233/84*z + 1
*
-12/5 | 0.19156002239004603699732149482021938011 | 0.025220573402933775783963228945551687247
f(z) = 100/189*z^3 - 221/84*z + 1
*
-8/5 | 0.15734542596466430756849786413908557921 | 0.020942632889240819620342825274445198446
f(z) = 115/192*z^3 - 229/120*z + 1
*
[ 1/2 ] 
f(z) = 100/197*z^3 - 222/197*z + 1
*
[ 1/2 ] 
f(z) = 100/199*z^3 - 224/199*z + 1
*
[ 1/2 ] 
f(z) = 104/197*z^3 - 223/197*z + 1
*
[ 1/2 ] 
f(z) = 104/199*z^3 - 225/199*z + 1
*
[ 5/3 ] 
f(z) = 108/185*z^3 - 226/185*z + 1
*
[ 1/2 ] 
f(z) = 108/197*z^3 - 224/197*z + 1
*
[ 1/2 ] 
f(z) = 108/199*z^3 - 226/199*z + 1
*
[ 1/2 ] 
f(z) = 112/193*z^3 - 221/193*z + 1
*
[ 1/2 ] 
f(z) = 112/195*z^3 - 223/195*z + 1
*
[ 1/2 ] 
f(z) = 112/197*z^3 - 225/197*z + 1
*
[ 1/2 ] 
f(z) = 112/199*z^3 - 227/199*z + 1
*
[ 1/2 ] 
f(z) = 116/193*z^3 - 222/193*z + 1
*
[ 1/2 ] 
f(z) = 116/195*z^3 - 224/195*z + 1
*
[ 1/2 ] 
f(z) = 116/197*z^3 - 226/197*z + 1
*
[ 1/2 ] 
f(z) = 116/199*z^3 - 228/199*z + 1
*
[ -21/10 ] 
f(z) = 110/189*z^3 - 229/210*z + 1
*
[ 36/23 ] 
f(z) = 115/192*z^3 - 229/207*z + 1
*
[ 3/2 ] 
f(z) = 101/180*z^3 - 223/240*z + 1
*
[ 3/2 ] 
f(z) = 103/180*z^3 - 229/240*z + 1
*
[ 3/2 ] 
f(z) = 103/198*z^3 - 221/264*z + 1
*
[ 3/2 ] 
f(z) = 107/198*z^3 - 233/264*z + 1
*
[ 3/2 ] 
f(z) = 109/198*z^3 - 239/264*z + 1
*
[ 4/3 ] 
f(z) = 111/184*z^3 - 227/276*z + 1
*
[ 2/3 ] 
f(z) = 111/196*z^3 - 221/294*z + 1
*
[ 21/4 ] 
f(z) = 104/189*z^3 - 201/14*z + 1
*
[ -3 ] 
f(z) = 101/198*z^3 - 215/66*z + 1
*
[ 7/3 ] 
f(z) = 111/196*z^3 - 211/84*z + 1
*
[ 1/2 ] 
f(z) = 100/181*z^3 - 206/181*z + 1
*
[ 1/2 ] 
f(z) = 100/183*z^3 - 208/183*z + 1
*
[ 1/2 ] 
f(z) = 100/189*z^3 - 214/189*z + 1
*
[ 1/2 ] 
f(z) = 100/191*z^3 - 216/191*z + 1
*
[ 1/2 ] 
f(z) = 100/193*z^3 - 218/193*z + 1
*
[ 1/2 ] 
f(z) = 104/181*z^3 - 207/181*z + 1
*
[ 1/2 ] 
f(z) = 104/183*z^3 - 209/183*z + 1
*
[ 1/2 ] 
f(z) = 104/185*z^3 - 211/185*z + 1
*
[ 1/2 ] 
f(z) = 104/187*z^3 - 213/187*z + 1
*
[ 1/2 ] 
f(z) = 104/189*z^3 - 215/189*z + 1
*
[ 1/2 ] 
f(z) = 104/191*z^3 - 217/191*z + 1
*
[ 1/2 ] 
f(z) = 104/193*z^3 - 219/193*z + 1
*
[ 1/2 ] 
f(z) = 108/181*z^3 - 208/181*z + 1
*
[ 1/2 ] 
f(z) = 108/185*z^3 - 212/185*z + 1
*
[ 1/2 ] 
f(z) = 108/187*z^3 - 214/187*z + 1
*
[ 1/2 ] 
f(z) = 108/191*z^3 - 218/191*z + 1
*
[ 1/2 ] 
f(z) = 108/193*z^3 - 220/193*z + 1
*
[ 1/2 ] 
f(z) = 112/181*z^3 - 209/181*z + 1
*
[ 1/2 ] 
f(z) = 112/183*z^3 - 211/183*z + 1
*
[ 1/2 ] 
f(z) = 112/185*z^3 - 213/185*z + 1
*
[ 1/2 ] 
f(z) = 112/187*z^3 - 215/187*z + 1
*
[ 1/2 ] 
f(z) = 112/191*z^3 - 219/191*z + 1
*
[ 1/2 ] 
f(z) = 116/181*z^3 - 210/181*z + 1
*
[ 1/2 ] 
f(z) = 116/183*z^3 - 212/183*z + 1
*
[ 1/2 ] 
f(z) = 116/185*z^3 - 214/185*z + 1
*
[ 1/2 ] 
f(z) = 116/187*z^3 - 216/187*z + 1
*
[ 1/2 ] 
f(z) = 116/189*z^3 - 218/189*z + 1
*
[ 1/2 ] 
f(z) = 116/191*z^3 - 220/191*z + 1
*
[ 3/2 ] 
f(z) = 101/198*z^3 - 215/264*z + 1
*
[ 4/3 ] 
f(z) = 105/184*z^3 - 211/276*z + 1
*
[ 2/3 ] 
f(z) = 105/188*z^3 - 211/282*z + 1
*
[ 2/3 ] 
f(z) = 111/188*z^3 - 215/282*z + 1
*
[ 46/39 ] 
f(z) = 117/184*z^3 - 219/299*z + 1
*
39/10 | 0.18302297451398890593927684629553763857 | 0.024466911121301944886344215842040219019
f(z) = 100/189*z^3 - 197/21*z + 1
*
3 | 0.16723483099188153899103815567917674722 | 0.019687809899446760849561454722204608021
f(z) = 110/189*z^3 - 181/35*z + 1
*
4/7 | 0.24173725658885316802316577854289499543 | 0.025729525631142736308917504942023524458
f(z) = 119/192*z^3 - 188/21*z + 1
*
[ 12/5 ] 
f(z) = 103/192*z^3 - 188/75*z + 1
*
[ 12/5 ] 
f(z) = 107/192*z^3 - 197/75*z + 1
*
[ 2 ] 
f(z) = 113/180*z^3 - 181/90*z + 1
*
[ 2 ] 
f(z) = 115/188*z^3 - 183/94*z + 1
*
[ 2 ] 
f(z) = 115/196*z^3 - 181/98*z + 1
*
[ 2 ] 
f(z) = 117/188*z^3 - 187/94*z + 1
*
[ 2 ] 
f(z) = 117/196*z^3 - 185/98*z + 1
*
[ 2 ] 
f(z) = 119/180*z^3 - 193/90*z + 1
*
[ 2 ] 
f(z) = 119/188*z^3 - 191/94*z + 1
*
[ 3/8 ] 
f(z) = 100/189*z^3 - 195/112*z + 1
*
[ 2/5 ] 
f(z) = 105/184*z^3 - 183/115*z + 1
*
[ 12/7 ] 
f(z) = 109/192*z^3 - 184/147*z + 1
*
[ 12/7 ] 
f(z) = 113/192*z^3 - 193/147*z + 1
*
[ -36/17 ] 
f(z) = 119/192*z^3 - 200/153*z + 1
*
[ 3/2 ] 
f(z) = 112/183*z^3 - 191/183*z + 1
*
[ 3/2 ] 
f(z) = 112/195*z^3 - 187/195*z + 1
*
[ -2 ] 
f(z) = 115/182*z^3 - 187/182*z + 1
*
[ -2 ] 
f(z) = 115/186*z^3 - 181/186*z + 1
*
[ 3/2 ] 
f(z) = 116/183*z^3 - 200/183*z + 1
*
[ 3/2 ] 
f(z) = 116/195*z^3 - 196/195*z + 1
*
[ -2 ] 
f(z) = 117/190*z^3 - 183/190*z + 1
*
[ -2 ] 
f(z) = 119/186*z^3 - 197/186*z + 1
*
[ -2 ] 
f(z) = 119/190*z^3 - 191/190*z + 1
*
[ -2 ] 
f(z) = 119/194*z^3 - 185/194*z + 1
*
[ 14/3 ] 
f(z) = 117/196*z^3 - 171/14*z + 1
*
[ -14/3 ] 
f(z) = 117/196*z^3 - 165/14*z + 1
*
3/5 | 0.22699847171762176366099663135982732743 | 0.026903521226749157793542246540573186199
f(z) = 100/189*z^3 - 171/28*z + 1
*
[ -21/5 ] 
f(z) = 100/189*z^3 - 170/21*z + 1
*
[ 3/10 ] 
f(z) = 110/189*z^3 - 167/70*z + 1
*
[ 2 ] 
f(z) = 103/180*z^3 - 161/90*z + 1
*
[ 2 ] 
f(z) = 105/188*z^3 - 163/94*z + 1
*
[ 2 ] 
f(z) = 107/180*z^3 - 169/90*z + 1
*
[ 2 ] 
f(z) = 107/188*z^3 - 167/94*z + 1
*
[ 2 ] 
f(z) = 107/196*z^3 - 165/98*z + 1
*
[ 2 ] 
f(z) = 109/180*z^3 - 173/90*z + 1
*
[ 2 ] 
f(z) = 109/188*z^3 - 171/94*z + 1
*
[ 2 ] 
f(z) = 109/196*z^3 - 169/98*z + 1
*
[ 2 ] 
f(z) = 111/188*z^3 - 175/94*z + 1
*
[ 2 ] 
f(z) = 111/196*z^3 - 173/98*z + 1
*
[ 2 ] 
f(z) = 113/188*z^3 - 179/94*z + 1
*
[ 2 ] 
f(z) = 113/196*z^3 - 177/98*z + 1
*
[ -9/4 ] 
f(z) = 104/189*z^3 - 169/126*z + 1
*
[ 12/7 ] 
f(z) = 101/192*z^3 - 166/147*z + 1
*
[ -21/10 ] 
f(z) = 115/189*z^3 - 169/140*z + 1
*
[ 3/2 ] 
f(z) = 100/183*z^3 - 164/183*z + 1
*
[ 3/2 ] 
f(z) = 104/183*z^3 - 173/183*z + 1
*
[ -2 ] 
f(z) = 109/182*z^3 - 163/182*z + 1
*
[ -2 ] 
f(z) = 111/182*z^3 - 171/182*z + 1
*
[ -2 ] 
f(z) = 113/182*z^3 - 179/182*z + 1
*
[ -2 ] 
f(z) = 113/186*z^3 - 173/186*z + 1
*
[ -2 ] 
f(z) = 113/190*z^3 - 167/190*z + 1
*
[ -2 ] 
f(z) = 113/194*z^3 - 161/194*z + 1
*
[ -2 ] 
f(z) = 115/194*z^3 - 169/194*z + 1
*
[ -2 ] 
f(z) = 115/198*z^3 - 163/198*z + 1
*
[ 4/3 ] 
f(z) = 117/188*z^3 - 161/188*z + 1
*
[ -2 ] 
f(z) = 117/194*z^3 - 177/194*z + 1
*
[ -2 ] 
f(z) = 119/198*z^3 - 179/198*z + 1
*
[ 2/3 ] 
f(z) = 119/184*z^3 - 163/207*z + 1
*
[ 6/5 ] 
f(z) = 115/192*z^3 - 167/240*z + 1
*
[ 7/9 ] 
f(z) = 117/196*z^3 - 163/252*z + 1
*
[ 21/26 ] 
f(z) = 104/189*z^3 - 163/273*z + 1
*
[ 3/20 ] 
f(z) = 100/189*z^3 - 159/28*z + 1
*
-2 | 0.080568707684448102002095654418865528809 | 0.012689706083586441097845832321291792479
f(z) = 119/192*z^3 - 143/48*z + 1
*
[ -12/5 ] 
f(z) = 113/192*z^3 - 148/75*z + 1
*
[ 2 ] 
f(z) = 101/180*z^3 - 157/90*z + 1
*
[ 2 ] 
f(z) = 101/188*z^3 - 155/94*z + 1
*
[ 2 ] 
f(z) = 101/196*z^3 - 153/98*z + 1
*
[ 2 ] 
f(z) = 103/188*z^3 - 159/94*z + 1
*
[ 2 ] 
f(z) = 103/196*z^3 - 157/98*z + 1
*
[ 12/23 ] 
f(z) = 115/192*z^3 - 149/138*z + 1
*
[ 3/5 ] 
f(z) = 103/189*z^3 - 151/175*z + 1
*
[ 3/5 ] 
f(z) = 106/189*z^3 - 152/175*z + 1
*
[ 3/5 ] 
f(z) = 109/189*z^3 - 153/175*z + 1
*
[ 3/5 ] 
f(z) = 118/189*z^3 - 156/175*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.026386007698980030258647666456780011310
f(z) = 119/192*z^3 - 157/168*z + 1
*
[ 3/5 ] 
f(z) = 100/183*z^3 - 158/183*z + 1
*
[ 7/5 ] 
f(z) = 100/189*z^3 - 142/189*z + 1
*
[ -2 ] 
f(z) = 107/182*z^3 - 155/182*z + 1
*
[ -2 ] 
f(z) = 107/186*z^3 - 149/186*z + 1
*
[ -2 ] 
f(z) = 107/190*z^3 - 143/190*z + 1
*
[ -2 ] 
f(z) = 109/186*z^3 - 157/186*z + 1
*
[ -2 ] 
f(z) = 109/190*z^3 - 151/190*z + 1
*
[ -2 ] 
f(z) = 109/194*z^3 - 145/194*z + 1
*
[ -2 ] 
f(z) = 111/190*z^3 - 159/190*z + 1
*
[ -2 ] 
f(z) = 111/194*z^3 - 153/194*z + 1
*
[ -2 ] 
f(z) = 113/198*z^3 - 155/198*z + 1
*
[ 2/3 ] 
f(z) = 117/190*z^3 - 147/190*z + 1
*
[ 2/3 ] 
f(z) = 117/194*z^3 - 149/194*z + 1
*
[ 4/3 ] 
f(z) = 117/196*z^3 - 159/196*z + 1
*
[ 2/3 ] 
f(z) = 101/184*z^3 - 154/207*z + 1
*
[ 2/3 ] 
f(z) = 103/184*z^3 - 155/207*z + 1
*
[ 2/3 ] 
f(z) = 107/184*z^3 - 157/207*z + 1
*
[ 2/3 ] 
f(z) = 109/184*z^3 - 158/207*z + 1
*
[ 2/3 ] 
f(z) = 113/184*z^3 - 160/207*z + 1
*
[ 6/5 ] 
f(z) = 115/189*z^3 - 149/210*z + 1
*
[ 21/16 ] 
f(z) = 104/189*z^3 - 159/224*z + 1
*
-12/5 | 0.18523255032833468673872052685501742325 | 0.022421104802525646328217932603985185667
f(z) = 115/192*z^3 - 121/30*z + 1
*
-2 | 0.079597368171674126866624151203786774112 | 0.012808107431888241598670256983974693016
f(z) = 101/192*z^3 - 125/48*z + 1
*
-2 | 0.079747722408099924287748180401981153629 | 0.012799608357568323665006591762649183363
f(z) = 103/192*z^3 - 127/48*z + 1
*
[ -21/8 ] 
f(z) = 104/189*z^3 - 135/56*z + 1
*
-2 | 0.080013624624620293447295602405347945758 | 0.012778684163228507298843960945077018551
f(z) = 107/192*z^3 - 131/48*z + 1
*
-2 | 0.080131208582087195612448552184679274855 | 0.012766570017583098172943176820410855030
f(z) = 109/192*z^3 - 133/48*z + 1
*
-2 | 0.080336989108570703526375369857089726083 | 0.012739213791513783744956354648117240732
f(z) = 113/192*z^3 - 137/48*z + 1
*
-2 | 0.080424336779774476248693801006330078455 | 0.012723822965149513271809778597258011700
f(z) = 115/192*z^3 - 139/48*z + 1
*
12/17 | 0.26185175955403009540624717355781014885 | 0.028795939616048790401573269777318307421
f(z) = 119/192*z^3 - 139/51*z + 1
*
[ -12/5 ] 
f(z) = 101/192*z^3 - 121/75*z + 1
*
[ -12/5 ] 
f(z) = 109/192*z^3 - 139/75*z + 1
*
[ -7/3 ] 
f(z) = 111/196*z^3 - 139/84*z + 1
*
[ 8/5 ] 
f(z) = 115/192*z^3 - 139/120*z + 1
*
[ 14/9 ] 
f(z) = 117/196*z^3 - 137/126*z + 1
*
[ 4/7 ] 
f(z) = 103/192*z^3 - 136/147*z + 1
*
[ 4/7 ] 
f(z) = 107/192*z^3 - 137/147*z + 1
*
-3/11 | 0.23951930716968757163557286959411581268 | 0.028744192815321672255655421486051466215
f(z) = 110/189*z^3 - 135/154*z + 1
*
[ 4/7 ] 
f(z) = 115/192*z^3 - 139/147*z + 1
*
[ 7/5 ] 
f(z) = 115/196*z^3 - 121/140*z + 1
*
[ 7/10 ] 
f(z) = 100/189*z^3 - 130/189*z + 1
*
[ -2 ] 
f(z) = 101/182*z^3 - 131/182*z + 1
*
[ -2 ] 
f(z) = 101/186*z^3 - 125/186*z + 1
*
[ -2 ] 
f(z) = 103/182*z^3 - 139/182*z + 1
*
[ -2 ] 
f(z) = 103/186*z^3 - 133/186*z + 1
*
[ -2 ] 
f(z) = 103/190*z^3 - 127/190*z + 1
*
[ -2 ] 
f(z) = 103/194*z^3 - 121/194*z + 1
*
[ -2 ] 
f(z) = 105/194*z^3 - 129/194*z + 1
*
[ -2 ] 
f(z) = 107/194*z^3 - 137/194*z + 1
*
[ -2 ] 
f(z) = 107/198*z^3 - 131/198*z + 1
*
[ -2 ] 
f(z) = 109/198*z^3 - 139/198*z + 1
*
[ 3/4 ] 
f(z) = 112/183*z^3 - 124/183*z + 1
*
[ 5/4 ] 
f(z) = 112/185*z^3 - 138/185*z + 1
*
[ 5/4 ] 
f(z) = 112/195*z^3 - 136/195*z + 1
*
[ 3/4 ] 
f(z) = 112/195*z^3 - 128/195*z + 1
*
-3/2 | 0.15243302207066737737083642132195712969 | 0.028908218249915214914095002521662788904
f(z) = 116/195*z^3 - 131/195*z + 1
*
[ 6/7 ] 
f(z) = 119/180*z^3 - 137/210*z + 1
*
[ 3 ] 
f(z) = 115/189*z^3 - 101/21*z + 1
*
[ 3 ] 
f(z) = 118/189*z^3 - 104/21*z + 1
*
-3/20 | 0.17979502700136723785889318431638465122 | 0.025964634078864101159809612597633700814
f(z) = 100/189*z^3 - 113/84*z + 1
*
[ -2 ] 
f(z) = 119/180*z^3 - 103/90*z + 1
*
[ 3/4 ] 
f(z) = 106/189*z^3 - 109/168*z + 1
*
[ 3/4 ] 
f(z) = 118/189*z^3 - 115/168*z + 1
*
[ 8/7 ] 
f(z) = 119/192*z^3 - 115/168*z + 1
*
[ 11/10 ] 
f(z) = 100/187*z^3 - 104/187*z + 1
*
[ -2 ] 
f(z) = 101/190*z^3 - 119/190*z + 1
*
[ -2 ] 
f(z) = 101/194*z^3 - 113/194*z + 1
*
[ -2 ] 
f(z) = 101/198*z^3 - 107/198*z + 1
*
[ -2 ] 
f(z) = 103/198*z^3 - 115/198*z + 1
*
[ 5/6 ] 
f(z) = 108/185*z^3 - 112/185*z + 1
*
[ 14/13 ] 
f(z) = 117/196*z^3 - 113/182*z + 1
*
21/20 | 0.094781595788962230964113627582114446889 | 0.012211377206581514029478098603902121860
f(z) = 100/189*z^3 - 87/28*z + 1
*
[ 3 ] 
f(z) = 100/189*z^3 - 86/21*z + 1
*
[ 3 ] 
f(z) = 103/189*z^3 - 89/21*z + 1
*
[ 3 ] 
f(z) = 106/189*z^3 - 92/21*z + 1
*
[ 3 ] 
f(z) = 109/189*z^3 - 95/21*z + 1
*
[ -3 ] 
f(z) = 110/189*z^3 - 82/21*z + 1
*
[ -3 ] 
f(z) = 113/189*z^3 - 85/21*z + 1
*
[ -3 ] 
f(z) = 116/189*z^3 - 88/21*z + 1
*
-3/5 | 0.13339639853857583061118501313175490450 | 0.020090194738129610544320938626764207756
f(z) = 100/189*z^3 - 85/42*z + 1
*
[ 2 ] 
f(z) = 107/192*z^3 - 83/48*z + 1
*
[ 2 ] 
f(z) = 109/192*z^3 - 85/48*z + 1
*
[ 2 ] 
f(z) = 113/192*z^3 - 89/48*z + 1
*
[ 2 ] 
f(z) = 115/192*z^3 - 91/48*z + 1
*
[ 2 ] 
f(z) = 119/192*z^3 - 95/48*z + 1
*
[ 21/13 ] 
f(z) = 104/189*z^3 - 96/91*z + 1
*
[ -2 ] 
f(z) = 109/180*z^3 - 83/90*z + 1
*
[ -2 ] 
f(z) = 111/188*z^3 - 81/94*z + 1
*
[ -2 ] 
f(z) = 113/180*z^3 - 91/90*z + 1
*
[ -2 ] 
f(z) = 113/188*z^3 - 85/94*z + 1
*
[ 3/2 ] 
f(z) = 113/189*z^3 - 85/84*z + 1
*
[ -2 ] 
f(z) = 115/188*z^3 - 89/94*z + 1
*
[ -2 ] 
f(z) = 115/196*z^3 - 83/98*z + 1
*
[ 4/3 ] 
f(z) = 117/184*z^3 - 81/92*z + 1
*
[ -2 ] 
f(z) = 117/188*z^3 - 93/94*z + 1
*
[ -2 ] 
f(z) = 117/196*z^3 - 87/98*z + 1
*
[ -2 ] 
f(z) = 119/188*z^3 - 97/94*z + 1
*
[ 3/5 ] 
f(z) = 110/189*z^3 - 92/105*z + 1
*
[ 4/5 ] 
f(z) = 103/192*z^3 - 89/150*z + 1
*
[ 4/5 ] 
f(z) = 107/192*z^3 - 91/150*z + 1
*
[ 21/22 ] 
f(z) = 110/189*z^3 - 89/154*z + 1
*
[ 4/5 ] 
f(z) = 119/192*z^3 - 97/150*z + 1
*
[ 21/23 ] 
f(z) = 115/189*z^3 - 97/161*z + 1
*
-3/10 | 0.15317546281291863303893038176535971885 | 0.020119391097128850829061568328918754359
f(z) = 100/189*z^3 - 75/7*z + 1
*
21/20 | 0.14047059178780824443653493499958082689 | 0.018450623369591630349681447365609395895
f(z) = 100/189*z^3 - 75/28*z + 1
*
[ 12/5 ] 
f(z) = 100/189*z^3 - 69/28*z + 1
*
-2 | 0.099468009021741076691256388578992631889 | 0.016026229308408402866470610195540354318
f(z) = 101/184*z^3 - 62/23*z + 1
*
[ -3 ] 
f(z) = 101/189*z^3 - 73/21*z + 1
*
-2 | 0.099599212362285582463912281815183165951 | 0.016006105521492540887074888128162385575
f(z) = 103/184*z^3 - 63/23*z + 1
*
[ -3 ] 
f(z) = 104/189*z^3 - 76/21*z + 1
*
-2 | 0.099719114957081563365716860335213789661 | 0.015984919181157558728258741826353145722
f(z) = 105/184*z^3 - 64/23*z + 1
*
-2 | 0.099827979717045333714144269139255044738 | 0.015962697848759396025939818194760994168
f(z) = 107/184*z^3 - 65/23*z + 1
*
[ -3 ] 
f(z) = 107/189*z^3 - 79/21*z + 1
*
-2 | 0.099925933462457660536347403229961509114 | 0.015939447878982311459981829418621456643
f(z) = 109/184*z^3 - 66/23*z + 1
*
-2 | 0.10001298340049415030911829859307488096 | 0.015915157257472072855893586454854383578
f(z) = 111/184*z^3 - 67/23*z + 1
*
-2 | 0.10008902567533389893732135100582018850 | 0.015889797131687056021183558891501512638
f(z) = 113/184*z^3 - 68/23*z + 1
*
[ -12/5 ] 
f(z) = 115/192*z^3 - 61/30*z + 1
*
-2 | 0.10020712494651853243648721868835669847 | 0.015835670989030365861362444996517462782
f(z) = 117/184*z^3 - 70/23*z + 1
*
[ 7/3 ] 
f(z) = 117/196*z^3 - 75/28*z + 1
*
-2 | 0.10024841259285472404528130854386705251 | 0.015806763379984166569498466910061486462
f(z) = 119/184*z^3 - 71/23*z + 1
*
4/7 | 0.20395700326260320058683363019343632044 | 0.024614599720590416600194715622952677429
f(z) = 119/192*z^3 - 62/21*z + 1
*
[ 2 ] 
f(z) = 101/192*z^3 - 77/48*z + 1
*
[ 2 ] 
f(z) = 103/192*z^3 - 79/48*z + 1
*
[ 9/5 ] 
f(z) = 100/189*z^3 - 80/63*z + 1
*
-3/5 | 0.19704078038780761199984052455523935129 | 0.025973251295500837834886469169298417206
f(z) = 110/189*z^3 - 73/70*z + 1
*
[ -2 ] 
f(z) = 101/180*z^3 - 67/90*z + 1
*
[ -2 ] 
f(z) = 101/188*z^3 - 61/94*z + 1
*
[ 3/2 ] 
f(z) = 101/189*z^3 - 73/84*z + 1
*
[ -2 ] 
f(z) = 103/180*z^3 - 71/90*z + 1
*
[ -2 ] 
f(z) = 103/188*z^3 - 65/94*z + 1
*
[ -2 ] 
f(z) = 105/188*z^3 - 69/94*z + 1
*
[ -2 ] 
f(z) = 107/180*z^3 - 79/90*z + 1
*
[ -2 ] 
f(z) = 107/188*z^3 - 73/94*z + 1
*
[ 3/2 ] 
f(z) = 107/189*z^3 - 79/84*z + 1
*
[ -2 ] 
f(z) = 107/196*z^3 - 67/98*z + 1
*
[ -2 ] 
f(z) = 109/188*z^3 - 77/94*z + 1
*
[ -2 ] 
f(z) = 109/196*z^3 - 71/98*z + 1
*
[ -2 ] 
f(z) = 111/196*z^3 - 75/98*z + 1
*
[ -2 ] 
f(z) = 113/196*z^3 - 79/98*z + 1
*
[ 2/3 ] 
f(z) = 117/188*z^3 - 73/94*z + 1
*
[ 2/3 ] 
f(z) = 117/196*z^3 - 75/98*z + 1
*
[ 3/4 ] 
f(z) = 101/189*z^3 - 71/112*z + 1
*
[ 3/4 ] 
f(z) = 107/189*z^3 - 73/112*z + 1
*
[ 3/4 ] 
f(z) = 113/189*z^3 - 75/112*z + 1
*
[ 7/6 ] 
f(z) = 117/196*z^3 - 75/112*z + 1
*
[ 21/5 ] 
f(z) = 100/189*z^3 - 60/7*z + 1
*
-39/10 | 0.15038345646902147768366667741955548237 | 0.020643397864395375307678329480631102515
f(z) = 100/189*z^3 - 54/7*z + 1
*
[ -4 ] 
f(z) = 101/192*z^3 - 43/6*z + 1
*
[ 4 ] 
f(z) = 103/192*z^3 - 47/6*z + 1
*
[ 4 ] 
f(z) = 107/192*z^3 - 49/6*z + 1
*
[ -4 ] 
f(z) = 109/192*z^3 - 47/6*z + 1
*
[ -4 ] 
f(z) = 113/192*z^3 - 49/6*z + 1
*
[ 4 ] 
f(z) = 115/192*z^3 - 53/6*z + 1
*
[ 12/5 ] 
f(z) = 115/192*z^3 - 43/15*z + 1
*
[ 4 ] 
f(z) = 119/192*z^3 - 55/6*z + 1
*
3/2 | 0.21486284146197488143903135910644392980 | 0.029727846520195047161703455675299649150
f(z) = 100/189*z^3 - 51/35*z + 1
*
[ 3/10 ] 
f(z) = 100/189*z^3 - 50/21*z + 1
*
21/20 | 0.19511514343361037065921575659300682443 | 0.027304165621285923184932963845334453385
f(z) = 100/189*z^3 - 47/28*z + 1
*
[ 2 ] 
f(z) = 105/184*z^3 - 41/23*z + 1
*
[ 2 ] 
f(z) = 107/184*z^3 - 42/23*z + 1
*
[ 2 ] 
f(z) = 109/184*z^3 - 43/23*z + 1
*
[ 2 ] 
f(z) = 111/184*z^3 - 44/23*z + 1
*
[ 2 ] 
f(z) = 113/184*z^3 - 45/23*z + 1
*
3/4 | 0.19574771860671815397865734574195697249 | 0.027392687388435818734973094759649447385
f(z) = 116/189*z^3 - 47/28*z + 1
*
[ 2 ] 
f(z) = 117/184*z^3 - 47/23*z + 1
*
[ -7/3 ] 
f(z) = 117/196*z^3 - 51/28*z + 1
*
[ 2 ] 
f(z) = 119/184*z^3 - 48/23*z + 1
*
-12/7 | 0.15803696011697700936146700967231683064 | 0.019732345439952708105538994005774456288
f(z) = 119/192*z^3 - 47/21*z + 1
*
[ 4/3 ] 
f(z) = 109/192*z^3 - 41/54*z + 1
*
[ 3/2 ] 
f(z) = 110/189*z^3 - 41/42*z + 1
*
[ 4/3 ] 
f(z) = 113/192*z^3 - 43/54*z + 1
*
[ -2 ] 
f(z) = 113/192*z^3 - 41/48*z + 1
*
[ -2 ] 
f(z) = 115/192*z^3 - 43/48*z + 1
*
[ 12/7 ] 
f(z) = 119/192*z^3 - 59/42*z + 1
*
[ -2 ] 
f(z) = 119/192*z^3 - 47/48*z + 1
*
[ 4/5 ] 
f(z) = 101/192*z^3 - 44/75*z + 1
*
[ 2/3 ] 
f(z) = 105/184*z^3 - 52/69*z + 1
*
[ 4/5 ] 
f(z) = 109/192*z^3 - 46/75*z + 1
*
[ 6/5 ] 
f(z) = 110/189*z^3 - 47/70*z + 1
*
[ -21/11 ] 
f(z) = 110/189*z^3 - 46/77*z + 1
*
[ 2/3 ] 
f(z) = 111/184*z^3 - 53/69*z + 1
*
[ 4/5 ] 
f(z) = 113/192*z^3 - 47/75*z + 1
*
[ 3/4 ] 
f(z) = 100/189*z^3 - 53/84*z + 1
*
[ -2 ] 
f(z) = 101/196*z^3 - 55/98*z + 1
*
[ -2 ] 
f(z) = 103/196*z^3 - 59/98*z + 1
*
-3/10 | 0.10921458841479297686776932812701869496 | 0.016079071016052702379104780680810025465
f(z) = 100/189*z^3 - 33/7*z + 1
*
[ -3 ] 
f(z) = 100/189*z^3 - 24/7*z + 1
*
[ 3 ] 
f(z) = 101/189*z^3 - 29/7*z + 1
*
[ 4 ] 
f(z) = 101/192*z^3 - 23/3*z + 1
*
[ -3 ] 
f(z) = 103/189*z^3 - 25/7*z + 1
*
[ -4 ] 
f(z) = 103/192*z^3 - 22/3*z + 1
*
[ 3 ] 
f(z) = 104/189*z^3 - 30/7*z + 1
*
[ -3 ] 
f(z) = 106/189*z^3 - 26/7*z + 1
*
[ 3 ] 
f(z) = 107/189*z^3 - 31/7*z + 1
*
[ -4 ] 
f(z) = 107/192*z^3 - 23/3*z + 1
*
[ -3 ] 
f(z) = 109/189*z^3 - 27/7*z + 1
*
[ 4 ] 
f(z) = 109/192*z^3 - 25/3*z + 1
*
[ 3 ] 
f(z) = 110/189*z^3 - 32/7*z + 1
*
[ 3 ] 
f(z) = 113/189*z^3 - 33/7*z + 1
*
[ 4 ] 
f(z) = 113/192*z^3 - 26/3*z + 1
*
[ -3 ] 
f(z) = 115/189*z^3 - 29/7*z + 1
*
[ -4 ] 
f(z) = 115/192*z^3 - 25/3*z + 1
*
[ 3 ] 
f(z) = 116/189*z^3 - 34/7*z + 1
*
[ -3 ] 
f(z) = 118/189*z^3 - 30/7*z + 1
*
[ -4 ] 
f(z) = 119/192*z^3 - 26/3*z + 1
*
[ 21/10 ] 
f(z) = 100/189*z^3 - 38/21*z + 1
*
[ 2 ] 
f(z) = 101/184*z^3 - 39/23*z + 1
*
[ 2 ] 
f(z) = 103/184*z^3 - 40/23*z + 1
*
[ 3/2 ] 
f(z) = 103/189*z^3 - 25/28*z + 1
*
[ 3/2 ] 
f(z) = 109/189*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 111/184*z^3 - 21/23*z + 1
*
[ -2 ] 
f(z) = 113/184*z^3 - 22/23*z + 1
*
[ 3/5 ] 
f(z) = 115/189*z^3 - 31/35*z + 1
*
[ 3/2 ] 
f(z) = 115/189*z^3 - 29/28*z + 1
*
[ 4/3 ] 
f(z) = 115/192*z^3 - 22/27*z + 1
*
[ 3/2 ] 
f(z) = 116/189*z^3 - 22/21*z + 1
*
[ -2 ] 
f(z) = 117/184*z^3 - 24/23*z + 1
*
[ -2 ] 
f(z) = 119/184*z^3 - 25/23*z + 1
*
[ 4/3 ] 
f(z) = 119/192*z^3 - 23/27*z + 1
*
[ 6/5 ] 
f(z) = 100/189*z^3 - 25/42*z + 1
*
[ 4/3 ] 
f(z) = 101/192*z^3 - 37/54*z + 1
*
[ -2 ] 
f(z) = 101/192*z^3 - 29/48*z + 1
*
[ -2 ] 
f(z) = 103/192*z^3 - 31/48*z + 1
*
[ -2 ] 
f(z) = 107/192*z^3 - 35/48*z + 1
*
[ -2 ] 
f(z) = 109/192*z^3 - 37/48*z + 1
*
[ 3/4 ] 
f(z) = 110/189*z^3 - 37/56*z + 1
*
[ 12/17 ] 
f(z) = 119/192*z^3 - 37/51*z + 1
*
[ 9/10 ] 
f(z) = 100/189*z^3 - 34/63*z + 1
*
-21/10 | 0.10810715300838274000581190517180010799 | 0.018701254036448144838219151983330849148
f(z) = 100/189*z^3 - 12/7*z + 1
*
[ 3/4 ] 
f(z) = 104/189*z^3 - 9/14*z + 1
*
[ 3/2 ] 
f(z) = 106/189*z^3 - 13/14*z + 1
*
[ 3/2 ] 
f(z) = 118/189*z^3 - 15/14*z + 1
*
[ 21/20 ] 
f(z) = 100/189*z^3 - 15/28*z + 1
*
[ -2 ] 
f(z) = 101/184*z^3 - 16/23*z + 1
*
[ -2 ] 
f(z) = 103/184*z^3 - 17/23*z + 1
*
[ 4/3 ] 
f(z) = 103/192*z^3 - 19/27*z + 1
*
[ 3/2 ] 
f(z) = 104/189*z^3 - 19/21*z + 1
*
[ -2 ] 
f(z) = 105/184*z^3 - 18/23*z + 1
*
[ -2 ] 
f(z) = 107/184*z^3 - 19/23*z + 1
*
[ 4/3 ] 
f(z) = 107/192*z^3 - 20/27*z + 1
*
[ -2 ] 
f(z) = 109/184*z^3 - 20/23*z + 1
*
[ 4/5 ] 
f(z) = 115/192*z^3 - 19/30*z + 1
*
[ 3/4 ] 
f(z) = 116/189*z^3 - 19/28*z + 1
*
[ 2/3 ] 
f(z) = 117/184*z^3 - 18/23*z + 1
*
[ 4/7 ] 
f(z) = 119/192*z^3 - 20/21*z + 1
*
[ -1 ]
f(z) = 102/181*z^3 + 260/181*z + 1
*
[ -12 ] 
f(z) = 107/216*z^3 - 281/4*z + 1
*
[ 12 ] 
f(z) = 109/216*z^3 - 287/4*z + 1
*
[ -12 ] 
f(z) = 113/216*z^3 - 297/4*z + 1
*
[ 10 ] 
f(z) = 117/200*z^3 - 288/5*z + 1
*
[ -10 ] 
f(z) = 117/200*z^3 - 287/5*z + 1
*
[ 10 ] 
f(z) = 119/200*z^3 - 293/5*z + 1
*
[ -10 ] 
f(z) = 119/200*z^3 - 292/5*z + 1
*
[ 3 ] 
f(z) = 109/207*z^3 - 281/69*z + 1
*
[ 3 ] 
f(z) = 110/207*z^3 - 284/69*z + 1
*
[ 3 ] 
f(z) = 112/207*z^3 - 290/69*z + 1
*
[ 3 ] 
f(z) = 113/207*z^3 - 293/69*z + 1
*
-2 | 0.081211176399900246481574613100386763233 | 0.012826526521707297729635567181724451734
f(z) = 115/204*z^3 - 281/102*z + 1
*
-2 | 0.10200766643510547585282941429365225312 | 0.016093106006879974142455430883306677664
f(z) = 115/212*z^3 - 283/106*z + 1
*
-2 | 0.10212820598298877000952041174687602726 | 0.016076525106620788061008930246029597901
f(z) = 117/212*z^3 - 287/106*z + 1
*
-2 | 0.10224001618924216736824294577810591728 | 0.016059136224479502045521114270470181259
f(z) = 119/212*z^3 - 291/106*z + 1
*
[ -5/2 ] 
f(z) = 101/200*z^3 - 281/160*z + 1
*
[ -5/2 ] 
f(z) = 103/200*z^3 - 291/160*z + 1
*
[ 2 ] 
f(z) = 101/210*z^3 - 299/210*z + 1
*
[ 2 ] 
f(z) = 101/214*z^3 - 297/214*z + 1
*
[ 2 ] 
f(z) = 101/218*z^3 - 295/218*z + 1
*
[ -7/3 ] 
f(z) = 108/203*z^3 - 298/203*z + 1
*
[ 12/23 ] 
f(z) = 115/216*z^3 - 293/276*z + 1
*
[ 20/39 ] 
f(z) = 117/200*z^3 - 287/260*z + 1
*
[ -12 ] 
f(z) = 101/216*z^3 - 265/4*z + 1
*
[ 12 ] 
f(z) = 103/216*z^3 - 271/4*z + 1
*
[ 10 ] 
f(z) = 107/200*z^3 - 263/5*z + 1
*
[ -10 ] 
f(z) = 107/200*z^3 - 262/5*z + 1
*
[ 10 ] 
f(z) = 109/200*z^3 - 268/5*z + 1
*
[ -10 ] 
f(z) = 109/200*z^3 - 267/5*z + 1
*
[ 10 ] 
f(z) = 111/200*z^3 - 273/5*z + 1
*
[ -10 ] 
f(z) = 111/200*z^3 - 272/5*z + 1
*
[ 10 ] 
f(z) = 113/200*z^3 - 278/5*z + 1
*
[ -10 ] 
f(z) = 113/200*z^3 - 277/5*z + 1
*
[ 18/5 ] 
f(z) = 115/216*z^3 - 278/45*z + 1
*
[ 10/3 ] 
f(z) = 119/200*z^3 - 266/45*z + 1
*
-3/7 | 0.23157308379648726814244863995556186810 | 0.026068991811492133938651697120136811825
f(z) = 119/216*z^3 - 267/56*z + 1
*
[ 3 ] 
f(z) = 103/207*z^3 - 263/69*z + 1
*
[ 3 ] 
f(z) = 104/207*z^3 - 266/69*z + 1
*
[ 3 ] 
f(z) = 106/207*z^3 - 272/69*z + 1
*
[ 3 ] 
f(z) = 107/207*z^3 - 275/69*z + 1
*
[ -3 ] 
f(z) = 118/207*z^3 - 262/69*z + 1
*
[ -3 ] 
f(z) = 119/207*z^3 - 265/69*z + 1
*
-2 | 0.10125535532844630206985720964517337608 | 0.016161290876580437651230372909172604841
f(z) = 105/212*z^3 - 263/106*z + 1
*
-2 | 0.080696922492836264010667813625467719674 | 0.012864419692690230922488918667415046103
f(z) = 107/204*z^3 - 265/102*z + 1
*
-2 | 0.10142858482582250302033324759677876021 | 0.016150030575559292797857048196193949093
f(z) = 107/212*z^3 - 267/106*z + 1
*
-2 | 0.080840405177151291304016368208550807257 | 0.012856587724370074852946588174164867759
f(z) = 109/204*z^3 - 269/102*z + 1
*
-2 | 0.10158930337922738492053645018721542170 | 0.016137412359699370985360940627153152924
f(z) = 109/212*z^3 - 271/106*z + 1
*
-2 | 0.10173880807537737212546403817419935271 | 0.016123633237286928536300811520759378280
f(z) = 111/212*z^3 - 275/106*z + 1
*
-2 | 0.081097073115235413976356426985599357858 | 0.012837574629860156586228522180105829102
f(z) = 113/204*z^3 - 277/102*z + 1
*
-2 | 0.10187803434500318727190522713920390016 | 0.016108831733144231595792007819600148631
f(z) = 113/212*z^3 - 279/106*z + 1
*
[ 19/10 ] 
f(z) = 100/209*z^3 - 262/209*z + 1
*
[ 11/6 ] 
f(z) = 108/209*z^3 - 268/209*z + 1
*
[ -7/3 ] 
f(z) = 108/217*z^3 - 278/217*z + 1
*
[ -9/4 ] 
f(z) = 112/207*z^3 - 268/207*z + 1
*
[ 20/13 ] 
f(z) = 117/200*z^3 - 269/260*z + 1
*
[ 3/2 ] 
f(z) = 119/207*z^3 - 265/276*z + 1
*
[ 10 ] 
f(z) = 101/200*z^3 - 248/5*z + 1
*
[ -10 ] 
f(z) = 101/200*z^3 - 247/5*z + 1
*
[ 10 ] 
f(z) = 103/200*z^3 - 253/5*z + 1
*
[ -10 ] 
f(z) = 103/200*z^3 - 252/5*z + 1
*
[ 10/3 ] 
f(z) = 109/200*z^3 - 241/45*z + 1
*
[ 10/3 ] 
f(z) = 113/200*z^3 - 251/45*z + 1
*
[ -18/5 ] 
f(z) = 115/216*z^3 - 253/45*z + 1
*
[ 3 ] 
f(z) = 100/207*z^3 - 254/69*z + 1
*
[ 3 ] 
f(z) = 101/207*z^3 - 257/69*z + 1
*
[ -3 ] 
f(z) = 112/207*z^3 - 244/69*z + 1
*
[ -3 ] 
f(z) = 113/207*z^3 - 247/69*z + 1
*
[ -3 ] 
f(z) = 116/207*z^3 - 256/69*z + 1
*
-2 | 0.080195845428882561177632433982560829343 | 0.012879687326736611378016043956904593753
f(z) = 101/204*z^3 - 253/102*z + 1
*
-2 | 0.10086308838964465447078614541952958562 | 0.016178447783935909898826238974758533305
f(z) = 101/212*z^3 - 255/106*z + 1
*
-2 | 0.080375874523388639417232759621278157859 | 0.012876161442060797549317674695229531002
f(z) = 103/204*z^3 - 257/102*z + 1
*
-2 | 0.10106776874590524580366736168654864197 | 0.016170907056164170542117003925396149185
f(z) = 103/212*z^3 - 259/106*z + 1
*
[ 12/5 ] 
f(z) = 113/216*z^3 - 243/100*z + 1
*
[ 12/5 ] 
f(z) = 119/216*z^3 - 259/100*z + 1
*
5/3 | 0.20022105512523551737268465601448742666 | 0.027969639397217560667007858415101045133
f(z) = 111/200*z^3 - 257/120*z + 1
*
[ 3/7 ] 
f(z) = 119/216*z^3 - 241/168*z + 1
*
[ -20/9 ] 
f(z) = 117/200*z^3 - 259/180*z + 1
*
[ 1/2 ] 
f(z) = 100/217*z^3 - 242/217*z + 1
*
[ 1/2 ] 
f(z) = 100/219*z^3 - 244/219*z + 1
*
[ 1/2 ] 
f(z) = 104/215*z^3 - 241/215*z + 1
*
[ 1/2 ] 
f(z) = 104/217*z^3 - 243/217*z + 1
*
[ 1/2 ] 
f(z) = 104/219*z^3 - 245/219*z + 1
*
[ 1/2 ] 
f(z) = 108/215*z^3 - 242/215*z + 1
*
[ 1/2 ] 
f(z) = 108/217*z^3 - 244/217*z + 1
*
[ 1/2 ] 
f(z) = 112/213*z^3 - 241/213*z + 1
*
[ 1/2 ] 
f(z) = 112/215*z^3 - 243/215*z + 1
*
[ 1/2 ] 
f(z) = 112/219*z^3 - 247/219*z + 1
*
[ 1/2 ] 
f(z) = 116/213*z^3 - 242/213*z + 1
*
[ 1/2 ] 
f(z) = 116/215*z^3 - 244/215*z + 1
*
[ 1/2 ] 
f(z) = 116/217*z^3 - 246/217*z + 1
*
[ 1/2 ] 
f(z) = 116/219*z^3 - 248/219*z + 1
*
[ 5/3 ] 
f(z) = 117/205*z^3 - 243/205*z + 1
*
[ 3/2 ] 
f(z) = 113/207*z^3 - 247/276*z + 1
*
[ 10/3 ] 
f(z) = 101/200*z^3 - 221/45*z + 1
*
[ 10/3 ] 
f(z) = 103/200*z^3 - 226/45*z + 1
*
[ 10/3 ] 
f(z) = 107/200*z^3 - 236/45*z + 1
*
[ -10/3 ] 
f(z) = 113/200*z^3 - 224/45*z + 1
*
[ -10/3 ] 
f(z) = 119/200*z^3 - 239/45*z + 1
*
[ -3 ] 
f(z) = 106/207*z^3 - 226/69*z + 1
*
[ -3 ] 
f(z) = 107/207*z^3 - 229/69*z + 1
*
[ -3 ] 
f(z) = 109/207*z^3 - 235/69*z + 1
*
[ -3 ] 
f(z) = 110/207*z^3 - 238/69*z + 1
*
[ 12/5 ] 
f(z) = 107/216*z^3 - 227/100*z + 1
*
42/23 | 0.18178544366621714065764371192799385252 | 0.016804450936671811622321284678196616593
f(z) = 115/216*z^3 - 231/115*z + 1
*
[ -42/17 ] 
f(z) = 119/216*z^3 - 233/119*z + 1
*
-5/3 | 0.20022089983008467546230359600126703876 | 0.028357987400717307408663699703497014267
f(z) = 111/200*z^3 - 233/120*z + 1
*
3/5 | 0.20449547961011535935035667903826590658 | 0.026891743963672267802026201260416292092
f(z) = 115/216*z^3 - 223/120*z + 1
*
[ 12/7 ] 
f(z) = 115/216*z^3 - 225/196*z + 1
*
[ 1/2 ] 
f(z) = 100/201*z^3 - 226/201*z + 1
*
[ 1/2 ] 
f(z) = 100/203*z^3 - 228/203*z + 1
*
[ 1/2 ] 
f(z) = 100/209*z^3 - 234/209*z + 1
*
[ 1/2 ] 
f(z) = 100/211*z^3 - 236/211*z + 1
*
[ 1/2 ] 
f(z) = 100/213*z^3 - 238/213*z + 1
*
[ 1/2 ] 
f(z) = 104/201*z^3 - 227/201*z + 1
*
[ 1/2 ] 
f(z) = 104/203*z^3 - 229/203*z + 1
*
[ 1/2 ] 
f(z) = 104/205*z^3 - 231/205*z + 1
*
[ 1/2 ] 
f(z) = 104/207*z^3 - 233/207*z + 1
*
[ 1/2 ] 
f(z) = 104/209*z^3 - 235/209*z + 1
*
[ 1/2 ] 
f(z) = 104/211*z^3 - 237/211*z + 1
*
[ 1/2 ] 
f(z) = 104/213*z^3 - 239/213*z + 1
*
[ 1/2 ] 
f(z) = 108/203*z^3 - 230/203*z + 1
*
[ 1/2 ] 
f(z) = 108/205*z^3 - 232/205*z + 1
*
[ 1/2 ] 
f(z) = 108/209*z^3 - 236/209*z + 1
*
[ 1/2 ] 
f(z) = 108/211*z^3 - 238/211*z + 1
*
[ 1/2 ] 
f(z) = 112/201*z^3 - 229/201*z + 1
*
[ 1/2 ] 
f(z) = 112/205*z^3 - 233/205*z + 1
*
[ 1/2 ] 
f(z) = 112/207*z^3 - 235/207*z + 1
*
[ 1/2 ] 
f(z) = 112/209*z^3 - 237/209*z + 1
*
[ 1/2 ] 
f(z) = 112/211*z^3 - 239/211*z + 1
*
[ 1/2 ] 
f(z) = 116/201*z^3 - 230/201*z + 1
*
[ 1/2 ] 
f(z) = 116/205*z^3 - 234/205*z + 1
*
[ 1/2 ] 
f(z) = 116/207*z^3 - 236/207*z + 1
*
[ 1/2 ] 
f(z) = 116/209*z^3 - 238/209*z + 1
*
[ 1/2 ] 
f(z) = 116/211*z^3 - 240/211*z + 1
*
[ 5/3 ] 
f(z) = 117/215*z^3 - 239/215*z + 1
*
[ 3/2 ] 
f(z) = 107/207*z^3 - 229/276*z + 1
*
[ 3/2 ] 
f(z) = 109/207*z^3 - 235/276*z + 1
*
[ -10/3 ] 
f(z) = 107/200*z^3 - 209/45*z + 1
*
[ -10/3 ] 
f(z) = 109/200*z^3 - 214/45*z + 1
*
[ -3 ] 
f(z) = 100/207*z^3 - 208/69*z + 1
*
[ -3 ] 
f(z) = 101/207*z^3 - 211/69*z + 1
*
[ -3 ] 
f(z) = 103/207*z^3 - 217/69*z + 1
*
[ -3 ] 
f(z) = 104/207*z^3 - 220/69*z + 1
*
2/3 | 0.19629738208016699330983104633970742071 | 0.026500467477278927616627192489799464767
f(z) = 111/200*z^3 - 206/75*z + 1
*
[ 12/5 ] 
f(z) = 101/216*z^3 - 211/100*z + 1
*
6/5 | 0.22263813534997616982475294974990457868 | 0.020682914667960595095981996104092472294
f(z) = 115/216*z^3 - 219/115*z + 1
*
[ 2/5 ] 
f(z) = 115/216*z^3 - 214/135*z + 1
*
[ 6/13 ] 
f(z) = 101/216*z^3 - 214/169*z + 1
*
[ 6/13 ] 
f(z) = 107/216*z^3 - 215/169*z + 1
*
[ 6/13 ] 
f(z) = 113/216*z^3 - 216/169*z + 1
*
[ 42/23 ] 
f(z) = 115/216*z^3 - 213/161*z + 1
*
[ 6/13 ] 
f(z) = 119/216*z^3 - 217/169*z + 1
*
[ 12/7 ] 
f(z) = 109/216*z^3 - 209/196*z + 1
*
[ 5/3 ] 
f(z) = 108/205*z^3 - 218/205*z + 1
*
[ 5/3 ] 
f(z) = 108/215*z^3 - 214/215*z + 1
*
[ 10/7 ] 
f(z) = 111/200*z^3 - 204/245*z + 1
*
[ 10/7 ] 
f(z) = 113/200*z^3 - 209/245*z + 1
*
[ 10/7 ] 
f(z) = 117/200*z^3 - 219/245*z + 1
*
[ 3/2 ] 
f(z) = 101/207*z^3 - 211/276*z + 1
*
[ 3/2 ] 
f(z) = 103/207*z^3 - 217/276*z + 1
*
[ -10/3 ] 
f(z) = 101/200*z^3 - 194/45*z + 1
*
[ -10/3 ] 
f(z) = 103/200*z^3 - 199/45*z + 1
*
6/17 | 0.28679086256334912130749406363059718900 | 0.029967788225201567831957058527300937572
f(z) = 119/216*z^3 - 199/51*z + 1
*
[ 10/39 ] 
f(z) = 117/200*z^3 - 191/65*z + 1
*
[ 18/7 ] 
f(z) = 119/216*z^3 - 191/63*z + 1
*
[ 2 ] 
f(z) = 117/212*z^3 - 181/106*z + 1
*
[ 2 ] 
f(z) = 119/212*z^3 - 185/106*z + 1
*
-4/3 | 0.14820313520839881793434804783667758927 | 0.022395966469275286251284874821323309997
f(z) = 111/208*z^3 - 187/156*z + 1
*
[ 12/7 ] 
f(z) = 103/216*z^3 - 193/196*z + 1
*
[ 3/5 ] 
f(z) = 100/219*z^3 - 182/219*z + 1
*
[ 3/2 ] 
f(z) = 112/201*z^3 - 185/201*z + 1
*
[ 3/2 ] 
f(z) = 112/213*z^3 - 181/213*z + 1
*
[ 3/2 ] 
f(z) = 116/201*z^3 - 194/201*z + 1
*
[ 3/2 ] 
f(z) = 116/213*z^3 - 190/213*z + 1
*
[ 3/2 ] 
f(z) = 116/219*z^3 - 188/219*z + 1
*
[ 10/7 ] 
f(z) = 103/200*z^3 - 184/245*z + 1
*
[ 10/7 ] 
f(z) = 107/200*z^3 - 194/245*z + 1
*
[ 10/7 ] 
f(z) = 109/200*z^3 - 199/245*z + 1
*
[ 2/3 ] 
f(z) = 119/216*z^3 - 181/243*z + 1
*
[ 5/7 ] 
f(z) = 119/200*z^3 - 197/280*z + 1
*
[ 3/10 ] 
f(z) = 100/207*z^3 - 164/69*z + 1
*
[ 2 ] 
f(z) = 107/204*z^3 - 163/102*z + 1
*
[ 2 ] 
f(z) = 107/212*z^3 - 161/106*z + 1
*
[ 2 ] 
f(z) = 109/204*z^3 - 167/102*z + 1
*
[ 2 ] 
f(z) = 109/212*z^3 - 165/106*z + 1
*
[ 2 ] 
f(z) = 111/212*z^3 - 169/106*z + 1
*
[ 2 ] 
f(z) = 113/204*z^3 - 175/102*z + 1
*
[ 2 ] 
f(z) = 113/212*z^3 - 173/106*z + 1
*
[ 2 ] 
f(z) = 115/204*z^3 - 179/102*z + 1
*
[ 2 ] 
f(z) = 115/212*z^3 - 177/106*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.029487661525327639836442941923410747701
f(z) = 105/208*z^3 - 179/156*z + 1
*
[ 3/5 ] 
f(z) = 100/201*z^3 - 170/201*z + 1
*
[ -11/5 ] 
f(z) = 100/209*z^3 - 180/209*z + 1
*
[ 3/5 ] 
f(z) = 100/213*z^3 - 178/213*z + 1
*
[ 3/5 ] 
f(z) = 101/216*z^3 - 167/200*z + 1
*
[ 3/2 ] 
f(z) = 104/201*z^3 - 167/201*z + 1
*
[ 3/2 ] 
f(z) = 104/213*z^3 - 163/213*z + 1
*
[ 3/2 ] 
f(z) = 104/219*z^3 - 161/219*z + 1
*
[ 3/5 ] 
f(z) = 107/216*z^3 - 169/200*z + 1
*
[ 3/2 ] 
f(z) = 112/219*z^3 - 179/219*z + 1
*
[ 3/5 ] 
f(z) = 113/216*z^3 - 171/200*z + 1
*
[ -2 ] 
f(z) = 117/202*z^3 - 165/202*z + 1
*
[ 2/3 ] 
f(z) = 117/218*z^3 - 161/218*z + 1
*
[ -2 ] 
f(z) = 119/202*z^3 - 173/202*z + 1
*
[ -2 ] 
f(z) = 119/206*z^3 - 167/206*z + 1
*
[ 3/5 ] 
f(z) = 119/216*z^3 - 173/200*z + 1
*
[ 2/3 ] 
f(z) = 101/200*z^3 - 163/225*z + 1
*
[ 2/3 ] 
f(z) = 103/200*z^3 - 164/225*z + 1
*
[ 2/3 ] 
f(z) = 107/200*z^3 - 166/225*z + 1
*
[ 2/3 ] 
f(z) = 109/200*z^3 - 167/225*z + 1
*
[ 2/3 ] 
f(z) = 113/200*z^3 - 169/225*z + 1
*
[ 2/3 ] 
f(z) = 119/200*z^3 - 172/225*z + 1
*
[ 10/7 ] 
f(z) = 101/200*z^3 - 179/245*z + 1
*
[ 2/3 ] 
f(z) = 101/216*z^3 - 172/243*z + 1
*
[ 2/3 ] 
f(z) = 103/216*z^3 - 173/243*z + 1
*
[ 2/3 ] 
f(z) = 107/216*z^3 - 175/243*z + 1
*
[ 2/3 ] 
f(z) = 109/216*z^3 - 176/243*z + 1
*
[ 2/3 ] 
f(z) = 113/216*z^3 - 178/243*z + 1
*
[ 2/3 ] 
f(z) = 115/216*z^3 - 179/243*z + 1
*
[ 3/4 ] 
f(z) = 100/207*z^3 - 167/276*z + 1
*
[ 3/4 ] 
f(z) = 116/207*z^3 - 179/276*z + 1
*
-2 | 0.10178769528374277153454197176154179808 | 0.016067375470332064916248741946320322688
f(z) = 115/208*z^3 - 141/52*z + 1
*
-2 | 0.10200482202170470763058268963972799325 | 0.016030861464362856320817599851922027782
f(z) = 119/208*z^3 - 145/52*z + 1
*
[ 12/5 ] 
f(z) = 115/216*z^3 - 149/60*z + 1
*
[ -18/7 ] 
f(z) = 119/216*z^3 - 142/63*z + 1
*
[ 2 ] 
f(z) = 101/204*z^3 - 151/102*z + 1
*
[ 2 ] 
f(z) = 101/212*z^3 - 149/106*z + 1
*
[ 2 ] 
f(z) = 103/204*z^3 - 155/102*z + 1
*
[ 2 ] 
f(z) = 103/212*z^3 - 153/106*z + 1
*
[ 2 ] 
f(z) = 105/212*z^3 - 157/106*z + 1
*
[ -12/5 ] 
f(z) = 109/216*z^3 - 149/100*z + 1
*
[ 3/2 ] 
f(z) = 100/201*z^3 - 158/201*z + 1
*
[ 3/2 ] 
f(z) = 100/213*z^3 - 154/213*z + 1
*
[ 7/10 ] 
f(z) = 100/217*z^3 - 142/217*z + 1
*
[ 3/2 ] 
f(z) = 100/219*z^3 - 152/219*z + 1
*
[ -2 ] 
f(z) = 111/202*z^3 - 141/202*z + 1
*
[ -2 ] 
f(z) = 113/202*z^3 - 149/202*z + 1
*
[ -2 ] 
f(z) = 113/206*z^3 - 143/206*z + 1
*
[ -2 ] 
f(z) = 115/202*z^3 - 157/202*z + 1
*
[ -2 ] 
f(z) = 115/206*z^3 - 151/206*z + 1
*
[ 2/3 ] 
f(z) = 117/202*z^3 - 153/202*z + 1
*
[ -2 ] 
f(z) = 117/206*z^3 - 159/206*z + 1
*
[ 2/3 ] 
f(z) = 117/206*z^3 - 155/206*z + 1
*
[ 4/3 ] 
f(z) = 117/212*z^3 - 155/212*z + 1
*
[ 2/3 ] 
f(z) = 117/214*z^3 - 159/214*z + 1
*
[ -2 ] 
f(z) = 117/214*z^3 - 147/214*z + 1
*
[ -2 ] 
f(z) = 117/218*z^3 - 141/218*z + 1
*
[ -2 ] 
f(z) = 119/214*z^3 - 155/214*z + 1
*
[ -2 ] 
f(z) = 119/218*z^3 - 149/218*z + 1
*
[ 4/5 ] 
f(z) = 105/208*z^3 - 149/260*z + 1
*
[ 4/5 ] 
f(z) = 115/208*z^3 - 157/260*z + 1
*
3 | 0.19947357162044071741968270522453801943 | 0.028524687579508470489879627634571360187
f(z) = 113/216*z^3 - 121/24*z + 1
*
3 | 0.20474646260265747883894760198649633017 | 0.029077473719568608735919473103706965148
f(z) = 119/216*z^3 - 127/24*z + 1
*
-2 | 0.10070937565894687671394106105477845249 | 0.016163979703059423483903126360435286655
f(z) = 101/208*z^3 - 127/52*z + 1
*
-2 | 0.10090087915046012866595972112132275541 | 0.016154203400441053190299776495144858059
f(z) = 103/208*z^3 - 129/52*z + 1
*
-2 | 0.10107744297652186802431071880611109502 | 0.016142709768284566097313928836141046666
f(z) = 105/208*z^3 - 131/52*z + 1
*
-2 | 0.10124102351941234723601316833870588215 | 0.016129803085252416285155037989578208121
f(z) = 107/208*z^3 - 133/52*z + 1
*
-2 | 0.10139298617818410501682250580125650806 | 0.016115691321052872109062864348187135312
f(z) = 109/208*z^3 - 135/52*z + 1
*
-2 | 0.10153430991140076839809029086131777048 | 0.016100519766643315156957272717841434764
f(z) = 111/208*z^3 - 137/52*z + 1
*
-2 | 0.10166570672434547611274675429850638689 | 0.016084390692951259648882929389335383201
f(z) = 113/208*z^3 - 139/52*z + 1
*
[ -12/5 ] 
f(z) = 103/216*z^3 - 133/100*z + 1
*
[ 5/3 ] 
f(z) = 111/200*z^3 - 137/120*z + 1
*
[ 3/2 ] 
f(z) = 118/207*z^3 - 131/138*z + 1
*
[ 7/5 ] 
f(z) = 100/203*z^3 - 138/203*z + 1
*
[ 7/10 ] 
f(z) = 100/203*z^3 - 136/203*z + 1
*
[ 7/5 ] 
f(z) = 100/217*z^3 - 134/217*z + 1
*
[ -2 ] 
f(z) = 107/202*z^3 - 125/202*z + 1
*
[ -2 ] 
f(z) = 109/202*z^3 - 133/202*z + 1
*
[ -2 ] 
f(z) = 109/206*z^3 - 127/206*z + 1
*
[ -2 ] 
f(z) = 109/210*z^3 - 121/210*z + 1
*
[ -2 ] 
f(z) = 111/206*z^3 - 135/206*z + 1
*
[ -2 ] 
f(z) = 111/214*z^3 - 123/214*z + 1
*
[ 3/4 ] 
f(z) = 112/201*z^3 - 130/201*z + 1
*
[ 5/4 ] 
f(z) = 112/205*z^3 - 134/205*z + 1
*
[ 3/4 ] 
f(z) = 112/213*z^3 - 134/213*z + 1
*
[ 5/4 ] 
f(z) = 112/215*z^3 - 132/215*z + 1
*
[ 3/4 ] 
f(z) = 112/219*z^3 - 136/219*z + 1
*
[ -2 ] 
f(z) = 113/210*z^3 - 137/210*z + 1
*
[ -2 ] 
f(z) = 113/214*z^3 - 131/214*z + 1
*
[ -2 ] 
f(z) = 113/218*z^3 - 125/218*z + 1
*
[ -2 ] 
f(z) = 115/214*z^3 - 139/214*z + 1
*
[ 18/23 ] 
f(z) = 115/216*z^3 - 125/207*z + 1
*
[ -2 ] 
f(z) = 115/218*z^3 - 133/218*z + 1
*
3 | 0.18920920743671589917394219490726670105 | 0.027467114347325036495027424584885998426
f(z) = 101/216*z^3 - 109/24*z + 1
*
3 | 0.19490555051155479584080971461036569269 | 0.028075648357453310696538171595278423783
f(z) = 107/216*z^3 - 115/24*z + 1
*
-3 | 0.19470313101058706272533587616366565454 | 0.028580925998155922738379197833489171597
f(z) = 109/216*z^3 - 101/24*z + 1
*
-3 | 0.19491444400548049875702888350672847562 | 0.028371605331444546970868517846191030916
f(z) = 115/216*z^3 - 107/24*z + 1
*
[ 3 ] 
f(z) = 119/216*z^3 - 103/24*z + 1
*
[ 30/17 ] 
f(z) = 119/216*z^3 - 109/85*z + 1
*
[ 12/7 ] 
f(z) = 119/216*z^3 - 101/84*z + 1
*
[ 6/11 ] 
f(z) = 103/216*z^3 - 118/121*z + 1
*
[ 3/2 ] 
f(z) = 106/207*z^3 - 113/138*z + 1
*
[ 6/11 ] 
f(z) = 109/216*z^3 - 119/121*z + 1
*
[ 3/2 ] 
f(z) = 110/207*z^3 - 119/138*z + 1
*
[ 6/11 ] 
f(z) = 115/216*z^3 - 120/121*z + 1
*
[ 3/5 ] 
f(z) = 115/216*z^3 - 103/120*z + 1
*
[ 2/3 ] 
f(z) = 105/208*z^3 - 113/156*z + 1
*
[ 4/3 ] 
f(z) = 105/208*z^3 - 101/156*z + 1
*
[ 2/3 ] 
f(z) = 111/208*z^3 - 115/156*z + 1
*
[ 4/3 ] 
f(z) = 111/208*z^3 - 109/156*z + 1
*
[ 9/10 ] 
f(z) = 100/207*z^3 - 104/207*z + 1
*
[ 11/10 ] 
f(z) = 100/209*z^3 - 102/209*z + 1
*
[ -2 ] 
f(z) = 103/202*z^3 - 109/202*z + 1
*
[ -2 ] 
f(z) = 105/202*z^3 - 117/202*z + 1
*
[ -2 ] 
f(z) = 105/206*z^3 - 111/206*z + 1
*
[ -2 ] 
f(z) = 107/206*z^3 - 119/206*z + 1
*
[ -2 ] 
f(z) = 107/210*z^3 - 113/210*z + 1
*
[ 7/6 ] 
f(z) = 108/203*z^3 - 118/203*z + 1
*
[ 5/6 ] 
f(z) = 108/205*z^3 - 116/205*z + 1
*
[ 5/6 ] 
f(z) = 108/215*z^3 - 118/215*z + 1
*
[ 7/6 ] 
f(z) = 108/217*z^3 - 116/217*z + 1
*
[ -2 ] 
f(z) = 109/214*z^3 - 115/214*z + 1
*
[ -2 ] 
f(z) = 111/218*z^3 - 117/218*z + 1
*
[ 10/3 ] 
f(z) = 111/200*z^3 - 82/15*z + 1
*
[ 3 ] 
f(z) = 101/216*z^3 - 85/24*z + 1
*
-3 | 0.19026407699967091812670998938548184853 | 0.028182671801796493508537271340753014947
f(z) = 103/216*z^3 - 95/24*z + 1
*
[ 3 ] 
f(z) = 107/216*z^3 - 91/24*z + 1
*
[ 3 ] 
f(z) = 113/216*z^3 - 97/24*z + 1
*
[ -3 ] 
f(z) = 115/216*z^3 - 83/24*z + 1
*
[ 2 ] 
f(z) = 107/208*z^3 - 81/52*z + 1
*
[ 2 ] 
f(z) = 109/208*z^3 - 83/52*z + 1
*
[ 2 ] 
f(z) = 111/208*z^3 - 85/52*z + 1
*
[ 2 ] 
f(z) = 113/208*z^3 - 87/52*z + 1
*
[ 2 ] 
f(z) = 115/208*z^3 - 89/52*z + 1
*
5/3 | 0.18157584851733887273727524213909045674 | 0.029775932551093334708928093351984824706
f(z) = 117/200*z^3 - 89/40*z + 1
*
[ 2 ] 
f(z) = 119/208*z^3 - 93/52*z + 1
*
[ 6/17 ] 
f(z) = 119/216*z^3 - 97/51*z + 1
*
[ 3/2 ] 
f(z) = 115/216*z^3 - 83/96*z + 1
*
[ 3/4 ] 
f(z) = 104/207*z^3 - 85/138*z + 1
*
[ 3/4 ] 
f(z) = 115/216*z^3 - 81/128*z + 1
*
[ 6/7 ] 
f(z) = 115/216*z^3 - 82/147*z + 1
*
[ 18/17 ] 
f(z) = 119/216*z^3 - 86/153*z + 1
*
[ 5/6 ] 
f(z) = 117/200*z^3 - 97/160*z + 1
*
[ 24/23 ] 
f(z) = 115/216*z^3 - 99/184*z + 1
*
[ -10/3 ] 
f(z) = 111/200*z^3 - 73/15*z + 1
*
-2 | 0.10035452697208456946294377607666252213 | 0.016127488462779187414440191326911650157
f(z) = 101/200*z^3 - 63/25*z + 1
*
-2 | 0.087435458176918022320263093783096346231 | 0.014015855767743777345898010018892506687
f(z) = 101/216*z^3 - 64/27*z + 1
*
-2 | 0.10052414807664709788419351843112404555 | 0.016113965546640733016010034071333397721
f(z) = 103/200*z^3 - 64/25*z + 1
*
[ -3 ] 
f(z) = 103/216*z^3 - 71/24*z + 1
*
-2 | 0.087656031320656839653858507829699714094 | 0.014016378439782462372659460419871895521
f(z) = 103/216*z^3 - 65/27*z + 1
*
-2 | 0.10082697990040939626500185665114125795 | 0.016083176160886930914132683942518346137
f(z) = 107/200*z^3 - 66/25*z + 1
*
-2 | 0.088040057701424720405935418806118780924 | 0.014009894672016820427106415651286878445
f(z) = 107/216*z^3 - 67/27*z + 1
*
-2 | 0.10096203696171086865977252945864785757 | 0.016066181016177918469095548061598034958
f(z) = 109/200*z^3 - 67/25*z + 1
*
[ -3 ] 
f(z) = 109/216*z^3 - 77/24*z + 1
*
-2 | 0.088210076522800904545812128997262459625 | 0.014003935111372754746204084841291855576
f(z) = 109/216*z^3 - 68/27*z + 1
*
-2 | 0.10108700006358464242311489472302058139 | 0.016048232189526087252857769541144041443
f(z) = 111/200*z^3 - 68/25*z + 1
*
-2 | 0.10120226017882648657094788414524162893 | 0.016029379904458371895621396016206878150
f(z) = 113/200*z^3 - 69/25*z + 1
*
-2 | 0.088515155536672533779171774955227450869 | 0.013987996176616127560786631601108279066
f(z) = 113/216*z^3 - 70/27*z + 1
*
-2 | 0.088652343420721543336135765180056925183 | 0.013978342193044567630621563529584151673
f(z) = 115/216*z^3 - 71/27*z + 1
*
[ 6/23 ] 
f(z) = 115/216*z^3 - 66/23*z + 1
*
-2 | 0.10140461326166527984072848428919891876 | 0.015989068415235872038067591213348187997
f(z) = 117/200*z^3 - 71/25*z + 1
*
-2 | 0.10149192585361622255115723975279573121 | 0.015967622210241872168460955377657508805
f(z) = 119/200*z^3 - 72/25*z + 1
*
-2 | 0.088899369165997288692662436094316378040 | 0.013956161862743130756764541121998175087
f(z) = 119/216*z^3 - 73/27*z + 1
*
[ 2 ] 
f(z) = 101/208*z^3 - 75/52*z + 1
*
[ 2 ] 
f(z) = 103/208*z^3 - 77/52*z + 1
*
[ 2 ] 
f(z) = 105/208*z^3 - 79/52*z + 1
*
[ 3/2 ] 
f(z) = 112/207*z^3 - 61/69*z + 1
*
[ 3/2 ] 
f(z) = 116/207*z^3 - 64/69*z + 1
*
[ 3/2 ] 
f(z) = 103/216*z^3 - 71/96*z + 1
*
[ 3/2 ] 
f(z) = 109/216*z^3 - 77/96*z + 1
*
[ 10/17 ] 
f(z) = 119/200*z^3 - 77/85*z + 1
*
[ -2 ] 
f(z) = 107/204*z^3 - 61/102*z + 1
*
[ -2 ] 
f(z) = 109/204*z^3 - 65/102*z + 1
*
[ -2 ] 
f(z) = 111/212*z^3 - 63/106*z + 1
*
[ -2 ] 
f(z) = 113/204*z^3 - 73/102*z + 1
*
[ -2 ] 
f(z) = 113/212*z^3 - 67/106*z + 1
*
[ -2 ] 
f(z) = 115/204*z^3 - 77/102*z + 1
*
[ -2 ] 
f(z) = 115/212*z^3 - 71/106*z + 1
*
[ 4/3 ] 
f(z) = 117/200*z^3 - 79/100*z + 1
*
[ 2/3 ] 
f(z) = 117/212*z^3 - 79/106*z + 1
*
[ -2 ] 
f(z) = 117/212*z^3 - 75/106*z + 1
*
[ -2 ] 
f(z) = 119/212*z^3 - 79/106*z + 1
*
[ 6/5 ] 
f(z) = 100/207*z^3 - 73/138*z + 1
*
[ 3/4 ] 
f(z) = 103/216*z^3 - 77/128*z + 1
*
[ 3/4 ] 
f(z) = 109/216*z^3 - 79/128*z + 1
*
[ 10/9 ] 
f(z) = 111/200*z^3 - 79/135*z + 1
*
[ 6/7 ] 
f(z) = 103/216*z^3 - 76/147*z + 1
*
[ 6/7 ] 
f(z) = 109/216*z^3 - 79/147*z + 1
*
[ -6 ] 
f(z) = 101/216*z^3 - 47/3*z + 1
*
[ 6 ] 
f(z) = 103/216*z^3 - 49/3*z + 1
*
[ -6 ] 
f(z) = 107/216*z^3 - 50/3*z + 1
*
[ 6 ] 
f(z) = 109/216*z^3 - 52/3*z + 1
*
[ -6 ] 
f(z) = 113/216*z^3 - 53/3*z + 1
*
[ 6 ] 
f(z) = 115/216*z^3 - 55/3*z + 1
*
3 | 0.20789128054267520823743130820764323166 | 0.029658888864733427401324940049831908606
f(z) = 115/216*z^3 - 41/8*z + 1
*
[ -6 ] 
f(z) = 119/216*z^3 - 56/3*z + 1
*
[ 2 ] 
f(z) = 107/200*z^3 - 41/25*z + 1
*
[ 2 ] 
f(z) = 109/200*z^3 - 42/25*z + 1
*
[ 2 ] 
f(z) = 109/216*z^3 - 41/27*z + 1
*
[ 2 ] 
f(z) = 111/200*z^3 - 43/25*z + 1
*
[ 2 ] 
f(z) = 113/200*z^3 - 44/25*z + 1
*
[ 2 ] 
f(z) = 113/216*z^3 - 43/27*z + 1
*
[ 2 ] 
f(z) = 115/216*z^3 - 44/27*z + 1
*
[ 2 ] 
f(z) = 117/200*z^3 - 46/25*z + 1
*
[ 2 ] 
f(z) = 119/200*z^3 - 47/25*z + 1
*
[ 2 ] 
f(z) = 119/216*z^3 - 46/27*z + 1
*
[ 5/3 ] 
f(z) = 117/200*z^3 - 49/40*z + 1
*
[ -2 ] 
f(z) = 119/208*z^3 - 41/52*z + 1
*
[ 3/5 ] 
f(z) = 100/207*z^3 - 58/69*z + 1
*
[ 3/2 ] 
f(z) = 100/207*z^3 - 52/69*z + 1
*
[ 3/2 ] 
f(z) = 104/207*z^3 - 55/69*z + 1
*
[ 6/5 ] 
f(z) = 107/216*z^3 - 41/75*z + 1
*
[ 2/3 ] 
f(z) = 111/200*z^3 - 56/75*z + 1
*
[ 3/4 ] 
f(z) = 112/207*z^3 - 44/69*z + 1
*
[ 6/5 ] 
f(z) = 113/216*z^3 - 44/75*z + 1
*
[ 10/13 ] 
f(z) = 117/200*z^3 - 42/65*z + 1
*
[ 12/17 ] 
f(z) = 119/216*z^3 - 47/68*z + 1
*
[ 6/5 ] 
f(z) = 119/216*z^3 - 47/75*z + 1
*
[ -2 ] 
f(z) = 103/204*z^3 - 53/102*z + 1
*
[ -2 ] 
f(z) = 107/212*z^3 - 55/106*z + 1
*
[ -2 ] 
f(z) = 109/212*z^3 - 59/106*z + 1
*
-3 | 0.19881883800319890808474872871262483027 | 0.029542947322356729079695026842163718499
f(z) = 101/216*z^3 - 31/8*z + 1
*
[ -3 ] 
f(z) = 101/216*z^3 - 23/8*z + 1
*
3 | 0.18835750524242962410594593041882713817 | 0.027271491645354981827492868416141858497
f(z) = 103/216*z^3 - 37/8*z + 1
*
[ 3 ] 
f(z) = 103/216*z^3 - 29/8*z + 1
*
-3 | 0.18446554588233876656602798241834626102 | 0.027157861008386198077185813826790774303
f(z) = 107/216*z^3 - 33/8*z + 1
*
[ -3 ] 
f(z) = 107/216*z^3 - 25/8*z + 1
*
3 | 0.19165460705448639589774050211234382585 | 0.027538961408852979581821820214609419680
f(z) = 109/216*z^3 - 39/8*z + 1
*
[ 3 ] 
f(z) = 109/216*z^3 - 31/8*z + 1
*
-3 | 0.18566735054115081524032906858489842716 | 0.027100034885362592896985598534077910234
f(z) = 113/216*z^3 - 35/8*z + 1
*
[ -3 ] 
f(z) = 113/216*z^3 - 27/8*z + 1
*
[ 3 ] 
f(z) = 115/216*z^3 - 33/8*z + 1
*
[ 10/3 ] 
f(z) = 117/200*z^3 - 29/5*z + 1
*
[ -10/3 ] 
f(z) = 117/200*z^3 - 26/5*z + 1
*
-3 | 0.18830646763947358452081726821643055303 | 0.027264102125299366630740885387682643754
f(z) = 119/216*z^3 - 37/8*z + 1
*
[ -3 ] 
f(z) = 119/216*z^3 - 29/8*z + 1
*
[ 2 ] 
f(z) = 101/200*z^3 - 38/25*z + 1
*
[ 2 ] 
f(z) = 101/216*z^3 - 37/27*z + 1
*
[ 3/2 ] 
f(z) = 101/216*z^3 - 23/32*z + 1
*
[ 2 ] 
f(z) = 103/200*z^3 - 39/25*z + 1
*
[ 2 ] 
f(z) = 103/216*z^3 - 38/27*z + 1
*
[ 2 ] 
f(z) = 107/216*z^3 - 40/27*z + 1
*
[ 3/2 ] 
f(z) = 107/216*z^3 - 25/32*z + 1
*
[ 3/2 ] 
f(z) = 113/216*z^3 - 27/32*z + 1
*
[ -12/5 ] 
f(z) = 115/216*z^3 - 33/20*z + 1
*
[ -2 ] 
f(z) = 117/200*z^3 - 21/25*z + 1
*
[ 10/7 ] 
f(z) = 119/200*z^3 - 32/35*z + 1
*
[ -2 ] 
f(z) = 119/200*z^3 - 22/25*z + 1
*
[ 3/2 ] 
f(z) = 119/216*z^3 - 29/32*z + 1
*
[ 6/7 ] 
f(z) = 101/216*z^3 - 25/49*z + 1
*
[ -2 ] 
f(z) = 105/208*z^3 - 27/52*z + 1
*
[ -2 ] 
f(z) = 107/208*z^3 - 29/52*z + 1
*
[ 6/7 ] 
f(z) = 107/216*z^3 - 26/49*z + 1
*
[ -2 ] 
f(z) = 109/208*z^3 - 31/52*z + 1
*
[ -2 ] 
f(z) = 111/208*z^3 - 33/52*z + 1
*
[ -2 ] 
f(z) = 113/208*z^3 - 35/52*z + 1
*
[ 6/7 ] 
f(z) = 113/216*z^3 - 27/49*z + 1
*
[ -2 ] 
f(z) = 115/208*z^3 - 37/52*z + 1
*
-10/9 | 0.21733874587835833992309983258374670577 | 0.028995734732121515094696133573307165959
f(z) = 117/200*z^3 - 37/45*z + 1
*
[ 10/9 ] 
f(z) = 117/200*z^3 - 28/45*z + 1
*
[ 6/5 ] 
f(z) = 101/216*z^3 - 38/75*z + 1
*
[ 6 ] 
f(z) = 101/216*z^3 - 16*z + 1
*
[ -6 ] 
f(z) = 103/216*z^3 - 16*z + 1
*
[ 6 ] 
f(z) = 107/216*z^3 - 17*z + 1
*
[ -6 ] 
f(z) = 109/216*z^3 - 17*z + 1
*
[ 6 ] 
f(z) = 113/216*z^3 - 18*z + 1
*
[ -6 ] 
f(z) = 115/216*z^3 - 18*z + 1
*
[ 6/5 ] 
f(z) = 115/216*z^3 - 3/5*z + 1
*
[ 6 ] 
f(z) = 119/216*z^3 - 19*z + 1
*
[ 6/7 ] 
f(z) = 119/216*z^3 - 4/7*z + 1
*
[ -2 ] 
f(z) = 101/200*z^3 - 13/25*z + 1
*
[ -2 ] 
f(z) = 103/200*z^3 - 14/25*z + 1
*
[ 6/5 ] 
f(z) = 103/216*z^3 - 13/25*z + 1
*
[ -2 ] 
f(z) = 107/200*z^3 - 16/25*z + 1
*
[ -2 ] 
f(z) = 109/200*z^3 - 17/25*z + 1
*
[ 6/5 ] 
f(z) = 109/216*z^3 - 14/25*z + 1
*
[ -2 ] 
f(z) = 109/216*z^3 - 14/27*z + 1
*
[ -2 ] 
f(z) = 111/200*z^3 - 18/25*z + 1
*
[ -2 ] 
f(z) = 113/200*z^3 - 19/25*z + 1
*
[ -2 ] 
f(z) = 113/216*z^3 - 16/27*z + 1
*
[ -2 ] 
f(z) = 115/216*z^3 - 17/27*z + 1
*
[ 2/3 ] 
f(z) = 117/200*z^3 - 19/25*z + 1
*
[ -2 ] 
f(z) = 119/216*z^3 - 19/27*z + 1
*
8/3 | 0.18240591302329160713235607994707834053 | 0.025914408640460676034781470125289184773
f(z) = 117/224*z^3 - 285/56*z + 1
*
[ 3 ] 
f(z) = 112/225*z^3 - 286/75*z + 1
*
[ 3 ] 
f(z) = 113/225*z^3 - 289/75*z + 1
*
[ 3 ] 
f(z) = 113/234*z^3 - 287/78*z + 1
*
[ 3 ] 
f(z) = 115/234*z^3 - 293/78*z + 1
*
[ 3 ] 
f(z) = 116/225*z^3 - 298/75*z + 1
*
-2 | 0.10270632699318224466556652896151315922 | 0.016221479425913258275833641326960924143
f(z) = 111/236*z^3 - 281/118*z + 1
*
-2 | 0.10226678544889424342023233549002872967 | 0.016152058054063642318321032375832407982
f(z) = 113/220*z^3 - 281/110*z + 1
*
-2 | 0.082264387224242422777571110475495759727 | 0.012978333398431172881682547937365782543
f(z) = 113/228*z^3 - 283/114*z + 1
*
-2 | 0.10290297531077668196935468487236084321 | 0.016216336622437642011083867085095053849
f(z) = 113/236*z^3 - 285/118*z + 1
*
-2 | 0.082425450749171738416810192117681228408 | 0.012975013275121229800751539644608552655
f(z) = 115/228*z^3 - 287/114*z + 1
*
-2 | 0.10308343542795651323079794461363677285 | 0.016209173374925539939892531560856341777
f(z) = 115/236*z^3 - 289/118*z + 1
*
-2 | 0.10254680921683236019329003888867903780 | 0.016124792530830371194374660600456945190
f(z) = 117/220*z^3 - 289/110*z + 1
*
-2 | 0.10325051988776583719697058955592237873 | 0.016200429806868111764884319588471556711
f(z) = 117/236*z^3 - 293/118*z + 1
*
-2 | 0.10267303702724414295316561331699854163 | 0.016109820378879559367331733308627781359
f(z) = 119/220*z^3 - 293/110*z + 1
*
-2 | 0.082717102453917797262928990996149664171 | 0.012964814073008661346974329117549657485
f(z) = 119/228*z^3 - 295/114*z + 1
*
-2 | 0.10340611972195312626852130501373705743 | 0.016190398244799176620886767525580993643
f(z) = 119/236*z^3 - 297/118*z + 1
*
[ -5/2 ] 
f(z) = 107/225*z^3 - 283/180*z + 1
*
[ -5/2 ] 
f(z) = 109/225*z^3 - 293/180*z + 1
*
5/4 | 0.19357342623118032969483727042744226672 | 0.026604869229787467879581225587001036407
f(z) = 116/225*z^3 - 289/180*z + 1
*
[ 2 ] 
f(z) = 101/222*z^3 - 293/222*z + 1
*
[ 2 ] 
f(z) = 101/226*z^3 - 291/226*z + 1
*
[ 2 ] 
f(z) = 101/230*z^3 - 289/230*z + 1
*
[ 2 ] 
f(z) = 101/234*z^3 - 287/234*z + 1
*
[ 2 ] 
f(z) = 101/238*z^3 - 285/238*z + 1
*
[ 2 ] 
f(z) = 103/226*z^3 - 299/226*z + 1
*
[ 2 ] 
f(z) = 103/230*z^3 - 297/230*z + 1
*
[ 2 ] 
f(z) = 103/234*z^3 - 295/234*z + 1
*
[ 2 ] 
f(z) = 103/238*z^3 - 293/238*z + 1
*
[ -7/3 ] 
f(z) = 117/238*z^3 - 297/238*z + 1
*
[ 3 ] 
f(z) = 104/225*z^3 - 262/75*z + 1
*
[ 3 ] 
f(z) = 106/225*z^3 - 268/75*z + 1
*
[ 3 ] 
f(z) = 107/225*z^3 - 271/75*z + 1
*
[ 3 ] 
f(z) = 107/234*z^3 - 269/78*z + 1
*
[ 3 ] 
f(z) = 109/225*z^3 - 277/75*z + 1
*
[ 3 ] 
f(z) = 109/234*z^3 - 275/78*z + 1
*
-2 | 0.10119321883253313519289097017833900041 | 0.016171076109648890060848188424685544365
f(z) = 101/236*z^3 - 261/118*z + 1
*
-2 | 0.10135312505654293134574800854622063079 | 0.016196629755917899126899492843073194136
f(z) = 103/220*z^3 - 261/110*z + 1
*
-2 | 0.081208760391000873002930826153364898940 | 0.012961668981835844413102191708000450331
f(z) = 103/228*z^3 - 263/114*z + 1
*
-2 | 0.10154976045041146738401982810901803789 | 0.016188705811454215862990838354548685858
f(z) = 103/236*z^3 - 265/118*z + 1
*
-2 | 0.10195068459961615219813764354339824262 | 0.016213895974942699174300356415193915218
f(z) = 105/236*z^3 - 269/118*z + 1
*
-2 | 0.10176436093418675905057334705990565600 | 0.016184263682223856735134105745170689680
f(z) = 107/220*z^3 - 269/110*z + 1
*
-2 | 0.081697563581645711031175849457011309276 | 0.012977618985911402480783219019419958668
f(z) = 107/228*z^3 - 271/114*z + 1
*
-2 | 0.10224298108664086628004904659169678908 | 0.016222300837178054634670278173125502178
f(z) = 107/236*z^3 - 273/118*z + 1
*
-2 | 0.10194457592222771747654341869641929512 | 0.016174954620381269712748921547984180134
f(z) = 109/220*z^3 - 273/110*z + 1
*
-2 | 0.081904152281639386575345612484863632428 | 0.012980223937965104394793103680256940814
f(z) = 109/228*z^3 - 275/114*z + 1
*
-2 | 0.10248900227493380631925312401892549296 | 0.016223892736237263571928360572759366055
f(z) = 109/236*z^3 - 277/118*z + 1
*
-2 | 0.10211150096430771941676311866865190556 | 0.016164134707224969005489977089615653887
f(z) = 111/220*z^3 - 277/110*z + 1
*
[ -5/2 ] 
f(z) = 103/225*z^3 - 263/180*z + 1
*
[ 1/2 ] 
f(z) = 100/237*z^3 - 262/237*z + 1
*
[ 1/2 ] 
f(z) = 100/239*z^3 - 264/239*z + 1
*
[ 1/2 ] 
f(z) = 104/235*z^3 - 261/235*z + 1
*
[ 1/2 ] 
f(z) = 104/237*z^3 - 263/237*z + 1
*
[ 1/2 ] 
f(z) = 104/239*z^3 - 265/239*z + 1
*
[ 1/2 ] 
f(z) = 108/235*z^3 - 262/235*z + 1
*
[ 1/2 ] 
f(z) = 108/239*z^3 - 266/239*z + 1
*
[ 1/2 ] 
f(z) = 112/233*z^3 - 261/233*z + 1
*
[ 1/2 ] 
f(z) = 112/235*z^3 - 263/235*z + 1
*
[ 1/2 ] 
f(z) = 112/237*z^3 - 265/237*z + 1
*
[ 1/2 ] 
f(z) = 112/239*z^3 - 267/239*z + 1
*
[ 1/2 ] 
f(z) = 116/233*z^3 - 262/233*z + 1
*
[ 1/2 ] 
f(z) = 116/235*z^3 - 264/235*z + 1
*
[ 1/2 ] 
f(z) = 116/237*z^3 - 266/237*z + 1
*
[ 1/2 ] 
f(z) = 116/239*z^3 - 268/239*z + 1
*
[ 8/5 ] 
f(z) = 115/224*z^3 - 263/280*z + 1
*
[ 3 ] 
f(z) = 101/225*z^3 - 253/75*z + 1
*
[ 3 ] 
f(z) = 101/234*z^3 - 251/78*z + 1
*
[ 3 ] 
f(z) = 103/225*z^3 - 259/75*z + 1
*
[ 3 ] 
f(z) = 103/234*z^3 - 257/78*z + 1
*
[ -3 ] 
f(z) = 115/234*z^3 - 241/78*z + 1
*
[ -3 ] 
f(z) = 116/225*z^3 - 248/75*z + 1
*
[ -3 ] 
f(z) = 118/225*z^3 - 254/75*z + 1
*
[ -3 ] 
f(z) = 119/225*z^3 - 257/75*z + 1
*
[ -3 ] 
f(z) = 119/234*z^3 - 253/78*z + 1
*
[ 5/2 ] 
f(z) = 118/225*z^3 - 241/90*z + 1
*
-2 | 0.10111212551667150291799773260936355631 | 0.016198095008269252486903146540786088824
f(z) = 101/220*z^3 - 257/110*z + 1
*
-2 | 0.080890141768886870339076366473901311002 | 0.012942473951247776416166744376767623300
f(z) = 101/228*z^3 - 259/114*z + 1
*
[ -5/2 ] 
f(z) = 101/225*z^3 - 253/180*z + 1
*
[ 1/2 ] 
f(z) = 100/221*z^3 - 246/221*z + 1
*
[ 1/2 ] 
f(z) = 100/223*z^3 - 248/223*z + 1
*
[ 1/2 ] 
f(z) = 100/227*z^3 - 252/227*z + 1
*
[ 1/2 ] 
f(z) = 100/229*z^3 - 254/229*z + 1
*
[ 1/2 ] 
f(z) = 100/231*z^3 - 256/231*z + 1
*
[ 1/2 ] 
f(z) = 100/233*z^3 - 258/233*z + 1
*
[ 1/2 ] 
f(z) = 104/223*z^3 - 249/223*z + 1
*
[ 1/2 ] 
f(z) = 104/225*z^3 - 251/225*z + 1
*
[ 1/2 ] 
f(z) = 104/227*z^3 - 253/227*z + 1
*
[ 1/2 ] 
f(z) = 104/229*z^3 - 255/229*z + 1
*
[ 1/2 ] 
f(z) = 104/231*z^3 - 257/231*z + 1
*
[ 1/2 ] 
f(z) = 104/233*z^3 - 259/233*z + 1
*
[ 1/2 ] 
f(z) = 108/221*z^3 - 248/221*z + 1
*
[ 1/2 ] 
f(z) = 108/223*z^3 - 250/223*z + 1
*
[ 1/2 ] 
f(z) = 108/227*z^3 - 254/227*z + 1
*
[ 1/2 ] 
f(z) = 108/229*z^3 - 256/229*z + 1
*
[ 1/2 ] 
f(z) = 108/233*z^3 - 260/233*z + 1
*
[ 1/2 ] 
f(z) = 112/221*z^3 - 249/221*z + 1
*
[ 1/2 ] 
f(z) = 112/223*z^3 - 251/223*z + 1
*
[ 1/2 ] 
f(z) = 112/225*z^3 - 253/225*z + 1
*
[ -9/4 ] 
f(z) = 112/225*z^3 - 242/225*z + 1
*
[ 1/2 ] 
f(z) = 112/227*z^3 - 255/227*z + 1
*
[ 1/2 ] 
f(z) = 112/229*z^3 - 257/229*z + 1
*
[ 1/2 ] 
f(z) = 116/221*z^3 - 250/221*z + 1
*
[ 1/2 ] 
f(z) = 116/223*z^3 - 252/223*z + 1
*
[ 1/2 ] 
f(z) = 116/225*z^3 - 254/225*z + 1
*
[ 1/2 ] 
f(z) = 116/227*z^3 - 256/227*z + 1
*
[ 1/2 ] 
f(z) = 116/229*z^3 - 258/229*z + 1
*
[ 1/2 ] 
f(z) = 116/231*z^3 - 260/231*z + 1
*
[ -3 ] 
f(z) = 107/225*z^3 - 221/75*z + 1
*
[ -3 ] 
f(z) = 109/225*z^3 - 227/75*z + 1
*
[ -3 ] 
f(z) = 109/234*z^3 - 223/78*z + 1
*
[ -3 ] 
f(z) = 112/225*z^3 - 236/75*z + 1
*
[ -3 ] 
f(z) = 113/225*z^3 - 239/75*z + 1
*
[ -3 ] 
f(z) = 113/234*z^3 - 235/78*z + 1
*
[ 2/5 ] 
f(z) = 105/232*z^3 - 228/145*z + 1
*
[ 2/5 ] 
f(z) = 115/232*z^3 - 229/145*z + 1
*
[ 5/3 ] 
f(z) = 117/220*z^3 - 237/220*z + 1
*
[ 5/3 ] 
f(z) = 117/230*z^3 - 233/230*z + 1
*
[ 5/3 ] 
f(z) = 117/235*z^3 - 231/235*z + 1
*
[ 4 ] 
f(z) = 111/224*z^3 - 201/28*z + 1
*
[ 4 ] 
f(z) = 113/224*z^3 - 205/28*z + 1
*
[ 4 ] 
f(z) = 115/224*z^3 - 209/28*z + 1
*
[ 4 ] 
f(z) = 117/224*z^3 - 213/28*z + 1
*
[ -3 ] 
f(z) = 101/225*z^3 - 203/75*z + 1
*
[ -3 ] 
f(z) = 103/225*z^3 - 209/75*z + 1
*
[ -3 ] 
f(z) = 103/234*z^3 - 205/78*z + 1
*
[ -3 ] 
f(z) = 104/225*z^3 - 212/75*z + 1
*
[ -3 ] 
f(z) = 106/225*z^3 - 218/75*z + 1
*
[ -3 ] 
f(z) = 107/234*z^3 - 217/78*z + 1
*
[ 5/2 ] 
f(z) = 106/225*z^3 - 211/90*z + 1
*
[ 5/3 ] 
f(z) = 108/235*z^3 - 206/235*z + 1
*
[ 4 ] 
f(z) = 101/224*z^3 - 181/28*z + 1
*
[ 4 ] 
f(z) = 103/224*z^3 - 185/28*z + 1
*
[ 4 ] 
f(z) = 107/224*z^3 - 193/28*z + 1
*
[ 4 ] 
f(z) = 109/224*z^3 - 197/28*z + 1
*
[ -4 ] 
f(z) = 109/224*z^3 - 183/28*z + 1
*
[ -4 ] 
f(z) = 111/224*z^3 - 187/28*z + 1
*
[ -4 ] 
f(z) = 113/224*z^3 - 191/28*z + 1
*
[ -4 ] 
f(z) = 115/224*z^3 - 195/28*z + 1
*
[ -4 ] 
f(z) = 117/224*z^3 - 199/28*z + 1
*
[ -3 ] 
f(z) = 101/234*z^3 - 199/78*z + 1
*
[ 15/7 ] 
f(z) = 112/225*z^3 - 184/105*z + 1
*
[ 2 ] 
f(z) = 119/220*z^3 - 183/110*z + 1
*
[ 15/7 ] 
f(z) = 119/225*z^3 - 199/105*z + 1
*
[ 2 ] 
f(z) = 119/228*z^3 - 181/114*z + 1
*
[ 17/10 ] 
f(z) = 100/221*z^3 - 198/221*z + 1
*
[ 3/5 ] 
f(z) = 100/231*z^3 - 190/231*z + 1
*
[ 3/5 ] 
f(z) = 100/237*z^3 - 194/237*z + 1
*
[ -13/6 ] 
f(z) = 108/221*z^3 - 184/221*z + 1
*
[ 3/2 ] 
f(z) = 116/231*z^3 - 184/231*z + 1
*
[ 3/2 ] 
f(z) = 116/237*z^3 - 182/237*z + 1
*
[ 2/3 ] 
f(z) = 101/232*z^3 - 181/261*z + 1
*
[ 2/3 ] 
f(z) = 103/232*z^3 - 182/261*z + 1
*
[ 2/3 ] 
f(z) = 107/232*z^3 - 184/261*z + 1
*
[ 2/3 ] 
f(z) = 109/232*z^3 - 185/261*z + 1
*
[ 2/3 ] 
f(z) = 113/232*z^3 - 187/261*z + 1
*
[ 2/3 ] 
f(z) = 115/232*z^3 - 188/261*z + 1
*
[ 2/3 ] 
f(z) = 119/232*z^3 - 190/261*z + 1
*
[ -4 ] 
f(z) = 101/224*z^3 - 167/28*z + 1
*
[ -4 ] 
f(z) = 103/224*z^3 - 171/28*z + 1
*
[ 15/4 ] 
f(z) = 104/225*z^3 - 173/30*z + 1
*
[ -4 ] 
f(z) = 107/224*z^3 - 179/28*z + 1
*
[ 8/3 ] 
f(z) = 117/224*z^3 - 173/56*z + 1
*
[ -5/2 ] 
f(z) = 118/225*z^3 - 169/90*z + 1
*
[ 2 ] 
f(z) = 109/220*z^3 - 163/110*z + 1
*
[ 2 ] 
f(z) = 109/228*z^3 - 161/114*z + 1
*
[ 2 ] 
f(z) = 111/220*z^3 - 167/110*z + 1
*
[ 2 ] 
f(z) = 111/236*z^3 - 163/118*z + 1
*
[ 2 ] 
f(z) = 113/220*z^3 - 171/110*z + 1
*
[ 2 ] 
f(z) = 113/228*z^3 - 169/114*z + 1
*
[ 2 ] 
f(z) = 113/236*z^3 - 167/118*z + 1
*
[ 2 ] 
f(z) = 115/228*z^3 - 173/114*z + 1
*
[ 2 ] 
f(z) = 115/236*z^3 - 171/118*z + 1
*
[ 2 ] 
f(z) = 117/220*z^3 - 179/110*z + 1
*
[ 2 ] 
f(z) = 117/236*z^3 - 175/118*z + 1
*
[ 2 ] 
f(z) = 119/236*z^3 - 179/118*z + 1
*
[ 15/26 ] 
f(z) = 104/225*z^3 - 173/195*z + 1
*
[ 3/2 ] 
f(z) = 112/237*z^3 - 173/237*z + 1
*
[ 2/3 ] 
f(z) = 117/226*z^3 - 165/226*z + 1
*
[ 2/3 ] 
f(z) = 117/230*z^3 - 167/230*z + 1
*
[ 2/3 ] 
f(z) = 117/238*z^3 - 171/238*z + 1
*
[ 4/3 ] 
f(z) = 113/224*z^3 - 163/252*z + 1
*
[ 4/3 ] 
f(z) = 115/224*z^3 - 167/252*z + 1
*
[ -15/4 ] 
f(z) = 104/225*z^3 - 157/30*z + 1
*
-2 | 0.10244374013452663232711349954677430572 | 0.016170933360247328858025432146400950999
f(z) = 113/224*z^3 - 141/56*z + 1
*
-2 | 0.10259644292922298086840143706402984836 | 0.016159111191063510360807877969914091269
f(z) = 115/224*z^3 - 143/56*z + 1
*
2/3 | 0.16809267660575723884925262597449132626 | 0.026195993413012450218217476522756471012
f(z) = 117/224*z^3 - 153/56*z + 1
*
[ 2 ] 
f(z) = 101/220*z^3 - 147/110*z + 1
*
[ 2 ] 
f(z) = 101/228*z^3 - 145/114*z + 1
*
[ 2 ] 
f(z) = 101/236*z^3 - 143/118*z + 1
*
[ 2 ] 
f(z) = 103/220*z^3 - 151/110*z + 1
*
[ 2 ] 
f(z) = 103/228*z^3 - 149/114*z + 1
*
[ 2 ] 
f(z) = 103/236*z^3 - 147/118*z + 1
*
[ 2 ] 
f(z) = 105/236*z^3 - 151/118*z + 1
*
[ 2 ] 
f(z) = 107/220*z^3 - 159/110*z + 1
*
[ 2 ] 
f(z) = 107/228*z^3 - 157/114*z + 1
*
[ 2 ] 
f(z) = 107/236*z^3 - 155/118*z + 1
*
[ 2 ] 
f(z) = 109/236*z^3 - 159/118*z + 1
*
[ 5/8 ] 
f(z) = 112/225*z^3 - 143/180*z + 1
*
[ 3/2 ] 
f(z) = 100/237*z^3 - 146/237*z + 1
*
[ 3/2 ] 
f(z) = 104/231*z^3 - 157/231*z + 1
*
[ 3/2 ] 
f(z) = 104/237*z^3 - 155/237*z + 1
*
[ 3/4 ] 
f(z) = 112/237*z^3 - 142/237*z + 1
*
[ 4/3 ] 
f(z) = 117/220*z^3 - 153/220*z + 1
*
[ 4/3 ] 
f(z) = 117/236*z^3 - 149/236*z + 1
*
[ -2 ] 
f(z) = 119/222*z^3 - 143/222*z + 1
*
[ 4/3 ] 
f(z) = 103/224*z^3 - 143/252*z + 1
*
[ 4/3 ] 
f(z) = 107/224*z^3 - 151/252*z + 1
*
[ 4/3 ] 
f(z) = 109/224*z^3 - 155/252*z + 1
*
-2 | 0.10119653810500298004113628079104500719 | 0.016201538318918076155890275339489453120
f(z) = 101/224*z^3 - 129/56*z + 1
*
-2 | 0.10146634318035313857275410840212500333 | 0.016204819601442228512451600243465223676
f(z) = 103/224*z^3 - 131/56*z + 1
*
-2 | 0.10191125102922214545460522362652400528 | 0.016198065819296790890919698441693789957
f(z) = 107/224*z^3 - 135/56*z + 1
*
-2 | 0.10210305579770990264615854223464992881 | 0.016190707057941279483555320509882799955
f(z) = 109/224*z^3 - 137/56*z + 1
*
-2 | 0.10227979824746557575341525792655870709 | 0.016181545262543484985687621266832186836
f(z) = 111/224*z^3 - 139/56*z + 1
*
[ -8/3 ] 
f(z) = 117/224*z^3 - 131/56*z + 1
*
[ -5/2 ] 
f(z) = 106/225*z^3 - 139/90*z + 1
*
[ 15/8 ] 
f(z) = 104/225*z^3 - 139/120*z + 1
*
[ 3/2 ] 
f(z) = 118/225*z^3 - 127/150*z + 1
*
[ 2/3 ] 
f(z) = 111/224*z^3 - 121/168*z + 1
*
[ 7/5 ] 
f(z) = 100/231*z^3 - 130/231*z + 1
*
[ 5/6 ] 
f(z) = 108/235*z^3 - 122/235*z + 1
*
[ 5/4 ] 
f(z) = 112/235*z^3 - 128/235*z + 1
*
[ -2 ] 
f(z) = 115/222*z^3 - 127/222*z + 1
*
[ -2 ] 
f(z) = 115/226*z^3 - 121/226*z + 1
*
[ -2 ] 
f(z) = 117/226*z^3 - 129/226*z + 1
*
[ -2 ] 
f(z) = 117/230*z^3 - 123/230*z + 1
*
[ -2 ] 
f(z) = 119/226*z^3 - 137/226*z + 1
*
[ -2 ] 
f(z) = 119/230*z^3 - 131/230*z + 1
*
[ -2 ] 
f(z) = 119/234*z^3 - 125/234*z + 1
*
[ 4/3 ] 
f(z) = 101/224*z^3 - 139/252*z + 1
*
[ 15/16 ] 
f(z) = 112/225*z^3 - 121/240*z + 1
*
[ 15/17 ] 
f(z) = 119/225*z^3 - 139/255*z + 1
*
[ 5/2 ] 
f(z) = 104/225*z^3 - 103/45*z + 1
*
[ 5/2 ] 
f(z) = 112/225*z^3 - 113/45*z + 1
*
[ 5/2 ] 
f(z) = 116/225*z^3 - 118/45*z + 1
*
[ 15/28 ] 
f(z) = 112/225*z^3 - 106/105*z + 1
*
[ -15/7 ] 
f(z) = 119/225*z^3 - 101/105*z + 1
*
[ 3/2 ] 
f(z) = 106/225*z^3 - 109/150*z + 1
*
[ 5/4 ] 
f(z) = 116/225*z^3 - 109/180*z + 1
*
[ 13/10 ] 
f(z) = 100/221*z^3 - 118/221*z + 1
*
[ -2 ] 
f(z) = 113/222*z^3 - 119/222*z + 1
*
[ 15/4 ] 
f(z) = 112/225*z^3 - 94/15*z + 1
*
[ -15/4 ] 
f(z) = 112/225*z^3 - 86/15*z + 1
*
[ 2 ] 
f(z) = 109/224*z^3 - 81/56*z + 1
*
[ 2 ] 
f(z) = 111/224*z^3 - 83/56*z + 1
*
[ 2 ] 
f(z) = 113/224*z^3 - 85/56*z + 1
*
[ 2 ] 
f(z) = 115/224*z^3 - 87/56*z + 1
*
[ -5/2 ] 
f(z) = 116/225*z^3 - 82/45*z + 1
*
[ 2 ] 
f(z) = 117/224*z^3 - 89/56*z + 1
*
[ -15/7 ] 
f(z) = 112/225*z^3 - 86/105*z + 1
*
[ 2/3 ] 
f(z) = 117/220*z^3 - 81/110*z + 1
*
[ 2/3 ] 
f(z) = 117/236*z^3 - 85/118*z + 1
*
[ 3/4 ] 
f(z) = 104/225*z^3 - 89/150*z + 1
*
[ 4/5 ] 
f(z) = 115/224*z^3 - 81/140*z + 1
*
[ 15/13 ] 
f(z) = 104/225*z^3 - 94/195*z + 1
*
-2 | 0.10115964431879384578801197386698629397 | 0.016175633738415294253301015528932300316
f(z) = 101/232*z^3 - 65/29*z + 1
*
-2 | 0.10159683590267921270478075812060863181 | 0.016205977912117122746560885811057932857
f(z) = 103/232*z^3 - 66/29*z + 1
*
-2 | 0.10190110699904051468477753313187116587 | 0.016215616087622928906847955151264564301
f(z) = 105/232*z^3 - 67/29*z + 1
*
-2 | 0.10215451847228554045938536721954936171 | 0.016217707822185572348506138838486801781
f(z) = 107/232*z^3 - 68/29*z + 1
*
-2 | 0.10237729275492132348235296313564345222 | 0.016215492779102244670962307003702459866
f(z) = 109/232*z^3 - 69/29*z + 1
*
-2 | 0.10257829413062387469243333318816901226 | 0.016210385412569211508966707732299294507
f(z) = 111/232*z^3 - 70/29*z + 1
*
-2 | 0.10276238299896836873225234216140377048 | 0.016203156044226247716956686194367187659
f(z) = 113/232*z^3 - 71/29*z + 1
*
-2 | 0.10293256724433118635487167236430273314 | 0.016194276865515165134484216992737910071
f(z) = 115/232*z^3 - 72/29*z + 1
*
-2 | 0.10309085177155442515185063748555222829 | 0.016184058755303011363680688581600100716
f(z) = 117/232*z^3 - 73/29*z + 1
*
-2 | 0.10323864015730986139946246816751145883 | 0.016172716041860243882451439706589549336
f(z) = 119/232*z^3 - 74/29*z + 1
*
[ 2 ] 
f(z) = 101/224*z^3 - 73/56*z + 1
*
[ 2 ] 
f(z) = 103/224*z^3 - 75/56*z + 1
*
[ -5/2 ] 
f(z) = 104/225*z^3 - 67/45*z + 1
*
[ 2 ] 
f(z) = 107/224*z^3 - 79/56*z + 1
*
[ -5/2 ] 
f(z) = 112/225*z^3 - 77/45*z + 1
*
[ 15/8 ] 
f(z) = 112/225*z^3 - 77/60*z + 1
*
[ 3/2 ] 
f(z) = 116/225*z^3 - 62/75*z + 1
*
[ 2/3 ] 
f(z) = 105/232*z^3 - 61/87*z + 1
*
[ 2/3 ] 
f(z) = 111/232*z^3 - 62/87*z + 1
*
[ -2 ] 
f(z) = 113/220*z^3 - 61/110*z + 1
*
[ -2 ] 
f(z) = 117/220*z^3 - 69/110*z + 1
*
[ 4/3 ] 
f(z) = 117/232*z^3 - 75/116*z + 1
*
[ -2 ] 
f(z) = 119/220*z^3 - 73/110*z + 1
*
[ -2 ] 
f(z) = 119/228*z^3 - 67/114*z + 1
*
[ -2 ] 
f(z) = 119/236*z^3 - 61/118*z + 1
*
[ 2 ] 
f(z) = 111/232*z^3 - 41/29*z + 1
*
[ 2 ] 
f(z) = 113/232*z^3 - 42/29*z + 1
*
[ 2 ] 
f(z) = 115/232*z^3 - 43/29*z + 1
*
[ 2 ] 
f(z) = 117/232*z^3 - 44/29*z + 1
*
[ 2 ] 
f(z) = 119/232*z^3 - 45/29*z + 1
*
[ 2/3 ] 
f(z) = 117/224*z^3 - 41/56*z + 1
*
[ 3/2 ] 
f(z) = 104/225*z^3 - 53/75*z + 1
*
[ 3/2 ] 
f(z) = 112/225*z^3 - 59/75*z + 1
*
[ 3/4 ] 
f(z) = 112/225*z^3 - 46/75*z + 1
*
[ 5/4 ] 
f(z) = 104/225*z^3 - 47/90*z + 1
*
[ 4/3 ] 
f(z) = 111/224*z^3 - 53/84*z + 1
*
[ -2 ] 
f(z) = 111/220*z^3 - 57/110*z + 1
*
[ 15/14 ] 
f(z) = 112/225*z^3 - 53/105*z + 1
*
[ -2 ] 
f(z) = 115/228*z^3 - 59/114*z + 1
*
[ 2 ] 
f(z) = 101/232*z^3 - 36/29*z + 1
*
[ 2 ] 
f(z) = 103/232*z^3 - 37/29*z + 1
*
[ 2 ] 
f(z) = 105/232*z^3 - 38/29*z + 1
*
[ 2 ] 
f(z) = 107/232*z^3 - 39/29*z + 1
*
[ 2 ] 
f(z) = 109/232*z^3 - 40/29*z + 1
*
[ 2/3 ] 
f(z) = 117/232*z^3 - 21/29*z + 1
*
[ 5/4 ] 
f(z) = 112/225*z^3 - 26/45*z + 1
*
[ -2 ] 
f(z) = 113/224*z^3 - 29/56*z + 1
*
[ -2 ] 
f(z) = 115/224*z^3 - 31/56*z + 1
*
[ -2 ] 
f(z) = 117/224*z^3 - 33/56*z + 1
*
[ 4/3 ] 
f(z) = 117/224*z^3 - 19/28*z + 1
*
[ -2 ] 
f(z) = 117/232*z^3 - 15/29*z + 1
*
[ -2 ] 
f(z) = 119/232*z^3 - 16/29*z + 1
*
[ 9 ] 
f(z) = 100/243*z^3 - 292/9*z + 1
*
[ -9 ] 
f(z) = 100/243*z^3 - 290/9*z + 1
*
[ 9 ] 
f(z) = 101/243*z^3 - 295/9*z + 1
*
[ -9 ] 
f(z) = 101/243*z^3 - 293/9*z + 1
*
[ -9 ] 
f(z) = 103/243*z^3 - 299/9*z + 1
*
[ 9/2 ] 
f(z) = 103/243*z^3 - 281/36*z + 1
*
[ 9/2 ] 
f(z) = 107/243*z^3 - 293/36*z + 1
*
[ 9/2 ] 
f(z) = 109/243*z^3 - 299/36*z + 1
*
[ -9/2 ] 
f(z) = 109/243*z^3 - 283/36*z + 1
*
[ -9/2 ] 
f(z) = 113/243*z^3 - 295/36*z + 1
*
60/13 | 0.25224166050014582204356053713942864677 | 0.024003615000983874829555967576716703988
f(z) = 117/250*z^3 - 293/26*z + 1
*
[ -7/2 ] 
f(z) = 106/245*z^3 - 281/70*z + 1
*
[ -10/3 ] 
f(z) = 101/250*z^3 - 287/90*z + 1
*
[ 16/5 ] 
f(z) = 105/256*z^3 - 281/80*z + 1
*
[ 3 ] 
f(z) = 113/252*z^3 - 283/84*z + 1
*
[ 3 ] 
f(z) = 115/252*z^3 - 289/84*z + 1
*
7/3 | 0.22433421732727948505210237782247556927 | 0.029551266782378716766517615703610139189
f(z) = 102/245*z^3 - 283/105*z + 1
*
-2 | 0.088834385866031181279798659105960328309 | 0.014030539352606009716671685784896595543
f(z) = 109/252*z^3 - 281/126*z + 1
*
-2 | 0.10290737753892770165076499010757956301 | 0.016235047751803521786254551023891700331
f(z) = 111/244*z^3 - 283/122*z + 1
*
-2 | 0.10313995922283511520023226057162802937 | 0.016235790377223935545265446227936920237
f(z) = 113/244*z^3 - 287/122*z + 1
*
-2 | 0.089730562761122760726298824109779173602 | 0.014109524413756810914560279534078549256
f(z) = 113/252*z^3 - 289/126*z + 1
*
-2 | 0.10334717870012156691298813271759274332 | 0.016233041455010166704951337667208165002
f(z) = 115/244*z^3 - 291/122*z + 1
*
-2 | 0.089984570396670890952009674651441247485 | 0.014118947952969896057976721667024040211
f(z) = 115/252*z^3 - 293/126*z + 1
*
-2 | 0.10353567108266528584548223727299821397 | 0.016227849932953706559616007793871615605
f(z) = 117/244*z^3 - 295/122*z + 1
*
-2 | 0.10370928819891644763476860623990905996 | 0.016220820535758244963949363030695102095
f(z) = 119/244*z^3 - 299/122*z + 1
*
-20/9 | 0.24889016003708298566956912069786014677 | 0.029492796011696727991259094744752812016
f(z) = 117/256*z^3 - 289/144*z + 1
*
[ 8/21 ] 
f(z) = 105/256*z^3 - 283/168*z + 1
*
[ -22/9 ] 
f(z) = 117/242*z^3 - 293/198*z + 1
*
[ 9/20 ] 
f(z) = 112/243*z^3 - 296/225*z + 1
*
[ 1/2 ] 
f(z) = 100/257*z^3 - 282/257*z + 1
*
[ 1/2 ] 
f(z) = 100/259*z^3 - 284/259*z + 1
*
[ 2 ] 
f(z) = 101/242*z^3 - 283/242*z + 1
*
[ 2 ] 
f(z) = 101/246*z^3 - 281/246*z + 1
*
[ 2 ] 
f(z) = 103/242*z^3 - 291/242*z + 1
*
[ 2 ] 
f(z) = 103/246*z^3 - 289/246*z + 1
*
[ 2 ] 
f(z) = 103/250*z^3 - 287/250*z + 1
*
[ 2 ] 
f(z) = 103/254*z^3 - 285/254*z + 1
*
[ 2 ] 
f(z) = 103/258*z^3 - 283/258*z + 1
*
[ -5/2 ] 
f(z) = 104/255*z^3 - 293/255*z + 1
*
[ 1/2 ] 
f(z) = 104/255*z^3 - 281/255*z + 1
*
[ 1/2 ] 
f(z) = 104/257*z^3 - 283/257*z + 1
*
[ 1/2 ] 
f(z) = 104/259*z^3 - 285/259*z + 1
*
[ 2 ] 
f(z) = 105/242*z^3 - 299/242*z + 1
*
[ 2 ] 
f(z) = 105/254*z^3 - 293/254*z + 1
*
[ 2 ] 
f(z) = 107/258*z^3 - 299/258*z + 1
*
[ 1/2 ] 
f(z) = 108/257*z^3 - 284/257*z + 1
*
[ 1/2 ] 
f(z) = 108/259*z^3 - 286/259*z + 1
*
[ 1/2 ] 
f(z) = 112/253*z^3 - 281/253*z + 1
*
[ 1/2 ] 
f(z) = 112/255*z^3 - 283/255*z + 1
*
[ 1/2 ] 
f(z) = 112/257*z^3 - 285/257*z + 1
*
[ -12/5 ] 
f(z) = 115/256*z^3 - 281/240*z + 1
*
[ 1/2 ] 
f(z) = 116/253*z^3 - 282/253*z + 1
*
[ 1/2 ] 
f(z) = 116/255*z^3 - 284/255*z + 1
*
[ 1/2 ] 
f(z) = 116/257*z^3 - 286/257*z + 1
*
[ 1/2 ] 
f(z) = 116/259*z^3 - 288/259*z + 1
*
[ 11/6 ] 
f(z) = 111/242*z^3 - 287/264*z + 1
*
[ 7/4 ] 
f(z) = 118/245*z^3 - 293/280*z + 1
*
[ 9/2 ] 
f(z) = 101/243*z^3 - 275/36*z + 1
*
[ -9/2 ] 
f(z) = 103/243*z^3 - 265/36*z + 1
*
[ -9/2 ] 
f(z) = 107/243*z^3 - 277/36*z + 1
*
[ -7/2 ] 
f(z) = 102/245*z^3 - 267/70*z + 1
*
[ 3 ] 
f(z) = 107/252*z^3 - 265/84*z + 1
*
[ 3 ] 
f(z) = 109/252*z^3 - 271/84*z + 1
*
[ -16/5 ] 
f(z) = 115/256*z^3 - 263/80*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016248127284373783524365686681252083877
f(z) = 101/244*z^3 - 263/122*z + 1
*
-2 | 0.088833720279000311959261925350424082814 | 0.014161559390738312239994857284831297496
f(z) = 101/252*z^3 - 265/126*z + 1
*
-2 | 0.10180018755151960484313210578737562896 | 0.016209199254608450584802530882750185917
f(z) = 103/244*z^3 - 267/122*z + 1
*
-2 | 0.088834127408906961311712891486553475515 | 0.014127882578615332289621482725468473338
f(z) = 103/252*z^3 - 269/126*z + 1
*
-2 | 0.10179941157950373828862691382114755338 | 0.016170787947042035192128738884128761866
f(z) = 105/244*z^3 - 271/122*z + 1
*
-2 | 0.10228549368200975274049238231063710526 | 0.016210272331888013229090548336230901723
f(z) = 107/244*z^3 - 275/122*z + 1
*
-2 | 0.088835214616799590375735939347309765493 | 0.014062513646852692104973665565351460562
f(z) = 107/252*z^3 - 277/126*z + 1
*
-2 | 0.10263585486484818063933965256125854671 | 0.016228657398378080245038117774677089693
f(z) = 109/244*z^3 - 279/122*z + 1
*
[ 9/4 ] 
f(z) = 115/243*z^3 - 265/144*z + 1
*
[ 9/4 ] 
f(z) = 119/243*z^3 - 277/144*z + 1
*
[ 3/7 ] 
f(z) = 119/243*z^3 - 269/189*z + 1
*
[ 1/2 ] 
f(z) = 100/241*z^3 - 266/241*z + 1
*
[ 1/2 ] 
f(z) = 100/243*z^3 - 268/243*z + 1
*
[ 1/2 ] 
f(z) = 100/247*z^3 - 272/247*z + 1
*
[ 1/2 ] 
f(z) = 100/249*z^3 - 274/249*z + 1
*
[ 1/2 ] 
f(z) = 100/251*z^3 - 276/251*z + 1
*
[ 1/2 ] 
f(z) = 100/253*z^3 - 278/253*z + 1
*
[ 2 ] 
f(z) = 101/250*z^3 - 279/250*z + 1
*
[ 2 ] 
f(z) = 101/254*z^3 - 277/254*z + 1
*
[ 2 ] 
f(z) = 101/258*z^3 - 275/258*z + 1
*
[ 1/2 ] 
f(z) = 104/241*z^3 - 267/241*z + 1
*
[ 1/2 ] 
f(z) = 104/243*z^3 - 269/243*z + 1
*
[ 1/2 ] 
f(z) = 104/245*z^3 - 271/245*z + 1
*
[ 1/2 ] 
f(z) = 104/249*z^3 - 275/249*z + 1
*
[ 1/2 ] 
f(z) = 104/251*z^3 - 277/251*z + 1
*
[ 1/2 ] 
f(z) = 104/253*z^3 - 279/253*z + 1
*
[ 1/2 ] 
f(z) = 108/241*z^3 - 268/241*z + 1
*
[ 1/2 ] 
f(z) = 108/245*z^3 - 272/245*z + 1
*
[ 1/2 ] 
f(z) = 108/247*z^3 - 274/247*z + 1
*
[ 1/2 ] 
f(z) = 108/251*z^3 - 278/251*z + 1
*
[ 1/2 ] 
f(z) = 108/253*z^3 - 280/253*z + 1
*
[ 1/2 ] 
f(z) = 112/241*z^3 - 269/241*z + 1
*
[ 1/2 ] 
f(z) = 112/243*z^3 - 271/243*z + 1
*
[ 1/2 ] 
f(z) = 112/247*z^3 - 275/247*z + 1
*
[ 1/2 ] 
f(z) = 112/249*z^3 - 277/249*z + 1
*
[ 1/2 ] 
f(z) = 112/251*z^3 - 279/251*z + 1
*
[ 1/2 ] 
f(z) = 116/241*z^3 - 270/241*z + 1
*
[ 1/2 ] 
f(z) = 116/243*z^3 - 272/243*z + 1
*
[ 1/2 ] 
f(z) = 116/245*z^3 - 274/245*z + 1
*
[ 1/2 ] 
f(z) = 116/247*z^3 - 276/247*z + 1
*
[ 1/2 ] 
f(z) = 116/249*z^3 - 278/249*z + 1
*
[ 1/2 ] 
f(z) = 116/251*z^3 - 280/251*z + 1
*
[ -7/3 ] 
f(z) = 117/259*z^3 - 267/259*z + 1
*
[ 11/6 ] 
f(z) = 105/242*z^3 - 265/264*z + 1
*
[ 20/39 ] 
f(z) = 117/250*z^3 - 279/260*z + 1
*
[ 9/16 ] 
f(z) = 104/243*z^3 - 263/288*z + 1
*
[ 7/4 ] 
f(z) = 114/245*z^3 - 279/280*z + 1
*
[ 22/13 ] 
f(z) = 117/242*z^3 - 279/286*z + 1
*
[ 22/39 ] 
f(z) = 117/242*z^3 - 265/286*z + 1
*
[ -9/2 ] 
f(z) = 101/243*z^3 - 259/36*z + 1
*
[ 3 ] 
f(z) = 101/252*z^3 - 247/84*z + 1
*
[ 3 ] 
f(z) = 103/252*z^3 - 253/84*z + 1
*
-8/5 | 0.25039671979425701368309360671372691990 | 0.027849122534997957283295446853470506486
f(z) = 105/256*z^3 - 251/120*z + 1
*
-35/39 | 0.21034770930285340837493298364109686813 | 0.023990518135554996676453589204937309815
f(z) = 117/250*z^3 - 257/130*z + 1
*
[ 2/5 ] 
f(z) = 105/248*z^3 - 243/155*z + 1
*
[ 9/4 ] 
f(z) = 107/243*z^3 - 241/144*z + 1
*
-7/3 | 0.21952514370549965858505708387305573754 | 0.029542968289134093792878300226319624532
f(z) = 108/245*z^3 - 241/140*z + 1
*
[ 9/4 ] 
f(z) = 109/243*z^3 - 247/144*z + 1
*
[ 9/4 ] 
f(z) = 113/243*z^3 - 259/144*z + 1
*
[ 2/5 ] 
f(z) = 115/248*z^3 - 244/155*z + 1
*
[ 21/10 ] 
f(z) = 100/243*z^3 - 244/189*z + 1
*
[ 9/5 ] 
f(z) = 116/243*z^3 - 248/225*z + 1
*
[ 9/5 ] 
f(z) = 118/243*z^3 - 254/225*z + 1
*
[ 9/5 ] 
f(z) = 119/243*z^3 - 257/225*z + 1
*
[ 19/10 ] 
f(z) = 100/247*z^3 - 244/247*z + 1
*
[ 11/6 ] 
f(z) = 108/253*z^3 - 248/253*z + 1
*
[ 5/9 ] 
f(z) = 111/250*z^3 - 253/270*z + 1
*
[ 7/4 ] 
f(z) = 106/245*z^3 - 251/280*z + 1
*
[ -20/3 ] 
f(z) = 111/250*z^3 - 223/12*z + 1
*
[ 8 ] 
f(z) = 115/256*z^3 - 223/8*z + 1
*
[ -8 ] 
f(z) = 115/256*z^3 - 221/8*z + 1
*
[ 8 ] 
f(z) = 117/256*z^3 - 227/8*z + 1
*
[ -8 ] 
f(z) = 117/256*z^3 - 225/8*z + 1
*
[ 8 ] 
f(z) = 119/256*z^3 - 231/8*z + 1
*
[ -8 ] 
f(z) = 119/256*z^3 - 229/8*z + 1
*
[ -16/5 ] 
f(z) = 105/256*z^3 - 231/80*z + 1
*
[ -3 ] 
f(z) = 113/252*z^3 - 227/84*z + 1
*
[ -3 ] 
f(z) = 115/252*z^3 - 233/84*z + 1
*
[ 9/26 ] 
f(z) = 104/243*z^3 - 227/117*z + 1
*
-8/3 | 0.20153591938564657378155066724721229568 | 0.022668208189191535184377852726857349567
f(z) = 117/256*z^3 - 227/104*z + 1
*
[ -18/7 ] 
f(z) = 119/243*z^3 - 233/126*z + 1
*
[ 9/4 ] 
f(z) = 101/243*z^3 - 223/144*z + 1
*
[ 9/4 ] 
f(z) = 103/243*z^3 - 229/144*z + 1
*
[ 5/12 ] 
f(z) = 117/250*z^3 - 237/160*z + 1
*
[ 27/14 ] 
f(z) = 112/243*z^3 - 233/189*z + 1
*
[ 9/5 ] 
f(z) = 107/243*z^3 - 221/225*z + 1
*
[ 9/5 ] 
f(z) = 109/243*z^3 - 227/225*z + 1
*
[ 9/5 ] 
f(z) = 112/243*z^3 - 236/225*z + 1
*
[ 9/5 ] 
f(z) = 113/243*z^3 - 239/225*z + 1
*
[ -12/5 ] 
f(z) = 105/256*z^3 - 227/240*z + 1
*
[ 5/3 ] 
f(z) = 117/245*z^3 - 227/245*z + 1
*
[ 7/4 ] 
f(z) = 102/245*z^3 - 237/280*z + 1
*
[ 8 ] 
f(z) = 105/256*z^3 - 203/8*z + 1
*
[ -8 ] 
f(z) = 105/256*z^3 - 201/8*z + 1
*
[ 8 ] 
f(z) = 107/256*z^3 - 207/8*z + 1
*
[ -8 ] 
f(z) = 107/256*z^3 - 205/8*z + 1
*
[ 8 ] 
f(z) = 109/256*z^3 - 211/8*z + 1
*
[ -8 ] 
f(z) = 109/256*z^3 - 209/8*z + 1
*
[ 8 ] 
f(z) = 111/256*z^3 - 215/8*z + 1
*
[ -8 ] 
f(z) = 111/256*z^3 - 213/8*z + 1
*
[ 8 ] 
f(z) = 113/256*z^3 - 219/8*z + 1
*
[ -8 ] 
f(z) = 113/256*z^3 - 217/8*z + 1
*
-9/20 | 0.19675876608960751211791552421578381306 | 0.022752741175704038732760574564686720496
f(z) = 100/243*z^3 - 211/36*z + 1
*
39/10 | 0.21466837686836478413481154364374629613 | 0.028545436349926574457101288885630058578
f(z) = 100/243*z^3 - 205/27*z + 1
*
2 | 0.19851249363642206850571266878816834493 | 0.029630940153311701871168852514462282138
f(z) = 113/240*z^3 - 203/60*z + 1
*
2 | 0.18484054729148167306708899743834777408 | 0.027470760822203051057738821604893812706
f(z) = 119/240*z^3 - 209/60*z + 1
*
[ -3 ] 
f(z) = 107/252*z^3 - 209/84*z + 1
*
[ -3 ] 
f(z) = 109/252*z^3 - 215/84*z + 1
*
[ 7/3 ] 
f(z) = 114/245*z^3 - 206/105*z + 1
*
[ 16/7 ] 
f(z) = 119/256*z^3 - 209/112*z + 1
*
[ -18/7 ] 
f(z) = 112/243*z^3 - 209/126*z + 1
*
[ 8/15 ] 
f(z) = 117/256*z^3 - 201/200*z + 1
*
[ 9/5 ] 
f(z) = 101/243*z^3 - 203/225*z + 1
*
[ 9/5 ] 
f(z) = 103/243*z^3 - 209/225*z + 1
*
[ 9/5 ] 
f(z) = 104/243*z^3 - 212/225*z + 1
*
[ 9/5 ] 
f(z) = 106/243*z^3 - 218/225*z + 1
*
[ 3/5 ] 
f(z) = 100/249*z^3 - 202/249*z + 1
*
[ 5/3 ] 
f(z) = 108/245*z^3 - 202/245*z + 1
*
[ -7/3 ] 
f(z) = 108/259*z^3 - 218/259*z + 1
*
[ 8 ] 
f(z) = 101/256*z^3 - 195/8*z + 1
*
[ -8 ] 
f(z) = 101/256*z^3 - 193/8*z + 1
*
[ 8 ] 
f(z) = 103/256*z^3 - 199/8*z + 1
*
[ -8 ] 
f(z) = 103/256*z^3 - 197/8*z + 1
*
5/9 | 0.26949320076429736580364161759345345041 | 0.026652102581971009813649905983618837766
f(z) = 117/250*z^3 - 197/18*z + 1
*
[ 16/3 ] 
f(z) = 117/256*z^3 - 195/16*z + 1
*
[ -16/3 ] 
f(z) = 117/256*z^3 - 189/16*z + 1
*
5/6 | 0.23912074204986200292770384123861793358 | 0.028408001657620116953747224896226287687
f(z) = 117/250*z^3 - 181/40*z + 1
*
2 | 0.17398379496495922032661545232128338390 | 0.026208031685521596170939046145530398932
f(z) = 101/240*z^3 - 191/60*z + 1
*
2 | 0.17512162216827503134569261070855617751 | 0.026338100329564230086275792118866620497
f(z) = 103/240*z^3 - 193/60*z + 1
*
2 | 0.17772177703413793009853740098160358989 | 0.026646949236614147950637975037868388421
f(z) = 107/240*z^3 - 197/60*z + 1
*
2 | 0.18087610554602086384576379462978492850 | 0.027078886099833535502534879296918712320
f(z) = 109/240*z^3 - 199/60*z + 1
*
[ 8/3 ] 
f(z) = 113/256*z^3 - 181/72*z + 1
*
[ 8/3 ] 
f(z) = 115/256*z^3 - 185/72*z + 1
*
[ 8/3 ] 
f(z) = 119/256*z^3 - 193/72*z + 1
*
[ -3 ] 
f(z) = 101/252*z^3 - 191/84*z + 1
*
[ -3 ] 
f(z) = 103/252*z^3 - 197/84*z + 1
*
20/9 | 0.24413856313559491852266783844967973304 | 0.029004128403042384703659877747035095411
f(z) = 117/250*z^3 - 181/90*z + 1
*
-3/5 | 0.18794049347838629380244804047596904305 | 0.025300493201538370266721775721413057199
f(z) = 100/243*z^3 - 187/108*z + 1
*
[ 7/3 ] 
f(z) = 111/245*z^3 - 199/105*z + 1
*
[ 3/8 ] 
f(z) = 112/243*z^3 - 187/108*z + 1
*
[ 11/5 ] 
f(z) = 115/242*z^3 - 193/110*z + 1
*
[ 4/9 ] 
f(z) = 117/256*z^3 - 193/144*z + 1
*
[ 9/14 ] 
f(z) = 119/243*z^3 - 191/252*z + 1
*
[ 2/3 ] 
f(z) = 101/248*z^3 - 190/279*z + 1
*
[ 2/3 ] 
f(z) = 103/248*z^3 - 191/279*z + 1
*
[ 2/3 ] 
f(z) = 107/248*z^3 - 193/279*z + 1
*
[ 2/3 ] 
f(z) = 109/248*z^3 - 194/279*z + 1
*
[ 2/3 ] 
f(z) = 113/248*z^3 - 196/279*z + 1
*
[ 2/3 ] 
f(z) = 115/248*z^3 - 197/279*z + 1
*
[ 20/13 ] 
f(z) = 117/250*z^3 - 197/260*z + 1
*
[ 2/3 ] 
f(z) = 119/248*z^3 - 199/279*z + 1
*
[ 55/39 ] 
f(z) = 117/250*z^3 - 183/286*z + 1
*
[ 9/2 ] 
f(z) = 118/243*z^3 - 163/18*z + 1
*
[ 7/2 ] 
f(z) = 108/245*z^3 - 164/35*z + 1
*
[ 7/2 ] 
f(z) = 116/245*z^3 - 178/35*z + 1
*
[ 5/39 ] 
f(z) = 117/250*z^3 - 177/26*z + 1
*
[ 8/3 ] 
f(z) = 103/256*z^3 - 161/72*z + 1
*
[ 8/3 ] 
f(z) = 107/256*z^3 - 169/72*z + 1
*
[ 8/3 ] 
f(z) = 109/256*z^3 - 173/72*z + 1
*
2/3 | 0.18063848812821583988453507343740324190 | 0.027622312689848936774146145703853929730
f(z) = 117/256*z^3 - 173/64*z + 1
*
[ 7/3 ] 
f(z) = 102/245*z^3 - 178/105*z + 1
*
[ 11/5 ] 
f(z) = 105/242*z^3 - 171/110*z + 1
*
[ 16/7 ] 
f(z) = 105/256*z^3 - 177/112*z + 1
*
[ 7/18 ] 
f(z) = 108/245*z^3 - 172/105*z + 1
*
-35/18 | 0.10187515204712457379280490407615827961 | 0.014471600472758683597312069941904171591
f(z) = 108/245*z^3 - 163/105*z + 1
*
[ 2 ] 
f(z) = 111/244*z^3 - 161/122*z + 1
*
[ 2 ] 
f(z) = 113/244*z^3 - 165/122*z + 1
*
[ 2 ] 
f(z) = 113/252*z^3 - 163/126*z + 1
*
[ 2 ] 
f(z) = 115/244*z^3 - 169/122*z + 1
*
[ 2 ] 
f(z) = 115/252*z^3 - 167/126*z + 1
*
[ 2 ] 
f(z) = 117/244*z^3 - 173/122*z + 1
*
[ 2 ] 
f(z) = 119/244*z^3 - 177/122*z + 1
*
[ 8/17 ] 
f(z) = 119/256*z^3 - 167/136*z + 1
*
[ 18/11 ] 
f(z) = 110/243*z^3 - 163/198*z + 1
*
[ 8/5 ] 
f(z) = 119/256*z^3 - 163/200*z + 1
*
[ -23/10 ] 
f(z) = 100/253*z^3 - 166/253*z + 1
*
-4/5 | 0.16642957075299949963529019867458559865 | 0.020165392001769730451125475677843388716
f(z) = 105/256*z^3 - 163/240*z + 1
*
[ 3/2 ] 
f(z) = 112/249*z^3 - 169/249*z + 1
*
[ 3/2 ] 
f(z) = 112/255*z^3 - 167/255*z + 1
*
[ 3/2 ] 
f(z) = 116/249*z^3 - 178/249*z + 1
*
[ 3/2 ] 
f(z) = 116/255*z^3 - 176/255*z + 1
*
[ 2/3 ] 
f(z) = 117/242*z^3 - 173/242*z + 1
*
[ 2/3 ] 
f(z) = 117/250*z^3 - 177/250*z + 1
*
[ 2/3 ] 
f(z) = 117/254*z^3 - 179/254*z + 1
*
[ -15/7 ] 
f(z) = 113/250*z^3 - 179/294*z + 1
*
[ 9/2 ] 
f(z) = 106/243*z^3 - 145/18*z + 1
*
[ 9/2 ] 
f(z) = 110/243*z^3 - 151/18*z + 1
*
[ -9/2 ] 
f(z) = 110/243*z^3 - 143/18*z + 1
*
[ -9/2 ] 
f(z) = 118/243*z^3 - 155/18*z + 1
*
[ 7/2 ] 
f(z) = 104/245*z^3 - 157/35*z + 1
*
[ -7/2 ] 
f(z) = 108/245*z^3 - 144/35*z + 1
*
[ -7/2 ] 
f(z) = 116/245*z^3 - 158/35*z + 1
*
[ 8/3 ] 
f(z) = 101/256*z^3 - 157/72*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016209564609455884183628415375783814445
f(z) = 109/256*z^3 - 141/64*z + 1
*
-2 | 0.10282583850453576293485709486832890902 | 0.016195241377475279196751416057288423730
f(z) = 111/256*z^3 - 143/64*z + 1
*
-2 | 0.082684882203488691272638178669670712553 | 0.013023007106278448856163033782029637383
f(z) = 113/240*z^3 - 143/60*z + 1
*
-2 | 0.10331240615701232876930731474546123911 | 0.016236358613523656926158944977053763204
f(z) = 113/256*z^3 - 145/64*z + 1
*
-2 | 0.10361317268314675761891643190453323249 | 0.016248645038390929202623385118159831176
f(z) = 115/256*z^3 - 147/64*z + 1
*
-2 | 0.10385938328949147627667074772996709959 | 0.016252812484007397539277896480943701266
f(z) = 117/256*z^3 - 149/64*z + 1
*
-2 | 0.083219466376080670862020102975578846433 | 0.013022900186683943473857072108469976960
f(z) = 119/240*z^3 - 149/60*z + 1
*
-2 | 0.10407455530114724038142994842261458078 | 0.016252572717079129124370395720635293218
f(z) = 119/256*z^3 - 151/64*z + 1
*
[ 2 ] 
f(z) = 101/244*z^3 - 141/122*z + 1
*
[ 2 ] 
f(z) = 103/244*z^3 - 145/122*z + 1
*
[ 2 ] 
f(z) = 103/252*z^3 - 143/126*z + 1
*
[ 2 ] 
f(z) = 105/244*z^3 - 149/122*z + 1
*
[ 2 ] 
f(z) = 107/244*z^3 - 153/122*z + 1
*
[ 2 ] 
f(z) = 107/252*z^3 - 151/126*z + 1
*
[ 2 ] 
f(z) = 109/244*z^3 - 157/122*z + 1
*
[ 2 ] 
f(z) = 109/252*z^3 - 155/126*z + 1
*
[ 20/37 ] 
f(z) = 111/250*z^3 - 145/148*z + 1
*
[ 7/4 ] 
f(z) = 116/245*z^3 - 143/140*z + 1
*
[ 16/9 ] 
f(z) = 117/256*z^3 - 145/144*z + 1
*
[ 9/17 ] 
f(z) = 119/243*z^3 - 157/153*z + 1
*
[ -9/4 ] 
f(z) = 119/243*z^3 - 149/144*z + 1
*
[ 5/9 ] 
f(z) = 107/250*z^3 - 151/162*z + 1
*
[ 10/17 ] 
f(z) = 119/250*z^3 - 147/170*z + 1
*
[ 14/9 ] 
f(z) = 108/245*z^3 - 149/210*z + 1
*
[ 8/5 ] 
f(z) = 109/256*z^3 - 143/200*z + 1
*
[ 8/5 ] 
f(z) = 111/256*z^3 - 147/200*z + 1
*
[ 8/5 ] 
f(z) = 113/256*z^3 - 151/200*z + 1
*
[ 8/5 ] 
f(z) = 117/256*z^3 - 159/200*z + 1
*
[ -15/7 ] 
f(z) = 119/250*z^3 - 151/210*z + 1
*
[ 3/2 ] 
f(z) = 100/249*z^3 - 142/249*z + 1
*
[ 7/10 ] 
f(z) = 100/259*z^3 - 160/259*z + 1
*
[ 3/2 ] 
f(z) = 104/249*z^3 - 151/249*z + 1
*
[ 3/2 ] 
f(z) = 104/255*z^3 - 149/255*z + 1
*
[ -13/6 ] 
f(z) = 108/247*z^3 - 146/247*z + 1
*
[ 3/4 ] 
f(z) = 112/249*z^3 - 146/249*z + 1
*
[ 3/4 ] 
f(z) = 112/255*z^3 - 148/255*z + 1
*
[ 4/3 ] 
f(z) = 117/244*z^3 - 147/244*z + 1
*
[ 11/13 ] 
f(z) = 117/242*z^3 - 151/286*z + 1
*
[ 9/8 ] 
f(z) = 118/243*z^3 - 145/288*z + 1
*
[ -9/2 ] 
f(z) = 106/243*z^3 - 137/18*z + 1
*
[ -7/2 ] 
f(z) = 104/245*z^3 - 137/35*z + 1
*
[ 10/3 ] 
f(z) = 111/250*z^3 - 127/30*z + 1
*
[ 11/3 ] 
f(z) = 117/242*z^3 - 127/22*z + 1
*
-2 | 0.081148641382849659486475700352942479848 | 0.012959953550053931201004157556935309399
f(z) = 101/240*z^3 - 131/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016360411638551887969132558422976385174
f(z) = 101/256*z^3 - 133/64*z + 1
*
-2 | 0.081158270482985134089119893868959397968 | 0.012930202363858936559107382440887634763
f(z) = 103/240*z^3 - 133/60*z + 1
*
-2 | 0.10268922790768604686658995407326652387 | 0.016321719690248055180029122658351462877
f(z) = 103/256*z^3 - 135/64*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016283537670262897099794569758526541713
f(z) = 105/256*z^3 - 137/64*z + 1
*
-2 | 0.081952204413436887981504825616830451988 | 0.012995342049696417557691187039778772692
f(z) = 107/240*z^3 - 137/60*z + 1
*
-2 | 0.10268847119406597176551586984565578786 | 0.016246200843570261105474264192825329175
f(z) = 107/256*z^3 - 139/64*z + 1
*
-2 | 0.082234675808753121758344265637048437567 | 0.013010234196300850252432346340679431335
f(z) = 109/240*z^3 - 139/60*z + 1
*
[ 9/4 ] 
f(z) = 110/243*z^3 - 125/72*z + 1
*
[ 9/28 ] 
f(z) = 112/243*z^3 - 136/63*z + 1
*
[ -8/3 ] 
f(z) = 113/256*z^3 - 127/72*z + 1
*
[ -8/3 ] 
f(z) = 115/256*z^3 - 131/72*z + 1
*
[ 9/4 ] 
f(z) = 118/243*z^3 - 137/72*z + 1
*
[ -8/3 ] 
f(z) = 119/256*z^3 - 139/72*z + 1
*
21/20 | 0.20150360815330122826411773475896318755 | 0.028814982466216664453688950709942557494
f(z) = 100/243*z^3 - 121/108*z + 1
*
[ 35/18 ] 
f(z) = 108/245*z^3 - 124/105*z + 1
*
-5/6 | 0.23191040388309095059190259859952812469 | 0.024015672603398910090145252171575481508
f(z) = 117/250*z^3 - 125/104*z + 1
*
[ 2 ] 
f(z) = 101/252*z^3 - 139/126*z + 1
*
[ 7/4 ] 
f(z) = 108/245*z^3 - 129/140*z + 1
*
[ 7/12 ] 
f(z) = 108/245*z^3 - 121/140*z + 1
*
[ 9/16 ] 
f(z) = 112/243*z^3 - 133/144*z + 1
*
[ -9/4 ] 
f(z) = 113/243*z^3 - 131/144*z + 1
*
[ -9/4 ] 
f(z) = 115/243*z^3 - 137/144*z + 1
*
[ 11/7 ] 
f(z) = 119/242*z^3 - 131/154*z + 1
*
[ 2/3 ] 
f(z) = 105/256*z^3 - 131/192*z + 1
*
[ 2/3 ] 
f(z) = 111/256*z^3 - 133/192*z + 1
*
[ 8/5 ] 
f(z) = 101/256*z^3 - 127/200*z + 1
*
[ 8/5 ] 
f(z) = 103/256*z^3 - 131/200*z + 1
*
[ 3/4 ] 
f(z) = 106/243*z^3 - 125/216*z + 1
*
[ 8/5 ] 
f(z) = 107/256*z^3 - 139/200*z + 1
*
[ 3/4 ] 
f(z) = 110/243*z^3 - 127/216*z + 1
*
[ 3/4 ] 
f(z) = 118/243*z^3 - 131/216*z + 1
*
[ 18/13 ] 
f(z) = 104/243*z^3 - 127/234*z + 1
*
[ 7/5 ] 
f(z) = 100/259*z^3 - 122/259*z + 1
*
-16/15 | 0.24098489573167488406249782616549828545 | 0.029198866925799886263406949699550180387
f(z) = 105/256*z^3 - 127/240*z + 1
*
[ 5/6 ] 
f(z) = 108/245*z^3 - 124/245*z + 1
*
[ 5/4 ] 
f(z) = 112/255*z^3 - 124/255*z + 1
*
[ 6/5 ] 
f(z) = 110/243*z^3 - 131/270*z + 1
*
[ 10/9 ] 
f(z) = 111/250*z^3 - 121/270*z + 1
*
[ 6/5 ] 
f(z) = 115/243*z^3 - 139/270*z + 1
*
[ 16/17 ] 
f(z) = 119/256*z^3 - 129/272*z + 1
*
[ -15/7 ] 
f(z) = 103/250*z^3 - 125/294*z + 1
*
[ 7/8 ] 
f(z) = 104/245*z^3 - 131/280*z + 1
*
[ 9/8 ] 
f(z) = 106/243*z^3 - 127/288*z + 1
*
[ 9/8 ] 
f(z) = 110/243*z^3 - 133/288*z + 1
*
[ 5 ] 
f(z) = 109/250*z^3 - 101/10*z + 1
*
[ 5 ] 
f(z) = 111/250*z^3 - 103/10*z + 1
*
[ -5 ] 
f(z) = 113/250*z^3 - 101/10*z + 1
*
[ 4 ] 
f(z) = 113/256*z^3 - 101/16*z + 1
*
[ 4 ] 
f(z) = 115/256*z^3 - 103/16*z + 1
*
[ 5 ] 
f(z) = 117/250*z^3 - 109/10*z + 1
*
[ 4 ] 
f(z) = 117/256*z^3 - 105/16*z + 1
*
[ 5 ] 
f(z) = 119/250*z^3 - 111/10*z + 1
*
[ -5 ] 
f(z) = 119/250*z^3 - 107/10*z + 1
*
[ 4 ] 
f(z) = 119/256*z^3 - 107/16*z + 1
*
33/10 | 0.19651215813167821662646721881826089892 | 0.028415271314900511641550725678203180315
f(z) = 100/243*z^3 - 112/27*z + 1
*
-9/20 | 0.18864810336714701597891204870256949780 | 0.023787470759912005652290922513801563233
f(z) = 100/243*z^3 - 103/36*z + 1
*
[ -10/3 ] 
f(z) = 111/250*z^3 - 109/30*z + 1
*
[ -11/3 ] 
f(z) = 117/242*z^3 - 115/22*z + 1
*
[ 3 ] 
f(z) = 119/243*z^3 - 101/27*z + 1
*
[ -8/3 ] 
f(z) = 101/256*z^3 - 103/72*z + 1
*
[ -8/3 ] 
f(z) = 103/256*z^3 - 107/72*z + 1
*
[ 9/4 ] 
f(z) = 106/243*z^3 - 119/72*z + 1
*
[ -8/3 ] 
f(z) = 107/256*z^3 - 115/72*z + 1
*
[ -8/3 ] 
f(z) = 109/256*z^3 - 119/72*z + 1
*
[ 11/6 ] 
f(z) = 117/242*z^3 - 103/88*z + 1
*
[ -12/5 ] 
f(z) = 100/243*z^3 - 103/108*z + 1
*
-16/7 | 0.18512247278751132910776761035330738143 | 0.024712362587680835957098151855445298282
f(z) = 105/256*z^3 - 107/112*z + 1
*
[ -7/3 ] 
f(z) = 111/245*z^3 - 109/105*z + 1
*
[ -7/3 ] 
f(z) = 114/245*z^3 - 116/105*z + 1
*
[ 30/17 ] 
f(z) = 119/250*z^3 - 107/102*z + 1
*
[ -16/7 ] 
f(z) = 119/256*z^3 - 111/112*z + 1
*
[ 4/7 ] 
f(z) = 119/256*z^3 - 101/112*z + 1
*
[ 8/15 ] 
f(z) = 105/256*z^3 - 119/120*z + 1
*
[ 3/5 ] 
f(z) = 110/243*z^3 - 112/135*z + 1
*
[ 3/5 ] 
f(z) = 115/243*z^3 - 113/135*z + 1
*
[ -9/4 ] 
f(z) = 103/243*z^3 - 101/144*z + 1
*
[ 11/7 ] 
f(z) = 105/242*z^3 - 109/154*z + 1
*
[ -9/4 ] 
f(z) = 107/243*z^3 - 113/144*z + 1
*
[ -9/4 ] 
f(z) = 109/243*z^3 - 119/144*z + 1
*
[ 11/9 ] 
f(z) = 117/242*z^3 - 107/198*z + 1
*
[ 8/9 ] 
f(z) = 111/256*z^3 - 101/216*z + 1
*
[ 7/6 ] 
f(z) = 114/245*z^3 - 103/210*z + 1
*
[ 6/5 ] 
f(z) = 115/252*z^3 - 103/210*z + 1
*
[ 16/13 ] 
f(z) = 117/256*z^3 - 105/208*z + 1
*
[ 9/10 ] 
f(z) = 104/243*z^3 - 103/225*z + 1
*
[ 9/10 ] 
f(z) = 112/243*z^3 - 109/225*z + 1
*
[ 9/10 ] 
f(z) = 116/243*z^3 - 112/225*z + 1
*
[ 13/10 ] 
f(z) = 100/247*z^3 - 112/247*z + 1
*
[ -11/5 ] 
f(z) = 100/253*z^3 - 116/253*z + 1
*
[ 10/11 ] 
f(z) = 101/250*z^3 - 105/242*z + 1
*
[ 7/6 ] 
f(z) = 108/259*z^3 - 110/259*z + 1
*
[ 10/11 ] 
f(z) = 111/250*z^3 - 113/242*z + 1
*
[ 18/5 ] 
f(z) = 100/243*z^3 - 83/18*z + 1
*
[ 5 ] 
f(z) = 101/250*z^3 - 93/10*z + 1
*
[ -5 ] 
f(z) = 101/250*z^3 - 89/10*z + 1
*
[ 4 ] 
f(z) = 101/256*z^3 - 89/16*z + 1
*
[ -4 ] 
f(z) = 101/256*z^3 - 81/16*z + 1
*
[ -5 ] 
f(z) = 103/250*z^3 - 91/10*z + 1
*
[ 4 ] 
f(z) = 103/256*z^3 - 91/16*z + 1
*
[ -4 ] 
f(z) = 103/256*z^3 - 83/16*z + 1
*
[ 4 ] 
f(z) = 105/256*z^3 - 93/16*z + 1
*
[ -4 ] 
f(z) = 105/256*z^3 - 85/16*z + 1
*
[ 5 ] 
f(z) = 107/250*z^3 - 99/10*z + 1
*
[ 4 ] 
f(z) = 107/256*z^3 - 95/16*z + 1
*
[ -4 ] 
f(z) = 107/256*z^3 - 87/16*z + 1
*
[ -5 ] 
f(z) = 109/250*z^3 - 97/10*z + 1
*
[ -10 ] 
f(z) = 109/250*z^3 - 85/2*z + 1
*
[ 4 ] 
f(z) = 109/256*z^3 - 97/16*z + 1
*
[ -4 ] 
f(z) = 109/256*z^3 - 89/16*z + 1
*
[ -5 ] 
f(z) = 111/250*z^3 - 99/10*z + 1
*
[ 10 ] 
f(z) = 111/250*z^3 - 87/2*z + 1
*
[ 4 ] 
f(z) = 111/256*z^3 - 99/16*z + 1
*
[ -4 ] 
f(z) = 111/256*z^3 - 91/16*z + 1
*
[ -4 ] 
f(z) = 113/256*z^3 - 93/16*z + 1
*
[ -4 ] 
f(z) = 115/256*z^3 - 95/16*z + 1
*
[ -4 ] 
f(z) = 117/256*z^3 - 97/16*z + 1
*
[ -10 ] 
f(z) = 119/250*z^3 - 93/2*z + 1
*
[ -4 ] 
f(z) = 119/256*z^3 - 99/16*z + 1
*
[ 3 ] 
f(z) = 100/243*z^3 - 82/27*z + 1
*
[ 3 ] 
f(z) = 101/243*z^3 - 83/27*z + 1
*
[ 3 ] 
f(z) = 103/243*z^3 - 85/27*z + 1
*
[ 3 ] 
f(z) = 104/243*z^3 - 86/27*z + 1
*
-8/3 | 0.23611939676351992684911286907037254410 | 0.029856833259123974724758461108309121237
f(z) = 105/256*z^3 - 85/24*z + 1
*
[ 3 ] 
f(z) = 106/243*z^3 - 88/27*z + 1
*
[ 3 ] 
f(z) = 107/243*z^3 - 89/27*z + 1
*
[ 3 ] 
f(z) = 109/243*z^3 - 91/27*z + 1
*
[ 3 ] 
f(z) = 110/243*z^3 - 92/27*z + 1
*
[ 3 ] 
f(z) = 112/243*z^3 - 94/27*z + 1
*
[ 3 ] 
f(z) = 113/243*z^3 - 95/27*z + 1
*
[ 3 ] 
f(z) = 115/243*z^3 - 97/27*z + 1
*
[ 3 ] 
f(z) = 116/243*z^3 - 98/27*z + 1
*
[ 3 ] 
f(z) = 118/243*z^3 - 100/27*z + 1
*
[ -3 ] 
f(z) = 118/243*z^3 - 82/27*z + 1
*
[ -3 ] 
f(z) = 119/243*z^3 - 83/27*z + 1
*
[ 5/17 ] 
f(z) = 119/250*z^3 - 83/34*z + 1
*
[ 5/2 ] 
f(z) = 107/250*z^3 - 83/40*z + 1
*
[ 5/2 ] 
f(z) = 111/250*z^3 - 87/40*z + 1
*
[ 5/2 ] 
f(z) = 113/250*z^3 - 89/40*z + 1
*
[ 5/2 ] 
f(z) = 117/250*z^3 - 93/40*z + 1
*
-9/4 | 0.19511383915490293193072206259476156639 | 0.025291250323491843369513431706188850688
f(z) = 112/243*z^3 - 83/63*z + 1
*
[ 2 ] 
f(z) = 113/240*z^3 - 83/60*z + 1
*
[ 2 ] 
f(z) = 113/256*z^3 - 81/64*z + 1
*
[ 2 ] 
f(z) = 115/256*z^3 - 83/64*z + 1
*
[ 2 ] 
f(z) = 117/256*z^3 - 85/64*z + 1
*
[ 2 ] 
f(z) = 119/240*z^3 - 89/60*z + 1
*
[ 2 ] 
f(z) = 119/256*z^3 - 87/64*z + 1
*
[ 5/3 ] 
f(z) = 119/250*z^3 - 83/90*z + 1
*
[ -7/3 ] 
f(z) = 102/245*z^3 - 88/105*z + 1
*
[ 4/7 ] 
f(z) = 105/256*z^3 - 99/112*z + 1
*
[ -11/5 ] 
f(z) = 115/242*z^3 - 93/110*z + 1
*
[ 8/13 ] 
f(z) = 117/256*z^3 - 83/104*z + 1
*
[ 3/2 ] 
f(z) = 119/243*z^3 - 83/108*z + 1
*
[ 5/8 ] 
f(z) = 101/250*z^3 - 97/128*z + 1
*
[ 5/8 ] 
f(z) = 111/250*z^3 - 99/128*z + 1
*
[ 2/3 ] 
f(z) = 117/244*z^3 - 87/122*z + 1
*
[ -9/4 ] 
f(z) = 101/243*z^3 - 95/144*z + 1
*
[ 4/3 ] 
f(z) = 119/256*z^3 - 83/144*z + 1
*
[ 5/4 ] 
f(z) = 113/250*z^3 - 81/160*z + 1
*
[ 5/4 ] 
f(z) = 119/250*z^3 - 87/160*z + 1
*
[ 27/28 ] 
f(z) = 112/243*z^3 - 88/189*z + 1
*
[ 9/10 ] 
f(z) = 115/243*z^3 - 89/180*z + 1
*
[ 20/21 ] 
f(z) = 117/250*z^3 - 93/196*z + 1
*
[ 7/6 ] 
f(z) = 102/245*z^3 - 89/210*z + 1
*
[ 8/9 ] 
f(z) = 105/256*z^3 - 97/216*z + 1
*
[ 11/10 ] 
f(z) = 100/253*z^3 - 98/253*z + 1
*
[ 16/15 ] 
f(z) = 105/256*z^3 - 97/240*z + 1
*
[ -18/5 ] 
f(z) = 100/243*z^3 - 73/18*z + 1
*
[ 9/2 ] 
f(z) = 100/243*z^3 - 68/9*z + 1
*
[ -9/2 ] 
f(z) = 100/243*z^3 - 64/9*z + 1
*
[ 10 ] 
f(z) = 101/250*z^3 - 79/2*z + 1
*
[ 9/2 ] 
f(z) = 104/243*z^3 - 71/9*z + 1
*
[ -9/2 ] 
f(z) = 104/243*z^3 - 67/9*z + 1
*
[ 10/3 ] 
f(z) = 107/250*z^3 - 73/18*z + 1
*
[ 9/2 ] 
f(z) = 112/243*z^3 - 77/9*z + 1
*
[ -9/2 ] 
f(z) = 112/243*z^3 - 73/9*z + 1
*
[ -10/3 ] 
f(z) = 113/250*z^3 - 67/18*z + 1
*
[ 9/2 ] 
f(z) = 116/243*z^3 - 80/9*z + 1
*
[ -9/2 ] 
f(z) = 116/243*z^3 - 76/9*z + 1
*
27/10 | 0.16888266531075946187358148937957760993 | 0.025718149811200456435217108096329865749
f(z) = 100/243*z^3 - 79/27*z + 1
*
[ -3 ] 
f(z) = 101/243*z^3 - 65/27*z + 1
*
-2 | 0.10210146519959856074839707261721863749 | 0.016286472655551022198052174992156288356
f(z) = 101/248*z^3 - 66/31*z + 1
*
[ -3 ] 
f(z) = 103/243*z^3 - 67/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016247350823425269332719161952523196231
f(z) = 103/248*z^3 - 67/31*z + 1
*
[ -3 ] 
f(z) = 104/243*z^3 - 68/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016209137164797924985446890519097487084
f(z) = 105/248*z^3 - 68/31*z + 1
*
[ -3 ] 
f(z) = 106/243*z^3 - 70/27*z + 1
*
[ -3 ] 
f(z) = 107/243*z^3 - 71/27*z + 1
*
-2 | 0.10210053233638855878112704979475716509 | 0.016171656822441399777281752627399705931
f(z) = 107/248*z^3 - 69/31*z + 1
*
[ 7/3 ] 
f(z) = 108/245*z^3 - 64/35*z + 1
*
[ -3 ] 
f(z) = 109/243*z^3 - 73/27*z + 1
*
-2 | 0.10263665246480484920011024856949203003 | 0.016219607744614472971564218286516708803
f(z) = 109/248*z^3 - 70/31*z + 1
*
[ -3 ] 
f(z) = 110/243*z^3 - 74/27*z + 1
*
-2 | 0.10296800741263295893849553276426305973 | 0.016235578068354895362438686286118347714
f(z) = 111/248*z^3 - 71/31*z + 1
*
[ -3 ] 
f(z) = 112/243*z^3 - 76/27*z + 1
*
[ -3 ] 
f(z) = 113/243*z^3 - 77/27*z + 1
*
-2 | 0.10323042293444150233476875392786341993 | 0.016241138200472116695534226452597126376
f(z) = 113/248*z^3 - 72/31*z + 1
*
[ -3 ] 
f(z) = 115/243*z^3 - 79/27*z + 1
*
-2 | 0.10345686946016221823321165589898154167 | 0.016241519254232977735553366067525286363
f(z) = 115/248*z^3 - 73/31*z + 1
*
[ -3 ] 
f(z) = 116/243*z^3 - 80/27*z + 1
*
[ 9/4 ] 
f(z) = 116/243*z^3 - 67/36*z + 1
*
[ 7/3 ] 
f(z) = 117/245*z^3 - 71/35*z + 1
*
-2 | 0.10365939393462993263586199652069286711 | 0.016238628682260862300257460671647343735
f(z) = 117/248*z^3 - 74/31*z + 1
*
-2 | 0.10384406033546784661159546448558015303 | 0.016233422271697475987577407875835719402
f(z) = 119/248*z^3 - 75/31*z + 1
*
[ -20/7 ] 
f(z) = 119/250*z^3 - 71/28*z + 1
*
[ 5/2 ] 
f(z) = 101/250*z^3 - 77/40*z + 1
*
[ 5/2 ] 
f(z) = 103/250*z^3 - 79/40*z + 1
*
[ -5/2 ] 
f(z) = 117/250*z^3 - 61/40*z + 1
*
[ -5/2 ] 
f(z) = 119/250*z^3 - 63/40*z + 1
*
[ 2 ] 
f(z) = 101/240*z^3 - 71/60*z + 1
*
[ 2 ] 
f(z) = 101/256*z^3 - 69/64*z + 1
*
[ 2 ] 
f(z) = 103/240*z^3 - 73/60*z + 1
*
[ 2 ] 
f(z) = 103/256*z^3 - 71/64*z + 1
*
[ 7/4 ] 
f(z) = 104/245*z^3 - 61/70*z + 1
*
[ 2 ] 
f(z) = 105/256*z^3 - 73/64*z + 1
*
[ 2 ] 
f(z) = 107/240*z^3 - 77/60*z + 1
*
[ 2 ] 
f(z) = 107/256*z^3 - 75/64*z + 1
*
[ 2 ] 
f(z) = 109/240*z^3 - 79/60*z + 1
*
[ 2 ] 
f(z) = 109/256*z^3 - 77/64*z + 1
*
[ -9/4 ] 
f(z) = 110/243*z^3 - 61/72*z + 1
*
[ 2 ] 
f(z) = 111/256*z^3 - 79/64*z + 1
*
[ -9/4 ] 
f(z) = 118/243*z^3 - 73/72*z + 1
*
[ 5/3 ] 
f(z) = 103/250*z^3 - 67/90*z + 1
*
[ 2/3 ] 
f(z) = 105/248*z^3 - 64/93*z + 1
*
[ 5/3 ] 
f(z) = 107/250*z^3 - 71/90*z + 1
*
[ 5/3 ] 
f(z) = 109/250*z^3 - 73/90*z + 1
*
[ 5/7 ] 
f(z) = 109/250*z^3 - 61/98*z + 1
*
[ 2/3 ] 
f(z) = 111/248*z^3 - 65/93*z + 1
*
[ 5/3 ] 
f(z) = 113/250*z^3 - 77/90*z + 1
*
[ 10/7 ] 
f(z) = 113/250*z^3 - 61/98*z + 1
*
[ 3/2 ] 
f(z) = 101/243*z^3 - 65/108*z + 1
*
[ 3/2 ] 
f(z) = 103/243*z^3 - 67/108*z + 1
*
[ 9/13 ] 
f(z) = 104/243*z^3 - 76/117*z + 1
*
[ -11/5 ] 
f(z) = 105/242*z^3 - 71/110*z + 1
*
[ -16/7 ] 
f(z) = 105/256*z^3 - 79/112*z + 1
*
[ 3/2 ] 
f(z) = 107/243*z^3 - 71/108*z + 1
*
[ 3/2 ] 
f(z) = 109/243*z^3 - 73/108*z + 1
*
[ 3/2 ] 
f(z) = 113/243*z^3 - 77/108*z + 1
*
[ 3/2 ] 
f(z) = 115/243*z^3 - 79/108*z + 1
*
[ 3/4 ] 
f(z) = 116/243*z^3 - 65/108*z + 1
*
[ 5/6 ] 
f(z) = 111/250*z^3 - 61/120*z + 1
*
[ 4/3 ] 
f(z) = 117/248*z^3 - 73/124*z + 1
*
-5/3 | 0.23195455842425584771368680575755864884 | 0.028684490463225759650504808866091673503
f(z) = 117/250*z^3 - 61/130*z + 1
*
[ 4/3 ] 
f(z) = 101/256*z^3 - 65/144*z + 1
*
[ 4/3 ] 
f(z) = 103/256*z^3 - 67/144*z + 1
*
[ 4/3 ] 
f(z) = 107/256*z^3 - 71/144*z + 1
*
[ 4/3 ] 
f(z) = 109/256*z^3 - 73/144*z + 1
*
[ 4/3 ] 
f(z) = 113/256*z^3 - 77/144*z + 1
*
[ 4/3 ] 
f(z) = 115/256*z^3 - 79/144*z + 1
*
[ 9/8 ] 
f(z) = 116/243*z^3 - 71/144*z + 1
*
[ 7/6 ] 
f(z) = 117/245*z^3 - 71/140*z + 1
*
[ 5/4 ] 
f(z) = 101/250*z^3 - 69/160*z + 1
*
[ 5/4 ] 
f(z) = 103/250*z^3 - 71/160*z + 1
*
[ 5/4 ] 
f(z) = 109/250*z^3 - 77/160*z + 1
*
[ 10/9 ] 
f(z) = 109/250*z^3 - 71/162*z + 1
*
[ 5/4 ] 
f(z) = 111/250*z^3 - 79/160*z + 1
*
[ 10/9 ] 
f(z) = 119/250*z^3 - 79/162*z + 1
*
[ -10/3 ] 
f(z) = 103/250*z^3 - 59/18*z + 1
*
[ 9/4 ] 
f(z) = 100/243*z^3 - 55/36*z + 1
*
[ 9/20 ] 
f(z) = 100/243*z^3 - 47/36*z + 1
*
[ -27/10 ] 
f(z) = 100/243*z^3 - 44/27*z + 1
*
[ 8/3 ] 
f(z) = 105/256*z^3 - 55/24*z + 1
*
[ 8/3 ] 
f(z) = 111/256*z^3 - 59/24*z + 1
*
[ -8/3 ] 
f(z) = 111/256*z^3 - 41/24*z + 1
*
[ 2 ] 
f(z) = 113/248*z^3 - 41/31*z + 1
*
[ 2 ] 
f(z) = 115/248*z^3 - 42/31*z + 1
*
[ -7/3 ] 
f(z) = 117/245*z^3 - 41/35*z + 1
*
[ 2 ] 
f(z) = 117/248*z^3 - 43/31*z + 1
*
[ 2 ] 
f(z) = 119/248*z^3 - 44/31*z + 1
*
[ -5/2 ] 
f(z) = 103/250*z^3 - 47/40*z + 1
*
[ -5/2 ] 
f(z) = 107/250*z^3 - 51/40*z + 1
*
[ -5/2 ] 
f(z) = 109/250*z^3 - 53/40*z + 1
*
[ 9/5 ] 
f(z) = 110/243*z^3 - 46/45*z + 1
*
[ -5/2 ] 
f(z) = 113/250*z^3 - 57/40*z + 1
*
[ 9/5 ] 
f(z) = 115/243*z^3 - 49/45*z + 1
*
[ 3/2 ] 
f(z) = 118/243*z^3 - 41/54*z + 1
*
[ -9/4 ] 
f(z) = 106/243*z^3 - 55/72*z + 1
*
[ 9/14 ] 
f(z) = 112/243*z^3 - 47/63*z + 1
*
[ 2/3 ] 
f(z) = 117/256*z^3 - 45/64*z + 1
*
[ 10/7 ] 
f(z) = 119/250*z^3 - 47/70*z + 1
*
[ 10/7 ] 
f(z) = 103/250*z^3 - 53/98*z + 1
*
[ 4/5 ] 
f(z) = 105/256*z^3 - 41/80*z + 1
*
[ 9/11 ] 
f(z) = 110/243*z^3 - 52/99*z + 1
*
[ 9/10 ] 
f(z) = 110/243*z^3 - 43/90*z + 1
*
[ 4/5 ] 
f(z) = 115/256*z^3 - 43/80*z + 1
*
[ 10/9 ] 
f(z) = 117/250*z^3 - 43/90*z + 1
*
[ 27/20 ] 
f(z) = 100/243*z^3 - 53/108*z + 1
*
[ 7/9 ] 
f(z) = 108/245*z^3 - 58/105*z + 1
*
[ 9/8 ] 
f(z) = 100/243*z^3 - 59/144*z + 1
*
[ 9/4 ] 
f(z) = 104/243*z^3 - 29/18*z + 1
*
[ 5 ] 
f(z) = 113/250*z^3 - 21/2*z + 1
*
[ -5 ] 
f(z) = 117/250*z^3 - 21/2*z + 1
*
[ 8/3 ] 
f(z) = 117/256*z^3 - 21/8*z + 1
*
[ -9/4 ] 
f(z) = 100/243*z^3 - 23/36*z + 1
*
[ 3/5 ] 
f(z) = 100/243*z^3 - 22/27*z + 1
*
[ 2 ] 
f(z) = 101/248*z^3 - 35/31*z + 1
*
[ 2 ] 
f(z) = 103/248*z^3 - 36/31*z + 1
*
[ 2 ] 
f(z) = 105/248*z^3 - 37/31*z + 1
*
[ -8/3 ] 
f(z) = 105/256*z^3 - 37/24*z + 1
*
[ 2 ] 
f(z) = 107/248*z^3 - 38/31*z + 1
*
[ -7/3 ] 
f(z) = 108/245*z^3 - 34/35*z + 1
*
[ 2 ] 
f(z) = 109/248*z^3 - 39/31*z + 1
*
[ 2 ] 
f(z) = 111/248*z^3 - 40/31*z + 1
*
[ -9/4 ] 
f(z) = 116/243*z^3 - 35/36*z + 1
*
[ 2/3 ] 
f(z) = 117/248*z^3 - 22/31*z + 1
*
[ -20/9 ] 
f(z) = 117/250*z^3 - 31/36*z + 1
*
[ 6/5 ] 
f(z) = 100/243*z^3 - 23/54*z + 1
*
[ 3/4 ] 
f(z) = 104/243*z^3 - 31/54*z + 1
*
[ 8/5 ] 
f(z) = 105/256*z^3 - 27/40*z + 1
*
[ 4/3 ] 
f(z) = 105/256*z^3 - 23/48*z + 1
*
[ 8/7 ] 
f(z) = 105/256*z^3 - 23/56*z + 1
*
[ 3/2 ] 
f(z) = 106/243*z^3 - 35/54*z + 1
*
[ 3/2 ] 
f(z) = 110/243*z^3 - 37/54*z + 1
*
[ 4/3 ] 
f(z) = 111/256*z^3 - 25/48*z + 1
*
[ 8/5 ] 
f(z) = 115/256*z^3 - 31/40*z + 1
*
[ 5/6 ] 
f(z) = 117/250*z^3 - 21/40*z + 1
*
[ 8/7 ] 
f(z) = 119/256*z^3 - 27/56*z + 1
*
[ 5/6 ] 
f(z) = 103/250*z^3 - 35/72*z + 1
*
[ 9/8 ] 
f(z) = 104/243*z^3 - 31/72*z + 1
*
[ 9/7 ] 
f(z) = 112/243*z^3 - 34/63*z + 1
*
[ 5/6 ] 
f(z) = 113/250*z^3 - 37/72*z + 1
*
[ 8/9 ] 
f(z) = 117/256*z^3 - 35/72*z + 1
*
[ 9/7 ] 
f(z) = 119/243*z^3 - 37/63*z + 1
*
[ 9/5 ] 
f(z) = 100/243*z^3 - 8/9*z + 1
*
[ 9/10 ] 
f(z) = 100/243*z^3 - 4/9*z + 1
*
[ 5/3 ] 
f(z) = 101/250*z^3 - 13/18*z + 1
*
[ -5/2 ] 
f(z) = 101/250*z^3 - 9/8*z + 1
*
[ 5 ] 
f(z) = 103/250*z^3 - 19/2*z + 1
*
[ -9/4 ] 
f(z) = 104/243*z^3 - 13/18*z + 1
*
[ -5 ] 
f(z) = 107/250*z^3 - 19/2*z + 1
*
[ 5/2 ] 
f(z) = 109/250*z^3 - 17/8*z + 1
*
[ -5/2 ] 
f(z) = 111/250*z^3 - 11/8*z + 1
*
[ 5/3 ] 
f(z) = 111/250*z^3 - 5/6*z + 1
*
[ 9/4 ] 
f(z) = 112/243*z^3 - 16/9*z + 1
*
[ -9/4 ] 
f(z) = 112/243*z^3 - 8/9*z + 1
*
[ 5/9 ] 
f(z) = 117/250*z^3 - 17/18*z + 1
*
[ 10/3 ] 
f(z) = 117/250*z^3 - 9/2*z + 1
*
[ 5/3 ] 
f(z) = 117/250*z^3 - 9/10*z + 1
*
[ -8/3 ] 
f(z) = 117/256*z^3 - 15/8*z + 1
*
[ 4/3 ] 
f(z) = 117/256*z^3 - 9/16*z + 1
*
[ 5/2 ] 
f(z) = 119/250*z^3 - 19/8*z + 1
*
[ 5/7 ] 
f(z) = 119/250*z^3 - 9/14*z + 1
*
-9/5 | 0.20021679331036261052679351779469691542 | 0.029104003194680812615437051861650752979
f(z) = 100/243*z^3 - 19/36*z + 1
*
[ 3/2 ] 
f(z) = 100/243*z^3 - 16/27*z + 1
*
[ 3/2 ] 
f(z) = 104/243*z^3 - 17/27*z + 1
*
[ 5/4 ] 
f(z) = 107/250*z^3 - 15/32*z + 1
*
[ 7/6 ] 
f(z) = 108/245*z^3 - 16/35*z + 1
*
[ 3/2 ] 
f(z) = 112/243*z^3 - 19/27*z + 1
*
[ 9/8 ] 
f(z) = 112/243*z^3 - 17/36*z + 1
*
[ 3/4 ] 
f(z) = 112/243*z^3 - 16/27*z + 1
*
[ 3/2 ] 
f(z) = 116/243*z^3 - 20/27*z + 1
*
[ 5/4 ] 
f(z) = 117/250*z^3 - 17/32*z + 1
*
[ 10/13 ] 
f(z) = 117/250*z^3 - 15/26*z + 1
*
[ 3 ] 
f(z) = 113/261*z^3 - 281/87*z + 1
*
[ 3 ] 
f(z) = 115/261*z^3 - 287/87*z + 1
*
[ 3 ] 
f(z) = 115/279*z^3 - 283/93*z + 1
*
[ 3 ] 
f(z) = 116/279*z^3 - 286/93*z + 1
*
[ 3 ] 
f(z) = 118/261*z^3 - 296/87*z + 1
*
[ 3 ] 
f(z) = 118/279*z^3 - 292/93*z + 1
*
[ 3 ] 
f(z) = 119/261*z^3 - 299/87*z + 1
*
[ 3 ] 
f(z) = 119/279*z^3 - 295/93*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016352644031388013698960151858643438522
f(z) = 107/268*z^3 - 281/134*z + 1
*
-2 | 0.083738395174629715250054223480262141436 | 0.013210878333822450245351705032008946722
f(z) = 107/276*z^3 - 283/138*z + 1
*
-2 | 0.10297789055894745411740703219146908236 | 0.016246172146132893476864729280734090744
f(z) = 109/260*z^3 - 283/130*z + 1
*
-2 | 0.10353764221845681358352248197636278836 | 0.016316352896864886144200712173318311536
f(z) = 109/268*z^3 - 285/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013181606212672042504023883697363671477
f(z) = 109/276*z^3 - 287/138*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016209915506672926204569210503884942071
f(z) = 111/260*z^3 - 287/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016280461249992610266317394895191630736
f(z) = 111/268*z^3 - 289/134*z + 1
*
-2 | 0.10321315528652098982456367929005607055 | 0.016211990008262568339158455488722307231
f(z) = 113/260*z^3 - 291/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016245347692220197210607610589815012451
f(z) = 113/268*z^3 - 293/134*z + 1
*
-2 | 0.083737859117329043604425957845818812910 | 0.013124804207603670761148215405887942893
f(z) = 113/276*z^3 - 295/138*z + 1
*
-2 | 0.10354607300207321017819614085993247773 | 0.016212310868025953047787626751163918731
f(z) = 115/268*z^3 - 297/134*z + 1
*
[ -5/2 ] 
f(z) = 119/275*z^3 - 287/220*z + 1
*
[ 1/2 ] 
f(z) = 100/261*z^3 - 286/261*z + 1
*
[ 1/2 ] 
f(z) = 100/263*z^3 - 288/263*z + 1
*
[ 1/2 ] 
f(z) = 100/267*z^3 - 292/267*z + 1
*
[ 1/2 ] 
f(z) = 100/269*z^3 - 294/269*z + 1
*
[ 1/2 ] 
f(z) = 100/271*z^3 - 296/271*z + 1
*
[ 2 ] 
f(z) = 103/262*z^3 - 281/262*z + 1
*
[ 1/2 ] 
f(z) = 104/261*z^3 - 287/261*z + 1
*
[ 1/2 ] 
f(z) = 104/263*z^3 - 289/263*z + 1
*
[ 1/2 ] 
f(z) = 104/265*z^3 - 291/265*z + 1
*
[ 1/2 ] 
f(z) = 104/267*z^3 - 293/267*z + 1
*
[ 1/2 ] 
f(z) = 104/269*z^3 - 295/269*z + 1
*
[ 1/2 ] 
f(z) = 104/271*z^3 - 297/271*z + 1
*
[ 2 ] 
f(z) = 105/262*z^3 - 289/262*z + 1
*
[ 2 ] 
f(z) = 105/274*z^3 - 283/274*z + 1
*
[ 2 ] 
f(z) = 105/278*z^3 - 281/278*z + 1
*
[ 2 ] 
f(z) = 107/262*z^3 - 297/262*z + 1
*
[ 2 ] 
f(z) = 107/266*z^3 - 295/266*z + 1
*
[ 2 ] 
f(z) = 107/270*z^3 - 293/270*z + 1
*
[ 2 ] 
f(z) = 107/274*z^3 - 291/274*z + 1
*
[ 2 ] 
f(z) = 107/278*z^3 - 289/278*z + 1
*
[ 1/2 ] 
f(z) = 108/263*z^3 - 290/263*z + 1
*
[ 1/2 ] 
f(z) = 108/265*z^3 - 292/265*z + 1
*
[ 1/2 ] 
f(z) = 108/269*z^3 - 296/269*z + 1
*
[ 1/2 ] 
f(z) = 108/271*z^3 - 298/271*z + 1
*
[ 2 ] 
f(z) = 109/274*z^3 - 299/274*z + 1
*
[ 2 ] 
f(z) = 109/278*z^3 - 297/278*z + 1
*
[ 1/2 ] 
f(z) = 112/261*z^3 - 289/261*z + 1
*
[ 1/2 ] 
f(z) = 112/263*z^3 - 291/263*z + 1
*
[ 1/2 ] 
f(z) = 112/265*z^3 - 293/265*z + 1
*
[ 1/2 ] 
f(z) = 112/267*z^3 - 295/267*z + 1
*
[ 1/2 ] 
f(z) = 112/269*z^3 - 297/269*z + 1
*
[ 1/2 ] 
f(z) = 112/271*z^3 - 299/271*z + 1
*
[ 1/2 ] 
f(z) = 116/263*z^3 - 292/263*z + 1
*
[ 1/2 ] 
f(z) = 116/265*z^3 - 294/265*z + 1
*
[ 1/2 ] 
f(z) = 116/267*z^3 - 296/267*z + 1
*
[ 1/2 ] 
f(z) = 116/269*z^3 - 298/269*z + 1
*
-3/2 | 0.15569322482769923871526891807081981460 | 0.017358729526057754835893334760039456672
f(z) = 119/270*z^3 - 291/280*z + 1
*
[ 3 ] 
f(z) = 107/261*z^3 - 263/87*z + 1
*
[ 3 ] 
f(z) = 109/261*z^3 - 269/87*z + 1
*
[ 3 ] 
f(z) = 109/279*z^3 - 265/93*z + 1
*
[ 3 ] 
f(z) = 110/261*z^3 - 272/87*z + 1
*
[ 3 ] 
f(z) = 110/279*z^3 - 268/93*z + 1
*
[ 3 ] 
f(z) = 112/261*z^3 - 278/87*z + 1
*
[ 3 ] 
f(z) = 112/279*z^3 - 274/93*z + 1
*
[ 3 ] 
f(z) = 113/279*z^3 - 277/93*z + 1
*
-2 | 0.10297636932333459630718969276778466239 | 0.016396477541196469914643155312158174151
f(z) = 101/260*z^3 - 267/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016466145818127669367953876810646500406
f(z) = 101/268*z^3 - 269/134*z + 1
*
-2 | 0.083736825500908153882244760643084245455 | 0.013301554768576676661322828497290325914
f(z) = 101/276*z^3 - 271/138*z + 1
*
-2 | 0.10297608363879556719557880153014885916 | 0.016357701742110065545473029994536933317
f(z) = 103/260*z^3 - 271/130*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016427582935576276912885773021829028058
f(z) = 103/268*z^3 - 273/134*z + 1
*
-2 | 0.083738527281373683883062085256541043074 | 0.013270936894750001442613522120185705635
f(z) = 103/276*z^3 - 275/138*z + 1
*
-2 | 0.10353679593538623478712104146814955346 | 0.016389757283452659782543977587388355570
f(z) = 105/268*z^3 - 277/134*z + 1
*
-2 | 0.10297558575954680980534650032792332186 | 0.016282375237090181161129801595345891015
f(z) = 107/260*z^3 - 279/130*z + 1
*
[ -5/2 ] 
f(z) = 117/275*z^3 - 277/220*z + 1
*
-7/5 | 0.15451001118561313620111168928625955000 | 0.027526542821955488172513976551707347497
f(z) = 100/273*z^3 - 274/273*z + 1
*
[ 2 ] 
f(z) = 101/262*z^3 - 273/262*z + 1
*
[ 2 ] 
f(z) = 101/266*z^3 - 271/266*z + 1
*
[ 2 ] 
f(z) = 101/270*z^3 - 269/270*z + 1
*
[ 2 ] 
f(z) = 101/274*z^3 - 267/274*z + 1
*
[ 2 ] 
f(z) = 101/278*z^3 - 265/278*z + 1
*
[ 2 ] 
f(z) = 103/266*z^3 - 279/266*z + 1
*
[ 2 ] 
f(z) = 103/270*z^3 - 277/270*z + 1
*
[ 2 ] 
f(z) = 103/274*z^3 - 275/274*z + 1
*
[ 2 ] 
f(z) = 103/278*z^3 - 273/278*z + 1
*
[ -5/2 ] 
f(z) = 104/265*z^3 - 279/265*z + 1
*
[ 3 ] 
f(z) = 100/261*z^3 - 242/87*z + 1
*
[ 3 ] 
f(z) = 101/261*z^3 - 245/87*z + 1
*
[ 3 ] 
f(z) = 101/279*z^3 - 241/93*z + 1
*
[ 3 ] 
f(z) = 103/261*z^3 - 251/87*z + 1
*
[ 3 ] 
f(z) = 103/279*z^3 - 247/93*z + 1
*
[ 3 ] 
f(z) = 104/261*z^3 - 254/87*z + 1
*
[ 3 ] 
f(z) = 104/279*z^3 - 250/93*z + 1
*
[ 3 ] 
f(z) = 106/261*z^3 - 260/87*z + 1
*
[ 3 ] 
f(z) = 106/279*z^3 - 256/93*z + 1
*
[ 3 ] 
f(z) = 107/279*z^3 - 259/93*z + 1
*
[ -3 ] 
f(z) = 119/261*z^3 - 241/87*z + 1
*
[ 2/5 ] 
f(z) = 115/264*z^3 - 259/165*z + 1
*
6/5 | 0.18973440389392553154477392600583159356 | 0.025083080671864869245986043739967284391
f(z) = 115/264*z^3 - 241/165*z + 1
*
[ -5/2 ] 
f(z) = 111/275*z^3 - 247/220*z + 1
*
[ -5/2 ] 
f(z) = 113/275*z^3 - 257/220*z + 1
*
[ -7/3 ] 
f(z) = 117/266*z^3 - 257/266*z + 1
*
3/7 | 0.20763944374224557667166154458782711074 | 0.023669896589235145750090025815483730146
f(z) = 119/270*z^3 - 239/70*z + 1
*
[ 3 ] 
f(z) = 100/279*z^3 - 238/93*z + 1
*
[ -3 ] 
f(z) = 113/261*z^3 - 223/87*z + 1
*
[ -3 ] 
f(z) = 115/261*z^3 - 229/87*z + 1
*
[ -3 ] 
f(z) = 115/279*z^3 - 221/93*z + 1
*
[ -3 ] 
f(z) = 116/279*z^3 - 224/93*z + 1
*
[ -3 ] 
f(z) = 118/261*z^3 - 238/87*z + 1
*
[ -3 ] 
f(z) = 118/279*z^3 - 230/93*z + 1
*
[ -3 ] 
f(z) = 119/279*z^3 - 233/93*z + 1
*
[ 5/2 ] 
f(z) = 118/275*z^3 - 229/110*z + 1
*
[ -8/3 ] 
f(z) = 117/272*z^3 - 229/136*z + 1
*
[ -5/2 ] 
f(z) = 107/275*z^3 - 227/220*z + 1
*
[ -5/2 ] 
f(z) = 109/275*z^3 - 237/220*z + 1
*
-13/10 | 0.15450897756919224647893049208352498255 | 0.027544300641964037185929642484097699587
f(z) = 100/273*z^3 - 232/273*z + 1
*
[ 11/6 ] 
f(z) = 108/275*z^3 - 238/275*z + 1
*
[ 3/10 ] 
f(z) = 100/261*z^3 - 206/87*z + 1
*
[ 3/10 ] 
f(z) = 100/279*z^3 - 220/93*z + 1
*
[ -3 ] 
f(z) = 106/261*z^3 - 202/87*z + 1
*
[ -3 ] 
f(z) = 107/261*z^3 - 205/87*z + 1
*
[ -3 ] 
f(z) = 109/261*z^3 - 211/87*z + 1
*
[ -3 ] 
f(z) = 109/279*z^3 - 203/93*z + 1
*
[ -3 ] 
f(z) = 110/261*z^3 - 214/87*z + 1
*
[ -3 ] 
f(z) = 110/279*z^3 - 206/93*z + 1
*
[ -3 ] 
f(z) = 112/261*z^3 - 220/87*z + 1
*
[ -3 ] 
f(z) = 112/279*z^3 - 212/93*z + 1
*
[ -3 ] 
f(z) = 113/279*z^3 - 215/93*z + 1
*
[ 5/2 ] 
f(z) = 114/275*z^3 - 219/110*z + 1
*
[ -5/2 ] 
f(z) = 103/275*z^3 - 207/220*z + 1
*
[ 3/5 ] 
f(z) = 103/270*z^3 - 201/250*z + 1
*
[ 3/5 ] 
f(z) = 109/270*z^3 - 203/250*z + 1
*
[ 9/5 ] 
f(z) = 100/261*z^3 - 208/261*z + 1
*
[ 3/5 ] 
f(z) = 100/267*z^3 - 214/267*z + 1
*
[ 3/5 ] 
f(z) = 100/273*z^3 - 218/273*z + 1
*
[ 5/3 ] 
f(z) = 117/265*z^3 - 219/265*z + 1
*
[ 2/3 ] 
f(z) = 107/264*z^3 - 202/297*z + 1
*
[ 2/3 ] 
f(z) = 109/264*z^3 - 203/297*z + 1
*
[ 2/3 ] 
f(z) = 113/264*z^3 - 205/297*z + 1
*
[ 2/3 ] 
f(z) = 115/264*z^3 - 206/297*z + 1
*
[ 2/3 ] 
f(z) = 119/264*z^3 - 208/297*z + 1
*
[ -3 ] 
f(z) = 100/261*z^3 - 184/87*z + 1
*
[ -3 ] 
f(z) = 101/261*z^3 - 187/87*z + 1
*
[ -3 ] 
f(z) = 103/261*z^3 - 193/87*z + 1
*
[ -3 ] 
f(z) = 103/279*z^3 - 185/93*z + 1
*
[ -3 ] 
f(z) = 104/261*z^3 - 196/87*z + 1
*
[ -3 ] 
f(z) = 104/279*z^3 - 188/93*z + 1
*
[ -3 ] 
f(z) = 106/279*z^3 - 194/93*z + 1
*
[ -3 ] 
f(z) = 107/279*z^3 - 197/93*z + 1
*
[ 5/2 ] 
f(z) = 102/275*z^3 - 189/110*z + 1
*
[ 5/2 ] 
f(z) = 106/275*z^3 - 199/110*z + 1
*
-4/3 | 0.17451652015188833391918576539218422852 | 0.026030091654862019899203715925343835873
f(z) = 111/272*z^3 - 199/204*z + 1
*
[ -5/2 ] 
f(z) = 101/275*z^3 - 197/220*z + 1
*
[ 9/5 ] 
f(z) = 100/279*z^3 - 200/279*z + 1
*
[ 5/3 ] 
f(z) = 108/265*z^3 - 194/265*z + 1
*
[ -9/4 ] 
f(z) = 112/261*z^3 - 190/261*z + 1
*
[ 2/3 ] 
f(z) = 117/262*z^3 - 183/262*z + 1
*
[ 2/3 ] 
f(z) = 117/266*z^3 - 185/266*z + 1
*
[ 2/3 ] 
f(z) = 117/274*z^3 - 189/274*z + 1
*
[ 2/3 ] 
f(z) = 117/278*z^3 - 191/278*z + 1
*
[ 2/3 ] 
f(z) = 101/264*z^3 - 199/297*z + 1
*
[ 2/3 ] 
f(z) = 103/264*z^3 - 200/297*z + 1
*
3/7 | 0.22401683062541826307012795359270448966 | 0.026587213481100152633668073180988748442
f(z) = 119/270*z^3 - 169/70*z + 1
*
[ -3 ] 
f(z) = 100/279*z^3 - 176/93*z + 1
*
[ -3 ] 
f(z) = 101/279*z^3 - 179/93*z + 1
*
[ 2 ] 
f(z) = 113/260*z^3 - 161/130*z + 1
*
[ 2 ] 
f(z) = 115/268*z^3 - 163/134*z + 1
*
[ 2 ] 
f(z) = 117/268*z^3 - 167/134*z + 1
*
[ 2 ] 
f(z) = 119/260*z^3 - 173/130*z + 1
*
[ 2 ] 
f(z) = 119/268*z^3 - 171/134*z + 1
*
[ 2 ] 
f(z) = 119/276*z^3 - 169/138*z + 1
*
[ 5/8 ] 
f(z) = 112/275*z^3 - 167/220*z + 1
*
[ 7/10 ] 
f(z) = 100/273*z^3 - 166/273*z + 1
*
[ 3/2 ] 
f(z) = 112/267*z^3 - 163/267*z + 1
*
[ -9/4 ] 
f(z) = 112/279*z^3 - 164/279*z + 1
*
[ 3/2 ] 
f(z) = 116/267*z^3 - 172/267*z + 1
*
[ 3/2 ] 
f(z) = 116/273*z^3 - 170/273*z + 1
*
[ -6 ] 
f(z) = 119/270*z^3 - 147/10*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016386781431477629172035208321163589734
f(z) = 107/272*z^3 - 141/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016350429486076113437210957255284737156
f(z) = 109/272*z^3 - 143/68*z + 1
*
-2 | 0.10381202079693658999408805844968163016 | 0.016314876990591058161947590350976099901
f(z) = 111/272*z^3 - 145/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016279691795500434320191003403331256381
f(z) = 113/272*z^3 - 147/68*z + 1
*
-2 | 0.10381192923598900273093762776998267116 | 0.016245386464241499376881668101385833401
f(z) = 115/272*z^3 - 149/68*z + 1
*
-2 | 0.10381146181696490110142207969596300611 | 0.016211487305081062754071022962861383076
f(z) = 117/272*z^3 - 151/68*z + 1
*
[ -5/2 ] 
f(z) = 118/275*z^3 - 141/110*z + 1
*
[ 2 ] 
f(z) = 103/260*z^3 - 141/130*z + 1
*
[ 2 ] 
f(z) = 105/268*z^3 - 143/134*z + 1
*
[ 2 ] 
f(z) = 107/260*z^3 - 149/130*z + 1
*
[ 2 ] 
f(z) = 107/268*z^3 - 147/134*z + 1
*
[ 2 ] 
f(z) = 107/276*z^3 - 145/138*z + 1
*
[ 2 ] 
f(z) = 109/260*z^3 - 153/130*z + 1
*
[ 2 ] 
f(z) = 109/268*z^3 - 151/134*z + 1
*
[ 2 ] 
f(z) = 109/276*z^3 - 149/138*z + 1
*
[ 2 ] 
f(z) = 111/260*z^3 - 157/130*z + 1
*
[ 2 ] 
f(z) = 111/268*z^3 - 155/134*z + 1
*
[ 2 ] 
f(z) = 113/268*z^3 - 159/134*z + 1
*
[ 2 ] 
f(z) = 113/276*z^3 - 157/138*z + 1
*
[ 5/9 ] 
f(z) = 108/275*z^3 - 152/165*z + 1
*
[ 3/2 ] 
f(z) = 104/267*z^3 - 145/267*z + 1
*
[ 3/4 ] 
f(z) = 112/267*z^3 - 152/267*z + 1
*
[ 4/3 ] 
f(z) = 117/268*z^3 - 141/268*z + 1
*
[ -6 ] 
f(z) = 101/270*z^3 - 123/10*z + 1
*
[ 6 ] 
f(z) = 103/270*z^3 - 129/10*z + 1
*
[ -6 ] 
f(z) = 107/270*z^3 - 131/10*z + 1
*
[ 6 ] 
f(z) = 109/270*z^3 - 137/10*z + 1
*
[ -6 ] 
f(z) = 113/270*z^3 - 139/10*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016500041098354605258339082222585551299
f(z) = 101/272*z^3 - 135/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016461563229043912772531457247219734785
f(z) = 103/272*z^3 - 137/68*z + 1
*
-2 | 0.10381114937585180218367524266121912607 | 0.016423818204233050596093347568999010458
f(z) = 105/272*z^3 - 139/68*z + 1
*
[ -5/2 ] 
f(z) = 114/275*z^3 - 131/110*z + 1
*
[ 2 ] 
f(z) = 101/260*z^3 - 137/130*z + 1
*
[ 2 ] 
f(z) = 101/268*z^3 - 135/134*z + 1
*
[ 2 ] 
f(z) = 101/276*z^3 - 133/138*z + 1
*
[ 2 ] 
f(z) = 103/268*z^3 - 139/134*z + 1
*
[ 2 ] 
f(z) = 103/276*z^3 - 137/138*z + 1
*
[ 12/7 ] 
f(z) = 119/270*z^3 - 123/140*z + 1
*
[ 5/3 ] 
f(z) = 114/275*z^3 - 124/165*z + 1
*
[ 2/3 ] 
f(z) = 105/272*z^3 - 137/204*z + 1
*
[ 2/3 ] 
f(z) = 111/272*z^3 - 139/204*z + 1
*
[ 3/2 ] 
f(z) = 100/267*z^3 - 136/267*z + 1
*
[ 3/2 ] 
f(z) = 100/273*z^3 - 134/273*z + 1
*
[ 5/6 ] 
f(z) = 108/265*z^3 - 128/265*z + 1
*
[ 5/4 ] 
f(z) = 112/265*z^3 - 122/265*z + 1
*
[ 15/14 ] 
f(z) = 119/270*z^3 - 123/280*z + 1
*
[ 5/2 ] 
f(z) = 108/275*z^3 - 102/55*z + 1
*
[ 5/2 ] 
f(z) = 112/275*z^3 - 107/55*z + 1
*
[ 5/2 ] 
f(z) = 116/275*z^3 - 112/55*z + 1
*
-15/7 | 0.22491889708007332489868667502399878133 | 0.028159971776015157494454287101444579315
f(z) = 119/270*z^3 - 109/70*z + 1
*
[ -5/2 ] 
f(z) = 102/275*z^3 - 101/110*z + 1
*
[ -5/2 ] 
f(z) = 106/275*z^3 - 111/110*z + 1
*
[ 5/3 ] 
f(z) = 102/275*z^3 - 104/165*z + 1
*
[ 3/2 ] 
f(z) = 106/261*z^3 - 101/174*z + 1
*
[ 3/2 ] 
f(z) = 110/261*z^3 - 107/174*z + 1
*
[ 5/3 ] 
f(z) = 111/275*z^3 - 119/165*z + 1
*
[ 3/2 ] 
f(z) = 118/261*z^3 - 119/174*z + 1
*
[ 3/4 ] 
f(z) = 104/279*z^3 - 101/186*z + 1
*
[ 3/2 ] 
f(z) = 110/279*z^3 - 103/186*z + 1
*
[ 3/2 ] 
f(z) = 118/279*z^3 - 115/186*z + 1
*
[ 6/7 ] 
f(z) = 119/270*z^3 - 103/210*z + 1
*
[ 5/4 ] 
f(z) = 116/275*z^3 - 101/220*z + 1
*
[ 5/6 ] 
f(z) = 117/275*z^3 - 109/220*z + 1
*
[ 6/7 ] 
f(z) = 119/264*z^3 - 115/231*z + 1
*
[ 6/5 ] 
f(z) = 107/270*z^3 - 101/250*z + 1
*
[ 6/5 ] 
f(z) = 113/270*z^3 - 109/250*z + 1
*
[ 6/5 ] 
f(z) = 119/270*z^3 - 117/250*z + 1
*
[ 9/10 ] 
f(z) = 100/261*z^3 - 110/261*z + 1
*
[ 7/5 ] 
f(z) = 100/273*z^3 - 118/273*z + 1
*
[ 13/10 ] 
f(z) = 100/273*z^3 - 106/273*z + 1
*
[ 9/10 ] 
f(z) = 100/279*z^3 - 112/279*z + 1
*
[ 3 ] 
f(z) = 103/270*z^3 - 83/30*z + 1
*
[ 3 ] 
f(z) = 109/270*z^3 - 89/30*z + 1
*
[ 5/2 ] 
f(z) = 104/275*z^3 - 97/55*z + 1
*
[ 2 ] 
f(z) = 115/272*z^3 - 81/68*z + 1
*
[ 2 ] 
f(z) = 117/272*z^3 - 83/68*z + 1
*
[ 3/7 ] 
f(z) = 119/270*z^3 - 99/70*z + 1
*
-15/7 | 0.19752037036583276081696520146214386574 | 0.025684398452120300456759363106014467210
f(z) = 119/270*z^3 - 81/70*z + 1
*
[ 2/3 ] 
f(z) = 117/268*z^3 - 93/134*z + 1
*
[ 3/4 ] 
f(z) = 101/270*z^3 - 87/160*z + 1
*
[ 3/4 ] 
f(z) = 104/261*z^3 - 97/174*z + 1
*
[ 3/4 ] 
f(z) = 107/270*z^3 - 89/160*z + 1
*
[ 3/4 ] 
f(z) = 113/270*z^3 - 91/160*z + 1
*
[ 3/4 ] 
f(z) = 119/270*z^3 - 93/160*z + 1
*
[ 15/17 ] 
f(z) = 119/270*z^3 - 81/170*z + 1
*
[ 3/2 ] 
f(z) = 106/279*z^3 - 97/186*z + 1
*
[ 4/3 ] 
f(z) = 105/272*z^3 - 89/204*z + 1
*
[ 4/3 ] 
f(z) = 111/272*z^3 - 97/204*z + 1
*
[ 5/4 ] 
f(z) = 108/275*z^3 - 91/220*z + 1
*
[ 6/5 ] 
f(z) = 101/270*z^3 - 93/250*z + 1
*
-2 | 0.082913644712559379116919258191475166741 | 0.013194123897958137325651808417716860181
f(z) = 101/264*z^3 - 67/33*z + 1
*
[ -3 ] 
f(z) = 101/270*z^3 - 61/30*z + 1
*
-2 | 0.082914055202687447784556203059539255814 | 0.013163156576324720708915787761873662861
f(z) = 103/264*z^3 - 68/33*z + 1
*
-2 | 0.082915317018982896559573148314443135883 | 0.013103057102621534504395285150059314084
f(z) = 107/264*z^3 - 70/33*z + 1
*
[ -3 ] 
f(z) = 107/270*z^3 - 67/30*z + 1
*
-2 | 0.082915759567117351715036533559238434184 | 0.013073820902002975201849853396714717029
f(z) = 109/264*z^3 - 71/33*z + 1
*
-2 | 0.082926080822893730963502844299485187210 | 0.013018425411390722744169791411642755241
f(z) = 113/264*z^3 - 73/33*z + 1
*
[ -3 ] 
f(z) = 113/270*z^3 - 73/30*z + 1
*
-2 | 0.083226337873511880317722339153929278871 | 0.013037714634571564306763719152319018898
f(z) = 115/264*z^3 - 74/33*z + 1
*
-2 | 0.083891089524346749741771768727751222520 | 0.013087176413916366547037963261373574231
f(z) = 119/264*z^3 - 76/33*z + 1
*
[ -3 ] 
f(z) = 119/270*z^3 - 79/30*z + 1
*
[ -5/2 ] 
f(z) = 112/275*z^3 - 63/55*z + 1
*
[ -5/2 ] 
f(z) = 116/275*z^3 - 68/55*z + 1
*
[ 2 ] 
f(z) = 101/272*z^3 - 67/68*z + 1
*
[ 2 ] 
f(z) = 103/272*z^3 - 69/68*z + 1
*
[ 2 ] 
f(z) = 105/272*z^3 - 71/68*z + 1
*
[ 2 ] 
f(z) = 107/272*z^3 - 73/68*z + 1
*
[ 2 ] 
f(z) = 109/272*z^3 - 75/68*z + 1
*
[ 2 ] 
f(z) = 111/272*z^3 - 77/68*z + 1
*
[ 2 ] 
f(z) = 113/272*z^3 - 79/68*z + 1
*
[ 3/5 ] 
f(z) = 100/261*z^3 - 70/87*z + 1
*
[ 3/5 ] 
f(z) = 100/279*z^3 - 74/93*z + 1
*
[ 3/2 ] 
f(z) = 101/270*z^3 - 61/120*z + 1
*
[ 3/2 ] 
f(z) = 107/270*z^3 - 67/120*z + 1
*
[ 3/2 ] 
f(z) = 113/270*z^3 - 73/120*z + 1
*
[ 3/2 ] 
f(z) = 119/270*z^3 - 79/120*z + 1
*
[ 6/5 ] 
f(z) = 100/261*z^3 - 67/174*z + 1
*
[ 6/5 ] 
f(z) = 115/264*z^3 - 76/165*z + 1
*
[ 6/5 ] 
f(z) = 100/279*z^3 - 65/186*z + 1
*
[ 2 ] 
f(z) = 115/264*z^3 - 41/33*z + 1
*
[ 2 ] 
f(z) = 119/264*z^3 - 43/33*z + 1
*
[ -5/2 ] 
f(z) = 104/275*z^3 - 53/55*z + 1
*
[ -5/2 ] 
f(z) = 108/275*z^3 - 58/55*z + 1
*
[ 5/3 ] 
f(z) = 117/275*z^3 - 43/55*z + 1
*
[ 2/3 ] 
f(z) = 117/272*z^3 - 47/68*z + 1
*
[ 3/2 ] 
f(z) = 100/261*z^3 - 46/87*z + 1
*
[ 3/2 ] 
f(z) = 100/279*z^3 - 44/93*z + 1
*
[ 3/2 ] 
f(z) = 104/261*z^3 - 49/87*z + 1
*
[ 3/2 ] 
f(z) = 104/279*z^3 - 47/93*z + 1
*
[ 3/2 ] 
f(z) = 112/261*z^3 - 55/87*z + 1
*
[ 3/4 ] 
f(z) = 112/261*z^3 - 50/87*z + 1
*
[ 3/2 ] 
f(z) = 112/279*z^3 - 53/93*z + 1
*
[ 3/4 ] 
f(z) = 112/279*z^3 - 52/93*z + 1
*
[ 3/2 ] 
f(z) = 116/279*z^3 - 56/93*z + 1
*
[ 5/4 ] 
f(z) = 104/275*z^3 - 43/110*z + 1
*
[ 3 ] 
f(z) = 101/270*z^3 - 27/10*z + 1
*
[ -3 ] 
f(z) = 103/270*z^3 - 21/10*z + 1
*
[ 3 ] 
f(z) = 107/270*z^3 - 29/10*z + 1
*
[ -3 ] 
f(z) = 109/270*z^3 - 23/10*z + 1
*
[ 3 ] 
f(z) = 113/270*z^3 - 31/10*z + 1
*
[ 3 ] 
f(z) = 119/270*z^3 - 33/10*z + 1
*
[ 2 ] 
f(z) = 101/264*z^3 - 34/33*z + 1
*
[ 2 ] 
f(z) = 103/264*z^3 - 35/33*z + 1
*
[ 2 ] 
f(z) = 107/264*z^3 - 37/33*z + 1
*
[ 2 ] 
f(z) = 109/264*z^3 - 38/33*z + 1
*
[ 2 ] 
f(z) = 113/264*z^3 - 40/33*z + 1
*
[ 3/2 ] 
f(z) = 103/270*z^3 - 21/40*z + 1
*
[ 5/3 ] 
f(z) = 108/275*z^3 - 38/55*z + 1
*
[ 5/6 ] 
f(z) = 108/275*z^3 - 26/55*z + 1
*
[ 3/2 ] 
f(z) = 109/270*z^3 - 23/40*z + 1
*
[ 5/4 ] 
f(z) = 112/275*z^3 - 24/55*z + 1
*
[ 4/3 ] 
f(z) = 117/272*z^3 - 35/68*z + 1
*
[ -15/7 ] 
f(z) = 119/270*z^3 - 39/70*z + 1
*
[ 6 ] 
f(z) = 101/288*z^3 - 283/24*z + 1
*
[ 6 ] 
f(z) = 103/288*z^3 - 289/24*z + 1
*
[ -6 ] 
f(z) = 103/288*z^3 - 281/24*z + 1
*
[ -6 ] 
f(z) = 107/288*z^3 - 293/24*z + 1
*
[ -6 ] 
f(z) = 109/288*z^3 - 299/24*z + 1
*
[ 6 ] 
f(z) = 113/297*z^3 - 283/22*z + 1
*
[ -6 ] 
f(z) = 115/297*z^3 - 281/22*z + 1
*
[ 6 ] 
f(z) = 116/297*z^3 - 291/22*z + 1
*
[ 14/3 ] 
f(z) = 117/280*z^3 - 291/35*z + 1
*
[ -6 ] 
f(z) = 118/297*z^3 - 289/22*z + 1
*
[ 6 ] 
f(z) = 119/297*z^3 - 299/22*z + 1
*
[ 17/5 ] 
f(z) = 105/289*z^3 - 297/85*z + 1
*
[ 3 ] 
f(z) = 115/288*z^3 - 281/96*z + 1
*
[ -17/5 ] 
f(z) = 115/289*z^3 - 281/85*z + 1
*
[ 3 ] 
f(z) = 119/288*z^3 - 293/96*z + 1
*
2/3 | 0.15908552585814239203429225277993780929 | 0.020612817637128257035017674657858819497
f(z) = 111/280*z^3 - 281/105*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016522246462232147392480235866751304771
f(z) = 105/284*z^3 - 281/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016584919165887911490778971995807621936
f(z) = 105/292*z^3 - 283/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016485444184255550956429100077739477482
f(z) = 107/284*z^3 - 285/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016548276918732331845780439365821951593
f(z) = 107/292*z^3 - 287/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016449315032779203383806555457677272386
f(z) = 109/284*z^3 - 289/142*z + 1
*
-2 | 0.10512574901382076286826912155956348176 | 0.016512406658744514249132966308526568520
f(z) = 109/292*z^3 - 291/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016413837292631001054079250249120579103
f(z) = 111/284*z^3 - 293/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016476967300295466805318911687086923757
f(z) = 111/292*z^3 - 295/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016378990240645656443483893693431371125
f(z) = 113/284*z^3 - 297/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016442258264249753647392984100282420064
f(z) = 113/292*z^3 - 299/146*z + 1
*
[ -17/6 ] 
f(z) = 116/289*z^3 - 286/153*z + 1
*
[ 2/5 ] 
f(z) = 105/296*z^3 - 288/185*z + 1
*
[ 2/5 ] 
f(z) = 115/296*z^3 - 289/185*z + 1
*
[ 17/8 ] 
f(z) = 100/289*z^3 - 281/272*z + 1
*
[ 12/23 ] 
f(z) = 115/288*z^3 - 283/276*z + 1
*
[ 2 ] 
f(z) = 107/282*z^3 - 287/282*z + 1
*
[ 2 ] 
f(z) = 107/286*z^3 - 285/286*z + 1
*
[ 2 ] 
f(z) = 107/290*z^3 - 283/290*z + 1
*
[ 2 ] 
f(z) = 107/294*z^3 - 281/294*z + 1
*
[ 2 ] 
f(z) = 109/282*z^3 - 295/282*z + 1
*
[ 2 ] 
f(z) = 109/286*z^3 - 293/286*z + 1
*
[ 2 ] 
f(z) = 109/290*z^3 - 291/290*z + 1
*
[ 2 ] 
f(z) = 109/294*z^3 - 289/294*z + 1
*
[ 2 ] 
f(z) = 109/298*z^3 - 287/298*z + 1
*
[ 2 ] 
f(z) = 111/290*z^3 - 299/290*z + 1
*
[ 2 ] 
f(z) = 111/298*z^3 - 295/298*z + 1
*
[ -5/2 ] 
f(z) = 112/295*z^3 - 287/295*z + 1
*
[ -33/4 ] 
f(z) = 112/297*z^3 - 270/11*z + 1
*
[ -6 ] 
f(z) = 101/288*z^3 - 275/24*z + 1
*
[ 6 ] 
f(z) = 107/297*z^3 - 267/22*z + 1
*
[ -6 ] 
f(z) = 109/297*z^3 - 265/22*z + 1
*
[ -6 ] 
f(z) = 112/297*z^3 - 273/22*z + 1
*
[ -14/3 ] 
f(z) = 117/280*z^3 - 276/35*z + 1
*
[ 3 ] 
f(z) = 109/288*z^3 - 263/96*z + 1
*
[ -17/5 ] 
f(z) = 110/289*z^3 - 264/85*z + 1
*
[ 3 ] 
f(z) = 113/288*z^3 - 275/96*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016597962599771220986762676183348992037
f(z) = 101/284*z^3 - 273/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016660290320261063064364868627223791569
f(z) = 101/292*z^3 - 275/146*z + 1
*
-2 | 0.10461063404002233407710960695239605987 | 0.016559744636622174808415427324344024820
f(z) = 103/284*z^3 - 277/142*z + 1
*
-2 | 0.10512507041237558792456616852509066124 | 0.016622249154053843300124940401226183603
f(z) = 103/292*z^3 - 279/146*z + 1
*
[ -17/6 ] 
f(z) = 112/289*z^3 - 269/153*z + 1
*
4/5 | 0.22077097971965973908011563583881935739 | 0.028740382070772099317223306001386970555
f(z) = 115/288*z^3 - 271/180*z + 1
*
[ -13/5 ] 
f(z) = 100/299*z^3 - 262/299*z + 1
*
[ 2 ] 
f(z) = 101/282*z^3 - 263/282*z + 1
*
[ 2 ] 
f(z) = 101/286*z^3 - 261/286*z + 1
*
[ 2 ] 
f(z) = 103/282*z^3 - 271/282*z + 1
*
[ 2 ] 
f(z) = 103/286*z^3 - 269/286*z + 1
*
[ 2 ] 
f(z) = 103/290*z^3 - 267/290*z + 1
*
[ 2 ] 
f(z) = 103/294*z^3 - 265/294*z + 1
*
[ 2 ] 
f(z) = 103/298*z^3 - 263/298*z + 1
*
[ 2 ] 
f(z) = 105/286*z^3 - 277/286*z + 1
*
[ 2 ] 
f(z) = 105/298*z^3 - 271/298*z + 1
*
[ 2 ] 
f(z) = 107/298*z^3 - 279/298*z + 1
*
[ -5/2 ] 
f(z) = 108/295*z^3 - 262/295*z + 1
*
[ -6 ] 
f(z) = 100/297*z^3 - 241/22*z + 1
*
[ 6 ] 
f(z) = 101/297*z^3 - 251/22*z + 1
*
[ -6 ] 
f(z) = 103/297*z^3 - 249/22*z + 1
*
[ 6 ] 
f(z) = 104/297*z^3 - 259/22*z + 1
*
[ -6 ] 
f(z) = 106/297*z^3 - 257/22*z + 1
*
-3/5 | 0.11262780011569734966017582111088446894 | 0.012767724743622057755044351262387392662
f(z) = 100/297*z^3 - 251/44*z + 1
*
[ 33/8 ] 
f(z) = 112/297*z^3 - 249/44*z + 1
*
[ 3 ] 
f(z) = 103/288*z^3 - 245/96*z + 1
*
[ -17/5 ] 
f(z) = 105/289*z^3 - 247/85*z + 1
*
[ 3 ] 
f(z) = 107/288*z^3 - 257/96*z + 1
*
[ 17/6 ] 
f(z) = 114/289*z^3 - 257/102*z + 1
*
-33/20 | 0.19790559292896930577678926615510089254 | 0.025707090394553445388133760946193510622
f(z) = 100/297*z^3 - 245/132*z + 1
*
[ 9/4 ] 
f(z) = 104/297*z^3 - 241/198*z + 1
*
[ 17/36 ] 
f(z) = 108/289*z^3 - 245/204*z + 1
*
[ 2 ] 
f(z) = 101/290*z^3 - 259/290*z + 1
*
[ 2 ] 
f(z) = 101/294*z^3 - 257/294*z + 1
*
[ 2 ] 
f(z) = 101/298*z^3 - 255/298*z + 1
*
[ -5/2 ] 
f(z) = 104/285*z^3 - 251/285*z + 1
*
[ -15/4 ] 
f(z) = 112/297*z^3 - 222/55*z + 1
*
[ 3 ] 
f(z) = 101/288*z^3 - 239/96*z + 1
*
3/8 | 0.24474816256864534177188281961676772477 | 0.027900111818814755526325458333646864841
f(z) = 104/297*z^3 - 239/88*z + 1
*
3/4 | 0.22972779040065716761055611779858056887 | 0.026396364748132265148860985612592951070
f(z) = 106/297*z^3 - 223/88*z + 1
*
3/4 | 0.22779435105751726621056223832830166177 | 0.026147381924887733361731503441757973531
f(z) = 118/297*z^3 - 225/88*z + 1
*
[ -3 ] 
f(z) = 119/288*z^3 - 229/96*z + 1
*
[ 3/8 ] 
f(z) = 112/297*z^3 - 227/132*z + 1
*
[ -17/6 ] 
f(z) = 104/289*z^3 - 235/153*z + 1
*
[ 33/13 ] 
f(z) = 104/297*z^3 - 236/143*z + 1
*
[ 4/7 ] 
f(z) = 119/288*z^3 - 223/252*z + 1
*
[ 3/5 ] 
f(z) = 113/297*z^3 - 221/275*z + 1
*
[ 3/5 ] 
f(z) = 116/297*z^3 - 222/275*z + 1
*
[ 3/5 ] 
f(z) = 119/297*z^3 - 223/275*z + 1
*
[ 3/5 ] 
f(z) = 100/291*z^3 - 230/291*z + 1
*
[ -5/2 ] 
f(z) = 104/295*z^3 - 237/295*z + 1
*
[ -7/3 ] 
f(z) = 117/280*z^3 - 237/280*z + 1
*
[ -7/3 ] 
f(z) = 117/287*z^3 - 227/287*z + 1
*
[ 17/3 ] 
f(z) = 117/289*z^3 - 207/17*z + 1
*
[ -17/3 ] 
f(z) = 117/289*z^3 - 201/17*z + 1
*
[ 4 ] 
f(z) = 115/288*z^3 - 203/36*z + 1
*
[ 4 ] 
f(z) = 119/288*z^3 - 211/36*z + 1
*
[ -3 ] 
f(z) = 113/288*z^3 - 211/96*z + 1
*
[ -3 ] 
f(z) = 115/288*z^3 - 217/96*z + 1
*
[ 17/7 ] 
f(z) = 112/289*z^3 - 202/119*z + 1
*
[ -17/6 ] 
f(z) = 100/289*z^3 - 218/153*z + 1
*
[ 3/5 ] 
f(z) = 101/297*z^3 - 217/275*z + 1
*
[ 3/5 ] 
f(z) = 104/297*z^3 - 218/275*z + 1
*
[ 3/5 ] 
f(z) = 107/297*z^3 - 219/275*z + 1
*
[ 33/52 ] 
f(z) = 104/297*z^3 - 205/286*z + 1
*
[ 5/3 ] 
f(z) = 117/280*z^3 - 213/280*z + 1
*
[ 5/3 ] 
f(z) = 117/290*z^3 - 209/290*z + 1
*
[ 5/3 ] 
f(z) = 117/295*z^3 - 207/295*z + 1
*
[ 2/3 ] 
f(z) = 117/298*z^3 - 201/298*z + 1
*
[ 17/3 ] 
f(z) = 108/289*z^3 - 190/17*z + 1
*
[ -17/3 ] 
f(z) = 108/289*z^3 - 184/17*z + 1
*
[ 17/4 ] 
f(z) = 104/289*z^3 - 195/34*z + 1
*
[ 4 ] 
f(z) = 107/288*z^3 - 187/36*z + 1
*
[ 4 ] 
f(z) = 109/288*z^3 - 191/36*z + 1
*
[ 4 ] 
f(z) = 113/288*z^3 - 199/36*z + 1
*
[ -4 ] 
f(z) = 113/288*z^3 - 181/36*z + 1
*
[ -4 ] 
f(z) = 115/288*z^3 - 185/36*z + 1
*
-10/3 | 0.21709828661989448034977879164354504495 | 0.029696573022818450648341129480753351497
f(z) = 117/280*z^3 - 187/35*z + 1
*
[ -4 ] 
f(z) = 119/288*z^3 - 193/36*z + 1
*
[ -3 ] 
f(z) = 103/288*z^3 - 181/96*z + 1
*
[ -3 ] 
f(z) = 107/288*z^3 - 193/96*z + 1
*
[ -3 ] 
f(z) = 109/288*z^3 - 199/96*z + 1
*
[ 17/7 ] 
f(z) = 105/289*z^3 - 185/119*z + 1
*
[ -17/6 ] 
f(z) = 114/289*z^3 - 185/102*z + 1
*
[ 15/8 ] 
f(z) = 112/297*z^3 - 189/220*z + 1
*
[ 33/50 ] 
f(z) = 100/297*z^3 - 182/275*z + 1
*
[ 5/3 ] 
f(z) = 108/295*z^3 - 182/295*z + 1
*
[ 2/3 ] 
f(z) = 117/290*z^3 - 197/290*z + 1
*
[ 4 ] 
f(z) = 101/288*z^3 - 175/36*z + 1
*
[ 4 ] 
f(z) = 103/288*z^3 - 179/36*z + 1
*
[ -4 ] 
f(z) = 103/288*z^3 - 161/36*z + 1
*
[ -17/4 ] 
f(z) = 104/289*z^3 - 179/34*z + 1
*
[ -4 ] 
f(z) = 107/288*z^3 - 169/36*z + 1
*
[ -4 ] 
f(z) = 109/288*z^3 - 173/36*z + 1
*
3/4 | 0.20006160433142344398626335444647564665 | 0.027348685120825116866359277404804847931
f(z) = 104/297*z^3 - 167/66*z + 1
*
[ 17/6 ] 
f(z) = 117/289*z^3 - 177/68*z + 1
*
[ -3 ] 
f(z) = 101/288*z^3 - 175/96*z + 1
*
[ 12/5 ] 
f(z) = 100/297*z^3 - 179/132*z + 1
*
[ 2 ] 
f(z) = 117/284*z^3 - 163/142*z + 1
*
[ 2 ] 
f(z) = 117/292*z^3 - 161/146*z + 1
*
[ 2 ] 
f(z) = 119/284*z^3 - 167/142*z + 1
*
[ 2 ] 
f(z) = 119/292*z^3 - 165/146*z + 1
*
[ -51/20 ] 
f(z) = 100/289*z^3 - 175/204*z + 1
*
[ -12/5 ] 
f(z) = 115/297*z^3 - 179/220*z + 1
*
[ 17/24 ] 
f(z) = 108/289*z^3 - 163/272*z + 1
*
[ 33/20 ] 
f(z) = 112/297*z^3 - 174/275*z + 1
*
[ 7/10 ] 
f(z) = 100/287*z^3 - 172/287*z + 1
*
[ -7/3 ] 
f(z) = 108/287*z^3 - 178/287*z + 1
*
[ 3/2 ] 
f(z) = 116/285*z^3 - 166/285*z + 1
*
[ 3/2 ] 
f(z) = 116/291*z^3 - 164/291*z + 1
*
[ 33/5 ] 
f(z) = 100/297*z^3 - 152/11*z + 1
*
[ -4 ] 
f(z) = 101/288*z^3 - 157/36*z + 1
*
-10/3 | 0.20646148797217077402348049814964948157 | 0.029065483185869809620073753960229840791
f(z) = 117/280*z^3 - 152/35*z + 1
*
51/20 | 0.22631958768999512606346938059807582858 | 0.027139042777818101383162425462497135373
f(z) = 100/297*z^3 - 155/44*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014380930071004529100703997956401015789
f(z) = 107/288*z^3 - 143/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014349539615472868681222032896314316221
f(z) = 109/288*z^3 - 145/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014288432721588348846162212377516736965
f(z) = 113/288*z^3 - 149/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014258681327619802831531875127918323138
f(z) = 115/288*z^3 - 151/72*z + 1
*
-2 | 0.091307395321970201677580928772067743240 | 0.014200836542532349051051600722155574863
f(z) = 119/288*z^3 - 155/72*z + 1
*
[ 3/8 ] 
f(z) = 104/297*z^3 - 151/88*z + 1
*
[ 17/8 ] 
f(z) = 104/289*z^3 - 149/136*z + 1
*
[ 2 ] 
f(z) = 107/284*z^3 - 143/142*z + 1
*
[ 2 ] 
f(z) = 107/292*z^3 - 141/146*z + 1
*
[ 2 ] 
f(z) = 109/284*z^3 - 147/142*z + 1
*
[ 2 ] 
f(z) = 109/292*z^3 - 145/146*z + 1
*
[ 2 ] 
f(z) = 111/284*z^3 - 151/142*z + 1
*
[ 2 ] 
f(z) = 111/292*z^3 - 149/146*z + 1
*
[ 2 ] 
f(z) = 113/284*z^3 - 155/142*z + 1
*
[ 2 ] 
f(z) = 113/292*z^3 - 153/146*z + 1
*
[ 2 ] 
f(z) = 115/284*z^3 - 159/142*z + 1
*
[ 2 ] 
f(z) = 115/292*z^3 - 157/146*z + 1
*
[ 17/9 ] 
f(z) = 117/289*z^3 - 149/153*z + 1
*
[ 17/26 ] 
f(z) = 104/289*z^3 - 151/221*z + 1
*
[ -33/14 ] 
f(z) = 112/297*z^3 - 155/231*z + 1
*
[ 17/12 ] 
f(z) = 117/289*z^3 - 141/272*z + 1
*
[ 3/4 ] 
f(z) = 112/285*z^3 - 158/285*z + 1
*
[ 3/2 ] 
f(z) = 112/285*z^3 - 157/285*z + 1
*
[ 3/4 ] 
f(z) = 112/291*z^3 - 160/291*z + 1
*
[ 3/2 ] 
f(z) = 112/291*z^3 - 155/291*z + 1
*
-5/3 | 0.16786132927604776565229060210416306458 | 0.029790168062643419232327808635562138906
f(z) = 117/280*z^3 - 157/280*z + 1
*
33/10 | 0.18566600166050432065826862748695068685 | 0.026427298997665098821977749744060874332
f(z) = 100/297*z^3 - 125/33*z + 1
*
[ 10/3 ] 
f(z) = 117/280*z^3 - 138/35*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014478677141655482502601281781682759732
f(z) = 101/288*z^3 - 137/72*z + 1
*
-2 | 0.091306523846121101276786807219523156418 | 0.014445478713271959546065564350289709124
f(z) = 103/288*z^3 - 139/72*z + 1
*
[ -17/6 ] 
f(z) = 117/289*z^3 - 129/68*z + 1
*
[ 9/4 ] 
f(z) = 112/297*z^3 - 134/99*z + 1
*
[ 17/30 ] 
f(z) = 100/289*z^3 - 134/153*z + 1
*
[ 2 ] 
f(z) = 101/284*z^3 - 131/142*z + 1
*
[ 2 ] 
f(z) = 101/292*z^3 - 129/146*z + 1
*
[ 2 ] 
f(z) = 103/284*z^3 - 135/142*z + 1
*
[ 2 ] 
f(z) = 103/292*z^3 - 133/146*z + 1
*
[ 2 ] 
f(z) = 105/284*z^3 - 139/142*z + 1
*
[ 2 ] 
f(z) = 105/292*z^3 - 137/146*z + 1
*
[ 3/5 ] 
f(z) = 115/297*z^3 - 133/165*z + 1
*
[ 12/17 ] 
f(z) = 119/288*z^3 - 127/204*z + 1
*
[ 33/23 ] 
f(z) = 115/297*z^3 - 125/253*z + 1
*
[ 3/2 ] 
f(z) = 100/291*z^3 - 128/291*z + 1
*
[ 3/2 ] 
f(z) = 104/285*z^3 - 139/285*z + 1
*
[ 3/2 ] 
f(z) = 104/291*z^3 - 137/291*z + 1
*
[ 5/6 ] 
f(z) = 108/295*z^3 - 134/295*z + 1
*
[ 4/3 ] 
f(z) = 117/284*z^3 - 137/284*z + 1
*
[ 4/3 ] 
f(z) = 117/292*z^3 - 135/292*z + 1
*
[ 17/4 ] 
f(z) = 112/289*z^3 - 106/17*z + 1
*
-3/5 | 0.15746015090792244323159077161759344548 | 0.019714099006254730222823408555922780255
f(z) = 100/297*z^3 - 109/22*z + 1
*
[ -10/3 ] 
f(z) = 117/280*z^3 - 117/35*z + 1
*
3/4 | 0.22932316101420222674622032674534782503 | 0.028646176881814061159284010093604264574
f(z) = 100/297*z^3 - 111/44*z + 1
*
[ 33/14 ] 
f(z) = 112/297*z^3 - 117/77*z + 1
*
[ 3/7 ] 
f(z) = 112/297*z^3 - 108/77*z + 1
*
[ 12/5 ] 
f(z) = 115/288*z^3 - 103/60*z + 1
*
[ -17/7 ] 
f(z) = 112/289*z^3 - 104/119*z + 1
*
[ 17/10 ] 
f(z) = 110/289*z^3 - 117/170*z + 1
*
-33/16 | 0.21023379105632428766087052058503914723 | 0.024831776932021170243109214544904150907
f(z) = 112/297*z^3 - 117/176*z + 1
*
[ 17/11 ] 
f(z) = 110/289*z^3 - 104/187*z + 1
*
[ 7/5 ] 
f(z) = 115/294*z^3 - 101/210*z + 1
*
[ 17/13 ] 
f(z) = 117/289*z^3 - 101/221*z + 1
*
-3/2 | 0.22323293634610557104933859678277632925 | 0.025046870372402311454955382334135943343
f(z) = 100/297*z^3 - 113/275*z + 1
*
[ 17/16 ] 
f(z) = 112/289*z^3 - 103/272*z + 1
*
[ 7/5 ] 
f(z) = 100/287*z^3 - 114/287*z + 1
*
[ 7/6 ] 
f(z) = 108/287*z^3 - 106/287*z + 1
*
[ 5/4 ] 
f(z) = 112/285*z^3 - 118/285*z + 1
*
[ 5/4 ] 
f(z) = 112/295*z^3 - 116/295*z + 1
*
[ -17/4 ] 
f(z) = 112/289*z^3 - 98/17*z + 1
*
[ 33/10 ] 
f(z) = 100/297*z^3 - 98/33*z + 1
*
[ 3 ] 
f(z) = 104/297*z^3 - 82/33*z + 1
*
[ 3 ] 
f(z) = 107/297*z^3 - 85/33*z + 1
*
[ 3 ] 
f(z) = 113/297*z^3 - 91/33*z + 1
*
[ 3 ] 
f(z) = 116/297*z^3 - 94/33*z + 1
*
2/3 | 0.17909859886478321893814058005324692594 | 0.027042991009185722205642193991590172186
f(z) = 117/280*z^3 - 94/35*z + 1
*
[ 3 ] 
f(z) = 119/297*z^3 - 97/33*z + 1
*
[ 17/8 ] 
f(z) = 112/289*z^3 - 83/68*z + 1
*
[ 2 ] 
f(z) = 119/288*z^3 - 83/72*z + 1
*
[ -17/7 ] 
f(z) = 105/289*z^3 - 87/119*z + 1
*
[ 17/28 ] 
f(z) = 112/289*z^3 - 94/119*z + 1
*
[ 2/3 ] 
f(z) = 117/284*z^3 - 97/142*z + 1
*
[ 2/3 ] 
f(z) = 117/292*z^3 - 99/146*z + 1
*
[ 3/4 ] 
f(z) = 103/297*z^3 - 93/176*z + 1
*
[ 3/4 ] 
f(z) = 109/297*z^3 - 95/176*z + 1
*
[ 3/4 ] 
f(z) = 115/297*z^3 - 97/176*z + 1
*
[ 4/5 ] 
f(z) = 115/288*z^3 - 91/180*z + 1
*
[ 17/13 ] 
f(z) = 104/289*z^3 - 84/221*z + 1
*
[ 33/28 ] 
f(z) = 112/297*z^3 - 86/231*z + 1
*
[ 17/15 ] 
f(z) = 105/289*z^3 - 89/255*z + 1
*
[ 11/10 ] 
f(z) = 100/297*z^3 - 94/297*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016565930526639756482822302696248535798
f(z) = 101/280*z^3 - 68/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016690619309385731028965213025068242894
f(z) = 101/296*z^3 - 69/37*z + 1
*
[ 3 ] 
f(z) = 101/297*z^3 - 79/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016527625171994396458297532025681737923
f(z) = 103/280*z^3 - 69/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016652667454403044953572839887280948090
f(z) = 103/296*z^3 - 70/37*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016615422502140562074007878414706184261
f(z) = 105/296*z^3 - 71/37*z + 1
*
[ -3 ] 
f(z) = 106/297*z^3 - 62/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016453162707705849635751872563885288175
f(z) = 107/280*z^3 - 71/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016578861239803159602736434851803952171
f(z) = 107/296*z^3 - 72/37*z + 1
*
-2 | 0.10434873528768849933777941838494493667 | 0.016417081153761325117029278882960080904
f(z) = 109/280*z^3 - 72/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016542961533624937529155710053410570342
f(z) = 109/296*z^3 - 73/37*z + 1
*
[ -3 ] 
f(z) = 109/297*z^3 - 65/33*z + 1
*
-2 | 0.10434843248330722508111902962953588970 | 0.016381484227872042706133325968216106351
f(z) = 111/280*z^3 - 73/35*z + 1
*
[ -3 ] 
f(z) = 112/297*z^3 - 68/33*z + 1
*
-2 | 0.10434885864742397697818592069543661708 | 0.016346635887740421195469388746351468639
f(z) = 113/280*z^3 - 74/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016473063268094738979616609279372896867
f(z) = 113/296*z^3 - 75/37*z + 1
*
-2 | 0.10537781750267990133532590643848419195 | 0.016439148610304028041277310041584890632
f(z) = 115/296*z^3 - 76/37*z + 1
*
[ -3 ] 
f(z) = 115/297*z^3 - 71/33*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.016278488112361629806020693651294203411
f(z) = 117/280*z^3 - 76/35*z + 1
*
-2 | 0.10537715021094867059328535897955202242 | 0.016405589074996300179088392744365576763
f(z) = 117/296*z^3 - 77/37*z + 1
*
[ -3 ] 
f(z) = 118/297*z^3 - 74/33*z + 1
*
-2 | 0.10537760601977821767067241691957686713 | 0.016372769433364746348231164643316632629
f(z) = 119/296*z^3 - 78/37*z + 1
*
-39/20 | 0.13321874193948224756522731219904256437 | 0.017624984698492949283952079500379076891
f(z) = 100/297*z^3 - 71/44*z + 1
*
[ 21/10 ] 
f(z) = 100/297*z^3 - 74/77*z + 1
*
[ 2 ] 
f(z) = 101/288*z^3 - 65/72*z + 1
*
[ 2 ] 
f(z) = 103/288*z^3 - 67/72*z + 1
*
[ 2 ] 
f(z) = 107/288*z^3 - 71/72*z + 1
*
[ 2 ] 
f(z) = 109/288*z^3 - 73/72*z + 1
*
[ 2 ] 
f(z) = 113/288*z^3 - 77/72*z + 1
*
[ 2 ] 
f(z) = 115/288*z^3 - 79/72*z + 1
*
[ 9/5 ] 
f(z) = 100/297*z^3 - 64/99*z + 1
*
[ 12/7 ] 
f(z) = 119/288*z^3 - 67/84*z + 1
*
[ 2/3 ] 
f(z) = 105/296*z^3 - 73/111*z + 1
*
[ 2/3 ] 
f(z) = 111/280*z^3 - 71/105*z + 1
*
[ 3/2 ] 
f(z) = 109/297*z^3 - 65/132*z + 1
*
[ 3/2 ] 
f(z) = 115/297*z^3 - 71/132*z + 1
*
[ 3/4 ] 
f(z) = 116/297*z^3 - 73/132*z + 1
*
[ 17/12 ] 
f(z) = 112/289*z^3 - 74/153*z + 1
*
[ 4/3 ] 
f(z) = 117/280*z^3 - 69/140*z + 1
*
[ 4/3 ] 
f(z) = 117/296*z^3 - 67/148*z + 1
*
[ 6/7 ] 
f(z) = 119/297*z^3 - 71/154*z + 1
*
[ 6/7 ] 
f(z) = 119/288*z^3 - 79/168*z + 1
*
[ 17/5 ] 
f(z) = 100/289*z^3 - 56/17*z + 1
*
[ -17/5 ] 
f(z) = 100/289*z^3 - 46/17*z + 1
*
[ -3 ] 
f(z) = 100/297*z^3 - 56/33*z + 1
*
[ -3 ] 
f(z) = 103/297*z^3 - 59/33*z + 1
*
[ 2 ] 
f(z) = 117/280*z^3 - 41/35*z + 1
*
[ 2 ] 
f(z) = 119/296*z^3 - 41/37*z + 1
*
[ 17/9 ] 
f(z) = 108/289*z^3 - 44/51*z + 1
*
[ -12/5 ] 
f(z) = 115/288*z^3 - 53/60*z + 1
*
[ 3/4 ] 
f(z) = 106/297*z^3 - 47/88*z + 1
*
[ -9/4 ] 
f(z) = 112/297*z^3 - 46/99*z + 1
*
[ 3/4 ] 
f(z) = 118/297*z^3 - 49/88*z + 1
*
[ 17/14 ] 
f(z) = 112/289*z^3 - 47/119*z + 1
*
[ 6/5 ] 
f(z) = 115/297*z^3 - 43/110*z + 1
*
[ 3/2 ] 
f(z) = 103/297*z^3 - 59/132*z + 1
*
[ 6/5 ] 
f(z) = 115/288*z^3 - 49/120*z + 1
*
[ 17/15 ] 
f(z) = 100/289*z^3 - 50/153*z + 1
*
[ 3 ] 
f(z) = 103/297*z^3 - 27/11*z + 1
*
[ 3 ] 
f(z) = 106/297*z^3 - 28/11*z + 1
*
[ -3 ] 
f(z) = 107/297*z^3 - 21/11*z + 1
*
[ 17/6 ] 
f(z) = 108/289*z^3 - 40/17*z + 1
*
[ -17/6 ] 
f(z) = 108/289*z^3 - 28/17*z + 1
*
[ 3 ] 
f(z) = 109/297*z^3 - 29/11*z + 1
*
[ 3 ] 
f(z) = 112/297*z^3 - 30/11*z + 1
*
[ -3 ] 
f(z) = 113/297*z^3 - 23/11*z + 1
*
[ 3 ] 
f(z) = 115/297*z^3 - 31/11*z + 1
*
[ -3 ] 
f(z) = 116/297*z^3 - 24/11*z + 1
*
[ 3 ] 
f(z) = 118/297*z^3 - 32/11*z + 1
*
[ -3 ] 
f(z) = 119/297*z^3 - 25/11*z + 1
*
6/5 | 0.19184215926235828423647728093307067897 | 0.028791586182545849982277410199109055891
f(z) = 100/297*z^3 - 29/22*z + 1
*
[ 3/5 ] 
f(z) = 100/297*z^3 - 26/33*z + 1
*
[ 2 ] 
f(z) = 101/280*z^3 - 33/35*z + 1
*
[ 2 ] 
f(z) = 101/296*z^3 - 32/37*z + 1
*
[ 2 ] 
f(z) = 103/280*z^3 - 34/35*z + 1
*
[ 2 ] 
f(z) = 103/296*z^3 - 33/37*z + 1
*
[ 2 ] 
f(z) = 105/296*z^3 - 34/37*z + 1
*
[ 2 ] 
f(z) = 107/280*z^3 - 36/35*z + 1
*
[ 2 ] 
f(z) = 107/296*z^3 - 35/37*z + 1
*
[ 2 ] 
f(z) = 109/280*z^3 - 37/35*z + 1
*
[ 2 ] 
f(z) = 109/296*z^3 - 36/37*z + 1
*
[ 2 ] 
f(z) = 111/280*z^3 - 38/35*z + 1
*
[ 2 ] 
f(z) = 113/280*z^3 - 39/35*z + 1
*
[ 2 ] 
f(z) = 113/296*z^3 - 38/37*z + 1
*
[ 2 ] 
f(z) = 115/296*z^3 - 39/37*z + 1
*
[ 2/3 ] 
f(z) = 117/280*z^3 - 24/35*z + 1
*
[ 2 ] 
f(z) = 117/296*z^3 - 40/37*z + 1
*
[ 2/3 ] 
f(z) = 117/296*z^3 - 25/37*z + 1
*
[ 3/2 ] 
f(z) = 107/297*z^3 - 21/44*z + 1
*
[ 3/2 ] 
f(z) = 113/297*z^3 - 23/44*z + 1
*
[ 3/2 ] 
f(z) = 119/297*z^3 - 25/44*z + 1
*
[ 17/20 ] 
f(z) = 100/289*z^3 - 29/68*z + 1
*
[ 3/4 ] 
f(z) = 104/297*z^3 - 35/66*z + 1
*
[ 3/2 ] 
f(z) = 106/297*z^3 - 31/66*z + 1
*
[ 17/12 ] 
f(z) = 108/289*z^3 - 31/68*z + 1
*
[ 3/2 ] 
f(z) = 118/297*z^3 - 37/66*z + 1
*
[ 9/10 ] 
f(z) = 100/297*z^3 - 38/99*z + 1
*
[ 17/10 ] 
f(z) = 100/289*z^3 - 10/17*z + 1
*
[ -3 ] 
f(z) = 101/297*z^3 - 19/11*z + 1
*
[ -3 ] 
f(z) = 104/297*z^3 - 20/11*z + 1
*
[ 3/2 ] 
f(z) = 104/297*z^3 - 5/11*z + 1
*
[ 3/4 ] 
f(z) = 112/297*z^3 - 6/11*z + 1
*
[ 3/2 ] 
f(z) = 116/297*z^3 - 6/11*z + 1
*
[ 3/2 ] 
f(z) = 100/297*z^3 - 14/33*z + 1
*
[ 6/5 ] 
f(z) = 100/297*z^3 - 7/22*z + 1
*
[ 3/2 ] 
f(z) = 112/297*z^3 - 17/33*z + 1
*
[ 3/2 ] 
f(z) = 101/297*z^3 - 19/44*z + 1
*
[ 17/18 ] 
f(z) = 108/289*z^3 - 20/51*z + 1
*
[ -17/10 ]
f(z) = 100/289*z^3 + 10/17*z + 1
*
1/30 | 0.21586719613783286541190466926619142301 | 0.028799411403996303586086044067131289947
f(z) = 120*z^3 - 287/15*z + 1
*
[ 1/33 ] 
f(z) = 121*z^3 - 289/9*z + 1
*
[ 2/33 ] 
f(z) = 121*z^3 - 287/18*z + 1
*
[ 2/33 ] 
f(z) = 121/2*z^3 - 283/18*z + 1
*
[ 2/33 ] 
f(z) = 121/4*z^3 - 281/18*z + 1
*
12/11 | 0.16761737777738418711267843087839070031 | 0.029404269267713061567049256190923010622
f(z) = 121/6*z^3 - 299/12*z + 1
*
[ 12/11 ] 
f(z) = 121/6*z^3 - 287/12*z + 1
*
[ 17/11 ] 
f(z) = 121/17*z^3 - 283/17*z + 1
*
[ -18/11 ] 
f(z) = 121/18*z^3 - 295/18*z + 1
*
3/4 | 0.18113527296908337136335169087003632259 | 0.029184412646775504626773878421388182023
f(z) = 124/3*z^3 - 295/12*z + 1
*
[ 3/4 ] 
f(z) = 124/3*z^3 - 283/12*z + 1
*
3/2 | 0.13403949122065746108545096975719074589 | 0.023655029633023970925703182734573569607
f(z) = 124/15*z^3 - 289/15*z + 1
*
[ -4/5 ] 
f(z) = 125/3*z^3 - 293/12*z + 1
*
8/21 | 0.16173349691240799332560684079756748160 | 0.021635606330915990432332180604960977050
f(z) = 126*z^3 - 291/14*z + 1
*
1/14 | 0.13409554571319222000244079811111966280 | 0.017938389345227820775669407473089216046
f(z) = 126*z^3 - 289/14*z + 1
*
[ -7/16 ] 
f(z) = 128*z^3 - 297/14*z + 1
*
[ 3/2 ] 
f(z) = 128/3*z^3 - 287/3*z + 1
*
[ -3/2 ] 
f(z) = 128/3*z^3 - 283/3*z + 1
*
1/16 | 0.12006726062687337690352948947559913560 | 0.021189237456960640581557913394526864368
f(z) = 128/9*z^3 - 289/18*z + 1
*
[ 3/2 ] 
f(z) = 128/15*z^3 - 283/15*z + 1
*
[ -4/9 ] 
f(z) = 135*z^3 - 281/12*z + 1
*
-10/9 | 0.22024463074639078143575612778946508915 | 0.028309496539961995193000325740526846416
f(z) = 135/8*z^3 - 299/15*z + 1
*
[ -10/9 ] 
f(z) = 135/8*z^3 - 284/15*z + 1
*
[ -3/2 ] 
f(z) = 136/15*z^3 - 281/15*z + 1
*
[ 2/3 ] 
f(z) = 137/4*z^3 - 283/18*z + 1
*
[ 2/3 ] 
f(z) = 139/4*z^3 - 287/18*z + 1
*
-2 | 0.084405479950948489278877505095399502308 | 0.013331036135188951639632372136710909118
f(z) = 139/12*z^3 - 281/6*z + 1
*
13/60 | 0.091047054674053124264406968852384258934 | 0.011118636119945858488199880689856291776
f(z) = 120*z^3 - 289/30*z + 1
*
9/22 | 0.18586267006094919327356760292785733565 | 0.025528141752518999015771402121035532493
f(z) = 121/2*z^3 - 299/24*z + 1
*
[ 4/33 ] 
f(z) = 121/2*z^3 - 293/36*z + 1
*
[ 9/22 ] 
f(z) = 121/3*z^3 - 295/36*z + 1
*
[ -7/11 ] 
f(z) = 121/3*z^3 - 289/21*z + 1
*
3/11 | 0.17148151611659443653542919590670527000 | 0.024521828296100249740117464099901402676
f(z) = 121/4*z^3 - 289/36*z + 1
*
[ -14/11 ] 
f(z) = 121/16*z^3 - 293/28*z + 1
*
[ 1/8 ] 
f(z) = 122*z^3 - 285/32*z + 1
*
3/25 | 0.18029622522927405694401812317870557617 | 0.028006085826044007025862710606484819503
f(z) = 125/4*z^3 - 289/20*z + 1
*
[ 1/10 ] 
f(z) = 125/8*z^3 - 293/32*z + 1
*
6/25 | 0.20200385940218344996426334028396906706 | 0.029890653241063096108778557930941926013
f(z) = 125/18*z^3 - 287/30*z + 1
*
[ 1/8 ] 
f(z) = 126*z^3 - 287/32*z + 1
*
2/21 | 0.13935662446933182486675067237680309192 | 0.020547431172478770195377158564557589820
f(z) = 126/5*z^3 - 288/35*z + 1
*
[ 17/16 ] 
f(z) = 128/17*z^3 - 287/34*z + 1
*
[ 1/8 ] 
f(z) = 130*z^3 - 289/32*z + 1
*
2/11 | 0.16673707747579802460312897532171104573 | 0.019898665611184908281522311691993183395
f(z) = 132*z^3 - 298/33*z + 1
*
1/6 | 0.13893850549646479469228462674030245122 | 0.016581140219356583841677959476084667910
f(z) = 132*z^3 - 295/33*z + 1
*
[ 3/22 ] 
f(z) = 132*z^3 - 290/33*z + 1
*
[ 1/8 ] 
f(z) = 134*z^3 - 291/32*z + 1
*
0 | 0.16316517178584146560827225277328057909 | 0.028902082464712723828911786266897827353
f(z) = 134/15*z^3 - 283/30*z + 1
*
1/3 | 0.13741317022618002069430928638815623373 | 0.018049035158153860160356187423289800667
f(z) = 135/2*z^3 - 289/30*z + 1
*
-26/45 | 0.10711678268030256032265747365882268393 | 0.014069645387285910847142019123403529201
f(z) = 135/4*z^3 - 293/30*z + 1
*
[ 1/15 ] 
f(z) = 135/4*z^3 - 283/20*z + 1
*
-8/9 | 0.12628214908513565811181756592183232479 | 0.021033398475630384125465426262264210685
f(z) = 135/8*z^3 - 293/24*z + 1
*
0 | 0.16423902180783601990631229879370734637 | 0.029020149820506450962868205081717036430
f(z) = 136/15*z^3 - 287/30*z + 1
*
[ 1/8 ] 
f(z) = 138*z^3 - 293/32*z + 1
*
[ 1/12 ] 
f(z) = 138*z^3 - 287/24*z + 1
*
[ -2/3 ] 
f(z) = 138/5*z^3 - 293/30*z + 1
*
[ 1/6 ] 
f(z) = 120/19*z^3 - 295/57*z + 1
*
7/44 | 0.097390816415540916458838764795642833805 | 0.012868120500967019834840898625624237816
f(z) = 121/3*z^3 - 289/48*z + 1
*
1/22 | 0.092526040303612165963333511530370592075 | 0.014966801928437713558256594961104435717
f(z) = 121/12*z^3 - 289/48*z + 1
*
3/22 | 0.18260192987765573942433892757813217932 | 0.029537273045095960224124574281304380837
f(z) = 121/14*z^3 - 289/56*z + 1
*
15/22 | 0.10915902612844872954502180962878870415 | 0.017657315901606437287930504353441179204
f(z) = 121/14*z^3 - 281/56*z + 1
*
[ 1/6 ] 
f(z) = 123/4*z^3 - 281/48*z + 1
*
7/25 | 0.15374887167646237595632206447585788850 | 0.023882386280427226047839627350679083634
f(z) = 125/8*z^3 - 289/40*z + 1
*
[ 3/20 ] 
f(z) = 125/9*z^3 - 287/48*z + 1
*
[ 2/3 ] 
f(z) = 127/12*z^3 - 281/54*z + 1
*
15/32 | 0.12867031384423900104748529566363827191 | 0.018563202369271014000680743188511460851
f(z) = 128/5*z^3 - 289/40*z + 1
*
3/32 | 0.18527710989952051697130071147241376534 | 0.026729836764227771913480834990046867166
f(z) = 128/7*z^3 - 289/56*z + 1
*
1/4 | 0.16674709971569791050177980650398934948 | 0.024056521384245485554993358059107170062
f(z) = 128/7*z^3 - 281/56*z + 1
*
[ 5/8 ] 
f(z) = 128/11*z^3 - 283/55*z + 1
*
[ 1/6 ] 
f(z) = 129/4*z^3 - 283/48*z + 1
*
[ -3/4 ] 
f(z) = 131/9*z^3 - 281/48*z + 1
*
[ 2/3 ] 
f(z) = 131/12*z^3 - 289/54*z + 1
*
[ 1/6 ] 
f(z) = 132/19*z^3 - 296/57*z + 1
*
[ -3/4 ] 
f(z) = 133/9*z^3 - 287/48*z + 1
*
-6/7 | 0.19367547360977961321775117901890040734 | 0.028330621434083757461252478482629973631
f(z) = 133/12*z^3 - 293/42*z + 1
*
[ 2/3 ] 
f(z) = 133/12*z^3 - 293/54*z + 1
*
1/6 | 0.19585443707565323199062868879600812780 | 0.024788540977983817418976101017959935607
f(z) = 135/2*z^3 - 283/40*z + 1
*
2/3 | 0.15167154829927714144342145432537829632 | 0.025262225388988271199838895054768577462
f(z) = 135/14*z^3 - 299/42*z + 1
*
[ 1/6 ] 
f(z) = 135/14*z^3 - 295/56*z + 1
*
[ 1/8 ] 
f(z) = 136/5*z^3 - 297/40*z + 1
*
[ 1/4 ] 
f(z) = 137/3*z^3 - 281/48*z + 1
*
[ -3/4 ] 
f(z) = 137/9*z^3 - 299/48*z + 1
*
[ 1/4 ] 
f(z) = 139/3*z^3 - 283/48*z + 1
*
[ 2/5 ] 
f(z) = 120/7*z^3 - 297/70*z + 1
*
[ 1/5 ] 
f(z) = 120/13*z^3 - 284/65*z + 1
*
[ 7/33 ] 
f(z) = 121/7*z^3 - 283/63*z + 1
*
[ 8/33 ] 
f(z) = 121/8*z^3 - 289/72*z + 1
*
[ 6/11 ] 
f(z) = 121/13*z^3 - 281/78*z + 1
*
[ 8/11 ] 
f(z) = 121/18*z^3 - 283/72*z + 1
*
[ 3/4 ] 
f(z) = 124/15*z^3 - 299/60*z + 1
*
-3/5 | 0.20645734023934581677387558965337672044 | 0.029386693373967956761134135820653035516
f(z) = 125/8*z^3 - 293/72*z + 1
*
[ 12/25 ] 
f(z) = 125/8*z^3 - 281/60*z + 1
*
6/25 | 0.21636312682807528125836749009649100340 | 0.027653611255335104033632055554442051987
f(z) = 125/9*z^3 - 283/60*z + 1
*
1/5 | 0.11190339853412701597671243641306732905 | 0.017382372701299992424369937093745189671
f(z) = 125/12*z^3 - 289/60*z + 1
*
18/25 | 0.22246753702028579428136642698441364043 | 0.029519213620591599149731939421184835407
f(z) = 125/16*z^3 - 293/60*z + 1
*
[ 5/8 ] 
f(z) = 128/13*z^3 - 289/65*z + 1
*
[ 1/4 ] 
f(z) = 130/9*z^3 - 281/72*z + 1
*
[ 1/4 ] 
f(z) = 134/9*z^3 - 283/72*z + 1
*
[ 1/5 ] 
f(z) = 135/13*z^3 - 287/65*z + 1
*
7/15 | 0.17643079690251912961268244493633311123 | 0.027081899889416207591063976372834000220
f(z) = 135/14*z^3 - 297/70*z + 1
*
-11/15 | 0.15728820662683090778403419029436083209 | 0.024143536958613742296222627898341779477
f(z) = 135/14*z^3 - 293/70*z + 1
*
2/5 | 0.12485986275502056147165170055930856080 | 0.019165827977334454786450079034171248527
f(z) = 135/14*z^3 - 283/70*z + 1
*
-4/5 | 0.20335755066284281783744466642102028209 | 0.026710740866747116937403155339205720747
f(z) = 135/16*z^3 - 299/60*z + 1
*
[ 1/3 ] 
f(z) = 137/8*z^3 - 281/72*z + 1
*
[ 1/3 ] 
f(z) = 139/8*z^3 - 283/72*z + 1
*
[ 1/3 ] 
f(z) = 121/9*z^3 - 283/81*z + 1
*
[ 1/3 ] 
f(z) = 122/9*z^3 - 284/81*z + 1
*
[ 1/3 ] 
f(z) = 124/9*z^3 - 286/81*z + 1
*
[ 1/3 ] 
f(z) = 125/9*z^3 - 287/81*z + 1
*
[ 1/3 ] 
f(z) = 127/9*z^3 - 289/81*z + 1
*
[ 1/3 ] 
f(z) = 128/9*z^3 - 290/81*z + 1
*
[ 11/32 ] 
f(z) = 128/11*z^3 - 289/88*z + 1
*
[ 1/3 ] 
f(z) = 130/9*z^3 - 292/81*z + 1
*
[ 1/3 ] 
f(z) = 131/9*z^3 - 293/81*z + 1
*
[ 1/3 ] 
f(z) = 133/9*z^3 - 295/81*z + 1
*
[ 3/7 ] 
f(z) = 133/12*z^3 - 283/84*z + 1
*
[ 1/3 ] 
f(z) = 134/9*z^3 - 296/81*z + 1
*
[ 1/3 ] 
f(z) = 136/9*z^3 - 298/81*z + 1
*
[ 1/3 ] 
f(z) = 137/9*z^3 - 299/81*z + 1
*
[ 4/9 ] 
f(z) = 123/16*z^3 - 299/108*z + 1
*
[ -4/5 ] 
f(z) = 127/16*z^3 - 283/100*z + 1
*
[ -4/5 ] 
f(z) = 129/16*z^3 - 291/100*z + 1
*
[ -4/5 ] 
f(z) = 131/16*z^3 - 299/100*z + 1
*
[ 2/5 ] 
f(z) = 131/16*z^3 - 281/100*z + 1
*
[ 2/5 ] 
f(z) = 133/16*z^3 - 283/100*z + 1
*
[ 2/5 ] 
f(z) = 137/16*z^3 - 287/100*z + 1
*
[ 2/5 ] 
f(z) = 139/16*z^3 - 289/100*z + 1
*
[ -12/11 ] 
f(z) = 121/6*z^3 - 265/12*z + 1
*
[ -17/11 ] 
f(z) = 121/17*z^3 - 261/17*z + 1
*
[ 3/2 ] 
f(z) = 124/3*z^3 - 278/3*z + 1
*
[ -3/2 ] 
f(z) = 124/3*z^3 - 274/3*z + 1
*
[ 3/2 ] 
f(z) = 124/15*z^3 - 274/15*z + 1
*
[ 6/5 ] 
f(z) = 125/4*z^3 - 269/6*z + 1
*
[ 2/3 ] 
f(z) = 127/4*z^3 - 263/18*z + 1
*
[ 1/16 ] 
f(z) = 128/9*z^3 - 271/18*z + 1
*
-3/2 | 0.13068027144059291230491068152466993667 | 0.023221227726699566048904434065323610134
f(z) = 128/15*z^3 - 278/15*z + 1
*
[ -3/2 ] 
f(z) = 128/15*z^3 - 263/15*z + 1
*
[ 2/3 ] 
f(z) = 131/4*z^3 - 271/18*z + 1
*
-2 | 0.10377982847601450796812585300689588132 | 0.016564220131192460128092602126558958901
f(z) = 131/4*z^3 - 263/2*z + 1
*
[ 2 ] 
f(z) = 131/4*z^3 - 261/2*z + 1
*
-2 | 0.083294920355659007836941258320020304873 | 0.013278583378684960128531427004248359561
f(z) = 131/12*z^3 - 265/6*z + 1
*
[ 5/6 ] 
f(z) = 132/5*z^3 - 278/15*z + 1
*
[ 2/3 ] 
f(z) = 133/4*z^3 - 275/18*z + 1
*
-2 | 0.10406141903611803265580276893662740994 | 0.016569245268041388199701147777849049952
f(z) = 133/4*z^3 - 267/2*z + 1
*
[ 2 ] 
f(z) = 133/4*z^3 - 265/2*z + 1
*
[ -2 ] 
f(z) = 133/4*z^3 - 263/2*z + 1
*
-2 | 0.083578877540762643224528070073145251348 | 0.013292105212145895939203992102960492059
f(z) = 133/12*z^3 - 269/6*z + 1
*
[ 2 ] 
f(z) = 133/12*z^3 - 263/6*z + 1
*
-2 | 0.10433879102853563917905017927947115886 | 0.016574167160637009182834529831192695652
f(z) = 135/4*z^3 - 271/2*z + 1
*
[ 2 ] 
f(z) = 135/4*z^3 - 269/2*z + 1
*
[ -2 ] 
f(z) = 135/4*z^3 - 267/2*z + 1
*
[ 1/17 ] 
f(z) = 136*z^3 - 280/17*z + 1
*
-2 | 0.10461206901119210351978292224691866315 | 0.016578989520700205673515551390854353889
f(z) = 137/4*z^3 - 275/2*z + 1
*
[ 2 ] 
f(z) = 137/4*z^3 - 273/2*z + 1
*
[ -2 ] 
f(z) = 137/4*z^3 - 271/2*z + 1
*
-2 | 0.084134031884943979973857689379503697900 | 0.013318321756190386859036959666699318128
f(z) = 137/12*z^3 - 277/6*z + 1
*
[ 2 ] 
f(z) = 137/12*z^3 - 271/6*z + 1
*
[ -2 ] 
f(z) = 137/12*z^3 - 265/6*z + 1
*
-2 | 0.10488137210462827536050870844264500626 | 0.016583715871993655995702039304890895159
f(z) = 139/4*z^3 - 279/2*z + 1
*
[ 2 ] 
f(z) = 139/4*z^3 - 277/2*z + 1
*
[ -2 ] 
f(z) = 139/4*z^3 - 275/2*z + 1
*
[ 2 ] 
f(z) = 139/12*z^3 - 275/6*z + 1
*
[ -2 ] 
f(z) = 139/12*z^3 - 269/6*z + 1
*
11/60 | 0.14296402219898497503664137965071708148 | 0.017458718975204533378904484662917424697
f(z) = 120*z^3 - 271/30*z + 1
*
-1/3 | 0.22134313532732634976711130707358476376 | 0.027787567504977753395239149116809701676
f(z) = 120*z^3 - 269/24*z + 1
*
[ 4/33 ] 
f(z) = 121/4*z^3 - 277/36*z + 1
*
[ -7/11 ] 
f(z) = 121/4*z^3 - 271/28*z + 1
*
3/22 | 0.10750192473810355872242670184968722977 | 0.017389266948001030684441117515121346916
f(z) = 121/5*z^3 - 269/20*z + 1
*
[ 8/11 ] 
f(z) = 121/6*z^3 - 265/24*z + 1
*
[ 4/33 ] 
f(z) = 121/8*z^3 - 269/36*z + 1
*
[ 4/33 ] 
f(z) = 121/16*z^3 - 265/36*z + 1
*
2/25 | 0.19262920908317909077810495919600261493 | 0.027013313982912555416330619083662468498
f(z) = 125/3*z^3 - 263/30*z + 1
*
1/25 | 0.15554117561920365493557257619785245318 | 0.024160791543670747749935453304000411382
f(z) = 125/6*z^3 - 271/30*z + 1
*
6/25 | 0.13732740301262272405972864024538458903 | 0.021331578241022344520040704398481195167
f(z) = 125/12*z^3 - 263/30*z + 1
*
2/25 | 0.17758835934132772924256160526000937678 | 0.025411828796664603036567452948380995952
f(z) = 125/16*z^3 - 271/20*z + 1
*
1/4 | 0.22517206075363528522897132510167277462 | 0.028096160197739745791220778457629471749
f(z) = 126*z^3 - 277/24*z + 1
*
11/21 | 0.17798037553432716106679166049312957889 | 0.026242308395955123570791000156272455747
f(z) = 126/5*z^3 - 277/35*z + 1
*
1/3 | 0.20095752803012029213818922912840102828 | 0.029630173603258259702184254598615744911
f(z) = 126/5*z^3 - 268/35*z + 1
*
10/21 | 0.097876672404969898452405401107085495674 | 0.014431421522232382253334423895324504331
f(z) = 126/5*z^3 - 263/35*z + 1
*
5/16 | 0.21294857923009382175208757915110499121 | 0.029763805404900894644381136195214652274
f(z) = 128/3*z^3 - 269/30*z + 1
*
[ 5/8 ] 
f(z) = 128/7*z^3 - 271/35*z + 1
*
0 | 0.15979093013200050316862681067078771565 | 0.028523302564815740239622950596449244383
f(z) = 128/15*z^3 - 271/30*z + 1
*
[ -2/3 ] 
f(z) = 129/5*z^3 - 269/30*z + 1
*
[ -2/3 ] 
f(z) = 132/5*z^3 - 277/30*z + 1
*
-2/5 | 0.19225238732008621013096452560770854025 | 0.025252092592491175076176574696998895838
f(z) = 135/2*z^3 - 269/30*z + 1
*
2/9 | 0.14422540725044273919227453912811651829 | 0.018943813332285308340596130868856227978
f(z) = 135/4*z^3 - 263/30*z + 1
*
7/9 | 0.16447965871751001406516873168852077990 | 0.027395528410026856693295632232854809368
f(z) = 135/7*z^3 - 272/21*z + 1
*
[ -8/9 ] 
f(z) = 135/8*z^3 - 269/24*z + 1
*
[ 1/9 ] 
f(z) = 135/11*z^3 - 269/33*z + 1
*
[ 1/9 ] 
f(z) = 138*z^3 - 262/27*z + 1
*
[ 7/12 ] 
f(z) = 120/7*z^3 - 275/42*z + 1
*
[ 1/6 ] 
f(z) = 120/17*z^3 - 265/51*z + 1
*
5/22 | 0.18975198017582561960415342625329707117 | 0.024353644926693340408838692558673092197
f(z) = 121/2*z^3 - 277/40*z + 1
*
[ 5/22 ] 
f(z) = 121/2*z^3 - 261/40*z + 1
*
[ 1/4 ] 
f(z) = 121/3*z^3 - 265/48*z + 1
*
[ 5/33 ] 
f(z) = 121/5*z^3 - 277/45*z + 1
*
[ 8/11 ] 
f(z) = 121/10*z^3 - 271/40*z + 1
*
[ 2/3 ] 
f(z) = 121/12*z^3 - 269/54*z + 1
*
13/22 | 0.18094063869398488048193645788311723014 | 0.029268546360047373982758118022954723617
f(z) = 121/13*z^3 - 261/52*z + 1
*
[ 8/11 ] 
f(z) = 121/14*z^3 - 277/56*z + 1
*
[ 2/9 ] 
f(z) = 123/4*z^3 - 271/54*z + 1
*
[ 1/4 ] 
f(z) = 125/3*z^3 - 269/48*z + 1
*
12/25 | 0.23250972464234017427958247107764853956 | 0.029717325833682496765228222923246437492
f(z) = 125/6*z^3 - 267/40*z + 1
*
[ -3/4 ] 
f(z) = 125/9*z^3 - 263/48*z + 1
*
[ 2/3 ] 
f(z) = 125/12*z^3 - 277/54*z + 1
*
[ 7/10 ] 
f(z) = 125/14*z^3 - 269/56*z + 1
*
[ 1/4 ] 
f(z) = 127/3*z^3 - 271/48*z + 1
*
[ -3/4 ] 
f(z) = 127/9*z^3 - 269/48*z + 1
*
[ 5/12 ] 
f(z) = 128/5*z^3 - 263/45*z + 1
*
[ 5/8 ] 
f(z) = 128/9*z^3 - 277/45*z + 1
*
[ 2/9 ] 
f(z) = 129/4*z^3 - 275/54*z + 1
*
[ 1/4 ] 
f(z) = 131/3*z^3 - 275/48*z + 1
*
[ 5/22 ] 
f(z) = 132/5*z^3 - 262/55*z + 1
*
[ 1/6 ] 
f(z) = 132/17*z^3 - 266/51*z + 1
*
[ 1/4 ] 
f(z) = 133/3*z^3 - 277/48*z + 1
*
[ 1/7 ] 
f(z) = 133/6*z^3 - 271/42*z + 1
*
[ -8/15 ] 
f(z) = 135/4*z^3 - 269/40*z + 1
*
5/18 | 0.10727722461125438159409310865226055311 | 0.014516182810007122036055651946715523973
f(z) = 135/4*z^3 - 269/48*z + 1
*
8/15 | 0.15883600965002545563041755503020978230 | 0.024381122727417193116935638457910864392
f(z) = 135/8*z^3 - 267/40*z + 1
*
[ 1/6 ] 
f(z) = 135/13*z^3 - 275/52*z + 1
*
[ 3/17 ] 
f(z) = 136/9*z^3 - 262/51*z + 1
*
1/6 | 0.15737597980936591590279349456937794880 | 0.023422484253755663479864214975642245680
f(z) = 138/7*z^3 - 275/42*z + 1
*
[ -2/3 ] 
f(z) = 138/7*z^3 - 263/42*z + 1
*
[ 7/20 ] 
f(z) = 120/7*z^3 - 277/70*z + 1
*
3/11 | 0.13523272197079623660352874371983934724 | 0.019338256759564663139371679628714860619
f(z) = 121/7*z^3 - 277/63*z + 1
*
[ 1/3 ] 
f(z) = 121/8*z^3 - 265/72*z + 1
*
[ 1/4 ] 
f(z) = 122/9*z^3 - 277/72*z + 1
*
[ 3/10 ] 
f(z) = 124/9*z^3 - 268/75*z + 1
*
1/4 | 0.11217580111597130836084644732879046049 | 0.018073701577217954323172643741647742721
f(z) = 124/15*z^3 - 271/60*z + 1
*
8/25 | 0.20247686131167432781951067774988630031 | 0.028394297287100870067760952636552059414
f(z) = 125/6*z^3 - 263/60*z + 1
*
2/15 | 0.20908284380665161986182977884587786507 | 0.029760401899880521093449363711220870278
f(z) = 125/7*z^3 - 272/63*z + 1
*
[ 1/3 ] 
f(z) = 125/8*z^3 - 269/72*z + 1
*
3/10 | 0.21673087546079629032207321783917689749 | 0.027700613616033231026465060104644711101
f(z) = 125/9*z^3 - 263/60*z + 1
*
3/25 | 0.14263905617448611311828419409676282036 | 0.022156657158454780520408936692898495485
f(z) = 125/13*z^3 - 269/65*z + 1
*
4/25 | 0.093495412315589404512703875398840191599 | 0.014522991473182666700685835211483543942
f(z) = 125/14*z^3 - 261/70*z + 1
*
-9/10 | 0.17884849629556504252542566442660469814 | 0.028778724814678555864916144866522370154
f(z) = 125/17*z^3 - 269/68*z + 1
*
[ 1/3 ] 
f(z) = 127/8*z^3 - 271/72*z + 1
*
[ 5/16 ] 
f(z) = 128/7*z^3 - 279/70*z + 1
*
[ 3/10 ] 
f(z) = 128/9*z^3 - 271/75*z + 1
*
[ 1/3 ] 
f(z) = 131/8*z^3 - 275/72*z + 1
*
[ 1/4 ] 
f(z) = 132/19*z^3 - 261/76*z + 1
*
[ 1/3 ] 
f(z) = 133/8*z^3 - 277/72*z + 1
*
[ 2/9 ] 
f(z) = 135/11*z^3 - 271/66*z + 1
*
[ 1/3 ] 
f(z) = 136/7*z^3 - 262/63*z + 1
*
[ 3/10 ] 
f(z) = 136/9*z^3 - 277/75*z + 1
*
[ -3/4 ] 
f(z) = 136/13*z^3 - 277/78*z + 1
*
[ 1/3 ] 
f(z) = 137/7*z^3 - 263/63*z + 1
*
[ 1/3 ] 
f(z) = 139/7*z^3 - 265/63*z + 1
*
[ 4/9 ] 
f(z) = 135/14*z^3 - 265/84*z + 1
*
[ 2/5 ] 
f(z) = 121/16*z^3 - 271/100*z + 1
*
[ 2/5 ] 
f(z) = 123/16*z^3 - 273/100*z + 1
*
[ 2/5 ] 
f(z) = 127/16*z^3 - 277/100*z + 1
*
[ 2/5 ] 
f(z) = 129/16*z^3 - 279/100*z + 1
*
[ 8/11 ] 
f(z) = 121/2*z^3 - 259/8*z + 1
*
[ 1/22 ] 
f(z) = 121/3*z^3 - 253/12*z + 1
*
[ 9/11 ] 
f(z) = 121/3*z^3 - 245/9*z + 1
*
[ 10/11 ] 
f(z) = 121/4*z^3 - 251/10*z + 1
*
[ 2/3 ] 
f(z) = 121/4*z^3 - 251/18*z + 1
*
-2 | 0.10230381235551847317034219850548519442 | 0.016537400947046374240130062394422822541
f(z) = 121/4*z^3 - 243/2*z + 1
*
[ 2 ] 
f(z) = 121/4*z^3 - 241/2*z + 1
*
[ 9/11 ] 
f(z) = 121/6*z^3 - 247/18*z + 1
*
-2 | 0.081805758308688216115260838871834505331 | 0.013206394019055229857299177584394214436
f(z) = 121/12*z^3 - 245/6*z + 1
*
[ 16/11 ] 
f(z) = 121/16*z^3 - 251/16*z + 1
*
2/11 | 0.14757650727249862175728626770328706065 | 0.026786368695662297029825405758491233308
f(z) = 121/18*z^3 - 247/18*z + 1
*
-2 | 0.10260857951006664271892265576867159141 | 0.016543005554055554417720743520245414080
f(z) = 123/4*z^3 - 247/2*z + 1
*
[ 2 ] 
f(z) = 123/4*z^3 - 245/2*z + 1
*
[ -2 ] 
f(z) = 123/4*z^3 - 243/2*z + 1
*
[ -3/4 ] 
f(z) = 124/3*z^3 - 251/12*z + 1
*
[ -3/2 ] 
f(z) = 124/15*z^3 - 254/15*z + 1
*
[ 1/15 ] 
f(z) = 125/2*z^3 - 257/18*z + 1
*
[ -6/5 ] 
f(z) = 125/4*z^3 - 259/6*z + 1
*
[ 2/3 ] 
f(z) = 125/4*z^3 - 259/18*z + 1
*
-2 | 0.10290841100393634377733403063568776622 | 0.016548485032518501699272656602145738448
f(z) = 125/4*z^3 - 251/2*z + 1
*
[ 2 ] 
f(z) = 125/4*z^3 - 249/2*z + 1
*
[ -2 ] 
f(z) = 125/4*z^3 - 247/2*z + 1
*
[ 7/5 ] 
f(z) = 125/7*z^3 - 243/7*z + 1
*
-2 | 0.082415896511875360149440183979276621595 | 0.013236234023705931688542607453315511698
f(z) = 125/12*z^3 - 253/6*z + 1
*
[ 2 ] 
f(z) = 125/12*z^3 - 247/6*z + 1
*
[ -2 ] 
f(z) = 125/12*z^3 - 241/6*z + 1
*
[ 7/5 ] 
f(z) = 125/14*z^3 - 241/14*z + 1
*
-2 | 0.10320346419105352789723674006208382131 | 0.016553844257535938763664923597433276943
f(z) = 127/4*z^3 - 255/2*z + 1
*
[ 2 ] 
f(z) = 127/4*z^3 - 253/2*z + 1
*
[ -2 ] 
f(z) = 127/4*z^3 - 251/2*z + 1
*
-2 | 0.082713573986016658297767107070968190440 | 0.013250659335393928834963238572883057864
f(z) = 127/12*z^3 - 257/6*z + 1
*
[ 2 ] 
f(z) = 127/12*z^3 - 251/6*z + 1
*
[ -2 ] 
f(z) = 127/12*z^3 - 245/6*z + 1
*
[ 5/8 ] 
f(z) = 128*z^3 - 253/5*z + 1
*
[ 1/32 ] 
f(z) = 128*z^3 - 249/8*z + 1
*
7/24 | 0.14311295571510824982827111988339232371 | 0.018484309560761451633818946723566163086
f(z) = 128*z^3 - 241/18*z + 1
*
[ 5/8 ] 
f(z) = 128/3*z^3 - 259/15*z + 1
*
[ 9/16 ] 
f(z) = 128/3*z^3 - 257/18*z + 1
*
-2 | 0.10349388901680100849814269407661413896 | 0.016559087837184140598186179172661961441
f(z) = 129/4*z^3 - 259/2*z + 1
*
[ 2 ] 
f(z) = 129/4*z^3 - 257/2*z + 1
*
[ -2 ] 
f(z) = 129/4*z^3 - 255/2*z + 1
*
[ 3/5 ] 
f(z) = 130/3*z^3 - 244/15*z + 1
*
[ -2 ] 
f(z) = 131/4*z^3 - 259/2*z + 1
*
[ 2 ] 
f(z) = 131/12*z^3 - 259/6*z + 1
*
[ -2 ] 
f(z) = 131/12*z^3 - 253/6*z + 1
*
[ -5/6 ] 
f(z) = 132/5*z^3 - 242/15*z + 1
*
[ -2 ] 
f(z) = 133/12*z^3 - 257/6*z + 1
*
1/3 | 0.14370337789707677055254405149308193986 | 0.018875245478585535498077021975254117797
f(z) = 135*z^3 - 256/15*z + 1
*
2/45 | 0.13839806906714425391589477148815899580 | 0.018178400296724847373673552336405164196
f(z) = 135*z^3 - 244/15*z + 1
*
[ 1/9 ] 
f(z) = 120*z^3 - 256/27*z + 1
*
[ 3/20 ] 
f(z) = 120*z^3 - 251/30*z + 1
*
[ -7/11 ] 
f(z) = 121/5*z^3 - 253/35*z + 1
*
[ 6/11 ] 
f(z) = 121/5*z^3 - 241/30*z + 1
*
13/22 | 0.16234967168096926464019043468311490987 | 0.026261313801203489084506770866792629293
f(z) = 121/6*z^3 - 241/24*z + 1
*
[ 10/11 ] 
f(z) = 121/12*z^3 - 253/30*z + 1
*
[ 9/11 ] 
f(z) = 121/12*z^3 - 251/36*z + 1
*
-10/11 | 0.18810142626657213071632830419997274225 | 0.029366856701376757340953030216575827772
f(z) = 121/12*z^3 - 247/30*z + 1
*
0 | 0.15615384318156416885300181959210466595 | 0.028101255149111996263476409133034348212
f(z) = 122/15*z^3 - 259/30*z + 1
*
[ 1/9 ] 
f(z) = 123*z^3 - 257/27*z + 1
*
[ -2/3 ] 
f(z) = 123/5*z^3 - 253/30*z + 1
*
[ 1/10 ] 
f(z) = 124*z^3 - 256/25*z + 1
*
2/25 | 0.12188272845745627874347249599070686934 | 0.015577966730811311861047033513419648403
f(z) = 125*z^3 - 241/20*z + 1
*
[ 4/15 ] 
f(z) = 125/2*z^3 - 259/36*z + 1
*
3/25 | 0.20754764275343282991675185278077929694 | 0.027539493109640321193380462481746834123
f(z) = 125/2*z^3 - 257/30*z + 1
*
[ 3/25 ] 
f(z) = 125/2*z^3 - 247/30*z + 1
*
2/5 | 0.12945288093722841472555232498113400156 | 0.018153795758149691110230421772990918023
f(z) = 125/3*z^3 - 257/30*z + 1
*
-8/15 | 0.12026823702199178054199946152915549219 | 0.017118721959198346138916435423732889989
f(z) = 125/4*z^3 - 257/36*z + 1
*
3/25 | 0.16173587911010190120367619358924116132 | 0.024387188746142822319429978833913344819
f(z) = 125/18*z^3 - 253/30*z + 1
*
[ 4/21 ] 
f(z) = 126*z^3 - 247/28*z + 1
*
[ 3/32 ] 
f(z) = 128*z^3 - 259/24*z + 1
*
[ 1/10 ] 
f(z) = 128*z^3 - 257/25*z + 1
*
[ 3/32 ] 
f(z) = 128/3*z^3 - 241/24*z + 1
*
15/16 | 0.15727120224327147627688499182672881567 | 0.028341871662450118181207832853878874470
f(z) = 128/15*z^3 - 257/30*z + 1
*
0 | 0.15613528231007978619658882370543446604 | 0.028156949687068800265193932467126467156
f(z) = 128/15*z^3 - 241/30*z + 1
*
-17/16 | 0.16372064045660300719239976180111356581 | 0.029504126083665773970533032739989809428
f(z) = 128/17*z^3 - 257/34*z + 1
*
[ 1/9 ] 
f(z) = 129*z^3 - 259/27*z + 1
*
[ 2/5 ] 
f(z) = 130/3*z^3 - 253/30*z + 1
*
[ 1/9 ] 
f(z) = 132*z^3 - 260/27*z + 1
*
[ 1/10 ] 
f(z) = 132*z^3 - 258/25*z + 1
*
[ 6/7 ] 
f(z) = 133/8*z^3 - 260/21*z + 1
*
0 | 0.14858656055293240851100916794105060771 | 0.026576087741015600898428279716057643665
f(z) = 134/15*z^3 - 253/30*z + 1
*
[ 4/15 ] 
f(z) = 135*z^3 - 247/20*z + 1
*
[ 7/9 ] 
f(z) = 135/7*z^3 - 251/21*z + 1
*
0 | 0.18350960087152724608683511309682775179 | 0.029566963014397729932993956895654672941
f(z) = 135/14*z^3 - 248/21*z + 1
*
[ 1/10 ] 
f(z) = 136*z^3 - 259/25*z + 1
*
[ 1/5 ] 
f(z) = 120/11*z^3 - 244/55*z + 1
*
5/33 | 0.14031829396776971173750663552030341077 | 0.020065492709662325853893822136972447248
f(z) = 121/5*z^3 - 241/45*z + 1
*
[ 6/11 ] 
f(z) = 121/7*z^3 - 251/42*z + 1
*
[ -3/4 ] 
f(z) = 121/9*z^3 - 251/48*z + 1
*
[ 9/11 ] 
f(z) = 121/15*z^3 - 253/45*z + 1
*
[ 1/6 ] 
f(z) = 124/5*z^3 - 256/45*z + 1
*
[ 3/10 ] 
f(z) = 125/4*z^3 - 247/48*z + 1
*
[ -18/25 ] 
f(z) = 125/8*z^3 - 257/45*z + 1
*
-17/25 | 0.17415978496564906834199395298388822448 | 0.027052889648636907190609414634671833159
f(z) = 125/8*z^3 - 249/40*z + 1
*
38/75 | 0.21560320157928038282009830485675517913 | 0.024968592374732329606410535867899556812
f(z) = 125/8*z^3 - 248/45*z + 1
*
-17/25 | 0.16852668005444734480518808001922799784 | 0.026177878430794669492187230189766853164
f(z) = 125/9*z^3 - 244/45*z + 1
*
4/25 | 0.14293902518755628592140096489751137810 | 0.022203252465231247310047287878312880087
f(z) = 125/9*z^3 - 241/45*z + 1
*
14/25 | 0.18442041970792623649245034295038642764 | 0.028646712352670123108009826467708437248
f(z) = 125/11*z^3 - 251/55*z + 1
*
-17/32 | 0.12985368666431962200822455901845141807 | 0.018733926979176323940130199376906551039
f(z) = 128/5*z^3 - 249/40*z + 1
*
[ 5/32 ] 
f(z) = 128/5*z^3 - 241/40*z + 1
*
[ 1/5 ] 
f(z) = 130/11*z^3 - 246/55*z + 1
*
[ -2/3 ] 
f(z) = 132/7*z^3 - 247/42*z + 1
*
[ 2/7 ] 
f(z) = 133/3*z^3 - 257/42*z + 1
*
[ 1/3 ] 
f(z) = 133/6*z^3 - 241/54*z + 1
*
[ -6/7 ] 
f(z) = 133/12*z^3 - 251/42*z + 1
*
1/15 | 0.17589127838712671015987558572743869255 | 0.026999084492791224494623553412978953514
f(z) = 135/8*z^3 - 243/40*z + 1
*
[ 1/5 ] 
f(z) = 135/11*z^3 - 247/55*z + 1
*
[ 7/9 ] 
f(z) = 135/14*z^3 - 257/42*z + 1
*
[ 1/6 ] 
f(z) = 136/5*z^3 - 259/45*z + 1
*
[ 1/3 ] 
f(z) = 137/6*z^3 - 245/54*z + 1
*
[ 1/3 ] 
f(z) = 139/6*z^3 - 247/54*z + 1
*
1/2 | 0.13326798742510580094215020074915360338 | 0.020255798590245591190940250056406380911
f(z) = 120/11*z^3 - 257/66*z + 1
*
[ -3/4 ] 
f(z) = 120/11*z^3 - 251/66*z + 1
*
[ 14/33 ] 
f(z) = 121/8*z^3 - 257/63*z + 1
*
5/11 | 0.19040482564487677015953431076648927151 | 0.029726469070146625263709216293857117990
f(z) = 121/12*z^3 - 257/60*z + 1
*
[ 15/22 ] 
f(z) = 121/15*z^3 - 253/60*z + 1
*
5/22 | 0.11860869940968906735865876801041506505 | 0.019185873568450122809395985987965610315
f(z) = 121/15*z^3 - 241/60*z + 1
*
[ 8/33 ] 
f(z) = 121/16*z^3 - 257/72*z + 1
*
13/22 | 0.18065766850841387650636363078772078829 | 0.029222773746141090329859802189222941299
f(z) = 121/18*z^3 - 241/72*z + 1
*
[ 1/3 ] 
f(z) = 122/7*z^3 - 248/63*z + 1
*
[ 1/3 ] 
f(z) = 124/7*z^3 - 250/63*z + 1
*
-3/4 | 0.13142853244998319532489140399969598253 | 0.021175690751492202903079535204230744228
f(z) = 124/15*z^3 - 259/60*z + 1
*
[ 1/4 ] 
f(z) = 124/19*z^3 - 259/76*z + 1
*
[ 1/3 ] 
f(z) = 125/7*z^3 - 251/63*z + 1
*
[ 12/25 ] 
f(z) = 125/9*z^3 - 257/60*z + 1
*
21/50 | 0.21232375479658782201884619798166601935 | 0.027137334635043938895244538754652706934
f(z) = 125/9*z^3 - 247/60*z + 1
*
9/25 | 0.10246606218634957263246696653530221318 | 0.015916436010784156502165411757608108640
f(z) = 125/12*z^3 - 241/60*z + 1
*
[ 14/25 ] 
f(z) = 125/14*z^3 - 251/70*z + 1
*
[ -9/10 ] 
f(z) = 125/18*z^3 - 253/72*z + 1
*
[ 1/3 ] 
f(z) = 127/7*z^3 - 253/63*z + 1
*
[ 1/3 ] 
f(z) = 128/7*z^3 - 254/63*z + 1
*
[ 7/24 ] 
f(z) = 128/7*z^3 - 251/63*z + 1
*
[ 1/3 ] 
f(z) = 130/7*z^3 - 256/63*z + 1
*
[ 1/3 ] 
f(z) = 131/7*z^3 - 257/63*z + 1
*
[ 2/7 ] 
f(z) = 133/10*z^3 - 251/70*z + 1
*
[ 1/3 ] 
f(z) = 134/7*z^3 - 260/63*z + 1
*
4/15 | 0.11662943059070128105482054209132379495 | 0.015319118900627604490635761560044974861
f(z) = 135/8*z^3 - 257/60*z + 1
*
1/3 | 0.13791105354409342255155350671697869001 | 0.021169168939301710221036567987216504323
f(z) = 135/14*z^3 - 257/70*z + 1
*
[ 9/25 ] 
f(z) = 125/18*z^3 - 241/90*z + 1
*
[ 6/11 ] 
f(z) = 121*z^3 - 221/6*z + 1
*
[ -8/11 ] 
f(z) = 121/2*z^3 - 237/8*z + 1
*
[ -9/11 ] 
f(z) = 121/3*z^3 - 223/9*z + 1
*
[ -2 ] 
f(z) = 121/4*z^3 - 239/2*z + 1
*
[ -10/11 ] 
f(z) = 121/4*z^3 - 229/10*z + 1
*
[ 2 ] 
f(z) = 121/12*z^3 - 239/6*z + 1
*
[ -2 ] 
f(z) = 121/12*z^3 - 233/6*z + 1
*
-15/11 | 0.11814492869279884301734332163173060368 | 0.021742910037635221325104467949424143825
f(z) = 121/15*z^3 - 229/15*z + 1
*
[ 15/11 ] 
f(z) = 121/15*z^3 - 221/15*z + 1
*
[ -16/11 ] 
f(z) = 121/16*z^3 - 229/16*z + 1
*
[ -7/5 ] 
f(z) = 125/7*z^3 - 233/7*z + 1
*
[ -7/5 ] 
f(z) = 125/14*z^3 - 221/14*z + 1
*
-8/21 | 0.19013261679080729498444799860273289859 | 0.025434647281389618685254026672455170967
f(z) = 126*z^3 - 221/14*z + 1
*
[ -5/8 ] 
f(z) = 128*z^3 - 237/5*z + 1
*
13/48 | 0.18979002945984920248224499406880764326 | 0.024513068286182692667918724136809430388
f(z) = 128*z^3 - 223/18*z + 1
*
[ 3/4 ] 
f(z) = 128/5*z^3 - 221/15*z + 1
*
15/16 | 0.11370383286235287032567885534503251934 | 0.020504994475073004429977581831471924521
f(z) = 128/7*z^3 - 239/14*z + 1
*
[ 11/8 ] 
f(z) = 128/11*z^3 - 239/11*z + 1
*
[ -11/8 ] 
f(z) = 128/11*z^3 - 223/11*z + 1
*
[ 2/5 ] 
f(z) = 130*z^3 - 223/10*z + 1
*
[ 1/22 ] 
f(z) = 132*z^3 - 234/11*z + 1
*
[ -2/3 ] 
f(z) = 133/4*z^3 - 221/18*z + 1
*
[ 2/5 ] 
f(z) = 135*z^3 - 231/10*z + 1
*
[ 4/3 ] 
f(z) = 135/4*z^3 - 239/4*z + 1
*
[ -4/3 ] 
f(z) = 135/4*z^3 - 233/4*z + 1
*
2/15 | 0.17999201874918716170218153704463128546 | 0.023641709664684145523645059806521455689
f(z) = 135/8*z^3 - 227/15*z + 1
*
[ -2/3 ] 
f(z) = 137/4*z^3 - 229/18*z + 1
*
[ -2/3 ] 
f(z) = 139/4*z^3 - 233/18*z + 1
*
[ 1/5 ] 
f(z) = 121*z^3 - 221/25*z + 1
*
10/33 | 0.17720530784745157191561706175475334218 | 0.025340329562040098519079193662707979608
f(z) = 121/3*z^3 - 235/27*z + 1
*
10/11 | 0.15452280758819809022599714063575378916 | 0.028151678029037107937283571786949487737
f(z) = 121/15*z^3 - 233/30*z + 1
*
2/33 | 0.18663441811321579086597077896933980746 | 0.026688690762467408455881641008621765310
f(z) = 121/16*z^3 - 235/36*z + 1
*
[ 1/5 ] 
f(z) = 122*z^3 - 222/25*z + 1
*
[ 1/5 ] 
f(z) = 123*z^3 - 223/25*z + 1
*
[ 1/5 ] 
f(z) = 124*z^3 - 224/25*z + 1
*
2/25 | 0.19758090570903478514735458619557713648 | 0.025253034738660849281523398182903389094
f(z) = 125*z^3 - 221/20*z + 1
*
[ 1/4 ] 
f(z) = 125/2*z^3 - 221/32*z + 1
*
4/25 | 0.18841411384797796965872731760216893500 | 0.029267067774460160306154675721265229647
f(z) = 125/4*z^3 - 221/20*z + 1
*
[ 1/10 ] 
f(z) = 125/6*z^3 - 221/24*z + 1
*
-16/25 | 0.19118011475298749613287812265570164538 | 0.029696721022286640600169144843554157269
f(z) = 125/7*z^3 - 221/35*z + 1
*
[ -4/5 ] 
f(z) = 125/9*z^3 - 239/36*z + 1
*
6/5 | 0.19451588939800712299494226756985155878 | 0.028343690956675338700020170581447446103
f(z) = 125/16*z^3 - 239/20*z + 1
*
[ 2/15 ] 
f(z) = 125/16*z^3 - 239/36*z + 1
*
[ 2/25 ] 
f(z) = 125/16*z^3 - 231/20*z + 1
*
[ 3/25 ] 
f(z) = 125/18*z^3 - 223/30*z + 1
*
[ 1/5 ] 
f(z) = 126*z^3 - 226/25*z + 1
*
1/2 | 0.15760689898247907780985383996242383481 | 0.023778804331080566533936807496299902643
f(z) = 126/5*z^3 - 229/30*z + 1
*
[ 1/7 ] 
f(z) = 126/5*z^3 - 228/35*z + 1
*
[ 1/5 ] 
f(z) = 127*z^3 - 227/25*z + 1
*
[ 1/4 ] 
f(z) = 127/2*z^3 - 223/32*z + 1
*
[ 1/5 ] 
f(z) = 128*z^3 - 228/25*z + 1
*
[ 3/4 ] 
f(z) = 128/7*z^3 - 223/21*z + 1
*
[ 3/32 ] 
f(z) = 128/9*z^3 - 235/24*z + 1
*
[ 3/4 ] 
f(z) = 128/11*z^3 - 227/33*z + 1
*
[ 3/4 ] 
f(z) = 128/13*z^3 - 229/39*z + 1
*
[ 15/16 ] 
f(z) = 128/15*z^3 - 227/30*z + 1
*
[ 1/5 ] 
f(z) = 129*z^3 - 229/25*z + 1
*
[ 1/4 ] 
f(z) = 129/2*z^3 - 225/32*z + 1
*
0 | 0.18392545331144559572563214936511647159 | 0.029811516688212760922085041203079996302
f(z) = 129/14*z^3 - 239/21*z + 1
*
[ 2/13 ] 
f(z) = 130*z^3 - 223/26*z + 1
*
[ 1/5 ] 
f(z) = 131*z^3 - 231/25*z + 1
*
[ 1/4 ] 
f(z) = 131/2*z^3 - 227/32*z + 1
*
[ 1/5 ] 
f(z) = 132*z^3 - 232/25*z + 1
*
[ 1/5 ] 
f(z) = 133*z^3 - 233/25*z + 1
*
[ 1/4 ] 
f(z) = 133/2*z^3 - 229/32*z + 1
*
[ -4/7 ] 
f(z) = 133/4*z^3 - 227/28*z + 1
*
[ 1/7 ] 
f(z) = 133/5*z^3 - 229/35*z + 1
*
[ 1/5 ] 
f(z) = 134*z^3 - 234/25*z + 1
*
[ 1/4 ] 
f(z) = 135/2*z^3 - 231/32*z + 1
*
8/15 | 0.16741996774148719455274931749183178529 | 0.025698749228964734195626880110791953640
f(z) = 135/7*z^3 - 227/35*z + 1
*
[ 4/5 ] 
f(z) = 135/8*z^3 - 221/20*z + 1
*
1/9 | 0.16217306115139051509415013090940339891 | 0.027011344373861912564419992104358909750
f(z) = 135/8*z^3 - 221/24*z + 1
*
[ 1/5 ] 
f(z) = 136*z^3 - 236/25*z + 1
*
[ 1/5 ] 
f(z) = 137*z^3 - 237/25*z + 1
*
[ 1/4 ] 
f(z) = 137/2*z^3 - 233/32*z + 1
*
1/12 | 0.22429821406771519379885967155407747347 | 0.027673004835244201933609891655482226121
f(z) = 138*z^3 - 239/24*z + 1
*
[ 1/5 ] 
f(z) = 138*z^3 - 238/25*z + 1
*
[ 1/5 ] 
f(z) = 139*z^3 - 239/25*z + 1
*
[ 1/4 ] 
f(z) = 139/2*z^3 - 235/32*z + 1
*
[ -7/11 ] 
f(z) = 121/6*z^3 - 235/42*z + 1
*
[ 1/3 ] 
f(z) = 121/6*z^3 - 229/54*z + 1
*
[ 1/4 ] 
f(z) = 122/7*z^3 - 229/56*z + 1
*
[ -2/3 ] 
f(z) = 123/7*z^3 - 223/42*z + 1
*
[ 1/3 ] 
f(z) = 125/6*z^3 - 233/54*z + 1
*
[ -4/5 ] 
f(z) = 125/11*z^3 - 221/44*z + 1
*
[ 5/12 ] 
f(z) = 126/5*z^3 - 231/40*z + 1
*
[ -5/9 ] 
f(z) = 126/5*z^3 - 224/45*z + 1
*
[ 1/3 ] 
f(z) = 127/6*z^3 - 235/54*z + 1
*
[ 5/24 ] 
f(z) = 128/5*z^3 - 221/45*z + 1
*
[ 3/4 ] 
f(z) = 128/17*z^3 - 233/51*z + 1
*
[ 3/4 ] 
f(z) = 128/19*z^3 - 235/57*z + 1
*
[ -2/3 ] 
f(z) = 129/7*z^3 - 239/42*z + 1
*
3/20 | 0.21636495866119244755818263270176005834 | 0.025286873808856255100562527501223342048
f(z) = 130/3*z^3 - 239/40*z + 1
*
[ 1/4 ] 
f(z) = 130/7*z^3 - 233/56*z + 1
*
[ 1/3 ] 
f(z) = 131/5*z^3 - 221/45*z + 1
*
[ 1/3 ] 
f(z) = 131/6*z^3 - 239/54*z + 1
*
[ 1/3 ] 
f(z) = 133/5*z^3 - 223/45*z + 1
*
[ 3/7 ] 
f(z) = 133/6*z^3 - 227/42*z + 1
*
2/7 | 0.20016485816447466775740600881753217226 | 0.029279881005947132527212634933904258505
f(z) = 133/6*z^3 - 223/42*z + 1
*
[ 6/7 ] 
f(z) = 133/18*z^3 - 235/42*z + 1
*
[ 1/3 ] 
f(z) = 134/5*z^3 - 224/45*z + 1
*
[ 1/4 ] 
f(z) = 134/7*z^3 - 235/56*z + 1
*
4/9 | 0.17545721507141546329927847619223431703 | 0.026199241124166536832513166467408780337
f(z) = 135/7*z^3 - 223/42*z + 1
*
[ 1/6 ] 
f(z) = 135/11*z^3 - 235/44*z + 1
*
[ -11/15 ] 
f(z) = 135/11*z^3 - 233/55*z + 1
*
-2/3 | 0.12958255506874605506952997862832547522 | 0.019890755159517368982108890193161666742
f(z) = 135/11*z^3 - 223/55*z + 1
*
[ 1/3 ] 
f(z) = 136/5*z^3 - 226/45*z + 1
*
[ 1/3 ] 
f(z) = 137/5*z^3 - 227/45*z + 1
*
[ 1/4 ] 
f(z) = 138/7*z^3 - 237/56*z + 1
*
[ 1/6 ] 
f(z) = 138/7*z^3 - 233/42*z + 1
*
[ 1/3 ] 
f(z) = 139/5*z^3 - 229/45*z + 1
*
[ -15/22 ] 
f(z) = 121/9*z^3 - 227/60*z + 1
*
5/11 | 0.17882773899360748035080028657893277354 | 0.027919025865407534345165097766115790023
f(z) = 121/12*z^3 - 221/60*z + 1
*
[ 1/4 ] 
f(z) = 124/17*z^3 - 235/68*z + 1
*
6/25 | 0.12317321285780361815672818487393832747 | 0.015742904973576847961996490346705773653
f(z) = 125/9*z^3 - 223/60*z + 1
*
[ 13/25 ] 
f(z) = 125/13*z^3 - 229/65*z + 1
*
[ 7/25 ] 
f(z) = 125/14*z^3 - 229/70*z + 1
*
[ 8/15 ] 
f(z) = 125/16*z^3 - 223/72*z + 1
*
[ 1/4 ] 
f(z) = 132/17*z^3 - 237/68*z + 1
*
[ 7/15 ] 
f(z) = 135/14*z^3 - 227/70*z + 1
*
-2/3 | 0.13791117731713224325159532039830275547 | 0.021169187938303614650815195335263030918
f(z) = 135/14*z^3 - 223/70*z + 1
*
[ 5/11 ] 
f(z) = 121/16*z^3 - 221/80*z + 1
*
[ 5/11 ] 
f(z) = 121/17*z^3 - 227/85*z + 1
*
[ 5/11 ] 
f(z) = 121/18*z^3 - 233/90*z + 1
*
[ 5/11 ] 
f(z) = 121/19*z^3 - 239/95*z + 1
*
[ 1/15 ] 
f(z) = 120*z^3 - 218/15*z + 1
*
[ 2/5 ] 
f(z) = 120*z^3 - 207/10*z + 1
*
[ 10/11 ] 
f(z) = 121/5*z^3 - 201/10*z + 1
*
[ -9/11 ] 
f(z) = 121/6*z^3 - 203/18*z + 1
*
[ 12/11 ] 
f(z) = 121/8*z^3 - 215/12*z + 1
*
-15/11 | 0.12751184964267399913303900426265472569 | 0.023701539502191367504118583991679325325
f(z) = 121/12*z^3 - 217/12*z + 1
*
[ -2/3 ] 
f(z) = 125/4*z^3 - 205/18*z + 1
*
[ -2/3 ] 
f(z) = 127/4*z^3 - 209/18*z + 1
*
[ 3/4 ] 
f(z) = 128*z^3 - 217/3*z + 1
*
5/24 | 0.21461196622525298386959930791157439276 | 0.027719041922718610060192631214275532055
f(z) = 128*z^3 - 217/18*z + 1
*
[ -3/4 ] 
f(z) = 128*z^3 - 209/3*z + 1
*
[ 1/24 ] 
f(z) = 128*z^3 - 209/9*z + 1
*
[ -5/8 ] 
f(z) = 128/3*z^3 - 211/15*z + 1
*
[ -2/3 ] 
f(z) = 131/4*z^3 - 217/18*z + 1
*
1/3 | 0.21805174019524957906800186483455395204 | 0.029595597878673782134695540754542994949
f(z) = 132*z^3 - 209/12*z + 1
*
[ 1/18 ] 
f(z) = 135*z^3 - 209/12*z + 1
*
-14/15 | 0.13260381985584516291832955143383211148 | 0.017417333453148613349296814068970889797
f(z) = 135/8*z^3 - 218/15*z + 1
*
[ 1/12 ] 
f(z) = 136*z^3 - 215/18*z + 1
*
[ -7/10 ] 
f(z) = 120/7*z^3 - 209/35*z + 1
*
[ 1/6 ] 
f(z) = 120/13*z^3 - 205/39*z + 1
*
[ 1/4 ] 
f(z) = 121/2*z^3 - 217/32*z + 1
*
7/44 | 0.11552514812405745030359172992693399111 | 0.015264185902390853057547997895056780043
f(z) = 121/2*z^3 - 209/32*z + 1
*
-9/22 | 0.18601947492474279160637963072371170540 | 0.025549678819586284476681457891195801343
f(z) = 121/2*z^3 - 203/24*z + 1
*
1/22 | 0.15322141028643156613727458969605602182 | 0.024784746990446790637297637185035219044
f(z) = 121/6*z^3 - 217/24*z + 1
*
13/22 | 0.10694895517675810615630890170591872174 | 0.017299819848892982306756554118413945345
f(z) = 121/9*z^3 - 205/36*z + 1
*
[ 10/11 ] 
f(z) = 121/15*z^3 - 203/30*z + 1
*
[ 1/4 ] 
f(z) = 123/2*z^3 - 219/32*z + 1
*
2/3 | 0.14447253844152172547852665393584378614 | 0.024442143274745209484443855794251251699
f(z) = 123/10*z^3 - 209/30*z + 1
*
0 | 0.16024568331390110647462234696903592868 | 0.026701317368070558309565305477787136872
f(z) = 123/14*z^3 - 202/21*z + 1
*
[ 6/25 ] 
f(z) = 125/2*z^3 - 203/30*z + 1
*
8/25 | 0.17914533305450686980209374145639968791 | 0.025122405648694629577760701772464171060
f(z) = 125/3*z^3 - 203/30*z + 1
*
-3/5 | 0.16395153230779972258284983442654868399 | 0.025467203649353705544805253654190092129
f(z) = 125/4*z^3 - 209/20*z + 1
*
4/5 | 0.13111911601809258610155421002471356623 | 0.023747178141552109522968228691783574175
f(z) = 125/18*z^3 - 205/36*z + 1
*
7/32 | 0.13388699875377217523345084341111981382 | 0.019315810914157394111265767618712089869
f(z) = 128/3*z^3 - 217/24*z + 1
*
5/16 | 0.20654400683737584450108742310428840625 | 0.028868638848318772101028632824691268219
f(z) = 128/3*z^3 - 209/30*z + 1
*
5/16 | 0.075811201743853703516384107018771862027 | 0.013671555599961309095873095265291335187
f(z) = 128/15*z^3 - 211/30*z + 1
*
2/3 | 0.11857080672712043693954468320261895538 | 0.019899690410760015325921838111848368156
f(z) = 129/10*z^3 - 217/30*z + 1
*
[ 3/13 ] 
f(z) = 130/3*z^3 - 220/39*z + 1
*
[ 3/4 ] 
f(z) = 130/9*z^3 - 203/24*z + 1
*
[ 1/3 ] 
f(z) = 131/4*z^3 - 203/36*z + 1
*
[ 1/6 ] 
f(z) = 132/13*z^3 - 206/39*z + 1
*
[ 1/3 ] 
f(z) = 133/4*z^3 - 205/36*z + 1
*
[ -6/7 ] 
f(z) = 133/8*z^3 - 211/21*z + 1
*
[ 3/4 ] 
f(z) = 134/9*z^3 - 209/24*z + 1
*
[ 1/10 ] 
f(z) = 135*z^3 - 207/20*z + 1
*
-2/3 | 0.12399186311857594119813644232184712723 | 0.019707621480144840643178332104670560383
f(z) = 135/7*z^3 - 219/28*z + 1
*
4/9 | 0.16004580225579642051517026277068906957 | 0.026657030764725475702839067408068269510
f(z) = 135/11*z^3 - 212/33*z + 1
*
0 | 0.15326018052638227845382143394957510836 | 0.025179210239004188267190482707028112169
f(z) = 135/14*z^3 - 220/21*z + 1
*
[ 1/3 ] 
f(z) = 137/4*z^3 - 209/36*z + 1
*
1/6 | 0.17674064569857330349795909143166194700 | 0.026304554201270018682988371392392205235
f(z) = 138/5*z^3 - 203/30*z + 1
*
[ 1/3 ] 
f(z) = 139/4*z^3 - 211/36*z + 1
*
[ -2/3 ] 
f(z) = 120/7*z^3 - 215/42*z + 1
*
5/12 | 0.12268983128587991311841098375576781581 | 0.018647993112334065080854836119376867505
f(z) = 120/7*z^3 - 209/42*z + 1
*
[ 1/3 ] 
f(z) = 121/5*z^3 - 211/45*z + 1
*
13/22 | 0.17033362712986115917037339614844808590 | 0.027552780283687026281716738525675916621
f(z) = 121/13*z^3 - 209/52*z + 1
*
[ 13/22 ] 
f(z) = 121/13*z^3 - 205/52*z + 1
*
3/11 | 0.13369692015492895715839341083904854952 | 0.022682012735494285425748161692047721707
f(z) = 121/16*z^3 - 203/48*z + 1
*
[ 1/3 ] 
f(z) = 122/5*z^3 - 212/45*z + 1
*
[ 1/3 ] 
f(z) = 124/5*z^3 - 214/45*z + 1
*
[ 8/25 ] 
f(z) = 125/4*z^3 - 213/40*z + 1
*
-16/25 | 0.16353848583015324833213741740935476865 | 0.025403043597814067984514985331140103411
f(z) = 125/9*z^3 - 211/45*z + 1
*
[ -4/5 ] 
f(z) = 125/13*z^3 - 203/52*z + 1
*
3/5 | 0.13365511549528466174707483525084836555 | 0.022550494963095379201536399578242455444
f(z) = 125/16*z^3 - 215/48*z + 1
*
[ 1/3 ] 
f(z) = 127/5*z^3 - 217/45*z + 1
*
[ 1/3 ] 
f(z) = 128/5*z^3 - 218/45*z + 1
*
1/4 | 0.14606558353800892763177284386478151662 | 0.021072809301483809021004176711464504425
f(z) = 128/5*z^3 - 209/40*z + 1
*
9/32 | 0.11965780845465989620350456905405101653 | 0.017262972686117931026078653728437965563
f(z) = 128/5*z^3 - 201/40*z + 1
*
[ 3/16 ] 
f(z) = 128/7*z^3 - 209/42*z + 1
*
[ 1/5 ] 
f(z) = 130/9*z^3 - 206/45*z + 1
*
[ 6/19 ] 
f(z) = 133/8*z^3 - 218/57*z + 1
*
2/9 | 0.10735493491353689134869684489166239804 | 0.017880905105910759645713006700909631845
f(z) = 135/14*z^3 - 209/42*z + 1
*
[ 5/11 ] 
f(z) = 121/13*z^3 - 203/65*z + 1
*
[ 5/11 ] 
f(z) = 121/14*z^3 - 209/70*z + 1
*
-8/11 | 0.16407173820515892152467430829640272598 | 0.026539871367166177223054615788160110127
f(z) = 121/15*z^3 - 211/60*z + 1
*
3/22 | 0.12687377224811604221036320008910530841 | 0.020522812960765366706968184395065348800
f(z) = 121/15*z^3 - 209/60*z + 1
*
-17/22 | 0.16313427915704198041512431613117645335 | 0.026388230122786239522835538774359192800
f(z) = 121/17*z^3 - 213/68*z + 1
*
[ 1/4 ] 
f(z) = 124/15*z^3 - 211/60*z + 1
*
[ 12/25 ] 
f(z) = 125/12*z^3 - 209/60*z + 1
*
[ 6/25 ] 
f(z) = 125/16*z^3 - 217/60*z + 1
*
[ 1/2 ] 
f(z) = 125/19*z^3 - 201/76*z + 1
*
[ 1/2 ] 
f(z) = 127/19*z^3 - 203/76*z + 1
*
[ 1/2 ] 
f(z) = 129/19*z^3 - 205/76*z + 1
*
[ 1/2 ] 
f(z) = 131/18*z^3 - 203/72*z + 1
*
[ 1/2 ] 
f(z) = 131/19*z^3 - 207/76*z + 1
*
[ 1/2 ] 
f(z) = 133/17*z^3 - 201/68*z + 1
*
[ 1/2 ] 
f(z) = 133/18*z^3 - 205/72*z + 1
*
[ 2/5 ] 
f(z) = 135/14*z^3 - 213/70*z + 1
*
[ 1/2 ] 
f(z) = 135/17*z^3 - 203/68*z + 1
*
[ 1/2 ] 
f(z) = 135/19*z^3 - 211/76*z + 1
*
[ 1/2 ] 
f(z) = 137/16*z^3 - 201/64*z + 1
*
[ 1/2 ] 
f(z) = 137/17*z^3 - 205/68*z + 1
*
[ 1/2 ] 
f(z) = 137/18*z^3 - 209/72*z + 1
*
[ 1/2 ] 
f(z) = 137/19*z^3 - 213/76*z + 1
*
[ 1/2 ] 
f(z) = 139/16*z^3 - 203/64*z + 1
*
[ 1/2 ] 
f(z) = 139/17*z^3 - 207/68*z + 1
*
[ 1/2 ] 
f(z) = 139/18*z^3 - 211/72*z + 1
*
[ 1/2 ] 
f(z) = 139/19*z^3 - 215/76*z + 1
*
[ 3/10 ] 
f(z) = 120*z^3 - 197/15*z + 1
*
[ 1/20 ] 
f(z) = 120*z^3 - 193/10*z + 1
*
[ -6/11 ] 
f(z) = 121*z^3 - 199/6*z + 1
*
3/44 | 0.12191273006816117189992579036228188694 | 0.016108168704792041330284208813006970939
f(z) = 121*z^3 - 185/16*z + 1
*
[ -2/3 ] 
f(z) = 121/4*z^3 - 197/18*z + 1
*
[ -12/11 ] 
f(z) = 121/8*z^3 - 193/12*z + 1
*
[ 12/11 ] 
f(z) = 121/9*z^3 - 191/12*z + 1
*
3/22 | 0.12326678178857548065976147910365572357 | 0.019474283878934523768740410940753262762
f(z) = 121/9*z^3 - 187/12*z + 1
*
[ 14/11 ] 
f(z) = 121/14*z^3 - 193/14*z + 1
*
[ 1/11 ] 
f(z) = 121/18*z^3 - 181/18*z + 1
*
[ 1/11 ] 
f(z) = 121/19*z^3 - 191/19*z + 1
*
[ 3/2 ] 
f(z) = 122/9*z^3 - 181/6*z + 1
*
6/25 | 0.16602638954708052782141997134134203774 | 0.022030038743355752552039621800584840068
f(z) = 125*z^3 - 193/15*z + 1
*
2/25 | 0.11369641195771749256837742685577072319 | 0.015944190860578018115504243702106790787
f(z) = 125*z^3 - 183/10*z + 1
*
13/25 | 0.11869989032793621441024954177073001635 | 0.018438097147285336673491154071833040633
f(z) = 125/3*z^3 - 184/15*z + 1
*
-14/25 | 0.17638686767984226488354349589375096191 | 0.027398830721757425297278682744881075512
f(z) = 125/3*z^3 - 181/15*z + 1
*
6/5 | 0.13738437054893605640023573375267505559 | 0.026317051011915414433255291848922589590
f(z) = 125/6*z^3 - 185/6*z + 1
*
21/25 | 0.15467653890963004642846823839891562637 | 0.024026484295330558718797474755421137818
f(z) = 125/9*z^3 - 182/15*z + 1
*
[ 1/14 ] 
f(z) = 126*z^3 - 191/14*z + 1
*
5/6 | 0.14415443570636436827690021992156331297 | 0.026070401378678781742378089897990019473
f(z) = 126/5*z^3 - 187/10*z + 1
*
[ -9/16 ] 
f(z) = 128/3*z^3 - 193/18*z + 1
*
[ 5/4 ] 
f(z) = 128/5*z^3 - 199/5*z + 1
*
[ -5/4 ] 
f(z) = 128/5*z^3 - 191/5*z + 1
*
[ -3/4 ] 
f(z) = 128/5*z^3 - 181/15*z + 1
*
[ 5/4 ] 
f(z) = 128/15*z^3 - 197/15*z + 1
*
-5/4 | 0.10793316973083394151617611324739759655 | 0.020611928958055944829817200573411147730
f(z) = 128/15*z^3 - 188/15*z + 1
*
[ -3/5 ] 
f(z) = 130/3*z^3 - 194/15*z + 1
*
[ 3/2 ] 
f(z) = 130/9*z^3 - 193/6*z + 1
*
[ -3/2 ] 
f(z) = 130/9*z^3 - 185/6*z + 1
*
[ 2/7 ] 
f(z) = 133*z^3 - 187/14*z + 1
*
[ 1/4 ] 
f(z) = 133*z^3 - 181/16*z + 1
*
[ 3/2 ] 
f(z) = 134/9*z^3 - 199/6*z + 1
*
[ -3/2 ] 
f(z) = 134/9*z^3 - 191/6*z + 1
*
1/15 | 0.20051299236723363434011767670530129517 | 0.026337111959107761989805543600173708541
f(z) = 135*z^3 - 199/15*z + 1
*
[ 1/12 ] 
f(z) = 135*z^3 - 191/16*z + 1
*
1/15 | 0.20614937019445594580967769833653245739 | 0.027077442608642492624140252207568458863
f(z) = 135*z^3 - 184/15*z + 1
*
[ 1/4 ] 
f(z) = 135*z^3 - 183/16*z + 1
*
[ -2/5 ] 
f(z) = 135*z^3 - 181/10*z + 1
*
1/5 | 0.10718740545084488629892052305192128224 | 0.014078921593244819893834691806506778085
f(z) = 135*z^3 - 181/15*z + 1
*
[ 1/4 ] 
f(z) = 137*z^3 - 185/16*z + 1
*
[ 1/4 ] 
f(z) = 139*z^3 - 187/16*z + 1
*
[ 5/22 ] 
f(z) = 121*z^3 - 193/20*z + 1
*
[ 1/3 ] 
f(z) = 121/4*z^3 - 193/36*z + 1
*
3/11 | 0.098493769334820256730785420144899840226 | 0.014084592640421847574597633738469580218
f(z) = 121/4*z^3 - 181/36*z + 1
*
[ -8/11 ] 
f(z) = 121/6*z^3 - 199/24*z + 1
*
[ -10/11 ] 
f(z) = 121/12*z^3 - 187/30*z + 1
*
-28/33 | 0.10553362215818721334705932003811616561 | 0.015091290423797203956134651567903816790
f(z) = 121/16*z^3 - 187/36*z + 1
*
[ 3/4 ] 
f(z) = 122/9*z^3 - 191/24*z + 1
*
[ 3/10 ] 
f(z) = 125/2*z^3 - 191/24*z + 1
*
[ 1/3 ] 
f(z) = 125/4*z^3 - 197/36*z + 1
*
13/25 | 0.16418786640158812285154191091493277468 | 0.025503914306528260755072789996473518814
f(z) = 125/4*z^3 - 189/20*z + 1
*
[ 14/25 ] 
f(z) = 125/8*z^3 - 199/35*z + 1
*
2/25 | 0.16808409813350186065968684533718716366 | 0.026109130528572687072359822938320095434
f(z) = 125/12*z^3 - 197/30*z + 1
*
-24/25 | 0.18252415788595459770796001391783185345 | 0.028352158923904463496559421327142453758
f(z) = 125/18*z^3 - 187/30*z + 1
*
[ 1/6 ] 
f(z) = 126/19*z^3 - 197/38*z + 1
*
[ 1/3 ] 
f(z) = 127/3*z^3 - 181/27*z + 1
*
[ 1/3 ] 
f(z) = 127/4*z^3 - 199/36*z + 1
*
3/32 | 0.18828936540796281476273623985280573167 | 0.027164413372619788520533890858519478391
f(z) = 128/3*z^3 - 193/24*z + 1
*
[ 5/16 ] 
f(z) = 128/3*z^3 - 191/30*z + 1
*
[ 1/3 ] 
f(z) = 128/3*z^3 - 182/27*z + 1
*
5/8 | 0.056689113832361881149855890813983348738 | 0.010223137924792303151574705791051638908
f(z) = 128/15*z^3 - 193/30*z + 1
*
3/8 | 0.10905350921914438600596255484566403610 | 0.019666369617749807234331892603523563989
f(z) = 128/15*z^3 - 191/30*z + 1
*
[ 2/3 ] 
f(z) = 129/10*z^3 - 187/30*z + 1
*
[ 3/10 ] 
f(z) = 130/3*z^3 - 187/30*z + 1
*
[ 1/3 ] 
f(z) = 130/3*z^3 - 184/27*z + 1
*
[ 1/3 ] 
f(z) = 131/3*z^3 - 185/27*z + 1
*
[ 2/11 ] 
f(z) = 132*z^3 - 195/22*z + 1
*
[ 3/7 ] 
f(z) = 133/3*z^3 - 199/21*z + 1
*
[ 1/3 ] 
f(z) = 133/3*z^3 - 187/27*z + 1
*
[ 1/7 ] 
f(z) = 133/4*z^3 - 187/28*z + 1
*
[ 1/3 ] 
f(z) = 134/3*z^3 - 188/27*z + 1
*
5/18 | 0.12089548984610403781812372476982686416 | 0.016358933947730936321821651700673212865
f(z) = 135/2*z^3 - 197/24*z + 1
*
-22/45 | 0.17060927598652606157439707651120488858 | 0.022409299017841217654762016094742350311
f(z) = 135/4*z^3 - 197/30*z + 1
*
[ -7/9 ] 
f(z) = 135/7*z^3 - 197/21*z + 1
*
[ 7/15 ] 
f(z) = 135/7*z^3 - 187/35*z + 1
*
[ 1/9 ] 
f(z) = 135/8*z^3 - 197/24*z + 1
*
[ 3/8 ] 
f(z) = 136/3*z^3 - 193/24*z + 1
*
[ 1/3 ] 
f(z) = 136/3*z^3 - 190/27*z + 1
*
[ 1/8 ] 
f(z) = 136/3*z^3 - 185/24*z + 1
*
[ 1/3 ] 
f(z) = 137/3*z^3 - 191/27*z + 1
*
[ 1/3 ] 
f(z) = 139/3*z^3 - 193/27*z + 1
*
[ 2/7 ] 
f(z) = 121/8*z^3 - 183/49*z + 1
*
14/33 | 0.15515172649736208119902088280920414652 | 0.022186671095355711442414839914016802984
f(z) = 121/10*z^3 - 188/45*z + 1
*
5/22 | 0.17228678347860072410735627986769416496 | 0.027868718414303369786065571047649920137
f(z) = 121/14*z^3 - 193/56*z + 1
*
[ 1/4 ] 
f(z) = 122/5*z^3 - 181/40*z + 1
*
[ 2/7 ] 
f(z) = 123/8*z^3 - 184/49*z + 1
*
[ 2/3 ] 
f(z) = 123/14*z^3 - 185/42*z + 1
*
1/3 | 0.17288756233648451667444592270522809335 | 0.029249451934841275631654134038560364136
f(z) = 123/16*z^3 - 185/48*z + 1
*
[ 1/4 ] 
f(z) = 124/13*z^3 - 187/52*z + 1
*
26/75 | 0.12236873871809518068761131422552478609 | 0.014171288432091018567899204641997351126
f(z) = 125/8*z^3 - 197/45*z + 1
*
[ 2/7 ] 
f(z) = 125/8*z^3 - 185/49*z + 1
*
[ 11/25 ] 
f(z) = 125/11*z^3 - 191/55*z + 1
*
[ 1/2 ] 
f(z) = 125/14*z^3 - 181/56*z + 1
*
[ 1/4 ] 
f(z) = 126/5*z^3 - 183/40*z + 1
*
[ 2/7 ] 
f(z) = 127/8*z^3 - 186/49*z + 1
*
[ 1/2 ] 
f(z) = 127/14*z^3 - 183/56*z + 1
*
1/4 | 0.19585274801580780425529221713208101616 | 0.028255578830688168700933820878796356123
f(z) = 128/5*z^3 - 189/40*z + 1
*
[ 2/7 ] 
f(z) = 129/8*z^3 - 187/49*z + 1
*
[ 1/2 ] 
f(z) = 129/13*z^3 - 181/52*z + 1
*
[ 2/3 ] 
f(z) = 129/14*z^3 - 193/42*z + 1
*
[ 1/2 ] 
f(z) = 129/14*z^3 - 185/56*z + 1
*
1/3 | 0.17627870688074444147502240170404369122 | 0.029584783892117800937826634189812720827
f(z) = 129/16*z^3 - 187/48*z + 1
*
[ 2/7 ] 
f(z) = 131/8*z^3 - 188/49*z + 1
*
[ 1/2 ] 
f(z) = 131/13*z^3 - 183/52*z + 1
*
[ 1/2 ] 
f(z) = 131/14*z^3 - 187/56*z + 1
*
[ 1/4 ] 
f(z) = 132/13*z^3 - 189/52*z + 1
*
[ 2/7 ] 
f(z) = 133/6*z^3 - 181/42*z + 1
*
[ 1/2 ] 
f(z) = 133/12*z^3 - 181/48*z + 1
*
[ 1/2 ] 
f(z) = 133/13*z^3 - 185/52*z + 1
*
[ 1/4 ] 
f(z) = 134/5*z^3 - 187/40*z + 1
*
[ 2/9 ] 
f(z) = 135/7*z^3 - 187/42*z + 1
*
[ 2/7 ] 
f(z) = 135/8*z^3 - 190/49*z + 1
*
[ 1/5 ] 
f(z) = 135/8*z^3 - 187/40*z + 1
*
[ 1/2 ] 
f(z) = 135/13*z^3 - 187/52*z + 1
*
[ 1/2 ] 
f(z) = 135/14*z^3 - 191/56*z + 1
*
[ 2/7 ] 
f(z) = 137/8*z^3 - 191/49*z + 1
*
[ 1/2 ] 
f(z) = 137/11*z^3 - 181/44*z + 1
*
[ 1/2 ] 
f(z) = 137/12*z^3 - 185/48*z + 1
*
[ 1/2 ] 
f(z) = 137/13*z^3 - 189/52*z + 1
*
[ 1/2 ] 
f(z) = 137/14*z^3 - 193/56*z + 1
*
[ 1/4 ] 
f(z) = 138/5*z^3 - 189/40*z + 1
*
[ 2/7 ] 
f(z) = 139/8*z^3 - 192/49*z + 1
*
[ 1/2 ] 
f(z) = 139/11*z^3 - 183/44*z + 1
*
[ 1/2 ] 
f(z) = 139/12*z^3 - 187/48*z + 1
*
[ 1/2 ] 
f(z) = 139/13*z^3 - 191/52*z + 1
*
[ 1/2 ] 
f(z) = 139/14*z^3 - 195/56*z + 1
*
[ 5/11 ] 
f(z) = 121/12*z^3 - 197/60*z + 1
*
[ 1/2 ] 
f(z) = 121/16*z^3 - 185/64*z + 1
*
[ 1/2 ] 
f(z) = 121/17*z^3 - 189/68*z + 1
*
[ 4/11 ] 
f(z) = 121/17*z^3 - 183/68*z + 1
*
[ 1/2 ] 
f(z) = 121/18*z^3 - 193/72*z + 1
*
[ 9/22 ] 
f(z) = 121/18*z^3 - 185/72*z + 1
*
[ 1/2 ] 
f(z) = 123/16*z^3 - 187/64*z + 1
*
[ 1/2 ] 
f(z) = 123/17*z^3 - 191/68*z + 1
*
[ 1/2 ] 
f(z) = 123/19*z^3 - 199/76*z + 1
*
8/25 | 0.15734534105038836665975697590789764769 | 0.024441039296200714421114391268770403837
f(z) = 125/12*z^3 - 199/60*z + 1
*
-18/25 | 0.20321667345708406964150294889988978037 | 0.026964816868982860350704296299565449858
f(z) = 125/16*z^3 - 193/60*z + 1
*
[ 1/2 ] 
f(z) = 125/16*z^3 - 189/64*z + 1
*
[ 1/2 ] 
f(z) = 125/17*z^3 - 193/68*z + 1
*
[ 1/2 ] 
f(z) = 125/18*z^3 - 197/72*z + 1
*
[ 1/2 ] 
f(z) = 127/15*z^3 - 187/60*z + 1
*
[ 1/2 ] 
f(z) = 127/16*z^3 - 191/64*z + 1
*
[ 1/2 ] 
f(z) = 127/17*z^3 - 195/68*z + 1
*
[ 1/2 ] 
f(z) = 127/18*z^3 - 199/72*z + 1
*
[ 1/2 ] 
f(z) = 129/16*z^3 - 193/64*z + 1
*
[ 1/2 ] 
f(z) = 129/17*z^3 - 197/68*z + 1
*
[ 1/2 ] 
f(z) = 131/15*z^3 - 191/60*z + 1
*
[ 1/2 ] 
f(z) = 131/16*z^3 - 195/64*z + 1
*
[ 1/2 ] 
f(z) = 131/17*z^3 - 199/68*z + 1
*
[ 1/2 ] 
f(z) = 133/15*z^3 - 193/60*z + 1
*
[ 1/2 ] 
f(z) = 133/16*z^3 - 197/64*z + 1
*
[ 1/2 ] 
f(z) = 135/16*z^3 - 199/64*z + 1
*
2/5 | 0.15044853767327466461716061456206266605 | 0.019761213146368564064181445939496270302
f(z) = 135/16*z^3 - 191/60*z + 1
*
4/9 | 0.18383814619333652097417276740133283517 | 0.024146893333381474753792804330220676771
f(z) = 135/16*z^3 - 181/60*z + 1
*
[ 1/2 ] 
f(z) = 137/15*z^3 - 197/60*z + 1
*
[ 1/2 ] 
f(z) = 139/15*z^3 - 199/60*z + 1
*
1/15 | 0.099196644892341824916529368730044411915 | 0.013234085758572547871970019710147854245
f(z) = 120*z^3 - 173/15*z + 1
*
[ 1/4 ] 
f(z) = 121*z^3 - 169/16*z + 1
*
[ 1/22 ] 
f(z) = 121/2*z^3 - 169/8*z + 1
*
[ -10/11 ] 
f(z) = 121/5*z^3 - 179/10*z + 1
*
[ 14/11 ] 
f(z) = 121/8*z^3 - 170/7*z + 1
*
[ -12/11 ] 
f(z) = 121/9*z^3 - 169/12*z + 1
*
[ 13/11 ] 
f(z) = 121/13*z^3 - 167/13*z + 1
*
[ -14/11 ] 
f(z) = 121/14*z^3 - 171/14*z + 1
*
1/11 | 0.088655853652066953381587419341386160334 | 0.017342735805041699816058675254251318699
f(z) = 121/15*z^3 - 166/15*z + 1
*
1/11 | 0.14499000641807180005326874163700795627 | 0.028011169287789485223902975570345374958
f(z) = 121/16*z^3 - 177/16*z + 1
*
[ 1/11 ] 
f(z) = 121/16*z^3 - 161/16*z + 1
*
[ 1/11 ] 
f(z) = 121/17*z^3 - 171/17*z + 1
*
[ -3/2 ] 
f(z) = 122/9*z^3 - 173/6*z + 1
*
[ 1/4 ] 
f(z) = 123*z^3 - 171/16*z + 1
*
[ 2/3 ] 
f(z) = 123/2*z^3 - 167/6*z + 1
*
-4/3 | 0.10919289737440294989977521443211890149 | 0.016787832036511742602797135613648026954
f(z) = 123/16*z^3 - 167/12*z + 1
*
[ 4/3 ] 
f(z) = 123/16*z^3 - 161/12*z + 1
*
0 | 0.12794568268718897667069694786465402309 | 0.025179197225249792920370263399408110898
f(z) = 123/19*z^3 - 161/19*z + 1
*
0 | 0.12809894557336159673788599959067279753 | 0.025178677145876683068186619229255649633
f(z) = 124/19*z^3 - 162/19*z + 1
*
[ 1/4 ] 
f(z) = 125*z^3 - 173/16*z + 1
*
[ 3/10 ] 
f(z) = 125*z^3 - 163/12*z + 1
*
13/25 | 0.14901540539157942160511706563391865656 | 0.023147119289337756228305677110880536783
f(z) = 125/2*z^3 - 179/10*z + 1
*
[ 4/5 ] 
f(z) = 125/2*z^3 - 161/4*z + 1
*
[ 1/3 ] 
f(z) = 125/2*z^3 - 161/18*z + 1
*
[ 6/5 ] 
f(z) = 125/6*z^3 - 179/6*z + 1
*
[ -6/5 ] 
f(z) = 125/6*z^3 - 169/6*z + 1
*
[ 4/5 ] 
f(z) = 125/6*z^3 - 163/12*z + 1
*
0 | 0.10187368613242908356222983540455707630 | 0.020048332865306336350170307317784176639
f(z) = 125/18*z^3 - 161/18*z + 1
*
0 | 0.12825095009459126663865680088244422580 | 0.025178099639491258170881917468958488065
f(z) = 125/19*z^3 - 163/19*z + 1
*
[ 2/7 ] 
f(z) = 126*z^3 - 179/14*z + 1
*
[ 2/9 ] 
f(z) = 126*z^3 - 175/18*z + 1
*
[ 5/6 ] 
f(z) = 126/5*z^3 - 177/10*z + 1
*
0 | 0.12840171675184053931302137740153250459 | 0.025177466619772179189545730120054659830
f(z) = 126/19*z^3 - 164/19*z + 1
*
[ 1/4 ] 
f(z) = 127*z^3 - 175/16*z + 1
*
[ 1/3 ] 
f(z) = 127/2*z^3 - 163/18*z + 1
*
0 | 0.12859305171202279354398670229336322097 | 0.025306596853056385769988477495234960524
f(z) = 127/17*z^3 - 161/17*z + 1
*
0 | 0.10217365578397817085058689323280208908 | 0.020058631019596450346361705534757229361
f(z) = 127/18*z^3 - 163/18*z + 1
*
0 | 0.12855126554898797523431166519217300803 | 0.025176779933527945726748335881594989299
f(z) = 127/19*z^3 - 165/19*z + 1
*
3/16 | 0.13000700433027728345608620371669810289 | 0.016791559513953975012132749504646518736
f(z) = 128*z^3 - 169/18*z + 1
*
[ 9/8 ] 
f(z) = 128/9*z^3 - 161/9*z + 1
*
[ -5/4 ] 
f(z) = 128/15*z^3 - 173/15*z + 1
*
0 | 0.12869961600877402915589856946281318650 | 0.025176041363383179110356177325767398143
f(z) = 128/19*z^3 - 166/19*z + 1
*
[ 1/4 ] 
f(z) = 129*z^3 - 177/16*z + 1
*
[ 2/3 ] 
f(z) = 129/2*z^3 - 175/6*z + 1
*
-4/3 | 0.15778553147475836899104842318420630064 | 0.024085421549591323877608521146260698501
f(z) = 129/16*z^3 - 175/12*z + 1
*
[ 4/3 ] 
f(z) = 129/16*z^3 - 169/12*z + 1
*
0 | 0.10323629243630048927795409247827699550 | 0.020316488321160433104018798446070089943
f(z) = 129/16*z^3 - 161/16*z + 1
*
0 | 0.12888790508768852871500548713882241209 | 0.025303146013574616120340616823624796419
f(z) = 129/17*z^3 - 163/17*z + 1
*
0 | 0.12884678718811243972057914585022013813 | 0.025175252630340719257268648007545330447
f(z) = 129/19*z^3 - 167/19*z + 1
*
[ -2/5 ] 
f(z) = 130*z^3 - 173/10*z + 1
*
[ 1/13 ] 
f(z) = 130*z^3 - 166/13*z + 1
*
0 | 0.12903358941519783003660638434787740626 | 0.025301366465444582849581606257207929941
f(z) = 130/17*z^3 - 164/17*z + 1
*
0 | 0.12899279769279718760232456396833457217 | 0.025174415396226067013570400470016243854
f(z) = 130/19*z^3 - 168/19*z + 1
*
[ 1/4 ] 
f(z) = 131*z^3 - 179/16*z + 1
*
[ 1/3 ] 
f(z) = 131/2*z^3 - 167/18*z + 1
*
0 | 0.10887379631050836938400203147732257855 | 0.021425926474332310707813677010576588091
f(z) = 131/15*z^3 - 161/15*z + 1
*
0 | 0.10352620180888632179088880380519048258 | 0.020324161517086085966181018518627974734
f(z) = 131/16*z^3 - 163/16*z + 1
*
0 | 0.12917813637283388060499994126656528404 | 0.025299552655455784974137029602790631074
f(z) = 131/17*z^3 - 165/17*z + 1
*
0 | 0.10275939702095265811017285365032057093 | 0.020078061988204885940708245912043291466
f(z) = 131/18*z^3 - 167/18*z + 1
*
0 | 0.12913766569163343830487131004398593060 | 0.025173531266020317646753530862419735897
f(z) = 131/19*z^3 - 169/19*z + 1
*
1/6 | 0.16516682508427451838596164190902423729 | 0.027613340131753577451918596691406260436
f(z) = 132/5*z^3 - 161/15*z + 1
*
0 | 0.12932156358559629221203968815690278424 | 0.025297705890485309267541866432467582911
f(z) = 132/17*z^3 - 166/17*z + 1
*
0 | 0.12928140893001933885156443578316919873 | 0.025172601790087370493584415477145868386
f(z) = 132/19*z^3 - 170/19*z + 1
*
[ 1/3 ] 
f(z) = 133/2*z^3 - 169/18*z + 1
*
[ 2/19 ] 
f(z) = 133/8*z^3 - 165/19*z + 1
*
0 | 0.10915995897721037402993549311233276328 | 0.021430175150701602113494916746171243097
f(z) = 133/15*z^3 - 163/15*z + 1
*
0 | 0.10381164174937719660173392681619154476 | 0.020331521807277048116868890492954642645
f(z) = 133/16*z^3 - 165/16*z + 1
*
0 | 0.12946388827187094988924633414240435662 | 0.025295827431009950704295934814030612876
f(z) = 133/17*z^3 - 167/17*z + 1
*
0 | 0.10304546195441228035081312050470914790 | 0.020087231284830059516787018441992018122
f(z) = 133/18*z^3 - 169/18*z + 1
*
0 | 0.10929986008097220204607086301190296461 | 0.021431906428891271542296489473663069272
f(z) = 134/15*z^3 - 164/15*z + 1
*
0 | 0.12960512725584462680812899342687451831 | 0.025293918492951339389946414547493478196
f(z) = 134/17*z^3 - 168/17*z + 1
*
0 | 0.12956559006784632304020324174445818349 | 0.025170612742075958961829975196847799714
f(z) = 134/19*z^3 - 172/19*z + 1
*
4/45 | 0.19433008376001652065873297052576489723 | 0.025524995226427559493344932109118186933
f(z) = 135*z^3 - 166/15*z + 1
*
[ 4/9 ] 
f(z) = 135/2*z^3 - 175/12*z + 1
*
0 | 0.12982337824869177057385903453041972765 | 0.025548720181234527896847537379291646947
f(z) = 135/13*z^3 - 161/13*z + 1
*
0 | 0.11696849952364293748721811357221465897 | 0.022963140105519336417052661204636301188
f(z) = 135/14*z^3 - 163/14*z + 1
*
0 | 0.10409274799764244719354362914715014460 | 0.020338584182165915905408601993251472293
f(z) = 135/16*z^3 - 167/16*z + 1
*
0 | 0.12974529697944929494283045478072900732 | 0.025291980249437521139627149656813675275
f(z) = 135/17*z^3 - 169/17*z + 1
*
0 | 0.12970606145609563614394768256617596302 | 0.025169556016310836583210184477927661457
f(z) = 135/19*z^3 - 173/19*z + 1
*
0 | 0.12996190651570669638907459087797467967 | 0.025544854181079694303074096090626834647
f(z) = 136/13*z^3 - 162/13*z + 1
*
0 | 0.10957855159191766017269295663528584868 | 0.021435605116565849711967499328122560262
f(z) = 136/15*z^3 - 166/15*z + 1
*
0 | 0.12984547508521873188291150700659651280 | 0.025168459641242424042473036952020884998
f(z) = 136/19*z^3 - 174/19*z + 1
*
[ 1/3 ] 
f(z) = 137/2*z^3 - 173/18*z + 1
*
0 | 0.084104104630450185255986971330134609444 | 0.016551350490821909556143549448138949093
f(z) = 137/12*z^3 - 161/12*z + 1
*
0 | 0.13009940610472193878863695340959546594 | 0.025540986694658963203286353976005586906
f(z) = 137/13*z^3 - 163/13*z + 1
*
0 | 0.11724481786621148415942859912165374741 | 0.022962410872876938411271558106195622736
f(z) = 137/14*z^3 - 165/14*z + 1
*
0 | 0.10971737357521531647056432650705031616 | 0.021437574486516612032208373287086161382
f(z) = 137/15*z^3 - 167/15*z + 1
*
0 | 0.10436965020117621935012667091411708682 | 0.020345362745186542628422631059476752908
f(z) = 137/16*z^3 - 169/16*z + 1
*
0 | 0.13002249257054789889090370738719873405 | 0.025288020334607172917246990257659021704
f(z) = 137/17*z^3 - 171/17*z + 1
*
0 | 0.10360466410679443238569697903121812147 | 0.020104560785462668171567243288380220202
f(z) = 137/18*z^3 - 173/18*z + 1
*
0 | 0.12998384676979073092262408192135850903 | 0.025167324924220698708476501119785252210
f(z) = 137/19*z^3 - 175/19*z + 1
*
0 | 0.13023589218215484663935663265246668872 | 0.025537118280511230737028985789858101694
f(z) = 138/13*z^3 - 164/13*z + 1
*
0 | 0.13015954951196307797483255272414788773 | 0.025286000810347271499989957591595085914
f(z) = 138/17*z^3 - 172/17*z + 1
*
0 | 0.13012119197227096276607588704455964952 | 0.025166153129405602034916868856879483733
f(z) = 138/19*z^3 - 176/19*z + 1
*
[ 1/3 ] 
f(z) = 139/2*z^3 - 175/18*z + 1
*
0 | 0.13040908840447007078417458617564781637 | 0.025663985590894577867985119276327921737
f(z) = 139/11*z^3 - 161/11*z + 1
*
0 | 0.084375797073668334206736640339596831665 | 0.016564573005622588368375737959307426070
f(z) = 139/12*z^3 - 163/12*z + 1
*
0 | 0.13037137958143094546671916663893770732 | 0.025533249473155154486982378799897691351
f(z) = 139/13*z^3 - 165/13*z + 1
*
0 | 0.11751707328833829955775360672094132780 | 0.022961550481602840227104016853729226134
f(z) = 139/14*z^3 - 167/14*z + 1
*
0 | 0.10998991186078739452514991190602666892 | 0.021440951951121860017751032531431452520
f(z) = 139/15*z^3 - 169/15*z + 1
*
0 | 0.10464247227437695084270347332019688656 | 0.020351870775760047158924574621661014519
f(z) = 139/16*z^3 - 171/16*z + 1
*
0 | 0.13029559936177266140388319282803703180 | 0.025283956277748881499375268679196631780
f(z) = 139/17*z^3 - 173/17*z + 1
*
0 | 0.10387805655270726457509095242938819522 | 0.020112751443559741860029775650235750687
f(z) = 139/18*z^3 - 175/18*z + 1
*
0 | 0.13025752581338163950599438055570179018 | 0.025164945479390405786042425848143385444
f(z) = 139/19*z^3 - 177/19*z + 1
*
[ 1/5 ] 
f(z) = 120/7*z^3 - 164/35*z + 1
*
[ 1/6 ] 
f(z) = 120/11*z^3 - 175/33*z + 1
*
[ 3/22 ] 
f(z) = 121/2*z^3 - 179/24*z + 1
*
3/22 | 0.12354842053678049903965445846749088563 | 0.016969311759744418584367765234203063543
f(z) = 121/2*z^3 - 163/24*z + 1
*
[ 1/3 ] 
f(z) = 121/3*z^3 - 175/27*z + 1
*
6/11 | 0.17404529720035587011571906645349945355 | 0.028153171596084257128532849523865832797
f(z) = 121/5*z^3 - 169/20*z + 1
*
[ 3/22 ] 
f(z) = 121/6*z^3 - 161/24*z + 1
*
[ 5/11 ] 
f(z) = 121/6*z^3 - 161/30*z + 1
*
3/22 | 0.18463992788336991331741078428038479330 | 0.029866934969263316152968659592106097497
f(z) = 121/7*z^3 - 177/28*z + 1
*
[ 5/11 ] 
f(z) = 121/7*z^3 - 167/35*z + 1
*
2/11 | 0.14632858963236179741176641874918525014 | 0.023669779991759835362724300834023910024
f(z) = 121/9*z^3 - 169/36*z + 1
*
6/11 | 0.16257609829670936165269208680394875218 | 0.027581436638777986285600068698587692296
f(z) = 121/10*z^3 - 163/30*z + 1
*
[ -9/11 ] 
f(z) = 121/12*z^3 - 163/36*z + 1
*
4/11 | 0.13864592468101727156189239895996712239 | 0.025259154247701061580213792134745978286
f(z) = 121/14*z^3 - 179/28*z + 1
*
-10/11 | 0.065725613644106081920357063805101707432 | 0.011974195540769355844140429366486041544
f(z) = 121/15*z^3 - 173/30*z + 1
*
-10/11 | 0.11999035247877593913753904128084395058 | 0.021860396030179102898196752593246256604
f(z) = 121/15*z^3 - 167/30*z + 1
*
4/33 | 0.20282225809170228007236903823281966732 | 0.029003549188184225860390234097617661478
f(z) = 121/16*z^3 - 175/36*z + 1
*
[ 2/11 ] 
f(z) = 121/17*z^3 - 161/34*z + 1
*
[ 2/11 ] 
f(z) = 121/19*z^3 - 179/38*z + 1
*
[ 1/3 ] 
f(z) = 122/3*z^3 - 176/27*z + 1
*
[ 1/6 ] 
f(z) = 123/2*z^3 - 161/24*z + 1
*
[ 2/3 ] 
f(z) = 123/10*z^3 - 179/30*z + 1
*
[ 1/3 ] 
f(z) = 124/3*z^3 - 178/27*z + 1
*
[ 1/6 ] 
f(z) = 124/3*z^3 - 166/27*z + 1
*
[ 1/3 ] 
f(z) = 125/3*z^3 - 179/27*z + 1
*
[ 6/25 ] 
f(z) = 125/3*z^3 - 167/30*z + 1
*
[ 4/15 ] 
f(z) = 125/4*z^3 - 179/36*z + 1
*
1/10 | 0.13214399654715258368053200079411802375 | 0.021263448065325668342307478432560202604
f(z) = 125/6*z^3 - 173/24*z + 1
*
2/5 | 0.15938751078508262408222009881728165169 | 0.024758257145817183483306598511286199353
f(z) = 125/6*z^3 - 169/30*z + 1
*
[ -7/10 ] 
f(z) = 125/7*z^3 - 177/28*z + 1
*
6/25 | 0.15419093996662624014054916347784902375 | 0.023951054398462187057441263364799344832
f(z) = 125/7*z^3 - 176/35*z + 1
*
[ 1/2 ] 
f(z) = 125/9*z^3 - 161/36*z + 1
*
[ 3/5 ] 
f(z) = 125/13*z^3 - 161/39*z + 1
*
[ 4/5 ] 
f(z) = 125/14*z^3 - 167/28*z + 1
*
[ 4/5 ] 
f(z) = 125/18*z^3 - 169/36*z + 1
*
[ 5/21 ] 
f(z) = 126/5*z^3 - 162/35*z + 1
*
[ 1/6 ] 
f(z) = 126/17*z^3 - 177/34*z + 1
*
[ 1/2 ] 
f(z) = 127/9*z^3 - 163/36*z + 1
*
[ 1/6 ] 
f(z) = 128/3*z^3 - 167/27*z + 1
*
1/2 | 0.18646440943736193839437701165335975582 | 0.029890142088619032885682960392718057603
f(z) = 128/5*z^3 - 163/20*z + 1
*
[ -3/4 ] 
f(z) = 128/7*z^3 - 167/21*z + 1
*
-3/4 | 0.080738523775041953001280336971915515336 | 0.011648106785894869458713183932115883607
f(z) = 128/9*z^3 - 163/24*z + 1
*
[ 13/16 ] 
f(z) = 128/13*z^3 - 175/26*z + 1
*
1/8 | 0.10592331187964403296003849395482886890 | 0.019101879595412183945552550145502814759
f(z) = 128/15*z^3 - 169/30*z + 1
*
[ -15/16 ] 
f(z) = 128/15*z^3 - 163/30*z + 1
*
[ 1/6 ] 
f(z) = 129/2*z^3 - 163/24*z + 1
*
[ 1/2 ] 
f(z) = 129/8*z^3 - 161/32*z + 1
*
[ 1/5 ] 
f(z) = 130/7*z^3 - 166/35*z + 1
*
[ 1/2 ] 
f(z) = 131/8*z^3 - 163/32*z + 1
*
[ 1/2 ] 
f(z) = 131/9*z^3 - 167/36*z + 1
*
[ 4/7 ] 
f(z) = 133/8*z^3 - 173/28*z + 1
*
[ 1/2 ] 
f(z) = 133/8*z^3 - 165/32*z + 1
*
[ 1/2 ] 
f(z) = 133/9*z^3 - 169/36*z + 1
*
[ 1/9 ] 
f(z) = 135/7*z^3 - 173/21*z + 1
*
[ 1/5 ] 
f(z) = 135/7*z^3 - 167/35*z + 1
*
[ 1/2 ] 
f(z) = 135/7*z^3 - 163/28*z + 1
*
[ 1/6 ] 
f(z) = 135/8*z^3 - 175/32*z + 1
*
[ -4/5 ] 
f(z) = 135/8*z^3 - 171/20*z + 1
*
[ 1/2 ] 
f(z) = 135/8*z^3 - 167/32*z + 1
*
[ 8/9 ] 
f(z) = 135/16*z^3 - 163/24*z + 1
*
[ 1/6 ] 
f(z) = 136/3*z^3 - 169/27*z + 1
*
3/4 | 0.082091731478759437147903472265615871992 | 0.014644065293051114498222365521950210406
f(z) = 136/15*z^3 - 173/30*z + 1
*
[ 3/4 ] 
f(z) = 136/15*z^3 - 163/30*z + 1
*
[ 1/2 ] 
f(z) = 137/6*z^3 - 161/24*z + 1
*
[ 1/2 ] 
f(z) = 137/7*z^3 - 165/28*z + 1
*
[ 1/2 ] 
f(z) = 137/8*z^3 - 169/32*z + 1
*
[ 1/2 ] 
f(z) = 137/9*z^3 - 173/36*z + 1
*
[ 1/6 ] 
f(z) = 138/5*z^3 - 173/30*z + 1
*
-1/2 | 0.091373662200211677926843056332436146003 | 0.013599268240839111181636048302105319717
f(z) = 138/5*z^3 - 167/30*z + 1
*
[ 1/2 ] 
f(z) = 139/6*z^3 - 163/24*z + 1
*
[ 1/2 ] 
f(z) = 139/7*z^3 - 167/28*z + 1
*
[ 1/2 ] 
f(z) = 139/8*z^3 - 171/32*z + 1
*
[ 1/2 ] 
f(z) = 139/9*z^3 - 175/36*z + 1
*
1/6 | 0.11524772596134729880735994720673722809 | 0.017516845344188745538216179236404529150
f(z) = 120/7*z^3 - 167/42*z + 1
*
[ 5/11 ] 
f(z) = 121/8*z^3 - 173/40*z + 1
*
[ 10/33 ] 
f(z) = 121/8*z^3 - 166/45*z + 1
*
[ 5/11 ] 
f(z) = 121/9*z^3 - 179/45*z + 1
*
[ 1/2 ] 
f(z) = 121/12*z^3 - 169/48*z + 1
*
[ 1/2 ] 
f(z) = 121/13*z^3 - 173/52*z + 1
*
3/22 | 0.16721445637963872247880697716540600624 | 0.027048230314333878063117508486282011242
f(z) = 121/13*z^3 - 165/52*z + 1
*
[ 1/2 ] 
f(z) = 121/14*z^3 - 177/56*z + 1
*
[ 3/11 ] 
f(z) = 121/17*z^3 - 163/51*z + 1
*
[ 3/11 ] 
f(z) = 121/19*z^3 - 179/57*z + 1
*
[ 1/2 ] 
f(z) = 123/10*z^3 - 163/40*z + 1
*
[ 1/2 ] 
f(z) = 123/11*z^3 - 167/44*z + 1
*
[ 1/2 ] 
f(z) = 123/13*z^3 - 175/52*z + 1
*
[ 1/2 ] 
f(z) = 123/14*z^3 - 179/56*z + 1
*
[ 3/8 ] 
f(z) = 124/9*z^3 - 173/48*z + 1
*
[ 1/4 ] 
f(z) = 124/11*z^3 - 163/44*z + 1
*
6/25 | 0.12099085191749233898612642008545731823 | 0.014011718010080723720468342870455905815
f(z) = 125/8*z^3 - 173/45*z + 1
*
-3/5 | 0.17346826731065135270239296180072431649 | 0.026945473629408201724576535209522184207
f(z) = 125/8*z^3 - 161/40*z + 1
*
[ 9/25 ] 
f(z) = 125/9*z^3 - 161/45*z + 1
*
[ 1/2 ] 
f(z) = 125/11*z^3 - 169/44*z + 1
*
[ 1/2 ] 
f(z) = 125/12*z^3 - 173/48*z + 1
*
[ 1/2 ] 
f(z) = 125/13*z^3 - 177/52*z + 1
*
-7/10 | 0.10930977154208625631647488842028223678 | 0.017589165690084075805587812871701274585
f(z) = 125/14*z^3 - 173/56*z + 1
*
[ 3/5 ] 
f(z) = 125/14*z^3 - 163/42*z + 1
*
[ 3/5 ] 
f(z) = 125/16*z^3 - 167/48*z + 1
*
[ 3/5 ] 
f(z) = 125/17*z^3 - 169/51*z + 1
*
[ 3/5 ] 
f(z) = 125/19*z^3 - 173/57*z + 1
*
[ 1/2 ] 
f(z) = 127/10*z^3 - 167/40*z + 1
*
[ 1/2 ] 
f(z) = 127/11*z^3 - 171/44*z + 1
*
[ 1/2 ] 
f(z) = 127/12*z^3 - 175/48*z + 1
*
[ 1/2 ] 
f(z) = 127/13*z^3 - 179/52*z + 1
*
[ 1/2 ] 
f(z) = 129/10*z^3 - 169/40*z + 1
*
[ 1/2 ] 
f(z) = 129/11*z^3 - 173/44*z + 1
*
[ 1/2 ] 
f(z) = 131/10*z^3 - 171/40*z + 1
*
[ 1/2 ] 
f(z) = 131/11*z^3 - 175/44*z + 1
*
[ 1/2 ] 
f(z) = 131/12*z^3 - 179/48*z + 1
*
[ 1/2 ] 
f(z) = 133/10*z^3 - 173/40*z + 1
*
[ 1/2 ] 
f(z) = 133/11*z^3 - 177/44*z + 1
*
[ 1/2 ] 
f(z) = 135/11*z^3 - 179/44*z + 1
*
[ 2/9 ] 
f(z) = 135/14*z^3 - 167/42*z + 1
*
[ 1/2 ] 
f(z) = 137/10*z^3 - 177/40*z + 1
*
[ 1/2 ] 
f(z) = 139/10*z^3 - 179/40*z + 1
*
[ 12/25 ] 
f(z) = 125/16*z^3 - 173/60*z + 1
*
[ 12/25 ] 
f(z) = 125/18*z^3 - 161/60*z + 1
*
[ -2/5 ] 
f(z) = 120*z^3 - 157/10*z + 1
*
1/20 | 0.10891663536992723557739956941109229325 | 0.015361841330172980891005300976472172082
f(z) = 120*z^3 - 143/10*z + 1
*
1/10 | 0.18763097131516040198641141411744727053 | 0.025032342253551365611591781196453877014
f(z) = 120*z^3 - 143/15*z + 1
*
0 | 0.12765436464525567377483152959033656330 | 0.025758438129809043585035099683286825011
f(z) = 120/11*z^3 - 142/11*z + 1
*
0 | 0.12761055266818798622435124031385980293 | 0.025606064514065561051075106904025246475
f(z) = 120/13*z^3 - 146/13*z + 1
*
0 | 0.12752243755447875418189606372401639520 | 0.025317378903540206084404809532140677421
f(z) = 120/17*z^3 - 154/17*z + 1
*
0 | 0.12747813101933569975437035239985469387 | 0.025180392701313003688176000600855372309
f(z) = 120/19*z^3 - 158/19*z + 1
*
[ 1/3 ] 
f(z) = 121/2*z^3 - 157/18*z + 1
*
10/33 | 0.17617279181137281221554637704529513626 | 0.025192679940535246232037165427049593758
f(z) = 121/2*z^3 - 145/18*z + 1
*
[ 5/11 ] 
f(z) = 121/3*z^3 - 143/15*z + 1
*
2/33 | 0.14417592263827790140926005553544646117 | 0.020617132968219388804908944156100314478
f(z) = 121/4*z^3 - 155/18*z + 1
*
-6/11 | 0.15841167975562962613295717745642923151 | 0.022652843869325100288133162086977642542
f(z) = 121/4*z^3 - 143/18*z + 1
*
[ -14/11 ] 
f(z) = 121/8*z^3 - 159/7*z + 1
*
0 | 0.11499628834177634609802744501021782110 | 0.023237395001798864895012623392580775345
f(z) = 121/10*z^3 - 141/10*z + 1
*
[ 12/11 ] 
f(z) = 121/12*z^3 - 143/12*z + 1
*
0 | 0.12776659186974711432907185092142980381 | 0.025602307945856633544901834850152333571
f(z) = 121/13*z^3 - 147/13*z + 1
*
[ -13/11 ] 
f(z) = 121/13*z^3 - 145/13*z + 1
*
1/11 | 0.14758998741672533214626080532142809558 | 0.029263840345641932954358992688680120055
f(z) = 121/14*z^3 - 155/14*z + 1
*
0 | 0.11490940411153001416019641120817837248 | 0.022963756420607459084397494047499396129
f(z) = 121/14*z^3 - 149/14*z + 1
*
[ 1/11 ] 
f(z) = 121/14*z^3 - 141/14*z + 1
*
12/11 | 0.14508293132428287341812748344075969647 | 0.028803711842506001473904778389472468601
f(z) = 121/15*z^3 - 154/15*z + 1
*
0 | 0.10202900996973929760451083857243546011 | 0.020282331591023284077031807040501941679
f(z) = 121/16*z^3 - 153/16*z + 1
*
0 | 0.12767922524945122290931768911810183518 | 0.025315975213178836509007013085731516756
f(z) = 121/17*z^3 - 155/17*z + 1
*
0 | 0.10125876037235382777097806024619358290 | 0.020026471075683482625611771699819022786
f(z) = 121/18*z^3 - 157/18*z + 1
*
0 | 0.12763529723037142799663148633416389153 | 0.025180057096850611502050826223808111525
f(z) = 121/19*z^3 - 159/19*z + 1
*
[ 1/6 ] 
f(z) = 122*z^3 - 151/18*z + 1
*
0 | 0.12796440512811998500852209897985989470 | 0.025748332465333710221675367863877153369
f(z) = 122/11*z^3 - 144/11*z + 1
*
0 | 0.12792132707902484818208580794034658699 | 0.025598537758867106641434431683741596370
f(z) = 122/13*z^3 - 148/13*z + 1
*
0 | 0.10753445295404637275103125453080770195 | 0.021404659706344313029720767419709996543
f(z) = 122/15*z^3 - 152/15*z + 1
*
0 | 0.12783469633959018221112332097122450906 | 0.025314523058889522688709042717471091829
f(z) = 122/17*z^3 - 156/17*z + 1
*
0 | 0.12779114042141465154566975179676478174 | 0.025179657894244351048128357051468451321
f(z) = 122/19*z^3 - 160/19*z + 1
*
[ -2/3 ] 
f(z) = 123/2*z^3 - 149/6*z + 1
*
0 | 0.11530339583940399393838284266409411651 | 0.023233327744408045858228563070358421187
f(z) = 123/10*z^3 - 143/10*z + 1
*
0 | 0.12811750014378636742256251820744274632 | 0.025743290032123120686199956872833944930
f(z) = 123/11*z^3 - 145/11*z + 1
*
0 | 0.12807477991275058856805635220363732859 | 0.025594755035756082809933105049283953230
f(z) = 123/13*z^3 - 149/13*z + 1
*
0 | 0.11521795499291417267957010218330589440 | 0.022964227378247447846165470986772882466
f(z) = 123/14*z^3 - 151/14*z + 1
*
0 | 0.10233829057350930938393315071345291655 | 0.020291426600187570635871760613864382421
f(z) = 123/16*z^3 - 155/16*z + 1
*
[ -4/3 ] 
f(z) = 123/16*z^3 - 143/12*z + 1
*
0 | 0.12798887275784023972334921031903228954 | 0.025313024264456919418746172682969260515
f(z) = 123/17*z^3 - 157/17*z + 1
*
[ 1/8 ] 
f(z) = 124*z^3 - 143/16*z + 1
*
[ 1/3 ] 
f(z) = 124*z^3 - 142/9*z + 1
*
0 | 0.11474844242451788365226257085838833342 | 0.023154246726288887999370926566157173779
f(z) = 124/9*z^3 - 142/9*z + 1
*
0 | 0.12826933976375752788122602948846027253 | 0.025738255344035948088806344272504187388
f(z) = 124/11*z^3 - 146/11*z + 1
*
0 | 0.12822697145447943880222322866583175709 | 0.025590960812007596431480502149393734135
f(z) = 124/13*z^3 - 150/13*z + 1
*
0 | 0.10783977865953283284138740358079667433 | 0.021409726708140491967562601639832071974
f(z) = 124/15*z^3 - 154/15*z + 1
*
0 | 0.12814177589348593108834091496003314857 | 0.025311480586048163446456010286621344073
f(z) = 124/17*z^3 - 158/17*z + 1
*
[ 2/15 ] 
f(z) = 125*z^3 - 157/18*z + 1
*
[ 1/3 ] 
f(z) = 125*z^3 - 143/9*z + 1
*
-13/25 | 0.11286583485964771331089507090610939181 | 0.017531871529133791356515778132469071679
f(z) = 125/2*z^3 - 159/10*z + 1
*
[ -4/5 ] 
f(z) = 125/2*z^3 - 151/4*z + 1
*
1/25 | 0.12926103218898981950425162563379710160 | 0.020078598744063466326377068594139621127
f(z) = 125/2*z^3 - 141/10*z + 1
*
[ 1/10 ] 
f(z) = 125/4*z^3 - 149/16*z + 1
*
[ 3/5 ] 
f(z) = 125/4*z^3 - 143/12*z + 1
*
[ 1/2 ] 
f(z) = 125/4*z^3 - 141/16*z + 1
*
0 | 0.099958124296077934025406011486441641245 | 0.020198620767684781810529255718546505075
f(z) = 125/8*z^3 - 141/8*z + 1
*
0 | 0.11489870337232985243647393110859156843 | 0.023151783288108403952238937116056675301
f(z) = 125/9*z^3 - 143/9*z + 1
*
0 | 0.12841994441123176638626078087982311356 | 0.025733228969259613364980628182244981358
f(z) = 125/11*z^3 - 147/11*z + 1
*
0 | 0.082384500079672102328639986953323702838 | 0.016463905694149160578106837425767211661
f(z) = 125/12*z^3 - 149/12*z + 1
*
0 | 0.12837792227198578462193783952769314188 | 0.025587156078079713596665368641510279248
f(z) = 125/13*z^3 - 151/13*z + 1
*
0 | 0.11552144829743983049140152477138217379 | 0.022964491382782685905671180496364850317
f(z) = 125/14*z^3 - 153/14*z + 1
*
[ 8/5 ] 
f(z) = 125/16*z^3 - 157/8*z + 1
*
0 | 0.10264248961485171460282948458754366140 | 0.020300138396412674567851155546808600644
f(z) = 125/16*z^3 - 157/16*z + 1
*
[ -8/5 ] 
f(z) = 125/16*z^3 - 147/8*z + 1
*
0 | 0.12829342660997647416627576366171074797 | 0.025309893715052387502619791553775639052
f(z) = 125/17*z^3 - 159/17*z + 1
*
[ 2/21 ] 
f(z) = 126*z^3 - 149/14*z + 1
*
[ 1/21 ] 
f(z) = 126*z^3 - 142/7*z + 1
*
[ -5/6 ] 
f(z) = 126/5*z^3 - 153/10*z + 1
*
0 | 0.12856933401500567538260161846069257301 | 0.025728211445010665343054653259889702277
f(z) = 126/11*z^3 - 148/11*z + 1
*
0 | 0.12852765243395323669977634607710296869 | 0.025583341781444806059467266986954571211
f(z) = 126/13*z^3 - 152/13*z + 1
*
0 | 0.12844384526202577840287602396510022012 | 0.025308265280783890677256415159915156054
f(z) = 126/17*z^3 - 160/17*z + 1
*
[ 1/3 ] 
f(z) = 127*z^3 - 145/9*z + 1
*
[ 1/2 ] 
f(z) = 127/4*z^3 - 143/16*z + 1
*
0 | 0.12879979117358329785687605442488087275 | 0.026026680224273486222581519227777827362
f(z) = 127/7*z^3 - 141/7*z + 1
*
0 | 0.090273058409936800073427447330851614606 | 0.018189781291865496803184051105652173210
f(z) = 127/8*z^3 - 143/8*z + 1
*
0 | 0.11519561610871804923905768020807847675 | 0.023146831249342550126960260802949815956
f(z) = 127/9*z^3 - 145/9*z + 1
*
0 | 0.11590274052592825115869666323917260455 | 0.023224988718010529065504385320939602571
f(z) = 127/10*z^3 - 147/10*z + 1
*
0 | 0.12871752802530573071145065310142932488 | 0.025723203279053869271217682977556918448
f(z) = 127/11*z^3 - 149/11*z + 1
*
0 | 0.082682420914089621721327528353473760686 | 0.016479531459935106280060287990221303778
f(z) = 127/12*z^3 - 151/12*z + 1
*
0 | 0.12867618152599482394381909151292153822 | 0.025579518828527158287538878457627282218
f(z) = 127/13*z^3 - 153/13*z + 1
*
0 | 0.11582004717908191385183843788605442617 | 0.022964561680620344940792653531915944968
f(z) = 127/14*z^3 - 155/14*z + 1
*
0 | 0.10829105149682611059771420051828039166 | 0.021417283823954895340315536097809997905
f(z) = 127/15*z^3 - 157/15*z + 1
*
0 | 0.10294177141149774490070501233229865961 | 0.020308486273307000641424286832939957735
f(z) = 127/16*z^3 - 159/16*z + 1
*
[ 5/16 ] 
f(z) = 128*z^3 - 147/10*z + 1
*
[ 1/16 ] 
f(z) = 128/5*z^3 - 151/10*z + 1
*
1/8 | 0.11263454196882284363868003655353572612 | 0.020312161891402567171406054416399595349
f(z) = 128/5*z^3 - 149/10*z + 1
*
0 | 0.12894615595889617580759044131924978774 | 0.026019099226055158363764098485719078450
f(z) = 128/7*z^3 - 142/7*z + 1
*
0 | 0.11534230607172357015426805097849484543 | 0.023144344011683900510934184280152044475
f(z) = 128/9*z^3 - 146/9*z + 1
*
[ -9/8 ] 
f(z) = 128/9*z^3 - 145/9*z + 1
*
0 | 0.12886454542899116412808025949366591427 | 0.025718204951141598497169420796197274169
f(z) = 128/11*z^3 - 150/11*z + 1
*
0 | 0.12882352866603543654444043000315935834 | 0.025575688086543679213478336341787936578
f(z) = 128/13*z^3 - 154/13*z + 1
*
0 | 0.10843873070222881270737723489841528606 | 0.021419594100417787598356761595482608766
f(z) = 128/15*z^3 - 158/15*z + 1
*
[ -2/3 ] 
f(z) = 129/2*z^3 - 157/6*z + 1
*
[ 1/2 ] 
f(z) = 129/4*z^3 - 145/16*z + 1
*
0 | 0.12909137294997836727656898120182275037 | 0.026011568478866075495434282851290510869
f(z) = 129/7*z^3 - 143/7*z + 1
*
0 | 0.10054660720178161794978858999154002465 | 0.020203332628535989984150987361949983298
f(z) = 129/8*z^3 - 145/8*z + 1
*
0 | 0.11619529184300743488681775519520787436 | 0.023220731146725041120044347446846804354
f(z) = 129/10*z^3 - 149/10*z + 1
*
0 | 0.12901040476415784588629680802688071248 | 0.025713216914378127951632790267242383078
f(z) = 129/11*z^3 - 151/11*z + 1
*
0 | 0.12896971251908674795111616760633241762 | 0.025571850385253129810478463281611959663
f(z) = 129/13*z^3 - 155/13*z + 1
*
0 | 0.11611390702104230602085729790498530299 | 0.022964450600526847377501687114789230062
f(z) = 129/14*z^3 - 157/14*z + 1
*
[ -4/3 ] 
f(z) = 129/16*z^3 - 151/12*z + 1
*
[ 1/6 ] 
f(z) = 130*z^3 - 155/18*z + 1
*
[ 1/3 ] 
f(z) = 130*z^3 - 148/9*z + 1
*
0 | 0.12923546000944353242362937699785878870 | 0.026004087521853034076433822787815091853
f(z) = 130/7*z^3 - 144/7*z + 1
*
0 | 0.11563224526605922267801611812577092545 | 0.023139350287987675517790485203414551764
f(z) = 130/9*z^3 - 148/9*z + 1
*
0 | 0.12915512413417127859351464443923016723 | 0.025708239596513135714309579306942720087
f(z) = 130/11*z^3 - 152/11*z + 1
*
[ 1/3 ] 
f(z) = 131*z^3 - 149/9*z + 1
*
[ 1/2 ] 
f(z) = 131/3*z^3 - 143/12*z + 1
*
[ 1/2 ] 
f(z) = 131/4*z^3 - 147/16*z + 1
*
0 | 0.12941809205245819515343171674149719684 | 0.026151620793743638619997548190215198936
f(z) = 131/5*z^3 - 141/5*z + 1
*
0 | 0.096219234637302933108154217358010145044 | 0.019387919994639016445544459577453561889
f(z) = 131/6*z^3 - 143/6*z + 1
*
0 | 0.12937843458612788621460519700968545044 | 0.025996655895680094475284112791402262970
f(z) = 131/7*z^3 - 145/7*z + 1
*
0 | 0.097981523414346101747069124145954110000 | 0.019633873759547563901178993059784963442
f(z) = 131/8*z^3 - 147/8*z + 1
*
0 | 0.11577553004421627845494586754682416689 | 0.023136844995050628717857582345298514521
f(z) = 131/9*z^3 - 149/9*z + 1
*
0 | 0.11648329299168786937432489769857512637 | 0.023216423396793018965395437495063750644
f(z) = 131/10*z^3 - 151/10*z + 1
*
0 | 0.12929872122115527726292375011971862981 | 0.025703273401168446953605065673794350296
f(z) = 131/11*z^3 - 153/11*z + 1
*
0 | 0.083263223439102850467159999331236768467 | 0.016509261366799833287796162887315716941
f(z) = 131/12*z^3 - 155/12*z + 1
*
0 | 0.12925866284432596938076527631567512430 | 0.025564157246390391305468185024422091523
f(z) = 131/13*z^3 - 157/13*z + 1
*
0 | 0.11640317592159385605679750837098561441 | 0.022964169626762344945011620847320822459
f(z) = 131/14*z^3 - 159/14*z + 1
*
[ 1/8 ] 
f(z) = 132*z^3 - 145/16*z + 1
*
0 | 0.12955966778574084477022867744783539879 | 0.026142895278603776437467653634787922538
f(z) = 132/5*z^3 - 142/5*z + 1
*
0 | 0.12952031372777263172621293290051637802 | 0.025989273142785537395810791487487143693
f(z) = 132/7*z^3 - 146/7*z + 1
*
0 | 0.12940146450700076085241086001343342784 | 0.025560303295606595514497054207429663375
f(z) = 132/13*z^3 - 158/13*z + 1
*
[ 1/3 ] 
f(z) = 133*z^3 - 151/9*z + 1
*
[ 1/2 ] 
f(z) = 133/2*z^3 - 141/8*z + 1
*
[ 1/2 ] 
f(z) = 133/3*z^3 - 145/12*z + 1
*
[ 1/2 ] 
f(z) = 133/4*z^3 - 149/16*z + 1
*
0 | 0.10404883567688775385015252381507641179 | 0.021025234196387062382816989943258619721
f(z) = 133/4*z^3 - 141/4*z + 1
*
0 | 0.12970016935034199942487090925880211511 | 0.026134239335143062973822770159802248121
f(z) = 133/5*z^3 - 143/5*z + 1
*
0 | 0.096500578925007251681830974494557353415 | 0.019390343932297949602086255623250753057
f(z) = 133/6*z^3 - 145/6*z + 1
*
0 | 0.10111696306117369480852184841594663852 | 0.020207443661222176620244497108501996939
f(z) = 133/8*z^3 - 149/8*z + 1
*
0 | 0.11605881577495632879590002555243909057 | 0.023131820338853757654434425646151182632
f(z) = 133/9*z^3 - 151/9*z + 1
*
0 | 0.11676688335701851406093336814117518224 | 0.023212071231503678492383919154581202622
f(z) = 133/10*z^3 - 153/10*z + 1
*
0 | 0.12958261724564347490186395182850332064 | 0.025693375878811189620776300314816431722
f(z) = 133/11*z^3 - 155/11*z + 1
*
0 | 0.083548459770860356080924527898007835572 | 0.016523812921137242634729516874025617305
f(z) = 133/12*z^3 - 157/12*z + 1
*
0 | 0.12954317328939312914863269071627497096 | 0.025556445362027537130239299827663386234
f(z) = 133/13*z^3 - 159/13*z + 1
*
[ 1/6 ] 
f(z) = 134*z^3 - 157/18*z + 1
*
[ 1/3 ] 
f(z) = 134*z^3 - 152/9*z + 1
*
0 | 0.12983961292378670991707301210460538977 | 0.026125652031005665779902141453640400166
f(z) = 134/5*z^3 - 144/5*z + 1
*
0 | 0.12980085196417391976724588410840701046 | 0.025974652436848022721327217540603097637
f(z) = 134/7*z^3 - 148/7*z + 1
*
0 | 0.11619884988250271581757742977357763984 | 0.023129302020687572729241277820049580625
f(z) = 134/9*z^3 - 152/9*z + 1
*
0 | 0.12972294955545811515515548249556872215 | 0.025688445248583084282826053924749911604
f(z) = 134/11*z^3 - 156/11*z + 1
*
0 | 0.12968380579422471154627396486185696975 | 0.025552584111496057098556089860527287957
f(z) = 134/13*z^3 - 160/13*z + 1
*
1/9 | 0.20210250353978286155224183253380487968 | 0.026545892114535349236399758661888283000
f(z) = 135*z^3 - 154/15*z + 1
*
4/45 | 0.13698399676916727604625770930052841691 | 0.017992663801595974275685548252703990757
f(z) = 135*z^3 - 151/15*z + 1
*
1/5 | 0.17139656861747853176485770051349919916 | 0.022512708846407339441341395271376561500
f(z) = 135*z^3 - 146/15*z + 1
*
[ 1/2 ] 
f(z) = 135/2*z^3 - 143/8*z + 1
*
[ 1/15 ] 
f(z) = 135/2*z^3 - 143/10*z + 1
*
4/45 | 0.20799428501135029003800572699612049546 | 0.027319769689366381506880509886863121476
f(z) = 135/2*z^3 - 143/15*z + 1
*
[ 1/2 ] 
f(z) = 135/4*z^3 - 151/16*z + 1
*
0 | 0.10432638997291597222358384390650163975 | 0.021021490243077050322756651939733017429
f(z) = 135/4*z^3 - 143/4*z + 1
*
0 | 0.12993954325645845171910397771168211808 | 0.025967413579572237872437860353347935832
f(z) = 135/7*z^3 - 149/7*z + 1
*
0 | 0.091425779315821491656882495780043571331 | 0.018222180601722330036051855705575717761
f(z) = 135/8*z^3 - 151/8*z + 1
*
0 | 0.12986222635041530816827887887181032706 | 0.025683527136487686781588504702328067235
f(z) = 135/11*z^3 - 157/11*z + 1
*
[ 1/3 ] 
f(z) = 136*z^3 - 154/9*z + 1
*
[ 3/4 ] 
f(z) = 136/3*z^3 - 155/6*z + 1
*
0 | 0.10980878084943104454092961780698776902 | 0.022157508640461140430841295394264097947
f(z) = 136/3*z^3 - 142/3*z + 1
*
0 | 0.13011538900438014638665532337925142534 | 0.026108679693458176180236278422144654553
f(z) = 136/5*z^3 - 146/5*z + 1
*
0 | 0.13007720353093953204827879450909898160 | 0.025960221787485120330850153016345816953
f(z) = 136/7*z^3 - 150/7*z + 1
*
0 | 0.11647578068411606311386020157275736391 | 0.023124255850313676750298234424008831605
f(z) = 136/9*z^3 - 154/9*z + 1
*
0 | 0.13000046339139657227331330340573595362 | 0.025678621841824120069142885000943314877
f(z) = 136/11*z^3 - 158/11*z + 1
*
[ 1/3 ] 
f(z) = 137*z^3 - 155/9*z + 1
*
[ 1/2 ] 
f(z) = 137*z^3 - 141/4*z + 1
*
[ 1/2 ] 
f(z) = 137/2*z^3 - 145/8*z + 1
*
0 | 0.11747297712294166799555077206544758691 | 0.023737861550192276910929319635328927718
f(z) = 137/2*z^3 - 141/2*z + 1
*
[ 1/2 ] 
f(z) = 137/3*z^3 - 149/12*z + 1
*
0 | 0.10994589796343163259962070415293230981 | 0.022153806164524980725659861628273982201
f(z) = 137/3*z^3 - 143/3*z + 1
*
[ 1/2 ] 
f(z) = 137/4*z^3 - 153/16*z + 1
*
0 | 0.10459984562051518674894887520297669715 | 0.021017770094656522748842367918305479111
f(z) = 137/4*z^3 - 145/4*z + 1
*
0 | 0.13025175209554881171444865806225649655 | 0.026100292876538933005624732895812095433
f(z) = 137/5*z^3 - 147/5*z + 1
*
0 | 0.097052736321784188806815772381813736854 | 0.019395239354681041579880920784060575393
f(z) = 137/6*z^3 - 149/6*z + 1
*
0 | 0.13021384800398269776289158428260735554 | 0.025953076615045895204115541734761200844
f(z) = 137/7*z^3 - 151/7*z + 1
*
0 | 0.10167027536085963846450341427013432774 | 0.020211018791922016036819083402812021104
f(z) = 137/8*z^3 - 153/8*z + 1
*
0 | 0.11661270835116477525057811051877119766 | 0.023121728913940358004441007027255098138
f(z) = 137/9*z^3 - 155/9*z + 1
*
0 | 0.11732135811011000602302373223042036858 | 0.023203254475091351997844495158505835417
f(z) = 137/10*z^3 - 157/10*z + 1
*
0 | 0.13013767608886150552423861629204070181 | 0.025673729645918319305815090216157063851
f(z) = 137/11*z^3 - 159/11*z + 1
*
0 | 0.13038711838395791763200828030386985462 | 0.026091971131285310813521016167075282434
f(z) = 138/5*z^3 - 148/5*z + 1
*
0 | 0.13034949155755199931883959516427808869 | 0.025945977619625900476034612466349883995
f(z) = 138/7*z^3 - 152/7*z + 1
*
0 | 0.13027387951316037253527538646976521271 | 0.025668850812976206247713777630098795930
f(z) = 138/11*z^3 - 160/11*z + 1
*
[ 1/3 ] 
f(z) = 139*z^3 - 157/9*z + 1
*
[ 1/2 ] 
f(z) = 139*z^3 - 143/4*z + 1
*
0 | 0.13059586141092327473483384851687920445 | 0.026389613621149754345615053692113496688
f(z) = 139*z^3 - 141*z + 1
*
[ 1/2 ] 
f(z) = 139/2*z^3 - 147/8*z + 1
*
0 | 0.11774190808356472192206103259215278674 | 0.023724681479177901341473783644765309613
f(z) = 139/2*z^3 - 143/2*z + 1
*
[ 1/2 ] 
f(z) = 139/3*z^3 - 151/12*z + 1
*
0 | 0.11021510116203279890901760691366262007 | 0.022146071473059473983683577248960518685
f(z) = 139/3*z^3 - 145/3*z + 1
*
[ 1/2 ] 
f(z) = 139/4*z^3 - 155/16*z + 1
*
0 | 0.10486932191093537835809847390539847173 | 0.021014074448930138446331977133691512772
f(z) = 139/4*z^3 - 147/4*z + 1
*
0 | 0.13052150233720725931156231934848218070 | 0.026083713604625934101233360210983442643
f(z) = 139/5*z^3 - 149/5*z + 1
*
0 | 0.097323794996149031269246778774094524113 | 0.019397721108163709849529684980756847202
f(z) = 139/6*z^3 - 151/6*z + 1
*
0 | 0.13048414874893766409327090248668039200 | 0.025938924361642730686756337014022209284
f(z) = 139/7*z^3 - 153/7*z + 1
*
0 | 0.099088395136111674935843581401927297662 | 0.019647043990739248272394450817156895086
f(z) = 139/8*z^3 - 155/8*z + 1
*
0 | 0.11688356310528582579439803296412621458 | 0.023116669482652674072828689270683006521
f(z) = 139/9*z^3 - 157/9*z + 1
*
0 | 0.11759249119799881075278414152842309925 | 0.023198799288116769935924021912842695733
f(z) = 139/10*z^3 - 159/10*z + 1
*
-2 | 0.10467745086274147009956772294345086386 | 0.016523528719266808313598574312990354186
f(z) = 139/16*z^3 - 141/4*z + 1
*
[ 5/11 ] 
f(z) = 121/4*z^3 - 149/20*z + 1
*
7/22 | 0.12002825075972546034124336957813505112 | 0.019415496967587539569764106328455338553
f(z) = 121/5*z^3 - 149/20*z + 1
*
[ 1/2 ] 
f(z) = 121/5*z^3 - 141/20*z + 1
*
[ 1/2 ] 
f(z) = 121/8*z^3 - 153/32*z + 1
*
[ 1/2 ] 
f(z) = 121/9*z^3 - 157/36*z + 1
*
[ 3/22 ] 
f(z) = 121/18*z^3 - 155/24*z + 1
*
[ 1/2 ] 
f(z) = 123/5*z^3 - 143/20*z + 1
*
[ 1/2 ] 
f(z) = 123/7*z^3 - 151/28*z + 1
*
[ 1/2 ] 
f(z) = 123/8*z^3 - 155/32*z + 1
*
[ 6/25 ] 
f(z) = 125/4*z^3 - 149/30*z + 1
*
[ 1/2 ] 
f(z) = 125/6*z^3 - 149/24*z + 1
*
[ 1/2 ] 
f(z) = 125/7*z^3 - 153/28*z + 1
*
[ 3/5 ] 
f(z) = 125/7*z^3 - 149/21*z + 1
*
[ 1/2 ] 
f(z) = 125/8*z^3 - 157/32*z + 1
*
[ 3/5 ] 
f(z) = 125/8*z^3 - 151/24*z + 1
*
12/25 | 0.17638863123816623740368901224925626462 | 0.027399104661856379678401031267606184459
f(z) = 125/8*z^3 - 147/20*z + 1
*
12/25 | 0.16738228278421565662713767193122256360 | 0.023472816929203237940148803454377404196
f(z) = 125/9*z^3 - 151/30*z + 1
*
[ 3/5 ] 
f(z) = 125/11*z^3 - 157/33*z + 1
*
2/25 | 0.16802005058267166482695553227122808838 | 0.026099181783371741287652664757084639022
f(z) = 125/16*z^3 - 151/20*z + 1
*
[ 2/3 ] 
f(z) = 125/16*z^3 - 143/36*z + 1
*
-1/2 | 0.13200348614219368738718001735610812484 | 0.019915911601970380347075672185397182106
f(z) = 126/5*z^3 - 149/30*z + 1
*
[ 1/2 ] 
f(z) = 127/5*z^3 - 147/20*z + 1
*
[ 1/2 ] 
f(z) = 127/6*z^3 - 151/24*z + 1
*
[ 1/2 ] 
f(z) = 127/7*z^3 - 155/28*z + 1
*
[ 1/2 ] 
f(z) = 127/8*z^3 - 159/32*z + 1
*
[ 2/3 ] 
f(z) = 127/16*z^3 - 145/36*z + 1
*
[ 3/16 ] 
f(z) = 128/5*z^3 - 157/30*z + 1
*
[ -5/8 ] 
f(z) = 128/7*z^3 - 159/35*z + 1
*
[ 1/2 ] 
f(z) = 129/5*z^3 - 149/20*z + 1
*
[ 1/2 ] 
f(z) = 129/7*z^3 - 157/28*z + 1
*
[ 3/13 ] 
f(z) = 130/9*z^3 - 160/39*z + 1
*
[ 1/2 ] 
f(z) = 131/5*z^3 - 151/20*z + 1
*
[ 1/2 ] 
f(z) = 131/6*z^3 - 155/24*z + 1
*
[ 1/2 ] 
f(z) = 131/7*z^3 - 159/28*z + 1
*
[ 2/3 ] 
f(z) = 131/16*z^3 - 149/36*z + 1
*
[ 1/7 ] 
f(z) = 133/3*z^3 - 145/21*z + 1
*
[ 1/2 ] 
f(z) = 133/5*z^3 - 153/20*z + 1
*
[ 1/2 ] 
f(z) = 133/6*z^3 - 157/24*z + 1
*
[ 2/3 ] 
f(z) = 133/16*z^3 - 151/36*z + 1
*
[ -3/4 ] 
f(z) = 134/9*z^3 - 145/24*z + 1
*
[ 4/15 ] 
f(z) = 135/2*z^3 - 151/20*z + 1
*
-8/15 | 0.18476848257833846929769868611854669976 | 0.028361723892629871196776334257004052463
f(z) = 135/7*z^3 - 157/35*z + 1
*
[ 1/6 ] 
f(z) = 135/7*z^3 - 155/28*z + 1
*
-2/3 | 0.13827374505680015559395069676932429154 | 0.023030703860897003145917175499763887307
f(z) = 135/7*z^3 - 152/21*z + 1
*
1/9 | 0.14615782580067646836132611517308379388 | 0.024343866592932850338341658561896439089
f(z) = 135/8*z^3 - 149/24*z + 1
*
-2/3 | 0.15037671012062741421221950783844995904 | 0.025046558744333385939600449250917816185
f(z) = 135/11*z^3 - 158/33*z + 1
*
-3/4 | 0.16487170802177078952318452883173583432 | 0.029410904286656139089013936355756358385
f(z) = 136/15*z^3 - 143/30*z + 1
*
[ 1/2 ] 
f(z) = 137/5*z^3 - 157/20*z + 1
*
[ 2/3 ] 
f(z) = 137/16*z^3 - 155/36*z + 1
*
[ 1/2 ] 
f(z) = 139/5*z^3 - 159/20*z + 1
*
[ 2/3 ] 
f(z) = 139/16*z^3 - 157/36*z + 1
*
[ 1/3 ] 
f(z) = 120/17*z^3 - 142/51*z + 1
*
[ 1/3 ] 
f(z) = 120/19*z^3 - 154/57*z + 1
*
[ 4/11 ] 
f(z) = 121/13*z^3 - 155/52*z + 1
*
[ 6/11 ] 
f(z) = 121/14*z^3 - 143/42*z + 1
*
[ -9/11 ] 
f(z) = 121/15*z^3 - 143/45*z + 1
*
[ 3/11 ] 
f(z) = 121/16*z^3 - 155/48*z + 1
*
[ 1/3 ] 
f(z) = 123/17*z^3 - 143/51*z + 1
*
[ 1/3 ] 
f(z) = 123/19*z^3 - 155/57*z + 1
*
[ 8/25 ] 
f(z) = 125/8*z^3 - 149/40*z + 1
*
[ 3/10 ] 
f(z) = 125/12*z^3 - 157/48*z + 1
*
[ 3/8 ] 
f(z) = 128/19*z^3 - 149/57*z + 1
*
[ 1/3 ] 
f(z) = 129/17*z^3 - 145/51*z + 1
*
[ 1/3 ] 
f(z) = 129/19*z^3 - 157/57*z + 1
*
[ 1/3 ] 
f(z) = 132/17*z^3 - 146/51*z + 1
*
[ 1/3 ] 
f(z) = 132/19*z^3 - 158/57*z + 1
*
[ 2/7 ] 
f(z) = 133/12*z^3 - 143/42*z + 1
*
[ -7/9 ] 
f(z) = 135/14*z^3 - 149/42*z + 1
*
4/9 | 0.10810611939196185028363070796906554054 | 0.018006021463035541177820915235357986888
f(z) = 135/14*z^3 - 143/42*z + 1
*
[ 1/3 ] 
f(z) = 138/17*z^3 - 148/51*z + 1
*
[ 1/3 ] 
f(z) = 138/19*z^3 - 160/57*z + 1
*
1/5 | 0.14192122666726229557153929463771211219 | 0.018934084783963928031101014114761472489
f(z) = 120*z^3 - 137/15*z + 1
*
3/10 | 0.13945111140478233050731626784372616027 | 0.019668490854869244647728471755996120799
f(z) = 120*z^3 - 133/10*z + 1
*
0 | 0.12787103436571355829574227135447057311 | 0.026617500875834236086763861066446685197
f(z) = 120*z^3 - 122*z + 1
*
0 | 0.12774150573897010307536114425211351819 | 0.026081193129315988068586660697827490693
f(z) = 120/7*z^3 - 134/7*z + 1
*
[ 1/3 ] 
f(z) = 121*z^3 - 139/9*z + 1
*
[ 5/11 ] 
f(z) = 121*z^3 - 131/5*z + 1
*
[ 1/2 ] 
f(z) = 121*z^3 - 125/4*z + 1
*
0 | 0.12802489335064013807342718792972894383 | 0.026604320178987037953831742314549709970
f(z) = 121*z^3 - 123*z + 1
*
[ 5/11 ] 
f(z) = 121/2*z^3 - 137/10*z + 1
*
[ 1/2 ] 
f(z) = 121/2*z^3 - 129/8*z + 1
*
0 | 0.11516817367872868859940067104423813603 | 0.023852669885340965714336583424111746564
f(z) = 121/2*z^3 - 125/2*z + 1
*
0 | 0.10763859118442353892029881513798447454 | 0.022220155675926668667388311221452675157
f(z) = 121/3*z^3 - 127/3*z + 1
*
-6/11 | 0.17003320145448410073263560814010446756 | 0.027504184109433473757242429861984052728
f(z) = 121/3*z^3 - 125/12*z + 1
*
[ 1/2 ] 
f(z) = 121/4*z^3 - 137/16*z + 1
*
[ 8/11 ] 
f(z) = 121/4*z^3 - 131/8*z + 1
*
0 | 0.10229002706803512883820688554482242656 | 0.021048143129193635104484830070179469694
f(z) = 121/4*z^3 - 129/4*z + 1
*
6/11 | 0.12484404710018874502448873580235799289 | 0.021180100955173227438804734048063835512
f(z) = 121/5*z^3 - 133/15*z + 1
*
0 | 0.12793941327158859260664055232031591752 | 0.026242919986586518054737800518525771732
f(z) = 121/5*z^3 - 131/5*z + 1
*
0 | 0.094738902284855501302021910597780586522 | 0.019372625512179904357647554677087412465
f(z) = 121/6*z^3 - 133/6*z + 1
*
0 | 0.12789644290285723103010987716271222367 | 0.026073247408083517465473553945553370885
f(z) = 121/7*z^3 - 135/7*z + 1
*
[ 2/33 ] 
f(z) = 121/8*z^3 - 140/9*z + 1
*
0 | 0.099350324132511305712197213434446012724 | 0.020193233597910501217845215030738725680
f(z) = 121/8*z^3 - 137/8*z + 1
*
0 | 0.11429020225449617184605932007433897920 | 0.023161577870973656339069143285566626445
f(z) = 121/9*z^3 - 139/9*z + 1
*
[ 1/11 ] 
f(z) = 121/13*z^3 - 131/13*z + 1
*
3/11 | 0.11901881023139848203520351590548594940 | 0.024691256851187563646582858614179237442
f(z) = 121/15*z^3 - 124/15*z + 1
*
-2 | 0.10206474487131878102608583117777570783 | 0.016466095882487239053648924660547087010
f(z) = 121/16*z^3 - 123/4*z + 1
*
[ 1/3 ] 
f(z) = 122*z^3 - 140/9*z + 1
*
0 | 0.12817748454104135209197887143145653353 | 0.026591285757173947146264808598985394599
f(z) = 122*z^3 - 124*z + 1
*
-1 | 0.11113432604464846147483829050364565760 | 0.023133605163217847422656986733162035617
f(z) = 122*z^3 - 121*z + 1
*
0 | 0.10779153331276603014876731528290926440 | 0.022215758651449292730626341124283492141
f(z) = 122/3*z^3 - 128/3*z + 1
*
0 | 0.12809270884654559088836831308551432928 | 0.026233443600082834601943093698679645313
f(z) = 122/5*z^3 - 132/5*z + 1
*
0 | 0.12805009447057876540646652919667750850 | 0.026065355179410960876882994724517097745
f(z) = 122/7*z^3 - 136/7*z + 1
*
0 | 0.11444421239937434549910647134027230414 | 0.023159144796831554119249744326071725634
f(z) = 122/9*z^3 - 140/9*z + 1
*
1/6 | 0.15476473110161413995095771259340083567 | 0.021209099762106067184873451786839222944
f(z) = 123*z^3 - 137/12*z + 1
*
[ 1/2 ] 
f(z) = 123*z^3 - 127/4*z + 1
*
0 | 0.12832882865949048506565119819105299964 | 0.026578394785752052394655262011449023470
f(z) = 123*z^3 - 125*z + 1
*
-1 | 0.11128508889937047173748528519405032682 | 0.023125691096004999123377967246356178355
f(z) = 123*z^3 - 122*z + 1
*
[ -1 ] 
f(z) = 123*z^3 - 121*z + 1
*
[ 1/2 ] 
f(z) = 123/2*z^3 - 131/8*z + 1
*
0 | 0.11547245644741079644462805320265410480 | 0.023837323866000498178710255829753324640
f(z) = 123/2*z^3 - 127/2*z + 1
*
-1 | 0.098499541919436512968954243328394852795 | 0.020468779798402711291255902860259736671
f(z) = 123/2*z^3 - 121/2*z + 1
*
[ 1/2 ] 
f(z) = 123/4*z^3 - 139/16*z + 1
*
0 | 0.10259500845512813295759820725100897126 | 0.021044278139651219182928115592724842208
f(z) = 123/4*z^3 - 131/4*z + 1
*
0 | 0.12824474583550934563927210616938348404 | 0.026224047092143328966032158910361474835
f(z) = 123/5*z^3 - 133/5*z + 1
*
0 | 0.12820248160199219962638287386607901067 | 0.026057515981205419289531680983588915676
f(z) = 123/7*z^3 - 137/7*z + 1
*
0 | 0.096804260275671710508297278432076464871 | 0.019617949468881672217715683870825662723
f(z) = 123/8*z^3 - 139/8*z + 1
*
-2 | 0.10237399856997083285407067508459413189 | 0.016473122190273311211762141529977042622
f(z) = 123/16*z^3 - 125/4*z + 1
*
[ 2 ] 
f(z) = 123/16*z^3 - 121/4*z + 1
*
0 | 0.12847894592459915285675927177912893165 | 0.026565644517109033596994229497556629334
f(z) = 124*z^3 - 126*z + 1
*
-1 | 0.11143463426415756551128066610247375975 | 0.023117868271284356595962504340697127973
f(z) = 124*z^3 - 123*z + 1
*
[ -1 ] 
f(z) = 124*z^3 - 122*z + 1
*
0 | 0.10809367953224130025289253189081610796 | 0.022207070259589872947140869746688797889
f(z) = 124/3*z^3 - 130/3*z + 1
*
-1 | 0.091189705408459268442307026135511758946 | 0.018917920907181120007619277187274895348
f(z) = 124/3*z^3 - 121/3*z + 1
*
0 | 0.12839554473712425669192120447480634449 | 0.026214729346274474282575900001479500038
f(z) = 124/5*z^3 - 134/5*z + 1
*
0 | 0.12835362493878714109347135245646972492 | 0.026049729350335246930600751147706820872
f(z) = 124/7*z^3 - 138/7*z + 1
*
[ 3/5 ] 
f(z) = 125*z^3 - 137/3*z + 1
*
[ 3/25 ] 
f(z) = 125*z^3 - 137/15*z + 1
*
[ 1/15 ] 
f(z) = 125*z^3 - 131/9*z + 1
*
[ 1/2 ] 
f(z) = 125*z^3 - 129/4*z + 1
*
0 | 0.12862785606722742470480059854302637822 | 0.026553032277963187615248036105438845579
f(z) = 125*z^3 - 127*z + 1
*
[ -3/5 ] 
f(z) = 125*z^3 - 127/3*z + 1
*
-1 | 0.11158298164542809333868494787727408704 | 0.023110134866209476726347953875080256539
f(z) = 125*z^3 - 124*z + 1
*
[ -1 ] 
f(z) = 125*z^3 - 123*z + 1
*
[ 2/25 ] 
f(z) = 125*z^3 - 123/10*z + 1
*
[ 1/25 ] 
f(z) = 125*z^3 - 121/5*z + 1
*
[ 3/5 ] 
f(z) = 125/2*z^3 - 139/6*z + 1
*
[ 2/15 ] 
f(z) = 125/2*z^3 - 137/18*z + 1
*
[ 1/2 ] 
f(z) = 125/2*z^3 - 133/8*z + 1
*
0 | 0.11577182016755443715874743981528001668 | 0.023822281712695217473817038501390244181
f(z) = 125/2*z^3 - 129/2*z + 1
*
-1 | 0.098795989858187352112363072740320709112 | 0.020461799964429636853173400467418446281
f(z) = 125/2*z^3 - 123/2*z + 1
*
[ -1 ] 
f(z) = 125/2*z^3 - 121/2*z + 1
*
[ 1/2 ] 
f(z) = 125/3*z^3 - 137/12*z + 1
*
2/5 | 0.16589720945327219905546581943090797576 | 0.025769432944817773914394972004421760965
f(z) = 125/3*z^3 - 136/15*z + 1
*
0 | 0.10824292384642805657726753781860692839 | 0.022202777994502507544814408482774516517
f(z) = 125/3*z^3 - 131/3*z + 1
*
3/25 | 0.11483044684856977713804297122003836476 | 0.017837042044526771189426397265873397354
f(z) = 125/3*z^3 - 124/15*z + 1
*
-1 | 0.091337269800140459533364968599746971211 | 0.018917012184707960184267198565759068124
f(z) = 125/3*z^3 - 122/3*z + 1
*
0 | 0.10289504832174069761672988296459900177 | 0.021040429961931115330595726620953057878
f(z) = 125/4*z^3 - 133/4*z + 1
*
[ 2/15 ] 
f(z) = 125/4*z^3 - 127/18*z + 1
*
-1 | 0.10317218955463194908803642565109166348 | 0.021368161881766369097400153654928878367
f(z) = 125/4*z^3 - 121/4*z + 1
*
0 | 0.095345308048738536426398718712240337982 | 0.019379202782720165884196529576051324729
f(z) = 125/6*z^3 - 137/6*z + 1
*
[ -4/5 ] 
f(z) = 125/6*z^3 - 133/12*z + 1
*
0 | 0.12850354462126770686664668759277657956 | 0.026041994823091151346551386265496818633
f(z) = 125/7*z^3 - 139/7*z + 1
*
6/25 | 0.17529655858580635099863066485734634633 | 0.027229468939359286748864692403349143719
f(z) = 125/9*z^3 - 127/15*z + 1
*
-6/5 | 0.13018856553003804768734983183927247921 | 0.020644288364557598481323935254139584079
f(z) = 125/16*z^3 - 137/12*z + 1
*
[ 6/5 ] 
f(z) = 125/16*z^3 - 133/12*z + 1
*
-2 | 0.10267815280183860331610561368010006305 | 0.016479970876367050449124963998316011229
f(z) = 125/16*z^3 - 127/4*z + 1
*
[ 2 ] 
f(z) = 125/16*z^3 - 123/4*z + 1
*
5/42 | 0.19434464803433736644544952939822967810 | 0.025998104150734931139774082669563655367
f(z) = 126*z^3 - 137/14*z + 1
*
0 | 0.12877557834604738470989267439268626950 | 0.026540555466778677491025888190120666480
f(z) = 126*z^3 - 128*z + 1
*
4/21 | 0.15861144350088629301947815684612450269 | 0.021217959276686035157875489063567881467
f(z) = 126*z^3 - 127/14*z + 1
*
-1 | 0.11173015008452877614376646511346779142 | 0.023102489109233341302492301763187710641
f(z) = 126*z^3 - 125*z + 1
*
[ -1 ] 
f(z) = 126*z^3 - 124*z + 1
*
0 | 0.12869350780501023764366676453477598752 | 0.026196325774617970022925117844345947613
f(z) = 126/5*z^3 - 136/5*z + 1
*
2/3 | 0.15942989858132769762824956513134740466 | 0.028832976435381102026743458039801996759
f(z) = 126/5*z^3 - 127/10*z + 1
*
-1 | 0.11192365269015672763989980818911009834 | 0.023142499722624140254366509977373345824
f(z) = 126/5*z^3 - 121/5*z + 1
*
[ 1/2 ] 
f(z) = 127*z^3 - 131/4*z + 1
*
0 | 0.12892213156249083448433370309551873633 | 0.026528211551290225504126379509874933569
f(z) = 127*z^3 - 129*z + 1
*
-1 | 0.11187615817240257773205036440645294202 | 0.023094929278256088541456115727549080469
f(z) = 127*z^3 - 126*z + 1
*
[ -1 ] 
f(z) = 127*z^3 - 125*z + 1
*
[ 1/2 ] 
f(z) = 127/2*z^3 - 135/8*z + 1
*
0 | 0.11606642135578940903014510388826429896 | 0.023807533041468337505580246374941755802
f(z) = 127/2*z^3 - 131/2*z + 1
*
-1 | 0.099088398526671359489642327173325454903 | 0.020455113883537326034121004210892713831
f(z) = 127/2*z^3 - 125/2*z + 1
*
[ -1 ] 
f(z) = 127/2*z^3 - 123/2*z + 1
*
[ 1/2 ] 
f(z) = 127/3*z^3 - 139/12*z + 1
*
0 | 0.10853785184354063033627446283077635116 | 0.022194295130623435077373674564517976502
f(z) = 127/3*z^3 - 133/3*z + 1
*
-1 | 0.091627883415734109208347783852318188311 | 0.018915017479789352475594413741740578275
f(z) = 127/3*z^3 - 124/3*z + 1
*
[ -1 ] 
f(z) = 127/3*z^3 - 121/3*z + 1
*
0 | 0.10319030425160994888237345375617379717 | 0.021036600172775659309718191497163781933
f(z) = 127/4*z^3 - 135/4*z + 1
*
-1 | 0.10346308167153830721043849335938038828 | 0.021358192783420426795608912744616699935
f(z) = 127/4*z^3 - 123/4*z + 1
*
0 | 0.12884071054783093401310590581866853664 | 0.026187237814574378642651496439659485450
f(z) = 127/5*z^3 - 137/5*z + 1
*
-1 | 0.11206815601428330449894084164996511478 | 0.023134563965862898004191228775768453317
f(z) = 127/5*z^3 - 122/5*z + 1
*
0 | 0.095641223248040082532927205201731698394 | 0.019382253213638970864162989314399190707
f(z) = 127/6*z^3 - 139/6*z + 1
*
-1 | 0.078935965390245583579795460994459989837 | 0.016294986956821437009003098362137429665
f(z) = 127/6*z^3 - 121/6*z + 1
*
-2 | 0.10297737367063893410173777493105759250 | 0.016486649610239183615017006572270696773
f(z) = 127/16*z^3 - 129/4*z + 1
*
[ 2 ] 
f(z) = 127/16*z^3 - 125/4*z + 1
*
[ -2 ] 
f(z) = 127/16*z^3 - 121/4*z + 1
*
0 | 0.12906753407511015137235165953999682403 | 0.026515998066131802888990889107347054972
f(z) = 128*z^3 - 130*z + 1
*
-1 | 0.11202102406368283409400273741497943008 | 0.023087453698854065732594321647180000587
f(z) = 128*z^3 - 127*z + 1
*
[ -1 ] 
f(z) = 128*z^3 - 126*z + 1
*
0 | 0.10868253931838525806760869859943230387 | 0.022189892637867520599040688293580330839
f(z) = 128/3*z^3 - 134/3*z + 1
*
-1 | 0.091773036049586100171970478264944245745 | 0.018914357713723133085921459613243350851
f(z) = 128/3*z^3 - 125/3*z + 1
*
[ -1 ] 
f(z) = 128/3*z^3 - 122/3*z + 1
*
0 | 0.12898675238637899606930465761905678379 | 0.026178224347355408469016067542305452316
f(z) = 128/5*z^3 - 138/5*z + 1
*
-1 | 0.11221154036624728879291279646469872748 | 0.023126718973842385746295399876151937782
f(z) = 128/5*z^3 - 123/5*z + 1
*
-1 | 0.11230563780333832358776318494836111009 | 0.023146112388964042475623736370132891231
f(z) = 128/7*z^3 - 121/7*z + 1
*
5/8 | 0.056403087168740296813040870325813640760 | 0.010171556768646193726930511530772168062
f(z) = 128/9*z^3 - 127/18*z + 1
*
1/8 | 0.13431910506163199188975365033086847423 | 0.027683072395580019759113128526645372897
f(z) = 128/15*z^3 - 122/15*z + 1
*
[ 1/8 ] 
f(z) = 128/17*z^3 - 121/17*z + 1
*
[ 1/8 ] 
f(z) = 128/19*z^3 - 135/19*z + 1
*
1/6 | 0.16688687920257215910246737681138963850 | 0.022722023534485393910198668548509128256
f(z) = 129*z^3 - 139/12*z + 1
*
[ 1/2 ] 
f(z) = 129*z^3 - 133/4*z + 1
*
0 | 0.12921180381337973430282829069137396908 | 0.026503912610564179897341955087870561896
f(z) = 129*z^3 - 131*z + 1
*
-1 | 0.11216476549024036150424027925663388035 | 0.023080060742586010964917334047373275877
f(z) = 129*z^3 - 128*z + 1
*
[ -1 ] 
f(z) = 129*z^3 - 127*z + 1
*
[ 1/2 ] 
f(z) = 129/2*z^3 - 137/8*z + 1
*
0 | 0.11635640917537898997089693089004403851 | 0.023793067963981729765421697442041154270
f(z) = 129/2*z^3 - 133/2*z + 1
*
-1 | 0.099376913788013179725027414884441003649 | 0.020448713966576692185092628356443089597
f(z) = 129/2*z^3 - 127/2*z + 1
*
[ -1 ] 
f(z) = 129/2*z^3 - 125/2*z + 1
*
0 | 0.10348092640859471035731861110369229271 | 0.021032790160904319519587884856649449038
f(z) = 129/4*z^3 - 137/4*z + 1
*
-1 | 0.10374947469325271030315785128029802425 | 0.021348452586387441614315861454632547260
f(z) = 129/4*z^3 - 125/4*z + 1
*
[ -1 ] 
f(z) = 129/4*z^3 - 121/4*z + 1
*
0 | 0.12913165148854878379697159962807882343 | 0.026169284352997041972722372018911910771
f(z) = 129/5*z^3 - 139/5*z + 1
*
-1 | 0.11235382294433453608295591120958649865 | 0.023118962954927478278334448006790048304
f(z) = 129/5*z^3 - 124/5*z + 1
*
-1 | 0.11244720849078598028524752877860250090 | 0.023138178829673513918979555216625223884
f(z) = 129/7*z^3 - 122/7*z + 1
*
-1 | 0.10393624957222575523285901911392791892 | 0.021386885114936365610152707821179064435
f(z) = 129/8*z^3 - 121/8*z + 1
*
-2 | 0.10327181926252370836590973448248542600 | 0.016493165601596079163094496041358756740
f(z) = 129/16*z^3 - 131/4*z + 1
*
[ 2 ] 
f(z) = 129/16*z^3 - 127/4*z + 1
*
[ -2 ] 
f(z) = 129/16*z^3 - 123/4*z + 1
*
0 | 0.12935495829096398486499540365770401973 | 0.026491952846296490796428899365329793822
f(z) = 130*z^3 - 132*z + 1
*
-1 | 0.11230739977420882457905289557546926111 | 0.023072748825372419466181355263818926844
f(z) = 130*z^3 - 129*z + 1
*
[ -1 ] 
f(z) = 130*z^3 - 128*z + 1
*
0 | 0.10897161955553259769046182583984358891 | 0.022181818607273412317537191007046572796
f(z) = 130/3*z^3 - 136/3*z + 1
*
-1 | 0.092057952203543267084779605055667467999 | 0.018912645229439926902047514611190345702
f(z) = 130/3*z^3 - 127/3*z + 1
*
[ -1 ] 
f(z) = 130/3*z^3 - 124/3*z + 1
*
-1 | 0.11258770490154291034931088880710830090 | 0.023130335500964998023735818001383778040
f(z) = 130/7*z^3 - 123/7*z + 1
*
-1 | 0.099116543778234750987326186795793718423 | 0.020362782182046564745205043814644419204
f(z) = 130/9*z^3 - 121/9*z + 1
*
[ 1/2 ] 
f(z) = 131*z^3 - 135/4*z + 1
*
0 | 0.12949701461847637782622459539603757862 | 0.026480116495397240745365215512402924132
f(z) = 131*z^3 - 133*z + 1
*
-1 | 0.11244894384051229273420092388716775943 | 0.023065516405944381195776542489383875483
f(z) = 131*z^3 - 130*z + 1
*
[ -1 ] 
f(z) = 131*z^3 - 129*z + 1
*
[ 1/2 ] 
f(z) = 131/2*z^3 - 139/8*z + 1
*
0 | 0.11664192588975599816802312313636053120 | 0.023778877057502656828114675717196674357
f(z) = 131/2*z^3 - 135/2*z + 1
*
-1 | 0.099659718388511638771131480150118165180 | 0.020442191727138766386998800931232067386
f(z) = 131/2*z^3 - 129/2*z + 1
*
[ -1 ] 
f(z) = 131/2*z^3 - 127/2*z + 1
*
0 | 0.10911294631882115495049727679416782322 | 0.022177514092792016865492715748602362207
f(z) = 131/3*z^3 - 137/3*z + 1
*
-1 | 0.092198783069320316930840153091935731510 | 0.018911805401300303034260420582243285420
f(z) = 131/3*z^3 - 128/3*z + 1
*
[ -1 ] 
f(z) = 131/3*z^3 - 125/3*z + 1
*
0 | 0.10376705799531412903731133547421376926 | 0.021029001146121934924729429670544146866
f(z) = 131/4*z^3 - 139/4*z + 1
*
-1 | 0.10403150568205729692120235203611470553 | 0.021338932310897344520954339697863244408
f(z) = 131/4*z^3 - 127/4*z + 1
*
[ -1 ] 
f(z) = 131/4*z^3 - 123/4*z + 1
*
-1 | 0.11263514961636433349578073486431028288 | 0.023103710916547241131912508847518113429
f(z) = 131/5*z^3 - 126/5*z + 1
*
[ -1 ] 
f(z) = 131/5*z^3 - 121/5*z + 1
*
-1 | 0.079502192165283174006904679562473302721 | 0.016307481911948633312606413769889337026
f(z) = 131/6*z^3 - 125/6*z + 1
*
-1 | 0.11272714321964210374841817101500207810 | 0.023122580635489687018945274090174258338
f(z) = 131/7*z^3 - 124/7*z + 1
*
-1 | 0.10421549650895151365276284259707131169 | 0.021376672491385752874139425588480043338
f(z) = 131/8*z^3 - 123/8*z + 1
*
-1 | 0.099255302082606901506275516221915840823 | 0.020359237893869267159141456972007261426
f(z) = 131/9*z^3 - 122/9*z + 1
*
-1 | 0.10002772901138218000585505060746037220 | 0.020517678030250882911331417518362855918
f(z) = 131/10*z^3 - 121/10*z + 1
*
-2 | 0.10356164015594167201241720330546341098 | 0.016499525635285719784697787180332065103
f(z) = 131/16*z^3 - 133/4*z + 1
*
[ 2 ] 
f(z) = 131/16*z^3 - 129/4*z + 1
*
[ -2 ] 
f(z) = 131/16*z^3 - 125/4*z + 1
*
0 | 0.12963798951575286680187544546669329954 | 0.026468401338290436609629390175492645113
f(z) = 132*z^3 - 134*z + 1
*
-1 | 0.11258941422891764285764211718976873669 | 0.023058361984358392214605937955992612465
f(z) = 132*z^3 - 131*z + 1
*
[ -1 ] 
f(z) = 132*z^3 - 130*z + 1
*
[ 1/11 ] 
f(z) = 132*z^3 - 122/11*z + 1
*
-1 | 0.11277422618652000107096610168645279891 | 0.023096211555267151336720423539476699532
f(z) = 132/5*z^3 - 127/5*z + 1
*
[ -1 ] 
f(z) = 132/5*z^3 - 122/5*z + 1
*
-1 | 0.11286553926606509217942246795199392645 | 0.023114912514469019491271603280211317733
f(z) = 132/7*z^3 - 125/7*z + 1
*
[ 1/2 ] 
f(z) = 133*z^3 - 137/4*z + 1
*
0 | 0.12977789932366164136917027633057030172 | 0.026456805211832762866581002133545600502
f(z) = 133*z^3 - 135*z + 1
*
-1 | 0.11272882710563327191520757035516227485 | 0.023051284100573844116592092899907121623
f(z) = 133*z^3 - 132*z + 1
*
[ -1 ] 
f(z) = 133*z^3 - 131*z + 1
*
[ -1/2 ] 
f(z) = 133*z^3 - 121/4*z + 1
*
0 | 0.11692310728162295407716481875196331884 | 0.023764951337071008209992862050726750246
f(z) = 133/2*z^3 - 137/2*z + 1
*
-1 | 0.099938901615840109779673917183792289994 | 0.020435944141309242374130846263803413876
f(z) = 133/2*z^3 - 131/2*z + 1
*
[ -1 ] 
f(z) = 133/2*z^3 - 129/2*z + 1
*
0 | 0.10939442536728028029787207232684063071 | 0.022169420053633692958695055810588098049
f(z) = 133/3*z^3 - 139/3*z + 1
*
-1 | 0.092476238235904939314918111117535920796 | 0.018909946061362592265560045369932341902
f(z) = 133/3*z^3 - 130/3*z + 1
*
[ -1 ] 
f(z) = 133/3*z^3 - 127/3*z + 1
*
-1 | 0.10430930553044193758677541450457649907 | 0.021329623467674844763015143938535135936
f(z) = 133/4*z^3 - 129/4*z + 1
*
[ -1 ] 
f(z) = 133/4*z^3 - 125/4*z + 1
*
-1 | 0.11291226595773352926706232391744519111 | 0.023088794480158329947181451232927750652
f(z) = 133/5*z^3 - 128/5*z + 1
*
[ -1 ] 
f(z) = 133/5*z^3 - 123/5*z + 1
*
-1 | 0.079777978207422271827777882135474987192 | 0.016313350256944011991339957808338380758
f(z) = 133/6*z^3 - 127/6*z + 1
*
[ -1 ] 
f(z) = 133/6*z^3 - 121/6*z + 1
*
-1 | 0.10449059409815994380864357759410143343 | 0.021366694147694765348733782894931645751
f(z) = 133/8*z^3 - 125/8*z + 1
*
-1 | 0.099529737086277670352891378996152241701 | 0.020352276386955838715209910864015519857
f(z) = 133/9*z^3 - 124/9*z + 1
*
-1 | 0.10030215860967557351186766042069250363 | 0.020510224521771066894024756997267010911
f(z) = 133/10*z^3 - 123/10*z + 1
*
-1 | 0.11318210916811468620976929253676339838 | 0.023143973201207900143340262233241266587
f(z) = 133/11*z^3 - 122/11*z + 1
*
-1 | 0.084324440166469610410976250691102117506 | 0.017243030703031209724009754206499107855
f(z) = 133/12*z^3 - 121/12*z + 1
*
-2 | 0.10384697989144502066613465502761083718 | 0.016505736103018534589605125496951756318
f(z) = 133/16*z^3 - 135/4*z + 1
*
[ 2 ] 
f(z) = 133/16*z^3 - 131/4*z + 1
*
[ -2 ] 
f(z) = 133/16*z^3 - 127/4*z + 1
*
0 | 0.12991676001547009625239306248704861865 | 0.026445326007467947940154652178355832990
f(z) = 134*z^3 - 136*z + 1
*
-1 | 0.11286719827447446049431160011124708405 | 0.023044281333090084472611780137246804498
f(z) = 134*z^3 - 133*z + 1
*
[ -1 ] 
f(z) = 134*z^3 - 132*z + 1
*
0 | 0.10953461017263839600356602369089709795 | 0.022165628510773858512115945752208155162
f(z) = 134/3*z^3 - 140/3*z + 1
*
-1 | 0.092613927650499743491247870002172825694 | 0.018909137789975892469389731059184866109
f(z) = 134/3*z^3 - 131/3*z + 1
*
[ -1 ] 
f(z) = 134/3*z^3 - 128/3*z + 1
*
-1 | 0.11304928427549629667975911273226530219 | 0.023081458131119219917908394512136327780
f(z) = 134/5*z^3 - 129/5*z + 1
*
[ -1 ] 
f(z) = 134/5*z^3 - 124/5*z + 1
*
-1 | 0.11313926607683562422324860495933674778 | 0.023099829863355180225689888337164058804
f(z) = 134/7*z^3 - 127/7*z + 1
*
-1 | 0.099665443950539430537900347872497971466 | 0.020348857459882278732604436614571048439
f(z) = 134/9*z^3 - 125/9*z + 1
*
-1 | 0.11331717508921985113484983608574666428 | 0.023136153838750620886248590105941958714
f(z) = 134/11*z^3 - 123/11*z + 1
*
-1 | 0.11340512825982775845989366831071093684 | 0.023154111382116736869924134214777101936
f(z) = 134/13*z^3 - 121/13*z + 1
*
[ 1/2 ] 
f(z) = 135*z^3 - 139/4*z + 1
*
0 | 0.13005458720778878635483185614418383210 | 0.026433961669454676612566281487451014172
f(z) = 135*z^3 - 137*z + 1
*
2/15 | 0.092456346031219588135657544799631824563 | 0.012144016744284317882855098925244665179
f(z) = 135*z^3 - 136/15*z + 1
*
-1 | 0.11300454318761467219634380521637058406 | 0.023037352297640117751419705132597633979
f(z) = 135*z^3 - 134*z + 1
*
[ -1 ] 
f(z) = 135*z^3 - 133*z + 1
*
4/15 | 0.14198033072479248587381789764928560356 | 0.019697987094271244370760864383591080086
f(z) = 135*z^3 - 131/10*z + 1
*
2/9 | 0.16710155515476337516065274643111952348 | 0.022611292669558464540911369819994110277
f(z) = 135*z^3 - 125/12*z + 1
*
[ -1/2 ] 
f(z) = 135*z^3 - 123/4*z + 1
*
[ 2/3 ] 
f(z) = 135*z^3 - 121/2*z + 1
*
0 | 0.11720008304070703752738031435669258801 | 0.023751282229663962178093194059464653741
f(z) = 135/2*z^3 - 139/2*z + 1
*
-1 | 0.10021393827951874960344254867992145454 | 0.020429831723192757244198216437577094057
f(z) = 135/2*z^3 - 133/2*z + 1
*
[ -1 ] 
f(z) = 135/2*z^3 - 131/2*z + 1
*
[ 2/5 ] 
f(z) = 135/2*z^3 - 123/10*z + 1
*
[ -4/9 ] 
f(z) = 135/2*z^3 - 121/12*z + 1
*
-1 | 0.10458299932596444383948877670986697600 | 0.021320518023917497425547910000252332086
f(z) = 135/4*z^3 - 131/4*z + 1
*
[ -1 ] 
f(z) = 135/4*z^3 - 127/4*z + 1
*
-1 | 0.11327462676294251084648774113862870501 | 0.023092412123547325839125563371258148684
f(z) = 135/7*z^3 - 128/7*z + 1
*
[ 2/3 ] 
f(z) = 135/7*z^3 - 127/14*z + 1
*
[ -1 ] 
f(z) = 135/7*z^3 - 121/7*z + 1
*
-1 | 0.10476166387448608629353005987379774461 | 0.021356940967909743961993330944974692439
f(z) = 135/8*z^3 - 127/8*z + 1
*
2/3 | 0.13364674501461200428356167082053403087 | 0.017554320270546991067850559465420720896
f(z) = 135/8*z^3 - 122/15*z + 1
*
-1 | 0.11345126262219942713288724902220812658 | 0.023128421494527588734752790313842563716
f(z) = 135/11*z^3 - 124/11*z + 1
*
-1 | 0.11353859327698353791709910645384394463 | 0.023146224912017671130641595049361840716
f(z) = 135/13*z^3 - 122/13*z + 1
*
-1 | 0.10074661040785880418051033719968438419 | 0.020538423423433783941232787103981131248
f(z) = 135/14*z^3 - 121/14*z + 1
*
-2 | 0.10412797540517325705473842976407764115 | 0.016511803032240767182289925830560565269
f(z) = 135/16*z^3 - 137/4*z + 1
*
[ 2 ] 
f(z) = 135/16*z^3 - 133/4*z + 1
*
[ -2 ] 
f(z) = 135/16*z^3 - 129/4*z + 1
*
0 | 0.13019139617111111879827464991168343185 | 0.026422710193164601548339786477802644005
f(z) = 136*z^3 - 138*z + 1
*
-1 | 0.11314087695594107989809302207775841600 | 0.023030495645938181411886694876472474665
f(z) = 136*z^3 - 135*z + 1
*
[ -1 ] 
f(z) = 136*z^3 - 134*z + 1
*
[ -3/4 ] 
f(z) = 136/3*z^3 - 139/6*z + 1
*
-1 | 0.092887306283602517945927469633385078510 | 0.018907761372227029990452458370140665569
f(z) = 136/3*z^3 - 133/3*z + 1
*
[ -1 ] 
f(z) = 136/3*z^3 - 130/3*z + 1
*
-1 | 0.11332031625141343897981304374516601077 | 0.023067021577363440505072940846905996409
f(z) = 136/5*z^3 - 131/5*z + 1
*
[ -1 ] 
f(z) = 136/5*z^3 - 126/5*z + 1
*
-1 | 0.11340900504053503660723992891856870800 | 0.023085074705699222143447809634982681827
f(z) = 136/7*z^3 - 129/7*z + 1
*
[ -1 ] 
f(z) = 136/7*z^3 - 122/7*z + 1
*
-1 | 0.099933909357914164252402733005129795509 | 0.020342139165540282372673783569650034310
f(z) = 136/9*z^3 - 127/9*z + 1
*
-1 | 0.11358438584527019246273342890496951549 | 0.023120774507296190814864050538392141681
f(z) = 136/11*z^3 - 125/11*z + 1
*
-1 | 0.11367110273942247762939208157511460768 | 0.023138426244731293091515427662767020399
f(z) = 136/13*z^3 - 123/13*z + 1
*
-1 | 0.093412514621983027869581428153106186342 | 0.019014670640351167544666953215975959885
f(z) = 136/15*z^3 - 121/15*z + 1
*
0 | 0.13032720183996657051356832568486340125 | 0.026411569623447192312762811730523185888
f(z) = 137*z^3 - 139*z + 1
*
-1 | 0.11327621435903167412467163131006541726 | 0.023023710064478586606976288456859966265
f(z) = 137*z^3 - 136*z + 1
*
[ -1 ] 
f(z) = 137*z^3 - 135*z + 1
*
[ -1/2 ] 
f(z) = 137*z^3 - 125/4*z + 1
*
-1 | 0.10048560189367420673024820992966609614 | 0.020423982004922224035253353358655766000
f(z) = 137/2*z^3 - 135/2*z + 1
*
[ -1 ] 
f(z) = 137/2*z^3 - 133/2*z + 1
*
-1 | 0.093021991343831221509026549553731438651 | 0.018906982109523906040491661065264684946
f(z) = 137/3*z^3 - 134/3*z + 1
*
[ -1 ] 
f(z) = 137/3*z^3 - 131/3*z + 1
*
-1 | 0.10485270668953105535980196061999098598 | 0.021311608372116276341338187674871867206
f(z) = 137/4*z^3 - 133/4*z + 1
*
[ -1 ] 
f(z) = 137/4*z^3 - 129/4*z + 1
*
-1 | 0.11345435894857444764826137538985691725 | 0.023059918454760666502124194403961169262
f(z) = 137/5*z^3 - 132/5*z + 1
*
[ -1 ] 
f(z) = 137/5*z^3 - 127/5*z + 1
*
-1 | 0.080317739430294213976753382603704162204 | 0.016324807075705325930638256076350313643
f(z) = 137/6*z^3 - 131/6*z + 1
*
[ -1 ] 
f(z) = 137/6*z^3 - 125/6*z + 1
*
-1 | 0.11354241506935275848914062259436964567 | 0.023077816109671491049055111647276247118
f(z) = 137/7*z^3 - 130/7*z + 1
*
[ -1 ] 
f(z) = 137/7*z^3 - 123/7*z + 1
*
-1 | 0.10502882210878624982166479872032025722 | 0.021347404327814123064002449322508709433
f(z) = 137/8*z^3 - 129/8*z + 1
*
[ -1 ] 
f(z) = 137/8*z^3 - 121/8*z + 1
*
-1 | 0.10006669613885137024650462210903802535 | 0.020338838228729163530390909387140973485
f(z) = 137/9*z^3 - 128/9*z + 1
*
-1 | 0.10083720601954609677392621393182370661 | 0.020495446535206497136492724627134951972
f(z) = 137/10*z^3 - 127/10*z + 1
*
-1 | 0.11371655853484040573424455258652740199 | 0.023113211260204180490135917898982406149
f(z) = 137/11*z^3 - 126/11*z + 1
*
-1 | 0.084858682156652721549397816254621675784 | 0.017247766492584402933096774906126418856
f(z) = 137/12*z^3 - 125/12*z + 1
*
-1 | 0.11380267024003344287950874164996394153 | 0.023130713707163066399405688708679372773
f(z) = 137/13*z^3 - 124/13*z + 1
*
-1 | 0.10100943234833685043269322301925480513 | 0.020530452022298251408433033643642611639
f(z) = 137/14*z^3 - 123/14*z + 1
*
-1 | 0.093544519207757310225547030852353024062 | 0.019013187371658766348473245879513337728
f(z) = 137/15*z^3 - 122/15*z + 1
*
-2 | 0.10440475742934568397848715882836694939 | 0.016517732112457440354834188895685626433
f(z) = 137/16*z^3 - 139/4*z + 1
*
[ 2 ] 
f(z) = 137/16*z^3 - 135/4*z + 1
*
[ -2 ] 
f(z) = 137/16*z^3 - 131/4*z + 1
*
-1 | 0.10537329811807377944830089429160275022 | 0.021417420048297744220326315512784590343
f(z) = 137/16*z^3 - 121/16*z + 1
*
0 | 0.13046201882270431337448967390646884599 | 0.026400538053058334388521074789942928750
f(z) = 138*z^3 - 140*z + 1
*
-1 | 0.11341056985477042731611055551374132368 | 0.023016994273383357940369927890703495792
f(z) = 138*z^3 - 137*z + 1
*
[ -1 ] 
f(z) = 138*z^3 - 136*z + 1
*
-1 | 0.11358743828897670546214171679971452776 | 0.023052890219788365324284681954277292029
f(z) = 138/5*z^3 - 133/5*z + 1
*
[ -1 ] 
f(z) = 138/5*z^3 - 128/5*z + 1
*
-1 | 0.11367487070514243419852522626385580269 | 0.023070634874671694960149510773552045068
f(z) = 138/7*z^3 - 131/7*z + 1
*
[ -1 ] 
f(z) = 138/7*z^3 - 124/7*z + 1
*
-1 | 0.11384779417407870459212115744738051082 | 0.023105730179274578066432793606988755700
f(z) = 138/11*z^3 - 127/11*z + 1
*
-1 | 0.11393330908356214790801285199784735822 | 0.023123085670781144355844682215310404823
f(z) = 138/13*z^3 - 125/13*z + 1
*
-1 | 0.11410250244562502597204624760694096611 | 0.023157423939698077527118482974047591951
f(z) = 138/17*z^3 - 121/17*z + 1
*
-1 | 0.11354395758861615710560797608103328673 | 0.023010347025296342652571120009932383250
f(z) = 139*z^3 - 138*z + 1
*
[ -1 ] 
f(z) = 139*z^3 - 137*z + 1
*
[ -1/2 ] 
f(z) = 139*z^3 - 127/4*z + 1
*
-1 | 0.10075270430190565437080177590724026290 | 0.020418124741816763341243075062191316241
f(z) = 139/2*z^3 - 137/2*z + 1
*
[ -1 ] 
f(z) = 139/2*z^3 - 135/2*z + 1
*
-1 | 0.093288457832244909985306262336222747568 | 0.018905451542847196413130618784980148990
f(z) = 139/3*z^3 - 136/3*z + 1
*
[ -1 ] 
f(z) = 139/3*z^3 - 133/3*z + 1
*
-1 | 0.10511854208938756766070951477316771711 | 0.021302887301442241884893826978129935065
f(z) = 139/4*z^3 - 135/4*z + 1
*
[ -1 ] 
f(z) = 139/4*z^3 - 131/4*z + 1
*
-1 | 0.11371956802220175206138309172618723839 | 0.023045935506655322776017367469626163301
f(z) = 139/5*z^3 - 134/5*z + 1
*
[ -1 ] 
f(z) = 139/5*z^3 - 129/5*z + 1
*
-1 | 0.080584012628173195978760888388712158488 | 0.016330821424979425913281862852910583804
f(z) = 139/6*z^3 - 133/6*z + 1
*
[ -1 ] 
f(z) = 139/6*z^3 - 127/6*z + 1
*
-1 | 0.11380638550829940936697556536464553195 | 0.023063529577933063966083368556356078352
f(z) = 139/7*z^3 - 132/7*z + 1
*
[ -1 ] 
f(z) = 139/7*z^3 - 125/7*z + 1
*
-1 | 0.10529218010785047872327362793167821194 | 0.021338076061341667658534764145419117780
f(z) = 139/8*z^3 - 131/8*z + 1
*
[ -1 ] 
f(z) = 139/8*z^3 - 123/8*z + 1
*
-1 | 0.10032944619744106189255034421284344806 | 0.020332349011678078606730879196768631214
f(z) = 139/9*z^3 - 130/9*z + 1
*
[ -1 ] 
f(z) = 139/9*z^3 - 121/9*z + 1
*
-1 | 0.10109935257439632960372026197044064617 | 0.020488375041481583578487248989045978503
f(z) = 139/10*z^3 - 129/10*z + 1
*
-1 | 0.11397810596118092988109926944576572615 | 0.023098329731953245801107030471683478912
f(z) = 139/11*z^3 - 128/11*z + 1
*
-1 | 0.085118601152928146243165530590081825153 | 0.017249782308389740536533514362954076212
f(z) = 139/12*z^3 - 127/12*z + 1
*
-1 | 0.11406303229470217900984469146544373556 | 0.023115540550101669449225012718083398982
f(z) = 139/13*z^3 - 126/13*z + 1
*
-1 | 0.10126920804243614782086225355327128099 | 0.020522797245416918364422042166581677568
f(z) = 139/14*z^3 - 125/14*z + 1
*
-1 | 0.093802679065231958467495947841713954802 | 0.019009661482945268687616728715462619208
f(z) = 139/15*z^3 - 124/15*z + 1
*
[ 2 ] 
f(z) = 139/16*z^3 - 137/4*z + 1
*
[ -2 ] 
f(z) = 139/16*z^3 - 133/4*z + 1
*
-1 | 0.10563191345608110848098116148341069631 | 0.021406925011165805227339794152342944084
f(z) = 139/16*z^3 - 123/16*z + 1
*
-1 | 0.11423107321045743615065468500920896655 | 0.023149595024404798066385179068692211302
f(z) = 139/17*z^3 - 122/17*z + 1
*
-1 | 0.087873540284843510423495211013134223347 | 0.017808086834717937147707586639603773403
f(z) = 139/18*z^3 - 121/18*z + 1
*
1/6 | 0.15559002778510004779812291270212548100 | 0.026433448500699949770286827491204851358
f(z) = 120/7*z^3 - 136/21*z + 1
*
[ 1/4 ] 
f(z) = 120/19*z^3 - 129/38*z + 1
*
[ 4/11 ] 
f(z) = 121/9*z^3 - 127/36*z + 1
*
[ 6/11 ] 
f(z) = 121/10*z^3 - 133/30*z + 1
*
[ 8/11 ] 
f(z) = 121/12*z^3 - 137/24*z + 1
*
[ 3/11 ] 
f(z) = 121/13*z^3 - 131/39*z + 1
*
[ 2/11 ] 
f(z) = 121/13*z^3 - 125/26*z + 1
*
[ -10/11 ] 
f(z) = 121/15*z^3 - 137/30*z + 1
*
[ 10/11 ] 
f(z) = 121/16*z^3 - 127/20*z + 1
*
20/33 | 0.081385755021558146821067089294561240236 | 0.011638149437809869137731301836482644646
f(z) = 121/16*z^3 - 127/36*z + 1
*
-10/11 | 0.14883159423059395254994196580847159161 | 0.023235954065618016983268016588724808790
f(z) = 121/16*z^3 - 123/20*z + 1
*
[ 1/4 ] 
f(z) = 122/3*z^3 - 133/24*z + 1
*
[ -3/4 ] 
f(z) = 122/9*z^3 - 127/24*z + 1
*
[ 1/4 ] 
f(z) = 124/9*z^3 - 139/36*z + 1
*
[ 4/25 ] 
f(z) = 125/2*z^3 - 137/20*z + 1
*
3/25 | 0.083020297981137096098425529268144666171 | 0.012895852853307322531985565969087640672
f(z) = 125/4*z^3 - 129/20*z + 1
*
8/25 | 0.089414250973870910533334493493078325206 | 0.013889049444386697202816289711924576541
f(z) = 125/6*z^3 - 139/30*z + 1
*
[ 6/25 ] 
f(z) = 125/6*z^3 - 131/30*z + 1
*
[ 7/25 ] 
f(z) = 125/7*z^3 - 139/35*z + 1
*
2/5 | 0.13066728896503864196607311732184265588 | 0.021025829287322778894701536993231010267
f(z) = 125/7*z^3 - 129/28*z + 1
*
[ 4/15 ] 
f(z) = 125/8*z^3 - 139/36*z + 1
*
-18/25 | 0.17609658656144021690347219837272576512 | 0.027353740271830868444917304252958726093
f(z) = 125/12*z^3 - 137/30*z + 1
*
2/5 | 0.17356067031174405652430456090622977618 | 0.026959826932567463441532849832888776804
f(z) = 125/14*z^3 - 127/35*z + 1
*
2/25 | 0.16237007665244922633551200335810202826 | 0.025221550237822173395917570953218601865
f(z) = 125/16*z^3 - 131/20*z + 1
*
[ 2/3 ] 
f(z) = 126/11*z^3 - 123/22*z + 1
*
[ 1/6 ] 
f(z) = 126/13*z^3 - 137/26*z + 1
*
[ 2/3 ] 
f(z) = 126/13*z^3 - 125/26*z + 1
*
[ 2/3 ] 
f(z) = 126/17*z^3 - 129/34*z + 1
*
[ 2/3 ] 
f(z) = 126/19*z^3 - 131/38*z + 1
*
[ -3/4 ] 
f(z) = 128/11*z^3 - 139/33*z + 1
*
[ 11/16 ] 
f(z) = 128/11*z^3 - 131/22*z + 1
*
[ -3/4 ] 
f(z) = 128/13*z^3 - 125/39*z + 1
*
5/8 | 0.14248205572718603871394764949388843493 | 0.025694769401659528119593278087322176243
f(z) = 128/15*z^3 - 133/30*z + 1
*
-2/3 | 0.16114509955847761376026690612098977299 | 0.027044916712128053623843682583012068527
f(z) = 129/10*z^3 - 127/30*z + 1
*
[ 1/3 ] 
f(z) = 129/13*z^3 - 121/39*z + 1
*
[ 1/4 ] 
f(z) = 130/3*z^3 - 137/24*z + 1
*
[ -3/4 ] 
f(z) = 130/9*z^3 - 139/24*z + 1
*
[ 1/3 ] 
f(z) = 132/13*z^3 - 122/39*z + 1
*
-4/7 | 0.14259449394488981221753317062699709879 | 0.020858555558133579160330839787460623840
f(z) = 133/6*z^3 - 131/21*z + 1
*
[ 1/4 ] 
f(z) = 134/3*z^3 - 139/24*z + 1
*
4/15 | 0.19046898899964522528206438913666981671 | 0.029236744279836428820187984411513938011
f(z) = 135/4*z^3 - 123/20*z + 1
*
[ 2/3 ] 
f(z) = 135/11*z^3 - 131/22*z + 1
*
[ 2/3 ] 
f(z) = 135/13*z^3 - 133/26*z + 1
*
-8/9 | 0.14296467880696403453158227137196181780 | 0.023812019981225793166104544254855296300
f(z) = 135/14*z^3 - 139/21*z + 1
*
[ 2/15 ] 
f(z) = 135/16*z^3 - 133/20*z + 1
*
[ 2/3 ] 
f(z) = 135/17*z^3 - 137/34*z + 1
*
[ 2/3 ] 
f(z) = 135/19*z^3 - 139/38*z + 1
*
1/4 | 0.13357129756401009232460667183178141672 | 0.023827330323895397140048856217922769780
f(z) = 136/15*z^3 - 137/30*z + 1
*
[ 1/4 ] 
f(z) = 136/19*z^3 - 131/38*z + 1
*
[ 1/3 ] 
f(z) = 138/13*z^3 - 124/39*z + 1
*
[ 3/11 ] 
f(z) = 121/14*z^3 - 139/42*z + 1
*
[ 1/3 ] 
f(z) = 123/14*z^3 - 125/42*z + 1
*
[ 1/3 ] 
f(z) = 123/16*z^3 - 137/48*z + 1
*
[ 3/8 ] 
f(z) = 128/17*z^3 - 139/51*z + 1
*
[ 1/3 ] 
f(z) = 129/14*z^3 - 127/42*z + 1
*
[ 1/3 ] 
f(z) = 129/16*z^3 - 139/48*z + 1
*
[ -6/7 ] 
f(z) = 133/18*z^3 - 137/42*z + 1
*
[ 8/15 ] 
f(z) = 135/16*z^3 - 131/40*z + 1
*
-1 | 0.11082906742211700721474872439766183795 | 0.023149714584721860321443749028709499039
f(z) = 120*z^3 - 119*z + 1
*
[ -1 ] 
f(z) = 120*z^3 - 118*z + 1
*
3/20 | 0.19430701676799521539200107996697693361 | 0.027405488158821348526772468955943723076
f(z) = 120*z^3 - 117/10*z + 1
*
1/4 | 0.18970630086038805324088472854233005999 | 0.026756593088405153229377118264188957431
f(z) = 120*z^3 - 113/10*z + 1
*
1/12 | 0.13578761055358670079383197690917447891 | 0.020638763618831435607519096674679577185
f(z) = 120*z^3 - 107/6*z + 1
*
-1 | 0.11113232716608052575864493782684065222 | 0.023213058765820602461228946220067086724
f(z) = 120/7*z^3 - 113/7*z + 1
*
[ -1 ] 
f(z) = 120/7*z^3 - 106/7*z + 1
*
-1 | 0.11133020463300434597300319998251792699 | 0.023254390945081726824152927624667890790
f(z) = 120/11*z^3 - 109/11*z + 1
*
-1 | 0.11142790895443459015438163277935923607 | 0.023274799193634332681023407412114039014
f(z) = 120/13*z^3 - 107/13*z + 1
*
-1 | 0.11162093362230385066353649577632716007 | 0.023315117731657981048080903043549615779
f(z) = 120/17*z^3 - 103/17*z + 1
*
-1 | 0.11171628633716022090660993249647987001 | 0.023335034782167808161116369726292252504
f(z) = 120/19*z^3 - 101/19*z + 1
*
-1 | 0.11098232571323168142643864387534204356 | 0.023141612349006816454356042350342952905
f(z) = 121*z^3 - 120*z + 1
*
[ -1 ] 
f(z) = 121*z^3 - 119*z + 1
*
[ -1/2 ] 
f(z) = 121*z^3 - 109/4*z + 1
*
[ -5/11 ] 
f(z) = 121*z^3 - 109/5*z + 1
*
[ 3/22 ] 
f(z) = 121*z^3 - 103/12*z + 1
*
-1 | 0.098197597432861449059810871628173009515 | 0.020475789444770821238262132762109503533
f(z) = 121/2*z^3 - 119/2*z + 1
*
[ -1 ] 
f(z) = 121/2*z^3 - 117/2*z + 1
*
[ 6/11 ] 
f(z) = 121/2*z^3 - 113/6*z + 1
*
1/22 | 0.12201722855388565725583285422889908019 | 0.019737229493777731171309506576368538661
f(z) = 121/2*z^3 - 105/8*z + 1
*
-1 | 0.090739822801223444277501092853720551905 | 0.018920722650103283786174648596443114991
f(z) = 121/3*z^3 - 118/3*z + 1
*
[ -1 ] 
f(z) = 121/3*z^3 - 115/3*z + 1
*
4/11 | 0.15689827649082581689137821383046486452 | 0.025379508508587613433710589882304651494
f(z) = 121/3*z^3 - 115/12*z + 1
*
9/22 | 0.11921445871301221838442738850334805629 | 0.019283859816206929495638579658783318790
f(z) = 121/3*z^3 - 109/12*z + 1
*
-1 | 0.10257632654127394199946327376824976495 | 0.021388825380510931189595013046842159811
f(z) = 121/4*z^3 - 117/4*z + 1
*
[ -1 ] 
f(z) = 121/4*z^3 - 113/4*z + 1
*
[ -8/11 ] 
f(z) = 121/4*z^3 - 109/8*z + 1
*
-1 | 0.11118372039849465855842676936010358697 | 0.023183606402614492841053524324869916205
f(z) = 121/5*z^3 - 116/5*z + 1
*
-1 | 0.078053830011453985279198463776242281090 | 0.016275487694749131927004733485745997913
f(z) = 121/6*z^3 - 115/6*z + 1
*
[ -1 ] 
f(z) = 121/6*z^3 - 109/6*z + 1
*
-1 | 0.11128312216386944091239428712943886034 | 0.023204333280577511506260566846643177497
f(z) = 121/7*z^3 - 114/7*z + 1
*
[ -1 ] 
f(z) = 121/7*z^3 - 107/7*z + 1
*
-1 | 0.10277513463221924093374230522555429618 | 0.021430280087311634723538637960838086974
f(z) = 121/8*z^3 - 113/8*z + 1
*
[ -1 ] 
f(z) = 121/8*z^3 - 105/8*z + 1
*
-1 | 0.097818570060728126442164026943412342599 | 0.020396756099062817601307846376002707542
f(z) = 121/9*z^3 - 112/9*z + 1
*
10/11 | 0.099843235178053537640113746600508254560 | 0.020818931566918551853330372446204330646
f(z) = 121/9*z^3 - 109/9*z + 1
*
10/11 | 0.064656334735538695927439485667198061599 | 0.013481892947744133904795646299723956759
f(z) = 121/10*z^3 - 109/10*z + 1
*
-1 | 0.082626982595084334461345388544918208808 | 0.017229064073898799518678905684108096355
f(z) = 121/12*z^3 - 109/12*z + 1
*
-1 | 0.11157636239471931898616430177014462277 | 0.023265478617944072859831147073435080112
f(z) = 121/13*z^3 - 108/13*z + 1
*
-1 | 0.098788475345379672138951007817512619513 | 0.020598997059219441832310390550441469744
f(z) = 121/14*z^3 - 107/14*z + 1
*
-1 | 0.091327839151247196914957381796619963184 | 0.019043333582426764910241481779893747272
f(z) = 121/15*z^3 - 106/15*z + 1
*
[ 2 ] 
f(z) = 121/16*z^3 - 119/4*z + 1
*
[ -2 ] 
f(z) = 121/16*z^3 - 115/4*z + 1
*
-12/11 | 0.091680701382144417816513484519736577868 | 0.015084912489291987049828093636730468224
f(z) = 121/16*z^3 - 109/12*z + 1
*
[ 12/11 ] 
f(z) = 121/16*z^3 - 107/12*z + 1
*
-1 | 0.10316292254415118055310111383956541465 | 0.021511140147450830627284176100491320749
f(z) = 121/16*z^3 - 105/16*z + 1
*
-1 | 0.11176788814603897410080073647148462065 | 0.023305414838990153497331932766889097369
f(z) = 121/17*z^3 - 104/17*z + 1
*
-1 | 0.11186250891314373104885632367459176506 | 0.023325144801382200222723088036520045683
f(z) = 121/19*z^3 - 102/19*z + 1
*
[ -1 ] 
f(z) = 122*z^3 - 120*z + 1
*
-1 | 0.090891001342838097999437902427903149334 | 0.018919775849542479289497588306364470605
f(z) = 122/3*z^3 - 119/3*z + 1
*
[ -1 ] 
f(z) = 122/3*z^3 - 116/3*z + 1
*
-1 | 0.11133409122582176873304167238197296388 | 0.023175188074556737951413046044926499319
f(z) = 122/5*z^3 - 117/5*z + 1
*
[ -1 ] 
f(z) = 122/5*z^3 - 112/5*z + 1
*
-1 | 0.11143269890259237653416017664131162457 | 0.023195714145498644700684754016068026895
f(z) = 122/7*z^3 - 115/7*z + 1
*
[ -1 ] 
f(z) = 122/7*z^3 - 108/7*z + 1
*
-1 | 0.097967365905765811881811704474610726614 | 0.020392784501468696919136635972969011269
f(z) = 122/9*z^3 - 113/9*z + 1
*
[ -1 ] 
f(z) = 122/9*z^3 - 104/9*z + 1
*
-1 | 0.11162745351040485513037872663383066835 | 0.023236254061123284174520327110554689627
f(z) = 122/11*z^3 - 111/11*z + 1
*
-1 | 0.11172363440361857810607400168596802965 | 0.023256274975336215858973645990526710986
f(z) = 122/13*z^3 - 109/13*z + 1
*
-1 | 0.091475401059420276795375544550052775183 | 0.019041423883791385793046266429838975379
f(z) = 122/15*z^3 - 107/15*z + 1
*
-1 | 0.11191368436450073189496958311199008676 | 0.023295835576572654930366245995823102311
f(z) = 122/17*z^3 - 105/17*z + 1
*
-1 | 0.11200758435321145621724849220758075996 | 0.023315381700088010621848204589387500770
f(z) = 122/19*z^3 - 103/19*z + 1
*
[ -1/2 ] 
f(z) = 123*z^3 - 111/4*z + 1
*
[ 1/6 ] 
f(z) = 123*z^3 - 101/12*z + 1
*
[ -1 ] 
f(z) = 123/2*z^3 - 119/2*z + 1
*
-1 | 0.10287665471647292631601950251438647728 | 0.021378369388865869320052697300377712452
f(z) = 123/4*z^3 - 119/4*z + 1
*
[ -1 ] 
f(z) = 123/4*z^3 - 115/4*z + 1
*
-1 | 0.11148325073568719874744385159799628642 | 0.023166870282354228497513501358468419647
f(z) = 123/5*z^3 - 118/5*z + 1
*
[ -1 ] 
f(z) = 123/5*z^3 - 113/5*z + 1
*
-1 | 0.11158107691301216174043242859760583180 | 0.023187199133059157937675710576123652527
f(z) = 123/7*z^3 - 116/7*z + 1
*
[ -1 ] 
f(z) = 123/7*z^3 - 109/7*z + 1
*
-1 | 0.10307231141933025956787687541537090614 | 0.021419027993858609935042109742243367960
f(z) = 123/8*z^3 - 115/8*z + 1
*
[ -1 ] 
f(z) = 123/8*z^3 - 107/8*z + 1
*
-1 | 0.098890237980107777047765183218074582532 | 0.020549968720484443944203326906566991165
f(z) = 123/10*z^3 - 113/10*z + 1
*
[ -1 ] 
f(z) = 123/10*z^3 - 103/10*z + 1
*
-1 | 0.11177430678042731379929393407067864907 | 0.023227353427480448432293329028011655600
f(z) = 123/11*z^3 - 112/11*z + 1
*
[ -1 ] 
f(z) = 123/11*z^3 - 101/11*z + 1
*
-1 | 0.11186974364936651992006896017360805462 | 0.023247185765955315572115329409130268537
f(z) = 123/13*z^3 - 110/13*z + 1
*
-1 | 0.099081115674510760985086776026059520965 | 0.020589634219623080292536674268345279633
f(z) = 123/14*z^3 - 109/14*z + 1
*
[ -2 ] 
f(z) = 123/16*z^3 - 117/4*z + 1
*
-1 | 0.10345409846776168934706460355598999710 | 0.021498365571190865543806602638681643644
f(z) = 123/16*z^3 - 107/16*z + 1
*
-1 | 0.11205834041420491611440366361180467489 | 0.023286377274615586047319080448525447639
f(z) = 123/17*z^3 - 106/17*z + 1
*
-1 | 0.11215153053973632954562911008873446302 | 0.023305742726695029790506139536563661320
f(z) = 123/19*z^3 - 104/19*z + 1
*
[ -1 ] 
f(z) = 124/3*z^3 - 118/3*z + 1
*
1/4 | 0.17518621421077734754730280795339754739 | 0.028225903667180178829825806461442204956
f(z) = 124/3*z^3 - 103/12*z + 1
*
-1 | 0.11163121828990093877921757886586688544 | 0.023158650956500525755561603359197518944
f(z) = 124/5*z^3 - 119/5*z + 1
*
[ -1 ] 
f(z) = 124/5*z^3 - 114/5*z + 1
*
-1 | 0.11172827525986437432447585087466018765 | 0.023178786081107350056829268839273310077
f(z) = 124/7*z^3 - 117/7*z + 1
*
[ -1 ] 
f(z) = 124/7*z^3 - 110/7*z + 1
*
-1 | 0.098261417029284442318604075683050417600 | 0.020384995293724251288185450853242746164
f(z) = 124/9*z^3 - 115/9*z + 1
*
[ -1 ] 
f(z) = 124/9*z^3 - 106/9*z + 1
*
-1 | 0.11192000408565365922818154994947930838 | 0.023218561522267750257536511208266517549
f(z) = 124/11*z^3 - 113/11*z + 1
*
[ -1 ] 
f(z) = 124/11*z^3 - 102/11*z + 1
*
-1 | 0.11201470836091089195630319169374449832 | 0.023238208564451549647960061498694541095
f(z) = 124/13*z^3 - 111/13*z + 1
*
-1 | 0.091763987988268829006320347203412483811 | 0.019037059711002733941841271699255089943
f(z) = 124/15*z^3 - 109/15*z + 1
*
-1 | 0.11220187400857633855182133694510469554 | 0.023277037343459182940187621862645825894
f(z) = 124/17*z^3 - 107/17*z + 1
*
-1 | 0.11229436493966531490607899558319838941 | 0.023296225212431182916328713625575973131
f(z) = 124/19*z^3 - 105/19*z + 1
*
[ -1/2 ] 
f(z) = 125*z^3 - 113/4*z + 1
*
6/25 | 0.15297545169818288658530304784254385430 | 0.021452478199277090732629754573088807537
f(z) = 125*z^3 - 107/10*z + 1
*
[ -3/5 ] 
f(z) = 125/2*z^3 - 119/6*z + 1
*
[ 2/25 ] 
f(z) = 125/2*z^3 - 119/10*z + 1
*
[ -1/2 ] 
f(z) = 125/2*z^3 - 101/8*z + 1
*
[ -1 ] 
f(z) = 125/3*z^3 - 119/3*z + 1
*
[ 3/25 ] 
f(z) = 125/3*z^3 - 119/15*z + 1
*
[ 1/10 ] 
f(z) = 125/3*z^3 - 113/12*z + 1
*
3/25 | 0.093521535061362271708450461585974988763 | 0.014527049216816492154466477276343106582
f(z) = 125/3*z^3 - 109/15*z + 1
*
2/5 | 0.093597484071260319729560251267058698856 | 0.015060882776344900161485211195146255702
f(z) = 125/3*z^3 - 101/12*z + 1
*
[ -1 ] 
f(z) = 125/4*z^3 - 117/4*z + 1
*
[ 2/25 ] 
f(z) = 125/4*z^3 - 117/10*z + 1
*
[ -3/5 ] 
f(z) = 125/4*z^3 - 103/12*z + 1
*
-1 | 0.078646564931658732144955530875150833709 | 0.016288619425050146485038831736454427722
f(z) = 125/6*z^3 - 119/6*z + 1
*
[ -1 ] 
f(z) = 125/6*z^3 - 113/6*z + 1
*
-1 | 0.11187431255656987696574036211328068481 | 0.023170472890412634130767216596064997645
f(z) = 125/7*z^3 - 118/7*z + 1
*
[ -1 ] 
f(z) = 125/7*z^3 - 111/7*z + 1
*
-1 | 0.10336479323756409067403830899907231254 | 0.021408052347343229902257375848509870279
f(z) = 125/8*z^3 - 117/8*z + 1
*
[ -1 ] 
f(z) = 125/8*z^3 - 109/8*z + 1
*
[ 6/5 ] 
f(z) = 125/9*z^3 - 119/6*z + 1
*
-1 | 0.098406709419802102800330682347790791043 | 0.020381175452526491560219116326395371314
f(z) = 125/9*z^3 - 116/9*z + 1
*
[ 3/25 ] 
f(z) = 125/9*z^3 - 113/15*z + 1
*
[ -6/5 ] 
f(z) = 125/9*z^3 - 109/6*z + 1
*
[ -1 ] 
f(z) = 125/9*z^3 - 107/9*z + 1
*
-1 | 0.11206456349101996840533756563880672474 | 0.023209876074381451651044698532311555299
f(z) = 125/11*z^3 - 114/11*z + 1
*
[ -1 ] 
f(z) = 125/11*z^3 - 103/11*z + 1
*
-1 | 0.083210637532946494459288969393103141841 | 0.017233892008732296166768770611908194244
f(z) = 125/12*z^3 - 113/12*z + 1
*
[ -1 ] 
f(z) = 125/12*z^3 - 101/12*z + 1
*
-1 | 0.11215854634159666846064677850998939337 | 0.023229341017152384885708031000682965662
f(z) = 125/13*z^3 - 112/13*z + 1
*
-1 | 0.099369852046691823053122301018008649328 | 0.020580653506209857209535712526308169874
f(z) = 125/14*z^3 - 111/14*z + 1
*
[ -2 ] 
f(z) = 125/16*z^3 - 119/4*z + 1
*
[ -6/5 ] 
f(z) = 125/16*z^3 - 113/12*z + 1
*
-1 | 0.10374076245548756074607736395706630309 | 0.021485919950481532471948603910887330688
f(z) = 125/16*z^3 - 109/16*z + 1
*
-1 | 0.11234430245101978127109897417127297402 | 0.023267813270516537515341718442011261976
f(z) = 125/17*z^3 - 108/17*z + 1
*
-1 | 0.085991118151005656269929740724411634819 | 0.017809761923020982268441492136149058735
f(z) = 125/18*z^3 - 107/18*z + 1
*
-1 | 0.11243610461730305669067585498417510713 | 0.023286826568176554026884135346650436808
f(z) = 125/19*z^3 - 106/19*z + 1
*
[ 2/3 ] 
f(z) = 126*z^3 - 113/2*z + 1
*
[ -2/3 ] 
f(z) = 126*z^3 - 107/2*z + 1
*
[ 2/3 ] 
f(z) = 126/5*z^3 - 117/10*z + 1
*
[ -1 ] 
f(z) = 126/5*z^3 - 116/5*z + 1
*
1/6 | 0.097114180864774324233765059084703546793 | 0.017563147899683358586549053169432917007
f(z) = 126/5*z^3 - 107/10*z + 1
*
-1 | 0.11220800264108690465491797122692524061 | 0.023201294878986192635808289462759932467
f(z) = 126/11*z^3 - 115/11*z + 1
*
[ -1 ] 
f(z) = 126/11*z^3 - 104/11*z + 1
*
-1 | 0.11230127498232069253289067458858018475 | 0.023220580839364085816259314692276626483
f(z) = 126/13*z^3 - 113/13*z + 1
*
-1 | 0.11248564264748959564587054281156619001 | 0.023258702617357196683523339194872255328
f(z) = 126/17*z^3 - 109/17*z + 1
*
-1 | 0.11257676624660702652164834268926388144 | 0.023277544281443496835391889372329723633
f(z) = 126/19*z^3 - 107/19*z + 1
*
[ -1/2 ] 
f(z) = 127*z^3 - 115/4*z + 1
*
[ -1/2 ] 
f(z) = 127/2*z^3 - 103/8*z + 1
*
[ -1 ] 
f(z) = 127/4*z^3 - 119/4*z + 1
*
[ -1 ] 
f(z) = 127/5*z^3 - 117/5*z + 1
*
[ -1 ] 
f(z) = 127/6*z^3 - 115/6*z + 1
*
-1 | 0.11216297628091959676544165014604808072 | 0.023154137996540068218433011127043759903
f(z) = 127/7*z^3 - 120/7*z + 1
*
[ -1 ] 
f(z) = 127/7*z^3 - 113/7*z + 1
*
-1 | 0.10365272616688453729409343386077498392 | 0.021397341662677456537271140255768137017
f(z) = 127/8*z^3 - 119/8*z + 1
*
[ -1 ] 
f(z) = 127/8*z^3 - 111/8*z + 1
*
-1 | 0.098693917402629493747860857647914278215 | 0.020373679967587920264494832254416665937
f(z) = 127/9*z^3 - 118/9*z + 1
*
[ -1 ] 
f(z) = 127/9*z^3 - 109/9*z + 1
*
-1 | 0.099467719221360659223670678437888721906 | 0.020533418186802088518133181555932384457
f(z) = 127/10*z^3 - 117/10*z + 1
*
[ -1 ] 
f(z) = 127/10*z^3 - 107/10*z + 1
*
-1 | 0.11235033877298797839548929703967155024 | 0.023192815795048745455179783667379891973
f(z) = 127/11*z^3 - 116/11*z + 1
*
[ -1 ] 
f(z) = 127/11*z^3 - 105/11*z + 1
*
-1 | 0.083494671271852560680616360683637258109 | 0.017236054219551721218092818933474531428
f(z) = 127/12*z^3 - 115/12*z + 1
*
[ -1 ] 
f(z) = 127/12*z^3 - 103/12*z + 1
*
-1 | 0.11244291127418169386455142945953951992 | 0.023211925812796097127487886432799821697
f(z) = 127/13*z^3 - 114/13*z + 1
*
[ -1 ] 
f(z) = 127/13*z^3 - 101/13*z + 1
*
-1 | 0.099653519978567954439575343718978607550 | 0.020571773591721663451729036350357143393
f(z) = 127/14*z^3 - 113/14*z + 1
*
-1 | 0.092191125648103584125715320004200866192 | 0.019031289255077296772781029834409900495
f(z) = 127/15*z^3 - 112/15*z + 1
*
-1 | 0.10402305233271125148371375408662599891 | 0.021473789198500736674070915034745989137
f(z) = 127/16*z^3 - 111/16*z + 1
*
-1 | 0.11262591111858086952173616698033675485 | 0.023249703016924057465527465433775891839
f(z) = 127/17*z^3 - 110/17*z + 1
*
-1 | 0.086272050719423358218824219770086101359 | 0.017809396949301913109397329085670502428
f(z) = 127/18*z^3 - 109/18*z + 1
*
-1 | 0.11271636612301641995396962900326885655 | 0.023268375913494961540808988929210959256
f(z) = 127/19*z^3 - 108/19*z + 1
*
[ 1/12 ] 
f(z) = 128*z^3 - 107/9*z + 1
*
5/8 | 0.11192427190185204770361630446943402000 | 0.020184074003488737268999963289794838273
f(z) = 128/3*z^3 - 109/6*z + 1
*
[ -1 ] 
f(z) = 128/5*z^3 - 118/5*z + 1
*
9/16 | 0.10707418110982611159479942116880092628 | 0.019309423761799106917496039566933523033
f(z) = 128/5*z^3 - 111/10*z + 1
*
1/16 | 0.12498938766911128404388830308257545382 | 0.022540196219246875330539064797809338830
f(z) = 128/7*z^3 - 113/14*z + 1
*
-1 | 0.098835867574040562700241664677469232469 | 0.020370002287289517453491578273409116550
f(z) = 128/9*z^3 - 119/9*z + 1
*
[ -1 ] 
f(z) = 128/9*z^3 - 110/9*z + 1
*
1/16 | 0.14210201059829363022904613186051862252 | 0.025626233248813642541149269139435694851
f(z) = 128/9*z^3 - 109/18*z + 1
*
-1 | 0.11249158872888287469505896190124185914 | 0.023184436742982876297037442231997644937
f(z) = 128/11*z^3 - 117/11*z + 1
*
[ -1 ] 
f(z) = 128/11*z^3 - 106/11*z + 1
*
-1 | 0.11258347182064874714959016605336659094 | 0.023203373783101757688145977713640297380
f(z) = 128/13*z^3 - 115/13*z + 1
*
[ -1 ] 
f(z) = 128/13*z^3 - 102/13*z + 1
*
-1 | 0.092331007274815485893078282399090720222 | 0.019029355187951300749303996617818590895
f(z) = 128/15*z^3 - 113/15*z + 1
*
[ 1/8 ] 
f(z) = 128/15*z^3 - 107/15*z + 1
*
-1 | 0.11276512401116386800119789249135549014 | 0.023240812170876440837838800425318847118
f(z) = 128/17*z^3 - 111/17*z + 1
*
-1 | 0.11285492017483588140112657616492360609 | 0.023259319096593650469626853397847532733
f(z) = 128/19*z^3 - 109/19*z + 1
*
[ -1/2 ] 
f(z) = 129*z^3 - 117/4*z + 1
*
[ 1/6 ] 
f(z) = 129*z^3 - 103/12*z + 1
*
[ -1/2 ] 
f(z) = 129/2*z^3 - 105/8*z + 1
*
[ -1 ] 
f(z) = 129/5*z^3 - 119/5*z + 1
*
[ -1 ] 
f(z) = 129/7*z^3 - 115/7*z + 1
*
[ -1 ] 
f(z) = 129/8*z^3 - 113/8*z + 1
*
-1 | 0.099749841702033638874683102000672323563 | 0.020525451067310407148495252516090798518
f(z) = 129/10*z^3 - 119/10*z + 1
*
[ -1 ] 
f(z) = 129/10*z^3 - 109/10*z + 1
*
-1 | 0.11263176896793838639735520978859290315 | 0.023176155702399457711651271834154716473
f(z) = 129/11*z^3 - 118/11*z + 1
*
[ -1 ] 
f(z) = 129/11*z^3 - 107/11*z + 1
*
-1 | 0.11272297284927001495810725058023938792 | 0.023194922657529201661413953206412710134
f(z) = 129/13*z^3 - 116/13*z + 1
*
[ -1 ] 
f(z) = 129/13*z^3 - 103/13*z + 1
*
-1 | 0.099932252924264707540067393446801256730 | 0.020562985689442601994265057667424692122
f(z) = 129/14*z^3 - 115/14*z + 1
*
[ -1 ] 
f(z) = 129/14*z^3 - 101/14*z + 1
*
-1 | 0.10430109969916721459057267594199953125 | 0.021461960055404027918136133762558883712
f(z) = 129/16*z^3 - 113/16*z + 1
*
-1 | 0.11290329710958231222415747536134707672 | 0.023232027847052660755347056003093352900
f(z) = 129/17*z^3 - 112/17*z + 1
*
-1 | 0.11299244397419403109579239710538181427 | 0.023250371531375065820868092300026177060
f(z) = 129/19*z^3 - 110/19*z + 1
*
[ 1/10 ] 
f(z) = 130*z^3 - 103/10*z + 1
*
[ -1 ] 
f(z) = 130/7*z^3 - 116/7*z + 1
*
[ -1 ] 
f(z) = 130/9*z^3 - 112/9*z + 1
*
-1 | 0.11277089557785830269707283815219574984 | 0.023167970709956327588577374190004191293
f(z) = 130/11*z^3 - 119/11*z + 1
*
[ -1 ] 
f(z) = 130/11*z^3 - 108/11*z + 1
*
-1 | 0.11304044584643498749179815371242830058 | 0.023223347877045808779804687858797585869
f(z) = 130/17*z^3 - 113/17*z + 1
*
-1 | 0.11312895274759572917619950285385986806 | 0.023241530984337932368242112091436048484
f(z) = 130/19*z^3 - 111/19*z + 1
*
[ -1/2 ] 
f(z) = 131*z^3 - 119/4*z + 1
*
[ -1/2 ] 
f(z) = 131/2*z^3 - 107/8*z + 1
*
[ -1 ] 
f(z) = 131/6*z^3 - 119/6*z + 1
*
[ -1 ] 
f(z) = 131/7*z^3 - 117/7*z + 1
*
[ -1 ] 
f(z) = 131/8*z^3 - 115/8*z + 1
*
[ -1 ] 
f(z) = 131/9*z^3 - 113/9*z + 1
*
[ -1 ] 
f(z) = 131/10*z^3 - 111/10*z + 1
*
-1 | 0.11290898428598248530698005291350291419 | 0.023159879857302719418844017337946256933
f(z) = 131/11*z^3 - 120/11*z + 1
*
[ -1 ] 
f(z) = 131/11*z^3 - 109/11*z + 1
*
-1 | 0.084052996581114659882903306273017854384 | 0.017240942470390878511399444333150860360
f(z) = 131/12*z^3 - 119/12*z + 1
*
[ -1 ] 
f(z) = 131/12*z^3 - 107/12*z + 1
*
-1 | 0.11299885945076222000310953666070539870 | 0.023178315042346823618314423434591175408
f(z) = 131/13*z^3 - 118/13*z + 1
*
[ -1 ] 
f(z) = 131/13*z^3 - 105/13*z + 1
*
-1 | 0.10020748265344619516878482448591149692 | 0.020554549079799701039113815627575325081
f(z) = 131/14*z^3 - 117/14*z + 1
*
[ -1 ] 
f(z) = 131/14*z^3 - 103/14*z + 1
*
-1 | 0.092744417106847833312534311154018873600 | 0.019023725801923029463396809916484803813
f(z) = 131/15*z^3 - 116/15*z + 1
*
[ -1 ] 
f(z) = 131/15*z^3 - 101/15*z + 1
*
-1 | 0.10457503029863725603048630758560891559 | 0.021450420027300804890793344556411232992
f(z) = 131/16*z^3 - 115/16*z + 1
*
-1 | 0.11317658531295916261649050651915095509 | 0.023214770153886851351342154626826707626
f(z) = 131/17*z^3 - 114/17*z + 1
*
-1 | 0.086822082864206178224071723546727285851 | 0.017808937179018032335519511260332351209
f(z) = 131/18*z^3 - 113/18*z + 1
*
-1 | 0.11326446138608603459856872000335169166 | 0.023232795285445869111130914780614722723
f(z) = 131/19*z^3 - 112/19*z + 1
*
1/12 | 0.20390930621542763655890358636822355493 | 0.027676081947648798714018088365590721468
f(z) = 132*z^3 - 119/12*z + 1
*
1/2 | 0.16402524350106897527138391672430862704 | 0.027422485336735775217624437765419099023
f(z) = 132/5*z^3 - 119/15*z + 1
*
[ -1 ] 
f(z) = 132/7*z^3 - 118/7*z + 1
*
-1 | 0.11313527569847401581894837331397224018 | 0.023170154655494893212572981889067536261
f(z) = 132/13*z^3 - 119/13*z + 1
*
[ -1 ] 
f(z) = 132/13*z^3 - 106/13*z + 1
*
-1 | 0.11331173026903335226780784696079494542 | 0.023206292629829488019422598644311535500
f(z) = 132/17*z^3 - 115/17*z + 1
*
-1 | 0.11339898445504289646889174593464783922 | 0.023224162325834548683477010682463345890
f(z) = 132/19*z^3 - 113/19*z + 1
*
[ 2/7 ] 
f(z) = 133/2*z^3 - 111/14*z + 1
*
[ -1/2 ] 
f(z) = 133/2*z^3 - 109/8*z + 1
*
[ 1/7 ] 
f(z) = 133/2*z^3 - 103/14*z + 1
*
[ -1 ] 
f(z) = 133/8*z^3 - 117/8*z + 1
*
[ -1 ] 
f(z) = 133/9*z^3 - 115/9*z + 1
*
[ -1 ] 
f(z) = 133/10*z^3 - 113/10*z + 1
*
[ -1 ] 
f(z) = 133/11*z^3 - 111/11*z + 1
*
[ -1 ] 
f(z) = 133/12*z^3 - 109/12*z + 1
*
-1 | 0.11327069379853762164505448913838201388 | 0.023162087374265958862212089703884657790
f(z) = 133/13*z^3 - 120/13*z + 1
*
[ -1 ] 
f(z) = 133/13*z^3 - 107/13*z + 1
*
-1 | 0.093014979952003663020629402926197696674 | 0.019020110326116144307912538579948603424
f(z) = 133/15*z^3 - 118/15*z + 1
*
[ -1 ] 
f(z) = 133/15*z^3 - 103/15*z + 1
*
-1 | 0.10484496436158481814901862631345169638 | 0.021439157330615558515615873605703566116
f(z) = 133/16*z^3 - 117/16*z + 1
*
[ -1 ] 
f(z) = 133/16*z^3 - 101/16*z + 1
*
-1 | 0.11344589515281605942496485928958059262 | 0.023197913314231546783900088925569485675
f(z) = 133/17*z^3 - 116/17*z + 1
*
-1 | 0.087090120837062141002189977104841590832 | 0.017808569194880808463195920893560122652
f(z) = 133/18*z^3 - 115/18*z + 1
*
[ -1 ] 
f(z) = 134/7*z^3 - 120/7*z + 1
*
[ -1 ] 
f(z) = 134/9*z^3 - 116/9*z + 1
*
[ -1 ] 
f(z) = 134/11*z^3 - 112/11*z + 1
*
[ -1 ] 
f(z) = 134/13*z^3 - 108/13*z + 1
*
-1 | 0.093147758554291162201119593224652290586 | 0.019018130922784517413296672290022960552
f(z) = 134/15*z^3 - 119/15*z + 1
*
[ -1 ] 
f(z) = 134/15*z^3 - 104/15*z + 1
*
-1 | 0.11357909409003629222198509455610515540 | 0.023189630271527998817639158406683884769
f(z) = 134/17*z^3 - 117/17*z + 1
*
-1 | 0.11366513057381836326476011706072459249 | 0.023207196481795417801818137605628963134
f(z) = 134/19*z^3 - 115/19*z + 1
*
[ -2/3 ] 
f(z) = 135*z^3 - 115/2*z + 1
*
1/6 | 0.18630577154593315734304695946624903824 | 0.025209904973962823884676507765042251128
f(z) = 135*z^3 - 113/12*z + 1
*
1/15 | 0.19358391685406565109504774253470866983 | 0.029714881690068596198067950627166934554
f(z) = 135/2*z^3 - 113/10*z + 1
*
[ -1/2 ] 
f(z) = 135/2*z^3 - 111/8*z + 1
*
2/9 | 0.20667662531955981980941973218776213672 | 0.027146696860434025456677812861988925930
f(z) = 135/2*z^3 - 107/15*z + 1
*
-5/9 | 0.15314728182062294189859179029508917511 | 0.025508021738062005954596934439259549471
f(z) = 135/4*z^3 - 113/12*z + 1
*
[ 4/3 ] 
f(z) = 135/8*z^3 - 119/4*z + 1
*
[ -1 ] 
f(z) = 135/8*z^3 - 119/8*z + 1
*
[ -4/3 ] 
f(z) = 135/8*z^3 - 113/4*z + 1
*
22/45 | 0.15703314465622914700442196368010167193 | 0.020626092420621188145694986440497695388
f(z) = 135/8*z^3 - 113/15*z + 1
*
2/5 | 0.16269260995350029486958963810662734115 | 0.021369455578305889991428430005794032915
f(z) = 135/8*z^3 - 103/15*z + 1
*
[ -1 ] 
f(z) = 135/11*z^3 - 113/11*z + 1
*
[ -1 ] 
f(z) = 135/13*z^3 - 109/13*z + 1
*
[ -1 ] 
f(z) = 135/14*z^3 - 107/14*z + 1
*
2/9 | 0.090612554566286873820984506536687249272 | 0.014696904039374735983080686524523551709
f(z) = 135/16*z^3 - 119/12*z + 1
*
-1 | 0.10511101692307254781784293705841893654 | 0.021428160841284029506346733362785834093
f(z) = 135/16*z^3 - 119/16*z + 1
*
[ -1 ] 
f(z) = 135/16*z^3 - 103/16*z + 1
*
-1 | 0.11371134090295085512705190753080107521 | 0.023181441619290960840813851034334515142
f(z) = 135/17*z^3 - 118/17*z + 1
*
[ -1 ] 
f(z) = 135/17*z^3 - 101/17*z + 1
*
-1 | 0.11379678120931154449116478450094559138 | 0.023198859666234273743924899342492165803
f(z) = 135/19*z^3 - 116/19*z + 1
*
[ -1 ] 
f(z) = 136/9*z^3 - 118/9*z + 1
*
[ 3/2 ] 
f(z) = 136/9*z^3 - 101/3*z + 1
*
[ -1 ] 
f(z) = 136/11*z^3 - 114/11*z + 1
*
[ -1 ] 
f(z) = 136/13*z^3 - 110/13*z + 1
*
[ -1 ] 
f(z) = 136/15*z^3 - 106/15*z + 1
*
-1 | 0.11392750146385452719218293595858534942 | 0.023190617723757533282989195399160514323
f(z) = 136/19*z^3 - 117/19*z + 1
*
[ -1/3 ] 
f(z) = 137*z^3 - 101/9*z + 1
*
[ -1/2 ] 
f(z) = 137/2*z^3 - 113/8*z + 1
*
[ -1/2 ] 
f(z) = 137/3*z^3 - 101/12*z + 1
*
[ -1 ] 
f(z) = 137/9*z^3 - 119/9*z + 1
*
[ -1 ] 
f(z) = 137/10*z^3 - 117/10*z + 1
*
[ -1 ] 
f(z) = 137/11*z^3 - 115/11*z + 1
*
[ -1 ] 
f(z) = 137/12*z^3 - 113/12*z + 1
*
[ -1 ] 
f(z) = 137/13*z^3 - 111/13*z + 1
*
[ -1 ] 
f(z) = 137/14*z^3 - 109/14*z + 1
*
[ -1 ] 
f(z) = 137/15*z^3 - 107/15*z + 1
*
[ -1 ] 
f(z) = 137/16*z^3 - 105/16*z + 1
*
-1 | 0.11397303197905363937748216273057212385 | 0.023165340211124872191836152158756667585
f(z) = 137/17*z^3 - 120/17*z + 1
*
[ -1 ] 
f(z) = 137/17*z^3 - 103/17*z + 1
*
-1 | 0.087616721324146379009134609232219163656 | 0.017808345732437741962903235576239809707
f(z) = 137/18*z^3 - 119/18*z + 1
*
[ -1 ] 
f(z) = 137/18*z^3 - 101/18*z + 1
*
-1 | 0.11405730440947324876874938039967282940 | 0.023182468820298377221887857456235956189
f(z) = 137/19*z^3 - 118/19*z + 1
*
[ -1 ] 
f(z) = 138/11*z^3 - 116/11*z + 1
*
[ -1 ] 
f(z) = 138/13*z^3 - 112/13*z + 1
*
[ -1 ] 
f(z) = 138/17*z^3 - 104/17*z + 1
*
-1 | 0.11418620284433702523791165637895438256 | 0.023174411171137801701455462021130349233
f(z) = 138/19*z^3 - 119/19*z + 1
*
[ -1/3 ] 
f(z) = 139*z^3 - 103/9*z + 1
*
[ -1/2 ] 
f(z) = 139/2*z^3 - 115/8*z + 1
*
[ -1/2 ] 
f(z) = 139/3*z^3 - 103/12*z + 1
*
[ -1 ] 
f(z) = 139/10*z^3 - 119/10*z + 1
*
[ -1 ] 
f(z) = 139/11*z^3 - 117/11*z + 1
*
[ -1 ] 
f(z) = 139/12*z^3 - 115/12*z + 1
*
[ -1 ] 
f(z) = 139/13*z^3 - 113/13*z + 1
*
[ -1 ] 
f(z) = 139/14*z^3 - 111/14*z + 1
*
[ -1 ] 
f(z) = 139/15*z^3 - 109/15*z + 1
*
[ -1 ] 
f(z) = 139/16*z^3 - 107/16*z + 1
*
[ -1 ] 
f(z) = 139/17*z^3 - 105/17*z + 1
*
[ -1 ] 
f(z) = 139/18*z^3 - 103/18*z + 1
*
-1 | 0.11431420930036254762295974181098345040 | 0.023166443039214831834506493170338769241
f(z) = 139/19*z^3 - 120/19*z + 1
*
[ -1 ] 
f(z) = 139/19*z^3 - 101/19*z + 1
*
[ 1/6 ] 
f(z) = 120/7*z^3 - 115/21*z + 1
*
[ 1/3 ] 
f(z) = 120/11*z^3 - 106/33*z + 1
*
[ 1/3 ] 
f(z) = 120/13*z^3 - 118/39*z + 1
*
[ 1/4 ] 
f(z) = 120/17*z^3 - 117/34*z + 1
*
3/22 | 0.13358062475913500300532202535503950984 | 0.021607698175417172340342483498530169826
f(z) = 121/5*z^3 - 109/20*z + 1
*
2/11 | 0.089423735394832287546939467402047687960 | 0.014464980139253076790179543267730505522
f(z) = 121/5*z^3 - 101/20*z + 1
*
[ 4/11 ] 
f(z) = 121/7*z^3 - 113/28*z + 1
*
[ 3/11 ] 
f(z) = 121/10*z^3 - 107/30*z + 1
*
-8/11 | 0.13968112159378630031402929459322442999 | 0.025447751197496275594176944941769583476
f(z) = 121/15*z^3 - 113/30*z + 1
*
-10/11 | 0.18716517624944486486960356961023422666 | 0.029220687048996380409698321384198238198
f(z) = 121/16*z^3 - 107/20*z + 1
*
[ 2/9 ] 
f(z) = 123/8*z^3 - 115/27*z + 1
*
1/3 | 0.14194005809366711987406034160665782803 | 0.024013693354985587699256463259782335479
f(z) = 123/8*z^3 - 113/24*z + 1
*
-2/3 | 0.13026070028729778093424932375396356757 | 0.022037757028679238155438194830094284728
f(z) = 123/10*z^3 - 119/30*z + 1
*
[ 1/3 ] 
f(z) = 123/10*z^3 - 101/30*z + 1
*
[ 1/3 ] 
f(z) = 123/11*z^3 - 107/33*z + 1
*
[ 1/3 ] 
f(z) = 123/13*z^3 - 119/39*z + 1
*
1/4 | 0.18270296896497992095732786612970888272 | 0.029436998938219422886403392718439204338
f(z) = 124/5*z^3 - 111/20*z + 1
*
[ 1/4 ] 
f(z) = 124/7*z^3 - 115/28*z + 1
*
8/25 | 0.092532100729856869647491424293344734412 | 0.014373356687912256592461714066613994297
f(z) = 125/4*z^3 - 109/20*z + 1
*
[ 3/10 ] 
f(z) = 125/6*z^3 - 101/24*z + 1
*
[ 4/25 ] 
f(z) = 125/8*z^3 - 113/20*z + 1
*
[ 6/25 ] 
f(z) = 125/9*z^3 - 119/30*z + 1
*
[ 4/15 ] 
f(z) = 125/16*z^3 - 119/36*z + 1
*
[ 4/25 ] 
f(z) = 125/16*z^3 - 109/20*z + 1
*
12/25 | 0.071885184504293039795927784427380736071 | 0.011166194102445134215432675669309407539
f(z) = 125/18*z^3 - 103/30*z + 1
*
[ 1/6 ] 
f(z) = 126/11*z^3 - 117/22*z + 1
*
[ 1/2 ] 
f(z) = 126/19*z^3 - 101/38*z + 1
*
[ 2/5 ] 
f(z) = 127/8*z^3 - 101/25*z + 1
*
[ 3/8 ] 
f(z) = 128/11*z^3 - 109/33*z + 1
*
[ 3/8 ] 
f(z) = 128/13*z^3 - 119/39*z + 1
*
[ -13/16 ] 
f(z) = 128/13*z^3 - 111/26*z + 1
*
[ 2/9 ] 
f(z) = 129/8*z^3 - 116/27*z + 1
*
1/3 | 0.14562329573918080239644387060819991706 | 0.024439898671461305665127237472425603213
f(z) = 129/8*z^3 - 115/24*z + 1
*
[ 2/5 ] 
f(z) = 129/8*z^3 - 102/25*z + 1
*
[ 1/3 ] 
f(z) = 129/10*z^3 - 103/30*z + 1
*
[ 1/3 ] 
f(z) = 129/11*z^3 - 109/33*z + 1
*
[ 3/10 ] 
f(z) = 130/9*z^3 - 109/30*z + 1
*
[ 1/2 ] 
f(z) = 130/19*z^3 - 103/38*z + 1
*
[ 2/5 ] 
f(z) = 131/8*z^3 - 103/25*z + 1
*
[ 1/4 ] 
f(z) = 132/7*z^3 - 117/28*z + 1
*
[ 1/6 ] 
f(z) = 132/7*z^3 - 116/21*z + 1
*
[ 2/5 ] 
f(z) = 133/8*z^3 - 104/25*z + 1
*
[ 1/2 ] 
f(z) = 134/17*z^3 - 101/34*z + 1
*
[ 1/2 ] 
f(z) = 134/19*z^3 - 105/38*z + 1
*
[ 1/5 ] 
f(z) = 135/4*z^3 - 107/20*z + 1
*
[ 4/15 ] 
f(z) = 135/4*z^3 - 103/20*z + 1
*
2/3 | 0.15075511571192851930784690434839320338 | 0.025109585511338094204220823732245317136
f(z) = 135/14*z^3 - 118/21*z + 1
*
[ 4/5 ] 
f(z) = 135/16*z^3 - 113/20*z + 1
*
[ -8/9 ] 
f(z) = 135/16*z^3 - 109/24*z + 1
*
[ 1/4 ] 
f(z) = 136/15*z^3 - 107/30*z + 1
*
[ 2/5 ] 
f(z) = 137/8*z^3 - 106/25*z + 1
*
[ 1/3 ] 
f(z) = 138/11*z^3 - 112/33*z + 1
*
[ 1/2 ] 
f(z) = 138/17*z^3 - 103/34*z + 1
*
[ 1/2 ] 
f(z) = 138/19*z^3 - 107/38*z + 1
*
[ 2/5 ] 
f(z) = 139/8*z^3 - 107/25*z + 1
*
[ 8/25 ] 
f(z) = 125/16*z^3 - 117/40*z + 1
*
[ 3/7 ] 
f(z) = 133/18*z^3 - 113/42*z + 1
*
1/10 | 0.19190302277079255920677323236297087961 | 0.027066423568565816976057481141153839147
f(z) = 120*z^3 - 97/10*z + 1
*
3/20 | 0.10362220422356478363026800665226079414 | 0.014615103139742225897403729954976709814
f(z) = 120*z^3 - 87/10*z + 1
*
[ -1 ] 
f(z) = 120/11*z^3 - 98/11*z + 1
*
[ -1 ] 
f(z) = 120/13*z^3 - 94/13*z + 1
*
[ -1 ] 
f(z) = 120/17*z^3 - 86/17*z + 1
*
[ -1 ] 
f(z) = 120/19*z^3 - 82/19*z + 1
*
[ 1/22 ] 
f(z) = 121*z^3 - 85/4*z + 1
*
[ -1/3 ] 
f(z) = 121*z^3 - 85/9*z + 1
*
[ -5/11 ] 
f(z) = 121/2*z^3 - 93/10*z + 1
*
[ -6/11 ] 
f(z) = 121/2*z^3 - 91/6*z + 1
*
4/11 | 0.14902757234362755912887476982642528486 | 0.024106361299197623197845486790993004729
f(z) = 121/2*z^3 - 81/8*z + 1
*
4/11 | 0.14360438816095545536022099945578936252 | 0.023229119355014683763985422678874602010
f(z) = 121/3*z^3 - 91/12*z + 1
*
7/22 | 0.16682893652644570871128824470166766410 | 0.026985869499332104286085417792672309677
f(z) = 121/4*z^3 - 97/16*z + 1
*
10/33 | 0.15839600694687961025518075848802353963 | 0.022650602660279431515113489748415534473
f(z) = 121/4*z^3 - 95/18*z + 1
*
1/11 | 0.11668076112191320240668365973503678533 | 0.024329828421936345037001587583606237792
f(z) = 121/8*z^3 - 89/8*z + 1
*
[ 1/11 ] 
f(z) = 121/8*z^3 - 81/8*z + 1
*
[ 2/11 ] 
f(z) = 121/9*z^3 - 89/18*z + 1
*
[ 9/11 ] 
f(z) = 121/9*z^3 - 83/9*z + 1
*
-10/11 | 0.11499105958569863787456339491314838917 | 0.023977498285715953730639130270029158460
f(z) = 121/10*z^3 - 99/10*z + 1
*
[ -1 ] 
f(z) = 121/13*z^3 - 95/13*z + 1
*
9/11 | 0.10280814749782301075529652119758162503 | 0.021437163804456888410737485430218742151
f(z) = 121/14*z^3 - 95/14*z + 1
*
5/11 | 0.11505046323927910066139869839172077856 | 0.023989884909571952675112901771974342305
f(z) = 121/15*z^3 - 88/15*z + 1
*
[ -1 ] 
f(z) = 121/16*z^3 - 89/16*z + 1
*
[ -12/11 ] 
f(z) = 121/16*z^3 - 85/12*z + 1
*
[ -1 ] 
f(z) = 121/17*z^3 - 87/17*z + 1
*
[ 12/11 ] 
f(z) = 121/18*z^3 - 95/12*z + 1
*
[ -1 ] 
f(z) = 121/19*z^3 - 83/19*z + 1
*
[ -1/3 ] 
f(z) = 122*z^3 - 86/9*z + 1
*
[ 1/4 ] 
f(z) = 122*z^3 - 85/8*z + 1
*
[ -1 ] 
f(z) = 122/11*z^3 - 100/11*z + 1
*
[ -1 ] 
f(z) = 122/13*z^3 - 96/13*z + 1
*
[ -1 ] 
f(z) = 122/15*z^3 - 92/15*z + 1
*
[ -1 ] 
f(z) = 122/17*z^3 - 88/17*z + 1
*
[ -1 ] 
f(z) = 122/19*z^3 - 84/19*z + 1
*
[ -1/2 ] 
f(z) = 123/2*z^3 - 99/8*z + 1
*
[ 2/3 ] 
f(z) = 123/4*z^3 - 85/6*z + 1
*
[ -1 ] 
f(z) = 123/13*z^3 - 97/13*z + 1
*
[ -1 ] 
f(z) = 123/14*z^3 - 95/14*z + 1
*
[ -1 ] 
f(z) = 123/16*z^3 - 91/16*z + 1
*
[ -1 ] 
f(z) = 123/17*z^3 - 89/17*z + 1
*
[ -1 ] 
f(z) = 123/19*z^3 - 85/19*z + 1
*
[ -1/3 ] 
f(z) = 124*z^3 - 88/9*z + 1
*
[ 3/4 ] 
f(z) = 124/9*z^3 - 97/12*z + 1
*
[ 3/2 ] 
f(z) = 124/9*z^3 - 92/3*z + 1
*
[ -3/2 ] 
f(z) = 124/9*z^3 - 88/3*z + 1
*
[ -1 ] 
f(z) = 124/13*z^3 - 98/13*z + 1
*
[ -1 ] 
f(z) = 124/15*z^3 - 94/15*z + 1
*
[ -1 ] 
f(z) = 124/17*z^3 - 90/17*z + 1
*
[ -1 ] 
f(z) = 124/19*z^3 - 86/19*z + 1
*
[ -1/3 ] 
f(z) = 125*z^3 - 89/9*z + 1
*
-2/5 | 0.18318783485030797184634668552729736826 | 0.028455250344708269881733980975961686525
f(z) = 125/2*z^3 - 81/10*z + 1
*
4/25 | 0.10492727897327254226670106187789447070 | 0.016298746003594106848026352793538040283
f(z) = 125/3*z^3 - 91/15*z + 1
*
[ 4/5 ] 
f(z) = 125/4*z^3 - 81/4*z + 1
*
4/5 | 0.14037901710839949806819009668508696150 | 0.029074129136196676309053461850921248668
f(z) = 125/12*z^3 - 95/12*z + 1
*
-6/5 | 0.13362282349438689187670295738803431806 | 0.025676912334915880247836433464622492018
f(z) = 125/12*z^3 - 91/6*z + 1
*
[ 6/5 ] 
f(z) = 125/12*z^3 - 89/6*z + 1
*
[ 4/5 ] 
f(z) = 125/12*z^3 - 83/12*z + 1
*
[ -1 ] 
f(z) = 125/13*z^3 - 99/13*z + 1
*
[ -1 ] 
f(z) = 125/14*z^3 - 97/14*z + 1
*
4/5 | 0.052339633711439724959314899111886834768 | 0.010840147628990484581861478217870232383
f(z) = 125/14*z^3 - 87/14*z + 1
*
[ -1 ] 
f(z) = 125/16*z^3 - 93/16*z + 1
*
[ -1 ] 
f(z) = 125/17*z^3 - 91/17*z + 1
*
[ -1 ] 
f(z) = 125/18*z^3 - 89/18*z + 1
*
[ -1 ] 
f(z) = 125/19*z^3 - 87/19*z + 1
*
[ 1/5 ] 
f(z) = 125/19*z^3 - 81/19*z + 1
*
[ 1/12 ] 
f(z) = 126*z^3 - 95/8*z + 1
*
[ 1/4 ] 
f(z) = 126*z^3 - 87/8*z + 1
*
[ 1/9 ] 
f(z) = 126*z^3 - 86/9*z + 1
*
-2/3 | 0.16467169347003347579450843788322783936 | 0.029780957647500218309035100219541562831
f(z) = 126/5*z^3 - 97/10*z + 1
*
[ -2/3 ] 
f(z) = 126/5*z^3 - 87/10*z + 1
*
[ -1 ] 
f(z) = 126/13*z^3 - 100/13*z + 1
*
[ -1 ] 
f(z) = 126/17*z^3 - 92/17*z + 1
*
[ -1 ] 
f(z) = 126/19*z^3 - 88/19*z + 1
*
[ -1/3 ] 
f(z) = 127*z^3 - 91/9*z + 1
*
[ -1/2 ] 
f(z) = 127/3*z^3 - 91/12*z + 1
*
[ -1 ] 
f(z) = 127/14*z^3 - 99/14*z + 1
*
[ -1 ] 
f(z) = 127/15*z^3 - 97/15*z + 1
*
[ -1 ] 
f(z) = 127/16*z^3 - 95/16*z + 1
*
[ -1 ] 
f(z) = 127/17*z^3 - 93/17*z + 1
*
[ -1 ] 
f(z) = 127/18*z^3 - 91/18*z + 1
*
[ -1 ] 
f(z) = 127/19*z^3 - 89/19*z + 1
*
[ -1/3 ] 
f(z) = 128*z^3 - 92/9*z + 1
*
1/4 | 0.14402382393493024303791610106975108755 | 0.020778245656078905364299755499424496078
f(z) = 128*z^3 - 89/8*z + 1
*
5/24 | 0.11612455962789058363467089977844294123 | 0.016473309909051720276953240396425121857
f(z) = 128*z^3 - 86/9*z + 1
*
3/32 | 0.11302915372259478369332764722837452237 | 0.016306659955146381198848325164121301583
f(z) = 128*z^3 - 81/8*z + 1
*
1/16 | 0.11127382094516449773453599303289490073 | 0.020066773707294410985384737554889865469
f(z) = 128/3*z^3 - 85/6*z + 1
*
[ 7/8 ] 
f(z) = 128/7*z^3 - 99/7*z + 1
*
9/16 | 0.12210543189045825468268459253978216389 | 0.022020112631746151018532851879666148042
f(z) = 128/7*z^3 - 95/14*z + 1
*
[ -7/8 ] 
f(z) = 128/7*z^3 - 83/7*z + 1
*
[ 3/2 ] 
f(z) = 128/9*z^3 - 95/3*z + 1
*
[ 9/16 ] 
f(z) = 128/9*z^3 - 95/18*z + 1
*
[ -3/2 ] 
f(z) = 128/9*z^3 - 91/3*z + 1
*
[ 1/8 ] 
f(z) = 128/13*z^3 - 93/13*z + 1
*
[ -1 ] 
f(z) = 128/17*z^3 - 94/17*z + 1
*
[ -1 ] 
f(z) = 128/19*z^3 - 90/19*z + 1
*
[ 2/3 ] 
f(z) = 129/4*z^3 - 89/6*z + 1
*
[ -1/2 ] 
f(z) = 129/4*z^3 - 81/16*z + 1
*
[ -1 ] 
f(z) = 129/16*z^3 - 97/16*z + 1
*
[ -1 ] 
f(z) = 129/17*z^3 - 95/17*z + 1
*
[ -1 ] 
f(z) = 129/19*z^3 - 91/19*z + 1
*
[ -1/3 ] 
f(z) = 130*z^3 - 94/9*z + 1
*
[ 1/4 ] 
f(z) = 130*z^3 - 89/8*z + 1
*
[ 1/5 ] 
f(z) = 130/3*z^3 - 86/15*z + 1
*
[ 3/5 ] 
f(z) = 130/9*z^3 - 88/15*z + 1
*
[ 1/2 ] 
f(z) = 130/9*z^3 - 83/18*z + 1
*
[ -1 ] 
f(z) = 130/17*z^3 - 96/17*z + 1
*
[ -1 ] 
f(z) = 130/19*z^3 - 92/19*z + 1
*
[ -1/3 ] 
f(z) = 131*z^3 - 95/9*z + 1
*
[ -1/2 ] 
f(z) = 131/3*z^3 - 95/12*z + 1
*
[ -1/2 ] 
f(z) = 131/4*z^3 - 83/16*z + 1
*
[ -1 ] 
f(z) = 131/16*z^3 - 99/16*z + 1
*
[ -1 ] 
f(z) = 131/17*z^3 - 97/17*z + 1
*
[ -1 ] 
f(z) = 131/18*z^3 - 95/18*z + 1
*
[ -1 ] 
f(z) = 131/19*z^3 - 93/19*z + 1
*
[ 1/6 ] 
f(z) = 132/5*z^3 - 86/15*z + 1
*
[ -1 ] 
f(z) = 132/17*z^3 - 98/17*z + 1
*
[ -1 ] 
f(z) = 132/19*z^3 - 94/19*z + 1
*
[ -1/3 ] 
f(z) = 133*z^3 - 97/9*z + 1
*
[ -1/2 ] 
f(z) = 133/3*z^3 - 97/12*z + 1
*
[ -1/2 ] 
f(z) = 133/4*z^3 - 85/16*z + 1
*
[ -1 ] 
f(z) = 133/17*z^3 - 99/17*z + 1
*
[ -1 ] 
f(z) = 133/18*z^3 - 97/18*z + 1
*
[ -1/3 ] 
f(z) = 134*z^3 - 98/9*z + 1
*
[ 1/4 ] 
f(z) = 134*z^3 - 91/8*z + 1
*
[ 1/2 ] 
f(z) = 134/7*z^3 - 81/14*z + 1
*
[ 1/2 ] 
f(z) = 134/9*z^3 - 85/18*z + 1
*
[ -1 ] 
f(z) = 134/17*z^3 - 100/17*z + 1
*
[ -1 ] 
f(z) = 134/19*z^3 - 96/19*z + 1
*
[ 2/15 ] 
f(z) = 135*z^3 - 89/10*z + 1
*
[ 4/9 ] 
f(z) = 135/4*z^3 - 95/12*z + 1
*
[ 1/6 ] 
f(z) = 135/4*z^3 - 95/16*z + 1
*
[ -1/2 ] 
f(z) = 135/4*z^3 - 87/16*z + 1
*
[ -2/3 ] 
f(z) = 135/7*z^3 - 85/14*z + 1
*
22/45 | 0.21818958749988243694293884269959321652 | 0.028658908963721552218610027873728276831
f(z) = 135/8*z^3 - 83/15*z + 1
*
[ -1 ] 
f(z) = 135/19*z^3 - 97/19*z + 1
*
[ -1/3 ] 
f(z) = 136*z^3 - 100/9*z + 1
*
[ -3/2 ] 
f(z) = 136/9*z^3 - 97/3*z + 1
*
[ -1 ] 
f(z) = 136/19*z^3 - 98/19*z + 1
*
[ -1/2 ] 
f(z) = 137/4*z^3 - 89/16*z + 1
*
[ -1 ] 
f(z) = 137/19*z^3 - 99/19*z + 1
*
[ 1/4 ] 
f(z) = 138*z^3 - 93/8*z + 1
*
[ 1/2 ] 
f(z) = 138/7*z^3 - 83/14*z + 1
*
[ -1 ] 
f(z) = 138/19*z^3 - 100/19*z + 1
*
[ -1/2 ] 
f(z) = 139/4*z^3 - 91/16*z + 1
*
[ 1/3 ] 
f(z) = 120/7*z^3 - 82/21*z + 1
*
[ 1/4 ] 
f(z) = 120/11*z^3 - 81/22*z + 1
*
[ 1/4 ] 
f(z) = 120/13*z^3 - 93/26*z + 1
*
[ 4/11 ] 
f(z) = 121/5*z^3 - 99/20*z + 1
*
[ 5/22 ] 
f(z) = 121/5*z^3 - 93/20*z + 1
*
[ 3/11 ] 
f(z) = 121/7*z^3 - 83/21*z + 1
*
[ 2/5 ] 
f(z) = 121/8*z^3 - 98/25*z + 1
*
[ 3/11 ] 
f(z) = 121/8*z^3 - 91/24*z + 1
*
[ 4/11 ] 
f(z) = 121/14*z^3 - 81/28*z + 1
*
[ 6/11 ] 
f(z) = 121/15*z^3 - 97/30*z + 1
*
[ -10/11 ] 
f(z) = 121/16*z^3 - 83/20*z + 1
*
[ 4/11 ] 
f(z) = 121/18*z^3 - 95/36*z + 1
*
[ 1/2 ] 
f(z) = 122/11*z^3 - 83/22*z + 1
*
[ 1/2 ] 
f(z) = 122/13*z^3 - 87/26*z + 1
*
[ 1/2 ] 
f(z) = 122/15*z^3 - 91/30*z + 1
*
[ 1/2 ] 
f(z) = 122/17*z^3 - 95/34*z + 1
*
[ 1/2 ] 
f(z) = 122/19*z^3 - 99/38*z + 1
*
[ 1/3 ] 
f(z) = 123/7*z^3 - 83/21*z + 1
*
[ 2/5 ] 
f(z) = 123/8*z^3 - 99/25*z + 1
*
[ 1/3 ] 
f(z) = 123/8*z^3 - 89/24*z + 1
*
[ 1/4 ] 
f(z) = 124/5*z^3 - 91/20*z + 1
*
[ -4/5 ] 
f(z) = 125/14*z^3 - 97/28*z + 1
*
4/25 | 0.13567436893453011561910212817497746383 | 0.021074806285838224743804047538064789173
f(z) = 125/16*z^3 - 99/20*z + 1
*
[ 2/5 ] 
f(z) = 125/17*z^3 - 91/34*z + 1
*
[ 2/5 ] 
f(z) = 125/19*z^3 - 97/38*z + 1
*
[ 1/2 ] 
f(z) = 126/11*z^3 - 85/22*z + 1
*
[ 1/2 ] 
f(z) = 126/13*z^3 - 89/26*z + 1
*
[ 1/2 ] 
f(z) = 126/17*z^3 - 97/34*z + 1
*
[ 3/8 ] 
f(z) = 128/7*z^3 - 89/21*z + 1
*
[ 1/3 ] 
f(z) = 129/7*z^3 - 85/21*z + 1
*
[ 1/3 ] 
f(z) = 129/8*z^3 - 91/24*z + 1
*
[ 1/2 ] 
f(z) = 130/11*z^3 - 87/22*z + 1
*
[ 1/2 ] 
f(z) = 130/17*z^3 - 99/34*z + 1
*
[ 1/4 ] 
f(z) = 132/5*z^3 - 93/20*z + 1
*
[ 1/3 ] 
f(z) = 132/7*z^3 - 86/21*z + 1
*
[ 3/7 ] 
f(z) = 133/9*z^3 - 85/21*z + 1
*
[ 4/7 ] 
f(z) = 133/16*z^3 - 97/28*z + 1
*
[ 2/7 ] 
f(z) = 133/16*z^3 - 89/28*z + 1
*
[ 1/2 ] 
f(z) = 134/11*z^3 - 89/22*z + 1
*
[ 1/2 ] 
f(z) = 134/13*z^3 - 93/26*z + 1
*
[ 1/2 ] 
f(z) = 134/15*z^3 - 97/30*z + 1
*
2/3 | 0.14432880762339171957301350923717978012 | 0.022154285917413411579662778408428902384
f(z) = 135/16*z^3 - 97/20*z + 1
*
[ 3/8 ] 
f(z) = 136/9*z^3 - 91/24*z + 1
*
[ 1/4 ] 
f(z) = 136/11*z^3 - 83/22*z + 1
*
[ 1/4 ] 
f(z) = 136/13*z^3 - 95/26*z + 1
*
[ 1/3 ] 
f(z) = 138/7*z^3 - 88/21*z + 1
*
[ 1/2 ] 
f(z) = 138/11*z^3 - 91/22*z + 1
*
[ 1/2 ] 
f(z) = 138/13*z^3 - 95/26*z + 1
*
[ 1/12 ] 
f(z) = 120*z^3 - 71/6*z + 1
*
[ 1/8 ] 
f(z) = 120*z^3 - 71/8*z + 1
*
4/33 | 0.11561034126375131852990836405349864711 | 0.016532259580651793969660564265405633047
f(z) = 121*z^3 - 79/9*z + 1
*
[ 4/11 ] 
f(z) = 121*z^3 - 71/4*z + 1
*
7/22 | 0.18333244553795720799066810169642296028 | 0.029655439597533275886600633625191505930
f(z) = 121/2*z^3 - 73/8*z + 1
*
[ 6/11 ] 
f(z) = 121/3*z^3 - 77/6*z + 1
*
2/11 | 0.15403422424277872150040420809463111726 | 0.024916225928153398283745879190069604925
f(z) = 121/3*z^3 - 67/12*z + 1
*
[ 3/11 ] 
f(z) = 121/5*z^3 - 67/15*z + 1
*
[ 1/11 ] 
f(z) = 121/7*z^3 - 71/7*z + 1
*
[ 2/11 ] 
f(z) = 121/7*z^3 - 71/14*z + 1
*
2/33 | 0.14973894465441302249034791222218440735 | 0.021412644191681739635419381762677375821
f(z) = 121/8*z^3 - 68/9*z + 1
*
[ 8/11 ] 
f(z) = 121/8*z^3 - 67/8*z + 1
*
[ 2/3 ] 
f(z) = 121/8*z^3 - 65/9*z + 1
*
[ 10/11 ] 
f(z) = 121/8*z^3 - 63/5*z + 1
*
-2 | 0.10222900205010527719426441708056429835 | 0.016514344641218828280939998632396277207
f(z) = 121/8*z^3 - 61*z + 1
*
[ 3/22 ] 
f(z) = 121/9*z^3 - 79/12*z + 1
*
1/11 | 0.10034912429100541847529679317062264252 | 0.020924417640203458619630587336595111477
f(z) = 121/10*z^3 - 71/10*z + 1
*
8/11 | 0.11088282971570111108631769833247109159 | 0.023120865822113159126148512598785604240
f(z) = 121/10*z^3 - 69/10*z + 1
*
7/11 | 0.090702015026950427349950565311676153590 | 0.018912839116843531613379361896672130178
f(z) = 121/12*z^3 - 61/12*z + 1
*
8/11 | 0.067999744301077923821251825853561731932 | 0.014179047991057896231476706549115650064
f(z) = 121/14*z^3 - 71/14*z + 1
*
8/11 | 0.077484032582440249801721467449746849507 | 0.016156675702524639253721232996967852876
f(z) = 121/15*z^3 - 79/15*z + 1
*
1/11 | 0.10191467220256549839366130624442620628 | 0.021250859734927025932462372085362088609
f(z) = 121/15*z^3 - 76/15*z + 1
*
2/11 | 0.061967497862047061026031056084527779162 | 0.012921226911993178805241710626553843357
f(z) = 121/15*z^3 - 64/15*z + 1
*
1/11 | 0.11878667397906625531707246862117708400 | 0.024768945359411147492392488386139243867
f(z) = 121/16*z^3 - 65/16*z + 1
*
[ -12/11 ] 
f(z) = 121/18*z^3 - 73/12*z + 1
*
[ 1/2 ] 
f(z) = 122*z^3 - 63/2*z + 1
*
[ 1/2 ] 
f(z) = 122/3*z^3 - 67/6*z + 1
*
[ 1/2 ] 
f(z) = 122/5*z^3 - 71/10*z + 1
*
[ 1/2 ] 
f(z) = 122/7*z^3 - 75/14*z + 1
*
[ 1/2 ] 
f(z) = 122/9*z^3 - 79/18*z + 1
*
[ -2/3 ] 
f(z) = 123/4*z^3 - 67/6*z + 1
*
[ 1/3 ] 
f(z) = 123/4*z^3 - 65/12*z + 1
*
[ 1/3 ] 
f(z) = 123/5*z^3 - 71/15*z + 1
*
-2 | 0.10253509812827718328117192855515468342 | 0.016520396969087379126719129955585480927
f(z) = 123/8*z^3 - 62*z + 1
*
[ 2 ] 
f(z) = 123/8*z^3 - 61*z + 1
*
[ 1/6 ] 
f(z) = 124*z^3 - 76/9*z + 1
*
[ 1/4 ] 
f(z) = 124/3*z^3 - 67/12*z + 1
*
[ -3/4 ] 
f(z) = 124/9*z^3 - 65/12*z + 1
*
[ 1/10 ] 
f(z) = 125/2*z^3 - 77/8*z + 1
*
6/25 | 0.089553695810949582727766330127654891730 | 0.013910709931566935332442866348282841966
f(z) = 125/2*z^3 - 71/10*z + 1
*
3/10 | 0.12516241053338505983862331542504853640 | 0.020140032734350886870959482608479621668
f(z) = 125/2*z^3 - 69/8*z + 1
*
1/5 | 0.069985216537067413360535569697290339428 | 0.010871064984299760895740704000481187800
f(z) = 125/2*z^3 - 69/10*z + 1
*
1/10 | 0.16511676967202665401898950664235252777 | 0.026569136308683351517827816743150230854
f(z) = 125/2*z^3 - 61/8*z + 1
*
[ 3/10 ] 
f(z) = 125/3*z^3 - 73/12*z + 1
*
2/25 | 0.091874390610824214914643756204102452892 | 0.014271192119470169336733962806059675776
f(z) = 125/4*z^3 - 77/10*z + 1
*
[ -4/5 ] 
f(z) = 125/4*z^3 - 71/4*z + 1
*
2/5 | 0.16078954662531960689104133755071384129 | 0.024976040607578152501583970174596574289
f(z) = 125/4*z^3 - 67/10*z + 1
*
3/5 | 0.10269662833167878400927934280087478869 | 0.021269667614652137835273624409715891473
f(z) = 125/7*z^3 - 66/7*z + 1
*
[ 2/5 ] 
f(z) = 125/7*z^3 - 61/14*z + 1
*
[ 6/5 ] 
f(z) = 125/8*z^3 - 67/3*z + 1
*
[ 2/3 ] 
f(z) = 125/8*z^3 - 67/9*z + 1
*
-2 | 0.10283621234996475384807115451410791564 | 0.016526308062727515630284335144199059532
f(z) = 125/8*z^3 - 63*z + 1
*
[ 2 ] 
f(z) = 125/8*z^3 - 62*z + 1
*
[ -6/5 ] 
f(z) = 125/8*z^3 - 62/3*z + 1
*
[ -2 ] 
f(z) = 125/8*z^3 - 61*z + 1
*
[ 2/15 ] 
f(z) = 125/8*z^3 - 61/9*z + 1
*
[ 6/25 ] 
f(z) = 125/8*z^3 - 61/15*z + 1
*
3/25 | 0.14400334510742907184769209904463670709 | 0.022368577252172409492407283327864380334
f(z) = 125/9*z^3 - 68/15*z + 1
*
[ 2/5 ] 
f(z) = 125/9*z^3 - 67/18*z + 1
*
[ -6/5 ] 
f(z) = 125/12*z^3 - 79/6*z + 1
*
[ 1/5 ] 
f(z) = 125/14*z^3 - 61/14*z + 1
*
[ 1/5 ] 
f(z) = 125/16*z^3 - 69/16*z + 1
*
[ 1/5 ] 
f(z) = 125/17*z^3 - 73/17*z + 1
*
[ 1/5 ] 
f(z) = 125/18*z^3 - 77/18*z + 1
*
[ 1/2 ] 
f(z) = 126*z^3 - 65/2*z + 1
*
[ 1/2 ] 
f(z) = 126/5*z^3 - 73/10*z + 1
*
[ 2/3 ] 
f(z) = 127/8*z^3 - 68/9*z + 1
*
-2 | 0.10313250442845667431194118085665269332 | 0.016532083632599277936779591233245211252
f(z) = 127/8*z^3 - 64*z + 1
*
[ 2 ] 
f(z) = 127/8*z^3 - 63*z + 1
*
[ -2 ] 
f(z) = 127/8*z^3 - 62*z + 1
*
[ 1/6 ] 
f(z) = 128*z^3 - 77/9*z + 1
*
1/8 | 0.16501508935345289375768440681578293608 | 0.029758306385259459099413271330419082321
f(z) = 128/3*z^3 - 79/6*z + 1
*
[ 3/4 ] 
f(z) = 128/3*z^3 - 73/3*z + 1
*
[ -3/4 ] 
f(z) = 128/3*z^3 - 65/3*z + 1
*
[ 3/8 ] 
f(z) = 128/5*z^3 - 79/15*z + 1
*
3/8 | 0.11547469636246284741595999935493255169 | 0.020824346473785496461688747613703391723
f(z) = 128/5*z^3 - 61/10*z + 1
*
3/16 | 0.11755343700541658611829980039380090288 | 0.021199220075895958229226170553251236528
f(z) = 128/7*z^3 - 65/14*z + 1
*
3/16 | 0.14561975132041191897412251510760277574 | 0.026260611635680294571693338946785201003
f(z) = 128/9*z^3 - 65/6*z + 1
*
[ 1/8 ] 
f(z) = 128/9*z^3 - 65/9*z + 1
*
[ 1/8 ] 
f(z) = 128/11*z^3 - 79/11*z + 1
*
[ 3/4 ] 
f(z) = 128/15*z^3 - 77/15*z + 1
*
[ 1/4 ] 
f(z) = 128/19*z^3 - 65/19*z + 1
*
[ -2/3 ] 
f(z) = 129/4*z^3 - 71/6*z + 1
*
[ 1/3 ] 
f(z) = 129/4*z^3 - 67/12*z + 1
*
[ 1/3 ] 
f(z) = 129/5*z^3 - 73/15*z + 1
*
-2 | 0.10342412651098606740465141273216825421 | 0.016537729066000980147781772082602704490
f(z) = 129/8*z^3 - 65*z + 1
*
[ 2 ] 
f(z) = 129/8*z^3 - 64*z + 1
*
[ -2 ] 
f(z) = 129/8*z^3 - 63*z + 1
*
[ 1/2 ] 
f(z) = 130*z^3 - 67/2*z + 1
*
[ 1/2 ] 
f(z) = 130/3*z^3 - 71/6*z + 1
*
[ 1/2 ] 
f(z) = 130/7*z^3 - 79/14*z + 1
*
[ 2/3 ] 
f(z) = 131/8*z^3 - 70/9*z + 1
*
-2 | 0.10371122364962294597969440235674183375 | 0.016543249450351293360825938294884516548
f(z) = 131/8*z^3 - 66*z + 1
*
[ 2 ] 
f(z) = 131/8*z^3 - 65*z + 1
*
[ -2 ] 
f(z) = 131/8*z^3 - 64*z + 1
*
[ 1/3 ] 
f(z) = 132/5*z^3 - 74/15*z + 1
*
[ 1/7 ] 
f(z) = 133*z^3 - 61/7*z + 1
*
[ 2/7 ] 
f(z) = 133/4*z^3 - 73/14*z + 1
*
[ 2/3 ] 
f(z) = 133/8*z^3 - 71/9*z + 1
*
-2 | 0.10399393423606199973470934529309347079 | 0.016548649594448135214788844725674459532
f(z) = 133/8*z^3 - 67*z + 1
*
[ 2 ] 
f(z) = 133/8*z^3 - 66*z + 1
*
[ -2 ] 
f(z) = 133/8*z^3 - 65*z + 1
*
[ 1/2 ] 
f(z) = 134*z^3 - 69/2*z + 1
*
[ -1/2 ] 
f(z) = 134*z^3 - 61/2*z + 1
*
[ 1/2 ] 
f(z) = 134/3*z^3 - 73/6*z + 1
*
[ 1/2 ] 
f(z) = 134/5*z^3 - 77/10*z + 1
*
[ 1/15 ] 
f(z) = 135*z^3 - 73/5*z + 1
*
[ 2/9 ] 
f(z) = 135*z^3 - 61/6*z + 1
*
[ 2/15 ] 
f(z) = 135/2*z^3 - 77/10*z + 1
*
[ -2/5 ] 
f(z) = 135/2*z^3 - 73/10*z + 1
*
[ 1/5 ] 
f(z) = 135/2*z^3 - 67/10*z + 1
*
[ 2/3 ] 
f(z) = 135/2*z^3 - 61/2*z + 1
*
[ 2/15 ] 
f(z) = 135/4*z^3 - 71/10*z + 1
*
[ 2/5 ] 
f(z) = 135/4*z^3 - 69/10*z + 1
*
-2/3 | 0.22546387767301930416855543624122528140 | 0.029614377197730363908295812110834534942
f(z) = 135/8*z^3 - 77/15*z + 1
*
-2 | 0.10427239040358030535625006480608215278 | 0.016553934047909153061707473846747699323
f(z) = 135/8*z^3 - 68*z + 1
*
[ 2 ] 
f(z) = 135/8*z^3 - 67*z + 1
*
[ -2 ] 
f(z) = 135/8*z^3 - 66*z + 1
*
[ 2/3 ] 
f(z) = 135/14*z^3 - 67/14*z + 1
*
4/9 | 0.17795282374955643927904042285327464900 | 0.029639602104527503690884324705266329892
f(z) = 135/16*z^3 - 71/12*z + 1
*
-4/3 | 0.11494510285339414245752006585708715216 | 0.020909875438142213289837824712370913903
f(z) = 135/16*z^3 - 61/4*z + 1
*
[ 1/6 ] 
f(z) = 136*z^3 - 79/9*z + 1
*
[ 1/8 ] 
f(z) = 136*z^3 - 73/8*z + 1
*
[ 1/4 ] 
f(z) = 136/9*z^3 - 71/18*z + 1
*
[ 2/3 ] 
f(z) = 137/8*z^3 - 73/9*z + 1
*
-2 | 0.10454671839909791943609540677992625860 | 0.016559107118975026567514148635313491665
f(z) = 137/8*z^3 - 69*z + 1
*
[ 2 ] 
f(z) = 137/8*z^3 - 68*z + 1
*
[ -2 ] 
f(z) = 137/8*z^3 - 67*z + 1
*
-1/3 | 0.17589256100213667722518144408831916602 | 0.026178332585543144907035576350134704264
f(z) = 138*z^3 - 77/6*z + 1
*
[ 1/2 ] 
f(z) = 138*z^3 - 71/2*z + 1
*
1/6 | 0.12243969007454143074886082376546948161 | 0.018222868040469517766978603555429192612
f(z) = 138*z^3 - 71/6*z + 1
*
[ -1/2 ] 
f(z) = 138*z^3 - 63/2*z + 1
*
[ 1/2 ] 
f(z) = 138/5*z^3 - 79/10*z + 1
*
[ 1/3 ] 
f(z) = 138/5*z^3 - 76/15*z + 1
*
[ 2/3 ] 
f(z) = 139/8*z^3 - 74/9*z + 1
*
-2 | 0.10481703892797285243961145938631320579 | 0.016564172890836280302500647025218815902
f(z) = 139/8*z^3 - 70*z + 1
*
[ 2 ] 
f(z) = 139/8*z^3 - 69*z + 1
*
[ -2 ] 
f(z) = 139/8*z^3 - 68*z + 1
*
[ 4/11 ] 
f(z) = 121/10*z^3 - 67/20*z + 1
*
[ 2/5 ] 
f(z) = 125/11*z^3 - 73/22*z + 1
*
[ 2/5 ] 
f(z) = 125/13*z^3 - 79/26*z + 1
*
2/5 | 0.076580964620761649878070722093592380071 | 0.011895607160288221758462645488072178239
f(z) = 125/16*z^3 - 71/20*z + 1
*
12/25 | 0.16396750871970451551617972657852187710 | 0.025469685325065046024882463696763522769
f(z) = 125/16*z^3 - 61/20*z + 1
*
[ 3/10 ] 
f(z) = 125/18*z^3 - 71/24*z + 1
*
[ 4/15 ] 
f(z) = 135/8*z^3 - 79/20*z + 1
*
2/15 | 0.16782981802575637843640388568671024609 | 0.025761660719266279900804053711385091567
f(z) = 135/16*z^3 - 73/20*z + 1
*
[ 4/15 ] 
f(z) = 135/16*z^3 - 67/20*z + 1
*
[ -4/5 ] 
f(z) = 135/16*z^3 - 63/20*z + 1
*
1/12 | 0.15232178074943321580827535297838363021 | 0.023151841424047961884148985029080783172
f(z) = 120*z^3 - 59/6*z + 1
*
1/6 | 0.12245537511651374324112753574864040032 | 0.018612357420397240778099328550923469067
f(z) = 120*z^3 - 53/6*z + 1
*
[ 1/10 ] 
f(z) = 120*z^3 - 51/5*z + 1
*
[ 1/3 ] 
f(z) = 120*z^3 - 46/3*z + 1
*
[ 1/5 ] 
f(z) = 120*z^3 - 44/5*z + 1
*
[ 1/4 ] 
f(z) = 120/7*z^3 - 57/14*z + 1
*
[ 1/2 ] 
f(z) = 120/11*z^3 - 41/11*z + 1
*
[ 1/2 ] 
f(z) = 120/13*z^3 - 43/13*z + 1
*
[ 1/2 ] 
f(z) = 120/17*z^3 - 47/17*z + 1
*
[ 1/2 ] 
f(z) = 120/19*z^3 - 49/19*z + 1
*
[ 3/11 ] 
f(z) = 121/2*z^3 - 43/6*z + 1
*
2/11 | 0.10546853154835184488154224480138599626 | 0.019214743691799930599685977747083002634
f(z) = 121/3*z^3 - 59/6*z + 1
*
1/11 | 0.13466470905440747033887071648090239105 | 0.028079772828704952573527741974450854014
f(z) = 121/3*z^3 - 58/3*z + 1
*
[ -6/11 ] 
f(z) = 121/3*z^3 - 55/6*z + 1
*
4/11 | 0.10954360595613176022133230513693199140 | 0.019957159549127073624669181703443413474
f(z) = 121/3*z^3 - 47/6*z + 1
*
[ 6/11 ] 
f(z) = 121/4*z^3 - 59/6*z + 1
*
[ 3/11 ] 
f(z) = 121/4*z^3 - 59/12*z + 1
*
[ 1/11 ] 
f(z) = 121/4*z^3 - 41/4*z + 1
*
[ 2/11 ] 
f(z) = 121/5*z^3 - 53/10*z + 1
*
[ 1/11 ] 
f(z) = 121/5*z^3 - 51/5*z + 1
*
6/11 | 0.12138989080329540695848886601669149121 | 0.025311758228213205005819570051106979523
f(z) = 121/5*z^3 - 41/5*z + 1
*
4/11 | 0.11884841585539473746931393300301630770 | 0.021652352747425232552006241656367644833
f(z) = 121/6*z^3 - 59/12*z + 1
*
[ 4/11 ] 
f(z) = 121/6*z^3 - 53/12*z + 1
*
1/11 | 0.10009197232267280853479744546796884188 | 0.020870797290046858426741780875910236297
f(z) = 121/6*z^3 - 49/6*z + 1
*
[ 6/11 ] 
f(z) = 121/6*z^3 - 41/6*z + 1
*
[ 7/11 ] 
f(z) = 121/7*z^3 - 53/7*z + 1
*
[ 2 ] 
f(z) = 121/8*z^3 - 60*z + 1
*
[ -2 ] 
f(z) = 121/8*z^3 - 59*z + 1
*
[ -10/11 ] 
f(z) = 121/8*z^3 - 52/5*z + 1
*
[ -8/11 ] 
f(z) = 121/8*z^3 - 45/8*z + 1
*
5/11 | 0.11453806131800971678645706157928507558 | 0.023883040810273277901386617406189121534
f(z) = 121/8*z^3 - 41/8*z + 1
*
3/22 | 0.15535289019669075589490287232271049293 | 0.025129530334969187444526539396259397521
f(z) = 121/9*z^3 - 55/12*z + 1
*
-8/11 | 0.11388698028479919606147259933057606221 | 0.023747279870127901599545355804673992440
f(z) = 121/10*z^3 - 59/10*z + 1
*
1/11 | 0.091956521747563502784609880972683537463 | 0.019174424085721061467155426951966206104
f(z) = 121/10*z^3 - 51/10*z + 1
*
[ 2/11 ] 
f(z) = 121/10*z^3 - 49/10*z + 1
*
[ 3/11 ] 
f(z) = 121/12*z^3 - 41/12*z + 1
*
5/11 | 0.089414250973870910533334493493078325206 | 0.018644319455520566120578519041287431805
f(z) = 121/15*z^3 - 46/15*z + 1
*
[ 5/11 ] 
f(z) = 121/15*z^3 - 43/15*z + 1
*
2/11 | 0.13311707603579100779411365018816179574 | 0.025030852291763916208000010407672773596
f(z) = 121/16*z^3 - 51/4*z + 1
*
6/11 | 0.12206933635294184888352094254519255855 | 0.020709364423371027032294165445241177383
f(z) = 121/16*z^3 - 41/12*z + 1
*
[ -1/2 ] 
f(z) = 122*z^3 - 55/2*z + 1
*
[ -1/2 ] 
f(z) = 122/3*z^3 - 43/6*z + 1
*
[ 1/3 ] 
f(z) = 123*z^3 - 47/3*z + 1
*
[ 1/3 ] 
f(z) = 123/2*z^3 - 53/6*z + 1
*
[ -2 ] 
f(z) = 123/8*z^3 - 60*z + 1
*
[ 2/3 ] 
f(z) = 123/16*z^3 - 47/12*z + 1
*
[ 1/4 ] 
f(z) = 124*z^3 - 43/4*z + 1
*
[ 1/2 ] 
f(z) = 124/11*z^3 - 42/11*z + 1
*
[ 1/2 ] 
f(z) = 124/13*z^3 - 44/13*z + 1
*
[ 1/2 ] 
f(z) = 124/15*z^3 - 46/15*z + 1
*
[ 1/2 ] 
f(z) = 124/17*z^3 - 48/17*z + 1
*
[ 1/2 ] 
f(z) = 124/19*z^3 - 50/19*z + 1
*
2/25 | 0.15081650394125515387814299992809415436 | 0.023426890651712301941782773637812267098
f(z) = 125*z^3 - 59/5*z + 1
*
3/10 | 0.11280559507135949073278632894186798585 | 0.018151682822928024339272652487363533657
f(z) = 125*z^3 - 57/4*z + 1
*
1/5 | 0.080824123084660494665818997311598270552 | 0.012554712806911384683455602950421399467
f(z) = 125*z^3 - 46/5*z + 1
*
[ 2/5 ] 
f(z) = 125*z^3 - 43/2*z + 1
*
[ 1/10 ] 
f(z) = 125*z^3 - 41/4*z + 1
*
4/25 | 0.16147935790424218002267283045554206929 | 0.025083191569040112278258104442298245625
f(z) = 125/2*z^3 - 53/5*z + 1
*
[ 2/5 ] 
f(z) = 125/3*z^3 - 49/6*z + 1
*
[ 3/5 ] 
f(z) = 125/3*z^3 - 47/3*z + 1
*
6/25 | 0.16642971459105828820976975045945163583 | 0.025852148956052518108188699217838624224
f(z) = 125/4*z^3 - 53/10*z + 1
*
3/5 | 0.076387667217486449067377916184329656616 | 0.015820775403912782414816728679754588267
f(z) = 125/6*z^3 - 53/6*z + 1
*
[ 3/5 ] 
f(z) = 125/6*z^3 - 49/6*z + 1
*
[ 2/25 ] 
f(z) = 125/8*z^3 - 58/5*z + 1
*
1/5 | 0.14004954939237560278745545290683369967 | 0.029005892535604939061782838926929841142
f(z) = 125/8*z^3 - 45/8*z + 1
*
[ 4/5 ] 
f(z) = 125/8*z^3 - 41/4*z + 1
*
[ 3/10 ] 
f(z) = 125/9*z^3 - 43/12*z + 1
*
[ 1/5 ] 
f(z) = 125/9*z^3 - 41/9*z + 1
*
[ 1/5 ] 
f(z) = 125/11*z^3 - 49/11*z + 1
*
[ 1/5 ] 
f(z) = 125/13*z^3 - 57/13*z + 1
*
2/5 | 0.11877034747538107639654643311019217153 | 0.024598722025412752312239462505019935220
f(z) = 125/14*z^3 - 55/14*z + 1
*
[ 2/5 ] 
f(z) = 125/14*z^3 - 41/14*z + 1
*
[ 6/5 ] 
f(z) = 125/18*z^3 - 59/6*z + 1
*
-6/5 | 0.13226092850366959862714707482157823260 | 0.025903317843821708364105984386946045172
f(z) = 125/18*z^3 - 55/6*z + 1
*
[ -6/5 ] 
f(z) = 125/18*z^3 - 49/6*z + 1
*
[ 2/5 ] 
f(z) = 125/18*z^3 - 47/18*z + 1
*
[ 1/7 ] 
f(z) = 126*z^3 - 60/7*z + 1
*
[ -1/2 ] 
f(z) = 126*z^3 - 57/2*z + 1
*
[ 1/6 ] 
f(z) = 126/5*z^3 - 57/10*z + 1
*
[ 1/3 ] 
f(z) = 126/17*z^3 - 48/17*z + 1
*
[ 1/3 ] 
f(z) = 126/19*z^3 - 52/19*z + 1
*
[ -2/3 ] 
f(z) = 127/8*z^3 - 41/9*z + 1
*
[ 3/8 ] 
f(z) = 128*z^3 - 59/3*z + 1
*
3/16 | 0.12375067784738836201022208917010706826 | 0.018626519323747198960757408817982242898
f(z) = 128*z^3 - 55/6*z + 1
*
[ 3/16 ] 
f(z) = 128*z^3 - 53/6*z + 1
*
[ -3/8 ] 
f(z) = 128*z^3 - 43/3*z + 1
*
3/8 | 0.14222097445942932119313258178399087506 | 0.025647686820376825621175296163723847407
f(z) = 128*z^3 - 41/2*z + 1
*
1/8 | 0.15949720815429330081359811476943877270 | 0.028763228904979210176780212608172314839
f(z) = 128/5*z^3 - 59/10*z + 1
*
[ 5/8 ] 
f(z) = 128/5*z^3 - 53/5*z + 1
*
[ 5/16 ] 
f(z) = 128/5*z^3 - 47/10*z + 1
*
[ 1/8 ] 
f(z) = 128/7*z^3 - 51/7*z + 1
*
-3/4 | 0.14078821404111549671419643973087623978 | 0.025389307276591406705851990531564758125
f(z) = 128/9*z^3 - 43/6*z + 1
*
[ 1/2 ] 
f(z) = 128/9*z^3 - 41/9*z + 1
*
[ 1/2 ] 
f(z) = 128/11*z^3 - 43/11*z + 1
*
[ 1/4 ] 
f(z) = 128/11*z^3 - 41/11*z + 1
*
[ 1/4 ] 
f(z) = 128/13*z^3 - 47/13*z + 1
*
[ 1/2 ] 
f(z) = 128/13*z^3 - 45/13*z + 1
*
[ 5/8 ] 
f(z) = 128/15*z^3 - 59/15*z + 1
*
[ 1/4 ] 
f(z) = 128/15*z^3 - 53/15*z + 1
*
[ 1/2 ] 
f(z) = 128/15*z^3 - 47/15*z + 1
*
[ 3/8 ] 
f(z) = 128/15*z^3 - 43/15*z + 1
*
[ 1/4 ] 
f(z) = 128/17*z^3 - 59/17*z + 1
*
[ 1/2 ] 
f(z) = 128/17*z^3 - 49/17*z + 1
*
[ 1/2 ] 
f(z) = 128/19*z^3 - 51/19*z + 1
*
[ 1/3 ] 
f(z) = 129*z^3 - 49/3*z + 1
*
[ 1/3 ] 
f(z) = 129/2*z^3 - 55/6*z + 1
*
[ 2/3 ] 
f(z) = 129/16*z^3 - 49/12*z + 1
*
[ -1/2 ] 
f(z) = 130*z^3 - 59/2*z + 1
*
[ 1/5 ] 
f(z) = 130*z^3 - 46/5*z + 1
*
[ -1/2 ] 
f(z) = 130/3*z^3 - 47/6*z + 1
*
[ -2/3 ] 
f(z) = 131/8*z^3 - 43/9*z + 1
*
[ 1/3 ] 
f(z) = 132*z^3 - 50/3*z + 1
*
[ 1/4 ] 
f(z) = 132*z^3 - 45/4*z + 1
*
[ 1/2 ] 
f(z) = 132/13*z^3 - 46/13*z + 1
*
[ 1/2 ] 
f(z) = 132/17*z^3 - 50/17*z + 1
*
[ 1/2 ] 
f(z) = 132/19*z^3 - 52/19*z + 1
*
[ -2/3 ] 
f(z) = 133/8*z^3 - 44/9*z + 1
*
[ -1/2 ] 
f(z) = 134/3*z^3 - 49/6*z + 1
*
[ 1/5 ] 
f(z) = 135*z^3 - 47/5*z + 1
*
[ -2/3 ] 
f(z) = 135/2*z^3 - 55/2*z + 1
*
[ 1/6 ] 
f(z) = 135/2*z^3 - 55/8*z + 1
*
[ 1/9 ] 
f(z) = 135/2*z^3 - 53/6*z + 1
*
1/9 | 0.076685191754782877813110727204606105465 | 0.012772590639640373666687108202730221469
f(z) = 135/2*z^3 - 47/6*z + 1
*
[ 2/9 ] 
f(z) = 135/2*z^3 - 41/6*z + 1
*
[ 4/9 ] 
f(z) = 135/8*z^3 - 55/12*z + 1
*
2/3 | 0.10174581904736811281873265260995447348 | 0.015617852064285135975105247000754053467
f(z) = 135/8*z^3 - 44/5*z + 1
*
[ 1/3 ] 
f(z) = 135/13*z^3 - 41/13*z + 1
*
[ 1/3 ] 
f(z) = 135/14*z^3 - 43/14*z + 1
*
[ 4/3 ] 
f(z) = 135/16*z^3 - 59/4*z + 1
*
2/3 | 0.083022270956408322192476830167316460970 | 0.013828086709235746809578739080219090209
f(z) = 135/16*z^3 - 59/12*z + 1
*
[ -4/3 ] 
f(z) = 135/16*z^3 - 53/4*z + 1
*
[ 2/9 ] 
f(z) = 135/16*z^3 - 47/12*z + 1
*
[ 1/3 ] 
f(z) = 135/16*z^3 - 47/16*z + 1
*
4/9 | 0.15403270679109895764827380476848368179 | 0.025655497025418256931089364925641066083
f(z) = 135/16*z^3 - 41/12*z + 1
*
[ 1/3 ] 
f(z) = 135/17*z^3 - 49/17*z + 1
*
[ 1/3 ] 
f(z) = 135/19*z^3 - 53/19*z + 1
*
-1/2 | 0.15856712864848650446768751761409062078 | 0.028286251775075400924492583193928474544
f(z) = 136/3*z^3 - 59/6*z + 1
*
1/4 | 0.10419575104077468367803726432151039095 | 0.018587126303876342419593048569743591515
f(z) = 136/3*z^3 - 53/6*z + 1
*
[ 1/4 ] 
f(z) = 136/5*z^3 - 47/10*z + 1
*
[ 1/4 ] 
f(z) = 136/7*z^3 - 59/14*z + 1
*
[ 1/2 ] 
f(z) = 136/7*z^3 - 41/7*z + 1
*
[ 3/4 ] 
f(z) = 136/9*z^3 - 53/6*z + 1
*
[ 1/2 ] 
f(z) = 136/9*z^3 - 43/9*z + 1
*
[ 1/2 ] 
f(z) = 136/11*z^3 - 45/11*z + 1
*
[ 1/2 ] 
f(z) = 136/13*z^3 - 47/13*z + 1
*
[ 1/2 ] 
f(z) = 136/15*z^3 - 49/15*z + 1
*
[ 1/2 ] 
f(z) = 136/19*z^3 - 53/19*z + 1
*
[ -2/3 ] 
f(z) = 137/8*z^3 - 46/9*z + 1
*
[ 1/6 ] 
f(z) = 138*z^3 - 53/6*z + 1
*
[ 1/3 ] 
f(z) = 138*z^3 - 52/3*z + 1
*
[ -2/3 ] 
f(z) = 139/8*z^3 - 47/9*z + 1
*
1/6 | 0.10717264878970013404468891678378477490 | 0.018207739485585693446699284974147371583
f(z) = 120*z^3 - 34/3*z + 1
*
[ 1/2 ] 
f(z) = 120*z^3 - 31*z + 1
*
[ -1/3 ] 
f(z) = 120*z^3 - 28/3*z + 1
*
[ -1/2 ] 
f(z) = 120*z^3 - 27*z + 1
*
[ 1/6 ] 
f(z) = 120*z^3 - 25/3*z + 1
*
[ 1/4 ] 
f(z) = 120*z^3 - 21/2*z + 1
*
[ 1/2 ] 
f(z) = 120/7*z^3 - 37/7*z + 1
*
[ 3/11 ] 
f(z) = 121*z^3 - 35/3*z + 1
*
2/11 | 0.15459519883661354139197860883454039549 | 0.025006967903118080419601793394251132437
f(z) = 121*z^3 - 35/4*z + 1
*
[ 4/11 ] 
f(z) = 121/2*z^3 - 39/4*z + 1
*
5/11 | 0.12449346693351169065830063479270676654 | 0.025958904115988857467840433175021950022
f(z) = 121/2*z^3 - 29/2*z + 1
*
[ 2/11 ] 
f(z) = 121/3*z^3 - 35/6*z + 1
*
1/11 | 0.081024877862995883889347766617547659081 | 0.016894999290031325508850423005249989472
f(z) = 121/3*z^3 - 28/3*z + 1
*
1/11 | 0.065988070024179205537074956189549338591 | 0.013759581323827039240673362867279097929
f(z) = 121/3*z^3 - 25/3*z + 1
*
[ -6/11 ] 
f(z) = 121/4*z^3 - 37/6*z + 1
*
1/11 | 0.14197620015449199291546595809165063315 | 0.029604337137877623585544322776745926916
f(z) = 121/4*z^3 - 29/4*z + 1
*
[ 4/11 ] 
f(z) = 121/4*z^3 - 23/4*z + 1
*
6/11 | 0.12899897892403382137684363585090719589 | 0.026898376335987887688981714453326929558
f(z) = 121/4*z^3 - 21/2*z + 1
*
3/11 | 0.12415760279107612141452478339185629318 | 0.025888871002732077900215196669813548341
f(z) = 121/5*z^3 - 39/5*z + 1
*
1/11 | 0.11359749973611423907941444040873583042 | 0.023686918487383456311257942448819248793
f(z) = 121/5*z^3 - 36/5*z + 1
*
[ -7/11 ] 
f(z) = 121/7*z^3 - 31/7*z + 1
*
4/11 | 0.10810611939196185028363070796906554054 | 0.022541876748812470546331960915015034391
f(z) = 121/7*z^3 - 30/7*z + 1
*
[ -2/3 ] 
f(z) = 121/8*z^3 - 38/9*z + 1
*
10/33 | 0.14265078712018744222108494581372703743 | 0.020399038842684193660208364075129189432
f(z) = 121/8*z^3 - 35/9*z + 1
*
4/11 | 0.11729005250102595643681109504091406008 | 0.024456875542389129488876650478583825189
f(z) = 121/8*z^3 - 27/4*z + 1
*
[ 6/11 ] 
f(z) = 121/9*z^3 - 29/6*z + 1
*
3/11 | 0.089413416471304626541255774653434581688 | 0.018644145448220132578651821609239103959
f(z) = 121/10*z^3 - 39/10*z + 1
*
[ 5/11 ] 
f(z) = 121/10*z^3 - 37/10*z + 1
*
[ 2/11 ] 
f(z) = 121/12*z^3 - 29/6*z + 1
*
4/11 | 0.11685917354260769786933659688462282975 | 0.024367030301167352106089583492491285262
f(z) = 121/14*z^3 - 22/7*z + 1
*
12/11 | 0.14914747417112169995470201176206406840 | 0.029534995444821922905457108678413055699
f(z) = 121/16*z^3 - 39/4*z + 1
*
[ 6/11 ] 
f(z) = 121/16*z^3 - 37/12*z + 1
*
[ 8/11 ] 
f(z) = 121/16*z^3 - 35/8*z + 1
*
[ -1/3 ] 
f(z) = 123*z^3 - 29/3*z + 1
*
[ 2/3 ] 
f(z) = 123/8*z^3 - 22/3*z + 1
*
-2/3 | 0.13886532418132721737366253002028163702 | 0.023493503929176131499930499432357787729
f(z) = 123/16*z^3 - 35/12*z + 1
*
[ 1/2 ] 
f(z) = 124*z^3 - 32*z + 1
*
[ -1/2 ] 
f(z) = 124*z^3 - 28*z + 1
*
[ 1/2 ] 
f(z) = 124/3*z^3 - 34/3*z + 1
*
[ -1/2 ] 
f(z) = 124/3*z^3 - 22/3*z + 1
*
[ 1/2 ] 
f(z) = 124/5*z^3 - 36/5*z + 1
*
[ 1/2 ] 
f(z) = 124/7*z^3 - 38/7*z + 1
*
[ 1/2 ] 
f(z) = 124/9*z^3 - 40/9*z + 1
*
1/10 | 0.17862121382824504258534128028093389193 | 0.028742152521829115526798454333781388489
f(z) = 125*z^3 - 37/4*z + 1
*
[ -2/5 ] 
f(z) = 125*z^3 - 33/2*z + 1
*
[ 2/5 ] 
f(z) = 125/2*z^3 - 23/2*z + 1
*
[ -3/5 ] 
f(z) = 125/3*z^3 - 37/3*z + 1
*
2/5 | 0.090074464155822560176521389639043040708 | 0.018655470430583370042570178953956925277
f(z) = 125/3*z^3 - 26/3*z + 1
*
1/5 | 0.098602424037065187597882453546137753563 | 0.020421710228829664315109681161874001185
f(z) = 125/4*z^3 - 37/4*z + 1
*
[ 1/5 ] 
f(z) = 125/4*z^3 - 21/4*z + 1
*
[ 1/5 ] 
f(z) = 125/7*z^3 - 33/7*z + 1
*
[ -2/3 ] 
f(z) = 125/8*z^3 - 40/9*z + 1
*
[ 1/5 ] 
f(z) = 125/8*z^3 - 37/8*z + 1
*
14/25 | 0.17430184680941566971963175023277018241 | 0.027074956645236941956609794857927677841
f(z) = 125/8*z^3 - 32/5*z + 1
*
[ -4/5 ] 
f(z) = 125/8*z^3 - 31/4*z + 1
*
2/5 | 0.10400921862814606258456639471922834180 | 0.021541520349971830501693073695925492304
f(z) = 125/12*z^3 - 37/6*z + 1
*
4/5 | 0.068931015089626117705873929507477758285 | 0.014276415916613486032548788351185303295
f(z) = 125/16*z^3 - 23/4*z + 1
*
[ 4/5 ] 
f(z) = 125/16*z^3 - 21/4*z + 1
*
[ 1/3 ] 
f(z) = 126/5*z^3 - 24/5*z + 1
*
[ 1/3 ] 
f(z) = 126/11*z^3 - 36/11*z + 1
*
[ 1/3 ] 
f(z) = 126/13*z^3 - 40/13*z + 1
*
[ 1/2 ] 
f(z) = 128*z^3 - 33*z + 1
*
[ -1/2 ] 
f(z) = 128*z^3 - 29*z + 1
*
1/16 | 0.12068204868038980919712986381722572035 | 0.021763424144439856024667657938861453965
f(z) = 128*z^3 - 25/2*z + 1
*
1/4 | 0.12070104692693338332823575805468525655 | 0.021766850228949106060767660801676354805
f(z) = 128*z^3 - 23/2*z + 1
*
[ 1/2 ] 
f(z) = 128/3*z^3 - 35/3*z + 1
*
[ 3/16 ] 
f(z) = 128/3*z^3 - 35/6*z + 1
*
1/4 | 0.067062786143201315056655975558459626665 | 0.013821592713856232832946439679126581877
f(z) = 128/3*z^3 - 26/3*z + 1
*
3/8 | 0.058704541389714067591415218720376064909 | 0.012098964391514483067665918320478523155
f(z) = 128/5*z^3 - 28/5*z + 1
*
[ 1/4 ] 
f(z) = 128/5*z^3 - 23/5*z + 1
*
[ 1/2 ] 
f(z) = 128/7*z^3 - 39/7*z + 1
*
[ 1/4 ] 
f(z) = 128/7*z^3 - 29/7*z + 1
*
[ 1/4 ] 
f(z) = 128/9*z^3 - 35/9*z + 1
*
[ 3/16 ] 
f(z) = 128/9*z^3 - 29/6*z + 1
*
[ 3/4 ] 
f(z) = 128/9*z^3 - 25/3*z + 1
*
3/8 | 0.12434971819588946913745056052987443929 | 0.022424840222143729338062166306981215802
f(z) = 128/9*z^3 - 25/6*z + 1
*
3/16 | 0.12206875770423670707802055207187736072 | 0.022013498923422342883543057953461502074
f(z) = 128/9*z^3 - 23/6*z + 1
*
[ -1/3 ] 
f(z) = 129*z^3 - 31/3*z + 1
*
[ 2/3 ] 
f(z) = 129/8*z^3 - 23/3*z + 1
*
-2/3 | 0.15843845826803965441542251186320127201 | 0.026590662201937765845874502854556028293
f(z) = 129/16*z^3 - 37/12*z + 1
*
1/6 | 0.089383015597477885856251479524685223782 | 0.014943458593671212708944503415263106001
f(z) = 132*z^3 - 35/3*z + 1
*
[ 1/2 ] 
f(z) = 132*z^3 - 34*z + 1
*
[ -1/3 ] 
f(z) = 132*z^3 - 32/3*z + 1
*
[ -1/2 ] 
f(z) = 132*z^3 - 30*z + 1
*
[ 1/6 ] 
f(z) = 132*z^3 - 26/3*z + 1
*
[ 1/2 ] 
f(z) = 132/5*z^3 - 38/5*z + 1
*
[ 1/2 ] 
f(z) = 132/7*z^3 - 40/7*z + 1
*
[ 2/7 ] 
f(z) = 133/8*z^3 - 27/7*z + 1
*
[ 1/6 ] 
f(z) = 135*z^3 - 35/4*z + 1
*
2/9 | 0.089922176438004051677499785691837312486 | 0.014977326427517291640237782239591419049
f(z) = 135*z^3 - 32/3*z + 1
*
[ 1/9 ] 
f(z) = 135*z^3 - 29/3*z + 1
*
2/9 | 0.15343992524717092774814233798256354900 | 0.025556764065037356586045468410460639723
f(z) = 135/2*z^3 - 22/3*z + 1
*
[ 2/3 ] 
f(z) = 135/4*z^3 - 31/2*z + 1
*
[ 2/9 ] 
f(z) = 135/4*z^3 - 31/6*z + 1
*
[ -2/3 ] 
f(z) = 135/4*z^3 - 25/2*z + 1
*
[ 1/3 ] 
f(z) = 135/4*z^3 - 23/4*z + 1
*
[ 1/3 ] 
f(z) = 135/7*z^3 - 29/7*z + 1
*
[ 2/15 ] 
f(z) = 135/8*z^3 - 34/5*z + 1
*
[ 1/3 ] 
f(z) = 135/8*z^3 - 31/8*z + 1
*
[ 2/5 ] 
f(z) = 135/8*z^3 - 21/5*z + 1
*
[ 1/3 ] 
f(z) = 135/11*z^3 - 37/11*z + 1
*
[ 1/2 ] 
f(z) = 136*z^3 - 35*z + 1
*
[ -1/2 ] 
f(z) = 136*z^3 - 31*z + 1
*
[ 1/4 ] 
f(z) = 136*z^3 - 23/2*z + 1
*
[ 1/2 ] 
f(z) = 136/3*z^3 - 37/3*z + 1
*
[ 1/4 ] 
f(z) = 136/3*z^3 - 35/6*z + 1
*
[ -1/2 ] 
f(z) = 136/3*z^3 - 25/3*z + 1
*
[ 1/2 ] 
f(z) = 136/5*z^3 - 39/5*z + 1
*
[ -3/4 ] 
f(z) = 136/9*z^3 - 37/6*z + 1
*
[ -1/3 ] 
f(z) = 138*z^3 - 34/3*z + 1
*
[ 2/11 ] 
f(z) = 121*z^3 - 17/2*z + 1
*
[ -3/11 ]
f(z) = 121*z^3 - 13/3*z + 1
*
[ 1/11 ] 
f(z) = 121*z^3 - 11*z + 1
*
1/11 | 0.11065787927140340641774268954546158150 | 0.023073960011244449878973106197005546903
f(z) = 121*z^3 - 10*z + 1
*
2/11 | 0.087966433971954373468746512800627485414 | 0.018342426162193598077975911603713814400
f(z) = 121*z^3 - 9*z + 1
*
1/11 | 0.091317873375643967526761380055568574582 | 0.019041255556810658828834480447431337063
f(z) = 121/2*z^3 - 19/2*z + 1
*
1/11 | 0.095663857815041890662614918473147005208 | 0.019947463698737998047768841152657308901
f(z) = 121/2*z^3 - 17/2*z + 1
*
[ -4/11 ]
f(z) = 121/2*z^3 - 17/4*z + 1
*
3/11 | 0.074572153286059734592200398930056113667 | 0.015549501709270480248304107142257689239
f(z) = 121/2*z^3 - 15/2*z + 1
*
[ 2/11 ] 
f(z) = 121/2*z^3 - 13/2*z + 1
*
[ 3/11 ] 
f(z) = 121/3*z^3 - 17/3*z + 1
*
-6/11 | 0.099971970969437193193889207423545737217 | 0.020845775064389861233854075207281070009
f(z) = 121/4*z^3 - 15/2*z + 1
*
[ 2/11 ] 
f(z) = 121/4*z^3 - 11/2*z + 1
*
[ -4/11 ]
f(z) = 121/4*z^3 - 1/4*z + 1
*
[ -5/11 ]
f(z) = 121/5*z^3 - 9/5*z + 1
*
[ -6/11 ]
f(z) = 121/6*z^3 - 19/6*z + 1
*
[ 6/11 ] 
f(z) = 121/8*z^3 - 16/3*z + 1
*
[ 4/11 ] 
f(z) = 121/8*z^3 - 15/4*z + 1
*
2/11 | 0.14210707088087665052741281745907873699 | 0.029631625803873434573095921488206094864
f(z) = 121/8*z^3 - 11*z + 1
*
6/11 | 0.083840412018514137540747980458498260042 | 0.017482083761037537108392106169162665464
f(z) = 121/8*z^3 - 6*z + 1
*
[ 2/11 ] 
f(z) = 121/8*z^3 - 5*z + 1
*
[ -6/11 ]
f(z) = 121/8*z^3 - 5/3*z + 1
*
2/11 | 0.11552483722141913117940653041399739496 | 0.024088799567672602497654609122121797005
f(z) = 121/8*z^3 - 4*z + 1
*
[ 3/11 ] 
f(z) = 121/9*z^3 - 11/3*z + 1
*
[ -6/11 ]
f(z) = 121/9*z^3 - 7/6*z + 1
*
[ -6/11 ]
f(z) = 121/12*z^3 - 1/6*z + 1
*
[ -7/11 ]
f(z) = 121/14*z^3 - 13/14*z + 1
*
[ 2/11 ] 
f(z) = 121/16*z^3 - 19/4*z + 1
*
[ 3/11 ] 
f(z) = 121/18*z^3 - 19/6*z + 1
*
[ 6/11 ] 
f(z) = 121/18*z^3 - 17/6*z + 1
*
[ -2/3 ] 
f(z) = 123/8*z^3 - 13/3*z + 1
*
[ 1/5 ] 
f(z) = 125*z^3 - 9*z + 1
*
[ 1/5 ] 
f(z) = 125/3*z^3 - 17/3*z + 1
*
[ 2/5 ] 
f(z) = 125/4*z^3 - 13/2*z + 1
*
[ -2/5 ]
f(z) = 125/4*z^3 - 3/2*z + 1
*
2/5 | 0.13026548072338788580157711506396985987 | 0.026979497980214195273727108752768024492
f(z) = 125/6*z^3 - 16/3*z + 1
*
[ 2/5 ] 
f(z) = 125/8*z^3 - 4*z + 1
*
[ 3/5 ] 
f(z) = 125/9*z^3 - 17/3*z + 1
*
[ -3/5 ]
f(z) = 125/9*z^3 - 7/3*z + 1
*
[ 2/5 ] 
f(z) = 125/12*z^3 - 19/6*z + 1
*
-4/5 | 0.12422528239962706535648841789814660800 | 0.025728502570140526499051968895072410831
f(z) = 125/16*z^3 - 19/4*z + 1
*
[ 3/5 ] 
f(z) = 125/18*z^3 - 19/6*z + 1
*
[ 1/6 ] 
f(z) = 126*z^3 - 17/2*z + 1
*
[ 1/3 ] 
f(z) = 126*z^3 - 16*z + 1
*
[ -1/3 ] 
f(z) = 126*z^3 - 10*z + 1
*
[ 1/4 ] 
f(z) = 128*z^3 - 11*z + 1
*
[ 1/8 ] 
f(z) = 128*z^3 - 9*z + 1
*
[ -1/4 ]
f(z) = 128*z^3 - 3*z + 1
*
1/8 | 0.067749046055314623752614660249775438387 | 0.013963030395565770879154329935903607775
f(z) = 128/3*z^3 - 20/3*z + 1
*
[ 1/4 ] 
f(z) = 128/3*z^3 - 17/3*z + 1
*
[ -3/8 ]
f(z) = 128/3*z^3 - 7/3*z + 1
*
3/8 | 0.083552058252893078938538692731178729147 | 0.017220020013930661861626426260714708075
f(z) = 128/9*z^3 - 20/3*z + 1
*
[ -3/4 ] 
f(z) = 128/9*z^3 - 17/3*z + 1
*
[ 3/8 ] 
f(z) = 128/9*z^3 - 11/3*z + 1
*
[ -2/3 ] 
f(z) = 129/8*z^3 - 14/3*z + 1
*
[ 1/3 ] 
f(z) = 135*z^3 - 17*z + 1
*
[ -1/3 ] 
f(z) = 135*z^3 - 11*z + 1
*
[ 1/3 ] 
f(z) = 135/2*z^3 - 19/2*z + 1
*
-2/3 | 0.093837742664214851036307970785276147733 | 0.015629498292585005701064760965583720232
f(z) = 135/8*z^3 - 19/3*z + 1
*
[ 2/9 ] 
f(z) = 135/8*z^3 - 13/3*z + 1
*
[ 2/3 ] 
f(z) = 135/8*z^3 - 8*z + 1
*
[ -2/3 ] 
f(z) = 135/8*z^3 - 5*z + 1
*
[ 2/3 ] 
f(z) = 135/16*z^3 - 17/4*z + 1
*
-2/3 | 0.14388906155473453929064492184548196329 | 0.029333537478310425574098448219262711437
f(z) = 135/16*z^3 - 13/4*z + 1
*
[ -2/11 ]
f(z) = 121*z^3 + 5/2*z + 1
*
[ -1/11 ]
f(z) = 121*z^3 + 11*z + 1
*
[ -2/11 ]
f(z) = 121/2*z^3 + 9/2*z + 1
*
[ -3/11 ]
f(z) = 121/3*z^3 + 5/3*z + 1
*
[ -2/11 ]
f(z) = 121/4*z^3 + 11/2*z + 1
*
[ -2/11 ]
f(z) = 121/8*z^3 + 6*z + 1
*
[ -4/11 ]
f(z) = 121/8*z^3 + 7/4*z + 1
*
[ -3/11 ]
f(z) = 121/9*z^3 + 11/3*z + 1
*
[ -4/11 ]
f(z) = 121/16*z^3 + 11/4*z + 1
*
[ -6/11 ]
f(z) = 121/18*z^3 + 5/6*z + 1
*
[ -1/5 ]
f(z) = 125*z^3 + z + 1
*
[ -2/5 ]
f(z) = 125/8*z^3 + z + 1
*
[ -1/8 ]
f(z) = 128*z^3 + 7*z + 1
*
[ -3/8 ]
f(z) = 128/9*z^3 + 5/3*z + 1
*
[ -3/11 ]
f(z) = 121/18*z^3 + 25/6*z + 1
*
[ -3/16 ]
f(z) = 128/9*z^3 + 35/6*z + 1
*
3/22 | 0.15351664863659378415226922537228733956 | 0.019488245292816297317473576602730955063
f(z) = 121/27*z^3 - 293/12*z + 1
*
[ 5/2 ] 
f(z) = 122/25*z^3 - 299/10*z + 1
*
[ -5/2 ] 
f(z) = 122/25*z^3 - 291/10*z + 1
*
-2 | 0.10416086536897906097180351435492618944 | 0.016451209813786593367241853441789418220
f(z) = 137/28*z^3 - 281/14*z + 1
*
-2 | 0.090411818611270855890109997373627848856 | 0.014263702249395361110624144838699004215
f(z) = 137/36*z^3 - 283/18*z + 1
*
-2 | 0.10460185947274090809779299907082352478 | 0.016502375476675524548304913448826309509
f(z) = 139/20*z^3 - 283/10*z + 1
*
-2 | 0.10443809718349052767600940724079378779 | 0.016458254341232576817645392932620099016
f(z) = 139/28*z^3 - 285/14*z + 1
*
-2 | 0.090692866398230303717537191976307817934 | 0.014276429607364433169984986628659801302
f(z) = 139/36*z^3 - 287/18*z + 1
*
1/11 | 0.14660347731563670880791489314878087863 | 0.025872297549211287086430984648148826968
f(z) = 121/24*z^3 - 289/24*z + 1
*
[ -20/11 ] 
f(z) = 121/25*z^3 - 289/20*z + 1
*
[ 1/11 ] 
f(z) = 121/28*z^3 - 281/28*z + 1
*
[ 1/11 ] 
f(z) = 121/29*z^3 - 291/29*z + 1
*
[ -8/5 ] 
f(z) = 125/24*z^3 - 281/24*z + 1
*
[ 3/2 ] 
f(z) = 128/21*z^3 - 281/21*z + 1
*
-3/2 | 0.17064291970026945933740723127609022726 | 0.019025518238779376971336926326106046197
f(z) = 128/27*z^3 - 291/32*z + 1
*
2/9 | 0.20674525163052980615976472314950224061 | 0.029431399452732324270683326438994829313
f(z) = 135/32*z^3 - 281/24*z + 1
*
[ 3/2 ] 
f(z) = 136/21*z^3 - 299/21*z + 1
*
[ 3/2 ] 
f(z) = 136/33*z^3 - 295/33*z + 1
*
[ 3/2 ] 
f(z) = 136/39*z^3 - 293/39*z + 1
*
[ -3/2 ] 
f(z) = 121/36*z^3 - 283/48*z + 1
*
[ 5/4 ] 
f(z) = 122/25*z^3 - 297/40*z + 1
*
[ -6/5 ] 
f(z) = 125/21*z^3 - 283/42*z + 1
*
[ -3/2 ] 
f(z) = 125/36*z^3 - 295/48*z + 1
*
[ 1/6 ] 
f(z) = 126/29*z^3 - 297/58*z + 1
*
0 | 0.15068687169835199887285105070220059532 | 0.026691752562805633163449011425767976229
f(z) = 128/27*z^3 - 283/54*z + 1
*
0 | 0.15052215760990952689756413987250671907 | 0.026696113749030251361972311532420919873
f(z) = 130/21*z^3 - 281/42*z + 1
*
0 | 0.14241490512479398454399772448070810034 | 0.025163946045844923631858874441199437464
f(z) = 130/27*z^3 - 287/54*z + 1
*
[ 8/7 ] 
f(z) = 133/32*z^3 - 297/56*z + 1
*
0 | 0.15375041954017558337481406038912109514 | 0.027133576061740604451305086363937360229
f(z) = 134/21*z^3 - 289/42*z + 1
*
0 | 0.14478808058913810253266381450142078872 | 0.025459593459945077337700045207282242386
f(z) = 134/27*z^3 - 295/54*z + 1
*
0 | 0.15525309800771994212331215233238264850 | 0.027332461299021318287588839658284697841
f(z) = 136/21*z^3 - 293/42*z + 1
*
0 | 0.14745831668935969248723689574121724772 | 0.025867867086288842372652864650506303086
f(z) = 136/27*z^3 - 299/54*z + 1
*
[ 3/20 ] 
f(z) = 136/27*z^3 - 289/50*z + 1
*
-12/11 | 0.068738544866651704191825294710892180263 | 0.012101488739537908711671700064433398756
f(z) = 121/30*z^3 - 293/60*z + 1
*
[ 12/11 ] 
f(z) = 121/30*z^3 - 283/60*z + 1
*
[ 2/11 ] 
f(z) = 121/31*z^3 - 287/62*z + 1
*
0 | 0.15892492205354445989773661493503313689 | 0.028150990512352468529319919380541289389
f(z) = 122/39*z^3 - 283/78*z + 1
*
[ 3/16 ] 
f(z) = 128/33*z^3 - 295/66*z + 1
*
7/8 | 0.080188819317346865178068091009370946176 | 0.014222024689841362774086158639805393160
f(z) = 128/35*z^3 - 281/70*z + 1
*
0 | 0.16014424801109847099725793969227153276 | 0.028159828023972397737961328283027491191
f(z) = 128/39*z^3 - 295/78*z + 1
*
13/16 | 0.13974553455873078284100236964613949770 | 0.024662021102629322242483430369484003908
f(z) = 128/39*z^3 - 289/78*z + 1
*
0 | 0.15338135087539228030224844891243602327 | 0.027002938367032186238244588519952471674
f(z) = 130/33*z^3 - 293/66*z + 1
*
[ 4/19 ] 
f(z) = 133/32*z^3 - 299/76*z + 1
*
[ 2/9 ] 
f(z) = 135/26*z^3 - 293/78*z + 1
*
[ 14/15 ] 
f(z) = 135/28*z^3 - 299/70*z + 1
*
1/4 | 0.13479382282368901256095393327878097975 | 0.023906588132317131824905509928238974890
f(z) = 136/33*z^3 - 281/66*z + 1
*
[ -5/4 ] 
f(z) = 136/35*z^3 - 299/70*z + 1
*
1/4 | 0.12462432733311520393675212456373858790 | 0.021887985647200062612698544691892772347
f(z) = 136/35*z^3 - 297/70*z + 1
*
[ 5/22 ] 
f(z) = 121/20*z^3 - 297/80*z + 1
*
[ 2/3 ] 
f(z) = 121/20*z^3 - 287/90*z + 1
*
4/11 | 0.16279659601500991432062513679920051431 | 0.026333607265428653819208829292639389543
f(z) = 121/21*z^3 - 295/84*z + 1
*
[ 3/11 ] 
f(z) = 121/32*z^3 - 283/96*z + 1
*
1/3 | 0.15873620241423836865606752487132940490 | 0.026855297512947224140879144024707003410
f(z) = 123/28*z^3 - 293/84*z + 1
*
[ 1/4 ] 
f(z) = 124/21*z^3 - 283/84*z + 1
*
[ 7/10 ] 
f(z) = 125/21*z^3 - 281/84*z + 1
*
3/5 | 0.17557598735444679518565358493465362024 | 0.029623448409025803635888821821980583813
f(z) = 125/32*z^3 - 295/96*z + 1
*
[ 2/3 ] 
f(z) = 127/20*z^3 - 299/90*z + 1
*
[ -9/8 ] 
f(z) = 128/33*z^3 - 299/99*z + 1
*
1/3 | 0.16199213920835795456108078969221382475 | 0.027187075033080102462508189128299050242
f(z) = 129/28*z^3 - 295/84*z + 1
*
7/9 | 0.14474316840811439078127611974252555215 | 0.024108243008286737865764189424946985411
f(z) = 135/28*z^3 - 293/84*z + 1
*
[ 8/11 ] 
f(z) = 121/26*z^3 - 295/104*z + 1
*
[ 7/22 ] 
f(z) = 121/28*z^3 - 289/112*z + 1
*
[ 3/11 ] 
f(z) = 121/34*z^3 - 299/102*z + 1
*
6/11 | 0.13230727248419044301094290065855040700 | 0.022446255575725643512139077550611884674
f(z) = 121/34*z^3 - 295/102*z + 1
*
6/11 | 0.16141539083987479515356814586680191982 | 0.027384519751780165446112109267112277754
f(z) = 121/35*z^3 - 283/105*z + 1
*
3/25 | 0.10783181223045801133207923204875283346 | 0.016749917998913994238728509553527546557
f(z) = 125/21*z^3 - 289/105*z + 1
*
4/25 | 0.15054667579574479807871345968706045041 | 0.023384977238429047358271802011463615936
f(z) = 125/22*z^3 - 291/110*z + 1
*
[ -23/25 ] 
f(z) = 125/23*z^3 - 289/115*z + 1
*
[ 7/10 ] 
f(z) = 125/28*z^3 - 293/112*z + 1
*
[ 4/5 ] 
f(z) = 129/32*z^3 - 283/100*z + 1
*
[ 4/5 ] 
f(z) = 131/32*z^3 - 287/100*z + 1
*
[ 5/6 ] 
f(z) = 132/35*z^3 - 296/105*z + 1
*
[ 4/5 ] 
f(z) = 133/32*z^3 - 291/100*z + 1
*
[ 6/19 ] 
f(z) = 133/36*z^3 - 289/114*z + 1
*
[ 4/5 ] 
f(z) = 137/32*z^3 - 299/100*z + 1
*
[ 5/11 ] 
f(z) = 121/26*z^3 - 281/130*z + 1
*
[ 5/11 ] 
f(z) = 121/27*z^3 - 287/135*z + 1
*
[ 15/22 ] 
f(z) = 121/30*z^3 - 281/120*z + 1
*
[ 4/11 ] 
f(z) = 121/31*z^3 - 281/124*z + 1
*
[ 13/25 ] 
f(z) = 125/26*z^3 - 289/130*z + 1
*
8/15 | 0.22234632289111126038624121859345375562 | 0.029204890568657537207689740002625420163
f(z) = 135/32*z^3 - 289/120*z + 1
*
[ 5/12 ] 
f(z) = 138/25*z^3 - 283/120*z + 1
*
[ 5/11 ] 
f(z) = 121/28*z^3 - 293/140*z + 1
*
[ 5/11 ] 
f(z) = 121/29*z^3 - 299/145*z + 1
*
[ 16/33 ] 
f(z) = 121/32*z^3 - 281/144*z + 1
*
[ 9/22 ] 
f(z) = 121/36*z^3 - 289/144*z + 1
*
[ 1/2 ] 
f(z) = 125/39*z^3 - 281/156*z + 1
*
[ 1/2 ] 
f(z) = 127/39*z^3 - 283/156*z + 1
*
[ 1/2 ] 
f(z) = 129/38*z^3 - 281/152*z + 1
*
[ 1/2 ] 
f(z) = 131/38*z^3 - 283/152*z + 1
*
[ 1/2 ] 
f(z) = 131/39*z^3 - 287/156*z + 1
*
[ 1/2 ] 
f(z) = 133/37*z^3 - 281/148*z + 1
*
[ 1/2 ] 
f(z) = 133/39*z^3 - 289/156*z + 1
*
[ 1/2 ] 
f(z) = 135/37*z^3 - 283/148*z + 1
*
[ 1/2 ] 
f(z) = 135/38*z^3 - 287/152*z + 1
*
[ 1/2 ] 
f(z) = 137/36*z^3 - 281/144*z + 1
*
[ 1/2 ] 
f(z) = 137/37*z^3 - 285/148*z + 1
*
[ 1/2 ] 
f(z) = 137/38*z^3 - 289/152*z + 1
*
[ 1/2 ] 
f(z) = 137/39*z^3 - 293/156*z + 1
*
[ 1/2 ] 
f(z) = 139/36*z^3 - 283/144*z + 1
*
[ 1/2 ] 
f(z) = 139/37*z^3 - 287/148*z + 1
*
[ 1/2 ] 
f(z) = 139/38*z^3 - 291/152*z + 1
*
[ 1/2 ] 
f(z) = 139/39*z^3 - 295/156*z + 1
*
[ 12/5 ] 
f(z) = 125/32*z^3 - 263/12*z + 1
*
-2 | 0.10270802494883752121023293962825356936 | 0.016413148110922601037873489141217604743
f(z) = 127/28*z^3 - 261/14*z + 1
*
-2 | 0.088937347199787418869381776288680548884 | 0.014195222891913446757677939860640069730
f(z) = 127/36*z^3 - 263/18*z + 1
*
[ 15/8 ] 
f(z) = 128/25*z^3 - 263/15*z + 1
*
-2 | 0.10318884302159215748920186834153200103 | 0.016469893388653594829744689111637170525
f(z) = 129/20*z^3 - 263/10*z + 1
*
-2 | 0.10300796648524140555812184230099445522 | 0.016421167891183852273615720074898849421
f(z) = 129/28*z^3 - 265/14*z + 1
*
-2 | 0.10348025160734271013637332710153587730 | 0.016476708516588546222282058173185876944
f(z) = 131/20*z^3 - 267/10*z + 1
*
-2 | 0.10330306940747957000362747401975512693 | 0.016428974732666635861316975889657216557
f(z) = 131/28*z^3 - 269/14*z + 1
*
-2 | 0.089541596703131783320579453017553932189 | 0.014223639903803075842637281046981260793
f(z) = 131/36*z^3 - 271/18*z + 1
*
-2 | 0.10376712066487701923825973176560632521 | 0.016483357596191616995189240169560412889
f(z) = 133/20*z^3 - 271/10*z + 1
*
[ 2 ] 
f(z) = 133/20*z^3 - 261/10*z + 1
*
[ 4 ] 
f(z) = 133/32*z^3 - 263/4*z + 1
*
[ -4 ] 
f(z) = 133/32*z^3 - 261/4*z + 1
*
-2 | 0.089836331546678962417585091345168337584 | 0.014237320926433395061801249302433262593
f(z) = 133/36*z^3 - 275/18*z + 1
*
-2 | 0.10387937425121892555197830493754559366 | 0.016443987042026372822561057953198791496
f(z) = 135/28*z^3 - 277/14*z + 1
*
[ 2 ] 
f(z) = 135/28*z^3 - 263/14*z + 1
*
[ 4 ] 
f(z) = 135/32*z^3 - 267/4*z + 1
*
[ -4 ] 
f(z) = 135/32*z^3 - 265/4*z + 1
*
-2 | 0.10432779398112586912026040632888927348 | 0.016496184767767091432654785575580144658
f(z) = 137/20*z^3 - 279/10*z + 1
*
[ 2 ] 
f(z) = 137/20*z^3 - 269/10*z + 1
*
[ 2 ] 
f(z) = 137/28*z^3 - 267/14*z + 1
*
[ 4 ] 
f(z) = 137/32*z^3 - 271/4*z + 1
*
[ -4 ] 
f(z) = 137/32*z^3 - 269/4*z + 1
*
[ 2 ] 
f(z) = 137/36*z^3 - 265/18*z + 1
*
[ 2 ] 
f(z) = 139/20*z^3 - 273/10*z + 1
*
[ -2 ] 
f(z) = 139/20*z^3 - 263/10*z + 1
*
[ 2 ] 
f(z) = 139/28*z^3 - 271/14*z + 1
*
[ 4 ] 
f(z) = 139/32*z^3 - 275/4*z + 1
*
[ -4 ] 
f(z) = 139/32*z^3 - 273/4*z + 1
*
[ 2 ] 
f(z) = 139/36*z^3 - 269/18*z + 1
*
1/11 | 0.098397126524904667899479017694111053338 | 0.017634747486633528583536198855211405792
f(z) = 121/24*z^3 - 265/24*z + 1
*
[ 1/11 ] 
f(z) = 121/26*z^3 - 261/26*z + 1
*
[ 1/11 ] 
f(z) = 121/27*z^3 - 271/27*z + 1
*
[ 4/33 ] 
f(z) = 121/32*z^3 - 263/36*z + 1
*
[ 17/11 ] 
f(z) = 121/34*z^3 - 277/34*z + 1
*
[ 3/2 ] 
f(z) = 124/21*z^3 - 272/21*z + 1
*
[ 3/2 ] 
f(z) = 124/33*z^3 - 268/33*z + 1
*
[ 3/2 ] 
f(z) = 124/39*z^3 - 266/39*z + 1
*
7/5 | 0.11349176272948395477580189530035326081 | 0.020340010407121134182547979649179849351
f(z) = 125/28*z^3 - 265/28*z + 1
*
[ 3/2 ] 
f(z) = 128/33*z^3 - 277/33*z + 1
*
5/4 | 0.066076043979631872044098551859987699471 | 0.011834169904564592107875815146417777428
f(z) = 128/33*z^3 - 266/33*z + 1
*
[ 1/8 ] 
f(z) = 128/37*z^3 - 261/37*z + 1
*
0 | 0.15152134883367971895034614494856781483 | 0.023971982800177101784185304777144063803
f(z) = 129/26*z^3 - 278/39*z + 1
*
4/3 | 0.13669364350744713331220442377509596834 | 0.024565215598376383153414085039519784041
f(z) = 135/28*z^3 - 261/28*z + 1
*
[ -3/2 ] 
f(z) = 136/21*z^3 - 271/21*z + 1
*
[ 4/3 ] 
f(z) = 137/32*z^3 - 265/36*z + 1
*
[ 4/3 ] 
f(z) = 139/32*z^3 - 269/36*z + 1
*
[ 2/11 ] 
f(z) = 121/29*z^3 - 269/58*z + 1
*
0 | 0.14276018821121113127585776597938614022 | 0.025585501926337112756926412789432391753
f(z) = 122/21*z^3 - 265/42*z + 1
*
0 | 0.15858289337469491360756523967393870015 | 0.028307663304755224152623904769402085026
f(z) = 122/27*z^3 - 271/54*z + 1
*
[ 3/20 ] 
f(z) = 125/27*z^3 - 277/48*z + 1
*
[ 6/5 ] 
f(z) = 125/28*z^3 - 263/42*z + 1
*
6/5 | 0.086852262761636825066360272615318475285 | 0.012495263599305660703165322649812919575
f(z) = 125/32*z^3 - 261/40*z + 1
*
0 | 0.14877155058497721538949383410037837067 | 0.026452896069634241555045307639496443971
f(z) = 128/21*z^3 - 277/42*z + 1
*
[ -21/16 ] 
f(z) = 128/27*z^3 - 269/42*z + 1
*
-6/5 | 0.10594252030955762921920899699040415072 | 0.011867586308646518353389570140295709088
f(z) = 130/27*z^3 - 279/40*z + 1
*
[ -6/5 ] 
f(z) = 133/27*z^3 - 263/50*z + 1
*
[ -5/4 ] 
f(z) = 134/25*z^3 - 263/40*z + 1
*
[ 2/15 ] 
f(z) = 135/32*z^3 - 263/40*z + 1
*
[ -6/5 ] 
f(z) = 136/27*z^3 - 271/50*z + 1
*
[ -5/4 ] 
f(z) = 138/25*z^3 - 273/40*z + 1
*
[ -6/5 ] 
f(z) = 139/27*z^3 - 279/50*z + 1
*
10/11 | 0.097765535006573759386639148349968865337 | 0.017383575868854549465373246286877273784
f(z) = 121/35*z^3 - 277/70*z + 1
*
[ -14/11 ] 
f(z) = 121/35*z^3 - 267/70*z + 1
*
[ -15/11 ] 
f(z) = 121/36*z^3 - 271/60*z + 1
*
0 | 0.15301198574792607547594148019457921703 | 0.027206882905251962927718031344774372770
f(z) = 122/33*z^3 - 277/66*z + 1
*
[ 6/31 ] 
f(z) = 124/27*z^3 - 269/62*z + 1
*
4/5 | 0.14547178865009809836304156223603290038 | 0.022596676070294595523305587636141264605
f(z) = 125/24*z^3 - 263/60*z + 1
*
39/50 | 0.19019664621444430732378468676227655645 | 0.024309244341167734648641517021172204995
f(z) = 125/27*z^3 - 269/60*z + 1
*
3/25 | 0.18191689139129791830019949849138564794 | 0.027270763603697975406675371426778185075
f(z) = 125/36*z^3 - 263/60*z + 1
*
13/16 | 0.14266752702268482397105042659147338302 | 0.025568895174502147457807727229291770878
f(z) = 128/39*z^3 - 265/78*z + 1
*
[ -21/22 ] 
f(z) = 121/21*z^3 - 269/84*z + 1
*
-19/22 | 0.16686979930677809384114448570192522273 | 0.026992479369780177405305412018650688213
f(z) = 121/24*z^3 - 265/96*z + 1
*
[ -12/11 ] 
f(z) = 121/28*z^3 - 271/84*z + 1
*
[ 9/11 ] 
f(z) = 121/30*z^3 - 263/90*z + 1
*
[ 3/11 ] 
f(z) = 121/31*z^3 - 275/93*z + 1
*
[ 3/10 ] 
f(z) = 125/24*z^3 - 269/96*z + 1
*
[ 5/18 ] 
f(z) = 126/25*z^3 - 269/90*z + 1
*
[ 1/3 ] 
f(z) = 120/37*z^3 - 262/111*z + 1
*
[ 5/11 ] 
f(z) = 121/23*z^3 - 263/115*z + 1
*
[ 4/11 ] 
f(z) = 121/29*z^3 - 267/116*z + 1
*
[ 4/5 ] 
f(z) = 121/32*z^3 - 267/100*z + 1
*
[ 9/11 ] 
f(z) = 121/39*z^3 - 269/117*z + 1
*
[ 4/5 ] 
f(z) = 123/32*z^3 - 271/100*z + 1
*
[ 1/3 ] 
f(z) = 123/37*z^3 - 263/111*z + 1
*
[ 1/3 ] 
f(z) = 123/38*z^3 - 269/114*z + 1
*
[ 11/25 ] 
f(z) = 125/22*z^3 - 261/110*z + 1
*
[ 4/5 ] 
f(z) = 127/32*z^3 - 279/100*z + 1
*
[ -9/8 ] 
f(z) = 128/39*z^3 - 265/117*z + 1
*
[ 1/3 ] 
f(z) = 129/37*z^3 - 265/111*z + 1
*
[ 1/3 ] 
f(z) = 129/38*z^3 - 271/114*z + 1
*
6/13 | 0.24004097928050823004277322059973395868 | 0.025235793013312429760449258965851764224
f(z) = 130/27*z^3 - 267/104*z + 1
*
[ 3/10 ] 
f(z) = 131/27*z^3 - 277/100*z + 1
*
[ 1/3 ] 
f(z) = 132/37*z^3 - 266/111*z + 1
*
[ 3/10 ] 
f(z) = 137/27*z^3 - 279/100*z + 1
*
[ 1/3 ] 
f(z) = 138/37*z^3 - 268/111*z + 1
*
[ 5/11 ] 
f(z) = 121/24*z^3 - 269/120*z + 1
*
[ 14/33 ] 
f(z) = 121/28*z^3 - 269/126*z + 1
*
[ 1/2 ] 
f(z) = 125/34*z^3 - 261/136*z + 1
*
[ 1/2 ] 
f(z) = 127/34*z^3 - 263/136*z + 1
*
[ 15/32 ] 
f(z) = 128/25*z^3 - 271/120*z + 1
*
[ 1/2 ] 
f(z) = 129/34*z^3 - 265/136*z + 1
*
[ 1/2 ] 
f(z) = 131/33*z^3 - 263/132*z + 1
*
[ 1/2 ] 
f(z) = 131/34*z^3 - 267/136*z + 1
*
[ 1/2 ] 
f(z) = 133/32*z^3 - 261/128*z + 1
*
[ 1/2 ] 
f(z) = 133/33*z^3 - 265/132*z + 1
*
[ 1/2 ] 
f(z) = 133/34*z^3 - 269/136*z + 1
*
[ 1/2 ] 
f(z) = 135/32*z^3 - 263/128*z + 1
*
[ 1/2 ] 
f(z) = 135/34*z^3 - 271/136*z + 1
*
[ 1/2 ] 
f(z) = 137/31*z^3 - 261/124*z + 1
*
[ 1/2 ] 
f(z) = 137/32*z^3 - 265/128*z + 1
*
[ 1/2 ] 
f(z) = 137/33*z^3 - 269/132*z + 1
*
[ 1/2 ] 
f(z) = 137/34*z^3 - 273/136*z + 1
*
[ 1/2 ] 
f(z) = 139/31*z^3 - 263/124*z + 1
*
[ 1/2 ] 
f(z) = 139/32*z^3 - 267/128*z + 1
*
[ 1/2 ] 
f(z) = 139/33*z^3 - 271/132*z + 1
*
[ 1/2 ] 
f(z) = 139/34*z^3 - 275/136*z + 1
*
[ 1/2 ] 
f(z) = 121/35*z^3 - 261/140*z + 1
*
[ 1/2 ] 
f(z) = 121/36*z^3 - 265/144*z + 1
*
[ 1/2 ] 
f(z) = 121/37*z^3 - 269/148*z + 1
*
[ 1/2 ] 
f(z) = 123/35*z^3 - 263/140*z + 1
*
[ 1/2 ] 
f(z) = 123/37*z^3 - 271/148*z + 1
*
[ 1/2 ] 
f(z) = 123/38*z^3 - 275/152*z + 1
*
[ 1/2 ] 
f(z) = 125/36*z^3 - 269/144*z + 1
*
[ 1/2 ] 
f(z) = 125/37*z^3 - 273/148*z + 1
*
[ 1/2 ] 
f(z) = 125/38*z^3 - 277/152*z + 1
*
[ 1/2 ] 
f(z) = 127/35*z^3 - 267/140*z + 1
*
[ 1/2 ] 
f(z) = 127/36*z^3 - 271/144*z + 1
*
[ 1/2 ] 
f(z) = 127/37*z^3 - 275/148*z + 1
*
[ 1/2 ] 
f(z) = 127/38*z^3 - 279/152*z + 1
*
[ 1/2 ] 
f(z) = 129/35*z^3 - 269/140*z + 1
*
[ 1/2 ] 
f(z) = 129/37*z^3 - 277/148*z + 1
*
[ 1/2 ] 
f(z) = 131/35*z^3 - 271/140*z + 1
*
[ 1/2 ] 
f(z) = 131/36*z^3 - 275/144*z + 1
*
[ 1/2 ] 
f(z) = 131/37*z^3 - 279/148*z + 1
*
[ 1/2 ] 
f(z) = 133/36*z^3 - 277/144*z + 1
*
[ 1/2 ] 
f(z) = 137/35*z^3 - 277/140*z + 1
*
[ 1/2 ] 
f(z) = 139/35*z^3 - 279/140*z + 1
*
-2 | 0.10197476311048668457464350479829769504 | 0.016440818892193871930114362291063956180
f(z) = 121/20*z^3 - 247/10*z + 1
*
-2 | 0.10177748936807095119724577954312182385 | 0.016387706196794765266467991899243629581
f(z) = 121/28*z^3 - 249/14*z + 1
*
2/11 | 0.14847151629186984079735357597610541706 | 0.023785037794710106625164741429585903605
f(z) = 121/30*z^3 - 257/15*z + 1
*
-2 | 0.087991366873070544800346197919477523982 | 0.014149706554444360416826722757671300292
f(z) = 121/36*z^3 - 251/18*z + 1
*
-2 | 0.10228587420397489468311915743386510030 | 0.016448376199665568598206430397905487204
f(z) = 123/20*z^3 - 251/10*z + 1
*
[ 2 ] 
f(z) = 123/20*z^3 - 241/10*z + 1
*
-2 | 0.10209296313545244811436691626213592203 | 0.016396428473476808151901628080570048120
f(z) = 123/28*z^3 - 253/14*z + 1
*
[ 4 ] 
f(z) = 123/32*z^3 - 243/4*z + 1
*
[ -4 ] 
f(z) = 123/32*z^3 - 241/4*z + 1
*
-2 | 0.10240308121595553997896883168983194822 | 0.016404905249490239037956605277259643497
f(z) = 125/28*z^3 - 257/14*z + 1
*
[ 2 ] 
f(z) = 125/28*z^3 - 243/14*z + 1
*
[ -12/5 ] 
f(z) = 125/32*z^3 - 253/12*z + 1
*
[ 4 ] 
f(z) = 125/32*z^3 - 247/4*z + 1
*
[ -4 ] 
f(z) = 125/32*z^3 - 245/4*z + 1
*
-2 | 0.088627487953212360559527670513312458735 | 0.014180454244675034012824343582414630922
f(z) = 125/36*z^3 - 259/18*z + 1
*
[ 2 ] 
f(z) = 125/36*z^3 - 241/18*z + 1
*
-2 | 0.10289274801611214556491477146900939213 | 0.016462904896070354808656068379394004797
f(z) = 127/20*z^3 - 259/10*z + 1
*
[ 2 ] 
f(z) = 127/20*z^3 - 249/10*z + 1
*
[ 2 ] 
f(z) = 127/28*z^3 - 247/14*z + 1
*
[ 4 ] 
f(z) = 127/32*z^3 - 251/4*z + 1
*
[ -4 ] 
f(z) = 127/32*z^3 - 249/4*z + 1
*
[ 2 ] 
f(z) = 127/36*z^3 - 245/18*z + 1
*
[ -15/8 ] 
f(z) = 128/25*z^3 - 247/15*z + 1
*
[ 2 ] 
f(z) = 129/20*z^3 - 253/10*z + 1
*
[ -2 ] 
f(z) = 129/20*z^3 - 243/10*z + 1
*
[ 2 ] 
f(z) = 129/28*z^3 - 251/14*z + 1
*
[ 4 ] 
f(z) = 129/32*z^3 - 255/4*z + 1
*
[ -4 ] 
f(z) = 129/32*z^3 - 253/4*z + 1
*
[ 2 ] 
f(z) = 131/20*z^3 - 257/10*z + 1
*
[ -2 ] 
f(z) = 131/20*z^3 - 247/10*z + 1
*
[ 2 ] 
f(z) = 131/28*z^3 - 255/14*z + 1
*
[ -2 ] 
f(z) = 131/28*z^3 - 241/14*z + 1
*
[ 4 ] 
f(z) = 131/32*z^3 - 259/4*z + 1
*
[ -4 ] 
f(z) = 131/32*z^3 - 257/4*z + 1
*
[ 2 ] 
f(z) = 131/36*z^3 - 253/18*z + 1
*
[ -2 ] 
f(z) = 133/20*z^3 - 251/10*z + 1
*
[ 2 ] 
f(z) = 133/36*z^3 - 257/18*z + 1
*
[ -2 ] 
f(z) = 135/28*z^3 - 249/14*z + 1
*
[ -2 ] 
f(z) = 137/20*z^3 - 259/10*z + 1
*
[ -2 ] 
f(z) = 137/28*z^3 - 253/14*z + 1
*
[ -2 ] 
f(z) = 137/36*z^3 - 247/18*z + 1
*
[ -2 ] 
f(z) = 139/28*z^3 - 257/14*z + 1
*
[ -2 ] 
f(z) = 139/36*z^3 - 251/18*z + 1
*
[ 1/11 ] 
f(z) = 121/25*z^3 - 251/25*z + 1
*
15/11 | 0.15545757309079428372155877733302028833 | 0.028216847967907475283287050240929186068
f(z) = 121/30*z^3 - 247/30*z + 1
*
-20/11 | 0.21072963391860162837261412446904598728 | 0.027595887110290712347115544727478817513
f(z) = 121/32*z^3 - 259/20*z + 1
*
[ 20/11 ] 
f(z) = 121/32*z^3 - 241/20*z + 1
*
[ -3/2 ] 
f(z) = 124/21*z^3 - 244/21*z + 1
*
7/5 | 0.079302962353647898053674750830131401786 | 0.014291201118959848067881452815908463655
f(z) = 125/21*z^3 - 257/21*z + 1
*
-3/50 | 0.23048382157252066550675363185079902853 | 0.026175800876009161098124448498472325626
f(z) = 125/27*z^3 - 247/20*z + 1
*
[ 4/3 ] 
f(z) = 125/32*z^3 - 241/36*z + 1
*
[ 4/3 ] 
f(z) = 127/32*z^3 - 245/36*z + 1
*
[ -3/2 ] 
f(z) = 128/21*z^3 - 253/21*z + 1
*
[ 1/8 ] 
f(z) = 128/35*z^3 - 247/35*z + 1
*
[ 4/3 ] 
f(z) = 131/32*z^3 - 253/36*z + 1
*
[ 4/3 ] 
f(z) = 133/32*z^3 - 257/36*z + 1
*
14/9 | 0.17696512718534557326344304395912276551 | 0.025516319360709172856899318698651530592
f(z) = 135/32*z^3 - 257/24*z + 1
*
[ -3/2 ] 
f(z) = 136/33*z^3 - 251/33*z + 1
*
[ -3/2 ] 
f(z) = 136/39*z^3 - 241/39*z + 1
*
[ 5/33 ] 
f(z) = 121/25*z^3 - 257/45*z + 1
*
[ 2/11 ] 
f(z) = 121/27*z^3 - 251/54*z + 1
*
[ -14/11 ] 
f(z) = 121/32*z^3 - 243/56*z + 1
*
[ 1/6 ] 
f(z) = 126/25*z^3 - 257/50*z + 1
*
[ -5/4 ] 
f(z) = 126/25*z^3 - 243/40*z + 1
*
[ -6/5 ] 
f(z) = 127/27*z^3 - 247/50*z + 1
*
15/16 | 0.082422103879883912529470114906585442771 | 0.014863745065892938836111957462140082045
f(z) = 128/21*z^3 - 253/42*z + 1
*
[ 9/11 ] 
f(z) = 121/21*z^3 - 257/63*z + 1
*
[ 9/11 ] 
f(z) = 121/24*z^3 - 259/72*z + 1
*
[ 10/11 ] 
f(z) = 121/28*z^3 - 257/70*z + 1
*
[ 8/33 ] 
f(z) = 121/32*z^3 - 241/72*z + 1
*
[ 3/4 ] 
f(z) = 128/25*z^3 - 241/75*z + 1
*
[ 2/9 ] 
f(z) = 135/22*z^3 - 251/66*z + 1
*
3/4 | 0.16328542238476828376633796742857281184 | 0.029127932177002143544009039017053814171
f(z) = 136/39*z^3 - 257/78*z + 1
*
[ 1/4 ] 
f(z) = 136/39*z^3 - 251/78*z + 1
*
[ 10/33 ] 
f(z) = 121/20*z^3 - 257/90*z + 1
*
3/22 | 0.16642957075299949963529019867458559865 | 0.026921268999747844077655563632396191051
f(z) = 121/20*z^3 - 249/80*z + 1
*
-10/11 | 0.14626258979198366782024435604427450300 | 0.023659104007626000038336284086888219037
f(z) = 121/21*z^3 - 253/84*z + 1
*
9/22 | 0.11552556370974510795838655077909732880 | 0.018687152546907012980210510596299559661
f(z) = 121/24*z^3 - 241/96*z + 1
*
[ 10/33 ] 
f(z) = 121/25*z^3 - 247/90*z + 1
*
[ 3/11 ] 
f(z) = 121/28*z^3 - 251/84*z + 1
*
[ 3/11 ] 
f(z) = 121/29*z^3 - 259/87*z + 1
*
[ 10/11 ] 
f(z) = 121/36*z^3 - 259/90*z + 1
*
1/10 | 0.17546732475260080055885150445929952509 | 0.028234656469673393352111312147542523753
f(z) = 125/21*z^3 - 257/84*z + 1
*
[ 3/10 ] 
f(z) = 125/21*z^3 - 241/84*z + 1
*
[ 18/25 ] 
f(z) = 125/27*z^3 - 251/90*z + 1
*
[ 3/4 ] 
f(z) = 128/29*z^3 - 245/87*z + 1
*
[ 3/4 ] 
f(z) = 128/31*z^3 - 247/93*z + 1
*
3/7 | 0.19140252612388908325883491016739152044 | 0.027998137338074475927306889832418901186
f(z) = 133/36*z^3 - 253/84*z + 1
*
[ 5/17 ] 
f(z) = 136/25*z^3 - 244/85*z + 1
*
[ 5/11 ] 
f(z) = 121/21*z^3 - 251/105*z + 1
*
[ 13/22 ] 
f(z) = 121/26*z^3 - 241/104*z + 1
*
[ 4/11 ] 
f(z) = 121/27*z^3 - 253/108*z + 1
*
[ 1/3 ] 
f(z) = 123/34*z^3 - 245/102*z + 1
*
[ 1/3 ] 
f(z) = 123/35*z^3 - 251/105*z + 1
*
[ 14/25 ] 
f(z) = 125/24*z^3 - 254/105*z + 1
*
[ 1/2 ] 
f(z) = 125/29*z^3 - 241/116*z + 1
*
[ 1/2 ] 
f(z) = 127/29*z^3 - 243/116*z + 1
*
[ 3/4 ] 
f(z) = 128/35*z^3 - 251/105*z + 1
*
[ 3/4 ] 
f(z) = 128/37*z^3 - 253/111*z + 1
*
[ 1/2 ] 
f(z) = 129/28*z^3 - 241/112*z + 1
*
[ 1/2 ] 
f(z) = 129/29*z^3 - 245/116*z + 1
*
[ 1/3 ] 
f(z) = 129/34*z^3 - 247/102*z + 1
*
[ 1/3 ] 
f(z) = 129/35*z^3 - 253/105*z + 1
*
[ 1/2 ] 
f(z) = 131/28*z^3 - 243/112*z + 1
*
[ 1/2 ] 
f(z) = 131/29*z^3 - 247/116*z + 1
*
[ 1/2 ] 
f(z) = 133/27*z^3 - 241/108*z + 1
*
[ 1/2 ] 
f(z) = 133/29*z^3 - 249/116*z + 1
*
[ 1/2 ] 
f(z) = 135/28*z^3 - 247/112*z + 1
*
[ 1/2 ] 
f(z) = 135/29*z^3 - 251/116*z + 1
*
[ 6/17 ] 
f(z) = 136/27*z^3 - 251/102*z + 1
*
[ 1/2 ] 
f(z) = 137/26*z^3 - 241/104*z + 1
*
[ 1/2 ] 
f(z) = 137/27*z^3 - 245/108*z + 1
*
[ 1/2 ] 
f(z) = 137/28*z^3 - 249/112*z + 1
*
[ 1/2 ] 
f(z) = 137/29*z^3 - 253/116*z + 1
*
[ 1/3 ] 
f(z) = 138/35*z^3 - 256/105*z + 1
*
[ 1/2 ] 
f(z) = 139/26*z^3 - 243/104*z + 1
*
[ 1/2 ] 
f(z) = 139/27*z^3 - 247/108*z + 1
*
[ 1/2 ] 
f(z) = 139/28*z^3 - 251/112*z + 1
*
[ 1/2 ] 
f(z) = 139/29*z^3 - 255/116*z + 1
*
[ 1/2 ] 
f(z) = 121/30*z^3 - 241/120*z + 1
*
[ 1/2 ] 
f(z) = 121/31*z^3 - 245/124*z + 1
*
[ 1/2 ] 
f(z) = 121/32*z^3 - 249/128*z + 1
*
[ 1/2 ] 
f(z) = 121/34*z^3 - 257/136*z + 1
*
[ 1/2 ] 
f(z) = 123/31*z^3 - 247/124*z + 1
*
[ 1/2 ] 
f(z) = 123/32*z^3 - 251/128*z + 1
*
[ 1/2 ] 
f(z) = 123/34*z^3 - 259/136*z + 1
*
[ 1/2 ] 
f(z) = 125/31*z^3 - 249/124*z + 1
*
[ 1/2 ] 
f(z) = 125/32*z^3 - 253/128*z + 1
*
6/25 | 0.15900358169297233179801694938301020504 | 0.021098182491255092688425586275011710243
f(z) = 125/32*z^3 - 247/120*z + 1
*
[ 1/2 ] 
f(z) = 125/33*z^3 - 257/132*z + 1
*
[ 1/2 ] 
f(z) = 127/30*z^3 - 247/120*z + 1
*
[ 1/2 ] 
f(z) = 127/31*z^3 - 251/124*z + 1
*
[ 1/2 ] 
f(z) = 127/32*z^3 - 255/128*z + 1
*
[ 1/2 ] 
f(z) = 127/33*z^3 - 259/132*z + 1
*
[ 1/2 ] 
f(z) = 129/31*z^3 - 253/124*z + 1
*
[ 1/2 ] 
f(z) = 129/32*z^3 - 257/128*z + 1
*
[ 1/2 ] 
f(z) = 131/30*z^3 - 251/120*z + 1
*
[ 1/2 ] 
f(z) = 131/31*z^3 - 255/124*z + 1
*
[ 1/2 ] 
f(z) = 131/32*z^3 - 259/128*z + 1
*
[ 1/2 ] 
f(z) = 133/30*z^3 - 253/120*z + 1
*
[ 1/2 ] 
f(z) = 133/31*z^3 - 257/124*z + 1
*
[ 1/2 ] 
f(z) = 135/31*z^3 - 259/124*z + 1
*
[ 1/2 ] 
f(z) = 137/30*z^3 - 257/120*z + 1
*
[ 1/2 ] 
f(z) = 139/30*z^3 - 259/120*z + 1
*
[ 2 ] 
f(z) = 121/20*z^3 - 237/10*z + 1
*
[ -2 ] 
f(z) = 121/20*z^3 - 227/10*z + 1
*
[ 2 ] 
f(z) = 121/28*z^3 - 235/14*z + 1
*
[ -2 ] 
f(z) = 121/28*z^3 - 221/14*z + 1
*
[ 4 ] 
f(z) = 121/32*z^3 - 239/4*z + 1
*
[ -4 ] 
f(z) = 121/32*z^3 - 237/4*z + 1
*
[ 2 ] 
f(z) = 121/36*z^3 - 233/18*z + 1
*
[ -2 ] 
f(z) = 123/20*z^3 - 231/10*z + 1
*
[ 2 ] 
f(z) = 123/28*z^3 - 239/14*z + 1
*
[ -2 ] 
f(z) = 123/28*z^3 - 225/14*z + 1
*
[ -2 ] 
f(z) = 125/28*z^3 - 229/14*z + 1
*
[ 12/5 ] 
f(z) = 125/36*z^3 - 233/12*z + 1
*
[ -12/5 ] 
f(z) = 125/36*z^3 - 223/12*z + 1
*
[ -2 ] 
f(z) = 125/36*z^3 - 223/18*z + 1
*
[ -2 ] 
f(z) = 127/20*z^3 - 239/10*z + 1
*
[ -2 ] 
f(z) = 127/28*z^3 - 233/14*z + 1
*
[ -2 ] 
f(z) = 127/36*z^3 - 227/18*z + 1
*
[ -15/8 ] 
f(z) = 128/27*z^3 - 227/15*z + 1
*
[ -2 ] 
f(z) = 129/28*z^3 - 237/14*z + 1
*
[ -2 ] 
f(z) = 131/36*z^3 - 235/18*z + 1
*
[ -2 ] 
f(z) = 133/36*z^3 - 239/18*z + 1
*
[ 8/3 ] 
f(z) = 135/32*z^3 - 235/8*z + 1
*
[ -8/3 ] 
f(z) = 135/32*z^3 - 229/8*z + 1
*
[ 5/3 ] 
f(z) = 138/25*z^3 - 224/15*z + 1
*
1/11 | 0.098785823988939125449985103082492405962 | 0.018299897474591568816528480781263850834
f(z) = 121/20*z^3 - 221/20*z + 1
*
[ 1/11 ] 
f(z) = 121/23*z^3 - 231/23*z + 1
*
5/22 | 0.20492270344035464447919769761800579259 | 0.029023920316081463388272404765041702997
f(z) = 121/25*z^3 - 233/20*z + 1
*
[ 4/3 ] 
f(z) = 121/32*z^3 - 233/36*z + 1
*
[ -17/11 ] 
f(z) = 121/34*z^3 - 233/34*z + 1
*
[ -3/2 ] 
f(z) = 124/33*z^3 - 224/33*z + 1
*
[ 7/5 ] 
f(z) = 125/21*z^3 - 239/21*z + 1
*
-7/5 | 0.11886779856066554588687643462124905747 | 0.021858415776617790646775662913237016179
f(z) = 125/21*z^3 - 230/21*z + 1
*
[ 7/5 ] 
f(z) = 125/28*z^3 - 237/28*z + 1
*
[ 3/32 ] 
f(z) = 128/27*z^3 - 233/24*z + 1
*
11/8 | 0.078503414041152430873538143681007981682 | 0.014334691228514580702000460679097473311
f(z) = 128/33*z^3 - 239/33*z + 1
*
5/4 | 0.14817573363401239594093136395957286231 | 0.027291637659573243929065950019438664666
f(z) = 128/35*z^3 - 228/35*z + 1
*
[ -3/2 ] 
f(z) = 128/39*z^3 - 223/39*z + 1
*
[ 4/3 ] 
f(z) = 135/28*z^3 - 233/28*z + 1
*
-14/9 | 0.093011896263974856644950249722085006887 | 0.013603535001864894297447138930104233447
f(z) = 135/32*z^3 - 233/24*z + 1
*
2/11 | 0.15202208913874894991046615970499055080 | 0.027696085604016078434769698062419530714
f(z) = 121/21*z^3 - 239/42*z + 1
*
[ 2/11 ] 
f(z) = 121/25*z^3 - 233/50*z + 1
*
[ -6/5 ] 
f(z) = 121/27*z^3 - 231/50*z + 1
*
[ -5/4 ] 
f(z) = 122/25*z^3 - 233/40*z + 1
*
[ -6/5 ] 
f(z) = 124/27*z^3 - 239/50*z + 1
*
[ 1/6 ] 
f(z) = 126/23*z^3 - 237/46*z + 1
*
1/8 | 0.077737132852036283971036509356698394125 | 0.014018872007319908410447898792263167213
f(z) = 128/21*z^3 - 235/42*z + 1
*
7/8 | 0.16547797488135307526826802958056298879 | 0.029841781717209566821478076693608577054
f(z) = 128/21*z^3 - 223/42*z + 1
*
[ 5/32 ] 
f(z) = 128/25*z^3 - 221/40*z + 1
*
-93/80 | 0.23655301251481031608163766899715675802 | 0.026991279633380756627380695622400042814
f(z) = 128/27*z^3 - 237/50*z + 1
*
15/32 | 0.25149995530713252783911170772071354235 | 0.028781486406077663461610291483541001937
f(z) = 128/27*z^3 - 231/40*z + 1
*
[ 3/20 ] 
f(z) = 130/27*z^3 - 231/40*z + 1
*
[ 1/4 ] 
f(z) = 120/37*z^3 - 237/74*z + 1
*
[ 3/11 ] 
f(z) = 121/25*z^3 - 227/75*z + 1
*
[ 3/11 ] 
f(z) = 121/26*z^3 - 235/78*z + 1
*
1/3 | 0.16914978521784540883316208641178200137 | 0.028617087577930491696222922363588367884
f(z) = 123/20*z^3 - 221/60*z + 1
*
[ -6/5 ] 
f(z) = 125/33*z^3 - 239/66*z + 1
*
[ 3/4 ] 
f(z) = 128/23*z^3 - 239/69*z + 1
*
15/16 | 0.14109929748883909680336177629627807737 | 0.025445407095008091573507494699451342330
f(z) = 128/35*z^3 - 239/70*z + 1
*
1/16 | 0.14346646544627734638835960898324957941 | 0.025872294779151519007981991092376158655
f(z) = 128/39*z^3 - 235/78*z + 1
*
1/3 | 0.17414186799916858745127288651135285118 | 0.029226159089143359194832517539139347914
f(z) = 129/20*z^3 - 223/60*z + 1
*
[ 5/6 ] 
f(z) = 129/25*z^3 - 227/60*z + 1
*
[ 1/4 ] 
f(z) = 136/35*z^3 - 227/70*z + 1
*
[ 1/4 ] 
f(z) = 136/37*z^3 - 239/74*z + 1
*
[ 1/3 ] 
f(z) = 120/31*z^3 - 226/93*z + 1
*
[ 7/22 ] 
f(z) = 121/21*z^3 - 229/84*z + 1
*
[ 4/11 ] 
f(z) = 121/23*z^3 - 225/92*z + 1
*
[ 3/8 ] 
f(z) = 122/27*z^3 - 221/96*z + 1
*
[ 1/3 ] 
f(z) = 123/31*z^3 - 227/93*z + 1
*
[ 1/3 ] 
f(z) = 123/32*z^3 - 233/96*z + 1
*
[ 1/2 ] 
f(z) = 125/24*z^3 - 221/96*z + 1
*
14/25 | 0.18819979247510775067279538490566781411 | 0.029233776435413399387220995617251594996
f(z) = 125/36*z^3 - 233/90*z + 1
*
[ 1/2 ] 
f(z) = 127/24*z^3 - 223/96*z + 1
*
1/2 | 0.12753735475329642465656774055343794442 | 0.020444167692297468549880650954386489830
f(z) = 128/21*z^3 - 233/84*z + 1
*
[ 1/2 ] 
f(z) = 129/23*z^3 - 221/92*z + 1
*
[ 1/3 ] 
f(z) = 129/31*z^3 - 229/93*z + 1
*
[ 1/3 ] 
f(z) = 129/32*z^3 - 235/96*z + 1
*
[ 1/2 ] 
f(z) = 131/23*z^3 - 223/92*z + 1
*
[ 1/2 ] 
f(z) = 131/24*z^3 - 227/96*z + 1
*
[ 1/3 ] 
f(z) = 132/31*z^3 - 230/93*z + 1
*
[ 1/2 ] 
f(z) = 133/22*z^3 - 221/88*z + 1
*
[ 1/2 ] 
f(z) = 133/23*z^3 - 225/92*z + 1
*
[ 1/2 ] 
f(z) = 133/24*z^3 - 229/96*z + 1
*
[ 3/8 ] 
f(z) = 134/27*z^3 - 227/96*z + 1
*
[ 1/2 ] 
f(z) = 135/22*z^3 - 223/88*z + 1
*
[ 1/2 ] 
f(z) = 135/23*z^3 - 227/92*z + 1
*
[ -16/15 ] 
f(z) = 135/32*z^3 - 229/80*z + 1
*
[ 1/2 ] 
f(z) = 137/21*z^3 - 221/84*z + 1
*
[ 1/2 ] 
f(z) = 137/22*z^3 - 225/88*z + 1
*
[ 1/2 ] 
f(z) = 137/23*z^3 - 229/92*z + 1
*
[ 1/2 ] 
f(z) = 137/24*z^3 - 233/96*z + 1
*
[ 1/3 ] 
f(z) = 138/31*z^3 - 232/93*z + 1
*
[ 1/2 ] 
f(z) = 139/21*z^3 - 223/84*z + 1
*
[ 1/2 ] 
f(z) = 139/22*z^3 - 227/88*z + 1
*
[ 1/2 ] 
f(z) = 139/23*z^3 - 231/92*z + 1
*
[ 1/2 ] 
f(z) = 139/24*z^3 - 235/96*z + 1
*
[ 4/11 ] 
f(z) = 121/25*z^3 - 239/100*z + 1
*
[ 1/2 ] 
f(z) = 121/25*z^3 - 221/100*z + 1
*
[ 1/2 ] 
f(z) = 121/26*z^3 - 225/104*z + 1
*
[ 21/44 ] 
f(z) = 121/27*z^3 - 237/112*z + 1
*
[ 1/2 ] 
f(z) = 121/27*z^3 - 229/108*z + 1
*
[ 1/2 ] 
f(z) = 121/28*z^3 - 233/112*z + 1
*
[ 1/2 ] 
f(z) = 121/29*z^3 - 237/116*z + 1
*
[ 1/2 ] 
f(z) = 123/25*z^3 - 223/100*z + 1
*
[ 1/2 ] 
f(z) = 123/26*z^3 - 227/104*z + 1
*
[ 1/2 ] 
f(z) = 123/28*z^3 - 235/112*z + 1
*
[ 1/2 ] 
f(z) = 123/29*z^3 - 239/116*z + 1
*
[ 2/3 ] 
f(z) = 123/38*z^3 - 221/114*z + 1
*
[ 1/2 ] 
f(z) = 125/26*z^3 - 229/104*z + 1
*
[ 1/2 ] 
f(z) = 125/27*z^3 - 233/108*z + 1
*
[ 1/2 ] 
f(z) = 125/28*z^3 - 237/112*z + 1
*
[ 1/2 ] 
f(z) = 127/25*z^3 - 227/100*z + 1
*
[ 1/2 ] 
f(z) = 127/26*z^3 - 231/104*z + 1
*
[ 1/2 ] 
f(z) = 127/27*z^3 - 235/108*z + 1
*
[ 1/2 ] 
f(z) = 127/28*z^3 - 239/112*z + 1
*
[ 3/8 ] 
f(z) = 128/35*z^3 - 229/105*z + 1
*
[ 3/8 ] 
f(z) = 128/37*z^3 - 239/111*z + 1
*
[ 1/2 ] 
f(z) = 129/25*z^3 - 229/100*z + 1
*
[ 1/2 ] 
f(z) = 129/26*z^3 - 233/104*z + 1
*
[ 4/9 ] 
f(z) = 129/32*z^3 - 221/108*z + 1
*
[ 2/3 ] 
f(z) = 129/34*z^3 - 223/102*z + 1
*
[ 2/3 ] 
f(z) = 129/38*z^3 - 229/114*z + 1
*
[ 1/2 ] 
f(z) = 131/25*z^3 - 231/100*z + 1
*
[ 1/2 ] 
f(z) = 131/26*z^3 - 235/104*z + 1
*
[ 1/2 ] 
f(z) = 131/27*z^3 - 239/108*z + 1
*
[ 1/2 ] 
f(z) = 133/25*z^3 - 233/100*z + 1
*
[ 1/2 ] 
f(z) = 133/26*z^3 - 237/104*z + 1
*
[ 1/2 ] 
f(z) = 135/26*z^3 - 239/104*z + 1
*
[ 1/2 ] 
f(z) = 137/25*z^3 - 237/100*z + 1
*
[ 1/2 ] 
f(z) = 139/25*z^3 - 239/100*z + 1
*
[ 3/44 ] 
f(z) = 121/27*z^3 - 219/16*z + 1
*
[ 18/11 ] 
f(z) = 121/27*z^3 - 209/18*z + 1
*
[ -2 ] 
f(z) = 121/36*z^3 - 215/18*z + 1
*
2/25 | 0.18272958761323558772644168044564249520 | 0.024717746531407558151945832926019819616
f(z) = 125/24*z^3 - 203/15*z + 1
*
[ -21/8 ] 
f(z) = 128/27*z^3 - 219/7*z + 1
*
[ 9/4 ] 
f(z) = 128/27*z^3 - 211/9*z + 1
*
[ -9/4 ] 
f(z) = 128/27*z^3 - 203/9*z + 1
*
[ 5/3 ] 
f(z) = 129/25*z^3 - 209/15*z + 1
*
[ 5/3 ] 
f(z) = 132/25*z^3 - 214/15*z + 1
*
[ -5/3 ] 
f(z) = 138/25*z^3 - 206/15*z + 1
*
13/11 | 0.14036075640391692617120815354743558067 | 0.026273301104717447255830036122658898726
f(z) = 121/20*z^3 - 209/20*z + 1
*
[ 1/11 ] 
f(z) = 121/20*z^3 - 201/20*z + 1
*
[ 15/11 ] 
f(z) = 121/30*z^3 - 217/30*z + 1
*
12/11 | 0.063382932375787311990531003616529875192 | 0.011864276809800182450076307073269595942
f(z) = 121/30*z^3 - 209/30*z + 1
*
[ -20/11 ] 
f(z) = 121/32*z^3 - 219/20*z + 1
*
[ -3/2 ] 
f(z) = 124/39*z^3 - 214/39*z + 1
*
0 | 0.10731809145482102845309279931181979237 | 0.020217158887326139322194621129365370404
f(z) = 124/39*z^3 - 202/39*z + 1
*
[ -7/5 ] 
f(z) = 125/21*z^3 - 209/21*z + 1
*
0 | 0.11500408516837775649130007749966239669 | 0.021685361705983335752302183662633866965
f(z) = 125/38*z^3 - 201/38*z + 1
*
0 | 0.10747275147455612941730650621825036346 | 0.020227476950543211213346723983835774078
f(z) = 125/39*z^3 - 203/39*z + 1
*
0 | 0.12816828314817817969837848478909683386 | 0.024167624786839893142465181600071298667
f(z) = 127/37*z^3 - 201/37*z + 1
*
0 | 0.11531122201732538599781661633064067318 | 0.021702757708279407484623933116938368594
f(z) = 127/38*z^3 - 203/38*z + 1
*
0 | 0.10778129490281093226698943059383791055 | 0.020248185768056103386380814469470621491
f(z) = 127/39*z^3 - 205/39*z + 1
*
1/8 | 0.15698530054633486187772826847672634395 | 0.029155064442573523702163936422404783609
f(z) = 128/27*z^3 - 218/27*z + 1
*
[ 1/8 ] 
f(z) = 128/29*z^3 - 205/29*z + 1
*
[ 1/8 ] 
f(z) = 128/31*z^3 - 219/31*z + 1
*
0 | 0.12831977901317287687575914425959164230 | 0.024173569670571631996284290838694724324
f(z) = 128/37*z^3 - 202/37*z + 1
*
0 | 0.10793315363804995828769010865686498148 | 0.020258194863896557234030583002180343236
f(z) = 128/39*z^3 - 206/39*z + 1
*
0 | 0.12847004430210768038718973697794692706 | 0.024179383372085392373922561237408796711
f(z) = 129/37*z^3 - 203/37*z + 1
*
0 | 0.11561334233167798518413503718602809847 | 0.021719542661911628711442661621010704541
f(z) = 129/38*z^3 - 205/38*z + 1
*
[ 6/5 ] 
f(z) = 130/27*z^3 - 203/30*z + 1
*
[ 3/26 ] 
f(z) = 130/27*z^3 - 201/26*z + 1
*
0 | 0.12861909886661320890416359727366378219 | 0.024185068974654814124817163943639615657
f(z) = 130/37*z^3 - 204/37*z + 1
*
0 | 0.12880874320164152876583389388166429806 | 0.024288391000468320390473226021377247991
f(z) = 131/35*z^3 - 201/35*z + 1
*
0 | 0.089553943459308891443906846480294441886 | 0.016854973026184002772565179343005689371
f(z) = 131/36*z^3 - 203/36*z + 1
*
0 | 0.12876696208127443845709007084822758376 | 0.024190629472033581828436984088463360405
f(z) = 131/37*z^3 - 205/37*z + 1
*
0 | 0.11591060753413365319825352052927920268 | 0.021735743441134729096399259569433653581
f(z) = 131/38*z^3 - 207/38*z + 1
*
0 | 0.10838138970561159029245000945460092583 | 0.020287272303441315830821382402163621995
f(z) = 131/39*z^3 - 209/39*z + 1
*
0 | 0.12895509688458655278374212481674294908 | 0.024293254265929306151388366255774026889
f(z) = 132/35*z^3 - 202/35*z + 1
*
0 | 0.12891365285881097996471005272120931405 | 0.024196067771616088100745018275190650446
f(z) = 132/37*z^3 - 206/37*z + 1
*
[ -4/3 ] 
f(z) = 133/32*z^3 - 203/36*z + 1
*
0 | 0.11628539639807399758465292409662726334 | 0.021926967884000579038236302012935148515
f(z) = 133/34*z^3 - 201/34*z + 1
*
0 | 0.089845836032699747072536311872467359506 | 0.016878765282202674584737196457046801169
f(z) = 133/36*z^3 - 205/36*z + 1
*
0 | 0.12905918966465762487555194373435093002 | 0.024201386697465659016210726744625042031
f(z) = 133/37*z^3 - 207/37*z + 1
*
0 | 0.10867429104733954972764502467422369086 | 0.020305899061034133641294079601910623378
f(z) = 133/39*z^3 - 211/39*z + 1
*
0 | 0.12924437644775947956411785521259003725 | 0.024302643903740663349977839857552472577
f(z) = 134/35*z^3 - 204/35*z + 1
*
0 | 0.12920359053097340067352423732762176905 | 0.024206588993216789138727211051828386881
f(z) = 134/37*z^3 - 208/37*z + 1
*
0 | 0.10881902072675219592832552608767319423 | 0.020314994503363107157875477901206088833
f(z) = 134/39*z^3 - 212/39*z + 1
*
-4/3 | 0.10096731029251089378571791833568159890 | 0.018735566226346899044885679002713477278
f(z) = 135/28*z^3 - 219/28*z + 1
*
0 | 0.11657211002840668747459556524198401727 | 0.021940069797450228023153756991521984398
f(z) = 135/34*z^3 - 203/34*z + 1
*
0 | 0.12934687307010583674368178523533853408 | 0.024211677324857475308435859816836762257
f(z) = 135/37*z^3 - 209/37*z + 1
*
0 | 0.11649118038966411618259986087731298197 | 0.021766492587127368522130604629467976379
f(z) = 135/38*z^3 - 211/38*z + 1
*
0 | 0.10922557337135107659221193041929740706 | 0.020576500583198769036739374090670286763
f(z) = 136/33*z^3 - 202/33*z + 1
*
0 | 0.12952920289561442590506835128775780901 | 0.024311601619870539986056839614906811459
f(z) = 136/35*z^3 - 206/35*z + 1
*
0 | 0.12948905448753569533207241693660953674 | 0.024216654283397402396504346277870873265
f(z) = 136/37*z^3 - 210/37*z + 1
*
0 | 0.10910512681187029457682239146523459923 | 0.020332764534622317637010738960887669550
f(z) = 136/39*z^3 - 214/39*z + 1
*
[ -4/3 ] 
f(z) = 137/32*z^3 - 211/36*z + 1
*
0 | 0.10405736938192198834521548645153496504 | 0.019621230758162330688558468016978635285
f(z) = 137/32*z^3 - 201/32*z + 1
*
0 | 0.10936605001541634848814995823742128158 | 0.020583815204382499954729645125291062915
f(z) = 137/33*z^3 - 203/33*z + 1
*
0 | 0.11685444886896845834276267495064789561 | 0.021952701446538096922682095568904404480
f(z) = 137/34*z^3 - 205/34*z + 1
*
0 | 0.12966998867287644623685903915491563649 | 0.024315924709293733018165063309336397369
f(z) = 137/35*z^3 - 207/35*z + 1
*
0 | 0.090416159187430459828264911518334258335 | 0.016924466894630765762299415826496927979
f(z) = 137/36*z^3 - 209/36*z + 1
*
0 | 0.12963015159432606545269550874044155432 | 0.024221522387427419158043962848217528965
f(z) = 137/37*z^3 - 211/37*z + 1
*
0 | 0.11677477438593783544632867718180182204 | 0.021781087614068834264034430305358735698
f(z) = 137/38*z^3 - 213/38*z + 1
*
0 | 0.10924550385960299165563647396532467078 | 0.020341252433593755958420073240438314267
f(z) = 137/39*z^3 - 215/39*z + 1
*
0 | 0.12980971136527540172503383084194609528 | 0.024320147121561967862657555629466144685
f(z) = 138/35*z^3 - 208/35*z + 1
*
0 | 0.12977018081909844348779057629327077201 | 0.024226284085575446645532461062746745464
f(z) = 138/37*z^3 - 212/37*z + 1
*
0 | 0.13002644624772325284404991313793300853 | 0.024518003113517159552218056355608723536
f(z) = 139/31*z^3 - 201/31*z + 1
*
[ -4/3 ] 
f(z) = 139/32*z^3 - 215/36*z + 1
*
0 | 0.10433486299411075102609879137689618294 | 0.019636894072178822564783560559552238864
f(z) = 139/32*z^3 - 203/32*z + 1
*
0 | 0.10964281050862252164772260020370359141 | 0.020597896855036424545420731791142186665
f(z) = 139/33*z^3 - 205/33*z + 1
*
0 | 0.11713254452124775591887691341410958556 | 0.021964883029116993092076649015247844154
f(z) = 139/34*z^3 - 207/34*z + 1
*
0 | 0.12994838692035824343486251883689180880 | 0.024324271150305813945043891543292698196
f(z) = 139/35*z^3 - 209/35*z + 1
*
0 | 0.090694861090070839901890467436390989755 | 0.016946424742235075022961157178640235696
f(z) = 139/36*z^3 - 211/36*z + 1
*
0 | 0.12990915821955722725097916955703391573 | 0.024230941758863684061559003955732902076
f(z) = 139/37*z^3 - 213/37*z + 1
*
0 | 0.11705408680873921147992204338678161010 | 0.021795191967079404944185412952999491453
f(z) = 139/38*z^3 - 215/38*z + 1
*
0 | 0.10952615677899408829396397424041644949 | 0.020358410129686946667567172567832875693
f(z) = 139/39*z^3 - 217/39*z + 1
*
[ 2/11 ] 
f(z) = 121/23*z^3 - 215/46*z + 1
*
-12/11 | 0.22573797152475461285530820653375971849 | 0.029826461324959933731289216740589828616
f(z) = 121/27*z^3 - 209/48*z + 1
*
[ 5/22 ] 
f(z) = 132/25*z^3 - 202/55*z + 1
*
3/4 | 0.079062979277043644664241958560468881077 | 0.014103776469811048918446839480903090955
f(z) = 136/21*z^3 - 209/42*z + 1
*
[ 1/4 ] 
f(z) = 120/31*z^3 - 201/62*z + 1
*
[ 3/11 ] 
f(z) = 121/23*z^3 - 211/69*z + 1
*
10/33 | 0.17123226471531155825071618739465541385 | 0.024486185387154510317533925580097428622
f(z) = 121/32*z^3 - 205/72*z + 1
*
[ 10/11 ] 
f(z) = 121/35*z^3 - 207/70*z + 1
*
[ 5/6 ] 
f(z) = 123/25*z^3 - 217/60*z + 1
*
[ 2/3 ] 
f(z) = 123/26*z^3 - 203/78*z + 1
*
[ 3/10 ] 
f(z) = 124/27*z^3 - 206/75*z + 1
*
[ -6/5 ] 
f(z) = 125/39*z^3 - 217/78*z + 1
*
[ 9/32 ] 
f(z) = 128/27*z^3 - 211/72*z + 1
*
3/8 | 0.12789364371861615410272958971147313968 | 0.023063940694258431310957609266496177395
f(z) = 128/35*z^3 - 211/70*z + 1
*
13/16 | 0.14249783866499464914499614930830699595 | 0.025697615647422920768635581186482079775
f(z) = 128/39*z^3 - 211/78*z + 1
*
[ 2/3 ] 
f(z) = 129/22*z^3 - 205/66*z + 1
*
[ 2/3 ] 
f(z) = 129/26*z^3 - 211/78*z + 1
*
[ 2/7 ] 
f(z) = 133/20*z^3 - 213/70*z + 1
*
[ 3/10 ] 
f(z) = 136/27*z^3 - 209/75*z + 1
*
[ 1/4 ] 
f(z) = 136/31*z^3 - 203/62*z + 1
*
[ 1/4 ] 
f(z) = 136/33*z^3 - 215/66*z + 1
*
[ 1/3 ] 
f(z) = 120/29*z^3 - 214/87*z + 1
*
[ 4/11 ] 
f(z) = 121/21*z^3 - 211/84*z + 1
*
[ 1/2 ] 
f(z) = 121/21*z^3 - 205/84*z + 1
*
[ 1/2 ] 
f(z) = 121/23*z^3 - 213/92*z + 1
*
[ 1/2 ] 
f(z) = 121/24*z^3 - 217/96*z + 1
*
[ 1/2 ] 
f(z) = 123/20*z^3 - 203/80*z + 1
*
[ 1/2 ] 
f(z) = 123/22*z^3 - 211/88*z + 1
*
[ 1/2 ] 
f(z) = 123/23*z^3 - 215/92*z + 1
*
[ 1/3 ] 
f(z) = 123/28*z^3 - 209/84*z + 1
*
[ 1/3 ] 
f(z) = 123/29*z^3 - 215/87*z + 1
*
[ 5/8 ] 
f(z) = 124/25*z^3 - 203/80*z + 1
*
[ 1/2 ] 
f(z) = 125/21*z^3 - 209/84*z + 1
*
[ 1/2 ] 
f(z) = 125/22*z^3 - 213/88*z + 1
*
[ 1/2 ] 
f(z) = 125/23*z^3 - 217/92*z + 1
*
[ 1/2 ] 
f(z) = 127/20*z^3 - 207/80*z + 1
*
[ 1/2 ] 
f(z) = 127/21*z^3 - 211/84*z + 1
*
[ 1/2 ] 
f(z) = 127/22*z^3 - 215/88*z + 1
*
[ 1/2 ] 
f(z) = 127/23*z^3 - 219/92*z + 1
*
[ 3/8 ] 
f(z) = 128/31*z^3 - 209/93*z + 1
*
[ 1/2 ] 
f(z) = 129/20*z^3 - 209/80*z + 1
*
[ 1/2 ] 
f(z) = 129/22*z^3 - 217/88*z + 1
*
[ 1/3 ] 
f(z) = 129/28*z^3 - 211/84*z + 1
*
[ 1/3 ] 
f(z) = 129/29*z^3 - 217/87*z + 1
*
[ 1/2 ] 
f(z) = 131/20*z^3 - 211/80*z + 1
*
[ 1/2 ] 
f(z) = 131/21*z^3 - 215/84*z + 1
*
[ 1/2 ] 
f(z) = 131/22*z^3 - 219/88*z + 1
*
[ 5/8 ] 
f(z) = 132/25*z^3 - 213/80*z + 1
*
[ 1/3 ] 
f(z) = 132/29*z^3 - 218/87*z + 1
*
[ 1/2 ] 
f(z) = 133/20*z^3 - 213/80*z + 1
*
[ 4/7 ] 
f(z) = 133/24*z^3 - 215/84*z + 1
*
[ 5/12 ] 
f(z) = 136/25*z^3 - 211/90*z + 1
*
[ 1/2 ] 
f(z) = 137/20*z^3 - 217/80*z + 1
*
[ 1/3 ] 
f(z) = 138/29*z^3 - 220/87*z + 1
*
[ 1/2 ] 
f(z) = 139/20*z^3 - 219/80*z + 1
*
[ 6/11 ] 
f(z) = 121/38*z^3 - 203/114*z + 1
*
[ 4/9 ] 
f(z) = 123/32*z^3 - 217/108*z + 1
*
[ 2/3 ] 
f(z) = 123/34*z^3 - 215/102*z + 1
*
[ 3/5 ] 
f(z) = 125/34*z^3 - 203/102*z + 1
*
[ 3/5 ] 
f(z) = 125/37*z^3 - 209/111*z + 1
*
[ 3/5 ] 
f(z) = 125/38*z^3 - 211/114*z + 1
*
[ -18/11 ] 
f(z) = 121/27*z^3 - 187/18*z + 1
*
[ 5/3 ] 
f(z) = 123/25*z^3 - 199/15*z + 1
*
[ -5/3 ] 
f(z) = 123/25*z^3 - 181/15*z + 1
*
[ -5/3 ] 
f(z) = 129/25*z^3 - 191/15*z + 1
*
[ -5/3 ] 
f(z) = 132/25*z^3 - 196/15*z + 1
*
0 | 0.12720869471024539055369083825294959350 | 0.024444375720374276327410773304030416471
f(z) = 120/31*z^3 - 182/31*z + 1
*
0 | 0.12707158062591157032321509359283282588 | 0.024122058109572567451959445680824360312
f(z) = 120/37*z^3 - 194/37*z + 1
*
-15/11 | 0.086325421227054500745824865152584258416 | 0.016452263233377851455563621405721875816
f(z) = 121/21*z^3 - 190/21*z + 1
*
1/11 | 0.13556664779918893059343730343285598098 | 0.025759952217023633391922408613384823942
f(z) = 121/24*z^3 - 193/24*z + 1
*
0 | 0.12736819467136436012836040221023726143 | 0.024449281739983829119274193787696593691
f(z) = 121/31*z^3 - 183/31*z + 1
*
12/11 | 0.14265138524726876649672898179760693906 | 0.019456755457119312224688582539054218511
f(z) = 121/32*z^3 - 191/36*z + 1
*
0 | 0.10167353756106437744004155062660207225 | 0.019476361567659785900912728078346241861
f(z) = 121/32*z^3 - 185/32*z + 1
*
0 | 0.11446503692247671614440783551671158540 | 0.021837192179175456457202763823094138505
f(z) = 121/34*z^3 - 189/34*z + 1
*
0 | 0.12727777083923478624081456688650073479 | 0.024232891258018642818202208385065085460
f(z) = 121/35*z^3 - 191/35*z + 1
*
9/11 | 0.15140162232064412161406143872971840195 | 0.028972246795320512292030179803233726370
f(z) = 121/35*z^3 - 186/35*z + 1
*
0 | 0.088021124809918513164043551656383274036 | 0.016725500010525006769972904162851151274
f(z) = 121/36*z^3 - 193/36*z + 1
*
0 | 0.12723228993481593365532238296225316524 | 0.024129015851742515570357087472914718574
f(z) = 121/37*z^3 - 195/37*z + 1
*
0 | 0.11437407462405455849730608316244102255 | 0.021648620893023061004817278512397168838
f(z) = 121/38*z^3 - 197/38*z + 1
*
0 | 0.10684195509187433688290203509301141450 | 0.020184357151098941439063618055772641120
f(z) = 121/39*z^3 - 199/39*z + 1
*
0 | 0.12752633149856726680939040481898010708 | 0.024454056085445866850341166490899687913
f(z) = 122/31*z^3 - 184/31*z + 1
*
0 | 0.10713796308638327242719295353915305794 | 0.020460068849590059590508755602904622412
f(z) = 122/33*z^3 - 188/33*z + 1
*
0 | 0.12743669658566745669217291580110516726 | 0.024239050644473693004265750297589272624
f(z) = 122/35*z^3 - 192/35*z + 1
*
0 | 0.12739161493322261062697463521000785987 | 0.024135818025558904163810499946759069721
f(z) = 122/37*z^3 - 196/37*z + 1
*
0 | 0.10700271622304891362766668471504490408 | 0.020195603400172193883085987894742835384
f(z) = 122/39*z^3 - 200/39*z + 1
*
0 | 0.12772730223438021127651729807222441366 | 0.024570044277447402259869715350980492342
f(z) = 123/29*z^3 - 181/29*z + 1
*
0 | 0.12768312831283182927215612926379279271 | 0.024458702163451876549620182028986105474
f(z) = 123/31*z^3 - 185/31*z + 1
*
0 | 0.10198885991284570786623475270227716102 | 0.019496605286351440913961392327265733872
f(z) = 123/32*z^3 - 187/32*z + 1
*
0 | 0.11478114134853779501011872312646112942 | 0.021853611187798725527265033470158283943
f(z) = 123/34*z^3 - 191/34*z + 1
*
0 | 0.12759426865416982374269328577820490597 | 0.024245065560418434081169413468273669678
f(z) = 123/35*z^3 - 193/35*z + 1
*
0 | 0.12754957929425114519524304834303185032 | 0.024142468442101743035353567400766055389
f(z) = 123/37*z^3 - 197/37*z + 1
*
0 | 0.11469176216484277469664896291099938460 | 0.021667326171946329924075264767308313287
f(z) = 123/38*z^3 - 199/38*z + 1
*
0 | 0.12788240505049083125293835362670853936 | 0.024573835650146941275286361971258229244
f(z) = 124/29*z^3 - 182/29*z + 1
*
0 | 0.10745100480007420329572126770943335146 | 0.020478466140489948419136234575114482484
f(z) = 124/33*z^3 - 190/33*z + 1
*
0 | 0.12775050993435469724630935146841289576 | 0.024250939580550488879389412787777206096
f(z) = 124/35*z^3 - 194/35*z + 1
*
0 | 0.12770620608817378693555856170857775010 | 0.024148970796469306845453203819940480903
f(z) = 124/37*z^3 - 198/37*z + 1
*
-3/2 | 0.20385691000734542202151562522391775364 | 0.023734258596221549209493752534971131168
f(z) = 125/27*z^3 - 199/20*z + 1
*
[ -7/5 ] 
f(z) = 125/28*z^3 - 197/28*z + 1
*
0 | 0.10238705779617157688324719355614903009 | 0.019695511448862074543517353672510488141
f(z) = 125/28*z^3 - 181/28*z + 1
*
0 | 0.12803621873482677515305514506415593283 | 0.024577513977072712302316832702651875708
f(z) = 125/29*z^3 - 183/29*z + 1
*
0 | 0.12799279148699472157069773929882197633 | 0.024467622613417556795110147907294365481
f(z) = 125/31*z^3 - 187/31*z + 1
*
0 | 0.10229889860215826722527990158130886736 | 0.019516183880727459256053189713643293629
f(z) = 125/32*z^3 - 189/32*z + 1
*
[ -4/3 ] 
f(z) = 125/32*z^3 - 187/36*z + 1
*
0 | 0.10760556166096105021340915290985013558 | 0.020487425709095380355276362734308339951
f(z) = 125/33*z^3 - 191/33*z + 1
*
0 | 0.11509193548183966691126745244083023501 | 0.021869411147265192715260784353540527126
f(z) = 125/34*z^3 - 193/34*z + 1
*
0 | 0.088649573138151765566112645672618108676 | 0.016779510632145866696397740041809289179
f(z) = 125/36*z^3 - 197/36*z + 1
*
1/5 | 0.12074481623999907343089666423647712681 | 0.023129614203680732928884960333509652750
f(z) = 125/36*z^3 - 185/36*z + 1
*
0 | 0.12786151780273778838760155973714500839 | 0.024155328672082051335127502592573559350
f(z) = 125/37*z^3 - 199/37*z + 1
*
0 | 0.12818876455418639008999431194826967041 | 0.024581082205499710919248327145505053127
f(z) = 126/29*z^3 - 184/29*z + 1
*
0 | 0.12814570124709715558620680134053835174 | 0.024471903280265310596003214953717125735
f(z) = 126/31*z^3 - 188/31*z + 1
*
0 | 0.12801553636263743245838866719794126960 | 0.024161545544796649562551663335381308695
f(z) = 126/37*z^3 - 200/37*z + 1
*
0 | 0.11481949694203123664697806451298657260 | 0.022087056364841834300033280719378052866
f(z) = 127/27*z^3 - 181/27*z + 1
*
0 | 0.10269054344871439753667601857011759953 | 0.019712221212586135660698722194668532899
f(z) = 127/28*z^3 - 183/28*z + 1
*
0 | 0.12834006325305948585333184053895280985 | 0.024584543190814757528234060115247203212
f(z) = 127/29*z^3 - 185/29*z + 1
*
0 | 0.095139685117648788707309283024069890263 | 0.018187289174441828230306114892778764466
f(z) = 127/30*z^3 - 187/30*z + 1
*
0 | 0.12829735783129633775701630859013024923 | 0.024476068276987710901436098719903419518
f(z) = 127/31*z^3 - 189/31*z + 1
*
0 | 0.10260382792782547225766794366473706192 | 0.019535126899511932982754085435776615200
f(z) = 127/32*z^3 - 191/32*z + 1
*
[ -4/3 ] 
f(z) = 127/32*z^3 - 191/36*z + 1
*
0 | 0.10791085536105382727035354605683672806 | 0.020504884666887264121206055301212535903
f(z) = 127/33*z^3 - 193/33*z + 1
*
0 | 0.11539759496018563624912532986930444430 | 0.021884620637369727492539613522727306557
f(z) = 127/34*z^3 - 195/34*z + 1
*
0 | 0.12821146941082441110919468224086929692 | 0.024267750401790882864714733923849684561
f(z) = 127/35*z^3 - 197/35*z + 1
*
0 | 0.088955968428120331247814765576972978022 | 0.016805374217750692194981188427248059829
f(z) = 127/36*z^3 - 199/36*z + 1
*
[ 1/8 ] 
f(z) = 128/27*z^3 - 191/27*z + 1
*
0 | 0.11496921940043386689740615410100183872 | 0.022092442672285380562061183722523706933
f(z) = 128/27*z^3 - 182/27*z + 1
*
0 | 0.12849013507060392293668996390460882068 | 0.024587899699949309467020097731185350915
f(z) = 128/29*z^3 - 186/29*z + 1
*
0 | 0.12844778162877688650134832481528367453 | 0.024480120514462958300425621300134389326
f(z) = 128/31*z^3 - 190/31*z + 1
*
0 | 0.10806163379914601106303986069301458080 | 0.020513390933509934762044744223476055375
f(z) = 128/33*z^3 - 194/33*z + 1
*
[ -11/8 ] 
f(z) = 128/33*z^3 - 185/33*z + 1
*
0 | 0.12836260519090636027300166980734283664 | 0.024273094464756603048073768757682863123
f(z) = 128/35*z^3 - 198/35*z + 1
*
[ 5/4 ] 
f(z) = 128/35*z^3 - 193/35*z + 1
*
0 | 0.11586631952037633988223553949904894574 | 0.022288426601671651937695989405033233067
f(z) = 129/26*z^3 - 181/26*z + 1
*
0 | 0.10298913279883717500957593852455684094 | 0.019728374128078128405633034876037335234
f(z) = 129/28*z^3 - 185/28*z + 1
*
0 | 0.12863899975693754419255742008295530437 | 0.024591154414661512077731542549001577037
f(z) = 129/29*z^3 - 187/29*z + 1
*
0 | 0.12859699253476349079918024164863146303 | 0.024484062815174100274061071916391449718
f(z) = 129/31*z^3 - 191/31*z + 1
*
0 | 0.10290381369673674721366247409002573501 | 0.019553462203358397995269178104769763237
f(z) = 129/32*z^3 - 193/32*z + 1
*
0 | 0.11569828684106234357125615972920925317 | 0.021899266577913979040455564304626408217
f(z) = 129/34*z^3 - 197/34*z + 1
*
0 | 0.12851251635843985144104693422506766906 | 0.024278313948248523843591404259087860257
f(z) = 129/35*z^3 - 199/35*z + 1
*
0 | 0.11526507914774331212608051357485359823 | 0.022102876143692248827590276512990636446
f(z) = 130/27*z^3 - 184/27*z + 1
*
0 | 0.12878667658877834234680513860527124966 | 0.024594309934675127094033175009881793667
f(z) = 130/29*z^3 - 188/29*z + 1
*
0 | 0.12874500996636128796876487967612940269 | 0.024487897916437952170176898801106283142
f(z) = 130/31*z^3 - 192/31*z + 1
*
0 | 0.10835852046412479226893677039204978764 | 0.020529777668740925472158297769011302127
f(z) = 130/33*z^3 - 196/33*z + 1
*
0 | 0.12901540794967362463803988692502031764 | 0.024817828532693915629825455057427535032
f(z) = 131/25*z^3 - 181/25*z + 1
*
0 | 0.11615949978605144290962149765109570503 | 0.022297688558533613477892837044604853329
f(z) = 131/26*z^3 - 183/26*z + 1
*
0 | 0.11541125425964540860243648353518850007 | 0.022107928678963911256160450982878454374
f(z) = 131/27*z^3 - 185/27*z + 1
*
0 | 0.10328298141993488881587178046274397447 | 0.019743994817304694813189870240433905113
f(z) = 131/28*z^3 - 187/28*z + 1
*
0 | 0.12893318438446392537746400536558192996 | 0.024597368780682537342768679868973428277
f(z) = 131/29*z^3 - 189/29*z + 1
*
0 | 0.095733491934508787150537869905908969836 | 0.018227057910447167557047649580247050530
f(z) = 131/30*z^3 - 191/30*z + 1
*
0 | 0.12889185287776583348150525221498396696 | 0.024491628473495030054473113384509360399
f(z) = 131/31*z^3 - 193/31*z + 1
*
[ -4/3 ] 
f(z) = 131/32*z^3 - 199/36*z + 1
*
0 | 0.10319901376713140945203073124989504589 | 0.019571216083173849371470379478657376893
f(z) = 131/32*z^3 - 195/32*z + 1
*
0 | 0.10850570095926831154490732620018630738 | 0.020537860459374586240078764737266858482
f(z) = 131/33*z^3 - 197/33*z + 1
*
0 | 0.11599417015210494161901004678807337558 | 0.021913374346081087989029641246801153356
f(z) = 131/34*z^3 - 199/34*z + 1
*
0 | 0.12916011264204595406391166118438188990 | 0.024819359468309603779044733883116589347
f(z) = 132/25*z^3 - 182/25*z + 1
*
0 | 0.12907854151837962708691641553265376394 | 0.024600333397218615702630171953940028959
f(z) = 132/29*z^3 - 190/29*z + 1
*
0 | 0.12903753977487255510752551134953688208 | 0.024495257062467409583553209306138360652
f(z) = 132/31*z^3 - 194/31*z + 1
*
0 | 0.070841787404838951660936355963659205785 | 0.013627359403836975793391914310866056217
f(z) = 133/24*z^3 - 181/24*z + 1
*
0 | 0.12930369489735853840527740120666547381 | 0.024820815547581819246579870400733453931
f(z) = 133/25*z^3 - 183/25*z + 1
*
0 | 0.11644810865545066058532255098005821532 | 0.022306546250360913738757001495159541714
f(z) = 133/26*z^3 - 185/26*z + 1
*
0 | 0.11570018619784729104778890788220923234 | 0.022117718187892771700025629803106686426
f(z) = 133/27*z^3 - 187/27*z + 1
*
0 | 0.12922276593482300292478539194528809798 | 0.024603206155411861499541381233754279418
f(z) = 133/29*z^3 - 191/29*z + 1
*
0 | 0.096023400045069805923981645213008137926 | 0.018246067429071164454654441744616795104
f(z) = 133/30*z^3 - 193/30*z + 1
*
0 | 0.12918208872931394169544916495057634602 | 0.024498786183191034003606669591761755057
f(z) = 133/31*z^3 - 195/31*z + 1
*
0 | 0.10348957854908392776724553279854754114 | 0.019588413368606690200904942609512004944
f(z) = 133/32*z^3 - 197/32*z + 1
*
0 | 0.10879762948618082914138456897766781858 | 0.020553819039099748537535014004450162770
f(z) = 133/33*z^3 - 199/33*z + 1
*
0 | 0.12944617200189394203519203489644176160 | 0.024822198780305622841553967890011561299
f(z) = 134/25*z^3 - 184/25*z + 1
*
0 | 0.11584297824902218999202022174064569488 | 0.022122460073331310575693394573199130517
f(z) = 134/27*z^3 - 188/27*z + 1
*
0 | 0.12936587516133094373555641987132276665 | 0.024605989355618847183586245282639908228
f(z) = 134/29*z^3 - 192/29*z + 1
*
0 | 0.12932551739195117725983490900641134171 | 0.024502218261928628140595148611986892284
f(z) = 134/31*z^3 - 196/31*z + 1
*
0 | 0.10894137987847267518465784991595596625 | 0.020561505161298073931312124664563566784
f(z) = 134/33*z^3 - 200/33*z + 1
*
0 | 0.12962719461757867742238815446881165282 | 0.024935513829852983874052173427870518813
f(z) = 135/23*z^3 - 181/23*z + 1
*
0 | 0.11673228656526812117960240399022686660 | 0.022315018692052714335020708247960336297
f(z) = 135/26*z^3 - 187/26*z + 1
*
0 | 0.12950788632149422567554513603081635107 | 0.024608685229947680507621711108693869618
f(z) = 135/29*z^3 - 193/29*z + 1
*
0 | 0.12946784300584548664976055411295024053 | 0.024505555653969032069262411816134496363
f(z) = 135/31*z^3 - 197/31*z + 1
*
0 | 0.10377565146617700278202427340422299878 | 0.019605077527644244582015811038849083473
f(z) = 135/32*z^3 - 199/32*z + 1
*
0 | 0.12976720849532130994023259356889751141 | 0.024936018782907136498041113326045775728
f(z) = 136/23*z^3 - 182/23*z + 1
*
0 | 0.12972787793354621290891396476151437251 | 0.024824754438654582499546742437201254279
f(z) = 136/25*z^3 - 186/25*z + 1
*
0 | 0.11612529955700589398736737776992363331 | 0.022131649857133354283730818437532768988
f(z) = 136/27*z^3 - 190/27*z + 1
*
0 | 0.12964881614728298666465060796199334202 | 0.024611295944675870927876498290052545841
f(z) = 136/29*z^3 - 194/29*z + 1
*
0 | 0.12960908241873310332135074872203106838 | 0.024508800646118446419282410285666985473
f(z) = 136/31*z^3 - 198/31*z + 1
*
0 | 0.11709023179117365898295415840983916609 | 0.022523862394639547201118382898755986462
f(z) = 137/22*z^3 - 181/22*z + 1
*
0 | 0.12990617135675774155117582196080506391 | 0.024936465429685948297611565525578372425
f(z) = 137/23*z^3 - 183/23*z + 1
*
0 | 0.078164966811787369088814978263718210489 | 0.014973110920195675145686082813944776562
f(z) = 137/24*z^3 - 185/24*z + 1
*
0 | 0.12986713939866673811438320298181420746 | 0.024825930583860549283867274839674595314
f(z) = 137/25*z^3 - 187/25*z + 1
*
0 | 0.11701216757559012262070143820552346797 | 0.022323123805748705787876916054177918226
f(z) = 137/26*z^3 - 189/26*z + 1
*
0 | 0.11626486167330346118197058379505862666 | 0.022136102254779881491812674052490962725
f(z) = 137/27*z^3 - 191/27*z + 1
*
0 | 0.10413753176468555659378167119751942678 | 0.019787889468438490818507845846259392229
f(z) = 137/28*z^3 - 193/28*z + 1
*
0 | 0.12978868099090537249259464681740013417 | 0.024613823602567692107975861081409691919
f(z) = 137/29*z^3 - 195/29*z + 1
*
0 | 0.096589938157092253805480456671168188701 | 0.018282455706126048451836023726461766493
f(z) = 137/30*z^3 - 197/30*z + 1
*
0 | 0.12974925209502649655661772878186781525 | 0.024511955459088779511005221405931860688
f(z) = 137/31*z^3 - 199/31*z + 1
*
0 | 0.13000536101175000058607015479570398527 | 0.024827041325879745778204444985800298743
f(z) = 138/25*z^3 - 188/25*z + 1
*
0 | 0.12992749683622042361657008840536898725 | 0.024616270245095853877365253170118430689
f(z) = 138/29*z^3 - 196/29*z + 1
*
0 | 0.12988836812736329924185828663344453981 | 0.024515022249788003337283066928564785811
f(z) = 138/31*z^3 - 200/31*z + 1
*
0 | 0.10987569011767639142261657069227826175 | 0.021136049411366468721680844056245714392
f(z) = 139/21*z^3 - 181/21*z + 1
*
0 | 0.11736477634987164946542722113751069496 | 0.022529050448834984187161638967464351426
f(z) = 139/22*z^3 - 183/22*z + 1
*
0 | 0.13018100634952228227314824187433009233 | 0.024937190243649546889214681816974680147
f(z) = 139/23*z^3 - 185/23*z + 1
*
0 | 0.081293584363710050737204505089806519060 | 0.015540412237242183522455638653235675481
f(z) = 139/24*z^3 - 187/24*z + 1
*
0 | 0.13014255819275456899311063234402212546 | 0.024828088387106900985845104539502062790
f(z) = 139/25*z^3 - 189/25*z + 1
*
0 | 0.11728787975036384495664953997304357330 | 0.022330878496168527906225661927951808461
f(z) = 139/26*z^3 - 191/26*z + 1
*
0 | 0.11654086822450268297920673961423686402 | 0.022144732834587342458909944977084081031
f(z) = 139/27*z^3 - 193/27*z + 1
*
0 | 0.10441383369492154280032524040046695731 | 0.019801601068853807311906302961006101092
f(z) = 139/28*z^3 - 195/28*z + 1
*
0 | 0.13006527930972517170649056869612538100 | 0.024618637854572035522542006898894934203
f(z) = 139/29*z^3 - 197/29*z + 1
*
0 | 0.096866833881043559473330984468881021113 | 0.018299878259152648571829892735042309503
f(z) = 139/30*z^3 - 199/30*z + 1
*
[ 1/4 ] 
f(z) = 120/29*z^3 - 189/58*z + 1
*
[ 2/11 ] 
f(z) = 121/21*z^3 - 197/42*z + 1
*
[ 3/14 ] 
f(z) = 124/27*z^3 - 190/49*z + 1
*
[ -6/5 ] 
f(z) = 125/28*z^3 - 193/42*z + 1
*
-15/16 | 0.13163284302321495058468088822364674149 | 0.023738256230963449339594433627830864146
f(z) = 128/21*z^3 - 197/42*z + 1
*
3/4 | 0.058214498128682621253615561927799217063 | 0.010498220969761282253876426917500601101
f(z) = 128/21*z^3 - 193/42*z + 1
*
[ 3/16 ] 
f(z) = 128/21*z^3 - 191/42*z + 1
*
[ 5/24 ] 
f(z) = 128/25*z^3 - 181/45*z + 1
*
[ -8/7 ] 
f(z) = 133/32*z^3 - 199/56*z + 1
*
2/9 | 0.13027658875312977355270987174975640030 | 0.021698707403554499923920706419524902176
f(z) = 135/28*z^3 - 199/42*z + 1
*
[ 3/14 ] 
f(z) = 136/27*z^3 - 191/49*z + 1
*
[ 1/4 ] 
f(z) = 136/29*z^3 - 191/58*z + 1
*
[ 3/11 ] 
f(z) = 121/20*z^3 - 187/60*z + 1
*
4/11 | 0.13746615957103865491350041445645374816 | 0.025044219196724507788364642003046713374
f(z) = 121/30*z^3 - 197/60*z + 1
*
[ 2/3 ] 
f(z) = 123/22*z^3 - 197/66*z + 1
*
[ 1/3 ] 
f(z) = 123/25*z^3 - 191/75*z + 1
*
[ 1/3 ] 
f(z) = 123/26*z^3 - 197/78*z + 1
*
[ 3/5 ] 
f(z) = 125/23*z^3 - 181/69*z + 1
*
[ 3/5 ] 
f(z) = 125/26*z^3 - 187/78*z + 1
*
14/25 | 0.11776768363883528906871990430676541579 | 0.018293294001743197713576309857844377457
f(z) = 125/28*z^3 - 193/70*z + 1
*
5/8 | 0.13329655586687799712339041572889963709 | 0.024038285014590443403476505485100473928
f(z) = 128/33*z^3 - 199/66*z + 1
*
[ 13/16 ] 
f(z) = 128/39*z^3 - 187/78*z + 1
*
[ 1/3 ] 
f(z) = 129/23*z^3 - 181/69*z + 1
*
[ 1/3 ] 
f(z) = 129/25*z^3 - 193/75*z + 1
*
[ 1/3 ] 
f(z) = 129/26*z^3 - 199/78*z + 1
*
[ 3/5 ] 
f(z) = 131/27*z^3 - 181/75*z + 1
*
[ 1/3 ] 
f(z) = 132/23*z^3 - 182/69*z + 1
*
[ 1/3 ] 
f(z) = 132/25*z^3 - 194/75*z + 1
*
[ 3/5 ] 
f(z) = 134/27*z^3 - 184/75*z + 1
*
[ 12/17 ] 
f(z) = 136/27*z^3 - 199/68*z + 1
*
[ 2/5 ] 
f(z) = 137/24*z^3 - 181/75*z + 1
*
[ 3/5 ] 
f(z) = 137/27*z^3 - 187/75*z + 1
*
[ 1/3 ] 
f(z) = 138/25*z^3 - 196/75*z + 1
*
[ 2/5 ] 
f(z) = 139/24*z^3 - 182/75*z + 1
*
-9/11 | 0.15810470948359579897806451186821440540 | 0.026822854482308995350808207096539675308
f(z) = 121/28*z^3 - 187/84*z + 1
*
3/100 | 0.26479385012296077722431565708382605634 | 0.028749626987579641500583554729231580833
f(z) = 125/27*z^3 - 187/80*z + 1
*
[ 3/5 ] 
f(z) = 125/28*z^3 - 191/84*z + 1
*
[ 3/5 ] 
f(z) = 125/29*z^3 - 193/87*z + 1
*
[ 3/5 ] 
f(z) = 125/31*z^3 - 197/93*z + 1
*
[ 3/5 ] 
f(z) = 125/32*z^3 - 199/96*z + 1
*
[ 18/25 ] 
f(z) = 125/36*z^3 - 197/90*z + 1
*
[ 3/8 ] 
f(z) = 128/29*z^3 - 199/87*z + 1
*
[ 15/34 ] 
f(z) = 136/27*z^3 - 191/85*z + 1
*
[ 6/11 ] 
f(z) = 121/34*z^3 - 193/102*z + 1
*
18/11 | 0.16355828139662778753974674869325251951 | 0.028145639831197186239080012032654734413
f(z) = 121/20*z^3 - 167/10*z + 1
*
[ 2/25 ] 
f(z) = 125/24*z^3 - 173/15*z + 1
*
[ 5/2 ] 
f(z) = 132/25*z^3 - 162/5*z + 1
*
[ 5/2 ] 
f(z) = 136/25*z^3 - 167/5*z + 1
*
[ -5/2 ] 
f(z) = 136/25*z^3 - 163/5*z + 1
*
0 | 0.12738901129255898440754962536480979908 | 0.024919662676563899356923086392261154872
f(z) = 120/23*z^3 - 166/23*z + 1
*
0 | 0.12725403811583660810134008328096658784 | 0.024557960957026773618735075423501386250
f(z) = 120/29*z^3 - 178/29*z + 1
*
3/11 | 0.11647406154446400586384669999681002102 | 0.022704943706907207104424412082762969174
f(z) = 121/20*z^3 - 169/20*z + 1
*
0 | 0.10194245778652329663966471865602480017 | 0.020061866851022590867345753992289317322
f(z) = 121/20*z^3 - 161/20*z + 1
*
0 | 0.10724653180829053870366322043557120715 | 0.021054533021918612047417042000896682776
f(z) = 121/21*z^3 - 163/21*z + 1
*
0 | 0.12754694329835732853870572171890856466 | 0.024921277354598579362592631576295117919
f(z) = 121/23*z^3 - 167/23*z + 1
*
-14/11 | 0.18075428514025022817145346221136212851 | 0.024931881606893988875165617812925513102
f(z) = 121/24*z^3 - 176/21*z + 1
*
[ 14/11 ] 
f(z) = 121/24*z^3 - 167/21*z + 1
*
0 | 0.12750251391404906875138864742685744716 | 0.024797910737040872776731174572857099974
f(z) = 121/25*z^3 - 171/25*z + 1
*
0 | 0.11464482858440723775998797487858041804 | 0.022246912770628906303745030506529982926
f(z) = 121/26*z^3 - 173/26*z + 1
*
[ 13/11 ] 
f(z) = 121/26*z^3 - 165/26*z + 1
*
0 | 0.11389479921540793257675522144665550186 | 0.022052181792324278519220191661340253402
f(z) = 121/27*z^3 - 175/27*z + 1
*
0 | 0.10176473580562345192753388931033487153 | 0.019660315304484277245921473370360150678
f(z) = 121/28*z^3 - 177/28*z + 1
*
0 | 0.12741314142116588178887444775498755353 | 0.024562110124468593479728281739208122389
f(z) = 121/29*z^3 - 179/29*z + 1
*
[ -15/11 ] 
f(z) = 121/30*z^3 - 173/30*z + 1
*
[ -4/3 ] 
f(z) = 121/32*z^3 - 179/36*z + 1
*
1/11 | 0.096260656680879512202669258496571793664 | 0.018617339648136601092796543968904828157
f(z) = 121/35*z^3 - 176/35*z + 1
*
[ 2/11 ] 
f(z) = 121/38*z^3 - 175/38*z + 1
*
[ 13/11 ] 
f(z) = 121/39*z^3 - 163/39*z + 1
*
0 | 0.10740274993126572084595989768412877699 | 0.021059914303890487501677921088211960179
f(z) = 122/21*z^3 - 164/21*z + 1
*
0 | 0.12770353922846038851607142685687322528 | 0.024922801905280537925095660452267642789
f(z) = 122/23*z^3 - 168/23*z + 1
*
0 | 0.12765949057157978955371622701638691754 | 0.024800316182292858259503835980427641099
f(z) = 122/25*z^3 - 172/25*z + 1
*
0 | 0.11405215956672997423460896171882603522 | 0.022058314013964646312186707794594763245
f(z) = 122/27*z^3 - 176/27*z + 1
*
0 | 0.12757088847969193953152271054403846547 | 0.024566136816219243114632044939712588344
f(z) = 122/29*z^3 - 180/29*z + 1
*
0 | 0.10225321430841295945607190562392487999 | 0.020074249870403501682517236621179399657
f(z) = 123/20*z^3 - 163/20*z + 1
*
0 | 0.11504519068510931129314886297324559803 | 0.022478571663372939566292285136845846380
f(z) = 123/22*z^3 - 167/22*z + 1
*
0 | 0.12785882150881385228384832293856586262 | 0.024924238979001203817896214136890271209
f(z) = 123/23*z^3 - 169/23*z + 1
*
0 | 0.12781514710522536837836031935054035509 | 0.024802622704621427049653759246527193620
f(z) = 123/25*z^3 - 173/25*z + 1
*
0 | 0.11495784145622438196238131255772002856 | 0.022258006824800675983174884331797709183
f(z) = 123/26*z^3 - 175/26*z + 1
*
0 | 0.10207851247677738430687218106975692303 | 0.019678218720851980972222341620755250498
f(z) = 123/28*z^3 - 179/28*z + 1
*
0 | 0.10771231974594312361078625088499222724 | 0.021070535417020555447856933675876115022
f(z) = 124/21*z^3 - 166/21*z + 1
*
0 | 0.12801281200519128333188420757911499221 | 0.024925591137240045689494708510539772810
f(z) = 124/23*z^3 - 170/23*z + 1
*
0 | 0.12796950554461095107690751118051364896 | 0.024804833079438870799895777410140492797
f(z) = 124/25*z^3 - 174/25*z + 1
*
0 | 0.11436292244134810492691979808919413874 | 0.022070185165279960725565069860172288963
f(z) = 124/27*z^3 - 178/27*z + 1
*
0 | 0.10786468069389344695033080623855562293 | 0.021075578566000441257371334210872308911
f(z) = 125/21*z^3 - 167/21*z + 1
*
0 | 0.11535153840935054845127058873262395075 | 0.022486123960652179834185228949524717486
f(z) = 125/22*z^3 - 169/22*z + 1
*
0 | 0.12816553204170473766831371976102121420 | 0.024926860856077181590858744110056759784
f(z) = 125/23*z^3 - 171/23*z + 1
*
[ 2/15 ] 
f(z) = 125/24*z^3 - 178/27*z + 1
*
0 | 0.069660993812609787384645215417776792975 | 0.013517766758432130685818938790018810721
f(z) = 125/24*z^3 - 173/24*z + 1
*
0 | 0.11526564866978566856511764500863848366 | 0.022268607869747631252919554547036478806
f(z) = 125/26*z^3 - 177/26*z + 1
*
0 | 0.11451636880409420069649633043298960590 | 0.022075930553527385416505363913641504467
f(z) = 125/27*z^3 - 179/27*z + 1
*
1/5 | 0.13267979311043564224264020381330624860 | 0.025985352524549714793538763400016446525
f(z) = 125/32*z^3 - 165/32*z + 1
*
1/5 | 0.15287085119661443430723079529831728222 | 0.029765741991310621133711665319490485258
f(z) = 125/33*z^3 - 170/33*z + 1
*
[ 1/5 ] 
f(z) = 125/39*z^3 - 161/39*z + 1
*
0 | 0.12831700241855671651808509830795239922 | 0.024928050529544447436535121464464351043
f(z) = 126/23*z^3 - 172/23*z + 1
*
0 | 0.12827441354134319181581703486165960723 | 0.024808976038692231785357729124944976700
f(z) = 126/25*z^3 - 176/25*z + 1
*
0 | 0.10285950300007575003948409984738512982 | 0.020097621601364289338719044405982428442
f(z) = 127/20*z^3 - 167/20*z + 1
*
0 | 0.10816569155145607378908562307500040441 | 0.021085346429316021355270461620135542101
f(z) = 127/21*z^3 - 169/21*z + 1
*
0 | 0.11565289888618630214409407566623821014 | 0.022493284053936225989326009776846018672
f(z) = 127/22*z^3 - 171/22*z + 1
*
0 | 0.12846724342907048081319606212847278570 | 0.024929162472823436462722290779432197239
f(z) = 127/23*z^3 - 173/23*z + 1
*
0 | 0.079576895764012754366126162795121509758 | 0.015407588265184368378521920866132275735
f(z) = 127/24*z^3 - 175/24*z + 1
*
0 | 0.12842500449338715516080354934488437813 | 0.024810913734817347014844245459979239200
f(z) = 127/25*z^3 - 177/25*z + 1
*
0 | 0.11556842063397389501226883616074442398 | 0.022278740190068228960063193984972826316
f(z) = 127/26*z^3 - 179/26*z + 1
*
0 | 0.12861627487603366141306727974362646892 | 0.024930198925298515213663406246682372977
f(z) = 128/23*z^3 - 174/23*z + 1
*
[ 1/8 ] 
f(z) = 128/23*z^3 - 163/23*z + 1
*
0 | 0.12857438017436221702667386661138069654 | 0.024812765513355874686427266960766601310
f(z) = 128/25*z^3 - 178/25*z + 1
*
[ 1/8 ] 
f(z) = 128/25*z^3 - 177/25*z + 1
*
1/4 | 0.14454846944574540691973866873013616118 | 0.028343579482220951395279608735308212781
f(z) = 128/39*z^3 - 164/39*z + 1
*
0 | 0.10315536056919038746203517317139742553 | 0.020108654439727525191242314029154864453
f(z) = 129/20*z^3 - 169/20*z + 1
*
0 | 0.11594943195593835541699355514548347149 | 0.022500072008294412316303487903364971071
f(z) = 129/22*z^3 - 173/22*z + 1
*
0 | 0.12876411608738814094597006957597230404 | 0.024931162053472348678752538739725310839
f(z) = 129/23*z^3 - 175/23*z + 1
*
0 | 0.12872256005079914743715816069280439212 | 0.024814533730239138098122808707481836077
f(z) = 129/25*z^3 - 179/25*z + 1
*
0 | 0.10860822526003131507306176076381599703 | 0.021099240756692377553734751234336944005
f(z) = 130/21*z^3 - 172/21*z + 1
*
0 | 0.12891078593129734960032371944116693788 | 0.024932053953751025453039408250147799656
f(z) = 130/23*z^3 - 176/23*z + 1
*
0 | 0.10344656439483128421152987540299813959 | 0.020119279151200481721318566807215799512
f(z) = 131/20*z^3 - 171/20*z + 1
*
0 | 0.10875341656185911328089276822523393030 | 0.021103679962138417602013516754046348552
f(z) = 131/21*z^3 - 173/21*z + 1
*
0 | 0.11624128989304145340552994218566108242 | 0.022506506654860832157935934055920513293
f(z) = 131/22*z^3 - 175/22*z + 1
*
0 | 0.12905630283062039928068128221365183359 | 0.024932876655105460937196987093969738310
f(z) = 131/23*z^3 - 177/23*z + 1
*
0 | 0.080166625976111094574642528733338285801 | 0.015454147614362364311593375630165942928
f(z) = 131/24*z^3 - 179/24*z + 1
*
0 | 0.12920068477682087013194823518226481029 | 0.024933632121615370543629689009340352897
f(z) = 132/23*z^3 - 178/23*z + 1
*
[ 5/4 ] 
f(z) = 132/25*z^3 - 161/20*z + 1
*
0 | 0.10373325865528658142757551667095621440 | 0.020129514651576018079684768446657968103
f(z) = 133/20*z^3 - 173/20*z + 1
*
0 | 0.11652861787629786835313878374505604881 | 0.022512605681202786185292595355706254565
f(z) = 133/22*z^3 - 177/22*z + 1
*
0 | 0.12934394934333655301421138515441751639 | 0.024934322254901743712138512451132928257
f(z) = 133/23*z^3 - 179/23*z + 1
*
0 | 0.10918228090230240571284704503303388470 | 0.021116452735774646840801504976001036171
f(z) = 134/21*z^3 - 176/21*z + 1
*
0 | 0.12948611369843503414597120242778147720 | 0.024934948896453411490929384020648345605
f(z) = 134/23*z^3 - 180/23*z + 1
*
0 | 0.11681155442314229382157143386247579873 | 0.022518385713979075926218799914607060971
f(z) = 135/22*z^3 - 179/22*z + 1
*
4/3 | 0.17486911872299677379579167344042347092 | 0.024420176191789495131149024052749616026
f(z) = 135/32*z^3 - 161/20*z + 1
*
0 | 0.10946276874704334341729156659660835892 | 0.021124535149846847703087548472056342389
f(z) = 136/21*z^3 - 178/21*z + 1
*
0 | 0.10429366259117907604047543221459516410 | 0.020148888262418807628181298328787774731
f(z) = 137/20*z^3 - 177/20*z + 1
*
0 | 0.10960143502416504656914299426541698654 | 0.021128452582177121198173874131682513199
f(z) = 137/21*z^3 - 179/21*z + 1
*
0 | 0.10456762918182198403090619930729688128 | 0.020158059010009184232055392969889081285
f(z) = 139/20*z^3 - 179/20*z + 1
*
[ 5/6 ] 
f(z) = 124/25*z^3 - 164/45*z + 1
*
[ 4/5 ] 
f(z) = 125/22*z^3 - 171/44*z + 1
*
-4/5 | 0.16986538748752644870585259995674845293 | 0.026385824854626337224570009273810907010
f(z) = 125/22*z^3 - 167/55*z + 1
*
[ 4/5 ] 
f(z) = 125/26*z^3 - 173/52*z + 1
*
-7/8 | 0.16344406184343494350104289279661580524 | 0.029474992185534079960090124505390100206
f(z) = 128/21*z^3 - 169/42*z + 1
*
[ 5/6 ] 
f(z) = 128/25*z^3 - 169/45*z + 1
*
[ 3/4 ] 
f(z) = 136/21*z^3 - 167/42*z + 1
*
[ 5/6 ] 
f(z) = 136/25*z^3 - 179/45*z + 1
*
[ 1/4 ] 
f(z) = 136/25*z^3 - 167/50*z + 1
*
[ 1/4 ] 
f(z) = 136/27*z^3 - 179/54*z + 1
*
[ 1/3 ] 
f(z) = 120/23*z^3 - 178/69*z + 1
*
[ 2/5 ] 
f(z) = 121/24*z^3 - 173/75*z + 1
*
[ 15/22 ] 
f(z) = 121/25*z^3 - 163/60*z + 1
*
[ 6/11 ] 
f(z) = 121/26*z^3 - 173/78*z + 1
*
[ -12/11 ] 
f(z) = 121/30*z^3 - 173/60*z + 1
*
8/11 | 0.12298652845480898678658639351730188305 | 0.022406253193352084987988048351038488229
f(z) = 121/35*z^3 - 163/70*z + 1
*
[ 4/11 ] 
f(z) = 121/38*z^3 - 165/76*z + 1
*
[ 3/5 ] 
f(z) = 122/27*z^3 - 172/75*z + 1
*
[ 1/3 ] 
f(z) = 123/20*z^3 - 161/60*z + 1
*
[ 1/3 ] 
f(z) = 123/22*z^3 - 173/66*z + 1
*
[ 1/3 ] 
f(z) = 123/23*z^3 - 179/69*z + 1
*
[ 3/5 ] 
f(z) = 125/22*z^3 - 179/66*z + 1
*
[ 2/3 ] 
f(z) = 125/32*z^3 - 161/72*z + 1
*
[ 4/5 ] 
f(z) = 125/34*z^3 - 177/68*z + 1
*
3/5 | 0.13200465200413148685909308924975605356 | 0.020504775453637841861180557470593191949
f(z) = 125/36*z^3 - 163/60*z + 1
*
[ 4/5 ] 
f(z) = 125/38*z^3 - 179/76*z + 1
*
[ 5/14 ] 
f(z) = 126/25*z^3 - 171/70*z + 1
*
[ 2/5 ] 
f(z) = 127/24*z^3 - 176/75*z + 1
*
[ 2/3 ] 
f(z) = 127/32*z^3 - 163/72*z + 1
*
[ 3/8 ] 
f(z) = 128/23*z^3 - 169/69*z + 1
*
[ 3/8 ] 
f(z) = 128/25*z^3 - 179/75*z + 1
*
[ 3/5 ] 
f(z) = 128/27*z^3 - 178/75*z + 1
*
1/8 | 0.13321743766077480883673361820079730633 | 0.024024017084141805821048061107095530858
f(z) = 128/33*z^3 - 169/66*z + 1
*
[ 5/16 ] 
f(z) = 128/35*z^3 - 179/70*z + 1
*
[ 1/3 ] 
f(z) = 129/20*z^3 - 163/60*z + 1
*
[ 1/3 ] 
f(z) = 129/22*z^3 - 175/66*z + 1
*
3/5 | 0.26040551607238193209650840568693032567 | 0.028799797667598794548588340172982603530
f(z) = 130/27*z^3 - 161/65*z + 1
*
[ 2/5 ] 
f(z) = 131/24*z^3 - 178/75*z + 1
*
[ 2/3 ] 
f(z) = 131/32*z^3 - 167/72*z + 1
*
[ 2/5 ] 
f(z) = 133/24*z^3 - 179/75*z + 1
*
[ 2/3 ] 
f(z) = 133/32*z^3 - 169/72*z + 1
*
[ 3/4 ] 
f(z) = 136/33*z^3 - 175/66*z + 1
*
[ 3/4 ] 
f(z) = 136/39*z^3 - 179/78*z + 1
*
[ 2/3 ] 
f(z) = 137/32*z^3 - 173/72*z + 1
*
[ 2/3 ] 
f(z) = 139/32*z^3 - 175/72*z + 1
*
[ 16/25 ] 
f(z) = 125/32*z^3 - 173/80*z + 1
*
[ 3/7 ] 
f(z) = 133/36*z^3 - 169/84*z + 1
*
-18/11 | 0.13932139372791014829246689875536283079 | 0.024232365759200407224404429859700368152
f(z) = 121/20*z^3 - 157/10*z + 1
*
[ -24/11 ] 
f(z) = 121/27*z^3 - 159/8*z + 1
*
[ 18/11 ] 
f(z) = 121/36*z^3 - 155/18*z + 1
*
[ 5/2 ] 
f(z) = 124/25*z^3 - 152/5*z + 1
*
[ -5/2 ] 
f(z) = 124/25*z^3 - 148/5*z + 1
*
6/25 | 0.21249345726233528903141180699805019237 | 0.029914658999252456883410839815112040183
f(z) = 125/24*z^3 - 152/15*z + 1
*
[ 5/2 ] 
f(z) = 128/25*z^3 - 157/5*z + 1
*
[ -5/2 ] 
f(z) = 128/25*z^3 - 153/5*z + 1
*
21/16 | 0.22808904040629692202865510434078901086 | 0.027665275470231260805622055257462454179
f(z) = 128/27*z^3 - 141/14*z + 1
*
[ -5/2 ] 
f(z) = 132/25*z^3 - 158/5*z + 1
*
-2 | 0.10407041402219382665106533179487215902 | 0.016427706834173386008492659263059772390
f(z) = 137/32*z^3 - 141/8*z + 1
*
-2 | 0.10434946515570191513948178715461038537 | 0.016435215120881239339021038540278534567
f(z) = 139/32*z^3 - 143/8*z + 1
*
-14/11 | 0.18976417595713146137576847699322090342 | 0.026641545469342545203730995320296126747
f(z) = 121/24*z^3 - 155/21*z + 1
*
[ 2/11 ] 
f(z) = 121/34*z^3 - 157/34*z + 1
*
[ 5/4 ] 
f(z) = 124/25*z^3 - 151/20*z + 1
*
51/50 | 0.19310884017052400972162023942668814694 | 0.023382526648821074250274717371362397543
f(z) = 125/27*z^3 - 143/20*z + 1
*
1/5 | 0.13218101614545957655188843837021968703 | 0.026559792624382919550888978119746414867
f(z) = 125/28*z^3 - 145/28*z + 1
*
[ 1/5 ] 
f(z) = 125/34*z^3 - 141/34*z + 1
*
[ 1/5 ] 
f(z) = 125/36*z^3 - 149/36*z + 1
*
[ 1/5 ] 
f(z) = 125/37*z^3 - 153/37*z + 1
*
[ 1/5 ] 
f(z) = 125/38*z^3 - 157/38*z + 1
*
1/4 | 0.11794181037215006778026278457003655906 | 0.023601520990284294468492184553134533762
f(z) = 128/35*z^3 - 148/35*z + 1
*
-5/4 | 0.18563017290768391873035981793450459045 | 0.028068862594099793589354036370518214208
f(z) = 132/25*z^3 - 149/20*z + 1
*
[ 1/4 ] 
f(z) = 120/23*z^3 - 153/46*z + 1
*
[ 8/11 ] 
f(z) = 121/20*z^3 - 143/40*z + 1
*
8/11 | 0.11347454397701209639368424813058805087 | 0.020673315974467455451764706127905960663
f(z) = 121/21*z^3 - 149/42*z + 1
*
[ 8/11 ] 
f(z) = 121/28*z^3 - 149/56*z + 1
*
2/5 | 0.10856069656290202265554177925665788412 | 0.019661589238402805752088936780979971704
f(z) = 125/21*z^3 - 145/42*z + 1
*
[ 2/3 ] 
f(z) = 126/29*z^3 - 141/58*z + 1
*
[ 3/4 ] 
f(z) = 127/27*z^3 - 143/48*z + 1
*
1/8 | 0.11799670621284084444301992110908611168 | 0.021279157861812178074946424234128070464
f(z) = 128/21*z^3 - 151/42*z + 1
*
[ 6/19 ] 
f(z) = 133/24*z^3 - 155/57*z + 1
*
[ 3/4 ] 
f(z) = 133/27*z^3 - 149/48*z + 1
*
[ 2/7 ] 
f(z) = 133/32*z^3 - 159/56*z + 1
*
[ 2/3 ] 
f(z) = 135/23*z^3 - 143/46*z + 1
*
[ 2/9 ] 
f(z) = 135/28*z^3 - 157/42*z + 1
*
[ 2/3 ] 
f(z) = 135/29*z^3 - 149/58*z + 1
*
2/3 | 0.14797419970582410110790395533775492457 | 0.022713848902829449342342892222428875378
f(z) = 135/32*z^3 - 143/40*z + 1
*
[ 1/4 ] 
f(z) = 136/21*z^3 - 143/42*z + 1
*
[ 1/4 ] 
f(z) = 136/23*z^3 - 155/46*z + 1
*
[ 3/4 ] 
f(z) = 139/27*z^3 - 155/48*z + 1
*
[ 3/8 ] 
f(z) = 121/27*z^3 - 147/64*z + 1
*
[ 4/11 ] 
f(z) = 121/34*z^3 - 151/68*z + 1
*
[ 8/11 ] 
f(z) = 121/36*z^3 - 155/72*z + 1
*
4/25 | 0.18214912639296400177135593850192798751 | 0.028293903881865687136120608044611278975
f(z) = 125/24*z^3 - 143/60*z + 1
*
21/50 | 0.21290775817587572756475233224878079473 | 0.027211976754795991591461819042311902653
f(z) = 125/27*z^3 - 149/60*z + 1
*
[ 14/25 ] 
f(z) = 125/28*z^3 - 153/70*z + 1
*
[ 8/15 ] 
f(z) = 125/32*z^3 - 143/72*z + 1
*
[ 2/5 ] 
f(z) = 125/37*z^3 - 151/74*z + 1
*
[ 2/5 ] 
f(z) = 125/39*z^3 - 157/78*z + 1
*
[ 10/21 ] 
f(z) = 126/25*z^3 - 157/70*z + 1
*
[ 2/3 ] 
f(z) = 126/31*z^3 - 143/62*z + 1
*
[ 2/3 ] 
f(z) = 126/37*z^3 - 149/74*z + 1
*
[ 3/8 ] 
f(z) = 127/27*z^3 - 149/64*z + 1
*
[ 11/16 ] 
f(z) = 128/33*z^3 - 151/66*z + 1
*
[ 3/8 ] 
f(z) = 133/27*z^3 - 151/64*z + 1
*
[ 1/2 ] 
f(z) = 134/37*z^3 - 141/74*z + 1
*
[ 1/2 ] 
f(z) = 134/39*z^3 - 145/78*z + 1
*
[ 2/5 ] 
f(z) = 135/28*z^3 - 159/70*z + 1
*
[ 2/3 ] 
f(z) = 135/31*z^3 - 151/62*z + 1
*
4/15 | 0.20493774745077423904735864986670651910 | 0.026918297590278280921308832975654524019
f(z) = 135/32*z^3 - 143/60*z + 1
*
[ 2/3 ] 
f(z) = 135/37*z^3 - 157/74*z + 1
*
[ 1/2 ] 
f(z) = 138/37*z^3 - 143/74*z + 1
*
[ 3/8 ] 
f(z) = 139/27*z^3 - 153/64*z + 1
*
[ 15/11 ] 
f(z) = 121/25*z^3 - 131/15*z + 1
*
3/44 | 0.19496235134097420720319384698357555527 | 0.024045614338916282480058354440550742634
f(z) = 121/27*z^3 - 123/16*z + 1
*
[ 15/11 ] 
f(z) = 121/27*z^3 - 121/15*z + 1
*
-2 | 0.10166942732558583466948892364750273738 | 0.016359748791142337905513604070172516015
f(z) = 121/32*z^3 - 125/8*z + 1
*
[ 16/11 ] 
f(z) = 121/32*z^3 - 123/16*z + 1
*
[ -18/11 ] 
f(z) = 121/36*z^3 - 133/18*z + 1
*
-2 | 0.10198745224151611571528607892074099300 | 0.016369112579759661790020705984852433608
f(z) = 123/32*z^3 - 127/8*z + 1
*
[ 3 ] 
f(z) = 124/27*z^3 - 122/3*z + 1
*
6/5 | 0.18847866592482007228918107314476312398 | 0.027381374353199547161163629646430876227
f(z) = 125/24*z^3 - 122/15*z + 1
*
[ 9/5 ] 
f(z) = 125/27*z^3 - 131/9*z + 1
*
[ -3 ] 
f(z) = 125/27*z^3 - 121/3*z + 1
*
[ -9/5 ] 
f(z) = 125/27*z^3 - 121/9*z + 1
*
[ 3/2 ] 
f(z) = 125/27*z^3 - 121/12*z + 1
*
-2 | 0.10230000854916838100781512350156222829 | 0.016378203637907436327788632740723197148
f(z) = 125/32*z^3 - 129/8*z + 1
*
[ 2 ] 
f(z) = 125/32*z^3 - 121/8*z + 1
*
[ 3 ] 
f(z) = 127/27*z^3 - 125/3*z + 1
*
-2 | 0.10260728475191390864441778360210478209 | 0.016387035218595840813855917722264688052
f(z) = 127/32*z^3 - 131/8*z + 1
*
[ 2 ] 
f(z) = 127/32*z^3 - 123/8*z + 1
*
[ -3 ] 
f(z) = 128/27*z^3 - 124/3*z + 1
*
-2 | 0.10290945958001486923396717937979957354 | 0.016395619689849393937048101091986728916
f(z) = 129/32*z^3 - 133/8*z + 1
*
[ 2 ] 
f(z) = 129/32*z^3 - 125/8*z + 1
*
[ 3 ] 
f(z) = 130/27*z^3 - 128/3*z + 1
*
[ -3 ] 
f(z) = 131/27*z^3 - 127/3*z + 1
*
[ 3/2 ] 
f(z) = 131/27*z^3 - 127/12*z + 1
*
-2 | 0.10320670266788976635857629399069407896 | 0.016403968609194219250785043949037318639
f(z) = 131/32*z^3 - 135/8*z + 1
*
[ 2 ] 
f(z) = 131/32*z^3 - 127/8*z + 1
*
[ 3 ] 
f(z) = 133/27*z^3 - 131/3*z + 1
*
-2 | 0.10349917517261906671976959336655934631 | 0.016412092790625465855432543947773243265
f(z) = 133/32*z^3 - 137/8*z + 1
*
[ 2 ] 
f(z) = 133/32*z^3 - 129/8*z + 1
*
[ -2 ] 
f(z) = 133/32*z^3 - 121/8*z + 1
*
[ -3 ] 
f(z) = 134/27*z^3 - 130/3*z + 1
*
-2 | 0.10378703033980954899675056494381283169 | 0.016420002364936395466268840353633412516
f(z) = 135/32*z^3 - 139/8*z + 1
*
[ 2 ] 
f(z) = 135/32*z^3 - 131/8*z + 1
*
[ -2 ] 
f(z) = 135/32*z^3 - 123/8*z + 1
*
[ 3 ] 
f(z) = 136/27*z^3 - 134/3*z + 1
*
[ -3 ] 
f(z) = 137/27*z^3 - 133/3*z + 1
*
[ 3/2 ] 
f(z) = 137/27*z^3 - 133/12*z + 1
*
[ 2 ] 
f(z) = 137/32*z^3 - 133/8*z + 1
*
[ -2 ] 
f(z) = 137/32*z^3 - 125/8*z + 1
*
[ 3 ] 
f(z) = 139/27*z^3 - 137/3*z + 1
*
[ 2 ] 
f(z) = 139/32*z^3 - 135/8*z + 1
*
[ -2 ] 
f(z) = 139/32*z^3 - 127/8*z + 1
*
8/11 | 0.13020196857638719000446928337486289428 | 0.026877981021904153284530948379366618946
f(z) = 121/21*z^3 - 127/21*z + 1
*
[ -14/11 ] 
f(z) = 121/24*z^3 - 134/21*z + 1
*
10/11 | 0.095847932716990341909793332437509230293 | 0.019599404910348989724915642696018418182
f(z) = 121/30*z^3 - 133/30*z + 1
*
6/11 | 0.15176537013120659191808807943852583699 | 0.024358530140586681907328226585823937812
f(z) = 121/32*z^3 - 127/24*z + 1
*
9/11 | 0.12416261827432909916943749672311366444 | 0.025715524100076777453788671081320993023
f(z) = 121/36*z^3 - 125/36*z + 1
*
2/3 | 0.15045007550843293118062457236850482777 | 0.025453434548475285878505401795370444575
f(z) = 123/20*z^3 - 127/30*z + 1
*
1/5 | 0.14249945527303184898375900019230268884 | 0.029050249315165961573254099266728253238
f(z) = 125/26*z^3 - 135/26*z + 1
*
[ 9/10 ] 
f(z) = 125/27*z^3 - 139/36*z + 1
*
[ 21/25 ] 
f(z) = 125/27*z^3 - 121/35*z + 1
*
[ 1/5 ] 
f(z) = 125/29*z^3 - 121/29*z + 1
*
[ 1/5 ] 
f(z) = 125/31*z^3 - 129/31*z + 1
*
-6/5 | 0.16202910494105759896674491321536369385 | 0.025634400344723990608669633075366268883
f(z) = 125/32*z^3 - 139/24*z + 1
*
[ 1/5 ] 
f(z) = 125/32*z^3 - 133/32*z + 1
*
[ 6/5 ] 
f(z) = 125/32*z^3 - 131/24*z + 1
*
4/25 | 0.20256578583032730205381928481145221062 | 0.029257170872377026310375568209124738343
f(z) = 125/32*z^3 - 127/20*z + 1
*
[ 1/5 ] 
f(z) = 125/33*z^3 - 137/33*z + 1
*
-6/5 | 0.067192496551044602666105691199527126097 | 0.010078435880572431347952425716357998331
f(z) = 125/36*z^3 - 131/30*z + 1
*
[ 5/21 ] 
f(z) = 126/25*z^3 - 122/35*z + 1
*
7/8 | 0.14225232790808959795809123898148326135 | 0.029318104003987364710255570564603041547
f(z) = 128/21*z^3 - 122/21*z + 1
*
[ 15/16 ] 
f(z) = 128/25*z^3 - 137/30*z + 1
*
[ 15/16 ] 
f(z) = 128/27*z^3 - 127/30*z + 1
*
7/8 | 0.11434184107483732081330146318466878112 | 0.023205998387961879213248903998297653741
f(z) = 128/35*z^3 - 138/35*z + 1
*
[ -5/4 ] 
f(z) = 128/35*z^3 - 137/35*z + 1
*
[ 1/4 ] 
f(z) = 128/39*z^3 - 125/39*z + 1
*
2/3 | 0.15571109992523304107327843995191940966 | 0.026132930757249524441102630681693640005
f(z) = 129/20*z^3 - 131/30*z + 1
*
[ 3/13 ] 
f(z) = 130/27*z^3 - 140/39*z + 1
*
[ -5/4 ] 
f(z) = 132/25*z^3 - 129/20*z + 1
*
8/9 | 0.10674540716445001408718464628730537991 | 0.016926854967048308559063530518629955364
f(z) = 135/32*z^3 - 137/24*z + 1
*
[ 5/6 ] 
f(z) = 138/25*z^3 - 121/30*z + 1
*
[ 4/11 ] 
f(z) = 121/26*z^3 - 123/52*z + 1
*
[ 3/4 ] 
f(z) = 121/27*z^3 - 137/48*z + 1
*
[ 10/11 ] 
f(z) = 121/32*z^3 - 129/40*z + 1
*
[ 3/10 ] 
f(z) = 122/27*z^3 - 137/50*z + 1
*
[ 18/25 ] 
f(z) = 125/24*z^3 - 139/45*z + 1
*
[ 2/5 ] 
f(z) = 125/27*z^3 - 121/54*z + 1
*
[ 2/5 ] 
f(z) = 125/29*z^3 - 127/58*z + 1
*
[ 3/10 ] 
f(z) = 125/36*z^3 - 127/48*z + 1
*
[ 2/3 ] 
f(z) = 126/23*z^3 - 135/46*z + 1
*
[ 2/3 ] 
f(z) = 126/25*z^3 - 137/50*z + 1
*
[ 1/2 ] 
f(z) = 126/29*z^3 - 121/58*z + 1
*
7/16 | 0.10810715300838274000581190517180010799 | 0.019495706691227270065788382430054127038
f(z) = 128/21*z^3 - 121/42*z + 1
*
[ 1/2 ] 
f(z) = 130/29*z^3 - 123/58*z + 1
*
[ 5/11 ] 
f(z) = 132/25*z^3 - 126/55*z + 1
*
[ 6/7 ] 
f(z) = 133/36*z^3 - 121/42*z + 1
*
[ 3/10 ] 
f(z) = 134/27*z^3 - 139/50*z + 1
*
[ 1/2 ] 
f(z) = 134/27*z^3 - 121/54*z + 1
*
[ 1/2 ] 
f(z) = 134/29*z^3 - 125/58*z + 1
*
[ 1/2 ] 
f(z) = 138/29*z^3 - 127/58*z + 1
*
[ 4/11 ] 
f(z) = 121/30*z^3 - 137/60*z + 1
*
[ 6/11 ] 
f(z) = 121/39*z^3 - 137/78*z + 1
*
[ 1/2 ] 
f(z) = 122/31*z^3 - 123/62*z + 1
*
[ 1/2 ] 
f(z) = 122/33*z^3 - 127/66*z + 1
*
[ 1/2 ] 
f(z) = 122/35*z^3 - 131/70*z + 1
*
[ 1/2 ] 
f(z) = 122/37*z^3 - 135/74*z + 1
*
[ 1/2 ] 
f(z) = 122/39*z^3 - 139/78*z + 1
*
[ 12/25 ] 
f(z) = 125/24*z^3 - 137/60*z + 1
*
[ 2/5 ] 
f(z) = 125/31*z^3 - 133/62*z + 1
*
[ 2/5 ] 
f(z) = 125/33*z^3 - 139/66*z + 1
*
[ 1/2 ] 
f(z) = 126/31*z^3 - 125/62*z + 1
*
[ 1/2 ] 
f(z) = 126/37*z^3 - 137/74*z + 1
*
[ 7/16 ] 
f(z) = 128/35*z^3 - 139/70*z + 1
*
[ 1/2 ] 
f(z) = 130/31*z^3 - 127/62*z + 1
*
[ 1/2 ] 
f(z) = 130/33*z^3 - 131/66*z + 1
*
[ 1/2 ] 
f(z) = 130/37*z^3 - 139/74*z + 1
*
[ 5/12 ] 
f(z) = 132/25*z^3 - 139/60*z + 1
*
[ 1/2 ] 
f(z) = 134/31*z^3 - 129/62*z + 1
*
[ 1/2 ] 
f(z) = 134/33*z^3 - 133/66*z + 1
*
[ 1/2 ] 
f(z) = 134/35*z^3 - 137/70*z + 1
*
4/45 | 0.17168159336526840543873477347750706025 | 0.022550146463815741602570979841152439503
f(z) = 135/32*z^3 - 137/60*z + 1
*
[ 1/2 ] 
f(z) = 138/31*z^3 - 131/62*z + 1
*
[ 1/2 ] 
f(z) = 138/35*z^3 - 139/70*z + 1
*
[ 18/11 ] 
f(z) = 121/24*z^3 - 118/9*z + 1
*
[ -18/11 ] 
f(z) = 121/24*z^3 - 107/9*z + 1
*
[ -15/11 ] 
f(z) = 121/25*z^3 - 109/15*z + 1
*
[ 3 ] 
f(z) = 121/27*z^3 - 119/3*z + 1
*
[ 21/11 ] 
f(z) = 121/27*z^3 - 111/7*z + 1
*
[ -3/2 ] 
f(z) = 121/27*z^3 - 101/12*z + 1
*
[ 2 ] 
f(z) = 121/32*z^3 - 117/8*z + 1
*
[ -2 ] 
f(z) = 121/32*z^3 - 109/8*z + 1
*
[ -16/11 ] 
f(z) = 121/32*z^3 - 101/16*z + 1
*
2/11 | 0.092961145126617197567083950925992329190 | 0.017512520171529527725962288100694154627
f(z) = 121/36*z^3 - 101/18*z + 1
*
[ -3 ] 
f(z) = 122/27*z^3 - 118/3*z + 1
*
[ 2 ] 
f(z) = 123/32*z^3 - 119/8*z + 1
*
[ -2 ] 
f(z) = 123/32*z^3 - 111/8*z + 1
*
2/25 | 0.16199703660995158711156530786290400241 | 0.023799191669558483466246470285881090893
f(z) = 125/24*z^3 - 113/15*z + 1
*
[ -12/5 ] 
f(z) = 125/27*z^3 - 101/4*z + 1
*
[ -2 ] 
f(z) = 125/32*z^3 - 113/8*z + 1
*
[ -3/2 ] 
f(z) = 127/27*z^3 - 107/12*z + 1
*
[ -2 ] 
f(z) = 127/32*z^3 - 115/8*z + 1
*
[ 21/16 ] 
f(z) = 128/27*z^3 - 111/14*z + 1
*
-9/8 | 0.15902845406613635289816532388972449682 | 0.027832672524132715087156269110907286000
f(z) = 128/27*z^3 - 101/18*z + 1
*
[ -2 ] 
f(z) = 129/32*z^3 - 117/8*z + 1
*
[ -2 ] 
f(z) = 131/32*z^3 - 119/8*z + 1
*
[ -3/2 ] 
f(z) = 133/27*z^3 - 113/12*z + 1
*
[ -3/2 ] 
f(z) = 139/27*z^3 - 119/12*z + 1
*
-1 | 0.10335216785286225011732137091269337038 | 0.021550600859279629175471271015077611322
f(z) = 121/20*z^3 - 101/20*z + 1
*
10/11 | 0.11919685587087701206776576472401025717 | 0.024854474927041528177301815913116242674
f(z) = 121/30*z^3 - 109/30*z + 1
*
[ 10/11 ] 
f(z) = 121/30*z^3 - 103/30*z + 1
*
6/11 | 0.14203890080477780615521259141848132440 | 0.029617411238943897610330804208031208769
f(z) = 121/35*z^3 - 106/35*z + 1
*
[ 3/11 ] 
f(z) = 121/39*z^3 - 113/39*z + 1
*
-1 | 0.091756082173342430258619034302263375317 | 0.019099850171126215378960499511701960031
f(z) = 122/21*z^3 - 101/21*z + 1
*
-1 | 0.10364048232833167482073010965928006211 | 0.021537097225426410958194150580663474353
f(z) = 123/20*z^3 - 103/20*z + 1
*
-1 | 0.099454564417469919716129333102132946694 | 0.020667239048403638791128913767451454278
f(z) = 123/22*z^3 - 101/22*z + 1
*
-1 | 0.092042508521412659738295117503868756020 | 0.019094840678639812444427172744142869728
f(z) = 124/21*z^3 - 103/21*z + 1
*
-1 | 0.11247723365010801042981016810582811285 | 0.023334162562760995450470623930514575845
f(z) = 124/23*z^3 - 101/23*z + 1
*
[ -5/4 ] 
f(z) = 124/25*z^3 - 119/20*z + 1
*
-1 | 0.092182536074511087735299416591998065369 | 0.019092076673131800569506450087958377560
f(z) = 125/21*z^3 - 104/21*z + 1
*
-1 | 0.099736443118311087027164827710885695760 | 0.020656578786041421658808459179926614288
f(z) = 125/22*z^3 - 103/22*z + 1
*
-1 | 0.11261762627362555481886494213081645122 | 0.023324421816993984600207699722420086733
f(z) = 125/23*z^3 - 102/23*z + 1
*
[ 1/5 ] 
f(z) = 125/26*z^3 - 109/26*z + 1
*
[ 1/5 ] 
f(z) = 125/27*z^3 - 113/27*z + 1
*
3/10 | 0.19626659428185039544465210036424152676 | 0.024748119855415830889053778871697923388
f(z) = 125/27*z^3 - 103/20*z + 1
*
[ 6/25 ] 
f(z) = 125/27*z^3 - 103/30*z + 1
*
[ 1/5 ] 
f(z) = 125/28*z^3 - 117/28*z + 1
*
[ 4/15 ] 
f(z) = 125/32*z^3 - 109/36*z + 1
*
[ 4/25 ] 
f(z) = 125/32*z^3 - 107/20*z + 1
*
4/5 | 0.13227862041108100421249679206373249139 | 0.019701409105089342928215221865168603657
f(z) = 125/32*z^3 - 103/20*z + 1
*
[ 6/25 ] 
f(z) = 125/36*z^3 - 101/30*z + 1
*
-1 | 0.11275696058942381847042963376893208269 | 0.023314803139856565729146374506409643817
f(z) = 126/23*z^3 - 103/23*z + 1
*
[ 5/7 ] 
f(z) = 126/25*z^3 - 104/35*z + 1
*
-1 | 0.11284605721149939503422110526293099605 | 0.023333225685065833337412704537764669331
f(z) = 126/25*z^3 - 101/25*z + 1
*
-1 | 0.10420396564885799783585634502288310511 | 0.021511135674373328433882303861097180639
f(z) = 127/20*z^3 - 107/20*z + 1
*
-1 | 0.092462503891435427718153104833217576023 | 0.019087310675903600643106636768201608440
f(z) = 127/21*z^3 - 106/21*z + 1
*
-1 | 0.10001472093524916897070560119751634130 | 0.020646337383382582847315987118687221066
f(z) = 127/22*z^3 - 105/22*z + 1
*
-1 | 0.11289525246125209554874494402513755756 | 0.023305303954266907217381596978825172922
f(z) = 127/23*z^3 - 104/23*z + 1
*
-1 | 0.084038550721222679969153001419080030161 | 0.017348328877747825230022700683813797035
f(z) = 127/24*z^3 - 103/24*z + 1
*
-1 | 0.11298370912779575079921596639262118727 | 0.023323564327981813157833703957233933595
f(z) = 127/25*z^3 - 102/25*z + 1
*
-1 | 0.10019228944005400146014121358509781574 | 0.020682993379865709256720645057282755337
f(z) = 127/26*z^3 - 101/26*z + 1
*
-1 | 0.092600408714830203527317307344846011651 | 0.019084878633882383417872615076291773622
f(z) = 128/21*z^3 - 107/21*z + 1
*
[ 7/8 ] 
f(z) = 128/21*z^3 - 101/21*z + 1
*
-1 | 0.11303251739824805032717999999445800170 | 0.023295921758521134100787074085223890938
f(z) = 128/23*z^3 - 105/23*z + 1
*
-1 | 0.11312034326032687404644192576526056619 | 0.023314022606475836535990137899767457576
f(z) = 128/25*z^3 - 103/25*z + 1
*
-33/32 | 0.082777442640424499332880606339570720289 | 0.011942260599481104614420264316802521675
f(z) = 128/27*z^3 - 113/24*z + 1
*
-1 | 0.099644421902024420024058921016910374836 | 0.020536644761471177363717145915334126838
f(z) = 128/27*z^3 - 101/27*z + 1
*
[ 1/4 ] 
f(z) = 128/31*z^3 - 101/31*z + 1
*
[ 1/4 ] 
f(z) = 128/33*z^3 - 107/33*z + 1
*
[ 1/4 ] 
f(z) = 128/35*z^3 - 113/35*z + 1
*
[ 7/8 ] 
f(z) = 128/35*z^3 - 103/35*z + 1
*
[ 1/4 ] 
f(z) = 128/37*z^3 - 119/37*z + 1
*
-1 | 0.10447939659714437219868344984790493778 | 0.021498648076080944683765721074288969771
f(z) = 129/20*z^3 - 109/20*z + 1
*
[ 2/3 ] 
f(z) = 129/20*z^3 - 101/30*z + 1
*
-1 | 0.10028887207540275602979353377777133414 | 0.020636366948113818088949283549182215982
f(z) = 129/22*z^3 - 107/22*z + 1
*
-1 | 0.11316877056544442213532503479481853157 | 0.023286654123495728394021082968378704800
f(z) = 129/23*z^3 - 106/23*z + 1
*
-1 | 0.11325597457871733084863788999938143508 | 0.023304598028736729730243720768675727871
f(z) = 129/25*z^3 - 104/25*z + 1
*
-1 | 0.10046328301086722478140204362529216785 | 0.020672255357161857737273300282582949566
f(z) = 129/26*z^3 - 103/26*z + 1
*
-1 | 0.10482824174391431110912585309294923383 | 0.021570429683629592255930659477448550355
f(z) = 129/28*z^3 - 101/28*z + 1
*
-1 | 0.092872137030727265797761224994706077238 | 0.019079913655677319871819888958308495786
f(z) = 130/21*z^3 - 109/21*z + 1
*
-1 | 0.11330402679388893254255479140802656752 | 0.023277498689975191311931077158860409962
f(z) = 130/23*z^3 - 107/23*z + 1
*
-1 | 0.099913478558487793159576818539966974916 | 0.020526506710011323609022717745587184051
f(z) = 130/27*z^3 - 103/27*z + 1
*
-1 | 0.11356196440811533028514420421093499233 | 0.023330490120616684928555549373876607729
f(z) = 130/29*z^3 - 101/29*z + 1
*
-1 | 0.10475078548275026579733214391732659137 | 0.021486470913544237067745664958199352655
f(z) = 131/20*z^3 - 111/20*z + 1
*
-1 | 0.093008057478465914776019300460767829303 | 0.019077803689265847815395983510363651780
f(z) = 131/21*z^3 - 110/21*z + 1
*
-1 | 0.10055966946870297856729775159639993038 | 0.020626789605035617137296239320630597831
f(z) = 131/22*z^3 - 109/22*z + 1
*
-1 | 0.11343830059039437891916563611007028867 | 0.023268453166098420429994231185055794028
f(z) = 131/23*z^3 - 108/23*z + 1
*
-1 | 0.084580359389790882625013988658762727731 | 0.017349115078331585582342496480251777184
f(z) = 131/24*z^3 - 107/24*z + 1
*
-1 | 0.11352428701890070628521425110219718982 | 0.023286090693936958658960376885105561400
f(z) = 131/25*z^3 - 106/25*z + 1
*
-1 | 0.10073099297844339468356776266336057618 | 0.020661931466663470528808959218374073720
f(z) = 131/26*z^3 - 105/26*z + 1
*
-1 | 0.10004655165404629506225129032986839575 | 0.020521538928880470223047927057399105201
f(z) = 131/27*z^3 - 104/27*z + 1
*
-1 | 0.10509475912178418584729234521734827918 | 0.021557026752873435771018413354408540342
f(z) = 131/28*z^3 - 103/28*z + 1
*
-1 | 0.11369444938492747415974751809041082793 | 0.023320994381879385547228328575452856355
f(z) = 131/29*z^3 - 102/29*z + 1
*
-1 | 0.080556923336858958332308324753493282936 | 0.016523828267111797632794787604844774289
f(z) = 131/30*z^3 - 101/30*z + 1
*
-1 | 0.11357160614693503378822603668261541601 | 0.023259515324917645085817650926701711416
f(z) = 132/23*z^3 - 109/23*z + 1
*
-1 | 0.11365699647558744598747379558001009177 | 0.023277003302109065090162073113965663429
f(z) = 132/25*z^3 - 107/25*z + 1
*
-1 | 0.11382599083255941696036901336543104745 | 0.023311613421391244853276492159945228539
f(z) = 132/29*z^3 - 103/29*z + 1
*
-1 | 0.11390961587094883329765194645213640695 | 0.023328739866353632555293817373890651118
f(z) = 132/31*z^3 - 101/31*z + 1
*
-1 | 0.10501824937725674367965681024620240772 | 0.021474591409273033845520894177645872703
f(z) = 133/20*z^3 - 113/20*z + 1
*
-1 | 0.10082527225324740533650898063628418062 | 0.020617193089833619163794841888983347425
f(z) = 133/22*z^3 - 111/22*z + 1
*
-1 | 0.11370395734970465465758748215877395857 | 0.023250683002064127508321087278008613952
f(z) = 133/23*z^3 - 110/23*z + 1
*
6/7 | 0.18504622192658343740676964063028186709 | 0.027068344605017486154564311747391387339
f(z) = 133/24*z^3 - 110/21*z + 1
*
-1 | 0.084845422122118888572684289441023090046 | 0.017349563374214692176750786663232484046
f(z) = 133/24*z^3 - 109/24*z + 1
*
[ 5/7 ] 
f(z) = 133/25*z^3 - 109/35*z + 1
*
-1 | 0.11378875980600899810721432712883523258 | 0.023268023779599816380904643054667338573
f(z) = 133/25*z^3 - 108/25*z + 1
*
-1 | 0.10099553198662598015300754916862223338 | 0.020652008545522870795915799964465124959
f(z) = 133/26*z^3 - 107/26*z + 1
*
[ 3/14 ] 
f(z) = 133/27*z^3 - 109/28*z + 1
*
-1 | 0.10030985657771196004553877491995772736 | 0.020511798635977343552299195152309577367
f(z) = 133/27*z^3 - 106/27*z + 1
*
[ 6/19 ] 
f(z) = 133/27*z^3 - 101/38*z + 1
*
-1 | 0.11395660212717883600313422599259453582 | 0.023302344912257040246809819663537886737
f(z) = 133/29*z^3 - 104/29*z + 1
*
-1 | 0.080819157879360805655511268738559273799 | 0.016526255234613189427483869346568269874
f(z) = 133/30*z^3 - 103/30*z + 1
*
-1 | 0.11403966258859322383775948395204725739 | 0.023319329479051065968359458292623598357
f(z) = 133/31*z^3 - 102/31*z + 1
*
-1 | 0.10552360941569454689892469397714158778 | 0.021577929642431361345811535374054875404
f(z) = 133/32*z^3 - 101/32*z + 1
*
-1 | 0.093405879425150840995466356880315930919 | 0.019070831885127602994094142894944562894
f(z) = 134/21*z^3 - 113/21*z + 1
*
-1 | 0.11383536778785064106942744494799761740 | 0.023241954093515177196202667281132837487
f(z) = 134/23*z^3 - 111/23*z + 1
*
-1 | 0.11391959042972718444824192325711301672 | 0.023259149968700271551633537068241047514
f(z) = 134/25*z^3 - 109/25*z + 1
*
-1 | 0.10044011520195385025206460460280282901 | 0.020507023362209705583471747810334203927
f(z) = 134/27*z^3 - 107/27*z + 1
*
-1 | 0.11408629636188935998156949133636408305 | 0.023293186592798072044129314324593596192
f(z) = 134/29*z^3 - 105/29*z + 1
*
-1 | 0.11416879984597908457974804461473552365 | 0.023310031464712941838335068861201735606
f(z) = 134/31*z^3 - 103/31*z + 1
*
-1 | 0.093906078015801575513763355290971786921 | 0.019172958253298270348688015563660629549
f(z) = 134/33*z^3 - 101/33*z + 1
*
-1 | 0.10108774746736516546748499049471920805 | 0.020607968367379811083758442558586921915
f(z) = 135/22*z^3 - 113/22*z + 1
*
-1 | 0.11396585076189815142231982667681955104 | 0.023233326553457343723958634634227857744
f(z) = 135/23*z^3 - 112/23*z + 1
*
-1 | 0.10125505148473386289796383338174653016 | 0.020642075328748029860065777170475991315
f(z) = 135/26*z^3 - 109/26*z + 1
*
-1 | 0.10561652898328602352480666723882824301 | 0.021531215630882259318777716013170851789
f(z) = 135/28*z^3 - 107/28*z + 1
*
-1 | 0.11421508635467731643723392172819628557 | 0.023284136264235362149866413045873544818
f(z) = 135/29*z^3 - 106/29*z + 1
*
-1 | 0.11429704030809532586719976377097034506 | 0.023300843575674518485059358362973649728
f(z) = 135/31*z^3 - 104/31*z + 1
*
8/9 | 0.17629581104252753579232224683926450675 | 0.028836273436668139518191706640195713081
f(z) = 135/32*z^3 - 113/24*z + 1
*
-1 | 0.10578043926826984421585197835287968389 | 0.021564630738574962466221754652283121199
f(z) = 135/32*z^3 - 103/32*z + 1
*
-1 | 0.10158289108310755596732106237705744847 | 0.020708909423305737639126334557553450641
f(z) = 135/34*z^3 - 101/34*z + 1
*
-1 | 0.093668116236481677868792394463511025408 | 0.019066699862929124755563460820020296034
f(z) = 136/21*z^3 - 115/21*z + 1
*
-1 | 0.11409541929187730891896897247667004247 | 0.023224798392240950061226183824152359139
f(z) = 136/23*z^3 - 113/23*z + 1
*
-1 | 0.11417850582336158998813763423182514694 | 0.023241711147852080762794242077446088083
f(z) = 136/25*z^3 - 111/25*z + 1
*
-1 | 0.10069790965704020681709853935923121257 | 0.020497655951656141215853965989582680585
f(z) = 136/27*z^3 - 109/27*z + 1
*
-1 | 0.11434298465608105409218609821779428308 | 0.023275191788472090570642610377296323176
f(z) = 136/29*z^3 - 107/29*z + 1
*
-1 | 0.11442439637657833356553959163473991927 | 0.023291763626386791093875440978525464124
f(z) = 136/31*z^3 - 105/31*z + 1
*
-1 | 0.094161630429434557025858559524068462644 | 0.019167157600024763835430849326294119004
f(z) = 136/33*z^3 - 103/33*z + 1
*
-1 | 0.11458561109386858110352045416543284336 | 0.023324579836977593280922232321190331170
f(z) = 136/35*z^3 - 101/35*z + 1
*
-1 | 0.10554184566488050009275048679960900982 | 0.021451677812575224815702488875578531149
f(z) = 137/20*z^3 - 117/20*z + 1
*
-1 | 0.093797347243537642501299664850129261644 | 0.019064575383033582112252787091123581110
f(z) = 137/21*z^3 - 116/21*z + 1
*
-1 | 0.10134720107295338390110203129842239751 | 0.020599104468254569962130485490967988067
f(z) = 137/22*z^3 - 115/22*z + 1
*
-1 | 0.11422408612516598117847507373031438795 | 0.023216367674421406148880247780750077314
f(z) = 137/23*z^3 - 114/23*z + 1
*
-1 | 0.085363377168109477880363512528933047490 | 0.017350347177157241334953148006265328795
f(z) = 137/24*z^3 - 113/24*z + 1
*
-1 | 0.11430661604409173607853619749346691466 | 0.023233142113219024773662291219219519807
f(z) = 137/25*z^3 - 112/25*z + 1
*
-1 | 0.10151161124847511366847185549778874009 | 0.020632521300148904279348844756947631859
f(z) = 137/26*z^3 - 111/26*z + 1
*
-1 | 0.10082547063001919775542994383130000347 | 0.020493061284185442876471085606114091972
f(z) = 137/27*z^3 - 110/27*z + 1
*
-1 | 0.10587199011425496228246554650943945769 | 0.021518780603084294258285200440427572261
f(z) = 137/28*z^3 - 109/28*z + 1
*
-1 | 0.11447000355659439999807500968393982450 | 0.023266351085970308914421729337344763353
f(z) = 137/29*z^3 - 108/29*z + 1
*
-1 | 0.081330811705189350176318800179698674165 | 0.016530716872952073826547605868254566242
f(z) = 137/30*z^3 - 107/30*z + 1
*
-1 | 0.11455088019697875976210630781767188571 | 0.023282789491241310389098855908214352499
f(z) = 137/31*z^3 - 106/31*z + 1
*
-1 | 0.10603374568372757153023254817890121593 | 0.021551657878811818091436921824231174555
f(z) = 137/32*z^3 - 105/32*z + 1
*
-1 | 0.094287585985455045840162493977607929394 | 0.019164217790048582272846241101871183259
f(z) = 137/33*z^3 - 104/33*z + 1
*
-1 | 0.10183579283942815748098514400555370250 | 0.020698412122865554950211153834909689198
f(z) = 137/34*z^3 - 103/34*z + 1
*
-1 | 0.11471104503067297470473010058867634358 | 0.023315343445435199098548233317128516135
f(z) = 137/35*z^3 - 102/35*z + 1
*
-1 | 0.092630274480730833892881423668242563423 | 0.018827364552259808653106324213385496825
f(z) = 137/36*z^3 - 101/36*z + 1
*
-1 | 0.11443384447486225200534311228029945780 | 0.023224670736881538260840225131797581797
f(z) = 138/25*z^3 - 113/25*z + 1
*
-1 | 0.11459615509381525257473635831370480952 | 0.023257612133717252845578960952930682648
f(z) = 138/29*z^3 - 109/29*z + 1
*
-1 | 0.11467650366577890768471405035004384432 | 0.023273919102486832562881668868873511021
f(z) = 138/31*z^3 - 107/31*z + 1
*
-1 | 0.11483563225812135979296006418789576898 | 0.023306214698068161980285512481530038661
f(z) = 138/35*z^3 - 103/35*z + 1
*
-1 | 0.11491442956625864239543220277837856095 | 0.023322206833479141649329389316248234727
f(z) = 138/37*z^3 - 101/37*z + 1
*
-1 | 0.10579818821669403052320689981176090144 | 0.021440621563800632608552892630281991517
f(z) = 139/20*z^3 - 119/20*z + 1
*
-1 | 0.094053131275188393930091387762483910224 | 0.019060417087970328635255839065669334345
f(z) = 139/21*z^3 - 118/21*z + 1
*
-1 | 0.10160243035309413790926927066049991177 | 0.020590326695399558397536752252955873506
f(z) = 139/22*z^3 - 117/22*z + 1
*
-1 | 0.11447876437308218636611323381969043424 | 0.023199791087041124896856379562795272294
f(z) = 139/23*z^3 - 116/23*z + 1
*
-1 | 0.085618541671013806488202656344158465818 | 0.017351098178097551818225799657432753044
f(z) = 139/24*z^3 - 115/24*z + 1
*
-1 | 0.11456020319229547251977506497723534647 | 0.023216295140019598541572122686255026758
f(z) = 139/25*z^3 - 114/25*z + 1
*
-1 | 0.10176465823475019485521552759436187863 | 0.020623203124347097893572633077686205350
f(z) = 139/26*z^3 - 113/26*z + 1
*
-1 | 0.10107798098473357088298717603187322753 | 0.020484043963852564784238563586977972797
f(z) = 139/27*z^3 - 112/27*z + 1
*
-1 | 0.10612396732259505253353098402497154932 | 0.021506642604810434940497459884186056405
f(z) = 139/28*z^3 - 111/28*z + 1
*
-1 | 0.11472145105934978343508179174870456906 | 0.023248972963276840215436312762608935602
f(z) = 139/29*z^3 - 110/29*z + 1
*
-1 | 0.081580699283100052828227750067904834697 | 0.016532805804354697233820749019782802508
f(z) = 139/30*z^3 - 109/30*z + 1
*
-1 | 0.11480127843717093006659331442045595523 | 0.023265150448233276070535939030349016404
f(z) = 139/31*z^3 - 108/31*z + 1
*
-1 | 0.10628362428192457734930513123571114858 | 0.021538998021313411576960886953973060758
f(z) = 139/32*z^3 - 107/32*z + 1
*
-1 | 0.094536948212382176152905577882079339724 | 0.019158465419717584034942781212725523438
f(z) = 139/33*z^3 - 106/33*z + 1
*
-1 | 0.10208464192509795756236621406902132014 | 0.020688049690502681594671526784552854799
f(z) = 139/34*z^3 - 105/34*z + 1
*
-1 | 0.11495938416507691710538707828367169031 | 0.023297191498616467858209936281581303207
f(z) = 139/35*z^3 - 104/35*z + 1
*
-1 | 0.092878106814516789165276054779940997008 | 0.018822291509317994570020913194320459326
f(z) = 139/36*z^3 - 103/36*z + 1
*
-1 | 0.11503767948391904334332756291855710216 | 0.023313058502861123283624345641349886882
f(z) = 139/37*z^3 - 102/37*z + 1
*
-1 | 0.10224123460462022653685878580125254171 | 0.020719784112782407425595571395890318916
f(z) = 139/38*z^3 - 101/38*z + 1
*
[ 6/11 ] 
f(z) = 121/21*z^3 - 107/42*z + 1
*
-10/11 | 0.18881003608098978887728730214901516155 | 0.029477486606158562107747882099271945376
f(z) = 121/32*z^3 - 113/40*z + 1
*
[ 1/2 ] 
f(z) = 122/21*z^3 - 103/42*z + 1
*
[ 1/2 ] 
f(z) = 122/23*z^3 - 107/46*z + 1
*
[ 1/2 ] 
f(z) = 122/25*z^3 - 111/50*z + 1
*
[ 1/2 ] 
f(z) = 122/27*z^3 - 115/54*z + 1
*
[ 3/7 ] 
f(z) = 122/27*z^3 - 106/49*z + 1
*
[ 1/2 ] 
f(z) = 122/29*z^3 - 119/58*z + 1
*
[ 2/3 ] 
f(z) = 123/28*z^3 - 103/42*z + 1
*
[ 2/5 ] 
f(z) = 125/21*z^3 - 103/42*z + 1
*
[ 2/5 ] 
f(z) = 125/23*z^3 - 109/46*z + 1
*
[ 9/25 ] 
f(z) = 125/27*z^3 - 107/45*z + 1
*
[ 3/7 ] 
f(z) = 125/27*z^3 - 107/49*z + 1
*
6/25 | 0.11965681808062439889854415154506340030 | 0.018586740307934034049494194358091478817
f(z) = 125/32*z^3 - 109/40*z + 1
*
[ 8/25 ] 
f(z) = 125/32*z^3 - 101/40*z + 1
*
[ 1/2 ] 
f(z) = 126/23*z^3 - 109/46*z + 1
*
[ 1/2 ] 
f(z) = 126/25*z^3 - 113/50*z + 1
*
[ 5/9 ] 
f(z) = 126/25*z^3 - 106/45*z + 1
*
[ 7/16 ] 
f(z) = 128/21*z^3 - 103/42*z + 1
*
[ 5/12 ] 
f(z) = 128/25*z^3 - 103/45*z + 1
*
[ 3/7 ] 
f(z) = 128/27*z^3 - 108/49*z + 1
*
[ 2/3 ] 
f(z) = 129/28*z^3 - 107/42*z + 1
*
[ 1/2 ] 
f(z) = 130/21*z^3 - 107/42*z + 1
*
[ 1/2 ] 
f(z) = 130/23*z^3 - 111/46*z + 1
*
[ 1/2 ] 
f(z) = 130/27*z^3 - 119/54*z + 1
*
3/20 | 0.20247671903390014465042937497337736500 | 0.023663735916955613884407007923279738349
f(z) = 130/27*z^3 - 111/40*z + 1
*
[ 3/7 ] 
f(z) = 131/27*z^3 - 109/49*z + 1
*
[ 1/2 ] 
f(z) = 134/21*z^3 - 109/42*z + 1
*
[ 1/2 ] 
f(z) = 134/23*z^3 - 113/46*z + 1
*
[ 1/2 ] 
f(z) = 134/25*z^3 - 117/50*z + 1
*
[ 3/7 ] 
f(z) = 134/27*z^3 - 110/49*z + 1
*
[ 5/8 ] 
f(z) = 136/25*z^3 - 109/40*z + 1
*
[ 3/7 ] 
f(z) = 137/27*z^3 - 111/49*z + 1
*
[ 1/2 ] 
f(z) = 138/25*z^3 - 119/50*z + 1
*
[ 12/25 ] 
f(z) = 125/32*z^3 - 119/60*z + 1
*
[ 12/25 ] 
f(z) = 125/36*z^3 - 113/60*z + 1
*
12/11 | 0.14115598376489554012246201297013735778 | 0.027612738842295999034692499785503595254
f(z) = 121/24*z^3 - 83/12*z + 1
*
[ 14/11 ] 
f(z) = 121/28*z^3 - 95/14*z + 1
*
18/11 | 0.10133097587729709416275644704990067949 | 0.017384100405939538400295571724687619270
f(z) = 121/32*z^3 - 85/8*z + 1
*
[ 2/11 ] 
f(z) = 121/36*z^3 - 83/18*z + 1
*
-4/3 | 0.17135787124063750744559737404440143863 | 0.026273448805989684036836988178622936337
f(z) = 123/32*z^3 - 85/12*z + 1
*
22/25 | 0.18048332605020871723053920342364278459 | 0.027081670032419331837092551104395561620
f(z) = 125/24*z^3 - 98/15*z + 1
*
2/5 | 0.18910516159703582337228286458885318830 | 0.029100792678303759603074264410728339432
f(z) = 125/24*z^3 - 83/15*z + 1
*
-6/5 | 0.14564116740161171281130487514524095876 | 0.021895751886841138280431350823048512941
f(z) = 125/27*z^3 - 86/15*z + 1
*
-8/5 | 0.14964002819476887187135408898202652840 | 0.025777183303405389268248284944058342812
f(z) = 125/32*z^3 - 83/8*z + 1
*
9/16 | 0.10396257721516601800397654142308970550 | 0.018392353156211597145258044584912716162
f(z) = 128/27*z^3 - 95/18*z + 1
*
[ 15/8 ] 
f(z) = 128/27*z^3 - 81/5*z + 1
*
-4/3 | 0.17516788574549772175017367614899510149 | 0.026669580980631351813693551046385953099
f(z) = 129/32*z^3 - 89/12*z + 1
*
[ 4/3 ] 
f(z) = 129/32*z^3 - 83/12*z + 1
*
-4/3 | 0.17632128726614438210728606477706843226 | 0.027034464660731802657091848457882675176
f(z) = 135/32*z^3 - 85/12*z + 1
*
[ 5/4 ] 
f(z) = 136/25*z^3 - 83/10*z + 1
*
3/17 | 0.20658055770666026964037502364228235673 | 0.026179405760033249274309958998389212245
f(z) = 136/27*z^3 - 99/17*z + 1
*
[ 3/17 ] 
f(z) = 136/27*z^3 - 82/17*z + 1
*
-1 | 0.11190474976939281119762540232706032422 | 0.023374400580034035462586631369754004963
f(z) = 120/23*z^3 - 97/23*z + 1
*
-1 | 0.11218205794197352246304955329509417435 | 0.023432324058022023695755838555518853546
f(z) = 120/29*z^3 - 91/29*z + 1
*
-1 | 0.11227311263190236883688041702712689963 | 0.023451343347207457117838168886864692561
f(z) = 120/31*z^3 - 89/31*z + 1
*
-1 | 0.11254231324522685195399763111043306358 | 0.023507573337312473716444136360503337593
f(z) = 120/37*z^3 - 83/37*z + 1
*
[ -1 ] 
f(z) = 121/20*z^3 - 81/20*z + 1
*
-1 | 0.091612750168139385467830156508503137206 | 0.019102742143785596527714390162792887617
f(z) = 121/21*z^3 - 100/21*z + 1
*
-1 | 0.11204954174444783632239249206899409420 | 0.023364144175838999554101449355428192708
f(z) = 121/23*z^3 - 98/23*z + 1
*
-1 | 0.11214198266373034057740619457068731872 | 0.023383419604655918791479744738242186306
f(z) = 121/25*z^3 - 96/25*z + 1
*
-1 | 0.099351881451578975992654272077690084086 | 0.020716476357125101123283243251919657457
f(z) = 121/26*z^3 - 95/26*z + 1
*
-1 | 0.098670610437194435419764616387728556441 | 0.020574420316956697584945437896312410461
f(z) = 121/27*z^3 - 94/27*z + 1
*
1/11 | 0.12977323552828211301300852611605783367 | 0.027059821377610728360050819718098352939
f(z) = 121/28*z^3 - 85/28*z + 1
*
-1 | 0.11232478247633327168732262628882502814 | 0.023421536326156771013551152570752409826
f(z) = 121/29*z^3 - 92/29*z + 1
*
[ 3/11 ] 
f(z) = 121/30*z^3 - 89/30*z + 1
*
-1 | 0.11241516775490927537686266105571022358 | 0.023440383120593819771884701324092924264
f(z) = 121/31*z^3 - 90/31*z + 1
*
-1 | 0.10390273972202523465110528193156859389 | 0.021665404010903607527545812371892286329
f(z) = 121/32*z^3 - 89/32*z + 1
*
-1 | 0.099714106270129082900535636095381208966 | 0.020792006098281683516928599900189523228
f(z) = 121/34*z^3 - 87/34*z + 1
*
-1 | 0.11259397219416986783090305176673506639 | 0.023477666742044877907119939621771532243
f(z) = 121/35*z^3 - 86/35*z + 1
*
[ 9/11 ] 
f(z) = 121/36*z^3 - 89/36*z + 1
*
-1 | 0.090517785269598850492006503294899435298 | 0.018874424228703613251745557531642849920
f(z) = 121/36*z^3 - 85/36*z + 1
*
-1 | 0.11268241553772768221997212220259955268 | 0.023496108611579613679817425818242978097
f(z) = 121/37*z^3 - 84/37*z + 1
*
-1 | 0.099890343713683662326845914850049054928 | 0.020828754459553714459893403067136480417
f(z) = 121/38*z^3 - 83/38*z + 1
*
[ -13/11 ] 
f(z) = 121/39*z^3 - 97/39*z + 1
*
-1 | 0.092426596791230266404269002097754652373 | 0.019272442345525665193160585925557184087
f(z) = 121/39*z^3 - 82/39*z + 1
*
-1 | 0.11219320818596774499178865394928402564 | 0.023354020963119506260217334765175241712
f(z) = 122/23*z^3 - 99/23*z + 1
*
-1 | 0.11228496025457142550204442627185705197 | 0.023373119977830166223026736216473382941
f(z) = 122/25*z^3 - 97/25*z + 1
*
-1 | 0.098812909209959574414008729866320680590 | 0.020568791911994249967513933382505289382
f(z) = 122/27*z^3 - 95/27*z + 1
*
-1 | 0.11246641217832531820305468359865208083 | 0.023410890820643775884393911090398698874
f(z) = 122/29*z^3 - 93/29*z + 1
*
-1 | 0.11255613785911497857148105412440942016 | 0.023429568024584842797453072617509183825
f(z) = 122/31*z^3 - 91/31*z + 1
*
-1 | 0.092301574892198793784067540608603307391 | 0.019213399365390132686246909090923012619
f(z) = 122/33*z^3 - 89/33*z + 1
*
-1 | 0.11273365047639293780699542887541476274 | 0.023466518865479382556904344536197271818
f(z) = 122/35*z^3 - 87/35*z + 1
*
-1 | 0.11282146109759888208040686752848128829 | 0.023484797432618927625513007728387999577
f(z) = 122/37*z^3 - 85/37*z + 1
*
-1 | 0.092565018104539005918816259353138683383 | 0.019268237429146957845745889361749740790
f(z) = 122/39*z^3 - 83/39*z + 1
*
[ 2/3 ] 
f(z) = 123/20*z^3 - 97/30*z + 1
*
[ -1 ] 
f(z) = 123/20*z^3 - 83/20*z + 1
*
-1 | 0.11233576648959885618112819175766690909 | 0.023344028032547213526677292830182567720
f(z) = 123/23*z^3 - 100/23*z + 1
*
-1 | 0.11242683992619508075127341595844633342 | 0.023362953624309829268913261165900650822
f(z) = 123/25*z^3 - 98/25*z + 1
*
-1 | 0.099636062452322449819156286140545290462 | 0.020704955399534264557441323252022692161
f(z) = 123/26*z^3 - 97/26*z + 1
*
-1 | 0.10400480909040583550869803634538639203 | 0.021612806453329830557534067097104195750
f(z) = 123/28*z^3 - 95/28*z + 1
*
-1 | 0.11260696376242564526192721765382868160 | 0.023400384408944975407572425002863005821
f(z) = 123/29*z^3 - 94/29*z + 1
*
-1 | 0.11269603944378891933669978556078351238 | 0.023418894855508359503156861760581658185
f(z) = 123/31*z^3 - 92/31*z + 1
*
-1 | 0.10418296347902159555600256821910403579 | 0.021649827975254040500824722691549991312
f(z) = 123/32*z^3 - 91/32*z + 1
*
-1 | 0.099993047580849589276361043043237117760 | 0.020779138993130090582084193483850842126
f(z) = 123/34*z^3 - 89/34*z + 1
*
-1 | 0.11287227886769669175819459345202086122 | 0.023455518436587711804729628587236780886
f(z) = 123/35*z^3 - 88/35*z + 1
*
-1 | 0.11295946581038024996693233806797946843 | 0.023473636392228006629859809584998977545
f(z) = 123/37*z^3 - 86/37*z + 1
*
-1 | 0.10016742424600090010640607692011605645 | 0.020815375482066062721829535730845709353
f(z) = 123/38*z^3 - 85/38*z + 1
*
[ -1 ] 
f(z) = 124/21*z^3 - 82/21*z + 1
*
-1 | 0.11256763844701182799687912706591982659 | 0.023352917649092237606536819001642777379
f(z) = 124/25*z^3 - 99/25*z + 1
*
-1 | 0.099094259557927960205391065129031119448 | 0.020557774107017283546000164807193997064
f(z) = 124/27*z^3 - 97/27*z + 1
*
-1 | 0.11274645356230488141269820571570213849 | 0.023390014053702495829798863030773933070
f(z) = 124/29*z^3 - 95/29*z + 1
*
-1 | 0.092579052905852334859776562130849233720 | 0.019206150438689551076913750106175080332
f(z) = 124/33*z^3 - 91/33*z + 1
*
-1 | 0.11300987309058761206800334204083267206 | 0.023444662215785464628874267721869490626
f(z) = 124/35*z^3 - 89/35*z + 1
*
-1 | 0.11309644520481590762240376908705059730 | 0.023462622186183465458151462247359004403
f(z) = 124/37*z^3 - 87/37*z + 1
*
-1 | 0.092838780145600494643623209153959967967 | 0.019260032610553003016886831130835732749
f(z) = 124/39*z^3 - 85/39*z + 1
*
[ 1/5 ] 
f(z) = 125/21*z^3 - 89/21*z + 1
*
[ -1 ] 
f(z) = 125/21*z^3 - 83/21*z + 1
*
[ 1/5 ] 
f(z) = 125/22*z^3 - 93/22*z + 1
*
[ -1 ] 
f(z) = 125/22*z^3 - 81/22*z + 1
*
[ 1/5 ] 
f(z) = 125/23*z^3 - 97/23*z + 1
*
3/5 | 0.13394876615435700019480914187834598914 | 0.027742349284286050699371557016223365533
f(z) = 125/24*z^3 - 85/24*z + 1
*
-1 | 0.099915938140854036827016008432638377417 | 0.020693754295403254912353137944569935614
f(z) = 125/26*z^3 - 99/26*z + 1
*
-1 | 0.099233343853870542024619900204675069899 | 0.020552381069858703370002020552468869348
f(z) = 125/27*z^3 - 98/27*z + 1
*
-1 | 0.10428338559542078915497148978318406793 | 0.021598303521528513657187542799146210387
f(z) = 125/28*z^3 - 97/28*z + 1
*
[ 4/5 ] 
f(z) = 125/28*z^3 - 87/28*z + 1
*
-1 | 0.11288489754233455553601724780311696517 | 0.023379776809078308395017711337477692068
f(z) = 125/29*z^3 - 96/29*z + 1
*
-1 | 0.11297270119025137066902067166005119105 | 0.023397961967022471570535147976152519904
f(z) = 125/31*z^3 - 94/31*z + 1
*
-1 | 0.10445899579410855488380611077992645257 | 0.021634674438631734772853953720267981033
f(z) = 125/32*z^3 - 93/32*z + 1
*
[ -6/5 ] 
f(z) = 125/32*z^3 - 91/24*z + 1
*
-1 | 0.092716242688751446977224430851198691261 | 0.019202613527876155767672858411015734833
f(z) = 125/33*z^3 - 92/33*z + 1
*
-1 | 0.10026783390491980327617057605455516731 | 0.020766636005915790777037772817857106050
f(z) = 125/34*z^3 - 91/34*z + 1
*
-1 | 0.11323241446349255140992251248968516504 | 0.023451751610233662109479650363236149088
f(z) = 125/37*z^3 - 88/37*z + 1
*
-1 | 0.10043911633066991395953815518675208852 | 0.020802110590847342973824183001776966650
f(z) = 125/38*z^3 - 87/38*z + 1
*
-1 | 0.092974151211773576870007407890445731334 | 0.019256029386300929505351848959031490883
f(z) = 125/39*z^3 - 86/39*z + 1
*
-1 | 0.11302231130866116950867185207971091972 | 0.023369669817263427917527647605444690716
f(z) = 126/29*z^3 - 97/29*z + 1
*
-1 | 0.11310949252262270591716109768220696606 | 0.023387696312748777028743471846135716595
f(z) = 126/31*z^3 - 95/31*z + 1
*
-1 | 0.11336738843308312170485411057949424775 | 0.023441021556277225304391680699900995103
f(z) = 126/37*z^3 - 89/37*z + 1
*
[ 1/3 ] 
f(z) = 126/37*z^3 - 88/37*z + 1
*
[ -1 ] 
f(z) = 127/20*z^3 - 87/20*z + 1
*
[ -1 ] 
f(z) = 127/21*z^3 - 85/21*z + 1
*
[ -1 ] 
f(z) = 127/22*z^3 - 83/22*z + 1
*
[ -1 ] 
f(z) = 127/23*z^3 - 81/23*z + 1
*
-1 | 0.099508409742360689052664810145699590803 | 0.020541818052512018641150892624480727205
f(z) = 127/27*z^3 - 100/27*z + 1
*
-1 | 0.10455782264348619656858493797276504350 | 0.021584183430026153703288198441570963944
f(z) = 127/28*z^3 - 99/28*z + 1
*
-1 | 0.11315871011986745660367615278787607787 | 0.023359690305147497453331140997536206591
f(z) = 127/29*z^3 - 98/29*z + 1
*
-1 | 0.080021991698273280860802625535475257454 | 0.016519178609341127687537628872237777802
f(z) = 127/30*z^3 - 97/30*z + 1
*
-1 | 0.11324527769793611366395913959755640273 | 0.023377560708689641293886502151544426776
f(z) = 127/31*z^3 - 96/31*z + 1
*
-1 | 0.10473096058601894261927097394703493466 | 0.021619924812314367698308540367595504615
f(z) = 127/32*z^3 - 95/32*z + 1
*
-1 | 0.092987599901812494894804853456118208261 | 0.019195707812720408794699201200619216826
f(z) = 127/33*z^3 - 94/33*z + 1
*
-1 | 0.10053793548113375476697239669495639000 | 0.020754346123868097186195361443666491866
f(z) = 127/34*z^3 - 93/34*z + 1
*
-1 | 0.11341660276076539606458869633730581596 | 0.023412927852809281791393017838955243801
f(z) = 127/35*z^3 - 92/35*z + 1
*
-1 | 0.091338577473764714786409755476553800091 | 0.018855295190619696260273251732976034874
f(z) = 127/36*z^3 - 91/36*z + 1
*
-1 | 0.11350138163421336122750416180249121786 | 0.023430429008717350550393004668335066022
f(z) = 127/37*z^3 - 90/37*z + 1
*
-1 | 0.10070749579372537422980002978977852619 | 0.020789348965328454331700135651587992215
f(z) = 127/38*z^3 - 89/38*z + 1
*
-1 | 0.093241946785553120947294151913058018931 | 0.019248213399148238070483546454394051295
f(z) = 127/39*z^3 - 88/39*z + 1
*
3/4 | 0.12816348548841900674056064135814523364 | 0.026414403562455246746463232144681369732
f(z) = 128/21*z^3 - 100/21*z + 1
*
[ -1 ] 
f(z) = 128/21*z^3 - 86/21*z + 1
*
[ -1 ] 
f(z) = 128/23*z^3 - 82/23*z + 1
*
[ 1/4 ] 
f(z) = 128/25*z^3 - 83/25*z + 1
*
3/32 | 0.096601872683588474944879942129502406474 | 0.013936704266120011210229500778848074985
f(z) = 128/27*z^3 - 89/24*z + 1
*
[ 1/4 ] 
f(z) = 128/27*z^3 - 89/27*z + 1
*
-1 | 0.11329410889723918708305545694990329246 | 0.023349835581140165996778897490579260529
f(z) = 128/29*z^3 - 99/29*z + 1
*
[ 1/4 ] 
f(z) = 128/29*z^3 - 95/29*z + 1
*
-1 | 0.11338007145146628649936210259231142087 | 0.023367552402666678129150837116450086842
f(z) = 128/31*z^3 - 97/31*z + 1
*
-1 | 0.093121796766328277939509070421246404456 | 0.019192336341921673621134965394962222527
f(z) = 128/33*z^3 - 95/33*z + 1
*
[ 3/4 ] 
f(z) = 128/33*z^3 - 83/33*z + 1
*
-1 | 0.11355021065559757309899028393480049261 | 0.023402617972103964159541136741693130730
f(z) = 128/35*z^3 - 93/35*z + 1
*
-1 | 0.11363440827096783573988677558893801222 | 0.023419971040982443341622536556895276383
f(z) = 128/37*z^3 - 91/37*z + 1
*
-1 | 0.093373366059124378489556416305692660520 | 0.019244184594944084748364354790876393595
f(z) = 128/39*z^3 - 89/39*z + 1
*
[ 3/4 ] 
f(z) = 128/39*z^3 - 85/39*z + 1
*
[ 3/8 ] 
f(z) = 128/39*z^3 - 83/39*z + 1
*
[ -1 ] 
f(z) = 129/20*z^3 - 89/20*z + 1
*
[ -1 ] 
f(z) = 129/22*z^3 - 85/22*z + 1
*
[ -1 ] 
f(z) = 129/23*z^3 - 83/23*z + 1
*
-1 | 0.11342852223465493522114617032164175698 | 0.023340103032136190826569692980537887808
f(z) = 129/29*z^3 - 100/29*z + 1
*
-1 | 0.11351388819631022889200893024836108538 | 0.023357668722856819854856504045212369171
f(z) = 129/31*z^3 - 98/31*z + 1
*
-1 | 0.10499897634330473065419631935872622425 | 0.021605561615725815883102961129778923771
f(z) = 129/32*z^3 - 97/32*z + 1
*
-1 | 0.10080477362221583411475921734840617521 | 0.020742523627402520150186288731107218826
f(z) = 129/34*z^3 - 95/34*z + 1
*
-1 | 0.11368285792234405041147521234875293904 | 0.023392437498269255841332391234055816607
f(z) = 129/35*z^3 - 94/35*z + 1
*
-1 | 0.11376648224005114546762292519546466364 | 0.023409644812204263372648951813749448053
f(z) = 129/37*z^3 - 92/37*z + 1
*
-1 | 0.10097267686383715527612014465868332399 | 0.020777072953107073752059455813800481339
f(z) = 129/38*z^3 - 91/38*z + 1
*
[ -1 ] 
f(z) = 130/21*z^3 - 88/21*z + 1
*
[ -1 ] 
f(z) = 130/23*z^3 - 84/23*z + 1
*
[ 3/10 ] 
f(z) = 130/27*z^3 - 83/30*z + 1
*
-1 | 0.11364674203273320582487816040620055249 | 0.023347907074822307588624587919977051052
f(z) = 130/31*z^3 - 99/31*z + 1
*
-1 | 0.093386264587915636155893259605375396008 | 0.019185537470448728424456079274691995563
f(z) = 130/33*z^3 - 97/33*z + 1
*
-1 | 0.11389761713961925950059136678945477955 | 0.023399447564045259618250458553675706425
f(z) = 130/37*z^3 - 93/37*z + 1
*
[ -1 ] 
f(z) = 131/20*z^3 - 91/20*z + 1
*
[ -1 ] 
f(z) = 131/21*z^3 - 89/21*z + 1
*
[ -1 ] 
f(z) = 131/22*z^3 - 87/22*z + 1
*
[ -1 ] 
f(z) = 131/23*z^3 - 85/23*z + 1
*
[ -1 ] 
f(z) = 131/24*z^3 - 83/24*z + 1
*
[ -1 ] 
f(z) = 131/25*z^3 - 81/25*z + 1
*
-1 | 0.11377864675717754854491718434817449219 | 0.023338264938672928565425937795495409442
f(z) = 131/31*z^3 - 100/31*z + 1
*
-1 | 0.10526315643779218280300751774796643701 | 0.021591568393927961114438979475982782017
f(z) = 131/32*z^3 - 99/32*z + 1
*
-1 | 0.093517596719982897283075670814587843694 | 0.019182320328847198935943288743365722965
f(z) = 131/33*z^3 - 98/33*z + 1
*
-1 | 0.10106780818619724198128203055701606117 | 0.020731018969265865242153030532225251097
f(z) = 131/34*z^3 - 97/34*z + 1
*
-1 | 0.11394532532317233953598219257452795120 | 0.023372454029892183364514854510885370643
f(z) = 131/35*z^3 - 96/35*z + 1
*
-1 | 0.091866157381412472374455300223472953728 | 0.018843577252600583140087954961259622376
f(z) = 131/36*z^3 - 95/36*z + 1
*
-1 | 0.11402782627779515510275395207851991425 | 0.023389376617667285726686420196686921787
f(z) = 131/37*z^3 - 94/37*z + 1
*
-1 | 0.10123346460781556758410256127744824477 | 0.020764998398330195360590561701503571764
f(z) = 131/38*z^3 - 93/38*z + 1
*
-1 | 0.093766142692886658832288455997448245929 | 0.019233302054596211556238200413314314470
f(z) = 131/39*z^3 - 92/39*z + 1
*
[ -1 ] 
f(z) = 132/23*z^3 - 86/23*z + 1
*
[ -1 ] 
f(z) = 132/25*z^3 - 82/25*z + 1
*
-1 | 0.11407517210516724071402118398314889307 | 0.023362645856570559878752860901598845727
f(z) = 132/35*z^3 - 97/35*z + 1
*
-1 | 0.11415712268088223637853535107799445943 | 0.023379429370834351122692920053276016637
f(z) = 132/37*z^3 - 95/37*z + 1
*
[ -1 ] 
f(z) = 133/20*z^3 - 93/20*z + 1
*
[ -1 ] 
f(z) = 133/22*z^3 - 89/22*z + 1
*
[ -1 ] 
f(z) = 133/23*z^3 - 87/23*z + 1
*
[ 6/7 ] 
f(z) = 133/24*z^3 - 89/21*z + 1
*
[ -1 ] 
f(z) = 133/24*z^3 - 85/24*z + 1
*
2/7 | 0.19323568807837194328441764732158846146 | 0.028266290121655414371497601652578701791
f(z) = 133/24*z^3 - 83/21*z + 1
*
-6/7 | 0.18920867288236115851581857168069627063 | 0.027677223055490133571774983447941006539
f(z) = 133/24*z^3 - 82/21*z + 1
*
[ -1 ] 
f(z) = 133/25*z^3 - 83/25*z + 1
*
[ -1 ] 
f(z) = 133/26*z^3 - 81/26*z + 1
*
-1 | 0.093777490514313985306436277882091601714 | 0.019176031824217362513317658919542501135
f(z) = 133/33*z^3 - 100/33*z + 1
*
-1 | 0.10132714641947771389599212818624111078 | 0.020719818516581586713956490741573387601
f(z) = 133/34*z^3 - 99/34*z + 1
*
-1 | 0.092124395174637355667617405580659724640 | 0.018837999651803174556008236981000572845
f(z) = 133/36*z^3 - 97/36*z + 1
*
-1 | 0.11428551910128833936520179310747842156 | 0.023369603295142498023563302255284933692
f(z) = 133/37*z^3 - 96/37*z + 1
*
-1 | 0.094022755856606333353020103832040229251 | 0.019226184755196654846024021522841809446
f(z) = 133/39*z^3 - 94/39*z + 1
*
[ -1 ] 
f(z) = 134/21*z^3 - 92/21*z + 1
*
[ -1 ] 
f(z) = 134/23*z^3 - 88/23*z + 1
*
[ -1 ] 
f(z) = 134/25*z^3 - 84/25*z + 1
*
-1 | 0.11433215635423735670113484770102132021 | 0.023343384231428568054415477148476845467
f(z) = 134/35*z^3 - 99/35*z + 1
*
-1 | 0.11441302802517250080559095776338247202 | 0.023359895933370300538458435885550950852
f(z) = 134/37*z^3 - 97/37*z + 1
*
-1 | 0.094149735609433215970543588045670764975 | 0.019222706224563905152950161275703188456
f(z) = 134/39*z^3 - 95/39*z + 1
*
[ -1 ] 
f(z) = 135/22*z^3 - 91/22*z + 1
*
[ -1 ] 
f(z) = 135/23*z^3 - 89/23*z + 1
*
[ -1 ] 
f(z) = 135/26*z^3 - 83/26*z + 1
*
[ 8/9 ] 
f(z) = 135/32*z^3 - 83/24*z + 1
*
[ 1/3 ] 
f(z) = 135/34*z^3 - 83/34*z + 1
*
-1 | 0.11453966167982607323897097171629753185 | 0.023350304896943861262731341053265653430
f(z) = 135/37*z^3 - 98/37*z + 1
*
[ 1/3 ] 
f(z) = 135/37*z^3 - 89/37*z + 1
*
-1 | 0.10174357899460049633715885947720021978 | 0.020741667610920274207642030304256342013
f(z) = 135/38*z^3 - 97/38*z + 1
*
[ 1/3 ] 
f(z) = 135/38*z^3 - 91/38*z + 1
*
[ -1 ] 
f(z) = 136/21*z^3 - 94/21*z + 1
*
[ -1 ] 
f(z) = 136/23*z^3 - 90/23*z + 1
*
[ -1 ] 
f(z) = 136/25*z^3 - 86/25*z + 1
*
[ -1 ] 
f(z) = 136/27*z^3 - 82/27*z + 1
*
-1 | 0.11466543204079920742975393881771903215 | 0.023340827863510535241014698989569781227
f(z) = 136/37*z^3 - 99/37*z + 1
*
-1 | 0.094401101904067869008232075164192480950 | 0.019215903437093152267746557287408060926
f(z) = 136/39*z^3 - 97/39*z + 1
*
[ -1 ] 
f(z) = 137/20*z^3 - 97/20*z + 1
*
[ -1 ] 
f(z) = 137/21*z^3 - 95/21*z + 1
*
[ -1 ] 
f(z) = 137/22*z^3 - 93/22*z + 1
*
[ -1 ] 
f(z) = 137/23*z^3 - 91/23*z + 1
*
[ -1 ] 
f(z) = 137/24*z^3 - 89/24*z + 1
*
[ 2/3 ] 
f(z) = 137/24*z^3 - 82/27*z + 1
*
[ -1 ] 
f(z) = 137/25*z^3 - 87/25*z + 1
*
[ -1 ] 
f(z) = 137/26*z^3 - 85/26*z + 1
*
[ -1 ] 
f(z) = 137/27*z^3 - 83/27*z + 1
*
[ -1 ] 
f(z) = 137/28*z^3 - 81/28*z + 1
*
-1 | 0.11479035083878319248610718319208909162 | 0.023331462574615942645615811580853432659
f(z) = 137/37*z^3 - 100/37*z + 1
*
-1 | 0.10199375443484277423944799928650247160 | 0.020730518262664873148616658271397717056
f(z) = 137/38*z^3 - 99/38*z + 1
*
-1 | 0.094524478268001549731201453186219114443 | 0.019212366814631768128212844868629899702
f(z) = 137/39*z^3 - 98/39*z + 1
*
[ -1 ] 
f(z) = 138/25*z^3 - 88/25*z + 1
*
[ -1 ] 
f(z) = 139/20*z^3 - 99/20*z + 1
*
[ -1 ] 
f(z) = 139/21*z^3 - 97/21*z + 1
*
[ -1 ] 
f(z) = 139/22*z^3 - 95/22*z + 1
*
[ -1 ] 
f(z) = 139/23*z^3 - 93/23*z + 1
*
[ -1 ] 
f(z) = 139/24*z^3 - 91/24*z + 1
*
[ 2/3 ] 
f(z) = 139/24*z^3 - 83/27*z + 1
*
[ -1 ] 
f(z) = 139/25*z^3 - 89/25*z + 1
*
[ -1 ] 
f(z) = 139/26*z^3 - 87/26*z + 1
*
[ -1 ] 
f(z) = 139/27*z^3 - 85/27*z + 1
*
[ -1 ] 
f(z) = 139/28*z^3 - 83/28*z + 1
*
[ -1 ] 
f(z) = 139/29*z^3 - 81/29*z + 1
*
-1 | 0.094771842336679038482649125702966626520 | 0.019206068087698005009520115614120400441
f(z) = 139/39*z^3 - 100/39*z + 1
*
[ 6/11 ] 
f(z) = 121/28*z^3 - 89/42*z + 1
*
-10/11 | 0.18120348265920712430206390438267028837 | 0.028289932802008827488112055584479144955
f(z) = 121/32*z^3 - 89/40*z + 1
*
[ -24/25 ] 
f(z) = 125/27*z^3 - 89/40*z + 1
*
[ 5/12 ] 
f(z) = 126/25*z^3 - 91/40*z + 1
*
[ 15/32 ] 
f(z) = 128/27*z^3 - 87/40*z + 1
*
[ 8/15 ] 
f(z) = 135/32*z^3 - 83/40*z + 1
*
10/11 | 0.18262815040569195436362158789489590525 | 0.028319318140492370847550851214651370298
f(z) = 121/24*z^3 - 79/15*z + 1
*
4/11 | 0.14118608017320478749360896515464797515 | 0.028030059307199082840862868667612945075
f(z) = 121/24*z^3 - 77/12*z + 1
*
[ 12/11 ] 
f(z) = 121/24*z^3 - 71/12*z + 1
*
-12/11 | 0.10768843394199905022413162023082068016 | 0.022123815463066692591000129416379394819
f(z) = 121/24*z^3 - 65/12*z + 1
*
[ 10/11 ] 
f(z) = 121/24*z^3 - 64/15*z + 1
*
-2 | 0.081535493281421323869066240069887163561 | 0.013136952523264433184383240351534779540
f(z) = 121/24*z^3 - 62/3*z + 1
*
-10/11 | 0.16910000807020637991726021413401145818 | 0.026400308619466911726984299544555441663
f(z) = 121/24*z^3 - 61/15*z + 1
*
[ 3/22 ] 
f(z) = 121/27*z^3 - 77/12*z + 1
*
[ -14/11 ] 
f(z) = 121/28*z^3 - 73/14*z + 1
*
[ 2/11 ] 
f(z) = 121/28*z^3 - 65/14*z + 1
*
8/11 | 0.14030568711376023633989974834388305227 | 0.027855272461076552220786981953411108893
f(z) = 121/30*z^3 - 77/15*z + 1
*
-18/11 | 0.095847962083293718760856702483061794850 | 0.016727101745783986345509286210755327092
f(z) = 121/32*z^3 - 77/8*z + 1
*
[ 4/3 ] 
f(z) = 123/32*z^3 - 79/12*z + 1
*
[ -4/3 ] 
f(z) = 123/32*z^3 - 61/12*z + 1
*
-2 | 0.082155556724565237321130948959898472194 | 0.013169490474222466408782177084924089303
f(z) = 125/24*z^3 - 64/3*z + 1
*
[ 2 ] 
f(z) = 125/24*z^3 - 61/3*z + 1
*
[ 8/5 ] 
f(z) = 125/32*z^3 - 77/8*z + 1
*
[ -8/5 ] 
f(z) = 125/32*z^3 - 67/8*z + 1
*
[ 5/3 ] 
f(z) = 126/25*z^3 - 68/5*z + 1
*
[ -5/3 ] 
f(z) = 126/25*z^3 - 62/5*z + 1
*
-2 | 0.082458393942887446635081712967116096931 | 0.013185265607248756167991029378759269894
f(z) = 127/24*z^3 - 65/3*z + 1
*
[ 2 ] 
f(z) = 127/24*z^3 - 62/3*z + 1
*
5/16 | 0.12130372336997555636113569752029004646 | 0.020376073437369029922391133635625705255
f(z) = 128/25*z^3 - 77/10*z + 1
*
[ -4/3 ] 
f(z) = 129/32*z^3 - 65/12*z + 1
*
-2 | 0.083050513060788875742702372987121810996 | 0.013215903883031876517507198154709648146
f(z) = 131/24*z^3 - 67/3*z + 1
*
[ 2 ] 
f(z) = 131/24*z^3 - 64/3*z + 1
*
[ -2 ] 
f(z) = 131/24*z^3 - 61/3*z + 1
*
-2 | 0.083339070696130519863782871980009775556 | 0.013230630606799758160948773486299513954
f(z) = 133/24*z^3 - 68/3*z + 1
*
[ 2 ] 
f(z) = 133/24*z^3 - 65/3*z + 1
*
[ -2 ] 
f(z) = 133/24*z^3 - 62/3*z + 1
*
[ 3/2 ] 
f(z) = 134/27*z^3 - 65/6*z + 1
*
4/9 | 0.13512665879281887617825001857713057281 | 0.021213306008537487524521986836885450123
f(z) = 135/32*z^3 - 73/12*z + 1
*
[ -5/4 ] 
f(z) = 136/25*z^3 - 67/10*z + 1
*
-2 | 0.083902934885784514710856244945272240659 | 0.013259129753242989166880759197045931483
f(z) = 137/24*z^3 - 70/3*z + 1
*
[ 2 ] 
f(z) = 137/24*z^3 - 67/3*z + 1
*
[ -2 ] 
f(z) = 137/24*z^3 - 64/3*z + 1
*
-2 | 0.084178509285362487845791464057715682602 | 0.013272926159514705656959163556956246159
f(z) = 139/24*z^3 - 71/3*z + 1
*
[ 2 ] 
f(z) = 139/24*z^3 - 68/3*z + 1
*
[ -2 ] 
f(z) = 139/24*z^3 - 65/3*z + 1
*
[ -1 ] 
f(z) = 120/23*z^3 - 74/23*z + 1
*
[ -1 ] 
f(z) = 120/29*z^3 - 62/29*z + 1
*
[ 1/2 ] 
f(z) = 120/31*z^3 - 61/31*z + 1
*
[ 1/2 ] 
f(z) = 120/37*z^3 - 67/37*z + 1
*
[ 6/11 ] 
f(z) = 121/20*z^3 - 79/30*z + 1
*
4/11 | 0.13383273363278307156977351490052256549 | 0.027906292478861843252254472750065153859
f(z) = 121/20*z^3 - 71/20*z + 1
*
[ -1 ] 
f(z) = 121/21*z^3 - 79/21*z + 1
*
[ 3/11 ] 
f(z) = 121/21*z^3 - 65/21*z + 1
*
7/11 | 0.10810611939196185028363070796906554054 | 0.022541876748812470546331960915015034391
f(z) = 121/21*z^3 - 64/21*z + 1
*
[ 7/11 ] 
f(z) = 121/21*z^3 - 61/21*z + 1
*
[ -1 ] 
f(z) = 121/23*z^3 - 75/23*z + 1
*
[ 2/3 ] 
f(z) = 121/24*z^3 - 74/27*z + 1
*
[ -1 ] 
f(z) = 121/25*z^3 - 71/25*z + 1
*
[ -1 ] 
f(z) = 121/26*z^3 - 69/26*z + 1
*
[ 9/22 ] 
f(z) = 121/27*z^3 - 79/36*z + 1
*
[ -1 ] 
f(z) = 121/27*z^3 - 67/27*z + 1
*
[ -1 ] 
f(z) = 121/29*z^3 - 63/29*z + 1
*
[ 7/11 ] 
f(z) = 121/35*z^3 - 69/35*z + 1
*
[ 5/11 ] 
f(z) = 121/35*z^3 - 67/35*z + 1
*
[ 4/11 ] 
f(z) = 121/36*z^3 - 79/36*z + 1
*
[ -1 ] 
f(z) = 122/21*z^3 - 80/21*z + 1
*
[ -1 ] 
f(z) = 122/23*z^3 - 76/23*z + 1
*
[ -1 ] 
f(z) = 122/25*z^3 - 72/25*z + 1
*
[ -1 ] 
f(z) = 122/27*z^3 - 68/27*z + 1
*
[ -1 ] 
f(z) = 122/29*z^3 - 64/29*z + 1
*
[ -1 ] 
f(z) = 123/22*z^3 - 79/22*z + 1
*
[ -1 ] 
f(z) = 123/23*z^3 - 77/23*z + 1
*
[ -1 ] 
f(z) = 123/25*z^3 - 73/25*z + 1
*
[ -1 ] 
f(z) = 123/26*z^3 - 71/26*z + 1
*
[ -1 ] 
f(z) = 123/28*z^3 - 67/28*z + 1
*
[ -1 ] 
f(z) = 123/29*z^3 - 65/29*z + 1
*
[ -1 ] 
f(z) = 124/23*z^3 - 78/23*z + 1
*
[ -1 ] 
f(z) = 124/25*z^3 - 74/25*z + 1
*
[ -1 ] 
f(z) = 124/27*z^3 - 70/27*z + 1
*
[ -1 ] 
f(z) = 124/29*z^3 - 66/29*z + 1
*
[ 1/2 ] 
f(z) = 124/33*z^3 - 64/33*z + 1
*
[ 1/2 ] 
f(z) = 124/35*z^3 - 66/35*z + 1
*
[ 1/2 ] 
f(z) = 124/37*z^3 - 68/37*z + 1
*
[ 1/2 ] 
f(z) = 124/39*z^3 - 70/39*z + 1
*
[ -1 ] 
f(z) = 125/23*z^3 - 79/23*z + 1
*
[ 2/3 ] 
f(z) = 125/24*z^3 - 76/27*z + 1
*
[ 3/5 ] 
f(z) = 125/24*z^3 - 61/24*z + 1
*
[ -1 ] 
f(z) = 125/26*z^3 - 73/26*z + 1
*
[ -1 ] 
f(z) = 125/27*z^3 - 71/27*z + 1
*
[ -1 ] 
f(z) = 125/28*z^3 - 69/28*z + 1
*
[ -1 ] 
f(z) = 125/29*z^3 - 67/29*z + 1
*
[ -1 ] 
f(z) = 125/31*z^3 - 63/31*z + 1
*
4/5 | 0.14291777863003357439421549332893302359 | 0.022199952158124249561354437016028220272
f(z) = 125/32*z^3 - 63/20*z + 1
*
[ 3/5 ] 
f(z) = 125/33*z^3 - 67/33*z + 1
*
[ 2/5 ] 
f(z) = 125/34*z^3 - 71/34*z + 1
*
[ 2/5 ] 
f(z) = 125/38*z^3 - 77/38*z + 1
*
[ 3/5 ] 
f(z) = 125/39*z^3 - 71/39*z + 1
*
[ -1 ] 
f(z) = 126/23*z^3 - 80/23*z + 1
*
[ -1 ] 
f(z) = 126/25*z^3 - 76/25*z + 1
*
[ 1/3 ] 
f(z) = 126/25*z^3 - 64/25*z + 1
*
[ 1/3 ] 
f(z) = 126/29*z^3 - 72/29*z + 1
*
[ -1 ] 
f(z) = 126/29*z^3 - 68/29*z + 1
*
[ 1/3 ] 
f(z) = 126/31*z^3 - 76/31*z + 1
*
[ -1 ] 
f(z) = 126/31*z^3 - 64/31*z + 1
*
[ -1 ] 
f(z) = 127/24*z^3 - 79/24*z + 1
*
[ 2/3 ] 
f(z) = 127/24*z^3 - 77/27*z + 1
*
[ -1 ] 
f(z) = 127/25*z^3 - 77/25*z + 1
*
[ -1 ] 
f(z) = 127/26*z^3 - 75/26*z + 1
*
[ -1 ] 
f(z) = 127/27*z^3 - 73/27*z + 1
*
[ -1 ] 
f(z) = 127/28*z^3 - 71/28*z + 1
*
[ -1 ] 
f(z) = 127/29*z^3 - 69/29*z + 1
*
[ -1 ] 
f(z) = 127/30*z^3 - 67/30*z + 1
*
[ -1 ] 
f(z) = 127/31*z^3 - 65/31*z + 1
*
[ 3/4 ] 
f(z) = 128/21*z^3 - 79/21*z + 1
*
[ 1/4 ] 
f(z) = 128/21*z^3 - 71/21*z + 1
*
[ 1/4 ] 
f(z) = 128/23*z^3 - 77/23*z + 1
*
[ -1 ] 
f(z) = 128/25*z^3 - 78/25*z + 1
*
[ -15/16 ] 
f(z) = 128/25*z^3 - 73/30*z + 1
*
[ -1 ] 
f(z) = 128/27*z^3 - 74/27*z + 1
*
[ 3/10 ] 
f(z) = 128/27*z^3 - 69/25*z + 1
*
[ -1 ] 
f(z) = 128/29*z^3 - 70/29*z + 1
*
[ 1/2 ] 
f(z) = 128/29*z^3 - 61/29*z + 1
*
[ -1 ] 
f(z) = 128/31*z^3 - 66/31*z + 1
*
[ 1/2 ] 
f(z) = 128/31*z^3 - 63/31*z + 1
*
[ 3/8 ] 
f(z) = 128/33*z^3 - 73/33*z + 1
*
[ 1/2 ] 
f(z) = 128/33*z^3 - 65/33*z + 1
*
[ 5/8 ] 
f(z) = 128/35*z^3 - 71/35*z + 1
*
[ 1/2 ] 
f(z) = 128/35*z^3 - 67/35*z + 1
*
[ 1/2 ] 
f(z) = 128/37*z^3 - 69/37*z + 1
*
[ 1/2 ] 
f(z) = 128/39*z^3 - 71/39*z + 1
*
[ -1 ] 
f(z) = 129/25*z^3 - 79/25*z + 1
*
[ -1 ] 
f(z) = 129/26*z^3 - 77/26*z + 1
*
[ -1 ] 
f(z) = 129/28*z^3 - 73/28*z + 1
*
[ -1 ] 
f(z) = 129/29*z^3 - 71/29*z + 1
*
[ -1 ] 
f(z) = 129/31*z^3 - 67/31*z + 1
*
[ -1 ] 
f(z) = 129/32*z^3 - 65/32*z + 1
*
[ -1 ] 
f(z) = 130/27*z^3 - 76/27*z + 1
*
[ 3/8 ] 
f(z) = 130/27*z^3 - 75/32*z + 1
*
[ 3/4 ] 
f(z) = 130/27*z^3 - 73/24*z + 1
*
[ -1 ] 
f(z) = 130/29*z^3 - 72/29*z + 1
*
[ -1 ] 
f(z) = 130/31*z^3 - 68/31*z + 1
*
[ 2/3 ] 
f(z) = 131/24*z^3 - 79/27*z + 1
*
[ -1 ] 
f(z) = 131/26*z^3 - 79/26*z + 1
*
[ -1 ] 
f(z) = 131/27*z^3 - 77/27*z + 1
*
[ -1 ] 
f(z) = 131/28*z^3 - 75/28*z + 1
*
[ -1 ] 
f(z) = 131/29*z^3 - 73/29*z + 1
*
[ -1 ] 
f(z) = 131/30*z^3 - 71/30*z + 1
*
[ -1 ] 
f(z) = 131/31*z^3 - 69/31*z + 1
*
[ -1 ] 
f(z) = 131/32*z^3 - 67/32*z + 1
*
[ -1 ] 
f(z) = 132/29*z^3 - 74/29*z + 1
*
[ 1/2 ] 
f(z) = 132/29*z^3 - 62/29*z + 1
*
[ -1 ] 
f(z) = 132/31*z^3 - 70/31*z + 1
*
[ 1/2 ] 
f(z) = 132/31*z^3 - 64/31*z + 1
*
[ 1/2 ] 
f(z) = 132/35*z^3 - 68/35*z + 1
*
[ 1/2 ] 
f(z) = 132/37*z^3 - 70/37*z + 1
*
[ 2/3 ] 
f(z) = 133/24*z^3 - 80/27*z + 1
*
[ 2/7 ] 
f(z) = 133/24*z^3 - 62/21*z + 1
*
[ -1 ] 
f(z) = 133/27*z^3 - 79/27*z + 1
*
[ 3/5 ] 
f(z) = 133/27*z^3 - 61/25*z + 1
*
[ -1 ] 
f(z) = 133/29*z^3 - 75/29*z + 1
*
[ -1 ] 
f(z) = 133/30*z^3 - 73/30*z + 1
*
[ -1 ] 
f(z) = 133/31*z^3 - 71/31*z + 1
*
[ -1 ] 
f(z) = 133/32*z^3 - 69/32*z + 1
*
[ -1 ] 
f(z) = 133/33*z^3 - 67/33*z + 1
*
[ -1 ] 
f(z) = 134/27*z^3 - 80/27*z + 1
*
[ -1 ] 
f(z) = 134/29*z^3 - 76/29*z + 1
*
[ -1 ] 
f(z) = 134/31*z^3 - 72/31*z + 1
*
[ -1 ] 
f(z) = 134/33*z^3 - 68/33*z + 1
*
[ 2/3 ] 
f(z) = 135/22*z^3 - 71/22*z + 1
*
[ 1/3 ] 
f(z) = 135/23*z^3 - 61/23*z + 1
*
[ 2/3 ] 
f(z) = 135/26*z^3 - 73/26*z + 1
*
[ 1/3 ] 
f(z) = 135/26*z^3 - 67/26*z + 1
*
[ -1 ] 
f(z) = 135/28*z^3 - 79/28*z + 1
*
[ 1/3 ] 
f(z) = 135/28*z^3 - 71/28*z + 1
*
[ -1 ] 
f(z) = 135/29*z^3 - 77/29*z + 1
*
[ 1/3 ] 
f(z) = 135/29*z^3 - 73/29*z + 1
*
[ 1/3 ] 
f(z) = 135/31*z^3 - 77/31*z + 1
*
[ -1 ] 
f(z) = 135/31*z^3 - 73/31*z + 1
*
[ 1/3 ] 
f(z) = 135/32*z^3 - 79/32*z + 1
*
-8/9 | 0.13333017142413507542584321716525835567 | 0.022207308354384329375996960774502591228
f(z) = 135/32*z^3 - 77/24*z + 1
*
[ -1 ] 
f(z) = 135/32*z^3 - 71/32*z + 1
*
[ 4/15 ] 
f(z) = 135/32*z^3 - 61/20*z + 1
*
[ 2/3 ] 
f(z) = 135/34*z^3 - 77/34*z + 1
*
[ 2/3 ] 
f(z) = 135/38*z^3 - 79/38*z + 1
*
[ 3/5 ] 
f(z) = 136/27*z^3 - 62/25*z + 1
*
[ 1/2 ] 
f(z) = 136/27*z^3 - 61/27*z + 1
*
[ -1 ] 
f(z) = 136/29*z^3 - 78/29*z + 1
*
[ 1/2 ] 
f(z) = 136/29*z^3 - 63/29*z + 1
*
[ -1 ] 
f(z) = 136/31*z^3 - 74/31*z + 1
*
[ 1/2 ] 
f(z) = 136/31*z^3 - 65/31*z + 1
*
[ -1 ] 
f(z) = 136/33*z^3 - 70/33*z + 1
*
[ 1/2 ] 
f(z) = 136/33*z^3 - 67/33*z + 1
*
[ 1/2 ] 
f(z) = 136/35*z^3 - 69/35*z + 1
*
[ 1/2 ] 
f(z) = 136/37*z^3 - 71/37*z + 1
*
[ 1/2 ] 
f(z) = 136/39*z^3 - 73/39*z + 1
*
[ -1 ] 
f(z) = 137/29*z^3 - 79/29*z + 1
*
[ -1 ] 
f(z) = 137/30*z^3 - 77/30*z + 1
*
[ -1 ] 
f(z) = 137/31*z^3 - 75/31*z + 1
*
[ -1 ] 
f(z) = 137/32*z^3 - 73/32*z + 1
*
[ -1 ] 
f(z) = 137/33*z^3 - 71/33*z + 1
*
[ -1 ] 
f(z) = 137/34*z^3 - 69/34*z + 1
*
[ -1 ] 
f(z) = 138/29*z^3 - 80/29*z + 1
*
[ -1 ] 
f(z) = 138/31*z^3 - 76/31*z + 1
*
[ 3/5 ] 
f(z) = 139/27*z^3 - 63/25*z + 1
*
[ -1 ] 
f(z) = 139/30*z^3 - 79/30*z + 1
*
[ -1 ] 
f(z) = 139/31*z^3 - 77/31*z + 1
*
[ -1 ] 
f(z) = 139/32*z^3 - 75/32*z + 1
*
[ -1 ] 
f(z) = 139/33*z^3 - 73/33*z + 1
*
[ -1 ] 
f(z) = 139/34*z^3 - 71/34*z + 1
*
6/11 | 0.10986286378146838865935794005770888910 | 0.022908186405750990231506295825635092875
f(z) = 121/20*z^3 - 53/10*z + 1
*
[ 10/11 ] 
f(z) = 121/20*z^3 - 51/10*z + 1
*
[ 2/11 ] 
f(z) = 121/20*z^3 - 47/10*z + 1
*
[ 2 ] 
f(z) = 121/24*z^3 - 59/3*z + 1
*
[ -2 ] 
f(z) = 121/24*z^3 - 56/3*z + 1
*
[ -12/11 ] 
f(z) = 121/24*z^3 - 49/12*z + 1
*
[ 10/11 ] 
f(z) = 121/25*z^3 - 41/10*z + 1
*
-12/11 | 0.15738298862115353685735497728674942163 | 0.025081905590740371104684203789710002894
f(z) = 121/27*z^3 - 59/12*z + 1
*
10/11 | 0.11999459148921318944150070433335640349 | 0.025020815723361046127796427554618042692
f(z) = 121/30*z^3 - 53/15*z + 1
*
-12/11 | 0.17413246337985012553583618664583068131 | 0.028608330551471529799957692389192986075
f(z) = 121/32*z^3 - 55/12*z + 1
*
[ 12/11 ] 
f(z) = 121/32*z^3 - 53/12*z + 1
*
10/11 | 0.11272327596587806437335875756922802153 | 0.021706954092359598290150440269316510475
f(z) = 121/32*z^3 - 45/8*z + 1
*
12/11 | 0.14312933986935190397157796956634802854 | 0.027651700059723958667576055887136614958
f(z) = 121/36*z^3 - 59/12*z + 1
*
[ 3/2 ] 
f(z) = 122/27*z^3 - 59/6*z + 1
*
[ -2 ] 
f(z) = 125/24*z^3 - 58/3*z + 1
*
[ 6/25 ] 
f(z) = 125/24*z^3 - 52/15*z + 1
*
[ 4/5 ] 
f(z) = 125/24*z^3 - 43/12*z + 1
*
[ 3/4 ] 
f(z) = 125/27*z^3 - 47/16*z + 1
*
3/5 | 0.070968817965722762945419546083511845564 | 0.011023851466626338975634409310863380057
f(z) = 125/27*z^3 - 44/15*z + 1
*
[ 3 ] 
f(z) = 125/27*z^3 - 41*z + 1
*
-24/25 | 0.11879336614394358738484755133119244314 | 0.016658961089061861987530397901176663886
f(z) = 125/27*z^3 - 41/10*z + 1
*
[ -2 ] 
f(z) = 127/24*z^3 - 59/3*z + 1
*
[ -3 ] 
f(z) = 127/27*z^3 - 41*z + 1
*
[ 3/2 ] 
f(z) = 127/27*z^3 - 41/4*z + 1
*
-15/16 | 0.11566040187537529527108145977413431748 | 0.020857836026603562696734565323682470432
f(z) = 128/25*z^3 - 41/10*z + 1
*
[ 9/8 ] 
f(z) = 128/27*z^3 - 53/9*z + 1
*
[ 3 ] 
f(z) = 128/27*z^3 - 42*z + 1
*
3/8 | 0.10059527348231338384724597583068925474 | 0.017018902787619511884745270903017289342
f(z) = 128/27*z^3 - 41/6*z + 1
*
[ 9/16 ] 
f(z) = 128/27*z^3 - 41/18*z + 1
*
[ -3/2 ] 
f(z) = 130/27*z^3 - 55/6*z + 1
*
[ -6/5 ] 
f(z) = 130/27*z^3 - 51/10*z + 1
*
[ -3 ] 
f(z) = 130/27*z^3 - 42*z + 1
*
[ 3/4 ] 
f(z) = 131/27*z^3 - 49/16*z + 1
*
[ 3 ] 
f(z) = 131/27*z^3 - 43*z + 1
*
[ 5/6 ] 
f(z) = 132/25*z^3 - 58/15*z + 1
*
[ 6/7 ] 
f(z) = 133/27*z^3 - 53/14*z + 1
*
[ -3 ] 
f(z) = 133/27*z^3 - 43*z + 1
*
[ 3/2 ] 
f(z) = 133/27*z^3 - 43/4*z + 1
*
[ 3 ] 
f(z) = 134/27*z^3 - 44*z + 1
*
3/8 | 0.20698393510904519057723060144568178083 | 0.028637742167049671357463676691878501531
f(z) = 136/27*z^3 - 51/8*z + 1
*
[ -3 ] 
f(z) = 136/27*z^3 - 44*z + 1
*
[ 3/4 ] 
f(z) = 137/27*z^3 - 51/16*z + 1
*
[ 3 ] 
f(z) = 137/27*z^3 - 45*z + 1
*
[ -3 ] 
f(z) = 139/27*z^3 - 45*z + 1
*
[ 3/2 ] 
f(z) = 139/27*z^3 - 45/4*z + 1
*
[ 1/2 ] 
f(z) = 120/23*z^3 - 53/23*z + 1
*
[ 1/2 ] 
f(z) = 120/29*z^3 - 59/29*z + 1
*
[ 4/11 ] 
f(z) = 121/20*z^3 - 51/20*z + 1
*
[ 3/5 ] 
f(z) = 121/27*z^3 - 57/25*z + 1
*
[ 15/22 ] 
f(z) = 121/27*z^3 - 51/20*z + 1
*
[ 6/11 ] 
f(z) = 121/32*z^3 - 47/24*z + 1
*
[ 2/3 ] 
f(z) = 123/32*z^3 - 53/24*z + 1
*
[ 1/2 ] 
f(z) = 124/21*z^3 - 52/21*z + 1
*
[ 1/2 ] 
f(z) = 124/23*z^3 - 54/23*z + 1
*
[ 1/2 ] 
f(z) = 124/25*z^3 - 56/25*z + 1
*
[ 3/5 ] 
f(z) = 124/27*z^3 - 58/25*z + 1
*
[ 1/2 ] 
f(z) = 124/27*z^3 - 58/27*z + 1
*
[ 1/2 ] 
f(z) = 124/29*z^3 - 60/29*z + 1
*
[ 3/5 ] 
f(z) = 125/21*z^3 - 59/21*z + 1
*
[ 2/5 ] 
f(z) = 125/22*z^3 - 53/22*z + 1
*
[ 2/5 ] 
f(z) = 125/26*z^3 - 59/26*z + 1
*
[ 1/3 ] 
f(z) = 126/23*z^3 - 60/23*z + 1
*
[ 3/5 ] 
f(z) = 127/27*z^3 - 59/25*z + 1
*
[ 1/2 ] 
f(z) = 128/23*z^3 - 55/23*z + 1
*
[ 1/2 ] 
f(z) = 128/25*z^3 - 57/25*z + 1
*
[ 1/2 ] 
f(z) = 128/27*z^3 - 59/27*z + 1
*
[ 2/3 ] 
f(z) = 129/32*z^3 - 55/24*z + 1
*
[ 6/13 ] 
f(z) = 130/27*z^3 - 57/26*z + 1
*
[ 1/2 ] 
f(z) = 132/23*z^3 - 56/23*z + 1
*
[ 1/2 ] 
f(z) = 132/25*z^3 - 58/25*z + 1
*
[ 3/7 ] 
f(z) = 133/27*z^3 - 47/21*z + 1
*
[ 4/7 ] 
f(z) = 133/32*z^3 - 59/28*z + 1
*
[ 1/3 ] 
f(z) = 135/22*z^3 - 59/22*z + 1
*
[ 4/5 ] 
f(z) = 135/32*z^3 - 59/20*z + 1
*
[ 1/2 ] 
f(z) = 136/21*z^3 - 55/21*z + 1
*
[ 1/2 ] 
f(z) = 136/23*z^3 - 57/23*z + 1
*
[ 1/2 ] 
f(z) = 136/25*z^3 - 59/25*z + 1
*
[ -10/11 ] 
f(z) = 121/20*z^3 - 29/10*z + 1
*
[ 4/11 ] 
f(z) = 121/24*z^3 - 29/12*z + 1
*
[ -3 ] 
f(z) = 121/27*z^3 - 39*z + 1
*
[ 3/2 ] 
f(z) = 121/27*z^3 - 39/4*z + 1
*
[ -15/11 ] 
f(z) = 121/27*z^3 - 33/5*z + 1
*
6/11 | 0.10866049381883776996987919343051048286 | 0.019296112103191490094731419354393576836
f(z) = 121/27*z^3 - 31/6*z + 1
*
[ 9/11 ] 
f(z) = 121/27*z^3 - 29/9*z + 1
*
6/11 | 0.18310335239005905396103456681866620881 | 0.029618382010755512309251728651687055439
f(z) = 121/27*z^3 - 29/12*z + 1
*
[ 12/11 ] 
f(z) = 121/27*z^3 - 21/4*z + 1
*
2/11 | 0.13170024765762914103615453463381007068 | 0.027461634615913288455301759421933641307
f(z) = 121/30*z^3 - 32/15*z + 1
*
[ 2/11 ] 
f(z) = 121/32*z^3 - 37/8*z + 1
*
[ -12/11 ] 
f(z) = 121/32*z^3 - 31/12*z + 1
*
[ 3/11 ] 
f(z) = 121/36*z^3 - 35/12*z + 1
*
[ -12/11 ] 
f(z) = 121/36*z^3 - 25/12*z + 1
*
[ 3 ] 
f(z) = 122/27*z^3 - 40*z + 1
*
[ 3/4 ] 
f(z) = 122/27*z^3 - 23/8*z + 1
*
[ -3 ] 
f(z) = 124/27*z^3 - 40*z + 1
*
[ 3/8 ] 
f(z) = 124/27*z^3 - 37/16*z + 1
*
[ 3/4 ] 
f(z) = 124/27*z^3 - 35/12*z + 1
*
[ -3/2 ] 
f(z) = 124/27*z^3 - 26/3*z + 1
*
[ 6/5 ] 
f(z) = 125/24*z^3 - 22/3*z + 1
*
[ -6/5 ] 
f(z) = 125/27*z^3 - 29/6*z + 1
*
12/25 | 0.16643081479452397107079448499797173604 | 0.023339388028817037351233314988451690194
f(z) = 125/27*z^3 - 29/10*z + 1
*
3/25 | 0.092495477559798114719103733951381750446 | 0.014367667874169301085446124606534932198
f(z) = 125/27*z^3 - 22/5*z + 1
*
[ 2/5 ] 
f(z) = 125/28*z^3 - 31/14*z + 1
*
[ 2/5 ] 
f(z) = 125/36*z^3 - 37/18*z + 1
*
-6/5 | 0.15516120489023414650177831321912685789 | 0.029691681319099029040733099005232635833
f(z) = 125/36*z^3 - 31/6*z + 1
*
[ 6/5 ] 
f(z) = 125/36*z^3 - 29/6*z + 1
*
[ 3/5 ] 
f(z) = 125/36*z^3 - 23/12*z + 1
*
[ 5/6 ] 
f(z) = 126/25*z^3 - 37/10*z + 1
*
[ 5/4 ] 
f(z) = 128/25*z^3 - 39/5*z + 1
*
[ -5/4 ] 
f(z) = 128/25*z^3 - 31/5*z + 1
*
[ 5/16 ] 
f(z) = 128/25*z^3 - 27/10*z + 1
*
-15/16 | 0.18235881552525684371935654249229107453 | 0.025488276647750111730443848884308820638
f(z) = 128/27*z^3 - 39/10*z + 1
*
[ -9/8 ] 
f(z) = 128/27*z^3 - 37/9*z + 1
*
-15/16 | 0.18722782662463608037696239300688724306 | 0.026168817928655479156794836643829534543
f(z) = 128/27*z^3 - 33/10*z + 1
*
[ 3/2 ] 
f(z) = 128/27*z^3 - 31/3*z + 1
*
15/16 | 0.12746486201448004746935511010005864621 | 0.022906711213915439005137700509315025169
f(z) = 128/27*z^3 - 29/6*z + 1
*
[ -15/16 ]
f(z) = 128/27*z^3 - 21/10*z + 1
*
[ 3/2 ] 
f(z) = 130/27*z^3 - 21/2*z + 1
*
[ -3/2 ] 
f(z) = 131/27*z^3 - 37/4*z + 1
*
[ 3/4 ] 
f(z) = 134/27*z^3 - 25/8*z + 1
*
[ 2/3 ] 
f(z) = 135/28*z^3 - 37/14*z + 1
*
[ 4/3 ] 
f(z) = 135/32*z^3 - 29/4*z + 1
*
[ 4/9 ] 
f(z) = 135/32*z^3 - 25/12*z + 1
*
[ -4/3 ] 
f(z) = 135/32*z^3 - 23/4*z + 1
*
[ -3/2 ] 
f(z) = 136/27*z^3 - 29/3*z + 1
*
[ -3/2 ] 
f(z) = 137/27*z^3 - 39/4*z + 1
*
10/11 | 0.085158569125744980343215497151219843550 | 0.016779438936678367889360327105181623970
f(z) = 121/24*z^3 - 20/3*z + 1
*
2/11 | 0.12267943882036051573551727366789251324 | 0.024972126411029121565117361575786533464
f(z) = 121/24*z^3 - 17/3*z + 1
*
-10/11 | 0.049299440298489707667494229574166955057 | 0.010279731741778011567076050684348335368
f(z) = 121/24*z^3 - 11/3*z + 1
*
[ 6/11 ] 
f(z) = 121/24*z^3 - 7/3*z + 1
*
[ -10/11 ]
f(z) = 121/25*z^3 - 19/10*z + 1
*
[ 5/11 ] 
f(z) = 121/25*z^3 - 11/5*z + 1
*
12/11 | 0.12463578138064763053947177494075733428 | 0.020759181508174754811841991983042222748
f(z) = 121/27*z^3 - 15/2*z + 1
*
[ 6/11 ] 
f(z) = 121/27*z^3 - 13/6*z + 1
*
3/11 | 0.12796624518222042921766960162292679527 | 0.023295979209800916010620647031296130606
f(z) = 121/27*z^3 - 9*z + 1
*
12/11 | 0.073332946475792227086939187629220878983 | 0.014414065433601785119649811960575743240
f(z) = 121/27*z^3 - 6*z + 1
*
[ 3/11 ] 
f(z) = 121/27*z^3 - 3*z + 1
*
[ 8/11 ] 
f(z) = 121/32*z^3 - 19/8*z + 1
*
[ 4/11 ] 
f(z) = 121/32*z^3 - 9/4*z + 1
*
[ 6/11 ] 
f(z) = 121/36*z^3 - 11/6*z + 1
*
[ -3/2 ] 
f(z) = 122/27*z^3 - 17/2*z + 1
*
[ 3/2 ] 
f(z) = 124/27*z^3 - 10*z + 1
*
2/5 | 0.084998050901678781388235028649138511419 | 0.016918804209014269485162855896736589128
f(z) = 125/24*z^3 - 19/3*z + 1
*
[ -6/5 ] 
f(z) = 125/24*z^3 - 17/3*z + 1
*
[ 2/5 ] 
f(z) = 125/24*z^3 - 7/3*z + 1
*
3/5 | 0.13111056003768511353305713997227376796 | 0.026381385403123856700090242150456584028
f(z) = 125/27*z^3 - 16/3*z + 1
*
[ 6/5 ] 
f(z) = 125/27*z^3 - 13/2*z + 1
*
-24/25 | 0.15724617733823436227418575017768291401 | 0.024425635826550240296799501768544266043
f(z) = 125/27*z^3 - 13/5*z + 1
*
[ 3/10 ] 
f(z) = 125/27*z^3 - 11/4*z + 1
*
[ 3/5 ] 
f(z) = 125/27*z^3 - 7/3*z + 1
*
[ 2/5 ] 
f(z) = 125/32*z^3 - 17/8*z + 1
*
[ 4/5 ] 
f(z) = 125/32*z^3 - 11/4*z + 1
*
[ -4/5 ]
f(z) = 125/32*z^3 - 1/4*z + 1
*
[ -6/5 ] 
f(z) = 125/36*z^3 - 19/6*z + 1
*
[ 5/8 ] 
f(z) = 128/25*z^3 - 13/5*z + 1
*
[ -3/2 ] 
f(z) = 128/27*z^3 - 9*z + 1
*
[ 3/16 ] 
f(z) = 128/27*z^3 - 9/2*z + 1
*
[ 3/8 ] 
f(z) = 128/27*z^3 - 7/3*z + 1
*
[ 3/4 ] 
f(z) = 128/27*z^3 - 3*z + 1
*
[ -3/4 ]
f(z) = 128/27*z^3 - 1/3*z + 1
*
[ 3/5 ] 
f(z) = 130/27*z^3 - 12/5*z + 1
*
[ -3/2 ] 
f(z) = 134/27*z^3 - 19/2*z + 1
*
[ 2/3 ] 
f(z) = 135/32*z^3 - 19/8*z + 1
*
[ 3/4 ] 
f(z) = 136/27*z^3 - 19/6*z + 1
*
[ 3/8 ] 
f(z) = 136/27*z^3 - 19/8*z + 1
*
[ 3/2 ] 
f(z) = 136/27*z^3 - 11*z + 1
*
[ -6/11 ]
f(z) = 121/24*z^3 + 4/3*z + 1
*
[ -5/11 ]
f(z) = 121/25*z^3 + 11/5*z + 1
*
[ -6/11 ]
f(z) = 121/27*z^3 + 3/2*z + 1
*
[ -3/11 ]
f(z) = 121/27*z^3 + 13/3*z + 1
*
[ -4/11 ]
f(z) = 121/32*z^3 + 13/4*z + 1
*
[ -6/11 ]
f(z) = 121/36*z^3 + 11/6*z + 1
*
[ -3/5 ]
f(z) = 125/27*z^3 + z + 1
*
[ -5/8 ]
f(z) = 128/25*z^3 + 3/5*z + 1
*
[ -3/8 ]
f(z) = 128/27*z^3 + 3*z + 1
*
[ -7/11 ]
f(z) = 121/21*z^3 + 5/21*z + 1
*
-2/25 | 0.23144161914507759514502019419451507987 | 0.029761534964639338487993137878348060172
f(z) = 125/56*z^3 - 298/35*z + 1
*
[ 7/3 ] 
f(z) = 129/49*z^3 - 289/21*z + 1
*
[ 7/3 ] 
f(z) = 132/49*z^3 - 296/21*z + 1
*
-2 | 0.10347730019801642824855080708454885894 | 0.016343247250216607186573284130586579975
f(z) = 135/44*z^3 - 281/22*z + 1
*
-2 | 0.10323961056695809070999477131766107474 | 0.016287462060707266571244365673263412943
f(z) = 135/52*z^3 - 283/26*z + 1
*
2/15 | 0.23029701215391657954662369500101635587 | 0.029601595492432796074447745424213985666
f(z) = 135/56*z^3 - 299/35*z + 1
*
-2 | 0.10376756567130204576228484856093281314 | 0.016352586213709914024638702022550919532
f(z) = 137/44*z^3 - 285/22*z + 1
*
-2 | 0.10353570260018484231749287544037959238 | 0.016298086373520996946963491522864425392
f(z) = 137/52*z^3 - 287/26*z + 1
*
[ -7/3 ] 
f(z) = 138/49*z^3 - 292/21*z + 1
*
-2 | 0.10405321289135017042538882871235940268 | 0.016361664325328810845837703391172122243
f(z) = 139/44*z^3 - 289/22*z + 1
*
-2 | 0.10382691271403565824780170976669923188 | 0.016308394669613563597712151844896026006
f(z) = 139/52*z^3 - 291/26*z + 1
*
[ -18/11 ] 
f(z) = 121/40*z^3 - 292/45*z + 1
*
46/33 | 0.23050251764432092981961587734633831220 | 0.029784828597482689644999826364862463675
f(z) = 121/40*z^3 - 287/45*z + 1
*
16/11 | 0.10991049349842532245022990575307294810 | 0.019493362859242208331586383938277329314
f(z) = 121/40*z^3 - 281/40*z + 1
*
-18/11 | 0.16570531238725449504640606252840248425 | 0.029297304156321793607321292296551437917
f(z) = 121/57*z^3 - 286/57*z + 1
*
[ 8/5 ] 
f(z) = 125/56*z^3 - 299/56*z + 1
*
[ 1/8 ] 
f(z) = 128/41*z^3 - 289/41*z + 1
*
11/8 | 0.15297133597375027881422453509671393748 | 0.027113409357930955975225264683836832609
f(z) = 128/55*z^3 - 282/55*z + 1
*
15/14 | 0.14679423955485216509359929164625749417 | 0.016379147820019544536934611806571789625
f(z) = 133/54*z^3 - 289/56*z + 1
*
[ 3/2 ] 
f(z) = 136/57*z^3 - 287/57*z + 1
*
-36/25 | 0.088148597093700862733936974546294696526 | 0.012498523120136120260312669617785225222
f(z) = 125/48*z^3 - 289/60*z + 1
*
[ -3/2 ] 
f(z) = 127/45*z^3 - 281/60*z + 1
*
[ -3/2 ] 
f(z) = 131/45*z^3 - 293/60*z + 1
*
[ -3/2 ] 
f(z) = 133/45*z^3 - 299/60*z + 1
*
[ 2/9 ] 
f(z) = 135/52*z^3 - 283/78*z + 1
*
[ 1/4 ] 
f(z) = 120/47*z^3 - 297/94*z + 1
*
[ 12/11 ] 
f(z) = 121/42*z^3 - 281/84*z + 1
*
[ 7/6 ] 
f(z) = 129/49*z^3 - 289/84*z + 1
*
-4/3 | 0.15211123519194493925558974108317040381 | 0.024024510897757845430341292910838785854
f(z) = 129/56*z^3 - 281/84*z + 1
*
[ 1/4 ] 
f(z) = 136/45*z^3 - 287/90*z + 1
*
[ 1/4 ] 
f(z) = 136/47*z^3 - 299/94*z + 1
*
7/15 | 0.21623513056831505798251039033814473380 | 0.028511020612574631595912081474807137715
f(z) = 120/49*z^3 - 281/105*z + 1
*
[ -4/3 ] 
f(z) = 121/48*z^3 - 295/108*z + 1
*
0 | 0.16448549084636037209215490988801848410 | 0.028923193884248598703035711138093896495
f(z) = 122/51*z^3 - 295/102*z + 1
*
1/2 | 0.16420597510595971236327574913630113966 | 0.028978752244416502479925625764548281251
f(z) = 122/57*z^3 - 289/114*z + 1
*
4/5 | 0.16798337270034059602218958509267406988 | 0.029538262815412648451618834391227891321
f(z) = 125/54*z^3 - 295/108*z + 1
*
-17/16 | 0.15759720089326285748874300643123169996 | 0.027711954249559752451165955843204525062
f(z) = 128/51*z^3 - 295/102*z + 1
*
[ 17/16 ] 
f(z) = 128/51*z^3 - 283/102*z + 1
*
11/16 | 0.14315120597295947698245834280810093418 | 0.025388826061535233267780073986963973224
f(z) = 128/55*z^3 - 281/110*z + 1
*
1/2 | 0.16358097690344535972268272119650420841 | 0.028798592606810312748371880976314127635
f(z) = 130/57*z^3 - 293/114*z + 1
*
1/2 | 0.16358892197838604843131890135475509553 | 0.028765540859257936155589500566962874836
f(z) = 134/57*z^3 - 295/114*z + 1
*
[ 1/3 ] 
f(z) = 120/41*z^3 - 286/123*z + 1
*
[ 1/3 ] 
f(z) = 120/43*z^3 - 298/129*z + 1
*
[ 1/3 ] 
f(z) = 123/40*z^3 - 281/120*z + 1
*
[ 1/3 ] 
f(z) = 123/43*z^3 - 299/129*z + 1
*
[ -6/5 ] 
f(z) = 125/46*z^3 - 287/138*z + 1
*
[ 24/25 ] 
f(z) = 125/48*z^3 - 293/120*z + 1
*
[ 8/25 ] 
f(z) = 125/48*z^3 - 287/120*z + 1
*
[ 14/15 ] 
f(z) = 125/49*z^3 - 289/126*z + 1
*
[ 1/3 ] 
f(z) = 129/40*z^3 - 283/120*z + 1
*
[ -10/9 ] 
f(z) = 129/40*z^3 - 281/135*z + 1
*
[ 1/3 ] 
f(z) = 129/41*z^3 - 289/123*z + 1
*
[ 1/3 ] 
f(z) = 132/41*z^3 - 290/123*z + 1
*
[ -9/7 ] 
f(z) = 133/54*z^3 - 289/126*z + 1
*
[ 1/3 ] 
f(z) = 138/41*z^3 - 292/123*z + 1
*
[ 3/8 ] 
f(z) = 128/47*z^3 - 289/141*z + 1
*
[ 3/8 ] 
f(z) = 128/49*z^3 - 299/147*z + 1
*
[ -6/5 ] 
f(z) = 139/54*z^3 - 281/150*z + 1
*
[ 1/2 ] 
f(z) = 121/40*z^3 - 281/160*z + 1
*
[ 1/2 ] 
f(z) = 121/41*z^3 - 285/164*z + 1
*
[ 1/2 ] 
f(z) = 121/43*z^3 - 293/172*z + 1
*
[ 9/11 ] 
f(z) = 121/57*z^3 - 281/171*z + 1
*
[ 1/2 ] 
f(z) = 123/40*z^3 - 283/160*z + 1
*
[ 1/2 ] 
f(z) = 123/43*z^3 - 295/172*z + 1
*
[ 1/2 ] 
f(z) = 123/44*z^3 - 299/176*z + 1
*
[ 7/10 ] 
f(z) = 124/49*z^3 - 292/175*z + 1
*
[ 1/2 ] 
f(z) = 125/41*z^3 - 289/164*z + 1
*
[ 1/2 ] 
f(z) = 125/42*z^3 - 293/168*z + 1
*
[ 1/2 ] 
f(z) = 125/43*z^3 - 297/172*z + 1
*
[ 1/2 ] 
f(z) = 127/40*z^3 - 287/160*z + 1
*
[ 1/2 ] 
f(z) = 127/41*z^3 - 291/164*z + 1
*
[ 1/2 ] 
f(z) = 127/42*z^3 - 295/168*z + 1
*
[ 1/2 ] 
f(z) = 127/43*z^3 - 299/172*z + 1
*
[ 7/10 ] 
f(z) = 128/49*z^3 - 299/175*z + 1
*
[ 1/2 ] 
f(z) = 129/40*z^3 - 289/160*z + 1
*
[ 1/2 ] 
f(z) = 129/41*z^3 - 293/164*z + 1
*
[ 1/2 ] 
f(z) = 131/40*z^3 - 291/160*z + 1
*
[ 1/2 ] 
f(z) = 131/41*z^3 - 295/164*z + 1
*
[ 1/2 ] 
f(z) = 131/42*z^3 - 299/168*z + 1
*
[ 1/2 ] 
f(z) = 133/40*z^3 - 293/160*z + 1
*
[ 1/2 ] 
f(z) = 133/41*z^3 - 297/164*z + 1
*
[ -8/7 ] 
f(z) = 133/48*z^3 - 293/168*z + 1
*
[ 1/2 ] 
f(z) = 135/41*z^3 - 299/164*z + 1
*
[ 7/9 ] 
f(z) = 135/56*z^3 - 293/168*z + 1
*
[ 1/2 ] 
f(z) = 137/40*z^3 - 297/160*z + 1
*
[ 7/12 ] 
f(z) = 138/49*z^3 - 281/168*z + 1
*
[ 1/2 ] 
f(z) = 139/40*z^3 - 299/160*z + 1
*
[ 14/27 ] 
f(z) = 135/56*z^3 - 298/189*z + 1
*
2/11 | 0.20320465671660779316529707833523485635 | 0.029077367268439748461248448715575527770
f(z) = 121/48*z^3 - 271/12*z + 1
*
[ 14/5 ] 
f(z) = 125/49*z^3 - 271/14*z + 1
*
[ -14/5 ] 
f(z) = 125/49*z^3 - 261/14*z + 1
*
[ 7/3 ] 
f(z) = 120/49*z^3 - 268/21*z + 1
*
[ 24/11 ] 
f(z) = 121/48*z^3 - 275/24*z + 1
*
[ 7/3 ] 
f(z) = 123/49*z^3 - 275/21*z + 1
*
-2 | 0.10195087856489518885512169677391389498 | 0.016292153127838412884721422394127510971
f(z) = 125/44*z^3 - 261/22*z + 1
*
-2 | 0.10167938323534346735508124025365256247 | 0.016228969650912163745112664647801070878
f(z) = 125/52*z^3 - 263/26*z + 1
*
3/10 | 0.17847235939984670062094433508009524761 | 0.022818927926527353728396682450845468400
f(z) = 125/54*z^3 - 277/24*z + 1
*
-2/25 | 0.16393262364443877846539936365102055380 | 0.021424632556970219695497916731202268091
f(z) = 125/56*z^3 - 263/35*z + 1
*
-2 | 0.10226677646218298174091372962559268173 | 0.016303009983371385624090771784829058837
f(z) = 127/44*z^3 - 265/22*z + 1
*
-2 | 0.10200274388984242439600840830405864107 | 0.016241451415700951963892274153055064859
f(z) = 127/52*z^3 - 267/26*z + 1
*
-2 | 0.10257717722030221674707770549725414629 | 0.016313531266463942475219080802504389180
f(z) = 129/44*z^3 - 269/22*z + 1
*
[ -7/3 ] 
f(z) = 129/49*z^3 - 271/21*z + 1
*
-2 | 0.10232023074368579662669337102349782998 | 0.016253519822718607668469323648588089438
f(z) = 129/52*z^3 - 271/26*z + 1
*
-2 | 0.10288227644957832451698917396474121701 | 0.016323734124736406529108603239973819943
f(z) = 131/44*z^3 - 273/22*z + 1
*
-2 | 0.10263206648200632267209787344632903402 | 0.016265197417240145342372662542368604091
f(z) = 131/52*z^3 - 275/26*z + 1
*
[ -7/3 ] 
f(z) = 132/49*z^3 - 278/21*z + 1
*
-2 | 0.10318225908918355964587548027333514275 | 0.016333634503094178006507607511711642987
f(z) = 133/44*z^3 - 277/22*z + 1
*
-2 | 0.10293846061860908771844799038450966379 | 0.016276505054648205515073086586250997329
f(z) = 133/52*z^3 - 279/26*z + 1
*
[ 2 ] 
f(z) = 137/44*z^3 - 263/22*z + 1
*
[ 2 ] 
f(z) = 137/52*z^3 - 261/26*z + 1
*
[ 2 ] 
f(z) = 139/44*z^3 - 267/22*z + 1
*
[ 2 ] 
f(z) = 139/52*z^3 - 265/26*z + 1
*
14/11 | 0.085479978017580620720035379355836716099 | 0.015199095295051744280272581223101474994
f(z) = 121/42*z^3 - 277/42*z + 1
*
-16/11 | 0.13380955794177476477731019782922230207 | 0.023885526569527963984671203855220750421
f(z) = 121/48*z^3 - 271/48*z + 1
*
[ 17/11 ] 
f(z) = 121/51*z^3 - 271/51*z + 1
*
[ 2/11 ] 
f(z) = 121/58*z^3 - 265/58*z + 1
*
[ 3/2 ] 
f(z) = 124/51*z^3 - 262/51*z + 1
*
7/5 | 0.15791104687392969943122771017329802207 | 0.028114203717422664678733452530349058855
f(z) = 125/42*z^3 - 275/42*z + 1
*
1/5 | 0.14069237534868211439790760780840247312 | 0.025147387559909269297283091153085908862
f(z) = 125/44*z^3 - 269/44*z + 1
*
1/5 | 0.15966930476054709719098581982409158863 | 0.028427240844277958386151328106331066294
f(z) = 125/54*z^3 - 275/54*z + 1
*
-7/5 | 0.14950231903390727552322866999306331123 | 0.026867062763786077965946695893968006502
f(z) = 125/56*z^3 - 261/56*z + 1
*
[ -5/3 ] 
f(z) = 126/55*z^3 - 262/55*z + 1
*
[ 3/2 ] 
f(z) = 128/51*z^3 - 271/51*z + 1
*
[ 3/2 ] 
f(z) = 128/57*z^3 - 269/57*z + 1
*
[ 14/9 ] 
f(z) = 135/49*z^3 - 265/42*z + 1
*
4/3 | 0.16450426902174530164118073302656580667 | 0.029212943038796145449989154656190052800
f(z) = 135/52*z^3 - 279/52*z + 1
*
[ -3/2 ] 
f(z) = 121/45*z^3 - 263/60*z + 1
*
[ -18/11 ] 
f(z) = 121/56*z^3 - 263/63*z + 1
*
[ -10/7 ] 
f(z) = 133/50*z^3 - 261/70*z + 1
*
[ 1/4 ] 
f(z) = 120/41*z^3 - 261/82*z + 1
*
[ 1/4 ] 
f(z) = 120/43*z^3 - 273/86*z + 1
*
4/11 | 0.079004626966677439696250141943364422330 | 0.014178471469102598935560169199783044400
f(z) = 121/42*z^3 - 263/84*z + 1
*
[ 7/6 ] 
f(z) = 123/49*z^3 - 275/84*z + 1
*
-4/3 | 0.15278414860300956200873404848615694601 | 0.024356311855559907276618453523660971451
f(z) = 123/56*z^3 - 265/84*z + 1
*
9/25 | 0.18435488531310208507289432573006769951 | 0.027423031007029613446974918649655035449
f(z) = 125/54*z^3 - 277/90*z + 1
*
[ 1/4 ] 
f(z) = 136/41*z^3 - 263/82*z + 1
*
[ 1/4 ] 
f(z) = 136/43*z^3 - 275/86*z + 1
*
[ -5/4 ] 
f(z) = 136/45*z^3 - 263/90*z + 1
*
1/2 | 0.15745220346320850941379855694595078739 | 0.028218607060491265350986266120497371908
f(z) = 122/51*z^3 - 265/102*z + 1
*
2/3 | 0.13652937812787774115966121764715828804 | 0.024276129648898338163992478572350225320
f(z) = 126/55*z^3 - 277/110*z + 1
*
-17/16 | 0.15802809919163842842732183401675832533 | 0.028208630385105482444416382875832819443
f(z) = 128/51*z^3 - 271/102*z + 1
*
-9/8 | 0.13358435967133931014669708476880489426 | 0.023876899201339347316500613723173062616
f(z) = 128/55*z^3 - 269/110*z + 1
*
[ 5/16 ] 
f(z) = 128/55*z^3 - 267/110*z + 1
*
-19/16 | 0.16358026832381139067534542351412670819 | 0.029316879746036526558647672074046526404
f(z) = 128/57*z^3 - 265/114*z + 1
*
1/2 | 0.15755329713703402219389337640445987844 | 0.028161112602067182231905050595633572999
f(z) = 130/51*z^3 - 269/102*z + 1
*
[ 6/7 ] 
f(z) = 133/40*z^3 - 274/105*z + 1
*
[ 6/19 ] 
f(z) = 133/54*z^3 - 275/114*z + 1
*
1/2 | 0.15740331256243818429916634014950991692 | 0.028097103541570569012588660998568204937
f(z) = 134/51*z^3 - 271/102*z + 1
*
7/45 | 0.22614704071252925843516733774816927638 | 0.029704109744462025145331086998204748481
f(z) = 135/49*z^3 - 262/105*z + 1
*
[ -4/3 ] 
f(z) = 135/58*z^3 - 277/116*z + 1
*
[ 9/11 ] 
f(z) = 121/42*z^3 - 271/126*z + 1
*
[ 10/11 ] 
f(z) = 121/52*z^3 - 263/130*z + 1
*
[ 3/8 ] 
f(z) = 128/43*z^3 - 269/129*z + 1
*
[ 9/11 ] 
f(z) = 121/48*z^3 - 275/144*z + 1
*
[ 9/11 ] 
f(z) = 121/51*z^3 - 277/153*z + 1
*
-28/25 | 0.18225699429953599267155637382813371594 | 0.028310659406533434707805254272280286687
f(z) = 125/56*z^3 - 267/140*z + 1
*
[ 3/4 ] 
f(z) = 128/47*z^3 - 263/141*z + 1
*
[ 3/4 ] 
f(z) = 128/49*z^3 - 265/147*z + 1
*
[ 3/4 ] 
f(z) = 128/53*z^3 - 269/159*z + 1
*
[ 4/9 ] 
f(z) = 135/52*z^3 - 275/156*z + 1
*
[ 21/32 ] 
f(z) = 128/49*z^3 - 277/168*z + 1
*
[ 3/4 ] 
f(z) = 128/55*z^3 - 271/165*z + 1
*
[ 3/4 ] 
f(z) = 128/59*z^3 - 275/177*z + 1
*
[ 20/33 ] 
f(z) = 121/50*z^3 - 277/180*z + 1
*
[ -7/3 ] 
f(z) = 120/49*z^3 - 250/21*z + 1
*
-18/11 | 0.12162258695309061104494820254870447989 | 0.017536566777477891366976279577853521320
f(z) = 121/48*z^3 - 257/36*z + 1
*
[ -24/11 ] 
f(z) = 121/48*z^3 - 253/24*z + 1
*
-2 | 0.10101407659053087617568876787781997722 | 0.016202666303941876270480704914197561817
f(z) = 121/52*z^3 - 255/26*z + 1
*
-2 | 0.10162927637204004398910163988247426542 | 0.016280942230064487634819169475795844705
f(z) = 123/44*z^3 - 257/22*z + 1
*
[ -7/3 ] 
f(z) = 123/49*z^3 - 257/21*z + 1
*
-2 | 0.10134991172539576736138580599545904721 | 0.016216050111705062827075437956558984489
f(z) = 123/52*z^3 - 259/26*z + 1
*
21/10 | 0.096681393878362326782669417041651337797 | 0.012506301964132376838942988230565954865
f(z) = 125/54*z^3 - 253/24*z + 1
*
[ 2 ] 
f(z) = 127/44*z^3 - 243/22*z + 1
*
[ 2 ] 
f(z) = 127/52*z^3 - 241/26*z + 1
*
[ 2 ] 
f(z) = 129/44*z^3 - 247/22*z + 1
*
[ 2 ] 
f(z) = 129/52*z^3 - 245/26*z + 1
*
[ 2 ] 
f(z) = 131/44*z^3 - 251/22*z + 1
*
[ 2 ] 
f(z) = 131/52*z^3 - 249/26*z + 1
*
-10/7 | 0.12947882947253211746425505401025511555 | 0.017052685554211378036803161852350474747
f(z) = 133/40*z^3 - 248/35*z + 1
*
[ 2 ] 
f(z) = 133/44*z^3 - 255/22*z + 1
*
[ 2 ] 
f(z) = 133/52*z^3 - 253/26*z + 1
*
[ 2 ] 
f(z) = 135/44*z^3 - 259/22*z + 1
*
[ 2 ] 
f(z) = 135/52*z^3 - 257/26*z + 1
*
[ -2 ] 
f(z) = 137/44*z^3 - 241/22*z + 1
*
[ -2 ] 
f(z) = 139/44*z^3 - 245/22*z + 1
*
-46/33 | 0.19376795282628303226562455996470492130 | 0.025602304795921392440980037706050312125
f(z) = 121/40*z^3 - 242/45*z + 1
*
7/11 | 0.15761502948307960259147410384900928926 | 0.028484354807151912182924156931929577893
f(z) = 121/51*z^3 - 253/51*z + 1
*
[ 2/11 ] 
f(z) = 121/54*z^3 - 247/54*z + 1
*
0 | 0.12704598368924153121390091756723033788 | 0.023163297607881801871463841107426651463
f(z) = 123/59*z^3 - 241/59*z + 1
*
[ 3/2 ] 
f(z) = 124/57*z^3 - 260/57*z + 1
*
0 | 0.12720706680948196706640919566421168393 | 0.023175170343670744191069666286260084369
f(z) = 124/59*z^3 - 242/59*z + 1
*
1/5 | 0.079734707129438536418254034134832956890 | 0.014493903772159663074294777500493307328
f(z) = 125/48*z^3 - 245/48*z + 1
*
1/5 | 0.15902138543633886679652694995997471419 | 0.028597462683238952208936147162071210998
f(z) = 125/51*z^3 - 260/51*z + 1
*
21/50 | 0.20658550453017517795066848730184426436 | 0.023505278734482708355050820373177719206
f(z) = 125/54*z^3 - 243/40*z + 1
*
0 | 0.11455431908605093967234693306657389965 | 0.020885790390264430649086224202701532477
f(z) = 125/58*z^3 - 241/58*z + 1
*
0 | 0.12736675644424628819398253959664183525 | 0.023186843576755899832334935085797704830
f(z) = 125/59*z^3 - 243/59*z + 1
*
[ 1/5 ] 
f(z) = 125/59*z^3 - 241/59*z + 1
*
0 | 0.12752507657506393266165345257148682653 | 0.023198321635547571665091911323536539774
f(z) = 126/59*z^3 - 244/59*z + 1
*
0 | 0.10738246219601778739258438956868055984 | 0.019578201982343408079589005922552604523
f(z) = 127/57*z^3 - 241/57*z + 1
*
0 | 0.11486920848033134390378088905139838539 | 0.020911691898074750789771801593500669665
f(z) = 127/58*z^3 - 243/58*z + 1
*
0 | 0.12768205056757466894940363242383630820 | 0.023209608726024835829224285824558937960
f(z) = 127/59*z^3 - 245/59*z + 1
*
-11/8 | 0.14837141570188971588186917748094367550 | 0.026738039528014749333769904018408884473
f(z) = 128/55*z^3 - 257/55*z + 1
*
0 | 0.12783770119251223043780170119759144723 | 0.023220708936080832255911917272576243185
f(z) = 128/59*z^3 - 246/59*z + 1
*
0 | 0.090342613286881947766332855071080447450 | 0.016471459997952150917984125680198703520
f(z) = 129/56*z^3 - 241/56*z + 1
*
0 | 0.11517881789778559051776379944226620782 | 0.020936813632381880718199708919764164248
f(z) = 129/58*z^3 - 245/58*z + 1
*
0 | 0.12799205064579871118930775146881422983 | 0.023231626239680952430749212820103140185
f(z) = 129/59*z^3 - 247/59*z + 1
*
0 | 0.10784540632686460595376098188308525023 | 0.019618356562321224428368883905712325366
f(z) = 130/57*z^3 - 244/57*z + 1
*
0 | 0.12814512056779472259517698028079259173 | 0.023242364500843436993739607704409329168
f(z) = 130/59*z^3 - 248/59*z + 1
*
0 | 0.12838386446675018620249438454166123913 | 0.023407222915187061739330577625353059031
f(z) = 131/55*z^3 - 241/55*z + 1
*
0 | 0.099837619406792900418693174408664336287 | 0.018175223495420740390602179017142942983
f(z) = 131/56*z^3 - 243/56*z + 1
*
0 | 0.10799581089674378325295505018264543215 | 0.019631111059237153552397569461297783262
f(z) = 131/57*z^3 - 245/57*z + 1
*
0 | 0.11548332199785494105177346341003793522 | 0.020961187511522657220826348635396537567
f(z) = 131/58*z^3 - 247/58*z + 1
*
0 | 0.12829693206174766669360105204192804211 | 0.023252927477451337035717735006694196415
f(z) = 131/59*z^3 - 249/59*z + 1
*
0 | 0.12844750571147801484463650749129766895 | 0.023263318824904271465481517583007681926
f(z) = 132/59*z^3 - 250/59*z + 1
*
0 | 0.10230509165884907407273042929072342579 | 0.018652484841173451554573198922126140402
f(z) = 133/54*z^3 - 241/54*z + 1
*
0 | 0.12868234412670960297579696455872014840 | 0.023426343479684940027202819866838666520
f(z) = 133/55*z^3 - 243/55*z + 1
*
0 | 0.11578288688897497880004081854797929065 | 0.020984843742510704003665674262334685866
f(z) = 133/58*z^3 - 249/58*z + 1
*
0 | 0.12859686159834117675925305736158313727 | 0.023273542099617925808433630606454511615
f(z) = 133/59*z^3 - 251/59*z + 1
*
0 | 0.12882979495285608922123706797983623376 | 0.023435665359501474665115264222090776899
f(z) = 134/55*z^3 - 244/55*z + 1
*
0 | 0.10844281548171540911887818331730467382 | 0.019668852264962308285640181464210762662
f(z) = 134/57*z^3 - 248/57*z + 1
*
0 | 0.12874501931750039250370096388039629007 | 0.023283600762378782706543985572080376007
f(z) = 134/59*z^3 - 252/59*z + 1
*
0 | 0.12901788313693337401767449251843473934 | 0.023522818565832177470133312132214598654
f(z) = 135/53*z^3 - 241/53*z + 1
*
0 | 0.10043054209539184395793189278188531307 | 0.018228982231602934661793729250421112024
f(z) = 135/56*z^3 - 247/56*z + 1
*
0 | 0.11607767067945582826969522933849826176 | 0.021007810935712203937321740267850764538
f(z) = 135/58*z^3 - 251/58*z + 1
*
0 | 0.12889199799354406791022582399815288631 | 0.023293498181561148880084564948697261199
f(z) = 135/59*z^3 - 253/59*z + 1
*
0 | 0.12916267949759346012648222246233770409 | 0.023531452886063659732775101505053660332
f(z) = 136/53*z^3 - 242/53*z + 1
*
0 | 0.12912121275819394261437718791996498468 | 0.023453848676585913636852943317782051202
f(z) = 136/55*z^3 - 246/55*z + 1
*
0 | 0.10873595381084985904568844306192441325 | 0.019693330339273567876716394046456772359
f(z) = 136/57*z^3 - 250/57*z + 1
*
0 | 0.12903781629547909159933942956297818296 | 0.023303237636213145232758601447678389485
f(z) = 136/59*z^3 - 254/59*z + 1
*
0 | 0.10365604751441759711444242792351731204 | 0.018898794024895362414657467603866681454
f(z) = 137/52*z^3 - 241/52*z + 1
*
0 | 0.12930635022096610977281459657154531054 | 0.023539942444614235256423663681317180084
f(z) = 137/53*z^3 - 243/53*z + 1
*
0 | 0.10288728052720229096876433065431939431 | 0.018702499789955239103336863574496508186
f(z) = 137/54*z^3 - 245/54*z + 1
*
0 | 0.12926521607219205745003020797223348808 | 0.023462716398624547164978057527922485825
f(z) = 137/55*z^3 - 247/55*z + 1
*
0 | 0.094064282789142932201527621470311138132 | 0.017048497659022038258516467435493446937
f(z) = 137/56*z^3 - 249/56*z + 1
*
0 | 0.10888029225616664342508207524115700737 | 0.019705224794345101619346622699252951648
f(z) = 137/57*z^3 - 251/57*z + 1
*
0 | 0.11636782398457276510076106169328991994 | 0.021030116210260334021178247454008452699
f(z) = 137/58*z^3 - 253/58*z + 1
*
0 | 0.12918249245112991015980540524089224225 | 0.023312822319017954155381432376276083094
f(z) = 137/59*z^3 - 255/59*z + 1
*
0 | 0.12944891270957348630861590292920711987 | 0.023548290211305855323393774622829708849
f(z) = 138/53*z^3 - 244/53*z + 1
*
0 | 0.12940810584393704303378375169445883775 | 0.023471438881648816000847277608057702363
f(z) = 138/55*z^3 - 248/55*z + 1
*
0 | 0.12932604426097148829395910980798965703 | 0.023322255339136269088715814534040910582
f(z) = 138/59*z^3 - 256/59*z + 1
*
0 | 0.10928708537274888667544895141213284278 | 0.019925456985550783319863951302558193761
f(z) = 139/51*z^3 - 241/51*z + 1
*
0 | 0.10393975837911198109050306123599080135 | 0.018922009056556646294080515341054353187
f(z) = 139/52*z^3 - 243/52*z + 1
*
0 | 0.12959038396460266272626334798342642209 | 0.023556499078011973920923052696843870757
f(z) = 139/53*z^3 - 245/53*z + 1
*
0 | 0.10317163835590539090387531109155543192 | 0.018726514097761281333053235349866419087
f(z) = 139/54*z^3 - 247/54*z + 1
*
0 | 0.12954989920097995848051377489070232704 | 0.023480019065317021751978964061540650757
f(z) = 139/55*z^3 - 249/55*z + 1
*
0 | 0.10100502668607567860557207731971921871 | 0.018279954204432447741568612566009150637
f(z) = 139/56*z^3 - 251/56*z + 1
*
0 | 0.10916459604977501522801327361857420030 | 0.019728341240420964882422248130463141833
f(z) = 139/57*z^3 - 253/57*z + 1
*
0 | 0.11665349039399108212126992382292640368 | 0.021051785291084892607470236801653133902
f(z) = 139/58*z^3 - 255/58*z + 1
*
0 | 0.12946848911142273495727210872729067537 | 0.023331539724935564366912799064419583139
f(z) = 139/59*z^3 - 257/59*z + 1
*
[ 7/33 ] 
f(z) = 121/49*z^3 - 241/63*z + 1
*
14/33 | 0.19093356046723078527611096301652354527 | 0.025067504317139582185370364865368163079
f(z) = 121/56*z^3 - 254/63*z + 1
*
[ 6/5 ] 
f(z) = 125/44*z^3 - 259/66*z + 1
*
6/5 | 0.10689807281799372272311554924050934361 | 0.015466143100182683011761358261045781825
f(z) = 125/48*z^3 - 251/60*z + 1
*
[ 6/5 ] 
f(z) = 125/52*z^3 - 257/78*z + 1
*
[ 2/9 ] 
f(z) = 135/44*z^3 - 241/66*z + 1
*
6/11 | 0.13917304761445251431980989947327882936 | 0.025045411891309606466286456897801873037
f(z) = 121/51*z^3 - 259/102*z + 1
*
[ 22/25 ] 
f(z) = 125/44*z^3 - 257/110*z + 1
*
[ 7/20 ] 
f(z) = 125/49*z^3 - 243/112*z + 1
*
-17/16 | 0.15740242709223105798917996741703089290 | 0.028385462623731045976196769445160365228
f(z) = 128/51*z^3 - 253/102*z + 1
*
[ 7/8 ] 
f(z) = 132/49*z^3 - 247/112*z + 1
*
[ 14/45 ] 
f(z) = 135/56*z^3 - 257/105*z + 1
*
[ 2/5 ] 
f(z) = 121/40*z^3 - 248/125*z + 1
*
[ -10/9 ] 
f(z) = 123/40*z^3 - 256/135*z + 1
*
[ 2/5 ] 
f(z) = 123/40*z^3 - 249/125*z + 1
*
[ 3/8 ] 
f(z) = 125/54*z^3 - 255/128*z + 1
*
[ 2/5 ] 
f(z) = 127/40*z^3 - 251/125*z + 1
*
[ 3/8 ] 
f(z) = 128/41*z^3 - 259/123*z + 1
*
[ 3/4 ] 
f(z) = 128/41*z^3 - 257/123*z + 1
*
[ 3/4 ] 
f(z) = 128/43*z^3 - 259/129*z + 1
*
[ 2/5 ] 
f(z) = 129/40*z^3 - 252/125*z + 1
*
[ 2/3 ] 
f(z) = 129/46*z^3 - 241/138*z + 1
*
[ 2/5 ] 
f(z) = 131/40*z^3 - 253/125*z + 1
*
[ 3/8 ] 
f(z) = 131/54*z^3 - 257/128*z + 1
*
[ 2/5 ] 
f(z) = 133/40*z^3 - 254/125*z + 1
*
[ 3/4 ] 
f(z) = 134/45*z^3 - 241/120*z + 1
*
[ 4/9 ] 
f(z) = 135/44*z^3 - 245/132*z + 1
*
[ 2/5 ] 
f(z) = 135/52*z^3 - 249/130*z + 1
*
[ 3/8 ] 
f(z) = 136/45*z^3 - 251/120*z + 1
*
[ 2/5 ] 
f(z) = 137/40*z^3 - 256/125*z + 1
*
[ 3/8 ] 
f(z) = 137/54*z^3 - 259/128*z + 1
*
[ 2/5 ] 
f(z) = 139/40*z^3 - 257/125*z + 1
*
[ 3/5 ] 
f(z) = 125/53*z^3 - 241/159*z + 1
*
[ 2/3 ] 
f(z) = 129/50*z^3 - 247/150*z + 1
*
[ 4/7 ] 
f(z) = 133/40*z^3 - 257/140*z + 1
*
[ -6/5 ] 
f(z) = 133/54*z^3 - 257/150*z + 1
*
[ 7/10 ] 
f(z) = 135/49*z^3 - 249/140*z + 1
*
[ 4/5 ] 
f(z) = 135/56*z^3 - 251/140*z + 1
*
[ 6/11 ] 
f(z) = 121/58*z^3 - 253/174*z + 1
*
[ 2/3 ] 
f(z) = 123/58*z^3 - 251/174*z + 1
*
[ 3/5 ] 
f(z) = 125/56*z^3 - 247/168*z + 1
*
[ 3/5 ] 
f(z) = 125/58*z^3 - 251/174*z + 1
*
[ 3/5 ] 
f(z) = 125/59*z^3 - 253/177*z + 1
*
[ 2/3 ] 
f(z) = 129/58*z^3 - 259/174*z + 1
*
[ 7/2 ] 
f(z) = 132/49*z^3 - 226/7*z + 1
*
[ -7/2 ] 
f(z) = 132/49*z^3 - 222/7*z + 1
*
[ 7/2 ] 
f(z) = 136/49*z^3 - 233/7*z + 1
*
[ -7/2 ] 
f(z) = 136/49*z^3 - 229/7*z + 1
*
[ 18/11 ] 
f(z) = 121/48*z^3 - 229/36*z + 1
*
[ 2 ] 
f(z) = 121/52*z^3 - 229/26*z + 1
*
[ -24/11 ] 
f(z) = 121/54*z^3 - 221/24*z + 1
*
[ 2 ] 
f(z) = 123/44*z^3 - 235/22*z + 1
*
[ 2 ] 
f(z) = 123/52*z^3 - 233/26*z + 1
*
[ 2 ] 
f(z) = 125/44*z^3 - 239/22*z + 1
*
[ 2 ] 
f(z) = 125/52*z^3 - 237/26*z + 1
*
[ 3/25 ] 
f(z) = 125/54*z^3 - 221/30*z + 1
*
42/25 | 0.10246363202649004704803080969926750189 | 0.013606520711984063860851068999504587198
f(z) = 125/56*z^3 - 233/35*z + 1
*
2/25 | 0.16273449703916968502101017210583288890 | 0.021672540896564431101492838019696972050
f(z) = 125/56*z^3 - 228/35*z + 1
*
[ -2 ] 
f(z) = 127/44*z^3 - 221/22*z + 1
*
[ -2 ] 
f(z) = 129/44*z^3 - 225/22*z + 1
*
-5/3 | 0.20200975177028961503780412468323415350 | 0.028717459682766763874483501317304840742
f(z) = 129/50*z^3 - 227/30*z + 1
*
[ -2 ] 
f(z) = 131/44*z^3 - 229/22*z + 1
*
[ -2 ] 
f(z) = 131/52*z^3 - 223/26*z + 1
*
[ 10/7 ] 
f(z) = 133/40*z^3 - 227/35*z + 1
*
[ -2 ] 
f(z) = 133/44*z^3 - 233/22*z + 1
*
[ -2 ] 
f(z) = 133/52*z^3 - 227/26*z + 1
*
[ -2 ] 
f(z) = 135/44*z^3 - 237/22*z + 1
*
[ -2 ] 
f(z) = 135/52*z^3 - 231/26*z + 1
*
[ 2/15 ] 
f(z) = 135/56*z^3 - 229/35*z + 1
*
[ -2 ] 
f(z) = 137/52*z^3 - 235/26*z + 1
*
[ -2 ] 
f(z) = 139/52*z^3 - 239/26*z + 1
*
0 | 0.12669763576218494127893172436279849861 | 0.023373640384056973983006172382471509433
f(z) = 120/53*z^3 - 226/53*z + 1
*
0 | 0.12655412389471946622827593326243490402 | 0.023126437166860998377828476382541456432
f(z) = 120/59*z^3 - 238/59*z + 1
*
2/11 | 0.13092766071579082844126070281936586450 | 0.023981245531661017040316190360814518822
f(z) = 121/42*z^3 - 235/42*z + 1
*
14/11 | 0.11295911892129077026844422942626576912 | 0.020788534792063954629532104223671956995
f(z) = 121/42*z^3 - 229/42*z + 1
*
-16/11 | 0.14489183918200486051187101718592979656 | 0.026796233836469962341596131081124070790
f(z) = 121/48*z^3 - 223/48*z + 1
*
[ 2/11 ] 
f(z) = 121/50*z^3 - 229/50*z + 1
*
0 | 0.11409673218623751079749538128909927902 | 0.021136215874737891769661426309120655567
f(z) = 121/50*z^3 - 221/50*z + 1
*
0 | 0.10656404380785685592749525349489913295 | 0.019707907999209163234031198927561522926
f(z) = 121/51*z^3 - 223/51*z + 1
*
0 | 0.12686172185271013525369806812978335171 | 0.023384864642791159353060000402932847841
f(z) = 121/53*z^3 - 227/53*z + 1
*
0 | 0.10043962901651918109623358838912589387 | 0.018484499013902596014195805258265582437
f(z) = 121/54*z^3 - 229/54*z + 1
*
0 | 0.088287245673550617960395056256672374686 | 0.016196408523920625606811764092231304605
f(z) = 121/56*z^3 - 233/56*z + 1
*
-1/11 | 0.15589682169199831316949069257884809157 | 0.028783960804815651218889176625254971823
f(z) = 121/56*z^3 - 225/56*z + 1
*
0 | 0.10642246315499095535618234658037647968 | 0.019492773376162360700235021719565570505
f(z) = 121/57*z^3 - 235/57*z + 1
*
0 | 0.11390795532474619885309071001390860453 | 0.020831511063281703591989181622340188743
f(z) = 121/58*z^3 - 237/58*z + 1
*
0 | 0.12671953785425402053942056880334300255 | 0.023138935674932214140476568662993048322
f(z) = 121/59*z^3 - 239/59*z + 1
*
0 | 0.10672625805530792527152346868377645465 | 0.019721588779577258593413488809215236032
f(z) = 122/51*z^3 - 224/51*z + 1
*
0 | 0.12702436303481273895540196630963625198 | 0.023395888144861856168792922291639359189
f(z) = 122/53*z^3 - 228/53*z + 1
*
0 | 0.12697760090552694104053748429029158952 | 0.023312598394418441777900661799819272779
f(z) = 122/55*z^3 - 232/55*z + 1
*
0 | 0.10658700307002494755215971190018015233 | 0.019507738684779179986053766608572305237
f(z) = 122/57*z^3 - 236/57*z + 1
*
0 | 0.12688348246418516540335829504084005095 | 0.023151220914005038383285380492402298959
f(z) = 122/59*z^3 - 240/59*z + 1
*
0 | 0.12727769086734700766743682656160856540 | 0.023577964930838687946727229840258034158
f(z) = 123/49*z^3 - 221/49*z + 1
*
0 | 0.11441932841886424088893663199149297279 | 0.021160660924956553197730119765903534336
f(z) = 123/50*z^3 - 223/50*z + 1
*
0 | 0.10153786878872702236768062410027652268 | 0.018716830286275555596532991088466833925
f(z) = 123/52*z^3 - 227/52*z + 1
*
0 | 0.12718558460223053993241192075440601806 | 0.023406715418830308939438645319701314790
f(z) = 123/53*z^3 - 229/53*z + 1
*
0 | 0.12713924531900043134051998274229866435 | 0.023323857720327498090225278238612502728
f(z) = 123/55*z^3 - 233/55*z + 1
*
0 | 0.098591427872345955709354788120139999860 | 0.018058408942753062303483682825506796554
f(z) = 123/56*z^3 - 235/56*z + 1
*
0 | 0.11423396590519279154205801470449444708 | 0.020859075354368653652795064889415214112
f(z) = 123/58*z^3 - 239/58*z + 1
*
0 | 0.12743669748441563497283976437380789812 | 0.023587693374401134703461884195346778880
f(z) = 124/49*z^3 - 222/49*z + 1
*
0 | 0.10704750888571231645155859043271589591 | 0.019748513550799614549301204030364118666
f(z) = 124/51*z^3 - 226/51*z + 1
*
0 | 0.12734541118844661734736958474372302610 | 0.023417350861266223251189179848589686334
f(z) = 124/53*z^3 - 230/53*z + 1
*
0 | 0.12729948714649201894127290033044468560 | 0.023334920979834032075749548665108084882
f(z) = 124/55*z^3 - 234/55*z + 1
*
0 | 0.10690973466697008353610621274008302089 | 0.019536631325884659868629707820193379035
f(z) = 124/57*z^3 - 238/57*z + 1
*
[ 7/5 ] 
f(z) = 125/42*z^3 - 233/42*z + 1
*
1/5 | 0.15929544960427497280160936166677896674 | 0.029411465404046008148878453202759326915
f(z) = 125/44*z^3 - 225/44*z + 1
*
0 | 0.081601098189172548767243265839899512563 | 0.015116457709996310875433753323589387887
f(z) = 125/48*z^3 - 221/48*z + 1
*
0 | 0.12759434763088790595912755739142980610 | 0.023597243258361131816882358652301791641
f(z) = 125/49*z^3 - 223/49*z + 1
*
0 | 0.10720556007375581852049374743009648719 | 0.019761575632640993445757882791562690739
f(z) = 125/51*z^3 - 227/51*z + 1
*
0 | 0.10185574204905904066758032982427821509 | 0.018745114671386281979085735946389723797
f(z) = 125/52*z^3 - 229/52*z + 1
*
0 | 0.12750386678953652417593680003818658698 | 0.023427798741547173548903919920321318295
f(z) = 125/53*z^3 - 231/53*z + 1
*
0 | 0.10108261044557616898879712089424176529 | 0.018543734612522273439130119610161317039
f(z) = 125/54*z^3 - 233/54*z + 1
*
[ 1/5 ] 
f(z) = 125/54*z^3 - 221/54*z + 1
*
0 | 0.096058489792118348302590980165166922213 | 0.017567197015535618290993421849630825219
f(z) = 125/56*z^3 - 237/56*z + 1
*
0 | 0.10706797581716785038326071889457757737 | 0.019550568501347136470526621802417846675
f(z) = 125/57*z^3 - 239/57*z + 1
*
[ 1/5 ] 
f(z) = 125/57*z^3 - 233/57*z + 1
*
[ 1/5 ] 
f(z) = 125/58*z^3 - 237/58*z + 1
*
0 | 0.12766097478603284868407018133986053201 | 0.023438063206447159876014591443659997253
f(z) = 126/53*z^3 - 232/53*z + 1
*
0 | 0.12761585922090471791911092841231892365 | 0.023356476512238933558005667035266971568
f(z) = 126/55*z^3 - 236/55*z + 1
*
0 | 0.12794986369680601172528907613570414026 | 0.023702483747077778938523874047347305208
f(z) = 127/47*z^3 - 221/47*z + 1
*
0 | 0.081910998654828573938134787913699338011 | 0.015148584531227096840924913601947104837
f(z) = 127/48*z^3 - 223/48*z + 1
*
0 | 0.12790566992066698791906890201434496943 | 0.023615823271778305968108605894365650038
f(z) = 127/49*z^3 - 225/49*z + 1
*
0 | 0.11504810107130033135106264015602238722 | 0.021207218628847897747099490739314496598
f(z) = 127/50*z^3 - 227/50*z + 1
*
0 | 0.10751766356907149951458825401228277897 | 0.019787111578167481335139111375104714343
f(z) = 127/51*z^3 - 229/51*z + 1
*
0 | 0.10216823856812625737990216580676877044 | 0.018772583069212973877874784627557528693
f(z) = 127/52*z^3 - 231/52*z + 1
*
0 | 0.12781675796385758295685042792288845089 | 0.023448148284525218743123791580900559272
f(z) = 127/53*z^3 - 233/53*z + 1
*
0 | 0.10139589791996790532923329363994415973 | 0.018572087140549653919317319010363755317
f(z) = 127/54*z^3 - 235/54*z + 1
*
0 | 0.12777203602078340629232829402657244347 | 0.023366977085635861695179839584352569426
f(z) = 127/55*z^3 - 237/55*z + 1
*
0 | 0.099225032388259860183772269229589230814 | 0.018118450245736389547464637125758161922
f(z) = 127/56*z^3 - 239/56*z + 1
*
5/4 | 0.11685414983788920374696747525998096612 | 0.021386849743509168112049614006968672120
f(z) = 128/45*z^3 - 236/45*z + 1
*
0 | 0.12810320264600219043849952924224325482 | 0.023711059090041105116062581948562647206
f(z) = 128/47*z^3 - 222/47*z + 1
*
0 | 0.12805938633471667412680303571787459659 | 0.023624861079562961804453656902240704982
f(z) = 128/49*z^3 - 226/49*z + 1
*
0 | 0.10767176050718780280684419515079431645 | 0.019799593641547698725389376714913598923
f(z) = 128/51*z^3 - 230/51*z + 1
*
0 | 0.12797123853436972386636316797850939248 | 0.023458057890324343089519488882705343324
f(z) = 128/53*z^3 - 234/53*z + 1
*
0 | 0.12792690338219869104507878683489164426 | 0.023377298202314530663217217630751194246
f(z) = 128/55*z^3 - 238/55*z + 1
*
1/4 | 0.16163785662187401806463223663549201792 | 0.029771148802880968452192720629624775359
f(z) = 128/55*z^3 - 228/55*z + 1
*
[ 11/8 ] 
f(z) = 128/55*z^3 - 227/55*z + 1
*
0 | 0.11544153347420501772285732055222490888 | 0.021385337911683795836647800738536123013
f(z) = 129/46*z^3 - 221/46*z + 1
*
0 | 0.12825528011366165918262268659269374395 | 0.023719475824794892281704611119748710391
f(z) = 129/47*z^3 - 223/47*z + 1
*
0 | 0.12821183485777714560053093338755718165 | 0.023633735692425975400030646022534123173
f(z) = 129/49*z^3 - 227/49*z + 1
*
0 | 0.11535464252699958163552721617140655634 | 0.021229397170400917915929835162234680074
f(z) = 129/50*z^3 - 229/50*z + 1
*
0 | 0.10247553763793393158794990140602429887 | 0.018799268893599781499756735148920157047
f(z) = 129/52*z^3 - 233/52*z + 1
*
0 | 0.12812443815357273263573625478781994712 | 0.023467795828390360030957244190201687221
f(z) = 129/53*z^3 - 235/53*z + 1
*
0 | 0.12808048313797466971040523621308921613 | 0.023387443725942734099042096251313563070
f(z) = 129/55*z^3 - 239/55*z + 1
*
0 | 0.12840611672372817873662668403531782624 | 0.023727737456094764393032248901817513218
f(z) = 130/47*z^3 - 224/47*z + 1
*
0 | 0.12836303627604673103471478563778759291 | 0.023642450683465939809948714157452098914
f(z) = 130/49*z^3 - 228/49*z + 1
*
0 | 0.10797615219360033373166592274512416505 | 0.019824005606601773023028418699138355894
f(z) = 130/51*z^3 - 232/51*z + 1
*
0 | 0.12827637794052386770275235559606643106 | 0.023477365797119849433976670480448454864
f(z) = 130/53*z^3 - 236/53*z + 1
*
0 | 0.11503517889499065400179397719766381208 | 0.021310061451583748711031306304243284004
f(z) = 131/45*z^3 - 221/45*z + 1
*
0 | 0.11574162631614501957418856539957493987 | 0.021405206124030876973604750904469726129
f(z) = 131/46*z^3 - 223/46*z + 1
*
0 | 0.12855573259753537129314443255505622977 | 0.023735847390349630788965380654965678992
f(z) = 131/47*z^3 - 225/47*z + 1
*
0 | 0.082518635735575565528375725083215775610 | 0.015210948574579829938934903088620717565
f(z) = 131/48*z^3 - 227/48*z + 1
*
0 | 0.12851301086767116399126729907549881011 | 0.023651009525995221729840747810235655318
f(z) = 131/49*z^3 - 229/49*z + 1
*
0 | 0.11565618244301103171668310166181186230 | 0.021250883080770082639226063636933663314
f(z) = 131/50*z^3 - 231/50*z + 1
*
0 | 0.10812545471428581484212623251929392443 | 0.019835753432184551480423006377119408034
f(z) = 131/51*z^3 - 233/51*z + 1
*
0 | 0.10277780970833905612754507251837916478 | 0.018825203752569198114042512111976220046
f(z) = 131/52*z^3 - 235/52*z + 1
*
0 | 0.12842707849498496781725841762363682080 | 0.023486771392445658280814466420912814550
f(z) = 131/53*z^3 - 237/53*z + 1
*
0 | 0.10200697087828283454965865888412935036 | 0.018626431073809609167058414042277789583
f(z) = 131/54*z^3 - 239/54*z + 1
*
0 | 0.12870414737003777363720041205004604648 | 0.023743808939028431457820371749928907960
f(z) = 132/47*z^3 - 226/47*z + 1
*
0 | 0.12866177841920137810441923033034015685 | 0.023659415596989141051751362054191049989
f(z) = 132/49*z^3 - 230/49*z + 1
*
0 | 0.12857655991435198529821790950961833842 | 0.023496016111368072500217174710464977856
f(z) = 132/53*z^3 - 238/53*z + 1
*
0 | 0.10324330874500293567094789784293893079 | 0.019125638565131603735308999944924974203
f(z) = 133/44*z^3 - 221/44*z + 1
*
0 | 0.11533013209653168975802483385113216004 | 0.021329104561697447995549708083654089827
f(z) = 133/45*z^3 - 223/45*z + 1
*
0 | 0.11603692605597692634185659108330586189 | 0.021424441468763846447792791752165013481
f(z) = 133/46*z^3 - 225/46*z + 1
*
0 | 0.12885138020539067631135374166744142943 | 0.023751625321925354127269797081539761687
f(z) = 133/47*z^3 - 227/47*z + 1
*
0 | 0.082814632551315357855867403978581864512 | 0.015240866665086227318624615778385395262
f(z) = 133/48*z^3 - 229/48*z + 1
*
0 | 0.11595288173513728235926334780666946796 | 0.021271704964636371615011685370251160124
f(z) = 133/50*z^3 - 233/50*z + 1
*
0 | 0.10842250729569508583691189806239390254 | 0.019859109636584074432896970485773062346
f(z) = 133/51*z^3 - 235/51*z + 1
*
0 | 0.10307521696045722026390362389794682760 | 0.018850417570399934083160996902576425254
f(z) = 133/52*z^3 - 237/52*z + 1
*
0 | 0.12872484180989844126759019568975414601 | 0.023505103355339246877427092976154349242
f(z) = 133/53*z^3 - 239/53*z + 1
*
0 | 0.11547586294641741977044066609384519861 | 0.021338399045302277143465360286432974122
f(z) = 134/45*z^3 - 224/45*z + 1
*
0 | 0.12899744981190991344475524602872208300 | 0.023759299670290408184547852640294799362
f(z) = 134/47*z^3 - 228/47*z + 1
*
0 | 0.12895576918435013448581593308172564405 | 0.023675782470286233472803788482270318214
f(z) = 134/49*z^3 - 232/49*z + 1
*
0 | 0.10857029581042738179198368291735473507 | 0.019870724371596663957117373041224618076
f(z) = 134/51*z^3 - 236/51*z + 1
*
0 | 0.12887194332236598457516460516683531864 | 0.023514036433508062468804323732299372672
f(z) = 134/53*z^3 - 240/53*z + 1
*
0 | 0.12922461463122627634478957327376972266 | 0.023938629081130391760602268625885478896
f(z) = 135/43*z^3 - 221/43*z + 1
*
[ 4/3 ] 
f(z) = 135/44*z^3 - 229/44*z + 1
*
0 | 0.10353329678770704027174394529176015038 | 0.019147402961039937155383733461061737067
f(z) = 135/44*z^3 - 223/44*z + 1
*
0 | 0.11632758364289001082588323587719471787 | 0.021443070123786406769357140869558092637
f(z) = 135/46*z^3 - 227/46*z + 1
*
0 | 0.12914237445644103829537120909149973515 | 0.023766835029831855754560279452513415892
f(z) = 135/47*z^3 - 229/47*z + 1
*
0 | 0.12910102965213113841852141085881426388 | 0.023683749573933381294397368570817878207
f(z) = 135/49*z^3 - 233/49*z + 1
*
0 | 0.10336791383421915671338148533016924499 | 0.018874938699767665079502704753262276963
f(z) = 135/52*z^3 - 239/52*z + 1
*
[ 4/3 ] 
f(z) = 135/52*z^3 - 227/52*z + 1
*
0 | 0.12936775859475726804879182982865972964 | 0.023945120067473899752659225300168462737
f(z) = 136/43*z^3 - 222/43*z + 1
*
0 | 0.11576392381712129445269018720964349172 | 0.021356549461014965698528993390496097611
f(z) = 136/45*z^3 - 226/45*z + 1
*
0 | 0.12928617197816569898451971366550844798 | 0.023774234363596639878214846691389519892
f(z) = 136/47*z^3 - 230/47*z + 1
*
0 | 0.12924515761669867211199349253316538264 | 0.023691576514689577783897197774447090937
f(z) = 136/49*z^3 - 234/49*z + 1
*
0 | 0.096350904277019440494659442949212599639 | 0.017848832946426257960416573341787025699
f(z) = 137/42*z^3 - 221/42*z + 1
*
0 | 0.12950980318622321855103286928986636985 | 0.023951486777208707651320979368043476117
f(z) = 137/43*z^3 - 223/43*z + 1
*
0 | 0.10381880775265931755116892001581442238 | 0.019168553025790248157135446563523743308
f(z) = 137/44*z^3 - 225/44*z + 1
*
0 | 0.11590628884465544042757825206123938740 | 0.021365411380963526071141876041212162258
f(z) = 137/45*z^3 - 227/45*z + 1
*
0 | 0.11661374299432432480888806758057762849 | 0.021461116876801274026446262645138271391
f(z) = 137/46*z^3 - 229/46*z + 1
*
0 | 0.12942885980187150970042211411007786506 | 0.023781500554734611931519143687392240646
f(z) = 137/47*z^3 - 231/47*z + 1
*
0 | 0.083391743675752990987460689707300861460 | 0.015298322399689503962077562677119029197
f(z) = 137/48*z^3 - 233/48*z + 1
*
0 | 0.12938817063138694613603174953341535808 | 0.023699266234804960420877412923430396479
f(z) = 137/49*z^3 - 235/49*z + 1
*
0 | 0.11653236429774000693767701809937959183 | 0.021311463533674430301804233186902560389
f(z) = 137/50*z^3 - 237/50*z + 1
*
0 | 0.10900369618967915022148254961729112791 | 0.019904030247993580361166739936799941412
f(z) = 137/51*z^3 - 239/51*z + 1
*
0 | 0.12965076518552823662097135966031522730 | 0.023957731888449298933691065428588399585
f(z) = 138/43*z^3 - 224/43*z + 1
*
0 | 0.12957045495071028772125291387524541639 | 0.023788636409152043629094623563253559041
f(z) = 138/47*z^3 - 232/47*z + 1
*
0 | 0.12953008584382387491969564336604932098 | 0.023706821598110438462173173561568087051
f(z) = 138/49*z^3 - 236/49*z + 1
*
0 | 0.12983029652516315296536233560854778377 | 0.024050830570308660228571759859484366284
f(z) = 139/41*z^3 - 221/41*z + 1
*
0 | 0.096631450793376751184992214374299779486 | 0.017870978559144793019142661170665859852
f(z) = 139/42*z^3 - 223/42*z + 1
*
0 | 0.12979066099080447863013981981697987843 | 0.023963858007133336671347005435422885191
f(z) = 139/43*z^3 - 225/43*z + 1
*
0 | 0.10409997796726829345536540312151101528 | 0.019189112827181021972027298375619251741
f(z) = 139/44*z^3 - 227/44*z + 1
*
0 | 0.11618777259916494144287443420343285865 | 0.021382723025426331982804205710025654465
f(z) = 139/45*z^3 - 229/45*z + 1
*
0 | 0.11689554142675432238590553390638249352 | 0.021478605216347299612863159399569348822
f(z) = 139/46*z^3 - 231/46*z + 1
*
0 | 0.12971097405846818941474555381966267061 | 0.023795644658059611706788002720589987214
f(z) = 139/47*z^3 - 233/47*z + 1
*
0 | 0.083674174911068750654672073869627667283 | 0.015326103912887507788187197704903684797
f(z) = 139/48*z^3 - 235/48*z + 1
*
0 | 0.12967092000836135382289883368298824267 | 0.023714245392597780450809802063114941753
f(z) = 139/49*z^3 - 237/49*z + 1
*
0 | 0.11681543298778173284782237881769482168 | 0.021330450185609605816365021255977097085
f(z) = 139/50*z^3 - 239/50*z + 1
*
-12/11 | 0.12077938425833046870892991926283896425 | 0.019828146424416281058814471695511720489
f(z) = 121/40*z^3 - 221/60*z + 1
*
-46/33 | 0.20391728791079589579328136577318634011 | 0.027078922995551631100473692061735442879
f(z) = 121/56*z^3 - 233/63*z + 1
*
[ -4/3 ] 
f(z) = 123/40*z^3 - 223/60*z + 1
*
[ -4/3 ] 
f(z) = 129/40*z^3 - 239/60*z + 1
*
[ 7/6 ] 
f(z) = 136/49*z^3 - 229/63*z + 1
*
[ 10/33 ] 
f(z) = 121/50*z^3 - 227/90*z + 1
*
18/25 | 0.19306161805838803120115761428262728769 | 0.029476627938872789021181970706108617412
f(z) = 125/54*z^3 - 233/90*z + 1
*
7/16 | 0.11654009884663360909873953185545467577 | 0.021016477833843488988602029298276466361
f(z) = 128/45*z^3 - 229/90*z + 1
*
[ 5/16 ] 
f(z) = 128/45*z^3 - 223/90*z + 1
*
[ 2/7 ] 
f(z) = 133/48*z^3 - 229/84*z + 1
*
4/7 | 0.16850961256155559696133744215584810859 | 0.024649388755874430395165377268503524605
f(z) = 133/48*z^3 - 223/84*z + 1
*
28/33 | 0.14304658353842203389546707311863392337 | 0.020455637664691114984687855304528065873
f(z) = 121/48*z^3 - 223/108*z + 1
*
[ 4/11 ] 
f(z) = 121/54*z^3 - 221/108*z + 1
*
[ 4/11 ] 
f(z) = 121/58*z^3 - 235/116*z + 1
*
[ 7/8 ] 
f(z) = 124/49*z^3 - 233/112*z + 1
*
16/25 | 0.16149573876900461592083604191215737095 | 0.025085736069923911768221885997833762157
f(z) = 125/42*z^3 - 233/105*z + 1
*
-22/25 | 0.13479087822077846879303505245542418637 | 0.020937570374634998691021234779358246272
f(z) = 125/44*z^3 - 227/110*z + 1
*
-9/8 | 0.16358097690344535972268272119650420841 | 0.029499683020296585248785258163908318802
f(z) = 128/57*z^3 - 229/114*z + 1
*
[ 7/17 ] 
f(z) = 136/49*z^3 - 226/119*z + 1
*
[ -5/4 ] 
f(z) = 136/55*z^3 - 227/110*z + 1
*
[ 6/11 ] 
f(z) = 121/46*z^3 - 223/138*z + 1
*
[ 14/33 ] 
f(z) = 121/49*z^3 - 227/126*z + 1
*
[ 3/4 ] 
f(z) = 122/45*z^3 - 223/120*z + 1
*
[ 2/3 ] 
f(z) = 123/46*z^3 - 233/138*z + 1
*
[ 5/6 ] 
f(z) = 123/50*z^3 - 229/120*z + 1
*
[ 3/5 ] 
f(z) = 125/43*z^3 - 221/129*z + 1
*
[ 3/5 ] 
f(z) = 125/44*z^3 - 223/132*z + 1
*
[ 3/5 ] 
f(z) = 125/46*z^3 - 227/138*z + 1
*
[ 5/6 ] 
f(z) = 129/50*z^3 - 239/120*z + 1
*
[ -7/6 ] 
f(z) = 130/49*z^3 - 221/126*z + 1
*
[ -7/6 ] 
f(z) = 134/49*z^3 - 235/126*z + 1
*
[ 6/11 ] 
f(z) = 121/50*z^3 - 233/150*z + 1
*
[ 3/5 ] 
f(z) = 121/54*z^3 - 221/150*z + 1
*
[ 2/3 ] 
f(z) = 123/50*z^3 - 239/150*z + 1
*
[ 3/5 ] 
f(z) = 125/47*z^3 - 229/141*z + 1
*
[ 3/5 ] 
f(z) = 125/49*z^3 - 233/147*z + 1
*
[ 3/5 ] 
f(z) = 125/52*z^3 - 239/156*z + 1
*
[ -6/5 ] 
f(z) = 127/54*z^3 - 233/150*z + 1
*
[ 3/5 ] 
f(z) = 127/54*z^3 - 227/150*z + 1
*
[ 3/5 ] 
f(z) = 133/54*z^3 - 233/150*z + 1
*
[ 3/5 ] 
f(z) = 139/54*z^3 - 239/150*z + 1
*
[ 7/2 ] 
f(z) = 120/49*z^3 - 205/7*z + 1
*
[ -7/2 ] 
f(z) = 120/49*z^3 - 201/7*z + 1
*
[ 7/2 ] 
f(z) = 124/49*z^3 - 212/7*z + 1
*
[ -7/2 ] 
f(z) = 124/49*z^3 - 208/7*z + 1
*
[ 7/2 ] 
f(z) = 128/49*z^3 - 219/7*z + 1
*
[ -7/2 ] 
f(z) = 128/49*z^3 - 215/7*z + 1
*
[ -2 ] 
f(z) = 121/52*z^3 - 203/26*z + 1
*
-75/44 | 0.16706342091065721899954565985210802788 | 0.019236059777422180927227012659346864179
f(z) = 121/54*z^3 - 219/32*z + 1
*
3/2 | 0.18777800385277040755916355521941136848 | 0.029286233017305853392064932315340856629
f(z) = 122/45*z^3 - 203/30*z + 1
*
[ -2 ] 
f(z) = 123/44*z^3 - 213/22*z + 1
*
-5/3 | 0.20345508112843587961552822845866528599 | 0.029109360673953456894563450042696663160
f(z) = 123/50*z^3 - 217/30*z + 1
*
[ -2 ] 
f(z) = 123/52*z^3 - 207/26*z + 1
*
[ 7/4 ] 
f(z) = 124/49*z^3 - 205/28*z + 1
*
[ -2 ] 
f(z) = 125/44*z^3 - 217/22*z + 1
*
[ -2 ] 
f(z) = 125/52*z^3 - 211/26*z + 1
*
[ -2 ] 
f(z) = 127/52*z^3 - 215/26*z + 1
*
[ 5/3 ] 
f(z) = 129/50*z^3 - 203/30*z + 1
*
[ -2 ] 
f(z) = 129/52*z^3 - 219/26*z + 1
*
[ 7/4 ] 
f(z) = 132/49*z^3 - 219/28*z + 1
*
[ 3/19 ] 
f(z) = 133/54*z^3 - 205/38*z + 1
*
0 | 0.12697924813109523938423153665928263241 | 0.023921033257848150111833748600804158079
f(z) = 120/41*z^3 - 202/41*z + 1
*
0 | 0.12693279881209441433726190654741944628 | 0.023824277214936054009137761506699476993
f(z) = 120/43*z^3 - 206/43*z + 1
*
0 | 0.12683932345024296418667868054104987338 | 0.023637698546389504393882969962403991446
f(z) = 120/47*z^3 - 214/47*z + 1
*
0 | 0.12679229306674086855126774498509264054 | 0.023547666324920786759552155879725485669
f(z) = 120/49*z^3 - 218/49*z + 1
*
0 | 0.12714078035667638091391713961287279827 | 0.023929202228972430242191701791534032618
f(z) = 121/41*z^3 - 203/41*z + 1
*
0 | 0.12709474766807588522729395381647684817 | 0.023833011376595072050943294348893122877
f(z) = 121/43*z^3 - 207/43*z + 1
*
0 | 0.11348541230559539561147787983190693858 | 0.021204861839617913381411870016250243585
f(z) = 121/45*z^3 - 211/45*z + 1
*
0 | 0.11418993872465165022189417024618104373 | 0.021298958384511326901178781937091229491
f(z) = 121/46*z^3 - 213/46*z + 1
*
[ 2/11 ] 
f(z) = 121/46*z^3 - 211/46*z + 1
*
0 | 0.12700211620139082516830558219151892399 | 0.023647491329008241301236910042847645487
f(z) = 121/47*z^3 - 215/47*z + 1
*
0 | 0.080963082669431821997808869524339439412 | 0.015049187251900035463783057542882131271
f(z) = 121/48*z^3 - 217/48*z + 1
*
0 | 0.12695551320270556724617469207459312326 | 0.023557955723671251410948209279331306126
f(z) = 121/49*z^3 - 219/49*z + 1
*
[ -17/11 ] 
f(z) = 121/51*z^3 - 205/51*z + 1
*
0 | 0.12730091370568506791024263815940893407 | 0.023937202216767824903162380502042270944
f(z) = 122/41*z^3 - 204/41*z + 1
*
0 | 0.12725529022396789470123167853317705475 | 0.023841570462592173820451414268476176379
f(z) = 122/43*z^3 - 208/43*z + 1
*
0 | 0.11364636749693719520207318633723803684 | 0.021216192864156909758111544432007323151
f(z) = 122/45*z^3 - 212/45*z + 1
*
0 | 0.12716348751393838922169090278307253987 | 0.023657097896948620466378473974156193724
f(z) = 122/47*z^3 - 216/47*z + 1
*
0 | 0.12711730418069041305487990182253364064 | 0.023568053798349156047320002117970755043
f(z) = 122/49*z^3 - 220/49*z + 1
*
0 | 0.088987733861527973429767455059354089935 | 0.016748406557649870889682283419890653080
f(z) = 123/40*z^3 - 203/40*z + 1
*
0 | 0.12741445073395827285060386433799142640 | 0.023849958599482541128478339440501593310
f(z) = 123/43*z^3 - 209/43*z + 1
*
0 | 0.10172095862345938926060269687872690149 | 0.019006662001593634971966514700934280814
f(z) = 123/44*z^3 - 211/44*z + 1
*
0 | 0.11451087128932502863546862250944002789 | 0.021321651299081563605067859986080721366
f(z) = 123/46*z^3 - 215/46*z + 1
*
0 | 0.12732346204673158943247650359566533370 | 0.023666522552319929231055238251713494013
f(z) = 123/47*z^3 - 217/47*z + 1
*
0 | 0.12761707938628257126813589563997523351 | 0.023952711238646409106058278718600383740
f(z) = 124/41*z^3 - 206/41*z + 1
*
0 | 0.12757225282905872923463455392958117007 | 0.023858179790886163918325424417593104882
f(z) = 124/43*z^3 - 210/43*z + 1
*
0 | 0.11396413360812871160144470043322240036 | 0.021238286061862806064094352858840298107
f(z) = 124/45*z^3 - 214/45*z + 1
*
0 | 0.12748206382111510069570637466216080976 | 0.023675769470402536179014966230902126090
f(z) = 124/47*z^3 - 218/47*z + 1
*
0 | 0.12777315800429707956523577656177312527 | 0.023960227973329546624150027685805911309
f(z) = 125/41*z^3 - 207/41*z + 1
*
0 | 0.094570881736618554415619584305657003700 | 0.017702164873311164698588299950002468555
f(z) = 125/42*z^3 - 209/42*z + 1
*
0 | 0.12772871953830985819377054317777792380 | 0.023866237921996117668708402453570939094
f(z) = 125/43*z^3 - 211/43*z + 1
*
0 | 0.10203562134107399456905313446318877930 | 0.019031908388371197975043902167416720536
f(z) = 125/44*z^3 - 213/44*z + 1
*
0 | 0.11482632668958702551388748051227884535 | 0.021343590619627883095437725326237263997
f(z) = 125/46*z^3 - 217/46*z + 1
*
0 | 0.12763931624276690400010744274843344761 | 0.023684842704276466033089571010882837964
f(z) = 125/47*z^3 - 219/47*z + 1
*
[ 1/5 ] 
f(z) = 125/49*z^3 - 201/49*z + 1
*
[ 1/5 ] 
f(z) = 125/51*z^3 - 209/51*z + 1
*
[ 1/5 ] 
f(z) = 125/52*z^3 - 213/52*z + 1
*
[ 1/5 ] 
f(z) = 125/53*z^3 - 217/53*z + 1
*
-7/5 | 0.13261104530102263851753989328568292757 | 0.024912792916177718146162643560229006119
f(z) = 125/56*z^3 - 205/56*z + 1
*
0 | 0.12792793035951601310582112620447017563 | 0.023967591134576917489811935942339336601
f(z) = 126/41*z^3 - 208/41*z + 1
*
0 | 0.12788387330909020876933590462988298012 | 0.023874136763888980454024203470878885027
f(z) = 126/43*z^3 - 212/43*z + 1
*
0 | 0.12779524212260394477572027890034906431 | 0.023693746189247005885009168312157274373
f(z) = 126/47*z^3 - 220/47*z + 1
*
0 | 0.096726163635027360974399265220781017275 | 0.018138245683830497739242401701415144026
f(z) = 127/40*z^3 - 207/40*z + 1
*
0 | 0.12808141816601530722191858207265522591 | 0.023974804294379249655499234427061054075
f(z) = 127/41*z^3 - 209/41*z + 1
*
0 | 0.094880552925047743705927021422180280838 | 0.017728525412803162347573685449774640078
f(z) = 127/42*z^3 - 211/42*z + 1
*
0 | 0.12803773602657454536783195479374460640 | 0.023881879977647541611381590724421315968
f(z) = 127/43*z^3 - 213/43*z + 1
*
0 | 0.10234501826351935890686630963642799758 | 0.019056398462809708790506210066777470290
f(z) = 127/44*z^3 - 215/44*z + 1
*
0 | 0.11443077045480584835986674975386527867 | 0.021270065753113308177362259435388597559
f(z) = 127/45*z^3 - 217/45*z + 1
*
0 | 0.11513648908263889335401927062853899069 | 0.021364809164742611118704444755683359995
f(z) = 127/46*z^3 - 219/46*z + 1
*
0 | 0.12823364260012475455432015844499609877 | 0.023981870920579469489098693465662394139
f(z) = 128/41*z^3 - 210/41*z + 1
*
0 | 0.12819032903238379088871179044466381910 | 0.023889471118305356518322275731094903651
f(z) = 128/43*z^3 - 214/43*z + 1
*
0 | 0.11458373495027990286966789749380763550 | 0.021280312009595792723915198079961181901
f(z) = 128/45*z^3 - 218/45*z + 1
*
[ 7/32 ] 
f(z) = 128/49*z^3 - 207/56*z + 1
*
[ -3/2 ] 
f(z) = 128/51*z^3 - 203/51*z + 1
*
0 | 0.099881463970857297597384085586244705519 | 0.018696221400621414890858981251013724783
f(z) = 129/40*z^3 - 209/40*z + 1
*
0 | 0.12838462431806492172571973708363551757 | 0.023988794380593619604429862096237191835
f(z) = 129/41*z^3 - 211/41*z + 1
*
0 | 0.10264932301604841011202793917555734447 | 0.019080163852660843382926499172680793135
f(z) = 129/44*z^3 - 217/44*z + 1
*
0 | 0.12853438347286580548660676261143143464 | 0.023995577944973182801229375045351083766
f(z) = 130/41*z^3 - 212/41*z + 1
*
0 | 0.12849178866425088608777799902139392050 | 0.023904210892698503827303253725135342936
f(z) = 130/43*z^3 - 216/43*z + 1
*
0 | 0.090236911393150585444509323103724796302 | 0.016860856387189233558305115810229985457
f(z) = 131/40*z^3 - 211/40*z + 1
*
0 | 0.12868293973060209869070419800166618631 | 0.024002224790816696269869388829903243213
f(z) = 131/41*z^3 - 213/41*z + 1
*
0 | 0.095482792007444390015796378448503381050 | 0.017778668289944696208798307873877176001
f(z) = 131/42*z^3 - 215/42*z + 1
*
0 | 0.12864069541309911830920082088333231918 | 0.023911366139437938101652520360621341468
f(z) = 131/43*z^3 - 217/43*z + 1
*
0 | 0.10294870076204636638835491693035499171 | 0.019103234457328663954768409109342470613
f(z) = 131/44*z^3 - 219/44*z + 1
*
0 | 0.12883031228597797428128437860222319717 | 0.024008738005038091426802459291232051782
f(z) = 132/41*z^3 - 214/41*z + 1
*
0 | 0.12878841272810391338414285080575734038 | 0.023918382545863718462286526546553629130
f(z) = 132/43*z^3 - 218/43*z + 1
*
0 | 0.10047266808863092806794608018075333292 | 0.018740382912024349601562736068956499888
f(z) = 133/40*z^3 - 213/40*z + 1
*
0 | 0.12897651987729245866454574774495125780 | 0.024015120587498774768343165114080328683
f(z) = 133/41*z^3 - 215/41*z + 1
*
0 | 0.12893495948725266920560586125970453885 | 0.023925263190297698147478470814712391946
f(z) = 133/43*z^3 - 219/43*z + 1
*
0 | 0.12912158080081474545758325809148027176 | 0.024021375454010071903153794397913800589
f(z) = 134/41*z^3 - 216/41*z + 1
*
0 | 0.12908035412199294402493908748360098476 | 0.023932011065407782573374743709235496447
f(z) = 134/43*z^3 - 220/43*z + 1
*
0 | 0.12926551292459718837852281537498001206 | 0.024027505439212288550213668932185097476
f(z) = 135/41*z^3 - 217/41*z + 1
*
-4/3 | 0.15389123614903798816998443801597137372 | 0.028857931969595979687594316773464992507
f(z) = 135/44*z^3 - 207/44*z + 1
*
[ -14/9 ] 
f(z) = 135/49*z^3 - 211/42*z + 1
*
0 | 0.12940833370175220039244866237139032767 | 0.024033513299336297019932390029183873884
f(z) = 136/41*z^3 - 218/41*z + 1
*
[ -3/2 ] 
f(z) = 136/57*z^3 - 211/57*z + 1
*
0 | 0.10104556027512207234022554590917479380 | 0.018782061001335823829414366613775575874
f(z) = 137/40*z^3 - 217/40*z + 1
*
0 | 0.12955006018321786812615135927480783985 | 0.024039401714853232917870592248335483165
f(z) = 137/41*z^3 - 219/41*z + 1
*
0 | 0.12969070903003575954472140335030904557 | 0.024045173293017583033867111974356414243
f(z) = 138/41*z^3 - 220/41*z + 1
*
0 | 0.094669753304491874109411210657721267714 | 0.017566987052836166613821620229188029357
f(z) = 139/40*z^3 - 219/40*z + 1
*
[ 12/11 ] 
f(z) = 121/40*z^3 - 211/60*z + 1
*
3/22 | 0.19157868880515988084742986600788094602 | 0.029878995443454116680980140253990003710
f(z) = 121/45*z^3 - 203/60*z + 1
*
[ 7/6 ] 
f(z) = 124/49*z^3 - 208/63*z + 1
*
-6/5 | 0.16669826033372284289080628314907147099 | 0.027490792400577383900439414736605867375
f(z) = 125/44*z^3 - 215/66*z + 1
*
6/5 | 0.12448977371297568223490788251946557628 | 0.016658453474268124182199598327770885790
f(z) = 125/56*z^3 - 220/63*z + 1
*
[ 7/6 ] 
f(z) = 128/49*z^3 - 215/63*z + 1
*
[ 10/11 ] 
f(z) = 121/45*z^3 - 209/90*z + 1
*
[ 12/11 ] 
f(z) = 121/56*z^3 - 209/84*z + 1
*
[ 4/11 ] 
f(z) = 121/50*z^3 - 207/100*z + 1
*
[ 21/25 ] 
f(z) = 125/49*z^3 - 209/105*z + 1
*
18/25 | 0.20074386988996328032397806703079070676 | 0.026636700606640533084787083153345569310
f(z) = 125/56*z^3 - 209/105*z + 1
*
[ 2/5 ] 
f(z) = 125/57*z^3 - 211/114*z + 1
*
[ 2/5 ] 
f(z) = 125/59*z^3 - 217/118*z + 1
*
[ 2/5 ] 
f(z) = 135/44*z^3 - 219/110*z + 1
*
14/45 | 0.21658019441090909159940607970887323645 | 0.028447517345302755875577717965614428976
f(z) = 135/49*z^3 - 208/105*z + 1
*
[ 3/5 ] 
f(z) = 125/41*z^3 - 217/123*z + 1
*
[ 15/32 ] 
f(z) = 128/45*z^3 - 211/120*z + 1
*
[ 7/12 ] 
f(z) = 136/49*z^3 - 209/126*z + 1
*
26/11 | 0.11308519212435837702006457658086534008 | 0.017089059333511022717452880104069968330
f(z) = 121/48*z^3 - 187/12*z + 1
*
-12/5 | 0.14962086408068232182506022844532010891 | 0.022610208956396337616341817823346132726
f(z) = 125/48*z^3 - 187/12*z + 1
*
[ 6 ] 
f(z) = 137/54*z^3 - 181/2*z + 1
*
[ -6 ] 
f(z) = 139/54*z^3 - 183/2*z + 1
*
[ 20/11 ] 
f(z) = 121/40*z^3 - 191/20*z + 1
*
[ -18/11 ] 
f(z) = 121/48*z^3 - 185/36*z + 1
*
[ 5/3 ] 
f(z) = 123/50*z^3 - 193/30*z + 1
*
[ 3/20 ] 
f(z) = 125/54*z^3 - 183/32*z + 1
*
[ -7/4 ] 
f(z) = 132/49*z^3 - 187/28*z + 1
*
[ 12/7 ] 
f(z) = 133/54*z^3 - 191/28*z + 1
*
[ 3/2 ] 
f(z) = 134/45*z^3 - 191/30*z + 1
*
-3/2 | 0.16982784043349732755546984607811595301 | 0.026969174553774307709421621271893650701
f(z) = 134/45*z^3 - 181/30*z + 1
*
7/11 | 0.12648139237475729977396647762054307167 | 0.023894598282716590633806008873377311789
f(z) = 121/42*z^3 - 199/42*z + 1
*
[ 14/11 ] 
f(z) = 121/42*z^3 - 187/42*z + 1
*
-15/11 | 0.060164968528989569730689937955373671761 | 0.011432359946977861580147545892833784270
f(z) = 121/48*z^3 - 193/48*z + 1
*
3/11 | 0.10073740470743826912524210249911896362 | 0.019297037995667054384668570718815312035
f(z) = 121/48*z^3 - 185/48*z + 1
*
15/22 | 0.18628604633078992281387133865718354945 | 0.027026799887294316256760505053324140459
f(z) = 121/50*z^3 - 197/40*z + 1
*
[ -3/2 ] 
f(z) = 124/51*z^3 - 194/51*z + 1
*
[ -3/2 ] 
f(z) = 124/57*z^3 - 184/57*z + 1
*
[ 1/5 ] 
f(z) = 125/44*z^3 - 181/44*z + 1
*
[ 1/5 ] 
f(z) = 125/46*z^3 - 189/46*z + 1
*
[ 1/5 ] 
f(z) = 125/47*z^3 - 193/47*z + 1
*
[ 1/5 ] 
f(z) = 125/48*z^3 - 197/48*z + 1
*
[ 5/4 ] 
f(z) = 128/45*z^3 - 191/45*z + 1
*
1/4 | 0.12665565678663901006943881374707079634 | 0.024187350434834197402136511473654880934
f(z) = 128/45*z^3 - 188/45*z + 1
*
[ 5/4 ] 
f(z) = 128/55*z^3 - 189/55*z + 1
*
[ -3/2 ] 
f(z) = 128/57*z^3 - 193/57*z + 1
*
[ 1/4 ] 
f(z) = 128/59*z^3 - 185/59*z + 1
*
1/3 | 0.11071337137905863440717922534013502209 | 0.021252263300224343324228236581642569559
f(z) = 135/56*z^3 - 183/56*z + 1
*
-12/11 | 0.16919609172447100351348031309393900531 | 0.026512217096669153306444718150951519355
f(z) = 121/45*z^3 - 197/60*z + 1
*
[ 12/11 ] 
f(z) = 121/45*z^3 - 187/60*z + 1
*
14/33 | 0.18941469883251031594958887775962321414 | 0.025834978530211065489007455025581312852
f(z) = 121/56*z^3 - 191/63*z + 1
*
-28/25 | 0.19296653981502408568124008743037941326 | 0.029304882769431355860168386999672700715
f(z) = 125/48*z^3 - 181/60*z + 1
*
-6/5 | 0.20816827506800266794755667387566744837 | 0.028234834717300313617955557220389445458
f(z) = 125/56*z^3 - 199/63*z + 1
*
[ 7/22 ] 
f(z) = 132/49*z^3 - 186/77*z + 1
*
[ 4/11 ] 
f(z) = 121/46*z^3 - 193/92*z + 1
*
[ -14/11 ] 
f(z) = 121/48*z^3 - 193/84*z + 1
*
[ 21/22 ] 
f(z) = 121/49*z^3 - 193/84*z + 1
*
[ -4/3 ] 
f(z) = 123/56*z^3 - 181/84*z + 1
*
[ 4/5 ] 
f(z) = 125/42*z^3 - 181/84*z + 1
*
[ 4/5 ] 
f(z) = 125/46*z^3 - 183/92*z + 1
*
[ 2/5 ] 
f(z) = 125/47*z^3 - 181/94*z + 1
*
[ 2/5 ] 
f(z) = 125/49*z^3 - 187/98*z + 1
*
[ 9/25 ] 
f(z) = 125/54*z^3 - 187/90*z + 1
*
[ 6/7 ] 
f(z) = 125/54*z^3 - 183/98*z + 1
*
[ -4/3 ] 
f(z) = 129/56*z^3 - 197/84*z + 1
*
[ 6/7 ] 
f(z) = 131/54*z^3 - 191/98*z + 1
*
[ 6/7 ] 
f(z) = 133/48*z^3 - 185/84*z + 1
*
[ 6/7 ] 
f(z) = 137/54*z^3 - 199/98*z + 1
*
[ 2/5 ] 
f(z) = 125/51*z^3 - 193/102*z + 1
*
[ 2/5 ] 
f(z) = 125/53*z^3 - 199/106*z + 1
*
[ 4/5 ] 
f(z) = 125/54*z^3 - 187/108*z + 1
*
[ 4/5 ] 
f(z) = 125/58*z^3 - 189/116*z + 1
*
[ 5/6 ] 
f(z) = 126/55*z^3 - 197/110*z + 1
*
[ 1/2 ] 
f(z) = 126/59*z^3 - 181/118*z + 1
*
[ 2/3 ] 
f(z) = 127/48*z^3 - 181/108*z + 1
*
3/4 | 0.16302146196952431208251703342729995381 | 0.029398781842737683813260513146891072486
f(z) = 128/55*z^3 - 199/110*z + 1
*
[ 1/2 ] 
f(z) = 130/59*z^3 - 183/118*z + 1
*
[ 2/3 ] 
f(z) = 131/48*z^3 - 185/108*z + 1
*
[ 3/7 ] 
f(z) = 133/45*z^3 - 197/105*z + 1
*
[ 2/3 ] 
f(z) = 133/48*z^3 - 187/108*z + 1
*
[ 1/2 ] 
f(z) = 134/57*z^3 - 181/114*z + 1
*
[ 1/2 ] 
f(z) = 134/59*z^3 - 185/118*z + 1
*
[ 7/12 ] 
f(z) = 135/49*z^3 - 185/112*z + 1
*
2/15 | 0.13993421871519696664358413445953986127 | 0.018380171487654017251281679785456781025
f(z) = 135/56*z^3 - 197/105*z + 1
*
[ 3/4 ] 
f(z) = 136/57*z^3 - 191/114*z + 1
*
[ 2/3 ] 
f(z) = 137/48*z^3 - 191/108*z + 1
*
[ 1/2 ] 
f(z) = 138/59*z^3 - 187/118*z + 1
*
[ 2/3 ] 
f(z) = 139/48*z^3 - 193/108*z + 1
*
[ 15/22 ] 
f(z) = 121/50*z^3 - 191/120*z + 1
*
-105/88 | 0.24388615270232757266528138808616706363 | 0.027235627205181605335801167155600117773
f(z) = 121/54*z^3 - 195/128*z + 1
*
[ 15/22 ] 
f(z) = 121/54*z^3 - 181/120*z + 1
*
21/11 | 0.11193978648334665149342439912464963085 | 0.017921529472081688115159505754162369405
f(z) = 121/45*z^3 - 172/15*z + 1
*
-26/11 | 0.16749137855451336221737171056183505983 | 0.025847257214650182556833483132654067945
f(z) = 121/48*z^3 - 163/12*z + 1
*
[ 12/5 ] 
f(z) = 125/48*z^3 - 173/12*z + 1
*
[ -12/5 ] 
f(z) = 125/48*z^3 - 163/12*z + 1
*
[ 6 ] 
f(z) = 125/54*z^3 - 165/2*z + 1
*
[ -6 ] 
f(z) = 127/54*z^3 - 167/2*z + 1
*
[ 6 ] 
f(z) = 131/54*z^3 - 173/2*z + 1
*
[ -6 ] 
f(z) = 133/54*z^3 - 175/2*z + 1
*
-14/11 | 0.21629794395010149694039365091222766902 | 0.029765113935712452363133279304746940047
f(z) = 121/40*z^3 - 179/35*z + 1
*
[ -20/11 ] 
f(z) = 121/40*z^3 - 169/20*z + 1
*
[ 14/11 ] 
f(z) = 121/40*z^3 - 164/35*z + 1
*
[ 21/11 ] 
f(z) = 121/49*z^3 - 179/21*z + 1
*
2/11 | 0.14504100656055572751399950173457407075 | 0.024857876818395848569920564976568040501
f(z) = 121/52*z^3 - 171/26*z + 1
*
[ 3/2 ] 
f(z) = 122/45*z^3 - 173/30*z + 1
*
-3/2 | 0.17268277434288665691635253460125931345 | 0.027886412437320120805257406956742505440
f(z) = 122/45*z^3 - 163/30*z + 1
*
[ -7/4 ] 
f(z) = 124/49*z^3 - 173/28*z + 1
*
-8/5 | 0.10938466887183782176372574562848879683 | 0.018784785631981424988678136961142837488
f(z) = 125/48*z^3 - 169/24*z + 1
*
14/25 | 0.18055970820742031946357041567472594127 | 0.025332136287499575184838606894638907790
f(z) = 125/49*z^3 - 178/35*z + 1
*
18/25 | 0.21053360501270480743702045386244849124 | 0.029350059578879038898978366319760079612
f(z) = 125/56*z^3 - 163/35*z + 1
*
[ -5/3 ] 
f(z) = 129/50*z^3 - 167/30*z + 1
*
[ 7/5 ] 
f(z) = 130/49*z^3 - 172/35*z + 1
*
[ -10/7 ] 
f(z) = 133/40*z^3 - 178/35*z + 1
*
[ 7/5 ] 
f(z) = 135/49*z^3 - 179/35*z + 1
*
[ -16/11 ] 
f(z) = 121/48*z^3 - 175/48*z + 1
*
[ 13/11 ] 
f(z) = 121/52*z^3 - 161/52*z + 1
*
21/22 | 0.23002062324211887408824154808264616130 | 0.027377598459033898106239290610910644653
f(z) = 121/54*z^3 - 165/56*z + 1
*
[ 3/11 ] 
f(z) = 121/57*z^3 - 161/57*z + 1
*
[ 1/5 ] 
f(z) = 125/41*z^3 - 169/41*z + 1
*
[ 1/5 ] 
f(z) = 125/43*z^3 - 177/43*z + 1
*
[ 6/5 ] 
f(z) = 127/54*z^3 - 161/50*z + 1
*
-5/4 | 0.11655433897846395721696241539316463994 | 0.022854390527281040216267512120249678332
f(z) = 128/45*z^3 - 164/45*z + 1
*
[ 21/16 ] 
f(z) = 128/49*z^3 - 179/42*z + 1
*
[ 1/4 ] 
f(z) = 128/51*z^3 - 161/51*z + 1
*
[ 1/4 ] 
f(z) = 128/53*z^3 - 167/53*z + 1
*
[ 1/4 ] 
f(z) = 128/55*z^3 - 173/55*z + 1
*
[ 1/4 ] 
f(z) = 128/57*z^3 - 179/57*z + 1
*
[ 6/5 ] 
f(z) = 133/54*z^3 - 169/50*z + 1
*
[ -4/3 ] 
f(z) = 135/44*z^3 - 163/44*z + 1
*
1/3 | 0.14867737632120676626201025005304428337 | 0.028916200892447454659371596798695874600
f(z) = 135/52*z^3 - 171/52*z + 1
*
[ 6/5 ] 
f(z) = 139/54*z^3 - 177/50*z + 1
*
21/22 | 0.16320868770486214464094134205578699633 | 0.026253663984980561780795390045898954783
f(z) = 121/45*z^3 - 167/60*z + 1
*
15/22 | 0.18334780826318867412632585975790000299 | 0.029608700810849500383799859713290836904
f(z) = 121/45*z^3 - 163/60*z + 1
*
10/11 | 0.18634738836930294966266015968285515248 | 0.028347498453892843313052802071349598154
f(z) = 121/48*z^3 - 179/60*z + 1
*
10/11 | 0.18050848340781956618957595725051980725 | 0.027752227237138198681894452683216796229
f(z) = 121/48*z^3 - 167/60*z + 1
*
[ 7/24 ] 
f(z) = 128/49*z^3 - 167/63*z + 1
*
[ 14/15 ] 
f(z) = 135/49*z^3 - 173/70*z + 1
*
[ 4/11 ] 
f(z) = 121/42*z^3 - 179/84*z + 1
*
-10/11 | 0.13685521163382277331511489858949339989 | 0.024932913882710012159214302925221381033
f(z) = 121/45*z^3 - 173/90*z + 1
*
[ 3/7 ] 
f(z) = 121/54*z^3 - 171/98*z + 1
*
[ 2/5 ] 
f(z) = 125/41*z^3 - 163/82*z + 1
*
[ 2/5 ] 
f(z) = 125/43*z^3 - 169/86*z + 1
*
[ 3/7 ] 
f(z) = 127/54*z^3 - 173/98*z + 1
*
[ 1/2 ] 
f(z) = 130/49*z^3 - 163/98*z + 1
*
[ 3/4 ] 
f(z) = 131/54*z^3 - 163/96*z + 1
*
[ 10/19 ] 
f(z) = 133/40*z^3 - 173/95*z + 1
*
[ 1/2 ] 
f(z) = 134/47*z^3 - 161/94*z + 1
*
[ 1/2 ] 
f(z) = 134/49*z^3 - 165/98*z + 1
*
[ 2/3 ] 
f(z) = 135/41*z^3 - 161/82*z + 1
*
[ 2/3 ] 
f(z) = 135/43*z^3 - 163/86*z + 1
*
[ 2/3 ] 
f(z) = 135/47*z^3 - 167/94*z + 1
*
[ 2/3 ] 
f(z) = 135/49*z^3 - 169/98*z + 1
*
[ 7/18 ] 
f(z) = 135/49*z^3 - 167/84*z + 1
*
[ 3/4 ] 
f(z) = 137/54*z^3 - 169/96*z + 1
*
[ 1/2 ] 
f(z) = 138/47*z^3 - 163/94*z + 1
*
[ 1/2 ] 
f(z) = 138/49*z^3 - 167/98*z + 1
*
[ 3/7 ] 
f(z) = 139/54*z^3 - 177/98*z + 1
*
[ 7/15 ] 
f(z) = 120/49*z^3 - 176/105*z + 1
*
[ 2/3 ] 
f(z) = 121/48*z^3 - 175/108*z + 1
*
[ 8/11 ] 
f(z) = 121/52*z^3 - 167/104*z + 1
*
[ 6/11 ] 
f(z) = 121/57*z^3 - 167/114*z + 1
*
[ 1/2 ] 
f(z) = 122/51*z^3 - 163/102*z + 1
*
[ 1/2 ] 
f(z) = 122/53*z^3 - 167/106*z + 1
*
[ 1/2 ] 
f(z) = 122/55*z^3 - 171/110*z + 1
*
[ 1/2 ] 
f(z) = 122/57*z^3 - 175/114*z + 1
*
[ 1/2 ] 
f(z) = 122/59*z^3 - 179/118*z + 1
*
[ 2/3 ] 
f(z) = 125/48*z^3 - 179/108*z + 1
*
[ -6/5 ] 
f(z) = 125/51*z^3 - 173/102*z + 1
*
[ 1/2 ] 
f(z) = 126/53*z^3 - 169/106*z + 1
*
[ 2/3 ] 
f(z) = 126/53*z^3 - 165/106*z + 1
*
[ 1/2 ] 
f(z) = 126/55*z^3 - 173/110*z + 1
*
[ 2/3 ] 
f(z) = 126/55*z^3 - 167/110*z + 1
*
[ 2/3 ] 
f(z) = 126/59*z^3 - 171/118*z + 1
*
[ 11/16 ] 
f(z) = 128/55*z^3 - 171/110*z + 1
*
[ 1/2 ] 
f(z) = 130/51*z^3 - 167/102*z + 1
*
[ 1/2 ] 
f(z) = 130/53*z^3 - 171/106*z + 1
*
[ 1/2 ] 
f(z) = 130/57*z^3 - 179/114*z + 1
*
[ 1/2 ] 
f(z) = 134/51*z^3 - 169/102*z + 1
*
[ 1/2 ] 
f(z) = 134/53*z^3 - 173/106*z + 1
*
[ 1/2 ] 
f(z) = 134/55*z^3 - 177/110*z + 1
*
[ 2/3 ] 
f(z) = 135/53*z^3 - 173/106*z + 1
*
[ -6/5 ] 
f(z) = 135/56*z^3 - 172/105*z + 1
*
[ 2/3 ] 
f(z) = 135/59*z^3 - 179/118*z + 1
*
[ 1/2 ] 
f(z) = 138/53*z^3 - 175/106*z + 1
*
[ 1/2 ] 
f(z) = 138/55*z^3 - 179/110*z + 1
*
[ -6 ] 
f(z) = 121/54*z^3 - 159/2*z + 1
*
[ -30/11 ] 
f(z) = 121/54*z^3 - 153/10*z + 1
*
6/25 | 0.11968368487304512654986720992820417215 | 0.014374217513720154236131578551052038540
f(z) = 125/54*z^3 - 153/10*z + 1
*
[ -12/5 ] 
f(z) = 125/54*z^3 - 143/12*z + 1
*
[ 15/8 ] 
f(z) = 128/45*z^3 - 143/15*z + 1
*
-2 | 0.083311278655222804254311282286252347672 | 0.013121665594080427846623023560130480915
f(z) = 137/48*z^3 - 143/12*z + 1
*
-2 | 0.083599573347065371519776710015748876973 | 0.013138331622415680983921498504958095876
f(z) = 139/48*z^3 - 145/12*z + 1
*
[ 7/5 ] 
f(z) = 120/49*z^3 - 158/35*z + 1
*
-14/11 | 0.20424258041220771244644209459308877639 | 0.028973641187842423766525065125878682895
f(z) = 121/40*z^3 - 144/35*z + 1
*
[ -21/11 ] 
f(z) = 121/49*z^3 - 157/21*z + 1
*
[ 20/11 ] 
f(z) = 121/50*z^3 - 151/20*z + 1
*
2/11 | 0.12962779729431325508969178435661975020 | 0.022862525519525557713283324584384134201
f(z) = 121/52*z^3 - 145/26*z + 1
*
[ -5/3 ] 
f(z) = 123/50*z^3 - 157/30*z + 1
*
[ 8/5 ] 
f(z) = 125/48*z^3 - 151/24*z + 1
*
[ -3/2 ] 
f(z) = 134/45*z^3 - 151/30*z + 1
*
14/9 | 0.18653771962358014980970391742043357199 | 0.026072361729876174420431657885417637245
f(z) = 135/56*z^3 - 160/21*z + 1
*
4/3 | 0.13364708579166073316403641186078478869 | 0.023688282013733777068267133514825110280
f(z) = 135/56*z^3 - 141/28*z + 1
*
-3/2 | 0.21139169046112756014979906689904441219 | 0.029466534518184098467367571361295101977
f(z) = 137/54*z^3 - 145/24*z + 1
*
[ 5/22 ] 
f(z) = 121/50*z^3 - 141/40*z + 1
*
[ 3/11 ] 
f(z) = 121/51*z^3 - 145/51*z + 1
*
[ 6/5 ] 
f(z) = 121/54*z^3 - 153/50*z + 1
*
4/5 | 0.14686562285037498117277540758510383810 | 0.029510444088765487306586504975543266536
f(z) = 125/52*z^3 - 145/52*z + 1
*
2/5 | 0.14341888474990249171734523196541028054 | 0.028436802653968870186157034632163101634
f(z) = 125/54*z^3 - 155/54*z + 1
*
57/50 | 0.22741181128415311792584098564418469089 | 0.027444414230069904246626783401906953659
f(z) = 125/54*z^3 - 147/40*z + 1
*
[ -7/5 ] 
f(z) = 125/56*z^3 - 149/56*z + 1
*
[ 9/8 ] 
f(z) = 128/45*z^3 - 157/45*z + 1
*
[ 1/4 ] 
f(z) = 128/45*z^3 - 143/45*z + 1
*
[ 1/4 ] 
f(z) = 128/47*z^3 - 149/47*z + 1
*
[ 1/4 ] 
f(z) = 128/49*z^3 - 155/49*z + 1
*
[ -11/8 ] 
f(z) = 128/55*z^3 - 147/55*z + 1
*
1/3 | 0.13744798972594235535128885259874162594 | 0.027542299657566031847450957206807987978
f(z) = 135/44*z^3 - 147/44*z + 1
*
[ -4/3 ] 
f(z) = 135/52*z^3 - 149/52*z + 1
*
[ 7/6 ] 
f(z) = 138/49*z^3 - 155/42*z + 1
*
[ 7/20 ] 
f(z) = 120/49*z^3 - 151/70*z + 1
*
12/25 | 0.18821049747951194659261544105655025114 | 0.029235439283716134744236676743060361806
f(z) = 125/42*z^3 - 153/70*z + 1
*
[ -6/5 ] 
f(z) = 125/44*z^3 - 149/66*z + 1
*
[ 9/10 ] 
f(z) = 125/54*z^3 - 143/72*z + 1
*
[ 1/2 ] 
f(z) = 122/41*z^3 - 143/82*z + 1
*
[ 1/2 ] 
f(z) = 122/43*z^3 - 147/86*z + 1
*
[ 1/2 ] 
f(z) = 122/45*z^3 - 151/90*z + 1
*
[ 1/2 ] 
f(z) = 122/47*z^3 - 155/94*z + 1
*
[ 1/2 ] 
f(z) = 122/49*z^3 - 159/98*z + 1
*
[ 3/4 ] 
f(z) = 125/54*z^3 - 157/96*z + 1
*
[ 18/25 ] 
f(z) = 125/54*z^3 - 143/90*z + 1
*
[ 2/3 ] 
f(z) = 126/41*z^3 - 153/82*z + 1
*
[ 1/2 ] 
f(z) = 126/41*z^3 - 145/82*z + 1
*
[ 2/3 ] 
f(z) = 126/43*z^3 - 155/86*z + 1
*
[ 1/2 ] 
f(z) = 126/43*z^3 - 149/86*z + 1
*
[ 2/3 ] 
f(z) = 126/47*z^3 - 159/94*z + 1
*
[ 1/2 ] 
f(z) = 126/47*z^3 - 157/94*z + 1
*
[ -7/6 ] 
f(z) = 129/49*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 130/41*z^3 - 147/82*z + 1
*
[ 1/2 ] 
f(z) = 130/43*z^3 - 151/86*z + 1
*
[ 1/2 ] 
f(z) = 130/47*z^3 - 159/94*z + 1
*
[ 7/13 ] 
f(z) = 130/49*z^3 - 148/91*z + 1
*
-6/7 | 0.11412640208827460055841980604493729328 | 0.016694276425064438980009278148659865512
f(z) = 133/48*z^3 - 157/84*z + 1
*
[ 1/2 ] 
f(z) = 134/41*z^3 - 149/82*z + 1
*
[ 1/2 ] 
f(z) = 134/43*z^3 - 153/86*z + 1
*
[ 1/2 ] 
f(z) = 134/45*z^3 - 157/90*z + 1
*
[ 4/9 ] 
f(z) = 135/56*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 138/41*z^3 - 151/82*z + 1
*
[ 1/2 ] 
f(z) = 138/43*z^3 - 155/86*z + 1
*
[ 6/11 ] 
f(z) = 121/51*z^3 - 157/102*z + 1
*
-2 | 0.080817995762544207655380861595146481240 | 0.012971388558416245655786628130806903189
f(z) = 121/48*z^3 - 127/12*z + 1
*
57/22 | 0.11488379158007812398385939186483921579 | 0.014169152798612284771054043091162587133
f(z) = 121/54*z^3 - 123/8*z + 1
*
-2 | 0.081475796756034933930670548869196583879 | 0.013012202341504773664372376247824222941
f(z) = 125/48*z^3 - 131/12*z + 1
*
[ 9/5 ] 
f(z) = 125/54*z^3 - 127/18*z + 1
*
[ 3 ] 
f(z) = 125/54*z^3 - 121/6*z + 1
*
-2 | 0.081795224839510891153042598793522864449 | 0.013031682455504633493883430308620155520
f(z) = 127/48*z^3 - 133/12*z + 1
*
[ 2 ] 
f(z) = 127/48*z^3 - 121/12*z + 1
*
[ -15/8 ] 
f(z) = 128/45*z^3 - 127/15*z + 1
*
-2 | 0.082417274306834641669299899987867350874 | 0.013069089209824409508214850872880138006
f(z) = 131/48*z^3 - 137/12*z + 1
*
[ 2 ] 
f(z) = 131/48*z^3 - 125/12*z + 1
*
[ 3 ] 
f(z) = 131/54*z^3 - 127/6*z + 1
*
-2 | 0.082719266055914398393739342321538722477 | 0.013086900548333096634717120143048711755
f(z) = 133/48*z^3 - 139/12*z + 1
*
[ 2 ] 
f(z) = 133/48*z^3 - 127/12*z + 1
*
[ -3 ] 
f(z) = 133/54*z^3 - 125/6*z + 1
*
[ 2 ] 
f(z) = 137/48*z^3 - 131/12*z + 1
*
[ 3 ] 
f(z) = 137/54*z^3 - 133/6*z + 1
*
[ 2 ] 
f(z) = 139/48*z^3 - 133/12*z + 1
*
[ -2 ] 
f(z) = 139/48*z^3 - 121/12*z + 1
*
[ -3 ] 
f(z) = 139/54*z^3 - 131/6*z + 1
*
[ -20/11 ] 
f(z) = 121/50*z^3 - 129/20*z + 1
*
[ 15/11 ] 
f(z) = 121/50*z^3 - 127/30*z + 1
*
[ -3/2 ] 
f(z) = 122/45*z^3 - 133/30*z + 1
*
[ -8/5 ] 
f(z) = 125/48*z^3 - 121/24*z + 1
*
-3/2 | 0.19556550920300575601703082711695963374 | 0.027592730224399091942061574355283916797
f(z) = 125/54*z^3 - 133/24*z + 1
*
3/25 | 0.20798811603206014554663219211312931816 | 0.029408329841897153233991480356188851426
f(z) = 125/54*z^3 - 131/30*z + 1
*
26/25 | 0.20276401619772601971720791429026200856 | 0.028968678078652552001096120059005560206
f(z) = 125/56*z^3 - 137/35*z + 1
*
-38/25 | 0.17595326811592345791708573298660763599 | 0.025384690733904893451707403023360102896
f(z) = 125/56*z^3 - 128/35*z + 1
*
[ 3/16 ] 
f(z) = 128/45*z^3 - 133/30*z + 1
*
[ -7/5 ] 
f(z) = 130/49*z^3 - 122/35*z + 1
*
2/7 | 0.16086676192638089158897262876500248316 | 0.023105592723384547543211769785885564294
f(z) = 133/40*z^3 - 132/35*z + 1
*
[ 3/2 ] 
f(z) = 133/54*z^3 - 125/24*z + 1
*
[ -7/5 ] 
f(z) = 135/49*z^3 - 129/35*z + 1
*
-14/9 | 0.15216954807537759617999047823731479579 | 0.021904429819197125918743767402299485182
f(z) = 135/56*z^3 - 130/21*z + 1
*
[ 3/2 ] 
f(z) = 139/54*z^3 - 131/24*z + 1
*
9/11 | 0.085960187912568826882926321142776788570 | 0.017497705397982501610344336170463299364
f(z) = 121/45*z^3 - 136/45*z + 1
*
[ 3/11 ] 
f(z) = 121/48*z^3 - 137/48*z + 1
*
7/11 | 0.10921540843263848886751745347665750121 | 0.022198339806420182532554824040923478817
f(z) = 121/56*z^3 - 137/56*z + 1
*
39/50 | 0.19152257845844579261444459718978107320 | 0.023621371137201482427256214460408576740
f(z) = 125/54*z^3 - 123/40*z + 1
*
[ 1/3 ] 
f(z) = 126/55*z^3 - 124/55*z + 1
*
[ 1/3 ] 
f(z) = 126/59*z^3 - 132/59*z + 1
*
[ 1/4 ] 
f(z) = 128/41*z^3 - 131/41*z + 1
*
[ 1/4 ] 
f(z) = 128/43*z^3 - 137/43*z + 1
*
5/8 | 0.14315120597295947698245834280810093418 | 0.029052940059527748569691983271531243558
f(z) = 128/55*z^3 - 138/55*z + 1
*
6/7 | 0.18978243600605207474301643341030354673 | 0.027013223401062157761974820866128944422
f(z) = 133/54*z^3 - 125/42*z + 1
*
[ 1/3 ] 
f(z) = 135/53*z^3 - 121/53*z + 1
*
[ 1/3 ] 
f(z) = 135/56*z^3 - 127/56*z + 1
*
[ 1/3 ] 
f(z) = 135/58*z^3 - 131/58*z + 1
*
[ 1/3 ] 
f(z) = 135/59*z^3 - 133/59*z + 1
*
[ 7/8 ] 
f(z) = 136/49*z^3 - 127/56*z + 1
*
-21/22 | 0.070495054089268915717220542277342277459 | 0.011403119684215006572941294563577344544
f(z) = 121/45*z^3 - 127/60*z + 1
*
[ 10/11 ] 
f(z) = 121/48*z^3 - 131/60*z + 1
*
[ 9/22 ] 
f(z) = 121/54*z^3 - 131/72*z + 1
*
[ 2/3 ] 
f(z) = 123/52*z^3 - 121/78*z + 1
*
4/5 | 0.15440066241808434868041846853922583718 | 0.023983631369875288365989002334166357703
f(z) = 125/48*z^3 - 121/60*z + 1
*
[ -6/5 ] 
f(z) = 125/52*z^3 - 127/78*z + 1
*
[ 14/15 ] 
f(z) = 125/56*z^3 - 127/63*z + 1
*
[ 2/3 ] 
f(z) = 129/52*z^3 - 125/78*z + 1
*
[ 7/10 ] 
f(z) = 130/49*z^3 - 121/70*z + 1
*
[ 7/11 ] 
f(z) = 132/49*z^3 - 128/77*z + 1
*
[ 5/7 ] 
f(z) = 133/50*z^3 - 123/70*z + 1
*
[ -7/6 ] 
f(z) = 136/49*z^3 - 121/63*z + 1
*
[ 7/12 ] 
f(z) = 132/49*z^3 - 137/84*z + 1
*
[ 4/7 ] 
f(z) = 133/48*z^3 - 139/84*z + 1
*
[ 2 ] 
f(z) = 121/48*z^3 - 115/12*z + 1
*
[ -3 ] 
f(z) = 121/54*z^3 - 113/6*z + 1
*
[ 18/11 ] 
f(z) = 121/54*z^3 - 101/18*z + 1
*
[ 2 ] 
f(z) = 125/48*z^3 - 119/12*z + 1
*
[ -2 ] 
f(z) = 125/48*z^3 - 107/12*z + 1
*
-3/25 | 0.21847066758712116803881559034518403094 | 0.027112233153792105525124097369341746206
f(z) = 125/54*z^3 - 117/10*z + 1
*
12/5 | 0.21823371522687063148667874671837036378 | 0.027260925500574313554020101530477018000
f(z) = 125/54*z^3 - 111/8*z + 1
*
[ -9/5 ] 
f(z) = 125/54*z^3 - 107/18*z + 1
*
[ 14/5 ] 
f(z) = 125/56*z^3 - 118/7*z + 1
*
[ -14/5 ] 
f(z) = 125/56*z^3 - 113/7*z + 1
*
[ -2 ] 
f(z) = 127/48*z^3 - 109/12*z + 1
*
[ -3 ] 
f(z) = 127/54*z^3 - 119/6*z + 1
*
[ -2 ] 
f(z) = 131/48*z^3 - 113/12*z + 1
*
[ -2 ] 
f(z) = 133/48*z^3 - 115/12*z + 1
*
[ 7/3 ] 
f(z) = 135/49*z^3 - 101/7*z + 1
*
[ 7/4 ] 
f(z) = 136/49*z^3 - 113/14*z + 1
*
[ -2 ] 
f(z) = 137/48*z^3 - 119/12*z + 1
*
[ -7/5 ] 
f(z) = 120/49*z^3 - 108/35*z + 1
*
[ -14/11 ] 
f(z) = 121/40*z^3 - 109/35*z + 1
*
8/11 | 0.15840940093478729217701871786579763387 | 0.029223942093548693540217514493658823720
f(z) = 121/48*z^3 - 113/24*z + 1
*
-14/11 | 0.17702381666548828205347435153252981718 | 0.026598362744804626197130551783403409751
f(z) = 121/49*z^3 - 111/28*z + 1
*
[ 2/11 ] 
f(z) = 121/52*z^3 - 119/26*z + 1
*
[ 3/2 ] 
f(z) = 121/54*z^3 - 113/24*z + 1
*
18/11 | 0.17630514568883773637837018971426529285 | 0.025737503428793476606857540831342399724
f(z) = 121/56*z^3 - 118/21*z + 1
*
-33/25 | 0.086078039914704564602188720749203707619 | 0.012635595925443587602045860701165820520
f(z) = 125/54*z^3 - 101/30*z + 1
*
[ 3/2 ] 
f(z) = 127/54*z^3 - 119/24*z + 1
*
15/16 | 0.14818783612111403005811144081144647887 | 0.025435604769966930522525601190033697605
f(z) = 128/45*z^3 - 113/30*z + 1
*
15/16 | 0.13260695521754207899515859998956031928 | 0.022976402667627937982282652369489494191
f(z) = 128/45*z^3 - 107/30*z + 1
*
[ 7/6 ] 
f(z) = 135/49*z^3 - 101/28*z + 1
*
[ 14/9 ] 
f(z) = 135/56*z^3 - 115/21*z + 1
*
[ 4/3 ] 
f(z) = 135/56*z^3 - 113/28*z + 1
*
2/3 | 0.20021156581506138507927979548113063282 | 0.029819255397697036391316247368574511316
f(z) = 135/56*z^3 - 103/21*z + 1
*
2/5 | 0.13345563165289404804281185930564236926 | 0.019934930841820578982187624015961953386
f(z) = 135/56*z^3 - 101/35*z + 1
*
[ 7/8 ] 
f(z) = 120/49*z^3 - 113/56*z + 1
*
[ 10/33 ] 
f(z) = 121/40*z^3 - 116/45*z + 1
*
5/11 | 0.13863013639142517824050886772010643818 | 0.028906628651392740340181731419434150532
f(z) = 121/40*z^3 - 113/40*z + 1
*
7/11 | 0.12345311593480621086977101068123853595 | 0.025741974083533482850366297071767178760
f(z) = 121/42*z^3 - 115/42*z + 1
*
9/11 | 0.10810847850566827887783682760747538146 | 0.022542368662227787363355169909935959723
f(z) = 121/42*z^3 - 109/42*z + 1
*
[ 4/11 ] 
f(z) = 121/52*z^3 - 107/52*z + 1
*
[ 21/22 ] 
f(z) = 121/54*z^3 - 117/56*z + 1
*
[ -6/5 ] 
f(z) = 125/42*z^3 - 103/42*z + 1
*
4/5 | 0.10810780514773645937005875217092273701 | 0.022390385345617365940798342481778817673
f(z) = 125/42*z^3 - 101/42*z + 1
*
[ 2/5 ] 
f(z) = 125/54*z^3 - 101/54*z + 1
*
[ 2/5 ] 
f(z) = 125/58*z^3 - 107/58*z + 1
*
[ 1/3 ] 
f(z) = 126/47*z^3 - 108/47*z + 1
*
[ 1/3 ] 
f(z) = 126/53*z^3 - 120/53*z + 1
*
[ -5/4 ] 
f(z) = 128/45*z^3 - 119/45*z + 1
*
[ -21/16 ] 
f(z) = 128/49*z^3 - 115/42*z + 1
*
[ 3/8 ] 
f(z) = 128/51*z^3 - 103/51*z + 1
*
[ -5/4 ] 
f(z) = 128/55*z^3 - 101/55*z + 1
*
[ 3/8 ] 
f(z) = 128/57*z^3 - 113/57*z + 1
*
[ 1/3 ] 
f(z) = 135/43*z^3 - 101/43*z + 1
*
[ 1/3 ] 
f(z) = 135/44*z^3 - 103/44*z + 1
*
[ 1/3 ] 
f(z) = 135/46*z^3 - 107/46*z + 1
*
[ 1/3 ] 
f(z) = 135/47*z^3 - 109/47*z + 1
*
[ 1/3 ] 
f(z) = 135/49*z^3 - 113/49*z + 1
*
[ 1/3 ] 
f(z) = 135/52*z^3 - 119/52*z + 1
*
[ 15/22 ] 
f(z) = 121/45*z^3 - 103/60*z + 1
*
-10/11 | 0.10257889392267270230675200454291411557 | 0.016014868883257369104296345372746221628
f(z) = 121/48*z^3 - 119/60*z + 1
*
[ 6/11 ] 
f(z) = 121/52*z^3 - 119/78*z + 1
*
[ 14/33 ] 
f(z) = 121/56*z^3 - 110/63*z + 1
*
10/33 | 0.094363040665334906533277787574034070316 | 0.013493899127413560317608437019935450155
f(z) = 121/56*z^3 - 107/63*z + 1
*
[ 2/3 ] 
f(z) = 123/44*z^3 - 115/66*z + 1
*
[ 3/4 ] 
f(z) = 124/45*z^3 - 113/60*z + 1
*
[ 12/25 ] 
f(z) = 125/48*z^3 - 101/60*z + 1
*
[ 14/25 ] 
f(z) = 125/49*z^3 - 111/70*z + 1
*
[ 7/15 ] 
f(z) = 125/49*z^3 - 107/63*z + 1
*
-14/15 | 0.16391075854964081192652245005784833757 | 0.023330704525248095978698386176124621992
f(z) = 125/56*z^3 - 118/63*z + 1
*
[ -7/6 ] 
f(z) = 128/49*z^3 - 107/63*z + 1
*
[ 7/12 ] 
f(z) = 128/49*z^3 - 101/63*z + 1
*
[ 2/3 ] 
f(z) = 129/44*z^3 - 119/66*z + 1
*
[ 12/19 ] 
f(z) = 133/54*z^3 - 119/76*z + 1
*
[ 2/3 ] 
f(z) = 139/56*z^3 - 101/63*z + 1
*
[ 7/4 ] 
f(z) = 120/49*z^3 - 99/14*z + 1
*
[ -7/4 ] 
f(z) = 120/49*z^3 - 83/14*z + 1
*
4/11 | 0.10342497053184225909257816144992747556 | 0.017350256314042919722058580094430475545
f(z) = 121/48*z^3 - 97/12*z + 1
*
4/11 | 0.12113938757480949622891728022188274661 | 0.020542008957849287178436097845995279766
f(z) = 121/48*z^3 - 91/12*z + 1
*
[ -21/11 ] 
f(z) = 121/54*z^3 - 93/14*z + 1
*
9/11 | 0.15766872565754964030573893386250686777 | 0.028453569185553301632893351065670720737
f(z) = 121/54*z^3 - 85/18*z + 1
*
[ 24/11 ] 
f(z) = 121/54*z^3 - 81/8*z + 1
*
[ 3/2 ] 
f(z) = 124/45*z^3 - 88/15*z + 1
*
-3/2 | 0.14797204419780741600977217150561594951 | 0.026818904841511213638719709434562148390
f(z) = 124/45*z^3 - 83/15*z + 1
*
2/5 | 0.16640149737999225017907449140616772771 | 0.028664535496760483213911908754932212547
f(z) = 125/48*z^3 - 83/12*z + 1
*
[ 3/2 ] 
f(z) = 128/45*z^3 - 91/15*z + 1
*
[ -7/3 ] 
f(z) = 135/49*z^3 - 95/7*z + 1
*
[ 3/2 ] 
f(z) = 136/45*z^3 - 97/15*z + 1
*
-3/2 | 0.16296191533969054195342280463296071563 | 0.028994713941795854950999474486262297667
f(z) = 136/45*z^3 - 92/15*z + 1
*
[ -7/4 ] 
f(z) = 136/49*z^3 - 97/14*z + 1
*
[ -15/11 ] 
f(z) = 121/50*z^3 - 83/30*z + 1
*
12/11 | 0.10366192024911255439001458729737152784 | 0.015504647953315064470838669163290938767
f(z) = 121/54*z^3 - 89/24*z + 1
*
4/11 | 0.12886659070329296738375196110516383669 | 0.025091831831567615636780354165369858540
f(z) = 121/56*z^3 - 85/28*z + 1
*
[ 7/25 ] 
f(z) = 125/49*z^3 - 97/35*z + 1
*
[ -3/2 ] 
f(z) = 125/54*z^3 - 85/24*z + 1
*
15/16 | 0.12385908302848559798812156658736342523 | 0.022336360606781317926296917402348298099
f(z) = 128/45*z^3 - 83/30*z + 1
*
[ -3/2 ] 
f(z) = 131/54*z^3 - 91/24*z + 1
*
[ 2/7 ] 
f(z) = 133/40*z^3 - 97/35*z + 1
*
-4/3 | 0.12219500379121060473668790351950201837 | 0.023106814213797768087983369107362093755
f(z) = 135/56*z^3 - 99/28*z + 1
*
2/9 | 0.16582822372802356042764963824947107683 | 0.024921013340923174917759627900580444141
f(z) = 135/56*z^3 - 97/21*z + 1
*
[ -14/9 ] 
f(z) = 135/56*z^3 - 88/21*z + 1
*
[ -3/2 ] 
f(z) = 137/54*z^3 - 97/24*z + 1
*
[ 1/2 ] 
f(z) = 120/53*z^3 - 83/53*z + 1
*
[ 1/2 ] 
f(z) = 120/59*z^3 - 89/59*z + 1
*
6/11 | 0.18362796430619787405186094571901559825 | 0.026258768367882771632554961291954277551
f(z) = 121/40*z^3 - 98/45*z + 1
*
[ 2/3 ] 
f(z) = 121/40*z^3 - 83/45*z + 1
*
8/11 | 0.10810677153131556964787755496818816955 | 0.022542012730429582270803382112762150376
f(z) = 121/42*z^3 - 85/42*z + 1
*
1/11 | 0.077016353395549478824136902384241840897 | 0.016059157017660436625900611538903531455
f(z) = 121/48*z^3 - 97/48*z + 1
*
[ 8/11 ] 
f(z) = 121/56*z^3 - 85/56*z + 1
*
[ 7/11 ] 
f(z) = 121/56*z^3 - 81/56*z + 1
*
-1 | 0.11299524772039111348657864470600541056 | 0.023520972674395346803267109659024786399
f(z) = 122/41*z^3 - 81/41*z + 1
*
-1 | 0.10453173905181301358741655139704547036 | 0.021722305575244996397019341695334664916
f(z) = 123/40*z^3 - 83/40*z + 1
*
-1 | 0.11326780370099615629114855383596593754 | 0.023498171664745666403707954622610873681
f(z) = 124/41*z^3 - 83/41*z + 1
*
-1 | 0.11335261099688315345173541824204359757 | 0.023515765511647087448521650549494878841
f(z) = 124/43*z^3 - 81/43*z + 1
*
[ 1/2 ] 
f(z) = 124/51*z^3 - 82/51*z + 1
*
[ 1/2 ] 
f(z) = 124/53*z^3 - 84/53*z + 1
*
[ 1/2 ] 
f(z) = 124/55*z^3 - 86/55*z + 1
*
[ 1/2 ] 
f(z) = 124/57*z^3 - 88/57*z + 1
*
[ 1/2 ] 
f(z) = 124/59*z^3 - 90/59*z + 1
*
-1 | 0.11340258433976879300846533640431785230 | 0.023486995773213700713476126245409178160
f(z) = 125/41*z^3 - 84/41*z + 1
*
-1 | 0.11348680877186362514892842774275544345 | 0.023504439633881688379038155631683224364
f(z) = 125/43*z^3 - 82/43*z + 1
*
[ 4/5 ] 
f(z) = 125/44*z^3 - 91/44*z + 1
*
-1 | 0.10497133761210236015058164362123891694 | 0.021740786395283512619623740335309328593
f(z) = 125/44*z^3 - 81/44*z + 1
*
[ 2/5 ] 
f(z) = 125/46*z^3 - 89/46*z + 1
*
[ 4/5 ] 
f(z) = 125/52*z^3 - 93/52*z + 1
*
[ 24/25 ] 
f(z) = 125/54*z^3 - 87/40*z + 1
*
[ 3/5 ] 
f(z) = 125/57*z^3 - 83/57*z + 1
*
[ 1/3 ] 
f(z) = 126/41*z^3 - 96/41*z + 1
*
-1 | 0.11353638617760885855040839960186821458 | 0.023475965289454322829089262256098966250
f(z) = 126/41*z^3 - 85/41*z + 1
*
[ 1/3 ] 
f(z) = 126/43*z^3 - 100/43*z + 1
*
-1 | 0.11362003576578411008517656969512459075 | 0.023493261549222599977192060016344469725
f(z) = 126/43*z^3 - 83/43*z + 1
*
-1 | 0.10507010174045188648148420381312325102 | 0.021689934733149377728202243788925138267
f(z) = 127/40*z^3 - 87/40*z + 1
*
[ 2/3 ] 
f(z) = 127/40*z^3 - 86/45*z + 1
*
-1 | 0.11366922339198595888587956025403238472 | 0.023465077083776586269086578729902965170
f(z) = 127/41*z^3 - 86/41*z + 1
*
-1 | 0.080531136249772429413292990454053009288 | 0.016624282838887176370030684015898929478
f(z) = 127/42*z^3 - 85/42*z + 1
*
-1 | 0.11375230599036428018263682839837853253 | 0.023482228072558702023023348814499564298
f(z) = 127/43*z^3 - 84/43*z + 1
*
-1 | 0.10523626930434409458776616176718737943 | 0.021724237199368469848260357841937647059
f(z) = 127/44*z^3 - 83/44*z + 1
*
-1 | 0.10027172777080674556322951554346596158 | 0.020699392071603855681845686736861706604
f(z) = 127/45*z^3 - 82/45*z + 1
*
-1 | 0.10104050200118725128412401683418850924 | 0.020858092430747608025592734544458337092
f(z) = 127/46*z^3 - 81/46*z + 1
*
-1 | 0.11380110985335498008614064056377095236 | 0.023454328119013625643736202360456852758
f(z) = 128/41*z^3 - 87/41*z + 1
*
-1 | 0.11388363315488370343180143459091275025 | 0.023471336112995521898540573425044867620
f(z) = 128/43*z^3 - 85/43*z + 1
*
-1 | 0.10040250259040627709740839516782743887 | 0.020692884654288634051932559554618068535
f(z) = 128/45*z^3 - 83/45*z + 1
*
-1 | 0.11404707123316789535042743789829446180 | 0.023505020585143097021736815131758700384
f(z) = 128/47*z^3 - 81/47*z + 1
*
[ 1/2 ] 
f(z) = 128/49*z^3 - 81/49*z + 1
*
[ 3/4 ] 
f(z) = 128/51*z^3 - 89/51*z + 1
*
[ 1/2 ] 
f(z) = 128/51*z^3 - 83/51*z + 1
*
[ 1/2 ] 
f(z) = 128/53*z^3 - 85/53*z + 1
*
[ 1/2 ] 
f(z) = 128/55*z^3 - 87/55*z + 1
*
[ 5/8 ] 
f(z) = 128/55*z^3 - 83/55*z + 1
*
[ 3/4 ] 
f(z) = 128/57*z^3 - 91/57*z + 1
*
[ 1/2 ] 
f(z) = 128/57*z^3 - 89/57*z + 1
*
[ 1/2 ] 
f(z) = 128/59*z^3 - 91/59*z + 1
*
-1 | 0.10533349828611614150524308338460182579 | 0.021674395948201525863706718793409035623
f(z) = 129/40*z^3 - 89/40*z + 1
*
-1 | 0.11393205913398656318869120378767482981 | 0.023443715447068031526137166409730610835
f(z) = 129/41*z^3 - 88/41*z + 1
*
-1 | 0.10549744364620341693231651063029868311 | 0.021708130863553430144515087235887276701
f(z) = 129/44*z^3 - 85/44*z + 1
*
-1 | 0.10129993367451059988960177644697003161 | 0.020844412344722217634329824274097160964
f(z) = 129/46*z^3 - 83/46*z + 1
*
-1 | 0.11417638552205973079968645957560061720 | 0.023493990307030503566460789480666780567
f(z) = 129/47*z^3 - 82/47*z + 1
*
-1 | 0.11406208451648148593796524188199253375 | 0.023433236205612415434944839109779640204
f(z) = 130/41*z^3 - 89/41*z + 1
*
-1 | 0.11414351168038297550989690600657382421 | 0.023449964831722882573798635321617781820
f(z) = 130/43*z^3 - 87/43*z + 1
*
-1 | 0.11430479768181296040417432925265638686 | 0.023483099882552340832205280432998187379
f(z) = 130/47*z^3 - 83/47*z + 1
*
-1 | 0.11438467372633422653554304309276375586 | 0.023499509842324436547353730355097125257
f(z) = 130/49*z^3 - 81/49*z + 1
*
-1 | 0.10559318398970463378931794282073120729 | 0.021659263613225412715951767883922013700
f(z) = 131/40*z^3 - 91/40*z + 1
*
[ 2/3 ] 
f(z) = 131/40*z^3 - 88/45*z + 1
*
-1 | 0.11419119900198246304342632310250644526 | 0.023422887614937040166085461683724229475
f(z) = 131/41*z^3 - 90/41*z + 1
*
-1 | 0.081050978534006896620720651316329094171 | 0.016625168821020604716275501124004280376
f(z) = 131/42*z^3 - 89/42*z + 1
*
-1 | 0.11427208902423864955885637328843736814 | 0.023439479768422034393494660511373160548
f(z) = 131/43*z^3 - 88/43*z + 1
*
-1 | 0.10575496622816442095395332313407025048 | 0.021692448370217681026549575074894774251
f(z) = 131/44*z^3 - 87/44*z + 1
*
-1 | 0.10078934525695649831964303932145387716 | 0.020673900680347479603791068166465861180
f(z) = 131/45*z^3 - 86/45*z + 1
*
-1 | 0.10155639449981125380335177830120968773 | 0.020831237746316964443438252496828889295
f(z) = 131/46*z^3 - 85/46*z + 1
*
-1 | 0.11443232027800227683219795921983782947 | 0.023472346387584521183805461776264033856
f(z) = 131/47*z^3 - 84/47*z + 1
*
-1 | 0.085570016992262932293622232646625679360 | 0.017552113549339569480660085859308370471
f(z) = 131/48*z^3 - 83/48*z + 1
*
-1 | 0.11451167839990576847857081189496794657 | 0.023488624317818406265787968045403959821
f(z) = 131/49*z^3 - 82/49*z + 1
*
-1 | 0.10171576491497498194266289223542121591 | 0.020863927790349701636192002329784769793
f(z) = 131/50*z^3 - 81/50*z + 1
*
[ -6/5 ] 
f(z) = 131/54*z^3 - 83/50*z + 1
*
-1 | 0.11431941531809620635531380528654686203 | 0.023412666974936875356619083671485316186
f(z) = 132/41*z^3 - 91/41*z + 1
*
-1 | 0.11439977528963451250836307237175538348 | 0.023429124732759609293753596303161669650
f(z) = 132/43*z^3 - 89/43*z + 1
*
-1 | 0.11455896561431017512337792004144738394 | 0.023461726981877947706324471481498498488
f(z) = 132/47*z^3 - 85/47*z + 1
*
-1 | 0.11463781254895466269615576272449459117 | 0.023477874869073569016307223833207420599
f(z) = 132/49*z^3 - 83/49*z + 1
*
[ 1/2 ] 
f(z) = 132/49*z^3 - 82/49*z + 1
*
[ 1/2 ] 
f(z) = 132/53*z^3 - 86/53*z + 1
*
[ 1/2 ] 
f(z) = 132/59*z^3 - 92/59*z + 1
*
-1 | 0.10584926237731783842017579504046946324 | 0.021644520585753583130719420603182196945
f(z) = 133/40*z^3 - 93/40*z + 1
*
[ 2/3 ] 
f(z) = 133/40*z^3 - 89/45*z + 1
*
-1 | 0.11444674592653795389676704271154587128 | 0.023402571662230890423516659036149201434
f(z) = 133/41*z^3 - 92/41*z + 1
*
-1 | 0.11452658279773914321129502139139678802 | 0.023418897055185037213253472455650254220
f(z) = 133/43*z^3 - 90/43*z + 1
*
-1 | 0.10600893823337601454780201313930958546 | 0.021677171803871467902948101100103387192
f(z) = 133/44*z^3 - 89/44*z + 1
*
-1 | 0.10104279864631584010475429407065448032 | 0.020661673839032712131832788916766720913
f(z) = 133/45*z^3 - 88/45*z + 1
*
-1 | 0.10180933238729613029217113165071693882 | 0.020818418014322098868719085857725153750
f(z) = 133/46*z^3 - 87/46*z + 1
*
-1 | 0.11468474573978161267725552493343775147 | 0.023451238906021355977357625428262219524
f(z) = 133/47*z^3 - 86/47*z + 1
*
-1 | 0.085821933067333538119079634652361442487 | 0.017549244607519548664102850889516417955
f(z) = 133/48*z^3 - 85/48*z + 1
*
-1 | 0.10196601904868282280571482880909918625 | 0.020850457988826673244081175352089316822
f(z) = 133/50*z^3 - 83/50*z + 1
*
-1 | 0.094497309816548705937751434310640477010 | 0.019323223626553255022412400313609969742
f(z) = 133/51*z^3 - 82/51*z + 1
*
[ 6/7 ] 
f(z) = 133/54*z^3 - 83/42*z + 1
*
-1 | 0.11457320303051007962731999666547653819 | 0.023392599127406819286325763814064944063
f(z) = 134/41*z^3 - 93/41*z + 1
*
-1 | 0.11465252361492680635527287039106681346 | 0.023408794141465368469380019644853260616
f(z) = 134/43*z^3 - 91/43*z + 1
*
-1 | 0.10116822938405001315284758850395943403 | 0.020655683631192668323465503966006789141
f(z) = 134/45*z^3 - 89/45*z + 1
*
-1 | 0.11480967245582844288586343807583233250 | 0.023440879478536460822351580694277427523
f(z) = 134/47*z^3 - 87/47*z + 1
*
-1 | 0.11488751669824341054864229431919160430 | 0.023456773065422611704052405079635904765
f(z) = 134/49*z^3 - 85/49*z + 1
*
-1 | 0.094620212472473080350094277198773253349 | 0.019318764258770042261995261798110584763
f(z) = 134/51*z^3 - 83/51*z + 1
*
[ 1/3 ] 
f(z) = 135/41*z^3 - 97/41*z + 1
*
-1 | 0.11469879858182583193147116306518674516 | 0.023382746892385025754887215061162947405
f(z) = 135/41*z^3 - 94/41*z + 1
*
-1 | 0.11477760955977806500729962941863762650 | 0.023398813470000341765847019016665605964
f(z) = 135/43*z^3 - 92/43*z + 1
*
-1 | 0.10625945668039674024433411233452202549 | 0.021662284271509031637721650635216515515
f(z) = 135/44*z^3 - 91/44*z + 1
*
-1 | 0.10205949542057868486935823974605049112 | 0.020806071021584815818028806279098868751
f(z) = 135/46*z^3 - 89/46*z + 1
*
[ 2/3 ] 
f(z) = 135/46*z^3 - 83/46*z + 1
*
-1 | 0.11493375732299393243337076751046496527 | 0.023430646093098690664635803797381470509
f(z) = 135/47*z^3 - 88/47*z + 1
*
-1 | 0.11501110980705872474827133088807177958 | 0.023446415338973519537091658592358963912
f(z) = 135/49*z^3 - 86/49*z + 1
*
[ 2/3 ] 
f(z) = 135/58*z^3 - 89/58*z + 1
*
-1 | 0.11482354428778871606492069688058224576 | 0.023373012547895467164353386908572436767
f(z) = 136/41*z^3 - 95/41*z + 1
*
-1 | 0.11490185220984093451142834654826123263 | 0.023388952589252653961131825709508602684
f(z) = 136/43*z^3 - 93/43*z + 1
*
-1 | 0.10141655739324470600010821585650526230 | 0.020643940954962825929675906282045743354
f(z) = 136/45*z^3 - 91/45*z + 1
*
-1 | 0.11505701166748717921893625571188865624 | 0.023420536215877180734844971097206673510
f(z) = 136/47*z^3 - 89/47*z + 1
*
[ 1/2 ] 
f(z) = 136/47*z^3 - 81/47*z + 1
*
-1 | 0.11513387862157909099159880816874081768 | 0.023436182939671090180244081685993697723
f(z) = 136/49*z^3 - 87/49*z + 1
*
[ 1/2 ] 
f(z) = 136/49*z^3 - 83/49*z + 1
*
[ 1/2 ] 
f(z) = 136/53*z^3 - 87/53*z + 1
*
[ 1/2 ] 
f(z) = 136/55*z^3 - 89/55*z + 1
*
[ 1/2 ] 
f(z) = 136/57*z^3 - 91/57*z + 1
*
[ 1/2 ] 
f(z) = 136/59*z^3 - 93/59*z + 1
*
-1 | 0.10635099010431849812343287351406521760 | 0.021616138702086052313572020118200318208
f(z) = 137/40*z^3 - 97/40*z + 1
*
[ 2/3 ] 
f(z) = 137/40*z^3 - 91/45*z + 1
*
-1 | 0.11494745161783753222936995702607428943 | 0.023363393751062098631570652760334020217
f(z) = 137/41*z^3 - 96/41*z + 1
*
-1 | 0.081805687111541999375161525896348698466 | 0.016627236638681189692179149886910696262
f(z) = 137/42*z^3 - 95/42*z + 1
*
-1 | 0.11502526290816236197162742966898233334 | 0.023379209115287668803897589872686535714
f(z) = 137/43*z^3 - 94/43*z + 1
*
-1 | 0.10650661464940833890904789382302451769 | 0.021647769829815200218884883854080058261
f(z) = 137/44*z^3 - 93/44*z + 1
*
-1 | 0.10153947733458872266496984627024761578 | 0.020638185160747900120459568229825048898
f(z) = 137/45*z^3 - 92/45*z + 1
*
-1 | 0.10230501924291104103712286135819004422 | 0.020793783712828356272713496152554179518
f(z) = 137/46*z^3 - 91/46*z + 1
*
-1 | 0.11517944658749678158902626315862895456 | 0.023410547382988059861229447797973057573
f(z) = 137/47*z^3 - 90/47*z + 1
*
-1 | 0.086316687279147831990160086196442045710 | 0.017544110146040681501461264083921005593
f(z) = 137/48*z^3 - 89/48*z + 1
*
-1 | 0.11525583412132530758739411718540984388 | 0.023426073364690045534290916415310426807
f(z) = 137/49*z^3 - 88/49*z + 1
*
-1 | 0.10245779613512191410974338667484386714 | 0.020824836047078037913694587706223783481
f(z) = 137/50*z^3 - 87/50*z + 1
*
-1 | 0.094988123513603608162652104320687240930 | 0.019306604018513614124387404653633739962
f(z) = 137/51*z^3 - 86/51*z + 1
*
-1 | 0.10681218303236441659080443453717118540 | 0.021709877465507841608791928134614931334
f(z) = 137/52*z^3 - 85/52*z + 1
*
[ -6/5 ] 
f(z) = 137/54*z^3 - 91/50*z + 1
*
-1 | 0.11507053180996660479464304862445392013 | 0.023353888223089382904063384037747050272
f(z) = 138/41*z^3 - 97/41*z + 1
*
-1 | 0.11514785276959935147556498983276798129 | 0.023369580729417130415871060496426569948
f(z) = 138/43*z^3 - 95/43*z + 1
*
-1 | 0.11530107295929266846426780379288807416 | 0.023400677198055405629407196264157806860
f(z) = 138/47*z^3 - 91/47*z + 1
*
-1 | 0.11537698706692331426189227757254114531 | 0.023416084179810643536912837207938357629
f(z) = 138/49*z^3 - 89/49*z + 1
*
[ -7/6 ] 
f(z) = 138/49*z^3 - 83/42*z + 1
*
-1 | 0.11552745917005919755502520845920682751 | 0.023446622916549359367908553477610859305
f(z) = 138/53*z^3 - 85/53*z + 1
*
-1 | 0.10659682597818395630497191579331015896 | 0.021602470176704992944981480605348517274
f(z) = 139/40*z^3 - 99/40*z + 1
*
[ 2/3 ] 
f(z) = 139/40*z^3 - 92/45*z + 1
*
-1 | 0.11519279587693028777561307316664686057 | 0.023344493747045872755475562492632714400
f(z) = 139/41*z^3 - 98/41*z + 1
*
-1 | 0.082050542683922094758017765892004523987 | 0.016628022317237145146107252151325813784
f(z) = 139/42*z^3 - 97/42*z + 1
*
-1 | 0.11526963268691861615827056090838264211 | 0.023360065175941754882177871021291685193
f(z) = 139/43*z^3 - 96/43*z + 1
*
-1 | 0.10675050149323381491790969438464947784 | 0.021633613418544424189563805169777415978
f(z) = 139/44*z^3 - 95/44*z + 1
*
-1 | 0.10178288406834476491663442679280016790 | 0.020626896696112103981413005842110882056
f(z) = 139/45*z^3 - 94/45*z + 1
*
-1 | 0.10254860079753386886642855009805458965 | 0.020782073669294185962530590572075771710
f(z) = 139/46*z^3 - 93/46*z + 1
*
-1 | 0.11542190144312458249423614719248114985 | 0.023390923329874561042085192155585524642
f(z) = 139/47*z^3 - 92/47*z + 1
*
-1 | 0.086558670301774397827383009168491832927 | 0.017541620743116782533933762246507394730
f(z) = 139/48*z^3 - 91/48*z + 1
*
-1 | 0.11549734800590607236903653194714383297 | 0.023406213017043629250580152789941314522
f(z) = 139/49*z^3 - 90/49*z + 1
*
-1 | 0.10269884354543842322229563229638010097 | 0.020812521240796348584096785679929694606
f(z) = 139/50*z^3 - 89/50*z + 1
*
-1 | 0.095228707082764335779286240972943296324 | 0.019298654400297175655245745698633594383
f(z) = 139/51*z^3 - 88/51*z + 1
*
-1 | 0.10705230536329587740792107953669209307 | 0.021694775737801136144927980767515657606
f(z) = 139/52*z^3 - 87/52*z + 1
*
-1 | 0.11564690074167367399768927447694134117 | 0.023436520753550956881306981313808872783
f(z) = 139/53*z^3 - 86/53*z + 1
*
[ 2/3 ] 
f(z) = 121/56*z^3 - 92/63*z + 1
*
[ -7/6 ] 
f(z) = 124/49*z^3 - 100/63*z + 1
*
[ 12/25 ] 
f(z) = 125/54*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 125/56*z^3 - 94/63*z + 1
*
[ 2/3 ] 
f(z) = 127/56*z^3 - 95/63*z + 1
*
[ 2/3 ] 
f(z) = 131/56*z^3 - 97/63*z + 1
*
[ 2/3 ] 
f(z) = 137/56*z^3 - 100/63*z + 1
*
6/11 | 0.16503197745356757573276611368004024047 | 0.025745315922324413242692909412627506416
f(z) = 121/40*z^3 - 76/15*z + 1
*
-2 | 0.10143212376126512205553096392165437385 | 0.016300663807324147728279150714613569061
f(z) = 121/40*z^3 - 63/5*z + 1
*
[ 15/11 ] 
f(z) = 121/45*z^3 - 71/15*z + 1
*
6/11 | 0.068519165063699617301627714403680321817 | 0.012255289683654194580099920728387400604
f(z) = 121/48*z^3 - 67/12*z + 1
*
-20/11 | 0.16050611280801876895021182618897462590 | 0.026961120820239561825886961118089319992
f(z) = 121/50*z^3 - 77/10*z + 1
*
5/11 | 0.12506947368798418230662445661181017092 | 0.021511294423712334662047872612580961115
f(z) = 121/50*z^3 - 67/10*z + 1
*
[ -18/11 ] 
f(z) = 121/54*z^3 - 79/18*z + 1
*
3/11 | 0.18623020402927705639402295803085102969 | 0.028828631343468047632321937995328208407
f(z) = 121/54*z^3 - 71/6*z + 1
*
-2 | 0.10085504807993155560790265162659378610 | 0.016167008634837247333954480590238415987
f(z) = 121/56*z^3 - 64/7*z + 1
*
-2 | 0.10175613719682590558657105450562657116 | 0.016311452723764191130614298086609775471
f(z) = 123/40*z^3 - 64/5*z + 1
*
-2 | 0.10119580989646916211544150189049864189 | 0.016181416688151362491797458202423952187
f(z) = 123/56*z^3 - 65/7*z + 1
*
[ -3/2 ] 
f(z) = 124/45*z^3 - 68/15*z + 1
*
-2 | 0.10152993015015066831635153262035373867 | 0.016195305599952698624967231617896005058
f(z) = 125/56*z^3 - 66/7*z + 1
*
-2 | 0.10238712291311741747490667029046439541 | 0.016332038667076686176769695766267434901
f(z) = 127/40*z^3 - 66/5*z + 1
*
[ 2 ] 
f(z) = 127/40*z^3 - 61/5*z + 1
*
-2 | 0.10185768388208986373154903595709486235 | 0.016208706127421943676114303550220160884
f(z) = 127/56*z^3 - 67/7*z + 1
*
[ -3/2 ] 
f(z) = 128/45*z^3 - 71/15*z + 1
*
-2 | 0.10269449845295475838297225475187986950 | 0.016341869193234387020868339990303522022
f(z) = 129/40*z^3 - 67/5*z + 1
*
[ 2 ] 
f(z) = 129/40*z^3 - 62/5*z + 1
*
-2 | 0.10217932812941684683569885425145519718 | 0.016221646519920546140835998867382781177
f(z) = 129/56*z^3 - 68/7*z + 1
*
[ 2 ] 
f(z) = 129/56*z^3 - 61/7*z + 1
*
-2 | 0.10299671314214959877553669329080008772 | 0.016351411815797591264680428582736298105
f(z) = 131/40*z^3 - 68/5*z + 1
*
[ 2 ] 
f(z) = 131/40*z^3 - 63/5*z + 1
*
-2 | 0.10249510355540600927005620691871441118 | 0.016234152778142587000444928713221396152
f(z) = 131/56*z^3 - 69/7*z + 1
*
[ 2 ] 
f(z) = 131/56*z^3 - 62/7*z + 1
*
-2 | 0.10329394258416421369859895614690794302 | 0.016360680528134013007307040364232551981
f(z) = 133/40*z^3 - 69/5*z + 1
*
[ 2 ] 
f(z) = 133/40*z^3 - 64/5*z + 1
*
-2 | 0.10310993721713051509019071660159842152 | 0.016257956984671224007976374066253166522
f(z) = 135/56*z^3 - 71/7*z + 1
*
[ 2 ] 
f(z) = 135/56*z^3 - 64/7*z + 1
*
[ -3/2 ] 
f(z) = 136/45*z^3 - 77/15*z + 1
*
-2 | 0.10387410335518604264518041446521447873 | 0.016378447604071824638703227475704234031
f(z) = 137/40*z^3 - 71/5*z + 1
*
[ 2 ] 
f(z) = 137/40*z^3 - 66/5*z + 1
*
[ -2 ] 
f(z) = 137/40*z^3 - 61/5*z + 1
*
-2 | 0.10340940710018920800980963687415286478 | 0.016269297598534941483594089810953257301
f(z) = 137/56*z^3 - 72/7*z + 1
*
[ 2 ] 
f(z) = 137/56*z^3 - 65/7*z + 1
*
-2 | 0.10415734295241247010962687156552472507 | 0.016386969590916105019645479855537686375
f(z) = 139/40*z^3 - 72/5*z + 1
*
[ 2 ] 
f(z) = 139/40*z^3 - 67/5*z + 1
*
[ -2 ] 
f(z) = 139/40*z^3 - 62/5*z + 1
*
-2 | 0.10370383361516476022476131794138342071 | 0.016280289739938846628801053945930299934
f(z) = 139/56*z^3 - 73/7*z + 1
*
[ 2 ] 
f(z) = 139/56*z^3 - 66/7*z + 1
*
[ 7/6 ] 
f(z) = 120/49*z^3 - 67/21*z + 1
*
4/11 | 0.12547938219452976455869929100784813209 | 0.025945423490340942291768479498727172694
f(z) = 121/40*z^3 - 63/20*z + 1
*
2/11 | 0.14518847241322299810461808709115996820 | 0.029827929086281848089594794031283899521
f(z) = 121/42*z^3 - 65/21*z + 1
*
[ 7/22 ] 
f(z) = 121/49*z^3 - 67/28*z + 1
*
[ -15/11 ] 
f(z) = 121/54*z^3 - 73/30*z + 1
*
[ 10/11 ] 
f(z) = 121/56*z^3 - 66/35*z + 1
*
-6/5 | 0.19569544613082896867354732200830723710 | 0.028657738688897745987970052856384763622
f(z) = 125/48*z^3 - 77/20*z + 1
*
12/25 | 0.090838744601729196599668689204157928148 | 0.014061933151375419309230608209175385593
f(z) = 125/54*z^3 - 71/30*z + 1
*
[ 3/10 ] 
f(z) = 125/54*z^3 - 61/24*z + 1
*
-6/5 | 0.19110495026526243430884070557877804994 | 0.029685045441771176091753917577938070906
f(z) = 125/56*z^3 - 67/35*z + 1
*
[ 6/5 ] 
f(z) = 125/56*z^3 - 64/21*z + 1
*
[ 15/16 ] 
f(z) = 128/45*z^3 - 77/30*z + 1
*
-15/16 | 0.16135083681310474394702883015840707215 | 0.029097506514193826345825159987861844152
f(z) = 128/45*z^3 - 73/30*z + 1
*
[ 7/6 ] 
f(z) = 132/49*z^3 - 74/21*z + 1
*
[ 7/15 ] 
f(z) = 135/49*z^3 - 61/35*z + 1
*
[ 2/9 ] 
f(z) = 135/56*z^3 - 76/21*z + 1
*
[ 14/15 ] 
f(z) = 135/56*z^3 - 76/35*z + 1
*
[ -4/3 ] 
f(z) = 135/56*z^3 - 71/28*z + 1
*
-14/15 | 0.19111072329422750522708599733906401380 | 0.029335249666801748860591802182658076631
f(z) = 135/56*z^3 - 71/35*z + 1
*
[ 2/5 ] 
f(z) = 135/56*z^3 - 66/35*z + 1
*
[ 3/4 ] 
f(z) = 136/45*z^3 - 61/30*z + 1
*
-1 | 0.11271859831887312163549542248196329315 | 0.023544395348318978169082001570603639016
f(z) = 120/41*z^3 - 79/41*z + 1
*
[ 1/2 ] 
f(z) = 120/41*z^3 - 71/41*z + 1
*
-1 | 0.11280582075320930800219259190435672292 | 0.023562614164981730422891765062280020404
f(z) = 120/43*z^3 - 77/43*z + 1
*
[ 1/2 ] 
f(z) = 120/43*z^3 - 73/43*z + 1
*
[ 1/2 ] 
f(z) = 120/47*z^3 - 77/47*z + 1
*
[ 1/2 ] 
f(z) = 120/49*z^3 - 79/49*z + 1
*
[ 7/12 ] 
f(z) = 120/49*z^3 - 65/42*z + 1
*
[ 8/11 ] 
f(z) = 121/40*z^3 - 79/40*z + 1
*
[ 5/11 ] 
f(z) = 121/40*z^3 - 73/40*z + 1
*
-1 | 0.11285744240435655229723333119446957161 | 0.023532604547956478831770299174037884787
f(z) = 121/41*z^3 - 80/41*z + 1
*
-1 | 0.079720088873298249757928254078117658373 | 0.016622929653692510173747997758221420732
f(z) = 121/42*z^3 - 79/42*z + 1
*
[ 7/11 ] 
f(z) = 121/42*z^3 - 73/42*z + 1
*
[ 6/11 ] 
f(z) = 121/42*z^3 - 71/42*z + 1
*
-1 | 0.11294404814048963157838818015020681801 | 0.023550663246581796488066540850781280764
f(z) = 121/43*z^3 - 78/43*z + 1
*
[ 5/11 ] 
f(z) = 121/45*z^3 - 79/45*z + 1
*
-1 | 0.099466948372326002513963275099367028119 | 0.020740469673691579470905370657493771861
f(z) = 121/45*z^3 - 76/45*z + 1
*
-1 | 0.10023679328966943176724913519447398847 | 0.020900994807144345246454482852375467007
f(z) = 121/46*z^3 - 75/46*z + 1
*
-1 | 0.11308124549035007323410932824413110074 | 0.023538873880313926366194552600570627202
f(z) = 122/43*z^3 - 79/43*z + 1
*
-1 | 0.099603545576870481580840432318488955871 | 0.020733369951838121484032137672016817515
f(z) = 122/45*z^3 - 77/45*z + 1
*
-1 | 0.11321742811768709660020803662963059550 | 0.023527242465532087847613770926845124388
f(z) = 123/43*z^3 - 80/43*z + 1
*
-1 | 0.10470253831090778655272867251320392513 | 0.021757798658319440397661625959932825632
f(z) = 123/44*z^3 - 79/44*z + 1
*
-1 | 0.10050839110062796725944761176298556738 | 0.020886230384839354238343697306187117778
f(z) = 123/46*z^3 - 77/46*z + 1
*
-1 | 0.11338650875375952858076745122103124113 | 0.023562378408710089127784466942480415346
f(z) = 123/47*z^3 - 76/47*z + 1
*
[ 1/2 ] 
f(z) = 124/41*z^3 - 72/41*z + 1
*
[ 1/2 ] 
f(z) = 124/43*z^3 - 74/43*z + 1
*
-1 | 0.099873735791519705021226901944803777527 | 0.020719481721600147803992989216592976804
f(z) = 124/45*z^3 - 79/45*z + 1
*
[ 1/2 ] 
f(z) = 124/45*z^3 - 76/45*z + 1
*
[ 1/2 ] 
f(z) = 124/47*z^3 - 78/47*z + 1
*
-1 | 0.11352053187988878775336131015013156062 | 0.023550601834115017191190116627988323128
f(z) = 124/47*z^3 - 77/47*z + 1
*
[ 1/2 ] 
f(z) = 124/49*z^3 - 80/49*z + 1
*
[ 3/5 ] 
f(z) = 125/42*z^3 - 73/42*z + 1
*
-1 | 0.10077669080771676225264838638849870077 | 0.020872026196048975861642976618509535607
f(z) = 125/46*z^3 - 79/46*z + 1
*
-1 | 0.11365358584778172560654762650554923839 | 0.023538981108398893831931213936788323662
f(z) = 125/47*z^3 - 78/47*z + 1
*
[ 3/5 ] 
f(z) = 125/51*z^3 - 79/51*z + 1
*
-1 | 0.11378568465084189858115574404512608403 | 0.023527512837349475174476480272756940109
f(z) = 126/47*z^3 - 79/47*z + 1
*
-1 | 0.11391684198015484578122640038379739138 | 0.023516193728065795962993173290602723951
f(z) = 127/47*z^3 - 80/47*z + 1
*
-1 | 0.085055598606562410166300679392209096603 | 0.017558281108573669914654293319724507876
f(z) = 127/48*z^3 - 79/48*z + 1
*
[ 1/2 ] 
f(z) = 128/41*z^3 - 73/41*z + 1
*
[ 1/2 ] 
f(z) = 128/43*z^3 - 75/43*z + 1
*
[ 1/2 ] 
f(z) = 128/47*z^3 - 79/47*z + 1
*
-1 | 0.11412800387420802533831606534181907783 | 0.023521700745125188754712222920036728395
f(z) = 128/49*z^3 - 79/49*z + 1
*
-1 | 0.11425678635993629664016942442227480431 | 0.023510534327907607021309274419037013650
f(z) = 129/49*z^3 - 80/49*z + 1
*
[ 3/5 ] 
f(z) = 131/54*z^3 - 77/50*z + 1
*
[ 1/2 ] 
f(z) = 132/41*z^3 - 74/41*z + 1
*
[ 1/2 ] 
f(z) = 132/43*z^3 - 76/43*z + 1
*
[ 1/2 ] 
f(z) = 132/47*z^3 - 80/47*z + 1
*
[ 1/2 ] 
f(z) = 136/41*z^3 - 75/41*z + 1
*
[ 1/2 ] 
f(z) = 136/43*z^3 - 77/43*z + 1
*
[ 1/2 ] 
f(z) = 136/45*z^3 - 79/45*z + 1
*
[ 3/5 ] 
f(z) = 137/54*z^3 - 79/50*z + 1
*
[ 2 ] 
f(z) = 121/40*z^3 - 58/5*z + 1
*
[ -2 ] 
f(z) = 121/40*z^3 - 53/5*z + 1
*
18/11 | 0.17391254925320254328906919557725926121 | 0.029776274501218579291076128088096109993
f(z) = 121/40*z^3 - 43/5*z + 1
*
12/11 | 0.073849929547023714739993677786165623780 | 0.014314622593455711797148082990646587320
f(z) = 121/45*z^3 - 58/15*z + 1
*
[ -15/11 ] 
f(z) = 121/45*z^3 - 49/15*z + 1
*
[ 3/11 ] 
f(z) = 121/45*z^3 - 43/15*z + 1
*
[ 14/11 ] 
f(z) = 121/49*z^3 - 53/14*z + 1
*
21/11 | 0.15123302219852772864955257532939521964 | 0.024101794089809126277374001197677558632
f(z) = 121/54*z^3 - 59/6*z + 1
*
39/22 | 0.19880682684556831516979912203492183449 | 0.026962801356546573983343168929802113174
f(z) = 121/54*z^3 - 59/8*z + 1
*
[ 3/22 ] 
f(z) = 121/54*z^3 - 51/8*z + 1
*
[ 2 ] 
f(z) = 121/56*z^3 - 57/7*z + 1
*
[ -2 ] 
f(z) = 121/56*z^3 - 50/7*z + 1
*
[ 2 ] 
f(z) = 123/40*z^3 - 59/5*z + 1
*
[ -2 ] 
f(z) = 123/40*z^3 - 54/5*z + 1
*
2/3 | 0.13549618218662013343594129492735533170 | 0.022923505974991060482583260799581742760
f(z) = 123/40*z^3 - 43/15*z + 1
*
[ 2 ] 
f(z) = 123/56*z^3 - 58/7*z + 1
*
[ -2 ] 
f(z) = 123/56*z^3 - 51/7*z + 1
*
6/5 | 0.15820522327618477654079450604308279807 | 0.028954995124606189649118239905278547976
f(z) = 125/48*z^3 - 59/12*z + 1
*
[ 6/5 ] 
f(z) = 125/48*z^3 - 43/12*z + 1
*
-3/25 | 0.12623895600972580972311179664717529268 | 0.017201373519736676278587801295979049884
f(z) = 125/54*z^3 - 57/10*z + 1
*
[ 12/5 ] 
f(z) = 125/54*z^3 - 51/4*z + 1
*
6/25 | 0.20439592760553619875420514824566806695 | 0.028963420219509669314555176010256289715
f(z) = 125/54*z^3 - 43/10*z + 1
*
[ 2 ] 
f(z) = 125/56*z^3 - 59/7*z + 1
*
[ -2 ] 
f(z) = 125/56*z^3 - 52/7*z + 1
*
[ -2 ] 
f(z) = 127/40*z^3 - 56/5*z + 1
*
[ 3 ] 
f(z) = 127/54*z^3 - 41/2*z + 1
*
[ 2 ] 
f(z) = 127/56*z^3 - 60/7*z + 1
*
[ -2 ] 
f(z) = 127/56*z^3 - 53/7*z + 1
*
[ 7/4 ] 
f(z) = 128/49*z^3 - 53/7*z + 1
*
[ -7/4 ] 
f(z) = 128/49*z^3 - 45/7*z + 1
*
[ -2 ] 
f(z) = 129/40*z^3 - 57/5*z + 1
*
2/3 | 0.15008697682485936821153435708234074342 | 0.025189036457980655258368429603435560473
f(z) = 129/40*z^3 - 44/15*z + 1
*
[ -2 ] 
f(z) = 129/56*z^3 - 54/7*z + 1
*
[ -2 ] 
f(z) = 131/40*z^3 - 58/5*z + 1
*
[ -3 ] 
f(z) = 131/54*z^3 - 41/2*z + 1
*
[ 3/2 ] 
f(z) = 131/54*z^3 - 41/8*z + 1
*
[ -2 ] 
f(z) = 131/56*z^3 - 55/7*z + 1
*
[ -2 ] 
f(z) = 133/40*z^3 - 59/5*z + 1
*
-3/2 | 0.18394839085795298637174270476648430238 | 0.025741504433578497061774443806150984762
f(z) = 133/54*z^3 - 47/8*z + 1
*
[ 3 ] 
f(z) = 133/54*z^3 - 43/2*z + 1
*
[ -2 ] 
f(z) = 135/56*z^3 - 57/7*z + 1
*
[ -3 ] 
f(z) = 137/54*z^3 - 43/2*z + 1
*
[ 3/2 ] 
f(z) = 137/54*z^3 - 43/8*z + 1
*
[ -2 ] 
f(z) = 137/56*z^3 - 58/7*z + 1
*
[ 3 ] 
f(z) = 139/54*z^3 - 45/2*z + 1
*
[ -2 ] 
f(z) = 139/56*z^3 - 59/7*z + 1
*
[ 7/10 ] 
f(z) = 120/49*z^3 - 57/35*z + 1
*
[ 4/11 ] 
f(z) = 121/40*z^3 - 43/20*z + 1
*
[ 6/11 ] 
f(z) = 121/45*z^3 - 49/30*z + 1
*
[ 8/11 ] 
f(z) = 121/48*z^3 - 41/24*z + 1
*
[ 3/4 ] 
f(z) = 121/54*z^3 - 51/32*z + 1
*
-21/22 | 0.12521431053340843743096104292700851767 | 0.020254382206457114766932128744110143676
f(z) = 121/54*z^3 - 41/24*z + 1
*
[ 4/11 ] 
f(z) = 121/56*z^3 - 57/28*z + 1
*
[ 2/5 ] 
f(z) = 125/44*z^3 - 43/22*z + 1
*
[ 7/10 ] 
f(z) = 125/49*z^3 - 47/28*z + 1
*
[ 2/5 ] 
f(z) = 125/52*z^3 - 49/26*z + 1
*
-24/25 | 0.15044723339456722588866692056381740801 | 0.023369530478972017987980088323209059070
f(z) = 125/54*z^3 - 59/30*z + 1
*
[ 14/25 ] 
f(z) = 125/56*z^3 - 52/35*z + 1
*
[ 4/5 ] 
f(z) = 125/56*z^3 - 47/28*z + 1
*
[ 3/4 ] 
f(z) = 127/54*z^3 - 53/32*z + 1
*
[ 3/4 ] 
f(z) = 133/54*z^3 - 55/32*z + 1
*
[ 2/3 ] 
f(z) = 135/44*z^3 - 41/22*z + 1
*
[ -7/6 ] 
f(z) = 135/49*z^3 - 53/28*z + 1
*
[ 7/9 ] 
f(z) = 135/49*z^3 - 41/21*z + 1
*
[ 2/3 ] 
f(z) = 135/52*z^3 - 43/26*z + 1
*
[ 3/4 ] 
f(z) = 139/54*z^3 - 57/32*z + 1
*
[ 6/11 ] 
f(z) = 121/40*z^3 - 26/15*z + 1
*
[ 2/11 ] 
f(z) = 121/40*z^3 - 23/5*z + 1
*
-12/11 | 0.052616950904837672434928826118133722592 | 0.010529260720238390744504528405882386203
f(z) = 121/48*z^3 - 37/12*z + 1
*
[ 12/11 ] 
f(z) = 121/48*z^3 - 35/12*z + 1
*
[ 4/11 ] 
f(z) = 121/48*z^3 - 25/12*z + 1
*
[ -14/11 ] 
f(z) = 121/49*z^3 - 31/14*z + 1
*
[ 10/11 ] 
f(z) = 121/50*z^3 - 21/10*z + 1
*
[ 3 ] 
f(z) = 121/54*z^3 - 39/2*z + 1
*
[ 15/11 ] 
f(z) = 121/54*z^3 - 39/10*z + 1
*
[ 12/11 ] 
f(z) = 121/54*z^3 - 31/12*z + 1
*
[ 9/11 ] 
f(z) = 121/54*z^3 - 31/18*z + 1
*
12/11 | 0.10874582254310776009146052513437392974 | 0.019542712504028643335587040336423934899
f(z) = 121/54*z^3 - 29/6*z + 1
*
[ -3/2 ] 
f(z) = 121/54*z^3 - 27/8*z + 1
*
[ 2/11 ] 
f(z) = 121/56*z^3 - 32/7*z + 1
*
[ 14/11 ] 
f(z) = 121/56*z^3 - 23/7*z + 1
*
[ 2/3 ] 
f(z) = 123/40*z^3 - 28/15*z + 1
*
[ 7/5 ] 
f(z) = 125/49*z^3 - 33/7*z + 1
*
[ -7/5 ] 
f(z) = 125/49*z^3 - 23/7*z + 1
*
[ -3 ] 
f(z) = 125/54*z^3 - 39/2*z + 1
*
[ 3/2 ] 
f(z) = 125/54*z^3 - 39/8*z + 1
*
3/5 | 0.081191867180735629193494045468398579303 | 0.012317337065163616605659151960357911638
f(z) = 125/54*z^3 - 27/10*z + 1
*
24/25 | 0.15846171553863023950797690935024736241 | 0.022109791835912608916086309822657498233
f(z) = 125/54*z^3 - 24/5*z + 1
*
24/25 | 0.18347065587769072562893238359028573518 | 0.028499181990843506257104198055936091079
f(z) = 125/54*z^3 - 23/10*z + 1
*
[ -3/2 ] 
f(z) = 127/54*z^3 - 29/8*z + 1
*
[ 3/8 ] 
f(z) = 128/45*z^3 - 31/15*z + 1
*
[ 3/4 ] 
f(z) = 128/45*z^3 - 29/15*z + 1
*
[ 7/16 ] 
f(z) = 128/49*z^3 - 25/14*z + 1
*
[ 2/3 ] 
f(z) = 129/40*z^3 - 29/15*z + 1
*
[ -3/2 ] 
f(z) = 133/54*z^3 - 31/8*z + 1
*
[ 3/7 ] 
f(z) = 133/54*z^3 - 25/14*z + 1
*
[ -3/2 ] 
f(z) = 139/54*z^3 - 33/8*z + 1
*
[ 6/11 ] 
f(z) = 121/56*z^3 - 31/21*z + 1
*
[ 2/3 ] 
f(z) = 123/56*z^3 - 31/21*z + 1
*
[ 2/3 ] 
f(z) = 129/56*z^3 - 32/21*z + 1
*
[ -7/6 ] 
f(z) = 132/49*z^3 - 38/21*z + 1
*
[ -1 ]
f(z) = 122/41*z^3 - 40/41*z + 1
*
[ 10/11 ] 
f(z) = 121/40*z^3 - 13/5*z + 1
*
[ -10/11 ]
f(z) = 121/40*z^3 - 2/5*z + 1
*
[ -12/11 ]
f(z) = 121/48*z^3 - 13/12*z + 1
*
[ 7/11 ] 
f(z) = 121/49*z^3 - 11/7*z + 1
*
[ 5/11 ] 
f(z) = 121/50*z^3 - 17/10*z + 1
*
[ 3/11 ] 
f(z) = 121/54*z^3 - 17/6*z + 1
*
-21/11 | 0.15060291051341024181715014284424827686 | 0.025084234401829029115524175772856336044
f(z) = 121/54*z^3 - 15/2*z + 1
*
-12/11 | 0.11552556370974510795838655077909732880 | 0.021031179953357563795392137551388970188
f(z) = 121/54*z^3 - 9/4*z + 1
*
[ -12/11 ]
f(z) = 121/54*z^3 - 3/4*z + 1
*
-14/11 | 0.13840567966496769895994624543019572436 | 0.027849271455886637185726754288170523849
f(z) = 121/56*z^3 - 18/7*z + 1
*
[ -14/11 ] 
f(z) = 121/56*z^3 - 12/7*z + 1
*
[ 6/5 ] 
f(z) = 125/54*z^3 - 19/6*z + 1
*
3/5 | 0.13031475682503295578948905232470539845 | 0.023723520694096475523998781379949928121
f(z) = 125/54*z^3 - 9/2*z + 1
*
-6/5 | 0.17170002149737400288885368097603773216 | 0.026670805405238704296718059340503538039
f(z) = 125/54*z^3 - 9/5*z + 1
*
-6/5 | 0.14889221649930832610112899006836963758 | 0.029265729175132648706418563046391878854
f(z) = 125/54*z^3 - 3*z + 1
*
2/5 | 0.15157256338793549053019261838136923133 | 0.029865492080876078222013816877413123828
f(z) = 125/56*z^3 - 20/7*z + 1
*
[ 2/5 ] 
f(z) = 125/56*z^3 - 13/7*z + 1
*
[ 7/8 ] 
f(z) = 128/49*z^3 - 15/7*z + 1
*
[ 2/3 ] 
f(z) = 135/56*z^3 - 11/7*z + 1
*
[ -7/11 ]
f(z) = 121/49*z^3 + 11/7*z + 1
*
[ -10/11 ]
f(z) = 121/50*z^3 + 1/10*z + 1
*
[ -6/11 ]
f(z) = 121/54*z^3 + 13/6*z + 1
*
[ -7/8 ]
f(z) = 128/49*z^3 + 1/7*z + 1
*
[ -5/11 ]
f(z) = 121/50*z^3 + 27/10*z + 1
*
[ -16/5 ] 
f(z) = 125/64*z^3 - 299/16*z + 1
*
[ 5/2 ] 
f(z) = 122/75*z^3 - 287/30*z + 1
*
[ -8/3 ] 
f(z) = 123/64*z^3 - 295/24*z + 1
*
[ 21/8 ] 
f(z) = 128/63*z^3 - 281/21*z + 1
*
35/16 | 0.15358516170925690501159869165233597264 | 0.021069049060618698453467518898651419821
f(z) = 128/75*z^3 - 293/30*z + 1
*
-2 | 0.10165857506162970550996874749622569765 | 0.016055997055949150722341588082932509342
f(z) = 131/76*z^3 - 281/38*z + 1
*
-2 | 0.082319949447454859941691229286742512174 | 0.013001646591769858050390155841859117238
f(z) = 133/60*z^3 - 281/30*z + 1
*
-2 | 0.10235178799465638047866853232876772097 | 0.016147395894401601591778667324595064612
f(z) = 133/68*z^3 - 283/34*z + 1
*
[ -5/2 ] 
f(z) = 134/75*z^3 - 293/30*z + 1
*
-2 | 0.10266973110399043580827573155701291606 | 0.016161769355453468524754901574044652190
f(z) = 135/68*z^3 - 287/34*z + 1
*
-2 | 0.10232486196784993254095630770364672412 | 0.016089892826295802860731405297487224959
f(z) = 135/76*z^3 - 289/38*z + 1
*
-2 | 0.082930772444115198851504597120102235248 | 0.013040303353128249673471229458078005245
f(z) = 137/60*z^3 - 289/30*z + 1
*
-2 | 0.10298173745269914976017805762140867303 | 0.016175640537119683964382649264163708413
f(z) = 137/68*z^3 - 291/34*z + 1
*
-2 | 0.10264788984188413066213578244253141927 | 0.016105874682415192674873972894232069721
f(z) = 137/76*z^3 - 293/38*z + 1
*
-2 | 0.083229789011146045132432110648467411435 | 0.013059095064908060670174049792270278797
f(z) = 139/60*z^3 - 293/30*z + 1
*
-2 | 0.10328804864561033561462866506100586022 | 0.016189038384175009411338955942170848247
f(z) = 139/68*z^3 - 295/34*z + 1
*
-2 | 0.10296458344371107210332368734589092495 | 0.016121266473841256650343601614113105419
f(z) = 139/76*z^3 - 297/38*z + 1
*
-2/25 | 0.15887859838966533276902012319318750635 | 0.020475064262750254697139795309294117254
f(z) = 125/72*z^3 - 293/45*z + 1
*
[ 16/9 ] 
f(z) = 135/64*z^3 - 299/48*z + 1
*
[ 2/11 ] 
f(z) = 121/62*z^3 - 283/62*z + 1
*
9/11 | 0.064912686428354240371338163183268068935 | 0.011441739412941523771002821152173033111
f(z) = 121/70*z^3 - 291/70*z + 1
*
0 | 0.12656741716068956910904755665605663509 | 0.022447579938359103668461951526708548747
f(z) = 123/79*z^3 - 281/79*z + 1
*
0 | 0.12673293977144788319207009587597342046 | 0.022462783980306722833715490779034061339
f(z) = 124/79*z^3 - 282/79*z + 1
*
[ 1/5 ] 
f(z) = 125/69*z^3 - 281/69*z + 1
*
[ 1/5 ] 
f(z) = 125/71*z^3 - 289/71*z + 1
*
[ 1/5 ] 
f(z) = 125/73*z^3 - 297/73*z + 1
*
0 | 0.093741918015797368856615789865548150334 | 0.016625757603658222917070165335841018308
f(z) = 125/78*z^3 - 281/78*z + 1
*
0 | 0.12689698681487519296112154959749786768 | 0.022477757583345603040899881382588798292
f(z) = 125/79*z^3 - 283/79*z + 1
*
0 | 0.12705958453970007769104241843402180198 | 0.022492505574084395379053488694477510477
f(z) = 126/79*z^3 - 284/79*z + 1
*
0 | 0.12726777566156495740258178241302432795 | 0.022571793213675845301219860305194283000
f(z) = 127/77*z^3 - 281/77*z + 1
*
0 | 0.094065247484639058703379569055436141642 | 0.016662143704497118213773316792851725970
f(z) = 127/78*z^3 - 283/78*z + 1
*
0 | 0.12722075849564930182764183251802424311 | 0.022507032643201410899336449100797342212
f(z) = 127/79*z^3 - 285/79*z + 1
*
[ -7/4 ] 
f(z) = 128/63*z^3 - 293/63*z + 1
*
0 | 0.12742712168882035275548692255251929489 | 0.022585824276547731955775825214907505305
f(z) = 128/77*z^3 - 282/77*z + 1
*
0 | 0.12738053355822039340731942927593566616 | 0.022521343350346225438007459352372877620
f(z) = 128/79*z^3 - 286/79*z + 1
*
0 | 0.10193729725750871050758222503693374630 | 0.018079263053800426513596359081589872466
f(z) = 129/76*z^3 - 281/76*z + 1
*
0 | 0.12758510085815049170546642800823480995 | 0.022599645904279515385929111560861489898
f(z) = 129/77*z^3 - 283/77*z + 1
*
0 | 0.12753893395235886378409033842928813512 | 0.022535442128823876203843888281398923165
f(z) = 129/79*z^3 - 287/79*z + 1
*
0 | 0.12774173655400905152163998331636696055 | 0.022613262367362146401810120659521664647
f(z) = 130/77*z^3 - 284/77*z + 1
*
0 | 0.12769598327509807168687826178263570892 | 0.022549333290073142379524560015341099200
f(z) = 130/79*z^3 - 288/79*z + 1
*
0 | 0.10759857167121960118052128637789717913 | 0.019083328024119126456521725405044979071
f(z) = 131/75*z^3 - 281/75*z + 1
*
0 | 0.10224884073227470237327183879938837773 | 0.018111735454452642012218933253601702932
f(z) = 131/76*z^3 - 283/76*z + 1
*
0 | 0.12789705156227759941597296027098985105 | 0.022626677819876681394711966360684958538
f(z) = 131/77*z^3 - 285/77*z + 1
*
0 | 0.094695356582116581513975664007619601034 | 0.016732159051304038827150243056568298186
f(z) = 131/78*z^3 - 287/78*z + 1
*
0 | 0.12785170451721615927126947006749594940 | 0.022563021027949695776547767759534157146
f(z) = 131/79*z^3 - 289/79*z + 1
*
0 | 0.12800612008396116370138574719397573320 | 0.022576509422824250840974806092024818883
f(z) = 132/79*z^3 - 290/79*z + 1
*
2/7 | 0.20616819277000413497751451246294933371 | 0.026569387184218153826417479339757909015
f(z) = 133/72*z^3 - 293/63*z + 1
*
0 | 0.11543489482814016125378159215546786486 | 0.020473152470520355859217928413810603452
f(z) = 133/74*z^3 - 281/74*z + 1
*
0 | 0.10790454361960317724734945682992261878 | 0.019113552137856309973479064068241910982
f(z) = 133/75*z^3 - 283/75*z + 1
*
0 | 0.095002507487571459314231603975134320706 | 0.016765858400123086112304484649371078055
f(z) = 133/78*z^3 - 289/78*z + 1
*
0 | 0.12815925181489231509737552288728577988 | 0.022589802445505232144610851923298279512
f(z) = 133/79*z^3 - 291/79*z + 1
*
0 | 0.10805564564310458490836118840877091089 | 0.019128365803678670768677567150764596916
f(z) = 134/75*z^3 - 284/75*z + 1
*
0 | 0.12835529176373695524774963910781252461 | 0.022665757992479516244320121939052490804
f(z) = 134/77*z^3 - 288/77*z + 1
*
0 | 0.12831112100288265233886128028238950649 | 0.022602903960994908363649536268601717439
f(z) = 134/79*z^3 - 292/79*z + 1
*
0 | 0.12859260090816238709855506659705165023 | 0.022806759852756387074644580889136480923
f(z) = 135/73*z^3 - 281/73*z + 1
*
0 | 0.11573549400349539636612808875537695715 | 0.020500678883687777672378416710509564200
f(z) = 135/74*z^3 - 283/74*z + 1
*
0 | 0.10285655732189735249006953873512554655 | 0.018174199228946927102782086633260427484
f(z) = 135/76*z^3 - 287/76*z + 1
*
0 | 0.12850554060444125555392570837878474030 | 0.022678408753444631711627100975301502053
f(z) = 135/77*z^3 - 289/77*z + 1
*
0 | 0.12846174841232540571420197481002366761 | 0.022615817732087411401037720576060946601
f(z) = 135/79*z^3 - 293/79*z + 1
*
[ 3/2 ] 
f(z) = 136/69*z^3 - 283/69*z + 1
*
0 | 0.12874089972269598533881243089506128059 | 0.022818684906359059717059674945809841410
f(z) = 136/73*z^3 - 282/73*z + 1
*
0 | 0.10835315025281582741634287966511123387 | 0.019157232520304820018169656129173359989
f(z) = 136/75*z^3 - 286/75*z + 1
*
[ 3/2 ] 
f(z) = 136/75*z^3 - 281/75*z + 1
*
0 | 0.12865457439229048181335537893373217966 | 0.022690877663910421891473143669671903400
f(z) = 136/77*z^3 - 290/77*z + 1
*
0 | 0.12861115429658409465423582192258912052 | 0.022628547422816564783854790489225448102
f(z) = 136/79*z^3 - 294/79*z + 1
*
0 | 0.086821622010256306385682020516708651382 | 0.015398396713578068228664911433937657428
f(z) = 137/72*z^3 - 281/72*z + 1
*
0 | 0.12888801545058522233693658604326777816 | 0.022830436241352502223247348277925315936
f(z) = 137/73*z^3 - 283/73*z + 1
*
0 | 0.11603127069456335452566886568499255677 | 0.020527464448688894333094327120699944412
f(z) = 137/74*z^3 - 285/74*z + 1
*
0 | 0.10850165941678986555917024130041788878 | 0.019171658339105968758801735633926569108
f(z) = 137/75*z^3 - 287/75*z + 1
*
0 | 0.10315306278813693511117311282678042701 | 0.018204252603239572992198938726260517985
f(z) = 137/76*z^3 - 289/76*z + 1
*
0 | 0.12880241272090747014086971982279607702 | 0.022703168258755604372207302468503734625
f(z) = 137/77*z^3 - 291/77*z + 1
*
0 | 0.095600828058442246765390344341810905594 | 0.016830620236201873741450208168313915470
f(z) = 137/78*z^3 - 293/78*z + 1
*
0 | 0.12875935841472395597389625648799476260 | 0.022641096601760984048120242052579324155
f(z) = 137/79*z^3 - 295/79*z + 1
*
0 | 0.12903396690150799887161145654819298204 | 0.022842017233824341566060908082232160366
f(z) = 138/73*z^3 - 284/73*z + 1
*
0 | 0.12894907471128153592559536678183124624 | 0.022715283981446733143775036401066998135
f(z) = 138/77*z^3 - 292/77*z + 1
*
0 | 0.12890638004756014051507796166941474888 | 0.022653468745213481023860337011111791004
f(z) = 138/79*z^3 - 296/79*z + 1
*
0 | 0.16126106403958877060613610450790728533 | 0.028459040046860138473203888481192923982
f(z) = 139/60*z^3 - 289/60*z + 1
*
0 | 0.12922062815179661297899119360644451861 | 0.022918144694694405227567951230850805446
f(z) = 139/71*z^3 - 281/71*z + 1
*
0 | 0.084259572667406270629241661041381033305 | 0.014925226327535111964585046644910680141
f(z) = 139/72*z^3 - 283/72*z + 1
*
0 | 0.12917877243807095516931823337682342565 | 0.022853431173119267937040075231527819987
f(z) = 139/73*z^3 - 285/73*z + 1
*
0 | 0.11632237788126614578551324294373146863 | 0.020553537134077422860922583839874128971
f(z) = 139/74*z^3 - 287/74*z + 1
*
0 | 0.10879311821563976728249696526581440467 | 0.019199598654276477056766544490429159349
f(z) = 139/75*z^3 - 289/75*z + 1
*
0 | 0.10344487462305732400231757303397059783 | 0.018233559018509989153411043155028129866
f(z) = 139/76*z^3 - 291/76*z + 1
*
0 | 0.12909457902692957031675418316489423212 | 0.022727228187044285252304264471987427848
f(z) = 139/77*z^3 - 293/77*z + 1
*
0 | 0.095894383898242026283359755092941763730 | 0.016862106460746187241448940791733343413
f(z) = 139/78*z^3 - 295/78*z + 1
*
0 | 0.12905223801305608224414518345746582014 | 0.022665667240221401473152781097485342233
f(z) = 139/79*z^3 - 297/79*z + 1
*
2/25 | 0.20599443537656842063972461373862260609 | 0.029324516354273396784913865766910243462
f(z) = 125/64*z^3 - 281/80*z + 1
*
0 | 0.13263616635288340304947098394887446901 | 0.020948610534657022539704114569023871005
f(z) = 129/70*z^3 - 281/105*z + 1
*
[ 2/7 ] 
f(z) = 133/64*z^3 - 299/112*z + 1
*
-15/11 | 0.18194096008412409988243581405184122489 | 0.026921931909197338504616926817838035123
f(z) = 121/72*z^3 - 287/120*z + 1
*
[ 5/4 ] 
f(z) = 122/75*z^3 - 281/120*z + 1
*
-33/25 | 0.13385405670418048189888441771343642354 | 0.019847698990523205958203276681911468921
f(z) = 125/72*z^3 - 283/120*z + 1
*
[ -23/16 ] 
f(z) = 128/69*z^3 - 295/138*z + 1
*
[ 4/11 ] 
f(z) = 121/74*z^3 - 291/148*z + 1
*
[ -3/2 ] 
f(z) = 122/75*z^3 - 299/150*z + 1
*
[ -34/25 ] 
f(z) = 125/68*z^3 - 283/170*z + 1
*
[ 18/19 ] 
f(z) = 133/72*z^3 - 293/171*z + 1
*
[ 3/7 ] 
f(z) = 133/72*z^3 - 281/168*z + 1
*
[ 9/11 ] 
f(z) = 121/60*z^3 - 283/180*z + 1
*
[ 3/4 ] 
f(z) = 128/65*z^3 - 281/195*z + 1
*
[ 9/11 ] 
f(z) = 121/69*z^3 - 289/207*z + 1
*
[ 6/11 ] 
f(z) = 121/70*z^3 - 283/210*z + 1
*
[ -4/3 ] 
f(z) = 123/68*z^3 - 299/204*z + 1
*
0 | 0.14694112010895391513534508560324571890 | 0.024859782692254370523039994499022288037
f(z) = 123/70*z^3 - 299/210*z + 1
*
[ 3/5 ] 
f(z) = 125/73*z^3 - 281/219*z + 1
*
[ 3/4 ] 
f(z) = 128/67*z^3 - 283/201*z + 1
*
[ 3/4 ] 
f(z) = 128/71*z^3 - 287/213*z + 1
*
[ 3/4 ] 
f(z) = 128/73*z^3 - 289/219*z + 1
*
[ 28/45 ] 
f(z) = 135/64*z^3 - 299/210*z + 1
*
[ 6/11 ] 
f(z) = 121/74*z^3 - 293/222*z + 1
*
[ 9/11 ] 
f(z) = 121/75*z^3 - 293/225*z + 1
*
[ 9/11 ] 
f(z) = 121/78*z^3 - 295/234*z + 1
*
[ 3/5 ] 
f(z) = 125/74*z^3 - 283/222*z + 1
*
[ 3/5 ] 
f(z) = 125/76*z^3 - 287/228*z + 1
*
[ 3/5 ] 
f(z) = 125/77*z^3 - 289/231*z + 1
*
[ 3/5 ] 
f(z) = 125/79*z^3 - 293/237*z + 1
*
[ 3/4 ] 
f(z) = 128/77*z^3 - 293/231*z + 1
*
[ 3/4 ] 
f(z) = 128/79*z^3 - 295/237*z + 1
*
[ 2/3 ] 
f(z) = 129/74*z^3 - 283/222*z + 1
*
[ -4/3 ] 
f(z) = 129/76*z^3 - 289/228*z + 1
*
[ 5/8 ] 
f(z) = 124/75*z^3 - 299/240*z + 1
*
-2 | 0.099857457854186605395970398318062308982 | 0.015957616228696904005639443326265679294
f(z) = 121/76*z^3 - 261/38*z + 1
*
[ -5/2 ] 
f(z) = 122/75*z^3 - 263/30*z + 1
*
-2 | 0.10066323119936575286147228339495295237 | 0.016066782391038397383446461778174553688
f(z) = 123/68*z^3 - 263/34*z + 1
*
-2 | 0.10023489391284378841694678136287330788 | 0.015979094410466195912577536157333662417
f(z) = 123/76*z^3 - 265/38*z + 1
*
-2 | 0.10101516412985877999155482336348672281 | 0.016084203403743292986329538209396498408
f(z) = 125/68*z^3 - 267/34*z + 1
*
-2 | 0.10060323756090289919741211137918862646 | 0.015999602503513439853194462204246221115
f(z) = 125/76*z^3 - 269/38*z + 1
*
-2 | 0.081359196042452278442910980120761805600 | 0.012939094488849147173272007567740835994
f(z) = 127/60*z^3 - 269/30*z + 1
*
-2 | 0.10135964890417183907677643457977527748 | 0.016100931855936221529119340581688127544
f(z) = 127/68*z^3 - 271/34*z + 1
*
-2 | 0.10096299770057442371728445097636718162 | 0.016019213296745680388226962721283567412
f(z) = 127/76*z^3 - 273/38*z + 1
*
[ -21/8 ] 
f(z) = 128/63*z^3 - 265/21*z + 1
*
-2 | 0.10169703598071498956123514627845310853 | 0.016117013168243162228321444324479364477
f(z) = 129/68*z^3 - 275/34*z + 1
*
-2 | 0.10131463644506523295137855055726617268 | 0.016037991958261304892550763755983782831
f(z) = 129/76*z^3 - 277/38*z + 1
*
-2 | 0.082004623961584699633057738532553189201 | 0.012981238898777069175099836332337570895
f(z) = 131/60*z^3 - 277/30*z + 1
*
-2 | 0.10202764907423387345827825400550555668 | 0.016132488633412010158285707944152019649
f(z) = 131/68*z^3 - 279/34*z + 1
*
[ -20/9 ] 
f(z) = 135/64*z^3 - 269/30*z + 1
*
[ 2 ] 
f(z) = 139/60*z^3 - 263/30*z + 1
*
[ 2 ] 
f(z) = 139/68*z^3 - 261/34*z + 1
*
14/9 | 0.077675195216248336530249438835616593477 | 0.011126648236822378512685538228701580102
f(z) = 135/64*z^3 - 269/48*z + 1
*
0 | 0.12626136639300358939914861284429695722 | 0.022674848208066381156677467722644629594
f(z) = 120/71*z^3 - 262/71*z + 1
*
0 | 0.12621180032389047567190360437619191979 | 0.022604438750211958915216032267287801262
f(z) = 120/73*z^3 - 266/73*z + 1
*
0 | 0.12611198115543042946792006436013707477 | 0.022467326375805955830099198020617903931
f(z) = 120/77*z^3 - 274/77*z + 1
*
0 | 0.12606172239895711912086199145489431237 | 0.022400534764552561571972569957222717923
f(z) = 120/79*z^3 - 278/79*z + 1
*
15/11 | 0.14697430853024902696577280517288793644 | 0.026358617306480879332520315998601671648
f(z) = 121/65*z^3 - 264/65*z + 1
*
[ 17/11 ] 
f(z) = 121/68*z^3 - 265/68*z + 1
*
0 | 0.11361860225983523488849455361151289491 | 0.020418399779847613350181034858889493539
f(z) = 121/70*z^3 - 261/70*z + 1
*
0 | 0.12642954716475015827840220793400341872 | 0.022689528400444757204074679294022065369
f(z) = 121/71*z^3 - 263/71*z + 1
*
0 | 0.084317340096273176360933557900805025169 | 0.015111366092240857112877508879118549668
f(z) = 121/72*z^3 - 265/72*z + 1
*
0 | 0.12638045750194485393352715328772268819 | 0.022619443885307642621847635166171136465
f(z) = 121/73*z^3 - 267/73*z + 1
*
0 | 0.11352042226688081366025128195472502814 | 0.020290666410562856154641128814240845662
f(z) = 121/74*z^3 - 269/74*z + 1
*
0 | 0.10598750594321036853045767610418703177 | 0.018919182068788599352744142758442957817
f(z) = 121/75*z^3 - 271/75*z + 1
*
0 | 0.10063558957794328457782803107385271467 | 0.017940296921418971508938926049911879956
f(z) = 121/76*z^3 - 273/76*z + 1
*
0 | 0.093077704416758181491701021437492592207 | 0.016550038173664554408921756270987437572
f(z) = 121/78*z^3 - 277/78*z + 1
*
0 | 0.12623183659045459969553399124975825496 | 0.022416460520621021464357670484167111324
f(z) = 121/79*z^3 - 279/79*z + 1
*
0 | 0.12659620650722361942578280633196891241 | 0.022703974545927927737269816611695159338
f(z) = 122/71*z^3 - 264/71*z + 1
*
0 | 0.12654758412269142012865345325379708950 | 0.022634211913533839388396814450341017898
f(z) = 122/73*z^3 - 268/73*z + 1
*
0 | 0.10615510428180517925013503826883669578 | 0.018936648676921013149343365602540971542
f(z) = 122/75*z^3 - 272/75*z + 1
*
0 | 0.12644967953499871185797505787277039915 | 0.022498338206853867991782669191572867271
f(z) = 122/77*z^3 - 276/77*z + 1
*
0 | 0.12640039200894006816945596300692126827 | 0.022432140489832489169852919743035127346
f(z) = 122/79*z^3 - 280/79*z + 1
*
0 | 0.11394996733091981847365047543574586553 | 0.020449895439517267097524226816798329779
f(z) = 123/70*z^3 - 263/70*z + 1
*
0 | 0.12676137184870100824902990567151951420 | 0.022718191704971274849684250996147741252
f(z) = 123/71*z^3 - 265/71*z + 1
*
0 | 0.12671320787569482973193937036730188108 | 0.022648747947514796635983188596374436521
f(z) = 123/73*z^3 - 269/73*z + 1
*
0 | 0.11385363875626815820996715573673016439 | 0.020323317372691805495167240629560223109
f(z) = 123/74*z^3 - 271/74*z + 1
*
0 | 0.10096974493859240946507233743903604213 | 0.017976474950267998665631569075646643987
f(z) = 123/76*z^3 - 275/76*z + 1
*
0 | 0.12661623311450063580795709607543615538 | 0.022513484884284603313769070122835394818
f(z) = 123/77*z^3 - 277/77*z + 1
*
0 | 0.10662790391528737434492448695243521972 | 0.019148941636650956169501553115498470985
f(z) = 124/69*z^3 - 262/69*z + 1
*
0 | 0.12692506987823546455943665102386766020 | 0.022732184792279392825422865549514028199
f(z) = 124/71*z^3 - 266/71*z + 1
*
0 | 0.12687735570137051618351693769506627204 | 0.022663056952582832124267106706825484648
f(z) = 124/73*z^3 - 270/73*z + 1
*
0 | 0.10648579255942896911955435740658150923 | 0.018970846654691858620998265703929191035
f(z) = 124/75*z^3 - 274/75*z + 1
*
0 | 0.12678129315521760442728129095188937493 | 0.022528398872978401436016715628930918706
f(z) = 124/77*z^3 - 278/77*z + 1
*
[ 1/5 ] 
f(z) = 125/64*z^3 - 261/64*z + 1
*
[ 1/5 ] 
f(z) = 125/66*z^3 - 269/66*z + 1
*
[ 1/5 ] 
f(z) = 125/67*z^3 - 273/67*z + 1
*
[ 1/5 ] 
f(z) = 125/68*z^3 - 277/68*z + 1
*
0 | 0.10148704015870898214922716906752353323 | 0.018238236672679997121881618535498121154
f(z) = 125/68*z^3 - 261/68*z + 1
*
0 | 0.10679075679446286304419598687296758477 | 0.019165076230444017250304818962718763246
f(z) = 125/69*z^3 - 263/69*z + 1
*
0 | 0.12708732657213453954477469271599976296 | 0.022745958582148086726409154615046466834
f(z) = 125/71*z^3 - 267/71*z + 1
*
0 | 0.084976025852678488311960986033434419010 | 0.015188634424020280483088528426602945648
f(z) = 125/72*z^3 - 269/72*z + 1
*
0 | 0.12704005381793175816387741398743569259 | 0.022677143752188864568468891611478013019
f(z) = 125/73*z^3 - 271/73*z + 1
*
0 | 0.11418093339046661305776927180136851128 | 0.020355024066343799710704553117161839065
f(z) = 125/74*z^3 - 273/74*z + 1
*
0 | 0.10129794321284225975751601184635964975 | 0.018011669256256397694595865795455779267
f(z) = 125/76*z^3 - 277/76*z + 1
*
0 | 0.12694488637389116685676621893580703750 | 0.022543085092926831194973608916683912115
f(z) = 125/77*z^3 - 279/77*z + 1
*
0 | 0.12724816721925673632489188235714218871 | 0.022759517713566538246771972203985562165
f(z) = 126/71*z^3 - 268/71*z + 1
*
0 | 0.12720132774712857061253602624302081561 | 0.022691013033069172159724745577870173153
f(z) = 126/73*z^3 - 272/73*z + 1
*
0 | 0.15643379058358393585607601786740467593 | 0.027815310036194090289251176263179190078
f(z) = 127/60*z^3 - 277/60*z + 1
*
0 | 0.12749985738968653421393463826068213969 | 0.022913000233030264100531761677529768335
f(z) = 127/67*z^3 - 261/67*z + 1
*
0 | 0.10180605635581206529389596668831651861 | 0.018270502891324992996766723525235207043
f(z) = 127/68*z^3 - 263/68*z + 1
*
0 | 0.10710916204931902292711423638427099469 | 0.019196119774560479419576420643043118434
f(z) = 127/69*z^3 - 265/69*z + 1
*
0 | 0.11459534291630750652979070603957252308 | 0.020510156236561456102239862527434559782
f(z) = 127/70*z^3 - 267/70*z + 1
*
0 | 0.12740761644518937305568404076971098307 | 0.022772866695092435315749193440803949711
f(z) = 127/71*z^3 - 269/71*z + 1
*
0 | 0.076422431760282750097814227795947584320 | 0.013641701328334577016419946674239831022
f(z) = 127/72*z^3 - 271/72*z + 1
*
0 | 0.12736120233884323328928860635185045931 | 0.022704669350181443192112548302948446061
f(z) = 127/73*z^3 - 273/73*z + 1
*
0 | 0.11450251414385210069842931872644452110 | 0.020385825263810549548568893607612828204
f(z) = 127/74*z^3 - 275/74*z + 1
*
0 | 0.10697095110759526216692000047771102940 | 0.019020380180166532482522109132413737970
f(z) = 127/75*z^3 - 277/75*z + 1
*
0 | 0.10162039433247387402986163022842944759 | 0.018045919469859763748543700130353502172
f(z) = 127/76*z^3 - 279/76*z + 1
*
0 | 0.12765711477633453998488227741621902458 | 0.022925505900381970238467077448663030635
f(z) = 128/67*z^3 - 262/67*z + 1
*
0 | 0.10726786345325936134378157762983728691 | 0.019211593868979357117920604758099147528
f(z) = 128/69*z^3 - 266/69*z + 1
*
[ 3/2 ] 
f(z) = 128/69*z^3 - 265/69*z + 1
*
0 | 0.12756569823536694130679236423389909583 | 0.022786009909512069717585142502526095035
f(z) = 128/71*z^3 - 270/71*z + 1
*
0 | 0.12751970179460322656751351430887169267 | 0.022718117131422370167944451903587693059
f(z) = 128/73*z^3 - 274/73*z + 1
*
0 | 0.10712883833797221836671395051677114732 | 0.019036256381467071608851834168227388481
f(z) = 128/75*z^3 - 278/75*z + 1
*
[ 3/2 ] 
f(z) = 128/75*z^3 - 263/75*z + 1
*
[ -7/4 ] 
f(z) = 128/77*z^3 - 271/77*z + 1
*
0 | 0.12781304277626872334301615933828257996 | 0.022937815795862979980014469963283082547
f(z) = 129/67*z^3 - 263/67*z + 1
*
0 | 0.10211964761702307244560781617439648521 | 0.018301898264218076887842898613776542154
f(z) = 129/68*z^3 - 265/68*z + 1
*
0 | 0.11490975122538865257699235924801549533 | 0.020538995388456745973945944132950901876
f(z) = 129/70*z^3 - 269/70*z + 1
*
0 | 0.12772243595718549304789418345266865394 | 0.022798951618296670613640003039879237283
f(z) = 129/71*z^3 - 271/71*z + 1
*
0 | 0.12767684969006858747805119499805044759 | 0.022731360682138283512556691616999499359
f(z) = 129/73*z^3 - 275/73*z + 1
*
0 | 0.11481857816207951227888556049190804141 | 0.020415757603129846103259616665384692556
f(z) = 129/74*z^3 - 277/74*z + 1
*
0 | 0.12796766376947740315802818294344332326 | 0.022949933975772780087609222702173317761
f(z) = 130/67*z^3 - 264/67*z + 1
*
0 | 0.10757817795158619999505412271510699445 | 0.019241357264215382618032482351019243295
f(z) = 130/69*z^3 - 268/69*z + 1
*
0 | 0.12787785238116520510292234739806083373 | 0.022811695965865556887797314872044441110
f(z) = 130/71*z^3 - 272/71*z + 1
*
0 | 0.12783266899654720688773694411715033576 | 0.022744404189439618805500736066717901368
f(z) = 130/73*z^3 - 276/73*z + 1
*
0 | 0.12816524575321440685263297336451932351 | 0.023032577180335955946800878700640027920
f(z) = 131/65*z^3 - 261/65*z + 1
*
0 | 0.094963066086565030387235482200695839687 | 0.017042433776628860032475395492798708335
f(z) = 131/66*z^3 - 263/66*z + 1
*
0 | 0.12812099957311790518041495381062063763 | 0.022961864385695844075935271603109168710
f(z) = 131/67*z^3 - 265/67*z + 1
*
0 | 0.10242799613692681256424912141757109513 | 0.018332457064163342494615149221748590540
f(z) = 131/68*z^3 - 267/68*z + 1
*
0 | 0.10773190285606760917007252841798642290 | 0.019256025118445807179759100089043841716
f(z) = 131/69*z^3 - 269/69*z + 1
*
0 | 0.11521888820509955009846084355543576183 | 0.020567019709697397019424514092131645474
f(z) = 131/70*z^3 - 271/70*z + 1
*
0 | 0.12803196970121012035927636478162660800 | 0.022824246983666053666542965583760938696
f(z) = 131/71*z^3 - 273/71*z + 1
*
0 | 0.083069451290058534936963090910606666160 | 0.014789538303344579623934990365308997792
f(z) = 131/72*z^3 - 275/72*z + 1
*
0 | 0.12798718210158834021633808596213511986 | 0.022757251726329358053882502683643272981
f(z) = 131/73*z^3 - 277/73*z + 1
*
0 | 0.11512931250526624950570688523605981076 | 0.020444855737254600639747119937354581584
f(z) = 131/74*z^3 - 279/74*z + 1
*
0 | 0.12831693844473264790603939603429261710 | 0.023044001382827863256574704850860879483
f(z) = 132/65*z^3 - 262/65*z + 1
*
0 | 0.12827307146031447569333022177599966335 | 0.022973610864319394001834872854258509842
f(z) = 132/67*z^3 - 266/67*z + 1
*
0 | 0.12818480955401113207692408452286673404 | 0.022836608594079524513829664969160694704
f(z) = 132/71*z^3 - 274/71*z + 1
*
0 | 0.12814041082870158021167314155914881089 | 0.022769907255654977186403295875737995791
f(z) = 132/73*z^3 - 278/73*z + 1
*
0 | 0.10281695974088862041011128285374729486 | 0.018477236529779903806079228118437590713
f(z) = 133/64*z^3 - 261/64*z + 1
*
0 | 0.12846739444004581727593170226696682101 | 0.023055248239402476629612260716679948344
f(z) = 133/65*z^3 - 263/65*z + 1
*
0 | 0.095266623572123806198659235304366447428 | 0.017073698287046603687940842176196541220
f(z) = 133/66*z^3 - 265/66*z + 1
*
0 | 0.12842390017817446206948988342208592084 | 0.022985177147090677367521495370654312154
f(z) = 133/67*z^3 - 267/67*z + 1
*
0 | 0.10273127504399161017982323476698089925 | 0.018362211752074818347967723746903893817
f(z) = 133/68*z^3 - 269/68*z + 1
*
0 | 0.10803556164384185479953785382432192804 | 0.019284767977641185956039326880248963738
f(z) = 133/69*z^3 - 271/69*z + 1
*
0 | 0.12833639303763554463019504372237995838 | 0.022848784614162317307700419126774049601
f(z) = 133/71*z^3 - 275/71*z + 1
*
0 | 0.086226716853505077161199776755188175652 | 0.015331872057411200250587347421054874481
f(z) = 133/72*z^3 - 277/72*z + 1
*
0 | 0.12829237645624572360721044828726958758 | 0.022782374633892865153159530902765173619
f(z) = 133/73*z^3 - 279/73*z + 1
*
0 | 0.12861663381250765260563485094220043316 | 0.023066321344277284188772808346522216847
f(z) = 134/65*z^3 - 264/65*z + 1
*
0 | 0.10818657047087416645600124975143231843 | 0.019299035033956852490755703022459917484
f(z) = 134/69*z^3 - 272/69*z + 1
*
0 | 0.12848674072934399565777176281411546345 | 0.022860778759229905596225777468079698540
f(z) = 134/71*z^3 - 276/71*z + 1
*
0 | 0.12844309973552933806504882109870101587 | 0.022794657614773651594000058656373905755
f(z) = 134/73*z^3 - 280/73*z + 1
*
0 | 0.10311388030830899614698402588009994066 | 0.018505209962404611754865135363287298834
f(z) = 135/64*z^3 - 263/64*z + 1
*
0 | 0.12872190856716316560117547021163883259 | 0.023007783571549309353634864541708729908
f(z) = 135/67*z^3 - 269/67*z + 1
*
0 | 0.10302964899485672323413425238626816818 | 0.018391193098378083689348757405093688501
f(z) = 135/68*z^3 - 271/68*z + 1
*
0 | 0.12863587270267314691026127566882932097 | 0.022872594646292025489492513318859152442
f(z) = 135/71*z^3 - 277/71*z + 1
*
0 | 0.11539067740766756936335817558354515247 | 0.020722618244925003308381470238917068933
f(z) = 136/63*z^3 - 262/63*z + 1
*
0 | 0.12891154056497605594698702794575669033 | 0.023087960201966022115669587710118573027
f(z) = 136/65*z^3 - 266/65*z + 1
*
0 | 0.12886912725438508153616011048308815238 | 0.023018830698756640951849527781095608188
f(z) = 136/67*z^3 - 270/67*z + 1
*
0 | 0.10848291208379018483692726877881914334 | 0.019326641050705798892567981617350564494
f(z) = 136/69*z^3 - 274/69*z + 1
*
0 | 0.12878380854382033125814303495400786606 | 0.022884235797346158292363254334174974510
f(z) = 136/71*z^3 - 278/71*z + 1
*
0 | 0.11628463856685279851308386913401153932 | 0.020897513182596422226441153810720445335
f(z) = 137/62*z^3 - 261/62*z + 1
*
0 | 0.11553603687822988072436415852735375975 | 0.020734537525531206451251204612512766559
f(z) = 137/63*z^3 - 263/63*z + 1
*
0 | 0.10340610061919044560176098748495937861 | 0.018532456560459596331661009161186752046
f(z) = 137/64*z^3 - 265/64*z + 1
*
0 | 0.12905724572072821632503328293090975759 | 0.023098532678815856540186128655341004580
f(z) = 137/65*z^3 - 267/65*z + 1
*
0 | 0.095856154488683727647222658401064515036 | 0.017133351121234346505842575406933581552
f(z) = 137/66*z^3 - 269/66*z + 1
*
0 | 0.12901518083560824928040065464488598000 | 0.023029711607464439901034239451676834943
f(z) = 137/67*z^3 - 271/67*z + 1
*
0 | 0.10332327472050220994615904521685000645 | 0.018419430294523008123100020108060412554
f(z) = 137/68*z^3 - 273/68*z + 1
*
0 | 0.10862828325675794238436838422774907558 | 0.019339987577896208835456983471623446953
f(z) = 137/69*z^3 - 275/69*z + 1
*
0 | 0.11611637495462586833079867171118920314 | 0.020646517338695848068194097356012410560
f(z) = 137/70*z^3 - 277/70*z + 1
*
0 | 0.12893056736736426960860774233505129939 | 0.022895705642536288753467816980004460946
f(z) = 137/71*z^3 - 279/71*z + 1
*
0 | 0.12920180983458921706301243133964505149 | 0.023108944858030032158846974698972058434
f(z) = 138/65*z^3 - 268/65*z + 1
*
0 | 0.12916008767333611644216205056427765138 | 0.023040429566696765188057667511924891044
f(z) = 138/67*z^3 - 272/67*z + 1
*
0 | 0.12907616783135403309812053768163400789 | 0.022907007523183475827701665801511970723
f(z) = 138/71*z^3 - 280/71*z + 1
*
0 | 0.12942756089071553660530101127921365315 | 0.023259427842225877656100124339388354017
f(z) = 139/61*z^3 - 261/61*z + 1
*
0 | 0.11657163358260360601906488333369772462 | 0.020920389657111456954628172113360631461
f(z) = 139/62*z^3 - 263/62*z + 1
*
0 | 0.11582336724519161495587196237648812612 | 0.020757880911325259694744153436741159152
f(z) = 139/63*z^3 - 265/63*z + 1
*
0 | 0.10369376763652285629939034495159550673 | 0.018559003541147680179030785557012772300
f(z) = 139/64*z^3 - 267/64*z + 1
*
0 | 0.12934525069741628676086136610568914945 | 0.023119199887416077583525767036185669038
f(z) = 139/65*z^3 - 269/65*z + 1
*
0 | 0.096144498743637302515966936513139677805 | 0.017162166997475381780758988803337399212
f(z) = 139/66*z^3 - 271/66*z + 1
*
0 | 0.12930386569776291537665182231428956323 | 0.023050987761228133752516277769243518671
f(z) = 139/67*z^3 - 273/67*z + 1
*
0 | 0.10361230152892144879545131556899194122 | 0.018446951055556829428254873711878236050
f(z) = 139/68*z^3 - 275/68*z + 1
*
0 | 0.10891765336073657434415604918553896830 | 0.019366521039614359860583543769601106702
f(z) = 139/69*z^3 - 277/69*z + 1
*
0 | 0.11640608971379480803306213153644074991 | 0.020671587967899919441011405799273101296
f(z) = 139/70*z^3 - 279/70*z + 1
*
[ -3/2 ] 
f(z) = 137/63*z^3 - 271/84*z + 1
*
[ -3/2 ] 
f(z) = 139/63*z^3 - 277/84*z + 1
*
0 | 0.19134828071953418997060755026444538843 | 0.028619841518456539909274111186952253832
f(z) = 125/66*z^3 - 267/110*z + 1
*
[ -4/3 ] 
f(z) = 135/62*z^3 - 263/124*z + 1
*
5/8 | 0.18881131028320257953208291696935355331 | 0.026102505560086313350935740350977761951
f(z) = 136/75*z^3 - 277/120*z + 1
*
[ 4/11 ] 
f(z) = 121/70*z^3 - 277/140*z + 1
*
[ -16/11 ] 
f(z) = 121/72*z^3 - 269/144*z + 1
*
[ 12/11 ] 
f(z) = 121/78*z^3 - 275/156*z + 1
*
[ 2/5 ] 
f(z) = 125/77*z^3 - 271/154*z + 1
*
[ 2/5 ] 
f(z) = 125/79*z^3 - 277/158*z + 1
*
[ 8/19 ] 
f(z) = 133/64*z^3 - 265/152*z + 1
*
[ 4/9 ] 
f(z) = 121/64*z^3 - 263/162*z + 1
*
[ 10/11 ] 
f(z) = 121/68*z^3 - 267/170*z + 1
*
[ 4/9 ] 
f(z) = 125/64*z^3 - 265/162*z + 1
*
[ 4/9 ] 
f(z) = 133/64*z^3 - 269/162*z + 1
*
[ 4/9 ] 
f(z) = 137/64*z^3 - 271/162*z + 1
*
[ 6/11 ] 
f(z) = 121/62*z^3 - 263/186*z + 1
*
[ 10/11 ] 
f(z) = 121/76*z^3 - 269/190*z + 1
*
[ 3/5 ] 
f(z) = 125/64*z^3 - 263/192*z + 1
*
[ 3/4 ] 
f(z) = 128/61*z^3 - 277/183*z + 1
*
[ 2/3 ] 
f(z) = 129/62*z^3 - 265/186*z + 1
*
[ 2/3 ] 
f(z) = 123/70*z^3 - 269/210*z + 1
*
[ 3/5 ] 
f(z) = 125/67*z^3 - 269/201*z + 1
*
[ 3/5 ] 
f(z) = 125/68*z^3 - 271/204*z + 1
*
[ 3/5 ] 
f(z) = 125/71*z^3 - 277/213*z + 1
*
[ 2/3 ] 
f(z) = 129/70*z^3 - 277/210*z + 1
*
[ 2/3 ] 
f(z) = 123/74*z^3 - 275/222*z + 1
*
-2 | 0.080340858426103709596800454556328307330 | 0.012870551886651475523643560220900290695
f(z) = 121/60*z^3 - 257/30*z + 1
*
-2 | 0.10030346961394116074148880637205069017 | 0.016048618710636616641413986523595233869
f(z) = 121/68*z^3 - 259/34*z + 1
*
[ 2 ] 
f(z) = 129/68*z^3 - 241/34*z + 1
*
[ 2 ] 
f(z) = 131/60*z^3 - 247/30*z + 1
*
[ 2 ] 
f(z) = 131/68*z^3 - 245/34*z + 1
*
[ 2 ] 
f(z) = 131/76*z^3 - 243/38*z + 1
*
[ 2 ] 
f(z) = 133/60*z^3 - 251/30*z + 1
*
[ 2 ] 
f(z) = 133/68*z^3 - 249/34*z + 1
*
[ 28/15 ] 
f(z) = 135/64*z^3 - 241/35*z + 1
*
[ 2 ] 
f(z) = 135/68*z^3 - 253/34*z + 1
*
[ 2 ] 
f(z) = 135/76*z^3 - 251/38*z + 1
*
[ 2 ] 
f(z) = 137/60*z^3 - 259/30*z + 1
*
[ 2 ] 
f(z) = 137/68*z^3 - 257/34*z + 1
*
[ 2 ] 
f(z) = 137/76*z^3 - 255/38*z + 1
*
[ 2 ] 
f(z) = 139/76*z^3 - 259/38*z + 1
*
-18/11 | 0.13857727812897508400228445603732859961 | 0.020049529027765400032445464347384429400
f(z) = 121/64*z^3 - 251/48*z + 1
*
0 | 0.12650587019399369709843176446981075042 | 0.023047423109056143698517124386945151810
f(z) = 120/61*z^3 - 242/61*z + 1
*
0 | 0.12635982526041439776021077495630260275 | 0.022819613042513729128506717489643916991
f(z) = 120/67*z^3 - 254/67*z + 1
*
0 | 0.12667173476374299809416219929132843339 | 0.023060316377365859902409734920821365830
f(z) = 121/61*z^3 - 243/61*z + 1
*
0 | 0.11381234854388466461250278771415011016 | 0.020688421482513020081968618471272943400
f(z) = 121/62*z^3 - 245/62*z + 1
*
0 | 0.11306060882149710788386776900689745982 | 0.020521444834418023223839481944993170243
f(z) = 121/63*z^3 - 247/63*z + 1
*
0 | 0.10092752123653209027318597334208631185 | 0.018292411939067230625025965740110923128
f(z) = 121/64*z^3 - 249/64*z + 1
*
0 | 0.12657550161042273581813451476550498206 | 0.022907715078704766451124544890498380983
f(z) = 121/65*z^3 - 251/65*z + 1
*
0 | 0.12652706662052317538005525037311350378 | 0.022833612873560904435855426223458471130
f(z) = 121/67*z^3 - 255/67*z + 1
*
0 | 0.10083195490303479481933397028071727324 | 0.018170944741144011557277006135878869761
f(z) = 121/68*z^3 - 257/68*z + 1
*
0 | 0.10613477760107355628858918017402469980 | 0.019099885118383990545730407940379990634
f(z) = 121/69*z^3 - 259/69*z + 1
*
14/11 | 0.15381268856012149665679257828057791374 | 0.027837118559241612426287323803512530773
f(z) = 121/70*z^3 - 251/70*z + 1
*
[ -19/11 ] 
f(z) = 121/76*z^3 - 241/76*z + 1
*
0 | 0.11322544189517839357075595665939530501 | 0.020536302745172045739216141614939520754
f(z) = 122/63*z^3 - 248/63*z + 1
*
0 | 0.12674078497525242478187695478507348220 | 0.022921133984972293875675847832280499129
f(z) = 122/65*z^3 - 252/65*z + 1
*
0 | 0.12669280441122450593657908517360255095 | 0.022847385080048622767317479224989012748
f(z) = 122/67*z^3 - 256/67*z + 1
*
0 | 0.10629994040947459306590725693704381638 | 0.019116350739551584218868612859628377965
f(z) = 122/69*z^3 - 260/69*z + 1
*
0 | 0.12699905692726470173533119276282022753 | 0.023085456465910810363809347978599983883
f(z) = 123/61*z^3 - 245/61*z + 1
*
0 | 0.11414011181502834670337638792410860892 | 0.020717383644240957026035012385763707239
f(z) = 123/62*z^3 - 247/62*z + 1
*
0 | 0.10125617269517067999236807639752423597 | 0.018325406769473109192967563247387184946
f(z) = 123/64*z^3 - 251/64*z + 1
*
0 | 0.12690460018375041157378106369353914058 | 0.022934333547688486851842176407176889215
f(z) = 123/65*z^3 - 253/65*z + 1
*
0 | 0.12685706555368681901848670783537039813 | 0.022860934615583342169541359955571604565
f(z) = 123/67*z^3 - 257/67*z + 1
*
0 | 0.10116240711740134084777154698846029710 | 0.018205063391229194948821291451668715602
f(z) = 123/68*z^3 - 259/68*z + 1
*
0 | 0.12716056622175465255686945264683628933 | 0.023097712715719164104358734255020623306
f(z) = 124/61*z^3 - 246/61*z + 1
*
0 | 0.11355075442342855592767441648612067626 | 0.020565346040227374782767730033760515053
f(z) = 124/63*z^3 - 250/63*z + 1
*
0 | 0.12706697320003885837665905126900122381 | 0.022947318524163333395255327637746201958
f(z) = 124/65*z^3 - 254/65*z + 1
*
0 | 0.12701987624895788073371439987790241823 | 0.022874266291054020816034931948927266374
f(z) = 124/67*z^3 - 258/67*z + 1
*
[ 3/2 ] 
f(z) = 124/69*z^3 - 256/69*z + 1
*
[ 3/2 ] 
f(z) = 124/75*z^3 - 254/75*z + 1
*
[ 1/5 ] 
f(z) = 125/61*z^3 - 249/61*z + 1
*
0 | 0.12732067432753694181667599655886409965 | 0.023109765830277921412602480865138523203
f(z) = 125/61*z^3 - 247/61*z + 1
*
[ 1/5 ] 
f(z) = 125/62*z^3 - 253/62*z + 1
*
0 | 0.11446215431758328382568109436510312371 | 0.020745470140927634641127514657500626838
f(z) = 125/62*z^3 - 249/62*z + 1
*
[ 1/5 ] 
f(z) = 125/63*z^3 - 257/63*z + 1
*
0 | 0.11371128466425159092733682168546645544 | 0.020579540884139550727432347435557722514
f(z) = 125/63*z^3 - 251/63*z + 1
*
0 | 0.10157907104082930730718024597587058097 | 0.018357477139059810789768632207093337173
f(z) = 125/64*z^3 - 253/64*z + 1
*
0 | 0.094024541678357717182362246982588375463 | 0.016944179578704250499636515112608511035
f(z) = 125/66*z^3 - 257/66*z + 1
*
0 | 0.12718126200354850728145851676829752437 | 0.022887384779843364968429609402343044835
f(z) = 125/67*z^3 - 259/67*z + 1
*
6/5 | 0.15503209701070725033685641478403794744 | 0.028181207112500939372943261869205682236
f(z) = 125/78*z^3 - 245/78*z + 1
*
0 | 0.12747940543390999664338382049580773813 | 0.023121620193710097776829314496726218948
f(z) = 126/61*z^3 - 248/61*z + 1
*
0 | 0.12738749310768041191358659215601849420 | 0.022972663072215942012616348097033589979
f(z) = 126/65*z^3 - 256/65*z + 1
*
[ -5/3 ] 
f(z) = 126/65*z^3 - 246/65*z + 1
*
0 | 0.12734124765388448270675183683390738690 | 0.022900294622806628565036276574278164697
f(z) = 126/67*z^3 - 260/67*z + 1
*
0 | 0.081643954408272263520980500460219130592 | 0.014819059652317496755275922213961397780
f(z) = 127/60*z^3 - 247/60*z + 1
*
0 | 0.12763678310685227247258222262497684192 | 0.023133280066357282603035568767853620352
f(z) = 127/61*z^3 - 249/61*z + 1
*
0 | 0.11477867305275460575052207832815156856 | 0.020772717516039474914969956198076468850
f(z) = 127/62*z^3 - 251/62*z + 1
*
0 | 0.11402821512673485510408155694289672919 | 0.020607299623319526507568074514583946511
f(z) = 127/63*z^3 - 253/63*z + 1
*
0 | 0.10189641501694673532544586431631028331 | 0.018388660670358621371224464055839264087
f(z) = 127/64*z^3 - 255/64*z + 1
*
0 | 0.12754568859357842138752948245623636747 | 0.022985031497542855843313307532295559431
f(z) = 127/65*z^3 - 257/65*z + 1
*
0 | 0.094342718101013561528087531496637052752 | 0.016977800474207789095987105338363868048
f(z) = 127/66*z^3 - 259/66*z + 1
*
0 | 0.12779283031033608984688027181545129752 | 0.023144749589174645617772415255056440551
f(z) = 128/61*z^3 - 250/61*z + 1
*
0 | 0.11418466227918825973994186442672870289 | 0.020620872205475259462390622252980604171
f(z) = 128/63*z^3 - 254/63*z + 1
*
0 | 0.12770253912135919706357519614794549979 | 0.022997203053326702191931845189197317284
f(z) = 128/65*z^3 - 258/65*z + 1
*
[ 1/4 ] 
f(z) = 128/79*z^3 - 245/79*z + 1
*
0 | 0.12794756942673473227449625078512459129 | 0.023156032787936326731656744052928974863
f(z) = 129/61*z^3 - 251/61*z + 1
*
0 | 0.11508985498039641438896982374928067555 | 0.020799160300364636902309609647619136488
f(z) = 129/62*z^3 - 253/62*z + 1
*
0 | 0.10220839320225416215307715591531963751 | 0.018418992934782242753649414979858928143
f(z) = 129/64*z^3 - 257/64*z + 1
*
0 | 0.12785806745655919729404074925907247600 | 0.023009181863628550733366437201200949879
f(z) = 129/65*z^3 - 259/65*z + 1
*
0 | 0.12810102227636887981461850701029652101 | 0.023167133577260879293571996796363155550
f(z) = 130/61*z^3 - 252/61*z + 1
*
0 | 0.11449363330743636041109340430490461058 | 0.020647424623249735333341650649881585910
f(z) = 130/63*z^3 - 256/63*z + 1
*
0 | 0.082260640680887303745702557853305122667 | 0.014887583260063552984916415064743288080
f(z) = 131/60*z^3 - 251/60*z + 1
*
0 | 0.12825321013623573431497688027381793354 | 0.023178055764465866520873567385751220786
f(z) = 131/61*z^3 - 253/61*z + 1
*
0 | 0.11539587769257211142263947478108300371 | 0.020824831151262796268451233680407111802
f(z) = 131/62*z^3 - 255/62*z + 1
*
0 | 0.11464620064059165313412877874746952365 | 0.020660412451842684603768224394655014229
f(z) = 131/63*z^3 - 257/63*z + 1
*
0 | 0.10251518469509636894801481734320763244 | 0.018448507594050414773941836335306710479
f(z) = 131/64*z^3 - 259/64*z + 1
*
0 | 0.12840415375796165597075312376247727491 | 0.023188803053260178921883985128353246308
f(z) = 132/61*z^3 - 254/61*z + 1
*
0 | 0.082559902716418437296304824396183736324 | 0.014920312926571925372416648896372651052
f(z) = 133/60*z^3 - 253/60*z + 1
*
0 | 0.12855387338501676338956378734823173540 | 0.023199379047282143872803900148366857080
f(z) = 133/61*z^3 - 255/61*z + 1
*
0 | 0.11569691003136056232725042924256107251 | 0.020849760980263294495281606483140243308
f(z) = 133/62*z^3 - 257/62*z + 1
*
0 | 0.12870238876922773805988539796577576581 | 0.023209787253491034548133784952526984918
f(z) = 134/61*z^3 - 256/61*z + 1
*
0 | 0.11509647949466439878615523950865576607 | 0.020698268149842761907517606993322305126
f(z) = 134/63*z^3 - 260/63*z + 1
*
0 | 0.12884971918662300749110435743937483502 | 0.023220031085419151723617460633036903041
f(z) = 135/61*z^3 - 257/61*z + 1
*
0 | 0.11599311265637612915398250574117916865 | 0.020873979070156799802535612885814549604
f(z) = 135/62*z^3 - 259/62*z + 1
*
0 | 0.12899588345264254872610567111092434088 | 0.023230113866291246361572589305720955471
f(z) = 136/61*z^3 - 258/61*z + 1
*
-3/2 | 0.13383468712469727738356489858552326215 | 0.024135329926715845384011698665537504070
f(z) = 136/75*z^3 - 256/75*z + 1
*
0 | 0.083147263664036698078239377136574416074 | 0.014983983350015054420567980207607824686
f(z) = 137/60*z^3 - 257/60*z + 1
*
0 | 0.12914089993674274568402040950383871574 | 0.023240038832017671316930678565622733765
f(z) = 137/61*z^3 - 259/61*z + 1
*
0 | 0.12928478657642504091569362669040037027 | 0.023249809134067295097908414527055938067
f(z) = 138/61*z^3 - 260/61*z + 1
*
0 | 0.083432558219613831698474180958877501405 | 0.015014421409701896683516145845561154559
f(z) = 139/60*z^3 - 259/60*z + 1
*
[ -3/2 ] 
f(z) = 127/63*z^3 - 241/84*z + 1
*
[ -3/2 ] 
f(z) = 131/63*z^3 - 253/84*z + 1
*
[ -3/2 ] 
f(z) = 137/72*z^3 - 251/96*z + 1
*
[ -3/2 ] 
f(z) = 139/72*z^3 - 257/96*z + 1
*
6/11 | 0.13519466867990055430945175447935468512 | 0.021883439892637598822244931448348384690
f(z) = 121/68*z^3 - 241/102*z + 1
*
[ 6/5 ] 
f(z) = 125/68*z^3 - 253/102*z + 1
*
[ 6/5 ] 
f(z) = 125/76*z^3 - 251/114*z + 1
*
[ 4/11 ] 
f(z) = 121/62*z^3 - 249/124*z + 1
*
[ 4/11 ] 
f(z) = 125/64*z^3 - 243/121*z + 1
*
[ 2/5 ] 
f(z) = 125/67*z^3 - 241/134*z + 1
*
[ 2/5 ] 
f(z) = 125/69*z^3 - 247/138*z + 1
*
[ 4/11 ] 
f(z) = 129/64*z^3 - 244/121*z + 1
*
[ 4/11 ] 
f(z) = 133/64*z^3 - 245/121*z + 1
*
[ 4/11 ] 
f(z) = 137/64*z^3 - 246/121*z + 1
*
[ 2/5 ] 
f(z) = 125/71*z^3 - 253/142*z + 1
*
[ 2/5 ] 
f(z) = 125/73*z^3 - 259/146*z + 1
*
[ 3/4 ] 
f(z) = 130/63*z^3 - 251/168*z + 1
*
[ 3/4 ] 
f(z) = 134/63*z^3 - 257/168*z + 1
*
[ 2/3 ] 
f(z) = 123/62*z^3 - 257/186*z + 1
*
[ 3/5 ] 
f(z) = 125/61*z^3 - 257/183*z + 1
*
[ 3/5 ] 
f(z) = 125/62*z^3 - 259/186*z + 1
*
84/25 | 0.23868485873241483373624518736512100069 | 0.026900410496193436256283461427242527846
f(z) = 125/64*z^3 - 223/10*z + 1
*
[ 2 ] 
f(z) = 121/60*z^3 - 227/30*z + 1
*
[ 2 ] 
f(z) = 121/68*z^3 - 225/34*z + 1
*
[ 2 ] 
f(z) = 121/76*z^3 - 223/38*z + 1
*
[ 2 ] 
f(z) = 123/68*z^3 - 229/34*z + 1
*
[ 2 ] 
f(z) = 123/76*z^3 - 227/38*z + 1
*
[ 2 ] 
f(z) = 125/68*z^3 - 233/34*z + 1
*
[ 2 ] 
f(z) = 125/76*z^3 - 231/38*z + 1
*
[ 2 ] 
f(z) = 127/60*z^3 - 239/30*z + 1
*
[ 2 ] 
f(z) = 127/68*z^3 - 237/34*z + 1
*
[ 2 ] 
f(z) = 127/76*z^3 - 235/38*z + 1
*
35/16 | 0.18565600433362322131219969263799172196 | 0.026295110231890613429948487661453390149
f(z) = 128/75*z^3 - 233/30*z + 1
*
[ 2 ] 
f(z) = 129/76*z^3 - 239/38*z + 1
*
[ -2 ] 
f(z) = 133/60*z^3 - 221/30*z + 1
*
-4/45 | 0.16928769948993375541997058750165059999 | 0.018985307099207256138948612949903661159
f(z) = 135/64*z^3 - 233/30*z + 1
*
[ -2 ] 
f(z) = 137/60*z^3 - 229/30*z + 1
*
[ -2 ] 
f(z) = 137/68*z^3 - 223/34*z + 1
*
[ -2 ] 
f(z) = 139/60*z^3 - 233/30*z + 1
*
[ -2 ] 
f(z) = 139/68*z^3 - 227/34*z + 1
*
[ -2 ] 
f(z) = 139/76*z^3 - 221/38*z + 1
*
[ 12/7 ] 
f(z) = 133/64*z^3 - 239/42*z + 1
*
-8/5 | 0.20602206857501351789885793423707442051 | 0.027389779796093814379130394363990529639
f(z) = 135/64*z^3 - 231/40*z + 1
*
-14/9 | 0.077224564127701852876559975575826106884 | 0.011382570987585952712355655075733734952
f(z) = 135/64*z^3 - 221/48*z + 1
*
3/11 | 0.10652714013933245407672860320928054574 | 0.019604819692588657760700396447232127719
f(z) = 121/60*z^3 - 229/60*z + 1
*
[ 8/33 ] 
f(z) = 121/64*z^3 - 233/72*z + 1
*
-14/11 | 0.086309084720932961720918989801268684441 | 0.015988603807118709716532135578191631385
f(z) = 121/70*z^3 - 221/70*z + 1
*
-35/22 | 0.10635790555931347832116071854053287915 | 0.015063842727593725781640199315405298522
f(z) = 121/75*z^3 - 233/60*z + 1
*
[ -20/11 ] 
f(z) = 121/75*z^3 - 227/60*z + 1
*
-3/2 | 0.12978419186789576914104570863402883626 | 0.023884952484319757989117116231751191435
f(z) = 124/75*z^3 - 229/75*z + 1
*
[ 7/5 ] 
f(z) = 125/63*z^3 - 227/63*z + 1
*
6/5 | 0.12115558964767406325462677596708384402 | 0.022191353049383701043808785439839244582
f(z) = 125/66*z^3 - 235/66*z + 1
*
[ 7/5 ] 
f(z) = 125/77*z^3 - 223/77*z + 1
*
[ -13/8 ] 
f(z) = 128/65*z^3 - 233/65*z + 1
*
[ 1/4 ] 
f(z) = 128/71*z^3 - 221/71*z + 1
*
[ 1/4 ] 
f(z) = 128/73*z^3 - 227/73*z + 1
*
[ 1/4 ] 
f(z) = 128/75*z^3 - 233/75*z + 1
*
[ 1/4 ] 
f(z) = 128/77*z^3 - 239/77*z + 1
*
[ 11/8 ] 
f(z) = 128/77*z^3 - 221/77*z + 1
*
2/7 | 0.17691656880983435220224812224473588989 | 0.023533897986547343601042683464221048620
f(z) = 133/72*z^3 - 230/63*z + 1
*
[ 4/3 ] 
f(z) = 135/68*z^3 - 223/68*z + 1
*
[ 4/3 ] 
f(z) = 135/76*z^3 - 221/76*z + 1
*
[ -3/2 ] 
f(z) = 121/63*z^3 - 223/84*z + 1
*
[ -3/2 ] 
f(z) = 125/63*z^3 - 235/84*z + 1
*
[ 3/10 ] 
f(z) = 125/72*z^3 - 239/96*z + 1
*
[ -3/2 ] 
f(z) = 127/72*z^3 - 221/96*z + 1
*
[ -3/2 ] 
f(z) = 131/72*z^3 - 233/96*z + 1
*
[ -3/2 ] 
f(z) = 133/72*z^3 - 239/96*z + 1
*
[ 2/5 ] 
f(z) = 125/61*z^3 - 223/122*z + 1
*
[ 2/5 ] 
f(z) = 125/63*z^3 - 229/126*z + 1
*
[ 24/25 ] 
f(z) = 125/64*z^3 - 221/120*z + 1
*
[ 5/12 ] 
f(z) = 128/75*z^3 - 229/135*z + 1
*
[ 1/2 ] 
f(z) = 126/79*z^3 - 221/158*z + 1
*
[ 1/2 ] 
f(z) = 130/79*z^3 - 223/158*z + 1
*
[ 6/7 ] 
f(z) = 131/72*z^3 - 221/147*z + 1
*
[ 1/2 ] 
f(z) = 134/77*z^3 - 221/154*z + 1
*
[ 1/2 ] 
f(z) = 134/79*z^3 - 225/158*z + 1
*
[ -4/3 ] 
f(z) = 135/74*z^3 - 221/148*z + 1
*
[ 6/7 ] 
f(z) = 137/72*z^3 - 230/147*z + 1
*
[ 1/2 ] 
f(z) = 138/77*z^3 - 223/154*z + 1
*
[ 1/2 ] 
f(z) = 138/79*z^3 - 227/158*z + 1
*
[ 6/7 ] 
f(z) = 139/72*z^3 - 233/147*z + 1
*
[ 3/4 ] 
f(z) = 122/63*z^3 - 239/168*z + 1
*
[ -32/25 ] 
f(z) = 125/64*z^3 - 227/160*z + 1
*
[ 21/32 ] 
f(z) = 128/63*z^3 - 235/168*z + 1
*
[ 6 ] 
f(z) = 137/72*z^3 - 203/3*z + 1
*
[ -6 ] 
f(z) = 137/72*z^3 - 202/3*z + 1
*
[ 6 ] 
f(z) = 139/72*z^3 - 206/3*z + 1
*
[ -6 ] 
f(z) = 139/72*z^3 - 205/3*z + 1
*
[ 24/11 ] 
f(z) = 121/64*z^3 - 203/24*z + 1
*
[ -2 ] 
f(z) = 127/60*z^3 - 209/30*z + 1
*
[ -2 ] 
f(z) = 127/68*z^3 - 203/34*z + 1
*
[ -2 ] 
f(z) = 129/68*z^3 - 207/34*z + 1
*
[ -2 ] 
f(z) = 129/76*z^3 - 201/38*z + 1
*
[ -2 ] 
f(z) = 131/60*z^3 - 217/30*z + 1
*
[ -2 ] 
f(z) = 131/68*z^3 - 211/34*z + 1
*
[ -2 ] 
f(z) = 131/76*z^3 - 205/38*z + 1
*
[ -2 ] 
f(z) = 133/68*z^3 - 215/34*z + 1
*
-28/15 | 0.19164786700431516160019760794781547453 | 0.021830406167823287337876999814123572797
f(z) = 135/64*z^3 - 203/30*z + 1
*
[ -2 ] 
f(z) = 135/68*z^3 - 219/34*z + 1
*
[ -2 ] 
f(z) = 135/76*z^3 - 213/38*z + 1
*
[ -2 ] 
f(z) = 137/76*z^3 - 217/38*z + 1
*
[ 4/21 ] 
f(z) = 135/64*z^3 - 212/49*z + 1
*
[ 8/5 ] 
f(z) = 135/64*z^3 - 201/40*z + 1
*
[ 15/11 ] 
f(z) = 121/60*z^3 - 209/60*z + 1
*
[ 5/22 ] 
f(z) = 121/75*z^3 - 209/60*z + 1
*
[ 3/11 ] 
f(z) = 121/75*z^3 - 209/75*z + 1
*
13/11 | 0.14544506574735600479013228815221050053 | 0.027176554781523794474047757697585658702
f(z) = 121/78*z^3 - 211/78*z + 1
*
5/4 | 0.19938796296509861024196605668645301343 | 0.028802285093793792091436390117905275959
f(z) = 124/75*z^3 - 203/60*z + 1
*
[ -8/5 ] 
f(z) = 125/72*z^3 - 203/72*z + 1
*
2/5 | 0.14459234757696167214999433028324380128 | 0.026922750485079728871876902200320583979
f(z) = 125/78*z^3 - 215/78*z + 1
*
9/8 | 0.14867649595429514477673084949681570890 | 0.027611966251350393692490728488123945414
f(z) = 128/63*z^3 - 218/63*z + 1
*
[ 1/4 ] 
f(z) = 128/65*z^3 - 203/65*z + 1
*
[ 1/4 ] 
f(z) = 128/67*z^3 - 209/67*z + 1
*
[ 1/4 ] 
f(z) = 128/69*z^3 - 215/69*z + 1
*
3/8 | 0.12461520655252815762063070534171447468 | 0.023143341223156274743652641480193380531
f(z) = 128/75*z^3 - 218/75*z + 1
*
[ 4/15 ] 
f(z) = 129/64*z^3 - 217/75*z + 1
*
1/3 | 0.15851394081524979891822460059419598739 | 0.029724788979204244194981616538553427336
f(z) = 135/64*z^3 - 207/64*z + 1
*
[ -3/2 ] 
f(z) = 121/72*z^3 - 203/96*z + 1
*
3/4 | 0.15873728465670358229750610101716455346 | 0.024719187463345563343118730208876224073
f(z) = 124/63*z^3 - 205/84*z + 1
*
[ 3/10 ] 
f(z) = 125/63*z^3 - 211/84*z + 1
*
6/25 | 0.16728139422210560645719974225440604382 | 0.024861142417164320218840226383991576247
f(z) = 125/64*z^3 - 209/80*z + 1
*
[ -3/2 ] 
f(z) = 125/72*z^3 - 215/96*z + 1
*
[ 20/19 ] 
f(z) = 133/64*z^3 - 214/95*z + 1
*
[ 10/11 ] 
f(z) = 121/65*z^3 - 213/130*z + 1
*
-24/25 | 0.21551646355319532164777577466571907615 | 0.028596875803057530817478317955169929782
f(z) = 125/64*z^3 - 211/120*z + 1
*
[ 5/6 ] 
f(z) = 126/65*z^3 - 201/130*z + 1
*
[ 7/16 ] 
f(z) = 128/63*z^3 - 211/126*z + 1
*
13/16 | 0.14286514215262632081289396607992652232 | 0.025763854012436349946396198971589683655
f(z) = 128/65*z^3 - 209/130*z + 1
*
[ 1/2 ] 
f(z) = 130/69*z^3 - 203/138*z + 1
*
[ 1/2 ] 
f(z) = 134/69*z^3 - 205/138*z + 1
*
[ 1/2 ] 
f(z) = 138/67*z^3 - 203/134*z + 1
*
[ 6/7 ] 
f(z) = 121/72*z^3 - 206/147*z + 1
*
[ 1/2 ] 
f(z) = 122/71*z^3 - 203/142*z + 1
*
[ 1/2 ] 
f(z) = 122/73*z^3 - 207/146*z + 1
*
[ 1/2 ] 
f(z) = 122/75*z^3 - 211/150*z + 1
*
[ 1/2 ] 
f(z) = 122/77*z^3 - 215/154*z + 1
*
[ 1/2 ] 
f(z) = 122/79*z^3 - 219/158*z + 1
*
[ 6/7 ] 
f(z) = 125/72*z^3 - 212/147*z + 1
*
[ 1/2 ] 
f(z) = 126/71*z^3 - 205/142*z + 1
*
[ 1/2 ] 
f(z) = 126/73*z^3 - 209/146*z + 1
*
[ 6/7 ] 
f(z) = 127/72*z^3 - 215/147*z + 1
*
[ 1/2 ] 
f(z) = 130/71*z^3 - 207/142*z + 1
*
[ 1/2 ] 
f(z) = 130/73*z^3 - 211/146*z + 1
*
[ 1/2 ] 
f(z) = 130/77*z^3 - 219/154*z + 1
*
[ 2/3 ] 
f(z) = 131/64*z^3 - 203/144*z + 1
*
[ 2/3 ] 
f(z) = 133/64*z^3 - 205/144*z + 1
*
[ 1/2 ] 
f(z) = 134/71*z^3 - 209/142*z + 1
*
[ 1/2 ] 
f(z) = 134/73*z^3 - 213/146*z + 1
*
[ 1/2 ] 
f(z) = 134/75*z^3 - 217/150*z + 1
*
[ 3/4 ] 
f(z) = 136/75*z^3 - 203/150*z + 1
*
[ 2/3 ] 
f(z) = 137/64*z^3 - 209/144*z + 1
*
[ 1/2 ] 
f(z) = 138/71*z^3 - 211/142*z + 1
*
[ 1/2 ] 
f(z) = 138/73*z^3 - 215/146*z + 1
*
[ 2/3 ] 
f(z) = 139/64*z^3 - 211/144*z + 1
*
[ 18/5 ] 
f(z) = 125/72*z^3 - 196/9*z + 1
*
[ -18/5 ] 
f(z) = 125/72*z^3 - 191/9*z + 1
*
[ 6 ] 
f(z) = 125/72*z^3 - 185/3*z + 1
*
[ -6 ] 
f(z) = 125/72*z^3 - 184/3*z + 1
*
[ 6 ] 
f(z) = 127/72*z^3 - 188/3*z + 1
*
[ -6 ] 
f(z) = 127/72*z^3 - 187/3*z + 1
*
[ 6 ] 
f(z) = 131/72*z^3 - 194/3*z + 1
*
[ -6 ] 
f(z) = 131/72*z^3 - 193/3*z + 1
*
[ 6 ] 
f(z) = 133/72*z^3 - 197/3*z + 1
*
[ -6 ] 
f(z) = 133/72*z^3 - 196/3*z + 1
*
-12/5 | 0.24840672134849445895755040906144652013 | 0.026394919800496999448579852801936998475
f(z) = 135/64*z^3 - 191/15*z + 1
*
4/45 | 0.22750134968662551672994445184955026241 | 0.024269868401160217778676260255655858402
f(z) = 135/64*z^3 - 184/15*z + 1
*
[ -2 ] 
f(z) = 121/60*z^3 - 197/30*z + 1
*
[ -24/11 ] 
f(z) = 121/64*z^3 - 181/24*z + 1
*
[ -2 ] 
f(z) = 121/68*z^3 - 191/34*z + 1
*
21/11 | 0.17077749812022979811114195378908036204 | 0.026980257213430379055371975544179209566
f(z) = 121/72*z^3 - 187/24*z + 1
*
[ -2 ] 
f(z) = 121/76*z^3 - 185/38*z + 1
*
[ -2 ] 
f(z) = 123/68*z^3 - 195/34*z + 1
*
[ -2 ] 
f(z) = 123/76*z^3 - 189/38*z + 1
*
[ -2 ] 
f(z) = 125/68*z^3 - 199/34*z + 1
*
[ -2 ] 
f(z) = 125/76*z^3 - 193/38*z + 1
*
[ -2 ] 
f(z) = 127/76*z^3 - 197/38*z + 1
*
15/8 | 0.13152809060741219445690622852427248540 | 0.019168409173883633579303075638106539338
f(z) = 128/75*z^3 - 191/30*z + 1
*
-36/25 | 0.26291696721381730971972253291339487013 | 0.027860234195801983437258871699865308198
f(z) = 125/64*z^3 - 196/45*z + 1
*
-8/5 | 0.20890452775839487896978454353894313329 | 0.028660529574935769842597067187522718996
f(z) = 125/64*z^3 - 183/40*z + 1
*
-46/25 | 0.20734284659740656986896697874696630235 | 0.028161460858434107799428210705186020038
f(z) = 125/72*z^3 - 197/45*z + 1
*
[ 3/16 ] 
f(z) = 128/63*z^3 - 185/42*z + 1
*
[ 3/2 ] 
f(z) = 130/63*z^3 - 181/42*z + 1
*
[ 3/2 ] 
f(z) = 134/63*z^3 - 187/42*z + 1
*
12/11 | 0.15135370183461827026544359959404061740 | 0.028593422605790698183453110045256408958
f(z) = 121/60*z^3 - 199/60*z + 1
*
-1/11 | 0.15685886737615241268821992244435156157 | 0.029718730551226877633241478438472876620
f(z) = 121/65*z^3 - 196/65*z + 1
*
[ 3/11 ] 
f(z) = 121/69*z^3 - 193/69*z + 1
*
[ 14/11 ] 
f(z) = 121/70*z^3 - 181/70*z + 1
*
-14/11 | 0.20366333943012910498750795821000378134 | 0.027899862036934317381740256623588319951
f(z) = 121/72*z^3 - 185/63*z + 1
*
-13/11 | 0.14249934735184391371654152411068692628 | 0.027411643499033710059134221151659998158
f(z) = 121/78*z^3 - 181/78*z + 1
*
2/5 | 0.13424961021989066840927311753556899975 | 0.025716563145937743287138174236815348496
f(z) = 125/66*z^3 - 185/66*z + 1
*
[ 1/4 ] 
f(z) = 128/61*z^3 - 191/61*z + 1
*
[ 1/4 ] 
f(z) = 128/63*z^3 - 197/63*z + 1
*
[ 5/4 ] 
f(z) = 128/65*z^3 - 187/65*z + 1
*
[ 6/5 ] 
f(z) = 131/72*z^3 - 184/75*z + 1
*
[ 6/5 ] 
f(z) = 133/72*z^3 - 187/75*z + 1
*
[ -3/2 ] 
f(z) = 136/69*z^3 - 191/69*z + 1
*
[ -3/2 ] 
f(z) = 136/75*z^3 - 181/75*z + 1
*
[ 6/5 ] 
f(z) = 137/72*z^3 - 193/75*z + 1
*
[ 6/5 ] 
f(z) = 139/72*z^3 - 196/75*z + 1
*
[ 12/11 ] 
f(z) = 121/63*z^3 - 185/84*z + 1
*
-16/15 | 0.12946445587353863780332882861929620097 | 0.019411424087580390381029127554148047046
f(z) = 135/64*z^3 - 197/80*z + 1
*
[ -15/11 ] 
f(z) = 121/63*z^3 - 193/105*z + 1
*
-33/25 | 0.18084039159379342183540833805742910513 | 0.028090613219166052388634833610708663185
f(z) = 125/63*z^3 - 188/105*z + 1
*
6/25 | 0.17859986920252332727235755624816255996 | 0.027742584510826265095180934051778632960
f(z) = 125/63*z^3 - 187/105*z + 1
*
[ 6/11 ] 
f(z) = 121/69*z^3 - 187/138*z + 1
*
[ 1/2 ] 
f(z) = 122/63*z^3 - 187/126*z + 1
*
[ 1/2 ] 
f(z) = 122/65*z^3 - 191/130*z + 1
*
[ 1/2 ] 
f(z) = 122/67*z^3 - 195/134*z + 1
*
[ 1/2 ] 
f(z) = 122/69*z^3 - 199/138*z + 1
*
[ 5/6 ] 
f(z) = 124/75*z^3 - 182/135*z + 1
*
[ 4/5 ] 
f(z) = 125/62*z^3 - 191/124*z + 1
*
[ 4/5 ] 
f(z) = 125/66*z^3 - 193/132*z + 1
*
[ 24/25 ] 
f(z) = 125/72*z^3 - 197/120*z + 1
*
[ 1/2 ] 
f(z) = 126/61*z^3 - 185/122*z + 1
*
[ 1/2 ] 
f(z) = 126/65*z^3 - 193/130*z + 1
*
[ 1/2 ] 
f(z) = 126/67*z^3 - 197/134*z + 1
*
[ 5/6 ] 
f(z) = 128/75*z^3 - 187/135*z + 1
*
[ 15/32 ] 
f(z) = 128/75*z^3 - 181/120*z + 1
*
[ 1/2 ] 
f(z) = 130/61*z^3 - 187/122*z + 1
*
[ 1/2 ] 
f(z) = 130/63*z^3 - 191/126*z + 1
*
[ 1/2 ] 
f(z) = 130/67*z^3 - 199/134*z + 1
*
[ 1/2 ] 
f(z) = 134/61*z^3 - 189/122*z + 1
*
[ 1/2 ] 
f(z) = 134/63*z^3 - 193/126*z + 1
*
[ 1/2 ] 
f(z) = 134/65*z^3 - 197/130*z + 1
*
[ 2/3 ] 
f(z) = 135/61*z^3 - 181/122*z + 1
*
[ 2/3 ] 
f(z) = 135/67*z^3 - 187/134*z + 1
*
[ -5/4 ] 
f(z) = 136/65*z^3 - 191/130*z + 1
*
[ 3/4 ] 
f(z) = 136/69*z^3 - 199/138*z + 1
*
[ 5/6 ] 
f(z) = 136/75*z^3 - 197/135*z + 1
*
[ 1/2 ] 
f(z) = 138/61*z^3 - 191/122*z + 1
*
[ 1/2 ] 
f(z) = 138/65*z^3 - 199/130*z + 1
*
[ 2/3 ] 
f(z) = 121/64*z^3 - 193/144*z + 1
*
[ 6/11 ] 
f(z) = 121/75*z^3 - 197/150*z + 1
*
[ 8/11 ] 
f(z) = 121/76*z^3 - 185/152*z + 1
*
[ 2/3 ] 
f(z) = 125/64*z^3 - 197/144*z + 1
*
[ 4/5 ] 
f(z) = 125/74*z^3 - 197/148*z + 1
*
[ 4/5 ] 
f(z) = 125/78*z^3 - 199/156*z + 1
*
[ 2/3 ] 
f(z) = 126/71*z^3 - 183/142*z + 1
*
[ 2/3 ] 
f(z) = 126/73*z^3 - 185/146*z + 1
*
[ 2/3 ] 
f(z) = 126/79*z^3 - 191/158*z + 1
*
[ 2/3 ] 
f(z) = 127/64*z^3 - 199/144*z + 1
*
[ 11/16 ] 
f(z) = 128/77*z^3 - 191/154*z + 1
*
[ 2/3 ] 
f(z) = 135/71*z^3 - 191/142*z + 1
*
[ 2/3 ] 
f(z) = 135/73*z^3 - 193/146*z + 1
*
[ 2/3 ] 
f(z) = 135/77*z^3 - 197/154*z + 1
*
[ 2/3 ] 
f(z) = 135/79*z^3 - 199/158*z + 1
*
[ 36/11 ] 
f(z) = 121/64*z^3 - 176/9*z + 1
*
[ 28/11 ] 
f(z) = 121/64*z^3 - 163/14*z + 1
*
[ 6 ] 
f(z) = 121/72*z^3 - 179/3*z + 1
*
[ -6 ] 
f(z) = 121/72*z^3 - 178/3*z + 1
*
[ 30/11 ] 
f(z) = 121/72*z^3 - 178/15*z + 1
*
[ -30/11 ] 
f(z) = 121/72*z^3 - 167/15*z + 1
*
-44/15 | 0.23246359160041649979823031345703914921 | 0.026864708417112922675639476556961311007
f(z) = 135/64*z^3 - 179/10*z + 1
*
[ -12/5 ] 
f(z) = 135/64*z^3 - 161/15*z + 1
*
[ 5/2 ] 
f(z) = 136/75*z^3 - 161/15*z + 1
*
20/11 | 0.25047758287238700528356696891229331964 | 0.026965600905674607342554347681561718165
f(z) = 121/64*z^3 - 169/25*z + 1
*
[ 24/11 ] 
f(z) = 121/72*z^3 - 179/24*z + 1
*
[ 2/11 ] 
f(z) = 121/76*z^3 - 173/38*z + 1
*
4/3 | 0.18024114180402633979176999091463690993 | 0.020912004499410277674652087574742137698
f(z) = 135/64*z^3 - 173/30*z + 1
*
4/15 | 0.21868425681728065484716085284417861553 | 0.025476600973306093681136940777102105233
f(z) = 135/64*z^3 - 167/30*z + 1
*
[ 3/2 ] 
f(z) = 122/63*z^3 - 169/42*z + 1
*
[ 2/9 ] 
f(z) = 135/64*z^3 - 173/48*z + 1
*
[ 3/11 ] 
f(z) = 121/60*z^3 - 169/60*z + 1
*
[ -17/11 ] 
f(z) = 121/68*z^3 - 177/68*z + 1
*
10/11 | 0.12546816546120075861412567426478488510 | 0.024239670786882741035021605174605861428
f(z) = 121/70*z^3 - 177/70*z + 1
*
9/11 | 0.088509831882410854809290101103913185612 | 0.017253719186488484796438701257621333581
f(z) = 121/72*z^3 - 169/72*z + 1
*
[ 6/5 ] 
f(z) = 121/72*z^3 - 169/75*z + 1
*
10/11 | 0.10997844372986556023523293248125936977 | 0.016437159802890623007653428670980904021
f(z) = 121/75*z^3 - 161/60*z + 1
*
[ -3/2 ] 
f(z) = 124/69*z^3 - 164/69*z + 1
*
-5/4 | 0.18861211184375612886801742051705260604 | 0.028036272913336416696537223167821900967
f(z) = 124/75*z^3 - 167/60*z + 1
*
-28/25 | 0.22647140867939224886950560718526953087 | 0.026172220419973020994780699730851106510
f(z) = 125/64*z^3 - 179/70*z + 1
*
[ 6/5 ] 
f(z) = 125/66*z^3 - 169/66*z + 1
*
[ 6/5 ] 
f(z) = 125/78*z^3 - 167/78*z + 1
*
[ 1/3 ] 
f(z) = 126/79*z^3 - 172/79*z + 1
*
[ 6/5 ] 
f(z) = 127/72*z^3 - 178/75*z + 1
*
7/8 | 0.11759162286096386851335689769365883327 | 0.022896463773313978258181910808470346004
f(z) = 128/63*z^3 - 170/63*z + 1
*
[ -3/2 ] 
f(z) = 128/69*z^3 - 173/69*z + 1
*
[ -3/2 ] 
f(z) = 128/75*z^3 - 163/75*z + 1
*
[ 2/7 ] 
f(z) = 133/72*z^3 - 167/63*z + 1
*
[ 1/3 ] 
f(z) = 135/73*z^3 - 161/73*z + 1
*
[ 1/3 ] 
f(z) = 135/74*z^3 - 163/74*z + 1
*
[ 1/3 ] 
f(z) = 135/76*z^3 - 167/76*z + 1
*
[ 1/3 ] 
f(z) = 135/77*z^3 - 169/77*z + 1
*
[ 1/3 ] 
f(z) = 135/79*z^3 - 173/79*z + 1
*
[ 21/25 ] 
f(z) = 125/63*z^3 - 167/105*z + 1
*
[ 12/19 ] 
f(z) = 133/64*z^3 - 161/114*z + 1
*
[ 8/11 ] 
f(z) = 121/60*z^3 - 173/120*z + 1
*
[ 8/11 ] 
f(z) = 121/68*z^3 - 179/136*z + 1
*
[ -15/11 ] 
f(z) = 121/72*z^3 - 167/120*z + 1
*
[ 2/3 ] 
f(z) = 126/61*z^3 - 173/122*z + 1
*
[ 2/3 ] 
f(z) = 126/65*z^3 - 177/130*z + 1
*
[ 2/3 ] 
f(z) = 126/67*z^3 - 179/134*z + 1
*
[ 9/16 ] 
f(z) = 128/63*z^3 - 179/126*z + 1
*
[ 5/2 ] 
f(z) = 124/75*z^3 - 146/15*z + 1
*
[ 5/2 ] 
f(z) = 128/75*z^3 - 151/15*z + 1
*
-2 | 0.10251273868712366925256652434360775494 | 0.016181824909057778388722800577509579369
f(z) = 133/64*z^3 - 141/16*z + 1
*
[ 4/45 ] 
f(z) = 135/64*z^3 - 154/15*z + 1
*
[ 20/9 ] 
f(z) = 135/64*z^3 - 148/15*z + 1
*
-2 | 0.10282577407911647044359848946362359199 | 0.016195231230364091370904827048906019644
f(z) = 135/64*z^3 - 143/16*z + 1
*
[ -5/2 ] 
f(z) = 136/75*z^3 - 149/15*z + 1
*
-2 | 0.10313314465090341558847200382864349034 | 0.016208186255458922003401213080902409809
f(z) = 137/64*z^3 - 145/16*z + 1
*
-2 | 0.10343507056787167500654670738800659440 | 0.016220715017750203162776925992416039676
f(z) = 139/64*z^3 - 147/16*z + 1
*
[ 2/11 ] 
f(z) = 121/68*z^3 - 155/34*z + 1
*
[ -24/11 ] 
f(z) = 121/72*z^3 - 157/24*z + 1
*
-20/11 | 0.19784174462773523895348454604383189253 | 0.029855163915824803241439156054231338701
f(z) = 121/75*z^3 - 151/30*z + 1
*
5/4 | 0.12103925998561744597753996483877707589 | 0.018302166634932790544134551347309946030
f(z) = 128/75*z^3 - 149/30*z + 1
*
44/45 | 0.21181571339553676765112418771953654621 | 0.025130650714521461495176160492922115907
f(z) = 135/64*z^3 - 143/30*z + 1
*
-6/5 | 0.18040219566351238399139861496195508654 | 0.028413647253343132941830951749458705777
f(z) = 125/64*z^3 - 143/48*z + 1
*
2/25 | 0.16218586706202039070882642712895586312 | 0.022708630145691811866863273879053417347
f(z) = 125/72*z^3 - 158/45*z + 1
*
-21/16 | 0.17456786231838862693709523971553334539 | 0.028362613670670759849687648698676566958
f(z) = 128/63*z^3 - 157/42*z + 1
*
-8/7 | 0.17061006573365327674816730557362658351 | 0.023867069647441268726155482992436291271
f(z) = 133/64*z^3 - 159/56*z + 1
*
[ 8/7 ] 
f(z) = 133/64*z^3 - 145/56*z + 1
*
[ -8/5 ] 
f(z) = 135/64*z^3 - 151/40*z + 1
*
5/11 | 0.10659111062069264455991280769709107784 | 0.021081077685729706201018538912008825309
f(z) = 121/60*z^3 - 157/60*z + 1
*
-12/11 | 0.12232376307983651611627249633992410147 | 0.024445458764115242374085841024752872312
f(z) = 121/60*z^3 - 149/60*z + 1
*
7/11 | 0.13523234874179171920697009653505382954 | 0.027061557791286080767400253533506913164
f(z) = 121/63*z^3 - 148/63*z + 1
*
[ 13/11 ] 
f(z) = 121/65*z^3 - 159/65*z + 1
*
-14/11 | 0.11141837217418408893717952890486756799 | 0.022514402525532483674214498382751366921
f(z) = 121/70*z^3 - 141/70*z + 1
*
[ 14/11 ] 
f(z) = 121/72*z^3 - 158/63*z + 1
*
1/11 | 0.082171037364258634329937269631959124633 | 0.016511037483048558601725252429430506308
f(z) = 121/72*z^3 - 145/72*z + 1
*
[ 4/11 ] 
f(z) = 121/76*z^3 - 149/76*z + 1
*
[ -3/2 ] 
f(z) = 124/75*z^3 - 154/75*z + 1
*
[ 5/4 ] 
f(z) = 124/75*z^3 - 143/60*z + 1
*
3/5 | 0.13321785105691305174405129770022021601 | 0.026414162591609682194314980947638822369
f(z) = 125/66*z^3 - 155/66*z + 1
*
[ 1/3 ] 
f(z) = 126/65*z^3 - 144/65*z + 1
*
[ 1/3 ] 
f(z) = 126/67*z^3 - 148/67*z + 1
*
[ 1/3 ] 
f(z) = 126/71*z^3 - 156/71*z + 1
*
[ 1/3 ] 
f(z) = 126/73*z^3 - 160/73*z + 1
*
[ 9/8 ] 
f(z) = 128/63*z^3 - 155/63*z + 1
*
5/8 | 0.13691227953266366407140306372673854673 | 0.027181569957012784723654496803743984411
f(z) = 128/65*z^3 - 154/65*z + 1
*
[ 3/8 ] 
f(z) = 128/75*z^3 - 143/75*z + 1
*
[ 1/3 ] 
f(z) = 135/64*z^3 - 143/64*z + 1
*
[ 1/3 ] 
f(z) = 135/67*z^3 - 149/67*z + 1
*
[ 1/3 ] 
f(z) = 135/68*z^3 - 151/68*z + 1
*
[ 1/3 ] 
f(z) = 135/71*z^3 - 157/71*z + 1
*
[ 21/22 ] 
f(z) = 121/63*z^3 - 151/84*z + 1
*
[ 4/7 ] 
f(z) = 135/64*z^3 - 141/98*z + 1
*
[ 4/7 ] 
f(z) = 139/64*z^3 - 143/98*z + 1
*
[ 6/11 ] 
f(z) = 121/76*z^3 - 149/114*z + 1
*
[ 2/3 ] 
f(z) = 129/76*z^3 - 143/114*z + 1
*
[ 3/5 ] 
f(z) = 130/63*z^3 - 148/105*z + 1
*
[ 5/8 ] 
f(z) = 136/75*z^3 - 157/120*z + 1
*
[ 4/33 ] 
f(z) = 121/64*z^3 - 131/18*z + 1
*
-2 | 0.10050114405715268502008633894354365700 | 0.016090205920360095136997029051764807093
f(z) = 121/64*z^3 - 129/16*z + 1
*
-2 | 0.10085374671511457143930989367825694021 | 0.016106984054239869919052619179862886374
f(z) = 123/64*z^3 - 131/16*z + 1
*
[ -5/2 ] 
f(z) = 124/75*z^3 - 134/15*z + 1
*
-2 | 0.10119898915251580865636362848415392322 | 0.016123106135367032950404413955702230387
f(z) = 125/64*z^3 - 133/16*z + 1
*
-2 | 0.10153720836452463952738882384437843415 | 0.016138614407987375570317598076434864155
f(z) = 127/64*z^3 - 135/16*z + 1
*
[ -5/2 ] 
f(z) = 128/75*z^3 - 139/15*z + 1
*
-2 | 0.10186871648789878492422696281494710062 | 0.016153547356033542348453243066410772514
f(z) = 129/64*z^3 - 137/16*z + 1
*
[ 2 ] 
f(z) = 129/64*z^3 - 121/16*z + 1
*
-2 | 0.10219380335023183076079402183757367739 | 0.016167940128921996821402089905417957379
f(z) = 131/64*z^3 - 139/16*z + 1
*
[ 2 ] 
f(z) = 131/64*z^3 - 123/16*z + 1
*
[ 2 ] 
f(z) = 133/64*z^3 - 125/16*z + 1
*
[ 2 ] 
f(z) = 135/64*z^3 - 127/16*z + 1
*
[ 2 ] 
f(z) = 137/64*z^3 - 129/16*z + 1
*
[ 2 ] 
f(z) = 139/64*z^3 - 131/16*z + 1
*
[ 21/11 ] 
f(z) = 121/63*z^3 - 137/21*z + 1
*
-21/11 | 0.15058711664083824526313138419741765982 | 0.025207886830145917486235827740268956127
f(z) = 121/72*z^3 - 131/24*z + 1
*
36/25 | 0.21163232912170413871408486609253172357 | 0.025193695545137946333998735013823007903
f(z) = 125/64*z^3 - 139/30*z + 1
*
15/16 | 0.18512486312599043590345762622642897917 | 0.028352425799546436268659400215364240770
f(z) = 128/75*z^3 - 137/30*z + 1
*
-12/7 | 0.25511657387646376690990721892952723691 | 0.028100054546283122697029171407042858577
f(z) = 133/64*z^3 - 137/21*z + 1
*
-68/45 | 0.11492639103006790691713506367222829021 | 0.013705016920881792504182109176892773381
f(z) = 135/64*z^3 - 137/30*z + 1
*
[ 6/5 ] 
f(z) = 125/64*z^3 - 127/48*z + 1
*
-92/75 | 0.21497360192224820301876942519074892857 | 0.024006860643931860644139804247531354746
f(z) = 125/64*z^3 - 121/45*z + 1
*
[ 21/16 ] 
f(z) = 128/63*z^3 - 137/42*z + 1
*
[ -3/2 ] 
f(z) = 130/63*z^3 - 125/42*z + 1
*
[ 6/19 ] 
f(z) = 133/72*z^3 - 134/57*z + 1
*
[ -3/2 ] 
f(z) = 134/63*z^3 - 131/42*z + 1
*
[ 12/11 ] 
f(z) = 121/60*z^3 - 139/60*z + 1
*
[ 4/11 ] 
f(z) = 121/68*z^3 - 135/68*z + 1
*
-16/11 | 0.14249783866499464914499614930830699595 | 0.028878020351520322829339884156438462810
f(z) = 121/78*z^3 - 139/78*z + 1
*
[ -7/5 ] 
f(z) = 125/63*z^3 - 137/63*z + 1
*
[ 2/5 ] 
f(z) = 125/74*z^3 - 131/74*z + 1
*
[ 2/5 ] 
f(z) = 125/78*z^3 - 137/78*z + 1
*
[ 1/3 ] 
f(z) = 126/61*z^3 - 136/61*z + 1
*
[ 3/8 ] 
f(z) = 128/69*z^3 - 133/69*z + 1
*
[ 1/3 ] 
f(z) = 135/61*z^3 - 137/61*z + 1
*
[ 1/3 ] 
f(z) = 135/62*z^3 - 139/62*z + 1
*
[ -4/3 ] 
f(z) = 135/68*z^3 - 121/68*z + 1
*
[ 10/11 ] 
f(z) = 121/64*z^3 - 133/80*z + 1
*
[ 20/33 ] 
f(z) = 121/64*z^3 - 121/90*z + 1
*
[ 4/7 ] 
f(z) = 123/64*z^3 - 135/98*z + 1
*
[ 3/4 ] 
f(z) = 124/63*z^3 - 121/84*z + 1
*
[ 4/7 ] 
f(z) = 127/64*z^3 - 137/98*z + 1
*
[ 4/9 ] 
f(z) = 127/64*z^3 - 133/81*z + 1
*
[ 4/7 ] 
f(z) = 131/64*z^3 - 139/98*z + 1
*
[ 4/9 ] 
f(z) = 131/64*z^3 - 134/81*z + 1
*
[ 4/9 ] 
f(z) = 139/64*z^3 - 136/81*z + 1
*
[ 6/11 ] 
f(z) = 121/68*z^3 - 139/102*z + 1
*
[ 2/3 ] 
f(z) = 123/68*z^3 - 133/102*z + 1
*
[ 2/3 ] 
f(z) = 123/76*z^3 - 139/114*z + 1
*
[ 2/3 ] 
f(z) = 129/68*z^3 - 137/102*z + 1
*
[ 5/7 ] 
f(z) = 133/75*z^3 - 137/105*z + 1
*
[ 2 ] 
f(z) = 121/64*z^3 - 113/16*z + 1
*
[ 2 ] 
f(z) = 123/64*z^3 - 115/16*z + 1
*
[ 2 ] 
f(z) = 125/64*z^3 - 117/16*z + 1
*
[ -2 ] 
f(z) = 125/64*z^3 - 101/16*z + 1
*
[ 12/5 ] 
f(z) = 125/72*z^3 - 113/12*z + 1
*
[ -12/5 ] 
f(z) = 125/72*z^3 - 103/12*z + 1
*
[ 2 ] 
f(z) = 127/64*z^3 - 119/16*z + 1
*
[ -2 ] 
f(z) = 127/64*z^3 - 103/16*z + 1
*
[ -2 ] 
f(z) = 129/64*z^3 - 105/16*z + 1
*
[ -2 ] 
f(z) = 131/64*z^3 - 107/16*z + 1
*
[ -2 ] 
f(z) = 133/64*z^3 - 109/16*z + 1
*
[ 8/3 ] 
f(z) = 135/64*z^3 - 115/8*z + 1
*
[ -2 ] 
f(z) = 135/64*z^3 - 111/16*z + 1
*
[ -8/3 ] 
f(z) = 135/64*z^3 - 109/8*z + 1
*
[ -2 ] 
f(z) = 137/64*z^3 - 113/16*z + 1
*
[ -2 ] 
f(z) = 139/64*z^3 - 115/16*z + 1
*
[ -21/11 ] 
f(z) = 121/63*z^3 - 115/21*z + 1
*
[ -3/2 ] 
f(z) = 122/63*z^3 - 113/42*z + 1
*
[ 6/5 ] 
f(z) = 125/63*z^3 - 113/42*z + 1
*
[ -36/25 ] 
f(z) = 125/64*z^3 - 106/45*z + 1
*
15/16 | 0.14879611555606037303288663781717060306 | 0.025952774895090927976403777662622659928
f(z) = 128/63*z^3 - 103/42*z + 1
*
3/4 | 0.13484245079387169137675687902533891343 | 0.023363740167679786360394997109304283634
f(z) = 136/63*z^3 - 107/42*z + 1
*
[ 1/2 ] 
f(z) = 120/71*z^3 - 101/71*z + 1
*
[ 1/2 ] 
f(z) = 120/73*z^3 - 103/73*z + 1
*
[ 1/2 ] 
f(z) = 120/77*z^3 - 107/77*z + 1
*
[ 1/2 ] 
f(z) = 120/79*z^3 - 109/79*z + 1
*
8/11 | 0.091314855712895686954959145731929976045 | 0.019040626325254445173661452556117900195
f(z) = 121/60*z^3 - 109/60*z + 1
*
[ 5/11 ] 
f(z) = 121/65*z^3 - 103/65*z + 1
*
[ 10/11 ] 
f(z) = 121/70*z^3 - 107/70*z + 1
*
15/22 | 0.17882877261002837007298148378166734100 | 0.028220560292680664316437028698118550959
f(z) = 121/75*z^3 - 113/60*z + 1
*
10/11 | 0.18453134978123704005372414090544617038 | 0.029645693245218601053530276144498834306
f(z) = 121/75*z^3 - 101/60*z + 1
*
[ 6/11 ] 
f(z) = 121/78*z^3 - 101/78*z + 1
*
[ 1/2 ] 
f(z) = 124/71*z^3 - 102/71*z + 1
*
[ 1/2 ] 
f(z) = 124/73*z^3 - 104/73*z + 1
*
-5/4 | 0.18453238339765792977590533810818073784 | 0.029373535195530051424146865111961762086
f(z) = 124/75*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 124/75*z^3 - 106/75*z + 1
*
[ 1/2 ] 
f(z) = 124/77*z^3 - 108/77*z + 1
*
[ 1/2 ] 
f(z) = 124/79*z^3 - 110/79*z + 1
*
[ 2/5 ] 
f(z) = 125/62*z^3 - 113/62*z + 1
*
[ 8/15 ] 
f(z) = 125/64*z^3 - 103/72*z + 1
*
[ 2/5 ] 
f(z) = 125/66*z^3 - 119/66*z + 1
*
[ -7/5 ] 
f(z) = 125/77*z^3 - 113/77*z + 1
*
[ 7/8 ] 
f(z) = 128/63*z^3 - 107/63*z + 1
*
[ 1/2 ] 
f(z) = 128/69*z^3 - 101/69*z + 1
*
[ 1/2 ] 
f(z) = 128/71*z^3 - 103/71*z + 1
*
[ 1/2 ] 
f(z) = 128/73*z^3 - 105/73*z + 1
*
[ 1/2 ] 
f(z) = 128/75*z^3 - 107/75*z + 1
*
[ 1/2 ] 
f(z) = 128/79*z^3 - 111/79*z + 1
*
[ 1/2 ] 
f(z) = 132/71*z^3 - 104/71*z + 1
*
[ 1/2 ] 
f(z) = 132/73*z^3 - 106/73*z + 1
*
[ 1/2 ] 
f(z) = 132/79*z^3 - 112/79*z + 1
*
[ -4/3 ] 
f(z) = 135/76*z^3 - 107/76*z + 1
*
[ 1/2 ] 
f(z) = 136/67*z^3 - 101/67*z + 1
*
[ 1/2 ] 
f(z) = 136/69*z^3 - 103/69*z + 1
*
[ 1/2 ] 
f(z) = 136/71*z^3 - 105/71*z + 1
*
[ 1/2 ] 
f(z) = 136/73*z^3 - 107/73*z + 1
*
[ 1/2 ] 
f(z) = 136/75*z^3 - 109/75*z + 1
*
[ 1/2 ] 
f(z) = 136/77*z^3 - 111/77*z + 1
*
[ 1/2 ] 
f(z) = 136/79*z^3 - 113/79*z + 1
*
[ 2/3 ] 
f(z) = 121/72*z^3 - 101/81*z + 1
*
[ 16/25 ] 
f(z) = 125/64*z^3 - 109/80*z + 1
*
[ 2/3 ] 
f(z) = 125/72*z^3 - 103/81*z + 1
*
[ 2/3 ] 
f(z) = 127/72*z^3 - 104/81*z + 1
*
[ 2/3 ] 
f(z) = 131/72*z^3 - 106/81*z + 1
*
[ 2/3 ] 
f(z) = 133/72*z^3 - 107/81*z + 1
*
[ 2/3 ] 
f(z) = 137/72*z^3 - 109/81*z + 1
*
[ 2/3 ] 
f(z) = 139/72*z^3 - 110/81*z + 1
*
-4/33 | 0.24661125436697146358266187676415207714 | 0.028237086887727894550880664498845993195
f(z) = 121/64*z^3 - 97/9*z + 1
*
18/11 | 0.090685916982384397400189498157366307694 | 0.015436082761988988548951213706075687859
f(z) = 121/64*z^3 - 89/16*z + 1
*
52/33 | 0.085192190205587167359004932777712409508 | 0.010710108514756577218438866210954625418
f(z) = 121/64*z^3 - 89/18*z + 1
*
[ -2 ] 
f(z) = 123/64*z^3 - 99/16*z + 1
*
-15/8 | 0.18276719118758228850807488528778178116 | 0.029554138234837321408580973436219668442
f(z) = 128/75*z^3 - 97/15*z + 1
*
[ 15/8 ] 
f(z) = 128/75*z^3 - 83/15*z + 1
*
4/45 | 0.20418206642061897108996254778947252111 | 0.023463329476068423411878351272642019622
f(z) = 135/64*z^3 - 94/15*z + 1
*
3/11 | 0.16725359578627577105111782499097741441 | 0.029816282511633692849686394189892871149
f(z) = 121/72*z^3 - 91/24*z + 1
*
[ 3/2 ] 
f(z) = 124/63*z^3 - 86/21*z + 1
*
[ 28/25 ] 
f(z) = 125/64*z^3 - 82/35*z + 1
*
4/5 | 0.14265075944315408715954474214235105035 | 0.027775770640462545069166027712536698182
f(z) = 125/72*z^3 - 85/36*z + 1
*
[ 3/2 ] 
f(z) = 128/63*z^3 - 89/21*z + 1
*
[ -12/7 ] 
f(z) = 133/64*z^3 - 95/21*z + 1
*
[ 3/2 ] 
f(z) = 136/63*z^3 - 95/21*z + 1
*
4/15 | 0.11586283563130944206896779733635252315 | 0.013314234369872396479676026440652913270
f(z) = 125/64*z^3 - 94/45*z + 1
*
[ 8/25 ] 
f(z) = 125/64*z^3 - 93/40*z + 1
*
[ 4/9 ] 
f(z) = 129/64*z^3 - 89/54*z + 1
*
[ 4/5 ] 
f(z) = 137/64*z^3 - 81/50*z + 1
*
[ 1/2 ] 
f(z) = 120/61*z^3 - 91/61*z + 1
*
[ 1/2 ] 
f(z) = 120/67*z^3 - 97/67*z + 1
*
[ 5/11 ] 
f(z) = 121/60*z^3 - 97/60*z + 1
*
[ 9/11 ] 
f(z) = 121/63*z^3 - 95/63*z + 1
*
[ 7/11 ] 
f(z) = 121/63*z^3 - 85/63*z + 1
*
[ 28/33 ] 
f(z) = 121/64*z^3 - 97/63*z + 1
*
8/11 | 0.090747860806733500444284539598603826153 | 0.018922398704433353782235906109663677620
f(z) = 121/70*z^3 - 99/70*z + 1
*
[ 7/11 ] 
f(z) = 121/70*z^3 - 89/70*z + 1
*
[ 9/11 ] 
f(z) = 121/72*z^3 - 97/72*z + 1
*
[ 8/11 ] 
f(z) = 121/72*z^3 - 91/72*z + 1
*
5/22 | 0.17882877261002837007298148378166734100 | 0.028926935703477122506334628146921873343
f(z) = 121/75*z^3 - 89/60*z + 1
*
[ 1/2 ] 
f(z) = 124/61*z^3 - 92/61*z + 1
*
[ 1/2 ] 
f(z) = 124/63*z^3 - 94/63*z + 1
*
[ 1/2 ] 
f(z) = 124/65*z^3 - 96/65*z + 1
*
[ 1/2 ] 
f(z) = 124/67*z^3 - 98/67*z + 1
*
[ 1/2 ] 
f(z) = 124/69*z^3 - 100/69*z + 1
*
[ 3/5 ] 
f(z) = 125/66*z^3 - 89/66*z + 1
*
[ 4/5 ] 
f(z) = 125/68*z^3 - 97/68*z + 1
*
[ 3/5 ] 
f(z) = 125/69*z^3 - 91/69*z + 1
*
[ 12/25 ] 
f(z) = 125/72*z^3 - 89/60*z + 1
*
[ 4/5 ] 
f(z) = 125/76*z^3 - 99/76*z + 1
*
[ 3/5 ] 
f(z) = 125/78*z^3 - 97/78*z + 1
*
[ 1/2 ] 
f(z) = 128/61*z^3 - 93/61*z + 1
*
[ 1/2 ] 
f(z) = 128/63*z^3 - 95/63*z + 1
*
[ 1/2 ] 
f(z) = 128/65*z^3 - 97/65*z + 1
*
[ 5/8 ] 
f(z) = 128/65*z^3 - 89/65*z + 1
*
[ 1/2 ] 
f(z) = 128/67*z^3 - 99/67*z + 1
*
[ 3/4 ] 
f(z) = 128/69*z^3 - 95/69*z + 1
*
[ 3/4 ] 
f(z) = 128/75*z^3 - 97/75*z + 1
*
[ 1/2 ] 
f(z) = 132/61*z^3 - 94/61*z + 1
*
[ 1/2 ] 
f(z) = 132/65*z^3 - 98/65*z + 1
*
[ 1/2 ] 
f(z) = 132/67*z^3 - 100/67*z + 1
*
[ 2/3 ] 
f(z) = 135/62*z^3 - 91/62*z + 1
*
[ 2/3 ] 
f(z) = 135/74*z^3 - 97/74*z + 1
*
[ 1/2 ] 
f(z) = 136/61*z^3 - 95/61*z + 1
*
[ 1/2 ] 
f(z) = 136/63*z^3 - 97/63*z + 1
*
[ 1/2 ] 
f(z) = 136/65*z^3 - 99/65*z + 1
*
-4/33 | 0.25393855114103618385210675901449757306 | 0.029775879131784730931447840413259888804
f(z) = 121/64*z^3 - 79/9*z + 1
*
[ -28/11 ] 
f(z) = 121/64*z^3 - 76/7*z + 1
*
-16/11 | 0.12067380160572044225647987310954652280 | 0.021470675222081823428569689355138608515
f(z) = 121/64*z^3 - 69/16*z + 1
*
-20/11 | 0.22448821005005423041502611884059408330 | 0.029266710380079242868860034850122243220
f(z) = 121/64*z^3 - 67/10*z + 1
*
16/11 | 0.11345016181595674249505904489014496152 | 0.020402204144033640430535382255539523855
f(z) = 121/64*z^3 - 65/16*z + 1
*
-2 | 0.086526532818753653575573187416234354496 | 0.013835769322402634176934863619585003458
f(z) = 121/72*z^3 - 65/9*z + 1
*
-44/25 | 0.15972891999377124438114073085493140603 | 0.020992461007416116806271536758270573406
f(z) = 125/64*z^3 - 63/10*z + 1
*
[ 4 ] 
f(z) = 125/64*z^3 - 61/2*z + 1
*
42/25 | 0.17939282837586275768424425636443391131 | 0.023891052482808514572931596732975321066
f(z) = 125/72*z^3 - 76/15*z + 1
*
6/5 | 0.083432733082403287102333567535413548575 | 0.011212971242277857027483875142320027488
f(z) = 125/72*z^3 - 71/15*z + 1
*
-2 | 0.087254066024415682051439323379589747969 | 0.013884819099652670393911053288413514562
f(z) = 125/72*z^3 - 67/9*z + 1
*
[ -4 ] 
f(z) = 127/64*z^3 - 61/2*z + 1
*
-2 | 0.087605674398563941302176106756529822919 | 0.013907982262643477477441925945443265892
f(z) = 127/72*z^3 - 68/9*z + 1
*
[ -15/8 ] 
f(z) = 128/75*z^3 - 67/15*z + 1
*
[ 4 ] 
f(z) = 129/64*z^3 - 63/2*z + 1
*
[ -4 ] 
f(z) = 131/64*z^3 - 63/2*z + 1
*
[ 4/3 ] 
f(z) = 131/64*z^3 - 61/18*z + 1
*
-2 | 0.088286575036032856104172271110839716232 | 0.013951873739168993320474506833019179531
f(z) = 131/72*z^3 - 70/9*z + 1
*
[ 2 ] 
f(z) = 131/72*z^3 - 61/9*z + 1
*
[ 4/19 ] 
f(z) = 133/64*z^3 - 73/19*z + 1
*
[ 4 ] 
f(z) = 133/64*z^3 - 65/2*z + 1
*
-2 | 0.088616571317022372140874002372521130290 | 0.013972701792721487027474934325293773264
f(z) = 133/72*z^3 - 71/9*z + 1
*
[ 2 ] 
f(z) = 133/72*z^3 - 62/9*z + 1
*
68/45 | 0.24547334720915882995213264940167424198 | 0.028914539239422590427353514553741853328
f(z) = 135/64*z^3 - 76/15*z + 1
*
[ -4 ] 
f(z) = 135/64*z^3 - 65/2*z + 1
*
4/5 | 0.14430062977410975794316369492399730073 | 0.017348483581021870644031539460653565554
f(z) = 135/64*z^3 - 64/15*z + 1
*
[ 4 ] 
f(z) = 137/64*z^3 - 67/2*z + 1
*
-2 | 0.089257217185426763837260332580010764172 | 0.014012339819102915666387245069093420863
f(z) = 137/72*z^3 - 73/9*z + 1
*
[ 2 ] 
f(z) = 137/72*z^3 - 64/9*z + 1
*
[ -4 ] 
f(z) = 139/64*z^3 - 67/2*z + 1
*
[ 4/3 ] 
f(z) = 139/64*z^3 - 65/18*z + 1
*
-2 | 0.089568423455038891041031313697674449563 | 0.014031225872872682228572578411034241762
f(z) = 139/72*z^3 - 74/9*z + 1
*
[ 2 ] 
f(z) = 139/72*z^3 - 65/9*z + 1
*
10/11 | 0.099455550078965975970232798525150182874 | 0.019745182837596769707903631162494628255
f(z) = 121/60*z^3 - 77/30*z + 1
*
6/11 | 0.14798517136127224176955644846775368646 | 0.029694392554311244764665250418939159096
f(z) = 121/60*z^3 - 73/30*z + 1
*
[ 4/11 ] 
f(z) = 121/72*z^3 - 71/36*z + 1
*
[ 3/11 ] 
f(z) = 121/72*z^3 - 67/24*z + 1
*
[ 2/5 ] 
f(z) = 125/68*z^3 - 61/34*z + 1
*
[ 2/5 ] 
f(z) = 125/76*z^3 - 67/38*z + 1
*
[ -3/2 ] 
f(z) = 128/63*z^3 - 61/21*z + 1
*
[ 5/16 ] 
f(z) = 128/75*z^3 - 71/30*z + 1
*
[ -3/2 ] 
f(z) = 136/63*z^3 - 67/21*z + 1
*
[ 5/4 ] 
f(z) = 136/75*z^3 - 79/30*z + 1
*
[ 4/5 ] 
f(z) = 121/64*z^3 - 73/50*z + 1
*
[ 6/11 ] 
f(z) = 121/64*z^3 - 67/48*z + 1
*
[ 4/7 ] 
f(z) = 121/64*z^3 - 67/49*z + 1
*
[ 10/11 ] 
f(z) = 121/72*z^3 - 67/45*z + 1
*
[ 2/3 ] 
f(z) = 123/64*z^3 - 65/48*z + 1
*
[ 4/7 ] 
f(z) = 125/64*z^3 - 68/49*z + 1
*
[ -21/16 ] 
f(z) = 128/63*z^3 - 73/42*z + 1
*
[ 4/5 ] 
f(z) = 129/64*z^3 - 77/50*z + 1
*
[ 4/7 ] 
f(z) = 129/64*z^3 - 69/49*z + 1
*
[ 2/3 ] 
f(z) = 129/64*z^3 - 67/48*z + 1
*
[ 4/5 ] 
f(z) = 133/64*z^3 - 79/50*z + 1
*
[ 3/4 ] 
f(z) = 136/63*z^3 - 65/42*z + 1
*
[ 4/7 ] 
f(z) = 137/64*z^3 - 71/49*z + 1
*
[ 15/22 ] 
f(z) = 121/75*z^3 - 73/60*z + 1
*
[ 4 ] 
f(z) = 121/64*z^3 - 59/2*z + 1
*
[ 16/11 ] 
f(z) = 121/64*z^3 - 59/16*z + 1
*
-18/11 | 0.13563159655958910983707532249044621420 | 0.024981205071246944978501292737205737859
f(z) = 121/64*z^3 - 57/16*z + 1
*
[ -20/11 ] 
f(z) = 121/64*z^3 - 47/10*z + 1
*
2/11 | 0.17918366620143473509361784844705107661 | 0.029102530091613361590808351007163299905
f(z) = 121/72*z^3 - 59/9*z + 1
*
[ 2 ] 
f(z) = 121/72*z^3 - 56/9*z + 1
*
[ -2 ] 
f(z) = 121/72*z^3 - 47/9*z + 1
*
-18/11 | 0.13884482140599669012176779307121896349 | 0.023678982740901052567155830766493026458
f(z) = 121/72*z^3 - 44/9*z + 1
*
[ 2/11 ] 
f(z) = 121/72*z^3 - 41/9*z + 1
*
10/11 | 0.15703280546961175000785153590044560662 | 0.027612710734635440096365593514933961591
f(z) = 121/75*z^3 - 59/15*z + 1
*
-15/11 | 0.092502928011137609345530578938214731128 | 0.017150410779419892897919094947707922208
f(z) = 121/75*z^3 - 44/15*z + 1
*
[ 15/11 ] 
f(z) = 121/75*z^3 - 41/15*z + 1
*
[ -4 ] 
f(z) = 123/64*z^3 - 59/2*z + 1
*
[ -12/5 ] 
f(z) = 125/64*z^3 - 59/6*z + 1
*
[ 4/25 ] 
f(z) = 125/64*z^3 - 53/10*z + 1
*
4/5 | 0.15609138076129610650189295502958599952 | 0.021598555786555709500454814896433235302
f(z) = 125/64*z^3 - 43/10*z + 1
*
-52/25 | 0.14386333651704822458443635364152487919 | 0.018274265622952331875319206401059308149
f(z) = 125/64*z^3 - 41/5*z + 1
*
[ 2 ] 
f(z) = 125/72*z^3 - 58/9*z + 1
*
[ -2 ] 
f(z) = 125/72*z^3 - 49/9*z + 1
*
[ 6/25 ] 
f(z) = 125/72*z^3 - 49/15*z + 1
*
[ 4/3 ] 
f(z) = 127/64*z^3 - 59/18*z + 1
*
[ 2 ] 
f(z) = 127/72*z^3 - 59/9*z + 1
*
[ -2 ] 
f(z) = 127/72*z^3 - 50/9*z + 1
*
[ -2 ] 
f(z) = 131/72*z^3 - 52/9*z + 1
*
[ -2 ] 
f(z) = 133/72*z^3 - 53/9*z + 1
*
[ -2 ] 
f(z) = 137/72*z^3 - 55/9*z + 1
*
[ -2 ] 
f(z) = 139/72*z^3 - 56/9*z + 1
*
[ 6/11 ] 
f(z) = 121/60*z^3 - 43/30*z + 1
*
[ 3/11 ] 
f(z) = 121/63*z^3 - 59/21*z + 1
*
[ 10/11 ] 
f(z) = 121/75*z^3 - 43/30*z + 1
*
[ 4/9 ] 
f(z) = 123/64*z^3 - 44/27*z + 1
*
[ -3/2 ] 
f(z) = 124/63*z^3 - 58/21*z + 1
*
3/5 | 0.14346146357299815427284305476479225632 | 0.028096943907120057760202588034335174759
f(z) = 125/72*z^3 - 55/24*z + 1
*
[ 4/5 ] 
f(z) = 125/72*z^3 - 49/36*z + 1
*
3/4 | 0.13407982311778572685320843832128791613 | 0.026551217089220305478215284467978445027
f(z) = 128/63*z^3 - 52/21*z + 1
*
[ 3/8 ] 
f(z) = 128/63*z^3 - 41/21*z + 1
*
[ 15/16 ] 
f(z) = 128/75*z^3 - 47/30*z + 1
*
[ 8/9 ] 
f(z) = 135/64*z^3 - 43/24*z + 1
*
[ 2/3 ] 
f(z) = 135/68*z^3 - 47/34*z + 1
*
[ 2/3 ] 
f(z) = 135/76*z^3 - 49/38*z + 1
*
[ 4/5 ] 
f(z) = 139/64*z^3 - 41/25*z + 1
*
[ 6/11 ] 
f(z) = 121/63*z^3 - 59/42*z + 1
*
[ 18/25 ] 
f(z) = 125/72*z^3 - 58/45*z + 1
*
[ 8/15 ] 
f(z) = 135/64*z^3 - 59/40*z + 1
*
[ -16/11 ] 
f(z) = 121/64*z^3 - 37/16*z + 1
*
10/11 | 0.077016353395549478824136902384241840897 | 0.015772983343701702816312301877500633330
f(z) = 121/64*z^3 - 33/16*z + 1
*
[ -4 ] 
f(z) = 121/64*z^3 - 29*z + 1
*
[ 20/11 ] 
f(z) = 121/64*z^3 - 29/5*z + 1
*
12/11 | 0.17680022583106727776442205166760618684 | 0.025874345787499535096179770216445607473
f(z) = 121/64*z^3 - 29/6*z + 1
*
[ -4/3 ] 
f(z) = 121/64*z^3 - 29/18*z + 1
*
[ 4/3 ] 
f(z) = 121/64*z^3 - 28/9*z + 1
*
[ 18/11 ] 
f(z) = 121/72*z^3 - 37/9*z + 1
*
[ -18/11 ] 
f(z) = 121/72*z^3 - 26/9*z + 1
*
[ 12/11 ] 
f(z) = 121/72*z^3 - 23/12*z + 1
*
[ 5/11 ] 
f(z) = 121/75*z^3 - 23/15*z + 1
*
[ 4 ] 
f(z) = 123/64*z^3 - 30*z + 1
*
[ 8/5 ] 
f(z) = 125/64*z^3 - 37/8*z + 1
*
[ 12/5 ] 
f(z) = 125/64*z^3 - 32/3*z + 1
*
[ -4/3 ] 
f(z) = 125/64*z^3 - 31/18*z + 1
*
[ -4 ] 
f(z) = 125/64*z^3 - 30*z + 1
*
[ 4/3 ] 
f(z) = 125/64*z^3 - 29/9*z + 1
*
[ 2/5 ] 
f(z) = 125/64*z^3 - 29/16*z + 1
*
[ -8/5 ] 
f(z) = 125/64*z^3 - 27/8*z + 1
*
[ 4/15 ] 
f(z) = 125/64*z^3 - 26/9*z + 1
*
4/5 | 0.086951155324155036692042824194280036203 | 0.013171962461581059254232006815990947629
f(z) = 125/64*z^3 - 23/10*z + 1
*
[ 12/25 ] 
f(z) = 125/64*z^3 - 23/15*z + 1
*
[ 4 ] 
f(z) = 127/64*z^3 - 31*z + 1
*
[ 5/4 ] 
f(z) = 128/75*z^3 - 37/15*z + 1
*
[ -4 ] 
f(z) = 129/64*z^3 - 31*z + 1
*
-4/3 | 0.17055309006354440517521096412343708150 | 0.025836561821963248395021443548770514103
f(z) = 129/64*z^3 - 23/6*z + 1
*
[ 4 ] 
f(z) = 131/64*z^3 - 32*z + 1
*
[ -4/3 ] 
f(z) = 133/64*z^3 - 35/18*z + 1
*
[ -4 ] 
f(z) = 133/64*z^3 - 32*z + 1
*
[ 4/3 ] 
f(z) = 133/64*z^3 - 31/9*z + 1
*
[ 4 ] 
f(z) = 135/64*z^3 - 33*z + 1
*
4/9 | 0.15513760728847602046688899328344471539 | 0.020377116135903666944532697232449718253
f(z) = 135/64*z^3 - 31/15*z + 1
*
[ 4/15 ] 
f(z) = 135/64*z^3 - 29/10*z + 1
*
[ 2/3 ] 
f(z) = 135/64*z^3 - 23/16*z + 1
*
[ -4/3 ] 
f(z) = 137/64*z^3 - 37/18*z + 1
*
[ -4 ] 
f(z) = 137/64*z^3 - 33*z + 1
*
[ 4/3 ] 
f(z) = 137/64*z^3 - 32/9*z + 1
*
[ 4 ] 
f(z) = 139/64*z^3 - 34*z + 1
*
[ 4/5 ] 
f(z) = 123/64*z^3 - 37/25*z + 1
*
[ 3/5 ] 
f(z) = 125/63*z^3 - 29/21*z + 1
*
[ 3/5 ] 
f(z) = 125/72*z^3 - 31/24*z + 1
*
[ 4/5 ] 
f(z) = 127/64*z^3 - 38/25*z + 1
*
[ 3/4 ] 
f(z) = 128/63*z^3 - 31/21*z + 1
*
[ 4/5 ] 
f(z) = 131/64*z^3 - 39/25*z + 1
*
[ 6/7 ] 
f(z) = 133/72*z^3 - 32/21*z + 1
*
-12/11 | 0.10705080584800609971139713315937881398 | 0.015070526847256064893418685149475650284
f(z) = 121/64*z^3 - 19/9*z + 1
*
[ 12/11 ] 
f(z) = 121/64*z^3 - 13/6*z + 1
*
-28/11 | 0.18369222149132377795946154890459992781 | 0.027648710881807919630042854097775046682
f(z) = 121/64*z^3 - 12*z + 1
*
[ 8/11 ] 
f(z) = 121/64*z^3 - 11/8*z + 1
*
[ 4/11 ] 
f(z) = 121/64*z^3 - 2*z + 1
*
[ -12/11 ]
f(z) = 121/64*z^3 - 1/3*z + 1
*
[ 6/11 ] 
f(z) = 121/72*z^3 - 4/3*z + 1
*
[ -12/11 ]
f(z) = 121/72*z^3 - 1/12*z + 1
*
[ -15/11 ] 
f(z) = 121/75*z^3 - 19/15*z + 1
*
[ 4/3 ] 
f(z) = 123/64*z^3 - 19/6*z + 1
*
-4/3 | 0.17036514303404545798073986212280731770 | 0.025983056583579753590841976606200728181
f(z) = 123/64*z^3 - 11/3*z + 1
*
[ -4/3 ] 
f(z) = 123/64*z^3 - 5/3*z + 1
*
[ 4/5 ] 
f(z) = 125/64*z^3 - 3/2*z + 1
*
[ 2/5 ] 
f(z) = 125/72*z^3 - 16/9*z + 1
*
[ 6/5 ] 
f(z) = 125/72*z^3 - 7/3*z + 1
*
[ -6/5 ]
f(z) = 125/72*z^3 - 2/3*z + 1
*
[ -4/3 ] 
f(z) = 127/64*z^3 - 16/9*z + 1
*
[ 5/8 ] 
f(z) = 128/75*z^3 - 19/15*z + 1
*
[ -4/3 ] 
f(z) = 129/64*z^3 - 11/6*z + 1
*
[ 4/3 ] 
f(z) = 129/64*z^3 - 10/3*z + 1
*
[ -4/3 ] 
f(z) = 131/64*z^3 - 17/9*z + 1
*
[ 4/7 ] 
f(z) = 133/64*z^3 - 10/7*z + 1
*
-4/3 | 0.11053544120380877665130515850158068673 | 0.015680443350820425551724085315393465617
f(z) = 135/64*z^3 - 18/5*z + 1
*
[ 4/5 ] 
f(z) = 135/64*z^3 - 8/5*z + 1
*
[ 4/3 ] 
f(z) = 135/64*z^3 - 7/2*z + 1
*
[ 4/9 ] 
f(z) = 135/64*z^3 - 5/3*z + 1
*
[ -4/3 ] 
f(z) = 135/64*z^3 - 2*z + 1
*
[ -4/3 ] 
f(z) = 139/64*z^3 - 19/9*z + 1
*
[ -4/11 ]
f(z) = 121/64*z^3 + 7/2*z + 1
*
[ -6/11 ]
f(z) = 121/72*z^3 + 7/3*z + 1
*
[ -4/5 ]
f(z) = 125/64*z^3 + z + 1
*
[ 22/5 ] 
f(z) = 125/88*z^3 - 294/11*z + 1
*
[ -22/5 ] 
f(z) = 125/88*z^3 - 289/11*z + 1
*
[ 9/2 ] 
f(z) = 128/81*z^3 - 281/9*z + 1
*
[ 9/2 ] 
f(z) = 136/81*z^3 - 299/9*z + 1
*
[ -9/2 ] 
f(z) = 136/81*z^3 - 295/9*z + 1
*
-36/11 | 0.18857773691144784230566707462129721277 | 0.026609949267789787726956886111355285684
f(z) = 121/80*z^3 - 299/20*z + 1
*
9/22 | 0.19115387555931466390048751897510690764 | 0.024308539265876079035879950774807600284
f(z) = 121/81*z^3 - 289/36*z + 1
*
[ 30/11 ] 
f(z) = 121/90*z^3 - 281/30*z + 1
*
[ 12/5 ] 
f(z) = 125/81*z^3 - 299/36*z + 1
*
[ 22/9 ] 
f(z) = 135/88*z^3 - 283/33*z + 1
*
-2 | 0.10033983043983073501342898761934228575 | 0.015847713989298682501195882466844188922
f(z) = 129/92*z^3 - 281/46*z + 1
*
-2 | 0.080886470550480036159164192258162051126 | 0.012760948177550616338271972129123042596
f(z) = 131/84*z^3 - 283/42*z + 1
*
-2 | 0.10072476389315509273122614051644384619 | 0.015873075317540371731570237002863142031
f(z) = 131/92*z^3 - 285/46*z + 1
*
-2 | 0.10109925409558197298608075840654306268 | 0.015897174273515816511188242653295967104
f(z) = 133/92*z^3 - 289/46*z + 1
*
-2 | 0.10146399667028487534164741510705152392 | 0.015920116990868723377024269977011433448
f(z) = 135/92*z^3 - 293/46*z + 1
*
-2 | 0.081921156206832423876743499447993080763 | 0.012840060004026133575581180610429546366
f(z) = 137/84*z^3 - 295/42*z + 1
*
-2 | 0.10181961097782546328893000270426327166 | 0.015941997004569388973979093633128494308
f(z) = 137/92*z^3 - 297/46*z + 1
*
-2 | 0.082251034098336415737556140502431439308 | 0.012864607270572188246438472989395643923
f(z) = 139/84*z^3 - 299/42*z + 1
*
4/3 | 0.092180055821101890174882626175778663667 | 0.013007402936717739901582856947279910346
f(z) = 123/80*z^3 - 299/60*z + 1
*
-4/25 | 0.18237746114984044336166683609046447074 | 0.023566256351152224714588647107537867424
f(z) = 125/96*z^3 - 287/60*z + 1
*
33/32 | 0.17803371571710714848033507965603197964 | 0.022640082794534968533394589473438381855
f(z) = 128/81*z^3 - 289/72*z + 1
*
[ 3/16 ] 
f(z) = 128/99*z^3 - 289/66*z + 1
*
0 | 0.12596049200007167286736456427511726164 | 0.022270274818840894040745401429613069455
f(z) = 120/83*z^3 - 286/83*z + 1
*
0 | 0.12580681889538994220287438118193012396 | 0.022082631993557088298861711472891673705
f(z) = 120/89*z^3 - 298/89*z + 1
*
0 | 0.10053474785905258857230326759212546624 | 0.017830511515326906950268999463415512593
f(z) = 121/80*z^3 - 281/80*z + 1
*
0 | 0.11261872174170061772480643400057056903 | 0.019948592872021293982384542158587083262
f(z) = 121/81*z^3 - 283/81*z + 1
*
0 | 0.11332134174702464839788769308974160201 | 0.020048042222283162567592961010448592275
f(z) = 121/82*z^3 - 285/82*z + 1
*
0 | 0.12613160156448137009299110648192871285 | 0.022286774082132505835484915845213648720
f(z) = 121/83*z^3 - 287/83*z + 1
*
0 | 0.12608112910811776424312222961454329708 | 0.022223505196272222130360626578113274001
f(z) = 121/85*z^3 - 291/85*z + 1
*
0 | 0.11322039608904325166178113662038748268 | 0.019932562596655952522970062551006666308
f(z) = 121/86*z^3 - 293/86*z + 1
*
0 | 0.10568677767046981571132804826228515384 | 0.018584004861679341243729460723688094907
f(z) = 121/87*z^3 - 295/87*z + 1
*
0 | 0.12597945940173265707925207079107484499 | 0.022099939729216316302376611947171772907
f(z) = 121/89*z^3 - 299/89*z + 1
*
[ 18/11 ] 
f(z) = 121/90*z^3 - 289/90*z + 1
*
15/11 | 0.12769678035361831160989123227497373709 | 0.022535680311811452555427102421763816969
f(z) = 121/96*z^3 - 289/96*z + 1
*
0 | 0.11278776268996738255769505700757809046 | 0.019966060727988176208436756147499567475
f(z) = 122/81*z^3 - 284/81*z + 1
*
0 | 0.12630113281770568573318440479981372976 | 0.022303022113739646061042713916892031191
f(z) = 122/83*z^3 - 288/83*z + 1
*
0 | 0.12625115553063144354622649268314144279 | 0.022240026594104679535233192584961610288
f(z) = 122/85*z^3 - 292/85*z + 1
*
0 | 0.10585627060157311718105464286732453468 | 0.018602738799063695619057354380783659452
f(z) = 122/87*z^3 - 296/87*z + 1
*
0 | 0.10087080808898498641393084207199544643 | 0.017867639164420227942102909141789742626
f(z) = 123/80*z^3 - 283/80*z + 1
*
0 | 0.12646911483958469717236084851478953840 | 0.022319024281193580502244568789199333794
f(z) = 123/83*z^3 - 289/83*z + 1
*
0 | 0.12641962301947577678812819711677567217 | 0.022256299538994506234521270703445346138
f(z) = 123/85*z^3 - 293/85*z + 1
*
0 | 0.11355938396711379439855997623112335189 | 0.019968327072231497987698010887024118752
f(z) = 123/86*z^3 - 295/86*z + 1
*
0 | 0.097820376270053521211956467477613208189 | 0.017160134121259073767815940252543298165
f(z) = 123/88*z^3 - 299/88*z + 1
*
0 | 0.11312125355428244391212901200666733699 | 0.020000250590512291897076727619664532632
f(z) = 124/81*z^3 - 286/81*z + 1
*
0 | 0.12663557590706664798629020938544200081 | 0.022334785796611999864369308464894918127
f(z) = 124/83*z^3 - 290/83*z + 1
*
0 | 0.12658656013601211674828250088018304959 | 0.022272329292087313531039168402527867395
f(z) = 124/85*z^3 - 294/85*z + 1
*
0 | 0.10619264618582074407601890514563639759 | 0.018639793508278777344644351871647195271
f(z) = 124/87*z^3 - 298/87*z + 1
*
[ 6/25 ] 
f(z) = 125/81*z^3 - 293/90*z + 1
*
0 | 0.11328575870468776510885715826634530807 | 0.020016982894517752692372000707032659556
f(z) = 125/81*z^3 - 287/81*z + 1
*
0 | 0.11398932890513683866472230102517549832 | 0.020116615846151239234599924539818385637
f(z) = 125/82*z^3 - 289/82*z + 1
*
0 | 0.12680054352373895536057716340378213656 | 0.022350311722490119868135368011991400944
f(z) = 125/83*z^3 - 291/83*z + 1
*
0 | 0.11389223051275951722158050523361133665 | 0.020003088964545006375213126021002261579
f(z) = 125/86*z^3 - 297/86*z + 1
*
0 | 0.10635958574693529494191992879015150547 | 0.018658124473578719337921224153223670000
f(z) = 125/87*z^3 - 299/87*z + 1
*
[ 8/5 ] 
f(z) = 125/88*z^3 - 287/88*z + 1
*
0 | 0.12696404444800280323871351001533223425 | 0.022365606977225488473883387369848019887
f(z) = 126/83*z^3 - 292/83*z + 1
*
0 | 0.12691595360413902101700642570441446588 | 0.022303679516712527581219501089654425582
f(z) = 126/85*z^3 - 296/85*z + 1
*
0 | 0.10152505513253167531385651525786290391 | 0.017938929969568759469385410017002494243
f(z) = 127/80*z^3 - 287/80*z + 1
*
0 | 0.11361042097321251266073231163357114531 | 0.020049746908674427783990154592896618106
f(z) = 127/81*z^3 - 289/81*z + 1
*
0 | 0.11431443958580358534727619172511751910 | 0.020149466935416938337597337017198604669
f(z) = 127/82*z^3 - 291/82*z + 1
*
0 | 0.12712610471996599462007897304053067935 | 0.022380676340391122922271211774833783421
f(z) = 127/83*z^3 - 293/83*z + 1
*
0 | 0.081087858548640398377855535593856238800 | 0.014258521176506232464110753176390727522
f(z) = 127/84*z^3 - 295/84*z + 1
*
0 | 0.12707846326980566175488213400692465036 | 0.022319009776341220835940001878894053402
f(z) = 127/85*z^3 - 297/85*z + 1
*
0 | 0.11421915606432923056229413755531167245 | 0.020036889163765622968566814476601462406
f(z) = 127/86*z^3 - 299/86*z + 1
*
0 | 0.11377062899291254930765180713689508638 | 0.020065788071807700758350628843079442373
f(z) = 128/81*z^3 - 290/81*z + 1
*
0 | 0.12728674968712394789629920986732625619 | 0.022395524457770664660970235963828057934
f(z) = 128/83*z^3 - 294/83*z + 1
*
0 | 0.12723954924487237569104868296338174948 | 0.022334116430819020941540019103166670300
f(z) = 128/85*z^3 - 298/85*z + 1
*
[ 1/4 ] 
f(z) = 128/91*z^3 - 281/91*z + 1
*
[ 1/4 ] 
f(z) = 128/93*z^3 - 287/93*z + 1
*
[ 1/4 ] 
f(z) = 128/95*z^3 - 293/95*z + 1
*
[ 1/4 ] 
f(z) = 128/97*z^3 - 299/97*z + 1
*
0 | 0.10184365861066309730921985405178070939 | 0.017973171491712827187536058320759102238
f(z) = 129/80*z^3 - 289/80*z + 1
*
0 | 0.11463390497304446221533890204585341666 | 0.020181412232273947060694445169721950412
f(z) = 129/82*z^3 - 293/82*z + 1
*
0 | 0.12744600402889428380198416088379114786 | 0.022410155846168373752885620535636374320
f(z) = 129/83*z^3 - 295/83*z + 1
*
0 | 0.12739923644286095866235852498634963699 | 0.022349004038484411137715154539343915202
f(z) = 129/85*z^3 - 299/85*z + 1
*
0 | 0.11408692107590778712162524671605551159 | 0.020097211372866240804794177647054192428
f(z) = 130/81*z^3 - 292/81*z + 1
*
0 | 0.12760389178006633272178546963788729369 | 0.022424574898005980453919004153409087888
f(z) = 130/83*z^3 - 296/83*z + 1
*
0 | 0.10215684183734236310719696424901506804 | 0.018006525809743599568528857817992401062
f(z) = 131/80*z^3 - 291/80*z + 1
*
0 | 0.11424305215261532146353687393225903704 | 0.020112602207062974400611674026300229358
f(z) = 131/81*z^3 - 293/81*z + 1
*
0 | 0.11494791906370954013499859117704048391 | 0.020212487633793948186767174043935491207
f(z) = 131/82*z^3 - 295/82*z + 1
*
0 | 0.12776043635322307061114314727837319566 | 0.022438785885717665235683442895683016596
f(z) = 131/83*z^3 - 297/83*z + 1
*
0 | 0.081723046227413105627279174190550780733 | 0.014336260884835553320483073446481983305
f(z) = 131/84*z^3 - 299/84*z + 1
*
0 | 0.12791566056018944187651078314665371289 | 0.022452792965953744994837011502348040490
f(z) = 132/83*z^3 - 298/83*z + 1
*
0 | 0.10246478725406532307481893356182843913 | 0.018039027034390856744748957929364719925
f(z) = 133/80*z^3 - 293/80*z + 1
*
0 | 0.11455139742958217894073969597185002511 | 0.020142763112535856169174185437547515256
f(z) = 133/81*z^3 - 295/81*z + 1
*
0 | 0.11525666595664900226212828525738372372 | 0.020242727115871247706020287800990437510
f(z) = 133/82*z^3 - 297/82*z + 1
*
0 | 0.12806958663255772756590296598712249402 | 0.022466600183602998330472815730605789156
f(z) = 133/83*z^3 - 299/83*z + 1
*
0 | 0.11470365514372934835627675821973892391 | 0.020157541200067233581107995957414022845
f(z) = 134/81*z^3 - 296/81*z + 1
*
0 | 0.11556032051930973688937932113979162465 | 0.020272162864437089659995050556089467941
f(z) = 135/82*z^3 - 299/82*z + 1
*
0 | 0.11500444546672180613102592303453365775 | 0.020186511901047546401099888665447050071
f(z) = 136/81*z^3 - 298/81*z + 1
*
0 | 0.10306564944997931582488120399337827264 | 0.018101597851361579128069662058740364865
f(z) = 137/80*z^3 - 297/80*z + 1
*
0 | 0.11515301843090635210950397553853203485 | 0.020200711918004667204557848030879818170
f(z) = 137/81*z^3 - 299/81*z + 1
*
0 | 0.10335888789232153961401122417690757927 | 0.018131727217649229047906458555877856499
f(z) = 139/80*z^3 - 299/80*z + 1
*
[ -18/11 ] 
f(z) = 121/84*z^3 - 283/126*z + 1
*
10/11 | 0.17993645223473304597554239028399911054 | 0.025615009583348984148968260809993021872
f(z) = 121/96*z^3 - 281/120*z + 1
*
[ 4/3 ] 
f(z) = 123/88*z^3 - 295/132*z + 1
*
[ 2/5 ] 
f(z) = 125/81*z^3 - 283/162*z + 1
*
[ 2/5 ] 
f(z) = 125/83*z^3 - 289/166*z + 1
*
-17/16 | 0.16071299411867868755630074415097572388 | 0.028193068144534730315220191774942672817
f(z) = 128/85*z^3 - 299/170*z + 1
*
[ -3/2 ] 
f(z) = 130/87*z^3 - 295/174*z + 1
*
[ 8/7 ] 
f(z) = 133/96*z^3 - 283/168*z + 1
*
[ 10/9 ] 
f(z) = 135/88*z^3 - 296/165*z + 1
*
[ 7/18 ] 
f(z) = 135/98*z^3 - 299/168*z + 1
*
9/50 | 0.12829783903431727566798857610235541757 | 0.016315301213576565007970686474941443638
f(z) = 125/81*z^3 - 289/180*z + 1
*
[ 7/16 ] 
f(z) = 128/91*z^3 - 283/182*z + 1
*
[ -3/2 ] 
f(z) = 134/93*z^3 - 293/186*z + 1
*
[ 27/32 ] 
f(z) = 128/81*z^3 - 283/216*z + 1
*
[ 3/5 ] 
f(z) = 131/81*z^3 - 281/225*z + 1
*
[ 3/5 ] 
f(z) = 133/81*z^3 - 283/225*z + 1
*
[ 6/7 ] 
f(z) = 133/88*z^3 - 295/231*z + 1
*
[ 3/5 ] 
f(z) = 134/81*z^3 - 284/225*z + 1
*
[ 3/5 ] 
f(z) = 136/81*z^3 - 286/225*z + 1
*
[ 3/5 ] 
f(z) = 137/81*z^3 - 287/225*z + 1
*
[ 3/5 ] 
f(z) = 139/81*z^3 - 289/225*z + 1
*
[ 9/11 ] 
f(z) = 121/84*z^3 - 299/252*z + 1
*
[ 2/3 ] 
f(z) = 123/86*z^3 - 293/258*z + 1
*
[ 3/5 ] 
f(z) = 125/82*z^3 - 299/246*z + 1
*
[ 3/4 ] 
f(z) = 128/83*z^3 - 299/249*z + 1
*
[ 2/3 ] 
f(z) = 129/82*z^3 - 295/246*z + 1
*
[ 3/4 ] 
f(z) = 130/99*z^3 - 283/264*z + 1
*
[ 3/4 ] 
f(z) = 134/99*z^3 - 289/264*z + 1
*
[ 9/2 ] 
f(z) = 124/81*z^3 - 272/9*z + 1
*
[ -9/2 ] 
f(z) = 124/81*z^3 - 268/9*z + 1
*
[ -9/2 ] 
f(z) = 128/81*z^3 - 277/9*z + 1
*
[ 4 ] 
f(z) = 137/96*z^3 - 265/12*z + 1
*
[ 4 ] 
f(z) = 139/96*z^3 - 269/12*z + 1
*
[ -4 ] 
f(z) = 139/96*z^3 - 263/12*z + 1
*
-2/11 | 0.16704724012535706024680348609695885990 | 0.023828788688330142516654924961398674677
f(z) = 121/96*z^3 - 277/24*z + 1
*
[ -12/5 ] 
f(z) = 125/81*z^3 - 269/36*z + 1
*
2/11 | 0.14778312364144921149880900458384856438 | 0.023420766660544699213406381289205329015
f(z) = 121/84*z^3 - 275/42*z + 1
*
-2 | 0.078982697633113696918470143362421422525 | 0.012606368784398973340386592476043806086
f(z) = 121/84*z^3 - 263/42*z + 1
*
-2 | 0.098678185691863643747570209437460513402 | 0.015730929458506255470303590352314647756
f(z) = 121/92*z^3 - 265/46*z + 1
*
-2 | 0.099113948927384471514150334551218669206 | 0.015762751019137794354535334748279400335
f(z) = 123/92*z^3 - 269/46*z + 1
*
[ 7/3 ] 
f(z) = 123/98*z^3 - 263/42*z + 1
*
-2 | 0.079774574587375354698825376638090173263 | 0.012672153101891474882761894790927369915
f(z) = 125/84*z^3 - 271/42*z + 1
*
-2 | 0.099535381980783915968897922579535732634 | 0.015792701790134767393118046132999454934
f(z) = 125/92*z^3 - 273/46*z + 1
*
-2 | 0.080154671112903697988751544741259350551 | 0.012702965011368133841052054744115155779
f(z) = 127/84*z^3 - 275/42*z + 1
*
-2 | 0.099943667772514181618543959962147084957 | 0.015820969173430763319507399393158519566
f(z) = 127/92*z^3 - 277/46*z + 1
*
[ 7/3 ] 
f(z) = 129/98*z^3 - 277/42*z + 1
*
12/11 | 0.15234617206032235925978341286652639304 | 0.021893698630726567878085386172165125249
f(z) = 121/80*z^3 - 263/60*z + 1
*
-20/11 | 0.17537548873834418713698772492556955949 | 0.022765810481837985482275085349976485428
f(z) = 121/96*z^3 - 277/60*z + 1
*
-18/11 | 0.19856892794677110607851770261931671922 | 0.028414022293105838954201245889927592221
f(z) = 121/96*z^3 - 271/72*z + 1
*
4/3 | 0.19969934367155985069891805942472708791 | 0.028606099334179028835977103153412997033
f(z) = 123/80*z^3 - 269/60*z + 1
*
28/25 | 0.10853418543440853827108885738871017468 | 0.014184516730762122563585566706656783872
f(z) = 125/96*z^3 - 263/60*z + 1
*
-51/32 | 0.14145264854860608805603732224856445675 | 0.018188694598514710672109762194948572277
f(z) = 128/81*z^3 - 265/72*z + 1
*
[ -33/16 ] 
f(z) = 128/99*z^3 - 265/66*z + 1
*
4/3 | 0.16721191412253806899593170114038135542 | 0.023852278941017611414890877429446490140
f(z) = 129/80*z^3 - 277/60*z + 1
*
16/11 | 0.15059888602443276539228412038390822181 | 0.026777812455019810206326310036661245091
f(z) = 121/84*z^3 - 277/84*z + 1
*
[ 3/11 ] 
f(z) = 121/96*z^3 - 265/96*z + 1
*
[ 22/15 ] 
f(z) = 125/88*z^3 - 271/99*z + 1
*
2/5 | 0.15231787519928519280397345815601513044 | 0.027298431993947461946801551601834295965
f(z) = 125/98*z^3 - 265/98*z + 1
*
[ 1/4 ] 
f(z) = 128/85*z^3 - 263/85*z + 1
*
[ 1/4 ] 
f(z) = 128/87*z^3 - 269/87*z + 1
*
[ 1/4 ] 
f(z) = 128/89*z^3 - 275/89*z + 1
*
4/7 | 0.22888616665682969870294097220073599322 | 0.029825593652439620649403609949216488376
f(z) = 133/96*z^3 - 269/84*z + 1
*
1/3 | 0.14981693109720492476517499007875800880 | 0.026604741022321835657569637404336381233
f(z) = 135/88*z^3 - 279/88*z + 1
*
[ 3/2 ] 
f(z) = 136/87*z^3 - 277/87*z + 1
*
[ 3/2 ] 
f(z) = 136/93*z^3 - 275/93*z + 1
*
[ 8/25 ] 
f(z) = 125/96*z^3 - 271/120*z + 1
*
6/5 | 0.19639795168506884474754581150081281802 | 0.028133188680742194349791452704991354560
f(z) = 125/96*z^3 - 269/120*z + 1
*
[ 3/8 ] 
f(z) = 124/81*z^3 - 271/144*z + 1
*
[ 9/8 ] 
f(z) = 124/81*z^3 - 263/144*z + 1
*
[ 7/6 ] 
f(z) = 123/98*z^3 - 263/168*z + 1
*
[ 17/16 ] 
f(z) = 128/85*z^3 - 279/170*z + 1
*
[ 7/6 ] 
f(z) = 129/98*z^3 - 277/168*z + 1
*
[ -3/2 ] 
f(z) = 130/93*z^3 - 275/186*z + 1
*
[ 1/2 ] 
f(z) = 130/99*z^3 - 263/198*z + 1
*
[ 1/2 ] 
f(z) = 134/97*z^3 - 261/194*z + 1
*
[ 1/2 ] 
f(z) = 134/99*z^3 - 265/198*z + 1
*
[ 1/2 ] 
f(z) = 138/97*z^3 - 263/194*z + 1
*
[ 10/11 ] 
f(z) = 121/84*z^3 - 271/210*z + 1
*
[ 14/25 ] 
f(z) = 125/84*z^3 - 263/210*z + 1
*
[ 8/15 ] 
f(z) = 125/96*z^3 - 269/216*z + 1
*
[ 6/7 ] 
f(z) = 133/90*z^3 - 263/210*z + 1
*
[ 3/5 ] 
f(z) = 121/81*z^3 - 271/225*z + 1
*
[ 10/11 ] 
f(z) = 121/92*z^3 - 273/230*z + 1
*
[ 3/5 ] 
f(z) = 122/81*z^3 - 272/225*z + 1
*
[ 3/5 ] 
f(z) = 124/81*z^3 - 274/225*z + 1
*
[ 3/5 ] 
f(z) = 127/81*z^3 - 277/225*z + 1
*
[ 3/5 ] 
f(z) = 128/81*z^3 - 278/225*z + 1
*
[ 4/5 ] 
f(z) = 135/88*z^3 - 271/220*z + 1
*
[ 7/12 ] 
f(z) = 135/98*z^3 - 265/224*z + 1
*
[ 28/33 ] 
f(z) = 121/98*z^3 - 269/252*z + 1
*
[ 16/25 ] 
f(z) = 125/96*z^3 - 263/240*z + 1
*
[ 3/4 ] 
f(z) = 122/99*z^3 - 271/264*z + 1
*
[ 4 ] 
f(z) = 125/96*z^3 - 241/12*z + 1
*
[ 4 ] 
f(z) = 127/96*z^3 - 245/12*z + 1
*
[ 4 ] 
f(z) = 131/96*z^3 - 253/12*z + 1
*
[ -4 ] 
f(z) = 131/96*z^3 - 247/12*z + 1
*
[ 4 ] 
f(z) = 133/96*z^3 - 257/12*z + 1
*
[ -4 ] 
f(z) = 133/96*z^3 - 251/12*z + 1
*
[ -4 ] 
f(z) = 137/96*z^3 - 259/12*z + 1
*
[ -30/11 ] 
f(z) = 121/90*z^3 - 259/30*z + 1
*
[ 9/4 ] 
f(z) = 124/81*z^3 - 259/36*z + 1
*
14/5 | 0.19183362408574874788087784814992585401 | 0.027660184207747911690721821978616162825
f(z) = 125/96*z^3 - 257/24*z + 1
*
[ -22/9 ] 
f(z) = 135/88*z^3 - 256/33*z + 1
*
[ -7/3 ] 
f(z) = 129/98*z^3 - 241/42*z + 1
*
[ 2 ] 
f(z) = 131/84*z^3 - 241/42*z + 1
*
[ 2 ] 
f(z) = 133/92*z^3 - 243/46*z + 1
*
[ 2 ] 
f(z) = 135/92*z^3 - 247/46*z + 1
*
[ 2 ] 
f(z) = 137/84*z^3 - 253/42*z + 1
*
[ 2 ] 
f(z) = 137/92*z^3 - 251/46*z + 1
*
[ 2 ] 
f(z) = 139/84*z^3 - 257/42*z + 1
*
[ 2 ] 
f(z) = 139/92*z^3 - 255/46*z + 1
*
12/11 | 0.14637335820720880839640671101219747034 | 0.021153185807822210686732562229617420871
f(z) = 121/80*z^3 - 253/60*z + 1
*
[ -21/11 ] 
f(z) = 121/81*z^3 - 247/63*z + 1
*
-20/11 | 0.22278394245491776253240191801838243642 | 0.029264269962786338343810832722178224413
f(z) = 121/96*z^3 - 253/60*z + 1
*
7/5 | 0.21510376851435154295787892781815860418 | 0.028759881129473907104018864440493247052
f(z) = 125/98*z^3 - 253/70*z + 1
*
4/11 | 0.098186405410839570220669404065094894928 | 0.017821652679312598512372258538474529373
f(z) = 121/84*z^3 - 247/84*z + 1
*
[ 3/11 ] 
f(z) = 121/87*z^3 - 241/87*z + 1
*
14/11 | 0.087623800273312434988594660661786174447 | 0.015975760148616216502194958534604147481
f(z) = 121/90*z^3 - 241/90*z + 1
*
[ 3/11 ] 
f(z) = 121/93*z^3 - 257/93*z + 1
*
[ 3/2 ] 
f(z) = 124/87*z^3 - 250/87*z + 1
*
-8/5 | 0.072681451589949658327208503603156724821 | 0.013097937472472422020638009234287552160
f(z) = 125/84*z^3 - 257/84*z + 1
*
[ -9/5 ] 
f(z) = 125/99*z^3 - 251/99*z + 1
*
[ 1/4 ] 
f(z) = 128/81*z^3 - 251/81*z + 1
*
[ 1/4 ] 
f(z) = 128/83*z^3 - 257/83*z + 1
*
[ 3/2 ] 
f(z) = 128/87*z^3 - 259/87*z + 1
*
[ -7/4 ] 
f(z) = 128/91*z^3 - 249/91*z + 1
*
[ 3/2 ] 
f(z) = 128/93*z^3 - 257/93*z + 1
*
[ 4/3 ] 
f(z) = 137/96*z^3 - 247/108*z + 1
*
[ 4/3 ] 
f(z) = 139/96*z^3 - 251/108*z + 1
*
[ 6/5 ] 
f(z) = 125/92*z^3 - 247/138*z + 1
*
[ -3/2 ] 
f(z) = 122/87*z^3 - 259/174*z + 1
*
[ 1/2 ] 
f(z) = 126/89*z^3 - 241/178*z + 1
*
[ 1/2 ] 
f(z) = 130/89*z^3 - 243/178*z + 1
*
[ 9/19 ] 
f(z) = 133/81*z^3 - 253/171*z + 1
*
[ 1/2 ] 
f(z) = 134/87*z^3 - 241/174*z + 1
*
[ 1/2 ] 
f(z) = 134/89*z^3 - 245/178*z + 1
*
2/45 | 0.17585686872942883918895967015888429828 | 0.023098563269269428509297445865552488646
f(z) = 135/88*z^3 - 248/165*z + 1
*
[ 1/2 ] 
f(z) = 138/89*z^3 - 247/178*z + 1
*
-46/33 | 0.11118309383530628037373593112807945293 | 0.015899163934408118516055690558790020797
f(z) = 121/80*z^3 - 259/180*z + 1
*
[ 1/2 ] 
f(z) = 122/91*z^3 - 243/182*z + 1
*
[ 1/2 ] 
f(z) = 122/93*z^3 - 247/186*z + 1
*
[ 1/2 ] 
f(z) = 122/95*z^3 - 251/190*z + 1
*
[ 1/2 ] 
f(z) = 122/97*z^3 - 255/194*z + 1
*
[ 1/2 ] 
f(z) = 122/99*z^3 - 259/198*z + 1
*
[ 12/25 ] 
f(z) = 125/81*z^3 - 259/180*z + 1
*
[ 1/2 ] 
f(z) = 126/95*z^3 - 253/190*z + 1
*
[ 1/2 ] 
f(z) = 126/97*z^3 - 257/194*z + 1
*
[ 1/2 ] 
f(z) = 130/93*z^3 - 251/186*z + 1
*
[ 1/2 ] 
f(z) = 130/97*z^3 - 259/194*z + 1
*
[ 1/2 ] 
f(z) = 134/91*z^3 - 249/182*z + 1
*
[ 1/2 ] 
f(z) = 134/93*z^3 - 253/186*z + 1
*
[ 1/2 ] 
f(z) = 134/95*z^3 - 257/190*z + 1
*
[ 1/2 ] 
f(z) = 138/91*z^3 - 251/182*z + 1
*
[ 1/2 ] 
f(z) = 138/95*z^3 - 259/190*z + 1
*
[ -4/3 ] 
f(z) = 139/80*z^3 - 241/180*z + 1
*
[ 2/3 ] 
f(z) = 133/96*z^3 - 241/216*z + 1
*
[ 2/3 ] 
f(z) = 137/96*z^3 - 245/216*z + 1
*
[ 2/3 ] 
f(z) = 139/96*z^3 - 247/216*z + 1
*
[ 12/19 ] 
f(z) = 133/96*z^3 - 259/228*z + 1
*
[ 4 ] 
f(z) = 121/96*z^3 - 233/12*z + 1
*
[ -4 ] 
f(z) = 121/96*z^3 - 227/12*z + 1
*
[ -4 ] 
f(z) = 125/96*z^3 - 235/12*z + 1
*
[ -4 ] 
f(z) = 127/96*z^3 - 239/12*z + 1
*
30/11 | 0.11606362107111686720086150178146183215 | 0.016996414529338051692301342908098097116
f(z) = 121/80*z^3 - 231/20*z + 1
*
[ 3/22 ] 
f(z) = 121/81*z^3 - 229/36*z + 1
*
[ 27/11 ] 
f(z) = 121/81*z^3 - 227/27*z + 1
*
-2/11 | 0.077358534904997752048919955536934556279 | 0.011342866463736711123241603134493797560
f(z) = 121/96*z^3 - 229/24*z + 1
*
-30/11 | 0.16514166660279211552797017050240644673 | 0.024341176468229982608662909343687405034
f(z) = 121/96*z^3 - 221/24*z + 1
*
[ -9/4 ] 
f(z) = 124/81*z^3 - 227/36*z + 1
*
-21/10 | 0.079882525868656892352172504893965794649 | 0.010444531725164368574384599701579627361
f(z) = 125/81*z^3 - 233/36*z + 1
*
2/5 | 0.068264676249625739722919956804431640291 | 0.0099841090231856486889983216510541427957
f(z) = 125/96*z^3 - 233/24*z + 1
*
[ 2 ] 
f(z) = 121/84*z^3 - 221/42*z + 1
*
[ 2 ] 
f(z) = 123/92*z^3 - 223/46*z + 1
*
[ -7/3 ] 
f(z) = 123/98*z^3 - 227/42*z + 1
*
[ 2 ] 
f(z) = 125/84*z^3 - 229/42*z + 1
*
[ 2 ] 
f(z) = 125/92*z^3 - 227/46*z + 1
*
[ 2 ] 
f(z) = 127/84*z^3 - 233/42*z + 1
*
[ 2 ] 
f(z) = 127/92*z^3 - 231/46*z + 1
*
[ 15/8 ] 
f(z) = 128/81*z^3 - 229/45*z + 1
*
[ 27/16 ] 
f(z) = 128/81*z^3 - 221/54*z + 1
*
[ 2 ] 
f(z) = 129/92*z^3 - 235/46*z + 1
*
[ 2 ] 
f(z) = 131/92*z^3 - 239/46*z + 1
*
[ 20/11 ] 
f(z) = 121/96*z^3 - 223/60*z + 1
*
44/25 | 0.16493760230686587977572472531483238500 | 0.021978810807854602116136574840385251650
f(z) = 125/96*z^3 - 227/60*z + 1
*
[ 16/11 ] 
f(z) = 121/80*z^3 - 231/80*z + 1
*
[ 3/11 ] 
f(z) = 121/84*z^3 - 233/84*z + 1
*
[ 7/5 ] 
f(z) = 125/84*z^3 - 221/84*z + 1
*
[ 3/10 ] 
f(z) = 130/81*z^3 - 223/90*z + 1
*
[ 27/22 ] 
f(z) = 121/81*z^3 - 223/108*z + 1
*
[ 4/3 ] 
f(z) = 125/96*z^3 - 223/108*z + 1
*
[ 4/3 ] 
f(z) = 127/96*z^3 - 227/108*z + 1
*
[ 4/3 ] 
f(z) = 131/96*z^3 - 235/108*z + 1
*
[ 4/3 ] 
f(z) = 133/96*z^3 - 239/108*z + 1
*
12/11 | 0.16005336548046406596110450784430912938 | 0.024534657288332769897959676571103818419
f(z) = 121/90*z^3 - 227/120*z + 1
*
[ 27/25 ] 
f(z) = 125/81*z^3 - 233/135*z + 1
*
[ 9/20 ] 
f(z) = 125/81*z^3 - 221/144*z + 1
*
[ -10/7 ] 
f(z) = 133/80*z^3 - 237/140*z + 1
*
[ 1/2 ] 
f(z) = 122/81*z^3 - 223/162*z + 1
*
[ 1/2 ] 
f(z) = 122/83*z^3 - 227/166*z + 1
*
[ 1/2 ] 
f(z) = 122/85*z^3 - 231/170*z + 1
*
[ 1/2 ] 
f(z) = 122/87*z^3 - 235/174*z + 1
*
[ 1/2 ] 
f(z) = 122/89*z^3 - 239/178*z + 1
*
[ 1/2 ] 
f(z) = 126/83*z^3 - 229/166*z + 1
*
[ 1/2 ] 
f(z) = 126/85*z^3 - 233/170*z + 1
*
[ 1/2 ] 
f(z) = 130/81*z^3 - 227/162*z + 1
*
[ 1/2 ] 
f(z) = 130/83*z^3 - 231/166*z + 1
*
[ 1/2 ] 
f(z) = 130/87*z^3 - 239/174*z + 1
*
[ 1/2 ] 
f(z) = 134/81*z^3 - 229/162*z + 1
*
[ 1/2 ] 
f(z) = 134/83*z^3 - 233/166*z + 1
*
[ 1/2 ] 
f(z) = 134/85*z^3 - 237/170*z + 1
*
[ 22/45 ] 
f(z) = 135/88*z^3 - 233/165*z + 1
*
-6/5 | 0.17893139543440468815226936718636598055 | 0.023502398218288162605347911223877937138
f(z) = 135/88*z^3 - 227/165*z + 1
*
[ 1/2 ] 
f(z) = 138/83*z^3 - 235/166*z + 1
*
[ 1/2 ] 
f(z) = 138/85*z^3 - 239/170*z + 1
*
[ 6/11 ] 
f(z) = 121/93*z^3 - 227/186*z + 1
*
[ -3/2 ] 
f(z) = 122/93*z^3 - 239/186*z + 1
*
[ 9/16 ] 
f(z) = 128/99*z^3 - 235/198*z + 1
*
[ 2/3 ] 
f(z) = 131/80*z^3 - 221/180*z + 1
*
[ 2/3 ] 
f(z) = 133/80*z^3 - 223/180*z + 1
*
[ -4/3 ] 
f(z) = 137/80*z^3 - 233/180*z + 1
*
[ 2/3 ] 
f(z) = 137/80*z^3 - 227/180*z + 1
*
[ 2/3 ] 
f(z) = 139/80*z^3 - 229/180*z + 1
*
[ 2/3 ] 
f(z) = 121/96*z^3 - 229/216*z + 1
*
[ 2/3 ] 
f(z) = 125/96*z^3 - 233/216*z + 1
*
[ 21/25 ] 
f(z) = 125/98*z^3 - 229/210*z + 1
*
[ 2/3 ] 
f(z) = 127/96*z^3 - 235/216*z + 1
*
[ 2/3 ] 
f(z) = 131/96*z^3 - 239/216*z + 1
*
[ -27/11 ] 
f(z) = 121/81*z^3 - 205/27*z + 1
*
-45/22 | 0.10224782889120854555959444978015330614 | 0.013596361672413151999701413827710684078
f(z) = 121/81*z^3 - 205/36*z + 1
*
[ 28/11 ] 
f(z) = 121/98*z^3 - 207/28*z + 1
*
[ 2 ] 
f(z) = 121/92*z^3 - 219/46*z + 1
*
[ 2/11 ] 
f(z) = 121/92*z^3 - 209/46*z + 1
*
6/5 | 0.19976622547247313587385835617861067046 | 0.026412921756209773435017255547864014801
f(z) = 125/81*z^3 - 214/45*z + 1
*
-9/5 | 0.20246968865249457618232918027129148053 | 0.026854315117966249284035954110747897841
f(z) = 125/81*z^3 - 209/45*z + 1
*
[ 9/5 ] 
f(z) = 130/81*z^3 - 214/45*z + 1
*
6/5 | 0.089860443688075168657314236525440265793 | 0.011918528089316050555319333056358339143
f(z) = 130/81*z^3 - 209/45*z + 1
*
[ -2 ] 
f(z) = 135/92*z^3 - 201/46*z + 1
*
[ -2 ] 
f(z) = 137/84*z^3 - 211/42*z + 1
*
[ -2 ] 
f(z) = 137/92*z^3 - 205/46*z + 1
*
[ -2 ] 
f(z) = 139/84*z^3 - 215/42*z + 1
*
[ -2 ] 
f(z) = 139/92*z^3 - 209/46*z + 1
*
[ 18/11 ] 
f(z) = 121/96*z^3 - 215/72*z + 1
*
12/25 | 0.21367179910886018903228933664316616211 | 0.028903285123487519689177837893573479678
f(z) = 125/96*z^3 - 203/60*z + 1
*
[ 2/7 ] 
f(z) = 133/88*z^3 - 202/77*z + 1
*
[ -19/11 ] 
f(z) = 121/95*z^3 - 211/95*z + 1
*
-36/25 | 0.20245354309066505572581113265523941391 | 0.026956316494896219778979931312679220621
f(z) = 125/81*z^3 - 203/90*z + 1
*
[ 7/5 ] 
f(z) = 125/91*z^3 - 219/91*z + 1
*
3/5 | 0.15088642833192493037234001038842246464 | 0.028346072790257604375370765494733721926
f(z) = 125/96*z^3 - 205/96*z + 1
*
[ -5/3 ] 
f(z) = 126/85*z^3 - 214/85*z + 1
*
[ 1/3 ] 
f(z) = 126/95*z^3 - 204/95*z + 1
*
[ 1/3 ] 
f(z) = 126/97*z^3 - 208/97*z + 1
*
[ 11/8 ] 
f(z) = 128/99*z^3 - 215/99*z + 1
*
[ -12/7 ] 
f(z) = 133/96*z^3 - 209/84*z + 1
*
[ 4/3 ] 
f(z) = 135/92*z^3 - 217/92*z + 1
*
[ 1/3 ] 
f(z) = 135/94*z^3 - 203/94*z + 1
*
[ 1/3 ] 
f(z) = 135/97*z^3 - 209/97*z + 1
*
[ 1/3 ] 
f(z) = 135/98*z^3 - 211/98*z + 1
*
[ 4/3 ] 
f(z) = 121/96*z^3 - 215/108*z + 1
*
[ 4/9 ] 
f(z) = 135/88*z^3 - 205/132*z + 1
*
[ -3/2 ] 
f(z) = 137/90*z^3 - 211/120*z + 1
*
[ -3/2 ] 
f(z) = 139/90*z^3 - 217/120*z + 1
*
[ 28/25 ] 
f(z) = 125/98*z^3 - 209/140*z + 1
*
[ 9/17 ] 
f(z) = 136/81*z^3 - 208/153*z + 1
*
[ 10/11 ] 
f(z) = 121/85*z^3 - 217/170*z + 1
*
[ 6/11 ] 
f(z) = 121/87*z^3 - 217/174*z + 1
*
[ 4/5 ] 
f(z) = 125/82*z^3 - 201/164*z + 1
*
[ 4/5 ] 
f(z) = 125/86*z^3 - 203/172*z + 1
*
[ 5/6 ] 
f(z) = 126/85*z^3 - 209/170*z + 1
*
[ 2/3 ] 
f(z) = 126/89*z^3 - 201/178*z + 1
*
[ 2/3 ] 
f(z) = 135/83*z^3 - 203/166*z + 1
*
[ 2/3 ] 
f(z) = 135/89*z^3 - 209/178*z + 1
*
[ 3/4 ] 
f(z) = 136/87*z^3 - 211/174*z + 1
*
[ 20/33 ] 
f(z) = 121/80*z^3 - 217/180*z + 1
*
[ 2/3 ] 
f(z) = 121/80*z^3 - 211/180*z + 1
*
[ 15/22 ] 
f(z) = 121/81*z^3 - 209/180*z + 1
*
[ 10/11 ] 
f(z) = 121/95*z^3 - 219/190*z + 1
*
[ 4/5 ] 
f(z) = 125/94*z^3 - 207/188*z + 1
*
[ 4/5 ] 
f(z) = 125/98*z^3 - 209/196*z + 1
*
[ 5/6 ] 
f(z) = 126/95*z^3 - 213/190*z + 1
*
[ 2/3 ] 
f(z) = 126/95*z^3 - 207/190*z + 1
*
[ 2/3 ] 
f(z) = 126/97*z^3 - 209/194*z + 1
*
[ 2/3 ] 
f(z) = 127/80*z^3 - 217/180*z + 1
*
[ 13/16 ] 
f(z) = 128/91*z^3 - 211/182*z + 1
*
[ 11/16 ] 
f(z) = 128/99*z^3 - 211/198*z + 1
*
[ 2/3 ] 
f(z) = 135/91*z^3 - 211/182*z + 1
*
[ 2/3 ] 
f(z) = 135/97*z^3 - 217/194*z + 1
*
[ 3/4 ] 
f(z) = 136/93*z^3 - 215/186*z + 1
*
-39/16 | 0.20084234099146247749937801768204283607 | 0.027156557753317883428703640881746036426
f(z) = 128/81*z^3 - 181/18*z + 1
*
21/11 | 0.099893098455062406885499967540831002554 | 0.015652770023862918450906654886659660904
f(z) = 121/90*z^3 - 197/30*z + 1
*
[ -28/11 ] 
f(z) = 121/98*z^3 - 185/28*z + 1
*
2/9 | 0.15204371149263816418835994781681960844 | 0.020843960389526593268778691505412697532
f(z) = 135/88*z^3 - 184/33*z + 1
*
[ 2/11 ] 
f(z) = 121/84*z^3 - 191/42*z + 1
*
[ -2 ] 
f(z) = 125/84*z^3 - 187/42*z + 1
*
[ -2 ] 
f(z) = 125/92*z^3 - 181/46*z + 1
*
[ -2 ] 
f(z) = 127/84*z^3 - 191/42*z + 1
*
[ -2 ] 
f(z) = 127/92*z^3 - 185/46*z + 1
*
[ -15/8 ] 
f(z) = 128/81*z^3 - 181/45*z + 1
*
[ -2 ] 
f(z) = 129/92*z^3 - 189/46*z + 1
*
[ -2 ] 
f(z) = 131/84*z^3 - 199/42*z + 1
*
[ -2 ] 
f(z) = 131/92*z^3 - 193/46*z + 1
*
[ -2 ] 
f(z) = 133/92*z^3 - 197/46*z + 1
*
-22/15 | 0.19013128259809714764703911525102212119 | 0.025788393245761923967973979223092265405
f(z) = 135/88*z^3 - 199/55*z + 1
*
-2/15 | 0.17138101790963842872516963828002107991 | 0.023325714873493399998693637232268009452
f(z) = 135/88*z^3 - 194/55*z + 1
*
2/3 | 0.18310976922636992134968607002727094673 | 0.027582721912576802179101663977331922478
f(z) = 123/80*z^3 - 191/60*z + 1
*
36/25 | 0.13770386178381738129402848460584042932 | 0.018703041736520166949058581919101193002
f(z) = 125/96*z^3 - 197/60*z + 1
*
[ 7/25 ] 
f(z) = 125/98*z^3 - 187/70*z + 1
*
[ 9/32 ] 
f(z) = 128/81*z^3 - 193/72*z + 1
*
-4/3 | 0.15385090253974155523320806877153781965 | 0.023249438344894906443323183684084171741
f(z) = 129/80*z^3 - 187/60*z + 1
*
7/11 | 0.12522229893438916676207759752605065311 | 0.024088173597340255944752322033948250870
f(z) = 121/84*z^3 - 181/84*z + 1
*
9/11 | 0.15187276558752699763053827988372512279 | 0.028915624380204804855851159799834992277
f(z) = 121/90*z^3 - 191/90*z + 1
*
[ 1/3 ] 
f(z) = 126/85*z^3 - 184/85*z + 1
*
[ 1/3 ] 
f(z) = 126/89*z^3 - 192/89*z + 1
*
[ -5/3 ] 
f(z) = 126/95*z^3 - 198/95*z + 1
*
[ 5/4 ] 
f(z) = 128/85*z^3 - 183/85*z + 1
*
[ -13/8 ] 
f(z) = 128/91*z^3 - 191/91*z + 1
*
[ 5/4 ] 
f(z) = 128/95*z^3 - 181/95*z + 1
*
[ 6/5 ] 
f(z) = 130/81*z^3 - 193/90*z + 1
*
[ 1/3 ] 
f(z) = 135/83*z^3 - 181/83*z + 1
*
[ 1/3 ] 
f(z) = 135/86*z^3 - 187/86*z + 1
*
[ 1/3 ] 
f(z) = 135/88*z^3 - 191/88*z + 1
*
[ 1/3 ] 
f(z) = 135/89*z^3 - 193/89*z + 1
*
[ 1/3 ] 
f(z) = 135/91*z^3 - 197/91*z + 1
*
[ 1/3 ] 
f(z) = 135/92*z^3 - 199/92*z + 1
*
-12/11 | 0.070497010507330073809961083274710164515 | 0.011137459543567121106772694818552552345
f(z) = 121/90*z^3 - 187/120*z + 1
*
[ 14/33 ] 
f(z) = 121/98*z^3 - 199/126*z + 1
*
[ -3/2 ] 
f(z) = 127/90*z^3 - 181/120*z + 1
*
[ -3/2 ] 
f(z) = 131/90*z^3 - 193/120*z + 1
*
[ -3/2 ] 
f(z) = 133/90*z^3 - 199/120*z + 1
*
[ -3/2 ] 
f(z) = 137/99*z^3 - 191/132*z + 1
*
[ -3/2 ] 
f(z) = 139/99*z^3 - 197/132*z + 1
*
[ 4/7 ] 
f(z) = 133/80*z^3 - 181/140*z + 1
*
[ 3/4 ] 
f(z) = 133/81*z^3 - 181/144*z + 1
*
[ 3/4 ] 
f(z) = 137/81*z^3 - 185/144*z + 1
*
[ 3/4 ] 
f(z) = 139/81*z^3 - 187/144*z + 1
*
[ 8/11 ] 
f(z) = 121/84*z^3 - 191/168*z + 1
*
[ 21/22 ] 
f(z) = 121/98*z^3 - 197/168*z + 1
*
[ 2/3 ] 
f(z) = 126/83*z^3 - 195/166*z + 1
*
[ 2/3 ] 
f(z) = 126/85*z^3 - 197/170*z + 1
*
[ 3/5 ] 
f(z) = 130/99*z^3 - 188/165*z + 1
*
[ 6/7 ] 
f(z) = 133/96*z^3 - 199/168*z + 1
*
[ 8/11 ] 
f(z) = 121/92*z^3 - 197/184*z + 1
*
[ -2 ] 
f(z) = 121/84*z^3 - 179/42*z + 1
*
[ -2 ] 
f(z) = 121/92*z^3 - 173/46*z + 1
*
[ 21/11 ] 
f(z) = 121/98*z^3 - 169/42*z + 1
*
[ -2 ] 
f(z) = 123/92*z^3 - 177/46*z + 1
*
36/25 | 0.17129060525202825520900214492148058938 | 0.023473820613021481211437211924367138540
f(z) = 125/81*z^3 - 164/45*z + 1
*
-9/5 | 0.19448320061049463104674164058674593305 | 0.026336284586327075752744439530050689871
f(z) = 130/81*z^3 - 179/45*z + 1
*
[ -9/5 ] 
f(z) = 130/81*z^3 - 164/45*z + 1
*
[ 22/15 ] 
f(z) = 135/88*z^3 - 164/55*z + 1
*
12/11 | 0.17588655358779892714111096617838487807 | 0.026895671191034339664934770245121937939
f(z) = 121/80*z^3 - 173/60*z + 1
*
[ 3/2 ] 
f(z) = 122/99*z^3 - 161/66*z + 1
*
-4/3 | 0.11829650917707380267243318842363242427 | 0.017995476836800296310477076003609496004
f(z) = 123/80*z^3 - 179/60*z + 1
*
-7/25 | 0.19418742077438114117593882472267357195 | 0.027265625956792931735716041361263736606
f(z) = 125/98*z^3 - 177/70*z + 1
*
6/5 | 0.16976402612046853319728859005313418948 | 0.027104140436732311388196508112901855631
f(z) = 125/99*z^3 - 175/66*z + 1
*
[ 3/2 ] 
f(z) = 130/99*z^3 - 173/66*z + 1
*
[ 3/2 ] 
f(z) = 134/99*z^3 - 179/66*z + 1
*
[ 7/5 ] 
f(z) = 135/98*z^3 - 169/70*z + 1
*
3/11 | 0.12946445587353863780332882861929620097 | 0.025237234313597953875527273876713764714
f(z) = 121/80*z^3 - 169/80*z + 1
*
[ 4/11 ] 
f(z) = 121/84*z^3 - 163/84*z + 1
*
[ -18/11 ] 
f(z) = 121/90*z^3 - 179/90*z + 1
*
[ 4/11 ] 
f(z) = 121/92*z^3 - 177/92*z + 1
*
-7/5 | 0.069452196057501473712228152351520835104 | 0.013477249401461442450952548818114801665
f(z) = 125/84*z^3 - 173/84*z + 1
*
[ -8/5 ] 
f(z) = 125/88*z^3 - 177/88*z + 1
*
-22/15 | 0.099617924990660596523580151283320635049 | 0.013784254452473966241054925757040539712
f(z) = 125/88*z^3 - 172/99*z + 1
*
[ 2/5 ] 
f(z) = 125/94*z^3 - 161/94*z + 1
*
[ 2/5 ] 
f(z) = 125/98*z^3 - 167/98*z + 1
*
[ 1/3 ] 
f(z) = 126/83*z^3 - 180/83*z + 1
*
[ 3/8 ] 
f(z) = 128/87*z^3 - 163/87*z + 1
*
[ 3/8 ] 
f(z) = 128/93*z^3 - 173/93*z + 1
*
[ 1/3 ] 
f(z) = 135/82*z^3 - 179/82*z + 1
*
[ -3/2 ] 
f(z) = 136/87*z^3 - 161/87*z + 1
*
[ -3/2 ] 
f(z) = 121/90*z^3 - 163/120*z + 1
*
[ 6/11 ] 
f(z) = 121/92*z^3 - 169/138*z + 1
*
[ 7/15 ] 
f(z) = 125/98*z^3 - 179/126*z + 1
*
[ -3/2 ] 
f(z) = 127/99*z^3 - 161/132*z + 1
*
[ -3/2 ] 
f(z) = 131/99*z^3 - 173/132*z + 1
*
[ 6/7 ] 
f(z) = 133/81*z^3 - 173/126*z + 1
*
[ -3/2 ] 
f(z) = 133/99*z^3 - 179/132*z + 1
*
[ 3/4 ] 
f(z) = 121/81*z^3 - 169/144*z + 1
*
[ 3/4 ] 
f(z) = 125/81*z^3 - 173/144*z + 1
*
[ 3/4 ] 
f(z) = 127/81*z^3 - 175/144*z + 1
*
[ 3/4 ] 
f(z) = 131/81*z^3 - 179/144*z + 1
*
3/16 | 0.20942858871133427920846361656115020678 | 0.029028825361939373095829835404169714517
f(z) = 128/81*z^3 - 151/18*z + 1
*
-39/16 | 0.080634878477306776754562661476723633877 | 0.011239942425542333038461126945239104325
f(z) = 128/81*z^3 - 145/18*z + 1
*
[ 9/4 ] 
f(z) = 136/81*z^3 - 143/18*z + 1
*
-2 | 0.10145269519977725631103401908998198714 | 0.016014495089096766529037774787811174821
f(z) = 131/80*z^3 - 141/20*z + 1
*
-2 | 0.080091714725692113488615548904459447723 | 0.012614578895568727190893033022303967909
f(z) = 131/96*z^3 - 143/24*z + 1
*
-2 | 0.10179686379962339482562644773700768317 | 0.016033176142124564211379689252101371672
f(z) = 133/80*z^3 - 143/20*z + 1
*
-2 | 0.080479994174290376028785950349916524336 | 0.012648065176627201079378299552071661715
f(z) = 133/96*z^3 - 145/24*z + 1
*
2/9 | 0.17251456189391616982726195006272303827 | 0.024309050995955419557393217298130733774
f(z) = 135/88*z^3 - 151/33*z + 1
*
-2 | 0.10246319234076771412857958826520027787 | 0.016068304818121970442460088584746038581
f(z) = 137/80*z^3 - 147/20*z + 1
*
-2 | 0.081224512625822777590138956982101348957 | 0.012710712609690218976202926623152788096
f(z) = 137/96*z^3 - 149/24*z + 1
*
-2 | 0.10278606736924605194359756576212436645 | 0.016084850747327089803080859116081375688
f(z) = 139/80*z^3 - 149/20*z + 1
*
-2 | 0.081581160699932508952072172055602530249 | 0.012739941504268482703729222067487900151
f(z) = 139/96*z^3 - 151/24*z + 1
*
-16/11 | 0.14976676952394016977992331238096845531 | 0.026479311592608377133007388113818481006
f(z) = 121/96*z^3 - 143/48*z + 1
*
-6/25 | 0.17713796785930549336980595897508431426 | 0.024486263393597275409003708795654794789
f(z) = 125/81*z^3 - 154/45*z + 1
*
33/25 | 0.095695896331117409357910205600097965400 | 0.013264375601934808435416026287282684788
f(z) = 125/81*z^3 - 151/45*z + 1
*
2/5 | 0.13869289516499434914807434550263752804 | 0.024123050121105003514921531030335780223
f(z) = 125/84*z^3 - 157/42*z + 1
*
[ -27/16 ] 
f(z) = 128/81*z^3 - 157/54*z + 1
*
[ -20/11 ] 
f(z) = 121/96*z^3 - 157/60*z + 1
*
[ 4/3 ] 
f(z) = 123/80*z^3 - 149/60*z + 1
*
12/25 | 0.20247735309520345271643149885836463084 | 0.028751650834920932115436963734809831143
f(z) = 125/96*z^3 - 143/60*z + 1
*
-7/5 | 0.072439354027647010585478649415908478090 | 0.010383563620414051784185002409040553656
f(z) = 125/98*z^3 - 153/70*z + 1
*
[ 4/3 ] 
f(z) = 129/80*z^3 - 157/60*z + 1
*
[ 9/7 ] 
f(z) = 133/81*z^3 - 157/63*z + 1
*
[ 9/8 ] 
f(z) = 136/81*z^3 - 145/72*z + 1
*
[ -17/11 ] 
f(z) = 121/85*z^3 - 149/85*z + 1
*
[ 13/11 ] 
f(z) = 121/91*z^3 - 155/91*z + 1
*
[ 2/5 ] 
f(z) = 125/82*z^3 - 143/82*z + 1
*
[ 2/5 ] 
f(z) = 125/86*z^3 - 149/86*z + 1
*
[ -3/2 ] 
f(z) = 128/87*z^3 - 143/87*z + 1
*
[ 9/8 ] 
f(z) = 128/99*z^3 - 151/99*z + 1
*
9/10 | 0.17079255754629334694541830898743125378 | 0.023546323144023453825576844707594330595
f(z) = 130/81*z^3 - 157/90*z + 1
*
[ -3/2 ] 
f(z) = 136/93*z^3 - 151/93*z + 1
*
[ 9/13 ] 
f(z) = 130/81*z^3 - 142/117*z + 1
*
[ 2/3 ] 
f(z) = 123/92*z^3 - 151/138*z + 1
*
[ 14/15 ] 
f(z) = 125/98*z^3 - 149/126*z + 1
*
[ -3/2 ] 
f(z) = 125/99*z^3 - 155/132*z + 1
*
[ 2/3 ] 
f(z) = 129/92*z^3 - 155/138*z + 1
*
[ 14/5 ] 
f(z) = 125/98*z^3 - 131/14*z + 1
*
[ -14/5 ] 
f(z) = 125/98*z^3 - 121/14*z + 1
*
[ 3 ] 
f(z) = 127/81*z^3 - 121/9*z + 1
*
[ 3 ] 
f(z) = 128/81*z^3 - 122/9*z + 1
*
-9/4 | 0.16243002405440226573282228459300190918 | 0.023227466436005221283795609775342043371
f(z) = 128/81*z^3 - 121/18*z + 1
*
[ 3 ] 
f(z) = 130/81*z^3 - 124/9*z + 1
*
[ 3 ] 
f(z) = 131/81*z^3 - 125/9*z + 1
*
[ 3 ] 
f(z) = 133/81*z^3 - 127/9*z + 1
*
[ -3 ] 
f(z) = 133/81*z^3 - 121/9*z + 1
*
[ 3 ] 
f(z) = 134/81*z^3 - 128/9*z + 1
*
[ -3 ] 
f(z) = 134/81*z^3 - 122/9*z + 1
*
[ 3 ] 
f(z) = 136/81*z^3 - 130/9*z + 1
*
[ -9/4 ] 
f(z) = 136/81*z^3 - 127/18*z + 1
*
[ -3 ] 
f(z) = 136/81*z^3 - 124/9*z + 1
*
[ 3 ] 
f(z) = 137/81*z^3 - 131/9*z + 1
*
[ -3 ] 
f(z) = 137/81*z^3 - 125/9*z + 1
*
[ 3 ] 
f(z) = 139/81*z^3 - 133/9*z + 1
*
[ -3 ] 
f(z) = 139/81*z^3 - 127/9*z + 1
*
[ 24/11 ] 
f(z) = 121/96*z^3 - 131/24*z + 1
*
8/11 | 0.15053807096136277844858234257137183588 | 0.024350696121596149673027280595737990736
f(z) = 121/96*z^3 - 121/24*z + 1
*
-2 | 0.099992634327831722258174514270511259379 | 0.015930908693098311604929781197080219611
f(z) = 123/80*z^3 - 133/20*z + 1
*
-2 | 0.078851899903890979588159720665439762127 | 0.012503719916428218365716512350939072574
f(z) = 125/96*z^3 - 137/24*z + 1
*
-2 | 0.10074030650882032059974523662733072435 | 0.015974612893496850658206877393266017293
f(z) = 127/80*z^3 - 137/20*z + 1
*
-2 | 0.079278741867428758246613791083891573956 | 0.012542579980275702976701247803352917141
f(z) = 127/96*z^3 - 139/24*z + 1
*
-2 | 0.10110065849634036599855131257786845725 | 0.015994995195173073069155663937366381501
f(z) = 129/80*z^3 - 139/20*z + 1
*
[ 2 ] 
f(z) = 131/80*z^3 - 121/20*z + 1
*
[ 2 ] 
f(z) = 133/80*z^3 - 123/20*z + 1
*
[ 3/2 ] 
f(z) = 133/81*z^3 - 121/36*z + 1
*
[ 2 ] 
f(z) = 133/96*z^3 - 121/24*z + 1
*
[ 2 ] 
f(z) = 137/80*z^3 - 127/20*z + 1
*
[ 3/2 ] 
f(z) = 137/81*z^3 - 125/36*z + 1
*
[ 2 ] 
f(z) = 137/96*z^3 - 125/24*z + 1
*
[ 2 ] 
f(z) = 139/80*z^3 - 129/20*z + 1
*
[ 3/2 ] 
f(z) = 139/81*z^3 - 127/36*z + 1
*
[ 2 ] 
f(z) = 139/96*z^3 - 127/24*z + 1
*
6/11 | 0.14806795763440493724150203809706978420 | 0.026378866619112947881905384915945414529
f(z) = 121/84*z^3 - 137/42*z + 1
*
[ 7/22 ] 
f(z) = 121/98*z^3 - 127/56*z + 1
*
[ -21/11 ] 
f(z) = 121/98*z^3 - 125/42*z + 1
*
3/5 | 0.18262988149922359856084186824660348268 | 0.025686776048423590485562557882962536276
f(z) = 125/81*z^3 - 136/45*z + 1
*
12/25 | 0.084715005366994589697062372012785713973 | 0.012114231683723862309224030250716278830
f(z) = 125/81*z^3 - 121/45*z + 1
*
-22/15 | 0.11271933026622790771424420822825280299 | 0.016070813894328100955573295693132406144
f(z) = 135/88*z^3 - 139/55*z + 1
*
[ 14/9 ] 
f(z) = 135/98*z^3 - 125/42*z + 1
*
[ -18/11 ] 
f(z) = 121/96*z^3 - 127/72*z + 1
*
2/3 | 0.15440169603450523840259966574196040463 | 0.024658931740040730144313154129079251626
f(z) = 123/80*z^3 - 131/60*z + 1
*
4/5 | 0.14532893587914089183992311900647734726 | 0.020762989597180733529963780772557559446
f(z) = 125/96*z^3 - 137/60*z + 1
*
2/3 | 0.18383711257691563125199157019859826771 | 0.029289079886262308883196312050146051847
f(z) = 129/80*z^3 - 133/60*z + 1
*
[ 3/8 ] 
f(z) = 136/81*z^3 - 137/72*z + 1
*
[ 1/2 ] 
f(z) = 120/91*z^3 - 121/91*z + 1
*
[ 1/2 ] 
f(z) = 120/97*z^3 - 127/97*z + 1
*
[ 12/11 ] 
f(z) = 121/84*z^3 - 137/84*z + 1
*
[ 5/11 ] 
f(z) = 121/85*z^3 - 127/85*z + 1
*
[ 5/11 ] 
f(z) = 121/90*z^3 - 133/90*z + 1
*
[ 5/11 ] 
f(z) = 121/95*z^3 - 139/95*z + 1
*
[ -3/2 ] 
f(z) = 124/87*z^3 - 134/87*z + 1
*
[ 1/2 ] 
f(z) = 124/91*z^3 - 122/91*z + 1
*
[ 1/2 ] 
f(z) = 124/95*z^3 - 126/95*z + 1
*
[ 1/2 ] 
f(z) = 124/97*z^3 - 128/97*z + 1
*
[ 1/2 ] 
f(z) = 124/99*z^3 - 130/99*z + 1
*
[ -22/15 ] 
f(z) = 125/88*z^3 - 136/99*z + 1
*
[ 15/16 ] 
f(z) = 128/81*z^3 - 131/90*z + 1
*
[ 1/2 ] 
f(z) = 128/89*z^3 - 121/89*z + 1
*
[ 1/2 ] 
f(z) = 128/91*z^3 - 123/91*z + 1
*
[ -3/2 ] 
f(z) = 128/93*z^3 - 133/93*z + 1
*
[ 1/2 ] 
f(z) = 128/93*z^3 - 125/93*z + 1
*
[ 1/2 ] 
f(z) = 128/95*z^3 - 127/95*z + 1
*
[ 1/2 ] 
f(z) = 128/97*z^3 - 129/97*z + 1
*
[ 1/2 ] 
f(z) = 128/99*z^3 - 131/99*z + 1
*
[ 9/10 ] 
f(z) = 130/81*z^3 - 127/90*z + 1
*
[ 1/2 ] 
f(z) = 132/89*z^3 - 122/89*z + 1
*
[ 1/2 ] 
f(z) = 132/91*z^3 - 124/91*z + 1
*
[ 1/2 ] 
f(z) = 132/95*z^3 - 128/95*z + 1
*
[ 1/2 ] 
f(z) = 132/97*z^3 - 130/97*z + 1
*
[ 1/2 ] 
f(z) = 136/87*z^3 - 121/87*z + 1
*
[ 1/2 ] 
f(z) = 136/89*z^3 - 123/89*z + 1
*
[ 1/2 ] 
f(z) = 136/91*z^3 - 125/91*z + 1
*
[ 1/2 ] 
f(z) = 136/93*z^3 - 127/93*z + 1
*
[ 1/2 ] 
f(z) = 136/95*z^3 - 129/95*z + 1
*
[ 1/2 ] 
f(z) = 136/97*z^3 - 131/97*z + 1
*
[ 1/2 ] 
f(z) = 136/99*z^3 - 133/99*z + 1
*
[ 15/22 ] 
f(z) = 121/90*z^3 - 131/120*z + 1
*
[ 10/11 ] 
f(z) = 121/96*z^3 - 137/120*z + 1
*
[ 3/4 ] 
f(z) = 124/99*z^3 - 137/132*z + 1
*
-24/25 | 0.10149518970366920435796248212969087031 | 0.015765626763161172883932038590563235060
f(z) = 125/96*z^3 - 139/120*z + 1
*
[ 3 ] 
f(z) = 121/81*z^3 - 115/9*z + 1
*
6/11 | 0.096090155058714170048973710986166295772 | 0.013876611362904119792696381483298955383
f(z) = 121/81*z^3 - 113/18*z + 1
*
[ -3 ] 
f(z) = 121/81*z^3 - 109/9*z + 1
*
28/11 | 0.19421947265481681608148455447822001076 | 0.029011527708165289376287779085526239185
f(z) = 121/96*z^3 - 101/12*z + 1
*
[ 3 ] 
f(z) = 122/81*z^3 - 116/9*z + 1
*
[ -3 ] 
f(z) = 122/81*z^3 - 110/9*z + 1
*
[ 3 ] 
f(z) = 124/81*z^3 - 118/9*z + 1
*
[ -3 ] 
f(z) = 124/81*z^3 - 112/9*z + 1
*
[ 3 ] 
f(z) = 125/81*z^3 - 119/9*z + 1
*
[ -3 ] 
f(z) = 125/81*z^3 - 113/9*z + 1
*
[ -3 ] 
f(z) = 127/81*z^3 - 115/9*z + 1
*
[ -3 ] 
f(z) = 128/81*z^3 - 116/9*z + 1
*
[ -3 ] 
f(z) = 130/81*z^3 - 118/9*z + 1
*
[ -3 ] 
f(z) = 131/81*z^3 - 119/9*z + 1
*
-20/11 | 0.14492703895681257691460156752138144294 | 0.023845931226934432860272187857239225452
f(z) = 121/80*z^3 - 109/20*z + 1
*
-20/11 | 0.12348172261880614783994872656797039498 | 0.020575435148178986145567332179189239891
f(z) = 121/80*z^3 - 101/20*z + 1
*
[ 3/2 ] 
f(z) = 121/81*z^3 - 109/36*z + 1
*
12/11 | 0.13592487162674145988563644931196685975 | 0.023330736203480346972049713340903949562
f(z) = 121/90*z^3 - 113/30*z + 1
*
[ 2 ] 
f(z) = 123/80*z^3 - 113/20*z + 1
*
[ 3/2 ] 
f(z) = 125/81*z^3 - 113/36*z + 1
*
[ 2 ] 
f(z) = 127/80*z^3 - 117/20*z + 1
*
[ 3/2 ] 
f(z) = 127/81*z^3 - 115/36*z + 1
*
[ 2 ] 
f(z) = 127/96*z^3 - 115/24*z + 1
*
-3/2 | 0.19695173194823994176919570213275366698 | 0.028442275276032473293233673318052497608
f(z) = 128/81*z^3 - 113/36*z + 1
*
[ 2 ] 
f(z) = 129/80*z^3 - 119/20*z + 1
*
[ -2 ] 
f(z) = 131/80*z^3 - 101/20*z + 1
*
[ 3/2 ] 
f(z) = 131/81*z^3 - 119/36*z + 1
*
[ 2 ] 
f(z) = 131/96*z^3 - 119/24*z + 1
*
[ -2 ] 
f(z) = 133/80*z^3 - 103/20*z + 1
*
[ 2/9 ] 
f(z) = 135/88*z^3 - 118/33*z + 1
*
[ -2 ] 
f(z) = 137/80*z^3 - 107/20*z + 1
*
[ -2 ] 
f(z) = 137/96*z^3 - 101/24*z + 1
*
[ -2 ] 
f(z) = 139/80*z^3 - 109/20*z + 1
*
[ -2 ] 
f(z) = 139/96*z^3 - 103/24*z + 1
*
[ 15/11 ] 
f(z) = 121/81*z^3 - 113/45*z + 1
*
10/11 | 0.16080032749476496994770504317754427242 | 0.029665028916214475216854341859409438666
f(z) = 121/84*z^3 - 113/42*z + 1
*
-14/11 | 0.14006169140768636466418260142758336421 | 0.026101810931615951584458790748429241427
f(z) = 121/84*z^3 - 107/42*z + 1
*
[ 16/11 ] 
f(z) = 121/96*z^3 - 113/48*z + 1
*
3/25 | 0.084690288692358126059320139634644265446 | 0.012344328879552843736210072596263836567
f(z) = 125/81*z^3 - 106/45*z + 1
*
2/5 | 0.11852385315715459770923588499280827086 | 0.021795168187906353947685629421669054954
f(z) = 125/84*z^3 - 115/42*z + 1
*
6/5 | 0.14715632982456833868167589604099617851 | 0.021482280217237483816022470755976224749
f(z) = 125/88*z^3 - 118/55*z + 1
*
[ 4/3 ] 
f(z) = 135/88*z^3 - 109/44*z + 1
*
[ 12/11 ] 
f(z) = 121/80*z^3 - 103/60*z + 1
*
-12/11 | 0.16168007565296532266352969105129468711 | 0.028296751205633570184530410594854474621
f(z) = 121/90*z^3 - 101/60*z + 1
*
[ 6/5 ] 
f(z) = 125/99*z^3 - 109/66*z + 1
*
[ 3/7 ] 
f(z) = 133/81*z^3 - 103/63*z + 1
*
[ 7/15 ] 
f(z) = 135/98*z^3 - 101/70*z + 1
*
[ 1/2 ] 
f(z) = 120/83*z^3 - 113/83*z + 1
*
[ 1/2 ] 
f(z) = 120/89*z^3 - 119/89*z + 1
*
[ 10/11 ] 
f(z) = 121/90*z^3 - 109/90*z + 1
*
[ 9/11 ] 
f(z) = 121/90*z^3 - 101/90*z + 1
*
[ 7/11 ] 
f(z) = 121/91*z^3 - 101/91*z + 1
*
[ 1/2 ] 
f(z) = 124/81*z^3 - 112/81*z + 1
*
[ 1/2 ] 
f(z) = 124/83*z^3 - 114/83*z + 1
*
[ 1/2 ] 
f(z) = 124/85*z^3 - 116/85*z + 1
*
[ 1/2 ] 
f(z) = 124/87*z^3 - 118/87*z + 1
*
[ 1/2 ] 
f(z) = 124/89*z^3 - 120/89*z + 1
*
[ 18/25 ] 
f(z) = 125/81*z^3 - 107/90*z + 1
*
[ 3/5 ] 
f(z) = 125/87*z^3 - 103/87*z + 1
*
[ 2/3 ] 
f(z) = 125/88*z^3 - 112/99*z + 1
*
[ 4/5 ] 
f(z) = 125/92*z^3 - 103/92*z + 1
*
[ 3/5 ] 
f(z) = 125/93*z^3 - 107/93*z + 1
*
[ 3/5 ] 
f(z) = 125/96*z^3 - 109/96*z + 1
*
[ 2/3 ] 
f(z) = 127/88*z^3 - 113/99*z + 1
*
[ 1/2 ] 
f(z) = 128/81*z^3 - 113/81*z + 1
*
[ 1/2 ] 
f(z) = 128/83*z^3 - 115/83*z + 1
*
[ 1/2 ] 
f(z) = 128/85*z^3 - 117/85*z + 1
*
[ 5/8 ] 
f(z) = 128/85*z^3 - 101/85*z + 1
*
[ 1/2 ] 
f(z) = 128/87*z^3 - 119/87*z + 1
*
[ 3/4 ] 
f(z) = 128/87*z^3 - 101/87*z + 1
*
[ 7/8 ] 
f(z) = 128/91*z^3 - 111/91*z + 1
*
[ 3/4 ] 
f(z) = 128/93*z^3 - 103/93*z + 1
*
[ 5/8 ] 
f(z) = 128/95*z^3 - 107/95*z + 1
*
[ 2/3 ] 
f(z) = 131/88*z^3 - 115/99*z + 1
*
[ 1/2 ] 
f(z) = 132/83*z^3 - 116/83*z + 1
*
[ 1/2 ] 
f(z) = 132/85*z^3 - 118/85*z + 1
*
[ 2/3 ] 
f(z) = 133/88*z^3 - 116/99*z + 1
*
[ 4/7 ] 
f(z) = 133/96*z^3 - 101/84*z + 1
*
[ 2/3 ] 
f(z) = 135/82*z^3 - 101/82*z + 1
*
[ 2/3 ] 
f(z) = 135/86*z^3 - 103/86*z + 1
*
[ 2/3 ] 
f(z) = 135/94*z^3 - 107/94*z + 1
*
[ 2/3 ] 
f(z) = 135/98*z^3 - 109/98*z + 1
*
[ 1/2 ] 
f(z) = 136/81*z^3 - 115/81*z + 1
*
[ 1/2 ] 
f(z) = 136/83*z^3 - 117/83*z + 1
*
[ 2/3 ] 
f(z) = 137/88*z^3 - 118/99*z + 1
*
[ 2/3 ] 
f(z) = 139/88*z^3 - 119/99*z + 1
*
-28/11 | 0.11764416318217441985479317235111809642 | 0.017735340820054046455185652509561801717
f(z) = 121/96*z^3 - 95/12*z + 1
*
21/11 | 0.18394419384134489182790876964980277736 | 0.028586970861780005203134905142738645065
f(z) = 121/98*z^3 - 89/14*z + 1
*
-12/5 | 0.16780169748327201444435647559616409639 | 0.025217591116870233523385152789490491928
f(z) = 125/96*z^3 - 97/12*z + 1
*
[ 12/5 ] 
f(z) = 125/96*z^3 - 83/12*z + 1
*
21/16 | 0.11877571117434726647219506781771154634 | 0.017706353958837596356391188824283042068
f(z) = 128/81*z^3 - 91/18*z + 1
*
3/4 | 0.077162372700178154618898117633248056956 | 0.011621056572636203224368835882047379374
f(z) = 128/81*z^3 - 85/18*z + 1
*
[ 7/3 ] 
f(z) = 135/98*z^3 - 97/14*z + 1
*
[ -7/3 ] 
f(z) = 135/98*z^3 - 85/14*z + 1
*
-20/11 | 0.10738695955355435011535143699422537575 | 0.017953439731944614690622590357434849420
f(z) = 121/80*z^3 - 99/20*z + 1
*
-20/11 | 0.16913164452581305078710739793105672458 | 0.028788704458696519433913789681188689054
f(z) = 121/80*z^3 - 89/20*z + 1
*
10/11 | 0.091872445807677603918001023116128598898 | 0.015698781121328885040935442306986056813
f(z) = 121/80*z^3 - 87/20*z + 1
*
15/11 | 0.16577880969375165037993406192524006548 | 0.029220758607750336226268933230895590669
f(z) = 121/90*z^3 - 97/30*z + 1
*
[ -2 ] 
f(z) = 123/80*z^3 - 93/20*z + 1
*
[ 3/2 ] 
f(z) = 124/99*z^3 - 82/33*z + 1
*
[ 3/10 ] 
f(z) = 125/81*z^3 - 89/36*z + 1
*
6/5 | 0.18096677680866148580110238215112091051 | 0.027281484920235909225362567580540534547
f(z) = 125/88*z^3 - 95/33*z + 1
*
[ -2 ] 
f(z) = 127/80*z^3 - 97/20*z + 1
*
[ -2 ] 
f(z) = 127/96*z^3 - 91/24*z + 1
*
[ 3/2 ] 
f(z) = 128/99*z^3 - 85/33*z + 1
*
[ -2 ] 
f(z) = 129/80*z^3 - 99/20*z + 1
*
[ -2 ] 
f(z) = 131/96*z^3 - 95/24*z + 1
*
[ -2 ] 
f(z) = 133/96*z^3 - 97/24*z + 1
*
[ 3/2 ] 
f(z) = 136/99*z^3 - 91/33*z + 1
*
[ 14/11 ] 
f(z) = 121/84*z^3 - 89/42*z + 1
*
[ 9/25 ] 
f(z) = 125/81*z^3 - 89/45*z + 1
*
-6/5 | 0.13377927080689923294719087263321405496 | 0.025395382101686347027761774820311805099
f(z) = 125/84*z^3 - 97/42*z + 1
*
[ 6/5 ] 
f(z) = 125/84*z^3 - 83/42*z + 1
*
[ 2/5 ] 
f(z) = 135/88*z^3 - 96/55*z + 1
*
[ -22/15 ] 
f(z) = 135/88*z^3 - 89/55*z + 1
*
[ 7/6 ] 
f(z) = 135/98*z^3 - 97/56*z + 1
*
[ 12/11 ] 
f(z) = 121/90*z^3 - 91/60*z + 1
*
[ 3/4 ] 
f(z) = 122/81*z^3 - 85/72*z + 1
*
[ 12/25 ] 
f(z) = 125/96*z^3 - 83/60*z + 1
*
[ 14/25 ] 
f(z) = 125/98*z^3 - 83/70*z + 1
*
[ 3/4 ] 
f(z) = 130/81*z^3 - 89/72*z + 1
*
[ -3/2 ] 
f(z) = 130/99*z^3 - 85/66*z + 1
*
[ 3/4 ] 
f(z) = 134/81*z^3 - 91/72*z + 1
*
[ -3/2 ] 
f(z) = 134/99*z^3 - 91/66*z + 1
*
[ 14/15 ] 
f(z) = 135/98*z^3 - 89/70*z + 1
*
[ 7/11 ] 
f(z) = 121/84*z^3 - 97/84*z + 1
*
18/11 | 0.14344370765986310936158054178465766363 | 0.021929834854392717614935806980861164336
f(z) = 121/81*z^3 - 77/18*z + 1
*
18/11 | 0.090040906008017071249076408013324553251 | 0.013938426898404220574288883744392116022
f(z) = 121/81*z^3 - 71/18*z + 1
*
[ 18/11 ] 
f(z) = 121/81*z^3 - 65/18*z + 1
*
-24/11 | 0.097409661441585816751919843713690308057 | 0.015442000841425620407644176065205433204
f(z) = 121/81*z^3 - 61/9*z + 1
*
-2 | 0.099436557400695299103970712921504562992 | 0.015823430062440223067638748629459853457
f(z) = 123/88*z^3 - 67/11*z + 1
*
-2 | 0.099841061403176338561605770348398807296 | 0.015850431157706343403687592980559390702
f(z) = 125/88*z^3 - 68/11*z + 1
*
[ -12/5 ] 
f(z) = 125/96*z^3 - 73/12*z + 1
*
-2 | 0.10023402079339220804154219467724983463 | 0.015876020909114189878608528783670637101
f(z) = 127/88*z^3 - 69/11*z + 1
*
3/8 | 0.19454519960779224085262383634243068825 | 0.029569504695710585284117670028317758042
f(z) = 128/81*z^3 - 80/9*z + 1
*
[ 3/16 ] 
f(z) = 128/81*z^3 - 79/18*z + 1
*
[ 9/4 ] 
f(z) = 128/81*z^3 - 67/9*z + 1
*
3/16 | 0.092482929454722905963280989309424597679 | 0.014660983862609427149987671355888403329
f(z) = 128/81*z^3 - 61/18*z + 1
*
-2 | 0.10061624367126096587805227269162047902 | 0.015900323772192546980877753676571856895
f(z) = 129/88*z^3 - 70/11*z + 1
*
-2 | 0.10098844525008022436036967634964407095 | 0.015923448729943096119195892281969509183
f(z) = 131/88*z^3 - 71/11*z + 1
*
-2 | 0.10135126234833877757952273949838082265 | 0.015945491762995476001018744727553906532
f(z) = 133/88*z^3 - 72/11*z + 1
*
[ 2 ] 
f(z) = 133/88*z^3 - 61/11*z + 1
*
[ 3/2 ] 
f(z) = 134/81*z^3 - 61/18*z + 1
*
-2 | 0.10170526509329330584856275336494467772 | 0.015966537842184214221677521844380877388
f(z) = 135/88*z^3 - 73/11*z + 1
*
[ 2 ] 
f(z) = 135/88*z^3 - 62/11*z + 1
*
-2 | 0.10205096646413516366904575088516328369 | 0.015986662551027414368490967083034334119
f(z) = 137/88*z^3 - 74/11*z + 1
*
[ 2 ] 
f(z) = 137/88*z^3 - 63/11*z + 1
*
-2 | 0.10238883014235287658251028870057089331 | 0.016005933418208465854097985260049397961
f(z) = 139/88*z^3 - 75/11*z + 1
*
[ 2 ] 
f(z) = 139/88*z^3 - 64/11*z + 1
*
4/11 | 0.14524017475914502744326634296582251282 | 0.025233961037430310302057558331688143962
f(z) = 121/80*z^3 - 79/20*z + 1
*
[ -20/11 ] 
f(z) = 121/80*z^3 - 69/20*z + 1
*
[ -3/2 ] 
f(z) = 125/81*z^3 - 65/36*z + 1
*
[ 6/5 ] 
f(z) = 125/88*z^3 - 62/33*z + 1
*
[ 8/5 ] 
f(z) = 125/96*z^3 - 71/24*z + 1
*
[ -3/2 ] 
f(z) = 127/81*z^3 - 67/36*z + 1
*
[ 3/8 ] 
f(z) = 128/99*z^3 - 61/33*z + 1
*
[ -3/2 ] 
f(z) = 131/81*z^3 - 71/36*z + 1
*
[ -3/2 ] 
f(z) = 133/81*z^3 - 73/36*z + 1
*
[ -3/2 ] 
f(z) = 137/81*z^3 - 77/36*z + 1
*
[ -3/2 ] 
f(z) = 139/81*z^3 - 79/36*z + 1
*
[ 2/5 ] 
f(z) = 125/84*z^3 - 73/42*z + 1
*
[ 22/25 ] 
f(z) = 125/88*z^3 - 68/55*z + 1
*
[ 2/5 ] 
f(z) = 125/92*z^3 - 79/46*z + 1
*
[ -14/9 ] 
f(z) = 135/98*z^3 - 71/42*z + 1
*
[ 6/11 ] 
f(z) = 121/80*z^3 - 77/60*z + 1
*
[ -3/2 ] 
f(z) = 122/99*z^3 - 73/66*z + 1
*
[ 2/3 ] 
f(z) = 123/80*z^3 - 71/60*z + 1
*
4/25 | 0.093985733898528795679346381286384020786 | 0.014599154955344869672031719544423780987
f(z) = 125/96*z^3 - 77/60*z + 1
*
[ 2/3 ] 
f(z) = 129/80*z^3 - 73/60*z + 1
*
[ 3/4 ] 
f(z) = 136/99*z^3 - 73/66*z + 1
*
21/11 | 0.068715227109949821553906308985354343725 | 0.011403377939109441544462528971254183181
f(z) = 121/81*z^3 - 46/9*z + 1
*
[ -18/11 ] 
f(z) = 121/81*z^3 - 43/18*z + 1
*
-20/11 | 0.13781253167736606716351905225962556271 | 0.023789436896525153836491953116271913976
f(z) = 121/96*z^3 - 41/12*z + 1
*
[ 3/2 ] 
f(z) = 122/81*z^3 - 55/18*z + 1
*
[ 2 ] 
f(z) = 123/88*z^3 - 56/11*z + 1
*
[ -2 ] 
f(z) = 123/88*z^3 - 45/11*z + 1
*
9/5 | 0.18397658737407432011802385832694780345 | 0.029829930352983160566656175751344352293
f(z) = 125/81*z^3 - 53/9*z + 1
*
9/5 | 0.082028785042495464129709372270092822740 | 0.013564368557754634716653052147407811240
f(z) = 125/81*z^3 - 47/9*z + 1
*
[ 9/5 ] 
f(z) = 125/81*z^3 - 41/9*z + 1
*
[ 2 ] 
f(z) = 125/88*z^3 - 57/11*z + 1
*
[ -2 ] 
f(z) = 125/88*z^3 - 46/11*z + 1
*
[ 2 ] 
f(z) = 127/88*z^3 - 58/11*z + 1
*
[ -2 ] 
f(z) = 127/88*z^3 - 47/11*z + 1
*
[ -9/4 ] 
f(z) = 128/81*z^3 - 59/9*z + 1
*
15/8 | 0.15049211883907641434059313234080789855 | 0.024400764726192115833253976686108448227
f(z) = 128/81*z^3 - 53/9*z + 1
*
3/8 | 0.081379620921065933430453305924973848643 | 0.013657908778517338263395456774928692144
f(z) = 128/81*z^3 - 43/18*z + 1
*
[ 2 ] 
f(z) = 129/88*z^3 - 59/11*z + 1
*
[ -2 ] 
f(z) = 129/88*z^3 - 48/11*z + 1
*
[ 3/2 ] 
f(z) = 130/81*z^3 - 59/18*z + 1
*
[ 2 ] 
f(z) = 131/88*z^3 - 60/11*z + 1
*
[ -2 ] 
f(z) = 131/88*z^3 - 49/11*z + 1
*
[ -2 ] 
f(z) = 133/88*z^3 - 50/11*z + 1
*
[ -2 ] 
f(z) = 135/88*z^3 - 51/11*z + 1
*
-3/2 | 0.13502933514777416899946575026390792581 | 0.022328596810304049069643407808426248441
f(z) = 136/81*z^3 - 47/18*z + 1
*
[ -2 ] 
f(z) = 137/88*z^3 - 52/11*z + 1
*
[ -2 ] 
f(z) = 139/88*z^3 - 53/11*z + 1
*
12/11 | 0.10676282211142616608786718957565844113 | 0.020075293945041731196563137557725790753
f(z) = 121/80*z^3 - 51/20*z + 1
*
[ 3/4 ] 
f(z) = 124/81*z^3 - 43/36*z + 1
*
3/10 | 0.18115893614092882657161319333447197080 | 0.029150500445381701040908398418968364885
f(z) = 125/81*z^3 - 53/36*z + 1
*
[ 9/10 ] 
f(z) = 125/81*z^3 - 49/36*z + 1
*
-6/5 | 0.15088646839205095664011893668694782128 | 0.028587190338538099715255216922761248728
f(z) = 125/96*z^3 - 49/24*z + 1
*
[ -3/2 ] 
f(z) = 128/99*z^3 - 41/33*z + 1
*
[ -3/2 ] 
f(z) = 136/99*z^3 - 47/33*z + 1
*
[ 8/11 ] 
f(z) = 121/80*z^3 - 47/40*z + 1
*
[ 6/11 ] 
f(z) = 121/84*z^3 - 53/42*z + 1
*
[ 4/5 ] 
f(z) = 125/88*z^3 - 51/44*z + 1
*
[ 7/10 ] 
f(z) = 125/98*z^3 - 59/56*z + 1
*
[ 3/5 ] 
f(z) = 130/81*z^3 - 56/45*z + 1
*
[ 2/3 ] 
f(z) = 135/92*z^3 - 53/46*z + 1
*
[ 7/9 ] 
f(z) = 135/98*z^3 - 47/42*z + 1
*
9/11 | 0.13993626809250463927100067666422268291 | 0.023983000374567792923072576959004439540
f(z) = 121/81*z^3 - 38/9*z + 1
*
-18/11 | 0.15792020227176112963559751524503480903 | 0.027452100509938101162246076139294529149
f(z) = 121/81*z^3 - 35/9*z + 1
*
[ 3/11 ] 
f(z) = 121/81*z^3 - 25/9*z + 1
*
[ 6/11 ] 
f(z) = 121/81*z^3 - 23/18*z + 1
*
[ 4/11 ] 
f(z) = 121/96*z^3 - 23/12*z + 1
*
[ 14/11 ] 
f(z) = 121/98*z^3 - 25/14*z + 1
*
[ -3/2 ] 
f(z) = 122/81*z^3 - 31/18*z + 1
*
[ 3/2 ] 
f(z) = 124/81*z^3 - 28/9*z + 1
*
[ 6/5 ] 
f(z) = 125/81*z^3 - 37/18*z + 1
*
[ -9/5 ] 
f(z) = 125/81*z^3 - 31/9*z + 1
*
[ 7/5 ] 
f(z) = 125/98*z^3 - 31/14*z + 1
*
9/8 | 0.081378688049489606770018165697964867011 | 0.014011138361339274066865649612403859653
f(z) = 128/81*z^3 - 37/18*z + 1
*
9/8 | 0.14699076460074626009969840260981927776 | 0.025956523114782107119436327299565825420
f(z) = 128/81*z^3 - 32/9*z + 1
*
[ 3/2 ] 
f(z) = 128/81*z^3 - 29/9*z + 1
*
-9/8 | 0.12206803207423441015502724854694730052 | 0.021936846868886958551293144870492534450
f(z) = 128/81*z^3 - 29/18*z + 1
*
[ 9/16 ] 
f(z) = 128/81*z^3 - 23/18*z + 1
*
[ -3/2 ] 
f(z) = 130/81*z^3 - 35/18*z + 1
*
[ -3/2 ] 
f(z) = 134/81*z^3 - 37/18*z + 1
*
[ 3/2 ] 
f(z) = 136/81*z^3 - 31/9*z + 1
*
[ 3/4 ] 
f(z) = 136/81*z^3 - 23/18*z + 1
*
[ 10/11 ] 
f(z) = 121/80*z^3 - 27/20*z + 1
*
[ 6/11 ] 
f(z) = 121/90*z^3 - 37/30*z + 1
*
[ 6/11 ] 
f(z) = 121/96*z^3 - 29/24*z + 1
*
[ 8/11 ] 
f(z) = 121/96*z^3 - 25/24*z + 1
*
[ 2/3 ] 
f(z) = 123/88*z^3 - 37/33*z + 1
*
[ -3/2 ] 
f(z) = 124/99*z^3 - 38/33*z + 1
*
[ 3/5 ] 
f(z) = 125/99*z^3 - 37/33*z + 1
*
[ 3/4 ] 
f(z) = 128/99*z^3 - 35/33*z + 1
*
[ 2/3 ] 
f(z) = 129/88*z^3 - 38/33*z + 1
*
-12/11 | 0.10820010021116975740942701567058459178 | 0.021043792348943005802420423231486486268
f(z) = 121/81*z^3 - 19/9*z + 1
*
-15/11 | 0.12599117692212180316906906933102912128 | 0.026271200905093885445041281515225829301
f(z) = 121/81*z^3 - 13/9*z + 1
*
[ 9/11 ] 
f(z) = 121/81*z^3 - 11/9*z + 1
*
[ 12/11 ] 
f(z) = 121/96*z^3 - 17/12*z + 1
*
[ 7/11 ] 
f(z) = 121/98*z^3 - 15/14*z + 1
*
[ -14/11 ]
f(z) = 121/98*z^3 - 3/14*z + 1
*
[ -3/2 ] 
f(z) = 124/81*z^3 - 16/9*z + 1
*
[ 3/5 ] 
f(z) = 125/81*z^3 - 11/9*z + 1
*
[ 2/5 ] 
f(z) = 125/88*z^3 - 19/11*z + 1
*
[ 4/5 ] 
f(z) = 125/96*z^3 - 13/12*z + 1
*
9/8 | 0.081378688049489606770018165697964867011 | 0.015670973279036420984600332584991702096
f(z) = 128/81*z^3 - 20/9*z + 1
*
[ 3/4 ] 
f(z) = 128/81*z^3 - 11/9*z + 1
*
[ -9/8 ]
f(z) = 128/81*z^3 - 1/9*z + 1
*
[ 2/3 ] 
f(z) = 135/88*z^3 - 13/11*z + 1
*
[ -3/2 ] 
f(z) = 136/81*z^3 - 19/9*z + 1
*
[ -12/11 ]
f(z) = 121/96*z^3 + 5/12*z + 1
*
-2 | 0.084831909341492241045774187388176429078 | 0.013398386568096258097901733646661785830
f(z) = 127/108*z^3 - 281/54*z + 1
*
-2 | 0.097202163719622895413535754002087299328 | 0.015334972159500870750725266018334788088
f(z) = 127/116*z^3 - 283/58*z + 1
*
-2 | 0.099697019420758811933855132668607871258 | 0.015728569804397408988394210331170341546
f(z) = 129/100*z^3 - 283/50*z + 1
*
-2 | 0.097800606899470874259056665191519868063 | 0.015395295522218286005767775617054884974
f(z) = 129/116*z^3 - 287/58*z + 1
*
-2 | 0.10011542560798493729599048157357775305 | 0.015759683016608430503730503802225692579
f(z) = 131/100*z^3 - 287/50*z + 1
*
-2 | 0.085793217521839686866876151333322990430 | 0.013490403491413466431202325097889274646
f(z) = 131/108*z^3 - 289/54*z + 1
*
-2 | 0.098359294750687969433524150451419372332 | 0.015449580039397858567384090862502206734
f(z) = 131/116*z^3 - 291/58*z + 1
*
-2 | 0.10052022935361902910201294222718482883 | 0.015789004312340343478480453388802823028
f(z) = 133/100*z^3 - 291/50*z + 1
*
-2 | 0.086243327835523063346335885622927328623 | 0.013531931659316109686075683116794272975
f(z) = 133/108*z^3 - 293/54*z + 1
*
-2 | 0.098884991419019587365718372355055590209 | 0.015498917277389764849956150366602738585
f(z) = 133/116*z^3 - 295/58*z + 1
*
-2 | 0.099382724605041353840943375837564521545 | 0.015544117293342910750026248966112760129
f(z) = 135/116*z^3 - 299/58*z + 1
*
-2 | 0.10129336713885812962865249447999675813 | 0.015842954458145205954870567470038061828
f(z) = 137/100*z^3 - 299/50*z + 1
*
-48/25 | 0.23174441346501235215256336285083164998 | 0.029575913428927564564377226812229776870
f(z) = 125/108*z^3 - 281/60*z + 1
*
-26/15 | 0.18294350019241197601895298516791218565 | 0.023704111276136678759509766126318914530
f(z) = 135/104*z^3 - 281/65*z + 1
*
[ 3/11 ] 
f(z) = 121/102*z^3 - 281/102*z + 1
*
[ -21/11 ] 
f(z) = 121/105*z^3 - 281/105*z + 1
*
[ 8/5 ] 
f(z) = 125/104*z^3 - 281/104*z + 1
*
[ -15/8 ] 
f(z) = 128/105*z^3 - 289/105*z + 1
*
[ 13/8 ] 
f(z) = 128/117*z^3 - 293/117*z + 1
*
[ -20/11 ] 
f(z) = 121/112*z^3 - 283/140*z + 1
*
[ 4/3 ] 
f(z) = 123/104*z^3 - 289/156*z + 1
*
5/7 | 0.21676344620099965786065601134529558064 | 0.029763909711610062095773092014283716915
f(z) = 133/100*z^3 - 291/140*z + 1
*
-15/11 | 0.14098880389983039270594739055643929688 | 0.019341061293321782252054263440967943262
f(z) = 121/100*z^3 - 293/180*z + 1
*
[ 10/9 ] 
f(z) = 135/104*z^3 - 293/195*z + 1
*
[ -8/5 ] 
f(z) = 125/108*z^3 - 289/216*z + 1
*
[ 1/2 ] 
f(z) = 126/109*z^3 - 281/218*z + 1
*
5/8 | 0.13791052517777852388734847339918012645 | 0.024338182203451130131270916637393692979
f(z) = 128/105*z^3 - 289/210*z + 1
*
[ 1/2 ] 
f(z) = 130/109*z^3 - 283/218*z + 1
*
[ 1/2 ] 
f(z) = 134/107*z^3 - 281/214*z + 1
*
[ 1/2 ] 
f(z) = 134/109*z^3 - 285/218*z + 1
*
[ 1/2 ] 
f(z) = 138/107*z^3 - 283/214*z + 1
*
[ 1/2 ] 
f(z) = 138/109*z^3 - 287/218*z + 1
*
[ 1/2 ] 
f(z) = 122/111*z^3 - 283/222*z + 1
*
[ 1/2 ] 
f(z) = 122/113*z^3 - 287/226*z + 1
*
[ 1/2 ] 
f(z) = 122/115*z^3 - 291/230*z + 1
*
[ 1/2 ] 
f(z) = 122/117*z^3 - 295/234*z + 1
*
[ 1/2 ] 
f(z) = 122/119*z^3 - 299/238*z + 1
*
[ 1/2 ] 
f(z) = 126/113*z^3 - 289/226*z + 1
*
[ 1/2 ] 
f(z) = 126/115*z^3 - 293/230*z + 1
*
[ 1/2 ] 
f(z) = 130/111*z^3 - 287/222*z + 1
*
[ 1/2 ] 
f(z) = 130/113*z^3 - 291/226*z + 1
*
[ 1/2 ] 
f(z) = 134/111*z^3 - 289/222*z + 1
*
[ 1/2 ] 
f(z) = 134/113*z^3 - 293/226*z + 1
*
[ 1/2 ] 
f(z) = 134/115*z^3 - 297/230*z + 1
*
[ 1/2 ] 
f(z) = 138/113*z^3 - 295/226*z + 1
*
[ 6/11 ] 
f(z) = 125/108*z^3 - 285/242*z + 1
*
[ 6/11 ] 
f(z) = 131/108*z^3 - 289/242*z + 1
*
[ 6/11 ] 
f(z) = 137/108*z^3 - 293/242*z + 1
*
[ 4/5 ] 
f(z) = 135/104*z^3 - 281/260*z + 1
*
[ 6/7 ] 
f(z) = 125/108*z^3 - 299/294*z + 1
*
[ 6 ] 
f(z) = 137/108*z^3 - 269/6*z + 1
*
[ -6 ] 
f(z) = 139/108*z^3 - 271/6*z + 1
*
-2/11 | 0.13842469296162201736722242223270040723 | 0.019849980501181051875385675419525882892
f(z) = 121/112*z^3 - 267/28*z + 1
*
-14/5 | 0.18578214981782179346138334560384332005 | 0.026698789632005647713194148021309917371
f(z) = 125/112*z^3 - 263/28*z + 1
*
-2 | 0.097857360265474207260552158712165315993 | 0.015581400086029581772919175752119932992
f(z) = 121/100*z^3 - 267/50*z + 1
*
-2 | 0.083187672100239592995917061140141369940 | 0.013229889207002010411254787517478576996
f(z) = 121/108*z^3 - 269/54*z + 1
*
-2 | 0.095047043078461553968807518066668929799 | 0.015098177433126022007113962032911650504
f(z) = 121/116*z^3 - 271/58*z + 1
*
[ 2/11 ] 
f(z) = 121/116*z^3 - 263/58*z + 1
*
-2 | 0.098345895138809396366998151969752783918 | 0.015622198508580726771488773971421626789
f(z) = 123/100*z^3 - 271/50*z + 1
*
-2 | 0.095843562311324715617930633605616017706 | 0.015189350810144371171757904342321210078
f(z) = 123/116*z^3 - 275/58*z + 1
*
-2 | 0.084314945608378181968456463906193266033 | 0.013346960193274944599541338016142591556
f(z) = 125/108*z^3 - 277/54*z + 1
*
-2 | 0.096554487478855894037861448362434437218 | 0.015267078932929548954867843498028300365
f(z) = 125/116*z^3 - 279/58*z + 1
*
-2 | 0.099263703570133517880559265125237240645 | 0.015695456908846577339826823933191730802
f(z) = 127/100*z^3 - 279/50*z + 1
*
[ 5/22 ] 
f(z) = 121/100*z^3 - 277/80*z + 1
*
6/11 | 0.17164630792167207425262706826521818022 | 0.024640498412190971236019992822305135593
f(z) = 121/112*z^3 - 265/84*z + 1
*
[ 12/7 ] 
f(z) = 133/108*z^3 - 269/84*z + 1
*
-14/9 | 0.11512901203678631017235822714796739764 | 0.016439802357171831503966626143952752654
f(z) = 135/112*z^3 - 275/84*z + 1
*
2/5 | 0.16592052801318132473148192727440109279 | 0.029540197584713977355837566473815379820
f(z) = 125/102*z^3 - 275/102*z + 1
*
-26/15 | 0.13171511784287224250760812226957161554 | 0.017122382229708416336520504723946948437
f(z) = 125/104*z^3 - 274/117*z + 1
*
6/5 | 0.16702251730137144143910042939141087652 | 0.029736393810094770710951396382316043714
f(z) = 125/114*z^3 - 275/114*z + 1
*
[ 3/2 ] 
f(z) = 136/105*z^3 - 271/105*z + 1
*
[ 3/2 ] 
f(z) = 136/111*z^3 - 269/111*z + 1
*
[ -39/22 ] 
f(z) = 121/117*z^3 - 263/156*z + 1
*
[ 24/19 ] 
f(z) = 133/108*z^3 - 267/152*z + 1
*
-39/25 | 0.12679481300424889622067471731830785453 | 0.018860894750039597066814259129437946639
f(z) = 125/117*z^3 - 277/195*z + 1
*
[ -30/19 ] 
f(z) = 133/108*z^3 - 273/190*z + 1
*
[ 12/11 ] 
f(z) = 121/102*z^3 - 271/204*z + 1
*
[ 1/2 ] 
f(z) = 122/101*z^3 - 263/202*z + 1
*
[ 1/2 ] 
f(z) = 122/103*z^3 - 267/206*z + 1
*
[ 1/2 ] 
f(z) = 122/105*z^3 - 271/210*z + 1
*
[ 1/2 ] 
f(z) = 122/107*z^3 - 275/214*z + 1
*
[ 1/2 ] 
f(z) = 122/109*z^3 - 279/218*z + 1
*
[ 1/2 ] 
f(z) = 126/101*z^3 - 265/202*z + 1
*
[ 1/2 ] 
f(z) = 126/103*z^3 - 269/206*z + 1
*
[ 1/2 ] 
f(z) = 126/107*z^3 - 277/214*z + 1
*
[ 1/2 ] 
f(z) = 130/101*z^3 - 267/202*z + 1
*
[ 1/2 ] 
f(z) = 130/103*z^3 - 271/206*z + 1
*
[ 1/2 ] 
f(z) = 130/107*z^3 - 279/214*z + 1
*
[ 1/2 ] 
f(z) = 134/101*z^3 - 269/202*z + 1
*
[ 1/2 ] 
f(z) = 134/103*z^3 - 273/206*z + 1
*
[ 1/2 ] 
f(z) = 134/105*z^3 - 277/210*z + 1
*
[ 1/2 ] 
f(z) = 138/101*z^3 - 271/202*z + 1
*
[ 1/2 ] 
f(z) = 138/103*z^3 - 275/206*z + 1
*
[ 12/11 ] 
f(z) = 121/114*z^3 - 269/228*z + 1
*
[ -18/11 ] 
f(z) = 121/117*z^3 - 271/234*z + 1
*
[ -8/5 ] 
f(z) = 125/116*z^3 - 263/232*z + 1
*
[ 9/16 ] 
f(z) = 128/117*z^3 - 263/234*z + 1
*
[ 17/16 ] 
f(z) = 128/119*z^3 - 275/238*z + 1
*
4/25 | 0.16334967389647133119044239496551349644 | 0.025373714735199486046435132651593189360
f(z) = 125/102*z^3 - 263/255*z + 1
*
[ 14/15 ] 
f(z) = 125/112*z^3 - 263/252*z + 1
*
[ 5/6 ] 
f(z) = 129/100*z^3 - 263/240*z + 1
*
[ 2/3 ] 
f(z) = 137/112*z^3 - 263/252*z + 1
*
[ 2/3 ] 
f(z) = 139/112*z^3 - 265/252*z + 1
*
[ 10/11 ] 
f(z) = 121/108*z^3 - 277/270*z + 1
*
[ 10/11 ] 
f(z) = 121/116*z^3 - 279/290*z + 1
*
[ 18/5 ] 
f(z) = 125/108*z^3 - 257/18*z + 1
*
[ -18/5 ] 
f(z) = 125/108*z^3 - 247/18*z + 1
*
[ 6 ] 
f(z) = 125/108*z^3 - 245/6*z + 1
*
[ -6 ] 
f(z) = 127/108*z^3 - 247/6*z + 1
*
[ 6 ] 
f(z) = 131/108*z^3 - 257/6*z + 1
*
[ -6 ] 
f(z) = 133/108*z^3 - 259/6*z + 1
*
[ 30/11 ] 
f(z) = 121/100*z^3 - 251/30*z + 1
*
6/11 | 0.22468335906815227452300436403758077760 | 0.029498486592130419493544989308913601257
f(z) = 121/104*z^3 - 254/39*z + 1
*
24/11 | 0.15234303503218636994809020268340013037 | 0.019666553323312608460568897679599284025
f(z) = 121/108*z^3 - 257/48*z + 1
*
[ 2/11 ] 
f(z) = 121/108*z^3 - 245/54*z + 1
*
[ 2 ] 
f(z) = 133/100*z^3 - 241/50*z + 1
*
[ 2 ] 
f(z) = 135/116*z^3 - 241/58*z + 1
*
[ 2 ] 
f(z) = 137/100*z^3 - 249/50*z + 1
*
[ 2 ] 
f(z) = 137/108*z^3 - 247/54*z + 1
*
[ 2 ] 
f(z) = 137/116*z^3 - 245/58*z + 1
*
[ 2 ] 
f(z) = 139/100*z^3 - 253/50*z + 1
*
[ 2 ] 
f(z) = 139/108*z^3 - 251/54*z + 1
*
[ 2 ] 
f(z) = 139/116*z^3 - 249/58*z + 1
*
5/3 | 0.19613553718462835615929788691967798692 | 0.027647172872673837255540889982059502939
f(z) = 123/100*z^3 - 241/60*z + 1
*
-42/25 | 0.28556035611233913604426880999129814018 | 0.029939039194193388097987171080440117867
f(z) = 125/108*z^3 - 257/70*z + 1
*
5/3 | 0.19618572456528299065999413612628934290 | 0.027496667944433430414822677656955182347
f(z) = 129/100*z^3 - 251/60*z + 1
*
-14/9 | 0.14279548077721017719527932958421886076 | 0.020659823713753340821305374242523627157
f(z) = 135/112*z^3 - 251/84*z + 1
*
[ 17/11 ] 
f(z) = 121/102*z^3 - 253/102*z + 1
*
-15/11 | 0.12594455252610994226525390500158414453 | 0.022760832719742748732235917089118412952
f(z) = 121/105*z^3 - 253/105*z + 1
*
[ 3/2 ] 
f(z) = 124/105*z^3 - 244/105*z + 1
*
[ 3/2 ] 
f(z) = 124/111*z^3 - 242/111*z + 1
*
-8/5 | 0.13972109152955178617598852017577680283 | 0.025214662755325983024830358595099854083
f(z) = 125/104*z^3 - 255/104*z + 1
*
[ 1/3 ] 
f(z) = 126/115*z^3 - 244/115*z + 1
*
[ 3/2 ] 
f(z) = 128/105*z^3 - 253/105*z + 1
*
5/4 | 0.065840303177265190871811858780480560637 | 0.011995090209078776383765909402775722038
f(z) = 128/105*z^3 - 242/105*z + 1
*
[ 3/2 ] 
f(z) = 128/111*z^3 - 251/111*z + 1
*
[ 1/3 ] 
f(z) = 135/113*z^3 - 241/113*z + 1
*
[ 1/3 ] 
f(z) = 135/116*z^3 - 247/116*z + 1
*
[ 1/3 ] 
f(z) = 135/118*z^3 - 251/118*z + 1
*
[ 1/3 ] 
f(z) = 135/119*z^3 - 253/119*z + 1
*
[ 6/5 ] 
f(z) = 133/108*z^3 - 241/150*z + 1
*
[ 6/5 ] 
f(z) = 139/108*z^3 - 253/150*z + 1
*
[ 6/5 ] 
f(z) = 125/116*z^3 - 241/174*z + 1
*
[ 10/19 ] 
f(z) = 133/100*z^3 - 241/190*z + 1
*
[ 6/11 ] 
f(z) = 121/105*z^3 - 247/210*z + 1
*
[ -3/2 ] 
f(z) = 134/105*z^3 - 253/210*z + 1
*
-5/4 | 0.11198771979520583027883368111666271548 | 0.019977109157762520891042036219059226931
f(z) = 136/105*z^3 - 257/210*z + 1
*
[ 6/11 ] 
f(z) = 121/111*z^3 - 257/222*z + 1
*
[ 12/19 ] 
f(z) = 133/108*z^3 - 245/228*z + 1
*
[ 15/22 ] 
f(z) = 121/100*z^3 - 247/240*z + 1
*
[ 28/33 ] 
f(z) = 121/112*z^3 - 241/252*z + 1
*
[ 5/6 ] 
f(z) = 123/100*z^3 - 253/240*z + 1
*
[ 2/3 ] 
f(z) = 125/112*z^3 - 251/252*z + 1
*
[ 2/3 ] 
f(z) = 127/112*z^3 - 253/252*z + 1
*
[ 2/3 ] 
f(z) = 131/112*z^3 - 257/252*z + 1
*
[ -6 ] 
f(z) = 121/108*z^3 - 235/6*z + 1
*
[ -30/11 ] 
f(z) = 121/100*z^3 - 229/30*z + 1
*
[ 14/5 ] 
f(z) = 125/112*z^3 - 227/28*z + 1
*
[ 2/11 ] 
f(z) = 121/100*z^3 - 227/50*z + 1
*
[ 2 ] 
f(z) = 123/100*z^3 - 221/50*z + 1
*
[ 2 ] 
f(z) = 125/108*z^3 - 223/54*z + 1
*
[ 2 ] 
f(z) = 125/116*z^3 - 221/58*z + 1
*
[ 2 ] 
f(z) = 127/100*z^3 - 229/50*z + 1
*
[ 2 ] 
f(z) = 127/108*z^3 - 227/54*z + 1
*
[ 2 ] 
f(z) = 127/116*z^3 - 225/58*z + 1
*
[ 2 ] 
f(z) = 129/100*z^3 - 233/50*z + 1
*
[ 2 ] 
f(z) = 129/116*z^3 - 229/58*z + 1
*
[ 2 ] 
f(z) = 131/100*z^3 - 237/50*z + 1
*
[ 2 ] 
f(z) = 131/108*z^3 - 235/54*z + 1
*
[ 2 ] 
f(z) = 131/116*z^3 - 233/58*z + 1
*
[ 2 ] 
f(z) = 133/108*z^3 - 239/54*z + 1
*
[ 2 ] 
f(z) = 133/116*z^3 - 237/58*z + 1
*
-5/3 | 0.17898678781155226469155116413284681659 | 0.025412853029964991919731632724639810096
f(z) = 123/100*z^3 - 229/60*z + 1
*
-42/25 | 0.27689670813594152636119630195397194090 | 0.029279413592684246747763156916445561896
f(z) = 125/108*z^3 - 237/70*z + 1
*
-48/25 | 0.18244476321141865187892783247765128132 | 0.024020468807345236110587447382467315662
f(z) = 125/108*z^3 - 221/60*z + 1
*
-5/3 | 0.18523983885802104185298544725955844256 | 0.026142028616905873973886889936129612675
f(z) = 129/100*z^3 - 239/60*z + 1
*
[ 26/15 ] 
f(z) = 135/104*z^3 - 226/65*z + 1
*
4/3 | 0.17548495121554610453673658820332904655 | 0.025764007494263830039866777655331078485
f(z) = 123/112*z^3 - 227/84*z + 1
*
4/3 | 0.20054147031693346477029832959883953853 | 0.029293746599548456622101746708339561108
f(z) = 129/112*z^3 - 235/84*z + 1
*
[ 2/7 ] 
f(z) = 133/104*z^3 - 237/91*z + 1
*
-14/9 | 0.13207846776445324233281464767516494944 | 0.019391239019319388800102926041644899294
f(z) = 135/112*z^3 - 227/84*z + 1
*
[ 16/11 ] 
f(z) = 121/112*z^3 - 221/112*z + 1
*
[ -26/15 ] 
f(z) = 125/104*z^3 - 238/117*z + 1
*
[ -9/5 ] 
f(z) = 125/117*z^3 - 223/117*z + 1
*
[ 1/3 ] 
f(z) = 126/107*z^3 - 228/107*z + 1
*
[ 1/3 ] 
f(z) = 126/109*z^3 - 232/109*z + 1
*
[ 1/3 ] 
f(z) = 126/113*z^3 - 240/113*z + 1
*
[ -7/4 ] 
f(z) = 128/105*z^3 - 227/105*z + 1
*
[ 1/3 ] 
f(z) = 135/103*z^3 - 221/103*z + 1
*
[ 1/3 ] 
f(z) = 135/104*z^3 - 223/104*z + 1
*
[ 1/3 ] 
f(z) = 135/106*z^3 - 227/106*z + 1
*
[ 1/3 ] 
f(z) = 135/107*z^3 - 229/107*z + 1
*
[ 1/3 ] 
f(z) = 135/109*z^3 - 233/109*z + 1
*
[ 1/3 ] 
f(z) = 135/112*z^3 - 239/112*z + 1
*
[ 9/22 ] 
f(z) = 121/108*z^3 - 235/144*z + 1
*
[ 6/5 ] 
f(z) = 127/108*z^3 - 229/150*z + 1
*
[ 4/9 ] 
f(z) = 135/104*z^3 - 235/156*z + 1
*
0 | 0.16986583365313530553114327958848977040 | 0.027886585470380863166100373697689577995
f(z) = 129/110*z^3 - 221/165*z + 1
*
[ 26/45 ] 
f(z) = 135/104*z^3 - 227/195*z + 1
*
-14/11 | 0.13990949730184498713442617747339314491 | 0.025489357737678066616650215431720233808
f(z) = 121/105*z^3 - 227/210*z + 1
*
[ 10/11 ] 
f(z) = 121/105*z^3 - 221/210*z + 1
*
[ 2/3 ] 
f(z) = 126/109*z^3 - 221/218*z + 1
*
[ 15/16 ] 
f(z) = 128/105*z^3 - 239/210*z + 1
*
[ 2/3 ] 
f(z) = 135/101*z^3 - 221/202*z + 1
*
[ 2/3 ] 
f(z) = 135/103*z^3 - 223/206*z + 1
*
[ 2/3 ] 
f(z) = 135/107*z^3 - 227/214*z + 1
*
[ 2/3 ] 
f(z) = 135/109*z^3 - 229/218*z + 1
*
[ 3/4 ] 
f(z) = 136/105*z^3 - 223/210*z + 1
*
[ 10/11 ] 
f(z) = 121/115*z^3 - 223/230*z + 1
*
[ 2/3 ] 
f(z) = 126/113*z^3 - 225/226*z + 1
*
[ 2/3 ] 
f(z) = 126/115*z^3 - 227/230*z + 1
*
[ 5/6 ] 
f(z) = 126/115*z^3 - 221/230*z + 1
*
[ 13/16 ] 
f(z) = 128/117*z^3 - 223/234*z + 1
*
[ -3/2 ] 
f(z) = 134/111*z^3 - 233/222*z + 1
*
[ 2/3 ] 
f(z) = 135/113*z^3 - 233/226*z + 1
*
[ 2/3 ] 
f(z) = 135/119*z^3 - 239/238*z + 1
*
[ 3/4 ] 
f(z) = 136/111*z^3 - 227/222*z + 1
*
[ -42/11 ] 
f(z) = 121/108*z^3 - 211/14*z + 1
*
-75/22 | 0.19192981504038330570876602211192716397 | 0.022293978377726982672481770044083095574
f(z) = 121/108*z^3 - 203/16*z + 1
*
[ 24/5 ] 
f(z) = 125/108*z^3 - 207/8*z + 1
*
[ -30/11 ] 
f(z) = 121/108*z^3 - 209/30*z + 1
*
[ -14/5 ] 
f(z) = 125/112*z^3 - 207/28*z + 1
*
2/9 | 0.21677197865286778212569085857858684508 | 0.029060481323856769141223443151726108652
f(z) = 135/104*z^3 - 217/39*z + 1
*
[ 2 ] 
f(z) = 121/100*z^3 - 217/50*z + 1
*
[ 2 ] 
f(z) = 121/108*z^3 - 215/54*z + 1
*
[ 2 ] 
f(z) = 121/116*z^3 - 213/58*z + 1
*
[ 2 ] 
f(z) = 123/116*z^3 - 217/58*z + 1
*
[ -2 ] 
f(z) = 139/100*z^3 - 203/50*z + 1
*
3/5 | 0.21831991991301235564487932632069860906 | 0.028956590810665792327483086246340836062
f(z) = 125/108*z^3 - 209/60*z + 1
*
-26/15 | 0.17738490344386261834346669812391826577 | 0.023794978838741783014823830566031458426
f(z) = 135/104*z^3 - 216/65*z + 1
*
[ 10/33 ] 
f(z) = 121/100*z^3 - 217/90*z + 1
*
[ -21/11 ] 
f(z) = 121/108*z^3 - 215/84*z + 1
*
6/11 | 0.13791072211016174615312754972382404566 | 0.025768755200651748136523513654722914768
f(z) = 121/105*z^3 - 211/105*z + 1
*
[ 4/11 ] 
f(z) = 121/108*z^3 - 205/108*z + 1
*
[ 4/11 ] 
f(z) = 121/116*z^3 - 219/116*z + 1
*
3/5 | 0.15740177495287733862493312041790826388 | 0.029307835331391992735699455817254647120
f(z) = 125/102*z^3 - 215/102*z + 1
*
4/5 | 0.15306759565889499434528064204528397770 | 0.028500821477305582383980320039467747116
f(z) = 125/108*z^3 - 215/108*z + 1
*
[ 7/5 ] 
f(z) = 125/112*z^3 - 213/112*z + 1
*
[ 7/5 ] 
f(z) = 125/119*z^3 - 211/119*z + 1
*
[ 1/3 ] 
f(z) = 126/101*z^3 - 216/101*z + 1
*
[ 1/3 ] 
f(z) = 126/103*z^3 - 220/103*z + 1
*
[ 3/8 ] 
f(z) = 128/111*z^3 - 203/111*z + 1
*
[ -7/4 ] 
f(z) = 128/119*z^3 - 205/119*z + 1
*
[ 1/3 ] 
f(z) = 135/101*z^3 - 217/101*z + 1
*
[ 4/3 ] 
f(z) = 135/116*z^3 - 211/116*z + 1
*
[ 12/11 ] 
f(z) = 121/104*z^3 - 203/156*z + 1
*
[ 6/5 ] 
f(z) = 121/108*z^3 - 217/150*z + 1
*
-6/25 | 0.17446317155618155264961982595400775636 | 0.025749630236153013442670504123878566711
f(z) = 125/112*z^3 - 219/140*z + 1
*
2/15 | 0.19752064102811930982327769825765455632 | 0.029272783719445545910767996165551802757
f(z) = 135/112*z^3 - 213/140*z + 1
*
[ 3/4 ] 
f(z) = 139/108*z^3 - 203/192*z + 1
*
[ 8/11 ] 
f(z) = 121/100*z^3 - 203/200*z + 1
*
[ 8/11 ] 
f(z) = 121/108*z^3 - 209/216*z + 1
*
[ 4/5 ] 
f(z) = 125/102*z^3 - 211/204*z + 1
*
[ 4/5 ] 
f(z) = 125/106*z^3 - 213/212*z + 1
*
[ 2/3 ] 
f(z) = 126/101*z^3 - 213/202*z + 1
*
[ 2/3 ] 
f(z) = 126/103*z^3 - 215/206*z + 1
*
[ 2/3 ] 
f(z) = 126/107*z^3 - 219/214*z + 1
*
[ 8/11 ] 
f(z) = 121/116*z^3 - 215/232*z + 1
*
[ 4/5 ] 
f(z) = 125/114*z^3 - 217/228*z + 1
*
[ 4/5 ] 
f(z) = 125/118*z^3 - 219/236*z + 1
*
[ -2 ] 
f(z) = 129/100*z^3 - 183/50*z + 1
*
[ -2 ] 
f(z) = 131/100*z^3 - 187/50*z + 1
*
[ -2 ] 
f(z) = 131/108*z^3 - 181/54*z + 1
*
[ -2 ] 
f(z) = 133/100*z^3 - 191/50*z + 1
*
[ -2 ] 
f(z) = 133/108*z^3 - 185/54*z + 1
*
[ -2 ] 
f(z) = 135/116*z^3 - 183/58*z + 1
*
[ -2 ] 
f(z) = 137/100*z^3 - 199/50*z + 1
*
[ -2 ] 
f(z) = 137/108*z^3 - 193/54*z + 1
*
[ -2 ] 
f(z) = 137/116*z^3 - 187/58*z + 1
*
[ -2 ] 
f(z) = 139/108*z^3 - 197/54*z + 1
*
[ -2 ] 
f(z) = 139/116*z^3 - 191/58*z + 1
*
[ 5/3 ] 
f(z) = 123/100*z^3 - 181/60*z + 1
*
[ 5/3 ] 
f(z) = 129/100*z^3 - 191/60*z + 1
*
-4/3 | 0.15945035498899483616638864289189343447 | 0.024134826348472106162670553653802877002
f(z) = 123/112*z^3 - 185/84*z + 1
*
-4/3 | 0.10874103246019796205374718831899551409 | 0.016354532281142503086490759892125566993
f(z) = 129/112*z^3 - 193/84*z + 1
*
[ 4/11 ] 
f(z) = 121/100*z^3 - 191/100*z + 1
*
26/33 | 0.17390210217522354752765185211874164710 | 0.023770485419570140196562546577484884961
f(z) = 121/104*z^3 - 188/117*z + 1
*
-13/11 | 0.077449866273482885025191896141377727104 | 0.014836127817459808498722510498343012151
f(z) = 121/104*z^3 - 185/104*z + 1
*
[ 15/11 ] 
f(z) = 121/105*z^3 - 197/105*z + 1
*
[ -19/11 ] 
f(z) = 121/114*z^3 - 181/114*z + 1
*
[ 2/5 ] 
f(z) = 125/114*z^3 - 191/114*z + 1
*
[ 2/5 ] 
f(z) = 125/118*z^3 - 197/118*z + 1
*
9/8 | 0.11804092132056740815153662977910373584 | 0.022342678303031127849253613261209082487
f(z) = 128/105*z^3 - 197/105*z + 1
*
[ 3/8 ] 
f(z) = 128/105*z^3 - 193/105*z + 1
*
[ 28/25 ] 
f(z) = 125/112*z^3 - 181/140*z + 1
*
[ 6/11 ] 
f(z) = 121/116*z^3 - 199/174*z + 1
*
[ 8/9 ] 
f(z) = 135/112*z^3 - 181/168*z + 1
*
[ 20/33 ] 
f(z) = 121/100*z^3 - 197/180*z + 1
*
[ 3/4 ] 
f(z) = 121/108*z^3 - 185/192*z + 1
*
[ -39/25 ] 
f(z) = 125/117*z^3 - 187/195*z + 1
*
[ 3/4 ] 
f(z) = 127/108*z^3 - 191/192*z + 1
*
[ 3/4 ] 
f(z) = 133/108*z^3 - 197/192*z + 1
*
[ 28/11 ] 
f(z) = 121/112*z^3 - 179/28*z + 1
*
12/25 | 0.24180820267527567294166548556935983306 | 0.028739371151768022109579850017709427765
f(z) = 125/108*z^3 - 167/20*z + 1
*
[ -2 ] 
f(z) = 121/100*z^3 - 167/50*z + 1
*
[ -2 ] 
f(z) = 121/108*z^3 - 161/54*z + 1
*
[ -2 ] 
f(z) = 123/100*z^3 - 171/50*z + 1
*
[ -2 ] 
f(z) = 125/108*z^3 - 169/54*z + 1
*
[ -2 ] 
f(z) = 125/116*z^3 - 163/58*z + 1
*
[ -2 ] 
f(z) = 127/100*z^3 - 179/50*z + 1
*
[ -2 ] 
f(z) = 127/108*z^3 - 173/54*z + 1
*
[ -2 ] 
f(z) = 127/116*z^3 - 167/58*z + 1
*
[ -2 ] 
f(z) = 129/116*z^3 - 171/58*z + 1
*
[ -2 ] 
f(z) = 131/116*z^3 - 175/58*z + 1
*
[ -2 ] 
f(z) = 133/116*z^3 - 179/58*z + 1
*
-5/3 | 0.18984783751854114372764112787303862480 | 0.028170107536680481958153182645101220136
f(z) = 123/100*z^3 - 169/60*z + 1
*
-5/3 | 0.19285842782113354555286763794913769568 | 0.028374787373488650312611286344062099525
f(z) = 129/100*z^3 - 179/60*z + 1
*
[ 10/7 ] 
f(z) = 133/100*z^3 - 169/70*z + 1
*
[ 3/2 ] 
f(z) = 134/117*z^3 - 175/78*z + 1
*
10/9 | 0.11381206807471973843722945349655876287 | 0.017498005168002187892705256450259621078
f(z) = 135/112*z^3 - 167/84*z + 1
*
[ -18/11 ] 
f(z) = 121/104*z^3 - 176/117*z + 1
*
[ 5/11 ] 
f(z) = 121/115*z^3 - 163/115*z + 1
*
[ 2/5 ] 
f(z) = 125/102*z^3 - 173/102*z + 1
*
[ 6/5 ] 
f(z) = 125/102*z^3 - 163/102*z + 1
*
[ 2/5 ] 
f(z) = 125/106*z^3 - 179/106*z + 1
*
[ 6/5 ] 
f(z) = 125/114*z^3 - 161/114*z + 1
*
[ -5/3 ] 
f(z) = 126/115*z^3 - 166/115*z + 1
*
[ 5/4 ] 
f(z) = 128/105*z^3 - 179/105*z + 1
*
[ 5/4 ] 
f(z) = 128/115*z^3 - 177/115*z + 1
*
[ 6/11 ] 
f(z) = 121/100*z^3 - 179/150*z + 1
*
[ 12/11 ] 
f(z) = 121/117*z^3 - 179/156*z + 1
*
[ 2/3 ] 
f(z) = 129/100*z^3 - 161/150*z + 1
*
[ 2/3 ] 
f(z) = 123/116*z^3 - 169/174*z + 1
*
[ 2/3 ] 
f(z) = 129/116*z^3 - 173/174*z + 1
*
[ -28/11 ] 
f(z) = 121/112*z^3 - 157/28*z + 1
*
-26/11 | 0.12953022070160331107118992935979640184 | 0.020145547740304521874375765341154946476
f(z) = 121/112*z^3 - 155/28*z + 1
*
6/25 | 0.22957979538768569641406044431923092600 | 0.028890253439345337816928676066524915042
f(z) = 125/108*z^3 - 157/30*z + 1
*
-2 | 0.097853268222266477437905493953885454666 | 0.015446318900761896708609458503769784198
f(z) = 127/112*z^3 - 141/28*z + 1
*
-2 | 0.098389009489217049553232994909613421711 | 0.015496433394008138308996692984693311605
f(z) = 129/112*z^3 - 143/28*z + 1
*
-2 | 0.098896115845265463754709854045477604203 | 0.015542303795615562475122006626224582020
f(z) = 131/112*z^3 - 145/28*z + 1
*
-2 | 0.099839423251071217148009933240200004950 | 0.015623734449569864667216202017051006175
f(z) = 135/112*z^3 - 149/28*z + 1
*
-2 | 0.10028124205736639768793356388748823505 | 0.015660198345122260819187274631481298203
f(z) = 137/112*z^3 - 151/28*z + 1
*
-2 | 0.10070605103068186204432990434987124164 | 0.015694289023891252385728548816343519118
f(z) = 139/112*z^3 - 153/28*z + 1
*
[ -2 ] 
f(z) = 121/116*z^3 - 155/58*z + 1
*
[ -2 ] 
f(z) = 123/116*z^3 - 159/58*z + 1
*
[ 3/2 ] 
f(z) = 122/117*z^3 - 157/78*z + 1
*
[ -26/15 ] 
f(z) = 135/104*z^3 - 151/65*z + 1
*
[ 14/11 ] 
f(z) = 121/104*z^3 - 152/91*z + 1
*
-18/11 | 0.18406539229229069484201830006779841198 | 0.028927326627690754151576542170499175565
f(z) = 121/112*z^3 - 145/84*z + 1
*
[ 4/3 ] 
f(z) = 123/112*z^3 - 143/84*z + 1
*
-24/25 | 0.23397175143375233705873450423426763969 | 0.028236078100884045684516599903912115796
f(z) = 125/108*z^3 - 147/80*z + 1
*
-6/5 | 0.16591020861571764896289243579232393869 | 0.025963061058216787370704362680296213494
f(z) = 125/112*z^3 - 149/84*z + 1
*
[ 4/3 ] 
f(z) = 129/112*z^3 - 151/84*z + 1
*
[ 1/2 ] 
f(z) = 120/113*z^3 - 143/113*z + 1
*
[ 1/2 ] 
f(z) = 120/119*z^3 - 149/119*z + 1
*
[ 13/11 ] 
f(z) = 121/104*z^3 - 153/104*z + 1
*
[ 13/11 ] 
f(z) = 121/117*z^3 - 151/117*z + 1
*
[ 1/2 ] 
f(z) = 124/111*z^3 - 142/111*z + 1
*
[ 1/2 ] 
f(z) = 124/113*z^3 - 144/113*z + 1
*
[ 1/2 ] 
f(z) = 124/115*z^3 - 146/115*z + 1
*
[ 1/2 ] 
f(z) = 124/117*z^3 - 148/117*z + 1
*
[ 1/2 ] 
f(z) = 124/119*z^3 - 150/119*z + 1
*
[ -8/5 ] 
f(z) = 125/104*z^3 - 151/104*z + 1
*
[ 1/2 ] 
f(z) = 128/109*z^3 - 141/109*z + 1
*
[ 1/2 ] 
f(z) = 128/111*z^3 - 143/111*z + 1
*
[ 1/2 ] 
f(z) = 128/113*z^3 - 145/113*z + 1
*
[ 1/2 ] 
f(z) = 128/115*z^3 - 147/115*z + 1
*
[ 1/2 ] 
f(z) = 128/119*z^3 - 151/119*z + 1
*
[ 1/2 ] 
f(z) = 132/109*z^3 - 142/109*z + 1
*
[ 1/2 ] 
f(z) = 132/113*z^3 - 146/113*z + 1
*
[ 1/2 ] 
f(z) = 132/115*z^3 - 148/115*z + 1
*
[ 1/2 ] 
f(z) = 132/119*z^3 - 152/119*z + 1
*
[ 1/2 ] 
f(z) = 136/107*z^3 - 141/107*z + 1
*
[ 1/2 ] 
f(z) = 136/109*z^3 - 143/109*z + 1
*
[ 1/2 ] 
f(z) = 136/111*z^3 - 145/111*z + 1
*
[ 1/2 ] 
f(z) = 136/113*z^3 - 147/113*z + 1
*
[ 1/2 ] 
f(z) = 136/115*z^3 - 149/115*z + 1
*
[ 1/2 ] 
f(z) = 136/117*z^3 - 151/117*z + 1
*
[ 2/3 ] 
f(z) = 123/100*z^3 - 157/150*z + 1
*
[ 3/4 ] 
f(z) = 124/117*z^3 - 145/156*z + 1
*
[ 9/10 ] 
f(z) = 125/108*z^3 - 151/144*z + 1
*
[ 21/25 ] 
f(z) = 125/108*z^3 - 141/140*z + 1
*
[ 14/25 ] 
f(z) = 125/112*z^3 - 159/140*z + 1
*
[ 5/7 ] 
f(z) = 133/100*z^3 - 151/140*z + 1
*
[ 14/15 ] 
f(z) = 135/112*z^3 - 157/140*z + 1
*
[ 4/5 ] 
f(z) = 135/112*z^3 - 143/140*z + 1
*
[ -3/2 ] 
f(z) = 139/117*z^3 - 157/156*z + 1
*
[ 3 ] 
f(z) = 133/108*z^3 - 125/12*z + 1
*
[ -3 ] 
f(z) = 137/108*z^3 - 121/12*z + 1
*
[ 3 ] 
f(z) = 139/108*z^3 - 131/12*z + 1
*
21/11 | 0.21642767937918757592163248124569319348 | 0.026640037826366589310816782694721959489
f(z) = 121/108*z^3 - 125/28*z + 1
*
-2 | 0.096012566057053823496618840800512431843 | 0.015260511952952023886376337786327356970
f(z) = 121/112*z^3 - 135/28*z + 1
*
-2 | 0.096673413596104283968253525079620574777 | 0.015329716702375411399109705986360687065
f(z) = 123/112*z^3 - 137/28*z + 1
*
-12/5 | 0.21923114595891692785344582738015817110 | 0.027038797750173050954213424245421855696
f(z) = 125/108*z^3 - 123/20*z + 1
*
-2 | 0.097283723719272659773314022072149830276 | 0.015391123229080024167217879448513612657
f(z) = 125/112*z^3 - 139/28*z + 1
*
[ 2/9 ] 
f(z) = 135/104*z^3 - 139/39*z + 1
*
[ 2 ] 
f(z) = 135/112*z^3 - 121/28*z + 1
*
[ 2 ] 
f(z) = 137/112*z^3 - 123/28*z + 1
*
[ 2 ] 
f(z) = 139/112*z^3 - 125/28*z + 1
*
[ 8/5 ] 
f(z) = 125/112*z^3 - 139/56*z + 1
*
[ 3/2 ] 
f(z) = 137/108*z^3 - 121/48*z + 1
*
[ 6/5 ] 
f(z) = 125/112*z^3 - 121/84*z + 1
*
[ 3/7 ] 
f(z) = 133/108*z^3 - 131/84*z + 1
*
[ 4/9 ] 
f(z) = 135/112*z^3 - 125/84*z + 1
*
[ 1/2 ] 
f(z) = 120/101*z^3 - 131/101*z + 1
*
[ 1/2 ] 
f(z) = 120/103*z^3 - 133/103*z + 1
*
[ 1/2 ] 
f(z) = 120/107*z^3 - 137/107*z + 1
*
[ 1/2 ] 
f(z) = 120/109*z^3 - 139/109*z + 1
*
[ 6/11 ] 
f(z) = 121/114*z^3 - 131/114*z + 1
*
[ 1/2 ] 
f(z) = 124/101*z^3 - 132/101*z + 1
*
[ 1/2 ] 
f(z) = 124/103*z^3 - 134/103*z + 1
*
[ 1/2 ] 
f(z) = 124/105*z^3 - 136/105*z + 1
*
[ 1/2 ] 
f(z) = 124/107*z^3 - 138/107*z + 1
*
[ 1/2 ] 
f(z) = 124/109*z^3 - 140/109*z + 1
*
[ 2/3 ] 
f(z) = 125/104*z^3 - 121/117*z + 1
*
[ 3/5 ] 
f(z) = 125/114*z^3 - 121/114*z + 1
*
[ 2/3 ] 
f(z) = 127/104*z^3 - 122/117*z + 1
*
[ 1/2 ] 
f(z) = 128/101*z^3 - 133/101*z + 1
*
[ 1/2 ] 
f(z) = 128/103*z^3 - 135/103*z + 1
*
[ 1/2 ] 
f(z) = 128/105*z^3 - 137/105*z + 1
*
[ 1/2 ] 
f(z) = 128/107*z^3 - 139/107*z + 1
*
[ 2/3 ] 
f(z) = 131/104*z^3 - 124/117*z + 1
*
[ 1/2 ] 
f(z) = 132/101*z^3 - 134/101*z + 1
*
[ 1/2 ] 
f(z) = 132/103*z^3 - 136/103*z + 1
*
[ 1/2 ] 
f(z) = 132/107*z^3 - 140/107*z + 1
*
[ 2/3 ] 
f(z) = 133/104*z^3 - 125/117*z + 1
*
[ 1/2 ] 
f(z) = 136/101*z^3 - 135/101*z + 1
*
[ 1/2 ] 
f(z) = 136/103*z^3 - 137/103*z + 1
*
[ 1/2 ] 
f(z) = 136/105*z^3 - 139/105*z + 1
*
[ -3/2 ] 
f(z) = 136/105*z^3 - 131/105*z + 1
*
[ -3/2 ] 
f(z) = 136/111*z^3 - 121/111*z + 1
*
[ 2/3 ] 
f(z) = 137/104*z^3 - 127/117*z + 1
*
[ 2/3 ] 
f(z) = 139/104*z^3 - 128/117*z + 1
*
[ 24/25 ] 
f(z) = 125/108*z^3 - 133/120*z + 1
*
[ 10/11 ] 
f(z) = 121/112*z^3 - 139/140*z + 1
*
[ 3 ] 
f(z) = 121/108*z^3 - 113/12*z + 1
*
-78/25 | 0.21486242910872795945324326397177092738 | 0.024701049281051411401589736479614729712
f(z) = 125/108*z^3 - 111/10*z + 1
*
[ -3 ] 
f(z) = 125/108*z^3 - 109/12*z + 1
*
[ 3 ] 
f(z) = 127/108*z^3 - 119/12*z + 1
*
[ -3 ] 
f(z) = 131/108*z^3 - 115/12*z + 1
*
[ 24/11 ] 
f(z) = 121/108*z^3 - 115/24*z + 1
*
[ 21/11 ] 
f(z) = 121/108*z^3 - 101/28*z + 1
*
[ 3/11 ] 
f(z) = 121/117*z^3 - 107/39*z + 1
*
[ 2 ] 
f(z) = 123/112*z^3 - 109/28*z + 1
*
[ 9/5 ] 
f(z) = 125/108*z^3 - 119/36*z + 1
*
[ 2 ] 
f(z) = 125/112*z^3 - 111/28*z + 1
*
2/5 | 0.11248682563751038426201240272031735980 | 0.018682343367703889672355772562262066733
f(z) = 125/112*z^3 - 103/28*z + 1
*
[ 2 ] 
f(z) = 127/112*z^3 - 113/28*z + 1
*
[ 2 ] 
f(z) = 129/112*z^3 - 115/28*z + 1
*
[ 2 ] 
f(z) = 131/112*z^3 - 117/28*z + 1
*
4/3 | 0.13655118766096772411216823739108627791 | 0.022467789677880467903967040857772893795
f(z) = 135/112*z^3 - 109/28*z + 1
*
[ 3/2 ] 
f(z) = 125/108*z^3 - 109/48*z + 1
*
[ 3/2 ] 
f(z) = 131/108*z^3 - 115/48*z + 1
*
[ 4/3 ] 
f(z) = 135/104*z^3 - 107/52*z + 1
*
[ 15/11 ] 
f(z) = 121/100*z^3 - 119/60*z + 1
*
[ 15/11 ] 
f(z) = 121/108*z^3 - 109/60*z + 1
*
[ -5/3 ] 
f(z) = 123/100*z^3 - 109/60*z + 1
*
[ -42/25 ] 
f(z) = 125/108*z^3 - 117/70*z + 1
*
[ 6/5 ] 
f(z) = 125/117*z^3 - 107/78*z + 1
*
[ -5/3 ] 
f(z) = 129/100*z^3 - 119/60*z + 1
*
[ 2/5 ] 
f(z) = 135/104*z^3 - 111/65*z + 1
*
[ 12/11 ] 
f(z) = 121/112*z^3 - 101/84*z + 1
*
-4/3 | 0.15536735024038243728140504807674375020 | 0.025888453539670150078984904028435057270
f(z) = 123/112*z^3 - 101/84*z + 1
*
[ 6/7 ] 
f(z) = 127/108*z^3 - 101/98*z + 1
*
-4/3 | 0.16604553145107116406863619174555886486 | 0.027320714975084343232364315069003611792
f(z) = 129/112*z^3 - 109/84*z + 1
*
[ -14/9 ] 
f(z) = 135/112*z^3 - 107/84*z + 1
*
[ 6/7 ] 
f(z) = 139/108*z^3 - 109/98*z + 1
*
[ 2/3 ] 
f(z) = 121/104*z^3 - 119/117*z + 1
*
[ 26/33 ] 
f(z) = 121/104*z^3 - 116/117*z + 1
*
[ 8/11 ] 
f(z) = 121/104*z^3 - 103/104*z + 1
*
-15/11 | 0.067295216661758361173688376819143863663 | 0.014032142567932938186521771696835643903
f(z) = 121/105*z^3 - 106/105*z + 1
*
[ 3/5 ] 
f(z) = 121/108*z^3 - 107/100*z + 1
*
[ 7/11 ] 
f(z) = 121/112*z^3 - 113/112*z + 1
*
[ 9/11 ] 
f(z) = 121/117*z^3 - 107/117*z + 1
*
[ 7/11 ] 
f(z) = 121/119*z^3 - 117/119*z + 1
*
[ 3/5 ] 
f(z) = 125/102*z^3 - 113/102*z + 1
*
[ 4/5 ] 
f(z) = 125/108*z^3 - 107/108*z + 1
*
[ 3/5 ] 
f(z) = 125/111*z^3 - 119/111*z + 1
*
[ 4/5 ] 
f(z) = 125/116*z^3 - 109/116*z + 1
*
[ 3/5 ] 
f(z) = 127/108*z^3 - 109/100*z + 1
*
[ 3/4 ] 
f(z) = 128/105*z^3 - 107/105*z + 1
*
[ 3/4 ] 
f(z) = 128/111*z^3 - 109/111*z + 1
*
[ 5/8 ] 
f(z) = 128/115*z^3 - 119/115*z + 1
*
[ 7/8 ] 
f(z) = 128/119*z^3 - 115/119*z + 1
*
[ 3/5 ] 
f(z) = 133/108*z^3 - 111/100*z + 1
*
[ 2/3 ] 
f(z) = 135/106*z^3 - 113/106*z + 1
*
[ 2/3 ] 
f(z) = 135/118*z^3 - 119/118*z + 1
*
[ 3/5 ] 
f(z) = 139/108*z^3 - 113/100*z + 1
*
2/11 | 0.078434403204450989856138768596953110659 | 0.012025956335128604333396385826411412462
f(z) = 121/104*z^3 - 85/13*z + 1
*
21/10 | 0.17849326243940048029888609205706158146 | 0.022996537865156916795483145172463569538
f(z) = 125/108*z^3 - 87/16*z + 1
*
[ -6 ] 
f(z) = 125/108*z^3 - 81/2*z + 1
*
[ 6 ] 
f(z) = 127/108*z^3 - 83/2*z + 1
*
[ -6 ] 
f(z) = 131/108*z^3 - 85/2*z + 1
*
[ 6 ] 
f(z) = 133/108*z^3 - 87/2*z + 1
*
[ -6 ] 
f(z) = 137/108*z^3 - 89/2*z + 1
*
[ 6 ] 
f(z) = 139/108*z^3 - 91/2*z + 1
*
[ -2 ] 
f(z) = 123/112*z^3 - 81/28*z + 1
*
[ 6/25 ] 
f(z) = 125/108*z^3 - 97/30*z + 1
*
3/25 | 0.14199899547135539001515066101400978047 | 0.018294725703049555539133430104661436433
f(z) = 125/108*z^3 - 87/20*z + 1
*
[ -2 ] 
f(z) = 127/112*z^3 - 85/28*z + 1
*
[ 3/2 ] 
f(z) = 128/117*z^3 - 83/39*z + 1
*
[ -2 ] 
f(z) = 129/112*z^3 - 87/28*z + 1
*
[ -2 ] 
f(z) = 131/112*z^3 - 89/28*z + 1
*
[ 6/19 ] 
f(z) = 133/108*z^3 - 87/38*z + 1
*
-12/7 | 0.20776913158373255884101708942847784428 | 0.026848801509403146333913183771629735795
f(z) = 133/108*z^3 - 85/28*z + 1
*
[ -2 ] 
f(z) = 135/112*z^3 - 93/28*z + 1
*
[ 3/2 ] 
f(z) = 136/117*z^3 - 89/39*z + 1
*
[ -2 ] 
f(z) = 137/112*z^3 - 95/28*z + 1
*
[ -2 ] 
f(z) = 139/112*z^3 - 97/28*z + 1
*
[ 4/11 ] 
f(z) = 121/104*z^3 - 99/52*z + 1
*
[ 2/5 ] 
f(z) = 125/108*z^3 - 91/54*z + 1
*
[ 2/5 ] 
f(z) = 125/116*z^3 - 97/58*z + 1
*
[ 6/5 ] 
f(z) = 137/108*z^3 - 83/50*z + 1
*
[ 6/11 ] 
f(z) = 121/117*z^3 - 89/78*z + 1
*
-26/25 | 0.19094016515202122706072367531134348269 | 0.029171881574049563721452461505761657565
f(z) = 125/104*z^3 - 87/65*z + 1
*
[ 26/25 ] 
f(z) = 125/104*z^3 - 82/65*z + 1
*
24/25 | 0.090839726101641317409725083701833494212 | 0.013586840471379090376074314090387203801
f(z) = 125/108*z^3 - 89/60*z + 1
*
[ 6/7 ] 
f(z) = 121/108*z^3 - 97/98*z + 1
*
[ 6/11 ] 
f(z) = 121/112*z^3 - 97/84*z + 1
*
[ 2/3 ] 
f(z) = 123/112*z^3 - 83/84*z + 1
*
[ 18/25 ] 
f(z) = 125/108*z^3 - 89/90*z + 1
*
[ 2/3 ] 
f(z) = 129/112*z^3 - 85/84*z + 1
*
[ 26/11 ] 
f(z) = 121/104*z^3 - 77/13*z + 1
*
-2 | 0.097351181913623062280261463283634213057 | 0.015491582359380221299060127601008023559
f(z) = 121/104*z^3 - 67/13*z + 1
*
[ -26/11 ] 
f(z) = 121/104*z^3 - 66/13*z + 1
*
[ 6 ] 
f(z) = 121/108*z^3 - 79/2*z + 1
*
[ 30/11 ] 
f(z) = 121/108*z^3 - 77/10*z + 1
*
-2 | 0.097878530842628043910492377931396071557 | 0.015538866405612512498954342770417236542
f(z) = 123/104*z^3 - 68/13*z + 1
*
-2 | 0.098379973669513242357976658461992629778 | 0.015582359229454962429170028189813555411
f(z) = 125/104*z^3 - 69/13*z + 1
*
[ 12/5 ] 
f(z) = 125/108*z^3 - 73/12*z + 1
*
-2 | 0.098858796583498898290279406951071471523 | 0.015622595478148755246723684448573957669
f(z) = 127/104*z^3 - 70/13*z + 1
*
-2 | 0.099317635436454912573422964653173044571 | 0.015660002210503514022265688073409946613
f(z) = 129/104*z^3 - 71/13*z + 1
*
-2 | 0.099758642760370359488523913860570366755 | 0.015694926531412527649657967294530900555
f(z) = 131/104*z^3 - 72/13*z + 1
*
-2 | 0.10018360344908087535824914654522128946 | 0.015727654749917242300047713384000942009
f(z) = 133/104*z^3 - 73/13*z + 1
*
-2 | 0.10059401715977123761191006700389119331 | 0.015758426036569651891995247279490056827
f(z) = 135/104*z^3 - 74/13*z + 1
*
[ 2 ] 
f(z) = 135/104*z^3 - 61/13*z + 1
*
-2 | 0.10099115843050857552665531300142600141 | 0.015787442394048989613248667415855624024
f(z) = 137/104*z^3 - 75/13*z + 1
*
[ 2 ] 
f(z) = 137/104*z^3 - 62/13*z + 1
*
-2 | 0.10137612145743470894999772950766824179 | 0.015814876087489834811726163671894916943
f(z) = 139/104*z^3 - 76/13*z + 1
*
[ 2 ] 
f(z) = 139/104*z^3 - 63/13*z + 1
*
[ 20/11 ] 
f(z) = 121/100*z^3 - 71/20*z + 1
*
[ -2 ] 
f(z) = 121/112*z^3 - 79/28*z + 1
*
10/11 | 0.14926844700377442689501919490726190764 | 0.026698049472140883078774673940103736227
f(z) = 121/112*z^3 - 67/28*z + 1
*
[ 3/2 ] 
f(z) = 124/117*z^3 - 80/39*z + 1
*
[ 6/5 ] 
f(z) = 125/104*z^3 - 61/39*z + 1
*
[ -9/5 ] 
f(z) = 125/108*z^3 - 79/36*z + 1
*
21/25 | 0.14549970958454755773945537869297839935 | 0.019559116173165358089512090072675375970
f(z) = 125/108*z^3 - 63/20*z + 1
*
2/5 | 0.16704500200289576148517545687258322933 | 0.029286706276954311809715560711203277146
f(z) = 125/112*z^3 - 75/28*z + 1
*
[ 3/8 ] 
f(z) = 128/117*z^3 - 71/39*z + 1
*
-14/9 | 0.16302462588495875121863631821549211778 | 0.026132757700778725321998942206470339894
f(z) = 135/104*z^3 - 64/39*z + 1
*
-4/3 | 0.16132482428841100273352755931519821216 | 0.028854444635760986334260729909879412915
f(z) = 135/112*z^3 - 67/28*z + 1
*
[ -8/5 ] 
f(z) = 125/112*z^3 - 69/56*z + 1
*
[ 6/5 ] 
f(z) = 131/108*z^3 - 79/50*z + 1
*
[ 10/11 ] 
f(z) = 121/104*z^3 - 69/65*z + 1
*
[ 3/4 ] 
f(z) = 125/108*z^3 - 63/64*z + 1
*
[ 3/4 ] 
f(z) = 131/108*z^3 - 65/64*z + 1
*
[ 3/4 ] 
f(z) = 136/117*z^3 - 77/78*z + 1
*
[ 3/4 ] 
f(z) = 137/108*z^3 - 67/64*z + 1
*
[ 15/22 ] 
f(z) = 121/108*z^3 - 79/80*z + 1
*
[ 2/11 ] 
f(z) = 121/104*z^3 - 59/13*z + 1
*
[ 2 ] 
f(z) = 121/104*z^3 - 54/13*z + 1
*
[ -2 ] 
f(z) = 121/104*z^3 - 41/13*z + 1
*
-3/11 | 0.14646580470916246700917182619049833388 | 0.023747938886834852074914177255632409987
f(z) = 121/108*z^3 - 53/12*z + 1
*
-30/11 | 0.17871247536242332252291637020868241442 | 0.026350252821894486614520732584879806891
f(z) = 121/108*z^3 - 49/6*z + 1
*
[ 18/11 ] 
f(z) = 121/108*z^3 - 47/18*z + 1
*
6/11 | 0.14488667403828789237067509394487705705 | 0.021782321050091172487730069607057570415
f(z) = 121/108*z^3 - 43/6*z + 1
*
-21/11 | 0.084324901017979002665855958080038832842 | 0.014266249728452141907288391077027341415
f(z) = 121/108*z^3 - 41/12*z + 1
*
[ 2 ] 
f(z) = 123/104*z^3 - 55/13*z + 1
*
[ -2 ] 
f(z) = 123/104*z^3 - 42/13*z + 1
*
[ 2 ] 
f(z) = 125/104*z^3 - 56/13*z + 1
*
[ -2 ] 
f(z) = 125/104*z^3 - 43/13*z + 1
*
[ 2 ] 
f(z) = 127/104*z^3 - 57/13*z + 1
*
[ -2 ] 
f(z) = 127/104*z^3 - 44/13*z + 1
*
[ 2 ] 
f(z) = 129/104*z^3 - 58/13*z + 1
*
[ -2 ] 
f(z) = 129/104*z^3 - 45/13*z + 1
*
[ 2 ] 
f(z) = 131/104*z^3 - 59/13*z + 1
*
[ -2 ] 
f(z) = 131/104*z^3 - 46/13*z + 1
*
[ 3 ] 
f(z) = 131/108*z^3 - 41/4*z + 1
*
[ 2 ] 
f(z) = 133/104*z^3 - 60/13*z + 1
*
[ -2 ] 
f(z) = 133/104*z^3 - 47/13*z + 1
*
[ -2 ] 
f(z) = 135/104*z^3 - 48/13*z + 1
*
[ -2 ] 
f(z) = 137/104*z^3 - 49/13*z + 1
*
[ 3 ] 
f(z) = 137/108*z^3 - 43/4*z + 1
*
[ -2 ] 
f(z) = 139/104*z^3 - 50/13*z + 1
*
[ -3 ] 
f(z) = 139/108*z^3 - 41/4*z + 1
*
[ 3/2 ] 
f(z) = 139/108*z^3 - 41/16*z + 1
*
[ -20/11 ] 
f(z) = 121/100*z^3 - 49/20*z + 1
*
[ 6/11 ] 
f(z) = 121/104*z^3 - 46/39*z + 1
*
-14/11 | 0.15945048387763732989417853273463680610 | 0.029562753917902908987964416939722701941
f(z) = 121/112*z^3 - 55/28*z + 1
*
[ 4/11 ] 
f(z) = 121/112*z^3 - 53/28*z + 1
*
12/25 | 0.21015273046623559870484218229749927683 | 0.029408506471810460563200312995453032652
f(z) = 125/108*z^3 - 47/20*z + 1
*
[ 2/5 ] 
f(z) = 125/112*z^3 - 47/28*z + 1
*
[ 3/5 ] 
f(z) = 125/117*z^3 - 41/39*z + 1
*
[ 2/3 ] 
f(z) = 129/104*z^3 - 41/39*z + 1
*
[ -12/7 ] 
f(z) = 133/108*z^3 - 57/28*z + 1
*
[ 4/3 ] 
f(z) = 135/112*z^3 - 53/28*z + 1
*
[ 8/11 ] 
f(z) = 121/112*z^3 - 53/56*z + 1
*
[ 4/5 ] 
f(z) = 125/104*z^3 - 53/52*z + 1
*
[ -3/2 ] 
f(z) = 133/108*z^3 - 53/48*z + 1
*
[ 2/3 ] 
f(z) = 135/116*z^3 - 59/58*z + 1
*
[ -3/2 ] 
f(z) = 139/108*z^3 - 59/48*z + 1
*
[ -3 ] 
f(z) = 121/108*z^3 - 35/4*z + 1
*
[ 3/2 ] 
f(z) = 121/108*z^3 - 35/16*z + 1
*
[ -24/11 ] 
f(z) = 121/108*z^3 - 31/8*z + 1
*
[ -18/11 ] 
f(z) = 121/108*z^3 - 25/18*z + 1
*
[ 2/5 ] 
f(z) = 125/104*z^3 - 22/13*z + 1
*
[ 3 ] 
f(z) = 125/108*z^3 - 39/4*z + 1
*
[ 3/10 ] 
f(z) = 125/108*z^3 - 39/16*z + 1
*
[ -12/5 ] 
f(z) = 125/108*z^3 - 21/4*z + 1
*
6/5 | 0.077385342638955759578462763357718563734 | 0.011002384487997352983797123143080312575
f(z) = 125/108*z^3 - 21/10*z + 1
*
[ -3 ] 
f(z) = 127/108*z^3 - 37/4*z + 1
*
[ 3/2 ] 
f(z) = 127/108*z^3 - 37/16*z + 1
*
[ -3 ] 
f(z) = 133/108*z^3 - 39/4*z + 1
*
[ 3/2 ] 
f(z) = 133/108*z^3 - 39/16*z + 1
*
[ 5/11 ] 
f(z) = 121/100*z^3 - 29/20*z + 1
*
[ 9/11 ] 
f(z) = 121/108*z^3 - 35/36*z + 1
*
-15/11 | 0.17882877261002837007298148378166734100 | 0.026572577639020175623527711137162836058
f(z) = 121/108*z^3 - 31/20*z + 1
*
[ 2/3 ] 
f(z) = 123/104*z^3 - 40/39*z + 1
*
[ 4/5 ] 
f(z) = 125/112*z^3 - 27/28*z + 1
*
[ 3/4 ] 
f(z) = 128/117*z^3 - 37/39*z + 1
*
[ 2/3 ] 
f(z) = 135/112*z^3 - 29/28*z + 1
*
[ 10/11 ] 
f(z) = 121/100*z^3 - 11/10*z + 1
*
12/11 | 0.10116871476410959535711138025967646694 | 0.016506426166658897584015163435532846194
f(z) = 121/108*z^3 - 17/4*z + 1
*
-3/11 | 0.12968071962577308593101619525490973808 | 0.025779210806735728207641356351834005804
f(z) = 121/108*z^3 - 17/12*z + 1
*
[ 6/11 ] 
f(z) = 121/108*z^3 - 7/6*z + 1
*
[ 12/11 ] 
f(z) = 121/108*z^3 - 5/4*z + 1
*
[ 3/5 ] 
f(z) = 125/108*z^3 - 13/12*z + 1
*
[ 6/5 ] 
f(z) = 125/108*z^3 - 3/2*z + 1
*
[ -3/2 ] 
f(z) = 131/108*z^3 - 17/16*z + 1
*
[ 6/7 ] 
f(z) = 133/108*z^3 - 15/14*z + 1
*
[ 2/3 ] 
f(z) = 135/104*z^3 - 14/13*z + 1
*
[ -3/2 ] 
f(z) = 137/108*z^3 - 19/16*z + 1
*
[ -10/11 ]
f(z) = 121/100*z^3 + 11/10*z + 1
*
[ -6/11 ]
f(z) = 121/108*z^3 + 5/2*z + 1
*
[ -12/11 ]
f(z) = 121/108*z^3 + 7/12*z + 1
*
[ -6/5 ]
f(z) = 125/108*z^3 + 1/6*z + 1
*
[ -1 ]
f(z) = 122/101*z^3 + 80/101*z + 1
*
[ -45/8 ] 
f(z) = 128/125*z^3 - 281/9*z + 1
*
[ -35/11 ] 
f(z) = 121/125*z^3 - 297/35*z + 1
*
-205/66 | 0.27179472898201847540411009811675183840 | 0.025864308143409775138511945315668525122
f(z) = 121/125*z^3 - 293/36*z + 1
*
[ -15/4 ] 
f(z) = 122/125*z^3 - 299/24*z + 1
*
[ -10/3 ] 
f(z) = 123/125*z^3 - 289/30*z + 1
*
[ -11/4 ] 
f(z) = 124/121*z^3 - 281/44*z + 1
*
4/25 | 0.24594390283230954230554264641008085336 | 0.029119875170455473474656167128822509875
f(z) = 125/128*z^3 - 291/40*z + 1
*
155/84 | 0.22681877732502383506917390503352282691 | 0.021584343344031450410029950740728405574
f(z) = 126/125*z^3 - 293/56*z + 1
*
-85/32 | 0.24092464196880674157742163308678811044 | 0.027200900115055040658981626945980726057
f(z) = 128/125*z^3 - 281/40*z + 1
*
8/15 | 0.22641346758917574323660992608061653628 | 0.026851466176456850760138038436256464511
f(z) = 135/128*z^3 - 287/40*z + 1
*
2/9 | 0.20812624934838364262695944888599161398 | 0.026942298388275701357792733021612769817
f(z) = 135/136*z^3 - 283/51*z + 1
*
[ 2/11 ] 
f(z) = 121/124*z^3 - 281/62*z + 1
*
-24/11 | 0.092931151697056692235387828622956157290 | 0.011039529397756113194475324993539837351
f(z) = 121/128*z^3 - 283/72*z + 1
*
-2 | 0.094184886224576753545721530223328306841 | 0.014875599574555626569437977630108574715
f(z) = 125/124*z^3 - 281/62*z + 1
*
-28/15 | 0.23991641158097762967677312242785085298 | 0.028315295305165097517815131445596970754
f(z) = 125/128*z^3 - 299/72*z + 1
*
-2 | 0.071982557101659076252637182378043216979 | 0.011356233924047736335268903987795806503
f(z) = 125/132*z^3 - 283/66*z + 1
*
5/4 | 0.24769692351488104983744283826086757662 | 0.023525751064973307588702588781743884480
f(z) = 126/125*z^3 - 299/72*z + 1
*
-2 | 0.095261732479665749002450943182776129286 | 0.015012163802469565494460164797403769785
f(z) = 127/124*z^3 - 285/62*z + 1
*
-2 | 0.071664271308443026592999579354811456527 | 0.011281040784460391775986015435511164035
f(z) = 127/132*z^3 - 287/66*z + 1
*
-2 | 0.096143292413027096666212167654462208640 | 0.015117882801335860334999224752232468954
f(z) = 129/124*z^3 - 289/62*z + 1
*
-2 | 0.096907255964378151682097155539190838374 | 0.015205145695475879532625989025823662333
f(z) = 131/124*z^3 - 293/62*z + 1
*
-2 | 0.073548944393077427292209220988045213772 | 0.011527826302348167174330125400198802688
f(z) = 131/132*z^3 - 295/66*z + 1
*
-2 | 0.097590415323471774232320892135319237810 | 0.015279827666011145158079973462764559824
f(z) = 133/124*z^3 - 297/62*z + 1
*
-2 | 0.074961744770364095248440365156503976173 | 0.011724514072791546418581489402445725528
f(z) = 133/132*z^3 - 299/66*z + 1
*
51/44 | 0.20963282006489443380681917292142245245 | 0.023445494585150648268921977399502483357
f(z) = 121/135*z^3 - 283/80*z + 1
*
[ 11/6 ] 
f(z) = 124/121*z^3 - 296/99*z + 1
*
[ -45/22 ] 
f(z) = 132/125*z^3 - 290/99*z + 1
*
[ 21/11 ] 
f(z) = 121/135*z^3 - 293/105*z + 1
*
[ 5/18 ] 
f(z) = 123/125*z^3 - 289/108*z + 1
*
[ -2 ] 
f(z) = 121/126*z^3 - 295/126*z + 1
*
[ -2 ] 
f(z) = 121/130*z^3 - 289/130*z + 1
*
[ -2 ] 
f(z) = 121/134*z^3 - 283/134*z + 1
*
[ -2 ] 
f(z) = 123/130*z^3 - 297/130*z + 1
*
[ -2 ] 
f(z) = 123/134*z^3 - 291/134*z + 1
*
-7/5 | 0.16758387363487490889989525391854984616 | 0.029684784335644870159462707987132847797
f(z) = 125/133*z^3 - 283/133*z + 1
*
[ -2 ] 
f(z) = 125/134*z^3 - 299/134*z + 1
*
[ -2 ] 
f(z) = 125/138*z^3 - 293/138*z + 1
*
[ 1/3 ] 
f(z) = 126/137*z^3 - 288/137*z + 1
*
[ 1/3 ] 
f(z) = 126/139*z^3 - 292/139*z + 1
*
15/32 | 0.20924809362628584261574134736201389656 | 0.026704865975953721230807970533578465757
f(z) = 128/135*z^3 - 281/120*z + 1
*
[ 5/16 ] 
f(z) = 134/125*z^3 - 295/128*z + 1
*
[ 1/3 ] 
f(z) = 135/133*z^3 - 281/133*z + 1
*
[ 1/3 ] 
f(z) = 135/134*z^3 - 283/134*z + 1
*
[ 1/3 ] 
f(z) = 135/136*z^3 - 287/136*z + 1
*
[ 1/3 ] 
f(z) = 135/137*z^3 - 289/137*z + 1
*
[ 1/3 ] 
f(z) = 135/139*z^3 - 293/139*z + 1
*
[ 35/22 ] 
f(z) = 121/125*z^3 - 291/140*z + 1
*
[ 3/8 ] 
f(z) = 122/135*z^3 - 287/160*z + 1
*
[ 5/13 ] 
f(z) = 123/125*z^3 - 295/169*z + 1
*
[ 11/8 ] 
f(z) = 124/121*z^3 - 293/176*z + 1
*
-32/25 | 0.16797263257131337721539727981141712142 | 0.023793446248159939055312812437679597571
f(z) = 125/128*z^3 - 291/160*z + 1
*
[ 5/13 ] 
f(z) = 128/125*z^3 - 296/169*z + 1
*
[ 5/13 ] 
f(z) = 133/125*z^3 - 297/169*z + 1
*
[ 3/8 ] 
f(z) = 134/135*z^3 - 289/160*z + 1
*
[ 5/13 ] 
f(z) = 138/125*z^3 - 298/169*z + 1
*
[ 9/22 ] 
f(z) = 121/135*z^3 - 287/180*z + 1
*
[ 5/12 ] 
f(z) = 124/125*z^3 - 283/180*z + 1
*
[ 21/16 ] 
f(z) = 128/135*z^3 - 293/210*z + 1
*
[ 4/3 ] 
f(z) = 129/136*z^3 - 293/204*z + 1
*
[ 4/9 ] 
f(z) = 135/136*z^3 - 295/204*z + 1
*
[ 14/11 ] 
f(z) = 121/128*z^3 - 295/224*z + 1
*
[ 35/68 ] 
f(z) = 136/125*z^3 - 293/238*z + 1
*
-35/23 | 0.18380315828403317871299914452575093079 | 0.020686201512611775522745866008737067534
f(z) = 138/125*z^3 - 289/230*z + 1
*
[ 6/11 ] 
f(z) = 121/129*z^3 - 287/258*z + 1
*
[ 6/5 ] 
f(z) = 121/135*z^3 - 281/250*z + 1
*
[ 6/5 ] 
f(z) = 124/135*z^3 - 289/250*z + 1
*
[ 6/5 ] 
f(z) = 127/135*z^3 - 297/250*z + 1
*
[ 10/9 ] 
f(z) = 135/136*z^3 - 287/255*z + 1
*
[ 33/32 ] 
f(z) = 128/121*z^3 - 289/264*z + 1
*
[ -27/16 ] 
f(z) = 128/135*z^3 - 299/270*z + 1
*
[ 11/18 ] 
f(z) = 120/121*z^3 - 299/297*z + 1
*
[ 2/3 ] 
f(z) = 137/128*z^3 - 281/288*z + 1
*
[ 2/3 ] 
f(z) = 139/128*z^3 - 283/288*z + 1
*
[ -15/2 ] 
f(z) = 128/135*z^3 - 261/5*z + 1
*
[ 15/2 ] 
f(z) = 136/135*z^3 - 279/5*z + 1
*
30/11 | 0.17335609106213352054465047865568401893 | 0.024780143759650745680536748439148161699
f(z) = 121/128*z^3 - 273/32*z + 1
*
-95/34 | 0.27090349475629559279404441798647709906 | 0.026028282175127731647868555753625682404
f(z) = 136/125*z^3 - 265/34*z + 1
*
[ -28/11 ] 
f(z) = 121/128*z^3 - 265/56*z + 1
*
-87/32 | 0.11850420865827024509587857467975436213 | 0.013340433156103540321399813299744351393
f(z) = 128/135*z^3 - 267/40*z + 1
*
[ 11/5 ] 
f(z) = 135/121*z^3 - 267/55*z + 1
*
-8/3 | 0.22147675166436029959615674771372648821 | 0.026376936781260500153715168903983125727
f(z) = 135/128*z^3 - 277/40*z + 1
*
-2 | 0.089588192516498323922773003122713194506 | 0.014214438927891863667134182813912600239
f(z) = 121/124*z^3 - 273/62*z + 1
*
-2 | 0.092676305058360216135452928996107791122 | 0.014670553904156544056513455565561690234
f(z) = 123/124*z^3 - 277/62*z + 1
*
28/15 | 0.18637103334912149526582662358944579904 | 0.022333945914685059230151935801732263204
f(z) = 125/128*z^3 - 263/72*z + 1
*
-12/5 | 0.17415938992087783139621056438331786260 | 0.027714142546441349760097086714161498465
f(z) = 125/138*z^3 - 268/69*z + 1
*
[ 33/16 ] 
f(z) = 128/121*z^3 - 263/66*z + 1
*
[ 5/24 ] 
f(z) = 136/125*z^3 - 277/72*z + 1
*
-35/18 | 0.19854446572083625601847838661069371297 | 0.022508172116003178570144977676622991871
f(z) = 126/125*z^3 - 271/90*z + 1
*
[ 5/19 ] 
f(z) = 133/125*z^3 - 273/95*z + 1
*
[ -65/33 ] 
f(z) = 121/125*z^3 - 263/117*z + 1
*
[ 2/7 ] 
f(z) = 133/120*z^3 - 272/105*z + 1
*
-10/7 | 0.16467595200506504784424102138766466684 | 0.021458518444217059005065876994039933734
f(z) = 133/120*z^3 - 269/105*z + 1
*
-18/11 | 0.22718269208379178456663398250885704042 | 0.029560896657591829908737404338560942057
f(z) = 121/120*z^3 - 272/135*z + 1
*
[ 18/11 ] 
f(z) = 121/126*z^3 - 275/126*z + 1
*
[ -2 ] 
f(z) = 121/138*z^3 - 277/138*z + 1
*
[ 8/5 ] 
f(z) = 125/136*z^3 - 269/136*z + 1
*
[ 1/3 ] 
f(z) = 126/125*z^3 - 264/125*z + 1
*
[ 1/3 ] 
f(z) = 126/127*z^3 - 268/127*z + 1
*
[ 1/3 ] 
f(z) = 126/131*z^3 - 276/131*z + 1
*
[ -11/6 ] 
f(z) = 129/121*z^3 - 269/132*z + 1
*
-65/44 | 0.10611771200091145657875727860111595893 | 0.010181085703114056221493967907478910044
f(z) = 132/125*z^3 - 269/132*z + 1
*
[ -35/19 ] 
f(z) = 133/125*z^3 - 275/133*z + 1
*
[ 1/3 ] 
f(z) = 135/124*z^3 - 263/124*z + 1
*
[ 1/3 ] 
f(z) = 135/127*z^3 - 269/127*z + 1
*
[ 1/3 ] 
f(z) = 135/128*z^3 - 271/128*z + 1
*
[ 1/3 ] 
f(z) = 135/131*z^3 - 277/131*z + 1
*
[ 3/2 ] 
f(z) = 136/123*z^3 - 265/123*z + 1
*
[ 3/2 ] 
f(z) = 136/129*z^3 - 263/129*z + 1
*
[ 5/14 ] 
f(z) = 133/125*z^3 - 271/140*z + 1
*
[ -15/8 ] 
f(z) = 122/135*z^3 - 263/160*z + 1
*
[ 2/5 ] 
f(z) = 135/128*z^3 - 267/160*z + 1
*
[ -30/17 ] 
f(z) = 136/135*z^3 - 267/170*z + 1
*
[ 4/3 ] 
f(z) = 123/136*z^3 - 277/204*z + 1
*
[ 11/10 ] 
f(z) = 135/121*z^3 - 277/220*z + 1
*
[ 6/11 ] 
f(z) = 121/123*z^3 - 277/246*z + 1
*
[ 15/28 ] 
f(z) = 128/135*z^3 - 279/245*z + 1
*
[ 15/14 ] 
f(z) = 136/135*z^3 - 267/245*z + 1
*
[ 12/11 ] 
f(z) = 121/138*z^3 - 265/276*z + 1
*
[ 11/12 ] 
f(z) = 138/121*z^3 - 277/264*z + 1
*
[ 2/3 ] 
f(z) = 125/128*z^3 - 269/288*z + 1
*
[ 2/3 ] 
f(z) = 127/128*z^3 - 271/288*z + 1
*
[ 21/32 ] 
f(z) = 128/135*z^3 - 261/280*z + 1
*
[ 2/3 ] 
f(z) = 131/128*z^3 - 275/288*z + 1
*
[ 2/3 ] 
f(z) = 133/128*z^3 - 277/288*z + 1
*
[ 15/2 ] 
f(z) = 124/135*z^3 - 254/5*z + 1
*
-30/11 | 0.23402447743714971241944945562946548500 | 0.022655776891696558950324215017309253399
f(z) = 121/125*z^3 - 245/36*z + 1
*
-15/4 | 0.22223876766931182603714680099292411023 | 0.025126167877854536720051501359942080663
f(z) = 124/135*z^3 - 257/20*z + 1
*
[ 5/33 ] 
f(z) = 121/125*z^3 - 253/45*z + 1
*
65/32 | 0.21785691493067855723108024814521778261 | 0.025030457943338066112347782639856961443
f(z) = 128/125*z^3 - 241/40*z + 1
*
[ 11/5 ] 
f(z) = 130/121*z^3 - 256/55*z + 1
*
5/8 | 0.25671125674621783537518187376706890059 | 0.029494589683381284637985356294459804494
f(z) = 136/125*z^3 - 241/40*z + 1
*
[ -35/16 ] 
f(z) = 128/125*z^3 - 241/70*z + 1
*
[ 2 ] 
f(z) = 137/124*z^3 - 243/62*z + 1
*
[ 2 ] 
f(z) = 137/132*z^3 - 241/66*z + 1
*
[ 2 ] 
f(z) = 139/124*z^3 - 247/62*z + 1
*
[ 2 ] 
f(z) = 139/132*z^3 - 245/66*z + 1
*
-20/11 | 0.14387824764667757642961283803545463923 | 0.016409561677278832331792933296884931086
f(z) = 121/125*z^3 - 257/80*z + 1
*
[ 10/41 ] 
f(z) = 123/125*z^3 - 259/82*z + 1
*
[ 5/18 ] 
f(z) = 126/125*z^3 - 241/90*z + 1
*
15/16 | 0.20859228447032240200957759156746327341 | 0.023898484350474334956328846937170202305
f(z) = 128/125*z^3 - 247/90*z + 1
*
14/11 | 0.22234470412936250807756983778753869682 | 0.029191446579725299463382119455287993530
f(z) = 121/120*z^3 - 254/105*z + 1
*
-15/11 | 0.15053527220731934006199126544537232552 | 0.027127988498316259105168684600885203375
f(z) = 121/120*z^3 - 257/120*z + 1
*
8/11 | 0.085383462818246168179356341052048183109 | 0.015430589694108317925249250284789716105
f(z) = 121/126*z^3 - 253/126*z + 1
*
[ 17/11 ] 
f(z) = 121/136*z^3 - 241/136*z + 1
*
[ -11/6 ] 
f(z) = 123/121*z^3 - 247/132*z + 1
*
24/25 | 0.13200479042090112611567371135435338288 | 0.015892744607323988013971062489350203810
f(z) = 125/128*z^3 - 253/120*z + 1
*
4/5 | 0.13321770832306135784304611499630799692 | 0.024215861758263174577085731615772907952
f(z) = 125/132*z^3 - 245/132*z + 1
*
[ 1/3 ] 
f(z) = 126/121*z^3 - 256/121*z + 1
*
[ 3/2 ] 
f(z) = 128/123*z^3 - 247/123*z + 1
*
-45/32 | 0.15202035039319083459911400549790037097 | 0.017385022280846976365203580188146316105
f(z) = 128/125*z^3 - 251/120*z + 1
*
[ 3/2 ] 
f(z) = 128/129*z^3 - 245/129*z + 1
*
[ 15/43 ] 
f(z) = 129/125*z^3 - 257/129*z + 1
*
[ 1/3 ] 
f(z) = 135/121*z^3 - 257/121*z + 1
*
[ 1/3 ] 
f(z) = 135/122*z^3 - 259/122*z + 1
*
56/45 | 0.11965785169704528862072534874779796775 | 0.014491009223240709886569048495058432914
f(z) = 135/128*z^3 - 241/120*z + 1
*
[ -15/8 ] 
f(z) = 136/135*z^3 - 241/120*z + 1
*
[ 33/25 ] 
f(z) = 125/121*z^3 - 257/165*z + 1
*
[ -12/7 ] 
f(z) = 133/128*z^3 - 247/168*z + 1
*
[ 55/48 ] 
f(z) = 128/125*z^3 - 241/198*z + 1
*
[ -42/25 ] 
f(z) = 125/126*z^3 - 253/210*z + 1
*
[ 25/24 ] 
f(z) = 128/125*z^3 - 241/225*z + 1
*
[ 15/14 ] 
f(z) = 124/135*z^3 - 242/245*z + 1
*
[ 2/3 ] 
f(z) = 135/121*z^3 - 241/242*z + 1
*
[ 2/3 ] 
f(z) = 135/127*z^3 - 247/254*z + 1
*
[ 10/11 ] 
f(z) = 138/125*z^3 - 245/242*z + 1
*
[ 11/15 ] 
f(z) = 126/121*z^3 - 254/275*z + 1
*
[ 2/3 ] 
f(z) = 126/131*z^3 - 243/262*z + 1
*
[ 2/3 ] 
f(z) = 126/137*z^3 - 249/274*z + 1
*
[ 2/3 ] 
f(z) = 126/139*z^3 - 251/278*z + 1
*
[ 2/3 ] 
f(z) = 135/131*z^3 - 251/262*z + 1
*
[ 2/3 ] 
f(z) = 135/133*z^3 - 253/266*z + 1
*
[ 2/3 ] 
f(z) = 135/137*z^3 - 257/274*z + 1
*
[ 2/3 ] 
f(z) = 135/139*z^3 - 259/278*z + 1
*
[ 35/41 ] 
f(z) = 123/125*z^3 - 255/287*z + 1
*
[ 15/19 ] 
f(z) = 133/135*z^3 - 251/285*z + 1
*
[ 32/11 ] 
f(z) = 121/128*z^3 - 235/32*z + 1
*
[ -15/4 ] 
f(z) = 124/135*z^3 - 233/20*z + 1
*
[ 25/8 ] 
f(z) = 128/125*z^3 - 233/25*z + 1
*
[ 20/7 ] 
f(z) = 133/125*z^3 - 225/28*z + 1
*
4/9 | 0.089249284373253332983630873605198810331 | 0.010887326941292246321577060416762697731
f(z) = 135/128*z^3 - 227/24*z + 1
*
[ 11/5 ] 
f(z) = 120/121*z^3 - 234/55*z + 1
*
24/11 | 0.24331562548975650978459997094922748235 | 0.027736809490960152233724337644803564061
f(z) = 121/135*z^3 - 239/40*z + 1
*
[ 5/28 ] 
f(z) = 128/125*z^3 - 227/49*z + 1
*
12/5 | 0.17260630147729283077608562810545537941 | 0.020989071827710442789815599765879035971
f(z) = 135/128*z^3 - 233/40*z + 1
*
[ 8/33 ] 
f(z) = 121/128*z^3 - 229/72*z + 1
*
-3/22 | 0.11074627516541775973177253704122498164 | 0.014580727894381664664265366551343442617
f(z) = 121/135*z^3 - 221/60*z + 1
*
-28/15 | 0.11796953177268551092129907197133803805 | 0.014390847731046881369035679526665129623
f(z) = 125/128*z^3 - 227/72*z + 1
*
[ 2 ] 
f(z) = 127/124*z^3 - 223/62*z + 1
*
[ 2 ] 
f(z) = 127/132*z^3 - 221/66*z + 1
*
[ 2 ] 
f(z) = 129/124*z^3 - 227/62*z + 1
*
[ 2 ] 
f(z) = 131/124*z^3 - 231/62*z + 1
*
[ 2 ] 
f(z) = 131/132*z^3 - 229/66*z + 1
*
5/3 | 0.21829636212028070502846225651849478336 | 0.025254599768861424784834469157711950870
f(z) = 132/125*z^3 - 227/60*z + 1
*
[ 2 ] 
f(z) = 133/124*z^3 - 235/62*z + 1
*
[ 2 ] 
f(z) = 133/132*z^3 - 233/66*z + 1
*
[ 2 ] 
f(z) = 135/124*z^3 - 239/62*z + 1
*
[ 11/6 ] 
f(z) = 138/121*z^3 - 223/66*z + 1
*
[ 15/8 ] 
f(z) = 124/135*z^3 - 221/80*z + 1
*
[ -11/6 ] 
f(z) = 136/121*z^3 - 221/99*z + 1
*
[ 22/15 ] 
f(z) = 135/121*z^3 - 229/110*z + 1
*
8/11 | 0.15359454547016214288678191214661319262 | 0.028266912692569616380047447829550729913
f(z) = 121/120*z^3 - 229/120*z + 1
*
[ 4/11 ] 
f(z) = 121/124*z^3 - 233/124*z + 1
*
[ 3/2 ] 
f(z) = 124/123*z^3 - 238/123*z + 1
*
[ 3/2 ] 
f(z) = 124/129*z^3 - 236/129*z + 1
*
[ 2/5 ] 
f(z) = 125/134*z^3 - 221/134*z + 1
*
[ 2/5 ] 
f(z) = 125/138*z^3 - 227/138*z + 1
*
[ 3/8 ] 
f(z) = 128/123*z^3 - 223/123*z + 1
*
[ 3/8 ] 
f(z) = 128/129*z^3 - 233/129*z + 1
*
-5/4 | 0.14572430472947533113683376390811791570 | 0.026861870479892378118467480285000030037
f(z) = 128/135*z^3 - 227/135*z + 1
*
-5/3 | 0.28984324836971879488404214981898596795 | 0.028342435452103905685385025139161333818
f(z) = 132/125*z^3 - 221/132*z + 1
*
[ 30/23 ] 
f(z) = 138/125*z^3 - 227/138*z + 1
*
-2/33 | 0.21439218940242009710652928852045803907 | 0.028519001631398501061730731836429150788
f(z) = 121/136*z^3 - 230/153*z + 1
*
[ 5/12 ] 
f(z) = 127/125*z^3 - 227/144*z + 1
*
-15/14 | 0.25116560555965346412816152091315876770 | 0.029057226526833921630994419216548826615
f(z) = 133/125*z^3 - 227/140*z + 1
*
[ 8/19 ] 
f(z) = 133/128*z^3 - 237/152*z + 1
*
[ 5/12 ] 
f(z) = 137/125*z^3 - 229/144*z + 1
*
[ 32/25 ] 
f(z) = 125/128*z^3 - 221/160*z + 1
*
[ 25/21 ] 
f(z) = 126/125*z^3 - 222/175*z + 1
*
[ 6/5 ] 
f(z) = 125/124*z^3 - 239/186*z + 1
*
[ 10/19 ] 
f(z) = 133/125*z^3 - 227/190*z + 1
*
[ 35/62 ] 
f(z) = 124/125*z^3 - 236/217*z + 1
*
[ 15/14 ] 
f(z) = 126/125*z^3 - 229/210*z + 1
*
[ 11/19 ] 
f(z) = 133/121*z^3 - 229/209*z + 1
*
[ -8/5 ] 
f(z) = 137/128*z^3 - 223/200*z + 1
*
[ -8/5 ] 
f(z) = 139/128*z^3 - 231/200*z + 1
*
[ 8/11 ] 
f(z) = 121/124*z^3 - 221/248*z + 1
*
[ 10/11 ] 
f(z) = 123/125*z^3 - 221/242*z + 1
*
[ 5/7 ] 
f(z) = 123/125*z^3 - 221/245*z + 1
*
[ 5/7 ] 
f(z) = 124/125*z^3 - 222/245*z + 1
*
[ 4/5 ] 
f(z) = 125/122*z^3 - 221/244*z + 1
*
[ -8/5 ] 
f(z) = 125/124*z^3 - 237/248*z + 1
*
[ 4/5 ] 
f(z) = 125/126*z^3 - 223/252*z + 1
*
[ 2/3 ] 
f(z) = 126/121*z^3 - 233/242*z + 1
*
[ 2/3 ] 
f(z) = 126/125*z^3 - 237/250*z + 1
*
[ 2/3 ] 
f(z) = 126/127*z^3 - 239/254*z + 1
*
[ 10/11 ] 
f(z) = 128/125*z^3 - 229/242*z + 1
*
[ 5/7 ] 
f(z) = 128/125*z^3 - 226/245*z + 1
*
-87/56 | 0.24601767818616126389316037857098023444 | 0.027965785983373686986211909826164148377
f(z) = 128/135*z^3 - 234/245*z + 1
*
[ 5/7 ] 
f(z) = 129/125*z^3 - 227/245*z + 1
*
[ 5/7 ] 
f(z) = 131/125*z^3 - 229/245*z + 1
*
[ 10/11 ] 
f(z) = 133/125*z^3 - 237/242*z + 1
*
[ 5/7 ] 
f(z) = 134/125*z^3 - 232/245*z + 1
*
[ 34/45 ] 
f(z) = 135/136*z^3 - 227/255*z + 1
*
[ 3/4 ] 
f(z) = 136/123*z^3 - 235/246*z + 1
*
[ 5/7 ] 
f(z) = 136/125*z^3 - 234/245*z + 1
*
[ 3/4 ] 
f(z) = 136/129*z^3 - 239/258*z + 1
*
[ 5/7 ] 
f(z) = 138/125*z^3 - 236/245*z + 1
*
[ 5/7 ] 
f(z) = 139/125*z^3 - 237/245*z + 1
*
[ 10/11 ] 
f(z) = 121/135*z^3 - 227/270*z + 1
*
[ 4/5 ] 
f(z) = 125/134*z^3 - 227/268*z + 1
*
[ 4/5 ] 
f(z) = 125/138*z^3 - 229/276*z + 1
*
-2/11 | 0.20477197707646457872268882227080218162 | 0.027699410326610031574690341731211621768
f(z) = 121/120*z^3 - 203/15*z + 1
*
[ -10 ] 
f(z) = 127/125*z^3 - 201/2*z + 1
*
[ 10 ] 
f(z) = 128/125*z^3 - 203/2*z + 1
*
[ -10 ] 
f(z) = 132/125*z^3 - 209/2*z + 1
*
[ 10 ] 
f(z) = 133/125*z^3 - 211/2*z + 1
*
[ 10/3 ] 
f(z) = 136/125*z^3 - 205/18*z + 1
*
[ -10 ] 
f(z) = 137/125*z^3 - 217/2*z + 1
*
[ 10 ] 
f(z) = 138/125*z^3 - 219/2*z + 1
*
[ -32/11 ] 
f(z) = 121/128*z^3 - 213/32*z + 1
*
2/11 | 0.17397758029138411457558671183344343283 | 0.025856320848658799685388680044277469770
f(z) = 121/128*z^3 - 209/32*z + 1
*
[ -25/8 ] 
f(z) = 128/125*z^3 - 217/25*z + 1
*
[ 21/8 ] 
f(z) = 128/135*z^3 - 207/35*z + 1
*
5/2 | 0.28050298960368605940486171761424087786 | 0.027658871396919637073521103073385494837
f(z) = 132/125*z^3 - 203/33*z + 1
*
4/9 | 0.19827365973941526376393799067565444270 | 0.024521233479745611354652020777862506117
f(z) = 135/128*z^3 - 203/24*z + 1
*
5/2 | 0.23598066697046859623079981723951560313 | 0.027563938374674630703247007166111766591
f(z) = 138/125*z^3 - 209/30*z + 1
*
20/11 | 0.23509723913216752741422003431227141925 | 0.029075341115809616595806452144582650973
f(z) = 121/128*z^3 - 203/40*z + 1
*
[ 5/32 ] 
f(z) = 128/125*z^3 - 217/40*z + 1
*
[ -11/5 ] 
f(z) = 130/121*z^3 - 206/55*z + 1
*
[ -11/5 ] 
f(z) = 135/121*z^3 - 217/55*z + 1
*
[ 2 ] 
f(z) = 121/124*z^3 - 211/62*z + 1
*
[ 2 ] 
f(z) = 123/124*z^3 - 215/62*z + 1
*
[ 2 ] 
f(z) = 125/124*z^3 - 219/62*z + 1
*
[ 4/15 ] 
f(z) = 125/128*z^3 - 203/72*z + 1
*
[ 2 ] 
f(z) = 125/132*z^3 - 217/66*z + 1
*
69/44 | 0.21627830513223081041981658838151228859 | 0.025122224273361978338915582650160682510
f(z) = 121/135*z^3 - 203/80*z + 1
*
[ 5/18 ] 
f(z) = 128/125*z^3 - 217/81*z + 1
*
[ 5/17 ] 
f(z) = 136/125*z^3 - 212/85*z + 1
*
[ 10/7 ] 
f(z) = 133/120*z^3 - 206/105*z + 1
*
-17/11 | 0.15819309065122547646267102714916795404 | 0.029829152461294480199888631330635055233
f(z) = 121/136*z^3 - 201/136*z + 1
*
[ 2/5 ] 
f(z) = 125/122*z^3 - 203/122*z + 1
*
[ 7/5 ] 
f(z) = 125/133*z^3 - 207/133*z + 1
*
[ 4/3 ] 
f(z) = 135/124*z^3 - 209/124*z + 1
*
-4/9 | 0.15322748723934529264603459090550750180 | 0.018860051639274876815973390836572284287
f(z) = 135/128*z^3 - 211/120*z + 1
*
[ 3/8 ] 
f(z) = 136/135*z^3 - 217/120*z + 1
*
15/17 | 0.16071402773509957727848194135371029133 | 0.018625831956295459170190656754248640493
f(z) = 136/135*z^3 - 207/170*z + 1
*
[ 10/9 ] 
f(z) = 137/125*z^3 - 203/162*z + 1
*
[ 6/11 ] 
f(z) = 121/124*z^3 - 209/186*z + 1
*
[ 11/18 ] 
f(z) = 126/121*z^3 - 203/198*z + 1
*
[ 11/12 ] 
f(z) = 136/121*z^3 - 205/198*z + 1
*
[ -8/5 ] 
f(z) = 133/128*z^3 - 207/200*z + 1
*
[ 5/7 ] 
f(z) = 121/125*z^3 - 219/245*z + 1
*
[ 3/4 ] 
f(z) = 131/135*z^3 - 211/240*z + 1
*
[ 3/4 ] 
f(z) = 137/135*z^3 - 217/240*z + 1
*
[ 10/3 ] 
f(z) = 121/125*z^3 - 181/18*z + 1
*
[ -10 ] 
f(z) = 122/125*z^3 - 193/2*z + 1
*
[ 10 ] 
f(z) = 123/125*z^3 - 195/2*z + 1
*
[ -15/4 ] 
f(z) = 128/125*z^3 - 197/15*z + 1
*
-5/32 | 0.26642937168885325681031301600351043438 | 0.026571696408597980841246075361731553392
f(z) = 128/125*z^3 - 181/8*z + 1
*
[ -15/4 ] 
f(z) = 128/135*z^3 - 181/15*z + 1
*
[ 10/3 ] 
f(z) = 131/125*z^3 - 197/18*z + 1
*
[ -10/3 ] 
f(z) = 134/125*z^3 - 191/18*z + 1
*
[ 15/2 ] 
f(z) = 136/125*z^3 - 181/3*z + 1
*
[ -10/3 ] 
f(z) = 139/125*z^3 - 199/18*z + 1
*
[ 30/11 ] 
f(z) = 121/125*z^3 - 197/30*z + 1
*
-5/22 | 0.23793530244556169110748859227907164085 | 0.028053227677433880168238550953651588964
f(z) = 121/125*z^3 - 193/20*z + 1
*
[ 30/11 ] 
f(z) = 121/135*z^3 - 181/30*z + 1
*
[ -11/5 ] 
f(z) = 120/121*z^3 - 184/55*z + 1
*
3/11 | 0.16638854350952244785947158299551752412 | 0.026031085910187801462081017787691198220
f(z) = 121/126*z^3 - 199/42*z + 1
*
-3/11 | 0.13705211918555269593013397224685354599 | 0.021689003128122491207752106919408526396
f(z) = 121/126*z^3 - 185/42*z + 1
*
-4/25 | 0.091264038558363142011020147818555701819 | 0.011372661218249821958866450480372035372
f(z) = 125/128*z^3 - 191/40*z + 1
*
8/5 | 0.11988104601890845051954173606346828461 | 0.015039487684119558925917956807606428572
f(z) = 125/128*z^3 - 181/40*z + 1
*
[ 9/4 ] 
f(z) = 128/135*z^3 - 191/45*z + 1
*
-16/9 | 0.19268764834945335887199482554326582809 | 0.026475580470785047606333576178357428362
f(z) = 135/128*z^3 - 181/48*z + 1
*
[ 2/9 ] 
f(z) = 135/136*z^3 - 181/51*z + 1
*
52/33 | 0.090668925153649629833724993310433179742 | 0.011328380036408145196854205414254251064
f(z) = 121/128*z^3 - 187/72*z + 1
*
5/3 | 0.13831720458098318366242640607279852068 | 0.016307979488265725312363798578240991737
f(z) = 126/125*z^3 - 193/70*z + 1
*
[ -33/16 ] 
f(z) = 128/121*z^3 - 199/66*z + 1
*
[ 11/7 ] 
f(z) = 133/121*z^3 - 181/77*z + 1
*
[ -2 ] 
f(z) = 137/124*z^3 - 181/62*z + 1
*
[ -2 ] 
f(z) = 139/124*z^3 - 185/62*z + 1
*
40/33 | 0.19355580010282936855862958724057388765 | 0.022848824206022449207236493684975779944
f(z) = 121/125*z^3 - 191/90*z + 1
*
[ 18/11 ] 
f(z) = 121/135*z^3 - 181/90*z + 1
*
[ -11/6 ] 
f(z) = 124/121*z^3 - 188/99*z + 1
*
[ -15/8 ] 
f(z) = 126/125*z^3 - 193/96*z + 1
*
[ -11/6 ] 
f(z) = 128/121*z^3 - 199/99*z + 1
*
[ 10/7 ] 
f(z) = 134/125*z^3 - 185/98*z + 1
*
[ 10/7 ] 
f(z) = 139/125*z^3 - 193/98*z + 1
*
-14/11 | 0.19999214031653266041230888612850837189 | 0.027219815233112632116674595494652755914
f(z) = 121/120*z^3 - 194/105*z + 1
*
[ 15/11 ] 
f(z) = 121/120*z^3 - 193/120*z + 1
*
[ 5/11 ] 
f(z) = 121/130*z^3 - 181/130*z + 1
*
[ 5/11 ] 
f(z) = 121/135*z^3 - 187/135*z + 1
*
[ -7/4 ] 
f(z) = 128/133*z^3 - 183/133*z + 1
*
35/44 | 0.22263092568051137865419941128665175467 | 0.022155263868361095030399134774011605607
f(z) = 132/125*z^3 - 185/132*z + 1
*
[ 5/12 ] 
f(z) = 138/125*z^3 - 191/120*z + 1
*
[ 16/33 ] 
f(z) = 121/128*z^3 - 185/144*z + 1
*
[ 11/20 ] 
f(z) = 125/121*z^3 - 199/176*z + 1
*
[ 10/9 ] 
f(z) = 127/125*z^3 - 187/162*z + 1
*
[ 11/12 ] 
f(z) = 135/121*z^3 - 181/176*z + 1
*
[ 10/17 ] 
f(z) = 136/125*z^3 - 183/170*z + 1
*
[ 20/33 ] 
f(z) = 121/125*z^3 - 181/180*z + 1
*
[ 15/16 ] 
f(z) = 132/125*z^3 - 191/192*z + 1
*
[ 11/17 ] 
f(z) = 136/121*z^3 - 190/187*z + 1
*
[ 12/11 ] 
f(z) = 121/136*z^3 - 199/204*z + 1
*
[ 8/9 ] 
f(z) = 123/128*z^3 - 191/216*z + 1
*
[ 21/25 ] 
f(z) = 125/126*z^3 - 187/210*z + 1
*
[ -8/5 ] 
f(z) = 127/128*z^3 - 183/200*z + 1
*
[ 25/32 ] 
f(z) = 128/125*z^3 - 181/200*z + 1
*
[ 8/9 ] 
f(z) = 129/128*z^3 - 199/216*z + 1
*
[ -8/5 ] 
f(z) = 129/128*z^3 - 191/200*z + 1
*
[ -8/5 ] 
f(z) = 131/128*z^3 - 199/200*z + 1
*
[ 4/5 ] 
f(z) = 131/128*z^3 - 181/200*z + 1
*
[ 4/5 ] 
f(z) = 133/128*z^3 - 183/200*z + 1
*
[ 6/7 ] 
f(z) = 133/135*z^3 - 187/210*z + 1
*
[ 4/5 ] 
f(z) = 137/128*z^3 - 187/200*z + 1
*
[ 4/5 ] 
f(z) = 139/128*z^3 - 189/200*z + 1
*
[ 25/33 ] 
f(z) = 121/125*z^3 - 197/225*z + 1
*
[ -10/3 ] 
f(z) = 124/125*z^3 - 175/18*z + 1
*
[ -15/2 ] 
f(z) = 124/125*z^3 - 164/3*z + 1
*
5/16 | 0.23763319266588361122062465765765625143 | 0.028383712456132352548783351546340550267
f(z) = 128/125*z^3 - 173/10*z + 1
*
[ -15/4 ] 
f(z) = 132/125*z^3 - 163/12*z + 1
*
30/11 | 0.10850517740037833052497003344890930622 | 0.012960225466751998685372538829890122508
f(z) = 121/125*z^3 - 173/20*z + 1
*
[ 5/31 ] 
f(z) = 124/125*z^3 - 162/31*z + 1
*
15/8 | 0.23343889997443008177973400168342815235 | 0.027960858071065628950796875644288068577
f(z) = 128/125*z^3 - 169/30*z + 1
*
-5/2 | 0.19216596449266097527028408640216011696 | 0.019343763878836086363436748025933038458
f(z) = 128/125*z^3 - 165/32*z + 1
*
-45/22 | 0.29776365144597455337711640692482395159 | 0.029883610926461926561900690695529243496
f(z) = 132/125*z^3 - 170/33*z + 1
*
-15/7 | 0.23483227593407683671464296942290251853 | 0.027718678872023760345265760051687863203
f(z) = 133/135*z^3 - 177/35*z + 1
*
-8/3 | 0.18724858393406995779150674162934790502 | 0.023523766724819278493751569671217063617
f(z) = 135/128*z^3 - 179/24*z + 1
*
-8/3 | 0.20235552373729148234756874909861679972 | 0.025645194489572584463432425465221197758
f(z) = 135/128*z^3 - 167/24*z + 1
*
[ 11/4 ] 
f(z) = 136/121*z^3 - 173/22*z + 1
*
4/5 | 0.22820922724589660408556735007958554761 | 0.028669592652694938757899419075966761689
f(z) = 125/128*z^3 - 179/40*z + 1
*
8/25 | 0.23310765249281136960965093119588663000 | 0.029498009879342688257383919627907492448
f(z) = 125/128*z^3 - 169/40*z + 1
*
-56/25 | 0.23234348613584766698012746148356529873 | 0.029582848311108258024553950347803040546
f(z) = 125/128*z^3 - 161/40*z + 1
*
[ 5/24 ] 
f(z) = 128/125*z^3 - 173/45*z + 1
*
15/8 | 0.16849935646596318938671429911513857020 | 0.020300441986519756326629048189854751347
f(z) = 136/125*z^3 - 161/40*z + 1
*
15/22 | 0.18984680526501294619800073445529057903 | 0.026082770088906760682448481903304801368
f(z) = 121/135*z^3 - 161/60*z + 1
*
[ 11/7 ] 
f(z) = 126/121*z^3 - 170/77*z + 1
*
10/63 | 0.22318169170518685507757559207666816240 | 0.022295656604834216620411516790271386340
f(z) = 126/125*z^3 - 178/63*z + 1
*
5/42 | 0.20821525428552706748114267048100527248 | 0.024939618777959310999772374279216816662
f(z) = 126/125*z^3 - 169/70*z + 1
*
5/6 | 0.22852344897447773057648770786288004587 | 0.027491125941266224044850416744707442278
f(z) = 126/125*z^3 - 163/70*z + 1
*
[ -2 ] 
f(z) = 127/124*z^3 - 161/62*z + 1
*
[ -2 ] 
f(z) = 129/124*z^3 - 165/62*z + 1
*
[ -2 ] 
f(z) = 131/124*z^3 - 169/62*z + 1
*
[ -2 ] 
f(z) = 131/132*z^3 - 163/66*z + 1
*
[ -2 ] 
f(z) = 133/124*z^3 - 173/62*z + 1
*
[ -2 ] 
f(z) = 133/132*z^3 - 167/66*z + 1
*
[ -2 ] 
f(z) = 135/124*z^3 - 177/62*z + 1
*
[ -2 ] 
f(z) = 137/132*z^3 - 175/66*z + 1
*
[ -2 ] 
f(z) = 139/132*z^3 - 179/66*z + 1
*
[ 15/44 ] 
f(z) = 121/135*z^3 - 163/80*z + 1
*
[ 10/7 ] 
f(z) = 124/125*z^3 - 169/98*z + 1
*
-34/25 | 0.19922051867709970760412234834397401531 | 0.027679375899320669052819445643275930528
f(z) = 125/136*z^3 - 167/85*z + 1
*
[ 11/32 ] 
f(z) = 128/121*z^3 - 179/88*z + 1
*
[ 10/7 ] 
f(z) = 129/125*z^3 - 177/98*z + 1
*
[ 11/8 ] 
f(z) = 136/121*z^3 - 163/88*z + 1
*
[ 1/2 ] 
f(z) = 120/131*z^3 - 161/131*z + 1
*
[ 1/2 ] 
f(z) = 120/133*z^3 - 163/133*z + 1
*
[ 1/2 ] 
f(z) = 120/137*z^3 - 167/137*z + 1
*
[ 1/2 ] 
f(z) = 120/139*z^3 - 169/139*z + 1
*
[ 14/11 ] 
f(z) = 121/126*z^3 - 169/126*z + 1
*
[ 5/11 ] 
f(z) = 124/125*z^3 - 170/121*z + 1
*
[ 1/2 ] 
f(z) = 124/131*z^3 - 162/131*z + 1
*
[ 1/2 ] 
f(z) = 124/133*z^3 - 164/133*z + 1
*
[ 1/2 ] 
f(z) = 124/135*z^3 - 166/135*z + 1
*
[ 1/2 ] 
f(z) = 124/137*z^3 - 168/137*z + 1
*
[ 1/2 ] 
f(z) = 124/139*z^3 - 170/139*z + 1
*
[ 15/32 ] 
f(z) = 128/125*z^3 - 163/120*z + 1
*
[ 1/2 ] 
f(z) = 128/129*z^3 - 161/129*z + 1
*
[ 1/2 ] 
f(z) = 128/131*z^3 - 163/131*z + 1
*
[ 1/2 ] 
f(z) = 128/133*z^3 - 165/133*z + 1
*
[ 5/4 ] 
f(z) = 128/135*z^3 - 173/135*z + 1
*
[ 1/2 ] 
f(z) = 128/135*z^3 - 167/135*z + 1
*
[ 15/32 ] 
f(z) = 128/135*z^3 - 161/120*z + 1
*
[ 1/2 ] 
f(z) = 128/137*z^3 - 169/137*z + 1
*
[ 1/2 ] 
f(z) = 128/139*z^3 - 171/139*z + 1
*
[ 5/11 ] 
f(z) = 129/125*z^3 - 171/121*z + 1
*
[ 1/2 ] 
f(z) = 132/131*z^3 - 164/131*z + 1
*
[ 1/2 ] 
f(z) = 132/133*z^3 - 166/133*z + 1
*
[ 1/2 ] 
f(z) = 132/137*z^3 - 170/137*z + 1
*
[ 1/2 ] 
f(z) = 132/139*z^3 - 172/139*z + 1
*
[ 10/21 ] 
f(z) = 133/125*z^3 - 169/126*z + 1
*
[ 5/11 ] 
f(z) = 134/125*z^3 - 172/121*z + 1
*
[ 1/2 ] 
f(z) = 136/127*z^3 - 161/127*z + 1
*
[ 1/2 ] 
f(z) = 136/129*z^3 - 163/129*z + 1
*
[ 1/2 ] 
f(z) = 136/131*z^3 - 165/131*z + 1
*
[ 1/2 ] 
f(z) = 136/133*z^3 - 167/133*z + 1
*
[ 1/2 ] 
f(z) = 136/135*z^3 - 169/135*z + 1
*
[ 1/2 ] 
f(z) = 136/137*z^3 - 171/137*z + 1
*
[ 1/2 ] 
f(z) = 136/139*z^3 - 173/139*z + 1
*
[ 5/11 ] 
f(z) = 139/125*z^3 - 173/121*z + 1
*
[ 22/21 ] 
f(z) = 126/121*z^3 - 169/154*z + 1
*
[ 15/14 ] 
f(z) = 128/125*z^3 - 163/147*z + 1
*
[ 10/9 ] 
f(z) = 122/125*z^3 - 179/162*z + 1
*
[ 5/8 ] 
f(z) = 134/125*z^3 - 163/160*z + 1
*
-3/2 | 0.18662017285010229656088982982768430461 | 0.022027911715703433932272734306689015812
f(z) = 136/135*z^3 - 177/170*z + 1
*
[ 2/3 ] 
f(z) = 123/124*z^3 - 175/186*z + 1
*
[ 30/31 ] 
f(z) = 124/125*z^3 - 179/186*z + 1
*
[ 5/6 ] 
f(z) = 127/125*z^3 - 163/180*z + 1
*
[ 2/3 ] 
f(z) = 129/124*z^3 - 179/186*z + 1
*
[ 5/6 ] 
f(z) = 131/125*z^3 - 167/180*z + 1
*
[ 5/6 ] 
f(z) = 133/125*z^3 - 169/180*z + 1
*
[ 5/6 ] 
f(z) = 137/125*z^3 - 173/180*z + 1
*
[ 4/5 ] 
f(z) = 121/128*z^3 - 171/200*z + 1
*
[ 4/5 ] 
f(z) = 123/128*z^3 - 173/200*z + 1
*
[ 4/5 ] 
f(z) = 127/128*z^3 - 177/200*z + 1
*
[ 4/5 ] 
f(z) = 129/128*z^3 - 179/200*z + 1
*
-2/11 | 0.17649624301178540826773659596468067320 | 0.025062350308205507711095639927783520062
f(z) = 121/120*z^3 - 143/15*z + 1
*
[ 16/5 ] 
f(z) = 125/128*z^3 - 149/16*z + 1
*
[ 11/3 ] 
f(z) = 126/121*z^3 - 146/11*z + 1
*
[ 5/48 ] 
f(z) = 128/125*z^3 - 155/18*z + 1
*
5/16 | 0.19997976046137219620014940474609856193 | 0.024241987468596621904884378911841303720
f(z) = 128/125*z^3 - 153/10*z + 1
*
-3/16 | 0.13433316491504769759896411795543631555 | 0.016211537131456656881951360976249109405
f(z) = 128/135*z^3 - 147/10*z + 1
*
[ 11/3 ] 
f(z) = 135/121*z^3 - 157/11*z + 1
*
[ -11/3 ] 
f(z) = 135/121*z^3 - 151/11*z + 1
*
[ 11/4 ] 
f(z) = 120/121*z^3 - 151/22*z + 1
*
[ 2/11 ] 
f(z) = 121/128*z^3 - 145/32*z + 1
*
[ 8/3 ] 
f(z) = 123/128*z^3 - 149/24*z + 1
*
-2 | 0.090423290594238352872576020093127077479 | 0.014273483225949617453400472079243293106
f(z) = 125/128*z^3 - 141/32*z + 1
*
-2 | 0.093294564846095898353225866422472926275 | 0.014694049850343736016189583613268640093
f(z) = 127/128*z^3 - 143/32*z + 1
*
[ 8/3 ] 
f(z) = 129/128*z^3 - 157/24*z + 1
*
-2 | 0.094753642921481088431372435080243248746 | 0.014891281537599846059978608787142591482
f(z) = 129/128*z^3 - 145/32*z + 1
*
-2 | 0.095804451072058509754361268113282469740 | 0.015024079258032164204923280019249416868
f(z) = 131/128*z^3 - 147/32*z + 1
*
5/3 | 0.19443726358123610442308333032727427238 | 0.023607769397294426039892152397271161015
f(z) = 132/125*z^3 - 151/30*z + 1
*
-2 | 0.096667239373630460104076676184666798680 | 0.015127323744134329194674421686608133941
f(z) = 133/128*z^3 - 149/32*z + 1
*
-2 | 0.097416053896486086686972092634773519507 | 0.015212762573736282552874202054234569892
f(z) = 135/128*z^3 - 151/32*z + 1
*
[ -11/4 ] 
f(z) = 136/121*z^3 - 157/22*z + 1
*
-2 | 0.098086282521538069297700931863016344702 | 0.015286017586997506560441220449419478331
f(z) = 137/128*z^3 - 153/32*z + 1
*
-2 | 0.098698065422290830886185571586611800501 | 0.015350291060037139441537526184613264276
f(z) = 139/128*z^3 - 155/32*z + 1
*
3/11 | 0.12684877676416011352605695588672354950 | 0.020609537186158519956486999215431932578
f(z) = 121/126*z^3 - 157/42*z + 1
*
[ 24/11 ] 
f(z) = 121/135*z^3 - 149/40*z + 1
*
6/11 | 0.20482242345308853843759973911867248393 | 0.028678433848750904345110699007114753181
f(z) = 121/136*z^3 - 158/51*z + 1
*
[ 15/8 ] 
f(z) = 124/125*z^3 - 145/48*z + 1
*
[ -9/4 ] 
f(z) = 128/135*z^3 - 151/45*z + 1
*
[ 11/6 ] 
f(z) = 135/121*z^3 - 145/44*z + 1
*
[ 5/18 ] 
f(z) = 138/125*z^3 - 145/54*z + 1
*
[ -2 ] 
f(z) = 121/124*z^3 - 149/62*z + 1
*
-52/33 | 0.21966711283870356598368164452659289125 | 0.028199078222362200891627628334975497231
f(z) = 121/128*z^3 - 151/72*z + 1
*
-39/22 | 0.18540348145897379895148733872017790403 | 0.025746296604265934364040911831506348339
f(z) = 121/135*z^3 - 149/60*z + 1
*
[ -2 ] 
f(z) = 123/124*z^3 - 153/62*z + 1
*
[ 5/16 ] 
f(z) = 124/125*z^3 - 147/64*z + 1
*
[ -2 ] 
f(z) = 125/124*z^3 - 157/62*z + 1
*
[ -2 ] 
f(z) = 125/132*z^3 - 151/66*z + 1
*
6/5 | 0.12142182141033411852898770938359608719 | 0.021415233063925722493302040278129668114
f(z) = 125/132*z^3 - 145/66*z + 1
*
[ -2 ] 
f(z) = 127/132*z^3 - 155/66*z + 1
*
-21/16 | 0.22614872646830386752159538195002647285 | 0.027429931766308934472333406485247996991
f(z) = 128/135*z^3 - 141/70*z + 1
*
[ -11/6 ] 
f(z) = 138/121*z^3 - 151/66*z + 1
*
[ 11/8 ] 
f(z) = 120/121*z^3 - 141/88*z + 1
*
-5/24 | 0.24413757836915600298919912533986473336 | 0.029502596974247547214111222120819230176
f(z) = 128/125*z^3 - 157/90*z + 1
*
[ 2/5 ] 
f(z) = 135/136*z^3 - 141/85*z + 1
*
[ 5/12 ] 
f(z) = 136/125*z^3 - 143/90*z + 1
*
-30/17 | 0.16733657688148289649283904222794645918 | 0.020004991848121910511470962594945204682
f(z) = 136/135*z^3 - 159/85*z + 1
*
[ 14/11 ] 
f(z) = 121/120*z^3 - 149/105*z + 1
*
[ 14/11 ] 
f(z) = 121/136*z^3 - 146/119*z + 1
*
[ 1/2 ] 
f(z) = 120/121*z^3 - 151/121*z + 1
*
[ 1/2 ] 
f(z) = 120/127*z^3 - 157/127*z + 1
*
[ 13/11 ] 
f(z) = 121/130*z^3 - 149/130*z + 1
*
[ -19/11 ] 
f(z) = 121/133*z^3 - 151/133*z + 1
*
[ 6/11 ] 
f(z) = 121/138*z^3 - 151/138*z + 1
*
[ 5/9 ] 
f(z) = 123/125*z^3 - 149/135*z + 1
*
[ 1/2 ] 
f(z) = 124/121*z^3 - 152/121*z + 1
*
[ 1/2 ] 
f(z) = 124/123*z^3 - 154/123*z + 1
*
[ 1/2 ] 
f(z) = 124/125*z^3 - 156/125*z + 1
*
[ 1/2 ] 
f(z) = 124/127*z^3 - 158/127*z + 1
*
[ 1/2 ] 
f(z) = 124/129*z^3 - 160/129*z + 1
*
[ 12/25 ] 
f(z) = 125/128*z^3 - 157/120*z + 1
*
[ 6/5 ] 
f(z) = 125/138*z^3 - 157/138*z + 1
*
[ 1/2 ] 
f(z) = 128/121*z^3 - 153/121*z + 1
*
[ 1/2 ] 
f(z) = 128/123*z^3 - 155/123*z + 1
*
[ 1/2 ] 
f(z) = 128/125*z^3 - 157/125*z + 1
*
[ 1/2 ] 
f(z) = 128/127*z^3 - 159/127*z + 1
*
[ 5/9 ] 
f(z) = 129/125*z^3 - 151/135*z + 1
*
[ 1/2 ] 
f(z) = 132/125*z^3 - 158/125*z + 1
*
[ 5/9 ] 
f(z) = 132/125*z^3 - 152/135*z + 1
*
[ 1/2 ] 
f(z) = 132/127*z^3 - 160/127*z + 1
*
4/45 | 0.15359351185374125316460071494387862517 | 0.019717086455227648313009854791317561528
f(z) = 135/128*z^3 - 151/120*z + 1
*
[ 1/2 ] 
f(z) = 136/121*z^3 - 155/121*z + 1
*
[ 1/2 ] 
f(z) = 136/123*z^3 - 157/123*z + 1
*
[ 1/2 ] 
f(z) = 136/125*z^3 - 159/125*z + 1
*
[ 5/9 ] 
f(z) = 138/125*z^3 - 154/135*z + 1
*
[ 16/15 ] 
f(z) = 125/128*z^3 - 151/144*z + 1
*
[ 11/14 ] 
f(z) = 126/121*z^3 - 141/154*z + 1
*
[ 2/3 ] 
f(z) = 131/136*z^3 - 142/153*z + 1
*
[ 15/14 ] 
f(z) = 133/135*z^3 - 149/140*z + 1
*
[ 2/3 ] 
f(z) = 133/136*z^3 - 143/153*z + 1
*
[ 2/3 ] 
f(z) = 137/136*z^3 - 145/153*z + 1
*
[ 2/3 ] 
f(z) = 139/136*z^3 - 146/153*z + 1
*
[ 11/15 ] 
f(z) = 120/121*z^3 - 148/165*z + 1
*
[ 21/22 ] 
f(z) = 121/126*z^3 - 155/168*z + 1
*
[ 10/11 ] 
f(z) = 121/128*z^3 - 141/160*z + 1
*
[ 5/8 ] 
f(z) = 122/125*z^3 - 157/160*z + 1
*
[ 5/8 ] 
f(z) = 126/125*z^3 - 159/160*z + 1
*
[ 15/22 ] 
f(z) = 132/125*z^3 - 158/165*z + 1
*
[ 5/6 ] 
f(z) = 121/125*z^3 - 157/180*z + 1
*
-30/11 | 0.19501957997578455740676196765778362815 | 0.028331610367247949771287369490031783839
f(z) = 121/120*z^3 - 122/15*z + 1
*
[ 45/11 ] 
f(z) = 121/125*z^3 - 139/9*z + 1
*
[ 5/44 ] 
f(z) = 121/125*z^3 - 125/16*z + 1
*
30/11 | 0.17707906174880892303791818455275990420 | 0.025272836339528625080571281832691202949
f(z) = 121/136*z^3 - 138/17*z + 1
*
[ 34/11 ] 
f(z) = 121/136*z^3 - 133/17*z + 1
*
[ -34/11 ] 
f(z) = 121/136*z^3 - 122/17*z + 1
*
[ -16/5 ] 
f(z) = 125/128*z^3 - 139/16*z + 1
*
[ -11/3 ] 
f(z) = 126/121*z^3 - 140/11*z + 1
*
[ 5 ] 
f(z) = 126/125*z^3 - 122/5*z + 1
*
[ 5 ] 
f(z) = 127/125*z^3 - 123/5*z + 1
*
[ -5 ] 
f(z) = 127/125*z^3 - 121/5*z + 1
*
[ 4 ] 
f(z) = 127/128*z^3 - 121/8*z + 1
*
[ 5 ] 
f(z) = 128/125*z^3 - 124/5*z + 1
*
55/16 | 0.093969480920471164244360444553603182621 | 0.011700756663693154982316130418867508196
f(z) = 128/125*z^3 - 123/10*z + 1
*
[ -5 ] 
f(z) = 128/125*z^3 - 122/5*z + 1
*
[ -5 ] 
f(z) = 129/125*z^3 - 123/5*z + 1
*
[ 4 ] 
f(z) = 129/128*z^3 - 123/8*z + 1
*
[ 5 ] 
f(z) = 131/125*z^3 - 127/5*z + 1
*
[ 4 ] 
f(z) = 131/128*z^3 - 125/8*z + 1
*
[ -4 ] 
f(z) = 131/128*z^3 - 121/8*z + 1
*
[ 3 ] 
f(z) = 131/135*z^3 - 121/15*z + 1
*
[ 5 ] 
f(z) = 132/125*z^3 - 128/5*z + 1
*
[ -5 ] 
f(z) = 132/125*z^3 - 126/5*z + 1
*
[ 5 ] 
f(z) = 133/125*z^3 - 129/5*z + 1
*
[ -5 ] 
f(z) = 133/125*z^3 - 127/5*z + 1
*
[ 4 ] 
f(z) = 133/128*z^3 - 127/8*z + 1
*
[ -4 ] 
f(z) = 133/128*z^3 - 123/8*z + 1
*
[ -5 ] 
f(z) = 134/125*z^3 - 128/5*z + 1
*
[ 3 ] 
f(z) = 134/135*z^3 - 124/15*z + 1
*
[ 4 ] 
f(z) = 135/128*z^3 - 129/8*z + 1
*
[ -4 ] 
f(z) = 135/128*z^3 - 125/8*z + 1
*
[ 5 ] 
f(z) = 136/125*z^3 - 132/5*z + 1
*
[ -15/4 ] 
f(z) = 136/135*z^3 - 129/10*z + 1
*
[ 5 ] 
f(z) = 137/125*z^3 - 133/5*z + 1
*
[ -5 ] 
f(z) = 137/125*z^3 - 131/5*z + 1
*
[ 4 ] 
f(z) = 137/128*z^3 - 131/8*z + 1
*
[ -4 ] 
f(z) = 137/128*z^3 - 127/8*z + 1
*
[ 3 ] 
f(z) = 137/135*z^3 - 127/15*z + 1
*
[ 5 ] 
f(z) = 138/125*z^3 - 134/5*z + 1
*
[ -5 ] 
f(z) = 138/125*z^3 - 132/5*z + 1
*
[ -5 ] 
f(z) = 139/125*z^3 - 133/5*z + 1
*
[ 4 ] 
f(z) = 139/128*z^3 - 133/8*z + 1
*
[ -4 ] 
f(z) = 139/128*z^3 - 129/8*z + 1
*
[ -11/4 ] 
f(z) = 120/121*z^3 - 135/22*z + 1
*
-2 | 0.091731268175541971488911118087624814831 | 0.014546029788042479896530676564071559069
f(z) = 121/128*z^3 - 137/32*z + 1
*
-2 | 0.091519113110959329766477642492675318127 | 0.014479112166507636806768070403519867264
f(z) = 123/128*z^3 - 139/32*z + 1
*
[ -8/3 ] 
f(z) = 123/128*z^3 - 131/24*z + 1
*
[ 12/5 ] 
f(z) = 125/128*z^3 - 121/24*z + 1
*
[ -20/9 ] 
f(z) = 126/125*z^3 - 127/36*z + 1
*
[ 5/24 ] 
f(z) = 126/125*z^3 - 123/32*z + 1
*
5/2 | 0.23474308821601098105837591130141274456 | 0.029289190262625144198472430146964946327
f(z) = 128/125*z^3 - 121/20*z + 1
*
[ 3/16 ] 
f(z) = 128/135*z^3 - 131/30*z + 1
*
[ -8/3 ] 
f(z) = 129/128*z^3 - 139/24*z + 1
*
[ 5/2 ] 
f(z) = 133/125*z^3 - 121/20*z + 1
*
[ 2 ] 
f(z) = 137/128*z^3 - 121/32*z + 1
*
[ 5/2 ] 
f(z) = 139/125*z^3 - 127/20*z + 1
*
[ 2 ] 
f(z) = 139/128*z^3 - 123/32*z + 1
*
[ 21/11 ] 
f(z) = 121/126*z^3 - 127/42*z + 1
*
20/11 | 0.17920755152008767058243088384617904981 | 0.023252380256077377332725412095802601675
f(z) = 121/128*z^3 - 139/40*z + 1
*
-20/11 | 0.21559759832239557370400292309817975745 | 0.028305624812559495966230779721207732130
f(z) = 121/128*z^3 - 127/40*z + 1
*
-10/7 | 0.12655787952878060948958361112095756527 | 0.013105805299169689203342454274145859060
f(z) = 126/125*z^3 - 125/56*z + 1
*
35/32 | 0.21738547003820448420849256745601207524 | 0.026709583016018302087194178000368336222
f(z) = 128/125*z^3 - 137/40*z + 1
*
[ 16/9 ] 
f(z) = 135/128*z^3 - 139/48*z + 1
*
-8/5 | 0.20262661770774040516432892289829637316 | 0.026714921545356282258081907139685721794
f(z) = 135/128*z^3 - 123/40*z + 1
*
[ 15/8 ] 
f(z) = 136/135*z^3 - 123/40*z + 1
*
[ 5/3 ] 
f(z) = 139/125*z^3 - 121/45*z + 1
*
-4/33 | 0.21966711283870356598368164452659289125 | 0.028839907902743218970797099028672285291
f(z) = 121/128*z^3 - 127/72*z + 1
*
[ 4/11 ] 
f(z) = 121/136*z^3 - 127/68*z + 1
*
-5/36 | 0.17190119444761626616505820749590058543 | 0.017715360283074425718933407275769093662
f(z) = 126/125*z^3 - 131/72*z + 1
*
[ 10/7 ] 
f(z) = 126/125*z^3 - 123/70*z + 1
*
[ 45/32 ] 
f(z) = 128/125*z^3 - 125/72*z + 1
*
[ 10/7 ] 
f(z) = 133/125*z^3 - 131/70*z + 1
*
[ 4/3 ] 
f(z) = 139/128*z^3 - 121/72*z + 1
*
-6/25 | 0.17060475586270008640558607071662282529 | 0.024504278935135049904040384840232223116
f(z) = 125/136*z^3 - 132/85*z + 1
*
[ 34/25 ] 
f(z) = 125/136*z^3 - 122/85*z + 1
*
[ 11/9 ] 
f(z) = 126/121*z^3 - 136/99*z + 1
*
[ 11/24 ] 
f(z) = 128/121*z^3 - 139/99*z + 1
*
[ -55/32 ] 
f(z) = 128/125*z^3 - 127/88*z + 1
*
5/24 | 0.17079255754629334694541830898743125378 | 0.021310002145028207255831231202716895677
f(z) = 128/125*z^3 - 121/90*z + 1
*
[ 5/4 ] 
f(z) = 137/125*z^3 - 121/80*z + 1
*
[ 5/4 ] 
f(z) = 139/125*z^3 - 123/80*z + 1
*
[ 11/20 ] 
f(z) = 120/121*z^3 - 123/110*z + 1
*
[ 11/10 ] 
f(z) = 130/121*z^3 - 133/110*z + 1
*
[ 2/3 ] 
f(z) = 121/120*z^3 - 128/135*z + 1
*
[ 7/11 ] 
f(z) = 121/133*z^3 - 125/133*z + 1
*
[ 3/5 ] 
f(z) = 122/135*z^3 - 124/125*z + 1
*
[ 3/5 ] 
f(z) = 125/123*z^3 - 127/123*z + 1
*
[ 3/5 ] 
f(z) = 125/129*z^3 - 131/129*z + 1
*
[ 3/5 ] 
f(z) = 125/132*z^3 - 133/132*z + 1
*
[ 3/5 ] 
f(z) = 125/138*z^3 - 137/138*z + 1
*
[ 2/3 ] 
f(z) = 127/120*z^3 - 131/135*z + 1
*
[ 5/8 ] 
f(z) = 128/135*z^3 - 131/135*z + 1
*
[ 3/5 ] 
f(z) = 128/135*z^3 - 126/125*z + 1
*
[ 2/3 ] 
f(z) = 131/120*z^3 - 133/135*z + 1
*
[ 3/5 ] 
f(z) = 131/135*z^3 - 127/125*z + 1
*
[ 20/33 ] 
f(z) = 132/125*z^3 - 137/132*z + 1
*
[ 2/3 ] 
f(z) = 133/120*z^3 - 134/135*z + 1
*
[ 3/5 ] 
f(z) = 134/135*z^3 - 128/125*z + 1
*
[ 11/18 ] 
f(z) = 135/121*z^3 - 139/132*z + 1
*
[ 2/3 ] 
f(z) = 135/122*z^3 - 121/122*z + 1
*
-4/5 | 0.22723463086815161209833776712813994107 | 0.029712472278642362182062757691262949157
f(z) = 135/128*z^3 - 131/120*z + 1
*
[ 2/3 ] 
f(z) = 135/134*z^3 - 127/134*z + 1
*
[ 2/3 ] 
f(z) = 137/120*z^3 - 136/135*z + 1
*
[ 3/5 ] 
f(z) = 137/135*z^3 - 129/125*z + 1
*
[ 2/3 ] 
f(z) = 139/120*z^3 - 137/135*z + 1
*
[ 21/22 ] 
f(z) = 121/135*z^3 - 121/140*z + 1
*
[ 34/33 ] 
f(z) = 121/136*z^3 - 140/153*z + 1
*
[ 2/3 ] 
f(z) = 121/136*z^3 - 137/153*z + 1
*
-3/2 | 0.20763617703164175451235759631549266261 | 0.024898627415330191193863569013725709948
f(z) = 124/135*z^3 - 137/155*z + 1
*
[ 2/3 ] 
f(z) = 125/136*z^3 - 139/153*z + 1
*
[ 2/3 ] 
f(z) = 127/136*z^3 - 140/153*z + 1
*
[ 11/13 ] 
f(z) = 130/121*z^3 - 136/143*z + 1
*
6/11 | 0.067335590074428868693650789712460210656 | 0.0099722887745061729331183446360916816221
f(z) = 121/120*z^3 - 107/15*z + 1
*
[ 30/11 ] 
f(z) = 121/120*z^3 - 103/15*z + 1
*
[ 5 ] 
f(z) = 121/125*z^3 - 117/5*z + 1
*
[ 4 ] 
f(z) = 121/128*z^3 - 115/8*z + 1
*
[ -3 ] 
f(z) = 121/135*z^3 - 101/15*z + 1
*
[ 5 ] 
f(z) = 122/125*z^3 - 118/5*z + 1
*
[ -5 ] 
f(z) = 122/125*z^3 - 116/5*z + 1
*
[ 3 ] 
f(z) = 122/135*z^3 - 112/15*z + 1
*
[ 5 ] 
f(z) = 123/125*z^3 - 119/5*z + 1
*
[ -5 ] 
f(z) = 123/125*z^3 - 117/5*z + 1
*
[ 4 ] 
f(z) = 123/128*z^3 - 117/8*z + 1
*
[ -4 ] 
f(z) = 123/128*z^3 - 113/8*z + 1
*
[ -5 ] 
f(z) = 124/125*z^3 - 118/5*z + 1
*
[ -3 ] 
f(z) = 124/135*z^3 - 104/15*z + 1
*
[ 4 ] 
f(z) = 125/128*z^3 - 119/8*z + 1
*
[ -4 ] 
f(z) = 125/128*z^3 - 115/8*z + 1
*
-5/21 | 0.20595020307140687370733932250382996019 | 0.021763634493136032370654317912946636806
f(z) = 126/125*z^3 - 103/14*z + 1
*
[ -4 ] 
f(z) = 127/128*z^3 - 117/8*z + 1
*
[ -3 ] 
f(z) = 127/135*z^3 - 107/15*z + 1
*
[ 3 ] 
f(z) = 128/135*z^3 - 118/15*z + 1
*
-57/16 | 0.14581387660199661588410221980622655936 | 0.018095517641585001241693412202013821453
f(z) = 128/135*z^3 - 117/10*z + 1
*
[ -4 ] 
f(z) = 129/128*z^3 - 119/8*z + 1
*
[ -3 ] 
f(z) = 133/135*z^3 - 113/15*z + 1
*
[ -3 ] 
f(z) = 136/135*z^3 - 116/15*z + 1
*
[ -3 ] 
f(z) = 139/135*z^3 - 119/15*z + 1
*
[ 25/11 ] 
f(z) = 121/125*z^3 - 111/25*z + 1
*
[ 5/2 ] 
f(z) = 121/125*z^3 - 109/20*z + 1
*
[ 2 ] 
f(z) = 121/128*z^3 - 105/32*z + 1
*
-51/22 | 0.087701052646620385627585735333793853736 | 0.011058612242630657957187995266506581340
f(z) = 121/135*z^3 - 103/20*z + 1
*
[ 5/2 ] 
f(z) = 123/125*z^3 - 111/20*z + 1
*
[ 2 ] 
f(z) = 123/128*z^3 - 107/32*z + 1
*
[ 2 ] 
f(z) = 125/128*z^3 - 109/32*z + 1
*
[ -12/5 ] 
f(z) = 125/128*z^3 - 101/24*z + 1
*
[ 2 ] 
f(z) = 127/128*z^3 - 111/32*z + 1
*
15/8 | 0.12207583489505347810401527164823121060 | 0.015263296487238192969052872624998163447
f(z) = 128/125*z^3 - 119/30*z + 1
*
15/8 | 0.16155395722640226502617904284966614553 | 0.020423437213469714677960110362933999607
f(z) = 128/125*z^3 - 109/30*z + 1
*
[ 5/2 ] 
f(z) = 129/125*z^3 - 117/20*z + 1
*
[ -5/2 ] 
f(z) = 129/125*z^3 - 101/20*z + 1
*
[ 2 ] 
f(z) = 129/128*z^3 - 113/32*z + 1
*
[ 5/2 ] 
f(z) = 131/125*z^3 - 119/20*z + 1
*
[ -5/2 ] 
f(z) = 131/125*z^3 - 103/20*z + 1
*
[ 2 ] 
f(z) = 131/128*z^3 - 115/32*z + 1
*
[ 2 ] 
f(z) = 133/128*z^3 - 117/32*z + 1
*
[ -15/7 ] 
f(z) = 133/135*z^3 - 107/35*z + 1
*
8/9 | 0.21340734083898446440213300106647158908 | 0.028259464178887094207830451530820366616
f(z) = 135/128*z^3 - 119/24*z + 1
*
[ 2 ] 
f(z) = 135/128*z^3 - 119/32*z + 1
*
[ -5/2 ] 
f(z) = 137/125*z^3 - 109/20*z + 1
*
5/6 | 0.10953104094734151907955822523032105004 | 0.013694804987181309351285024708799539098
f(z) = 138/125*z^3 - 119/30*z + 1
*
[ -5/2 ] 
f(z) = 139/125*z^3 - 111/20*z + 1
*
[ 18/11 ] 
f(z) = 121/120*z^3 - 104/45*z + 1
*
-5/33 | 0.11656068193823115996425380532211719051 | 0.014735446967656378316620114288696374570
f(z) = 121/125*z^3 - 109/45*z + 1
*
[ 3/11 ] 
f(z) = 121/126*z^3 - 115/42*z + 1
*
-3/11 | 0.13410219954620570514314018473487201447 | 0.023470155870239496083392973201590999667
f(z) = 121/126*z^3 - 101/42*z + 1
*
[ 20/11 ] 
f(z) = 121/128*z^3 - 107/40*z + 1
*
[ 5/3 ] 
f(z) = 122/125*z^3 - 104/45*z + 1
*
[ 5/3 ] 
f(z) = 124/125*z^3 - 106/45*z + 1
*
[ 5/3 ] 
f(z) = 127/125*z^3 - 109/45*z + 1
*
35/24 | 0.11918410518958857509175172451970258727 | 0.014949465441530558019620470299923096843
f(z) = 128/125*z^3 - 116/45*z + 1
*
[ 25/16 ] 
f(z) = 128/125*z^3 - 107/50*z + 1
*
[ 5/3 ] 
f(z) = 131/125*z^3 - 113/45*z + 1
*
[ 5/3 ] 
f(z) = 134/125*z^3 - 116/45*z + 1
*
[ 5/3 ] 
f(z) = 136/125*z^3 - 118/45*z + 1
*
[ 5/3 ] 
f(z) = 137/125*z^3 - 119/45*z + 1
*
[ 4/11 ] 
f(z) = 121/120*z^3 - 113/60*z + 1
*
[ -20/11 ] 
f(z) = 121/120*z^3 - 107/60*z + 1
*
[ 3/2 ] 
f(z) = 121/135*z^3 - 101/60*z + 1
*
[ 5/12 ] 
f(z) = 122/125*z^3 - 113/72*z + 1
*
[ 2/5 ] 
f(z) = 125/124*z^3 - 103/62*z + 1
*
[ 4/3 ] 
f(z) = 125/128*z^3 - 107/72*z + 1
*
[ 2/5 ] 
f(z) = 125/132*z^3 - 109/66*z + 1
*
5/9 | 0.11787409015656336936762392816459211516 | 0.012312865647723393866182841437081373732
f(z) = 126/125*z^3 - 115/63*z + 1
*
-5/3 | 0.14016659927328651683403426894568201436 | 0.017719675759299180683782128458467526156
f(z) = 126/125*z^3 - 109/70*z + 1
*
[ 4/3 ] 
f(z) = 127/128*z^3 - 109/72*z + 1
*
[ 3/2 ] 
f(z) = 127/135*z^3 - 107/60*z + 1
*
-21/16 | 0.22614872646830386752159538195002647285 | 0.028249638594536947581587765160046617523
f(z) = 128/135*z^3 - 111/70*z + 1
*
[ 4/3 ] 
f(z) = 131/128*z^3 - 113/72*z + 1
*
-5/12 | 0.21056817680171112079736199021952201497 | 0.026682217073691826843811785629075083170
f(z) = 132/125*z^3 - 107/60*z + 1
*
[ 4/3 ] 
f(z) = 133/128*z^3 - 115/72*z + 1
*
[ 3/2 ] 
f(z) = 133/135*z^3 - 113/60*z + 1
*
[ 4/3 ] 
f(z) = 135/136*z^3 - 103/68*z + 1
*
[ 4/3 ] 
f(z) = 137/128*z^3 - 119/72*z + 1
*
[ 3/2 ] 
f(z) = 139/135*z^3 - 119/60*z + 1
*
[ 6/11 ] 
f(z) = 121/128*z^3 - 107/96*z + 1
*
[ 5/4 ] 
f(z) = 123/125*z^3 - 107/80*z + 1
*
[ 6/5 ] 
f(z) = 125/128*z^3 - 119/96*z + 1
*
[ 10/9 ] 
f(z) = 126/125*z^3 - 103/90*z + 1
*
[ 5/4 ] 
f(z) = 127/125*z^3 - 111/80*z + 1
*
[ 5/4 ] 
f(z) = 129/125*z^3 - 113/80*z + 1
*
[ 5/4 ] 
f(z) = 133/125*z^3 - 117/80*z + 1
*
[ 25/22 ] 
f(z) = 121/125*z^3 - 113/100*z + 1
*
[ 22/25 ] 
f(z) = 125/121*z^3 - 103/110*z + 1
*
[ 10/11 ] 
f(z) = 132/125*z^3 - 107/110*z + 1
*
[ 6/7 ] 
f(z) = 133/120*z^3 - 103/105*z + 1
*
[ 8/11 ] 
f(z) = 121/120*z^3 - 109/120*z + 1
*
[ 9/11 ] 
f(z) = 121/126*z^3 - 109/126*z + 1
*
[ 10/11 ] 
f(z) = 121/130*z^3 - 113/130*z + 1
*
[ 8/11 ] 
f(z) = 121/136*z^3 - 115/136*z + 1
*
[ 3/4 ] 
f(z) = 122/135*z^3 - 101/120*z + 1
*
[ 4/5 ] 
f(z) = 125/124*z^3 - 111/124*z + 1
*
[ 24/25 ] 
f(z) = 125/128*z^3 - 113/120*z + 1
*
[ 4/5 ] 
f(z) = 125/132*z^3 - 113/132*z + 1
*
[ 3/4 ] 
f(z) = 128/123*z^3 - 113/123*z + 1
*
[ 3/4 ] 
f(z) = 128/129*z^3 - 115/129*z + 1
*
[ 7/8 ] 
f(z) = 128/133*z^3 - 117/133*z + 1
*
[ 3/4 ] 
f(z) = 134/135*z^3 - 107/120*z + 1
*
2/11 | 0.13000727608564853210387369178333314579 | 0.019507697635102966978228871662473670419
f(z) = 121/120*z^3 - 98/15*z + 1
*
[ -30/11 ] 
f(z) = 121/120*z^3 - 92/15*z + 1
*
-2/11 | 0.089228617035642799427364571955702928837 | 0.013731108465770748812177173697820901084
f(z) = 121/120*z^3 - 83/15*z + 1
*
-30/11 | 0.21068934583641352381069575378944212124 | 0.022456306226326552562412724128178048615
f(z) = 121/125*z^3 - 95/12*z + 1
*
40/11 | 0.20212145878531529320736612422952346985 | 0.027587853330464080501648195194596254290
f(z) = 121/128*z^3 - 95/8*z + 1
*
[ -10/3 ] 
f(z) = 126/125*z^3 - 99/10*z + 1
*
[ 11/4 ] 
f(z) = 128/121*z^3 - 81/11*z + 1
*
-3/16 | 0.17778800436529134295569285946027293970 | 0.022905674525082863890213776387982410153
f(z) = 128/135*z^3 - 87/10*z + 1
*
[ 5/34 ] 
f(z) = 136/125*z^3 - 99/17*z + 1
*
[ 11/6 ] 
f(z) = 120/121*z^3 - 95/33*z + 1
*
[ -25/11 ] 
f(z) = 121/125*z^3 - 89/25*z + 1
*
12/11 | 0.10389122167646771125590135296879440283 | 0.014140054973660504225257551267458788779
f(z) = 121/128*z^3 - 97/24*z + 1
*
[ 24/11 ] 
f(z) = 121/128*z^3 - 95/24*z + 1
*
12/11 | 0.12693361520727981297680860141586493875 | 0.017481019194353142246102004250235834753
f(z) = 121/128*z^3 - 89/24*z + 1
*
-24/11 | 0.19114144786934284366802661621560887191 | 0.026491350035870084837685331765763062998
f(z) = 121/128*z^3 - 85/24*z + 1
*
[ 15/7 ] 
f(z) = 126/125*z^3 - 86/21*z + 1
*
[ -5/2 ] 
f(z) = 127/125*z^3 - 99/20*z + 1
*
3/2 | 0.16885469267926986583163716331965927196 | 0.021956880696670129196902900015845656930
f(z) = 128/135*z^3 - 81/20*z + 1
*
[ -2 ] 
f(z) = 129/128*z^3 - 81/32*z + 1
*
[ -2 ] 
f(z) = 131/128*z^3 - 83/32*z + 1
*
[ -2 ] 
f(z) = 133/128*z^3 - 85/32*z + 1
*
3/7 | 0.22953404146296140478504419858583307903 | 0.029528999466368878675300629547070399106
f(z) = 133/135*z^3 - 88/35*z + 1
*
[ -2 ] 
f(z) = 135/128*z^3 - 87/32*z + 1
*
8/9 | 0.17956757377917615503285706071669363242 | 0.024969663962235971747198319919772343192
f(z) = 135/128*z^3 - 83/24*z + 1
*
[ -2 ] 
f(z) = 137/128*z^3 - 89/32*z + 1
*
-5/3 | 0.12547071832212838464125750155474764183 | 0.016279016517162247165055522762857541482
f(z) = 138/125*z^3 - 89/30*z + 1
*
[ 5/23 ] 
f(z) = 138/125*z^3 - 84/23*z + 1
*
[ -2 ] 
f(z) = 139/128*z^3 - 91/32*z + 1
*
15/11 | 0.076724717155398753479552652172004280350 | 0.013732110712496319082727374920114344689
f(z) = 121/126*z^3 - 89/42*z + 1
*
[ -21/11 ] 
f(z) = 121/126*z^3 - 83/42*z + 1
*
[ 11/25 ] 
f(z) = 125/121*z^3 - 81/55*z + 1
*
4/5 | 0.084803475404482277861682633193935191994 | 0.011510156050750646782930396601030448120
f(z) = 125/128*z^3 - 99/40*z + 1
*
[ 8/25 ] 
f(z) = 125/128*z^3 - 89/40*z + 1
*
5/4 | 0.11936402145571926257609542499532669588 | 0.015678303734109253245982309259199538704
f(z) = 128/125*z^3 - 81/40*z + 1
*
[ -11/6 ] 
f(z) = 135/121*z^3 - 97/44*z + 1
*
[ -16/9 ] 
f(z) = 135/128*z^3 - 85/48*z + 1
*
[ 5/14 ] 
f(z) = 136/125*z^3 - 95/49*z + 1
*
-3/8 | 0.20295223064418862807702011439910192609 | 0.025719597501922945192967799361538557850
f(z) = 136/135*z^3 - 99/40*z + 1
*
[ 8/15 ] 
f(z) = 125/128*z^3 - 83/72*z + 1
*
[ 11/21 ] 
f(z) = 126/121*z^3 - 92/77*z + 1
*
[ -11/7 ] 
f(z) = 133/121*z^3 - 83/77*z + 1
*
[ 5/9 ] 
f(z) = 121/125*z^3 - 89/81*z + 1
*
[ 12/11 ] 
f(z) = 121/126*z^3 - 89/84*z + 1
*
[ 2/3 ] 
f(z) = 123/128*z^3 - 89/96*z + 1
*
[ 11/15 ] 
f(z) = 125/121*z^3 - 91/99*z + 1
*
[ 11/12 ] 
f(z) = 126/121*z^3 - 85/88*z + 1
*
[ 11/12 ] 
f(z) = 128/121*z^3 - 97/99*z + 1
*
[ 9/16 ] 
f(z) = 128/135*z^3 - 97/90*z + 1
*
[ 2/3 ] 
f(z) = 129/128*z^3 - 91/96*z + 1
*
[ 5/9 ] 
f(z) = 131/125*z^3 - 91/81*z + 1
*
[ 5/8 ] 
f(z) = 132/125*z^3 - 81/80*z + 1
*
[ 15/14 ] 
f(z) = 133/125*z^3 - 97/84*z + 1
*
[ 16/15 ] 
f(z) = 135/128*z^3 - 91/80*z + 1
*
[ 5/9 ] 
f(z) = 136/125*z^3 - 92/81*z + 1
*
14/11 | 0.14863940855096719895560814074003157215 | 0.023948697366440004143164092850461340034
f(z) = 121/120*z^3 - 62/15*z + 1
*
15/22 | 0.13324206022229397861800368014866082762 | 0.014656490354593022821432801875269437380
f(z) = 121/125*z^3 - 71/12*z + 1
*
21/11 | 0.15572075321734425093904380726395525822 | 0.023952286562921398868278720884959738727
f(z) = 121/135*z^3 - 74/15*z + 1
*
6/11 | 0.092805711468719945492740584352938355421 | 0.012278296737796815227926265986156362858
f(z) = 121/135*z^3 - 71/10*z + 1
*
42/11 | 0.21083167609254367630507687749955532134 | 0.028108905711665549523433913452858192891
f(z) = 121/135*z^3 - 67/5*z + 1
*
[ 2/11 ] 
f(z) = 121/136*z^3 - 77/17*z + 1
*
-2 | 0.091512557168912724898424991412759351188 | 0.014494632257194092203350227064776768423
f(z) = 121/136*z^3 - 69/17*z + 1
*
-2 | 0.090977637153112502093081371811788816898 | 0.014377140648282099661103388908637530670
f(z) = 123/136*z^3 - 70/17*z + 1
*
-2 | 0.091056766963840672549469155391421689124 | 0.014357461951934955762821259344172925124
f(z) = 125/136*z^3 - 71/17*z + 1
*
15/7 | 0.24651562206042312595752018029616380064 | 0.027201963215154470804835646135335114614
f(z) = 126/125*z^3 - 69/14*z + 1
*
-2 | 0.076039766546264514736216530293051763251 | 0.011989642191618187668184432487032765530
f(z) = 127/120*z^3 - 71/15*z + 1
*
-2 | 0.092427487670040630770513889667339167560 | 0.014541523303889618524389383938474778919
f(z) = 127/136*z^3 - 72/17*z + 1
*
[ -11/4 ] 
f(z) = 128/121*z^3 - 73/11*z + 1
*
[ 35/16 ] 
f(z) = 128/125*z^3 - 61/14*z + 1
*
[ 15/4 ] 
f(z) = 128/135*z^3 - 63/5*z + 1
*
3/8 | 0.22008419008965620093765256360635539897 | 0.029585297827273180532941588066529648856
f(z) = 128/135*z^3 - 63/10*z + 1
*
[ -10/3 ] 
f(z) = 129/125*z^3 - 61/6*z + 1
*
-2 | 0.092894513903482568254295839756340776230 | 0.014583352889456930777209787211028509348
f(z) = 129/136*z^3 - 73/17*z + 1
*
-2 | 0.077370581575050054159339892288010357157 | 0.012146276964684877252491660477545308383
f(z) = 131/120*z^3 - 73/15*z + 1
*
-2 | 0.092466781102701889900679641947194402707 | 0.014485264352573528461566299480526656105
f(z) = 131/136*z^3 - 74/17*z + 1
*
-2 | 0.077958761747378886303765697499245679829 | 0.012212529289365338038735898633208012230
f(z) = 133/120*z^3 - 74/15*z + 1
*
-2 | 0.091609553228518262901969332683021338786 | 0.014320863002427820251717040476977549395
f(z) = 133/136*z^3 - 75/17*z + 1
*
[ 5/2 ] 
f(z) = 134/125*z^3 - 61/10*z + 1
*
-2 | 0.094471663588332848118463635696916187761 | 0.014737766960790925716818976362880140059
f(z) = 135/136*z^3 - 76/17*z + 1
*
-2 | 0.079022210401271814952659358044707850727 | 0.012327621610384778155438897562750991473
f(z) = 137/120*z^3 - 76/15*z + 1
*
[ 2 ] 
f(z) = 137/120*z^3 - 61/15*z + 1
*
-2 | 0.095841098697126745164534162344841186862 | 0.014920973651058745788932021428346629899
f(z) = 137/136*z^3 - 77/17*z + 1
*
[ 5/2 ] 
f(z) = 138/125*z^3 - 63/10*z + 1
*
-2 | 0.079512049514159536599144425670417137872 | 0.012378793772926772845414089854438575021
f(z) = 139/120*z^3 - 77/15*z + 1
*
[ 2 ] 
f(z) = 139/120*z^3 - 62/15*z + 1
*
-2 | 0.096843578037562610975787925983201207238 | 0.015046817195804195423622164235935387286
f(z) = 139/136*z^3 - 78/17*z + 1
*
[ 2 ] 
f(z) = 139/136*z^3 - 61/17*z + 1
*
[ 5/22 ] 
f(z) = 121/125*z^3 - 69/20*z + 1
*
-20/11 | 0.17844398730667607469119396255421515121 | 0.024238485677820991959626755093084295106
f(z) = 121/125*z^3 - 63/20*z + 1
*
[ -24/11 ] 
f(z) = 121/128*z^3 - 73/24*z + 1
*
[ -2 ] 
f(z) = 121/128*z^3 - 73/32*z + 1
*
3/22 | 0.079733694585663259058695406768162913591 | 0.010630408791928255474666422422544231936
f(z) = 121/135*z^3 - 67/20*z + 1
*
39/22 | 0.19349901617175314485658412768179539327 | 0.026011527772138342054616561914617840995
f(z) = 121/135*z^3 - 63/20*z + 1
*
[ -21/11 ] 
f(z) = 121/135*z^3 - 61/35*z + 1
*
[ -2 ] 
f(z) = 123/128*z^3 - 75/32*z + 1
*
[ -2 ] 
f(z) = 125/128*z^3 - 77/32*z + 1
*
[ 11/6 ] 
f(z) = 126/121*z^3 - 67/22*z + 1
*
[ -2 ] 
f(z) = 127/128*z^3 - 79/32*z + 1
*
4/3 | 0.13058468461892476868386320855977846506 | 0.018561435540964085821548937835670863779
f(z) = 135/128*z^3 - 71/24*z + 1
*
5/4 | 0.24681461083326018907815206650464008319 | 0.027149354768420500794564927923777319060
f(z) = 136/125*z^3 - 71/34*z + 1
*
[ 11/10 ] 
f(z) = 120/121*z^3 - 61/55*z + 1
*
[ -20/11 ] 
f(z) = 121/128*z^3 - 63/40*z + 1
*
-8/5 | 0.17926562965225774610597968240529257213 | 0.025480992960322242291814419867869524612
f(z) = 125/128*z^3 - 71/40*z + 1
*
[ 5/12 ] 
f(z) = 126/125*z^3 - 63/40*z + 1
*
[ 5/12 ] 
f(z) = 128/125*z^3 - 71/45*z + 1
*
3/32 | 0.18879069669852721720160015855908312208 | 0.025170315917847166999259092340334229729
f(z) = 128/135*z^3 - 67/40*z + 1
*
[ 5/11 ] 
f(z) = 132/125*z^3 - 78/55*z + 1
*
[ 10/9 ] 
f(z) = 132/125*z^3 - 65/54*z + 1
*
[ -5/3 ] 
f(z) = 133/125*z^3 - 61/45*z + 1
*
[ 8/7 ] 
f(z) = 133/128*z^3 - 69/56*z + 1
*
[ 4/7 ] 
f(z) = 133/128*z^3 - 61/56*z + 1
*
[ -5/3 ] 
f(z) = 134/125*z^3 - 62/45*z + 1
*
[ -5/3 ] 
f(z) = 136/125*z^3 - 64/45*z + 1
*
[ 5/4 ] 
f(z) = 138/125*z^3 - 61/40*z + 1
*
[ -5/3 ] 
f(z) = 139/125*z^3 - 67/45*z + 1
*
[ 11/12 ] 
f(z) = 120/121*z^3 - 61/66*z + 1
*
-12/11 | 0.093985733898528795679346381286384020786 | 0.018659245245526491013150275415970378613
f(z) = 121/120*z^3 - 77/60*z + 1
*
[ 12/11 ] 
f(z) = 121/120*z^3 - 67/60*z + 1
*
[ 35/33 ] 
f(z) = 121/125*z^3 - 65/63*z + 1
*
[ 5/8 ] 
f(z) = 123/125*z^3 - 63/64*z + 1
*
[ 6/5 ] 
f(z) = 125/132*z^3 - 79/66*z + 1
*
[ -11/7 ] 
f(z) = 126/121*z^3 - 72/77*z + 1
*
-65/96 | 0.20795569738874647145097398264085675000 | 0.022672590028571159354278191629928350749
f(z) = 128/125*z^3 - 77/72*z + 1
*
[ 5/8 ] 
f(z) = 133/125*z^3 - 65/64*z + 1
*
[ 2/3 ] 
f(z) = 135/124*z^3 - 61/62*z + 1
*
[ 10/11 ] 
f(z) = 121/136*z^3 - 71/85*z + 1
*
[ 5/6 ] 
f(z) = 122/125*z^3 - 79/90*z + 1
*
[ 5/8 ] 
f(z) = 124/125*z^3 - 79/80*z + 1
*
[ 16/25 ] 
f(z) = 125/128*z^3 - 77/80*z + 1
*
[ 3/4 ] 
f(z) = 127/135*z^3 - 69/80*z + 1
*
[ 3/4 ] 
f(z) = 133/135*z^3 - 71/80*z + 1
*
[ 15/17 ] 
f(z) = 136/135*z^3 - 78/85*z + 1
*
[ 3/4 ] 
f(z) = 139/135*z^3 - 73/80*z + 1
*
14/11 | 0.15563002533680767860833661086911097299 | 0.026246342128155501071931289290894158301
f(z) = 121/120*z^3 - 47/15*z + 1
*
[ 10/33 ] 
f(z) = 121/125*z^3 - 43/18*z + 1
*
[ -30/11 ] 
f(z) = 121/135*z^3 - 53/10*z + 1
*
24/11 | 0.17922517428720327894413245170867813218 | 0.025569227877527403066171757690687904087
f(z) = 121/135*z^3 - 41/10*z + 1
*
[ 3/11 ] 
f(z) = 121/135*z^3 - 41/15*z + 1
*
[ 2 ] 
f(z) = 121/136*z^3 - 52/17*z + 1
*
[ -5/2 ] 
f(z) = 122/125*z^3 - 47/10*z + 1
*
[ 2 ] 
f(z) = 123/136*z^3 - 53/17*z + 1
*
[ 11/5 ] 
f(z) = 125/121*z^3 - 49/11*z + 1
*
12/5 | 0.18172586678384360763960787408386067938 | 0.027105405060367349817684083486813862465
f(z) = 125/128*z^3 - 51/8*z + 1
*
[ 2 ] 
f(z) = 125/136*z^3 - 54/17*z + 1
*
[ 5/2 ] 
f(z) = 126/125*z^3 - 57/10*z + 1
*
[ 2 ] 
f(z) = 127/120*z^3 - 56/15*z + 1
*
[ -2 ] 
f(z) = 127/120*z^3 - 41/15*z + 1
*
[ 2 ] 
f(z) = 127/136*z^3 - 55/17*z + 1
*
[ 15/8 ] 
f(z) = 128/125*z^3 - 47/15*z + 1
*
15/16 | 0.10439542459271866752335293998566507828 | 0.014956201835293617755281942363674833121
f(z) = 128/125*z^3 - 43/10*z + 1
*
[ 15/4 ] 
f(z) = 128/125*z^3 - 41/3*z + 1
*
-3/16 | 0.10473456607904509507643547855419862449 | 0.014271176255722509974219886912487977989
f(z) = 128/135*z^3 - 57/10*z + 1
*
[ 15/8 ] 
f(z) = 128/135*z^3 - 43/15*z + 1
*
[ 2 ] 
f(z) = 129/136*z^3 - 56/17*z + 1
*
[ 2 ] 
f(z) = 131/120*z^3 - 58/15*z + 1
*
[ -2 ] 
f(z) = 131/120*z^3 - 43/15*z + 1
*
[ 2 ] 
f(z) = 131/136*z^3 - 57/17*z + 1
*
[ 2 ] 
f(z) = 133/120*z^3 - 59/15*z + 1
*
[ -2 ] 
f(z) = 133/120*z^3 - 44/15*z + 1
*
[ 3 ] 
f(z) = 133/135*z^3 - 41/5*z + 1
*
[ 2 ] 
f(z) = 133/136*z^3 - 58/17*z + 1
*
[ -2 ] 
f(z) = 133/136*z^3 - 41/17*z + 1
*
[ -5/2 ] 
f(z) = 134/125*z^3 - 53/10*z + 1
*
[ 8/3 ] 
f(z) = 135/128*z^3 - 55/8*z + 1
*
[ -8/3 ] 
f(z) = 135/128*z^3 - 49/8*z + 1
*
[ 2 ] 
f(z) = 135/136*z^3 - 59/17*z + 1
*
[ -2 ] 
f(z) = 135/136*z^3 - 42/17*z + 1
*
[ 3 ] 
f(z) = 136/135*z^3 - 42/5*z + 1
*
[ -2 ] 
f(z) = 137/120*z^3 - 46/15*z + 1
*
[ 2 ] 
f(z) = 137/136*z^3 - 60/17*z + 1
*
[ -2 ] 
f(z) = 137/136*z^3 - 43/17*z + 1
*
[ -2 ] 
f(z) = 139/120*z^3 - 47/15*z + 1
*
[ 3 ] 
f(z) = 139/135*z^3 - 43/5*z + 1
*
[ -2 ] 
f(z) = 139/136*z^3 - 44/17*z + 1
*
[ -11/6 ] 
f(z) = 120/121*z^3 - 59/33*z + 1
*
10/11 | 0.15403422101178614032741843301445381412 | 0.022067699882272243477615739352954644731
f(z) = 121/125*z^3 - 43/20*z + 1
*
10/33 | 0.17079320968564706630966515598655388280 | 0.019994789628952398740268819332050530744
f(z) = 121/125*z^3 - 41/36*z + 1
*
3/22 | 0.19303983652820626767399498404389272545 | 0.027013749805973091843705800056523017534
f(z) = 121/135*z^3 - 47/20*z + 1
*
-4/3 | 0.19254102868600716355561727738269016569 | 0.029072730555453328783747192019211532288
f(z) = 123/128*z^3 - 47/24*z + 1
*
[ 2/5 ] 
f(z) = 125/128*z^3 - 53/32*z + 1
*
[ -11/6 ] 
f(z) = 126/121*z^3 - 43/22*z + 1
*
15/16 | 0.21148190157103815033042739183641368729 | 0.029741378047026388704306362930960780125
f(z) = 128/125*z^3 - 49/30*z + 1
*
3/2 | 0.11778175540160707672721577111557671644 | 0.016295967807340876311197501644184139194
f(z) = 128/135*z^3 - 51/20*z + 1
*
3/16 | 0.15044723339456722588866692056381740801 | 0.025452953714158549434696940735123583613
f(z) = 128/135*z^3 - 41/30*z + 1
*
-4/3 | 0.19254191710529458678252345316333916970 | 0.028891071438945223775695852683906044670
f(z) = 129/128*z^3 - 49/24*z + 1
*
5/22 | 0.22262962140180393992570571728840649663 | 0.024998129529894714132379935827582860565
f(z) = 132/125*z^3 - 59/33*z + 1
*
[ 15/11 ] 
f(z) = 132/125*z^3 - 56/33*z + 1
*
[ 3/7 ] 
f(z) = 133/135*z^3 - 53/35*z + 1
*
[ 11/9 ] 
f(z) = 135/121*z^3 - 49/33*z + 1
*
4/3 | 0.089853445911228615017007583317683381835 | 0.013567420098893425186949601804578958560
f(z) = 135/128*z^3 - 47/24*z + 1
*
[ -15/8 ] 
f(z) = 136/125*z^3 - 55/24*z + 1
*
[ -18/11 ] 
f(z) = 121/120*z^3 - 49/45*z + 1
*
[ -5/3 ] 
f(z) = 121/125*z^3 - 49/45*z + 1
*
12/11 | 0.13408047525713944621745528532041054515 | 0.026259676281797710245870788976986359924
f(z) = 121/126*z^3 - 55/42*z + 1
*
[ 6/11 ] 
f(z) = 121/126*z^3 - 47/42*z + 1
*
[ 6/11 ] 
f(z) = 121/136*z^3 - 56/51*z + 1
*
[ 5/4 ] 
f(z) = 122/125*z^3 - 53/40*z + 1
*
[ 5/7 ] 
f(z) = 122/125*z^3 - 44/49*z + 1
*
[ 2/3 ] 
f(z) = 123/136*z^3 - 46/51*z + 1
*
[ -5/3 ] 
f(z) = 124/125*z^3 - 52/45*z + 1
*
[ 11/10 ] 
f(z) = 125/121*z^3 - 51/44*z + 1
*
[ 6/5 ] 
f(z) = 125/126*z^3 - 53/42*z + 1
*
[ 3/5 ] 
f(z) = 125/126*z^3 - 43/42*z + 1
*
4/25 | 0.15359351185374125316460071494387862517 | 0.022909310749866911655399176084313407325
f(z) = 125/128*z^3 - 51/40*z + 1
*
[ 6/5 ] 
f(z) = 125/136*z^3 - 59/51*z + 1
*
[ 5/7 ] 
f(z) = 127/125*z^3 - 45/49*z + 1
*
-45/32 | 0.11080664885621376492896910250818871356 | 0.015258573577192667938401442708885767491
f(z) = 128/125*z^3 - 57/40*z + 1
*
[ -5/3 ] 
f(z) = 128/125*z^3 - 56/45*z + 1
*
[ 5/6 ] 
f(z) = 128/125*z^3 - 41/45*z + 1
*
[ 9/8 ] 
f(z) = 128/135*z^3 - 49/45*z + 1
*
[ 2/3 ] 
f(z) = 129/136*z^3 - 47/51*z + 1
*
[ -5/3 ] 
f(z) = 131/125*z^3 - 59/45*z + 1
*
[ 5/7 ] 
f(z) = 132/125*z^3 - 46/49*z + 1
*
[ 15/19 ] 
f(z) = 133/125*z^3 - 53/57*z + 1
*
[ 5/4 ] 
f(z) = 134/125*z^3 - 59/40*z + 1
*
[ 11/15 ] 
f(z) = 135/121*z^3 - 53/55*z + 1
*
[ 8/15 ] 
f(z) = 135/128*z^3 - 47/40*z + 1
*
[ -8/5 ] 
f(z) = 135/128*z^3 - 43/40*z + 1
*
[ 15/17 ] 
f(z) = 136/125*z^3 - 50/51*z + 1
*
[ 5/6 ] 
f(z) = 136/125*z^3 - 43/45*z + 1
*
[ 5/8 ] 
f(z) = 136/125*z^3 - 41/40*z + 1
*
[ 5/7 ] 
f(z) = 137/125*z^3 - 47/49*z + 1
*
[ 12/11 ] 
f(z) = 121/135*z^3 - 59/60*z + 1
*
[ 15/22 ] 
f(z) = 121/135*z^3 - 53/60*z + 1
*
[ 5/6 ] 
f(z) = 123/125*z^3 - 53/60*z + 1
*
[ 4/5 ] 
f(z) = 125/136*z^3 - 57/68*z + 1
*
6/11 | 0.14532996949556178156210431620921191472 | 0.026208353285473913643437483073095557015
f(z) = 121/120*z^3 - 32/15*z + 1
*
10/11 | 0.15637360274015974238164721428436582632 | 0.022720671767685233209487543501720280113
f(z) = 121/125*z^3 - 39/10*z + 1
*
30/11 | 0.15543154551321394054031671216554705069 | 0.022757868170968489606317435832302787211
f(z) = 121/125*z^3 - 37/5*z + 1
*
[ -30/11 ] 
f(z) = 121/125*z^3 - 35/6*z + 1
*
-20/11 | 0.10751143430847893195292164819478972521 | 0.016323812973995618357994408544777941743
f(z) = 121/125*z^3 - 29/10*z + 1
*
-45/44 | 0.18852692366419887351320742052540356085 | 0.023003404703009330391508899151064838890
f(z) = 121/125*z^3 - 29/16*z + 1
*
-15/11 | 0.12206954629492159283417187679291743284 | 0.018846698651105655174619177258004971521
f(z) = 121/125*z^3 - 26/15*z + 1
*
[ -5 ] 
f(z) = 121/125*z^3 - 23*z + 1
*
[ 15/11 ] 
f(z) = 121/125*z^3 - 23/15*z + 1
*
[ 5/4 ] 
f(z) = 121/125*z^3 - 21/16*z + 1
*
[ 16/11 ] 
f(z) = 121/128*z^3 - 27/16*z + 1
*
-6/11 | 0.15231104299034477275051657335253843162 | 0.027371818564976298285431237705826275416
f(z) = 121/135*z^3 - 29/15*z + 1
*
15/11 | 0.16996848579294904508144754234574132311 | 0.026612133609236634742450965845082661027
f(z) = 121/135*z^3 - 22/5*z + 1
*
[ -2 ] 
f(z) = 121/136*z^3 - 35/17*z + 1
*
[ -3 ] 
f(z) = 122/135*z^3 - 34/5*z + 1
*
[ -2 ] 
f(z) = 123/136*z^3 - 36/17*z + 1
*
[ 5/2 ] 
f(z) = 124/125*z^3 - 28/5*z + 1
*
[ 5 ] 
f(z) = 124/125*z^3 - 24*z + 1
*
[ -5/2 ] 
f(z) = 124/125*z^3 - 24/5*z + 1
*
[ 3 ] 
f(z) = 124/135*z^3 - 38/5*z + 1
*
[ 3/2 ] 
f(z) = 124/135*z^3 - 26/15*z + 1
*
[ -11/5 ] 
f(z) = 125/121*z^3 - 39/11*z + 1
*
4/5 | 0.11512695428017254925129211543749047411 | 0.017887548874862519967117960234481136138
f(z) = 125/128*z^3 - 39/8*z + 1
*
[ -2 ] 
f(z) = 125/136*z^3 - 37/17*z + 1
*
[ 2/5 ] 
f(z) = 125/136*z^3 - 28/17*z + 1
*
5/3 | 0.12342006801345722569715173604026868569 | 0.018739272901046262621571881286663219544
f(z) = 126/125*z^3 - 29/10*z + 1
*
[ 5/14 ] 
f(z) = 126/125*z^3 - 27/14*z + 1
*
[ -5 ] 
f(z) = 126/125*z^3 - 24*z + 1
*
[ 10/3 ] 
f(z) = 126/125*z^3 - 21/2*z + 1
*
[ 5/2 ] 
f(z) = 127/125*z^3 - 23/4*z + 1
*
[ 3 ] 
f(z) = 127/135*z^3 - 39/5*z + 1
*
[ -2 ] 
f(z) = 127/136*z^3 - 38/17*z + 1
*
5/4 | 0.10532574907882478084520007106527747783 | 0.015303553359207515376525227201903819242
f(z) = 128/125*z^3 - 39/10*z + 1
*
[ -15/8 ] 
f(z) = 128/125*z^3 - 31/15*z + 1
*
[ 5/2 ] 
f(z) = 128/125*z^3 - 29/5*z + 1
*
-15/8 | 0.11327161947400488945020725749089486068 | 0.017198400741728656157204720767980301973
f(z) = 128/125*z^3 - 29/10*z + 1
*
-5/2 | 0.22822482875592874460941377130488559078 | 0.028360811807988719661807750727624544535
f(z) = 128/125*z^3 - 25/4*z + 1
*
15/8 | 0.17280437130548785331780665061263282408 | 0.027013642578448668678552916397254062519
f(z) = 128/125*z^3 - 24/5*z + 1
*
[ 5/3 ] 
f(z) = 128/125*z^3 - 22/9*z + 1
*
-5/32 | 0.090762951813443961405440924938898929816 | 0.011528621934413286295503755070286822378
f(z) = 128/125*z^3 - 21/8*z + 1
*
15/16 | 0.089448699831146553246654476987480035742 | 0.012852935447681196787395000682914621726
f(z) = 128/135*z^3 - 39/10*z + 1
*
[ -3 ] 
f(z) = 128/135*z^3 - 36/5*z + 1
*
[ 5/3 ] 
f(z) = 129/125*z^3 - 37/15*z + 1
*
[ 5 ] 
f(z) = 129/125*z^3 - 25*z + 1
*
[ -2 ] 
f(z) = 129/136*z^3 - 39/17*z + 1
*
[ -5 ] 
f(z) = 131/125*z^3 - 25*z + 1
*
[ 5/4 ] 
f(z) = 131/125*z^3 - 23/16*z + 1
*
[ -3 ] 
f(z) = 131/135*z^3 - 37/5*z + 1
*
[ -2 ] 
f(z) = 131/136*z^3 - 40/17*z + 1
*
[ 5/22 ] 
f(z) = 132/125*z^3 - 38/11*z + 1
*
[ 5/3 ] 
f(z) = 132/125*z^3 - 38/15*z + 1
*
-5/3 | 0.092097792152046747624576853695856423776 | 0.011146748684286307417869467980661522541
f(z) = 132/125*z^3 - 31/12*z + 1
*
[ -5/2 ] 
f(z) = 132/125*z^3 - 26/5*z + 1
*
-5/6 | 0.14261006454770079433164998980025080122 | 0.022442832827187066320402754299564088018
f(z) = 132/125*z^3 - 23/15*z + 1
*
[ 5/3 ] 
f(z) = 133/125*z^3 - 23/9*z + 1
*
[ -5/2 ] 
f(z) = 133/125*z^3 - 21/4*z + 1
*
[ 5 ] 
f(z) = 134/125*z^3 - 26*z + 1
*
[ -3 ] 
f(z) = 134/135*z^3 - 38/5*z + 1
*
3/2 | 0.19462899486600866843852242234057327764 | 0.029209833234015681730286803414876792538
f(z) = 134/135*z^3 - 29/10*z + 1
*
[ 5/2 ] 
f(z) = 136/125*z^3 - 31/5*z + 1
*
[ -5/2 ] 
f(z) = 136/125*z^3 - 27/5*z + 1
*
[ -5 ] 
f(z) = 136/125*z^3 - 26*z + 1
*
[ 3/2 ] 
f(z) = 136/135*z^3 - 29/15*z + 1
*
[ 5/2 ] 
f(z) = 137/125*z^3 - 25/4*z + 1
*
[ -3 ] 
f(z) = 137/135*z^3 - 39/5*z + 1
*
5/3 | 0.20672190337716625177631393868624145551 | 0.025019895164027335220062420606107810452
f(z) = 138/125*z^3 - 31/6*z + 1
*
[ -5/3 ] 
f(z) = 138/125*z^3 - 22/15*z + 1
*
[ 5 ] 
f(z) = 139/125*z^3 - 27*z + 1
*
[ -20/11 ] 
f(z) = 121/125*z^3 - 33/20*z + 1
*
[ 12/11 ] 
f(z) = 121/128*z^3 - 25/24*z + 1
*
-12/11 | 0.18641495303292757325033654075534560725 | 0.028985438730808559613187782326376742423
f(z) = 121/135*z^3 - 23/20*z + 1
*
[ 4/3 ] 
f(z) = 123/128*z^3 - 35/24*z + 1
*
[ 5/4 ] 
f(z) = 124/125*z^3 - 27/20*z + 1
*
[ 5/7 ] 
f(z) = 126/125*z^3 - 32/35*z + 1
*
[ 20/21 ] 
f(z) = 126/125*z^3 - 27/28*z + 1
*
[ 11/16 ] 
f(z) = 128/121*z^3 - 21/22*z + 1
*
[ 15/16 ] 
f(z) = 128/125*z^3 - 29/30*z + 1
*
-3/8 | 0.11152878618836052177796684533794646671 | 0.019921468407557183736937027847215442329
f(z) = 128/135*z^3 - 29/30*z + 1
*
[ 4/3 ] 
f(z) = 129/128*z^3 - 37/24*z + 1
*
[ 3/2 ] 
f(z) = 131/135*z^3 - 37/20*z + 1
*
[ 5/4 ] 
f(z) = 132/125*z^3 - 29/20*z + 1
*
[ 5/7 ] 
f(z) = 133/125*z^3 - 33/35*z + 1
*
[ 2/3 ] 
f(z) = 135/128*z^3 - 31/32*z + 1
*
[ 8/9 ] 
f(z) = 135/128*z^3 - 23/24*z + 1
*
[ 3/2 ] 
f(z) = 137/135*z^3 - 39/20*z + 1
*
[ 5/8 ] 
f(z) = 138/125*z^3 - 33/32*z + 1
*
[ 5/6 ] 
f(z) = 138/125*z^3 - 29/30*z + 1
*
[ 5/6 ] 
f(z) = 139/125*z^3 - 35/36*z + 1
*
[ 9/11 ] 
f(z) = 121/135*z^3 - 37/45*z + 1
*
[ 4/5 ] 
f(z) = 135/128*z^3 - 37/40*z + 1
*
[ 6/11 ] 
f(z) = 121/120*z^3 - 17/15*z + 1
*
[ 10/11 ] 
f(z) = 121/120*z^3 - 14/15*z + 1
*
-20/11 | 0.16642961735235518750872211353947592848 | 0.027003264094737900684368266810998614117
f(z) = 121/125*z^3 - 19/10*z + 1
*
15/22 | 0.22578122354628148505308134419543950696 | 0.029469480581180258477801680432274793995
f(z) = 121/125*z^3 - 17/4*z + 1
*
10/11 | 0.11270110845921790296115574694514484481 | 0.018621851944598373046975435404666598255
f(z) = 121/125*z^3 - 17/5*z + 1
*
[ 20/11 ] 
f(z) = 121/125*z^3 - 11/4*z + 1
*
[ 15/22 ] 
f(z) = 121/125*z^3 - 11/12*z + 1
*
-35/22 | 0.089569019275752122025085774244376155670 | 0.012749061390658809079172862673023298155
f(z) = 121/125*z^3 - 9/4*z + 1
*
[ 10/11 ] 
f(z) = 121/125*z^3 - 9/10*z + 1
*
-10/11 | 0.14502430113747056821738403236934430721 | 0.028943296134193679261644147919760773409
f(z) = 121/125*z^3 - 6/5*z + 1
*
20/11 | 0.17253090526657782162692593165657367793 | 0.027762153708514809966924316229379465680
f(z) = 121/125*z^3 - 4*z + 1
*
[ -15/11 ]
f(z) = 121/125*z^3 - 1/15*z + 1
*
12/11 | 0.064180294496291232353447418653534867414 | 0.012412821422110921958261810612362794452
f(z) = 121/128*z^3 - 11/8*z + 1
*
[ 6/11 ] 
f(z) = 121/135*z^3 - 11/10*z + 1
*
[ 5/2 ] 
f(z) = 122/125*z^3 - 11/2*z + 1
*
[ -5/3 ] 
f(z) = 122/125*z^3 - 10/9*z + 1
*
[ 3/2 ] 
f(z) = 122/135*z^3 - 17/10*z + 1
*
[ -5/2 ] 
f(z) = 123/125*z^3 - 19/4*z + 1
*
[ -5/3 ] 
f(z) = 123/125*z^3 - 17/15*z + 1
*
[ 5/3 ] 
f(z) = 123/125*z^3 - 7/3*z + 1
*
[ 5/6 ] 
f(z) = 124/125*z^3 - 8/9*z + 1
*
[ 8/5 ] 
f(z) = 125/128*z^3 - 17/8*z + 1
*
-8/5 | 0.10009786482783311844685294939755776236 | 0.019359476777008091273364951227938218914
f(z) = 125/128*z^3 - 11/8*z + 1
*
[ 5/3 ] 
f(z) = 126/125*z^3 - 12/5*z + 1
*
[ 5/4 ] 
f(z) = 126/125*z^3 - 11/8*z + 1
*
[ 5/9 ] 
f(z) = 126/125*z^3 - 10/9*z + 1
*
[ 5/6 ] 
f(z) = 126/125*z^3 - 9/10*z + 1
*
[ -5/3 ] 
f(z) = 126/125*z^3 - 6/5*z + 1
*
[ -5/3 ] 
f(z) = 127/125*z^3 - 11/9*z + 1
*
[ 11/8 ] 
f(z) = 128/121*z^3 - 19/11*z + 1
*
[ -11/8 ]
f(z) = 128/121*z^3 - 3/11*z + 1
*
35/16 | 0.14683935439368108813575658177833618463 | 0.019861237522803394905433810637158252276
f(z) = 128/125*z^3 - 13/2*z + 1
*
[ 5/4 ] 
f(z) = 128/125*z^3 - 7/5*z + 1
*
5/8 | 0.10458641765091890598076711165654922626 | 0.015798377810648660604843429987386169950
f(z) = 128/125*z^3 - 6*z + 1
*
[ -5/2 ] 
f(z) = 128/125*z^3 - 5*z + 1
*
[ 5/8 ] 
f(z) = 128/125*z^3 - z + 1
*
[ 3/4 ] 
f(z) = 128/135*z^3 - 13/15*z + 1
*
[ 15/16 ] 
f(z) = 128/135*z^3 - 9/10*z + 1
*
[ -5/3 ] 
f(z) = 129/125*z^3 - 19/15*z + 1
*
[ 5/6 ] 
f(z) = 129/125*z^3 - 11/12*z + 1
*
[ 5/12 ] 
f(z) = 132/125*z^3 - 19/12*z + 1
*
[ 5/6 ] 
f(z) = 132/125*z^3 - 14/15*z + 1
*
[ 5/2 ] 
f(z) = 132/125*z^3 - 6*z + 1
*
[ -5/3 ] 
f(z) = 132/125*z^3 - 4/3*z + 1
*
[ 5/6 ] 
f(z) = 134/125*z^3 - 17/18*z + 1
*
[ 3/2 ] 
f(z) = 134/135*z^3 - 19/10*z + 1
*
[ 4/3 ] 
f(z) = 135/128*z^3 - 13/8*z + 1
*
[ 2/3 ] 
f(z) = 135/136*z^3 - 16/17*z + 1
*
[ 5/4 ] 
f(z) = 136/125*z^3 - 3/2*z + 1
*
[ 3/4 ] 
f(z) = 136/135*z^3 - 9/10*z + 1
*
[ -5/3 ] 
f(z) = 137/125*z^3 - 13/9*z + 1
*
[ -5/2 ] 
f(z) = 138/125*z^3 - 11/2*z + 1
*
[ 5/3 ] 
f(z) = 138/125*z^3 - 8/3*z + 1
*
[ 3/4 ] 
f(z) = 124/135*z^3 - 17/20*z + 1
*
[ -5/11 ]
f(z) = 121/125*z^3 + 3*z + 1
*
[ -10/11 ]
f(z) = 121/125*z^3 + 13/10*z + 1
*
[ -15/11 ]
f(z) = 121/135*z^3 + 1/15*z + 1
*
[ -5/4 ]
f(z) = 128/125*z^3 + 1/5*z + 1
*
[ -5/8 ]
f(z) = 128/125*z^3 + 11/5*z + 1
*
[ 36/11 ] 
f(z) = 121/144*z^3 - 299/36*z + 1
*
[ 21/5 ] 
f(z) = 125/147*z^3 - 299/21*z + 1
*
[ -21/5 ] 
f(z) = 125/147*z^3 - 289/21*z + 1
*
[ -3 ] 
f(z) = 121/144*z^3 - 299/48*z + 1
*
[ -3 ] 
f(z) = 121/153*z^3 - 295/51*z + 1
*
[ -3 ] 
f(z) = 122/153*z^3 - 298/51*z + 1
*
[ -30/11 ] 
f(z) = 121/144*z^3 - 293/60*z + 1
*
20/11 | 0.17576302489996589376138630742080836068 | 0.024226852596725410648320096430114984909
f(z) = 121/150*z^3 - 283/60*z + 1
*
[ 26/11 ] 
f(z) = 121/156*z^3 - 293/78*z + 1
*
-2 | 0.075940640287849950481983973178827255481 | 0.011994095885658634045514179073331686830
f(z) = 121/156*z^3 - 281/78*z + 1
*
-2 | 0.091544128694353601447408383970231968645 | 0.014458517246724119788401501024990452743
f(z) = 123/140*z^3 - 281/70*z + 1
*
-2 | 0.092545786298971080381933583973686311382 | 0.014600364869113887972403692680831297264
f(z) = 123/148*z^3 - 283/74*z + 1
*
-6/25 | 0.17426965900858568230935685971446481404 | 0.021343290552955326898882509722343917097
f(z) = 125/144*z^3 - 293/60*z + 1
*
-12/5 | 0.17791821554648668411857241946952215009 | 0.021845496142640731155433538545940127188
f(z) = 125/144*z^3 - 287/60*z + 1
*
-2 | 0.093110825409643203447091287141633430081 | 0.014657052946231605029225761053047667054
f(z) = 125/148*z^3 - 287/74*z + 1
*
-2 | 0.074986618973664750534421554018854583775 | 0.011791138922538992730236365333052280773
f(z) = 125/156*z^3 - 289/78*z + 1
*
-2 | 0.091573961020272319813696422869265958139 | 0.014399386328598345147128981819673922814
f(z) = 127/140*z^3 - 289/70*z + 1
*
-2 | 0.092545103961747095631893741720631410825 | 0.014536328209097972016903139036577242406
f(z) = 127/148*z^3 - 291/74*z + 1
*
-2 | 0.073827185733122021635849984342900234481 | 0.011583788068168130922403059419950768616
f(z) = 127/156*z^3 - 293/78*z + 1
*
-2 | 0.091660792726290688902664142506792632331 | 0.014381954107527071704754615606735177408
f(z) = 129/140*z^3 - 293/70*z + 1
*
-2 | 0.092562508236561970050990038582453674012 | 0.014507951485449059583613743049557931516
f(z) = 129/148*z^3 - 295/74*z + 1
*
-2 | 0.093069229051170440619230155911250338363 | 0.014571941068155009569334831290625364321
f(z) = 131/140*z^3 - 297/70*z + 1
*
-2 | 0.092836799709143834220692831100747032845 | 0.014520291223172129197421304909662229633
f(z) = 131/148*z^3 - 299/74*z + 1
*
-3/11 | 0.12545009201982296870012560223900688992 | 0.022139189108897161088077035227211495666
f(z) = 121/140*z^3 - 289/140*z + 1
*
[ 19/11 ] 
f(z) = 121/152*z^3 - 297/152*z + 1
*
[ 4/11 ] 
f(z) = 121/156*z^3 - 289/156*z + 1
*
[ -2 ] 
f(z) = 125/142*z^3 - 287/142*z + 1
*
[ -2 ] 
f(z) = 125/146*z^3 - 281/146*z + 1
*
[ 5/3 ] 
f(z) = 126/145*z^3 - 292/145*z + 1
*
[ 5/3 ] 
f(z) = 126/155*z^3 - 288/155*z + 1
*
[ -2 ] 
f(z) = 127/142*z^3 - 295/142*z + 1
*
[ -2 ] 
f(z) = 127/146*z^3 - 289/146*z + 1
*
[ -2 ] 
f(z) = 127/150*z^3 - 283/150*z + 1
*
[ 13/8 ] 
f(z) = 128/143*z^3 - 283/143*z + 1
*
-11/8 | 0.15729900919723580968236623797563578237 | 0.027898033809892096208521240892402063135
f(z) = 128/143*z^3 - 281/143*z + 1
*
[ 3/8 ] 
f(z) = 128/159*z^3 - 283/159*z + 1
*
[ -2 ] 
f(z) = 129/146*z^3 - 297/146*z + 1
*
[ -2 ] 
f(z) = 129/154*z^3 - 285/154*z + 1
*
[ -2 ] 
f(z) = 131/150*z^3 - 299/150*z + 1
*
[ -2 ] 
f(z) = 131/154*z^3 - 293/154*z + 1
*
[ -2 ] 
f(z) = 131/158*z^3 - 287/158*z + 1
*
[ -2 ] 
f(z) = 133/158*z^3 - 295/158*z + 1
*
[ 1/3 ] 
f(z) = 135/142*z^3 - 299/142*z + 1
*
[ 18/11 ] 
f(z) = 121/152*z^3 - 298/171*z + 1
*
[ 3/2 ] 
f(z) = 121/144*z^3 - 299/192*z + 1
*
[ 3/2 ] 
f(z) = 121/153*z^3 - 295/204*z + 1
*
[ 4/3 ] 
f(z) = 129/152*z^3 - 287/228*z + 1
*
[ 14/11 ] 
f(z) = 121/144*z^3 - 289/252*z + 1
*
[ 10/9 ] 
f(z) = 135/152*z^3 - 284/285*z + 1
*
[ -36/11 ] 
f(z) = 121/144*z^3 - 277/36*z + 1
*
-2 | 0.091560004002657362696731941121907122228 | 0.014493844714028141961221637450639542807
f(z) = 121/140*z^3 - 277/70*z + 1
*
-2 | 0.092541545306890863558245013195581240614 | 0.014632557363892291568265576013917179577
f(z) = 121/148*z^3 - 279/74*z + 1
*
[ 21/10 ] 
f(z) = 125/147*z^3 - 271/84*z + 1
*
-12/7 | 0.17638829493321465903830975702029451413 | 0.021892387546245881428510672555850467598
f(z) = 133/144*z^3 - 263/84*z + 1
*
[ 7/25 ] 
f(z) = 125/147*z^3 - 277/105*z + 1
*
-7/25 | 0.16812718725591531062534328293153215501 | 0.022374432997542840824077930260590776916
f(z) = 125/147*z^3 - 262/105*z + 1
*
-20/11 | 0.17929681114499248915484015743732718804 | 0.024887992166292551011963904066996206886
f(z) = 121/150*z^3 - 269/120*z + 1
*
[ -2 ] 
f(z) = 121/142*z^3 - 271/142*z + 1
*
[ -2 ] 
f(z) = 121/146*z^3 - 265/146*z + 1
*
[ 4/11 ] 
f(z) = 121/148*z^3 - 275/148*z + 1
*
[ -2 ] 
f(z) = 123/142*z^3 - 279/142*z + 1
*
[ -2 ] 
f(z) = 123/146*z^3 - 273/146*z + 1
*
[ -2 ] 
f(z) = 123/154*z^3 - 261/154*z + 1
*
[ 8/5 ] 
f(z) = 125/152*z^3 - 263/152*z + 1
*
[ -2 ] 
f(z) = 125/154*z^3 - 269/154*z + 1
*
[ -2 ] 
f(z) = 125/158*z^3 - 263/158*z + 1
*
[ -2 ] 
f(z) = 127/154*z^3 - 277/154*z + 1
*
[ -2 ] 
f(z) = 127/158*z^3 - 271/158*z + 1
*
[ 3/8 ] 
f(z) = 128/147*z^3 - 263/147*z + 1
*
[ -2 ] 
f(z) = 129/158*z^3 - 279/158*z + 1
*
[ 36/25 ] 
f(z) = 125/144*z^3 - 269/180*z + 1
*
[ 4/3 ] 
f(z) = 123/152*z^3 - 271/228*z + 1
*
[ 4/7 ] 
f(z) = 133/144*z^3 - 265/252*z + 1
*
[ -5/3 ] 
f(z) = 139/150*z^3 - 263/270*z + 1
*
[ 2/3 ] 
f(z) = 126/149*z^3 - 261/298*z + 1
*
[ 2/3 ] 
f(z) = 135/143*z^3 - 263/286*z + 1
*
[ 2/3 ] 
f(z) = 135/149*z^3 - 269/298*z + 1
*
[ 14/5 ] 
f(z) = 125/147*z^3 - 253/42*z + 1
*
[ 2 ] 
f(z) = 139/140*z^3 - 243/70*z + 1
*
[ 2 ] 
f(z) = 139/148*z^3 - 241/74*z + 1
*
-7/4 | 0.21626112285105265182796404439909509610 | 0.028914622133678974015150041631629726107
f(z) = 124/147*z^3 - 253/84*z + 1
*
[ -2 ] 
f(z) = 121/150*z^3 - 259/150*z + 1
*
[ -2 ] 
f(z) = 121/158*z^3 - 247/158*z + 1
*
[ -2 ] 
f(z) = 123/158*z^3 - 255/158*z + 1
*
[ 2/5 ] 
f(z) = 125/154*z^3 - 251/154*z + 1
*
[ 2/5 ] 
f(z) = 125/158*z^3 - 257/158*z + 1
*
[ 3/8 ] 
f(z) = 128/141*z^3 - 253/141*z + 1
*
[ 3/2 ] 
f(z) = 128/141*z^3 - 241/141*z + 1
*
[ 3/2 ] 
f(z) = 136/141*z^3 - 259/141*z + 1
*
[ 3/2 ] 
f(z) = 136/147*z^3 - 257/147*z + 1
*
[ 3/2 ] 
f(z) = 136/159*z^3 - 253/159*z + 1
*
-46/25 | 0.091947369429910386685859370655198468414 | 0.013242942271580004715731726307595930677
f(z) = 125/144*z^3 - 259/180*z + 1
*
[ 7/15 ] 
f(z) = 125/147*z^3 - 251/189*z + 1
*
[ 3/5 ] 
f(z) = 130/153*z^3 - 248/255*z + 1
*
[ -5/3 ] 
f(z) = 137/150*z^3 - 253/270*z + 1
*
[ 2/3 ] 
f(z) = 126/143*z^3 - 255/286*z + 1
*
[ 2/3 ] 
f(z) = 126/145*z^3 - 257/290*z + 1
*
[ 11/16 ] 
f(z) = 128/143*z^3 - 251/286*z + 1
*
[ 3/4 ] 
f(z) = 136/141*z^3 - 247/282*z + 1
*
[ 3/4 ] 
f(z) = 136/147*z^3 - 251/294*z + 1
*
2/11 | 0.17913322151607860555303220950319939796 | 0.026166573878009995421341145961171494923
f(z) = 121/144*z^3 - 235/36*z + 1
*
26/11 | 0.16837430424960248043765818442372997292 | 0.024784741833350041901133017439086459906
f(z) = 121/144*z^3 - 223/36*z + 1
*
[ 7/2 ] 
f(z) = 136/147*z^3 - 223/21*z + 1
*
[ -14/5 ] 
f(z) = 125/147*z^3 - 223/42*z + 1
*
[ -26/11 ] 
f(z) = 121/156*z^3 - 227/78*z + 1
*
6/5 | 0.21878610742041041395515007949523621229 | 0.027569004645452022965500815348989233828
f(z) = 125/144*z^3 - 233/60*z + 1
*
[ 2 ] 
f(z) = 129/140*z^3 - 223/70*z + 1
*
[ 2 ] 
f(z) = 129/148*z^3 - 221/74*z + 1
*
[ 2 ] 
f(z) = 131/140*z^3 - 227/70*z + 1
*
[ 2 ] 
f(z) = 131/148*z^3 - 225/74*z + 1
*
[ 2 ] 
f(z) = 131/156*z^3 - 223/78*z + 1
*
[ 2 ] 
f(z) = 133/148*z^3 - 229/74*z + 1
*
[ 2 ] 
f(z) = 133/156*z^3 - 227/78*z + 1
*
[ 2 ] 
f(z) = 135/148*z^3 - 233/74*z + 1
*
[ 2 ] 
f(z) = 137/140*z^3 - 239/70*z + 1
*
[ 2 ] 
f(z) = 137/148*z^3 - 237/74*z + 1
*
[ 2 ] 
f(z) = 137/156*z^3 - 235/78*z + 1
*
[ 2 ] 
f(z) = 139/156*z^3 - 239/78*z + 1
*
38/25 | 0.21164917339077824995464420503590241352 | 0.028026647117263351791353953829021758232
f(z) = 125/152*z^3 - 238/95*z + 1
*
6/7 | 0.23124721314012507941662377926713534341 | 0.029046157543356028422789523501723596902
f(z) = 133/144*z^3 - 239/84*z + 1
*
-35/22 | 0.089560649286323478694558856767946677416 | 0.012780501375608050463939327589639525256
f(z) = 121/150*z^3 - 221/120*z + 1
*
[ 17/11 ] 
f(z) = 121/153*z^3 - 235/153*z + 1
*
[ 3/2 ] 
f(z) = 124/141*z^3 - 232/141*z + 1
*
[ 3/2 ] 
f(z) = 124/147*z^3 - 230/147*z + 1
*
[ 3/2 ] 
f(z) = 124/159*z^3 - 226/159*z + 1
*
[ 2/5 ] 
f(z) = 125/142*z^3 - 233/142*z + 1
*
[ 2/5 ] 
f(z) = 125/146*z^3 - 239/146*z + 1
*
[ 3/2 ] 
f(z) = 128/147*z^3 - 239/147*z + 1
*
[ 3/2 ] 
f(z) = 128/159*z^3 - 235/159*z + 1
*
[ -20/11 ] 
f(z) = 121/144*z^3 - 221/180*z + 1
*
[ 6/11 ] 
f(z) = 121/140*z^3 - 229/210*z + 1
*
[ 14/25 ] 
f(z) = 125/147*z^3 - 221/210*z + 1
*
[ 6/11 ] 
f(z) = 121/148*z^3 - 239/222*z + 1
*
[ 6/5 ] 
f(z) = 125/148*z^3 - 233/222*z + 1
*
[ -5/3 ] 
f(z) = 131/150*z^3 - 223/270*z + 1
*
[ -5/3 ] 
f(z) = 133/150*z^3 - 233/270*z + 1
*
[ 8/11 ] 
f(z) = 121/140*z^3 - 233/280*z + 1
*
[ 10/11 ] 
f(z) = 121/145*z^3 - 229/290*z + 1
*
[ 8/11 ] 
f(z) = 121/148*z^3 - 239/296*z + 1
*
[ 4/5 ] 
f(z) = 125/142*z^3 - 231/284*z + 1
*
[ 4/5 ] 
f(z) = 125/146*z^3 - 233/292*z + 1
*
[ 5/6 ] 
f(z) = 126/145*z^3 - 233/290*z + 1
*
[ 13/16 ] 
f(z) = 128/143*z^3 - 235/286*z + 1
*
[ 38/45 ] 
f(z) = 135/152*z^3 - 233/285*z + 1
*
[ 7/2 ] 
f(z) = 124/147*z^3 - 202/21*z + 1
*
[ 7/2 ] 
f(z) = 128/147*z^3 - 209/21*z + 1
*
[ -7/2 ] 
f(z) = 136/147*z^3 - 211/21*z + 1
*
[ 2/9 ] 
f(z) = 135/152*z^3 - 202/57*z + 1
*
[ 2 ] 
f(z) = 121/140*z^3 - 207/70*z + 1
*
[ 2 ] 
f(z) = 121/148*z^3 - 205/74*z + 1
*
[ 2 ] 
f(z) = 121/156*z^3 - 203/78*z + 1
*
[ 2 ] 
f(z) = 123/140*z^3 - 211/70*z + 1
*
[ 2 ] 
f(z) = 123/148*z^3 - 209/74*z + 1
*
[ 2 ] 
f(z) = 125/148*z^3 - 213/74*z + 1
*
[ 2 ] 
f(z) = 125/156*z^3 - 211/78*z + 1
*
[ 2 ] 
f(z) = 127/140*z^3 - 219/70*z + 1
*
[ 2 ] 
f(z) = 127/148*z^3 - 217/74*z + 1
*
[ 2 ] 
f(z) = 127/156*z^3 - 215/78*z + 1
*
35/22 | 0.21649008043298746343671448444390329942 | 0.029665244503747584420799285233420168977
f(z) = 121/147*z^3 - 211/84*z + 1
*
-38/25 | 0.21227542949136270245569793537475741925 | 0.028528830333029621518536066985248926588
f(z) = 125/152*z^3 - 213/95*z + 1
*
[ 16/11 ] 
f(z) = 121/144*z^3 - 211/144*z + 1
*
[ 5/11 ] 
f(z) = 121/155*z^3 - 211/155*z + 1
*
[ 7/5 ] 
f(z) = 125/154*z^3 - 201/154*z + 1
*
[ 11/8 ] 
f(z) = 128/143*z^3 - 203/143*z + 1
*
[ 4/3 ] 
f(z) = 135/148*z^3 - 203/148*z + 1
*
[ -7/4 ] 
f(z) = 134/147*z^3 - 205/168*z + 1
*
[ 7/6 ] 
f(z) = 136/147*z^3 - 211/189*z + 1
*
[ 12/19 ] 
f(z) = 133/144*z^3 - 217/228*z + 1
*
[ -7/2 ] 
f(z) = 124/147*z^3 - 190/21*z + 1
*
[ -7/2 ] 
f(z) = 128/147*z^3 - 197/21*z + 1
*
7/8 | 0.087931149378604172870936158248849058584 | 0.012307690079703952840369051352978361001
f(z) = 128/147*z^3 - 181/42*z + 1
*
10/11 | 0.15691281359667849920917300238666359874 | 0.026255622532565057148557268520129331130
f(z) = 121/140*z^3 - 197/70*z + 1
*
12/25 | 0.19196133544204432353997126298204019615 | 0.024711458268242229762878729368862158190
f(z) = 125/144*z^3 - 197/60*z + 1
*
[ 6/25 ] 
f(z) = 125/144*z^3 - 193/60*z + 1
*
[ 7/22 ] 
f(z) = 121/147*z^3 - 187/84*z + 1
*
[ 7/4 ] 
f(z) = 124/147*z^3 - 181/84*z + 1
*
[ -21/10 ] 
f(z) = 125/147*z^3 - 191/84*z + 1
*
[ 12/7 ] 
f(z) = 133/144*z^3 - 193/84*z + 1
*
[ 1/2 ] 
f(z) = 120/151*z^3 - 181/151*z + 1
*
[ 1/2 ] 
f(z) = 120/157*z^3 - 187/157*z + 1
*
[ 5/11 ] 
f(z) = 121/140*z^3 - 193/140*z + 1
*
[ -20/11 ] 
f(z) = 121/140*z^3 - 183/140*z + 1
*
[ 5/11 ] 
f(z) = 121/145*z^3 - 199/145*z + 1
*
-13/11 | 0.14249952442076925823142419351016419243 | 0.027077315841467387998836862048846568530
f(z) = 121/156*z^3 - 193/156*z + 1
*
[ 1/2 ] 
f(z) = 124/151*z^3 - 182/151*z + 1
*
[ 1/2 ] 
f(z) = 124/153*z^3 - 184/153*z + 1
*
[ 1/2 ] 
f(z) = 124/157*z^3 - 188/157*z + 1
*
[ 1/2 ] 
f(z) = 124/159*z^3 - 190/159*z + 1
*
[ -9/5 ] 
f(z) = 125/144*z^3 - 181/144*z + 1
*
[ 1/2 ] 
f(z) = 128/149*z^3 - 181/149*z + 1
*
[ 1/2 ] 
f(z) = 128/151*z^3 - 183/151*z + 1
*
[ 1/2 ] 
f(z) = 128/153*z^3 - 185/153*z + 1
*
[ 1/2 ] 
f(z) = 128/155*z^3 - 187/155*z + 1
*
[ 1/2 ] 
f(z) = 128/157*z^3 - 189/157*z + 1
*
[ 1/2 ] 
f(z) = 128/159*z^3 - 191/159*z + 1
*
[ 1/2 ] 
f(z) = 132/149*z^3 - 182/149*z + 1
*
[ 1/2 ] 
f(z) = 132/151*z^3 - 184/151*z + 1
*
[ 1/2 ] 
f(z) = 132/155*z^3 - 188/155*z + 1
*
[ 1/2 ] 
f(z) = 132/157*z^3 - 190/157*z + 1
*
[ 1/2 ] 
f(z) = 136/147*z^3 - 181/147*z + 1
*
[ 1/2 ] 
f(z) = 136/149*z^3 - 183/149*z + 1
*
[ 1/2 ] 
f(z) = 136/151*z^3 - 185/151*z + 1
*
[ 1/2 ] 
f(z) = 136/155*z^3 - 189/155*z + 1
*
[ 1/2 ] 
f(z) = 136/157*z^3 - 191/157*z + 1
*
[ 1/2 ] 
f(z) = 136/159*z^3 - 193/159*z + 1
*
[ -7/4 ] 
f(z) = 130/147*z^3 - 191/168*z + 1
*
[ 7/6 ] 
f(z) = 124/147*z^3 - 190/189*z + 1
*
[ 7/6 ] 
f(z) = 128/147*z^3 - 197/189*z + 1
*
[ 7/12 ] 
f(z) = 128/147*z^3 - 191/189*z + 1
*
[ 2/3 ] 
f(z) = 123/140*z^3 - 187/210*z + 1
*
[ 2/3 ] 
f(z) = 129/140*z^3 - 191/210*z + 1
*
[ 7/10 ] 
f(z) = 130/147*z^3 - 181/210*z + 1
*
[ 12/11 ] 
f(z) = 121/152*z^3 - 197/228*z + 1
*
[ 2/3 ] 
f(z) = 123/148*z^3 - 193/222*z + 1
*
[ 2/3 ] 
f(z) = 129/148*z^3 - 197/222*z + 1
*
[ 38/11 ] 
f(z) = 121/152*z^3 - 167/19*z + 1
*
[ 30/11 ] 
f(z) = 121/150*z^3 - 161/30*z + 1
*
3/11 | 0.14050808695561502956543871861123474396 | 0.022352550039484725012889156790889034681
f(z) = 121/144*z^3 - 179/48*z + 1
*
[ -2 ] 
f(z) = 137/140*z^3 - 169/70*z + 1
*
[ -2 ] 
f(z) = 137/148*z^3 - 163/74*z + 1
*
[ -2 ] 
f(z) = 139/140*z^3 - 173/70*z + 1
*
[ -2 ] 
f(z) = 139/148*z^3 - 167/74*z + 1
*
[ -2 ] 
f(z) = 139/156*z^3 - 161/78*z + 1
*
[ 3/2 ] 
f(z) = 130/153*z^3 - 161/102*z + 1
*
[ 3/2 ] 
f(z) = 134/153*z^3 - 167/102*z + 1
*
[ 1/2 ] 
f(z) = 120/143*z^3 - 173/143*z + 1
*
[ 1/2 ] 
f(z) = 120/149*z^3 - 179/149*z + 1
*
[ 6/11 ] 
f(z) = 121/150*z^3 - 161/150*z + 1
*
[ 1/2 ] 
f(z) = 124/141*z^3 - 172/141*z + 1
*
[ 1/2 ] 
f(z) = 124/143*z^3 - 174/143*z + 1
*
[ 1/2 ] 
f(z) = 124/145*z^3 - 176/145*z + 1
*
[ 1/2 ] 
f(z) = 124/147*z^3 - 178/147*z + 1
*
[ 1/2 ] 
f(z) = 124/149*z^3 - 180/149*z + 1
*
[ -9/5 ] 
f(z) = 125/153*z^3 - 167/153*z + 1
*
[ 1/2 ] 
f(z) = 128/141*z^3 - 173/141*z + 1
*
[ 1/2 ] 
f(z) = 128/143*z^3 - 175/143*z + 1
*
[ 1/2 ] 
f(z) = 128/145*z^3 - 177/145*z + 1
*
[ 5/4 ] 
f(z) = 128/145*z^3 - 171/145*z + 1
*
[ 1/2 ] 
f(z) = 128/147*z^3 - 179/147*z + 1
*
[ 5/4 ] 
f(z) = 128/155*z^3 - 169/155*z + 1
*
[ 1/2 ] 
f(z) = 132/145*z^3 - 178/145*z + 1
*
[ 1/2 ] 
f(z) = 136/141*z^3 - 175/141*z + 1
*
[ 1/2 ] 
f(z) = 136/143*z^3 - 177/143*z + 1
*
[ 1/2 ] 
f(z) = 136/145*z^3 - 179/145*z + 1
*
[ -7/4 ] 
f(z) = 122/147*z^3 - 163/168*z + 1
*
[ 12/11 ] 
f(z) = 121/153*z^3 - 175/204*z + 1
*
[ 3/4 ] 
f(z) = 124/153*z^3 - 161/204*z + 1
*
[ -42/25 ] 
f(z) = 125/147*z^3 - 169/210*z + 1
*
[ 5/7 ] 
f(z) = 133/150*z^3 - 179/210*z + 1
*
[ -38/11 ] 
f(z) = 121/152*z^3 - 156/19*z + 1
*
10/11 | 0.18865110083140051953495608221260568931 | 0.028704046061000840618956972870909259460
f(z) = 121/150*z^3 - 143/30*z + 1
*
-2 | 0.078472915194186657853441988424149276681 | 0.012359615264483741704901355070060165524
f(z) = 125/144*z^3 - 143/36*z + 1
*
-2 | 0.078537066006981618221543924223145126373 | 0.012342718707038658902031252584831851771
f(z) = 127/144*z^3 - 145/36*z + 1
*
-2 | 0.078606637679171865763768536495566036791 | 0.012301044948792379407694872210709909325
f(z) = 131/144*z^3 - 149/36*z + 1
*
-2 | 0.078472878023486032330764096881420963819 | 0.012254543415580931695338590306545798098
f(z) = 133/144*z^3 - 151/36*z + 1
*
-2 | 0.080396525128530417625122887399352751630 | 0.012503893117441079404926236727930150643
f(z) = 137/144*z^3 - 155/36*z + 1
*
-2 | 0.079724694935850611465330128567780781273 | 0.012374729978525799270945966504637625679
f(z) = 139/144*z^3 - 157/36*z + 1
*
21/16 | 0.14224370387300723102439703455739326115 | 0.020427951005451427342601136501134625752
f(z) = 128/147*z^3 - 151/42*z + 1
*
[ 4/11 ] 
f(z) = 121/152*z^3 - 141/76*z + 1
*
[ -2 ] 
f(z) = 123/140*z^3 - 141/70*z + 1
*
[ -2 ] 
f(z) = 127/140*z^3 - 149/70*z + 1
*
[ -2 ] 
f(z) = 127/148*z^3 - 143/74*z + 1
*
[ -2 ] 
f(z) = 129/140*z^3 - 153/70*z + 1
*
[ -2 ] 
f(z) = 129/148*z^3 - 147/74*z + 1
*
[ -2 ] 
f(z) = 131/140*z^3 - 157/70*z + 1
*
[ -2 ] 
f(z) = 131/148*z^3 - 151/74*z + 1
*
[ -2 ] 
f(z) = 131/156*z^3 - 145/78*z + 1
*
[ -2 ] 
f(z) = 133/148*z^3 - 155/74*z + 1
*
[ -2 ] 
f(z) = 133/156*z^3 - 149/78*z + 1
*
[ -2 ] 
f(z) = 135/148*z^3 - 159/74*z + 1
*
[ -2 ] 
f(z) = 137/156*z^3 - 157/78*z + 1
*
[ 38/25 ] 
f(z) = 125/152*z^3 - 148/95*z + 1
*
[ 2/5 ] 
f(z) = 135/152*z^3 - 156/95*z + 1
*
[ 3/2 ] 
f(z) = 122/153*z^3 - 149/102*z + 1
*
[ 7/5 ] 
f(z) = 130/147*z^3 - 152/105*z + 1
*
[ 14/11 ] 
f(z) = 121/152*z^3 - 143/133*z + 1
*
-16/11 | 0.12981470054389584068885525841164407687 | 0.025674127710836901280717411300176574463
f(z) = 121/144*z^3 - 157/144*z + 1
*
[ 13/11 ] 
f(z) = 121/156*z^3 - 145/156*z + 1
*
[ 3/5 ] 
f(z) = 125/147*z^3 - 143/147*z + 1
*
[ 3/5 ] 
f(z) = 125/156*z^3 - 149/156*z + 1
*
[ 3/5 ] 
f(z) = 125/159*z^3 - 151/159*z + 1
*
[ 9/8 ] 
f(z) = 128/153*z^3 - 145/153*z + 1
*
[ 5/8 ] 
f(z) = 128/155*z^3 - 143/155*z + 1
*
[ 38/33 ] 
f(z) = 121/152*z^3 - 158/171*z + 1
*
[ 2/3 ] 
f(z) = 121/152*z^3 - 146/171*z + 1
*
[ 2/3 ] 
f(z) = 125/152*z^3 - 148/171*z + 1
*
[ 2/3 ] 
f(z) = 127/152*z^3 - 149/171*z + 1
*
[ 21/32 ] 
f(z) = 128/147*z^3 - 151/168*z + 1
*
[ 2/3 ] 
f(z) = 131/152*z^3 - 151/171*z + 1
*
[ 7/8 ] 
f(z) = 136/147*z^3 - 143/168*z + 1
*
[ 2/3 ] 
f(z) = 137/152*z^3 - 154/171*z + 1
*
[ 2/3 ] 
f(z) = 139/152*z^3 - 155/171*z + 1
*
[ 10/11 ] 
f(z) = 121/144*z^3 - 143/180*z + 1
*
-2/11 | 0.12322304063887677383253669518742452942 | 0.019777450856027864301373353194595391241
f(z) = 121/144*z^3 - 127/36*z + 1
*
[ -30/11 ] 
f(z) = 121/150*z^3 - 139/30*z + 1
*
2/5 | 0.14660599515430283364064465323632883578 | 0.023413908784931955156841287197365019006
f(z) = 125/144*z^3 - 131/36*z + 1
*
[ 2 ] 
f(z) = 139/144*z^3 - 121/36*z + 1
*
[ 3/11 ] 
f(z) = 121/144*z^3 - 131/48*z + 1
*
[ 3/11 ] 
f(z) = 121/153*z^3 - 139/51*z + 1
*
[ -2 ] 
f(z) = 121/140*z^3 - 137/70*z + 1
*
[ -2 ] 
f(z) = 121/148*z^3 - 131/74*z + 1
*
[ 20/11 ] 
f(z) = 121/150*z^3 - 133/60*z + 1
*
[ -2 ] 
f(z) = 121/156*z^3 - 125/78*z + 1
*
[ -2 ] 
f(z) = 123/148*z^3 - 135/74*z + 1
*
-42/25 | 0.17353491954692919304850007139335591291 | 0.023435186257029727237985905419576676756
f(z) = 125/144*z^3 - 137/60*z + 1
*
[ 8/5 ] 
f(z) = 125/144*z^3 - 133/72*z + 1
*
[ -2 ] 
f(z) = 125/148*z^3 - 139/74*z + 1
*
[ 2/5 ] 
f(z) = 125/148*z^3 - 121/74*z + 1
*
[ -2 ] 
f(z) = 125/156*z^3 - 133/78*z + 1
*
[ 2/5 ] 
f(z) = 125/156*z^3 - 127/78*z + 1
*
[ -2 ] 
f(z) = 127/156*z^3 - 137/78*z + 1
*
[ 7/11 ] 
f(z) = 121/140*z^3 - 129/140*z + 1
*
[ 12/11 ] 
f(z) = 121/156*z^3 - 131/156*z + 1
*
[ 3/5 ] 
f(z) = 125/141*z^3 - 139/141*z + 1
*
[ 5/8 ] 
f(z) = 128/145*z^3 - 137/145*z + 1
*
[ 3/4 ] 
f(z) = 128/147*z^3 - 121/147*z + 1
*
[ 3/4 ] 
f(z) = 128/159*z^3 - 125/159*z + 1
*
[ 2/3 ] 
f(z) = 135/142*z^3 - 131/142*z + 1
*
[ 2/3 ] 
f(z) = 135/146*z^3 - 133/146*z + 1
*
[ 2/3 ] 
f(z) = 135/154*z^3 - 137/154*z + 1
*
[ 2/3 ] 
f(z) = 135/158*z^3 - 139/158*z + 1
*
[ 2 ] 
f(z) = 125/144*z^3 - 107/36*z + 1
*
4/5 | 0.16823284175229598400016562758082976003 | 0.028032196602520075414090756711451826249
f(z) = 125/144*z^3 - 101/36*z + 1
*
[ 2 ] 
f(z) = 127/144*z^3 - 109/36*z + 1
*
[ 21/8 ] 
f(z) = 128/147*z^3 - 113/21*z + 1
*
[ 2 ] 
f(z) = 131/144*z^3 - 113/36*z + 1
*
[ 2 ] 
f(z) = 133/144*z^3 - 115/36*z + 1
*
[ 2 ] 
f(z) = 137/144*z^3 - 119/36*z + 1
*
-21/11 | 0.17028462873762628640819897134112435136 | 0.029140640779818760296122403925964769059
f(z) = 121/144*z^3 - 115/48*z + 1
*
[ 7/4 ] 
f(z) = 136/147*z^3 - 101/42*z + 1
*
[ 4/3 ] 
f(z) = 135/152*z^3 - 101/76*z + 1
*
[ 6/11 ] 
f(z) = 121/153*z^3 - 109/102*z + 1
*
[ 6/5 ] 
f(z) = 125/153*z^3 - 103/102*z + 1
*
[ 15/22 ] 
f(z) = 121/150*z^3 - 101/120*z + 1
*
[ 24/25 ] 
f(z) = 125/144*z^3 - 101/120*z + 1
*
[ 9/11 ] 
f(z) = 121/144*z^3 - 113/144*z + 1
*
[ 9/11 ] 
f(z) = 121/153*z^3 - 115/153*z + 1
*
[ 4/5 ] 
f(z) = 125/148*z^3 - 117/148*z + 1
*
[ 4/5 ] 
f(z) = 125/156*z^3 - 119/156*z + 1
*
[ -5/3 ] 
f(z) = 126/145*z^3 - 118/145*z + 1
*
[ 3/4 ] 
f(z) = 128/141*z^3 - 119/141*z + 1
*
6/11 | 0.20461252809281556946601418089183370190 | 0.028983514244855396054736692877422824564
f(z) = 121/144*z^3 - 97/12*z + 1
*
6/11 | 0.12596934992723427088839438282022272380 | 0.018183803243718914876256432581821005975
f(z) = 121/144*z^3 - 85/12*z + 1
*
[ 2/11 ] 
f(z) = 121/152*z^3 - 86/19*z + 1
*
-18/11 | 0.14006741994542258524350287864287627562 | 0.023579693915604814297719701518382975769
f(z) = 121/144*z^3 - 95/36*z + 1
*
[ 24/11 ] 
f(z) = 121/144*z^3 - 83/24*z + 1
*
20/11 | 0.17896729704859279716639787655829163932 | 0.029348166120570381038488069840840571675
f(z) = 121/150*z^3 - 89/30*z + 1
*
[ -21/8 ] 
f(z) = 128/147*z^3 - 97/21*z + 1
*
[ -2 ] 
f(z) = 137/144*z^3 - 83/36*z + 1
*
[ -2 ] 
f(z) = 139/144*z^3 - 85/36*z + 1
*
3/5 | 0.13347821155103240266204369949757870704 | 0.023614058743707046487337650468029564821
f(z) = 125/144*z^3 - 95/48*z + 1
*
[ 3/8 ] 
f(z) = 128/153*z^3 - 91/51*z + 1
*
[ 14/11 ] 
f(z) = 121/140*z^3 - 83/70*z + 1
*
[ 6/11 ] 
f(z) = 121/156*z^3 - 83/78*z + 1
*
-12/25 | 0.095864474421114892234121542248578389576 | 0.013579272910892295306954648260263788042
f(z) = 125/144*z^3 - 97/60*z + 1
*
[ -7/4 ] 
f(z) = 124/147*z^3 - 85/84*z + 1
*
[ -12/7 ] 
f(z) = 133/144*z^3 - 95/84*z + 1
*
[ 21/25 ] 
f(z) = 125/147*z^3 - 83/105*z + 1
*
30/11 | 0.17477918746531419135930347852578344309 | 0.025594751342810049613954066855827492045
f(z) = 121/144*z^3 - 77/12*z + 1
*
-30/11 | 0.14905038196505815398480696546634860441 | 0.021998867657416664054477442617170967372
f(z) = 121/144*z^3 - 73/12*z + 1
*
-2 | 0.095112351311242738197199293750264964083 | 0.015030547011120882070184129281995329065
f(z) = 121/152*z^3 - 70/19*z + 1
*
-2 | 0.094294683201395895806589325701594451899 | 0.014868003460648002221102509478888755016
f(z) = 123/152*z^3 - 71/19*z + 1
*
-12/5 | 0.15101801233363542995081180093471139229 | 0.022896154899935660061780156499035986763
f(z) = 125/144*z^3 - 61/12*z + 1
*
-2 | 0.093047041691207222536328147157187498948 | 0.014638997112427776702218603385912290452
f(z) = 125/152*z^3 - 72/19*z + 1
*
-2 | 0.093060032988585653228167509565968084172 | 0.014609337451155658271934847944794816644
f(z) = 127/152*z^3 - 73/19*z + 1
*
-2 | 0.093591146567195489053263399547418140407 | 0.014661400374481811467574911651155681595
f(z) = 129/152*z^3 - 74/19*z + 1
*
-2 | 0.093042011490443641481884699490769937971 | 0.014544792033874544380636417301953210923
f(z) = 131/152*z^3 - 75/19*z + 1
*
-2 | 0.093517438740181535393063403585676640512 | 0.014559215809559384960386770842336470079
f(z) = 135/152*z^3 - 77/19*z + 1
*
-2 | 0.093462637832548157982549958413782625409 | 0.014521512469918650218958170658223991800
f(z) = 137/152*z^3 - 78/19*z + 1
*
-2 | 0.093039620931598545414654046076444671328 | 0.014427231612321214415814377039592901453
f(z) = 139/152*z^3 - 79/19*z + 1
*
-18/11 | 0.081379992328197045498511859696210125048 | 0.014138922368012373784165164351504330856
f(z) = 121/144*z^3 - 79/36*z + 1
*
[ -24/11 ] 
f(z) = 121/144*z^3 - 61/24*z + 1
*
-20/11 | 0.061367148163018366401539639424383995150 | 0.010450598976915377160357901102443432683
f(z) = 121/150*z^3 - 71/30*z + 1
*
[ -2 ] 
f(z) = 125/144*z^3 - 71/36*z + 1
*
[ -2 ] 
f(z) = 127/144*z^3 - 73/36*z + 1
*
[ -2 ] 
f(z) = 131/144*z^3 - 77/36*z + 1
*
[ -2 ] 
f(z) = 133/144*z^3 - 79/36*z + 1
*
[ 6/11 ] 
f(z) = 121/152*z^3 - 61/57*z + 1
*
[ 3/2 ] 
f(z) = 124/153*z^3 - 76/51*z + 1
*
[ 7/16 ] 
f(z) = 128/147*z^3 - 61/42*z + 1
*
[ 3/2 ] 
f(z) = 128/153*z^3 - 79/51*z + 1
*
[ -20/11 ] 
f(z) = 121/150*z^3 - 67/60*z + 1
*
[ 12/25 ] 
f(z) = 125/144*z^3 - 77/60*z + 1
*
-6/5 | 0.19740022725183056571366126448159241221 | 0.029134990582412766709638881158162917344
f(z) = 125/144*z^3 - 73/60*z + 1
*
[ 6/5 ] 
f(z) = 125/156*z^3 - 77/78*z + 1
*
[ 2/3 ] 
f(z) = 135/148*z^3 - 67/74*z + 1
*
[ 21/22 ] 
f(z) = 121/147*z^3 - 67/84*z + 1
*
[ 10/11 ] 
f(z) = 121/152*z^3 - 72/95*z + 1
*
[ 7/10 ] 
f(z) = 125/147*z^3 - 71/84*z + 1
*
[ 6/7 ] 
f(z) = 133/144*z^3 - 71/84*z + 1
*
[ 2 ] 
f(z) = 121/152*z^3 - 51/19*z + 1
*
[ 2 ] 
f(z) = 123/152*z^3 - 52/19*z + 1
*
[ 12/5 ] 
f(z) = 125/144*z^3 - 53/12*z + 1
*
6/5 | 0.089720651874413915386198057435554300302 | 0.014070016265002576093436143008095697856
f(z) = 125/144*z^3 - 49/12*z + 1
*
[ -12/5 ] 
f(z) = 125/144*z^3 - 43/12*z + 1
*
[ 2 ] 
f(z) = 125/152*z^3 - 53/19*z + 1
*
[ 2 ] 
f(z) = 127/152*z^3 - 54/19*z + 1
*
[ 2 ] 
f(z) = 129/152*z^3 - 55/19*z + 1
*
[ 2 ] 
f(z) = 131/152*z^3 - 56/19*z + 1
*
[ 2 ] 
f(z) = 135/152*z^3 - 58/19*z + 1
*
[ 2 ] 
f(z) = 137/152*z^3 - 59/19*z + 1
*
[ 2 ] 
f(z) = 139/152*z^3 - 60/19*z + 1
*
[ -2 ] 
f(z) = 139/152*z^3 - 41/19*z + 1
*
-18/11 | 0.081379992328197045498511859696210125048 | 0.015088174262836011038355405234140258166
f(z) = 121/144*z^3 - 55/36*z + 1
*
[ 21/11 ] 
f(z) = 121/147*z^3 - 53/21*z + 1
*
-5/11 | 0.12120235440734236630672917267090549584 | 0.021312270022803319218850980318287290276
f(z) = 121/150*z^3 - 59/30*z + 1
*
[ 5/11 ] 
f(z) = 121/150*z^3 - 41/30*z + 1
*
[ 2/5 ] 
f(z) = 125/144*z^3 - 59/36*z + 1
*
[ 7/4 ] 
f(z) = 128/147*z^3 - 47/21*z + 1
*
[ 14/11 ] 
f(z) = 121/147*z^3 - 47/42*z + 1
*
[ 2/3 ] 
f(z) = 123/152*z^3 - 49/57*z + 1
*
[ 3/5 ] 
f(z) = 125/144*z^3 - 47/48*z + 1
*
[ 6/5 ] 
f(z) = 125/152*z^3 - 58/57*z + 1
*
[ 3/5 ] 
f(z) = 125/153*z^3 - 49/51*z + 1
*
[ 21/16 ] 
f(z) = 128/147*z^3 - 53/42*z + 1
*
[ 3/4 ] 
f(z) = 128/153*z^3 - 41/51*z + 1
*
[ 2/3 ] 
f(z) = 129/152*z^3 - 50/57*z + 1
*
[ -7/4 ] 
f(z) = 136/147*z^3 - 53/42*z + 1
*
[ 10/11 ] 
f(z) = 121/140*z^3 - 57/70*z + 1
*
[ 8/11 ] 
f(z) = 121/144*z^3 - 59/72*z + 1
*
-6/25 | 0.097746709222654072909595918315517325255 | 0.014856813651411005631060409845490342300
f(z) = 125/144*z^3 - 53/60*z + 1
*
[ 4/5 ] 
f(z) = 125/152*z^3 - 59/76*z + 1
*
12/11 | 0.14239842036726930210074055305340329168 | 0.024332449340125513541790068117071850662
f(z) = 121/144*z^3 - 29/12*z + 1
*
[ -2 ] 
f(z) = 121/152*z^3 - 32/19*z + 1
*
[ -2 ] 
f(z) = 123/152*z^3 - 33/19*z + 1
*
[ -2 ] 
f(z) = 125/152*z^3 - 34/19*z + 1
*
[ 2/5 ] 
f(z) = 125/152*z^3 - 31/19*z + 1
*
[ -2 ] 
f(z) = 127/152*z^3 - 35/19*z + 1
*
[ -2 ] 
f(z) = 129/152*z^3 - 36/19*z + 1
*
[ -2 ] 
f(z) = 131/152*z^3 - 37/19*z + 1
*
[ -2 ] 
f(z) = 135/152*z^3 - 39/19*z + 1
*
[ -2 ] 
f(z) = 137/152*z^3 - 40/19*z + 1
*
[ -21/11 ] 
f(z) = 121/147*z^3 - 31/21*z + 1
*
[ 15/11 ] 
f(z) = 121/150*z^3 - 37/30*z + 1
*
[ 10/11 ] 
f(z) = 121/150*z^3 - 23/30*z + 1
*
[ 4/5 ] 
f(z) = 125/144*z^3 - 29/36*z + 1
*
[ 7/5 ] 
f(z) = 125/147*z^3 - 29/21*z + 1
*
[ -7/4 ] 
f(z) = 128/147*z^3 - 23/21*z + 1
*
12/11 | 0.12777294714057140858644479687170595540 | 0.024025961672258247209823397443077709577
f(z) = 121/144*z^3 - 17/12*z + 1
*
[ 12/11 ] 
f(z) = 121/144*z^3 - 11/12*z + 1
*
-6/5 | 0.12206933635294184888352094254519255855 | 0.022953475381194571844301496116465190519
f(z) = 125/144*z^3 - 17/12*z + 1
*
[ 6/5 ] 
f(z) = 125/144*z^3 - 13/12*z + 1
*
[ 2/3 ] 
f(z) = 135/152*z^3 - 17/19*z + 1
*
[ 7/11 ] 
f(z) = 121/147*z^3 - 19/21*z + 1
*
[ 7/8 ] 
f(z) = 128/147*z^3 - 17/21*z + 1
*
[ -12/11 ]
f(z) = 121/144*z^3 + 11/12*z + 1
*
[ -1 ]
f(z) = 122/141*z^3 + 160/141*z + 1
*
[ -3 ] 
f(z) = 121/171*z^3 - 287/57*z + 1
*
[ -3 ] 
f(z) = 122/171*z^3 - 290/57*z + 1
*
[ -3 ] 
f(z) = 124/171*z^3 - 296/57*z + 1
*
[ -3 ] 
f(z) = 125/171*z^3 - 299/57*z + 1
*
15/22 | 0.17114943079382598635843188143993466526 | 0.021764626255213423836886020425955383732
f(z) = 121/162*z^3 - 289/72*z + 1
*
9/10 | 0.096691773474283069723697519598294330487 | 0.012274584001145809760923539432540908512
f(z) = 125/162*z^3 - 293/72*z + 1
*
5/16 | 0.21497882327070068154767664458195352438 | 0.029409344554707817170490653761683722455
f(z) = 128/175*z^3 - 299/70*z + 1
*
15/16 | 0.095686178317498959524099072913582775184 | 0.013189207109751330791230018326645016286
f(z) = 128/175*z^3 - 283/70*z + 1
*
[ 5/2 ] 
f(z) = 134/175*z^3 - 293/70*z + 1
*
-2 | 0.097859699907280343533670853041504866856 | 0.015438707495688204195263678402923229246
f(z) = 121/164*z^3 - 283/82*z + 1
*
-2 | 0.098990303369592612602567798744693086200 | 0.015599744098268298754057448608061719240
f(z) = 121/172*z^3 - 285/86*z + 1
*
-2 | 0.098931669355273725149786966811976754495 | 0.015556336226019286353380684580087419028
f(z) = 123/172*z^3 - 289/86*z + 1
*
[ 6/25 ] 
f(z) = 125/162*z^3 - 289/90*z + 1
*
-2 | 0.097505133571745668496002551121334167466 | 0.015315414462732586542095835845825618188
f(z) = 125/164*z^3 - 291/82*z + 1
*
-2 | 0.098848087672675803368959357465085751392 | 0.015509670146213736150964550685491645219
f(z) = 125/172*z^3 - 293/86*z + 1
*
-2 | 0.097241823485267229609433829087921488670 | 0.015241372391026060714520216787484552928
f(z) = 127/164*z^3 - 295/82*z + 1
*
-2 | 0.098735454765841034929314196821734031635 | 0.015459107621857175717840069725602727467
f(z) = 127/172*z^3 - 297/86*z + 1
*
-2 | 0.096889356671732143354820879341138483481 | 0.015154138011079881018709232647076632678
f(z) = 129/164*z^3 - 299/82*z + 1
*
10/11 | 0.21613580037594330118047087853585357654 | 0.027979148446431561247409042628093478341
f(z) = 121/168*z^3 - 283/105*z + 1
*
-6/11 | 0.19066884911291685620852720526728762169 | 0.027061438442228004552506525366014998238
f(z) = 121/160*z^3 - 287/120*z + 1
*
[ 21/11 ] 
f(z) = 121/162*z^3 - 283/126*z + 1
*
[ 39/22 ] 
f(z) = 121/169*z^3 - 283/156*z + 1
*
[ -23/11 ] 
f(z) = 121/161*z^3 - 291/161*z + 1
*
[ 19/11 ] 
f(z) = 121/171*z^3 - 289/171*z + 1
*
[ 2/5 ] 
f(z) = 125/174*z^3 - 281/174*z + 1
*
[ 2/5 ] 
f(z) = 125/178*z^3 - 287/178*z + 1
*
-11/8 | 0.13358539328776019986887828197153946172 | 0.023603818899858534281159632260561389717
f(z) = 128/165*z^3 - 287/165*z + 1
*
[ -2 ] 
f(z) = 131/162*z^3 - 281/162*z + 1
*
[ -2 ] 
f(z) = 133/162*z^3 - 289/162*z + 1
*
[ -2 ] 
f(z) = 133/166*z^3 - 283/166*z + 1
*
[ -2 ] 
f(z) = 135/166*z^3 - 291/166*z + 1
*
[ -2 ] 
f(z) = 137/166*z^3 - 299/166*z + 1
*
[ -2 ] 
f(z) = 137/170*z^3 - 293/170*z + 1
*
[ -2 ] 
f(z) = 137/174*z^3 - 287/174*z + 1
*
[ -2 ] 
f(z) = 137/178*z^3 - 281/178*z + 1
*
[ -2 ] 
f(z) = 139/174*z^3 - 295/174*z + 1
*
[ -2 ] 
f(z) = 139/178*z^3 - 289/178*z + 1
*
[ 13/30 ] 
f(z) = 120/169*z^3 - 281/195*z + 1
*
[ 14/33 ] 
f(z) = 121/168*z^3 - 281/189*z + 1
*
36/25 | 0.23497219990323085993461888064184349218 | 0.029828659688544590231353742966496808300
f(z) = 125/162*z^3 - 293/180*z + 1
*
-12/25 | 0.16525738304633462261891051659386225534 | 0.021033925205348912513952331606400240901
f(z) = 125/162*z^3 - 287/180*z + 1
*
[ 39/25 ] 
f(z) = 125/169*z^3 - 281/195*z + 1
*
[ 3/2 ] 
f(z) = 121/171*z^3 - 287/228*z + 1
*
[ 3/2 ] 
f(z) = 125/171*z^3 - 299/228*z + 1
*
[ 22/15 ] 
f(z) = 135/176*z^3 - 293/220*z + 1
*
[ 13/10 ] 
f(z) = 135/169*z^3 - 291/260*z + 1
*
[ 14/11 ] 
f(z) = 121/160*z^3 - 283/280*z + 1
*
[ 15/11 ] 
f(z) = 121/171*z^3 - 299/285*z + 1
*
[ 5/4 ] 
f(z) = 138/175*z^3 - 289/280*z + 1
*
[ 36/11 ] 
f(z) = 121/162*z^3 - 263/36*z + 1
*
[ 4 ] 
f(z) = 139/160*z^3 - 263/20*z + 1
*
-34/11 | 0.14301503727125761246396644652261715117 | 0.020486308503804787683806637799714513965
f(z) = 121/160*z^3 - 269/40*z + 1
*
2/11 | 0.15203571537893200961423415778225406569 | 0.021873078256838297394387569535638041711
f(z) = 121/160*z^3 - 261/40*z + 1
*
-66/25 | 0.24709016287183724344730177466821285881 | 0.029082522084031303305888569841001610981
f(z) = 125/162*z^3 - 272/45*z + 1
*
[ 13/5 ] 
f(z) = 120/169*z^3 - 272/65*z + 1
*
-5/2 | 0.18171056001372610678489969750043321684 | 0.025120851584422529864625800521958955325
f(z) = 122/175*z^3 - 277/70*z + 1
*
[ 5/2 ] 
f(z) = 122/175*z^3 - 263/70*z + 1
*
-3/10 | 0.081754915342581290180709476394022174335 | 0.010492246829850477402098313661644941569
f(z) = 125/162*z^3 - 269/72*z + 1
*
[ -13/5 ] 
f(z) = 135/169*z^3 - 261/65*z + 1
*
[ -28/11 ] 
f(z) = 121/168*z^3 - 275/84*z + 1
*
-48/25 | 0.11577617234534994257775724898034810230 | 0.014844348611683573754376692971950776060
f(z) = 125/162*z^3 - 271/90*z + 1
*
[ -13/6 ] 
f(z) = 136/169*z^3 - 271/117*z + 1
*
18/11 | 0.16185928918142245816514920931346704254 | 0.023260830580754836919021928934852076089
f(z) = 121/160*z^3 - 263/120*z + 1
*
[ 2/5 ] 
f(z) = 125/162*z^3 - 263/162*z + 1
*
[ 2/5 ] 
f(z) = 125/166*z^3 - 269/166*z + 1
*
[ -2 ] 
f(z) = 127/162*z^3 - 265/162*z + 1
*
[ -2 ] 
f(z) = 129/166*z^3 - 267/166*z + 1
*
[ -2 ] 
f(z) = 129/170*z^3 - 261/170*z + 1
*
[ -2 ] 
f(z) = 131/166*z^3 - 275/166*z + 1
*
[ -2 ] 
f(z) = 131/170*z^3 - 269/170*z + 1
*
[ -2 ] 
f(z) = 131/174*z^3 - 263/174*z + 1
*
[ -2 ] 
f(z) = 133/170*z^3 - 277/170*z + 1
*
[ -2 ] 
f(z) = 133/174*z^3 - 271/174*z + 1
*
[ -2 ] 
f(z) = 133/178*z^3 - 265/178*z + 1
*
[ -2 ] 
f(z) = 135/178*z^3 - 273/178*z + 1
*
[ 6/11 ] 
f(z) = 121/172*z^3 - 269/258*z + 1
*
-39/44 | 0.10587846060792785598607317557365463418 | 0.013470224916304751452720080903343473869
f(z) = 121/162*z^3 - 265/288*z + 1
*
-35/32 | 0.19163057507322038588040688628902238874 | 0.026452865355273156413238173350971955441
f(z) = 128/175*z^3 - 269/280*z + 1
*
[ 3/5 ] 
f(z) = 130/171*z^3 - 268/285*z + 1
*
[ 8/7 ] 
f(z) = 133/160*z^3 - 269/280*z + 1
*
[ 5/4 ] 
f(z) = 134/175*z^3 - 279/280*z + 1
*
[ -36/11 ] 
f(z) = 121/162*z^3 - 241/36*z + 1
*
[ 4 ] 
f(z) = 129/160*z^3 - 243/20*z + 1
*
[ 4 ] 
f(z) = 131/160*z^3 - 247/20*z + 1
*
[ 4 ] 
f(z) = 133/160*z^3 - 251/20*z + 1
*
[ -4 ] 
f(z) = 133/160*z^3 - 241/20*z + 1
*
[ 4 ] 
f(z) = 137/160*z^3 - 259/20*z + 1
*
[ -4 ] 
f(z) = 137/160*z^3 - 249/20*z + 1
*
[ -4 ] 
f(z) = 139/160*z^3 - 253/20*z + 1
*
[ -39/16 ] 
f(z) = 128/169*z^3 - 241/78*z + 1
*
[ 13/6 ] 
f(z) = 138/169*z^3 - 257/78*z + 1
*
[ -5/2 ] 
f(z) = 138/175*z^3 - 247/70*z + 1
*
[ -12/5 ] 
f(z) = 125/168*z^3 - 241/84*z + 1
*
26/25 | 0.11673745095661973210791260909805694395 | 0.015424365881440558849161939062372255502
f(z) = 125/168*z^3 - 242/105*z + 1
*
[ -13/6 ] 
f(z) = 128/169*z^3 - 245/117*z + 1
*
[ -24/11 ] 
f(z) = 121/160*z^3 - 257/120*z + 1
*
6/5 | 0.19965613316172245993004085240648958698 | 0.028987965040456828488471869398062632181
f(z) = 125/176*z^3 - 245/132*z + 1
*
[ 26/15 ] 
f(z) = 135/169*z^3 - 257/130*z + 1
*
[ 20/11 ] 
f(z) = 121/175*z^3 - 257/140*z + 1
*
[ -2 ] 
f(z) = 121/162*z^3 - 241/162*z + 1
*
[ -2 ] 
f(z) = 123/166*z^3 - 243/166*z + 1
*
[ -2 ] 
f(z) = 125/162*z^3 - 257/162*z + 1
*
[ -2 ] 
f(z) = 125/166*z^3 - 251/166*z + 1
*
[ 8/5 ] 
f(z) = 125/168*z^3 - 257/168*z + 1
*
[ -2 ] 
f(z) = 127/166*z^3 - 259/166*z + 1
*
[ -2 ] 
f(z) = 127/170*z^3 - 253/170*z + 1
*
[ -2 ] 
f(z) = 127/174*z^3 - 247/174*z + 1
*
[ -2 ] 
f(z) = 127/178*z^3 - 241/178*z + 1
*
[ -2 ] 
f(z) = 129/178*z^3 - 249/178*z + 1
*
[ -2 ] 
f(z) = 131/178*z^3 - 257/178*z + 1
*
[ 3/2 ] 
f(z) = 136/165*z^3 - 251/165*z + 1
*
[ 3/2 ] 
f(z) = 136/177*z^3 - 247/177*z + 1
*
-22/25 | 0.16652154080396816431495867857945602219 | 0.024092538915290593235082767694379630159
f(z) = 125/176*z^3 - 251/220*z + 1
*
[ 6/11 ] 
f(z) = 121/164*z^3 - 259/246*z + 1
*
[ 5/4 ] 
f(z) = 122/175*z^3 - 249/280*z + 1
*
[ 5/8 ] 
f(z) = 136/175*z^3 - 253/280*z + 1
*
-48/11 | 0.12241246054661963526312316195440090983 | 0.015987396720577699397746298731701212354
f(z) = 121/162*z^3 - 235/18*z + 1
*
[ 4 ] 
f(z) = 121/160*z^3 - 227/20*z + 1
*
[ 35/11 ] 
f(z) = 121/175*z^3 - 221/35*z + 1
*
[ 4 ] 
f(z) = 123/160*z^3 - 231/20*z + 1
*
[ -4 ] 
f(z) = 123/160*z^3 - 221/20*z + 1
*
[ 4 ] 
f(z) = 127/160*z^3 - 239/20*z + 1
*
[ -4 ] 
f(z) = 127/160*z^3 - 229/20*z + 1
*
[ -4 ] 
f(z) = 129/160*z^3 - 233/20*z + 1
*
[ -4 ] 
f(z) = 131/160*z^3 - 237/20*z + 1
*
18/25 | 0.23689582254232830901575979026436295112 | 0.028327866996690474180972656416891416494
f(z) = 125/162*z^3 - 238/45*z + 1
*
[ -13/5 ] 
f(z) = 120/169*z^3 - 222/65*z + 1
*
5/16 | 0.20204646814791975267865922825307559832 | 0.028686906240658222383094013900857543172
f(z) = 128/175*z^3 - 229/70*z + 1
*
[ -5/2 ] 
f(z) = 134/175*z^3 - 237/70*z + 1
*
4/11 | 0.16201232566231624268515208724651372693 | 0.026259732207916993806445310186959267252
f(z) = 121/168*z^3 - 239/84*z + 1
*
4/5 | 0.15439942280243500042930093551193157596 | 0.025200378555945596677827298916102530309
f(z) = 125/168*z^3 - 229/84*z + 1
*
[ 2 ] 
f(z) = 131/164*z^3 - 221/82*z + 1
*
[ 2 ] 
f(z) = 133/164*z^3 - 225/82*z + 1
*
[ 2 ] 
f(z) = 133/172*z^3 - 223/86*z + 1
*
[ 2 ] 
f(z) = 135/164*z^3 - 229/82*z + 1
*
[ 2 ] 
f(z) = 135/172*z^3 - 227/86*z + 1
*
[ 2 ] 
f(z) = 137/164*z^3 - 233/82*z + 1
*
[ 2 ] 
f(z) = 137/172*z^3 - 231/86*z + 1
*
[ 2 ] 
f(z) = 139/164*z^3 - 237/82*z + 1
*
[ 2 ] 
f(z) = 139/172*z^3 - 235/86*z + 1
*
[ -13/6 ] 
f(z) = 124/169*z^3 - 232/117*z + 1
*
[ 15/8 ] 
f(z) = 128/175*z^3 - 221/105*z + 1
*
2/3 | 0.20247679397239866004078079838205823227 | 0.029804637282485784080866319963839701089
f(z) = 129/160*z^3 - 223/120*z + 1
*
[ -2 ] 
f(z) = 121/166*z^3 - 235/166*z + 1
*
[ -2 ] 
f(z) = 121/174*z^3 - 223/174*z + 1
*
[ -2 ] 
f(z) = 123/170*z^3 - 237/170*z + 1
*
[ -2 ] 
f(z) = 123/178*z^3 - 225/178*z + 1
*
[ 3/2 ] 
f(z) = 124/165*z^3 - 224/165*z + 1
*
[ -2 ] 
f(z) = 125/174*z^3 - 239/174*z + 1
*
[ -2 ] 
f(z) = 125/178*z^3 - 233/178*z + 1
*
[ 3/2 ] 
f(z) = 128/165*z^3 - 233/165*z + 1
*
[ 3/2 ] 
f(z) = 128/177*z^3 - 229/177*z + 1
*
[ 36/25 ] 
f(z) = 125/162*z^3 - 233/180*z + 1
*
[ 12/25 ] 
f(z) = 125/162*z^3 - 227/180*z + 1
*
[ 4/3 ] 
f(z) = 133/160*z^3 - 221/180*z + 1
*
[ 4/3 ] 
f(z) = 137/160*z^3 - 229/180*z + 1
*
[ 4/3 ] 
f(z) = 139/160*z^3 - 233/180*z + 1
*
[ 6/5 ] 
f(z) = 125/164*z^3 - 229/246*z + 1
*
[ 6/5 ] 
f(z) = 125/172*z^3 - 227/258*z + 1
*
[ 27/25 ] 
f(z) = 125/162*z^3 - 223/270*z + 1
*
[ 3/4 ] 
f(z) = 125/162*z^3 - 221/288*z + 1
*
[ 3/4 ] 
f(z) = 127/162*z^3 - 223/288*z + 1
*
[ 35/32 ] 
f(z) = 128/175*z^3 - 221/280*z + 1
*
[ 3/4 ] 
f(z) = 131/162*z^3 - 227/288*z + 1
*
[ 3/4 ] 
f(z) = 133/162*z^3 - 229/288*z + 1
*
[ 3/4 ] 
f(z) = 137/162*z^3 - 233/288*z + 1
*
[ 3/4 ] 
f(z) = 139/162*z^3 - 235/288*z + 1
*
[ -4 ] 
f(z) = 121/160*z^3 - 217/20*z + 1
*
-42/11 | 0.14368496767986952477994750236600228273 | 0.019250561103887218467450924222994536042
f(z) = 121/168*z^3 - 218/21*z + 1
*
[ 42/11 ] 
f(z) = 121/168*z^3 - 205/21*z + 1
*
[ 13/4 ] 
f(z) = 136/169*z^3 - 203/26*z + 1
*
[ 27/11 ] 
f(z) = 121/162*z^3 - 211/54*z + 1
*
12/5 | 0.24635174785388507213226659384207199099 | 0.029871832363037855180241007645388348237
f(z) = 125/162*z^3 - 212/45*z + 1
*
3/8 | 0.17695382753128092235893519503976190633 | 0.027353065481461593415664040679215838831
f(z) = 128/171*z^3 - 215/57*z + 1
*
[ -5/2 ] 
f(z) = 122/175*z^3 - 207/70*z + 1
*
[ 35/16 ] 
f(z) = 128/175*z^3 - 207/70*z + 1
*
-5/16 | 0.18374842954232794703728338185116195310 | 0.026581117555479776183167383305294549480
f(z) = 128/175*z^3 - 201/70*z + 1
*
[ 2 ] 
f(z) = 121/164*z^3 - 201/82*z + 1
*
[ 2 ] 
f(z) = 123/172*z^3 - 203/86*z + 1
*
6/5 | 0.19855141739551466151830858796501515936 | 0.026301396474453305940322262939868660900
f(z) = 125/162*z^3 - 211/90*z + 1
*
-9/25 | 0.21148606509405508876576005085721443863 | 0.028050190983609755838464076694459089165
f(z) = 125/162*z^3 - 209/90*z + 1
*
[ 2 ] 
f(z) = 125/164*z^3 - 209/82*z + 1
*
[ 2 ] 
f(z) = 125/172*z^3 - 207/86*z + 1
*
[ 2 ] 
f(z) = 127/164*z^3 - 213/82*z + 1
*
[ 2 ] 
f(z) = 127/172*z^3 - 211/86*z + 1
*
[ 2 ] 
f(z) = 129/164*z^3 - 217/82*z + 1
*
[ 2 ] 
f(z) = 131/172*z^3 - 219/86*z + 1
*
[ 13/7 ] 
f(z) = 133/169*z^3 - 205/91*z + 1
*
22/25 | 0.21695057211074644546772103684378170217 | 0.029066507877471842881431963254115035017
f(z) = 125/168*z^3 - 218/105*z + 1
*
14/25 | 0.15487253748326757734223209403879857408 | 0.020827320890691450071018861507069984309
f(z) = 125/168*z^3 - 212/105*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.019855666335436001865578428231408266946
f(z) = 129/176*z^3 - 205/132*z + 1
*
[ 1/2 ] 
f(z) = 120/173*z^3 - 203/173*z + 1
*
[ 1/2 ] 
f(z) = 120/179*z^3 - 209/179*z + 1
*
[ 5/11 ] 
f(z) = 121/160*z^3 - 217/160*z + 1
*
[ -2 ] 
f(z) = 121/178*z^3 - 217/178*z + 1
*
[ 1/2 ] 
f(z) = 124/171*z^3 - 202/171*z + 1
*
[ 1/2 ] 
f(z) = 124/173*z^3 - 204/173*z + 1
*
[ 1/2 ] 
f(z) = 124/175*z^3 - 206/175*z + 1
*
[ 3/2 ] 
f(z) = 124/177*z^3 - 220/177*z + 1
*
[ 1/2 ] 
f(z) = 124/177*z^3 - 208/177*z + 1
*
[ 1/2 ] 
f(z) = 124/179*z^3 - 210/179*z + 1
*
[ 1/2 ] 
f(z) = 128/169*z^3 - 201/169*z + 1
*
[ 1/2 ] 
f(z) = 128/171*z^3 - 203/171*z + 1
*
[ 1/2 ] 
f(z) = 128/173*z^3 - 205/173*z + 1
*
[ 1/2 ] 
f(z) = 128/175*z^3 - 207/175*z + 1
*
[ 1/2 ] 
f(z) = 128/177*z^3 - 209/177*z + 1
*
[ 1/2 ] 
f(z) = 128/179*z^3 - 211/179*z + 1
*
[ 1/2 ] 
f(z) = 132/169*z^3 - 202/169*z + 1
*
[ 1/2 ] 
f(z) = 132/173*z^3 - 206/173*z + 1
*
[ 1/2 ] 
f(z) = 132/175*z^3 - 208/175*z + 1
*
[ 1/2 ] 
f(z) = 132/179*z^3 - 212/179*z + 1
*
[ 1/2 ] 
f(z) = 136/167*z^3 - 201/167*z + 1
*
[ 1/2 ] 
f(z) = 136/169*z^3 - 203/169*z + 1
*
[ 1/2 ] 
f(z) = 136/171*z^3 - 205/171*z + 1
*
[ 1/2 ] 
f(z) = 136/173*z^3 - 207/173*z + 1
*
[ 1/2 ] 
f(z) = 136/175*z^3 - 209/175*z + 1
*
[ 1/2 ] 
f(z) = 136/177*z^3 - 211/177*z + 1
*
[ 1/2 ] 
f(z) = 136/179*z^3 - 213/179*z + 1
*
[ 4/3 ] 
f(z) = 127/160*z^3 - 209/180*z + 1
*
[ 4/3 ] 
f(z) = 131/160*z^3 - 217/180*z + 1
*
[ 27/22 ] 
f(z) = 121/162*z^3 - 203/216*z + 1
*
[ 13/12 ] 
f(z) = 136/169*z^3 - 203/234*z + 1
*
[ 2/3 ] 
f(z) = 123/172*z^3 - 211/258*z + 1
*
[ 2/3 ] 
f(z) = 129/164*z^3 - 209/246*z + 1
*
[ -12/7 ] 
f(z) = 133/162*z^3 - 209/252*z + 1
*
[ 13/19 ] 
f(z) = 133/169*z^3 - 205/247*z + 1
*
[ 3/4 ] 
f(z) = 121/162*z^3 - 217/288*z + 1
*
[ 13/3 ] 
f(z) = 135/169*z^3 - 185/13*z + 1
*
[ -42/11 ] 
f(z) = 121/168*z^3 - 194/21*z + 1
*
6/11 | 0.21500224323867974388197927444714321423 | 0.029345970427066778508836307662661389098
f(z) = 121/168*z^3 - 190/21*z + 1
*
[ -35/11 ] 
f(z) = 121/175*z^3 - 199/35*z + 1
*
[ -13/4 ] 
f(z) = 136/169*z^3 - 187/26*z + 1
*
[ 2/11 ] 
f(z) = 121/160*z^3 - 181/40*z + 1
*
-9/22 | 0.17437939322253404710549421550356237840 | 0.023375520858718896209510674231747457172
f(z) = 121/162*z^3 - 193/72*z + 1
*
[ -13/6 ] 
f(z) = 138/169*z^3 - 185/78*z + 1
*
[ 2 ] 
f(z) = 121/172*z^3 - 199/86*z + 1
*
9/25 | 0.098623027153810753064684953533295712129 | 0.013166362730874359068547356651062977373
f(z) = 125/162*z^3 - 199/90*z + 1
*
-48/25 | 0.20925406590858316465092392992446753530 | 0.028293934923834539626437103468220450967
f(z) = 125/162*z^3 - 181/90*z + 1
*
[ 13/7 ] 
f(z) = 126/169*z^3 - 192/91*z + 1
*
[ 13/33 ] 
f(z) = 121/169*z^3 - 193/117*z + 1
*
6/25 | 0.21035539564867011756547348799011627177 | 0.028570627528919726328158053795403500413
f(z) = 125/168*z^3 - 197/105*z + 1
*
[ 13/8 ] 
f(z) = 136/169*z^3 - 181/104*z + 1
*
[ 5/3 ] 
f(z) = 138/175*z^3 - 188/105*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.027672343129094399755517350028681455076
f(z) = 123/176*z^3 - 197/132*z + 1
*
[ 3/7 ] 
f(z) = 133/162*z^3 - 187/126*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.020067236270518974102854037338435322598
f(z) = 135/176*z^3 - 191/132*z + 1
*
[ 4/9 ] 
f(z) = 135/176*z^3 - 185/132*z + 1
*
[ 35/22 ] 
f(z) = 121/175*z^3 - 193/140*z + 1
*
[ 1/2 ] 
f(z) = 120/161*z^3 - 191/161*z + 1
*
[ 1/2 ] 
f(z) = 120/163*z^3 - 193/163*z + 1
*
[ 1/2 ] 
f(z) = 120/167*z^3 - 197/167*z + 1
*
[ 1/2 ] 
f(z) = 120/169*z^3 - 199/169*z + 1
*
-5/11 | 0.12166650499600920853271119034996212950 | 0.023118690371041359054470745410791292291
f(z) = 121/168*z^3 - 193/168*z + 1
*
[ -21/11 ] 
f(z) = 121/168*z^3 - 185/168*z + 1
*
[ 6/11 ] 
f(z) = 121/174*z^3 - 181/174*z + 1
*
[ 1/2 ] 
f(z) = 124/161*z^3 - 192/161*z + 1
*
[ 1/2 ] 
f(z) = 124/163*z^3 - 194/163*z + 1
*
[ 1/2 ] 
f(z) = 124/165*z^3 - 196/165*z + 1
*
[ 1/2 ] 
f(z) = 124/167*z^3 - 198/167*z + 1
*
[ 1/2 ] 
f(z) = 124/169*z^3 - 200/169*z + 1
*
[ 7/5 ] 
f(z) = 125/161*z^3 - 199/161*z + 1
*
[ 7/5 ] 
f(z) = 125/168*z^3 - 197/168*z + 1
*
[ 1/2 ] 
f(z) = 128/161*z^3 - 193/161*z + 1
*
[ 1/2 ] 
f(z) = 128/163*z^3 - 195/163*z + 1
*
[ 1/2 ] 
f(z) = 128/167*z^3 - 199/167*z + 1
*
[ 1/2 ] 
f(z) = 132/161*z^3 - 194/161*z + 1
*
[ 1/2 ] 
f(z) = 132/163*z^3 - 196/163*z + 1
*
[ 1/2 ] 
f(z) = 132/167*z^3 - 200/167*z + 1
*
[ 4/3 ] 
f(z) = 135/164*z^3 - 199/164*z + 1
*
[ 4/3 ] 
f(z) = 135/172*z^3 - 197/172*z + 1
*
[ 1/2 ] 
f(z) = 136/161*z^3 - 195/161*z + 1
*
[ 1/2 ] 
f(z) = 136/163*z^3 - 197/163*z + 1
*
[ 1/2 ] 
f(z) = 136/165*z^3 - 199/165*z + 1
*
[ 4/3 ] 
f(z) = 121/160*z^3 - 197/180*z + 1
*
[ 13/18 ] 
f(z) = 126/169*z^3 - 181/234*z + 1
*
[ 8/9 ] 
f(z) = 135/176*z^3 - 193/264*z + 1
*
[ 18/5 ] 
f(z) = 125/162*z^3 - 167/18*z + 1
*
[ 13/3 ] 
f(z) = 126/169*z^3 - 172/13*z + 1
*
[ -13/3 ] 
f(z) = 126/169*z^3 - 166/13*z + 1
*
[ -13/3 ] 
f(z) = 135/169*z^3 - 179/13*z + 1
*
[ 13/4 ] 
f(z) = 120/169*z^3 - 177/26*z + 1
*
[ -13/4 ] 
f(z) = 120/169*z^3 - 161/26*z + 1
*
[ -27/11 ] 
f(z) = 121/162*z^3 - 167/54*z + 1
*
[ 13/6 ] 
f(z) = 135/169*z^3 - 167/52*z + 1
*
-2 | 0.098084415102393033130340681203582236136 | 0.015165272727765347384021114368342960711
f(z) = 139/176*z^3 - 161/44*z + 1
*
[ 3/10 ] 
f(z) = 125/162*z^3 - 173/72*z + 1
*
10/11 | 0.21116871479561151553818445375961378003 | 0.029081692430810558071889346798703483141
f(z) = 121/168*z^3 - 178/105*z + 1
*
[ 5/3 ] 
f(z) = 123/175*z^3 - 163/105*z + 1
*
[ 42/25 ] 
f(z) = 125/168*z^3 - 178/105*z + 1
*
[ 13/32 ] 
f(z) = 128/169*z^3 - 165/104*z + 1
*
[ 5/3 ] 
f(z) = 129/175*z^3 - 173/105*z + 1
*
[ 5/3 ] 
f(z) = 132/175*z^3 - 178/105*z + 1
*
[ 3/2 ] 
f(z) = 134/171*z^3 - 163/114*z + 1
*
[ 3/5 ] 
f(z) = 125/174*z^3 - 161/174*z + 1
*
[ 3/5 ] 
f(z) = 125/177*z^3 - 163/177*z + 1
*
[ 5/4 ] 
f(z) = 128/165*z^3 - 167/165*z + 1
*
[ 20/33 ] 
f(z) = 121/160*z^3 - 167/180*z + 1
*
[ 26/21 ] 
f(z) = 126/169*z^3 - 173/182*z + 1
*
[ 2/3 ] 
f(z) = 137/168*z^3 - 163/189*z + 1
*
[ 2/3 ] 
f(z) = 139/168*z^3 - 164/189*z + 1
*
[ 13/20 ] 
f(z) = 125/169*z^3 - 177/208*z + 1
*
[ 13/12 ] 
f(z) = 135/169*z^3 - 179/208*z + 1
*
[ 26/33 ] 
f(z) = 121/169*z^3 - 167/234*z + 1
*
[ 12/11 ] 
f(z) = 121/171*z^3 - 173/228*z + 1
*
[ 3/4 ] 
f(z) = 124/171*z^3 - 169/228*z + 1
*
[ 4/5 ] 
f(z) = 135/176*z^3 - 163/220*z + 1
*
[ 13/17 ] 
f(z) = 136/169*z^3 - 172/221*z + 1
*
[ -18/5 ] 
f(z) = 125/162*z^3 - 157/18*z + 1
*
[ 5/2 ] 
f(z) = 132/175*z^3 - 144/35*z + 1
*
-5/2 | 0.18421965030683605754212094928401275568 | 0.027663540989280702407706939680960714752
f(z) = 136/175*z^3 - 156/35*z + 1
*
[ 5/2 ] 
f(z) = 136/175*z^3 - 149/35*z + 1
*
[ 3/11 ] 
f(z) = 121/171*z^3 - 155/57*z + 1
*
-2 | 0.096915396612348798281118431574918482601 | 0.015264336903622753782656820686720220389
f(z) = 123/160*z^3 - 143/40*z + 1
*
-2 | 0.099433128042759766968681268508617039585 | 0.015626699493505927472520005077040408469
f(z) = 123/176*z^3 - 145/44*z + 1
*
2/5 | 0.13339006262262832633406718281278327186 | 0.020663975137831875675935437846723809637
f(z) = 125/176*z^3 - 159/44*z + 1
*
-2 | 0.099384897553049306139762346929615769969 | 0.015585565818495708771167201848829297780
f(z) = 125/176*z^3 - 147/44*z + 1
*
-2 | 0.096162729927531616173086620503075884121 | 0.015080264642540618479133048770564701757
f(z) = 127/160*z^3 - 147/40*z + 1
*
-2 | 0.099314173273076245246357438744374178687 | 0.015541538800710807316201297040246878053
f(z) = 127/176*z^3 - 149/44*z + 1
*
-2 | 0.095483605574011911797429117899291444526 | 0.014942098513773463995302800757885620512
f(z) = 129/160*z^3 - 149/40*z + 1
*
-2 | 0.099217594027037666317719580526053951876 | 0.015494096103241193330766230994920127406
f(z) = 129/176*z^3 - 151/44*z + 1
*
-2 | 0.094123641602736030831380411015047497616 | 0.014698610290654769190344074477540467347
f(z) = 131/160*z^3 - 151/40*z + 1
*
-2 | 0.099090609587306715910256385886731205854 | 0.015442534490235898347342358954517736567
f(z) = 131/176*z^3 - 153/44*z + 1
*
-2 | 0.094005495677279131408752321224917859877 | 0.014650057309305946348384506597602985239
f(z) = 133/160*z^3 - 153/40*z + 1
*
-2 | 0.098926820748064483196789488295785480278 | 0.015385868868144471599926903399995289370
f(z) = 133/176*z^3 - 155/44*z + 1
*
-2 | 0.098716734718162082759466315267160167305 | 0.015322641716998189715403975171624708320
f(z) = 135/176*z^3 - 157/44*z + 1
*
-2 | 0.094181449619342348973651056301712712046 | 0.014618682567092574514045973625524347743
f(z) = 137/160*z^3 - 157/40*z + 1
*
-2 | 0.098445128991921550707083988328941027848 | 0.015250519101147982990028770911846894540
f(z) = 137/176*z^3 - 159/44*z + 1
*
-2 | 0.093999390985853168811721448933287415454 | 0.014561812477727243837506441648235642485
f(z) = 139/160*z^3 - 159/40*z + 1
*
[ -24/11 ] 
f(z) = 121/162*z^3 - 151/72*z + 1
*
-18/11 | 0.17626690989029069796913472763759885106 | 0.024956209530607923599154748269337724252
f(z) = 121/168*z^3 - 146/63*z + 1
*
[ 5/16 ] 
f(z) = 128/175*z^3 - 159/70*z + 1
*
[ -35/16 ] 
f(z) = 128/175*z^3 - 143/70*z + 1
*
-16/11 | 0.14156471743744087632485770560725982101 | 0.024733574309771601265842427034657310778
f(z) = 121/160*z^3 - 153/80*z + 1
*
[ 4/11 ] 
f(z) = 121/168*z^3 - 155/84*z + 1
*
[ -2 ] 
f(z) = 133/164*z^3 - 143/82*z + 1
*
[ -2 ] 
f(z) = 135/164*z^3 - 147/82*z + 1
*
[ -2 ] 
f(z) = 135/172*z^3 - 141/86*z + 1
*
[ -2 ] 
f(z) = 137/164*z^3 - 151/82*z + 1
*
[ -2 ] 
f(z) = 137/172*z^3 - 145/86*z + 1
*
[ -2 ] 
f(z) = 139/164*z^3 - 155/82*z + 1
*
[ -2 ] 
f(z) = 139/172*z^3 - 149/86*z + 1
*
[ 13/8 ] 
f(z) = 120/169*z^3 - 155/104*z + 1
*
[ 3/2 ] 
f(z) = 122/171*z^3 - 145/114*z + 1
*
[ 13/9 ] 
f(z) = 126/169*z^3 - 146/117*z + 1
*
[ 3/2 ] 
f(z) = 130/171*z^3 - 157/114*z + 1
*
[ -21/11 ] 
f(z) = 121/162*z^3 - 151/126*z + 1
*
-6/5 | 0.17580738642454438864336735328863139068 | 0.027288520037419032473717453780006283399
f(z) = 125/176*z^3 - 157/132*z + 1
*
[ 9/7 ] 
f(z) = 133/162*z^3 - 143/126*z + 1
*
[ 4/7 ] 
f(z) = 133/160*z^3 - 143/140*z + 1
*
[ 7/11 ] 
f(z) = 121/161*z^3 - 141/161*z + 1
*
[ 7/11 ] 
f(z) = 121/168*z^3 - 145/168*z + 1
*
[ 7/11 ] 
f(z) = 121/175*z^3 - 149/175*z + 1
*
[ 3/5 ] 
f(z) = 125/168*z^3 - 157/168*z + 1
*
[ 6/5 ] 
f(z) = 125/174*z^3 - 151/174*z + 1
*
[ 5/8 ] 
f(z) = 128/165*z^3 - 149/165*z + 1
*
[ 9/8 ] 
f(z) = 128/171*z^3 - 143/171*z + 1
*
[ 2/3 ] 
f(z) = 135/166*z^3 - 143/166*z + 1
*
[ 2/3 ] 
f(z) = 135/178*z^3 - 149/178*z + 1
*
[ 2/3 ] 
f(z) = 121/168*z^3 - 155/189*z + 1
*
[ 2/3 ] 
f(z) = 125/168*z^3 - 157/189*z + 1
*
[ 2/3 ] 
f(z) = 127/168*z^3 - 158/189*z + 1
*
[ 2/3 ] 
f(z) = 131/168*z^3 - 160/189*z + 1
*
[ 15/16 ] 
f(z) = 128/175*z^3 - 149/210*z + 1
*
[ 5/6 ] 
f(z) = 138/175*z^3 - 157/210*z + 1
*
[ 22/25 ] 
f(z) = 125/176*z^3 - 151/220*z + 1
*
[ 3 ] 
f(z) = 133/162*z^3 - 121/18*z + 1
*
[ 3 ] 
f(z) = 137/162*z^3 - 125/18*z + 1
*
[ 3 ] 
f(z) = 139/162*z^3 - 127/18*z + 1
*
2/11 | 0.20126849964312573240234853855086495776 | 0.028755015228389886900958359361673937075
f(z) = 121/168*z^3 - 137/21*z + 1
*
-34/11 | 0.16197909705557406213003267795058701966 | 0.023215216518374750033449752494352568530
f(z) = 121/168*z^3 - 134/21*z + 1
*
[ 5/2 ] 
f(z) = 124/175*z^3 - 134/35*z + 1
*
[ 12/5 ] 
f(z) = 125/162*z^3 - 139/36*z + 1
*
-14/5 | 0.13059025314710023211096082931486415617 | 0.018676838127554724644964294623643034096
f(z) = 125/168*z^3 - 136/21*z + 1
*
[ 5/2 ] 
f(z) = 128/175*z^3 - 139/35*z + 1
*
[ 13/6 ] 
f(z) = 132/169*z^3 - 122/39*z + 1
*
[ -5/2 ] 
f(z) = 136/175*z^3 - 121/35*z + 1
*
6/25 | 0.20321619688915982018229689609029230346 | 0.026410946529752720206123573496695458579
f(z) = 125/162*z^3 - 122/45*z + 1
*
-15/8 | 0.16771558310294891685531308582841734139 | 0.025863533877942026963323873523120648913
f(z) = 128/175*z^3 - 131/70*z + 1
*
[ 2/5 ] 
f(z) = 125/164*z^3 - 133/82*z + 1
*
[ -2 ] 
f(z) = 125/164*z^3 - 127/82*z + 1
*
[ 2/5 ] 
f(z) = 125/172*z^3 - 139/86*z + 1
*
[ -2 ] 
f(z) = 125/172*z^3 - 121/86*z + 1
*
[ 8/5 ] 
f(z) = 125/176*z^3 - 127/88*z + 1
*
[ -2 ] 
f(z) = 127/164*z^3 - 131/82*z + 1
*
[ -2 ] 
f(z) = 127/172*z^3 - 125/86*z + 1
*
[ -2 ] 
f(z) = 129/164*z^3 - 135/82*z + 1
*
[ -2 ] 
f(z) = 131/164*z^3 - 139/82*z + 1
*
[ -2 ] 
f(z) = 131/172*z^3 - 133/86*z + 1
*
[ -2 ] 
f(z) = 133/172*z^3 - 137/86*z + 1
*
18/25 | 0.11426106730025958398002396979539134685 | 0.016484387516076460023626447026318729871
f(z) = 125/168*z^3 - 128/105*z + 1
*
[ 13/24 ] 
f(z) = 128/169*z^3 - 125/117*z + 1
*
[ 6/11 ] 
f(z) = 121/160*z^3 - 127/120*z + 1
*
[ 4/3 ] 
f(z) = 123/176*z^3 - 131/132*z + 1
*
[ 4/3 ] 
f(z) = 129/176*z^3 - 139/132*z + 1
*
10/11 | 0.19083953003715879704898147635327338916 | 0.029131001342833384053962449741974322095
f(z) = 121/175*z^3 - 129/140*z + 1
*
[ 5/4 ] 
f(z) = 124/175*z^3 - 127/140*z + 1
*
[ 13/22 ] 
f(z) = 132/169*z^3 - 138/143*z + 1
*
[ 13/11 ] 
f(z) = 132/169*z^3 - 134/143*z + 1
*
[ 13/12 ] 
f(z) = 132/169*z^3 - 131/156*z + 1
*
[ 5/4 ] 
f(z) = 132/175*z^3 - 137/140*z + 1
*
[ 13/18 ] 
f(z) = 135/169*z^3 - 125/156*z + 1
*
[ 8/11 ] 
f(z) = 121/168*z^3 - 127/168*z + 1
*
[ 4/5 ] 
f(z) = 125/164*z^3 - 121/164*z + 1
*
[ -9/5 ] 
f(z) = 125/171*z^3 - 139/171*z + 1
*
[ 4/5 ] 
f(z) = 125/172*z^3 - 123/172*z + 1
*
[ -7/4 ] 
f(z) = 128/161*z^3 - 139/161*z + 1
*
[ 7/8 ] 
f(z) = 128/161*z^3 - 121/161*z + 1
*
[ 3/4 ] 
f(z) = 128/165*z^3 - 127/165*z + 1
*
[ 7/8 ] 
f(z) = 128/175*z^3 - 123/175*z + 1
*
[ 3/4 ] 
f(z) = 128/177*z^3 - 131/177*z + 1
*
[ 13/15 ] 
f(z) = 120/169*z^3 - 134/195*z + 1
*
[ 14/15 ] 
f(z) = 125/168*z^3 - 136/189*z + 1
*
[ 13/14 ] 
f(z) = 126/169*z^3 - 131/182*z + 1
*
[ 3 ] 
f(z) = 121/162*z^3 - 109/18*z + 1
*
[ 3 ] 
f(z) = 125/162*z^3 - 113/18*z + 1
*
[ -3 ] 
f(z) = 125/162*z^3 - 101/18*z + 1
*
[ 3 ] 
f(z) = 127/162*z^3 - 115/18*z + 1
*
[ -3 ] 
f(z) = 127/162*z^3 - 103/18*z + 1
*
[ 3 ] 
f(z) = 131/162*z^3 - 119/18*z + 1
*
[ -3 ] 
f(z) = 131/162*z^3 - 107/18*z + 1
*
[ -3 ] 
f(z) = 133/162*z^3 - 109/18*z + 1
*
[ -3 ] 
f(z) = 137/162*z^3 - 113/18*z + 1
*
[ -3 ] 
f(z) = 139/162*z^3 - 115/18*z + 1
*
[ 13/6 ] 
f(z) = 120/169*z^3 - 109/39*z + 1
*
26/11 | 0.18918965025173437876524608783216509075 | 0.027687512315209374280560781290705302939
f(z) = 121/168*z^3 - 116/21*z + 1
*
[ -5/2 ] 
f(z) = 124/175*z^3 - 106/35*z + 1
*
[ -12/5 ] 
f(z) = 125/162*z^3 - 109/36*z + 1
*
-14/5 | 0.17359874768289842947583773639569920598 | 0.025342416106268704670390928667316108674
f(z) = 125/168*z^3 - 118/21*z + 1
*
[ 14/5 ] 
f(z) = 125/168*z^3 - 109/21*z + 1
*
[ -5/2 ] 
f(z) = 128/175*z^3 - 111/35*z + 1
*
[ -5/2 ] 
f(z) = 132/175*z^3 - 116/35*z + 1
*
-6/11 | 0.16872833800104757142905178641992688402 | 0.027762137231044257890970800185536672233
f(z) = 121/160*z^3 - 109/40*z + 1
*
[ 2 ] 
f(z) = 123/160*z^3 - 103/40*z + 1
*
[ 2 ] 
f(z) = 123/176*z^3 - 101/44*z + 1
*
[ 2 ] 
f(z) = 125/176*z^3 - 103/44*z + 1
*
[ 2 ] 
f(z) = 127/160*z^3 - 107/40*z + 1
*
[ 2 ] 
f(z) = 127/176*z^3 - 105/44*z + 1
*
[ 3/8 ] 
f(z) = 128/171*z^3 - 101/57*z + 1
*
[ 2 ] 
f(z) = 129/160*z^3 - 109/40*z + 1
*
[ 2 ] 
f(z) = 129/176*z^3 - 107/44*z + 1
*
[ 2 ] 
f(z) = 131/160*z^3 - 111/40*z + 1
*
[ 2 ] 
f(z) = 131/176*z^3 - 109/44*z + 1
*
[ 2 ] 
f(z) = 133/160*z^3 - 113/40*z + 1
*
[ 2 ] 
f(z) = 133/176*z^3 - 111/44*z + 1
*
[ -13/6 ] 
f(z) = 135/169*z^3 - 119/52*z + 1
*
[ 2 ] 
f(z) = 135/176*z^3 - 113/44*z + 1
*
[ 2 ] 
f(z) = 137/160*z^3 - 117/40*z + 1
*
[ 2 ] 
f(z) = 137/176*z^3 - 115/44*z + 1
*
[ 2 ] 
f(z) = 139/160*z^3 - 119/40*z + 1
*
[ 2 ] 
f(z) = 139/176*z^3 - 117/44*z + 1
*
[ 9/22 ] 
f(z) = 121/162*z^3 - 113/72*z + 1
*
[ 3/2 ] 
f(z) = 127/162*z^3 - 103/72*z + 1
*
[ 3/2 ] 
f(z) = 131/162*z^3 - 107/72*z + 1
*
[ 3/2 ] 
f(z) = 133/162*z^3 - 109/72*z + 1
*
[ 3/2 ] 
f(z) = 137/162*z^3 - 113/72*z + 1
*
[ 3/2 ] 
f(z) = 139/162*z^3 - 115/72*z + 1
*
[ 16/11 ] 
f(z) = 121/160*z^3 - 103/80*z + 1
*
[ 15/11 ] 
f(z) = 121/162*z^3 - 101/90*z + 1
*
[ -2 ] 
f(z) = 121/164*z^3 - 119/82*z + 1
*
[ -2 ] 
f(z) = 121/172*z^3 - 113/86*z + 1
*
[ -2 ] 
f(z) = 123/172*z^3 - 117/86*z + 1
*
[ -13/7 ] 
f(z) = 133/169*z^3 - 107/91*z + 1
*
[ 6/11 ] 
f(z) = 121/171*z^3 - 119/114*z + 1
*
[ 15/11 ] 
f(z) = 121/175*z^3 - 107/105*z + 1
*
[ 14/25 ] 
f(z) = 125/168*z^3 - 107/105*z + 1
*
[ 6/5 ] 
f(z) = 125/171*z^3 - 101/114*z + 1
*
[ -15/8 ] 
f(z) = 128/175*z^3 - 109/105*z + 1
*
[ 13/20 ] 
f(z) = 120/169*z^3 - 109/130*z + 1
*
-18/11 | 0.18496800469944934342218965543494807744 | 0.029960222396196469248972907101808861194
f(z) = 121/160*z^3 - 103/120*z + 1
*
[ 2/3 ] 
f(z) = 123/160*z^3 - 101/120*z + 1
*
[ 2/3 ] 
f(z) = 123/176*z^3 - 107/132*z + 1
*
[ 6/5 ] 
f(z) = 125/176*z^3 - 113/132*z + 1
*
[ 2/3 ] 
f(z) = 129/160*z^3 - 103/120*z + 1
*
[ 2/3 ] 
f(z) = 129/176*z^3 - 109/132*z + 1
*
[ -26/15 ] 
f(z) = 135/169*z^3 - 107/130*z + 1
*
[ -20/11 ] 
f(z) = 121/175*z^3 - 103/140*z + 1
*
[ 10/11 ] 
f(z) = 121/170*z^3 - 117/170*z + 1
*
[ 9/11 ] 
f(z) = 121/171*z^3 - 119/171*z + 1
*
[ 13/4 ] 
f(z) = 128/169*z^3 - 95/13*z + 1
*
[ -13/4 ] 
f(z) = 128/169*z^3 - 87/13*z + 1
*
12/11 | 0.16256545850571972797619280049555901371 | 0.025016682065554450547799184797321410494
f(z) = 121/160*z^3 - 83/20*z + 1
*
[ 26/11 ] 
f(z) = 121/169*z^3 - 89/26*z + 1
*
-14/5 | 0.14387385602050096908714308812552779938 | 0.021621664905351384200357933629311357670
f(z) = 125/168*z^3 - 97/21*z + 1
*
[ -14/5 ] 
f(z) = 125/168*z^3 - 94/21*z + 1
*
[ -13/6 ] 
f(z) = 132/169*z^3 - 86/39*z + 1
*
[ 3/2 ] 
f(z) = 136/171*z^3 - 83/57*z + 1
*
[ 18/11 ] 
f(z) = 121/168*z^3 - 97/63*z + 1
*
-9/5 | 0.17160546493229192381383690719949216198 | 0.025581889372162301231487248299180522692
f(z) = 125/162*z^3 - 91/90*z + 1
*
[ -13/7 ] 
f(z) = 126/169*z^3 - 94/91*z + 1
*
[ 13/21 ] 
f(z) = 126/169*z^3 - 82/91*z + 1
*
[ 13/15 ] 
f(z) = 125/169*z^3 - 83/117*z + 1
*
[ 13/12 ] 
f(z) = 126/169*z^3 - 83/104*z + 1
*
[ 13/12 ] 
f(z) = 128/169*z^3 - 95/117*z + 1
*
[ 3/4 ] 
f(z) = 136/171*z^3 - 89/114*z + 1
*
[ 26/25 ] 
f(z) = 125/169*z^3 - 99/130*z + 1
*
[ 6/7 ] 
f(z) = 133/162*z^3 - 97/126*z + 1
*
-3/11 | 0.12422849040348296944556653346079970891 | 0.018918027620757270508437441438493157044
f(z) = 121/162*z^3 - 79/18*z + 1
*
9/11 | 0.13233921866084581970963802585793705622 | 0.020398530243425378477907086265152116162
f(z) = 121/162*z^3 - 73/18*z + 1
*
[ -13/6 ] 
f(z) = 120/169*z^3 - 73/39*z + 1
*
4/11 | 0.15035029790200897577892666990325241101 | 0.023407211143458686550219947721256941247
f(z) = 121/160*z^3 - 77/20*z + 1
*
-26/11 | 0.13326296826296210024465219976186601781 | 0.020876138443205928254678242645687374723
f(z) = 121/168*z^3 - 74/21*z + 1
*
-2 | 0.078118753609500158461278867455455050110 | 0.012317448445389793685512466279451391964
f(z) = 121/168*z^3 - 71/21*z + 1
*
10/11 | 0.12959241927682910368891439768429098182 | 0.020722092526255448556815323799870293341
f(z) = 121/168*z^3 - 65/21*z + 1
*
[ -26/11 ] 
f(z) = 121/169*z^3 - 67/26*z + 1
*
2/5 | 0.090767529865110788948752294525852028993 | 0.014159914750605061767493016395109955766
f(z) = 125/168*z^3 - 76/21*z + 1
*
-2 | 0.077888910461570776746539162098911104961 | 0.012227648541404518079973103422410753710
f(z) = 125/168*z^3 - 73/21*z + 1
*
[ 13/6 ] 
f(z) = 126/169*z^3 - 77/26*z + 1
*
-2 | 0.077717282741949329770545401195663194173 | 0.012174700707170413378206975573463940046
f(z) = 127/168*z^3 - 74/21*z + 1
*
-2 | 0.077202488226691009353008988430474870977 | 0.012043741340643580458299011690056366564
f(z) = 131/168*z^3 - 76/21*z + 1
*
-2 | 0.074832947496528520174832680562853693578 | 0.011604005422150427697153042547131608399
f(z) = 137/168*z^3 - 79/21*z + 1
*
-2 | 0.074725886747433821026863103990633645755 | 0.011564846364313832691756082298275385099
f(z) = 139/168*z^3 - 80/21*z + 1
*
[ -2 ] 
f(z) = 123/160*z^3 - 63/40*z + 1
*
[ 3/2 ] 
f(z) = 124/171*z^3 - 74/57*z + 1
*
24/25 | 0.20683802007141938287412944108436582366 | 0.029474576275144819646833871601002905058
f(z) = 125/162*z^3 - 62/45*z + 1
*
[ 2/5 ] 
f(z) = 125/176*z^3 - 71/44*z + 1
*
[ -2 ] 
f(z) = 127/160*z^3 - 67/40*z + 1
*
[ -2 ] 
f(z) = 127/176*z^3 - 61/44*z + 1
*
[ 3/2 ] 
f(z) = 128/171*z^3 - 77/57*z + 1
*
[ -2 ] 
f(z) = 129/160*z^3 - 69/40*z + 1
*
[ -2 ] 
f(z) = 129/176*z^3 - 63/44*z + 1
*
[ -2 ] 
f(z) = 131/160*z^3 - 71/40*z + 1
*
[ -2 ] 
f(z) = 131/176*z^3 - 65/44*z + 1
*
[ -2 ] 
f(z) = 133/160*z^3 - 73/40*z + 1
*
[ -2 ] 
f(z) = 133/176*z^3 - 67/44*z + 1
*
[ -2 ] 
f(z) = 135/176*z^3 - 69/44*z + 1
*
[ -2 ] 
f(z) = 137/160*z^3 - 77/40*z + 1
*
[ -2 ] 
f(z) = 137/176*z^3 - 71/44*z + 1
*
[ -2 ] 
f(z) = 139/160*z^3 - 79/40*z + 1
*
[ -2 ] 
f(z) = 139/176*z^3 - 73/44*z + 1
*
[ 13/10 ] 
f(z) = 120/169*z^3 - 63/65*z + 1
*
21/22 | 0.14555898254578083912346558435149973443 | 0.022436200981899920311582318224314506629
f(z) = 121/162*z^3 - 73/72*z + 1
*
[ 4/3 ] 
f(z) = 123/160*z^3 - 67/60*z + 1
*
[ 13/25 ] 
f(z) = 125/169*z^3 - 73/65*z + 1
*
[ 4/3 ] 
f(z) = 129/160*z^3 - 71/60*z + 1
*
[ 5/4 ] 
f(z) = 136/175*z^3 - 71/70*z + 1
*
[ 12/11 ] 
f(z) = 121/168*z^3 - 65/84*z + 1
*
24/25 | 0.17079190540693962758117146198830862476 | 0.025502617888873777672675609768589277077
f(z) = 125/162*z^3 - 79/90*z + 1
*
[ 18/25 ] 
f(z) = 125/162*z^3 - 71/90*z + 1
*
[ 4/5 ] 
f(z) = 125/168*z^3 - 61/84*z + 1
*
[ 2/3 ] 
f(z) = 135/164*z^3 - 71/82*z + 1
*
[ 2/3 ] 
f(z) = 135/172*z^3 - 73/86*z + 1
*
[ 10/11 ] 
f(z) = 121/168*z^3 - 73/105*z + 1
*
[ 5/6 ] 
f(z) = 132/175*z^3 - 76/105*z + 1
*
12/11 | 0.12688128815842895903033248252115717201 | 0.020449690858531073849541806085724863403
f(z) = 121/162*z^3 - 55/18*z + 1
*
[ 3/11 ] 
f(z) = 121/162*z^3 - 49/18*z + 1
*
9/11 | 0.065442265025092718099533163861049739176 | 0.010983148801334631567822427782758551287
f(z) = 121/162*z^3 - 43/18*z + 1
*
-12/5 | 0.12210859183876835435499344532664182942 | 0.019460274577010951508412664718347907113
f(z) = 125/162*z^3 - 59/18*z + 1
*
[ 13/5 ] 
f(z) = 125/169*z^3 - 57/13*z + 1
*
[ -13/5 ] 
f(z) = 125/169*z^3 - 47/13*z + 1
*
20/11 | 0.067730099214140469857826912303648783852 | 0.011062503676425317947732480289297327906
f(z) = 121/160*z^3 - 57/20*z + 1
*
-4/11 | 0.11979401143586684193373725279988833134 | 0.020202750736854872211515997753666740100
f(z) = 121/160*z^3 - 47/20*z + 1
*
[ 20/11 ] 
f(z) = 121/160*z^3 - 41/20*z + 1
*
-2/11 | 0.15541293103635292139899837215173245543 | 0.025689219564202123597721752791778180418
f(z) = 121/168*z^3 - 53/21*z + 1
*
[ 2 ] 
f(z) = 121/168*z^3 - 50/21*z + 1
*
-18/11 | 0.10953234815854609989148509505025520426 | 0.018679951872548272106102818053492831643
f(z) = 121/168*z^3 - 44/21*z + 1
*
[ 5/11 ] 
f(z) = 121/175*z^3 - 47/35*z + 1
*
2/5 | 0.13631377821054573093172095403584898728 | 0.022395075278183467705072215185162108475
f(z) = 125/168*z^3 - 55/21*z + 1
*
[ 2 ] 
f(z) = 125/168*z^3 - 52/21*z + 1
*
[ -13/6 ] 
f(z) = 126/169*z^3 - 53/26*z + 1
*
[ 2 ] 
f(z) = 127/168*z^3 - 53/21*z + 1
*
[ 2 ] 
f(z) = 131/168*z^3 - 55/21*z + 1
*
[ 13/9 ] 
f(z) = 135/169*z^3 - 53/39*z + 1
*
[ 2 ] 
f(z) = 137/168*z^3 - 58/21*z + 1
*
[ 2 ] 
f(z) = 139/168*z^3 - 59/21*z + 1
*
[ 13/22 ] 
f(z) = 121/169*z^3 - 49/52*z + 1
*
[ -2 ] 
f(z) = 123/176*z^3 - 57/44*z + 1
*
[ 13/10 ] 
f(z) = 125/169*z^3 - 53/52*z + 1
*
[ 3/5 ] 
f(z) = 125/171*z^3 - 53/57*z + 1
*
[ -2 ] 
f(z) = 125/176*z^3 - 59/44*z + 1
*
[ 3/4 ] 
f(z) = 128/171*z^3 - 43/57*z + 1
*
[ 4/3 ] 
f(z) = 135/176*z^3 - 49/44*z + 1
*
[ 13/12 ] 
f(z) = 120/169*z^3 - 59/78*z + 1
*
-12/11 | 0.15731774099902519471764842773757166100 | 0.025481566473382959856103286324417468965
f(z) = 121/160*z^3 - 59/60*z + 1
*
[ 12/11 ] 
f(z) = 121/160*z^3 - 49/60*z + 1
*
[ 10/11 ] 
f(z) = 121/175*z^3 - 47/70*z + 1
*
[ 9/10 ] 
f(z) = 125/162*z^3 - 53/72*z + 1
*
[ 13/15 ] 
f(z) = 135/169*z^3 - 49/65*z + 1
*
-18/11 | 0.081379340188843326134265012697087496029 | 0.014011250641531236361512743864542883066
f(z) = 121/162*z^3 - 37/18*z + 1
*
-24/11 | 0.14569228419776859796128561370255646303 | 0.023282202538192897546184929673358255622
f(z) = 121/162*z^3 - 29/9*z + 1
*
[ 18/11 ] 
f(z) = 121/162*z^3 - 29/18*z + 1
*
[ 9/5 ] 
f(z) = 125/162*z^3 - 37/18*z + 1
*
-9/5 | 0.10858195050037827325796492869652285843 | 0.019513263058122426948990494315073971988
f(z) = 125/162*z^3 - 29/18*z + 1
*
-9/5 | 0.081379340188843326134265012697087496029 | 0.015260384682503113564858022232753898137
f(z) = 125/162*z^3 - 23/18*z + 1
*
[ 13/8 ] 
f(z) = 128/169*z^3 - 21/13*z + 1
*
[ 4/11 ] 
f(z) = 121/160*z^3 - 37/20*z + 1
*
-12/11 | 0.12545721926348407728540609964823497402 | 0.022499706676428033837441567943745288734
f(z) = 121/160*z^3 - 33/20*z + 1
*
[ 12/11 ] 
f(z) = 121/162*z^3 - 29/36*z + 1
*
-2/11 | 0.11238583930813548882937506641536909915 | 0.020267311629498875004059987368325731977
f(z) = 121/168*z^3 - 32/21*z + 1
*
-14/11 | 0.12094321190764098647650138890250708147 | 0.023191697372527685444136604867880177830
f(z) = 121/168*z^3 - 23/21*z + 1
*
[ 6/11 ] 
f(z) = 121/168*z^3 - 22/21*z + 1
*
[ 2/5 ] 
f(z) = 125/168*z^3 - 34/21*z + 1
*
[ -2 ] 
f(z) = 125/168*z^3 - 31/21*z + 1
*
[ -2 ] 
f(z) = 127/168*z^3 - 32/21*z + 1
*
[ 5/4 ] 
f(z) = 128/175*z^3 - 33/35*z + 1
*
[ 5/8 ] 
f(z) = 128/175*z^3 - 31/35*z + 1
*
[ -2 ] 
f(z) = 131/168*z^3 - 34/21*z + 1
*
[ -2 ] 
f(z) = 137/168*z^3 - 37/21*z + 1
*
[ -2 ] 
f(z) = 139/168*z^3 - 38/21*z + 1
*
[ 8/11 ] 
f(z) = 121/160*z^3 - 31/40*z + 1
*
[ 10/11 ] 
f(z) = 121/160*z^3 - 29/40*z + 1
*
[ 4/5 ] 
f(z) = 125/176*z^3 - 31/44*z + 1
*
[ 2/3 ] 
f(z) = 135/176*z^3 - 37/44*z + 1
*
[ 13/11 ] 
f(z) = 121/169*z^3 - 11/13*z + 1
*
[ -13/8 ]
f(z) = 128/169*z^3 - 5/13*z + 1
*
[ -20/11 ] 
f(z) = 121/160*z^3 - 19/20*z + 1
*
[ 14/11 ] 
f(z) = 121/168*z^3 - 20/21*z + 1
*
[ 6/5 ] 
f(z) = 125/168*z^3 - 19/21*z + 1
*
[ 13/16 ] 
f(z) = 128/169*z^3 - 19/26*z + 1
*
[ -1 ]
f(z) = 122/161*z^3 + 200/161*z + 1
*
[ 36/5 ] 
f(z) = 125/192*z^3 - 296/9*z + 1
*
[ 12 ] 
f(z) = 127/192*z^3 - 283/3*z + 1
*
[ 12 ] 
f(z) = 131/192*z^3 - 292/3*z + 1
*
[ -12 ] 
f(z) = 133/192*z^3 - 296/3*z + 1
*
[ -15/4 ] 
f(z) = 128/189*z^3 - 289/35*z + 1
*
[ 16/5 ] 
f(z) = 125/192*z^3 - 287/48*z + 1
*
[ 30/11 ] 
f(z) = 121/189*z^3 - 289/70*z + 1
*
[ -3 ] 
f(z) = 125/198*z^3 - 287/66*z + 1
*
[ -3 ] 
f(z) = 127/198*z^3 - 293/66*z + 1
*
[ -14/5 ] 
f(z) = 135/196*z^3 - 283/70*z + 1
*
-2 | 0.086324480431441311231840284468460865358 | 0.013588779550315639665982412892101040585
f(z) = 121/180*z^3 - 287/90*z + 1
*
-2 | 0.10063607490822140019474900713403631541 | 0.015824342477404095911777053824721661857
f(z) = 121/188*z^3 - 289/94*z + 1
*
-2 | 0.10127936863738047098785848756611196442 | 0.015908244524007696103987419802111920247
f(z) = 121/196*z^3 - 291/98*z + 1
*
-2 | 0.10066791573139737941037775705961895942 | 0.015795208628324384362637182611534581552
f(z) = 123/188*z^3 - 293/94*z + 1
*
-2 | 0.10133738237895839259434335621988187552 | 0.015883297192627329118336314164885400865
f(z) = 123/196*z^3 - 295/98*z + 1
*
-2 | 0.10068724716571554824916537361341213734 | 0.015764701684666129065318999522927576707
f(z) = 125/188*z^3 - 297/94*z + 1
*
-2 | 0.10138514070006535931398822626162067937 | 0.015857308451814650991277205835230468264
f(z) = 125/196*z^3 - 299/98*z + 1
*
-2 | 0.086260337247297867024999655569204183163 | 0.013491688875143779382325171181134899719
f(z) = 127/180*z^3 - 299/90*z + 1
*
93/44 | 0.23885960203924442600115512955215875463 | 0.026714240186668950221491384475192405539
f(z) = 121/189*z^3 - 283/112*z + 1
*
[ -12/5 ] 
f(z) = 125/198*z^3 - 293/132*z + 1
*
-42/25 | 0.26250781542646708868623037371102594517 | 0.029245492237611674425884544074860929958
f(z) = 125/189*z^3 - 293/140*z + 1
*
[ 12/35 ] 
f(z) = 125/192*z^3 - 293/147*z + 1
*
7/5 | 0.22522875449312921828798093819956913439 | 0.029587334258966932407002849047940621081
f(z) = 135/196*z^3 - 289/140*z + 1
*
21/32 | 0.17912373679516880261612504181086683684 | 0.022860305684649213046467791103196489767
f(z) = 128/189*z^3 - 281/168*z + 1
*
[ -21/10 ] 
f(z) = 136/189*z^3 - 297/175*z + 1
*
-4/11 | 0.14383248211427812877812739261656706435 | 0.025383277686451598194098408090167487785
f(z) = 121/182*z^3 - 289/182*z + 1
*
[ 19/11 ] 
f(z) = 121/190*z^3 - 281/190*z + 1
*
-7/5 | 0.15450962970854596584317733908264761157 | 0.027136792870104503775635486125376835734
f(z) = 125/182*z^3 - 297/182*z + 1
*
[ 2/5 ] 
f(z) = 125/182*z^3 - 293/182*z + 1
*
[ 2/5 ] 
f(z) = 125/186*z^3 - 299/186*z + 1
*
[ -2 ] 
f(z) = 139/182*z^3 - 283/182*z + 1
*
[ 18/11 ] 
f(z) = 121/184*z^3 - 284/207*z + 1
*
[ 42/25 ] 
f(z) = 125/196*z^3 - 293/210*z + 1
*
[ 3/2 ] 
f(z) = 121/180*z^3 - 283/240*z + 1
*
16/25 | 0.080327954038417998113438876320921239332 | 0.011389640037891696471125719952343446685
f(z) = 125/192*z^3 - 289/240*z + 1
*
6/5 | 0.16785477521848335750536829208783007707 | 0.023895111982220080440358493361925635862
f(z) = 125/192*z^3 - 281/240*z + 1
*
[ 3/2 ] 
f(z) = 125/198*z^3 - 287/264*z + 1
*
[ 3/2 ] 
f(z) = 127/198*z^3 - 293/264*z + 1
*
[ 6/11 ] 
f(z) = 121/188*z^3 - 289/282*z + 1
*
[ 4/7 ] 
f(z) = 121/192*z^3 - 281/294*z + 1
*
[ 6/11 ] 
f(z) = 121/196*z^3 - 299/294*z + 1
*
[ 4/7 ] 
f(z) = 125/192*z^3 - 283/294*z + 1
*
[ 4/7 ] 
f(z) = 137/192*z^3 - 289/294*z + 1
*
[ -12 ] 
f(z) = 121/192*z^3 - 269/3*z + 1
*
[ 60/11 ] 
f(z) = 121/192*z^3 - 269/15*z + 1
*
[ -12 ] 
f(z) = 125/192*z^3 - 278/3*z + 1
*
[ -21/4 ] 
f(z) = 136/189*z^3 - 261/14*z + 1
*
[ 12/55 ] 
f(z) = 121/192*z^3 - 271/75*z + 1
*
[ 12/5 ] 
f(z) = 139/192*z^3 - 269/75*z + 1
*
[ 12/5 ] 
f(z) = 125/189*z^3 - 271/84*z + 1
*
-21/10 | 0.10633479839021609190140298675563212111 | 0.013673064399707439978826238236355212590
f(z) = 125/189*z^3 - 265/84*z + 1
*
[ 8/25 ] 
f(z) = 125/192*z^3 - 263/120*z + 1
*
[ -9/4 ] 
f(z) = 136/189*z^3 - 277/126*z + 1
*
[ 28/15 ] 
f(z) = 135/196*z^3 - 271/140*z + 1
*
[ 5/3 ] 
f(z) = 126/185*z^3 - 276/185*z + 1
*
[ 13/8 ] 
f(z) = 128/195*z^3 - 263/195*z + 1
*
[ -2 ] 
f(z) = 135/182*z^3 - 267/182*z + 1
*
[ -2 ] 
f(z) = 137/182*z^3 - 275/182*z + 1
*
[ -2 ] 
f(z) = 137/186*z^3 - 269/186*z + 1
*
[ -2 ] 
f(z) = 137/190*z^3 - 263/190*z + 1
*
[ -2 ] 
f(z) = 139/186*z^3 - 277/186*z + 1
*
[ -2 ] 
f(z) = 139/190*z^3 - 271/190*z + 1
*
[ -2 ] 
f(z) = 139/194*z^3 - 265/194*z + 1
*
[ 4/3 ] 
f(z) = 129/184*z^3 - 275/276*z + 1
*
[ -15/8 ] 
f(z) = 136/189*z^3 - 279/280*z + 1
*
[ 46/11 ] 
f(z) = 121/184*z^3 - 247/23*z + 1
*
[ 3/25 ] 
f(z) = 125/189*z^3 - 257/35*z + 1
*
4 | 0.27675650608954355242976344597683982956 | 0.028698225740170668109712747864653640024
f(z) = 133/192*z^3 - 241/21*z + 1
*
[ -16/5 ] 
f(z) = 125/192*z^3 - 257/48*z + 1
*
[ 21/8 ] 
f(z) = 136/189*z^3 - 243/56*z + 1
*
124/55 | 0.29114379069102092516817964095444559092 | 0.029966287217079119236152171008931762064
f(z) = 121/192*z^3 - 259/75*z + 1
*
[ 12/5 ] 
f(z) = 127/192*z^3 - 242/75*z + 1
*
[ 12/5 ] 
f(z) = 131/192*z^3 - 251/75*z + 1
*
[ 2/9 ] 
f(z) = 135/184*z^3 - 244/69*z + 1
*
[ 7/3 ] 
f(z) = 129/196*z^3 - 253/84*z + 1
*
[ 7/22 ] 
f(z) = 121/196*z^3 - 247/112*z + 1
*
6/5 | 0.21987359815163941549672997634535829757 | 0.024858763378703206222819894078354692985
f(z) = 125/189*z^3 - 257/140*z + 1
*
[ 12/7 ] 
f(z) = 137/192*z^3 - 247/147*z + 1
*
[ -21/10 ] 
f(z) = 124/189*z^3 - 248/175*z + 1
*
[ 5/11 ] 
f(z) = 121/180*z^3 - 241/180*z + 1
*
[ -23/11 ] 
f(z) = 121/184*z^3 - 257/184*z + 1
*
[ 5/11 ] 
f(z) = 121/185*z^3 - 247/185*z + 1
*
[ 5/11 ] 
f(z) = 121/190*z^3 - 253/190*z + 1
*
[ 8/5 ] 
f(z) = 125/184*z^3 - 251/184*z + 1
*
[ -2 ] 
f(z) = 129/182*z^3 - 243/182*z + 1
*
[ -2 ] 
f(z) = 131/182*z^3 - 251/182*z + 1
*
[ -2 ] 
f(z) = 131/186*z^3 - 245/186*z + 1
*
[ -2 ] 
f(z) = 133/186*z^3 - 253/186*z + 1
*
[ -2 ] 
f(z) = 133/194*z^3 - 241/194*z + 1
*
[ -2 ] 
f(z) = 135/194*z^3 - 249/194*z + 1
*
[ 3/2 ] 
f(z) = 136/183*z^3 - 245/183*z + 1
*
[ 3/2 ] 
f(z) = 136/195*z^3 - 241/195*z + 1
*
[ -2 ] 
f(z) = 137/194*z^3 - 257/194*z + 1
*
[ -2 ] 
f(z) = 137/198*z^3 - 251/198*z + 1
*
[ -2 ] 
f(z) = 139/198*z^3 - 259/198*z + 1
*
[ 4/3 ] 
f(z) = 123/184*z^3 - 259/276*z + 1
*
[ -46/11 ] 
f(z) = 121/184*z^3 - 236/23*z + 1
*
-75/22 | 0.25691975013031957490173394889176588956 | 0.029460615603030052689844106792310490316
f(z) = 121/189*z^3 - 227/28*z + 1
*
[ 21/5 ] 
f(z) = 125/189*z^3 - 229/21*z + 1
*
18/11 | 0.14671708404082370888477297958240060000 | 0.023980835755240015011826265391222499015
f(z) = 121/180*z^3 - 227/90*z + 1
*
[ 7/3 ] 
f(z) = 123/196*z^3 - 239/84*z + 1
*
[ 2 ] 
f(z) = 133/180*z^3 - 221/90*z + 1
*
[ 2 ] 
f(z) = 135/188*z^3 - 223/94*z + 1
*
[ 2 ] 
f(z) = 135/196*z^3 - 221/98*z + 1
*
[ 2 ] 
f(z) = 137/180*z^3 - 229/90*z + 1
*
[ 2 ] 
f(z) = 137/188*z^3 - 227/94*z + 1
*
[ 2 ] 
f(z) = 137/196*z^3 - 225/98*z + 1
*
[ 2 ] 
f(z) = 139/180*z^3 - 233/90*z + 1
*
[ 2 ] 
f(z) = 139/188*z^3 - 231/94*z + 1
*
[ 2 ] 
f(z) = 139/196*z^3 - 229/98*z + 1
*
42/25 | 0.12955465828529042507256924070578322343 | 0.017057018099126900875386804234587486413
f(z) = 125/189*z^3 - 221/105*z + 1
*
-93/50 | 0.19942200872127842696077105090373008404 | 0.022867432880273378512756674362485978875
f(z) = 125/189*z^3 - 227/140*z + 1
*
-69/40 | 0.21486284146197488143903135910644392980 | 0.024528649373756720561951404772203069672
f(z) = 128/189*z^3 - 236/175*z + 1
*
[ 1/2 ] 
f(z) = 120/191*z^3 - 221/191*z + 1
*
[ 1/2 ] 
f(z) = 120/193*z^3 - 223/193*z + 1
*
[ 1/2 ] 
f(z) = 120/197*z^3 - 227/197*z + 1
*
[ 1/2 ] 
f(z) = 120/199*z^3 - 229/199*z + 1
*
-13/11 | 0.15560583370652921290812732240458295853 | 0.028730234329333279337971117109669450296
f(z) = 121/182*z^3 - 225/182*z + 1
*
[ 1/2 ] 
f(z) = 124/191*z^3 - 222/191*z + 1
*
[ 1/2 ] 
f(z) = 124/193*z^3 - 224/193*z + 1
*
[ 1/2 ] 
f(z) = 124/195*z^3 - 226/195*z + 1
*
[ 1/2 ] 
f(z) = 124/197*z^3 - 228/197*z + 1
*
[ 1/2 ] 
f(z) = 124/199*z^3 - 230/199*z + 1
*
[ -2 ] 
f(z) = 125/182*z^3 - 227/182*z + 1
*
[ -2 ] 
f(z) = 125/186*z^3 - 221/186*z + 1
*
[ -2 ] 
f(z) = 127/182*z^3 - 235/182*z + 1
*
[ -2 ] 
f(z) = 127/186*z^3 - 229/186*z + 1
*
[ -2 ] 
f(z) = 127/190*z^3 - 223/190*z + 1
*
[ 3/2 ] 
f(z) = 128/183*z^3 - 227/183*z + 1
*
[ 1/2 ] 
f(z) = 128/189*z^3 - 221/189*z + 1
*
[ 1/2 ] 
f(z) = 128/191*z^3 - 223/191*z + 1
*
[ 1/2 ] 
f(z) = 128/193*z^3 - 225/193*z + 1
*
[ 1/2 ] 
f(z) = 128/195*z^3 - 227/195*z + 1
*
[ 3/2 ] 
f(z) = 128/195*z^3 - 223/195*z + 1
*
[ 1/2 ] 
f(z) = 128/197*z^3 - 229/197*z + 1
*
[ 1/2 ] 
f(z) = 128/199*z^3 - 231/199*z + 1
*
[ -2 ] 
f(z) = 129/190*z^3 - 231/190*z + 1
*
[ -2 ] 
f(z) = 129/194*z^3 - 225/194*z + 1
*
[ 6/13 ] 
f(z) = 130/189*z^3 - 239/182*z + 1
*
[ -2 ] 
f(z) = 131/190*z^3 - 239/190*z + 1
*
[ -2 ] 
f(z) = 131/194*z^3 - 233/194*z + 1
*
[ -2 ] 
f(z) = 131/198*z^3 - 227/198*z + 1
*
[ 1/2 ] 
f(z) = 132/191*z^3 - 224/191*z + 1
*
[ 1/2 ] 
f(z) = 132/193*z^3 - 226/193*z + 1
*
[ 1/2 ] 
f(z) = 132/197*z^3 - 230/197*z + 1
*
[ 1/2 ] 
f(z) = 132/199*z^3 - 232/199*z + 1
*
[ -2 ] 
f(z) = 133/198*z^3 - 235/198*z + 1
*
[ 1/2 ] 
f(z) = 136/189*z^3 - 223/189*z + 1
*
[ 1/2 ] 
f(z) = 136/191*z^3 - 225/191*z + 1
*
[ 1/2 ] 
f(z) = 136/193*z^3 - 227/193*z + 1
*
[ 1/2 ] 
f(z) = 136/195*z^3 - 229/195*z + 1
*
[ 1/2 ] 
f(z) = 136/197*z^3 - 231/197*z + 1
*
[ 1/2 ] 
f(z) = 136/199*z^3 - 233/199*z + 1
*
[ 8/15 ] 
f(z) = 125/192*z^3 - 229/216*z + 1
*
[ 2/3 ] 
f(z) = 123/188*z^3 - 223/282*z + 1
*
[ 2/3 ] 
f(z) = 123/196*z^3 - 229/294*z + 1
*
[ 6/5 ] 
f(z) = 125/188*z^3 - 223/282*z + 1
*
[ 6/5 ] 
f(z) = 125/196*z^3 - 221/294*z + 1
*
[ 2/3 ] 
f(z) = 129/188*z^3 - 227/282*z + 1
*
[ 2/3 ] 
f(z) = 129/196*z^3 - 233/294*z + 1
*
-20/19 | 0.26816919974149468457805770749603730140 | 0.027332486479554248624002584705751128188
f(z) = 133/192*z^3 - 233/285*z + 1
*
[ -12/5 ] 
f(z) = 137/192*z^3 - 202/75*z + 1
*
[ 2 ] 
f(z) = 125/188*z^3 - 203/94*z + 1
*
[ 2 ] 
f(z) = 125/196*z^3 - 201/98*z + 1
*
[ 2 ] 
f(z) = 127/180*z^3 - 209/90*z + 1
*
[ 2 ] 
f(z) = 127/188*z^3 - 207/94*z + 1
*
[ 2 ] 
f(z) = 127/196*z^3 - 205/98*z + 1
*
[ 2 ] 
f(z) = 129/188*z^3 - 211/94*z + 1
*
[ 2 ] 
f(z) = 129/196*z^3 - 209/98*z + 1
*
[ 2 ] 
f(z) = 131/180*z^3 - 217/90*z + 1
*
[ 2 ] 
f(z) = 131/188*z^3 - 215/94*z + 1
*
[ 2 ] 
f(z) = 131/196*z^3 - 213/98*z + 1
*
[ 2 ] 
f(z) = 133/188*z^3 - 219/94*z + 1
*
[ 46/25 ] 
f(z) = 125/184*z^3 - 212/115*z + 1
*
[ -24/11 ] 
f(z) = 121/180*z^3 - 209/120*z + 1
*
[ 12/7 ] 
f(z) = 121/192*z^3 - 211/147*z + 1
*
[ 12/7 ] 
f(z) = 125/192*z^3 - 220/147*z + 1
*
[ -33/16 ] 
f(z) = 128/189*z^3 - 215/154*z + 1
*
[ 1/2 ] 
f(z) = 120/181*z^3 - 211/181*z + 1
*
[ 1/2 ] 
f(z) = 120/187*z^3 - 217/187*z + 1
*
[ -2 ] 
f(z) = 121/182*z^3 - 211/182*z + 1
*
[ -2 ] 
f(z) = 121/186*z^3 - 205/186*z + 1
*
[ -2 ] 
f(z) = 123/182*z^3 - 219/182*z + 1
*
[ -2 ] 
f(z) = 123/190*z^3 - 207/190*z + 1
*
[ -2 ] 
f(z) = 123/194*z^3 - 201/194*z + 1
*
[ 1/2 ] 
f(z) = 124/181*z^3 - 212/181*z + 1
*
[ 3/2 ] 
f(z) = 124/183*z^3 - 218/183*z + 1
*
[ 1/2 ] 
f(z) = 124/183*z^3 - 214/183*z + 1
*
[ 1/2 ] 
f(z) = 124/185*z^3 - 216/185*z + 1
*
[ 1/2 ] 
f(z) = 124/187*z^3 - 218/187*z + 1
*
[ 1/2 ] 
f(z) = 124/189*z^3 - 220/189*z + 1
*
[ 3/2 ] 
f(z) = 124/195*z^3 - 214/195*z + 1
*
[ -2 ] 
f(z) = 125/194*z^3 - 209/194*z + 1
*
[ -2 ] 
f(z) = 125/198*z^3 - 203/198*z + 1
*
[ -2 ] 
f(z) = 127/194*z^3 - 217/194*z + 1
*
[ -2 ] 
f(z) = 127/198*z^3 - 211/198*z + 1
*
[ 1/2 ] 
f(z) = 128/181*z^3 - 213/181*z + 1
*
[ 1/2 ] 
f(z) = 128/183*z^3 - 215/183*z + 1
*
[ 1/2 ] 
f(z) = 128/185*z^3 - 217/185*z + 1
*
[ 1/2 ] 
f(z) = 128/187*z^3 - 219/187*z + 1
*
-13/8 | 0.14580982078493033879223247344859833282 | 0.027079571823286806512542536529328799652
f(z) = 128/195*z^3 - 218/195*z + 1
*
[ 1/2 ] 
f(z) = 132/181*z^3 - 214/181*z + 1
*
[ 1/2 ] 
f(z) = 132/185*z^3 - 218/185*z + 1
*
[ 1/2 ] 
f(z) = 136/181*z^3 - 215/181*z + 1
*
[ 1/2 ] 
f(z) = 136/183*z^3 - 217/183*z + 1
*
[ 1/2 ] 
f(z) = 136/185*z^3 - 219/185*z + 1
*
[ 46/33 ] 
f(z) = 121/184*z^3 - 206/207*z + 1
*
[ -48/25 ] 
f(z) = 125/192*z^3 - 211/240*z + 1
*
[ 14/3 ] 
f(z) = 135/196*z^3 - 199/14*z + 1
*
[ -14/3 ] 
f(z) = 135/196*z^3 - 193/14*z + 1
*
[ 4/33 ] 
f(z) = 121/192*z^3 - 196/27*z + 1
*
12/25 | 0.24833022354456599512909753768071599154 | 0.028384036695075404768062885233796467607
f(z) = 125/192*z^3 - 197/30*z + 1
*
-28/11 | 0.25237364896033635204878240243445238460 | 0.028846198463936494030189368609441510168
f(z) = 121/192*z^3 - 197/42*z + 1
*
-39/16 | 0.12069729095656942963408348290930929058 | 0.016135077567491906068372526100922214966
f(z) = 128/189*z^3 - 197/42*z + 1
*
3/4 | 0.17167768694434543472649591587784149087 | 0.020133550436021470999069728601971721934
f(z) = 128/189*z^3 - 187/56*z + 1
*
[ 9/4 ] 
f(z) = 128/189*z^3 - 181/63*z + 1
*
[ -12/5 ] 
f(z) = 133/192*z^3 - 193/75*z + 1
*
[ 2 ] 
f(z) = 121/188*z^3 - 195/94*z + 1
*
[ 2 ] 
f(z) = 121/196*z^3 - 193/98*z + 1
*
[ 2 ] 
f(z) = 123/188*z^3 - 199/94*z + 1
*
[ 2 ] 
f(z) = 123/196*z^3 - 197/98*z + 1
*
-48/25 | 0.22886462086290934583852264998883733989 | 0.029660986008195591323243914641063858761
f(z) = 125/192*z^3 - 187/80*z + 1
*
[ -7/3 ] 
f(z) = 129/196*z^3 - 181/84*z + 1
*
[ 3/8 ] 
f(z) = 124/189*z^3 - 197/112*z + 1
*
[ 2/5 ] 
f(z) = 135/184*z^3 - 186/115*z + 1
*
[ 14/33 ] 
f(z) = 121/196*z^3 - 185/126*z + 1
*
-8/5 | 0.077058270970524300883223062228169981172 | 0.010466112129581288858658336108632404692
f(z) = 125/192*z^3 - 197/120*z + 1
*
[ 18/11 ] 
f(z) = 121/192*z^3 - 187/144*z + 1
*
[ 7/15 ] 
f(z) = 135/196*z^3 - 181/140*z + 1
*
[ 21/40 ] 
f(z) = 128/189*z^3 - 191/175*z + 1
*
[ 6/11 ] 
f(z) = 121/186*z^3 - 191/186*z + 1
*
[ -2 ] 
f(z) = 121/190*z^3 - 199/190*z + 1
*
[ -2 ] 
f(z) = 121/194*z^3 - 193/194*z + 1
*
[ 7/5 ] 
f(z) = 125/182*z^3 - 193/182*z + 1
*
[ 7/5 ] 
f(z) = 125/189*z^3 - 191/189*z + 1
*
[ 11/8 ] 
f(z) = 128/187*z^3 - 191/187*z + 1
*
[ 4/3 ] 
f(z) = 135/188*z^3 - 193/188*z + 1
*
[ 4/3 ] 
f(z) = 135/196*z^3 - 191/196*z + 1
*
[ 15/22 ] 
f(z) = 121/180*z^3 - 187/240*z + 1
*
[ 16/25 ] 
f(z) = 125/192*z^3 - 199/240*z + 1
*
[ 12/11 ] 
f(z) = 121/184*z^3 - 193/276*z + 1
*
[ 21/20 ] 
f(z) = 130/189*z^3 - 199/280*z + 1
*
76/25 | 0.20946699206443381866364286702400177327 | 0.024302856920935935750535485749592751225
f(z) = 125/192*z^3 - 173/30*z + 1
*
-2/11 | 0.098546454849718622596389766650335609996 | 0.015123317203725665513216396028518934600
f(z) = 121/192*z^3 - 169/48*z + 1
*
2/5 | 0.12844216364065826177050031879869560286 | 0.019640718007586275086643992402676251266
f(z) = 125/192*z^3 - 173/48*z + 1
*
36/25 | 0.25563025840735207544674152016138895709 | 0.027555637665487975127384653711744182747
f(z) = 125/192*z^3 - 167/45*z + 1
*
12/19 | 0.26736180859293198324283202858627362469 | 0.028895753282522802935976958037783863259
f(z) = 133/192*z^3 - 163/57*z + 1
*
-2 | 0.080634408174792830302214616667612242216 | 0.012467248644304250457481373424034452020
f(z) = 137/192*z^3 - 161/48*z + 1
*
-2 | 0.080563998361653283953262158096847480237 | 0.012432630299335460136826741921866916631
f(z) = 139/192*z^3 - 163/48*z + 1
*
24/11 | 0.17007450358514471203123881860703525946 | 0.027358095529884847816339231579092290303
f(z) = 121/180*z^3 - 167/60*z + 1
*
[ 3/11 ] 
f(z) = 121/180*z^3 - 163/60*z + 1
*
18/11 | 0.093247661291863623706446462121782247768 | 0.016046360156217517059981854389439378139
f(z) = 121/180*z^3 - 167/90*z + 1
*
[ 4/11 ] 
f(z) = 121/184*z^3 - 169/92*z + 1
*
[ -7/3 ] 
f(z) = 123/196*z^3 - 167/84*z + 1
*
[ 18/11 ] 
f(z) = 121/189*z^3 - 167/126*z + 1
*
[ 12/25 ] 
f(z) = 125/189*z^3 - 173/140*z + 1
*
-8/7 | 0.19006807992175290774281737409150552864 | 0.026278873607412105255231044360678953265
f(z) = 133/192*z^3 - 173/168*z + 1
*
[ -36/19 ] 
f(z) = 133/192*z^3 - 164/171*z + 1
*
[ 3/5 ] 
f(z) = 136/189*z^3 - 162/175*z + 1
*
[ 3/5 ] 
f(z) = 139/189*z^3 - 163/175*z + 1
*
[ 15/11 ] 
f(z) = 121/195*z^3 - 173/195*z + 1
*
[ 3/5 ] 
f(z) = 125/183*z^3 - 167/183*z + 1
*
[ 3/5 ] 
f(z) = 125/186*z^3 - 169/186*z + 1
*
[ 3/5 ] 
f(z) = 125/192*z^3 - 173/192*z + 1
*
[ 5/4 ] 
f(z) = 128/185*z^3 - 163/185*z + 1
*
[ 5/8 ] 
f(z) = 128/185*z^3 - 161/185*z + 1
*
[ 5/8 ] 
f(z) = 128/195*z^3 - 167/195*z + 1
*
[ 5/4 ] 
f(z) = 128/195*z^3 - 161/195*z + 1
*
[ 2/3 ] 
f(z) = 121/184*z^3 - 164/207*z + 1
*
[ 2/3 ] 
f(z) = 125/184*z^3 - 166/207*z + 1
*
[ 2/3 ] 
f(z) = 127/184*z^3 - 167/207*z + 1
*
[ 6/5 ] 
f(z) = 130/189*z^3 - 173/210*z + 1
*
[ 2/3 ] 
f(z) = 131/184*z^3 - 169/207*z + 1
*
[ 2/3 ] 
f(z) = 133/184*z^3 - 170/207*z + 1
*
[ 2/3 ] 
f(z) = 137/184*z^3 - 172/207*z + 1
*
[ 2/3 ] 
f(z) = 139/184*z^3 - 173/207*z + 1
*
[ 9/10 ] 
f(z) = 125/189*z^3 - 163/252*z + 1
*
[ -28/15 ] 
f(z) = 125/196*z^3 - 173/252*z + 1
*
21/25 | 0.19623979210024574018431159127177766731 | 0.023761637034799513697338568742295620833
f(z) = 125/189*z^3 - 143/35*z + 1
*
-4/25 | 0.18483832334683843685693784861371574217 | 0.021929946877987630683563387442590309969
f(z) = 125/192*z^3 - 143/30*z + 1
*
[ 4/15 ] 
f(z) = 125/192*z^3 - 151/54*z + 1
*
-2 | 0.080705823043191139052673923424166136367 | 0.012629543588106272713635795860851454513
f(z) = 125/192*z^3 - 149/48*z + 1
*
-2 | 0.080728657428186739193702012810209103951 | 0.012606812216562141083861075947139813334
f(z) = 127/192*z^3 - 151/48*z + 1
*
-2 | 0.080735960808461168142867667329299082142 | 0.012556684795381322569794336274712041032
f(z) = 131/192*z^3 - 155/48*z + 1
*
-2 | 0.080717439075058357543526013429350411632 | 0.012528822015758990249912579633058584158
f(z) = 133/192*z^3 - 157/48*z + 1
*
108/55 | 0.27325136355078654178532606369167659292 | 0.029778390589602494588666163006104416137
f(z) = 121/192*z^3 - 151/75*z + 1
*
-42/25 | 0.23763445457388406385384831913266065805 | 0.028409062831196833846433746554161740486
f(z) = 125/189*z^3 - 159/70*z + 1
*
14/11 | 0.10426523462104114475819117887381084836 | 0.018434474113202012118862963006047917337
f(z) = 121/180*z^3 - 143/90*z + 1
*
[ 21/11 ] 
f(z) = 121/196*z^3 - 149/84*z + 1
*
[ 2/5 ] 
f(z) = 125/188*z^3 - 151/94*z + 1
*
-21/10 | 0.13493312143745118707115044712200596561 | 0.018602560473613197965727140211886004420
f(z) = 125/189*z^3 - 157/84*z + 1
*
[ 2/5 ] 
f(z) = 125/196*z^3 - 157/98*z + 1
*
[ -2 ] 
f(z) = 139/180*z^3 - 143/90*z + 1
*
-3/20 | 0.24306188484662064289277309412980070576 | 0.029238358312014349771370394881612600464
f(z) = 125/189*z^3 - 151/112*z + 1
*
-42/25 | 0.10811299994915172677173948390795576301 | 0.013090830539724285964296541481367037016
f(z) = 125/189*z^3 - 143/140*z + 1
*
[ 4/7 ] 
f(z) = 127/192*z^3 - 142/147*z + 1
*
[ 4/7 ] 
f(z) = 131/192*z^3 - 143/147*z + 1
*
[ 7/5 ] 
f(z) = 135/196*z^3 - 149/140*z + 1
*
[ 4/7 ] 
f(z) = 139/192*z^3 - 145/147*z + 1
*
[ 3/5 ] 
f(z) = 124/189*z^3 - 158/175*z + 1
*
[ 3/5 ] 
f(z) = 127/189*z^3 - 159/175*z + 1
*
[ 14/11 ] 
f(z) = 121/182*z^3 - 157/182*z + 1
*
[ 7/11 ] 
f(z) = 121/182*z^3 - 153/182*z + 1
*
[ 13/11 ] 
f(z) = 121/182*z^3 - 141/182*z + 1
*
[ 7/11 ] 
f(z) = 121/189*z^3 - 157/189*z + 1
*
[ 6/5 ] 
f(z) = 125/186*z^3 - 149/186*z + 1
*
[ -15/8 ] 
f(z) = 128/195*z^3 - 151/195*z + 1
*
[ 2/3 ] 
f(z) = 135/182*z^3 - 151/182*z + 1
*
[ 2/3 ] 
f(z) = 135/194*z^3 - 157/194*z + 1
*
[ 28/25 ] 
f(z) = 125/192*z^3 - 149/210*z + 1
*
[ 6/7 ] 
f(z) = 133/180*z^3 - 149/210*z + 1
*
[ 10/11 ] 
f(z) = 121/192*z^3 - 149/240*z + 1
*
[ 28/33 ] 
f(z) = 121/196*z^3 - 157/252*z + 1
*
[ 21/4 ] 
f(z) = 128/189*z^3 - 125/7*z + 1
*
[ 30/11 ] 
f(z) = 121/180*z^3 - 131/30*z + 1
*
-12/5 | 0.22084406743251423968374324158274767928 | 0.027237726863647107310439725052125583040
f(z) = 125/189*z^3 - 123/28*z + 1
*
[ 3 ] 
f(z) = 136/189*z^3 - 122/21*z + 1
*
[ 3 ] 
f(z) = 139/189*z^3 - 125/21*z + 1
*
-2/11 | 0.12017264429190911190044855389455263318 | 0.019438853737085605301702268213435051132
f(z) = 121/192*z^3 - 121/48*z + 1
*
6/5 | 0.17477743316665341007502469260703099191 | 0.027845684315740190738008576389095095851
f(z) = 125/192*z^3 - 133/48*z + 1
*
4/7 | 0.21771914536036916428634954871664370333 | 0.026250041271478444360346897499785171425
f(z) = 133/192*z^3 - 125/42*z + 1
*
-24/11 | 0.11036160597236037359539541089042691996 | 0.018570643059948066177041205701690422177
f(z) = 121/180*z^3 - 127/60*z + 1
*
-42/25 | 0.20037282789900126003267397562452319318 | 0.024345718258909469029025688952115911728
f(z) = 125/189*z^3 - 139/70*z + 1
*
[ -9/4 ] 
f(z) = 128/189*z^3 - 125/63*z + 1
*
[ 18/11 ] 
f(z) = 121/180*z^3 - 127/90*z + 1
*
[ -21/10 ] 
f(z) = 125/189*z^3 - 121/84*z + 1
*
[ -2 ] 
f(z) = 131/180*z^3 - 127/90*z + 1
*
[ -2 ] 
f(z) = 131/188*z^3 - 121/94*z + 1
*
[ -2 ] 
f(z) = 133/180*z^3 - 131/90*z + 1
*
[ -2 ] 
f(z) = 133/188*z^3 - 125/94*z + 1
*
[ -2 ] 
f(z) = 135/188*z^3 - 129/94*z + 1
*
[ -2 ] 
f(z) = 135/196*z^3 - 123/98*z + 1
*
[ -2 ] 
f(z) = 137/180*z^3 - 139/90*z + 1
*
[ -2 ] 
f(z) = 137/188*z^3 - 133/94*z + 1
*
[ -2 ] 
f(z) = 137/196*z^3 - 127/98*z + 1
*
[ -2 ] 
f(z) = 139/188*z^3 - 137/94*z + 1
*
[ -2 ] 
f(z) = 139/196*z^3 - 131/98*z + 1
*
[ 9/16 ] 
f(z) = 128/189*z^3 - 125/126*z + 1
*
[ -28/15 ] 
f(z) = 135/196*z^3 - 121/140*z + 1
*
[ 14/11 ] 
f(z) = 121/184*z^3 - 137/161*z + 1
*
[ 21/32 ] 
f(z) = 128/189*z^3 - 137/168*z + 1
*
[ 3/4 ] 
f(z) = 130/189*z^3 - 121/168*z + 1
*
[ 8/7 ] 
f(z) = 133/192*z^3 - 131/168*z + 1
*
[ 8/11 ] 
f(z) = 121/184*z^3 - 133/184*z + 1
*
[ 4/5 ] 
f(z) = 125/188*z^3 - 127/188*z + 1
*
[ 4/5 ] 
f(z) = 125/196*z^3 - 129/196*z + 1
*
[ 3/4 ] 
f(z) = 128/183*z^3 - 133/183*z + 1
*
[ 7/8 ] 
f(z) = 128/189*z^3 - 125/189*z + 1
*
[ 3/4 ] 
f(z) = 128/195*z^3 - 137/195*z + 1
*
[ 21/26 ] 
f(z) = 130/189*z^3 - 125/182*z + 1
*
[ 15/16 ] 
f(z) = 128/189*z^3 - 139/210*z + 1
*
[ -42/11 ] 
f(z) = 121/189*z^3 - 113/14*z + 1
*
[ 36/11 ] 
f(z) = 121/192*z^3 - 109/18*z + 1
*
4/11 | 0.14513829878229035685276010197809953517 | 0.017833402260448783022998485627785810572
f(z) = 121/192*z^3 - 107/6*z + 1
*
4/25 | 0.22143952202817179927233190719514886439 | 0.025020761931430473735901764025818132924
f(z) = 125/192*z^3 - 109/15*z + 1
*
[ -30/11 ] 
f(z) = 121/180*z^3 - 109/30*z + 1
*
[ 2/11 ] 
f(z) = 121/184*z^3 - 104/23*z + 1
*
51/22 | 0.17685434734921312721582304898269770554 | 0.021994705664731391514961155842008154955
f(z) = 121/189*z^3 - 115/28*z + 1
*
[ 3 ] 
f(z) = 121/189*z^3 - 107/21*z + 1
*
21/11 | 0.12489523762536667143812927325291644651 | 0.018666594196501266421235925338516588245
f(z) = 121/196*z^3 - 115/28*z + 1
*
[ 3 ] 
f(z) = 124/189*z^3 - 110/21*z + 1
*
-12/5 | 0.23006203832474949944758488898108127767 | 0.028550723498887515375238975281701829249
f(z) = 125/189*z^3 - 117/35*z + 1
*
-4/25 | 0.23166314939410207163403855126639367220 | 0.028275314430543946246967198159121094677
f(z) = 125/192*z^3 - 113/30*z + 1
*
28/25 | 0.18328922204483154344223826994627296136 | 0.022521074410781490780445860982640090823
f(z) = 125/192*z^3 - 107/30*z + 1
*
[ 3 ] 
f(z) = 127/189*z^3 - 113/21*z + 1
*
[ 3 ] 
f(z) = 130/189*z^3 - 116/21*z + 1
*
[ -3 ] 
f(z) = 131/189*z^3 - 103/21*z + 1
*
[ -3 ] 
f(z) = 134/189*z^3 - 106/21*z + 1
*
[ -3 ] 
f(z) = 137/189*z^3 - 109/21*z + 1
*
[ -28/11 ] 
f(z) = 121/192*z^3 - 113/42*z + 1
*
[ 2 ] 
f(z) = 125/192*z^3 - 101/48*z + 1
*
[ 2 ] 
f(z) = 127/192*z^3 - 103/48*z + 1
*
-3/16 | 0.15056757454369821459337927490115556350 | 0.021743827081154411434245960361383615149
f(z) = 128/189*z^3 - 113/42*z + 1
*
[ 2 ] 
f(z) = 131/192*z^3 - 107/48*z + 1
*
[ 2 ] 
f(z) = 133/192*z^3 - 109/48*z + 1
*
[ 2 ] 
f(z) = 137/192*z^3 - 113/48*z + 1
*
[ 2 ] 
f(z) = 139/192*z^3 - 115/48*z + 1
*
[ 9/5 ] 
f(z) = 125/189*z^3 - 107/63*z + 1
*
6/5 | 0.16647415222837276922412490254542417583 | 0.028488557688236936179236107550457960441
f(z) = 125/198*z^3 - 115/66*z + 1
*
[ -21/10 ] 
f(z) = 130/189*z^3 - 109/70*z + 1
*
[ -2 ] 
f(z) = 121/180*z^3 - 107/90*z + 1
*
[ -2 ] 
f(z) = 121/188*z^3 - 101/94*z + 1
*
[ -2 ] 
f(z) = 123/188*z^3 - 105/94*z + 1
*
[ -2 ] 
f(z) = 125/188*z^3 - 109/94*z + 1
*
[ -2 ] 
f(z) = 125/196*z^3 - 103/98*z + 1
*
[ -2 ] 
f(z) = 127/180*z^3 - 119/90*z + 1
*
[ -2 ] 
f(z) = 127/188*z^3 - 113/94*z + 1
*
[ -2 ] 
f(z) = 127/196*z^3 - 107/98*z + 1
*
[ -2 ] 
f(z) = 129/188*z^3 - 117/94*z + 1
*
[ -2 ] 
f(z) = 129/196*z^3 - 111/98*z + 1
*
[ 3/2 ] 
f(z) = 131/189*z^3 - 103/84*z + 1
*
[ -2 ] 
f(z) = 131/196*z^3 - 115/98*z + 1
*
[ 3/2 ] 
f(z) = 137/189*z^3 - 109/84*z + 1
*
[ 21/17 ] 
f(z) = 136/189*z^3 - 108/119*z + 1
*
[ 20/33 ] 
f(z) = 121/192*z^3 - 119/135*z + 1
*
[ 15/22 ] 
f(z) = 121/189*z^3 - 107/140*z + 1
*
-42/25 | 0.20574864502211885981457232949313305896 | 0.024977136550317970920542491877484842074
f(z) = 125/189*z^3 - 103/140*z + 1
*
[ 4/5 ] 
f(z) = 127/192*z^3 - 101/150*z + 1
*
[ 4/5 ] 
f(z) = 131/192*z^3 - 103/150*z + 1
*
[ 4/5 ] 
f(z) = 139/192*z^3 - 107/150*z + 1
*
[ 10/11 ] 
f(z) = 121/190*z^3 - 119/190*z + 1
*
-3/8 | 0.22095447530821537763525038738238132152 | 0.028073582636614499660083776478429231504
f(z) = 128/189*z^3 - 97/14*z + 1
*
-24/11 | 0.22869909846210742604569797719000213008 | 0.029057583154354375004093346276575018853
f(z) = 121/189*z^3 - 97/28*z + 1
*
-3/11 | 0.10314363548841528111597530155456678475 | 0.015351009607876287225963167929507720613
f(z) = 121/189*z^3 - 92/21*z + 1
*
[ 28/11 ] 
f(z) = 121/196*z^3 - 95/28*z + 1
*
[ -3 ] 
f(z) = 122/189*z^3 - 94/21*z + 1
*
6/5 | 0.18745777285750459305454983104826953811 | 0.023756025992907553753077552519627567928
f(z) = 125/189*z^3 - 99/28*z + 1
*
[ -3 ] 
f(z) = 125/189*z^3 - 97/21*z + 1
*
21/25 | 0.12756131307201739501238036461606827508 | 0.016534886066879151093989578520941065475
f(z) = 125/189*z^3 - 83/35*z + 1
*
-4/25 | 0.21231168428497500299602605416625845085 | 0.026927468330054608690776862574836120568
f(z) = 125/192*z^3 - 83/30*z + 1
*
[ -3 ] 
f(z) = 128/189*z^3 - 100/21*z + 1
*
[ 21/8 ] 
f(z) = 128/189*z^3 - 85/21*z + 1
*
[ 7/3 ] 
f(z) = 135/196*z^3 - 89/28*z + 1
*
-2 | 0.099754012509168591519423028201174879861 | 0.015408664926235960163044887774839143438
f(z) = 139/184*z^3 - 81/23*z + 1
*
[ -24/11 ] 
f(z) = 121/189*z^3 - 89/56*z + 1
*
[ 3/8 ] 
f(z) = 136/189*z^3 - 99/56*z + 1
*
-3/11 | 0.13010386566090226292465607313757144929 | 0.023580421636995931216026431297679317243
f(z) = 121/180*z^3 - 83/60*z + 1
*
[ -2 ] 
f(z) = 121/196*z^3 - 95/98*z + 1
*
[ -2 ] 
f(z) = 123/196*z^3 - 99/98*z + 1
*
[ 3/2 ] 
f(z) = 125/189*z^3 - 97/84*z + 1
*
[ 4/3 ] 
f(z) = 135/184*z^3 - 97/92*z + 1
*
[ 15/11 ] 
f(z) = 121/189*z^3 - 97/105*z + 1
*
[ -46/25 ] 
f(z) = 125/184*z^3 - 87/115*z + 1
*
-28/25 | 0.23603825498101241570526686522456557079 | 0.026783439052520399955738170453240905280
f(z) = 125/192*z^3 - 97/105*z + 1
*
[ 7/10 ] 
f(z) = 125/196*z^3 - 83/112*z + 1
*
[ -15/8 ] 
f(z) = 128/189*z^3 - 89/105*z + 1
*
[ 3/4 ] 
f(z) = 131/189*z^3 - 81/112*z + 1
*
[ 7/6 ] 
f(z) = 135/196*z^3 - 89/112*z + 1
*
[ 3/4 ] 
f(z) = 137/189*z^3 - 83/112*z + 1
*
[ 28/25 ] 
f(z) = 125/196*z^3 - 97/140*z + 1
*
[ -21/5 ] 
f(z) = 125/189*z^3 - 73/7*z + 1
*
[ 4/25 ] 
f(z) = 125/192*z^3 - 79/15*z + 1
*
4/5 | 0.19562024697420624493805133143722441639 | 0.023042295106448869375750854415081609250
f(z) = 125/192*z^3 - 76/15*z + 1
*
[ 14/5 ] 
f(z) = 125/196*z^3 - 61/14*z + 1
*
3/4 | 0.12747196483969005013381450417573431162 | 0.016802924599649954599814930225123892410
f(z) = 128/189*z^3 - 73/14*z + 1
*
-21/8 | 0.20499719397082791767937622558819779046 | 0.027331029678636626897299972024221260912
f(z) = 128/189*z^3 - 67/14*z + 1
*
[ 4 ] 
f(z) = 131/192*z^3 - 61/6*z + 1
*
[ -4 ] 
f(z) = 137/192*z^3 - 61/6*z + 1
*
[ 4 ] 
f(z) = 139/192*z^3 - 65/6*z + 1
*
-2 | 0.10027713099155200640413551698279704362 | 0.015776499761266359423740191593737884109
f(z) = 121/184*z^3 - 72/23*z + 1
*
[ 28/11 ] 
f(z) = 121/192*z^3 - 73/21*z + 1
*
[ -28/11 ] 
f(z) = 121/196*z^3 - 73/28*z + 1
*
-2 | 0.10029254425916889925065538487971843828 | 0.015744757183751253692527860722395000389
f(z) = 123/184*z^3 - 73/23*z + 1
*
-2 | 0.10029372957438013709770760413858717320 | 0.015711384872117794621858762141531849713
f(z) = 125/184*z^3 - 74/23*z + 1
*
-3/5 | 0.071049640576945570926719418752618084799 | 0.0095715904284151641397921683543534640164
f(z) = 125/189*z^3 - 62/35*z + 1
*
-52/25 | 0.11743783252375287758985681816335877697 | 0.015037737511295492258009307555312757644
f(z) = 125/192*z^3 - 77/30*z + 1
*
-2 | 0.10027953385907799542322381321102693606 | 0.015676197686074076769885672043120749199
f(z) = 127/184*z^3 - 75/23*z + 1
*
[ 15/8 ] 
f(z) = 128/189*z^3 - 67/35*z + 1
*
-2 | 0.10024851229423667911584319445575302850 | 0.015638966820744188265865165555976912691
f(z) = 129/184*z^3 - 76/23*z + 1
*
-2 | 0.10019883957122304988962597806789000134 | 0.015599406365671208597050584435406613469
f(z) = 131/184*z^3 - 77/23*z + 1
*
-2 | 0.10012817840368321578610650657591505587 | 0.015557153371643534127595274631033723561
f(z) = 133/184*z^3 - 78/23*z + 1
*
-2 | 0.10003347774727777182669197360241367709 | 0.015511737236192976343494771735417905034
f(z) = 135/184*z^3 - 79/23*z + 1
*
[ -7/3 ] 
f(z) = 135/196*z^3 - 65/28*z + 1
*
-2 | 0.099910648718242262093802390354255122637 | 0.015462530494829894189195532861714629636
f(z) = 137/184*z^3 - 80/23*z + 1
*
-16/11 | 0.12836162260900335442907603450980430228 | 0.022301489164333138680897594018813274941
f(z) = 121/192*z^3 - 79/48*z + 1
*
[ 2/5 ] 
f(z) = 125/192*z^3 - 77/48*z + 1
*
[ -2 ] 
f(z) = 133/192*z^3 - 61/48*z + 1
*
[ -2 ] 
f(z) = 137/192*z^3 - 65/48*z + 1
*
[ -2 ] 
f(z) = 139/192*z^3 - 67/48*z + 1
*
-15/11 | 0.13200413828154740675142686435523075386 | 0.024890920014979639740682849845772566172
f(z) = 121/180*z^3 - 67/60*z + 1
*
[ 6/11 ] 
f(z) = 121/184*z^3 - 71/69*z + 1
*
[ 14/25 ] 
f(z) = 125/196*z^3 - 69/70*z + 1
*
[ -21/11 ] 
f(z) = 121/196*z^3 - 61/84*z + 1
*
[ 4/5 ] 
f(z) = 125/184*z^3 - 63/92*z + 1
*
[ 2/3 ] 
f(z) = 135/188*z^3 - 77/94*z + 1
*
[ 2/3 ] 
f(z) = 135/196*z^3 - 79/98*z + 1
*
[ 10/11 ] 
f(z) = 121/184*z^3 - 74/115*z + 1
*
[ 3/4 ] 
f(z) = 125/189*z^3 - 79/112*z + 1
*
[ 24/25 ] 
f(z) = 125/192*z^3 - 77/120*z + 1
*
[ 14/15 ] 
f(z) = 125/196*z^3 - 79/126*z + 1
*
[ -4 ] 
f(z) = 121/192*z^3 - 53/6*z + 1
*
[ -36/11 ] 
f(z) = 121/192*z^3 - 49/9*z + 1
*
-12/5 | 0.21707851373707665450355038707047004483 | 0.026355928891497458151178343974483737004
f(z) = 125/192*z^3 - 59/15*z + 1
*
[ -4 ] 
f(z) = 125/192*z^3 - 55/6*z + 1
*
36/25 | 0.19010012753218942610836809766966105962 | 0.023612859463898355058246210412285564431
f(z) = 125/192*z^3 - 49/15*z + 1
*
[ -14/5 ] 
f(z) = 125/196*z^3 - 51/14*z + 1
*
[ 4 ] 
f(z) = 127/192*z^3 - 59/6*z + 1
*
21/16 | 0.076522341259232991006611075795671962133 | 0.010477962408430274353915434812509380169
f(z) = 128/189*z^3 - 55/14*z + 1
*
-21/8 | 0.20687703677476497046837433533805635918 | 0.028950110052636834126774340925992592799
f(z) = 128/189*z^3 - 47/14*z + 1
*
[ -4 ] 
f(z) = 133/192*z^3 - 59/6*z + 1
*
[ 3 ] 
f(z) = 137/189*z^3 - 41/7*z + 1
*
[ 2 ] 
f(z) = 121/184*z^3 - 49/23*z + 1
*
[ 24/11 ] 
f(z) = 121/192*z^3 - 59/24*z + 1
*
[ 20/11 ] 
f(z) = 121/192*z^3 - 49/30*z + 1
*
[ 2 ] 
f(z) = 123/184*z^3 - 50/23*z + 1
*
[ 2 ] 
f(z) = 125/184*z^3 - 51/23*z + 1
*
-42/25 | 0.12544962410452486062787806281610017205 | 0.017555261233956947336951187956769240801
f(z) = 125/189*z^3 - 47/35*z + 1
*
44/25 | 0.16396750871970451551617972657852187710 | 0.022050416266482953705959637959911845071
f(z) = 125/192*z^3 - 53/30*z + 1
*
-8/5 | 0.15403374040751984737045500197121824925 | 0.025795844252062649976382789433208395823
f(z) = 125/192*z^3 - 49/24*z + 1
*
[ 2 ] 
f(z) = 127/184*z^3 - 52/23*z + 1
*
[ 2 ] 
f(z) = 129/184*z^3 - 53/23*z + 1
*
[ 2 ] 
f(z) = 131/184*z^3 - 54/23*z + 1
*
[ 2 ] 
f(z) = 133/184*z^3 - 55/23*z + 1
*
[ 2 ] 
f(z) = 135/184*z^3 - 56/23*z + 1
*
[ 2 ] 
f(z) = 137/184*z^3 - 57/23*z + 1
*
[ 2 ] 
f(z) = 139/184*z^3 - 58/23*z + 1
*
[ 6/11 ] 
f(z) = 121/189*z^3 - 43/42*z + 1
*
[ 4/3 ] 
f(z) = 121/192*z^3 - 47/54*z + 1
*
[ 3/2 ] 
f(z) = 122/189*z^3 - 47/42*z + 1
*
[ 4/3 ] 
f(z) = 125/192*z^3 - 49/54*z + 1
*
[ 36/25 ] 
f(z) = 125/192*z^3 - 47/45*z + 1
*
[ -2 ] 
f(z) = 127/192*z^3 - 55/48*z + 1
*
15/16 | 0.16914078756843277472539117924166181981 | 0.027424456475846487714191401619806237593
f(z) = 128/189*z^3 - 53/42*z + 1
*
[ -2 ] 
f(z) = 131/192*z^3 - 59/48*z + 1
*
[ 4/3 ] 
f(z) = 133/192*z^3 - 53/54*z + 1
*
[ 12/19 ] 
f(z) = 133/192*z^3 - 49/57*z + 1
*
[ 4/7 ] 
f(z) = 133/192*z^3 - 41/42*z + 1
*
[ 3/2 ] 
f(z) = 134/189*z^3 - 53/42*z + 1
*
[ 3/4 ] 
f(z) = 134/189*z^3 - 41/56*z + 1
*
[ 14/9 ] 
f(z) = 135/196*z^3 - 55/42*z + 1
*
[ 4/3 ] 
f(z) = 137/192*z^3 - 55/54*z + 1
*
[ 15/11 ] 
f(z) = 121/180*z^3 - 59/60*z + 1
*
[ 9/11 ] 
f(z) = 121/189*z^3 - 41/63*z + 1
*
[ 4/5 ] 
f(z) = 121/192*z^3 - 49/75*z + 1
*
[ 2/3 ] 
f(z) = 123/184*z^3 - 55/69*z + 1
*
[ 6/5 ] 
f(z) = 125/184*z^3 - 56/69*z + 1
*
[ 3/5 ] 
f(z) = 125/198*z^3 - 59/66*z + 1
*
[ 6/5 ] 
f(z) = 125/198*z^3 - 49/66*z + 1
*
[ 9/8 ] 
f(z) = 128/189*z^3 - 47/63*z + 1
*
[ 2/3 ] 
f(z) = 129/184*z^3 - 56/69*z + 1
*
[ 4/5 ] 
f(z) = 133/192*z^3 - 52/75*z + 1
*
[ 14/15 ] 
f(z) = 135/196*z^3 - 47/70*z + 1
*
[ 4/5 ] 
f(z) = 137/192*z^3 - 53/75*z + 1
*
[ 10/11 ] 
f(z) = 121/180*z^3 - 59/90*z + 1
*
[ 21/22 ] 
f(z) = 121/189*z^3 - 53/84*z + 1
*
[ 3/4 ] 
f(z) = 124/189*z^3 - 59/84*z + 1
*
[ 7/9 ] 
f(z) = 135/196*z^3 - 59/84*z + 1
*
-20/11 | 0.21364313203773232029170757905312385335 | 0.027402549202280502341351804655185392625
f(z) = 121/192*z^3 - 38/15*z + 1
*
[ 4 ] 
f(z) = 121/192*z^3 - 28/3*z + 1
*
[ 3 ] 
f(z) = 122/189*z^3 - 36/7*z + 1
*
[ -3 ] 
f(z) = 124/189*z^3 - 32/7*z + 1
*
[ 3 ] 
f(z) = 125/189*z^3 - 37/7*z + 1
*
-44/25 | 0.16643519991922149269449416486069989186 | 0.021656463790749996369373392950658927407
f(z) = 125/192*z^3 - 34/15*z + 1
*
[ 4 ] 
f(z) = 125/192*z^3 - 29/3*z + 1
*
[ -3 ] 
f(z) = 127/189*z^3 - 33/7*z + 1
*
[ -4 ] 
f(z) = 127/192*z^3 - 28/3*z + 1
*
15/8 | 0.10829392793426273036819058113468328639 | 0.016091643228704233890566742956561463701
f(z) = 128/189*z^3 - 31/14*z + 1
*
[ -21/8 ] 
f(z) = 128/189*z^3 - 23/7*z + 1
*
[ -3 ] 
f(z) = 130/189*z^3 - 34/7*z + 1
*
[ 3 ] 
f(z) = 131/189*z^3 - 39/7*z + 1
*
[ -4 ] 
f(z) = 131/192*z^3 - 29/3*z + 1
*
[ 4 ] 
f(z) = 133/192*z^3 - 31/3*z + 1
*
[ 3 ] 
f(z) = 134/189*z^3 - 40/7*z + 1
*
[ -3 ] 
f(z) = 136/189*z^3 - 36/7*z + 1
*
[ 4 ] 
f(z) = 137/192*z^3 - 32/3*z + 1
*
[ -3 ] 
f(z) = 139/189*z^3 - 37/7*z + 1
*
[ -4 ] 
f(z) = 139/192*z^3 - 31/3*z + 1
*
[ 6/11 ] 
f(z) = 121/180*z^3 - 31/30*z + 1
*
[ -2 ] 
f(z) = 121/184*z^3 - 26/23*z + 1
*
15/11 | 0.16914013542907905536114433224253919079 | 0.029867793713619320608676110715124473816
f(z) = 121/189*z^3 - 32/21*z + 1
*
[ -24/11 ] 
f(z) = 121/192*z^3 - 37/24*z + 1
*
[ 7/11 ] 
f(z) = 121/196*z^3 - 23/28*z + 1
*
[ -2 ] 
f(z) = 123/184*z^3 - 27/23*z + 1
*
[ 2/5 ] 
f(z) = 125/184*z^3 - 37/23*z + 1
*
[ -2 ] 
f(z) = 125/184*z^3 - 28/23*z + 1
*
6/5 | 0.12544962410452486062787806281610017205 | 0.018093461719985518924364090925918652839
f(z) = 125/189*z^3 - 38/35*z + 1
*
[ 21/25 ] 
f(z) = 125/189*z^3 - 23/35*z + 1
*
[ 12/25 ] 
f(z) = 125/192*z^3 - 37/30*z + 1
*
[ 8/5 ] 
f(z) = 125/192*z^3 - 31/24*z + 1
*
[ 7/5 ] 
f(z) = 125/196*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 127/184*z^3 - 29/23*z + 1
*
[ 3/2 ] 
f(z) = 127/189*z^3 - 33/28*z + 1
*
[ 4/3 ] 
f(z) = 127/192*z^3 - 25/27*z + 1
*
[ 3/8 ] 
f(z) = 128/189*z^3 - 37/21*z + 1
*
[ 3/2 ] 
f(z) = 128/189*z^3 - 25/21*z + 1
*
[ -2 ] 
f(z) = 129/184*z^3 - 30/23*z + 1
*
[ 3/5 ] 
f(z) = 130/189*z^3 - 32/35*z + 1
*
[ -2 ] 
f(z) = 131/184*z^3 - 31/23*z + 1
*
[ 4/3 ] 
f(z) = 131/192*z^3 - 26/27*z + 1
*
[ -2 ] 
f(z) = 133/184*z^3 - 32/23*z + 1
*
[ 12/7 ] 
f(z) = 133/192*z^3 - 34/21*z + 1
*
[ -2 ] 
f(z) = 135/184*z^3 - 33/23*z + 1
*
[ -2 ] 
f(z) = 137/184*z^3 - 34/23*z + 1
*
[ -2 ] 
f(z) = 139/184*z^3 - 35/23*z + 1
*
[ 3/2 ] 
f(z) = 139/189*z^3 - 37/28*z + 1
*
[ 4/3 ] 
f(z) = 139/192*z^3 - 28/27*z + 1
*
[ 3/4 ] 
f(z) = 122/189*z^3 - 39/56*z + 1
*
[ 6/5 ] 
f(z) = 125/192*z^3 - 37/48*z + 1
*
[ 3/4 ] 
f(z) = 136/189*z^3 - 31/42*z + 1
*
20/11 | 0.15440440163415729550651893371095329570 | 0.024512723564366978310414069090843753194
f(z) = 121/192*z^3 - 17/6*z + 1
*
[ 4/11 ] 
f(z) = 121/192*z^3 - 11/6*z + 1
*
12/11 | 0.13494783175397419851887071035513353315 | 0.020885010661791550687631045421900850281
f(z) = 121/192*z^3 - 10/3*z + 1
*
-4/11 | 0.15419080369398722562475437385276600149 | 0.025257334331205700474330636756861916790
f(z) = 121/192*z^3 - 7/3*z + 1
*
-12/11 | 0.15403270679109895764827380476848368179 | 0.029297735117489899184030256817791679437
f(z) = 121/192*z^3 - 5/6*z + 1
*
[ 12/11 ] 
f(z) = 121/192*z^3 - 2/3*z + 1
*
[ 14/11 ] 
f(z) = 121/196*z^3 - 11/14*z + 1
*
[ 3/2 ] 
f(z) = 124/189*z^3 - 8/7*z + 1
*
[ 6/5 ] 
f(z) = 125/189*z^3 - 11/14*z + 1
*
[ 12/5 ] 
f(z) = 125/192*z^3 - 19/6*z + 1
*
4/25 | 0.16642957075299949963529019867458559865 | 0.023429821890099283768786077874506123221
f(z) = 125/192*z^3 - 19/15*z + 1
*
4/5 | 0.14151959842261313022259383294888216212 | 0.020818011018822831207569122543711470610
f(z) = 125/192*z^3 - 14/3*z + 1
*
-12/25 | 0.20952475223206784918427040560928189938 | 0.027061983043723321322508727283352383565
f(z) = 125/192*z^3 - 12/5*z + 1
*
-12/5 | 0.11782301400848023561802740633257426332 | 0.017969650277688945712903076691662853885
f(z) = 125/192*z^3 - 11/3*z + 1
*
[ -12/5 ] 
f(z) = 125/192*z^3 - 7/3*z + 1
*
[ 4/5 ] 
f(z) = 125/192*z^3 - 2/3*z + 1
*
[ 3/4 ] 
f(z) = 128/189*z^3 - 5/7*z + 1
*
[ 3/2 ] 
f(z) = 130/189*z^3 - 17/14*z + 1
*
[ 3/2 ] 
f(z) = 136/189*z^3 - 9/7*z + 1
*
[ -21/11 ] 
f(z) = 121/189*z^3 - 17/21*z + 1
*
[ 8/11 ] 
f(z) = 121/192*z^3 - 17/24*z + 1
*
[ 3/5 ] 
f(z) = 125/189*z^3 - 19/21*z + 1
*
[ 2/3 ] 
f(z) = 135/184*z^3 - 19/23*z + 1
*
[ -12/11 ]
f(z) = 121/192*z^3 + 7/6*z + 1
*
[ -14/11 ]
f(z) = 121/196*z^3 + 11/14*z + 1
*
[ -1 ]
f(z) = 122/181*z^3 + 240/181*z + 1
*
[ 10 ] 
f(z) = 121/200*z^3 - 298/5*z + 1
*
[ -10 ] 
f(z) = 121/200*z^3 - 297/5*z + 1
*
[ 50/11 ] 
f(z) = 121/200*z^3 - 293/25*z + 1
*
[ -50/11 ] 
f(z) = 121/200*z^3 - 282/25*z + 1
*
[ 40/11 ] 
f(z) = 121/200*z^3 - 291/40*z + 1
*
[ 10/3 ] 
f(z) = 127/200*z^3 - 286/45*z + 1
*
[ 10/3 ] 
f(z) = 131/200*z^3 - 296/45*z + 1
*
[ -10/3 ] 
f(z) = 137/200*z^3 - 284/45*z + 1
*
[ -10/3 ] 
f(z) = 139/200*z^3 - 289/45*z + 1
*
[ -3 ] 
f(z) = 125/207*z^3 - 283/69*z + 1
*
[ -3 ] 
f(z) = 127/207*z^3 - 289/69*z + 1
*
[ -3 ] 
f(z) = 128/207*z^3 - 292/69*z + 1
*
[ -3 ] 
f(z) = 130/207*z^3 - 298/69*z + 1
*
-2 | 0.081499437328127872837807512077175087949 | 0.012787595792919856691849066380359290335
f(z) = 121/204*z^3 - 293/102*z + 1
*
-2 | 0.10234335098136483038959157515189438516 | 0.016040969493839158031071838856665541932
f(z) = 121/212*z^3 - 295/106*z + 1
*
-2 | 0.10243837449174967945344297298633153707 | 0.016022041202504632471023093731282154273
f(z) = 123/212*z^3 - 299/106*z + 1
*
[ 12/5 ] 
f(z) = 131/216*z^3 - 291/100*z + 1
*
[ 54/25 ] 
f(z) = 125/216*z^3 - 292/135*z + 1
*
5/3 | 0.19456558597172118095619878540890757552 | 0.026766780008637877362360346444798390712
f(z) = 129/200*z^3 - 287/120*z + 1
*
-69/50 | 0.22574251279642653530694812198124251018 | 0.025247214914957092799491137327729198024
f(z) = 125/216*z^3 - 283/160*z + 1
*
[ 12/7 ] 
f(z) = 139/216*z^3 - 289/196*z + 1
*
-15/11 | 0.16245967657747226195109495733728065264 | 0.028813312766766630805660224450890185455
f(z) = 121/210*z^3 - 281/210*z + 1
*
[ 5/11 ] 
f(z) = 121/215*z^3 - 283/215*z + 1
*
[ 7/4 ] 
f(z) = 128/217*z^3 - 299/217*z + 1
*
[ 3/2 ] 
f(z) = 125/207*z^3 - 283/276*z + 1
*
[ -52/25 ] 
f(z) = 125/208*z^3 - 291/260*z + 1
*
[ 3/2 ] 
f(z) = 127/207*z^3 - 289/276*z + 1
*
[ -42/5 ] 
f(z) = 125/216*z^3 - 278/7*z + 1
*
[ 10/3 ] 
f(z) = 121/200*z^3 - 271/45*z + 1
*
[ -40/11 ] 
f(z) = 121/200*z^3 - 269/40*z + 1
*
[ -10/3 ] 
f(z) = 131/200*z^3 - 269/45*z + 1
*
[ -10/3 ] 
f(z) = 133/200*z^3 - 274/45*z + 1
*
[ -3 ] 
f(z) = 121/207*z^3 - 271/69*z + 1
*
[ -3 ] 
f(z) = 122/207*z^3 - 274/69*z + 1
*
[ -3 ] 
f(z) = 124/207*z^3 - 280/69*z + 1
*
5/3 | 0.20450846589209927741015254048158397488 | 0.028272582611848703522828673331832550753
f(z) = 123/200*z^3 - 277/120*z + 1
*
-5/3 | 0.20877897128927951803880384192341871658 | 0.029071405462673241616271058523687959619
f(z) = 129/200*z^3 - 263/120*z + 1
*
[ 21/11 ] 
f(z) = 121/216*z^3 - 263/168*z + 1
*
[ 5/11 ] 
f(z) = 121/205*z^3 - 271/205*z + 1
*
[ 5/11 ] 
f(z) = 121/210*z^3 - 277/210*z + 1
*
[ 5/3 ] 
f(z) = 126/205*z^3 - 268/205*z + 1
*
[ 5/3 ] 
f(z) = 126/215*z^3 - 264/215*z + 1
*
[ 18/11 ] 
f(z) = 121/200*z^3 - 277/225*z + 1
*
[ 10/7 ] 
f(z) = 137/200*z^3 - 269/245*z + 1
*
[ 10/7 ] 
f(z) = 139/200*z^3 - 274/245*z + 1
*
[ 3/2 ] 
f(z) = 121/207*z^3 - 271/276*z + 1
*
-10/33 | 0.18106088655099769953973283571293461316 | 0.019583237544700465677297013124102784017
f(z) = 121/200*z^3 - 259/45*z + 1
*
[ -10/3 ] 
f(z) = 121/200*z^3 - 244/45*z + 1
*
[ -10/3 ] 
f(z) = 127/200*z^3 - 259/45*z + 1
*
6/19 | 0.29150128549597106718390106782235773560 | 0.029862458519587853650192805968827275379
f(z) = 133/216*z^3 - 241/57*z + 1
*
-5/3 | 0.18881188527047960153263556592556282414 | 0.026433774003803253717674848899550101822
f(z) = 123/200*z^3 - 253/120*z + 1
*
[ 12/7 ] 
f(z) = 121/216*z^3 - 241/196*z + 1
*
[ 12/7 ] 
f(z) = 127/216*z^3 - 257/196*z + 1
*
[ 1/2 ] 
f(z) = 120/211*z^3 - 241/211*z + 1
*
[ 1/2 ] 
f(z) = 120/217*z^3 - 247/217*z + 1
*
[ 1/2 ] 
f(z) = 124/211*z^3 - 242/211*z + 1
*
[ 1/2 ] 
f(z) = 124/213*z^3 - 244/213*z + 1
*
[ 1/2 ] 
f(z) = 124/215*z^3 - 246/215*z + 1
*
[ 1/2 ] 
f(z) = 124/219*z^3 - 250/219*z + 1
*
[ 1/2 ] 
f(z) = 128/209*z^3 - 241/209*z + 1
*
[ 1/2 ] 
f(z) = 128/211*z^3 - 243/211*z + 1
*
[ 1/2 ] 
f(z) = 128/213*z^3 - 245/213*z + 1
*
[ 1/2 ] 
f(z) = 128/215*z^3 - 247/215*z + 1
*
[ 1/2 ] 
f(z) = 128/217*z^3 - 249/217*z + 1
*
[ 1/2 ] 
f(z) = 128/219*z^3 - 251/219*z + 1
*
[ 1/2 ] 
f(z) = 132/211*z^3 - 244/211*z + 1
*
[ 1/2 ] 
f(z) = 132/215*z^3 - 248/215*z + 1
*
[ 1/2 ] 
f(z) = 132/217*z^3 - 250/217*z + 1
*
[ 1/2 ] 
f(z) = 136/207*z^3 - 241/207*z + 1
*
[ 1/2 ] 
f(z) = 136/209*z^3 - 243/209*z + 1
*
[ 1/2 ] 
f(z) = 136/211*z^3 - 245/211*z + 1
*
[ 1/2 ] 
f(z) = 136/213*z^3 - 247/213*z + 1
*
[ 1/2 ] 
f(z) = 136/215*z^3 - 249/215*z + 1
*
[ 1/2 ] 
f(z) = 136/217*z^3 - 251/217*z + 1
*
[ 1/2 ] 
f(z) = 136/219*z^3 - 253/219*z + 1
*
[ -2 ] 
f(z) = 137/202*z^3 - 245/202*z + 1
*
[ -2 ] 
f(z) = 139/202*z^3 - 253/202*z + 1
*
[ -2 ] 
f(z) = 139/206*z^3 - 247/206*z + 1
*
[ -2 ] 
f(z) = 139/210*z^3 - 241/210*z + 1
*
[ -21/10 ] 
f(z) = 125/216*z^3 - 241/224*z + 1
*
[ 10/7 ] 
f(z) = 127/200*z^3 - 244/245*z + 1
*
[ 10/7 ] 
f(z) = 129/200*z^3 - 249/245*z + 1
*
[ 10/7 ] 
f(z) = 131/200*z^3 - 254/245*z + 1
*
[ 2/11 ] 
f(z) = 121/208*z^3 - 235/52*z + 1
*
3/5 | 0.19916355962084082599852708629269229828 | 0.022837796896285853539329059519261673123
f(z) = 125/216*z^3 - 227/40*z + 1
*
[ 3/10 ] 
f(z) = 125/216*z^3 - 229/96*z + 1
*
[ 2 ] 
f(z) = 137/204*z^3 - 223/102*z + 1
*
[ 2 ] 
f(z) = 137/212*z^3 - 221/106*z + 1
*
[ 2 ] 
f(z) = 139/204*z^3 - 227/102*z + 1
*
[ 2 ] 
f(z) = 139/212*z^3 - 225/106*z + 1
*
[ -12/5 ] 
f(z) = 139/216*z^3 - 229/100*z + 1
*
[ 1/2 ] 
f(z) = 120/203*z^3 - 233/203*z + 1
*
[ 1/2 ] 
f(z) = 120/209*z^3 - 239/209*z + 1
*
[ -23/11 ] 
f(z) = 121/207*z^3 - 223/207*z + 1
*
15/11 | 0.20877827242959017310942991848840502108 | 0.023940302087297505662507269685292795363
f(z) = 121/216*z^3 - 227/200*z + 1
*
[ 1/2 ] 
f(z) = 124/201*z^3 - 232/201*z + 1
*
[ 1/2 ] 
f(z) = 124/203*z^3 - 234/203*z + 1
*
[ 1/2 ] 
f(z) = 124/205*z^3 - 236/205*z + 1
*
[ 1/2 ] 
f(z) = 124/207*z^3 - 238/207*z + 1
*
[ 1/2 ] 
f(z) = 124/209*z^3 - 240/209*z + 1
*
[ 8/5 ] 
f(z) = 125/216*z^3 - 239/216*z + 1
*
[ 1/2 ] 
f(z) = 128/201*z^3 - 233/201*z + 1
*
[ 3/2 ] 
f(z) = 128/201*z^3 - 221/201*z + 1
*
[ 1/2 ] 
f(z) = 128/203*z^3 - 235/203*z + 1
*
[ 1/2 ] 
f(z) = 128/205*z^3 - 237/205*z + 1
*
[ 1/2 ] 
f(z) = 128/207*z^3 - 239/207*z + 1
*
[ -2 ] 
f(z) = 131/202*z^3 - 221/202*z + 1
*
[ 1/2 ] 
f(z) = 132/203*z^3 - 236/203*z + 1
*
[ 1/2 ] 
f(z) = 132/205*z^3 - 238/205*z + 1
*
[ -2 ] 
f(z) = 133/202*z^3 - 229/202*z + 1
*
[ -2 ] 
f(z) = 133/206*z^3 - 223/206*z + 1
*
[ -2 ] 
f(z) = 135/202*z^3 - 237/202*z + 1
*
[ -2 ] 
f(z) = 135/206*z^3 - 231/206*z + 1
*
[ 3/2 ] 
f(z) = 136/201*z^3 - 239/201*z + 1
*
[ 1/2 ] 
f(z) = 136/201*z^3 - 235/201*z + 1
*
[ 1/2 ] 
f(z) = 136/203*z^3 - 237/203*z + 1
*
[ 1/2 ] 
f(z) = 136/205*z^3 - 239/205*z + 1
*
[ 3/2 ] 
f(z) = 136/213*z^3 - 235/213*z + 1
*
[ 3/2 ] 
f(z) = 136/219*z^3 - 233/219*z + 1
*
[ -2 ] 
f(z) = 137/206*z^3 - 239/206*z + 1
*
[ -2 ] 
f(z) = 137/210*z^3 - 233/210*z + 1
*
[ -2 ] 
f(z) = 137/214*z^3 - 227/214*z + 1
*
[ -2 ] 
f(z) = 137/218*z^3 - 221/218*z + 1
*
[ -2 ] 
f(z) = 139/214*z^3 - 235/214*z + 1
*
[ -2 ] 
f(z) = 139/218*z^3 - 229/218*z + 1
*
[ 50/33 ] 
f(z) = 121/200*z^3 - 236/225*z + 1
*
[ 10/7 ] 
f(z) = 121/200*z^3 - 229/245*z + 1
*
[ 10/7 ] 
f(z) = 123/200*z^3 - 234/245*z + 1
*
[ 3/22 ] 
f(z) = 121/216*z^3 - 203/32*z + 1
*
30/11 | 0.26505191045667736617337931996978742268 | 0.029271799131430466942724528239146785218
f(z) = 121/200*z^3 - 214/45*z + 1
*
-66/25 | 0.28696726606354705105445530822245323658 | 0.026811466097511140347504674455946390505
f(z) = 125/216*z^3 - 206/55*z + 1
*
2/3 | 0.20822702544364619206213113304138514369 | 0.028074369362345796397356794349207097532
f(z) = 123/200*z^3 - 208/75*z + 1
*
2/3 | 0.21312474801209691112656552216333511445 | 0.028716139363115511454791115172151006661
f(z) = 129/200*z^3 - 209/75*z + 1
*
[ 18/7 ] 
f(z) = 133/216*z^3 - 218/63*z + 1
*
6/11 | 0.15553934069227295600195629590384590187 | 0.025853603315786984073363963974757025234
f(z) = 121/204*z^3 - 205/102*z + 1
*
[ 2 ] 
f(z) = 127/204*z^3 - 203/102*z + 1
*
[ 2 ] 
f(z) = 127/212*z^3 - 201/106*z + 1
*
[ 2 ] 
f(z) = 129/212*z^3 - 205/106*z + 1
*
[ 2 ] 
f(z) = 131/204*z^3 - 211/102*z + 1
*
[ 2 ] 
f(z) = 131/212*z^3 - 209/106*z + 1
*
[ 2 ] 
f(z) = 133/204*z^3 - 215/102*z + 1
*
[ 2 ] 
f(z) = 133/212*z^3 - 213/106*z + 1
*
[ -12/5 ] 
f(z) = 133/216*z^3 - 213/100*z + 1
*
[ 2 ] 
f(z) = 135/212*z^3 - 217/106*z + 1
*
[ -42/19 ] 
f(z) = 133/216*z^3 - 207/133*z + 1
*
-4/3 | 0.14249822014206181950293049951191893439 | 0.021269977297832771384407792963858378159
f(z) = 123/208*z^3 - 203/156*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.028767893854369983092252254245668162424
f(z) = 129/208*z^3 - 211/156*z + 1
*
[ 4/9 ] 
f(z) = 135/208*z^3 - 215/156*z + 1
*
[ 6/13 ] 
f(z) = 125/216*z^3 - 218/169*z + 1
*
[ 6/13 ] 
f(z) = 131/216*z^3 - 219/169*z + 1
*
[ 6/13 ] 
f(z) = 137/216*z^3 - 220/169*z + 1
*
[ 6/11 ] 
f(z) = 121/210*z^3 - 211/210*z + 1
*
[ 3/2 ] 
f(z) = 124/201*z^3 - 212/201*z + 1
*
[ 3/2 ] 
f(z) = 124/213*z^3 - 208/213*z + 1
*
[ 3/2 ] 
f(z) = 124/219*z^3 - 206/219*z + 1
*
[ -2 ] 
f(z) = 127/202*z^3 - 205/202*z + 1
*
[ 3/2 ] 
f(z) = 128/213*z^3 - 217/213*z + 1
*
[ 3/2 ] 
f(z) = 128/219*z^3 - 215/219*z + 1
*
[ -2 ] 
f(z) = 129/202*z^3 - 213/202*z + 1
*
[ -2 ] 
f(z) = 129/206*z^3 - 207/206*z + 1
*
[ -2 ] 
f(z) = 131/206*z^3 - 215/206*z + 1
*
[ -2 ] 
f(z) = 131/210*z^3 - 209/210*z + 1
*
[ -2 ] 
f(z) = 131/214*z^3 - 203/214*z + 1
*
[ -2 ] 
f(z) = 133/214*z^3 - 211/214*z + 1
*
[ -2 ] 
f(z) = 133/218*z^3 - 205/218*z + 1
*
[ -2 ] 
f(z) = 135/214*z^3 - 219/214*z + 1
*
[ -2 ] 
f(z) = 135/218*z^3 - 213/218*z + 1
*
[ 5/7 ] 
f(z) = 133/200*z^3 - 207/280*z + 1
*
[ 36/11 ] 
f(z) = 121/216*z^3 - 191/36*z + 1
*
2/5 | 0.15268405943080919875067282848992739402 | 0.023073108882594347588567014389406507758
f(z) = 125/208*z^3 - 187/52*z + 1
*
3/7 | 0.24912690110295563788706965422990211853 | 0.029108618750005023466707790813164489112
f(z) = 133/216*z^3 - 193/56*z + 1
*
[ 3/11 ] 
f(z) = 121/207*z^3 - 187/69*z + 1
*
[ 4/11 ] 
f(z) = 121/200*z^3 - 183/100*z + 1
*
[ 2 ] 
f(z) = 121/204*z^3 - 191/102*z + 1
*
-6/11 | 0.15611442356444879797015169607275462472 | 0.026212002423846682827011728258569341731
f(z) = 121/210*z^3 - 193/105*z + 1
*
[ 2 ] 
f(z) = 121/212*z^3 - 189/106*z + 1
*
[ 4/11 ] 
f(z) = 121/216*z^3 - 197/108*z + 1
*
[ -12/5 ] 
f(z) = 121/216*z^3 - 181/100*z + 1
*
[ 2 ] 
f(z) = 123/212*z^3 - 193/106*z + 1
*
[ 2 ] 
f(z) = 125/204*z^3 - 199/102*z + 1
*
[ 2 ] 
f(z) = 125/212*z^3 - 197/106*z + 1
*
[ -12/5 ] 
f(z) = 127/216*z^3 - 197/100*z + 1
*
[ -2 ] 
f(z) = 121/202*z^3 - 181/202*z + 1
*
[ 16/11 ] 
f(z) = 121/208*z^3 - 191/208*z + 1
*
[ -2 ] 
f(z) = 123/202*z^3 - 189/202*z + 1
*
[ -2 ] 
f(z) = 123/206*z^3 - 183/206*z + 1
*
[ -2 ] 
f(z) = 125/202*z^3 - 197/202*z + 1
*
[ 7/5 ] 
f(z) = 125/203*z^3 - 187/203*z + 1
*
[ 3/5 ] 
f(z) = 125/204*z^3 - 181/204*z + 1
*
[ -2 ] 
f(z) = 125/206*z^3 - 191/206*z + 1
*
[ 3/5 ] 
f(z) = 125/213*z^3 - 187/213*z + 1
*
[ 7/5 ] 
f(z) = 125/217*z^3 - 183/217*z + 1
*
[ 3/5 ] 
f(z) = 125/219*z^3 - 191/219*z + 1
*
[ -2 ] 
f(z) = 127/206*z^3 - 199/206*z + 1
*
[ -2 ] 
f(z) = 127/210*z^3 - 193/210*z + 1
*
[ -2 ] 
f(z) = 127/214*z^3 - 187/214*z + 1
*
[ -2 ] 
f(z) = 127/218*z^3 - 181/218*z + 1
*
[ 11/8 ] 
f(z) = 128/209*z^3 - 185/209*z + 1
*
[ -2 ] 
f(z) = 129/214*z^3 - 195/214*z + 1
*
[ -2 ] 
f(z) = 129/218*z^3 - 189/218*z + 1
*
[ -2 ] 
f(z) = 131/218*z^3 - 197/218*z + 1
*
[ 4/3 ] 
f(z) = 135/212*z^3 - 187/212*z + 1
*
[ 2/3 ] 
f(z) = 137/200*z^3 - 181/225*z + 1
*
[ 2/3 ] 
f(z) = 139/200*z^3 - 182/225*z + 1
*
[ 2/3 ] 
f(z) = 121/216*z^3 - 182/243*z + 1
*
[ 2/3 ] 
f(z) = 125/216*z^3 - 184/243*z + 1
*
[ 2/3 ] 
f(z) = 127/216*z^3 - 185/243*z + 1
*
[ 2/3 ] 
f(z) = 131/216*z^3 - 187/243*z + 1
*
[ 2/3 ] 
f(z) = 133/216*z^3 - 188/243*z + 1
*
[ 2/3 ] 
f(z) = 137/216*z^3 - 190/243*z + 1
*
[ 2/3 ] 
f(z) = 139/216*z^3 - 191/243*z + 1
*
[ 3/4 ] 
f(z) = 124/207*z^3 - 185/276*z + 1
*
[ -36/11 ] 
f(z) = 121/216*z^3 - 169/36*z + 1
*
-2 | 0.10252597148151057193892155878225516788 | 0.015852001743325537556282984554810189004
f(z) = 135/208*z^3 - 161/52*z + 1
*
-2 | 0.10254961769604880896536710683699932303 | 0.015825449457335006356411916897229541962
f(z) = 137/208*z^3 - 163/52*z + 1
*
-2 | 0.10256279210919107794651097273279767793 | 0.015797751579654585967392622407966384307
f(z) = 139/208*z^3 - 165/52*z + 1
*
[ -18/7 ] 
f(z) = 133/216*z^3 - 169/63*z + 1
*
[ 2/5 ] 
f(z) = 125/204*z^3 - 163/102*z + 1
*
[ 2/5 ] 
f(z) = 125/212*z^3 - 169/106*z + 1
*
[ -54/25 ] 
f(z) = 125/216*z^3 - 167/135*z + 1
*
[ 5/3 ] 
f(z) = 129/200*z^3 - 167/120*z + 1
*
-6/5 | 0.18318783482909317189425207915641205848 | 0.028323495355423194579341324057400617362
f(z) = 125/208*z^3 - 161/156*z + 1
*
[ 36/25 ] 
f(z) = 125/216*z^3 - 161/180*z + 1
*
[ 7/11 ] 
f(z) = 121/203*z^3 - 165/203*z + 1
*
-21/11 | 0.15740307923158477735342681441615352191 | 0.029597504271016940014078934390025621201
f(z) = 121/204*z^3 - 169/204*z + 1
*
[ -2 ] 
f(z) = 121/206*z^3 - 175/206*z + 1
*
[ -2 ] 
f(z) = 121/214*z^3 - 163/214*z + 1
*
[ 7/11 ] 
f(z) = 121/217*z^3 - 173/217*z + 1
*
[ -2 ] 
f(z) = 123/214*z^3 - 171/214*z + 1
*
[ -2 ] 
f(z) = 123/218*z^3 - 165/218*z + 1
*
[ 3/5 ] 
f(z) = 125/201*z^3 - 179/201*z + 1
*
[ -2 ] 
f(z) = 125/214*z^3 - 179/214*z + 1
*
[ -2 ] 
f(z) = 125/218*z^3 - 173/218*z + 1
*
[ 5/8 ] 
f(z) = 128/205*z^3 - 173/205*z + 1
*
[ 5/8 ] 
f(z) = 128/215*z^3 - 179/215*z + 1
*
[ 3/5 ] 
f(z) = 131/216*z^3 - 177/200*z + 1
*
[ 2/3 ] 
f(z) = 135/202*z^3 - 161/202*z + 1
*
[ 2/3 ] 
f(z) = 135/206*z^3 - 163/206*z + 1
*
[ 2/3 ] 
f(z) = 135/214*z^3 - 167/214*z + 1
*
[ 2/3 ] 
f(z) = 135/218*z^3 - 169/218*z + 1
*
[ 3/5 ] 
f(z) = 137/216*z^3 - 179/200*z + 1
*
[ 2/3 ] 
f(z) = 121/200*z^3 - 173/225*z + 1
*
[ 2/3 ] 
f(z) = 127/200*z^3 - 176/225*z + 1
*
[ 2/3 ] 
f(z) = 131/200*z^3 - 178/225*z + 1
*
[ 2/3 ] 
f(z) = 133/200*z^3 - 179/225*z + 1
*
[ 12/11 ] 
f(z) = 121/207*z^3 - 169/276*z + 1
*
-26/25 | 0.19715302276554243495280921116869165930 | 0.028379689664788941486308681249303882228
f(z) = 125/208*z^3 - 179/260*z + 1
*
[ 4/5 ] 
f(z) = 135/208*z^3 - 173/260*z + 1
*
[ 9/10 ] 
f(z) = 125/216*z^3 - 167/288*z + 1
*
[ -48/11 ] 
f(z) = 121/216*z^3 - 151/16*z + 1
*
21/22 | 0.16442764733891394990285298356454658247 | 0.019717290052239006399516923538140185027
f(z) = 121/216*z^3 - 155/32*z + 1
*
[ -42/11 ] 
f(z) = 121/216*z^3 - 145/21*z + 1
*
-2 | 0.10218740127915152435785873014543743024 | 0.015991166311750196478168724370483739288
f(z) = 123/208*z^3 - 149/52*z + 1
*
-2 | 0.10226589521314527404009558293551220941 | 0.015970127315168229370375010638870925916
f(z) = 125/208*z^3 - 151/52*z + 1
*
[ -66/25 ] 
f(z) = 125/216*z^3 - 146/55*z + 1
*
-2 | 0.10233580097970718215533123259435123504 | 0.015948273431728698965127037253638213228
f(z) = 127/208*z^3 - 153/52*z + 1
*
-2 | 0.10239699176653954928979106340644034942 | 0.015925576864788418406333757764895670116
f(z) = 129/208*z^3 - 155/52*z + 1
*
-2 | 0.10244927334791373691826573099627798482 | 0.015901999941131362997847512430038628001
f(z) = 131/208*z^3 - 157/52*z + 1
*
-2 | 0.10249238062029188501195157406606936686 | 0.015877494644759481039388507806830424325
f(z) = 133/208*z^3 - 159/52*z + 1
*
[ 5/3 ] 
f(z) = 123/200*z^3 - 157/120*z + 1
*
[ 3/2 ] 
f(z) = 130/207*z^3 - 149/138*z + 1
*
[ 3/2 ] 
f(z) = 134/207*z^3 - 155/138*z + 1
*
[ 6/11 ] 
f(z) = 121/208*z^3 - 157/156*z + 1
*
[ 20/33 ] 
f(z) = 121/200*z^3 - 157/180*z + 1
*
[ 8/11 ] 
f(z) = 121/216*z^3 - 145/216*z + 1
*
[ -2 ] 
f(z) = 121/218*z^3 - 157/218*z + 1
*
[ 5/4 ] 
f(z) = 128/205*z^3 - 159/205*z + 1
*
[ 3/4 ] 
f(z) = 128/213*z^3 - 143/213*z + 1
*
[ 5/4 ] 
f(z) = 128/215*z^3 - 157/215*z + 1
*
[ 3/4 ] 
f(z) = 128/219*z^3 - 145/219*z + 1
*
[ 10/11 ] 
f(z) = 121/208*z^3 - 151/260*z + 1
*
[ 26/25 ] 
f(z) = 125/208*z^3 - 159/260*z + 1
*
[ 2/11 ] 
f(z) = 121/216*z^3 - 122/27*z + 1
*
-30/11 | 0.29938997095067437166789764124457988804 | 0.029435447967747719491382795292343741436
f(z) = 121/216*z^3 - 121/25*z + 1
*
[ 3 ] 
f(z) = 137/216*z^3 - 121/24*z + 1
*
5/11 | 0.18316672020033835460158587918991400409 | 0.028180418689818506783718028334700551573
f(z) = 121/200*z^3 - 133/40*z + 1
*
-21/11 | 0.22661231020382013927903865112900761104 | 0.027893661906216523668022007316071873353
f(z) = 121/216*z^3 - 125/56*z + 1
*
3/7 | 0.20487487775540938406494245620492116450 | 0.024936638438973235976878183705345787789
f(z) = 133/216*z^3 - 137/56*z + 1
*
[ 6/19 ] 
f(z) = 133/216*z^3 - 127/57*z + 1
*
[ 3/8 ] 
f(z) = 128/207*z^3 - 121/69*z + 1
*
[ 8/5 ] 
f(z) = 125/208*z^3 - 121/104*z + 1
*
[ -2 ] 
f(z) = 137/204*z^3 - 121/102*z + 1
*
[ -2 ] 
f(z) = 139/204*z^3 - 125/102*z + 1
*
[ 6/11 ] 
f(z) = 121/207*z^3 - 139/138*z + 1
*
[ 3/2 ] 
f(z) = 122/207*z^3 - 137/138*z + 1
*
[ 6/11 ] 
f(z) = 127/216*z^3 - 122/121*z + 1
*
[ 6/11 ] 
f(z) = 133/216*z^3 - 123/121*z + 1
*
[ 6/11 ] 
f(z) = 139/216*z^3 - 124/121*z + 1
*
-12/11 | 0.18889144561672273159717593348292545532 | 0.029348513444470317073970353953906448764
f(z) = 121/208*z^3 - 121/156*z + 1
*
[ 4/3 ] 
f(z) = 123/208*z^3 - 125/156*z + 1
*
[ 4/3 ] 
f(z) = 129/208*z^3 - 133/156*z + 1
*
[ 2/3 ] 
f(z) = 129/208*z^3 - 121/156*z + 1
*
[ 14/11 ] 
f(z) = 121/200*z^3 - 134/175*z + 1
*
[ 14/11 ] 
f(z) = 121/216*z^3 - 131/189*z + 1
*
[ 8/11 ] 
f(z) = 121/200*z^3 - 139/200*z + 1
*
[ 12/11 ] 
f(z) = 121/204*z^3 - 127/204*z + 1
*
[ 9/11 ] 
f(z) = 121/207*z^3 - 127/207*z + 1
*
[ 13/11 ] 
f(z) = 121/208*z^3 - 137/208*z + 1
*
[ 4/5 ] 
f(z) = 125/204*z^3 - 131/204*z + 1
*
[ 4/5 ] 
f(z) = 125/212*z^3 - 133/212*z + 1
*
[ 3/4 ] 
f(z) = 128/201*z^3 - 139/201*z + 1
*
[ 7/8 ] 
f(z) = 128/203*z^3 - 127/203*z + 1
*
[ 9/8 ] 
f(z) = 128/207*z^3 - 139/207*z + 1
*
[ 7/8 ] 
f(z) = 128/217*z^3 - 129/217*z + 1
*
[ 21/22 ] 
f(z) = 121/216*z^3 - 125/224*z + 1
*
[ 2/11 ] 
f(z) = 121/200*z^3 - 113/25*z + 1
*
[ 3 ] 
f(z) = 125/216*z^3 - 109/24*z + 1
*
-3 | 0.20052968064316315589378262219115020335 | 0.028744219557022900521049452213249589812
f(z) = 127/216*z^3 - 119/24*z + 1
*
[ 3 ] 
f(z) = 131/216*z^3 - 115/24*z + 1
*
[ -3 ] 
f(z) = 133/216*z^3 - 101/24*z + 1
*
[ -3 ] 
f(z) = 139/216*z^3 - 107/24*z + 1
*
[ 10/33 ] 
f(z) = 121/200*z^3 - 106/45*z + 1
*
[ 2 ] 
f(z) = 127/208*z^3 - 101/52*z + 1
*
[ 2 ] 
f(z) = 129/208*z^3 - 103/52*z + 1
*
[ 2 ] 
f(z) = 131/208*z^3 - 105/52*z + 1
*
[ 2 ] 
f(z) = 133/208*z^3 - 107/52*z + 1
*
[ 2 ] 
f(z) = 135/208*z^3 - 109/52*z + 1
*
[ 2 ] 
f(z) = 137/208*z^3 - 111/52*z + 1
*
[ 2 ] 
f(z) = 139/208*z^3 - 113/52*z + 1
*
[ 9/5 ] 
f(z) = 125/216*z^3 - 103/72*z + 1
*
[ 10/19 ] 
f(z) = 133/200*z^3 - 103/95*z + 1
*
[ 30/19 ] 
f(z) = 133/216*z^3 - 111/95*z + 1
*
[ 3/2 ] 
f(z) = 133/216*z^3 - 101/96*z + 1
*
[ 3/2 ] 
f(z) = 139/216*z^3 - 107/96*z + 1
*
[ 6/11 ] 
f(z) = 121/204*z^3 - 103/102*z + 1
*
[ -2 ] 
f(z) = 127/204*z^3 - 101/102*z + 1
*
[ -2 ] 
f(z) = 131/204*z^3 - 109/102*z + 1
*
[ -2 ] 
f(z) = 131/212*z^3 - 103/106*z + 1
*
[ -2 ] 
f(z) = 133/204*z^3 - 113/102*z + 1
*
[ -2 ] 
f(z) = 133/212*z^3 - 107/106*z + 1
*
[ -2 ] 
f(z) = 135/212*z^3 - 111/106*z + 1
*
[ -2 ] 
f(z) = 137/212*z^3 - 115/106*z + 1
*
[ -2 ] 
f(z) = 139/212*z^3 - 119/106*z + 1
*
[ 15/11 ] 
f(z) = 121/200*z^3 - 103/120*z + 1
*
[ 2/3 ] 
f(z) = 123/208*z^3 - 119/156*z + 1
*
[ 6/5 ] 
f(z) = 125/208*z^3 - 109/156*z + 1
*
[ 18/19 ] 
f(z) = 133/216*z^3 - 104/171*z + 1
*
-48/11 | 0.14828294906805398521423640263993440704 | 0.019220887661425046507214869276614215224
f(z) = 121/216*z^3 - 83/8*z + 1
*
[ 10/3 ] 
f(z) = 123/200*z^3 - 92/15*z + 1
*
[ -10/3 ] 
f(z) = 123/200*z^3 - 83/15*z + 1
*
[ -24/5 ] 
f(z) = 125/216*z^3 - 97/8*z + 1
*
[ 10/3 ] 
f(z) = 129/200*z^3 - 97/15*z + 1
*
[ -10/3 ] 
f(z) = 129/200*z^3 - 88/15*z + 1
*
2/5 | 0.18135328097527341171588235889063519257 | 0.027254151512938260713827203095548955158
f(z) = 125/216*z^3 - 97/27*z + 1
*
[ -3 ] 
f(z) = 127/216*z^3 - 95/24*z + 1
*
-2 | 0.10183245487299076041452821665527913093 | 0.015729714888508766370142540485289950081
f(z) = 137/200*z^3 - 81/25*z + 1
*
-2 | 0.089606170058791724292116889986992964305 | 0.013814978224334014881881607719440641735
f(z) = 137/216*z^3 - 82/27*z + 1
*
-2 | 0.10181215912419203484284120329736097468 | 0.015696829362869755342626913501712135053
f(z) = 139/200*z^3 - 82/25*z + 1
*
-2 | 0.089643654362339744161347484777658438040 | 0.013794977241725696269022294695194975392
f(z) = 139/216*z^3 - 83/27*z + 1
*
-20/11 | 0.14820210159197792821216685063394302181 | 0.025324158230029179676717658396677921152
f(z) = 121/208*z^3 - 87/52*z + 1
*
[ 2 ] 
f(z) = 123/208*z^3 - 97/52*z + 1
*
[ 2 ] 
f(z) = 125/208*z^3 - 99/52*z + 1
*
[ 2/5 ] 
f(z) = 125/208*z^3 - 83/52*z + 1
*
-39/25 | 0.17926666326867863582816087960802713959 | 0.023237091100369248348843081043321580599
f(z) = 125/216*z^3 - 83/40*z + 1
*
[ 3/7 ] 
f(z) = 133/216*z^3 - 81/56*z + 1
*
[ 3/2 ] 
f(z) = 121/216*z^3 - 89/96*z + 1
*
[ 3/2 ] 
f(z) = 127/216*z^3 - 95/96*z + 1
*
[ -2 ] 
f(z) = 121/204*z^3 - 89/102*z + 1
*
[ -2 ] 
f(z) = 121/212*z^3 - 83/106*z + 1
*
[ -2 ] 
f(z) = 123/212*z^3 - 87/106*z + 1
*
[ -2 ] 
f(z) = 125/204*z^3 - 97/102*z + 1
*
[ -2 ] 
f(z) = 125/212*z^3 - 91/106*z + 1
*
[ -2 ] 
f(z) = 127/212*z^3 - 95/106*z + 1
*
[ -2 ] 
f(z) = 129/212*z^3 - 99/106*z + 1
*
[ 2/3 ] 
f(z) = 135/212*z^3 - 83/106*z + 1
*
[ 3/4 ] 
f(z) = 121/216*z^3 - 83/128*z + 1
*
[ 10/9 ] 
f(z) = 123/200*z^3 - 89/135*z + 1
*
[ 6/5 ] 
f(z) = 125/207*z^3 - 97/138*z + 1
*
[ 3/4 ] 
f(z) = 127/216*z^3 - 85/128*z + 1
*
[ 10/9 ] 
f(z) = 129/200*z^3 - 94/135*z + 1
*
[ 3/4 ] 
f(z) = 133/216*z^3 - 87/128*z + 1
*
[ 3/4 ] 
f(z) = 136/207*z^3 - 97/138*z + 1
*
[ 3/4 ] 
f(z) = 139/216*z^3 - 89/128*z + 1
*
[ 12/11 ] 
f(z) = 121/208*z^3 - 95/156*z + 1
*
[ 6/7 ] 
f(z) = 121/216*z^3 - 85/147*z + 1
*
[ 6/7 ] 
f(z) = 127/216*z^3 - 88/147*z + 1
*
[ 6/7 ] 
f(z) = 139/216*z^3 - 94/147*z + 1
*
114/25 | 0.22870517874065787000326784722063038131 | 0.024109372502817233730554490123327855223
f(z) = 125/216*z^3 - 61/5*z + 1
*
[ 18/5 ] 
f(z) = 125/216*z^3 - 61/9*z + 1
*
[ 6 ] 
f(z) = 127/216*z^3 - 61/3*z + 1
*
[ -6 ] 
f(z) = 131/216*z^3 - 62/3*z + 1
*
[ 6 ] 
f(z) = 133/216*z^3 - 64/3*z + 1
*
[ -6 ] 
f(z) = 137/216*z^3 - 65/3*z + 1
*
[ 6 ] 
f(z) = 139/216*z^3 - 67/3*z + 1
*
-2 | 0.10156999796981629974772239232588575881 | 0.015945302484862074547115497220947090798
f(z) = 121/200*z^3 - 73/25*z + 1
*
-2 | 0.089010046307664982314918214584214068967 | 0.013943754020909289546374394835866725863
f(z) = 121/216*z^3 - 74/27*z + 1
*
[ 3/11 ] 
f(z) = 121/216*z^3 - 65/24*z + 1
*
-2 | 0.10163873178297440307805299255658053665 | 0.015922084458649783232407178599395329634
f(z) = 123/200*z^3 - 74/25*z + 1
*
-2 | 0.089206999792171363186497116801650962141 | 0.013916468962982373587944450610309766684
f(z) = 125/216*z^3 - 76/27*z + 1
*
-12/25 | 0.085040158950385610567210316196826940797 | 0.010498969227306077732247383168275840879
f(z) = 125/216*z^3 - 61/20*z + 1
*
-2 | 0.10174740114842209554866191953532872770 | 0.015872796455939050269195952002201403936
f(z) = 127/200*z^3 - 76/25*z + 1
*
-2 | 0.089293534118570892470664724152115160223 | 0.013901619325165919768253916867430052129
f(z) = 127/216*z^3 - 77/27*z + 1
*
-2 | 0.10178673829387302081766916991475024716 | 0.015846617586361444239264526793461974386
f(z) = 129/200*z^3 - 77/25*z + 1
*
-2 | 0.10181552529716954090701095307198218484 | 0.015819320474167866160160400061158281623
f(z) = 131/200*z^3 - 78/25*z + 1
*
-2 | 0.089442863163962911768721777349863068280 | 0.013869498714793134027993126727162355535
f(z) = 131/216*z^3 - 79/27*z + 1
*
-2 | 0.10183321554356860987568100913395375429 | 0.015790814405344662602865256621663521371
f(z) = 133/200*z^3 - 79/25*z + 1
*
-2 | 0.089505537153028545604953388667096424389 | 0.013852198093396410185235616831715619499
f(z) = 133/216*z^3 - 80/27*z + 1
*
-4/3 | 0.14249849080434836850924299630742962497 | 0.025102108664182285585788276846184170268
f(z) = 135/208*z^3 - 73/52*z + 1
*
[ -2 ] 
f(z) = 139/208*z^3 - 61/52*z + 1
*
[ 6/11 ] 
f(z) = 121/200*z^3 - 76/75*z + 1
*
[ 3/2 ] 
f(z) = 124/207*z^3 - 70/69*z + 1
*
[ 3/5 ] 
f(z) = 125/207*z^3 - 61/69*z + 1
*
[ 12/25 ] 
f(z) = 125/216*z^3 - 73/60*z + 1
*
[ 3/2 ] 
f(z) = 128/207*z^3 - 73/69*z + 1
*
[ 12/19 ] 
f(z) = 133/216*z^3 - 63/76*z + 1
*
[ 3/2 ] 
f(z) = 136/207*z^3 - 79/69*z + 1
*
[ 8/11 ] 
f(z) = 121/208*z^3 - 71/104*z + 1
*
[ 6/5 ] 
f(z) = 125/204*z^3 - 73/102*z + 1
*
[ 4/5 ] 
f(z) = 125/216*z^3 - 67/108*z + 1
*
[ 10/11 ] 
f(z) = 121/216*z^3 - 76/135*z + 1
*
[ 30/11 ] 
f(z) = 121/200*z^3 - 58/15*z + 1
*
[ -30/11 ] 
f(z) = 121/200*z^3 - 47/15*z + 1
*
[ 6 ] 
f(z) = 121/216*z^3 - 58/3*z + 1
*
[ 30/11 ] 
f(z) = 121/216*z^3 - 53/15*z + 1
*
[ 42/11 ] 
f(z) = 121/216*z^3 - 52/7*z + 1
*
[ -6 ] 
f(z) = 125/216*z^3 - 59/3*z + 1
*
6/5 | 0.19898322661340569491774833929518849985 | 0.023867173083753095628603135950381409239
f(z) = 125/216*z^3 - 58/15*z + 1
*
[ -18/5 ] 
f(z) = 125/216*z^3 - 56/9*z + 1
*
[ 3 ] 
f(z) = 139/216*z^3 - 41/8*z + 1
*
[ 2 ] 
f(z) = 121/200*z^3 - 48/25*z + 1
*
[ 2 ] 
f(z) = 121/216*z^3 - 47/27*z + 1
*
-15/11 | 0.15088642833192493037234001038842246464 | 0.025527257562490147214791776100862119875
f(z) = 121/216*z^3 - 41/24*z + 1
*
[ 2 ] 
f(z) = 123/200*z^3 - 49/25*z + 1
*
[ 2 ] 
f(z) = 125/216*z^3 - 49/27*z + 1
*
[ 2/5 ] 
f(z) = 125/216*z^3 - 43/27*z + 1
*
[ 42/25 ] 
f(z) = 125/216*z^3 - 43/35*z + 1
*
[ 2 ] 
f(z) = 127/200*z^3 - 51/25*z + 1
*
[ 2 ] 
f(z) = 127/216*z^3 - 50/27*z + 1
*
[ 2 ] 
f(z) = 129/200*z^3 - 52/25*z + 1
*
[ 2 ] 
f(z) = 131/200*z^3 - 53/25*z + 1
*
[ 2 ] 
f(z) = 131/216*z^3 - 52/27*z + 1
*
[ 2 ] 
f(z) = 133/200*z^3 - 54/25*z + 1
*
[ 2 ] 
f(z) = 133/216*z^3 - 53/27*z + 1
*
[ 2 ] 
f(z) = 137/200*z^3 - 56/25*z + 1
*
[ 2 ] 
f(z) = 137/216*z^3 - 55/27*z + 1
*
[ 2 ] 
f(z) = 139/200*z^3 - 57/25*z + 1
*
[ 2 ] 
f(z) = 139/216*z^3 - 56/27*z + 1
*
[ 5/11 ] 
f(z) = 121/200*z^3 - 53/40*z + 1
*
[ -2 ] 
f(z) = 121/208*z^3 - 43/52*z + 1
*
[ -2 ] 
f(z) = 123/208*z^3 - 45/52*z + 1
*
[ -2 ] 
f(z) = 125/208*z^3 - 47/52*z + 1
*
[ -2 ] 
f(z) = 127/208*z^3 - 49/52*z + 1
*
[ -2 ] 
f(z) = 129/208*z^3 - 51/52*z + 1
*
[ -2 ] 
f(z) = 131/208*z^3 - 53/52*z + 1
*
[ -2 ] 
f(z) = 133/208*z^3 - 55/52*z + 1
*
[ -2 ] 
f(z) = 135/208*z^3 - 57/52*z + 1
*
[ 4/3 ] 
f(z) = 135/208*z^3 - 47/52*z + 1
*
[ 2/3 ] 
f(z) = 135/208*z^3 - 41/52*z + 1
*
[ -2 ] 
f(z) = 137/208*z^3 - 59/52*z + 1
*
[ 9/11 ] 
f(z) = 121/216*z^3 - 43/72*z + 1
*
[ 2/3 ] 
f(z) = 123/200*z^3 - 58/75*z + 1
*
[ 3/4 ] 
f(z) = 128/207*z^3 - 47/69*z + 1
*
[ 2/3 ] 
f(z) = 129/200*z^3 - 59/75*z + 1
*
[ 6/5 ] 
f(z) = 131/216*z^3 - 53/75*z + 1
*
[ 6/5 ] 
f(z) = 137/216*z^3 - 56/75*z + 1
*
[ -48/25 ] 
f(z) = 125/216*z^3 - 49/80*z + 1
*
-3 | 0.20107984437119332782984307599088962826 | 0.028893279213800299794257481427141581683
f(z) = 125/216*z^3 - 39/8*z + 1
*
[ -3 ] 
f(z) = 125/216*z^3 - 31/8*z + 1
*
6/5 | 0.10947699466349750235748799727563276601 | 0.014388074130672100077099535566971138085
f(z) = 125/216*z^3 - 28/15*z + 1
*
6/25 | 0.25435354358591356681945166142736987822 | 0.029461658411167735346762792984322520548
f(z) = 125/216*z^3 - 26/5*z + 1
*
[ -12/5 ] 
f(z) = 125/216*z^3 - 23/12*z + 1
*
[ 3 ] 
f(z) = 127/216*z^3 - 37/8*z + 1
*
[ -3 ] 
f(z) = 131/216*z^3 - 33/8*z + 1
*
[ 6 ] 
f(z) = 131/216*z^3 - 21*z + 1
*
[ 3 ] 
f(z) = 133/216*z^3 - 39/8*z + 1
*
[ -6 ] 
f(z) = 133/216*z^3 - 21*z + 1
*
[ -3 ] 
f(z) = 137/216*z^3 - 35/8*z + 1
*
[ 6 ] 
f(z) = 137/216*z^3 - 22*z + 1
*
[ -6 ] 
f(z) = 139/216*z^3 - 22*z + 1
*
[ 20/11 ] 
f(z) = 121/200*z^3 - 31/20*z + 1
*
[ -2 ] 
f(z) = 121/200*z^3 - 23/25*z + 1
*
[ -24/11 ] 
f(z) = 121/216*z^3 - 29/24*z + 1
*
[ -2 ] 
f(z) = 123/200*z^3 - 24/25*z + 1
*
[ 3/2 ] 
f(z) = 125/216*z^3 - 31/32*z + 1
*
[ -2 ] 
f(z) = 125/216*z^3 - 22/27*z + 1
*
[ -2 ] 
f(z) = 127/200*z^3 - 26/25*z + 1
*
[ -2 ] 
f(z) = 127/216*z^3 - 23/27*z + 1
*
[ -2 ] 
f(z) = 129/200*z^3 - 27/25*z + 1
*
[ -2 ] 
f(z) = 131/200*z^3 - 28/25*z + 1
*
[ 3/2 ] 
f(z) = 131/216*z^3 - 33/32*z + 1
*
[ -2 ] 
f(z) = 131/216*z^3 - 25/27*z + 1
*
[ 10/7 ] 
f(z) = 133/200*z^3 - 37/35*z + 1
*
[ -2 ] 
f(z) = 133/200*z^3 - 29/25*z + 1
*
[ 12/7 ] 
f(z) = 133/216*z^3 - 39/28*z + 1
*
[ -2 ] 
f(z) = 133/216*z^3 - 26/27*z + 1
*
[ -2 ] 
f(z) = 137/200*z^3 - 31/25*z + 1
*
[ 3/2 ] 
f(z) = 137/216*z^3 - 35/32*z + 1
*
[ -2 ] 
f(z) = 137/216*z^3 - 28/27*z + 1
*
[ -2 ] 
f(z) = 139/200*z^3 - 32/25*z + 1
*
[ -2 ] 
f(z) = 139/216*z^3 - 29/27*z + 1
*
[ 15/11 ] 
f(z) = 121/216*z^3 - 31/40*z + 1
*
[ 4/5 ] 
f(z) = 125/208*z^3 - 33/52*z + 1
*
[ 18/25 ] 
f(z) = 125/216*z^3 - 31/45*z + 1
*
[ 6/7 ] 
f(z) = 125/216*z^3 - 29/49*z + 1
*
[ 24/25 ] 
f(z) = 125/216*z^3 - 23/40*z + 1
*
[ 6/7 ] 
f(z) = 131/216*z^3 - 30/49*z + 1
*
[ 6/7 ] 
f(z) = 137/216*z^3 - 31/49*z + 1
*
[ 10/11 ] 
f(z) = 121/200*z^3 - 3/5*z + 1
*
[ -6 ] 
f(z) = 121/216*z^3 - 19*z + 1
*
[ 24/11 ] 
f(z) = 121/216*z^3 - 17/8*z + 1
*
[ -30/11 ] 
f(z) = 121/216*z^3 - 14/5*z + 1
*
6/11 | 0.20706239285556020238033997880296281487 | 0.026968751507143843714834760301489018914
f(z) = 121/216*z^3 - 10*z + 1
*
-6/11 | 0.17229127845805372187890491447770787500 | 0.026187064896312885531714013786298865232
f(z) = 121/216*z^3 - 10/3*z + 1
*
[ 18/11 ] 
f(z) = 121/216*z^3 - 10/9*z + 1
*
6/11 | 0.20733211160254370205092709836892768142 | 0.027379601171855541462457821052682276188
f(z) = 121/216*z^3 - 9*z + 1
*
[ 12/11 ] 
f(z) = 121/216*z^3 - 7/12*z + 1
*
-30/11 | 0.079912583684188776182038518287796613702 | 0.011818638416920152493008544354334910707
f(z) = 121/216*z^3 - 4*z + 1
*
[ 6/11 ] 
f(z) = 121/216*z^3 - z + 1
*
[ 6 ] 
f(z) = 125/216*z^3 - 20*z + 1
*
-6/25 | 0.12934659852070861809329984089570915662 | 0.018518518518518518518518518518518518519
f(z) = 125/216*z^3 - 13/15*z + 1
*
6/5 | 0.17921747597335916071714995478975955009 | 0.026850824414192755019244403654815886977
f(z) = 125/216*z^3 - 11/3*z + 1
*
[ 12/5 ] 
f(z) = 125/216*z^3 - 11/4*z + 1
*
42/25 | 0.22574251279642653530694812198124251018 | 0.029810818594985190368564539698218237051
f(z) = 125/216*z^3 - 9/5*z + 1
*
[ 3/5 ] 
f(z) = 125/216*z^3 - 7/8*z + 1
*
[ 6/5 ] 
f(z) = 125/216*z^3 - 2/3*z + 1
*
[ -6 ] 
f(z) = 127/216*z^3 - 20*z + 1
*
[ -20/11 ]
f(z) = 121/200*z^3 - 9/20*z + 1
*
[ -2 ] 
f(z) = 121/216*z^3 - 20/27*z + 1
*
[ 6/5 ] 
f(z) = 121/216*z^3 - 16/25*z + 1
*
[ 6/5 ] 
f(z) = 127/216*z^3 - 17/25*z + 1
*
[ 6/5 ] 
f(z) = 133/216*z^3 - 18/25*z + 1
*
[ 6/7 ] 
f(z) = 133/216*z^3 - 13/21*z + 1
*
[ 6/5 ] 
f(z) = 139/216*z^3 - 19/25*z + 1
*
[ -10/11 ]
f(z) = 121/200*z^3 + 8/5*z + 1
*
[ -12/11 ]
f(z) = 121/216*z^3 + 5/4*z + 1
*
[ -6/11 ]
f(z) = 121/216*z^3 + 8/3*z + 1
*
[ -6/5 ]
f(z) = 125/216*z^3 + z + 1
*
[ -1 ]
f(z) = 122/201*z^3 + 280/201*z + 1
*
[ -3 ] 
f(z) = 127/225*z^3 - 281/75*z + 1
*
[ -3 ] 
f(z) = 128/225*z^3 - 284/75*z + 1
*
[ -3 ] 
f(z) = 131/225*z^3 - 293/75*z + 1
*
[ -3 ] 
f(z) = 131/234*z^3 - 289/78*z + 1
*
[ -3 ] 
f(z) = 133/225*z^3 - 299/75*z + 1
*
[ -3 ] 
f(z) = 133/234*z^3 - 295/78*z + 1
*
-45/16 | 0.20605296163980424446401561337911898943 | 0.028266662674700016367094966482299129886
f(z) = 128/225*z^3 - 293/90*z + 1
*
[ -45/16 ] 
f(z) = 128/225*z^3 - 283/90*z + 1
*
[ 5/2 ] 
f(z) = 134/225*z^3 - 281/90*z + 1
*
4/9 | 0.22610398866395733039092101269949116309 | 0.029269547442651568072297990656501358726
f(z) = 135/224*z^3 - 283/84*z + 1
*
-2 | 0.082847473523394793131678460964897490511 | 0.012957894352590979406525496790069028826
f(z) = 121/228*z^3 - 299/114*z + 1
*
5/4 | 0.20658654351654513259358126429387121060 | 0.028261271255512784701395905881030812416
f(z) = 124/225*z^3 - 299/180*z + 1
*
19/11 | 0.16358228118215279845117641519474946645 | 0.028868683949504056469665009307788990639
f(z) = 121/228*z^3 - 289/228*z + 1
*
[ 7/4 ] 
f(z) = 128/231*z^3 - 293/231*z + 1
*
[ 8/15 ] 
f(z) = 135/224*z^3 - 293/280*z + 1
*
-34/11 | 0.16983593134557488454442146375137453508 | 0.024433960190774688761415224832488688969
f(z) = 121/224*z^3 - 261/56*z + 1
*
-8/3 | 0.14560826830919495829154802371969306667 | 0.020792075865363528142819349018792424679
f(z) = 135/224*z^3 - 275/56*z + 1
*
[ -3 ] 
f(z) = 121/225*z^3 - 263/75*z + 1
*
[ -3 ] 
f(z) = 122/225*z^3 - 266/75*z + 1
*
[ -3 ] 
f(z) = 124/225*z^3 - 272/75*z + 1
*
[ -3 ] 
f(z) = 125/234*z^3 - 271/78*z + 1
*
[ -3 ] 
f(z) = 127/234*z^3 - 277/78*z + 1
*
-18/11 | 0.18805420930315760201451294657495208549 | 0.026909429137295190055189861040181722764
f(z) = 121/224*z^3 - 271/168*z + 1
*
[ 1/2 ] 
f(z) = 120/233*z^3 - 263/233*z + 1
*
[ 1/2 ] 
f(z) = 120/239*z^3 - 269/239*z + 1
*
[ 19/11 ] 
f(z) = 121/228*z^3 - 265/228*z + 1
*
[ 1/2 ] 
f(z) = 124/231*z^3 - 262/231*z + 1
*
[ 1/2 ] 
f(z) = 124/233*z^3 - 264/233*z + 1
*
[ 1/2 ] 
f(z) = 124/235*z^3 - 266/235*z + 1
*
[ 1/2 ] 
f(z) = 124/237*z^3 - 268/237*z + 1
*
[ 1/2 ] 
f(z) = 124/239*z^3 - 270/239*z + 1
*
[ -11/5 ] 
f(z) = 125/231*z^3 - 269/231*z + 1
*
[ 1/2 ] 
f(z) = 128/229*z^3 - 261/229*z + 1
*
[ 1/2 ] 
f(z) = 128/231*z^3 - 263/231*z + 1
*
[ 1/2 ] 
f(z) = 128/233*z^3 - 265/233*z + 1
*
[ 1/2 ] 
f(z) = 128/235*z^3 - 267/235*z + 1
*
[ 1/2 ] 
f(z) = 128/237*z^3 - 269/237*z + 1
*
[ 1/2 ] 
f(z) = 128/239*z^3 - 271/239*z + 1
*
[ 1/2 ] 
f(z) = 132/229*z^3 - 262/229*z + 1
*
[ 1/2 ] 
f(z) = 132/233*z^3 - 266/233*z + 1
*
[ 1/2 ] 
f(z) = 132/235*z^3 - 268/235*z + 1
*
[ 1/2 ] 
f(z) = 132/239*z^3 - 272/239*z + 1
*
[ 1/2 ] 
f(z) = 136/227*z^3 - 261/227*z + 1
*
[ 1/2 ] 
f(z) = 136/229*z^3 - 263/229*z + 1
*
[ 1/2 ] 
f(z) = 136/231*z^3 - 265/231*z + 1
*
[ 1/2 ] 
f(z) = 136/233*z^3 - 267/233*z + 1
*
[ 1/2 ] 
f(z) = 136/235*z^3 - 269/235*z + 1
*
[ 1/2 ] 
f(z) = 136/237*z^3 - 271/237*z + 1
*
[ 1/2 ] 
f(z) = 136/239*z^3 - 273/239*z + 1
*
[ 18/11 ] 
f(z) = 121/232*z^3 - 263/261*z + 1
*
[ 14/25 ] 
f(z) = 125/224*z^3 - 269/280*z + 1
*
[ 4 ] 
f(z) = 131/224*z^3 - 241/28*z + 1
*
[ 4 ] 
f(z) = 135/224*z^3 - 249/28*z + 1
*
[ 4 ] 
f(z) = 137/224*z^3 - 253/28*z + 1
*
[ 4 ] 
f(z) = 139/224*z^3 - 257/28*z + 1
*
[ -4 ] 
f(z) = 139/224*z^3 - 243/28*z + 1
*
-2/5 | 0.078476463727752449414770736716041463536 | 0.011315396104449338171517874000371781490
f(z) = 125/224*z^3 - 257/56*z + 1
*
14/5 | 0.19397385951070974443611657418639699155 | 0.028230429664477949434540030167608002169
f(z) = 125/224*z^3 - 241/56*z + 1
*
[ -3 ] 
f(z) = 121/234*z^3 - 259/78*z + 1
*
[ 5/2 ] 
f(z) = 122/225*z^3 - 251/90*z + 1
*
[ -12/5 ] 
f(z) = 125/234*z^3 - 259/156*z + 1
*
[ 1/2 ] 
f(z) = 120/221*z^3 - 251/221*z + 1
*
[ 1/2 ] 
f(z) = 120/223*z^3 - 253/223*z + 1
*
[ 1/2 ] 
f(z) = 120/227*z^3 - 257/227*z + 1
*
[ 1/2 ] 
f(z) = 120/229*z^3 - 259/229*z + 1
*
[ 1/2 ] 
f(z) = 124/221*z^3 - 252/221*z + 1
*
[ 1/2 ] 
f(z) = 124/223*z^3 - 254/223*z + 1
*
[ 1/2 ] 
f(z) = 124/225*z^3 - 256/225*z + 1
*
[ 1/2 ] 
f(z) = 124/227*z^3 - 258/227*z + 1
*
[ 1/2 ] 
f(z) = 124/229*z^3 - 260/229*z + 1
*
[ 5/3 ] 
f(z) = 126/235*z^3 - 256/235*z + 1
*
[ 1/2 ] 
f(z) = 128/223*z^3 - 255/223*z + 1
*
[ 1/2 ] 
f(z) = 128/225*z^3 - 257/225*z + 1
*
[ 1/2 ] 
f(z) = 128/227*z^3 - 259/227*z + 1
*
-7/4 | 0.15251158740674648998848151496841978683 | 0.027426779220031310290996637751159900657
f(z) = 128/231*z^3 - 260/231*z + 1
*
[ 1/2 ] 
f(z) = 132/221*z^3 - 254/221*z + 1
*
[ 1/2 ] 
f(z) = 132/223*z^3 - 256/223*z + 1
*
[ 1/2 ] 
f(z) = 132/227*z^3 - 260/227*z + 1
*
[ 1/2 ] 
f(z) = 136/223*z^3 - 257/223*z + 1
*
[ 1/2 ] 
f(z) = 136/225*z^3 - 259/225*z + 1
*
[ 4 ] 
f(z) = 121/224*z^3 - 221/28*z + 1
*
[ 4 ] 
f(z) = 123/224*z^3 - 225/28*z + 1
*
[ 4 ] 
f(z) = 125/224*z^3 - 229/28*z + 1
*
[ 4 ] 
f(z) = 127/224*z^3 - 233/28*z + 1
*
[ 4 ] 
f(z) = 129/224*z^3 - 237/28*z + 1
*
[ -4 ] 
f(z) = 129/224*z^3 - 223/28*z + 1
*
[ -4 ] 
f(z) = 131/224*z^3 - 227/28*z + 1
*
[ -4 ] 
f(z) = 135/224*z^3 - 235/28*z + 1
*
[ 15/4 ] 
f(z) = 136/225*z^3 - 233/30*z + 1
*
[ -4 ] 
f(z) = 137/224*z^3 - 239/28*z + 1
*
3/5 | 0.18794799393984271972840152786377598240 | 0.028889368629941627783846209419486402938
f(z) = 125/234*z^3 - 223/78*z + 1
*
4/3 | 0.19696723067621546573105262190540409415 | 0.026216284191119504492334397653561870974
f(z) = 123/224*z^3 - 229/84*z + 1
*
[ 12/5 ] 
f(z) = 125/224*z^3 - 221/84*z + 1
*
[ 15/7 ] 
f(z) = 133/225*z^3 - 229/105*z + 1
*
[ 2 ] 
f(z) = 139/220*z^3 - 223/110*z + 1
*
[ 2 ] 
f(z) = 139/228*z^3 - 221/114*z + 1
*
[ 28/15 ] 
f(z) = 135/224*z^3 - 229/140*z + 1
*
[ 2/5 ] 
f(z) = 135/232*z^3 - 231/145*z + 1
*
[ 20/11 ] 
f(z) = 121/225*z^3 - 239/180*z + 1
*
[ 6/11 ] 
f(z) = 121/222*z^3 - 221/222*z + 1
*
[ 18/11 ] 
f(z) = 121/234*z^3 - 233/234*z + 1
*
[ 8/5 ] 
f(z) = 125/232*z^3 - 233/232*z + 1
*
[ 3/2 ] 
f(z) = 136/231*z^3 - 229/231*z + 1
*
[ 3/2 ] 
f(z) = 136/237*z^3 - 227/237*z + 1
*
[ -2 ] 
f(z) = 139/222*z^3 - 223/222*z + 1
*
[ -4 ] 
f(z) = 121/224*z^3 - 207/28*z + 1
*
[ -4 ] 
f(z) = 123/224*z^3 - 211/28*z + 1
*
[ -4 ] 
f(z) = 125/224*z^3 - 215/28*z + 1
*
[ -4 ] 
f(z) = 127/224*z^3 - 219/28*z + 1
*
[ -15/4 ] 
f(z) = 136/225*z^3 - 217/30*z + 1
*
[ 14/5 ] 
f(z) = 125/224*z^3 - 209/56*z + 1
*
2/5 | 0.12730186880070358509212703541920150032 | 0.019029819826012942497829402937654458972
f(z) = 125/224*z^3 - 201/56*z + 1
*
8/3 | 0.10201246387955001636767802057768343354 | 0.015056376660740903840275797218530038351
f(z) = 135/224*z^3 - 219/56*z + 1
*
[ 8/3 ] 
f(z) = 135/224*z^3 - 205/56*z + 1
*
[ 3/11 ] 
f(z) = 121/225*z^3 - 203/75*z + 1
*
[ 3/11 ] 
f(z) = 121/234*z^3 - 211/78*z + 1
*
[ 5/16 ] 
f(z) = 128/225*z^3 - 203/90*z + 1
*
[ -5/2 ] 
f(z) = 134/225*z^3 - 209/90*z + 1
*
[ 4/11 ] 
f(z) = 121/232*z^3 - 211/116*z + 1
*
[ 2 ] 
f(z) = 129/220*z^3 - 203/110*z + 1
*
[ 2 ] 
f(z) = 131/220*z^3 - 207/110*z + 1
*
[ 2 ] 
f(z) = 131/228*z^3 - 205/114*z + 1
*
[ 2 ] 
f(z) = 131/236*z^3 - 203/118*z + 1
*
[ 2 ] 
f(z) = 133/220*z^3 - 211/110*z + 1
*
[ 2 ] 
f(z) = 133/236*z^3 - 207/118*z + 1
*
[ 2 ] 
f(z) = 135/236*z^3 - 211/118*z + 1
*
[ 2 ] 
f(z) = 137/220*z^3 - 219/110*z + 1
*
[ 2 ] 
f(z) = 137/228*z^3 - 217/114*z + 1
*
[ 2 ] 
f(z) = 137/236*z^3 - 215/118*z + 1
*
[ 2 ] 
f(z) = 139/236*z^3 - 219/118*z + 1
*
[ -58/25 ] 
f(z) = 125/232*z^3 - 213/145*z + 1
*
-10/9 | 0.19795956530319046530063829128674892237 | 0.029420492151733876929419081173246397248
f(z) = 135/224*z^3 - 209/168*z + 1
*
[ 17/11 ] 
f(z) = 121/221*z^3 - 211/221*z + 1
*
-13/11 | 0.15153991511493793878610927883030309229 | 0.027778367562695083813442644504429937933
f(z) = 121/234*z^3 - 205/234*z + 1
*
[ 17/11 ] 
f(z) = 121/238*z^3 - 205/238*z + 1
*
[ 3/2 ] 
f(z) = 124/231*z^3 - 202/231*z + 1
*
[ 3/5 ] 
f(z) = 125/237*z^3 - 203/237*z + 1
*
[ 3/2 ] 
f(z) = 128/231*z^3 - 211/231*z + 1
*
[ 3/2 ] 
f(z) = 128/237*z^3 - 209/237*z + 1
*
[ -2 ] 
f(z) = 135/226*z^3 - 201/226*z + 1
*
[ -2 ] 
f(z) = 137/222*z^3 - 215/222*z + 1
*
[ -2 ] 
f(z) = 137/226*z^3 - 209/226*z + 1
*
[ -2 ] 
f(z) = 137/230*z^3 - 203/230*z + 1
*
[ -2 ] 
f(z) = 139/226*z^3 - 217/226*z + 1
*
[ -2 ] 
f(z) = 139/230*z^3 - 211/230*z + 1
*
[ -2 ] 
f(z) = 139/234*z^3 - 205/234*z + 1
*
[ 4/3 ] 
f(z) = 137/224*z^3 - 211/252*z + 1
*
[ 4/3 ] 
f(z) = 139/224*z^3 - 215/252*z + 1
*
[ 2 ] 
f(z) = 121/228*z^3 - 185/114*z + 1
*
[ 2 ] 
f(z) = 121/236*z^3 - 183/118*z + 1
*
[ 2 ] 
f(z) = 123/220*z^3 - 191/110*z + 1
*
[ 2 ] 
f(z) = 123/236*z^3 - 187/118*z + 1
*
[ 2 ] 
f(z) = 125/228*z^3 - 193/114*z + 1
*
[ 2/5 ] 
f(z) = 125/228*z^3 - 181/114*z + 1
*
[ 2 ] 
f(z) = 125/236*z^3 - 191/118*z + 1
*
[ 2/5 ] 
f(z) = 125/236*z^3 - 187/118*z + 1
*
[ 2 ] 
f(z) = 127/220*z^3 - 199/110*z + 1
*
[ 2 ] 
f(z) = 127/228*z^3 - 197/114*z + 1
*
[ 2 ] 
f(z) = 127/236*z^3 - 195/118*z + 1
*
[ 2 ] 
f(z) = 129/236*z^3 - 199/118*z + 1
*
[ 15/8 ] 
f(z) = 136/225*z^3 - 199/120*z + 1
*
[ 20/11 ] 
f(z) = 121/224*z^3 - 187/140*z + 1
*
28/25 | 0.19691276946370952699188064965612696283 | 0.027015327592249209370794701043702772502
f(z) = 125/224*z^3 - 183/140*z + 1
*
[ -24/11 ] 
f(z) = 121/224*z^3 - 187/168*z + 1
*
[ -23/11 ] 
f(z) = 121/230*z^3 - 189/230*z + 1
*
[ 7/11 ] 
f(z) = 121/238*z^3 - 185/238*z + 1
*
[ 3/2 ] 
f(z) = 124/237*z^3 - 200/237*z + 1
*
[ 3/5 ] 
f(z) = 125/222*z^3 - 193/222*z + 1
*
[ 7/5 ] 
f(z) = 125/224*z^3 - 181/224*z + 1
*
[ 3/5 ] 
f(z) = 125/228*z^3 - 197/228*z + 1
*
[ 3/5 ] 
f(z) = 125/231*z^3 - 199/231*z + 1
*
[ 5/8 ] 
f(z) = 128/235*z^3 - 191/235*z + 1
*
[ -2 ] 
f(z) = 131/222*z^3 - 191/222*z + 1
*
[ -2 ] 
f(z) = 131/226*z^3 - 185/226*z + 1
*
[ -2 ] 
f(z) = 133/222*z^3 - 199/222*z + 1
*
[ -2 ] 
f(z) = 133/226*z^3 - 193/226*z + 1
*
[ -2 ] 
f(z) = 133/230*z^3 - 187/230*z + 1
*
[ -2 ] 
f(z) = 133/234*z^3 - 181/234*z + 1
*
[ 4/3 ] 
f(z) = 135/236*z^3 - 181/236*z + 1
*
[ -2 ] 
f(z) = 135/238*z^3 - 183/238*z + 1
*
[ -2 ] 
f(z) = 137/234*z^3 - 197/234*z + 1
*
[ -2 ] 
f(z) = 137/238*z^3 - 191/238*z + 1
*
[ -2 ] 
f(z) = 139/238*z^3 - 199/238*z + 1
*
[ 4/3 ] 
f(z) = 125/224*z^3 - 187/252*z + 1
*
[ 4/3 ] 
f(z) = 127/224*z^3 - 191/252*z + 1
*
[ 4/3 ] 
f(z) = 131/224*z^3 - 199/252*z + 1
*
[ 2/3 ] 
f(z) = 121/232*z^3 - 191/261*z + 1
*
[ 2/3 ] 
f(z) = 125/232*z^3 - 193/261*z + 1
*
[ 2/3 ] 
f(z) = 127/232*z^3 - 194/261*z + 1
*
[ 2/3 ] 
f(z) = 131/232*z^3 - 196/261*z + 1
*
[ 2/3 ] 
f(z) = 133/232*z^3 - 197/261*z + 1
*
[ 2/3 ] 
f(z) = 137/232*z^3 - 199/261*z + 1
*
[ 2/3 ] 
f(z) = 139/232*z^3 - 200/261*z + 1
*
[ 15/19 ] 
f(z) = 133/225*z^3 - 181/285*z + 1
*
14/11 | 0.11686787943274234444115281263686288625 | 0.018001164837185014203259290524846077797
f(z) = 121/224*z^3 - 165/56*z + 1
*
[ -14/5 ] 
f(z) = 125/224*z^3 - 169/56*z + 1
*
-2 | 0.10371514669934330185964425289147548593 | 0.015975248810107501040068909214171640824
f(z) = 137/224*z^3 - 165/56*z + 1
*
-2 | 0.10377138359505078512753310057250576432 | 0.015954302888555146535568080819189829670
f(z) = 139/224*z^3 - 167/56*z + 1
*
[ -5/2 ] 
f(z) = 122/225*z^3 - 179/90*z + 1
*
[ 6/11 ] 
f(z) = 121/224*z^3 - 167/168*z + 1
*
[ 7/11 ] 
f(z) = 121/224*z^3 - 177/224*z + 1
*
[ -2 ] 
f(z) = 125/222*z^3 - 167/222*z + 1
*
[ -2 ] 
f(z) = 125/226*z^3 - 161/226*z + 1
*
[ 7/5 ] 
f(z) = 125/231*z^3 - 179/231*z + 1
*
[ 7/5 ] 
f(z) = 125/238*z^3 - 177/238*z + 1
*
[ -2 ] 
f(z) = 127/222*z^3 - 175/222*z + 1
*
[ -2 ] 
f(z) = 127/226*z^3 - 169/226*z + 1
*
[ -2 ] 
f(z) = 127/230*z^3 - 163/230*z + 1
*
[ 11/8 ] 
f(z) = 128/231*z^3 - 179/231*z + 1
*
[ -2 ] 
f(z) = 129/226*z^3 - 177/226*z + 1
*
[ -2 ] 
f(z) = 129/230*z^3 - 171/230*z + 1
*
[ -2 ] 
f(z) = 131/230*z^3 - 179/230*z + 1
*
[ -2 ] 
f(z) = 131/234*z^3 - 173/234*z + 1
*
[ -2 ] 
f(z) = 131/238*z^3 - 167/238*z + 1
*
[ 2/3 ] 
f(z) = 135/226*z^3 - 173/226*z + 1
*
[ 2/3 ] 
f(z) = 135/238*z^3 - 179/238*z + 1
*
[ 4/3 ] 
f(z) = 121/224*z^3 - 179/252*z + 1
*
[ 14/15 ] 
f(z) = 135/224*z^3 - 167/280*z + 1
*
-26/11 | 0.10727823048176751751780216349541720928 | 0.016934066579840147132855947981628584881
f(z) = 121/224*z^3 - 141/56*z + 1
*
-2 | 0.10311323646045274077785099667153971849 | 0.016102450486746492424433311504485044121
f(z) = 123/224*z^3 - 151/56*z + 1
*
-2 | 0.10322168047611746467963495696401576249 | 0.016086331162269303113109686815927467271
f(z) = 125/224*z^3 - 153/56*z + 1
*
-2 | 0.10332246424405957331741065463845844529 | 0.016069513545180307618907858570082385580
f(z) = 127/224*z^3 - 155/56*z + 1
*
-2 | 0.10341575374857407718319214569684908855 | 0.016052015366055002230857262670688871691
f(z) = 129/224*z^3 - 157/56*z + 1
*
-2 | 0.10350164972614770245258420768378301763 | 0.016033844460485922451727638774156130933
f(z) = 131/224*z^3 - 159/56*z + 1
*
2/3 | 0.15975106110210140870084748312808889987 | 0.024845727974250670022456112843805882573
f(z) = 135/224*z^3 - 155/56*z + 1
*
[ 5/2 ] 
f(z) = 136/225*z^3 - 143/45*z + 1
*
[ -12/5 ] 
f(z) = 125/224*z^3 - 151/84*z + 1
*
4/3 | 0.19654588476665283035854828325829319516 | 0.027747440771938644412295960131383076526
f(z) = 129/224*z^3 - 149/84*z + 1
*
[ 15/32 ] 
f(z) = 128/225*z^3 - 151/120*z + 1
*
[ 6/11 ] 
f(z) = 121/225*z^3 - 149/150*z + 1
*
[ 3/2 ] 
f(z) = 134/225*z^3 - 151/150*z + 1
*
[ -2 ] 
f(z) = 121/222*z^3 - 151/222*z + 1
*
[ -2 ] 
f(z) = 121/226*z^3 - 145/226*z + 1
*
[ 8/11 ] 
f(z) = 121/232*z^3 - 151/232*z + 1
*
[ 14/11 ] 
f(z) = 121/238*z^3 - 145/238*z + 1
*
[ -2 ] 
f(z) = 123/226*z^3 - 153/226*z + 1
*
[ -2 ] 
f(z) = 123/230*z^3 - 147/230*z + 1
*
[ 6/5 ] 
f(z) = 125/222*z^3 - 143/222*z + 1
*
[ -2 ] 
f(z) = 125/234*z^3 - 149/234*z + 1
*
[ -2 ] 
f(z) = 125/238*z^3 - 143/238*z + 1
*
[ -2 ] 
f(z) = 127/234*z^3 - 157/234*z + 1
*
[ -2 ] 
f(z) = 127/238*z^3 - 151/238*z + 1
*
[ 3/4 ] 
f(z) = 128/231*z^3 - 149/231*z + 1
*
[ 5/4 ] 
f(z) = 128/235*z^3 - 153/235*z + 1
*
[ 3/4 ] 
f(z) = 128/237*z^3 - 151/237*z + 1
*
[ -2 ] 
f(z) = 129/238*z^3 - 159/238*z + 1
*
[ 28/33 ] 
f(z) = 121/224*z^3 - 143/252*z + 1
*
[ 15/17 ] 
f(z) = 136/225*z^3 - 154/255*z + 1
*
[ 10/11 ] 
f(z) = 121/224*z^3 - 153/280*z + 1
*
-4/11 | 0.19043191675579454354493056324619379153 | 0.027698252849996312191818824384289090115
f(z) = 121/224*z^3 - 121/28*z + 1
*
[ 2/11 ] 
f(z) = 121/232*z^3 - 131/29*z + 1
*
15/8 | 0.18682079169335413998731281933675812161 | 0.024896689308810201961761564183084899172
f(z) = 128/225*z^3 - 121/30*z + 1
*
[ 5/2 ] 
f(z) = 124/225*z^3 - 128/45*z + 1
*
[ 5/2 ] 
f(z) = 128/225*z^3 - 133/45*z + 1
*
21/11 | 0.13790105279930562457511050435907889684 | 0.023395254222814689501954348437013215732
f(z) = 121/234*z^3 - 121/78*z + 1
*
[ 3/8 ] 
f(z) = 128/225*z^3 - 131/75*z + 1
*
[ -15/7 ] 
f(z) = 133/225*z^3 - 131/105*z + 1
*
[ 3/2 ] 
f(z) = 122/225*z^3 - 133/150*z + 1
*
-4/5 | 0.18136430900979484193446668832949919411 | 0.025831383007560618597567672132412832488
f(z) = 125/224*z^3 - 127/140*z + 1
*
[ 2/3 ] 
f(z) = 123/224*z^3 - 125/168*z + 1
*
[ 2/3 ] 
f(z) = 129/224*z^3 - 127/168*z + 1
*
[ -45/22 ] 
f(z) = 121/225*z^3 - 137/180*z + 1
*
[ 14/11 ] 
f(z) = 121/232*z^3 - 128/203*z + 1
*
[ 13/11 ] 
f(z) = 121/221*z^3 - 135/221*z + 1
*
[ 9/11 ] 
f(z) = 121/225*z^3 - 131/225*z + 1
*
[ 12/11 ] 
f(z) = 121/228*z^3 - 125/228*z + 1
*
[ -2 ] 
f(z) = 121/230*z^3 - 139/230*z + 1
*
[ 10/11 ] 
f(z) = 121/230*z^3 - 123/230*z + 1
*
[ -2 ] 
f(z) = 121/238*z^3 - 127/238*z + 1
*
[ -2 ] 
f(z) = 123/238*z^3 - 135/238*z + 1
*
[ 4/5 ] 
f(z) = 125/228*z^3 - 137/228*z + 1
*
[ 4/5 ] 
f(z) = 125/236*z^3 - 139/236*z + 1
*
[ 9/8 ] 
f(z) = 128/225*z^3 - 137/225*z + 1
*
[ 7/8 ] 
f(z) = 128/231*z^3 - 131/231*z + 1
*
[ 15/4 ] 
f(z) = 128/225*z^3 - 109/15*z + 1
*
[ -15/4 ] 
f(z) = 128/225*z^3 - 101/15*z + 1
*
[ 30/11 ] 
f(z) = 121/225*z^3 - 101/30*z + 1
*
-8/5 | 0.17228641388825308263707812662260040795 | 0.028707632681909109661342186769373908913
f(z) = 125/224*z^3 - 101/56*z + 1
*
[ 2 ] 
f(z) = 129/224*z^3 - 101/56*z + 1
*
[ 2 ] 
f(z) = 131/224*z^3 - 103/56*z + 1
*
[ 2 ] 
f(z) = 135/224*z^3 - 107/56*z + 1
*
[ -5/2 ] 
f(z) = 136/225*z^3 - 107/45*z + 1
*
[ 2 ] 
f(z) = 137/224*z^3 - 109/56*z + 1
*
[ 2 ] 
f(z) = 139/224*z^3 - 111/56*z + 1
*
[ 4/9 ] 
f(z) = 135/224*z^3 - 115/84*z + 1
*
[ 6/11 ] 
f(z) = 121/228*z^3 - 113/114*z + 1
*
[ -2 ] 
f(z) = 133/220*z^3 - 101/110*z + 1
*
[ -2 ] 
f(z) = 137/220*z^3 - 109/110*z + 1
*
[ -2 ] 
f(z) = 137/228*z^3 - 103/114*z + 1
*
[ -2 ] 
f(z) = 139/220*z^3 - 113/110*z + 1
*
[ -2 ] 
f(z) = 139/228*z^3 - 107/114*z + 1
*
[ -2 ] 
f(z) = 139/236*z^3 - 101/118*z + 1
*
-28/25 | 0.11796304042356387096577058819684929589 | 0.016801257615426795304516413279452970360
f(z) = 125/224*z^3 - 113/140*z + 1
*
[ 3/4 ] 
f(z) = 136/225*z^3 - 101/150*z + 1
*
[ 6/5 ] 
f(z) = 125/224*z^3 - 107/168*z + 1
*
[ 8/9 ] 
f(z) = 135/224*z^3 - 101/168*z + 1
*
[ 5/4 ] 
f(z) = 124/225*z^3 - 119/180*z + 1
*
[ 28/11 ] 
f(z) = 121/224*z^3 - 81/28*z + 1
*
-2 | 0.10403901882184840974047466439583498072 | 0.016070555358691703152562842242132518320
f(z) = 133/232*z^3 - 81/29*z + 1
*
-2 | 0.10412416118395749727801602100258122663 | 0.016053280911790090315056941069333044332
f(z) = 135/232*z^3 - 82/29*z + 1
*
-2 | 0.10420244404195207395443501926884484163 | 0.016035383143581670694769564868507845785
f(z) = 137/232*z^3 - 83/29*z + 1
*
-2 | 0.10427387472613820465064117165854168506 | 0.016016856670200739437005371572598032487
f(z) = 139/232*z^3 - 84/29*z + 1
*
[ 2 ] 
f(z) = 123/224*z^3 - 95/56*z + 1
*
[ -5/2 ] 
f(z) = 124/225*z^3 - 92/45*z + 1
*
[ 2 ] 
f(z) = 125/224*z^3 - 97/56*z + 1
*
[ 2/5 ] 
f(z) = 125/224*z^3 - 89/56*z + 1
*
[ 2 ] 
f(z) = 127/224*z^3 - 99/56*z + 1
*
[ -5/2 ] 
f(z) = 128/225*z^3 - 97/45*z + 1
*
[ 6/11 ] 
f(z) = 121/232*z^3 - 86/87*z + 1
*
[ 16/11 ] 
f(z) = 121/224*z^3 - 93/112*z + 1
*
[ -2 ] 
f(z) = 123/220*z^3 - 81/110*z + 1
*
[ -2 ] 
f(z) = 127/220*z^3 - 89/110*z + 1
*
[ -2 ] 
f(z) = 127/228*z^3 - 83/114*z + 1
*
[ -2 ] 
f(z) = 129/220*z^3 - 93/110*z + 1
*
[ -2 ] 
f(z) = 129/236*z^3 - 81/118*z + 1
*
[ -2 ] 
f(z) = 131/220*z^3 - 97/110*z + 1
*
[ -2 ] 
f(z) = 131/228*z^3 - 91/114*z + 1
*
[ -2 ] 
f(z) = 131/236*z^3 - 85/118*z + 1
*
[ -2 ] 
f(z) = 133/236*z^3 - 89/118*z + 1
*
[ 4/3 ] 
f(z) = 135/232*z^3 - 91/116*z + 1
*
[ -2 ] 
f(z) = 135/236*z^3 - 93/118*z + 1
*
[ 2/3 ] 
f(z) = 135/236*z^3 - 89/118*z + 1
*
[ -2 ] 
f(z) = 137/236*z^3 - 97/118*z + 1
*
[ 12/11 ] 
f(z) = 121/234*z^3 - 83/156*z + 1
*
[ 28/25 ] 
f(z) = 125/224*z^3 - 83/140*z + 1
*
[ 4/5 ] 
f(z) = 135/224*z^3 - 89/140*z + 1
*
[ -30/11 ] 
f(z) = 121/225*z^3 - 79/30*z + 1
*
-2 | 0.10337694849867591054495091968728234378 | 0.016160401015881250697641635838313257232
f(z) = 121/232*z^3 - 75/29*z + 1
*
-2 | 0.10350652910255849194593771283347939665 | 0.016147223907066066354134437657777887937
f(z) = 123/232*z^3 - 76/29*z + 1
*
4/5 | 0.17047960652903856897024507707795150150 | 0.026763305581768378443447524210209427225
f(z) = 125/224*z^3 - 73/28*z + 1
*
-2 | 0.10362794645828488381672521415439808850 | 0.016133265161157321015636460603561928158
f(z) = 125/232*z^3 - 77/29*z + 1
*
-2 | 0.10374162603398500311538509959875952493 | 0.016118583329535776394550240083764263401
f(z) = 127/232*z^3 - 78/29*z + 1
*
-2 | 0.10384788667816048374965937202458229631 | 0.016103220311456252946549259344856006881
f(z) = 129/232*z^3 - 79/29*z + 1
*
-2 | 0.10394696265115946710613860748831016289 | 0.016087204922181936712087724627369088274
f(z) = 131/232*z^3 - 80/29*z + 1
*
-14/11 | 0.12949955089072559440144651418691049634 | 0.023557501896136440476103863173165614303
f(z) = 121/224*z^3 - 61/56*z + 1
*
[ 6/11 ] 
f(z) = 121/234*z^3 - 77/78*z + 1
*
[ 3/2 ] 
f(z) = 124/225*z^3 - 68/75*z + 1
*
[ 3/5 ] 
f(z) = 125/234*z^3 - 67/78*z + 1
*
[ 3/2 ] 
f(z) = 128/225*z^3 - 71/75*z + 1
*
[ 3/2 ] 
f(z) = 136/225*z^3 - 77/75*z + 1
*
[ 4/3 ] 
f(z) = 123/224*z^3 - 61/84*z + 1
*
[ 2/3 ] 
f(z) = 123/232*z^3 - 64/87*z + 1
*
[ 4/3 ] 
f(z) = 129/224*z^3 - 65/84*z + 1
*
[ 2/3 ] 
f(z) = 129/232*z^3 - 65/87*z + 1
*
[ 5/4 ] 
f(z) = 136/225*z^3 - 67/90*z + 1
*
[ -2 ] 
f(z) = 121/228*z^3 - 71/114*z + 1
*
[ -2 ] 
f(z) = 121/236*z^3 - 65/118*z + 1
*
[ -2 ] 
f(z) = 123/236*z^3 - 69/118*z + 1
*
[ -2 ] 
f(z) = 125/228*z^3 - 79/114*z + 1
*
[ 6/5 ] 
f(z) = 125/228*z^3 - 71/114*z + 1
*
[ 4/5 ] 
f(z) = 125/232*z^3 - 69/116*z + 1
*
[ -2 ] 
f(z) = 125/236*z^3 - 73/118*z + 1
*
[ -2 ] 
f(z) = 127/236*z^3 - 77/118*z + 1
*
[ 10/11 ] 
f(z) = 121/232*z^3 - 77/145*z + 1
*
[ -28/11 ] 
f(z) = 121/224*z^3 - 59/28*z + 1
*
[ 4/11 ] 
f(z) = 121/224*z^3 - 51/28*z + 1
*
[ 2 ] 
f(z) = 121/232*z^3 - 46/29*z + 1
*
[ 2 ] 
f(z) = 123/232*z^3 - 47/29*z + 1
*
[ 2 ] 
f(z) = 125/232*z^3 - 48/29*z + 1
*
[ 2/5 ] 
f(z) = 125/232*z^3 - 46/29*z + 1
*
[ 2 ] 
f(z) = 127/232*z^3 - 49/29*z + 1
*
[ 2 ] 
f(z) = 129/232*z^3 - 50/29*z + 1
*
[ 2 ] 
f(z) = 131/232*z^3 - 51/29*z + 1
*
[ 2 ] 
f(z) = 133/232*z^3 - 52/29*z + 1
*
[ 2 ] 
f(z) = 135/232*z^3 - 53/29*z + 1
*
[ 2 ] 
f(z) = 137/232*z^3 - 54/29*z + 1
*
[ 2 ] 
f(z) = 139/232*z^3 - 55/29*z + 1
*
14/11 | 0.13805692349023109204857283667404847866 | 0.025511077806521922483292530368707620502
f(z) = 121/224*z^3 - 53/56*z + 1
*
[ 5/11 ] 
f(z) = 121/225*z^3 - 59/45*z + 1
*
[ 8/5 ] 
f(z) = 125/224*z^3 - 59/56*z + 1
*
[ -2 ] 
f(z) = 125/224*z^3 - 41/56*z + 1
*
[ -2 ] 
f(z) = 127/224*z^3 - 43/56*z + 1
*
[ -2 ] 
f(z) = 129/224*z^3 - 45/56*z + 1
*
[ -2 ] 
f(z) = 131/224*z^3 - 47/56*z + 1
*
[ -2 ] 
f(z) = 135/224*z^3 - 51/56*z + 1
*
[ 2/3 ] 
f(z) = 135/224*z^3 - 43/56*z + 1
*
[ -2 ] 
f(z) = 137/224*z^3 - 53/56*z + 1
*
[ -2 ] 
f(z) = 139/224*z^3 - 55/56*z + 1
*
[ 15/22 ] 
f(z) = 121/225*z^3 - 43/60*z + 1
*
[ 6/5 ] 
f(z) = 125/234*z^3 - 47/78*z + 1
*
[ 3/4 ] 
f(z) = 128/225*z^3 - 49/75*z + 1
*
[ 12/11 ] 
f(z) = 121/224*z^3 - 47/84*z + 1
*
[ 10/11 ] 
f(z) = 121/225*z^3 - 49/90*z + 1
*
[ 6/5 ] 
f(z) = 125/232*z^3 - 53/87*z + 1
*
[ 15/8 ] 
f(z) = 128/225*z^3 - 23/15*z + 1
*
[ -2 ] 
f(z) = 129/232*z^3 - 21/29*z + 1
*
[ -2 ] 
f(z) = 131/232*z^3 - 22/29*z + 1
*
[ -2 ] 
f(z) = 133/232*z^3 - 23/29*z + 1
*
[ 4/3 ] 
f(z) = 135/224*z^3 - 23/28*z + 1
*
[ -2 ] 
f(z) = 135/232*z^3 - 24/29*z + 1
*
[ 2/3 ] 
f(z) = 135/232*z^3 - 22/29*z + 1
*
[ -2 ] 
f(z) = 137/232*z^3 - 25/29*z + 1
*
[ -2 ] 
f(z) = 139/232*z^3 - 26/29*z + 1
*
[ -2 ] 
f(z) = 123/224*z^3 - 39/56*z + 1
*
[ 5/8 ] 
f(z) = 128/225*z^3 - 37/45*z + 1
*
[ 5/4 ] 
f(z) = 128/225*z^3 - 31/45*z + 1
*
[ 15/11 ] 
f(z) = 121/225*z^3 - 11/15*z + 1
*
[ -15/8 ]
f(z) = 128/225*z^3 - 7/15*z + 1
*
[ -2 ] 
f(z) = 121/232*z^3 - 17/29*z + 1
*
[ -2 ] 
f(z) = 123/232*z^3 - 18/29*z + 1
*
[ 4/5 ] 
f(z) = 125/224*z^3 - 17/28*z + 1
*
[ -2 ] 
f(z) = 125/232*z^3 - 19/29*z + 1
*
[ -2 ] 
f(z) = 127/232*z^3 - 20/29*z + 1
*
[ 15/16 ] 
f(z) = 128/225*z^3 - 17/30*z + 1
*
[ -15/11 ]
f(z) = 121/225*z^3 + 11/15*z + 1
*
-18/5 | 0.15449302129090537687423271034946027193 | 0.017278617408277004220023481186526183408
f(z) = 125/243*z^3 - 283/45*z + 1
*
-36/11 | 0.20303102193936033316591492426156894136 | 0.028649432759556675096137594983584121941
f(z) = 121/240*z^3 - 299/60*z + 1
*
[ 2/11 ] 
f(z) = 121/256*z^3 - 289/64*z + 1
*
7/8 | 0.21187614590303928335692905639963989424 | 0.027910180564512286117817415394724721252
f(z) = 128/245*z^3 - 283/70*z + 1
*
15/7 | 0.12404933402487441755282386006116024977 | 0.013918410248775412338038653748403046358
f(z) = 133/250*z^3 - 297/70*z + 1
*
21/11 | 0.15810519422566700440471565514395575327 | 0.023253992529749825419219994011309380948
f(z) = 121/252*z^3 - 299/84*z + 1
*
-12/5 | 0.18727208665797540534771957169526053751 | 0.027682336687304280655344618362708490026
f(z) = 125/252*z^3 - 289/84*z + 1
*
[ -3 ] 
f(z) = 131/252*z^3 - 281/84*z + 1
*
[ -3 ] 
f(z) = 137/252*z^3 - 299/84*z + 1
*
[ -18/7 ] 
f(z) = 133/243*z^3 - 281/126*z + 1
*
-8/5 | 0.25906319469310751292278102705224165480 | 0.028389808476600815438771407246088191411
f(z) = 135/256*z^3 - 287/120*z + 1
*
[ 9/4 ] 
f(z) = 121/243*z^3 - 283/144*z + 1
*
[ 9/4 ] 
f(z) = 125/243*z^3 - 295/144*z + 1
*
[ 24/11 ] 
f(z) = 121/252*z^3 - 293/168*z + 1
*
[ 32/15 ] 
f(z) = 135/256*z^3 - 299/160*z + 1
*
[ 45/22 ] 
f(z) = 121/243*z^3 - 283/180*z + 1
*
-3/4 | 0.10885450389478325650179464252840440237 | 0.013842743049029742097736149216955251305
f(z) = 128/243*z^3 - 289/216*z + 1
*
[ 9/5 ] 
f(z) = 127/243*z^3 - 281/225*z + 1
*
[ 9/20 ] 
f(z) = 128/243*z^3 - 299/225*z + 1
*
[ 9/5 ] 
f(z) = 128/243*z^3 - 284/225*z + 1
*
[ 9/5 ] 
f(z) = 131/243*z^3 - 293/225*z + 1
*
[ 9/5 ] 
f(z) = 133/243*z^3 - 299/225*z + 1
*
[ 1/2 ] 
f(z) = 120/251*z^3 - 281/251*z + 1
*
[ 1/2 ] 
f(z) = 120/253*z^3 - 283/253*z + 1
*
[ 1/2 ] 
f(z) = 120/257*z^3 - 287/257*z + 1
*
[ 1/2 ] 
f(z) = 120/259*z^3 - 289/259*z + 1
*
-15/11 | 0.064034929800259553914404252581401082660 | 0.011300760307125848588723851539029921179
f(z) = 121/240*z^3 - 289/240*z + 1
*
[ 1/2 ] 
f(z) = 124/251*z^3 - 282/251*z + 1
*
[ 1/2 ] 
f(z) = 124/253*z^3 - 284/253*z + 1
*
[ 1/2 ] 
f(z) = 124/255*z^3 - 286/255*z + 1
*
[ 1/2 ] 
f(z) = 124/257*z^3 - 288/257*z + 1
*
[ 1/2 ] 
f(z) = 124/259*z^3 - 290/259*z + 1
*
[ 9/5 ] 
f(z) = 125/252*z^3 - 293/252*z + 1
*
[ 12/25 ] 
f(z) = 125/256*z^3 - 287/240*z + 1
*
[ 1/2 ] 
f(z) = 128/249*z^3 - 281/249*z + 1
*
[ 1/2 ] 
f(z) = 128/251*z^3 - 283/251*z + 1
*
[ 1/2 ] 
f(z) = 128/253*z^3 - 285/253*z + 1
*
[ 1/2 ] 
f(z) = 128/255*z^3 - 287/255*z + 1
*
[ 1/2 ] 
f(z) = 128/257*z^3 - 289/257*z + 1
*
[ 1/2 ] 
f(z) = 128/259*z^3 - 291/259*z + 1
*
[ 7/4 ] 
f(z) = 128/259*z^3 - 281/259*z + 1
*
[ 1/2 ] 
f(z) = 132/251*z^3 - 284/251*z + 1
*
[ 1/2 ] 
f(z) = 132/257*z^3 - 290/257*z + 1
*
[ 1/2 ] 
f(z) = 132/259*z^3 - 292/259*z + 1
*
[ 1/2 ] 
f(z) = 136/247*z^3 - 281/247*z + 1
*
[ 1/2 ] 
f(z) = 136/249*z^3 - 283/249*z + 1
*
[ 1/2 ] 
f(z) = 136/251*z^3 - 285/251*z + 1
*
[ 1/2 ] 
f(z) = 136/253*z^3 - 287/253*z + 1
*
[ 1/2 ] 
f(z) = 136/257*z^3 - 291/257*z + 1
*
[ 1/2 ] 
f(z) = 136/259*z^3 - 293/259*z + 1
*
[ -56/25 ] 
f(z) = 125/256*z^3 - 281/280*z + 1
*
[ 20/3 ] 
f(z) = 129/250*z^3 - 265/12*z + 1
*
[ 8 ] 
f(z) = 135/256*z^3 - 263/8*z + 1
*
[ -8 ] 
f(z) = 135/256*z^3 - 261/8*z + 1
*
[ 8 ] 
f(z) = 137/256*z^3 - 267/8*z + 1
*
[ -8 ] 
f(z) = 137/256*z^3 - 265/8*z + 1
*
[ 8 ] 
f(z) = 139/256*z^3 - 271/8*z + 1
*
[ -8 ] 
f(z) = 139/256*z^3 - 269/8*z + 1
*
-60/11 | 0.23678021226095768641835128672591129366 | 0.029199953989763003035391834475219585324
f(z) = 121/240*z^3 - 277/20*z + 1
*
7/11 | 0.16122839304358839080553266272835925192 | 0.021349912237894772561289143315812508514
f(z) = 121/245*z^3 - 272/35*z + 1
*
[ 42/11 ] 
f(z) = 121/252*z^3 - 263/42*z + 1
*
-7/16 | 0.078642110115576672950550572717938518452 | 0.010439460009490922040328815565336844044
f(z) = 128/245*z^3 - 267/70*z + 1
*
12/5 | 0.14691388803060380606492072661783131697 | 0.021877215280003660257651085760865019602
f(z) = 125/252*z^3 - 275/84*z + 1
*
[ -3 ] 
f(z) = 125/252*z^3 - 263/84*z + 1
*
[ -3 ] 
f(z) = 127/252*z^3 - 269/84*z + 1
*
[ 28/11 ] 
f(z) = 121/256*z^3 - 275/112*z + 1
*
[ 7/3 ] 
f(z) = 138/245*z^3 - 262/105*z + 1
*
-21/25 | 0.21067032906359905931032080650006578603 | 0.026973215883401438373240895439879354726
f(z) = 125/243*z^3 - 274/135*z + 1
*
[ -62/25 ] 
f(z) = 125/248*z^3 - 263/155*z + 1
*
[ 3/7 ] 
f(z) = 133/243*z^3 - 271/189*z + 1
*
-6/5 | 0.088593690397772770415980948595821661107 | 0.011994048607368033865861902749193018112
f(z) = 125/252*z^3 - 269/210*z + 1
*
[ 9/5 ] 
f(z) = 121/243*z^3 - 263/225*z + 1
*
[ 9/5 ] 
f(z) = 122/243*z^3 - 266/225*z + 1
*
[ 9/5 ] 
f(z) = 124/243*z^3 - 272/225*z + 1
*
[ 1/2 ] 
f(z) = 120/241*z^3 - 271/241*z + 1
*
[ 1/2 ] 
f(z) = 120/247*z^3 - 277/247*z + 1
*
[ 1/2 ] 
f(z) = 124/241*z^3 - 272/241*z + 1
*
[ 1/2 ] 
f(z) = 124/243*z^3 - 274/243*z + 1
*
[ 1/2 ] 
f(z) = 124/245*z^3 - 276/245*z + 1
*
[ 1/2 ] 
f(z) = 124/247*z^3 - 278/247*z + 1
*
[ 1/2 ] 
f(z) = 124/249*z^3 - 280/249*z + 1
*
-9/5 | 0.16380832027122535868098836619472780224 | 0.029357751249590672143310104141962902376
f(z) = 125/252*z^3 - 265/252*z + 1
*
[ 1/2 ] 
f(z) = 128/241*z^3 - 273/241*z + 1
*
[ 1/2 ] 
f(z) = 128/243*z^3 - 275/243*z + 1
*
[ 1/2 ] 
f(z) = 128/245*z^3 - 277/245*z + 1
*
[ 1/2 ] 
f(z) = 128/247*z^3 - 279/247*z + 1
*
[ 1/2 ] 
f(z) = 132/241*z^3 - 274/241*z + 1
*
[ 1/2 ] 
f(z) = 132/245*z^3 - 278/245*z + 1
*
[ 1/2 ] 
f(z) = 132/247*z^3 - 280/247*z + 1
*
[ -20/9 ] 
f(z) = 135/256*z^3 - 277/240*z + 1
*
[ 1/2 ] 
f(z) = 136/241*z^3 - 275/241*z + 1
*
[ 1/2 ] 
f(z) = 136/243*z^3 - 277/243*z + 1
*
[ 1/2 ] 
f(z) = 136/245*z^3 - 279/245*z + 1
*
[ 9/16 ] 
f(z) = 136/243*z^3 - 275/288*z + 1
*
[ 8 ] 
f(z) = 125/256*z^3 - 243/8*z + 1
*
[ -8 ] 
f(z) = 125/256*z^3 - 241/8*z + 1
*
[ 8 ] 
f(z) = 127/256*z^3 - 247/8*z + 1
*
[ -8 ] 
f(z) = 127/256*z^3 - 245/8*z + 1
*
[ 8 ] 
f(z) = 129/256*z^3 - 251/8*z + 1
*
[ -8 ] 
f(z) = 129/256*z^3 - 249/8*z + 1
*
[ 8 ] 
f(z) = 131/256*z^3 - 255/8*z + 1
*
[ -8 ] 
f(z) = 131/256*z^3 - 253/8*z + 1
*
[ 8 ] 
f(z) = 133/256*z^3 - 259/8*z + 1
*
[ -8 ] 
f(z) = 133/256*z^3 - 257/8*z + 1
*
[ 24/5 ] 
f(z) = 125/256*z^3 - 251/24*z + 1
*
[ -24/5 ] 
f(z) = 125/256*z^3 - 241/24*z + 1
*
[ -42/11 ] 
f(z) = 121/252*z^3 - 241/42*z + 1
*
[ -35/11 ] 
f(z) = 121/250*z^3 - 251/70*z + 1
*
[ -3 ] 
f(z) = 121/252*z^3 - 251/84*z + 1
*
[ -45/16 ] 
f(z) = 128/243*z^3 - 253/90*z + 1
*
-7/3 | 0.22087317155504197196169183110731220441 | 0.029707826610876543530342650785768895136
f(z) = 123/245*z^3 - 242/105*z + 1
*
[ 7/3 ] 
f(z) = 129/245*z^3 - 241/105*z + 1
*
[ 7/3 ] 
f(z) = 132/245*z^3 - 248/105*z + 1
*
[ 16/7 ] 
f(z) = 133/256*z^3 - 241/112*z + 1
*
-5/6 | 0.17278183478467539889370952378651561934 | 0.019706065517110876704571952343015296892
f(z) = 123/250*z^3 - 257/120*z + 1
*
[ -28/11 ] 
f(z) = 121/245*z^3 - 253/140*z + 1
*
-68/33 | 0.24698852168163731952576327125627392847 | 0.029736235204122142216057025061169355326
f(z) = 121/256*z^3 - 253/144*z + 1
*
[ 2/5 ] 
f(z) = 135/248*z^3 - 246/155*z + 1
*
-18/11 | 0.18643712577095403163472933872551499388 | 0.026943012111032391003155032086701989776
f(z) = 121/240*z^3 - 253/180*z + 1
*
[ 21/11 ] 
f(z) = 121/243*z^3 - 253/189*z + 1
*
[ 44/25 ] 
f(z) = 125/242*z^3 - 257/220*z + 1
*
[ 6/11 ] 
f(z) = 121/246*z^3 - 241/246*z + 1
*
[ 19/11 ] 
f(z) = 121/247*z^3 - 257/247*z + 1
*
[ 6/11 ] 
f(z) = 121/258*z^3 - 251/258*z + 1
*
-48/25 | 0.17999268542791443409695989295757974315 | 0.021733057716598107240568217061095354630
f(z) = 125/256*z^3 - 247/240*z + 1
*
[ 13/8 ] 
f(z) = 128/247*z^3 - 243/247*z + 1
*
[ 18/11 ] 
f(z) = 121/248*z^3 - 256/279*z + 1
*
[ 5/9 ] 
f(z) = 123/250*z^3 - 257/270*z + 1
*
12/25 | 0.20033735744028683578946443438207095990 | 0.025698619929282056424099706341038803991
f(z) = 125/243*z^3 - 257/270*z + 1
*
[ -54/25 ] 
f(z) = 125/243*z^3 - 253/270*z + 1
*
[ 5/9 ] 
f(z) = 129/250*z^3 - 259/270*z + 1
*
[ 8 ] 
f(z) = 121/256*z^3 - 235/8*z + 1
*
[ -8 ] 
f(z) = 121/256*z^3 - 233/8*z + 1
*
60/11 | 0.18046953561150052193089793590145735678 | 0.021991555236173288789930752009372153638
f(z) = 121/256*z^3 - 229/16*z + 1
*
[ 8 ] 
f(z) = 123/256*z^3 - 239/8*z + 1
*
[ -8 ] 
f(z) = 123/256*z^3 - 237/8*z + 1
*
[ 16/3 ] 
f(z) = 135/256*z^3 - 227/16*z + 1
*
[ -16/3 ] 
f(z) = 135/256*z^3 - 221/16*z + 1
*
-45/11 | 0.20312959470596257353704148859188621933 | 0.023360743716103660000167890924103987690
f(z) = 121/250*z^3 - 239/30*z + 1
*
[ 40/11 ] 
f(z) = 121/250*z^3 - 227/40*z + 1
*
[ 40/11 ] 
f(z) = 121/256*z^3 - 221/40*z + 1
*
[ 3/16 ] 
f(z) = 128/243*z^3 - 235/54*z + 1
*
-4/9 | 0.11499037876611235423443896472275009064 | 0.013982927035459795264259742460249326533
f(z) = 135/256*z^3 - 233/48*z + 1
*
4/11 | 0.075292093541192721217879729165314189693 | 0.011039869923360554968274811937119855475
f(z) = 121/240*z^3 - 229/60*z + 1
*
56/33 | 0.20543383933595733429353918313886743387 | 0.023039030833981355912607821483773473122
f(z) = 121/256*z^3 - 233/72*z + 1
*
[ 8/33 ] 
f(z) = 121/256*z^3 - 227/72*z + 1
*
-21/8 | 0.10196350528632422941924693753684946127 | 0.013752888303482137046842704288656655052
f(z) = 128/245*z^3 - 237/70*z + 1
*
2 | 0.19112916392027080866971048157102512498 | 0.028171622600845838835542518283204109095
f(z) = 131/240*z^3 - 221/60*z + 1
*
2 | 0.19211017081184176084546064656956452831 | 0.028278667628962261887418076664991225427
f(z) = 133/240*z^3 - 223/60*z + 1
*
[ 8/3 ] 
f(z) = 133/256*z^3 - 221/72*z + 1
*
[ 8/3 ] 
f(z) = 137/256*z^3 - 229/72*z + 1
*
2 | 0.19495165075588377614249021368149855491 | 0.028585217444005185068325592752279695107
f(z) = 139/240*z^3 - 229/60*z + 1
*
[ 8/3 ] 
f(z) = 139/256*z^3 - 233/72*z + 1
*
16/25 | 0.23839284397710325199703417741891360127 | 0.029176367216844305686704011560363754062
f(z) = 125/256*z^3 - 221/80*z + 1
*
[ 4/15 ] 
f(z) = 135/256*z^3 - 223/80*z + 1
*
[ 7/3 ] 
f(z) = 123/245*z^3 - 227/105*z + 1
*
[ -21/8 ] 
f(z) = 128/245*z^3 - 233/105*z + 1
*
[ 11/5 ] 
f(z) = 135/242*z^3 - 237/110*z + 1
*
[ 24/11 ] 
f(z) = 121/240*z^3 - 223/120*z + 1
*
[ 4/11 ] 
f(z) = 121/248*z^3 - 225/124*z + 1
*
18/11 | 0.16239897463559757797649049847291213988 | 0.026322402121797475526863616112649133500
f(z) = 121/252*z^3 - 239/126*z + 1
*
[ 8/19 ] 
f(z) = 133/256*z^3 - 223/152*z + 1
*
-22/15 | 0.23414090552513106097180593020792040730 | 0.027551777271198821785286841433805427633
f(z) = 135/242*z^3 - 223/165*z + 1
*
[ 8/5 ] 
f(z) = 125/248*z^3 - 227/248*z + 1
*
[ -11/5 ] 
f(z) = 125/253*z^3 - 237/253*z + 1
*
-4/3 | 0.22589345377094065150560636999402125936 | 0.027370316616901865773057681349092233340
f(z) = 135/256*z^3 - 221/240*z + 1
*
[ 3/2 ] 
f(z) = 136/249*z^3 - 223/249*z + 1
*
[ 11/18 ] 
f(z) = 135/242*z^3 - 223/264*z + 1
*
[ 35/22 ] 
f(z) = 121/250*z^3 - 239/280*z + 1
*
[ -15/7 ] 
f(z) = 123/250*z^3 - 233/294*z + 1
*
-42/11 | 0.19730372706804101599319460272567807268 | 0.026087332295192403160758682959129916836
f(z) = 121/243*z^3 - 214/27*z + 1
*
-9/22 | 0.12713693219216462847446890595761874150 | 0.014767835923284174217660554608591678080
f(z) = 121/243*z^3 - 203/36*z + 1
*
[ 22/5 ] 
f(z) = 125/242*z^3 - 203/22*z + 1
*
[ 7/2 ] 
f(z) = 132/245*z^3 - 206/35*z + 1
*
[ 7/2 ] 
f(z) = 136/245*z^3 - 213/35*z + 1
*
12/11 | 0.21953239173463028795168411110739466304 | 0.029230333745406782709611233330334633372
f(z) = 121/243*z^3 - 203/54*z + 1
*
-39/16 | 0.15480676972277553992292464131998188184 | 0.020585364533542769800378821912034056958
f(z) = 128/243*z^3 - 205/54*z + 1
*
[ 8/3 ] 
f(z) = 125/256*z^3 - 205/72*z + 1
*
2 | 0.18911320858743517776247940340890890451 | 0.027949726605836840030531162635489011824
f(z) = 127/240*z^3 - 217/60*z + 1
*
[ 8/3 ] 
f(z) = 127/256*z^3 - 209/72*z + 1
*
[ 8/3 ] 
f(z) = 131/256*z^3 - 217/72*z + 1
*
-5/33 | 0.099774148774538749100495741108208774250 | 0.011603300459776000484109379687099067833
f(z) = 121/250*z^3 - 217/90*z + 1
*
[ 10/33 ] 
f(z) = 121/250*z^3 - 211/90*z + 1
*
-12/5 | 0.18307679828069289345075450309774187148 | 0.028509431206894674816096698409843866864
f(z) = 125/252*z^3 - 205/84*z + 1
*
[ 20/9 ] 
f(z) = 123/250*z^3 - 203/108*z + 1
*
-18/11 | 0.15975194091630221979458740578270186310 | 0.026427096853888809059823129475615786145
f(z) = 121/252*z^3 - 211/126*z + 1
*
[ 2 ] 
f(z) = 131/244*z^3 - 201/122*z + 1
*
[ 2 ] 
f(z) = 133/244*z^3 - 205/122*z + 1
*
[ 2 ] 
f(z) = 135/244*z^3 - 209/122*z + 1
*
[ 2 ] 
f(z) = 137/244*z^3 - 213/122*z + 1
*
[ 2 ] 
f(z) = 137/252*z^3 - 211/126*z + 1
*
[ 2 ] 
f(z) = 139/244*z^3 - 217/122*z + 1
*
[ 2 ] 
f(z) = 139/252*z^3 - 215/126*z + 1
*
52/33 | 0.20973927704207207147691300300503460184 | 0.025907815441292340051453807645217488537
f(z) = 121/256*z^3 - 205/144*z + 1
*
[ -9/4 ] 
f(z) = 137/243*z^3 - 203/144*z + 1
*
[ -9/4 ] 
f(z) = 139/243*z^3 - 209/144*z + 1
*
[ 20/43 ] 
f(z) = 129/250*z^3 - 217/172*z + 1
*
[ 9/19 ] 
f(z) = 133/243*z^3 - 211/171*z + 1
*
[ 42/25 ] 
f(z) = 125/252*z^3 - 209/210*z + 1
*
[ 8/5 ] 
f(z) = 139/256*z^3 - 203/200*z + 1
*
[ 3/5 ] 
f(z) = 125/246*z^3 - 209/246*z + 1
*
[ 3/5 ] 
f(z) = 125/249*z^3 - 211/249*z + 1
*
[ 3/5 ] 
f(z) = 125/258*z^3 - 217/258*z + 1
*
[ 3/2 ] 
f(z) = 128/249*z^3 - 205/249*z + 1
*
[ 2/3 ] 
f(z) = 125/248*z^3 - 202/279*z + 1
*
[ 2/3 ] 
f(z) = 127/248*z^3 - 203/279*z + 1
*
[ 2/3 ] 
f(z) = 131/248*z^3 - 205/279*z + 1
*
[ 2/3 ] 
f(z) = 133/248*z^3 - 206/279*z + 1
*
[ 2/3 ] 
f(z) = 137/248*z^3 - 208/279*z + 1
*
[ 2/3 ] 
f(z) = 139/248*z^3 - 209/279*z + 1
*
[ -32/15 ] 
f(z) = 125/256*z^3 - 217/288*z + 1
*
[ 9/2 ] 
f(z) = 130/243*z^3 - 181/18*z + 1
*
[ 9/2 ] 
f(z) = 134/243*z^3 - 187/18*z + 1
*
-40/11 | 0.24900812431893691870121381069070050578 | 0.024727569221519522335667566024444405461
f(z) = 121/250*z^3 - 189/32*z + 1
*
[ 7/2 ] 
f(z) = 124/245*z^3 - 192/35*z + 1
*
[ -22/5 ] 
f(z) = 125/242*z^3 - 193/22*z + 1
*
[ 7/2 ] 
f(z) = 128/245*z^3 - 199/35*z + 1
*
[ -7/2 ] 
f(z) = 132/245*z^3 - 186/35*z + 1
*
[ -7/2 ] 
f(z) = 136/245*z^3 - 193/35*z + 1
*
[ -40/11 ] 
f(z) = 121/256*z^3 - 199/40*z + 1
*
20/9 | 0.20508808880483151621155156292690230656 | 0.025658640265888654029952983573293197052
f(z) = 135/256*z^3 - 185/48*z + 1
*
[ 30/11 ] 
f(z) = 121/240*z^3 - 187/60*z + 1
*
[ 8/3 ] 
f(z) = 121/256*z^3 - 197/72*z + 1
*
[ 9/32 ] 
f(z) = 128/243*z^3 - 187/72*z + 1
*
[ 22/9 ] 
f(z) = 135/242*z^3 - 181/66*z + 1
*
[ 15/44 ] 
f(z) = 121/250*z^3 - 191/96*z + 1
*
-40/33 | 0.14587412815417154091548168928433728537 | 0.017330125521036898322703127925860908696
f(z) = 121/250*z^3 - 181/90*z + 1
*
-21/11 | 0.14886742174958595654124940462837565847 | 0.023289948713144752894870464799637601804
f(z) = 121/252*z^3 - 199/84*z + 1
*
-21/11 | 0.13408266990229542990205494831321107247 | 0.021183030326867648518335017968866117618
f(z) = 121/252*z^3 - 187/84*z + 1
*
[ 12/5 ] 
f(z) = 125/252*z^3 - 191/84*z + 1
*
[ -28/11 ] 
f(z) = 121/256*z^3 - 187/112*z + 1
*
[ 2 ] 
f(z) = 121/244*z^3 - 181/122*z + 1
*
[ 2 ] 
f(z) = 123/244*z^3 - 185/122*z + 1
*
[ 2/5 ] 
f(z) = 125/244*z^3 - 193/122*z + 1
*
[ 2 ] 
f(z) = 125/244*z^3 - 189/122*z + 1
*
[ 2/5 ] 
f(z) = 125/252*z^3 - 199/126*z + 1
*
[ 2 ] 
f(z) = 125/252*z^3 - 187/126*z + 1
*
[ 2 ] 
f(z) = 127/244*z^3 - 193/122*z + 1
*
[ 2 ] 
f(z) = 127/252*z^3 - 191/126*z + 1
*
[ 15/8 ] 
f(z) = 128/243*z^3 - 187/135*z + 1
*
[ 2 ] 
f(z) = 129/244*z^3 - 197/122*z + 1
*
[ 2 ] 
f(z) = 131/252*z^3 - 199/126*z + 1
*
[ 9/20 ] 
f(z) = 125/243*z^3 - 191/144*z + 1
*
[ -9/4 ] 
f(z) = 131/243*z^3 - 185/144*z + 1
*
[ -9/4 ] 
f(z) = 133/243*z^3 - 191/144*z + 1
*
[ 6/11 ] 
f(z) = 121/256*z^3 - 187/192*z + 1
*
[ 10/19 ] 
f(z) = 133/250*z^3 - 199/190*z + 1
*
[ -24/11 ] 
f(z) = 121/243*z^3 - 197/216*z + 1
*
[ 8/5 ] 
f(z) = 129/256*z^3 - 183/200*z + 1
*
[ 8/5 ] 
f(z) = 131/256*z^3 - 187/200*z + 1
*
[ 8/5 ] 
f(z) = 133/256*z^3 - 191/200*z + 1
*
[ 8/5 ] 
f(z) = 137/256*z^3 - 199/200*z + 1
*
-7/6 | 0.21731779142065448275012345145221474369 | 0.029798061784957189241471373104728109370
f(z) = 138/245*z^3 - 191/210*z + 1
*
[ 16/11 ] 
f(z) = 121/240*z^3 - 181/240*z + 1
*
[ 17/11 ] 
f(z) = 121/255*z^3 - 199/255*z + 1
*
[ 7/11 ] 
f(z) = 121/259*z^3 - 197/259*z + 1
*
[ 3/2 ] 
f(z) = 124/249*z^3 - 196/249*z + 1
*
[ 3/2 ] 
f(z) = 124/255*z^3 - 194/255*z + 1
*
[ 5/8 ] 
f(z) = 128/245*z^3 - 197/245*z + 1
*
[ 9/14 ] 
f(z) = 133/243*z^3 - 197/252*z + 1
*
[ 2/3 ] 
f(z) = 135/242*z^3 - 181/242*z + 1
*
[ 2/3 ] 
f(z) = 135/254*z^3 - 187/254*z + 1
*
-4/5 | 0.12946445587353863780332882861929620097 | 0.015686524282756852117176036660161642795
f(z) = 135/256*z^3 - 181/240*z + 1
*
[ -2 ] 
f(z) = 137/242*z^3 - 185/242*z + 1
*
[ -2 ] 
f(z) = 139/242*z^3 - 193/242*z + 1
*
[ -2 ] 
f(z) = 139/246*z^3 - 187/246*z + 1
*
[ -2 ] 
f(z) = 139/250*z^3 - 181/250*z + 1
*
[ 2/3 ] 
f(z) = 121/248*z^3 - 200/279*z + 1
*
[ 60/11 ] 
f(z) = 121/250*z^3 - 163/12*z + 1
*
-4/11 | 0.21748894520616044976453537788963042862 | 0.027605254961348869313353288411100399552
f(z) = 121/256*z^3 - 165/16*z + 1
*
[ 9/2 ] 
f(z) = 122/243*z^3 - 169/18*z + 1
*
[ -9/2 ] 
f(z) = 122/243*z^3 - 161/18*z + 1
*
9/16 | 0.19480186607791610687106712905142238626 | 0.022963191420690020408958953112666015310
f(z) = 128/243*z^3 - 179/18*z + 1
*
[ -9/2 ] 
f(z) = 130/243*z^3 - 173/18*z + 1
*
[ -9/2 ] 
f(z) = 134/243*z^3 - 179/18*z + 1
*
[ 36/11 ] 
f(z) = 121/243*z^3 - 167/36*z + 1
*
-35/11 | 0.17956918149865973432251557889074360101 | 0.025193167533995019235050984704159622876
f(z) = 121/245*z^3 - 178/35*z + 1
*
[ -7/2 ] 
f(z) = 124/245*z^3 - 172/35*z + 1
*
[ -7/2 ] 
f(z) = 128/245*z^3 - 179/35*z + 1
*
-65/22 | 0.17365201768711030893126532179777751789 | 0.020685108877741427524317905989023931719
f(z) = 121/250*z^3 - 177/40*z + 1
*
15/22 | 0.22619189120922979949460664848582088000 | 0.027251115147384545911563941220525062167
f(z) = 121/250*z^3 - 161/40*z + 1
*
8/25 | 0.24581069660829301895035395707003669932 | 0.028636816950624787169417725057578498104
f(z) = 125/256*z^3 - 167/40*z + 1
*
-15/8 | 0.20364563232012832329633435357621512050 | 0.027931194184160524769553781094228460672
f(z) = 128/243*z^3 - 163/54*z + 1
*
6/11 | 0.15378583428422292377138284396727110461 | 0.023394176531001829496377875559102926318
f(z) = 121/240*z^3 - 179/60*z + 1
*
4/11 | 0.16346782724950217101086212259276524506 | 0.025086400194386191731608717924641060343
f(z) = 121/240*z^3 - 169/60*z + 1
*
9/4 | 0.22524883855605689647336566131771319199 | 0.026552272322596681501345974504084535030
f(z) = 128/243*z^3 - 179/72*z + 1
*
-2 | 0.10490664018973464456454614230658589012 | 0.016220087643587933534093865217670142241
f(z) = 129/256*z^3 - 161/64*z + 1
*
-2 | 0.084005516458345552980222597298610002546 | 0.012988470863568508013955182212958361138
f(z) = 131/240*z^3 - 161/60*z + 1
*
-2 | 0.10504141464919775248151866515662862840 | 0.016209983379800514849604037594176480782
f(z) = 131/256*z^3 - 163/64*z + 1
*
[ -8/3 ] 
f(z) = 131/256*z^3 - 163/72*z + 1
*
-2 | 0.084109648265718329057873325766749041693 | 0.012979794731644680111601280662643755814
f(z) = 133/240*z^3 - 163/60*z + 1
*
[ -8/3 ] 
f(z) = 133/256*z^3 - 167/72*z + 1
*
-2 | 0.10516830413221520962958585284104808299 | 0.016199078716241479483380710263276812725
f(z) = 133/256*z^3 - 165/64*z + 1
*
[ 9/4 ] 
f(z) = 134/243*z^3 - 161/72*z + 1
*
-2 | 0.10528789894198297338581655041532010228 | 0.016187459124329306162557755398359339778
f(z) = 135/256*z^3 - 167/64*z + 1
*
-2 | 0.084297809889928731087163518290613857235 | 0.012960343644198130158983696679509097669
f(z) = 137/240*z^3 - 167/60*z + 1
*
[ -8/3 ] 
f(z) = 137/256*z^3 - 175/72*z + 1
*
-2 | 0.10540065329340761946812243348367253977 | 0.016175188804781920673910804020725861868
f(z) = 137/256*z^3 - 169/64*z + 1
*
-2 | 0.084382111317874342303592556671508396194 | 0.012949602679532078124754085583174789649
f(z) = 139/240*z^3 - 169/60*z + 1
*
[ -8/3 ] 
f(z) = 139/256*z^3 - 179/72*z + 1
*
-2 | 0.10550691869108836299494434379702782365 | 0.016162315998739381228283559532400716444
f(z) = 139/256*z^3 - 171/64*z + 1
*
[ -12/5 ] 
f(z) = 125/243*z^3 - 167/108*z + 1
*
[ -7/3 ] 
f(z) = 138/245*z^3 - 172/105*z + 1
*
[ 2 ] 
f(z) = 121/252*z^3 - 179/126*z + 1
*
[ 16/33 ] 
f(z) = 121/256*z^3 - 169/144*z + 1
*
[ -9/4 ] 
f(z) = 125/243*z^3 - 167/144*z + 1
*
[ -9/4 ] 
f(z) = 127/243*z^3 - 173/144*z + 1
*
[ 7/4 ] 
f(z) = 132/245*z^3 - 171/140*z + 1
*
[ 18/11 ] 
f(z) = 121/240*z^3 - 173/180*z + 1
*
[ 8/5 ] 
f(z) = 121/256*z^3 - 167/200*z + 1
*
[ 8/5 ] 
f(z) = 123/256*z^3 - 171/200*z + 1
*
[ 8/5 ] 
f(z) = 127/256*z^3 - 179/200*z + 1
*
[ 18/13 ] 
f(z) = 130/243*z^3 - 175/234*z + 1
*
-3/11 | 0.12364374137189290112183978344163025449 | 0.022560096204348608281799099085934956431
f(z) = 121/240*z^3 - 169/240*z + 1
*
[ 15/11 ] 
f(z) = 121/240*z^3 - 161/240*z + 1
*
[ 7/5 ] 
f(z) = 125/252*z^3 - 173/252*z + 1
*
[ 7/5 ] 
f(z) = 125/259*z^3 - 171/259*z + 1
*
[ 11/8 ] 
f(z) = 128/253*z^3 - 173/253*z + 1
*
[ -2 ] 
f(z) = 131/242*z^3 - 161/242*z + 1
*
[ -2 ] 
f(z) = 133/242*z^3 - 169/242*z + 1
*
[ -2 ] 
f(z) = 133/246*z^3 - 163/246*z + 1
*
[ -2 ] 
f(z) = 135/242*z^3 - 177/242*z + 1
*
[ 4/3 ] 
f(z) = 135/244*z^3 - 179/244*z + 1
*
[ -2 ] 
f(z) = 137/246*z^3 - 179/246*z + 1
*
[ -2 ] 
f(z) = 137/250*z^3 - 173/250*z + 1
*
[ -2 ] 
f(z) = 137/254*z^3 - 167/254*z + 1
*
[ -2 ] 
f(z) = 137/258*z^3 - 161/258*z + 1
*
[ -2 ] 
f(z) = 139/254*z^3 - 175/254*z + 1
*
[ -2 ] 
f(z) = 139/258*z^3 - 169/258*z + 1
*
[ 6/5 ] 
f(z) = 130/243*z^3 - 163/270*z + 1
*
[ 9/8 ] 
f(z) = 130/243*z^3 - 163/288*z + 1
*
[ 9/8 ] 
f(z) = 134/243*z^3 - 169/288*z + 1
*
-60/11 | 0.23771907968162554161923994076820935426 | 0.028816830950257184211545931205419227284
f(z) = 121/250*z^3 - 153/10*z + 1
*
63/16 | 0.23627656403349219324212355768270607001 | 0.028467799596502713585565738926760416802
f(z) = 128/243*z^3 - 149/18*z + 1
*
[ -36/11 ] 
f(z) = 121/243*z^3 - 145/36*z + 1
*
45/22 | 0.19809481312294257444297674919217050631 | 0.023986251705257012461378676781975459970
f(z) = 121/243*z^3 - 143/36*z + 1
*
[ 35/11 ] 
f(z) = 121/245*z^3 - 151/35*z + 1
*
14/11 | 0.12717858227105838188890382514232704717 | 0.018408321952869200232759888904097089412
f(z) = 121/245*z^3 - 143/35*z + 1
*
[ 10/3 ] 
f(z) = 123/250*z^3 - 143/30*z + 1
*
[ 27/8 ] 
f(z) = 128/243*z^3 - 143/27*z + 1
*
[ 10/3 ] 
f(z) = 129/250*z^3 - 151/30*z + 1
*
[ 11/3 ] 
f(z) = 135/242*z^3 - 149/22*z + 1
*
-63/25 | 0.16192618366549973529705161306100226826 | 0.019623458391498037862786672482315406967
f(z) = 125/243*z^3 - 142/45*z + 1
*
8/5 | 0.24102136776353519111738441648786535768 | 0.028502432048341319784699427928412837214
f(z) = 125/256*z^3 - 147/40*z + 1
*
-8/3 | 0.21432491467579446483849236660971573582 | 0.025112355300105917076348244699235305019
f(z) = 135/256*z^3 - 159/40*z + 1
*
[ -30/11 ] 
f(z) = 121/240*z^3 - 143/60*z + 1
*
-115/66 | 0.17536344704646285213833074595300447525 | 0.017835517599729529404908062770665131942
f(z) = 121/250*z^3 - 149/72*z + 1
*
-2 | 0.10426832118380627936270457415157512384 | 0.016249442331881482450815807446536876601
f(z) = 121/256*z^3 - 153/64*z + 1
*
[ -8/3 ] 
f(z) = 121/256*z^3 - 143/72*z + 1
*
[ 9/4 ] 
f(z) = 122/243*z^3 - 143/72*z + 1
*
-2 | 0.10444578894362467937315699091770053435 | 0.016244221742544414840259821958434187871
f(z) = 123/256*z^3 - 155/64*z + 1
*
-2 | 0.10461006531506954411644509800395866546 | 0.016237394352547249229627633084418438292
f(z) = 125/256*z^3 - 157/64*z + 1
*
[ -8/3 ] 
f(z) = 125/256*z^3 - 151/72*z + 1
*
-2 | 0.083776009537327650399489811218727900420 | 0.013003568060523814986008102155766952015
f(z) = 127/240*z^3 - 157/60*z + 1
*
-2 | 0.10476320416938803524281529501197306356 | 0.016229276782336540314718886087183602613
f(z) = 127/256*z^3 - 159/64*z + 1
*
[ -8/3 ] 
f(z) = 127/256*z^3 - 155/72*z + 1
*
[ 9/4 ] 
f(z) = 130/243*z^3 - 155/72*z + 1
*
-80/33 | 0.11654013046304051791013077030382405678 | 0.014083192449703169223309863539780145638
f(z) = 121/250*z^3 - 157/90*z + 1
*
-52/25 | 0.13220008035497750904678490872603366936 | 0.016999869463177636546515694244808904619
f(z) = 125/256*z^3 - 149/80*z + 1
*
4/5 | 0.19210177362708149316907412400851219169 | 0.024879303249325603661863799418556391105
f(z) = 125/256*z^3 - 141/80*z + 1
*
[ 5/12 ] 
f(z) = 129/250*z^3 - 143/96*z + 1
*
[ 11/25 ] 
f(z) = 125/242*z^3 - 151/110*z + 1
*
[ -7/3 ] 
f(z) = 129/245*z^3 - 151/105*z + 1
*
[ -7/3 ] 
f(z) = 132/245*z^3 - 158/105*z + 1
*
[ -16/7 ] 
f(z) = 133/256*z^3 - 143/112*z + 1
*
56/45 | 0.18383711257691563125199157019859826771 | 0.021811159287835797718177225126997727189
f(z) = 135/256*z^3 - 143/120*z + 1
*
[ -9/4 ] 
f(z) = 121/243*z^3 - 155/144*z + 1
*
[ 7/4 ] 
f(z) = 124/245*z^3 - 157/140*z + 1
*
[ 11/7 ] 
f(z) = 133/242*z^3 - 153/154*z + 1
*
[ 9/17 ] 
f(z) = 136/243*z^3 - 160/153*z + 1
*
[ 5/9 ] 
f(z) = 127/250*z^3 - 155/162*z + 1
*
[ -32/15 ] 
f(z) = 135/256*z^3 - 149/160*z + 1
*
[ 5/9 ] 
f(z) = 137/250*z^3 - 157/162*z + 1
*
[ 20/33 ] 
f(z) = 121/250*z^3 - 149/180*z + 1
*
[ 22/15 ] 
f(z) = 125/242*z^3 - 157/198*z + 1
*
[ 8/11 ] 
f(z) = 121/248*z^3 - 157/248*z + 1
*
[ 15/11 ] 
f(z) = 121/255*z^3 - 157/255*z + 1
*
[ 30/41 ] 
f(z) = 123/250*z^3 - 155/246*z + 1
*
[ 4/5 ] 
f(z) = 125/244*z^3 - 141/244*z + 1
*
[ 4/5 ] 
f(z) = 125/252*z^3 - 143/252*z + 1
*
[ -2 ] 
f(z) = 127/242*z^3 - 145/242*z + 1
*
[ 5/4 ] 
f(z) = 128/245*z^3 - 151/245*z + 1
*
[ 3/4 ] 
f(z) = 128/249*z^3 - 155/249*z + 1
*
[ 3/4 ] 
f(z) = 128/255*z^3 - 157/255*z + 1
*
[ 5/4 ] 
f(z) = 128/255*z^3 - 149/255*z + 1
*
[ -2 ] 
f(z) = 129/242*z^3 - 153/242*z + 1
*
[ -2 ] 
f(z) = 129/250*z^3 - 141/250*z + 1
*
[ -2 ] 
f(z) = 131/246*z^3 - 155/246*z + 1
*
[ -2 ] 
f(z) = 131/250*z^3 - 149/250*z + 1
*
[ -2 ] 
f(z) = 131/254*z^3 - 143/254*z + 1
*
[ -2 ] 
f(z) = 133/250*z^3 - 157/250*z + 1
*
[ -2 ] 
f(z) = 133/254*z^3 - 151/254*z + 1
*
[ -2 ] 
f(z) = 133/258*z^3 - 145/258*z + 1
*
[ -2 ] 
f(z) = 135/254*z^3 - 159/254*z + 1
*
[ 15/16 ] 
f(z) = 128/243*z^3 - 143/270*z + 1
*
[ 9/8 ] 
f(z) = 122/243*z^3 - 151/288*z + 1
*
[ 35/32 ] 
f(z) = 128/245*z^3 - 151/280*z + 1
*
[ 7/8 ] 
f(z) = 136/245*z^3 - 159/280*z + 1
*
[ 5 ] 
f(z) = 129/250*z^3 - 121/10*z + 1
*
[ 5 ] 
f(z) = 131/250*z^3 - 123/10*z + 1
*
[ -5 ] 
f(z) = 133/250*z^3 - 121/10*z + 1
*
[ 4 ] 
f(z) = 133/256*z^3 - 121/16*z + 1
*
[ 4 ] 
f(z) = 135/256*z^3 - 123/16*z + 1
*
[ 5 ] 
f(z) = 137/250*z^3 - 129/10*z + 1
*
[ 4 ] 
f(z) = 137/256*z^3 - 125/16*z + 1
*
[ 5 ] 
f(z) = 139/250*z^3 - 131/10*z + 1
*
[ -5 ] 
f(z) = 139/250*z^3 - 127/10*z + 1
*
[ 4 ] 
f(z) = 139/256*z^3 - 127/16*z + 1
*
63/22 | 0.21053784805446453433725809025363945257 | 0.025580789497839059051072811668045333471
f(z) = 121/243*z^3 - 139/36*z + 1
*
[ -35/11 ] 
f(z) = 121/245*z^3 - 129/35*z + 1
*
[ 2/11 ] 
f(z) = 121/248*z^3 - 140/31*z + 1
*
[ -27/8 ] 
f(z) = 128/243*z^3 - 127/27*z + 1
*
[ -10/3 ] 
f(z) = 129/250*z^3 - 133/30*z + 1
*
[ -11/3 ] 
f(z) = 135/242*z^3 - 137/22*z + 1
*
[ 3 ] 
f(z) = 139/243*z^3 - 121/27*z + 1
*
-30/11 | 0.17559762051843489002232433920509426743 | 0.024672270660213946476233721479756099658
f(z) = 121/243*z^3 - 137/54*z + 1
*
[ 5/22 ] 
f(z) = 121/250*z^3 - 137/40*z + 1
*
20/11 | 0.18225218177137778983088572046284097228 | 0.022739833867944909813114145179182208587
f(z) = 121/250*z^3 - 121/40*z + 1
*
6/11 | 0.16252937507527531686126245995102895272 | 0.024550993622691148685779413571292017470
f(z) = 121/252*z^3 - 125/42*z + 1
*
12/5 | 0.19066596716182128089111747991743378633 | 0.024739122502002820955092994096214107399
f(z) = 125/256*z^3 - 139/48*z + 1
*
-4/9 | 0.078090971555064155063533670646398926034 | 0.010151480601111979307336295201161441607
f(z) = 135/256*z^3 - 137/48*z + 1
*
-20/11 | 0.089414521636157459539646990288589015789 | 0.014351141623398783869723977635417396707
f(z) = 121/240*z^3 - 127/60*z + 1
*
-24/11 | 0.23406308566996286635278175032672422147 | 0.027912114188127484507166143791488347512
f(z) = 121/256*z^3 - 137/72*z + 1
*
[ 35/16 ] 
f(z) = 128/245*z^3 - 137/70*z + 1
*
[ -22/9 ] 
f(z) = 135/242*z^3 - 127/66*z + 1
*
-5/33 | 0.11654009884663360909873953185545467577 | 0.014453576776998843822496560168136423109
f(z) = 121/250*z^3 - 127/90*z + 1
*
[ -12/5 ] 
f(z) = 125/252*z^3 - 121/84*z + 1
*
[ 11/6 ] 
f(z) = 135/242*z^3 - 125/88*z + 1
*
[ 21/11 ] 
f(z) = 121/245*z^3 - 139/105*z + 1
*
[ -7/3 ] 
f(z) = 123/245*z^3 - 137/105*z + 1
*
[ -11/5 ] 
f(z) = 135/242*z^3 - 137/110*z + 1
*
-15/22 | 0.13205314766101134008915258636124507889 | 0.016314795436770850345428708421007195354
f(z) = 121/250*z^3 - 131/120*z + 1
*
[ 35/22 ] 
f(z) = 121/245*z^3 - 123/140*z + 1
*
[ -24/11 ] 
f(z) = 121/252*z^3 - 139/168*z + 1
*
[ 2/3 ] 
f(z) = 123/256*z^3 - 137/192*z + 1
*
[ 11/15 ] 
f(z) = 125/242*z^3 - 127/198*z + 1
*
[ 36/25 ] 
f(z) = 125/243*z^3 - 137/180*z + 1
*
-9/10 | 0.21290775817587572756475233224878079473 | 0.025081038045740602795390966651935075356
f(z) = 125/243*z^3 - 127/180*z + 1
*
[ 2/3 ] 
f(z) = 129/256*z^3 - 139/192*z + 1
*
[ 14/11 ] 
f(z) = 121/248*z^3 - 125/217*z + 1
*
[ 3/4 ] 
f(z) = 122/243*z^3 - 133/216*z + 1
*
[ 27/32 ] 
f(z) = 128/243*z^3 - 121/216*z + 1
*
[ 21/16 ] 
f(z) = 128/245*z^3 - 139/210*z + 1
*
[ 3/4 ] 
f(z) = 130/243*z^3 - 137/216*z + 1
*
[ 3/4 ] 
f(z) = 134/243*z^3 - 139/216*z + 1
*
[ 7/6 ] 
f(z) = 138/245*z^3 - 131/210*z + 1
*
[ 9/10 ] 
f(z) = 128/243*z^3 - 121/225*z + 1
*
[ 9/10 ] 
f(z) = 136/243*z^3 - 127/225*z + 1
*
[ 13/11 ] 
f(z) = 121/247*z^3 - 131/247*z + 1
*
[ 9/11 ] 
f(z) = 121/252*z^3 - 137/252*z + 1
*
[ -2 ] 
f(z) = 123/242*z^3 - 129/242*z + 1
*
[ -2 ] 
f(z) = 125/242*z^3 - 137/242*z + 1
*
[ 6/5 ] 
f(z) = 125/246*z^3 - 139/246*z + 1
*
[ -2 ] 
f(z) = 125/246*z^3 - 131/246*z + 1
*
[ 6/5 ] 
f(z) = 125/258*z^3 - 137/258*z + 1
*
[ -2 ] 
f(z) = 127/246*z^3 - 139/246*z + 1
*
[ -2 ] 
f(z) = 127/250*z^3 - 133/250*z + 1
*
[ 7/8 ] 
f(z) = 128/259*z^3 - 135/259*z + 1
*
-5/3 | 0.29895798324759242064867426895262223785 | 0.028797814484625131406513314990994522639
f(z) = 129/250*z^3 - 137/258*z + 1
*
[ -2 ] 
f(z) = 129/254*z^3 - 135/254*z + 1
*
[ 10/11 ] 
f(z) = 131/250*z^3 - 129/242*z + 1
*
[ -2 ] 
f(z) = 131/258*z^3 - 137/258*z + 1
*
[ 10/9 ] 
f(z) = 123/250*z^3 - 137/270*z + 1
*
[ 32/33 ] 
f(z) = 121/256*z^3 - 137/288*z + 1
*
60/11 | 0.16202128567367814374050727343318303503 | 0.016893956930367428034234180593390836144
f(z) = 121/250*z^3 - 117/8*z + 1
*
[ 5 ] 
f(z) = 121/250*z^3 - 113/10*z + 1
*
[ -5 ] 
f(z) = 121/250*z^3 - 109/10*z + 1
*
[ 5/33 ] 
f(z) = 121/250*z^3 - 101/18*z + 1
*
[ 4 ] 
f(z) = 121/256*z^3 - 109/16*z + 1
*
[ -4 ] 
f(z) = 121/256*z^3 - 101/16*z + 1
*
[ -5 ] 
f(z) = 123/250*z^3 - 111/10*z + 1
*
[ 4 ] 
f(z) = 123/256*z^3 - 111/16*z + 1
*
[ -4 ] 
f(z) = 123/256*z^3 - 103/16*z + 1
*
[ 18/5 ] 
f(z) = 125/243*z^3 - 107/18*z + 1
*
[ 4 ] 
f(z) = 125/256*z^3 - 113/16*z + 1
*
[ 5 ] 
f(z) = 127/250*z^3 - 119/10*z + 1
*
[ 4 ] 
f(z) = 127/256*z^3 - 115/16*z + 1
*
[ -4 ] 
f(z) = 127/256*z^3 - 107/16*z + 1
*
[ -5 ] 
f(z) = 129/250*z^3 - 117/10*z + 1
*
[ -10 ] 
f(z) = 129/250*z^3 - 101/2*z + 1
*
[ 4 ] 
f(z) = 129/256*z^3 - 117/16*z + 1
*
[ -4 ] 
f(z) = 129/256*z^3 - 109/16*z + 1
*
[ -5 ] 
f(z) = 131/250*z^3 - 119/10*z + 1
*
[ 10 ] 
f(z) = 131/250*z^3 - 103/2*z + 1
*
[ 4 ] 
f(z) = 131/256*z^3 - 119/16*z + 1
*
[ -4 ] 
f(z) = 131/256*z^3 - 111/16*z + 1
*
[ -4 ] 
f(z) = 133/256*z^3 - 113/16*z + 1
*
[ -4 ] 
f(z) = 135/256*z^3 - 115/16*z + 1
*
[ -4 ] 
f(z) = 137/256*z^3 - 117/16*z + 1
*
[ -10 ] 
f(z) = 139/250*z^3 - 109/2*z + 1
*
[ -4 ] 
f(z) = 139/256*z^3 - 119/16*z + 1
*
18/11 | 0.17028138562034538030061890997683095992 | 0.021177251297683663375451817755728332254
f(z) = 121/243*z^3 - 115/36*z + 1
*
[ 32/11 ] 
f(z) = 121/256*z^3 - 107/32*z + 1
*
[ 3 ] 
f(z) = 122/243*z^3 - 104/27*z + 1
*
[ 3 ] 
f(z) = 124/243*z^3 - 106/27*z + 1
*
[ 3 ] 
f(z) = 125/243*z^3 - 107/27*z + 1
*
[ 3 ] 
f(z) = 127/243*z^3 - 109/27*z + 1
*
[ 3 ] 
f(z) = 128/243*z^3 - 110/27*z + 1
*
[ 3 ] 
f(z) = 130/243*z^3 - 112/27*z + 1
*
[ 3 ] 
f(z) = 131/243*z^3 - 113/27*z + 1
*
[ 3 ] 
f(z) = 133/243*z^3 - 115/27*z + 1
*
[ 3 ] 
f(z) = 134/243*z^3 - 116/27*z + 1
*
8/9 | 0.15559529516137695326953873261858301336 | 0.019074867840262873690055792807240797161
f(z) = 135/256*z^3 - 109/24*z + 1
*
[ 3 ] 
f(z) = 136/243*z^3 - 118/27*z + 1
*
[ 3 ] 
f(z) = 137/243*z^3 - 119/27*z + 1
*
[ -3 ] 
f(z) = 137/243*z^3 - 101/27*z + 1
*
[ -3 ] 
f(z) = 139/243*z^3 - 103/27*z + 1
*
[ 12/5 ] 
f(z) = 125/256*z^3 - 107/48*z + 1
*
[ 5/2 ] 
f(z) = 127/250*z^3 - 103/40*z + 1
*
[ 5/2 ] 
f(z) = 131/250*z^3 - 107/40*z + 1
*
[ 5/2 ] 
f(z) = 133/250*z^3 - 109/40*z + 1
*
-20/9 | 0.10423295812936546334876969585827646179 | 0.013897771221046125073735665296711770002
f(z) = 135/256*z^3 - 113/48*z + 1
*
[ 5/2 ] 
f(z) = 137/250*z^3 - 113/40*z + 1
*
[ 4/11 ] 
f(z) = 121/240*z^3 - 109/60*z + 1
*
20/11 | 0.10652796255646101610540594126461972240 | 0.017692667238696164372408915886839180568
f(z) = 121/240*z^3 - 103/60*z + 1
*
[ 45/22 ] 
f(z) = 121/250*z^3 - 109/72*z + 1
*
[ 2/5 ] 
f(z) = 125/256*z^3 - 101/64*z + 1
*
-9/4 | 0.21305285220962085699748300152540388890 | 0.026496576678034243765516720944518972652
f(z) = 128/243*z^3 - 115/72*z + 1
*
[ 2 ] 
f(z) = 131/240*z^3 - 101/60*z + 1
*
[ 2 ] 
f(z) = 133/240*z^3 - 103/60*z + 1
*
[ 2 ] 
f(z) = 133/256*z^3 - 101/64*z + 1
*
[ 2 ] 
f(z) = 135/256*z^3 - 103/64*z + 1
*
[ 2 ] 
f(z) = 137/240*z^3 - 107/60*z + 1
*
[ 2 ] 
f(z) = 137/256*z^3 - 105/64*z + 1
*
[ 2 ] 
f(z) = 139/240*z^3 - 109/60*z + 1
*
[ 2 ] 
f(z) = 139/256*z^3 - 107/64*z + 1
*
-21/11 | 0.15810470948359579897806451186821440540 | 0.027056303195504113148571594903484651056
f(z) = 121/252*z^3 - 115/84*z + 1
*
[ 21/11 ] 
f(z) = 121/252*z^3 - 107/84*z + 1
*
-4/15 | 0.21777380635003248551804813359741349258 | 0.029399819862219965454907230980036095297
f(z) = 135/256*z^3 - 103/80*z + 1
*
[ 5/3 ] 
f(z) = 137/250*z^3 - 101/90*z + 1
*
[ 5/3 ] 
f(z) = 139/250*z^3 - 103/90*z + 1
*
[ 4/7 ] 
f(z) = 133/256*z^3 - 103/112*z + 1
*
[ 3/2 ] 
f(z) = 137/243*z^3 - 101/108*z + 1
*
[ 3/2 ] 
f(z) = 139/243*z^3 - 103/108*z + 1
*
[ -24/11 ] 
f(z) = 121/240*z^3 - 113/120*z + 1
*
[ 5/8 ] 
f(z) = 121/250*z^3 - 101/128*z + 1
*
[ 18/11 ] 
f(z) = 121/252*z^3 - 113/126*z + 1
*
[ 3/5 ] 
f(z) = 130/243*z^3 - 116/135*z + 1
*
[ 5/8 ] 
f(z) = 131/250*z^3 - 103/128*z + 1
*
8/9 | 0.23436169444593784548389387829213948858 | 0.028396368609970362443942781514345224937
f(z) = 135/256*z^3 - 113/120*z + 1
*
[ 4/3 ] 
f(z) = 137/256*z^3 - 101/144*z + 1
*
[ 4/3 ] 
f(z) = 139/256*z^3 - 103/144*z + 1
*
[ 5/4 ] 
f(z) = 133/250*z^3 - 101/160*z + 1
*
[ 5/4 ] 
f(z) = 139/250*z^3 - 107/160*z + 1
*
[ -45/22 ] 
f(z) = 121/243*z^3 - 107/180*z + 1
*
[ 6/5 ] 
f(z) = 125/256*z^3 - 103/192*z + 1
*
[ 25/22 ] 
f(z) = 121/250*z^3 - 101/200*z + 1
*
[ 8/9 ] 
f(z) = 123/256*z^3 - 109/216*z + 1
*
[ 8/9 ] 
f(z) = 129/256*z^3 - 113/216*z + 1
*
[ 9/10 ] 
f(z) = 124/243*z^3 - 118/225*z + 1
*
[ 10 ] 
f(z) = 121/250*z^3 - 95/2*z + 1
*
[ 9/2 ] 
f(z) = 124/243*z^3 - 86/9*z + 1
*
[ -9/2 ] 
f(z) = 124/243*z^3 - 82/9*z + 1
*
[ -18/5 ] 
f(z) = 125/243*z^3 - 97/18*z + 1
*
[ 10/3 ] 
f(z) = 127/250*z^3 - 89/18*z + 1
*
[ 9/2 ] 
f(z) = 128/243*z^3 - 89/9*z + 1
*
[ -9/2 ] 
f(z) = 128/243*z^3 - 85/9*z + 1
*
-45/16 | 0.12349410891106888511756612577869001961 | 0.016007682671175215298106658170733615929
f(z) = 128/243*z^3 - 83/18*z + 1
*
[ -10/3 ] 
f(z) = 133/250*z^3 - 83/18*z + 1
*
[ 9/2 ] 
f(z) = 136/243*z^3 - 95/9*z + 1
*
[ -9/2 ] 
f(z) = 136/243*z^3 - 91/9*z + 1
*
[ 10/3 ] 
f(z) = 137/250*z^3 - 97/18*z + 1
*
-9/22 | 0.18585733086426799815497451187780964163 | 0.023676956460254085626820018377835517750
f(z) = 121/243*z^3 - 95/36*z + 1
*
[ -3 ] 
f(z) = 121/243*z^3 - 85/27*z + 1
*
[ -32/11 ] 
f(z) = 121/256*z^3 - 85/32*z + 1
*
[ -3 ] 
f(z) = 122/243*z^3 - 86/27*z + 1
*
[ -3 ] 
f(z) = 124/243*z^3 - 88/27*z + 1
*
[ -3 ] 
f(z) = 125/243*z^3 - 89/27*z + 1
*
[ -3 ] 
f(z) = 127/243*z^3 - 91/27*z + 1
*
[ -3 ] 
f(z) = 128/243*z^3 - 92/27*z + 1
*
[ -3 ] 
f(z) = 130/243*z^3 - 94/27*z + 1
*
[ -3 ] 
f(z) = 131/243*z^3 - 95/27*z + 1
*
-2 | 0.10471302564063669937311689475232189680 | 0.016174666912377350020478879538000317656
f(z) = 131/248*z^3 - 81/31*z + 1
*
[ -3 ] 
f(z) = 133/243*z^3 - 97/27*z + 1
*
-2 | 0.10482853544076235825075889833156576861 | 0.016161877395862069232237804629151377497
f(z) = 133/248*z^3 - 82/31*z + 1
*
[ -3 ] 
f(z) = 134/243*z^3 - 98/27*z + 1
*
-2 | 0.10493717727433077559084480352661248832 | 0.016148448907037001584439170690973945749
f(z) = 135/248*z^3 - 83/31*z + 1
*
[ -3 ] 
f(z) = 136/243*z^3 - 100/27*z + 1
*
-2 | 0.10503923771013417198802892964266223426 | 0.016134419283535445369716306050878958192
f(z) = 137/248*z^3 - 84/31*z + 1
*
-2 | 0.10513493338128403181345472770775444249 | 0.016119815622798381221387658172606620099
f(z) = 139/248*z^3 - 85/31*z + 1
*
[ 25/11 ] 
f(z) = 121/250*z^3 - 97/50*z + 1
*
[ 5/2 ] 
f(z) = 123/250*z^3 - 99/40*z + 1
*
[ 9/25 ] 
f(z) = 125/243*z^3 - 83/45*z + 1
*
9/5 | 0.21290645389716828883625863825053553669 | 0.027641013030779644135592485069361741900
f(z) = 125/243*z^3 - 82/45*z + 1
*
[ 8/25 ] 
f(z) = 125/256*z^3 - 87/40*z + 1
*
-4/3 | 0.18208477712535136575166099504090420638 | 0.025076316299114045111267594700422027938
f(z) = 135/256*z^3 - 89/48*z + 1
*
[ -5/2 ] 
f(z) = 137/250*z^3 - 81/40*z + 1
*
[ -5/2 ] 
f(z) = 139/250*z^3 - 83/40*z + 1
*
[ 2 ] 
f(z) = 121/256*z^3 - 89/64*z + 1
*
[ 2 ] 
f(z) = 123/256*z^3 - 91/64*z + 1
*
[ 2 ] 
f(z) = 125/256*z^3 - 93/64*z + 1
*
[ 2 ] 
f(z) = 127/240*z^3 - 97/60*z + 1
*
[ 2 ] 
f(z) = 127/256*z^3 - 95/64*z + 1
*
[ 7/16 ] 
f(z) = 128/245*z^3 - 97/70*z + 1
*
[ 2 ] 
f(z) = 129/256*z^3 - 97/64*z + 1
*
[ -9/4 ] 
f(z) = 130/243*z^3 - 91/72*z + 1
*
[ 2 ] 
f(z) = 131/256*z^3 - 99/64*z + 1
*
[ -9/4 ] 
f(z) = 134/243*z^3 - 97/72*z + 1
*
[ 7/4 ] 
f(z) = 136/245*z^3 - 89/70*z + 1
*
[ 6/11 ] 
f(z) = 121/248*z^3 - 91/93*z + 1
*
[ 20/11 ] 
f(z) = 121/256*z^3 - 89/80*z + 1
*
[ 5/3 ] 
f(z) = 127/250*z^3 - 91/90*z + 1
*
[ 5/3 ] 
f(z) = 133/250*z^3 - 97/90*z + 1
*
[ 3/2 ] 
f(z) = 125/243*z^3 - 89/108*z + 1
*
[ 3/2 ] 
f(z) = 127/243*z^3 - 91/108*z + 1
*
[ 9/13 ] 
f(z) = 130/243*z^3 - 82/117*z + 1
*
[ 3/2 ] 
f(z) = 131/243*z^3 - 95/108*z + 1
*
[ 3/2 ] 
f(z) = 133/243*z^3 - 97/108*z + 1
*
[ 22/15 ] 
f(z) = 135/242*z^3 - 97/110*z + 1
*
[ 15/11 ] 
f(z) = 121/243*z^3 - 89/135*z + 1
*
[ -70/33 ] 
f(z) = 121/250*z^3 - 89/126*z + 1
*
[ 15/22 ] 
f(z) = 121/250*z^3 - 83/120*z + 1
*
[ -2 ] 
f(z) = 133/244*z^3 - 83/122*z + 1
*
[ 2/3 ] 
f(z) = 135/244*z^3 - 91/122*z + 1
*
[ -2 ] 
f(z) = 135/244*z^3 - 87/122*z + 1
*
[ 4/3 ] 
f(z) = 135/248*z^3 - 89/124*z + 1
*
-8/9 | 0.24344695776496986818160829826156200700 | 0.029497181977683013208617762744433155664
f(z) = 135/256*z^3 - 83/120*z + 1
*
[ -2 ] 
f(z) = 137/244*z^3 - 91/122*z + 1
*
[ -2 ] 
f(z) = 137/252*z^3 - 85/126*z + 1
*
[ -2 ] 
f(z) = 139/244*z^3 - 95/122*z + 1
*
[ -2 ] 
f(z) = 139/252*z^3 - 89/126*z + 1
*
[ 4/3 ] 
f(z) = 121/256*z^3 - 85/144*z + 1
*
[ 4/3 ] 
f(z) = 125/256*z^3 - 89/144*z + 1
*
[ 4/3 ] 
f(z) = 127/256*z^3 - 91/144*z + 1
*
[ 4/3 ] 
f(z) = 131/256*z^3 - 95/144*z + 1
*
[ 4/3 ] 
f(z) = 133/256*z^3 - 97/144*z + 1
*
[ 5/4 ] 
f(z) = 121/250*z^3 - 89/160*z + 1
*
[ 5/4 ] 
f(z) = 123/250*z^3 - 91/160*z + 1
*
[ 32/25 ] 
f(z) = 125/256*z^3 - 93/160*z + 1
*
[ 5/4 ] 
f(z) = 129/250*z^3 - 97/160*z + 1
*
[ 5/4 ] 
f(z) = 131/250*z^3 - 99/160*z + 1
*
[ 10/9 ] 
f(z) = 139/250*z^3 - 95/162*z + 1
*
36/11 | 0.20635698574279062147207463740577232267 | 0.027799782427234506168460493098538352208
f(z) = 121/243*z^3 - 62/9*z + 1
*
-4/11 | 0.17340069438386498803372932505997139629 | 0.024747857409254184981073686499284124213
f(z) = 121/256*z^3 - 69/16*z + 1
*
12/11 | 0.10426484806757504456978034958017011898 | 0.015147151126146597500936302462906065433
f(z) = 121/256*z^3 - 61/16*z + 1
*
16/5 | 0.078658633712391252929157560332523326590 | 0.011136641276230288750927011015114548209
f(z) = 125/256*z^3 - 73/16*z + 1
*
[ 16/5 ] 
f(z) = 125/256*z^3 - 69/16*z + 1
*
-18/11 | 0.10172466434056944719101640112070134180 | 0.013458283919813121807223379741165849951
f(z) = 121/243*z^3 - 71/36*z + 1
*
[ 27/11 ] 
f(z) = 121/243*z^3 - 65/27*z + 1
*
-2 | 0.10401444763571661758710353131872954546 | 0.016226460205998730394719876847247952570
f(z) = 121/248*z^3 - 76/31*z + 1
*
20/11 | 0.20532457137290445250607064894390014583 | 0.027342576153457733739477738216995410417
f(z) = 121/250*z^3 - 73/20*z + 1
*
[ -30/11 ] 
f(z) = 121/250*z^3 - 67/30*z + 1
*
-2 | 0.10417287556020555041697128809565092210 | 0.016218102176612958008344643798253558999
f(z) = 123/248*z^3 - 77/31*z + 1
*
[ 8/3 ] 
f(z) = 123/256*z^3 - 67/24*z + 1
*
[ 9/4 ] 
f(z) = 124/243*z^3 - 73/36*z + 1
*
-2 | 0.10432094145062681219244887720405499812 | 0.016208592944520669338425253191392388982
f(z) = 125/248*z^3 - 78/31*z + 1
*
-2 | 0.10445979175747168315590955181600684652 | 0.016198105654018737712498336205714239188
f(z) = 127/248*z^3 - 79/31*z + 1
*
-21/8 | 0.19714544703964983114318829060586030395 | 0.029964724052453031278714283095588956428
f(z) = 128/243*z^3 - 80/27*z + 1
*
-2 | 0.10459027360524187734317432908633518972 | 0.016186766033762840322115153983734871571
f(z) = 129/248*z^3 - 80/31*z + 1
*
[ 8/3 ] 
f(z) = 129/256*z^3 - 71/24*z + 1
*
-20/11 | 0.19254239770956087973948688420657473457 | 0.025459541586923314417627989077361947041
f(z) = 121/250*z^3 - 77/40*z + 1
*
[ -5/2 ] 
f(z) = 123/250*z^3 - 67/40*z + 1
*
-36/25 | 0.19113657741931202927367600341279984152 | 0.025194979167779064041980310905001519232
f(z) = 125/243*z^3 - 73/45*z + 1
*
8/5 | 0.15734430743396747693757577870516308023 | 0.020513105229879590738806069993377866166
f(z) = 125/256*z^3 - 67/40*z + 1
*
[ -12/5 ] 
f(z) = 125/256*z^3 - 67/48*z + 1
*
[ -5/2 ] 
f(z) = 127/250*z^3 - 71/40*z + 1
*
[ -5/2 ] 
f(z) = 129/250*z^3 - 73/40*z + 1
*
[ -5/2 ] 
f(z) = 133/250*z^3 - 77/40*z + 1
*
[ 20/11 ] 
f(z) = 121/240*z^3 - 73/60*z + 1
*
-12/11 | 0.16756197859357822118291956553809337265 | 0.029662372588217221668998218005688343283
f(z) = 121/240*z^3 - 71/60*z + 1
*
[ -9/4 ] 
f(z) = 122/243*z^3 - 79/72*z + 1
*
[ 8/15 ] 
f(z) = 125/256*z^3 - 73/72*z + 1
*
[ -35/16 ] 
f(z) = 128/245*z^3 - 73/70*z + 1
*
[ 2/3 ] 
f(z) = 123/248*z^3 - 67/93*z + 1
*
[ 10/7 ] 
f(z) = 123/250*z^3 - 69/98*z + 1
*
[ 3/5 ] 
f(z) = 125/252*z^3 - 71/84*z + 1
*
-48/25 | 0.13220008035497750904678490872603366936 | 0.018477594358336769477805207350070432586
f(z) = 125/256*z^3 - 69/80*z + 1
*
[ 2/3 ] 
f(z) = 129/248*z^3 - 68/93*z + 1
*
[ 5/7 ] 
f(z) = 129/250*z^3 - 65/98*z + 1
*
[ 5/7 ] 
f(z) = 139/250*z^3 - 67/98*z + 1
*
[ 3/4 ] 
f(z) = 124/243*z^3 - 67/108*z + 1
*
[ 7/6 ] 
f(z) = 132/245*z^3 - 62/105*z + 1
*
[ 11/15 ] 
f(z) = 135/242*z^3 - 73/110*z + 1
*
[ 8/11 ] 
f(z) = 121/240*z^3 - 77/120*z + 1
*
[ 14/11 ] 
f(z) = 121/252*z^3 - 71/126*z + 1
*
[ -2 ] 
f(z) = 123/244*z^3 - 63/122*z + 1
*
[ 27/25 ] 
f(z) = 125/243*z^3 - 71/135*z + 1
*
[ -2 ] 
f(z) = 125/244*z^3 - 67/122*z + 1
*
[ 4/5 ] 
f(z) = 125/248*z^3 - 71/124*z + 1
*
[ -2 ] 
f(z) = 127/244*z^3 - 71/122*z + 1
*
[ -2 ] 
f(z) = 127/252*z^3 - 65/126*z + 1
*
[ -2 ] 
f(z) = 129/244*z^3 - 75/122*z + 1
*
[ 5/6 ] 
f(z) = 129/250*z^3 - 67/120*z + 1
*
[ -2 ] 
f(z) = 131/244*z^3 - 79/122*z + 1
*
[ -2 ] 
f(z) = 131/252*z^3 - 73/126*z + 1
*
8/45 | 0.24344592414854897845942710105882743955 | 0.029497056739840889339484680855419878848
f(z) = 135/256*z^3 - 77/120*z + 1
*
[ 10/11 ] 
f(z) = 121/248*z^3 - 78/155*z + 1
*
[ 9/8 ] 
f(z) = 124/243*z^3 - 77/144*z + 1
*
[ 16/15 ] 
f(z) = 125/256*z^3 - 71/144*z + 1
*
[ 35/11 ] 
f(z) = 121/250*z^3 - 59/14*z + 1
*
[ -40/11 ] 
f(z) = 121/250*z^3 - 41/8*z + 1
*
-28/11 | 0.10572179117325932989780802383524206004 | 0.016068970125395026079139362115136854709
f(z) = 121/256*z^3 - 45/16*z + 1
*
[ -16/5 ] 
f(z) = 125/256*z^3 - 59/16*z + 1
*
-9/4 | 0.20985437943117153570919127334289964298 | 0.029196492631686576212546256942558883836
f(z) = 128/243*z^3 - 49/18*z + 1
*
[ 9/4 ] 
f(z) = 136/243*z^3 - 41/18*z + 1
*
[ 9/22 ] 
f(z) = 121/243*z^3 - 55/36*z + 1
*
[ -27/11 ] 
f(z) = 121/243*z^3 - 43/27*z + 1
*
[ 2 ] 
f(z) = 121/248*z^3 - 45/31*z + 1
*
-20/11 | 0.21108605693454983853592002403594820247 | 0.029519629393899708884809131473935066344
f(z) = 121/250*z^3 - 51/20*z + 1
*
[ 24/11 ] 
f(z) = 121/256*z^3 - 41/24*z + 1
*
[ 2 ] 
f(z) = 123/248*z^3 - 46/31*z + 1
*
[ -8/3 ] 
f(z) = 123/256*z^3 - 49/24*z + 1
*
[ -9/4 ] 
f(z) = 124/243*z^3 - 41/36*z + 1
*
[ 11/5 ] 
f(z) = 125/242*z^3 - 43/22*z + 1
*
[ 2/5 ] 
f(z) = 125/248*z^3 - 49/31*z + 1
*
[ 2 ] 
f(z) = 125/248*z^3 - 47/31*z + 1
*
[ 2 ] 
f(z) = 127/248*z^3 - 48/31*z + 1
*
[ 3/8 ] 
f(z) = 128/243*z^3 - 47/27*z + 1
*
[ 7/4 ] 
f(z) = 128/245*z^3 - 41/35*z + 1
*
[ 2 ] 
f(z) = 129/248*z^3 - 49/31*z + 1
*
[ -8/3 ] 
f(z) = 129/256*z^3 - 53/24*z + 1
*
[ 2 ] 
f(z) = 131/248*z^3 - 50/31*z + 1
*
[ 2 ] 
f(z) = 133/248*z^3 - 51/31*z + 1
*
[ 2 ] 
f(z) = 135/248*z^3 - 52/31*z + 1
*
[ 2 ] 
f(z) = 137/248*z^3 - 53/31*z + 1
*
[ 2 ] 
f(z) = 139/248*z^3 - 54/31*z + 1
*
[ 6/11 ] 
f(z) = 121/243*z^3 - 53/54*z + 1
*
[ -25/11 ] 
f(z) = 121/250*z^3 - 53/50*z + 1
*
-35/22 | 0.17926562965225774610597968240529257213 | 0.025858922051211317508702381558874638296
f(z) = 121/250*z^3 - 41/40*z + 1
*
[ 6/11 ] 
f(z) = 121/252*z^3 - 41/42*z + 1
*
12/11 | 0.19908438546978388897916415093118914141 | 0.029363816897414414884238134788442782363
f(z) = 121/256*z^3 - 55/48*z + 1
*
[ 3/2 ] 
f(z) = 122/243*z^3 - 43/54*z + 1
*
-24/25 | 0.19210168855151599257666916613599954561 | 0.026581346238563545513677152495295164324
f(z) = 125/256*z^3 - 43/40*z + 1
*
[ 27/16 ] 
f(z) = 128/243*z^3 - 59/54*z + 1
*
[ 9/5 ] 
f(z) = 130/243*z^3 - 58/45*z + 1
*
[ 3/2 ] 
f(z) = 130/243*z^3 - 47/54*z + 1
*
[ -15/7 ] 
f(z) = 133/250*z^3 - 41/42*z + 1
*
[ 3/2 ] 
f(z) = 134/243*z^3 - 49/54*z + 1
*
[ 16/9 ] 
f(z) = 135/256*z^3 - 59/48*z + 1
*
[ 8/15 ] 
f(z) = 135/256*z^3 - 41/40*z + 1
*
-16/9 | 0.077017387011970368546318099586976408352 | 0.011592387794530838070261571699317234544
f(z) = 135/256*z^3 - 41/48*z + 1
*
[ 6/11 ] 
f(z) = 121/240*z^3 - 59/60*z + 1
*
-20/11 | 0.15734430743396747693757577870516308023 | 0.028709117611057992403835680923722190200
f(z) = 121/240*z^3 - 49/60*z + 1
*
-12/11 | 0.12231305356275574882817748100633973950 | 0.022317298270065843361255584762314456117
f(z) = 121/240*z^3 - 41/60*z + 1
*
[ 14/11 ] 
f(z) = 121/245*z^3 - 41/70*z + 1
*
[ -2 ] 
f(z) = 131/240*z^3 - 41/60*z + 1
*
[ -2 ] 
f(z) = 133/240*z^3 - 43/60*z + 1
*
[ 9/7 ] 
f(z) = 133/243*z^3 - 43/63*z + 1
*
[ 5/7 ] 
f(z) = 133/250*z^3 - 47/70*z + 1
*
[ 5/6 ] 
f(z) = 133/250*z^3 - 41/72*z + 1
*
[ 20/19 ] 
f(z) = 133/250*z^3 - 41/76*z + 1
*
[ 11/9 ] 
f(z) = 135/242*z^3 - 43/66*z + 1
*
[ 2/3 ] 
f(z) = 135/256*z^3 - 47/64*z + 1
*
[ 9/8 ] 
f(z) = 136/243*z^3 - 43/72*z + 1
*
[ -2 ] 
f(z) = 137/240*z^3 - 47/60*z + 1
*
[ -2 ] 
f(z) = 137/256*z^3 - 41/64*z + 1
*
[ -2 ] 
f(z) = 139/240*z^3 - 49/60*z + 1
*
[ -2 ] 
f(z) = 139/256*z^3 - 43/64*z + 1
*
-21/11 | 0.093839462354409748773805297146280244994 | 0.016970913428721294696270127349701227626
f(z) = 121/252*z^3 - 55/84*z + 1
*
[ 12/11 ] 
f(z) = 121/252*z^3 - 41/84*z + 1
*
[ 11/10 ] 
f(z) = 125/242*z^3 - 47/88*z + 1
*
[ 18/25 ] 
f(z) = 125/243*z^3 - 59/90*z + 1
*
[ 6/5 ] 
f(z) = 125/248*z^3 - 52/93*z + 1
*
[ 9/10 ] 
f(z) = 130/243*z^3 - 49/90*z + 1
*
[ 16/15 ] 
f(z) = 135/256*z^3 - 43/80*z + 1
*
[ 12/11 ] 
f(z) = 121/243*z^3 - 55/108*z + 1
*
[ 22/25 ] 
f(z) = 125/242*z^3 - 59/110*z + 1
*
[ 24/25 ] 
f(z) = 125/256*z^3 - 59/120*z + 1
*
-30/11 | 0.10148373628487135473096425487426593938 | 0.014745319040313457400402691593933414793
f(z) = 121/250*z^3 - 39/10*z + 1
*
-5/22 | 0.20404501123786422334844323800868488097 | 0.024178150298689470883093601014160192871
f(z) = 121/250*z^3 - 37/8*z + 1
*
-15/11 | 0.18404920290372579116003246526507104064 | 0.021953319124854447453074769704600966410
f(z) = 121/250*z^3 - 35/18*z + 1
*
15/11 | 0.069550999379597389212687163193852116444 | 0.010945380727445026961886030825537220765
f(z) = 121/250*z^3 - 23/10*z + 1
*
45/22 | 0.10068799472127061214398051640130976886 | 0.012789291239245381462234434261039536311
f(z) = 121/250*z^3 - 21/8*z + 1
*
[ 4/11 ] 
f(z) = 121/256*z^3 - 29/16*z + 1
*
-12/11 | 0.077016353395549478824136902384241840897 | 0.013239622086925469868128044726370780847
f(z) = 121/256*z^3 - 21/16*z + 1
*
[ -10/3 ] 
f(z) = 123/250*z^3 - 25/6*z + 1
*
[ 5 ] 
f(z) = 123/250*z^3 - 23/2*z + 1
*
-12/5 | 0.094116086111844805034726756416356026530 | 0.015012703881492118195910304204746321656
f(z) = 125/256*z^3 - 33/16*z + 1
*
[ -5 ] 
f(z) = 127/250*z^3 - 23/2*z + 1
*
9/8 | 0.18310270025070533459678771981954357979 | 0.026510670512980495158441676143222646772
f(z) = 128/243*z^3 - 37/18*z + 1
*
[ 5/2 ] 
f(z) = 129/250*z^3 - 21/8*z + 1
*
[ 5 ] 
f(z) = 133/250*z^3 - 25/2*z + 1
*
[ 8/3 ] 
f(z) = 135/256*z^3 - 25/8*z + 1
*
[ -9/4 ] 
f(z) = 136/243*z^3 - 25/18*z + 1
*
[ -5 ] 
f(z) = 137/250*z^3 - 25/2*z + 1
*
[ 5/2 ] 
f(z) = 139/250*z^3 - 23/8*z + 1
*
[ 7/11 ] 
f(z) = 121/245*z^3 - 27/35*z + 1
*
[ 20/11 ] 
f(z) = 121/250*z^3 - 23/20*z + 1
*
[ 5/3 ] 
f(z) = 123/250*z^3 - 29/30*z + 1
*
[ 3/2 ] 
f(z) = 124/243*z^3 - 22/27*z + 1
*
[ -11/5 ] 
f(z) = 125/242*z^3 - 23/22*z + 1
*
[ 3/5 ] 
f(z) = 125/243*z^3 - 23/27*z + 1
*
[ 3/2 ] 
f(z) = 128/243*z^3 - 23/27*z + 1
*
[ 5/3 ] 
f(z) = 129/250*z^3 - 31/30*z + 1
*
[ 2/3 ] 
f(z) = 135/248*z^3 - 23/31*z + 1
*
[ -2 ] 
f(z) = 135/248*z^3 - 21/31*z + 1
*
[ 3/2 ] 
f(z) = 136/243*z^3 - 25/27*z + 1
*
[ -2 ] 
f(z) = 137/248*z^3 - 22/31*z + 1
*
[ 5/4 ] 
f(z) = 137/250*z^3 - 21/32*z + 1
*
[ -2 ] 
f(z) = 139/248*z^3 - 23/31*z + 1
*
[ 12/11 ] 
f(z) = 121/256*z^3 - 23/48*z + 1
*
[ 4/3 ] 
f(z) = 123/256*z^3 - 29/48*z + 1
*
-9/5 | 0.18420591499230778832897486413264741692 | 0.025935365251746226725308488076745288656
f(z) = 125/243*z^3 - 32/45*z + 1
*
[ 6/5 ] 
f(z) = 125/243*z^3 - 31/54*z + 1
*
[ 6/5 ] 
f(z) = 125/252*z^3 - 23/42*z + 1
*
[ 10/9 ] 
f(z) = 129/250*z^3 - 29/54*z + 1
*
[ 4/3 ] 
f(z) = 129/256*z^3 - 31/48*z + 1
*
[ 8/7 ] 
f(z) = 133/256*z^3 - 31/56*z + 1
*
[ 8/5 ] 
f(z) = 135/256*z^3 - 39/40*z + 1
*
[ 3/4 ] 
f(z) = 136/243*z^3 - 35/54*z + 1
*
[ -2 ] 
f(z) = 127/240*z^3 - 37/60*z + 1
*
[ -2 ] 
f(z) = 129/256*z^3 - 33/64*z + 1
*
[ -2 ] 
f(z) = 131/256*z^3 - 35/64*z + 1
*
[ -2 ] 
f(z) = 133/256*z^3 - 37/64*z + 1
*
[ -2 ] 
f(z) = 135/256*z^3 - 39/64*z + 1
*
[ 18/11 ] 
f(z) = 121/243*z^3 - 17/18*z + 1
*
[ 9/11 ] 
f(z) = 121/243*z^3 - 5/9*z + 1
*
30/11 | 0.13550099462370508600301732504671942936 | 0.019762524014302848886043663913307313956
f(z) = 121/250*z^3 - 19/5*z + 1
*
-5/11 | 0.089413217357450020811153296290343757751 | 0.014507326041324088350861752446954307241
f(z) = 121/250*z^3 - 19/10*z + 1
*
[ 5/3 ] 
f(z) = 121/250*z^3 - 17/18*z + 1
*
[ -5/2 ] 
f(z) = 121/250*z^3 - 13/8*z + 1
*
10/11 | 0.14966517499763909622010697855020620287 | 0.020711437323282466373181592170657536094
f(z) = 121/250*z^3 - 11/2*z + 1
*
[ 10/11 ] 
f(z) = 121/250*z^3 - 1/2*z + 1
*
-24/11 | 0.15403309772280890778487948354624300323 | 0.024453776604041219161481760502135274121
f(z) = 121/256*z^3 - 17/8*z + 1
*
-8/11 | 0.15403270679109895764827380476848368179 | 0.024949472527684057164762437782489850349
f(z) = 121/256*z^3 - 15/8*z + 1
*
[ 16/11 ] 
f(z) = 121/256*z^3 - 11/16*z + 1
*
[ 8/11 ] 
f(z) = 121/256*z^3 - 5/8*z + 1
*
[ 9/5 ] 
f(z) = 125/243*z^3 - 11/9*z + 1
*
[ 4/5 ] 
f(z) = 125/256*z^3 - 9/16*z + 1
*
[ 8/5 ] 
f(z) = 125/256*z^3 - 7/8*z + 1
*
[ 9/4 ] 
f(z) = 128/243*z^3 - 19/9*z + 1
*
[ 9/16 ] 
f(z) = 128/243*z^3 - 17/18*z + 1
*
[ -9/4 ] 
f(z) = 128/243*z^3 - 11/9*z + 1
*
[ 9/8 ] 
f(z) = 128/243*z^3 - 5/9*z + 1
*
[ 5/3 ] 
f(z) = 131/250*z^3 - 19/18*z + 1
*
[ -5/2 ] 
f(z) = 131/250*z^3 - 15/8*z + 1
*
[ 10/7 ] 
f(z) = 133/250*z^3 - 11/14*z + 1
*
[ -8/3 ] 
f(z) = 135/256*z^3 - 19/8*z + 1
*
[ 4/3 ] 
f(z) = 135/256*z^3 - 11/16*z + 1
*
[ 15/11 ] 
f(z) = 121/250*z^3 - 19/30*z + 1
*
[ -20/11 ]
f(z) = 121/250*z^3 - 1/20*z + 1
*
[ -24/11 ] 
f(z) = 121/256*z^3 - 19/24*z + 1
*
[ 5/6 ] 
f(z) = 123/250*z^3 - 13/24*z + 1
*
[ 9/10 ] 
f(z) = 125/243*z^3 - 19/36*z + 1
*
[ -2 ] 
f(z) = 125/248*z^3 - 16/31*z + 1
*
[ -2 ] 
f(z) = 127/248*z^3 - 17/31*z + 1
*
[ 5/4 ] 
f(z) = 127/250*z^3 - 19/32*z + 1
*
[ 3/4 ] 
f(z) = 128/243*z^3 - 17/27*z + 1
*
[ 7/8 ] 
f(z) = 128/245*z^3 - 19/35*z + 1
*
[ -2 ] 
f(z) = 129/248*z^3 - 18/31*z + 1
*
[ -2 ] 
f(z) = 131/248*z^3 - 19/31*z + 1
*
[ -2 ] 
f(z) = 133/248*z^3 - 20/31*z + 1
*
[ 8/9 ] 
f(z) = 135/256*z^3 - 13/24*z + 1
*
[ -15/11 ]
f(z) = 121/250*z^3 + 5/6*z + 1
*
[ -10/11 ]
f(z) = 121/250*z^3 + 17/10*z + 1
*
[ -8/5 ]
f(z) = 125/256*z^3 + 3/8*z + 1
*
[ -9/8 ]
f(z) = 128/243*z^3 + 11/9*z + 1
*
-2/5 | 0.20373095070512300715600339580919070948 | 0.026373319473203396139309593435812234455
f(z) = 125/264*z^3 - 283/33*z + 1
*
[ -3 ] 
f(z) = 133/261*z^3 - 283/87*z + 1
*
[ -3 ] 
f(z) = 134/261*z^3 - 286/87*z + 1
*
[ -3 ] 
f(z) = 136/261*z^3 - 292/87*z + 1
*
[ -3 ] 
f(z) = 136/279*z^3 - 284/93*z + 1
*
[ -3 ] 
f(z) = 137/261*z^3 - 295/87*z + 1
*
[ -3 ] 
f(z) = 137/279*z^3 - 287/93*z + 1
*
[ -3 ] 
f(z) = 139/279*z^3 - 293/93*z + 1
*
[ 12/5 ] 
f(z) = 125/264*z^3 - 283/132*z + 1
*
[ -8/3 ] 
f(z) = 135/272*z^3 - 293/136*z + 1
*
[ 3/7 ] 
f(z) = 133/270*z^3 - 299/210*z + 1
*
[ 1/2 ] 
f(z) = 120/263*z^3 - 293/263*z + 1
*
[ 1/2 ] 
f(z) = 120/269*z^3 - 299/269*z + 1
*
[ 20/11 ] 
f(z) = 121/260*z^3 - 283/260*z + 1
*
[ 1/2 ] 
f(z) = 124/261*z^3 - 292/261*z + 1
*
[ 1/2 ] 
f(z) = 124/263*z^3 - 294/263*z + 1
*
[ 1/2 ] 
f(z) = 124/265*z^3 - 296/265*z + 1
*
[ 1/2 ] 
f(z) = 124/267*z^3 - 298/267*z + 1
*
[ 9/5 ] 
f(z) = 125/261*z^3 - 289/261*z + 1
*
[ 9/5 ] 
f(z) = 125/279*z^3 - 281/279*z + 1
*
[ 1/2 ] 
f(z) = 128/261*z^3 - 293/261*z + 1
*
[ 1/2 ] 
f(z) = 128/263*z^3 - 295/263*z + 1
*
[ 1/2 ] 
f(z) = 128/265*z^3 - 297/265*z + 1
*
[ 1/2 ] 
f(z) = 128/267*z^3 - 299/267*z + 1
*
[ 1/2 ] 
f(z) = 132/263*z^3 - 296/263*z + 1
*
[ 1/2 ] 
f(z) = 132/265*z^3 - 298/265*z + 1
*
[ 1/2 ] 
f(z) = 136/261*z^3 - 295/261*z + 1
*
[ 1/2 ] 
f(z) = 136/263*z^3 - 297/263*z + 1
*
[ 1/2 ] 
f(z) = 136/265*z^3 - 299/265*z + 1
*
[ 22/5 ] 
f(z) = 125/264*z^3 - 277/33*z + 1
*
[ -22/5 ] 
f(z) = 125/264*z^3 - 262/33*z + 1
*
15/22 | 0.20059332450843128861785862337584196684 | 0.022581491977910095838843562196699222451
f(z) = 121/270*z^3 - 267/40*z + 1
*
[ -3 ] 
f(z) = 127/261*z^3 - 265/87*z + 1
*
[ -3 ] 
f(z) = 128/261*z^3 - 268/87*z + 1
*
[ -3 ] 
f(z) = 130/261*z^3 - 274/87*z + 1
*
[ -3 ] 
f(z) = 130/279*z^3 - 266/93*z + 1
*
[ -3 ] 
f(z) = 131/261*z^3 - 277/87*z + 1
*
[ -3 ] 
f(z) = 131/279*z^3 - 269/93*z + 1
*
[ -3 ] 
f(z) = 133/279*z^3 - 275/93*z + 1
*
[ -3 ] 
f(z) = 134/279*z^3 - 278/93*z + 1
*
[ 5/2 ] 
f(z) = 134/275*z^3 - 269/110*z + 1
*
[ 5/2 ] 
f(z) = 138/275*z^3 - 279/110*z + 1
*
[ 26/11 ] 
f(z) = 121/260*z^3 - 263/130*z + 1
*
[ 4/9 ] 
f(z) = 135/272*z^3 - 275/204*z + 1
*
[ -9/4 ] 
f(z) = 128/261*z^3 - 271/261*z + 1
*
[ 7/4 ] 
f(z) = 128/273*z^3 - 275/273*z + 1
*
[ -60/11 ] 
f(z) = 121/270*z^3 - 243/20*z + 1
*
[ 34/11 ] 
f(z) = 121/272*z^3 - 243/68*z + 1
*
2/5 | 0.18654728546214276319616508664701766020 | 0.027116970071701941956651918618523385351
f(z) = 125/272*z^3 - 243/68*z + 1
*
[ -3 ] 
f(z) = 121/261*z^3 - 247/87*z + 1
*
[ 3/11 ] 
f(z) = 121/279*z^3 - 251/93*z + 1
*
[ -3 ] 
f(z) = 122/261*z^3 - 250/87*z + 1
*
[ -3 ] 
f(z) = 122/279*z^3 - 242/93*z + 1
*
[ -3 ] 
f(z) = 124/261*z^3 - 256/87*z + 1
*
[ -3 ] 
f(z) = 125/261*z^3 - 259/87*z + 1
*
[ -3 ] 
f(z) = 125/279*z^3 - 251/93*z + 1
*
[ -3 ] 
f(z) = 127/279*z^3 - 257/93*z + 1
*
[ -3 ] 
f(z) = 128/279*z^3 - 260/93*z + 1
*
[ 5/2 ] 
f(z) = 126/275*z^3 - 249/110*z + 1
*
[ 5/16 ] 
f(z) = 128/275*z^3 - 247/110*z + 1
*
-24/11 | 0.17680460123538365170905040751196341804 | 0.020116810436570249295261571910815460263
f(z) = 121/270*z^3 - 243/160*z + 1
*
2/25 | 0.086226278971848788128402429330889132632 | 0.011356216516682191391684144216326769848
f(z) = 125/264*z^3 - 248/165*z + 1
*
[ -12/5 ] 
f(z) = 125/272*z^3 - 251/204*z + 1
*
[ 19/11 ] 
f(z) = 121/266*z^3 - 249/266*z + 1
*
[ 5/3 ] 
f(z) = 126/265*z^3 - 244/265*z + 1
*
[ -9/4 ] 
f(z) = 128/279*z^3 - 245/279*z + 1
*
-48/11 | 0.20887102322329203822606257561769184478 | 0.027499719968829223653159678102232022052
f(z) = 121/270*z^3 - 221/30*z + 1
*
-36/11 | 0.19497495226599051224425077084735404756 | 0.028410582849672227940574535133108624861
f(z) = 121/272*z^3 - 239/68*z + 1
*
[ 3/11 ] 
f(z) = 121/261*z^3 - 235/87*z + 1
*
[ -3 ] 
f(z) = 121/279*z^3 - 239/93*z + 1
*
[ 5/2 ] 
f(z) = 122/275*z^3 - 239/110*z + 1
*
[ 3/5 ] 
f(z) = 125/267*z^3 - 223/267*z + 1
*
[ 3/5 ] 
f(z) = 125/273*z^3 - 227/273*z + 1
*
[ 3/5 ] 
f(z) = 125/276*z^3 - 229/276*z + 1
*
[ 13/8 ] 
f(z) = 128/273*z^3 - 233/273*z + 1
*
[ 2/5 ] 
f(z) = 125/268*z^3 - 211/134*z + 1
*
[ 2/5 ] 
f(z) = 125/276*z^3 - 217/138*z + 1
*
[ 2 ] 
f(z) = 133/260*z^3 - 201/130*z + 1
*
[ 2 ] 
f(z) = 135/268*z^3 - 203/134*z + 1
*
[ 2 ] 
f(z) = 137/260*z^3 - 209/130*z + 1
*
[ 2 ] 
f(z) = 137/268*z^3 - 207/134*z + 1
*
[ 2 ] 
f(z) = 137/276*z^3 - 205/138*z + 1
*
[ 2 ] 
f(z) = 139/260*z^3 - 213/130*z + 1
*
[ 2 ] 
f(z) = 139/268*z^3 - 211/134*z + 1
*
[ 2 ] 
f(z) = 139/276*z^3 - 209/138*z + 1
*
-4/3 | 0.16310669001921433705635066874266691876 | 0.024139162658896719775782440189189343599
f(z) = 123/272*z^3 - 215/204*z + 1
*
[ 3/5 ] 
f(z) = 121/270*z^3 - 207/250*z + 1
*
[ 3/5 ] 
f(z) = 127/270*z^3 - 209/250*z + 1
*
[ 3/5 ] 
f(z) = 133/270*z^3 - 211/250*z + 1
*
[ 3/5 ] 
f(z) = 139/270*z^3 - 213/250*z + 1
*
[ 7/11 ] 
f(z) = 121/266*z^3 - 201/266*z + 1
*
-13/11 | 0.15560621518359638326606167260819489697 | 0.027739905086458433265051225192619808247
f(z) = 121/273*z^3 - 211/273*z + 1
*
[ 7/11 ] 
f(z) = 121/273*z^3 - 205/273*z + 1
*
[ 5/8 ] 
f(z) = 128/265*z^3 - 209/265*z + 1
*
[ 3/2 ] 
f(z) = 136/267*z^3 - 217/267*z + 1
*
[ 3/2 ] 
f(z) = 136/273*z^3 - 215/273*z + 1
*
[ 2/3 ] 
f(z) = 125/264*z^3 - 211/297*z + 1
*
[ 22/15 ] 
f(z) = 125/264*z^3 - 208/297*z + 1
*
[ 2/3 ] 
f(z) = 127/264*z^3 - 212/297*z + 1
*
[ 2/3 ] 
f(z) = 131/264*z^3 - 214/297*z + 1
*
[ 2/3 ] 
f(z) = 133/264*z^3 - 215/297*z + 1
*
[ 2/3 ] 
f(z) = 137/264*z^3 - 217/297*z + 1
*
[ 2/3 ] 
f(z) = 139/264*z^3 - 218/297*z + 1
*
[ -34/11 ] 
f(z) = 121/272*z^3 - 199/68*z + 1
*
-30/11 | 0.16491532656833111133386779977759603921 | 0.024842003848700084222120481832733298892
f(z) = 121/272*z^3 - 191/68*z + 1
*
[ -5/2 ] 
f(z) = 134/275*z^3 - 181/110*z + 1
*
[ -5/2 ] 
f(z) = 138/275*z^3 - 191/110*z + 1
*
[ 24/11 ] 
f(z) = 121/270*z^3 - 191/120*z + 1
*
[ 2 ] 
f(z) = 123/260*z^3 - 181/130*z + 1
*
[ 2 ] 
f(z) = 125/268*z^3 - 183/134*z + 1
*
[ 2 ] 
f(z) = 125/276*z^3 - 181/138*z + 1
*
[ 2 ] 
f(z) = 127/260*z^3 - 189/130*z + 1
*
[ 2 ] 
f(z) = 127/268*z^3 - 187/134*z + 1
*
[ 2 ] 
f(z) = 127/276*z^3 - 185/138*z + 1
*
[ 2 ] 
f(z) = 129/260*z^3 - 193/130*z + 1
*
[ 2 ] 
f(z) = 129/268*z^3 - 191/134*z + 1
*
[ 2 ] 
f(z) = 131/260*z^3 - 197/130*z + 1
*
[ 2 ] 
f(z) = 131/268*z^3 - 195/134*z + 1
*
[ 2 ] 
f(z) = 131/276*z^3 - 193/138*z + 1
*
[ 2 ] 
f(z) = 133/268*z^3 - 199/134*z + 1
*
[ 2 ] 
f(z) = 133/276*z^3 - 197/138*z + 1
*
[ 15/8 ] 
f(z) = 128/275*z^3 - 193/165*z + 1
*
[ 6/11 ] 
f(z) = 121/272*z^3 - 197/204*z + 1
*
[ 17/11 ] 
f(z) = 121/272*z^3 - 193/272*z + 1
*
[ 3/2 ] 
f(z) = 124/267*z^3 - 190/267*z + 1
*
[ 3/2 ] 
f(z) = 124/273*z^3 - 188/273*z + 1
*
[ 3/2 ] 
f(z) = 128/267*z^3 - 199/267*z + 1
*
[ 3/2 ] 
f(z) = 128/273*z^3 - 197/273*z + 1
*
[ 2/3 ] 
f(z) = 135/262*z^3 - 191/262*z + 1
*
[ 2/3 ] 
f(z) = 135/266*z^3 - 193/266*z + 1
*
[ 2/3 ] 
f(z) = 135/274*z^3 - 197/274*z + 1
*
[ 2/3 ] 
f(z) = 135/278*z^3 - 199/278*z + 1
*
[ 6 ] 
f(z) = 127/270*z^3 - 161/10*z + 1
*
[ -6 ] 
f(z) = 131/270*z^3 - 163/10*z + 1
*
[ 6 ] 
f(z) = 133/270*z^3 - 169/10*z + 1
*
[ -6 ] 
f(z) = 137/270*z^3 - 171/10*z + 1
*
[ 6 ] 
f(z) = 139/270*z^3 - 177/10*z + 1
*
-2 | 0.10525034758723293269281171193200958668 | 0.016273229790749341459128665693621475656
f(z) = 127/272*z^3 - 161/68*z + 1
*
-2 | 0.10542874618832369477208680551233060157 | 0.016269756354418883911022355822440497393
f(z) = 129/272*z^3 - 163/68*z + 1
*
-2 | 0.10559339454735905021969158023374265410 | 0.016264555412412008464103632301178279920
f(z) = 131/272*z^3 - 165/68*z + 1
*
6/7 | 0.23429080761675993314827321467425203760 | 0.027654766080021967348501882708857217612
f(z) = 133/270*z^3 - 177/70*z + 1
*
-2 | 0.10574667935388331398291968976472527019 | 0.016257994192834870707452938268404046485
f(z) = 133/272*z^3 - 167/68*z + 1
*
-2 | 0.10589023366000526067820018778675822464 | 0.016250321686954734485435652874054087419
f(z) = 135/272*z^3 - 169/68*z + 1
*
-2 | 0.10602522766041348394964325558604772756 | 0.016241714330632103735631507753628939739
f(z) = 137/272*z^3 - 171/68*z + 1
*
-2 | 0.10615252799268209740797336968301377590 | 0.016232301052866258880029445604750481155
f(z) = 139/272*z^3 - 173/68*z + 1
*
[ 3/8 ] 
f(z) = 128/279*z^3 - 161/93*z + 1
*
[ -5/2 ] 
f(z) = 126/275*z^3 - 161/110*z + 1
*
[ 2 ] 
f(z) = 121/260*z^3 - 177/130*z + 1
*
[ 2 ] 
f(z) = 121/268*z^3 - 175/134*z + 1
*
[ 2 ] 
f(z) = 121/276*z^3 - 173/138*z + 1
*
[ 2 ] 
f(z) = 123/268*z^3 - 179/134*z + 1
*
[ -12/5 ] 
f(z) = 125/264*z^3 - 173/132*z + 1
*
[ 6/11 ] 
f(z) = 121/261*z^3 - 169/174*z + 1
*
[ 5/3 ] 
f(z) = 138/275*z^3 - 164/165*z + 1
*
[ 6/11 ] 
f(z) = 121/279*z^3 - 179/186*z + 1
*
-6/5 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = 125/272*z^3 - 169/204*z + 1
*
[ -15/7 ] 
f(z) = 133/270*z^3 - 167/210*z + 1
*
[ 16/11 ] 
f(z) = 121/272*z^3 - 171/272*z + 1
*
[ 7/5 ] 
f(z) = 125/266*z^3 - 169/266*z + 1
*
[ 7/5 ] 
f(z) = 125/273*z^3 - 167/273*z + 1
*
[ 3/4 ] 
f(z) = 128/267*z^3 - 161/267*z + 1
*
[ 3/4 ] 
f(z) = 128/273*z^3 - 163/273*z + 1
*
[ 11/8 ] 
f(z) = 128/275*z^3 - 167/275*z + 1
*
[ 4/3 ] 
f(z) = 135/268*z^3 - 173/268*z + 1
*
[ -2 ] 
f(z) = 139/262*z^3 - 163/262*z + 1
*
[ 6 ] 
f(z) = 121/270*z^3 - 153/10*z + 1
*
-3/22 | 0.17927270741349444217934467117232859599 | 0.021634911637260730001167377872605409633
f(z) = 121/270*z^3 - 147/40*z + 1
*
-2 | 0.10457735380118908956117711680800139435 | 0.016264683732840223724102397436285830676
f(z) = 121/272*z^3 - 155/68*z + 1
*
-2 | 0.10483462676207955611672477589931114909 | 0.016272250393985500225208412996924451017
f(z) = 123/272*z^3 - 157/68*z + 1
*
-2 | 0.10505446744567859310633433774702423345 | 0.016274397513082869070806426978788062634
f(z) = 125/272*z^3 - 159/68*z + 1
*
[ 3/8 ] 
f(z) = 128/261*z^3 - 151/87*z + 1
*
[ -5/2 ] 
f(z) = 122/275*z^3 - 151/110*z + 1
*
[ -26/11 ] 
f(z) = 121/260*z^3 - 153/130*z + 1
*
[ 5/3 ] 
f(z) = 129/275*z^3 - 149/165*z + 1
*
[ 3/2 ] 
f(z) = 134/261*z^3 - 143/174*z + 1
*
[ 2/3 ] 
f(z) = 123/272*z^3 - 143/204*z + 1
*
[ 2/3 ] 
f(z) = 129/272*z^3 - 145/204*z + 1
*
[ 6/5 ] 
f(z) = 137/270*z^3 - 141/250*z + 1
*
[ 9/11 ] 
f(z) = 121/279*z^3 - 143/279*z + 1
*
[ 4/5 ] 
f(z) = 125/268*z^3 - 147/268*z + 1
*
[ 4/5 ] 
f(z) = 125/276*z^3 - 149/276*z + 1
*
[ 5/4 ] 
f(z) = 128/265*z^3 - 147/265*z + 1
*
[ -2 ] 
f(z) = 135/262*z^3 - 147/262*z + 1
*
[ -2 ] 
f(z) = 135/266*z^3 - 141/266*z + 1
*
[ -2 ] 
f(z) = 137/262*z^3 - 155/262*z + 1
*
[ -2 ] 
f(z) = 137/266*z^3 - 149/266*z + 1
*
[ -2 ] 
f(z) = 137/270*z^3 - 143/270*z + 1
*
[ -2 ] 
f(z) = 139/266*z^3 - 157/266*z + 1
*
[ -2 ] 
f(z) = 139/270*z^3 - 151/270*z + 1
*
[ -2 ] 
f(z) = 139/274*z^3 - 145/274*z + 1
*
12/11 | 0.17823536826115354133698849447789723576 | 0.021982597651722608026478420302446434019
f(z) = 121/270*z^3 - 123/40*z + 1
*
[ 5/2 ] 
f(z) = 124/275*z^3 - 122/55*z + 1
*
[ 5/2 ] 
f(z) = 128/275*z^3 - 127/55*z + 1
*
[ 5/2 ] 
f(z) = 136/275*z^3 - 137/55*z + 1
*
[ 4/11 ] 
f(z) = 121/272*z^3 - 123/68*z + 1
*
[ 15/7 ] 
f(z) = 133/270*z^3 - 121/70*z + 1
*
[ 6/11 ] 
f(z) = 121/276*z^3 - 133/138*z + 1
*
-69/44 | 0.16797366618773426693757847701415168888 | 0.020066115381289811693844592830717133473
f(z) = 121/270*z^3 - 123/160*z + 1
*
[ 3/2 ] 
f(z) = 122/261*z^3 - 125/174*z + 1
*
[ 5/3 ] 
f(z) = 123/275*z^3 - 139/165*z + 1
*
[ 3/2 ] 
f(z) = 130/261*z^3 - 137/174*z + 1
*
[ 3/2 ] 
f(z) = 122/279*z^3 - 121/186*z + 1
*
[ 3/2 ] 
f(z) = 130/279*z^3 - 133/186*z + 1
*
[ 3/2 ] 
f(z) = 134/279*z^3 - 139/186*z + 1
*
-12/11 | 0.19809138963990869101625470006240138796 | 0.029546412132662585129219044683407250719
f(z) = 121/272*z^3 - 125/204*z + 1
*
[ 4/3 ] 
f(z) = 129/272*z^3 - 121/204*z + 1
*
[ 6/7 ] 
f(z) = 133/264*z^3 - 124/231*z + 1
*
[ 6/5 ] 
f(z) = 131/270*z^3 - 133/250*z + 1
*
[ 9/11 ] 
f(z) = 121/261*z^3 - 139/261*z + 1
*
[ 14/11 ] 
f(z) = 121/266*z^3 - 139/266*z + 1
*
[ 10/11 ] 
f(z) = 121/270*z^3 - 127/270*z + 1
*
[ 9/8 ] 
f(z) = 128/261*z^3 - 133/261*z + 1
*
[ 7/8 ] 
f(z) = 128/273*z^3 - 137/273*z + 1
*
[ 9/8 ] 
f(z) = 128/279*z^3 - 131/279*z + 1
*
[ -2 ] 
f(z) = 133/262*z^3 - 139/262*z + 1
*
15/11 | 0.15168024274615473871738443640766028631 | 0.022078466302120769716135475193025857119
f(z) = 121/270*z^3 - 107/30*z + 1
*
[ 3 ] 
f(z) = 121/270*z^3 - 101/30*z + 1
*
2/5 | 0.18261424924987674400683946700219683408 | 0.026658523481273630966821652984022110482
f(z) = 125/264*z^3 - 118/33*z + 1
*
[ 3 ] 
f(z) = 127/270*z^3 - 107/30*z + 1
*
[ 3 ] 
f(z) = 133/270*z^3 - 113/30*z + 1
*
[ 3 ] 
f(z) = 139/270*z^3 - 119/30*z + 1
*
[ 2/5 ] 
f(z) = 125/272*z^3 - 107/68*z + 1
*
[ 2 ] 
f(z) = 135/272*z^3 - 101/68*z + 1
*
[ 2 ] 
f(z) = 137/272*z^3 - 103/68*z + 1
*
[ 2 ] 
f(z) = 139/272*z^3 - 105/68*z + 1
*
[ 8/5 ] 
f(z) = 125/272*z^3 - 109/136*z + 1
*
[ 3/4 ] 
f(z) = 136/261*z^3 - 109/174*z + 1
*
[ 15/19 ] 
f(z) = 133/270*z^3 - 109/190*z + 1
*
[ 3/4 ] 
f(z) = 136/279*z^3 - 113/186*z + 1
*
[ 4/3 ] 
f(z) = 123/272*z^3 - 113/204*z + 1
*
[ 6/5 ] 
f(z) = 125/272*z^3 - 101/204*z + 1
*
[ 5/4 ] 
f(z) = 124/275*z^3 - 111/220*z + 1
*
-51/11 | 0.15322838074821066542857215854837441263 | 0.019573306049677015170768945893788785887
f(z) = 121/270*z^3 - 93/10*z + 1
*
48/11 | 0.10426569119332751381399021724244516697 | 0.013433279681232587373453695920417870074
f(z) = 121/270*z^3 - 87/10*z + 1
*
15/11 | 0.13345645646205392762655830617284780424 | 0.019960997920630162539956802410295372869
f(z) = 121/270*z^3 - 89/30*z + 1
*
-2 | 0.084991653930506389367202910813380045296 | 0.013103537931926994160158240749146015833
f(z) = 131/264*z^3 - 82/33*z + 1
*
[ -3 ] 
f(z) = 131/270*z^3 - 91/30*z + 1
*
-2 | 0.085129707307027470012927137610831375349 | 0.013100340266678996803396069383768613000
f(z) = 133/264*z^3 - 83/33*z + 1
*
-2 | 0.085384126679395806717777277451198034498 | 0.013091522816625868700510676991790378378
f(z) = 137/264*z^3 - 85/33*z + 1
*
[ -3 ] 
f(z) = 137/270*z^3 - 97/30*z + 1
*
-2 | 0.085501753050385244383049347292903411943 | 0.013086090654473874393680468310186015064
f(z) = 139/264*z^3 - 86/33*z + 1
*
[ -5/2 ] 
f(z) = 128/275*z^3 - 83/55*z + 1
*
[ -5/2 ] 
f(z) = 136/275*z^3 - 93/55*z + 1
*
[ 21/11 ] 
f(z) = 121/270*z^3 - 81/70*z + 1
*
[ 2 ] 
f(z) = 121/272*z^3 - 87/68*z + 1
*
[ 2 ] 
f(z) = 123/272*z^3 - 89/68*z + 1
*
[ 2 ] 
f(z) = 125/272*z^3 - 91/68*z + 1
*
[ 2 ] 
f(z) = 127/272*z^3 - 93/68*z + 1
*
[ 2 ] 
f(z) = 129/272*z^3 - 95/68*z + 1
*
[ 2 ] 
f(z) = 131/272*z^3 - 97/68*z + 1
*
[ 2 ] 
f(z) = 133/272*z^3 - 99/68*z + 1
*
[ 8/11 ] 
f(z) = 121/272*z^3 - 83/136*z + 1
*
[ 3/2 ] 
f(z) = 131/270*z^3 - 91/120*z + 1
*
[ 2/3 ] 
f(z) = 135/268*z^3 - 97/134*z + 1
*
[ 3/2 ] 
f(z) = 137/270*z^3 - 97/120*z + 1
*
[ -2 ] 
f(z) = 139/260*z^3 - 83/130*z + 1
*
[ 6/5 ] 
f(z) = 125/261*z^3 - 91/174*z + 1
*
[ 22/25 ] 
f(z) = 125/264*z^3 - 83/165*z + 1
*
[ 3/4 ] 
f(z) = 131/270*z^3 - 97/160*z + 1
*
[ 3/4 ] 
f(z) = 137/270*z^3 - 99/160*z + 1
*
[ 6/5 ] 
f(z) = 125/279*z^3 - 89/186*z + 1
*
[ 12/11 ] 
f(z) = 121/272*z^3 - 91/204*z + 1
*
15/11 | 0.099834632642799824590123353085384573343 | 0.015454506076347179772981069652249514084
f(z) = 121/270*z^3 - 71/30*z + 1
*
-2 | 0.084514057096782154217672284065321977736 | 0.013105211135034944699200455286000381917
f(z) = 125/264*z^3 - 79/33*z + 1
*
-2 | 0.084684872401074940825269473076212914691 | 0.013106134718884216491227956660872431432
f(z) = 127/264*z^3 - 80/33*z + 1
*
-3/22 | 0.21623432101919820458791887477331141871 | 0.028829207516648027568372212727625731671
f(z) = 121/270*z^3 - 67/40*z + 1
*
[ -5/2 ] 
f(z) = 124/275*z^3 - 78/55*z + 1
*
-4/3 | 0.15740074133645644890275192321517369642 | 0.027469110015179352549229630849271320733
f(z) = 135/272*z^3 - 77/68*z + 1
*
[ 18/11 ] 
f(z) = 121/270*z^3 - 73/90*z + 1
*
[ 3/2 ] 
f(z) = 124/261*z^3 - 64/87*z + 1
*
[ 3/5 ] 
f(z) = 125/261*z^3 - 73/87*z + 1
*
[ 3/5 ] 
f(z) = 125/279*z^3 - 77/93*z + 1
*
[ 3/2 ] 
f(z) = 128/261*z^3 - 67/87*z + 1
*
[ 3/2 ] 
f(z) = 128/279*z^3 - 65/93*z + 1
*
[ 3/2 ] 
f(z) = 136/261*z^3 - 73/87*z + 1
*
[ 3/2 ] 
f(z) = 136/279*z^3 - 71/93*z + 1
*
[ 5/4 ] 
f(z) = 136/275*z^3 - 63/110*z + 1
*
[ 10/11 ] 
f(z) = 121/260*z^3 - 63/130*z + 1
*
[ 4/5 ] 
f(z) = 125/264*z^3 - 73/132*z + 1
*
[ 6/5 ] 
f(z) = 125/276*z^3 - 67/138*z + 1
*
[ -2 ] 
f(z) = 131/260*z^3 - 67/130*z + 1
*
[ -2 ] 
f(z) = 133/260*z^3 - 71/130*z + 1
*
[ -2 ] 
f(z) = 135/268*z^3 - 69/134*z + 1
*
[ -2 ] 
f(z) = 137/260*z^3 - 79/130*z + 1
*
[ -2 ] 
f(z) = 137/268*z^3 - 73/134*z + 1
*
[ -2 ] 
f(z) = 139/268*z^3 - 77/134*z + 1
*
[ -2 ] 
f(z) = 139/276*z^3 - 71/138*z + 1
*
-30/11 | 0.19044850432080704781169322249366515428 | 0.027836774074134245585170571062471834507
f(z) = 121/270*z^3 - 52/15*z + 1
*
-30/11 | 0.17484671540793495026342193193452481564 | 0.026286525761251903298042582235448404008
f(z) = 121/270*z^3 - 43/15*z + 1
*
-3/11 | 0.070969470105076482309666393082634474582 | 0.012006752114646068075010694707580372410
f(z) = 121/270*z^3 - 41/30*z + 1
*
[ 2/5 ] 
f(z) = 125/264*z^3 - 52/33*z + 1
*
[ 2 ] 
f(z) = 125/264*z^3 - 46/33*z + 1
*
[ 2 ] 
f(z) = 127/264*z^3 - 47/33*z + 1
*
[ 2 ] 
f(z) = 131/264*z^3 - 49/33*z + 1
*
[ 2 ] 
f(z) = 133/264*z^3 - 50/33*z + 1
*
[ 2 ] 
f(z) = 137/264*z^3 - 52/33*z + 1
*
[ 2 ] 
f(z) = 139/264*z^3 - 53/33*z + 1
*
-24/11 | 0.19585351774816310607182542710001856813 | 0.026687083135264335611594300397237697300
f(z) = 121/270*z^3 - 57/40*z + 1
*
[ 5/3 ] 
f(z) = 126/275*z^3 - 48/55*z + 1
*
[ 5/8 ] 
f(z) = 128/275*z^3 - 43/55*z + 1
*
[ 2/3 ] 
f(z) = 135/272*z^3 - 49/68*z + 1
*
[ 4/3 ] 
f(z) = 135/272*z^3 - 43/68*z + 1
*
[ 9/11 ] 
f(z) = 121/270*z^3 - 47/90*z + 1
*
[ 3/4 ] 
f(z) = 128/261*z^3 - 53/87*z + 1
*
[ 3/4 ] 
f(z) = 128/279*z^3 - 55/93*z + 1
*
[ 5/6 ] 
f(z) = 126/275*z^3 - 57/110*z + 1
*
-6/11 | 0.21329687995492566043881736293965180028 | 0.029760813828267432858153810561497908163
f(z) = 121/270*z^3 - 24/5*z + 1
*
[ -3 ] 
f(z) = 127/270*z^3 - 29/10*z + 1
*
[ 3 ] 
f(z) = 131/270*z^3 - 37/10*z + 1
*
[ -3 ] 
f(z) = 133/270*z^3 - 31/10*z + 1
*
[ 3 ] 
f(z) = 137/270*z^3 - 39/10*z + 1
*
[ -3 ] 
f(z) = 139/270*z^3 - 33/10*z + 1
*
[ 6/11 ] 
f(z) = 121/270*z^3 - 29/30*z + 1
*
[ 3/2 ] 
f(z) = 127/270*z^3 - 29/40*z + 1
*
[ 5/4 ] 
f(z) = 128/275*z^3 - 29/55*z + 1
*
[ 3/2 ] 
f(z) = 133/270*z^3 - 31/40*z + 1
*
[ 3/2 ] 
f(z) = 139/270*z^3 - 33/40*z + 1
*
[ 4/5 ] 
f(z) = 125/272*z^3 - 37/68*z + 1
*
[ 6/7 ] 
f(z) = 133/270*z^3 - 37/70*z + 1
*
[ -2 ] 
f(z) = 137/272*z^3 - 35/68*z + 1
*
[ -2 ] 
f(z) = 139/272*z^3 - 37/68*z + 1
*
-12/11 | 0.16567360789151329353242766043096856402 | 0.029592911914262765053173467058060204686
f(z) = 121/270*z^3 - 13/15*z + 1
*
-6/11 | 0.12546036563835066582629247258913552411 | 0.020280655449225069242526865855791879733
f(z) = 121/270*z^3 - 9/5*z + 1
*
12/11 | 0.12546036563835066582629247258913552411 | 0.021703153806358526759689094237324884984
f(z) = 121/270*z^3 - 6/5*z + 1
*
[ 15/11 ] 
f(z) = 121/270*z^3 - 17/30*z + 1
*
[ 12/11 ] 
f(z) = 121/270*z^3 - 9/20*z + 1
*
[ 6/5 ] 
f(z) = 125/264*z^3 - 17/33*z + 1
*
[ -2 ] 
f(z) = 133/264*z^3 - 17/33*z + 1
*
[ -2 ] 
f(z) = 137/264*z^3 - 19/33*z + 1
*
[ -2 ] 
f(z) = 139/264*z^3 - 20/33*z + 1
*
[ -15/11 ]
f(z) = 121/270*z^3 + 9/10*z + 1
*
[ 21/5 ] 
f(z) = 125/294*z^3 - 283/42*z + 1
*
[ 15/4 ] 
f(z) = 128/297*z^3 - 293/55*z + 1
*
[ 3/16 ] 
f(z) = 128/297*z^3 - 287/66*z + 1
*
[ -17/5 ] 
f(z) = 120/289*z^3 - 298/85*z + 1
*
[ 3 ] 
f(z) = 121/288*z^3 - 299/96*z + 1
*
[ -3 ] 
f(z) = 137/288*z^3 - 283/96*z + 1
*
[ -3 ] 
f(z) = 139/288*z^3 - 289/96*z + 1
*
2/3 | 0.14774983448539535212546276373985590712 | 0.019126468381508764469946479286680406581
f(z) = 123/280*z^3 - 283/105*z + 1
*
2/3 | 0.17735325094450478130574094678813333652 | 0.022948202580807910727647972483121354392
f(z) = 129/280*z^3 - 284/105*z + 1
*
[ 30/11 ] 
f(z) = 121/288*z^3 - 299/120*z + 1
*
-6/5 | 0.23411959653588404980797371888096183414 | 0.028746122072615703577658062010636020468
f(z) = 125/288*z^3 - 287/120*z + 1
*
-4/5 | 0.14301871507013947819168940591309320573 | 0.018431163237323435846573189612271423188
f(z) = 125/288*z^3 - 293/180*z + 1
*
-44/25 | 0.092410390727077274373220798531749622563 | 0.011940987354765294329901050148227840290
f(z) = 125/288*z^3 - 287/180*z + 1
*
[ 2/5 ] 
f(z) = 135/296*z^3 - 291/185*z + 1
*
-7/11 | 0.13137581249927057927427661476966731149 | 0.023184948774663092472093233820545459305
f(z) = 121/280*z^3 - 289/280*z + 1
*
[ 6/11 ] 
f(z) = 121/294*z^3 - 281/294*z + 1
*
6/11 | 0.15451022503744168559364384534340446292 | 0.019176996566909834865093992444694501015
f(z) = 121/288*z^3 - 263/24*z + 1
*
[ -21/5 ] 
f(z) = 125/294*z^3 - 263/42*z + 1
*
33/10 | 0.14975527511065196860570536073349055480 | 0.016858474985885027299445959218443104050
f(z) = 125/297*z^3 - 267/44*z + 1
*
3/5 | 0.18049671164295420148808398105114491016 | 0.026936868334526374995418706115026107667
f(z) = 125/288*z^3 - 271/96*z + 1
*
[ -3 ] 
f(z) = 131/288*z^3 - 265/96*z + 1
*
[ -3 ] 
f(z) = 133/288*z^3 - 271/96*z + 1
*
[ 30/11 ] 
f(z) = 121/280*z^3 - 271/105*z + 1
*
[ 3/10 ] 
f(z) = 130/297*z^3 - 261/110*z + 1
*
-66/25 | 0.17332140360121830111109880959808904370 | 0.021511741122809971974315626811886640534
f(z) = 125/288*z^3 - 263/120*z + 1
*
[ 4/11 ] 
f(z) = 121/296*z^3 - 267/148*z + 1
*
[ 48/25 ] 
f(z) = 125/288*z^3 - 269/240*z + 1
*
[ 6/11 ] 
f(z) = 121/282*z^3 - 271/282*z + 1
*
[ 9/5 ] 
f(z) = 125/288*z^3 - 277/288*z + 1
*
[ 7/4 ] 
f(z) = 128/287*z^3 - 269/287*z + 1
*
[ 17/3 ] 
f(z) = 135/289*z^3 - 241/17*z + 1
*
[ 4 ] 
f(z) = 137/288*z^3 - 247/36*z + 1
*
[ 4 ] 
f(z) = 139/288*z^3 - 251/36*z + 1
*
33/10 | 0.22980492585880366021154586879406725558 | 0.026147182248594393715246337010869739332
f(z) = 125/297*z^3 - 243/44*z + 1
*
-2/11 | 0.14973581792716869627680719831199896521 | 0.021639112591895450540536719996156215605
f(z) = 121/288*z^3 - 253/72*z + 1
*
12/5 | 0.15040619032846331671644688478915926730 | 0.017219029654585019221856157700625177814
f(z) = 125/288*z^3 - 259/60*z + 1
*
2/5 | 0.18416123305866316866900234040118227232 | 0.026553914385997590869668986106804361548
f(z) = 125/288*z^3 - 257/72*z + 1
*
-3/8 | 0.23154748039647801466117739054425311469 | 0.029891362405468168003162973748128203522
f(z) = 128/297*z^3 - 257/66*z + 1
*
[ 3/11 ] 
f(z) = 121/288*z^3 - 259/96*z + 1
*
[ -3 ] 
f(z) = 125/288*z^3 - 247/96*z + 1
*
[ -3 ] 
f(z) = 127/288*z^3 - 253/96*z + 1
*
[ 17/7 ] 
f(z) = 133/289*z^3 - 253/119*z + 1
*
[ -17/6 ] 
f(z) = 138/289*z^3 - 253/102*z + 1
*
6/5 | 0.13315550032128033050644194942750141270 | 0.016656315603507263157887020231446670556
f(z) = 125/288*z^3 - 247/120*z + 1
*
[ 4/11 ] 
f(z) = 121/280*z^3 - 253/140*z + 1
*
-51/20 | 0.24069073378047398336978942092256227782 | 0.027334988968654648436525283805042808399
f(z) = 125/297*z^3 - 247/176*z + 1
*
-21/10 | 0.23744362233344925153379129562805865041 | 0.026966217997748190110281053294065524971
f(z) = 125/297*z^3 - 247/220*z + 1
*
-51/50 | 0.23974540021723582494213955946541702873 | 0.027278208460134793869747449991077692965
f(z) = 125/297*z^3 - 243/220*z + 1
*
[ -12/5 ] 
f(z) = 130/297*z^3 - 243/220*z + 1
*
[ 19/11 ] 
f(z) = 121/285*z^3 - 241/285*z + 1
*
[ 3/5 ] 
f(z) = 125/294*z^3 - 241/294*z + 1
*
[ 17/3 ] 
f(z) = 126/289*z^3 - 224/17*z + 1
*
[ -17/3 ] 
f(z) = 135/289*z^3 - 235/17*z + 1
*
[ 17/4 ] 
f(z) = 120/289*z^3 - 229/34*z + 1
*
42/11 | 0.099312987754695431960796118516228388445 | 0.013226235542151654692280130392262583332
f(z) = 121/280*z^3 - 228/35*z + 1
*
-4/11 | 0.21443260480193070224095933791735213743 | 0.028574282553281069383065038602013660594
f(z) = 121/288*z^3 - 227/36*z + 1
*
[ 4 ] 
f(z) = 125/288*z^3 - 223/36*z + 1
*
[ 24/5 ] 
f(z) = 125/288*z^3 - 221/24*z + 1
*
[ 4 ] 
f(z) = 127/288*z^3 - 227/36*z + 1
*
[ 4 ] 
f(z) = 131/288*z^3 - 235/36*z + 1
*
[ 4 ] 
f(z) = 133/288*z^3 - 239/36*z + 1
*
[ -4 ] 
f(z) = 133/288*z^3 - 221/36*z + 1
*
[ -4 ] 
f(z) = 137/288*z^3 - 229/36*z + 1
*
[ -4 ] 
f(z) = 139/288*z^3 - 233/36*z + 1
*
[ 42/11 ] 
f(z) = 121/294*z^3 - 221/42*z + 1
*
[ -3 ] 
f(z) = 121/288*z^3 - 235/96*z + 1
*
3/4 | 0.25171864975522972541050927513028575345 | 0.028864212956734567270101097441155829703
f(z) = 130/297*z^3 - 227/88*z + 1
*
[ 17/7 ] 
f(z) = 126/289*z^3 - 236/119*z + 1
*
[ 2/5 ] 
f(z) = 125/284*z^3 - 223/142*z + 1
*
[ 2/5 ] 
f(z) = 125/292*z^3 - 229/146*z + 1
*
[ 21/10 ] 
f(z) = 125/294*z^3 - 227/168*z + 1
*
39/20 | 0.22782445585204386596135932139337290012 | 0.026177666292471784155427748538394183092
f(z) = 125/297*z^3 - 223/176*z + 1
*
[ 33/17 ] 
f(z) = 136/297*z^3 - 232/187*z + 1
*
[ 17/30 ] 
f(z) = 120/289*z^3 - 229/255*z + 1
*
[ 4/7 ] 
f(z) = 133/288*z^3 - 227/252*z + 1
*
[ 3/5 ] 
f(z) = 122/297*z^3 - 224/275*z + 1
*
[ 3/5 ] 
f(z) = 128/297*z^3 - 226/275*z + 1
*
[ 3/5 ] 
f(z) = 131/297*z^3 - 227/275*z + 1
*
[ 3/5 ] 
f(z) = 134/297*z^3 - 228/275*z + 1
*
[ 3/5 ] 
f(z) = 137/297*z^3 - 229/275*z + 1
*
[ 3/5 ] 
f(z) = 125/282*z^3 - 233/282*z + 1
*
[ 3/5 ] 
f(z) = 125/291*z^3 - 239/291*z + 1
*
[ 5/3 ] 
f(z) = 126/295*z^3 - 232/295*z + 1
*
[ 5/8 ] 
f(z) = 128/285*z^3 - 221/285*z + 1
*
[ 5/8 ] 
f(z) = 128/295*z^3 - 227/295*z + 1
*
[ 13/8 ] 
f(z) = 128/299*z^3 - 223/299*z + 1
*
[ -17/3 ] 
f(z) = 126/289*z^3 - 218/17*z + 1
*
[ -17/4 ] 
f(z) = 120/289*z^3 - 213/34*z + 1
*
[ 4 ] 
f(z) = 121/288*z^3 - 215/36*z + 1
*
[ -24/5 ] 
f(z) = 125/288*z^3 - 211/24*z + 1
*
[ -4 ] 
f(z) = 125/288*z^3 - 205/36*z + 1
*
[ -4 ] 
f(z) = 127/288*z^3 - 209/36*z + 1
*
[ 33/8 ] 
f(z) = 128/297*z^3 - 217/33*z + 1
*
[ -4 ] 
f(z) = 131/288*z^3 - 217/36*z + 1
*
35/11 | 0.21600411578879982711114870320280155870 | 0.029716121786920145934578397653505684370
f(z) = 121/294*z^3 - 205/42*z + 1
*
8/11 | 0.16762810688337477238367890069731679557 | 0.024984424372813787966711709736979810969
f(z) = 121/288*z^3 - 205/72*z + 1
*
21/16 | 0.22049134883687715471501726030556174447 | 0.029358017117891000855563579288698885572
f(z) = 128/297*z^3 - 203/66*z + 1
*
[ 17/6 ] 
f(z) = 135/289*z^3 - 211/68*z + 1
*
39/32 | 0.10603483695818519680044316762078129394 | 0.012316681292764224327603622334907583769
f(z) = 128/297*z^3 - 203/88*z + 1
*
[ -30/11 ] 
f(z) = 121/288*z^3 - 211/120*z + 1
*
[ -33/13 ] 
f(z) = 130/297*z^3 - 204/143*z + 1
*
[ 2 ] 
f(z) = 137/284*z^3 - 203/142*z + 1
*
[ 2 ] 
f(z) = 137/292*z^3 - 201/146*z + 1
*
[ 2 ] 
f(z) = 139/284*z^3 - 207/142*z + 1
*
[ 2 ] 
f(z) = 139/292*z^3 - 205/146*z + 1
*
[ 7/11 ] 
f(z) = 121/280*z^3 - 209/280*z + 1
*
[ 7/11 ] 
f(z) = 121/287*z^3 - 213/287*z + 1
*
[ 8/5 ] 
f(z) = 125/296*z^3 - 209/296*z + 1
*
[ 2/3 ] 
f(z) = 135/286*z^3 - 203/286*z + 1
*
[ 2/3 ] 
f(z) = 135/298*z^3 - 209/298*z + 1
*
[ 3/2 ] 
f(z) = 136/285*z^3 - 211/285*z + 1
*
[ 3/2 ] 
f(z) = 136/291*z^3 - 209/291*z + 1
*
[ -33/5 ] 
f(z) = 125/297*z^3 - 189/11*z + 1
*
42/11 | 0.19120166595430919602824250946195233467 | 0.025951306851526452458248145958711549858
f(z) = 121/280*z^3 - 198/35*z + 1
*
[ -4 ] 
f(z) = 121/288*z^3 - 197/36*z + 1
*
[ -42/11 ] 
f(z) = 121/294*z^3 - 199/42*z + 1
*
8/11 | 0.17148003073708091036965605501959563076 | 0.025913493753945340302951872195371546228
f(z) = 121/288*z^3 - 187/72*z + 1
*
8/5 | 0.16539015653019063685662993657305138876 | 0.024797991438320503227380653139501558937
f(z) = 125/288*z^3 - 197/72*z + 1
*
12/25 | 0.24837346939268674003230861984752616623 | 0.029461901273804831910512563602720210355
f(z) = 125/288*z^3 - 191/60*z + 1
*
-12/25 | 0.24823649644029271206493916666244052730 | 0.029634691001263627052392629649227061774
f(z) = 125/288*z^3 - 181/60*z + 1
*
[ 21/8 ] 
f(z) = 128/297*z^3 - 181/77*z + 1
*
[ -30/11 ] 
f(z) = 121/280*z^3 - 194/105*z + 1
*
-48/25 | 0.21023833371838583569830440532294954421 | 0.024625038728425997900766500042194045216
f(z) = 125/297*z^3 - 189/110*z + 1
*
[ 17/8 ] 
f(z) = 120/289*z^3 - 183/136*z + 1
*
[ -28/11 ] 
f(z) = 121/280*z^3 - 197/140*z + 1
*
[ 2 ] 
f(z) = 127/284*z^3 - 183/142*z + 1
*
[ 2 ] 
f(z) = 127/292*z^3 - 181/146*z + 1
*
[ 2 ] 
f(z) = 129/284*z^3 - 187/142*z + 1
*
[ 2 ] 
f(z) = 129/292*z^3 - 185/146*z + 1
*
[ 2 ] 
f(z) = 131/284*z^3 - 191/142*z + 1
*
[ 2 ] 
f(z) = 131/292*z^3 - 189/146*z + 1
*
[ 2 ] 
f(z) = 133/284*z^3 - 195/142*z + 1
*
[ 2 ] 
f(z) = 133/292*z^3 - 193/146*z + 1
*
[ 2 ] 
f(z) = 135/284*z^3 - 199/142*z + 1
*
[ 2 ] 
f(z) = 135/292*z^3 - 197/146*z + 1
*
44/25 | 0.21397982390071752868847177938870261543 | 0.029062900091148128731932112482610243038
f(z) = 125/288*z^3 - 197/180*z + 1
*
[ 9/16 ] 
f(z) = 128/297*z^3 - 181/198*z + 1
*
[ 14/25 ] 
f(z) = 125/294*z^3 - 193/210*z + 1
*
-28/25 | 0.21658188016668370068583412391073043293 | 0.029697155509080217860273216502790782668
f(z) = 125/294*z^3 - 187/210*z + 1
*
[ 34/21 ] 
f(z) = 126/289*z^3 - 181/238*z + 1
*
33/32 | 0.19662746802577820687182335707351916200 | 0.025295648355250973546839145843952008566
f(z) = 128/297*z^3 - 185/264*z + 1
*
[ 3/2 ] 
f(z) = 124/285*z^3 - 184/285*z + 1
*
[ 3/2 ] 
f(z) = 124/291*z^3 - 182/291*z + 1
*
[ -11/5 ] 
f(z) = 125/286*z^3 - 189/286*z + 1
*
[ 3/2 ] 
f(z) = 128/285*z^3 - 193/285*z + 1
*
[ 3/2 ] 
f(z) = 128/291*z^3 - 191/291*z + 1
*
30/11 | 0.20232162357051810973899162270078007125 | 0.027995491180880721990374388938366489555
f(z) = 121/280*z^3 - 172/35*z + 1
*
-36/11 | 0.19706206624646343730443774052166837819 | 0.027118033334547315929521524015445335637
f(z) = 121/288*z^3 - 179/36*z + 1
*
[ 2/11 ] 
f(z) = 121/296*z^3 - 167/37*z + 1
*
[ 33/10 ] 
f(z) = 125/297*z^3 - 171/44*z + 1
*
-2 | 0.091490944517940115033424429085349746553 | 0.014145826574863862466304880927927013812
f(z) = 125/288*z^3 - 161/72*z + 1
*
-2 | 0.091911040253340430110366468107378207631 | 0.014183704969154309804389905619165643421
f(z) = 127/288*z^3 - 163/72*z + 1
*
-2 | 0.092412761214350879783743801060985469397 | 0.014207974608250222577241764864420745790
f(z) = 131/288*z^3 - 167/72*z + 1
*
-2 | 0.092611858640048291300433955692865861265 | 0.014212571291133065421613057767061003459
f(z) = 133/288*z^3 - 169/72*z + 1
*
[ -17/6 ] 
f(z) = 135/289*z^3 - 163/68*z + 1
*
-2 | 0.092957124117409429558526850028537755849 | 0.014214527456062705510710545858296623780
f(z) = 137/288*z^3 - 173/72*z + 1
*
-2 | 0.093110694795594744675387196959373552157 | 0.014213029001876502373438292335497049052
f(z) = 139/288*z^3 - 175/72*z + 1
*
[ 28/11 ] 
f(z) = 121/294*z^3 - 173/84*z + 1
*
[ 9/4 ] 
f(z) = 128/297*z^3 - 161/99*z + 1
*
[ -66/25 ] 
f(z) = 125/297*z^3 - 171/110*z + 1
*
[ 2 ] 
f(z) = 121/284*z^3 - 171/142*z + 1
*
[ 17/33 ] 
f(z) = 121/289*z^3 - 161/153*z + 1
*
[ 2 ] 
f(z) = 121/292*z^3 - 169/146*z + 1
*
[ 2 ] 
f(z) = 123/284*z^3 - 175/142*z + 1
*
[ 2 ] 
f(z) = 123/292*z^3 - 173/146*z + 1
*
[ 2 ] 
f(z) = 125/284*z^3 - 179/142*z + 1
*
[ 2 ] 
f(z) = 125/292*z^3 - 177/146*z + 1
*
[ 17/9 ] 
f(z) = 126/289*z^3 - 166/153*z + 1
*
[ 15/8 ] 
f(z) = 128/297*z^3 - 173/165*z + 1
*
[ -34/15 ] 
f(z) = 135/289*z^3 - 163/170*z + 1
*
[ 20/11 ] 
f(z) = 121/288*z^3 - 169/180*z + 1
*
[ -9/4 ] 
f(z) = 136/297*z^3 - 173/198*z + 1
*
[ -51/22 ] 
f(z) = 121/289*z^3 - 167/204*z + 1
*
[ 42/25 ] 
f(z) = 125/294*z^3 - 167/210*z + 1
*
[ 12/19 ] 
f(z) = 133/288*z^3 - 175/228*z + 1
*
[ -17/8 ] 
f(z) = 132/289*z^3 - 161/272*z + 1
*
[ 17/12 ] 
f(z) = 135/289*z^3 - 175/272*z + 1
*
[ 8/11 ] 
f(z) = 121/296*z^3 - 175/296*z + 1
*
[ 7/5 ] 
f(z) = 125/287*z^3 - 163/287*z + 1
*
[ -11/5 ] 
f(z) = 125/297*z^3 - 173/297*z + 1
*
[ 3/4 ] 
f(z) = 128/285*z^3 - 167/285*z + 1
*
[ 3/4 ] 
f(z) = 128/291*z^3 - 169/291*z + 1
*
[ 11/8 ] 
f(z) = 128/297*z^3 - 161/297*z + 1
*
[ 4/3 ] 
f(z) = 135/284*z^3 - 169/284*z + 1
*
[ 4/3 ] 
f(z) = 135/292*z^3 - 167/292*z + 1
*
[ 2/11 ] 
f(z) = 121/280*z^3 - 158/35*z + 1
*
-36/11 | 0.19981168424907213469864905033671657572 | 0.028052144428093347653943512456708301075
f(z) = 121/288*z^3 - 155/36*z + 1
*
-3/25 | 0.24624019493577777619230010130526569021 | 0.029716653113793492176010427367730959870
f(z) = 125/297*z^3 - 147/55*z + 1
*
[ 17/6 ] 
f(z) = 132/289*z^3 - 154/51*z + 1
*
-2 | 0.091309176845378751760883446162911348360 | 0.014172853328974191543045173956685921976
f(z) = 121/288*z^3 - 157/72*z + 1
*
[ -17/7 ] 
f(z) = 133/289*z^3 - 155/119*z + 1
*
24/25 | 0.14008616274828457145114308870765383730 | 0.018809189174129277383906495295242762056
f(z) = 125/288*z^3 - 143/120*z + 1
*
[ 17/10 ] 
f(z) = 130/289*z^3 - 151/170*z + 1
*
[ 3/4 ] 
f(z) = 122/297*z^3 - 149/264*z + 1
*
[ 3/4 ] 
f(z) = 134/297*z^3 - 155/264*z + 1
*
[ 15/11 ] 
f(z) = 121/285*z^3 - 149/285*z + 1
*
[ 9/11 ] 
f(z) = 121/288*z^3 - 145/288*z + 1
*
[ 4/5 ] 
f(z) = 125/284*z^3 - 151/284*z + 1
*
[ 4/5 ] 
f(z) = 125/292*z^3 - 153/292*z + 1
*
[ 5/4 ] 
f(z) = 128/285*z^3 - 143/285*z + 1
*
[ 5/4 ] 
f(z) = 128/295*z^3 - 141/295*z + 1
*
[ 33/26 ] 
f(z) = 130/297*z^3 - 141/286*z + 1
*
[ 17/4 ] 
f(z) = 128/289*z^3 - 123/17*z + 1
*
-6/11 | 0.19796843283067213258629418411311200350 | 0.027011311351034325283167666181151614806
f(z) = 121/288*z^3 - 127/24*z + 1
*
15/4 | 0.19263337058512863284941307352326652637 | 0.023446645905004148469603861045805179029
f(z) = 128/297*z^3 - 137/22*z + 1
*
[ 17/6 ] 
f(z) = 120/289*z^3 - 137/51*z + 1
*
-28/11 | 0.098803839322357154793001932865331437669 | 0.014551167073954168995965887131419652214
f(z) = 121/294*z^3 - 127/42*z + 1
*
-10/11 | 0.11132949214775884853496029440294780514 | 0.017737106199644321684103154753566924280
f(z) = 121/288*z^3 - 133/72*z + 1
*
[ -17/7 ] 
f(z) = 126/289*z^3 - 138/119*z + 1
*
-42/25 | 0.15900358169297233179801694938301020504 | 0.021694848969744786006869667066453410563
f(z) = 125/288*z^3 - 127/120*z + 1
*
[ -12/5 ] 
f(z) = 125/297*z^3 - 133/132*z + 1
*
[ 17/32 ] 
f(z) = 128/289*z^3 - 137/136*z + 1
*
[ 20/11 ] 
f(z) = 121/280*z^3 - 137/140*z + 1
*
[ 3/5 ] 
f(z) = 130/297*z^3 - 136/165*z + 1
*
[ 17/11 ] 
f(z) = 132/289*z^3 - 138/187*z + 1
*
[ 17/12 ] 
f(z) = 132/289*z^3 - 127/204*z + 1
*
[ -17/8 ] 
f(z) = 124/289*z^3 - 127/272*z + 1
*
[ 17/20 ] 
f(z) = 125/289*z^3 - 133/272*z + 1
*
[ 33/40 ] 
f(z) = 128/297*z^3 - 139/275*z + 1
*
[ 10/11 ] 
f(z) = 121/290*z^3 - 129/290*z + 1
*
[ 13/11 ] 
f(z) = 121/299*z^3 - 123/299*z + 1
*
[ 6/5 ] 
f(z) = 125/282*z^3 - 133/282*z + 1
*
[ 6/5 ] 
f(z) = 125/294*z^3 - 131/294*z + 1
*
[ 7/8 ] 
f(z) = 128/287*z^3 - 139/287*z + 1
*
[ -17/4 ] 
f(z) = 128/289*z^3 - 115/17*z + 1
*
[ -36/11 ] 
f(z) = 121/288*z^3 - 115/36*z + 1
*
30/11 | 0.15502497565255886004535794024442630033 | 0.021774285024468389373915048685625278383
f(z) = 121/288*z^3 - 103/24*z + 1
*
[ 34/11 ] 
f(z) = 121/289*z^3 - 113/34*z + 1
*
6/5 | 0.18704129627423443029022955101641779626 | 0.026131350716411028010922060136574866550
f(z) = 125/288*z^3 - 107/24*z + 1
*
[ 3 ] 
f(z) = 125/297*z^3 - 103/33*z + 1
*
[ 3 ] 
f(z) = 128/297*z^3 - 106/33*z + 1
*
[ 3 ] 
f(z) = 131/297*z^3 - 109/33*z + 1
*
[ 3 ] 
f(z) = 134/297*z^3 - 112/33*z + 1
*
[ 3 ] 
f(z) = 137/297*z^3 - 115/33*z + 1
*
[ -17/6 ] 
f(z) = 120/289*z^3 - 101/51*z + 1
*
3/4 | 0.22826486481243700877542389162162764572 | 0.028450513824853442082166660667353983027
f(z) = 124/297*z^3 - 113/44*z + 1
*
[ 14/5 ] 
f(z) = 125/294*z^3 - 113/42*z + 1
*
-6/5 | 0.22950855358054550372097056289126199665 | 0.028669335415930525992588474130969626757
f(z) = 125/297*z^3 - 111/44*z + 1
*
[ -17/6 ] 
f(z) = 132/289*z^3 - 118/51*z + 1
*
-18/11 | 0.17123110034429733206484455181291368139 | 0.028173935465135548236029055429617314120
f(z) = 121/288*z^3 - 109/72*z + 1
*
[ 2/5 ] 
f(z) = 125/288*z^3 - 113/72*z + 1
*
-8/5 | 0.17123110034429733206484455181291368139 | 0.028260046019390389362279103985444128137
f(z) = 125/288*z^3 - 107/72*z + 1
*
-21/8 | 0.19425107222082484355631289227065901816 | 0.027844234585095411075279891568475412434
f(z) = 128/297*z^3 - 119/66*z + 1
*
[ 3/7 ] 
f(z) = 133/297*z^3 - 109/77*z + 1
*
[ 2 ] 
f(z) = 137/288*z^3 - 101/72*z + 1
*
[ 2 ] 
f(z) = 139/288*z^3 - 103/72*z + 1
*
[ -28/11 ] 
f(z) = 121/294*z^3 - 107/84*z + 1
*
[ 6/11 ] 
f(z) = 121/280*z^3 - 101/105*z + 1
*
[ 6/11 ] 
f(z) = 121/296*z^3 - 106/111*z + 1
*
-6/25 | 0.16005336548046406596110450784430912938 | 0.022008332992865869534009579212166614415
f(z) = 125/288*z^3 - 103/120*z + 1
*
[ 2/3 ] 
f(z) = 135/284*z^3 - 101/142*z + 1
*
[ 2/3 ] 
f(z) = 135/292*z^3 - 103/146*z + 1
*
[ 7/10 ] 
f(z) = 125/294*z^3 - 107/168*z + 1
*
[ 3/4 ] 
f(z) = 127/297*z^3 - 101/176*z + 1
*
[ 3/4 ] 
f(z) = 133/297*z^3 - 103/176*z + 1
*
[ 3/4 ] 
f(z) = 139/297*z^3 - 105/176*z + 1
*
[ 36/25 ] 
f(z) = 125/288*z^3 - 107/180*z + 1
*
[ 17/22 ] 
f(z) = 132/289*z^3 - 106/187*z + 1
*
[ 21/25 ] 
f(z) = 125/294*z^3 - 103/210*z + 1
*
[ 17/14 ] 
f(z) = 126/289*z^3 - 111/238*z + 1
*
[ 17/13 ] 
f(z) = 130/289*z^3 - 118/221*z + 1
*
[ 17/15 ] 
f(z) = 120/289*z^3 - 106/255*z + 1
*
[ 14/11 ] 
f(z) = 121/296*z^3 - 116/259*z + 1
*
[ 33/32 ] 
f(z) = 128/297*z^3 - 113/264*z + 1
*
[ -34/11 ] 
f(z) = 121/289*z^3 - 91/34*z + 1
*
14/11 | 0.18875980049338593199116589634180888514 | 0.026744478620585505303819257645591050160
f(z) = 121/294*z^3 - 83/21*z + 1
*
[ 3 ] 
f(z) = 122/297*z^3 - 100/33*z + 1
*
4/5 | 0.16581865716468404538543034163653855904 | 0.025161014034413079660078024683988007602
f(z) = 125/288*z^3 - 91/36*z + 1
*
-2 | 0.10537801493849014283270553645511152930 | 0.016277385560103072802655762320824489782
f(z) = 125/296*z^3 - 81/37*z + 1
*
[ 17/6 ] 
f(z) = 126/289*z^3 - 97/34*z + 1
*
-2 | 0.10541453016421187304919890728745366007 | 0.016283025943519231618221953427095729509
f(z) = 127/280*z^3 - 81/35*z + 1
*
-2 | 0.10538677778011085045164433787633305217 | 0.016247944078066438537394005999051134461
f(z) = 127/296*z^3 - 82/37*z + 1
*
[ -3 ] 
f(z) = 127/297*z^3 - 83/33*z + 1
*
51/16 | 0.15804255804349127941436168742157268627 | 0.020302280354431622768678093751994560463
f(z) = 128/297*z^3 - 89/22*z + 1
*
-2 | 0.10562342761721428260766231054149707309 | 0.016284429426611422331323359214093439369
f(z) = 129/280*z^3 - 82/35*z + 1
*
-2 | 0.10570377058937668260829328224416563995 | 0.016266417517419311836757692016841916067
f(z) = 129/296*z^3 - 83/37*z + 1
*
[ -3 ] 
f(z) = 130/297*z^3 - 86/33*z + 1
*
-2 | 0.10581097293924108263549369737702654066 | 0.016282914546541544904645624126580786583
f(z) = 131/280*z^3 - 83/35*z + 1
*
-2 | 0.10605108223671850731699671426779946936 | 0.016289842382536924596063308614450112743
f(z) = 131/296*z^3 - 84/37*z + 1
*
-2 | 0.10630533639645211377738667759733467832 | 0.016299267686942033377924382176481791528
f(z) = 133/296*z^3 - 85/37*z + 1
*
[ -3 ] 
f(z) = 133/297*z^3 - 89/33*z + 1
*
-2 | 0.10651992544594653314430065820006692514 | 0.016302933579291964716742984462688932436
f(z) = 135/296*z^3 - 86/37*z + 1
*
[ -3 ] 
f(z) = 136/297*z^3 - 92/33*z + 1
*
-2 | 0.10628982782697898718422867807939864005 | 0.016267717011282961459211842910847414338
f(z) = 137/280*z^3 - 86/35*z + 1
*
-2 | 0.10671018061682195198505418294103529366 | 0.016303205505352610873007778812052130251
f(z) = 137/296*z^3 - 87/37*z + 1
*
-2 | 0.10642902629005301368977815743245340333 | 0.016260250683783219978310010295489312624
f(z) = 139/280*z^3 - 87/35*z + 1
*
-2 | 0.10688310620504554808377293799453802412 | 0.016301162003541312523928911917283441428
f(z) = 139/296*z^3 - 88/37*z + 1
*
[ -3 ] 
f(z) = 139/297*z^3 - 95/33*z + 1
*
-21/11 | 0.072072750139870368648250998451286705829 | 0.011053049813807265622363494974344795750
f(z) = 121/294*z^3 - 97/42*z + 1
*
[ -14/5 ] 
f(z) = 125/294*z^3 - 83/42*z + 1
*
[ 12/5 ] 
f(z) = 125/297*z^3 - 81/44*z + 1
*
[ 2 ] 
f(z) = 125/288*z^3 - 89/72*z + 1
*
[ 2 ] 
f(z) = 127/288*z^3 - 91/72*z + 1
*
[ 2 ] 
f(z) = 131/288*z^3 - 95/72*z + 1
*
[ 2 ] 
f(z) = 133/288*z^3 - 97/72*z + 1
*
[ 9/5 ] 
f(z) = 125/297*z^3 - 91/99*z + 1
*
[ 3/2 ] 
f(z) = 127/297*z^3 - 83/132*z + 1
*
[ 3/2 ] 
f(z) = 133/297*z^3 - 89/132*z + 1
*
[ 3/2 ] 
f(z) = 139/297*z^3 - 95/132*z + 1
*
[ 16/11 ] 
f(z) = 121/288*z^3 - 83/144*z + 1
*
[ 17/24 ] 
f(z) = 128/289*z^3 - 97/153*z + 1
*
[ 17/12 ] 
f(z) = 128/289*z^3 - 91/153*z + 1
*
[ 4/3 ] 
f(z) = 135/296*z^3 - 83/148*z + 1
*
[ 17/20 ] 
f(z) = 120/289*z^3 - 81/170*z + 1
*
[ 34/25 ] 
f(z) = 125/289*z^3 - 91/170*z + 1
*
[ 6/7 ] 
f(z) = 133/288*z^3 - 85/168*z + 1
*
[ 10/11 ] 
f(z) = 121/296*z^3 - 81/185*z + 1
*
[ 17/18 ] 
f(z) = 135/289*z^3 - 97/204*z + 1
*
-6/5 | 0.19954307530326066017173980028279896169 | 0.022963794525644659519876874828013031341
f(z) = 125/297*z^3 - 93/220*z + 1
*
[ 17/5 ] 
f(z) = 125/289*z^3 - 73/17*z + 1
*
[ -17/5 ] 
f(z) = 125/289*z^3 - 63/17*z + 1
*
[ -33/8 ] 
f(z) = 128/297*z^3 - 67/11*z + 1
*
-2 | 0.10435229026321473974641993484996368945 | 0.016213463684138872144218759614170447949
f(z) = 121/280*z^3 - 78/35*z + 1
*
-30/11 | 0.070728888491351581682402388642811458720 | 0.010482101742619226074292587329775472418
f(z) = 121/288*z^3 - 71/24*z + 1
*
[ 4/11 ] 
f(z) = 121/288*z^3 - 65/36*z + 1
*
-2 | 0.10537735887039035505252936105328623022 | 0.016340388620408496914332288026113329720
f(z) = 121/296*z^3 - 79/37*z + 1
*
-2 | 0.10487272817704015026868109231367030139 | 0.016262137829844742197461827581925989662
f(z) = 123/280*z^3 - 79/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.016308526801627387903365701051771135580
f(z) = 123/296*z^3 - 80/37*z + 1
*
[ -3 ] 
f(z) = 124/297*z^3 - 80/33*z + 1
*
[ -17/6 ] 
f(z) = 126/289*z^3 - 73/34*z + 1
*
[ 17/9 ] 
f(z) = 135/289*z^3 - 61/51*z + 1
*
[ 12/25 ] 
f(z) = 125/288*z^3 - 71/60*z + 1
*
[ 17/10 ] 
f(z) = 120/289*z^3 - 67/85*z + 1
*
[ 3/5 ] 
f(z) = 125/288*z^3 - 79/96*z + 1
*
-33/32 | 0.20942942050064698598422899092708304506 | 0.026942588588557850064086228756567860241
f(z) = 128/297*z^3 - 75/88*z + 1
*
[ -9/4 ] 
f(z) = 128/297*z^3 - 73/99*z + 1
*
[ 12/7 ] 
f(z) = 133/288*z^3 - 79/84*z + 1
*
[ 2/3 ] 
f(z) = 123/280*z^3 - 73/105*z + 1
*
[ 2/3 ] 
f(z) = 123/296*z^3 - 76/111*z + 1
*
[ 17/21 ] 
f(z) = 126/289*z^3 - 62/119*z + 1
*
[ 2/3 ] 
f(z) = 129/280*z^3 - 74/105*z + 1
*
[ 2/3 ] 
f(z) = 129/296*z^3 - 77/111*z + 1
*
[ 17/12 ] 
f(z) = 126/289*z^3 - 79/136*z + 1
*
-20/11 | 0.16149470515258372619865484470942280350 | 0.028660290183994112711692815903291142455
f(z) = 121/280*z^3 - 67/140*z + 1
*
[ 17/15 ] 
f(z) = 125/289*z^3 - 67/153*z + 1
*
[ 4/5 ] 
f(z) = 125/296*z^3 - 77/148*z + 1
*
[ 21/22 ] 
f(z) = 121/294*z^3 - 71/168*z + 1
*
12/11 | 0.20271990312856243681955506581381519709 | 0.028358995268457795992226056586919589550
f(z) = 121/288*z^3 - 53/12*z + 1
*
[ 2 ] 
f(z) = 121/280*z^3 - 43/35*z + 1
*
-24/11 | 0.13373703939754779356269338908297791002 | 0.020599522321424851678508137352331554181
f(z) = 121/288*z^3 - 55/24*z + 1
*
-30/11 | 0.12919976773708469865702025938186342900 | 0.020394421674689313641954859173690395187
f(z) = 121/288*z^3 - 47/24*z + 1
*
[ 2 ] 
f(z) = 121/296*z^3 - 42/37*z + 1
*
[ 2 ] 
f(z) = 123/280*z^3 - 44/35*z + 1
*
[ 2 ] 
f(z) = 123/296*z^3 - 43/37*z + 1
*
[ 2/5 ] 
f(z) = 125/296*z^3 - 58/37*z + 1
*
[ 2 ] 
f(z) = 125/296*z^3 - 44/37*z + 1
*
[ 2 ] 
f(z) = 127/280*z^3 - 46/35*z + 1
*
[ 2 ] 
f(z) = 127/296*z^3 - 45/37*z + 1
*
[ 2 ] 
f(z) = 129/280*z^3 - 47/35*z + 1
*
[ 2 ] 
f(z) = 129/296*z^3 - 46/37*z + 1
*
[ 2 ] 
f(z) = 131/280*z^3 - 48/35*z + 1
*
[ 2 ] 
f(z) = 131/296*z^3 - 47/37*z + 1
*
[ 2 ] 
f(z) = 133/296*z^3 - 48/37*z + 1
*
[ 2 ] 
f(z) = 135/296*z^3 - 49/37*z + 1
*
3/4 | 0.21162032398874922326804877396072489353 | 0.028835474819814880871094248123663841774
f(z) = 136/297*z^3 - 57/22*z + 1
*
[ 2 ] 
f(z) = 137/280*z^3 - 51/35*z + 1
*
[ 2 ] 
f(z) = 137/296*z^3 - 50/37*z + 1
*
[ 2 ] 
f(z) = 139/280*z^3 - 52/35*z + 1
*
[ 2 ] 
f(z) = 139/296*z^3 - 51/37*z + 1
*
[ 21/11 ] 
f(z) = 121/294*z^3 - 43/42*z + 1
*
[ 18/11 ] 
f(z) = 121/288*z^3 - 53/72*z + 1
*
[ 8/11 ] 
f(z) = 121/288*z^3 - 43/72*z + 1
*
[ 8/5 ] 
f(z) = 125/288*z^3 - 53/72*z + 1
*
[ 17/10 ] 
f(z) = 125/289*z^3 - 57/68*z + 1
*
[ 3/2 ] 
f(z) = 130/297*z^3 - 43/66*z + 1
*
[ 17/25 ] 
f(z) = 125/289*z^3 - 57/85*z + 1
*
[ 9/8 ] 
f(z) = 128/297*z^3 - 43/99*z + 1
*
[ 3/4 ] 
f(z) = 130/297*z^3 - 51/88*z + 1
*
[ 17/15 ] 
f(z) = 135/289*z^3 - 41/85*z + 1
*
[ 17/12 ] 
f(z) = 120/289*z^3 - 55/102*z + 1
*
[ 6/5 ] 
f(z) = 125/296*z^3 - 49/111*z + 1
*
[ 15/16 ] 
f(z) = 128/297*z^3 - 49/110*z + 1
*
[ 6/5 ] 
f(z) = 130/297*z^3 - 51/110*z + 1
*
[ 24/25 ] 
f(z) = 125/288*z^3 - 53/120*z + 1
*
[ -3 ] 
f(z) = 122/297*z^3 - 26/11*z + 1
*
[ 3 ] 
f(z) = 124/297*z^3 - 34/11*z + 1
*
[ 12/5 ] 
f(z) = 125/288*z^3 - 23/12*z + 1
*
[ -3 ] 
f(z) = 125/297*z^3 - 27/11*z + 1
*
[ 3 ] 
f(z) = 127/297*z^3 - 35/11*z + 1
*
[ 17/8 ] 
f(z) = 128/289*z^3 - 25/17*z + 1
*
[ -3 ] 
f(z) = 128/297*z^3 - 28/11*z + 1
*
[ 3 ] 
f(z) = 130/297*z^3 - 36/11*z + 1
*
[ -3 ] 
f(z) = 131/297*z^3 - 29/11*z + 1
*
[ 3 ] 
f(z) = 133/297*z^3 - 37/11*z + 1
*
[ -3 ] 
f(z) = 134/297*z^3 - 30/11*z + 1
*
[ 3 ] 
f(z) = 136/297*z^3 - 38/11*z + 1
*
[ -3 ] 
f(z) = 137/297*z^3 - 31/11*z + 1
*
[ 3 ] 
f(z) = 139/297*z^3 - 39/11*z + 1
*
[ 24/11 ] 
f(z) = 121/288*z^3 - 35/24*z + 1
*
[ 6/11 ] 
f(z) = 121/288*z^3 - 23/24*z + 1
*
[ 33/16 ] 
f(z) = 128/297*z^3 - 29/22*z + 1
*
[ 2/3 ] 
f(z) = 135/296*z^3 - 26/37*z + 1
*
[ 3/2 ] 
f(z) = 136/297*z^3 - 23/33*z + 1
*
[ 7/11 ] 
f(z) = 121/294*z^3 - 31/42*z + 1
*
[ 3/4 ] 
f(z) = 124/297*z^3 - 25/44*z + 1
*
[ 7/5 ] 
f(z) = 125/294*z^3 - 23/42*z + 1
*
[ 3/2 ] 
f(z) = 125/297*z^3 - 27/44*z + 1
*
[ 33/25 ] 
f(z) = 125/297*z^3 - 27/55*z + 1
*
[ 3/2 ] 
f(z) = 131/297*z^3 - 29/44*z + 1
*
[ 3/2 ] 
f(z) = 137/297*z^3 - 31/44*z + 1
*
[ 17/22 ] 
f(z) = 121/289*z^3 - 37/68*z + 1
*
[ 6/5 ] 
f(z) = 125/297*z^3 - 29/66*z + 1
*
[ 12/11 ] 
f(z) = 121/288*z^3 - 5/12*z + 1
*
[ 17/11 ] 
f(z) = 121/289*z^3 - 11/17*z + 1
*
[ -12/5 ] 
f(z) = 125/288*z^3 - 13/12*z + 1
*
[ 3/5 ] 
f(z) = 125/297*z^3 - 9/11*z + 1
*
[ -17/8 ] 
f(z) = 128/289*z^3 - 9/17*z + 1
*
[ 3/8 ] 
f(z) = 128/297*z^3 - 19/11*z + 1
*
[ 3/2 ] 
f(z) = 128/297*z^3 - 7/11*z + 1
*
[ 14/11 ] 
f(z) = 121/280*z^3 - 17/35*z + 1
*
[ 10/11 ] 
f(z) = 121/280*z^3 - 16/35*z + 1
*
[ -24/11 ] 
f(z) = 121/288*z^3 - 13/24*z + 1
*
[ 3/2 ] 
f(z) = 122/297*z^3 - 13/22*z + 1
*
[ 3/2 ] 
f(z) = 124/297*z^3 - 20/33*z + 1
*
[ 4/5 ] 
f(z) = 125/288*z^3 - 19/36*z + 1
*
[ 6/5 ] 
f(z) = 125/288*z^3 - 11/24*z + 1
*
[ 17/16 ] 
f(z) = 128/289*z^3 - 15/34*z + 1
*
[ 3/4 ] 
f(z) = 128/297*z^3 - 19/33*z + 1
*
[ 3/2 ] 
f(z) = 134/297*z^3 - 15/22*z + 1
*
[ 3/4 ] 
f(z) = 136/297*z^3 - 13/22*z + 1
*
[ 14/11 ] 
f(z) = 121/294*z^3 - 19/42*z + 1
*
[ -12/11 ]
f(z) = 121/288*z^3 + 17/12*z + 1
*
[ -17/11 ]
f(z) = 121/289*z^3 + 11/17*z + 1
*
-3/4 | 0.18695060423401308262844778247285846381 | 0.029543690245881202233345485589730420573
f(z) = 140/3*z^3 - 299/12*z + 1
*
[ -3/4 ] 
f(z) = 140/3*z^3 - 287/12*z + 1
*
-2 | 0.10514681430400310542913194168952530875 | 0.016588349562496252326470184396142606297
f(z) = 141/4*z^3 - 283/2*z + 1
*
[ 2 ] 
f(z) = 141/4*z^3 - 281/2*z + 1
*
[ 2/3 ] 
f(z) = 143/4*z^3 - 295/18*z + 1
*
-2 | 0.10540850476902927689363135585375565680 | 0.016592893775622787055944396873685802073
f(z) = 143/4*z^3 - 287/2*z + 1
*
[ 2 ] 
f(z) = 143/4*z^3 - 285/2*z + 1
*
[ -2 ] 
f(z) = 143/4*z^3 - 283/2*z + 1
*
-2 | 0.084935670937527860095974677703047985809 | 0.013355560088062787541891302970494741958
f(z) = 143/12*z^3 - 289/6*z + 1
*
[ 2 ] 
f(z) = 143/12*z^3 - 283/6*z + 1
*
[ 17/12 ] 
f(z) = 144/17*z^3 - 284/17*z + 1
*
[ 2/3 ] 
f(z) = 145/4*z^3 - 299/18*z + 1
*
-2 | 0.10566654809368944264016564836842374313 | 0.016597351540576390578340788219725891070
f(z) = 145/4*z^3 - 291/2*z + 1
*
[ 2 ] 
f(z) = 145/4*z^3 - 289/2*z + 1
*
[ -2 ] 
f(z) = 145/4*z^3 - 287/2*z + 1
*
-2 | 0.085195667203056409139674251717777775823 | 0.013367549411593343867712815048236221433
f(z) = 145/12*z^3 - 293/6*z + 1
*
[ 2 ] 
f(z) = 145/12*z^3 - 287/6*z + 1
*
[ -2 ] 
f(z) = 145/12*z^3 - 281/6*z + 1
*
9/28 | 0.22650175276067680818060536473282378021 | 0.029177010308801217506266229754466872378
f(z) = 147*z^3 - 291/16*z + 1
*
-2 | 0.10592104455740215527582618629363486698 | 0.016601725741912067451630091538846452646
f(z) = 147/4*z^3 - 295/2*z + 1
*
[ 2 ] 
f(z) = 147/4*z^3 - 293/2*z + 1
*
[ -2 ] 
f(z) = 147/4*z^3 - 291/2*z + 1
*
[ 10/7 ] 
f(z) = 147/10*z^3 - 297/10*z + 1
*
[ -10/7 ] 
f(z) = 147/10*z^3 - 283/10*z + 1
*
-2 | 0.10617209035914798547436798667015290517 | 0.016606019128381609237743724995311225414
f(z) = 149/4*z^3 - 299/2*z + 1
*
[ 2 ] 
f(z) = 149/4*z^3 - 297/2*z + 1
*
[ -2 ] 
f(z) = 149/4*z^3 - 295/2*z + 1
*
[ 2 ] 
f(z) = 149/12*z^3 - 295/6*z + 1
*
[ -2 ] 
f(z) = 149/12*z^3 - 289/6*z + 1
*
1/30 | 0.16600177348892967808625720357401789842 | 0.024403431330381227236746739734796366282
f(z) = 150*z^3 - 283/6*z + 1
*
[ 7/5 ] 
f(z) = 150/7*z^3 - 292/7*z + 1
*
[ -7/5 ] 
f(z) = 150/7*z^3 - 282/7*z + 1
*
[ -2 ] 
f(z) = 151/4*z^3 - 299/2*z + 1
*
[ 2 ] 
f(z) = 151/12*z^3 - 299/6*z + 1
*
[ -2 ] 
f(z) = 151/12*z^3 - 293/6*z + 1
*
[ 1/17 ] 
f(z) = 153*z^3 - 281/17*z + 1
*
[ 3/5 ] 
f(z) = 155/3*z^3 - 289/15*z + 1
*
[ -5/6 ] 
f(z) = 156/5*z^3 - 292/15*z + 1
*
1/4 | 0.19993492707964555614753810178927346350 | 0.025189049872659848398567919472927195415
f(z) = 140*z^3 - 283/20*z + 1
*
[ 1/8 ] 
f(z) = 142*z^3 - 295/32*z + 1
*
0 | 0.16732418739775702800360385050318704721 | 0.029352836361509805133073676474723363510
f(z) = 142/15*z^3 - 299/30*z + 1
*
[ 3/5 ] 
f(z) = 145/6*z^3 - 281/30*z + 1
*
[ -6/5 ] 
f(z) = 145/18*z^3 - 293/30*z + 1
*
[ 1/8 ] 
f(z) = 146*z^3 - 297/32*z + 1
*
[ -5/14 ] 
f(z) = 147*z^3 - 299/20*z + 1
*
[ 8/21 ] 
f(z) = 147/2*z^3 - 295/24*z + 1
*
[ 10/21 ] 
f(z) = 147/4*z^3 - 283/30*z + 1
*
[ 2/21 ] 
f(z) = 147/5*z^3 - 293/30*z + 1
*
[ 2/21 ] 
f(z) = 147/10*z^3 - 289/30*z + 1
*
16/21 | 0.16164649845537690364586106434316027367 | 0.026547102503250058124508691045092658106
f(z) = 147/11*z^3 - 289/33*z + 1
*
[ 1/8 ] 
f(z) = 150*z^3 - 299/32*z + 1
*
1/6 | 0.20466841709315624089721671349605494982 | 0.024331013820921411673527630172897617739
f(z) = 150*z^3 - 287/30*z + 1
*
1/6 | 0.18450845607455998288739174591508215498 | 0.021934394463918018209562973610469675156
f(z) = 150*z^3 - 281/30*z + 1
*
[ 1/15 ] 
f(z) = 150/7*z^3 - 296/21*z + 1
*
[ 2/17 ] 
f(z) = 153/2*z^3 - 291/34*z + 1
*
0 | 0.16579683660372165255505065846217023896 | 0.028934371631078847256164209786922470427
f(z) = 154/15*z^3 - 293/30*z + 1
*
[ 2/5 ] 
f(z) = 155/3*z^3 - 293/30*z + 1
*
[ 3/5 ] 
f(z) = 155/6*z^3 - 299/30*z + 1
*
[ 1/6 ] 
f(z) = 141/4*z^3 - 287/48*z + 1
*
[ 2/9 ] 
f(z) = 141/4*z^3 - 283/54*z + 1
*
[ 1/4 ] 
f(z) = 143/3*z^3 - 287/48*z + 1
*
[ 4/13 ] 
f(z) = 143/4*z^3 - 293/52*z + 1
*
[ 4/11 ] 
f(z) = 143/4*z^3 - 285/44*z + 1
*
[ 2/13 ] 
f(z) = 143/16*z^3 - 297/52*z + 1
*
[ 1/4 ] 
f(z) = 145/3*z^3 - 289/48*z + 1
*
-5/14 | 0.20877810312130082538578007268033602879 | 0.026142473486654583148297276270507490686
f(z) = 147/2*z^3 - 287/40*z + 1
*
[ 1/6 ] 
f(z) = 147/4*z^3 - 289/48*z + 1
*
[ 2/9 ] 
f(z) = 147/4*z^3 - 287/54*z + 1
*
[ 1/4 ] 
f(z) = 149/3*z^3 - 293/48*z + 1
*
[ -2/3 ] 
f(z) = 150/7*z^3 - 295/42*z + 1
*
2/5 | 0.13309290091941331349376137730525596551 | 0.018771714891414818042625367627270028817
f(z) = 150/7*z^3 - 283/56*z + 1
*
[ -4/5 ] 
f(z) = 150/11*z^3 - 285/44*z + 1
*
[ 1/4 ] 
f(z) = 151/3*z^3 - 295/48*z + 1
*
[ 1/8 ] 
f(z) = 152/5*z^3 - 299/40*z + 1
*
[ -5/9 ] 
f(z) = 153/5*z^3 - 299/45*z + 1
*
[ 1/6 ] 
f(z) = 153/14*z^3 - 297/56*z + 1
*
[ 2/7 ] 
f(z) = 154/3*z^3 - 281/42*z + 1
*
[ 1/4 ] 
f(z) = 155/3*z^3 - 299/48*z + 1
*
[ 1/6 ] 
f(z) = 156/19*z^3 - 298/57*z + 1
*
[ 2/9 ] 
f(z) = 159/4*z^3 - 295/54*z + 1
*
[ 1/6 ] 
f(z) = 159/4*z^3 - 293/48*z + 1
*
[ 1/5 ] 
f(z) = 140/13*z^3 - 288/65*z + 1
*
[ 1/4 ] 
f(z) = 142/9*z^3 - 287/72*z + 1
*
[ 3/11 ] 
f(z) = 143/6*z^3 - 293/66*z + 1
*
[ 1/3 ] 
f(z) = 143/8*z^3 - 287/72*z + 1
*
-8/13 | 0.21890421572865155748218510975774830324 | 0.029079464194384887069538744782786636214
f(z) = 143/10*z^3 - 287/65*z + 1
*
[ 6/11 ] 
f(z) = 143/12*z^3 - 289/66*z + 1
*
[ 6/13 ] 
f(z) = 143/12*z^3 - 289/78*z + 1
*
[ 3/13 ] 
f(z) = 143/18*z^3 - 293/78*z + 1
*
[ 7/18 ] 
f(z) = 144/7*z^3 - 295/63*z + 1
*
[ 1/3 ] 
f(z) = 145/8*z^3 - 289/72*z + 1
*
[ 1/5 ] 
f(z) = 145/13*z^3 - 289/65*z + 1
*
2/5 | 0.18215145257184632501722039445705495666 | 0.027656651256209254395067366882825546707
f(z) = 145/14*z^3 - 291/70*z + 1
*
[ 1/4 ] 
f(z) = 146/9*z^3 - 289/72*z + 1
*
[ 4/21 ] 
f(z) = 147/10*z^3 - 287/60*z + 1
*
[ 3/10 ] 
f(z) = 148/9*z^3 - 286/75*z + 1
*
[ 1/3 ] 
f(z) = 149/8*z^3 - 293/72*z + 1
*
-19/30 | 0.17060277048281724840651434547820858598 | 0.025079810334242372796915352320219372476
f(z) = 150/11*z^3 - 295/66*z + 1
*
[ 1/3 ] 
f(z) = 151/8*z^3 - 295/72*z + 1
*
[ 3/10 ] 
f(z) = 152/9*z^3 - 289/75*z + 1
*
[ 4/17 ] 
f(z) = 153/8*z^3 - 293/68*z + 1
*
[ 1/4 ] 
f(z) = 154/9*z^3 - 293/72*z + 1
*
[ 1/3 ] 
f(z) = 155/7*z^3 - 281/63*z + 1
*
[ 1/3 ] 
f(z) = 155/8*z^3 - 299/72*z + 1
*
[ 1/5 ] 
f(z) = 155/13*z^3 - 291/65*z + 1
*
2/5 | 0.18636824445589731068200551071933351712 | 0.028013239357794527762710719502505432284
f(z) = 155/14*z^3 - 299/70*z + 1
*
[ 1/3 ] 
f(z) = 157/7*z^3 - 283/63*z + 1
*
[ 1/3 ] 
f(z) = 158/7*z^3 - 284/63*z + 1
*
[ 1/4 ] 
f(z) = 158/9*z^3 - 295/72*z + 1
*
[ -5/6 ] 
f(z) = 144/19*z^3 - 291/95*z + 1
*
[ 2/5 ] 
f(z) = 141/16*z^3 - 291/100*z + 1
*
[ 2/5 ] 
f(z) = 143/16*z^3 - 293/100*z + 1
*
[ 2/5 ] 
f(z) = 147/16*z^3 - 297/100*z + 1
*
[ 2/5 ] 
f(z) = 149/16*z^3 - 299/100*z + 1
*
[ 3/5 ] 
f(z) = 140/3*z^3 - 262/15*z + 1
*
[ -2 ] 
f(z) = 141/4*z^3 - 279/2*z + 1
*
[ -2 ] 
f(z) = 143/12*z^3 - 277/6*z + 1
*
[ 3/8 ] 
f(z) = 144*z^3 - 263/12*z + 1
*
[ 3/5 ] 
f(z) = 145/3*z^3 - 271/15*z + 1
*
[ 4/3 ] 
f(z) = 153/4*z^3 - 271/4*z + 1
*
[ -4/3 ] 
f(z) = 153/4*z^3 - 265/4*z + 1
*
[ 2/5 ] 
f(z) = 155*z^3 - 263/10*z + 1
*
[ -2/3 ] 
f(z) = 155/4*z^3 - 265/18*z + 1
*
[ -2/3 ] 
f(z) = 157/4*z^3 - 269/18*z + 1
*
3/28 | 0.19978515728068391172118578452816249665 | 0.024146586092746043127619683261526442481
f(z) = 140*z^3 - 269/28*z + 1
*
[ 1/14 ] 
f(z) = 140/3*z^3 - 278/21*z + 1
*
[ 2/5 ] 
f(z) = 140/3*z^3 - 269/30*z + 1
*
[ 1/9 ] 
f(z) = 141*z^3 - 263/27*z + 1
*
-7/24 | 0.22699572690401478914062528517587033888 | 0.027342235599325631066515736076610589149
f(z) = 144*z^3 - 263/28*z + 1
*
[ 1/10 ] 
f(z) = 144*z^3 - 261/25*z + 1
*
[ 2/5 ] 
f(z) = 145/3*z^3 - 277/30*z + 1
*
0 | 0.16299966187156399293862942019416010723 | 0.028713533746422754572013493251624413935
f(z) = 146/15*z^3 - 277/30*z + 1
*
[ 1/9 ] 
f(z) = 147*z^3 - 265/27*z + 1
*
[ 1/14 ] 
f(z) = 147/5*z^3 - 263/20*z + 1
*
16/21 | 0.15764280116288374239741000601115818689 | 0.025889577821729403544144120105330935684
f(z) = 147/8*z^3 - 265/24*z + 1
*
[ 1/10 ] 
f(z) = 148*z^3 - 262/25*z + 1
*
[ 1/9 ] 
f(z) = 150*z^3 - 266/27*z + 1
*
13/60 | 0.12915239269442037663476143893274074723 | 0.015772047360899960768213002653674680061
f(z) = 150*z^3 - 265/24*z + 1
*
[ 1/10 ] 
f(z) = 152*z^3 - 263/25*z + 1
*
[ 2/17 ] 
f(z) = 153/4*z^3 - 273/34*z + 1
*
[ 1/9 ] 
f(z) = 156*z^3 - 268/27*z + 1
*
[ 1/10 ] 
f(z) = 156*z^3 - 264/25*z + 1
*
[ 1/9 ] 
f(z) = 159*z^3 - 269/27*z + 1
*
[ 2/7 ] 
f(z) = 140/3*z^3 - 265/42*z + 1
*
[ -2/3 ] 
f(z) = 141/7*z^3 - 271/42*z + 1
*
[ -5/9 ] 
f(z) = 144/5*z^3 - 274/45*z + 1
*
[ 3/4 ] 
f(z) = 144/19*z^3 - 262/57*z + 1
*
[ -5/7 ] 
f(z) = 147/8*z^3 - 279/40*z + 1
*
[ -11/14 ] 
f(z) = 147/11*z^3 - 263/44*z + 1
*
[ 16/21 ] 
f(z) = 147/16*z^3 - 271/48*z + 1
*
1/7 | 0.16737514006282507600806078122666163286 | 0.027487913701825397027384763905844074750
f(z) = 147/16*z^3 - 265/48*z + 1
*
[ 1/6 ] 
f(z) = 148/5*z^3 - 262/45*z + 1
*
1/6 | 0.19507620058398541548492072203998974338 | 0.028677577143237161596308456779704593366
f(z) = 150/7*z^3 - 277/42*z + 1
*
7/15 | 0.19137836721766826252352637317285036786 | 0.028133969561646287791495484152575241269
f(z) = 150/7*z^3 - 265/42*z + 1
*
[ -4/5 ] 
f(z) = 150/13*z^3 - 267/52*z + 1
*
[ 1/6 ] 
f(z) = 152/5*z^3 - 263/45*z + 1
*
[ 1/6 ] 
f(z) = 153/13*z^3 - 277/52*z + 1
*
[ 1/3 ] 
f(z) = 155/6*z^3 - 263/54*z + 1
*
[ 1/6 ] 
f(z) = 156/17*z^3 - 268/51*z + 1
*
[ 1/3 ] 
f(z) = 157/6*z^3 - 265/54*z + 1
*
[ 1/4 ] 
f(z) = 140/19*z^3 - 263/76*z + 1
*
[ 1/3 ] 
f(z) = 142/7*z^3 - 268/63*z + 1
*
[ 1/3 ] 
f(z) = 143/7*z^3 - 269/63*z + 1
*
[ 1/3 ] 
f(z) = 145/7*z^3 - 271/63*z + 1
*
[ 1/5 ] 
f(z) = 145/12*z^3 - 269/60*z + 1
*
[ 1/3 ] 
f(z) = 146/7*z^3 - 272/63*z + 1
*
[ 1/3 ] 
f(z) = 148/7*z^3 - 274/63*z + 1
*
1/4 | 0.11406820328281549043876144119840604062 | 0.017869207287960814808594225451006473862
f(z) = 148/15*z^3 - 277/60*z + 1
*
[ 1/4 ] 
f(z) = 148/19*z^3 - 265/76*z + 1
*
[ 1/3 ] 
f(z) = 149/7*z^3 - 275/63*z + 1
*
[ 13/30 ] 
f(z) = 150/13*z^3 - 271/78*z + 1
*
[ 3/10 ] 
f(z) = 150/13*z^3 - 263/78*z + 1
*
[ 1/3 ] 
f(z) = 151/7*z^3 - 277/63*z + 1
*
[ 1/3 ] 
f(z) = 152/7*z^3 - 278/63*z + 1
*
[ 1/5 ] 
f(z) = 155/12*z^3 - 271/60*z + 1
*
[ 1/4 ] 
f(z) = 156/19*z^3 - 267/76*z + 1
*
-2/3 | 0.21621354306263113929575510993637633911 | 0.026909116778289321274700167033687552444
f(z) = 147/16*z^3 - 277/84*z + 1
*
[ -2/3 ] 
f(z) = 143/4*z^3 - 241/18*z + 1
*
[ 1/16 ] 
f(z) = 144*z^3 - 249/16*z + 1
*
[ 3/4 ] 
f(z) = 144*z^3 - 244/3*z + 1
*
[ 3/4 ] 
f(z) = 144/5*z^3 - 248/15*z + 1
*
[ -17/12 ] 
f(z) = 144/17*z^3 - 260/17*z + 1
*
[ 2/5 ] 
f(z) = 145*z^3 - 247/10*z + 1
*
[ -2/3 ] 
f(z) = 145/4*z^3 - 245/18*z + 1
*
[ -2/3 ] 
f(z) = 149/4*z^3 - 253/18*z + 1
*
[ -2/3 ] 
f(z) = 151/4*z^3 - 257/18*z + 1
*
1/3 | 0.20107403994815243503324407577858432354 | 0.026686180985455121064157111249669554383
f(z) = 156*z^3 - 241/12*z + 1
*
1/4 | 0.088474482584895482847334500748247284353 | 0.011146567469929518476370087556752694467
f(z) = 140*z^3 - 243/20*z + 1
*
[ 1/5 ] 
f(z) = 141*z^3 - 241/25*z + 1
*
[ 1/5 ] 
f(z) = 142*z^3 - 242/25*z + 1
*
[ 1/5 ] 
f(z) = 143*z^3 - 243/25*z + 1
*
[ 1/5 ] 
f(z) = 144*z^3 - 244/25*z + 1
*
[ -7/12 ] 
f(z) = 144/5*z^3 - 248/35*z + 1
*
1/24 | 0.16985984264785648368096451927555781044 | 0.026723877523065676240087537479857463270
f(z) = 144/7*z^3 - 253/28*z + 1
*
[ 3/4 ] 
f(z) = 144/7*z^3 - 250/21*z + 1
*
[ 3/4 ] 
f(z) = 144/11*z^3 - 254/33*z + 1
*
[ 3/4 ] 
f(z) = 144/13*z^3 - 256/39*z + 1
*
[ 1/4 ] 
f(z) = 145/2*z^3 - 241/32*z + 1
*
[ 1/5 ] 
f(z) = 146*z^3 - 246/25*z + 1
*
[ 1/5 ] 
f(z) = 147*z^3 - 247/25*z + 1
*
[ 1/4 ] 
f(z) = 147/2*z^3 - 243/32*z + 1
*
2/3 | 0.13503807301204932500095948097875453316 | 0.022177217572590072953392693984145511706
f(z) = 147/10*z^3 - 241/30*z + 1
*
[ 1/5 ] 
f(z) = 148*z^3 - 248/25*z + 1
*
[ 1/5 ] 
f(z) = 149*z^3 - 249/25*z + 1
*
[ 1/4 ] 
f(z) = 149/2*z^3 - 245/32*z + 1
*
11/60 | 0.11489259007566198187980301997102087347 | 0.014030644994532039357464012744014977237
f(z) = 150*z^3 - 241/24*z + 1
*
[ 11/15 ] 
f(z) = 150/11*z^3 - 254/33*z + 1
*
[ 1/5 ] 
f(z) = 151*z^3 - 251/25*z + 1
*
[ 1/4 ] 
f(z) = 151/2*z^3 - 247/32*z + 1
*
[ 1/5 ] 
f(z) = 152*z^3 - 252/25*z + 1
*
[ 1/5 ] 
f(z) = 153*z^3 - 253/25*z + 1
*
[ 1/4 ] 
f(z) = 153/2*z^3 - 249/32*z + 1
*
[ 1/5 ] 
f(z) = 154*z^3 - 254/25*z + 1
*
[ 1/4 ] 
f(z) = 155/2*z^3 - 251/32*z + 1
*
[ 4/5 ] 
f(z) = 155/8*z^3 - 253/20*z + 1
*
[ 1/5 ] 
f(z) = 156*z^3 - 256/25*z + 1
*
[ 1/5 ] 
f(z) = 157*z^3 - 257/25*z + 1
*
[ 1/4 ] 
f(z) = 157/2*z^3 - 253/32*z + 1
*
[ 1/5 ] 
f(z) = 158*z^3 - 258/25*z + 1
*
[ 3/4 ] 
f(z) = 158/9*z^3 - 245/24*z + 1
*
[ 1/5 ] 
f(z) = 159*z^3 - 259/25*z + 1
*
[ 1/4 ] 
f(z) = 159/2*z^3 - 255/32*z + 1
*
2/3 | 0.12978490955915632472253606047162835351 | 0.021043301586772521557151635933607384902
f(z) = 159/10*z^3 - 257/30*z + 1
*
0 | 0.17578677953163613927849678976358415953 | 0.028178523898236999524789736050273194136
f(z) = 159/14*z^3 - 256/21*z + 1
*
[ 1/5 ] 
f(z) = 140/11*z^3 - 248/55*z + 1
*
[ 1/3 ] 
f(z) = 143/6*z^3 - 251/54*z + 1
*
1/4 | 0.17697654752633042909616429272837852561 | 0.024693122956199215765496511362972296326
f(z) = 144/5*z^3 - 241/45*z + 1
*
[ 3/4 ] 
f(z) = 144/17*z^3 - 260/51*z + 1
*
[ 1/3 ] 
f(z) = 145/6*z^3 - 253/54*z + 1
*
[ 1/5 ] 
f(z) = 145/11*z^3 - 249/55*z + 1
*
[ 1/4 ] 
f(z) = 146/7*z^3 - 241/56*z + 1
*
[ 3/14 ] 
f(z) = 147/4*z^3 - 257/48*z + 1
*
[ -5/7 ] 
f(z) = 147/11*z^3 - 243/55*z + 1
*
-19/21 | 0.18160975143838859768926833691647950308 | 0.029825654951354110899965977377468687582
f(z) = 147/17*z^3 - 259/51*z + 1
*
[ -19/21 ] 
f(z) = 147/19*z^3 - 241/57*z + 1
*
[ 1/3 ] 
f(z) = 149/6*z^3 - 257/54*z + 1
*
1/5 | 0.18770113475284315717612893016431309512 | 0.027593390457850192837874188509717810784
f(z) = 150/7*z^3 - 253/42*z + 1
*
[ 7/20 ] 
f(z) = 150/7*z^3 - 251/56*z + 1
*
[ 1/4 ] 
f(z) = 150/7*z^3 - 243/56*z + 1
*
[ 1/3 ] 
f(z) = 151/5*z^3 - 241/45*z + 1
*
[ 1/3 ] 
f(z) = 151/6*z^3 - 259/54*z + 1
*
[ 1/3 ] 
f(z) = 152/5*z^3 - 242/45*z + 1
*
[ 3/14 ] 
f(z) = 154/3*z^3 - 253/42*z + 1
*
[ 1/3 ] 
f(z) = 154/5*z^3 - 244/45*z + 1
*
[ 1/5 ] 
f(z) = 155/11*z^3 - 251/55*z + 1
*
[ 1/3 ] 
f(z) = 157/5*z^3 - 247/45*z + 1
*
[ 1/3 ] 
f(z) = 158/5*z^3 - 248/45*z + 1
*
[ 1/4 ] 
f(z) = 158/7*z^3 - 247/56*z + 1
*
[ -9/14 ] 
f(z) = 140/9*z^3 - 244/63*z + 1
*
4/21 | 0.15757138066606639509426738258010217274 | 0.023233105073530022142385925438387526835
f(z) = 147/10*z^3 - 257/60*z + 1
*
[ 4/7 ] 
f(z) = 147/17*z^3 - 243/68*z + 1
*
[ 4/7 ] 
f(z) = 147/19*z^3 - 249/76*z + 1
*
[ 1/4 ] 
f(z) = 148/17*z^3 - 241/68*z + 1
*
[ 4/17 ] 
f(z) = 153/16*z^3 - 257/68*z + 1
*
[ -2/3 ] 
f(z) = 156/11*z^3 - 251/66*z + 1
*
[ 1/4 ] 
f(z) = 156/17*z^3 - 243/68*z + 1
*
[ -2/3 ] 
f(z) = 159/11*z^3 - 259/66*z + 1
*
[ 5/12 ] 
f(z) = 144/17*z^3 - 244/85*z + 1
*
[ 5/12 ] 
f(z) = 144/19*z^3 - 258/95*z + 1
*
[ 2/5 ] 
f(z) = 145/18*z^3 - 251/90*z + 1
*
-2/3 | 0.21642460313232229563506768185265535036 | 0.026935384513335446624600938403558765975
f(z) = 147/16*z^3 - 253/84*z + 1
*
[ 2/5 ] 
f(z) = 155/18*z^3 - 259/90*z + 1
*
[ 2/5 ] 
f(z) = 140*z^3 - 239/10*z + 1
*
[ 3/10 ] 
f(z) = 140*z^3 - 224/15*z + 1
*
1/18 | 0.19315314535853037882794379481759598326 | 0.026950205744098381273362289898031440127
f(z) = 144*z^3 - 238/9*z + 1
*
[ -3/4 ] 
f(z) = 144*z^3 - 236/3*z + 1
*
[ 5/4 ] 
f(z) = 144/5*z^3 - 224/5*z + 1
*
[ -3/5 ] 
f(z) = 145/3*z^3 - 221/15*z + 1
*
0 | 0.17320630348634727654336041945430353202 | 0.028190278386827347664226268437930054836
f(z) = 147/10*z^3 - 233/15*z + 1
*
1/20 | 0.19869054301901411182376343542781050380 | 0.028023750323329903998710557063788059668
f(z) = 150*z^3 - 235/8*z + 1
*
[ 3/2 ] 
f(z) = 154/9*z^3 - 229/6*z + 1
*
[ -3/2 ] 
f(z) = 154/9*z^3 - 221/6*z + 1
*
[ -3/5 ] 
f(z) = 155/3*z^3 - 239/15*z + 1
*
[ 3/2 ] 
f(z) = 158/9*z^3 - 235/6*z + 1
*
[ -3/2 ] 
f(z) = 158/9*z^3 - 227/6*z + 1
*
[ 1/4 ] 
f(z) = 141/2*z^3 - 237/32*z + 1
*
2/3 | 0.13260792059369349113178156479584446489 | 0.021928189082387002704070369674648252032
f(z) = 141/10*z^3 - 233/30*z + 1
*
[ 3/4 ] 
f(z) = 142/9*z^3 - 221/24*z + 1
*
[ 2/13 ] 
f(z) = 143*z^3 - 231/26*z + 1
*
[ 1/4 ] 
f(z) = 143/2*z^3 - 239/32*z + 1
*
[ 1/11 ] 
f(z) = 143/2*z^3 - 233/22*z + 1
*
[ 3/13 ] 
f(z) = 143/3*z^3 - 229/39*z + 1
*
[ 5/8 ] 
f(z) = 144/5*z^3 - 237/20*z + 1
*
1/8 | 0.17279227514968588539919848440942431230 | 0.027185234167472852261898500326789625939
f(z) = 144/7*z^3 - 233/28*z + 1
*
[ 4/5 ] 
f(z) = 145/8*z^3 - 237/20*z + 1
*
[ 3/4 ] 
f(z) = 146/9*z^3 - 227/24*z + 1
*
5/21 | 0.18946813609251824301756333256929675690 | 0.024611100825058866646920027594755039310
f(z) = 147/2*z^3 - 233/30*z + 1
*
5/21 | 0.22982393486376802575576084857828651760 | 0.029853146547987339773839329471072722993
f(z) = 147/2*z^3 - 227/30*z + 1
*
[ 5/21 ] 
f(z) = 147/2*z^3 - 221/30*z + 1
*
[ 10/21 ] 
f(z) = 147/5*z^3 - 233/30*z + 1
*
13/21 | 0.16627867714669245160851648556081120384 | 0.027307842288564189913999109501950090864
f(z) = 147/13*z^3 - 235/39*z + 1
*
[ 1/3 ] 
f(z) = 149/4*z^3 - 221/36*z + 1
*
1/10 | 0.10418745783593081802088633766344866400 | 0.018266379950299696535293630530586549868
f(z) = 150/11*z^3 - 223/22*z + 1
*
1/5 | 0.14141600884119744161329949370022083892 | 0.024793373427117130221672470651172294441
f(z) = 150/11*z^3 - 221/22*z + 1
*
[ 1/10 ] 
f(z) = 150/13*z^3 - 237/26*z + 1
*
[ 1/3 ] 
f(z) = 151/4*z^3 - 223/36*z + 1
*
[ 3/7 ] 
f(z) = 154/3*z^3 - 226/21*z + 1
*
[ 1/7 ] 
f(z) = 154/5*z^3 - 232/35*z + 1
*
[ 3/4 ] 
f(z) = 154/9*z^3 - 239/24*z + 1
*
[ 1/3 ] 
f(z) = 155/4*z^3 - 227/36*z + 1
*
[ 2/13 ] 
f(z) = 156*z^3 - 239/26*z + 1
*
[ 1/3 ] 
f(z) = 157/4*z^3 - 229/36*z + 1
*
[ 2/3 ] 
f(z) = 159/10*z^3 - 227/30*z + 1
*
[ 1/3 ] 
f(z) = 142/5*z^3 - 232/45*z + 1
*
[ 1/4 ] 
f(z) = 142/7*z^3 - 239/56*z + 1
*
[ 1/3 ] 
f(z) = 143/5*z^3 - 233/45*z + 1
*
1/5 | 0.18193410501375234178375463606198807109 | 0.027623650665048868209876817728087137747
f(z) = 145/8*z^3 - 229/40*z + 1
*
[ 1/3 ] 
f(z) = 146/5*z^3 - 236/45*z + 1
*
4/7 | 0.10478910382171202235173911771024605156 | 0.016433054869354881420652176298801024490
f(z) = 147/10*z^3 - 227/40*z + 1
*
[ 4/7 ] 
f(z) = 147/11*z^3 - 225/44*z + 1
*
[ 4/7 ] 
f(z) = 147/13*z^3 - 231/52*z + 1
*
[ 1/3 ] 
f(z) = 148/5*z^3 - 238/45*z + 1
*
[ 1/3 ] 
f(z) = 149/5*z^3 - 239/45*z + 1
*
[ 1/6 ] 
f(z) = 150/7*z^3 - 235/42*z + 1
*
[ 1/6 ] 
f(z) = 153/11*z^3 - 237/44*z + 1
*
1/5 | 0.19395661535383102028757353636510180038 | 0.029153856692685201625356154419962158774
f(z) = 155/8*z^3 - 231/40*z + 1
*
[ 2/3 ] 
f(z) = 159/14*z^3 - 233/42*z + 1
*
[ 1/4 ] 
f(z) = 140/17*z^3 - 239/68*z + 1
*
[ 6/13 ] 
f(z) = 143/18*z^3 - 223/78*z + 1
*
[ 3/10 ] 
f(z) = 145/9*z^3 - 227/60*z + 1
*
-3/5 | 0.17416911136785965768873015565831749353 | 0.026444666263667665480384027524151143915
f(z) = 145/12*z^3 - 221/60*z + 1
*
[ 2/5 ] 
f(z) = 145/14*z^3 - 221/70*z + 1
*
[ 1/2 ] 
f(z) = 145/19*z^3 - 221/76*z + 1
*
10/21 | 0.20206711030123730298258503645828510574 | 0.026247653709031346541028498181888682690
f(z) = 147/16*z^3 - 239/60*z + 1
*
10/21 | 0.20271346655660185356184756401434107424 | 0.026331612623167266044881080454616123867
f(z) = 147/16*z^3 - 227/60*z + 1
*
[ 1/2 ] 
f(z) = 147/19*z^3 - 223/76*z + 1
*
[ 1/2 ] 
f(z) = 149/18*z^3 - 221/72*z + 1
*
[ 1/2 ] 
f(z) = 149/19*z^3 - 225/76*z + 1
*
[ -4/5 ] 
f(z) = 150/17*z^3 - 231/68*z + 1
*
[ 1/2 ] 
f(z) = 151/18*z^3 - 223/72*z + 1
*
[ 1/2 ] 
f(z) = 151/19*z^3 - 227/76*z + 1
*
[ 1/2 ] 
f(z) = 153/19*z^3 - 229/76*z + 1
*
-9/14 | 0.22024194026231545778776528045479189278 | 0.028692242742330860599190090786805268042
f(z) = 154/15*z^3 - 227/70*z + 1
*
[ 3/10 ] 
f(z) = 155/9*z^3 - 233/60*z + 1
*
[ 2/5 ] 
f(z) = 155/14*z^3 - 229/70*z + 1
*
[ 1/2 ] 
f(z) = 155/17*z^3 - 223/68*z + 1
*
[ 1/2 ] 
f(z) = 155/18*z^3 - 227/72*z + 1
*
[ 1/2 ] 
f(z) = 155/19*z^3 - 231/76*z + 1
*
[ 1/2 ] 
f(z) = 157/16*z^3 - 221/64*z + 1
*
[ 1/2 ] 
f(z) = 157/17*z^3 - 225/68*z + 1
*
[ 1/2 ] 
f(z) = 157/18*z^3 - 229/72*z + 1
*
[ 1/2 ] 
f(z) = 157/19*z^3 - 233/76*z + 1
*
[ 1/2 ] 
f(z) = 159/16*z^3 - 223/64*z + 1
*
[ 1/2 ] 
f(z) = 159/17*z^3 - 227/68*z + 1
*
[ 1/2 ] 
f(z) = 159/19*z^3 - 235/76*z + 1
*
[ -3/5 ] 
f(z) = 140/3*z^3 - 212/15*z + 1
*
[ 3/2 ] 
f(z) = 142/9*z^3 - 211/6*z + 1
*
[ -3/2 ] 
f(z) = 142/9*z^3 - 203/6*z + 1
*
[ -5/4 ] 
f(z) = 144/5*z^3 - 216/5*z + 1
*
[ -3/4 ] 
f(z) = 144/5*z^3 - 208/15*z + 1
*
[ 1/12 ] 
f(z) = 144/19*z^3 - 210/19*z + 1
*
[ 3/2 ] 
f(z) = 146/9*z^3 - 217/6*z + 1
*
[ -3/2 ] 
f(z) = 146/9*z^3 - 209/6*z + 1
*
13/42 | 0.13496732062111036356953649527895711088 | 0.018055009458419972190598623682856693513
f(z) = 147*z^3 - 205/12*z + 1
*
[ 1/14 ] 
f(z) = 147/4*z^3 - 211/16*z + 1
*
-1/3 | 0.22459797728909463550791400812142201767 | 0.029097956825525469315978695585372289592
f(z) = 150*z^3 - 208/15*z + 1
*
[ 1/12 ] 
f(z) = 152*z^3 - 217/18*z + 1
*
[ 1/4 ] 
f(z) = 153*z^3 - 201/16*z + 1
*
[ 2/7 ] 
f(z) = 154*z^3 - 211/14*z + 1
*
[ -2/5 ] 
f(z) = 155*z^3 - 213/10*z + 1
*
[ 1/4 ] 
f(z) = 155*z^3 - 203/16*z + 1
*
[ 1/4 ] 
f(z) = 157*z^3 - 205/16*z + 1
*
[ 1/4 ] 
f(z) = 159*z^3 - 207/16*z + 1
*
[ 2/3 ] 
f(z) = 159/2*z^3 - 215/6*z + 1
*
-4/3 | 0.13630018088387136899487514650762150237 | 0.020171902430275708005567298656541729965
f(z) = 159/16*z^3 - 215/12*z + 1
*
[ 4/3 ] 
f(z) = 159/16*z^3 - 209/12*z + 1
*
[ 3/14 ] 
f(z) = 140*z^3 - 212/21*z + 1
*
[ 3/7 ] 
f(z) = 140/3*z^3 - 208/21*z + 1
*
[ 2/3 ] 
f(z) = 141/10*z^3 - 203/30*z + 1
*
[ 2/11 ] 
f(z) = 143*z^3 - 203/22*z + 1
*
[ 3/11 ] 
f(z) = 143/3*z^3 - 205/33*z + 1
*
[ 1/3 ] 
f(z) = 143/4*z^3 - 215/36*z + 1
*
[ 6/11 ] 
f(z) = 143/8*z^3 - 203/33*z + 1
*
[ 5/24 ] 
f(z) = 144*z^3 - 201/20*z + 1
*
1/6 | 0.17831246310349778442219703439888235814 | 0.028053719764082071355091971028218054972
f(z) = 144/5*z^3 - 211/20*z + 1
*
[ 1/8 ] 
f(z) = 144/7*z^3 - 205/28*z + 1
*
[ 1/10 ] 
f(z) = 145*z^3 - 209/20*z + 1
*
[ 1/3 ] 
f(z) = 145/4*z^3 - 217/36*z + 1
*
-8/21 | 0.16701204756401387148585214968136287033 | 0.022341734907099538130187950022751812529
f(z) = 147/2*z^3 - 205/24*z + 1
*
[ 4/7 ] 
f(z) = 147/5*z^3 - 207/20*z + 1
*
2/21 | 0.15736184804639995334717651006197171262 | 0.023202210545929485562563234731481837385
f(z) = 147/5*z^3 - 203/30*z + 1
*
[ 1/3 ] 
f(z) = 148/3*z^3 - 202/27*z + 1
*
[ 1/3 ] 
f(z) = 149/3*z^3 - 203/27*z + 1
*
[ 1/10 ] 
f(z) = 150/11*z^3 - 201/22*z + 1
*
[ 1/3 ] 
f(z) = 151/3*z^3 - 205/27*z + 1
*
[ 3/8 ] 
f(z) = 152/3*z^3 - 211/24*z + 1
*
[ 1/3 ] 
f(z) = 152/3*z^3 - 206/27*z + 1
*
1/6 | 0.16576586926433520358703232223294181319 | 0.025833377795128042145684602857772210604
f(z) = 153/5*z^3 - 217/20*z + 1
*
[ 2/11 ] 
f(z) = 154*z^3 - 211/22*z + 1
*
[ 3/11 ] 
f(z) = 154/3*z^3 - 214/33*z + 1
*
[ 1/3 ] 
f(z) = 154/3*z^3 - 208/27*z + 1
*
[ 1/10 ] 
f(z) = 155*z^3 - 211/20*z + 1
*
[ 1/3 ] 
f(z) = 155/3*z^3 - 209/27*z + 1
*
[ -4/5 ] 
f(z) = 155/8*z^3 - 203/20*z + 1
*
[ 1/3 ] 
f(z) = 157/3*z^3 - 211/27*z + 1
*
[ 1/3 ] 
f(z) = 158/3*z^3 - 212/27*z + 1
*
[ 1/5 ] 
f(z) = 140/9*z^3 - 208/45*z + 1
*
[ 2/3 ] 
f(z) = 141/14*z^3 - 209/42*z + 1
*
[ 4/13 ] 
f(z) = 143/8*z^3 - 205/52*z + 1
*
[ 2/11 ] 
f(z) = 143/16*z^3 - 211/44*z + 1
*
[ 5/18 ] 
f(z) = 144/5*z^3 - 217/45*z + 1
*
13/24 | 0.16552200285245301675425630759159011597 | 0.026041409568309770885285104366911107590
f(z) = 144/11*z^3 - 213/44*z + 1
*
[ 5/12 ] 
f(z) = 144/11*z^3 - 202/55*z + 1
*
[ 13/24 ] 
f(z) = 144/13*z^3 - 213/52*z + 1
*
[ 1/5 ] 
f(z) = 145/9*z^3 - 209/45*z + 1
*
[ 1/2 ] 
f(z) = 145/14*z^3 - 201/56*z + 1
*
[ 1/2 ] 
f(z) = 149/13*z^3 - 201/52*z + 1
*
[ 1/2 ] 
f(z) = 149/14*z^3 - 205/56*z + 1
*
7/30 | 0.11629776361801700816656674614118763953 | 0.017096591371768995315836088110770661600
f(z) = 150/7*z^3 - 205/42*z + 1
*
[ 1/2 ] 
f(z) = 151/13*z^3 - 203/52*z + 1
*
[ 1/2 ] 
f(z) = 151/14*z^3 - 207/56*z + 1
*
[ 6/17 ] 
f(z) = 153/8*z^3 - 215/51*z + 1
*
[ 1/6 ] 
f(z) = 153/10*z^3 - 217/40*z + 1
*
[ 1/2 ] 
f(z) = 153/13*z^3 - 205/52*z + 1
*
[ 1/2 ] 
f(z) = 153/14*z^3 - 209/56*z + 1
*
[ 1/5 ] 
f(z) = 155/9*z^3 - 211/45*z + 1
*
[ 1/2 ] 
f(z) = 155/12*z^3 - 203/48*z + 1
*
[ 1/2 ] 
f(z) = 155/13*z^3 - 207/52*z + 1
*
[ 1/2 ] 
f(z) = 155/14*z^3 - 211/56*z + 1
*
[ 2/7 ] 
f(z) = 157/8*z^3 - 201/49*z + 1
*
[ 1/2 ] 
f(z) = 157/11*z^3 - 201/44*z + 1
*
[ 1/2 ] 
f(z) = 157/12*z^3 - 205/48*z + 1
*
[ 1/2 ] 
f(z) = 157/13*z^3 - 209/52*z + 1
*
[ 1/2 ] 
f(z) = 157/14*z^3 - 213/56*z + 1
*
[ 2/7 ] 
f(z) = 159/8*z^3 - 202/49*z + 1
*
[ 1/2 ] 
f(z) = 159/11*z^3 - 203/44*z + 1
*
[ 1/2 ] 
f(z) = 159/13*z^3 - 211/52*z + 1
*
[ 1/2 ] 
f(z) = 159/14*z^3 - 215/56*z + 1
*
[ 1/2 ] 
f(z) = 141/16*z^3 - 205/64*z + 1
*
[ 1/2 ] 
f(z) = 141/17*z^3 - 209/68*z + 1
*
[ 1/2 ] 
f(z) = 141/19*z^3 - 217/76*z + 1
*
[ 1/2 ] 
f(z) = 143/15*z^3 - 203/60*z + 1
*
[ 1/2 ] 
f(z) = 143/16*z^3 - 207/64*z + 1
*
[ 1/2 ] 
f(z) = 143/17*z^3 - 211/68*z + 1
*
[ 3/11 ] 
f(z) = 143/18*z^3 - 215/66*z + 1
*
[ 1/2 ] 
f(z) = 143/18*z^3 - 215/72*z + 1
*
[ 6/11 ] 
f(z) = 143/18*z^3 - 211/66*z + 1
*
[ 1/2 ] 
f(z) = 143/19*z^3 - 219/76*z + 1
*
[ 5/12 ] 
f(z) = 144/13*z^3 - 216/65*z + 1
*
[ 1/2 ] 
f(z) = 145/16*z^3 - 209/64*z + 1
*
[ 1/2 ] 
f(z) = 145/17*z^3 - 213/68*z + 1
*
[ 1/2 ] 
f(z) = 145/18*z^3 - 217/72*z + 1
*
[ -5/7 ] 
f(z) = 147/13*z^3 - 219/65*z + 1
*
[ 1/2 ] 
f(z) = 147/16*z^3 - 211/64*z + 1
*
[ 1/2 ] 
f(z) = 147/17*z^3 - 215/68*z + 1
*
[ 1/4 ] 
f(z) = 148/15*z^3 - 217/60*z + 1
*
[ 1/2 ] 
f(z) = 149/15*z^3 - 209/60*z + 1
*
[ 1/2 ] 
f(z) = 149/16*z^3 - 213/64*z + 1
*
[ 1/2 ] 
f(z) = 149/17*z^3 - 217/68*z + 1
*
[ -4/5 ] 
f(z) = 150/19*z^3 - 213/76*z + 1
*
[ 1/2 ] 
f(z) = 151/15*z^3 - 211/60*z + 1
*
[ 1/2 ] 
f(z) = 151/16*z^3 - 215/64*z + 1
*
[ 1/2 ] 
f(z) = 151/17*z^3 - 219/68*z + 1
*
[ 1/2 ] 
f(z) = 153/16*z^3 - 217/64*z + 1
*
[ 1/2 ] 
f(z) = 155/16*z^3 - 219/64*z + 1
*
[ 1/2 ] 
f(z) = 157/15*z^3 - 217/60*z + 1
*
[ 2/7 ] 
f(z) = 140*z^3 - 195/14*z + 1
*
[ -2/5 ] 
f(z) = 140*z^3 - 189/10*z + 1
*
[ 1/4 ] 
f(z) = 141*z^3 - 189/16*z + 1
*
[ 2/3 ] 
f(z) = 141/2*z^3 - 191/6*z + 1
*
-4/3 | 0.16324757709855993043108461632023632719 | 0.024590782572856101511468363852277295904
f(z) = 141/16*z^3 - 191/12*z + 1
*
[ 4/3 ] 
f(z) = 141/16*z^3 - 185/12*z + 1
*
[ 1/4 ] 
f(z) = 143*z^3 - 191/16*z + 1
*
0 | 0.13079303856767463970456589856048416144 | 0.025159779409516512341492666973612762685
f(z) = 143/19*z^3 - 181/19*z + 1
*
[ -3/8 ] 
f(z) = 144*z^3 - 199/12*z + 1
*
[ 2/9 ] 
f(z) = 144*z^3 - 191/18*z + 1
*
[ 7/6 ] 
f(z) = 144/7*z^3 - 195/7*z + 1
*
[ 1/12 ] 
f(z) = 144/17*z^3 - 188/17*z + 1
*
0 | 0.13092453113199932027406263679085479839 | 0.025158409472671623298141323290088788622
f(z) = 144/19*z^3 - 182/19*z + 1
*
[ -2/5 ] 
f(z) = 145*z^3 - 197/10*z + 1
*
[ 1/4 ] 
f(z) = 145*z^3 - 193/16*z + 1
*
[ 1/3 ] 
f(z) = 145/2*z^3 - 181/18*z + 1
*
0 | 0.10467481617722733517719165108474306587 | 0.020135592181292288661028639297275241935
f(z) = 145/18*z^3 - 181/18*z + 1
*
0 | 0.13105509641819080772342825456999943245 | 0.025157010225799170629594529454473176305
f(z) = 145/19*z^3 - 183/19*z + 1
*
0 | 0.13118474741550498090854304655402328709 | 0.025155582640514126057609567103568329119
f(z) = 146/19*z^3 - 184/19*z + 1
*
[ 4/7 ] 
f(z) = 147*z^3 - 195/4*z + 1
*
[ -4/7 ] 
f(z) = 147*z^3 - 181/4*z + 1
*
2/7 | 0.19241401343672609386569182594990945381 | 0.025739836995691680989225322113462250784
f(z) = 147*z^3 - 181/12*z + 1
*
[ 2/3 ] 
f(z) = 147/2*z^3 - 199/6*z + 1
*
[ -2/3 ] 
f(z) = 147/2*z^3 - 181/6*z + 1
*
[ 8/7 ] 
f(z) = 147/8*z^3 - 191/8*z + 1
*
[ 10/7 ] 
f(z) = 147/8*z^3 - 186/5*z + 1
*
-4/3 | 0.11444222170626031133257948399121425732 | 0.017133097139838850244769150534108355184
f(z) = 147/16*z^3 - 199/12*z + 1
*
[ 4/3 ] 
f(z) = 147/16*z^3 - 193/12*z + 1
*
0 | 0.13134944142151207780226631373917430007 | 0.025266810893903443863706315617489819158
f(z) = 147/17*z^3 - 181/17*z + 1
*
0 | 0.13131349684211213744318198996241009180 | 0.025154127657599268139558486611330856252
f(z) = 147/19*z^3 - 185/19*z + 1
*
0 | 0.13147705223996710592974649207627674641 | 0.025264581724398330604809134994905660508
f(z) = 148/17*z^3 - 182/17*z + 1
*
0 | 0.13144135715258980465876681143322443762 | 0.025152646188107883820214579211637102601
f(z) = 148/19*z^3 - 186/19*z + 1
*
[ 1/4 ] 
f(z) = 149*z^3 - 197/16*z + 1
*
[ 1/3 ] 
f(z) = 149/2*z^3 - 185/18*z + 1
*
0 | 0.10594935641950158269859175831106160842 | 0.020380766937497525735583728908854988537
f(z) = 149/16*z^3 - 181/16*z + 1
*
0 | 0.13160378958100345553190465776091485854 | 0.025262336000110591526223801306677184048
f(z) = 149/17*z^3 - 183/17*z + 1
*
0 | 0.10518755695861804176575771326638401653 | 0.020149499475361880311489486467497237011
f(z) = 149/18*z^3 - 185/18*z + 1
*
0 | 0.13156834054515839785166320853913552429 | 0.025151139114421433527023024924588858688
f(z) = 149/19*z^3 - 187/19*z + 1
*
0 | 0.13172966532277623217740289270874698768 | 0.025260074418092819109763415138927626909
f(z) = 150/17*z^3 - 184/17*z + 1
*
0 | 0.13169445896867024632817086840400861241 | 0.025149607291264264323424666100962266708
f(z) = 150/19*z^3 - 188/19*z + 1
*
[ 1/4 ] 
f(z) = 151*z^3 - 199/16*z + 1
*
[ 1/3 ] 
f(z) = 151/2*z^3 - 187/18*z + 1
*
0 | 0.11154591636823655767019872857557102486 | 0.021457339630542273236075623112252763409
f(z) = 151/15*z^3 - 181/15*z + 1
*
0 | 0.10620001799634782738899254273518750631 | 0.020385891214707026182989792738586035204
f(z) = 151/16*z^3 - 183/16*z + 1
*
0 | 0.13185469110274914357749026900653354306 | 0.025257797652283756184153054905430995906
f(z) = 151/17*z^3 - 185/17*z + 1
*
0 | 0.10543869914799138784238566032922311393 | 0.020156090586280088516697737792556332627
f(z) = 151/18*z^3 - 187/18*z + 1
*
0 | 0.13181972412936200891054390777988403657 | 0.025148051546677347472437132447164374869
f(z) = 151/19*z^3 - 189/19*z + 1
*
0 | 0.11166986884443771317669660227625320831 | 0.021458440689891796962846697980224587106
f(z) = 152/15*z^3 - 182/15*z + 1
*
0 | 0.13197887832415481122171163615961011917 | 0.025255506354343815434067095131828994832
f(z) = 152/17*z^3 - 186/17*z + 1
*
[ 2/9 ] 
f(z) = 153*z^3 - 199/18*z + 1
*
[ 1/12 ] 
f(z) = 153*z^3 - 193/16*z + 1
*
0 | 0.11931838992002836994112394414660900609 | 0.022952478226379698835455327365013782935
f(z) = 153/14*z^3 - 181/14*z + 1
*
0 | 0.10644733153626019996753990332651737025 | 0.020390819151616564901275263990052568678
f(z) = 153/16*z^3 - 185/16*z + 1
*
0 | 0.13206774031308772915784257389900089200 | 0.025144871477531772361112677046905311114
f(z) = 153/19*z^3 - 191/19*z + 1
*
[ 1/14 ] 
f(z) = 154*z^3 - 193/14*z + 1
*
0 | 0.11191531195955378225182829964150316084 | 0.021460535117093413695186116670359008483
f(z) = 154/15*z^3 - 184/15*z + 1
*
0 | 0.13222478157030253980663144477480241070 | 0.025250882662097495008792296455987515105
f(z) = 154/17*z^3 - 188/17*z + 1
*
0 | 0.13219051359316373399357400249942354732 | 0.025143248683864978516986479928271197534
f(z) = 154/19*z^3 - 192/19*z + 1
*
[ 1/3 ] 
f(z) = 155/2*z^3 - 191/18*z + 1
*
0 | 0.13241430873634278188992491179013557666 | 0.025471652275638620231141908420515982351
f(z) = 155/13*z^3 - 181/13*z + 1
*
0 | 0.11956199097860534340785652830602657344 | 0.022950822302002357051158039524264396547
f(z) = 155/14*z^3 - 183/14*z + 1
*
0 | 0.10669138531056666915998879360345255154 | 0.020395559168243601443785137850628366692
f(z) = 155/16*z^3 - 187/16*z + 1
*
0 | 0.13234651928553345279708229079553136762 | 0.025248551466772298837079700158719986420
f(z) = 155/17*z^3 - 189/17*z + 1
*
0 | 0.10593098955899929105671488065435760306 | 0.020168597657794831756875950143706313370
f(z) = 155/18*z^3 - 191/18*z + 1
*
0 | 0.13231247813649898576010006614374139020 | 0.025141605032241489533790035494284360305
f(z) = 155/19*z^3 - 193/19*z + 1
*
0 | 0.13246746183466315863363879219181062676 | 0.025246208138724828788654984258738196003
f(z) = 156/17*z^3 - 190/17*z + 1
*
0 | 0.13243364452990076698151670549359352092 | 0.025139941230583293212111419678735392424
f(z) = 156/19*z^3 - 194/19*z + 1
*
[ 1/3 ] 
f(z) = 157/2*z^3 - 193/18*z + 1
*
0 | 0.086655709596614557024145126755171532308 | 0.016669377528818945918371562369172476090
f(z) = 157/12*z^3 - 181/12*z + 1
*
0 | 0.13265452711281088778257553604619756361 | 0.025464032962340604610839940330134150916
f(z) = 157/13*z^3 - 183/13*z + 1
*
0 | 0.11980242887768005240063042325814342112 | 0.022949092531615422763369227399701696354
f(z) = 157/14*z^3 - 185/14*z + 1
*
0 | 0.11227644859931472662500815179233662573 | 0.021463222582983840626674937643391828677
f(z) = 157/15*z^3 - 187/15*z + 1
*
0 | 0.10693226414462675935795060650321833103 | 0.020400119242193157944408022944229399087
f(z) = 157/16*z^3 - 189/16*z + 1
*
0 | 0.13258761953942811058227249899635793792 | 0.025243853229617312473994193826421402954
f(z) = 157/17*z^3 - 191/17*z + 1
*
0 | 0.10617231187264356358715335305210873286 | 0.020174532047598451756295412743172260397
f(z) = 157/18*z^3 - 193/18*z + 1
*
0 | 0.13255402315361116083057185504191261692 | 0.025138257965209476373255907357826965413
f(z) = 157/19*z^3 - 195/19*z + 1
*
0 | 0.13277347770664050491916184355455940297 | 0.025460232662102109452708919047671355673
f(z) = 158/13*z^3 - 184/13*z + 1
*
0 | 0.11239664838991428182628657026402906421 | 0.021464316646254082797717771171858833864
f(z) = 158/15*z^3 - 188/15*z + 1
*
0 | 0.13270700252185961168978855792844899485 | 0.025241487273183350336589845326782888918
f(z) = 158/17*z^3 - 192/17*z + 1
*
0 | 0.13267362418664715052681978638554687666 | 0.025136555901570599304529190154478748303
f(z) = 158/19*z^3 - 196/19*z + 1
*
[ -2/3 ] 
f(z) = 159/2*z^3 - 197/6*z + 1
*
0 | 0.13292455573103063698353994218093662289 | 0.025569805067035638835024915390185843375
f(z) = 159/11*z^3 - 181/11*z + 1
*
0 | 0.13289166905920813166566896652235707931 | 0.025456438892690664567449719862352581543
f(z) = 159/13*z^3 - 185/13*z + 1
*
0 | 0.12003978471971933923922049619052065905 | 0.022947293492043386995268305792034846541
f(z) = 159/14*z^3 - 187/14*z + 1
*
[ -4/3 ] 
f(z) = 159/16*z^3 - 191/12*z + 1
*
0 | 0.10717004959491774676034878684123166641 | 0.020404506936489652837688166242342777954
f(z) = 159/16*z^3 - 191/16*z + 1
*
0 | 0.13282562070940337549938710610411304979 | 0.025239110785855150325562129751001042372
f(z) = 159/17*z^3 - 193/17*z + 1
*
0 | 0.13279245761196923189542431023690016221 | 0.025134835684954682489603406732873789880
f(z) = 159/19*z^3 - 197/19*z + 1
*
[ 1/3 ] 
f(z) = 140/3*z^3 - 194/27*z + 1
*
[ 1/3 ] 
f(z) = 142/3*z^3 - 196/27*z + 1
*
[ 2/13 ] 
f(z) = 143/2*z^3 - 187/26*z + 1
*
[ 1/3 ] 
f(z) = 143/3*z^3 - 197/27*z + 1
*
[ 6/13 ] 
f(z) = 143/8*z^3 - 194/39*z + 1
*
5/24 | 0.10198763868259343564330053809657670326 | 0.016045612209064979034339586202238418948
f(z) = 144/5*z^3 - 181/20*z + 1
*
[ -3/4 ] 
f(z) = 144/7*z^3 - 194/21*z + 1
*
[ 1/3 ] 
f(z) = 145/3*z^3 - 199/27*z + 1
*
[ -3/5 ] 
f(z) = 145/6*z^3 - 181/30*z + 1
*
[ -4/5 ] 
f(z) = 145/8*z^3 - 187/20*z + 1
*
[ 1/2 ] 
f(z) = 145/9*z^3 - 181/36*z + 1
*
[ 1/3 ] 
f(z) = 146/3*z^3 - 200/27*z + 1
*
-8/21 | 0.20046044523556829232056171818445092702 | 0.026816233871365480167770057914435211711
f(z) = 147/2*z^3 - 199/24*z + 1
*
-5/7 | 0.17380278717663582372918425754090543897 | 0.028543522133901380590089587611299650378
f(z) = 147/10*z^3 - 193/30*z + 1
*
13/21 | 0.15873875556579958498268176866333273617 | 0.026069565722185698951749269167268307574
f(z) = 147/13*z^3 - 196/39*z + 1
*
[ 13/21 ] 
f(z) = 147/13*z^3 - 193/39*z + 1
*
[ 1/2 ] 
f(z) = 149/8*z^3 - 181/32*z + 1
*
[ 1/2 ] 
f(z) = 149/9*z^3 - 185/36*z + 1
*
1/5 | 0.11210235734599206530629736561053070925 | 0.018349617661962067082980583089857564285
f(z) = 150/7*z^3 - 200/21*z + 1
*
-11/15 | 0.14214917036331636504699344750663872048 | 0.023267868659366964635240766851257152764
f(z) = 150/11*z^3 - 200/33*z + 1
*
-11/15 | 0.17269967334788820253790070191803029004 | 0.028268566792924694896285543577350061325
f(z) = 150/11*z^3 - 197/33*z + 1
*
[ 3/5 ] 
f(z) = 150/11*z^3 - 184/33*z + 1
*
[ 3/5 ] 
f(z) = 150/13*z^3 - 188/39*z + 1
*
[ 1/2 ] 
f(z) = 151/8*z^3 - 183/32*z + 1
*
[ 1/2 ] 
f(z) = 151/9*z^3 - 187/36*z + 1
*
[ 1/8 ] 
f(z) = 152/3*z^3 - 187/24*z + 1
*
[ 1/2 ] 
f(z) = 153/7*z^3 - 181/28*z + 1
*
[ 1/2 ] 
f(z) = 153/8*z^3 - 185/32*z + 1
*
[ 4/9 ] 
f(z) = 153/8*z^3 - 181/36*z + 1
*
[ -3/5 ] 
f(z) = 155/6*z^3 - 199/30*z + 1
*
1/5 | 0.18255157124338764813556581451929992646 | 0.027439550527035503380284799578599570543
f(z) = 155/6*z^3 - 181/30*z + 1
*
[ 1/2 ] 
f(z) = 155/7*z^3 - 183/28*z + 1
*
[ 1/2 ] 
f(z) = 155/8*z^3 - 187/32*z + 1
*
[ 1/2 ] 
f(z) = 155/9*z^3 - 191/36*z + 1
*
1/2 | 0.16547493518564731946391994260395351442 | 0.026913196461550675123141213582888018811
f(z) = 156/7*z^3 - 187/21*z + 1
*
[ 1/2 ] 
f(z) = 157/6*z^3 - 181/24*z + 1
*
[ 1/2 ] 
f(z) = 157/7*z^3 - 185/28*z + 1
*
[ 1/2 ] 
f(z) = 157/8*z^3 - 189/32*z + 1
*
[ 1/2 ] 
f(z) = 157/9*z^3 - 193/36*z + 1
*
[ -3/4 ] 
f(z) = 158/9*z^3 - 181/24*z + 1
*
[ 1/2 ] 
f(z) = 159/7*z^3 - 187/28*z + 1
*
[ 1/2 ] 
f(z) = 159/8*z^3 - 191/32*z + 1
*
[ 3/8 ] 
f(z) = 140/9*z^3 - 185/48*z + 1
*
[ 1/4 ] 
f(z) = 140/13*z^3 - 191/52*z + 1
*
[ 2/7 ] 
f(z) = 141/8*z^3 - 193/49*z + 1
*
[ 1/2 ] 
f(z) = 141/10*z^3 - 181/40*z + 1
*
[ 1/2 ] 
f(z) = 141/11*z^3 - 185/44*z + 1
*
[ 1/2 ] 
f(z) = 141/13*z^3 - 193/52*z + 1
*
[ 1/2 ] 
f(z) = 141/14*z^3 - 197/56*z + 1
*
[ 1/4 ] 
f(z) = 142/5*z^3 - 191/40*z + 1
*
[ 2/7 ] 
f(z) = 143/8*z^3 - 194/49*z + 1
*
[ 4/11 ] 
f(z) = 143/8*z^3 - 181/44*z + 1
*
[ 1/2 ] 
f(z) = 143/10*z^3 - 183/40*z + 1
*
[ 1/2 ] 
f(z) = 143/12*z^3 - 191/48*z + 1
*
[ 1/2 ] 
f(z) = 143/14*z^3 - 199/56*z + 1
*
[ 2/7 ] 
f(z) = 145/8*z^3 - 195/49*z + 1
*
[ 1/5 ] 
f(z) = 145/8*z^3 - 189/40*z + 1
*
[ 1/2 ] 
f(z) = 145/11*z^3 - 189/44*z + 1
*
[ 1/2 ] 
f(z) = 145/12*z^3 - 193/48*z + 1
*
[ 1/2 ] 
f(z) = 145/13*z^3 - 197/52*z + 1
*
[ 1/4 ] 
f(z) = 146/5*z^3 - 193/40*z + 1
*
[ 1/2 ] 
f(z) = 147/10*z^3 - 187/40*z + 1
*
[ 1/2 ] 
f(z) = 147/11*z^3 - 191/44*z + 1
*
[ 1/2 ] 
f(z) = 147/13*z^3 - 199/52*z + 1
*
[ 3/8 ] 
f(z) = 148/9*z^3 - 191/48*z + 1
*
[ 1/4 ] 
f(z) = 148/13*z^3 - 193/52*z + 1
*
[ 2/7 ] 
f(z) = 149/8*z^3 - 197/49*z + 1
*
[ 1/2 ] 
f(z) = 149/10*z^3 - 189/40*z + 1
*
[ 1/2 ] 
f(z) = 149/11*z^3 - 193/44*z + 1
*
[ 1/2 ] 
f(z) = 149/12*z^3 - 197/48*z + 1
*
[ 7/30 ] 
f(z) = 150/7*z^3 - 187/42*z + 1
*
[ 3/5 ] 
f(z) = 150/17*z^3 - 196/51*z + 1
*
[ 3/5 ] 
f(z) = 150/19*z^3 - 200/57*z + 1
*
[ 2/7 ] 
f(z) = 151/8*z^3 - 198/49*z + 1
*
[ 1/2 ] 
f(z) = 151/10*z^3 - 191/40*z + 1
*
[ 1/2 ] 
f(z) = 151/11*z^3 - 195/44*z + 1
*
[ 1/2 ] 
f(z) = 151/12*z^3 - 199/48*z + 1
*
[ 2/7 ] 
f(z) = 153/8*z^3 - 199/49*z + 1
*
[ 1/2 ] 
f(z) = 153/10*z^3 - 193/40*z + 1
*
[ 1/2 ] 
f(z) = 153/11*z^3 - 197/44*z + 1
*
[ 1/4 ] 
f(z) = 154/5*z^3 - 197/40*z + 1
*
[ 3/14 ] 
f(z) = 154/9*z^3 - 187/42*z + 1
*
[ 2/7 ] 
f(z) = 155/8*z^3 - 200/49*z + 1
*
[ 1/5 ] 
f(z) = 155/8*z^3 - 191/40*z + 1
*
[ 1/2 ] 
f(z) = 155/11*z^3 - 199/44*z + 1
*
[ 1/2 ] 
f(z) = 157/10*z^3 - 197/40*z + 1
*
[ 1/4 ] 
f(z) = 158/5*z^3 - 199/40*z + 1
*
[ 1/2 ] 
f(z) = 159/10*z^3 - 199/40*z + 1
*
[ 10/21 ] 
f(z) = 147/16*z^3 - 191/60*z + 1
*
[ -3/4 ] 
f(z) = 148/15*z^3 - 193/60*z + 1
*
0 | 0.13054331718236986319132099901096403154 | 0.025659134212031994677149035479848412375
f(z) = 140/11*z^3 - 162/11*z + 1
*
0 | 0.13050588281266229196174869952491364923 | 0.025529380784107609453317827266667073176
f(z) = 140/13*z^3 - 166/13*z + 1
*
0 | 0.13043065681476395279846052910122311139 | 0.025281887719757945164844643033882992689
f(z) = 140/17*z^3 - 174/17*z + 1
*
0 | 0.13039286308210684659669425520223275386 | 0.025163703156755149034079692942355761661
f(z) = 140/19*z^3 - 178/19*z + 1
*
[ -2/3 ] 
f(z) = 141/2*z^3 - 173/6*z + 1
*
0 | 0.11785971157291083730873484782106035791 | 0.023194318559859624068909405190953802241
f(z) = 141/10*z^3 - 161/10*z + 1
*
0 | 0.13067657995507243788645529395719635404 | 0.025654296893941818632076627491251863950
f(z) = 141/11*z^3 - 163/11*z + 1
*
0 | 0.13063941607197670369047301649000612932 | 0.025525512702854908396308664427992868085
f(z) = 141/13*z^3 - 167/13*z + 1
*
0 | 0.11778538355448339678570646652851272761 | 0.022960567079393042848718129063935839452
f(z) = 141/14*z^3 - 169/14*z + 1
*
0 | 0.10491133273172278384342274603198011334 | 0.020358120787059219516871647771663182719
f(z) = 141/16*z^3 - 173/16*z + 1
*
[ -4/3 ] 
f(z) = 141/16*z^3 - 167/12*z + 1
*
0 | 0.13056473624637335560679484211170792880 | 0.025279796085565133374746254609434869788
f(z) = 141/17*z^3 - 175/17*z + 1
*
0 | 0.13052721824532840138387249557182182526 | 0.025162427305553565802450956418264231326
f(z) = 141/19*z^3 - 179/19*z + 1
*
[ 1/6 ] 
f(z) = 142*z^3 - 161/18*z + 1
*
0 | 0.13080889052832507741130105436685200063 | 0.025649473840069423749478024427235191070
f(z) = 142/11*z^3 - 164/11*z + 1
*
0 | 0.13077199325051286999155134321338005004 | 0.025521645697779219027089081031975092578
f(z) = 142/13*z^3 - 168/13*z + 1
*
0 | 0.11039134225251676077638218691152212579 | 0.021445645595107916949767963144224782573
f(z) = 142/15*z^3 - 172/15*z + 1
*
0 | 0.13069785172187506006439826777756296670 | 0.025277682291889711467318014897908841789
f(z) = 142/17*z^3 - 176/17*z + 1
*
0 | 0.13066060545711429429956775833862541630 | 0.025161119032736735538092371132864072925
f(z) = 142/19*z^3 - 180/19*z + 1
*
[ 1/13 ] 
f(z) = 143*z^3 - 167/13*z + 1
*
[ 1/3 ] 
f(z) = 143*z^3 - 161/9*z + 1
*
[ 1/3 ] 
f(z) = 143/2*z^3 - 179/18*z + 1
*
0 | 0.11741366950371591109615087885799642380 | 0.023106539269498761390393337486081347383
f(z) = 143/9*z^3 - 161/9*z + 1
*
0 | 0.11812313056479798559777063287802950113 | 0.023189816129202667891102801495841372198
f(z) = 143/10*z^3 - 163/10*z + 1
*
0 | 0.084907507411156176612617321624600168642 | 0.016589998058450604901264519669349303836
f(z) = 143/12*z^3 - 167/12*z + 1
*
0 | 0.11804986138146755569044646724751562101 | 0.022959468289629713953462084322636178404
f(z) = 143/14*z^3 - 171/14*z + 1
*
0 | 0.11052324140384118047224542200421584033 | 0.021447115766134396968381247880211463833
f(z) = 143/15*z^3 - 173/15*z + 1
*
0 | 0.10517634499708666109619231120558090923 | 0.020364124579045766751618217361588055523
f(z) = 143/16*z^3 - 175/16*z + 1
*
0 | 0.13083001700524154976336223907401746101 | 0.025275547224208023390662796352434364876
f(z) = 143/17*z^3 - 177/17*z + 1
*
0 | 0.10441302086951193389428198531774896654 | 0.020128254341897556912483016950538466189
f(z) = 143/18*z^3 - 179/18*z + 1
*
0 | 0.13107070883835212383007422901645863224 | 0.025639871272167131639427731702962533820
f(z) = 144/11*z^3 - 166/11*z + 1
*
0 | 0.13103433345660478148628043347471323328 | 0.025513916689429921842568411436478929584
f(z) = 144/13*z^3 - 170/13*z + 1
*
[ 13/12 ] 
f(z) = 144/13*z^3 - 168/13*z + 1
*
0 | 0.13096124556768989597344483734774830376 | 0.025273391737929291472220221792449884474
f(z) = 144/17*z^3 - 178/17*z + 1
*
[ 1/3 ] 
f(z) = 145*z^3 - 163/9*z + 1
*
[ 1/2 ] 
f(z) = 145/4*z^3 - 161/16*z + 1
*
0 | 0.10272964220041031807649471525869639355 | 0.020216781586663675464971734741845979522
f(z) = 145/8*z^3 - 161/8*z + 1
*
0 | 0.11767313845940594162668719482760860619 | 0.023101474124264778913158070135019465219
f(z) = 145/9*z^3 - 163/9*z + 1
*
0 | 0.13120024275006226641244574183089186912 | 0.025635092100298676729735009885443020197
f(z) = 145/11*z^3 - 167/11*z + 1
*
0 | 0.085167744619343128304601900747255003391 | 0.016602227324993156323556054957936533214
f(z) = 145/12*z^3 - 169/12*z + 1
*
0 | 0.13116412281805087921723578347487218467 | 0.025510055525155407254568757176425922397
f(z) = 145/13*z^3 - 171/13*z + 1
*
0 | 0.11831061472291515378903121845790021516 | 0.022958261249807129520774802293700504944
f(z) = 145/14*z^3 - 173/14*z + 1
*
0 | 0.10543761769121299414659598083349432175 | 0.020369893287222270748393330145507463423
f(z) = 145/16*z^3 - 177/16*z + 1
*
0 | 0.13109155059592711901677572023339066718 | 0.025271216659521282194431157600394305620
f(z) = 145/17*z^3 - 179/17*z + 1
*
[ 1/3 ] 
f(z) = 146*z^3 - 164/9*z + 1
*
[ 1/6 ] 
f(z) = 146*z^3 - 163/18*z + 1
*
0 | 0.11780152218046366725385091970426268933 | 0.023098942658135927517489309782588221838
f(z) = 146/9*z^3 - 164/9*z + 1
*
0 | 0.13132887682790234242487012867722733827 | 0.025630327878143478253300428949525735654
f(z) = 146/11*z^3 - 168/11*z + 1
*
0 | 0.13129300878236933232726536551984354389 | 0.025506197116630230393481368180220918212
f(z) = 146/13*z^3 - 172/13*z + 1
*
0 | 0.11091339341648803201768101138541321530 | 0.021451259402973865747569427585042608724
f(z) = 146/15*z^3 - 176/15*z + 1
*
0 | 0.13122094500010724571621529552833895141 | 0.025269022787588250311307750922850872728
f(z) = 146/17*z^3 - 180/17*z + 1
*
[ 5/21 ] 
f(z) = 147*z^3 - 173/15*z + 1
*
[ 6/7 ] 
f(z) = 147/4*z^3 - 163/6*z + 1
*
[ 1/2 ] 
f(z) = 147/4*z^3 - 163/16*z + 1
*
[ -10/7 ] 
f(z) = 147/8*z^3 - 179/5*z + 1
*
[ -8/7 ] 
f(z) = 147/8*z^3 - 177/8*z + 1
*
0 | 0.10013282064470594605994765838589874617 | 0.019657976284122969208418490111869094366
f(z) = 147/8*z^3 - 163/8*z + 1
*
0 | 0.11863898655233878543129642937984030949 | 0.023180760059636837498833602019964160267
f(z) = 147/10*z^3 - 167/10*z + 1
*
0 | 0.13145662348820957831981957206578306223 | 0.025625578747938469798452496817628730548
f(z) = 147/11*z^3 - 169/11*z + 1
*
0 | 0.13142100383994541771286099567263323874 | 0.025502341839197482999602045241104711891
f(z) = 147/13*z^3 - 173/13*z + 1
*
0 | 0.10569525489918065594520065905298437327 | 0.020375437427494349464282145087314718904
f(z) = 147/16*z^3 - 179/16*z + 1
*
[ -4/3 ] 
f(z) = 147/16*z^3 - 175/12*z + 1
*
[ 1/3 ] 
f(z) = 148*z^3 - 166/9*z + 1
*
0 | 0.13165392992707074635017681052647597663 | 0.025877432337810905191051439221729948163
f(z) = 148/7*z^3 - 162/7*z + 1
*
0 | 0.11805564983211121952306280312651336067 | 0.023093883381529950494115893893584969418
f(z) = 148/9*z^3 - 166/9*z + 1
*
0 | 0.13158349489207537930160869943936081113 | 0.025620844841342754284937734304694638834
f(z) = 148/11*z^3 - 170/11*z + 1
*
0 | 0.13154812022388074463710279521439810629 | 0.025498490051833534019834444434239002282
f(z) = 148/13*z^3 - 174/13*z + 1
*
0 | 0.11116900123730045420423834912812850789 | 0.021453810287200073198160087260744141925
f(z) = 148/15*z^3 - 178/15*z + 1
*
[ 1/3 ] 
f(z) = 149*z^3 - 167/9*z + 1
*
[ 1/2 ] 
f(z) = 149/3*z^3 - 161/12*z + 1
*
[ 1/2 ] 
f(z) = 149/4*z^3 - 165/16*z + 1
*
0 | 0.098617838899318741042721933407252966357 | 0.019407595187441902574995213633631740041
f(z) = 149/6*z^3 - 161/6*z + 1
*
0 | 0.13177945901446394902648166524478774575 | 0.025870813019765349217654672361983263706
f(z) = 149/7*z^3 - 163/7*z + 1
*
0 | 0.10323743315593834292262977168800546941 | 0.020219062989145526043706149309279076955
f(z) = 149/8*z^3 - 165/8*z + 1
*
0 | 0.11818141769625769688461647193169436366 | 0.023091356110970275688917920310925346677
f(z) = 149/9*z^3 - 167/9*z + 1
*
0 | 0.11889162380108297735165315891953898946 | 0.023176212710637473653355102506785426988
f(z) = 149/10*z^3 - 169/10*z + 1
*
0 | 0.13170950295229437809749458545877287794 | 0.025616126279931603538878374292600853442
f(z) = 149/11*z^3 - 171/11*z + 1
*
0 | 0.085677497523904597248220990261128966133 | 0.016625781008663146393221865750829348110
f(z) = 149/12*z^3 - 173/12*z + 1
*
0 | 0.13167436991701193583641865257821652505 | 0.025494642097818304996693776532213201428
f(z) = 149/13*z^3 - 175/13*z + 1
*
0 | 0.11882135751767703014052521965924336373 | 0.022955548748894744549779279454041159028
f(z) = 149/14*z^3 - 177/14*z + 1
*
0 | 0.11129549401799873147993742975175587797 | 0.021455025360304835031474903197566159399
f(z) = 149/15*z^3 - 179/15*z + 1
*
[ 1/30 ] 
f(z) = 150*z^3 - 175/6*z + 1
*
[ 3/5 ] 
f(z) = 150*z^3 - 164/3*z + 1
*
[ 4/15 ] 
f(z) = 150*z^3 - 161/12*z + 1
*
7/10 | 0.14422503033777366314320073162441070953 | 0.025285857407538479828034727602195438872
f(z) = 150/7*z^3 - 167/14*z + 1
*
0 | 0.13190414290009538129555919172454269140 | 0.025864234831807315439481303732916278410
f(z) = 150/7*z^3 - 164/7*z + 1
*
0 | 0.13183465934007858277711916365360729725 | 0.025611423175667122887273376994721449882
f(z) = 150/11*z^3 - 172/11*z + 1
*
0 | 0.13179976465869157157135934858812137534 | 0.025490798305375868821012947541842827091
f(z) = 150/13*z^3 - 176/13*z + 1
*
[ 1/3 ] 
f(z) = 151*z^3 - 169/9*z + 1
*
[ 1/2 ] 
f(z) = 151/3*z^3 - 163/12*z + 1
*
[ 1/2 ] 
f(z) = 151/4*z^3 - 167/16*z + 1
*
0 | 0.13206235235243424175331180605374335130 | 0.025989341305420403844482431048082963301
f(z) = 151/5*z^3 - 161/5*z + 1
*
0 | 0.098866139818978481920435923504368670150 | 0.019409302757587089277591986194711326911
f(z) = 151/6*z^3 - 163/6*z + 1
*
0 | 0.13202799288983102200740852643707363340 | 0.025857697377440066745605010343862937855
f(z) = 151/7*z^3 - 165/7*z + 1
*
0 | 0.093625853638745680404189050613220919317 | 0.018293467532453863854055881419899249891
f(z) = 151/8*z^3 - 167/8*z + 1
*
0 | 0.11843041952706738541594492813840768280 | 0.023086307568324637945419281101413786519
f(z) = 151/9*z^3 - 169/9*z + 1
*
0 | 0.11914086063989950317008064863846256239 | 0.023171656280236793087216218548143006993
f(z) = 151/10*z^3 - 171/10*z + 1
*
0 | 0.13195897549154608877450162341814859263 | 0.025606735631346770414778373556559167978
f(z) = 151/11*z^3 - 173/11*z + 1
*
0 | 0.085926172843820682688492448930630246588 | 0.016636928089112173124643164199614429271
f(z) = 151/12*z^3 - 175/12*z + 1
*
0 | 0.13192431595134099564744231473399355640 | 0.025486958988286824125959540080534766767
f(z) = 151/13*z^3 - 177/13*z + 1
*
0 | 0.11907154135519709839879407894800614546 | 0.022954055436001711002182408411570838667
f(z) = 151/14*z^3 - 179/14*z + 1
*
[ 1/3 ] 
f(z) = 152*z^3 - 170/9*z + 1
*
[ 3/4 ] 
f(z) = 152/3*z^3 - 173/6*z + 1
*
0 | 0.13218515153966449206423317151755801995 | 0.025981847385230244390619819148347833511
f(z) = 152/5*z^3 - 162/5*z + 1
*
0 | 0.13215102006418806382739925114271841564 | 0.025851200264050981592661383321792370075
f(z) = 152/7*z^3 - 166/7*z + 1
*
0 | 0.11855367600786819334055393986815779389 | 0.023083786768695564656480292081907369832
f(z) = 152/9*z^3 - 170/9*z + 1
*
0 | 0.13208246261399337824980153304969112589 | 0.025602063741030854261590066459973482543
f(z) = 152/11*z^3 - 174/11*z + 1
*
0 | 0.13204803506678413324089554925142469172 | 0.025483124446473819052553177203573116116
f(z) = 152/13*z^3 - 178/13*z + 1
*
[ 1/2 ] 
f(z) = 153/2*z^3 - 161/8*z + 1
*
[ 1/9 ] 
f(z) = 153/2*z^3 - 161/18*z + 1
*
[ 1/2 ] 
f(z) = 153/4*z^3 - 169/16*z + 1
*
0 | 0.10665324551261354385608684199234605655 | 0.020988930982850377616536707614600541331
f(z) = 153/4*z^3 - 161/4*z + 1
*
0 | 0.13230714177832586892797241682516121252 | 0.025974407177912001960199618183179139361
f(z) = 153/5*z^3 - 163/5*z + 1
*
0 | 0.13227323528428442128990161251505679480 | 0.025844743102927669699562404906713917191
f(z) = 153/7*z^3 - 167/7*z + 1
*
0 | 0.10373167052345470936517673668806125450 | 0.020220997779487394911438377731034312983
f(z) = 153/8*z^3 - 169/8*z + 1
*
0 | 0.11938678739540103338317356633620064942 | 0.023167093343382994689353934612673058283
f(z) = 153/10*z^3 - 173/10*z + 1
*
0 | 0.13220513169195981134704790739941720594 | 0.025597407590450069107528897758720434284
f(z) = 153/11*z^3 - 175/11*z + 1
*
0 | 0.13217093305237104503856762420460309870 | 0.025479294966561524238959712047183267050
f(z) = 153/13*z^3 - 179/13*z + 1
*
[ 1/3 ] 
f(z) = 154*z^3 - 172/9*z + 1
*
[ 1/6 ] 
f(z) = 154*z^3 - 167/18*z + 1
*
0 | 0.13242833365684027615689960652935712281 | 0.025967020025138062152216761151989876865
f(z) = 154/5*z^3 - 164/5*z + 1
*
0 | 0.11879775471840522746360723262729794444 | 0.023078753217419041956100230066485207882
f(z) = 154/9*z^3 - 172/9*z + 1
*
0 | 0.13229302073689953932415428203727130996 | 0.025475470822412285374334939939371514238
f(z) = 154/13*z^3 - 180/13*z + 1
*
[ 1/3 ] 
f(z) = 155*z^3 - 173/9*z + 1
*
[ 1/2 ] 
f(z) = 155/2*z^3 - 163/8*z + 1
*
[ 1/2 ] 
f(z) = 155/3*z^3 - 167/12*z + 1
*
0 | 0.11223847110017545715187780998357372338 | 0.022088080978872981260238733742320636829
f(z) = 155/3*z^3 - 161/3*z + 1
*
[ 1/2 ] 
f(z) = 155/4*z^3 - 171/16*z + 1
*
0 | 0.10689462163348103185320756798166662553 | 0.020985446364556857178183419422950884175
f(z) = 155/4*z^3 - 163/4*z + 1
*
0 | 0.099351937845109083728648690716228153985 | 0.019412281742910969382923772850873546421
f(z) = 155/6*z^3 - 167/6*z + 1
*
0 | 0.13251527224350959360667628201330276680 | 0.025831947102194737114992808351604621449
f(z) = 155/7*z^3 - 169/7*z + 1
*
0 | 0.10112147147939309850656888692648419541 | 0.019667072800106653027481870942452518292
f(z) = 155/8*z^3 - 171/8*z + 1
*
0 | 0.11891859815292492725383896479776101629 | 0.023076240878722156076395481434338636623
f(z) = 155/9*z^3 - 173/9*z + 1
*
0 | 0.13244805857381951811501827485983828536 | 0.025588142812082062868636259108911688949
f(z) = 155/11*z^3 - 177/11*z + 1
*
0 | 0.086415710117750166853006569955188440163 | 0.016658816859245383108377645313851275212
f(z) = 155/12*z^3 - 179/12*z + 1
*
[ 1/13 ] 
f(z) = 156*z^3 - 168/13*z + 1
*
0 | 0.13266836365974806372181090868112503875 | 0.025952402304622819709832338454483640942
f(z) = 156/5*z^3 - 166/5*z + 1
*
1/6 | 0.17670891696428494176358411530864571091 | 0.028740315223161036932565059514704571343
f(z) = 156/5*z^3 - 163/15*z + 1
*
0 | 0.13263511465873796153706496052902136109 | 0.025825607504744041990640892292270123278
f(z) = 156/7*z^3 - 170/7*z + 1
*
0 | 0.13256833728483855934607896188390687504 | 0.025583534317516212915794712627556831799
f(z) = 156/11*z^3 - 178/11*z + 1
*
[ 1/3 ] 
f(z) = 157*z^3 - 175/9*z + 1
*
[ 1/2 ] 
f(z) = 157*z^3 - 161/4*z + 1
*
[ 1/2 ] 
f(z) = 157/2*z^3 - 165/8*z + 1
*
0 | 0.12000119800344409101337335921081248080 | 0.023615754500933327924118684360464168550
f(z) = 157/2*z^3 - 161/2*z + 1
*
[ 1/2 ] 
f(z) = 157/3*z^3 - 169/12*z + 1
*
0 | 0.11247652803219797431183307695094765959 | 0.022081280706380856436581891808516671538
f(z) = 157/3*z^3 - 163/3*z + 1
*
[ 1/2 ] 
f(z) = 157/4*z^3 - 173/16*z + 1
*
0 | 0.10713289199911048033943252424197042763 | 0.020981989045266584233422572390149810197
f(z) = 157/4*z^3 - 165/4*z + 1
*
0 | 0.13278722194945775924708010806972984361 | 0.025945170474278990187884081908822866627
f(z) = 157/5*z^3 - 167/5*z + 1
*
0 | 0.099591670477201992572161193878787277937 | 0.019413964292800943037302353300058864362
f(z) = 157/6*z^3 - 169/6*z + 1
*
0 | 0.13275418648250524914098110620497072239 | 0.025819306343879906846431909327953190284
f(z) = 157/7*z^3 - 171/7*z + 1
*
0 | 0.10421305907838645739070338213799377404 | 0.020222620274322490194859149711706909053
f(z) = 157/8*z^3 - 173/8*z + 1
*
0 | 0.11915794465259695379161359097970828638 | 0.023071226039997292312500908688526312692
f(z) = 157/9*z^3 - 175/9*z + 1
*
0 | 0.11986905438615655055482892084145126520 | 0.023157957280836218243624880791117285646
f(z) = 157/10*z^3 - 177/10*z + 1
*
0 | 0.13268783977642878855793061566256263923 | 0.025578941829818876449959550355740478018
f(z) = 157/11*z^3 - 179/11*z + 1
*
[ 1/3 ] 
f(z) = 158*z^3 - 176/9*z + 1
*
[ 1/6 ] 
f(z) = 158*z^3 - 169/18*z + 1
*
0 | 0.11259338503638055525608428367526896481 | 0.022077712549898542547770694173559130444
f(z) = 158/3*z^3 - 164/3*z + 1
*
0 | 0.13290532221982014996058744666427399762 | 0.025937989172847076397550233842302697641
f(z) = 158/5*z^3 - 168/5*z + 1
*
0 | 0.13287249756160818052694034729268094438 | 0.025813043250483030137325558903141593376
f(z) = 158/7*z^3 - 172/7*z + 1
*
0 | 0.11927646771277813316297723127562326495 | 0.023068723900362449578363089282214412023
f(z) = 158/9*z^3 - 176/9*z + 1
*
0 | 0.13280657600359209665095834458657113836 | 0.025574365398554299793147219761960201243
f(z) = 158/11*z^3 - 180/11*z + 1
*
[ 1/2 ] 
f(z) = 159*z^3 - 163/4*z + 1
*
0 | 0.13308764171289336010509674079116849358 | 0.026191114139624330320846369698554045183
f(z) = 159*z^3 - 161*z + 1
*
[ 1/2 ] 
f(z) = 159/2*z^3 - 167/8*z + 1
*
0 | 0.12023602601300902974211250111488479004 | 0.023604617673235274335467581072973274080
f(z) = 159/2*z^3 - 163/2*z + 1
*
[ 1/2 ] 
f(z) = 159/4*z^3 - 175/16*z + 1
*
0 | 0.10736813551850893919660557946779375582 | 0.020978559070943639812442869216412765080
f(z) = 159/4*z^3 - 167/4*z + 1
*
0 | 0.13302267407824356970998279787597237348 | 0.025930857794769996850790111517864909247
f(z) = 159/5*z^3 - 169/5*z + 1
*
0 | 0.13299005755530009557650285222508940255 | 0.025806817859345454488708915302975966640
f(z) = 159/7*z^3 - 173/7*z + 1
*
0 | 0.096842587070613811681169160923537734592 | 0.018750551825295823065560960339923580925
f(z) = 159/8*z^3 - 175/8*z + 1
*
0 | 0.12010555823769541896875601464918754858 | 0.023153388379646285439554515731480833861
f(z) = 159/10*z^3 - 179/10*z + 1
*
-2 | 0.10720343835320634339235609057766504799 | 0.016575205941569496157323715813346290278
f(z) = 159/16*z^3 - 161/4*z + 1
*
[ 1/6 ] 
f(z) = 140/3*z^3 - 170/27*z + 1
*
[ 1/6 ] 
f(z) = 141/2*z^3 - 167/24*z + 1
*
[ 1/2 ] 
f(z) = 141/5*z^3 - 161/20*z + 1
*
[ 1/2 ] 
f(z) = 141/7*z^3 - 169/28*z + 1
*
[ 1/2 ] 
f(z) = 141/8*z^3 - 173/32*z + 1
*
[ 2/13 ] 
f(z) = 143/4*z^3 - 165/26*z + 1
*
[ 1/2 ] 
f(z) = 143/5*z^3 - 163/20*z + 1
*
[ 1/2 ] 
f(z) = 143/6*z^3 - 167/24*z + 1
*
[ 1/2 ] 
f(z) = 143/7*z^3 - 171/28*z + 1
*
[ 1/2 ] 
f(z) = 143/8*z^3 - 175/32*z + 1
*
[ 1/2 ] 
f(z) = 143/9*z^3 - 179/36*z + 1
*
[ 3/13 ] 
f(z) = 143/9*z^3 - 163/39*z + 1
*
[ 2/3 ] 
f(z) = 143/16*z^3 - 161/36*z + 1
*
[ -5/8 ] 
f(z) = 144/5*z^3 - 173/20*z + 1
*
[ 5/12 ] 
f(z) = 144/7*z^3 - 174/35*z + 1
*
1/6 | 0.18212075139977364891290592440426660497 | 0.028652873916209651643003071692564417207
f(z) = 144/7*z^3 - 163/28*z + 1
*
[ -3/4 ] 
f(z) = 144/11*z^3 - 166/33*z + 1
*
1/5 | 0.17835041512789202812913810901230338209 | 0.027079527299661212138473414804619354127
f(z) = 145/6*z^3 - 179/30*z + 1
*
[ 1/2 ] 
f(z) = 145/6*z^3 - 169/24*z + 1
*
[ 2/5 ] 
f(z) = 145/6*z^3 - 161/30*z + 1
*
[ 1/2 ] 
f(z) = 145/7*z^3 - 173/28*z + 1
*
[ 1/5 ] 
f(z) = 145/7*z^3 - 169/35*z + 1
*
[ 1/2 ] 
f(z) = 145/8*z^3 - 177/32*z + 1
*
[ 2/3 ] 
f(z) = 145/16*z^3 - 163/36*z + 1
*
[ -3/4 ] 
f(z) = 146/9*z^3 - 163/24*z + 1
*
[ 8/21 ] 
f(z) = 147/4*z^3 - 167/24*z + 1
*
[ 1/2 ] 
f(z) = 147/5*z^3 - 167/20*z + 1
*
[ 1/2 ] 
f(z) = 147/8*z^3 - 179/32*z + 1
*
1/7 | 0.16297904773813918329644488287975145922 | 0.026765946231621248722355567624861432899
f(z) = 147/8*z^3 - 169/24*z + 1
*
2/21 | 0.15041635209223583210965465673295907536 | 0.024702782648025318201880565114720913220
f(z) = 147/11*z^3 - 169/33*z + 1
*
[ 1/6 ] 
f(z) = 148/3*z^3 - 172/27*z + 1
*
[ 1/2 ] 
f(z) = 149/5*z^3 - 169/20*z + 1
*
[ 1/2 ] 
f(z) = 149/6*z^3 - 173/24*z + 1
*
[ 1/2 ] 
f(z) = 149/7*z^3 - 177/28*z + 1
*
[ 2/3 ] 
f(z) = 149/16*z^3 - 167/36*z + 1
*
[ 3/5 ] 
f(z) = 150/7*z^3 - 176/21*z + 1
*
1/15 | 0.16933511035512024135464651081742589746 | 0.027717833998552407486214547909430897915
f(z) = 150/7*z^3 - 170/21*z + 1
*
-11/15 | 0.15643634180594382397569922350028565475 | 0.025606482580160574938600800439176032907
f(z) = 150/11*z^3 - 167/33*z + 1
*
[ -11/15 ] 
f(z) = 150/11*z^3 - 164/33*z + 1
*
[ 1/2 ] 
f(z) = 151/5*z^3 - 171/20*z + 1
*
[ 1/2 ] 
f(z) = 151/6*z^3 - 175/24*z + 1
*
[ 1/2 ] 
f(z) = 151/7*z^3 - 179/28*z + 1
*
[ 2/3 ] 
f(z) = 151/16*z^3 - 169/36*z + 1
*
[ 1/6 ] 
f(z) = 152/3*z^3 - 173/27*z + 1
*
[ 1/2 ] 
f(z) = 153/5*z^3 - 173/20*z + 1
*
[ 1/6 ] 
f(z) = 153/8*z^3 - 177/32*z + 1
*
[ 2/15 ] 
f(z) = 153/8*z^3 - 171/25*z + 1
*
[ -3/4 ] 
f(z) = 154/9*z^3 - 175/24*z + 1
*
[ 1/2 ] 
f(z) = 155/6*z^3 - 179/24*z + 1
*
[ 2/5 ] 
f(z) = 155/6*z^3 - 169/30*z + 1
*
[ 1/5 ] 
f(z) = 155/7*z^3 - 171/35*z + 1
*
[ 2/3 ] 
f(z) = 155/16*z^3 - 173/36*z + 1
*
[ 1/6 ] 
f(z) = 156/11*z^3 - 178/33*z + 1
*
[ 1/2 ] 
f(z) = 157/5*z^3 - 177/20*z + 1
*
[ 2/3 ] 
f(z) = 157/16*z^3 - 175/36*z + 1
*
[ 1/6 ] 
f(z) = 159/2*z^3 - 173/24*z + 1
*
[ 1/2 ] 
f(z) = 159/5*z^3 - 179/20*z + 1
*
-2/3 | 0.17091662881474322619288301698895731402 | 0.027712391051932990778534809949167354059
f(z) = 159/10*z^3 - 167/30*z + 1
*
[ 1/4 ] 
f(z) = 140/11*z^3 - 167/44*z + 1
*
[ 1/3 ] 
f(z) = 141/19*z^3 - 161/57*z + 1
*
[ 4/13 ] 
f(z) = 143/16*z^3 - 161/52*z + 1
*
11/24 | 0.15896763519292449052190380597003063509 | 0.025010217522892005144999210857180463182
f(z) = 144/11*z^3 - 177/44*z + 1
*
[ 11/24 ] 
f(z) = 144/11*z^3 - 173/44*z + 1
*
1/7 | 0.12836183057512279486769196748345759220 | 0.021080782487368830843750584203042275576
f(z) = 147/16*z^3 - 169/48*z + 1
*
[ -17/21 ] 
f(z) = 147/17*z^3 - 175/51*z + 1
*
[ 1/3 ] 
f(z) = 147/19*z^3 - 163/57*z + 1
*
[ 1/4 ] 
f(z) = 148/11*z^3 - 169/44*z + 1
*
[ 3/10 ] 
f(z) = 150/7*z^3 - 179/42*z + 1
*
[ 1/3 ] 
f(z) = 150/19*z^3 - 164/57*z + 1
*
[ 1/4 ] 
f(z) = 156/11*z^3 - 171/44*z + 1
*
[ 1/3 ] 
f(z) = 156/19*z^3 - 166/57*z + 1
*
[ 1/3 ] 
f(z) = 159/19*z^3 - 167/57*z + 1
*
[ 1/3 ] 
f(z) = 140*z^3 - 158/9*z + 1
*
-3/10 | 0.18111864407590948091036393933557090098 | 0.023676591071712038678548386876919688053
f(z) = 140*z^3 - 149/15*z + 1
*
[ 1/8 ] 
f(z) = 140*z^3 - 147/16*z + 1
*
0 | 0.13072874358856385612979395722401198026 | 0.026378794511816501199872778425066054280
f(z) = 140*z^3 - 142*z + 1
*
0 | 0.11034721569455708362811182947217375033 | 0.022142039705519740716664313785505891667
f(z) = 140/3*z^3 - 146/3*z + 1
*
[ 1/10 ] 
f(z) = 140/3*z^3 - 142/15*z + 1
*
0 | 0.11701751917071348375975658357926112427 | 0.023114137790465882074396762644850262220
f(z) = 140/9*z^3 - 158/9*z + 1
*
[ 1/2 ] 
f(z) = 141*z^3 - 145/4*z + 1
*
0 | 0.13086067904067577369318631684177795127 | 0.026368078952699858752322285306060081652
f(z) = 141*z^3 - 143*z + 1
*
[ 1/2 ] 
f(z) = 141/2*z^3 - 149/8*z + 1
*
0 | 0.11800698938637386405449814728026634006 | 0.023711734541976490468282848279424336710
f(z) = 141/2*z^3 - 145/2*z + 1
*
[ 1/2 ] 
f(z) = 141/4*z^3 - 157/16*z + 1
*
0 | 0.10513493300203387528913246505276904268 | 0.021010403904038174298937960196037629457
f(z) = 141/4*z^3 - 149/4*z + 1
*
0 | 0.13078737955402065772906214090459934651 | 0.026067387869090287904438221892440906621
f(z) = 141/5*z^3 - 151/5*z + 1
*
0 | 0.13075056070687272447577305080790018078 | 0.025924953315603327925570938974378578542
f(z) = 141/7*z^3 - 155/7*z + 1
*
0 | 0.10220753325338301304864084173524548308 | 0.020214114817217094132966358186837629391
f(z) = 141/8*z^3 - 157/8*z + 1
*
-2 | 0.10494617511383592977103924783224481654 | 0.016529197936337660358440759136642832649
f(z) = 141/16*z^3 - 143/4*z + 1
*
[ 1/3 ] 
f(z) = 142*z^3 - 160/9*z + 1
*
0 | 0.13099168116187576760010491514509296972 | 0.026357465213643199936092585250841841375
f(z) = 142*z^3 - 144*z + 1
*
-1 | 0.11393845117248411458000110297790012356 | 0.022990804531349619016180208133398980845
f(z) = 142*z^3 - 141*z + 1
*
0 | 0.11061067393813877896706563864797258864 | 0.022134475759386155782625637499250345318
f(z) = 142/3*z^3 - 148/3*z + 1
*
0 | 0.13091890022470483477580288748016450444 | 0.026059318027462056210481838731940284746
f(z) = 142/5*z^3 - 152/5*z + 1
*
0 | 0.13088234304735582964908184239183487688 | 0.025918034664644314051903815402543213031
f(z) = 142/7*z^3 - 156/7*z + 1
*
0 | 0.11728255879422963493669604338517004361 | 0.023109072332102208343822055276556335027
f(z) = 142/9*z^3 - 160/9*z + 1
*
[ 1/2 ] 
f(z) = 143*z^3 - 147/4*z + 1
*
0 | 0.13112176306450825185364846527948058737 | 0.026346951605398422466655480348170478308
f(z) = 143*z^3 - 145*z + 1
*
-1 | 0.11406810337108220970852059436411120964 | 0.022984419595885755489855444754620318473
f(z) = 143*z^3 - 142*z + 1
*
[ -1 ] 
f(z) = 143*z^3 - 141*z + 1
*
[ 1/2 ] 
f(z) = 143/2*z^3 - 151/8*z + 1
*
0 | 0.11826832969115810989460397431683719173 | 0.023699013589420888672489360084068638667
f(z) = 143/2*z^3 - 147/2*z + 1
*
-1 | 0.10127496977784515423034548397453085431 | 0.020406637185525052526811272200741271781
f(z) = 143/2*z^3 - 141/2*z + 1
*
[ 1/2 ] 
f(z) = 143/3*z^3 - 155/12*z + 1
*
0 | 0.11074204431428838602440597688564929962 | 0.022130941769441006187958452229589092898
f(z) = 143/3*z^3 - 149/3*z + 1
*
[ 1/2 ] 
f(z) = 143/4*z^3 - 159/16*z + 1
*
0 | 0.10539678820865403946608667906361027449 | 0.021006758968334155422945129535128930420
f(z) = 143/4*z^3 - 151/4*z + 1
*
0 | 0.13104949339142527117617664580998188034 | 0.026051309138340485568169515289154439674
f(z) = 143/5*z^3 - 153/5*z + 1
*
0 | 0.097852312428227325244785792835563243882 | 0.019401956043713397472784470395106873366
f(z) = 143/6*z^3 - 155/6*z + 1
*
0 | 0.13101319419065202810834238341747955778 | 0.025911160025501759065339966561383675868
f(z) = 143/7*z^3 - 157/7*z + 1
*
0 | 0.095814693518852584665155406219655034228 | 0.018902447096333912902127489098963769028
f(z) = 143/8*z^3 - 159/8*z + 1
*
-2 | 0.10521104441898789080812609055052684975 | 0.016534744575534281549626592408971404133
f(z) = 143/16*z^3 - 145/4*z + 1
*
[ 2 ] 
f(z) = 143/16*z^3 - 141/4*z + 1
*
[ 1/18 ] 
f(z) = 144*z^3 - 157/9*z + 1
*
0 | 0.13125093758652133746743437600905248634 | 0.026336536478380725912368682387177397284
f(z) = 144*z^3 - 146*z + 1
*
-1 | 0.11419685415068498060543819737807602605 | 0.022978097418755686386451103739834015070
f(z) = 144*z^3 - 143*z + 1
*
[ -1 ] 
f(z) = 144*z^3 - 142*z + 1
*
0 | 0.13117917204459587582421479484171574795 | 0.026043360420293981270791990736847752466
f(z) = 144/5*z^3 - 154/5*z + 1
*
0 | 0.13114312720481934895315142824791103484 | 0.025904328975412399335306686754802763561
f(z) = 144/7*z^3 - 158/7*z + 1
*
[ 1/2 ] 
f(z) = 145*z^3 - 149/4*z + 1
*
0 | 0.13137921729907005920073374556666669583 | 0.026326218221469604155810014233500921114
f(z) = 145*z^3 - 147*z + 1
*
-1 | 0.11432471595923628438275352960685476434 | 0.022971836926849786413460766411483542256
f(z) = 145*z^3 - 144*z + 1
*
[ -1 ] 
f(z) = 145*z^3 - 143*z + 1
*
[ 1/2 ] 
f(z) = 145/2*z^3 - 153/8*z + 1
*
0 | 0.11852603312112802377083555678108485773 | 0.023686511779772863627965023040193944086
f(z) = 145/2*z^3 - 149/2*z + 1
*
-1 | 0.10153164569244084287937564886233867569 | 0.020401261338738622556632640082654210536
f(z) = 145/2*z^3 - 143/2*z + 1
*
[ -1 ] 
f(z) = 145/2*z^3 - 141/2*z + 1
*
[ 1/2 ] 
f(z) = 145/3*z^3 - 157/12*z + 1
*
0 | 0.11099999768588579020020005356870326722 | 0.022123541300489020233174657238156020362
f(z) = 145/3*z^3 - 151/3*z + 1
*
-1 | 0.094064562144356298892558565703658002704 | 0.018900862897801993720988077450837140860
f(z) = 145/3*z^3 - 142/3*z + 1
*
0 | 0.10565499227275758897343110650763664533 | 0.021003140069266985786753696082865424542
f(z) = 145/4*z^3 - 153/4*z + 1
*
-1 | 0.10589388988544752509434226129211601406 | 0.021277788880452152540464195634200251769
f(z) = 145/4*z^3 - 141/4*z + 1
*
0 | 0.098109986532394181310479774676793040279 | 0.019403721715549726659883404431589773510
f(z) = 145/6*z^3 - 157/6*z + 1
*
0 | 0.13127215488473646464763502567065201959 | 0.025897541095220921214897932835050755609
f(z) = 145/7*z^3 - 159/7*z + 1
*
-2 | 0.10547216813783100105016876652264357206 | 0.016540173195370718474024332360153528280
f(z) = 145/16*z^3 - 147/4*z + 1
*
[ 2 ] 
f(z) = 145/16*z^3 - 143/4*z + 1
*
0 | 0.13150661451385806629007740128949183980 | 0.026315995260854034548652372908925424301
f(z) = 146*z^3 - 148*z + 1
*
-1 | 0.11445170098860064302632103613399088825 | 0.022965637072969376620056429158541851914
f(z) = 146*z^3 - 145*z + 1
*
[ -1 ] 
f(z) = 146*z^3 - 144*z + 1
*
0 | 0.11112763932593406838572681767560630427 | 0.022119881009274984783364356305347680323
f(z) = 146/3*z^3 - 152/3*z + 1
*
-1 | 0.094192006103998735527895687911710973460 | 0.018900369401891224267086696889239634822
f(z) = 146/3*z^3 - 143/3*z + 1
*
0 | 0.13143583642434037028346153329828481422 | 0.026027640438787170702518110682200443705
f(z) = 146/5*z^3 - 156/5*z + 1
*
-1 | 0.11461898274960135532950559949683598012 | 0.022999203478526356474429805090553653382
f(z) = 146/5*z^3 - 141/5*z + 1
*
0 | 0.13140028975966440959847328251855919574 | 0.025890795969440200242070914447107429495
f(z) = 146/7*z^3 - 160/7*z + 1
*
5/28 | 0.12606009714706214629746253017604802719 | 0.016238535504290659235970326952139234251
f(z) = 147*z^3 - 155/16*z + 1
*
[ 1/2 ] 
f(z) = 147*z^3 - 151/4*z + 1
*
0 | 0.13163314129022849904959014770860428176 | 0.026305866058919946288764547541164874812
f(z) = 147*z^3 - 149*z + 1
*
-1 | 0.11457782118153954548561945470818458943 | 0.022959496835022500358765592150122796408
f(z) = 147*z^3 - 146*z + 1
*
[ -1 ] 
f(z) = 147*z^3 - 145*z + 1
*
1/14 | 0.092998215559032015164934599610420200899 | 0.012440668258119628296606235365092581358
f(z) = 147*z^3 - 145/12*z + 1
*
[ 1/2 ] 
f(z) = 147/2*z^3 - 155/8*z + 1
*
0 | 0.11878019951199184678180567835058523684 | 0.023674222561880470493811324689135519665
f(z) = 147/2*z^3 - 151/2*z + 1
*
-1 | 0.10178352589770818501359475716742169957 | 0.020395732058853081571621812409793276869
f(z) = 147/2*z^3 - 145/2*z + 1
*
[ -1 ] 
f(z) = 147/2*z^3 - 143/2*z + 1
*
0 | 0.10590964561498128811559923908695237931 | 0.020999547561375455740413426570921873473
f(z) = 147/4*z^3 - 155/4*z + 1
*
[ -6/7 ] 
f(z) = 147/4*z^3 - 149/6*z + 1
*
1/7 | 0.11151120634280700886074872855711742418 | 0.018313415096094809566810944356651162227
f(z) = 147/4*z^3 - 145/12*z + 1
*
-1 | 0.10614528885545757259666432500884660968 | 0.021269757082115614542133929827384368272
f(z) = 147/4*z^3 - 143/4*z + 1
*
0 | 0.13156284680634353429490379122444506034 | 0.026019867678739286435715717991753136693
f(z) = 147/5*z^3 - 157/5*z + 1
*
1/21 | 0.078391590075145869230867444572901232563 | 0.012874201402464304210122263694394179835
f(z) = 147/5*z^3 - 151/15*z + 1
*
-1 | 0.11474397719189058051157859750345853576 | 0.022992791746327631667049151575072699871
f(z) = 147/5*z^3 - 142/5*z + 1
*
-2 | 0.10572965102780744998365742421220552964 | 0.016545488117955762480350775062556669230
f(z) = 147/16*z^3 - 149/4*z + 1
*
[ 2 ] 
f(z) = 147/16*z^3 - 145/4*z + 1
*
[ -2 ] 
f(z) = 147/16*z^3 - 141/4*z + 1
*
0 | 0.13175880944201426388008036537105394805 | 0.026295829113178146053778930445094875384
f(z) = 148*z^3 - 150*z + 1
*
[ 1/8 ] 
f(z) = 148*z^3 - 149/16*z + 1
*
-1 | 0.11470308823845178822838203117276379904 | 0.022953415215250100285356959544482563851
f(z) = 148*z^3 - 147*z + 1
*
[ -1 ] 
f(z) = 148*z^3 - 146*z + 1
*
0 | 0.11137927955020564747392201789260638414 | 0.022112433517209281097766108800590426211
f(z) = 148/3*z^3 - 154/3*z + 1
*
-1 | 0.094441233496672407840267780473093026889 | 0.018898783626322764095074225225570122763
f(z) = 148/3*z^3 - 145/3*z + 1
*
[ -1 ] 
f(z) = 148/3*z^3 - 142/3*z + 1
*
0 | 0.13168899199986964850294072063442873698 | 0.026012152096062822472730926470116335008
f(z) = 148/5*z^3 - 158/5*z + 1
*
-1 | 0.11486813354948934612585730354795048274 | 0.022986442691770171880315742838265294025
f(z) = 148/5*z^3 - 143/5*z + 1
*
-1 | 0.11494978278247317097559180350791326840 | 0.023002781648074368087332753662470208992
f(z) = 148/7*z^3 - 141/7*z + 1
*
[ 1/2 ] 
f(z) = 149*z^3 - 153/4*z + 1
*
0 | 0.13188363054415743736022538325614854564 | 0.026285882955230969069694393169040667510
f(z) = 149*z^3 - 151*z + 1
*
-1 | 0.11482751362388736716996064146101820175 | 0.022947391239481245065171323725791718014
f(z) = 149*z^3 - 148*z + 1
*
[ -1 ] 
f(z) = 149*z^3 - 147*z + 1
*
[ 1/2 ] 
f(z) = 149/2*z^3 - 157/8*z + 1
*
0 | 0.11903092464416870812713857333058729088 | 0.023662139659447522957189782806696853846
f(z) = 149/2*z^3 - 153/2*z + 1
*
-1 | 0.10203331289869824921266376278806273613 | 0.020390569094929526681207051204792927115
f(z) = 149/2*z^3 - 147/2*z + 1
*
[ -1 ] 
f(z) = 149/2*z^3 - 145/2*z + 1
*
0 | 0.11150433527340693199861118612919723416 | 0.022108851165320533190026494189168516136
f(z) = 149/3*z^3 - 155/3*z + 1
*
-1 | 0.094565107019203117567459614643776464425 | 0.018898105862336132847946561146550480854
f(z) = 149/3*z^3 - 146/3*z + 1
*
[ -1 ] 
f(z) = 149/3*z^3 - 143/3*z + 1
*
0 | 0.10616084456913006798967847115020273704 | 0.020995981733490308107828892562006124047
f(z) = 149/4*z^3 - 157/4*z + 1
*
-1 | 0.10639332044633369112748715046184722110 | 0.021261882910278640484982885140377722545
f(z) = 149/4*z^3 - 145/4*z + 1
*
[ -1 ] 
f(z) = 149/4*z^3 - 141/4*z + 1
*
0 | 0.13181428371259727296761675097427704759 | 0.026004492974016213970078572043116280883
f(z) = 149/5*z^3 - 159/5*z + 1
*
-1 | 0.11499146298708153318909007253876157994 | 0.022980155252756001614199324383766452560
f(z) = 149/5*z^3 - 144/5*z + 1
*
-1 | 0.081851359212313351299097752921967236202 | 0.016357361611786546586597619886529345244
f(z) = 149/6*z^3 - 143/6*z + 1
*
-1 | 0.11507257570831488248678983727902688921 | 0.022996365003275701413595494722992724442
f(z) = 149/7*z^3 - 142/7*z + 1
*
-1 | 0.10655554837611074610305192556626481487 | 0.021294302908387793495169216296558277984
f(z) = 149/8*z^3 - 141/8*z + 1
*
-2 | 0.10598359349959234061354547231095414368 | 0.016550693444572342945854024398955232622
f(z) = 149/16*z^3 - 151/4*z + 1
*
[ 2 ] 
f(z) = 149/16*z^3 - 147/4*z + 1
*
[ -2 ] 
f(z) = 149/16*z^3 - 143/4*z + 1
*
[ 1/20 ] 
f(z) = 150*z^3 - 155/8*z + 1
*
[ -3/5 ] 
f(z) = 150*z^3 - 154/3*z + 1
*
0 | 0.13200761593910707403699624575982714474 | 0.026276026149776008910562123129767736120
f(z) = 150*z^3 - 152*z + 1
*
-1 | 0.11495110857284398943323842608670610679 | 0.022941423956416123361127734889796207048
f(z) = 150*z^3 - 149*z + 1
*
[ -1 ] 
f(z) = 150*z^3 - 148*z + 1
*
[ 7/10 ] 
f(z) = 150/7*z^3 - 153/14*z + 1
*
-1 | 0.11519455966278631741579948185685205201 | 0.022990010827272434224942511747643734028
f(z) = 150/7*z^3 - 143/7*z + 1
*
[ 1/2 ] 
f(z) = 151*z^3 - 155/4*z + 1
*
0 | 0.13213077674300426074178233171965680470 | 0.026266257293645359727404571356395001624
f(z) = 151*z^3 - 153*z + 1
*
-1 | 0.11507388409685485251554511358896392983 | 0.022935512436935587628100090272159094033
f(z) = 151*z^3 - 150*z + 1
*
[ -1 ] 
f(z) = 151*z^3 - 149*z + 1
*
[ 1/2 ] 
f(z) = 151/2*z^3 - 159/8*z + 1
*
0 | 0.11927830045949062118561458841039438281 | 0.023650257056329851990989567740440363619
f(z) = 151/2*z^3 - 155/2*z + 1
*
-1 | 0.10227848834394915881195947715078136932 | 0.020385246920745348106934956998750853857
f(z) = 151/2*z^3 - 149/2*z + 1
*
[ -1 ] 
f(z) = 151/2*z^3 - 147/2*z + 1
*
0 | 0.11175297498149844855976522691079935925 | 0.022101966416128409637731845342298506566
f(z) = 151/3*z^3 - 157/3*z + 1
*
-1 | 0.094811429157412278762902639547838758730 | 0.018896978490560053196563635648132025939
f(z) = 151/3*z^3 - 148/3*z + 1
*
[ -1 ] 
f(z) = 151/3*z^3 - 145/3*z + 1
*
0 | 0.10640868160097696315212393202082354646 | 0.020992442815227969748504049524101968283
f(z) = 151/4*z^3 - 159/4*z + 1
*
-1 | 0.10663807368031455551749524290291436139 | 0.021254161049149426512153195552493536682
f(z) = 151/4*z^3 - 147/4*z + 1
*
[ -1 ] 
f(z) = 151/4*z^3 - 143/4*z + 1
*
-1 | 0.11523568465861589592452194690325455892 | 0.022967761098964325064007878411590259762
f(z) = 151/5*z^3 - 146/5*z + 1
*
[ -1 ] 
f(z) = 151/5*z^3 - 141/5*z + 1
*
-1 | 0.082096086614405427544968142880987469781 | 0.016362668474661314649649817821437020437
f(z) = 151/6*z^3 - 145/6*z + 1
*
-1 | 0.11531574523678054824287263033708710368 | 0.022983718067833631040706691713161385343
f(z) = 151/7*z^3 - 144/7*z + 1
*
-1 | 0.10679819722893670075547773869450839130 | 0.021286075463698764279074385051340493300
f(z) = 151/8*z^3 - 143/8*z + 1
*
-1 | 0.10183214418264622452792620433035365496 | 0.020296285536126569692163668367581219936
f(z) = 151/9*z^3 - 142/9*z + 1
*
-1 | 0.10259940672208247164929576210285828364 | 0.020449209543634853634569235813483962015
f(z) = 151/10*z^3 - 141/10*z + 1
*
-2 | 0.10623409185498781538539352730000390678 | 0.016555793070019474873504723642798683580
f(z) = 151/16*z^3 - 153/4*z + 1
*
[ 2 ] 
f(z) = 151/16*z^3 - 149/4*z + 1
*
[ -2 ] 
f(z) = 151/16*z^3 - 145/4*z + 1
*
0 | 0.13225312385166285129060744395890276953 | 0.026256575014878880581511483558632740386
f(z) = 152*z^3 - 154*z + 1
*
-1 | 0.11519585098987593973687022825320534205 | 0.022929655773436091482698135405527133910
f(z) = 152*z^3 - 151*z + 1
*
[ -1 ] 
f(z) = 152*z^3 - 150*z + 1
*
0 | 0.11187451386886804352956235736331959855 | 0.022098254578734764116111333597918305691
f(z) = 152/3*z^3 - 158/3*z + 1
*
[ -3/4 ] 
f(z) = 152/3*z^3 - 157/6*z + 1
*
-1 | 0.094932865677640722933818877962116767620 | 0.018896322331656329183476342058723628277
f(z) = 152/3*z^3 - 149/3*z + 1
*
[ -1 ] 
f(z) = 152/3*z^3 - 146/3*z + 1
*
-1 | 0.11535659813685498416008602912764076117 | 0.022961652383688272887572588659504006871
f(z) = 152/5*z^3 - 147/5*z + 1
*
[ -1 ] 
f(z) = 152/5*z^3 - 142/5*z + 1
*
-1 | 0.11543614281453388093297319753274488098 | 0.022977485697667144624975876029310165314
f(z) = 152/7*z^3 - 145/7*z + 1
*
-1 | 0.10195203281860982531873856679617913738 | 0.020293482776026673900638764862015812938
f(z) = 152/9*z^3 - 143/9*z + 1
*
-1 | 0.11559362132099504103312305703622360374 | 0.023008831687247850801742404943559577505
f(z) = 152/11*z^3 - 141/11*z + 1
*
[ 1/2 ] 
f(z) = 153*z^3 - 157/4*z + 1
*
0 | 0.13237466794635392793318211316794062730 | 0.026246977971830063379779936365667560460
f(z) = 153*z^3 - 155*z + 1
*
-1 | 0.11531701983398070301266113874629016214 | 0.022923853079188922191426071090083595286
f(z) = 153*z^3 - 152*z + 1
*
[ -1 ] 
f(z) = 153*z^3 - 151*z + 1
*
[ -1/2 ] 
f(z) = 153*z^3 - 141/4*z + 1
*
0 | 0.11952241526362022187545407232823935721 | 0.023638568982780440167459001284802224223
f(z) = 153/2*z^3 - 157/2*z + 1
*
-1 | 0.10252174745124237168661537837241629805 | 0.020380282801077513976677869550382274780
f(z) = 153/2*z^3 - 151/2*z + 1
*
[ -1 ] 
f(z) = 153/2*z^3 - 149/2*z + 1
*
-1 | 0.10687963409531138066438536660057594703 | 0.021246586433518074356001537028233272350
f(z) = 153/4*z^3 - 149/4*z + 1
*
[ -1 ] 
f(z) = 153/4*z^3 - 145/4*z + 1
*
-1 | 0.11547672719477454731168252488881427415 | 0.022955601281490489800523792438847465106
f(z) = 153/5*z^3 - 148/5*z + 1
*
[ -1 ] 
f(z) = 153/5*z^3 - 143/5*z + 1
*
[ 2/3 ] 
f(z) = 153/5*z^3 - 141/10*z + 1
*
-1 | 0.11555576257896840118001219228578295347 | 0.022971312713661782098868905911334267447
f(z) = 153/7*z^3 - 146/7*z + 1
*
[ 2/3 ] 
f(z) = 153/7*z^3 - 143/14*z + 1
*
-1 | 0.10703770716575307503400315479903725189 | 0.021278009755485625726110413158465613331
f(z) = 153/8*z^3 - 145/8*z + 1
*
-1 | 0.10283725987219816642979479423322832259 | 0.020443003467923246616669955762675161186
f(z) = 153/10*z^3 - 143/10*z + 1
*
-1 | 0.11571224280651068990997737627951380105 | 0.023002419394628232567310434000101770067
f(z) = 153/11*z^3 - 142/11*z + 1
*
-2 | 0.10648123850871541096882366036376607022 | 0.016560790695831235351337575920107596914
f(z) = 153/16*z^3 - 155/4*z + 1
*
[ 2 ] 
f(z) = 153/16*z^3 - 151/4*z + 1
*
[ -2 ] 
f(z) = 153/16*z^3 - 147/4*z + 1
*
0 | 0.13249541949940166863603324177970735079 | 0.026237464852303153830269267161857766469
f(z) = 154*z^3 - 156*z + 1
*
-1 | 0.11543740100486964581349121935645851460 | 0.022918103487722684342129002775434970799
f(z) = 154*z^3 - 153*z + 1
*
[ -1 ] 
f(z) = 154*z^3 - 152*z + 1
*
0 | 0.11211725150067623776803836033187322380 | 0.022091312649064551129129018734949964228
f(z) = 154/3*z^3 - 160/3*z + 1
*
-1 | 0.095172341852449729695361576880563005263 | 0.018894825773592673328282626886856049918
f(z) = 154/3*z^3 - 151/3*z + 1
*
[ -1 ] 
f(z) = 154/3*z^3 - 148/3*z + 1
*
-1 | 0.11559608194528179151835919297987533283 | 0.022949606849564149412126678422807484541
f(z) = 154/5*z^3 - 149/5*z + 1
*
[ -1 ] 
f(z) = 154/5*z^3 - 144/5*z + 1
*
-1 | 0.10218950593966598727911611105628264482 | 0.020287962584896742767826997441656799854
f(z) = 154/9*z^3 - 145/9*z + 1
*
-1 | 0.11590708839659821579652342457703562168 | 0.023011351812414781525566107541604788703
f(z) = 154/13*z^3 - 141/13*z + 1
*
[ 1/2 ] 
f(z) = 155*z^3 - 159/4*z + 1
*
0 | 0.13261538877959795104096163292103607832 | 0.026228034372720239090223159827020570509
f(z) = 155*z^3 - 157*z + 1
*
-1 | 0.11555700467720197950061801121690405860 | 0.022912406152228042236876815332291058877
f(z) = 155*z^3 - 154*z + 1
*
[ -1 ] 
f(z) = 155*z^3 - 153*z + 1
*
[ -1/2 ] 
f(z) = 155*z^3 - 143/4*z + 1
*
0 | 0.11976335391529944878483752256887294259 | 0.023627069902572213404825474210071012052
f(z) = 155/2*z^3 - 159/2*z + 1
*
-1 | 0.10276121710071300948168951259368728415 | 0.020375283605575615903508810956167365901
f(z) = 155/2*z^3 - 153/2*z + 1
*
[ -1 ] 
f(z) = 155/2*z^3 - 151/2*z + 1
*
-1 | 0.095292469027238299007090306933888458245 | 0.018894395538373190304246619898276404990
f(z) = 155/3*z^3 - 152/3*z + 1
*
[ -1 ] 
f(z) = 155/3*z^3 - 149/3*z + 1
*
-1 | 0.10711808392441172725650582224811982890 | 0.021239154233709396966141975077025810042
f(z) = 155/4*z^3 - 151/4*z + 1
*
[ -1 ] 
f(z) = 155/4*z^3 - 147/4*z + 1
*
-1 | 0.082573677129590864277834560273507057413 | 0.016372539537184725920452219244767689660
f(z) = 155/6*z^3 - 149/6*z + 1
*
[ -1 ] 
f(z) = 155/6*z^3 - 143/6*z + 1
*
-1 | 0.11579270842385917251282703538476281356 | 0.022959141008242157417754836761746473226
f(z) = 155/7*z^3 - 148/7*z + 1
*
[ -1 ] 
f(z) = 155/7*z^3 - 141/7*z + 1
*
-1 | 0.10727415837451478110534035878810485989 | 0.021270100355934840301258263099630485616
f(z) = 155/8*z^3 - 147/8*z + 1
*
-1 | 0.10230710996464063620983088602538044376 | 0.020285244172939058278114886249931660224
f(z) = 155/9*z^3 - 146/9*z + 1
*
-1 | 0.11594722959749703079822917626019289289 | 0.022989779149992192331357211049497411864
f(z) = 155/11*z^3 - 144/11*z + 1
*
-1 | 0.087083498385027681579777124947853966950 | 0.017266737656694354167007337941405495241
f(z) = 155/12*z^3 - 143/12*z + 1
*
-1 | 0.11602373172612472685668531163333781936 | 0.023004947835330862936439053335130324926
f(z) = 155/13*z^3 - 142/13*z + 1
*
-1 | 0.10322573790698929658556091880316998272 | 0.020467387839406302287033187624370555487
f(z) = 155/14*z^3 - 141/14*z + 1
*
-2 | 0.10672512219540073686141923498961113217 | 0.016565689842475202164825227826374501836
f(z) = 155/16*z^3 - 157/4*z + 1
*
[ 2 ] 
f(z) = 155/16*z^3 - 153/4*z + 1
*
[ -2 ] 
f(z) = 155/16*z^3 - 149/4*z + 1
*
0 | 0.13273458585744269362883745608765376768 | 0.026218685277317076586435975297275150167
f(z) = 156*z^3 - 158*z + 1
*
-1 | 0.11567584082975620399195786818752407754 | 0.022906760244983777158323091990846620093
f(z) = 156*z^3 - 155*z + 1
*
[ -1 ] 
f(z) = 156*z^3 - 154*z + 1
*
[ 1/8 ] 
f(z) = 156*z^3 - 151/16*z + 1
*
[ 1/12 ] 
f(z) = 156*z^3 - 145/12*z + 1
*
-1 | 0.11583250800899710630683669259402376165 | 0.022937784333396593689448523230188252209
f(z) = 156/5*z^3 - 151/5*z + 1
*
[ -1 ] 
f(z) = 156/5*z^3 - 146/5*z + 1
*
-1 | 0.11591005390930869521737628435403216774 | 0.022953140395074444418760607216505936284
f(z) = 156/7*z^3 - 149/7*z + 1
*
[ -1 ] 
f(z) = 156/7*z^3 - 142/7*z + 1
*
-1 | 0.11606361384110305002386353421988565178 | 0.022983549169418486163782257975393047762
f(z) = 156/11*z^3 - 145/11*z + 1
*
0 | 0.13285302061021662120802009771759727201 | 0.026209416337366496054473345327001926452
f(z) = 157*z^3 - 159*z + 1
*
-1 | 0.11579391925042615791648183172565301447 | 0.022901164956803261592544531836716304479
f(z) = 157*z^3 - 156*z + 1
*
[ -1 ] 
f(z) = 157*z^3 - 155*z + 1
*
[ -1/2 ] 
f(z) = 157*z^3 - 145/4*z + 1
*
-1 | 0.10299697740009397798032022001241283302 | 0.020370247287255619630311987937701012211
f(z) = 157/2*z^3 - 155/2*z + 1
*
[ -1 ] 
f(z) = 157/2*z^3 - 153/2*z + 1
*
-1 | 0.095527349119421207298436802318692007507 | 0.018892940097646349302432537433554661519
f(z) = 157/3*z^3 - 154/3*z + 1
*
[ -1 ] 
f(z) = 157/3*z^3 - 151/3*z + 1
*
-1 | 0.10735350226397017522669080552443420794 | 0.021231859841627091816147491208771724362
f(z) = 157/4*z^3 - 153/4*z + 1
*
[ -1 ] 
f(z) = 157/4*z^3 - 149/4*z + 1
*
-1 | 0.11594959859601470467715426507659015155 | 0.022931954469730792718621896293587845840
f(z) = 157/5*z^3 - 152/5*z + 1
*
[ -1 ] 
f(z) = 157/5*z^3 - 147/5*z + 1
*
-1 | 0.082808496121939668050428732005560985981 | 0.016377466466196705110552623507742535989
f(z) = 157/6*z^3 - 151/6*z + 1
*
[ -1 ] 
f(z) = 157/6*z^3 - 145/6*z + 1
*
-1 | 0.11602666040096780381021717638220042579 | 0.022947195383230604383748888255864593684
f(z) = 157/7*z^3 - 150/7*z + 1
*
[ -1 ] 
f(z) = 157/7*z^3 - 143/7*z + 1
*
-1 | 0.10750762800862377530640647847368481603 | 0.021262342090826798764870684299560109168
f(z) = 157/8*z^3 - 149/8*z + 1
*
[ -1 ] 
f(z) = 157/8*z^3 - 141/8*z + 1
*
-1 | 0.10254010041116756226389433003328821750 | 0.020279888351690590672803009766886220767
f(z) = 157/9*z^3 - 148/9*z + 1
*
-1 | 0.10330589810937422878880747573234916900 | 0.020431344140765685540196370776658142595
f(z) = 157/10*z^3 - 147/10*z + 1
*
-1 | 0.11617927097938108107686341223721765819 | 0.022977377970131710238596597181346984183
f(z) = 157/11*z^3 - 146/11*z + 1
*
-1 | 0.087315069813591327332069281439796976136 | 0.017268754956737409019012143272406529273
f(z) = 157/12*z^3 - 145/12*z + 1
*
-1 | 0.11625483620424058570917797765722847013 | 0.022992322897211713856774131446436558930
f(z) = 157/13*z^3 - 144/13*z + 1
*
-1 | 0.10345703054030261458574684412041813255 | 0.020461234386759763508765628711459629921
f(z) = 157/14*z^3 - 143/14*z + 1
*
-1 | 0.095986280289937038934073042819643562629 | 0.018983705299375741369545488650679871781
f(z) = 157/15*z^3 - 142/15*z + 1
*
-2 | 0.10696582816292449053106109796611264377 | 0.016570493860622161410938944458056448737
f(z) = 157/16*z^3 - 159/4*z + 1
*
[ 2 ] 
f(z) = 157/16*z^3 - 155/4*z + 1
*
[ -2 ] 
f(z) = 157/16*z^3 - 151/4*z + 1
*
-1 | 0.10780990872249594842606097486228466290 | 0.021322125717950391503381799944825341793
f(z) = 157/16*z^3 - 141/16*z + 1
*
0 | 0.13297070272689284436984821982499301036 | 0.026200226350428261360902189024519156855
f(z) = 158*z^3 - 160*z + 1
*
-1 | 0.11591124954105879311910011831910459979 | 0.022895619496500495903888456853124600954
f(z) = 158*z^3 - 157*z + 1
*
[ -1 ] 
f(z) = 158*z^3 - 156*z + 1
*
-1 | 0.095645222032352680626051563102807088839 | 0.018892528714698640110422692232495920785
f(z) = 158/3*z^3 - 155/3*z + 1
*
[ -1 ] 
f(z) = 158/3*z^3 - 152/3*z + 1
*
-1 | 0.11606595343267061777206245708277036658 | 0.022926177716267745573896144757644580116
f(z) = 158/5*z^3 - 153/5*z + 1
*
[ -1 ] 
f(z) = 158/5*z^3 - 148/5*z + 1
*
-1 | 0.11614253714954498836449110721732332964 | 0.022941305080075192081099324712734197719
f(z) = 158/7*z^3 - 151/7*z + 1
*
[ -1 ] 
f(z) = 158/7*z^3 - 144/7*z + 1
*
-1 | 0.10265550528631830564205383599157070071 | 0.020277250030196419430481554194623358443
f(z) = 158/9*z^3 - 149/9*z + 1
*
-1 | 0.11629421004378700508752064664093062280 | 0.022971264595551453721610445995609400672
f(z) = 158/11*z^3 - 147/11*z + 1
*
-1 | 0.11636931537356099824826627340289393932 | 0.022986099937759160797948131497494765203
f(z) = 158/13*z^3 - 145/13*z + 1
*
-1 | 0.096100305337562250030676859386370094574 | 0.018982420025822822877599548287066838913
f(z) = 158/15*z^3 - 143/15*z + 1
*
-1 | 0.11651810271926373220519597469095575519 | 0.023015489479038304508383329011114818030
f(z) = 158/17*z^3 - 141/17*z + 1
*
-1 | 0.11602784112213965270438338073884244046 | 0.022890123090374894004832146660338143459
f(z) = 159*z^3 - 158*z + 1
*
[ -1 ] 
f(z) = 159*z^3 - 157*z + 1
*
[ -1/2 ] 
f(z) = 159*z^3 - 147/4*z + 1
*
-1 | 0.10323040970624570481980786970927392445 | 0.020365429210721665809942954605469388261
f(z) = 159/2*z^3 - 157/2*z + 1
*
[ -1 ] 
f(z) = 159/2*z^3 - 155/2*z + 1
*
-1 | 0.10758596523114577487318878380847583067 | 0.021224698857796923711641913973649825637
f(z) = 159/4*z^3 - 155/4*z + 1
*
[ -1 ] 
f(z) = 159/4*z^3 - 151/4*z + 1
*
-1 | 0.11618158170817344583263933582002644456 | 0.022920453232729222419645503716989327106
f(z) = 159/5*z^3 - 154/5*z + 1
*
[ -1 ] 
f(z) = 159/5*z^3 - 149/5*z + 1
*
-1 | 0.11625769323310706641167917041018344935 | 0.022935468613154104578209979903109872671
f(z) = 159/7*z^3 - 152/7*z + 1
*
[ -1 ] 
f(z) = 159/7*z^3 - 145/7*z + 1
*
-1 | 0.10773819033816298007718183467107077283 | 0.021254730024483902933100840251188137877
f(z) = 159/8*z^3 - 151/8*z + 1
*
[ -1 ] 
f(z) = 159/8*z^3 - 143/8*z + 1
*
-1 | 0.10353487637996181459422949714224912867 | 0.020425494791282993104086632270820735177
f(z) = 159/10*z^3 - 149/10*z + 1
*
-1 | 0.11640843989849489213282227909500489667 | 0.022965208110957554316038161877557965476
f(z) = 159/11*z^3 - 148/11*z + 1
*
-1 | 0.11648309089956410454937948210642287990 | 0.022979935357338836195434716719979399567
f(z) = 159/13*z^3 - 146/13*z + 1
*
-1 | 0.10368483243238074379121700603480692185 | 0.020455078315933793749109913640084217090
f(z) = 159/14*z^3 - 145/14*z + 1
*
[ 2 ] 
f(z) = 159/16*z^3 - 157/4*z + 1
*
[ -2 ] 
f(z) = 159/16*z^3 - 153/4*z + 1
*
-1 | 0.10803681345391111043995361272269106303 | 0.021313642780344889693306880575986172829
f(z) = 159/16*z^3 - 143/16*z + 1
*
-1 | 0.11663098646470159850910511903305511285 | 0.023009112386384426404067389166456329332
f(z) = 159/17*z^3 - 142/17*z + 1
*
[ 1/7 ] 
f(z) = 140/3*z^3 - 146/21*z + 1
*
[ 1/4 ] 
f(z) = 140/9*z^3 - 143/36*z + 1
*
-2/3 | 0.16526530943075677746590690711617135583 | 0.027328450199144270706554627268432696920
f(z) = 141/10*z^3 - 143/30*z + 1
*
[ 1/4 ] 
f(z) = 142/3*z^3 - 143/24*z + 1
*
[ -3/4 ] 
f(z) = 142/9*z^3 - 157/24*z + 1
*
[ 2/11 ] 
f(z) = 143/2*z^3 - 151/22*z + 1
*
[ 1/8 ] 
f(z) = 144/5*z^3 - 149/20*z + 1
*
[ -3/4 ] 
f(z) = 144/13*z^3 - 152/39*z + 1
*
[ 2/3 ] 
f(z) = 144/13*z^3 - 141/26*z + 1
*
[ 2/3 ] 
f(z) = 144/17*z^3 - 145/34*z + 1
*
[ 2/3 ] 
f(z) = 144/19*z^3 - 147/38*z + 1
*
[ 1/5 ] 
f(z) = 145/6*z^3 - 149/30*z + 1
*
[ 1/4 ] 
f(z) = 146/3*z^3 - 145/24*z + 1
*
-13/21 | 0.17383579171681039700958826051251679317 | 0.028548942448720812961976341790495216960
f(z) = 147/8*z^3 - 145/24*z + 1
*
-2/3 | 0.24009128901493586257254310364141539196 | 0.029880850394655664685091587168819607862
f(z) = 147/8*z^3 - 143/21*z + 1
*
[ 11/21 ] 
f(z) = 147/11*z^3 - 151/33*z + 1
*
8/21 | 0.14249849142521208069400987029604467045 | 0.023402437383868811661954897412559805645
f(z) = 147/13*z^3 - 142/39*z + 1
*
[ 1/4 ] 
f(z) = 148/9*z^3 - 145/36*z + 1
*
1/15 | 0.062480548370585584246964782161160103921 | 0.010227208428556408693617575205212383398
f(z) = 150/7*z^3 - 149/21*z + 1
*
-3/4 | 0.15845059529398104081764136287637328182 | 0.027715554929881978027158428364389964823
f(z) = 152/15*z^3 - 151/30*z + 1
*
[ 1/6 ] 
f(z) = 153/7*z^3 - 157/28*z + 1
*
[ 2/3 ] 
f(z) = 153/11*z^3 - 147/22*z + 1
*
[ 2/3 ] 
f(z) = 153/13*z^3 - 149/26*z + 1
*
[ 2/9 ] 
f(z) = 153/16*z^3 - 143/36*z + 1
*
[ 2/3 ] 
f(z) = 153/19*z^3 - 155/38*z + 1
*
[ 1/4 ] 
f(z) = 154/3*z^3 - 149/24*z + 1
*
[ 1/7 ] 
f(z) = 154/3*z^3 - 148/21*z + 1
*
[ 1/5 ] 
f(z) = 155/6*z^3 - 151/30*z + 1
*
[ 1/4 ] 
f(z) = 158/3*z^3 - 151/24*z + 1
*
[ 1/3 ] 
f(z) = 141/16*z^3 - 143/48*z + 1
*
[ 1/3 ] 
f(z) = 141/17*z^3 - 149/51*z + 1
*
[ 1/3 ] 
f(z) = 147/17*z^3 - 151/51*z + 1
*
[ 3/7 ] 
f(z) = 147/17*z^3 - 149/51*z + 1
*
[ 3/7 ] 
f(z) = 147/19*z^3 - 157/57*z + 1
*
[ 1/3 ] 
f(z) = 150/17*z^3 - 152/51*z + 1
*
[ 1/3 ] 
f(z) = 156/17*z^3 - 154/51*z + 1
*
[ 1/3 ] 
f(z) = 159/16*z^3 - 149/48*z + 1
*
[ 1/3 ] 
f(z) = 159/17*z^3 - 155/51*z + 1
*
-1 | 0.11367639140253994858972161747085732248 | 0.023003767104321587113498389080843961873
f(z) = 140*z^3 - 139*z + 1
*
[ -1 ] 
f(z) = 140*z^3 - 138*z + 1
*
-1 | 0.093419233235236989874805855720300228331 | 0.018904490702892545798979112480390692295
f(z) = 140/3*z^3 - 137/3*z + 1
*
[ -1 ] 
f(z) = 140/3*z^3 - 134/3*z + 1
*
-1 | 0.10045943594654533635246698334297626099 | 0.020329159286579941095834665271797788820
f(z) = 140/9*z^3 - 131/9*z + 1
*
[ -1 ] 
f(z) = 140/9*z^3 - 122/9*z + 1
*
-1 | 0.11410750681734756888171138921547115270 | 0.023091008425716100546759856813094549373
f(z) = 140/11*z^3 - 129/11*z + 1
*
-1 | 0.11419185262590386824037687048375531566 | 0.023108076801236432666025413450330355130
f(z) = 140/13*z^3 - 127/13*z + 1
*
-1 | 0.11435875670210222157524646841072123800 | 0.023141851822155535110431353698830330018
f(z) = 140/17*z^3 - 123/17*z + 1
*
-1 | 0.11444133605055553941670585706111200188 | 0.023158562733506687464477702585152557854
f(z) = 140/19*z^3 - 121/19*z + 1
*
-1 | 0.11380788484364525692216097124347419933 | 0.022997253325003898143973713928762333879
f(z) = 141*z^3 - 140*z + 1
*
[ -1 ] 
f(z) = 141*z^3 - 139*z + 1
*
[ -1/2 ] 
f(z) = 141*z^3 - 129/4*z + 1
*
-1 | 0.10101600881217238614017964265345740620 | 0.020412388365937283002338759998696591176
f(z) = 141/2*z^3 - 139/2*z + 1
*
[ -1 ] 
f(z) = 141/2*z^3 - 137/2*z + 1
*
-1 | 0.10538061513288445465196621119753458815 | 0.021294347971453431688694260515328748296
f(z) = 141/4*z^3 - 137/4*z + 1
*
[ -1 ] 
f(z) = 141/4*z^3 - 133/4*z + 1
*
-1 | 0.11398103221216211352545998774959091528 | 0.023032241356824456978875534614441488826
f(z) = 141/5*z^3 - 136/5*z + 1
*
[ -1 ] 
f(z) = 141/5*z^3 - 131/5*z + 1
*
-1 | 0.11406664543126618592575094689186418913 | 0.023049541290747403908124523565177097452
f(z) = 141/7*z^3 - 134/7*z + 1
*
[ -1 ] 
f(z) = 141/7*z^3 - 127/7*z + 1
*
-1 | 0.10555184449307842478376503425163104168 | 0.021328948429747415585346861267936022108
f(z) = 141/8*z^3 - 133/8*z + 1
*
[ -1 ] 
f(z) = 141/8*z^3 - 125/8*z + 1
*
-1 | 0.10135849091290399255384549677265169107 | 0.020481594007010613605076551069241336417
f(z) = 141/10*z^3 - 131/10*z + 1
*
[ -1 ] 
f(z) = 141/10*z^3 - 121/10*z + 1
*
-1 | 0.11423600939448389302448586053672441320 | 0.023083764806733095598375452300709326681
f(z) = 141/11*z^3 - 130/11*z + 1
*
-1 | 0.11431978256491274824662991946214066358 | 0.023100692920499886887679129465181825771
f(z) = 141/13*z^3 - 128/13*z + 1
*
-1 | 0.10152603994356544316308761299236845242 | 0.020515450778075060430041161433794564779
f(z) = 141/14*z^3 - 127/14*z + 1
*
[ 2 ] 
f(z) = 141/16*z^3 - 139/4*z + 1
*
[ -2 ] 
f(z) = 141/16*z^3 - 135/4*z + 1
*
-1 | 0.10588696407673077121006202816839835453 | 0.021396666320911203220230709431368737615
f(z) = 141/16*z^3 - 125/16*z + 1
*
-1 | 0.11448556509313529468496548761228632811 | 0.023134192732956917990866907530230047773
f(z) = 141/17*z^3 - 124/17*z + 1
*
-1 | 0.11456759511610087079163255828612427920 | 0.023150768607475515343291788462951006484
f(z) = 141/19*z^3 - 122/19*z + 1
*
[ -1 ] 
f(z) = 142*z^3 - 140*z + 1
*
-1 | 0.093681103235767179979532854693436554423 | 0.018903222841902615327713004453112057118
f(z) = 142/3*z^3 - 139/3*z + 1
*
[ -1 ] 
f(z) = 142/3*z^3 - 136/3*z + 1
*
-1 | 0.11411039273917217226208662349458274409 | 0.023025499359213786158470133460577193568
f(z) = 142/5*z^3 - 137/5*z + 1
*
[ -1 ] 
f(z) = 142/5*z^3 - 132/5*z + 1
*
-1 | 0.11419541626868933902255359830170040338 | 0.023042655633742526511627887652800429892
f(z) = 142/7*z^3 - 135/7*z + 1
*
[ -1 ] 
f(z) = 142/7*z^3 - 128/7*z + 1
*
-1 | 0.10071670899557091199997586643813204286 | 0.020322886134836233981936251839758956958
f(z) = 142/9*z^3 - 133/9*z + 1
*
[ -1 ] 
f(z) = 142/9*z^3 - 124/9*z + 1
*
-1 | 0.11436362608263428148876690237055602734 | 0.023076597458586261081803967987647972694
f(z) = 142/11*z^3 - 131/11*z + 1
*
-1 | 0.11444683434204875342053270030247909169 | 0.023093387443072674279379008306560189524
f(z) = 142/13*z^3 - 129/13*z + 1
*
-1 | 0.094184786982621663342713841439174579976 | 0.019004857491578683400289325301185778437
f(z) = 142/15*z^3 - 127/15*z + 1
*
-1 | 0.11461151030714395108113106917039197596 | 0.023126616198471355358666225849381558199
f(z) = 142/17*z^3 - 125/17*z + 1
*
-1 | 0.11469299827321141004758340992944893915 | 0.023143059057578489153260628436514258631
f(z) = 142/19*z^3 - 123/19*z + 1
*
[ -1/2 ] 
f(z) = 143*z^3 - 131/4*z + 1
*
[ 1/11 ] 
f(z) = 143*z^3 - 123/11*z + 1
*
[ -1 ] 
f(z) = 143/2*z^3 - 139/2*z + 1
*
-1 | 0.093810156479265798130675070477148676366 | 0.018902497149976847352772134134092619620
f(z) = 143/3*z^3 - 140/3*z + 1
*
[ -1 ] 
f(z) = 143/3*z^3 - 137/3*z + 1
*
-1 | 0.10563903083787768891601860855974310164 | 0.021285983887902875319135849011956285028
f(z) = 143/4*z^3 - 139/4*z + 1
*
[ -1 ] 
f(z) = 143/4*z^3 - 135/4*z + 1
*
-1 | 0.11423885581515959657812900059584536569 | 0.023018825759446923524490858355245394446
f(z) = 143/5*z^3 - 138/5*z + 1
*
[ -1 ] 
f(z) = 143/5*z^3 - 133/5*z + 1
*
-1 | 0.081100422528440497649164795080203194500 | 0.016341519545856348469052942730754909739
f(z) = 143/6*z^3 - 137/6*z + 1
*
[ -1 ] 
f(z) = 143/6*z^3 - 131/6*z + 1
*
-1 | 0.11432329772396705379010520500705398799 | 0.023035840579595148663739238569074921025
f(z) = 143/7*z^3 - 136/7*z + 1
*
[ -1 ] 
f(z) = 143/7*z^3 - 129/7*z + 1
*
-1 | 0.10580791745986630057783943332188219228 | 0.021320014093273170573311731158911307630
f(z) = 143/8*z^3 - 135/8*z + 1
*
[ -1 ] 
f(z) = 143/8*z^3 - 127/8*z + 1
*
-1 | 0.10084401714491310416534763664433062606 | 0.020319801375613856333303355000454179522
f(z) = 143/9*z^3 - 134/9*z + 1
*
[ -1 ] 
f(z) = 143/9*z^3 - 125/9*z + 1
*
-1 | 0.10161276546097377589610478188947527441 | 0.020474702117694998595497239895436342138
f(z) = 143/10*z^3 - 133/10*z + 1
*
[ -1 ] 
f(z) = 143/10*z^3 - 123/10*z + 1
*
-1 | 0.085629722497319632581153530401788840475 | 0.017254161449103263667604395113938116148
f(z) = 143/12*z^3 - 131/12*z + 1
*
-1 | 0.10177872202489601953220089023859969471 | 0.020508141924154051976532009336230300742
f(z) = 143/14*z^3 - 129/14*z + 1
*
-1 | 0.094311456522382885948925676070357400919 | 0.019003507776032016527223974606799125485
f(z) = 143/15*z^3 - 128/15*z + 1
*
[ -2 ] 
f(z) = 143/16*z^3 - 137/4*z + 1
*
-1 | 0.10613854698799725208108330519646602322 | 0.021386635064261262180740454541271746313
f(z) = 143/16*z^3 - 127/16*z + 1
*
-1 | 0.11473660402547675307405479906522849133 | 0.023119120700634935108595655378204962318
f(z) = 143/17*z^3 - 126/17*z + 1
*
-1 | 0.088377975875043008839509196765283332561 | 0.017807927198884442795210684444049037654
f(z) = 143/18*z^3 - 125/18*z + 1
*
-1 | 0.11481755705974540553243379758840949230 | 0.023135432521838254322176660554515614892
f(z) = 143/19*z^3 - 124/19*z + 1
*
[ 5/12 ] 
f(z) = 144*z^3 - 132/5*z + 1
*
[ 2/3 ] 
f(z) = 144*z^3 - 129/2*z + 1
*
[ -2/3 ] 
f(z) = 144*z^3 - 123/2*z + 1
*
-1 | 0.11436643380765622490162375835421557775 | 0.023012219355888759770990258722541069392
f(z) = 144/5*z^3 - 139/5*z + 1
*
[ -1 ] 
f(z) = 144/5*z^3 - 134/5*z + 1
*
[ 2/3 ] 
f(z) = 144/5*z^3 - 133/10*z + 1
*
1/4 | 0.17853724678969629625411103971952805866 | 0.029420686501547063758317287718231616124
f(z) = 144/5*z^3 - 122/15*z + 1
*
-1 | 0.11445030200012167225290179099984811282 | 0.023029094877645804962613944743676575241
f(z) = 144/7*z^3 - 137/7*z + 1
*
[ 2/3 ] 
f(z) = 144/7*z^3 - 135/14*z + 1
*
[ -1 ] 
f(z) = 144/7*z^3 - 130/7*z + 1
*
-1 | 0.11469835108679885791083698782364914951 | 0.023079006025555193823093056880378819694
f(z) = 144/13*z^3 - 131/13*z + 1
*
-1 | 0.11486085769376605822968625476029597777 | 0.023111704760330816996322902996025964808
f(z) = 144/17*z^3 - 127/17*z + 1
*
-1 | 0.11494128278160173025085419974212698283 | 0.023127887478470859296024302849929031180
f(z) = 144/19*z^3 - 125/19*z + 1
*
[ -1/2 ] 
f(z) = 145*z^3 - 133/4*z + 1
*
[ 2/5 ] 
f(z) = 145/2*z^3 - 131/10*z + 1
*
[ -1/2 ] 
f(z) = 145/2*z^3 - 121/8*z + 1
*
[ -1 ] 
f(z) = 145/3*z^3 - 139/3*z + 1
*
[ -1 ] 
f(z) = 145/4*z^3 - 137/4*z + 1
*
-1 | 0.081355819411114634313518149084526762014 | 0.016347231662738088096041265231007694719
f(z) = 145/6*z^3 - 139/6*z + 1
*
[ -1 ] 
f(z) = 145/6*z^3 - 133/6*z + 1
*
-1 | 0.11457644105069650183944135030507033414 | 0.023022417308378854086654407999687978737
f(z) = 145/7*z^3 - 138/7*z + 1
*
[ -1 ] 
f(z) = 145/7*z^3 - 131/7*z + 1
*
-1 | 0.10606049701928548011163470640307405052 | 0.021311266085072892598931578225839919399
f(z) = 145/8*z^3 - 137/8*z + 1
*
[ -1 ] 
f(z) = 145/8*z^3 - 129/8*z + 1
*
-1 | 0.10109603691569327538504961832870485277 | 0.020313732288704353108976675225817327078
f(z) = 145/9*z^3 - 136/9*z + 1
*
[ -1 ] 
f(z) = 145/9*z^3 - 127/9*z + 1
*
-1 | 0.11474128093476739392856167919169572067 | 0.023055539410665708109950317278516373527
f(z) = 145/11*z^3 - 134/11*z + 1
*
[ -1 ] 
f(z) = 145/11*z^3 - 123/11*z + 1
*
-1 | 0.085880086246793694181762348561618765170 | 0.017256315224334966989940085246801995671
f(z) = 145/12*z^3 - 133/12*z + 1
*
[ -1 ] 
f(z) = 145/12*z^3 - 121/12*z + 1
*
-1 | 0.11482283929001719980988017309131187343 | 0.023071927338867416100423435280540051532
f(z) = 145/13*z^3 - 132/13*z + 1
*
-1 | 0.10202734856353690356003998223680035478 | 0.020500865395686817187214121535130566143
f(z) = 145/14*z^3 - 131/14*z + 1
*
[ -2 ] 
f(z) = 145/16*z^3 - 139/4*z + 1
*
-1 | 0.10638675528836596202795642979898745872 | 0.021376822790728959510147398545538652276
f(z) = 145/16*z^3 - 129/16*z + 1
*
-1 | 0.11498428252823232722760935282613615314 | 0.023104366936115510984243009994477228383
f(z) = 145/17*z^3 - 128/17*z + 1
*
-1 | 0.088625780251865074247365788482076113428 | 0.017808021252260008159029862448587812939
f(z) = 145/18*z^3 - 127/18*z + 1
*
-1 | 0.11506418651890188501129784223431973012 | 0.023120422444568469576904153787927878498
f(z) = 145/19*z^3 - 126/19*z + 1
*
[ -1 ] 
f(z) = 146/3*z^3 - 140/3*z + 1
*
[ -1 ] 
f(z) = 146/5*z^3 - 136/5*z + 1
*
-1 | 0.11470172658651125892407440519237462869 | 0.023015806682428822543540657668137204502
f(z) = 146/7*z^3 - 139/7*z + 1
*
[ -1 ] 
f(z) = 146/7*z^3 - 132/7*z + 1
*
-1 | 0.10122077189441157925938828969734557913 | 0.020310746729787831955235122618430738605
f(z) = 146/9*z^3 - 137/9*z + 1
*
[ -1 ] 
f(z) = 146/9*z^3 - 128/9*z + 1
*
-1 | 0.11486547297641610422600651559297734486 | 0.023048663687873749591629024181861886776
f(z) = 146/11*z^3 - 135/11*z + 1
*
[ -1 ] 
f(z) = 146/11*z^3 - 124/11*z + 1
*
-1 | 0.11494649581547795890755325159424131065 | 0.023064921559975637273570994317764786444
f(z) = 146/13*z^3 - 133/13*z + 1
*
-1 | 0.094683326436788896969646127220929319812 | 0.018998956704237680569205031131891180322
f(z) = 146/15*z^3 - 131/15*z + 1
*
-1 | 0.11510688952177891976676568887634201911 | 0.023097105822995574290579955227975558772
f(z) = 146/17*z^3 - 129/17*z + 1
*
-1 | 0.11518627913196724277717683593629272581 | 0.023113035974834306086701145658892069795
f(z) = 146/19*z^3 - 127/19*z + 1
*
[ -1/2 ] 
f(z) = 147*z^3 - 135/4*z + 1
*
[ 3/14 ] 
f(z) = 147*z^3 - 125/12*z + 1
*
[ -1/2 ] 
f(z) = 147/2*z^3 - 123/8*z + 1
*
[ 1/21 ] 
f(z) = 147/2*z^3 - 121/6*z + 1
*
[ -1 ] 
f(z) = 147/4*z^3 - 139/4*z + 1
*
-4/7 | 0.15685326900756080721322162730984616723 | 0.025759913453758228889116565115646705007
f(z) = 147/4*z^3 - 127/12*z + 1
*
3/7 | 0.12328099999276580672750576095258778942 | 0.020246360884919377687001097861431905456
f(z) = 147/4*z^3 - 125/12*z + 1
*
2/21 | 0.13019288200428688353612485925302280848 | 0.021381494908876434945261912318771911005
f(z) = 147/5*z^3 - 139/15*z + 1
*
[ -1 ] 
f(z) = 147/5*z^3 - 137/5*z + 1
*
11/21 | 0.18062326220658083819324517213625414424 | 0.029663644446917589441205730897051929970
f(z) = 147/5*z^3 - 136/15*z + 1
*
5/21 | 0.18095690351784146646354549396713241000 | 0.029718438149063879490358070424108326348
f(z) = 147/5*z^3 - 121/15*z + 1
*
-1 | 0.10630967722348422026382349141624896611 | 0.021302697787188390280120524613000916614
f(z) = 147/8*z^3 - 139/8*z + 1
*
[ -1 ] 
f(z) = 147/8*z^3 - 131/8*z + 1
*
-1 | 0.10211232333681690402340111699580796246 | 0.020461617617547894793871623839231926935
f(z) = 147/10*z^3 - 137/10*z + 1
*
[ -1 ] 
f(z) = 147/10*z^3 - 127/10*z + 1
*
2/21 | 0.17193941171747990656622180804321316974 | 0.028237501157332510597025472270273744878
f(z) = 147/10*z^3 - 122/15*z + 1
*
-1 | 0.11498883739431727047701572856133779640 | 0.023041857673613254867067238813184589425
f(z) = 147/11*z^3 - 136/11*z + 1
*
[ -1 ] 
f(z) = 147/11*z^3 - 125/11*z + 1
*
-1 | 0.11506933170720382563598005390607435778 | 0.023057987400142335838281695659635293445
f(z) = 147/13*z^3 - 134/13*z + 1
*
[ -1 ] 
f(z) = 147/13*z^3 - 121/13*z + 1
*
-1 | 0.10663167837426084904975729696185840417 | 0.021367221482314482870568626959809353246
f(z) = 147/16*z^3 - 131/16*z + 1
*
2/21 | 0.18639277601561281039582393859366630436 | 0.029916271733391583105606255506032142203
f(z) = 147/16*z^3 - 127/12*z + 1
*
-1 | 0.11522868944988568420445410852109396224 | 0.023089920051252391621699934307951853082
f(z) = 147/17*z^3 - 130/17*z + 1
*
-1 | 0.11530757126709962550770129382363927213 | 0.023105726660367385911079569209959823921
f(z) = 147/19*z^3 - 128/19*z + 1
*
[ -1 ] 
f(z) = 148/5*z^3 - 138/5*z + 1
*
[ -1 ] 
f(z) = 148/7*z^3 - 134/7*z + 1
*
-1 | 0.10146774868050921742868449754418723192 | 0.020304870620210685601068203331314181674
f(z) = 148/9*z^3 - 139/9*z + 1
*
[ -1 ] 
f(z) = 148/9*z^3 - 130/9*z + 1
*
-1 | 0.11511138514990005945106243422008772566 | 0.023035120151738764682337921275170026220
f(z) = 148/11*z^3 - 137/11*z + 1
*
[ -1 ] 
f(z) = 148/11*z^3 - 126/11*z + 1
*
-1 | 0.11519135779058420610456576654286018371 | 0.023051123602523517482791047409482024410
f(z) = 148/13*z^3 - 135/13*z + 1
*
[ -1 ] 
f(z) = 148/13*z^3 - 122/13*z + 1
*
-1 | 0.094927152257955101502530097306226479762 | 0.018996021593145550025404432620774683100
f(z) = 148/15*z^3 - 133/15*z + 1
*
-1 | 0.11534969287630926475454446297519474318 | 0.023082808285312826702633065986760346238
f(z) = 148/17*z^3 - 131/17*z + 1
*
-1 | 0.11542807336217293391027369311288203432 | 0.023098493127494771798395070848684671005
f(z) = 148/19*z^3 - 129/19*z + 1
*
[ -1/2 ] 
f(z) = 149*z^3 - 137/4*z + 1
*
[ -1/2 ] 
f(z) = 149/2*z^3 - 125/8*z + 1
*
[ -1 ] 
f(z) = 149/5*z^3 - 139/5*z + 1
*
[ -1 ] 
f(z) = 149/6*z^3 - 137/6*z + 1
*
[ -1 ] 
f(z) = 149/7*z^3 - 135/7*z + 1
*
[ -1 ] 
f(z) = 149/8*z^3 - 133/8*z + 1
*
-1 | 0.10159001247016982320048170661528877479 | 0.020301978930002753425004012954481452199
f(z) = 149/9*z^3 - 140/9*z + 1
*
[ -1 ] 
f(z) = 149/9*z^3 - 131/9*z + 1
*
-1 | 0.10235778866014211206679749675720325817 | 0.020455413068386703002104918278373977009
f(z) = 149/10*z^3 - 139/10*z + 1
*
[ -1 ] 
f(z) = 149/10*z^3 - 129/10*z + 1
*
-1 | 0.11523312698818680178977687999398886379 | 0.023028449935858043403811742993347956885
f(z) = 149/11*z^3 - 138/11*z + 1
*
[ -1 ] 
f(z) = 149/11*z^3 - 127/11*z + 1
*
-1 | 0.086371912026355381102740348242565042250 | 0.017260759157973426450739183719010890241
f(z) = 149/12*z^3 - 137/12*z + 1
*
[ -1 ] 
f(z) = 149/12*z^3 - 125/12*z + 1
*
-1 | 0.11531258467811083166439018706281650366 | 0.023044328941160242969260612304052430378
f(z) = 149/13*z^3 - 136/13*z + 1
*
[ -1 ] 
f(z) = 149/13*z^3 - 123/13*z + 1
*
-1 | 0.10251605420014428520460660502258119149 | 0.020487041213519701190597766214108340018
f(z) = 149/14*z^3 - 135/14*z + 1
*
[ -1 ] 
f(z) = 149/14*z^3 - 121/14*z + 1
*
-1 | 0.095046837401015962881670526069324588351 | 0.018994375956449747816828005367270003675
f(z) = 149/15*z^3 - 134/15*z + 1
*
-1 | 0.10687340213388657193726202089936328920 | 0.021357823525585097670886070488551478992
f(z) = 149/16*z^3 - 133/16*z + 1
*
-1 | 0.11546991015859768815648580428503006968 | 0.023075769222663649507223622349864556145
f(z) = 149/17*z^3 - 132/17*z + 1
*
-1 | 0.089110395339462698818635050633574519912 | 0.017808023885785069360932731731773459993
f(z) = 149/18*z^3 - 131/18*z + 1
*
-1 | 0.11554779565204319897676504448728615205 | 0.023091334036649157476142324586818936346
f(z) = 149/19*z^3 - 130/19*z + 1
*
1/30 | 0.14079042835092789497823259239983857974 | 0.020697185807270617397580992145887147785
f(z) = 150*z^3 - 121/6*z + 1
*
[ -1 ] 
f(z) = 150/7*z^3 - 136/7*z + 1
*
-1 | 0.11535407344345414463663766914563641389 | 0.023021845868401005917607723355849019802
f(z) = 150/11*z^3 - 139/11*z + 1
*
[ -1 ] 
f(z) = 150/11*z^3 - 128/11*z + 1
*
-1 | 0.11543302277492643012933149267301541798 | 0.023037602220008816400821137909578671642
f(z) = 150/13*z^3 - 137/13*z + 1
*
[ -1 ] 
f(z) = 150/13*z^3 - 124/13*z + 1
*
-1 | 0.11558935145342644859253492490375099134 | 0.023068801592807753010908949325719756914
f(z) = 150/17*z^3 - 133/17*z + 1
*
-1 | 0.11566674817378409081546035061315696677 | 0.023084248081289729406294055260861383275
f(z) = 150/19*z^3 - 131/19*z + 1
*
[ -1/2 ] 
f(z) = 151*z^3 - 139/4*z + 1
*
[ -1/2 ] 
f(z) = 151/2*z^3 - 127/8*z + 1
*
[ -1 ] 
f(z) = 151/6*z^3 - 139/6*z + 1
*
[ -1 ] 
f(z) = 151/7*z^3 - 137/7*z + 1
*
[ -1 ] 
f(z) = 151/8*z^3 - 135/8*z + 1
*
[ -1 ] 
f(z) = 151/9*z^3 - 133/9*z + 1
*
[ -1 ] 
f(z) = 151/10*z^3 - 131/10*z + 1
*
-1 | 0.11547423484471023171724609634223207194 | 0.023015306819723997203639944240484067157
f(z) = 151/11*z^3 - 140/11*z + 1
*
[ -1 ] 
f(z) = 151/11*z^3 - 129/11*z + 1
*
-1 | 0.086612513078652498478328612774457648261 | 0.017262842794440574611982671820744381087
f(z) = 151/12*z^3 - 139/12*z + 1
*
[ -1 ] 
f(z) = 151/12*z^3 - 127/12*z + 1
*
-1 | 0.11555268228419372563030697591651583921 | 0.023030942272007897320269396018954310514
f(z) = 151/13*z^3 - 138/13*z + 1
*
[ -1 ] 
f(z) = 151/13*z^3 - 125/13*z + 1
*
-1 | 0.10275565167558093956946078370672273854 | 0.020480350910786034010237950811360053471
f(z) = 151/14*z^3 - 137/14*z + 1
*
[ -1 ] 
f(z) = 151/14*z^3 - 123/14*z + 1
*
-1 | 0.095286971636070405883877231132691685686 | 0.018991759426470538822184430700108313709
f(z) = 151/15*z^3 - 136/15*z + 1
*
[ -1 ] 
f(z) = 151/15*z^3 - 121/15*z + 1
*
-1 | 0.10711200912853978572508548953730513717 | 0.021348621685916718025963627655577884400
f(z) = 151/16*z^3 - 135/16*z + 1
*
-1 | 0.11570802672176298418679657535916464030 | 0.023061904156260276294760976031418606354
f(z) = 151/17*z^3 - 134/17*z + 1
*
-1 | 0.089347372484624395533071691582499953031 | 0.017807930869039188951941518444644084834
f(z) = 151/18*z^3 - 133/18*z + 1
*
-1 | 0.11578494077175460406634255024108745968 | 0.023077233986864352496746690443814181032
f(z) = 151/19*z^3 - 132/19*z + 1
*
[ -1 ] 
f(z) = 152/7*z^3 - 138/7*z + 1
*
[ -1 ] 
f(z) = 152/9*z^3 - 134/9*z + 1
*
[ -1 ] 
f(z) = 152/11*z^3 - 130/11*z + 1
*
-1 | 0.11567157321229170649634295260509753776 | 0.023024347958180889314667749928720387874
f(z) = 152/13*z^3 - 139/13*z + 1
*
[ -1 ] 
f(z) = 152/13*z^3 - 126/13*z + 1
*
-1 | 0.095405373462576739477708457536412500274 | 0.018990374684807518825653057021572788824
f(z) = 152/15*z^3 - 137/15*z + 1
*
[ -1 ] 
f(z) = 152/15*z^3 - 122/15*z + 1
*
-1 | 0.11582594573386612964613204174561299817 | 0.023055075703582847835845105599721871748
f(z) = 152/17*z^3 - 135/17*z + 1
*
[ 2/3 ] 
f(z) = 153*z^3 - 137/2*z + 1
*
[ -2/3 ] 
f(z) = 153*z^3 - 131/2*z + 1
*
[ 2/9 ] 
f(z) = 153/2*z^3 - 131/18*z + 1
*
[ -1/2 ] 
f(z) = 153/2*z^3 - 129/8*z + 1
*
[ -1 ] 
f(z) = 153/7*z^3 - 139/7*z + 1
*
[ -1 ] 
f(z) = 153/8*z^3 - 137/8*z + 1
*
[ 4/3 ] 
f(z) = 153/8*z^3 - 135/4*z + 1
*
[ 2/17 ] 
f(z) = 153/8*z^3 - 132/17*z + 1
*
[ -4/3 ] 
f(z) = 153/8*z^3 - 129/4*z + 1
*
[ -1 ] 
f(z) = 153/10*z^3 - 133/10*z + 1
*
[ -1 ] 
f(z) = 153/11*z^3 - 131/11*z + 1
*
-1 | 0.11578970537384578974821034183326645266 | 0.023017818166772041876423755211422141710
f(z) = 153/13*z^3 - 140/13*z + 1
*
[ -1 ] 
f(z) = 153/13*z^3 - 127/13*z + 1
*
-1 | 0.10299218713932936803447266139711071680 | 0.020473801436122468012004796183989397836
f(z) = 153/14*z^3 - 139/14*z + 1
*
[ -1 ] 
f(z) = 153/14*z^3 - 125/14*z + 1
*
-1 | 0.10734757876234975429092302053699994324 | 0.021339609083702940485818378022317928078
f(z) = 153/16*z^3 - 137/16*z + 1
*
[ -1 ] 
f(z) = 153/16*z^3 - 121/16*z + 1
*
-1 | 0.11601908463952951347078140276039440185 | 0.023063416436598266284856919642263071344
f(z) = 153/19*z^3 - 134/19*z + 1
*
[ 1/11 ] 
f(z) = 154*z^3 - 124/11*z + 1
*
[ -1 ] 
f(z) = 154/9*z^3 - 136/9*z + 1
*
[ -1 ] 
f(z) = 154/13*z^3 - 128/13*z + 1
*
-1 | 0.095639928645059564218820626994059678308 | 0.018987657060586673276255415660048629186
f(z) = 154/15*z^3 - 139/15*z + 1
*
[ -1 ] 
f(z) = 154/15*z^3 - 124/15*z + 1
*
-1 | 0.11605955314575617451627715818544256722 | 0.023041621056775925600845941612665816024
f(z) = 154/17*z^3 - 137/17*z + 1
*
-1 | 0.11613505467786456721166598197598479745 | 0.023056610582798507893621013110845198977
f(z) = 154/19*z^3 - 135/19*z + 1
*
[ 2/5 ] 
f(z) = 155/2*z^3 - 139/10*z + 1
*
[ -1/2 ] 
f(z) = 155/2*z^3 - 131/8*z + 1
*
[ -1 ] 
f(z) = 155/8*z^3 - 139/8*z + 1
*
[ -1 ] 
f(z) = 155/9*z^3 - 137/9*z + 1
*
[ -1 ] 
f(z) = 155/11*z^3 - 133/11*z + 1
*
[ -1 ] 
f(z) = 155/12*z^3 - 131/12*z + 1
*
[ -1 ] 
f(z) = 155/13*z^3 - 129/13*z + 1
*
[ -1 ] 
f(z) = 155/14*z^3 - 127/14*z + 1
*
-1 | 0.10758018744132369955219421488117131207 | 0.021330779172357092430503507789037788785
f(z) = 155/16*z^3 - 139/16*z + 1
*
[ -1 ] 
f(z) = 155/16*z^3 - 123/16*z + 1
*
-1 | 0.11617526017532636236300400230845964946 | 0.023034992585810710642177334761699668315
f(z) = 155/17*z^3 - 138/17*z + 1
*
[ -1 ] 
f(z) = 155/17*z^3 - 121/17*z + 1
*
-1 | 0.089813667047021148836765186348613698044 | 0.017808069905850693066511528428582143533
f(z) = 155/18*z^3 - 137/18*z + 1
*
-1 | 0.11625030233854996943600252269360159716 | 0.023049871792200007889910871178999986606
f(z) = 155/19*z^3 - 136/19*z + 1
*
[ -1 ] 
f(z) = 156/11*z^3 - 134/11*z + 1
*
-1 | 0.11629024821717032703040497482600329057 | 0.023028428543353489918856785721733299555
f(z) = 156/17*z^3 - 139/17*z + 1
*
[ -1 ] 
f(z) = 156/17*z^3 - 122/17*z + 1
*
-1 | 0.11636483657294658857196200811845661464 | 0.023043198935948681352681838551312173989
f(z) = 156/19*z^3 - 137/19*z + 1
*
[ -1/3 ] 
f(z) = 157*z^3 - 121/9*z + 1
*
[ -1/2 ] 
f(z) = 157/2*z^3 - 133/8*z + 1
*
[ -1/2 ] 
f(z) = 157/3*z^3 - 121/12*z + 1
*
[ -1 ] 
f(z) = 157/9*z^3 - 139/9*z + 1
*
[ -1 ] 
f(z) = 157/10*z^3 - 137/10*z + 1
*
[ -1 ] 
f(z) = 157/11*z^3 - 135/11*z + 1
*
[ -1 ] 
f(z) = 157/12*z^3 - 133/12*z + 1
*
[ -1 ] 
f(z) = 157/13*z^3 - 131/13*z + 1
*
[ -1 ] 
f(z) = 157/14*z^3 - 129/14*z + 1
*
[ -1 ] 
f(z) = 157/15*z^3 - 127/15*z + 1
*
[ -1 ] 
f(z) = 157/16*z^3 - 125/16*z + 1
*
-1 | 0.11640452615764504979831343561325759455 | 0.023021927856932249524664800624538280989
f(z) = 157/17*z^3 - 140/17*z + 1
*
[ -1 ] 
f(z) = 157/17*z^3 - 123/17*z + 1
*
-1 | 0.090042480556310002817572993326880753038 | 0.017808169148158586015438372964933969595
f(z) = 157/18*z^3 - 139/18*z + 1
*
[ -1 ] 
f(z) = 157/18*z^3 - 121/18*z + 1
*
-1 | 0.11647866616692275730820709352525094251 | 0.023036590911722680198705912594957600122
f(z) = 157/19*z^3 - 138/19*z + 1
*
[ -1/3 ] 
f(z) = 158*z^3 - 122/9*z + 1
*
[ -1 ] 
f(z) = 158/9*z^3 - 140/9*z + 1
*
[ -1 ] 
f(z) = 158/11*z^3 - 136/11*z + 1
*
[ -1 ] 
f(z) = 158/13*z^3 - 132/13*z + 1
*
[ -1 ] 
f(z) = 158/15*z^3 - 128/15*z + 1
*
[ -1 ] 
f(z) = 158/17*z^3 - 124/17*z + 1
*
-1 | 0.11659179974491194228699667028525436092 | 0.023030046642936943667345465765370599466
f(z) = 158/19*z^3 - 139/19*z + 1
*
[ -1/2 ] 
f(z) = 159/2*z^3 - 135/8*z + 1
*
[ -1 ] 
f(z) = 159/10*z^3 - 139/10*z + 1
*
[ -1 ] 
f(z) = 159/11*z^3 - 137/11*z + 1
*
[ -1 ] 
f(z) = 159/13*z^3 - 133/13*z + 1
*
[ -1 ] 
f(z) = 159/14*z^3 - 131/14*z + 1
*
[ -1 ] 
f(z) = 159/16*z^3 - 127/16*z + 1
*
[ -1 ] 
f(z) = 159/17*z^3 - 125/17*z + 1
*
-1 | 0.11670424577384671884039247744516819244 | 0.023023565077976631285308869793590366629
f(z) = 159/19*z^3 - 140/19*z + 1
*
[ -1 ] 
f(z) = 159/19*z^3 - 121/19*z + 1
*
[ 3/14 ] 
f(z) = 140/3*z^3 - 122/21*z + 1
*
[ 1/3 ] 
f(z) = 141/13*z^3 - 125/39*z + 1
*
[ 2/11 ] 
f(z) = 143/4*z^3 - 125/22*z + 1
*
[ 3/11 ] 
f(z) = 143/9*z^3 - 127/33*z + 1
*
1/3 | 0.19006807992175290774281737409150552864 | 0.029903219087535644346388508355963807729
f(z) = 144/7*z^3 - 127/28*z + 1
*
[ 2/3 ] 
f(z) = 144/11*z^3 - 139/22*z + 1
*
[ 4/5 ] 
f(z) = 145/16*z^3 - 121/20*z + 1
*
[ -4/7 ] 
f(z) = 147/5*z^3 - 137/20*z + 1
*
3/7 | 0.17440985549315492929560085132167114995 | 0.028643220580691782297378673706526675616
f(z) = 147/8*z^3 - 137/24*z + 1
*
[ 10/21 ] 
f(z) = 147/10*z^3 - 133/30*z + 1
*
3/7 | 0.17172338478817731401909184024455524932 | 0.028202023190964798557455600570331040858
f(z) = 147/10*z^3 - 131/30*z + 1
*
[ 3/7 ] 
f(z) = 147/11*z^3 - 125/33*z + 1
*
[ 1/4 ] 
f(z) = 148/7*z^3 - 121/28*z + 1
*
[ 7/15 ] 
f(z) = 150/7*z^3 - 122/21*z + 1
*
[ 1/3 ] 
f(z) = 150/13*z^3 - 128/39*z + 1
*
1/4 | 0.11539453596165142224988890880839609663 | 0.020184358374416786462321368280012971834
f(z) = 152/15*z^3 - 139/30*z + 1
*
[ 1/4 ] 
f(z) = 152/17*z^3 - 121/34*z + 1
*
[ -3/7 ] 
f(z) = 154/3*z^3 - 128/21*z + 1
*
[ 3/11 ] 
f(z) = 154/9*z^3 - 130/33*z + 1
*
[ 4/5 ] 
f(z) = 155/16*z^3 - 129/20*z + 1
*
[ 1/4 ] 
f(z) = 156/7*z^3 - 123/28*z + 1
*
1/3 | 0.16723970981940306739160352063436922661 | 0.027116216076029431905734915961024743113
f(z) = 159/8*z^3 - 125/24*z + 1
*
[ 2/9 ] 
f(z) = 159/8*z^3 - 121/27*z + 1
*
[ -2/3 ] 
f(z) = 159/10*z^3 - 137/30*z + 1
*
[ 1/3 ] 
f(z) = 159/13*z^3 - 131/39*z + 1
*
[ 1/3 ] 
f(z) = 141/14*z^3 - 131/42*z + 1
*
[ 4/11 ] 
f(z) = 143/16*z^3 - 129/44*z + 1
*
[ 1/3 ] 
f(z) = 159/14*z^3 - 137/42*z + 1
*
[ -1/3 ] 
f(z) = 140*z^3 - 104/9*z + 1
*
3/10 | 0.072820878553825871176960751947182364724 | 0.011115857969911979562847356167054594766
f(z) = 140/3*z^3 - 103/15*z + 1
*
[ 3/4 ] 
f(z) = 140/9*z^3 - 109/12*z + 1
*
[ 3/2 ] 
f(z) = 140/9*z^3 - 104/3*z + 1
*
[ -1 ] 
f(z) = 140/11*z^3 - 118/11*z + 1
*
[ -1 ] 
f(z) = 140/13*z^3 - 114/13*z + 1
*
[ -1 ] 
f(z) = 140/17*z^3 - 106/17*z + 1
*
[ -1 ] 
f(z) = 140/19*z^3 - 102/19*z + 1
*
[ 1/6 ] 
f(z) = 141*z^3 - 107/12*z + 1
*
[ -1/2 ] 
f(z) = 141/2*z^3 - 117/8*z + 1
*
[ -1 ] 
f(z) = 141/11*z^3 - 119/11*z + 1
*
[ -1 ] 
f(z) = 141/13*z^3 - 115/13*z + 1
*
[ -1 ] 
f(z) = 141/14*z^3 - 113/14*z + 1
*
[ -1 ] 
f(z) = 141/16*z^3 - 109/16*z + 1
*
[ -1 ] 
f(z) = 141/17*z^3 - 107/17*z + 1
*
[ -1 ] 
f(z) = 141/19*z^3 - 103/19*z + 1
*
[ -1/3 ] 
f(z) = 142*z^3 - 106/9*z + 1
*
[ -1 ] 
f(z) = 142/11*z^3 - 120/11*z + 1
*
[ -1 ] 
f(z) = 142/13*z^3 - 116/13*z + 1
*
[ -1 ] 
f(z) = 142/15*z^3 - 112/15*z + 1
*
[ -1 ] 
f(z) = 142/17*z^3 - 108/17*z + 1
*
[ -1 ] 
f(z) = 142/19*z^3 - 104/19*z + 1
*
[ -1/3 ] 
f(z) = 143*z^3 - 107/9*z + 1
*
[ -1/2 ] 
f(z) = 143/2*z^3 - 119/8*z + 1
*
[ -1/2 ] 
f(z) = 143/3*z^3 - 107/12*z + 1
*
[ -1 ] 
f(z) = 143/12*z^3 - 119/12*z + 1
*
[ -1 ] 
f(z) = 143/14*z^3 - 115/14*z + 1
*
[ -1 ] 
f(z) = 143/15*z^3 - 113/15*z + 1
*
[ -1 ] 
f(z) = 143/16*z^3 - 111/16*z + 1
*
[ -1 ] 
f(z) = 143/17*z^3 - 109/17*z + 1
*
[ -1 ] 
f(z) = 143/18*z^3 - 107/18*z + 1
*
[ -1 ] 
f(z) = 143/19*z^3 - 105/19*z + 1
*
1/4 | 0.20151273086156588036590270050050562595 | 0.028116599119800348076946876492233970211
f(z) = 144*z^3 - 109/9*z + 1
*
[ -5/12 ] 
f(z) = 144*z^3 - 108/5*z + 1
*
1/8 | 0.16697058582751189459059853666019500512 | 0.022397968932656817240495008491285564590
f(z) = 144*z^3 - 107/12*z + 1
*
[ -2/3 ] 
f(z) = 144/5*z^3 - 103/10*z + 1
*
[ 5/6 ] 
f(z) = 144/5*z^3 - 101/5*z + 1
*
[ -1 ] 
f(z) = 144/13*z^3 - 118/13*z + 1
*
[ -1 ] 
f(z) = 144/17*z^3 - 110/17*z + 1
*
[ -1 ] 
f(z) = 144/19*z^3 - 106/19*z + 1
*
[ -1/3 ] 
f(z) = 145*z^3 - 109/9*z + 1
*
[ -1/2 ] 
f(z) = 145/3*z^3 - 109/12*z + 1
*
2/5 | 0.12229730792560599260787601363089926031 | 0.018568800561925911070382528738425370840
f(z) = 145/6*z^3 - 118/15*z + 1
*
[ -1 ] 
f(z) = 145/13*z^3 - 119/13*z + 1
*
[ -1 ] 
f(z) = 145/14*z^3 - 117/14*z + 1
*
[ -1 ] 
f(z) = 145/16*z^3 - 113/16*z + 1
*
[ -1 ] 
f(z) = 145/17*z^3 - 111/17*z + 1
*
[ -1 ] 
f(z) = 145/18*z^3 - 109/18*z + 1
*
[ -1 ] 
f(z) = 145/19*z^3 - 107/19*z + 1
*
[ -1/3 ] 
f(z) = 146*z^3 - 110/9*z + 1
*
[ -1 ] 
f(z) = 146/13*z^3 - 120/13*z + 1
*
[ -1 ] 
f(z) = 146/15*z^3 - 116/15*z + 1
*
[ -1 ] 
f(z) = 146/17*z^3 - 112/17*z + 1
*
[ -1 ] 
f(z) = 146/19*z^3 - 108/19*z + 1
*
[ 4/21 ] 
f(z) = 147*z^3 - 115/12*z + 1
*
-8/21 | 0.16739860538352458246996844897140040812 | 0.024682079776149140504654097701064628078
f(z) = 147*z^3 - 113/6*z + 1
*
-11/21 | 0.13203769124387499584608899184444731408 | 0.021684466766913978238816294143670314610
f(z) = 147/2*z^3 - 115/6*z + 1
*
[ 1/14 ] 
f(z) = 147/2*z^3 - 107/8*z + 1
*
4/21 | 0.11905966308291372061526444907151352709 | 0.019553093386288518556011338096927082340
f(z) = 147/4*z^3 - 115/12*z + 1
*
[ 2/3 ] 
f(z) = 147/4*z^3 - 101/6*z + 1
*
2/21 | 0.12325780443747927291786096906239485976 | 0.020242551493502331906343370021098667361
f(z) = 147/5*z^3 - 109/15*z + 1
*
3/7 | 0.18177929389896078669365329422243828196 | 0.029853498802736425945059983030833501002
f(z) = 147/5*z^3 - 106/15*z + 1
*
[ 3/7 ] 
f(z) = 147/5*z^3 - 101/15*z + 1
*
10/21 | 0.16258220555146245965019175043368880652 | 0.026700773089561328973632684449209747598
f(z) = 147/10*z^3 - 104/15*z + 1
*
[ 2/21 ] 
f(z) = 147/16*z^3 - 115/12*z + 1
*
2/21 | 0.11059848496322047731981714947755173892 | 0.018163519439508841103667066517769840236
f(z) = 147/16*z^3 - 103/12*z + 1
*
[ -1 ] 
f(z) = 147/17*z^3 - 113/17*z + 1
*
[ 1/7 ] 
f(z) = 147/17*z^3 - 105/17*z + 1
*
[ 1/7 ] 
f(z) = 147/19*z^3 - 117/19*z + 1
*
[ -1 ] 
f(z) = 147/19*z^3 - 109/19*z + 1
*
[ -1/3 ] 
f(z) = 148*z^3 - 112/9*z + 1
*
[ 3/4 ] 
f(z) = 148/9*z^3 - 115/12*z + 1
*
[ 3/2 ] 
f(z) = 148/9*z^3 - 110/3*z + 1
*
[ -3/2 ] 
f(z) = 148/9*z^3 - 106/3*z + 1
*
[ -1 ] 
f(z) = 148/15*z^3 - 118/15*z + 1
*
[ -1 ] 
f(z) = 148/17*z^3 - 114/17*z + 1
*
[ -1 ] 
f(z) = 148/19*z^3 - 110/19*z + 1
*
[ -1/3 ] 
f(z) = 149*z^3 - 113/9*z + 1
*
[ -1/2 ] 
f(z) = 149/3*z^3 - 113/12*z + 1
*
[ -1/2 ] 
f(z) = 149/4*z^3 - 101/16*z + 1
*
[ -1 ] 
f(z) = 149/15*z^3 - 119/15*z + 1
*
[ -1 ] 
f(z) = 149/16*z^3 - 117/16*z + 1
*
[ -1 ] 
f(z) = 149/17*z^3 - 115/17*z + 1
*
[ -1 ] 
f(z) = 149/18*z^3 - 113/18*z + 1
*
[ -1 ] 
f(z) = 149/19*z^3 - 111/19*z + 1
*
[ -7/10 ] 
f(z) = 150/7*z^3 - 113/14*z + 1
*
[ -1 ] 
f(z) = 150/17*z^3 - 116/17*z + 1
*
[ -1 ] 
f(z) = 150/19*z^3 - 112/19*z + 1
*
[ -1/3 ] 
f(z) = 151*z^3 - 115/9*z + 1
*
[ -1/2 ] 
f(z) = 151/3*z^3 - 115/12*z + 1
*
[ -1/2 ] 
f(z) = 151/4*z^3 - 103/16*z + 1
*
[ -1 ] 
f(z) = 151/16*z^3 - 119/16*z + 1
*
[ -1 ] 
f(z) = 151/17*z^3 - 117/17*z + 1
*
[ -1 ] 
f(z) = 151/18*z^3 - 115/18*z + 1
*
[ -1 ] 
f(z) = 151/19*z^3 - 113/19*z + 1
*
[ -1/3 ] 
f(z) = 152*z^3 - 116/9*z + 1
*
[ 3/2 ] 
f(z) = 152/9*z^3 - 113/3*z + 1
*
[ -3/2 ] 
f(z) = 152/9*z^3 - 109/3*z + 1
*
[ -1 ] 
f(z) = 152/17*z^3 - 118/17*z + 1
*
[ -1/2 ] 
f(z) = 153/4*z^3 - 105/16*z + 1
*
[ -2/3 ] 
f(z) = 153/5*z^3 - 111/10*z + 1
*
[ -2/3 ] 
f(z) = 153/7*z^3 - 101/14*z + 1
*
[ -1 ] 
f(z) = 153/19*z^3 - 115/19*z + 1
*
[ -1/3 ] 
f(z) = 154*z^3 - 118/9*z + 1
*
[ 1/4 ] 
f(z) = 154*z^3 - 101/8*z + 1
*
[ -1 ] 
f(z) = 154/17*z^3 - 120/17*z + 1
*
[ -1 ] 
f(z) = 154/19*z^3 - 116/19*z + 1
*
[ -1/3 ] 
f(z) = 155*z^3 - 119/9*z + 1
*
[ -1/2 ] 
f(z) = 155/3*z^3 - 119/12*z + 1
*
[ -1/2 ] 
f(z) = 155/4*z^3 - 107/16*z + 1
*
[ 3/5 ] 
f(z) = 155/9*z^3 - 103/15*z + 1
*
[ -1 ] 
f(z) = 155/18*z^3 - 119/18*z + 1
*
[ -1 ] 
f(z) = 155/19*z^3 - 117/19*z + 1
*
[ -1 ] 
f(z) = 156/19*z^3 - 118/19*z + 1
*
[ -1/2 ] 
f(z) = 157/4*z^3 - 109/16*z + 1
*
[ -1 ] 
f(z) = 157/19*z^3 - 119/19*z + 1
*
[ 1/4 ] 
f(z) = 158*z^3 - 103/8*z + 1
*
[ -1 ] 
f(z) = 158/19*z^3 - 120/19*z + 1
*
[ 1/6 ] 
f(z) = 159*z^3 - 113/12*z + 1
*
[ -1/2 ] 
f(z) = 159/4*z^3 - 111/16*z + 1
*
[ 2/3 ] 
f(z) = 159/4*z^3 - 109/6*z + 1
*
1/3 | 0.15995218790100193286312951606139183231 | 0.026449866680146640721032265107958020389
f(z) = 141/8*z^3 - 119/24*z + 1
*
[ 2/9 ] 
f(z) = 141/8*z^3 - 118/27*z + 1
*
[ 2/5 ] 
f(z) = 141/8*z^3 - 108/25*z + 1
*
[ -2/3 ] 
f(z) = 141/10*z^3 - 113/30*z + 1
*
[ 1/3 ] 
f(z) = 141/10*z^3 - 107/30*z + 1
*
[ 1/3 ] 
f(z) = 141/11*z^3 - 113/33*z + 1
*
[ 1/2 ] 
f(z) = 142/15*z^3 - 101/30*z + 1
*
[ 1/2 ] 
f(z) = 142/17*z^3 - 105/34*z + 1
*
[ 1/2 ] 
f(z) = 142/19*z^3 - 109/38*z + 1
*
[ 2/5 ] 
f(z) = 143/8*z^3 - 109/25*z + 1
*
[ 5/24 ] 
f(z) = 144/5*z^3 - 101/20*z + 1
*
[ 7/24 ] 
f(z) = 144/7*z^3 - 117/28*z + 1
*
[ 1/5 ] 
f(z) = 145/4*z^3 - 109/20*z + 1
*
[ 2/5 ] 
f(z) = 145/12*z^3 - 103/30*z + 1
*
-4/5 | 0.13504047691851627782905546907169722109 | 0.020503637620646857184168120739422005833
f(z) = 145/16*z^3 - 111/20*z + 1
*
[ 3/5 ] 
f(z) = 145/18*z^3 - 107/30*z + 1
*
[ 1/2 ] 
f(z) = 146/15*z^3 - 103/30*z + 1
*
[ 1/2 ] 
f(z) = 146/17*z^3 - 107/34*z + 1
*
[ 1/2 ] 
f(z) = 146/19*z^3 - 111/38*z + 1
*
[ 5/14 ] 
f(z) = 147/5*z^3 - 111/20*z + 1
*
3/14 | 0.15677327168801753685443281460500063372 | 0.024585225770044970867460443070377888730
f(z) = 147/5*z^3 - 107/20*z + 1
*
[ 2/9 ] 
f(z) = 147/8*z^3 - 119/27*z + 1
*
[ 3/7 ] 
f(z) = 147/8*z^3 - 113/24*z + 1
*
[ 2/5 ] 
f(z) = 147/8*z^3 - 111/25*z + 1
*
[ 8/21 ] 
f(z) = 147/8*z^3 - 103/24*z + 1
*
[ 4/7 ] 
f(z) = 147/10*z^3 - 111/20*z + 1
*
[ 1/3 ] 
f(z) = 147/11*z^3 - 115/33*z + 1
*
[ 2/7 ] 
f(z) = 147/17*z^3 - 109/34*z + 1
*
[ 2/7 ] 
f(z) = 147/19*z^3 - 119/38*z + 1
*
[ 2/5 ] 
f(z) = 149/8*z^3 - 112/25*z + 1
*
2/15 | 0.089962386991676273766706334757626958778 | 0.014725608313122139182020653984475801794
f(z) = 150/7*z^3 - 113/21*z + 1
*
[ -3/5 ] 
f(z) = 150/7*z^3 - 106/21*z + 1
*
[ 1/3 ] 
f(z) = 150/11*z^3 - 116/33*z + 1
*
[ 1/2 ] 
f(z) = 150/13*z^3 - 101/26*z + 1
*
[ 1/2 ] 
f(z) = 150/17*z^3 - 109/34*z + 1
*
[ 1/2 ] 
f(z) = 150/19*z^3 - 113/38*z + 1
*
[ 2/5 ] 
f(z) = 150/19*z^3 - 105/38*z + 1
*
[ 2/5 ] 
f(z) = 151/8*z^3 - 113/25*z + 1
*
[ 1/4 ] 
f(z) = 152/15*z^3 - 109/30*z + 1
*
[ -3/4 ] 
f(z) = 152/15*z^3 - 101/30*z + 1
*
[ 1/6 ] 
f(z) = 153/5*z^3 - 117/20*z + 1
*
[ 2/5 ] 
f(z) = 153/8*z^3 - 114/25*z + 1
*
[ 4/9 ] 
f(z) = 153/16*z^3 - 113/36*z + 1
*
[ 1/2 ] 
f(z) = 154/13*z^3 - 103/26*z + 1
*
[ 1/2 ] 
f(z) = 154/15*z^3 - 107/30*z + 1
*
[ 1/2 ] 
f(z) = 154/17*z^3 - 111/34*z + 1
*
[ 1/2 ] 
f(z) = 154/19*z^3 - 115/38*z + 1
*
[ 1/5 ] 
f(z) = 155/4*z^3 - 111/20*z + 1
*
[ 2/5 ] 
f(z) = 155/12*z^3 - 107/30*z + 1
*
[ 3/5 ] 
f(z) = 155/18*z^3 - 113/30*z + 1
*
[ 1/6 ] 
f(z) = 156/7*z^3 - 118/21*z + 1
*
[ 1/3 ] 
f(z) = 156/11*z^3 - 118/33*z + 1
*
[ 2/5 ] 
f(z) = 157/8*z^3 - 116/25*z + 1
*
[ 1/2 ] 
f(z) = 158/11*z^3 - 101/22*z + 1
*
[ 1/2 ] 
f(z) = 158/13*z^3 - 105/26*z + 1
*
[ 1/2 ] 
f(z) = 158/15*z^3 - 109/30*z + 1
*
[ 1/2 ] 
f(z) = 158/17*z^3 - 113/34*z + 1
*
[ 1/2 ] 
f(z) = 158/19*z^3 - 117/38*z + 1
*
[ 2/5 ] 
f(z) = 159/8*z^3 - 117/25*z + 1
*
[ 1/3 ] 
f(z) = 159/8*z^3 - 101/24*z + 1
*
[ 1/3 ] 
f(z) = 159/10*z^3 - 113/30*z + 1
*
[ 1/3 ] 
f(z) = 159/11*z^3 - 119/33*z + 1
*
[ 1/14 ] 
f(z) = 140*z^3 - 96/7*z + 1
*
[ 3/10 ] 
f(z) = 140/3*z^3 - 98/15*z + 1
*
[ 1/5 ] 
f(z) = 140/3*z^3 - 88/15*z + 1
*
[ -3/2 ] 
f(z) = 140/9*z^3 - 100/3*z + 1
*
[ 3/5 ] 
f(z) = 140/9*z^3 - 94/15*z + 1
*
[ 2/3 ] 
f(z) = 141/4*z^3 - 97/6*z + 1
*
[ -1/2 ] 
f(z) = 141/4*z^3 - 93/16*z + 1
*
[ 1/4 ] 
f(z) = 142*z^3 - 95/8*z + 1
*
[ 1/2 ] 
f(z) = 142/5*z^3 - 81/10*z + 1
*
[ 1/2 ] 
f(z) = 142/7*z^3 - 85/14*z + 1
*
[ 1/2 ] 
f(z) = 142/9*z^3 - 89/18*z + 1
*
[ -1/2 ] 
f(z) = 143/4*z^3 - 95/16*z + 1
*
[ 1/24 ] 
f(z) = 144*z^3 - 93/4*z + 1
*
[ 1/9 ] 
f(z) = 144*z^3 - 88/9*z + 1
*
[ -5/6 ] 
f(z) = 144/5*z^3 - 89/5*z + 1
*
[ -2/3 ] 
f(z) = 144/7*z^3 - 93/14*z + 1
*
[ -11/12 ] 
f(z) = 144/11*z^3 - 98/11*z + 1
*
[ 1/6 ] 
f(z) = 144/17*z^3 - 89/17*z + 1
*
[ 1/6 ] 
f(z) = 144/19*z^3 - 99/19*z + 1
*
[ -2/5 ] 
f(z) = 145/2*z^3 - 81/10*z + 1
*
[ 1/5 ] 
f(z) = 145/3*z^3 - 89/15*z + 1
*
[ -1/2 ] 
f(z) = 145/4*z^3 - 97/16*z + 1
*
[ 3/5 ] 
f(z) = 145/9*z^3 - 97/15*z + 1
*
[ 1/4 ] 
f(z) = 146*z^3 - 97/8*z + 1
*
[ 1/2 ] 
f(z) = 146/5*z^3 - 83/10*z + 1
*
[ 1/2 ] 
f(z) = 146/7*z^3 - 87/14*z + 1
*
[ 1/2 ] 
f(z) = 146/9*z^3 - 91/18*z + 1
*
[ 3/7 ] 
f(z) = 147*z^3 - 85/3*z + 1
*
[ 4/7 ] 
f(z) = 147/2*z^3 - 99/4*z + 1
*
[ 3/7 ] 
f(z) = 147/2*z^3 - 89/6*z + 1
*
[ -4/7 ] 
f(z) = 147/2*z^3 - 85/4*z + 1
*
[ 4/21 ] 
f(z) = 147/2*z^3 - 83/12*z + 1
*
[ -1/2 ] 
f(z) = 147/4*z^3 - 99/16*z + 1
*
[ 3/7 ] 
f(z) = 147/4*z^3 - 97/12*z + 1
*
[ -2/3 ] 
f(z) = 147/4*z^3 - 83/6*z + 1
*
8/21 | 0.078396439652157974408063905472411561555 | 0.012874997845438745138321972194130694965
f(z) = 147/5*z^3 - 94/15*z + 1
*
4/21 | 0.13661330411153437443931121127451125521 | 0.022435916782680793582698306914444790380
f(z) = 147/5*z^3 - 91/15*z + 1
*
10/21 | 0.21540151423054918018546538764468013178 | 0.027979735769447597985894935083677768955
f(z) = 147/8*z^3 - 91/15*z + 1
*
4/7 | 0.15407293388464615799599621247652962185 | 0.025303300769866551433040188765212765311
f(z) = 147/8*z^3 - 89/12*z + 1
*
[ 1/7 ] 
f(z) = 147/13*z^3 - 81/13*z + 1
*
[ 1/7 ] 
f(z) = 147/16*z^3 - 99/16*z + 1
*
[ 8/7 ] 
f(z) = 147/16*z^3 - 95/8*z + 1
*
[ 6/7 ] 
f(z) = 147/16*z^3 - 83/12*z + 1
*
[ -8/7 ] 
f(z) = 147/16*z^3 - 81/8*z + 1
*
[ 1/6 ] 
f(z) = 148*z^3 - 82/9*z + 1
*
[ -3/4 ] 
f(z) = 148/9*z^3 - 83/12*z + 1
*
[ 1/4 ] 
f(z) = 150*z^3 - 99/8*z + 1
*
[ 3/10 ] 
f(z) = 150*z^3 - 95/6*z + 1
*
1/15 | 0.18532728171497739498513687059693291005 | 0.027244417321115378135530321870588435748
f(z) = 150*z^3 - 91/6*z + 1
*
[ 1/2 ] 
f(z) = 150/7*z^3 - 89/14*z + 1
*
-3/5 | 0.13301440820730029268790200920459694559 | 0.023320385866453965119426095061579091893
f(z) = 150/7*z^3 - 87/14*z + 1
*
[ 1/5 ] 
f(z) = 150/19*z^3 - 82/19*z + 1
*
[ 1/6 ] 
f(z) = 152*z^3 - 83/9*z + 1
*
[ 1/9 ] 
f(z) = 153*z^3 - 89/9*z + 1
*
[ 1/6 ] 
f(z) = 153/4*z^3 - 97/16*z + 1
*
[ 2/9 ] 
f(z) = 153/4*z^3 - 97/18*z + 1
*
[ 1/2 ] 
f(z) = 154/3*z^3 - 83/6*z + 1
*
[ 1/2 ] 
f(z) = 154/5*z^3 - 87/10*z + 1
*
[ 1/2 ] 
f(z) = 154/9*z^3 - 95/18*z + 1
*
[ -2/5 ] 
f(z) = 155/2*z^3 - 89/10*z + 1
*
[ 1/5 ] 
f(z) = 155/3*z^3 - 91/15*z + 1
*
[ 2/3 ] 
f(z) = 155/8*z^3 - 82/9*z + 1
*
-1/2 | 0.091136411906683537415284833978080284029 | 0.014822620451209728180664948618631462341
f(z) = 156/5*z^3 - 97/15*z + 1
*
[ 1/6 ] 
f(z) = 156/5*z^3 - 88/15*z + 1
*
[ 1/3 ] 
f(z) = 156/5*z^3 - 82/15*z + 1
*
[ 2/3 ] 
f(z) = 157/8*z^3 - 83/9*z + 1
*
[ 1/2 ] 
f(z) = 158*z^3 - 81/2*z + 1
*
[ 1/2 ] 
f(z) = 158/3*z^3 - 85/6*z + 1
*
[ 1/2 ] 
f(z) = 158/5*z^3 - 89/10*z + 1
*
[ 1/2 ] 
f(z) = 158/7*z^3 - 93/14*z + 1
*
[ 1/2 ] 
f(z) = 158/9*z^3 - 97/18*z + 1
*
[ -2/3 ] 
f(z) = 159/4*z^3 - 91/6*z + 1
*
[ 1/3 ] 
f(z) = 159/5*z^3 - 83/15*z + 1
*
[ 3/14 ] 
f(z) = 140/9*z^3 - 92/21*z + 1
*
[ 3/7 ] 
f(z) = 140/9*z^3 - 88/21*z + 1
*
[ 1/3 ] 
f(z) = 141/7*z^3 - 89/21*z + 1
*
[ 1/3 ] 
f(z) = 141/8*z^3 - 95/24*z + 1
*
[ 1/2 ] 
f(z) = 142/11*z^3 - 93/22*z + 1
*
[ 1/2 ] 
f(z) = 142/13*z^3 - 97/26*z + 1
*
[ 1/2 ] 
f(z) = 146/11*z^3 - 95/22*z + 1
*
[ 1/2 ] 
f(z) = 146/13*z^3 - 99/26*z + 1
*
[ 1/3 ] 
f(z) = 147/8*z^3 - 97/24*z + 1
*
[ 2/7 ] 
f(z) = 147/13*z^3 - 89/26*z + 1
*
[ 1/4 ] 
f(z) = 148/5*z^3 - 97/20*z + 1
*
[ 1/3 ] 
f(z) = 150/7*z^3 - 92/21*z + 1
*
[ 1/2 ] 
f(z) = 150/11*z^3 - 97/22*z + 1
*
[ 2/5 ] 
f(z) = 150/11*z^3 - 81/22*z + 1
*
[ 2/5 ] 
f(z) = 150/13*z^3 - 87/26*z + 1
*
[ 2/5 ] 
f(z) = 150/17*z^3 - 99/34*z + 1
*
[ 3/8 ] 
f(z) = 152/9*z^3 - 97/24*z + 1
*
[ 1/4 ] 
f(z) = 152/11*z^3 - 85/22*z + 1
*
[ 1/4 ] 
f(z) = 152/13*z^3 - 97/26*z + 1
*
[ -2/3 ] 
f(z) = 153/11*z^3 - 81/22*z + 1
*
[ 3/7 ] 
f(z) = 154/9*z^3 - 94/21*z + 1
*
[ 1/4 ] 
f(z) = 156/5*z^3 - 99/20*z + 1
*
[ 1/3 ] 
f(z) = 156/7*z^3 - 94/21*z + 1
*
[ 1/3 ] 
f(z) = 159/7*z^3 - 95/21*z + 1
*
[ 1/6 ] 
f(z) = 140*z^3 - 80/9*z + 1
*
[ 1/7 ] 
f(z) = 140*z^3 - 62/7*z + 1
*
[ 1/4 ] 
f(z) = 140/3*z^3 - 71/12*z + 1
*
[ -3/4 ] 
f(z) = 140/9*z^3 - 77/12*z + 1
*
[ -2/3 ] 
f(z) = 141/4*z^3 - 79/6*z + 1
*
[ 1/3 ] 
f(z) = 141/4*z^3 - 71/12*z + 1
*
[ 1/3 ] 
f(z) = 141/5*z^3 - 77/15*z + 1
*
-2 | 0.10508346747389538910641622459570522191 | 0.016569135236626359850168753608901632933
f(z) = 141/8*z^3 - 71*z + 1
*
[ 2 ] 
f(z) = 141/8*z^3 - 70*z + 1
*
[ -2 ] 
f(z) = 141/8*z^3 - 69*z + 1
*
[ 1/2 ] 
f(z) = 142*z^3 - 73/2*z + 1
*
[ -1/2 ] 
f(z) = 142*z^3 - 65/2*z + 1
*
[ 1/2 ] 
f(z) = 142/3*z^3 - 77/6*z + 1
*
[ 2/13 ] 
f(z) = 143/8*z^3 - 77/13*z + 1
*
[ 2/3 ] 
f(z) = 143/8*z^3 - 76/9*z + 1
*
-2 | 0.10534611459601062454014873229586632026 | 0.016573997833208024146013830336087134729
f(z) = 143/8*z^3 - 72*z + 1
*
[ 2 ] 
f(z) = 143/8*z^3 - 71*z + 1
*
[ -2 ] 
f(z) = 143/8*z^3 - 70*z + 1
*
1/24 | 0.15127275171411095488980527798370400226 | 0.023799589275293840635533797049958407089
f(z) = 144*z^3 - 69/4*z + 1
*
1/4 | 0.15187295275693956208907203199155531060 | 0.025026747143633307585204895630326131744
f(z) = 144/5*z^3 - 77/15*z + 1
*
[ 1/12 ] 
f(z) = 144/7*z^3 - 78/7*z + 1
*
[ 1/6 ] 
f(z) = 144/13*z^3 - 69/13*z + 1
*
[ 1/4 ] 
f(z) = 144/19*z^3 - 66/19*z + 1
*
[ 1/5 ] 
f(z) = 145/2*z^3 - 69/10*z + 1
*
[ 2/5 ] 
f(z) = 145/4*z^3 - 73/10*z + 1
*
[ 2/3 ] 
f(z) = 145/8*z^3 - 77/9*z + 1
*
-2 | 0.10560508620518856768935527843107727179 | 0.016578764173866335089482724036848526375
f(z) = 145/8*z^3 - 73*z + 1
*
[ 2 ] 
f(z) = 145/8*z^3 - 72*z + 1
*
[ -2 ] 
f(z) = 145/8*z^3 - 71*z + 1
*
[ 1/2 ] 
f(z) = 146*z^3 - 75/2*z + 1
*
[ -1/2 ] 
f(z) = 146*z^3 - 67/2*z + 1
*
[ 1/2 ] 
f(z) = 146/3*z^3 - 79/6*z + 1
*
[ -3/7 ] 
f(z) = 147*z^3 - 71/3*z + 1
*
[ 2/21 ] 
f(z) = 147*z^3 - 65/6*z + 1
*
[ 1/21 ] 
f(z) = 147*z^3 - 61/3*z + 1
*
[ 4/21 ] 
f(z) = 147/4*z^3 - 67/12*z + 1
*
[ 5/7 ] 
f(z) = 147/5*z^3 - 77/5*z + 1
*
[ 5/21 ] 
f(z) = 147/5*z^3 - 73/15*z + 1
*
[ 10/21 ] 
f(z) = 147/8*z^3 - 79/15*z + 1
*
-2 | 0.10586048382117490300878249885376950279 | 0.016583437580009421818413645993940687369
f(z) = 147/8*z^3 - 74*z + 1
*
[ 2 ] 
f(z) = 147/8*z^3 - 73*z + 1
*
[ -2 ] 
f(z) = 147/8*z^3 - 72*z + 1
*
[ 5/7 ] 
f(z) = 147/10*z^3 - 79/10*z + 1
*
4/21 | 0.14546282900351698565989748966131156648 | 0.023889268674972963091646919598902587703
f(z) = 147/10*z^3 - 68/15*z + 1
*
8/21 | 0.12546012391470312033912794006710420815 | 0.020604237032412443763168617900817001841
f(z) = 147/10*z^3 - 62/15*z + 1
*
[ 1/7 ] 
f(z) = 147/11*z^3 - 69/11*z + 1
*
-6/7 | 0.16531187561212729669649866365598790495 | 0.027149065082230297366756616415759523218
f(z) = 147/16*z^3 - 79/12*z + 1
*
-6/7 | 0.13960112262087485959494997677571026066 | 0.022926604332281292033661719657324696165
f(z) = 147/16*z^3 - 71/12*z + 1
*
2/21 | 0.064907070643035526309973335639665622401 | 0.010659647279783318337951329585586497983
f(z) = 147/16*z^3 - 67/12*z + 1
*
4/21 | 0.17799558679615686749004460845048262719 | 0.029232102971337457816042801150702160297
f(z) = 147/16*z^3 - 61/12*z + 1
*
[ 1/4 ] 
f(z) = 148/3*z^3 - 73/12*z + 1
*
[ 2/3 ] 
f(z) = 149/8*z^3 - 79/9*z + 1
*
-2 | 0.10611240481218963024099970633987337618 | 0.016588021211967538775389532993189456473
f(z) = 149/8*z^3 - 75*z + 1
*
[ 2 ] 
f(z) = 149/8*z^3 - 74*z + 1
*
[ -2 ] 
f(z) = 149/8*z^3 - 73*z + 1
*
1/15 | 0.18215036982453224473178953521419768824 | 0.026777388869962595795059639664574117144
f(z) = 150*z^3 - 79/6*z + 1
*
[ 1/2 ] 
f(z) = 150*z^3 - 77/2*z + 1
*
[ -1/2 ] 
f(z) = 150*z^3 - 69/2*z + 1
*
-3/10 | 0.13555935222579391561072218057031918238 | 0.019928180727862734354551801589891257285
f(z) = 150*z^3 - 65/6*z + 1
*
[ 2/5 ] 
f(z) = 150/7*z^3 - 69/14*z + 1
*
[ 1/5 ] 
f(z) = 150/17*z^3 - 74/17*z + 1
*
[ 2/3 ] 
f(z) = 151/8*z^3 - 80/9*z + 1
*
-2 | 0.10636094261839284246189309963027999287 | 0.016592518078971533589484354369668700703
f(z) = 151/8*z^3 - 76*z + 1
*
[ 2 ] 
f(z) = 151/8*z^3 - 75*z + 1
*
[ -2 ] 
f(z) = 151/8*z^3 - 74*z + 1
*
[ 1/8 ] 
f(z) = 152*z^3 - 75/8*z + 1
*
[ 1/4 ] 
f(z) = 152/7*z^3 - 61/14*z + 1
*
[ 1/4 ] 
f(z) = 152/9*z^3 - 73/18*z + 1
*
[ 2/3 ] 
f(z) = 153/2*z^3 - 69/2*z + 1
*
[ -2/3 ] 
f(z) = 153/2*z^3 - 63/2*z + 1
*
-2 | 0.10660618696050470543591598146350765012 | 0.016596931048383529898092761790963628333
f(z) = 153/8*z^3 - 77*z + 1
*
[ 2 ] 
f(z) = 153/8*z^3 - 76*z + 1
*
[ -2 ] 
f(z) = 153/8*z^3 - 75*z + 1
*
[ 2/3 ] 
f(z) = 153/10*z^3 - 73/10*z + 1
*
[ 2/3 ] 
f(z) = 153/14*z^3 - 75/14*z + 1
*
-4/3 | 0.16820854115530068622150822184192173581 | 0.029928210669335890850015824503822558016
f(z) = 153/16*z^3 - 69/4*z + 1
*
[ 4/3 ] 
f(z) = 153/16*z^3 - 67/4*z + 1
*
[ -4/3 ] 
f(z) = 153/16*z^3 - 61/4*z + 1
*
[ 1/2 ] 
f(z) = 154*z^3 - 79/2*z + 1
*
[ -1/2 ] 
f(z) = 154*z^3 - 71/2*z + 1
*
[ 1/7 ] 
f(z) = 154*z^3 - 64/7*z + 1
*
[ 1/5 ] 
f(z) = 155/2*z^3 - 71/10*z + 1
*
[ 2/5 ] 
f(z) = 155/4*z^3 - 77/10*z + 1
*
-2 | 0.10684822403474840132090355364345595348 | 0.016601262854245271658428593705716540380
f(z) = 155/8*z^3 - 78*z + 1
*
[ 2 ] 
f(z) = 155/8*z^3 - 77*z + 1
*
[ -2 ] 
f(z) = 155/8*z^3 - 76*z + 1
*
-2 | 0.10708713669517877355809705206713105677 | 0.016605516105203048899563132050294602916
f(z) = 157/8*z^3 - 79*z + 1
*
[ 2 ] 
f(z) = 157/8*z^3 - 78*z + 1
*
[ -2 ] 
f(z) = 157/8*z^3 - 77*z + 1
*
[ -1/2 ] 
f(z) = 158*z^3 - 73/2*z + 1
*
[ -1/2 ] 
f(z) = 158/3*z^3 - 61/6*z + 1
*
[ 1/3 ] 
f(z) = 159/2*z^3 - 65/6*z + 1
*
[ 1/3 ] 
f(z) = 159/4*z^3 - 77/12*z + 1
*
-2 | 0.10732300462436424220868184517183392242 | 0.016609693291862326483842419168363799922
f(z) = 159/8*z^3 - 80*z + 1
*
[ 2 ] 
f(z) = 159/8*z^3 - 79*z + 1
*
[ -2 ] 
f(z) = 159/8*z^3 - 78*z + 1
*
[ -4/5 ] 
f(z) = 145/16*z^3 - 71/20*z + 1
*
[ 2/7 ] 
f(z) = 147/11*z^3 - 79/22*z + 1
*
[ 8/21 ] 
f(z) = 147/16*z^3 - 71/24*z + 1
*
[ -4/5 ] 
f(z) = 155/16*z^3 - 79/20*z + 1
*
[ 2/5 ] 
f(z) = 155/16*z^3 - 61/20*z + 1
*
[ 1/10 ] 
f(z) = 140*z^3 - 52/5*z + 1
*
[ 1/5 ] 
f(z) = 140*z^3 - 48/5*z + 1
*
[ 1/4 ] 
f(z) = 140*z^3 - 47/4*z + 1
*
[ 3/10 ] 
f(z) = 140/9*z^3 - 56/15*z + 1
*
[ 1/2 ] 
f(z) = 140/9*z^3 - 44/9*z + 1
*
[ 1/2 ] 
f(z) = 140/11*z^3 - 46/11*z + 1
*
[ 1/2 ] 
f(z) = 140/13*z^3 - 48/13*z + 1
*
[ 1/2 ] 
f(z) = 140/17*z^3 - 52/17*z + 1
*
[ 1/2 ] 
f(z) = 140/19*z^3 - 54/19*z + 1
*
[ 1/3 ] 
f(z) = 141*z^3 - 53/3*z + 1
*
[ 1/3 ] 
f(z) = 141/2*z^3 - 59/6*z + 1
*
[ 2/3 ] 
f(z) = 141/16*z^3 - 53/12*z + 1
*
-2/3 | 0.15164275833602071567843198642455052853 | 0.025075810425799866763180503957271012135
f(z) = 141/16*z^3 - 41/12*z + 1
*
[ -1/2 ] 
f(z) = 142/3*z^3 - 53/6*z + 1
*
[ 2/11 ] 
f(z) = 143/8*z^3 - 56/11*z + 1
*
[ -2/3 ] 
f(z) = 143/8*z^3 - 49/9*z + 1
*
5/24 | 0.12163397517376825053760327028504662649 | 0.019136550490784369863987068827233613900
f(z) = 144*z^3 - 41/4*z + 1
*
[ 1/12 ] 
f(z) = 144/5*z^3 - 56/5*z + 1
*
[ 1/2 ] 
f(z) = 144/5*z^3 - 41/5*z + 1
*
[ 7/12 ] 
f(z) = 144/7*z^3 - 54/7*z + 1
*
[ 1/6 ] 
f(z) = 144/11*z^3 - 59/11*z + 1
*
[ 1/2 ] 
f(z) = 144/11*z^3 - 47/11*z + 1
*
[ 1/4 ] 
f(z) = 144/11*z^3 - 42/11*z + 1
*
[ 1/2 ] 
f(z) = 144/13*z^3 - 49/13*z + 1
*
[ 1/4 ] 
f(z) = 144/13*z^3 - 48/13*z + 1
*
[ 1/3 ] 
f(z) = 144/13*z^3 - 42/13*z + 1
*
[ 1/4 ] 
f(z) = 144/17*z^3 - 60/17*z + 1
*
[ 1/2 ] 
f(z) = 144/17*z^3 - 53/17*z + 1
*
[ 1/3 ] 
f(z) = 144/17*z^3 - 50/17*z + 1
*
[ 1/2 ] 
f(z) = 144/19*z^3 - 55/19*z + 1
*
[ 1/3 ] 
f(z) = 144/19*z^3 - 54/19*z + 1
*
[ 1/5 ] 
f(z) = 145*z^3 - 49/5*z + 1
*
[ -2/3 ] 
f(z) = 145/8*z^3 - 50/9*z + 1
*
[ -1/2 ] 
f(z) = 146/3*z^3 - 55/6*z + 1
*
[ 1/3 ] 
f(z) = 147*z^3 - 55/3*z + 1
*
[ 1/14 ] 
f(z) = 147*z^3 - 55/4*z + 1
*
1/14 | 0.11359319035764777534362609384380750795 | 0.017813714039469893637697747043815759308
f(z) = 147*z^3 - 47/4*z + 1
*
[ 2/21 ] 
f(z) = 147/4*z^3 - 59/6*z + 1
*
2/21 | 0.16658817354564941595126066515314969434 | 0.027358670686989197723877879126345723136
f(z) = 147/4*z^3 - 53/6*z + 1
*
[ 4/7 ] 
f(z) = 147/4*z^3 - 51/4*z + 1
*
2/21 | 0.11653336383511107877080511881040451324 | 0.019138200853965499869297410703821713065
f(z) = 147/4*z^3 - 47/6*z + 1
*
[ 2/7 ] 
f(z) = 147/5*z^3 - 49/10*z + 1
*
3/7 | 0.092610722884136250356250229392277713749 | 0.018557654326298664333807060556195320046
f(z) = 147/8*z^3 - 59/8*z + 1
*
[ 1/7 ] 
f(z) = 147/8*z^3 - 51/8*z + 1
*
3/7 | 0.11279372195414960783089854464085048878 | 0.022601992911992542736592646841543115127
f(z) = 147/8*z^3 - 43/8*z + 1
*
[ 6/7 ] 
f(z) = 147/8*z^3 - 41/3*z + 1
*
[ -5/7 ] 
f(z) = 147/10*z^3 - 51/10*z + 1
*
2/7 | 0.14186610989613848226923976174033183196 | 0.028427617732376049448323615429128580784
f(z) = 147/10*z^3 - 47/10*z + 1
*
4/21 | 0.17890203527009625595923218185012028210 | 0.029380968432584837526696174674564846611
f(z) = 147/16*z^3 - 49/12*z + 1
*
[ 1/4 ] 
f(z) = 148*z^3 - 49/4*z + 1
*
[ 1/2 ] 
f(z) = 148/5*z^3 - 42/5*z + 1
*
[ 1/2 ] 
f(z) = 148/7*z^3 - 44/7*z + 1
*
[ 1/2 ] 
f(z) = 148/9*z^3 - 46/9*z + 1
*
[ 1/2 ] 
f(z) = 148/11*z^3 - 48/11*z + 1
*
[ 1/2 ] 
f(z) = 148/13*z^3 - 50/13*z + 1
*
[ 1/2 ] 
f(z) = 148/15*z^3 - 52/15*z + 1
*
[ 1/2 ] 
f(z) = 148/17*z^3 - 54/17*z + 1
*
[ 1/2 ] 
f(z) = 148/19*z^3 - 56/19*z + 1
*
[ -2/3 ] 
f(z) = 149/8*z^3 - 52/9*z + 1
*
[ 1/3 ] 
f(z) = 150*z^3 - 56/3*z + 1
*
[ 2/5 ] 
f(z) = 150*z^3 - 51/2*z + 1
*
[ 1/15 ] 
f(z) = 150*z^3 - 44/3*z + 1
*
[ -2/5 ] 
f(z) = 150*z^3 - 41/2*z + 1
*
1/15 | 0.16916608465100897134764422011260883920 | 0.027690166810110391884121004077818884912
f(z) = 150*z^3 - 41/3*z + 1
*
[ 1/5 ] 
f(z) = 150/11*z^3 - 50/11*z + 1
*
[ 1/5 ] 
f(z) = 150/13*z^3 - 58/13*z + 1
*
[ -2/3 ] 
f(z) = 151/8*z^3 - 53/9*z + 1
*
1/4 | 0.16907539160195391191603038557976897745 | 0.029574002511893777932302651687072305813
f(z) = 152/3*z^3 - 55/6*z + 1
*
[ 1/2 ] 
f(z) = 152/3*z^3 - 41/3*z + 1
*
[ 1/4 ] 
f(z) = 152/5*z^3 - 49/10*z + 1
*
[ 1/2 ] 
f(z) = 152/5*z^3 - 43/5*z + 1
*
[ 1/2 ] 
f(z) = 152/7*z^3 - 45/7*z + 1
*
[ 3/4 ] 
f(z) = 152/9*z^3 - 59/6*z + 1
*
[ 1/2 ] 
f(z) = 152/9*z^3 - 47/9*z + 1
*
[ -3/4 ] 
f(z) = 152/9*z^3 - 43/6*z + 1
*
[ 1/2 ] 
f(z) = 152/11*z^3 - 49/11*z + 1
*
[ 1/2 ] 
f(z) = 152/13*z^3 - 51/13*z + 1
*
[ 1/2 ] 
f(z) = 152/15*z^3 - 53/15*z + 1
*
[ 1/2 ] 
f(z) = 152/17*z^3 - 55/17*z + 1
*
[ 1/6 ] 
f(z) = 153/2*z^3 - 57/8*z + 1
*
-2/3 | 0.14922739662469885791356425625781780839 | 0.029664891796019303736789157212618711939
f(z) = 153/10*z^3 - 53/10*z + 1
*
[ -2/3 ] 
f(z) = 153/10*z^3 - 43/10*z + 1
*
[ 1/3 ] 
f(z) = 153/13*z^3 - 43/13*z + 1
*
[ 1/3 ] 
f(z) = 153/14*z^3 - 45/14*z + 1
*
[ 1/3 ] 
f(z) = 153/16*z^3 - 49/16*z + 1
*
[ 1/3 ] 
f(z) = 153/19*z^3 - 55/19*z + 1
*
[ -1/2 ] 
f(z) = 154/3*z^3 - 59/6*z + 1
*
[ 1/5 ] 
f(z) = 155*z^3 - 51/5*z + 1
*
[ -2/3 ] 
f(z) = 155/8*z^3 - 55/9*z + 1
*
[ 1/3 ] 
f(z) = 156*z^3 - 58/3*z + 1
*
[ 1/4 ] 
f(z) = 156*z^3 - 51/4*z + 1
*
[ 1/2 ] 
f(z) = 156/5*z^3 - 44/5*z + 1
*
[ 1/2 ] 
f(z) = 156/7*z^3 - 46/7*z + 1
*
[ 1/2 ] 
f(z) = 156/11*z^3 - 50/11*z + 1
*
[ 1/2 ] 
f(z) = 156/17*z^3 - 56/17*z + 1
*
[ 1/2 ] 
f(z) = 156/19*z^3 - 58/19*z + 1
*
[ -2/3 ] 
f(z) = 157/8*z^3 - 56/9*z + 1
*
[ 1/3 ] 
f(z) = 159*z^3 - 59/3*z + 1
*
[ -1/3 ] 
f(z) = 159*z^3 - 41/3*z + 1
*
[ 2/3 ] 
f(z) = 159/16*z^3 - 59/12*z + 1
*
-2/3 | 0.15411161418289730399834893643613720900 | 0.024987629041701964416981084501469405062
f(z) = 159/16*z^3 - 47/12*z + 1
*
[ 2/5 ] 
f(z) = 145/16*z^3 - 59/20*z + 1
*
[ 1/2 ] 
f(z) = 140*z^3 - 36*z + 1
*
[ -1/2 ] 
f(z) = 140*z^3 - 32*z + 1
*
[ 1/2 ] 
f(z) = 140/3*z^3 - 38/3*z + 1
*
[ -1/2 ] 
f(z) = 140/3*z^3 - 26/3*z + 1
*
[ -1/3 ] 
f(z) = 141*z^3 - 35/3*z + 1
*
[ 2/3 ] 
f(z) = 141/8*z^3 - 25/3*z + 1
*
[ 1/2 ] 
f(z) = 144*z^3 - 37*z + 1
*
[ -1/2 ] 
f(z) = 144*z^3 - 33*z + 1
*
5/12 | 0.092817242002854104750942437505576616899 | 0.018676202989511256535666874051696958103
f(z) = 144/5*z^3 - 34/5*z + 1
*
[ 5/12 ] 
f(z) = 144/5*z^3 - 32/5*z + 1
*
[ 1/6 ] 
f(z) = 144/5*z^3 - 29/5*z + 1
*
[ 1/3 ] 
f(z) = 144/5*z^3 - 26/5*z + 1
*
[ 1/4 ] 
f(z) = 144/5*z^3 - 24/5*z + 1
*
[ 1/3 ] 
f(z) = 144/11*z^3 - 38/11*z + 1
*
[ 2/5 ] 
f(z) = 145/8*z^3 - 22/5*z + 1
*
2/21 | 0.10646320751576775828711699485791791701 | 0.017484385432116712839415090955279577787
f(z) = 147*z^3 - 31/3*z + 1
*
[ 2/7 ] 
f(z) = 147*z^3 - 29/2*z + 1
*
1/7 | 0.081125088142632925810842245314434428063 | 0.013323122066279654754763055878945890472
f(z) = 147*z^3 - 28/3*z + 1
*
[ -4/7 ] 
f(z) = 147/4*z^3 - 37/4*z + 1
*
3/7 | 0.094350621939775528324840401484498176017 | 0.018906301267297092228248279692751418542
f(z) = 147/4*z^3 - 35/4*z + 1
*
2/7 | 0.077334208820326006889273983502421279938 | 0.012700548345794678964660720036038869378
f(z) = 147/4*z^3 - 35/6*z + 1
*
[ 1/7 ] 
f(z) = 147/4*z^3 - 27/4*z + 1
*
[ 1/7 ] 
f(z) = 147/5*z^3 - 33/5*z + 1
*
1/7 | 0.14169557541287338076665470337404359033 | 0.028393445447649290030686325213459072709
f(z) = 147/8*z^3 - 35/8*z + 1
*
[ -6/7 ] 
f(z) = 147/8*z^3 - 34/3*z + 1
*
[ 2/21 ] 
f(z) = 147/8*z^3 - 29/3*z + 1
*
[ 4/7 ] 
f(z) = 147/8*z^3 - 27/4*z + 1
*
[ 2/3 ] 
f(z) = 147/8*z^3 - 26/3*z + 1
*
[ 2/7 ] 
f(z) = 147/10*z^3 - 37/10*z + 1
*
4/21 | 0.17629592068802884123810770025595324674 | 0.028952967878248938599950755589302835549
f(z) = 147/16*z^3 - 37/12*z + 1
*
[ 1/2 ] 
f(z) = 148*z^3 - 38*z + 1
*
[ -1/2 ] 
f(z) = 148*z^3 - 34*z + 1
*
[ 1/2 ] 
f(z) = 148/3*z^3 - 40/3*z + 1
*
[ -1/2 ] 
f(z) = 148/3*z^3 - 28/3*z + 1
*
1/5 | 0.13338402518555377974362873792898065057 | 0.021833134666511422801740583760251937504
f(z) = 150*z^3 - 32/3*z + 1
*
2/15 | 0.16340551901167578823675332478576033647 | 0.026747241259739000272320843312663699374
f(z) = 150*z^3 - 29/3*z + 1
*
[ 1/5 ] 
f(z) = 150/7*z^3 - 34/7*z + 1
*
[ 1/2 ] 
f(z) = 152*z^3 - 39*z + 1
*
[ -1/2 ] 
f(z) = 152*z^3 - 35*z + 1
*
[ 1/4 ] 
f(z) = 152*z^3 - 25/2*z + 1
*
[ 1/4 ] 
f(z) = 152/3*z^3 - 37/6*z + 1
*
[ -1/2 ] 
f(z) = 152/3*z^3 - 29/3*z + 1
*
[ 1/6 ] 
f(z) = 153*z^3 - 37/4*z + 1
*
[ 1/3 ] 
f(z) = 153/2*z^3 - 21/2*z + 1
*
[ 2/3 ] 
f(z) = 153/4*z^3 - 35/2*z + 1
*
[ -2/3 ] 
f(z) = 153/4*z^3 - 29/2*z + 1
*
[ 1/3 ] 
f(z) = 153/4*z^3 - 25/4*z + 1
*
[ 1/3 ] 
f(z) = 153/5*z^3 - 27/5*z + 1
*
[ 1/3 ] 
f(z) = 153/7*z^3 - 31/7*z + 1
*
[ 2/9 ] 
f(z) = 153/8*z^3 - 40/9*z + 1
*
[ 1/3 ] 
f(z) = 153/8*z^3 - 33/8*z + 1
*
[ 1/3 ] 
f(z) = 153/10*z^3 - 37/10*z + 1
*
[ 1/3 ] 
f(z) = 153/11*z^3 - 39/11*z + 1
*
[ 2/5 ] 
f(z) = 155/8*z^3 - 23/5*z + 1
*
[ 1/2 ] 
f(z) = 156*z^3 - 40*z + 1
*
[ -1/3 ] 
f(z) = 156*z^3 - 40/3*z + 1
*
[ -1/2 ] 
f(z) = 156*z^3 - 36*z + 1
*
[ 1/6 ] 
f(z) = 156*z^3 - 28/3*z + 1
*
[ 2/3 ] 
f(z) = 159/8*z^3 - 28/3*z + 1
*
[ -2/3 ] 
f(z) = 141/8*z^3 - 16/3*z + 1
*
[ 1/3 ] 
f(z) = 144*z^3 - 18*z + 1
*
1/12 | 0.12047626380855193887619171355820805483 | 0.024241607590939153680846754182147264346
f(z) = 144*z^3 - 11*z + 1
*
[ 1/6 ] 
f(z) = 144*z^3 - 9*z + 1
*
[ -1/4 ]
f(z) = 144*z^3 - 4*z + 1
*
[ -2/7 ]
f(z) = 147*z^3 - 15/2*z + 1
*
[ 2/7 ] 
f(z) = 147/2*z^3 - 17/2*z + 1
*
[ 1/7 ] 
f(z) = 147/2*z^3 - 15/2*z + 1
*
[ -2/7 ]
f(z) = 147/2*z^3 - 3/2*z + 1
*
[ 2/7 ] 
f(z) = 147/4*z^3 - 11/2*z + 1
*
2/7 | 0.11247327186407217623101834168101276892 | 0.018471414509951086322414818636960215653
f(z) = 147/8*z^3 - 14/3*z + 1
*
[ 2/7 ] 
f(z) = 147/8*z^3 - 4*z + 1
*
4/7 | 0.086973653909236900401139297436564182589 | 0.017428079108744626679122837258640774993
f(z) = 147/16*z^3 - 17/4*z + 1
*
[ 4/7 ] 
f(z) = 147/16*z^3 - 15/4*z + 1
*
[ 2/7 ] 
f(z) = 147/16*z^3 - 13/4*z + 1
*
1/10 | 0.12183753414005154424466337378343230362 | 0.021360831111883413006664029922875168943
f(z) = 150*z^3 - 19/2*z + 1
*
[ 1/5 ] 
f(z) = 150*z^3 - 10*z + 1
*
[ 1/3 ] 
f(z) = 153*z^3 - 19*z + 1
*
[ -1/3 ] 
f(z) = 153*z^3 - 13*z + 1
*
[ 2/3 ] 
f(z) = 153/8*z^3 - 9*z + 1
*
[ -2/3 ] 
f(z) = 153/8*z^3 - 6*z + 1
*
[ 2/3 ] 
f(z) = 153/16*z^3 - 19/4*z + 1
*
[ -2/3 ] 
f(z) = 159/8*z^3 - 19/3*z + 1
*
[ -1/6 ]
f(z) = 144*z^3 + 3*z + 1
*
[ -1/12 ]
f(z) = 144*z^3 + 12*z + 1
*
[ -1/7 ]
f(z) = 147*z^3 + 5*z + 1
*
[ -2/7 ]
f(z) = 147/4*z^3 + 3/2*z + 1
*
[ -2/7 ]
f(z) = 147/8*z^3 + 3*z + 1
*
-2 | 0.10487190865013209371656709261327440807 | 0.016508425426310915765852314164621797693
f(z) = 141/20*z^3 - 287/10*z + 1
*
-2 | 0.10471119807161644755334054936691265871 | 0.016465128046932478277693331328203826709
f(z) = 141/28*z^3 - 289/14*z + 1
*
-2 | 0.10513805810476201064484327548835558502 | 0.016514340083401442307382742212408324174
f(z) = 143/20*z^3 - 291/10*z + 1
*
[ 2 ] 
f(z) = 143/20*z^3 - 281/10*z + 1
*
-2 | 0.10498029062759111423850194874243132446 | 0.016471837926487993454866210139766280720
f(z) = 143/28*z^3 - 293/14*z + 1
*
[ 4 ] 
f(z) = 143/32*z^3 - 283/4*z + 1
*
[ -4 ] 
f(z) = 143/32*z^3 - 281/4*z + 1
*
-2 | 0.091242257121314629190173313545311351397 | 0.014301019548388039049225854166836841336
f(z) = 143/36*z^3 - 295/18*z + 1
*
-2 | 0.10524549200909376877488119374774078636 | 0.016478390579579066572169810798017999376
f(z) = 145/28*z^3 - 297/14*z + 1
*
[ 2 ] 
f(z) = 145/28*z^3 - 283/14*z + 1
*
[ 4 ] 
f(z) = 145/32*z^3 - 287/4*z + 1
*
[ -4 ] 
f(z) = 145/32*z^3 - 285/4*z + 1
*
-2 | 0.091510855650405010454962997739107383615 | 0.014312904777938749770763902000578241586
f(z) = 145/36*z^3 - 299/18*z + 1
*
[ 2 ] 
f(z) = 145/36*z^3 - 281/18*z + 1
*
-2 | 0.10565909935052209312078392630301177246 | 0.016525783932172200207134013371687640387
f(z) = 147/20*z^3 - 299/10*z + 1
*
[ 2 ] 
f(z) = 147/20*z^3 - 289/10*z + 1
*
[ 4 ] 
f(z) = 147/32*z^3 - 291/4*z + 1
*
[ -4 ] 
f(z) = 147/32*z^3 - 289/4*z + 1
*
[ 2 ] 
f(z) = 149/20*z^3 - 293/10*z + 1
*
[ -2 ] 
f(z) = 149/20*z^3 - 283/10*z + 1
*
[ 2 ] 
f(z) = 149/28*z^3 - 291/14*z + 1
*
[ 4 ] 
f(z) = 149/32*z^3 - 295/4*z + 1
*
[ -4 ] 
f(z) = 149/32*z^3 - 293/4*z + 1
*
[ 2 ] 
f(z) = 149/36*z^3 - 289/18*z + 1
*
[ 2 ] 
f(z) = 151/20*z^3 - 297/10*z + 1
*
[ -2 ] 
f(z) = 151/20*z^3 - 287/10*z + 1
*
[ 2 ] 
f(z) = 151/28*z^3 - 295/14*z + 1
*
[ -2 ] 
f(z) = 151/28*z^3 - 281/14*z + 1
*
[ 4 ] 
f(z) = 151/32*z^3 - 299/4*z + 1
*
[ -4 ] 
f(z) = 151/32*z^3 - 297/4*z + 1
*
[ 2 ] 
f(z) = 151/36*z^3 - 293/18*z + 1
*
[ -2 ] 
f(z) = 153/20*z^3 - 291/10*z + 1
*
[ 2 ] 
f(z) = 153/28*z^3 - 299/14*z + 1
*
[ -2 ] 
f(z) = 153/28*z^3 - 285/14*z + 1
*
[ -2 ] 
f(z) = 155/28*z^3 - 289/14*z + 1
*
[ -2 ] 
f(z) = 155/36*z^3 - 283/18*z + 1
*
[ -2 ] 
f(z) = 157/20*z^3 - 299/10*z + 1
*
[ -2 ] 
f(z) = 157/28*z^3 - 293/14*z + 1
*
[ -2 ] 
f(z) = 157/36*z^3 - 287/18*z + 1
*
[ -2 ] 
f(z) = 159/28*z^3 - 297/14*z + 1
*
6/5 | 0.16404536436645221721980333366531812460 | 0.018275979411893521582667364491637775504
f(z) = 140/27*z^3 - 293/35*z + 1
*
[ 4/3 ] 
f(z) = 145/32*z^3 - 281/36*z + 1
*
[ 2/21 ] 
f(z) = 147/20*z^3 - 287/30*z + 1
*
[ -3/2 ] 
f(z) = 148/21*z^3 - 298/21*z + 1
*
[ 4/3 ] 
f(z) = 149/32*z^3 - 289/36*z + 1
*
[ 4/3 ] 
f(z) = 151/32*z^3 - 293/36*z + 1
*
[ -3/2 ] 
f(z) = 152/33*z^3 - 287/33*z + 1
*
4/3 | 0.11911592791497839834841303345217200281 | 0.020970476799575808243747395394624305881
f(z) = 153/28*z^3 - 293/28*z + 1
*
[ 3/31 ] 
f(z) = 155/27*z^3 - 291/31*z + 1
*
[ -5/4 ] 
f(z) = 142/25*z^3 - 283/40*z + 1
*
[ -6/5 ] 
f(z) = 142/27*z^3 - 287/50*z + 1
*
[ 3/22 ] 
f(z) = 143/27*z^3 - 283/44*z + 1
*
[ 5/36 ] 
f(z) = 144/25*z^3 - 284/45*z + 1
*
[ -5/4 ] 
f(z) = 146/25*z^3 - 293/40*z + 1
*
3/4 | 0.15082866103638227621404742028068382916 | 0.026382356167223544244123539514838651967
f(z) = 152/21*z^3 - 283/42*z + 1
*
[ 12/11 ] 
f(z) = 154/27*z^3 - 295/44*z + 1
*
[ 3/16 ] 
f(z) = 140/27*z^3 - 289/64*z + 1
*
[ -15/14 ] 
f(z) = 147/25*z^3 - 289/60*z + 1
*
16/21 | 0.070902590348889188941523750687751064456 | 0.011644287700160197233125836502429201654
f(z) = 147/26*z^3 - 295/78*z + 1
*
1/4 | 0.16444600902147598876065013023254204050 | 0.028764249118650776789587601199893129950
f(z) = 152/33*z^3 - 283/66*z + 1
*
1/4 | 0.12290489234206679007175644327014203102 | 0.021498040373643069674261478227542256630
f(z) = 152/35*z^3 - 299/70*z + 1
*
[ 8/9 ] 
f(z) = 153/32*z^3 - 281/72*z + 1
*
[ 5/26 ] 
f(z) = 156/25*z^3 - 288/65*z + 1
*
1/3 | 0.17599893057493114965680600918631869350 | 0.029103373393282316224268436155917986989
f(z) = 141/28*z^3 - 299/84*z + 1
*
[ 1/4 ] 
f(z) = 148/21*z^3 - 289/84*z + 1
*
[ -10/11 ] 
f(z) = 143/25*z^3 - 289/110*z + 1
*
[ 3/10 ] 
f(z) = 143/27*z^3 - 281/100*z + 1
*
[ 5/12 ] 
f(z) = 144/23*z^3 - 286/115*z + 1
*
[ 2/5 ] 
f(z) = 145/22*z^3 - 281/110*z + 1
*
[ -13/14 ] 
f(z) = 147/26*z^3 - 291/104*z + 1
*
[ 3/10 ] 
f(z) = 149/27*z^3 - 283/100*z + 1
*
[ 2/5 ] 
f(z) = 155/22*z^3 - 289/110*z + 1
*
[ 1/3 ] 
f(z) = 159/38*z^3 - 281/114*z + 1
*
[ 1/2 ] 
f(z) = 145/34*z^3 - 281/136*z + 1
*
[ 4/7 ] 
f(z) = 147/31*z^3 - 285/124*z + 1
*
10/21 | 0.20877827242959017310942991848840502108 | 0.027119404976556120447399840969993938265
f(z) = 147/32*z^3 - 281/120*z + 1
*
[ 1/2 ] 
f(z) = 147/34*z^3 - 283/136*z + 1
*
[ 1/2 ] 
f(z) = 149/33*z^3 - 281/132*z + 1
*
[ 1/2 ] 
f(z) = 149/34*z^3 - 285/136*z + 1
*
[ 1/2 ] 
f(z) = 151/33*z^3 - 283/132*z + 1
*
[ 1/2 ] 
f(z) = 151/34*z^3 - 287/136*z + 1
*
[ 8/17 ] 
f(z) = 153/32*z^3 - 297/136*z + 1
*
[ 1/2 ] 
f(z) = 153/32*z^3 - 281/128*z + 1
*
[ 1/2 ] 
f(z) = 155/32*z^3 - 283/128*z + 1
*
[ 1/2 ] 
f(z) = 155/33*z^3 - 287/132*z + 1
*
[ 1/2 ] 
f(z) = 155/34*z^3 - 291/136*z + 1
*
[ 1/2 ] 
f(z) = 157/31*z^3 - 281/124*z + 1
*
[ 1/2 ] 
f(z) = 157/32*z^3 - 285/128*z + 1
*
[ 1/2 ] 
f(z) = 157/33*z^3 - 289/132*z + 1
*
[ 1/2 ] 
f(z) = 157/34*z^3 - 293/136*z + 1
*
[ 1/2 ] 
f(z) = 159/31*z^3 - 283/124*z + 1
*
[ 1/2 ] 
f(z) = 159/32*z^3 - 287/128*z + 1
*
[ 1/2 ] 
f(z) = 159/34*z^3 - 295/136*z + 1
*
[ 1/2 ] 
f(z) = 141/35*z^3 - 281/140*z + 1
*
[ 1/2 ] 
f(z) = 141/37*z^3 - 289/148*z + 1
*
[ 1/2 ] 
f(z) = 141/38*z^3 - 293/152*z + 1
*
[ 1/2 ] 
f(z) = 143/35*z^3 - 283/140*z + 1
*
[ 1/2 ] 
f(z) = 143/36*z^3 - 287/144*z + 1
*
[ 1/2 ] 
f(z) = 143/37*z^3 - 291/148*z + 1
*
[ 1/2 ] 
f(z) = 143/38*z^3 - 295/152*z + 1
*
[ 1/2 ] 
f(z) = 145/36*z^3 - 289/144*z + 1
*
[ 1/2 ] 
f(z) = 145/37*z^3 - 293/148*z + 1
*
[ 1/2 ] 
f(z) = 145/38*z^3 - 297/152*z + 1
*
[ 1/2 ] 
f(z) = 147/37*z^3 - 295/148*z + 1
*
[ 1/2 ] 
f(z) = 147/38*z^3 - 299/152*z + 1
*
[ 1/2 ] 
f(z) = 149/35*z^3 - 289/140*z + 1
*
[ 1/2 ] 
f(z) = 149/36*z^3 - 293/144*z + 1
*
[ 1/2 ] 
f(z) = 149/37*z^3 - 297/148*z + 1
*
[ 1/2 ] 
f(z) = 151/35*z^3 - 291/140*z + 1
*
[ 1/2 ] 
f(z) = 151/36*z^3 - 295/144*z + 1
*
[ 1/2 ] 
f(z) = 151/37*z^3 - 299/148*z + 1
*
[ 1/2 ] 
f(z) = 153/35*z^3 - 293/140*z + 1
*
[ 1/2 ] 
f(z) = 155/36*z^3 - 299/144*z + 1
*
[ 1/2 ] 
f(z) = 157/35*z^3 - 297/140*z + 1
*
[ 1/2 ] 
f(z) = 159/35*z^3 - 299/140*z + 1
*
[ 2 ] 
f(z) = 141/20*z^3 - 277/10*z + 1
*
[ -2 ] 
f(z) = 141/20*z^3 - 267/10*z + 1
*
[ 2 ] 
f(z) = 141/28*z^3 - 275/14*z + 1
*
[ -2 ] 
f(z) = 141/28*z^3 - 261/14*z + 1
*
[ 4 ] 
f(z) = 141/32*z^3 - 279/4*z + 1
*
[ -4 ] 
f(z) = 141/32*z^3 - 277/4*z + 1
*
[ -2 ] 
f(z) = 143/20*z^3 - 271/10*z + 1
*
[ 2 ] 
f(z) = 143/28*z^3 - 279/14*z + 1
*
[ -2 ] 
f(z) = 143/28*z^3 - 265/14*z + 1
*
[ 2 ] 
f(z) = 143/36*z^3 - 277/18*z + 1
*
[ -2 ] 
f(z) = 145/28*z^3 - 269/14*z + 1
*
[ -2 ] 
f(z) = 145/36*z^3 - 263/18*z + 1
*
[ -2 ] 
f(z) = 147/20*z^3 - 279/10*z + 1
*
[ -2 ] 
f(z) = 149/28*z^3 - 277/14*z + 1
*
[ -2 ] 
f(z) = 149/36*z^3 - 271/18*z + 1
*
[ -2 ] 
f(z) = 151/36*z^3 - 275/18*z + 1
*
-8/3 | 0.17434045784762645426237059749335663880 | 0.024869144361560816272490827586714830152
f(z) = 153/32*z^3 - 277/8*z + 1
*
[ 8/3 ] 
f(z) = 153/32*z^3 - 267/8*z + 1
*
[ -8/3 ] 
f(z) = 153/32*z^3 - 261/8*z + 1
*
3/14 | 0.23349881387652920260355517695117567393 | 0.029938265563475696551697412508701725893
f(z) = 140/27*z^3 - 271/21*z + 1
*
[ 4/3 ] 
f(z) = 143/32*z^3 - 277/36*z + 1
*
[ 1/12 ] 
f(z) = 144/25*z^3 - 276/25*z + 1
*
[ -3/2 ] 
f(z) = 148/33*z^3 - 278/33*z + 1
*
[ -3/2 ] 
f(z) = 148/39*z^3 - 268/39*z + 1
*
[ -3/2 ] 
f(z) = 152/39*z^3 - 277/39*z + 1
*
[ 4/3 ] 
f(z) = 153/20*z^3 - 267/20*z + 1
*
[ 4/3 ] 
f(z) = 153/28*z^3 - 265/28*z + 1
*
[ 3/4 ] 
f(z) = 144/23*z^3 - 266/69*z + 1
*
[ 3/4 ] 
f(z) = 144/25*z^3 - 268/75*z + 1
*
[ 4/21 ] 
f(z) = 147/20*z^3 - 271/60*z + 1
*
5/7 | 0.17497094407767722348198974326050602527 | 0.028735367805092246018447795026357871199
f(z) = 147/26*z^3 - 277/78*z + 1
*
[ 2/9 ] 
f(z) = 153/32*z^3 - 269/72*z + 1
*
-8/9 | 0.17353805635015934829300613227664591098 | 0.024010260077955310737525948971933280044
f(z) = 153/32*z^3 - 263/72*z + 1
*
[ 4/5 ] 
f(z) = 155/24*z^3 - 263/60*z + 1
*
0 | 0.19503436075695404934038835793988666168 | 0.029171166182041735356085775915184867497
f(z) = 155/39*z^3 - 267/65*z + 1
*
[ 5/6 ] 
f(z) = 159/25*z^3 - 277/60*z + 1
*
[ 3/4 ] 
f(z) = 144/29*z^3 - 272/87*z + 1
*
[ 3/4 ] 
f(z) = 144/31*z^3 - 274/93*z + 1
*
3/14 | 0.13829612831742704399427215760195220981 | 0.021687635278628459530964979237915336226
f(z) = 147/20*z^3 - 267/80*z + 1
*
[ 4/7 ] 
f(z) = 147/23*z^3 - 261/92*z + 1
*
1/7 | 0.11552556370974510795838655077909732880 | 0.018972690474919063105642986386801658844
f(z) = 147/32*z^3 - 265/96*z + 1
*
[ 1/3 ] 
f(z) = 141/37*z^3 - 269/111*z + 1
*
[ 1/3 ] 
f(z) = 141/38*z^3 - 275/114*z + 1
*
[ 3/4 ] 
f(z) = 144/35*z^3 - 278/105*z + 1
*
[ 3/4 ] 
f(z) = 144/37*z^3 - 280/111*z + 1
*
[ 12/29 ] 
f(z) = 145/27*z^3 - 271/116*z + 1
*
[ 4/7 ] 
f(z) = 147/25*z^3 - 267/100*z + 1
*
[ 4/7 ] 
f(z) = 147/29*z^3 - 279/116*z + 1
*
[ 1/2 ] 
f(z) = 147/29*z^3 - 263/116*z + 1
*
[ 1/3 ] 
f(z) = 147/37*z^3 - 271/111*z + 1
*
[ 1/2 ] 
f(z) = 149/28*z^3 - 261/112*z + 1
*
[ 1/2 ] 
f(z) = 149/29*z^3 - 265/116*z + 1
*
[ 1/3 ] 
f(z) = 150/37*z^3 - 272/111*z + 1
*
[ 1/2 ] 
f(z) = 151/28*z^3 - 263/112*z + 1
*
[ 1/2 ] 
f(z) = 151/29*z^3 - 267/116*z + 1
*
[ 1/2 ] 
f(z) = 153/28*z^3 - 265/112*z + 1
*
[ 1/2 ] 
f(z) = 153/29*z^3 - 269/116*z + 1
*
[ 1/2 ] 
f(z) = 155/27*z^3 - 263/108*z + 1
*
[ 1/2 ] 
f(z) = 155/28*z^3 - 267/112*z + 1
*
[ 1/2 ] 
f(z) = 155/29*z^3 - 271/116*z + 1
*
[ 1/3 ] 
f(z) = 156/35*z^3 - 262/105*z + 1
*
[ 1/3 ] 
f(z) = 156/37*z^3 - 274/111*z + 1
*
[ 1/2 ] 
f(z) = 157/26*z^3 - 261/104*z + 1
*
[ 1/2 ] 
f(z) = 157/27*z^3 - 265/108*z + 1
*
[ 1/2 ] 
f(z) = 157/28*z^3 - 269/112*z + 1
*
[ 1/2 ] 
f(z) = 157/29*z^3 - 273/116*z + 1
*
[ 1/2 ] 
f(z) = 159/26*z^3 - 263/104*z + 1
*
[ 1/2 ] 
f(z) = 159/28*z^3 - 271/112*z + 1
*
[ 1/2 ] 
f(z) = 159/29*z^3 - 275/116*z + 1
*
[ 2/3 ] 
f(z) = 159/34*z^3 - 263/102*z + 1
*
[ 1/3 ] 
f(z) = 159/35*z^3 - 263/105*z + 1
*
[ 1/3 ] 
f(z) = 159/37*z^3 - 275/111*z + 1
*
[ 2/3 ] 
f(z) = 159/38*z^3 - 269/114*z + 1
*
[ 1/2 ] 
f(z) = 141/31*z^3 - 265/124*z + 1
*
[ 1/2 ] 
f(z) = 141/32*z^3 - 269/128*z + 1
*
[ 1/2 ] 
f(z) = 141/34*z^3 - 277/136*z + 1
*
[ 1/2 ] 
f(z) = 143/30*z^3 - 263/120*z + 1
*
[ 1/2 ] 
f(z) = 143/31*z^3 - 267/124*z + 1
*
[ 1/2 ] 
f(z) = 143/32*z^3 - 271/128*z + 1
*
[ 1/2 ] 
f(z) = 143/34*z^3 - 279/136*z + 1
*
[ 1/2 ] 
f(z) = 145/31*z^3 - 269/124*z + 1
*
[ 1/2 ] 
f(z) = 145/32*z^3 - 273/128*z + 1
*
[ 1/2 ] 
f(z) = 145/33*z^3 - 277/132*z + 1
*
[ 1/2 ] 
f(z) = 147/31*z^3 - 271/124*z + 1
*
[ 1/2 ] 
f(z) = 147/32*z^3 - 275/128*z + 1
*
[ 1/2 ] 
f(z) = 149/30*z^3 - 269/120*z + 1
*
[ 1/2 ] 
f(z) = 149/31*z^3 - 273/124*z + 1
*
[ 1/2 ] 
f(z) = 149/32*z^3 - 277/128*z + 1
*
[ 1/2 ] 
f(z) = 151/30*z^3 - 271/120*z + 1
*
[ 1/2 ] 
f(z) = 151/31*z^3 - 275/124*z + 1
*
[ 1/2 ] 
f(z) = 151/32*z^3 - 279/128*z + 1
*
[ 1/2 ] 
f(z) = 153/31*z^3 - 277/124*z + 1
*
[ 1/2 ] 
f(z) = 157/30*z^3 - 277/120*z + 1
*
[ -2 ] 
f(z) = 143/36*z^3 - 259/18*z + 1
*
[ 5/3 ] 
f(z) = 156/25*z^3 - 254/15*z + 1
*
[ 5/3 ] 
f(z) = 159/25*z^3 - 259/15*z + 1
*
[ -5/3 ] 
f(z) = 159/25*z^3 - 241/15*z + 1
*
[ -3/2 ] 
f(z) = 140/33*z^3 - 260/33*z + 1
*
[ -3/2 ] 
f(z) = 140/39*z^3 - 250/39*z + 1
*
2/13 | 0.17020811286905360155989396016070701727 | 0.022289432106185627784646120330041886636
f(z) = 143/24*z^3 - 259/39*z + 1
*
[ 1/12 ] 
f(z) = 144/23*z^3 - 254/23*z + 1
*
[ 3/29 ] 
f(z) = 145/27*z^3 - 253/29*z + 1
*
3/76 | 0.25523911874236044846836188558889901496 | 0.029068416309200875883753592871810878205
f(z) = 152/27*z^3 - 241/38*z + 1
*
-4/3 | 0.12478323951241808665800500722762800824 | 0.022583350340148823225068171457100690788
f(z) = 153/28*z^3 - 251/28*z + 1
*
[ -4/3 ] 
f(z) = 155/32*z^3 - 247/36*z + 1
*
[ -4/3 ] 
f(z) = 157/32*z^3 - 251/36*z + 1
*
0 | 0.17438680459860084995712673734499938549 | 0.028170907807655871694216354876131410142
f(z) = 159/22*z^3 - 244/33*z + 1
*
3/10 | 0.27163693620415796992375359046512033371 | 0.029557439302433671332856962413571190531
f(z) = 140/27*z^3 - 241/70*z + 1
*
[ 5/6 ] 
f(z) = 141/25*z^3 - 247/60*z + 1
*
[ 4/5 ] 
f(z) = 145/24*z^3 - 247/60*z + 1
*
11/21 | 0.12656435937011865690129926571240907137 | 0.020785584924898537813029714190724891974
f(z) = 147/20*z^3 - 241/60*z + 1
*
4/21 | 0.072916553901104894338520300787299710823 | 0.011975039664287889789694294272901647293
f(z) = 147/22*z^3 - 247/66*z + 1
*
[ 5/6 ] 
f(z) = 147/25*z^3 - 257/60*z + 1
*
[ 20/21 ] 
f(z) = 147/32*z^3 - 253/60*z + 1
*
-20/21 | 0.22566389699652351882319502458607648072 | 0.029312775414886504155162029420755658102
f(z) = 147/32*z^3 - 247/60*z + 1
*
[ 1/4 ] 
f(z) = 152/37*z^3 - 241/74*z + 1
*
[ 1/4 ] 
f(z) = 152/39*z^3 - 253/78*z + 1
*
[ 2/3 ] 
f(z) = 159/22*z^3 - 245/66*z + 1
*
[ 2/3 ] 
f(z) = 159/26*z^3 - 251/78*z + 1
*
[ 8/11 ] 
f(z) = 143/32*z^3 - 241/88*z + 1
*
[ 1/2 ] 
f(z) = 145/24*z^3 - 241/96*z + 1
*
[ 1/3 ] 
f(z) = 147/32*z^3 - 241/96*z + 1
*
[ 1/2 ] 
f(z) = 149/23*z^3 - 241/92*z + 1
*
[ 1/2 ] 
f(z) = 149/24*z^3 - 245/96*z + 1
*
[ 1/2 ] 
f(z) = 151/23*z^3 - 243/92*z + 1
*
[ 1/2 ] 
f(z) = 151/24*z^3 - 247/96*z + 1
*
[ -5/6 ] 
f(z) = 153/20*z^3 - 249/80*z + 1
*
[ 1/2 ] 
f(z) = 153/22*z^3 - 241/88*z + 1
*
[ 1/2 ] 
f(z) = 153/23*z^3 - 245/92*z + 1
*
[ 5/17 ] 
f(z) = 153/25*z^3 - 249/85*z + 1
*
[ 1/2 ] 
f(z) = 155/22*z^3 - 243/88*z + 1
*
[ 1/2 ] 
f(z) = 155/23*z^3 - 247/92*z + 1
*
[ 1/2 ] 
f(z) = 155/24*z^3 - 251/96*z + 1
*
[ 5/8 ] 
f(z) = 156/25*z^3 - 243/80*z + 1
*
[ 1/2 ] 
f(z) = 157/21*z^3 - 241/84*z + 1
*
[ 1/2 ] 
f(z) = 157/22*z^3 - 245/88*z + 1
*
[ 1/2 ] 
f(z) = 157/23*z^3 - 249/92*z + 1
*
[ 1/2 ] 
f(z) = 157/24*z^3 - 253/96*z + 1
*
[ 1/2 ] 
f(z) = 159/22*z^3 - 247/88*z + 1
*
[ 1/2 ] 
f(z) = 159/23*z^3 - 251/92*z + 1
*
[ 1/3 ] 
f(z) = 159/32*z^3 - 245/96*z + 1
*
[ 1/2 ] 
f(z) = 141/25*z^3 - 241/100*z + 1
*
[ 1/2 ] 
f(z) = 141/26*z^3 - 245/104*z + 1
*
[ 1/2 ] 
f(z) = 141/28*z^3 - 253/112*z + 1
*
[ 1/2 ] 
f(z) = 141/29*z^3 - 257/116*z + 1
*
[ 1/3 ] 
f(z) = 141/34*z^3 - 251/102*z + 1
*
[ 1/3 ] 
f(z) = 141/35*z^3 - 257/105*z + 1
*
[ 2/3 ] 
f(z) = 141/38*z^3 - 245/114*z + 1
*
[ 1/2 ] 
f(z) = 143/25*z^3 - 243/100*z + 1
*
[ 1/2 ] 
f(z) = 143/27*z^3 - 251/108*z + 1
*
[ 1/2 ] 
f(z) = 143/28*z^3 - 255/112*z + 1
*
[ 1/2 ] 
f(z) = 143/29*z^3 - 259/116*z + 1
*
[ 8/13 ] 
f(z) = 143/32*z^3 - 241/104*z + 1
*
[ 1/2 ] 
f(z) = 145/26*z^3 - 249/104*z + 1
*
[ 1/2 ] 
f(z) = 145/27*z^3 - 253/108*z + 1
*
[ 1/2 ] 
f(z) = 145/28*z^3 - 257/112*z + 1
*
[ 1/2 ] 
f(z) = 147/25*z^3 - 247/100*z + 1
*
[ 1/2 ] 
f(z) = 147/26*z^3 - 251/104*z + 1
*
-19/21 | 0.17770412008765672163209528034091160072 | 0.029184235577606227266544655569693386007
f(z) = 147/34*z^3 - 259/102*z + 1
*
[ 1/3 ] 
f(z) = 147/34*z^3 - 253/102*z + 1
*
[ 2/3 ] 
f(z) = 147/38*z^3 - 253/114*z + 1
*
[ 1/2 ] 
f(z) = 149/25*z^3 - 249/100*z + 1
*
[ 1/2 ] 
f(z) = 149/26*z^3 - 253/104*z + 1
*
[ 1/2 ] 
f(z) = 149/27*z^3 - 257/108*z + 1
*
[ 1/2 ] 
f(z) = 151/25*z^3 - 251/100*z + 1
*
[ 1/2 ] 
f(z) = 151/26*z^3 - 255/104*z + 1
*
[ 1/2 ] 
f(z) = 151/27*z^3 - 259/108*z + 1
*
[ 1/2 ] 
f(z) = 153/25*z^3 - 253/100*z + 1
*
[ 1/2 ] 
f(z) = 153/26*z^3 - 257/104*z + 1
*
[ 1/2 ] 
f(z) = 155/26*z^3 - 259/104*z + 1
*
[ 1/2 ] 
f(z) = 157/25*z^3 - 257/100*z + 1
*
[ 1/2 ] 
f(z) = 159/25*z^3 - 259/100*z + 1
*
[ 4/9 ] 
f(z) = 159/32*z^3 - 241/108*z + 1
*
[ 1/3 ] 
f(z) = 159/34*z^3 - 257/102*z + 1
*
[ 10/21 ] 
f(z) = 147/32*z^3 - 257/120*z + 1
*
[ -29/36 ]
f(z) = 144/29*z^3 - 256/261*z + 1
*
[ 5/3 ] 
f(z) = 141/25*z^3 - 229/15*z + 1
*
[ 5/3 ] 
f(z) = 147/25*z^3 - 239/15*z + 1
*
[ -5/3 ] 
f(z) = 147/25*z^3 - 221/15*z + 1
*
[ -5/3 ] 
f(z) = 156/25*z^3 - 236/15*z + 1
*
[ 3/28 ] 
f(z) = 140/27*z^3 - 235/28*z + 1
*
15/14 | 0.17668112045735102139980633379725736857 | 0.020259768162885194172182767404726421491
f(z) = 140/27*z^3 - 227/35*z + 1
*
[ -4/3 ] 
f(z) = 143/32*z^3 - 223/36*z + 1
*
[ 6/5 ] 
f(z) = 145/27*z^3 - 227/30*z + 1
*
[ -4/3 ] 
f(z) = 145/32*z^3 - 227/36*z + 1
*
0 | 0.11786758171321204415710477303471754692 | 0.021834759015335398684497166202987951494
f(z) = 145/38*z^3 - 221/38*z + 1
*
0 | 0.11034051825006940438328006564231217983 | 0.020406327543072252491577060731803460450
f(z) = 145/39*z^3 - 223/39*z + 1
*
0 | 0.11047179361637875810981886890095561562 | 0.020413713786493945867845751152035051944
f(z) = 146/39*z^3 - 224/39*z + 1
*
[ 2/21 ] 
f(z) = 147/32*z^3 - 229/24*z + 1
*
1/7 | 0.11548265051601661014753090689859503634 | 0.021287320646989260001545685857839575412
f(z) = 147/32*z^3 - 227/32*z + 1
*
[ 1/7 ] 
f(z) = 147/37*z^3 - 225/37*z + 1
*
0 | 0.13098492468891974418789283019136181244 | 0.024264723375620355412357479252774420185
f(z) = 147/37*z^3 - 221/37*z + 1
*
[ 1/7 ] 
f(z) = 147/38*z^3 - 231/38*z + 1
*
0 | 0.11813098811918863893948759814600887864 | 0.021847093658592852075586323911471701693
f(z) = 147/38*z^3 - 223/38*z + 1
*
0 | 0.11073360657141850769449832259254680520 | 0.020428538250612650498760606457876223760
f(z) = 148/39*z^3 - 226/39*z + 1
*
[ -4/3 ] 
f(z) = 149/32*z^3 - 235/36*z + 1
*
0 | 0.092028679616796608370915759065791379219 | 0.017048148547082831145646743553484216441
f(z) = 149/36*z^3 - 221/36*z + 1
*
0 | 0.13124437040730553298636682633766539380 | 0.024272276886048531465505453189527512717
f(z) = 149/37*z^3 - 223/37*z + 1
*
0 | 0.11839069734976271998687875601747552352 | 0.021859029293765720396523397594368310659
f(z) = 149/38*z^3 - 225/38*z + 1
*
0 | 0.11086313678092816190041016345651439043 | 0.020435789532379449783511661454617047296
f(z) = 149/39*z^3 - 227/39*z + 1
*
0 | 0.13137274179765247478638374631970321988 | 0.024275930195512261343235702793133187402
f(z) = 150/37*z^3 - 224/37*z + 1
*
[ -4/3 ] 
f(z) = 151/32*z^3 - 239/36*z + 1
*
0 | 0.13153616504924599955562525834063865163 | 0.024366839667923154673576381001823836386
f(z) = 151/35*z^3 - 221/35*z + 1
*
0 | 0.092284282699075063062935031432744752915 | 0.017067015179019399645615781999558051347
f(z) = 151/36*z^3 - 223/36*z + 1
*
0 | 0.13150022878397686496948770405476539165 | 0.024279503520735073266664045447443790762
f(z) = 151/37*z^3 - 225/37*z + 1
*
0 | 0.11864681184064871515600859271143492156 | 0.021870581564497418794699502833312965223
f(z) = 151/38*z^3 - 227/38*z + 1
*
0 | 0.11111950821115590433879371693591803575 | 0.020449980352044468480668133145530213046
f(z) = 151/39*z^3 - 229/39*z + 1
*
0 | 0.13166253017221766711714201393765407994 | 0.024369867172522240394862854775772237544
f(z) = 152/35*z^3 - 222/35*z + 1
*
0 | 0.13162684347810336689190367272670649867 | 0.024282998540877320754246757311468376441
f(z) = 152/37*z^3 - 226/37*z + 1
*
0 | 0.11124740768042721069197595186915340220 | 0.020457113874357144219292494973669677081
f(z) = 152/39*z^3 - 230/39*z + 1
*
[ -4/3 ] 
f(z) = 153/20*z^3 - 237/20*z + 1
*
[ -4/3 ] 
f(z) = 153/28*z^3 - 223/28*z + 1
*
0 | 0.13178803831351763132327921139964354193 | 0.024372822592601014384810749013756998389
f(z) = 153/35*z^3 - 223/35*z + 1
*
0 | 0.13175259774455278561687454533726529461 | 0.024286416892320141639826918914416019550
f(z) = 153/37*z^3 - 227/37*z + 1
*
0 | 0.11889942982501689884361308482787426905 | 0.021881765343763236485216289357598967571
f(z) = 153/38*z^3 - 229/38*z + 1
*
0 | 0.13187750320723452750316458528694255370 | 0.024289760169980357363540153644174302862
f(z) = 154/37*z^3 - 228/37*z + 1
*
0 | 0.11149855936057682438146970509604679456 | 0.020470705993754621436666424289648946763
f(z) = 154/39*z^3 - 232/39*z + 1
*
0 | 0.11172671072515163580821955498998546812 | 0.020697173631639232037094114205041292474
f(z) = 155/33*z^3 - 221/33*z + 1
*
0 | 0.11921856252854092067461326815930478058 | 0.022048229197710115953710204355336061170
f(z) = 155/34*z^3 - 223/34*z + 1
*
0 | 0.092785135461454438753267653026045979899 | 0.017103408356291370457193055394652658541
f(z) = 155/36*z^3 - 227/36*z + 1
*
0 | 0.13200157125591401555355395541661749635 | 0.024293029928577642617828762687172275560
f(z) = 155/37*z^3 - 229/37*z + 1
*
0 | 0.11914864556046819095099610189482775227 | 0.021892594780095402932346606978377605930
f(z) = 155/38*z^3 - 231/38*z + 1
*
0 | 0.11162286834334814380950825817374457704 | 0.020477358450908012803543747717601559714
f(z) = 155/39*z^3 - 233/39*z + 1
*
0 | 0.13215953522212151459652248306777574680 | 0.024381271450117766999586593675735552845
f(z) = 156/35*z^3 - 226/35*z + 1
*
0 | 0.13212481305246408807225167314575001106 | 0.024296227683855971276104627750997515415
f(z) = 156/37*z^3 - 230/37*z + 1
*
0 | 0.10666115281518248915772771770409679044 | 0.019758788075282268337286959929112926634
f(z) = 157/32*z^3 - 221/32*z + 1
*
0 | 0.11197247700239081968356112166243838242 | 0.020708141286244818912980132242297852219
f(z) = 157/33*z^3 - 223/33*z + 1
*
0 | 0.11946352802659129791429252861506503161 | 0.022057111049486482610850628501214362747
f(z) = 157/34*z^3 - 225/34*z + 1
*
0 | 0.13228172867496841745232473059655385254 | 0.024383953446336410187769038395495694285
f(z) = 157/35*z^3 - 227/35*z + 1
*
0 | 0.093030568765206562251535140075545451590 | 0.017120965832325346543433155700015560100
f(z) = 157/36*z^3 - 229/36*z + 1
*
0 | 0.13224723953690898815307365110936436732 | 0.024299354913761248531442908586246992006
f(z) = 157/37*z^3 - 231/37*z + 1
*
0 | 0.11939454954087706682241839569096699918 | 0.021903083340528854675980668336061050492
f(z) = 157/38*z^3 - 233/38*z + 1
*
0 | 0.11186900874982055120154162245807388077 | 0.020490384931237232121999400253383592415
f(z) = 157/39*z^3 - 235/39*z + 1
*
0 | 0.11209364043885316843603895136580836121 | 0.020713409444142964309795111256019850066
f(z) = 158/33*z^3 - 224/33*z + 1
*
0 | 0.13240312064970156915581339854780381573 | 0.024386570628991098722735021908271744399
f(z) = 158/35*z^3 - 228/35*z + 1
*
0 | 0.13236886143326915369833659400391537416 | 0.024302413059576948333029454523289563386
f(z) = 158/37*z^3 - 232/37*z + 1
*
0 | 0.11198982835172105517242427967966545270 | 0.020496573164772984169518536155610615224
f(z) = 158/39*z^3 - 236/39*z + 1
*
0 | 0.13259148805153403470373516386324176841 | 0.024562336369419632258224890288385554476
f(z) = 159/31*z^3 - 221/31*z + 1
*
0 | 0.10690246567059257441637117471918749101 | 0.019770495591584526809949332335860171695
f(z) = 159/32*z^3 - 223/32*z + 1
*
0 | 0.11970529358127117640081039780858097436 | 0.022065695203740471938010814453575223372
f(z) = 159/34*z^3 - 227/34*z + 1
*
0 | 0.13252372159809093409642706508835033943 | 0.024389124344492806470494326332962690989
f(z) = 159/35*z^3 - 229/35*z + 1
*
0 | 0.13248968925521464073866238798582869996 | 0.024305403527019489220897039346720167814
f(z) = 159/37*z^3 - 233/37*z + 1
*
0 | 0.11963722869429822120045943385451227999 | 0.021913243850536605172329095499627424004
f(z) = 159/38*z^3 - 235/38*z + 1
*
[ 12/13 ] 
f(z) = 143/27*z^3 - 239/52*z + 1
*
3/4 | 0.17117348997565019714947296671790633939 | 0.029940993627431002697527962395918874409
f(z) = 152/21*z^3 - 227/42*z + 1
*
1/3 | 0.17896874101574207963070389144040528650 | 0.029594464457778249785452795528223861657
f(z) = 141/20*z^3 - 227/60*z + 1
*
[ 2/3 ] 
f(z) = 141/22*z^3 - 221/66*z + 1
*
[ 2/3 ] 
f(z) = 141/26*z^3 - 227/78*z + 1
*
2/3 | 0.15900293291187799428532817535638523180 | 0.028077704845303978634039694796728152706
f(z) = 144/35*z^3 - 233/70*z + 1
*
2/5 | 0.15266906468049964381499752543657699487 | 0.023180243801870408117833881738398961539
f(z) = 145/28*z^3 - 233/70*z + 1
*
3/7 | 0.16098572996376307456719314161965713875 | 0.026438584910568440972326345502515117461
f(z) = 147/20*z^3 - 221/60*z + 1
*
11/21 | 0.13372349410943927535951931822970722582 | 0.021961325108418739520921308537118209871
f(z) = 147/22*z^3 - 235/66*z + 1
*
5/21 | 0.13470959318069734040035990340140426378 | 0.022123271537034229060753760412671233544
f(z) = 147/22*z^3 - 223/66*z + 1
*
10/21 | 0.18709856525676063831994853760554637373 | 0.025028772519317933544540587960608165190
f(z) = 147/25*z^3 - 221/60*z + 1
*
[ 2/3 ] 
f(z) = 147/26*z^3 - 235/78*z + 1
*
-6/7 | 0.14759731128265648601050934900876347341 | 0.024239813353621412182866650177371285595
f(z) = 147/26*z^3 - 233/78*z + 1
*
[ 1/4 ] 
f(z) = 152/35*z^3 - 229/70*z + 1
*
[ 4/17 ] 
f(z) = 153/32*z^3 - 239/68*z + 1
*
-4/5 | 0.17334582858016040993525508150479745760 | 0.026055824058805173816606846758126692304
f(z) = 155/24*z^3 - 233/60*z + 1
*
2/5 | 0.17243887752294631514204835806398677380 | 0.025919499133248687541560776669593451351
f(z) = 155/28*z^3 - 237/70*z + 1
*
[ 1/2 ] 
f(z) = 141/20*z^3 - 221/80*z + 1
*
[ 1/2 ] 
f(z) = 141/22*z^3 - 229/88*z + 1
*
[ 1/2 ] 
f(z) = 141/23*z^3 - 233/92*z + 1
*
[ 1/3 ] 
f(z) = 141/29*z^3 - 221/87*z + 1
*
[ 1/3 ] 
f(z) = 141/31*z^3 - 233/93*z + 1
*
[ 1/3 ] 
f(z) = 141/32*z^3 - 239/96*z + 1
*
[ 1/2 ] 
f(z) = 143/20*z^3 - 223/80*z + 1
*
[ 1/2 ] 
f(z) = 143/21*z^3 - 227/84*z + 1
*
[ 1/2 ] 
f(z) = 143/23*z^3 - 235/92*z + 1
*
[ 1/2 ] 
f(z) = 143/24*z^3 - 239/96*z + 1
*
[ 5/16 ] 
f(z) = 144/25*z^3 - 221/80*z + 1
*
[ 1/2 ] 
f(z) = 145/21*z^3 - 229/84*z + 1
*
[ 1/2 ] 
f(z) = 145/22*z^3 - 233/88*z + 1
*
[ 1/2 ] 
f(z) = 145/23*z^3 - 237/92*z + 1
*
[ 3/8 ] 
f(z) = 146/27*z^3 - 233/96*z + 1
*
[ 1/2 ] 
f(z) = 147/20*z^3 - 227/80*z + 1
*
[ 1/2 ] 
f(z) = 147/22*z^3 - 235/88*z + 1
*
[ 1/2 ] 
f(z) = 147/23*z^3 - 239/92*z + 1
*
[ 1/3 ] 
f(z) = 147/29*z^3 - 223/87*z + 1
*
[ 1/3 ] 
f(z) = 147/31*z^3 - 235/93*z + 1
*
-3/4 | 0.17226703585672230688825928817297995367 | 0.026986270354186380651009946343497518482
f(z) = 148/21*z^3 - 221/84*z + 1
*
[ 5/8 ] 
f(z) = 148/25*z^3 - 233/80*z + 1
*
[ 1/2 ] 
f(z) = 149/20*z^3 - 229/80*z + 1
*
[ 1/2 ] 
f(z) = 149/21*z^3 - 233/84*z + 1
*
[ 1/2 ] 
f(z) = 149/22*z^3 - 237/88*z + 1
*
[ 1/3 ] 
f(z) = 150/29*z^3 - 224/87*z + 1
*
[ 1/3 ] 
f(z) = 150/31*z^3 - 236/93*z + 1
*
[ 3/5 ] 
f(z) = 150/31*z^3 - 224/93*z + 1
*
[ 1/2 ] 
f(z) = 151/20*z^3 - 231/80*z + 1
*
[ 1/2 ] 
f(z) = 151/21*z^3 - 235/84*z + 1
*
[ 1/2 ] 
f(z) = 151/22*z^3 - 239/88*z + 1
*
[ 5/12 ] 
f(z) = 152/25*z^3 - 221/90*z + 1
*
[ 15/38 ] 
f(z) = 152/27*z^3 - 229/95*z + 1
*
[ 1/2 ] 
f(z) = 153/20*z^3 - 233/80*z + 1
*
[ 1/2 ] 
f(z) = 155/21*z^3 - 239/84*z + 1
*
[ 1/3 ] 
f(z) = 156/29*z^3 - 226/87*z + 1
*
[ 1/3 ] 
f(z) = 156/31*z^3 - 238/93*z + 1
*
[ 1/2 ] 
f(z) = 157/20*z^3 - 237/80*z + 1
*
[ 3/8 ] 
f(z) = 158/27*z^3 - 239/96*z + 1
*
[ 1/2 ] 
f(z) = 159/20*z^3 - 239/80*z + 1
*
[ 1/3 ] 
f(z) = 159/28*z^3 - 221/84*z + 1
*
[ 1/3 ] 
f(z) = 159/29*z^3 - 227/87*z + 1
*
[ 1/3 ] 
f(z) = 159/31*z^3 - 239/93*z + 1
*
[ 4/9 ] 
f(z) = 141/32*z^3 - 229/108*z + 1
*
[ 2/3 ] 
f(z) = 141/34*z^3 - 239/102*z + 1
*
[ 4/9 ] 
f(z) = 147/32*z^3 - 233/108*z + 1
*
[ 3/7 ] 
f(z) = 147/37*z^3 - 229/111*z + 1
*
[ 3/7 ] 
f(z) = 147/38*z^3 - 233/114*z + 1
*
[ 3/5 ] 
f(z) = 150/37*z^3 - 236/111*z + 1
*
[ -5/3 ] 
f(z) = 141/25*z^3 - 211/15*z + 1
*
[ 15/14 ] 
f(z) = 140/27*z^3 - 206/35*z + 1
*
0 | 0.13016350183813242869360526729439057725 | 0.024520900086078406918029035540839498306
f(z) = 140/31*z^3 - 202/31*z + 1
*
0 | 0.10978119291539043988839654470937381872 | 0.020605057144248754358652310229617798583
f(z) = 140/33*z^3 - 206/33*z + 1
*
0 | 0.13004709949358292521711040690714099002 | 0.024235497722971716200890764603552725067
f(z) = 140/37*z^3 - 214/37*z + 1
*
0 | 0.10966336377714160316723465884798122793 | 0.020366508372344499559823155522821129303
f(z) = 140/39*z^3 - 218/39*z + 1
*
0 | 0.15546374628039456558002969510903133991 | 0.025598980117379179349458914493269257520
f(z) = 141/22*z^3 - 217/33*z + 1
*
0 | 0.13029954994097298964268392796381608909 | 0.024523715145798267010670861023163918768
f(z) = 141/31*z^3 - 203/31*z + 1
*
0 | 0.10460825719995225859645719621318505095 | 0.019652087373483439599617694188893293004
f(z) = 141/32*z^3 - 205/32*z + 1
*
0 | 0.11740652273189855925997806397125357964 | 0.021976633657603626657594849322700895827
f(z) = 141/34*z^3 - 209/34*z + 1
*
0 | 0.13022265863695267624489846570652607455 | 0.024332232915967116011559067719994456699
f(z) = 141/35*z^3 - 211/35*z + 1
*
0 | 0.13018401998991332463880469495599833881 | 0.024239954230409881620227958395808590748
f(z) = 141/37*z^3 - 215/37*z + 1
*
0 | 0.11732924514102749040821937671687980679 | 0.021808825973940603939577343731933420918
f(z) = 141/38*z^3 - 217/38*z + 1
*
0 | 0.13043460526891581949328322851336398457 | 0.024526450215470004386775833087729388682
f(z) = 142/31*z^3 - 204/31*z + 1
*
0 | 0.11005286969244029438900906686438592277 | 0.020618657525081060742094758943333142595
f(z) = 142/33*z^3 - 208/33*z + 1
*
0 | 0.13035828495302312842889306916843470050 | 0.024336074930671224547676084609843323299
f(z) = 142/35*z^3 - 212/35*z + 1
*
0 | 0.13031993471843086689650256901463523830 | 0.024244313472607030326498679682876187305
f(z) = 142/37*z^3 - 216/37*z + 1
*
0 | 0.10993678421200527256477437139153751132 | 0.020382717061424468452282912759336615523
f(z) = 142/39*z^3 - 220/39*z + 1
*
[ 2/13 ] 
f(z) = 143/24*z^3 - 220/39*z + 1
*
0 | 0.13060637608965105399707893789368790093 | 0.024627355649715204808910324961328219197
f(z) = 143/29*z^3 - 201/29*z + 1
*
0 | 0.097408499298645794040420581817713077395 | 0.018333281202136450265950833314081455322
f(z) = 143/30*z^3 - 203/30*z + 1
*
0 | 0.13056868221449246545260339197570060050 | 0.024529107164218869936213808632983012295
f(z) = 143/31*z^3 - 205/31*z + 1
*
0 | 0.10487767143455511562559937839673987458 | 0.019666829529245748715936187447676651125
f(z) = 143/32*z^3 - 207/32*z + 1
*
0 | 0.11767650373523728380610176621153410748 | 0.021987971429804256229345868993978157380
f(z) = 143/34*z^3 - 211/34*z + 1
*
0 | 0.13049292446085710272559343297841524062 | 0.024339827121432360537335419753381088751
f(z) = 143/35*z^3 - 213/35*z + 1
*
0 | 0.091239978934868607618663680147057180160 | 0.016988666608514132187923575730548506227
f(z) = 143/36*z^3 - 215/36*z + 1
*
0 | 0.13045485836007354152419450341694446981 | 0.024248577581916583115716224964529117138
f(z) = 143/37*z^3 - 217/37*z + 1
*
0 | 0.11760037125015048552381929189406632295 | 0.021822008899880574841089568145494775152
f(z) = 143/38*z^3 - 219/38*z + 1
*
0 | 0.13073921431319793645620520826609638715 | 0.024629355896501713603644322217938693310
f(z) = 144/29*z^3 - 202/29*z + 1
*
0 | 0.13070179485932200772561998190961872036 | 0.024531687809293740921340453259383545468
f(z) = 144/31*z^3 - 206/31*z + 1
*
[ 5/4 ] 
f(z) = 144/35*z^3 - 218/35*z + 1
*
-7/6 | 0.13593513563860264586604460684028779760 | 0.025632155419167237335325838486555497303
f(z) = 144/35*z^3 - 201/35*z + 1
*
0 | 0.13058880527638572807738975486220059637 | 0.024252748633544600820241211841482705156
f(z) = 144/37*z^3 - 218/37*z + 1
*
0 | 0.10521882252912707910950706165646719613 | 0.019840236296659675719510510780399095470
f(z) = 145/28*z^3 - 201/28*z + 1
*
0 | 0.13083395698300768690226593284008967717 | 0.024534193917788507433650322490447773682
f(z) = 145/31*z^3 - 207/31*z + 1
*
0 | 0.10514321998505889266672954314940088313 | 0.019681138436141313189970273654230384904
f(z) = 145/32*z^3 - 209/32*z + 1
*
0 | 0.11045201659796861222471324509655422870 | 0.020638068843246656200486314455449910153
f(z) = 145/33*z^3 - 211/33*z + 1
*
0 | 0.11794260257103693934264966824162060499 | 0.021998913494286383039739568465848809823
f(z) = 145/34*z^3 - 213/34*z + 1
*
0 | 0.091506631725012913222679517211322540493 | 0.017008992125991635248717438133148453174
f(z) = 145/36*z^3 - 217/36*z + 1
*
0 | 0.13072178951872458380214247765466824739 | 0.024256828647403379794412170909932304508
f(z) = 145/37*z^3 - 219/37*z + 1
*
0 | 0.13100206450717960563989136692073538056 | 0.024633153193011057726460235825114321411
f(z) = 146/29*z^3 - 204/29*z + 1
*
0 | 0.13096518207171738097992995024633206124 | 0.024536627208296381936542851703646079596
f(z) = 146/31*z^3 - 208/31*z + 1
*
0 | 0.11058454360946850239473910862665905867 | 0.020644593018571267540752629036679879373
f(z) = 146/33*z^3 - 212/33*z + 1
*
0 | 0.13089106327594828866786116686762338658 | 0.024350564444966149766355358602870116546
f(z) = 146/35*z^3 - 216/35*z + 1
*
0 | 0.13085382483713679161929512055332291604 | 0.024260819589893909209069200049218539810
f(z) = 146/37*z^3 - 220/37*z + 1
*
0 | 0.13113210299605505925862807465264154685 | 0.024634953439873192510200062772674792748
f(z) = 147/29*z^3 - 205/29*z + 1
*
0 | 0.13109548332646132683854534262014800445 | 0.024538989352500145517845998673700429567
f(z) = 147/31*z^3 - 209/31*z + 1
*
0 | 0.10540501228248810931753658594836014115 | 0.019695031081481016695523645565188618604
f(z) = 147/32*z^3 - 211/32*z + 1
*
0 | 0.11820492937972782814334216067613631755 | 0.022009476110781010698735878537452458121
f(z) = 147/34*z^3 - 215/34*z + 1
*
[ 1/7 ] 
f(z) = 147/34*z^3 - 207/34*z + 1
*
0 | 0.11773436695545050909564019806020521515 | 0.022179432852094161266749333936863587258
f(z) = 148/27*z^3 - 202/27*z + 1
*
0 | 0.13126123429519333429194006929503396294 | 0.024636690143835315557575639221303995164
f(z) = 148/29*z^3 - 206/29*z + 1
*
0 | 0.13122487367107982311265871853344071368 | 0.024541281976701190805227789173763608188
f(z) = 148/31*z^3 - 210/31*z + 1
*
0 | 0.11084372677026475749996801450660435684 | 0.020656768956842490931264971088556729915
f(z) = 148/33*z^3 - 214/33*z + 1
*
0 | 0.13115180864165519624660946566398878486 | 0.024357308737826290091863401672711558525
f(z) = 148/35*z^3 - 218/35*z + 1
*
0 | 0.11860801294555156373596071098454693476 | 0.022364924325831415883186710488160136543
f(z) = 149/26*z^3 - 201/26*z + 1
*
0 | 0.11786234984566343072649415258663370587 | 0.022182906198362626335148859723017170315
f(z) = 149/27*z^3 - 203/27*z + 1
*
0 | 0.10573666813157619617840054757080263294 | 0.019864074752061787516522137978075614206
f(z) = 149/28*z^3 - 205/28*z + 1
*
0 | 0.13138947098046095164012658676190072023 | 0.024638364795531923634921236171879186962
f(z) = 149/29*z^3 - 207/29*z + 1
*
0 | 0.098191353617353509632975698355595216688 | 0.018379859624328178116113934781839592189
f(z) = 149/30*z^3 - 209/30*z + 1
*
0 | 0.13135336575995303022431553397713702397 | 0.024543506663290076604484551925381094009
f(z) = 149/31*z^3 - 211/31*z + 1
*
0 | 0.10566315317319942090453782675739623226 | 0.019708523599779923452115493668185862042
f(z) = 149/32*z^3 - 213/32*z + 1
*
0 | 0.11097350950847607980999505409086251394 | 0.020663002966737676225059900134062426449
f(z) = 149/33*z^3 - 215/33*z + 1
*
0 | 0.11846358967690673331789848581680054225 | 0.022019674706051215957528685222210851354
f(z) = 149/34*z^3 - 217/34*z + 1
*
0 | 0.13128081644679811740748710342920383949 | 0.024360562083531269041446208980098812819
f(z) = 149/35*z^3 - 219/35*z + 1
*
0 | 0.13151682536790301678012356270979835064 | 0.024639978844940163047786086452480435532
f(z) = 150/29*z^3 - 208/29*z + 1
*
0 | 0.13148097198544439656458244466599390610 | 0.024545664952161172649504791963869109320
f(z) = 150/31*z^3 - 212/31*z + 1
*
0 | 0.13171419480247191544590752618770192327 | 0.024836247789998782294051915531261564120
f(z) = 151/25*z^3 - 201/25*z + 1
*
0 | 0.11886110703907998616348887332663000050 | 0.022370882572204748070403078303106586056
f(z) = 151/26*z^3 - 203/26*z + 1
*
0 | 0.11811569131731352654867659213914451942 | 0.022189643036594859345300684128118785401
f(z) = 151/27*z^3 - 205/27*z + 1
*
0 | 0.10599025775055876565921591987902382567 | 0.019875463503609580322745367359281986654
f(z) = 151/28*z^3 - 207/28*z + 1
*
0 | 0.13164330952085500180934377573972174848 | 0.024641533702695417313714902958412978730
f(z) = 151/29*z^3 - 209/29*z + 1
*
0 | 0.098446475474568815570382554860311600095 | 0.018394821577721304916002012047470755422
f(z) = 151/30*z^3 - 211/30*z + 1
*
0 | 0.13160770448508868530975241481060862696 | 0.024547758342073843886623550385900195579
f(z) = 151/31*z^3 - 213/31*z + 1
*
0 | 0.10591774317161172742394435350923475797 | 0.019721631325158823156941788568381954547
f(z) = 151/32*z^3 - 215/32*z + 1
*
0 | 0.11122835157413799111503621634402195748 | 0.020674809250949679409160963686968292908
f(z) = 151/33*z^3 - 217/33*z + 1
*
0 | 0.11871868460887219909823858474033541044 | 0.022029523925619486728124133331027549950
f(z) = 151/34*z^3 - 219/34*z + 1
*
0 | 0.13183933519266210989034552262539286158 | 0.024836602580764220773477718234156845174
f(z) = 152/25*z^3 - 202/25*z + 1
*
0 | 0.11824107363510147012031524035450715974 | 0.022192909498864007506290024513814462496
f(z) = 152/27*z^3 - 206/27*z + 1
*
0 | 0.13176893525681273611521245864790895995 | 0.024643030741357118989008236699548923914
f(z) = 152/29*z^3 - 210/29*z + 1
*
0 | 0.13173357514853505214610582574389803711 | 0.024549788291962501973916167350347379840
f(z) = 152/31*z^3 - 214/31*z + 1
*
0 | 0.11135343507703726557100800570577739767 | 0.020680385770352592523430789595207876431
f(z) = 152/33*z^3 - 218/33*z + 1
*
0 | 0.13196363534894262964368375582081996216 | 0.024836913131070005012815639143502168661
f(z) = 153/25*z^3 - 203/25*z + 1
*
0 | 0.11911078750312377608618212094494447419 | 0.022376585422521274153246901032999062364
f(z) = 153/26*z^3 - 205/26*z + 1
*
0 | 0.10624042025339135123185328825338207462 | 0.019886516874963056466053732341875058889
f(z) = 153/28*z^3 - 209/28*z + 1
*
0 | 0.13189371415407040855249003449751864134 | 0.024644471296626950679840006304122413407
f(z) = 153/29*z^3 - 211/29*z + 1
*
0 | 0.13185859562425512840465182378445951500 | 0.024551756222197736709524728448579420707
f(z) = 153/31*z^3 - 215/31*z + 1
*
0 | 0.10616887869574781178571820344213805038 | 0.019734368839933177747850304528966734791
f(z) = 153/32*z^3 - 217/32*z + 1
*
0 | 0.13208710648283818143416418456560921056 | 0.024837180551723257538598207335355391982
f(z) = 154/25*z^3 - 204/25*z + 1
*
0 | 0.11848931898597505099847680279859806043 | 0.022199245647837245344843829343147921526
f(z) = 154/27*z^3 - 208/27*z + 1
*
0 | 0.13201765755813592322073211527708737970 | 0.024645856668521493624906335880301010706
f(z) = 154/29*z^3 - 212/29*z + 1
*
0 | 0.13198277732602559504943111164142324402 | 0.024553663515800631494675897180781939973
f(z) = 154/31*z^3 - 216/31*z + 1
*
0 | 0.13224409908150679360906575139988895899 | 0.024936167422797872965495626575131453893
f(z) = 155/23*z^3 - 201/23*z + 1
*
0 | 0.083357694569575649509980617814888116926 | 0.015688775270219964766881170670519275248
f(z) = 155/24*z^3 - 203/24*z + 1
*
0 | 0.11935714522768105728485867095338097321 | 0.022382043729441698891240173955067083838
f(z) = 155/26*z^3 - 207/26*z + 1
*
0 | 0.11861220435048387716269123883487248030 | 0.022202318079753343453511543025677287902
f(z) = 155/27*z^3 - 209/27*z + 1
*
0 | 0.10648724707356860641754024383754601251 | 0.019897247725511821487953148866749127611
f(z) = 155/28*z^3 - 211/28*z + 1
*
0 | 0.13214077658793251474547063965319936668 | 0.024647188122501281467341611810569079969
f(z) = 155/29*z^3 - 213/29*z + 1
*
0 | 0.10641665228697233413505015306451358551 | 0.019746750019709952266994273923111434430
f(z) = 155/32*z^3 - 219/32*z + 1
*
0 | 0.13236571710330734384967607689899015426 | 0.024935765234317457621600616151290755955
f(z) = 156/23*z^3 - 202/23*z + 1
*
0 | 0.13233160542053341115960813987492092537 | 0.024837590294557709357335436104215092736
f(z) = 156/25*z^3 - 206/25*z + 1
*
0 | 0.13226308214179511591038306221953043614 | 0.024648466890558121580051329983722940653
f(z) = 156/29*z^3 - 214/29*z + 1
*
0 | 0.13222866892673846299985018724484315727 | 0.024557301545420298546862767363418500437
f(z) = 156/31*z^3 - 218/31*z + 1
*
0 | 0.11966804145599774723255811336655957158 | 0.022564805066015773277058720521489563835
f(z) = 157/22*z^3 - 201/22*z + 1
*
0 | 0.13248654142681821193865935334023973582 | 0.024935329431875622573518006923509156767
f(z) = 157/23*z^3 - 203/23*z + 1
*
0 | 0.075994843089717474061074470518122469374 | 0.014276667409520455931938071269043050915
f(z) = 157/24*z^3 - 205/24*z + 1
*
0 | 0.13245265455577866038838568938548178435 | 0.024837734688551670221893625767211453098
f(z) = 157/25*z^3 - 207/25*z + 1
*
0 | 0.11960026751917121920532345159807977161 | 0.022387267789390839613160619530026684603
f(z) = 157/26*z^3 - 209/26*z + 1
*
0 | 0.11885555463585016208012540132413181279 | 0.022208278259919552481243476524813608704
f(z) = 157/27*z^3 - 211/27*z + 1
*
0 | 0.10673082603217584736026341483710145936 | 0.019907668288406522150555972720487803434
f(z) = 157/28*z^3 - 213/28*z + 1
*
0 | 0.13238458490326957919213145142033473305 | 0.024649694172262456236874109672964985541
f(z) = 157/29*z^3 - 215/29*z + 1
*
0 | 0.099188460108688920456890047117598640408 | 0.018436868510774454320536635753433973210
f(z) = 157/30*z^3 - 217/30*z + 1
*
0 | 0.13235040053512342180706227716702200125 | 0.024559034871044476625573027615534084333
f(z) = 157/31*z^3 - 219/31*z + 1
*
0 | 0.13260658234707037644032876795917094088 | 0.024934860909600382190196273754093791927
f(z) = 158/23*z^3 - 204/23*z + 1
*
0 | 0.13257291734271273155482422696123831058 | 0.024837840098394454539192966432066811108
f(z) = 158/25*z^3 - 208/25*z + 1
*
0 | 0.11897604059196762989071106140333046146 | 0.022211168548620570211845339252976892670
f(z) = 158/27*z^3 - 212/27*z + 1
*
0 | 0.13250529534672248293281386198687768986 | 0.024650871135772450720267088717014178826
f(z) = 158/29*z^3 - 216/29*z + 1
*
0 | 0.13247133679996938079050741422661288768 | 0.024560712741382741797300871350369019463
f(z) = 158/31*z^3 - 220/31*z + 1
*
0 | 0.11990713052401604096363080202576077470 | 0.022567754948141639642727758688809931247
f(z) = 159/22*z^3 - 203/22*z + 1
*
0 | 0.13272584996003005501773300936582548711 | 0.024934360536651350807960342161554575981
f(z) = 159/23*z^3 - 205/23*z + 1
*
0 | 0.13269240393481911036217367714320457500 | 0.024837907490722302972021209076969279956
f(z) = 159/25*z^3 - 209/25*z + 1
*
0 | 0.11984023828644601121146989293742802395 | 0.022392267376603460305096498249668885557
f(z) = 159/26*z^3 - 211/26*z + 1
*
0 | 0.10697124152578774314930987668365363339 | 0.019917790207708442926913790800808513895
f(z) = 159/28*z^3 - 215/28*z + 1
*
0 | 0.13262522374276890134858891781406360149 | 0.024651998918806414833251076468020701410
f(z) = 159/29*z^3 - 217/29*z + 1
*
[ 1/3 ] 
f(z) = 141/26*z^3 - 203/78*z + 1
*
[ 5/21 ] 
f(z) = 147/20*z^3 - 217/60*z + 1
*
-16/21 | 0.18028833199184252369708586317358395014 | 0.029608639068965971772526928086408984444
f(z) = 147/20*z^3 - 211/60*z + 1
*
5/42 | 0.18229357183062830983343419385353055657 | 0.024385993205353426540866721649123518655
f(z) = 147/25*z^3 - 209/60*z + 1
*
-17/21 | 0.14249887228141553886717734651104156341 | 0.023402499931642928735438485568377623191
f(z) = 147/26*z^3 - 211/78*z + 1
*
[ 1/3 ] 
f(z) = 147/26*z^3 - 205/78*z + 1
*
[ 2/7 ] 
f(z) = 147/37*z^3 - 209/74*z + 1
*
[ 3/10 ] 
f(z) = 148/27*z^3 - 212/75*z + 1
*
[ 3/5 ] 
f(z) = 150/23*z^3 - 208/69*z + 1
*
[ 12/19 ] 
f(z) = 152/27*z^3 - 215/76*z + 1
*
[ 3/5 ] 
f(z) = 152/27*z^3 - 202/75*z + 1
*
[ 1/4 ] 
f(z) = 152/31*z^3 - 205/62*z + 1
*
[ 1/4 ] 
f(z) = 152/33*z^3 - 217/66*z + 1
*
[ 1/3 ] 
f(z) = 156/25*z^3 - 202/75*z + 1
*
[ 3/5 ] 
f(z) = 158/27*z^3 - 208/75*z + 1
*
[ 1/3 ] 
f(z) = 159/25*z^3 - 203/75*z + 1
*
[ 1/3 ] 
f(z) = 159/26*z^3 - 209/78*z + 1
*
[ 1/3 ] 
f(z) = 141/28*z^3 - 215/84*z + 1
*
[ 5/14 ] 
f(z) = 147/20*z^3 - 219/80*z + 1
*
[ 3/7 ] 
f(z) = 147/31*z^3 - 205/93*z + 1
*
5/21 | 0.16686876569035720411896328849919065528 | 0.027404752157966564571916552197329471698
f(z) = 147/32*z^3 - 217/96*z + 1
*
[ 3/7 ] 
f(z) = 147/32*z^3 - 209/96*z + 1
*
[ 3/5 ] 
f(z) = 150/29*z^3 - 220/87*z + 1
*
10/7 | 0.19444271474585945368215136970596319255 | 0.028402881483274592916871310085003422900
f(z) = 147/25*z^3 - 188/15*z + 1
*
[ 5/2 ] 
f(z) = 148/25*z^3 - 182/5*z + 1
*
[ 5/2 ] 
f(z) = 152/25*z^3 - 187/5*z + 1
*
[ -5/2 ] 
f(z) = 152/25*z^3 - 183/5*z + 1
*
[ 5/2 ] 
f(z) = 156/25*z^3 - 192/5*z + 1
*
[ -5/2 ] 
f(z) = 156/25*z^3 - 188/5*z + 1
*
0 | 0.13031690878092359175429280120894720257 | 0.024937471507459381199244099658754988381
f(z) = 140/23*z^3 - 186/23*z + 1
*
0 | 0.11667734336074068531810988686970742887 | 0.022148915144952754584308832885178177145
f(z) = 140/27*z^3 - 194/27*z + 1
*
0 | 0.13020204369113487843049413589347504805 | 0.024620928356190586718055495611790921092
f(z) = 140/29*z^3 - 198/29*z + 1
*
0 | 0.10483760074583080488337439392226389126 | 0.020166905956720920948429300353239982395
f(z) = 141/20*z^3 - 181/20*z + 1
*
0 | 0.11763530892511662427797161153690875240 | 0.022533963750134150222718125387564378396
f(z) = 141/22*z^3 - 185/22*z + 1
*
0 | 0.13045182081624021654006493917922874503 | 0.024937700661753720908296030475367269477
f(z) = 141/23*z^3 - 187/23*z + 1
*
0 | 0.13041393924529589330139871246952708955 | 0.024829998101183789635537613829471982119
f(z) = 141/25*z^3 - 191/25*z + 1
*
0 | 0.11755954550989353181274520103797534466 | 0.022338298719871352618584757970789165992
f(z) = 141/26*z^3 - 193/26*z + 1
*
0 | 0.10468607172861091464187654326154853704 | 0.019814884510163973296281429481703699473
f(z) = 141/28*z^3 - 197/28*z + 1
*
0 | 0.13033780492357437348767328249333257986 | 0.024623143619989471663175781017896488551
f(z) = 141/29*z^3 - 199/29*z + 1
*
0 | 0.11027960243108172546637753859594877838 | 0.021146876501819882685232508565881847766
f(z) = 142/21*z^3 - 184/21*z + 1
*
0 | 0.13058575679070920399194272481863670526 | 0.024937879139624087942728347411555913896
f(z) = 142/23*z^3 - 188/23*z + 1
*
0 | 0.13054815229320821977529261097533094527 | 0.024830863948598522882188104085526978419
f(z) = 142/25*z^3 - 192/25*z + 1
*
0 | 0.11694731159042341237504676803362259689 | 0.022157023698964671670667712748809184473
f(z) = 142/27*z^3 - 196/27*z + 1
*
0 | 0.13047257762339753046553711254584662120 | 0.024625285462732315087824495135100361295
f(z) = 142/29*z^3 - 200/29*z + 1
*
0 | 0.10510369214943553298696110149194449043 | 0.020175443232939318997545969084356650809
f(z) = 143/20*z^3 - 183/20*z + 1
*
0 | 0.11041230508622723358974684088588529832 | 0.021150340855275059142377108740328333928
f(z) = 143/21*z^3 - 185/21*z + 1
*
0 | 0.13071873073046727573081033648360230915 | 0.024938008330983885451627327697050768572
f(z) = 143/23*z^3 - 189/23*z + 1
*
0 | 0.081830832563794810807384041655491766448 | 0.015580078547858174021496350419945137256
f(z) = 143/24*z^3 - 191/24*z + 1
*
2/11 | 0.19247263313072794775404456695091013498 | 0.026148544258540970142638528479355535390
f(z) = 143/24*z^3 - 188/33*z + 1
*
0 | 0.13068139928064759922326763990963045628 | 0.024831672507752374942313289068742882291
f(z) = 143/25*z^3 - 193/25*z + 1
*
0 | 0.11708083341206834278177661327777957499 | 0.022160953736311001790143400387158407570
f(z) = 143/27*z^3 - 197/27*z + 1
*
0 | 0.10495436373576257336432696988027245904 | 0.019827757367293743809847449906208016103
f(z) = 143/28*z^3 - 199/28*z + 1
*
0 | 0.13085075636137680351673109386156505268 | 0.024938089584082736352268309607560868413
f(z) = 144/23*z^3 - 190/23*z + 1
*
0 | 0.13081369402062537287975583733820457726 | 0.024832425261025860090269472279483507542
f(z) = 144/25*z^3 - 194/25*z + 1
*
[ 1/6 ] 
f(z) = 144/37*z^3 - 189/37*z + 1
*
0 | 0.11067489052109184352462599995153619423 | 0.021157062226637448419598255281776172087
f(z) = 145/21*z^3 - 187/21*z + 1
*
0 | 0.11816479560611428016312221815936499492 | 0.022543017674570042360697524213252373927
f(z) = 145/22*z^3 - 189/22*z + 1
*
0 | 0.13098184711753889771794642461158872073 | 0.024938124206959325149029475145017397192
f(z) = 145/23*z^3 - 191/23*z + 1
*
0 | 0.079242791786922675540779840830187595919 | 0.015057468508024092304853385135425382003
f(z) = 145/24*z^3 - 193/24*z + 1
*
0 | 0.11809120118461502319404041637192335090 | 0.022352195229999913418633602188186615272
f(z) = 145/26*z^3 - 197/26*z + 1
*
0 | 0.11734502198434670152578655083783494888 | 0.022168574429388602679612323666345221074
f(z) = 145/27*z^3 - 199/27*z + 1
*
0 | 0.11080376610433099713345015099615879124 | 0.021160124926592124092954030302820636927
f(z) = 146/21*z^3 - 188/21*z + 1
*
0 | 0.13111201614950682949376270568712979519 | 0.024938113468835595600772804826227882408
f(z) = 146/23*z^3 - 192/23*z + 1
*
0 | 0.13107548054724449212390821095872020336 | 0.024833769065250592634433140971173156531
f(z) = 146/25*z^3 - 196/25*z + 1
*
0 | 0.11747571565564228858883710122982703994 | 0.022172268576689687143680203629566437406
f(z) = 146/27*z^3 - 200/27*z + 1
*
2/21 | 0.13038412556891665161811799452269885745 | 0.021412902718892900561790700798492295060
f(z) = 147/20*z^3 - 197/30*z + 1
*
0 | 0.10562466978856449448597155167809394750 | 0.020191641490341592965584285064752831452
f(z) = 147/20*z^3 - 187/20*z + 1
*
0 | 0.11842396641102590659726734574535825219 | 0.022547182288464539998436578092848249842
f(z) = 147/22*z^3 - 191/22*z + 1
*
0 | 0.13124127633221236038959657078746548416 | 0.024938058601455007685477750195621497701
f(z) = 147/23*z^3 - 193/23*z + 1
*
0 | 0.13120499852152779029235092111128367786 | 0.024834362871118930267431515822201243809
f(z) = 147/25*z^3 - 197/25*z + 1
*
0 | 0.11835141055003884865962509384611919076 | 0.022358699237805342209510556671664577229
f(z) = 147/26*z^3 - 199/26*z + 1
*
[ 1/7 ] 
f(z) = 147/31*z^3 - 189/31*z + 1
*
[ 1/7 ] 
f(z) = 147/32*z^3 - 195/32*z + 1
*
0 | 0.11106191507233118931574781243877190079 | 0.021166648665021454372608007404210342953
f(z) = 148/21*z^3 - 190/21*z + 1
*
0 | 0.13136964027261694160921821951004404301 | 0.024937960800367416868306755290198664390
f(z) = 148/23*z^3 - 194/23*z + 1
*
0 | 0.13133361663937767609733090225717206951 | 0.024834906383713561931153722923281290729
f(z) = 148/25*z^3 - 198/25*z + 1
*
[ 5/4 ] 
f(z) = 148/25*z^3 - 181/20*z + 1
*
0 | 0.10587976240549660378951911452356832059 | 0.020199327075744396234018328456410043500
f(z) = 149/20*z^3 - 189/20*z + 1
*
0 | 0.11118914602636285302526508146061016610 | 0.021169717751673706614619761213283167837
f(z) = 149/21*z^3 - 191/21*z + 1
*
0 | 0.11867955916400479732473390109990344604 | 0.022551120226345844406710502715479076069
f(z) = 149/22*z^3 - 193/22*z + 1
*
0 | 0.13149712031709916755282052733807193614 | 0.024937821226163006362703964184581149204
f(z) = 149/23*z^3 - 195/23*z + 1
*
0 | 0.072891548832700482020463577194472279633 | 0.013796846113695536095886620449074129778
f(z) = 149/24*z^3 - 197/24*z + 1
*
0 | 0.13146134732268133345428514543703779502 | 0.024835400883893678891019855310971297610
f(z) = 149/25*z^3 - 199/25*z + 1
*
0 | 0.13162372855858932220698858661988985327 | 0.024937641005657578365131382005880524023
f(z) = 150/23*z^3 - 196/23*z + 1
*
0 | 0.10613138811624506308967723832079370357 | 0.020206752289306524047117152483716915081
f(z) = 151/20*z^3 - 191/20*z + 1
*
0 | 0.11144101459992069046943335193879839969 | 0.021175674531414982951524163813804467442
f(z) = 151/21*z^3 - 193/21*z + 1
*
0 | 0.11893167134122485089356698501814182891 | 0.022554841892233974449744903389807916900
f(z) = 151/22*z^3 - 195/22*z + 1
*
0 | 0.13174947684346134070287259699261853289 | 0.024937421233031392660345455298025273068
f(z) = 151/23*z^3 - 197/23*z + 1
*
0 | 0.082863635386184306718139622614315990333 | 0.015654423489676361012331438266810103239
f(z) = 151/24*z^3 - 199/24*z + 1
*
0 | 0.11156567553320290368401925294299713719 | 0.021178564829285431932376730971087832571
f(z) = 152/21*z^3 - 194/21*z + 1
*
0 | 0.13187437677819202001212072980463903027 | 0.024937162970923630086851933408088938248
f(z) = 152/23*z^3 - 198/23*z + 1
*
0 | 0.10637963991313342370196538264586266404 | 0.020213927876166692642212688533487737041
f(z) = 153/20*z^3 - 193/20*z + 1
*
0 | 0.11918039648805834808367830685957233416 | 0.022558357127092514004988963712973515118
f(z) = 153/22*z^3 - 197/22*z + 1
*
0 | 0.13199843973579685063826250508298708354 | 0.024936867251484453703399705382584139012
f(z) = 153/23*z^3 - 199/23*z + 1
*
0 | 0.13212167686205140370878101459239977871 | 0.024936535077386541717737967588383011946
f(z) = 154/23*z^3 - 200/23*z + 1
*
0 | 0.11193469993636176501554613172245387089 | 0.021186898269224964023296382724957713586
f(z) = 155/21*z^3 - 197/21*z + 1
*
0 | 0.11942582442767781406290289802276481757 | 0.022561675244896505117700093763721091461
f(z) = 155/22*z^3 - 199/22*z + 1
*
[ -6/5 ] 
f(z) = 155/27*z^3 - 193/30*z + 1
*
-6/5 | 0.20088500727914373825794765910739847001 | 0.028518465232731315456610442353532001035
f(z) = 155/36*z^3 - 191/30*z + 1
*
[ 6/5 ] 
f(z) = 155/36*z^3 - 181/30*z + 1
*
[ 5/4 ] 
f(z) = 156/25*z^3 - 191/20*z + 1
*
0 | 0.10686637546386410864524748237622609717 | 0.020227570419547598062177615100633280467
f(z) = 157/20*z^3 - 197/20*z + 1
*
0 | 0.11217669230693123971359993357160221469 | 0.021192184471025593674031236375219396542
f(z) = 157/21*z^3 - 199/21*z + 1
*
0 | 0.11229547903118159509073404426501116030 | 0.021194555037450393749763616747337842226
f(z) = 158/21*z^3 - 200/21*z + 1
*
0 | 0.10710502749816515300981743147467011967 | 0.020234056236075501163784855355689681448
f(z) = 159/20*z^3 - 199/20*z + 1
*
[ 9/10 ] 
f(z) = 140/27*z^3 - 194/45*z + 1
*
[ -12/11 ] 
f(z) = 143/27*z^3 - 193/44*z + 1
*
[ 5/6 ] 
f(z) = 148/25*z^3 - 194/45*z + 1
*
[ 3/14 ] 
f(z) = 148/27*z^3 - 192/49*z + 1
*
[ 3/4 ] 
f(z) = 152/21*z^3 - 185/42*z + 1
*
[ 5/6 ] 
f(z) = 152/25*z^3 - 199/45*z + 1
*
[ 1/4 ] 
f(z) = 152/27*z^3 - 181/54*z + 1
*
[ 1/4 ] 
f(z) = 152/29*z^3 - 193/58*z + 1
*
3/7 | 0.27453672376138223964110210384638570664 | 0.029872971850806217671644045568229924763
f(z) = 140/27*z^3 - 181/70*z + 1
*
[ 1/3 ] 
f(z) = 141/23*z^3 - 185/69*z + 1
*
[ 1/3 ] 
f(z) = 141/25*z^3 - 197/75*z + 1
*
[ 2/5 ] 
f(z) = 143/24*z^3 - 184/75*z + 1
*
[ 3/5 ] 
f(z) = 143/27*z^3 - 193/75*z + 1
*
[ 2/3 ] 
f(z) = 145/32*z^3 - 181/72*z + 1
*
[ 3/5 ] 
f(z) = 146/27*z^3 - 196/75*z + 1
*
4/7 | 0.13321648274150502804389912283713508341 | 0.021878058951196168523378334779660434843
f(z) = 147/22*z^3 - 199/66*z + 1
*
[ 1/3 ] 
f(z) = 147/23*z^3 - 187/69*z + 1
*
[ 1/3 ] 
f(z) = 147/25*z^3 - 199/75*z + 1
*
[ -20/21 ] 
f(z) = 147/25*z^3 - 197/60*z + 1
*
[ 3/7 ] 
f(z) = 147/25*z^3 - 181/75*z + 1
*
[ 3/7 ] 
f(z) = 147/26*z^3 - 185/78*z + 1
*
[ 2/5 ] 
f(z) = 149/24*z^3 - 187/75*z + 1
*
[ 3/5 ] 
f(z) = 149/27*z^3 - 199/75*z + 1
*
[ 2/3 ] 
f(z) = 149/32*z^3 - 185/72*z + 1
*
[ 1/3 ] 
f(z) = 150/23*z^3 - 188/69*z + 1
*
[ 2/5 ] 
f(z) = 151/24*z^3 - 188/75*z + 1
*
[ 2/3 ] 
f(z) = 151/32*z^3 - 187/72*z + 1
*
[ 3/4 ] 
f(z) = 152/33*z^3 - 193/66*z + 1
*
[ 3/4 ] 
f(z) = 152/39*z^3 - 197/78*z + 1
*
[ 5/14 ] 
f(z) = 154/25*z^3 - 181/70*z + 1
*
[ 2/3 ] 
f(z) = 155/32*z^3 - 191/72*z + 1
*
[ 1/3 ] 
f(z) = 156/23*z^3 - 190/69*z + 1
*
[ 2/5 ] 
f(z) = 157/24*z^3 - 191/75*z + 1
*
[ 2/3 ] 
f(z) = 157/32*z^3 - 193/72*z + 1
*
[ 1/3 ] 
f(z) = 159/22*z^3 - 185/66*z + 1
*
[ 1/3 ] 
f(z) = 159/23*z^3 - 191/69*z + 1
*
[ 2/5 ] 
f(z) = 145/36*z^3 - 193/90*z + 1
*
[ 3/7 ] 
f(z) = 147/29*z^3 - 197/87*z + 1
*
[ 5/12 ] 
f(z) = 153/25*z^3 - 197/80*z + 1
*
[ 2/5 ] 
f(z) = 155/36*z^3 - 197/90*z + 1
*
[ 5/2 ] 
f(z) = 144/25*z^3 - 177/5*z + 1
*
[ -5/2 ] 
f(z) = 144/25*z^3 - 173/5*z + 1
*
-12/7 | 0.17694710850049369154927954634416973932 | 0.024584744397847220404517888819650845778
f(z) = 147/32*z^3 - 167/12*z + 1
*
[ -5/2 ] 
f(z) = 148/25*z^3 - 178/5*z + 1
*
-2 | 0.10668597038789930109753475725173761389 | 0.016495197891222549127070407775470578733
f(z) = 157/32*z^3 - 161/8*z + 1
*
-2 | 0.10692808927900058866598350337724684589 | 0.016501134869851670964866417672202825558
f(z) = 159/32*z^3 - 163/8*z + 1
*
[ -6/5 ] 
f(z) = 140/27*z^3 - 169/30*z + 1
*
[ -5/4 ] 
f(z) = 144/35*z^3 - 162/35*z + 1
*
[ 6/5 ] 
f(z) = 145/36*z^3 - 169/30*z + 1
*
10/21 | 0.17160195570453165471036762917379652456 | 0.028182080969133702558707940683721025877
f(z) = 147/20*z^3 - 173/30*z + 1
*
[ 1/7 ] 
f(z) = 147/29*z^3 - 177/29*z + 1
*
6/5 | 0.12174016332582512328510143346459885822 | 0.014369730394315851063990495409070497995
f(z) = 155/27*z^3 - 177/20*z + 1
*
[ 6/7 ] 
f(z) = 140/27*z^3 - 167/42*z + 1
*
[ 3/4 ] 
f(z) = 145/27*z^3 - 161/48*z + 1
*
4/7 | 0.16261870465235850755158905664469432590 | 0.028612021174905442674935657410859250359
f(z) = 147/22*z^3 - 173/44*z + 1
*
[ 2/7 ] 
f(z) = 147/29*z^3 - 169/58*z + 1
*
[ 3/4 ] 
f(z) = 151/27*z^3 - 167/48*z + 1
*
[ 1/4 ] 
f(z) = 152/25*z^3 - 169/50*z + 1
*
[ 2/3 ] 
f(z) = 153/25*z^3 - 161/50*z + 1
*
[ 2/3 ] 
f(z) = 153/29*z^3 - 165/58*z + 1
*
[ 3/4 ] 
f(z) = 157/27*z^3 - 173/48*z + 1
*
[ 9/14 ] 
f(z) = 140/27*z^3 - 170/63*z + 1
*
3/20 | 0.16756200492386517990113127364667210524 | 0.021110507105688227355866622448387991972
f(z) = 140/27*z^3 - 167/60*z + 1
*
[ 1/3 ] 
f(z) = 141/20*z^3 - 167/60*z + 1
*
[ 1/3 ] 
f(z) = 141/22*z^3 - 179/66*z + 1
*
[ 6/13 ] 
f(z) = 143/27*z^3 - 179/78*z + 1
*
[ 2/3 ] 
f(z) = 143/32*z^3 - 179/72*z + 1
*
[ 2/3 ] 
f(z) = 144/35*z^3 - 163/70*z + 1
*
[ 2/3 ] 
f(z) = 144/37*z^3 - 165/74*z + 1
*
[ 3/10 ] 
f(z) = 145/27*z^3 - 169/60*z + 1
*
[ 2/5 ] 
f(z) = 145/28*z^3 - 163/70*z + 1
*
[ 3/7 ] 
f(z) = 147/20*z^3 - 161/60*z + 1
*
[ 3/7 ] 
f(z) = 147/22*z^3 - 169/66*z + 1
*
[ 3/7 ] 
f(z) = 147/23*z^3 - 173/69*z + 1
*
10/21 | 0.17882877261002837007298148378166734100 | 0.023922495949783892292075326044040462265
f(z) = 147/25*z^3 - 161/60*z + 1
*
[ 2/7 ] 
f(z) = 147/31*z^3 - 179/62*z + 1
*
[ 2/3 ] 
f(z) = 153/31*z^3 - 167/62*z + 1
*
[ 2/3 ] 
f(z) = 153/35*z^3 - 171/70*z + 1
*
[ 2/3 ] 
f(z) = 153/37*z^3 - 173/74*z + 1
*
[ 6/11 ] 
f(z) = 154/27*z^3 - 167/66*z + 1
*
[ 2/5 ] 
f(z) = 155/28*z^3 - 167/70*z + 1
*
[ 5/13 ] 
f(z) = 156/25*z^3 - 164/65*z + 1
*
[ 1/3 ] 
f(z) = 159/20*z^3 - 173/60*z + 1
*
-2 | 0.10462431619718878192519601423642032538 | 0.016442535612717875587897289424136593956
f(z) = 141/32*z^3 - 145/8*z + 1
*
-2 | 0.10489509352752240096303463367802887342 | 0.016449676202944412995976557579686778320
f(z) = 143/32*z^3 - 147/8*z + 1
*
[ 3 ] 
f(z) = 145/27*z^3 - 143/3*z + 1
*
-2 | 0.10516191782331999212545757809094553270 | 0.016456644327233842251017719501687708859
f(z) = 145/32*z^3 - 149/8*z + 1
*
[ 2 ] 
f(z) = 145/32*z^3 - 141/8*z + 1
*
[ -3 ] 
f(z) = 146/27*z^3 - 142/3*z + 1
*
[ 10/7 ] 
f(z) = 147/20*z^3 - 147/10*z + 1
*
[ 12/7 ] 
f(z) = 147/32*z^3 - 157/12*z + 1
*
-2 | 0.10542490440025671709935948793643531575 | 0.016463446997187411640896604047480199250
f(z) = 147/32*z^3 - 151/8*z + 1
*
[ 2 ] 
f(z) = 147/32*z^3 - 143/8*z + 1
*
[ -12/7 ] 
f(z) = 147/32*z^3 - 143/12*z + 1
*
[ 3 ] 
f(z) = 148/27*z^3 - 146/3*z + 1
*
[ -3 ] 
f(z) = 149/27*z^3 - 145/3*z + 1
*
[ 3/2 ] 
f(z) = 149/27*z^3 - 145/12*z + 1
*
-2 | 0.10568416353055345812043984666857746625 | 0.016470090830901117064389211320437586543
f(z) = 149/32*z^3 - 153/8*z + 1
*
[ 2 ] 
f(z) = 149/32*z^3 - 145/8*z + 1
*
[ 3 ] 
f(z) = 151/27*z^3 - 149/3*z + 1
*
-2 | 0.10593980073697197118850357240266529764 | 0.016476582080884232824021350204290221367
f(z) = 151/32*z^3 - 155/8*z + 1
*
[ 2 ] 
f(z) = 151/32*z^3 - 147/8*z + 1
*
[ -3 ] 
f(z) = 152/27*z^3 - 148/3*z + 1
*
-2 | 0.10619191706540123276671730327718640832 | 0.016482926659596699877807395844697404107
f(z) = 153/32*z^3 - 157/8*z + 1
*
[ 2 ] 
f(z) = 153/32*z^3 - 149/8*z + 1
*
[ -2 ] 
f(z) = 153/32*z^3 - 141/8*z + 1
*
[ 3 ] 
f(z) = 154/27*z^3 - 152/3*z + 1
*
6/5 | 0.18663843931152270709565766314923945118 | 0.026274810246341214791878433291526611786
f(z) = 155/24*z^3 - 152/15*z + 1
*
-6/5 | 0.20584575132263712841254541986976838062 | 0.029259117604077206918990378079120461388
f(z) = 155/24*z^3 - 142/15*z + 1
*
[ -3 ] 
f(z) = 155/27*z^3 - 151/3*z + 1
*
[ 3/2 ] 
f(z) = 155/27*z^3 - 151/12*z + 1
*
-2 | 0.10644060933790357415205173519167845247 | 0.016489130162841631528941875926757766442
f(z) = 155/32*z^3 - 159/8*z + 1
*
[ 2 ] 
f(z) = 155/32*z^3 - 151/8*z + 1
*
[ -2 ] 
f(z) = 155/32*z^3 - 143/8*z + 1
*
[ 3 ] 
f(z) = 157/27*z^3 - 155/3*z + 1
*
[ 2 ] 
f(z) = 157/32*z^3 - 153/8*z + 1
*
[ -2 ] 
f(z) = 157/32*z^3 - 145/8*z + 1
*
[ -3 ] 
f(z) = 158/27*z^3 - 154/3*z + 1
*
[ 2 ] 
f(z) = 159/32*z^3 - 155/8*z + 1
*
[ -2 ] 
f(z) = 159/32*z^3 - 147/8*z + 1
*
[ 2/11 ] 
f(z) = 143/24*z^3 - 155/33*z + 1
*
1/6 | 0.13118611664878046842034261414379318034 | 0.026044739151589023604538044276610379537
f(z) = 144/25*z^3 - 154/25*z + 1
*
[ 1/6 ] 
f(z) = 144/29*z^3 - 149/29*z + 1
*
[ 1/6 ] 
f(z) = 144/31*z^3 - 159/31*z + 1
*
1/4 | 0.14062605900158459541994596949254419080 | 0.028103031168519768461439122373280827114
f(z) = 144/35*z^3 - 149/35*z + 1
*
1/7 | 0.13885401545625227017404467297657090427 | 0.027824043916377368156052555967378069693
f(z) = 147/20*z^3 - 143/20*z + 1
*
2/3 | 0.16172879635156431081403203626755768305 | 0.026560618234841930769012179608650086622
f(z) = 147/20*z^3 - 143/30*z + 1
*
1/7 | 0.15046635994601846999623131624423574710 | 0.029758513675672328178281494777073120865
f(z) = 147/22*z^3 - 157/22*z + 1
*
[ 1/7 ] 
f(z) = 147/23*z^3 - 141/23*z + 1
*
[ 1/7 ] 
f(z) = 147/25*z^3 - 153/25*z + 1
*
[ 1/7 ] 
f(z) = 147/26*z^3 - 159/26*z + 1
*
5/7 | 0.12069521365781844951289966146885773440 | 0.023992983422884536567493071385694868531
f(z) = 147/26*z^3 - 153/26*z + 1
*
8/21 | 0.16309363138439076518609023817591895276 | 0.025469156184211824364303235811504360390
f(z) = 147/32*z^3 - 151/24*z + 1
*
[ -5/4 ] 
f(z) = 148/25*z^3 - 149/20*z + 1
*
[ 1/5 ] 
f(z) = 150/37*z^3 - 154/37*z + 1
*
[ 3/16 ] 
f(z) = 152/27*z^3 - 145/32*z + 1
*
3/4 | 0.21274553424569688720067219336101807204 | 0.024562298983713343577384299506235168351
f(z) = 152/27*z^3 - 145/38*z + 1
*
3/10 | 0.24565409971831846300067637734778858523 | 0.029412316590316301485308501828873276293
f(z) = 155/27*z^3 - 157/20*z + 1
*
[ -5/4 ] 
f(z) = 156/25*z^3 - 159/20*z + 1
*
2/3 | 0.17541531466610974382932812684352249160 | 0.028441807156131935084363340026693453943
f(z) = 159/20*z^3 - 151/30*z + 1
*
[ 2/3 ] 
f(z) = 144/23*z^3 - 151/46*z + 1
*
[ 2/3 ] 
f(z) = 144/25*z^3 - 153/50*z + 1
*
[ 2/3 ] 
f(z) = 144/29*z^3 - 157/58*z + 1
*
[ 3/10 ] 
f(z) = 146/27*z^3 - 141/50*z + 1
*
[ 2/7 ] 
f(z) = 147/25*z^3 - 149/50*z + 1
*
[ 16/21 ] 
f(z) = 147/32*z^3 - 143/48*z + 1
*
2/21 | 0.13470204832217491788946708799927421915 | 0.022122032449677056507534190914094582181
f(z) = 147/34*z^3 - 155/51*z + 1
*
[ 1/4 ] 
f(z) = 152/21*z^3 - 145/42*z + 1
*
[ 1/4 ] 
f(z) = 152/23*z^3 - 157/46*z + 1
*
[ 2/3 ] 
f(z) = 153/23*z^3 - 159/46*z + 1
*
[ 3/10 ] 
f(z) = 158/27*z^3 - 143/50*z + 1
*
[ 1/2 ] 
f(z) = 142/35*z^3 - 141/70*z + 1
*
[ 1/2 ] 
f(z) = 142/37*z^3 - 145/74*z + 1
*
[ 1/2 ] 
f(z) = 142/39*z^3 - 149/78*z + 1
*
[ 5/13 ] 
f(z) = 143/25*z^3 - 159/65*z + 1
*
[ 6/13 ] 
f(z) = 143/36*z^3 - 157/78*z + 1
*
[ 2/3 ] 
f(z) = 144/31*z^3 - 159/62*z + 1
*
[ 3/8 ] 
f(z) = 145/27*z^3 - 155/64*z + 1
*
[ 1/2 ] 
f(z) = 146/35*z^3 - 143/70*z + 1
*
[ 1/2 ] 
f(z) = 146/37*z^3 - 147/74*z + 1
*
[ 1/2 ] 
f(z) = 146/39*z^3 - 151/78*z + 1
*
[ 4/7 ] 
f(z) = 147/34*z^3 - 147/68*z + 1
*
[ 4/7 ] 
f(z) = 147/38*z^3 - 153/76*z + 1
*
[ 2/5 ] 
f(z) = 150/31*z^3 - 141/62*z + 1
*
[ 2/5 ] 
f(z) = 150/37*z^3 - 159/74*z + 1
*
[ 1/2 ] 
f(z) = 150/37*z^3 - 149/74*z + 1
*
[ 3/8 ] 
f(z) = 151/27*z^3 - 157/64*z + 1
*
[ 1/2 ] 
f(z) = 154/37*z^3 - 151/74*z + 1
*
[ 1/2 ] 
f(z) = 154/39*z^3 - 155/78*z + 1
*
[ 5/12 ] 
f(z) = 156/25*z^3 - 149/60*z + 1
*
[ 3/8 ] 
f(z) = 157/27*z^3 - 159/64*z + 1
*
[ 1/2 ] 
f(z) = 158/31*z^3 - 141/62*z + 1
*
[ 1/2 ] 
f(z) = 158/33*z^3 - 145/66*z + 1
*
[ 1/2 ] 
f(z) = 158/35*z^3 - 149/70*z + 1
*
[ 1/2 ] 
f(z) = 158/37*z^3 - 153/74*z + 1
*
[ 1/2 ] 
f(z) = 158/39*z^3 - 157/78*z + 1
*
[ -3 ] 
f(z) = 140/27*z^3 - 136/3*z + 1
*
[ 2 ] 
f(z) = 141/32*z^3 - 137/8*z + 1
*
[ -2 ] 
f(z) = 141/32*z^3 - 129/8*z + 1
*
[ 3 ] 
f(z) = 142/27*z^3 - 140/3*z + 1
*
[ -3 ] 
f(z) = 143/27*z^3 - 139/3*z + 1
*
[ 3/2 ] 
f(z) = 143/27*z^3 - 139/12*z + 1
*
[ 2 ] 
f(z) = 143/32*z^3 - 139/8*z + 1
*
[ -2 ] 
f(z) = 143/32*z^3 - 131/8*z + 1
*
-6/5 | 0.12015351129853158175720279782352393832 | 0.017239185075873748622444422781893946913
f(z) = 145/24*z^3 - 133/15*z + 1
*
[ 6/5 ] 
f(z) = 145/24*z^3 - 128/15*z + 1
*
[ -3/2 ] 
f(z) = 145/27*z^3 - 125/12*z + 1
*
[ -2 ] 
f(z) = 145/32*z^3 - 133/8*z + 1
*
[ -10/7 ] 
f(z) = 147/20*z^3 - 133/10*z + 1
*
[ -2 ] 
f(z) = 147/32*z^3 - 135/8*z + 1
*
[ -2 ] 
f(z) = 149/32*z^3 - 137/8*z + 1
*
[ -3/2 ] 
f(z) = 151/27*z^3 - 131/12*z + 1
*
[ -2 ] 
f(z) = 151/32*z^3 - 139/8*z + 1
*
3/19 | 0.23859800817400052106049893212606926141 | 0.029427403019732901600043600770935035521
f(z) = 152/27*z^3 - 123/19*z + 1
*
[ 6/5 ] 
f(z) = 155/24*z^3 - 137/15*z + 1
*
-6/5 | 0.20099513125145222244580106896572599886 | 0.029030316622498319960860963452441581884
f(z) = 155/24*z^3 - 127/15*z + 1
*
[ -3/2 ] 
f(z) = 157/27*z^3 - 137/12*z + 1
*
6/35 | 0.23292877455857372145788679138359136841 | 0.027413091140266311321318821811057286753
f(z) = 140/27*z^3 - 122/35*z + 1
*
-1 | 0.10605102660371806494967244122971950479 | 0.021429818571297462435195945741976017453
f(z) = 141/20*z^3 - 121/20*z + 1
*
-1 | 0.094430294230221281613514216602923479017 | 0.019054396598723889083167477921253379309
f(z) = 142/21*z^3 - 121/21*z + 1
*
-1 | 0.10630045544291795081146660658689346745 | 0.021419259187517810609749311365033865333
f(z) = 143/20*z^3 - 123/20*z + 1
*
-1 | 0.094554325171257046402517626222039719364 | 0.019052445163149340260651093925414530518
f(z) = 143/21*z^3 - 122/21*z + 1
*
-1 | 0.11510052335383517098908338793024675148 | 0.023159929038713580353552080415688156894
f(z) = 144/23*z^3 - 121/23*z + 1
*
[ 1/6 ] 
f(z) = 144/25*z^3 - 129/25*z + 1
*
[ -7/6 ] 
f(z) = 144/35*z^3 - 131/35*z + 1
*
-1 | 0.094799919357215571686219507391064222249 | 0.019048621900175629071406115693820723704
f(z) = 145/21*z^3 - 124/21*z + 1
*
-1 | 0.10234698749388329375415198381578089802 | 0.020565092044507078327418360170104313939
f(z) = 145/22*z^3 - 123/22*z + 1
*
-1 | 0.11522240518321532602085930565918494325 | 0.023152214112056087050498573351817914571
f(z) = 145/23*z^3 - 122/23*z + 1
*
-1 | 0.086360624211627409269051569873250122498 | 0.017352872120826679229969561350408915597
f(z) = 145/24*z^3 - 121/24*z + 1
*
-1 | 0.094921504280629518753444169158055287153 | 0.019046748968338769775470530749514125276
f(z) = 146/21*z^3 - 125/21*z + 1
*
-1 | 0.11534348894057092908769155541969103727 | 0.023144581363653497472502770123006943290
f(z) = 146/23*z^3 - 123/23*z + 1
*
-1 | 0.11542132648802119111659622998610156407 | 0.023160200081854730619487934636586595033
f(z) = 146/25*z^3 - 121/25*z + 1
*
2/21 | 0.13864982260176788204824292482798780777 | 0.022770372930055476417441369809461982159
f(z) = 147/20*z^3 - 137/30*z + 1
*
-1 | 0.10678944421969776435856990000621249576 | 0.021398835143594045660588356337518712371
f(z) = 147/20*z^3 - 127/20*z + 1
*
[ 1/7 ] 
f(z) = 147/20*z^3 - 123/20*z + 1
*
[ 1/7 ] 
f(z) = 147/22*z^3 - 135/22*z + 1
*
-1 | 0.11546378502333845955139781721731262829 | 0.023137029308689436110018322753640615325
f(z) = 147/23*z^3 - 124/23*z + 1
*
-1 | 0.11554113399064360234396823943944487082 | 0.023152528760081699202922928530306066913
f(z) = 147/25*z^3 - 122/25*z + 1
*
-1 | 0.10274356371795460455810046693364010978 | 0.020588107730411068153251928875854753573
f(z) = 147/26*z^3 - 121/26*z + 1
*
-1 | 0.095162302395470575625819219245218972551 | 0.019043077856644708713941373621873716488
f(z) = 148/21*z^3 - 127/21*z + 1
*
-1 | 0.11558330362682342445854531597415165231 | 0.023129556499660382134013089707104818378
f(z) = 148/23*z^3 - 125/23*z + 1
*
-1 | 0.11566017012099274476219710588472484916 | 0.023144938374585503366965205893527256658
f(z) = 148/25*z^3 - 123/25*z + 1
*
-1 | 0.10217343364820909263852308695100971199 | 0.020446086347908465179691199535880718734
f(z) = 148/27*z^3 - 121/27*z + 1
*
-1 | 0.10702917525051705769210669175531417166 | 0.021388953579168087419039463014743203188
f(z) = 149/20*z^3 - 129/20*z + 1
*
-1 | 0.095280502400752387528165843089031515298 | 0.019041072100942504389250006422371755997
f(z) = 149/21*z^3 - 128/21*z + 1
*
-1 | 0.10282761747397340361072391135101179763 | 0.020549304726111539603417636698554620369
f(z) = 149/22*z^3 - 127/22*z + 1
*
-1 | 0.11570205474941217544311704425935142399 | 0.023122161525182696074039834687473214743
f(z) = 149/23*z^3 - 126/23*z + 1
*
-1 | 0.086839299552671598863132972312290221865 | 0.017354162943254033752898430184712873740
f(z) = 149/24*z^3 - 125/24*z + 1
*
-1 | 0.11577844476343823429450978724132550489 | 0.023137427479162916794185266695364992219
f(z) = 149/25*z^3 - 124/25*z + 1
*
-1 | 0.10298105161728670444498500840115313069 | 0.020579967353952089657537851739508766742
f(z) = 149/26*z^3 - 123/26*z + 1
*
-1 | 0.10229123768430969905172340095328251713 | 0.020442113370155860636219598279397568958
f(z) = 149/27*z^3 - 122/27*z + 1
*
-1 | 0.10733475506804699225285564057491882320 | 0.021450021344257184929654234347120805969
f(z) = 149/28*z^3 - 121/28*z + 1
*
-1 | 0.11582004819761663723714265527873902077 | 0.023114843008845756293607114494495107335
f(z) = 150/23*z^3 - 127/23*z + 1
*
[ 1/5 ] 
f(z) = 150/29*z^3 - 122/29*z + 1
*
-1 | 0.11604638406988543361640926400856619538 | 0.023160014101728025126690194211823147308
f(z) = 150/29*z^3 - 121/29*z + 1
*
[ 1/5 ] 
f(z) = 150/31*z^3 - 130/31*z + 1
*
-1 | 0.10726583928092695688977764508519765209 | 0.021379281756191934289085826665949191408
f(z) = 151/20*z^3 - 131/20*z + 1
*
-1 | 0.095516688379655638421940275079062023680 | 0.019037544543318049883045902000473532133
f(z) = 151/21*z^3 - 130/21*z + 1
*
-1 | 0.10306332840208015654308987640350250991 | 0.020541674324369944587231075571624620841
f(z) = 151/22*z^3 - 129/22*z + 1
*
-1 | 0.11593729359095834153987349866314169086 | 0.023107599608109121310558488854145426572
f(z) = 151/23*z^3 - 128/23*z + 1
*
-1 | 0.087074069236017141287315404740604991052 | 0.017354836100051698038696377683307011602
f(z) = 151/24*z^3 - 127/24*z + 1
*
-1 | 0.11601274818165357005202582783751812462 | 0.023122638552148393532402987363841618582
f(z) = 151/25*z^3 - 126/25*z + 1
*
-1 | 0.10321423948937377682607816504100197786 | 0.020571752592316310888070338293382377051
f(z) = 151/26*z^3 - 125/26*z + 1
*
-1 | 0.10252461711318030870994723318238714575 | 0.020434303137906118964353947577023798064
f(z) = 151/27*z^3 - 124/27*z + 1
*
-1 | 0.10756767670495286087936232294001521349 | 0.021439441331468388629569187867407158737
f(z) = 151/28*z^3 - 123/28*z + 1
*
-1 | 0.11616225185104152965977094405896117615 | 0.023152436305961317730083613499581892629
f(z) = 151/29*z^3 - 122/29*z + 1
*
-1 | 0.083020295174386170981402860332017563892 | 0.016546873579825919268435847182426758818
f(z) = 151/30*z^3 - 121/30*z + 1
*
-1 | 0.095633660013025581133325379615350479205 | 0.019035814967374267968286884404600140051
f(z) = 152/21*z^3 - 131/21*z + 1
*
-1 | 0.11605380036669787609718808942283194671 | 0.023100430013241741588693722431913440252
f(z) = 152/23*z^3 - 129/23*z + 1
*
-1 | 0.11612879579995855791021529522943127224 | 0.023115357803213953900949270921857068349
f(z) = 152/25*z^3 - 127/25*z + 1
*
-1 | 0.10264021113917645868083003992518165702 | 0.020430464202577540443772876692975749568
f(z) = 152/27*z^3 - 125/27*z + 1
*
-1 | 0.11627739771909482372997191386362693818 | 0.023144936914126255954781911091656742681
f(z) = 152/29*z^3 - 123/29*z + 1
*
-1 | 0.11635101865156523625130050759120380827 | 0.023159591110651218499237603197939249236
f(z) = 152/31*z^3 - 121/31*z + 1
*
-1 | 0.10749951387192238698458697891764617973 | 0.021369812241349815242571297349482386584
f(z) = 153/20*z^3 - 133/20*z + 1
*
-1 | 0.10329672533031229947243763283770716336 | 0.020534340537437654234677261471189605423
f(z) = 153/22*z^3 - 131/22*z + 1
*
-1 | 0.11616957778441558927239845134204409837 | 0.023093332946301345771935869558513774793
f(z) = 153/23*z^3 - 130/23*z + 1
*
-1 | 0.11624411962457539288368773485152998195 | 0.023108151107527987105400583787235598631
f(z) = 153/25*z^3 - 128/25*z + 1
*
-1 | 0.10344515871044436248486919499173124470 | 0.020563847586814177770121272620274628741
f(z) = 153/26*z^3 - 127/26*z + 1
*
-1 | 0.10779769962630857240770072401898297042 | 0.021429088542746582504323140495797568784
f(z) = 153/28*z^3 - 125/28*z + 1
*
-1 | 0.11639183063095100831180573272719401606 | 0.023137514556333797777383516601323387498
f(z) = 153/29*z^3 - 124/29*z + 1
*
-1 | 0.11646501399235640781068997810917215039 | 0.023152062665772576458381830686418608064
f(z) = 153/31*z^3 - 122/31*z + 1
*
-1 | 0.10794406806121129622764088249909094821 | 0.021458185101970636846499405909082101091
f(z) = 153/32*z^3 - 121/32*z + 1
*
-1 | 0.11628463493044913433839581282061782614 | 0.023086307160152221843940646033424452293
f(z) = 154/23*z^3 - 131/23*z + 1
*
-1 | 0.11635872864111640635045297660188536909 | 0.023101017187527061039580818480890648048
f(z) = 154/25*z^3 - 129/25*z + 1
*
[ 5/7 ] 
f(z) = 154/25*z^3 - 124/35*z + 1
*
-1 | 0.10286925309606254456168312387094561376 | 0.020422914650173440635264537390569858763
f(z) = 154/27*z^3 - 127/27*z + 1
*
-1 | 0.11650555937755823949689418445096549954 | 0.023130167895908051987698824138833518330
f(z) = 154/29*z^3 - 125/29*z + 1
*
-1 | 0.11657831035291490641783243683097537477 | 0.023144611346362957159482597185588720430
f(z) = 154/31*z^3 - 123/31*z + 1
*
-1 | 0.095981234974308826629041540192993907027 | 0.019030962639322090122496323076935657183
f(z) = 155/21*z^3 - 134/21*z + 1
*
-1 | 0.10352592564820226962372705514655457907 | 0.020526908449756187160440342675022984741
f(z) = 155/22*z^3 - 133/22*z + 1
*
-1 | 0.11639898072219319443051701426621933290 | 0.023079351437519703746019610987239510337
f(z) = 155/23*z^3 - 132/23*z + 1
*
-1 | 0.087534851802791900593029047269909807645 | 0.017356231087706159533770057685979435972
f(z) = 155/24*z^3 - 131/24*z + 1
*
-1 | 0.10367322931666820897319956143417011002 | 0.020556115519366832857482023108576912488
f(z) = 155/26*z^3 - 129/26*z + 1
*
-1 | 0.10298271863714228224037208595668896078 | 0.020419202476441012229354063709755380947
f(z) = 155/27*z^3 - 128/27*z + 1
*
-1 | 0.10802489521934479767277909232512889704 | 0.021418954919535181960995253409024619420
f(z) = 155/28*z^3 - 127/28*z + 1
*
-1 | 0.11661859258798847597239095122091106737 | 0.023122895628363054753275346851904229917
f(z) = 155/29*z^3 - 126/29*z + 1
*
-1 | 0.10816954423844715720118289422820493134 | 0.021447635630708448617183151432658974164
f(z) = 155/32*z^3 - 123/32*z + 1
*
-1 | 0.096419172580588801109760862119113393173 | 0.019117796010717021566049714671243475499
f(z) = 155/33*z^3 - 122/33*z + 1
*
-1 | 0.10396319272970012814163680850572992578 | 0.020613608870870987241632120629494521147
f(z) = 155/34*z^3 - 121/34*z + 1
*
[ -6/5 ] 
f(z) = 155/36*z^3 - 131/30*z + 1
*
-1 | 0.11651262391226649785806025554698810464 | 0.023072464590079758920495908837199733758
f(z) = 156/23*z^3 - 133/23*z + 1
*
-1 | 0.11658583736390568262907741299129158402 | 0.023086962716666750720900327699986681075
f(z) = 156/25*z^3 - 131/25*z + 1
*
-1 | 0.11673093873339393598232895304275564547 | 0.023115696480417627353513299371837519543
f(z) = 156/29*z^3 - 127/29*z + 1
*
-1 | 0.11680284012634465468631134813610055154 | 0.023129934785994558176932053182181015858
f(z) = 156/31*z^3 - 125/31*z + 1
*
-1 | 0.11694537685967497810296029985012216782 | 0.023158160686520374894304259251798233497
f(z) = 156/35*z^3 - 121/35*z + 1
*
-1 | 0.10795819058278331940999757999257041430 | 0.021351452191780149536042526825573181365
f(z) = 157/20*z^3 - 137/20*z + 1
*
-1 | 0.096208707685044724384949578034942644910 | 0.019027695920811196516089626583978179019
f(z) = 157/21*z^3 - 136/21*z + 1
*
-1 | 0.10375295685745987561291943817241198985 | 0.020519761271834108829587159672449001497
f(z) = 157/22*z^3 - 135/22*z + 1
*
-1 | 0.11662557309255101361230792349819006324 | 0.023065645457582152387019187795073443077
f(z) = 157/23*z^3 - 134/23*z + 1
*
-1 | 0.087759974349299047693938089062690505899 | 0.017356746038032767910147410128583970280
f(z) = 157/24*z^3 - 133/24*z + 1
*
-1 | 0.11669835422502245577241203979494818701 | 0.023080039760247275390963978764030409951
f(z) = 157/25*z^3 - 132/25*z + 1
*
-1 | 0.10389917297651004970469729056670660215 | 0.020548679193287910015333018840388606883
f(z) = 157/26*z^3 - 131/26*z + 1
*
-1 | 0.10320758166281899548150642888862459655 | 0.020411899586378864029184983333176265176
f(z) = 157/27*z^3 - 130/27*z + 1
*
-1 | 0.10824933226205943805943114140569628655 | 0.021409032794164661746613682510473217461
f(z) = 157/28*z^3 - 129/28*z + 1
*
-1 | 0.11684260613084323593460865204825194886 | 0.023108569209046658498745050920903882999
f(z) = 157/29*z^3 - 128/29*z + 1
*
-1 | 0.083697670047369731036297576672602982033 | 0.016553323012666326504638040040672164030
f(z) = 157/30*z^3 - 127/30*z + 1
*
-1 | 0.11691409015010583181170235969379960033 | 0.023122706974893995815712199419469399391
f(z) = 157/31*z^3 - 126/31*z + 1
*
-1 | 0.10839230189950087582641836798616304645 | 0.021437308642085308686230961857870467130
f(z) = 157/32*z^3 - 125/32*z + 1
*
-1 | 0.096640482779090533473060185443980377491 | 0.019113090324221943183565712789922967694
f(z) = 157/33*z^3 - 124/33*z + 1
*
-1 | 0.10418447290502668889967674205853527521 | 0.020605104442276964222541282398790116067
f(z) = 157/34*z^3 - 123/34*z + 1
*
-1 | 0.11705580630546216930667768816543724626 | 0.023150734915150862963323281723016125243
f(z) = 157/35*z^3 - 122/35*z + 1
*
-1 | 0.094970491779873872347805194708985650510 | 0.018782807528743486224655825685043215702
f(z) = 157/36*z^3 - 121/36*z + 1
*
-1 | 0.096321403652690563798454236790822007738 | 0.019026092947256579605398017650934270427
f(z) = 158/21*z^3 - 137/21*z + 1
*
-1 | 0.11673783669810800780339467414440636889 | 0.023058892907005738605631130983201425257
f(z) = 158/23*z^3 - 135/23*z + 1
*
-1 | 0.11681019059561844108559153060427271034 | 0.023073184766622874977207392266117673755
f(z) = 158/25*z^3 - 133/25*z + 1
*
-1 | 0.10331899580821280391756397364889155697 | 0.020408307426169447098968561316293899586
f(z) = 158/27*z^3 - 131/27*z + 1
*
-1 | 0.11695360294704158069876027831204464583 | 0.023101512600567236946093050699694950081
f(z) = 158/29*z^3 - 129/29*z + 1
*
-1 | 0.11702467442284563492023148655150182003 | 0.023115551147071629182110347941575038520
f(z) = 158/31*z^3 - 127/31*z + 1
*
-1 | 0.096750659187192593730808019146246289009 | 0.019110882572281233128220935829820036669
f(z) = 158/33*z^3 - 125/33*z + 1
*
-1 | 0.11716557942406176956802955774580019402 | 0.023143383711259937643342584540941768705
f(z) = 158/35*z^3 - 123/35*z + 1
*
-1 | 0.11723542510517780480152680056436076573 | 0.023157180130025487992307686996319115528
f(z) = 158/37*z^3 - 121/37*z + 1
*
-1 | 0.10818333385014233103228786864882714529 | 0.021342548514283803585302356844547929680
f(z) = 159/20*z^3 - 139/20*z + 1
*
[ 2/3 ] 
f(z) = 159/20*z^3 - 121/30*z + 1
*
-1 | 0.10397723531097887365811235371590354563 | 0.020512763935336514841397895899275284661
f(z) = 159/22*z^3 - 137/22*z + 1
*
-1 | 0.11684942301097544281871250792334064141 | 0.023052205831744503811660695408372773093
f(z) = 159/23*z^3 - 136/23*z + 1
*
-1 | 0.11692135466841280875804348863914575253 | 0.023066396602484629289424123564037025461
f(z) = 159/25*z^3 - 134/25*z + 1
*
-1 | 0.10412175242194617564966496219404393094 | 0.020541274458558477100831715097936880353
f(z) = 159/26*z^3 - 133/26*z + 1
*
-1 | 0.10847107704903118093911520212534074543 | 0.021399314866025628862469807892251529072
f(z) = 159/28*z^3 - 131/28*z + 1
*
-1 | 0.11706393720193919135424359528125728967 | 0.023094525469758137831625757721043174739
f(z) = 159/29*z^3 - 130/29*z + 1
*
-1 | 0.11713460088091941264295137561809842095 | 0.023108466092062514757822540170699463964
f(z) = 159/31*z^3 - 128/31*z + 1
*
-1 | 0.10861240595304578128709082510688813508 | 0.021427196415641953600375992639372805887
f(z) = 159/32*z^3 - 127/32*z + 1
*
-1 | 0.10440377046062168882519164285153294986 | 0.020596911343262667487804035236522871410
f(z) = 159/34*z^3 - 125/34*z + 1
*
-1 | 0.11727470398988123737073369410992215673 | 0.023136105815239855166628608471337298574
f(z) = 159/35*z^3 - 124/35*z + 1
*
-1 | 0.11734415537578239623314744126189853257 | 0.023149807274792146261411943142106922215
f(z) = 159/37*z^3 - 122/37*z + 1
*
-1 | 0.10454267467720449990534156870122846834 | 0.020624314547395420602852764544803109783
f(z) = 159/38*z^3 - 121/38*z + 1
*
[ 1/2 ] 
f(z) = 142/25*z^3 - 121/50*z + 1
*
[ 1/2 ] 
f(z) = 142/27*z^3 - 125/54*z + 1
*
[ 1/2 ] 
f(z) = 142/29*z^3 - 129/58*z + 1
*
[ 5/11 ] 
f(z) = 143/25*z^3 - 131/55*z + 1
*
[ 4/13 ] 
f(z) = 143/32*z^3 - 139/52*z + 1
*
[ 5/18 ] 
f(z) = 144/25*z^3 - 137/45*z + 1
*
[ 1/2 ] 
f(z) = 146/25*z^3 - 123/50*z + 1
*
[ 1/2 ] 
f(z) = 146/27*z^3 - 127/54*z + 1
*
[ 1/2 ] 
f(z) = 146/29*z^3 - 131/58*z + 1
*
[ 4/7 ] 
f(z) = 147/22*z^3 - 129/44*z + 1
*
[ 2/7 ] 
f(z) = 147/23*z^3 - 139/46*z + 1
*
[ 4/7 ] 
f(z) = 147/26*z^3 - 135/52*z + 1
*
4/7 | 0.16799163538570753358458266406253099058 | 0.027589160339925960528648466419989902288
f(z) = 147/34*z^3 - 140/51*z + 1
*
[ 1/2 ] 
f(z) = 150/23*z^3 - 121/46*z + 1
*
[ 2/5 ] 
f(z) = 150/29*z^3 - 135/58*z + 1
*
[ 1/2 ] 
f(z) = 150/29*z^3 - 133/58*z + 1
*
[ 5/9 ] 
f(z) = 153/25*z^3 - 121/45*z + 1
*
[ 1/2 ] 
f(z) = 154/23*z^3 - 123/46*z + 1
*
[ 5/11 ] 
f(z) = 154/25*z^3 - 136/55*z + 1
*
[ 1/2 ] 
f(z) = 154/25*z^3 - 127/50*z + 1
*
[ 1/2 ] 
f(z) = 154/27*z^3 - 131/54*z + 1
*
[ 1/2 ] 
f(z) = 154/29*z^3 - 135/58*z + 1
*
[ 1/2 ] 
f(z) = 158/21*z^3 - 121/42*z + 1
*
[ 1/2 ] 
f(z) = 158/23*z^3 - 125/46*z + 1
*
[ 1/2 ] 
f(z) = 158/25*z^3 - 129/50*z + 1
*
[ 1/2 ] 
f(z) = 158/27*z^3 - 133/54*z + 1
*
[ 1/2 ] 
f(z) = 158/29*z^3 - 137/58*z + 1
*
[ 2/3 ] 
f(z) = 159/28*z^3 - 127/42*z + 1
*
[ 1/2 ] 
f(z) = 142/31*z^3 - 133/62*z + 1
*
[ 1/2 ] 
f(z) = 142/33*z^3 - 137/66*z + 1
*
[ 6/11 ] 
f(z) = 143/36*z^3 - 133/66*z + 1
*
[ 3/5 ] 
f(z) = 145/36*z^3 - 127/60*z + 1
*
[ 1/2 ] 
f(z) = 146/31*z^3 - 135/62*z + 1
*
[ 1/2 ] 
f(z) = 146/33*z^3 - 139/66*z + 1
*
[ 1/2 ] 
f(z) = 150/31*z^3 - 137/62*z + 1
*
[ 1/2 ] 
f(z) = 154/31*z^3 - 139/62*z + 1
*
[ 3/5 ] 
f(z) = 155/36*z^3 - 133/60*z + 1
*
-6/5 | 0.15365392744707664513237835167852392099 | 0.022430817144136808559784407068450246059
f(z) = 145/24*z^3 - 118/15*z + 1
*
[ -6/5 ] 
f(z) = 145/24*z^3 - 103/15*z + 1
*
[ 10/7 ] 
f(z) = 147/25*z^3 - 117/10*z + 1
*
[ -10/7 ] 
f(z) = 147/25*z^3 - 103/10*z + 1
*
-4/3 | 0.18496706344948977266170588941080913883 | 0.027629449369889192274776800006113587061
f(z) = 147/32*z^3 - 101/12*z + 1
*
[ 3/19 ] 
f(z) = 152/27*z^3 - 104/19*z + 1
*
[ -6/5 ] 
f(z) = 155/24*z^3 - 112/15*z + 1
*
-4/3 | 0.19052353032289050834851741234387753918 | 0.028139042347132332620152289661497665843
f(z) = 159/32*z^3 - 109/12*z + 1
*
[ 4/3 ] 
f(z) = 159/32*z^3 - 103/12*z + 1
*
-1 | 0.11460479998604074432901260066277143363 | 0.023191641601119065634255294585171738635
f(z) = 140/23*z^3 - 117/23*z + 1
*
-1 | 0.10120295398819732018847018178128352978 | 0.020479618987640097668488864274987228595
f(z) = 140/27*z^3 - 113/27*z + 1
*
-21/20 | 0.22838805682734047489483364154239596181 | 0.028773752729317020583509612045405755629
f(z) = 140/27*z^3 - 101/20*z + 1
*
-1 | 0.11484590300548222153583898964038823853 | 0.023240431658922189539621691893951140737
f(z) = 140/29*z^3 - 111/29*z + 1
*
-1 | 0.11492521592960557426583191793491415885 | 0.023256481570538715129229353498811722142
f(z) = 140/31*z^3 - 109/31*z + 1
*
-1 | 0.094660377691004338441268011360611431783 | 0.019155651015522368756321777431310084897
f(z) = 140/33*z^3 - 107/33*z + 1
*
-1 | 0.11516011162687872742933508352755054813 | 0.023304015503022061965390726575526271821
f(z) = 140/37*z^3 - 103/37*z + 1
*
-1 | 0.094893784856933639428921869957421886966 | 0.019202883726019875063773499683947249020
f(z) = 140/39*z^3 - 101/39*z + 1
*
[ 2/3 ] 
f(z) = 141/20*z^3 - 109/30*z + 1
*
[ -1 ] 
f(z) = 141/20*z^3 - 101/20*z + 1
*
-1 | 0.10185353271005907700951720698501496237 | 0.020581627511993870118927794081029115780
f(z) = 141/22*z^3 - 119/22*z + 1
*
-1 | 0.11472998231284758961135576303604811982 | 0.023183582322495806964999889589153317982
f(z) = 141/23*z^3 - 118/23*z + 1
*
-1 | 0.11481035856631425146189091741157694210 | 0.023199824018445318824695837883065181943
f(z) = 141/25*z^3 - 116/25*z + 1
*
-1 | 0.10201493964922757882187177168096674407 | 0.020614243145555385994851140983118142765
f(z) = 141/26*z^3 - 115/26*z + 1
*
-1 | 0.10637255454941506639761359903759858435 | 0.021494789988949417118896401604517681230
f(z) = 141/28*z^3 - 113/28*z + 1
*
-1 | 0.11496952225161972089646695154546383319 | 0.023231986355845225826208918555093695383
f(z) = 141/29*z^3 - 112/29*z + 1
*
-1 | 0.11504832733212074778904416919750535729 | 0.023247910563575377967891821861080253067
f(z) = 141/31*z^3 - 110/31*z + 1
*
-1 | 0.10653016683324454250710614748258993900 | 0.021526638833371212633981370202496396370
f(z) = 141/32*z^3 - 109/32*z + 1
*
-1 | 0.10232952906281702818119596700017901794 | 0.020677812488291351600657568573951700495
f(z) = 141/34*z^3 - 107/34*z + 1
*
-1 | 0.11520442643469575976800247549542501241 | 0.023279453638210806155686518333761195599
f(z) = 141/35*z^3 - 106/35*z + 1
*
-1 | 0.11528173681067391370012837363513475326 | 0.023295075809763010140755594522468375270
f(z) = 141/37*z^3 - 104/37*z + 1
*
-1 | 0.10248415178355765070963861442039588785 | 0.020709057229229632758315170455591800719
f(z) = 141/38*z^3 - 103/38*z + 1
*
-1 | 0.11485432284610604791394058994122418259 | 0.023175611560121369015682472970664848410
f(z) = 142/23*z^3 - 119/23*z + 1
*
-1 | 0.11493417816866231606826439103306723150 | 0.023191724980066842263796376556962551963
f(z) = 142/25*z^3 - 117/25*z + 1
*
-1 | 0.10145039291827406797361533024372907589 | 0.020470930833364974935541102400077668713
f(z) = 142/27*z^3 - 115/27*z + 1
*
-1 | 0.11509231989052136625104242666052085076 | 0.023223635238439658560705036120900734574
f(z) = 142/29*z^3 - 113/29*z + 1
*
-1 | 0.11517062361045874288427845430123794410 | 0.023239435571870841188273299439981427425
f(z) = 142/31*z^3 - 111/31*z + 1
*
-1 | 0.094903755076568184576590707051433505046 | 0.019149932790936389205996934984334302485
f(z) = 142/33*z^3 - 109/33*z + 1
*
-1 | 0.11532573845493667810324413749650942234 | 0.023270735058853547668652092991230457944
f(z) = 142/35*z^3 - 107/35*z + 1
*
-1 | 0.11540256563706505534562786320771386208 | 0.023286237452547964326303973986686325265
f(z) = 142/37*z^3 - 105/37*z + 1
*
-1 | 0.095134244357578061621734571797131520229 | 0.019196441532732847170059666292437521350
f(z) = 142/39*z^3 - 103/39*z + 1
*
[ -1 ] 
f(z) = 143/20*z^3 - 103/20*z + 1
*
[ -1 ] 
f(z) = 143/21*z^3 - 101/21*z + 1
*
-1 | 0.11497783284747741417944304340757328706 | 0.023167727666996488885661319964986623489
f(z) = 143/23*z^3 - 120/23*z + 1
*
-1 | 0.086116557872720699311537166293154061807 | 0.017352257483065860408620304456531965578
f(z) = 143/24*z^3 - 119/24*z + 1
*
-1 | 0.11505717396190980511821827173831184915 | 0.023183714690637854784102404111147331210
f(z) = 143/25*z^3 - 118/25*z + 1
*
-1 | 0.10157288106656348524806817834207485088 | 0.020466665518248160406381293572490611324
f(z) = 143/27*z^3 - 116/27*z + 1
*
[ 3/11 ] 
f(z) = 143/27*z^3 - 101/33*z + 1
*
-1 | 0.10661784197973043096435369281099821271 | 0.021483211730959787841517821913123054536
f(z) = 143/28*z^3 - 115/28*z + 1
*
-1 | 0.11521430679431994800963521606298060936 | 0.023215376538653820931044966447105073546
f(z) = 143/29*z^3 - 114/29*z + 1
*
-1 | 0.082074228273262067828492330989957979139 | 0.016537738814717596572008680522541114808
f(z) = 143/30*z^3 - 113/30*z + 1
*
-1 | 0.11529211551298054707546564372330085809 | 0.023231054788620821041327390262480268939
f(z) = 143/31*z^3 - 112/31*z + 1
*
-1 | 0.10677346146292525268890556943740692161 | 0.021514568643131884559926757579539185052
f(z) = 143/32*z^3 - 111/32*z + 1
*
-1 | 0.10257184566203250299908604606222981814 | 0.020667954228633740490475848208632021968
f(z) = 143/34*z^3 - 109/34*z + 1
*
-1 | 0.11544625848145347598605932518242029102 | 0.023262114187001555025102845120306777172
f(z) = 143/35*z^3 - 108/35*z + 1
*
-1 | 0.093364005534682547070045397122379478188 | 0.018812598920670425189730643181840393775
f(z) = 143/36*z^3 - 107/36*z + 1
*
-1 | 0.11552260849964835109823232509989862395 | 0.023277498512702453828764097233182823351
f(z) = 143/37*z^3 - 106/37*z + 1
*
-1 | 0.10272454759759397971916418538210151966 | 0.020698723262713592316125015474239204160
f(z) = 143/38*z^3 - 105/38*z + 1
*
[ 1/6 ] 
f(z) = 144/23*z^3 - 119/23*z + 1
*
-1 | 0.11517935685334972180524971058669314208 | 0.023175791505724418867815161711253528744
f(z) = 144/25*z^3 - 119/25*z + 1
*
-1 | 0.11533549362034473737800057590031214845 | 0.023207208534410051057141183676337481271
f(z) = 144/29*z^3 - 115/29*z + 1
*
-1 | 0.11541281357638527652664284397925677469 | 0.023222766454070158952326118698739861412
f(z) = 144/31*z^3 - 113/31*z + 1
*
[ 1/4 ] 
f(z) = 144/31*z^3 - 102/31*z + 1
*
[ 1/4 ] 
f(z) = 144/35*z^3 - 114/35*z + 1
*
[ 5/6 ] 
f(z) = 144/35*z^3 - 107/35*z + 1
*
[ 1/4 ] 
f(z) = 144/37*z^3 - 120/37*z + 1
*
-1 | 0.11564187558928391808105749753756519214 | 0.023268857121685013612738807257190746900
f(z) = 144/37*z^3 - 107/37*z + 1
*
[ -1 ] 
f(z) = 145/21*z^3 - 103/21*z + 1
*
[ -1 ] 
f(z) = 145/22*z^3 - 101/22*z + 1
*
-1 | 0.10250430646285652911208668477712528134 | 0.020596702931710523302867731839262164534
f(z) = 145/26*z^3 - 119/26*z + 1
*
-1 | 0.10181544863948109768613973469574649662 | 0.020458287284213901140234159939268743511
f(z) = 145/27*z^3 - 118/27*z + 1
*
-1 | 0.10685991624040983898427570430152559113 | 0.021471897387147642303084652044286639485
f(z) = 145/28*z^3 - 117/28*z + 1
*
-1 | 0.11553272813124239965655176836052580250 | 0.023214568853958783123528380745258419725
f(z) = 145/31*z^3 - 114/31*z + 1
*
-1 | 0.10701359284198134462989717072302964800 | 0.021502776395253219739310650356014518551
f(z) = 145/32*z^3 - 113/32*z + 1
*
-1 | 0.095265444752676815416746361376952201651 | 0.019142162246023993135952650734778178872
f(z) = 145/33*z^3 - 112/33*z + 1
*
-1 | 0.10281167544909941957392177209631509696 | 0.020658464119298869733499754020749612658
f(z) = 145/34*z^3 - 111/34*z + 1
*
[ -6/5 ] 
f(z) = 145/36*z^3 - 119/30*z + 1
*
-1 | 0.093602240882350551970857086946628102274 | 0.018807966374513029506596837411168722571
f(z) = 145/36*z^3 - 109/36*z + 1
*
-1 | 0.11576037689934778139119679537755439671 | 0.023260311459428100104664504797598062509
f(z) = 145/37*z^3 - 108/37*z + 1
*
-1 | 0.10296250394598085582482535816853240569 | 0.020688770843485419558874919579446486046
f(z) = 145/38*z^3 - 107/38*z + 1
*
-1 | 0.095491692080348461231227334733043035241 | 0.019187623253058217969643392835309859602
f(z) = 145/39*z^3 - 106/39*z + 1
*
[ -1 ] 
f(z) = 146/21*z^3 - 104/21*z + 1
*
-1 | 0.10193554899439402738803192504528560738 | 0.020454172396024993514506270174877334739
f(z) = 146/27*z^3 - 119/27*z + 1
*
-1 | 0.11557550862797853162975817677946567414 | 0.023191137945065227806384647777111187931
f(z) = 146/29*z^3 - 117/29*z + 1
*
-1 | 0.11565186930734406826539409654762727508 | 0.023206460318029601320194702493314509296
f(z) = 146/31*z^3 - 115/31*z + 1
*
-1 | 0.095383081444461193667055638071271555940 | 0.019139368069096254989840337653899715619
f(z) = 146/33*z^3 - 113/33*z + 1
*
-1 | 0.11580316863808628886823784556714086793 | 0.023236819722819531654902712814621919765
f(z) = 146/35*z^3 - 111/35*z + 1
*
-1 | 0.11587812223081451147842559161839516983 | 0.023251859752745194041760499366991119399
f(z) = 146/37*z^3 - 109/37*z + 1
*
-1 | 0.095607949426068990232138267798567154281 | 0.019184489604296943402590261286957671267
f(z) = 146/39*z^3 - 107/39*z + 1
*
[ -1 ] 
f(z) = 147/20*z^3 - 107/20*z + 1
*
10/21 | 0.11777652854451137077038878625243619667 | 0.019342365010221461452179688436098264315
f(z) = 147/20*z^3 - 107/30*z + 1
*
[ -1 ] 
f(z) = 147/22*z^3 - 103/22*z + 1
*
[ -1 ] 
f(z) = 147/23*z^3 - 101/23*z + 1
*
-1 | 0.11569435710000199220776244147788919932 | 0.023183232132323281474694340342561478901
f(z) = 147/29*z^3 - 118/29*z + 1
*
-1 | 0.11577024703888454145644998151801772248 | 0.023198439218595442759144111795153356279
f(z) = 147/31*z^3 - 116/31*z + 1
*
-1 | 0.10725064236576582834089753428519442113 | 0.021491251610112384462767629568708979450
f(z) = 147/32*z^3 - 115/32*z + 1
*
-22/21 | 0.072861484204289709118174177281690748296 | 0.011965995602708175464191187828341128283
f(z) = 147/32*z^3 - 109/24*z + 1
*
6/7 | 0.095858365710797619113102795322429169404 | 0.015742758950148652067118351738272863705
f(z) = 147/32*z^3 - 101/24*z + 1
*
-1 | 0.10304714250339218461673167905402204104 | 0.020648939888777831400538478117991747486
f(z) = 147/34*z^3 - 113/34*z + 1
*
-1 | 0.11599512119717703285931758208359006593 | 0.023243500273801008604531599541392184756
f(z) = 147/37*z^3 - 110/37*z + 1
*
-1 | 0.10319679531018454241246949134559639213 | 0.020678927831544323486780851680828068868
f(z) = 147/38*z^3 - 109/38*z + 1
*
[ 2/7 ] 
f(z) = 147/38*z^3 - 107/38*z + 1
*
[ -1 ] 
f(z) = 148/21*z^3 - 106/21*z + 1
*
[ -1 ] 
f(z) = 148/23*z^3 - 102/23*z + 1
*
-1 | 0.11581244608545382418229793357831361135 | 0.023175410557098250342769765656562405563
f(z) = 148/29*z^3 - 119/29*z + 1
*
-1 | 0.11588787106947337277980312483312495586 | 0.023190503969162320068148812474635819992
f(z) = 148/31*z^3 - 117/31*z + 1
*
-1 | 0.095618158739527738779218425931412178687 | 0.019134299985920756569817990950383334995
f(z) = 148/33*z^3 - 115/33*z + 1
*
-1 | 0.11603733243041990079794131438998812998 | 0.023220412916943309026873039380130839114
f(z) = 148/35*z^3 - 113/35*z + 1
*
-1 | 0.095841351708301097398127396095414177287 | 0.019178963481595163869323331208922398213
f(z) = 148/39*z^3 - 109/39*z + 1
*
[ -1 ] 
f(z) = 149/20*z^3 - 109/20*z + 1
*
[ -1 ] 
f(z) = 149/21*z^3 - 107/21*z + 1
*
[ -1 ] 
f(z) = 149/22*z^3 - 105/22*z + 1
*
[ -1 ] 
f(z) = 149/23*z^3 - 103/23*z + 1
*
[ -1 ] 
f(z) = 149/24*z^3 - 101/24*z + 1
*
-1 | 0.11592978524855231852569368717686336352 | 0.023167671705591619360138287710195731167
f(z) = 149/29*z^3 - 120/29*z + 1
*
-1 | 0.082788280881291894157540337170705731490 | 0.016544598167036017503083411022335739074
f(z) = 149/30*z^3 - 119/30*z + 1
*
-1 | 0.11600475095698873230523453938601550654 | 0.023182653023106426217353828534741614875
f(z) = 149/31*z^3 - 118/31*z + 1
*
-1 | 0.10748468832112003158581557271096952597 | 0.021479984346237221271959936316141758393
f(z) = 149/32*z^3 - 117/32*z + 1
*
-1 | 0.095735618433731493606101080953464452215 | 0.019132023523110715529649132120278719415
f(z) = 149/33*z^3 - 116/33*z + 1
*
-1 | 0.10328028067577061696860898177597620155 | 0.020639765968922914244849469704422853235
f(z) = 149/34*z^3 - 115/34*z + 1
*
-1 | 0.11615331003693975306976551801825391762 | 0.023212341407207292705448872179964222704
f(z) = 149/35*z^3 - 114/35*z + 1
*
-1 | 0.094069681810843616952659888640557265358 | 0.018799098962967356820129012606580237924
f(z) = 149/36*z^3 - 113/36*z + 1
*
-1 | 0.11622691757958154668871980011073044856 | 0.023227051305783609665125407261437741555
f(z) = 149/37*z^3 - 112/37*z + 1
*
-1 | 0.10342749747010190155058071374396364011 | 0.020669186107615523386049185201269413999
f(z) = 149/38*z^3 - 111/38*z + 1
*
-1 | 0.095956447898158093660873474432314527608 | 0.019176154585061604296999568857018411065
f(z) = 149/39*z^3 - 110/39*z + 1
*
[ -1 ] 
f(z) = 150/23*z^3 - 104/23*z + 1
*
-1 | 0.11612089607827695182115026643735245001 | 0.023174884872402416741582382117771636028
f(z) = 150/31*z^3 - 119/31*z + 1
*
-1 | 0.11634173332732254628486801200148092182 | 0.023218958574854038860466608973202531977
f(z) = 150/37*z^3 - 113/37*z + 1
*
[ -1 ] 
f(z) = 151/20*z^3 - 111/20*z + 1
*
[ -1 ] 
f(z) = 151/21*z^3 - 109/21*z + 1
*
[ -1 ] 
f(z) = 151/22*z^3 - 107/22*z + 1
*
[ -1 ] 
f(z) = 151/23*z^3 - 105/23*z + 1
*
[ -1 ] 
f(z) = 151/24*z^3 - 103/24*z + 1
*
[ -1 ] 
f(z) = 151/25*z^3 - 101/25*z + 1
*
-1 | 0.11623631563370411218953636516624521243 | 0.023167198046400655032446118180456856497
f(z) = 151/31*z^3 - 120/31*z + 1
*
-1 | 0.10771580604297745507810070721619981008 | 0.021468965165665890725597680847963321039
f(z) = 151/32*z^3 - 119/32*z + 1
*
-1 | 0.095965258214836648871075076204352796765 | 0.019126949529639437150125538720017700288
f(z) = 151/33*z^3 - 118/33*z + 1
*
-1 | 0.10351051234898860261129184612707417326 | 0.020630803087654618763137609159562341933
f(z) = 151/34*z^3 - 117/34*z + 1
*
-1 | 0.11638310255585143215944688663628539790 | 0.023196454322096152898448800959712949464
f(z) = 151/35*z^3 - 116/35*z + 1
*
-1 | 0.094299037715901669574035746625286051836 | 0.018794853144122154260230935342635535087
f(z) = 151/36*z^3 - 115/36*z + 1
*
-1 | 0.11645583938215308247574704454659743631 | 0.023210951585288039200846411054483374216
f(z) = 151/37*z^3 - 114/37*z + 1
*
-1 | 0.10365598765292317239743138612775337061 | 0.020659797943167186823328305810634410234
f(z) = 151/38*z^3 - 113/38*z + 1
*
-1 | 0.096184508915780613484061150236392926906 | 0.019170648647104479643923743200057605581
f(z) = 151/39*z^3 - 112/39*z + 1
*
[ -1 ] 
f(z) = 152/21*z^3 - 110/21*z + 1
*
[ -1 ] 
f(z) = 152/23*z^3 - 106/23*z + 1
*
[ -1 ] 
f(z) = 152/25*z^3 - 102/25*z + 1
*
-1 | 0.096079523567626956996528172752282441236 | 0.019124563804603038253168279346055604202
f(z) = 152/33*z^3 - 119/33*z + 1
*
-1 | 0.11649693530989757775447918800790848049 | 0.023188635722227244143692158384201766334
f(z) = 152/35*z^3 - 117/35*z + 1
*
-1 | 0.11656924448867707791596209821618130202 | 0.023203028815072397958547216317133323574
f(z) = 152/37*z^3 - 115/37*z + 1
*
-1 | 0.096297491214451730093836536797697827043 | 0.019167950116423219893563108476537105710
f(z) = 152/39*z^3 - 113/39*z + 1
*
[ -1 ] 
f(z) = 153/20*z^3 - 113/20*z + 1
*
[ -1 ] 
f(z) = 153/22*z^3 - 109/22*z + 1
*
[ -1 ] 
f(z) = 153/23*z^3 - 107/23*z + 1
*
[ -1 ] 
f(z) = 153/25*z^3 - 103/25*z + 1
*
[ -1 ] 
f(z) = 153/26*z^3 - 101/26*z + 1
*
-1 | 0.11661007067994685760410176805306031140 | 0.023180898462945141070176837529945933956
f(z) = 153/35*z^3 - 118/35*z + 1
*
-1 | 0.11668195723044661459660330100049743689 | 0.023195188779538464350647600260569952981
f(z) = 153/37*z^3 - 116/37*z + 1
*
-1 | 0.10388168397602636160853669124834225366 | 0.020650624378895366606461150977550847820
f(z) = 153/38*z^3 - 115/38*z + 1
*
[ -1 ] 
f(z) = 154/23*z^3 - 108/23*z + 1
*
[ -1 ] 
f(z) = 154/25*z^3 - 104/25*z + 1
*
-1 | 0.11679398603390185940121297875581530671 | 0.023187430030200403745646276544735086245
f(z) = 154/37*z^3 - 117/37*z + 1
*
-1 | 0.096521401870797255565769547516575183828 | 0.019162658355082734867099686880015738765
f(z) = 154/39*z^3 - 115/39*z + 1
*
[ -1 ] 
f(z) = 155/21*z^3 - 113/21*z + 1
*
[ -1 ] 
f(z) = 155/22*z^3 - 111/22*z + 1
*
[ -1 ] 
f(z) = 155/23*z^3 - 109/23*z + 1
*
[ -1 ] 
f(z) = 155/24*z^3 - 107/24*z + 1
*
[ -1 ] 
f(z) = 155/26*z^3 - 103/26*z + 1
*
[ -1 ] 
f(z) = 155/27*z^3 - 101/27*z + 1
*
-1 | 0.094749375532390848469516290670793420213 | 0.018786712072820082868006979336140657569
f(z) = 155/36*z^3 - 119/36*z + 1
*
-1 | 0.11690533917219099183313103106011173624 | 0.023179751153637052221164687474571122566
f(z) = 155/37*z^3 - 118/37*z + 1
*
-1 | 0.10410530627488422182735305377159211483 | 0.020641786853470023648230911508465090372
f(z) = 155/38*z^3 - 117/38*z + 1
*
-1 | 0.096632346757280640978122706413497989369 | 0.019160063749753475496437593416782486173
f(z) = 155/39*z^3 - 116/39*z + 1
*
[ -1 ] 
f(z) = 156/23*z^3 - 110/23*z + 1
*
[ -1 ] 
f(z) = 156/25*z^3 - 106/25*z + 1
*
-1 | 0.11701602476887450099612474578736703843 | 0.023172150770415460469355590049128050418
f(z) = 156/37*z^3 - 119/37*z + 1
*
[ -1 ] 
f(z) = 157/20*z^3 - 117/20*z + 1
*
[ -1 ] 
f(z) = 157/21*z^3 - 115/21*z + 1
*
[ -1 ] 
f(z) = 157/22*z^3 - 113/22*z + 1
*
[ -1 ] 
f(z) = 157/23*z^3 - 111/23*z + 1
*
[ -1 ] 
f(z) = 157/24*z^3 - 109/24*z + 1
*
[ -1 ] 
f(z) = 157/25*z^3 - 107/25*z + 1
*
[ -1 ] 
f(z) = 157/26*z^3 - 105/26*z + 1
*
[ -1 ] 
f(z) = 157/27*z^3 - 103/27*z + 1
*
[ -1 ] 
f(z) = 157/28*z^3 - 101/28*z + 1
*
-1 | 0.11712605080151803431928021548531823955 | 0.023164627534054311645937264921707900366
f(z) = 157/37*z^3 - 120/37*z + 1
*
-1 | 0.10432496339017369454278073854855788024 | 0.020632889975369204329338886100235268960
f(z) = 157/38*z^3 - 119/38*z + 1
*
-1 | 0.096851222239646714385917618988869012316 | 0.019154769362122606276057699293541203747
f(z) = 157/39*z^3 - 118/39*z + 1
*
[ -1 ] 
f(z) = 158/21*z^3 - 116/21*z + 1
*
[ -1 ] 
f(z) = 158/23*z^3 - 112/23*z + 1
*
[ -1 ] 
f(z) = 158/25*z^3 - 108/25*z + 1
*
[ -1 ] 
f(z) = 158/27*z^3 - 104/27*z + 1
*
-1 | 0.096961235721777692527180781384838691772 | 0.019152477156325849742807342137925369994
f(z) = 158/39*z^3 - 119/39*z + 1
*
[ -1 ] 
f(z) = 159/20*z^3 - 119/20*z + 1
*
[ -1 ] 
f(z) = 159/22*z^3 - 115/22*z + 1
*
[ -1 ] 
f(z) = 159/23*z^3 - 113/23*z + 1
*
[ -1 ] 
f(z) = 159/25*z^3 - 109/25*z + 1
*
[ -1 ] 
f(z) = 159/26*z^3 - 107/26*z + 1
*
[ -1 ] 
f(z) = 159/28*z^3 - 103/28*z + 1
*
[ -1 ] 
f(z) = 159/29*z^3 - 101/29*z + 1
*
[ 3/8 ] 
f(z) = 140/27*z^3 - 115/48*z + 1
*
[ 2/3 ] 
f(z) = 141/28*z^3 - 115/42*z + 1
*
[ 1/2 ] 
f(z) = 142/21*z^3 - 113/42*z + 1
*
[ 1/2 ] 
f(z) = 142/23*z^3 - 117/46*z + 1
*
[ 3/7 ] 
f(z) = 143/27*z^3 - 113/49*z + 1
*
[ 4/11 ] 
f(z) = 143/32*z^3 - 103/44*z + 1
*
[ 5/9 ] 
f(z) = 144/25*z^3 - 116/45*z + 1
*
[ 1/2 ] 
f(z) = 146/21*z^3 - 115/42*z + 1
*
[ 1/2 ] 
f(z) = 146/23*z^3 - 119/46*z + 1
*
[ 3/7 ] 
f(z) = 146/27*z^3 - 114/49*z + 1
*
[ 3/7 ] 
f(z) = 149/27*z^3 - 115/49*z + 1
*
[ 2/5 ] 
f(z) = 150/23*z^3 - 117/46*z + 1
*
-3/4 | 0.13568501893771988465117213684829372628 | 0.023733489852488441897698571674993064166
f(z) = 152/21*z^3 - 115/42*z + 1
*
[ 5/8 ] 
f(z) = 152/25*z^3 - 119/40*z + 1
*
[ 3/7 ] 
f(z) = 152/27*z^3 - 116/49*z + 1
*
[ 3/7 ] 
f(z) = 155/27*z^3 - 117/49*z + 1
*
[ 3/7 ] 
f(z) = 158/27*z^3 - 118/49*z + 1
*
-4/3 | 0.18192659130302817983926554984883809957 | 0.027340309791699653203101650146923935201
f(z) = 141/32*z^3 - 97/12*z + 1
*
[ 4/3 ] 
f(z) = 141/32*z^3 - 91/12*z + 1
*
[ 4/3 ] 
f(z) = 147/32*z^3 - 95/12*z + 1
*
[ 5/4 ] 
f(z) = 152/25*z^3 - 93/10*z + 1
*
[ 5/3 ] 
f(z) = 153/25*z^3 - 83/5*z + 1
*
[ 6/5 ] 
f(z) = 155/27*z^3 - 81/10*z + 1
*
[ -4/3 ] 
f(z) = 159/32*z^3 - 85/12*z + 1
*
[ -1 ] 
f(z) = 140/23*z^3 - 94/23*z + 1
*
3/4 | 0.16507291579251812979363820768561345033 | 0.020796916122948026605690833235034585953
f(z) = 140/27*z^3 - 89/20*z + 1
*
[ -1 ] 
f(z) = 140/27*z^3 - 86/27*z + 1
*
[ 3/14 ] 
f(z) = 140/27*z^3 - 82/21*z + 1
*
[ -1 ] 
f(z) = 140/29*z^3 - 82/29*z + 1
*
[ -1 ] 
f(z) = 141/22*z^3 - 97/22*z + 1
*
[ -1 ] 
f(z) = 141/23*z^3 - 95/23*z + 1
*
[ -1 ] 
f(z) = 141/25*z^3 - 91/25*z + 1
*
[ -1 ] 
f(z) = 141/26*z^3 - 89/26*z + 1
*
[ -1 ] 
f(z) = 141/28*z^3 - 85/28*z + 1
*
[ -1 ] 
f(z) = 141/29*z^3 - 83/29*z + 1
*
[ -1 ] 
f(z) = 142/21*z^3 - 100/21*z + 1
*
[ -1 ] 
f(z) = 142/23*z^3 - 96/23*z + 1
*
[ -1 ] 
f(z) = 142/25*z^3 - 92/25*z + 1
*
[ -1 ] 
f(z) = 142/27*z^3 - 88/27*z + 1
*
[ -1 ] 
f(z) = 142/29*z^3 - 84/29*z + 1
*
[ -1 ] 
f(z) = 143/23*z^3 - 97/23*z + 1
*
[ -1 ] 
f(z) = 143/24*z^3 - 95/24*z + 1
*
[ 6/13 ] 
f(z) = 143/24*z^3 - 95/39*z + 1
*
[ 6/11 ] 
f(z) = 143/24*z^3 - 86/33*z + 1
*
[ 2/3 ] 
f(z) = 143/24*z^3 - 85/27*z + 1
*
[ -1 ] 
f(z) = 143/25*z^3 - 93/25*z + 1
*
[ -1 ] 
f(z) = 143/27*z^3 - 89/27*z + 1
*
[ -1 ] 
f(z) = 143/28*z^3 - 87/28*z + 1
*
[ -1 ] 
f(z) = 143/29*z^3 - 85/29*z + 1
*
[ -1 ] 
f(z) = 143/30*z^3 - 83/30*z + 1
*
[ -1 ] 
f(z) = 143/31*z^3 - 81/31*z + 1
*
[ -1 ] 
f(z) = 144/23*z^3 - 98/23*z + 1
*
[ -1 ] 
f(z) = 144/25*z^3 - 94/25*z + 1
*
[ 1/4 ] 
f(z) = 144/25*z^3 - 84/25*z + 1
*
[ 5/24 ] 
f(z) = 144/25*z^3 - 81/20*z + 1
*
[ 1/4 ] 
f(z) = 144/29*z^3 - 96/29*z + 1
*
[ -1 ] 
f(z) = 144/29*z^3 - 86/29*z + 1
*
[ -1 ] 
f(z) = 144/31*z^3 - 82/31*z + 1
*
[ 1/3 ] 
f(z) = 144/35*z^3 - 86/35*z + 1
*
[ 1/3 ] 
f(z) = 144/37*z^3 - 90/37*z + 1
*
[ -1 ] 
f(z) = 145/23*z^3 - 99/23*z + 1
*
[ -1 ] 
f(z) = 145/24*z^3 - 97/24*z + 1
*
[ 2/3 ] 
f(z) = 145/24*z^3 - 86/27*z + 1
*
[ -1 ] 
f(z) = 145/26*z^3 - 93/26*z + 1
*
[ -1 ] 
f(z) = 145/27*z^3 - 91/27*z + 1
*
[ -1 ] 
f(z) = 145/28*z^3 - 89/28*z + 1
*
[ -1 ] 
f(z) = 145/31*z^3 - 83/31*z + 1
*
[ -1 ] 
f(z) = 145/32*z^3 - 81/32*z + 1
*
[ -1 ] 
f(z) = 146/23*z^3 - 100/23*z + 1
*
[ -1 ] 
f(z) = 146/25*z^3 - 96/25*z + 1
*
[ -1 ] 
f(z) = 146/27*z^3 - 92/27*z + 1
*
[ -1 ] 
f(z) = 146/29*z^3 - 88/29*z + 1
*
[ -1 ] 
f(z) = 146/31*z^3 - 84/31*z + 1
*
[ -6/7 ] 
f(z) = 147/20*z^3 - 97/30*z + 1
*
[ 5/7 ] 
f(z) = 147/20*z^3 - 83/20*z + 1
*
[ 10/21 ] 
f(z) = 147/20*z^3 - 83/30*z + 1
*
[ -1 ] 
f(z) = 147/25*z^3 - 97/25*z + 1
*
[ -1 ] 
f(z) = 147/26*z^3 - 95/26*z + 1
*
[ -1 ] 
f(z) = 147/29*z^3 - 89/29*z + 1
*
[ -1 ] 
f(z) = 147/31*z^3 - 85/31*z + 1
*
[ -1 ] 
f(z) = 147/32*z^3 - 83/32*z + 1
*
[ 2/7 ] 
f(z) = 147/34*z^3 - 97/34*z + 1
*
[ -1 ] 
f(z) = 148/25*z^3 - 98/25*z + 1
*
[ -1 ] 
f(z) = 148/27*z^3 - 94/27*z + 1
*
[ -1 ] 
f(z) = 148/29*z^3 - 90/29*z + 1
*
[ -1 ] 
f(z) = 148/31*z^3 - 86/31*z + 1
*
[ -1 ] 
f(z) = 148/33*z^3 - 82/33*z + 1
*
[ 2/3 ] 
f(z) = 149/24*z^3 - 88/27*z + 1
*
[ -1 ] 
f(z) = 149/25*z^3 - 99/25*z + 1
*
[ -1 ] 
f(z) = 149/26*z^3 - 97/26*z + 1
*
[ -1 ] 
f(z) = 149/27*z^3 - 95/27*z + 1
*
[ -1 ] 
f(z) = 149/28*z^3 - 93/28*z + 1
*
[ -1 ] 
f(z) = 149/29*z^3 - 91/29*z + 1
*
[ -1 ] 
f(z) = 149/30*z^3 - 89/30*z + 1
*
[ -1 ] 
f(z) = 149/31*z^3 - 87/31*z + 1
*
[ -1 ] 
f(z) = 149/32*z^3 - 85/32*z + 1
*
[ -1 ] 
f(z) = 149/33*z^3 - 83/33*z + 1
*
[ -1 ] 
f(z) = 149/34*z^3 - 81/34*z + 1
*
[ 1/5 ] 
f(z) = 150/23*z^3 - 98/23*z + 1
*
[ -1 ] 
f(z) = 150/29*z^3 - 92/29*z + 1
*
[ -1 ] 
f(z) = 150/31*z^3 - 88/31*z + 1
*
[ 2/3 ] 
f(z) = 151/24*z^3 - 89/27*z + 1
*
[ -1 ] 
f(z) = 151/26*z^3 - 99/26*z + 1
*
[ -1 ] 
f(z) = 151/27*z^3 - 97/27*z + 1
*
[ -1 ] 
f(z) = 151/28*z^3 - 95/28*z + 1
*
[ -1 ] 
f(z) = 151/29*z^3 - 93/29*z + 1
*
[ -1 ] 
f(z) = 151/30*z^3 - 91/30*z + 1
*
[ -1 ] 
f(z) = 151/31*z^3 - 89/31*z + 1
*
[ -1 ] 
f(z) = 151/32*z^3 - 87/32*z + 1
*
[ -1 ] 
f(z) = 151/33*z^3 - 85/33*z + 1
*
[ -1 ] 
f(z) = 151/34*z^3 - 83/34*z + 1
*
[ -1 ] 
f(z) = 151/35*z^3 - 81/35*z + 1
*
[ -1 ] 
f(z) = 152/27*z^3 - 98/27*z + 1
*
[ -1 ] 
f(z) = 152/29*z^3 - 94/29*z + 1
*
[ -1 ] 
f(z) = 152/31*z^3 - 90/31*z + 1
*
[ -1 ] 
f(z) = 152/33*z^3 - 86/33*z + 1
*
[ -1 ] 
f(z) = 152/35*z^3 - 82/35*z + 1
*
[ 5/6 ] 
f(z) = 153/25*z^3 - 89/20*z + 1
*
[ 2/3 ] 
f(z) = 153/26*z^3 - 81/26*z + 1
*
[ -1 ] 
f(z) = 153/28*z^3 - 97/28*z + 1
*
[ -1 ] 
f(z) = 153/29*z^3 - 95/29*z + 1
*
[ -1 ] 
f(z) = 153/31*z^3 - 91/31*z + 1
*
[ -1 ] 
f(z) = 153/32*z^3 - 89/32*z + 1
*
[ 1/3 ] 
f(z) = 153/32*z^3 - 81/32*z + 1
*
[ 1/3 ] 
f(z) = 153/35*z^3 - 87/35*z + 1
*
[ -1 ] 
f(z) = 153/35*z^3 - 83/35*z + 1
*
[ 1/3 ] 
f(z) = 153/37*z^3 - 91/37*z + 1
*
[ 1/3 ] 
f(z) = 153/38*z^3 - 93/38*z + 1
*
[ 2/3 ] 
f(z) = 153/38*z^3 - 87/38*z + 1
*
[ -1 ] 
f(z) = 154/27*z^3 - 100/27*z + 1
*
[ 3/4 ] 
f(z) = 154/27*z^3 - 85/24*z + 1
*
[ -1 ] 
f(z) = 154/29*z^3 - 96/29*z + 1
*
[ -1 ] 
f(z) = 154/31*z^3 - 92/31*z + 1
*
[ 2/3 ] 
f(z) = 155/24*z^3 - 91/27*z + 1
*
[ -1 ] 
f(z) = 155/28*z^3 - 99/28*z + 1
*
[ -1 ] 
f(z) = 155/29*z^3 - 97/29*z + 1
*
[ -1 ] 
f(z) = 155/32*z^3 - 91/32*z + 1
*
[ -1 ] 
f(z) = 155/33*z^3 - 89/33*z + 1
*
[ -1 ] 
f(z) = 155/34*z^3 - 87/34*z + 1
*
[ -1 ] 
f(z) = 155/36*z^3 - 83/36*z + 1
*
[ -1 ] 
f(z) = 155/37*z^3 - 81/37*z + 1
*
[ -1 ] 
f(z) = 156/29*z^3 - 98/29*z + 1
*
[ -1 ] 
f(z) = 156/31*z^3 - 94/31*z + 1
*
[ -1 ] 
f(z) = 156/35*z^3 - 86/35*z + 1
*
[ -1 ] 
f(z) = 156/37*z^3 - 82/37*z + 1
*
[ 2/3 ] 
f(z) = 157/24*z^3 - 92/27*z + 1
*
[ -1 ] 
f(z) = 157/29*z^3 - 99/29*z + 1
*
[ -1 ] 
f(z) = 157/30*z^3 - 97/30*z + 1
*
[ -1 ] 
f(z) = 157/31*z^3 - 95/31*z + 1
*
[ -1 ] 
f(z) = 157/32*z^3 - 93/32*z + 1
*
[ -1 ] 
f(z) = 157/33*z^3 - 91/33*z + 1
*
[ -1 ] 
f(z) = 157/34*z^3 - 89/34*z + 1
*
[ -1 ] 
f(z) = 157/35*z^3 - 87/35*z + 1
*
[ -1 ] 
f(z) = 157/36*z^3 - 85/36*z + 1
*
[ -1 ] 
f(z) = 157/37*z^3 - 83/37*z + 1
*
[ -1 ] 
f(z) = 157/38*z^3 - 81/38*z + 1
*
[ -1 ] 
f(z) = 158/29*z^3 - 100/29*z + 1
*
[ -1 ] 
f(z) = 158/31*z^3 - 96/31*z + 1
*
[ -1 ] 
f(z) = 158/33*z^3 - 92/33*z + 1
*
[ -1 ] 
f(z) = 158/35*z^3 - 88/35*z + 1
*
[ -1 ] 
f(z) = 158/37*z^3 - 84/37*z + 1
*
[ -1 ] 
f(z) = 159/31*z^3 - 97/31*z + 1
*
[ -1 ] 
f(z) = 159/32*z^3 - 95/32*z + 1
*
[ -1 ] 
f(z) = 159/34*z^3 - 91/34*z + 1
*
[ -1 ] 
f(z) = 159/35*z^3 - 89/35*z + 1
*
[ -1 ] 
f(z) = 159/37*z^3 - 85/37*z + 1
*
[ -1 ] 
f(z) = 159/38*z^3 - 83/38*z + 1
*
[ 2/5 ] 
f(z) = 145/32*z^3 - 89/40*z + 1
*
[ 2/5 ] 
f(z) = 155/32*z^3 - 91/40*z + 1
*
[ 6/5 ] 
f(z) = 140/27*z^3 - 73/10*z + 1
*
[ -4/3 ] 
f(z) = 141/32*z^3 - 73/12*z + 1
*
[ -3/2 ] 
f(z) = 142/27*z^3 - 61/6*z + 1
*
-2 | 0.084717567525995250479314788961415527717 | 0.013299667884065094198044418444685366784
f(z) = 143/24*z^3 - 73/3*z + 1
*
[ 2 ] 
f(z) = 143/24*z^3 - 70/3*z + 1
*
[ -2 ] 
f(z) = 143/24*z^3 - 67/3*z + 1
*
[ 5/3 ] 
f(z) = 144/25*z^3 - 78/5*z + 1
*
[ -5/3 ] 
f(z) = 144/25*z^3 - 72/5*z + 1
*
-2 | 0.084981284865984716666653860687597680341 | 0.013312633592575392775559579911327895257
f(z) = 145/24*z^3 - 74/3*z + 1
*
[ 2 ] 
f(z) = 145/24*z^3 - 71/3*z + 1
*
[ -2 ] 
f(z) = 145/24*z^3 - 68/3*z + 1
*
[ 3/2 ] 
f(z) = 146/27*z^3 - 71/6*z + 1
*
-20/21 | 0.080516733657153796230598597519005926218 | 0.013223212392772036642000385379047484455
f(z) = 147/25*z^3 - 68/15*z + 1
*
[ -4/3 ] 
f(z) = 147/32*z^3 - 77/12*z + 1
*
-2 | 0.085497642414831712213445591406884875858 | 0.013337801852389925165989143379039061224
f(z) = 149/24*z^3 - 76/3*z + 1
*
[ 2 ] 
f(z) = 149/24*z^3 - 73/3*z + 1
*
[ -2 ] 
f(z) = 149/24*z^3 - 70/3*z + 1
*
-2 | 0.085750487446220419297301183497769150148 | 0.013350021871033252781398440867522496925
f(z) = 151/24*z^3 - 77/3*z + 1
*
[ 2 ] 
f(z) = 151/24*z^3 - 74/3*z + 1
*
[ -2 ] 
f(z) = 151/24*z^3 - 71/3*z + 1
*
[ -5/4 ] 
f(z) = 152/25*z^3 - 77/10*z + 1
*
[ -5/3 ] 
f(z) = 153/25*z^3 - 77/5*z + 1
*
6/7 | 0.22301072158413454502054533355711050704 | 0.029052948544738187036896645204408690491
f(z) = 154/27*z^3 - 75/14*z + 1
*
[ -3/2 ] 
f(z) = 154/27*z^3 - 67/6*z + 1
*
[ 6/7 ] 
f(z) = 154/27*z^3 - 61/14*z + 1
*
-2 | 0.086245990722558931977665194644902690278 | 0.013373774219300076581175375292972201341
f(z) = 155/24*z^3 - 79/3*z + 1
*
[ 2 ] 
f(z) = 155/24*z^3 - 76/3*z + 1
*
[ -2 ] 
f(z) = 155/24*z^3 - 73/3*z + 1
*
[ 5/6 ] 
f(z) = 156/25*z^3 - 68/15*z + 1
*
-2 | 0.086488829652730615795368599398969974202 | 0.013385321616106338113802658790985601606
f(z) = 157/24*z^3 - 80/3*z + 1
*
[ 2 ] 
f(z) = 157/24*z^3 - 77/3*z + 1
*
[ -2 ] 
f(z) = 157/24*z^3 - 74/3*z + 1
*
[ 3/2 ] 
f(z) = 158/27*z^3 - 77/6*z + 1
*
3/28 | 0.15750323579275737372693194819166954582 | 0.019036276241546410383850044323540483809
f(z) = 140/27*z^3 - 67/28*z + 1
*
[ 1/2 ] 
f(z) = 140/27*z^3 - 62/27*z + 1
*
[ 1/2 ] 
f(z) = 140/29*z^3 - 64/29*z + 1
*
[ -1 ] 
f(z) = 140/31*z^3 - 78/31*z + 1
*
[ 1/2 ] 
f(z) = 140/31*z^3 - 66/31*z + 1
*
[ -1 ] 
f(z) = 140/33*z^3 - 74/33*z + 1
*
[ 1/2 ] 
f(z) = 140/33*z^3 - 68/33*z + 1
*
[ 1/2 ] 
f(z) = 140/37*z^3 - 72/37*z + 1
*
[ 1/2 ] 
f(z) = 140/39*z^3 - 74/39*z + 1
*
[ -1 ] 
f(z) = 141/31*z^3 - 79/31*z + 1
*
[ -1 ] 
f(z) = 141/32*z^3 - 77/32*z + 1
*
[ -1 ] 
f(z) = 141/34*z^3 - 73/34*z + 1
*
[ -1 ] 
f(z) = 141/35*z^3 - 71/35*z + 1
*
[ 3/4 ] 
f(z) = 142/27*z^3 - 79/24*z + 1
*
[ 3/8 ] 
f(z) = 142/27*z^3 - 77/32*z + 1
*
[ 3/5 ] 
f(z) = 142/27*z^3 - 64/25*z + 1
*
[ -1 ] 
f(z) = 142/31*z^3 - 80/31*z + 1
*
[ -1 ] 
f(z) = 142/33*z^3 - 76/33*z + 1
*
[ -1 ] 
f(z) = 142/35*z^3 - 72/35*z + 1
*
[ -1 ] 
f(z) = 143/32*z^3 - 79/32*z + 1
*
[ -1 ] 
f(z) = 143/34*z^3 - 75/34*z + 1
*
[ -1 ] 
f(z) = 143/35*z^3 - 73/35*z + 1
*
[ 1/4 ] 
f(z) = 144/23*z^3 - 78/23*z + 1
*
[ 1/3 ] 
f(z) = 144/23*z^3 - 62/23*z + 1
*
[ 1/3 ] 
f(z) = 144/25*z^3 - 66/25*z + 1
*
-5/6 | 0.11095304716866633309019346578305706577 | 0.017456130873107137480995833927673414912
f(z) = 144/25*z^3 - 61/20*z + 1
*
[ 1/2 ] 
f(z) = 144/25*z^3 - 61/25*z + 1
*
[ 1/3 ] 
f(z) = 144/29*z^3 - 74/29*z + 1
*
[ 1/2 ] 
f(z) = 144/29*z^3 - 65/29*z + 1
*
[ 1/3 ] 
f(z) = 144/31*z^3 - 78/31*z + 1
*
[ 1/2 ] 
f(z) = 144/31*z^3 - 67/31*z + 1
*
[ 1/2 ] 
f(z) = 144/35*z^3 - 71/35*z + 1
*
[ 1/2 ] 
f(z) = 144/37*z^3 - 73/37*z + 1
*
[ 4/5 ] 
f(z) = 145/32*z^3 - 63/20*z + 1
*
[ -1 ] 
f(z) = 145/33*z^3 - 79/33*z + 1
*
[ -1 ] 
f(z) = 145/34*z^3 - 77/34*z + 1
*
[ -1 ] 
f(z) = 145/36*z^3 - 73/36*z + 1
*
[ -1 ] 
f(z) = 146/33*z^3 - 80/33*z + 1
*
[ -1 ] 
f(z) = 146/35*z^3 - 76/35*z + 1
*
[ 2/7 ] 
f(z) = 147/22*z^3 - 67/22*z + 1
*
[ 10/21 ] 
f(z) = 147/25*z^3 - 73/30*z + 1
*
[ 2/7 ] 
f(z) = 147/26*z^3 - 77/26*z + 1
*
-6/7 | 0.10831503536744280369246624146765891391 | 0.017788509952391191615052490866493103091
f(z) = 147/32*z^3 - 77/24*z + 1
*
[ -1 ] 
f(z) = 147/34*z^3 - 79/34*z + 1
*
[ 1/2 ] 
f(z) = 148/25*z^3 - 62/25*z + 1
*
[ 3/5 ] 
f(z) = 148/27*z^3 - 66/25*z + 1
*
[ 1/2 ] 
f(z) = 148/27*z^3 - 64/27*z + 1
*
[ 1/2 ] 
f(z) = 148/29*z^3 - 66/29*z + 1
*
[ 1/2 ] 
f(z) = 148/31*z^3 - 68/31*z + 1
*
[ 1/2 ] 
f(z) = 148/33*z^3 - 70/33*z + 1
*
[ -1 ] 
f(z) = 148/35*z^3 - 78/35*z + 1
*
[ 1/2 ] 
f(z) = 148/35*z^3 - 72/35*z + 1
*
[ 1/2 ] 
f(z) = 148/39*z^3 - 76/39*z + 1
*
[ -1 ] 
f(z) = 149/35*z^3 - 79/35*z + 1
*
[ -1 ] 
f(z) = 149/36*z^3 - 77/36*z + 1
*
[ -1 ] 
f(z) = 149/37*z^3 - 75/37*z + 1
*
[ -1 ] 
f(z) = 150/37*z^3 - 76/37*z + 1
*
[ 3/5 ] 
f(z) = 151/27*z^3 - 67/25*z + 1
*
[ -1 ] 
f(z) = 151/36*z^3 - 79/36*z + 1
*
[ -1 ] 
f(z) = 151/37*z^3 - 77/37*z + 1
*
[ 1/2 ] 
f(z) = 152/23*z^3 - 61/23*z + 1
*
[ 1/2 ] 
f(z) = 152/25*z^3 - 63/25*z + 1
*
[ 3/10 ] 
f(z) = 152/27*z^3 - 71/25*z + 1
*
[ 1/2 ] 
f(z) = 152/27*z^3 - 65/27*z + 1
*
[ 1/2 ] 
f(z) = 152/29*z^3 - 67/29*z + 1
*
[ 1/2 ] 
f(z) = 152/31*z^3 - 69/31*z + 1
*
[ 1/2 ] 
f(z) = 152/33*z^3 - 71/33*z + 1
*
[ 1/2 ] 
f(z) = 152/35*z^3 - 73/35*z + 1
*
[ -1 ] 
f(z) = 152/37*z^3 - 78/37*z + 1
*
[ 1/2 ] 
f(z) = 152/37*z^3 - 75/37*z + 1
*
[ 1/2 ] 
f(z) = 152/39*z^3 - 77/39*z + 1
*
[ 2/3 ] 
f(z) = 153/22*z^3 - 79/22*z + 1
*
[ 1/3 ] 
f(z) = 153/22*z^3 - 61/22*z + 1
*
[ 1/3 ] 
f(z) = 153/23*z^3 - 63/23*z + 1
*
[ 1/3 ] 
f(z) = 153/25*z^3 - 67/25*z + 1
*
[ 1/3 ] 
f(z) = 153/26*z^3 - 69/26*z + 1
*
[ 1/3 ] 
f(z) = 153/28*z^3 - 73/28*z + 1
*
[ 1/3 ] 
f(z) = 153/29*z^3 - 75/29*z + 1
*
[ 1/3 ] 
f(z) = 153/31*z^3 - 79/31*z + 1
*
[ 4/9 ] 
f(z) = 153/32*z^3 - 79/36*z + 1
*
[ -1 ] 
f(z) = 153/37*z^3 - 79/37*z + 1
*
[ -1 ] 
f(z) = 153/38*z^3 - 77/38*z + 1
*
[ 3/8 ] 
f(z) = 154/27*z^3 - 79/32*z + 1
*
[ 3/5 ] 
f(z) = 154/27*z^3 - 68/25*z + 1
*
[ -1 ] 
f(z) = 154/37*z^3 - 80/37*z + 1
*
[ 4/5 ] 
f(z) = 155/32*z^3 - 67/20*z + 1
*
[ -1 ] 
f(z) = 155/38*z^3 - 79/38*z + 1
*
[ 1/2 ] 
f(z) = 156/23*z^3 - 62/23*z + 1
*
[ 1/2 ] 
f(z) = 156/25*z^3 - 64/25*z + 1
*
[ 1/2 ] 
f(z) = 156/29*z^3 - 68/29*z + 1
*
[ 1/2 ] 
f(z) = 156/31*z^3 - 70/31*z + 1
*
[ 1/2 ] 
f(z) = 156/35*z^3 - 74/35*z + 1
*
[ 1/2 ] 
f(z) = 156/37*z^3 - 76/37*z + 1
*
[ 3/5 ] 
f(z) = 157/27*z^3 - 69/25*z + 1
*
[ -1 ] 
f(z) = 157/39*z^3 - 79/39*z + 1
*
[ -1 ] 
f(z) = 158/39*z^3 - 80/39*z + 1
*
[ 2/3 ] 
f(z) = 159/32*z^3 - 65/24*z + 1
*
[ 3 ] 
f(z) = 140/27*z^3 - 46*z + 1
*
[ -3 ] 
f(z) = 142/27*z^3 - 46*z + 1
*
[ 3/4 ] 
f(z) = 143/27*z^3 - 53/16*z + 1
*
[ 3 ] 
f(z) = 143/27*z^3 - 47*z + 1
*
[ 3/13 ] 
f(z) = 143/27*z^3 - 47/13*z + 1
*
[ -3/2 ] 
f(z) = 143/27*z^3 - 41/4*z + 1
*
[ 5/4 ] 
f(z) = 144/25*z^3 - 44/5*z + 1
*
[ -6/5 ] 
f(z) = 145/27*z^3 - 59/10*z + 1
*
[ -3 ] 
f(z) = 145/27*z^3 - 47*z + 1
*
[ 3/2 ] 
f(z) = 145/27*z^3 - 47/4*z + 1
*
[ 3 ] 
f(z) = 146/27*z^3 - 48*z + 1
*
[ 5/21 ] 
f(z) = 147/25*z^3 - 53/15*z + 1
*
10/21 | 0.17882657200667459819047679016119544732 | 0.029368575148422004044640895131882710648
f(z) = 147/25*z^3 - 44/15*z + 1
*
4/7 | 0.16871148958826076581538682834237299844 | 0.027401667275987230310806101927514476194
f(z) = 147/32*z^3 - 59/12*z + 1
*
[ 4/21 ] 
f(z) = 147/32*z^3 - 53/12*z + 1
*
-8/7 | 0.10733434237184731387890761251832991544 | 0.020335735258069462211093902750505186101
f(z) = 147/32*z^3 - 49/8*z + 1
*
[ -3 ] 
f(z) = 148/27*z^3 - 48*z + 1
*
[ 3/4 ] 
f(z) = 148/27*z^3 - 41/12*z + 1
*
[ 3/4 ] 
f(z) = 149/27*z^3 - 55/16*z + 1
*
[ 3 ] 
f(z) = 149/27*z^3 - 49*z + 1
*
[ -3/2 ] 
f(z) = 149/27*z^3 - 43/4*z + 1
*
[ -3 ] 
f(z) = 151/27*z^3 - 49*z + 1
*
[ 3/2 ] 
f(z) = 151/27*z^3 - 49/4*z + 1
*
[ 3 ] 
f(z) = 152/27*z^3 - 50*z + 1
*
[ 2/3 ] 
f(z) = 153/28*z^3 - 41/14*z + 1
*
[ 3/14 ] 
f(z) = 154/27*z^3 - 55/14*z + 1
*
[ -3 ] 
f(z) = 154/27*z^3 - 50*z + 1
*
[ 3/4 ] 
f(z) = 155/27*z^3 - 57/16*z + 1
*
[ 3 ] 
f(z) = 155/27*z^3 - 51*z + 1
*
[ -3/2 ] 
f(z) = 155/27*z^3 - 45/4*z + 1
*
[ 3/5 ] 
f(z) = 155/27*z^3 - 41/15*z + 1
*
[ -3 ] 
f(z) = 157/27*z^3 - 51*z + 1
*
[ 3/2 ] 
f(z) = 157/27*z^3 - 51/4*z + 1
*
[ 3 ] 
f(z) = 158/27*z^3 - 52*z + 1
*
[ 1/2 ] 
f(z) = 140/23*z^3 - 58/23*z + 1
*
[ 2/3 ] 
f(z) = 141/32*z^3 - 59/24*z + 1
*
[ 6/11 ] 
f(z) = 143/27*z^3 - 53/22*z + 1
*
[ 1/2 ] 
f(z) = 144/23*z^3 - 59/23*z + 1
*
[ 5/8 ] 
f(z) = 144/25*z^3 - 57/20*z + 1
*
[ 5/14 ] 
f(z) = 147/25*z^3 - 51/20*z + 1
*
[ 8/21 ] 
f(z) = 147/32*z^3 - 55/24*z + 1
*
[ 1/2 ] 
f(z) = 148/21*z^3 - 58/21*z + 1
*
[ 1/2 ] 
f(z) = 148/23*z^3 - 60/23*z + 1
*
[ 1/2 ] 
f(z) = 152/21*z^3 - 59/21*z + 1
*
[ 3/8 ] 
f(z) = 152/27*z^3 - 59/24*z + 1
*
[ 1/3 ] 
f(z) = 153/20*z^3 - 57/20*z + 1
*
[ 3/7 ] 
f(z) = 154/27*z^3 - 50/21*z + 1
*
[ 3/10 ] 
f(z) = 155/27*z^3 - 57/20*z + 1
*
[ 3/5 ] 
f(z) = 140/27*z^3 - 38/15*z + 1
*
[ 3/2 ] 
f(z) = 140/27*z^3 - 34/3*z + 1
*
[ 3/2 ] 
f(z) = 142/27*z^3 - 23/2*z + 1
*
[ -5/4 ] 
f(z) = 144/25*z^3 - 36/5*z + 1
*
[ 5/6 ] 
f(z) = 144/25*z^3 - 21/5*z + 1
*
[ 2/5 ] 
f(z) = 145/24*z^3 - 37/15*z + 1
*
[ 3/4 ] 
f(z) = 146/27*z^3 - 27/8*z + 1
*
[ -3/2 ] 
f(z) = 146/27*z^3 - 21/2*z + 1
*
[ 2/7 ] 
f(z) = 147/20*z^3 - 31/10*z + 1
*
5/21 | 0.17882746833132093134448778978342208296 | 0.029368722351253427975806391659456293320
f(z) = 147/25*z^3 - 38/15*z + 1
*
4/7 | 0.11552453009332421823620535357636276135 | 0.018972520724746083165172997675074249637
f(z) = 147/32*z^3 - 35/12*z + 1
*
[ -8/7 ] 
f(z) = 147/32*z^3 - 33/8*z + 1
*
4/21 | 0.11552556370974510795838655077909732880 | 0.018972690474919063105642986386801658844
f(z) = 147/32*z^3 - 29/12*z + 1
*
[ 2/7 ] 
f(z) = 147/32*z^3 - 23/8*z + 1
*
[ 3/8 ] 
f(z) = 148/27*z^3 - 39/16*z + 1
*
[ -3/2 ] 
f(z) = 148/27*z^3 - 32/3*z + 1
*
[ 3/2 ] 
f(z) = 152/27*z^3 - 37/3*z + 1
*
[ 2/3 ] 
f(z) = 153/20*z^3 - 39/10*z + 1
*
[ 4/3 ] 
f(z) = 153/32*z^3 - 33/4*z + 1
*
[ -4/3 ] 
f(z) = 153/32*z^3 - 27/4*z + 1
*
[ 2/3 ] 
f(z) = 153/32*z^3 - 21/8*z + 1
*
[ 3/11 ] 
f(z) = 154/27*z^3 - 34/11*z + 1
*
[ 3/2 ] 
f(z) = 154/27*z^3 - 25/2*z + 1
*
[ 2/5 ] 
f(z) = 155/24*z^3 - 38/15*z + 1
*
[ 3/4 ] 
f(z) = 158/27*z^3 - 29/8*z + 1
*
[ -3/2 ] 
f(z) = 158/27*z^3 - 23/2*z + 1
*
[ 3/7 ] 
f(z) = 140/27*z^3 - 16/7*z + 1
*
[ 3/10 ] 
f(z) = 140/27*z^3 - 14/5*z + 1
*
[ 3/4 ] 
f(z) = 140/27*z^3 - 13/4*z + 1
*
[ -3/2 ] 
f(z) = 140/27*z^3 - 10*z + 1
*
[ 5/12 ] 
f(z) = 144/25*z^3 - 12/5*z + 1
*
[ 3/5 ] 
f(z) = 145/27*z^3 - 13/5*z + 1
*
[ 5/7 ] 
f(z) = 147/25*z^3 - 17/5*z + 1
*
[ -5/7 ]
f(z) = 147/25*z^3 - 3/5*z + 1
*
[ 4/7 ] 
f(z) = 147/32*z^3 - 9/4*z + 1
*
[ 3/2 ] 
f(z) = 148/27*z^3 - 12*z + 1
*
[ -3/2 ] 
f(z) = 152/27*z^3 - 11*z + 1
*
[ 3/4 ] 
f(z) = 152/27*z^3 - 7/2*z + 1
*
[ -3/4 ]
f(z) = 152/27*z^3 - 5/6*z + 1
*
-2 | 0.10433439131978749783846603451193116925 | 0.016370493677473543210423801871095088005
f(z) = 141/44*z^3 - 293/22*z + 1
*
[ -7/3 ] 
f(z) = 141/49*z^3 - 299/21*z + 1
*
-2 | 0.10411340740463916724355614921246485665 | 0.016318402476205425287546654914974158767
f(z) = 141/52*z^3 - 295/26*z + 1
*
[ -12/5 ] 
f(z) = 145/54*z^3 - 281/20*z + 1
*
[ 2 ] 
f(z) = 147/44*z^3 - 283/22*z + 1
*
[ 2 ] 
f(z) = 147/52*z^3 - 281/26*z + 1
*
[ 2 ] 
f(z) = 149/44*z^3 - 287/22*z + 1
*
[ 2 ] 
f(z) = 149/52*z^3 - 285/26*z + 1
*
[ 2 ] 
f(z) = 151/44*z^3 - 291/22*z + 1
*
[ 2 ] 
f(z) = 151/52*z^3 - 289/26*z + 1
*
[ 2 ] 
f(z) = 153/44*z^3 - 295/22*z + 1
*
[ 2 ] 
f(z) = 153/52*z^3 - 293/26*z + 1
*
[ 2 ] 
f(z) = 155/44*z^3 - 299/22*z + 1
*
[ 2 ] 
f(z) = 155/52*z^3 - 297/26*z + 1
*
[ -2 ] 
f(z) = 157/44*z^3 - 281/22*z + 1
*
[ -2 ] 
f(z) = 159/44*z^3 - 285/22*z + 1
*
[ 3/2 ] 
f(z) = 140/51*z^3 - 298/51*z + 1
*
[ 3/2 ] 
f(z) = 140/57*z^3 - 296/57*z + 1
*
[ 1/6 ] 
f(z) = 144/59*z^3 - 299/59*z + 1
*
6/29 | 0.25631502418027780314744849749100238407 | 0.028621540097015820931648773814741031672
f(z) = 145/54*z^3 - 287/58*z + 1
*
1/7 | 0.16193397482446815692646401568365967862 | 0.028683995750995287704720786892100899210
f(z) = 147/40*z^3 - 283/40*z + 1
*
[ 1/7 ] 
f(z) = 147/47*z^3 - 285/47*z + 1
*
7/5 | 0.22455400370487650218921226983387946348 | 0.029498695145553269457524207853583154162
f(z) = 150/49*z^3 - 289/42*z + 1
*
[ -4/3 ] 
f(z) = 147/40*z^3 - 287/60*z + 1
*
22/21 | 0.17595508895941260030841330520329991950 | 0.027520542951656558550296889156071690767
f(z) = 147/44*z^3 - 299/66*z + 1
*
2/9 | 0.15031106477592848125253813645072344647 | 0.019379484155619009629342576555626979616
f(z) = 153/56*z^3 - 292/63*z + 1
*
2/5 | 0.15497769537583910988461668502797771307 | 0.027171038878929281794769966678005534789
f(z) = 150/49*z^3 - 293/98*z + 1
*
[ 1/4 ] 
f(z) = 152/45*z^3 - 289/90*z + 1
*
1/2 | 0.16359935836230058235279793118915239132 | 0.028699408433051094604543777282391472127
f(z) = 142/57*z^3 - 299/114*z + 1
*
2/3 | 0.16587690338908016345997292297461131391 | 0.029202792733051213243879116410222495245
f(z) = 144/55*z^3 - 293/110*z + 1
*
[ 2/7 ] 
f(z) = 147/53*z^3 - 289/106*z + 1
*
[ 2/7 ] 
f(z) = 147/55*z^3 - 299/110*z + 1
*
[ 7/8 ] 
f(z) = 156/49*z^3 - 289/112*z + 1
*
[ 1/3 ] 
f(z) = 141/40*z^3 - 287/120*z + 1
*
[ 1/3 ] 
f(z) = 141/41*z^3 - 293/123*z + 1
*
[ 4/11 ] 
f(z) = 143/48*z^3 - 283/132*z + 1
*
[ 3/4 ] 
f(z) = 144/41*z^3 - 284/123*z + 1
*
[ 3/4 ] 
f(z) = 144/43*z^3 - 286/129*z + 1
*
[ 1/3 ] 
f(z) = 147/41*z^3 - 295/123*z + 1
*
5/21 | 0.13321874193948224756522731219904256437 | 0.021878429977855264007471359455242712115
f(z) = 147/44*z^3 - 289/132*z + 1
*
[ 1/3 ] 
f(z) = 150/41*z^3 - 296/123*z + 1
*
[ 7/19 ] 
f(z) = 152/49*z^3 - 284/133*z + 1
*
[ 1/3 ] 
f(z) = 156/41*z^3 - 298/123*z + 1
*
[ 1/3 ] 
f(z) = 159/40*z^3 - 293/120*z + 1
*
[ 1/3 ] 
f(z) = 159/41*z^3 - 299/123*z + 1
*
[ 2/3 ] 
f(z) = 159/46*z^3 - 281/138*z + 1
*
[ 5/6 ] 
f(z) = 159/50*z^3 - 289/120*z + 1
*
[ 6/13 ] 
f(z) = 143/48*z^3 - 281/156*z + 1
*
[ 3/4 ] 
f(z) = 144/47*z^3 - 290/141*z + 1
*
[ 3/4 ] 
f(z) = 144/49*z^3 - 292/147*z + 1
*
[ 3/4 ] 
f(z) = 144/53*z^3 - 296/159*z + 1
*
[ 3/7 ] 
f(z) = 147/50*z^3 - 281/150*z + 1
*
[ 3/7 ] 
f(z) = 147/52*z^3 - 289/156*z + 1
*
[ 3/7 ] 
f(z) = 147/53*z^3 - 293/159*z + 1
*
[ 4/5 ] 
f(z) = 155/56*z^3 - 283/140*z + 1
*
[ 2/3 ] 
f(z) = 159/50*z^3 - 287/150*z + 1
*
[ 3/4 ] 
f(z) = 144/55*z^3 - 298/165*z + 1
*
[ 2/3 ] 
f(z) = 147/58*z^3 - 283/174*z + 1
*
[ 7/12 ] 
f(z) = 150/49*z^3 - 295/168*z + 1
*
[ 10/17 ] 
f(z) = 153/50*z^3 - 299/170*z + 1
*
[ 2/3 ] 
f(z) = 159/58*z^3 - 299/174*z + 1
*
[ 7/2 ] 
f(z) = 152/49*z^3 - 261/7*z + 1
*
[ 7/2 ] 
f(z) = 156/49*z^3 - 268/7*z + 1
*
[ -7/2 ] 
f(z) = 156/49*z^3 - 264/7*z + 1
*
[ 2 ] 
f(z) = 141/44*z^3 - 271/22*z + 1
*
[ 2 ] 
f(z) = 141/52*z^3 - 269/26*z + 1
*
[ 2 ] 
f(z) = 145/44*z^3 - 279/22*z + 1
*
[ 2 ] 
f(z) = 145/52*z^3 - 277/26*z + 1
*
[ -2 ] 
f(z) = 147/44*z^3 - 261/22*z + 1
*
[ -2 ] 
f(z) = 149/44*z^3 - 265/22*z + 1
*
[ -2 ] 
f(z) = 151/44*z^3 - 269/22*z + 1
*
[ -2 ] 
f(z) = 151/52*z^3 - 263/26*z + 1
*
[ -2 ] 
f(z) = 153/44*z^3 - 273/22*z + 1
*
[ -2 ] 
f(z) = 153/52*z^3 - 267/26*z + 1
*
[ -2 ] 
f(z) = 155/44*z^3 - 277/22*z + 1
*
[ -2 ] 
f(z) = 155/52*z^3 - 271/26*z + 1
*
[ 7/4 ] 
f(z) = 156/49*z^3 - 261/28*z + 1
*
[ -2 ] 
f(z) = 157/52*z^3 - 275/26*z + 1
*
-5/3 | 0.20489822899129281941982596873382208555 | 0.028326466001824420488871123358978756021
f(z) = 159/50*z^3 - 277/30*z + 1
*
[ -2 ] 
f(z) = 159/52*z^3 - 279/26*z + 1
*
0 | 0.13002753285780712965146375947924118459 | 0.023367248808485980353732950122915254947
f(z) = 143/59*z^3 - 261/59*z + 1
*
[ 1/6 ] 
f(z) = 144/53*z^3 - 269/53*z + 1
*
[ 1/6 ] 
f(z) = 144/55*z^3 - 279/55*z + 1
*
5/4 | 0.14704387833196999186569677048074177161 | 0.026282656665380067905218482109125275507
f(z) = 144/55*z^3 - 269/55*z + 1
*
0 | 0.13016469008330523206025687011457930167 | 0.023375832798309526444176481443456843765
f(z) = 144/59*z^3 - 262/59*z + 1
*
0 | 0.13030083665525742669464385012357036626 | 0.023384284767219896876413832309851979215
f(z) = 145/59*z^3 - 263/59*z + 1
*
0 | 0.13043598739353734944325214128483331327 | 0.023392607245990967018313917575418349818
f(z) = 146/59*z^3 - 264/59*z + 1
*
[ 1/7 ] 
f(z) = 147/43*z^3 - 261/43*z + 1
*
[ 1/7 ] 
f(z) = 147/44*z^3 - 267/44*z + 1
*
[ 1/7 ] 
f(z) = 147/46*z^3 - 279/46*z + 1
*
0 | 0.11775393623948126789938314233888208667 | 0.021132570198074640382595687013235728507
f(z) = 147/58*z^3 - 263/58*z + 1
*
0 | 0.13057015679363705395465681430825861979 | 0.023400802702944252793915128456792602848
f(z) = 147/59*z^3 - 265/59*z + 1
*
0 | 0.11039674225946486783871933046168617503 | 0.019825774462211921315100369436781880008
f(z) = 148/57*z^3 - 262/57*z + 1
*
0 | 0.13070335903608864856189237026675564067 | 0.023408873545867481887347245670953480252
f(z) = 148/59*z^3 - 266/59*z + 1
*
0 | 0.099515190145606481183738077439075347474 | 0.017883875493501352598632660779038167488
f(z) = 149/56*z^3 - 261/56*z + 1
*
0 | 0.11052871093931553871629557956143626619 | 0.019835903727901364338077857043188144353
f(z) = 149/57*z^3 - 263/57*z + 1
*
0 | 0.11801910456790742428275388015105878052 | 0.021151401277219984857793242726228069092
f(z) = 149/58*z^3 - 265/58*z + 1
*
0 | 0.13083560799554547836112742955941643983 | 0.023416822123862042425439739579471705339
f(z) = 149/59*z^3 - 267/59*z + 1
*
0 | 0.13096691724953754684191906943135235920 | 0.023424650729122411151690918698889310143
f(z) = 150/59*z^3 - 268/59*z + 1
*
0 | 0.13117163083799023033789878007828612976 | 0.023572854664235473525055709749229826758
f(z) = 151/55*z^3 - 261/55*z + 1
*
0 | 0.10262851869541693399019135726587844546 | 0.018418105117475842204451440576504196928
f(z) = 151/56*z^3 - 263/56*z + 1
*
0 | 0.11079088832651716637083706242852649702 | 0.019855959299415501418800711788224258554
f(z) = 151/57*z^3 - 265/57*z + 1
*
0 | 0.11828052202815280203259486786586920387 | 0.021169725791659875904583115705039920012
f(z) = 151/58*z^3 - 267/58*z + 1
*
0 | 0.13109730008691513494498045783714036359 | 0.023432361598650507147783625345212650451
f(z) = 151/59*z^3 - 269/59*z + 1
*
0 | 0.13130056563914563609766326446786686091 | 0.023579820815766633371878811887262393011
f(z) = 152/55*z^3 - 262/55*z + 1
*
0 | 0.13122676951599388089854555019389412404 | 0.023439956915907770091008982838476119436
f(z) = 152/59*z^3 - 270/59*z + 1
*
[ 4/3 ] 
f(z) = 153/44*z^3 - 261/44*z + 1
*
0 | 0.13142860742271597166801678359535273666 | 0.023586678807468238397434032303675058529
f(z) = 153/55*z^3 - 263/55*z + 1
*
0 | 0.095279205919961582672838002572771728092 | 0.017075953297276521501749878106817687156
f(z) = 153/56*z^3 - 265/56*z + 1
*
0 | 0.11853829346892708641110634831413285300 | 0.021187561864426891129469952114824373339
f(z) = 153/58*z^3 - 269/58*z + 1
*
0 | 0.13135533827241392897455444779736021551 | 0.023447438812407623290345201087279809512
f(z) = 153/59*z^3 - 271/59*z + 1
*
0 | 0.11117478025494789849358066145468322044 | 0.019884643023223369374666004161149109083
f(z) = 154/57*z^3 - 268/57*z + 1
*
0 | 0.13148301882672513691875372889540448656 | 0.023454809369250850793982820896535641020
f(z) = 154/59*z^3 - 272/59*z + 1
*
0 | 0.13171800738548369128526691322855715887 | 0.023671043997277446120820110471326683339
f(z) = 155/53*z^3 - 261/53*z + 1
*
0 | 0.10530152696798541363759557444525581538 | 0.018897813369820005781097170083084374992
f(z) = 155/54*z^3 - 263/54*z + 1
*
0 | 0.10313946945743244260968062506885035352 | 0.018459795824974704036545383510682428332
f(z) = 155/56*z^3 - 267/56*z + 1
*
0 | 0.11130132789907205732457253803814577812 | 0.019894024972382593235481427570137888452
f(z) = 155/57*z^3 - 269/57*z + 1
*
0 | 0.11879251939419145286058561718922715930 | 0.021204926777247016636493474860383631406
f(z) = 155/58*z^3 - 271/58*z + 1
*
0 | 0.13160982339170974792688916660675283197 | 0.023462070618606294217066596538037338279
f(z) = 155/59*z^3 - 273/59*z + 1
*
0 | 0.13184319293001133939118922693573785976 | 0.023677269400440083394291420467389045890
f(z) = 156/53*z^3 - 262/53*z + 1
*
0 | 0.13180749647840143036789965285927736187 | 0.023606623733429386274551093927526493203
f(z) = 156/55*z^3 - 266/55*z + 1
*
0 | 0.13173576392945338150627083260229970702 | 0.023469224545139158144619583915840247416
f(z) = 156/59*z^3 - 274/59*z + 1
*
0 | 0.10631440664010986741164548283658561483 | 0.019105762735671563812511324051126290531
f(z) = 157/52*z^3 - 261/52*z + 1
*
0 | 0.13196753665468973014685735538233888833 | 0.023683397101481932201712454820608853069
f(z) = 157/53*z^3 - 263/53*z + 1
*
0 | 0.10555130412685790840735998048379214841 | 0.018916920248589567065129115134248585664
f(z) = 157/54*z^3 - 265/54*z + 1
*
0 | 0.13193208676387563428665152642296489346 | 0.023613068762479358157713659658460460107
f(z) = 157/55*z^3 - 267/55*z + 1
*
0 | 0.10053728727867219102273440699081669894 | 0.017970057873803521447615262842695703681
f(z) = 157/56*z^3 - 269/56*z + 1
*
0 | 0.11155288718615817240564204306272151029 | 0.019912624268230179900680716912453222559
f(z) = 157/57*z^3 - 271/57*z + 1
*
0 | 0.11904329620043987078734754660676908252 | 0.021221837019061914275655158282523922398
f(z) = 157/58*z^3 - 273/58*z + 1
*
0 | 0.13186085215817467637094881770344340957 | 0.023476273087389102596730167227833093205
f(z) = 157/59*z^3 - 275/59*z + 1
*
0 | 0.13209104982291583203915996727585385817 | 0.023689428898908241286760058410467810932
f(z) = 158/53*z^3 - 264/53*z + 1
*
0 | 0.13205584310301063415356269259327092477 | 0.023619415241590224224600947339110012050
f(z) = 158/55*z^3 - 268/55*z + 1
*
0 | 0.11167585464632198010007325250475480350 | 0.019921476592574589924826598496424997085
f(z) = 158/57*z^3 - 272/57*z + 1
*
0 | 0.13198509955882342580013816414552998265 | 0.023483218139100196705870193748271707130
f(z) = 158/59*z^3 - 276/59*z + 1
*
0 | 0.10656037309824979891051161063670608639 | 0.019123730694250534944393657650881198701
f(z) = 159/52*z^3 - 263/52*z + 1
*
0 | 0.13217877660386788022798655974989304155 | 0.023625664960267297310467250801535861492
f(z) = 159/55*z^3 - 269/55*z + 1
*
0 | 0.10363667732271279794161328706996021581 | 0.018499550016048879009872200639374223565
f(z) = 159/56*z^3 - 271/56*z + 1
*
0 | 0.11929071639796630332932819968480910304 | 0.021238308331191274942974210176396234763
f(z) = 159/58*z^3 - 275/58*z + 1
*
0 | 0.13210851738145657990135905951598714775 | 0.023490061550504709081296322101824259702
f(z) = 159/59*z^3 - 277/59*z + 1
*
[ -4/3 ] 
f(z) = 141/40*z^3 - 271/60*z + 1
*
[ 3/13 ] 
f(z) = 143/54*z^3 - 271/78*z + 1
*
[ 7/36 ] 
f(z) = 144/49*z^3 - 268/63*z + 1
*
-6/5 | 0.12282451331139410518213750188204855802 | 0.017575450980454247048430497218756251073
f(z) = 145/48*z^3 - 271/60*z + 1
*
22/21 | 0.10959233230110849189358585706366402825 | 0.017491949481742572009238819441990436981
f(z) = 147/44*z^3 - 263/66*z + 1
*
[ 6/5 ] 
f(z) = 155/48*z^3 - 269/60*z + 1
*
[ 6/31 ] 
f(z) = 155/54*z^3 - 265/62*z + 1
*
-14/13 | 0.16246255420307542482190856471709676633 | 0.021099464847099075720355857061382489453
f(z) = 143/56*z^3 - 276/91*z + 1
*
[ 14/13 ] 
f(z) = 143/56*z^3 - 263/91*z + 1
*
[ 1/4 ] 
f(z) = 152/41*z^3 - 265/82*z + 1
*
[ 1/4 ] 
f(z) = 152/43*z^3 - 277/86*z + 1
*
[ 7/26 ] 
f(z) = 156/49*z^3 - 268/91*z + 1
*
[ -4/3 ] 
f(z) = 159/56*z^3 - 277/84*z + 1
*
1/2 | 0.16860161426879858439515283235120870071 | 0.029846412314969237155292019150814344597
f(z) = 142/51*z^3 - 275/102*z + 1
*
[ 10/11 ] 
f(z) = 143/50*z^3 - 271/110*z + 1
*
[ 7/8 ] 
f(z) = 148/49*z^3 - 275/112*z + 1
*
[ -5/4 ] 
f(z) = 152/55*z^3 - 277/110*z + 1
*
[ -7/6 ] 
f(z) = 142/49*z^3 - 263/126*z + 1
*
[ 5/13 ] 
f(z) = 143/50*z^3 - 263/130*z + 1
*
[ 3/8 ] 
f(z) = 143/54*z^3 - 261/128*z + 1
*
[ -7/6 ] 
f(z) = 146/49*z^3 - 277/126*z + 1
*
[ 2/5 ] 
f(z) = 147/40*z^3 - 261/125*z + 1
*
[ 5/6 ] 
f(z) = 147/50*z^3 - 269/120*z + 1
*
[ 2/5 ] 
f(z) = 149/40*z^3 - 262/125*z + 1
*
[ 3/8 ] 
f(z) = 149/54*z^3 - 263/128*z + 1
*
[ 2/5 ] 
f(z) = 151/40*z^3 - 263/125*z + 1
*
[ 2/5 ] 
f(z) = 153/40*z^3 - 264/125*z + 1
*
[ 3/4 ] 
f(z) = 154/45*z^3 - 271/120*z + 1
*
[ 3/8 ] 
f(z) = 155/54*z^3 - 265/128*z + 1
*
[ 2/5 ] 
f(z) = 157/40*z^3 - 266/125*z + 1
*
[ 3/4 ] 
f(z) = 158/45*z^3 - 277/120*z + 1
*
[ 2/5 ] 
f(z) = 159/40*z^3 - 267/125*z + 1
*
[ 2/3 ] 
f(z) = 141/50*z^3 - 263/150*z + 1
*
[ 7/10 ] 
f(z) = 145/49*z^3 - 263/140*z + 1
*
[ 4/5 ] 
f(z) = 145/56*z^3 - 267/140*z + 1
*
[ 3/7 ] 
f(z) = 147/47*z^3 - 269/141*z + 1
*
[ 2/3 ] 
f(z) = 147/50*z^3 - 271/150*z + 1
*
[ 13/21 ] 
f(z) = 147/52*z^3 - 265/156*z + 1
*
[ 3/5 ] 
f(z) = 150/53*z^3 - 268/159*z + 1
*
[ 7/10 ] 
f(z) = 155/49*z^3 - 277/140*z + 1
*
[ 2/3 ] 
f(z) = 141/58*z^3 - 275/174*z + 1
*
[ 11/21 ] 
f(z) = 147/55*z^3 - 271/165*z + 1
*
[ 3/5 ] 
f(z) = 150/59*z^3 - 280/177*z + 1
*
[ 7/2 ] 
f(z) = 144/49*z^3 - 247/7*z + 1
*
[ -7/2 ] 
f(z) = 144/49*z^3 - 243/7*z + 1
*
[ 7/2 ] 
f(z) = 148/49*z^3 - 254/7*z + 1
*
[ -7/2 ] 
f(z) = 148/49*z^3 - 250/7*z + 1
*
[ -7/2 ] 
f(z) = 152/49*z^3 - 257/7*z + 1
*
[ -2 ] 
f(z) = 141/44*z^3 - 249/22*z + 1
*
-5/3 | 0.18985739427903780260353248803323757068 | 0.026669760946062136237682837286617099243
f(z) = 141/50*z^3 - 247/30*z + 1
*
[ -2 ] 
f(z) = 141/52*z^3 - 243/26*z + 1
*
[ -2 ] 
f(z) = 145/44*z^3 - 257/22*z + 1
*
[ -2 ] 
f(z) = 145/52*z^3 - 251/26*z + 1
*
-5/3 | 0.18150307810644257218981545081590435415 | 0.025354854118348761991863165365287244203
f(z) = 147/50*z^3 - 257/30*z + 1
*
[ -2 ] 
f(z) = 147/52*z^3 - 255/26*z + 1
*
[ 7/4 ] 
f(z) = 148/49*z^3 - 247/28*z + 1
*
[ -2 ] 
f(z) = 149/52*z^3 - 259/26*z + 1
*
3/2 | 0.19624034197345727086470161498749687380 | 0.029520087426761774152931688116036530316
f(z) = 158/45*z^3 - 257/30*z + 1
*
[ 5/3 ] 
f(z) = 159/50*z^3 - 253/30*z + 1
*
0 | 0.10942716728839654195175451538497958308 | 0.019935946215410360506919031369338910101
f(z) = 140/51*z^3 - 242/51*z + 1
*
0 | 0.12973078059817919874205906645932757378 | 0.023564571861194635289206087837319243357
f(z) = 140/53*z^3 - 246/53*z + 1
*
0 | 0.10930666274567604565052774685808502651 | 0.019739942989667113511363506805075577928
f(z) = 140/57*z^3 - 254/57*z + 1
*
0 | 0.12960984398762552736758949409449795226 | 0.023340678426611496734240209815078612414
f(z) = 140/59*z^3 - 258/59*z + 1
*
0 | 0.11709423274420945729115696417225163639 | 0.021348872923484499429447096678663259999
f(z) = 141/50*z^3 - 241/50*z + 1
*
0 | 0.10421918041384364172223322859525267093 | 0.018944608019685009934706394660343275530
f(z) = 141/52*z^3 - 245/52*z + 1
*
0 | 0.12987011884517404865824138333362560971 | 0.023572511304342197508363954788878872844
f(z) = 141/53*z^3 - 247/53*z + 1
*
0 | 0.12983026322787360483640552651412790382 | 0.023496763913850992618919784039412975709
f(z) = 141/55*z^3 - 251/55*z + 1
*
0 | 0.098433249497031579367060464402060031052 | 0.017788960942936925303925926233831115698
f(z) = 141/56*z^3 - 253/56*z + 1
*
0 | 0.11693480690320168814206458068988957371 | 0.021072842598338549333266060728641433479
f(z) = 141/58*z^3 - 257/58*z + 1
*
0 | 0.12975012548573310546879302979867010735 | 0.023349674318706462284571870307447473006
f(z) = 141/59*z^3 - 259/59*z + 1
*
0 | 0.10970418636990353385946389203580919711 | 0.019956490664618919048295629935941758240
f(z) = 142/51*z^3 - 244/51*z + 1
*
0 | 0.13000841457456497967610375385585723619 | 0.023580320080312260772867024468495549977
f(z) = 142/53*z^3 - 248/53*z + 1
*
0 | 0.12996886623497372499374880263372062026 | 0.023504934085965022500527576421659450653
f(z) = 142/55*z^3 - 252/55*z + 1
*
0 | 0.10958554003435632245752764460075891556 | 0.019762314395088103883554322191439729345
f(z) = 142/57*z^3 - 256/57*z + 1
*
0 | 0.12988934982473033376667719282809719877 | 0.023358530202530062600600343529043841391
f(z) = 142/59*z^3 - 260/59*z + 1
*
[ 2/11 ] 
f(z) = 143/40*z^3 - 254/55*z + 1
*
0 | 0.13022376816699332763160593757658461024 | 0.023742678123931167973534167515673979200
f(z) = 143/49*z^3 - 241/49*z + 1
*
0 | 0.11736889063061807254818276986051892758 | 0.021366753647532731150432235510475298386
f(z) = 143/50*z^3 - 243/50*z + 1
*
0 | 0.10984115469602285661605813415207015007 | 0.019966551376461665355583258210731686292
f(z) = 143/51*z^3 - 245/51*z + 1
*
0 | 0.13014568330037256478758558749628978043 | 0.023588000793584127265239912809230235264
f(z) = 143/53*z^3 - 249/53*z + 1
*
0 | 0.10372755605557262008046066091293116825 | 0.018772679307602855586744422123787003094
f(z) = 143/54*z^3 - 251/54*z + 1
*
0 | 0.10156218790958856083443246234831296197 | 0.018328344624273753402311534830816592513
f(z) = 143/56*z^3 - 255/56*z + 1
*
0 | 0.10972341608242763795845382389234390528 | 0.019773276560596931491473487218616982979
f(z) = 143/57*z^3 - 257/57*z + 1
*
0 | 0.11721190431225130557442886195032115596 | 0.021093311329917670101140000676237564275
f(z) = 143/58*z^3 - 259/58*z + 1
*
[ 1/6 ] 
f(z) = 144/49*z^3 - 249/49*z + 1
*
0 | 0.13035943545489662320755954087745821279 | 0.023749483407998752399927962324149982865
f(z) = 144/49*z^3 - 242/49*z + 1
*
0 | 0.13028194019218976562678552908660609171 | 0.023595555982424892285280010372157702292
f(z) = 144/53*z^3 - 250/53*z + 1
*
0 | 0.13024299237383553921233254639039862779 | 0.023520883171093478511469756358203804247
f(z) = 144/55*z^3 - 254/55*z + 1
*
0 | 0.084496472170188237051816468138421404310 | 0.015405578947553246231212346773345938765
f(z) = 145/48*z^3 - 241/48*z + 1
*
0 | 0.13049411460128753846139464390488757231 | 0.023756172390805971658242826636267945859
f(z) = 145/49*z^3 - 243/49*z + 1
*
0 | 0.11011105062908753253714277743925740946 | 0.019986075386452252610944731285165126379
f(z) = 145/51*z^3 - 247/51*z + 1
*
0 | 0.10476566424334014721960953219147593924 | 0.018988048690088220084695687170313944030
f(z) = 145/52*z^3 - 249/52*z + 1
*
0 | 0.13041720008532313423970924764821172490 | 0.023602988120973052547567144500926002728
f(z) = 145/53*z^3 - 251/53*z + 1
*
0 | 0.10399936802140823745024408657597644336 | 0.018794875768870616146395398092901339957
f(z) = 145/54*z^3 - 253/54*z + 1
*
0 | 0.091939030846858093697784567493328480120 | 0.016568349296402579183240652308701648744
f(z) = 145/56*z^3 - 257/56*z + 1
*
0 | 0.10999611993180818155313348801902952156 | 0.019794767574321208495071130526828019662
f(z) = 145/57*z^3 - 259/57*z + 1
*
0 | 0.13062781991844585723948767751396508997 | 0.023762747393723533960919864007962694762
f(z) = 146/49*z^3 - 244/49*z + 1
*
0 | 0.11024504099548462502581916619234414345 | 0.019995731525898219300998961144489507134
f(z) = 146/51*z^3 - 248/51*z + 1
*
0 | 0.13055147749056273448525726752739582532 | 0.023610299621243316431389055782386100747
f(z) = 146/53*z^3 - 252/53*z + 1
*
0 | 0.13051311218435970469435686958057069872 | 0.023536327464920086556371234650243179065
f(z) = 146/55*z^3 - 256/55*z + 1
*
0 | 0.11012994387815762035720213063231191302 | 0.019805115844771889238891750598240977501
f(z) = 146/57*z^3 - 260/57*z + 1
*
[ 1/7 ] 
f(z) = 147/40*z^3 - 243/40*z + 1
*
[ 1/7 ] 
f(z) = 147/41*z^3 - 249/41*z + 1
*
0 | 0.13079826595870945286156612530147905906 | 0.023847421799710336919878023766600592758
f(z) = 147/47*z^3 - 241/47*z + 1
*
0 | 0.11790626137482233166613987108997037906 | 0.021400971245927255644102406881306770443
f(z) = 147/50*z^3 - 247/50*z + 1
*
0 | 0.10503296535542787567772414796128816665 | 0.019008933115975780569186691742367219993
f(z) = 147/52*z^3 - 251/52*z + 1
*
0 | 0.13068478660359700987275545376331604864 | 0.023617492835056111621829444007387910091
f(z) = 147/53*z^3 - 253/53*z + 1
*
0 | 0.13064670605191891660263062258009384110 | 0.023543866411841755756506593041084758551
f(z) = 147/55*z^3 - 257/55*z + 1
*
0 | 0.13092979048036972015464808809677969607 | 0.023853393318062981770930259868735043058
f(z) = 148/47*z^3 - 242/47*z + 1
*
0 | 0.13089236477703107156298515660426590741 | 0.023775564454696118424623199531230765857
f(z) = 148/49*z^3 - 246/49*z + 1
*
0 | 0.11051117703037040804918056112089813597 | 0.020014843657203175761302049493202600038
f(z) = 148/51*z^3 - 250/51*z + 1
*
[ -3/2 ] 
f(z) = 148/51*z^3 - 248/51*z + 1
*
0 | 0.13081714131408800151120426989784443862 | 0.023624570055895107247671368994959205077
f(z) = 148/53*z^3 - 254/53*z + 1
*
0 | 0.13077934131091177505103865832340948281 | 0.023551286356563278595707642378689641571
f(z) = 148/55*z^3 - 258/55*z + 1
*
0 | 0.11824351159340662029250306875191247919 | 0.021558411920667706840205970360642366922
f(z) = 149/46*z^3 - 241/46*z + 1
*
0 | 0.13106038627542499935362617401712397260 | 0.023859260928951485034331625775959441295
f(z) = 149/47*z^3 - 243/47*z + 1
*
0 | 0.085025034202106628512383059936636472435 | 0.015455561427589774437685175178203164740
f(z) = 149/48*z^3 - 245/48*z + 1
*
0 | 0.13102323143212117792746008707589331926 | 0.023781810870190716398232975115127645977
f(z) = 149/49*z^3 - 247/49*z + 1
*
0 | 0.11816920163809432788912402213896722314 | 0.021417346709712902238213168967166522418
f(z) = 149/50*z^3 - 249/50*z + 1
*
0 | 0.11064231637896440164260872158149904264 | 0.020024117044846220828584107848125342664
f(z) = 149/51*z^3 - 251/51*z + 1
*
0 | 0.10529645690643307377182278339202389424 | 0.019029287043852656119459353231578332696
f(z) = 149/52*z^3 - 253/52*z + 1
*
0 | 0.13094855521442154419067363890482858142 | 0.023631533520695899585681501590280976631
f(z) = 149/53*z^3 - 255/53*z + 1
*
0 | 0.10453128756614478427284736135624301847 | 0.018837602146181167747367965004690895286
f(z) = 149/54*z^3 - 257/54*z + 1
*
0 | 0.13091103164643802720671706588912978190 | 0.023558589575362768179484823598671026824
f(z) = 149/55*z^3 - 259/55*z + 1
*
0 | 0.13119006638500773007406602748660698566 | 0.023865026684354463189131723078422139718
f(z) = 150/47*z^3 - 244/47*z + 1
*
0 | 0.13115317850208682065330396671942984073 | 0.023787952024103701477138366604599135911
f(z) = 150/49*z^3 - 248/49*z + 1
*
0 | 0.13107904160814633737209234240823966703 | 0.023638385411568851997791920759507684403
f(z) = 150/53*z^3 - 256/53*z + 1
*
[ 1/5 ] 
f(z) = 150/59*z^3 - 242/59*z + 1
*
0 | 0.11779223640168853340630536306232369551 | 0.021476134454940113414164331067652684329
f(z) = 151/45*z^3 - 241/45*z + 1
*
0 | 0.11850170515808126696254348042799637946 | 0.021572980091410680017043953979474896069
f(z) = 151/46*z^3 - 243/46*z + 1
*
0 | 0.13131884357711177464068614795064841184 | 0.023870692585452876650785496017233042583
f(z) = 151/47*z^3 - 245/47*z + 1
*
0 | 0.085284789732246074636215082665445500187 | 0.015479901673521285319676502536867344122
f(z) = 151/48*z^3 - 247/48*z + 1
*
0 | 0.13128221883868271041386322229094338286 | 0.023793989962796315296353434483914863719
f(z) = 151/49*z^3 - 249/49*z + 1
*
0 | 0.11842845542415315589455638170491874530 | 0.021433257459389719350613859892284809832
f(z) = 151/50*z^3 - 251/50*z + 1
*
0 | 0.11090080382064922778104054632044445874 | 0.020042110544824923918351351866327123013
f(z) = 151/51*z^3 - 253/51*z + 1
*
0 | 0.10555624613508326515519633562621099039 | 0.019049129368212604116460172819631260387
f(z) = 151/52*z^3 - 255/52*z + 1
*
0 | 0.13120861351811509818198516546882573603 | 0.023645127857458930381000050362220582454
f(z) = 151/53*z^3 - 257/53*z + 1
*
0 | 0.10479161585543578090392170255606570288 | 0.018858171368970809360676247635055281890
f(z) = 151/54*z^3 - 259/54*z + 1
*
0 | 0.11791986546203749152725897824572675732 | 0.021483185152585819050334666777319283988
f(z) = 152/45*z^3 - 242/45*z + 1
*
0 | 0.13144673035417764350467205194151943556 | 0.023876260584171395632608636854816615013
f(z) = 152/47*z^3 - 246/47*z + 1
*
0 | 0.13141036502572456183583622658599125431 | 0.023799926682556858518992524676992241905
f(z) = 152/49*z^3 - 250/49*z + 1
*
[ -3/2 ] 
f(z) = 152/51*z^3 - 257/51*z + 1
*
0 | 0.11103024474961188209086369329758287906 | 0.020051208649427231915421085469307439127
f(z) = 152/51*z^3 - 254/51*z + 1
*
0 | 0.13133728369434035274904274781815980683 | 0.023651762935745234466376809369201418912
f(z) = 152/53*z^3 - 258/53*z + 1
*
2/9 | 0.22014935240921651182070292331097388105 | 0.028873488997790311848691584614699147901
f(z) = 153/40*z^3 - 256/45*z + 1
*
0 | 0.10595687656404660989888041632018061106 | 0.019318286136915033952078957251824854179
f(z) = 153/44*z^3 - 241/44*z + 1
*
0 | 0.11875634421812932740441793574481613786 | 0.021587124194697677775624650980870561384
f(z) = 153/46*z^3 - 245/46*z + 1
*
0 | 0.13157373896041586020261374620551673794 | 0.023881732584663946029921257902227259163
f(z) = 153/47*z^3 - 247/47*z + 1
*
0 | 0.13153762938649692010428116309863535539 | 0.023805764131105868783996357477709094359
f(z) = 153/49*z^3 - 251/49*z + 1
*
0 | 0.11868412482419411958629359924935350372 | 0.021448720547500657227536715639586679321
f(z) = 153/50*z^3 - 253/50*z + 1
*
[ 4/3 ] 
f(z) = 153/52*z^3 - 259/52*z + 1
*
0 | 0.10581243580731546491268731586540012029 | 0.019068478101307825894275288917685388646
f(z) = 153/52*z^3 - 257/52*z + 1
*
0 | 0.13146506462157680792131414230275724333 | 0.023658292673782792270547446641125205614
f(z) = 153/53*z^3 - 259/53*z + 1
*
1/3 | 0.16077115217887258852010603454123785367 | 0.029312143025239406637654344918113788416
f(z) = 153/56*z^3 - 241/56*z + 1
*
0 | 0.11817251184454508443980393493956963908 | 0.021496979353991323404653338169352543703
f(z) = 154/45*z^3 - 244/45*z + 1
*
0 | 0.13169988138887925489297930368164513514 | 0.023887110444745794394439208808417064760
f(z) = 154/47*z^3 - 248/47*z + 1
*
0 | 0.11128441496619820792874454577012081355 | 0.020068684199995461868761973240553565466
f(z) = 154/51*z^3 - 256/51*z + 1
*
0 | 0.13159196852664166527951836689634631642 | 0.023664719050389059384665494672836471015
f(z) = 154/53*z^3 - 260/53*z + 1
*
0 | 0.13189605573007675698988152534777546239 | 0.024047573197233206495416276530764427937
f(z) = 155/43*z^3 - 241/43*z + 1
*
0 | 0.10620756172311563972938801312990057078 | 0.019334857768954175477682868057153941040
f(z) = 155/44*z^3 - 243/44*z + 1
*
0 | 0.11900752542775520820132247615161251280 | 0.021600859869789792357768657790275451899
f(z) = 155/46*z^3 - 247/46*z + 1
*
0 | 0.13182516938829445969178522347039292153 | 0.023892395977274416833306718756043265164
f(z) = 155/47*z^3 - 249/47*z + 1
*
0 | 0.085790589108146266667265002828960816964 | 0.015526435579709519384153489752704541314
f(z) = 155/48*z^3 - 251/48*z + 1
*
0 | 0.13178956066239042136724826718690446161 | 0.023817148771267366765791844149360734687
f(z) = 155/49*z^3 - 253/49*z + 1
*
0 | 0.11141020191723387911545245050692291111 | 0.020077252539480647197700332558329557622
f(z) = 155/51*z^3 - 257/51*z + 1
*
0 | 0.10606512446202038022602959334454251708 | 0.019087350424439929070302363451517068257
f(z) = 155/52*z^3 - 259/52*z + 1
*
0 | 0.13202001497120195127549512104362067309 | 0.024052015445917873330536468887555013014
f(z) = 156/43*z^3 - 242/43*z + 1
*
0 | 0.13194961446966239124760759219605946766 | 0.023897590951481288677055035266745068844
f(z) = 156/47*z^3 - 250/47*z + 1
*
0 | 0.13191425098459248383555728447728145184 | 0.023822699628285036020449882255698884340
f(z) = 156/49*z^3 - 254/49*z + 1
*
0 | 0.098981517943906785697215387809945818712 | 0.018046523717134701199082692940553501767
f(z) = 157/42*z^3 - 241/42*z + 1
*
0 | 0.13214314919819073919489602222436899602 | 0.024056375586039185254500314311609553861
f(z) = 157/43*z^3 - 243/43*z + 1
*
0 | 0.10645489531904505421670039468915523788 | 0.019351008668343171190965293738003182073
f(z) = 157/44*z^3 - 245/44*z + 1
*
0 | 0.11854512723702289200548327587940539226 | 0.021516930736013151165536281192955510388
f(z) = 157/45*z^3 - 247/45*z + 1
*
0 | 0.11925534154702963676235652417753473641 | 0.021614202021270024902033760936176689528
f(z) = 157/46*z^3 - 249/46*z + 1
*
0 | 0.13207322791263704454249007393161542079 | 0.023902697094256629633435965861905336198
f(z) = 157/47*z^3 - 251/47*z + 1
*
0 | 0.086039924422668257946639412135102711807 | 0.015549226129472106536972442012452547760
f(z) = 157/48*z^3 - 253/48*z + 1
*
0 | 0.13203810630781164034587214254996595712 | 0.023828158547553189335818819339635290385
f(z) = 157/49*z^3 - 255/49*z + 1
*
0 | 0.11918509811142259409640028340897661127 | 0.021478367981986879140913281101694955063
f(z) = 157/50*z^3 - 257/50*z + 1
*
0 | 0.11165923779767329386346825215800965538 | 0.020094060236861581056500893947969900474
f(z) = 157/51*z^3 - 259/51*z + 1
*
0 | 0.13226546933076414212615234895083586692 | 0.024060655215569560467945848788362848545
f(z) = 158/43*z^3 - 244/43*z + 1
*
0 | 0.11866768299727540298295209621102386001 | 0.021523391062198453435815145802268527057
f(z) = 158/45*z^3 - 248/45*z + 1
*
0 | 0.13219602077169148518942695040142483467 | 0.023907716091389042524780168995272001656
f(z) = 158/47*z^3 - 252/47*z + 1
*
0 | 0.13216113775523702461077881167336609224 | 0.023833527254715450596223551872025118990
f(z) = 158/49*z^3 - 256/49*z + 1
*
0 | 0.11178250934179692822608608767105666535 | 0.020102303415162878454775438814050411150
f(z) = 158/51*z^3 - 260/51*z + 1
*
0 | 0.13242132231253934644101929451952510039 | 0.024143340932817958094690955529693784592
f(z) = 159/41*z^3 - 241/41*z + 1
*
0 | 0.13238698607305901566349110706662694605 | 0.024064855894111947032635121273833454001
f(z) = 159/43*z^3 - 245/43*z + 1
*
0 | 0.10669896587779594152923068832591943664 | 0.019366753504818481535050916704523237081
f(z) = 159/44*z^3 - 247/44*z + 1
*
0 | 0.11949988164855702812591330079999728200 | 0.021627164861408462408150620426497566144
f(z) = 159/46*z^3 - 251/46*z + 1
*
0 | 0.13231800388207951403487396459998472778 | 0.023912649588761892264202218783641255969
f(z) = 159/47*z^3 - 253/47*z + 1
*
0 | 0.13228335622897495344725786074879752437 | 0.023838807434818725953246847895995968510
f(z) = 159/49*z^3 - 257/49*z + 1
*
0 | 0.11943058612564176081415125140305712737 | 0.021492582602801337233928032761563608530
f(z) = 159/50*z^3 - 259/50*z + 1
*
-22/21 | 0.16258615789287534496371915573807122185 | 0.026247258231815649055472346350362195535
f(z) = 147/44*z^3 - 245/66*z + 1
*
6/7 | 0.14939571881172335963435027745570105860 | 0.023993389382675791143918687230232081524
f(z) = 147/52*z^3 - 253/78*z + 1
*
[ 7/6 ] 
f(z) = 148/49*z^3 - 250/63*z + 1
*
[ 7/6 ] 
f(z) = 152/49*z^3 - 257/63*z + 1
*
2/5 | 0.15836448479000845253677064635218636885 | 0.023047937801994315226905738666051052424
f(z) = 155/48*z^3 - 241/60*z + 1
*
[ 2/7 ] 
f(z) = 147/47*z^3 - 259/94*z + 1
*
10/17 | 0.22182289648432485210971016491950716717 | 0.028208638582304807088321673624873809068
f(z) = 153/40*z^3 - 257/85*z + 1
*
5/9 | 0.20472235129700191472978378001121425634 | 0.028324835495986780937855686970603365148
f(z) = 153/50*z^3 - 247/90*z + 1
*
[ 14/17 ] 
f(z) = 153/56*z^3 - 246/119*z + 1
*
[ 2/5 ] 
f(z) = 141/40*z^3 - 258/125*z + 1
*
[ 2/3 ] 
f(z) = 141/46*z^3 - 257/138*z + 1
*
[ 5/6 ] 
f(z) = 141/50*z^3 - 259/120*z + 1
*
[ 3/4 ] 
f(z) = 142/45*z^3 - 253/120*z + 1
*
[ 2/5 ] 
f(z) = 143/40*z^3 - 259/125*z + 1
*
[ 10/13 ] 
f(z) = 143/50*z^3 - 259/130*z + 1
*
[ 2/5 ] 
f(z) = 145/52*z^3 - 253/130*z + 1
*
[ 3/4 ] 
f(z) = 146/45*z^3 - 259/120*z + 1
*
[ 8/21 ] 
f(z) = 147/40*z^3 - 259/120*z + 1
*
[ 3/7 ] 
f(z) = 147/41*z^3 - 245/123*z + 1
*
[ 3/7 ] 
f(z) = 147/43*z^3 - 253/129*z + 1
*
[ 3/7 ] 
f(z) = 147/44*z^3 - 257/132*z + 1
*
[ 11/21 ] 
f(z) = 147/44*z^3 - 241/132*z + 1
*
4/7 | 0.17419515672359587254477857674774546292 | 0.028607960737161182429525543969048607153
f(z) = 147/46*z^3 - 259/138*z + 1
*
[ 3/5 ] 
f(z) = 150/41*z^3 - 244/123*z + 1
*
[ 3/5 ] 
f(z) = 150/43*z^3 - 248/129*z + 1
*
[ 3/8 ] 
f(z) = 152/45*z^3 - 257/120*z + 1
*
[ 2/5 ] 
f(z) = 155/52*z^3 - 257/130*z + 1
*
[ 3/5 ] 
f(z) = 150/47*z^3 - 256/141*z + 1
*
[ 3/5 ] 
f(z) = 150/49*z^3 - 260/147*z + 1
*
[ 3/5 ] 
f(z) = 151/54*z^3 - 251/150*z + 1
*
[ 3/5 ] 
f(z) = 157/54*z^3 - 257/150*z + 1
*
[ 5/3 ] 
f(z) = 141/50*z^3 - 223/30*z + 1
*
3/2 | 0.18858700041275107841425334466986791455 | 0.028793443778107775618135363470650114109
f(z) = 142/45*z^3 - 233/30*z + 1
*
3/2 | 0.19335520597682883105677076840764302647 | 0.029407296685903415720847003018933599423
f(z) = 146/45*z^3 - 239/30*z + 1
*
[ 5/3 ] 
f(z) = 147/50*z^3 - 233/30*z + 1
*
[ 3/2 ] 
f(z) = 154/45*z^3 - 221/30*z + 1
*
[ -7/4 ] 
f(z) = 156/49*z^3 - 229/28*z + 1
*
[ 3/2 ] 
f(z) = 158/45*z^3 - 227/30*z + 1
*
0 | 0.12996883858484074114344665193353901361 | 0.024056376014775193333022618586667116124
f(z) = 140/41*z^3 - 222/41*z + 1
*
0 | 0.12992950662992196158649396567606275607 | 0.023969867669402590849797061065615539612
f(z) = 140/43*z^3 - 226/43*z + 1
*
0 | 0.12985043338137002286904491904899880751 | 0.023802527960419764331576910786866562576
f(z) = 140/47*z^3 - 234/47*z + 1
*
[ -3/2 ] 
f(z) = 140/51*z^3 - 230/51*z + 1
*
0 | 0.10160124211059036937466609162963060130 | 0.018821448653636183043113363745745206485
f(z) = 141/40*z^3 - 221/40*z + 1
*
0 | 0.13010635076953576029337509416252209669 | 0.024061812028287508459176733802488740164
f(z) = 141/41*z^3 - 223/41*z + 1
*
0 | 0.13006731777156727121111040501423484060 | 0.023975763343890228989343676445724244379
f(z) = 141/43*z^3 - 227/43*z + 1
*
0 | 0.10437693761701879002144709655182798047 | 0.019209105204267908202399610666321301600
f(z) = 141/44*z^3 - 229/44*z + 1
*
0 | 0.11717311005392778664120617251961609535 | 0.021495557415721598040182827615007734798
f(z) = 141/46*z^3 - 233/46*z + 1
*
0 | 0.12994941031605525791998623762064640017 | 0.023728709062661980695952798014284020660
f(z) = 141/49*z^3 - 239/49*z + 1
*
0 | 0.13024284829447945577426617956300167676 | 0.024067140948701541592158369901157443987
f(z) = 142/41*z^3 - 224/41*z + 1
*
0 | 0.13020410973591042460456913335214366806 | 0.023981547433918763589206316769379140023
f(z) = 142/43*z^3 - 228/43*z + 1
*
0 | 0.11660212466418640979868952197541425964 | 0.021407700923996367503590503221127214491
f(z) = 142/45*z^3 - 232/45*z + 1
*
0 | 0.13012623587743076586357909511301790705 | 0.023815930014123273006184494461516449153
f(z) = 142/47*z^3 - 236/47*z + 1
*
0 | 0.13008709810690906119512473794971615614 | 0.023735754156850088058164386103547322666
f(z) = 142/49*z^3 - 240/49*z + 1
*
0 | 0.099020489129783024898061272967677393612 | 0.018312806271927283888958335324937273106
f(z) = 143/40*z^3 - 223/40*z + 1
*
0 | 0.13037834603981681940025802889009963723 | 0.024072365051938699890996018484502425326
f(z) = 143/41*z^3 - 225/41*z + 1
*
0 | 0.097180092769784205319512375646546822264 | 0.017913546199804660109912790796010743354
f(z) = 143/42*z^3 - 227/42*z + 1
*
0 | 0.13033989750487814924308080183381478412 | 0.023987222279612724530424688217996161169
f(z) = 143/43*z^3 - 229/43*z + 1
*
0 | 0.11673820447463844644678511936438661176 | 0.021415773429056661859432199256393307596
f(z) = 143/45*z^3 - 233/45*z + 1
*
0 | 0.11744657415547132871636513403427573200 | 0.021511994610433751311183433800549202290
f(z) = 143/46*z^3 - 235/46*z + 1
*
0 | 0.13026260977536410898067656027205073887 | 0.023822453742859254437607804174301841205
f(z) = 143/47*z^3 - 237/47*z + 1
*
0 | 0.084226415766186039419525409823599108478 | 0.015379708997876917748377380515991225334
f(z) = 143/48*z^3 - 239/48*z + 1
*
0 | 0.13051285856038561387154738242614557534 | 0.024077486553985379830434261795151346482
f(z) = 144/41*z^3 - 226/41*z + 1
*
0 | 0.13047469573205090096589719451160416935 | 0.023992790159929912530269641756752676154
f(z) = 144/43*z^3 - 230/43*z + 1
*
[ 1/6 ] 
f(z) = 144/47*z^3 - 239/47*z + 1
*
0 | 0.13039798535866055926610030848557129168 | 0.023828862484094467068922006769136017880
f(z) = 144/47*z^3 - 238/47*z + 1
*
1/4 | 0.15456628616464800537209248601594522386 | 0.028445747880282612990953307646800462167
f(z) = 144/55*z^3 - 229/55*z + 1
*
0 | 0.13064640009514083390557183133673547835 | 0.024082507612815753306825757890982849074
f(z) = 145/41*z^3 - 227/41*z + 1
*
0 | 0.097448429937033504660523088816416622061 | 0.017934010954791528140273569345501507602
f(z) = 145/42*z^3 - 229/42*z + 1
*
0 | 0.13060851875220005939999672471255914769 | 0.023998253294614890161762858042877231539
f(z) = 145/43*z^3 - 231/43*z + 1
*
0 | 0.10491871741163792980349389304901247755 | 0.019247473358586785086452927265853730876
f(z) = 145/44*z^3 - 233/44*z + 1
*
0 | 0.11771605351847387422924505948317157922 | 0.021527936869772036144325135788893202755
f(z) = 145/46*z^3 - 237/46*z + 1
*
0 | 0.13053237715791567817327143121509154160 | 0.023835158569050973624829662413050971268
f(z) = 145/47*z^3 - 239/47*z + 1
*
[ 6/29 ] 
f(z) = 145/54*z^3 - 229/58*z + 1
*
-3/2 | 0.24480485404538138828870489440683309116 | 0.028128761471240287128698714800443961868
f(z) = 145/54*z^3 - 223/40*z + 1
*
0 | 0.13077898457623993779073372812494221193 | 0.024087430330241247303636636159687164480
f(z) = 146/41*z^3 - 228/41*z + 1
*
0 | 0.13074138059048090633076254693436701679 | 0.024003613846078179020521752473204009489
f(z) = 146/43*z^3 - 232/43*z + 1
*
0 | 0.11714053789260679429848754858629619618 | 0.021439264983387923529482620625066936004
f(z) = 146/45*z^3 - 236/45*z + 1
*
0 | 0.13066579938831475998081719335120218059 | 0.023841344269517612148112021151550192959
f(z) = 146/47*z^3 - 240/47*z + 1
*
0 | 0.13091062563780341405137884509300527360 | 0.024092256753689967921985671947519908633
f(z) = 147/41*z^3 - 229/41*z + 1
*
0 | 0.13087329497129620754239473140887696503 | 0.024008873921204454580445339423186244988
f(z) = 147/43*z^3 - 233/43*z + 1
*
0 | 0.10518377036309079447198678978534712924 | 0.019265889340974876774084403245184424950
f(z) = 147/44*z^3 - 235/44*z + 1
*
0 | 0.11798166275439453821865001801572447658 | 0.021543403263002311959781422732799937697
f(z) = 147/46*z^3 - 239/46*z + 1
*
5/7 | 0.16061277045472259216492348404705107107 | 0.029511290569301743539306097211030746794
f(z) = 147/52*z^3 - 231/52*z + 1
*
0 | 0.13104133662436452269709854342991827690 | 0.024096988877919154837342485303693033749
f(z) = 148/41*z^3 - 230/41*z + 1
*
0 | 0.13100427532684447853145160564431931561 | 0.024014035573092863426911356601689976542
f(z) = 148/43*z^3 - 234/43*z + 1
*
0 | 0.11740397896058295944033898365396358495 | 0.021454344267991750738359950206529482871
f(z) = 148/45*z^3 - 238/45*z + 1
*
[ -3/2 ] 
f(z) = 148/57*z^3 - 238/57*z + 1
*
0 | 0.10266490900038875534605666672074920965 | 0.018894030451545891231887865863558873893
f(z) = 149/40*z^3 - 229/40*z + 1
*
0 | 0.13117113059902136633960111966411121612 | 0.024101628646663596902549206299343716404
f(z) = 149/41*z^3 - 231/41*z + 1
*
0 | 0.097972668694060145283788848181096356754 | 0.017973211807004049619803706541219696884
f(z) = 149/42*z^3 - 233/42*z + 1
*
0 | 0.13113433480536631637316296221058258071 | 0.024019100802732430238321878226538733492
f(z) = 149/43*z^3 - 235/43*z + 1
*
0 | 0.10544507896678990167280543194734711653 | 0.019283818437465144263684687003923709601
f(z) = 149/44*z^3 - 237/44*z + 1
*
0 | 0.11753430570474688235456908528138952311 | 0.021461716049090356654417345338994902571
f(z) = 149/45*z^3 - 239/45*z + 1
*
0 | 0.13130002035130380070071895626752178849 | 0.024106177954222793082478025976510757070
f(z) = 150/41*z^3 - 232/41*z + 1
*
0 | 0.13126348627910152122750930749698485842 | 0.024024071560615373497273643603692742954
f(z) = 150/43*z^3 - 236/43*z + 1
*
-7/5 | 0.11763331112760567477429195611219038135 | 0.015940267576346431094145283296833363465
f(z) = 150/49*z^3 - 229/42*z + 1
*
7/15 | 0.21551005317419002579031029927543946886 | 0.029308806226258298957087029434162428875
f(z) = 150/49*z^3 - 223/42*z + 1
*
0 | 0.10006908066726843588398280081177252076 | 0.018386879873958494952540469345980395792
f(z) = 151/40*z^3 - 231/40*z + 1
*
0 | 0.13142801840476708429131917388427101334 | 0.024110638646989504621445300383680132882
f(z) = 151/41*z^3 - 233/41*z + 1
*
0 | 0.098229815946826221590853204915445040141 | 0.017992174624308391844578196635017601254
f(z) = 151/42*z^3 - 235/42*z + 1
*
0 | 0.13139174235196910903192768759101319292 | 0.024028949748291008887146518342131929966
f(z) = 151/43*z^3 - 237/43*z + 1
*
0 | 0.10570274765958764187546248819595298582 | 0.019301278399325239142902739289023808401
f(z) = 151/44*z^3 - 239/44*z + 1
*
0 | 0.13155513702432359106624958552767495193 | 0.024115012524922213794109155892261424616
f(z) = 152/41*z^3 - 234/41*z + 1
*
0 | 0.13151911536698172953386396748441697636 | 0.024033737219862787143592609168776710990
f(z) = 152/43*z^3 - 238/43*z + 1
*
0 | 0.10317465660872039422585609697494534390 | 0.018927523166018121588009404650539425453
f(z) = 153/40*z^3 - 233/40*z + 1
*
0 | 0.13168138822332336556309191251812240607 | 0.024119301342963881292779212998836515458
f(z) = 153/41*z^3 - 235/41*z + 1
*
0 | 0.13164561741340544882264743671860191888 | 0.024038435783430888294662650259765368841
f(z) = 153/43*z^3 - 239/43*z + 1
*
-4/3 | 0.16180498008162057987222688010495078050 | 0.029683331251456996941354076849473445743
f(z) = 153/52*z^3 - 233/52*z + 1
*
0 | 0.13180678377039378546368372362534076075 | 0.024123506812409277810634941303955549981
f(z) = 154/41*z^3 - 236/41*z + 1
*
0 | 0.13177126033367533092708963770603778016 | 0.024043047202482676283075958725699308123
f(z) = 154/43*z^3 - 240/43*z + 1
*
0 | 0.13193133519604810986082719088541410063 | 0.024127630602223055273560757381409638064
f(z) = 155/41*z^3 - 237/41*z + 1
*
0 | 0.098733630237574970522458551340380044645 | 0.018028720414427355173448669696046959427
f(z) = 155/42*z^3 - 239/42*z + 1
*
0 | 0.13205505379907223107464310783522414705 | 0.024131674340310619063678549718618264689
f(z) = 156/41*z^3 - 238/41*z + 1
*
0 | 0.10367073663375960282747711777537786785 | 0.018959326334738937280150449634003191387
f(z) = 157/40*z^3 - 237/40*z + 1
*
0 | 0.13217795065269851206351633846108948607 | 0.024135639614743764101864616233993440264
f(z) = 157/41*z^3 - 239/41*z + 1
*
0 | 0.13230003661057517883859791288514735423 | 0.024139527974942944475488675400736767121
f(z) = 158/41*z^3 - 240/41*z + 1
*
0 | 0.10106141922048790445419893462144387802 | 0.018453773728639943865162088103383651438
f(z) = 159/40*z^3 - 239/40*z + 1
*
2/5 | 0.17998767095451844370685331739929420492 | 0.026226725936554299707446555129128228639
f(z) = 145/48*z^3 - 239/60*z + 1
*
20/21 | 0.12196184936699244181182770244054571803 | 0.019934604733974706311237796415130508015
f(z) = 147/40*z^3 - 227/60*z + 1
*
[ 22/21 ] 
f(z) = 147/44*z^3 - 239/66*z + 1
*
[ 2/9 ] 
f(z) = 153/56*z^3 - 229/63*z + 1
*
-6/5 | 0.18914181825643807155861209548523472369 | 0.027733337889941489453355591036056796567
f(z) = 155/48*z^3 - 229/60*z + 1
*
[ -4/3 ] 
f(z) = 141/56*z^3 - 229/84*z + 1
*
[ 2/7 ] 
f(z) = 147/41*z^3 - 229/82*z + 1
*
[ 2/7 ] 
f(z) = 147/43*z^3 - 239/86*z + 1
*
2/3 | 0.22571399924038116950308873002030165770 | 0.028703459960403434535331424655074104626
f(z) = 153/40*z^3 - 237/85*z + 1
*
[ 6/7 ] 
f(z) = 155/54*z^3 - 223/98*z + 1
*
[ 2/5 ] 
f(z) = 145/44*z^3 - 223/110*z + 1
*
[ 2/5 ] 
f(z) = 150/59*z^3 - 225/118*z + 1
*
[ 7/17 ] 
f(z) = 153/49*z^3 - 233/119*z + 1
*
[ 2/5 ] 
f(z) = 155/44*z^3 - 227/110*z + 1
*
[ -6/5 ] 
f(z) = 155/56*z^3 - 226/105*z + 1
*
[ 6/11 ] 
f(z) = 143/48*z^3 - 227/132*z + 1
*
[ 7/12 ] 
f(z) = 152/49*z^3 - 223/126*z + 1
*
[ 10/3 ] 
f(z) = 153/40*z^3 - 209/5*z + 1
*
[ -10/3 ] 
f(z) = 153/40*z^3 - 206/5*z + 1
*
[ 6 ] 
f(z) = 155/54*z^3 - 205/2*z + 1
*
[ -6 ] 
f(z) = 157/54*z^3 - 207/2*z + 1
*
[ 3/2 ] 
f(z) = 142/45*z^3 - 203/30*z + 1
*
[ 3/2 ] 
f(z) = 146/45*z^3 - 209/30*z + 1
*
[ -7/4 ] 
f(z) = 148/49*z^3 - 215/28*z + 1
*
-3/2 | 0.17571267165230414473562061667522093633 | 0.027240287940719859622636393332028894845
f(z) = 154/45*z^3 - 211/30*z + 1
*
[ 7/5 ] 
f(z) = 155/49*z^3 - 207/35*z + 1
*
[ -5/3 ] 
f(z) = 159/50*z^3 - 217/30*z + 1
*
[ -3/2 ] 
f(z) = 140/57*z^3 - 220/57*z + 1
*
[ 1/6 ] 
f(z) = 144/41*z^3 - 209/41*z + 1
*
[ 1/6 ] 
f(z) = 144/43*z^3 - 219/43*z + 1
*
[ 5/4 ] 
f(z) = 144/55*z^3 - 214/55*z + 1
*
[ 1/5 ] 
f(z) = 150/49*z^3 - 202/49*z + 1
*
[ 1/5 ] 
f(z) = 150/53*z^3 - 218/53*z + 1
*
-10/9 | 0.15853155648256980412672911197881372914 | 0.021252762303660948852611174163802328891
f(z) = 153/40*z^3 - 217/45*z + 1
*
[ 10/9 ] 
f(z) = 153/40*z^3 - 208/45*z + 1
*
[ 6/5 ] 
f(z) = 157/54*z^3 - 201/50*z + 1
*
[ 20/21 ] 
f(z) = 147/40*z^3 - 203/60*z + 1
*
[ 6/7 ] 
f(z) = 143/54*z^3 - 207/98*z + 1
*
[ -8/7 ] 
f(z) = 147/44*z^3 - 219/88*z + 1
*
[ 6/7 ] 
f(z) = 149/54*z^3 - 215/98*z + 1
*
[ -7/6 ] 
f(z) = 159/49*z^3 - 215/84*z + 1
*
[ 7/16 ] 
f(z) = 144/49*z^3 - 207/112*z + 1
*
[ 2/3 ] 
f(z) = 149/48*z^3 - 203/108*z + 1
*
[ 2/5 ] 
f(z) = 150/53*z^3 - 207/106*z + 1
*
[ 2/3 ] 
f(z) = 151/48*z^3 - 205/108*z + 1
*
[ 3/4 ] 
f(z) = 152/51*z^3 - 205/102*z + 1
*
[ 3/7 ] 
f(z) = 154/45*z^3 - 206/105*z + 1
*
[ 2/3 ] 
f(z) = 155/48*z^3 - 209/108*z + 1
*
[ 2/3 ] 
f(z) = 157/48*z^3 - 211/108*z + 1
*
[ 6 ] 
f(z) = 143/54*z^3 - 189/2*z + 1
*
[ -6 ] 
f(z) = 145/54*z^3 - 191/2*z + 1
*
38/21 | 0.19262329284595868064372886080208052855 | 0.026329464203088861980497538604447955318
f(z) = 147/40*z^3 - 188/15*z + 1
*
[ 6 ] 
f(z) = 149/54*z^3 - 197/2*z + 1
*
[ -6 ] 
f(z) = 151/54*z^3 - 199/2*z + 1
*
[ -5/3 ] 
f(z) = 141/50*z^3 - 187/30*z + 1
*
[ 7/5 ] 
f(z) = 145/49*z^3 - 193/35*z + 1
*
-3/2 | 0.18012069800124528934978340000503625878 | 0.028179448326050591440445035880800117604
f(z) = 146/45*z^3 - 199/30*z + 1
*
[ -5/3 ] 
f(z) = 147/50*z^3 - 197/30*z + 1
*
[ -3/2 ] 
f(z) = 154/45*z^3 - 181/30*z + 1
*
[ -3/2 ] 
f(z) = 158/45*z^3 - 187/30*z + 1
*
[ 1/4 ] 
f(z) = 144/59*z^3 - 186/59*z + 1
*
2/7 | 0.11938661799655976849766514540416477218 | 0.022822431484579983689002021536680378622
f(z) = 147/50*z^3 - 187/50*z + 1
*
[ 1/5 ] 
f(z) = 150/47*z^3 - 194/47*z + 1
*
[ 6/5 ] 
f(z) = 151/54*z^3 - 193/50*z + 1
*
[ -4/3 ] 
f(z) = 153/44*z^3 - 195/44*z + 1
*
[ -4/3 ] 
f(z) = 153/52*z^3 - 181/52*z + 1
*
1/3 | 0.12156170823964801370650301779786158104 | 0.023286096257207550489657647872903916411
f(z) = 153/56*z^3 - 185/56*z + 1
*
[ -14/11 ] 
f(z) = 143/56*z^3 - 181/77*z + 1
*
4/5 | 0.18428103776739056610682543720099356382 | 0.027759155832997414290435052974798183178
f(z) = 145/48*z^3 - 191/60*z + 1
*
-20/21 | 0.11641459961624792625309908207260121709 | 0.019118696281197108672719264137304125673
f(z) = 147/40*z^3 - 197/60*z + 1
*
[ -26/21 ] 
f(z) = 147/52*z^3 - 197/78*z + 1
*
4/5 | 0.18502609142889393862714951247479131644 | 0.027700178750396739291592044384423907508
f(z) = 155/48*z^3 - 199/60*z + 1
*
2/5 | 0.17489719297004538395691674367107994483 | 0.026289011542605778292415397747269022176
f(z) = 155/48*z^3 - 181/60*z + 1
*
[ 3/4 ] 
f(z) = 149/54*z^3 - 181/96*z + 1
*
[ 2/5 ] 
f(z) = 150/47*z^3 - 189/94*z + 1
*
[ 2/5 ] 
f(z) = 150/49*z^3 - 195/98*z + 1
*
[ 3/7 ] 
f(z) = 151/54*z^3 - 181/98*z + 1
*
[ 2/3 ] 
f(z) = 153/47*z^3 - 183/94*z + 1
*
[ 2/3 ] 
f(z) = 153/49*z^3 - 185/98*z + 1
*
[ 3/4 ] 
f(z) = 155/54*z^3 - 187/96*z + 1
*
[ 3/7 ] 
f(z) = 157/54*z^3 - 183/98*z + 1
*
[ 1/2 ] 
f(z) = 142/55*z^3 - 181/110*z + 1
*
[ 1/2 ] 
f(z) = 142/57*z^3 - 185/114*z + 1
*
[ 1/2 ] 
f(z) = 142/59*z^3 - 189/118*z + 1
*
[ 2/3 ] 
f(z) = 143/48*z^3 - 197/108*z + 1
*
[ 5/11 ] 
f(z) = 143/50*z^3 - 197/110*z + 1
*
[ 2/3 ] 
f(z) = 144/53*z^3 - 181/106*z + 1
*
[ 2/3 ] 
f(z) = 144/55*z^3 - 183/110*z + 1
*
[ 2/3 ] 
f(z) = 144/59*z^3 - 187/118*z + 1
*
[ 2/3 ] 
f(z) = 145/48*z^3 - 199/108*z + 1
*
[ -6/5 ] 
f(z) = 145/56*z^3 - 199/105*z + 1
*
[ 1/2 ] 
f(z) = 146/55*z^3 - 183/110*z + 1
*
[ 1/2 ] 
f(z) = 146/57*z^3 - 187/114*z + 1
*
[ 1/2 ] 
f(z) = 146/59*z^3 - 191/118*z + 1
*
[ -8/7 ] 
f(z) = 147/52*z^3 - 189/104*z + 1
*
[ 4/7 ] 
f(z) = 147/58*z^3 - 183/116*z + 1
*
[ 1/2 ] 
f(z) = 150/53*z^3 - 181/106*z + 1
*
[ 1/2 ] 
f(z) = 150/59*z^3 - 193/118*z + 1
*
[ 7/12 ] 
f(z) = 153/49*z^3 - 199/112*z + 1
*
[ 2/3 ] 
f(z) = 153/53*z^3 - 189/106*z + 1
*
[ 2/3 ] 
f(z) = 153/55*z^3 - 191/110*z + 1
*
[ 2/3 ] 
f(z) = 153/59*z^3 - 195/118*z + 1
*
[ 1/2 ] 
f(z) = 154/53*z^3 - 183/106*z + 1
*
[ 1/2 ] 
f(z) = 154/57*z^3 - 191/114*z + 1
*
[ 1/2 ] 
f(z) = 154/59*z^3 - 195/118*z + 1
*
[ 1/2 ] 
f(z) = 158/51*z^3 - 181/102*z + 1
*
[ 1/2 ] 
f(z) = 158/53*z^3 - 185/106*z + 1
*
[ 1/2 ] 
f(z) = 158/55*z^3 - 189/110*z + 1
*
[ 1/2 ] 
f(z) = 158/57*z^3 - 193/114*z + 1
*
[ 1/2 ] 
f(z) = 158/59*z^3 - 197/118*z + 1
*
-38/21 | 0.079750602092209561383839474701227129235 | 0.011026343788809619189583353200183182925
f(z) = 147/40*z^3 - 173/15*z + 1
*
-2 | 0.085751530755021193997450300993344953868 | 0.013258429989776494871037194479645315378
f(z) = 155/48*z^3 - 161/12*z + 1
*
-2 | 0.086003374467039659128285282851801578999 | 0.013272034419693721183701234493557620407
f(z) = 157/48*z^3 - 163/12*z + 1
*
[ -3/2 ] 
f(z) = 142/45*z^3 - 163/30*z + 1
*
[ -3/2 ] 
f(z) = 146/45*z^3 - 169/30*z + 1
*
-10/7 | 0.18011864082727258154861165351161668005 | 0.026500413765768465160189991971274135842
f(z) = 147/50*z^3 - 179/30*z + 1
*
[ 10/11 ] 
f(z) = 143/40*z^3 - 168/55*z + 1
*
[ 1/4 ] 
f(z) = 144/53*z^3 - 168/53*z + 1
*
[ 1/4 ] 
f(z) = 144/55*z^3 - 174/55*z + 1
*
5/6 | 0.13745071354819961385676659433550529197 | 0.026887918993325441076568000799696880978
f(z) = 144/55*z^3 - 166/55*z + 1
*
[ 1/5 ] 
f(z) = 150/41*z^3 - 170/41*z + 1
*
[ 1/5 ] 
f(z) = 150/43*z^3 - 178/43*z + 1
*
[ 7/6 ] 
f(z) = 150/49*z^3 - 169/42*z + 1
*
[ 2/9 ] 
f(z) = 153/40*z^3 - 166/45*z + 1
*
1/3 | 0.14924742336175942262508763949573728227 | 0.028961571575168071505185095251521030095
f(z) = 153/52*z^3 - 173/52*z + 1
*
6/11 | 0.20295139422606123888424594942330178514 | 0.027572145857475273191400943065538771515
f(z) = 143/54*z^3 - 173/66*z + 1
*
2/5 | 0.16246044732747622898934596554016177570 | 0.024666901477996924749531175929151657537
f(z) = 145/48*z^3 - 179/60*z + 1
*
[ 6/7 ] 
f(z) = 147/44*z^3 - 173/66*z + 1
*
[ 20/21 ] 
f(z) = 147/50*z^3 - 163/60*z + 1
*
[ 6/7 ] 
f(z) = 147/52*z^3 - 175/78*z + 1
*
[ -6/5 ] 
f(z) = 155/48*z^3 - 169/60*z + 1
*
[ -7/6 ] 
f(z) = 141/49*z^3 - 173/84*z + 1
*
[ 1/2 ] 
f(z) = 142/45*z^3 - 161/90*z + 1
*
[ 1/2 ] 
f(z) = 142/47*z^3 - 165/94*z + 1
*
[ 1/2 ] 
f(z) = 142/49*z^3 - 169/98*z + 1
*
[ 3/4 ] 
f(z) = 143/54*z^3 - 175/96*z + 1
*
[ 2/3 ] 
f(z) = 144/41*z^3 - 169/82*z + 1
*
[ 2/3 ] 
f(z) = 144/43*z^3 - 171/86*z + 1
*
[ 2/3 ] 
f(z) = 144/47*z^3 - 175/94*z + 1
*
[ 2/3 ] 
f(z) = 144/49*z^3 - 177/98*z + 1
*
[ 3/7 ] 
f(z) = 145/54*z^3 - 179/98*z + 1
*
[ 1/2 ] 
f(z) = 146/45*z^3 - 163/90*z + 1
*
[ 1/2 ] 
f(z) = 146/47*z^3 - 167/94*z + 1
*
[ 1/2 ] 
f(z) = 146/49*z^3 - 171/98*z + 1
*
[ 4/7 ] 
f(z) = 147/46*z^3 - 165/92*z + 1
*
[ 2/5 ] 
f(z) = 150/41*z^3 - 171/82*z + 1
*
[ 2/5 ] 
f(z) = 150/43*z^3 - 177/86*z + 1
*
[ 1/2 ] 
f(z) = 150/43*z^3 - 161/86*z + 1
*
[ 1/2 ] 
f(z) = 150/47*z^3 - 169/94*z + 1
*
[ 1/2 ] 
f(z) = 150/49*z^3 - 173/98*z + 1
*
[ 10/17 ] 
f(z) = 153/40*z^3 - 172/85*z + 1
*
[ 2/3 ] 
f(z) = 153/41*z^3 - 177/82*z + 1
*
[ 2/3 ] 
f(z) = 153/43*z^3 - 179/86*z + 1
*
[ -10/9 ] 
f(z) = 153/50*z^3 - 169/90*z + 1
*
[ 1/2 ] 
f(z) = 154/43*z^3 - 163/86*z + 1
*
[ 1/2 ] 
f(z) = 154/45*z^3 - 167/90*z + 1
*
[ 1/2 ] 
f(z) = 154/47*z^3 - 171/94*z + 1
*
[ 7/13 ] 
f(z) = 156/49*z^3 - 162/91*z + 1
*
[ 1/2 ] 
f(z) = 158/41*z^3 - 161/82*z + 1
*
[ 1/2 ] 
f(z) = 158/43*z^3 - 165/86*z + 1
*
[ 1/2 ] 
f(z) = 158/45*z^3 - 169/90*z + 1
*
[ 1/2 ] 
f(z) = 158/47*z^3 - 173/94*z + 1
*
[ 1/2 ] 
f(z) = 158/49*z^3 - 177/98*z + 1
*
[ 1/2 ] 
f(z) = 142/51*z^3 - 173/102*z + 1
*
[ 1/2 ] 
f(z) = 142/53*z^3 - 177/106*z + 1
*
[ 1/2 ] 
f(z) = 146/51*z^3 - 175/102*z + 1
*
[ 1/2 ] 
f(z) = 146/53*z^3 - 179/106*z + 1
*
[ 4/7 ] 
f(z) = 147/50*z^3 - 171/100*z + 1
*
[ 1/2 ] 
f(z) = 154/51*z^3 - 179/102*z + 1
*
-2 | 0.084162560034446833730104004400226473319 | 0.013170483620157235275020465386280946439
f(z) = 143/48*z^3 - 149/12*z + 1
*
-2 | 0.084436509436828800717865251272603594745 | 0.013185840723772670875512453035697777608
f(z) = 145/48*z^3 - 151/12*z + 1
*
[ 2/21 ] 
f(z) = 147/40*z^3 - 143/15*z + 1
*
-2 | 0.084974129432886025120185568206220953370 | 0.013215837755148918133650711991644047022
f(z) = 149/48*z^3 - 155/12*z + 1
*
[ 2 ] 
f(z) = 149/48*z^3 - 143/12*z + 1
*
[ 3 ] 
f(z) = 149/54*z^3 - 145/6*z + 1
*
-2 | 0.085238050641676853320512419131700491355 | 0.013230503565242708191914592829932478905
f(z) = 151/48*z^3 - 157/12*z + 1
*
[ 2 ] 
f(z) = 151/48*z^3 - 145/12*z + 1
*
[ -3 ] 
f(z) = 151/54*z^3 - 143/6*z + 1
*
[ 2 ] 
f(z) = 155/48*z^3 - 149/12*z + 1
*
[ 3 ] 
f(z) = 155/54*z^3 - 151/6*z + 1
*
[ 2 ] 
f(z) = 157/48*z^3 - 151/12*z + 1
*
[ -3 ] 
f(z) = 157/54*z^3 - 149/6*z + 1
*
[ -7/5 ] 
f(z) = 145/49*z^3 - 143/35*z + 1
*
-3/2 | 0.21254928077186791326053676459798031683 | 0.029303115551318056871865853928593374168
f(z) = 149/54*z^3 - 157/24*z + 1
*
[ 3/2 ] 
f(z) = 151/54*z^3 - 143/24*z + 1
*
4/3 | 0.15663133243612499608668010877299674548 | 0.027243107719376283299466632149254899080
f(z) = 153/56*z^3 - 157/28*z + 1
*
[ -7/5 ] 
f(z) = 155/49*z^3 - 157/35*z + 1
*
6/5 | 0.21058486447369891158064009590291411692 | 0.029243142245463882077156357602771427253
f(z) = 155/54*z^3 - 149/30*z + 1
*
[ 3/2 ] 
f(z) = 157/54*z^3 - 149/24*z + 1
*
[ 1/4 ] 
f(z) = 144/47*z^3 - 150/47*z + 1
*
[ 1/4 ] 
f(z) = 144/49*z^3 - 156/49*z + 1
*
-8/7 | 0.12553171453691051929581102859992557832 | 0.024827059318225343772249317566737463811
f(z) = 147/40*z^3 - 157/40*z + 1
*
5/7 | 0.14355988655736568149633285716038700861 | 0.028575497757495019499661102584263473453
f(z) = 147/55*z^3 - 152/55*z + 1
*
[ 2/7 ] 
f(z) = 147/58*z^3 - 157/58*z + 1
*
[ 7/30 ] 
f(z) = 150/49*z^3 - 145/42*z + 1
*
[ 7/8 ] 
f(z) = 152/49*z^3 - 141/56*z + 1
*
2/3 | 0.13863932759745127727944820374212956902 | 0.027560091141940904621837461483008412753
f(z) = 153/50*z^3 - 143/50*z + 1
*
[ 10/13 ] 
f(z) = 143/40*z^3 - 157/65*z + 1
*
[ -6/5 ] 
f(z) = 145/48*z^3 - 151/60*z + 1
*
[ -7/6 ] 
f(z) = 148/49*z^3 - 142/63*z + 1
*
[ -7/6 ] 
f(z) = 152/49*z^3 - 149/63*z + 1
*
[ 2/3 ] 
f(z) = 159/52*z^3 - 145/78*z + 1
*
[ 1/2 ] 
f(z) = 142/41*z^3 - 153/82*z + 1
*
[ 1/2 ] 
f(z) = 142/43*z^3 - 157/86*z + 1
*
[ 7/13 ] 
f(z) = 143/49*z^3 - 155/91*z + 1
*
[ 1/2 ] 
f(z) = 146/41*z^3 - 155/82*z + 1
*
[ 1/2 ] 
f(z) = 146/43*z^3 - 159/86*z + 1
*
[ 1/2 ] 
f(z) = 150/41*z^3 - 157/82*z + 1
*
[ 5/9 ] 
f(z) = 153/50*z^3 - 157/90*z + 1
*
[ 1/2 ] 
f(z) = 154/41*z^3 - 159/82*z + 1
*
[ 7/12 ] 
f(z) = 156/49*z^3 - 151/84*z + 1
*
[ 2 ] 
f(z) = 143/48*z^3 - 137/12*z + 1
*
[ -2 ] 
f(z) = 143/48*z^3 - 125/12*z + 1
*
[ 3 ] 
f(z) = 143/54*z^3 - 139/6*z + 1
*
[ 2 ] 
f(z) = 145/48*z^3 - 139/12*z + 1
*
[ -2 ] 
f(z) = 145/48*z^3 - 127/12*z + 1
*
[ -3 ] 
f(z) = 145/54*z^3 - 137/6*z + 1
*
-34/21 | 0.15088525063511606498182475250136703527 | 0.021919963788710145048226917698201904193
f(z) = 147/40*z^3 - 122/15*z + 1
*
[ -2 ] 
f(z) = 149/48*z^3 - 131/12*z + 1
*
[ -2 ] 
f(z) = 151/48*z^3 - 133/12*z + 1
*
[ 7/4 ] 
f(z) = 152/49*z^3 - 127/14*z + 1
*
[ -2 ] 
f(z) = 155/48*z^3 - 137/12*z + 1
*
[ -2 ] 
f(z) = 157/48*z^3 - 139/12*z + 1
*
[ 3/2 ] 
f(z) = 145/54*z^3 - 137/24*z + 1
*
-6/5 | 0.20210356195042578200781481816813047244 | 0.028900775759463959106461445042832417413
f(z) = 145/54*z^3 - 121/30*z + 1
*
[ 4/3 ] 
f(z) = 153/40*z^3 - 131/20*z + 1
*
[ 4/3 ] 
f(z) = 153/56*z^3 - 129/28*z + 1
*
[ 12/11 ] 
f(z) = 143/54*z^3 - 135/44*z + 1
*
[ 1/4 ] 
f(z) = 144/41*z^3 - 132/41*z + 1
*
[ 1/4 ] 
f(z) = 144/43*z^3 - 138/43*z + 1
*
[ 1/3 ] 
f(z) = 144/53*z^3 - 122/53*z + 1
*
[ 1/3 ] 
f(z) = 144/59*z^3 - 134/59*z + 1
*
5/7 | 0.13045465961602268518509781300719622284 | 0.026140952181508093567664955673907311476
f(z) = 147/40*z^3 - 131/40*z + 1
*
5/7 | 0.10219161825649223273290642081743122354 | 0.020477507005551132528873236484136823943
f(z) = 147/40*z^3 - 123/40*z + 1
*
4/7 | 0.12883724328429727124697241273667872923 | 0.025816848748869714504777280874075373759
f(z) = 147/44*z^3 - 125/44*z + 1
*
[ 2/7 ] 
f(z) = 147/46*z^3 - 127/46*z + 1
*
[ 2/7 ] 
f(z) = 147/50*z^3 - 137/50*z + 1
*
[ 7/20 ] 
f(z) = 150/49*z^3 - 125/56*z + 1
*
1/3 | 0.12823061880723454174341568156789951782 | 0.025490945482483967373398195646021492467
f(z) = 153/40*z^3 - 137/40*z + 1
*
[ -10/9 ] 
f(z) = 153/40*z^3 - 127/45*z + 1
*
[ 1/3 ] 
f(z) = 153/52*z^3 - 121/52*z + 1
*
[ 1/3 ] 
f(z) = 153/53*z^3 - 123/53*z + 1
*
[ 1/3 ] 
f(z) = 153/55*z^3 - 127/55*z + 1
*
[ 1/3 ] 
f(z) = 153/56*z^3 - 129/56*z + 1
*
[ 1/3 ] 
f(z) = 153/58*z^3 - 133/58*z + 1
*
[ 1/3 ] 
f(z) = 153/59*z^3 - 135/59*z + 1
*
[ 2/3 ] 
f(z) = 141/44*z^3 - 127/66*z + 1
*
[ 2/3 ] 
f(z) = 141/52*z^3 - 133/78*z + 1
*
[ 7/11 ] 
f(z) = 143/49*z^3 - 135/77*z + 1
*
[ 7/9 ] 
f(z) = 144/49*z^3 - 130/63*z + 1
*
[ 7/18 ] 
f(z) = 144/49*z^3 - 127/63*z + 1
*
[ 4/5 ] 
f(z) = 145/48*z^3 - 131/60*z + 1
*
4/7 | 0.14532996949556178156210431620921191472 | 0.023867449241765804444865720211423139529
f(z) = 147/40*z^3 - 137/60*z + 1
*
[ 2/3 ] 
f(z) = 147/44*z^3 - 131/66*z + 1
*
[ 2/3 ] 
f(z) = 147/52*z^3 - 137/78*z + 1
*
[ 3/4 ] 
f(z) = 148/45*z^3 - 131/60*z + 1
*
[ 7/9 ] 
f(z) = 153/49*z^3 - 137/63*z + 1
*
[ 4/5 ] 
f(z) = 155/48*z^3 - 139/60*z + 1
*
[ 2/5 ] 
f(z) = 155/48*z^3 - 121/60*z + 1
*
[ 2/3 ] 
f(z) = 159/44*z^3 - 139/66*z + 1
*
[ 7/3 ] 
f(z) = 144/49*z^3 - 108/7*z + 1
*
[ -7/3 ] 
f(z) = 144/49*z^3 - 102/7*z + 1
*
[ 3/2 ] 
f(z) = 148/45*z^3 - 106/15*z + 1
*
[ 3/2 ] 
f(z) = 152/45*z^3 - 109/15*z + 1
*
[ -7/4 ] 
f(z) = 152/49*z^3 - 111/14*z + 1
*
[ 7/3 ] 
f(z) = 153/49*z^3 - 115/7*z + 1
*
[ -7/3 ] 
f(z) = 153/49*z^3 - 109/7*z + 1
*
[ -3/2 ] 
f(z) = 143/54*z^3 - 103/24*z + 1
*
2/5 | 0.18424668241621655228225528809805836416 | 0.027481398472902551062819781399706198509
f(z) = 145/56*z^3 - 102/35*z + 1
*
20/21 | 0.17660028183970467168821424728549901928 | 0.027643200186884909343035162758171670374
f(z) = 147/50*z^3 - 119/30*z + 1
*
[ 5/21 ] 
f(z) = 147/50*z^3 - 101/30*z + 1
*
[ -3/2 ] 
f(z) = 149/54*z^3 - 109/24*z + 1
*
[ -4/3 ] 
f(z) = 153/40*z^3 - 101/20*z + 1
*
[ 7/6 ] 
f(z) = 153/49*z^3 - 115/28*z + 1
*
[ 6/5 ] 
f(z) = 155/54*z^3 - 119/30*z + 1
*
[ -3/2 ] 
f(z) = 155/54*z^3 - 115/24*z + 1
*
2/5 | 0.15767155124909014562568769140927918357 | 0.023483399855084714077971962797360101129
f(z) = 155/56*z^3 - 103/35*z + 1
*
-1 | 0.10683942802736208568222680478220812521 | 0.021589131498396007448099355053663433722
f(z) = 141/40*z^3 - 101/40*z + 1
*
-1 | 0.11555479820033544380628928812316926606 | 0.023316955345142076090142566516932095681
f(z) = 142/41*z^3 - 101/41*z + 1
*
-1 | 0.10707888052964534677048405501924010792 | 0.021576109773164016775570309577999034554
f(z) = 143/40*z^3 - 103/40*z + 1
*
-1 | 0.11567390359517187471564910318080698474 | 0.023307984072254536803916756646032923471
f(z) = 143/41*z^3 - 102/41*z + 1
*
-1 | 0.082530709118422778639700018254628978497 | 0.016629718491529845401886217771323337300
f(z) = 143/42*z^3 - 101/42*z + 1
*
-1 | 0.11579224475313004387878019320298547098 | 0.023299113623243926205211997996093035302
f(z) = 144/41*z^3 - 103/41*z + 1
*
[ 1/3 ] 
f(z) = 144/43*z^3 - 102/43*z + 1
*
-1 | 0.11586674953914030103252584655019816551 | 0.023314105089023257095958838224093515246
f(z) = 144/43*z^3 - 101/43*z + 1
*
[ 1/3 ] 
f(z) = 144/47*z^3 - 110/47*z + 1
*
[ 1/3 ] 
f(z) = 144/49*z^3 - 114/49*z + 1
*
[ 5/12 ] 
f(z) = 144/55*z^3 - 102/55*z + 1
*
-1 | 0.11590983145478049770883908142667992178 | 0.023290342110688142176341283881970937904
f(z) = 145/41*z^3 - 104/41*z + 1
*
-1 | 0.082767869253674118830997841801859307180 | 0.016630961899403852411090681279999083165
f(z) = 145/42*z^3 - 103/42*z + 1
*
-1 | 0.11598388682184743559255539433741731896 | 0.023305222425951083885073397003363134458
f(z) = 145/43*z^3 - 102/43*z + 1
*
-1 | 0.10746337693996404666965274247358135150 | 0.021593153763475441910219124795093205535
f(z) = 145/44*z^3 - 101/44*z + 1
*
[ 3/10 ] 
f(z) = 145/54*z^3 - 103/40*z + 1
*
-1 | 0.11602667329352418115542777461111472060 | 0.023281667695864658732096388612646908909
f(z) = 146/41*z^3 - 105/41*z + 1
*
-1 | 0.11610028466297307678064296173150331630 | 0.023296438398096301224049435462653386194
f(z) = 146/43*z^3 - 103/43*z + 1
*
-1 | 0.10261034757815976467125779757537835566 | 0.020589576057466959869883849946485817035
f(z) = 146/45*z^3 - 101/45*z + 1
*
[ -8/7 ] 
f(z) = 147/40*z^3 - 117/40*z + 1
*
-1 | 0.11614277968035151978508477029808908770 | 0.023273088587159991114199601342529090397
f(z) = 147/41*z^3 - 106/41*z + 1
*
-1 | 0.11621595237539337844375635324177706029 | 0.023287751182790621753717119527221694602
f(z) = 147/43*z^3 - 104/43*z + 1
*
-1 | 0.10769500489662766949284493715265103493 | 0.021580294498305905132142175931265521577
f(z) = 147/44*z^3 - 103/44*z + 1
*
-1 | 0.10348885043335447236017689109742805144 | 0.020737450838937245306999861067779620650
f(z) = 147/46*z^3 - 101/46*z + 1
*
-1 | 0.11625815984845082811021545518821221685 | 0.023264603038541763880967249009767860585
f(z) = 148/41*z^3 - 107/41*z + 1
*
-1 | 0.11633089909655082174195604710895610051 | 0.023279159003770994238188354854480514396
f(z) = 148/43*z^3 - 105/43*z + 1
*
-1 | 0.10284009965496926882254544453955290124 | 0.020579493930023846220856460938545755023
f(z) = 148/45*z^3 - 103/45*z + 1
*
-1 | 0.11647511188093524097207191826926427637 | 0.023308017650649285034248065410289511834
f(z) = 148/47*z^3 - 101/47*z + 1
*
-1 | 0.10777913558402689228122075211211455592 | 0.021538827356314490083429350360965610145
f(z) = 149/40*z^3 - 109/40*z + 1
*
-1 | 0.11637282285767174443606626279201843101 | 0.023256209348090506483378528611388278935
f(z) = 149/41*z^3 - 108/41*z + 1
*
-1 | 0.083229985971200952569763167520853122389 | 0.016632869515868087246601935588829427898
f(z) = 149/42*z^3 - 107/42*z + 1
*
-1 | 0.11644513379284615047167008974976941848 | 0.023270660129684323648059608734941546508
f(z) = 149/43*z^3 - 106/43*z + 1
*
-1 | 0.10792375904746042708325699364268143455 | 0.021567729237867795290993880508418538533
f(z) = 149/44*z^3 - 105/44*z + 1
*
-1 | 0.10295391079733418612196432056258114038 | 0.020574543470822034715204552107976914707
f(z) = 149/45*z^3 - 104/45*z + 1
*
-1 | 0.10371675714331130287417844924984166729 | 0.020726992417980148255671253532663556774
f(z) = 149/46*z^3 - 103/46*z + 1
*
-1 | 0.11658850412297447065216157933818454681 | 0.023299311582230481895211106394773001177
f(z) = 149/47*z^3 - 102/47*z + 1
*
-1 | 0.087722045857936730249868897675536459591 | 0.017530572970719015296841362888369440696
f(z) = 149/48*z^3 - 101/48*z + 1
*
[ -6/5 ] 
f(z) = 149/54*z^3 - 107/50*z + 1
*
-1 | 0.11648677759884914204764434754375115573 | 0.023247905856588451482927596892713997370
f(z) = 150/41*z^3 - 109/41*z + 1
*
-1 | 0.11655866526389337401003729103964959937 | 0.023262252872650253681138323797350082409
f(z) = 150/43*z^3 - 107/43*z + 1
*
-1 | 0.11670120298844156151483739387961245746 | 0.023290699909040256268697774238359896719
f(z) = 150/47*z^3 - 103/47*z + 1
*
[ 14/15 ] 
f(z) = 150/49*z^3 - 115/42*z + 1
*
-1 | 0.11677186515786875274603531434657109666 | 0.023304802346212334710240579688340475165
f(z) = 150/49*z^3 - 101/49*z + 1
*
-1 | 0.10800676986325515532061665321189442643 | 0.021526957510071860763696945178791887588
f(z) = 151/40*z^3 - 111/40*z + 1
*
-1 | 0.11660003279799272862527813761758311833 | 0.023239690946162752377829396984289432294
f(z) = 151/41*z^3 - 110/41*z + 1
*
-1 | 0.083456773945205589695376178563577808492 | 0.016633868681756790378995075501956839764
f(z) = 151/42*z^3 - 109/42*z + 1
*
-1 | 0.11667150214664294017130953789866930966 | 0.023253935586879380574637923274622594679
f(z) = 151/43*z^3 - 108/43*z + 1
*
-1 | 0.10814971010108136719966847521733119431 | 0.021555447098549140790037555611548371094
f(z) = 151/44*z^3 - 107/44*z + 1
*
-1 | 0.10317944684513318752982861011976883702 | 0.020564818029092371518392973726721977540
f(z) = 151/45*z^3 - 106/45*z + 1
*
-1 | 0.10394253259370897198810678804402120375 | 0.020716909555456228368501606336596299394
f(z) = 151/46*z^3 - 105/46*z + 1
*
-1 | 0.11681321694142710312586105559144650308 | 0.023282180930849296853506450560977392673
f(z) = 151/47*z^3 - 104/47*z + 1
*
-1 | 0.087946350403435461996694684683076490999 | 0.017528691494964664124722803270153372332
f(z) = 151/48*z^3 - 103/48*z + 1
*
-1 | 0.11688347429889781998944819186292236955 | 0.023296184008165254921428007755307914295
f(z) = 151/49*z^3 - 102/49*z + 1
*
-1 | 0.10408239660846754166236377928260416533 | 0.020744786018262289095969379364821046208
f(z) = 151/50*z^3 - 101/50*z + 1
*
-1 | 0.11671259702034731965892639024245636966 | 0.023231563038980671538073621030853877016
f(z) = 152/41*z^3 - 111/41*z + 1
*
-1 | 0.11678365291937795944561767570651703502 | 0.023245706667344403079993874501388802529
f(z) = 152/43*z^3 - 109/43*z + 1
*
-1 | 0.10329118869327888429043872536481455439 | 0.020560040841870858661321683668315127139
f(z) = 152/45*z^3 - 107/45*z + 1
*
-1 | 0.11692455429140409844637006965977303965 | 0.023273752989593007045690066855803373856
f(z) = 152/47*z^3 - 105/47*z + 1
*
-1 | 0.11699441148146351042481209328081129094 | 0.023287658015751480353316809528309907459
f(z) = 152/49*z^3 - 103/49*z + 1
*
-1 | 0.096719208590095459998514239364500777212 | 0.019251892673156772804758508583036867732
f(z) = 152/51*z^3 - 101/51*z + 1
*
-1 | 0.10823163022670097474370806491774004387 | 0.021515349541723842412930489906651305094
f(z) = 153/40*z^3 - 113/40*z + 1
*
-1 | 0.11682447867432855667075179910678668141 | 0.023223520595994414541199378722841712547
f(z) = 153/41*z^3 - 112/41*z + 1
*
-1 | 0.11689512590558815213968501199900059567 | 0.023237564548501841602623212290499435201
f(z) = 153/43*z^3 - 110/43*z + 1
*
[ 1/3 ] 
f(z) = 153/43*z^3 - 103/43*z + 1
*
-1 | 0.10837292617947165991077450031337423800 | 0.021543437742985567586856620712787544514
f(z) = 153/44*z^3 - 109/44*z + 1
*
[ 1/3 ] 
f(z) = 153/44*z^3 - 105/44*z + 1
*
[ 1/3 ] 
f(z) = 153/46*z^3 - 109/46*z + 1
*
-1 | 0.10416428780506775965595003841613856192 | 0.020706803151689599346322612052574680399
f(z) = 153/46*z^3 - 107/46*z + 1
*
[ 1/3 ] 
f(z) = 153/47*z^3 - 111/47*z + 1
*
-1 | 0.11703522319698317499171622955331645475 | 0.023265414468048457066354389516797097264
f(z) = 153/47*z^3 - 106/47*z + 1
*
[ 1/3 ] 
f(z) = 153/49*z^3 - 115/49*z + 1
*
-1 | 0.11710468478410693409842367868395807006 | 0.023279222726535927278074380723819914877
f(z) = 153/49*z^3 - 104/49*z + 1
*
[ 1/3 ] 
f(z) = 153/50*z^3 - 117/50*z + 1
*
-1 | 0.10430386451192715123744072223285762567 | 0.020734549584314446541481119416425343808
f(z) = 153/50*z^3 - 103/50*z + 1
*
-1 | 0.10865078646188451018458404534498415348 | 0.021598673546856881037370210328184253579
f(z) = 153/52*z^3 - 101/52*z + 1
*
-1 | 0.11693568601533863663658825789242963082 | 0.023215562115733405746387961414312906659
f(z) = 154/41*z^3 - 113/41*z + 1
*
-1 | 0.11700592927772599025941387250957910737 | 0.023229507703062080260143667372080137554
f(z) = 154/43*z^3 - 111/43*z + 1
*
-1 | 0.10351266124296689131141418953152027156 | 0.020550652232336916939721762634161999578
f(z) = 154/45*z^3 - 109/45*z + 1
*
-1 | 0.11714523166955417289728984241786872727 | 0.023257163788561362326745325675491744349
f(z) = 154/47*z^3 - 107/47*z + 1
*
-1 | 0.096939354417589612486160000711605269319 | 0.019245635619270625095815952658944877194
f(z) = 154/51*z^3 - 103/51*z + 1
*
-1 | 0.11735130905510878153408706412374176142 | 0.023298076896509977838132930725929343642
f(z) = 154/53*z^3 - 101/53*z + 1
*
-1 | 0.11704622714946642454107826532479948902 | 0.023207686133141911706510284802299933526
f(z) = 155/41*z^3 - 114/41*z + 1
*
-1 | 0.083901501206975586358040731466724406769 | 0.016635817775009701777559103791240090320
f(z) = 155/42*z^3 - 113/42*z + 1
*
-1 | 0.11711607106084931600323756331584494656 | 0.023221534640805599454281351396705915563
f(z) = 155/43*z^3 - 112/43*z + 1
*
-1 | 0.10859347294298328329262913400871790211 | 0.021531691345764862703424221916798672199
f(z) = 155/44*z^3 - 111/44*z + 1
*
-1 | 0.10438404420386203414618526758395008339 | 0.020697054438992950599054189020023253292
f(z) = 155/46*z^3 - 109/46*z + 1
*
-1 | 0.11725458757681821974455226853680902474 | 0.023248999411820880420212774575343448658
f(z) = 155/47*z^3 - 108/47*z + 1
*
-1 | 0.088387965767668925801502037614929976680 | 0.017525384776935146442614066222919076662
f(z) = 155/48*z^3 - 107/48*z + 1
*
-1 | 0.11732327134038639531019131868644632834 | 0.023262617887752596192645798308266578599
f(z) = 155/49*z^3 - 106/49*z + 1
*
-1 | 0.097047940948237861578399716106694776283 | 0.019242466914531915674537673712316905870
f(z) = 155/51*z^3 - 104/51*z + 1
*
-1 | 0.10886822149127620084484973128454161006 | 0.021586167925058409636858451545061278649
f(z) = 155/52*z^3 - 103/52*z + 1
*
-1 | 0.11745951686863013192642207782071116196 | 0.023289632371974176462641168757169556117
f(z) = 155/53*z^3 - 102/53*z + 1
*
-1 | 0.091094826885233378679983185623074466367 | 0.018062095653930962081210154964195850561
f(z) = 155/54*z^3 - 101/54*z + 1
*
-1 | 0.11715611003707613596487733645977920165 | 0.023199891218460024425827424097775908344
f(z) = 156/41*z^3 - 115/41*z + 1
*
-1 | 0.11722555913615453794432537057643682709 | 0.023213643907443373921570912852884701623
f(z) = 156/43*z^3 - 113/43*z + 1
*
-1 | 0.11736329864621422930055241598274202649 | 0.023240919835680130277396290504637162484
f(z) = 156/47*z^3 - 109/47*z + 1
*
-1 | 0.11743160003803255295606620441631058060 | 0.023254445249418714242473634544472613874
f(z) = 156/49*z^3 - 107/49*z + 1
*
-1 | 0.11756709265908509142654515666254011154 | 0.023281276236452409111394617081558933894
f(z) = 156/53*z^3 - 103/53*z + 1
*
-1 | 0.11763429417236593607845676435743887932 | 0.023294583846250464866189035228852061378
f(z) = 156/55*z^3 - 101/55*z + 1
*
-1 | 0.10867329481556208993874882658955332629 | 0.021492882070846226578219072490831909098
f(z) = 157/40*z^3 - 117/40*z + 1
*
[ 2/3 ] 
f(z) = 157/40*z^3 - 101/45*z + 1
*
-1 | 0.11726534249628860047463301138894508831 | 0.023192175976146115925021898888497098196
f(z) = 157/41*z^3 - 116/41*z + 1
*
-1 | 0.084120875049576756775269419789162251377 | 0.016637022464492694456600911426476305773
f(z) = 157/42*z^3 - 115/42*z + 1
*
-1 | 0.11733440124440433387254020492192751267 | 0.023205834083519512533270827021503465092
f(z) = 157/43*z^3 - 114/43*z + 1
*
-1 | 0.10881141370786750605443098487843371787 | 0.021520198561701817322549310774157738809
f(z) = 157/44*z^3 - 113/44*z + 1
*
-1 | 0.10383996140596942853993079445502957951 | 0.020536968613379395801905207098869959112
f(z) = 157/45*z^3 - 112/45*z + 1
*
-1 | 0.10460186448406342123033297988675737077 | 0.020687654143202348645121969860184338854
f(z) = 157/46*z^3 - 111/46*z + 1
*
-1 | 0.11747137246824359687965499580702395188 | 0.023232923594020441890746087872713476884
f(z) = 157/47*z^3 - 110/47*z + 1
*
-1 | 0.088604369422568909203338867195563779445 | 0.017523746438285598166764969882104539557
f(z) = 157/48*z^3 - 109/48*z + 1
*
-1 | 0.11753929575042695892459263914557974310 | 0.023246357134397675001663747546190297767
f(z) = 157/49*z^3 - 108/49*z + 1
*
-1 | 0.10473706021619883827459895545512680218 | 0.020714392505485371366411617460639539107
f(z) = 157/50*z^3 - 107/50*z + 1
*
-1 | 0.097262179143751736419607717427709088562 | 0.019236046443958763680039489848697744892
f(z) = 157/51*z^3 - 106/51*z + 1
*
-1 | 0.10908311990902538796627548820933711503 | 0.021573935308612040958307836615179624358
f(z) = 157/52*z^3 - 105/52*z + 1
*
-1 | 0.11767404380197080295360687252043609287 | 0.023273006956564412340736730010140113130
f(z) = 157/53*z^3 - 104/53*z + 1
*
-1 | 0.091308332084849046292685933087362584892 | 0.018058523181026227257072280421846102181
f(z) = 157/54*z^3 - 103/54*z + 1
*
-1 | 0.11774087869564091032660905929176571230 | 0.023286225240691226728894327042244795186
f(z) = 157/55*z^3 - 102/55*z + 1
*
-1 | 0.10921679092174550832681383455988009663 | 0.021600372119215419487369001512229929910
f(z) = 157/56*z^3 - 101/56*z + 1
*
-1 | 0.11737393220635894888728063063889372388 | 0.023184539043838969447461356863551545557
f(z) = 158/41*z^3 - 117/41*z + 1
*
-1 | 0.11744260498925362537655937399471186187 | 0.023198103783354311734886320881725272276
f(z) = 158/43*z^3 - 115/43*z + 1
*
-1 | 0.10394778328681504351396285084857767861 | 0.020532510028688551306609290380924272829
f(z) = 158/45*z^3 - 113/45*z + 1
*
-1 | 0.11757881649969670740531695274691537595 | 0.023225009255657443999696584092713431020
f(z) = 158/47*z^3 - 111/47*z + 1
*
-1 | 0.11764636586299669065498618691043856158 | 0.023238352089294997453223071966500029461
f(z) = 158/49*z^3 - 109/49*z + 1
*
-1 | 0.097369912802683028441441681461878207372 | 0.019233201977932010202186079615106535787
f(z) = 158/51*z^3 - 107/51*z + 1
*
-1 | 0.11778037754389418996547766967779866841 | 0.023264823035523807825795427051007037220
f(z) = 158/53*z^3 - 105/53*z + 1
*
-1 | 0.11784684982935096709670241599401566004 | 0.023277953117037958249625195620845354796
f(z) = 158/55*z^3 - 103/55*z + 1
*
-1 | 0.097569334485830898335071214493302230919 | 0.019272593175894102391306849742630679547
f(z) = 158/57*z^3 - 101/57*z + 1
*
-1 | 0.10889022594586075817612197972072597500 | 0.021482005104410087926204176239872548373
f(z) = 159/40*z^3 - 119/40*z + 1
*
-1 | 0.11748188671095440775799837658950355272 | 0.023176979091357881277888582844472167880
f(z) = 159/41*z^3 - 118/41*z + 1
*
-1 | 0.11755017784047743313361242719848696847 | 0.023190451654025984803547741625495968039
f(z) = 159/43*z^3 - 116/43*z + 1
*
-1 | 0.10902680955685502512665119528214284900 | 0.021508950496460393777640685793300361699
f(z) = 159/44*z^3 - 115/44*z + 1
*
-1 | 0.10481650485539606163488985154212172900 | 0.020678336120356223714933964257078991799
f(z) = 159/46*z^3 - 113/46*z + 1
*
-1 | 0.11768563806678472301689563685111819656 | 0.023217175423287190594000090556199076059
f(z) = 159/47*z^3 - 112/47*z + 1
*
-1 | 0.11775281763218537745341292349578647992 | 0.023230428695142521595230599614760051958
f(z) = 159/49*z^3 - 110/49*z + 1
*
-1 | 0.10495021311354876549189761915742170558 | 0.020704714259065994217572241709463053273
f(z) = 159/50*z^3 - 109/50*z + 1
*
-1 | 0.10929554048664736341516705486286175055 | 0.021561966083078628032642205544587488226
f(z) = 159/52*z^3 - 107/52*z + 1
*
-1 | 0.11795221462816216430699137422203790136 | 0.023269765993308355730360064124305266849
f(z) = 159/55*z^3 - 104/55*z + 1
*
-1 | 0.10942776892013519441807991163271324294 | 0.021588052280057831862534707667985251540
f(z) = 159/56*z^3 - 103/56*z + 1
*
-1 | 0.10521533162730731263067589050709234877 | 0.020757017183560488024919729726582509810
f(z) = 159/58*z^3 - 101/58*z + 1
*
[ 6/11 ] 
f(z) = 143/54*z^3 - 107/66*z + 1
*
[ 2/3 ] 
f(z) = 143/56*z^3 - 103/63*z + 1
*
[ 2/5 ] 
f(z) = 145/48*z^3 - 119/60*z + 1
*
[ 2/3 ] 
f(z) = 145/56*z^3 - 104/63*z + 1
*
[ 2/3 ] 
f(z) = 149/56*z^3 - 106/63*z + 1
*
[ 2/3 ] 
f(z) = 151/56*z^3 - 107/63*z + 1
*
-4/5 | 0.10606984453882349984326743371156659284 | 0.015943488400532034480434895509344656079
f(z) = 155/48*z^3 - 109/60*z + 1
*
[ 2/3 ] 
f(z) = 155/56*z^3 - 109/63*z + 1
*
[ 2/3 ] 
f(z) = 157/56*z^3 - 110/63*z + 1
*
2/21 | 0.17385885527844392382960063215200174110 | 0.026087662799139330444628776919054633131
f(z) = 147/40*z^3 - 98/15*z + 1
*
10/21 | 0.11947706208231538850759189975396616144 | 0.018190567117775061312745192574630115840
f(z) = 147/40*z^3 - 89/15*z + 1
*
[ -3/2 ] 
f(z) = 148/45*z^3 - 86/15*z + 1
*
[ -3/2 ] 
f(z) = 152/45*z^3 - 89/15*z + 1
*
[ 5/3 ] 
f(z) = 153/50*z^3 - 81/10*z + 1
*
-2 | 0.10589710629910211838955630301924652912 | 0.016357567846916234247220388964133634207
f(z) = 155/56*z^3 - 81/7*z + 1
*
-2 | 0.10652502549336661232684391099614027935 | 0.016454560401118345835505383659981000405
f(z) = 157/40*z^3 - 81/5*z + 1
*
-2 | 0.10615309732360330825464214232140064056 | 0.016366090940043508083532649021101220045
f(z) = 157/56*z^3 - 82/7*z + 1
*
-2 | 0.10677001691575147725133658042453405697 | 0.016461204152962887481234993032652350524
f(z) = 159/40*z^3 - 82/5*z + 1
*
-2 | 0.10640545628005201573085870330657265791 | 0.016374397699648221040194604877560627327
f(z) = 159/56*z^3 - 83/7*z + 1
*
-6/5 | 0.18672617009091276899837582762809385307 | 0.027835991284065533373043656589750092471
f(z) = 145/54*z^3 - 91/30*z + 1
*
[ -4/3 ] 
f(z) = 153/56*z^3 - 87/28*z + 1
*
[ 7/6 ] 
f(z) = 156/49*z^3 - 88/21*z + 1
*
-1 | 0.11531425461224040544448586422293104182 | 0.023335208165740115706364893761838270563
f(z) = 140/41*z^3 - 99/41*z + 1
*
-1 | 0.11539061333669322265886085537430178934 | 0.023350660259987861377617427298718965925
f(z) = 140/43*z^3 - 97/43*z + 1
*
-1 | 0.11554194248892531315347672215473292366 | 0.023381283510172803961195340772745549070
f(z) = 140/47*z^3 - 93/47*z + 1
*
[ 1/2 ] 
f(z) = 140/47*z^3 - 82/47*z + 1
*
-1 | 0.095347829770992148935493651374319390592 | 0.019294765103753953004745687924033999233
f(z) = 140/51*z^3 - 89/51*z + 1
*
[ 1/2 ] 
f(z) = 140/51*z^3 - 86/51*z + 1
*
[ 1/2 ] 
f(z) = 140/53*z^3 - 88/53*z + 1
*
-1 | 0.11576557191732948564755919834747557990 | 0.023426537579423344929447063593122467314
f(z) = 140/53*z^3 - 87/53*z + 1
*
[ 1/2 ] 
f(z) = 140/57*z^3 - 92/57*z + 1
*
[ 1/2 ] 
f(z) = 140/59*z^3 - 94/59*z + 1
*
-1 | 0.11543491859596488346384527355064056416 | 0.023326029379684395860981977307671441204
f(z) = 141/41*z^3 - 100/41*z + 1
*
-1 | 0.11551080518500430008050532305596638878 | 0.023341363845433474183743430849761497371
f(z) = 141/43*z^3 - 98/43*z + 1
*
-1 | 0.10699120303437130374998721565074881739 | 0.021619800799467638125048617622034666894
f(z) = 141/44*z^3 - 97/44*z + 1
*
-1 | 0.10278836857047202683896772760549379057 | 0.020770530566722902989119009285886968992
f(z) = 141/46*z^3 - 95/46*z + 1
*
-1 | 0.11573573502217087776110561627600735833 | 0.023386815603479748937946151800097920105
f(z) = 141/49*z^3 - 92/49*z + 1
*
-1 | 0.10293742763284796187455810370525133468 | 0.020800651054618415822849137631497259663
f(z) = 141/50*z^3 - 91/50*z + 1
*
-1 | 0.10728933477448981315816340824821241983 | 0.021680044526527050405736337188156028511
f(z) = 141/52*z^3 - 89/52*z + 1
*
-1 | 0.11588348262701464646975548845221452115 | 0.023416671084068134953368784312838378064
f(z) = 141/53*z^3 - 88/53*z + 1
*
-1 | 0.11563021849295551290847852317036625355 | 0.023332173852919579999735120103954229629
f(z) = 142/43*z^3 - 99/43*z + 1
*
-1 | 0.10214206976127433409710406957767771875 | 0.020610499231325789637663520614778154389
f(z) = 142/45*z^3 - 97/45*z + 1
*
-1 | 0.11577970304749369071093178342301211597 | 0.023362337244983251389327611766273131632
f(z) = 142/47*z^3 - 95/47*z + 1
*
-1 | 0.11585378117863435459711106882744069592 | 0.023377284927838132826620468790214855767
f(z) = 142/49*z^3 - 93/49*z + 1
*
-1 | 0.095583787124768255760890537179389390990 | 0.019287151471147805425391416186941674275
f(z) = 142/51*z^3 - 91/51*z + 1
*
-1 | 0.11600064260904856177041875228953434982 | 0.023406919018920659752266653511834184671
f(z) = 142/53*z^3 - 89/53*z + 1
*
[ 2/3 ] 
f(z) = 143/40*z^3 - 94/45*z + 1
*
-1 | 0.11574886332200764424483794663725325521 | 0.023323088257942462287364409191957491663
f(z) = 143/43*z^3 - 100/43*z + 1
*
-1 | 0.10226025930224356181002584077936755406 | 0.020605170405443083156450165963358371197
f(z) = 143/45*z^3 - 98/45*z + 1
*
-1 | 0.10302505630453757653770048331706699131 | 0.020759274968304234388961755441907762291
f(z) = 143/46*z^3 - 97/46*z + 1
*
-1 | 0.11589744245728973575759852362861605634 | 0.023353026558725880189857294843032192114
f(z) = 143/47*z^3 - 96/47*z + 1
*
-1 | 0.087032268380650701996356642425683657557 | 0.017536770716131157145961076344553955688
f(z) = 143/48*z^3 - 95/48*z + 1
*
-1 | 0.11597107549717473567435571725243369050 | 0.023367863420520029024285510228502096577
f(z) = 143/49*z^3 - 94/49*z + 1
*
-1 | 0.10317167188932328444998983290713484357 | 0.020788817618882443113245386056995373743
f(z) = 143/50*z^3 - 93/50*z + 1
*
-1 | 0.095700641278633993989267293250318218995 | 0.019283424811471902052111434527318777046
f(z) = 143/51*z^3 - 92/51*z + 1
*
-1 | 0.11611706141500248982394000241581092401 | 0.023397279194880087677920587473554964431
f(z) = 143/53*z^3 - 90/53*z + 1
*
[ -6/5 ] 
f(z) = 143/54*z^3 - 99/50*z + 1
*
-1 | 0.089754122264605487149603703334687739568 | 0.018085217038097162348387807266870425771
f(z) = 143/54*z^3 - 89/54*z + 1
*
[ 3/5 ] 
f(z) = 143/54*z^3 - 81/50*z + 1
*
[ 1/3 ] 
f(z) = 144/41*z^3 - 98/41*z + 1
*
-1 | 0.11601443423326981613666981498569868736 | 0.023343821435539154346390543933606891237
f(z) = 144/47*z^3 - 97/47*z + 1
*
[ 1/2 ] 
f(z) = 144/47*z^3 - 83/47*z + 1
*
-1 | 0.11608762754044182242427758123218092105 | 0.023358549012363469008481253036121950094
f(z) = 144/49*z^3 - 95/49*z + 1
*
[ 1/2 ] 
f(z) = 144/49*z^3 - 85/49*z + 1
*
-1 | 0.11623274841446262671971441815602843534 | 0.023387749480323338904546386182280090089
f(z) = 144/53*z^3 - 91/53*z + 1
*
[ 1/2 ] 
f(z) = 144/53*z^3 - 89/53*z + 1
*
-1 | 0.11630468847305975333401096052779484059 | 0.023402224884983563097855836310927920279
f(z) = 144/55*z^3 - 89/55*z + 1
*
[ 1/2 ] 
f(z) = 144/59*z^3 - 95/59*z + 1
*
-1 | 0.10325809033266225718571543132957220601 | 0.020748164494417935512564322456717402058
f(z) = 145/46*z^3 - 99/46*z + 1
*
-1 | 0.11613068785301793173958672036923846569 | 0.023334719891310581967738477207687321751
f(z) = 145/47*z^3 - 98/47*z + 1
*
-1 | 0.087266109076794323960106212099298243773 | 0.017534815723203628305925677710629650228
f(z) = 145/48*z^3 - 97/48*z + 1
*
-1 | 0.11620344668903416043908654080387755246 | 0.023349339688105425244529680140473848932
f(z) = 145/49*z^3 - 96/49*z + 1
*
-1 | 0.095932147870922209833975232072413344759 | 0.019276126237820975348612532673934536849
f(z) = 145/51*z^3 - 94/51*z + 1
*
-1 | 0.10775442818163428631160019648997990722 | 0.021651636145040158427718920729089797482
f(z) = 145/52*z^3 - 93/52*z + 1
*
-1 | 0.11634771279964183043873567906818073589 | 0.023378327799198847357158178724901012934
f(z) = 145/53*z^3 - 92/53*z + 1
*
-1 | 0.089984349502806377578758197426484878829 | 0.018081005366190227173141560775229246603
f(z) = 145/54*z^3 - 91/54*z + 1
*
-1 | 0.11624621261432892439361530330492569590 | 0.023325719993220642076828010637907579293
f(z) = 146/47*z^3 - 99/47*z + 1
*
-1 | 0.11631854214610733055690069656708764044 | 0.023340233484607250002374842719493632776
f(z) = 146/49*z^3 - 97/49*z + 1
*
-1 | 0.096046818705189576705355833177328487466 | 0.019272552188773192844462838586939654700
f(z) = 146/51*z^3 - 95/51*z + 1
*
-1 | 0.11646196358984573312375146780456793533 | 0.023369012129196424851742904229722805530
f(z) = 146/53*z^3 - 93/53*z + 1
*
-1 | 0.11653306758448986892223414108923470123 | 0.023383279706884922660108876262075088218
f(z) = 146/55*z^3 - 91/55*z + 1
*
[ 5/7 ] 
f(z) = 147/40*z^3 - 91/40*z + 1
*
[ 4/7 ] 
f(z) = 147/44*z^3 - 81/44*z + 1
*
-1 | 0.11636101763974257077407547068772824543 | 0.023316819858066091249387512296260725514
f(z) = 147/47*z^3 - 100/47*z + 1
*
-1 | 0.10363331471411763976101915588807498926 | 0.020766399087060243666477347383483002797
f(z) = 147/50*z^3 - 97/50*z + 1
*
[ 5/14 ] 
f(z) = 147/50*z^3 - 87/40*z + 1
*
-1 | 0.10798264147878916675424470860135532343 | 0.021637932103295007526973551207954071277
f(z) = 147/52*z^3 - 95/52*z + 1
*
[ 4/7 ] 
f(z) = 147/52*z^3 - 87/52*z + 1
*
-1 | 0.11657550963579873693621738434886117175 | 0.023359800499989684118458619566911900148
f(z) = 147/53*z^3 - 94/53*z + 1
*
[ 5/7 ] 
f(z) = 147/55*z^3 - 97/55*z + 1
*
-1 | 0.11664620291249343838388167882997908341 | 0.023373966261266971124198323433468356013
f(z) = 147/55*z^3 - 92/55*z + 1
*
[ 1/2 ] 
f(z) = 148/45*z^3 - 82/45*z + 1
*
[ 1/2 ] 
f(z) = 148/47*z^3 - 84/47*z + 1
*
-1 | 0.11654659793774166008492126032878184950 | 0.023322322837799674533794905600946069678
f(z) = 148/49*z^3 - 99/49*z + 1
*
[ 1/2 ] 
f(z) = 148/49*z^3 - 86/49*z + 1
*
-1 | 0.096273006535763705873272096409798436577 | 0.019265342607358710332942309464991983097
f(z) = 148/51*z^3 - 97/51*z + 1
*
[ 1/2 ] 
f(z) = 148/51*z^3 - 88/51*z + 1
*
-1 | 0.11668835962383514803828106573569851803 | 0.023350690991547665502872100003064829955
f(z) = 148/53*z^3 - 95/53*z + 1
*
[ 1/2 ] 
f(z) = 148/53*z^3 - 90/53*z + 1
*
-1 | 0.11675864694438231649184957160530793268 | 0.023364756297701695462220928311746422656
f(z) = 148/55*z^3 - 93/55*z + 1
*
[ 1/2 ] 
f(z) = 148/55*z^3 - 92/55*z + 1
*
[ 1/2 ] 
f(z) = 148/57*z^3 - 94/57*z + 1
*
[ 1/2 ] 
f(z) = 148/59*z^3 - 96/59*z + 1
*
[ 2/3 ] 
f(z) = 149/40*z^3 - 97/45*z + 1
*
-1 | 0.11665957583087193998603655756199694545 | 0.023313514713829441139693651617095295808
f(z) = 149/49*z^3 - 100/49*z + 1
*
-1 | 0.10385890204622661833218426640267861729 | 0.020755398978367581952528910871029410147
f(z) = 149/50*z^3 - 99/50*z + 1
*
-1 | 0.096386608148720031265185211548398272295 | 0.019262118786965777600038902281273601201
f(z) = 149/51*z^3 - 98/51*z + 1
*
-1 | 0.10820806075174521526831069004586951178 | 0.021624544736456777742627661685398507434
f(z) = 149/52*z^3 - 97/52*z + 1
*
-1 | 0.11680052207996047438527128680121465655 | 0.023341681732512489065394032822332829226
f(z) = 149/53*z^3 - 96/53*z + 1
*
-1 | 0.090436339863401762914641887664391567150 | 0.018073003652327255819016935182431821035
f(z) = 149/54*z^3 - 95/54*z + 1
*
[ 3/5 ] 
f(z) = 149/54*z^3 - 83/50*z + 1
*
-1 | 0.11687040812301883904160416241133742348 | 0.023355647918155874021430554498272693429
f(z) = 149/55*z^3 - 94/55*z + 1
*
-1 | 0.10834783422797454436190499446593823229 | 0.021652477385546808279072436988748289663
f(z) = 149/56*z^3 - 93/56*z + 1
*
-1 | 0.096595238222147779707129514385610201442 | 0.019303811894899382677348398308035819209
f(z) = 149/57*z^3 - 92/57*z + 1
*
[ -7/6 ] 
f(z) = 150/49*z^3 - 97/42*z + 1
*
-1 | 0.11691200537378769549460606979347712750 | 0.023332770898640020263237449391203313237
f(z) = 150/53*z^3 - 97/53*z + 1
*
[ 2/3 ] 
f(z) = 151/40*z^3 - 98/45*z + 1
*
-1 | 0.096609700953427360376550497125548111747 | 0.019255394176848873533964664413594787568
f(z) = 151/51*z^3 - 100/51*z + 1
*
-1 | 0.10843075392408394961512866336526652499 | 0.021611462276522748695480213884243590748
f(z) = 151/52*z^3 - 99/52*z + 1
*
-1 | 0.11702281772235310554280424577704571461 | 0.023323956711300694086893473537800951336
f(z) = 151/53*z^3 - 98/53*z + 1
*
-1 | 0.090658240055865949006235531579487876184 | 0.018069201440718866283756894987445119964
f(z) = 151/54*z^3 - 97/54*z + 1
*
-1 | 0.11709191492349902898048065610006329206 | 0.023337728556482402709052419177118553867
f(z) = 151/55*z^3 - 96/55*z + 1
*
-1 | 0.10856894967266767921714917973260338608 | 0.021639006235217199191736936934522654754
f(z) = 151/56*z^3 - 95/56*z + 1
*
-1 | 0.096816997942244085115727043056389209098 | 0.019296710785760271480832399849921060183
f(z) = 151/57*z^3 - 94/57*z + 1
*
-1 | 0.10435879887723868195806596784381412976 | 0.020799876082552306118260361049918006408
f(z) = 151/58*z^3 - 93/58*z + 1
*
[ 1/2 ] 
f(z) = 152/43*z^3 - 81/43*z + 1
*
[ 1/2 ] 
f(z) = 152/45*z^3 - 83/45*z + 1
*
[ 1/2 ] 
f(z) = 152/47*z^3 - 85/47*z + 1
*
[ 1/2 ] 
f(z) = 152/49*z^3 - 87/49*z + 1
*
[ 1/2 ] 
f(z) = 152/51*z^3 - 89/51*z + 1
*
-1 | 0.11713296719381613444393744903039790684 | 0.023315237436037790069722074083801784845
f(z) = 152/53*z^3 - 99/53*z + 1
*
[ 1/2 ] 
f(z) = 152/53*z^3 - 91/53*z + 1
*
-1 | 0.11720167667374465398105354461572300611 | 0.023328914011275480112243261909753677379
f(z) = 152/55*z^3 - 97/55*z + 1
*
[ 1/2 ] 
f(z) = 152/55*z^3 - 93/55*z + 1
*
[ 1/2 ] 
f(z) = 152/59*z^3 - 97/59*z + 1
*
[ 1/3 ] 
f(z) = 153/40*z^3 - 97/40*z + 1
*
[ 1/3 ] 
f(z) = 153/41*z^3 - 99/41*z + 1
*
[ 2/3 ] 
f(z) = 153/46*z^3 - 91/46*z + 1
*
[ 5/6 ] 
f(z) = 153/50*z^3 - 93/40*z + 1
*
[ 2/3 ] 
f(z) = 153/50*z^3 - 93/50*z + 1
*
-1 | 0.11724246171104736442679222452104037491 | 0.023306611381180589585000605974571970311
f(z) = 153/53*z^3 - 100/53*z + 1
*
-1 | 0.11731078783472157019735471398491344387 | 0.023320193921059203763457131231540291123
f(z) = 153/55*z^3 - 98/55*z + 1
*
-1 | 0.10878744001352370732262260065801134593 | 0.021625838885893879064094280048215519727
f(z) = 153/56*z^3 - 97/56*z + 1
*
[ 2/3 ] 
f(z) = 153/58*z^3 - 97/58*z + 1
*
-1 | 0.10457718205073450136898750917243149911 | 0.020788882336865678757083110744611227611
f(z) = 153/58*z^3 - 95/58*z + 1
*
-1 | 0.097143200728781370290986153626925825003 | 0.019286105785913463432345905982488433733
f(z) = 154/57*z^3 - 97/57*z + 1
*
-1 | 0.11755406311499582684458536750804468893 | 0.023338330215508828199764857453434116822
f(z) = 154/59*z^3 - 95/59*z + 1
*
-1 | 0.10900336717895711672837259896634726190 | 0.021612964335146375613135112297565143206
f(z) = 155/56*z^3 - 99/56*z + 1
*
-1 | 0.097250662639989366990839636902482875670 | 0.019282662156267820943466585184065904612
f(z) = 155/57*z^3 - 98/57*z + 1
*
-1 | 0.10479171456890445574916822582696361378 | 0.020777886483802103074029019492449783099
f(z) = 155/58*z^3 - 97/58*z + 1
*
-1 | 0.11766115768386184097685295719598408470 | 0.023329613299728067736578240491889936064
f(z) = 155/59*z^3 - 96/59*z + 1
*
[ 1/2 ] 
f(z) = 156/43*z^3 - 82/43*z + 1
*
[ 1/2 ] 
f(z) = 156/47*z^3 - 86/47*z + 1
*
[ 1/2 ] 
f(z) = 156/49*z^3 - 88/49*z + 1
*
[ 1/2 ] 
f(z) = 156/53*z^3 - 92/53*z + 1
*
[ 1/2 ] 
f(z) = 156/55*z^3 - 94/55*z + 1
*
[ 1/2 ] 
f(z) = 156/59*z^3 - 98/59*z + 1
*
-1 | 0.11776763249829430922227952318720763513 | 0.023320988228026292454135046327785343798
f(z) = 156/59*z^3 - 97/59*z + 1
*
-1 | 0.097463722342883010008831263675236761399 | 0.019275906689463064265470280991603056641
f(z) = 157/57*z^3 - 100/57*z + 1
*
-1 | 0.10500506418511474162594774846993711969 | 0.020767397042692090778257861523095835502
f(z) = 157/58*z^3 - 99/58*z + 1
*
-1 | 0.11787349473016533409162344121030023936 | 0.023312453402776255798170109997612795113
f(z) = 157/59*z^3 - 98/59*z + 1
*
-1 | 0.11797875142698188181668337200919231599 | 0.023304007264519719136286087236226967205
f(z) = 158/59*z^3 - 99/59*z + 1
*
-1 | 0.11808340951475592046462064712954893167 | 0.023295648290814844699860014065619125186
f(z) = 159/59*z^3 - 100/59*z + 1
*
-2 | 0.10443621494557200736851737246309267286 | 0.016395265048406211668661093089435252362
f(z) = 141/40*z^3 - 73/5*z + 1
*
[ 2 ] 
f(z) = 141/40*z^3 - 68/5*z + 1
*
[ -2 ] 
f(z) = 141/40*z^3 - 63/5*z + 1
*
-2 | 0.10399339425608717622334564769201630072 | 0.016290951071906708213502103854696463885
f(z) = 141/56*z^3 - 74/7*z + 1
*
[ 2 ] 
f(z) = 141/56*z^3 - 67/7*z + 1
*
-2 | 0.10471085533058497034024847381981497509 | 0.016403344011326098518444527145273461301
f(z) = 143/40*z^3 - 74/5*z + 1
*
[ 2 ] 
f(z) = 143/40*z^3 - 69/5*z + 1
*
[ -2 ] 
f(z) = 143/40*z^3 - 64/5*z + 1
*
-2 | 0.10427825675669534897389750878314026357 | 0.016301298025321474728364461950765812250
f(z) = 143/56*z^3 - 75/7*z + 1
*
[ 2 ] 
f(z) = 143/56*z^3 - 68/7*z + 1
*
[ -2 ] 
f(z) = 143/56*z^3 - 61/7*z + 1
*
-2 | 0.10455857982948183608476348156732025983 | 0.016311345907837541854935508252909212700
f(z) = 145/56*z^3 - 76/7*z + 1
*
[ 2 ] 
f(z) = 145/56*z^3 - 69/7*z + 1
*
[ -2 ] 
f(z) = 145/56*z^3 - 62/7*z + 1
*
-2 | 0.10524795358771698981113665176569558512 | 0.016418889581907118081940998487975128390
f(z) = 147/40*z^3 - 76/5*z + 1
*
[ 2 ] 
f(z) = 147/40*z^3 - 71/5*z + 1
*
[ -2 ] 
f(z) = 147/40*z^3 - 66/5*z + 1
*
-2 | 0.10551065296908065410689559422552246284 | 0.016426373385313171716913486123041345354
f(z) = 149/40*z^3 - 77/5*z + 1
*
[ 2 ] 
f(z) = 149/40*z^3 - 72/5*z + 1
*
[ -2 ] 
f(z) = 149/40*z^3 - 67/5*z + 1
*
-2 | 0.10510620137792755412234181912729144802 | 0.016330600648249891612055310179201168810
f(z) = 149/56*z^3 - 78/7*z + 1
*
[ 2 ] 
f(z) = 149/56*z^3 - 71/7*z + 1
*
[ -2 ] 
f(z) = 149/56*z^3 - 64/7*z + 1
*
-2 | 0.10576960448093570995284868601892436426 | 0.016433675167184138682717264893786170899
f(z) = 151/40*z^3 - 78/5*z + 1
*
[ 2 ] 
f(z) = 151/40*z^3 - 73/5*z + 1
*
[ -2 ] 
f(z) = 151/40*z^3 - 68/5*z + 1
*
-2 | 0.10537377787273665119736906300075193655 | 0.016339833331360284358363929775207807064
f(z) = 151/56*z^3 - 79/7*z + 1
*
[ 2 ] 
f(z) = 151/56*z^3 - 72/7*z + 1
*
[ -2 ] 
f(z) = 151/56*z^3 - 65/7*z + 1
*
-2 | 0.10602491580298392891447563557906044618 | 0.016440802333997895678765872787636507357
f(z) = 153/40*z^3 - 79/5*z + 1
*
[ 2 ] 
f(z) = 153/40*z^3 - 74/5*z + 1
*
[ -2 ] 
f(z) = 153/40*z^3 - 69/5*z + 1
*
[ -5/3 ] 
f(z) = 153/50*z^3 - 69/10*z + 1
*
-2 | 0.10563737202585075639977046231607294867 | 0.016348818742532779510470788499646138686
f(z) = 153/56*z^3 - 80/7*z + 1
*
[ 2 ] 
f(z) = 153/56*z^3 - 73/7*z + 1
*
[ -2 ] 
f(z) = 153/56*z^3 - 66/7*z + 1
*
[ 2 ] 
f(z) = 155/56*z^3 - 74/7*z + 1
*
[ -2 ] 
f(z) = 155/56*z^3 - 67/7*z + 1
*
[ 2 ] 
f(z) = 157/40*z^3 - 76/5*z + 1
*
[ -2 ] 
f(z) = 157/40*z^3 - 71/5*z + 1
*
[ 2 ] 
f(z) = 157/56*z^3 - 75/7*z + 1
*
[ -2 ] 
f(z) = 157/56*z^3 - 68/7*z + 1
*
[ 2 ] 
f(z) = 159/40*z^3 - 77/5*z + 1
*
[ -2 ] 
f(z) = 159/40*z^3 - 72/5*z + 1
*
[ 2 ] 
f(z) = 159/56*z^3 - 76/7*z + 1
*
[ -2 ] 
f(z) = 159/56*z^3 - 69/7*z + 1
*
[ 3/11 ] 
f(z) = 143/54*z^3 - 63/22*z + 1
*
[ 7/24 ] 
f(z) = 144/49*z^3 - 75/28*z + 1
*
[ 7/8 ] 
f(z) = 144/49*z^3 - 67/28*z + 1
*
[ -6/5 ] 
f(z) = 145/54*z^3 - 61/30*z + 1
*
[ 2/5 ] 
f(z) = 145/56*z^3 - 67/35*z + 1
*
[ 2/7 ] 
f(z) = 147/44*z^3 - 61/22*z + 1
*
5/7 | 0.17882708685425376098655343957981014452 | 0.029368659701515254981449885947710114810
f(z) = 147/50*z^3 - 77/30*z + 1
*
[ 2/7 ] 
f(z) = 147/52*z^3 - 71/26*z + 1
*
[ 3/4 ] 
f(z) = 151/54*z^3 - 61/32*z + 1
*
[ 3/4 ] 
f(z) = 152/45*z^3 - 67/30*z + 1
*
[ -7/6 ] 
f(z) = 153/49*z^3 - 67/28*z + 1
*
[ 2/5 ] 
f(z) = 155/56*z^3 - 68/35*z + 1
*
[ 3/4 ] 
f(z) = 157/54*z^3 - 63/32*z + 1
*
[ 1/2 ] 
f(z) = 140/41*z^3 - 76/41*z + 1
*
[ 1/2 ] 
f(z) = 140/43*z^3 - 78/43*z + 1
*
[ 1/2 ] 
f(z) = 144/41*z^3 - 77/41*z + 1
*
[ 1/2 ] 
f(z) = 144/43*z^3 - 79/43*z + 1
*
[ 1/2 ] 
f(z) = 148/41*z^3 - 78/41*z + 1
*
[ 1/2 ] 
f(z) = 148/43*z^3 - 80/43*z + 1
*
[ 1/2 ] 
f(z) = 152/41*z^3 - 79/41*z + 1
*
[ 1/2 ] 
f(z) = 156/41*z^3 - 80/41*z + 1
*
2/3 | 0.14915469866639138390588855601607885346 | 0.024664382189540440781333963490585588871
f(z) = 141/40*z^3 - 46/15*z + 1
*
[ -2 ] 
f(z) = 141/56*z^3 - 60/7*z + 1
*
[ -3 ] 
f(z) = 143/54*z^3 - 45/2*z + 1
*
[ 3/2 ] 
f(z) = 143/54*z^3 - 45/8*z + 1
*
[ 7/4 ] 
f(z) = 144/49*z^3 - 60/7*z + 1
*
[ -7/4 ] 
f(z) = 144/49*z^3 - 52/7*z + 1
*
[ 3 ] 
f(z) = 145/54*z^3 - 47/2*z + 1
*
6/5 | 0.20508013191701069245376812575855800740 | 0.028698653466651696897634102902692434834
f(z) = 145/54*z^3 - 47/10*z + 1
*
-22/21 | 0.13607430917173148977722064381003913166 | 0.022347397983619827491292239433490187956
f(z) = 147/40*z^3 - 53/15*z + 1
*
[ 6/7 ] 
f(z) = 147/40*z^3 - 43/15*z + 1
*
[ 10/7 ] 
f(z) = 147/50*z^3 - 57/10*z + 1
*
[ -10/7 ] 
f(z) = 147/50*z^3 - 43/10*z + 1
*
[ -3 ] 
f(z) = 149/54*z^3 - 47/2*z + 1
*
[ 3/2 ] 
f(z) = 149/54*z^3 - 47/8*z + 1
*
[ 3 ] 
f(z) = 151/54*z^3 - 49/2*z + 1
*
[ -3 ] 
f(z) = 155/54*z^3 - 49/2*z + 1
*
[ 3/2 ] 
f(z) = 155/54*z^3 - 49/8*z + 1
*
-3/2 | 0.21910745215266164878641959014026826354 | 0.030001691130765270543090810147474637246
f(z) = 157/54*z^3 - 55/8*z + 1
*
[ 3 ] 
f(z) = 157/54*z^3 - 51/2*z + 1
*
2/3 | 0.15875920601510867849277099579200616071 | 0.025741188734501741002562158724206979034
f(z) = 159/40*z^3 - 49/15*z + 1
*
[ 6/13 ] 
f(z) = 143/54*z^3 - 45/26*z + 1
*
[ 3/4 ] 
f(z) = 145/54*z^3 - 59/32*z + 1
*
[ 3/5 ] 
f(z) = 145/54*z^3 - 49/30*z + 1
*
[ 10/21 ] 
f(z) = 147/50*z^3 - 53/30*z + 1
*
[ 2/3 ] 
f(z) = 153/44*z^3 - 45/22*z + 1
*
[ 2/3 ] 
f(z) = 153/52*z^3 - 47/26*z + 1
*
[ -7/6 ] 
f(z) = 156/49*z^3 - 52/21*z + 1
*
[ -1 ]
f(z) = 142/41*z^3 - 60/41*z + 1
*
[ 2/3 ] 
f(z) = 141/40*z^3 - 31/15*z + 1
*
[ 7/6 ] 
f(z) = 144/49*z^3 - 27/7*z + 1
*
[ 6/5 ] 
f(z) = 145/54*z^3 - 37/10*z + 1
*
[ -3/2 ] 
f(z) = 145/54*z^3 - 35/8*z + 1
*
[ 10/7 ] 
f(z) = 147/40*z^3 - 36/5*z + 1
*
-10/7 | 0.16371995099002826751462238302565787889 | 0.029205446259754461646938080186318304606
f(z) = 147/40*z^3 - 34/5*z + 1
*
[ -10/7 ] 
f(z) = 147/40*z^3 - 29/5*z + 1
*
[ 10/21 ] 
f(z) = 147/40*z^3 - 29/15*z + 1
*
-20/21 | 0.17513437528137845516582208163932650064 | 0.028762208008612545784088454036044620215
f(z) = 147/50*z^3 - 28/15*z + 1
*
[ 7/5 ] 
f(z) = 150/49*z^3 - 40/7*z + 1
*
[ -7/5 ] 
f(z) = 150/49*z^3 - 30/7*z + 1
*
[ 7/10 ] 
f(z) = 150/49*z^3 - 27/14*z + 1
*
[ -3/2 ] 
f(z) = 151/54*z^3 - 37/8*z + 1
*
-6/5 | 0.19775021992629502364386007303717450716 | 0.029113691456298705546806183701124994704
f(z) = 155/54*z^3 - 33/10*z + 1
*
[ -6/5 ] 
f(z) = 155/54*z^3 - 23/10*z + 1
*
[ -3/2 ] 
f(z) = 157/54*z^3 - 39/8*z + 1
*
[ 2/3 ] 
f(z) = 159/40*z^3 - 34/15*z + 1
*
[ 2/3 ] 
f(z) = 141/56*z^3 - 34/21*z + 1
*
[ 4/7 ] 
f(z) = 147/40*z^3 - 39/20*z + 1
*
[ 7/15 ] 
f(z) = 150/49*z^3 - 38/21*z + 1
*
[ 2/3 ] 
f(z) = 159/56*z^3 - 37/21*z + 1
*
[ -7/6 ] 
f(z) = 144/49*z^3 - 15/7*z + 1
*
[ 7/12 ] 
f(z) = 144/49*z^3 - 12/7*z + 1
*
2/7 | 0.11949423181656185195483098010562379791 | 0.023785245552860592364259028082237016497
f(z) = 147/40*z^3 - 19/5*z + 1
*
[ 2/7 ] 
f(z) = 147/40*z^3 - 14/5*z + 1
*
[ 5/7 ] 
f(z) = 147/50*z^3 - 19/10*z + 1
*
[ 2/3 ] 
f(z) = 153/40*z^3 - 11/5*z + 1
*
[ 2/3 ] 
f(z) = 153/56*z^3 - 12/7*z + 1
*
[ 3/5 ] 
f(z) = 155/54*z^3 - 17/10*z + 1
*
[ -7/12 ]
f(z) = 144/49*z^3 + 12/7*z + 1
*
[ -5/7 ]
f(z) = 147/50*z^3 + 9/10*z + 1
*
-2 | 0.10358889047840895539647404077898516432 | 0.016201989533721854398284256113727641064
f(z) = 141/68*z^3 - 299/34*z + 1
*
[ -44/21 ] 
f(z) = 147/64*z^3 - 284/33*z + 1
*
[ 2 ] 
f(z) = 149/60*z^3 - 283/30*z + 1
*
[ 2 ] 
f(z) = 149/68*z^3 - 281/34*z + 1
*
[ 2 ] 
f(z) = 151/60*z^3 - 287/30*z + 1
*
[ 2 ] 
f(z) = 151/68*z^3 - 285/34*z + 1
*
[ 2 ] 
f(z) = 151/76*z^3 - 283/38*z + 1
*
[ 2 ] 
f(z) = 153/76*z^3 - 287/38*z + 1
*
[ 2 ] 
f(z) = 155/68*z^3 - 293/34*z + 1
*
[ 2 ] 
f(z) = 155/76*z^3 - 291/38*z + 1
*
[ 2 ] 
f(z) = 157/60*z^3 - 299/30*z + 1
*
[ 2 ] 
f(z) = 157/68*z^3 - 297/34*z + 1
*
[ 2 ] 
f(z) = 157/76*z^3 - 295/38*z + 1
*
[ 2 ] 
f(z) = 159/76*z^3 - 299/38*z + 1
*
[ 3/2 ] 
f(z) = 140/69*z^3 - 292/69*z + 1
*
0 | 0.12936396611657176400483669803472426095 | 0.022929120329353748939255052945762130507
f(z) = 140/71*z^3 - 282/71*z + 1
*
0 | 0.12932244998993182609242544938372290417 | 0.022864681264661548006865609676582606234
f(z) = 140/73*z^3 - 286/73*z + 1
*
0 | 0.12919695068110354307122351875765823681 | 0.022677695387504149321474605272355287823
f(z) = 140/79*z^3 - 298/79*z + 1
*
0 | 0.11669132579269471487529382135974656040 | 0.020695988925166976972378438950328203940
f(z) = 141/70*z^3 - 281/70*z + 1
*
0 | 0.12950619909880119847400450569169231275 | 0.022939937519005834615461414906290029369
f(z) = 141/71*z^3 - 283/71*z + 1
*
0 | 0.12946501706736592551897774578085962793 | 0.022875770632665378428510655672557446003
f(z) = 141/73*z^3 - 287/73*z + 1
*
0 | 0.11660896134476268305562885524776650402 | 0.020578923502071602241039330801006938061
f(z) = 141/74*z^3 - 289/74*z + 1
*
0 | 0.10373213979187624419491210009469752736 | 0.018262145700855154869663867742985149163
f(z) = 141/76*z^3 - 293/76*z + 1
*
0 | 0.12938218708750409838671751723035035586 | 0.022750615042365059328990364804191076066
f(z) = 141/77*z^3 - 295/77*z + 1
*
0 | 0.12934053598771405916160740790544926172 | 0.022689556404253798837311218804834003649
f(z) = 141/79*z^3 - 299/79*z + 1
*
0 | 0.12960649077430293283429121339100295062 | 0.022886702322738367195035843849622943414
f(z) = 142/73*z^3 - 288/73*z + 1
*
0 | 0.10922081324707364952728944466221145036 | 0.019240012347097364111596065223887064844
f(z) = 142/75*z^3 - 292/75*z + 1
*
0 | 0.12952432600023566866283994689012948352 | 0.022762063985573201317499677704945588366
f(z) = 142/77*z^3 - 296/77*z + 1
*
0 | 0.10948416075268310276902223436275532807 | 0.019417749888660384832521065567646258816
f(z) = 143/69*z^3 - 281/69*z + 1
*
0 | 0.11697222006067300218214455589255413469 | 0.020719744987682820574584683791353681245
f(z) = 143/70*z^3 - 283/70*z + 1
*
0 | 0.12978741761091848855414817280355316925 | 0.022961108543820330615156030531197453960
f(z) = 143/71*z^3 - 285/71*z + 1
*
0 | 0.077959996404076354668888643759223775876 | 0.013775111120057206414183715227626750355
f(z) = 143/72*z^3 - 287/72*z + 1
*
0 | 0.12974688782085872131922933634082189222 | 0.022897479304383141478500465297091010477
f(z) = 143/73*z^3 - 289/73*z + 1
*
0 | 0.11689116011421090267324299733989388865 | 0.020603648797980178828642722184058339893
f(z) = 143/74*z^3 - 291/74*z + 1
*
0 | 0.10936153630068614686550643467076211930 | 0.019253206518245358923658126881243610631
f(z) = 143/75*z^3 - 293/75*z + 1
*
0 | 0.10401499843127316257693647547602341521 | 0.018290038537852571077291424260801283876
f(z) = 143/76*z^3 - 295/76*z + 1
*
[ -5/3 ] 
f(z) = 144/65*z^3 - 296/65*z + 1
*
0 | 0.12992643592644530786325986346347887745 | 0.022971468183157091627388926735997719806
f(z) = 144/71*z^3 - 286/71*z + 1
*
0 | 0.12988622453538562447331346693099181233 | 0.022908104473401809564649822189307540232
f(z) = 144/73*z^3 - 290/73*z + 1
*
0 | 0.12980535847067541016627632602971751369 | 0.022784488051344577936740047633217745734
f(z) = 144/77*z^3 - 298/77*z + 1
*
0 | 0.10445317966809221756196606414131951588 | 0.018525471665732388472230897648555337164
f(z) = 145/68*z^3 - 281/68*z + 1
*
0 | 0.10976053093545548203959899654440956555 | 0.019442310400842914257551439006512447763
f(z) = 145/69*z^3 - 283/69*z + 1
*
0 | 0.13006441485401358205912630800173441650 | 0.022981680990503158964176884234131756376
f(z) = 145/71*z^3 - 287/71*z + 1
*
0 | 0.087956793882736935072970574260658535826 | 0.015522444518211282485679473404281358515
f(z) = 145/72*z^3 - 289/72*z + 1
*
0 | 0.13002451687606327570181742511785471156 | 0.022918580654207750206683330930509761302
f(z) = 145/73*z^3 - 291/73*z + 1
*
0 | 0.11716910687924367104905459042103772176 | 0.020627737032716572354829762165075753078
f(z) = 145/74*z^3 - 293/74*z + 1
*
0 | 0.10429358426797206482245718264433783040 | 0.018317262162231490187726724593450979942
f(z) = 145/76*z^3 - 297/76*z + 1
*
0 | 0.12994428481676845573825157841473264565 | 0.022795469009348717818171408249872264019
f(z) = 145/77*z^3 - 299/77*z + 1
*
0 | 0.10989717970432831565283343558279668214 | 0.019454360220290343494003727965632191693
f(z) = 146/69*z^3 - 284/69*z + 1
*
0 | 0.13020136987611045582255989694084315998 | 0.022991749692200716370028855344330345382
f(z) = 146/71*z^3 - 288/71*z + 1
*
0 | 0.10977841004023615559895432499465383383 | 0.019291999199947972768195964146830178185
f(z) = 146/75*z^3 - 296/75*z + 1
*
0 | 0.13041547181299455855901494807170198598 | 0.023130058228210936189101160271901353049
f(z) = 147/67*z^3 - 281/67*z + 1
*
0 | 0.10472517091499917556960324012821670931 | 0.018550377465904073463140868064867441104
f(z) = 147/68*z^3 - 283/68*z + 1
*
0 | 0.13033731613056155301732552942907330687 | 0.023001676948189508594757441879571180336
f(z) = 147/71*z^3 - 289/71*z + 1
*
0 | 0.13029803048422141353897450324493972404 | 0.022939097005146997101123478537865325263
f(z) = 147/73*z^3 - 293/73*z + 1
*
0 | 0.11744292837128226905014633762554153274 | 0.020651211059031108999507846377589734661
f(z) = 147/74*z^3 - 295/74*z + 1
*
0 | 0.10456802500558457271021932680660305083 | 0.018343840029169232405333618006773773185
f(z) = 147/76*z^3 - 299/76*z + 1
*
0 | 0.13054983234083160951880891757899161453 | 0.023139309226361346133464015596326613798
f(z) = 148/67*z^3 - 282/67*z + 1
*
0 | 0.11016644612347761023788914837841453757 | 0.019477829849882448998275055704869895036
f(z) = 148/69*z^3 - 286/69*z + 1
*
0 | 0.13047226842072471903911566732514242027 | 0.023011465354044612451536414027683410943
f(z) = 148/71*z^3 - 290/71*z + 1
*
0 | 0.13043328191549458337548621633996841848 | 0.022949142486755237058410652208773125983
f(z) = 148/73*z^3 - 294/73*z + 1
*
0 | 0.11005051892592709934557794907020397717 | 0.019316958583635961509133158014270574920
f(z) = 148/75*z^3 - 298/75*z + 1
*
-3/2 | 0.13612962465331831823761543403182227441 | 0.024113170688072069487670306675606029557
f(z) = 148/75*z^3 - 283/75*z + 1
*
0 | 0.15558323897632538722189660975165602574 | 0.027293181131127795448862512650811928315
f(z) = 149/60*z^3 - 299/60*z + 1
*
0 | 0.097523339433630654370454643458175894142 | 0.017296418042668902582509721663769063539
f(z) = 149/66*z^3 - 281/66*z + 1
*
0 | 0.13068322231164162101407912985931897748 | 0.023148428225619652131490666963276947491
f(z) = 149/67*z^3 - 283/67*z + 1
*
0 | 0.10499321347058633198342939748053049297 | 0.018574686323520964746408769997852834776
f(z) = 149/68*z^3 - 285/68*z + 1
*
0 | 0.11030116007624293203571997224591069173 | 0.019489620405395726642446509940156468958
f(z) = 149/69*z^3 - 287/69*z + 1
*
0 | 0.11779012984250151234535480785326564583 | 0.020787373829368132291737705887062455104
f(z) = 149/70*z^3 - 289/70*z + 1
*
0 | 0.13060624122530821266395450975071254078 | 0.023021117442938099259523628309742311953
f(z) = 149/71*z^3 - 291/71*z + 1
*
0 | 0.088499222177479760211861727773743208533 | 0.015580375504256766007103743727332256637
f(z) = 149/72*z^3 - 293/72*z + 1
*
0 | 0.13056754932078963726543422779708860519 | 0.022959049607140182064961947684625238674
f(z) = 149/73*z^3 - 295/73*z + 1
*
0 | 0.11771274571648281279386667345439528833 | 0.020674092642025114972575121579899707275
f(z) = 149/74*z^3 - 297/74*z + 1
*
0 | 0.11018404947831929577450409392109890824 | 0.019329030813084711117000744206616441869
f(z) = 149/75*z^3 - 299/75*z + 1
*
0 | 0.13081565568767171724526088048888752134 | 0.023157417643004411528812157075666450872
f(z) = 150/67*z^3 - 284/67*z + 1
*
0 | 0.13073924870782989303701316287552553562 | 0.023030635687527953469436554207512116594
f(z) = 150/71*z^3 - 292/71*z + 1
*
[ 1/5 ] 
f(z) = 150/71*z^3 - 290/71*z + 1
*
[ 1/5 ] 
f(z) = 150/73*z^3 - 298/73*z + 1
*
0 | 0.13070084696661164140756174773663420010 | 0.022968820865489098987814855908679356082
f(z) = 150/73*z^3 - 296/73*z + 1
*
0 | 0.13098487399141448211326390240622127181 | 0.023231045521812175141719442277233814150
f(z) = 151/65*z^3 - 281/65*z + 1
*
0 | 0.097786980853639192156471329133427693637 | 0.017321388833621230171950952844203977869
f(z) = 151/66*z^3 - 283/66*z + 1
*
0 | 0.13094714613111809374596697546148919702 | 0.023166279837955295384027699779650089335
f(z) = 151/67*z^3 - 285/67*z + 1
*
0 | 0.10525742069086606434461634390682282278 | 0.018598418844353292626601317717667499366
f(z) = 151/68*z^3 - 287/68*z + 1
*
0 | 0.11056461808918038156998056067829616436 | 0.019512229518672381956888473374518467138
f(z) = 151/69*z^3 - 289/69*z + 1
*
0 | 0.11805490689621832021557256471163093322 | 0.020808774916694654674964043363367247633
f(z) = 151/70*z^3 - 291/70*z + 1
*
0 | 0.13087130472573309993654639572545625195 | 0.023040022501777440056601589149104435966
f(z) = 151/71*z^3 - 293/71*z + 1
*
0 | 0.081158019732315409939026014780528425654 | 0.014270858346843500784445426111940661307
f(z) = 151/72*z^3 - 295/72*z + 1
*
0 | 0.13083318881028921456062895014132801149 | 0.022978458701747309794645685583394337599
f(z) = 151/73*z^3 - 297/73*z + 1
*
0 | 0.11797867476282150335840300320017551093 | 0.020696402524452407171869647006078058237
f(z) = 151/74*z^3 - 299/74*z + 1
*
0 | 0.13111515917250848532312539626166722256 | 0.023239510598799562407616980388085660545
f(z) = 152/65*z^3 - 282/65*z + 1
*
0 | 0.13107770701268918227116021755880888938 | 0.023175017114052200948597330964225165509
f(z) = 152/67*z^3 - 286/67*z + 1
*
0 | 0.11069545660599004996063522191560571130 | 0.019523418235704342989815777724124479056
f(z) = 152/69*z^3 - 290/69*z + 1
*
0 | 0.13100242283917412738079710497701293794 | 0.023049280242707951074186438387909486159
f(z) = 152/71*z^3 - 294/71*z + 1
*
0 | 0.13096458850887826961414427013465663541 | 0.022987965498388181012446028968205490681
f(z) = 152/73*z^3 - 298/73*z + 1
*
0 | 0.10559095804951695694170500691873104169 | 0.018727264289316882593770852856606418381
f(z) = 153/64*z^3 - 281/64*z + 1
*
0 | 0.13124453189294222820548822829278985941 | 0.023247855178255577711178176437888528193
f(z) = 153/65*z^3 - 283/65*z + 1
*
0 | 0.13120735141986453200438763125265793105 | 0.023183631720672127947791340639812040014
f(z) = 153/67*z^3 - 287/67*z + 1
*
0 | 0.11831594045597143725743533972662518975 | 0.020829638217005797939364964275201956465
f(z) = 153/70*z^3 - 293/70*z + 1
*
0 | 0.13113261631949543878528069336457473608 | 0.023058411212088208936035268611745543023
f(z) = 153/71*z^3 - 295/71*z + 1
*
0 | 0.13109505942774629194817774954434219097 | 0.022997343582118735228607183029166158164
f(z) = 153/73*z^3 - 299/73*z + 1
*
0 | 0.13137300487764758839632873025736566309 | 0.023256081429822687677708854951485932838
f(z) = 154/65*z^3 - 284/65*z + 1
*
0 | 0.13133609216486233178850824102382186581 | 0.023192125854586478885932497455212860263
f(z) = 154/67*z^3 - 288/67*z + 1
*
0 | 0.11095541856197886227719508756141992532 | 0.019545575240138825592059786611929325950
f(z) = 154/69*z^3 - 292/69*z + 1
*
0 | 0.13126189815739806322492226759248714784 | 0.023067417658062559937408506615239193343
f(z) = 154/71*z^3 - 296/71*z + 1
*
0 | 0.11797400508061449193710932150794615493 | 0.020923480695930546979848387361374102030
f(z) = 155/63*z^3 - 281/63*z + 1
*
0 | 0.10584675225989042868755933629758698829 | 0.018749047538482290657977522973087228413
f(z) = 155/64*z^3 - 283/64*z + 1
*
0 | 0.098302202436254550479952064647307404635 | 0.017369469270972933867604443275339435882
f(z) = 155/66*z^3 - 287/66*z + 1
*
0 | 0.13146394179232786006374199879347670845 | 0.023200501661501312189442582405832445364
f(z) = 155/67*z^3 - 289/67*z + 1
*
0 | 0.10577475868503607593077896438588280053 | 0.018644232613554458612410799402702711883
f(z) = 155/68*z^3 - 291/68*z + 1
*
0 | 0.11108353391619272106740747243341777428 | 0.019556365899841081147596411921463490324
f(z) = 155/69*z^3 - 293/69*z + 1
*
0 | 0.13139028107082594412661330176396630752 | 0.023076301776720955660080113756904931302
f(z) = 155/71*z^3 - 297/71*z + 1
*
0 | 0.086431641910032289667887243579019553664 | 0.015162266023207348417371298431779746853
f(z) = 155/72*z^3 - 299/72*z + 1
*
0 | 0.13159091258675454703238768705643333819 | 0.023208761237542952964050448932751618780
f(z) = 156/67*z^3 - 290/67*z + 1
*
0 | 0.13151777751257438132792833250896999971 | 0.023085065713613091722797264485525184440
f(z) = 156/71*z^3 - 298/71*z + 1
*
0 | 0.11897172269706606133814545659858571775 | 0.021100432603883060431628453815009801391
f(z) = 157/62*z^3 - 281/62*z + 1
*
0 | 0.11822605004204750613570210539210802731 | 0.020941840776396718663347690121035454886
f(z) = 157/63*z^3 - 283/63*z + 1
*
0 | 0.10609905338594693303914539294139730561 | 0.018770324011642650436728958492032413788
f(z) = 157/64*z^3 - 285/64*z + 1
*
0 | 0.13175314873464668384887823432526092747 | 0.023280071164065430387483083545377157139
f(z) = 157/65*z^3 - 287/65*z + 1
*
0 | 0.098556052086009967497965644687137716256 | 0.017392981063845793650800704126780601424
f(z) = 157/66*z^3 - 289/66*z + 1
*
0 | 0.13171701657964876500304780574956710635 | 0.023216906630691249014803921233027482034
f(z) = 157/67*z^3 - 291/67*z + 1
*
0 | 0.10602809310087970233949383848964451161 | 0.018666350549376609274073439082918147144
f(z) = 157/68*z^3 - 293/68*z + 1
*
0 | 0.11133712884088746306108732016512829062 | 0.019577564850315243461287549992922854699
f(z) = 157/69*z^3 - 295/69*z + 1
*
0 | 0.11882719153919977401830911844567663635 | 0.020869824684830927624312371386295138946
f(z) = 157/70*z^3 - 297/70*z + 1
*
0 | 0.13164439967763411248503811684720478403 | 0.023093711565209052343107122182247520956
f(z) = 157/71*z^3 - 299/71*z + 1
*
0 | 0.11835079493270102123055377004861481386 | 0.020950846993280909727647940249019798190
f(z) = 158/63*z^3 - 284/63*z + 1
*
0 | 0.13187814483314978441618389565877638624 | 0.023287844811162075547189289832005761196
f(z) = 158/65*z^3 - 288/65*z + 1
*
0 | 0.13184226555644892579789785964367584133 | 0.023224939842162649128314787424046003227
f(z) = 158/67*z^3 - 292/67*z + 1
*
0 | 0.11146263238831361782566439033016859339 | 0.019587977399848443839731014379905623282
f(z) = 158/69*z^3 - 296/69*z + 1
*
0 | 0.13207322319342614037189367609399759988 | 0.023424071549055733175418914331202608286
f(z) = 159/61*z^3 - 281/61*z + 1
*
0 | 0.11922012778811654602649089779378526581 | 0.021117925639843761283096736305109615280
f(z) = 159/62*z^3 - 283/62*z + 1
*
0 | 0.10634795576579545359831812870659119478 | 0.018791110513547453455722118869701200160
f(z) = 159/64*z^3 - 287/64*z + 1
*
0 | 0.13200230098767454949522577586022788127 | 0.023295510248919571823817362734677572410
f(z) = 159/65*z^3 - 289/65*z + 1
*
0 | 0.13196667106320895657906013363780696318 | 0.023232862827745176044758583559103534393
f(z) = 159/67*z^3 - 293/67*z + 1
*
0 | 0.10627799995257729122579084219965258827 | 0.018687965622024184838837348957209967768
f(z) = 159/68*z^3 - 295/68*z + 1
*
0 | 0.11907760566022974783292526290698543238 | 0.020889182416623954150408479322966344806
f(z) = 159/70*z^3 - 299/70*z + 1
*
[ -3/2 ] 
f(z) = 143/63*z^3 - 289/84*z + 1
*
[ -3/2 ] 
f(z) = 145/63*z^3 - 295/84*z + 1
*
[ -3/2 ] 
f(z) = 149/72*z^3 - 287/96*z + 1
*
[ -3/2 ] 
f(z) = 151/72*z^3 - 293/96*z + 1
*
-20/17 | 0.28157683395916632911689458254936063157 | 0.028608371525546329459779546401261584098
f(z) = 153/64*z^3 - 294/85*z + 1
*
3/5 | 0.15339626550160371214074897657483045163 | 0.022698153362771473436031965214696352639
f(z) = 145/72*z^3 - 287/120*z + 1
*
5/8 | 0.17882942474938208943722833078078997001 | 0.024601924576906861303379828175018879419
f(z) = 152/75*z^3 - 287/120*z + 1
*
3/5 | 0.13209087281559208219625751523854041334 | 0.019485921859048594733211593151136324302
f(z) = 155/72*z^3 - 293/120*z + 1
*
[ 2/5 ] 
f(z) = 150/79*z^3 - 285/158*z + 1
*
[ -4/3 ] 
f(z) = 153/70*z^3 - 299/140*z + 1
*
[ -4/3 ] 
f(z) = 153/74*z^3 - 285/148*z + 1
*
[ -15/11 ] 
f(z) = 143/75*z^3 - 299/165*z + 1
*
[ 4/9 ] 
f(z) = 157/64*z^3 - 281/162*z + 1
*
[ 3/4 ] 
f(z) = 158/63*z^3 - 293/168*z + 1
*
[ 2/3 ] 
f(z) = 141/62*z^3 - 281/186*z + 1
*
[ 2/3 ] 
f(z) = 147/62*z^3 - 289/186*z + 1
*
[ 13/21 ] 
f(z) = 147/65*z^3 - 289/195*z + 1
*
[ 3/5 ] 
f(z) = 150/61*z^3 - 284/183*z + 1
*
[ 4/5 ] 
f(z) = 155/72*z^3 - 293/180*z + 1
*
[ 2/3 ] 
f(z) = 141/70*z^3 - 293/210*z + 1
*
[ 3/5 ] 
f(z) = 150/67*z^3 - 296/201*z + 1
*
[ 2/3 ] 
f(z) = 141/74*z^3 - 299/222*z + 1
*
[ 2 ] 
f(z) = 141/68*z^3 - 265/34*z + 1
*
[ 2 ] 
f(z) = 141/76*z^3 - 263/38*z + 1
*
[ 2 ] 
f(z) = 143/60*z^3 - 271/30*z + 1
*
[ 2 ] 
f(z) = 143/68*z^3 - 269/34*z + 1
*
[ 2 ] 
f(z) = 143/76*z^3 - 267/38*z + 1
*
[ 2 ] 
f(z) = 145/68*z^3 - 273/34*z + 1
*
[ 2 ] 
f(z) = 145/76*z^3 - 271/38*z + 1
*
[ 2 ] 
f(z) = 147/68*z^3 - 277/34*z + 1
*
[ 2 ] 
f(z) = 147/76*z^3 - 275/38*z + 1
*
[ 2 ] 
f(z) = 149/76*z^3 - 279/38*z + 1
*
[ -2 ] 
f(z) = 157/60*z^3 - 269/30*z + 1
*
[ -2 ] 
f(z) = 157/68*z^3 - 263/34*z + 1
*
[ -2 ] 
f(z) = 159/68*z^3 - 267/34*z + 1
*
[ -2 ] 
f(z) = 159/76*z^3 - 261/38*z + 1
*
-8/5 | 0.17237914942275567053763283462504542259 | 0.022528523333316952627210084268174164754
f(z) = 155/64*z^3 - 263/40*z + 1
*
0 | 0.12956923999312121343723419740275462232 | 0.023268897947245296080708779884802905468
f(z) = 140/61*z^3 - 262/61*z + 1
*
0 | 0.12944653242028983047682780101840740865 | 0.023061389294317380033574487387545598852
f(z) = 140/67*z^3 - 274/67*z + 1
*
0 | 0.10906168801211875947787532218383125255 | 0.019379714058360845908807648941651947042
f(z) = 140/69*z^3 - 278/69*z + 1
*
0 | 0.12970984060408704227167803270018363531 | 0.023278222363388715368371544720649838571
f(z) = 141/61*z^3 - 263/61*z + 1
*
0 | 0.11685423678769515260934041679926661319 | 0.020942633502338271788943212221341175540
f(z) = 141/62*z^3 - 265/62*z + 1
*
0 | 0.10397702151449122203180237117432101384 | 0.018584876763006672414717688482045485372
f(z) = 141/64*z^3 - 269/64*z + 1
*
0 | 0.12962883177483354542017428990565725363 | 0.023139250687024507945590434841202339851
f(z) = 141/65*z^3 - 271/65*z + 1
*
0 | 0.12958810494651500915706628795389938692 | 0.023071637190333611723718108281190827045
f(z) = 141/67*z^3 - 275/67*z + 1
*
0 | 0.10389687176840499595219519197462638739 | 0.018473781714601964718505083715982866949
f(z) = 141/68*z^3 - 277/68*z + 1
*
0 | 0.12984937906297695598285433146365950116 | 0.023287403930876524784689962694643153480
f(z) = 142/61*z^3 - 264/61*z + 1
*
0 | 0.11624615009506864018269716337142346449 | 0.020791704666864929632895564400619770768
f(z) = 142/63*z^3 - 268/63*z + 1
*
0 | 0.12976900555050457596490423680504873980 | 0.023149052359647212444781062731295893604
f(z) = 142/65*z^3 - 272/65*z + 1
*
0 | 0.12972859998872189958788215200146675467 | 0.023081734397279300422453043998887521081
f(z) = 142/67*z^3 - 276/67*z + 1
*
0 | 0.10934337463547206695543659723958185039 | 0.019405050114732344129924476664906789635
f(z) = 142/69*z^3 - 280/69*z + 1
*
0 | 0.083993267753588801817695895407580944967 | 0.015073751958138479375703806213844353360
f(z) = 143/60*z^3 - 263/60*z + 1
*
0 | 0.12998787133960042135590809123708374870 | 0.023296445418237602480980545509056778913
f(z) = 143/61*z^3 - 265/61*z + 1
*
0 | 0.11713258094026379550922211638631249476 | 0.020964268480186345218009659647482926613
f(z) = 143/62*z^3 - 267/62*z + 1
*
0 | 0.11638495390652480541736169702368601848 | 0.020802673455303000183244411515689490025
f(z) = 143/63*z^3 - 269/63*z + 1
*
0 | 0.10425599601405182054179782924263281025 | 0.018610100811407012982118359965093017289
f(z) = 143/64*z^3 - 271/64*z + 1
*
0 | 0.12986803387788907429251951722445929062 | 0.023091683789215273628984582711608312135
f(z) = 143/67*z^3 - 277/67*z + 1
*
0 | 0.10417712125509691274421519327342839565 | 0.018499947309991197770344305683424969978
f(z) = 143/68*z^3 - 279/68*z + 1
*
0 | 0.13012533304530519811262526422249984425 | 0.023305349524570228829751554607830655262
f(z) = 144/61*z^3 - 266/61*z + 1
*
0 | 0.13004620063045459422082137224633566586 | 0.023168222453796192929170594703842816105
f(z) = 144/65*z^3 - 274/65*z + 1
*
1/4 | 0.16082750935178258589190435271766749866 | 0.028746346047117850917080786412522828968
f(z) = 144/65*z^3 - 269/65*z + 1
*
0 | 0.13000642257524345626895795261277818042 | 0.023101488168592118977994153872572324644
f(z) = 144/67*z^3 - 278/67*z + 1
*
0 | 0.13026177944365578886075964145536807083 | 0.023314118881716741331879724850289698383
f(z) = 145/61*z^3 - 267/61*z + 1
*
0 | 0.11740679285153709323108605844294955234 | 0.020985317183581438990541567321208257043
f(z) = 145/62*z^3 - 269/62*z + 1
*
0 | 0.11665947073815676190301381290018475931 | 0.020824169295259203629351918481814276592
f(z) = 145/63*z^3 - 271/63*z + 1
*
0 | 0.10453081888717588780714560835897849045 | 0.018634699077532168757350779424555078111
f(z) = 145/64*z^3 - 273/64*z + 1
*
0 | 0.096984489830784721639705327097263974922 | 0.017244699136175506345025077517378169101
f(z) = 145/66*z^3 - 277/66*z + 1
*
0 | 0.13014378168337769773213781062810588614 | 0.023111150268492271656835283410657764202
f(z) = 145/67*z^3 - 279/67*z + 1
*
0 | 0.13039722546071606533758916728500515185 | 0.023322756056355809944144724479508560467
f(z) = 146/61*z^3 - 268/61*z + 1
*
0 | 0.11679521416703818441667704943806755994 | 0.020834701758246340582907952633159253620
f(z) = 146/63*z^3 - 272/63*z + 1
*
0 | 0.13031929626936239387663969667311313020 | 0.023186833000520142893096718229508110812
f(z) = 146/65*z^3 - 276/65*z + 1
*
0 | 0.13028012645695136568850497731435705391 | 0.023120672754786830483373510859926598736
f(z) = 146/67*z^3 - 280/67*z + 1
*
0 | 0.13053168569495359839745592246831685941 | 0.023331263552016010367695580220510548614
f(z) = 147/61*z^3 - 269/61*z + 1
*
0 | 0.11767699373680450832843308801430745309 | 0.021005801108360940867397049839313616234
f(z) = 147/62*z^3 - 271/62*z + 1
*
0 | 0.10480161223256258802195872800723590732 | 0.018658693831425909423016348742386447631
f(z) = 147/64*z^3 - 275/64*z + 1
*
0 | 0.13045434445189358321885424636383632966 | 0.023195934989244340299338524404182718785
f(z) = 147/65*z^3 - 277/65*z + 1
*
0 | 0.13066517442678231774993182087049576595 | 0.023339643811014183383486475372988305588
f(z) = 148/61*z^3 - 270/61*z + 1
*
0 | 0.11706374457571745858760655556927963002 | 0.020855348810317018388732597232421808740
f(z) = 148/63*z^3 - 274/63*z + 1
*
0 | 0.13058841229764934276593669480883046342 | 0.023204904818478168818262286232170741502
f(z) = 148/65*z^3 - 278/65*z + 1
*
0 | 0.084801187278435181569675960938458913998 | 0.015157383737008835480941385934104715174
f(z) = 149/60*z^3 - 269/60*z + 1
*
0 | 0.13079770562775927876060281688098631377 | 0.023347899216321889938891628668767545460
f(z) = 149/61*z^3 - 271/61*z + 1
*
0 | 0.11794329954079944775589568066974662277 | 0.021025740719837335838784268908379047453
f(z) = 149/62*z^3 - 273/62*z + 1
*
0 | 0.11719656000725397203601381415452010816 | 0.020865468428282942676099821865703024563
f(z) = 149/63*z^3 - 275/63*z + 1
*
0 | 0.10506849282533415024976005428490319291 | 0.018682106289630434959577818196552345342
f(z) = 149/64*z^3 - 277/64*z + 1
*
0 | 0.13072151397641481781565002503607440720 | 0.023213744934688657842973740161596146084
f(z) = 149/65*z^3 - 279/65*z + 1
*
0 | 0.13092929296945051422336205107824609385 | 0.023356032093363103656630074309578269543
f(z) = 150/61*z^3 - 272/61*z + 1
*
[ 1/5 ] 
f(z) = 150/67*z^3 - 274/67*z + 1
*
[ 7/5 ] 
f(z) = 150/77*z^3 - 272/77*z + 1
*
0 | 0.085064188565401030052883796242168983106 | 0.015184288531752955172801947077828244735
f(z) = 151/60*z^3 - 271/60*z + 1
*
0 | 0.13105994983198019569522288153075848140 | 0.023364044711746124081181270044435847880
f(z) = 151/61*z^3 - 273/61*z + 1
*
0 | 0.11820582123970551622330270149311151601 | 0.021045155514493529251807440276328750561
f(z) = 151/62*z^3 - 275/62*z + 1
*
0 | 0.11745936016842249283610737730642755972 | 0.020885311974793463564557618031584003734
f(z) = 151/63*z^3 - 277/63*z + 1
*
0 | 0.10533157242297077620102486042868216479 | 0.018704956677886160236231219961441564417
f(z) = 151/64*z^3 - 279/64*z + 1
*
0 | 0.13118968931227661877638307400699277990 | 0.023371939286932544675628436971142087859
f(z) = 152/61*z^3 - 274/61*z + 1
*
0 | 0.11758937155765121280165762395802616984 | 0.020895040583237701572436448834459475907
f(z) = 152/63*z^3 - 278/63*z + 1
*
0 | 0.13131852423202785685649270668122680214 | 0.023379717981845968754314471182816011462
f(z) = 153/61*z^3 - 275/61*z + 1
*
0 | 0.11846466512177915009163586543772671548 | 0.021064064077227472258557227366403136721
f(z) = 153/62*z^3 - 277/62*z + 1
*
0 | 0.13144646714535929576560445090717936933 | 0.023387382908423033645766249339482282674
f(z) = 154/61*z^3 - 276/61*z + 1
*
0 | 0.13157353034624466507861256791690190866 | 0.023394936129109177925742552654002542763
f(z) = 155/61*z^3 - 277/61*z + 1
*
0 | 0.13169972587566161830537840186151804698 | 0.023402379658301468076564299531999623148
f(z) = 156/61*z^3 - 278/61*z + 1
*
0 | 0.085828521139006341401140177797268028202 | 0.015261069341370459732051371210581174486
f(z) = 157/60*z^3 - 277/60*z + 1
*
0 | 0.13182506552850238178946134435013634423 | 0.023409715463740688982877688728893754027
f(z) = 157/61*z^3 - 279/61*z + 1
*
0 | 0.13194956086024948891299391771044192101 | 0.023416945467854796862233458297922560619
f(z) = 158/61*z^3 - 280/61*z + 1
*
[ -3/2 ] 
f(z) = 143/72*z^3 - 269/96*z + 1
*
[ -3/2 ] 
f(z) = 145/72*z^3 - 275/96*z + 1
*
[ 4/15 ] 
f(z) = 155/64*z^3 - 263/90*z + 1
*
[ 12/13 ] 
f(z) = 143/72*z^3 - 277/156*z + 1
*
[ 2/5 ] 
f(z) = 150/71*z^3 - 261/142*z + 1
*
[ 2/5 ] 
f(z) = 150/73*z^3 - 267/146*z + 1
*
[ 3/4 ] 
f(z) = 142/63*z^3 - 269/168*z + 1
*
[ 5/11 ] 
f(z) = 143/75*z^3 - 263/165*z + 1
*
[ 4/9 ] 
f(z) = 145/64*z^3 - 275/162*z + 1
*
[ 3/4 ] 
f(z) = 146/63*z^3 - 275/168*z + 1
*
[ 4/9 ] 
f(z) = 149/64*z^3 - 277/162*z + 1
*
[ 5/11 ] 
f(z) = 154/75*z^3 - 268/165*z + 1
*
[ 4/5 ] 
f(z) = 145/72*z^3 - 277/180*z + 1
*
[ -2 ] 
f(z) = 143/60*z^3 - 241/30*z + 1
*
[ -2 ] 
f(z) = 147/68*z^3 - 243/34*z + 1
*
[ -2 ] 
f(z) = 149/60*z^3 - 253/30*z + 1
*
[ -2 ] 
f(z) = 149/68*z^3 - 247/34*z + 1
*
[ -2 ] 
f(z) = 149/76*z^3 - 241/38*z + 1
*
[ -2 ] 
f(z) = 151/60*z^3 - 257/30*z + 1
*
[ -2 ] 
f(z) = 151/68*z^3 - 251/34*z + 1
*
[ -2 ] 
f(z) = 151/76*z^3 - 245/38*z + 1
*
[ -2 ] 
f(z) = 153/76*z^3 - 249/38*z + 1
*
[ -2 ] 
f(z) = 155/68*z^3 - 259/34*z + 1
*
[ -2 ] 
f(z) = 155/76*z^3 - 253/38*z + 1
*
[ -2 ] 
f(z) = 157/76*z^3 - 257/38*z + 1
*
-8/5 | 0.20495347942379183807728310744830595895 | 0.027007257075249282574284311690616041399
f(z) = 145/64*z^3 - 247/40*z + 1
*
4/3 | 0.24844724511336803102958167869140757033 | 0.027559892036849352072672198014651966266
f(z) = 147/64*z^3 - 257/42*z + 1
*
16/21 | 0.18707911967144833932516968578782252370 | 0.027226987919398909570121884157247044272
f(z) = 147/64*z^3 - 241/48*z + 1
*
[ 1/4 ] 
f(z) = 144/79*z^3 - 246/79*z + 1
*
[ 1/5 ] 
f(z) = 150/61*z^3 - 250/61*z + 1
*
[ 4/3 ] 
f(z) = 153/76*z^3 - 253/76*z + 1
*
[ -18/13 ] 
f(z) = 143/72*z^3 - 244/117*z + 1
*
5/7 | 0.18283139867917137024388151970820228816 | 0.025540412262570365029390655679513641097
f(z) = 154/75*z^3 - 257/105*z + 1
*
[ 4/11 ] 
f(z) = 141/64*z^3 - 247/121*z + 1
*
[ 4/11 ] 
f(z) = 145/64*z^3 - 248/121*z + 1
*
[ 4/11 ] 
f(z) = 149/64*z^3 - 249/121*z + 1
*
[ 2/5 ] 
f(z) = 150/67*z^3 - 249/134*z + 1
*
[ -5/4 ] 
f(z) = 152/65*z^3 - 241/130*z + 1
*
[ 4/11 ] 
f(z) = 153/64*z^3 - 250/121*z + 1
*
[ 4/11 ] 
f(z) = 157/64*z^3 - 251/121*z + 1
*
[ 6/7 ] 
f(z) = 145/72*z^3 - 242/147*z + 1
*
[ 6/7 ] 
f(z) = 149/72*z^3 - 248/147*z + 1
*
[ 6/7 ] 
f(z) = 151/72*z^3 - 251/147*z + 1
*
[ 6/7 ] 
f(z) = 155/72*z^3 - 257/147*z + 1
*
[ 6/7 ] 
f(z) = 157/72*z^3 - 260/147*z + 1
*
[ 6 ] 
f(z) = 149/72*z^3 - 221/3*z + 1
*
[ 6 ] 
f(z) = 151/72*z^3 - 224/3*z + 1
*
[ -6 ] 
f(z) = 151/72*z^3 - 223/3*z + 1
*
4/51 | 0.28781388274716936946514999257956898701 | 0.029936318888001826695828569476635824323
f(z) = 153/64*z^3 - 234/17*z + 1
*
[ 6 ] 
f(z) = 155/72*z^3 - 230/3*z + 1
*
[ -6 ] 
f(z) = 155/72*z^3 - 229/3*z + 1
*
[ 6 ] 
f(z) = 157/72*z^3 - 233/3*z + 1
*
[ -6 ] 
f(z) = 157/72*z^3 - 232/3*z + 1
*
[ -2 ] 
f(z) = 141/68*z^3 - 231/34*z + 1
*
[ -2 ] 
f(z) = 141/76*z^3 - 225/38*z + 1
*
[ -2 ] 
f(z) = 143/68*z^3 - 235/34*z + 1
*
[ -2 ] 
f(z) = 143/76*z^3 - 229/38*z + 1
*
[ -2 ] 
f(z) = 145/68*z^3 - 239/34*z + 1
*
[ -2 ] 
f(z) = 145/76*z^3 - 233/38*z + 1
*
[ -2 ] 
f(z) = 147/76*z^3 - 237/38*z + 1
*
[ 8/5 ] 
f(z) = 155/64*z^3 - 233/40*z + 1
*
[ 3/2 ] 
f(z) = 158/63*z^3 - 223/42*z + 1
*
[ 1/4 ] 
f(z) = 144/71*z^3 - 222/71*z + 1
*
[ 1/4 ] 
f(z) = 144/73*z^3 - 228/73*z + 1
*
[ 1/4 ] 
f(z) = 144/77*z^3 - 240/77*z + 1
*
5/4 | 0.19595864619358639578561593973081703718 | 0.027754309487846803531266886877192991489
f(z) = 148/75*z^3 - 233/60*z + 1
*
[ -3/2 ] 
f(z) = 152/69*z^3 - 227/69*z + 1
*
[ 6/5 ] 
f(z) = 157/72*z^3 - 223/75*z + 1
*
[ -10/7 ] 
f(z) = 147/64*z^3 - 239/80*z + 1
*
3/4 | 0.16475637280126495313372736848759884644 | 0.025324599045793969843262795172461115183
f(z) = 148/63*z^3 - 223/84*z + 1
*
[ 2/5 ] 
f(z) = 150/61*z^3 - 231/122*z + 1
*
[ 8/17 ] 
f(z) = 153/64*z^3 - 225/136*z + 1
*
[ 1/2 ] 
f(z) = 142/75*z^3 - 221/150*z + 1
*
[ 1/2 ] 
f(z) = 142/77*z^3 - 225/154*z + 1
*
[ 1/2 ] 
f(z) = 142/79*z^3 - 229/158*z + 1
*
[ 6/7 ] 
f(z) = 143/72*z^3 - 239/147*z + 1
*
[ 1/2 ] 
f(z) = 146/75*z^3 - 223/150*z + 1
*
[ 1/2 ] 
f(z) = 146/77*z^3 - 227/154*z + 1
*
[ 1/2 ] 
f(z) = 146/79*z^3 - 231/158*z + 1
*
[ 2/3 ] 
f(z) = 149/64*z^3 - 221/144*z + 1
*
[ 1/2 ] 
f(z) = 150/73*z^3 - 221/146*z + 1
*
[ 1/2 ] 
f(z) = 150/77*z^3 - 229/154*z + 1
*
-11/10 | 0.10529030393269684441587335111290099895 | 0.018459733413841887651357908807312477998
f(z) = 150/77*z^3 - 223/154*z + 1
*
[ 1/2 ] 
f(z) = 150/79*z^3 - 233/158*z + 1
*
[ 2/3 ] 
f(z) = 151/64*z^3 - 223/144*z + 1
*
[ 3/4 ] 
f(z) = 152/75*z^3 - 221/150*z + 1
*
[ 1/2 ] 
f(z) = 154/73*z^3 - 223/146*z + 1
*
[ 1/2 ] 
f(z) = 154/75*z^3 - 227/150*z + 1
*
[ 1/2 ] 
f(z) = 154/79*z^3 - 235/158*z + 1
*
[ 2/3 ] 
f(z) = 155/64*z^3 - 227/144*z + 1
*
[ 2/3 ] 
f(z) = 157/64*z^3 - 229/144*z + 1
*
[ 1/2 ] 
f(z) = 158/71*z^3 - 221/142*z + 1
*
[ 1/2 ] 
f(z) = 158/73*z^3 - 225/146*z + 1
*
[ 1/2 ] 
f(z) = 158/75*z^3 - 229/150*z + 1
*
[ 1/2 ] 
f(z) = 158/77*z^3 - 233/154*z + 1
*
[ 6 ] 
f(z) = 143/72*z^3 - 212/3*z + 1
*
[ -6 ] 
f(z) = 143/72*z^3 - 211/3*z + 1
*
[ 6 ] 
f(z) = 145/72*z^3 - 215/3*z + 1
*
[ -6 ] 
f(z) = 145/72*z^3 - 214/3*z + 1
*
-16/7 | 0.19602088291003684415279290280589744612 | 0.029302335614207134283626574041071460827
f(z) = 147/64*z^3 - 201/16*z + 1
*
[ -6 ] 
f(z) = 149/72*z^3 - 220/3*z + 1
*
[ 8/5 ] 
f(z) = 145/64*z^3 - 217/40*z + 1
*
[ 3/2 ] 
f(z) = 146/63*z^3 - 205/42*z + 1
*
[ 4/15 ] 
f(z) = 141/64*z^3 - 218/75*z + 1
*
[ 6/5 ] 
f(z) = 143/72*z^3 - 202/75*z + 1
*
[ 5/4 ] 
f(z) = 144/65*z^3 - 212/65*z + 1
*
[ 1/4 ] 
f(z) = 144/65*z^3 - 204/65*z + 1
*
[ 1/4 ] 
f(z) = 144/67*z^3 - 210/67*z + 1
*
[ -3/2 ] 
f(z) = 148/69*z^3 - 218/69*z + 1
*
[ -3/2 ] 
f(z) = 148/75*z^3 - 208/75*z + 1
*
[ 6/5 ] 
f(z) = 149/72*z^3 - 211/75*z + 1
*
[ 6/5 ] 
f(z) = 151/72*z^3 - 214/75*z + 1
*
[ -3/2 ] 
f(z) = 152/75*z^3 - 217/75*z + 1
*
1/3 | 0.15560954919648222621952839457197916606 | 0.029127632577323654582089613670457847306
f(z) = 153/64*z^3 - 209/64*z + 1
*
[ 1/2 ] 
f(z) = 142/65*z^3 - 201/130*z + 1
*
[ 1/2 ] 
f(z) = 142/67*z^3 - 205/134*z + 1
*
[ 1/2 ] 
f(z) = 142/69*z^3 - 209/138*z + 1
*
[ 1/2 ] 
f(z) = 146/65*z^3 - 203/130*z + 1
*
[ 1/2 ] 
f(z) = 146/67*z^3 - 207/134*z + 1
*
[ 1/2 ] 
f(z) = 146/69*z^3 - 211/138*z + 1
*
[ 5/6 ] 
f(z) = 148/75*z^3 - 212/135*z + 1
*
[ 1/2 ] 
f(z) = 150/67*z^3 - 209/134*z + 1
*
[ 3/4 ] 
f(z) = 152/69*z^3 - 217/138*z + 1
*
[ 5/6 ] 
f(z) = 152/75*z^3 - 217/135*z + 1
*
[ 2/3 ] 
f(z) = 153/65*z^3 - 201/130*z + 1
*
[ 2/3 ] 
f(z) = 153/67*z^3 - 203/134*z + 1
*
[ 1/2 ] 
f(z) = 154/65*z^3 - 207/130*z + 1
*
[ 1/2 ] 
f(z) = 154/67*z^3 - 211/134*z + 1
*
[ 1/2 ] 
f(z) = 154/69*z^3 - 215/138*z + 1
*
[ 1/2 ] 
f(z) = 158/61*z^3 - 201/122*z + 1
*
[ 1/2 ] 
f(z) = 158/63*z^3 - 205/126*z + 1
*
[ 1/2 ] 
f(z) = 158/65*z^3 - 209/130*z + 1
*
[ 1/2 ] 
f(z) = 158/67*z^3 - 213/134*z + 1
*
[ 1/2 ] 
f(z) = 158/69*z^3 - 217/138*z + 1
*
[ 1/2 ] 
f(z) = 142/73*z^3 - 217/146*z + 1
*
[ 2/3 ] 
f(z) = 143/64*z^3 - 215/144*z + 1
*
[ 2/3 ] 
f(z) = 144/73*z^3 - 201/146*z + 1
*
[ 2/3 ] 
f(z) = 144/77*z^3 - 205/154*z + 1
*
[ 2/3 ] 
f(z) = 144/79*z^3 - 207/158*z + 1
*
[ 2/3 ] 
f(z) = 145/64*z^3 - 217/144*z + 1
*
[ 1/2 ] 
f(z) = 146/71*z^3 - 215/142*z + 1
*
[ 4/7 ] 
f(z) = 147/74*z^3 - 207/148*z + 1
*
[ 1/2 ] 
f(z) = 150/71*z^3 - 217/142*z + 1
*
[ 7/10 ] 
f(z) = 150/77*z^3 - 213/154*z + 1
*
[ 2/3 ] 
f(z) = 153/71*z^3 - 207/142*z + 1
*
[ 2/3 ] 
f(z) = 153/73*z^3 - 209/146*z + 1
*
[ 2/3 ] 
f(z) = 153/77*z^3 - 213/154*z + 1
*
[ 2/3 ] 
f(z) = 153/79*z^3 - 215/158*z + 1
*
[ 1/2 ] 
f(z) = 154/71*z^3 - 219/142*z + 1
*
[ 12/5 ] 
f(z) = 145/64*z^3 - 187/15*z + 1
*
[ 16/7 ] 
f(z) = 147/64*z^3 - 183/16*z + 1
*
[ 20/7 ] 
f(z) = 147/64*z^3 - 181/10*z + 1
*
[ 5/2 ] 
f(z) = 152/75*z^3 - 181/15*z + 1
*
[ 4/51 ] 
f(z) = 153/64*z^3 - 200/17*z + 1
*
[ -12/5 ] 
f(z) = 155/64*z^3 - 188/15*z + 1
*
8/21 | 0.18200617088192784650195612256452467319 | 0.024824501720736996502905338589811945838
f(z) = 147/64*z^3 - 191/24*z + 1
*
[ 3/2 ] 
f(z) = 142/63*z^3 - 199/42*z + 1
*
16/21 | 0.15240148161115627727615108197572219690 | 0.022921016053584961672084663093727050628
f(z) = 147/64*z^3 - 193/48*z + 1
*
[ -8/5 ] 
f(z) = 155/64*z^3 - 183/40*z + 1
*
[ -3/2 ] 
f(z) = 140/69*z^3 - 200/69*z + 1
*
-12/11 | 0.23959882017465031256412111010119851193 | 0.027653783317921764409470064292913140733
f(z) = 143/64*z^3 - 181/66*z + 1
*
[ 1/4 ] 
f(z) = 144/61*z^3 - 192/61*z + 1
*
[ 7/6 ] 
f(z) = 144/77*z^3 - 185/77*z + 1
*
[ 2/7 ] 
f(z) = 147/74*z^3 - 197/74*z + 1
*
-5/4 | 0.19366979607069708979788039986314642144 | 0.028098050958262741871088534431213716726
f(z) = 148/75*z^3 - 197/60*z + 1
*
[ 12/31 ] 
f(z) = 155/64*z^3 - 181/93*z + 1
*
[ 6/7 ] 
f(z) = 147/76*z^3 - 181/114*z + 1
*
[ 1/2 ] 
f(z) = 142/61*z^3 - 193/122*z + 1
*
[ 1/2 ] 
f(z) = 142/63*z^3 - 197/126*z + 1
*
[ 2/3 ] 
f(z) = 144/61*z^3 - 189/122*z + 1
*
[ 2/3 ] 
f(z) = 144/65*z^3 - 193/130*z + 1
*
[ 2/3 ] 
f(z) = 144/67*z^3 - 195/134*z + 1
*
[ 1/2 ] 
f(z) = 146/61*z^3 - 195/122*z + 1
*
[ 1/2 ] 
f(z) = 146/63*z^3 - 199/126*z + 1
*
[ 4/7 ] 
f(z) = 147/62*z^3 - 189/124*z + 1
*
[ 1/2 ] 
f(z) = 150/61*z^3 - 197/122*z + 1
*
[ 2/3 ] 
f(z) = 153/61*z^3 - 197/122*z + 1
*
[ 1/2 ] 
f(z) = 154/61*z^3 - 199/122*z + 1
*
[ 2/3 ] 
f(z) = 144/71*z^3 - 199/142*z + 1
*
[ -16/7 ] 
f(z) = 147/64*z^3 - 169/16*z + 1
*
[ 5/2 ] 
f(z) = 148/75*z^3 - 176/15*z + 1
*
[ -5/2 ] 
f(z) = 148/75*z^3 - 164/15*z + 1
*
[ -5/2 ] 
f(z) = 152/75*z^3 - 169/15*z + 1
*
-2 | 0.10541200251472489329520847114331445790 | 0.016298223986418892868553879303958748637
f(z) = 153/64*z^3 - 161/16*z + 1
*
-2 | 0.10567687803603129408324839293755493119 | 0.016308048042899776782610629493788369277
f(z) = 155/64*z^3 - 163/16*z + 1
*
-2 | 0.10593779431057534169334571471881959871 | 0.016317603323759726800162095388183865877
f(z) = 157/64*z^3 - 165/16*z + 1
*
-2 | 0.10619487548940176371252801438710390614 | 0.016326901984673181475610181985997925999
f(z) = 159/64*z^3 - 167/16*z + 1
*
[ -8/5 ] 
f(z) = 145/64*z^3 - 167/40*z + 1
*
2/21 | 0.083310318271930167204684152159357140161 | 0.012785121204929266907827003338278889557
f(z) = 147/64*z^3 - 169/48*z + 1
*
[ -3/2 ] 
f(z) = 158/63*z^3 - 167/42*z + 1
*
[ 13/12 ] 
f(z) = 144/65*z^3 - 164/65*z + 1
*
[ 1/3 ] 
f(z) = 144/73*z^3 - 162/73*z + 1
*
[ 1/3 ] 
f(z) = 144/77*z^3 - 170/77*z + 1
*
[ 1/3 ] 
f(z) = 144/79*z^3 - 174/79*z + 1
*
[ 2/7 ] 
f(z) = 147/62*z^3 - 167/62*z + 1
*
[ 12/35 ] 
f(z) = 147/64*z^3 - 164/75*z + 1
*
[ 5/4 ] 
f(z) = 148/75*z^3 - 173/60*z + 1
*
[ -7/5 ] 
f(z) = 150/77*z^3 - 162/77*z + 1
*
2/3 | 0.10847472715830096068002221873893032494 | 0.021049600079708377728367617117805641988
f(z) = 153/70*z^3 - 173/70*z + 1
*
[ 1/3 ] 
f(z) = 153/73*z^3 - 163/73*z + 1
*
[ 1/3 ] 
f(z) = 153/74*z^3 - 165/74*z + 1
*
[ 1/3 ] 
f(z) = 153/76*z^3 - 169/76*z + 1
*
[ 1/3 ] 
f(z) = 153/77*z^3 - 171/77*z + 1
*
[ 1/3 ] 
f(z) = 153/79*z^3 - 175/79*z + 1
*
[ 20/51 ] 
f(z) = 153/64*z^3 - 163/85*z + 1
*
[ 6/7 ] 
f(z) = 147/68*z^3 - 179/102*z + 1
*
[ 3/5 ] 
f(z) = 155/63*z^3 - 163/105*z + 1
*
[ 2/3 ] 
f(z) = 159/76*z^3 - 163/114*z + 1
*
[ 3/5 ] 
f(z) = 145/72*z^3 - 167/120*z + 1
*
[ 5/8 ] 
f(z) = 152/75*z^3 - 167/120*z + 1
*
[ -5/4 ] 
f(z) = 154/75*z^3 - 169/120*z + 1
*
[ 3/5 ] 
f(z) = 155/72*z^3 - 173/120*z + 1
*
[ -5/4 ] 
f(z) = 158/75*z^3 - 179/120*z + 1
*
-2 | 0.10373175835906239745036498994816902192 | 0.016232840633637685372898733338044173906
f(z) = 141/64*z^3 - 149/16*z + 1
*
-2 | 0.10402340209079967843314198370537995232 | 0.016244584489135419325984326743948138972
f(z) = 143/64*z^3 - 151/16*z + 1
*
-2 | 0.10431018441131405994218553925108377655 | 0.016255966404519181772382832430499548802
f(z) = 145/64*z^3 - 153/16*z + 1
*
-2 | 0.10459227748347684949386414417153305525 | 0.016267004780024122202310285293742303544
f(z) = 147/64*z^3 - 155/16*z + 1
*
-2 | 0.10486984382012446584571594100784561793 | 0.016277716725142922519497182070284672398
f(z) = 149/64*z^3 - 157/16*z + 1
*
[ 2 ] 
f(z) = 149/64*z^3 - 141/16*z + 1
*
-2 | 0.10514303703427412990976638438248822931 | 0.016288118173683231474085518963839726668
f(z) = 151/64*z^3 - 159/16*z + 1
*
[ 2 ] 
f(z) = 151/64*z^3 - 143/16*z + 1
*
[ 2 ] 
f(z) = 153/64*z^3 - 145/16*z + 1
*
[ 2 ] 
f(z) = 155/64*z^3 - 147/16*z + 1
*
[ 2 ] 
f(z) = 157/64*z^3 - 149/16*z + 1
*
[ 2 ] 
f(z) = 159/64*z^3 - 151/16*z + 1
*
[ -3/2 ] 
f(z) = 142/63*z^3 - 143/42*z + 1
*
[ -3/2 ] 
f(z) = 146/63*z^3 - 149/42*z + 1
*
[ 12/13 ] 
f(z) = 143/64*z^3 - 155/78*z + 1
*
[ 1/3 ] 
f(z) = 144/65*z^3 - 146/65*z + 1
*
[ 1/3 ] 
f(z) = 144/67*z^3 - 150/67*z + 1
*
[ 1/3 ] 
f(z) = 144/71*z^3 - 158/71*z + 1
*
[ 1/3 ] 
f(z) = 153/62*z^3 - 141/62*z + 1
*
[ 1/3 ] 
f(z) = 153/64*z^3 - 145/64*z + 1
*
[ 8/9 ] 
f(z) = 153/64*z^3 - 145/72*z + 1
*
[ 1/3 ] 
f(z) = 153/65*z^3 - 147/65*z + 1
*
[ 1/3 ] 
f(z) = 153/67*z^3 - 151/67*z + 1
*
[ 1/3 ] 
f(z) = 153/70*z^3 - 157/70*z + 1
*
[ 1/3 ] 
f(z) = 153/71*z^3 - 159/71*z + 1
*
[ 4/7 ] 
f(z) = 143/64*z^3 - 145/98*z + 1
*
[ 12/29 ] 
f(z) = 145/64*z^3 - 157/87*z + 1
*
[ 2/5 ] 
f(z) = 145/64*z^3 - 149/80*z + 1
*
[ 4/7 ] 
f(z) = 151/64*z^3 - 149/98*z + 1
*
[ 2/5 ] 
f(z) = 155/64*z^3 - 151/80*z + 1
*
[ 4/7 ] 
f(z) = 155/64*z^3 - 151/98*z + 1
*
[ 4/7 ] 
f(z) = 159/64*z^3 - 153/98*z + 1
*
[ 2/3 ] 
f(z) = 141/68*z^3 - 145/102*z + 1
*
[ 2/3 ] 
f(z) = 141/76*z^3 - 151/114*z + 1
*
[ 8/13 ] 
f(z) = 143/64*z^3 - 153/104*z + 1
*
[ 3/5 ] 
f(z) = 145/63*z^3 - 157/105*z + 1
*
[ 2/3 ] 
f(z) = 147/68*z^3 - 149/102*z + 1
*
[ 2/3 ] 
f(z) = 147/76*z^3 - 155/114*z + 1
*
[ 5/7 ] 
f(z) = 154/75*z^3 - 152/105*z + 1
*
[ 2/3 ] 
f(z) = 159/68*z^3 - 157/102*z + 1
*
[ 2 ] 
f(z) = 141/64*z^3 - 133/16*z + 1
*
[ 2 ] 
f(z) = 143/64*z^3 - 135/16*z + 1
*
[ 2 ] 
f(z) = 145/64*z^3 - 137/16*z + 1
*
[ -2 ] 
f(z) = 145/64*z^3 - 121/16*z + 1
*
[ 2 ] 
f(z) = 147/64*z^3 - 139/16*z + 1
*
[ -2 ] 
f(z) = 147/64*z^3 - 123/16*z + 1
*
[ -2 ] 
f(z) = 149/64*z^3 - 125/16*z + 1
*
[ -2 ] 
f(z) = 151/64*z^3 - 127/16*z + 1
*
[ 8/3 ] 
f(z) = 153/64*z^3 - 131/8*z + 1
*
[ -2 ] 
f(z) = 153/64*z^3 - 129/16*z + 1
*
[ -8/3 ] 
f(z) = 153/64*z^3 - 125/8*z + 1
*
[ -2 ] 
f(z) = 155/64*z^3 - 131/16*z + 1
*
[ -2 ] 
f(z) = 157/64*z^3 - 133/16*z + 1
*
[ -2 ] 
f(z) = 159/64*z^3 - 135/16*z + 1
*
[ 4/15 ] 
f(z) = 145/64*z^3 - 131/45*z + 1
*
2/5 | 0.19747074356039753290919993332748360287 | 0.028521278966040090745961808796400312709
f(z) = 145/72*z^3 - 127/45*z + 1
*
2/5 | 0.20041464515043217750943633767366544161 | 0.028913721468004984218702175082265628318
f(z) = 155/72*z^3 - 128/45*z + 1
*
[ 1/3 ] 
f(z) = 144/61*z^3 - 138/61*z + 1
*
[ 11/12 ] 
f(z) = 144/77*z^3 - 128/77*z + 1
*
-5/4 | 0.17946134778313615339242307293061748906 | 0.027485041506526936695651770441715098745
f(z) = 148/75*z^3 - 137/60*z + 1
*
[ 1/3 ] 
f(z) = 153/61*z^3 - 139/61*z + 1
*
[ -4/3 ] 
f(z) = 153/76*z^3 - 139/76*z + 1
*
[ 4/9 ] 
f(z) = 143/64*z^3 - 137/81*z + 1
*
[ 8/11 ] 
f(z) = 143/64*z^3 - 137/88*z + 1
*
[ 3/4 ] 
f(z) = 148/63*z^3 - 139/84*z + 1
*
[ 4/9 ] 
f(z) = 151/64*z^3 - 139/81*z + 1
*
[ 4/9 ] 
f(z) = 155/64*z^3 - 140/81*z + 1
*
[ -2 ] 
f(z) = 141/64*z^3 - 117/16*z + 1
*
[ -2 ] 
f(z) = 143/64*z^3 - 119/16*z + 1
*
[ 2/7 ] 
f(z) = 147/76*z^3 - 101/38*z + 1
*
[ 3/2 ] 
f(z) = 148/63*z^3 - 104/21*z + 1
*
[ 3/2 ] 
f(z) = 152/63*z^3 - 107/21*z + 1
*
[ 4/17 ] 
f(z) = 153/64*z^3 - 115/34*z + 1
*
3/4 | 0.15857369685115324223337844527441005991 | 0.027218279081435320831982535827412269956
f(z) = 152/63*z^3 - 113/42*z + 1
*
[ 1/2 ] 
f(z) = 140/67*z^3 - 102/67*z + 1
*
[ 1/2 ] 
f(z) = 140/69*z^3 - 104/69*z + 1
*
[ 1/2 ] 
f(z) = 140/71*z^3 - 106/71*z + 1
*
[ 1/2 ] 
f(z) = 140/73*z^3 - 108/73*z + 1
*
[ 1/2 ] 
f(z) = 140/79*z^3 - 114/79*z + 1
*
[ 5/12 ] 
f(z) = 144/65*z^3 - 116/65*z + 1
*
[ 5/6 ] 
f(z) = 144/65*z^3 - 113/65*z + 1
*
[ -5/4 ] 
f(z) = 144/65*z^3 - 108/65*z + 1
*
[ 1/2 ] 
f(z) = 144/65*z^3 - 101/65*z + 1
*
[ 1/2 ] 
f(z) = 144/67*z^3 - 103/67*z + 1
*
[ 1/2 ] 
f(z) = 144/71*z^3 - 107/71*z + 1
*
[ 1/2 ] 
f(z) = 144/73*z^3 - 109/73*z + 1
*
[ 1/2 ] 
f(z) = 144/77*z^3 - 113/77*z + 1
*
[ 7/12 ] 
f(z) = 144/77*z^3 - 104/77*z + 1
*
[ 1/2 ] 
f(z) = 144/79*z^3 - 115/79*z + 1
*
[ 5/7 ] 
f(z) = 147/65*z^3 - 101/65*z + 1
*
[ 4/7 ] 
f(z) = 147/76*z^3 - 105/76*z + 1
*
[ 1/2 ] 
f(z) = 148/65*z^3 - 102/65*z + 1
*
[ 1/2 ] 
f(z) = 148/67*z^3 - 104/67*z + 1
*
[ 1/2 ] 
f(z) = 148/69*z^3 - 106/69*z + 1
*
[ 1/2 ] 
f(z) = 148/71*z^3 - 108/71*z + 1
*
[ 1/2 ] 
f(z) = 148/73*z^3 - 110/73*z + 1
*
[ 1/2 ] 
f(z) = 148/75*z^3 - 112/75*z + 1
*
[ 1/2 ] 
f(z) = 148/77*z^3 - 114/77*z + 1
*
[ 1/2 ] 
f(z) = 148/79*z^3 - 116/79*z + 1
*
[ 1/2 ] 
f(z) = 152/63*z^3 - 101/63*z + 1
*
[ 1/2 ] 
f(z) = 152/65*z^3 - 103/65*z + 1
*
[ 1/2 ] 
f(z) = 152/67*z^3 - 105/67*z + 1
*
[ 1/2 ] 
f(z) = 152/69*z^3 - 107/69*z + 1
*
[ 1/2 ] 
f(z) = 152/71*z^3 - 109/71*z + 1
*
[ 1/2 ] 
f(z) = 152/73*z^3 - 111/73*z + 1
*
[ 1/2 ] 
f(z) = 152/75*z^3 - 113/75*z + 1
*
[ 1/2 ] 
f(z) = 152/77*z^3 - 115/77*z + 1
*
[ 1/2 ] 
f(z) = 152/79*z^3 - 117/79*z + 1
*
[ 2/3 ] 
f(z) = 153/70*z^3 - 103/70*z + 1
*
[ 2/3 ] 
f(z) = 153/74*z^3 - 105/74*z + 1
*
[ 1/2 ] 
f(z) = 156/67*z^3 - 106/67*z + 1
*
[ 1/2 ] 
f(z) = 156/71*z^3 - 110/71*z + 1
*
[ 1/2 ] 
f(z) = 156/73*z^3 - 112/73*z + 1
*
[ 1/2 ] 
f(z) = 156/77*z^3 - 116/77*z + 1
*
[ 1/2 ] 
f(z) = 156/79*z^3 - 118/79*z + 1
*
[ 2/3 ] 
f(z) = 143/72*z^3 - 112/81*z + 1
*
[ 2/3 ] 
f(z) = 145/72*z^3 - 113/81*z + 1
*
[ 2/3 ] 
f(z) = 149/72*z^3 - 115/81*z + 1
*
[ 2/3 ] 
f(z) = 151/72*z^3 - 116/81*z + 1
*
[ 2/3 ] 
f(z) = 155/72*z^3 - 118/81*z + 1
*
[ 2/3 ] 
f(z) = 157/72*z^3 - 119/81*z + 1
*
[ -20/7 ] 
f(z) = 147/64*z^3 - 87/5*z + 1
*
-2 | 0.091869248259424572008249244501618749300 | 0.014163886966234208244218646483725110655
f(z) = 155/72*z^3 - 82/9*z + 1
*
-2 | 0.092136053413200109328896212573950279852 | 0.014178524615251356060292779686983436587
f(z) = 157/72*z^3 - 83/9*z + 1
*
[ 12/11 ] 
f(z) = 143/64*z^3 - 85/33*z + 1
*
[ 2/7 ] 
f(z) = 147/68*z^3 - 91/34*z + 1
*
[ 5/4 ] 
f(z) = 152/75*z^3 - 89/30*z + 1
*
[ 4/9 ] 
f(z) = 141/64*z^3 - 91/54*z + 1
*
[ 4/5 ] 
f(z) = 141/64*z^3 - 83/50*z + 1
*
[ 2/5 ] 
f(z) = 145/72*z^3 - 82/45*z + 1
*
[ 6/7 ] 
f(z) = 147/64*z^3 - 89/48*z + 1
*
[ 4/5 ] 
f(z) = 149/64*z^3 - 87/50*z + 1
*
[ 4/5 ] 
f(z) = 153/64*z^3 - 89/50*z + 1
*
[ 12/17 ] 
f(z) = 153/64*z^3 - 82/51*z + 1
*
[ 2/5 ] 
f(z) = 155/72*z^3 - 83/45*z + 1
*
[ 4/5 ] 
f(z) = 157/64*z^3 - 91/50*z + 1
*
[ 1/2 ] 
f(z) = 140/61*z^3 - 96/61*z + 1
*
[ 1/2 ] 
f(z) = 144/61*z^3 - 97/61*z + 1
*
[ 4/7 ] 
f(z) = 147/68*z^3 - 99/68*z + 1
*
[ 1/2 ] 
f(z) = 148/61*z^3 - 98/61*z + 1
*
[ 1/2 ] 
f(z) = 148/63*z^3 - 100/63*z + 1
*
[ 1/2 ] 
f(z) = 152/61*z^3 - 99/61*z + 1
*
[ 2/3 ] 
f(z) = 153/62*z^3 - 99/62*z + 1
*
[ 1/2 ] 
f(z) = 156/61*z^3 - 100/61*z + 1
*
-1 | 0.089005421682993104563323545448902674742 | 0.017603064627286610983556876319218187551
f(z) = 157/60*z^3 - 97/60*z + 1
*
-1 | 0.11814849999134523546740446890760059592 | 0.023308489424518023527527018229495356540
f(z) = 159/61*z^3 - 98/61*z + 1
*
[ 4 ] 
f(z) = 141/64*z^3 - 69/2*z + 1
*
[ -4 ] 
f(z) = 143/64*z^3 - 69/2*z + 1
*
[ 4/3 ] 
f(z) = 143/64*z^3 - 67/18*z + 1
*
-2 | 0.090173851426013181458272599354824828239 | 0.014067299736189805922745333959026449929
f(z) = 143/72*z^3 - 76/9*z + 1
*
[ 2 ] 
f(z) = 143/72*z^3 - 67/9*z + 1
*
[ 4 ] 
f(z) = 145/64*z^3 - 71/2*z + 1
*
-2 | 0.090468523062330231664871534192678322866 | 0.014084546892863388622216936869287496220
f(z) = 145/72*z^3 - 77/9*z + 1
*
[ 2 ] 
f(z) = 145/72*z^3 - 68/9*z + 1
*
2/7 | 0.16456454757446057118217785006273940444 | 0.028851827415522152934331075301060050933
f(z) = 147/64*z^3 - 75/16*z + 1
*
68/21 | 0.15133225008803547865673415709887302594 | 0.017910535600738512381062092202901190266
f(z) = 147/64*z^3 - 73/3*z + 1
*
[ -4 ] 
f(z) = 147/64*z^3 - 71/2*z + 1
*
[ 4 ] 
f(z) = 149/64*z^3 - 73/2*z + 1
*
-2 | 0.091042800437924240470627310540142040096 | 0.014117593724053715262940743285140994064
f(z) = 149/72*z^3 - 79/9*z + 1
*
[ 2 ] 
f(z) = 149/72*z^3 - 70/9*z + 1
*
[ -2 ] 
f(z) = 149/72*z^3 - 61/9*z + 1
*
[ -4 ] 
f(z) = 151/64*z^3 - 73/2*z + 1
*
[ 4/3 ] 
f(z) = 151/64*z^3 - 71/18*z + 1
*
-2 | 0.091322776468261126997584269892411876481 | 0.014133440570436368448021954406592769709
f(z) = 151/72*z^3 - 80/9*z + 1
*
[ 2 ] 
f(z) = 151/72*z^3 - 71/9*z + 1
*
[ -2 ] 
f(z) = 151/72*z^3 - 62/9*z + 1
*
[ 4 ] 
f(z) = 153/64*z^3 - 75/2*z + 1
*
[ -4 ] 
f(z) = 155/64*z^3 - 75/2*z + 1
*
[ 4/3 ] 
f(z) = 155/64*z^3 - 73/18*z + 1
*
[ 2 ] 
f(z) = 155/72*z^3 - 73/9*z + 1
*
[ -2 ] 
f(z) = 155/72*z^3 - 64/9*z + 1
*
[ 4 ] 
f(z) = 157/64*z^3 - 77/2*z + 1
*
[ 2 ] 
f(z) = 157/72*z^3 - 74/9*z + 1
*
[ -2 ] 
f(z) = 157/72*z^3 - 65/9*z + 1
*
[ -4 ] 
f(z) = 159/64*z^3 - 77/2*z + 1
*
[ 6/13 ] 
f(z) = 143/72*z^3 - 62/39*z + 1
*
[ -3/2 ] 
f(z) = 148/63*z^3 - 76/21*z + 1
*
[ -3/2 ] 
f(z) = 152/63*z^3 - 79/21*z + 1
*
[ 4/15 ] 
f(z) = 153/64*z^3 - 73/25*z + 1
*
[ 4/7 ] 
f(z) = 141/64*z^3 - 72/49*z + 1
*
[ 2/3 ] 
f(z) = 141/64*z^3 - 71/48*z + 1
*
[ 4/7 ] 
f(z) = 145/64*z^3 - 73/49*z + 1
*
[ 16/21 ] 
f(z) = 147/64*z^3 - 79/48*z + 1
*
[ 4/7 ] 
f(z) = 149/64*z^3 - 74/49*z + 1
*
[ 3/4 ] 
f(z) = 152/63*z^3 - 71/42*z + 1
*
[ 4/7 ] 
f(z) = 153/64*z^3 - 75/49*z + 1
*
[ 4/7 ] 
f(z) = 157/64*z^3 - 76/49*z + 1
*
[ 2/3 ] 
f(z) = 159/64*z^3 - 77/48*z + 1
*
[ -2 ] 
f(z) = 143/72*z^3 - 58/9*z + 1
*
[ -4/3 ] 
f(z) = 145/64*z^3 - 41/18*z + 1
*
[ -2 ] 
f(z) = 145/72*z^3 - 59/9*z + 1
*
-6/5 | 0.18287562306844241130164054177791100108 | 0.026100125258480244660291066957718879780
f(z) = 145/72*z^3 - 46/15*z + 1
*
[ 6/5 ] 
f(z) = 145/72*z^3 - 41/15*z + 1
*
-12/7 | 0.20097486154202578816652183616465740110 | 0.027809138067328029730061518688421288413
f(z) = 147/64*z^3 - 43/6*z + 1
*
[ 2/7 ] 
f(z) = 147/64*z^3 - 43/16*z + 1
*
[ -4/3 ] 
f(z) = 149/64*z^3 - 43/18*z + 1
*
-6/5 | 0.20473405481174534603952030153384319675 | 0.028958656277574070899587593038778003728
f(z) = 155/72*z^3 - 49/15*z + 1
*
[ 6/5 ] 
f(z) = 155/72*z^3 - 44/15*z + 1
*
[ -4/3 ] 
f(z) = 157/64*z^3 - 47/18*z + 1
*
[ 4/11 ] 
f(z) = 143/64*z^3 - 45/22*z + 1
*
[ 4/5 ] 
f(z) = 143/64*z^3 - 42/25*z + 1
*
[ 6/11 ] 
f(z) = 143/72*z^3 - 47/33*z + 1
*
-8/7 | 0.10268950481048686148769706704839035532 | 0.016678553727550305199035087900392257967
f(z) = 147/64*z^3 - 59/24*z + 1
*
-20/21 | 0.23017170392835391722724572470624997689 | 0.029898320262622820175500668196638888879
f(z) = 147/64*z^3 - 49/30*z + 1
*
[ 8/21 ] 
f(z) = 147/64*z^3 - 47/24*z + 1
*
[ 4/9 ] 
f(z) = 147/64*z^3 - 46/27*z + 1
*
[ 4/5 ] 
f(z) = 147/64*z^3 - 43/25*z + 1
*
[ 4/5 ] 
f(z) = 151/64*z^3 - 44/25*z + 1
*
[ 2/3 ] 
f(z) = 153/76*z^3 - 53/38*z + 1
*
[ 4/9 ] 
f(z) = 159/64*z^3 - 47/27*z + 1
*
[ 4/5 ] 
f(z) = 159/64*z^3 - 46/25*z + 1
*
[ -4 ] 
f(z) = 141/64*z^3 - 34*z + 1
*
-4/3 | 0.16920792094273881568151777044949060061 | 0.025313051503407317890739796075427379850
f(z) = 141/64*z^3 - 25/6*z + 1
*
[ 4 ] 
f(z) = 143/64*z^3 - 35*z + 1
*
[ 4/13 ] 
f(z) = 143/64*z^3 - 32/13*z + 1
*
[ -4 ] 
f(z) = 145/64*z^3 - 35*z + 1
*
[ 4/3 ] 
f(z) = 145/64*z^3 - 34/9*z + 1
*
[ 4 ] 
f(z) = 147/64*z^3 - 36*z + 1
*
[ 20/21 ] 
f(z) = 147/64*z^3 - 32/15*z + 1
*
[ -12/7 ] 
f(z) = 147/64*z^3 - 31/6*z + 1
*
[ 4/3 ] 
f(z) = 147/64*z^3 - 23/6*z + 1
*
[ 8/7 ] 
f(z) = 147/64*z^3 - 23/8*z + 1
*
[ -4 ] 
f(z) = 149/64*z^3 - 36*z + 1
*
[ 4/3 ] 
f(z) = 149/64*z^3 - 35/9*z + 1
*
[ 4 ] 
f(z) = 151/64*z^3 - 37*z + 1
*
[ -4/3 ] 
f(z) = 151/64*z^3 - 22/9*z + 1
*
[ -4 ] 
f(z) = 153/64*z^3 - 37*z + 1
*
[ 4/9 ] 
f(z) = 153/64*z^3 - 31/18*z + 1
*
[ 2/3 ] 
f(z) = 153/64*z^3 - 25/16*z + 1
*
[ 4 ] 
f(z) = 155/64*z^3 - 38*z + 1
*
[ -4/3 ] 
f(z) = 155/64*z^3 - 23/9*z + 1
*
[ -4 ] 
f(z) = 157/64*z^3 - 38*z + 1
*
[ 4/3 ] 
f(z) = 157/64*z^3 - 37/9*z + 1
*
[ 4 ] 
f(z) = 159/64*z^3 - 39*z + 1
*
[ 4/3 ] 
f(z) = 159/64*z^3 - 25/6*z + 1
*
[ -4/3 ] 
f(z) = 141/64*z^3 - 13/6*z + 1
*
[ 4/3 ] 
f(z) = 141/64*z^3 - 11/3*z + 1
*
[ -4/3 ] 
f(z) = 143/64*z^3 - 20/9*z + 1
*
[ 4/5 ] 
f(z) = 145/64*z^3 - 17/10*z + 1
*
[ 12/7 ] 
f(z) = 147/64*z^3 - 19/3*z + 1
*
4/7 | 0.14996101873846106088062336943966552560 | 0.023807307038283027934797207229771619767
f(z) = 147/64*z^3 - 17/6*z + 1
*
4/7 | 0.14035654839067696802589798570659065625 | 0.023936796873374362507466159710893806616
f(z) = 147/64*z^3 - 11/2*z + 1
*
[ 4/7 ] 
f(z) = 147/64*z^3 - 3/2*z + 1
*
-4/3 | 0.16186475505830345029279903375189966604 | 0.028583062803648189902472065826149856522
f(z) = 153/64*z^3 - 9/2*z + 1
*
[ -4/3 ] 
f(z) = 153/64*z^3 - 5/2*z + 1
*
[ 4/3 ] 
f(z) = 153/64*z^3 - 4*z + 1
*
[ 4/5 ] 
f(z) = 155/64*z^3 - 9/5*z + 1
*
-4/3 | 0.15502060178678818768181475675809359103 | 0.022804054223674448465616513984624229290
f(z) = 159/64*z^3 - 14/3*z + 1
*
[ -4/3 ] 
f(z) = 159/64*z^3 - 8/3*z + 1
*
[ -1 ]
f(z) = 142/61*z^3 - 20/61*z + 1
*
[ 4 ] 
f(z) = 145/96*z^3 - 281/12*z + 1
*
[ 4 ] 
f(z) = 149/96*z^3 - 289/12*z + 1
*
[ -4 ] 
f(z) = 149/96*z^3 - 283/12*z + 1
*
[ 4 ] 
f(z) = 151/96*z^3 - 293/12*z + 1
*
[ -4 ] 
f(z) = 151/96*z^3 - 287/12*z + 1
*
[ -4 ] 
f(z) = 155/96*z^3 - 295/12*z + 1
*
[ -4 ] 
f(z) = 157/96*z^3 - 299/12*z + 1
*
[ 9/4 ] 
f(z) = 140/81*z^3 - 295/36*z + 1
*
[ 20/7 ] 
f(z) = 147/80*z^3 - 287/20*z + 1
*
46/21 | 0.19912367939700867031356375957480063048 | 0.025800587881920461690781841502716285051
f(z) = 147/88*z^3 - 281/33*z + 1
*
[ -9/4 ] 
f(z) = 148/81*z^3 - 281/36*z + 1
*
[ 2 ] 
f(z) = 151/84*z^3 - 281/42*z + 1
*
[ 2 ] 
f(z) = 153/92*z^3 - 283/46*z + 1
*
[ 2 ] 
f(z) = 155/84*z^3 - 289/42*z + 1
*
[ 2 ] 
f(z) = 155/92*z^3 - 287/46*z + 1
*
[ 2 ] 
f(z) = 157/84*z^3 - 293/42*z + 1
*
[ 2 ] 
f(z) = 157/92*z^3 - 291/46*z + 1
*
[ 2 ] 
f(z) = 159/92*z^3 - 295/46*z + 1
*
4/3 | 0.17101191795744882960349013080145070684 | 0.024200483591043287872656147661143797079
f(z) = 141/80*z^3 - 293/60*z + 1
*
[ 12/7 ] 
f(z) = 147/80*z^3 - 299/60*z + 1
*
-12/7 | 0.18299449638745308572320631762592792189 | 0.025946651669623561697870337094255925230
f(z) = 147/80*z^3 - 289/60*z + 1
*
[ 3/2 ] 
f(z) = 140/87*z^3 - 286/87*z + 1
*
[ 3/2 ] 
f(z) = 140/93*z^3 - 284/93*z + 1
*
[ -7/4 ] 
f(z) = 144/91*z^3 - 298/91*z + 1
*
[ 1/4 ] 
f(z) = 144/91*z^3 - 282/91*z + 1
*
[ 1/4 ] 
f(z) = 144/95*z^3 - 294/95*z + 1
*
[ -5/3 ] 
f(z) = 153/80*z^3 - 297/80*z + 1
*
1/3 | 0.14773090314431778755160563512543639731 | 0.026201066057054966847418844729363987948
f(z) = 153/88*z^3 - 281/88*z + 1
*
[ 4/3 ] 
f(z) = 155/96*z^3 - 283/108*z + 1
*
[ 4/3 ] 
f(z) = 157/96*z^3 - 287/108*z + 1
*
-9/7 | 0.17040683248859040229233625785654732352 | 0.021728161511321850154724523356076868861
f(z) = 140/81*z^3 - 283/126*z + 1
*
-6/5 | 0.11965796150712155512829622870178109998 | 0.017034012800977518325531821657512356498
f(z) = 145/96*z^3 - 281/120*z + 1
*
-6/5 | 0.15751438495252916514024902176502421040 | 0.022226641708517953513052712999330979206
f(z) = 155/96*z^3 - 299/120*z + 1
*
[ 9/8 ] 
f(z) = 140/81*z^3 - 299/144*z + 1
*
[ 2/5 ] 
f(z) = 150/83*z^3 - 297/166*z + 1
*
[ 9/20 ] 
f(z) = 140/81*z^3 - 283/180*z + 1
*
[ 14/13 ] 
f(z) = 143/98*z^3 - 295/182*z + 1
*
[ 9/10 ] 
f(z) = 145/81*z^3 - 281/180*z + 1
*
[ -4/3 ] 
f(z) = 149/80*z^3 - 281/180*z + 1
*
[ -4/3 ] 
f(z) = 151/80*z^3 - 289/180*z + 1
*
[ 4/9 ] 
f(z) = 153/80*z^3 - 293/180*z + 1
*
[ 9/10 ] 
f(z) = 155/81*z^3 - 299/180*z + 1
*
[ 3/5 ] 
f(z) = 142/81*z^3 - 292/225*z + 1
*
[ 3/5 ] 
f(z) = 143/81*z^3 - 293/225*z + 1
*
[ 4/5 ] 
f(z) = 145/88*z^3 - 287/220*z + 1
*
[ 3/5 ] 
f(z) = 146/81*z^3 - 296/225*z + 1
*
[ 3/5 ] 
f(z) = 148/81*z^3 - 298/225*z + 1
*
[ 3/5 ] 
f(z) = 149/81*z^3 - 299/225*z + 1
*
[ 4 ] 
f(z) = 143/96*z^3 - 277/12*z + 1
*
[ -4 ] 
f(z) = 143/96*z^3 - 271/12*z + 1
*
[ -4 ] 
f(z) = 145/96*z^3 - 275/12*z + 1
*
[ -9/4 ] 
f(z) = 140/81*z^3 - 263/36*z + 1
*
[ -7/3 ] 
f(z) = 141/98*z^3 - 269/42*z + 1
*
[ 2 ] 
f(z) = 143/84*z^3 - 265/42*z + 1
*
[ 2 ] 
f(z) = 143/92*z^3 - 263/46*z + 1
*
[ 2 ] 
f(z) = 145/84*z^3 - 269/42*z + 1
*
[ 2 ] 
f(z) = 145/92*z^3 - 267/46*z + 1
*
[ 2 ] 
f(z) = 147/92*z^3 - 271/46*z + 1
*
[ 2 ] 
f(z) = 149/84*z^3 - 277/42*z + 1
*
[ 2 ] 
f(z) = 149/92*z^3 - 275/46*z + 1
*
[ 2 ] 
f(z) = 151/92*z^3 - 279/46*z + 1
*
9/5 | 0.19773172266039535730310858155460842234 | 0.025316618937380550720150633524368461073
f(z) = 155/81*z^3 - 274/45*z + 1
*
[ 3/11 ] 
f(z) = 143/81*z^3 - 277/99*z + 1
*
[ 1/4 ] 
f(z) = 144/89*z^3 - 276/89*z + 1
*
7/6 | 0.16622494317994703929758911547508599602 | 0.029613602260524442413859069613125948813
f(z) = 144/91*z^3 - 274/91*z + 1
*
[ 7/5 ] 
f(z) = 150/91*z^3 - 268/91*z + 1
*
[ -5/3 ] 
f(z) = 153/95*z^3 - 273/95*z + 1
*
[ 3/11 ] 
f(z) = 154/81*z^3 - 278/99*z + 1
*
[ 4/3 ] 
f(z) = 145/96*z^3 - 263/108*z + 1
*
[ 4/3 ] 
f(z) = 149/96*z^3 - 271/108*z + 1
*
[ 4/3 ] 
f(z) = 151/96*z^3 - 275/108*z + 1
*
[ -8/5 ] 
f(z) = 145/96*z^3 - 269/120*z + 1
*
[ -14/9 ] 
f(z) = 153/98*z^3 - 269/126*z + 1
*
[ -3/2 ] 
f(z) = 157/90*z^3 - 271/120*z + 1
*
[ 3/8 ] 
f(z) = 140/81*z^3 - 275/144*z + 1
*
[ 3/8 ] 
f(z) = 148/81*z^3 - 277/144*z + 1
*
[ 9/19 ] 
f(z) = 152/81*z^3 - 262/171*z + 1
*
[ 1/2 ] 
f(z) = 142/95*z^3 - 261/190*z + 1
*
[ 1/2 ] 
f(z) = 142/97*z^3 - 265/194*z + 1
*
[ 1/2 ] 
f(z) = 142/99*z^3 - 269/198*z + 1
*
[ 6/11 ] 
f(z) = 143/81*z^3 - 269/198*z + 1
*
[ 1/2 ] 
f(z) = 146/95*z^3 - 263/190*z + 1
*
[ 1/2 ] 
f(z) = 146/97*z^3 - 267/194*z + 1
*
[ 1/2 ] 
f(z) = 146/99*z^3 - 271/198*z + 1
*
[ -10/7 ] 
f(z) = 147/95*z^3 - 277/190*z + 1
*
[ 1/2 ] 
f(z) = 150/97*z^3 - 269/194*z + 1
*
-10/9 | 0.19606540344465433399021092311366440327 | 0.027127083407552887261566891331964380900
f(z) = 153/80*z^3 - 263/180*z + 1
*
[ 6/11 ] 
f(z) = 154/81*z^3 - 277/198*z + 1
*
[ 1/2 ] 
f(z) = 154/93*z^3 - 263/186*z + 1
*
[ 1/2 ] 
f(z) = 154/95*z^3 - 267/190*z + 1
*
[ 1/2 ] 
f(z) = 154/97*z^3 - 271/194*z + 1
*
[ 1/2 ] 
f(z) = 158/91*z^3 - 261/182*z + 1
*
[ 1/2 ] 
f(z) = 158/93*z^3 - 265/186*z + 1
*
[ 1/2 ] 
f(z) = 158/95*z^3 - 269/190*z + 1
*
[ 1/2 ] 
f(z) = 158/97*z^3 - 273/194*z + 1
*
[ 1/2 ] 
f(z) = 158/99*z^3 - 277/198*z + 1
*
[ 2/3 ] 
f(z) = 155/96*z^3 - 263/216*z + 1
*
[ 2/3 ] 
f(z) = 157/96*z^3 - 265/216*z + 1
*
[ 7/12 ] 
f(z) = 153/98*z^3 - 279/224*z + 1
*
[ 2 ] 
f(z) = 141/92*z^3 - 259/46*z + 1
*
[ 9/5 ] 
f(z) = 145/81*z^3 - 241/45*z + 1
*
[ 9/5 ] 
f(z) = 155/81*z^3 - 259/45*z + 1
*
[ -2 ] 
f(z) = 155/84*z^3 - 247/42*z + 1
*
[ -2 ] 
f(z) = 155/92*z^3 - 241/46*z + 1
*
[ -2 ] 
f(z) = 157/84*z^3 - 251/42*z + 1
*
[ -2 ] 
f(z) = 157/92*z^3 - 245/46*z + 1
*
[ -2 ] 
f(z) = 159/92*z^3 - 249/46*z + 1
*
6/7 | 0.17940227007280828027849095111838724375 | 0.025956138481260126795019169354154392871
f(z) = 147/80*z^3 - 251/60*z + 1
*
10/7 | 0.19393723752285847350838195107072417267 | 0.028124443368921026138229392104619073470
f(z) = 147/80*z^3 - 247/60*z + 1
*
4/7 | 0.18347659820462427862126465524304556704 | 0.026702686711285176872464244737065491614
f(z) = 147/80*z^3 - 241/60*z + 1
*
[ 1/4 ] 
f(z) = 144/83*z^3 - 258/83*z + 1
*
[ -5/3 ] 
f(z) = 144/95*z^3 - 248/95*z + 1
*
[ 2/7 ] 
f(z) = 147/94*z^3 - 247/94*z + 1
*
[ 4/3 ] 
f(z) = 153/92*z^3 - 249/92*z + 1
*
[ 4/3 ] 
f(z) = 143/96*z^3 - 259/108*z + 1
*
[ 4/11 ] 
f(z) = 143/96*z^3 - 257/132*z + 1
*
-12/11 | 0.15992999810810885794105616057571700764 | 0.021096996759590334833226683767288519793
f(z) = 143/96*z^3 - 245/132*z + 1
*
[ 6/5 ] 
f(z) = 145/96*z^3 - 241/120*z + 1
*
[ -3/2 ] 
f(z) = 149/90*z^3 - 247/120*z + 1
*
[ -3/2 ] 
f(z) = 151/90*z^3 - 253/120*z + 1
*
[ 6/5 ] 
f(z) = 155/96*z^3 - 259/120*z + 1
*
[ -3/2 ] 
f(z) = 155/99*z^3 - 245/132*z + 1
*
[ -3/2 ] 
f(z) = 157/99*z^3 - 251/132*z + 1
*
[ 1/2 ] 
f(z) = 142/85*z^3 - 241/170*z + 1
*
[ 1/2 ] 
f(z) = 142/87*z^3 - 245/174*z + 1
*
[ 1/2 ] 
f(z) = 142/89*z^3 - 249/178*z + 1
*
-6/5 | 0.20809176155851863647016440693026847254 | 0.027078414056638685409719020895553214290
f(z) = 145/88*z^3 - 254/165*z + 1
*
[ 1/2 ] 
f(z) = 146/85*z^3 - 243/170*z + 1
*
[ 1/2 ] 
f(z) = 146/87*z^3 - 247/174*z + 1
*
[ 1/2 ] 
f(z) = 146/89*z^3 - 251/178*z + 1
*
[ 10/21 ] 
f(z) = 147/88*z^3 - 244/165*z + 1
*
[ 1/2 ] 
f(z) = 150/83*z^3 - 241/166*z + 1
*
[ 1/2 ] 
f(z) = 150/89*z^3 - 253/178*z + 1
*
[ -4/3 ] 
f(z) = 153/82*z^3 - 257/164*z + 1
*
[ -4/3 ] 
f(z) = 153/86*z^3 - 243/172*z + 1
*
[ 1/2 ] 
f(z) = 154/83*z^3 - 243/166*z + 1
*
[ 1/2 ] 
f(z) = 154/85*z^3 - 247/170*z + 1
*
[ 1/2 ] 
f(z) = 154/87*z^3 - 251/174*z + 1
*
[ 1/2 ] 
f(z) = 154/89*z^3 - 255/178*z + 1
*
[ 1/2 ] 
f(z) = 158/81*z^3 - 241/162*z + 1
*
[ 1/2 ] 
f(z) = 158/83*z^3 - 245/166*z + 1
*
[ 1/2 ] 
f(z) = 158/85*z^3 - 249/170*z + 1
*
[ 1/2 ] 
f(z) = 158/87*z^3 - 253/174*z + 1
*
[ 1/2 ] 
f(z) = 158/89*z^3 - 257/178*z + 1
*
[ 1/2 ] 
f(z) = 142/91*z^3 - 253/182*z + 1
*
[ 1/2 ] 
f(z) = 142/93*z^3 - 257/186*z + 1
*
[ -4/3 ] 
f(z) = 143/80*z^3 - 257/180*z + 1
*
[ 1/2 ] 
f(z) = 146/91*z^3 - 255/182*z + 1
*
[ 1/2 ] 
f(z) = 146/93*z^3 - 259/186*z + 1
*
[ 1/2 ] 
f(z) = 150/91*z^3 - 257/182*z + 1
*
[ 2/3 ] 
f(z) = 151/80*z^3 - 241/180*z + 1
*
[ 2/3 ] 
f(z) = 157/80*z^3 - 247/180*z + 1
*
[ 2/3 ] 
f(z) = 143/96*z^3 - 251/216*z + 1
*
[ 2/3 ] 
f(z) = 145/96*z^3 - 253/216*z + 1
*
[ 2/3 ] 
f(z) = 149/96*z^3 - 257/216*z + 1
*
[ 2/3 ] 
f(z) = 151/96*z^3 - 259/216*z + 1
*
-18/7 | 0.19013388321417389787364317719155376508 | 0.027808194857180875652604257174318318867
f(z) = 147/80*z^3 - 233/20*z + 1
*
10/21 | 0.13050018649212525082049186691909015849 | 0.017389842396058445985141267435005358042
f(z) = 147/88*z^3 - 227/33*z + 1
*
[ 9/5 ] 
f(z) = 140/81*z^3 - 232/45*z + 1
*
[ -2 ] 
f(z) = 143/84*z^3 - 223/42*z + 1
*
6/5 | 0.22578228723203095520293094854303602399 | 0.029726237641709567962501974594361792495
f(z) = 145/81*z^3 - 221/45*z + 1
*
[ -2 ] 
f(z) = 145/84*z^3 - 227/42*z + 1
*
[ -2 ] 
f(z) = 145/92*z^3 - 221/46*z + 1
*
[ -2 ] 
f(z) = 147/92*z^3 - 225/46*z + 1
*
[ -2 ] 
f(z) = 149/84*z^3 - 235/42*z + 1
*
[ -2 ] 
f(z) = 149/92*z^3 - 229/46*z + 1
*
[ -2 ] 
f(z) = 151/84*z^3 - 239/42*z + 1
*
[ -2 ] 
f(z) = 151/92*z^3 - 233/46*z + 1
*
[ -2 ] 
f(z) = 153/92*z^3 - 237/46*z + 1
*
[ 3/14 ] 
f(z) = 140/81*z^3 - 236/63*z + 1
*
9/14 | 0.15873463122639060704549010866376053323 | 0.020825373291017967789252952748927139873
f(z) = 140/81*z^3 - 227/63*z + 1
*
-12/7 | 0.15185593996305008636119737663975171794 | 0.022127538503763144825733478117696295623
f(z) = 147/80*z^3 - 239/60*z + 1
*
-10/7 | 0.078240053996751857210937990039049508857 | 0.011516956509362622143059349983977168002
f(z) = 147/80*z^3 - 223/60*z + 1
*
-4/3 | 0.10592466406180884990481776158628675842 | 0.015551440848986357249249590059109006250
f(z) = 159/80*z^3 - 227/60*z + 1
*
[ 2/7 ] 
f(z) = 147/86*z^3 - 227/86*z + 1
*
[ 6/5 ] 
f(z) = 155/81*z^3 - 233/90*z + 1
*
[ -3/2 ] 
f(z) = 143/90*z^3 - 229/120*z + 1
*
[ 12/11 ] 
f(z) = 143/96*z^3 - 223/132*z + 1
*
[ 8/21 ] 
f(z) = 147/80*z^3 - 227/120*z + 1
*
[ -3/2 ] 
f(z) = 149/99*z^3 - 227/132*z + 1
*
[ -3/2 ] 
f(z) = 151/99*z^3 - 233/132*z + 1
*
[ 1/2 ] 
f(z) = 142/81*z^3 - 233/162*z + 1
*
[ 1/2 ] 
f(z) = 142/83*z^3 - 237/166*z + 1
*
[ 1/2 ] 
f(z) = 146/81*z^3 - 235/162*z + 1
*
[ 1/2 ] 
f(z) = 146/83*z^3 - 239/166*z + 1
*
[ 4/7 ] 
f(z) = 147/86*z^3 - 225/172*z + 1
*
[ 3/4 ] 
f(z) = 152/87*z^3 - 229/174*z + 1
*
[ 2/3 ] 
f(z) = 153/89*z^3 - 225/178*z + 1
*
[ 1/2 ] 
f(z) = 154/81*z^3 - 239/162*z + 1
*
[ 2/3 ] 
f(z) = 143/80*z^3 - 233/180*z + 1
*
[ 7/13 ] 
f(z) = 143/98*z^3 - 233/182*z + 1
*
[ 2/3 ] 
f(z) = 144/95*z^3 - 223/190*z + 1
*
[ 2/3 ] 
f(z) = 144/97*z^3 - 225/194*z + 1
*
[ 4/7 ] 
f(z) = 147/94*z^3 - 237/188*z + 1
*
[ 2/3 ] 
f(z) = 149/80*z^3 - 239/180*z + 1
*
[ 7/10 ] 
f(z) = 150/91*z^3 - 225/182*z + 1
*
[ 3/4 ] 
f(z) = 152/93*z^3 - 233/186*z + 1
*
[ 2/3 ] 
f(z) = 153/91*z^3 - 227/182*z + 1
*
[ 2/3 ] 
f(z) = 153/95*z^3 - 231/190*z + 1
*
[ 2/3 ] 
f(z) = 153/97*z^3 - 233/194*z + 1
*
[ -2 ] 
f(z) = 141/92*z^3 - 213/46*z + 1
*
[ -2 ] 
f(z) = 143/92*z^3 - 217/46*z + 1
*
[ -9/5 ] 
f(z) = 155/81*z^3 - 209/45*z + 1
*
-4/3 | 0.15587431613410890136709820202376156875 | 0.023266558432676669118583462728604130231
f(z) = 141/80*z^3 - 203/60*z + 1
*
9/8 | 0.083858904274725196664842554195828555915 | 0.011108489267791043675131047845475443990
f(z) = 152/81*z^3 - 211/72*z + 1
*
[ 3/2 ] 
f(z) = 158/99*z^3 - 215/66*z + 1
*
[ 6/5 ] 
f(z) = 140/81*z^3 - 209/90*z + 1
*
[ 5/4 ] 
f(z) = 144/85*z^3 - 208/85*z + 1
*
[ 1/3 ] 
f(z) = 144/97*z^3 - 210/97*z + 1
*
[ 6/5 ] 
f(z) = 145/81*z^3 - 217/90*z + 1
*
[ 2/7 ] 
f(z) = 147/82*z^3 - 217/82*z + 1
*
[ -11/7 ] 
f(z) = 147/88*z^3 - 219/88*z + 1
*
[ 1/3 ] 
f(z) = 153/92*z^3 - 201/92*z + 1
*
[ 1/3 ] 
f(z) = 153/94*z^3 - 205/94*z + 1
*
[ 1/3 ] 
f(z) = 153/95*z^3 - 207/95*z + 1
*
[ 1/3 ] 
f(z) = 153/97*z^3 - 211/97*z + 1
*
[ 1/3 ] 
f(z) = 153/98*z^3 - 213/98*z + 1
*
[ -3/2 ] 
f(z) = 145/99*z^3 - 215/132*z + 1
*
[ 2/5 ] 
f(z) = 155/96*z^3 - 211/120*z + 1
*
[ 12/13 ] 
f(z) = 143/96*z^3 - 211/156*z + 1
*
[ 3/4 ] 
f(z) = 155/81*z^3 - 203/144*z + 1
*
[ 3/4 ] 
f(z) = 157/81*z^3 - 205/144*z + 1
*
[ 2/3 ] 
f(z) = 144/83*z^3 - 211/166*z + 1
*
[ 2/3 ] 
f(z) = 144/85*z^3 - 213/170*z + 1
*
[ 2/3 ] 
f(z) = 144/89*z^3 - 217/178*z + 1
*
[ 4/7 ] 
f(z) = 147/82*z^3 - 219/164*z + 1
*
[ 2/3 ] 
f(z) = 153/83*z^3 - 219/166*z + 1
*
[ 3/5 ] 
f(z) = 155/99*z^3 - 203/165*z + 1
*
[ 2/3 ] 
f(z) = 144/91*z^3 - 219/182*z + 1
*
-22/7 | 0.19936835095155054761944704613193836938 | 0.027231691877136964453100093426379240333
f(z) = 147/88*z^3 - 189/11*z + 1
*
[ -9/5 ] 
f(z) = 140/81*z^3 - 182/45*z + 1
*
[ -9/5 ] 
f(z) = 145/81*z^3 - 191/45*z + 1
*
2/3 | 0.18310198965308814032260300967405539738 | 0.027453638517645917105855387567578448762
f(z) = 141/80*z^3 - 197/60*z + 1
*
[ 3/2 ] 
f(z) = 142/99*z^3 - 191/66*z + 1
*
[ 7/5 ] 
f(z) = 145/98*z^3 - 183/70*z + 1
*
[ 3/2 ] 
f(z) = 146/99*z^3 - 197/66*z + 1
*
-34/21 | 0.14537407378303468758276849475611151306 | 0.021763891775290350306229622209069967568
f(z) = 147/80*z^3 - 199/60*z + 1
*
[ 4/3 ] 
f(z) = 147/80*z^3 - 181/60*z + 1
*
[ 9/7 ] 
f(z) = 154/81*z^3 - 184/63*z + 1
*
[ 7/5 ] 
f(z) = 155/98*z^3 - 197/70*z + 1
*
[ 4/3 ] 
f(z) = 159/80*z^3 - 197/60*z + 1
*
[ 1/3 ] 
f(z) = 144/83*z^3 - 182/83*z + 1
*
[ 1/3 ] 
f(z) = 144/85*z^3 - 186/85*z + 1
*
[ 1/3 ] 
f(z) = 144/89*z^3 - 194/89*z + 1
*
[ 1/3 ] 
f(z) = 144/91*z^3 - 198/91*z + 1
*
5/7 | 0.10682137548778019428017071786463894540 | 0.020420408619236589411164370942107399724
f(z) = 147/80*z^3 - 187/80*z + 1
*
[ 8/7 ] 
f(z) = 147/88*z^3 - 181/88*z + 1
*
[ -3/2 ] 
f(z) = 148/87*z^3 - 188/87*z + 1
*
[ -3/2 ] 
f(z) = 152/87*z^3 - 197/87*z + 1
*
[ -3/2 ] 
f(z) = 152/93*z^3 - 187/93*z + 1
*
[ 1/3 ] 
f(z) = 153/82*z^3 - 181/82*z + 1
*
[ 1/3 ] 
f(z) = 153/83*z^3 - 183/83*z + 1
*
[ 1/3 ] 
f(z) = 153/86*z^3 - 189/86*z + 1
*
[ 1/3 ] 
f(z) = 153/88*z^3 - 193/88*z + 1
*
[ 1/3 ] 
f(z) = 153/89*z^3 - 195/89*z + 1
*
[ 1/3 ] 
f(z) = 153/91*z^3 - 199/91*z + 1
*
[ 6/7 ] 
f(z) = 140/81*z^3 - 181/126*z + 1
*
[ 6/7 ] 
f(z) = 147/92*z^3 - 185/138*z + 1
*
[ 6/7 ] 
f(z) = 154/81*z^3 - 197/126*z + 1
*
[ -4/3 ] 
f(z) = 159/88*z^3 - 193/132*z + 1
*
[ 3/4 ] 
f(z) = 143/81*z^3 - 191/144*z + 1
*
-12/13 | 0.21469802792355206701689296793538011455 | 0.028520709821993694203752592366188890822
f(z) = 143/96*z^3 - 185/156*z + 1
*
[ 3/4 ] 
f(z) = 145/81*z^3 - 193/144*z + 1
*
[ 3/4 ] 
f(z) = 149/81*z^3 - 197/144*z + 1
*
[ 3/4 ] 
f(z) = 151/81*z^3 - 199/144*z + 1
*
[ 3/5 ] 
f(z) = 140/99*z^3 - 194/165*z + 1
*
[ 3/5 ] 
f(z) = 145/99*z^3 - 197/165*z + 1
*
[ 22/7 ] 
f(z) = 147/88*z^3 - 174/11*z + 1
*
[ -22/7 ] 
f(z) = 147/88*z^3 - 167/11*z + 1
*
[ 9/4 ] 
f(z) = 152/81*z^3 - 161/18*z + 1
*
-2 | 0.083247289808376996128607419611804835103 | 0.012871238029746445538740429679175503029
f(z) = 149/96*z^3 - 161/24*z + 1
*
-2 | 0.10459775318009698602900943282925158444 | 0.016172329233260167940396287470389550595
f(z) = 151/80*z^3 - 161/20*z + 1
*
-2 | 0.083557720464812634609356342339681685270 | 0.012894621274019321628746274666041734774
f(z) = 151/96*z^3 - 163/24*z + 1
*
-2 | 0.10488104276051980105787610425994179599 | 0.016185234801739769307039162967049371878
f(z) = 153/80*z^3 - 163/20*z + 1
*
-2 | 0.084162992765660079240329443282165696752 | 0.012939616222430876833362982932260864885
f(z) = 155/96*z^3 - 167/24*z + 1
*
-2 | 0.10543346568329133456625908174665354660 | 0.016209839243017868300685338816471769969
f(z) = 157/80*z^3 - 167/20*z + 1
*
-2 | 0.084456351947111978784188045635571705230 | 0.012960995931446387574212781126508606374
f(z) = 157/96*z^3 - 169/24*z + 1
*
-2 | 0.10570294421393399375796521897791977539 | 0.016221579529703463983091659394914572825
f(z) = 159/80*z^3 - 169/20*z + 1
*
[ 10/7 ] 
f(z) = 147/88*z^3 - 171/55*z + 1
*
[ 9/7 ] 
f(z) = 140/81*z^3 - 166/63*z + 1
*
[ 4/3 ] 
f(z) = 141/80*z^3 - 173/60*z + 1
*
-10/7 | 0.19386922615327488559795851278358460844 | 0.029917884715230029940852266635733187039
f(z) = 147/80*z^3 - 163/60*z + 1
*
[ 9/8 ] 
f(z) = 152/81*z^3 - 163/72*z + 1
*
[ -3/2 ] 
f(z) = 140/87*z^3 - 170/87*z + 1
*
[ 13/12 ] 
f(z) = 144/91*z^3 - 162/91*z + 1
*
-1/7 | 0.14961617332361201024445548802298115416 | 0.029372499126461950233026907763092051292
f(z) = 147/80*z^3 - 163/80*z + 1
*
[ -3/2 ] 
f(z) = 148/93*z^3 - 178/93*z + 1
*
[ 1/3 ] 
f(z) = 153/80*z^3 - 177/80*z + 1
*
[ 2/3 ] 
f(z) = 141/92*z^3 - 163/138*z + 1
*
[ 2/3 ] 
f(z) = 147/92*z^3 - 167/138*z + 1
*
[ 9/14 ] 
f(z) = 154/81*z^3 - 169/126*z + 1
*
[ 2/3 ] 
f(z) = 159/92*z^3 - 175/138*z + 1
*
[ 7/11 ] 
f(z) = 143/98*z^3 - 179/154*z + 1
*
[ 3 ] 
f(z) = 148/81*z^3 - 142/9*z + 1
*
[ 3 ] 
f(z) = 149/81*z^3 - 143/9*z + 1
*
[ 3 ] 
f(z) = 151/81*z^3 - 145/9*z + 1
*
[ 3 ] 
f(z) = 152/81*z^3 - 146/9*z + 1
*
[ -9/4 ] 
f(z) = 152/81*z^3 - 145/18*z + 1
*
[ 3 ] 
f(z) = 154/81*z^3 - 148/9*z + 1
*
[ -3 ] 
f(z) = 154/81*z^3 - 142/9*z + 1
*
[ 3 ] 
f(z) = 155/81*z^3 - 149/9*z + 1
*
[ -3 ] 
f(z) = 155/81*z^3 - 143/9*z + 1
*
[ 3 ] 
f(z) = 157/81*z^3 - 151/9*z + 1
*
[ -3 ] 
f(z) = 157/81*z^3 - 145/9*z + 1
*
[ 3 ] 
f(z) = 158/81*z^3 - 152/9*z + 1
*
[ -3 ] 
f(z) = 158/81*z^3 - 146/9*z + 1
*
-2 | 0.10310251206488173569245250348458007626 | 0.016100775735234366000226691151777893914
f(z) = 141/80*z^3 - 151/20*z + 1
*
-2 | 0.10341281736594990075584346382402166311 | 0.016116118424915953653960002761389110017
f(z) = 143/80*z^3 - 153/20*z + 1
*
-2 | 0.082270395612518198008221841120544332825 | 0.012795332034860109963202767970991608708
f(z) = 143/96*z^3 - 155/24*z + 1
*
-2 | 0.082604008096844080563425915843170368433 | 0.012821652013405701142398897862088488784
f(z) = 145/96*z^3 - 157/24*z + 1
*
-2 | 0.10401606790621353936303970141025836594 | 0.016145195096740104730734580321002700620
f(z) = 147/80*z^3 - 157/20*z + 1
*
-2 | 0.10430949578572830636598816577553480352 | 0.016158991046087248870344287645852768691
f(z) = 149/80*z^3 - 159/20*z + 1
*
[ 2 ] 
f(z) = 151/80*z^3 - 141/20*z + 1
*
[ 2 ] 
f(z) = 153/80*z^3 - 143/20*z + 1
*
[ 3/2 ] 
f(z) = 155/81*z^3 - 143/36*z + 1
*
[ 2 ] 
f(z) = 155/96*z^3 - 143/24*z + 1
*
[ 2 ] 
f(z) = 157/80*z^3 - 147/20*z + 1
*
[ 3/2 ] 
f(z) = 157/81*z^3 - 145/36*z + 1
*
[ 2 ] 
f(z) = 157/96*z^3 - 145/24*z + 1
*
[ 2 ] 
f(z) = 159/80*z^3 - 149/20*z + 1
*
2/3 | 0.18383711257691563125199157019859826771 | 0.028954652406650820963752478675217469525
f(z) = 159/80*z^3 - 143/60*z + 1
*
[ -3/2 ] 
f(z) = 140/93*z^3 - 160/93*z + 1
*
[ 5/12 ] 
f(z) = 144/95*z^3 - 158/95*z + 1
*
[ 9/11 ] 
f(z) = 154/81*z^3 - 148/99*z + 1
*
[ 9/13 ] 
f(z) = 143/81*z^3 - 151/117*z + 1
*
[ 3/4 ] 
f(z) = 140/99*z^3 - 149/132*z + 1
*
[ 3/4 ] 
f(z) = 148/99*z^3 - 155/132*z + 1
*
[ 7/9 ] 
f(z) = 153/98*z^3 - 155/126*z + 1
*
[ 3 ] 
f(z) = 140/81*z^3 - 134/9*z + 1
*
[ -3 ] 
f(z) = 140/81*z^3 - 128/9*z + 1
*
[ 3 ] 
f(z) = 142/81*z^3 - 136/9*z + 1
*
[ -3 ] 
f(z) = 142/81*z^3 - 130/9*z + 1
*
[ 3 ] 
f(z) = 143/81*z^3 - 137/9*z + 1
*
[ -3 ] 
f(z) = 143/81*z^3 - 131/9*z + 1
*
[ 3 ] 
f(z) = 145/81*z^3 - 139/9*z + 1
*
[ -3 ] 
f(z) = 145/81*z^3 - 133/9*z + 1
*
[ 3 ] 
f(z) = 146/81*z^3 - 140/9*z + 1
*
[ -3 ] 
f(z) = 146/81*z^3 - 134/9*z + 1
*
[ -3 ] 
f(z) = 148/81*z^3 - 136/9*z + 1
*
[ -3 ] 
f(z) = 149/81*z^3 - 137/9*z + 1
*
[ -3 ] 
f(z) = 151/81*z^3 - 139/9*z + 1
*
[ -3 ] 
f(z) = 152/81*z^3 - 140/9*z + 1
*
[ 2 ] 
f(z) = 141/80*z^3 - 131/20*z + 1
*
[ 2 ] 
f(z) = 143/80*z^3 - 133/20*z + 1
*
[ 3/2 ] 
f(z) = 143/81*z^3 - 131/36*z + 1
*
[ 2 ] 
f(z) = 143/96*z^3 - 131/24*z + 1
*
[ 3/2 ] 
f(z) = 145/81*z^3 - 133/36*z + 1
*
[ 2 ] 
f(z) = 145/96*z^3 - 133/24*z + 1
*
[ 2 ] 
f(z) = 147/80*z^3 - 137/20*z + 1
*
[ 2 ] 
f(z) = 149/80*z^3 - 139/20*z + 1
*
[ 3/2 ] 
f(z) = 149/81*z^3 - 137/36*z + 1
*
[ 2 ] 
f(z) = 149/96*z^3 - 137/24*z + 1
*
[ -2 ] 
f(z) = 151/80*z^3 - 121/20*z + 1
*
[ 3/2 ] 
f(z) = 151/81*z^3 - 139/36*z + 1
*
[ 2 ] 
f(z) = 151/96*z^3 - 139/24*z + 1
*
[ -2 ] 
f(z) = 153/80*z^3 - 123/20*z + 1
*
[ -2 ] 
f(z) = 157/80*z^3 - 127/20*z + 1
*
[ -2 ] 
f(z) = 157/96*z^3 - 121/24*z + 1
*
[ -2 ] 
f(z) = 159/80*z^3 - 129/20*z + 1
*
[ 2/7 ] 
f(z) = 147/92*z^3 - 121/46*z + 1
*
[ 4/3 ] 
f(z) = 153/88*z^3 - 125/44*z + 1
*
2/3 | 0.15734534105038836665975697590789764769 | 0.024950598236021060997761531219073734752
f(z) = 141/80*z^3 - 137/60*z + 1
*
4/5 | 0.19258280106384851911942841580453274252 | 0.027631073899464429908696140161977472502
f(z) = 145/96*z^3 - 133/60*z + 1
*
2/3 | 0.15513657367205513074470779608071014794 | 0.024543942516160338674175467873621336086
f(z) = 147/80*z^3 - 139/60*z + 1
*
[ 3/8 ] 
f(z) = 152/81*z^3 - 139/72*z + 1
*
4/5 | 0.19585351774816310607182542710001856813 | 0.027981382557966072743343271126257445711
f(z) = 155/96*z^3 - 137/60*z + 1
*
[ -3/2 ] 
f(z) = 158/99*z^3 - 127/66*z + 1
*
[ 1/2 ] 
f(z) = 140/87*z^3 - 122/87*z + 1
*
[ 1/2 ] 
f(z) = 140/89*z^3 - 124/89*z + 1
*
[ 1/2 ] 
f(z) = 140/93*z^3 - 128/93*z + 1
*
[ 1/2 ] 
f(z) = 140/97*z^3 - 132/97*z + 1
*
[ 1/2 ] 
f(z) = 140/99*z^3 - 134/99*z + 1
*
[ 9/11 ] 
f(z) = 143/81*z^3 - 139/99*z + 1
*
[ 1/2 ] 
f(z) = 144/85*z^3 - 121/85*z + 1
*
[ 1/2 ] 
f(z) = 144/89*z^3 - 125/89*z + 1
*
[ 1/2 ] 
f(z) = 144/95*z^3 - 131/95*z + 1
*
[ 1/2 ] 
f(z) = 144/97*z^3 - 133/97*z + 1
*
[ 2/3 ] 
f(z) = 145/88*z^3 - 122/99*z + 1
*
[ 1/2 ] 
f(z) = 148/85*z^3 - 122/85*z + 1
*
[ 1/2 ] 
f(z) = 148/87*z^3 - 124/87*z + 1
*
[ 1/2 ] 
f(z) = 148/89*z^3 - 126/89*z + 1
*
[ 1/2 ] 
f(z) = 148/91*z^3 - 128/91*z + 1
*
[ 1/2 ] 
f(z) = 148/93*z^3 - 130/93*z + 1
*
[ 1/2 ] 
f(z) = 148/95*z^3 - 132/95*z + 1
*
[ 1/2 ] 
f(z) = 148/97*z^3 - 134/97*z + 1
*
[ 1/2 ] 
f(z) = 148/99*z^3 - 136/99*z + 1
*
[ 2/3 ] 
f(z) = 149/88*z^3 - 124/99*z + 1
*
[ -7/5 ] 
f(z) = 150/91*z^3 - 138/91*z + 1
*
[ 2/3 ] 
f(z) = 151/88*z^3 - 125/99*z + 1
*
[ 1/2 ] 
f(z) = 152/83*z^3 - 121/83*z + 1
*
[ 1/2 ] 
f(z) = 152/85*z^3 - 123/85*z + 1
*
[ 1/2 ] 
f(z) = 152/87*z^3 - 125/87*z + 1
*
[ 1/2 ] 
f(z) = 152/89*z^3 - 127/89*z + 1
*
[ 1/2 ] 
f(z) = 152/91*z^3 - 129/91*z + 1
*
[ 1/2 ] 
f(z) = 152/93*z^3 - 131/93*z + 1
*
[ 1/2 ] 
f(z) = 152/97*z^3 - 135/97*z + 1
*
[ 1/2 ] 
f(z) = 152/99*z^3 - 137/99*z + 1
*
[ 2/3 ] 
f(z) = 155/88*z^3 - 127/99*z + 1
*
[ 1/2 ] 
f(z) = 156/83*z^3 - 122/83*z + 1
*
[ 1/2 ] 
f(z) = 156/85*z^3 - 124/85*z + 1
*
[ 1/2 ] 
f(z) = 156/89*z^3 - 128/89*z + 1
*
[ 1/2 ] 
f(z) = 156/95*z^3 - 134/95*z + 1
*
[ 1/2 ] 
f(z) = 156/97*z^3 - 136/97*z + 1
*
[ 2/3 ] 
f(z) = 157/88*z^3 - 128/99*z + 1
*
[ 7/3 ] 
f(z) = 153/98*z^3 - 111/14*z + 1
*
[ -2 ] 
f(z) = 141/80*z^3 - 111/20*z + 1
*
[ -2 ] 
f(z) = 143/80*z^3 - 113/20*z + 1
*
[ -2 ] 
f(z) = 143/96*z^3 - 107/24*z + 1
*
[ -2 ] 
f(z) = 145/96*z^3 - 109/24*z + 1
*
[ -2 ] 
f(z) = 149/80*z^3 - 119/20*z + 1
*
[ -2 ] 
f(z) = 149/96*z^3 - 113/24*z + 1
*
[ -2 ] 
f(z) = 151/96*z^3 - 115/24*z + 1
*
[ 3/2 ] 
f(z) = 152/99*z^3 - 103/33*z + 1
*
4/3 | 0.16130281688050620987012336393237755858 | 0.026789933790562754556526595010058341839
f(z) = 153/80*z^3 - 103/20*z + 1
*
[ -2 ] 
f(z) = 155/96*z^3 - 119/24*z + 1
*
-3/2 | 0.18514309864168450589094280388180106966 | 0.026570825376686446629205786935966834708
f(z) = 140/81*z^3 - 118/45*z + 1
*
[ 3/10 ] 
f(z) = 140/81*z^3 - 112/45*z + 1
*
4/7 | 0.11716917705683476044749612420596847417 | 0.022072959341179771719013754755984757250
f(z) = 147/88*z^3 - 101/44*z + 1
*
[ 7/6 ] 
f(z) = 153/98*z^3 - 111/56*z + 1
*
[ 3/7 ] 
f(z) = 140/81*z^3 - 104/63*z + 1
*
[ -3/2 ] 
f(z) = 142/99*z^3 - 103/66*z + 1
*
[ -3/2 ] 
f(z) = 146/99*z^3 - 109/66*z + 1
*
[ 20/21 ] 
f(z) = 147/80*z^3 - 103/60*z + 1
*
[ 3/7 ] 
f(z) = 154/81*z^3 - 106/63*z + 1
*
[ 3/4 ] 
f(z) = 154/81*z^3 - 101/72*z + 1
*
[ 3/4 ] 
f(z) = 158/81*z^3 - 103/72*z + 1
*
[ -4/3 ] 
f(z) = 159/80*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 140/81*z^3 - 116/81*z + 1
*
[ 1/2 ] 
f(z) = 140/83*z^3 - 118/83*z + 1
*
[ 1/2 ] 
f(z) = 144/83*z^3 - 119/83*z + 1
*
[ 5/6 ] 
f(z) = 144/85*z^3 - 117/85*z + 1
*
[ 7/12 ] 
f(z) = 144/91*z^3 - 114/91*z + 1
*
[ 5/6 ] 
f(z) = 144/95*z^3 - 119/95*z + 1
*
[ 5/7 ] 
f(z) = 147/80*z^3 - 107/80*z + 1
*
[ 5/7 ] 
f(z) = 147/85*z^3 - 109/85*z + 1
*
[ 4/7 ] 
f(z) = 147/92*z^3 - 117/92*z + 1
*
[ 5/7 ] 
f(z) = 147/95*z^3 - 113/95*z + 1
*
[ 1/2 ] 
f(z) = 148/81*z^3 - 118/81*z + 1
*
[ 1/2 ] 
f(z) = 148/83*z^3 - 120/83*z + 1
*
[ 1/2 ] 
f(z) = 152/81*z^3 - 119/81*z + 1
*
[ 2/3 ] 
f(z) = 153/82*z^3 - 109/82*z + 1
*
[ 2/3 ] 
f(z) = 153/86*z^3 - 111/86*z + 1
*
[ 2/3 ] 
f(z) = 153/94*z^3 - 115/94*z + 1
*
[ 2/3 ] 
f(z) = 153/98*z^3 - 117/98*z + 1
*
-2 | 0.10427261398704852045207681594620097187 | 0.016106638013799199843193018439875456600
f(z) = 151/88*z^3 - 81/11*z + 1
*
-2 | 0.10456559176522740246399616215680288855 | 0.016121338210342161459954468373384907134
f(z) = 153/88*z^3 - 82/11*z + 1
*
[ -7/3 ] 
f(z) = 153/98*z^3 - 99/14*z + 1
*
-2 | 0.10485326685035395898216034731079155701 | 0.016135536198409294911868107589784223477
f(z) = 155/88*z^3 - 83/11*z + 1
*
-2 | 0.10513585778679452692379894073970309384 | 0.016149260488232184142498498677379628502
f(z) = 157/88*z^3 - 84/11*z + 1
*
-2 | 0.10541356831730956030327999536166587863 | 0.016162537329564605508037069039709541000
f(z) = 159/88*z^3 - 85/11*z + 1
*
[ 3/2 ] 
f(z) = 140/99*z^3 - 94/33*z + 1
*
[ -3/2 ] 
f(z) = 143/81*z^3 - 83/36*z + 1
*
[ -3/2 ] 
f(z) = 145/81*z^3 - 85/36*z + 1
*
-10/7 | 0.10683799622833045091343340530438252900 | 0.018481704980762643814180341200005028393
f(z) = 147/80*z^3 - 81/20*z + 1
*
[ 3/2 ] 
f(z) = 148/99*z^3 - 100/33*z + 1
*
[ -3/2 ] 
f(z) = 149/81*z^3 - 89/36*z + 1
*
[ -3/2 ] 
f(z) = 151/81*z^3 - 91/36*z + 1
*
[ -3/2 ] 
f(z) = 155/81*z^3 - 95/36*z + 1
*
[ -3/2 ] 
f(z) = 157/81*z^3 - 97/36*z + 1
*
[ 2/5 ] 
f(z) = 145/88*z^3 - 97/55*z + 1
*
[ 8/7 ] 
f(z) = 147/80*z^3 - 91/40*z + 1
*
[ -10/7 ] 
f(z) = 147/88*z^3 - 94/55*z + 1
*
[ 2/5 ] 
f(z) = 155/88*z^3 - 98/55*z + 1
*
[ -4/3 ] 
f(z) = 141/80*z^3 - 83/60*z + 1
*
[ 3/4 ] 
f(z) = 142/81*z^3 - 95/72*z + 1
*
[ -7/5 ] 
f(z) = 145/98*z^3 - 83/70*z + 1
*
[ 3/4 ] 
f(z) = 146/81*z^3 - 97/72*z + 1
*
-20/21 | 0.16129305749039207648088488546816953444 | 0.026489057116458769315608873744366183957
f(z) = 147/80*z^3 - 97/60*z + 1
*
[ -9/7 ] 
f(z) = 154/81*z^3 - 86/63*z + 1
*
[ -7/5 ] 
f(z) = 155/98*z^3 - 97/70*z + 1
*
[ 2/3 ] 
f(z) = 159/80*z^3 - 83/60*z + 1
*
-2 | 0.10271927702201841233111965552851418311 | 0.016024411020516766942627789276721579391
f(z) = 141/88*z^3 - 76/11*z + 1
*
[ 2 ] 
f(z) = 141/88*z^3 - 65/11*z + 1
*
[ 3/2 ] 
f(z) = 142/81*z^3 - 65/18*z + 1
*
-2 | 0.10335942179803565813967277967841637543 | 0.016059199347796055970107722587604506882
f(z) = 145/88*z^3 - 78/11*z + 1
*
[ 2 ] 
f(z) = 145/88*z^3 - 67/11*z + 1
*
[ 3/2 ] 
f(z) = 146/81*z^3 - 67/18*z + 1
*
-2 | 0.10366979234555072932701622516130419328 | 0.016075604031857567869922509286389522675
f(z) = 147/88*z^3 - 79/11*z + 1
*
[ 2 ] 
f(z) = 147/88*z^3 - 68/11*z + 1
*
-2 | 0.10397409857184865328707053080085979908 | 0.016091404574636852817550026883309692239
f(z) = 149/88*z^3 - 80/11*z + 1
*
[ 2 ] 
f(z) = 149/88*z^3 - 69/11*z + 1
*
[ 2 ] 
f(z) = 151/88*z^3 - 70/11*z + 1
*
3/2 | 0.087645141830647493721976549761218023291 | 0.013346964199533496555587618331534311442
f(z) = 152/81*z^3 - 79/18*z + 1
*
[ 2 ] 
f(z) = 153/88*z^3 - 71/11*z + 1
*
[ 3/2 ] 
f(z) = 154/81*z^3 - 71/18*z + 1
*
[ 2 ] 
f(z) = 155/88*z^3 - 72/11*z + 1
*
[ -2 ] 
f(z) = 155/88*z^3 - 61/11*z + 1
*
[ 2 ] 
f(z) = 157/88*z^3 - 73/11*z + 1
*
[ -2 ] 
f(z) = 157/88*z^3 - 62/11*z + 1
*
[ 3/2 ] 
f(z) = 158/81*z^3 - 73/18*z + 1
*
[ 2 ] 
f(z) = 159/88*z^3 - 74/11*z + 1
*
[ -2 ] 
f(z) = 159/88*z^3 - 63/11*z + 1
*
[ 10/7 ] 
f(z) = 147/80*z^3 - 69/20*z + 1
*
-22/21 | 0.17172561435854954824880206939291822678 | 0.027668333777907289338432500731778166381
f(z) = 147/88*z^3 - 62/33*z + 1
*
-4/3 | 0.15704670585295198834056572467397002719 | 0.027664878788683815867722363171137220966
f(z) = 153/80*z^3 - 73/20*z + 1
*
[ 4/3 ] 
f(z) = 153/80*z^3 - 63/20*z + 1
*
[ 9/10 ] 
f(z) = 140/81*z^3 - 68/45*z + 1
*
[ 3/5 ] 
f(z) = 155/81*z^3 - 61/45*z + 1
*
[ 9/14 ] 
f(z) = 140/81*z^3 - 80/63*z + 1
*
[ 2/3 ] 
f(z) = 141/80*z^3 - 77/60*z + 1
*
[ 4/5 ] 
f(z) = 145/96*z^3 - 73/60*z + 1
*
[ 3/4 ] 
f(z) = 152/99*z^3 - 79/66*z + 1
*
[ 4/5 ] 
f(z) = 155/96*z^3 - 77/60*z + 1
*
[ -2 ] 
f(z) = 141/88*z^3 - 54/11*z + 1
*
[ -3/2 ] 
f(z) = 142/81*z^3 - 41/18*z + 1
*
[ -2 ] 
f(z) = 145/88*z^3 - 56/11*z + 1
*
[ -3/2 ] 
f(z) = 146/81*z^3 - 43/18*z + 1
*
[ -2 ] 
f(z) = 147/88*z^3 - 57/11*z + 1
*
[ -2 ] 
f(z) = 149/88*z^3 - 58/11*z + 1
*
[ -2 ] 
f(z) = 151/88*z^3 - 59/11*z + 1
*
[ -2 ] 
f(z) = 153/88*z^3 - 60/11*z + 1
*
[ -3/2 ] 
f(z) = 154/81*z^3 - 47/18*z + 1
*
[ -3/2 ] 
f(z) = 158/81*z^3 - 49/18*z + 1
*
[ 3/4 ] 
f(z) = 140/81*z^3 - 47/36*z + 1
*
[ -3/2 ] 
f(z) = 140/99*z^3 - 50/33*z + 1
*
[ 2/7 ] 
f(z) = 147/80*z^3 - 53/20*z + 1
*
[ -10/7 ] 
f(z) = 147/80*z^3 - 41/20*z + 1
*
[ 22/21 ] 
f(z) = 147/88*z^3 - 59/33*z + 1
*
[ 6/7 ] 
f(z) = 147/88*z^3 - 46/33*z + 1
*
[ 2/3 ] 
f(z) = 147/88*z^3 - 41/33*z + 1
*
[ 3/4 ] 
f(z) = 148/81*z^3 - 49/36*z + 1
*
[ -3/2 ] 
f(z) = 148/99*z^3 - 56/33*z + 1
*
[ -3/2 ] 
f(z) = 152/99*z^3 - 59/33*z + 1
*
[ 2/3 ] 
f(z) = 159/88*z^3 - 43/33*z + 1
*
[ 3/5 ] 
f(z) = 140/81*z^3 - 58/45*z + 1
*
[ 3/5 ] 
f(z) = 145/81*z^3 - 59/45*z + 1
*
[ 4/7 ] 
f(z) = 147/88*z^3 - 57/44*z + 1
*
[ -4/3 ] 
f(z) = 153/88*z^3 - 59/44*z + 1
*
[ 2/3 ] 
f(z) = 153/92*z^3 - 57/46*z + 1
*
[ 3/2 ] 
f(z) = 140/81*z^3 - 32/9*z + 1
*
[ 2/7 ] 
f(z) = 147/88*z^3 - 29/11*z + 1
*
[ 3/2 ] 
f(z) = 148/81*z^3 - 34/9*z + 1
*
[ -3/2 ] 
f(z) = 148/81*z^3 - 22/9*z + 1
*
[ 3/2 ] 
f(z) = 152/81*z^3 - 35/9*z + 1
*
[ 3/4 ] 
f(z) = 152/81*z^3 - 25/18*z + 1
*
[ -3/2 ] 
f(z) = 152/81*z^3 - 23/9*z + 1
*
[ 2/3 ] 
f(z) = 141/88*z^3 - 40/33*z + 1
*
6/7 | 0.089414521636157459539646990288589015789 | 0.017892880417666668147243977907875587446
f(z) = 147/80*z^3 - 37/20*z + 1
*
[ 4/7 ] 
f(z) = 147/80*z^3 - 27/20*z + 1
*
[ -4/3 ] 
f(z) = 153/80*z^3 - 33/20*z + 1
*
[ 2/3 ] 
f(z) = 153/80*z^3 - 27/20*z + 1
*
[ -3/2 ] 
f(z) = 140/81*z^3 - 20/9*z + 1
*
[ 2/3 ] 
f(z) = 153/88*z^3 - 14/11*z + 1
*
[ -1 ]
f(z) = 159/80*z^3 + 1/80*z + 1
*
[ -1 ]
f(z) = 142/81*z^3 + 20/81*z + 1
*
[ 6 ] 
f(z) = 143/108*z^3 - 281/6*z + 1
*
[ -6 ] 
f(z) = 145/108*z^3 - 283/6*z + 1
*
[ 6 ] 
f(z) = 149/108*z^3 - 293/6*z + 1
*
[ -6 ] 
f(z) = 151/108*z^3 - 295/6*z + 1
*
[ 2 ] 
f(z) = 153/100*z^3 - 281/50*z + 1
*
[ 2 ] 
f(z) = 155/108*z^3 - 283/54*z + 1
*
[ 2 ] 
f(z) = 155/116*z^3 - 281/58*z + 1
*
[ 2 ] 
f(z) = 157/100*z^3 - 289/50*z + 1
*
[ 2 ] 
f(z) = 157/108*z^3 - 287/54*z + 1
*
[ 2 ] 
f(z) = 157/116*z^3 - 285/58*z + 1
*
[ 2 ] 
f(z) = 159/100*z^3 - 293/50*z + 1
*
[ 2 ] 
f(z) = 159/116*z^3 - 289/58*z + 1
*
5/3 | 0.21637303590796741220964912847583490761 | 0.029853646260830322894153526640799352577
f(z) = 147/100*z^3 - 281/60*z + 1
*
-5/3 | 0.19551660351065559240210433425380814416 | 0.026871940895652346584535217902644661534
f(z) = 159/100*z^3 - 289/60*z + 1
*
[ 2/7 ] 
f(z) = 147/110*z^3 - 287/110*z + 1
*
[ 3/2 ] 
f(z) = 148/105*z^3 - 298/105*z + 1
*
[ 6/5 ] 
f(z) = 157/108*z^3 - 289/150*z + 1
*
[ -3/2 ] 
f(z) = 142/105*z^3 - 289/210*z + 1
*
[ 1/2 ] 
f(z) = 142/105*z^3 - 281/210*z + 1
*
[ 1/2 ] 
f(z) = 142/107*z^3 - 285/214*z + 1
*
[ 1/2 ] 
f(z) = 142/109*z^3 - 289/218*z + 1
*
[ 1/2 ] 
f(z) = 146/105*z^3 - 283/210*z + 1
*
[ 1/2 ] 
f(z) = 146/107*z^3 - 287/214*z + 1
*
[ 1/2 ] 
f(z) = 146/109*z^3 - 291/218*z + 1
*
[ 1/2 ] 
f(z) = 150/103*z^3 - 281/206*z + 1
*
[ 1/2 ] 
f(z) = 150/107*z^3 - 289/214*z + 1
*
[ 1/2 ] 
f(z) = 150/109*z^3 - 293/218*z + 1
*
[ 1/2 ] 
f(z) = 154/103*z^3 - 283/206*z + 1
*
[ 1/2 ] 
f(z) = 154/107*z^3 - 291/214*z + 1
*
[ 1/2 ] 
f(z) = 154/109*z^3 - 295/218*z + 1
*
[ 1/2 ] 
f(z) = 158/101*z^3 - 281/202*z + 1
*
[ 1/2 ] 
f(z) = 158/103*z^3 - 285/206*z + 1
*
[ 1/2 ] 
f(z) = 158/105*z^3 - 289/210*z + 1
*
[ 1/2 ] 
f(z) = 158/107*z^3 - 293/214*z + 1
*
[ 1/2 ] 
f(z) = 158/109*z^3 - 297/218*z + 1
*
[ 1/2 ] 
f(z) = 142/111*z^3 - 293/222*z + 1
*
[ 1/2 ] 
f(z) = 142/113*z^3 - 297/226*z + 1
*
[ 1/2 ] 
f(z) = 146/111*z^3 - 295/222*z + 1
*
[ -3/2 ] 
f(z) = 146/111*z^3 - 287/222*z + 1
*
[ 1/2 ] 
f(z) = 146/113*z^3 - 299/226*z + 1
*
[ 26/51 ] 
f(z) = 153/104*z^3 - 297/221*z + 1
*
[ 1/2 ] 
f(z) = 154/111*z^3 - 299/222*z + 1
*
[ 5/6 ] 
f(z) = 141/100*z^3 - 283/240*z + 1
*
[ 5/6 ] 
f(z) = 147/100*z^3 - 293/240*z + 1
*
[ 2/3 ] 
f(z) = 155/112*z^3 - 281/252*z + 1
*
[ 2/3 ] 
f(z) = 157/112*z^3 - 283/252*z + 1
*
[ 4/5 ] 
f(z) = 145/104*z^3 - 297/260*z + 1
*
[ 2 ] 
f(z) = 143/100*z^3 - 261/50*z + 1
*
[ 2 ] 
f(z) = 145/108*z^3 - 263/54*z + 1
*
[ 2 ] 
f(z) = 147/100*z^3 - 269/50*z + 1
*
[ 2 ] 
f(z) = 147/116*z^3 - 265/58*z + 1
*
[ 2 ] 
f(z) = 149/100*z^3 - 273/50*z + 1
*
[ 2 ] 
f(z) = 149/108*z^3 - 271/54*z + 1
*
[ 2 ] 
f(z) = 149/116*z^3 - 269/58*z + 1
*
[ 2 ] 
f(z) = 151/100*z^3 - 277/50*z + 1
*
[ 2 ] 
f(z) = 151/108*z^3 - 275/54*z + 1
*
[ 2 ] 
f(z) = 151/116*z^3 - 273/58*z + 1
*
[ 2 ] 
f(z) = 153/116*z^3 - 277/58*z + 1
*
5/3 | 0.20740202666166850637306749535283181801 | 0.028759674829094031028239081492389229411
f(z) = 141/100*z^3 - 271/60*z + 1
*
4/3 | 0.18024992042733341716381069613664939981 | 0.025738717064422289529080339632546156265
f(z) = 159/112*z^3 - 275/84*z + 1
*
[ 3/2 ] 
f(z) = 140/111*z^3 - 278/111*z + 1
*
[ 2/7 ] 
f(z) = 147/106*z^3 - 277/106*z + 1
*
[ 10/7 ] 
f(z) = 147/110*z^3 - 267/110*z + 1
*
-3/2 | 0.13791155879419941360952967060191469391 | 0.024601574790407059915447022633252511070
f(z) = 152/105*z^3 - 272/105*z + 1
*
[ 6/5 ] 
f(z) = 151/108*z^3 - 277/150*z + 1
*
[ 10/21 ] 
f(z) = 147/104*z^3 - 277/195*z + 1
*
[ 1/2 ] 
f(z) = 142/101*z^3 - 273/202*z + 1
*
[ 1/2 ] 
f(z) = 142/103*z^3 - 277/206*z + 1
*
[ 1/2 ] 
f(z) = 146/101*z^3 - 275/202*z + 1
*
[ 1/2 ] 
f(z) = 146/103*z^3 - 279/206*z + 1
*
[ 1/2 ] 
f(z) = 150/101*z^3 - 277/202*z + 1
*
[ 1/2 ] 
f(z) = 154/101*z^3 - 279/202*z + 1
*
[ -3/2 ] 
f(z) = 142/111*z^3 - 269/222*z + 1
*
[ 4/7 ] 
f(z) = 147/110*z^3 - 261/220*z + 1
*
[ 4/7 ] 
f(z) = 147/118*z^3 - 273/236*z + 1
*
[ 2/3 ] 
f(z) = 143/112*z^3 - 269/252*z + 1
*
[ 2/3 ] 
f(z) = 145/112*z^3 - 271/252*z + 1
*
[ 2/3 ] 
f(z) = 149/112*z^3 - 275/252*z + 1
*
[ 2/3 ] 
f(z) = 151/112*z^3 - 277/252*z + 1
*
[ 26/7 ] 
f(z) = 147/104*z^3 - 244/13*z + 1
*
[ 2 ] 
f(z) = 141/100*z^3 - 257/50*z + 1
*
[ 2 ] 
f(z) = 141/116*z^3 - 253/58*z + 1
*
[ 2 ] 
f(z) = 143/108*z^3 - 259/54*z + 1
*
[ 2 ] 
f(z) = 143/116*z^3 - 257/58*z + 1
*
[ -2 ] 
f(z) = 159/100*z^3 - 243/50*z + 1
*
-5/3 | 0.19045011597519043853188801686446755044 | 0.026575920662533712755691536825116435118
f(z) = 141/100*z^3 - 259/60*z + 1
*
5/21 | 0.17946252726896978237022239338768025502 | 0.025069801824222624467906471532129682983
f(z) = 147/100*z^3 - 257/60*z + 1
*
[ 5/3 ] 
f(z) = 159/100*z^3 - 241/60*z + 1
*
4/3 | 0.17828298696356816248189188358089887928 | 0.025794199240628548464838543627132709146
f(z) = 141/112*z^3 - 251/84*z + 1
*
[ 1/3 ] 
f(z) = 144/113*z^3 - 242/113*z + 1
*
[ 1/3 ] 
f(z) = 144/115*z^3 - 246/115*z + 1
*
[ 7/5 ] 
f(z) = 150/119*z^3 - 260/119*z + 1
*
[ 4/3 ] 
f(z) = 153/100*z^3 - 247/100*z + 1
*
[ -5/3 ] 
f(z) = 153/110*z^3 - 249/110*z + 1
*
[ 1/3 ] 
f(z) = 153/112*z^3 - 241/112*z + 1
*
[ 1/3 ] 
f(z) = 153/113*z^3 - 243/113*z + 1
*
[ 1/3 ] 
f(z) = 153/115*z^3 - 247/115*z + 1
*
[ -5/3 ] 
f(z) = 153/115*z^3 - 241/115*z + 1
*
[ 1/3 ] 
f(z) = 153/116*z^3 - 249/116*z + 1
*
[ 4/3 ] 
f(z) = 153/116*z^3 - 243/116*z + 1
*
[ 1/3 ] 
f(z) = 153/118*z^3 - 253/118*z + 1
*
[ 2/5 ] 
f(z) = 155/112*z^3 - 241/140*z + 1
*
0 | 0.16103386498906503103749015188794347378 | 0.025945685171701271922173275649065894297
f(z) = 147/110*z^3 - 248/165*z + 1
*
[ 4/7 ] 
f(z) = 147/106*z^3 - 255/212*z + 1
*
[ 3/4 ] 
f(z) = 152/105*z^3 - 241/210*z + 1
*
[ 2/3 ] 
f(z) = 153/107*z^3 - 243/214*z + 1
*
[ 2/3 ] 
f(z) = 153/109*z^3 - 245/218*z + 1
*
[ 2/3 ] 
f(z) = 144/113*z^3 - 241/226*z + 1
*
[ 2/3 ] 
f(z) = 144/115*z^3 - 243/230*z + 1
*
[ 2/3 ] 
f(z) = 144/119*z^3 - 247/238*z + 1
*
[ 7/10 ] 
f(z) = 150/119*z^3 - 249/238*z + 1
*
[ 3/4 ] 
f(z) = 152/111*z^3 - 245/222*z + 1
*
[ 2/3 ] 
f(z) = 153/113*z^3 - 249/226*z + 1
*
[ 2/3 ] 
f(z) = 153/115*z^3 - 251/230*z + 1
*
[ -26/7 ] 
f(z) = 147/104*z^3 - 237/13*z + 1
*
[ 20/7 ] 
f(z) = 147/100*z^3 - 227/20*z + 1
*
3/13 | 0.24831450637149383069254426513267499966 | 0.028445252512977262829839438666109002560
f(z) = 143/108*z^3 - 229/52*z + 1
*
[ -2 ] 
f(z) = 149/100*z^3 - 223/50*z + 1
*
[ -2 ] 
f(z) = 151/100*z^3 - 227/50*z + 1
*
[ -2 ] 
f(z) = 151/108*z^3 - 221/54*z + 1
*
[ -2 ] 
f(z) = 153/100*z^3 - 231/50*z + 1
*
[ -2 ] 
f(z) = 155/108*z^3 - 229/54*z + 1
*
[ -2 ] 
f(z) = 155/116*z^3 - 223/58*z + 1
*
[ -2 ] 
f(z) = 157/100*z^3 - 239/50*z + 1
*
[ -2 ] 
f(z) = 157/108*z^3 - 233/54*z + 1
*
[ -2 ] 
f(z) = 157/116*z^3 - 227/58*z + 1
*
[ -2 ] 
f(z) = 159/116*z^3 - 231/58*z + 1
*
[ 5/3 ] 
f(z) = 147/100*z^3 - 221/60*z + 1
*
-5/3 | 0.19277080838873135584970105395961455190 | 0.027369932060058948209584214321775141805
f(z) = 159/100*z^3 - 229/60*z + 1
*
-4/3 | 0.16866773547649574659625647006778696626 | 0.024668644930406504723842091678134535970
f(z) = 159/112*z^3 - 233/84*z + 1
*
[ 1/3 ] 
f(z) = 144/103*z^3 - 222/103*z + 1
*
[ 1/3 ] 
f(z) = 144/107*z^3 - 230/107*z + 1
*
[ 1/3 ] 
f(z) = 144/109*z^3 - 234/109*z + 1
*
[ 1/3 ] 
f(z) = 153/103*z^3 - 223/103*z + 1
*
[ 1/3 ] 
f(z) = 153/104*z^3 - 225/104*z + 1
*
[ 1/3 ] 
f(z) = 153/106*z^3 - 229/106*z + 1
*
[ 1/3 ] 
f(z) = 153/107*z^3 - 231/107*z + 1
*
[ 1/3 ] 
f(z) = 153/109*z^3 - 235/109*z + 1
*
[ 1/3 ] 
f(z) = 153/110*z^3 - 237/110*z + 1
*
2/3 | 0.16302146196952431208251703342729995381 | 0.029906496414987992042027402797722342488
f(z) = 153/110*z^3 - 233/110*z + 1
*
[ 12/31 ] 
f(z) = 155/108*z^3 - 223/124*z + 1
*
[ 2/5 ] 
f(z) = 145/112*z^3 - 239/140*z + 1
*
[ 5/9 ] 
f(z) = 153/100*z^3 - 229/180*z + 1
*
[ 3/5 ] 
f(z) = 155/117*z^3 - 223/195*z + 1
*
[ 3/4 ] 
f(z) = 157/108*z^3 - 221/192*z + 1
*
[ 2/3 ] 
f(z) = 144/101*z^3 - 229/202*z + 1
*
[ 2/3 ] 
f(z) = 144/103*z^3 - 231/206*z + 1
*
[ 2/3 ] 
f(z) = 144/107*z^3 - 235/214*z + 1
*
[ 2/3 ] 
f(z) = 144/109*z^3 - 237/218*z + 1
*
[ 2/3 ] 
f(z) = 153/101*z^3 - 237/202*z + 1
*
[ 2/3 ] 
f(z) = 153/103*z^3 - 239/206*z + 1
*
[ -20/7 ] 
f(z) = 147/100*z^3 - 213/20*z + 1
*
[ -2 ] 
f(z) = 141/100*z^3 - 207/50*z + 1
*
[ -2 ] 
f(z) = 143/100*z^3 - 211/50*z + 1
*
[ -2 ] 
f(z) = 143/108*z^3 - 205/54*z + 1
*
[ -2 ] 
f(z) = 145/108*z^3 - 209/54*z + 1
*
[ -2 ] 
f(z) = 147/100*z^3 - 219/50*z + 1
*
[ -2 ] 
f(z) = 147/116*z^3 - 207/58*z + 1
*
[ -2 ] 
f(z) = 149/108*z^3 - 217/54*z + 1
*
[ -2 ] 
f(z) = 149/116*z^3 - 211/58*z + 1
*
[ -2 ] 
f(z) = 151/116*z^3 - 215/58*z + 1
*
[ -2 ] 
f(z) = 153/116*z^3 - 219/58*z + 1
*
[ 5/3 ] 
f(z) = 141/100*z^3 - 211/60*z + 1
*
-5/3 | 0.19428097046265842030241100026502429834 | 0.027946970336226061599087974762494344908
f(z) = 147/100*z^3 - 209/60*z + 1
*
[ 3/2 ] 
f(z) = 154/117*z^3 - 205/78*z + 1
*
[ 3/2 ] 
f(z) = 158/117*z^3 - 211/78*z + 1
*
-4/3 | 0.11818954943061691566428891358200001573 | 0.017565176535495185711940555980073875013
f(z) = 141/112*z^3 - 209/84*z + 1
*
[ 1/3 ] 
f(z) = 144/101*z^3 - 218/101*z + 1
*
[ -5/3 ] 
f(z) = 144/115*z^3 - 216/115*z + 1
*
[ 5/4 ] 
f(z) = 144/115*z^3 - 202/115*z + 1
*
[ 1/3 ] 
f(z) = 153/100*z^3 - 217/100*z + 1
*
[ 1/3 ] 
f(z) = 153/101*z^3 - 219/101*z + 1
*
[ -3/2 ] 
f(z) = 155/117*z^3 - 205/156*z + 1
*
[ -3/2 ] 
f(z) = 157/117*z^3 - 211/156*z + 1
*
[ 10/17 ] 
f(z) = 153/100*z^3 - 209/170*z + 1
*
[ 3/5 ] 
f(z) = 140/117*z^3 - 214/195*z + 1
*
[ 3/4 ] 
f(z) = 145/108*z^3 - 209/192*z + 1
*
[ 3/5 ] 
f(z) = 145/117*z^3 - 217/195*z + 1
*
[ 3/4 ] 
f(z) = 151/108*z^3 - 215/192*z + 1
*
[ -2 ] 
f(z) = 141/116*z^3 - 195/58*z + 1
*
[ -2 ] 
f(z) = 143/116*z^3 - 199/58*z + 1
*
-5/3 | 0.19508878612988407133777761231267960612 | 0.028262502827997520187292638244463072796
f(z) = 141/100*z^3 - 199/60*z + 1
*
[ 3/2 ] 
f(z) = 142/117*z^3 - 187/78*z + 1
*
[ 3/2 ] 
f(z) = 146/117*z^3 - 193/78*z + 1
*
[ 5/21 ] 
f(z) = 147/100*z^3 - 197/60*z + 1
*
[ 3/10 ] 
f(z) = 155/108*z^3 - 197/80*z + 1
*
[ 4/3 ] 
f(z) = 159/112*z^3 - 191/84*z + 1
*
[ 5/12 ] 
f(z) = 144/115*z^3 - 186/115*z + 1
*
[ 12/29 ] 
f(z) = 145/108*z^3 - 191/116*z + 1
*
[ -11/7 ] 
f(z) = 147/110*z^3 - 183/110*z + 1
*
[ 12/11 ] 
f(z) = 143/108*z^3 - 197/132*z + 1
*
[ 6/7 ] 
f(z) = 147/100*z^3 - 187/150*z + 1
*
[ -3/2 ] 
f(z) = 149/117*z^3 - 187/156*z + 1
*
[ -3/2 ] 
f(z) = 151/117*z^3 - 193/156*z + 1
*
[ 2/3 ] 
f(z) = 159/100*z^3 - 181/150*z + 1
*
[ 2/3 ] 
f(z) = 141/116*z^3 - 181/174*z + 1
*
[ 6/7 ] 
f(z) = 147/116*z^3 - 191/174*z + 1
*
[ 2/3 ] 
f(z) = 147/116*z^3 - 185/174*z + 1
*
[ 2/3 ] 
f(z) = 159/116*z^3 - 193/174*z + 1
*
[ 10/3 ] 
f(z) = 153/100*z^3 - 163/10*z + 1
*
-2 | 0.10262602083236069845831202095663061625 | 0.015837239983708975186109327011720989636
f(z) = 149/112*z^3 - 163/28*z + 1
*
-2 | 0.10297668444278446867382464264031561945 | 0.015861503434809531217269466660823343075
f(z) = 151/112*z^3 - 165/28*z + 1
*
-2 | 0.10331811012528114370270487424476491479 | 0.015884614483355968802269368052579798669
f(z) = 153/112*z^3 - 167/28*z + 1
*
-2 | 0.10365091285519171519547542822546447076 | 0.015906666921253193957891177207776923228
f(z) = 155/112*z^3 - 169/28*z + 1
*
-2 | 0.10397564029247559461287899118483142827 | 0.015927743653461387724296641611884762799
f(z) = 157/112*z^3 - 171/28*z + 1
*
-2 | 0.10429278275371327888816387070174016115 | 0.015947918333288844292947043006520375895
f(z) = 159/112*z^3 - 173/28*z + 1
*
[ 3/13 ] 
f(z) = 143/108*z^3 - 177/52*z + 1
*
[ 10/7 ] 
f(z) = 147/104*z^3 - 168/65*z + 1
*
[ -5/3 ] 
f(z) = 159/100*z^3 - 169/60*z + 1
*
[ 4/3 ] 
f(z) = 141/112*z^3 - 167/84*z + 1
*
[ 10/9 ] 
f(z) = 153/100*z^3 - 161/90*z + 1
*
[ 7/6 ] 
f(z) = 144/119*z^3 - 179/119*z + 1
*
[ 8/7 ] 
f(z) = 147/104*z^3 - 179/104*z + 1
*
[ -3/2 ] 
f(z) = 152/105*z^3 - 167/105*z + 1
*
[ 2/3 ] 
f(z) = 141/100*z^3 - 169/150*z + 1
*
[ -3/2 ] 
f(z) = 145/117*z^3 - 175/156*z + 1
*
[ 2/3 ] 
f(z) = 147/100*z^3 - 173/150*z + 1
*
[ 3/4 ] 
f(z) = 148/117*z^3 - 163/156*z + 1
*
[ 3 ] 
f(z) = 151/108*z^3 - 143/12*z + 1
*
[ -10/3 ] 
f(z) = 153/100*z^3 - 157/10*z + 1
*
[ 3 ] 
f(z) = 157/108*z^3 - 149/12*z + 1
*
-2 | 0.10111554836216886536011047649690503577 | 0.015726276816201931088360330710681892119
f(z) = 141/112*z^3 - 155/28*z + 1
*
-2 | 0.10151116201737487815252590635761333060 | 0.015756387914461899249003916211810814454
f(z) = 143/112*z^3 - 157/28*z + 1
*
[ 12/5 ] 
f(z) = 145/108*z^3 - 143/20*z + 1
*
-2 | 0.10189410641151704837564938931702932675 | 0.015784813652392722486676319772771629066
f(z) = 145/112*z^3 - 159/28*z + 1
*
[ 2 ] 
f(z) = 155/112*z^3 - 141/28*z + 1
*
[ 2 ] 
f(z) = 157/112*z^3 - 143/28*z + 1
*
[ 2 ] 
f(z) = 159/112*z^3 - 145/28*z + 1
*
[ 2/7 ] 
f(z) = 147/116*z^3 - 151/58*z + 1
*
[ -5/3 ] 
f(z) = 147/100*z^3 - 149/60*z + 1
*
[ 5/14 ] 
f(z) = 147/100*z^3 - 159/80*z + 1
*
-4/3 | 0.19006807992175290774281737409150552864 | 0.029743493214793059937943936656835655944
f(z) = 159/112*z^3 - 149/84*z + 1
*
[ 1/2 ] 
f(z) = 140/107*z^3 - 142/107*z + 1
*
[ 1/2 ] 
f(z) = 140/109*z^3 - 144/109*z + 1
*
[ 1/2 ] 
f(z) = 140/111*z^3 - 146/111*z + 1
*
[ 1/2 ] 
f(z) = 140/113*z^3 - 148/113*z + 1
*
[ 1/2 ] 
f(z) = 140/117*z^3 - 152/117*z + 1
*
[ 10/11 ] 
f(z) = 143/100*z^3 - 141/110*z + 1
*
[ 1/2 ] 
f(z) = 144/107*z^3 - 143/107*z + 1
*
[ 1/2 ] 
f(z) = 144/109*z^3 - 145/109*z + 1
*
[ 1/2 ] 
f(z) = 144/113*z^3 - 149/113*z + 1
*
[ 1/2 ] 
f(z) = 144/115*z^3 - 151/115*z + 1
*
[ 1/2 ] 
f(z) = 144/119*z^3 - 155/119*z + 1
*
[ -3/2 ] 
f(z) = 148/105*z^3 - 158/105*z + 1
*
[ 1/2 ] 
f(z) = 148/105*z^3 - 142/105*z + 1
*
[ 1/2 ] 
f(z) = 148/107*z^3 - 144/107*z + 1
*
[ 1/2 ] 
f(z) = 148/109*z^3 - 146/109*z + 1
*
[ 1/2 ] 
f(z) = 148/113*z^3 - 150/113*z + 1
*
[ 1/2 ] 
f(z) = 148/115*z^3 - 152/115*z + 1
*
[ 1/2 ] 
f(z) = 148/117*z^3 - 154/117*z + 1
*
[ 1/2 ] 
f(z) = 148/119*z^3 - 156/119*z + 1
*
[ 1/2 ] 
f(z) = 152/103*z^3 - 141/103*z + 1
*
[ 1/2 ] 
f(z) = 152/105*z^3 - 143/105*z + 1
*
[ 1/2 ] 
f(z) = 152/107*z^3 - 145/107*z + 1
*
[ 1/2 ] 
f(z) = 152/109*z^3 - 147/109*z + 1
*
[ -3/2 ] 
f(z) = 152/111*z^3 - 157/111*z + 1
*
[ 1/2 ] 
f(z) = 152/111*z^3 - 149/111*z + 1
*
[ 1/2 ] 
f(z) = 152/113*z^3 - 151/113*z + 1
*
[ 1/2 ] 
f(z) = 152/115*z^3 - 153/115*z + 1
*
[ 1/2 ] 
f(z) = 152/117*z^3 - 155/117*z + 1
*
[ 1/2 ] 
f(z) = 152/119*z^3 - 157/119*z + 1
*
[ 1/2 ] 
f(z) = 156/103*z^3 - 142/103*z + 1
*
[ 1/2 ] 
f(z) = 156/107*z^3 - 146/107*z + 1
*
[ 1/2 ] 
f(z) = 156/109*z^3 - 148/109*z + 1
*
[ 1/2 ] 
f(z) = 156/113*z^3 - 152/113*z + 1
*
[ 1/2 ] 
f(z) = 156/115*z^3 - 154/115*z + 1
*
[ 1/2 ] 
f(z) = 156/119*z^3 - 158/119*z + 1
*
[ 10/13 ] 
f(z) = 143/100*z^3 - 149/130*z + 1
*
[ 3/4 ] 
f(z) = 140/117*z^3 - 157/156*z + 1
*
[ 4/5 ] 
f(z) = 145/112*z^3 - 151/140*z + 1
*
[ 4/5 ] 
f(z) = 155/112*z^3 - 159/140*z + 1
*
[ -3 ] 
f(z) = 143/108*z^3 - 127/12*z + 1
*
[ 3 ] 
f(z) = 145/108*z^3 - 137/12*z + 1
*
[ -3 ] 
f(z) = 149/108*z^3 - 133/12*z + 1
*
[ -3 ] 
f(z) = 155/108*z^3 - 139/12*z + 1
*
[ 2 ] 
f(z) = 141/112*z^3 - 127/28*z + 1
*
[ 2 ] 
f(z) = 143/112*z^3 - 129/28*z + 1
*
[ 2 ] 
f(z) = 145/112*z^3 - 131/28*z + 1
*
[ 2 ] 
f(z) = 149/112*z^3 - 135/28*z + 1
*
[ 2 ] 
f(z) = 151/112*z^3 - 137/28*z + 1
*
[ 2 ] 
f(z) = 153/112*z^3 - 139/28*z + 1
*
[ -12/5 ] 
f(z) = 155/108*z^3 - 137/20*z + 1
*
[ 3/2 ] 
f(z) = 143/108*z^3 - 127/48*z + 1
*
[ 2/7 ] 
f(z) = 147/100*z^3 - 131/50*z + 1
*
[ 3/2 ] 
f(z) = 149/108*z^3 - 133/48*z + 1
*
[ 4/3 ] 
f(z) = 153/104*z^3 - 123/52*z + 1
*
[ 3/2 ] 
f(z) = 155/108*z^3 - 139/48*z + 1
*
[ -5/3 ] 
f(z) = 141/100*z^3 - 139/60*z + 1
*
3/5 | 0.21015159523896816839469943960473511072 | 0.029714233425893413292456167712274869303
f(z) = 155/108*z^3 - 131/60*z + 1
*
[ 6/7 ] 
f(z) = 157/108*z^3 - 121/98*z + 1
*
[ 1/2 ] 
f(z) = 140/101*z^3 - 136/101*z + 1
*
[ 1/2 ] 
f(z) = 140/103*z^3 - 138/103*z + 1
*
[ -3/2 ] 
f(z) = 140/111*z^3 - 130/111*z + 1
*
[ 1/2 ] 
f(z) = 144/101*z^3 - 137/101*z + 1
*
[ 1/2 ] 
f(z) = 144/103*z^3 - 139/103*z + 1
*
[ 5/6 ] 
f(z) = 144/115*z^3 - 123/115*z + 1
*
[ 7/12 ] 
f(z) = 144/119*z^3 - 134/119*z + 1
*
[ 2/3 ] 
f(z) = 145/104*z^3 - 131/117*z + 1
*
[ 4/7 ] 
f(z) = 147/100*z^3 - 123/100*z + 1
*
[ 5/7 ] 
f(z) = 147/115*z^3 - 121/115*z + 1
*
[ 4/7 ] 
f(z) = 147/116*z^3 - 135/116*z + 1
*
[ 1/2 ] 
f(z) = 148/101*z^3 - 138/101*z + 1
*
[ 1/2 ] 
f(z) = 148/103*z^3 - 140/103*z + 1
*
[ 2/3 ] 
f(z) = 149/104*z^3 - 133/117*z + 1
*
[ 2/3 ] 
f(z) = 151/104*z^3 - 134/117*z + 1
*
[ 1/2 ] 
f(z) = 152/101*z^3 - 139/101*z + 1
*
[ 2/3 ] 
f(z) = 153/106*z^3 - 121/106*z + 1
*
[ 2/3 ] 
f(z) = 153/110*z^3 - 123/110*z + 1
*
[ 2/3 ] 
f(z) = 153/118*z^3 - 127/118*z + 1
*
[ 2/3 ] 
f(z) = 155/104*z^3 - 136/117*z + 1
*
[ 1/2 ] 
f(z) = 156/101*z^3 - 140/101*z + 1
*
[ 2/3 ] 
f(z) = 157/104*z^3 - 137/117*z + 1
*
[ -6 ] 
f(z) = 155/108*z^3 - 101/2*z + 1
*
[ 6 ] 
f(z) = 157/108*z^3 - 103/2*z + 1
*
[ -2 ] 
f(z) = 143/112*z^3 - 101/28*z + 1
*
[ -2 ] 
f(z) = 145/112*z^3 - 103/28*z + 1
*
-10/7 | 0.15580069699906809491636846069162970315 | 0.022716223613647994971012858157929794842
f(z) = 147/104*z^3 - 119/39*z + 1
*
[ -2 ] 
f(z) = 149/112*z^3 - 107/28*z + 1
*
[ -2 ] 
f(z) = 151/112*z^3 - 109/28*z + 1
*
[ 3/2 ] 
f(z) = 152/117*z^3 - 101/39*z + 1
*
[ -2 ] 
f(z) = 153/112*z^3 - 111/28*z + 1
*
[ -2 ] 
f(z) = 155/112*z^3 - 113/28*z + 1
*
[ -2 ] 
f(z) = 157/112*z^3 - 115/28*z + 1
*
[ -2 ] 
f(z) = 159/112*z^3 - 117/28*z + 1
*
[ 6/13 ] 
f(z) = 143/108*z^3 - 113/78*z + 1
*
[ 2/5 ] 
f(z) = 145/104*z^3 - 112/65*z + 1
*
[ -3/2 ] 
f(z) = 154/117*z^3 - 101/78*z + 1
*
[ 2/5 ] 
f(z) = 155/104*z^3 - 113/65*z + 1
*
[ -3/2 ] 
f(z) = 158/117*z^3 - 107/78*z + 1
*
[ 6/7 ] 
f(z) = 145/108*z^3 - 113/98*z + 1
*
[ 6/7 ] 
f(z) = 151/108*z^3 - 117/98*z + 1
*
[ 5/6 ] 
f(z) = 153/100*z^3 - 101/80*z + 1
*
[ 5/7 ] 
f(z) = 147/110*z^3 - 119/110*z + 1
*
[ 3/5 ] 
f(z) = 151/108*z^3 - 117/100*z + 1
*
[ 3/5 ] 
f(z) = 157/108*z^3 - 119/100*z + 1
*
[ -6 ] 
f(z) = 143/108*z^3 - 93/2*z + 1
*
[ 6 ] 
f(z) = 145/108*z^3 - 95/2*z + 1
*
-2 | 0.10314762977376319564735663272311775904 | 0.015932865507272452461700475494208468532
f(z) = 149/104*z^3 - 81/13*z + 1
*
[ -6 ] 
f(z) = 149/108*z^3 - 97/2*z + 1
*
-2 | 0.10347585339937060543121728549515121512 | 0.015953328442882449689940110396614446432
f(z) = 151/104*z^3 - 82/13*z + 1
*
[ 6 ] 
f(z) = 151/108*z^3 - 99/2*z + 1
*
-2 | 0.10379659560911144065922100908694344630 | 0.015972928417316309552258047520451644871
f(z) = 153/104*z^3 - 83/13*z + 1
*
-2 | 0.10411027394686241873938001250543032038 | 0.015991726979377650022557252518354926840
f(z) = 155/104*z^3 - 84/13*z + 1
*
-2 | 0.10441726733077311775181843607544765861 | 0.016009779462210132083340848103753855962
f(z) = 157/104*z^3 - 85/13*z + 1
*
-2 | 0.10471792095471464830668819990675167791 | 0.016027135793974821826205188532660327040
f(z) = 159/104*z^3 - 86/13*z + 1
*
[ 3/2 ] 
f(z) = 140/117*z^3 - 92/39*z + 1
*
[ -2 ] 
f(z) = 141/112*z^3 - 99/28*z + 1
*
-2/21 | 0.18206380120255388733608854731889189358 | 0.027318821615930943843396118685108065501
f(z) = 147/104*z^3 - 98/39*z + 1
*
-26/21 | 0.18254243881248911918342584509931819572 | 0.027652791302424591024032640947067944929
f(z) = 147/104*z^3 - 92/39*z + 1
*
6/7 | 0.16302462588495875121863631821549211778 | 0.024951009273284673934179443643900376841
f(z) = 147/104*z^3 - 86/39*z + 1
*
[ 3/2 ] 
f(z) = 148/117*z^3 - 98/39*z + 1
*
[ 6/5 ] 
f(z) = 143/108*z^3 - 87/50*z + 1
*
[ 6/5 ] 
f(z) = 149/108*z^3 - 91/50*z + 1
*
[ -3/2 ] 
f(z) = 142/117*z^3 - 83/78*z + 1
*
[ -3/2 ] 
f(z) = 146/117*z^3 - 89/78*z + 1
*
[ 20/21 ] 
f(z) = 147/100*z^3 - 83/60*z + 1
*
[ 3/4 ] 
f(z) = 152/117*z^3 - 83/78*z + 1
*
[ 2/3 ] 
f(z) = 141/112*z^3 - 89/84*z + 1
*
[ 2/3 ] 
f(z) = 159/112*z^3 - 95/84*z + 1
*
-2 | 0.10174985405478524741750393176597195048 | 0.015840875281994638007340171687797858915
f(z) = 141/104*z^3 - 77/13*z + 1
*
[ 2 ] 
f(z) = 141/104*z^3 - 64/13*z + 1
*
-2 | 0.10246683861389501845039433322832510177 | 0.015889067458172874806597405276600301777
f(z) = 145/104*z^3 - 79/13*z + 1
*
[ 2 ] 
f(z) = 145/104*z^3 - 66/13*z + 1
*
-2 | 0.10281146270275194083718855574342439371 | 0.015911470875767689379227915862280790988
f(z) = 147/104*z^3 - 80/13*z + 1
*
[ 2 ] 
f(z) = 147/104*z^3 - 67/13*z + 1
*
[ 2 ] 
f(z) = 149/104*z^3 - 68/13*z + 1
*
[ 2 ] 
f(z) = 151/104*z^3 - 69/13*z + 1
*
[ 2 ] 
f(z) = 153/104*z^3 - 70/13*z + 1
*
[ 2 ] 
f(z) = 155/104*z^3 - 71/13*z + 1
*
[ 2 ] 
f(z) = 157/104*z^3 - 72/13*z + 1
*
[ 2 ] 
f(z) = 159/104*z^3 - 73/13*z + 1
*
-10/7 | 0.18792079106306914185239065331380563863 | 0.028165447113223596144789506504580208647
f(z) = 147/100*z^3 - 79/30*z + 1
*
[ 26/21 ] 
f(z) = 147/104*z^3 - 77/39*z + 1
*
[ 5/3 ] 
f(z) = 153/100*z^3 - 77/20*z + 1
*
-4/3 | 0.13304924785456447626597699632550880783 | 0.023326494031942215713852676241875173018
f(z) = 153/112*z^3 - 75/28*z + 1
*
[ 4/3 ] 
f(z) = 153/112*z^3 - 61/28*z + 1
*
[ 12/13 ] 
f(z) = 143/108*z^3 - 63/52*z + 1
*
[ -3/2 ] 
f(z) = 145/108*z^3 - 65/48*z + 1
*
[ 4/7 ] 
f(z) = 147/104*z^3 - 63/52*z + 1
*
[ -3/2 ] 
f(z) = 151/108*z^3 - 71/48*z + 1
*
[ 2/3 ] 
f(z) = 153/116*z^3 - 63/58*z + 1
*
[ -3/2 ] 
f(z) = 157/108*z^3 - 77/48*z + 1
*
[ 3/4 ] 
f(z) = 143/108*z^3 - 69/64*z + 1
*
5/21 | 0.17882877261002837007298148378166734100 | 0.029368936552123041868033357659418754714
f(z) = 147/100*z^3 - 77/60*z + 1
*
[ -10/7 ] 
f(z) = 147/104*z^3 - 77/65*z + 1
*
[ 3/4 ] 
f(z) = 149/108*z^3 - 71/64*z + 1
*
[ 3/4 ] 
f(z) = 155/108*z^3 - 73/64*z + 1
*
[ 3/5 ] 
f(z) = 155/108*z^3 - 71/60*z + 1
*
[ -2 ] 
f(z) = 141/104*z^3 - 51/13*z + 1
*
[ 3 ] 
f(z) = 143/108*z^3 - 45/4*z + 1
*
[ -2 ] 
f(z) = 145/104*z^3 - 53/13*z + 1
*
[ -3 ] 
f(z) = 145/108*z^3 - 43/4*z + 1
*
[ 3/2 ] 
f(z) = 145/108*z^3 - 43/16*z + 1
*
[ -2 ] 
f(z) = 147/104*z^3 - 54/13*z + 1
*
[ -2 ] 
f(z) = 149/104*z^3 - 55/13*z + 1
*
[ 3 ] 
f(z) = 149/108*z^3 - 47/4*z + 1
*
[ -2 ] 
f(z) = 151/104*z^3 - 56/13*z + 1
*
[ -3 ] 
f(z) = 151/108*z^3 - 45/4*z + 1
*
[ 3/2 ] 
f(z) = 151/108*z^3 - 45/16*z + 1
*
[ -2 ] 
f(z) = 153/104*z^3 - 57/13*z + 1
*
[ -2 ] 
f(z) = 155/104*z^3 - 58/13*z + 1
*
[ 3 ] 
f(z) = 155/108*z^3 - 49/4*z + 1
*
[ -2 ] 
f(z) = 157/104*z^3 - 59/13*z + 1
*
[ -3 ] 
f(z) = 157/108*z^3 - 47/4*z + 1
*
[ 3/2 ] 
f(z) = 157/108*z^3 - 47/16*z + 1
*
[ -2 ] 
f(z) = 159/104*z^3 - 60/13*z + 1
*
[ 2/3 ] 
f(z) = 141/104*z^3 - 43/39*z + 1
*
[ 6/5 ] 
f(z) = 145/108*z^3 - 53/30*z + 1
*
3/5 | 0.20058474893734800155893818156543907080 | 0.028423366557034565680696775474547574715
f(z) = 145/108*z^3 - 43/20*z + 1
*
[ 10/21 ] 
f(z) = 147/100*z^3 - 43/30*z + 1
*
[ 6/7 ] 
f(z) = 147/104*z^3 - 47/39*z + 1
*
[ 2/3 ] 
f(z) = 147/104*z^3 - 44/39*z + 1
*
[ -3/2 ] 
f(z) = 148/117*z^3 - 46/39*z + 1
*
[ -3/2 ] 
f(z) = 152/117*z^3 - 49/39*z + 1
*
[ -5/3 ] 
f(z) = 153/100*z^3 - 53/20*z + 1
*
[ 2/3 ] 
f(z) = 159/104*z^3 - 46/39*z + 1
*
[ 2/3 ] 
f(z) = 153/100*z^3 - 59/50*z + 1
*
[ -3/2 ] 
f(z) = 143/108*z^3 - 21/16*z + 1
*
[ 10/7 ] 
f(z) = 147/100*z^3 - 27/10*z + 1
*
[ 2/7 ] 
f(z) = 147/104*z^3 - 34/13*z + 1
*
[ -3/2 ] 
f(z) = 149/108*z^3 - 23/16*z + 1
*
[ -3/2 ] 
f(z) = 155/108*z^3 - 25/16*z + 1
*
[ -3/2 ] 
f(z) = 140/117*z^3 - 40/39*z + 1
*
[ 6/11 ] 
f(z) = 143/108*z^3 - 27/22*z + 1
*
[ 3/5 ] 
f(z) = 145/108*z^3 - 23/20*z + 1
*
[ 5/7 ] 
f(z) = 147/100*z^3 - 23/20*z + 1
*
[ 2/3 ] 
f(z) = 153/112*z^3 - 31/28*z + 1
*
[ -10/7 ] 
f(z) = 147/100*z^3 - 13/10*z + 1
*
[ 2/3 ] 
f(z) = 153/104*z^3 - 15/13*z + 1
*
[ 6/5 ] 
f(z) = 155/108*z^3 - 19/10*z + 1
*
[ -1 ]
f(z) = 142/101*z^3 + 60/101*z + 1
*
[ -35/12 ] 
f(z) = 144/125*z^3 - 296/35*z + 1
*
[ -24/7 ] 
f(z) = 147/128*z^3 - 293/24*z + 1
*
[ -15/4 ] 
f(z) = 148/135*z^3 - 283/20*z + 1
*
-5/2 | 0.11233111703251973196779440532764475362 | 0.010689562067315629294697367951879551042
f(z) = 143/125*z^3 - 293/44*z + 1
*
[ 11/5 ] 
f(z) = 145/121*z^3 - 289/55*z + 1
*
-12/5 | 0.23380511724715757456013127948828616712 | 0.027705260137378918560360429912965916428
f(z) = 155/128*z^3 - 289/40*z + 1
*
5/24 | 0.29740439771105043830549042872030898174 | 0.028414428178740329691713059189892480690
f(z) = 156/125*z^3 - 281/48*z + 1
*
5/6 | 0.24316907787270125584587200217417656443 | 0.027263187583591808739251733354223362063
f(z) = 141/125*z^3 - 299/60*z + 1
*
5/3 | 0.26373309900986737120903127441458128542 | 0.029681949334260356679659002347670912950
f(z) = 156/125*z^3 - 289/60*z + 1
*
[ 2 ] 
f(z) = 157/124*z^3 - 283/62*z + 1
*
[ 2 ] 
f(z) = 157/132*z^3 - 281/66*z + 1
*
[ 2 ] 
f(z) = 159/124*z^3 - 287/62*z + 1
*
-32/21 | 0.12013890243885964019790309505432322418 | 0.017034404395157038632583645453482434504
f(z) = 147/128*z^3 - 289/96*z + 1
*
-3/2 | 0.25740169814401884542895550566842056232 | 0.028612013584730876856877934740175356221
f(z) = 154/135*z^3 - 299/110*z + 1
*
[ 1/3 ] 
f(z) = 144/133*z^3 - 282/133*z + 1
*
[ 1/3 ] 
f(z) = 144/137*z^3 - 290/137*z + 1
*
[ 1/3 ] 
f(z) = 144/139*z^3 - 294/139*z + 1
*
[ 3/2 ] 
f(z) = 148/123*z^3 - 292/123*z + 1
*
[ 3/2 ] 
f(z) = 148/129*z^3 - 290/129*z + 1
*
[ 3/2 ] 
f(z) = 152/129*z^3 - 299/129*z + 1
*
[ 1/3 ] 
f(z) = 153/133*z^3 - 283/133*z + 1
*
[ 1/3 ] 
f(z) = 153/134*z^3 - 285/134*z + 1
*
[ 1/3 ] 
f(z) = 153/137*z^3 - 291/137*z + 1
*
[ 1/3 ] 
f(z) = 153/139*z^3 - 295/139*z + 1
*
[ 5/16 ] 
f(z) = 154/125*z^3 - 297/128*z + 1
*
[ 35/24 ] 
f(z) = 144/125*z^3 - 299/140*z + 1
*
-5/3 | 0.25207016970713701222071332337505582524 | 0.024010811178876183512679426047463288079
f(z) = 147/125*z^3 - 290/147*z + 1
*
-15/13 | 0.22364582790849058926722500266212684678 | 0.021282401721616478945582615638627367482
f(z) = 156/125*z^3 - 293/156*z + 1
*
[ 15/11 ] 
f(z) = 143/135*z^3 - 281/165*z + 1
*
[ 3/8 ] 
f(z) = 146/135*z^3 - 291/160*z + 1
*
[ 3/8 ] 
f(z) = 158/135*z^3 - 293/160*z + 1
*
[ 5/12 ] 
f(z) = 148/125*z^3 - 289/180*z + 1
*
[ 15/13 ] 
f(z) = 156/125*z^3 - 298/195*z + 1
*
-20/63 | 0.25357288736650196968675333604568989617 | 0.029974699051996305743514003825159643306
f(z) = 147/128*z^3 - 295/216*z + 1
*
[ -8/5 ] 
f(z) = 153/128*z^3 - 287/200*z + 1
*
[ 15/14 ] 
f(z) = 154/125*z^3 - 283/210*z + 1
*
[ 11/10 ] 
f(z) = 145/121*z^3 - 299/220*z + 1
*
[ 15/28 ] 
f(z) = 147/125*z^3 - 289/240*z + 1
*
[ 15/14 ] 
f(z) = 148/135*z^3 - 292/245*z + 1
*
[ -3/2 ] 
f(z) = 154/123*z^3 - 283/246*z + 1
*
[ -3/2 ] 
f(z) = 158/129*z^3 - 281/258*z + 1
*
[ 4/7 ] 
f(z) = 147/130*z^3 - 291/260*z + 1
*
[ 4/7 ] 
f(z) = 147/134*z^3 - 297/268*z + 1
*
[ 11/12 ] 
f(z) = 150/121*z^3 - 299/264*z + 1
*
[ 11/15 ] 
f(z) = 153/121*z^3 - 287/275*z + 1
*
[ 2/3 ] 
f(z) = 143/128*z^3 - 287/288*z + 1
*
[ 2/3 ] 
f(z) = 145/128*z^3 - 289/288*z + 1
*
[ 2/3 ] 
f(z) = 149/128*z^3 - 293/288*z + 1
*
[ 2/3 ] 
f(z) = 151/128*z^3 - 295/288*z + 1
*
[ 15/19 ] 
f(z) = 152/125*z^3 - 292/285*z + 1
*
[ 2/3 ] 
f(z) = 155/128*z^3 - 299/288*z + 1
*
[ 5/39 ] 
f(z) = 156/125*z^3 - 266/39*z + 1
*
[ 11/5 ] 
f(z) = 140/121*z^3 - 278/55*z + 1
*
[ -11/5 ] 
f(z) = 155/121*z^3 - 261/55*z + 1
*
[ 2 ] 
f(z) = 147/124*z^3 - 263/62*z + 1
*
-5/42 | 0.11688527872794534433335033917670602095 | 0.013217990351354067133551576061239569877
f(z) = 147/125*z^3 - 277/60*z + 1
*
[ 2 ] 
f(z) = 149/124*z^3 - 267/62*z + 1
*
[ 2 ] 
f(z) = 149/132*z^3 - 265/66*z + 1
*
[ 2 ] 
f(z) = 151/124*z^3 - 271/62*z + 1
*
[ 2 ] 
f(z) = 151/132*z^3 - 269/66*z + 1
*
[ 2 ] 
f(z) = 153/124*z^3 - 275/62*z + 1
*
[ 2 ] 
f(z) = 155/132*z^3 - 277/66*z + 1
*
[ 5/26 ] 
f(z) = 156/125*z^3 - 276/65*z + 1
*
[ 15/8 ] 
f(z) = 148/135*z^3 - 271/80*z + 1
*
[ -11/6 ] 
f(z) = 152/121*z^3 - 265/99*z + 1
*
[ 5/19 ] 
f(z) = 152/125*z^3 - 274/95*z + 1
*
[ 3/2 ] 
f(z) = 140/123*z^3 - 274/123*z + 1
*
[ 3/2 ] 
f(z) = 140/129*z^3 - 272/129*z + 1
*
[ 1/3 ] 
f(z) = 144/125*z^3 - 266/125*z + 1
*
[ 1/3 ] 
f(z) = 144/127*z^3 - 270/127*z + 1
*
[ 1/3 ] 
f(z) = 144/131*z^3 - 278/131*z + 1
*
[ 10/7 ] 
f(z) = 147/130*z^3 - 261/130*z + 1
*
[ 1/3 ] 
f(z) = 153/122*z^3 - 261/122*z + 1
*
[ 1/3 ] 
f(z) = 153/124*z^3 - 265/124*z + 1
*
[ 1/3 ] 
f(z) = 153/125*z^3 - 267/125*z + 1
*
[ 1/3 ] 
f(z) = 153/127*z^3 - 271/127*z + 1
*
[ 1/3 ] 
f(z) = 153/128*z^3 - 273/128*z + 1
*
[ 1/3 ] 
f(z) = 153/130*z^3 - 277/130*z + 1
*
2/3 | 0.14286579429198004017714081307904915133 | 0.025639239954058450944940293749000341244
f(z) = 153/130*z^3 - 263/130*z + 1
*
[ 1/3 ] 
f(z) = 153/131*z^3 - 279/131*z + 1
*
[ 2/5 ] 
f(z) = 145/128*z^3 - 269/160*z + 1
*
[ 45/38 ] 
f(z) = 152/125*z^3 - 265/171*z + 1
*
[ 2/5 ] 
f(z) = 155/128*z^3 - 271/160*z + 1
*
[ 6/13 ] 
f(z) = 143/120*z^3 - 277/195*z + 1
*
[ 15/13 ] 
f(z) = 143/125*z^3 - 271/195*z + 1
*
[ -8/5 ] 
f(z) = 147/128*z^3 - 263/200*z + 1
*
[ -8/5 ] 
f(z) = 149/128*z^3 - 271/200*z + 1
*
[ -8/5 ] 
f(z) = 151/128*z^3 - 279/200*z + 1
*
[ 4/7 ] 
f(z) = 147/122*z^3 - 279/244*z + 1
*
[ 10/11 ] 
f(z) = 148/125*z^3 - 261/242*z + 1
*
[ 15/17 ] 
f(z) = 153/125*z^3 - 277/255*z + 1
*
[ 10/11 ] 
f(z) = 153/125*z^3 - 269/242*z + 1
*
[ 2/3 ] 
f(z) = 153/125*z^3 - 261/250*z + 1
*
[ 2/3 ] 
f(z) = 153/127*z^3 - 263/254*z + 1
*
[ -3/2 ] 
f(z) = 154/129*z^3 - 263/258*z + 1
*
[ 10/11 ] 
f(z) = 158/125*z^3 - 277/242*z + 1
*
[ 11/15 ] 
f(z) = 144/121*z^3 - 276/275*z + 1
*
[ 2/3 ] 
f(z) = 144/133*z^3 - 261/266*z + 1
*
[ 2/3 ] 
f(z) = 144/137*z^3 - 265/274*z + 1
*
[ 2/3 ] 
f(z) = 144/139*z^3 - 267/278*z + 1
*
[ 7/10 ] 
f(z) = 150/133*z^3 - 261/266*z + 1
*
[ 2/3 ] 
f(z) = 153/131*z^3 - 267/262*z + 1
*
[ 2/3 ] 
f(z) = 153/133*z^3 - 269/266*z + 1
*
[ 2/3 ] 
f(z) = 153/137*z^3 - 273/274*z + 1
*
[ 2/3 ] 
f(z) = 153/139*z^3 - 275/278*z + 1
*
80/21 | 0.20208613947790768876052418618117097514 | 0.023027912300826903311403950120888471485
f(z) = 147/125*z^3 - 259/15*z + 1
*
[ -10 ] 
f(z) = 152/125*z^3 - 241/2*z + 1
*
[ 10 ] 
f(z) = 153/125*z^3 - 243/2*z + 1
*
[ -10 ] 
f(z) = 157/125*z^3 - 249/2*z + 1
*
[ 10 ] 
f(z) = 158/125*z^3 - 251/2*z + 1
*
[ 22/7 ] 
f(z) = 147/121*z^3 - 249/22*z + 1
*
8/21 | 0.17384787783633452635018520596062060730 | 0.020991108355002076249625079527983261841
f(z) = 147/128*z^3 - 247/24*z + 1
*
-5/18 | 0.21313458052122618016014501327636800386 | 0.024418896653179567097334050340745232881
f(z) = 144/125*z^3 - 247/45*z + 1
*
-5/28 | 0.26594931237838568747653989558571854846 | 0.025746402050456405155830492304539564914
f(z) = 147/125*z^3 - 245/48*z + 1
*
15/28 | 0.26527738067717375582386792057420965267 | 0.025582275289646402383411775596760575223
f(z) = 154/125*z^3 - 255/56*z + 1
*
[ 2 ] 
f(z) = 141/124*z^3 - 251/62*z + 1
*
[ 2 ] 
f(z) = 143/124*z^3 - 255/62*z + 1
*
[ 2 ] 
f(z) = 145/124*z^3 - 259/62*z + 1
*
[ 2 ] 
f(z) = 145/132*z^3 - 257/66*z + 1
*
20/21 | 0.15434494758314649822189059899785681399 | 0.017683349716203944539886067177911698608
f(z) = 147/125*z^3 - 247/60*z + 1
*
[ 11/6 ] 
f(z) = 150/121*z^3 - 245/66*z + 1
*
5/3 | 0.25593542548972309083791240770998773500 | 0.029164090857881244795574290535393310544
f(z) = 156/125*z^3 - 259/60*z + 1
*
5/3 | 0.20473435284924907031223164967598602797 | 0.023434827074365465645416262380235848375
f(z) = 144/125*z^3 - 249/80*z + 1
*
[ -15/8 ] 
f(z) = 146/125*z^3 - 247/96*z + 1
*
[ -11/6 ] 
f(z) = 148/121*z^3 - 254/99*z + 1
*
[ 4/13 ] 
f(z) = 143/128*z^3 - 245/104*z + 1
*
[ 20/63 ] 
f(z) = 147/125*z^3 - 245/108*z + 1
*
[ 1/3 ] 
f(z) = 144/121*z^3 - 258/121*z + 1
*
5/7 | 0.15243198845424648764865522411922256224 | 0.027469796074552251957558426242449313112
f(z) = 147/130*z^3 - 257/130*z + 1
*
[ 7/5 ] 
f(z) = 150/133*z^3 - 256/133*z + 1
*
[ 1/3 ] 
f(z) = 153/121*z^3 - 259/121*z + 1
*
[ 4/3 ] 
f(z) = 153/124*z^3 - 241/124*z + 1
*
-4/3 | 0.21621419520198485866000195693549896813 | 0.026184340203601507556637069198077976882
f(z) = 147/128*z^3 - 241/168*z + 1
*
-85/72 | 0.25407217035578181690645411290217805438 | 0.029029303986147163471957366555397329141
f(z) = 144/125*z^3 - 253/180*z + 1
*
[ -8/5 ] 
f(z) = 143/128*z^3 - 247/200*z + 1
*
[ 8/15 ] 
f(z) = 153/128*z^3 - 243/200*z + 1
*
[ 11/20 ] 
f(z) = 140/121*z^3 - 257/220*z + 1
*
[ 12/11 ] 
f(z) = 143/135*z^3 - 259/220*z + 1
*
[ 5/7 ] 
f(z) = 143/125*z^3 - 241/245*z + 1
*
[ 2/3 ] 
f(z) = 144/121*z^3 - 249/242*z + 1
*
[ 15/16 ] 
f(z) = 144/125*z^3 - 259/240*z + 1
*
[ 2/3 ] 
f(z) = 144/125*z^3 - 253/250*z + 1
*
[ 5/7 ] 
f(z) = 144/125*z^3 - 242/245*z + 1
*
[ 2/3 ] 
f(z) = 144/127*z^3 - 255/254*z + 1
*
[ -3/2 ] 
f(z) = 146/123*z^3 - 247/246*z + 1
*
[ 5/7 ] 
f(z) = 146/125*z^3 - 244/245*z + 1
*
[ 5/7 ] 
f(z) = 148/125*z^3 - 246/245*z + 1
*
[ 5/7 ] 
f(z) = 149/125*z^3 - 247/245*z + 1
*
[ 5/7 ] 
f(z) = 151/125*z^3 - 249/245*z + 1
*
[ 3/4 ] 
f(z) = 152/123*z^3 - 253/246*z + 1
*
[ 3/4 ] 
f(z) = 152/129*z^3 - 257/258*z + 1
*
[ 2/3 ] 
f(z) = 153/121*z^3 - 257/242*z + 1
*
[ 5/7 ] 
f(z) = 153/125*z^3 - 251/245*z + 1
*
[ 5/7 ] 
f(z) = 156/125*z^3 - 254/245*z + 1
*
[ 5/7 ] 
f(z) = 158/125*z^3 - 256/245*z + 1
*
[ 5/7 ] 
f(z) = 159/125*z^3 - 257/245*z + 1
*
[ 2/3 ] 
f(z) = 144/131*z^3 - 259/262*z + 1
*
[ -10 ] 
f(z) = 142/125*z^3 - 225/2*z + 1
*
[ 10 ] 
f(z) = 143/125*z^3 - 227/2*z + 1
*
[ 15/4 ] 
f(z) = 144/125*z^3 - 232/15*z + 1
*
[ -15/4 ] 
f(z) = 144/125*z^3 - 224/15*z + 1
*
[ 10/3 ] 
f(z) = 146/125*z^3 - 221/18*z + 1
*
[ -10 ] 
f(z) = 147/125*z^3 - 233/2*z + 1
*
[ 10 ] 
f(z) = 148/125*z^3 - 235/2*z + 1
*
[ 10/3 ] 
f(z) = 151/125*z^3 - 229/18*z + 1
*
[ -10/3 ] 
f(z) = 154/125*z^3 - 223/18*z + 1
*
[ -22/7 ] 
f(z) = 147/121*z^3 - 235/22*z + 1
*
[ -11/5 ] 
f(z) = 140/121*z^3 - 228/55*z + 1
*
[ -11/5 ] 
f(z) = 145/121*z^3 - 239/55*z + 1
*
16/21 | 0.20041507503832860265972043460385896963 | 0.026524297560034620680475433241671091134
f(z) = 147/128*z^3 - 239/48*z + 1
*
-15/8 | 0.30011318299683223794678314937527565524 | 0.029195729207862688833479949651072530973
f(z) = 156/125*z^3 - 233/48*z + 1
*
[ -2 ] 
f(z) = 157/124*z^3 - 221/62*z + 1
*
[ -2 ] 
f(z) = 159/124*z^3 - 225/62*z + 1
*
[ -11/6 ] 
f(z) = 140/121*z^3 - 232/99*z + 1
*
[ 11/36 ] 
f(z) = 144/121*z^3 - 236/99*z + 1
*
[ 55/36 ] 
f(z) = 144/125*z^3 - 232/99*z + 1
*
[ 32/21 ] 
f(z) = 147/128*z^3 - 223/96*z + 1
*
[ 10/7 ] 
f(z) = 159/125*z^3 - 225/98*z + 1
*
[ -30/17 ] 
f(z) = 153/125*z^3 - 229/102*z + 1
*
6/11 | 0.23744297019409553216954444862893602139 | 0.027067355070127305423212247922006029966
f(z) = 154/135*z^3 - 239/110*z + 1
*
[ -7/4 ] 
f(z) = 144/133*z^3 - 232/133*z + 1
*
[ 55/42 ] 
f(z) = 147/125*z^3 - 235/132*z + 1
*
20/21 | 0.17882942474938208943722833078078997001 | 0.021815014289943382001794582372999502850
f(z) = 147/128*z^3 - 227/120*z + 1
*
5/6 | 0.17479648789414378584481203891221145899 | 0.017077498448364132204432855474228950561
f(z) = 154/125*z^3 - 223/126*z + 1
*
[ 11/26 ] 
f(z) = 156/121*z^3 - 228/143*z + 1
*
[ 5/12 ] 
f(z) = 157/125*z^3 - 233/144*z + 1
*
[ 10/9 ] 
f(z) = 152/125*z^3 - 227/162*z + 1
*
[ 10/9 ] 
f(z) = 157/125*z^3 - 235/162*z + 1
*
-205/168 | 0.18383814619333652097417276740133283517 | 0.017939055283400573714772849975918955896
f(z) = 147/125*z^3 - 221/192*z + 1
*
-3/2 | 0.22542861858112072215275908181403910172 | 0.025902377898454844297184785056918417943
f(z) = 148/135*z^3 - 223/185*z + 1
*
[ 11/12 ] 
f(z) = 152/121*z^3 - 227/198*z + 1
*
[ -30/19 ] 
f(z) = 152/135*z^3 - 223/190*z + 1
*
5/6 | 0.23191040388309095059190259859952812469 | 0.026615320544534313612263764797548530399
f(z) = 156/125*z^3 - 238/195*z + 1
*
[ 15/26 ] 
f(z) = 156/125*z^3 - 224/195*z + 1
*
[ -8/5 ] 
f(z) = 141/128*z^3 - 239/200*z + 1
*
[ 3/5 ] 
f(z) = 145/126*z^3 - 227/210*z + 1
*
[ 8/9 ] 
f(z) = 147/128*z^3 - 223/216*z + 1
*
[ 11/19 ] 
f(z) = 152/121*z^3 - 240/209*z + 1
*
[ 3/5 ] 
f(z) = 155/126*z^3 - 233/210*z + 1
*
[ 8/9 ] 
f(z) = 159/128*z^3 - 239/216*z + 1
*
[ 25/36 ] 
f(z) = 144/125*z^3 - 224/225*z + 1
*
[ 5/7 ] 
f(z) = 141/125*z^3 - 239/245*z + 1
*
[ 3/4 ] 
f(z) = 143/135*z^3 - 223/240*z + 1
*
[ 3/4 ] 
f(z) = 149/135*z^3 - 229/240*z + 1
*
[ -10/3 ] 
f(z) = 149/125*z^3 - 215/18*z + 1
*
[ -20/3 ] 
f(z) = 153/125*z^3 - 213/4*z + 1
*
[ 15/2 ] 
f(z) = 156/125*z^3 - 208/3*z + 1
*
35/36 | 0.24351555817277156857549898735709238553 | 0.028412450947178273429943081003518094009
f(z) = 144/125*z^3 - 211/45*z + 1
*
[ -55/24 ] 
f(z) = 144/125*z^3 - 203/44*z + 1
*
5/8 | 0.22992824446273429750274173830192783843 | 0.026948668536835327189629989994920043693
f(z) = 152/125*z^3 - 203/40*z + 1
*
[ -2 ] 
f(z) = 147/124*z^3 - 201/62*z + 1
*
[ -2 ] 
f(z) = 149/124*z^3 - 205/62*z + 1
*
[ -2 ] 
f(z) = 151/124*z^3 - 209/62*z + 1
*
[ -2 ] 
f(z) = 151/132*z^3 - 203/66*z + 1
*
[ -2 ] 
f(z) = 153/124*z^3 - 213/62*z + 1
*
[ 5/21 ] 
f(z) = 154/125*z^3 - 206/63*z + 1
*
[ -2 ] 
f(z) = 155/132*z^3 - 211/66*z + 1
*
[ -2 ] 
f(z) = 157/132*z^3 - 215/66*z + 1
*
[ 10/7 ] 
f(z) = 144/125*z^3 - 201/98*z + 1
*
[ 5/18 ] 
f(z) = 148/125*z^3 - 218/81*z + 1
*
[ 10/7 ] 
f(z) = 149/125*z^3 - 209/98*z + 1
*
[ 5/17 ] 
f(z) = 153/125*z^3 - 213/85*z + 1
*
[ -25/14 ] 
f(z) = 147/125*z^3 - 219/100*z + 1
*
-35/22 | 0.19865093500214719382918202045873834370 | 0.023177820705628747664723789738363583252
f(z) = 154/125*z^3 - 211/110*z + 1
*
[ -5/3 ] 
f(z) = 153/130*z^3 - 217/130*z + 1
*
[ 10/9 ] 
f(z) = 142/125*z^3 - 211/162*z + 1
*
[ 11/12 ] 
f(z) = 153/121*z^3 - 203/176*z + 1
*
[ 15/28 ] 
f(z) = 154/125*z^3 - 205/168*z + 1
*
[ 11/17 ] 
f(z) = 153/121*z^3 - 201/187*z + 1
*
[ 8/9 ] 
f(z) = 141/128*z^3 - 215/216*z + 1
*
[ 4/5 ] 
f(z) = 151/128*z^3 - 201/200*z + 1
*
[ 4/5 ] 
f(z) = 153/128*z^3 - 203/200*z + 1
*
[ 6/7 ] 
f(z) = 154/135*z^3 - 211/210*z + 1
*
[ 4/5 ] 
f(z) = 157/128*z^3 - 207/200*z + 1
*
[ 4/5 ] 
f(z) = 159/128*z^3 - 209/200*z + 1
*
[ 15/22 ] 
f(z) = 143/135*z^3 - 211/220*z + 1
*
[ -15/2 ] 
f(z) = 144/125*z^3 - 191/3*z + 1
*
[ 15/4 ] 
f(z) = 148/125*z^3 - 191/12*z + 1
*
[ 20/9 ] 
f(z) = 144/125*z^3 - 185/36*z + 1
*
5/14 | 0.23687066455923512436585723393710597426 | 0.027827260053576207661000884239522902251
f(z) = 147/125*z^3 - 199/20*z + 1
*
[ 8/3 ] 
f(z) = 147/128*z^3 - 181/24*z + 1
*
[ 11/4 ] 
f(z) = 152/121*z^3 - 195/22*z + 1
*
[ 8/3 ] 
f(z) = 159/128*z^3 - 197/24*z + 1
*
45/28 | 0.25427036236871902001832035134586341511 | 0.025359046683697408358576001477418055373
f(z) = 147/125*z^3 - 181/48*z + 1
*
[ 5/24 ] 
f(z) = 156/125*z^3 - 185/48*z + 1
*
[ 11/7 ] 
f(z) = 140/121*z^3 - 192/77*z + 1
*
[ -2 ] 
f(z) = 141/124*z^3 - 189/62*z + 1
*
[ -2 ] 
f(z) = 143/124*z^3 - 193/62*z + 1
*
-15/8 | 0.23352404455698816534763266197170843091 | 0.027566985019964684632820686426453448275
f(z) = 144/125*z^3 - 191/60*z + 1
*
[ -2 ] 
f(z) = 145/124*z^3 - 197/62*z + 1
*
[ -2 ] 
f(z) = 145/132*z^3 - 191/66*z + 1
*
[ -2 ] 
f(z) = 149/132*z^3 - 199/66*z + 1
*
-5/3 | 0.24360782509539860902581143561614946801 | 0.028829381494781985018709902404203496550
f(z) = 156/125*z^3 - 187/60*z + 1
*
[ 5/14 ] 
f(z) = 146/125*z^3 - 191/98*z + 1
*
[ 11/8 ] 
f(z) = 152/121*z^3 - 185/88*z + 1
*
[ 6/13 ] 
f(z) = 143/135*z^3 - 181/130*z + 1
*
[ 8/17 ] 
f(z) = 153/128*z^3 - 189/136*z + 1
*
[ 15/14 ] 
f(z) = 148/125*z^3 - 190/147*z + 1
*
[ 6/11 ] 
f(z) = 143/120*z^3 - 196/165*z + 1
*
[ 10/17 ] 
f(z) = 153/125*z^3 - 191/170*z + 1
*
[ -3/2 ] 
f(z) = 155/126*z^3 - 185/168*z + 1
*
[ -3/2 ] 
f(z) = 157/126*z^3 - 191/168*z + 1
*
[ 2/3 ] 
f(z) = 141/124*z^3 - 187/186*z + 1
*
[ 10/13 ] 
f(z) = 143/120*z^3 - 196/195*z + 1
*
[ 6/7 ] 
f(z) = 147/124*z^3 - 193/186*z + 1
*
[ 2/3 ] 
f(z) = 147/124*z^3 - 191/186*z + 1
*
[ 5/6 ] 
f(z) = 151/125*z^3 - 187/180*z + 1
*
[ 5/6 ] 
f(z) = 157/125*z^3 - 193/180*z + 1
*
[ 2/3 ] 
f(z) = 159/124*z^3 - 199/186*z + 1
*
[ 4/5 ] 
f(z) = 141/128*z^3 - 191/200*z + 1
*
[ 4/5 ] 
f(z) = 143/128*z^3 - 193/200*z + 1
*
[ 4/5 ] 
f(z) = 147/128*z^3 - 197/200*z + 1
*
[ 4/5 ] 
f(z) = 149/128*z^3 - 199/200*z + 1
*
[ 11/3 ] 
f(z) = 144/121*z^3 - 168/11*z + 1
*
[ -11/3 ] 
f(z) = 144/121*z^3 - 162/11*z + 1
*
-65/21 | 0.21225486734886385281076133222915564269 | 0.025266453247286198494343099702336975272
f(z) = 147/125*z^3 - 178/15*z + 1
*
-65/21 | 0.19408447589012460874443335884002157316 | 0.023348154396776855658462478135366591159
f(z) = 147/125*z^3 - 163/15*z + 1
*
[ 11/3 ] 
f(z) = 153/121*z^3 - 179/11*z + 1
*
[ -11/3 ] 
f(z) = 153/121*z^3 - 173/11*z + 1
*
[ 8/3 ] 
f(z) = 141/128*z^3 - 173/24*z + 1
*
-35/18 | 0.25687561201453433496450423664488571741 | 0.025734899695559236752565912566066495707
f(z) = 144/125*z^3 - 173/36*z + 1
*
-2 | 0.10029152726649477492583147703418358558 | 0.015506524269862320897801807962796354880
f(z) = 145/128*z^3 - 161/32*z + 1
*
[ 20/7 ] 
f(z) = 147/125*z^3 - 179/20*z + 1
*
10/21 | 0.21918057132924697861169694003875042051 | 0.026406406327969706722041137563747083777
f(z) = 147/125*z^3 - 161/30*z + 1
*
52/21 | 0.14104693178880051110567186317744720603 | 0.017769972716165037425692382289352487709
f(z) = 147/128*z^3 - 175/24*z + 1
*
-2 | 0.10076367938087180477055411172662956003 | 0.015549843587944810784559866332373022354
f(z) = 147/128*z^3 - 163/32*z + 1
*
-2 | 0.10121326590380504401118468337989688824 | 0.015589883996250409613447572897101605508
f(z) = 149/128*z^3 - 165/32*z + 1
*
-2 | 0.10164310793538173661685158924889947197 | 0.015627091731409902989227260687813767521
f(z) = 151/128*z^3 - 167/32*z + 1
*
[ -11/4 ] 
f(z) = 152/121*z^3 - 179/22*z + 1
*
-2 | 0.10205547790360512926866339890667608071 | 0.015661825349960246202505060674577580941
f(z) = 153/128*z^3 - 169/32*z + 1
*
-2 | 0.10245223815355770013729831823484068585 | 0.015694377850841031694904397362994339194
f(z) = 155/128*z^3 - 171/32*z + 1
*
-2 | 0.10283493755834193200802325030718361376 | 0.015724992110548546641038233715326515631
f(z) = 157/128*z^3 - 173/32*z + 1
*
[ -8/3 ] 
f(z) = 159/128*z^3 - 179/24*z + 1
*
-2 | 0.10320488072480102448666186485728576590 | 0.015753871948834410503990904083762629743
f(z) = 159/128*z^3 - 175/32*z + 1
*
34/21 | 0.21033022141050229089772857934723049624 | 0.028943885873697828284753695504033120202
f(z) = 147/136*z^3 - 179/51*z + 1
*
-34/21 | 0.19607373877856799390891766747673018905 | 0.027310952477793383779392362811102575070
f(z) = 147/136*z^3 - 164/51*z + 1
*
-15/8 | 0.22835725242246094813827616165910179248 | 0.027471132674216382509240252492239291321
f(z) = 152/125*z^3 - 163/40*z + 1
*
-15/8 | 0.20591820855897465153234731462838540403 | 0.024305776002234661164369645495114138401
f(z) = 152/135*z^3 - 177/40*z + 1
*
[ 11/6 ] 
f(z) = 153/121*z^3 - 167/44*z + 1
*
[ -35/18 ] 
f(z) = 144/125*z^3 - 179/63*z + 1
*
[ 2/7 ] 
f(z) = 147/124*z^3 - 161/62*z + 1
*
[ -11/6 ] 
f(z) = 150/121*z^3 - 173/66*z + 1
*
[ 4/11 ] 
f(z) = 143/128*z^3 - 167/88*z + 1
*
22/21 | 0.089852412294807725294826386114948814380 | 0.013789096063643908104104763787707847889
f(z) = 147/128*z^3 - 169/96*z + 1
*
[ 10/7 ] 
f(z) = 147/136*z^3 - 162/85*z + 1
*
[ 11/9 ] 
f(z) = 153/121*z^3 - 169/99*z + 1
*
[ 1/2 ] 
f(z) = 140/127*z^3 - 162/127*z + 1
*
[ 1/2 ] 
f(z) = 140/129*z^3 - 164/129*z + 1
*
[ 1/2 ] 
f(z) = 140/131*z^3 - 166/131*z + 1
*
[ 1/2 ] 
f(z) = 140/137*z^3 - 172/137*z + 1
*
[ 1/2 ] 
f(z) = 140/139*z^3 - 174/139*z + 1
*
[ 5/11 ] 
f(z) = 144/125*z^3 - 174/121*z + 1
*
[ 1/2 ] 
f(z) = 144/125*z^3 - 161/125*z + 1
*
[ 1/2 ] 
f(z) = 144/127*z^3 - 163/127*z + 1
*
[ 1/2 ] 
f(z) = 144/131*z^3 - 167/131*z + 1
*
[ 7/6 ] 
f(z) = 144/133*z^3 - 177/133*z + 1
*
[ 1/2 ] 
f(z) = 144/133*z^3 - 169/133*z + 1
*
[ 1/2 ] 
f(z) = 144/137*z^3 - 173/137*z + 1
*
[ 1/2 ] 
f(z) = 144/139*z^3 - 175/139*z + 1
*
[ 8/7 ] 
f(z) = 147/136*z^3 - 175/136*z + 1
*
[ 1/2 ] 
f(z) = 148/125*z^3 - 162/125*z + 1
*
[ 1/2 ] 
f(z) = 148/127*z^3 - 164/127*z + 1
*
[ 1/2 ] 
f(z) = 148/129*z^3 - 166/129*z + 1
*
[ 1/2 ] 
f(z) = 148/131*z^3 - 168/131*z + 1
*
[ 1/2 ] 
f(z) = 148/133*z^3 - 170/133*z + 1
*
[ 1/2 ] 
f(z) = 148/135*z^3 - 172/135*z + 1
*
[ 1/2 ] 
f(z) = 148/137*z^3 - 174/137*z + 1
*
[ 1/2 ] 
f(z) = 148/139*z^3 - 176/139*z + 1
*
[ 5/11 ] 
f(z) = 149/125*z^3 - 175/121*z + 1
*
[ 1/2 ] 
f(z) = 152/123*z^3 - 161/123*z + 1
*
[ 1/2 ] 
f(z) = 152/125*z^3 - 163/125*z + 1
*
[ 1/2 ] 
f(z) = 152/127*z^3 - 165/127*z + 1
*
[ 1/2 ] 
f(z) = 152/129*z^3 - 167/129*z + 1
*
[ 1/2 ] 
f(z) = 152/131*z^3 - 169/131*z + 1
*
[ 1/2 ] 
f(z) = 152/135*z^3 - 173/135*z + 1
*
[ 1/2 ] 
f(z) = 152/137*z^3 - 175/137*z + 1
*
[ 1/2 ] 
f(z) = 152/139*z^3 - 177/139*z + 1
*
[ 1/2 ] 
f(z) = 156/125*z^3 - 164/125*z + 1
*
[ 1/2 ] 
f(z) = 156/127*z^3 - 166/127*z + 1
*
[ 1/2 ] 
f(z) = 156/131*z^3 - 170/131*z + 1
*
[ 1/2 ] 
f(z) = 156/133*z^3 - 172/133*z + 1
*
[ 1/2 ] 
f(z) = 156/137*z^3 - 176/137*z + 1
*
[ 1/2 ] 
f(z) = 156/139*z^3 - 178/139*z + 1
*
[ 5/11 ] 
f(z) = 159/125*z^3 - 177/121*z + 1
*
[ 5/9 ] 
f(z) = 159/125*z^3 - 161/135*z + 1
*
[ 15/28 ] 
f(z) = 144/125*z^3 - 176/147*z + 1
*
[ 20/37 ] 
f(z) = 148/125*z^3 - 177/148*z + 1
*
[ 5/8 ] 
f(z) = 142/125*z^3 - 167/160*z + 1
*
[ 10/11 ] 
f(z) = 143/120*z^3 - 179/165*z + 1
*
[ 11/16 ] 
f(z) = 144/121*z^3 - 179/176*z + 1
*
[ 5/8 ] 
f(z) = 146/125*z^3 - 169/160*z + 1
*
[ -3/2 ] 
f(z) = 151/126*z^3 - 173/168*z + 1
*
[ 15/16 ] 
f(z) = 152/135*z^3 - 169/160*z + 1
*
[ 5/8 ] 
f(z) = 154/125*z^3 - 173/160*z + 1
*
[ 5/6 ] 
f(z) = 143/125*z^3 - 179/180*z + 1
*
[ 5 ] 
f(z) = 146/125*z^3 - 142/5*z + 1
*
[ 5 ] 
f(z) = 147/125*z^3 - 143/5*z + 1
*
[ -5 ] 
f(z) = 147/125*z^3 - 141/5*z + 1
*
[ 4 ] 
f(z) = 147/128*z^3 - 141/8*z + 1
*
[ 5 ] 
f(z) = 148/125*z^3 - 144/5*z + 1
*
[ -5 ] 
f(z) = 148/125*z^3 - 142/5*z + 1
*
[ -5 ] 
f(z) = 149/125*z^3 - 143/5*z + 1
*
[ 4 ] 
f(z) = 149/128*z^3 - 143/8*z + 1
*
[ 5 ] 
f(z) = 151/125*z^3 - 147/5*z + 1
*
[ 4 ] 
f(z) = 151/128*z^3 - 145/8*z + 1
*
[ -4 ] 
f(z) = 151/128*z^3 - 141/8*z + 1
*
[ 5 ] 
f(z) = 152/125*z^3 - 148/5*z + 1
*
[ -5 ] 
f(z) = 152/125*z^3 - 146/5*z + 1
*
[ 15/4 ] 
f(z) = 152/135*z^3 - 151/10*z + 1
*
[ 3 ] 
f(z) = 152/135*z^3 - 142/15*z + 1
*
[ 5 ] 
f(z) = 153/125*z^3 - 149/5*z + 1
*
[ -5 ] 
f(z) = 153/125*z^3 - 147/5*z + 1
*
[ 4 ] 
f(z) = 153/128*z^3 - 147/8*z + 1
*
[ -4 ] 
f(z) = 153/128*z^3 - 143/8*z + 1
*
[ -5 ] 
f(z) = 154/125*z^3 - 148/5*z + 1
*
[ 4 ] 
f(z) = 155/128*z^3 - 149/8*z + 1
*
[ -4 ] 
f(z) = 155/128*z^3 - 145/8*z + 1
*
[ 5 ] 
f(z) = 156/125*z^3 - 152/5*z + 1
*
[ 5 ] 
f(z) = 157/125*z^3 - 153/5*z + 1
*
[ -5 ] 
f(z) = 157/125*z^3 - 151/5*z + 1
*
[ 4 ] 
f(z) = 157/128*z^3 - 151/8*z + 1
*
[ -4 ] 
f(z) = 157/128*z^3 - 147/8*z + 1
*
[ 5 ] 
f(z) = 158/125*z^3 - 154/5*z + 1
*
[ -5 ] 
f(z) = 158/125*z^3 - 152/5*z + 1
*
[ 3 ] 
f(z) = 158/135*z^3 - 148/15*z + 1
*
[ -5 ] 
f(z) = 159/125*z^3 - 153/5*z + 1
*
[ 4 ] 
f(z) = 159/128*z^3 - 153/8*z + 1
*
[ -4 ] 
f(z) = 159/128*z^3 - 149/8*z + 1
*
-2 | 0.099264155792907636894072972349673827077 | 0.015407611474361091875801201566481674057
f(z) = 141/128*z^3 - 157/32*z + 1
*
[ -8/3 ] 
f(z) = 141/128*z^3 - 155/24*z + 1
*
-2 | 0.099793234476947409890090111561502939366 | 0.015459359382635514356402771789637172551
f(z) = 143/128*z^3 - 159/32*z + 1
*
-5/2 | 0.18392107532682378721881230659404284228 | 0.022518276002870921559074618498015745944
f(z) = 144/125*z^3 - 141/20*z + 1
*
4/7 | 0.22890579205316410109982851082755312814 | 0.029286769031334450397869993011169874801
f(z) = 147/128*z^3 - 155/24*z + 1
*
4/21 | 0.21246255896386847865478439710798756592 | 0.027274216163366258823376135549429824976
f(z) = 147/128*z^3 - 151/24*z + 1
*
2/7 | 0.16839462018303021784394189086537359331 | 0.026407688702826239718081504114776497615
f(z) = 147/128*z^3 - 147/32*z + 1
*
[ 5/2 ] 
f(z) = 153/125*z^3 - 141/20*z + 1
*
[ 10/51 ] 
f(z) = 153/125*z^3 - 141/34*z + 1
*
[ 2 ] 
f(z) = 157/128*z^3 - 141/32*z + 1
*
[ 5/2 ] 
f(z) = 159/125*z^3 - 147/20*z + 1
*
[ 2 ] 
f(z) = 159/128*z^3 - 143/32*z + 1
*
[ 3/11 ] 
f(z) = 143/135*z^3 - 151/55*z + 1
*
[ 5/21 ] 
f(z) = 144/125*z^3 - 160/49*z + 1
*
15/11 | 0.24858383770600087768181876616283616203 | 0.029763095923204290910642655757789741968
f(z) = 154/135*z^3 - 157/55*z + 1
*
[ -15/8 ] 
f(z) = 144/125*z^3 - 151/60*z + 1
*
10/21 | 0.089415555252578349261828187491323583243 | 0.010805346343923031451529877975545979542
f(z) = 147/125*z^3 - 157/60*z + 1
*
[ 22/15 ] 
f(z) = 150/121*z^3 - 155/66*z + 1
*
[ 11/9 ] 
f(z) = 144/121*z^3 - 158/99*z + 1
*
-5/3 | 0.14637177209332276963750247088749237770 | 0.017743508926384598280625944385953365180
f(z) = 144/125*z^3 - 153/80*z + 1
*
[ 2/5 ] 
f(z) = 145/136*z^3 - 142/85*z + 1
*
-34/21 | 0.17060464969153555518245233262329053721 | 0.026811864872419640181079950459716525521
f(z) = 147/128*z^3 - 145/96*z + 1
*
[ 2/5 ] 
f(z) = 155/136*z^3 - 143/85*z + 1
*
[ 5/4 ] 
f(z) = 157/125*z^3 - 141/80*z + 1
*
[ 5/4 ] 
f(z) = 159/125*z^3 - 143/80*z + 1
*
[ 1/2 ] 
f(z) = 140/121*z^3 - 156/121*z + 1
*
[ 1/2 ] 
f(z) = 140/123*z^3 - 158/123*z + 1
*
[ 1/2 ] 
f(z) = 144/121*z^3 - 157/121*z + 1
*
[ 4/7 ] 
f(z) = 147/124*z^3 - 141/124*z + 1
*
[ 5/9 ] 
f(z) = 147/125*z^3 - 157/135*z + 1
*
[ 1/2 ] 
f(z) = 148/121*z^3 - 158/121*z + 1
*
[ 1/2 ] 
f(z) = 148/123*z^3 - 160/123*z + 1
*
[ 2/3 ] 
f(z) = 149/120*z^3 - 142/135*z + 1
*
[ 2/3 ] 
f(z) = 151/120*z^3 - 143/135*z + 1
*
[ 1/2 ] 
f(z) = 152/121*z^3 - 159/121*z + 1
*
[ 1/2 ] 
f(z) = 156/121*z^3 - 160/121*z + 1
*
[ 11/12 ] 
f(z) = 156/121*z^3 - 155/132*z + 1
*
[ 2/3 ] 
f(z) = 157/120*z^3 - 146/135*z + 1
*
[ 2/3 ] 
f(z) = 143/136*z^3 - 148/153*z + 1
*
[ 2/3 ] 
f(z) = 145/136*z^3 - 149/153*z + 1
*
[ 2/3 ] 
f(z) = 149/136*z^3 - 151/153*z + 1
*
[ 2/3 ] 
f(z) = 151/136*z^3 - 152/153*z + 1
*
[ 2/3 ] 
f(z) = 155/136*z^3 - 154/153*z + 1
*
[ 11/13 ] 
f(z) = 156/121*z^3 - 158/143*z + 1
*
[ 2/3 ] 
f(z) = 157/136*z^3 - 155/153*z + 1
*
[ 5 ] 
f(z) = 141/125*z^3 - 137/5*z + 1
*
[ 4 ] 
f(z) = 141/128*z^3 - 135/8*z + 1
*
[ -4 ] 
f(z) = 141/128*z^3 - 131/8*z + 1
*
[ 5 ] 
f(z) = 142/125*z^3 - 138/5*z + 1
*
[ -5 ] 
f(z) = 142/125*z^3 - 136/5*z + 1
*
[ -3 ] 
f(z) = 142/135*z^3 - 122/15*z + 1
*
[ 5 ] 
f(z) = 143/125*z^3 - 139/5*z + 1
*
[ -5 ] 
f(z) = 143/125*z^3 - 137/5*z + 1
*
[ 4 ] 
f(z) = 143/128*z^3 - 137/8*z + 1
*
[ -4 ] 
f(z) = 143/128*z^3 - 133/8*z + 1
*
[ 3 ] 
f(z) = 143/135*z^3 - 133/15*z + 1
*
[ -5 ] 
f(z) = 144/125*z^3 - 138/5*z + 1
*
[ 10/3 ] 
f(z) = 144/125*z^3 - 121/10*z + 1
*
[ 4 ] 
f(z) = 145/128*z^3 - 139/8*z + 1
*
[ -4 ] 
f(z) = 145/128*z^3 - 135/8*z + 1
*
[ 3 ] 
f(z) = 146/135*z^3 - 136/15*z + 1
*
[ 30/7 ] 
f(z) = 147/125*z^3 - 125/6*z + 1
*
[ -4 ] 
f(z) = 147/128*z^3 - 137/8*z + 1
*
[ -3 ] 
f(z) = 148/135*z^3 - 128/15*z + 1
*
[ -4 ] 
f(z) = 149/128*z^3 - 139/8*z + 1
*
[ 3 ] 
f(z) = 149/135*z^3 - 139/15*z + 1
*
[ -3 ] 
f(z) = 151/135*z^3 - 131/15*z + 1
*
[ 10/3 ] 
f(z) = 153/125*z^3 - 129/10*z + 1
*
[ -10/3 ] 
f(z) = 153/125*z^3 - 123/10*z + 1
*
[ -3 ] 
f(z) = 154/135*z^3 - 134/15*z + 1
*
-5/2 | 0.21716159017178021879388817915882228868 | 0.027095524646172186925555213856140923802
f(z) = 156/125*z^3 - 121/15*z + 1
*
[ -3 ] 
f(z) = 157/135*z^3 - 137/15*z + 1
*
[ 5/2 ] 
f(z) = 141/125*z^3 - 129/20*z + 1
*
[ 2 ] 
f(z) = 141/128*z^3 - 125/32*z + 1
*
[ 5/2 ] 
f(z) = 143/125*z^3 - 131/20*z + 1
*
[ 2 ] 
f(z) = 143/128*z^3 - 127/32*z + 1
*
5/8 | 0.16371355867499005351609319401279836769 | 0.020426746555327019113595248176119832538
f(z) = 144/125*z^3 - 121/20*z + 1
*
[ 2 ] 
f(z) = 145/128*z^3 - 129/32*z + 1
*
[ 2 ] 
f(z) = 147/128*z^3 - 131/32*z + 1
*
[ 5/2 ] 
f(z) = 149/125*z^3 - 137/20*z + 1
*
[ -5/2 ] 
f(z) = 149/125*z^3 - 121/20*z + 1
*
[ 2 ] 
f(z) = 149/128*z^3 - 133/32*z + 1
*
[ 5/2 ] 
f(z) = 151/125*z^3 - 139/20*z + 1
*
[ -5/2 ] 
f(z) = 151/125*z^3 - 123/20*z + 1
*
[ 2 ] 
f(z) = 151/128*z^3 - 135/32*z + 1
*
[ 2 ] 
f(z) = 153/128*z^3 - 137/32*z + 1
*
[ -15/7 ] 
f(z) = 154/135*z^3 - 132/35*z + 1
*
[ 2 ] 
f(z) = 155/128*z^3 - 139/32*z + 1
*
[ 11/6 ] 
f(z) = 156/121*z^3 - 128/33*z + 1
*
[ -5/2 ] 
f(z) = 157/125*z^3 - 129/20*z + 1
*
[ -5/2 ] 
f(z) = 159/125*z^3 - 131/20*z + 1
*
[ 5/3 ] 
f(z) = 142/125*z^3 - 124/45*z + 1
*
[ 5/18 ] 
f(z) = 144/125*z^3 - 121/45*z + 1
*
-8/5 | 0.22259960504385398195229436877250609814 | 0.029106411152355924872652128681677369717
f(z) = 145/128*z^3 - 131/40*z + 1
*
[ 5/3 ] 
f(z) = 146/125*z^3 - 128/45*z + 1
*
[ 34/21 ] 
f(z) = 147/136*z^3 - 125/51*z + 1
*
[ 5/3 ] 
f(z) = 149/125*z^3 - 131/45*z + 1
*
[ 5/3 ] 
f(z) = 151/125*z^3 - 133/45*z + 1
*
[ 5/3 ] 
f(z) = 152/125*z^3 - 134/45*z + 1
*
[ 5/3 ] 
f(z) = 154/125*z^3 - 136/45*z + 1
*
-8/5 | 0.19982274352829650550873144649304891358 | 0.025927224477545287194526775284692721981
f(z) = 155/128*z^3 - 139/40*z + 1
*
[ -15/8 ] 
f(z) = 156/125*z^3 - 137/48*z + 1
*
[ 5/3 ] 
f(z) = 157/125*z^3 - 139/45*z + 1
*
[ 4/3 ] 
f(z) = 143/128*z^3 - 125/72*z + 1
*
[ 4/3 ] 
f(z) = 145/128*z^3 - 127/72*z + 1
*
[ 4/3 ] 
f(z) = 149/128*z^3 - 131/72*z + 1
*
[ 11/30 ] 
f(z) = 150/121*z^3 - 125/66*z + 1
*
[ 4/3 ] 
f(z) = 151/128*z^3 - 133/72*z + 1
*
[ 3/2 ] 
f(z) = 151/135*z^3 - 131/60*z + 1
*
[ 5/14 ] 
f(z) = 154/125*z^3 - 137/70*z + 1
*
[ 4/3 ] 
f(z) = 155/128*z^3 - 137/72*z + 1
*
[ 4/3 ] 
f(z) = 157/128*z^3 - 139/72*z + 1
*
[ 3/2 ] 
f(z) = 157/135*z^3 - 137/60*z + 1
*
[ 5/4 ] 
f(z) = 143/125*z^3 - 127/80*z + 1
*
[ 5/4 ] 
f(z) = 147/125*z^3 - 131/80*z + 1
*
-10/7 | 0.19262231292456383754394665368272234389 | 0.027789525562083033021898754683794287290
f(z) = 147/136*z^3 - 128/85*z + 1
*
[ 5/4 ] 
f(z) = 149/125*z^3 - 133/80*z + 1
*
[ 5/4 ] 
f(z) = 153/125*z^3 - 137/80*z + 1
*
[ 10/21 ] 
f(z) = 153/125*z^3 - 135/98*z + 1
*
[ 5/12 ] 
f(z) = 153/125*z^3 - 129/80*z + 1
*
[ 10/9 ] 
f(z) = 153/125*z^3 - 127/90*z + 1
*
[ 25/24 ] 
f(z) = 144/125*z^3 - 121/100*z + 1
*
[ 35/51 ] 
f(z) = 153/125*z^3 - 123/119*z + 1
*
[ 10/11 ] 
f(z) = 154/125*z^3 - 123/110*z + 1
*
[ 6/11 ] 
f(z) = 154/135*z^3 - 129/110*z + 1
*
[ 2/3 ] 
f(z) = 143/120*z^3 - 139/135*z + 1
*
[ 10/13 ] 
f(z) = 143/125*z^3 - 127/130*z + 1
*
[ 3/5 ] 
f(z) = 143/135*z^3 - 131/125*z + 1
*
[ 3/5 ] 
f(z) = 146/135*z^3 - 132/125*z + 1
*
[ 20/21 ] 
f(z) = 147/128*z^3 - 131/120*z + 1
*
[ 5/7 ] 
f(z) = 147/130*z^3 - 127/130*z + 1
*
[ -3/2 ] 
f(z) = 148/123*z^3 - 128/123*z + 1
*
[ 3/5 ] 
f(z) = 149/135*z^3 - 133/125*z + 1
*
[ -3/2 ] 
f(z) = 152/123*z^3 - 137/123*z + 1
*
[ 3/5 ] 
f(z) = 152/135*z^3 - 134/125*z + 1
*
[ 2/3 ] 
f(z) = 153/122*z^3 - 129/122*z + 1
*
[ 2/3 ] 
f(z) = 153/130*z^3 - 133/130*z + 1
*
[ 2/3 ] 
f(z) = 153/134*z^3 - 135/134*z + 1
*
[ 3/5 ] 
f(z) = 158/135*z^3 - 136/125*z + 1
*
[ -5/2 ] 
f(z) = 141/125*z^3 - 113/20*z + 1
*
55/24 | 0.17522509609391103377347018797889020559 | 0.021955143918466810663075819495735128628
f(z) = 144/125*z^3 - 117/20*z + 1
*
[ 25/12 ] 
f(z) = 144/125*z^3 - 112/25*z + 1
*
[ -5/2 ] 
f(z) = 147/125*z^3 - 119/20*z + 1
*
[ -2 ] 
f(z) = 149/128*z^3 - 101/32*z + 1
*
[ -2 ] 
f(z) = 151/128*z^3 - 103/32*z + 1
*
[ -2 ] 
f(z) = 153/128*z^3 - 105/32*z + 1
*
[ -2 ] 
f(z) = 155/128*z^3 - 107/32*z + 1
*
5/3 | 0.14772453892781386392602937508816009814 | 0.018718964444920518430239822388323485751
f(z) = 156/125*z^3 - 107/30*z + 1
*
[ -2 ] 
f(z) = 157/128*z^3 - 109/32*z + 1
*
[ -2 ] 
f(z) = 159/128*z^3 - 111/32*z + 1
*
[ 8/5 ] 
f(z) = 145/128*z^3 - 101/40*z + 1
*
3/8 | 0.20725564886547718457978293207880040073 | 0.025831963706597375950812058781784079924
f(z) = 152/135*z^3 - 113/40*z + 1
*
[ -11/6 ] 
f(z) = 153/121*z^3 - 119/44*z + 1
*
[ -20/11 ] 
f(z) = 154/125*z^3 - 111/44*z + 1
*
[ 15/11 ] 
f(z) = 154/135*z^3 - 102/55*z + 1
*
[ 8/5 ] 
f(z) = 155/128*z^3 - 109/40*z + 1
*
[ 5/12 ] 
f(z) = 142/125*z^3 - 115/72*z + 1
*
[ 25/21 ] 
f(z) = 147/125*z^3 - 113/75*z + 1
*
[ 20/17 ] 
f(z) = 153/125*z^3 - 105/68*z + 1
*
[ 4/9 ] 
f(z) = 153/128*z^3 - 107/72*z + 1
*
[ 5/13 ] 
f(z) = 156/125*z^3 - 116/65*z + 1
*
-5/12 | 0.15637650593431556637246807250698830645 | 0.019768910681250240479883891285802407319
f(z) = 156/125*z^3 - 109/60*z + 1
*
[ 11/18 ] 
f(z) = 144/121*z^3 - 107/99*z + 1
*
[ 10/9 ] 
f(z) = 144/125*z^3 - 119/90*z + 1
*
[ 11/20 ] 
f(z) = 150/121*z^3 - 105/88*z + 1
*
[ 15/16 ] 
f(z) = 152/125*z^3 - 109/96*z + 1
*
[ 2/3 ] 
f(z) = 159/128*z^3 - 101/96*z + 1
*
[ 8/13 ] 
f(z) = 143/128*z^3 - 109/104*z + 1
*
[ 3/4 ] 
f(z) = 146/135*z^3 - 113/120*z + 1
*
[ 3/4 ] 
f(z) = 158/135*z^3 - 119/120*z + 1
*
[ 11/4 ] 
f(z) = 144/121*z^3 - 92/11*z + 1
*
[ -11/4 ] 
f(z) = 144/121*z^3 - 84/11*z + 1
*
-2 | 0.099037891220606553955140521513301080501 | 0.015298048092843092194678080821812209889
f(z) = 145/136*z^3 - 81/17*z + 1
*
[ 5/42 ] 
f(z) = 147/125*z^3 - 89/12*z + 1
*
[ 16/7 ] 
f(z) = 147/128*z^3 - 87/16*z + 1
*
-2 | 0.099628326125533261503333518797625885754 | 0.015360138203072853480014394042807628973
f(z) = 147/136*z^3 - 82/17*z + 1
*
-2 | 0.081652912796031925397549964215447697328 | 0.012588789493965746442438832634873217916
f(z) = 149/120*z^3 - 82/15*z + 1
*
-2 | 0.10017516396429780458462846721405110045 | 0.015415637803964684834871213866139263328
f(z) = 149/136*z^3 - 83/17*z + 1
*
-2 | 0.082036136792792428635489716903203495985 | 0.012624280526108284566446525435985531905
f(z) = 151/120*z^3 - 83/15*z + 1
*
-2 | 0.10068661524084279505691075230831486272 | 0.015465840213147647195858716649005846054
f(z) = 151/136*z^3 - 84/17*z + 1
*
[ -15/4 ] 
f(z) = 152/125*z^3 - 95/6*z + 1
*
-2 | 0.10162549804669312411294627144763130628 | 0.015553838755345751818061563850254692149
f(z) = 155/136*z^3 - 86/17*z + 1
*
-2 | 0.083112747772515295556101469247784998117 | 0.012720452073685947044980846917456185562
f(z) = 157/120*z^3 - 86/15*z + 1
*
-2 | 0.10206075527924747896190135521764000396 | 0.015592865251759967621246483056331173420
f(z) = 157/136*z^3 - 87/17*z + 1
*
-2 | 0.10247705195882338304253516329587443608 | 0.015629177378335237771273782080835475286
f(z) = 159/136*z^3 - 88/17*z + 1
*
[ -2 ] 
f(z) = 141/128*z^3 - 93/32*z + 1
*
[ -2 ] 
f(z) = 143/128*z^3 - 95/32*z + 1
*
[ -25/12 ] 
f(z) = 144/125*z^3 - 88/25*z + 1
*
[ -2 ] 
f(z) = 145/128*z^3 - 97/32*z + 1
*
[ 40/21 ] 
f(z) = 147/125*z^3 - 91/24*z + 1
*
[ -2 ] 
f(z) = 147/128*z^3 - 99/32*z + 1
*
8/7 | 0.10181910288869365820488083507442994651 | 0.013858030437821240372714957014603303929
f(z) = 147/128*z^3 - 97/24*z + 1
*
[ 2/7 ] 
f(z) = 147/128*z^3 - 83/32*z + 1
*
[ 5/18 ] 
f(z) = 153/125*z^3 - 97/36*z + 1
*
[ -15/7 ] 
f(z) = 154/125*z^3 - 88/21*z + 1
*
[ -11/6 ] 
f(z) = 156/121*z^3 - 92/33*z + 1
*
[ 11/8 ] 
f(z) = 144/121*z^3 - 87/44*z + 1
*
5/4 | 0.092427242840764450691524339464342456530 | 0.011859397370255695535749405432985110308
f(z) = 144/125*z^3 - 97/45*z + 1
*
-5/36 | 0.17079190540693962758117146198830862476 | 0.022397190486955485851471972064127061998
f(z) = 144/125*z^3 - 82/45*z + 1
*
[ -15/8 ] 
f(z) = 152/135*z^3 - 97/40*z + 1
*
[ -5/3 ] 
f(z) = 154/125*z^3 - 82/45*z + 1
*
[ 5/14 ] 
f(z) = 156/125*z^3 - 96/49*z + 1
*
[ -5/3 ] 
f(z) = 158/125*z^3 - 86/45*z + 1
*
[ -11/7 ] 
f(z) = 140/121*z^3 - 94/77*z + 1
*
[ 15/13 ] 
f(z) = 143/135*z^3 - 83/65*z + 1
*
[ 22/21 ] 
f(z) = 147/121*z^3 - 85/66*z + 1
*
[ 15/14 ] 
f(z) = 154/135*z^3 - 87/70*z + 1
*
[ 5/12 ] 
f(z) = 156/125*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 141/128*z^3 - 95/96*z + 1
*
[ 5/6 ] 
f(z) = 142/125*z^3 - 89/90*z + 1
*
[ 8/11 ] 
f(z) = 143/128*z^3 - 85/88*z + 1
*
[ 5/9 ] 
f(z) = 146/125*z^3 - 94/81*z + 1
*
[ 5/6 ] 
f(z) = 146/125*z^3 - 91/90*z + 1
*
[ 5/9 ] 
f(z) = 151/125*z^3 - 95/81*z + 1
*
[ 15/19 ] 
f(z) = 152/135*z^3 - 92/95*z + 1
*
[ 5/8 ] 
f(z) = 156/125*z^3 - 87/80*z + 1
*
[ 5/6 ] 
f(z) = 158/125*z^3 - 97/90*z + 1
*
[ 10/3 ] 
f(z) = 141/125*z^3 - 71/6*z + 1
*
-2 | 0.097671345824383152534711920692540618406 | 0.015145452163132405937582526080503472235
f(z) = 141/136*z^3 - 79/17*z + 1
*
[ 2 ] 
f(z) = 141/136*z^3 - 62/17*z + 1
*
-2 | 0.080421921050694662273069783532203174954 | 0.012470662176914869408572708441043980282
f(z) = 143/120*z^3 - 79/15*z + 1
*
[ 2 ] 
f(z) = 143/120*z^3 - 64/15*z + 1
*
-2 | 0.098391848409003439247295257737506027283 | 0.015227475509215788802149450795209680891
f(z) = 143/136*z^3 - 80/17*z + 1
*
[ 2 ] 
f(z) = 143/136*z^3 - 63/17*z + 1
*
[ 35/12 ] 
f(z) = 144/125*z^3 - 64/7*z + 1
*
[ 2 ] 
f(z) = 145/136*z^3 - 64/17*z + 1
*
[ 5/2 ] 
f(z) = 146/125*z^3 - 67/10*z + 1
*
-95/42 | 0.24118211112210549357389411430671077745 | 0.026295134955954822398372876664328128580
f(z) = 147/125*z^3 - 77/12*z + 1
*
[ -16/7 ] 
f(z) = 147/128*z^3 - 73/16*z + 1
*
[ 2 ] 
f(z) = 147/136*z^3 - 65/17*z + 1
*
[ 2 ] 
f(z) = 149/120*z^3 - 67/15*z + 1
*
[ 2 ] 
f(z) = 149/136*z^3 - 66/17*z + 1
*
[ 2 ] 
f(z) = 151/120*z^3 - 68/15*z + 1
*
[ 2 ] 
f(z) = 151/136*z^3 - 67/17*z + 1
*
[ 8/3 ] 
f(z) = 153/128*z^3 - 63/8*z + 1
*
[ 5/2 ] 
f(z) = 154/125*z^3 - 71/10*z + 1
*
[ -5/2 ] 
f(z) = 154/125*z^3 - 63/10*z + 1
*
[ 2 ] 
f(z) = 155/136*z^3 - 69/17*z + 1
*
[ 10/3 ] 
f(z) = 156/125*z^3 - 79/6*z + 1
*
[ 2 ] 
f(z) = 157/120*z^3 - 71/15*z + 1
*
[ 2 ] 
f(z) = 157/136*z^3 - 70/17*z + 1
*
[ 5/2 ] 
f(z) = 158/125*z^3 - 73/10*z + 1
*
[ -10/3 ] 
f(z) = 159/125*z^3 - 77/6*z + 1
*
[ 2 ] 
f(z) = 159/136*z^3 - 71/17*z + 1
*
[ 3/2 ] 
f(z) = 142/135*z^3 - 61/30*z + 1
*
[ 5/24 ] 
f(z) = 144/125*z^3 - 77/20*z + 1
*
10/7 | 0.20497077044808065991919134710476406333 | 0.027610814392987746966964574688381188353
f(z) = 147/125*z^3 - 67/20*z + 1
*
-10/7 | 0.19588930757312567231615556879283847352 | 0.026725238361958509477823857914599924822
f(z) = 147/125*z^3 - 61/30*z + 1
*
[ 12/7 ] 
f(z) = 147/128*z^3 - 71/24*z + 1
*
[ 3/2 ] 
f(z) = 154/135*z^3 - 67/30*z + 1
*
[ 11/10 ] 
f(z) = 140/121*z^3 - 72/55*z + 1
*
[ 5/4 ] 
f(z) = 142/125*z^3 - 63/40*z + 1
*
[ 5/11 ] 
f(z) = 143/125*z^3 - 79/55*z + 1
*
[ -5/3 ] 
f(z) = 143/125*z^3 - 71/45*z + 1
*
[ 11/24 ] 
f(z) = 144/121*z^3 - 63/44*z + 1
*
[ -5/3 ] 
f(z) = 146/125*z^3 - 74/45*z + 1
*
[ 5/12 ] 
f(z) = 147/125*z^3 - 77/48*z + 1
*
[ 10/9 ] 
f(z) = 147/125*z^3 - 73/54*z + 1
*
[ -34/21 ] 
f(z) = 147/136*z^3 - 62/51*z + 1
*
[ -5/3 ] 
f(z) = 148/125*z^3 - 76/45*z + 1
*
[ -5/3 ] 
f(z) = 149/125*z^3 - 77/45*z + 1
*
[ -5/3 ] 
f(z) = 151/125*z^3 - 79/45*z + 1
*
[ 3/8 ] 
f(z) = 152/135*z^3 - 73/40*z + 1
*
[ 5/4 ] 
f(z) = 154/125*z^3 - 69/40*z + 1
*
[ 5/4 ] 
f(z) = 158/125*z^3 - 71/40*z + 1
*
[ 11/14 ] 
f(z) = 140/121*z^3 - 76/77*z + 1
*
[ 5/8 ] 
f(z) = 143/125*z^3 - 67/64*z + 1
*
[ 15/14 ] 
f(z) = 147/125*z^3 - 77/60*z + 1
*
[ 5/6 ] 
f(z) = 147/125*z^3 - 61/60*z + 1
*
[ 4/7 ] 
f(z) = 147/136*z^3 - 75/68*z + 1
*
[ 2/3 ] 
f(z) = 153/124*z^3 - 65/62*z + 1
*
[ 5/8 ] 
f(z) = 153/125*z^3 - 69/64*z + 1
*
[ 8/9 ] 
f(z) = 153/128*z^3 - 77/72*z + 1
*
[ 3/4 ] 
f(z) = 151/135*z^3 - 77/80*z + 1
*
[ 3/4 ] 
f(z) = 157/135*z^3 - 79/80*z + 1
*
[ 5/3 ] 
f(z) = 141/125*z^3 - 41/15*z + 1
*
[ -2 ] 
f(z) = 141/136*z^3 - 45/17*z + 1
*
[ -5/2 ] 
f(z) = 142/125*z^3 - 57/10*z + 1
*
[ 3 ] 
f(z) = 142/135*z^3 - 44/5*z + 1
*
[ -2 ] 
f(z) = 143/120*z^3 - 49/15*z + 1
*
[ -3 ] 
f(z) = 143/135*z^3 - 41/5*z + 1
*
[ -2 ] 
f(z) = 143/136*z^3 - 46/17*z + 1
*
[ 5/36 ] 
f(z) = 144/125*z^3 - 56/9*z + 1
*
[ 15/8 ] 
f(z) = 144/125*z^3 - 43/12*z + 1
*
[ -2 ] 
f(z) = 145/136*z^3 - 47/17*z + 1
*
[ -5/2 ] 
f(z) = 146/125*z^3 - 59/10*z + 1
*
[ -3 ] 
f(z) = 146/135*z^3 - 42/5*z + 1
*
[ -15/7 ] 
f(z) = 147/125*z^3 - 59/15*z + 1
*
10/21 | 0.16073915501113856590818148238580642881 | 0.022081620361114884807681093242548328698
f(z) = 147/125*z^3 - 58/15*z + 1
*
-5/28 | 0.21783295525666221381162462227800071853 | 0.024653877318376395109124915189647756681
f(z) = 147/125*z^3 - 55/16*z + 1
*
[ 5/21 ] 
f(z) = 147/125*z^3 - 49/15*z + 1
*
[ -2 ] 
f(z) = 147/136*z^3 - 48/17*z + 1
*
[ 2/7 ] 
f(z) = 147/136*z^3 - 44/17*z + 1
*
[ 3 ] 
f(z) = 148/135*z^3 - 46/5*z + 1
*
[ -2 ] 
f(z) = 149/120*z^3 - 52/15*z + 1
*
[ -3 ] 
f(z) = 149/135*z^3 - 43/5*z + 1
*
[ -2 ] 
f(z) = 149/136*z^3 - 49/17*z + 1
*
[ 11/5 ] 
f(z) = 150/121*z^3 - 60/11*z + 1
*
[ -11/5 ] 
f(z) = 150/121*z^3 - 50/11*z + 1
*
[ -2 ] 
f(z) = 151/120*z^3 - 53/15*z + 1
*
[ 3 ] 
f(z) = 151/135*z^3 - 47/5*z + 1
*
[ -2 ] 
f(z) = 151/136*z^3 - 50/17*z + 1
*
[ -3 ] 
f(z) = 152/135*z^3 - 44/5*z + 1
*
[ -8/3 ] 
f(z) = 153/128*z^3 - 57/8*z + 1
*
[ 3 ] 
f(z) = 154/135*z^3 - 48/5*z + 1
*
[ -2 ] 
f(z) = 155/136*z^3 - 52/17*z + 1
*
[ 5/3 ] 
f(z) = 156/125*z^3 - 46/15*z + 1
*
[ -2 ] 
f(z) = 157/120*z^3 - 56/15*z + 1
*
[ 3 ] 
f(z) = 157/135*z^3 - 49/5*z + 1
*
[ -2 ] 
f(z) = 157/136*z^3 - 53/17*z + 1
*
[ -3 ] 
f(z) = 158/135*z^3 - 46/5*z + 1
*
[ 5/3 ] 
f(z) = 159/125*z^3 - 47/15*z + 1
*
[ -2 ] 
f(z) = 159/136*z^3 - 54/17*z + 1
*
-4/3 | 0.19254088348887369706034225596060460224 | 0.028554692554818026718857185531808641223
f(z) = 141/128*z^3 - 53/24*z + 1
*
[ 4/3 ] 
f(z) = 141/128*z^3 - 41/24*z + 1
*
[ 3/2 ] 
f(z) = 143/135*z^3 - 41/20*z + 1
*
[ 11/21 ] 
f(z) = 147/121*z^3 - 41/33*z + 1
*
[ 10/21 ] 
f(z) = 147/125*z^3 - 41/30*z + 1
*
8/7 | 0.19254191710529458678252345316333916970 | 0.028891071438945223775695852683906044670
f(z) = 147/128*z^3 - 49/24*z + 1
*
[ 3/2 ] 
f(z) = 149/135*z^3 - 43/20*z + 1
*
[ 10/19 ] 
f(z) = 152/125*z^3 - 47/38*z + 1
*
[ 3/7 ] 
f(z) = 154/135*z^3 - 54/35*z + 1
*
-3/2 | 0.18311567609753625934484252703415214171 | 0.029182887809551205529738088878201653830
f(z) = 158/135*z^3 - 59/30*z + 1
*
-4/3 | 0.19624221380505812623711042235992829820 | 0.028647970715476866850460958351072007663
f(z) = 159/128*z^3 - 59/24*z + 1
*
[ 4/3 ] 
f(z) = 159/128*z^3 - 47/24*z + 1
*
[ 2/3 ] 
f(z) = 141/136*z^3 - 49/51*z + 1
*
[ 5/7 ] 
f(z) = 142/125*z^3 - 48/49*z + 1
*
[ -20/13 ] 
f(z) = 143/125*z^3 - 55/52*z + 1
*
[ 5/9 ] 
f(z) = 144/125*z^3 - 52/45*z + 1
*
[ -8/5 ] 
f(z) = 145/128*z^3 - 51/40*z + 1
*
[ 11/14 ] 
f(z) = 147/121*z^3 - 45/44*z + 1
*
[ 16/21 ] 
f(z) = 147/128*z^3 - 47/48*z + 1
*
[ 2/3 ] 
f(z) = 147/136*z^3 - 50/51*z + 1
*
[ 6/7 ] 
f(z) = 147/136*z^3 - 49/51*z + 1
*
[ 5/6 ] 
f(z) = 148/125*z^3 - 46/45*z + 1
*
[ 5/7 ] 
f(z) = 152/125*z^3 - 50/49*z + 1
*
[ 5/6 ] 
f(z) = 152/125*z^3 - 47/45*z + 1
*
[ 5/8 ] 
f(z) = 152/125*z^3 - 43/40*z + 1
*
[ 5/9 ] 
f(z) = 153/125*z^3 - 53/45*z + 1
*
[ -8/5 ] 
f(z) = 155/128*z^3 - 59/40*z + 1
*
[ 4/5 ] 
f(z) = 155/128*z^3 - 41/40*z + 1
*
[ 5/7 ] 
f(z) = 157/125*z^3 - 51/49*z + 1
*
[ 2/3 ] 
f(z) = 159/136*z^3 - 52/51*z + 1
*
[ 5/6 ] 
f(z) = 141/125*z^3 - 59/60*z + 1
*
[ -5 ] 
f(z) = 141/125*z^3 - 27*z + 1
*
[ 5/4 ] 
f(z) = 141/125*z^3 - 25/16*z + 1
*
[ -5/3 ] 
f(z) = 141/125*z^3 - 23/15*z + 1
*
[ 5/3 ] 
f(z) = 143/125*z^3 - 25/9*z + 1
*
[ -5/2 ] 
f(z) = 143/125*z^3 - 23/4*z + 1
*
[ 5/13 ] 
f(z) = 143/125*z^3 - 23/13*z + 1
*
[ 11/6 ] 
f(z) = 144/121*z^3 - 39/11*z + 1
*
[ -11/6 ] 
f(z) = 144/121*z^3 - 27/11*z + 1
*
-5/24 | 0.24455671919694231371918820160134898102 | 0.028978552709652415496922844041195140887
f(z) = 144/125*z^3 - 37/4*z + 1
*
[ 5/16 ] 
f(z) = 144/125*z^3 - 37/16*z + 1
*
[ 5/2 ] 
f(z) = 144/125*z^3 - 33/5*z + 1
*
[ -5/2 ] 
f(z) = 144/125*z^3 - 29/5*z + 1
*
[ 5 ] 
f(z) = 144/125*z^3 - 28*z + 1
*
[ -10/3 ] 
f(z) = 144/125*z^3 - 23/2*z + 1
*
[ -5 ] 
f(z) = 146/125*z^3 - 28*z + 1
*
[ 3/2 ] 
f(z) = 146/135*z^3 - 21/10*z + 1
*
[ 11/7 ] 
f(z) = 147/121*z^3 - 29/11*z + 1
*
[ -20/7 ] 
f(z) = 147/125*z^3 - 33/4*z + 1
*
[ 5/2 ] 
f(z) = 147/125*z^3 - 27/4*z + 1
*
10/7 | 0.13888609569888554828266521870213708574 | 0.021856784355834906910673768497707387151
f(z) = 147/125*z^3 - 23/5*z + 1
*
[ 10/7 ] 
f(z) = 147/125*z^3 - 21/10*z + 1
*
-12/7 | 0.096137111271262935183661881909799933802 | 0.016045678066753699675247408597631181647
f(z) = 147/128*z^3 - 25/8*z + 1
*
[ 5/2 ] 
f(z) = 148/125*z^3 - 34/5*z + 1
*
[ 5/3 ] 
f(z) = 148/125*z^3 - 26/9*z + 1
*
[ 3/2 ] 
f(z) = 148/135*z^3 - 32/15*z + 1
*
[ 5 ] 
f(z) = 149/125*z^3 - 29*z + 1
*
[ -5 ] 
f(z) = 151/125*z^3 - 29*z + 1
*
[ 5/4 ] 
f(z) = 151/125*z^3 - 27/16*z + 1
*
[ -5/2 ] 
f(z) = 152/125*z^3 - 31/5*z + 1
*
[ 5/12 ] 
f(z) = 152/125*z^3 - 29/18*z + 1
*
[ -5/2 ] 
f(z) = 153/125*z^3 - 25/4*z + 1
*
[ 10/7 ] 
f(z) = 154/125*z^3 - 31/14*z + 1
*
[ 5 ] 
f(z) = 154/125*z^3 - 30*z + 1
*
[ 5/2 ] 
f(z) = 156/125*z^3 - 36/5*z + 1
*
[ -5/2 ] 
f(z) = 156/125*z^3 - 32/5*z + 1
*
[ -5 ] 
f(z) = 156/125*z^3 - 30*z + 1
*
[ -5/3 ] 
f(z) = 156/125*z^3 - 28/15*z + 1
*
[ 5/2 ] 
f(z) = 157/125*z^3 - 29/4*z + 1
*
[ 5/3 ] 
f(z) = 158/125*z^3 - 28/9*z + 1
*
3/2 | 0.19978664904292966886292874971242322555 | 0.029413503861040513959780792826437770070
f(z) = 158/135*z^3 - 33/10*z + 1
*
[ 3/2 ] 
f(z) = 158/135*z^3 - 23/10*z + 1
*
[ 5 ] 
f(z) = 159/125*z^3 - 31*z + 1
*
[ -5/3 ] 
f(z) = 159/125*z^3 - 29/15*z + 1
*
[ 5/9 ] 
f(z) = 141/125*z^3 - 31/27*z + 1
*
[ 10/11 ] 
f(z) = 143/125*z^3 - 23/22*z + 1
*
[ 5/8 ] 
f(z) = 144/125*z^3 - 21/20*z + 1
*
[ 5/4 ] 
f(z) = 148/125*z^3 - 33/20*z + 1
*
[ 5/6 ] 
f(z) = 149/125*z^3 - 37/36*z + 1
*
[ 11/15 ] 
f(z) = 150/121*z^3 - 34/33*z + 1
*
[ 11/10 ] 
f(z) = 150/121*z^3 - 31/22*z + 1
*
[ 3/4 ] 
f(z) = 152/135*z^3 - 29/30*z + 1
*
[ 5/6 ] 
f(z) = 153/125*z^3 - 21/20*z + 1
*
[ 2/3 ] 
f(z) = 153/128*z^3 - 33/32*z + 1
*
[ 5/7 ] 
f(z) = 154/125*z^3 - 36/35*z + 1
*
[ 5/9 ] 
f(z) = 156/125*z^3 - 32/27*z + 1
*
[ 10/13 ] 
f(z) = 156/125*z^3 - 27/26*z + 1
*
[ 5/8 ] 
f(z) = 158/125*z^3 - 35/32*z + 1
*
[ 3/4 ] 
f(z) = 142/135*z^3 - 37/40*z + 1
*
[ 4/5 ] 
f(z) = 145/128*z^3 - 39/40*z + 1
*
[ 3/4 ] 
f(z) = 154/135*z^3 - 39/40*z + 1
*
[ -5/3 ] 
f(z) = 142/125*z^3 - 14/9*z + 1
*
[ 5/2 ] 
f(z) = 142/125*z^3 - 13/2*z + 1
*
-3/2 | 0.18322535212636713160750260774312429825 | 0.029894575153848700472309565714675146240
f(z) = 142/135*z^3 - 17/10*z + 1
*
[ 11/12 ] 
f(z) = 144/121*z^3 - 12/11*z + 1
*
-5/24 | 0.10582971991762501201883052331484856247 | 0.013813136571052833548835800210140553100
f(z) = 144/125*z^3 - 17/4*z + 1
*
[ 5/3 ] 
f(z) = 144/125*z^3 - 14/5*z + 1
*
5/6 | 0.089414829085206867834901099410655819953 | 0.012727114290858074789575240256995611592
f(z) = 144/125*z^3 - 9/4*z + 1
*
[ 5/6 ] 
f(z) = 144/125*z^3 - z + 1
*
[ 5/4 ] 
f(z) = 146/125*z^3 - 13/8*z + 1
*
[ -11/7 ] 
f(z) = 147/121*z^3 - 15/11*z + 1
*
5/7 | 0.16314740248911117230293447972434678440 | 0.023618005545956611400476170148138259585
f(z) = 147/125*z^3 - 8/3*z + 1
*
[ -10/7 ]
f(z) = 147/125*z^3 - 7/10*z + 1
*
-10/7 | 0.12814329214808238768536964149902813388 | 0.025574260473330853056186509042558302194
f(z) = 147/125*z^3 - 6/5*z + 1
*
[ -5/3 ] 
f(z) = 147/125*z^3 - 5/3*z + 1
*
[ 5/7 ] 
f(z) = 147/125*z^3 - z + 1
*
-12/7 | 0.10700534194383953238420734943529686538 | 0.019088319687060003476274610128912572563
f(z) = 147/128*z^3 - 17/8*z + 1
*
[ 8/7 ] 
f(z) = 147/128*z^3 - 11/8*z + 1
*
[ 5/8 ] 
f(z) = 148/125*z^3 - 17/16*z + 1
*
[ -5/2 ] 
f(z) = 148/125*z^3 - 6*z + 1
*
[ 5/4 ] 
f(z) = 152/125*z^3 - 17/10*z + 1
*
[ -5/3 ] 
f(z) = 152/125*z^3 - 16/9*z + 1
*
[ 5/2 ] 
f(z) = 152/125*z^3 - 7*z + 1
*
[ 3/2 ] 
f(z) = 152/135*z^3 - 11/5*z + 1
*
[ -5/3 ] 
f(z) = 153/125*z^3 - 9/5*z + 1
*
[ 5/3 ] 
f(z) = 153/125*z^3 - 3*z + 1
*
[ 4/3 ] 
f(z) = 153/128*z^3 - 15/8*z + 1
*
[ 5/6 ] 
f(z) = 154/125*z^3 - 19/18*z + 1
*
[ 5/11 ] 
f(z) = 154/125*z^3 - 16/11*z + 1
*
[ 5/6 ] 
f(z) = 156/125*z^3 - 16/15*z + 1
*
[ 5/4 ] 
f(z) = 156/125*z^3 - 7/4*z + 1
*
[ -5/3 ] 
f(z) = 157/125*z^3 - 17/9*z + 1
*
[ -5/2 ] 
f(z) = 158/125*z^3 - 13/2*z + 1
*
[ 5/6 ] 
f(z) = 159/125*z^3 - 13/12*z + 1
*
[ 3/4 ] 
f(z) = 148/135*z^3 - 19/20*z + 1
*
[ -11/12 ]
f(z) = 144/121*z^3 + 12/11*z + 1
*
[ -5/7 ]
f(z) = 147/125*z^3 + 9/5*z + 1
*
[ -11/10 ]
f(z) = 150/121*z^3 + 9/22*z + 1
*
[ -1 ]
f(z) = 142/121*z^3 + 100/121*z + 1
*
[ -12/5 ] 
f(z) = 155/144*z^3 - 287/60*z + 1
*
[ 2 ] 
f(z) = 159/140*z^3 - 283/70*z + 1
*
[ 2 ] 
f(z) = 159/148*z^3 - 281/74*z + 1
*
-7/4 | 0.21757220596099787714333546485035871498 | 0.028504581367978317746151414936803113987
f(z) = 148/147*z^3 - 295/84*z + 1
*
7/5 | 0.22783168279809969778272185717177635003 | 0.029888721876364382213874043415247572177
f(z) = 155/147*z^3 - 292/105*z + 1
*
[ -13/7 ] 
f(z) = 147/143*z^3 - 287/143*z + 1
*
[ 3/2 ] 
f(z) = 148/141*z^3 - 286/141*z + 1
*
[ 3/2 ] 
f(z) = 148/147*z^3 - 284/147*z + 1
*
[ 3/2 ] 
f(z) = 152/141*z^3 - 295/141*z + 1
*
[ 3/2 ] 
f(z) = 152/147*z^3 - 293/147*z + 1
*
[ 3/2 ] 
f(z) = 152/159*z^3 - 289/159*z + 1
*
[ 1/3 ] 
f(z) = 153/140*z^3 - 297/140*z + 1
*
[ -7/4 ] 
f(z) = 158/147*z^3 - 289/168*z + 1
*
[ 2/5 ] 
f(z) = 145/144*z^3 - 299/180*z + 1
*
[ -12/7 ] 
f(z) = 147/152*z^3 - 287/228*z + 1
*
[ -5/3 ] 
f(z) = 143/150*z^3 - 283/270*z + 1
*
[ 2/3 ] 
f(z) = 153/145*z^3 - 281/290*z + 1
*
[ 2/3 ] 
f(z) = 153/149*z^3 - 285/298*z + 1
*
[ -12/5 ] 
f(z) = 145/144*z^3 - 263/60*z + 1
*
[ 2 ] 
f(z) = 149/140*z^3 - 263/70*z + 1
*
[ 2 ] 
f(z) = 149/148*z^3 - 261/74*z + 1
*
[ 2 ] 
f(z) = 151/140*z^3 - 267/70*z + 1
*
[ 2 ] 
f(z) = 151/148*z^3 - 265/74*z + 1
*
[ 2 ] 
f(z) = 151/156*z^3 - 263/78*z + 1
*
[ 2 ] 
f(z) = 153/140*z^3 - 271/70*z + 1
*
[ 2 ] 
f(z) = 153/148*z^3 - 269/74*z + 1
*
[ 2 ] 
f(z) = 155/148*z^3 - 273/74*z + 1
*
[ 2 ] 
f(z) = 155/156*z^3 - 271/78*z + 1
*
[ 2 ] 
f(z) = 157/140*z^3 - 279/70*z + 1
*
[ 2 ] 
f(z) = 157/148*z^3 - 277/74*z + 1
*
[ 2 ] 
f(z) = 157/156*z^3 - 275/78*z + 1
*
[ 3/2 ] 
f(z) = 140/141*z^3 - 268/141*z + 1
*
[ 3/2 ] 
f(z) = 140/159*z^3 - 262/159*z + 1
*
[ -11/6 ] 
f(z) = 144/143*z^3 - 263/143*z + 1
*
[ 3/2 ] 
f(z) = 148/159*z^3 - 280/159*z + 1
*
[ 3/5 ] 
f(z) = 155/153*z^3 - 263/255*z + 1
*
[ 2/3 ] 
f(z) = 144/143*z^3 - 271/286*z + 1
*
[ 2/3 ] 
f(z) = 144/145*z^3 - 273/290*z + 1
*
[ 2/3 ] 
f(z) = 144/149*z^3 - 277/298*z + 1
*
[ 3/4 ] 
f(z) = 152/141*z^3 - 265/282*z + 1
*
[ 3/4 ] 
f(z) = 152/147*z^3 - 269/294*z + 1
*
[ 2/3 ] 
f(z) = 153/143*z^3 - 279/286*z + 1
*
[ 7/2 ] 
f(z) = 148/147*z^3 - 244/21*z + 1
*
[ 7/2 ] 
f(z) = 152/147*z^3 - 251/21*z + 1
*
[ 2 ] 
f(z) = 141/140*z^3 - 247/70*z + 1
*
[ 2 ] 
f(z) = 141/148*z^3 - 245/74*z + 1
*
[ 2 ] 
f(z) = 143/140*z^3 - 251/70*z + 1
*
[ 2 ] 
f(z) = 143/148*z^3 - 249/74*z + 1
*
[ 2 ] 
f(z) = 145/148*z^3 - 253/74*z + 1
*
[ 2 ] 
f(z) = 145/156*z^3 - 251/78*z + 1
*
[ 2 ] 
f(z) = 147/148*z^3 - 257/74*z + 1
*
[ 2 ] 
f(z) = 149/156*z^3 - 259/78*z + 1
*
-7/5 | 0.21958283871220395223468434585271298381 | 0.029453259200000872935523874166176572257
f(z) = 155/147*z^3 - 247/105*z + 1
*
[ 5/12 ] 
f(z) = 144/155*z^3 - 242/155*z + 1
*
[ -7/4 ] 
f(z) = 146/147*z^3 - 247/168*z + 1
*
[ 3/5 ] 
f(z) = 140/153*z^3 - 254/255*z + 1
*
[ 3/5 ] 
f(z) = 145/144*z^3 - 247/240*z + 1
*
[ 3/5 ] 
f(z) = 145/153*z^3 - 257/255*z + 1
*
[ 3/5 ] 
f(z) = 155/144*z^3 - 253/240*z + 1
*
[ -21/13 ] 
f(z) = 143/147*z^3 - 251/273*z + 1
*
[ -7/2 ] 
f(z) = 148/147*z^3 - 232/21*z + 1
*
[ -7/2 ] 
f(z) = 152/147*z^3 - 239/21*z + 1
*
[ 7/4 ] 
f(z) = 148/147*z^3 - 223/84*z + 1
*
[ 5/12 ] 
f(z) = 144/145*z^3 - 228/145*z + 1
*
[ 4/3 ] 
f(z) = 153/140*z^3 - 237/140*z + 1
*
[ 4/3 ] 
f(z) = 153/148*z^3 - 235/148*z + 1
*
[ -7/4 ] 
f(z) = 142/147*z^3 - 233/168*z + 1
*
[ 7/6 ] 
f(z) = 148/147*z^3 - 232/189*z + 1
*
[ 7/6 ] 
f(z) = 152/147*z^3 - 239/189*z + 1
*
[ 7/11 ] 
f(z) = 143/147*z^3 - 223/231*z + 1
*
-38/21 | 0.20260579134117116172576447731931637916 | 0.027352113040164388284083110351487850395
f(z) = 147/152*z^3 - 206/57*z + 1
*
[ -2 ] 
f(z) = 153/140*z^3 - 201/70*z + 1
*
[ -2 ] 
f(z) = 157/140*z^3 - 209/70*z + 1
*
[ -2 ] 
f(z) = 157/148*z^3 - 203/74*z + 1
*
[ -2 ] 
f(z) = 159/140*z^3 - 213/70*z + 1
*
[ -2 ] 
f(z) = 159/148*z^3 - 207/74*z + 1
*
[ 3/2 ] 
f(z) = 158/153*z^3 - 203/102*z + 1
*
[ 6/13 ] 
f(z) = 143/144*z^3 - 215/156*z + 1
*
[ -5/3 ] 
f(z) = 153/140*z^3 - 201/140*z + 1
*
[ 2/3 ] 
f(z) = 159/140*z^3 - 211/210*z + 1
*
[ 2/3 ] 
f(z) = 141/148*z^3 - 205/222*z + 1
*
[ 2/3 ] 
f(z) = 147/148*z^3 - 209/222*z + 1
*
[ 2/3 ] 
f(z) = 159/148*z^3 - 217/222*z + 1
*
[ -2 ] 
f(z) = 143/140*z^3 - 181/70*z + 1
*
[ 2/7 ] 
f(z) = 147/148*z^3 - 191/74*z + 1
*
[ -2 ] 
f(z) = 147/148*z^3 - 183/74*z + 1
*
[ -2 ] 
f(z) = 149/140*z^3 - 193/70*z + 1
*
[ -2 ] 
f(z) = 149/148*z^3 - 187/74*z + 1
*
[ -2 ] 
f(z) = 149/156*z^3 - 181/78*z + 1
*
[ -2 ] 
f(z) = 151/140*z^3 - 197/70*z + 1
*
[ -2 ] 
f(z) = 151/148*z^3 - 191/74*z + 1
*
[ -2 ] 
f(z) = 151/156*z^3 - 185/78*z + 1
*
[ -2 ] 
f(z) = 153/148*z^3 - 195/74*z + 1
*
[ -2 ] 
f(z) = 155/148*z^3 - 199/74*z + 1
*
[ -2 ] 
f(z) = 155/156*z^3 - 193/78*z + 1
*
[ -2 ] 
f(z) = 157/156*z^3 - 197/78*z + 1
*
[ 3/2 ] 
f(z) = 146/153*z^3 - 185/102*z + 1
*
[ 3/2 ] 
f(z) = 154/153*z^3 - 197/102*z + 1
*
[ 7/5 ] 
f(z) = 155/147*z^3 - 187/105*z + 1
*
[ 1/2 ] 
f(z) = 140/149*z^3 - 184/149*z + 1
*
[ 1/2 ] 
f(z) = 140/151*z^3 - 186/151*z + 1
*
[ 1/2 ] 
f(z) = 140/153*z^3 - 188/153*z + 1
*
[ 1/2 ] 
f(z) = 140/157*z^3 - 192/157*z + 1
*
[ 1/2 ] 
f(z) = 140/159*z^3 - 194/159*z + 1
*
[ 5/4 ] 
f(z) = 144/145*z^3 - 196/145*z + 1
*
[ 1/2 ] 
f(z) = 144/145*z^3 - 181/145*z + 1
*
[ 1/2 ] 
f(z) = 144/149*z^3 - 185/149*z + 1
*
[ 1/2 ] 
f(z) = 144/151*z^3 - 187/151*z + 1
*
[ 5/4 ] 
f(z) = 144/155*z^3 - 194/155*z + 1
*
[ 1/2 ] 
f(z) = 144/155*z^3 - 191/155*z + 1
*
[ 1/2 ] 
f(z) = 144/157*z^3 - 193/157*z + 1
*
[ 1/2 ] 
f(z) = 148/145*z^3 - 182/145*z + 1
*
[ 1/2 ] 
f(z) = 148/147*z^3 - 184/147*z + 1
*
[ 1/2 ] 
f(z) = 148/149*z^3 - 186/149*z + 1
*
[ 1/2 ] 
f(z) = 148/151*z^3 - 188/151*z + 1
*
[ 1/2 ] 
f(z) = 148/153*z^3 - 190/153*z + 1
*
[ 1/2 ] 
f(z) = 148/155*z^3 - 192/155*z + 1
*
[ 1/2 ] 
f(z) = 148/157*z^3 - 194/157*z + 1
*
[ 1/2 ] 
f(z) = 148/159*z^3 - 196/159*z + 1
*
[ 1/2 ] 
f(z) = 152/143*z^3 - 181/143*z + 1
*
[ 1/2 ] 
f(z) = 152/145*z^3 - 183/145*z + 1
*
[ 1/2 ] 
f(z) = 152/147*z^3 - 185/147*z + 1
*
[ 1/2 ] 
f(z) = 152/149*z^3 - 187/149*z + 1
*
[ 1/2 ] 
f(z) = 152/151*z^3 - 189/151*z + 1
*
[ 1/2 ] 
f(z) = 152/153*z^3 - 191/153*z + 1
*
[ 1/2 ] 
f(z) = 152/155*z^3 - 193/155*z + 1
*
[ 1/2 ] 
f(z) = 152/157*z^3 - 195/157*z + 1
*
[ 1/2 ] 
f(z) = 152/159*z^3 - 197/159*z + 1
*
[ -5/3 ] 
f(z) = 153/145*z^3 - 193/145*z + 1
*
[ 1/2 ] 
f(z) = 156/145*z^3 - 184/145*z + 1
*
[ 1/2 ] 
f(z) = 156/149*z^3 - 188/149*z + 1
*
[ 1/2 ] 
f(z) = 156/151*z^3 - 190/151*z + 1
*
[ 1/2 ] 
f(z) = 156/155*z^3 - 194/155*z + 1
*
[ 1/2 ] 
f(z) = 156/157*z^3 - 196/157*z + 1
*
[ 2/3 ] 
f(z) = 141/140*z^3 - 199/210*z + 1
*
[ 6/7 ] 
f(z) = 147/148*z^3 - 199/222*z + 1
*
-2 | 0.082014510458616515564820271716676709615 | 0.012680632467866321844120743710649988575
f(z) = 143/144*z^3 - 161/36*z + 1
*
-2 | 0.083304894987548806911114401357039092880 | 0.012855605264970665119322827531460399494
f(z) = 145/144*z^3 - 163/36*z + 1
*
-2 | 0.085059178736553940188229761597679795183 | 0.013077400088548630380969135153065096510
f(z) = 149/144*z^3 - 167/36*z + 1
*
-2 | 0.085753716486645597556133706293791897581 | 0.013160094473247340294185472219046641806
f(z) = 151/144*z^3 - 169/36*z + 1
*
-2 | 0.086948376982623167508271849070701028202 | 0.013295700610515305610903006780676300548
f(z) = 155/144*z^3 - 173/36*z + 1
*
-2 | 0.087477520523169850440333985440049038396 | 0.013353144221912562087360321752543337571
f(z) = 157/144*z^3 - 175/36*z + 1
*
-34/21 | 0.18844393035956609846225543036609172165 | 0.026054318168740805590905895155923590086
f(z) = 147/152*z^3 - 173/57*z + 1
*
[ -2 ] 
f(z) = 141/140*z^3 - 177/70*z + 1
*
[ -2 ] 
f(z) = 141/148*z^3 - 171/74*z + 1
*
[ -2 ] 
f(z) = 143/148*z^3 - 175/74*z + 1
*
[ -2 ] 
f(z) = 145/148*z^3 - 179/74*z + 1
*
[ -2 ] 
f(z) = 145/156*z^3 - 173/78*z + 1
*
[ 3/2 ] 
f(z) = 142/153*z^3 - 179/102*z + 1
*
[ 7/5 ] 
f(z) = 145/147*z^3 - 173/105*z + 1
*
-12/11 | 0.21781773568605203574263599046912944074 | 0.028649294669693380164598076784793592586
f(z) = 143/144*z^3 - 167/132*z + 1
*
[ 1/2 ] 
f(z) = 140/141*z^3 - 176/141*z + 1
*
[ 1/2 ] 
f(z) = 140/143*z^3 - 178/143*z + 1
*
[ 1/2 ] 
f(z) = 144/143*z^3 - 179/143*z + 1
*
[ -5/3 ] 
f(z) = 144/145*z^3 - 168/145*z + 1
*
[ 8/7 ] 
f(z) = 147/152*z^3 - 173/152*z + 1
*
[ 1/2 ] 
f(z) = 148/141*z^3 - 178/141*z + 1
*
[ 1/2 ] 
f(z) = 148/143*z^3 - 180/143*z + 1
*
[ 1/2 ] 
f(z) = 152/141*z^3 - 179/141*z + 1
*
[ -5/3 ] 
f(z) = 153/155*z^3 - 177/155*z + 1
*
[ 2/3 ] 
f(z) = 151/152*z^3 - 161/171*z + 1
*
[ 2/3 ] 
f(z) = 155/152*z^3 - 163/171*z + 1
*
[ 2/3 ] 
f(z) = 157/152*z^3 - 164/171*z + 1
*
[ 4/5 ] 
f(z) = 145/144*z^3 - 161/180*z + 1
*
[ 4/5 ] 
f(z) = 155/144*z^3 - 169/180*z + 1
*
[ 3/4 ] 
f(z) = 140/153*z^3 - 173/204*z + 1
*
[ 3/4 ] 
f(z) = 148/153*z^3 - 179/204*z + 1
*
[ 38/21 ] 
f(z) = 147/152*z^3 - 155/57*z + 1
*
[ 2/5 ] 
f(z) = 145/152*z^3 - 157/95*z + 1
*
[ 10/7 ] 
f(z) = 147/152*z^3 - 159/95*z + 1
*
[ 2/5 ] 
f(z) = 155/152*z^3 - 158/95*z + 1
*
[ 6/11 ] 
f(z) = 143/144*z^3 - 149/132*z + 1
*
[ 12/11 ] 
f(z) = 143/144*z^3 - 145/132*z + 1
*
[ 12/13 ] 
f(z) = 143/144*z^3 - 145/156*z + 1
*
[ 13/12 ] 
f(z) = 144/143*z^3 - 158/143*z + 1
*
[ -5/3 ] 
f(z) = 144/155*z^3 - 152/155*z + 1
*
[ 4/7 ] 
f(z) = 147/148*z^3 - 159/148*z + 1
*
[ 2/3 ] 
f(z) = 153/146*z^3 - 141/146*z + 1
*
[ 2/3 ] 
f(z) = 153/154*z^3 - 145/154*z + 1
*
[ 2/3 ] 
f(z) = 153/158*z^3 - 147/158*z + 1
*
[ 2/3 ] 
f(z) = 143/152*z^3 - 157/171*z + 1
*
[ 2/3 ] 
f(z) = 145/152*z^3 - 158/171*z + 1
*
[ 2/3 ] 
f(z) = 149/152*z^3 - 160/171*z + 1
*
[ 7/8 ] 
f(z) = 152/147*z^3 - 157/168*z + 1
*
[ 2 ] 
f(z) = 143/144*z^3 - 125/36*z + 1
*
[ 2 ] 
f(z) = 145/144*z^3 - 127/36*z + 1
*
[ 2 ] 
f(z) = 149/144*z^3 - 131/36*z + 1
*
[ 2 ] 
f(z) = 151/144*z^3 - 133/36*z + 1
*
[ 2 ] 
f(z) = 155/144*z^3 - 137/36*z + 1
*
[ 2 ] 
f(z) = 157/144*z^3 - 139/36*z + 1
*
[ -7/4 ] 
f(z) = 148/147*z^3 - 127/84*z + 1
*
[ 11/12 ] 
f(z) = 144/143*z^3 - 134/143*z + 1
*
[ 5/6 ] 
f(z) = 144/145*z^3 - 129/145*z + 1
*
[ 5/6 ] 
f(z) = 144/155*z^3 - 131/155*z + 1
*
[ 5/7 ] 
f(z) = 147/145*z^3 - 133/145*z + 1
*
[ 5/7 ] 
f(z) = 147/155*z^3 - 137/155*z + 1
*
[ 2/3 ] 
f(z) = 153/142*z^3 - 139/142*z + 1
*
[ -2 ] 
f(z) = 155/144*z^3 - 101/36*z + 1
*
[ -2 ] 
f(z) = 157/144*z^3 - 103/36*z + 1
*
[ 7/4 ] 
f(z) = 152/147*z^3 - 115/42*z + 1
*
[ 4/3 ] 
f(z) = 153/152*z^3 - 117/76*z + 1
*
-6/5 | 0.16898718305906207905299765895133785108 | 0.023735369568169954732277347025107795195
f(z) = 155/144*z^3 - 103/60*z + 1
*
-2 | 0.094801051760916180965761558800378113249 | 0.014643597831259647826334834504283253396
f(z) = 143/152*z^3 - 81/19*z + 1
*
-2 | 0.094940139060747854567306758267240153069 | 0.014637339737642178000809044868891110446
f(z) = 145/152*z^3 - 82/19*z + 1
*
-2 | 0.093939980667231681709688765545131844446 | 0.014456125250701898120282200690421556867
f(z) = 147/152*z^3 - 83/19*z + 1
*
-2 | 0.093930098906282822292715089899167194138 | 0.014428014065373450805264301666771072597
f(z) = 149/152*z^3 - 84/19*z + 1
*
-2 | 0.096620660876413205961706268090570332082 | 0.014814364632088834396774020406677379763
f(z) = 151/152*z^3 - 85/19*z + 1
*
-2 | 0.097840780262027661496021304889795182669 | 0.014974585602459565215015356598124327531
f(z) = 153/152*z^3 - 86/19*z + 1
*
-2 | 0.098759228861499361932022314095601486600 | 0.015088457299690462277098129976792376887
f(z) = 155/152*z^3 - 87/19*z + 1
*
-2 | 0.099525505440452689787923730273346187097 | 0.015179025435102531345947150969145230737
f(z) = 157/152*z^3 - 88/19*z + 1
*
-2 | 0.10019612182109008288784287323395472345 | 0.015255014202404668569982561319524136451
f(z) = 159/152*z^3 - 89/19*z + 1
*
[ -2 ] 
f(z) = 143/144*z^3 - 89/36*z + 1
*
[ -2 ] 
f(z) = 145/144*z^3 - 91/36*z + 1
*
[ -2 ] 
f(z) = 149/144*z^3 - 95/36*z + 1
*
[ -2 ] 
f(z) = 151/144*z^3 - 97/36*z + 1
*
[ 3/2 ] 
f(z) = 140/153*z^3 - 88/51*z + 1
*
[ -38/21 ] 
f(z) = 147/152*z^3 - 92/57*z + 1
*
[ 3/2 ] 
f(z) = 148/153*z^3 - 94/51*z + 1
*
[ 3/2 ] 
f(z) = 152/153*z^3 - 97/51*z + 1
*
-6/5 | 0.13200283400283996802293317035698549582 | 0.018698297974927035154353830311701059694
f(z) = 145/144*z^3 - 97/60*z + 1
*
[ 4/7 ] 
f(z) = 147/152*z^3 - 81/76*z + 1
*
[ 6/5 ] 
f(z) = 155/144*z^3 - 83/60*z + 1
*
[ 3/4 ] 
f(z) = 152/153*z^3 - 91/102*z + 1
*
-2 | 0.093966345416360699284115712172754941506 | 0.014542568786493198015882990799717246621
f(z) = 141/152*z^3 - 80/19*z + 1
*
[ 2 ] 
f(z) = 141/152*z^3 - 61/19*z + 1
*
[ 2 ] 
f(z) = 143/152*z^3 - 62/19*z + 1
*
[ 2 ] 
f(z) = 145/152*z^3 - 63/19*z + 1
*
[ 2 ] 
f(z) = 147/152*z^3 - 64/19*z + 1
*
[ 2 ] 
f(z) = 149/152*z^3 - 65/19*z + 1
*
[ 2 ] 
f(z) = 151/152*z^3 - 66/19*z + 1
*
[ 2 ] 
f(z) = 153/152*z^3 - 67/19*z + 1
*
[ 2 ] 
f(z) = 155/152*z^3 - 68/19*z + 1
*
[ 2 ] 
f(z) = 157/152*z^3 - 69/19*z + 1
*
[ 2 ] 
f(z) = 159/152*z^3 - 70/19*z + 1
*
[ -7/4 ] 
f(z) = 152/147*z^3 - 67/42*z + 1
*
[ 6/5 ] 
f(z) = 145/144*z^3 - 77/60*z + 1
*
[ 2/3 ] 
f(z) = 153/140*z^3 - 69/70*z + 1
*
[ 2/3 ] 
f(z) = 153/148*z^3 - 71/74*z + 1
*
[ -2 ] 
f(z) = 141/152*z^3 - 42/19*z + 1
*
[ -2 ] 
f(z) = 143/152*z^3 - 43/19*z + 1
*
[ -2 ] 
f(z) = 145/152*z^3 - 44/19*z + 1
*
[ 2/7 ] 
f(z) = 147/152*z^3 - 49/19*z + 1
*
[ -2 ] 
f(z) = 147/152*z^3 - 45/19*z + 1
*
[ -2 ] 
f(z) = 149/152*z^3 - 46/19*z + 1
*
[ -2 ] 
f(z) = 151/152*z^3 - 47/19*z + 1
*
[ -2 ] 
f(z) = 153/152*z^3 - 48/19*z + 1
*
[ -2 ] 
f(z) = 155/152*z^3 - 49/19*z + 1
*
[ -2 ] 
f(z) = 157/152*z^3 - 50/19*z + 1
*
[ -2 ] 
f(z) = 159/152*z^3 - 51/19*z + 1
*
[ 2/3 ] 
f(z) = 141/152*z^3 - 52/57*z + 1
*
[ 2/3 ] 
f(z) = 147/152*z^3 - 53/57*z + 1
*
[ 6/7 ] 
f(z) = 147/152*z^3 - 50/57*z + 1
*
[ 2/3 ] 
f(z) = 159/152*z^3 - 55/57*z + 1
*
[ 2/3 ] 
f(z) = 153/152*z^3 - 18/19*z + 1
*
[ -1 ]
f(z) = 142/141*z^3 + 140/141*z + 1
*
[ 26/7 ] 
f(z) = 147/169*z^3 - 293/26*z + 1
*
[ 4 ] 
f(z) = 149/160*z^3 - 283/20*z + 1
*
[ 4 ] 
f(z) = 151/160*z^3 - 287/20*z + 1
*
[ 4 ] 
f(z) = 153/160*z^3 - 291/20*z + 1
*
[ -4 ] 
f(z) = 153/160*z^3 - 281/20*z + 1
*
[ 4 ] 
f(z) = 157/160*z^3 - 299/20*z + 1
*
[ -4 ] 
f(z) = 157/160*z^3 - 289/20*z + 1
*
[ -4 ] 
f(z) = 159/160*z^3 - 293/20*z + 1
*
-8/3 | 0.12537411720617507694559951753425115033 | 0.017708142364657231162590038896324213789
f(z) = 153/160*z^3 - 297/40*z + 1
*
[ -13/5 ] 
f(z) = 145/169*z^3 - 287/65*z + 1
*
[ 13/6 ] 
f(z) = 150/169*z^3 - 283/78*z + 1
*
[ -5/2 ] 
f(z) = 158/175*z^3 - 297/70*z + 1
*
-9/5 | 0.12038575638849923466546566181855452919 | 0.015309142321385835812053447397944809609
f(z) = 155/162*z^3 - 289/90*z + 1
*
[ -13/6 ] 
f(z) = 140/169*z^3 - 284/117*z + 1
*
[ -44/21 ] 
f(z) = 147/176*z^3 - 289/132*z + 1
*
[ -2 ] 
f(z) = 141/178*z^3 - 297/178*z + 1
*
[ -23/12 ] 
f(z) = 144/161*z^3 - 284/161*z + 1
*
[ 11/7 ] 
f(z) = 147/176*z^3 - 299/176*z + 1
*
[ 3/2 ] 
f(z) = 152/165*z^3 - 287/165*z + 1
*
[ 3/2 ] 
f(z) = 152/177*z^3 - 283/177*z + 1
*
-14/13 | 0.098019029916539699370499408402856325041 | 0.012654363204829320266487490989742034952
f(z) = 143/168*z^3 - 289/273*z + 1
*
[ 5/4 ] 
f(z) = 142/175*z^3 - 299/280*z + 1
*
[ 13/22 ] 
f(z) = 154/169*z^3 - 289/286*z + 1
*
[ 3/5 ] 
f(z) = 155/171*z^3 - 283/285*z + 1
*
[ 4 ] 
f(z) = 141/160*z^3 - 267/20*z + 1
*
[ 4 ] 
f(z) = 143/160*z^3 - 271/20*z + 1
*
[ -4 ] 
f(z) = 143/160*z^3 - 261/20*z + 1
*
[ 4 ] 
f(z) = 147/160*z^3 - 279/20*z + 1
*
[ -4 ] 
f(z) = 147/160*z^3 - 269/20*z + 1
*
[ -26/7 ] 
f(z) = 147/169*z^3 - 279/26*z + 1
*
[ -4 ] 
f(z) = 149/160*z^3 - 273/20*z + 1
*
[ -4 ] 
f(z) = 151/160*z^3 - 277/20*z + 1
*
18/7 | 0.13705585412804103738289437659569304141 | 0.019696324005226882583608679259960873815
f(z) = 147/160*z^3 - 263/40*z + 1
*
8/3 | 0.12149455738526229102023875654338683275 | 0.017330834873674494386883970523807457115
f(z) = 153/160*z^3 - 277/40*z + 1
*
[ -13/5 ] 
f(z) = 140/169*z^3 - 274/65*z + 1
*
[ -5/2 ] 
f(z) = 146/175*z^3 - 267/70*z + 1
*
[ -16/7 ] 
f(z) = 147/160*z^3 - 269/80*z + 1
*
[ 2 ] 
f(z) = 151/164*z^3 - 261/82*z + 1
*
[ 2 ] 
f(z) = 153/164*z^3 - 265/82*z + 1
*
[ 2 ] 
f(z) = 153/172*z^3 - 263/86*z + 1
*
[ 2 ] 
f(z) = 155/164*z^3 - 269/82*z + 1
*
[ 2 ] 
f(z) = 155/172*z^3 - 267/86*z + 1
*
[ 2 ] 
f(z) = 157/164*z^3 - 273/82*z + 1
*
[ 2 ] 
f(z) = 157/172*z^3 - 271/86*z + 1
*
[ 2 ] 
f(z) = 159/164*z^3 - 277/82*z + 1
*
[ 2 ] 
f(z) = 159/172*z^3 - 275/86*z + 1
*
2/5 | 0.17060916404315992845288167149637071422 | 0.022147085222760520568817296298406926590
f(z) = 145/168*z^3 - 277/105*z + 1
*
2/5 | 0.16186206279403509212489735707837988854 | 0.021001783692681618458039603234997722755
f(z) = 155/168*z^3 - 278/105*z + 1
*
[ 12/7 ] 
f(z) = 147/176*z^3 - 269/132*z + 1
*
[ 3/2 ] 
f(z) = 148/165*z^3 - 278/165*z + 1
*
[ 3/2 ] 
f(z) = 148/177*z^3 - 274/177*z + 1
*
[ 4/3 ] 
f(z) = 157/160*z^3 - 269/180*z + 1
*
[ 13/28 ] 
f(z) = 147/169*z^3 - 279/208*z + 1
*
[ 14/11 ] 
f(z) = 143/168*z^3 - 269/231*z + 1
*
[ 3/5 ] 
f(z) = 140/171*z^3 - 274/285*z + 1
*
[ 3/5 ] 
f(z) = 145/171*z^3 - 277/285*z + 1
*
[ 5/8 ] 
f(z) = 152/175*z^3 - 263/280*z + 1
*
[ -4 ] 
f(z) = 141/160*z^3 - 257/20*z + 1
*
[ 8/3 ] 
f(z) = 153/160*z^3 - 247/40*z + 1
*
[ -5/2 ] 
f(z) = 142/175*z^3 - 257/70*z + 1
*
[ 4/21 ] 
f(z) = 147/160*z^3 - 257/60*z + 1
*
[ 2 ] 
f(z) = 141/164*z^3 - 241/82*z + 1
*
[ 2 ] 
f(z) = 143/164*z^3 - 245/82*z + 1
*
[ 2 ] 
f(z) = 143/172*z^3 - 243/86*z + 1
*
[ 2 ] 
f(z) = 145/164*z^3 - 249/82*z + 1
*
[ 2 ] 
f(z) = 145/172*z^3 - 247/86*z + 1
*
[ 2 ] 
f(z) = 147/164*z^3 - 253/82*z + 1
*
[ 2 ] 
f(z) = 147/172*z^3 - 251/86*z + 1
*
[ 2 ] 
f(z) = 149/164*z^3 - 257/82*z + 1
*
[ 2 ] 
f(z) = 149/172*z^3 - 255/86*z + 1
*
[ 2 ] 
f(z) = 151/172*z^3 - 259/86*z + 1
*
[ 13/7 ] 
f(z) = 154/169*z^3 - 244/91*z + 1
*
-10/21 | 0.18156533456968021789127025816481691614 | 0.026238963876027948731910196973082467716
f(z) = 147/160*z^3 - 253/120*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.026796258572409180357926458917166277401
f(z) = 159/176*z^3 - 245/132*z + 1
*
[ 3/2 ] 
f(z) = 140/177*z^3 - 256/177*z + 1
*
[ 10/7 ] 
f(z) = 147/170*z^3 - 249/170*z + 1
*
[ 7/5 ] 
f(z) = 150/161*z^3 - 248/161*z + 1
*
[ 4/3 ] 
f(z) = 143/160*z^3 - 241/180*z + 1
*
[ 4/3 ] 
f(z) = 149/160*z^3 - 253/180*z + 1
*
[ 4/3 ] 
f(z) = 151/160*z^3 - 257/180*z + 1
*
[ 4/9 ] 
f(z) = 153/160*z^3 - 259/180*z + 1
*
[ 6/11 ] 
f(z) = 143/168*z^3 - 251/231*z + 1
*
[ 14/13 ] 
f(z) = 143/168*z^3 - 250/273*z + 1
*
[ 3/4 ] 
f(z) = 145/162*z^3 - 241/288*z + 1
*
[ 3/4 ] 
f(z) = 149/162*z^3 - 245/288*z + 1
*
[ 3/4 ] 
f(z) = 151/162*z^3 - 247/288*z + 1
*
[ 3/4 ] 
f(z) = 155/162*z^3 - 251/288*z + 1
*
[ 3/4 ] 
f(z) = 157/162*z^3 - 253/288*z + 1
*
[ 35/12 ] 
f(z) = 144/175*z^3 - 222/35*z + 1
*
[ 13/4 ] 
f(z) = 152/169*z^3 - 229/26*z + 1
*
20/21 | 0.20252991438119560856280614092632956469 | 0.026894688586792000505404777690548206876
f(z) = 147/160*z^3 - 233/60*z + 1
*
[ 2 ] 
f(z) = 141/172*z^3 - 239/86*z + 1
*
[ 9/5 ] 
f(z) = 145/162*z^3 - 221/90*z + 1
*
[ 2/7 ] 
f(z) = 147/172*z^3 - 221/86*z + 1
*
[ 9/5 ] 
f(z) = 155/162*z^3 - 239/90*z + 1
*
[ 5/3 ] 
f(z) = 159/175*z^3 - 223/105*z + 1
*
2/3 | 0.20247671903390014465042937497337736500 | 0.029726832246691354842642818388486083413
f(z) = 141/160*z^3 - 227/120*z + 1
*
-4/3 | 0.13892235272711180726815116652555596122 | 0.020476561564839786764375649155514064686
f(z) = 141/176*z^3 - 221/132*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.027061612432099415557289090272583930188
f(z) = 147/176*z^3 - 229/132*z + 1
*
2/3 | 0.19585351774816310607182542710001856813 | 0.028644724932432481000789454956045333126
f(z) = 159/160*z^3 - 233/120*z + 1
*
-3/2 | 0.13323003203053856322685407521179392982 | 0.024639504284614572327039954626130958228
f(z) = 148/165*z^3 - 223/165*z + 1
*
[ 4/3 ] 
f(z) = 153/164*z^3 - 231/164*z + 1
*
[ 4/3 ] 
f(z) = 153/172*z^3 - 229/172*z + 1
*
[ 13/12 ] 
f(z) = 152/169*z^3 - 229/234*z + 1
*
[ 2/3 ] 
f(z) = 141/172*z^3 - 223/258*z + 1
*
[ 2/3 ] 
f(z) = 147/164*z^3 - 221/246*z + 1
*
[ 2/3 ] 
f(z) = 147/172*z^3 - 227/258*z + 1
*
[ 2/3 ] 
f(z) = 159/164*z^3 - 229/246*z + 1
*
[ 2/3 ] 
f(z) = 159/172*z^3 - 235/258*z + 1
*
[ 13/20 ] 
f(z) = 140/169*z^3 - 231/260*z + 1
*
[ 3/4 ] 
f(z) = 143/162*z^3 - 239/288*z + 1
*
[ 13/3 ] 
f(z) = 153/169*z^3 - 211/13*z + 1
*
[ -13/3 ] 
f(z) = 153/169*z^3 - 205/13*z + 1
*
[ -13/4 ] 
f(z) = 152/169*z^3 - 213/26*z + 1
*
2/7 | 0.19059156770096181163111392974401545763 | 0.028490730166614847057051822680309769807
f(z) = 147/176*z^3 - 201/44*z + 1
*
[ -8/3 ] 
f(z) = 153/160*z^3 - 217/40*z + 1
*
[ -13/6 ] 
f(z) = 150/169*z^3 - 211/78*z + 1
*
[ 13/7 ] 
f(z) = 140/169*z^3 - 218/91*z + 1
*
[ 2/7 ] 
f(z) = 147/164*z^3 - 211/82*z + 1
*
[ 13/36 ] 
f(z) = 144/169*z^3 - 220/117*z + 1
*
[ 13/8 ] 
f(z) = 152/169*z^3 - 207/104*z + 1
*
[ 5/3 ] 
f(z) = 156/175*z^3 - 218/105*z + 1
*
[ -40/21 ] 
f(z) = 147/160*z^3 - 217/120*z + 1
*
[ 8/21 ] 
f(z) = 147/160*z^3 - 211/120*z + 1
*
[ 35/24 ] 
f(z) = 144/175*z^3 - 201/140*z + 1
*
[ 1/2 ] 
f(z) = 140/167*z^3 - 202/167*z + 1
*
[ 1/2 ] 
f(z) = 140/169*z^3 - 204/169*z + 1
*
[ 1/2 ] 
f(z) = 140/171*z^3 - 206/171*z + 1
*
[ 1/2 ] 
f(z) = 140/173*z^3 - 208/173*z + 1
*
[ 1/2 ] 
f(z) = 140/177*z^3 - 212/177*z + 1
*
[ 1/2 ] 
f(z) = 140/179*z^3 - 214/179*z + 1
*
[ 1/2 ] 
f(z) = 144/167*z^3 - 203/167*z + 1
*
[ 1/2 ] 
f(z) = 144/169*z^3 - 205/169*z + 1
*
[ 1/2 ] 
f(z) = 144/173*z^3 - 209/173*z + 1
*
[ 1/2 ] 
f(z) = 144/175*z^3 - 211/175*z + 1
*
[ 1/2 ] 
f(z) = 144/179*z^3 - 215/179*z + 1
*
[ 1/2 ] 
f(z) = 148/165*z^3 - 202/165*z + 1
*
[ 1/2 ] 
f(z) = 148/167*z^3 - 204/167*z + 1
*
[ 1/2 ] 
f(z) = 148/169*z^3 - 206/169*z + 1
*
[ 1/2 ] 
f(z) = 148/171*z^3 - 208/171*z + 1
*
[ 1/2 ] 
f(z) = 148/173*z^3 - 210/173*z + 1
*
[ 1/2 ] 
f(z) = 148/175*z^3 - 212/175*z + 1
*
[ 1/2 ] 
f(z) = 148/177*z^3 - 214/177*z + 1
*
[ 1/2 ] 
f(z) = 148/179*z^3 - 216/179*z + 1
*
[ 1/2 ] 
f(z) = 152/163*z^3 - 201/163*z + 1
*
[ 1/2 ] 
f(z) = 152/165*z^3 - 203/165*z + 1
*
[ 1/2 ] 
f(z) = 152/167*z^3 - 205/167*z + 1
*
[ 1/2 ] 
f(z) = 152/169*z^3 - 207/169*z + 1
*
[ 1/2 ] 
f(z) = 152/173*z^3 - 211/173*z + 1
*
[ 1/2 ] 
f(z) = 152/175*z^3 - 213/175*z + 1
*
[ 1/2 ] 
f(z) = 152/177*z^3 - 215/177*z + 1
*
[ 1/2 ] 
f(z) = 152/179*z^3 - 217/179*z + 1
*
[ 1/2 ] 
f(z) = 156/163*z^3 - 202/163*z + 1
*
[ 1/2 ] 
f(z) = 156/167*z^3 - 206/167*z + 1
*
[ 1/2 ] 
f(z) = 156/173*z^3 - 212/173*z + 1
*
[ 1/2 ] 
f(z) = 156/175*z^3 - 214/175*z + 1
*
[ 1/2 ] 
f(z) = 156/179*z^3 - 218/179*z + 1
*
[ 6/11 ] 
f(z) = 143/162*z^3 - 217/198*z + 1
*
[ 13/12 ] 
f(z) = 153/169*z^3 - 205/208*z + 1
*
[ 9/13 ] 
f(z) = 143/162*z^3 - 203/234*z + 1
*
[ 2/3 ] 
f(z) = 141/164*z^3 - 217/246*z + 1
*
[ 16/21 ] 
f(z) = 147/160*z^3 - 203/240*z + 1
*
[ 6/7 ] 
f(z) = 147/164*z^3 - 203/246*z + 1
*
[ 6/7 ] 
f(z) = 147/172*z^3 - 205/258*z + 1
*
[ 13/19 ] 
f(z) = 152/169*z^3 - 218/247*z + 1
*
[ 13/3 ] 
f(z) = 144/169*z^3 - 198/13*z + 1
*
[ -13/3 ] 
f(z) = 144/169*z^3 - 192/13*z + 1
*
[ -35/12 ] 
f(z) = 144/175*z^3 - 198/35*z + 1
*
2/7 | 0.16002515962563145555283062519157575380 | 0.024261747231719679495936075160831441687
f(z) = 147/160*z^3 - 183/40*z + 1
*
[ 13/6 ] 
f(z) = 153/169*z^3 - 193/52*z + 1
*
-2 | 0.095929405437060200250652572182687620321 | 0.014568328701800270706260892637056035019
f(z) = 159/176*z^3 - 181/44*z + 1
*
12/7 | 0.20784214585125422812997983971659917058 | 0.028229276057388996931798835709685172176
f(z) = 147/160*z^3 - 197/60*z + 1
*
-12/7 | 0.13736043329699799968633334316672809822 | 0.018789342842637063146648426234355879278
f(z) = 147/160*z^3 - 187/60*z + 1
*
[ -2 ] 
f(z) = 153/164*z^3 - 183/82*z + 1
*
[ -2 ] 
f(z) = 155/164*z^3 - 187/82*z + 1
*
[ -2 ] 
f(z) = 155/172*z^3 - 181/86*z + 1
*
[ -2 ] 
f(z) = 157/164*z^3 - 191/82*z + 1
*
[ -2 ] 
f(z) = 157/172*z^3 - 185/86*z + 1
*
[ -2 ] 
f(z) = 159/164*z^3 - 195/82*z + 1
*
[ -2 ] 
f(z) = 159/172*z^3 - 189/86*z + 1
*
[ 5/3 ] 
f(z) = 141/175*z^3 - 193/105*z + 1
*
[ 3/2 ] 
f(z) = 146/171*z^3 - 181/114*z + 1
*
[ 13/9 ] 
f(z) = 153/169*z^3 - 185/117*z + 1
*
[ 3/2 ] 
f(z) = 154/171*z^3 - 193/114*z + 1
*
[ 3/2 ] 
f(z) = 158/171*z^3 - 199/114*z + 1
*
-2/21 | 0.16883556307911472727207193763766966468 | 0.025276301523737587497550331417951974293
f(z) = 147/176*z^3 - 199/132*z + 1
*
[ 1/2 ] 
f(z) = 140/163*z^3 - 198/163*z + 1
*
[ 1/2 ] 
f(z) = 144/161*z^3 - 197/161*z + 1
*
[ -7/4 ] 
f(z) = 144/161*z^3 - 188/161*z + 1
*
[ 1/2 ] 
f(z) = 144/163*z^3 - 199/163*z + 1
*
-10/7 | 0.14188013113626883711207060402873498989 | 0.027292529029630175852964087047918872251
f(z) = 147/170*z^3 - 181/170*z + 1
*
[ 1/2 ] 
f(z) = 148/161*z^3 - 198/161*z + 1
*
[ 1/2 ] 
f(z) = 148/163*z^3 - 200/163*z + 1
*
[ 1/2 ] 
f(z) = 152/161*z^3 - 199/161*z + 1
*
[ 1/2 ] 
f(z) = 156/161*z^3 - 200/161*z + 1
*
[ 3/4 ] 
f(z) = 140/171*z^3 - 181/228*z + 1
*
[ 3/4 ] 
f(z) = 148/171*z^3 - 187/228*z + 1
*
[ 13/17 ] 
f(z) = 153/169*z^3 - 185/221*z + 1
*
-5/2 | 0.19945063058907900794523175582737342932 | 0.029673857819423275325446922926635394071
f(z) = 144/175*z^3 - 166/35*z + 1
*
[ 5/2 ] 
f(z) = 148/175*z^3 - 164/35*z + 1
*
[ 5/2 ] 
f(z) = 152/175*z^3 - 169/35*z + 1
*
[ 5/2 ] 
f(z) = 156/175*z^3 - 174/35*z + 1
*
-2 | 0.094011011102917999790087378582949821202 | 0.014535465408040586495422146068091248879
f(z) = 141/160*z^3 - 161/40*z + 1
*
-2 | 0.097572236278289097915112497203213310779 | 0.015057340323178090725760421909339333288
f(z) = 141/176*z^3 - 163/44*z + 1
*
-2 | 0.094590244717646229279867783265161956205 | 0.014597159604952248757845384866698105168
f(z) = 143/160*z^3 - 163/40*z + 1
*
-2 | 0.095749806899712883549316107354297626293 | 0.014721027781222956418171695729626080089
f(z) = 145/176*z^3 - 167/44*z + 1
*
-2 | 0.095810668625186884509289390291512929053 | 0.014703472949173116729843522880233686239
f(z) = 147/176*z^3 - 169/44*z + 1
*
-2 | 0.095262252255866777212283329814130346703 | 0.014619310868197281116082284183584674831
f(z) = 149/160*z^3 - 169/40*z + 1
*
-2 | 0.096324354587407327551056131589526316964 | 0.014755664145348561692581969174251889132
f(z) = 149/176*z^3 - 171/44*z + 1
*
-2 | 0.095831960787406992697647504553750561616 | 0.014680235687289557812513963719135061651
f(z) = 151/160*z^3 - 171/40*z + 1
*
-2 | 0.095753149374564550016652263763209804237 | 0.014642081322030819916722734126655680186
f(z) = 151/176*z^3 - 173/44*z + 1
*
-2 | 0.095845697413552110753547160567012055348 | 0.014656233294283445426304992889249879789
f(z) = 153/160*z^3 - 173/40*z + 1
*
-2 | 0.095770915884846870979774412206199391529 | 0.014619102649763542184930600719585305907
f(z) = 153/176*z^3 - 175/44*z + 1
*
-2 | 0.095755548654235443558712590662914308664 | 0.014591446005041504454261471171428893347
f(z) = 155/176*z^3 - 177/44*z + 1
*
-2 | 0.095380186760975272918573141620170573431 | 0.014534247514981851169334884019524507969
f(z) = 157/160*z^3 - 177/40*z + 1
*
-2 | 0.096338526644331850873912215693814410059 | 0.014655189208706842891357192251707071658
f(z) = 157/176*z^3 - 179/44*z + 1
*
-2 | 0.097607619125728243239334296184368832376 | 0.014848245829832838416234133454953421133
f(z) = 159/160*z^3 - 179/40*z + 1
*
[ 26/15 ] 
f(z) = 150/169*z^3 - 175/78*z + 1
*
[ -2 ] 
f(z) = 143/164*z^3 - 163/82*z + 1
*
[ -2 ] 
f(z) = 145/164*z^3 - 167/82*z + 1
*
[ -2 ] 
f(z) = 145/172*z^3 - 161/86*z + 1
*
[ -2 ] 
f(z) = 147/164*z^3 - 171/82*z + 1
*
[ -2 ] 
f(z) = 147/172*z^3 - 165/86*z + 1
*
[ -2 ] 
f(z) = 149/164*z^3 - 175/82*z + 1
*
[ -2 ] 
f(z) = 149/172*z^3 - 169/86*z + 1
*
[ -2 ] 
f(z) = 151/164*z^3 - 179/82*z + 1
*
[ -2 ] 
f(z) = 151/172*z^3 - 173/86*z + 1
*
[ -2 ] 
f(z) = 153/172*z^3 - 177/86*z + 1
*
[ 3/2 ] 
f(z) = 142/171*z^3 - 175/114*z + 1
*
[ 13/9 ] 
f(z) = 144/169*z^3 - 172/117*z + 1
*
[ 2/5 ] 
f(z) = 145/168*z^3 - 172/105*z + 1
*
[ 2/5 ] 
f(z) = 155/168*z^3 - 173/105*z + 1
*
[ 4/3 ] 
f(z) = 159/176*z^3 - 179/132*z + 1
*
[ 5/4 ] 
f(z) = 156/175*z^3 - 167/140*z + 1
*
[ 7/6 ] 
f(z) = 144/161*z^3 - 173/161*z + 1
*
[ 7/12 ] 
f(z) = 144/161*z^3 - 164/161*z + 1
*
[ 7/12 ] 
f(z) = 144/175*z^3 - 174/175*z + 1
*
[ 7/6 ] 
f(z) = 144/175*z^3 - 171/175*z + 1
*
[ -7/4 ] 
f(z) = 144/175*z^3 - 166/175*z + 1
*
[ 4/7 ] 
f(z) = 147/164*z^3 - 171/164*z + 1
*
[ 4/7 ] 
f(z) = 147/172*z^3 - 177/172*z + 1
*
[ -5/3 ] 
f(z) = 153/160*z^3 - 169/160*z + 1
*
[ 9/11 ] 
f(z) = 143/162*z^3 - 161/198*z + 1
*
[ 2/3 ] 
f(z) = 143/168*z^3 - 166/189*z + 1
*
[ 2/3 ] 
f(z) = 145/168*z^3 - 167/189*z + 1
*
[ 2/3 ] 
f(z) = 149/168*z^3 - 169/189*z + 1
*
[ 2/3 ] 
f(z) = 151/168*z^3 - 170/189*z + 1
*
[ 2/3 ] 
f(z) = 155/168*z^3 - 172/189*z + 1
*
[ 2/3 ] 
f(z) = 157/168*z^3 - 173/189*z + 1
*
[ 13/16 ] 
f(z) = 144/169*z^3 - 165/208*z + 1
*
[ 4/5 ] 
f(z) = 145/176*z^3 - 171/220*z + 1
*
[ 4/5 ] 
f(z) = 155/176*z^3 - 179/220*z + 1
*
[ 3 ] 
f(z) = 155/162*z^3 - 143/18*z + 1
*
[ 3 ] 
f(z) = 157/162*z^3 - 145/18*z + 1
*
[ 5/2 ] 
f(z) = 144/175*z^3 - 159/35*z + 1
*
[ -5/2 ] 
f(z) = 152/175*z^3 - 141/35*z + 1
*
[ -5/2 ] 
f(z) = 156/175*z^3 - 146/35*z + 1
*
[ -13/6 ] 
f(z) = 153/169*z^3 - 145/52*z + 1
*
[ -2 ] 
f(z) = 141/164*z^3 - 159/82*z + 1
*
[ -2 ] 
f(z) = 141/172*z^3 - 153/86*z + 1
*
[ -2 ] 
f(z) = 143/172*z^3 - 157/86*z + 1
*
[ -13/7 ] 
f(z) = 154/169*z^3 - 146/91*z + 1
*
-6/5 | 0.17641973549197415302159812179403561436 | 0.024929824192750416865551627955942630221
f(z) = 145/168*z^3 - 148/105*z + 1
*
-6/5 | 0.20766194011303843888551443764839130218 | 0.029101883254389648344559700377795869533
f(z) = 155/168*z^3 - 157/105*z + 1
*
[ 4/3 ] 
f(z) = 141/176*z^3 - 155/132*z + 1
*
[ 10/21 ] 
f(z) = 147/160*z^3 - 157/120*z + 1
*
[ 5/4 ] 
f(z) = 148/175*z^3 - 157/140*z + 1
*
[ 13/11 ] 
f(z) = 154/169*z^3 - 160/143*z + 1
*
[ 5/7 ] 
f(z) = 147/170*z^3 - 143/170*z + 1
*
[ 2/3 ] 
f(z) = 153/166*z^3 - 151/166*z + 1
*
[ 2/3 ] 
f(z) = 153/178*z^3 - 157/178*z + 1
*
[ 13/14 ] 
f(z) = 154/169*z^3 - 157/182*z + 1
*
[ 3 ] 
f(z) = 143/162*z^3 - 131/18*z + 1
*
[ 3 ] 
f(z) = 145/162*z^3 - 133/18*z + 1
*
[ -3 ] 
f(z) = 145/162*z^3 - 121/18*z + 1
*
[ 3 ] 
f(z) = 149/162*z^3 - 137/18*z + 1
*
[ -3 ] 
f(z) = 149/162*z^3 - 125/18*z + 1
*
[ 3 ] 
f(z) = 151/162*z^3 - 139/18*z + 1
*
[ -3 ] 
f(z) = 151/162*z^3 - 127/18*z + 1
*
[ -3 ] 
f(z) = 155/162*z^3 - 131/18*z + 1
*
[ -3 ] 
f(z) = 157/162*z^3 - 133/18*z + 1
*
[ -5/2 ] 
f(z) = 144/175*z^3 - 131/35*z + 1
*
[ 20/7 ] 
f(z) = 147/160*z^3 - 137/20*z + 1
*
[ -20/7 ] 
f(z) = 147/160*z^3 - 123/20*z + 1
*
[ -5/2 ] 
f(z) = 148/175*z^3 - 136/35*z + 1
*
[ 2 ] 
f(z) = 141/160*z^3 - 121/40*z + 1
*
[ 2 ] 
f(z) = 143/160*z^3 - 123/40*z + 1
*
[ 2 ] 
f(z) = 145/176*z^3 - 123/44*z + 1
*
[ 2 ] 
f(z) = 147/160*z^3 - 127/40*z + 1
*
4/7 | 0.12024867207219422967291637265338247247 | 0.019158117276596680461602968505831985623
f(z) = 147/176*z^3 - 133/44*z + 1
*
[ 2 ] 
f(z) = 147/176*z^3 - 125/44*z + 1
*
[ 2 ] 
f(z) = 149/160*z^3 - 129/40*z + 1
*
[ 2 ] 
f(z) = 149/176*z^3 - 127/44*z + 1
*
[ 2 ] 
f(z) = 151/160*z^3 - 131/40*z + 1
*
[ 2 ] 
f(z) = 151/176*z^3 - 129/44*z + 1
*
[ 2 ] 
f(z) = 153/160*z^3 - 133/40*z + 1
*
[ 2 ] 
f(z) = 153/176*z^3 - 131/44*z + 1
*
[ 2 ] 
f(z) = 155/176*z^3 - 133/44*z + 1
*
[ 2 ] 
f(z) = 157/160*z^3 - 137/40*z + 1
*
[ 2 ] 
f(z) = 157/176*z^3 - 135/44*z + 1
*
[ 2 ] 
f(z) = 159/160*z^3 - 139/40*z + 1
*
[ 2 ] 
f(z) = 159/176*z^3 - 137/44*z + 1
*
[ 3/2 ] 
f(z) = 145/162*z^3 - 121/72*z + 1
*
[ 12/7 ] 
f(z) = 147/160*z^3 - 137/60*z + 1
*
[ 3/2 ] 
f(z) = 149/162*z^3 - 125/72*z + 1
*
[ 3/2 ] 
f(z) = 151/162*z^3 - 127/72*z + 1
*
[ 3/2 ] 
f(z) = 155/162*z^3 - 131/72*z + 1
*
[ 3/2 ] 
f(z) = 157/162*z^3 - 133/72*z + 1
*
-4/3 | 0.20493878106719512876953984706944108655 | 0.029808270974074950689037777714932543630
f(z) = 159/160*z^3 - 121/60*z + 1
*
[ -9/5 ] 
f(z) = 145/162*z^3 - 121/90*z + 1
*
[ -9/5 ] 
f(z) = 155/162*z^3 - 139/90*z + 1
*
[ 6/5 ] 
f(z) = 155/168*z^3 - 122/105*z + 1
*
-22/21 | 0.13321743766077480883673361820079730633 | 0.021249863079470404942654245492919599969
f(z) = 147/176*z^3 - 127/132*z + 1
*
[ 5/8 ] 
f(z) = 144/175*z^3 - 129/140*z + 1
*
[ 5/7 ] 
f(z) = 147/160*z^3 - 139/160*z + 1
*
[ -3 ] 
f(z) = 143/162*z^3 - 119/18*z + 1
*
[ 13/4 ] 
f(z) = 144/169*z^3 - 108/13*z + 1
*
[ 2 ] 
f(z) = 141/176*z^3 - 119/44*z + 1
*
[ 2/7 ] 
f(z) = 147/160*z^3 - 103/40*z + 1
*
[ 2/7 ] 
f(z) = 147/176*z^3 - 113/44*z + 1
*
2/3 | 0.11939642715687024351060389535142816295 | 0.019418889617784157867810310035784493636
f(z) = 153/160*z^3 - 117/40*z + 1
*
[ 3/2 ] 
f(z) = 143/162*z^3 - 119/72*z + 1
*
[ 13/30 ] 
f(z) = 150/169*z^3 - 115/78*z + 1
*
[ -13/7 ] 
f(z) = 140/169*z^3 - 120/91*z + 1
*
[ 6/5 ] 
f(z) = 145/162*z^3 - 101/90*z + 1
*
[ 6/5 ] 
f(z) = 155/162*z^3 - 109/90*z + 1
*
[ 6/5 ] 
f(z) = 145/168*z^3 - 113/105*z + 1
*
[ 2/3 ] 
f(z) = 141/160*z^3 - 107/120*z + 1
*
[ 2/3 ] 
f(z) = 141/176*z^3 - 113/132*z + 1
*
[ 6/7 ] 
f(z) = 147/160*z^3 - 101/120*z + 1
*
[ 2/3 ] 
f(z) = 159/160*z^3 - 113/120*z + 1
*
[ 2/3 ] 
f(z) = 159/176*z^3 - 119/132*z + 1
*
[ 5/6 ] 
f(z) = 153/175*z^3 - 113/140*z + 1
*
[ -13/4 ] 
f(z) = 144/169*z^3 - 100/13*z + 1
*
-2 | 0.075046344256652233098926160061866204757 | 0.011570225700320537568387969268974412790
f(z) = 143/168*z^3 - 82/21*z + 1
*
-2 | 0.074607351485505933837572090020558672825 | 0.011481088350636951496988346929832302775
f(z) = 145/168*z^3 - 83/21*z + 1
*
-2 | 0.074965669055865384019876012443243706273 | 0.011494112607060399168540326973878695610
f(z) = 149/168*z^3 - 85/21*z + 1
*
-2 | 0.075090391486248149217254887060622574198 | 0.011492626001363009704044652387971312731
f(z) = 151/168*z^3 - 86/21*z + 1
*
-2 | 0.074608825743692950532006005392878522854 | 0.011378884825902540277718652388634949034
f(z) = 155/168*z^3 - 88/21*z + 1
*
-2 | 0.076037871504037226443348930347574578557 | 0.011576883302788189333066055837029229469
f(z) = 157/168*z^3 - 89/21*z + 1
*
[ 3/2 ] 
f(z) = 140/171*z^3 - 86/57*z + 1
*
[ -2 ] 
f(z) = 141/160*z^3 - 81/40*z + 1
*
[ -2 ] 
f(z) = 143/160*z^3 - 83/40*z + 1
*
[ 13/8 ] 
f(z) = 144/169*z^3 - 97/52*z + 1
*
[ -2 ] 
f(z) = 147/176*z^3 - 81/44*z + 1
*
[ 3/2 ] 
f(z) = 148/171*z^3 - 92/57*z + 1
*
[ -2 ] 
f(z) = 149/160*z^3 - 89/40*z + 1
*
[ -2 ] 
f(z) = 149/176*z^3 - 83/44*z + 1
*
[ -2 ] 
f(z) = 151/160*z^3 - 91/40*z + 1
*
[ -2 ] 
f(z) = 151/176*z^3 - 85/44*z + 1
*
[ -2 ] 
f(z) = 153/160*z^3 - 93/40*z + 1
*
[ -2 ] 
f(z) = 153/176*z^3 - 87/44*z + 1
*
[ -2 ] 
f(z) = 155/176*z^3 - 89/44*z + 1
*
[ -2 ] 
f(z) = 157/160*z^3 - 97/40*z + 1
*
[ -2 ] 
f(z) = 157/176*z^3 - 91/44*z + 1
*
[ -2 ] 
f(z) = 159/160*z^3 - 99/40*z + 1
*
[ -2 ] 
f(z) = 159/176*z^3 - 93/44*z + 1
*
[ 4/3 ] 
f(z) = 147/160*z^3 - 83/60*z + 1
*
[ 26/21 ] 
f(z) = 147/169*z^3 - 89/78*z + 1
*
[ -26/15 ] 
f(z) = 150/169*z^3 - 85/78*z + 1
*
[ 5/4 ] 
f(z) = 152/175*z^3 - 81/70*z + 1
*
[ 4/3 ] 
f(z) = 159/160*z^3 - 91/60*z + 1
*
[ 3/5 ] 
f(z) = 145/162*z^3 - 89/90*z + 1
*
[ 8/7 ] 
f(z) = 147/176*z^3 - 85/88*z + 1
*
[ 3/5 ] 
f(z) = 155/162*z^3 - 91/90*z + 1
*
[ 13/18 ] 
f(z) = 144/169*z^3 - 97/117*z + 1
*
[ 13/20 ] 
f(z) = 150/169*z^3 - 95/104*z + 1
*
[ -5/3 ] 
f(z) = 156/175*z^3 - 92/105*z + 1
*
[ 5/6 ] 
f(z) = 156/175*z^3 - 86/105*z + 1
*
[ -5/3 ] 
f(z) = 159/175*z^3 - 97/105*z + 1
*
[ 13/5 ] 
f(z) = 150/169*z^3 - 70/13*z + 1
*
[ 2 ] 
f(z) = 143/168*z^3 - 61/21*z + 1
*
[ 5/3 ] 
f(z) = 144/175*z^3 - 66/35*z + 1
*
[ 2 ] 
f(z) = 145/168*z^3 - 62/21*z + 1
*
[ 2 ] 
f(z) = 149/168*z^3 - 64/21*z + 1
*
[ 2 ] 
f(z) = 151/168*z^3 - 65/21*z + 1
*
[ 5/3 ] 
f(z) = 153/175*z^3 - 71/35*z + 1
*
[ 2 ] 
f(z) = 155/168*z^3 - 67/21*z + 1
*
[ 2 ] 
f(z) = 157/168*z^3 - 68/21*z + 1
*
[ -2 ] 
f(z) = 141/176*z^3 - 75/44*z + 1
*
[ -2 ] 
f(z) = 145/176*z^3 - 79/44*z + 1
*
-4/3 | 0.13892131911069091754596996932282139376 | 0.024136125968733536269277589018289127003
f(z) = 153/176*z^3 - 79/44*z + 1
*
[ 13/10 ] 
f(z) = 140/169*z^3 - 76/65*z + 1
*
[ 4/3 ] 
f(z) = 141/160*z^3 - 79/60*z + 1
*
[ -12/7 ] 
f(z) = 147/160*z^3 - 67/60*z + 1
*
[ 13/14 ] 
f(z) = 140/169*z^3 - 72/91*z + 1
*
[ 2/3 ] 
f(z) = 153/164*z^3 - 75/82*z + 1
*
[ 2/3 ] 
f(z) = 153/172*z^3 - 77/86*z + 1
*
[ 13/6 ] 
f(z) = 144/169*z^3 - 45/13*z + 1
*
[ -13/5 ] 
f(z) = 150/169*z^3 - 60/13*z + 1
*
[ 5/12 ] 
f(z) = 144/175*z^3 - 54/35*z + 1
*
[ -2 ] 
f(z) = 145/168*z^3 - 41/21*z + 1
*
[ -2 ] 
f(z) = 149/168*z^3 - 43/21*z + 1
*
[ -2 ] 
f(z) = 151/168*z^3 - 44/21*z + 1
*
[ -2 ] 
f(z) = 155/168*z^3 - 46/21*z + 1
*
[ -2 ] 
f(z) = 157/168*z^3 - 47/21*z + 1
*
[ 13/24 ] 
f(z) = 144/169*z^3 - 57/52*z + 1
*
-6/7 | 0.096591261860366876273497003689960680760 | 0.018445972006565639934253095597294971522
f(z) = 147/160*z^3 - 47/40*z + 1
*
[ 8/7 ] 
f(z) = 147/160*z^3 - 43/40*z + 1
*
[ 13/14 ] 
f(z) = 147/169*z^3 - 43/52*z + 1
*
[ 4/7 ] 
f(z) = 147/176*z^3 - 45/44*z + 1
*
[ 4/3 ] 
f(z) = 153/176*z^3 - 57/44*z + 1
*
[ 20/21 ] 
f(z) = 147/160*z^3 - 53/60*z + 1
*
[ -13/6 ] 
f(z) = 144/169*z^3 - 33/13*z + 1
*
[ 13/7 ] 
f(z) = 147/169*z^3 - 33/13*z + 1
*
[ -2 ] 
f(z) = 143/168*z^3 - 40/21*z + 1
*
[ 5/4 ] 
f(z) = 144/175*z^3 - 38/35*z + 1
*
[ 5/6 ] 
f(z) = 144/175*z^3 - 27/35*z + 1
*
[ 4/7 ] 
f(z) = 147/160*z^3 - 21/20*z + 1
*
[ 13/21 ] 
f(z) = 147/169*z^3 - 37/39*z + 1
*
[ 13/10 ] 
f(z) = 150/169*z^3 - 33/26*z + 1
*
[ 13/15 ] 
f(z) = 150/169*z^3 - 32/39*z + 1
*
[ 4/3 ] 
f(z) = 153/160*z^3 - 29/20*z + 1
*
[ -5/3 ] 
f(z) = 153/175*z^3 - 29/35*z + 1
*
[ 2/3 ] 
f(z) = 153/160*z^3 - 37/40*z + 1
*
[ 2/3 ] 
f(z) = 153/176*z^3 - 39/44*z + 1
*
[ 13/12 ] 
f(z) = 144/169*z^3 - 12/13*z + 1
*
[ -13/7 ] 
f(z) = 147/169*z^3 - 19/13*z + 1
*
[ -13/12 ]
f(z) = 144/169*z^3 + 12/13*z + 1
*
[ -1 ]
f(z) = 142/161*z^3 + 180/161*z + 1
*
[ 21/4 ] 
f(z) = 152/189*z^3 - 299/14*z + 1
*
-21/8 | 0.25075133531470801260768190841122016882 | 0.027978571908826192951175263127188523492
f(z) = 152/189*z^3 - 289/56*z + 1
*
[ 12/5 ] 
f(z) = 151/192*z^3 - 296/75*z + 1
*
-7/3 | 0.22801967826350761375938589855696828046 | 0.029899974272131211948137304942641505923
f(z) = 141/196*z^3 - 293/84*z + 1
*
[ 7/3 ] 
f(z) = 141/196*z^3 - 281/84*z + 1
*
-8/5 | 0.18444116033632264192291544110264484224 | 0.023769372645901173997328600499106301726
f(z) = 155/192*z^3 - 293/120*z + 1
*
[ 12/7 ] 
f(z) = 157/192*z^3 - 292/147*z + 1
*
[ 3/8 ] 
f(z) = 152/189*z^3 - 299/168*z + 1
*
[ -2 ] 
f(z) = 141/182*z^3 - 291/182*z + 1
*
[ -2 ] 
f(z) = 143/186*z^3 - 293/186*z + 1
*
[ -2 ] 
f(z) = 143/190*z^3 - 287/190*z + 1
*
[ -2 ] 
f(z) = 143/194*z^3 - 281/194*z + 1
*
[ 5/12 ] 
f(z) = 144/185*z^3 - 284/185*z + 1
*
[ -2 ] 
f(z) = 145/194*z^3 - 289/194*z + 1
*
[ -2 ] 
f(z) = 145/198*z^3 - 283/198*z + 1
*
[ 11/7 ] 
f(z) = 147/187*z^3 - 295/187*z + 1
*
[ -2 ] 
f(z) = 147/194*z^3 - 297/194*z + 1
*
[ -2 ] 
f(z) = 149/198*z^3 - 299/198*z + 1
*
[ 3/2 ] 
f(z) = 152/183*z^3 - 281/183*z + 1
*
[ 4/7 ] 
f(z) = 145/192*z^3 - 293/294*z + 1
*
[ 4/7 ] 
f(z) = 149/192*z^3 - 295/294*z + 1
*
[ 4/7 ] 
f(z) = 157/192*z^3 - 299/294*z + 1
*
[ 12/5 ] 
f(z) = 143/192*z^3 - 278/75*z + 1
*
50/21 | 0.22851667599197642264984669465631962378 | 0.029650294309303469561409245005116951863
f(z) = 147/184*z^3 - 278/69*z + 1
*
[ 2 ] 
f(z) = 155/188*z^3 - 263/94*z + 1
*
[ 2 ] 
f(z) = 155/196*z^3 - 261/98*z + 1
*
[ 2 ] 
f(z) = 157/180*z^3 - 269/90*z + 1
*
[ 2 ] 
f(z) = 157/188*z^3 - 267/94*z + 1
*
[ 2 ] 
f(z) = 157/196*z^3 - 265/98*z + 1
*
[ 2 ] 
f(z) = 159/188*z^3 - 271/94*z + 1
*
[ 2 ] 
f(z) = 159/196*z^3 - 269/98*z + 1
*
-8/5 | 0.16396854233612540523836092378125644455 | 0.021285054066915915240842916725336923688
f(z) = 145/192*z^3 - 277/120*z + 1
*
[ -21/10 ] 
f(z) = 145/189*z^3 - 267/140*z + 1
*
[ 12/7 ] 
f(z) = 145/192*z^3 - 265/147*z + 1
*
[ 12/7 ] 
f(z) = 149/192*z^3 - 274/147*z + 1
*
[ 12/29 ] 
f(z) = 145/192*z^3 - 269/174*z + 1
*
[ -2 ] 
f(z) = 141/190*z^3 - 279/190*z + 1
*
[ -2 ] 
f(z) = 141/194*z^3 - 273/194*z + 1
*
[ 3/2 ] 
f(z) = 148/183*z^3 - 272/183*z + 1
*
[ 3/2 ] 
f(z) = 148/195*z^3 - 268/195*z + 1
*
[ 3/2 ] 
f(z) = 152/195*z^3 - 277/195*z + 1
*
[ 36/31 ] 
f(z) = 155/192*z^3 - 265/279*z + 1
*
46/21 | 0.21276197995395704921353329185334953010 | 0.027890343887096702271461419196919327105
f(z) = 147/184*z^3 - 257/69*z + 1
*
[ -12/5 ] 
f(z) = 157/192*z^3 - 247/75*z + 1
*
[ 2 ] 
f(z) = 143/180*z^3 - 241/90*z + 1
*
[ 2 ] 
f(z) = 145/188*z^3 - 243/94*z + 1
*
[ 2 ] 
f(z) = 145/196*z^3 - 241/98*z + 1
*
[ 2 ] 
f(z) = 147/188*z^3 - 247/94*z + 1
*
[ 2/7 ] 
f(z) = 147/188*z^3 - 241/94*z + 1
*
[ 2 ] 
f(z) = 149/180*z^3 - 253/90*z + 1
*
[ 2 ] 
f(z) = 149/188*z^3 - 251/94*z + 1
*
[ 2 ] 
f(z) = 149/196*z^3 - 249/98*z + 1
*
[ 2 ] 
f(z) = 151/180*z^3 - 257/90*z + 1
*
[ 2 ] 
f(z) = 151/188*z^3 - 255/94*z + 1
*
[ 2 ] 
f(z) = 151/196*z^3 - 253/98*z + 1
*
[ 2 ] 
f(z) = 153/188*z^3 - 259/94*z + 1
*
[ 2 ] 
f(z) = 153/196*z^3 - 257/98*z + 1
*
[ -7/3 ] 
f(z) = 159/196*z^3 - 251/84*z + 1
*
[ 3/2 ] 
f(z) = 140/183*z^3 - 254/183*z + 1
*
[ 10/7 ] 
f(z) = 147/190*z^3 - 243/190*z + 1
*
[ 21/16 ] 
f(z) = 152/189*z^3 - 257/224*z + 1
*
[ 36/29 ] 
f(z) = 145/192*z^3 - 253/261*z + 1
*
[ 2/3 ] 
f(z) = 141/196*z^3 - 241/294*z + 1
*
[ -12/7 ] 
f(z) = 157/192*z^3 - 241/294*z + 1
*
[ 2/3 ] 
f(z) = 159/188*z^3 - 247/282*z + 1
*
[ 2/3 ] 
f(z) = 159/196*z^3 - 253/294*z + 1
*
[ 14/3 ] 
f(z) = 153/196*z^3 - 227/14*z + 1
*
[ -14/3 ] 
f(z) = 153/196*z^3 - 221/14*z + 1
*
[ -21/8 ] 
f(z) = 152/189*z^3 - 233/56*z + 1
*
[ 46/21 ] 
f(z) = 147/184*z^3 - 227/69*z + 1
*
[ -12/5 ] 
f(z) = 149/192*z^3 - 229/75*z + 1
*
[ 2 ] 
f(z) = 141/196*z^3 - 233/98*z + 1
*
[ 2 ] 
f(z) = 143/188*z^3 - 239/94*z + 1
*
[ 2 ] 
f(z) = 143/196*z^3 - 237/98*z + 1
*
[ 1/2 ] 
f(z) = 140/187*z^3 - 222/187*z + 1
*
[ 1/2 ] 
f(z) = 140/191*z^3 - 226/191*z + 1
*
[ 1/2 ] 
f(z) = 140/193*z^3 - 228/193*z + 1
*
[ 1/2 ] 
f(z) = 140/197*z^3 - 232/197*z + 1
*
[ 1/2 ] 
f(z) = 140/199*z^3 - 234/199*z + 1
*
[ 1/2 ] 
f(z) = 144/185*z^3 - 221/185*z + 1
*
[ 17/12 ] 
f(z) = 144/187*z^3 - 234/187*z + 1
*
[ 1/2 ] 
f(z) = 144/191*z^3 - 227/191*z + 1
*
[ 1/2 ] 
f(z) = 144/193*z^3 - 229/193*z + 1
*
[ 1/2 ] 
f(z) = 144/197*z^3 - 233/197*z + 1
*
[ 1/2 ] 
f(z) = 144/199*z^3 - 235/199*z + 1
*
[ 1/2 ] 
f(z) = 148/187*z^3 - 224/187*z + 1
*
[ 1/2 ] 
f(z) = 148/189*z^3 - 226/189*z + 1
*
[ 1/2 ] 
f(z) = 148/191*z^3 - 228/191*z + 1
*
[ 1/2 ] 
f(z) = 148/193*z^3 - 230/193*z + 1
*
[ 1/2 ] 
f(z) = 148/195*z^3 - 232/195*z + 1
*
[ 1/2 ] 
f(z) = 148/197*z^3 - 234/197*z + 1
*
[ 1/2 ] 
f(z) = 148/199*z^3 - 236/199*z + 1
*
[ 1/2 ] 
f(z) = 152/183*z^3 - 221/183*z + 1
*
[ 1/2 ] 
f(z) = 152/185*z^3 - 223/185*z + 1
*
[ 1/2 ] 
f(z) = 152/187*z^3 - 225/187*z + 1
*
[ 1/2 ] 
f(z) = 152/189*z^3 - 227/189*z + 1
*
[ 1/2 ] 
f(z) = 152/191*z^3 - 229/191*z + 1
*
[ 1/2 ] 
f(z) = 152/193*z^3 - 231/193*z + 1
*
[ 1/2 ] 
f(z) = 152/195*z^3 - 233/195*z + 1
*
[ 1/2 ] 
f(z) = 152/197*z^3 - 235/197*z + 1
*
[ 1/2 ] 
f(z) = 152/199*z^3 - 237/199*z + 1
*
[ 4/3 ] 
f(z) = 153/188*z^3 - 225/188*z + 1
*
[ 4/3 ] 
f(z) = 153/196*z^3 - 223/196*z + 1
*
[ 1/2 ] 
f(z) = 156/185*z^3 - 224/185*z + 1
*
[ 1/2 ] 
f(z) = 156/187*z^3 - 226/187*z + 1
*
[ 1/2 ] 
f(z) = 156/191*z^3 - 230/191*z + 1
*
[ 1/2 ] 
f(z) = 156/193*z^3 - 232/193*z + 1
*
[ 1/2 ] 
f(z) = 156/197*z^3 - 236/197*z + 1
*
[ 1/2 ] 
f(z) = 156/199*z^3 - 238/199*z + 1
*
[ 6/5 ] 
f(z) = 145/192*z^3 - 221/240*z + 1
*
[ 6/5 ] 
f(z) = 155/192*z^3 - 239/240*z + 1
*
[ 2/3 ] 
f(z) = 147/188*z^3 - 239/282*z + 1
*
[ -7/3 ] 
f(z) = 141/196*z^3 - 209/84*z + 1
*
[ 8/5 ] 
f(z) = 155/192*z^3 - 203/120*z + 1
*
[ 1/2 ] 
f(z) = 140/181*z^3 - 216/181*z + 1
*
[ 1/2 ] 
f(z) = 140/183*z^3 - 218/183*z + 1
*
[ 1/2 ] 
f(z) = 144/181*z^3 - 217/181*z + 1
*
[ 1/2 ] 
f(z) = 148/181*z^3 - 218/181*z + 1
*
[ 1/2 ] 
f(z) = 148/183*z^3 - 220/183*z + 1
*
[ 1/2 ] 
f(z) = 152/181*z^3 - 219/181*z + 1
*
[ 1/2 ] 
f(z) = 156/181*z^3 - 220/181*z + 1
*
[ 8/11 ] 
f(z) = 143/192*z^3 - 203/264*z + 1
*
[ -12/7 ] 
f(z) = 147/184*z^3 - 211/276*z + 1
*
[ 6/7 ] 
f(z) = 147/188*z^3 - 209/282*z + 1
*
-2 | 0.077017387011970368546318099586976408352 | 0.011696253141903471297154987710247133676
f(z) = 157/192*z^3 - 181/48*z + 1
*
[ 4/13 ] 
f(z) = 143/192*z^3 - 181/78*z + 1
*
[ 2/5 ] 
f(z) = 145/184*z^3 - 187/115*z + 1
*
[ 3/8 ] 
f(z) = 148/189*z^3 - 199/112*z + 1
*
[ 2/5 ] 
f(z) = 155/184*z^3 - 188/115*z + 1
*
[ 8/5 ] 
f(z) = 145/192*z^3 - 187/120*z + 1
*
[ 14/9 ] 
f(z) = 153/196*z^3 - 193/126*z + 1
*
[ 5/4 ] 
f(z) = 144/185*z^3 - 188/185*z + 1
*
[ -11/6 ] 
f(z) = 144/187*z^3 - 195/187*z + 1
*
[ 4/7 ] 
f(z) = 147/188*z^3 - 189/188*z + 1
*
[ 6/5 ] 
f(z) = 145/189*z^3 - 197/210*z + 1
*
[ 2/3 ] 
f(z) = 155/184*z^3 - 181/207*z + 1
*
[ 21/31 ] 
f(z) = 155/189*z^3 - 185/217*z + 1
*
[ 2/3 ] 
f(z) = 157/184*z^3 - 182/207*z + 1
*
[ 7/9 ] 
f(z) = 153/196*z^3 - 191/252*z + 1
*
-2 | 0.080351222616544331569098629772712588767 | 0.012353576667076561499812068006982563117
f(z) = 143/192*z^3 - 167/48*z + 1
*
-2 | 0.080202172908873011105121757997949953109 | 0.012308133287784151493921455676472361135
f(z) = 145/192*z^3 - 169/48*z + 1
*
-2 | 0.079775547744061265565764747757958090285 | 0.012198868290053142345490744468575194411
f(z) = 149/192*z^3 - 173/48*z + 1
*
-2 | 0.079469054620625663614612683911529428610 | 0.012130679301171954784853504505106795790
f(z) = 151/192*z^3 - 175/48*z + 1
*
-2 | 0.078437927187548228254582114916405291012 | 0.011932117960617813765706330863614962648
f(z) = 155/192*z^3 - 179/48*z + 1
*
[ -46/21 ] 
f(z) = 147/184*z^3 - 164/69*z + 1
*
[ -2 ] 
f(z) = 149/180*z^3 - 163/90*z + 1
*
[ -2 ] 
f(z) = 151/180*z^3 - 167/90*z + 1
*
[ -2 ] 
f(z) = 151/188*z^3 - 161/94*z + 1
*
[ -2 ] 
f(z) = 153/188*z^3 - 165/94*z + 1
*
[ -2 ] 
f(z) = 155/188*z^3 - 169/94*z + 1
*
[ -2 ] 
f(z) = 155/196*z^3 - 163/98*z + 1
*
[ -2 ] 
f(z) = 157/180*z^3 - 179/90*z + 1
*
[ -2 ] 
f(z) = 157/188*z^3 - 173/94*z + 1
*
[ -2 ] 
f(z) = 157/196*z^3 - 167/98*z + 1
*
[ -2 ] 
f(z) = 159/188*z^3 - 177/94*z + 1
*
[ -2 ] 
f(z) = 159/196*z^3 - 171/98*z + 1
*
[ 6/11 ] 
f(z) = 143/189*z^3 - 163/154*z + 1
*
[ 7/5 ] 
f(z) = 145/196*z^3 - 163/140*z + 1
*
[ 7/5 ] 
f(z) = 155/196*z^3 - 177/140*z + 1
*
[ 3/5 ] 
f(z) = 142/189*z^3 - 164/175*z + 1
*
[ 3/5 ] 
f(z) = 148/189*z^3 - 166/175*z + 1
*
[ 3/5 ] 
f(z) = 151/189*z^3 - 167/175*z + 1
*
[ 3/5 ] 
f(z) = 157/189*z^3 - 169/175*z + 1
*
[ 8/7 ] 
f(z) = 147/184*z^3 - 169/184*z + 1
*
[ 2/3 ] 
f(z) = 153/190*z^3 - 163/190*z + 1
*
[ 2/3 ] 
f(z) = 153/194*z^3 - 165/194*z + 1
*
[ 2/3 ] 
f(z) = 143/184*z^3 - 175/207*z + 1
*
[ 2/3 ] 
f(z) = 145/184*z^3 - 176/207*z + 1
*
[ 2/3 ] 
f(z) = 149/184*z^3 - 178/207*z + 1
*
[ 2/3 ] 
f(z) = 151/184*z^3 - 179/207*z + 1
*
[ 14/17 ] 
f(z) = 153/196*z^3 - 177/238*z + 1
*
-12/5 | 0.24858741831028905432089318812803674774 | 0.029170142206783866503905174454096939034
f(z) = 155/192*z^3 - 157/30*z + 1
*
[ 3 ] 
f(z) = 157/189*z^3 - 143/21*z + 1
*
[ -2 ] 
f(z) = 143/180*z^3 - 151/90*z + 1
*
[ -2 ] 
f(z) = 143/188*z^3 - 145/94*z + 1
*
[ 21/13 ] 
f(z) = 143/189*z^3 - 145/91*z + 1
*
[ -2 ] 
f(z) = 145/188*z^3 - 149/94*z + 1
*
[ -2 ] 
f(z) = 145/196*z^3 - 143/98*z + 1
*
[ -2 ] 
f(z) = 147/188*z^3 - 153/94*z + 1
*
[ -2 ] 
f(z) = 149/188*z^3 - 157/94*z + 1
*
[ -2 ] 
f(z) = 149/196*z^3 - 151/98*z + 1
*
[ -2 ] 
f(z) = 151/196*z^3 - 155/98*z + 1
*
[ -2 ] 
f(z) = 153/196*z^3 - 159/98*z + 1
*
[ 10/7 ] 
f(z) = 147/184*z^3 - 153/115*z + 1
*
[ 4/7 ] 
f(z) = 143/192*z^3 - 146/147*z + 1
*
[ 14/11 ] 
f(z) = 143/196*z^3 - 149/154*z + 1
*
[ 4/7 ] 
f(z) = 151/192*z^3 - 148/147*z + 1
*
[ 4/7 ] 
f(z) = 155/192*z^3 - 149/147*z + 1
*
[ 14/13 ] 
f(z) = 143/196*z^3 - 141/182*z + 1
*
[ 5/7 ] 
f(z) = 147/185*z^3 - 149/185*z + 1
*
[ 5/7 ] 
f(z) = 147/190*z^3 - 151/190*z + 1
*
[ 2/3 ] 
f(z) = 153/182*z^3 - 159/182*z + 1
*
[ 21/29 ] 
f(z) = 145/189*z^3 - 159/203*z + 1
*
[ 3 ] 
f(z) = 142/189*z^3 - 128/21*z + 1
*
4/11 | 0.16308726378428393853035613511839490044 | 0.018114627644580052658618128885512211229
f(z) = 143/192*z^3 - 127/33*z + 1
*
[ 3 ] 
f(z) = 145/189*z^3 - 131/21*z + 1
*
[ 3 ] 
f(z) = 148/189*z^3 - 134/21*z + 1
*
[ -3 ] 
f(z) = 149/189*z^3 - 121/21*z + 1
*
[ 3 ] 
f(z) = 151/189*z^3 - 137/21*z + 1
*
[ -3 ] 
f(z) = 152/189*z^3 - 124/21*z + 1
*
[ -3 ] 
f(z) = 155/189*z^3 - 127/21*z + 1
*
[ -3 ] 
f(z) = 158/189*z^3 - 130/21*z + 1
*
[ 2 ] 
f(z) = 145/192*z^3 - 121/48*z + 1
*
[ 2 ] 
f(z) = 149/192*z^3 - 125/48*z + 1
*
[ 2 ] 
f(z) = 151/192*z^3 - 127/48*z + 1
*
[ 2 ] 
f(z) = 155/192*z^3 - 131/48*z + 1
*
[ 2 ] 
f(z) = 157/192*z^3 - 133/48*z + 1
*
[ -2 ] 
f(z) = 141/196*z^3 - 135/98*z + 1
*
[ -2 ] 
f(z) = 143/196*z^3 - 139/98*z + 1
*
[ 3/2 ] 
f(z) = 149/189*z^3 - 121/84*z + 1
*
[ 3/2 ] 
f(z) = 155/189*z^3 - 127/84*z + 1
*
[ 3/4 ] 
f(z) = 142/189*z^3 - 127/168*z + 1
*
[ 5/6 ] 
f(z) = 144/185*z^3 - 137/185*z + 1
*
[ 11/12 ] 
f(z) = 144/187*z^3 - 138/187*z + 1
*
[ -3 ] 
f(z) = 143/189*z^3 - 115/21*z + 1
*
[ 12/5 ] 
f(z) = 145/192*z^3 - 113/30*z + 1
*
[ -3 ] 
f(z) = 146/189*z^3 - 118/21*z + 1
*
[ 7/3 ] 
f(z) = 153/196*z^3 - 103/28*z + 1
*
[ 2 ] 
f(z) = 143/192*z^3 - 119/48*z + 1
*
[ 3/2 ] 
f(z) = 143/189*z^3 - 115/84*z + 1
*
[ 4/3 ] 
f(z) = 153/184*z^3 - 113/92*z + 1
*
[ 7/6 ] 
f(z) = 153/196*z^3 - 103/112*z + 1
*
[ 3/5 ] 
f(z) = 155/189*z^3 - 101/105*z + 1
*
[ 21/19 ] 
f(z) = 152/189*z^3 - 118/133*z + 1
*
[ 4/5 ] 
f(z) = 143/192*z^3 - 109/150*z + 1
*
[ 4/5 ] 
f(z) = 151/192*z^3 - 113/150*z + 1
*
[ -12/7 ] 
f(z) = 155/192*z^3 - 116/147*z + 1
*
-2 | 0.099555284032073873544714814006220013182 | 0.015348876981552737755928638056063584096
f(z) = 141/184*z^3 - 82/23*z + 1
*
-2 | 0.099301491558425152893565690968148315873 | 0.015281191132401948301949050640575135272
f(z) = 143/184*z^3 - 83/23*z + 1
*
-2 | 0.098970008738132229810860071021508739286 | 0.015202163041993695315309035769013456998
f(z) = 145/184*z^3 - 84/23*z + 1
*
-2 | 0.098513318284078457121929438151975423481 | 0.015104556364441409602406181123389942524
f(z) = 147/184*z^3 - 85/23*z + 1
*
-2 | 0.097779714679873375741382355576241163734 | 0.014965239481293274053516632374485529744
f(z) = 149/184*z^3 - 86/23*z + 1
*
-2 | 0.096728395414067664545695028856316879796 | 0.014778186106733608600994130184499584915
f(z) = 151/184*z^3 - 87/23*z + 1
*
-2 | 0.096575193669333604044232381708429365838 | 0.014729061808019088659585892564056210715
f(z) = 153/184*z^3 - 88/23*z + 1
*
-2 | 0.097109322656931115705639598209323881155 | 0.014785044265112103625403519290985984425
f(z) = 155/184*z^3 - 89/23*z + 1
*
[ -12/5 ] 
f(z) = 155/192*z^3 - 97/30*z + 1
*
-2 | 0.096996292254421537162882458951089077326 | 0.014742755539925205194004113410946860528
f(z) = 157/184*z^3 - 90/23*z + 1
*
-2 | 0.096626820200729667782703581880728334846 | 0.014661973632778097527248029222998158835
f(z) = 159/184*z^3 - 91/23*z + 1
*
[ -2 ] 
f(z) = 155/192*z^3 - 83/48*z + 1
*
[ -2 ] 
f(z) = 157/192*z^3 - 85/48*z + 1
*
[ -21/11 ] 
f(z) = 143/189*z^3 - 95/77*z + 1
*
[ 4/7 ] 
f(z) = 147/184*z^3 - 93/92*z + 1
*
[ 2/3 ] 
f(z) = 153/188*z^3 - 81/94*z + 1
*
[ 2/3 ] 
f(z) = 153/196*z^3 - 83/98*z + 1
*
[ 3/4 ] 
f(z) = 143/189*z^3 - 85/112*z + 1
*
[ 3/4 ] 
f(z) = 149/189*z^3 - 87/112*z + 1
*
[ 3/4 ] 
f(z) = 155/189*z^3 - 89/112*z + 1
*
[ 4 ] 
f(z) = 143/192*z^3 - 67/6*z + 1
*
-12/5 | 0.20210958827241285548638914915205985344 | 0.023881699858697960125808169899838851598
f(z) = 145/192*z^3 - 74/15*z + 1
*
[ -4 ] 
f(z) = 145/192*z^3 - 65/6*z + 1
*
[ -4 ] 
f(z) = 149/192*z^3 - 67/6*z + 1
*
[ 4 ] 
f(z) = 151/192*z^3 - 71/6*z + 1
*
[ 4 ] 
f(z) = 155/192*z^3 - 73/6*z + 1
*
[ 12/5 ] 
f(z) = 155/192*z^3 - 61/15*z + 1
*
[ -4 ] 
f(z) = 157/192*z^3 - 71/6*z + 1
*
[ 4/11 ] 
f(z) = 143/192*z^3 - 61/33*z + 1
*
[ 2 ] 
f(z) = 145/184*z^3 - 61/23*z + 1
*
[ 2 ] 
f(z) = 147/184*z^3 - 62/23*z + 1
*
[ 2 ] 
f(z) = 149/184*z^3 - 63/23*z + 1
*
[ 2 ] 
f(z) = 151/184*z^3 - 64/23*z + 1
*
[ 2 ] 
f(z) = 153/184*z^3 - 65/23*z + 1
*
[ -7/3 ] 
f(z) = 153/196*z^3 - 79/28*z + 1
*
[ 2 ] 
f(z) = 155/184*z^3 - 66/23*z + 1
*
[ 2 ] 
f(z) = 157/184*z^3 - 67/23*z + 1
*
[ 2 ] 
f(z) = 159/184*z^3 - 68/23*z + 1
*
[ -2 ] 
f(z) = 143/192*z^3 - 71/48*z + 1
*
[ -2 ] 
f(z) = 145/192*z^3 - 73/48*z + 1
*
[ -2 ] 
f(z) = 149/192*z^3 - 77/48*z + 1
*
[ 4/3 ] 
f(z) = 149/192*z^3 - 61/54*z + 1
*
[ -2 ] 
f(z) = 151/192*z^3 - 79/48*z + 1
*
[ 4/3 ] 
f(z) = 157/192*z^3 - 65/54*z + 1
*
[ 3/2 ] 
f(z) = 158/189*z^3 - 65/42*z + 1
*
[ 6/5 ] 
f(z) = 155/189*z^3 - 71/70*z + 1
*
[ 2/3 ] 
f(z) = 159/184*z^3 - 61/69*z + 1
*
[ 3/4 ] 
f(z) = 148/189*z^3 - 65/84*z + 1
*
[ 3 ] 
f(z) = 143/189*z^3 - 43/7*z + 1
*
-12/5 | 0.23256959684394798150390067357272179690 | 0.028236731730010924242029297300647791402
f(z) = 145/192*z^3 - 59/15*z + 1
*
[ -12/5 ] 
f(z) = 145/192*z^3 - 44/15*z + 1
*
4/5 | 0.23449455576224264187280795690243798419 | 0.029786712187282121022121295566489700921
f(z) = 145/192*z^3 - 41/15*z + 1
*
[ 3 ] 
f(z) = 146/189*z^3 - 44/7*z + 1
*
[ 3 ] 
f(z) = 149/189*z^3 - 45/7*z + 1
*
[ -3 ] 
f(z) = 151/189*z^3 - 41/7*z + 1
*
[ 3 ] 
f(z) = 152/189*z^3 - 46/7*z + 1
*
[ 3 ] 
f(z) = 155/189*z^3 - 47/7*z + 1
*
[ -3 ] 
f(z) = 157/189*z^3 - 43/7*z + 1
*
[ 3 ] 
f(z) = 158/189*z^3 - 48/7*z + 1
*
[ 2 ] 
f(z) = 141/184*z^3 - 59/23*z + 1
*
[ 2 ] 
f(z) = 143/184*z^3 - 60/23*z + 1
*
[ 2/7 ] 
f(z) = 147/184*z^3 - 59/23*z + 1
*
[ -2 ] 
f(z) = 151/184*z^3 - 41/23*z + 1
*
[ 3/2 ] 
f(z) = 151/189*z^3 - 41/28*z + 1
*
[ -2 ] 
f(z) = 153/184*z^3 - 42/23*z + 1
*
[ -2 ] 
f(z) = 155/184*z^3 - 43/23*z + 1
*
[ -2 ] 
f(z) = 157/184*z^3 - 44/23*z + 1
*
[ 3/2 ] 
f(z) = 157/189*z^3 - 43/28*z + 1
*
[ -2 ] 
f(z) = 159/184*z^3 - 45/23*z + 1
*
[ 4/3 ] 
f(z) = 145/192*z^3 - 59/54*z + 1
*
[ 3/2 ] 
f(z) = 146/189*z^3 - 59/42*z + 1
*
[ 3/4 ] 
f(z) = 146/189*z^3 - 43/56*z + 1
*
[ 3/4 ] 
f(z) = 158/189*z^3 - 45/56*z + 1
*
[ 2/3 ] 
f(z) = 141/184*z^3 - 58/69*z + 1
*
[ 12/11 ] 
f(z) = 143/192*z^3 - 53/66*z + 1
*
[ 2/3 ] 
f(z) = 147/184*z^3 - 59/69*z + 1
*
[ 6/7 ] 
f(z) = 147/184*z^3 - 52/69*z + 1
*
[ 4/5 ] 
f(z) = 149/192*z^3 - 56/75*z + 1
*
[ 4/5 ] 
f(z) = 157/192*z^3 - 58/75*z + 1
*
[ -3 ] 
f(z) = 142/189*z^3 - 38/7*z + 1
*
[ -4 ] 
f(z) = 143/192*z^3 - 32/3*z + 1
*
[ -3 ] 
f(z) = 145/189*z^3 - 39/7*z + 1
*
[ 4 ] 
f(z) = 145/192*z^3 - 34/3*z + 1
*
[ -3 ] 
f(z) = 148/189*z^3 - 40/7*z + 1
*
[ 4 ] 
f(z) = 149/192*z^3 - 35/3*z + 1
*
[ -4 ] 
f(z) = 151/192*z^3 - 34/3*z + 1
*
[ -4 ] 
f(z) = 155/192*z^3 - 35/3*z + 1
*
[ 4 ] 
f(z) = 157/192*z^3 - 37/3*z + 1
*
[ -2 ] 
f(z) = 141/184*z^3 - 36/23*z + 1
*
[ -2 ] 
f(z) = 143/184*z^3 - 37/23*z + 1
*
[ 4/3 ] 
f(z) = 143/192*z^3 - 29/27*z + 1
*
[ 12/13 ] 
f(z) = 143/192*z^3 - 28/39*z + 1
*
[ -2 ] 
f(z) = 145/184*z^3 - 38/23*z + 1
*
[ 3/2 ] 
f(z) = 145/189*z^3 - 39/28*z + 1
*
[ 3/5 ] 
f(z) = 145/189*z^3 - 33/35*z + 1
*
[ -2 ] 
f(z) = 147/184*z^3 - 39/23*z + 1
*
[ -2 ] 
f(z) = 149/184*z^3 - 40/23*z + 1
*
[ 4/3 ] 
f(z) = 151/192*z^3 - 31/27*z + 1
*
[ 3/2 ] 
f(z) = 152/189*z^3 - 31/21*z + 1
*
[ 4/3 ] 
f(z) = 155/192*z^3 - 32/27*z + 1
*
[ 4/5 ] 
f(z) = 155/192*z^3 - 23/30*z + 1
*
[ 3/2 ] 
f(z) = 142/189*z^3 - 19/14*z + 1
*
[ 4/5 ] 
f(z) = 145/192*z^3 - 11/15*z + 1
*
[ 3/2 ] 
f(z) = 148/189*z^3 - 10/7*z + 1
*
[ 3/4 ] 
f(z) = 152/189*z^3 - 11/14*z + 1
*
[ 2/3 ] 
f(z) = 153/184*z^3 - 20/23*z + 1
*
[ -1 ]
f(z) = 142/181*z^3 + 220/181*z + 1
*
[ -10/3 ] 
f(z) = 143/200*z^3 - 299/45*z + 1
*
20/21 | 0.21783831395651996756905599726291063311 | 0.027407830543854342820374940338668716148
f(z) = 147/200*z^3 - 283/60*z + 1
*
0 | 0.19537736545233218659966654967362753743 | 0.028970292231256874955387521734603577905
f(z) = 149/210*z^3 - 283/70*z + 1
*
-5/3 | 0.20884178811962852912881443244876009553 | 0.028786368576043903993778749253359646628
f(z) = 141/200*z^3 - 283/120*z + 1
*
-5/3 | 0.17890375377861035786584951605383708565 | 0.024542292520587969102305203443604562317
f(z) = 147/200*z^3 - 293/120*z + 1
*
-2/7 | 0.20153286239718516214744756681868491667 | 0.028492178362677161598240966569784200093
f(z) = 147/208*z^3 - 295/156*z + 1
*
-44/21 | 0.20153293577198735124998560811315485012 | 0.028575203012449199827428684617565672259
f(z) = 147/208*z^3 - 289/156*z + 1
*
[ 19/12 ] 
f(z) = 144/209*z^3 - 284/209*z + 1
*
[ -2 ] 
f(z) = 147/202*z^3 - 285/202*z + 1
*
[ 11/7 ] 
f(z) = 147/209*z^3 - 287/209*z + 1
*
[ -2 ] 
f(z) = 149/202*z^3 - 293/202*z + 1
*
[ -2 ] 
f(z) = 149/206*z^3 - 287/206*z + 1
*
[ -2 ] 
f(z) = 149/210*z^3 - 281/210*z + 1
*
[ -2 ] 
f(z) = 151/206*z^3 - 295/206*z + 1
*
[ -2 ] 
f(z) = 151/210*z^3 - 289/210*z + 1
*
[ -2 ] 
f(z) = 151/214*z^3 - 283/214*z + 1
*
[ -2 ] 
f(z) = 153/214*z^3 - 291/214*z + 1
*
[ -2 ] 
f(z) = 153/218*z^3 - 285/218*z + 1
*
[ -2 ] 
f(z) = 155/214*z^3 - 299/214*z + 1
*
[ -2 ] 
f(z) = 155/218*z^3 - 293/218*z + 1
*
[ 10/7 ] 
f(z) = 143/200*z^3 - 284/245*z + 1
*
[ 10/7 ] 
f(z) = 149/200*z^3 - 299/245*z + 1
*
[ 10/7 ] 
f(z) = 147/208*z^3 - 297/260*z + 1
*
3 | 0.24324873443029364306179626387531435227 | 0.027429971142636012680235004018468617080
f(z) = 145/216*z^3 - 263/40*z + 1
*
3/5 | 0.14781346375665459092819438207084903958 | 0.016571286658835422141275649290726650852
f(z) = 155/216*z^3 - 277/40*z + 1
*
[ 50/21 ] 
f(z) = 147/200*z^3 - 269/75*z + 1
*
[ 2/7 ] 
f(z) = 147/212*z^3 - 271/106*z + 1
*
[ -12/5 ] 
f(z) = 151/216*z^3 - 261/100*z + 1
*
[ 2 ] 
f(z) = 157/204*z^3 - 263/102*z + 1
*
[ 2 ] 
f(z) = 157/212*z^3 - 261/106*z + 1
*
[ -12/5 ] 
f(z) = 157/216*z^3 - 277/100*z + 1
*
[ 40/21 ] 
f(z) = 147/200*z^3 - 263/120*z + 1
*
6/5 | 0.22594920064792709601056318752574013014 | 0.020618107999650009427062864538192528751
f(z) = 145/216*z^3 - 266/145*z + 1
*
[ -2 ] 
f(z) = 141/202*z^3 - 261/202*z + 1
*
[ -2 ] 
f(z) = 143/202*z^3 - 269/202*z + 1
*
[ -2 ] 
f(z) = 143/206*z^3 - 263/206*z + 1
*
[ -2 ] 
f(z) = 145/202*z^3 - 277/202*z + 1
*
[ -2 ] 
f(z) = 145/206*z^3 - 271/206*z + 1
*
[ -2 ] 
f(z) = 147/206*z^3 - 279/206*z + 1
*
[ -2 ] 
f(z) = 147/214*z^3 - 267/214*z + 1
*
[ -2 ] 
f(z) = 147/218*z^3 - 261/218*z + 1
*
[ 3/2 ] 
f(z) = 148/201*z^3 - 266/201*z + 1
*
[ 3/2 ] 
f(z) = 148/213*z^3 - 262/213*z + 1
*
[ -2 ] 
f(z) = 149/214*z^3 - 275/214*z + 1
*
[ -2 ] 
f(z) = 149/218*z^3 - 269/218*z + 1
*
[ -2 ] 
f(z) = 151/218*z^3 - 277/218*z + 1
*
[ 3/2 ] 
f(z) = 152/201*z^3 - 275/201*z + 1
*
[ 3/2 ] 
f(z) = 152/213*z^3 - 271/213*z + 1
*
[ 3/2 ] 
f(z) = 152/219*z^3 - 269/219*z + 1
*
[ 10/7 ] 
f(z) = 141/200*z^3 - 279/245*z + 1
*
[ 18/31 ] 
f(z) = 155/216*z^3 - 269/279*z + 1
*
[ 2 ] 
f(z) = 147/212*z^3 - 241/106*z + 1
*
[ 2 ] 
f(z) = 149/204*z^3 - 247/102*z + 1
*
[ 2 ] 
f(z) = 149/212*z^3 - 245/106*z + 1
*
[ 2 ] 
f(z) = 151/204*z^3 - 251/102*z + 1
*
[ 2 ] 
f(z) = 151/212*z^3 - 249/106*z + 1
*
[ 2 ] 
f(z) = 153/212*z^3 - 253/106*z + 1
*
[ 2 ] 
f(z) = 155/204*z^3 - 259/102*z + 1
*
[ 2 ] 
f(z) = 155/212*z^3 - 257/106*z + 1
*
-4/3 | 0.14820313520839881793434804783667758927 | 0.021442209729369353595069271946763267992
f(z) = 159/208*z^3 - 251/156*z + 1
*
[ 3/2 ] 
f(z) = 140/201*z^3 - 248/201*z + 1
*
[ 1/2 ] 
f(z) = 140/207*z^3 - 242/207*z + 1
*
[ 1/2 ] 
f(z) = 140/209*z^3 - 244/209*z + 1
*
[ 1/2 ] 
f(z) = 140/211*z^3 - 246/211*z + 1
*
[ 1/2 ] 
f(z) = 140/213*z^3 - 248/213*z + 1
*
[ 3/2 ] 
f(z) = 140/213*z^3 - 244/213*z + 1
*
[ 1/2 ] 
f(z) = 140/219*z^3 - 254/219*z + 1
*
[ 3/2 ] 
f(z) = 140/219*z^3 - 242/219*z + 1
*
[ -2 ] 
f(z) = 141/206*z^3 - 255/206*z + 1
*
[ -2 ] 
f(z) = 141/214*z^3 - 243/214*z + 1
*
[ -2 ] 
f(z) = 143/210*z^3 - 257/210*z + 1
*
[ -2 ] 
f(z) = 143/214*z^3 - 251/214*z + 1
*
[ -2 ] 
f(z) = 143/218*z^3 - 245/218*z + 1
*
[ 1/2 ] 
f(z) = 144/205*z^3 - 241/205*z + 1
*
[ 1/2 ] 
f(z) = 144/209*z^3 - 245/209*z + 1
*
[ 1/2 ] 
f(z) = 144/211*z^3 - 247/211*z + 1
*
[ 1/2 ] 
f(z) = 144/215*z^3 - 251/215*z + 1
*
[ 1/2 ] 
f(z) = 144/217*z^3 - 253/217*z + 1
*
[ -2 ] 
f(z) = 145/214*z^3 - 259/214*z + 1
*
[ -2 ] 
f(z) = 145/218*z^3 - 253/218*z + 1
*
[ 1/2 ] 
f(z) = 148/205*z^3 - 242/205*z + 1
*
[ 1/2 ] 
f(z) = 148/207*z^3 - 244/207*z + 1
*
[ 1/2 ] 
f(z) = 148/209*z^3 - 246/209*z + 1
*
[ 1/2 ] 
f(z) = 148/211*z^3 - 248/211*z + 1
*
[ 1/2 ] 
f(z) = 148/213*z^3 - 250/213*z + 1
*
[ 1/2 ] 
f(z) = 148/215*z^3 - 252/215*z + 1
*
[ 1/2 ] 
f(z) = 148/217*z^3 - 254/217*z + 1
*
[ 3/2 ] 
f(z) = 148/219*z^3 - 260/219*z + 1
*
[ 1/2 ] 
f(z) = 148/219*z^3 - 256/219*z + 1
*
[ 1/2 ] 
f(z) = 152/203*z^3 - 241/203*z + 1
*
[ 1/2 ] 
f(z) = 152/205*z^3 - 243/205*z + 1
*
[ 1/2 ] 
f(z) = 152/207*z^3 - 245/207*z + 1
*
[ 1/2 ] 
f(z) = 152/211*z^3 - 249/211*z + 1
*
[ 1/2 ] 
f(z) = 152/213*z^3 - 251/213*z + 1
*
[ 1/2 ] 
f(z) = 152/215*z^3 - 253/215*z + 1
*
[ 1/2 ] 
f(z) = 152/217*z^3 - 255/217*z + 1
*
[ 1/2 ] 
f(z) = 152/219*z^3 - 257/219*z + 1
*
[ 1/2 ] 
f(z) = 156/203*z^3 - 242/203*z + 1
*
[ 1/2 ] 
f(z) = 156/205*z^3 - 244/205*z + 1
*
[ 1/2 ] 
f(z) = 156/209*z^3 - 248/209*z + 1
*
[ 1/2 ] 
f(z) = 156/211*z^3 - 250/211*z + 1
*
[ 1/2 ] 
f(z) = 156/215*z^3 - 254/215*z + 1
*
[ 1/2 ] 
f(z) = 156/217*z^3 - 256/217*z + 1
*
[ 30/11 ] 
f(z) = 143/216*z^3 - 236/55*z + 1
*
[ 3/11 ] 
f(z) = 143/216*z^3 - 239/88*z + 1
*
[ 2 ] 
f(z) = 141/212*z^3 - 229/106*z + 1
*
[ 2 ] 
f(z) = 143/204*z^3 - 235/102*z + 1
*
[ 2 ] 
f(z) = 143/212*z^3 - 233/106*z + 1
*
[ 2 ] 
f(z) = 145/204*z^3 - 239/102*z + 1
*
[ 2 ] 
f(z) = 145/212*z^3 - 237/106*z + 1
*
3/5 | 0.21299449270992040300958298313209045421 | 0.027911936016339661953795415525710420506
f(z) = 145/216*z^3 - 229/120*z + 1
*
[ -15/7 ] 
f(z) = 147/200*z^3 - 229/120*z + 1
*
-4/3 | 0.19384142212267391566350723723201226087 | 0.028459032057587068202220841237643687430
f(z) = 141/208*z^3 - 227/156*z + 1
*
-4/3 | 0.15961296534107281479718314448619489903 | 0.023315186396681617147941103741763994981
f(z) = 147/208*z^3 - 235/156*z + 1
*
[ 6/13 ] 
f(z) = 149/216*z^3 - 222/169*z + 1
*
[ 6/13 ] 
f(z) = 155/216*z^3 - 223/169*z + 1
*
[ 1/2 ] 
f(z) = 140/201*z^3 - 236/201*z + 1
*
[ -2 ] 
f(z) = 141/218*z^3 - 237/218*z + 1
*
[ 1/2 ] 
f(z) = 144/203*z^3 - 239/203*z + 1
*
[ 42/29 ] 
f(z) = 145/216*z^3 - 223/203*z + 1
*
[ 1/2 ] 
f(z) = 148/201*z^3 - 238/201*z + 1
*
[ 1/2 ] 
f(z) = 148/203*z^3 - 240/203*z + 1
*
[ 7/5 ] 
f(z) = 150/203*z^3 - 236/203*z + 1
*
[ 7/5 ] 
f(z) = 150/217*z^3 - 232/217*z + 1
*
[ 1/2 ] 
f(z) = 152/201*z^3 - 239/201*z + 1
*
[ 42/31 ] 
f(z) = 155/216*z^3 - 229/217*z + 1
*
[ 18/29 ] 
f(z) = 145/216*z^3 - 227/261*z + 1
*
2/3 | 0.22157886269199795836294552391293632383 | 0.029816973124199761191400101550712883183
f(z) = 141/200*z^3 - 211/75*z + 1
*
[ -50/21 ] 
f(z) = 147/200*z^3 - 206/75*z + 1
*
[ 2/5 ] 
f(z) = 145/216*z^3 - 217/135*z + 1
*
[ 2/5 ] 
f(z) = 155/216*z^3 - 218/135*z + 1
*
[ 5/3 ] 
f(z) = 159/200*z^3 - 217/120*z + 1
*
42/29 | 0.22971348885629992241788133705032899383 | 0.021433270276799079109846100241947997929
f(z) = 145/216*z^3 - 209/145*z + 1
*
20/21 | 0.20153280258273349063070476940761303823 | 0.029785263421677972701706891750175978690
f(z) = 147/208*z^3 - 217/156*z + 1
*
[ 7/12 ] 
f(z) = 144/217*z^3 - 204/217*z + 1
*
[ 4/7 ] 
f(z) = 147/212*z^3 - 207/212*z + 1
*
[ 4/3 ] 
f(z) = 153/212*z^3 - 219/212*z + 1
*
[ -30/17 ] 
f(z) = 153/200*z^3 - 208/255*z + 1
*
[ 3/4 ] 
f(z) = 148/207*z^3 - 203/276*z + 1
*
[ 30/7 ] 
f(z) = 147/200*z^3 - 191/15*z + 1
*
[ -30/7 ] 
f(z) = 147/200*z^3 - 184/15*z + 1
*
-2 | 0.10217300898725819640411517496228772551 | 0.015516514176197796692197781212961363251
f(z) = 155/208*z^3 - 181/52*z + 1
*
-2 | 0.10203451104751470302210064382318339037 | 0.015469664406136301615123702816997212321
f(z) = 157/208*z^3 - 183/52*z + 1
*
-2 | 0.10186358663343078961648475047617539683 | 0.015418341180865215612782348318404545787
f(z) = 159/208*z^3 - 185/52*z + 1
*
[ 12/5 ] 
f(z) = 145/216*z^3 - 197/60*z + 1
*
[ 24/13 ] 
f(z) = 143/216*z^3 - 187/104*z + 1
*
[ 5/3 ] 
f(z) = 141/200*z^3 - 187/120*z + 1
*
[ 5/3 ] 
f(z) = 147/200*z^3 - 197/120*z + 1
*
[ 3/2 ] 
f(z) = 154/207*z^3 - 185/138*z + 1
*
[ 3/2 ] 
f(z) = 158/207*z^3 - 191/138*z + 1
*
[ 3/5 ] 
f(z) = 143/216*z^3 - 181/200*z + 1
*
[ 7/12 ] 
f(z) = 144/203*z^3 - 194/203*z + 1
*
[ 5/4 ] 
f(z) = 144/205*z^3 - 184/205*z + 1
*
[ 5/4 ] 
f(z) = 144/215*z^3 - 182/215*z + 1
*
[ -13/7 ] 
f(z) = 147/208*z^3 - 187/208*z + 1
*
[ 3/5 ] 
f(z) = 149/216*z^3 - 183/200*z + 1
*
[ 2/3 ] 
f(z) = 143/200*z^3 - 184/225*z + 1
*
[ 2/3 ] 
f(z) = 149/200*z^3 - 187/225*z + 1
*
[ 2/3 ] 
f(z) = 151/200*z^3 - 188/225*z + 1
*
[ 2/3 ] 
f(z) = 157/200*z^3 - 191/225*z + 1
*
[ 2/3 ] 
f(z) = 143/216*z^3 - 193/243*z + 1
*
[ 2/3 ] 
f(z) = 145/216*z^3 - 194/243*z + 1
*
[ 2/3 ] 
f(z) = 149/216*z^3 - 196/243*z + 1
*
[ 2/3 ] 
f(z) = 151/216*z^3 - 197/243*z + 1
*
[ 2/3 ] 
f(z) = 155/216*z^3 - 199/243*z + 1
*
[ 2/3 ] 
f(z) = 157/216*z^3 - 200/243*z + 1
*
[ 3/4 ] 
f(z) = 140/207*z^3 - 197/276*z + 1
*
[ 4/5 ] 
f(z) = 145/208*z^3 - 181/260*z + 1
*
[ 4/5 ] 
f(z) = 155/208*z^3 - 189/260*z + 1
*
-2 | 0.10256485120176305558401964078923336831 | 0.015768804896907631806196209151304126473
f(z) = 141/208*z^3 - 167/52*z + 1
*
-2 | 0.10253231709632229369942948989470382603 | 0.015706644924828812227582911055525683586
f(z) = 145/208*z^3 - 171/52*z + 1
*
-2 | 0.10249559581614040855676817368253917891 | 0.015673101708846582570842248467427618978
f(z) = 147/208*z^3 - 173/52*z + 1
*
-2 | 0.10244339628893601952838144454968530378 | 0.015637633954958556181079500757890750354
f(z) = 149/208*z^3 - 175/52*z + 1
*
-2 | 0.10237389839709369509752789235575434676 | 0.015599965033678754889647491958329770574
f(z) = 151/208*z^3 - 177/52*z + 1
*
-2 | 0.10228477969572832685948356589186386528 | 0.015559743872209089026424028605063355523
f(z) = 153/208*z^3 - 179/52*z + 1
*
[ -12/5 ] 
f(z) = 155/216*z^3 - 163/60*z + 1
*
[ -2 ] 
f(z) = 157/204*z^3 - 161/102*z + 1
*
[ 3/2 ] 
f(z) = 142/207*z^3 - 167/138*z + 1
*
[ 3/2 ] 
f(z) = 146/207*z^3 - 173/138*z + 1
*
[ 4/3 ] 
f(z) = 159/208*z^3 - 173/156*z + 1
*
[ 7/6 ] 
f(z) = 144/203*z^3 - 167/203*z + 1
*
[ -11/6 ] 
f(z) = 144/209*z^3 - 161/209*z + 1
*
[ 7/6 ] 
f(z) = 144/217*z^3 - 165/217*z + 1
*
[ 8/7 ] 
f(z) = 147/200*z^3 - 167/200*z + 1
*
[ 5/7 ] 
f(z) = 147/215*z^3 - 161/215*z + 1
*
[ 2/3 ] 
f(z) = 153/202*z^3 - 169/202*z + 1
*
[ 2/3 ] 
f(z) = 153/206*z^3 - 171/206*z + 1
*
[ 2/3 ] 
f(z) = 153/214*z^3 - 175/214*z + 1
*
[ 2/3 ] 
f(z) = 153/218*z^3 - 177/218*z + 1
*
[ -20/11 ] 
f(z) = 143/200*z^3 - 179/220*z + 1
*
[ 24/31 ] 
f(z) = 155/216*z^3 - 179/248*z + 1
*
[ -24/11 ] 
f(z) = 143/216*z^3 - 149/88*z + 1
*
[ -2 ] 
f(z) = 149/204*z^3 - 145/102*z + 1
*
[ -2 ] 
f(z) = 151/204*z^3 - 149/102*z + 1
*
[ -2 ] 
f(z) = 151/212*z^3 - 143/106*z + 1
*
[ -2 ] 
f(z) = 153/212*z^3 - 147/106*z + 1
*
[ -2 ] 
f(z) = 155/204*z^3 - 157/102*z + 1
*
[ -2 ] 
f(z) = 155/212*z^3 - 151/106*z + 1
*
[ -2 ] 
f(z) = 157/212*z^3 - 155/106*z + 1
*
[ 4/3 ] 
f(z) = 141/208*z^3 - 149/156*z + 1
*
[ 4/3 ] 
f(z) = 147/208*z^3 - 157/156*z + 1
*
[ 5/6 ] 
f(z) = 144/205*z^3 - 141/205*z + 1
*
[ 5/6 ] 
f(z) = 144/215*z^3 - 143/215*z + 1
*
[ 5/7 ] 
f(z) = 147/205*z^3 - 157/205*z + 1
*
[ 24/29 ] 
f(z) = 145/216*z^3 - 155/232*z + 1
*
[ 10/3 ] 
f(z) = 159/200*z^3 - 122/15*z + 1
*
[ 3 ] 
f(z) = 143/216*z^3 - 127/24*z + 1
*
[ 3 ] 
f(z) = 149/216*z^3 - 133/24*z + 1
*
[ 3 ] 
f(z) = 155/216*z^3 - 139/24*z + 1
*
[ 6/31 ] 
f(z) = 155/216*z^3 - 130/31*z + 1
*
[ -3 ] 
f(z) = 157/216*z^3 - 125/24*z + 1
*
[ 2/7 ] 
f(z) = 147/208*z^3 - 133/52*z + 1
*
[ 2 ] 
f(z) = 147/208*z^3 - 121/52*z + 1
*
[ 2 ] 
f(z) = 149/208*z^3 - 123/52*z + 1
*
[ 2 ] 
f(z) = 151/208*z^3 - 125/52*z + 1
*
[ 2 ] 
f(z) = 153/208*z^3 - 127/52*z + 1
*
[ 2 ] 
f(z) = 155/208*z^3 - 129/52*z + 1
*
[ 2 ] 
f(z) = 157/208*z^3 - 131/52*z + 1
*
[ 2 ] 
f(z) = 159/208*z^3 - 133/52*z + 1
*
[ -30/13 ] 
f(z) = 143/216*z^3 - 136/65*z + 1
*
[ 18/11 ] 
f(z) = 143/216*z^3 - 137/99*z + 1
*
[ 3/2 ] 
f(z) = 157/216*z^3 - 125/96*z + 1
*
[ -2 ] 
f(z) = 141/212*z^3 - 123/106*z + 1
*
[ -2 ] 
f(z) = 143/204*z^3 - 133/102*z + 1
*
[ -2 ] 
f(z) = 143/212*z^3 - 127/106*z + 1
*
[ -2 ] 
f(z) = 145/204*z^3 - 137/102*z + 1
*
[ -2 ] 
f(z) = 145/212*z^3 - 131/106*z + 1
*
[ -2 ] 
f(z) = 147/212*z^3 - 135/106*z + 1
*
[ -2 ] 
f(z) = 149/212*z^3 - 139/106*z + 1
*
[ 6/11 ] 
f(z) = 145/216*z^3 - 125/121*z + 1
*
[ -40/21 ] 
f(z) = 147/200*z^3 - 137/120*z + 1
*
[ 6/11 ] 
f(z) = 151/216*z^3 - 126/121*z + 1
*
[ 6/11 ] 
f(z) = 157/216*z^3 - 127/121*z + 1
*
[ 2/3 ] 
f(z) = 141/208*z^3 - 125/156*z + 1
*
[ 2/3 ] 
f(z) = 159/208*z^3 - 131/156*z + 1
*
[ 11/12 ] 
f(z) = 144/209*z^3 - 140/209*z + 1
*
[ 10/3 ] 
f(z) = 141/200*z^3 - 107/15*z + 1
*
[ 10/3 ] 
f(z) = 147/200*z^3 - 112/15*z + 1
*
[ -10/3 ] 
f(z) = 147/200*z^3 - 103/15*z + 1
*
[ -10/3 ] 
f(z) = 159/200*z^3 - 113/15*z + 1
*
[ -3 ] 
f(z) = 145/216*z^3 - 113/24*z + 1
*
[ 6/29 ] 
f(z) = 145/216*z^3 - 112/29*z + 1
*
[ 20/7 ] 
f(z) = 147/200*z^3 - 107/20*z + 1
*
[ -3 ] 
f(z) = 151/216*z^3 - 119/24*z + 1
*
[ 2 ] 
f(z) = 141/208*z^3 - 115/52*z + 1
*
[ 2 ] 
f(z) = 145/208*z^3 - 119/52*z + 1
*
[ 3/2 ] 
f(z) = 145/216*z^3 - 113/96*z + 1
*
[ 3/2 ] 
f(z) = 151/216*z^3 - 119/96*z + 1
*
[ 18/13 ] 
f(z) = 143/216*z^3 - 116/117*z + 1
*
[ 4/3 ] 
f(z) = 153/200*z^3 - 111/100*z + 1
*
[ 10/9 ] 
f(z) = 141/200*z^3 - 104/135*z + 1
*
[ 3/5 ] 
f(z) = 145/216*z^3 - 109/120*z + 1
*
[ 10/9 ] 
f(z) = 147/200*z^3 - 109/135*z + 1
*
[ 3/4 ] 
f(z) = 152/207*z^3 - 103/138*z + 1
*
[ 10/9 ] 
f(z) = 159/200*z^3 - 119/135*z + 1
*
[ 12/13 ] 
f(z) = 143/216*z^3 - 101/156*z + 1
*
-30/29 | 0.28400843895261499118861191688265973303 | 0.027435095209943455839313646271405779711
f(z) = 145/216*z^3 - 109/145*z + 1
*
[ 6/7 ] 
f(z) = 147/208*z^3 - 107/156*z + 1
*
[ 6/7 ] 
f(z) = 157/216*z^3 - 103/147*z + 1
*
[ 5/6 ] 
f(z) = 153/200*z^3 - 117/160*z + 1
*
[ -10/3 ] 
f(z) = 141/200*z^3 - 98/15*z + 1
*
-2 | 0.10177699204883629689703376849942189938 | 0.015662138040133647041537575392569344988
f(z) = 141/200*z^3 - 83/25*z + 1
*
-2 | 0.10172538983028403828524179222348580956 | 0.015625399870400475916395229634054048653
f(z) = 143/200*z^3 - 84/25*z + 1
*
-2 | 0.089691257881294964213223203300962803139 | 0.013751913788540216859068671792515818967
f(z) = 143/216*z^3 - 85/27*z + 1
*
-2 | 0.089700453445503153406130581428766458802 | 0.013728704075149705436049494438207197290
f(z) = 145/216*z^3 - 86/27*z + 1
*
[ -20/7 ] 
f(z) = 147/200*z^3 - 93/20*z + 1
*
-2 | 0.10156442169161079216785247664903918225 | 0.015544490985376857235120894561872755701
f(z) = 147/200*z^3 - 86/25*z + 1
*
-2 | 0.10144918106911408990093190106645694503 | 0.015499428805753179027817114825327286021
f(z) = 149/200*z^3 - 87/25*z + 1
*
-2 | 0.089686543408321048301127459040138664444 | 0.013678446721336644453943222782268396980
f(z) = 149/216*z^3 - 88/27*z + 1
*
-2 | 0.10130512341222515111712506418714938643 | 0.015450441956312382352025026166346459253
f(z) = 151/200*z^3 - 88/25*z + 1
*
-2 | 0.089661797439261642523064587170890125406 | 0.013651147055286156569833347353443127736
f(z) = 151/216*z^3 - 89/27*z + 1
*
-2 | 0.10112582598630663763188288224489750099 | 0.015396563096579812594070423168439443379
f(z) = 153/200*z^3 - 89/25*z + 1
*
-2 | 0.089571187094471056880531308589722279766 | 0.013591365013436003216290582752088235201
f(z) = 155/216*z^3 - 91/27*z + 1
*
-2 | 0.10061674939811858780900096712913258772 | 0.015267398053940267407096026556346624956
f(z) = 157/200*z^3 - 91/25*z + 1
*
-2 | 0.089502291637905741923271236495590455088 | 0.013558426236948118949962034968568276532
f(z) = 157/216*z^3 - 92/27*z + 1
*
-2 | 0.10024145149843170324224411372278047603 | 0.015185268456863621474801528832045408910
f(z) = 159/200*z^3 - 92/25*z + 1
*
[ -2 ] 
f(z) = 159/208*z^3 - 81/52*z + 1
*
[ 3/2 ] 
f(z) = 140/207*z^3 - 82/69*z + 1
*
[ 3/2 ] 
f(z) = 148/207*z^3 - 88/69*z + 1
*
[ 3/2 ] 
f(z) = 152/207*z^3 - 91/69*z + 1
*
[ 10/17 ] 
f(z) = 153/200*z^3 - 82/85*z + 1
*
[ 4/7 ] 
f(z) = 147/200*z^3 - 99/100*z + 1
*
[ 8/7 ] 
f(z) = 147/208*z^3 - 83/104*z + 1
*
[ 2/3 ] 
f(z) = 153/212*z^3 - 87/106*z + 1
*
[ 3/4 ] 
f(z) = 145/216*z^3 - 91/128*z + 1
*
[ 3/4 ] 
f(z) = 151/216*z^3 - 93/128*z + 1
*
[ 3/4 ] 
f(z) = 157/216*z^3 - 95/128*z + 1
*
[ 6/7 ] 
f(z) = 145/216*z^3 - 97/147*z + 1
*
[ 6/7 ] 
f(z) = 151/216*z^3 - 100/147*z + 1
*
[ -6 ] 
f(z) = 143/216*z^3 - 68/3*z + 1
*
[ 6 ] 
f(z) = 145/216*z^3 - 70/3*z + 1
*
[ -6 ] 
f(z) = 149/216*z^3 - 71/3*z + 1
*
[ 6 ] 
f(z) = 151/216*z^3 - 73/3*z + 1
*
[ -6 ] 
f(z) = 155/216*z^3 - 74/3*z + 1
*
[ 6 ] 
f(z) = 157/216*z^3 - 76/3*z + 1
*
[ 2/7 ] 
f(z) = 147/200*z^3 - 64/25*z + 1
*
[ 2 ] 
f(z) = 147/200*z^3 - 61/25*z + 1
*
[ 2 ] 
f(z) = 149/200*z^3 - 62/25*z + 1
*
[ 2 ] 
f(z) = 149/216*z^3 - 61/27*z + 1
*
[ 2 ] 
f(z) = 151/200*z^3 - 63/25*z + 1
*
[ 2 ] 
f(z) = 151/216*z^3 - 62/27*z + 1
*
[ 2 ] 
f(z) = 153/200*z^3 - 64/25*z + 1
*
[ 12/5 ] 
f(z) = 155/216*z^3 - 71/20*z + 1
*
[ 2 ] 
f(z) = 155/216*z^3 - 64/27*z + 1
*
[ 2 ] 
f(z) = 157/200*z^3 - 66/25*z + 1
*
[ 2 ] 
f(z) = 157/216*z^3 - 65/27*z + 1
*
[ 2 ] 
f(z) = 159/200*z^3 - 67/25*z + 1
*
[ -2 ] 
f(z) = 141/208*z^3 - 63/52*z + 1
*
[ -2 ] 
f(z) = 145/208*z^3 - 67/52*z + 1
*
[ -2 ] 
f(z) = 147/208*z^3 - 69/52*z + 1
*
[ -2 ] 
f(z) = 149/208*z^3 - 71/52*z + 1
*
[ -2 ] 
f(z) = 151/208*z^3 - 73/52*z + 1
*
[ 5/3 ] 
f(z) = 153/200*z^3 - 69/40*z + 1
*
[ -2 ] 
f(z) = 153/208*z^3 - 75/52*z + 1
*
[ -2 ] 
f(z) = 155/208*z^3 - 77/52*z + 1
*
[ -2 ] 
f(z) = 157/208*z^3 - 79/52*z + 1
*
[ 2/3 ] 
f(z) = 141/200*z^3 - 61/75*z + 1
*
[ 2/3 ] 
f(z) = 147/200*z^3 - 62/75*z + 1
*
[ 6/5 ] 
f(z) = 149/216*z^3 - 62/75*z + 1
*
[ 2/3 ] 
f(z) = 159/200*z^3 - 64/75*z + 1
*
[ 3 ] 
f(z) = 145/216*z^3 - 43/8*z + 1
*
10/7 | 0.18310842815439087983745759872178736878 | 0.023628959691563993103530069474135016162
f(z) = 147/200*z^3 - 58/15*z + 1
*
[ 3 ] 
f(z) = 151/216*z^3 - 45/8*z + 1
*
[ -3 ] 
f(z) = 155/216*z^3 - 41/8*z + 1
*
[ 3 ] 
f(z) = 157/216*z^3 - 47/8*z + 1
*
[ 2 ] 
f(z) = 141/200*z^3 - 58/25*z + 1
*
[ 2 ] 
f(z) = 143/200*z^3 - 59/25*z + 1
*
[ 2 ] 
f(z) = 143/216*z^3 - 58/27*z + 1
*
[ 2 ] 
f(z) = 145/216*z^3 - 59/27*z + 1
*
[ -12/5 ] 
f(z) = 145/216*z^3 - 49/20*z + 1
*
[ 3/2 ] 
f(z) = 155/216*z^3 - 41/32*z + 1
*
[ -2 ] 
f(z) = 157/200*z^3 - 41/25*z + 1
*
[ -2 ] 
f(z) = 159/200*z^3 - 42/25*z + 1
*
[ 4/7 ] 
f(z) = 147/208*z^3 - 51/52*z + 1
*
-10/9 | 0.21737182160382681103289814307125286433 | 0.028832874586370438448988252290132097370
f(z) = 153/200*z^3 - 47/45*z + 1
*
[ 4/3 ] 
f(z) = 153/208*z^3 - 55/52*z + 1
*
[ 2/3 ] 
f(z) = 153/208*z^3 - 43/52*z + 1
*
[ 10/13 ] 
f(z) = 143/200*z^3 - 47/65*z + 1
*
[ 6/5 ] 
f(z) = 143/216*z^3 - 59/75*z + 1
*
[ 6/7 ] 
f(z) = 147/200*z^3 - 53/75*z + 1
*
[ 20/21 ] 
f(z) = 147/200*z^3 - 43/60*z + 1
*
[ -3 ] 
f(z) = 143/216*z^3 - 37/8*z + 1
*
[ 6 ] 
f(z) = 143/216*z^3 - 23*z + 1
*
[ -6 ] 
f(z) = 145/216*z^3 - 23*z + 1
*
-10/7 | 0.17513437528137845516582208163932650064 | 0.025831326329638143958306867061307639476
f(z) = 147/200*z^3 - 22/15*z + 1
*
[ -3 ] 
f(z) = 149/216*z^3 - 39/8*z + 1
*
[ 6 ] 
f(z) = 149/216*z^3 - 24*z + 1
*
[ -6 ] 
f(z) = 151/216*z^3 - 24*z + 1
*
[ 10/3 ] 
f(z) = 153/200*z^3 - 39/5*z + 1
*
[ -10/3 ] 
f(z) = 153/200*z^3 - 36/5*z + 1
*
[ 6 ] 
f(z) = 155/216*z^3 - 25*z + 1
*
[ -6 ] 
f(z) = 157/216*z^3 - 25*z + 1
*
[ -2 ] 
f(z) = 141/200*z^3 - 33/25*z + 1
*
[ -2 ] 
f(z) = 143/200*z^3 - 34/25*z + 1
*
[ 3/2 ] 
f(z) = 143/216*z^3 - 37/32*z + 1
*
[ 6/11 ] 
f(z) = 143/216*z^3 - 34/33*z + 1
*
[ -2 ] 
f(z) = 143/216*z^3 - 31/27*z + 1
*
[ -2 ] 
f(z) = 145/216*z^3 - 32/27*z + 1
*
[ -2 ] 
f(z) = 147/200*z^3 - 36/25*z + 1
*
[ -2 ] 
f(z) = 149/200*z^3 - 37/25*z + 1
*
[ 3/2 ] 
f(z) = 149/216*z^3 - 39/32*z + 1
*
[ -2 ] 
f(z) = 149/216*z^3 - 34/27*z + 1
*
[ -2 ] 
f(z) = 151/200*z^3 - 38/25*z + 1
*
[ -2 ] 
f(z) = 151/216*z^3 - 35/27*z + 1
*
[ 6/5 ] 
f(z) = 151/216*z^3 - 21/25*z + 1
*
[ -2 ] 
f(z) = 153/200*z^3 - 39/25*z + 1
*
[ 2/3 ] 
f(z) = 153/200*z^3 - 21/25*z + 1
*
[ -2 ] 
f(z) = 155/216*z^3 - 37/27*z + 1
*
[ -2 ] 
f(z) = 157/216*z^3 - 38/27*z + 1
*
[ 6/5 ] 
f(z) = 157/216*z^3 - 22/25*z + 1
*
[ 10/11 ] 
f(z) = 143/200*z^3 - 38/55*z + 1
*
[ 6/7 ] 
f(z) = 143/216*z^3 - 32/49*z + 1
*
[ 12/11 ] 
f(z) = 143/216*z^3 - 31/44*z + 1
*
[ 5/7 ] 
f(z) = 147/200*z^3 - 31/40*z + 1
*
[ 6/7 ] 
f(z) = 149/216*z^3 - 33/49*z + 1
*
[ 10/9 ] 
f(z) = 153/200*z^3 - 38/45*z + 1
*
[ 3/5 ] 
f(z) = 155/216*z^3 - 37/40*z + 1
*
[ 6/7 ] 
f(z) = 155/216*z^3 - 34/49*z + 1
*
[ 6/13 ] 
f(z) = 143/216*z^3 - 17/13*z + 1
*
[ 6/5 ] 
f(z) = 145/216*z^3 - 4/5*z + 1
*
[ 10/21 ] 
f(z) = 147/200*z^3 - 19/15*z + 1
*
[ 10/7 ] 
f(z) = 147/200*z^3 - 6/5*z + 1
*
[ 6/5 ] 
f(z) = 155/216*z^3 - 13/15*z + 1
*
[ -10/7 ]
f(z) = 147/200*z^3 + 1/5*z + 1
*
[ -1 ]
f(z) = 142/201*z^3 + 260/201*z + 1
*
[ 4 ] 
f(z) = 151/224*z^3 - 281/28*z + 1
*
[ 4 ] 
f(z) = 153/224*z^3 - 285/28*z + 1
*
[ 4 ] 
f(z) = 155/224*z^3 - 289/28*z + 1
*
[ 4 ] 
f(z) = 157/224*z^3 - 293/28*z + 1
*
[ 4 ] 
f(z) = 159/224*z^3 - 297/28*z + 1
*
[ -4 ] 
f(z) = 159/224*z^3 - 283/28*z + 1
*
[ 2/7 ] 
f(z) = 147/220*z^3 - 281/110*z + 1
*
[ 11/7 ] 
f(z) = 147/220*z^3 - 283/220*z + 1
*
-5/3 | 0.13379565282194438416267551248453669629 | 0.023554856873459911121874680851214151307
f(z) = 153/220*z^3 - 293/220*z + 1
*
[ -2 ] 
f(z) = 155/222*z^3 - 287/222*z + 1
*
[ -2 ] 
f(z) = 155/226*z^3 - 281/226*z + 1
*
[ -2 ] 
f(z) = 157/222*z^3 - 295/222*z + 1
*
[ -2 ] 
f(z) = 157/226*z^3 - 289/226*z + 1
*
[ -2 ] 
f(z) = 157/230*z^3 - 283/230*z + 1
*
[ -2 ] 
f(z) = 159/226*z^3 - 297/226*z + 1
*
[ -2 ] 
f(z) = 159/230*z^3 - 291/230*z + 1
*
[ 4 ] 
f(z) = 141/224*z^3 - 261/28*z + 1
*
[ 4 ] 
f(z) = 143/224*z^3 - 265/28*z + 1
*
[ 4 ] 
f(z) = 145/224*z^3 - 269/28*z + 1
*
[ 4 ] 
f(z) = 149/224*z^3 - 277/28*z + 1
*
[ -4 ] 
f(z) = 149/224*z^3 - 263/28*z + 1
*
[ -4 ] 
f(z) = 151/224*z^3 - 267/28*z + 1
*
[ 15/4 ] 
f(z) = 152/225*z^3 - 263/30*z + 1
*
[ -4 ] 
f(z) = 153/224*z^3 - 271/28*z + 1
*
[ -4 ] 
f(z) = 155/224*z^3 - 275/28*z + 1
*
[ -4 ] 
f(z) = 157/224*z^3 - 279/28*z + 1
*
[ -5/2 ] 
f(z) = 158/225*z^3 - 269/90*z + 1
*
[ 15/7 ] 
f(z) = 154/225*z^3 - 274/105*z + 1
*
[ 2 ] 
f(z) = 159/220*z^3 - 263/110*z + 1
*
[ 1/2 ] 
f(z) = 140/227*z^3 - 262/227*z + 1
*
[ 1/2 ] 
f(z) = 140/229*z^3 - 264/229*z + 1
*
[ 1/2 ] 
f(z) = 140/233*z^3 - 268/233*z + 1
*
[ 1/2 ] 
f(z) = 140/237*z^3 - 272/237*z + 1
*
[ 1/2 ] 
f(z) = 140/239*z^3 - 274/239*z + 1
*
[ 1/2 ] 
f(z) = 144/227*z^3 - 263/227*z + 1
*
[ 1/2 ] 
f(z) = 144/229*z^3 - 265/229*z + 1
*
[ 1/2 ] 
f(z) = 144/233*z^3 - 269/233*z + 1
*
[ 1/2 ] 
f(z) = 144/235*z^3 - 271/235*z + 1
*
[ 1/2 ] 
f(z) = 144/239*z^3 - 275/239*z + 1
*
[ 1/2 ] 
f(z) = 148/225*z^3 - 262/225*z + 1
*
[ 1/2 ] 
f(z) = 148/227*z^3 - 264/227*z + 1
*
[ 1/2 ] 
f(z) = 148/229*z^3 - 266/229*z + 1
*
[ 1/2 ] 
f(z) = 148/231*z^3 - 268/231*z + 1
*
[ 1/2 ] 
f(z) = 148/233*z^3 - 270/233*z + 1
*
[ 1/2 ] 
f(z) = 148/235*z^3 - 272/235*z + 1
*
[ 1/2 ] 
f(z) = 148/237*z^3 - 274/237*z + 1
*
[ 1/2 ] 
f(z) = 148/239*z^3 - 276/239*z + 1
*
[ -2 ] 
f(z) = 149/222*z^3 - 263/222*z + 1
*
[ -2 ] 
f(z) = 151/222*z^3 - 271/222*z + 1
*
[ -2 ] 
f(z) = 151/226*z^3 - 265/226*z + 1
*
[ 1/2 ] 
f(z) = 152/223*z^3 - 261/223*z + 1
*
[ 1/2 ] 
f(z) = 152/225*z^3 - 263/225*z + 1
*
[ 1/2 ] 
f(z) = 152/227*z^3 - 265/227*z + 1
*
[ 1/2 ] 
f(z) = 152/229*z^3 - 267/229*z + 1
*
[ 1/2 ] 
f(z) = 152/231*z^3 - 269/231*z + 1
*
[ 3/2 ] 
f(z) = 152/231*z^3 - 265/231*z + 1
*
[ 1/2 ] 
f(z) = 152/233*z^3 - 271/233*z + 1
*
[ 1/2 ] 
f(z) = 152/235*z^3 - 273/235*z + 1
*
[ 1/2 ] 
f(z) = 152/237*z^3 - 275/237*z + 1
*
[ 3/2 ] 
f(z) = 152/237*z^3 - 263/237*z + 1
*
[ 1/2 ] 
f(z) = 152/239*z^3 - 277/239*z + 1
*
[ -2 ] 
f(z) = 153/226*z^3 - 273/226*z + 1
*
[ -2 ] 
f(z) = 153/230*z^3 - 267/230*z + 1
*
[ -2 ] 
f(z) = 155/234*z^3 - 269/234*z + 1
*
[ -2 ] 
f(z) = 155/238*z^3 - 263/238*z + 1
*
[ 1/2 ] 
f(z) = 156/223*z^3 - 262/223*z + 1
*
[ 1/2 ] 
f(z) = 156/227*z^3 - 266/227*z + 1
*
[ 1/2 ] 
f(z) = 156/229*z^3 - 268/229*z + 1
*
[ 1/2 ] 
f(z) = 156/233*z^3 - 272/233*z + 1
*
[ 1/2 ] 
f(z) = 156/235*z^3 - 274/235*z + 1
*
[ 1/2 ] 
f(z) = 156/239*z^3 - 278/239*z + 1
*
[ -2 ] 
f(z) = 157/234*z^3 - 277/234*z + 1
*
[ -2 ] 
f(z) = 157/238*z^3 - 271/238*z + 1
*
[ -2 ] 
f(z) = 159/238*z^3 - 279/238*z + 1
*
[ -4 ] 
f(z) = 141/224*z^3 - 247/28*z + 1
*
[ -4 ] 
f(z) = 143/224*z^3 - 251/28*z + 1
*
[ -4 ] 
f(z) = 145/224*z^3 - 255/28*z + 1
*
[ -15/4 ] 
f(z) = 152/225*z^3 - 247/30*z + 1
*
4/3 | 0.21838590588875223906936867764584674874 | 0.028870838301251471739046697806907114644
f(z) = 141/224*z^3 - 241/84*z + 1
*
[ -5/2 ] 
f(z) = 154/225*z^3 - 259/90*z + 1
*
[ 2 ] 
f(z) = 149/220*z^3 - 243/110*z + 1
*
[ 2 ] 
f(z) = 149/228*z^3 - 241/114*z + 1
*
[ 2 ] 
f(z) = 151/220*z^3 - 247/110*z + 1
*
[ 2 ] 
f(z) = 151/228*z^3 - 245/114*z + 1
*
[ 2 ] 
f(z) = 151/236*z^3 - 243/118*z + 1
*
[ 2 ] 
f(z) = 153/220*z^3 - 251/110*z + 1
*
[ 2 ] 
f(z) = 153/236*z^3 - 247/118*z + 1
*
[ 2 ] 
f(z) = 155/228*z^3 - 253/114*z + 1
*
[ 2 ] 
f(z) = 155/236*z^3 - 251/118*z + 1
*
[ 2 ] 
f(z) = 157/220*z^3 - 259/110*z + 1
*
[ 2 ] 
f(z) = 157/228*z^3 - 257/114*z + 1
*
[ 2 ] 
f(z) = 157/236*z^3 - 255/118*z + 1
*
[ 2 ] 
f(z) = 159/236*z^3 - 259/118*z + 1
*
[ 1/2 ] 
f(z) = 140/221*z^3 - 256/221*z + 1
*
[ 1/2 ] 
f(z) = 140/223*z^3 - 258/223*z + 1
*
[ 1/2 ] 
f(z) = 144/221*z^3 - 257/221*z + 1
*
[ 1/2 ] 
f(z) = 144/223*z^3 - 259/223*z + 1
*
[ -2 ] 
f(z) = 145/222*z^3 - 247/222*z + 1
*
[ -2 ] 
f(z) = 145/226*z^3 - 241/226*z + 1
*
[ -2 ] 
f(z) = 147/226*z^3 - 249/226*z + 1
*
[ -2 ] 
f(z) = 147/230*z^3 - 243/230*z + 1
*
[ 1/2 ] 
f(z) = 148/221*z^3 - 258/221*z + 1
*
[ 1/2 ] 
f(z) = 148/223*z^3 - 260/223*z + 1
*
[ 3/2 ] 
f(z) = 148/231*z^3 - 256/231*z + 1
*
[ 3/2 ] 
f(z) = 148/237*z^3 - 254/237*z + 1
*
[ -2 ] 
f(z) = 149/226*z^3 - 257/226*z + 1
*
[ -2 ] 
f(z) = 149/230*z^3 - 251/230*z + 1
*
[ -2 ] 
f(z) = 149/234*z^3 - 245/234*z + 1
*
[ -2 ] 
f(z) = 151/230*z^3 - 259/230*z + 1
*
[ -2 ] 
f(z) = 151/234*z^3 - 253/234*z + 1
*
[ -2 ] 
f(z) = 151/238*z^3 - 247/238*z + 1
*
[ 1/2 ] 
f(z) = 152/221*z^3 - 259/221*z + 1
*
[ 4/3 ] 
f(z) = 155/224*z^3 - 247/252*z + 1
*
[ 4/3 ] 
f(z) = 157/224*z^3 - 251/252*z + 1
*
[ 8/3 ] 
f(z) = 153/224*z^3 - 237/56*z + 1
*
[ -5/2 ] 
f(z) = 142/225*z^3 - 229/90*z + 1
*
[ -5/2 ] 
f(z) = 146/225*z^3 - 239/90*z + 1
*
[ 2 ] 
f(z) = 141/220*z^3 - 227/110*z + 1
*
[ 2 ] 
f(z) = 141/236*z^3 - 223/118*z + 1
*
[ 2 ] 
f(z) = 143/228*z^3 - 229/114*z + 1
*
[ 2 ] 
f(z) = 143/236*z^3 - 227/118*z + 1
*
[ 2 ] 
f(z) = 145/228*z^3 - 233/114*z + 1
*
[ 2 ] 
f(z) = 145/236*z^3 - 231/118*z + 1
*
[ 2 ] 
f(z) = 147/220*z^3 - 239/110*z + 1
*
[ 2 ] 
f(z) = 147/236*z^3 - 235/118*z + 1
*
[ 2 ] 
f(z) = 149/236*z^3 - 239/118*z + 1
*
[ 15/8 ] 
f(z) = 152/225*z^3 - 229/120*z + 1
*
[ 2/5 ] 
f(z) = 155/232*z^3 - 233/145*z + 1
*
[ 3/2 ] 
f(z) = 140/237*z^3 - 236/237*z + 1
*
[ -2 ] 
f(z) = 141/226*z^3 - 225/226*z + 1
*
[ -2 ] 
f(z) = 143/222*z^3 - 239/222*z + 1
*
[ -2 ] 
f(z) = 143/226*z^3 - 233/226*z + 1
*
[ -2 ] 
f(z) = 143/230*z^3 - 227/230*z + 1
*
[ 17/12 ] 
f(z) = 144/221*z^3 - 224/221*z + 1
*
[ -2 ] 
f(z) = 145/234*z^3 - 229/234*z + 1
*
[ -2 ] 
f(z) = 145/238*z^3 - 223/238*z + 1
*
[ 10/7 ] 
f(z) = 147/230*z^3 - 231/230*z + 1
*
[ 4/7 ] 
f(z) = 147/236*z^3 - 225/236*z + 1
*
[ -2 ] 
f(z) = 149/238*z^3 - 239/238*z + 1
*
[ 4/3 ] 
f(z) = 143/224*z^3 - 223/252*z + 1
*
[ 4/3 ] 
f(z) = 145/224*z^3 - 227/252*z + 1
*
[ 4/3 ] 
f(z) = 149/224*z^3 - 235/252*z + 1
*
[ 4/3 ] 
f(z) = 151/224*z^3 - 239/252*z + 1
*
[ -2 ] 
f(z) = 141/230*z^3 - 219/230*z + 1
*
[ -2 ] 
f(z) = 141/238*z^3 - 207/238*z + 1
*
[ -2 ] 
f(z) = 143/238*z^3 - 215/238*z + 1
*
[ 4/7 ] 
f(z) = 147/220*z^3 - 213/220*z + 1
*
[ 4/3 ] 
f(z) = 153/220*z^3 - 217/220*z + 1
*
[ 4/3 ] 
f(z) = 153/236*z^3 - 213/236*z + 1
*
[ 2/3 ] 
f(z) = 143/232*z^3 - 202/261*z + 1
*
[ 2/3 ] 
f(z) = 149/232*z^3 - 205/261*z + 1
*
[ 2/3 ] 
f(z) = 151/232*z^3 - 206/261*z + 1
*
[ 2/3 ] 
f(z) = 155/232*z^3 - 208/261*z + 1
*
[ 2/3 ] 
f(z) = 157/232*z^3 - 209/261*z + 1
*
[ -8/3 ] 
f(z) = 153/224*z^3 - 195/56*z + 1
*
-2 | 0.10393348590182996931338557799797009476 | 0.015783869177998991142190617152399599561
f(z) = 153/224*z^3 - 181/56*z + 1
*
-2 | 0.10391850876559810672968648928348217322 | 0.015755301218048938669034068057590839820
f(z) = 155/224*z^3 - 183/56*z + 1
*
-2 | 0.10389200694089701408898693526905681416 | 0.015725368229414531217738539235864969492
f(z) = 157/224*z^3 - 185/56*z + 1
*
-2 | 0.10385295422199119427511215931840102650 | 0.015693914148444315314600953625311699959
f(z) = 159/224*z^3 - 187/56*z + 1
*
[ 3/2 ] 
f(z) = 154/225*z^3 - 181/150*z + 1
*
[ 3/2 ] 
f(z) = 158/225*z^3 - 187/150*z + 1
*
[ 2/3 ] 
f(z) = 153/226*z^3 - 181/226*z + 1
*
[ 2/3 ] 
f(z) = 153/230*z^3 - 183/230*z + 1
*
[ -15/8 ] 
f(z) = 148/225*z^3 - 187/240*z + 1
*
[ 15/19 ] 
f(z) = 152/225*z^3 - 196/285*z + 1
*
-2 | 0.10381993218741585278839598107430644721 | 0.015932605276708857742009823899687819276
f(z) = 141/224*z^3 - 169/56*z + 1
*
-2 | 0.10386058030357251926363081545738054150 | 0.015910117928792963449247931194764754051
f(z) = 143/224*z^3 - 171/56*z + 1
*
-2 | 0.10389305877439248610911618637044560479 | 0.015886794589058917965372520958227360098
f(z) = 145/224*z^3 - 173/56*z + 1
*
-2 | 0.10393210604146924145762596505009795006 | 0.015837408221327839724105935349010688431
f(z) = 149/224*z^3 - 177/56*z + 1
*
-2 | 0.10393778436013486195653799074166983663 | 0.015811201902174487413469398775455601214
f(z) = 151/224*z^3 - 179/56*z + 1
*
[ 5/2 ] 
f(z) = 152/225*z^3 - 163/45*z + 1
*
5/4 | 0.18786929646632975607514377184505398559 | 0.027925857020941337693644799982933379691
f(z) = 152/225*z^3 - 167/90*z + 1
*
[ -15/7 ] 
f(z) = 154/225*z^3 - 176/105*z + 1
*
[ 3/2 ] 
f(z) = 142/225*z^3 - 163/150*z + 1
*
[ 3/2 ] 
f(z) = 146/225*z^3 - 169/150*z + 1
*
[ 15/11 ] 
f(z) = 154/225*z^3 - 166/165*z + 1
*
[ 5/4 ] 
f(z) = 144/235*z^3 - 178/235*z + 1
*
[ 5/7 ] 
f(z) = 147/220*z^3 - 163/220*z + 1
*
[ -13/7 ] 
f(z) = 147/221*z^3 - 167/221*z + 1
*
[ 5/7 ] 
f(z) = 147/230*z^3 - 167/230*z + 1
*
[ 8/7 ] 
f(z) = 147/232*z^3 - 163/232*z + 1
*
[ 5/7 ] 
f(z) = 147/235*z^3 - 169/235*z + 1
*
[ 5/2 ] 
f(z) = 148/225*z^3 - 158/45*z + 1
*
2/3 | 0.16916150394054010855225770470946263492 | 0.026256957592749393153685790527400791587
f(z) = 153/224*z^3 - 157/56*z + 1
*
4/3 | 0.19654584745314502568191718308811937490 | 0.027544066590165560664150672901540794153
f(z) = 141/224*z^3 - 157/84*z + 1
*
[ -2 ] 
f(z) = 153/220*z^3 - 141/110*z + 1
*
[ -2 ] 
f(z) = 157/220*z^3 - 149/110*z + 1
*
[ -2 ] 
f(z) = 157/228*z^3 - 143/114*z + 1
*
[ -2 ] 
f(z) = 159/220*z^3 - 153/110*z + 1
*
[ -2 ] 
f(z) = 159/236*z^3 - 141/118*z + 1
*
[ 10/7 ] 
f(z) = 147/232*z^3 - 144/145*z + 1
*
[ 15/11 ] 
f(z) = 143/225*z^3 - 151/165*z + 1
*
[ 5/4 ] 
f(z) = 148/225*z^3 - 149/180*z + 1
*
[ 15/14 ] 
f(z) = 154/225*z^3 - 151/210*z + 1
*
[ 13/12 ] 
f(z) = 144/221*z^3 - 152/221*z + 1
*
[ 5/6 ] 
f(z) = 144/235*z^3 - 147/235*z + 1
*
[ -5/2 ] 
f(z) = 148/225*z^3 - 122/45*z + 1
*
[ 2 ] 
f(z) = 149/224*z^3 - 121/56*z + 1
*
[ 2 ] 
f(z) = 151/224*z^3 - 123/56*z + 1
*
[ -5/2 ] 
f(z) = 152/225*z^3 - 127/45*z + 1
*
[ 2 ] 
f(z) = 153/224*z^3 - 125/56*z + 1
*
[ 2 ] 
f(z) = 155/224*z^3 - 127/56*z + 1
*
[ 2 ] 
f(z) = 157/224*z^3 - 129/56*z + 1
*
[ 2 ] 
f(z) = 159/224*z^3 - 131/56*z + 1
*
[ -2 ] 
f(z) = 147/220*z^3 - 129/110*z + 1
*
[ -2 ] 
f(z) = 149/220*z^3 - 133/110*z + 1
*
[ -2 ] 
f(z) = 149/228*z^3 - 127/114*z + 1
*
[ -2 ] 
f(z) = 149/236*z^3 - 121/118*z + 1
*
[ -2 ] 
f(z) = 151/220*z^3 - 137/110*z + 1
*
[ -2 ] 
f(z) = 151/228*z^3 - 131/114*z + 1
*
[ -2 ] 
f(z) = 151/236*z^3 - 125/118*z + 1
*
[ -2 ] 
f(z) = 153/236*z^3 - 129/118*z + 1
*
[ -2 ] 
f(z) = 155/228*z^3 - 139/114*z + 1
*
[ -2 ] 
f(z) = 155/236*z^3 - 133/118*z + 1
*
[ -2 ] 
f(z) = 157/236*z^3 - 137/118*z + 1
*
[ 2/3 ] 
f(z) = 141/224*z^3 - 131/168*z + 1
*
[ 2/3 ] 
f(z) = 159/224*z^3 - 137/168*z + 1
*
[ 15/13 ] 
f(z) = 143/225*z^3 - 139/195*z + 1
*
[ 2 ] 
f(z) = 141/224*z^3 - 113/56*z + 1
*
[ 2 ] 
f(z) = 143/224*z^3 - 115/56*z + 1
*
[ 2 ] 
f(z) = 145/224*z^3 - 117/56*z + 1
*
[ -2 ] 
f(z) = 141/220*z^3 - 117/110*z + 1
*
[ -2 ] 
f(z) = 141/236*z^3 - 105/118*z + 1
*
[ -2 ] 
f(z) = 143/228*z^3 - 115/114*z + 1
*
[ -2 ] 
f(z) = 143/236*z^3 - 109/118*z + 1
*
[ -2 ] 
f(z) = 145/228*z^3 - 119/114*z + 1
*
[ -2 ] 
f(z) = 145/236*z^3 - 113/118*z + 1
*
[ 10/7 ] 
f(z) = 147/220*z^3 - 117/110*z + 1
*
[ 4/7 ] 
f(z) = 147/232*z^3 - 111/116*z + 1
*
[ -2 ] 
f(z) = 147/236*z^3 - 117/118*z + 1
*
[ 4/3 ] 
f(z) = 153/232*z^3 - 107/116*z + 1
*
[ -15/8 ] 
f(z) = 152/225*z^3 - 101/120*z + 1
*
[ 3/4 ] 
f(z) = 152/225*z^3 - 107/150*z + 1
*
-2 | 0.10433841638479792187844170421560104327 | 0.015997689639446905162259819947917229808
f(z) = 141/232*z^3 - 85/29*z + 1
*
-2 | 0.10439598919277630293578430403298796922 | 0.015977863959527203938405153870408456342
f(z) = 143/232*z^3 - 86/29*z + 1
*
-2 | 0.10448969167338156155540604223908827536 | 0.015936132960060511895496151531486761886
f(z) = 147/232*z^3 - 88/29*z + 1
*
-2 | 0.10452543858404558241925076575786807084 | 0.015914159361970049325255907458833215509
f(z) = 149/232*z^3 - 89/29*z + 1
*
-2 | 0.10455344400456896194706446061504631205 | 0.015891389557175103515358529523935559342
f(z) = 151/232*z^3 - 90/29*z + 1
*
-2 | 0.10457338331693753521394882088190570213 | 0.015867770311578119492885470815616676489
f(z) = 153/232*z^3 - 91/29*z + 1
*
-2 | 0.10458486621189101849841222140580627044 | 0.015843238961654276644322130865395297357
f(z) = 155/232*z^3 - 92/29*z + 1
*
-2 | 0.10458742618753470058312757115328797404 | 0.015817721885958441731592927725747832151
f(z) = 157/232*z^3 - 93/29*z + 1
*
-2 | 0.10458050676234415871502152892789547542 | 0.015791132493701895520672277975276151308
f(z) = 159/232*z^3 - 94/29*z + 1
*
[ 3/2 ] 
f(z) = 148/225*z^3 - 86/75*z + 1
*
[ 3/2 ] 
f(z) = 152/225*z^3 - 89/75*z + 1
*
[ 4/3 ] 
f(z) = 159/224*z^3 - 85/84*z + 1
*
[ 2/3 ] 
f(z) = 153/220*z^3 - 89/110*z + 1
*
[ 2/3 ] 
f(z) = 153/236*z^3 - 93/118*z + 1
*
[ 4/5 ] 
f(z) = 145/224*z^3 - 93/140*z + 1
*
[ 4/5 ] 
f(z) = 155/224*z^3 - 97/140*z + 1
*
[ 2/7 ] 
f(z) = 147/232*z^3 - 74/29*z + 1
*
[ 2 ] 
f(z) = 151/232*z^3 - 61/29*z + 1
*
[ 2 ] 
f(z) = 153/232*z^3 - 62/29*z + 1
*
[ 2 ] 
f(z) = 155/232*z^3 - 63/29*z + 1
*
[ 2 ] 
f(z) = 157/232*z^3 - 64/29*z + 1
*
[ 2 ] 
f(z) = 159/232*z^3 - 65/29*z + 1
*
[ -2 ] 
f(z) = 145/224*z^3 - 61/56*z + 1
*
[ -2 ] 
f(z) = 149/224*z^3 - 65/56*z + 1
*
[ -2 ] 
f(z) = 151/224*z^3 - 67/56*z + 1
*
[ -2 ] 
f(z) = 153/224*z^3 - 69/56*z + 1
*
[ -2 ] 
f(z) = 155/224*z^3 - 71/56*z + 1
*
[ -2 ] 
f(z) = 157/224*z^3 - 73/56*z + 1
*
[ -2 ] 
f(z) = 159/224*z^3 - 75/56*z + 1
*
[ 4/3 ] 
f(z) = 141/224*z^3 - 73/84*z + 1
*
[ 2/3 ] 
f(z) = 141/232*z^3 - 67/87*z + 1
*
[ 2/3 ] 
f(z) = 147/232*z^3 - 68/87*z + 1
*
[ 5/4 ] 
f(z) = 152/225*z^3 - 77/90*z + 1
*
[ 2/3 ] 
f(z) = 159/232*z^3 - 70/87*z + 1
*
[ 2 ] 
f(z) = 141/232*z^3 - 56/29*z + 1
*
[ 2 ] 
f(z) = 143/232*z^3 - 57/29*z + 1
*
[ 2 ] 
f(z) = 147/232*z^3 - 59/29*z + 1
*
[ 2 ] 
f(z) = 149/232*z^3 - 60/29*z + 1
*
[ -2 ] 
f(z) = 141/224*z^3 - 57/56*z + 1
*
[ -2 ] 
f(z) = 143/224*z^3 - 59/56*z + 1
*
[ 2/3 ] 
f(z) = 153/224*z^3 - 45/56*z + 1
*
[ 6/7 ] 
f(z) = 147/232*z^3 - 55/87*z + 1
*
[ -2 ] 
f(z) = 141/232*z^3 - 27/29*z + 1
*
[ -2 ] 
f(z) = 143/232*z^3 - 28/29*z + 1
*
[ -2 ] 
f(z) = 147/232*z^3 - 30/29*z + 1
*
[ -2 ] 
f(z) = 149/232*z^3 - 31/29*z + 1
*
[ -2 ] 
f(z) = 151/232*z^3 - 32/29*z + 1
*
[ 4/3 ] 
f(z) = 153/224*z^3 - 27/28*z + 1
*
[ -2 ] 
f(z) = 153/232*z^3 - 33/29*z + 1
*
[ 2/3 ] 
f(z) = 153/232*z^3 - 23/29*z + 1
*
[ -2 ] 
f(z) = 155/232*z^3 - 34/29*z + 1
*
[ -2 ] 
f(z) = 157/232*z^3 - 35/29*z + 1
*
[ -2 ] 
f(z) = 159/232*z^3 - 36/29*z + 1
*
[ -20/3 ] 
f(z) = 141/250*z^3 - 287/12*z + 1
*
[ 8 ] 
f(z) = 145/256*z^3 - 283/8*z + 1
*
[ -8 ] 
f(z) = 145/256*z^3 - 281/8*z + 1
*
[ 8 ] 
f(z) = 147/256*z^3 - 287/8*z + 1
*
[ -8 ] 
f(z) = 147/256*z^3 - 285/8*z + 1
*
[ 8 ] 
f(z) = 149/256*z^3 - 291/8*z + 1
*
[ -8 ] 
f(z) = 149/256*z^3 - 289/8*z + 1
*
[ 8 ] 
f(z) = 151/256*z^3 - 295/8*z + 1
*
[ -8 ] 
f(z) = 151/256*z^3 - 293/8*z + 1
*
[ 8 ] 
f(z) = 153/256*z^3 - 299/8*z + 1
*
[ -8 ] 
f(z) = 153/256*z^3 - 297/8*z + 1
*
[ -30/7 ] 
f(z) = 147/250*z^3 - 287/30*z + 1
*
[ 10/63 ] 
f(z) = 147/250*z^3 - 287/54*z + 1
*
7/6 | 0.20703268349078930366058781472998941683 | 0.027172377085845462754602941188909509130
f(z) = 144/245*z^3 - 291/70*z + 1
*
20/7 | 0.17034149646936053478623447009644353834 | 0.019098037514231452773663028647134937306
f(z) = 147/250*z^3 - 299/60*z + 1
*
2/7 | 0.15884946637947362379406335255256379945 | 0.022501143084985957859952369957225409316
f(z) = 147/256*z^3 - 291/64*z + 1
*
[ 11/5 ] 
f(z) = 155/242*z^3 - 281/110*z + 1
*
[ 44/21 ] 
f(z) = 147/242*z^3 - 283/132*z + 1
*
-40/21 | 0.23222429464588774622740306225316377964 | 0.026197635387996568722615627839663014450
f(z) = 147/250*z^3 - 283/120*z + 1
*
[ -50/21 ] 
f(z) = 147/250*z^3 - 287/150*z + 1
*
[ 10/27 ] 
f(z) = 153/250*z^3 - 289/162*z + 1
*
[ -20/9 ] 
f(z) = 153/250*z^3 - 283/180*z + 1
*
5/3 | 0.24601729670909409353522602836736829601 | 0.027688117129347572479200607908297398262
f(z) = 147/250*z^3 - 289/210*z + 1
*
[ 25/14 ] 
f(z) = 147/250*z^3 - 287/200*z + 1
*
[ 1/2 ] 
f(z) = 140/247*z^3 - 282/247*z + 1
*
[ 1/2 ] 
f(z) = 140/249*z^3 - 284/249*z + 1
*
[ 1/2 ] 
f(z) = 140/251*z^3 - 286/251*z + 1
*
[ 1/2 ] 
f(z) = 140/253*z^3 - 288/253*z + 1
*
[ 1/2 ] 
f(z) = 140/257*z^3 - 292/257*z + 1
*
[ 1/2 ] 
f(z) = 144/245*z^3 - 281/245*z + 1
*
[ 1/2 ] 
f(z) = 144/251*z^3 - 287/251*z + 1
*
[ 1/2 ] 
f(z) = 144/253*z^3 - 289/253*z + 1
*
[ 1/2 ] 
f(z) = 144/257*z^3 - 293/257*z + 1
*
[ 1/2 ] 
f(z) = 144/259*z^3 - 295/259*z + 1
*
[ 1/2 ] 
f(z) = 148/245*z^3 - 282/245*z + 1
*
[ 1/2 ] 
f(z) = 148/247*z^3 - 284/247*z + 1
*
[ 1/2 ] 
f(z) = 148/249*z^3 - 286/249*z + 1
*
[ 1/2 ] 
f(z) = 148/251*z^3 - 288/251*z + 1
*
[ 1/2 ] 
f(z) = 148/253*z^3 - 290/253*z + 1
*
[ 1/2 ] 
f(z) = 148/255*z^3 - 292/255*z + 1
*
[ 1/2 ] 
f(z) = 148/257*z^3 - 294/257*z + 1
*
[ 1/2 ] 
f(z) = 152/243*z^3 - 281/243*z + 1
*
[ 1/2 ] 
f(z) = 152/245*z^3 - 283/245*z + 1
*
[ 1/2 ] 
f(z) = 152/249*z^3 - 287/249*z + 1
*
[ 1/2 ] 
f(z) = 152/251*z^3 - 289/251*z + 1
*
[ 1/2 ] 
f(z) = 152/253*z^3 - 291/253*z + 1
*
[ 1/2 ] 
f(z) = 152/255*z^3 - 293/255*z + 1
*
[ 1/2 ] 
f(z) = 152/257*z^3 - 295/257*z + 1
*
[ 1/2 ] 
f(z) = 152/259*z^3 - 297/259*z + 1
*
[ 1/2 ] 
f(z) = 156/245*z^3 - 284/245*z + 1
*
[ 1/2 ] 
f(z) = 156/251*z^3 - 290/251*z + 1
*
[ 1/2 ] 
f(z) = 156/253*z^3 - 292/253*z + 1
*
[ 1/2 ] 
f(z) = 156/257*z^3 - 296/257*z + 1
*
[ 1/2 ] 
f(z) = 156/259*z^3 - 298/259*z + 1
*
80/63 | 0.14241421830729399452667641821740864960 | 0.016066001065780829664536346674348665721
f(z) = 147/250*z^3 - 283/270*z + 1
*
[ 9/16 ] 
f(z) = 152/243*z^3 - 281/288*z + 1
*
[ 8 ] 
f(z) = 141/256*z^3 - 275/8*z + 1
*
[ -8 ] 
f(z) = 141/256*z^3 - 273/8*z + 1
*
[ 8 ] 
f(z) = 143/256*z^3 - 279/8*z + 1
*
[ -8 ] 
f(z) = 143/256*z^3 - 277/8*z + 1
*
7/12 | 0.098880991125706959582187369082293190657 | 0.013062342948182027043244153577619233765
f(z) = 144/245*z^3 - 277/35*z + 1
*
-68/21 | 0.24782508434154906189088968024190008463 | 0.029514910857975589814900160758335542516
f(z) = 147/256*z^3 - 277/48*z + 1
*
[ 8/3 ] 
f(z) = 155/256*z^3 - 265/72*z + 1
*
[ 8/3 ] 
f(z) = 157/256*z^3 - 269/72*z + 1
*
[ -20/7 ] 
f(z) = 147/256*z^3 - 267/80*z + 1
*
[ 7/3 ] 
f(z) = 141/245*z^3 - 269/105*z + 1
*
[ -40/17 ] 
f(z) = 153/250*z^3 - 267/136*z + 1
*
-4/9 | 0.24466429702498150535000056638322410612 | 0.029240530881775299156774844933157194832
f(z) = 153/256*z^3 - 269/144*z + 1
*
[ -9/4 ] 
f(z) = 157/243*z^3 - 263/144*z + 1
*
[ 3/7 ] 
f(z) = 140/243*z^3 - 272/189*z + 1
*
[ 20/47 ] 
f(z) = 141/250*z^3 - 273/188*z + 1
*
[ 3/7 ] 
f(z) = 154/243*z^3 - 274/189*z + 1
*
[ 1/2 ] 
f(z) = 140/241*z^3 - 276/241*z + 1
*
[ 1/2 ] 
f(z) = 140/243*z^3 - 278/243*z + 1
*
[ 1/2 ] 
f(z) = 144/241*z^3 - 277/241*z + 1
*
[ 19/12 ] 
f(z) = 144/247*z^3 - 270/247*z + 1
*
[ 11/7 ] 
f(z) = 147/253*z^3 - 271/253*z + 1
*
[ 1/2 ] 
f(z) = 148/241*z^3 - 278/241*z + 1
*
[ 1/2 ] 
f(z) = 148/243*z^3 - 280/243*z + 1
*
[ 1/2 ] 
f(z) = 152/241*z^3 - 279/241*z + 1
*
[ 1/2 ] 
f(z) = 156/241*z^3 - 280/241*z + 1
*
[ -2 ] 
f(z) = 157/242*z^3 - 265/242*z + 1
*
[ -2 ] 
f(z) = 159/242*z^3 - 273/242*z + 1
*
[ -2 ] 
f(z) = 159/250*z^3 - 261/250*z + 1
*
[ 5/9 ] 
f(z) = 141/250*z^3 - 263/270*z + 1
*
[ 20/13 ] 
f(z) = 143/250*z^3 - 261/260*z + 1
*
[ 5/9 ] 
f(z) = 159/250*z^3 - 269/270*z + 1
*
[ 16/3 ] 
f(z) = 153/256*z^3 - 259/16*z + 1
*
[ -16/3 ] 
f(z) = 153/256*z^3 - 253/16*z + 1
*
[ 7/2 ] 
f(z) = 152/245*z^3 - 241/35*z + 1
*
[ 7/2 ] 
f(z) = 156/245*z^3 - 248/35*z + 1
*
-5/14 | 0.12027441906297651708333926857563697459 | 0.013754562792531427792096476380148496735
f(z) = 147/250*z^3 - 251/40*z + 1
*
20/7 | 0.22587789293263581980490024160146420182 | 0.027300226214919607587408171845508635992
f(z) = 147/256*z^3 - 245/48*z + 1
*
[ 8/3 ] 
f(z) = 143/256*z^3 - 241/72*z + 1
*
[ 8/3 ] 
f(z) = 145/256*z^3 - 245/72*z + 1
*
-20/7 | 0.23577834833032897422194351409398822837 | 0.026890926268400440489449026062093963877
f(z) = 147/250*z^3 - 257/60*z + 1
*
[ 8/3 ] 
f(z) = 149/256*z^3 - 253/72*z + 1
*
2 | 0.20022303650852751932180156666272939442 | 0.029139917943686147480286499181101862304
f(z) = 151/240*z^3 - 241/60*z + 1
*
[ 8/3 ] 
f(z) = 151/256*z^3 - 257/72*z + 1
*
[ 11/5 ] 
f(z) = 145/242*z^3 - 259/110*z + 1
*
[ 2 ] 
f(z) = 151/244*z^3 - 241/122*z + 1
*
[ 2 ] 
f(z) = 153/244*z^3 - 245/122*z + 1
*
[ 2 ] 
f(z) = 155/244*z^3 - 249/122*z + 1
*
[ 2 ] 
f(z) = 155/252*z^3 - 247/126*z + 1
*
[ 2 ] 
f(z) = 157/244*z^3 - 253/122*z + 1
*
[ 2 ] 
f(z) = 157/252*z^3 - 251/126*z + 1
*
[ 2 ] 
f(z) = 159/244*z^3 - 257/122*z + 1
*
[ 2/5 ] 
f(z) = 145/248*z^3 - 247/155*z + 1
*
[ -9/4 ] 
f(z) = 151/243*z^3 - 245/144*z + 1
*
[ -9/4 ] 
f(z) = 155/243*z^3 - 257/144*z + 1
*
[ 5/12 ] 
f(z) = 153/250*z^3 - 241/160*z + 1
*
[ 9/20 ] 
f(z) = 140/243*z^3 - 241/180*z + 1
*
[ 18/11 ] 
f(z) = 154/243*z^3 - 259/198*z + 1
*
[ 8/5 ] 
f(z) = 159/256*z^3 - 243/200*z + 1
*
[ 3/2 ] 
f(z) = 148/249*z^3 - 250/249*z + 1
*
[ 3/2 ] 
f(z) = 148/255*z^3 - 248/255*z + 1
*
[ -2 ] 
f(z) = 151/242*z^3 - 241/242*z + 1
*
[ 3/2 ] 
f(z) = 152/249*z^3 - 259/249*z + 1
*
[ 3/2 ] 
f(z) = 152/255*z^3 - 257/255*z + 1
*
[ -2 ] 
f(z) = 153/242*z^3 - 249/242*z + 1
*
[ -2 ] 
f(z) = 155/242*z^3 - 257/242*z + 1
*
[ -2 ] 
f(z) = 155/246*z^3 - 251/246*z + 1
*
[ -2 ] 
f(z) = 157/246*z^3 - 259/246*z + 1
*
[ -2 ] 
f(z) = 157/250*z^3 - 253/250*z + 1
*
[ -2 ] 
f(z) = 157/254*z^3 - 247/254*z + 1
*
[ -2 ] 
f(z) = 157/258*z^3 - 241/258*z + 1
*
[ -2 ] 
f(z) = 159/254*z^3 - 255/254*z + 1
*
[ 30/49 ] 
f(z) = 147/250*z^3 - 251/294*z + 1
*
[ 9/2 ] 
f(z) = 158/243*z^3 - 223/18*z + 1
*
[ 7/2 ] 
f(z) = 144/245*z^3 - 227/35*z + 1
*
[ 7/2 ] 
f(z) = 148/245*z^3 - 234/35*z + 1
*
[ -7/2 ] 
f(z) = 152/245*z^3 - 221/35*z + 1
*
[ -7/2 ] 
f(z) = 156/245*z^3 - 228/35*z + 1
*
2 | 0.19676495413958243720133898561923287872 | 0.028778027846905460731117842705072583875
f(z) = 143/240*z^3 - 233/60*z + 1
*
[ 30/11 ] 
f(z) = 143/250*z^3 - 239/66*z + 1
*
2 | 0.19937989978051759706406378207301829785 | 0.029052445431790982077339714915910970334
f(z) = 149/240*z^3 - 239/60*z + 1
*
[ -7/3 ] 
f(z) = 159/245*z^3 - 221/105*z + 1
*
[ 2 ] 
f(z) = 141/244*z^3 - 221/122*z + 1
*
[ 2 ] 
f(z) = 143/244*z^3 - 225/122*z + 1
*
[ 2 ] 
f(z) = 143/252*z^3 - 223/126*z + 1
*
[ 2 ] 
f(z) = 145/244*z^3 - 229/122*z + 1
*
[ 2 ] 
f(z) = 145/252*z^3 - 227/126*z + 1
*
[ 2 ] 
f(z) = 147/244*z^3 - 233/122*z + 1
*
15/14 | 0.16082123026053048824024593219846065994 | 0.018549344906508186712446375371589198183
f(z) = 147/250*z^3 - 233/120*z + 1
*
-40/21 | 0.19254239770956087973948688420657473457 | 0.022321045132131733856396866923098125960
f(z) = 147/250*z^3 - 223/120*z + 1
*
[ 2 ] 
f(z) = 149/244*z^3 - 237/122*z + 1
*
[ 2 ] 
f(z) = 149/252*z^3 - 235/126*z + 1
*
[ 2 ] 
f(z) = 151/252*z^3 - 239/126*z + 1
*
[ -9/4 ] 
f(z) = 143/243*z^3 - 221/144*z + 1
*
[ -9/4 ] 
f(z) = 145/243*z^3 - 227/144*z + 1
*
[ -9/4 ] 
f(z) = 149/243*z^3 - 239/144*z + 1
*
[ 18/11 ] 
f(z) = 143/243*z^3 - 235/198*z + 1
*
[ 8/5 ] 
f(z) = 149/256*z^3 - 223/200*z + 1
*
[ 8/5 ] 
f(z) = 151/256*z^3 - 227/200*z + 1
*
[ 8/5 ] 
f(z) = 153/256*z^3 - 231/200*z + 1
*
[ 8/5 ] 
f(z) = 157/256*z^3 - 239/200*z + 1
*
[ 3/2 ] 
f(z) = 140/249*z^3 - 232/249*z + 1
*
[ 7/12 ] 
f(z) = 144/259*z^3 - 234/259*z + 1
*
[ -2 ] 
f(z) = 147/242*z^3 - 225/242*z + 1
*
[ 4/7 ] 
f(z) = 147/244*z^3 - 231/244*z + 1
*
[ -2 ] 
f(z) = 149/242*z^3 - 233/242*z + 1
*
[ -2 ] 
f(z) = 149/246*z^3 - 227/246*z + 1
*
[ -2 ] 
f(z) = 149/250*z^3 - 221/250*z + 1
*
[ -2 ] 
f(z) = 151/246*z^3 - 235/246*z + 1
*
[ -2 ] 
f(z) = 151/250*z^3 - 229/250*z + 1
*
[ -2 ] 
f(z) = 151/254*z^3 - 223/254*z + 1
*
[ -2 ] 
f(z) = 153/250*z^3 - 237/250*z + 1
*
[ -2 ] 
f(z) = 153/254*z^3 - 231/254*z + 1
*
[ -2 ] 
f(z) = 155/254*z^3 - 239/254*z + 1
*
[ -2 ] 
f(z) = 155/258*z^3 - 233/258*z + 1
*
[ 9/2 ] 
f(z) = 146/243*z^3 - 205/18*z + 1
*
[ 9/2 ] 
f(z) = 154/243*z^3 - 217/18*z + 1
*
[ -9/2 ] 
f(z) = 154/243*z^3 - 209/18*z + 1
*
[ -9/2 ] 
f(z) = 158/243*z^3 - 215/18*z + 1
*
[ -7/2 ] 
f(z) = 144/245*z^3 - 207/35*z + 1
*
5/21 | 0.24274875945595885774453018329393836542 | 0.028230627139403550991293510488535308587
f(z) = 147/250*z^3 - 217/30*z + 1
*
[ -7/2 ] 
f(z) = 148/245*z^3 - 214/35*z + 1
*
[ -8/3 ] 
f(z) = 151/256*z^3 - 203/72*z + 1
*
[ -8/3 ] 
f(z) = 155/256*z^3 - 211/72*z + 1
*
[ -8/3 ] 
f(z) = 157/256*z^3 - 215/72*z + 1
*
[ -7/3 ] 
f(z) = 156/245*z^3 - 214/105*z + 1
*
[ 5/13 ] 
f(z) = 143/250*z^3 - 219/130*z + 1
*
[ 16/9 ] 
f(z) = 153/256*z^3 - 209/144*z + 1
*
[ 7/4 ] 
f(z) = 156/245*z^3 - 213/140*z + 1
*
[ 9/19 ] 
f(z) = 152/243*z^3 - 214/171*z + 1
*
[ 8/5 ] 
f(z) = 141/256*z^3 - 207/200*z + 1
*
[ 8/5 ] 
f(z) = 143/256*z^3 - 211/200*z + 1
*
[ 8/5 ] 
f(z) = 147/256*z^3 - 219/200*z + 1
*
[ 8/15 ] 
f(z) = 153/256*z^3 - 209/200*z + 1
*
[ -2 ] 
f(z) = 141/242*z^3 - 201/242*z + 1
*
[ -2 ] 
f(z) = 143/246*z^3 - 203/246*z + 1
*
[ -2 ] 
f(z) = 145/242*z^3 - 217/242*z + 1
*
[ -2 ] 
f(z) = 145/246*z^3 - 211/246*z + 1
*
[ -2 ] 
f(z) = 147/250*z^3 - 213/250*z + 1
*
[ -2 ] 
f(z) = 147/254*z^3 - 207/254*z + 1
*
[ -2 ] 
f(z) = 149/254*z^3 - 215/254*z + 1
*
[ -2 ] 
f(z) = 149/258*z^3 - 209/258*z + 1
*
[ 7/5 ] 
f(z) = 150/259*z^3 - 220/259*z + 1
*
[ -2 ] 
f(z) = 151/258*z^3 - 217/258*z + 1
*
[ 4/3 ] 
f(z) = 153/244*z^3 - 211/244*z + 1
*
[ 2/3 ] 
f(z) = 143/248*z^3 - 211/279*z + 1
*
[ 2/3 ] 
f(z) = 145/248*z^3 - 212/279*z + 1
*
[ 2/3 ] 
f(z) = 149/248*z^3 - 214/279*z + 1
*
[ 2/3 ] 
f(z) = 151/248*z^3 - 215/279*z + 1
*
[ 6/5 ] 
f(z) = 155/243*z^3 - 203/270*z + 1
*
[ 2/3 ] 
f(z) = 157/248*z^3 - 218/279*z + 1
*
[ 9/8 ] 
f(z) = 158/243*z^3 - 205/288*z + 1
*
[ 9/2 ] 
f(z) = 142/243*z^3 - 199/18*z + 1
*
[ -9/2 ] 
f(z) = 142/243*z^3 - 191/18*z + 1
*
[ -9/2 ] 
f(z) = 146/243*z^3 - 197/18*z + 1
*
130/51 | 0.27760258399389951888448252815209715232 | 0.027509907440719772108648992189800494488
f(z) = 153/250*z^3 - 193/34*z + 1
*
[ 10/3 ] 
f(z) = 159/250*z^3 - 191/30*z + 1
*
20/7 | 0.24397688094302192379246696705984526079 | 0.028800918701682906131961587836607753642
f(z) = 147/250*z^3 - 191/40*z + 1
*
[ -8/3 ] 
f(z) = 143/256*z^3 - 187/72*z + 1
*
[ -8/3 ] 
f(z) = 145/256*z^3 - 191/72*z + 1
*
[ -8/3 ] 
f(z) = 149/256*z^3 - 199/72*z + 1
*
-2 | 0.10594840133965225433687490252713461343 | 0.016089864511450589970844490379997124655
f(z) = 149/256*z^3 - 181/64*z + 1
*
-2 | 0.084752447231504215759373876118667852347 | 0.012870938831791572723883284851840266192
f(z) = 151/240*z^3 - 181/60*z + 1
*
-2 | 0.10601953907195542387048231782894521917 | 0.016073842792000658102748949199352817365
f(z) = 151/256*z^3 - 183/64*z + 1
*
-2 | 0.10608505058652923070081341157759800004 | 0.016057313100691906885625863463904538544
f(z) = 153/256*z^3 - 185/64*z + 1
*
[ 9/4 ] 
f(z) = 154/243*z^3 - 191/72*z + 1
*
-2 | 0.10614491247103064897387426573964505308 | 0.016040267280733230391391544937815873589
f(z) = 155/256*z^3 - 187/64*z + 1
*
-2 | 0.084846228621249208090228957323511107789 | 0.012821680786806157950656235875382972726
f(z) = 157/240*z^3 - 187/60*z + 1
*
-2 | 0.10619907228427890331376175357486422284 | 0.016022693018475553523477201017608067629
f(z) = 157/256*z^3 - 189/64*z + 1
*
[ 9/4 ] 
f(z) = 158/243*z^3 - 197/72*z + 1
*
-2 | 0.10624744862175097011899392185815630474 | 0.016004573877386052042577412193533223271
f(z) = 159/256*z^3 - 191/64*z + 1
*
[ -11/5 ] 
f(z) = 155/242*z^3 - 181/110*z + 1
*
[ 40/21 ] 
f(z) = 147/250*z^3 - 199/120*z + 1
*
[ 40/21 ] 
f(z) = 147/256*z^3 - 193/120*z + 1
*
[ 7/4 ] 
f(z) = 148/245*z^3 - 199/140*z + 1
*
[ 4/9 ] 
f(z) = 153/256*z^3 - 197/144*z + 1
*
[ 18/13 ] 
f(z) = 143/243*z^3 - 199/234*z + 1
*
[ -2 ] 
f(z) = 141/250*z^3 - 189/250*z + 1
*
[ -2 ] 
f(z) = 141/254*z^3 - 183/254*z + 1
*
[ -2 ] 
f(z) = 143/250*z^3 - 197/250*z + 1
*
[ -2 ] 
f(z) = 143/254*z^3 - 191/254*z + 1
*
[ -2 ] 
f(z) = 143/258*z^3 - 185/258*z + 1
*
[ -2 ] 
f(z) = 145/254*z^3 - 199/254*z + 1
*
[ -2 ] 
f(z) = 145/258*z^3 - 193/258*z + 1
*
[ 2/3 ] 
f(z) = 153/242*z^3 - 189/242*z + 1
*
[ 2/3 ] 
f(z) = 153/250*z^3 - 193/250*z + 1
*
[ 2/3 ] 
f(z) = 153/254*z^3 - 195/254*z + 1
*
[ 6/5 ] 
f(z) = 145/243*z^3 - 187/270*z + 1
*
[ 9/8 ] 
f(z) = 142/243*z^3 - 181/288*z + 1
*
[ 9/8 ] 
f(z) = 146/243*z^3 - 187/288*z + 1
*
[ 9/8 ] 
f(z) = 154/243*z^3 - 199/288*z + 1
*
10/21 | 0.15096986361733196834006038369834020041 | 0.016622047592099972336456830460291205975
f(z) = 147/250*z^3 - 176/15*z + 1
*
[ 10/3 ] 
f(z) = 141/250*z^3 - 167/30*z + 1
*
[ 11/3 ] 
f(z) = 153/242*z^3 - 171/22*z + 1
*
[ -10/3 ] 
f(z) = 159/250*z^3 - 173/30*z + 1
*
-20/7 | 0.22413475476112912521971950446630715609 | 0.026963170731950494593294598183161803780
f(z) = 147/250*z^3 - 163/40*z + 1
*
-2 | 0.10560696678517601832283305687919239808 | 0.016148876626425709043126761009819843697
f(z) = 141/256*z^3 - 173/64*z + 1
*
[ 9/4 ] 
f(z) = 142/243*z^3 - 173/72*z + 1
*
-2 | 0.084530438747494358624935803471188958028 | 0.012925961876054335823133936680532054255
f(z) = 143/240*z^3 - 173/60*z + 1
*
-2 | 0.10570100537067095787964929843460865659 | 0.016134896836060647691066807110988095354
f(z) = 143/256*z^3 - 175/64*z + 1
*
-2 | 0.10578918975916960745418959748276113366 | 0.016120394817660897826187797577493556120
f(z) = 145/256*z^3 - 177/64*z + 1
*
[ 9/4 ] 
f(z) = 146/243*z^3 - 179/72*z + 1
*
[ -55/21 ] 
f(z) = 147/250*z^3 - 175/66*z + 1
*
-2 | 0.10587163092597681707301564996003078276 | 0.016105382105154467957059100668427352891
f(z) = 147/256*z^3 - 179/64*z + 1
*
[ 2/7 ] 
f(z) = 147/256*z^3 - 163/64*z + 1
*
-2 | 0.084707134150613077586396092580256196541 | 0.012885800951550947330705251701243575057
f(z) = 149/240*z^3 - 179/60*z + 1
*
[ -7/3 ] 
f(z) = 141/245*z^3 - 179/105*z + 1
*
[ 8/17 ] 
f(z) = 153/256*z^3 - 171/136*z + 1
*
[ 5/9 ] 
f(z) = 157/250*z^3 - 161/162*z + 1
*
[ 5/4 ] 
f(z) = 144/245*z^3 - 176/245*z + 1
*
[ 8/7 ] 
f(z) = 147/248*z^3 - 161/248*z + 1
*
[ 6/5 ] 
f(z) = 140/243*z^3 - 179/270*z + 1
*
[ 10/9 ] 
f(z) = 141/250*z^3 - 161/270*z + 1
*
[ 10/9 ] 
f(z) = 147/250*z^3 - 169/270*z + 1
*
[ 16/17 ] 
f(z) = 153/256*z^3 - 161/272*z + 1
*
[ -11/6 ] 
f(z) = 159/242*z^3 - 175/264*z + 1
*
[ 7/8 ] 
f(z) = 152/245*z^3 - 173/280*z + 1
*
[ 40/7 ] 
f(z) = 147/250*z^3 - 147/8*z + 1
*
4/7 | 0.12249376221821089758065063825709166124 | 0.015835410459405910837674185839771925594
f(z) = 147/256*z^3 - 143/16*z + 1
*
[ 5 ] 
f(z) = 149/250*z^3 - 141/10*z + 1
*
[ 5 ] 
f(z) = 151/250*z^3 - 143/10*z + 1
*
[ -5 ] 
f(z) = 153/250*z^3 - 141/10*z + 1
*
[ 4 ] 
f(z) = 153/256*z^3 - 141/16*z + 1
*
[ 4 ] 
f(z) = 155/256*z^3 - 143/16*z + 1
*
[ 5 ] 
f(z) = 157/250*z^3 - 149/10*z + 1
*
[ 4 ] 
f(z) = 157/256*z^3 - 145/16*z + 1
*
[ 5 ] 
f(z) = 159/250*z^3 - 151/10*z + 1
*
[ -5 ] 
f(z) = 159/250*z^3 - 147/10*z + 1
*
[ 4 ] 
f(z) = 159/256*z^3 - 147/16*z + 1
*
[ -10/3 ] 
f(z) = 141/250*z^3 - 149/30*z + 1
*
[ 35/12 ] 
f(z) = 144/245*z^3 - 152/35*z + 1
*
[ 24/7 ] 
f(z) = 147/256*z^3 - 145/24*z + 1
*
[ -11/3 ] 
f(z) = 153/242*z^3 - 159/22*z + 1
*
4/7 | 0.099611518285579431376949036993004645496 | 0.012723671439798305550380980734304175792
f(z) = 147/256*z^3 - 157/48*z + 1
*
[ 11/6 ] 
f(z) = 153/242*z^3 - 147/88*z + 1
*
[ 5/12 ] 
f(z) = 159/250*z^3 - 145/96*z + 1
*
[ -11/5 ] 
f(z) = 145/242*z^3 - 159/110*z + 1
*
[ -20/9 ] 
f(z) = 147/250*z^3 - 157/108*z + 1
*
[ -44/21 ] 
f(z) = 147/242*z^3 - 157/132*z + 1
*
[ 10/7 ] 
f(z) = 147/248*z^3 - 141/155*z + 1
*
[ 16/11 ] 
f(z) = 143/256*z^3 - 153/176*z + 1
*
[ 2/3 ] 
f(z) = 141/256*z^3 - 143/192*z + 1
*
[ 2/3 ] 
f(z) = 147/256*z^3 - 145/192*z + 1
*
[ 11/9 ] 
f(z) = 153/242*z^3 - 151/198*z + 1
*
[ 2/3 ] 
f(z) = 159/256*z^3 - 149/192*z + 1
*
[ 3/4 ] 
f(z) = 142/243*z^3 - 143/216*z + 1
*
[ 3/4 ] 
f(z) = 146/243*z^3 - 145/216*z + 1
*
[ 3/4 ] 
f(z) = 154/243*z^3 - 149/216*z + 1
*
[ 6/5 ] 
f(z) = 155/252*z^3 - 151/210*z + 1
*
[ 3/4 ] 
f(z) = 158/243*z^3 - 151/216*z + 1
*
[ 5/6 ] 
f(z) = 144/245*z^3 - 149/245*z + 1
*
[ 13/12 ] 
f(z) = 144/247*z^3 - 150/247*z + 1
*
[ 7/6 ] 
f(z) = 144/259*z^3 - 159/259*z + 1
*
[ 10/11 ] 
f(z) = 151/250*z^3 - 145/242*z + 1
*
[ 5 ] 
f(z) = 141/250*z^3 - 133/10*z + 1
*
[ -5 ] 
f(z) = 141/250*z^3 - 129/10*z + 1
*
[ 4 ] 
f(z) = 141/256*z^3 - 129/16*z + 1
*
[ -4 ] 
f(z) = 141/256*z^3 - 121/16*z + 1
*
[ -5 ] 
f(z) = 143/250*z^3 - 131/10*z + 1
*
[ 4 ] 
f(z) = 143/256*z^3 - 131/16*z + 1
*
[ -4 ] 
f(z) = 143/256*z^3 - 123/16*z + 1
*
[ 4 ] 
f(z) = 145/256*z^3 - 133/16*z + 1
*
[ -4 ] 
f(z) = 145/256*z^3 - 125/16*z + 1
*
[ 5 ] 
f(z) = 147/250*z^3 - 139/10*z + 1
*
[ 4 ] 
f(z) = 147/256*z^3 - 135/16*z + 1
*
[ -4 ] 
f(z) = 147/256*z^3 - 127/16*z + 1
*
[ -5 ] 
f(z) = 149/250*z^3 - 137/10*z + 1
*
[ 4 ] 
f(z) = 149/256*z^3 - 137/16*z + 1
*
[ -4 ] 
f(z) = 149/256*z^3 - 129/16*z + 1
*
[ -5 ] 
f(z) = 151/250*z^3 - 139/10*z + 1
*
[ 4 ] 
f(z) = 151/256*z^3 - 139/16*z + 1
*
[ -4 ] 
f(z) = 151/256*z^3 - 131/16*z + 1
*
[ -4 ] 
f(z) = 153/256*z^3 - 133/16*z + 1
*
[ -4 ] 
f(z) = 155/256*z^3 - 135/16*z + 1
*
[ -4 ] 
f(z) = 157/256*z^3 - 137/16*z + 1
*
[ -10 ] 
f(z) = 159/250*z^3 - 125/2*z + 1
*
[ -4 ] 
f(z) = 159/256*z^3 - 139/16*z + 1
*
[ 3 ] 
f(z) = 140/243*z^3 - 122/27*z + 1
*
[ 3 ] 
f(z) = 142/243*z^3 - 124/27*z + 1
*
[ 3 ] 
f(z) = 143/243*z^3 - 125/27*z + 1
*
[ -35/12 ] 
f(z) = 144/245*z^3 - 128/35*z + 1
*
[ 3 ] 
f(z) = 145/243*z^3 - 127/27*z + 1
*
[ 3 ] 
f(z) = 146/243*z^3 - 128/27*z + 1
*
5/7 | 0.22752052783328249705363587193067270677 | 0.028388022322641449864482920676911583942
f(z) = 147/250*z^3 - 121/30*z + 1
*
[ -24/7 ] 
f(z) = 147/256*z^3 - 131/24*z + 1
*
[ 3 ] 
f(z) = 148/243*z^3 - 130/27*z + 1
*
[ 3 ] 
f(z) = 149/243*z^3 - 131/27*z + 1
*
[ 3 ] 
f(z) = 151/243*z^3 - 133/27*z + 1
*
[ 3 ] 
f(z) = 152/243*z^3 - 134/27*z + 1
*
[ 3 ] 
f(z) = 154/243*z^3 - 136/27*z + 1
*
[ 3 ] 
f(z) = 155/243*z^3 - 137/27*z + 1
*
[ 3 ] 
f(z) = 157/243*z^3 - 139/27*z + 1
*
[ -3 ] 
f(z) = 157/243*z^3 - 121/27*z + 1
*
[ 3 ] 
f(z) = 158/243*z^3 - 140/27*z + 1
*
[ -3 ] 
f(z) = 158/243*z^3 - 122/27*z + 1
*
[ 5/2 ] 
f(z) = 147/250*z^3 - 123/40*z + 1
*
-16/7 | 0.15491623187163687332817463359480185398 | 0.020100554361483929152717574366313367524
f(z) = 147/256*z^3 - 139/48*z + 1
*
-4/7 | 0.10028303294519375554270100664963498656 | 0.013086760574360361994138984557140405374
f(z) = 147/256*z^3 - 133/48*z + 1
*
[ 5/2 ] 
f(z) = 151/250*z^3 - 127/40*z + 1
*
[ 5/2 ] 
f(z) = 153/250*z^3 - 129/40*z + 1
*
[ 5/2 ] 
f(z) = 157/250*z^3 - 133/40*z + 1
*
[ 2 ] 
f(z) = 151/240*z^3 - 121/60*z + 1
*
[ 2 ] 
f(z) = 153/256*z^3 - 121/64*z + 1
*
[ -9/4 ] 
f(z) = 154/243*z^3 - 127/72*z + 1
*
[ 2 ] 
f(z) = 155/256*z^3 - 123/64*z + 1
*
[ 2 ] 
f(z) = 157/240*z^3 - 127/60*z + 1
*
[ 2 ] 
f(z) = 157/256*z^3 - 125/64*z + 1
*
[ -9/4 ] 
f(z) = 158/243*z^3 - 133/72*z + 1
*
[ 2 ] 
f(z) = 159/256*z^3 - 127/64*z + 1
*
[ 5/3 ] 
f(z) = 157/250*z^3 - 121/90*z + 1
*
[ 3/2 ] 
f(z) = 157/243*z^3 - 121/108*z + 1
*
-40/21 | 0.15359454547016214288678191214661319262 | 0.018940718300290360655294678162244083309
f(z) = 147/250*z^3 - 133/120*z + 1
*
[ -2 ] 
f(z) = 153/244*z^3 - 123/122*z + 1
*
[ 3/5 ] 
f(z) = 155/243*z^3 - 121/135*z + 1
*
[ -2 ] 
f(z) = 155/244*z^3 - 127/122*z + 1
*
[ -2 ] 
f(z) = 155/252*z^3 - 121/126*z + 1
*
[ -2 ] 
f(z) = 157/244*z^3 - 131/122*z + 1
*
[ -2 ] 
f(z) = 157/252*z^3 - 125/126*z + 1
*
[ -2 ] 
f(z) = 159/244*z^3 - 135/122*z + 1
*
[ 35/24 ] 
f(z) = 144/245*z^3 - 131/140*z + 1
*
[ 4/3 ] 
f(z) = 157/256*z^3 - 121/144*z + 1
*
-80/51 | 0.24681461083326018907815206650464008319 | 0.029542098602008785000911805753050529417
f(z) = 153/250*z^3 - 137/170*z + 1
*
[ 5/4 ] 
f(z) = 153/250*z^3 - 121/160*z + 1
*
[ 5/4 ] 
f(z) = 159/250*z^3 - 127/160*z + 1
*
[ 8/9 ] 
f(z) = 141/256*z^3 - 121/216*z + 1
*
[ 16/13 ] 
f(z) = 143/256*z^3 - 137/208*z + 1
*
[ 6/5 ] 
f(z) = 145/252*z^3 - 139/210*z + 1
*
[ 8/9 ] 
f(z) = 147/256*z^3 - 125/216*z + 1
*
[ 8/9 ] 
f(z) = 159/256*z^3 - 133/216*z + 1
*
[ 9/10 ] 
f(z) = 148/243*z^3 - 136/225*z + 1
*
[ 9/10 ] 
f(z) = 152/243*z^3 - 139/225*z + 1
*
[ 10/11 ] 
f(z) = 141/250*z^3 - 137/242*z + 1
*
[ 20/21 ] 
f(z) = 147/256*z^3 - 137/240*z + 1
*
[ 10 ] 
f(z) = 141/250*z^3 - 111/2*z + 1
*
-5/21 | 0.15850444654488698616633286698043746873 | 0.016498098581702580598607957841987356651
f(z) = 147/250*z^3 - 119/6*z + 1
*
[ 9/2 ] 
f(z) = 148/243*z^3 - 104/9*z + 1
*
[ -10 ] 
f(z) = 149/250*z^3 - 117/2*z + 1
*
[ 10 ] 
f(z) = 151/250*z^3 - 119/2*z + 1
*
[ 9/2 ] 
f(z) = 152/243*z^3 - 107/9*z + 1
*
[ -9/2 ] 
f(z) = 152/243*z^3 - 103/9*z + 1
*
[ 10/3 ] 
f(z) = 157/250*z^3 - 113/18*z + 1
*
[ -3 ] 
f(z) = 140/243*z^3 - 104/27*z + 1
*
[ -3 ] 
f(z) = 142/243*z^3 - 106/27*z + 1
*
[ -3 ] 
f(z) = 143/243*z^3 - 107/27*z + 1
*
[ -3 ] 
f(z) = 145/243*z^3 - 109/27*z + 1
*
[ -3 ] 
f(z) = 146/243*z^3 - 110/27*z + 1
*
[ 22/7 ] 
f(z) = 147/242*z^3 - 117/22*z + 1
*
[ -22/7 ] 
f(z) = 147/242*z^3 - 103/22*z + 1
*
115/42 | 0.21229224619918713563591626543799918238 | 0.022480407072886456236596441075301428335
f(z) = 147/250*z^3 - 101/24*z + 1
*
-8/21 | 0.10290145209520804696553435646347158417 | 0.012643685393824255717803444284309532542
f(z) = 147/256*z^3 - 107/24*z + 1
*
[ -3 ] 
f(z) = 148/243*z^3 - 112/27*z + 1
*
[ -3 ] 
f(z) = 149/243*z^3 - 113/27*z + 1
*
[ -3 ] 
f(z) = 151/243*z^3 - 115/27*z + 1
*
[ -3 ] 
f(z) = 152/243*z^3 - 116/27*z + 1
*
[ -3 ] 
f(z) = 154/243*z^3 - 118/27*z + 1
*
[ -3 ] 
f(z) = 155/243*z^3 - 119/27*z + 1
*
[ 5/2 ] 
f(z) = 141/250*z^3 - 117/40*z + 1
*
[ 5/2 ] 
f(z) = 143/250*z^3 - 119/40*z + 1
*
4/21 | 0.077032075283188225830070827195613614734 | 0.010320569340991773178683912225999102180
f(z) = 147/256*z^3 - 109/48*z + 1
*
[ -5/2 ] 
f(z) = 157/250*z^3 - 101/40*z + 1
*
[ -5/2 ] 
f(z) = 159/250*z^3 - 103/40*z + 1
*
[ 2 ] 
f(z) = 141/256*z^3 - 109/64*z + 1
*
[ -9/4 ] 
f(z) = 142/243*z^3 - 109/72*z + 1
*
[ 2 ] 
f(z) = 143/240*z^3 - 113/60*z + 1
*
[ 2 ] 
f(z) = 143/256*z^3 - 111/64*z + 1
*
[ 2 ] 
f(z) = 145/256*z^3 - 113/64*z + 1
*
[ -9/4 ] 
f(z) = 146/243*z^3 - 115/72*z + 1
*
[ 2 ] 
f(z) = 147/256*z^3 - 115/64*z + 1
*
[ 2 ] 
f(z) = 149/240*z^3 - 119/60*z + 1
*
[ 2 ] 
f(z) = 149/256*z^3 - 117/64*z + 1
*
[ 2 ] 
f(z) = 151/256*z^3 - 119/64*z + 1
*
[ 7/4 ] 
f(z) = 152/245*z^3 - 103/70*z + 1
*
[ 5/3 ] 
f(z) = 143/250*z^3 - 107/90*z + 1
*
[ 5/3 ] 
f(z) = 149/250*z^3 - 113/90*z + 1
*
[ 3/2 ] 
f(z) = 143/243*z^3 - 107/108*z + 1
*
[ 3/2 ] 
f(z) = 145/243*z^3 - 109/108*z + 1
*
[ 3/2 ] 
f(z) = 149/243*z^3 - 113/108*z + 1
*
[ 3/2 ] 
f(z) = 151/243*z^3 - 115/108*z + 1
*
[ 3/2 ] 
f(z) = 155/243*z^3 - 119/108*z + 1
*
[ 3/5 ] 
f(z) = 140/243*z^3 - 118/135*z + 1
*
[ 5/8 ] 
f(z) = 141/250*z^3 - 105/128*z + 1
*
[ -2 ] 
f(z) = 143/244*z^3 - 103/122*z + 1
*
[ 3/5 ] 
f(z) = 145/243*z^3 - 119/135*z + 1
*
[ -2 ] 
f(z) = 145/244*z^3 - 107/122*z + 1
*
[ -2 ] 
f(z) = 145/252*z^3 - 101/126*z + 1
*
[ -2 ] 
f(z) = 147/244*z^3 - 111/122*z + 1
*
[ 4/7 ] 
f(z) = 147/248*z^3 - 117/124*z + 1
*
[ -2 ] 
f(z) = 149/244*z^3 - 115/122*z + 1
*
[ -2 ] 
f(z) = 149/252*z^3 - 109/126*z + 1
*
[ -2 ] 
f(z) = 151/244*z^3 - 119/122*z + 1
*
[ 5/8 ] 
f(z) = 151/250*z^3 - 107/128*z + 1
*
[ -2 ] 
f(z) = 151/252*z^3 - 113/126*z + 1
*
[ 4/3 ] 
f(z) = 153/248*z^3 - 105/124*z + 1
*
[ 9/14 ] 
f(z) = 154/243*z^3 - 103/126*z + 1
*
[ 4/3 ] 
f(z) = 143/256*z^3 - 107/144*z + 1
*
[ 4/3 ] 
f(z) = 145/256*z^3 - 109/144*z + 1
*
[ 25/21 ] 
f(z) = 147/250*z^3 - 101/150*z + 1
*
[ 4/3 ] 
f(z) = 149/256*z^3 - 113/144*z + 1
*
[ 4/3 ] 
f(z) = 151/256*z^3 - 115/144*z + 1
*
[ 4/3 ] 
f(z) = 155/256*z^3 - 119/144*z + 1
*
[ 5/4 ] 
f(z) = 141/250*z^3 - 109/160*z + 1
*
[ 5/4 ] 
f(z) = 143/250*z^3 - 111/160*z + 1
*
[ 5/4 ] 
f(z) = 149/250*z^3 - 117/160*z + 1
*
[ 10/9 ] 
f(z) = 149/250*z^3 - 103/162*z + 1
*
[ 5/4 ] 
f(z) = 151/250*z^3 - 119/160*z + 1
*
-5/3 | 0.16049093000892147426123634734390300878 | 0.019209717216679175698550386525798899295
f(z) = 153/250*z^3 - 117/170*z + 1
*
[ -27/14 ] 
f(z) = 140/243*z^3 - 118/189*z + 1
*
[ 9/10 ] 
f(z) = 145/243*z^3 - 107/180*z + 1
*
[ 6/7 ] 
f(z) = 147/256*z^3 - 113/192*z + 1
*
[ 9/10 ] 
f(z) = 155/243*z^3 - 113/180*z + 1
*
[ 9/2 ] 
f(z) = 140/243*z^3 - 98/9*z + 1
*
[ -9/2 ] 
f(z) = 140/243*z^3 - 94/9*z + 1
*
[ -10/3 ] 
f(z) = 143/250*z^3 - 91/18*z + 1
*
-20/7 | 0.18817762919866229184124600221288719440 | 0.022588009831290677326345791046828447853
f(z) = 147/250*z^3 - 83/15*z + 1
*
[ -9/2 ] 
f(z) = 148/243*z^3 - 100/9*z + 1
*
-10/3 | 0.26447792096647114086748355914302423475 | 0.026222776784641944649261177224447227807
f(z) = 153/250*z^3 - 96/17*z + 1
*
[ 9/4 ] 
f(z) = 140/243*z^3 - 85/36*z + 1
*
-2 | 0.10522442349580812625598732806445933353 | 0.016104656288385793052276367434619576876
f(z) = 141/248*z^3 - 86/31*z + 1
*
-2 | 0.10530781870764372235779667775171555766 | 0.016088952336010611326105971316305554398
f(z) = 143/248*z^3 - 87/31*z + 1
*
[ 7/3 ] 
f(z) = 144/245*z^3 - 92/35*z + 1
*
-2 | 0.10538518738148478414031630735644104667 | 0.016072708524989008291168794670184500282
f(z) = 145/248*z^3 - 88/31*z + 1
*
-2 | 0.10545655992578172679347381803871119199 | 0.016055924023457747193877336878020476743
f(z) = 147/248*z^3 - 89/31*z + 1
*
[ 20/7 ] 
f(z) = 147/250*z^3 - 83/20*z + 1
*
8/21 | 0.23119367319430366655778962207592602006 | 0.029064980274139849882744461065707382197
f(z) = 147/256*z^3 - 89/24*z + 1
*
[ 8/3 ] 
f(z) = 147/256*z^3 - 83/24*z + 1
*
[ 9/4 ] 
f(z) = 148/243*z^3 - 91/36*z + 1
*
-2 | 0.10552193163748567491696425437959840418 | 0.016038592878907033466458584540981177276
f(z) = 149/248*z^3 - 90/31*z + 1
*
-2 | 0.10558126434801112860493119911448895723 | 0.016020704301042740596945345387706968491
f(z) = 151/248*z^3 - 91/31*z + 1
*
[ 7/3 ] 
f(z) = 153/245*z^3 - 99/35*z + 1
*
-2 | 0.10563448705213257312226788669799478456 | 0.016002242786905511510286541862625415090
f(z) = 153/248*z^3 - 92/31*z + 1
*
-20/51 | 0.18837047396655177480947151356646837176 | 0.020077451143047166137750346914121112237
f(z) = 153/250*z^3 - 95/34*z + 1
*
[ 20/9 ] 
f(z) = 153/250*z^3 - 89/36*z + 1
*
-2 | 0.10572215164193679120814256178853655918 | 0.015963515150016339972562956363029203794
f(z) = 157/248*z^3 - 94/31*z + 1
*
-2 | 0.10575628035248263208013912010685151066 | 0.015943193654308398713605129223677963502
f(z) = 159/248*z^3 - 95/31*z + 1
*
[ 8/3 ] 
f(z) = 159/256*z^3 - 91/24*z + 1
*
[ -5/2 ] 
f(z) = 143/250*z^3 - 87/40*z + 1
*
[ -5/2 ] 
f(z) = 147/250*z^3 - 91/40*z + 1
*
-16/21 | 0.18981594720970107517072200413734462650 | 0.025834790323103546124638599610484231973
f(z) = 147/256*z^3 - 97/48*z + 1
*
[ -5/2 ] 
f(z) = 149/250*z^3 - 93/40*z + 1
*
[ -5/2 ] 
f(z) = 153/250*z^3 - 97/40*z + 1
*
[ 10/7 ] 
f(z) = 143/250*z^3 - 85/98*z + 1
*
[ 32/21 ] 
f(z) = 147/256*z^3 - 95/96*z + 1
*
[ 10/7 ] 
f(z) = 153/250*z^3 - 93/98*z + 1
*
[ 5/9 ] 
f(z) = 153/250*z^3 - 89/90*z + 1
*
[ 9/13 ] 
f(z) = 143/243*z^3 - 85/117*z + 1
*
[ 8/13 ] 
f(z) = 143/256*z^3 - 87/104*z + 1
*
[ -2 ] 
f(z) = 141/244*z^3 - 99/122*z + 1
*
[ 10/13 ] 
f(z) = 143/250*z^3 - 83/130*z + 1
*
[ -2 ] 
f(z) = 143/252*z^3 - 97/126*z + 1
*
[ 2/3 ] 
f(z) = 153/244*z^3 - 95/122*z + 1
*
[ 9/8 ] 
f(z) = 140/243*z^3 - 89/144*z + 1
*
[ 7/8 ] 
f(z) = 144/245*z^3 - 83/140*z + 1
*
[ 9/8 ] 
f(z) = 148/243*z^3 - 95/144*z + 1
*
[ 7/6 ] 
f(z) = 153/245*z^3 - 99/140*z + 1
*
-130/21 | 0.19941904694441245380399262225869130752 | 0.020503382573655205623127988217804378450
f(z) = 147/250*z^3 - 67/3*z + 1
*
12/7 | 0.17051836048868440730502802350457771107 | 0.024656619333503218499786063414483417662
f(z) = 147/256*z^3 - 63/16*z + 1
*
[ 10/3 ] 
f(z) = 153/250*z^3 - 61/10*z + 1
*
[ 8/3 ] 
f(z) = 141/256*z^3 - 79/24*z + 1
*
[ -8/3 ] 
f(z) = 141/256*z^3 - 61/24*z + 1
*
[ -7/3 ] 
f(z) = 144/245*z^3 - 62/35*z + 1
*
[ 2/7 ] 
f(z) = 147/248*z^3 - 79/31*z + 1
*
[ -20/7 ] 
f(z) = 147/250*z^3 - 69/20*z + 1
*
5/21 | 0.090283747550785006968484255493115942538 | 0.012161772095009605774491739330677989395
f(z) = 147/250*z^3 - 67/30*z + 1
*
-10/21 | 0.089415575391035892131081818699753365771 | 0.012198994397410108816149642038453726344
f(z) = 147/250*z^3 - 61/30*z + 1
*
40/21 | 0.20416469750605364022375906644708424581 | 0.026142981901067605396351895875133352581
f(z) = 147/256*z^3 - 77/24*z + 1
*
[ -8/3 ] 
f(z) = 147/256*z^3 - 65/24*z + 1
*
[ -7/3 ] 
f(z) = 153/245*z^3 - 69/35*z + 1
*
[ 2 ] 
f(z) = 153/248*z^3 - 61/31*z + 1
*
[ 2 ] 
f(z) = 157/248*z^3 - 63/31*z + 1
*
[ 2 ] 
f(z) = 159/248*z^3 - 64/31*z + 1
*
[ -8/3 ] 
f(z) = 159/256*z^3 - 73/24*z + 1
*
[ 9/5 ] 
f(z) = 140/243*z^3 - 64/45*z + 1
*
[ 9/5 ] 
f(z) = 145/243*z^3 - 67/45*z + 1
*
[ 9/5 ] 
f(z) = 155/243*z^3 - 73/45*z + 1
*
[ 3/2 ] 
f(z) = 158/243*z^3 - 61/54*z + 1
*
[ 11/21 ] 
f(z) = 147/242*z^3 - 71/66*z + 1
*
[ -2 ] 
f(z) = 151/240*z^3 - 61/60*z + 1
*
[ -2 ] 
f(z) = 157/240*z^3 - 67/60*z + 1
*
[ -2 ] 
f(z) = 157/256*z^3 - 61/64*z + 1
*
[ -2 ] 
f(z) = 159/256*z^3 - 63/64*z + 1
*
[ 2/3 ] 
f(z) = 141/248*z^3 - 70/93*z + 1
*
[ 9/11 ] 
f(z) = 143/243*z^3 - 61/99*z + 1
*
[ 2/3 ] 
f(z) = 147/248*z^3 - 71/93*z + 1
*
[ 5/7 ] 
f(z) = 149/250*z^3 - 69/98*z + 1
*
[ 9/11 ] 
f(z) = 154/243*z^3 - 64/99*z + 1
*
[ 2/3 ] 
f(z) = 159/248*z^3 - 73/93*z + 1
*
[ 5/7 ] 
f(z) = 159/250*z^3 - 71/98*z + 1
*
[ 3/4 ] 
f(z) = 140/243*z^3 - 71/108*z + 1
*
[ 10/11 ] 
f(z) = 143/250*z^3 - 63/110*z + 1
*
[ 3/4 ] 
f(z) = 148/243*z^3 - 73/108*z + 1
*
[ 7/6 ] 
f(z) = 156/245*z^3 - 76/105*z + 1
*
[ 5/6 ] 
f(z) = 141/250*z^3 - 71/120*z + 1
*
[ 5/6 ] 
f(z) = 159/250*z^3 - 77/120*z + 1
*
5/7 | 0.15152767504150764058441007124587359994 | 0.020866041906944004725381920467103885549
f(z) = 147/250*z^3 - 57/10*z + 1
*
10/21 | 0.19814302305238378792286038817854028426 | 0.024963294620343496939929958175961076252
f(z) = 147/250*z^3 - 56/15*z + 1
*
-45/14 | 0.16754826081408119541827867558926929482 | 0.019306217343032929095438311765736606785
f(z) = 147/250*z^3 - 47/8*z + 1
*
-20/7 | 0.13727566608617472887431080380546086948 | 0.019419325386593410147549709902488845581
f(z) = 147/250*z^3 - 47/10*z + 1
*
[ 9/4 ] 
f(z) = 152/243*z^3 - 47/18*z + 1
*
[ -9/4 ] 
f(z) = 140/243*z^3 - 53/36*z + 1
*
[ 2 ] 
f(z) = 141/248*z^3 - 55/31*z + 1
*
[ 2 ] 
f(z) = 143/248*z^3 - 56/31*z + 1
*
[ 7/4 ] 
f(z) = 144/245*z^3 - 48/35*z + 1
*
[ 2 ] 
f(z) = 145/248*z^3 - 57/31*z + 1
*
[ 2 ] 
f(z) = 147/248*z^3 - 58/31*z + 1
*
8/7 | 0.15403374040751984737045500197121824925 | 0.021054701091476876222708406410995495106
f(z) = 147/256*z^3 - 47/24*z + 1
*
[ 8/21 ] 
f(z) = 147/256*z^3 - 41/24*z + 1
*
[ -9/4 ] 
f(z) = 148/243*z^3 - 59/36*z + 1
*
[ 2 ] 
f(z) = 149/248*z^3 - 59/31*z + 1
*
[ 2 ] 
f(z) = 151/248*z^3 - 60/31*z + 1
*
[ 5/3 ] 
f(z) = 159/250*z^3 - 41/30*z + 1
*
[ 3/2 ] 
f(z) = 142/243*z^3 - 53/54*z + 1
*
[ 8/5 ] 
f(z) = 145/256*z^3 - 43/40*z + 1
*
[ 3/2 ] 
f(z) = 146/243*z^3 - 55/54*z + 1
*
[ 5/9 ] 
f(z) = 147/250*z^3 - 53/54*z + 1
*
[ 3/2 ] 
f(z) = 154/243*z^3 - 59/54*z + 1
*
[ 8/5 ] 
f(z) = 155/256*z^3 - 47/40*z + 1
*
[ 4/3 ] 
f(z) = 159/256*z^3 - 41/48*z + 1
*
[ 9/14 ] 
f(z) = 140/243*z^3 - 50/63*z + 1
*
[ 9/7 ] 
f(z) = 140/243*z^3 - 46/63*z + 1
*
[ -2 ] 
f(z) = 141/256*z^3 - 45/64*z + 1
*
[ -2 ] 
f(z) = 143/240*z^3 - 53/60*z + 1
*
[ 15/13 ] 
f(z) = 143/250*z^3 - 49/78*z + 1
*
[ 5/6 ] 
f(z) = 143/250*z^3 - 43/72*z + 1
*
[ -2 ] 
f(z) = 143/256*z^3 - 47/64*z + 1
*
[ -2 ] 
f(z) = 145/256*z^3 - 49/64*z + 1
*
[ 22/21 ] 
f(z) = 147/242*z^3 - 41/66*z + 1
*
-20/21 | 0.20493878106719512876953984706944108655 | 0.028023055537744264983344267415298308519
f(z) = 147/250*z^3 - 59/60*z + 1
*
[ -2 ] 
f(z) = 147/256*z^3 - 51/64*z + 1
*
[ -2 ] 
f(z) = 149/240*z^3 - 59/60*z + 1
*
[ -2 ] 
f(z) = 149/256*z^3 - 53/64*z + 1
*
[ -2 ] 
f(z) = 151/256*z^3 - 55/64*z + 1
*
[ 9/8 ] 
f(z) = 152/243*z^3 - 49/72*z + 1
*
[ -2 ] 
f(z) = 153/256*z^3 - 57/64*z + 1
*
[ 2/3 ] 
f(z) = 153/256*z^3 - 49/64*z + 1
*
[ 8/9 ] 
f(z) = 153/256*z^3 - 43/72*z + 1
*
[ 9/7 ] 
f(z) = 154/243*z^3 - 52/63*z + 1
*
[ -2 ] 
f(z) = 155/256*z^3 - 59/64*z + 1
*
[ 8/11 ] 
f(z) = 143/256*z^3 - 59/88*z + 1
*
[ 4/5 ] 
f(z) = 145/256*z^3 - 49/80*z + 1
*
[ 11/14 ] 
f(z) = 147/242*z^3 - 57/88*z + 1
*
[ 6/7 ] 
f(z) = 147/248*z^3 - 56/93*z + 1
*
[ 10/9 ] 
f(z) = 153/250*z^3 - 59/90*z + 1
*
[ 4/5 ] 
f(z) = 155/256*z^3 - 51/80*z + 1
*
[ 5 ] 
f(z) = 143/250*z^3 - 27/2*z + 1
*
[ 10/3 ] 
f(z) = 147/250*z^3 - 35/6*z + 1
*
-5/21 | 0.15742443655513077038857550351679476233 | 0.019208386546799474404895681299962518021
f(z) = 147/250*z^3 - 29/6*z + 1
*
[ -5 ] 
f(z) = 147/250*z^3 - 27/2*z + 1
*
15/7 | 0.22153564476941073827614543506953590864 | 0.027817803501843471060785613245816174305
f(z) = 147/250*z^3 - 23/6*z + 1
*
12/7 | 0.10268878987996859730532016171739768053 | 0.016545159697120662649951749955265256367
f(z) = 147/256*z^3 - 31/16*z + 1
*
[ -16/7 ] 
f(z) = 147/256*z^3 - 25/16*z + 1
*
[ 5/2 ] 
f(z) = 149/250*z^3 - 25/8*z + 1
*
[ 5/3 ] 
f(z) = 151/250*z^3 - 23/18*z + 1
*
[ -9/4 ] 
f(z) = 152/243*z^3 - 31/18*z + 1
*
[ 5 ] 
f(z) = 153/250*z^3 - 29/2*z + 1
*
[ 8/3 ] 
f(z) = 153/256*z^3 - 29/8*z + 1
*
[ -8/3 ] 
f(z) = 153/256*z^3 - 23/8*z + 1
*
[ -5 ] 
f(z) = 157/250*z^3 - 29/2*z + 1
*
[ 5/2 ] 
f(z) = 159/250*z^3 - 27/8*z + 1
*
[ 3/2 ] 
f(z) = 140/243*z^3 - 26/27*z + 1
*
[ -2 ] 
f(z) = 141/248*z^3 - 24/31*z + 1
*
[ -2 ] 
f(z) = 143/248*z^3 - 25/31*z + 1
*
[ 5/11 ] 
f(z) = 143/250*z^3 - 29/22*z + 1
*
[ 7/12 ] 
f(z) = 144/245*z^3 - 32/35*z + 1
*
[ 7/6 ] 
f(z) = 144/245*z^3 - 23/35*z + 1
*
[ -2 ] 
f(z) = 145/248*z^3 - 26/31*z + 1
*
[ 11/7 ] 
f(z) = 147/242*z^3 - 25/22*z + 1
*
[ -2 ] 
f(z) = 147/248*z^3 - 27/31*z + 1
*
20/21 | 0.092741084479479936562813532813119639765 | 0.011315947119984635088546485632148000123
f(z) = 147/250*z^3 - 29/24*z + 1
*
[ 5/4 ] 
f(z) = 147/250*z^3 - 23/32*z + 1
*
[ 3/2 ] 
f(z) = 148/243*z^3 - 28/27*z + 1
*
[ -2 ] 
f(z) = 149/248*z^3 - 28/31*z + 1
*
[ -2 ] 
f(z) = 151/248*z^3 - 29/31*z + 1
*
[ 3/2 ] 
f(z) = 152/243*z^3 - 29/27*z + 1
*
[ -2 ] 
f(z) = 153/248*z^3 - 30/31*z + 1
*
[ 2/3 ] 
f(z) = 153/248*z^3 - 24/31*z + 1
*
[ 10/17 ] 
f(z) = 153/250*z^3 - 31/34*z + 1
*
[ -2 ] 
f(z) = 157/248*z^3 - 32/31*z + 1
*
[ 5/4 ] 
f(z) = 157/250*z^3 - 25/32*z + 1
*
[ -2 ] 
f(z) = 159/248*z^3 - 33/31*z + 1
*
[ 9/10 ] 
f(z) = 140/243*z^3 - 26/45*z + 1
*
[ 4/3 ] 
f(z) = 141/256*z^3 - 35/48*z + 1
*
[ 16/21 ] 
f(z) = 147/256*z^3 - 31/48*z + 1
*
[ 3/4 ] 
f(z) = 152/243*z^3 - 37/54*z + 1
*
[ 10/9 ] 
f(z) = 159/250*z^3 - 37/54*z + 1
*
[ -5/2 ] 
f(z) = 141/250*z^3 - 17/8*z + 1
*
[ 5/3 ] 
f(z) = 141/250*z^3 - 7/6*z + 1
*
-15/7 | 0.11095657524370646346761532067724877032 | 0.018002743454069854236389106819079815696
f(z) = 147/250*z^3 - 19/10*z + 1
*
[ 5/14 ] 
f(z) = 147/250*z^3 - 15/8*z + 1
*
20/21 | 0.22540867435337319095562119648545187490 | 0.027874998507214344327276327822003336169
f(z) = 147/250*z^3 - 13/3*z + 1
*
[ 15/7 ] 
f(z) = 147/250*z^3 - 13/6*z + 1
*
20/21 | 0.089414250973870910533334493493078325206 | 0.012373604312979211647471424394861209794
f(z) = 147/250*z^3 - 11/6*z + 1
*
[ 5/7 ] 
f(z) = 147/250*z^3 - 7/10*z + 1
*
[ 20/21 ] 
f(z) = 147/250*z^3 - 7/12*z + 1
*
[ 4/7 ] 
f(z) = 147/256*z^3 - 15/16*z + 1
*
[ 8/7 ] 
f(z) = 147/256*z^3 - 5/8*z + 1
*
[ -5/2 ] 
f(z) = 151/250*z^3 - 19/8*z + 1
*
[ 5/3 ] 
f(z) = 153/250*z^3 - 13/10*z + 1
*
[ -10/3 ] 
f(z) = 153/250*z^3 - 11/2*z + 1
*
[ 5/6 ] 
f(z) = 153/250*z^3 - 5/8*z + 1
*
[ 4/3 ] 
f(z) = 153/256*z^3 - 13/16*z + 1
*
[ -10/7 ]
f(z) = 147/250*z^3 + 1/2*z + 1
*
[ -5/7 ]
f(z) = 147/250*z^3 + 21/10*z + 1
*
-6/13 | 0.24463510337396875263214529439132442428 | 0.025336581746375588413077727379516667126
f(z) = 143/270*z^3 - 289/65*z + 1
*
[ -3 ] 
f(z) = 140/279*z^3 - 296/93*z + 1
*
[ 5/2 ] 
f(z) = 142/275*z^3 - 289/110*z + 1
*
[ -30/11 ] 
f(z) = 143/270*z^3 - 283/110*z + 1
*
[ 5/2 ] 
f(z) = 146/275*z^3 - 299/110*z + 1
*
[ 30/13 ] 
f(z) = 143/270*z^3 - 293/130*z + 1
*
[ -55/24 ] 
f(z) = 144/275*z^3 - 289/220*z + 1
*
[ 1/2 ] 
f(z) = 140/261*z^3 - 296/261*z + 1
*
[ 1/2 ] 
f(z) = 140/263*z^3 - 298/263*z + 1
*
[ 1/2 ] 
f(z) = 144/263*z^3 - 299/263*z + 1
*
[ 5/3 ] 
f(z) = 144/265*z^3 - 294/265*z + 1
*
[ 1/2 ] 
f(z) = 148/261*z^3 - 298/261*z + 1
*
[ 1/2 ] 
f(z) = 152/261*z^3 - 299/261*z + 1
*
6/5 | 0.16029898735151513869538202154919373048 | 0.020898309251923433232578768920056053445
f(z) = 145/264*z^3 - 268/165*z + 1
*
[ 2/5 ] 
f(z) = 145/264*z^3 - 262/165*z + 1
*
6/5 | 0.20129517073064186108324183532632602234 | 0.026130491442850422037138777097439777017
f(z) = 155/264*z^3 - 277/165*z + 1
*
[ 2/5 ] 
f(z) = 155/264*z^3 - 263/165*z + 1
*
5/6 | 0.19362825738649492152392352824713893093 | 0.026961745930408709789795696195050521923
f(z) = 156/275*z^3 - 263/165*z + 1
*
-26/21 | 0.20874601054991032450769105534073615781 | 0.029870301757141085702976710283807470188
f(z) = 147/272*z^3 - 271/204*z + 1
*
-4/3 | 0.17451548653546744419700456818944966107 | 0.025079655215027525628791530814327935700
f(z) = 159/272*z^3 - 263/204*z + 1
*
[ 11/7 ] 
f(z) = 147/275*z^3 - 263/275*z + 1
*
[ -5/2 ] 
f(z) = 158/275*z^3 - 241/110*z + 1
*
[ 2 ] 
f(z) = 153/260*z^3 - 241/130*z + 1
*
[ 2 ] 
f(z) = 155/268*z^3 - 243/134*z + 1
*
[ 2 ] 
f(z) = 155/276*z^3 - 241/138*z + 1
*
[ 2 ] 
f(z) = 157/260*z^3 - 249/130*z + 1
*
[ 2 ] 
f(z) = 157/268*z^3 - 247/134*z + 1
*
[ 2 ] 
f(z) = 157/276*z^3 - 245/138*z + 1
*
[ 2 ] 
f(z) = 159/260*z^3 - 253/130*z + 1
*
[ 2 ] 
f(z) = 159/268*z^3 - 251/134*z + 1
*
[ 4/7 ] 
f(z) = 147/260*z^3 - 243/260*z + 1
*
[ 4/7 ] 
f(z) = 147/268*z^3 - 249/268*z + 1
*
[ 3/2 ] 
f(z) = 148/267*z^3 - 244/267*z + 1
*
[ 3/2 ] 
f(z) = 148/273*z^3 - 242/273*z + 1
*
[ 3/2 ] 
f(z) = 152/267*z^3 - 253/267*z + 1
*
[ 3/2 ] 
f(z) = 152/273*z^3 - 251/273*z + 1
*
[ -2 ] 
f(z) = 159/262*z^3 - 243/262*z + 1
*
[ 2 ] 
f(z) = 145/268*z^3 - 223/134*z + 1
*
[ 2 ] 
f(z) = 145/276*z^3 - 221/138*z + 1
*
[ 2 ] 
f(z) = 147/260*z^3 - 229/130*z + 1
*
[ 2 ] 
f(z) = 147/268*z^3 - 227/134*z + 1
*
[ 2 ] 
f(z) = 149/260*z^3 - 233/130*z + 1
*
[ 2 ] 
f(z) = 149/268*z^3 - 231/134*z + 1
*
[ 2 ] 
f(z) = 149/276*z^3 - 229/138*z + 1
*
[ 2 ] 
f(z) = 151/260*z^3 - 237/130*z + 1
*
[ 2 ] 
f(z) = 151/268*z^3 - 235/134*z + 1
*
[ 2 ] 
f(z) = 151/276*z^3 - 233/138*z + 1
*
[ 2 ] 
f(z) = 153/268*z^3 - 239/134*z + 1
*
[ 12/7 ] 
f(z) = 147/272*z^3 - 239/204*z + 1
*
[ 3/2 ] 
f(z) = 140/267*z^3 - 226/267*z + 1
*
[ -2 ] 
f(z) = 155/262*z^3 - 227/262*z + 1
*
[ -2 ] 
f(z) = 155/266*z^3 - 221/266*z + 1
*
[ -2 ] 
f(z) = 157/262*z^3 - 235/262*z + 1
*
[ -2 ] 
f(z) = 157/266*z^3 - 229/266*z + 1
*
[ -2 ] 
f(z) = 157/270*z^3 - 223/270*z + 1
*
[ -2 ] 
f(z) = 159/266*z^3 - 237/266*z + 1
*
[ -2 ] 
f(z) = 159/274*z^3 - 225/274*z + 1
*
[ 2/3 ] 
f(z) = 145/264*z^3 - 221/297*z + 1
*
[ 2/3 ] 
f(z) = 149/264*z^3 - 223/297*z + 1
*
[ 2/3 ] 
f(z) = 151/264*z^3 - 224/297*z + 1
*
[ 2/3 ] 
f(z) = 155/264*z^3 - 226/297*z + 1
*
[ 2/3 ] 
f(z) = 157/264*z^3 - 227/297*z + 1
*
[ 6 ] 
f(z) = 157/270*z^3 - 201/10*z + 1
*
[ -5/2 ] 
f(z) = 142/275*z^3 - 201/110*z + 1
*
6/11 | 0.23744297019409553216954444862893602139 | 0.027339720110393893280915764667012927729
f(z) = 143/270*z^3 - 219/110*z + 1
*
[ -5/2 ] 
f(z) = 146/275*z^3 - 211/110*z + 1
*
[ 2 ] 
f(z) = 141/260*z^3 - 217/130*z + 1
*
[ 2 ] 
f(z) = 141/268*z^3 - 215/134*z + 1
*
[ 2 ] 
f(z) = 143/268*z^3 - 219/134*z + 1
*
[ 2 ] 
f(z) = 143/276*z^3 - 217/138*z + 1
*
[ 34/21 ] 
f(z) = 147/272*z^3 - 211/204*z + 1
*
[ 3/5 ] 
f(z) = 151/270*z^3 - 217/250*z + 1
*
[ 3/5 ] 
f(z) = 157/270*z^3 - 219/250*z + 1
*
[ -25/12 ] 
f(z) = 144/275*z^3 - 218/275*z + 1
*
[ -2 ] 
f(z) = 149/262*z^3 - 203/262*z + 1
*
[ -2 ] 
f(z) = 151/262*z^3 - 211/262*z + 1
*
[ -2 ] 
f(z) = 151/266*z^3 - 205/266*z + 1
*
[ 4/3 ] 
f(z) = 153/260*z^3 - 207/260*z + 1
*
[ -2 ] 
f(z) = 153/262*z^3 - 219/262*z + 1
*
[ -2 ] 
f(z) = 153/266*z^3 - 213/266*z + 1
*
[ 2/3 ] 
f(z) = 153/266*z^3 - 201/266*z + 1
*
[ 4/3 ] 
f(z) = 153/268*z^3 - 205/268*z + 1
*
[ 2/3 ] 
f(z) = 153/274*z^3 - 205/274*z + 1
*
[ -2 ] 
f(z) = 153/274*z^3 - 201/274*z + 1
*
[ 2/3 ] 
f(z) = 153/278*z^3 - 207/278*z + 1
*
[ -2 ] 
f(z) = 155/274*z^3 - 209/274*z + 1
*
[ -2 ] 
f(z) = 155/278*z^3 - 203/278*z + 1
*
[ -2 ] 
f(z) = 157/274*z^3 - 217/274*z + 1
*
[ -2 ] 
f(z) = 157/278*z^3 - 211/278*z + 1
*
[ -2 ] 
f(z) = 159/278*z^3 - 219/278*z + 1
*
[ -6 ] 
f(z) = 149/270*z^3 - 187/10*z + 1
*
[ 6 ] 
f(z) = 151/270*z^3 - 193/10*z + 1
*
-2 | 0.10659590894001258746093560887194174567 | 0.016188198317607163832087799633952297140
f(z) = 147/272*z^3 - 181/68*z + 1
*
-2 | 0.10669211093335411231778131797512399183 | 0.016175812810556468631702459022716630410
f(z) = 149/272*z^3 - 183/68*z + 1
*
-2 | 0.10678292568260196491265799067808554117 | 0.016162945316172400660327888904266197927
f(z) = 151/272*z^3 - 185/68*z + 1
*
-2 | 0.10694894188368525727792263027677076303 | 0.016135828944588100822721788605890339768
f(z) = 155/272*z^3 - 189/68*z + 1
*
-2 | 0.10702432930767511060852414600330970710 | 0.016121599222399766019662929951230930738
f(z) = 157/272*z^3 - 191/68*z + 1
*
-2 | 0.10709471011788349045022548902472488537 | 0.016106927202513114949646613302816790714
f(z) = 159/272*z^3 - 193/68*z + 1
*
[ 5/3 ] 
f(z) = 156/275*z^3 - 194/165*z + 1
*
[ 5/3 ] 
f(z) = 159/275*z^3 - 199/165*z + 1
*
[ -2 ] 
f(z) = 145/262*z^3 - 187/262*z + 1
*
[ -2 ] 
f(z) = 145/266*z^3 - 181/266*z + 1
*
[ -2 ] 
f(z) = 147/262*z^3 - 195/262*z + 1
*
[ 5/7 ] 
f(z) = 147/265*z^3 - 181/265*z + 1
*
[ -2 ] 
f(z) = 149/266*z^3 - 197/266*z + 1
*
[ -2 ] 
f(z) = 149/270*z^3 - 191/270*z + 1
*
[ -2 ] 
f(z) = 149/274*z^3 - 185/274*z + 1
*
[ -2 ] 
f(z) = 151/270*z^3 - 199/270*z + 1
*
[ -2 ] 
f(z) = 151/274*z^3 - 193/274*z + 1
*
[ -2 ] 
f(z) = 151/278*z^3 - 187/278*z + 1
*
[ 2/3 ] 
f(z) = 153/262*z^3 - 199/262*z + 1
*
[ -2 ] 
f(z) = 153/278*z^3 - 195/278*z + 1
*
[ -6 ] 
f(z) = 143/270*z^3 - 179/10*z + 1
*
[ 5/2 ] 
f(z) = 156/275*z^3 - 162/55*z + 1
*
-2 | 0.10627279204122214184161260668068945352 | 0.016222178115072378135153392467515202068
f(z) = 141/272*z^3 - 175/68*z + 1
*
-2 | 0.10638652708536279558790001372549223643 | 0.016211418423754122833942557819222550737
f(z) = 143/272*z^3 - 177/68*z + 1
*
-2 | 0.10649412907476752949323042752740397146 | 0.016200077638399208354038427817924633859
f(z) = 145/272*z^3 - 179/68*z + 1
*
[ 2/7 ] 
f(z) = 147/272*z^3 - 173/68*z + 1
*
[ 5/3 ] 
f(z) = 141/275*z^3 - 169/165*z + 1
*
[ 3/2 ] 
f(z) = 146/261*z^3 - 161/174*z + 1
*
[ 5/3 ] 
f(z) = 147/275*z^3 - 179/165*z + 1
*
[ -15/7 ] 
f(z) = 147/275*z^3 - 163/165*z + 1
*
[ 3/2 ] 
f(z) = 154/261*z^3 - 173/174*z + 1
*
-6/5 | 0.20152898652794533213033863762029824525 | 0.028000110680152247525877201719123558444
f(z) = 155/264*z^3 - 167/165*z + 1
*
[ 3/2 ] 
f(z) = 158/261*z^3 - 179/174*z + 1
*
[ 3/2 ] 
f(z) = 154/279*z^3 - 169/186*z + 1
*
[ 3/2 ] 
f(z) = 158/279*z^3 - 175/186*z + 1
*
[ 4/3 ] 
f(z) = 159/272*z^3 - 161/204*z + 1
*
[ 5/8 ] 
f(z) = 144/275*z^3 - 177/220*z + 1
*
[ -2 ] 
f(z) = 141/262*z^3 - 171/262*z + 1
*
[ -2 ] 
f(z) = 141/266*z^3 - 165/266*z + 1
*
[ -2 ] 
f(z) = 143/262*z^3 - 179/262*z + 1
*
[ -2 ] 
f(z) = 143/266*z^3 - 173/266*z + 1
*
[ -2 ] 
f(z) = 143/270*z^3 - 167/270*z + 1
*
[ -2 ] 
f(z) = 143/274*z^3 - 161/274*z + 1
*
[ 5/4 ] 
f(z) = 144/265*z^3 - 172/265*z + 1
*
[ -2 ] 
f(z) = 145/274*z^3 - 169/274*z + 1
*
[ -2 ] 
f(z) = 145/278*z^3 - 163/278*z + 1
*
[ 5/7 ] 
f(z) = 147/260*z^3 - 179/260*z + 1
*
[ -2 ] 
f(z) = 147/274*z^3 - 177/274*z + 1
*
[ -2 ] 
f(z) = 147/278*z^3 - 171/278*z + 1
*
[ -2 ] 
f(z) = 149/278*z^3 - 179/278*z + 1
*
[ 5/2 ] 
f(z) = 144/275*z^3 - 147/55*z + 1
*
[ 5/2 ] 
f(z) = 148/275*z^3 - 152/55*z + 1
*
[ 5/2 ] 
f(z) = 152/275*z^3 - 157/55*z + 1
*
[ 3/2 ] 
f(z) = 142/261*z^3 - 155/174*z + 1
*
[ 3/2 ] 
f(z) = 142/279*z^3 - 151/186*z + 1
*
[ 3/2 ] 
f(z) = 146/279*z^3 - 157/186*z + 1
*
[ 2/3 ] 
f(z) = 141/272*z^3 - 149/204*z + 1
*
[ 2/3 ] 
f(z) = 147/272*z^3 - 151/204*z + 1
*
[ 4/3 ] 
f(z) = 147/272*z^3 - 145/204*z + 1
*
[ 2/3 ] 
f(z) = 159/272*z^3 - 155/204*z + 1
*
[ 5/4 ] 
f(z) = 148/275*z^3 - 141/220*z + 1
*
[ 5/4 ] 
f(z) = 156/275*z^3 - 151/220*z + 1
*
[ 6/5 ] 
f(z) = 143/270*z^3 - 149/250*z + 1
*
[ 6/5 ] 
f(z) = 149/270*z^3 - 157/250*z + 1
*
[ -2 ] 
f(z) = 141/274*z^3 - 153/274*z + 1
*
[ -2 ] 
f(z) = 141/278*z^3 - 147/278*z + 1
*
[ -2 ] 
f(z) = 143/278*z^3 - 155/278*z + 1
*
[ 5/6 ] 
f(z) = 144/265*z^3 - 153/265*z + 1
*
[ 11/12 ] 
f(z) = 144/275*z^3 - 146/275*z + 1
*
[ 3 ] 
f(z) = 151/270*z^3 - 131/30*z + 1
*
[ 3 ] 
f(z) = 157/270*z^3 - 137/30*z + 1
*
[ 2 ] 
f(z) = 155/272*z^3 - 121/68*z + 1
*
[ 2 ] 
f(z) = 157/272*z^3 - 123/68*z + 1
*
[ 2 ] 
f(z) = 159/272*z^3 - 125/68*z + 1
*
[ -2 ] 
f(z) = 159/260*z^3 - 123/130*z + 1
*
[ 4/3 ] 
f(z) = 141/272*z^3 - 137/204*z + 1
*
[ 5/6 ] 
f(z) = 153/275*z^3 - 129/220*z + 1
*
[ 12/13 ] 
f(z) = 143/270*z^3 - 139/260*z + 1
*
[ -3 ] 
f(z) = 143/270*z^3 - 103/30*z + 1
*
[ -3 ] 
f(z) = 149/270*z^3 - 109/30*z + 1
*
[ -5/2 ] 
f(z) = 144/275*z^3 - 103/55*z + 1
*
[ -5/2 ] 
f(z) = 148/275*z^3 - 108/55*z + 1
*
[ -5/2 ] 
f(z) = 152/275*z^3 - 113/55*z + 1
*
[ -5/2 ] 
f(z) = 156/275*z^3 - 118/55*z + 1
*
[ 2 ] 
f(z) = 141/272*z^3 - 107/68*z + 1
*
[ 2 ] 
f(z) = 143/272*z^3 - 109/68*z + 1
*
[ 2 ] 
f(z) = 145/272*z^3 - 111/68*z + 1
*
[ 2 ] 
f(z) = 147/272*z^3 - 113/68*z + 1
*
[ 2 ] 
f(z) = 149/272*z^3 - 115/68*z + 1
*
[ 2 ] 
f(z) = 151/272*z^3 - 117/68*z + 1
*
[ 6/11 ] 
f(z) = 143/270*z^3 - 109/110*z + 1
*
[ 3/2 ] 
f(z) = 143/270*z^3 - 103/120*z + 1
*
[ 10/7 ] 
f(z) = 147/260*z^3 - 111/130*z + 1
*
[ -2 ] 
f(z) = 149/260*z^3 - 103/130*z + 1
*
[ 3/2 ] 
f(z) = 149/270*z^3 - 109/120*z + 1
*
[ -2 ] 
f(z) = 151/260*z^3 - 107/130*z + 1
*
[ -2 ] 
f(z) = 151/268*z^3 - 101/134*z + 1
*
[ -2 ] 
f(z) = 153/260*z^3 - 111/130*z + 1
*
[ -2 ] 
f(z) = 153/268*z^3 - 105/134*z + 1
*
[ 2/3 ] 
f(z) = 153/268*z^3 - 101/134*z + 1
*
[ -2 ] 
f(z) = 155/268*z^3 - 109/134*z + 1
*
[ -2 ] 
f(z) = 155/276*z^3 - 103/138*z + 1
*
[ -2 ] 
f(z) = 157/260*z^3 - 119/130*z + 1
*
[ -2 ] 
f(z) = 157/268*z^3 - 113/134*z + 1
*
[ -2 ] 
f(z) = 157/276*z^3 - 107/138*z + 1
*
[ -2 ] 
f(z) = 159/268*z^3 - 117/134*z + 1
*
[ 3/4 ] 
f(z) = 143/270*z^3 - 101/160*z + 1
*
[ 6/5 ] 
f(z) = 145/264*z^3 - 103/165*z + 1
*
[ 3/4 ] 
f(z) = 149/270*z^3 - 103/160*z + 1
*
[ 3/4 ] 
f(z) = 152/261*z^3 - 115/174*z + 1
*
[ 6/5 ] 
f(z) = 155/264*z^3 - 112/165*z + 1
*
[ 3/4 ] 
f(z) = 152/279*z^3 - 119/186*z + 1
*
[ 6/7 ] 
f(z) = 147/272*z^3 - 115/204*z + 1
*
-2 | 0.085813948497450787401156648185575415206 | 0.013065306114647305056779113089548186279
f(z) = 145/264*z^3 - 89/33*z + 1
*
-2 | 0.085992201993288637538643490948774770860 | 0.013048296483636178299150047259393570714
f(z) = 149/264*z^3 - 91/33*z + 1
*
-2 | 0.086074688774267532415020604165368072757 | 0.013039189245964652979583971708755081275
f(z) = 151/264*z^3 - 92/33*z + 1
*
-2 | 0.086221594169535598996714000657099155576 | 0.013019028684221044304478914942785769693
f(z) = 155/264*z^3 - 94/33*z + 1
*
-2 | 0.086287105547028159142054728931749185729 | 0.013008135583256866721320251425216645476
f(z) = 157/264*z^3 - 95/33*z + 1
*
[ 5/12 ] 
f(z) = 144/275*z^3 - 82/55*z + 1
*
[ 3/2 ] 
f(z) = 148/261*z^3 - 82/87*z + 1
*
[ 3/2 ] 
f(z) = 152/261*z^3 - 85/87*z + 1
*
[ 3/2 ] 
f(z) = 152/279*z^3 - 83/93*z + 1
*
[ 10/7 ] 
f(z) = 147/275*z^3 - 87/110*z + 1
*
[ -2 ] 
f(z) = 141/260*z^3 - 87/130*z + 1
*
[ -2 ] 
f(z) = 141/268*z^3 - 81/134*z + 1
*
[ -2 ] 
f(z) = 143/268*z^3 - 85/134*z + 1
*
-24/13 | 0.23191143749951184031408379580226269214 | 0.028408782169678573868316148471652252582
f(z) = 143/270*z^3 - 83/130*z + 1
*
[ -2 ] 
f(z) = 145/268*z^3 - 89/134*z + 1
*
[ -2 ] 
f(z) = 145/276*z^3 - 83/138*z + 1
*
[ -2 ] 
f(z) = 147/260*z^3 - 99/130*z + 1
*
[ -2 ] 
f(z) = 147/268*z^3 - 93/134*z + 1
*
[ -2 ] 
f(z) = 149/268*z^3 - 97/134*z + 1
*
[ -2 ] 
f(z) = 149/276*z^3 - 91/138*z + 1
*
[ -2 ] 
f(z) = 151/276*z^3 - 95/138*z + 1
*
[ 2/3 ] 
f(z) = 153/260*z^3 - 99/130*z + 1
*
[ 5/6 ] 
f(z) = 156/275*z^3 - 98/165*z + 1
*
[ 2 ] 
f(z) = 155/264*z^3 - 61/33*z + 1
*
[ 2 ] 
f(z) = 157/264*z^3 - 62/33*z + 1
*
[ 5/3 ] 
f(z) = 153/275*z^3 - 63/55*z + 1
*
[ 4/7 ] 
f(z) = 147/272*z^3 - 63/68*z + 1
*
[ 3/2 ] 
f(z) = 140/261*z^3 - 76/87*z + 1
*
[ 3/2 ] 
f(z) = 140/279*z^3 - 74/93*z + 1
*
[ 3/2 ] 
f(z) = 148/279*z^3 - 80/93*z + 1
*
[ 15/11 ] 
f(z) = 143/270*z^3 - 79/110*z + 1
*
[ 5/4 ] 
f(z) = 152/275*z^3 - 73/110*z + 1
*
[ -2 ] 
f(z) = 143/276*z^3 - 79/138*z + 1
*
[ 8/7 ] 
f(z) = 147/272*z^3 - 79/136*z + 1
*
[ 3 ] 
f(z) = 143/270*z^3 - 41/10*z + 1
*
[ 3 ] 
f(z) = 149/270*z^3 - 43/10*z + 1
*
[ 2 ] 
f(z) = 145/264*z^3 - 56/33*z + 1
*
[ 2 ] 
f(z) = 149/264*z^3 - 58/33*z + 1
*
[ 2 ] 
f(z) = 151/264*z^3 - 59/33*z + 1
*
[ 5/3 ] 
f(z) = 144/275*z^3 - 58/55*z + 1
*
[ -2 ] 
f(z) = 143/272*z^3 - 41/68*z + 1
*
[ -2 ] 
f(z) = 145/272*z^3 - 43/68*z + 1
*
[ -2 ] 
f(z) = 147/272*z^3 - 45/68*z + 1
*
[ -2 ] 
f(z) = 149/272*z^3 - 47/68*z + 1
*
[ -2 ] 
f(z) = 151/272*z^3 - 49/68*z + 1
*
[ -2 ] 
f(z) = 155/272*z^3 - 53/68*z + 1
*
[ -2 ] 
f(z) = 157/272*z^3 - 55/68*z + 1
*
[ -2 ] 
f(z) = 159/272*z^3 - 57/68*z + 1
*
[ -3 ] 
f(z) = 151/270*z^3 - 37/10*z + 1
*
[ -3 ] 
f(z) = 157/270*z^3 - 39/10*z + 1
*
[ -2 ] 
f(z) = 145/264*z^3 - 23/33*z + 1
*
[ -2 ] 
f(z) = 149/264*z^3 - 25/33*z + 1
*
[ -2 ] 
f(z) = 151/264*z^3 - 26/33*z + 1
*
[ -2 ] 
f(z) = 155/264*z^3 - 28/33*z + 1
*
[ -2 ] 
f(z) = 157/264*z^3 - 29/33*z + 1
*
[ 5/4 ] 
f(z) = 144/275*z^3 - 34/55*z + 1
*
[ 5/6 ] 
f(z) = 144/275*z^3 - 31/55*z + 1
*
[ 5/7 ] 
f(z) = 147/275*z^3 - 37/55*z + 1
*
[ 3/2 ] 
f(z) = 151/270*z^3 - 37/40*z + 1
*
[ 3/2 ] 
f(z) = 157/270*z^3 - 39/40*z + 1
*
[ -2 ] 
f(z) = 141/272*z^3 - 39/68*z + 1
*
[ 17/4 ] 
f(z) = 152/289*z^3 - 297/34*z + 1
*
[ -17/4 ] 
f(z) = 152/289*z^3 - 281/34*z + 1
*
[ 4 ] 
f(z) = 155/288*z^3 - 283/36*z + 1
*
[ 4 ] 
f(z) = 157/288*z^3 - 287/36*z + 1
*
[ 3/14 ] 
f(z) = 140/297*z^3 - 284/77*z + 1
*
2/3 | 0.18040952127328125978711483554327527042 | 0.023322484087459988793967524233838278782
f(z) = 141/280*z^3 - 286/105*z + 1
*
[ -17/6 ] 
f(z) = 150/289*z^3 - 287/102*z + 1
*
2/3 | 0.21786314977911887050202658872041718509 | 0.028126369222390143207625329808950875684
f(z) = 159/280*z^3 - 289/105*z + 1
*
4/5 | 0.23138736572463366030517315091271528450 | 0.029953489625399686628433828569788513417
f(z) = 145/288*z^3 - 283/180*z + 1
*
[ 2/5 ] 
f(z) = 145/296*z^3 - 292/185*z + 1
*
4/5 | 0.22334996443579518062418370244871875442 | 0.028860597601971204936049968817381649790
f(z) = 155/288*z^3 - 287/180*z + 1
*
[ 2/5 ] 
f(z) = 155/296*z^3 - 293/185*z + 1
*
[ 5/3 ] 
f(z) = 144/295*z^3 - 282/295*z + 1
*
[ 4 ] 
f(z) = 145/288*z^3 - 263/36*z + 1
*
[ 4 ] 
f(z) = 149/288*z^3 - 271/36*z + 1
*
[ 4 ] 
f(z) = 151/288*z^3 - 275/36*z + 1
*
[ -4 ] 
f(z) = 155/288*z^3 - 265/36*z + 1
*
[ -4 ] 
f(z) = 157/288*z^3 - 269/36*z + 1
*
[ 17/7 ] 
f(z) = 140/289*z^3 - 270/119*z + 1
*
[ -17/8 ] 
f(z) = 156/289*z^3 - 263/272*z + 1
*
[ 4/7 ] 
f(z) = 147/284*z^3 - 261/284*z + 1
*
[ 4/7 ] 
f(z) = 147/292*z^3 - 267/292*z + 1
*
[ 17/3 ] 
f(z) = 144/289*z^3 - 258/17*z + 1
*
[ -17/3 ] 
f(z) = 144/289*z^3 - 252/17*z + 1
*
[ 4 ] 
f(z) = 143/288*z^3 - 259/36*z + 1
*
[ -4 ] 
f(z) = 143/288*z^3 - 241/36*z + 1
*
[ -4 ] 
f(z) = 145/288*z^3 - 245/36*z + 1
*
[ -4 ] 
f(z) = 149/288*z^3 - 253/36*z + 1
*
[ -4 ] 
f(z) = 151/288*z^3 - 257/36*z + 1
*
[ 33/10 ] 
f(z) = 140/297*z^3 - 244/55*z + 1
*
3/8 | 0.24629811970484402175256758293056369811 | 0.028050152794096685339761891443457351159
f(z) = 152/297*z^3 - 241/88*z + 1
*
[ 17/8 ] 
f(z) = 152/289*z^3 - 251/136*z + 1
*
[ 2 ] 
f(z) = 157/284*z^3 - 243/142*z + 1
*
[ 2 ] 
f(z) = 157/292*z^3 - 241/146*z + 1
*
[ 2 ] 
f(z) = 159/284*z^3 - 247/142*z + 1
*
[ 2 ] 
f(z) = 159/292*z^3 - 245/146*z + 1
*
-33/20 | 0.25731322619066036726960313924813504102 | 0.029196047460780894024923289694618174677
f(z) = 140/297*z^3 - 249/220*z + 1
*
[ 6/11 ] 
f(z) = 143/288*z^3 - 259/264*z + 1
*
[ 7/12 ] 
f(z) = 144/287*z^3 - 254/287*z + 1
*
[ 11/7 ] 
f(z) = 147/286*z^3 - 259/286*z + 1
*
[ 3/2 ] 
f(z) = 152/291*z^3 - 245/291*z + 1
*
3/4 | 0.26126441667611435408476038315633035610 | 0.029928707805292092818130523194738550375
f(z) = 142/297*z^3 - 229/88*z + 1
*
[ 2 ] 
f(z) = 147/284*z^3 - 223/142*z + 1
*
[ 2 ] 
f(z) = 147/292*z^3 - 221/146*z + 1
*
[ 2 ] 
f(z) = 149/284*z^3 - 227/142*z + 1
*
[ 2 ] 
f(z) = 149/292*z^3 - 225/146*z + 1
*
[ 2 ] 
f(z) = 151/284*z^3 - 231/142*z + 1
*
[ 2 ] 
f(z) = 151/292*z^3 - 229/146*z + 1
*
[ 2 ] 
f(z) = 153/284*z^3 - 235/142*z + 1
*
[ 2 ] 
f(z) = 153/292*z^3 - 233/146*z + 1
*
[ 2 ] 
f(z) = 155/284*z^3 - 239/142*z + 1
*
[ 2 ] 
f(z) = 155/292*z^3 - 237/146*z + 1
*
[ -9/4 ] 
f(z) = 152/297*z^3 - 227/198*z + 1
*
[ 33/19 ] 
f(z) = 152/297*z^3 - 234/209*z + 1
*
[ -24/11 ] 
f(z) = 143/288*z^3 - 239/264*z + 1
*
[ 3/5 ] 
f(z) = 146/297*z^3 - 232/275*z + 1
*
[ 17/28 ] 
f(z) = 147/289*z^3 - 227/272*z + 1
*
[ -17/8 ] 
f(z) = 148/289*z^3 - 229/272*z + 1
*
[ 3/5 ] 
f(z) = 149/297*z^3 - 233/275*z + 1
*
[ 3/5 ] 
f(z) = 152/297*z^3 - 234/275*z + 1
*
[ 3/5 ] 
f(z) = 158/297*z^3 - 236/275*z + 1
*
[ -13/6 ] 
f(z) = 144/299*z^3 - 239/299*z + 1
*
[ 3/2 ] 
f(z) = 148/285*z^3 - 238/285*z + 1
*
[ 3/2 ] 
f(z) = 148/291*z^3 - 236/291*z + 1
*
-12/5 | 0.24203646085443556839206716491014829331 | 0.028406741396776576058074377040599515607
f(z) = 145/288*z^3 - 209/60*z + 1
*
[ 34/15 ] 
f(z) = 150/289*z^3 - 215/102*z + 1
*
[ -17/7 ] 
f(z) = 154/289*z^3 - 206/119*z + 1
*
[ 2 ] 
f(z) = 141/284*z^3 - 211/142*z + 1
*
[ 2 ] 
f(z) = 141/292*z^3 - 209/146*z + 1
*
[ 2 ] 
f(z) = 143/284*z^3 - 215/142*z + 1
*
[ 2 ] 
f(z) = 143/292*z^3 - 213/146*z + 1
*
[ 2 ] 
f(z) = 145/284*z^3 - 219/142*z + 1
*
[ 2 ] 
f(z) = 145/292*z^3 - 217/146*z + 1
*
[ 3/2 ] 
f(z) = 140/291*z^3 - 218/291*z + 1
*
[ 10/7 ] 
f(z) = 147/290*z^3 - 213/290*z + 1
*
[ 7/5 ] 
f(z) = 150/287*z^3 - 212/287*z + 1
*
[ 4/3 ] 
f(z) = 153/284*z^3 - 201/284*z + 1
*
[ 2/3 ] 
f(z) = 153/286*z^3 - 211/286*z + 1
*
[ 2/3 ] 
f(z) = 153/290*z^3 - 213/290*z + 1
*
[ 2/3 ] 
f(z) = 153/298*z^3 - 217/298*z + 1
*
[ -2 ] 
f(z) = 157/282*z^3 - 205/282*z + 1
*
[ -2 ] 
f(z) = 159/286*z^3 - 207/286*z + 1
*
[ -2 ] 
f(z) = 159/290*z^3 - 201/290*z + 1
*
[ 10/3 ] 
f(z) = 153/280*z^3 - 188/35*z + 1
*
[ 17/6 ] 
f(z) = 156/289*z^3 - 188/51*z + 1
*
-2 | 0.093516959650219021356516529609055028978 | 0.014201962382340128663709655910101093798
f(z) = 145/288*z^3 - 181/72*z + 1
*
-2 | 0.093751863799213674869219443586530411331 | 0.014190529414599293401826219387886927316
f(z) = 149/288*z^3 - 185/72*z + 1
*
-2 | 0.093860277750985343380414124881812571792 | 0.014183854007892845971622649429456207571
f(z) = 151/288*z^3 - 187/72*z + 1
*
-2 | 0.094060785923199251684693851974811808627 | 0.014168837151395374559704914025283345761
f(z) = 155/288*z^3 - 191/72*z + 1
*
-2 | 0.094153376187078403010330452170673828045 | 0.014160564741683383583923694310127928326
f(z) = 157/288*z^3 - 193/72*z + 1
*
[ 17/9 ] 
f(z) = 144/289*z^3 - 200/153*z + 1
*
[ 17/36 ] 
f(z) = 144/289*z^3 - 188/153*z + 1
*
[ -17/8 ] 
f(z) = 140/289*z^3 - 195/272*z + 1
*
[ 5/7 ] 
f(z) = 147/290*z^3 - 191/290*z + 1
*
[ 5/7 ] 
f(z) = 147/295*z^3 - 193/295*z + 1
*
[ -2 ] 
f(z) = 151/282*z^3 - 181/282*z + 1
*
[ -2 ] 
f(z) = 153/286*z^3 - 183/286*z + 1
*
[ 4/3 ] 
f(z) = 153/292*z^3 - 199/292*z + 1
*
[ -2 ] 
f(z) = 155/282*z^3 - 197/282*z + 1
*
[ -2 ] 
f(z) = 155/286*z^3 - 191/286*z + 1
*
[ -2 ] 
f(z) = 157/286*z^3 - 199/286*z + 1
*
[ -2 ] 
f(z) = 157/290*z^3 - 193/290*z + 1
*
[ -2 ] 
f(z) = 157/294*z^3 - 187/294*z + 1
*
[ -2 ] 
f(z) = 157/298*z^3 - 181/298*z + 1
*
[ -2 ] 
f(z) = 159/298*z^3 - 189/298*z + 1
*
[ -10/3 ] 
f(z) = 153/280*z^3 - 167/35*z + 1
*
-2 | 0.093389468961585093195492092769053599350 | 0.014206573272451115303768405569487380601
f(z) = 143/288*z^3 - 179/72*z + 1
*
[ -17/7 ] 
f(z) = 140/289*z^3 - 172/119*z + 1
*
[ 17/11 ] 
f(z) = 154/289*z^3 - 172/187*z + 1
*
[ 17/12 ] 
f(z) = 156/289*z^3 - 161/204*z + 1
*
[ 17/26 ] 
f(z) = 156/289*z^3 - 168/221*z + 1
*
[ 3/4 ] 
f(z) = 146/297*z^3 - 161/264*z + 1
*
[ 3/4 ] 
f(z) = 158/297*z^3 - 167/264*z + 1
*
[ 5/4 ] 
f(z) = 144/295*z^3 - 166/295*z + 1
*
[ -2 ] 
f(z) = 149/282*z^3 - 173/282*z + 1
*
[ -2 ] 
f(z) = 149/286*z^3 - 167/286*z + 1
*
[ -2 ] 
f(z) = 149/290*z^3 - 161/290*z + 1
*
[ -2 ] 
f(z) = 151/286*z^3 - 175/286*z + 1
*
[ -2 ] 
f(z) = 151/290*z^3 - 169/290*z + 1
*
[ -2 ] 
f(z) = 151/294*z^3 - 163/294*z + 1
*
[ -2 ] 
f(z) = 153/290*z^3 - 177/290*z + 1
*
[ -2 ] 
f(z) = 153/298*z^3 - 165/298*z + 1
*
[ -2 ] 
f(z) = 155/294*z^3 - 179/294*z + 1
*
[ -2 ] 
f(z) = 155/298*z^3 - 173/298*z + 1
*
[ -17/6 ] 
f(z) = 156/289*z^3 - 152/51*z + 1
*
[ 12/5 ] 
f(z) = 155/288*z^3 - 151/60*z + 1
*
[ 3/8 ] 
f(z) = 152/297*z^3 - 153/88*z + 1
*
[ 17/11 ] 
f(z) = 143/289*z^3 - 155/187*z + 1
*
[ 7/5 ] 
f(z) = 145/294*z^3 - 143/210*z + 1
*
[ 7/5 ] 
f(z) = 155/294*z^3 - 157/210*z + 1
*
[ 17/14 ] 
f(z) = 154/289*z^3 - 145/238*z + 1
*
[ 17/13 ] 
f(z) = 156/289*z^3 - 152/221*z + 1
*
[ -2 ] 
f(z) = 143/282*z^3 - 149/282*z + 1
*
[ 7/6 ] 
f(z) = 144/287*z^3 - 155/287*z + 1
*
[ 5/6 ] 
f(z) = 144/295*z^3 - 159/295*z + 1
*
[ 13/12 ] 
f(z) = 144/299*z^3 - 146/299*z + 1
*
[ -2 ] 
f(z) = 145/282*z^3 - 157/282*z + 1
*
[ -2 ] 
f(z) = 145/286*z^3 - 151/286*z + 1
*
[ -2 ] 
f(z) = 147/286*z^3 - 159/286*z + 1
*
[ -2 ] 
f(z) = 147/290*z^3 - 153/290*z + 1
*
[ 8/7 ] 
f(z) = 147/296*z^3 - 155/296*z + 1
*
[ -2 ] 
f(z) = 149/294*z^3 - 155/294*z + 1
*
[ -2 ] 
f(z) = 151/298*z^3 - 157/298*z + 1
*
[ 17/4 ] 
f(z) = 144/289*z^3 - 140/17*z + 1
*
[ -17/4 ] 
f(z) = 144/289*z^3 - 132/17*z + 1
*
[ 3 ] 
f(z) = 146/297*z^3 - 124/33*z + 1
*
[ 3 ] 
f(z) = 149/297*z^3 - 127/33*z + 1
*
[ 3 ] 
f(z) = 152/297*z^3 - 130/33*z + 1
*
[ 3 ] 
f(z) = 155/297*z^3 - 133/33*z + 1
*
[ 3 ] 
f(z) = 158/297*z^3 - 136/33*z + 1
*
[ 12/5 ] 
f(z) = 145/288*z^3 - 139/60*z + 1
*
[ 2 ] 
f(z) = 157/288*z^3 - 121/72*z + 1
*
[ -34/15 ] 
f(z) = 150/289*z^3 - 125/102*z + 1
*
[ -17/8 ] 
f(z) = 152/289*z^3 - 123/136*z + 1
*
[ 4/7 ] 
f(z) = 147/296*z^3 - 135/148*z + 1
*
[ 3/5 ] 
f(z) = 145/297*z^3 - 139/165*z + 1
*
[ 10/7 ] 
f(z) = 147/296*z^3 - 132/185*z + 1
*
[ 17/13 ] 
f(z) = 143/289*z^3 - 135/221*z + 1
*
[ 17/16 ] 
f(z) = 144/289*z^3 - 137/272*z + 1
*
[ 3 ] 
f(z) = 140/297*z^3 - 118/33*z + 1
*
[ -3 ] 
f(z) = 145/297*z^3 - 101/33*z + 1
*
[ -3 ] 
f(z) = 148/297*z^3 - 104/33*z + 1
*
[ -3 ] 
f(z) = 151/297*z^3 - 107/33*z + 1
*
[ -3 ] 
f(z) = 157/297*z^3 - 113/33*z + 1
*
3/4 | 0.23397457012592178865703483534920435843 | 0.029098531532222473331385138139574538131
f(z) = 148/297*z^3 - 115/44*z + 1
*
[ 2 ] 
f(z) = 143/288*z^3 - 107/72*z + 1
*
[ 17/8 ] 
f(z) = 144/289*z^3 - 117/68*z + 1
*
[ 2 ] 
f(z) = 145/288*z^3 - 109/72*z + 1
*
[ 2 ] 
f(z) = 149/288*z^3 - 113/72*z + 1
*
[ 2 ] 
f(z) = 151/288*z^3 - 115/72*z + 1
*
[ 2 ] 
f(z) = 155/288*z^3 - 119/72*z + 1
*
[ -12/5 ] 
f(z) = 155/288*z^3 - 101/60*z + 1
*
[ 3/2 ] 
f(z) = 145/297*z^3 - 101/132*z + 1
*
[ 3/2 ] 
f(z) = 151/297*z^3 - 107/132*z + 1
*
-6/5 | 0.21523204501191065473915560859857551333 | 0.029595744538941330036044950860138798608
f(z) = 155/288*z^3 - 113/120*z + 1
*
[ 3/2 ] 
f(z) = 157/297*z^3 - 113/132*z + 1
*
[ 4/3 ] 
f(z) = 153/280*z^3 - 101/140*z + 1
*
[ 2/3 ] 
f(z) = 153/284*z^3 - 105/142*z + 1
*
[ 2/3 ] 
f(z) = 153/292*z^3 - 107/146*z + 1
*
[ -2 ] 
f(z) = 157/284*z^3 - 101/142*z + 1
*
[ -2 ] 
f(z) = 159/284*z^3 - 105/142*z + 1
*
[ 3/4 ] 
f(z) = 145/297*z^3 - 107/176*z + 1
*
[ 3/4 ] 
f(z) = 151/297*z^3 - 109/176*z + 1
*
[ 3/4 ] 
f(z) = 157/297*z^3 - 111/176*z + 1
*
[ 4/5 ] 
f(z) = 145/288*z^3 - 103/180*z + 1
*
[ 4/5 ] 
f(z) = 155/288*z^3 - 107/180*z + 1
*
[ 17/5 ] 
f(z) = 150/289*z^3 - 90/17*z + 1
*
-2 | 0.10656016136395565258034461761451812375 | 0.016251908418388996091319824179877470997
f(z) = 141/280*z^3 - 88/35*z + 1
*
-2 | 0.10704262353054752865594951799750653050 | 0.016297404655410975206372372988964690393
f(z) = 141/296*z^3 - 89/37*z + 1
*
[ -3 ] 
f(z) = 142/297*z^3 - 98/33*z + 1
*
-2 | 0.10668402691465847757768717709718232439 | 0.016242807767139294885349411023963945797
f(z) = 143/280*z^3 - 89/35*z + 1
*
-2 | 0.10719120015643126542981884100590396655 | 0.016292309976059126177538601979568115561
f(z) = 143/296*z^3 - 90/37*z + 1
*
-2 | 0.10733050906644556856418981839029492285 | 0.016286131434893187145791589225583287442
f(z) = 145/296*z^3 - 91/37*z + 1
*
[ 2/7 ] 
f(z) = 147/296*z^3 - 94/37*z + 1
*
-2 | 0.10746174374044368579640234433863471436 | 0.016279048269436238177403667352185193372
f(z) = 147/296*z^3 - 92/37*z + 1
*
-2 | 0.10701743276015483443414053361066567291 | 0.016211740968782037188651187464808284073
f(z) = 149/280*z^3 - 92/35*z + 1
*
-2 | 0.10758578717354986890117931447054275090 | 0.016271191695086880711087393370508510847
f(z) = 149/296*z^3 - 93/37*z + 1
*
-2 | 0.10711709614320198659056108184867778467 | 0.016200307224183152645307717114440965109
f(z) = 151/280*z^3 - 93/35*z + 1
*
-2 | 0.10770331045122653806685217503033987870 | 0.016262660203115505456880379688236346758
f(z) = 151/296*z^3 - 94/37*z + 1
*
2/3 | 0.18424420922877077024297263219494653545 | 0.027731794145971590475986643889528221916
f(z) = 153/280*z^3 - 96/35*z + 1
*
-2 | 0.10721146347904272637421411000701999338 | 0.016188393774840965425575514809180313122
f(z) = 153/280*z^3 - 94/35*z + 1
*
-2 | 0.10781483394957591142344262205850623272 | 0.016253529064525583519390785260894761650
f(z) = 153/296*z^3 - 95/37*z + 1
*
-2 | 0.10792076719914461038132971732896962034 | 0.016243856523739542750572395566451312491
f(z) = 155/296*z^3 - 96/37*z + 1
*
-2 | 0.10738499900415259873439513503284443350 | 0.016163214568393045472336065963007260156
f(z) = 157/280*z^3 - 96/35*z + 1
*
-2 | 0.10802143584584537661292673306536148110 | 0.016233687989296503318751255751541717286
f(z) = 157/296*z^3 - 97/37*z + 1
*
-2 | 0.10746441628050553048043331677305681589 | 0.016149977920486041355025075761693428261
f(z) = 159/280*z^3 - 97/35*z + 1
*
-2 | 0.10811710043898246512138080506101278062 | 0.016223058955240682083293035109501819917
f(z) = 159/296*z^3 - 98/37*z + 1
*
[ -33/14 ] 
f(z) = 140/297*z^3 - 92/77*z + 1
*
[ -12/5 ] 
f(z) = 145/288*z^3 - 89/60*z + 1
*
[ 17/10 ] 
f(z) = 140/289*z^3 - 84/85*z + 1
*
[ 34/21 ] 
f(z) = 147/289*z^3 - 97/102*z + 1
*
[ 17/30 ] 
f(z) = 150/289*z^3 - 95/102*z + 1
*
[ 2/3 ] 
f(z) = 159/296*z^3 - 82/111*z + 1
*
[ -2 ] 
f(z) = 147/284*z^3 - 81/142*z + 1
*
[ -2 ] 
f(z) = 149/284*z^3 - 85/142*z + 1
*
[ -2 ] 
f(z) = 151/284*z^3 - 89/142*z + 1
*
[ -2 ] 
f(z) = 151/292*z^3 - 83/146*z + 1
*
[ -2 ] 
f(z) = 153/284*z^3 - 93/142*z + 1
*
[ -2 ] 
f(z) = 153/292*z^3 - 87/146*z + 1
*
[ 4/3 ] 
f(z) = 153/296*z^3 - 99/148*z + 1
*
[ -2 ] 
f(z) = 155/284*z^3 - 97/142*z + 1
*
[ -2 ] 
f(z) = 155/292*z^3 - 91/146*z + 1
*
[ -2 ] 
f(z) = 157/292*z^3 - 95/146*z + 1
*
[ -2 ] 
f(z) = 159/292*z^3 - 99/146*z + 1
*
[ -17/5 ] 
f(z) = 150/289*z^3 - 80/17*z + 1
*
[ 2 ] 
f(z) = 157/280*z^3 - 61/35*z + 1
*
[ 2 ] 
f(z) = 159/280*z^3 - 62/35*z + 1
*
[ 2 ] 
f(z) = 159/296*z^3 - 61/37*z + 1
*
[ 17/14 ] 
f(z) = 140/289*z^3 - 64/119*z + 1
*
[ 2/3 ] 
f(z) = 141/280*z^3 - 76/105*z + 1
*
[ 2/3 ] 
f(z) = 141/296*z^3 - 79/111*z + 1
*
[ 2/3 ] 
f(z) = 147/296*z^3 - 80/111*z + 1
*
[ 2/3 ] 
f(z) = 159/280*z^3 - 79/105*z + 1
*
[ 3/4 ] 
f(z) = 140/297*z^3 - 79/132*z + 1
*
[ 12/11 ] 
f(z) = 143/288*z^3 - 67/132*z + 1
*
[ 6/5 ] 
f(z) = 145/288*z^3 - 67/120*z + 1
*
[ 17/20 ] 
f(z) = 150/289*z^3 - 75/136*z + 1
*
[ 6/5 ] 
f(z) = 155/288*z^3 - 73/120*z + 1
*
[ 6/7 ] 
f(z) = 140/297*z^3 - 79/154*z + 1
*
[ -2 ] 
f(z) = 143/284*z^3 - 73/142*z + 1
*
[ 12/13 ] 
f(z) = 143/288*z^3 - 79/156*z + 1
*
[ 17/18 ] 
f(z) = 144/289*z^3 - 77/153*z + 1
*
[ -2 ] 
f(z) = 145/284*z^3 - 77/142*z + 1
*
[ -2 ] 
f(z) = 147/292*z^3 - 75/146*z + 1
*
[ -2 ] 
f(z) = 149/292*z^3 - 79/146*z + 1
*
[ 17/6 ] 
f(z) = 144/289*z^3 - 57/17*z + 1
*
[ -17/6 ] 
f(z) = 144/289*z^3 - 45/17*z + 1
*
[ 3 ] 
f(z) = 145/297*z^3 - 41/11*z + 1
*
[ 17/7 ] 
f(z) = 147/289*z^3 - 41/17*z + 1
*
[ 3 ] 
f(z) = 148/297*z^3 - 42/11*z + 1
*
[ 3 ] 
f(z) = 151/297*z^3 - 43/11*z + 1
*
[ 3 ] 
f(z) = 157/297*z^3 - 45/11*z + 1
*
[ 2 ] 
f(z) = 141/280*z^3 - 53/35*z + 1
*
[ 2 ] 
f(z) = 141/296*z^3 - 52/37*z + 1
*
[ 2 ] 
f(z) = 143/280*z^3 - 54/35*z + 1
*
[ 2 ] 
f(z) = 143/296*z^3 - 53/37*z + 1
*
[ 2 ] 
f(z) = 145/296*z^3 - 54/37*z + 1
*
[ 2 ] 
f(z) = 147/296*z^3 - 55/37*z + 1
*
[ 2 ] 
f(z) = 149/280*z^3 - 57/35*z + 1
*
[ 2 ] 
f(z) = 149/296*z^3 - 56/37*z + 1
*
[ 2 ] 
f(z) = 151/280*z^3 - 58/35*z + 1
*
[ 2 ] 
f(z) = 151/296*z^3 - 57/37*z + 1
*
[ 2 ] 
f(z) = 153/280*z^3 - 59/35*z + 1
*
[ 2 ] 
f(z) = 153/296*z^3 - 58/37*z + 1
*
[ 2 ] 
f(z) = 155/296*z^3 - 59/37*z + 1
*
[ 2 ] 
f(z) = 157/296*z^3 - 60/37*z + 1
*
[ 3/5 ] 
f(z) = 140/297*z^3 - 46/55*z + 1
*
[ 3/5 ] 
f(z) = 155/297*z^3 - 47/55*z + 1
*
[ 3/2 ] 
f(z) = 142/297*z^3 - 49/66*z + 1
*
[ -17/8 ] 
f(z) = 144/289*z^3 - 53/68*z + 1
*
[ 17/24 ] 
f(z) = 144/289*z^3 - 45/68*z + 1
*
[ -2 ] 
f(z) = 149/288*z^3 - 41/72*z + 1
*
[ -2 ] 
f(z) = 151/288*z^3 - 43/72*z + 1
*
[ 3/4 ] 
f(z) = 152/297*z^3 - 41/66*z + 1
*
[ -2 ] 
f(z) = 155/288*z^3 - 47/72*z + 1
*
[ -2 ] 
f(z) = 157/288*z^3 - 49/72*z + 1
*
[ 3/4 ] 
f(z) = 142/297*z^3 - 53/88*z + 1
*
[ 6/5 ] 
f(z) = 145/297*z^3 - 59/110*z + 1
*
[ 6/7 ] 
f(z) = 147/296*z^3 - 59/111*z + 1
*
[ -3 ] 
f(z) = 140/297*z^3 - 32/11*z + 1
*
[ 3 ] 
f(z) = 142/297*z^3 - 40/11*z + 1
*
[ -3 ] 
f(z) = 146/297*z^3 - 34/11*z + 1
*
[ -17/7 ] 
f(z) = 147/289*z^3 - 27/17*z + 1
*
[ -3 ] 
f(z) = 149/297*z^3 - 35/11*z + 1
*
[ -3 ] 
f(z) = 152/297*z^3 - 36/11*z + 1
*
[ -3 ] 
f(z) = 155/297*z^3 - 37/11*z + 1
*
[ -3 ] 
f(z) = 158/297*z^3 - 38/11*z + 1
*
[ 3/2 ] 
f(z) = 148/297*z^3 - 26/33*z + 1
*
[ -2 ] 
f(z) = 149/280*z^3 - 22/35*z + 1
*
[ 17/10 ] 
f(z) = 150/289*z^3 - 37/34*z + 1
*
[ -2 ] 
f(z) = 151/280*z^3 - 23/35*z + 1
*
[ 2/3 ] 
f(z) = 153/280*z^3 - 26/35*z + 1
*
[ -2 ] 
f(z) = 153/280*z^3 - 24/35*z + 1
*
[ 2/3 ] 
f(z) = 153/296*z^3 - 27/37*z + 1
*
[ -2 ] 
f(z) = 153/296*z^3 - 21/37*z + 1
*
[ -2 ] 
f(z) = 155/296*z^3 - 22/37*z + 1
*
[ -2 ] 
f(z) = 157/280*z^3 - 26/35*z + 1
*
[ -2 ] 
f(z) = 157/296*z^3 - 23/37*z + 1
*
[ -2 ] 
f(z) = 159/280*z^3 - 27/35*z + 1
*
[ -2 ] 
f(z) = 159/296*z^3 - 24/37*z + 1
*
[ 17/21 ] 
f(z) = 147/289*z^3 - 29/51*z + 1
*
[ 3/4 ] 
f(z) = 148/297*z^3 - 27/44*z + 1
*
[ 3/2 ] 
f(z) = 149/297*z^3 - 35/44*z + 1
*
[ 17/15 ] 
f(z) = 150/289*z^3 - 28/51*z + 1
*
[ 3/2 ] 
f(z) = 155/297*z^3 - 37/44*z + 1
*
[ -2 ] 
f(z) = 145/288*z^3 - 37/72*z + 1
*
[ 17/14 ] 
f(z) = 147/289*z^3 - 39/68*z + 1
*
[ 3/2 ] 
f(z) = 140/297*z^3 - 8/11*z + 1
*
[ 17/12 ] 
f(z) = 144/289*z^3 - 12/17*z + 1
*
[ 3/2 ] 
f(z) = 152/297*z^3 - 9/11*z + 1
*
[ -2 ] 
f(z) = 141/280*z^3 - 18/35*z + 1
*
[ -2 ] 
f(z) = 143/280*z^3 - 19/35*z + 1
*
[ 3/2 ] 
f(z) = 146/297*z^3 - 17/22*z + 1
*
[ -2 ] 
f(z) = 149/296*z^3 - 19/37*z + 1
*
[ -2 ] 
f(z) = 151/296*z^3 - 20/37*z + 1
*
[ 3/2 ] 
f(z) = 158/297*z^3 - 19/22*z + 1
*
[ -17/10 ]
f(z) = 150/289*z^3 + 3/34*z + 1
*
[ 3/5 ] 
f(z) = 160/3*z^3 - 298/15*z + 1
*
[ 1/20 ] 
f(z) = 160/3*z^3 - 287/15*z + 1
*
[ -7/18 ] 
f(z) = 162*z^3 - 293/14*z + 1
*
[ 1/36 ] 
f(z) = 162*z^3 - 281/8*z + 1
*
[ -2/3 ] 
f(z) = 163/4*z^3 - 281/18*z + 1
*
[ -2/3 ] 
f(z) = 167/4*z^3 - 289/18*z + 1
*
[ -2/3 ] 
f(z) = 169/4*z^3 - 293/18*z + 1
*
[ 12/13 ] 
f(z) = 169/6*z^3 - 289/12*z + 1
*
[ 17/13 ] 
f(z) = 169/17*z^3 - 285/17*z + 1
*
[ -18/13 ] 
f(z) = 169/18*z^3 - 293/18*z + 1
*
[ 2/5 ] 
f(z) = 170*z^3 - 287/10*z + 1
*
[ 1/17 ] 
f(z) = 170*z^3 - 282/17*z + 1
*
[ -4/3 ] 
f(z) = 171/4*z^3 - 297/4*z + 1
*
[ 3/4 ] 
f(z) = 176*z^3 - 298/3*z + 1
*
[ -3/4 ] 
f(z) = 176*z^3 - 290/3*z + 1
*
3/20 | 0.21148299495435392459343503222571061141 | 0.024949709025461067949769140130462547300
f(z) = 160*z^3 - 283/30*z + 1
*
3/8 | 0.19739182360690334831060762297692576882 | 0.026754984279408581119667138957808167854
f(z) = 160/3*z^3 - 299/30*z + 1
*
-1/2 | 0.12362500505808094244905213009114112755 | 0.017279056789351976754771274346891858472
f(z) = 160/3*z^3 - 293/24*z + 1
*
[ 3/4 ] 
f(z) = 160/11*z^3 - 281/33*z + 1
*
[ 3/4 ] 
f(z) = 160/13*z^3 - 283/39*z + 1
*
[ -4/7 ] 
f(z) = 161/4*z^3 - 291/28*z + 1
*
[ 17/18 ] 
f(z) = 162/17*z^3 - 291/34*z + 1
*
[ -19/18 ] 
f(z) = 162/19*z^3 - 287/38*z + 1
*
[ 2/15 ] 
f(z) = 165*z^3 - 283/30*z + 1
*
4/15 | 0.14573915714135730405161184400616180428 | 0.018651041439347258793675462044749614716
f(z) = 165/2*z^3 - 281/30*z + 1
*
-2/3 | 0.21442418347363224265822193023079928266 | 0.024925934799303778815170748492755115109
f(z) = 165/8*z^3 - 283/33*z + 1
*
0 | 0.16726987088183969993522086274273061439 | 0.026245328400968428849957527071057586678
f(z) = 165/14*z^3 - 293/21*z + 1
*
1/14 | 0.23590168326623918828360606019543879621 | 0.028879485282809484728458859382833075744
f(z) = 168*z^3 - 284/21*z + 1
*
4/65 | 0.20924451932931426256075445336620328722 | 0.025062902145941233709185188442580809356
f(z) = 169/2*z^3 - 283/25*z + 1
*
[ -7/13 ] 
f(z) = 169/3*z^3 - 283/21*z + 1
*
[ -14/13 ] 
f(z) = 169/16*z^3 - 289/28*z + 1
*
[ 1/10 ] 
f(z) = 170/3*z^3 - 287/30*z + 1
*
[ 1/12 ] 
f(z) = 174*z^3 - 293/24*z + 1
*
11/70 | 0.23965804067468890280013635900161013912 | 0.028205049908339353307534921581663352040
f(z) = 175*z^3 - 289/28*z + 1
*
[ 4/35 ] 
f(z) = 175*z^3 - 281/28*z + 1
*
[ 1/10 ] 
f(z) = 175/8*z^3 - 295/32*z + 1
*
[ -6/7 ] 
f(z) = 175/8*z^3 - 292/21*z + 1
*
[ 2/25 ] 
f(z) = 175/8*z^3 - 291/25*z + 1
*
4/15 | 0.17146582689599342072625665742128775076 | 0.023290624986492778342986266443399422142
f(z) = 175/16*z^3 - 289/36*z + 1
*
[ 5/8 ] 
f(z) = 176/5*z^3 - 287/20*z + 1
*
1/8 | 0.16594239024684703244265077618281929156 | 0.025308525198353862484220082357550235117
f(z) = 176/9*z^3 - 299/36*z + 1
*
2/3 | 0.13697098621172365717642654717598188434 | 0.021828873469310240314958175462832314183
f(z) = 177/10*z^3 - 281/30*z + 1
*
0 | 0.14987935466962747045191924635836809638 | 0.023645520255828425722529560557769640107
f(z) = 177/14*z^3 - 283/21*z + 1
*
11/20 | 0.19479991310581405662744867996410589647 | 0.029141544945614104970479875604897991585
f(z) = 160/9*z^3 - 287/45*z + 1
*
[ 11/20 ] 
f(z) = 160/11*z^3 - 287/55*z + 1
*
[ 3/4 ] 
f(z) = 160/17*z^3 - 287/51*z + 1
*
[ 3/4 ] 
f(z) = 160/19*z^3 - 289/57*z + 1
*
[ 2/7 ] 
f(z) = 161/3*z^3 - 289/42*z + 1
*
[ 6/7 ] 
f(z) = 161/18*z^3 - 283/42*z + 1
*
[ 5/12 ] 
f(z) = 162/5*z^3 - 281/40*z + 1
*
[ 7/36 ] 
f(z) = 162/7*z^3 - 281/56*z + 1
*
[ 5/9 ] 
f(z) = 162/11*z^3 - 294/55*z + 1
*
[ 2/9 ] 
f(z) = 165/4*z^3 - 299/54*z + 1
*
[ 1/6 ] 
f(z) = 165/4*z^3 - 295/48*z + 1
*
[ 1/6 ] 
f(z) = 168/19*z^3 - 299/57*z + 1
*
[ 5/26 ] 
f(z) = 169/2*z^3 - 293/40*z + 1
*
3/26 | 0.11191719879069065209191412100950603064 | 0.017175242888698090104674300266028516734
f(z) = 169/10*z^3 - 289/40*z + 1
*
8/13 | 0.15383131581505433130988288588396442374 | 0.023607544162652441122291669495685050933
f(z) = 169/12*z^3 - 289/48*z + 1
*
[ 8/13 ] 
f(z) = 169/14*z^3 - 291/56*z + 1
*
3/26 | 0.077835725002737320254453870252744652114 | 0.011944969109172558765254533310213759071
f(z) = 169/14*z^3 - 289/56*z + 1
*
[ 1/6 ] 
f(z) = 171/14*z^3 - 299/56*z + 1
*
[ 1/3 ] 
f(z) = 173/6*z^3 - 281/54*z + 1
*
1/6 | 0.20490688174367955754011519556962875410 | 0.029479548595364378749810892236966840777
f(z) = 174/7*z^3 - 281/42*z + 1
*
2/5 | 0.13895435216341617855796370993282423818 | 0.019541596175706793841048437791842842064
f(z) = 175/6*z^3 - 289/42*z + 1
*
[ 1/3 ] 
f(z) = 175/6*z^3 - 283/54*z + 1
*
[ 3/7 ] 
f(z) = 175/6*z^3 - 281/42*z + 1
*
[ 3/20 ] 
f(z) = 175/9*z^3 - 293/48*z + 1
*
2/5 | 0.15493289144794512441292288462715992555 | 0.023649975809206529130912234504110636195
f(z) = 175/11*z^3 - 299/44*z + 1
*
[ 5/22 ] 
f(z) = 176/5*z^3 - 287/55*z + 1
*
[ 1/6 ] 
f(z) = 177/4*z^3 - 299/48*z + 1
*
[ 1/3 ] 
f(z) = 179/6*z^3 - 287/54*z + 1
*
[ 1/3 ] 
f(z) = 160/7*z^3 - 286/63*z + 1
*
[ 1/5 ] 
f(z) = 160/13*z^3 - 292/65*z + 1
*
[ 6/23 ] 
f(z) = 161/8*z^3 - 290/69*z + 1
*
[ 1/3 ] 
f(z) = 163/7*z^3 - 289/63*z + 1
*
[ 1/3 ] 
f(z) = 164/7*z^3 - 290/63*z + 1
*
[ 3/10 ] 
f(z) = 164/9*z^3 - 298/75*z + 1
*
1/4 | 0.12363918689859825989772741167073394038 | 0.019061998448966300286586107431684416703
f(z) = 164/15*z^3 - 281/60*z + 1
*
[ 1/5 ] 
f(z) = 165/13*z^3 - 293/65*z + 1
*
[ 1/3 ] 
f(z) = 166/7*z^3 - 292/63*z + 1
*
[ 1/4 ] 
f(z) = 166/9*z^3 - 299/72*z + 1
*
[ 1/3 ] 
f(z) = 167/7*z^3 - 293/63*z + 1
*
[ -2/3 ] 
f(z) = 168/11*z^3 - 283/66*z + 1
*
[ 1/3 ] 
f(z) = 169/7*z^3 - 295/63*z + 1
*
[ 14/39 ] 
f(z) = 169/8*z^3 - 284/63*z + 1
*
[ 6/13 ] 
f(z) = 169/11*z^3 - 293/66*z + 1
*
5/13 | 0.20099137523662822553289269694962769316 | 0.029823614155247629024887951781984008033
f(z) = 169/12*z^3 - 281/60*z + 1
*
[ 1/3 ] 
f(z) = 170/7*z^3 - 296/63*z + 1
*
[ 1/5 ] 
f(z) = 170/13*z^3 - 294/65*z + 1
*
[ 1/3 ] 
f(z) = 172/7*z^3 - 298/63*z + 1
*
1/4 | 0.13277033216994479449875859272084604266 | 0.020320572865642293273250129323350274565
f(z) = 172/15*z^3 - 283/60*z + 1
*
[ 1/3 ] 
f(z) = 173/7*z^3 - 299/63*z + 1
*
[ -2/3 ] 
f(z) = 174/11*z^3 - 299/66*z + 1
*
2/5 | 0.13883417374931838218426200558027698878 | 0.019524695099916277428608439655798997794
f(z) = 175/9*z^3 - 295/63*z + 1
*
[ 11/35 ] 
f(z) = 175/11*z^3 - 289/77*z + 1
*
[ 8/15 ] 
f(z) = 175/16*z^3 - 287/72*z + 1
*
[ -4/5 ] 
f(z) = 175/17*z^3 - 295/68*z + 1
*
1/2 | 0.17495966218635548737268645771599948109 | 0.026683784731267545377675149752045627856
f(z) = 176/15*z^3 - 281/60*z + 1
*
[ -10/13 ] 
f(z) = 169/18*z^3 - 293/90*z + 1
*
[ -3/4 ] 
f(z) = 173/18*z^3 - 295/96*z + 1
*
[ 3/4 ] 
f(z) = 160*z^3 - 271/3*z + 1
*
[ 2/5 ] 
f(z) = 160*z^3 - 271/10*z + 1
*
[ -3/4 ] 
f(z) = 160*z^3 - 263/3*z + 1
*
[ -2/3 ] 
f(z) = 161/4*z^3 - 277/18*z + 1
*
[ 2/5 ] 
f(z) = 165*z^3 - 279/10*z + 1
*
[ 8/13 ] 
f(z) = 169/2*z^3 - 261/8*z + 1
*
[ -12/13 ] 
f(z) = 169/6*z^3 - 263/12*z + 1
*
16/13 | 0.13966696767668886993399459118678327044 | 0.025031134487233458331935695109834296762
f(z) = 169/12*z^3 - 265/12*z + 1
*
[ -3/5 ] 
f(z) = 170/3*z^3 - 266/15*z + 1
*
[ 5/4 ] 
f(z) = 176/5*z^3 - 274/5*z + 1
*
[ -5/4 ] 
f(z) = 176/5*z^3 - 266/5*z + 1
*
[ -3/4 ] 
f(z) = 176/5*z^3 - 262/15*z + 1
*
[ 5/4 ] 
f(z) = 176/15*z^3 - 272/15*z + 1
*
[ 3/2 ] 
f(z) = 178/9*z^3 - 265/6*z + 1
*
[ 3/4 ] 
f(z) = 160/7*z^3 - 277/21*z + 1
*
[ 1/8 ] 
f(z) = 160/19*z^3 - 271/38*z + 1
*
[ 1/5 ] 
f(z) = 161*z^3 - 261/25*z + 1
*
[ -6/7 ] 
f(z) = 161/8*z^3 - 265/21*z + 1
*
[ 1/5 ] 
f(z) = 162*z^3 - 262/25*z + 1
*
[ 5/9 ] 
f(z) = 162/7*z^3 - 278/35*z + 1
*
[ 1/5 ] 
f(z) = 163*z^3 - 263/25*z + 1
*
[ 1/10 ] 
f(z) = 164*z^3 - 266/25*z + 1
*
[ 1/5 ] 
f(z) = 164*z^3 - 264/25*z + 1
*
[ 1/9 ] 
f(z) = 165*z^3 - 271/27*z + 1
*
[ 1/4 ] 
f(z) = 165/2*z^3 - 261/32*z + 1
*
[ 4/5 ] 
f(z) = 165/8*z^3 - 269/20*z + 1
*
[ 1/5 ] 
f(z) = 166*z^3 - 266/25*z + 1
*
[ 1/5 ] 
f(z) = 167*z^3 - 267/25*z + 1
*
[ 1/4 ] 
f(z) = 167/2*z^3 - 263/32*z + 1
*
[ 1/9 ] 
f(z) = 168*z^3 - 272/27*z + 1
*
-7/24 | 0.20716639834401343935521614677821979623 | 0.024953740535305093088042969556385507333
f(z) = 168*z^3 - 271/24*z + 1
*
1/7 | 0.23786981349218104533529008400114393159 | 0.028129739111198667166961673239455514840
f(z) = 168*z^3 - 271/28*z + 1
*
[ 1/5 ] 
f(z) = 168*z^3 - 268/25*z + 1
*
[ 1/10 ] 
f(z) = 168*z^3 - 267/25*z + 1
*
1/14 | 0.14896819162130447419509666667776774097 | 0.018236939380711488263539289545098769708
f(z) = 168*z^3 - 263/21*z + 1
*
[ 1/5 ] 
f(z) = 169*z^3 - 269/25*z + 1
*
5/26 | 0.22005581146438968635323124117225884623 | 0.027081689013007142831657833644995889606
f(z) = 169*z^3 - 261/20*z + 1
*
[ 1/4 ] 
f(z) = 169/2*z^3 - 265/32*z + 1
*
5/39 | 0.16574237815906656675474489351901198878 | 0.022620388868597908335307877540411736427
f(z) = 169/4*z^3 - 277/36*z + 1
*
[ -7/13 ] 
f(z) = 169/4*z^3 - 263/28*z + 1
*
[ 8/13 ] 
f(z) = 169/6*z^3 - 271/24*z + 1
*
9/13 | 0.16196060837367209345077751316399263847 | 0.026003102231061354875950762355444504315
f(z) = 169/8*z^3 - 275/24*z + 1
*
[ 3/4 ] 
f(z) = 170/9*z^3 - 263/24*z + 1
*
[ 1/5 ] 
f(z) = 171*z^3 - 271/25*z + 1
*
[ 1/4 ] 
f(z) = 171/2*z^3 - 267/32*z + 1
*
0 | 0.17758479571844910692012053396525465727 | 0.028160013262661267354204327905403958941
f(z) = 171/14*z^3 - 274/21*z + 1
*
[ 1/5 ] 
f(z) = 172*z^3 - 272/25*z + 1
*
[ 1/10 ] 
f(z) = 172*z^3 - 268/25*z + 1
*
[ 1/5 ] 
f(z) = 173*z^3 - 273/25*z + 1
*
[ 1/4 ] 
f(z) = 173/2*z^3 - 269/32*z + 1
*
[ 1/5 ] 
f(z) = 174*z^3 - 274/25*z + 1
*
[ 1/9 ] 
f(z) = 174*z^3 - 274/27*z + 1
*
9/70 | 0.14961128832697051951582821967636223320 | 0.017607562184158418386096812734106971619
f(z) = 175*z^3 - 277/28*z + 1
*
[ 1/4 ] 
f(z) = 175/2*z^3 - 271/32*z + 1
*
4/5 | 0.15810215538440152074052779141491693328 | 0.026989409270297937938439665738324927750
f(z) = 175/18*z^3 - 269/36*z + 1
*
[ 1/5 ] 
f(z) = 176*z^3 - 276/25*z + 1
*
[ 1/10 ] 
f(z) = 176*z^3 - 269/25*z + 1
*
[ 1/8 ] 
f(z) = 176/9*z^3 - 263/36*z + 1
*
[ 1/5 ] 
f(z) = 177*z^3 - 277/25*z + 1
*
[ 1/9 ] 
f(z) = 177*z^3 - 275/27*z + 1
*
[ 1/4 ] 
f(z) = 177/2*z^3 - 273/32*z + 1
*
[ 1/5 ] 
f(z) = 178*z^3 - 278/25*z + 1
*
[ 3/4 ] 
f(z) = 178/9*z^3 - 275/24*z + 1
*
[ 1/5 ] 
f(z) = 179*z^3 - 279/25*z + 1
*
[ 1/4 ] 
f(z) = 179/2*z^3 - 275/32*z + 1
*
[ 1/7 ] 
f(z) = 161/6*z^3 - 275/42*z + 1
*
[ 1/3 ] 
f(z) = 161/6*z^3 - 269/54*z + 1
*
[ 3/7 ] 
f(z) = 161/6*z^3 - 263/42*z + 1
*
[ 5/36 ] 
f(z) = 162/5*z^3 - 273/40*z + 1
*
[ 1/3 ] 
f(z) = 163/6*z^3 - 271/54*z + 1
*
[ 1/6 ] 
f(z) = 164/5*z^3 - 266/45*z + 1
*
[ 1/3 ] 
f(z) = 167/6*z^3 - 275/54*z + 1
*
[ 1/6 ] 
f(z) = 168/17*z^3 - 269/51*z + 1
*
[ 1/3 ] 
f(z) = 169/6*z^3 - 277/54*z + 1
*
[ 6/13 ] 
f(z) = 169/7*z^3 - 265/42*z + 1
*
15/26 | 0.12697258678752702505099926032889321912 | 0.019485700516509655313649624605974821509
f(z) = 169/11*z^3 - 269/44*z + 1
*
[ 9/13 ] 
f(z) = 169/15*z^3 - 263/45*z + 1
*
[ 3/17 ] 
f(z) = 170/9*z^3 - 268/51*z + 1
*
[ 1/6 ] 
f(z) = 171/13*z^3 - 279/52*z + 1
*
[ 1/6 ] 
f(z) = 172/5*z^3 - 268/45*z + 1
*
[ 1/3 ] 
f(z) = 172/5*z^3 - 262/45*z + 1
*
[ 1/3 ] 
f(z) = 173/5*z^3 - 263/45*z + 1
*
[ 1/7 ] 
f(z) = 175/6*z^3 - 277/42*z + 1
*
3/5 | 0.16175639674002756581132486570374263004 | 0.025825660441572682456648587853752070229
f(z) = 175/16*z^3 - 269/48*z + 1
*
[ 1/6 ] 
f(z) = 176/5*z^3 - 269/45*z + 1
*
[ 1/3 ] 
f(z) = 176/5*z^3 - 266/45*z + 1
*
[ 1/3 ] 
f(z) = 178/5*z^3 - 268/45*z + 1
*
[ 1/3 ] 
f(z) = 179/5*z^3 - 269/45*z + 1
*
[ 3/8 ] 
f(z) = 160/13*z^3 - 265/78*z + 1
*
[ 2/7 ] 
f(z) = 161/10*z^3 - 267/70*z + 1
*
[ 7/27 ] 
f(z) = 162/7*z^3 - 278/63*z + 1
*
[ 1/4 ] 
f(z) = 164/19*z^3 - 269/76*z + 1
*
[ 5/26 ] 
f(z) = 169/15*z^3 - 277/60*z + 1
*
[ 15/26 ] 
f(z) = 169/15*z^3 - 269/60*z + 1
*
[ 1/4 ] 
f(z) = 172/19*z^3 - 271/76*z + 1
*
[ 9/35 ] 
f(z) = 175/9*z^3 - 263/63*z + 1
*
[ -4/5 ] 
f(z) = 175/19*z^3 - 277/76*z + 1
*
[ -2/3 ] 
f(z) = 177/13*z^3 - 277/78*z + 1
*
[ 5/13 ] 
f(z) = 169/17*z^3 - 261/85*z + 1
*
[ 5/13 ] 
f(z) = 169/18*z^3 - 269/90*z + 1
*
[ 5/13 ] 
f(z) = 169/19*z^3 - 277/95*z + 1
*
[ 12/35 ] 
f(z) = 175/16*z^3 - 269/84*z + 1
*
[ 3/10 ] 
f(z) = 160*z^3 - 251/15*z + 1
*
[ 7/8 ] 
f(z) = 160/7*z^3 - 247/14*z + 1
*
7/27 | 0.21027052734635333214698982944733980655 | 0.026356401140217652318508681349372706215
f(z) = 162*z^3 - 259/18*z + 1
*
[ 5/9 ] 
f(z) = 162*z^3 - 254/5*z + 1
*
-1/3 | 0.22710111353982298845187105670284255061 | 0.028466034319619046241884007583335695479
f(z) = 162*z^3 - 253/18*z + 1
*
[ 2/27 ] 
f(z) = 162*z^3 - 241/18*z + 1
*
[ 3/2 ] 
f(z) = 166/9*z^3 - 247/6*z + 1
*
14/39 | 0.20249138673640956436057754100651046006 | 0.027635864535039378746095701218449959080
f(z) = 169/2*z^3 - 241/18*z + 1
*
[ 9/13 ] 
f(z) = 169/3*z^3 - 247/9*z + 1
*
[ 10/13 ] 
f(z) = 169/4*z^3 - 253/10*z + 1
*
[ 9/13 ] 
f(z) = 169/6*z^3 - 251/18*z + 1
*
[ 16/13 ] 
f(z) = 169/16*z^3 - 253/16*z + 1
*
[ 3/2 ] 
f(z) = 170/9*z^3 - 253/6*z + 1
*
[ -3/2 ] 
f(z) = 170/9*z^3 - 245/6*z + 1
*
[ 1/15 ] 
f(z) = 175/2*z^3 - 259/18*z + 1
*
[ 6/5 ] 
f(z) = 175/6*z^3 - 251/6*z + 1
*
-6/5 | 0.15112986505453332249384865428657693536 | 0.027431332812352160726339128752548533716
f(z) = 175/6*z^3 - 247/6*z + 1
*
[ -6/5 ] 
f(z) = 175/6*z^3 - 241/6*z + 1
*
[ -3/8 ] 
f(z) = 176*z^3 - 253/12*z + 1
*
[ 1/16 ] 
f(z) = 176*z^3 - 251/16*z + 1
*
[ -5/4 ] 
f(z) = 176/15*z^3 - 248/15*z + 1
*
[ -3/2 ] 
f(z) = 178/9*z^3 - 257/6*z + 1
*
3/40 | 0.14211926709197299806361568781823536111 | 0.019263202940052407824688357998886851159
f(z) = 160/3*z^3 - 259/30*z + 1
*
[ 1/8 ] 
f(z) = 160/17*z^3 - 243/34*z + 1
*
[ 1/4 ] 
f(z) = 161/2*z^3 - 257/32*z + 1
*
[ 2/23 ] 
f(z) = 161/8*z^3 - 245/23*z + 1
*
1/12 | 0.22394648751860972806532287980942693597 | 0.027093632446623935797885967788535777120
f(z) = 162*z^3 - 259/24*z + 1
*
[ 1/4 ] 
f(z) = 163/2*z^3 - 259/32*z + 1
*
2/11 | 0.15993084981328607253904913535398442065 | 0.018591307520746253220463189767572279841
f(z) = 165/2*z^3 - 244/33*z + 1
*
2/5 | 0.21972272113378092996217570225472788722 | 0.028119124999861541207390095646482462154
f(z) = 165/4*z^3 - 253/30*z + 1
*
10/33 | 0.21936053699545424674433593514575822382 | 0.025499765717243962980813467835926563943
f(z) = 165/8*z^3 - 244/33*z + 1
*
[ 3/4 ] 
f(z) = 166/9*z^3 - 257/24*z + 1
*
9/52 | 0.16686933169117973200247500365334983133 | 0.021116051498727726932043039237359840144
f(z) = 169/2*z^3 - 241/32*z + 1
*
-19/39 | 0.18395763351856751824961942144906284356 | 0.025106392533739503240417111958111234647
f(z) = 169/4*z^3 - 253/36*z + 1
*
[ 6/13 ] 
f(z) = 169/5*z^3 - 251/30*z + 1
*
[ -7/13 ] 
f(z) = 169/5*z^3 - 243/35*z + 1
*
[ 10/13 ] 
f(z) = 169/12*z^3 - 259/30*z + 1
*
[ 9/13 ] 
f(z) = 169/12*z^3 - 259/36*z + 1
*
[ 1/3 ] 
f(z) = 173/4*z^3 - 245/36*z + 1
*
1/3 | 0.17383664688268427395158463821268569939 | 0.025009535237785443613971478431998257893
f(z) = 174/5*z^3 - 251/30*z + 1
*
[ 3/35 ] 
f(z) = 175*z^3 - 251/21*z + 1
*
[ 4/35 ] 
f(z) = 175/2*z^3 - 249/28*z + 1
*
[ 3/10 ] 
f(z) = 175/2*z^3 - 245/24*z + 1
*
[ 3/7 ] 
f(z) = 175/3*z^3 - 253/21*z + 1
*
[ 1/3 ] 
f(z) = 175/4*z^3 - 247/36*z + 1
*
[ 2/15 ] 
f(z) = 175/16*z^3 - 241/36*z + 1
*
[ 3/22 ] 
f(z) = 176/3*z^3 - 245/33*z + 1
*
[ -3/4 ] 
f(z) = 176/7*z^3 - 248/21*z + 1
*
[ 2/3 ] 
f(z) = 177/10*z^3 - 251/30*z + 1
*
[ 1/3 ] 
f(z) = 179/4*z^3 - 251/36*z + 1
*
[ 1/5 ] 
f(z) = 160/11*z^3 - 252/55*z + 1
*
[ 1/3 ] 
f(z) = 161/5*z^3 - 251/45*z + 1
*
5/27 | 0.18246000176212745376977482924547219670 | 0.025046600863904102233433933915458655759
f(z) = 162/5*z^3 - 257/45*z + 1
*
5/36 | 0.16144882678599599794941654342004601538 | 0.022526576468374004207680159876997197905
f(z) = 162/5*z^3 - 249/40*z + 1
*
[ 5/27 ] 
f(z) = 162/5*z^3 - 248/45*z + 1
*
5/36 | 0.093656963998086816986511773262725673078 | 0.013067736714464960106536150602479281892
f(z) = 162/5*z^3 - 241/40*z + 1
*
[ 1/4 ] 
f(z) = 162/7*z^3 - 249/56*z + 1
*
4/9 | 0.17077722599481421902320511710133494069 | 0.026379380500050603701767239807769208012
f(z) = 162/13*z^3 - 245/52*z + 1
*
[ 1/3 ] 
f(z) = 163/5*z^3 - 253/45*z + 1
*
[ 1/3 ] 
f(z) = 164/5*z^3 - 254/45*z + 1
*
[ 2/3 ] 
f(z) = 165/14*z^3 - 241/42*z + 1
*
[ 1/3 ] 
f(z) = 166/5*z^3 - 256/45*z + 1
*
[ 1/4 ] 
f(z) = 166/7*z^3 - 251/56*z + 1
*
[ 1/3 ] 
f(z) = 167/5*z^3 - 257/45*z + 1
*
-17/26 | 0.17039228470290549341170462865939505021 | 0.026149054012742396996013836440123744719
f(z) = 169/12*z^3 - 241/48*z + 1
*
[ 1/4 ] 
f(z) = 170/7*z^3 - 253/56*z + 1
*
[ 1/5 ] 
f(z) = 170/11*z^3 - 254/55*z + 1
*
[ 6/19 ] 
f(z) = 171/8*z^3 - 245/57*z + 1
*
[ 1/4 ] 
f(z) = 174/7*z^3 - 255/56*z + 1
*
[ 6/35 ] 
f(z) = 175/4*z^3 - 257/42*z + 1
*
2/7 | 0.18193791614718970173024755176055092968 | 0.025586512628382704375907822304472460484
f(z) = 175/6*z^3 - 247/42*z + 1
*
[ 8/35 ] 
f(z) = 175/8*z^3 - 253/56*z + 1
*
[ 3/16 ] 
f(z) = 176/9*z^3 - 241/48*z + 1
*
[ 2/3 ] 
f(z) = 177/14*z^3 - 257/42*z + 1
*
[ 1/4 ] 
f(z) = 178/7*z^3 - 257/56*z + 1
*
[ 3/8 ] 
f(z) = 160/11*z^3 - 245/66*z + 1
*
[ 1/4 ] 
f(z) = 164/17*z^3 - 245/68*z + 1
*
[ 4/15 ] 
f(z) = 165/8*z^3 - 253/60*z + 1
*
[ 1/2 ] 
f(z) = 165/19*z^3 - 241/76*z + 1
*
[ 1/2 ] 
f(z) = 167/19*z^3 - 243/76*z + 1
*
[ 1/2 ] 
f(z) = 169/18*z^3 - 241/72*z + 1
*
[ 1/2 ] 
f(z) = 169/19*z^3 - 245/76*z + 1
*
[ -3/4 ] 
f(z) = 172/15*z^3 - 247/60*z + 1
*
[ 1/4 ] 
f(z) = 172/17*z^3 - 247/68*z + 1
*
[ 1/2 ] 
f(z) = 173/17*z^3 - 241/68*z + 1
*
[ 1/2 ] 
f(z) = 173/18*z^3 - 245/72*z + 1
*
[ 1/2 ] 
f(z) = 173/19*z^3 - 249/76*z + 1
*
[ 1/2 ] 
f(z) = 175/17*z^3 - 243/68*z + 1
*
[ 1/2 ] 
f(z) = 175/18*z^3 - 247/72*z + 1
*
[ 1/2 ] 
f(z) = 175/19*z^3 - 251/76*z + 1
*
1/8 | 0.11673872953830071914899014351064838436 | 0.017804281797730923285968556068282960130
f(z) = 176/15*z^3 - 251/60*z + 1
*
[ 1/2 ] 
f(z) = 177/16*z^3 - 241/64*z + 1
*
[ 1/2 ] 
f(z) = 177/17*z^3 - 245/68*z + 1
*
[ 1/2 ] 
f(z) = 177/19*z^3 - 253/76*z + 1
*
[ 1/2 ] 
f(z) = 179/16*z^3 - 243/64*z + 1
*
[ 1/2 ] 
f(z) = 179/17*z^3 - 247/68*z + 1
*
[ 1/2 ] 
f(z) = 179/18*z^3 - 251/72*z + 1
*
[ 1/2 ] 
f(z) = 179/19*z^3 - 255/76*z + 1
*
[ 5/13 ] 
f(z) = 169/16*z^3 - 253/80*z + 1
*
[ 12/35 ] 
f(z) = 175/18*z^3 - 257/84*z + 1
*
[ -2/5 ] 
f(z) = 160*z^3 - 221/10*z + 1
*
-7/8 | 0.16845396263806862859142420978011126665 | 0.029203292043023321088747325708027930060
f(z) = 160/7*z^3 - 229/14*z + 1
*
[ -5/9 ] 
f(z) = 162*z^3 - 236/5*z + 1
*
[ 1/27 ] 
f(z) = 162*z^3 - 236/9*z + 1
*
[ 5/6 ] 
f(z) = 162/5*z^3 - 227/10*z + 1
*
[ 1/18 ] 
f(z) = 162/7*z^3 - 239/14*z + 1
*
[ 11/9 ] 
f(z) = 162/11*z^3 - 240/11*z + 1
*
[ -2/5 ] 
f(z) = 165*z^3 - 229/10*z + 1
*
[ 1/15 ] 
f(z) = 165*z^3 - 221/15*z + 1
*
[ 2/3 ] 
f(z) = 165/2*z^3 - 223/6*z + 1
*
-4/3 | 0.17275714535258448779153033368987851708 | 0.025429897195494682558907748279344944141
f(z) = 165/16*z^3 - 223/12*z + 1
*
[ -3/2 ] 
f(z) = 166/9*z^3 - 239/6*z + 1
*
[ 2/7 ] 
f(z) = 168*z^3 - 227/14*z + 1
*
[ 6/13 ] 
f(z) = 169*z^3 - 223/6*z + 1
*
[ -8/13 ] 
f(z) = 169/2*z^3 - 235/8*z + 1
*
[ -9/13 ] 
f(z) = 169/3*z^3 - 221/9*z + 1
*
[ -10/13 ] 
f(z) = 169/4*z^3 - 227/10*z + 1
*
1/13 | 0.15233417588472618464561890397134493524 | 0.028126172812956769239516070218158446510
f(z) = 169/8*z^3 - 225/8*z + 1
*
[ 15/13 ] 
f(z) = 169/15*z^3 - 223/15*z + 1
*
[ -16/13 ] 
f(z) = 169/16*z^3 - 227/16*z + 1
*
1/13 | 0.15640601013680137707621787025153892670 | 0.028647964159843273464310187004855593193
f(z) = 169/18*z^3 - 235/18*z + 1
*
[ 1/13 ] 
f(z) = 169/19*z^3 - 229/19*z + 1
*
[ -2/5 ] 
f(z) = 170*z^3 - 237/10*z + 1
*
[ 1/4 ] 
f(z) = 173*z^3 - 221/16*z + 1
*
[ 1/35 ] 
f(z) = 175*z^3 - 239/7*z + 1
*
[ 2/35 ] 
f(z) = 175*z^3 - 239/14*z + 1
*
[ 2/7 ] 
f(z) = 175*z^3 - 235/14*z + 1
*
[ 1/4 ] 
f(z) = 175*z^3 - 223/16*z + 1
*
[ 2/35 ] 
f(z) = 175/2*z^3 - 235/14*z + 1
*
[ 4/5 ] 
f(z) = 175/2*z^3 - 225/4*z + 1
*
[ 2/35 ] 
f(z) = 175/4*z^3 - 233/14*z + 1
*
[ 4/5 ] 
f(z) = 175/6*z^3 - 227/12*z + 1
*
[ 8/5 ] 
f(z) = 175/16*z^3 - 221/8*z + 1
*
[ 1/22 ] 
f(z) = 176*z^3 - 235/11*z + 1
*
[ 1/4 ] 
f(z) = 177*z^3 - 225/16*z + 1
*
[ 2/3 ] 
f(z) = 177/2*z^3 - 239/6*z + 1
*
[ -2/3 ] 
f(z) = 177/2*z^3 - 221/6*z + 1
*
-4/3 | 0.17695527909295830761217825935034007023 | 0.025784863947543552590291934852827012947
f(z) = 177/16*z^3 - 239/12*z + 1
*
[ 4/3 ] 
f(z) = 177/16*z^3 - 233/12*z + 1
*
[ 1/4 ] 
f(z) = 179*z^3 - 227/16*z + 1
*
[ 3/16 ] 
f(z) = 160*z^3 - 239/24*z + 1
*
-9/20 | 0.10915108606185115105702761404221809247 | 0.014794612757015272217904714001143318179
f(z) = 160/3*z^3 - 229/30*z + 1
*
[ -3/4 ] 
f(z) = 160/7*z^3 - 221/21*z + 1
*
[ 3/7 ] 
f(z) = 161/3*z^3 - 235/21*z + 1
*
[ 1/3 ] 
f(z) = 161/4*z^3 - 233/36*z + 1
*
[ 1/7 ] 
f(z) = 161/5*z^3 - 233/35*z + 1
*
[ 1/3 ] 
f(z) = 163/4*z^3 - 235/36*z + 1
*
[ 2/15 ] 
f(z) = 165/2*z^3 - 239/30*z + 1
*
[ 1/11 ] 
f(z) = 165/2*z^3 - 235/22*z + 1
*
[ 6/11 ] 
f(z) = 165/8*z^3 - 230/33*z + 1
*
[ 1/3 ] 
f(z) = 167/3*z^3 - 221/27*z + 1
*
[ 1/3 ] 
f(z) = 167/4*z^3 - 239/36*z + 1
*
[ 3/14 ] 
f(z) = 168*z^3 - 239/21*z + 1
*
[ 1/3 ] 
f(z) = 169/3*z^3 - 223/27*z + 1
*
10/13 | 0.084195990187983831984573108550463648056 | 0.014459097815680158944669275208607795448
f(z) = 169/15*z^3 - 233/30*z + 1
*
4/39 | 0.15592403823502782586654759762943402579 | 0.021280389590243839573207903578755405908
f(z) = 169/16*z^3 - 229/36*z + 1
*
28/39 | 0.14165600593675450364940185076072182220 | 0.019333099811000364562364172964564862470
f(z) = 169/16*z^3 - 223/36*z + 1
*
3/10 | 0.18372183521635744660736627842944143761 | 0.024699161380196147238971097517961574770
f(z) = 170/3*z^3 - 233/30*z + 1
*
[ 1/3 ] 
f(z) = 170/3*z^3 - 224/27*z + 1
*
[ 3/10 ] 
f(z) = 170/3*z^3 - 223/30*z + 1
*
[ 1/3 ] 
f(z) = 172/3*z^3 - 226/27*z + 1
*
[ 1/3 ] 
f(z) = 173/3*z^3 - 227/27*z + 1
*
-1/2 | 0.18144975516941102076207059496691337409 | 0.026104818098910019061602633122064942610
f(z) = 174/5*z^3 - 221/30*z + 1
*
[ 3/35 ] 
f(z) = 175/3*z^3 - 233/21*z + 1
*
[ 1/3 ] 
f(z) = 175/3*z^3 - 229/27*z + 1
*
9/70 | 0.24715393694328333080051723202665151613 | 0.029087232403732547009973701250982966240
f(z) = 175/3*z^3 - 223/28*z + 1
*
[ 1/10 ] 
f(z) = 175/6*z^3 - 223/24*z + 1
*
[ 4/35 ] 
f(z) = 175/8*z^3 - 225/28*z + 1
*
[ 4/7 ] 
f(z) = 175/8*z^3 - 221/28*z + 1
*
[ 3/35 ] 
f(z) = 175/9*z^3 - 227/21*z + 1
*
[ 4/35 ] 
f(z) = 175/16*z^3 - 221/28*z + 1
*
[ 4/5 ] 
f(z) = 175/18*z^3 - 233/36*z + 1
*
[ 2/11 ] 
f(z) = 176*z^3 - 227/22*z + 1
*
[ 3/11 ] 
f(z) = 176/3*z^3 - 232/33*z + 1
*
[ 1/3 ] 
f(z) = 176/3*z^3 - 230/27*z + 1
*
1/4 | 0.16839351073790955977636520776842279729 | 0.022249613130982282425308792076788431811
f(z) = 176/3*z^3 - 229/33*z + 1
*
[ -5/8 ] 
f(z) = 176/5*z^3 - 223/20*z + 1
*
[ 3/22 ] 
f(z) = 176/9*z^3 - 221/33*z + 1
*
[ 1/3 ] 
f(z) = 178/3*z^3 - 232/27*z + 1
*
[ 1/3 ] 
f(z) = 179/3*z^3 - 233/27*z + 1
*
1/5 | 0.17817353981440886621515865276595671184 | 0.026532147096319045677767194570150953373
f(z) = 165/8*z^3 - 233/40*z + 1
*
[ 1/2 ] 
f(z) = 165/14*z^3 - 221/56*z + 1
*
[ 1/2 ] 
f(z) = 167/14*z^3 - 223/56*z + 1
*
[ -7/13 ] 
f(z) = 169/6*z^3 - 223/42*z + 1
*
3/26 | 0.18781757346934439489034751314085354322 | 0.028823205708846008426507963381634409945
f(z) = 169/11*z^3 - 229/44*z + 1
*
11/26 | 0.12513474662671170889106250837889756180 | 0.019203658511405140132218230242309692903
f(z) = 169/11*z^3 - 221/44*z + 1
*
7/26 | 0.14611733601074933116906429592667507969 | 0.022423727213970281090823413373260726455
f(z) = 169/14*z^3 - 233/56*z + 1
*
[ 1/2 ] 
f(z) = 169/14*z^3 - 225/56*z + 1
*
[ 1/6 ] 
f(z) = 171/11*z^3 - 239/44*z + 1
*
[ 1/2 ] 
f(z) = 171/13*z^3 - 223/52*z + 1
*
[ 1/2 ] 
f(z) = 171/14*z^3 - 227/56*z + 1
*
[ 1/2 ] 
f(z) = 173/12*z^3 - 221/48*z + 1
*
[ 1/2 ] 
f(z) = 173/13*z^3 - 225/52*z + 1
*
[ 1/2 ] 
f(z) = 173/14*z^3 - 229/56*z + 1
*
[ 1/6 ] 
f(z) = 174/7*z^3 - 239/42*z + 1
*
[ 6/35 ] 
f(z) = 175/6*z^3 - 239/42*z + 1
*
12/35 | 0.080075257179617300762273151218998217717 | 0.011261240221030850393161378926871459010
f(z) = 175/6*z^3 - 235/42*z + 1
*
9/35 | 0.18710681167819876267995157224757974568 | 0.026313430983718594705696030640178619927
f(z) = 175/6*z^3 - 221/42*z + 1
*
[ 6/35 ] 
f(z) = 175/9*z^3 - 227/42*z + 1
*
[ 1/2 ] 
f(z) = 175/12*z^3 - 223/48*z + 1
*
[ 6/35 ] 
f(z) = 175/12*z^3 - 221/42*z + 1
*
[ 1/2 ] 
f(z) = 175/13*z^3 - 227/52*z + 1
*
[ 3/5 ] 
f(z) = 175/16*z^3 - 221/48*z + 1
*
[ 8/35 ] 
f(z) = 175/16*z^3 - 221/56*z + 1
*
[ 3/5 ] 
f(z) = 175/17*z^3 - 223/51*z + 1
*
[ 3/5 ] 
f(z) = 175/19*z^3 - 227/57*z + 1
*
[ 1/2 ] 
f(z) = 177/11*z^3 - 221/44*z + 1
*
[ 1/2 ] 
f(z) = 177/13*z^3 - 229/52*z + 1
*
[ 1/2 ] 
f(z) = 177/14*z^3 - 233/56*z + 1
*
[ 1/2 ] 
f(z) = 179/11*z^3 - 223/44*z + 1
*
[ 1/2 ] 
f(z) = 179/12*z^3 - 227/48*z + 1
*
[ -2/3 ] 
f(z) = 179/12*z^3 - 223/54*z + 1
*
[ 1/2 ] 
f(z) = 179/13*z^3 - 231/52*z + 1
*
[ 1/2 ] 
f(z) = 179/14*z^3 - 235/56*z + 1
*
[ 1/2 ] 
f(z) = 161/15*z^3 - 221/60*z + 1
*
[ 1/2 ] 
f(z) = 161/16*z^3 - 225/64*z + 1
*
[ 1/2 ] 
f(z) = 161/17*z^3 - 229/68*z + 1
*
[ 1/2 ] 
f(z) = 161/18*z^3 - 233/72*z + 1
*
[ 1/2 ] 
f(z) = 161/19*z^3 - 237/76*z + 1
*
[ 4/9 ] 
f(z) = 162/19*z^3 - 223/76*z + 1
*
[ 1/2 ] 
f(z) = 163/15*z^3 - 223/60*z + 1
*
[ 1/2 ] 
f(z) = 163/16*z^3 - 227/64*z + 1
*
[ 1/2 ] 
f(z) = 163/17*z^3 - 231/68*z + 1
*
[ 1/2 ] 
f(z) = 163/18*z^3 - 235/72*z + 1
*
[ 1/2 ] 
f(z) = 163/19*z^3 - 239/76*z + 1
*
[ -3/4 ] 
f(z) = 164/15*z^3 - 229/60*z + 1
*
[ 1/4 ] 
f(z) = 164/15*z^3 - 221/60*z + 1
*
[ 2/5 ] 
f(z) = 165/14*z^3 - 237/70*z + 1
*
[ 1/2 ] 
f(z) = 165/16*z^3 - 229/64*z + 1
*
[ 1/2 ] 
f(z) = 165/17*z^3 - 233/68*z + 1
*
[ 1/2 ] 
f(z) = 167/15*z^3 - 227/60*z + 1
*
[ 1/2 ] 
f(z) = 167/16*z^3 - 231/64*z + 1
*
[ 1/2 ] 
f(z) = 167/17*z^3 - 235/68*z + 1
*
[ 1/2 ] 
f(z) = 167/18*z^3 - 239/72*z + 1
*
[ 5/13 ] 
f(z) = 169/12*z^3 - 221/60*z + 1
*
6/13 | 0.16060225908243910470918843142032888096 | 0.021918869476661687169881992773517982445
f(z) = 169/14*z^3 - 239/63*z + 1
*
[ 5/13 ] 
f(z) = 169/14*z^3 - 237/70*z + 1
*
[ 1/2 ] 
f(z) = 169/16*z^3 - 233/64*z + 1
*
[ 4/13 ] 
f(z) = 169/19*z^3 - 235/76*z + 1
*
[ 1/2 ] 
f(z) = 171/16*z^3 - 235/64*z + 1
*
[ 1/2 ] 
f(z) = 171/17*z^3 - 239/68*z + 1
*
[ 1/4 ] 
f(z) = 172/15*z^3 - 223/60*z + 1
*
[ 1/2 ] 
f(z) = 173/15*z^3 - 233/60*z + 1
*
[ 1/2 ] 
f(z) = 173/16*z^3 - 237/64*z + 1
*
[ 1/2 ] 
f(z) = 175/16*z^3 - 239/64*z + 1
*
2/5 | 0.17929217518560588449925198334058328070 | 0.025214433591980926877715673892656137603
f(z) = 175/18*z^3 - 233/63*z + 1
*
[ 1/2 ] 
f(z) = 179/15*z^3 - 239/60*z + 1
*
[ 2/7 ] 
f(z) = 161*z^3 - 219/14*z + 1
*
[ 1/4 ] 
f(z) = 161*z^3 - 209/16*z + 1
*
5/54 | 0.10632412256660179882169657633386509373 | 0.013327218324949071883401429171950535167
f(z) = 162*z^3 - 205/18*z + 1
*
[ -5/6 ] 
f(z) = 162/5*z^3 - 203/10*z + 1
*
[ 1/4 ] 
f(z) = 163*z^3 - 211/16*z + 1
*
0 | 0.13326030830916384661233725753490861192 | 0.025127785526089046775542353857545718790
f(z) = 163/19*z^3 - 201/19*z + 1
*
0 | 0.13337544691988710635419932127960889443 | 0.025125983564315038752451339796954092130
f(z) = 164/19*z^3 - 202/19*z + 1
*
[ 1/4 ] 
f(z) = 165*z^3 - 213/16*z + 1
*
[ -2/3 ] 
f(z) = 165/2*z^3 - 205/6*z + 1
*
[ 4/3 ] 
f(z) = 165/16*z^3 - 217/12*z + 1
*
0 | 0.13348987397290362102825537547010962472 | 0.025124166934137553622613600227328684778
f(z) = 165/19*z^3 - 203/19*z + 1
*
0 | 0.13360359821040338044631273976283471152 | 0.025122336157335871623150953389835379574
f(z) = 166/19*z^3 - 204/19*z + 1
*
[ 1/4 ] 
f(z) = 167*z^3 - 215/16*z + 1
*
[ 1/3 ] 
f(z) = 167/2*z^3 - 203/18*z + 1
*
0 | 0.13374816445924904993660482374596858225 | 0.025219776493710735120821272844543985747
f(z) = 167/17*z^3 - 201/17*z + 1
*
0 | 0.10733388542880818567274268722252298221 | 0.020201340932798800783422070026864470546
f(z) = 167/18*z^3 - 203/18*z + 1
*
0 | 0.13371662821442564272177701744056939704 | 0.025120491740289627065114897220277192973
f(z) = 167/19*z^3 - 205/19*z + 1
*
0 | 0.13386031645577260718864595489964578658 | 0.025217325893588085935988147472859407303
f(z) = 168/17*z^3 - 202/17*z + 1
*
0 | 0.13382897241074759240620704598293310966 | 0.025118634174478507530869754693248562443
f(z) = 168/19*z^3 - 206/19*z + 1
*
11/39 | 0.17224773601153226613010571199254089166 | 0.023508234970401361818797399713726375506
f(z) = 169/2*z^3 - 211/18*z + 1
*
[ 1/3 ] 
f(z) = 169/2*z^3 - 205/18*z + 1
*
[ 1/26 ] 
f(z) = 169/2*z^3 - 201/8*z + 1
*
-15/26 | 0.10912337049339492560114778670607345638 | 0.016746491274881221433449092762720202472
f(z) = 169/3*z^3 - 205/12*z + 1
*
[ 10/13 ] 
f(z) = 169/5*z^3 - 203/10*z + 1
*
[ 12/13 ] 
f(z) = 169/8*z^3 - 217/12*z + 1
*
14/13 | 0.12496994932033488067866331704050942602 | 0.023434565774996054938012357673722557134
f(z) = 169/14*z^3 - 207/14*z + 1
*
1/13 | 0.12502266548180214314629004184191122684 | 0.023402254442582123366286173136306498232
f(z) = 169/16*z^3 - 209/16*z + 1
*
0 | 0.10831522179689756376493528829829474843 | 0.020424098496071422715649720822274861435
f(z) = 169/16*z^3 - 201/16*z + 1
*
[ 1/13 ] 
f(z) = 169/17*z^3 - 205/17*z + 1
*
0 | 0.13397179324691692145613083552832547034 | 0.025214869096996335240810070902910716404
f(z) = 169/17*z^3 - 203/17*z + 1
*
[ 1/13 ] 
f(z) = 169/18*z^3 - 217/18*z + 1
*
0 | 0.10755770499601723192007724881652419060 | 0.020206181355577077561752849530403801586
f(z) = 169/18*z^3 - 205/18*z + 1
*
0 | 0.13394063907265566570089950814101814871 | 0.025116763936963599296091146473471349131
f(z) = 169/19*z^3 - 207/19*z + 1
*
0 | 0.13405163632460376627947431506736772320 | 0.025114881490851139739856080808780566929
f(z) = 170/19*z^3 - 208/19*z + 1
*
[ 1/4 ] 
f(z) = 171*z^3 - 219/16*z + 1
*
[ 2/9 ] 
f(z) = 171*z^3 - 215/18*z + 1
*
0 | 0.10853599622428677027605143067343020324 | 0.020427590545597621703283597275241899506
f(z) = 171/16*z^3 - 203/16*z + 1
*
0 | 0.13419275339825810689956489237367011462 | 0.025209938347697552804753350809724541640
f(z) = 171/17*z^3 - 205/17*z + 1
*
0 | 0.11398809964706069443421663899459031566 | 0.021473690880900075946482190470151808145
f(z) = 172/15*z^3 - 202/15*z + 1
*
0 | 0.13430225249377612643039054833512943971 | 0.025207465083462650951207956676319674148
f(z) = 172/17*z^3 - 206/17*z + 1
*
0 | 0.13427165437346274015475017307875396149 | 0.025111081758149405583271727866240340047
f(z) = 172/19*z^3 - 210/19*z + 1
*
[ 1/3 ] 
f(z) = 173/2*z^3 - 209/18*z + 1
*
0 | 0.12162118072339528494039277390776321769 | 0.022933092256976542539586840125717637306
f(z) = 173/14*z^3 - 201/14*z + 1
*
0 | 0.11409677498647579373232133550373112374 | 0.021474186289132466696380928491500684248
f(z) = 173/15*z^3 - 203/15*z + 1
*
0 | 0.10875416934918212558503643163978194122 | 0.020430953497251430669754000557417951070
f(z) = 173/16*z^3 - 205/16*z + 1
*
0 | 0.13441110786128471337402623062635019264 | 0.025204987000445438511928574566826522664
f(z) = 173/17*z^3 - 207/17*z + 1
*
0 | 0.10799738763584927417762917950534225979 | 0.020215393223688661397422663557600474499
f(z) = 173/18*z^3 - 209/18*z + 1
*
0 | 0.13438069070653894515171026467773134984 | 0.025109165331940108211595623637797937954
f(z) = 173/19*z^3 - 211/19*z + 1
*
0 | 0.13451932702613517991487303817961714463 | 0.025202504416354948984498803930424597704
f(z) = 174/17*z^3 - 208/17*z + 1
*
0 | 0.13448908870857295737746317510616771923 | 0.025107238418708717413291085438597120239
f(z) = 174/19*z^3 - 212/19*z + 1
*
[ 3/10 ] 
f(z) = 175*z^3 - 217/12*z + 1
*
[ -4/5 ] 
f(z) = 175/2*z^3 - 215/4*z + 1
*
[ 1/3 ] 
f(z) = 175/2*z^3 - 211/18*z + 1
*
0 | 0.13468681248125829157333857321234753676 | 0.025396769526976244968131047927630230613
f(z) = 175/13*z^3 - 201/13*z + 1
*
[ -8/5 ] 
f(z) = 175/16*z^3 - 211/8*z + 1
*
0 | 0.10896980176449166956744988775316433961 | 0.020434192386463057750089456809651644213
f(z) = 175/16*z^3 - 207/16*z + 1
*
0 | 0.13462691738247104225937094064423427237 | 0.025200017638910888119674701819927883285
f(z) = 175/17*z^3 - 209/17*z + 1
*
0 | 0.10821337471929368017611358751125838467 | 0.020219776388020284260099018775218571959
f(z) = 175/18*z^3 - 211/18*z + 1
*
0 | 0.13459685581104454229845813713992057216 | 0.025105301418176715055013338575787680539
f(z) = 175/19*z^3 - 213/19*z + 1
*
3/16 | 0.21422186403027286228613666138439927531 | 0.026969646590832929797160376160119567483
f(z) = 176*z^3 - 211/16*z + 1
*
0 | 0.13479343456919421947098463655586593721 | 0.025393111699168019969286127617648044316
f(z) = 176/13*z^3 - 202/13*z + 1
*
0 | 0.11442005937737640040311590197908637705 | 0.021475735499943317370525903391375381147
f(z) = 176/15*z^3 - 206/15*z + 1
*
0 | 0.13473388619626095493298417174803924368 | 0.025197526966169412064962723452724294394
f(z) = 176/17*z^3 - 210/17*z + 1
*
0 | 0.13470399931639024756306292511220793053 | 0.025103354718562174199575748806662563721
f(z) = 176/19*z^3 - 214/19*z + 1
*
0 | 0.13489944624705759502314314820781898927 | 0.025389462930512266725550206857876286686
f(z) = 177/13*z^3 - 203/13*z + 1
*
0 | 0.12204926576444949792140990551617491123 | 0.022928618627952414286153736731948555208
f(z) = 177/14*z^3 - 205/14*z + 1
*
[ -4/3 ] 
f(z) = 177/16*z^3 - 215/12*z + 1
*
0 | 0.10918295197016426564888523228164761640 | 0.020437312010196443645887458826167217388
f(z) = 177/16*z^3 - 209/16*z + 1
*
0 | 0.13484024060824450408721572338194034592 | 0.025195032686837103267043782573547075955
f(z) = 177/17*z^3 - 211/17*z + 1
*
0 | 0.13481052640097429985676148324413426690 | 0.025101398696938915180889043896931518595
f(z) = 177/19*z^3 - 215/19*z + 1
*
0 | 0.13500485446467310037736479536256184518 | 0.025385823302396849897416641913585216556
f(z) = 178/13*z^3 - 204/13*z + 1
*
0 | 0.11463181918849627774738452837073801780 | 0.021476534214236637821591446000752961946
f(z) = 178/15*z^3 - 208/15*z + 1
*
0 | 0.13494598763679384742386337507564297362 | 0.025192535080573622462224392413860884491
f(z) = 178/17*z^3 - 212/17*z + 1
*
0 | 0.13491644411797448235892046567583995375 | 0.025099433719583025167571339983628402618
f(z) = 178/19*z^3 - 216/19*z + 1
*
[ 1/3 ] 
f(z) = 179/2*z^3 - 215/18*z + 1
*
0 | 0.13513882413156377849387840323183270270 | 0.025482001596061806165896475275284212145
f(z) = 179/11*z^3 - 201/11*z + 1
*
0 | 0.089108768497916360642883244953388284266 | 0.016771186520795627806558307194989549390
f(z) = 179/12*z^3 - 203/12*z + 1
*
0 | 0.13510966605383910453030369024632367115 | 0.025382192891494108064432897344349406961
f(z) = 179/13*z^3 - 205/13*z + 1
*
0 | 0.12225965338211187089971911109166676870 | 0.022926326724092824824104479315812543772
f(z) = 179/14*z^3 - 207/14*z + 1
*
0 | 0.11473679783759061262880095499901397399 | 0.021476903620433812441069355314612041034
f(z) = 179/15*z^3 - 209/15*z + 1
*
0 | 0.10939367646849374768633806309099834685 | 0.020440316940434638690122842172762323606
f(z) = 179/16*z^3 - 211/16*z + 1
*
0 | 0.13505113418069406950840461590621454637 | 0.025190034418283493509567908717102007841
f(z) = 179/17*z^3 - 213/17*z + 1
*
0 | 0.10863793447772466016561846588373365455 | 0.020228124462820766590102000546737229981
f(z) = 179/18*z^3 - 215/18*z + 1
*
0 | 0.13502175940018589623451273500436245528 | 0.025097460142307241934081316697312119253
f(z) = 179/19*z^3 - 217/19*z + 1
*
[ 1/3 ] 
f(z) = 160/3*z^3 - 214/27*z + 1
*
[ 1/3 ] 
f(z) = 161/3*z^3 - 215/27*z + 1
*
[ 4/7 ] 
f(z) = 161/8*z^3 - 205/28*z + 1
*
-1/2 | 0.14528421829455961325729852094268902930 | 0.021118869618629142858610958712489943777
f(z) = 162/5*z^3 - 203/30*z + 1
*
[ 1/3 ] 
f(z) = 163/3*z^3 - 217/27*z + 1
*
[ 1/3 ] 
f(z) = 164/3*z^3 - 218/27*z + 1
*
[ 2/11 ] 
f(z) = 165*z^3 - 219/22*z + 1
*
[ 1/10 ] 
f(z) = 165*z^3 - 213/20*z + 1
*
[ 2/15 ] 
f(z) = 165/4*z^3 - 217/30*z + 1
*
[ -4/5 ] 
f(z) = 165/8*z^3 - 219/20*z + 1
*
[ 1/3 ] 
f(z) = 166/3*z^3 - 220/27*z + 1
*
[ 1/2 ] 
f(z) = 167/9*z^3 - 203/36*z + 1
*
[ 5/14 ] 
f(z) = 168/5*z^3 - 213/35*z + 1
*
[ 1/6 ] 
f(z) = 168/13*z^3 - 209/39*z + 1
*
[ 5/26 ] 
f(z) = 169*z^3 - 209/20*z + 1
*
[ 3/26 ] 
f(z) = 169/2*z^3 - 211/24*z + 1
*
-9/13 | 0.17877941179698532317992728602373495646 | 0.028703395031959672898675211349252009922
f(z) = 169/8*z^3 - 211/24*z + 1
*
[ 1/2 ] 
f(z) = 169/8*z^3 - 201/32*z + 1
*
[ 10/13 ] 
f(z) = 169/15*z^3 - 209/30*z + 1
*
2/13 | 0.16322352492442246612792378660421589182 | 0.028030609384520943285066015871996549441
f(z) = 169/15*z^3 - 203/30*z + 1
*
[ 2/13 ] 
f(z) = 169/19*z^3 - 217/38*z + 1
*
[ 1/2 ] 
f(z) = 171/8*z^3 - 203/32*z + 1
*
[ 1/2 ] 
f(z) = 173/7*z^3 - 201/28*z + 1
*
[ 1/2 ] 
f(z) = 173/8*z^3 - 205/32*z + 1
*
[ 1/2 ] 
f(z) = 173/9*z^3 - 209/36*z + 1
*
3/35 | 0.10626634959348062274898783141729468460 | 0.014944577542847282621535630376629541074
f(z) = 175/3*z^3 - 205/21*z + 1
*
[ 4/15 ] 
f(z) = 175/4*z^3 - 211/36*z + 1
*
[ 1/2 ] 
f(z) = 175/8*z^3 - 207/32*z + 1
*
[ 3/5 ] 
f(z) = 175/8*z^3 - 205/24*z + 1
*
24/35 | 0.18823493260069285819061644397299355593 | 0.026472082246968120377606177396314480625
f(z) = 175/9*z^3 - 220/21*z + 1
*
[ 1/2 ] 
f(z) = 175/9*z^3 - 211/36*z + 1
*
[ 3/5 ] 
f(z) = 175/11*z^3 - 211/33*z + 1
*
[ 3/5 ] 
f(z) = 175/13*z^3 - 215/39*z + 1
*
3/22 | 0.21023396726085733268905235613609947871 | 0.025447351476029346172346972895766077409
f(z) = 176*z^3 - 215/22*z + 1
*
1/2 | 0.11237239213538397085072675661497299030 | 0.017138354544171110632678234490371261055
f(z) = 176/7*z^3 - 211/28*z + 1
*
[ 1/8 ] 
f(z) = 176/7*z^3 - 207/28*z + 1
*
[ -3/4 ] 
f(z) = 176/13*z^3 - 206/39*z + 1
*
[ 1/2 ] 
f(z) = 177/7*z^3 - 205/28*z + 1
*
[ 1/2 ] 
f(z) = 177/8*z^3 - 209/32*z + 1
*
[ -3/4 ] 
f(z) = 178/9*z^3 - 211/24*z + 1
*
[ 1/2 ] 
f(z) = 179/6*z^3 - 203/24*z + 1
*
[ 1/2 ] 
f(z) = 179/7*z^3 - 207/28*z + 1
*
[ 1/2 ] 
f(z) = 179/8*z^3 - 211/32*z + 1
*
[ 1/2 ] 
f(z) = 179/9*z^3 - 215/36*z + 1
*
[ 3/8 ] 
f(z) = 160/7*z^3 - 205/42*z + 1
*
[ 9/20 ] 
f(z) = 160/9*z^3 - 217/45*z + 1
*
[ 1/5 ] 
f(z) = 160/9*z^3 - 212/45*z + 1
*
[ 1/2 ] 
f(z) = 161/10*z^3 - 201/40*z + 1
*
[ 1/2 ] 
f(z) = 161/11*z^3 - 205/44*z + 1
*
[ 1/2 ] 
f(z) = 161/12*z^3 - 209/48*z + 1
*
[ 1/2 ] 
f(z) = 161/13*z^3 - 213/52*z + 1
*
[ 1/4 ] 
f(z) = 162/5*z^3 - 201/40*z + 1
*
[ 2/7 ] 
f(z) = 163/8*z^3 - 204/49*z + 1
*
[ 1/2 ] 
f(z) = 163/10*z^3 - 203/40*z + 1
*
[ 1/2 ] 
f(z) = 163/11*z^3 - 207/44*z + 1
*
[ 1/2 ] 
f(z) = 163/12*z^3 - 211/48*z + 1
*
[ 1/2 ] 
f(z) = 163/13*z^3 - 215/52*z + 1
*
[ 1/2 ] 
f(z) = 163/14*z^3 - 219/56*z + 1
*
[ 3/8 ] 
f(z) = 164/9*z^3 - 203/48*z + 1
*
[ 2/7 ] 
f(z) = 165/8*z^3 - 205/49*z + 1
*
[ 1/2 ] 
f(z) = 165/13*z^3 - 217/52*z + 1
*
[ 2/11 ] 
f(z) = 165/16*z^3 - 213/44*z + 1
*
[ 1/4 ] 
f(z) = 166/5*z^3 - 203/40*z + 1
*
[ 2/7 ] 
f(z) = 167/8*z^3 - 206/49*z + 1
*
[ 1/2 ] 
f(z) = 167/10*z^3 - 207/40*z + 1
*
[ 1/2 ] 
f(z) = 167/11*z^3 - 211/44*z + 1
*
[ 1/2 ] 
f(z) = 167/12*z^3 - 215/48*z + 1
*
[ 1/2 ] 
f(z) = 167/13*z^3 - 219/52*z + 1
*
[ 2/7 ] 
f(z) = 169/8*z^3 - 207/49*z + 1
*
9/26 | 0.17283037255255753056491588923904096483 | 0.026523212332055518862317755577166778045
f(z) = 169/10*z^3 - 201/40*z + 1
*
[ 1/2 ] 
f(z) = 169/11*z^3 - 213/44*z + 1
*
[ 5/13 ] 
f(z) = 169/11*z^3 - 213/55*z + 1
*
[ -2/3 ] 
f(z) = 169/12*z^3 - 203/54*z + 1
*
[ 7/26 ] 
f(z) = 169/14*z^3 - 201/56*z + 1
*
-9/13 | 0.16087989241166850050453373240671730046 | 0.025829591104344153491976861224696321676
f(z) = 169/16*z^3 - 211/48*z + 1
*
[ 3/13 ] 
f(z) = 169/19*z^3 - 217/57*z + 1
*
[ 1/5 ] 
f(z) = 170/9*z^3 - 214/45*z + 1
*
[ 2/7 ] 
f(z) = 171/8*z^3 - 208/49*z + 1
*
[ 1/6 ] 
f(z) = 171/10*z^3 - 219/40*z + 1
*
[ 1/2 ] 
f(z) = 171/10*z^3 - 211/40*z + 1
*
[ 1/2 ] 
f(z) = 171/11*z^3 - 215/44*z + 1
*
[ 3/8 ] 
f(z) = 172/9*z^3 - 209/48*z + 1
*
[ 2/7 ] 
f(z) = 173/8*z^3 - 209/49*z + 1
*
[ 1/2 ] 
f(z) = 173/10*z^3 - 213/40*z + 1
*
[ 1/2 ] 
f(z) = 173/11*z^3 - 217/44*z + 1
*
[ -2/3 ] 
f(z) = 173/12*z^3 - 211/54*z + 1
*
[ 1/4 ] 
f(z) = 174/5*z^3 - 207/40*z + 1
*
[ 2/7 ] 
f(z) = 175/6*z^3 - 205/42*z + 1
*
[ 1/2 ] 
f(z) = 175/11*z^3 - 219/44*z + 1
*
[ -2/3 ] 
f(z) = 175/12*z^3 - 215/54*z + 1
*
[ 6/35 ] 
f(z) = 175/18*z^3 - 215/42*z + 1
*
[ -6/7 ] 
f(z) = 175/18*z^3 - 209/42*z + 1
*
[ 2/7 ] 
f(z) = 177/8*z^3 - 211/49*z + 1
*
[ 1/2 ] 
f(z) = 177/10*z^3 - 217/40*z + 1
*
[ 1/4 ] 
f(z) = 178/5*z^3 - 209/40*z + 1
*
[ 2/7 ] 
f(z) = 179/8*z^3 - 212/49*z + 1
*
[ 1/2 ] 
f(z) = 179/10*z^3 - 219/40*z + 1
*
[ 4/9 ] 
f(z) = 162/17*z^3 - 213/68*z + 1
*
5/24 | 0.19728651178133623918286019556856667054 | 0.024767482650132428555130924618850111806
f(z) = 160*z^3 - 197/18*z + 1
*
1/20 | 0.17034616639285392961059674832385228578 | 0.023089147871568337960874508733272902194
f(z) = 160*z^3 - 189/10*z + 1
*
0 | 0.13304178853796674650737131766210783021 | 0.025565260872617985806998229022347351145
f(z) = 160/11*z^3 - 182/11*z + 1
*
0 | 0.13300911080199952501876267337336462214 | 0.025452651861420734808420063345922747398
f(z) = 160/13*z^3 - 186/13*z + 1
*
0 | 0.13294348383987605510715792406314913981 | 0.025236724267366110096752140100716537014
f(z) = 160/17*z^3 - 194/17*z + 1
*
0 | 0.13291053322148510644074896818383412288 | 0.025133097941166046663114995444038207037
f(z) = 160/19*z^3 - 198/19*z + 1
*
[ 1/3 ] 
f(z) = 161/2*z^3 - 197/18*z + 1
*
0 | 0.12033907957185133231871828064254407105 | 0.023148821447446120426380260800655606196
f(z) = 161/10*z^3 - 181/10*z + 1
*
0 | 0.13315828382281121947568121628688405053 | 0.025560732846978087832863089692175488242
f(z) = 161/11*z^3 - 183/11*z + 1
*
0 | 0.087127607285802241381157649590227711172 | 0.016689974822644393617475161198147954962
f(z) = 161/12*z^3 - 185/12*z + 1
*
0 | 0.13312581238436872247855598634012534899 | 0.025448871766003578822174336071704224853
f(z) = 161/13*z^3 - 187/13*z + 1
*
0 | 0.11274961342919851537181874905151380858 | 0.021466820982153467627681224958488733392
f(z) = 161/15*z^3 - 191/15*z + 1
*
0 | 0.10740482011488822658979030649080667824 | 0.020408729425366025783819140585688850039
f(z) = 161/16*z^3 - 193/16*z + 1
*
0 | 0.13306060146626493205559787957312702451 | 0.025234328201329835998107033164874345227
f(z) = 161/17*z^3 - 195/17*z + 1
*
0 | 0.10664572096281017308703476783297765462 | 0.020185805136135624883188315784724394967
f(z) = 161/18*z^3 - 197/18*z + 1
*
0 | 0.13302786062089473067296387397305899316 | 0.025131343277178186476231356715063332563
f(z) = 161/19*z^3 - 199/19*z + 1
*
5/54 | 0.16661186478712133537049768257511680746 | 0.020883997384073860227764012258028795362
f(z) = 162*z^3 - 187/18*z + 1
*
1/36 | 0.20834559218055814810999431476610746803 | 0.029069972247770487146182111782848579557
f(z) = 162*z^3 - 185/8*z + 1
*
5/27 | 0.12684515051848104718659660181203791115 | 0.015899430661766272242692246332016258091
f(z) = 162*z^3 - 181/18*z + 1
*
0 | 0.13327405080768562371742580578825691021 | 0.025556221016381401348290900599133469215
f(z) = 162/11*z^3 - 184/11*z + 1
*
0 | 0.13324178307810178540681788126996473506 | 0.025445098794925523873140539830586624442
f(z) = 162/13*z^3 - 188/13*z + 1
*
0 | 0.13317698296137668392228779276858081553 | 0.025231923055796634397438659559237893155
f(z) = 162/17*z^3 - 196/17*z + 1
*
[ 1/3 ] 
f(z) = 163*z^3 - 181/9*z + 1
*
[ 1/3 ] 
f(z) = 163/2*z^3 - 199/18*z + 1
*
0 | 0.11985796418031404794264962724898471164 | 0.023056272507119009468203966129456500438
f(z) = 163/9*z^3 - 181/9*z + 1
*
0 | 0.12056969268008351818349318411306282663 | 0.023144258213321277042266707541139646105
f(z) = 163/10*z^3 - 183/10*z + 1
*
0 | 0.13338909854280410192660596685835050639 | 0.025551725401937092604249318619883512493
f(z) = 163/11*z^3 - 185/11*z + 1
*
0 | 0.087357590551417816406812296085379873892 | 0.016699632324580762249518922799517382040
f(z) = 163/12*z^3 - 187/12*z + 1
*
0 | 0.13335703198183847700727055171760380127 | 0.025441333127810460605983813671851135406
f(z) = 163/13*z^3 - 189/13*z + 1
*
0 | 0.12050555939662151202011498519069474572 | 0.022943504569494331992212348083599405336
f(z) = 163/14*z^3 - 191/14*z + 1
*
0 | 0.11298124013025074264732699205970444061 | 0.021468343389934765601579948146002617571
f(z) = 163/15*z^3 - 193/15*z + 1
*
0 | 0.10763665121042343752459201532208535299 | 0.020412793518181400624691774656150390952
f(z) = 163/16*z^3 - 195/16*z + 1
*
0 | 0.13329263752234089046051228255787396423 | 0.025229509283788460140445714586155135931
f(z) = 163/17*z^3 - 197/17*z + 1
*
0 | 0.10687796254871298658165921227510313714 | 0.020191159604014644026863352003301549341
f(z) = 163/18*z^3 - 199/18*z + 1
*
[ 1/3 ] 
f(z) = 164*z^3 - 182/9*z + 1
*
0 | 0.11997210394251865182905607822135867027 | 0.023053795115299825430656231754298587496
f(z) = 164/9*z^3 - 182/9*z + 1
*
0 | 0.13350343591071986510449385198800054425 | 0.025547246019841562532690226779941391404
f(z) = 164/11*z^3 - 186/11*z + 1
*
0 | 0.13347156802535714934572175799303717632 | 0.025437574935767279824837465434200552463
f(z) = 164/13*z^3 - 190/13*z + 1
*
0 | 0.11309494231485552269553689866410195355 | 0.021468866264038666859800504335676504881
f(z) = 164/15*z^3 - 194/15*z + 1
*
0 | 0.13340757417497369202119083098374971576 | 0.025227087323813258909195190297719010218
f(z) = 164/17*z^3 - 198/17*z + 1
*
[ 1/2 ] 
f(z) = 165/4*z^3 - 181/16*z + 1
*
0 | 0.10513984623540419401901315775631754337 | 0.020225046893948655180750395412265975041
f(z) = 165/8*z^3 - 181/8*z + 1
*
0 | 0.13358539997372788675663081278004184381 | 0.025433824381722936980276175231831188055
f(z) = 165/13*z^3 - 191/13*z + 1
*
0 | 0.12073412564303760439324003575978164836 | 0.022941522550116368754041814073376563786
f(z) = 165/14*z^3 - 193/14*z + 1
*
[ -4/3 ] 
f(z) = 165/16*z^3 - 199/12*z + 1
*
0 | 0.10786561558569358256532093814653768920 | 0.020416705681622408263484215359263194460
f(z) = 165/16*z^3 - 197/16*z + 1
*
0 | 0.13352180177800678001645568700548182146 | 0.025224657600359594822414300871436134077
f(z) = 165/17*z^3 - 199/17*z + 1
*
[ 1/3 ] 
f(z) = 166*z^3 - 184/9*z + 1
*
0 | 0.12019829431885637818143928815528197104 | 0.023048854272744966701526274003186685514
f(z) = 166/9*z^3 - 184/9*z + 1
*
0 | 0.13373001426142289186382825643175124886 | 0.025538335994303792150307180918622712924
f(z) = 166/11*z^3 - 188/11*z + 1
*
0 | 0.13369853643133873701638772298970428420 | 0.025430081620741795678327191840593534077
f(z) = 166/13*z^3 - 192/13*z + 1
*
0 | 0.11332230288017488474518463812405178166 | 0.021470223781894092470112576110548593329
f(z) = 166/15*z^3 - 196/15*z + 1
*
0 | 0.13363532902718667670293292629476776948 | 0.025222220524372411625891944137715766865
f(z) = 166/17*z^3 - 200/17*z + 1
*
[ 1/3 ] 
f(z) = 167*z^3 - 185/9*z + 1
*
[ 1/2 ] 
f(z) = 167/4*z^3 - 183/16*z + 1
*
0 | 0.13390459926661929919707936249837203073 | 0.025758329467394875584200724462565332396
f(z) = 167/7*z^3 - 181/7*z + 1
*
0 | 0.095504125664794957389210630668382426219 | 0.018332734335555137651727717447546919794
f(z) = 167/8*z^3 - 183/8*z + 1
*
0 | 0.12031036180839459788808175139839346624 | 0.023046391058331640349545040251625161300
f(z) = 167/9*z^3 - 185/9*z + 1
*
0 | 0.12102247780895847199120592932572437248 | 0.023135149099948928114349411890315580891
f(z) = 167/10*z^3 - 187/10*z + 1
*
0 | 0.13384227220743423826454226164665755682 | 0.025533905360732357930523799915967951575
f(z) = 167/11*z^3 - 189/11*z + 1
*
0 | 0.087812187408908623423048650178872525637 | 0.016718891088190510644034613133747622457
f(z) = 167/12*z^3 - 191/12*z + 1
*
0 | 0.13381098584579965619479835942588442851 | 0.025426346800331869039661050948678837000
f(z) = 167/13*z^3 - 193/13*z + 1
*
0 | 0.12095990493573577490305063380171326828 | 0.022939487021061440501313885889239824517
f(z) = 167/14*z^3 - 195/14*z + 1
*
0 | 0.11343597840263411022705679590530928679 | 0.021471058892845465439099319623680997164
f(z) = 167/15*z^3 - 197/15*z + 1
*
0 | 0.10809178328009039275822454162858712339 | 0.020420472060328849113683961697474531378
f(z) = 167/16*z^3 - 199/16*z + 1
*
1/4 | 0.22601727183954845066854777206279364331 | 0.029114601498900680125882599404879254989
f(z) = 168*z^3 - 195/14*z + 1
*
0 | 0.13395385372031368309495869026651260957 | 0.025529490979666417190521222778237042968
f(z) = 168/11*z^3 - 190/11*z + 1
*
0 | 0.13392275651172859755439941366180515503 | 0.025422620060738547028000043737784719865
f(z) = 168/13*z^3 - 194/13*z + 1
*
[ -6/13 ] 
f(z) = 169*z^3 - 197/6*z + 1
*
[ 1/3 ] 
f(z) = 169*z^3 - 187/9*z + 1
*
4/39 | 0.23354744138903844208766693200211973587 | 0.029119646548147299976003841809916674675
f(z) = 169*z^3 - 185/18*z + 1
*
[ 1/2 ] 
f(z) = 169/3*z^3 - 181/12*z + 1
*
2/39 | 0.14998628366211177062223612925351605255 | 0.020470009535742918328654078356199053616
f(z) = 169/4*z^3 - 191/18*z + 1
*
[ 1/2 ] 
f(z) = 169/4*z^3 - 185/16*z + 1
*
[ -9/13 ] 
f(z) = 169/6*z^3 - 199/18*z + 1
*
0 | 0.10096264831064316014508608796537611977 | 0.019421507351723718518090524425436307404
f(z) = 169/6*z^3 - 181/6*z + 1
*
0 | 0.13412634778452316761249639299434005121 | 0.025746559996395489582402785451698272989
f(z) = 169/7*z^3 - 183/7*z + 1
*
[ -12/13 ] 
f(z) = 169/8*z^3 - 191/12*z + 1
*
0 | 0.10558640702628357287207186489865011831 | 0.020225902326246005028572339366761560962
f(z) = 169/8*z^3 - 185/8*z + 1
*
[ 12/13 ] 
f(z) = 169/9*z^3 - 193/12*z + 1
*
0 | 0.12053248244139135003294546959362836475 | 0.023041479592497226360182204768848833251
f(z) = 169/9*z^3 - 187/9*z + 1
*
0 | 0.12124478522871651150881695004268150191 | 0.023130606051833073277276579110324982635
f(z) = 169/10*z^3 - 189/10*z + 1
*
0 | 0.13406476690360860874326646006209300360 | 0.025525092846026594354480562814732874729
f(z) = 169/11*z^3 - 191/11*z + 1
*
0 | 0.088034869873812503362959191531707297680 | 0.016728111804759630034489555826963556799
f(z) = 169/12*z^3 - 193/12*z + 1
*
0 | 0.12118296442576907443961254321861538899 | 0.022937401366257049221994268763879903725
f(z) = 169/14*z^3 - 197/14*z + 1
*
[ 14/13 ] 
f(z) = 169/14*z^3 - 195/14*z + 1
*
0 | 0.11365819353806155840952769776711603280 | 0.021472066563628758340790903801492002661
f(z) = 169/15*z^3 - 199/15*z + 1
*
[ -15/13 ] 
f(z) = 169/15*z^3 - 197/15*z + 1
*
1/13 | 0.12566883285752329795611763171029752757 | 0.023809416992817703228631645557354179044
f(z) = 169/15*z^3 - 196/15*z + 1
*
[ 1/13 ] 
f(z) = 169/15*z^3 - 181/15*z + 1
*
[ 1/13 ] 
f(z) = 169/16*z^3 - 193/16*z + 1
*
[ 1/3 ] 
f(z) = 170*z^3 - 188/9*z + 1
*
0 | 0.13423623416829784746665493097100713688 | 0.025740726330604750210578188289739835399
f(z) = 170/7*z^3 - 184/7*z + 1
*
0 | 0.12064255156555282454261811433366015587 | 0.023039031545067203518204398319580721351
f(z) = 170/9*z^3 - 188/9*z + 1
*
0 | 0.13417501971610769576622482016472259373 | 0.025520710951069704700546597588473619288
f(z) = 170/11*z^3 - 192/11*z + 1
*
0 | 0.13414429403342766404311023434544786071 | 0.025415191350349371892524271824219414017
f(z) = 170/13*z^3 - 196/13*z + 1
*
[ 1/12 ] 
f(z) = 171*z^3 - 195/16*z + 1
*
[ 1/2 ] 
f(z) = 171/4*z^3 - 187/16*z + 1
*
0 | 0.13437578256101815513010994444471322817 | 0.025848967836824534285257057882373002504
f(z) = 171/5*z^3 - 181/5*z + 1
*
0 | 0.13434547233393718609278457632462323248 | 0.025734926283865238755142520011703603429
f(z) = 171/7*z^3 - 185/7*z + 1
*
0 | 0.10295325546969488551926638910648879350 | 0.019680963063542666408208751571704671412
f(z) = 171/8*z^3 - 187/8*z + 1
*
0 | 0.12146445546391376277729983034465410377 | 0.023126072381400665525792648816239732373
f(z) = 171/10*z^3 - 191/10*z + 1
*
0 | 0.13428461997526856986029419269162611630 | 0.025516345282565814166440659815438297732
f(z) = 171/11*z^3 - 193/11*z + 1
*
0 | 0.13425407674598215034687105911272182292 | 0.025411489626210523271832012316693370602
f(z) = 171/13*z^3 - 197/13*z + 1
*
0 | 0.12140336886588418739469530772961301249 | 0.022935268775533445375624587764577825546
f(z) = 171/14*z^3 - 199/14*z + 1
*
[ 1/3 ] 
f(z) = 172*z^3 - 190/9*z + 1
*
0 | 0.13448420255647256878969981682640243733 | 0.025842434616857745395045261872879596601
f(z) = 172/5*z^3 - 182/5*z + 1
*
0 | 0.13445406988440860550034291050227243894 | 0.025729159540156403758129275687057031276
f(z) = 172/7*z^3 - 186/7*z + 1
*
0 | 0.12086074632294514654339404979657161784 | 0.023034151294293601712532395512278045411
f(z) = 172/9*z^3 - 190/9*z + 1
*
0 | 0.13439357536054458958805677450380550803 | 0.025511995824967496540515633527684633390
f(z) = 172/11*z^3 - 194/11*z + 1
*
0 | 0.13436321243038604312062980205380573932 | 0.025407796476710714283197975038401272611
f(z) = 172/13*z^3 - 198/13*z + 1
*
[ 1/3 ] 
f(z) = 173*z^3 - 191/9*z + 1
*
[ 1/2 ] 
f(z) = 173/2*z^3 - 181/8*z + 1
*
[ 1/2 ] 
f(z) = 173/3*z^3 - 185/12*z + 1
*
[ 1/2 ] 
f(z) = 173/4*z^3 - 189/16*z + 1
*
0 | 0.10893612846381790989220930897634703170 | 0.020955312239024619799965473562156896991
f(z) = 173/4*z^3 - 181/4*z + 1
*
0 | 0.13459199147487943664979354448737684325 | 0.025835943800612397237351683443307204528
f(z) = 173/5*z^3 - 183/5*z + 1
*
0 | 0.10139797710937618511252579066571455934 | 0.019423575807278393145488866906079624632
f(z) = 173/6*z^3 - 185/6*z + 1
*
0 | 0.13456203428969355531842414813011902717 | 0.025723425787057039327461795478975087704
f(z) = 173/7*z^3 - 187/7*z + 1
*
0 | 0.10602245215124026630420186969853470879 | 0.020226548867512238532728189885174162348
f(z) = 173/8*z^3 - 189/8*z + 1
*
0 | 0.12096888710432542647073944572074103279 | 0.023031719266244464896856608149991633392
f(z) = 173/9*z^3 - 191/9*z + 1
*
0 | 0.12168155035269614001270970386858675721 | 0.023121549242862970554621727143692159866
f(z) = 173/10*z^3 - 193/10*z + 1
*
0 | 0.13450189341661431556418314834728096324 | 0.025507662559571648719729908112666285763
f(z) = 173/11*z^3 - 195/11*z + 1
*
0 | 0.088471325092351858818513528184067933146 | 0.016745772004042179071988932054717946683
f(z) = 173/12*z^3 - 197/12*z + 1
*
0 | 0.13447170866925105717606064150383500022 | 0.025404112009787776244798114580353501309
f(z) = 173/13*z^3 - 199/13*z + 1
*
0 | 0.13469915662039208694065945402585448815 | 0.025829494912541507650135046507505470174
f(z) = 174/5*z^3 - 184/5*z + 1
*
0 | 0.13466937288987106584364764190332375662 | 0.025717724715713493979631468751884431637
f(z) = 174/7*z^3 - 188/7*z + 1
*
0 | 0.13460958155651705762748584854424910700 | 0.025503345464674206710822318610375715255
f(z) = 174/11*z^3 - 196/11*z + 1
*
0 | 0.13457957291266418935463050907990549742 | 0.025400436327645952989476976196258195536
f(z) = 174/13*z^3 - 200/13*z + 1
*
[ 1/3 ] 
f(z) = 175*z^3 - 193/9*z + 1
*
[ 3/5 ] 
f(z) = 175*z^3 - 191/3*z + 1
*
[ -3/5 ] 
f(z) = 175*z^3 - 181/3*z + 1
*
[ 3/5 ] 
f(z) = 175/2*z^3 - 193/6*z + 1
*
[ 1/2 ] 
f(z) = 175/2*z^3 - 183/8*z + 1
*
[ 1/2 ] 
f(z) = 175/3*z^3 - 187/12*z + 1
*
0 | 0.11449160595868152041305923794727262116 | 0.022023982176018093584777982135894771024
f(z) = 175/3*z^3 - 181/3*z + 1
*
[ 3/5 ] 
f(z) = 175/4*z^3 - 197/12*z + 1
*
[ 1/2 ] 
f(z) = 175/4*z^3 - 191/16*z + 1
*
0 | 0.10914967034796607489427481606264714630 | 0.020952099140993462791916181838037371094
f(z) = 175/4*z^3 - 183/4*z + 1
*
[ -4/5 ] 
f(z) = 175/6*z^3 - 197/12*z + 1
*
0 | 0.10161082942984157505615358685484322488 | 0.019424339441634295896112402701778912501
f(z) = 175/6*z^3 - 187/6*z + 1
*
0 | 0.099580949620221862637404265149447455153 | 0.018959589782296798462977612357059747492
f(z) = 175/8*z^3 - 191/8*z + 1
*
0 | 0.12118329235733479809815343640031447617 | 0.023026871810318718023037921605183370309
f(z) = 175/9*z^3 - 193/9*z + 1
*
0 | 0.13471664706469775901903758263458181561 | 0.025499044515718088021566298101462974599
f(z) = 175/11*z^3 - 197/11*z + 1
*
0 | 0.088687287216553783006048870487684105847 | 0.016754615529093359363881668232072586954
f(z) = 175/12*z^3 - 199/12*z + 1
*
-6/5 | 0.15167392776167035155113487865512316794 | 0.022847387053753830911620999238037345194
f(z) = 175/16*z^3 - 191/12*z + 1
*
[ 6/5 ] 
f(z) = 175/16*z^3 - 187/12*z + 1
*
[ 1/3 ] 
f(z) = 176*z^3 - 194/9*z + 1
*
0 | 0.11459737630993925192929381460488308918 | 0.022020989441562595425830402735600632534
f(z) = 176/3*z^3 - 182/3*z + 1
*
0 | 0.13491164418183120687352094341858875776 | 0.025816721055475221890836349692449006533
f(z) = 176/5*z^3 - 186/5*z + 1
*
0 | 0.13488220140359014804613177186523021729 | 0.025706419400521596067074553816481767822
f(z) = 176/7*z^3 - 190/7*z + 1
*
0 | 0.12128957120140430299230107689733259673 | 0.023024456532248518952677640274116841800
f(z) = 176/9*z^3 - 194/9*z + 1
*
[ 1/2 ] 
f(z) = 177*z^3 - 181/4*z + 1
*
[ 1/2 ] 
f(z) = 177/2*z^3 - 185/8*z + 1
*
0 | 0.12222535285986707627270065573481267131 | 0.023511671185874544499721675753727182099
f(z) = 177/2*z^3 - 181/2*z + 1
*
[ 1/2 ] 
f(z) = 177/4*z^3 - 193/16*z + 1
*
0 | 0.10936077785607453710052427403779022081 | 0.020948912587665174588841562614913480257
f(z) = 177/4*z^3 - 185/4*z + 1
*
0 | 0.13501698058712105841596707589734515385 | 0.025810395171703664723530482589176783104
f(z) = 177/5*z^3 - 187/5*z + 1
*
0 | 0.13498770537430383286666852668933795932 | 0.025700814556508539629623865540999274877
f(z) = 177/7*z^3 - 191/7*z + 1
*
0 | 0.10644846549695967796593235837742959853 | 0.020227005899260538528666099775759912077
f(z) = 177/8*z^3 - 193/8*z + 1
*
0 | 0.12210825079252791375121323239917565835 | 0.023112538728786861161691242198326452106
f(z) = 177/10*z^3 - 197/10*z + 1
*
0 | 0.13492893869836054140756775411314796753 | 0.025490490943979098257838085409698024482
f(z) = 177/11*z^3 - 199/11*z + 1
*
[ 1/3 ] 
f(z) = 178*z^3 - 196/9*z + 1
*
0 | 0.11480608810925453146907349215088050140 | 0.022014861437505489379333159622309237564
f(z) = 178/3*z^3 - 184/3*z + 1
*
0 | 0.13512172120377047302827773039387228333 | 0.025804109386279945355859413177989397307
f(z) = 178/5*z^3 - 188/5*z + 1
*
0 | 0.13509261165982628561281169771360864518 | 0.025695241193854241977413115011502454596
f(z) = 178/7*z^3 - 192/7*z + 1
*
0 | 0.12150031633669327958807711174947311127 | 0.023019643221317685137292606545186492249
f(z) = 178/9*z^3 - 196/9*z + 1
*
0 | 0.13503417877595703780247052149931492078 | 0.025486238259059705497112048439688995980
f(z) = 178/11*z^3 - 200/11*z + 1
*
[ 1/3 ] 
f(z) = 179*z^3 - 197/9*z + 1
*
[ 1/2 ] 
f(z) = 179*z^3 - 183/4*z + 1
*
0 | 0.13528355518032329033297649334919508546 | 0.026023589965844793438119331990102413032
f(z) = 179*z^3 - 181*z + 1
*
[ 1/2 ] 
f(z) = 179/2*z^3 - 187/8*z + 1
*
0 | 0.12243375379255708869761478163479787113 | 0.023502078746437936112088688006538400623
f(z) = 179/2*z^3 - 183/2*z + 1
*
[ 1/2 ] 
f(z) = 179/3*z^3 - 191/12*z + 1
*
0 | 0.11491111024462895524755832420288697386 | 0.022012122179986621843481436263236127180
f(z) = 179/3*z^3 - 185/3*z + 1
*
[ 1/2 ] 
f(z) = 179/4*z^3 - 195/16*z + 1
*
0 | 0.10956950586714882155104191707831610665 | 0.020945752400192346094787625015822312912
f(z) = 179/4*z^3 - 187/4*z + 1
*
0 | 0.13522587273357601535918340695607549010 | 0.025797863259151847757341916871494572600
f(z) = 179/5*z^3 - 189/5*z + 1
*
0 | 0.10203236346626319265245586010998325077 | 0.019426323641381707908127637241627964566
f(z) = 179/6*z^3 - 191/6*z + 1
*
0 | 0.13519692699397205502395522877680475679 | 0.025689699021044827187594649697874786659
f(z) = 179/7*z^3 - 193/7*z + 1
*
0 | 0.10380539492536370442769299282757045160 | 0.019686213467773946007368846132462276704
f(z) = 179/8*z^3 - 195/8*z + 1
*
0 | 0.12160479627671858974178679968754032635 | 0.023017245315612051529263680304940920378
f(z) = 179/9*z^3 - 197/9*z + 1
*
0 | 0.12231796965878950506472777535779912248 | 0.023108053231216652907797669104157296482
f(z) = 179/10*z^3 - 199/10*z + 1
*
-2 | 0.10942524507691805449383966305949410325 | 0.016617875731560953276961042548080911013
f(z) = 179/16*z^3 - 181/4*z + 1
*
5/16 | 0.13053338417833723038869921680388051815 | 0.018244640370806229023418553185806677799
f(z) = 160/3*z^3 - 197/24*z + 1
*
3/20 | 0.15044863190020005438697802944293883813 | 0.020392185997351546124518918102354290104
f(z) = 160/3*z^3 - 191/30*z + 1
*
[ -3/4 ] 
f(z) = 160/11*z^3 - 193/33*z + 1
*
[ 1/8 ] 
f(z) = 160/13*z^3 - 187/26*z + 1
*
[ 1/7 ] 
f(z) = 161/4*z^3 - 191/28*z + 1
*
[ 1/2 ] 
f(z) = 161/5*z^3 - 181/20*z + 1
*
[ 1/2 ] 
f(z) = 161/6*z^3 - 185/24*z + 1
*
[ 1/2 ] 
f(z) = 161/8*z^3 - 193/32*z + 1
*
[ 1/2 ] 
f(z) = 161/9*z^3 - 197/36*z + 1
*
1/6 | 0.13291008945836260646122909826876444994 | 0.019320135959850530928482650900925218035
f(z) = 162/5*z^3 - 187/30*z + 1
*
11/18 | 0.16918393538977654181770622093103057577 | 0.029266812292845271902694638515822744071
f(z) = 162/13*z^3 - 199/26*z + 1
*
[ 1/6 ] 
f(z) = 162/19*z^3 - 199/38*z + 1
*
[ 1/2 ] 
f(z) = 163/5*z^3 - 183/20*z + 1
*
[ 1/2 ] 
f(z) = 163/6*z^3 - 187/24*z + 1
*
[ 1/2 ] 
f(z) = 163/7*z^3 - 191/28*z + 1
*
[ 1/2 ] 
f(z) = 163/8*z^3 - 195/32*z + 1
*
[ 1/2 ] 
f(z) = 163/9*z^3 - 199/36*z + 1
*
[ 2/3 ] 
f(z) = 163/16*z^3 - 181/36*z + 1
*
[ 1/2 ] 
f(z) = 165/7*z^3 - 193/28*z + 1
*
[ 1/2 ] 
f(z) = 165/8*z^3 - 197/32*z + 1
*
[ -3/4 ] 
f(z) = 166/9*z^3 - 193/24*z + 1
*
[ 1/2 ] 
f(z) = 167/5*z^3 - 187/20*z + 1
*
[ 1/2 ] 
f(z) = 167/6*z^3 - 191/24*z + 1
*
[ 1/2 ] 
f(z) = 167/7*z^3 - 195/28*z + 1
*
[ 1/2 ] 
f(z) = 167/8*z^3 - 199/32*z + 1
*
[ 2/3 ] 
f(z) = 167/16*z^3 - 185/36*z + 1
*
-9/26 | 0.14902103518044825687946309612823954559 | 0.019569907311229420527535476903832614725
f(z) = 169/2*z^3 - 187/24*z + 1
*
-15/26 | 0.17944729262964081549538775296646989182 | 0.027538670284247059588031313121145549153
f(z) = 169/5*z^3 - 197/20*z + 1
*
5/13 | 0.18830395314521887333682204220306804723 | 0.027941022025941169983772514917956182977
f(z) = 169/6*z^3 - 191/30*z + 1
*
[ 1/2 ] 
f(z) = 169/7*z^3 - 197/28*z + 1
*
[ 5/13 ] 
f(z) = 169/7*z^3 - 181/35*z + 1
*
[ -10/13 ] 
f(z) = 169/12*z^3 - 181/30*z + 1
*
[ 2/3 ] 
f(z) = 169/16*z^3 - 187/36*z + 1
*
[ 2/13 ] 
f(z) = 169/17*z^3 - 195/34*z + 1
*
[ -3/4 ] 
f(z) = 170/9*z^3 - 199/24*z + 1
*
[ 1/2 ] 
f(z) = 171/5*z^3 - 191/20*z + 1
*
[ 1/2 ] 
f(z) = 171/7*z^3 - 199/28*z + 1
*
[ 4/9 ] 
f(z) = 171/8*z^3 - 197/36*z + 1
*
[ 1/2 ] 
f(z) = 173/5*z^3 - 193/20*z + 1
*
[ 1/2 ] 
f(z) = 173/6*z^3 - 197/24*z + 1
*
[ 2/3 ] 
f(z) = 173/16*z^3 - 191/36*z + 1
*
12/35 | 0.19559216403006977174133568148609922582 | 0.027506753297753343233768454351888180496
f(z) = 175/3*z^3 - 193/21*z + 1
*
[ 1/7 ] 
f(z) = 175/4*z^3 - 193/28*z + 1
*
[ 1/2 ] 
f(z) = 175/6*z^3 - 199/24*z + 1
*
[ 2/3 ] 
f(z) = 175/16*z^3 - 193/36*z + 1
*
12/35 | 0.15285835848098469677799759652363619862 | 0.021496961174730802683561611041002156401
f(z) = 175/16*z^3 - 183/28*z + 1
*
[ 1/2 ] 
f(z) = 177/5*z^3 - 197/20*z + 1
*
-2/3 | 0.14954694697688056947933845654475911962 | 0.023833086652628354763563797754858130371
f(z) = 177/10*z^3 - 191/30*z + 1
*
[ 1/2 ] 
f(z) = 179/5*z^3 - 199/20*z + 1
*
[ 2/3 ] 
f(z) = 179/16*z^3 - 197/36*z + 1
*
[ 2/7 ] 
f(z) = 161/6*z^3 - 197/42*z + 1
*
[ -6/7 ] 
f(z) = 161/18*z^3 - 185/42*z + 1
*
[ 4/9 ] 
f(z) = 162/11*z^3 - 183/44*z + 1
*
[ 4/9 ] 
f(z) = 162/13*z^3 - 193/52*z + 1
*
[ -2/3 ] 
f(z) = 163/12*z^3 - 191/54*z + 1
*
[ 1/4 ] 
f(z) = 164/13*z^3 - 197/52*z + 1
*
[ 4/11 ] 
f(z) = 165/8*z^3 - 197/44*z + 1
*
[ 1/5 ] 
f(z) = 165/8*z^3 - 193/40*z + 1
*
[ -2/3 ] 
f(z) = 167/12*z^3 - 199/54*z + 1
*
[ 10/39 ] 
f(z) = 169/8*z^3 - 193/45*z + 1
*
[ 5/13 ] 
f(z) = 169/8*z^3 - 189/40*z + 1
*
[ 5/13 ] 
f(z) = 169/9*z^3 - 197/45*z + 1
*
[ 5/26 ] 
f(z) = 169/10*z^3 - 193/40*z + 1
*
6/13 | 0.17728855919157188870094646763171435478 | 0.028464035640195918919393053362298013932
f(z) = 169/14*z^3 - 199/42*z + 1
*
[ 3/13 ] 
f(z) = 169/16*z^3 - 187/48*z + 1
*
[ 3/13 ] 
f(z) = 169/17*z^3 - 197/51*z + 1
*
[ 1/4 ] 
f(z) = 172/13*z^3 - 199/52*z + 1
*
3/35 | 0.16435183102689647644708697063385868370 | 0.023113325078789314278192028800083790078
f(z) = 175/18*z^3 - 199/42*z + 1
*
[ 4/13 ] 
f(z) = 169/15*z^3 - 199/60*z + 1
*
[ 3/8 ] 
f(z) = 176/15*z^3 - 199/60*z + 1
*
[ 1/3 ] 
f(z) = 160*z^3 - 178/9*z + 1
*
0 | 0.13320384689469631250627715911494504969 | 0.026182078552938499669750625547856218330
f(z) = 160*z^3 - 162*z + 1
*
-1/2 | 0.11045951040271645790472817983190322863 | 0.016524446729720930114075404294905070173
f(z) = 160/3*z^3 - 173/15*z + 1
*
0 | 0.11282797198851524077640364849926959484 | 0.022071252252499685577164964022549757629
f(z) = 160/3*z^3 - 166/3*z + 1
*
0 | 0.13310687594002365420733056787464578466 | 0.025800629809160855473259607805229717207
f(z) = 160/7*z^3 - 174/7*z + 1
*
0 | 0.11951126201701102229279385129966100208 | 0.023063731021778099745207688821099780619
f(z) = 160/9*z^3 - 178/9*z + 1
*
[ 1/3 ] 
f(z) = 161*z^3 - 179/9*z + 1
*
[ 1/2 ] 
f(z) = 161*z^3 - 165/4*z + 1
*
0 | 0.13331932742429959759533386929894394652 | 0.026173118462539468750300623970979177782
f(z) = 161*z^3 - 163*z + 1
*
[ 1/2 ] 
f(z) = 161/2*z^3 - 169/8*z + 1
*
0 | 0.12046791348046792654854264230431033067 | 0.023593654514379092111484962811109311485
f(z) = 161/2*z^3 - 165/2*z + 1
*
[ 1/2 ] 
f(z) = 161/3*z^3 - 173/12*z + 1
*
0 | 0.11294365327975308943785705615067292129 | 0.022067954245224116109069146163768783039
f(z) = 161/3*z^3 - 167/3*z + 1
*
[ 1/2 ] 
f(z) = 161/4*z^3 - 177/16*z + 1
*
0 | 0.10760042813104624678957022028675159321 | 0.020975156452510932810390754141769063807
f(z) = 161/4*z^3 - 169/4*z + 1
*
0 | 0.13325517008593074975960792340885066513 | 0.025916742435899562013447123105293396799
f(z) = 161/5*z^3 - 171/5*z + 1
*
0 | 0.10005899812830379430428072270716236536 | 0.019416521711121060729521651450200206170
f(z) = 161/6*z^3 - 173/6*z + 1
*
0 | 0.10468225001321587013184182481989500357 | 0.020223960940396299180578700719220611471
f(z) = 161/8*z^3 - 177/8*z + 1
*
0 | 0.11962755213664286389339743075425674423 | 0.023061240596746786726348794819829586042
f(z) = 161/9*z^3 - 179/9*z + 1
*
-2 | 0.10743803157139188419693608001267858392 | 0.016579829126892347704942558855737098213
f(z) = 161/16*z^3 - 163/4*z + 1
*
1/6 | 0.10810614401430727060710810318031112144 | 0.013550586158325133259158246617283576105
f(z) = 162*z^3 - 175/18*z + 1
*
0 | 0.13343409228354615406815154939719447109 | 0.026164232764126399480064419768132904787
f(z) = 162*z^3 - 164*z + 1
*
-1 | 0.11637327518684021165360469493844482605 | 0.022873920712014326259899858674304571638
f(z) = 162*z^3 - 161*z + 1
*
0 | 0.13337033256052410997281047667246919695 | 0.025909757292850320501732473377491242482
f(z) = 162/5*z^3 - 172/5*z + 1
*
[ 1/18 ] 
f(z) = 162/5*z^3 - 171/10*z + 1
*
0 | 0.13333832490164621892592884343473535615 | 0.025788364305856892393249846858217662425
f(z) = 162/7*z^3 - 176/7*z + 1
*
[ 1/2 ] 
f(z) = 163*z^3 - 167/4*z + 1
*
0 | 0.13354815028831605143580726467054260756 | 0.026155420376296091910302396310647202709
f(z) = 163*z^3 - 165*z + 1
*
-1 | 0.11648700266327576054253746638930113368 | 0.022868613118253467719407867234779155042
f(z) = 163*z^3 - 162*z + 1
*
[ -1 ] 
f(z) = 163*z^3 - 161*z + 1
*
[ 1/2 ] 
f(z) = 163/2*z^3 - 171/8*z + 1
*
0 | 0.12069693313967806053671395425466230030 | 0.023582860308829498651065582260711615380
f(z) = 163/2*z^3 - 167/2*z + 1
*
-1 | 0.10368862798144773437912988628163124482 | 0.020356048862589539802404785662465293847
f(z) = 163/2*z^3 - 161/2*z + 1
*
[ 1/2 ] 
f(z) = 163/3*z^3 - 175/12*z + 1
*
0 | 0.11317183664109514959270676116067858030 | 0.022061222439319105121169877504989305791
f(z) = 163/3*z^3 - 169/3*z + 1
*
[ 1/2 ] 
f(z) = 163/4*z^3 - 179/16*z + 1
*
0 | 0.10782984295362296555409853945983054421 | 0.020971781169394214118094068851881209295
f(z) = 163/4*z^3 - 171/4*z + 1
*
0 | 0.13348478328250595520748664873916330393 | 0.025902819748261285148342193459176721036
f(z) = 163/5*z^3 - 173/5*z + 1
*
0 | 0.10028984384742900862864252046062466209 | 0.019418005770961732627162907700019484269
f(z) = 163/6*z^3 - 175/6*z + 1
*
0 | 0.13345297355792752961192313658648526646 | 0.025782286149509884864292826250969448686
f(z) = 163/7*z^3 - 177/7*z + 1
*
0 | 0.10206000400329746911333201214061741798 | 0.019674650743806765728392380048643254338
f(z) = 163/8*z^3 - 179/8*z + 1
*
-2 | 0.10766968364432630566857805665281380638 | 0.016584366317389259435708934612877293013
f(z) = 163/16*z^3 - 165/4*z + 1
*
[ 2 ] 
f(z) = 163/16*z^3 - 161/4*z + 1
*
0 | 0.13366151009259026801002957826258037115 | 0.026146680239930934300556042807064113169
f(z) = 164*z^3 - 166*z + 1
*
-1 | 0.11660003596619701251414435044371813354 | 0.022863350955633386575919963429661013714
f(z) = 164*z^3 - 163*z + 1
*
[ -1 ] 
f(z) = 164*z^3 - 162*z + 1
*
0 | 0.11328642350449979767442329719341588652 | 0.022058191125110760274941246578986961681
f(z) = 164/3*z^3 - 170/3*z + 1
*
-1 | 0.096331187422830765345457994735666069633 | 0.018888962835822623785301520557396709182
f(z) = 164/3*z^3 - 161/3*z + 1
*
0 | 0.13359853099581257365925809476340109316 | 0.025895929244284912854824383096841328622
f(z) = 164/5*z^3 - 174/5*z + 1
*
0 | 0.13356691677248073084856082313891129909 | 0.025776243927624470696562770248723816652
f(z) = 164/7*z^3 - 178/7*z + 1
*
[ 1/2 ] 
f(z) = 165*z^3 - 169/4*z + 1
*
0 | 0.13377418019239084280923347808360892503 | 0.026138011317606824237990631302870113643
f(z) = 165*z^3 - 167*z + 1
*
-1 | 0.11671238351847753119955026807399526608 | 0.022858133545503285351350415818859102964
f(z) = 165*z^3 - 164*z + 1
*
1/5 | 0.20290519521227361625137156770537700867 | 0.025966893718840092788108033526602783568
f(z) = 165*z^3 - 164/15*z + 1
*
[ -1 ] 
f(z) = 165*z^3 - 163*z + 1
*
[ 1/2 ] 
f(z) = 165/2*z^3 - 173/8*z + 1
*
0 | 0.12092315505883510536705177689390526328 | 0.023572230521250834328752550661378927467
f(z) = 165/2*z^3 - 169/2*z + 1
*
-1 | 0.10391355427101711630779649441647089133 | 0.020351481386195556574725200524955153186
f(z) = 165/2*z^3 - 163/2*z + 1
*
[ -1 ] 
f(z) = 165/2*z^3 - 161/2*z + 1
*
0 | 0.10805645041883311207561924884812144730 | 0.020968433172732951212861401287545440649
f(z) = 165/4*z^3 - 173/4*z + 1
*
-1 | 0.10826634142249900312451939865123208868 | 0.021203975243353154814273275132009100602
f(z) = 165/4*z^3 - 161/4*z + 1
*
0 | 0.13368016317368231739710241641658499674 | 0.025770237298171397844579098095468116801
f(z) = 165/7*z^3 - 179/7*z + 1
*
-2 | 0.10789846756912074555578101078936503493 | 0.016588820281382453755379156627226319471
f(z) = 165/16*z^3 - 167/4*z + 1
*
[ 2 ] 
f(z) = 165/16*z^3 - 163/4*z + 1
*
[ 1/6 ] 
f(z) = 166*z^3 - 173/18*z + 1
*
0 | 0.13388616892960188717150407516765391780 | 0.026129412593020293038409287490759475570
f(z) = 166*z^3 - 168*z + 1
*
-1 | 0.11682405359061391074204561335999050665 | 0.022852960223555573646994543586793170370
f(z) = 166*z^3 - 165*z + 1
*
[ -1 ] 
f(z) = 166*z^3 - 164*z + 1
*
0 | 0.11351042860046839868062421593199618279 | 0.022051588226421336552034367426827088192
f(z) = 166/3*z^3 - 172/3*z + 1
*
-1 | 0.096553276114469000280844769634911029508 | 0.018887618693922972972890207307762509059
f(z) = 166/3*z^3 - 163/3*z + 1
*
0 | 0.13382395157529105637093275877417032608 | 0.025882287171513350946958966716502445713
f(z) = 166/5*z^3 - 176/5*z + 1
*
-1 | 0.11697137292481441151064058973003400701 | 0.022881778628508740127705659727876222927
f(z) = 166/5*z^3 - 161/5*z + 1
*
0 | 0.13379272123256478617649269422425596493 | 0.025764265922916183930177300492082646724
f(z) = 166/7*z^3 - 180/7*z + 1
*
[ 1/2 ] 
f(z) = 167*z^3 - 171/4*z + 1
*
0 | 0.13399748449567575310660566279290735369 | 0.026120883070434099583721285833020691461
f(z) = 167*z^3 - 169*z + 1
*
-1 | 0.11693505430437926995372417886998988545 | 0.022847830339435611644690300876392540079
f(z) = 167*z^3 - 166*z + 1
*
[ -1 ] 
f(z) = 167*z^3 - 165*z + 1
*
[ 1/2 ] 
f(z) = 167/2*z^3 - 175/8*z + 1
*
0 | 0.12114664676916309062291574982670785261 | 0.023561760787702449905162443338601527181
f(z) = 167/2*z^3 - 171/2*z + 1
*
-1 | 0.10413578132704624490161490402645517534 | 0.020346992423946004546587746138697245641
f(z) = 167/2*z^3 - 165/2*z + 1
*
[ -1 ] 
f(z) = 167/2*z^3 - 163/2*z + 1
*
[ 1/2 ] 
f(z) = 167/3*z^3 - 179/12*z + 1
*
0 | 0.11362296429980080758724109611815064747 | 0.022048619259410273749580908117784607336
f(z) = 167/3*z^3 - 173/3*z + 1
*
-1 | 0.096663837160781510134188343289034686119 | 0.018887056277064180430396251442264895148
f(z) = 167/3*z^3 - 164/3*z + 1
*
[ -1 ] 
f(z) = 167/3*z^3 - 161/3*z + 1
*
0 | 0.10828031840477493355924070642403578729 | 0.020965112388290897648496026808768704867
f(z) = 167/4*z^3 - 175/4*z + 1
*
-1 | 0.10848768947424882791263530235547931816 | 0.021197307665954392068868828538663387246
f(z) = 167/4*z^3 - 163/4*z + 1
*
0 | 0.13393564114402568535538454379999799268 | 0.025875534531228964374217947179810789524
f(z) = 167/5*z^3 - 177/5*z + 1
*
-1 | 0.11708149984587845918406093229043438571 | 0.022876444196127641630955151664369629031
f(z) = 167/5*z^3 - 162/5*z + 1
*
0 | 0.10074108512629057579330384847313056709 | 0.019420395724733024953786811039865465620
f(z) = 167/6*z^3 - 179/6*z + 1
*
-1 | 0.083938778240559675805293421685421016322 | 0.016400718976430953216856665829457853097
f(z) = 167/6*z^3 - 161/6*z + 1
*
-2 | 0.10812445365254716419094057787715164500 | 0.016593193662427054319134350732529719023
f(z) = 167/16*z^3 - 169/4*z + 1
*
[ 2 ] 
f(z) = 167/16*z^3 - 165/4*z + 1
*
[ -2 ] 
f(z) = 167/16*z^3 - 161/4*z + 1
*
1/14 | 0.14464223086612695515098877581742829149 | 0.018632208402943845700077483675008227580
f(z) = 168*z^3 - 173/14*z + 1
*
0 | 0.13410813493522847568768705049836593450 | 0.026112421774140591978224666670136995487
f(z) = 168*z^3 - 170*z + 1
*
-1 | 0.11704539363636789999580887895062602045 | 0.022842743256364402305618676433486893324
f(z) = 168*z^3 - 167*z + 1
*
[ -1 ] 
f(z) = 168*z^3 - 166*z + 1
*
0 | 0.13404666111663757144654004416753414566 | 0.025868826788236199358880151478806262855
f(z) = 168/5*z^3 - 178/5*z + 1
*
-1 | 0.11719097568988004762283324720979117427 | 0.022871155254203837202107743503242252861
f(z) = 168/5*z^3 - 163/5*z + 1
*
-15/52 | 0.21867226397226823248604082224055497288 | 0.027671320670998217948707566137027583817
f(z) = 169*z^3 - 177/16*z + 1
*
[ 1/2 ] 
f(z) = 169*z^3 - 173/4*z + 1
*
0 | 0.13421812814952843559249031166328074744 | 0.026104027747942166037025595118838486665
f(z) = 169*z^3 - 171*z + 1
*
-1 | 0.11715507942143493391531046645571023494 | 0.022837698350773726485651238678661955028
f(z) = 169*z^3 - 168*z + 1
*
[ -1 ] 
f(z) = 169*z^3 - 167*z + 1
*
3/26 | 0.17368164227313937372169537003894353073 | 0.022808415179989216027788020393009532608
f(z) = 169*z^3 - 163/12*z + 1
*
9/52 | 0.13941086884198207224364588455419287784 | 0.017641390758355101029646934032163221292
f(z) = 169*z^3 - 161/16*z + 1
*
[ 1/2 ] 
f(z) = 169/2*z^3 - 177/8*z + 1
*
0 | 0.12136747338593092652239666899854219550 | 0.023551446907354552481800329379825713273
f(z) = 169/2*z^3 - 173/2*z + 1
*
4/39 | 0.17064344099564778227567473635294511840 | 0.023289282053698112910566681859230322508
f(z) = 169/2*z^3 - 169/18*z + 1
*
-1 | 0.10435602530645574802327906034429208026 | 0.020342706767850998754636382917506958595
f(z) = 169/2*z^3 - 167/2*z + 1
*
[ -1 ] 
f(z) = 169/2*z^3 - 165/2*z + 1
*
0 | 0.11384397434855980825846533302782101294 | 0.022042341139274039076724239368652958309
f(z) = 169/3*z^3 - 175/3*z + 1
*
-1 | 0.096882998454518317910364919055942608634 | 0.018885947625570449159866029769976634937
f(z) = 169/3*z^3 - 166/3*z + 1
*
[ -1 ] 
f(z) = 169/3*z^3 - 163/3*z + 1
*
0 | 0.10850151235710835612481165469260657870 | 0.020961818719095712139696009597004072845
f(z) = 169/4*z^3 - 177/4*z + 1
*
-1 | 0.10870642292007779224628300504468665173 | 0.021190754235331510515610925589175778927
f(z) = 169/4*z^3 - 165/4*z + 1
*
[ -1 ] 
f(z) = 169/4*z^3 - 161/4*z + 1
*
0 | 0.13415701947404231292789200719451448731 | 0.025862163427865294436866618995248596021
f(z) = 169/5*z^3 - 179/5*z + 1
*
[ -10/13 ] 
f(z) = 169/5*z^3 - 177/10*z + 1
*
-1 | 0.11729980811044916909715355779049533840 | 0.022865911127878509049146350899616622970
f(z) = 169/5*z^3 - 164/5*z + 1
*
-1 | 0.084154978203484057523251954857754732852 | 0.016404803073143330484730184273583841514
f(z) = 169/6*z^3 - 163/6*z + 1
*
-1 | 0.11737149939897937839150612641235417528 | 0.022879886313844979803703076791530247984
f(z) = 169/7*z^3 - 162/7*z + 1
*
[ 14/13 ] 
f(z) = 169/8*z^3 - 171/7*z + 1
*
[ 2/39 ] 
f(z) = 169/8*z^3 - 167/9*z + 1
*
-1 | 0.10884980721786529212725069527054932171 | 0.021218704942695456985231886251065726425
f(z) = 169/8*z^3 - 161/8*z + 1
*
[ -12/13 ] 
f(z) = 169/9*z^3 - 167/12*z + 1
*
-2 | 0.10834770964193449783782132600281997662 | 0.016597488986478361117676961242680106715
f(z) = 169/16*z^3 - 171/4*z + 1
*
[ 2 ] 
f(z) = 169/16*z^3 - 167/4*z + 1
*
[ -2 ] 
f(z) = 169/16*z^3 - 163/4*z + 1
*
[ 1/6 ] 
f(z) = 170*z^3 - 175/18*z + 1
*
0 | 0.13432747189988202479968096548517431105 | 0.026095700054648178742229786379543946867
f(z) = 170*z^3 - 172*z + 1
*
-1 | 0.11726411935603474692325344581345709167 | 0.022832695011953237873725832470781049694
f(z) = 170*z^3 - 169*z + 1
*
[ -1 ] 
f(z) = 170*z^3 - 168*z + 1
*
0 | 0.11395349805528327425952923384174606511 | 0.022039232335819741431756827513275086625
f(z) = 170/3*z^3 - 176/3*z + 1
*
-1 | 0.096992647668319138727671876924381041081 | 0.018885602473921605546856749038368375922
f(z) = 170/3*z^3 - 167/3*z + 1
*
[ -1 ] 
f(z) = 170/3*z^3 - 164/3*z + 1
*
-1 | 0.11747928196949904952017408766135264974 | 0.022874589688331518974202060601668113356
f(z) = 170/7*z^3 - 163/7*z + 1
*
-1 | 0.10398701018198083602382551954157817593 | 0.020247486628720893008808488762417952440
f(z) = 170/9*z^3 - 161/9*z + 1
*
[ 1/2 ] 
f(z) = 171*z^3 - 175/4*z + 1
*
0 | 0.13443617381091994300117836990588312562 | 0.026087437775587702498841579335731042142
f(z) = 171*z^3 - 173*z + 1
*
-1 | 0.11737252100146164431945357461420324378 | 0.022827732641709056199923532456904821669
f(z) = 171*z^3 - 170*z + 1
*
[ -1 ] 
f(z) = 171*z^3 - 169*z + 1
*
[ 1/2 ] 
f(z) = 171/2*z^3 - 179/8*z + 1
*
0 | 0.12158569772233808416581065518155151386 | 0.023541284834688613875023491953364274848
f(z) = 171/2*z^3 - 175/2*z + 1
*
-1 | 0.10457304369729771823069712258257924184 | 0.020338367640769538820752258559166040601
f(z) = 171/2*z^3 - 169/2*z + 1
*
[ -1 ] 
f(z) = 171/2*z^3 - 167/2*z + 1
*
[ 1/9 ] 
f(z) = 171/2*z^3 - 163/18*z + 1
*
0 | 0.10872009540390826292084105445101529042 | 0.020958552047833900330837672940109852894
f(z) = 171/4*z^3 - 179/4*z + 1
*
-1 | 0.10892260281025873999546667251895026287 | 0.021184311578011433245136943842171369700
f(z) = 171/4*z^3 - 167/4*z + 1
*
[ -1 ] 
f(z) = 171/4*z^3 - 163/4*z + 1
*
-1 | 0.11751557262804904439339363198436083739 | 0.022855554692882840750456399466874745055
f(z) = 171/5*z^3 - 166/5*z + 1
*
[ -1 ] 
f(z) = 171/5*z^3 - 161/5*z + 1
*
-1 | 0.11758644077769488365424940028933285265 | 0.022869337809741238134383252204508252002
f(z) = 171/7*z^3 - 164/7*z + 1
*
[ 2/19 ] 
f(z) = 171/8*z^3 - 166/19*z + 1
*
-1 | 0.10906434077196812657981820704288527646 | 0.021211878135051154492725206752220397006
f(z) = 171/8*z^3 - 163/8*z + 1
*
-1 | 0.10485588078244409949684742102513824088 | 0.020393376507459907411230125705332655241
f(z) = 171/10*z^3 - 161/10*z + 1
*
-2 | 0.10856830084818181617241944634113729014 | 0.016601708668561639234253741738925561194
f(z) = 171/16*z^3 - 173/4*z + 1
*
[ 2 ] 
f(z) = 171/16*z^3 - 169/4*z + 1
*
[ -2 ] 
f(z) = 171/16*z^3 - 165/4*z + 1
*
0 | 0.13454424137378760410378310666772618561 | 0.026079240010137532370253518455458960824
f(z) = 172*z^3 - 174*z + 1
*
-1 | 0.11748029178699624906461968346227051700 | 0.022822810654033417617230015347179359780
f(z) = 172*z^3 - 171*z + 1
*
[ -1 ] 
f(z) = 172*z^3 - 170*z + 1
*
0 | 0.11417062114866934317573765863483876386 | 0.022033074141476598238084878710192742155
f(z) = 172/3*z^3 - 178/3*z + 1
*
-1 | 0.097207986136053981698723397135890736181 | 0.018884524611715641149683887101605115352
f(z) = 172/3*z^3 - 169/3*z + 1
*
[ -1 ] 
f(z) = 172/3*z^3 - 166/3*z + 1
*
-1 | 0.11762251937384360905842592479014432627 | 0.022850441103660515754303714959400120072
f(z) = 172/5*z^3 - 167/5*z + 1
*
[ -1 ] 
f(z) = 172/5*z^3 - 162/5*z + 1
*
-1 | 0.11769298300252282743846261992313081235 | 0.022864130021443063577327466566611527785
f(z) = 172/7*z^3 - 165/7*z + 1
*
-1 | 0.10419990728040651894225892138437990822 | 0.020242840036015207008844238374229468341
f(z) = 172/9*z^3 - 163/9*z + 1
*
-1 | 0.11783264262129322023198937600295799780 | 0.022891261593783642138341493320438794322
f(z) = 172/11*z^3 - 161/11*z + 1
*
[ 1/2 ] 
f(z) = 173*z^3 - 177/4*z + 1
*
0 | 0.13465168194924299088402170779931111853 | 0.026071105875264883545812739500057668360
f(z) = 173*z^3 - 175*z + 1
*
-1 | 0.11758743901296086280388735906721593798 | 0.022817928474784960595906261599079942618
f(z) = 173*z^3 - 172*z + 1
*
[ -1 ] 
f(z) = 173*z^3 - 171*z + 1
*
[ -1/2 ] 
f(z) = 173*z^3 - 161/4*z + 1
*
0 | 0.12180138039676778288800837214465568459 | 0.023531270672149260389242039547733271044
f(z) = 173/2*z^3 - 177/2*z + 1
*
-1 | 0.10478754825917333636024021918253156497 | 0.020334100319697812410702270952298546123
f(z) = 173/2*z^3 - 171/2*z + 1
*
[ -1 ] 
f(z) = 173/2*z^3 - 169/2*z + 1
*
0 | 0.11427720184375015637574725775571751224 | 0.022029825064308759446128500649623874267
f(z) = 173/3*z^3 - 179/3*z + 1
*
-1 | 0.097314723566980044991650111057630701290 | 0.018883993226947209835927824101930577407
f(z) = 173/3*z^3 - 170/3*z + 1
*
[ -1 ] 
f(z) = 173/3*z^3 - 167/3*z + 1
*
-1 | 0.10913628808138340090103386539486126347 | 0.021177976460309233974319263956823240792
f(z) = 173/4*z^3 - 169/4*z + 1
*
[ -1 ] 
f(z) = 173/4*z^3 - 165/4*z + 1
*
-1 | 0.11772885199970278037379328253397603377 | 0.022845369768208547499528125071738221892
f(z) = 173/5*z^3 - 168/5*z + 1
*
[ -1 ] 
f(z) = 173/5*z^3 - 163/5*z + 1
*
-1 | 0.084584239441445726632420588884334420675 | 0.016413633478795798459525938820713127923
f(z) = 173/6*z^3 - 167/6*z + 1
*
[ -1 ] 
f(z) = 173/6*z^3 - 161/6*z + 1
*
-1 | 0.11779891569969949191485387251469818135 | 0.022858965680396307116184734287345704434
f(z) = 173/7*z^3 - 166/7*z + 1
*
-1 | 0.10927641708809019629317409419373872390 | 0.021205168596468657309919845671789754013
f(z) = 173/8*z^3 - 165/8*z + 1
*
-1 | 0.10430544481513414858091140892921980812 | 0.020240547794054991333880558797075673894
f(z) = 173/9*z^3 - 164/9*z + 1
*
-1 | 0.10506781912793743135247686750176302588 | 0.020388487086606819268791109994126230340
f(z) = 173/10*z^3 - 163/10*z + 1
*
-1 | 0.11793778965296471275030906685967761920 | 0.022885914272518184703391072701826880609
f(z) = 173/11*z^3 - 162/11*z + 1
*
-1 | 0.089070206936866348620513850217057377978 | 0.017284138749681368842611810171526125520
f(z) = 173/12*z^3 - 161/12*z + 1
*
-2 | 0.10878629026145266971621944158453922730 | 0.016605855018984727197195636488701773254
f(z) = 173/16*z^3 - 175/4*z + 1
*
[ 2 ] 
f(z) = 173/16*z^3 - 171/4*z + 1
*
[ -2 ] 
f(z) = 173/16*z^3 - 167/4*z + 1
*
0 | 0.13475850277066516107186638630119897461 | 0.026063034505084240158872056457558218215
f(z) = 174*z^3 - 176*z + 1
*
-1 | 0.11769396985368694230948084227733655939 | 0.022813085541379244138763954110790111788
f(z) = 174*z^3 - 173*z + 1
*
[ -1 ] 
f(z) = 174*z^3 - 172*z + 1
*
-1 | 0.11783457751867481681240042763702132714 | 0.022840340078660378177162287192910062066
f(z) = 174/5*z^3 - 169/5*z + 1
*
[ -1 ] 
f(z) = 174/5*z^3 - 164/5*z + 1
*
-1 | 0.11790424580450722285726562128888665899 | 0.022853844156789374605295010991822389704
f(z) = 174/7*z^3 - 167/7*z + 1
*
-1 | 0.11804234288429709596958972845284497415 | 0.022880612057457331880589245731683489724
f(z) = 174/11*z^3 - 163/11*z + 1
*
-1 | 0.11811078389615002469654238307756060697 | 0.022893878248239072276882493854656139917
f(z) = 174/13*z^3 - 161/13*z + 1
*
[ 1/2 ] 
f(z) = 175*z^3 - 179/4*z + 1
*
0 | 0.13486471094697647953522740549091098580 | 0.026055025050427839297570301491353637080
f(z) = 175*z^3 - 177*z + 1
*
8/35 | 0.20658703117265221990164402108837204366 | 0.026472473003010216256170318954831983208
f(z) = 175*z^3 - 177/14*z + 1
*
-1 | 0.11779989136039770750661511732632277814 | 0.022808281302489112682769011063763337287
f(z) = 175*z^3 - 174*z + 1
*
[ -1 ] 
f(z) = 175*z^3 - 173*z + 1
*
[ 2/15 ] 
f(z) = 175*z^3 - 173/18*z + 1
*
[ -1/2 ] 
f(z) = 175*z^3 - 163/4*z + 1
*
0 | 0.12201457993386587074988002954375520026 | 0.023521400663217131895047143737938152695
f(z) = 175/2*z^3 - 179/2*z + 1
*
-1 | 0.10499894442478774810204564096642942333 | 0.020329776481526413447072514267784522023
f(z) = 175/2*z^3 - 173/2*z + 1
*
[ -3/5 ] 
f(z) = 175/2*z^3 - 173/6*z + 1
*
[ -1 ] 
f(z) = 175/2*z^3 - 171/2*z + 1
*
-1 | 0.097526370289310948656768234820537363424 | 0.018882945156239155433881037801754075971
f(z) = 175/3*z^3 - 172/3*z + 1
*
[ -1 ] 
f(z) = 175/3*z^3 - 169/3*z + 1
*
-1 | 0.10934753565282663348790440613923013713 | 0.021171745780930974640602487242112013968
f(z) = 175/4*z^3 - 171/4*z + 1
*
[ -1 ] 
f(z) = 175/4*z^3 - 167/4*z + 1
*
-1 | 0.084794695896163105124311232322480760051 | 0.016417852806347254869317705298880242536
f(z) = 175/6*z^3 - 169/6*z + 1
*
[ -1 ] 
f(z) = 175/6*z^3 - 163/6*z + 1
*
-1 | 0.10948609182662993511669211664666520671 | 0.021198572870088755397089675077938944566
f(z) = 175/8*z^3 - 167/8*z + 1
*
[ 6/5 ] 
f(z) = 175/9*z^3 - 167/6*z + 1
*
-1 | 0.10451473215498692507016302588509364920 | 0.020236023851263405032530707833793896744
f(z) = 175/9*z^3 - 166/9*z + 1
*
-1 | 0.11814630898607296154969984279806418086 | 0.022875354290106466405077021319162297552
f(z) = 175/11*z^3 - 164/11*z + 1
*
-1 | 0.089278345611790239430243167391837157230 | 0.017285971976873319580487081529189589807
f(z) = 175/12*z^3 - 163/12*z + 1
*
-1 | 0.11821437254403591923085357216607438810 | 0.022888532678970323252804879026019996424
f(z) = 175/13*z^3 - 162/13*z + 1
*
-2 | 0.10900173866006815446529963545026468915 | 0.016609930249130050398314057607322606988
f(z) = 175/16*z^3 - 177/4*z + 1
*
[ 2 ] 
f(z) = 175/16*z^3 - 173/4*z + 1
*
[ -2 ] 
f(z) = 175/16*z^3 - 169/4*z + 1
*
[ -6/5 ] 
f(z) = 175/16*z^3 - 167/12*z + 1
*
0 | 0.13497031346548152850044323741369017637 | 0.026047076678429295693132165282030416699
f(z) = 176*z^3 - 178*z + 1
*
-1 | 0.11790521046400877716718791590655888598 | 0.022803515217754538747373789173380364999
f(z) = 176*z^3 - 175*z + 1
*
[ -1 ] 
f(z) = 176*z^3 - 174*z + 1
*
-1 | 0.097631293405115946100792994619310084081 | 0.018882428317892036684867436650841544663
f(z) = 176/3*z^3 - 173/3*z + 1
*
[ -1 ] 
f(z) = 176/3*z^3 - 170/3*z + 1
*
-1 | 0.11804423469357468780600303641022007713 | 0.022830403267248420762923797859160852892
f(z) = 176/5*z^3 - 171/5*z + 1
*
[ -1 ] 
f(z) = 176/5*z^3 - 166/5*z + 1
*
-1 | 0.11811312539225148814360806166862174745 | 0.022843727106707726933620136438373877002
f(z) = 176/7*z^3 - 169/7*z + 1
*
[ -1 ] 
f(z) = 176/7*z^3 - 162/7*z + 1
*
-1 | 0.10461849533335154358727709796210591964 | 0.020233791543257564689305410052586451899
f(z) = 176/9*z^3 - 167/9*z + 1
*
-1 | 0.11831738476325915228644470763804502687 | 0.022883231990816000236789087400361009691
f(z) = 176/13*z^3 - 163/13*z + 1
*
-1 | 0.098041048066418217382617865960997051903 | 0.018961677119686122462486479496110671603
f(z) = 176/15*z^3 - 161/15*z + 1
*
0 | 0.13507531719462553057499224363393469669 | 0.026039188572119893188967550494740629716
f(z) = 177*z^3 - 179*z + 1
*
-1 | 0.11800993397784961370893052420662198256 | 0.022798786757501590269872606223922430616
f(z) = 177*z^3 - 176*z + 1
*
[ -1 ] 
f(z) = 177*z^3 - 175*z + 1
*
[ -1/2 ] 
f(z) = 177*z^3 - 165/4*z + 1
*
-1 | 0.10520859208947599095735635623556342787 | 0.020325646962527347228606947073859459867
f(z) = 177/2*z^3 - 175/2*z + 1
*
[ -1 ] 
f(z) = 177/2*z^3 - 173/2*z + 1
*
-1 | 0.10955640051776945964415242291251037940 | 0.021165616564050356194576818785286227662
f(z) = 177/4*z^3 - 173/4*z + 1
*
[ -1 ] 
f(z) = 177/4*z^3 - 169/4*z + 1
*
-1 | 0.11814817978904075832848521862233352485 | 0.022825494990132720550579743781365562793
f(z) = 177/5*z^3 - 172/5*z + 1
*
[ -1 ] 
f(z) = 177/5*z^3 - 167/5*z + 1
*
-1 | 0.11821668816773188505100314594684605142 | 0.022838730383664711960136456898984315886
f(z) = 177/7*z^3 - 170/7*z + 1
*
[ -1 ] 
f(z) = 177/7*z^3 - 163/7*z + 1
*
-1 | 0.10969341877770548392321036105857630480 | 0.021192087641398401195732360095019817190
f(z) = 177/8*z^3 - 169/8*z + 1
*
[ -1 ] 
f(z) = 177/8*z^3 - 161/8*z + 1
*
-1 | 0.10548264063124789645660371127475405825 | 0.020378591439779869724857506368466583720
f(z) = 177/10*z^3 - 167/10*z + 1
*
-1 | 0.11835250592752501262944230195206238661 | 0.022864969531836647182383723056885575253
f(z) = 177/11*z^3 - 166/11*z + 1
*
-1 | 0.11841982693564195196736845926567994787 | 0.022877975532743708291253643264412312966
f(z) = 177/13*z^3 - 164/13*z + 1
*
-1 | 0.10561728405342276452775253293607203555 | 0.020404603713213064425687093638858430285
f(z) = 177/14*z^3 - 163/14*z + 1
*
-2 | 0.10921470471307393062465476084042092611 | 0.016613936476859288897759785692002371640
f(z) = 177/16*z^3 - 179/4*z + 1
*
[ 2 ] 
f(z) = 177/16*z^3 - 175/4*z + 1
*
[ -2 ] 
f(z) = 177/16*z^3 - 171/4*z + 1
*
-1 | 0.10996271687090326003203519691248663986 | 0.021244114361472410380264795740851134477
f(z) = 177/16*z^3 - 161/16*z + 1
*
0 | 0.13517972888667500745478509778620450922 | 0.026031359930037088742187373200796599149
f(z) = 178*z^3 - 180*z + 1
*
[ 1/6 ] 
f(z) = 178*z^3 - 179/18*z + 1
*
-1 | 0.11811406860030844904852983611561673525 | 0.022794095402470184677129665426718041725
f(z) = 178*z^3 - 177*z + 1
*
[ -1 ] 
f(z) = 178*z^3 - 176*z + 1
*
-1 | 0.097839372834164290929057118192854582155 | 0.018881408666452173960309597589275697488
f(z) = 178/3*z^3 - 175/3*z + 1
*
[ -1 ] 
f(z) = 178/3*z^3 - 172/3*z + 1
*
-1 | 0.11825154466186702339106912246019524969 | 0.022820626047801911266727963648006357286
f(z) = 178/5*z^3 - 173/5*z + 1
*
[ -1 ] 
f(z) = 178/5*z^3 - 168/5*z + 1
*
-1 | 0.11831967494100925692613743680588656302 | 0.022833774084280276556395669900280060876
f(z) = 178/7*z^3 - 171/7*z + 1
*
[ -1 ] 
f(z) = 178/7*z^3 - 164/7*z + 1
*
-1 | 0.10482429330457971240025632616455320313 | 0.020229384783675692041811990866091799901
f(z) = 178/9*z^3 - 169/9*z + 1
*
-1 | 0.11845474955959345661353827914973535937 | 0.022859841290151233062041874306315674209
f(z) = 178/11*z^3 - 167/11*z + 1
*
-1 | 0.11852170533757296228077777907637462196 | 0.022872762666995646319128801307825283299
f(z) = 178/13*z^3 - 165/13*z + 1
*
-1 | 0.098243608834875345813841925969309845651 | 0.018959419644098715957775694384527651347
f(z) = 178/15*z^3 - 163/15*z + 1
*
-1 | 0.11865448150340675908003305276078727747 | 0.022898386308845046322345875424048178914
f(z) = 178/17*z^3 - 161/17*z + 1
*
-1 | 0.11821762091740325886622087833698037147 | 0.022789440643550306122846484479427448512
f(z) = 179*z^3 - 178*z + 1
*
[ -1 ] 
f(z) = 179*z^3 - 177*z + 1
*
[ -1/2 ] 
f(z) = 179*z^3 - 167/4*z + 1
*
-1 | 0.10541589286264576147662917666674249071 | 0.020321583319280469205567522178489738819
f(z) = 179/2*z^3 - 177/2*z + 1
*
[ -1 ] 
f(z) = 179/2*z^3 - 175/2*z + 1
*
-1 | 0.097942542284440665832004530614425871400 | 0.018880905710572350618420753482855470598
f(z) = 179/3*z^3 - 176/3*z + 1
*
[ -1 ] 
f(z) = 179/3*z^3 - 173/3*z + 1
*
-1 | 0.10976293582914510117605282751041190299 | 0.021159585952823702413852484079679413960
f(z) = 179/4*z^3 - 175/4*z + 1
*
[ -1 ] 
f(z) = 179/4*z^3 - 171/4*z + 1
*
-1 | 0.11835433575406100869771568805814673436 | 0.022815795891024634191549919954072209848
f(z) = 179/5*z^3 - 174/5*z + 1
*
[ -1 ] 
f(z) = 179/5*z^3 - 169/5*z + 1
*
-1 | 0.085208184623448357872866745031814157007 | 0.016426035736055704123665571956428630766
f(z) = 179/6*z^3 - 173/6*z + 1
*
[ -1 ] 
f(z) = 179/6*z^3 - 167/6*z + 1
*
-1 | 0.11842209208458452367629109363651667267 | 0.022828857639862984426419474443512831159
f(z) = 179/7*z^3 - 172/7*z + 1
*
[ -1 ] 
f(z) = 179/7*z^3 - 165/7*z + 1
*
-1 | 0.10989844994403047688665610340852829635 | 0.021185709730764566793763485253940636278
f(z) = 179/8*z^3 - 171/8*z + 1
*
[ -1 ] 
f(z) = 179/8*z^3 - 163/8*z + 1
*
-1 | 0.10492634081263300284998626084254690998 | 0.020227209762283504414148726428736710254
f(z) = 179/9*z^3 - 170/9*z + 1
*
[ -1 ] 
f(z) = 179/9*z^3 - 161/9*z + 1
*
-1 | 0.10568693272451435729988227274059878041 | 0.020373833117543674836619293075444502348
f(z) = 179/10*z^3 - 169/10*z + 1
*
-1 | 0.11855643165165692377343620442415870668 | 0.022854754993963992297627330876894830600
f(z) = 179/11*z^3 - 168/11*z + 1
*
-1 | 0.089688765267594515847790576047341708535 | 0.017289781139202937301515196510926813712
f(z) = 179/12*z^3 - 167/12*z + 1
*
-1 | 0.11862302614231773200962921011612813131 | 0.022867592768741766863579204649787755020
f(z) = 179/13*z^3 - 166/13*z + 1
*
-1 | 0.10582012306717446820140150888713426629 | 0.020399508929531698702970098096321090687
f(z) = 179/14*z^3 - 165/14*z + 1
*
-1 | 0.098344572392720419378958495182197859354 | 0.018958407196547634422361578869285583538
f(z) = 179/15*z^3 - 164/15*z + 1
*
[ 2 ] 
f(z) = 179/16*z^3 - 177/4*z + 1
*
[ -2 ] 
f(z) = 179/16*z^3 - 173/4*z + 1
*
-1 | 0.11016484152130961883304668180039985870 | 0.021237063454441567534339172126216562552
f(z) = 179/16*z^3 - 163/16*z + 1
*
-1 | 0.11875509176903717513839935740681008543 | 0.022893051763245461456610058424722359021
f(z) = 179/17*z^3 - 162/17*z + 1
*
-1 | 0.092389356563395696089240946109246180104 | 0.017810388511949425547682334937274888873
f(z) = 179/18*z^3 - 161/18*z + 1
*
[ 1/6 ] 
f(z) = 160/3*z^3 - 175/27*z + 1
*
[ 1/5 ] 
f(z) = 160/7*z^3 - 172/35*z + 1
*
[ 7/20 ] 
f(z) = 160/7*z^3 - 163/35*z + 1
*
[ -3/4 ] 
f(z) = 160/13*z^3 - 179/39*z + 1
*
[ 2/3 ] 
f(z) = 161/16*z^3 - 179/36*z + 1
*
1/3 | 0.18183966044574951396069897784687724824 | 0.026432658175326278742251816705528255764
f(z) = 162/5*z^3 - 173/30*z + 1
*
[ 4/9 ] 
f(z) = 162/7*z^3 - 163/28*z + 1
*
[ 13/18 ] 
f(z) = 162/13*z^3 - 179/26*z + 1
*
[ 1/6 ] 
f(z) = 162/17*z^3 - 179/34*z + 1
*
[ 2/3 ] 
f(z) = 162/17*z^3 - 161/34*z + 1
*
[ 2/3 ] 
f(z) = 162/19*z^3 - 163/38*z + 1
*
[ 1/6 ] 
f(z) = 164/3*z^3 - 176/27*z + 1
*
[ 1/6 ] 
f(z) = 165/2*z^3 - 175/24*z + 1
*
[ 1/5 ] 
f(z) = 165/7*z^3 - 173/35*z + 1
*
[ 1/6 ] 
f(z) = 168/11*z^3 - 179/33*z + 1
*
3/26 | 0.18419371508521335795888622396627266962 | 0.028267074492069407306150318827478152125
f(z) = 169/5*z^3 - 169/20*z + 1
*
11/26 | 0.17712159018087028948565319715785468909 | 0.027181759059912553444027941710696438307
f(z) = 169/5*z^3 - 161/20*z + 1
*
[ 5/13 ] 
f(z) = 169/6*z^3 - 173/30*z + 1
*
[ 2/13 ] 
f(z) = 169/15*z^3 - 173/30*z + 1
*
[ 1/5 ] 
f(z) = 170/7*z^3 - 174/35*z + 1
*
[ 1/6 ] 
f(z) = 171/8*z^3 - 179/32*z + 1
*
[ 2/15 ] 
f(z) = 171/8*z^3 - 172/25*z + 1
*
[ 2/3 ] 
f(z) = 171/11*z^3 - 163/22*z + 1
*
[ 2/3 ] 
f(z) = 171/13*z^3 - 165/26*z + 1
*
[ 2/3 ] 
f(z) = 171/17*z^3 - 169/34*z + 1
*
[ 1/6 ] 
f(z) = 172/3*z^3 - 178/27*z + 1
*
[ 1/6 ] 
f(z) = 174/5*z^3 - 179/30*z + 1
*
4/35 | 0.12881501951363536831519984457800316640 | 0.018115669308010298849113868765613557559
f(z) = 175/3*z^3 - 163/21*z + 1
*
1/5 | 0.14578935774257443857957821368602661234 | 0.020502824930381086617398579384938237556
f(z) = 175/4*z^3 - 177/28*z + 1
*
4/35 | 0.15771533161754904860204035046386253013 | 0.022180012883391031396357791818175162063
f(z) = 175/6*z^3 - 176/21*z + 1
*
1/10 | 0.15252637585600140312611558114499524810 | 0.023282629437483585400958262946881506766
f(z) = 175/6*z^3 - 175/24*z + 1
*
-24/35 | 0.16186629382679703402073646471056250430 | 0.022763776011143572147927807218168465016
f(z) = 175/9*z^3 - 164/21*z + 1
*
-4/5 | 0.14978162082145952397148913251553555289 | 0.021064269690477604197134046928936055007
f(z) = 175/16*z^3 - 165/28*z + 1
*
[ 1/6 ] 
f(z) = 176/3*z^3 - 179/27*z + 1
*
[ 1/6 ] 
f(z) = 177/2*z^3 - 179/24*z + 1
*
[ -2/3 ] 
f(z) = 177/10*z^3 - 161/30*z + 1
*
[ 1/4 ] 
f(z) = 178/3*z^3 - 161/24*z + 1
*
[ 1/4 ] 
f(z) = 164/11*z^3 - 173/44*z + 1
*
[ 1/3 ] 
f(z) = 165/19*z^3 - 169/57*z + 1
*
[ 1/3 ] 
f(z) = 168/19*z^3 - 170/57*z + 1
*
5/26 | 0.089536555812903345853408520111769148256 | 0.013740623515605754045200111485551798204
f(z) = 169/10*z^3 - 161/40*z + 1
*
[ 4/13 ] 
f(z) = 169/11*z^3 - 163/44*z + 1
*
[ 3/13 ] 
f(z) = 169/14*z^3 - 167/42*z + 1
*
[ 1/4 ] 
f(z) = 172/11*z^3 - 175/44*z + 1
*
[ 1/3 ] 
f(z) = 174/19*z^3 - 172/57*z + 1
*
2/5 | 0.11308962440180191441743938765268942655 | 0.015904156561597822538277215486979787753
f(z) = 175/12*z^3 - 179/42*z + 1
*
[ 3/10 ] 
f(z) = 175/12*z^3 - 175/48*z + 1
*
[ -3/4 ] 
f(z) = 176/17*z^3 - 178/51*z + 1
*
[ 1/3 ] 
f(z) = 177/17*z^3 - 161/51*z + 1
*
[ 1/3 ] 
f(z) = 177/19*z^3 - 173/57*z + 1
*
-1 | 0.11614370323733176993256039549076334994 | 0.022884674981714043389424393506286708013
f(z) = 160*z^3 - 159*z + 1
*
[ -1 ] 
f(z) = 160*z^3 - 158*z + 1
*
[ -3/10 ] 
f(z) = 160*z^3 - 151/15*z + 1
*
[ 3/8 ] 
f(z) = 160*z^3 - 145/6*z + 1
*
-1 | 0.095875678414345739532324864322899084998 | 0.018891112285959902419471500816552967262
f(z) = 160/3*z^3 - 157/3*z + 1
*
[ -1 ] 
f(z) = 160/3*z^3 - 154/3*z + 1
*
[ 1/10 ] 
f(z) = 160/3*z^3 - 143/15*z + 1
*
-1 | 0.11637213756134905999475612995790297237 | 0.022929685129609197888259767382391647838
f(z) = 160/7*z^3 - 153/7*z + 1
*
[ -1 ] 
f(z) = 160/7*z^3 - 146/7*z + 1
*
-1 | 0.10288417919338208786223960650021377512 | 0.020272050364967044331489001549959521836
f(z) = 160/9*z^3 - 151/9*z + 1
*
1/8 | 0.16745790989503272950995778716003701316 | 0.029030615670858489202120639615730932741
f(z) = 160/9*z^3 - 149/18*z + 1
*
[ -1 ] 
f(z) = 160/9*z^3 - 142/9*z + 1
*
-1 | 0.11652196924450404646954170293100163778 | 0.022959207602850458360389426762575610542
f(z) = 160/11*z^3 - 149/11*z + 1
*
-1 | 0.11659617138275458023982724527201694368 | 0.022973828213090014279520059083455360771
f(z) = 160/13*z^3 - 147/13*z + 1
*
-1 | 0.11674318580067994628298779853129341413 | 0.023002795579189689959911724261219086659
f(z) = 160/17*z^3 - 143/17*z + 1
*
-1 | 0.11681601256697355138993529066999651545 | 0.023017145189458210345897952202890108013
f(z) = 160/19*z^3 - 141/19*z + 1
*
-1 | 0.11625884495787345643292631121497372460 | 0.022879274430313701636157458919965736559
f(z) = 161*z^3 - 160*z + 1
*
[ -1 ] 
f(z) = 161*z^3 - 159*z + 1
*
[ -1/2 ] 
f(z) = 161*z^3 - 149/4*z + 1
*
-1 | 0.10346093607925605916454187033415232704 | 0.020360697289158250920177635383088203590
f(z) = 161/2*z^3 - 159/2*z + 1
*
[ -1 ] 
f(z) = 161/2*z^3 - 157/2*z + 1
*
-1 | 0.095990347205432047361423425851356297653 | 0.018890515359669776915262095579097507107
f(z) = 161/3*z^3 - 158/3*z + 1
*
[ -1 ] 
f(z) = 161/3*z^3 - 155/3*z + 1
*
-1 | 0.10781554611167153193352165034020088166 | 0.021217667079325459451733421133353751092
f(z) = 161/4*z^3 - 157/4*z + 1
*
[ -1 ] 
f(z) = 161/4*z^3 - 153/4*z + 1
*
-1 | 0.11641069448129112702843078913044976457 | 0.022909157807528090063136821732311672953
f(z) = 161/5*z^3 - 156/5*z + 1
*
[ -1 ] 
f(z) = 161/5*z^3 - 151/5*z + 1
*
-1 | 0.083269302382380224609336554358179866914 | 0.016387064756385478190820010874773342397
f(z) = 161/6*z^3 - 155/6*z + 1
*
[ -1 ] 
f(z) = 161/6*z^3 - 149/6*z + 1
*
-1 | 0.10796591689182325010003111092208730055 | 0.021247259445795624819733666477165803067
f(z) = 161/8*z^3 - 153/8*z + 1
*
[ -1 ] 
f(z) = 161/8*z^3 - 145/8*z + 1
*
-1 | 0.10299746567167686481575052545475575553 | 0.020269488171699909959111029071851905162
f(z) = 161/9*z^3 - 152/9*z + 1
*
[ -1 ] 
f(z) = 161/9*z^3 - 143/9*z + 1
*
-1 | 0.10376169350804057466756942011694883970 | 0.020419885144952017316287890866958738368
f(z) = 161/10*z^3 - 151/10*z + 1
*
[ -1 ] 
f(z) = 161/10*z^3 - 141/10*z + 1
*
-1 | 0.11663480662362074255267006233393865614 | 0.022953262178334309255658962890941706383
f(z) = 161/11*z^3 - 150/11*z + 1
*
-1 | 0.087770732938847209496832000831026118958 | 0.017272928236860673270480416126092113535
f(z) = 161/12*z^3 - 149/12*z + 1
*
-1 | 0.11670856526684972359220018529755280039 | 0.022967777583511910500436046243183975769
f(z) = 161/13*z^3 - 148/13*z + 1
*
-1 | 0.096438225256390894640418571614398272281 | 0.018978655963878553895742185164632106071
f(z) = 161/15*z^3 - 146/15*z + 1
*
[ 2 ] 
f(z) = 161/16*z^3 - 159/4*z + 1
*
[ -2 ] 
f(z) = 161/16*z^3 - 155/4*z + 1
*
-1 | 0.10826096990610938707930116359456786035 | 0.021305324695693728360898134327684841437
f(z) = 161/16*z^3 - 145/16*z + 1
*
-1 | 0.11685470898173286147240552181039376507 | 0.022996538080489911725135756515723649438
f(z) = 161/17*z^3 - 144/17*z + 1
*
-1 | 0.090492442519700464437407262037696437205 | 0.017808549766925930514474114583703107017
f(z) = 161/18*z^3 - 143/18*z + 1
*
-1 | 0.11692710828755269010971254071882711655 | 0.023010785973517029634276849860271445184
f(z) = 161/19*z^3 - 142/19*z + 1
*
[ -1 ] 
f(z) = 162*z^3 - 160*z + 1
*
[ 5/18 ] 
f(z) = 162*z^3 - 151/10*z + 1
*
[ 2/3 ] 
f(z) = 162*z^3 - 145/2*z + 1
*
11/36 | 0.16671643913854771611895637976545786305 | 0.023261554076001936449672524273867525020
f(z) = 162*z^3 - 145/8*z + 1
*
-1 | 0.11652419651859571590384131273596899201 | 0.022903585276930837207452907801437400526
f(z) = 162/5*z^3 - 157/5*z + 1
*
[ -1 ] 
f(z) = 162/5*z^3 - 152/5*z + 1
*
[ 2/3 ] 
f(z) = 162/5*z^3 - 149/10*z + 1
*
-1 | 0.11659892577349949877232384486706610578 | 0.022918273795826542695967428448257511221
f(z) = 162/7*z^3 - 155/7*z + 1
*
[ 2/3 ] 
f(z) = 162/7*z^3 - 151/14*z + 1
*
[ -1 ] 
f(z) = 162/7*z^3 - 148/7*z + 1
*
-1 | 0.11674696042231921317521889987143734054 | 0.022947370964521816686147849630576025060
f(z) = 162/11*z^3 - 151/11*z + 1
*
-1 | 0.11682028084256885723195487858328092556 | 0.022961782567844566353477457131066379243
f(z) = 162/13*z^3 - 149/13*z + 1
*
-1 | 0.11696556411386082837169217894674182132 | 0.022990338935472607561794104975231216440
f(z) = 162/17*z^3 - 145/17*z + 1
*
[ 1/9 ] 
f(z) = 162/19*z^3 - 154/19*z + 1
*
-1 | 0.11703754095244731355194237724668056291 | 0.023004486449120267566914708206887351182
f(z) = 162/19*z^3 - 143/19*z + 1
*
[ -1/2 ] 
f(z) = 163*z^3 - 151/4*z + 1
*
[ -1 ] 
f(z) = 163/2*z^3 - 159/2*z + 1
*
-1 | 0.096217576347213132165619477170773875020 | 0.018889339397125113168025031631863422304
f(z) = 163/3*z^3 - 160/3*z + 1
*
[ -1 ] 
f(z) = 163/3*z^3 - 157/3*z + 1
*
-1 | 0.10804231549857384585959786453257714553 | 0.021210760488698837885776759251171864164
f(z) = 163/4*z^3 - 159/4*z + 1
*
[ -1 ] 
f(z) = 163/4*z^3 - 155/4*z + 1
*
-1 | 0.11663700708218654994705926815988509970 | 0.022898061837369499614170301656344537800
f(z) = 163/5*z^3 - 158/5*z + 1
*
[ -1 ] 
f(z) = 163/5*z^3 - 153/5*z + 1
*
-1 | 0.083494508990723179462456213780976382721 | 0.016391559401067427048363516433872978613
f(z) = 163/6*z^3 - 157/6*z + 1
*
[ -1 ] 
f(z) = 163/6*z^3 - 151/6*z + 1
*
-1 | 0.11671128667155960142793341509145363757 | 0.022912644332867862857968436090162177701
f(z) = 163/7*z^3 - 156/7*z + 1
*
[ -1 ] 
f(z) = 163/7*z^3 - 149/7*z + 1
*
-1 | 0.10819087659020243543083167944664661046 | 0.021239925855230761664068176216402567095
f(z) = 163/8*z^3 - 155/8*z + 1
*
[ -1 ] 
f(z) = 163/8*z^3 - 147/8*z + 1
*
-1 | 0.10322198010468608868864880428957907352 | 0.020264437013094498467053386383253449372
f(z) = 163/9*z^3 - 154/9*z + 1
*
[ -1 ] 
f(z) = 163/9*z^3 - 145/9*z + 1
*
-1 | 0.10398576546996330581078501053783654239 | 0.020414382600366572914317378726731555011
f(z) = 163/10*z^3 - 153/10*z + 1
*
[ -1 ] 
f(z) = 163/10*z^3 - 143/10*z + 1
*
-1 | 0.11685843887548625847546853203656977938 | 0.022941533107960004335953262280649067083
f(z) = 163/11*z^3 - 152/11*z + 1
*
[ -1 ] 
f(z) = 163/11*z^3 - 141/11*z + 1
*
-1 | 0.087993928208960047822075228334013197250 | 0.017274880930561401413410834576486181086
f(z) = 163/12*z^3 - 151/12*z + 1
*
-1 | 0.11693132625130889299393923336762155045 | 0.022955842285471514502475163167836422573
f(z) = 163/13*z^3 - 150/13*z + 1
*
-1 | 0.10413154200163614580319400247407906746 | 0.020443001304842844934800008635277542979
f(z) = 163/14*z^3 - 149/14*z + 1
*
-1 | 0.096659092015132996761704892402643156061 | 0.018976017316244495213054403340394564558
f(z) = 163/15*z^3 - 148/15*z + 1
*
[ -2 ] 
f(z) = 163/16*z^3 - 157/4*z + 1
*
-1 | 0.10848244389572595415494736537961645779 | 0.021297166060193568729628151375691202608
f(z) = 163/16*z^3 - 147/16*z + 1
*
-1 | 0.11707575915807528799416455809222062949 | 0.022984197210835447605134276899578291932
f(z) = 163/17*z^3 - 146/17*z + 1
*
-1 | 0.090713071425285959255391217041014547576 | 0.017808700436648536578110458474521691271
f(z) = 163/18*z^3 - 145/18*z + 1
*
-1 | 0.11714731843560587466331336114253987153 | 0.022998245657404196286921815847496247164
f(z) = 163/19*z^3 - 144/19*z + 1
*
[ 1/8 ] 
f(z) = 164*z^3 - 153/16*z + 1
*
[ -1 ] 
f(z) = 164/3*z^3 - 158/3*z + 1
*
-1 | 0.11674913454673360456021883958456151375 | 0.022892586737128197863666662670601076705
f(z) = 164/5*z^3 - 159/5*z + 1
*
[ -1 ] 
f(z) = 164/5*z^3 - 154/5*z + 1
*
-1 | 0.11682296985026648400029161980459964805 | 0.022907064626809787123501050088678648605
f(z) = 164/7*z^3 - 157/7*z + 1
*
[ -1 ] 
f(z) = 164/7*z^3 - 150/7*z + 1
*
-1 | 0.10333322457056622770738347869522022794 | 0.020261947255479827244220790110344566418
f(z) = 164/9*z^3 - 155/9*z + 1
*
[ -1 ] 
f(z) = 164/9*z^3 - 146/9*z + 1
*
-1 | 0.11696925007005366120761442753760585032 | 0.022935747774075976611602305280236362569
f(z) = 164/11*z^3 - 153/11*z + 1
*
[ -1 ] 
f(z) = 164/11*z^3 - 142/11*z + 1
*
-1 | 0.11704170948871014056444833735695350050 | 0.022949955875343325561755462203600843636
f(z) = 164/13*z^3 - 151/13*z + 1
*
-1 | 0.096770086102542916042904506418020548424 | 0.018975023654458495776634843682454410756
f(z) = 164/15*z^3 - 149/15*z + 1
*
-1 | 0.11718530193383802974729954497824829754 | 0.022978111994167235879461348345135013975
f(z) = 164/17*z^3 - 147/17*z + 1
*
-1 | 0.11725644847144144351867058294666206315 | 0.022992062661034753751757025916249249740
f(z) = 164/19*z^3 - 145/19*z + 1
*
[ -1/2 ] 
f(z) = 165*z^3 - 153/4*z + 1
*
[ 2/5 ] 
f(z) = 165/2*z^3 - 147/10*z + 1
*
[ -1/2 ] 
f(z) = 165/2*z^3 - 141/8*z + 1
*
[ -1 ] 
f(z) = 165/4*z^3 - 157/4*z + 1
*
-1 | 0.11693398343707606595781900861291973575 | 0.022901533914686869311513996735946677685
f(z) = 165/7*z^3 - 158/7*z + 1
*
[ -1 ] 
f(z) = 165/7*z^3 - 151/7*z + 1
*
-1 | 0.10841313587109847768826992587301958714 | 0.021232724952755620094559644988380791341
f(z) = 165/8*z^3 - 157/8*z + 1
*
[ -1 ] 
f(z) = 165/8*z^3 - 149/8*z + 1
*
-1 | 0.11715143840811627084606184488718117861 | 0.022944122495421180345200123267409993663
f(z) = 165/13*z^3 - 152/13*z + 1
*
-1 | 0.10435123257482624045832740670819127214 | 0.020437200731622637474171465290707516499
f(z) = 165/14*z^3 - 151/14*z + 1
*
[ -2 ] 
f(z) = 165/16*z^3 - 159/4*z + 1
*
-1 | 0.10870129890176553227466031633859357660 | 0.021289161714985068354990000466518002398
f(z) = 165/16*z^3 - 149/16*z + 1
*
-1 | 0.11729420012239914072703934645999060172 | 0.022972082393350487852131889488610448387
f(z) = 165/17*z^3 - 148/17*z + 1
*
-1 | 0.11736493865811168373273167187447710762 | 0.022985936543590463637830487283383008403
f(z) = 165/19*z^3 - 146/19*z + 1
*
[ -1 ] 
f(z) = 166/3*z^3 - 160/3*z + 1
*
[ -1 ] 
f(z) = 166/5*z^3 - 156/5*z + 1
*
-1 | 0.11704433541409768053267970631138282148 | 0.022896051450022409233543150522836212417
f(z) = 166/7*z^3 - 159/7*z + 1
*
[ -1 ] 
f(z) = 166/7*z^3 - 152/7*z + 1
*
-1 | 0.10355372817377398115634249461180709689 | 0.020257037469775636233980776793096713329
f(z) = 166/9*z^3 - 157/9*z + 1
*
[ -1 ] 
f(z) = 166/9*z^3 - 148/9*z + 1
*
-1 | 0.11718890231238263852146171219231869473 | 0.022924331427258316306933088653883612131
f(z) = 166/11*z^3 - 155/11*z + 1
*
[ -1 ] 
f(z) = 166/11*z^3 - 144/11*z + 1
*
-1 | 0.11726052072393218330352786093206458673 | 0.022938341322139651584655913783081852283
f(z) = 166/13*z^3 - 153/13*z + 1
*
-1 | 0.096988066446067379326520879866053643396 | 0.018972671778867481440444961447367851894
f(z) = 166/15*z^3 - 151/15*z + 1
*
-1 | 0.11740246127003708389514761033650068403 | 0.022966107535984722831130933244769753545
f(z) = 166/17*z^3 - 149/17*z + 1
*
-1 | 0.11747279646070295047227647629337027417 | 0.022979866408966788128677156630223089676
f(z) = 166/19*z^3 - 147/19*z + 1
*
[ -1/2 ] 
f(z) = 167*z^3 - 155/4*z + 1
*
[ -1/2 ] 
f(z) = 167/2*z^3 - 143/8*z + 1
*
[ -1 ] 
f(z) = 167/4*z^3 - 159/4*z + 1
*
[ -1 ] 
f(z) = 167/5*z^3 - 157/5*z + 1
*
[ -1 ] 
f(z) = 167/6*z^3 - 155/6*z + 1
*
-1 | 0.11715403362153965212797787538589578059 | 0.022890616502371001849169572098710889434
f(z) = 167/7*z^3 - 160/7*z + 1
*
[ -1 ] 
f(z) = 167/7*z^3 - 153/7*z + 1
*
-1 | 0.10863275880736678479399817537070897589 | 0.021225652626584474201186813006600884613
f(z) = 167/8*z^3 - 159/8*z + 1
*
[ -1 ] 
f(z) = 167/8*z^3 - 151/8*z + 1
*
-1 | 0.10366300295273031523756662828765037637 | 0.020254616701808763398618032088968658424
f(z) = 167/9*z^3 - 158/9*z + 1
*
[ -1 ] 
f(z) = 167/9*z^3 - 149/9*z + 1
*
-1 | 0.10442658638895343951268625298536994015 | 0.020403812551629956215395256401997544122
f(z) = 167/10*z^3 - 157/10*z + 1
*
[ -1 ] 
f(z) = 167/10*z^3 - 147/10*z + 1
*
-1 | 0.11729775882543277614888333531343802409 | 0.022918698834855350027865424226253278877
f(z) = 167/11*z^3 - 156/11*z + 1
*
[ -1 ] 
f(z) = 167/11*z^3 - 145/11*z + 1
*
-1 | 0.088432404506910195091425041900420977389 | 0.017278724388522023178947695546284609689
f(z) = 167/12*z^3 - 155/12*z + 1
*
[ -1 ] 
f(z) = 167/12*z^3 - 143/12*z + 1
*
-1 | 0.11736896401488337246625542441807893124 | 0.022932611549887917191572346119129769190
f(z) = 167/13*z^3 - 154/13*z + 1
*
[ -1 ] 
f(z) = 167/13*z^3 - 141/13*z + 1
*
-1 | 0.10456834628931637765652749622367647760 | 0.020431510885304962761460146313648133823
f(z) = 167/14*z^3 - 153/14*z + 1
*
-1 | 0.097095067827177040389189273862117376500 | 0.018971314031606462672114052875242137561
f(z) = 167/15*z^3 - 152/15*z + 1
*
-1 | 0.10891759617506720448731852305719175612 | 0.021281306732107106193107599194262979088
f(z) = 167/16*z^3 - 151/16*z + 1
*
-1 | 0.11751009279120433050301405360094622318 | 0.022960186568829629426448703222679413897
f(z) = 167/17*z^3 - 150/17*z + 1
*
-1 | 0.091145939103762238322997015842828007802 | 0.017808919362628623714296212464448721430
f(z) = 167/18*z^3 - 149/18*z + 1
*
-1 | 0.11758002921432185589640043275793600152 | 0.022973851380801041499974584420408138742
f(z) = 167/19*z^3 - 148/19*z + 1
*
[ -1 ] 
f(z) = 168/5*z^3 - 158/5*z + 1
*
-1 | 0.11740597901700176233902108443473400663 | 0.022913115605210589240432060058018655380
f(z) = 168/11*z^3 - 157/11*z + 1
*
[ -1 ] 
f(z) = 168/11*z^3 - 146/11*z + 1
*
-1 | 0.11747677572718024187726410782285970189 | 0.022926932390508663209632417852062257646
f(z) = 168/13*z^3 - 155/13*z + 1
*
[ -1 ] 
f(z) = 168/13*z^3 - 142/13*z + 1
*
-1 | 0.11761710197158183300075027970404574819 | 0.022954318657267301437561323424893588055
f(z) = 168/17*z^3 - 151/17*z + 1
*
-1 | 0.11768664412709751233894600786937264438 | 0.022967890601917033006329925761473229544
f(z) = 168/19*z^3 - 149/19*z + 1
*
[ -1/2 ] 
f(z) = 169/2*z^3 - 145/8*z + 1
*
[ 5/13 ] 
f(z) = 169/2*z^3 - 141/10*z + 1
*
[ 5/13 ] 
f(z) = 169/3*z^3 - 149/15*z + 1
*
11/26 | 0.16295854954675475974040092961209491392 | 0.025008244483405221808398447818709545044
f(z) = 169/3*z^3 - 145/12*z + 1
*
14/39 | 0.13675134144788623419906510675221387289 | 0.018663715075240590920059696394612240444
f(z) = 169/4*z^3 - 143/18*z + 1
*
[ -1 ] 
f(z) = 169/5*z^3 - 159/5*z + 1
*
[ -1 ] 
f(z) = 169/7*z^3 - 155/7*z + 1
*
8/13 | 0.13046019619455980176577404997370482462 | 0.022404116082230911716797997975218105733
f(z) = 169/7*z^3 - 149/14*z + 1
*
[ -14/13 ] 
f(z) = 169/8*z^3 - 158/7*z + 1
*
[ -1 ] 
f(z) = 169/8*z^3 - 153/8*z + 1
*
-1 | 0.10387963654078182087975581640082727069 | 0.020249841627202491635650188464553920876
f(z) = 169/9*z^3 - 160/9*z + 1
*
8/13 | 0.14189248638742442066463183503604218715 | 0.024367399628000786860945989492465501369
f(z) = 169/9*z^3 - 155/18*z + 1
*
[ -1 ] 
f(z) = 169/9*z^3 - 151/9*z + 1
*
-1 | 0.10464215553033630681917310608345785380 | 0.020398483741195169259334114476896490209
f(z) = 169/10*z^3 - 159/10*z + 1
*
[ -1 ] 
f(z) = 169/10*z^3 - 149/10*z + 1
*
-1 | 0.11751357028507739828563463131654562203 | 0.022907580990483473698302986902202963696
f(z) = 169/11*z^3 - 158/11*z + 1
*
12/13 | 0.11922994335570557751897034077047119735 | 0.023242163243664259448839492837992111734
f(z) = 169/11*z^3 - 155/11*z + 1
*
-1 | 0.10478294292054959364441376771204550996 | 0.020425928218764235266441408385122651233
f(z) = 169/14*z^3 - 155/14*z + 1
*
[ -1 ] 
f(z) = 169/14*z^3 - 141/14*z + 1
*
-1 | 0.097310297918306495206056105680815478513 | 0.018969243512591599626979588253771016009
f(z) = 169/15*z^3 - 154/15*z + 1
*
-1 | 0.10913139484143275630207750177792343227 | 0.021273596401419254962626730700614799043
f(z) = 169/16*z^3 - 153/16*z + 1
*
-1 | 0.11772349597104549196968404911205014796 | 0.022948502984782778625415046168426294768
f(z) = 169/17*z^3 - 152/17*z + 1
*
-1 | 0.091358949092931969016985388797519558760 | 0.017809113623854844918301844512049172566
f(z) = 169/18*z^3 - 151/18*z + 1
*
-1 | 0.11779264828309753427398257473373119784 | 0.022961983233788646043023442439790887453
f(z) = 169/19*z^3 - 150/19*z + 1
*
[ -1 ] 
f(z) = 170/7*z^3 - 156/7*z + 1
*
[ -1 ] 
f(z) = 170/9*z^3 - 152/9*z + 1
*
-1 | 0.11762053989934427975855698568017045743 | 0.022902094258765237459744619072786226791
f(z) = 170/11*z^3 - 159/11*z + 1
*
[ -1 ] 
f(z) = 170/11*z^3 - 148/11*z + 1
*
-1 | 0.11769053355642402870501067413452453824 | 0.022915722842117498009102688984200272124
f(z) = 170/13*z^3 - 157/13*z + 1
*
[ -1 ] 
f(z) = 170/13*z^3 - 144/13*z + 1
*
-1 | 0.11789804864516075675059197452189274807 | 0.022956128456021597023909910455547181763
f(z) = 170/19*z^3 - 151/19*z + 1
*
[ -1/2 ] 
f(z) = 171*z^3 - 159/4*z + 1
*
[ 2/3 ] 
f(z) = 171*z^3 - 153/2*z + 1
*
[ -2/3 ] 
f(z) = 171*z^3 - 147/2*z + 1
*
[ -1/2 ] 
f(z) = 171/2*z^3 - 147/8*z + 1
*
[ 2/3 ] 
f(z) = 171/5*z^3 - 157/10*z + 1
*
[ 2/3 ] 
f(z) = 171/7*z^3 - 159/14*z + 1
*
[ -1 ] 
f(z) = 171/7*z^3 - 157/7*z + 1
*
[ -1 ] 
f(z) = 171/8*z^3 - 155/8*z + 1
*
[ 4/3 ] 
f(z) = 171/8*z^3 - 151/4*z + 1
*
[ -4/3 ] 
f(z) = 171/8*z^3 - 145/4*z + 1
*
[ -1 ] 
f(z) = 171/10*z^3 - 151/10*z + 1
*
-1 | 0.11772689500413437014882081546598723584 | 0.022896654693643891409039314667500333854
f(z) = 171/11*z^3 - 160/11*z + 1
*
[ -1 ] 
f(z) = 171/11*z^3 - 149/11*z + 1
*
-1 | 0.11779649393042962351144928978571068305 | 0.022910190959782353858296315867464208589
f(z) = 171/13*z^3 - 158/13*z + 1
*
[ -1 ] 
f(z) = 171/13*z^3 - 145/13*z + 1
*
-1 | 0.10499508018704938388819986476684778669 | 0.020420449341587538916803827048003639742
f(z) = 171/14*z^3 - 157/14*z + 1
*
[ -1 ] 
f(z) = 171/14*z^3 - 143/14*z + 1
*
-1 | 0.10934275199885386067089292922264604418 | 0.021266026218414879745386063049896914068
f(z) = 171/16*z^3 - 155/16*z + 1
*
-1 | 0.11793446645491647666552157512797210422 | 0.022937025178507606574910705315850895024
f(z) = 171/17*z^3 - 154/17*z + 1
*
[ 1/8 ] 
f(z) = 172*z^3 - 155/16*z + 1
*
[ -1 ] 
f(z) = 172/7*z^3 - 158/7*z + 1
*
[ -1 ] 
f(z) = 172/9*z^3 - 154/9*z + 1
*
[ -1 ] 
f(z) = 172/11*z^3 - 150/11*z + 1
*
-1 | 0.11790185124561261107235923666123874319 | 0.022904706702783979388154480389404416614
f(z) = 172/13*z^3 - 159/13*z + 1
*
[ -1 ] 
f(z) = 172/13*z^3 - 146/13*z + 1
*
-1 | 0.097627015537811744384390190745475673933 | 0.018965929148164442171735707634127638485
f(z) = 172/15*z^3 - 157/15*z + 1
*
[ -1 ] 
f(z) = 172/15*z^3 - 142/15*z + 1
*
-1 | 0.11803905665557616119089651668383897568 | 0.022931361497768526292302536983034023524
f(z) = 172/17*z^3 - 155/17*z + 1
*
-1 | 0.11810706524912417945971617220994356758 | 0.022944573477665611847441551046476512863
f(z) = 172/19*z^3 - 153/19*z + 1
*
[ -1/2 ] 
f(z) = 173/2*z^3 - 149/8*z + 1
*
[ -1 ] 
f(z) = 173/7*z^3 - 159/7*z + 1
*
[ -1 ] 
f(z) = 173/8*z^3 - 157/8*z + 1
*
[ -1 ] 
f(z) = 173/9*z^3 - 155/9*z + 1
*
[ -1 ] 
f(z) = 173/10*z^3 - 153/10*z + 1
*
[ -1 ] 
f(z) = 173/11*z^3 - 151/11*z + 1
*
[ -1 ] 
f(z) = 173/12*z^3 - 149/12*z + 1
*
-1 | 0.11800661232997007331182402129445770934 | 0.022899269363287518079191424191781930078
f(z) = 173/13*z^3 - 160/13*z + 1
*
[ -1 ] 
f(z) = 173/13*z^3 - 147/13*z + 1
*
-1 | 0.10520546598311360740305523520665409649 | 0.020415197559447739618918597561747504205
f(z) = 173/14*z^3 - 159/14*z + 1
*
[ -1 ] 
f(z) = 173/14*z^3 - 145/14*z + 1
*
-1 | 0.097731395130020911477627625189729696415 | 0.018964848648263898161385820399051294963
f(z) = 173/15*z^3 - 158/15*z + 1
*
[ -1 ] 
f(z) = 173/15*z^3 - 143/15*z + 1
*
-1 | 0.10955172280923891826836716207589935274 | 0.021258591872854311219208814143154735372
f(z) = 173/16*z^3 - 157/16*z + 1
*
[ -1 ] 
f(z) = 173/16*z^3 - 141/16*z + 1
*
-1 | 0.11814305911319038368657812199267701122 | 0.022925746961288375622729044018361883442
f(z) = 173/17*z^3 - 156/17*z + 1
*
-1 | 0.091777751779053445315136802565004244793 | 0.017809539805014230162273747949278207728
f(z) = 173/18*z^3 - 155/18*z + 1
*
-1 | 0.11821069483494266627786439161491500176 | 0.022938871722523407990947860859875751404
f(z) = 173/19*z^3 - 154/19*z + 1
*
[ -1 ] 
f(z) = 174/7*z^3 - 160/7*z + 1
*
[ -1 ] 
f(z) = 174/11*z^3 - 152/11*z + 1
*
[ -1 ] 
f(z) = 174/13*z^3 - 148/13*z + 1
*
-1 | 0.11824648040023185010194654027186364722 | 0.022920180835866401126114643423065596617
f(z) = 174/17*z^3 - 157/17*z + 1
*
-1 | 0.11831374731978727447597761395679951628 | 0.022933219447715680164692484027121742523
f(z) = 174/19*z^3 - 155/19*z + 1
*
4/15 | 0.14125449785498419340867505042836539216 | 0.019186945858263372925381632278409611306
f(z) = 175*z^3 - 157/9*z + 1
*
[ -1/2 ] 
f(z) = 175/2*z^3 - 151/8*z + 1
*
[ 2/15 ] 
f(z) = 175/2*z^3 - 145/18*z + 1
*
[ -3/5 ] 
f(z) = 175/4*z^3 - 157/12*z + 1
*
[ 1/10 ] 
f(z) = 175/4*z^3 - 151/16*z + 1
*
2/35 | 0.14997925332084227250438281836195288477 | 0.021092063382679424224023878661681755971
f(z) = 175/4*z^3 - 149/14*z + 1
*
3/10 | 0.11028673791491594992250836351673187606 | 0.016834893219819634051996830620225223419
f(z) = 175/4*z^3 - 143/16*z + 1
*
[ -1 ] 
f(z) = 175/8*z^3 - 159/8*z + 1
*
[ -6/5 ] 
f(z) = 175/9*z^3 - 157/6*z + 1
*
[ -1 ] 
f(z) = 175/9*z^3 - 157/9*z + 1
*
[ -1 ] 
f(z) = 175/11*z^3 - 153/11*z + 1
*
[ -1 ] 
f(z) = 175/12*z^3 - 151/12*z + 1
*
[ -1 ] 
f(z) = 175/13*z^3 - 149/13*z + 1
*
-1 | 0.10975836058500894444879772460157137871 | 0.021251289238153892454668467404132250787
f(z) = 175/16*z^3 - 159/16*z + 1
*
[ -1 ] 
f(z) = 175/16*z^3 - 143/16*z + 1
*
-1 | 0.11834932697948023996345172096943733150 | 0.022914662403633783100037598953624860014
f(z) = 175/17*z^3 - 158/17*z + 1
*
[ -1 ] 
f(z) = 175/17*z^3 - 141/17*z + 1
*
-1 | 0.11841622910012143588907059530059813492 | 0.022927615916321235787750234476207552105
f(z) = 175/19*z^3 - 156/19*z + 1
*
3/44 | 0.22510296756488588745599645600846678880 | 0.029742559086792864968837752319429976054
f(z) = 176*z^3 - 141/11*z + 1
*
[ -1 ] 
f(z) = 176/9*z^3 - 158/9*z + 1
*
[ -1 ] 
f(z) = 176/13*z^3 - 150/13*z + 1
*
[ -1 ] 
f(z) = 176/15*z^3 - 146/15*z + 1
*
-1 | 0.11845160520645098770919894833888515720 | 0.022909190961643613260232024783137714753
f(z) = 176/17*z^3 - 159/17*z + 1
*
[ -1 ] 
f(z) = 176/17*z^3 - 142/17*z + 1
*
-1 | 0.11851814646657860401698484925380913105 | 0.022922060406784817167106099977226442420
f(z) = 176/19*z^3 - 157/19*z + 1
*
[ -1/2 ] 
f(z) = 177/2*z^3 - 153/8*z + 1
*
[ -1 ] 
f(z) = 177/10*z^3 - 157/10*z + 1
*
[ -1 ] 
f(z) = 177/11*z^3 - 155/11*z + 1
*
[ -1 ] 
f(z) = 177/13*z^3 - 151/13*z + 1
*
[ -1 ] 
f(z) = 177/14*z^3 - 149/14*z + 1
*
[ -1 ] 
f(z) = 177/16*z^3 - 145/16*z + 1
*
-1 | 0.11855332133175717868481754406650896539 | 0.022903765821474178791134973847135485350
f(z) = 177/17*z^3 - 160/17*z + 1
*
[ -1 ] 
f(z) = 177/17*z^3 - 143/17*z + 1
*
-1 | 0.11861950560628555156554850411711305146 | 0.022916552212507628067894577239676211268
f(z) = 177/19*z^3 - 158/19*z + 1
*
[ -1/3 ] 
f(z) = 178*z^3 - 142/9*z + 1
*
[ -1 ] 
f(z) = 178/9*z^3 - 160/9*z + 1
*
[ -1 ] 
f(z) = 178/11*z^3 - 156/11*z + 1
*
[ -1 ] 
f(z) = 178/13*z^3 - 152/13*z + 1
*
[ -1 ] 
f(z) = 178/15*z^3 - 148/15*z + 1
*
[ -1 ] 
f(z) = 178/17*z^3 - 144/17*z + 1
*
-1 | 0.11872031260512222280149194586912994917 | 0.022911090641451095252080267769253535074
f(z) = 178/19*z^3 - 159/19*z + 1
*
[ -1/3 ] 
f(z) = 179*z^3 - 143/9*z + 1
*
[ -1/2 ] 
f(z) = 179/2*z^3 - 155/8*z + 1
*
[ -1/2 ] 
f(z) = 179/3*z^3 - 143/12*z + 1
*
[ -1 ] 
f(z) = 179/10*z^3 - 159/10*z + 1
*
[ -1 ] 
f(z) = 179/11*z^3 - 157/11*z + 1
*
[ -1 ] 
f(z) = 179/12*z^3 - 155/12*z + 1
*
[ -1 ] 
f(z) = 179/13*z^3 - 153/13*z + 1
*
[ -1 ] 
f(z) = 179/14*z^3 - 151/14*z + 1
*
[ -1 ] 
f(z) = 179/15*z^3 - 149/15*z + 1
*
[ -1 ] 
f(z) = 179/16*z^3 - 147/16*z + 1
*
[ -1 ] 
f(z) = 179/17*z^3 - 145/17*z + 1
*
[ -1 ] 
f(z) = 179/18*z^3 - 143/18*z + 1
*
-1 | 0.11882057344992020972135688277929357911 | 0.022905675015753363463398137060909475413
f(z) = 179/19*z^3 - 160/19*z + 1
*
[ -1 ] 
f(z) = 179/19*z^3 - 141/19*z + 1
*
[ 3/16 ] 
f(z) = 160/3*z^3 - 149/24*z + 1
*
[ 1/8 ] 
f(z) = 160/11*z^3 - 159/22*z + 1
*
[ 1/7 ] 
f(z) = 161/3*z^3 - 149/21*z + 1
*
[ 4/9 ] 
f(z) = 162/5*z^3 - 153/20*z + 1
*
[ 2/9 ] 
f(z) = 162/19*z^3 - 149/38*z + 1
*
[ 1/4 ] 
f(z) = 164/9*z^3 - 149/36*z + 1
*
[ 2/11 ] 
f(z) = 165/2*z^3 - 159/22*z + 1
*
[ 1/4 ] 
f(z) = 166/3*z^3 - 155/24*z + 1
*
[ 5/13 ] 
f(z) = 169/4*z^3 - 157/20*z + 1
*
3/26 | 0.10365892268832564469169352836677434375 | 0.015907896140989389000603807726781368166
f(z) = 169/5*z^3 - 149/20*z + 1
*
2/13 | 0.15663538825049567805836552681450948825 | 0.024037867881228342061587822368799314814
f(z) = 169/5*z^3 - 141/20*z + 1
*
3/26 | 0.12072511831194219042776201468801490365 | 0.018526940025118770328415637534642428716
f(z) = 169/6*z^3 - 145/24*z + 1
*
2/13 | 0.15483474218554435765048306305612198566 | 0.023761533824834054832773775049454041971
f(z) = 169/7*z^3 - 149/28*z + 1
*
9/26 | 0.081379992328197045498511859696210125048 | 0.012488885976597859769380480747461860537
f(z) = 169/9*z^3 - 157/36*z + 1
*
[ 9/26 ] 
f(z) = 169/9*z^3 - 149/36*z + 1
*
[ 4/13 ] 
f(z) = 169/9*z^3 - 145/36*z + 1
*
[ 6/13 ] 
f(z) = 169/10*z^3 - 143/30*z + 1
*
6/13 | 0.18177560791732263541161991521525689974 | 0.029184440360226700178219019205519622933
f(z) = 169/11*z^3 - 152/33*z + 1
*
[ -9/13 ] 
f(z) = 169/12*z^3 - 155/36*z + 1
*
[ 8/13 ] 
f(z) = 169/12*z^3 - 143/24*z + 1
*
10/13 | 0.20028301580447159906734658147668774388 | 0.029718505971560652533506024116570317040
f(z) = 169/16*z^3 - 143/20*z + 1
*
[ 1/4 ] 
f(z) = 170/3*z^3 - 157/24*z + 1
*
[ 1/6 ] 
f(z) = 171/7*z^3 - 159/28*z + 1
*
[ 2/9 ] 
f(z) = 171/16*z^3 - 145/36*z + 1
*
[ 1/4 ] 
f(z) = 172/9*z^3 - 151/36*z + 1
*
[ -3/7 ] 
f(z) = 175/3*z^3 - 155/21*z + 1
*
[ 4/15 ] 
f(z) = 175/8*z^3 - 155/36*z + 1
*
[ -4/5 ] 
f(z) = 175/18*z^3 - 143/36*z + 1
*
[ 1/8 ] 
f(z) = 176/5*z^3 - 151/20*z + 1
*
-1/2 | 0.18488769069325399000998199498199311983 | 0.028197947322652722398062872841047392617
f(z) = 176/5*z^3 - 141/20*z + 1
*
[ 2/7 ] 
f(z) = 161/12*z^3 - 151/42*z + 1
*
[ 1/3 ] 
f(z) = 165/16*z^3 - 151/48*z + 1
*
[ 1/3 ] 
f(z) = 165/17*z^3 - 157/51*z + 1
*
[ 1/3 ] 
f(z) = 168/17*z^3 - 158/51*z + 1
*
[ 6/13 ] 
f(z) = 169/14*z^3 - 157/42*z + 1
*
[ 1/3 ] 
f(z) = 174/17*z^3 - 160/51*z + 1
*
[ 2/7 ] 
f(z) = 175/12*z^3 - 155/42*z + 1
*
[ 1/3 ] 
f(z) = 177/14*z^3 - 143/42*z + 1
*
[ 1/3 ] 
f(z) = 177/16*z^3 - 155/48*z + 1
*
[ 3/20 ] 
f(z) = 160*z^3 - 139/15*z + 1
*
1/4 | 0.15485645927488043058829752234675007809 | 0.020989634006904236995209742856040195745
f(z) = 160*z^3 - 131/10*z + 1
*
[ 1/16 ] 
f(z) = 160*z^3 - 125/8*z + 1
*
[ -1/3 ] 
f(z) = 160*z^3 - 124/9*z + 1
*
9/40 | 0.20009921376608207929727617490646125606 | 0.027121950751592888688049607288244883967
f(z) = 160*z^3 - 121/10*z + 1
*
[ 1/8 ] 
f(z) = 160/9*z^3 - 131/18*z + 1
*
[ -1 ] 
f(z) = 160/11*z^3 - 138/11*z + 1
*
[ -1 ] 
f(z) = 160/13*z^3 - 134/13*z + 1
*
[ -1 ] 
f(z) = 160/17*z^3 - 126/17*z + 1
*
[ -1 ] 
f(z) = 160/19*z^3 - 122/19*z + 1
*
[ -1/3 ] 
f(z) = 161*z^3 - 125/9*z + 1
*
[ -1/2 ] 
f(z) = 161/2*z^3 - 137/8*z + 1
*
[ 2/7 ] 
f(z) = 161/2*z^3 - 127/14*z + 1
*
[ -1/2 ] 
f(z) = 161/3*z^3 - 125/12*z + 1
*
[ -1 ] 
f(z) = 161/11*z^3 - 139/11*z + 1
*
[ -1 ] 
f(z) = 161/12*z^3 - 137/12*z + 1
*
[ -1 ] 
f(z) = 161/13*z^3 - 135/13*z + 1
*
[ -1 ] 
f(z) = 161/15*z^3 - 131/15*z + 1
*
[ -1 ] 
f(z) = 161/16*z^3 - 129/16*z + 1
*
[ -1 ] 
f(z) = 161/17*z^3 - 127/17*z + 1
*
[ -1 ] 
f(z) = 161/18*z^3 - 125/18*z + 1
*
[ -1 ] 
f(z) = 161/19*z^3 - 123/19*z + 1
*
[ -2/3 ] 
f(z) = 162*z^3 - 139/2*z + 1
*
[ 4/9 ] 
f(z) = 162*z^3 - 133/4*z + 1
*
1/3 | 0.16924726306469942502036687616083155208 | 0.027358803001051488053239773746787699058
f(z) = 162/5*z^3 - 124/15*z + 1
*
[ -1 ] 
f(z) = 162/11*z^3 - 140/11*z + 1
*
[ -1 ] 
f(z) = 162/13*z^3 - 136/13*z + 1
*
[ 1/9 ] 
f(z) = 162/17*z^3 - 138/17*z + 1
*
[ -1 ] 
f(z) = 162/17*z^3 - 128/17*z + 1
*
[ -1 ] 
f(z) = 162/19*z^3 - 124/19*z + 1
*
[ -1/3 ] 
f(z) = 163*z^3 - 127/9*z + 1
*
[ -1/2 ] 
f(z) = 163/2*z^3 - 139/8*z + 1
*
[ -1/2 ] 
f(z) = 163/3*z^3 - 127/12*z + 1
*
[ -1 ] 
f(z) = 163/12*z^3 - 139/12*z + 1
*
[ -1 ] 
f(z) = 163/13*z^3 - 137/13*z + 1
*
[ -1 ] 
f(z) = 163/14*z^3 - 135/14*z + 1
*
[ -1 ] 
f(z) = 163/15*z^3 - 133/15*z + 1
*
[ -1 ] 
f(z) = 163/16*z^3 - 131/16*z + 1
*
[ -1 ] 
f(z) = 163/17*z^3 - 129/17*z + 1
*
[ -1 ] 
f(z) = 163/18*z^3 - 127/18*z + 1
*
[ -1 ] 
f(z) = 163/19*z^3 - 125/19*z + 1
*
[ -1/3 ] 
f(z) = 164*z^3 - 128/9*z + 1
*
[ 3/4 ] 
f(z) = 164/9*z^3 - 127/12*z + 1
*
[ 3/2 ] 
f(z) = 164/9*z^3 - 122/3*z + 1
*
[ -1 ] 
f(z) = 164/13*z^3 - 138/13*z + 1
*
[ -1 ] 
f(z) = 164/15*z^3 - 134/15*z + 1
*
[ -1 ] 
f(z) = 164/17*z^3 - 130/17*z + 1
*
[ -1 ] 
f(z) = 164/19*z^3 - 126/19*z + 1
*
[ 1/11 ] 
f(z) = 165*z^3 - 125/11*z + 1
*
[ -1 ] 
f(z) = 165/13*z^3 - 139/13*z + 1
*
[ -1 ] 
f(z) = 165/14*z^3 - 137/14*z + 1
*
[ -1 ] 
f(z) = 165/16*z^3 - 133/16*z + 1
*
[ -1 ] 
f(z) = 165/17*z^3 - 131/17*z + 1
*
[ -1 ] 
f(z) = 165/19*z^3 - 127/19*z + 1
*
[ -1/3 ] 
f(z) = 166*z^3 - 130/9*z + 1
*
[ -1 ] 
f(z) = 166/13*z^3 - 140/13*z + 1
*
[ -1 ] 
f(z) = 166/15*z^3 - 136/15*z + 1
*
[ -1 ] 
f(z) = 166/17*z^3 - 132/17*z + 1
*
[ -1 ] 
f(z) = 166/19*z^3 - 128/19*z + 1
*
[ -1/3 ] 
f(z) = 167*z^3 - 131/9*z + 1
*
[ -1/2 ] 
f(z) = 167/3*z^3 - 131/12*z + 1
*
[ -1 ] 
f(z) = 167/14*z^3 - 139/14*z + 1
*
[ -1 ] 
f(z) = 167/15*z^3 - 137/15*z + 1
*
[ -1 ] 
f(z) = 167/16*z^3 - 135/16*z + 1
*
[ -1 ] 
f(z) = 167/17*z^3 - 133/17*z + 1
*
[ -1 ] 
f(z) = 167/18*z^3 - 131/18*z + 1
*
[ -1 ] 
f(z) = 167/19*z^3 - 129/19*z + 1
*
3/28 | 0.15917930382277826592245419131729683215 | 0.020504813459400819381918775667010323772
f(z) = 168*z^3 - 139/14*z + 1
*
[ -1 ] 
f(z) = 168/17*z^3 - 134/17*z + 1
*
[ -1 ] 
f(z) = 168/19*z^3 - 130/19*z + 1
*
[ 5/13 ] 
f(z) = 169*z^3 - 133/5*z + 1
*
10/39 | 0.21097311422907799584518361560861405861 | 0.028793444004410245639271791842531572203
f(z) = 169*z^3 - 127/9*z + 1
*
5/39 | 0.12784607133592452254741670996404742030 | 0.017448330843700547768776113907166733581
f(z) = 169/2*z^3 - 133/18*z + 1
*
15/52 | 0.21500084186576800093488009133762855810 | 0.027206729979055486706013176608614995270
f(z) = 169/3*z^3 - 123/16*z + 1
*
[ 8/13 ] 
f(z) = 169/4*z^3 - 133/8*z + 1
*
[ -1/2 ] 
f(z) = 169/4*z^3 - 121/16*z + 1
*
3/13 | 0.16267487781582503606780574811813885644 | 0.026117779630160612318403502177829739526
f(z) = 169/5*z^3 - 127/15*z + 1
*
2/13 | 0.11490193054274301790281285738918039159 | 0.022398479371237655157276476276442200335
f(z) = 169/10*z^3 - 129/10*z + 1
*
[ 1/13 ] 
f(z) = 169/10*z^3 - 121/10*z + 1
*
[ 11/13 ] 
f(z) = 169/11*z^3 - 123/11*z + 1
*
1/13 | 0.13025153592689511896809666341601588805 | 0.025390664253855221508022170157044425700
f(z) = 169/12*z^3 - 121/12*z + 1
*
3/13 | 0.12711552315415147935775969399165754713 | 0.024779343651438480345967791899981510578
f(z) = 169/15*z^3 - 134/15*z + 1
*
[ -1 ] 
f(z) = 169/16*z^3 - 137/16*z + 1
*
[ -1 ] 
f(z) = 169/17*z^3 - 135/17*z + 1
*
11/13 | 0.094764821875690604296447501295337081157 | 0.018473039555345620715451250871233017258
f(z) = 169/18*z^3 - 139/18*z + 1
*
[ -1 ] 
f(z) = 169/19*z^3 - 131/19*z + 1
*
[ -1/3 ] 
f(z) = 170*z^3 - 134/9*z + 1
*
[ -1 ] 
f(z) = 170/19*z^3 - 132/19*z + 1
*
[ 2/9 ] 
f(z) = 171/2*z^3 - 139/18*z + 1
*
[ -1/2 ] 
f(z) = 171/4*z^3 - 123/16*z + 1
*
[ -2/3 ] 
f(z) = 171/5*z^3 - 127/10*z + 1
*
[ -1 ] 
f(z) = 171/16*z^3 - 139/16*z + 1
*
[ -1 ] 
f(z) = 171/17*z^3 - 137/17*z + 1
*
[ -1/3 ] 
f(z) = 172*z^3 - 136/9*z + 1
*
[ 3/4 ] 
f(z) = 172/9*z^3 - 133/12*z + 1
*
[ 3/2 ] 
f(z) = 172/9*z^3 - 128/3*z + 1
*
[ -3/2 ] 
f(z) = 172/9*z^3 - 124/3*z + 1
*
[ -1 ] 
f(z) = 172/17*z^3 - 138/17*z + 1
*
[ -1 ] 
f(z) = 172/19*z^3 - 134/19*z + 1
*
[ -1/3 ] 
f(z) = 173*z^3 - 137/9*z + 1
*
[ -1/2 ] 
f(z) = 173/3*z^3 - 137/12*z + 1
*
[ -1/2 ] 
f(z) = 173/4*z^3 - 125/16*z + 1
*
[ -1 ] 
f(z) = 173/17*z^3 - 139/17*z + 1
*
[ -1 ] 
f(z) = 173/18*z^3 - 137/18*z + 1
*
[ -1 ] 
f(z) = 173/19*z^3 - 135/19*z + 1
*
[ -1 ] 
f(z) = 174/17*z^3 - 140/17*z + 1
*
[ -1 ] 
f(z) = 174/19*z^3 - 136/19*z + 1
*
[ -1/3 ] 
f(z) = 175*z^3 - 139/9*z + 1
*
[ -3/10 ] 
f(z) = 175*z^3 - 137/12*z + 1
*
[ -2/7 ] 
f(z) = 175*z^3 - 137/14*z + 1
*
[ 1/15 ] 
f(z) = 175*z^3 - 133/9*z + 1
*
[ 2/7 ] 
f(z) = 175/2*z^3 - 135/14*z + 1
*
[ 2/15 ] 
f(z) = 175/4*z^3 - 131/18*z + 1
*
[ -1/2 ] 
f(z) = 175/4*z^3 - 127/16*z + 1
*
4/5 | 0.10888183447201159271651822808763099133 | 0.021081577246713619016061837937572785319
f(z) = 175/12*z^3 - 127/12*z + 1
*
[ 6/5 ] 
f(z) = 175/12*z^3 - 125/6*z + 1
*
[ -1 ] 
f(z) = 175/18*z^3 - 139/18*z + 1
*
[ -1 ] 
f(z) = 175/19*z^3 - 137/19*z + 1
*
[ -1/3 ] 
f(z) = 176*z^3 - 140/9*z + 1
*
[ 1/11 ] 
f(z) = 176*z^3 - 126/11*z + 1
*
[ 3/2 ] 
f(z) = 176/9*z^3 - 131/3*z + 1
*
[ -3/2 ] 
f(z) = 176/9*z^3 - 127/3*z + 1
*
[ -1 ] 
f(z) = 176/19*z^3 - 138/19*z + 1
*
[ -1/2 ] 
f(z) = 177/4*z^3 - 129/16*z + 1
*
[ 2/3 ] 
f(z) = 177/4*z^3 - 121/6*z + 1
*
[ -1 ] 
f(z) = 177/19*z^3 - 139/19*z + 1
*
[ -1 ] 
f(z) = 178/19*z^3 - 140/19*z + 1
*
[ -1/2 ] 
f(z) = 179/4*z^3 - 131/16*z + 1
*
[ -3/7 ] 
f(z) = 161/3*z^3 - 137/21*z + 1
*
[ 11/18 ] 
f(z) = 162/11*z^3 - 135/22*z + 1
*
[ 2/9 ] 
f(z) = 162/17*z^3 - 135/34*z + 1
*
1/4 | 0.18778786517897422387175043158251806029 | 0.028952082948524167796257289221793154574
f(z) = 164/5*z^3 - 121/20*z + 1
*
[ 1/4 ] 
f(z) = 164/7*z^3 - 125/28*z + 1
*
[ 2/11 ] 
f(z) = 165/4*z^3 - 129/22*z + 1
*
1/3 | 0.16661792014331010467645949618128301377 | 0.026854117008708481224953699155016736696
f(z) = 165/8*z^3 - 127/24*z + 1
*
[ 2/9 ] 
f(z) = 165/8*z^3 - 122/27*z + 1
*
[ 1/3 ] 
f(z) = 165/13*z^3 - 133/39*z + 1
*
[ 4/5 ] 
f(z) = 165/16*z^3 - 137/20*z + 1
*
-4/5 | 0.15305504894386517034914738653260731798 | 0.022791706763208950090996947938232229531
f(z) = 165/16*z^3 - 127/20*z + 1
*
[ 1/2 ] 
f(z) = 166/19*z^3 - 121/38*z + 1
*
[ 2/5 ] 
f(z) = 167/8*z^3 - 121/25*z + 1
*
[ 1/3 ] 
f(z) = 168/11*z^3 - 122/33*z + 1
*
[ 1/3 ] 
f(z) = 168/13*z^3 - 134/39*z + 1
*
[ 1/4 ] 
f(z) = 168/17*z^3 - 123/34*z + 1
*
[ 1/4 ] 
f(z) = 168/19*z^3 - 135/38*z + 1
*
3/26 | 0.10994111038445515220709079662721347431 | 0.016871984777224894911747935703530075046
f(z) = 169/5*z^3 - 129/20*z + 1
*
2/13 | 0.17714849429809130895421535351060181654 | 0.027185887869005079185208546537214940464
f(z) = 169/5*z^3 - 121/20*z + 1
*
[ 4/13 ] 
f(z) = 169/7*z^3 - 127/28*z + 1
*
[ 7/26 ] 
f(z) = 169/7*z^3 - 125/28*z + 1
*
[ 2/5 ] 
f(z) = 169/8*z^3 - 122/25*z + 1
*
3/13 | 0.12253523304166898347566080422861144817 | 0.019673278729220938380360284794354931304
f(z) = 169/10*z^3 - 137/30*z + 1
*
[ 3/13 ] 
f(z) = 169/10*z^3 - 127/30*z + 1
*
[ 3/13 ] 
f(z) = 169/11*z^3 - 137/33*z + 1
*
[ 2/13 ] 
f(z) = 169/11*z^3 - 129/22*z + 1
*
[ -10/13 ] 
f(z) = 169/15*z^3 - 131/30*z + 1
*
14/39 | 0.17607362447395419530493625993384312714 | 0.024030389206083975785157773466566609436
f(z) = 169/16*z^3 - 139/36*z + 1
*
[ 10/13 ] 
f(z) = 169/16*z^3 - 131/20*z + 1
*
6/13 | 0.18115914141685489662720477801959080682 | 0.024724456541933677305543350059392590616
f(z) = 169/16*z^3 - 127/36*z + 1
*
[ 3/10 ] 
f(z) = 170/9*z^3 - 121/30*z + 1
*
[ 1/2 ] 
f(z) = 170/19*z^3 - 123/38*z + 1
*
[ 2/5 ] 
f(z) = 171/8*z^3 - 123/25*z + 1
*
[ 4/9 ] 
f(z) = 171/16*z^3 - 121/36*z + 1
*
[ 1/4 ] 
f(z) = 172/7*z^3 - 127/28*z + 1
*
[ 2/5 ] 
f(z) = 173/8*z^3 - 124/25*z + 1
*
[ 1/3 ] 
f(z) = 174/11*z^3 - 124/33*z + 1
*
[ 1/3 ] 
f(z) = 174/13*z^3 - 136/39*z + 1
*
[ 1/2 ] 
f(z) = 174/17*z^3 - 121/34*z + 1
*
[ 1/2 ] 
f(z) = 174/19*z^3 - 125/38*z + 1
*
[ -3/5 ] 
f(z) = 175/8*z^3 - 125/24*z + 1
*
[ -4/7 ] 
f(z) = 175/8*z^3 - 123/28*z + 1
*
6/35 | 0.19736667776860905081859303649914880950 | 0.027756308855725337704750993611137819639
f(z) = 175/16*z^3 - 135/28*z + 1
*
[ 4/15 ] 
f(z) = 175/16*z^3 - 127/36*z + 1
*
4/35 | 0.16033008640641158210082655160527352401 | 0.022547734234949386990398299147578758476
f(z) = 175/16*z^3 - 123/28*z + 1
*
[ 4/7 ] 
f(z) = 175/16*z^3 - 121/28*z + 1
*
[ 3/11 ] 
f(z) = 176/9*z^3 - 136/33*z + 1
*
1/3 | 0.16480458057552385460957260278373273492 | 0.026264674264555572052380029454699222604
f(z) = 177/8*z^3 - 131/24*z + 1
*
[ 2/5 ] 
f(z) = 177/8*z^3 - 126/25*z + 1
*
[ 2/9 ] 
f(z) = 177/8*z^3 - 124/27*z + 1
*
[ 1/3 ] 
f(z) = 177/11*z^3 - 125/33*z + 1
*
[ 1/3 ] 
f(z) = 177/13*z^3 - 137/39*z + 1
*
[ 1/2 ] 
f(z) = 178/17*z^3 - 123/34*z + 1
*
[ 1/2 ] 
f(z) = 178/19*z^3 - 127/38*z + 1
*
[ 2/5 ] 
f(z) = 179/8*z^3 - 127/25*z + 1
*
[ 3/7 ] 
f(z) = 161/18*z^3 - 125/42*z + 1
*
[ 1/3 ] 
f(z) = 165/14*z^3 - 139/42*z + 1
*
[ 4/11 ] 
f(z) = 165/16*z^3 - 137/44*z + 1
*
[ 3/7 ] 
f(z) = 175/18*z^3 - 131/42*z + 1
*
3/40 | 0.20602576896895445949348135070420298695 | 0.027925250951096958750646576630696761436
f(z) = 160*z^3 - 119/10*z + 1
*
[ -3/8 ] 
f(z) = 160*z^3 - 113/6*z + 1
*
1/16 | 0.18769467553300072821327410915861972882 | 0.026234069362181325018576747320048570085
f(z) = 160*z^3 - 109/8*z + 1
*
[ 1/12 ] 
f(z) = 160*z^3 - 109/9*z + 1
*
1/10 | 0.091999958358324695341101614166507497452 | 0.012469905767146158609747744404880149973
f(z) = 160*z^3 - 101/10*z + 1
*
[ 3/10 ] 
f(z) = 160/3*z^3 - 107/15*z + 1
*
[ 3/20 ] 
f(z) = 160/3*z^3 - 103/15*z + 1
*
1/4 | 0.14187109364589680291795372450942642779 | 0.024594868029942927898400311824101847309
f(z) = 160/7*z^3 - 111/14*z + 1
*
[ 1/8 ] 
f(z) = 160/7*z^3 - 103/14*z + 1
*
[ 3/2 ] 
f(z) = 160/9*z^3 - 119/3*z + 1
*
[ -3/2 ] 
f(z) = 160/9*z^3 - 115/3*z + 1
*
[ 3/5 ] 
f(z) = 160/9*z^3 - 106/15*z + 1
*
[ 1/7 ] 
f(z) = 161/2*z^3 - 107/14*z + 1
*
[ -1/2 ] 
f(z) = 161/4*z^3 - 113/16*z + 1
*
[ -4/9 ] 
f(z) = 162*z^3 - 115/4*z + 1
*
[ 1/4 ] 
f(z) = 162*z^3 - 105/8*z + 1
*
[ -2/3 ] 
f(z) = 162/5*z^3 - 119/10*z + 1
*
[ 1/9 ] 
f(z) = 162/13*z^3 - 106/13*z + 1
*
[ -1/2 ] 
f(z) = 163/4*z^3 - 115/16*z + 1
*
[ -3/2 ] 
f(z) = 164/9*z^3 - 118/3*z + 1
*
[ 1/6 ] 
f(z) = 165*z^3 - 115/12*z + 1
*
2/15 | 0.12546004713428202403202251666602788845 | 0.016055812205736499522873514521374851529
f(z) = 165/2*z^3 - 112/15*z + 1
*
[ -1/2 ] 
f(z) = 165/4*z^3 - 117/16*z + 1
*
[ 2/3 ] 
f(z) = 165/4*z^3 - 113/6*z + 1
*
-2/3 | 0.089916015737568824235117580279563684271 | 0.011507047031675854081467043398032728451
f(z) = 165/8*z^3 - 118/15*z + 1
*
2/5 | 0.17326006137090450820570029928752327043 | 0.022173042906226414109938527326630162777
f(z) = 165/8*z^3 - 112/15*z + 1
*
[ 2/15 ] 
f(z) = 165/8*z^3 - 103/15*z + 1
*
[ 1/4 ] 
f(z) = 166*z^3 - 107/8*z + 1
*
[ 1/2 ] 
f(z) = 166/9*z^3 - 101/18*z + 1
*
[ -1/2 ] 
f(z) = 167/4*z^3 - 119/16*z + 1
*
1/12 | 0.19104885782253132987364145769500182437 | 0.027625288842390260416568840012545429082
f(z) = 168*z^3 - 103/6*z + 1
*
[ 3/26 ] 
f(z) = 169*z^3 - 119/12*z + 1
*
3/13 | 0.16731144624687024882769382984641015591 | 0.022834534041978751693932298616898330392
f(z) = 169*z^3 - 115/9*z + 1
*
3/26 | 0.13918388203754140203021269613974406486 | 0.018278061666888371381747534864618036411
f(z) = 169*z^3 - 115/12*z + 1
*
[ -5/13 ] 
f(z) = 169*z^3 - 107/5*z + 1
*
[ 1/26 ] 
f(z) = 169*z^3 - 101/4*z + 1
*
[ 6/13 ] 
f(z) = 169/2*z^3 - 115/6*z + 1
*
-5/13 | 0.19150446449660395370375526864058464167 | 0.028415922083373107266138887725519547601
f(z) = 169/2*z^3 - 107/10*z + 1
*
9/52 | 0.19189163548965296441442289587352317792 | 0.024282434741654680792113027655541886229
f(z) = 169/3*z^3 - 107/16*z + 1
*
[ 3/26 ] 
f(z) = 169/3*z^3 - 101/12*z + 1
*
[ -8/13 ] 
f(z) = 169/4*z^3 - 107/8*z + 1
*
2/13 | 0.12426838932334050181332105249583363310 | 0.021340788232450038122963634955753576425
f(z) = 169/5*z^3 - 113/10*z + 1
*
1/13 | 0.13786242108760131490446209368244840751 | 0.026874296891389728199318458434419831512
f(z) = 169/8*z^3 - 105/8*z + 1
*
[ 1/13 ] 
f(z) = 169/9*z^3 - 109/9*z + 1
*
[ 2/13 ] 
f(z) = 169/9*z^3 - 107/18*z + 1
*
[ 10/13 ] 
f(z) = 169/10*z^3 - 103/10*z + 1
*
[ -12/13 ] 
f(z) = 169/12*z^3 - 119/12*z + 1
*
10/13 | 0.12248272635344173238183241818090734234 | 0.023876246522594052644162876717327006729
f(z) = 169/15*z^3 - 109/15*z + 1
*
[ 12/13 ] 
f(z) = 169/16*z^3 - 109/12*z + 1
*
[ 1/4 ] 
f(z) = 170*z^3 - 109/8*z + 1
*
[ 1/10 ] 
f(z) = 170*z^3 - 107/10*z + 1
*
[ 3/5 ] 
f(z) = 170/9*z^3 - 112/15*z + 1
*
[ 1/2 ] 
f(z) = 170/9*z^3 - 103/18*z + 1
*
[ 2/9 ] 
f(z) = 171/4*z^3 - 101/18*z + 1
*
[ -2/3 ] 
f(z) = 171/7*z^3 - 117/14*z + 1
*
[ -3/4 ] 
f(z) = 172/9*z^3 - 101/12*z + 1
*
[ 1/4 ] 
f(z) = 174*z^3 - 111/8*z + 1
*
[ 1/2 ] 
f(z) = 174/7*z^3 - 101/14*z + 1
*
8/35 | 0.14571825400827638123137552998709201343 | 0.020492825384194844808707505628947721493
f(z) = 175/2*z^3 - 113/14*z + 1
*
[ 1/10 ] 
f(z) = 175/3*z^3 - 115/12*z + 1
*
[ 4/5 ] 
f(z) = 175/4*z^3 - 113/4*z + 1
*
[ -4/5 ] 
f(z) = 175/4*z^3 - 103/4*z + 1
*
[ 2/35 ] 
f(z) = 175/8*z^3 - 116/7*z + 1
*
[ -6/5 ] 
f(z) = 175/12*z^3 - 115/6*z + 1
*
[ 4/5 ] 
f(z) = 175/12*z^3 - 115/12*z + 1
*
[ 1/12 ] 
f(z) = 176*z^3 - 110/9*z + 1
*
[ 3/8 ] 
f(z) = 176/3*z^3 - 119/12*z + 1
*
[ 3/4 ] 
f(z) = 176/15*z^3 - 104/15*z + 1
*
[ 1/6 ] 
f(z) = 177*z^3 - 119/12*z + 1
*
[ -2/3 ] 
f(z) = 177/4*z^3 - 103/6*z + 1
*
[ 1/4 ] 
f(z) = 178*z^3 - 113/8*z + 1
*
[ 1/2 ] 
f(z) = 178/7*z^3 - 103/14*z + 1
*
[ 1/2 ] 
f(z) = 178/9*z^3 - 107/18*z + 1
*
[ 3/16 ] 
f(z) = 160/9*z^3 - 119/24*z + 1
*
[ -1/2 ] 
f(z) = 161/5*z^3 - 101/20*z + 1
*
[ 2/5 ] 
f(z) = 161/8*z^3 - 118/25*z + 1
*
[ 4/7 ] 
f(z) = 161/16*z^3 - 113/28*z + 1
*
[ 1/6 ] 
f(z) = 162/11*z^3 - 119/22*z + 1
*
[ 1/2 ] 
f(z) = 162/17*z^3 - 115/34*z + 1
*
[ 1/2 ] 
f(z) = 162/19*z^3 - 119/38*z + 1
*
[ -1/2 ] 
f(z) = 163/5*z^3 - 103/20*z + 1
*
[ 2/5 ] 
f(z) = 163/8*z^3 - 119/25*z + 1
*
[ 1/4 ] 
f(z) = 164/5*z^3 - 101/20*z + 1
*
[ 1/5 ] 
f(z) = 165/4*z^3 - 113/20*z + 1
*
[ 1/3 ] 
f(z) = 165/8*z^3 - 103/24*z + 1
*
[ 1/2 ] 
f(z) = 166/11*z^3 - 105/22*z + 1
*
[ 1/2 ] 
f(z) = 166/13*z^3 - 109/26*z + 1
*
[ 1/2 ] 
f(z) = 166/15*z^3 - 113/30*z + 1
*
[ 1/2 ] 
f(z) = 166/17*z^3 - 117/34*z + 1
*
[ -1/2 ] 
f(z) = 167/5*z^3 - 107/20*z + 1
*
[ 3/13 ] 
f(z) = 169/8*z^3 - 107/24*z + 1
*
-8/13 | 0.16797072142506912085456512337956442876 | 0.028845852229219984957508214156477897650
f(z) = 169/12*z^3 - 101/24*z + 1
*
[ 6/13 ] 
f(z) = 169/15*z^3 - 107/30*z + 1
*
[ 4/13 ] 
f(z) = 169/18*z^3 - 113/36*z + 1
*
[ 1/2 ] 
f(z) = 170/11*z^3 - 107/22*z + 1
*
[ 1/2 ] 
f(z) = 170/13*z^3 - 111/26*z + 1
*
[ 1/6 ] 
f(z) = 171/5*z^3 - 119/20*z + 1
*
[ -1/2 ] 
f(z) = 171/5*z^3 - 111/20*z + 1
*
[ 1/4 ] 
f(z) = 172/5*z^3 - 103/20*z + 1
*
[ -1/2 ] 
f(z) = 173/5*z^3 - 113/20*z + 1
*
[ 1/2 ] 
f(z) = 174/11*z^3 - 109/22*z + 1
*
[ 1/2 ] 
f(z) = 174/13*z^3 - 113/26*z + 1
*
[ 3/10 ] 
f(z) = 175/6*z^3 - 119/24*z + 1
*
6/35 | 0.15182622827888834219013804184752991699 | 0.021351809394336062302903590861014312273
f(z) = 175/6*z^3 - 116/21*z + 1
*
[ 6/35 ] 
f(z) = 175/8*z^3 - 115/21*z + 1
*
[ 3/7 ] 
f(z) = 175/9*z^3 - 103/21*z + 1
*
[ 2/5 ] 
f(z) = 175/17*z^3 - 107/34*z + 1
*
[ 2/5 ] 
f(z) = 175/19*z^3 - 113/38*z + 1
*
[ -1/2 ] 
f(z) = 177/5*z^3 - 117/20*z + 1
*
[ 1/3 ] 
f(z) = 177/7*z^3 - 101/21*z + 1
*
[ 1/3 ] 
f(z) = 177/8*z^3 - 107/24*z + 1
*
[ 1/3 ] 
f(z) = 177/10*z^3 - 119/30*z + 1
*
[ 1/2 ] 
f(z) = 178/11*z^3 - 111/22*z + 1
*
[ 1/2 ] 
f(z) = 178/13*z^3 - 115/26*z + 1
*
[ 1/2 ] 
f(z) = 178/15*z^3 - 119/30*z + 1
*
[ -1/2 ] 
f(z) = 179/5*z^3 - 119/20*z + 1
*
[ 1/20 ] 
f(z) = 160*z^3 - 97/5*z + 1
*
[ 1/6 ] 
f(z) = 160*z^3 - 85/9*z + 1
*
[ 1/5 ] 
f(z) = 160/3*z^3 - 92/15*z + 1
*
[ 3/4 ] 
f(z) = 160/3*z^3 - 91/3*z + 1
*
[ -3/4 ] 
f(z) = 160/3*z^3 - 83/3*z + 1
*
[ 3/20 ] 
f(z) = 160/9*z^3 - 91/15*z + 1
*
[ 2/7 ] 
f(z) = 161/4*z^3 - 81/14*z + 1
*
[ 2/3 ] 
f(z) = 161/8*z^3 - 85/9*z + 1
*
-2 | 0.10755590449330401400158508027340035616 | 0.016613796793620037637829507385706095951
f(z) = 161/8*z^3 - 81*z + 1
*
-1/3 | 0.16470098814194582562596010047228266015 | 0.023941338814770554889650323956741923118
f(z) = 162*z^3 - 95/6*z + 1
*
-1/3 | 0.20481733199542047873512236860704743730 | 0.029772748759792442596536420799600571981
f(z) = 162*z^3 - 91/6*z + 1
*
[ 1/2 ] 
f(z) = 162*z^3 - 83/2*z + 1
*
1/3 | 0.17736542392766812541811909067330235561 | 0.028671102885605023022516690305400273301
f(z) = 162/5*z^3 - 89/15*z + 1
*
5/18 | 0.077701278872822537569075470315635613246 | 0.013441398785563057859284348495843420335
f(z) = 162/5*z^3 - 81/10*z + 1
*
[ 7/9 ] 
f(z) = 162/7*z^3 - 100/7*z + 1
*
[ -7/9 ] 
f(z) = 162/7*z^3 - 82/7*z + 1
*
[ 1/9 ] 
f(z) = 162/11*z^3 - 90/11*z + 1
*
[ 2/3 ] 
f(z) = 163/8*z^3 - 86/9*z + 1
*
-2 | 0.10778591011138560736419458920848444691 | 0.016617828885017905174344238010710280316
f(z) = 163/8*z^3 - 82*z + 1
*
[ 2 ] 
f(z) = 163/8*z^3 - 81*z + 1
*
[ 1/6 ] 
f(z) = 164*z^3 - 86/9*z + 1
*
[ -3/4 ] 
f(z) = 164/9*z^3 - 95/12*z + 1
*
[ -2/5 ] 
f(z) = 165/2*z^3 - 97/10*z + 1
*
[ -2/3 ] 
f(z) = 165/4*z^3 - 95/6*z + 1
*
[ 2/5 ] 
f(z) = 165/4*z^3 - 81/10*z + 1
*
-2 | 0.10801309256711830163408947861718856017 | 0.016621791741656048147072452648559299402
f(z) = 165/8*z^3 - 83*z + 1
*
[ 2 ] 
f(z) = 165/8*z^3 - 82*z + 1
*
[ -2 ] 
f(z) = 165/8*z^3 - 81*z + 1
*
[ 1/2 ] 
f(z) = 166*z^3 - 85/2*z + 1
*
[ 1/2 ] 
f(z) = 166/3*z^3 - 89/6*z + 1
*
[ 1/2 ] 
f(z) = 166/5*z^3 - 93/10*z + 1
*
[ 1/2 ] 
f(z) = 166/7*z^3 - 97/14*z + 1
*
[ 2/3 ] 
f(z) = 167/8*z^3 - 88/9*z + 1
*
-2 | 0.10823752036031546898926754176385692173 | 0.016625687445702461661487952066002688282
f(z) = 167/8*z^3 - 84*z + 1
*
[ 2 ] 
f(z) = 167/8*z^3 - 83*z + 1
*
[ -2 ] 
f(z) = 167/8*z^3 - 82*z + 1
*
[ 1/14 ] 
f(z) = 168*z^3 - 97/7*z + 1
*
1/4 | 0.12184001659844721125564136817493561291 | 0.017617826609674579338206095452961718481
f(z) = 168*z^3 - 85/6*z + 1
*
[ 1/6 ] 
f(z) = 168/5*z^3 - 89/15*z + 1
*
[ 1/3 ] 
f(z) = 168/5*z^3 - 86/15*z + 1
*
5/39 | 0.10785505330416076803251259270556701233 | 0.014719972491537540288624594317690307855
f(z) = 169*z^3 - 88/9*z + 1
*
9/26 | 0.13890992007369541777183584394707183156 | 0.021317649500657540728161178413918033798
f(z) = 169/2*z^3 - 97/8*z + 1
*
[ -6/13 ] 
f(z) = 169/2*z^3 - 89/6*z + 1
*
4/13 | 0.17363383386299866868917187938928246672 | 0.026646514588613123748562529665421744958
f(z) = 169/2*z^3 - 89/8*z + 1
*
[ -5/13 ] 
f(z) = 169/2*z^3 - 89/10*z + 1
*
[ 4/13 ] 
f(z) = 169/3*z^3 - 91/12*z + 1
*
6/13 | 0.17356645079019137168576124944081876867 | 0.029806814836343329267610561898001826084
f(z) = 169/5*z^3 - 87/10*z + 1
*
3/13 | 0.12243598770121980118717191231768945590 | 0.019657344689706203601204079196200303105
f(z) = 169/5*z^3 - 82/15*z + 1
*
4/13 | 0.16453836810496498596571155019653722604 | 0.028256409284460329602619804163088963184
f(z) = 169/6*z^3 - 95/12*z + 1
*
[ 1/13 ] 
f(z) = 169/7*z^3 - 85/7*z + 1
*
[ 2/13 ] 
f(z) = 169/7*z^3 - 85/14*z + 1
*
[ 1/13 ] 
f(z) = 169/8*z^3 - 97/8*z + 1
*
[ 2/3 ] 
f(z) = 169/8*z^3 - 89/9*z + 1
*
-2 | 0.10845925952634212513680838986107096917 | 0.016629517991030671781128051751669970033
f(z) = 169/8*z^3 - 85*z + 1
*
[ 2 ] 
f(z) = 169/8*z^3 - 84*z + 1
*
[ -2 ] 
f(z) = 169/8*z^3 - 83*z + 1
*
[ 3/26 ] 
f(z) = 169/9*z^3 - 95/12*z + 1
*
[ 9/13 ] 
f(z) = 169/9*z^3 - 85/9*z + 1
*
9/13 | 0.053260231553147021310639304334594918384 | 0.010382316398998473571753759762167455215
f(z) = 169/12*z^3 - 97/12*z + 1
*
1/13 | 0.12706704720714431508770188797774947145 | 0.024769893962526271247544005285845051275
f(z) = 169/14*z^3 - 99/14*z + 1
*
8/13 | 0.063148996565091229814878527123086780397 | 0.012309988963600462533547267015439711625
f(z) = 169/14*z^3 - 85/14*z + 1
*
[ 2/13 ] 
f(z) = 169/14*z^3 - 81/14*z + 1
*
5/13 | 0.089414743205578368905686074202634185349 | 0.017430118638691135915209601725760434785
f(z) = 169/15*z^3 - 94/15*z + 1
*
1/13 | 0.14967278708209802804163044743824069344 | 0.029176557939963631297508282902706055883
f(z) = 169/16*z^3 - 97/16*z + 1
*
[ -12/13 ] 
f(z) = 169/16*z^3 - 83/12*z + 1
*
[ 12/13 ] 
f(z) = 169/18*z^3 - 97/12*z + 1
*
[ 9/13 ] 
f(z) = 169/18*z^3 - 89/18*z + 1
*
[ 1/2 ] 
f(z) = 170*z^3 - 87/2*z + 1
*
[ 1/5 ] 
f(z) = 170/3*z^3 - 94/15*z + 1
*
[ 1/2 ] 
f(z) = 170/3*z^3 - 91/6*z + 1
*
[ 1/2 ] 
f(z) = 170/7*z^3 - 99/14*z + 1
*
[ 1/9 ] 
f(z) = 171*z^3 - 91/9*z + 1
*
[ 1/6 ] 
f(z) = 171/4*z^3 - 99/16*z + 1
*
-2 | 0.10867837375299279534177662586007635071 | 0.016633285288014921495119818812456338208
f(z) = 171/8*z^3 - 86*z + 1
*
[ 2 ] 
f(z) = 171/8*z^3 - 85*z + 1
*
[ -2 ] 
f(z) = 171/8*z^3 - 84*z + 1
*
2/3 | 0.13424244199499730262582226833718832891 | 0.026108756537603659411615443219888642778
f(z) = 171/10*z^3 - 91/10*z + 1
*
[ 2/3 ] 
f(z) = 171/10*z^3 - 81/10*z + 1
*
[ 2/3 ] 
f(z) = 171/14*z^3 - 83/14*z + 1
*
[ 1/6 ] 
f(z) = 172*z^3 - 88/9*z + 1
*
[ 2/3 ] 
f(z) = 173/8*z^3 - 91/9*z + 1
*
-2 | 0.10889492449051836668662509112049981569 | 0.016636991168009598737907905396030624962
f(z) = 173/8*z^3 - 87*z + 1
*
[ 2 ] 
f(z) = 173/8*z^3 - 86*z + 1
*
[ -2 ] 
f(z) = 173/8*z^3 - 85*z + 1
*
[ 1/2 ] 
f(z) = 174*z^3 - 89/2*z + 1
*
[ -1/2 ] 
f(z) = 174*z^3 - 81/2*z + 1
*
[ 1/2 ] 
f(z) = 174/5*z^3 - 97/10*z + 1
*
[ 1/3 ] 
f(z) = 174/5*z^3 - 88/15*z + 1
*
3/10 | 0.11128045927887193574223792457378140982 | 0.016986581386218741695430667286231033932
f(z) = 175/2*z^3 - 87/8*z + 1
*
[ 2/7 ] 
f(z) = 175/4*z^3 - 85/14*z + 1
*
6/35 | 0.11305221421297438641163039558042360464 | 0.015898895446767358365240526079368284390
f(z) = 175/4*z^3 - 81/14*z + 1
*
[ 6/5 ] 
f(z) = 175/8*z^3 - 94/3*z + 1
*
[ 2/3 ] 
f(z) = 175/8*z^3 - 92/9*z + 1
*
[ -6/5 ] 
f(z) = 175/8*z^3 - 89/3*z + 1
*
-2 | 0.10910897105527848240318264130432550173 | 0.016640637387537239503954793954255989778
f(z) = 175/8*z^3 - 88*z + 1
*
[ 2 ] 
f(z) = 175/8*z^3 - 87*z + 1
*
[ -2 ] 
f(z) = 175/8*z^3 - 86*z + 1
*
[ 2/5 ] 
f(z) = 175/9*z^3 - 83/18*z + 1
*
[ -4/5 ] 
f(z) = 175/12*z^3 - 85/12*z + 1
*
[ 6/5 ] 
f(z) = 175/18*z^3 - 83/6*z + 1
*
[ 1/5 ] 
f(z) = 175/19*z^3 - 83/19*z + 1
*
[ 1/6 ] 
f(z) = 176*z^3 - 89/9*z + 1
*
[ 3/4 ] 
f(z) = 176/3*z^3 - 100/3*z + 1
*
[ 1/8 ] 
f(z) = 176/3*z^3 - 95/12*z + 1
*
[ -3/4 ] 
f(z) = 176/3*z^3 - 92/3*z + 1
*
1/8 | 0.16610587650201313221182438234982879075 | 0.025333459128751640162425621561528860471
f(z) = 176/3*z^3 - 83/12*z + 1
*
-3/4 | 0.081881325155125448676885158905190771870 | 0.015836297962376975831563230379778549157
f(z) = 176/15*z^3 - 89/15*z + 1
*
[ 1/3 ] 
f(z) = 177/4*z^3 - 83/12*z + 1
*
[ 1/3 ] 
f(z) = 177/5*z^3 - 89/15*z + 1
*
-2 | 0.10932057072745778437837941727393440130 | 0.016644225632207298395519123524426015100
f(z) = 177/8*z^3 - 89*z + 1
*
[ 2 ] 
f(z) = 177/8*z^3 - 88*z + 1
*
[ -2 ] 
f(z) = 177/8*z^3 - 87*z + 1
*
[ 1/2 ] 
f(z) = 178*z^3 - 91/2*z + 1
*
[ -1/2 ] 
f(z) = 178*z^3 - 83/2*z + 1
*
[ 1/2 ] 
f(z) = 178/3*z^3 - 95/6*z + 1
*
[ 1/2 ] 
f(z) = 178/5*z^3 - 99/10*z + 1
*
[ 2/3 ] 
f(z) = 179/8*z^3 - 94/9*z + 1
*
-2 | 0.10952977884324953073040754404273982378 | 0.016647757520385949326467377871916297228
f(z) = 179/8*z^3 - 90*z + 1
*
[ 2 ] 
f(z) = 179/8*z^3 - 89*z + 1
*
[ -2 ] 
f(z) = 179/8*z^3 - 88*z + 1
*
[ 3/7 ] 
f(z) = 161/9*z^3 - 97/21*z + 1
*
[ 2/7 ] 
f(z) = 161/16*z^3 - 93/28*z + 1
*
[ -2/3 ] 
f(z) = 162/11*z^3 - 89/22*z + 1
*
[ 1/3 ] 
f(z) = 165/7*z^3 - 97/21*z + 1
*
[ -4/5 ] 
f(z) = 165/16*z^3 - 87/20*z + 1
*
[ 1/4 ] 
f(z) = 168/11*z^3 - 87/22*z + 1
*
[ 1/4 ] 
f(z) = 168/13*z^3 - 99/26*z + 1
*
[ 3/13 ] 
f(z) = 169/7*z^3 - 97/21*z + 1
*
[ 4/13 ] 
f(z) = 169/14*z^3 - 95/28*z + 1
*
3/26 | 0.15178350608313191485059369338110105026 | 0.023293279421257458804496362560932872063
f(z) = 169/18*z^3 - 91/24*z + 1
*
[ -2/3 ] 
f(z) = 171/11*z^3 - 97/22*z + 1
*
[ 1/3 ] 
f(z) = 174/7*z^3 - 100/21*z + 1
*
-18/35 | 0.24424007791307743201801055745027810894 | 0.029751602164996310096186825216390401898
f(z) = 175/8*z^3 - 97/21*z + 1
*
[ 2/5 ] 
f(z) = 175/11*z^3 - 89/22*z + 1
*
[ 2/5 ] 
f(z) = 175/13*z^3 - 95/26*z + 1
*
[ 2/7 ] 
f(z) = 175/16*z^3 - 95/28*z + 1
*
1/20 | 0.14697147581282369069755865986747961026 | 0.021986538904645984266642297115843573828
f(z) = 160*z^3 - 77/5*z + 1
*
1/8 | 0.17103705139302592458601048366844471814 | 0.029651098043563317047560261736920752445
f(z) = 160/3*z^3 - 77/6*z + 1
*
[ 1/4 ] 
f(z) = 160/17*z^3 - 61/17*z + 1
*
[ 1/4 ] 
f(z) = 160/19*z^3 - 67/19*z + 1
*
[ 1/7 ] 
f(z) = 161*z^3 - 65/7*z + 1
*
[ 2 ] 
f(z) = 161/8*z^3 - 80*z + 1
*
[ -2 ] 
f(z) = 161/8*z^3 - 79*z + 1
*
[ -1/2 ] 
f(z) = 162*z^3 - 75/2*z + 1
*
1/9 | 0.12223302174039240358356318242088429517 | 0.021144861626617023223421104739593400099
f(z) = 162/5*z^3 - 79/10*z + 1
*
[ 7/18 ] 
f(z) = 162/7*z^3 - 71/14*z + 1
*
[ 2/9 ] 
f(z) = 162/7*z^3 - 65/14*z + 1
*
[ -2 ] 
f(z) = 163/8*z^3 - 80*z + 1
*
[ 1/4 ] 
f(z) = 164/3*z^3 - 77/12*z + 1
*
[ 1/3 ] 
f(z) = 165*z^3 - 61/3*z + 1
*
[ 1/5 ] 
f(z) = 165/2*z^3 - 73/10*z + 1
*
[ 1/3 ] 
f(z) = 165/2*z^3 - 67/6*z + 1
*
[ 1/3 ] 
f(z) = 165/4*z^3 - 79/12*z + 1
*
[ 2/3 ] 
f(z) = 165/16*z^3 - 61/12*z + 1
*
[ -1/2 ] 
f(z) = 166*z^3 - 77/2*z + 1
*
[ -1/2 ] 
f(z) = 166/3*z^3 - 65/6*z + 1
*
[ -2/3 ] 
f(z) = 167/8*z^3 - 61/9*z + 1
*
[ 1/8 ] 
f(z) = 168*z^3 - 77/8*z + 1
*
[ 1/12 ] 
f(z) = 168*z^3 - 73/6*z + 1
*
1/12 | 0.11710495122610845410391191293304789438 | 0.016933145475804792991401618453825248793
f(z) = 168*z^3 - 67/6*z + 1
*
[ 1/7 ] 
f(z) = 168*z^3 - 66/7*z + 1
*
[ 1/3 ] 
f(z) = 168*z^3 - 62/3*z + 1
*
1/6 | 0.097261647789152765249045537781354482444 | 0.014063842851958134779603725024204904766
f(z) = 168*z^3 - 61/6*z + 1
*
[ 1/2 ] 
f(z) = 168/19*z^3 - 61/19*z + 1
*
7/26 | 0.11318013142721290340505127995802961925 | 0.017369057378505869436007804308862399919
f(z) = 169*z^3 - 69/4*z + 1
*
7/26 | 0.17346266534311551731135777018544695516 | 0.026620246410570263253459574273636643362
f(z) = 169/2*z^3 - 73/8*z + 1
*
3/26 | 0.096267208275758219118612516243665094204 | 0.014773535276247159439674846473833987828
f(z) = 169/2*z^3 - 65/8*z + 1
*
[ 6/13 ] 
f(z) = 169/3*z^3 - 79/6*z + 1
*
2/13 | 0.15403495597277559962292454742889396624 | 0.023638795562871068656562819616062648734
f(z) = 169/3*z^3 - 79/12*z + 1
*
2/13 | 0.092479957148598846813683282604281550941 | 0.015881715309909588139383265106593252884
f(z) = 169/3*z^3 - 65/6*z + 1
*
[ 3/13 ] 
f(z) = 169/4*z^3 - 67/12*z + 1
*
[ 6/13 ] 
f(z) = 169/4*z^3 - 61/6*z + 1
*
[ 3/13 ] 
f(z) = 169/5*z^3 - 77/15*z + 1
*
[ 2/13 ] 
f(z) = 169/5*z^3 - 63/10*z + 1
*
[ 1/13 ] 
f(z) = 169/5*z^3 - 61/5*z + 1
*
1/13 | 0.068750506464350467926894234337510437123 | 0.013401922783456248280667262693540740380
f(z) = 169/6*z^3 - 67/6*z + 1
*
4/13 | 0.12570428212922951091511053791657873277 | 0.021587376157680516235588244042933910416
f(z) = 169/6*z^3 - 65/12*z + 1
*
10/39 | 0.11724429572817030286266856685697179495 | 0.016001408881986812331542318335917192856
f(z) = 169/8*z^3 - 71/9*z + 1
*
[ 8/13 ] 
f(z) = 169/8*z^3 - 69/8*z + 1
*
[ 10/13 ] 
f(z) = 169/8*z^3 - 64/5*z + 1
*
[ -2/3 ] 
f(z) = 169/8*z^3 - 62/9*z + 1
*
6/13 | 0.068426301630420611588348260646300379269 | 0.010500962883066273229020496950056664601
f(z) = 169/9*z^3 - 71/12*z + 1
*
[ -10/13 ] 
f(z) = 169/10*z^3 - 77/10*z + 1
*
2/13 | 0.14443967134138446569261688969277320050 | 0.028156437264775595603398548069754673128
f(z) = 169/10*z^3 - 69/10*z + 1
*
10/13 | 0.14526890877298002800615517647555930531 | 0.028318085179808163127762016704542723086
f(z) = 169/12*z^3 - 65/6*z + 1
*
3/13 | 0.15133428053608640524712314599536093027 | 0.029500442200905280804739565184142359935
f(z) = 169/12*z^3 - 61/12*z + 1
*
[ 7/13 ] 
f(z) = 169/14*z^3 - 61/14*z + 1
*
6/13 | 0.16456004599387695759807745528825447099 | 0.026420447182158993137414127548054129056
f(z) = 169/16*z^3 - 77/12*z + 1
*
[ -12/13 ] 
f(z) = 169/18*z^3 - 71/12*z + 1
*
[ -1/2 ] 
f(z) = 170*z^3 - 79/2*z + 1
*
[ -1/2 ] 
f(z) = 170/3*z^3 - 67/6*z + 1
*
[ -3/5 ] 
f(z) = 170/9*z^3 - 62/15*z + 1
*
[ 2/3 ] 
f(z) = 171/2*z^3 - 77/2*z + 1
*
[ -2/3 ] 
f(z) = 171/2*z^3 - 71/2*z + 1
*
-4/3 | 0.12925609329146510681107999666569913642 | 0.022557389606990234472141350281793275827
f(z) = 171/16*z^3 - 77/4*z + 1
*
[ 4/3 ] 
f(z) = 171/16*z^3 - 75/4*z + 1
*
[ -4/3 ] 
f(z) = 171/16*z^3 - 69/4*z + 1
*
[ 1/4 ] 
f(z) = 172/3*z^3 - 79/12*z + 1
*
[ 1/2 ] 
f(z) = 172/19*z^3 - 62/19*z + 1
*
[ -2/3 ] 
f(z) = 173/8*z^3 - 64/9*z + 1
*
[ 1/3 ] 
f(z) = 174*z^3 - 64/3*z + 1
*
1/5 | 0.14137006723732698823560121483208779020 | 0.019881325933824879947553134386947144277
f(z) = 175*z^3 - 78/7*z + 1
*
4/35 | 0.19132472898255442596006406564142661026 | 0.026906610221223218196539067712809292281
f(z) = 175*z^3 - 72/7*z + 1
*
[ 1/7 ] 
f(z) = 175*z^3 - 67/7*z + 1
*
[ 1/10 ] 
f(z) = 175/2*z^3 - 79/8*z + 1
*
[ 3/5 ] 
f(z) = 175/3*z^3 - 65/3*z + 1
*
[ 2/5 ] 
f(z) = 175/3*z^3 - 65/6*z + 1
*
[ 3/5 ] 
f(z) = 175/6*z^3 - 67/6*z + 1
*
[ -2/3 ] 
f(z) = 175/8*z^3 - 65/9*z + 1
*
[ 2/15 ] 
f(z) = 175/8*z^3 - 62/9*z + 1
*
3/5 | 0.077710360122493631878180824699530603479 | 0.015046191752154966273424237106056097968
f(z) = 175/12*z^3 - 79/12*z + 1
*
[ 3/5 ] 
f(z) = 175/12*z^3 - 71/12*z + 1
*
1/5 | 0.15197759582792031714545096295278092548 | 0.029425729661449659889878969217558145531
f(z) = 175/12*z^3 - 67/12*z + 1
*
[ 1/5 ] 
f(z) = 175/16*z^3 - 71/16*z + 1
*
[ 1/5 ] 
f(z) = 175/17*z^3 - 75/17*z + 1
*
[ 1/5 ] 
f(z) = 175/18*z^3 - 79/18*z + 1
*
[ -6/5 ] 
f(z) = 175/18*z^3 - 73/6*z + 1
*
1/4 | 0.15234642208180706851024727770024919786 | 0.029464634689519610474839666177446375220
f(z) = 176/15*z^3 - 71/15*z + 1
*
[ -3/4 ] 
f(z) = 176/15*z^3 - 64/15*z + 1
*
[ 1/4 ] 
f(z) = 176/17*z^3 - 62/17*z + 1
*
[ 1/2 ] 
f(z) = 176/17*z^3 - 61/17*z + 1
*
[ 1/4 ] 
f(z) = 176/19*z^3 - 68/19*z + 1
*
[ 1/2 ] 
f(z) = 176/19*z^3 - 63/19*z + 1
*
[ 1/3 ] 
f(z) = 177*z^3 - 65/3*z + 1
*
[ 1/3 ] 
f(z) = 177/2*z^3 - 71/6*z + 1
*
[ 2/3 ] 
f(z) = 177/16*z^3 - 65/12*z + 1
*
[ -1/2 ] 
f(z) = 178/3*z^3 - 71/6*z + 1
*
[ -2/3 ] 
f(z) = 179/8*z^3 - 67/9*z + 1
*
[ -11/18 ]
f(z) = 162/11*z^3 - 63/22*z + 1
*
[ 2/5 ] 
f(z) = 165/16*z^3 - 63/20*z + 1
*
[ 4/13 ] 
f(z) = 169/10*z^3 - 77/20*z + 1
*
[ -10/13 ] 
f(z) = 169/16*z^3 - 79/20*z + 1
*
[ 3/10 ] 
f(z) = 175/18*z^3 - 77/24*z + 1
*
[ 1/10 ] 
f(z) = 160*z^3 - 53/5*z + 1
*
[ 1/5 ] 
f(z) = 160*z^3 - 52/5*z + 1
*
3/20 | 0.14062351041755939214855748163624861998 | 0.021036900293776520224966215850905271439
f(z) = 160*z^3 - 48/5*z + 1
*
[ 1/2 ] 
f(z) = 160*z^3 - 41*z + 1
*
3/8 | 0.10106965030497187802896958334668436952 | 0.017521502423091798822179659173341540232
f(z) = 160/3*z^3 - 59/6*z + 1
*
[ 3/8 ] 
f(z) = 160/3*z^3 - 55/6*z + 1
*
[ 1/8 ] 
f(z) = 160/3*z^3 - 47/6*z + 1
*
[ 1/2 ] 
f(z) = 160/3*z^3 - 43/3*z + 1
*
[ 1/2 ] 
f(z) = 160/7*z^3 - 47/7*z + 1
*
[ 3/10 ] 
f(z) = 160/9*z^3 - 59/15*z + 1
*
[ 1/2 ] 
f(z) = 160/9*z^3 - 49/9*z + 1
*
[ 1/2 ] 
f(z) = 160/11*z^3 - 51/11*z + 1
*
[ 1/4 ] 
f(z) = 160/11*z^3 - 43/11*z + 1
*
[ 1/2 ] 
f(z) = 160/13*z^3 - 53/13*z + 1
*
[ 1/4 ] 
f(z) = 160/13*z^3 - 49/13*z + 1
*
[ 1/2 ] 
f(z) = 160/17*z^3 - 57/17*z + 1
*
[ 1/2 ] 
f(z) = 160/19*z^3 - 59/19*z + 1
*
[ -2/3 ] 
f(z) = 161/8*z^3 - 58/9*z + 1
*
1/6 | 0.13665251946290993411422378914624728658 | 0.019864144746562916062445107781499442482
f(z) = 162*z^3 - 59/6*z + 1
*
[ 1/6 ] 
f(z) = 162/5*z^3 - 59/10*z + 1
*
[ 5/9 ] 
f(z) = 162/5*z^3 - 54/5*z + 1
*
[ 1/9 ] 
f(z) = 162/7*z^3 - 58/7*z + 1
*
[ 1/3 ] 
f(z) = 162/13*z^3 - 44/13*z + 1
*
[ 1/3 ] 
f(z) = 162/17*z^3 - 52/17*z + 1
*
[ 1/3 ] 
f(z) = 162/19*z^3 - 56/19*z + 1
*
[ -2/3 ] 
f(z) = 163/8*z^3 - 59/9*z + 1
*
[ 1/4 ] 
f(z) = 164*z^3 - 53/4*z + 1
*
[ 1/2 ] 
f(z) = 164*z^3 - 42*z + 1
*
[ 1/2 ] 
f(z) = 164/3*z^3 - 44/3*z + 1
*
[ 1/2 ] 
f(z) = 164/5*z^3 - 46/5*z + 1
*
[ 1/2 ] 
f(z) = 164/7*z^3 - 48/7*z + 1
*
[ 1/2 ] 
f(z) = 164/9*z^3 - 50/9*z + 1
*
[ 1/2 ] 
f(z) = 164/11*z^3 - 52/11*z + 1
*
[ 1/2 ] 
f(z) = 164/13*z^3 - 54/13*z + 1
*
[ 1/2 ] 
f(z) = 164/15*z^3 - 56/15*z + 1
*
[ 1/2 ] 
f(z) = 164/17*z^3 - 58/17*z + 1
*
[ 1/2 ] 
f(z) = 164/19*z^3 - 60/19*z + 1
*
[ 1/5 ] 
f(z) = 165*z^3 - 53/5*z + 1
*
[ -1/3 ] 
f(z) = 165*z^3 - 43/3*z + 1
*
[ 2/11 ] 
f(z) = 165/8*z^3 - 57/11*z + 1
*
-2/3 | 0.15417475716512208298525121789974080518 | 0.024848629518003495762114091259056166703
f(z) = 165/16*z^3 - 49/12*z + 1
*
[ -1/2 ] 
f(z) = 166/5*z^3 - 53/10*z + 1
*
[ -1/3 ] 
f(z) = 168*z^3 - 44/3*z + 1
*
[ 1/2 ] 
f(z) = 168*z^3 - 43*z + 1
*
[ 1/4 ] 
f(z) = 168/5*z^3 - 51/10*z + 1
*
[ 1/2 ] 
f(z) = 168/5*z^3 - 47/5*z + 1
*
[ 1/2 ] 
f(z) = 168/11*z^3 - 53/11*z + 1
*
[ 1/2 ] 
f(z) = 168/13*z^3 - 55/13*z + 1
*
[ 1/2 ] 
f(z) = 168/17*z^3 - 59/17*z + 1
*
-4/13 | 0.16250377111875860109369687336845036751 | 0.024938452440307516626923340527187165035
f(z) = 169*z^3 - 53/4*z + 1
*
[ -4/13 ] 
f(z) = 169*z^3 - 47/4*z + 1
*
3/13 | 0.18180779117856618277610408056490066130 | 0.029189607447709565891534987489704639439
f(z) = 169/2*z^3 - 49/6*z + 1
*
[ 3/13 ] 
f(z) = 169/2*z^3 - 47/6*z + 1
*
[ 4/13 ] 
f(z) = 169/2*z^3 - 41/4*z + 1
*
7/13 | 0.13232754489764876462812494336031778197 | 0.025795352355145497550156495559226363815
f(z) = 169/3*z^3 - 58/3*z + 1
*
[ -6/13 ] 
f(z) = 169/3*z^3 - 53/6*z + 1
*
4/13 | 0.17330213153302570045248760825083138614 | 0.029761422912269588804430423464145206391
f(z) = 169/3*z^3 - 47/6*z + 1
*
[ 2/13 ] 
f(z) = 169/3*z^3 - 41/6*z + 1
*
[ 1/13 ] 
f(z) = 169/4*z^3 - 49/4*z + 1
*
-6/13 | 0.17844386053982183151323618779426624390 | 0.028649521601059410812169788661359384590
f(z) = 169/4*z^3 - 43/6*z + 1
*
5/13 | 0.089519681952105406912717249276999222194 | 0.017450574938582938289548563678617408231
f(z) = 169/4*z^3 - 41/4*z + 1
*
-6/13 | 0.12450977303617404319775931116663758155 | 0.021382241402692227794844550244077586856
f(z) = 169/5*z^3 - 57/10*z + 1
*
6/13 | 0.062014938413689670492771528137652969155 | 0.012088920631763317218427271770661219964
f(z) = 169/5*z^3 - 46/5*z + 1
*
[ 4/13 ] 
f(z) = 169/6*z^3 - 59/12*z + 1
*
1/13 | 0.058191489621642758568912424155819158635 | 0.011343594260908401168936403438022759171
f(z) = 169/6*z^3 - 49/6*z + 1
*
[ 7/13 ] 
f(z) = 169/7*z^3 - 55/7*z + 1
*
6/13 | 0.18099621214841699373396290317307942060 | 0.024702220084058042975546259791593009027
f(z) = 169/8*z^3 - 59/9*z + 1
*
[ -10/13 ] 
f(z) = 169/8*z^3 - 51/5*z + 1
*
[ -8/13 ] 
f(z) = 169/8*z^3 - 43/8*z + 1
*
[ -9/13 ] 
f(z) = 169/9*z^3 - 59/9*z + 1
*
3/26 | 0.13229446639446945927313842517715847177 | 0.020302416587509535667500482651765868825
f(z) = 169/9*z^3 - 59/12*z + 1
*
[ 2/13 ] 
f(z) = 169/10*z^3 - 59/10*z + 1
*
6/13 | 0.092421820228066123113477841002657519281 | 0.018016305070353042030382778060550073384
f(z) = 169/10*z^3 - 51/10*z + 1
*
[ 5/13 ] 
f(z) = 169/10*z^3 - 41/10*z + 1
*
[ 4/13 ] 
f(z) = 169/12*z^3 - 43/12*z + 1
*
6/13 | 0.076033322573452516469236478033686159432 | 0.014821603076152097270344145424269248626
f(z) = 169/12*z^3 - 41/6*z + 1
*
[ 3/13 ] 
f(z) = 169/15*z^3 - 59/15*z + 1
*
5/13 | 0.10268871036445776251309980882725314456 | 0.020017687691519588554616395777592349467
f(z) = 169/16*z^3 - 57/16*z + 1
*
6/13 | 0.18249256580413995918623939500993019087 | 0.029299549394537460189501921179906388885
f(z) = 169/16*z^3 - 49/12*z + 1
*
[ 6/13 ] 
f(z) = 169/16*z^3 - 41/12*z + 1
*
12/13 | 0.099212077394383554055184080557556345157 | 0.019339968078857344583859394085270206843
f(z) = 169/18*z^3 - 53/6*z + 1
*
[ 1/5 ] 
f(z) = 170*z^3 - 54/5*z + 1
*
[ 1/6 ] 
f(z) = 171/2*z^3 - 59/8*z + 1
*
[ 2/9 ] 
f(z) = 171/8*z^3 - 41/9*z + 1
*
[ -2/3 ] 
f(z) = 171/10*z^3 - 51/10*z + 1
*
[ 1/3 ] 
f(z) = 171/11*z^3 - 41/11*z + 1
*
[ 1/3 ] 
f(z) = 171/13*z^3 - 45/13*z + 1
*
[ 1/3 ] 
f(z) = 171/14*z^3 - 47/14*z + 1
*
[ 1/3 ] 
f(z) = 171/16*z^3 - 51/16*z + 1
*
[ 1/3 ] 
f(z) = 171/17*z^3 - 53/17*z + 1
*
[ 1/4 ] 
f(z) = 172*z^3 - 55/4*z + 1
*
[ 1/2 ] 
f(z) = 172*z^3 - 44*z + 1
*
[ 1/2 ] 
f(z) = 172/3*z^3 - 46/3*z + 1
*
[ 1/2 ] 
f(z) = 172/5*z^3 - 48/5*z + 1
*
[ 1/2 ] 
f(z) = 172/7*z^3 - 50/7*z + 1
*
[ 1/2 ] 
f(z) = 172/9*z^3 - 52/9*z + 1
*
[ 1/2 ] 
f(z) = 172/11*z^3 - 54/11*z + 1
*
[ 1/2 ] 
f(z) = 172/13*z^3 - 56/13*z + 1
*
[ 1/2 ] 
f(z) = 172/15*z^3 - 58/15*z + 1
*
[ 1/2 ] 
f(z) = 172/17*z^3 - 60/17*z + 1
*
[ 1/6 ] 
f(z) = 174*z^3 - 59/6*z + 1
*
[ -1/3 ] 
f(z) = 174*z^3 - 46/3*z + 1
*
[ -1/2 ] 
f(z) = 174/5*z^3 - 57/10*z + 1
*
[ 2/5 ] 
f(z) = 175*z^3 - 59/2*z + 1
*
-3/10 | 0.12292672767060324310861773305434485790 | 0.018764344410957186479495169843813590617
f(z) = 175*z^3 - 51/4*z + 1
*
[ -2/5 ] 
f(z) = 175*z^3 - 49/2*z + 1
*
[ 1/10 ] 
f(z) = 175*z^3 - 43/4*z + 1
*
[ -3/5 ] 
f(z) = 175/3*z^3 - 55/3*z + 1
*
[ -3/5 ] 
f(z) = 175/6*z^3 - 47/6*z + 1
*
[ 4/5 ] 
f(z) = 175/8*z^3 - 57/4*z + 1
*
[ -4/5 ] 
f(z) = 175/8*z^3 - 47/4*z + 1
*
-22/35 | 0.15257681214313819079669831466261931985 | 0.021457366410311512605144138335132921880
f(z) = 175/8*z^3 - 43/7*z + 1
*
[ 3/10 ] 
f(z) = 175/9*z^3 - 49/12*z + 1
*
[ 1/5 ] 
f(z) = 175/9*z^3 - 43/9*z + 1
*
[ 1/5 ] 
f(z) = 175/11*z^3 - 51/11*z + 1
*
[ 1/5 ] 
f(z) = 175/12*z^3 - 55/12*z + 1
*
[ 1/5 ] 
f(z) = 175/13*z^3 - 59/13*z + 1
*
[ 2/5 ] 
f(z) = 175/18*z^3 - 55/18*z + 1
*
[ 1/2 ] 
f(z) = 176*z^3 - 45*z + 1
*
[ -1/2 ] 
f(z) = 176*z^3 - 41*z + 1
*
[ 1/2 ] 
f(z) = 176/3*z^3 - 47/3*z + 1
*
[ 1/2 ] 
f(z) = 176/5*z^3 - 49/5*z + 1
*
[ 1/2 ] 
f(z) = 176/7*z^3 - 51/7*z + 1
*
[ 1/2 ] 
f(z) = 176/9*z^3 - 53/9*z + 1
*
[ 3/8 ] 
f(z) = 176/9*z^3 - 53/12*z + 1
*
[ 1/2 ] 
f(z) = 176/13*z^3 - 57/13*z + 1
*
[ 1/4 ] 
f(z) = 176/13*z^3 - 50/13*z + 1
*
[ 1/2 ] 
f(z) = 176/15*z^3 - 59/15*z + 1
*
[ 1/4 ] 
f(z) = 176/15*z^3 - 56/15*z + 1
*
[ -1/3 ] 
f(z) = 177*z^3 - 47/3*z + 1
*
-2/3 | 0.17495881069288747778906305951489176242 | 0.027882939639877939508017876532322532765
f(z) = 177/16*z^3 - 53/12*z + 1
*
[ -1/2 ] 
f(z) = 178/5*z^3 - 59/10*z + 1
*
[ -1/2 ] 
f(z) = 160*z^3 - 37*z + 1
*
1/4 | 0.12583037852329261761413838322239891712 | 0.021814038888447337403466188856814789126
f(z) = 160*z^3 - 27/2*z + 1
*
[ -1/2 ] 
f(z) = 160/3*z^3 - 31/3*z + 1
*
[ 1/4 ] 
f(z) = 160/7*z^3 - 31/7*z + 1
*
[ 1/4 ] 
f(z) = 160/9*z^3 - 37/9*z + 1
*
[ 3/4 ] 
f(z) = 160/9*z^3 - 31/3*z + 1
*
[ 3/8 ] 
f(z) = 160/9*z^3 - 25/6*z + 1
*
[ -3/4 ] 
f(z) = 160/9*z^3 - 23/3*z + 1
*
[ 2/7 ] 
f(z) = 161/8*z^3 - 29/7*z + 1
*
[ 1/18 ] 
f(z) = 162*z^3 - 35/2*z + 1
*
1/18 | 0.16506632342505805099205716753301187224 | 0.028554514306700471254024692779156943638
f(z) = 162*z^3 - 29/2*z + 1
*
[ 2/9 ] 
f(z) = 162*z^3 - 23/2*z + 1
*
[ -5/9 ] 
f(z) = 162/5*z^3 - 36/5*z + 1
*
[ 1/3 ] 
f(z) = 162/5*z^3 - 28/5*z + 1
*
[ 1/3 ] 
f(z) = 162/7*z^3 - 32/7*z + 1
*
[ 1/3 ] 
f(z) = 162/11*z^3 - 40/11*z + 1
*
[ -1/2 ] 
f(z) = 164*z^3 - 38*z + 1
*
[ -1/2 ] 
f(z) = 164/3*z^3 - 32/3*z + 1
*
[ -1/2 ] 
f(z) = 164/5*z^3 - 26/5*z + 1
*
[ 2/3 ] 
f(z) = 165/8*z^3 - 29/3*z + 1
*
[ 2/5 ] 
f(z) = 165/8*z^3 - 24/5*z + 1
*
[ -1/2 ] 
f(z) = 168*z^3 - 39*z + 1
*
[ 1/6 ] 
f(z) = 168*z^3 - 29/3*z + 1
*
[ 1/4 ] 
f(z) = 168*z^3 - 27/2*z + 1
*
[ -1/2 ] 
f(z) = 168/5*z^3 - 27/5*z + 1
*
2/13 | 0.15975691033730819545674893676841740838 | 0.024516908641743697891044827249719243303
f(z) = 169*z^3 - 39/4*z + 1
*
[ 3/13 ] 
f(z) = 169*z^3 - 37/3*z + 1
*
2/13 | 0.14389282351781198642913152440484634318 | 0.024710920384369759080308872332061318975
f(z) = 169*z^3 - 25/2*z + 1
*
[ 1/13 ] 
f(z) = 169/2*z^3 - 25/2*z + 1
*
1/13 | 0.10738790397998963002296534077240822447 | 0.020933727924801725647341089758069912641
f(z) = 169/2*z^3 - 23/2*z + 1
*
[ 1/13 ] 
f(z) = 169/3*z^3 - 37/3*z + 1
*
1/13 | 0.093191445715236768375556387906202382211 | 0.018166332493883213298269001680918409902
f(z) = 169/3*z^3 - 34/3*z + 1
*
4/13 | 0.072931395355148913886941743909585608807 | 0.014216926962512664875387617721061600631
f(z) = 169/3*z^3 - 25/3*z + 1
*
2/13 | 0.11704050416626048604214014904385531979 | 0.022815363552068803904799488520856464286
f(z) = 169/3*z^3 - 22/3*z + 1
*
1/13 | 0.11728820261983092940208372618262427771 | 0.022863648804338966470133716480111047593
f(z) = 169/4*z^3 - 37/4*z + 1
*
[ -6/13 ] 
f(z) = 169/4*z^3 - 35/6*z + 1
*
[ 5/13 ] 
f(z) = 169/5*z^3 - 33/5*z + 1
*
2/13 | 0.12800575558051033957788606446927194878 | 0.024952881663752279000932294068723822495
f(z) = 169/5*z^3 - 29/5*z + 1
*
[ 3/13 ] 
f(z) = 169/6*z^3 - 29/6*z + 1
*
[ -7/13 ]
f(z) = 169/7*z^3 - 29/7*z + 1
*
4/13 | 0.12261029681527376767978574110359387494 | 0.023901114549999920892178998602787356117
f(z) = 169/8*z^3 - 29/4*z + 1
*
[ 6/13 ] 
f(z) = 169/9*z^3 - 31/6*z + 1
*
3/13 | 0.15071952697607150657148984072049479859 | 0.029380604832922447765849037421409129786
f(z) = 169/9*z^3 - 25/3*z + 1
*
6/13 | 0.13311145419508525198797877637934732066 | 0.025948164202123307256222545283034696828
f(z) = 169/9*z^3 - 23/3*z + 1
*
-8/13 | 0.13319639743255093214198058813985936621 | 0.025964722665006517210409459991379173290
f(z) = 169/10*z^3 - 39/10*z + 1
*
[ 2/13 ] 
f(z) = 169/12*z^3 - 35/6*z + 1
*
[ 6/13 ] 
f(z) = 169/12*z^3 - 25/6*z + 1
*
2/13 | 0.098062380842825967796270147144614782957 | 0.019115851265748915251607204599475418306
f(z) = 169/12*z^3 - 23/6*z + 1
*
[ 8/13 ] 
f(z) = 169/16*z^3 - 37/8*z + 1
*
4/13 | 0.13475481157953892007637906894517618591 | 0.026268513097058226340020090278288986111
f(z) = 169/16*z^3 - 29/4*z + 1
*
[ 2/13 ] 
f(z) = 169/16*z^3 - 23/4*z + 1
*
6/13 | 0.10884679379345676379654739604908767035 | 0.021218117518932145214041524132929359300
f(z) = 169/18*z^3 - 37/6*z + 1
*
[ 3/13 ] 
f(z) = 169/18*z^3 - 23/6*z + 1
*
[ 1/6 ] 
f(z) = 171*z^3 - 39/4*z + 1
*
[ 1/3 ] 
f(z) = 171*z^3 - 21*z + 1
*
[ 1/3 ] 
f(z) = 171/2*z^3 - 23/2*z + 1
*
[ 2/3 ] 
f(z) = 171/4*z^3 - 39/2*z + 1
*
[ -2/3 ] 
f(z) = 171/4*z^3 - 33/2*z + 1
*
[ 1/3 ] 
f(z) = 171/4*z^3 - 27/4*z + 1
*
[ 1/3 ] 
f(z) = 171/5*z^3 - 29/5*z + 1
*
[ 1/3 ] 
f(z) = 171/7*z^3 - 33/7*z + 1
*
[ 1/3 ] 
f(z) = 171/8*z^3 - 35/8*z + 1
*
[ 1/3 ] 
f(z) = 171/10*z^3 - 39/10*z + 1
*
[ 2/3 ] 
f(z) = 171/16*z^3 - 21/4*z + 1
*
[ -1/2 ] 
f(z) = 172*z^3 - 40*z + 1
*
[ -1/2 ] 
f(z) = 172/3*z^3 - 34/3*z + 1
*
[ -1/2 ] 
f(z) = 172/5*z^3 - 28/5*z + 1
*
[ 2/5 ] 
f(z) = 175/2*z^3 - 31/2*z + 1
*
-2/5 | 0.073881467001203588091182141195608943825 | 0.014304845810498963330516615698925083408
f(z) = 175/3*z^3 - 22/3*z + 1
*
[ 1/5 ] 
f(z) = 175/4*z^3 - 23/4*z + 1
*
[ 2/5 ] 
f(z) = 175/6*z^3 - 37/6*z + 1
*
[ 1/5 ] 
f(z) = 175/6*z^3 - 31/6*z + 1
*
[ 1/5 ] 
f(z) = 175/8*z^3 - 39/8*z + 1
*
2/5 | 0.094283616800884574718930592674437255320 | 0.013259407401224606007009310673090472139
f(z) = 175/8*z^3 - 37/7*z + 1
*
[ 2/7 ] 
f(z) = 175/8*z^3 - 30/7*z + 1
*
[ 3/5 ] 
f(z) = 175/9*z^3 - 23/3*z + 1
*
[ 2/5 ] 
f(z) = 175/12*z^3 - 23/6*z + 1
*
[ 4/5 ] 
f(z) = 175/16*z^3 - 29/4*z + 1
*
[ 3/5 ] 
f(z) = 175/18*z^3 - 25/6*z + 1
*
[ 1/8 ] 
f(z) = 176*z^3 - 39/4*z + 1
*
[ -1/2 ] 
f(z) = 176/3*z^3 - 35/3*z + 1
*
[ -1/2 ] 
f(z) = 176/5*z^3 - 29/5*z + 1
*
[ 1/4 ] 
f(z) = 176/5*z^3 - 26/5*z + 1
*
[ 1/4 ] 
f(z) = 176/7*z^3 - 32/7*z + 1
*
[ 1/4 ] 
f(z) = 176/9*z^3 - 38/9*z + 1
*
[ 3/4 ] 
f(z) = 176/9*z^3 - 34/3*z + 1
*
[ -3/4 ] 
f(z) = 176/9*z^3 - 26/3*z + 1
*
[ 2/3 ] 
f(z) = 177/8*z^3 - 31/3*z + 1
*
[ -2/3 ] 
f(z) = 177/8*z^3 - 22/3*z + 1
*
[ 1/8 ] 
f(z) = 160*z^3 - 19/2*z + 1
*
[ 1/4 ] 
f(z) = 160*z^3 - 13*z + 1
*
[ -1/4 ]
f(z) = 160*z^3 - 5*z + 1
*
[ 1/4 ] 
f(z) = 160/3*z^3 - 19/3*z + 1
*
[ 1/3 ] 
f(z) = 162*z^3 - 20*z + 1
*
2/9 | 0.12169067243103514139874029413955994567 | 0.023919089568547054528561389793921366887
f(z) = 162*z^3 - 12*z + 1
*
[ 1/9 ] 
f(z) = 162*z^3 - 10*z + 1
*
[ -2/9 ]
f(z) = 162*z^3 - 5/2*z + 1
*
[ -2/3 ] 
f(z) = 165/8*z^3 - 20/3*z + 1
*
4/13 | 0.10405924368254043823548762118282938535 | 0.020284853457209219301471053150291112593
f(z) = 169*z^3 - 19*z + 1
*
[ 2/13 ] 
f(z) = 169*z^3 - 19/2*z + 1
*
1/13 | 0.11418854993800284124028458268701381403 | 0.022259416078883573207577310160696177170
f(z) = 169*z^3 - 12*z + 1
*
[ -3/13 ]
f(z) = 169*z^3 - 11/3*z + 1
*
2/13 | 0.13365038060179315206923590126106073235 | 0.026053220156764310664626514992188729557
f(z) = 169*z^3 - 10*z + 1
*
6/13 | 0.13466153783808802183729986715036744230 | 0.026250330722193872522842168482321980121
f(z) = 169/2*z^3 - 20*z + 1
*
3/13 | 0.11647969912425719739079986025559243037 | 0.022706042672034294621692218922604626154
f(z) = 169/2*z^3 - 17/2*z + 1
*
[ 2/13 ] 
f(z) = 169/2*z^3 - 15/2*z + 1
*
[ -4/13 ]
f(z) = 169/2*z^3 - 15/4*z + 1
*
[ 2/13 ] 
f(z) = 169/4*z^3 - 13/2*z + 1
*
[ -5/13 ]
f(z) = 169/5*z^3 - 7/5*z + 1
*
[ -6/13 ]
f(z) = 169/6*z^3 - 17/6*z + 1
*
6/13 | 0.17018033666927663763188660869980726956 | 0.027322796182130122593155598984952180697
f(z) = 169/8*z^3 - 19/3*z + 1
*
[ 6/13 ] 
f(z) = 169/8*z^3 - 17/3*z + 1
*
[ 4/13 ] 
f(z) = 169/8*z^3 - 17/4*z + 1
*
2/13 | 0.10497793455349451892767084159290106595 | 0.020463939034139144539539259103022750419
f(z) = 169/8*z^3 - 12*z + 1
*
[ 2/13 ] 
f(z) = 169/8*z^3 - 6*z + 1
*
2/13 | 0.14795039070854041456164212598267463345 | 0.028840801530476033440561504741005855890
f(z) = 169/8*z^3 - 5*z + 1
*
[ 3/13 ] 
f(z) = 169/9*z^3 - 13/3*z + 1
*
[ -6/13 ]
f(z) = 169/9*z^3 - 5/6*z + 1
*
2/13 | 0.061313137652262376828416475782907671272 | 0.011952114663375339470118417989055109187
f(z) = 169/16*z^3 - 19/4*z + 1
*
[ 4/13 ] 
f(z) = 169/16*z^3 - 13/4*z + 1
*
[ -8/13 ]
f(z) = 169/16*z^3 - 11/8*z + 1
*
[ 6/13 ] 
f(z) = 169/18*z^3 - 19/6*z + 1
*
[ -1/3 ] 
f(z) = 171*z^3 - 15*z + 1
*
[ 2/3 ] 
f(z) = 171/8*z^3 - 10*z + 1
*
[ -2/3 ] 
f(z) = 171/8*z^3 - 7*z + 1
*
[ 1/5 ] 
f(z) = 175*z^3 - 11*z + 1
*
[ -1/5 ]
f(z) = 175*z^3 - z + 1
*
[ 1/5 ] 
f(z) = 175/2*z^3 - 15/2*z + 1
*
[ 1/5 ] 
f(z) = 175/3*z^3 - 19/3*z + 1
*
[ 2/5 ] 
f(z) = 175/4*z^3 - 17/2*z + 1
*
[ -2/5 ]
f(z) = 175/4*z^3 - 7/2*z + 1
*
[ 2/5 ] 
f(z) = 175/8*z^3 - 5*z + 1
*
[ -3/5 ] 
f(z) = 175/9*z^3 - 13/3*z + 1
*
[ -4/5 ] 
f(z) = 175/16*z^3 - 19/4*z + 1
*
[ 2/5 ] 
f(z) = 175/16*z^3 - 13/4*z + 1
*
[ -3/5 ]
f(z) = 175/18*z^3 - 5/6*z + 1
*
[ 1/4 ] 
f(z) = 176*z^3 - 14*z + 1
*
[ -1/4 ]
f(z) = 176*z^3 - 6*z + 1
*
[ 1/4 ] 
f(z) = 176/3*z^3 - 20/3*z + 1
*
[ -1/9 ]
f(z) = 162*z^3 + 8*z + 1
*
[ -2/13 ]
f(z) = 169*z^3 + 7/2*z + 1
*
[ -1/13 ]
f(z) = 169*z^3 + 13*z + 1
*
[ -3/13 ]
f(z) = 169/2*z^3 + 5/6*z + 1
*
[ -2/13 ]
f(z) = 169/2*z^3 + 11/2*z + 1
*
[ -3/13 ]
f(z) = 169/3*z^3 + 7/3*z + 1
*
[ -4/13 ]
f(z) = 169/4*z^3 + 1/4*z + 1
*
[ -2/13 ]
f(z) = 169/4*z^3 + 13/2*z + 1
*
[ -2/13 ]
f(z) = 169/8*z^3 + 7*z + 1
*
[ -4/13 ]
f(z) = 169/8*z^3 + 9/4*z + 1
*
[ -3/13 ]
f(z) = 169/9*z^3 + 13/3*z + 1
*
[ -6/13 ]
f(z) = 169/12*z^3 + 1/6*z + 1
*
[ -4/13 ]
f(z) = 169/16*z^3 + 13/4*z + 1
*
[ -6/13 ]
f(z) = 169/18*z^3 + 7/6*z + 1
*
[ -2/5 ]
f(z) = 175/8*z^3 + 1
*
[ -5/18 ]
f(z) = 162/5*z^3 + 21/10*z + 1
*
[ -2 ] 
f(z) = 161/36*z^3 - 295/18*z + 1
*
[ -2 ] 
f(z) = 163/36*z^3 - 299/18*z + 1
*
[ 8/3 ] 
f(z) = 171/32*z^3 - 299/8*z + 1
*
[ -8/3 ] 
f(z) = 171/32*z^3 - 293/8*z + 1
*
[ 5/3 ] 
f(z) = 174/25*z^3 - 284/15*z + 1
*
3/35 | 0.24115656933192753202091082212836125394 | 0.026949908629264843479320443218439722178
f(z) = 175/27*z^3 - 285/7*z + 1
*
[ 9/4 ] 
f(z) = 176/27*z^3 - 292/9*z + 1
*
[ -9/4 ] 
f(z) = 176/27*z^3 - 284/9*z + 1
*
[ 5/3 ] 
f(z) = 177/25*z^3 - 289/15*z + 1
*
[ -3/2 ] 
f(z) = 160/39*z^3 - 295/39*z + 1
*
[ 1/9 ] 
f(z) = 162/35*z^3 - 282/35*z + 1
*
[ 1/9 ] 
f(z) = 162/37*z^3 - 298/37*z + 1
*
[ 1/13 ] 
f(z) = 169/24*z^3 - 289/24*z + 1
*
[ -20/13 ] 
f(z) = 169/25*z^3 - 287/20*z + 1
*
[ 17/13 ] 
f(z) = 169/34*z^3 - 281/34*z + 1
*
[ -19/13 ] 
f(z) = 169/38*z^3 - 297/38*z + 1
*
[ 4/3 ] 
f(z) = 171/20*z^3 - 299/20*z + 1
*
[ 4/3 ] 
f(z) = 171/28*z^3 - 297/28*z + 1
*
-4/3 | 0.10763340529681122716355934487274281804 | 0.019065524350560119096923076968287244617
f(z) = 171/28*z^3 - 283/28*z + 1
*
[ -4/3 ] 
f(z) = 173/32*z^3 - 283/36*z + 1
*
1/5 | 0.14682576104887449572094245562377290075 | 0.025817899999372014415265348345648420104
f(z) = 175/24*z^3 - 295/24*z + 1
*
[ -4/3 ] 
f(z) = 175/32*z^3 - 287/36*z + 1
*
[ 9/8 ] 
f(z) = 176/27*z^3 - 293/36*z + 1
*
[ -4/3 ] 
f(z) = 179/32*z^3 - 295/36*z + 1
*
[ 1/8 ] 
f(z) = 160/21*z^3 - 299/42*z + 1
*
7/8 | 0.15951738400570697217720485339114248771 | 0.027654040772354063928837958085244166838
f(z) = 160/21*z^3 - 293/42*z + 1
*
[ 1/6 ] 
f(z) = 162/29*z^3 - 299/58*z + 1
*
[ 2/13 ] 
f(z) = 169/25*z^3 - 283/50*z + 1
*
[ -8/7 ] 
f(z) = 175/32*z^3 - 295/56*z + 1
*
3/5 | 0.19500512818762606410606105485293937343 | 0.026431485578927114029589965681919589812
f(z) = 160/21*z^3 - 297/70*z + 1
*
[ 3/4 ] 
f(z) = 160/23*z^3 - 293/69*z + 1
*
[ 3/16 ] 
f(z) = 164/27*z^3 - 291/64*z + 1
*
3/13 | 0.18387321477281753326124420796341574071 | 0.029521215370222745317071339376901398239
f(z) = 169/20*z^3 - 287/60*z + 1
*
[ 12/13 ] 
f(z) = 169/30*z^3 - 293/60*z + 1
*
[ 8/39 ] 
f(z) = 169/32*z^3 - 295/72*z + 1
*
-8/9 | 0.11673619974956290633532652683913992885 | 0.015906523933959963776406190770637617017
f(z) = 171/32*z^3 - 295/72*z + 1
*
[ -33/35 ] 
f(z) = 175/27*z^3 - 285/77*z + 1
*
[ 3/4 ] 
f(z) = 160/29*z^3 - 299/87*z + 1
*
[ 1/4 ] 
f(z) = 164/21*z^3 - 293/84*z + 1
*
11/26 | 0.10817741269003818970329895074459320783 | 0.016601320959588602748738313560324204585
f(z) = 169/21*z^3 - 289/84*z + 1
*
9/13 | 0.17903652793552811875217998122610264109 | 0.028744675546418834917293504325709632247
f(z) = 169/28*z^3 - 299/84*z + 1
*
[ 9/13 ] 
f(z) = 169/30*z^3 - 283/90*z + 1
*
[ 9/13 ] 
f(z) = 169/33*z^3 - 287/99*z + 1
*
[ -5/6 ] 
f(z) = 171/20*z^3 - 299/80*z + 1
*
[ 1/4 ] 
f(z) = 172/21*z^3 - 295/84*z + 1
*
[ 3/10 ] 
f(z) = 175/24*z^3 - 287/96*z + 1
*
[ -15/16 ] 
f(z) = 176/27*z^3 - 293/80*z + 1
*
[ 7/20 ] 
f(z) = 160/21*z^3 - 293/105*z + 1
*
[ 3/10 ] 
f(z) = 161/27*z^3 - 287/100*z + 1
*
[ 1/2 ] 
f(z) = 165/29*z^3 - 281/116*z + 1
*
[ 1/3 ] 
f(z) = 165/38*z^3 - 283/114*z + 1
*
[ 3/10 ] 
f(z) = 167/27*z^3 - 289/100*z + 1
*
[ 1/2 ] 
f(z) = 167/29*z^3 - 283/116*z + 1
*
[ 5/13 ] 
f(z) = 169/21*z^3 - 293/105*z + 1
*
[ 4/13 ] 
f(z) = 169/25*z^3 - 289/100*z + 1
*
[ 1/2 ] 
f(z) = 169/28*z^3 - 281/112*z + 1
*
[ 1/2 ] 
f(z) = 169/29*z^3 - 285/116*z + 1
*
[ 1/2 ] 
f(z) = 171/28*z^3 - 283/112*z + 1
*
[ 1/2 ] 
f(z) = 171/29*z^3 - 287/116*z + 1
*
[ 3/10 ] 
f(z) = 173/27*z^3 - 291/100*z + 1
*
[ 1/2 ] 
f(z) = 173/27*z^3 - 281/108*z + 1
*
[ 1/2 ] 
f(z) = 173/28*z^3 - 285/112*z + 1
*
[ 1/2 ] 
f(z) = 173/29*z^3 - 289/116*z + 1
*
[ 1/2 ] 
f(z) = 175/27*z^3 - 283/108*z + 1
*
[ 1/2 ] 
f(z) = 175/29*z^3 - 291/116*z + 1
*
[ 1/2 ] 
f(z) = 177/26*z^3 - 281/104*z + 1
*
[ 1/2 ] 
f(z) = 177/28*z^3 - 289/112*z + 1
*
[ 1/2 ] 
f(z) = 177/29*z^3 - 293/116*z + 1
*
[ 2/3 ] 
f(z) = 177/34*z^3 - 287/102*z + 1
*
[ 1/3 ] 
f(z) = 177/37*z^3 - 281/111*z + 1
*
[ 2/3 ] 
f(z) = 177/38*z^3 - 293/114*z + 1
*
[ 1/3 ] 
f(z) = 177/38*z^3 - 287/114*z + 1
*
[ 1/2 ] 
f(z) = 179/26*z^3 - 283/104*z + 1
*
[ 3/10 ] 
f(z) = 179/27*z^3 - 293/100*z + 1
*
[ 1/2 ] 
f(z) = 179/27*z^3 - 287/108*z + 1
*
[ 1/2 ] 
f(z) = 179/28*z^3 - 291/112*z + 1
*
[ 1/2 ] 
f(z) = 179/29*z^3 - 295/116*z + 1
*
[ 1/2 ] 
f(z) = 161/30*z^3 - 281/120*z + 1
*
[ 1/2 ] 
f(z) = 161/31*z^3 - 285/124*z + 1
*
[ 1/2 ] 
f(z) = 161/32*z^3 - 289/128*z + 1
*
[ 1/2 ] 
f(z) = 161/33*z^3 - 293/132*z + 1
*
[ 1/2 ] 
f(z) = 161/34*z^3 - 297/136*z + 1
*
[ 4/9 ] 
f(z) = 162/31*z^3 - 283/124*z + 1
*
[ 1/2 ] 
f(z) = 163/30*z^3 - 283/120*z + 1
*
[ 1/2 ] 
f(z) = 163/31*z^3 - 287/124*z + 1
*
[ 1/2 ] 
f(z) = 163/32*z^3 - 291/128*z + 1
*
[ 1/2 ] 
f(z) = 163/33*z^3 - 295/132*z + 1
*
[ 1/2 ] 
f(z) = 163/34*z^3 - 299/136*z + 1
*
[ 1/2 ] 
f(z) = 165/31*z^3 - 289/124*z + 1
*
[ 1/2 ] 
f(z) = 165/32*z^3 - 293/128*z + 1
*
[ 8/15 ] 
f(z) = 165/32*z^3 - 281/120*z + 1
*
[ 1/2 ] 
f(z) = 167/30*z^3 - 287/120*z + 1
*
[ 1/2 ] 
f(z) = 167/31*z^3 - 291/124*z + 1
*
[ 1/2 ] 
f(z) = 167/32*z^3 - 295/128*z + 1
*
[ 1/2 ] 
f(z) = 167/33*z^3 - 299/132*z + 1
*
[ 1/2 ] 
f(z) = 169/31*z^3 - 293/124*z + 1
*
[ 1/2 ] 
f(z) = 169/32*z^3 - 297/128*z + 1
*
[ 1/2 ] 
f(z) = 171/31*z^3 - 295/124*z + 1
*
[ 1/2 ] 
f(z) = 171/32*z^3 - 299/128*z + 1
*
[ 1/2 ] 
f(z) = 173/30*z^3 - 293/120*z + 1
*
[ 1/2 ] 
f(z) = 173/31*z^3 - 297/124*z + 1
*
[ 1/2 ] 
f(z) = 175/31*z^3 - 299/124*z + 1
*
[ 18/35 ] 
f(z) = 175/36*z^3 - 281/126*z + 1
*
[ 1/2 ] 
f(z) = 179/30*z^3 - 299/120*z + 1
*
[ 9/4 ] 
f(z) = 160/27*z^3 - 265/9*z + 1
*
[ 5/3 ] 
f(z) = 168/25*z^3 - 274/15*z + 1
*
[ -5/3 ] 
f(z) = 174/25*z^3 - 266/15*z + 1
*
12/5 | 0.23817737826044015469443221323540792988 | 0.026846610038682262166562734231865697690
f(z) = 175/27*z^3 - 264/7*z + 1
*
[ -5/3 ] 
f(z) = 177/25*z^3 - 271/15*z + 1
*
[ -4/3 ] 
f(z) = 163/32*z^3 - 263/36*z + 1
*
[ -4/3 ] 
f(z) = 167/32*z^3 - 271/36*z + 1
*
1/13 | 0.12465296518291130555197470617230739830 | 0.022207397162564113398550732183734916542
f(z) = 169/21*z^3 - 274/21*z + 1
*
[ 1/13 ] 
f(z) = 169/22*z^3 - 265/22*z + 1
*
[ 1/13 ] 
f(z) = 169/23*z^3 - 277/23*z + 1
*
1/13 | 0.11053417236717672623314141380879715198 | 0.019730779710563072555848791743349829087
f(z) = 169/30*z^3 - 271/30*z + 1
*
[ -4/3 ] 
f(z) = 169/32*z^3 - 275/36*z + 1
*
[ -4/3 ] 
f(z) = 171/20*z^3 - 269/20*z + 1
*
[ 5/4 ] 
f(z) = 176/35*z^3 - 268/35*z + 1
*
0 | 0.18451851407191671793030193058183487573 | 0.029310677901413492549996018667769709896
f(z) = 177/22*z^3 - 271/33*z + 1
*
7/8 | 0.13890913970041660559912400010954904764 | 0.024081381705648555626984596277262755212
f(z) = 160/21*z^3 - 269/42*z + 1
*
[ -8/7 ] 
f(z) = 161/32*z^3 - 263/56*z + 1
*
[ 2/13 ] 
f(z) = 169/23*z^3 - 261/46*z + 1
*
6/35 | 0.092915461317950848312255182788602179150 | 0.013066999307942091226412398386853972618
f(z) = 175/32*z^3 - 261/56*z + 1
*
[ -10/9 ] 
f(z) = 162/35*z^3 - 267/70*z + 1
*
[ 2/9 ] 
f(z) = 162/35*z^3 - 261/70*z + 1
*
[ 2/9 ] 
f(z) = 162/37*z^3 - 275/74*z + 1
*
[ 9/13 ] 
f(z) = 169/21*z^3 - 271/63*z + 1
*
[ 9/13 ] 
f(z) = 169/24*z^3 - 275/72*z + 1
*
[ 3/13 ] 
f(z) = 169/25*z^3 - 277/75*z + 1
*
[ 10/13 ] 
f(z) = 169/28*z^3 - 271/70*z + 1
*
-12/13 | 0.12973403876014815157709171832132004102 | 0.022279412027438052182228735114639215054
f(z) = 169/30*z^3 - 263/60*z + 1
*
8/39 | 0.17604060036298284927859238268281556431 | 0.024025882101500894154336321122342385624
f(z) = 169/32*z^3 - 277/72*z + 1
*
[ -15/13 ] 
f(z) = 169/36*z^3 - 263/60*z + 1
*
[ 2/9 ] 
f(z) = 171/32*z^3 - 271/72*z + 1
*
2/5 | 0.18546069613134525940225772701093542688 | 0.026081932475220398725002610743260556285
f(z) = 175/22*z^3 - 274/77*z + 1
*
[ 6/25 ] 
f(z) = 175/24*z^3 - 269/75*z + 1
*
[ 2/3 ] 
f(z) = 177/22*z^3 - 269/66*z + 1
*
[ 2/3 ] 
f(z) = 177/26*z^3 - 275/78*z + 1
*
3/7 | 0.20857491333995607488697824738202187007 | 0.029680600309442118473920777634376165047
f(z) = 161/36*z^3 - 265/84*z + 1
*
[ 8/11 ] 
f(z) = 165/32*z^3 - 273/88*z + 1
*
[ 1/2 ] 
f(z) = 167/24*z^3 - 263/96*z + 1
*
[ 4/13 ] 
f(z) = 169/23*z^3 - 271/92*z + 1
*
[ 1/2 ] 
f(z) = 169/23*z^3 - 261/92*z + 1
*
[ 1/2 ] 
f(z) = 169/24*z^3 - 265/96*z + 1
*
[ 10/13 ] 
f(z) = 169/36*z^3 - 277/90*z + 1
*
[ -9/10 ] 
f(z) = 170/27*z^3 - 269/90*z + 1
*
[ 1/2 ] 
f(z) = 171/23*z^3 - 263/92*z + 1
*
[ 5/8 ] 
f(z) = 172/25*z^3 - 263/80*z + 1
*
[ 1/2 ] 
f(z) = 173/22*z^3 - 261/88*z + 1
*
[ 1/2 ] 
f(z) = 173/23*z^3 - 265/92*z + 1
*
[ 1/2 ] 
f(z) = 173/24*z^3 - 269/96*z + 1
*
[ 1/2 ] 
f(z) = 175/22*z^3 - 263/88*z + 1
*
[ 1/2 ] 
f(z) = 175/23*z^3 - 267/92*z + 1
*
[ 1/2 ] 
f(z) = 175/24*z^3 - 271/96*z + 1
*
[ 4/7 ] 
f(z) = 175/24*z^3 - 263/84*z + 1
*
[ 1/2 ] 
f(z) = 177/22*z^3 - 265/88*z + 1
*
[ 1/2 ] 
f(z) = 177/23*z^3 - 269/92*z + 1
*
[ 1/2 ] 
f(z) = 179/21*z^3 - 263/84*z + 1
*
[ 1/2 ] 
f(z) = 179/22*z^3 - 267/88*z + 1
*
[ 1/2 ] 
f(z) = 179/23*z^3 - 271/92*z + 1
*
[ 1/2 ] 
f(z) = 179/24*z^3 - 275/96*z + 1
*
[ -6/7 ] 
f(z) = 179/27*z^3 - 265/98*z + 1
*
[ 1/2 ] 
f(z) = 161/25*z^3 - 261/100*z + 1
*
[ 1/2 ] 
f(z) = 161/26*z^3 - 265/104*z + 1
*
[ 1/2 ] 
f(z) = 161/27*z^3 - 269/108*z + 1
*
[ 1/2 ] 
f(z) = 161/29*z^3 - 277/116*z + 1
*
[ 4/9 ] 
f(z) = 162/29*z^3 - 273/116*z + 1
*
[ 1/2 ] 
f(z) = 163/25*z^3 - 263/100*z + 1
*
[ 1/2 ] 
f(z) = 163/26*z^3 - 267/104*z + 1
*
[ 1/2 ] 
f(z) = 163/27*z^3 - 271/108*z + 1
*
[ 1/2 ] 
f(z) = 163/28*z^3 - 275/112*z + 1
*
[ 1/2 ] 
f(z) = 163/29*z^3 - 279/116*z + 1
*
[ 1/2 ] 
f(z) = 165/26*z^3 - 269/104*z + 1
*
[ 1/2 ] 
f(z) = 165/28*z^3 - 277/112*z + 1
*
[ 2/3 ] 
f(z) = 165/34*z^3 - 271/102*z + 1
*
[ 1/3 ] 
f(z) = 165/37*z^3 - 277/111*z + 1
*
[ 2/3 ] 
f(z) = 165/38*z^3 - 277/114*z + 1
*
[ 1/2 ] 
f(z) = 167/25*z^3 - 267/100*z + 1
*
[ 1/2 ] 
f(z) = 167/26*z^3 - 271/104*z + 1
*
[ 1/2 ] 
f(z) = 167/27*z^3 - 275/108*z + 1
*
[ 1/2 ] 
f(z) = 167/28*z^3 - 279/112*z + 1
*
[ 1/3 ] 
f(z) = 168/37*z^3 - 278/111*z + 1
*
[ 1/2 ] 
f(z) = 169/25*z^3 - 269/100*z + 1
*
[ 1/2 ] 
f(z) = 169/27*z^3 - 277/108*z + 1
*
[ 1/2 ] 
f(z) = 171/25*z^3 - 271/100*z + 1
*
[ 1/2 ] 
f(z) = 171/26*z^3 - 275/104*z + 1
*
[ 1/2 ] 
f(z) = 173/25*z^3 - 273/100*z + 1
*
[ 1/2 ] 
f(z) = 173/26*z^3 - 277/104*z + 1
*
[ 1/3 ] 
f(z) = 174/35*z^3 - 268/105*z + 1
*
[ 1/3 ] 
f(z) = 174/37*z^3 - 280/111*z + 1
*
[ 1/2 ] 
f(z) = 175/26*z^3 - 279/104*z + 1
*
[ 16/35 ] 
f(z) = 175/32*z^3 - 261/112*z + 1
*
[ 3/5 ] 
f(z) = 175/37*z^3 - 263/111*z + 1
*
[ 3/5 ] 
f(z) = 175/38*z^3 - 265/114*z + 1
*
[ 1/2 ] 
f(z) = 177/25*z^3 - 277/100*z + 1
*
[ 1/3 ] 
f(z) = 177/34*z^3 - 263/102*z + 1
*
[ 1/3 ] 
f(z) = 177/35*z^3 - 269/105*z + 1
*
[ 1/2 ] 
f(z) = 179/25*z^3 - 279/100*z + 1
*
[ -9/4 ] 
f(z) = 160/27*z^3 - 257/9*z + 1
*
[ -5/3 ] 
f(z) = 168/25*z^3 - 256/15*z + 1
*
[ 6/5 ] 
f(z) = 160/27*z^3 - 251/30*z + 1
*
[ -4/3 ] 
f(z) = 161/32*z^3 - 259/36*z + 1
*
[ 1/9 ] 
f(z) = 162/31*z^3 - 250/31*z + 1
*
0 | 0.11258734159084648608085107176657785245 | 0.020527166813301368424815741481129132369
f(z) = 163/39*z^3 - 241/39*z + 1
*
0 | 0.11270559712087631986753461741279322373 | 0.020533225688423312730532661846283907328
f(z) = 164/39*z^3 - 242/39*z + 1
*
0 | 0.12034673678996499018838608092631561623 | 0.021941876472238593794330233321136678914
f(z) = 165/38*z^3 - 241/38*z + 1
*
0 | 0.11293783663895541103915432409686273524 | 0.020544729942830093734464445748962634409
f(z) = 166/39*z^3 - 244/39*z + 1
*
0 | 0.13342892155042944481689109635985192244 | 0.024327048597861600521245067019245595957
f(z) = 167/37*z^3 - 241/37*z + 1
*
0 | 0.12057732083374992947965360233998118864 | 0.021950841452889716801506060696790896174
f(z) = 167/38*z^3 - 243/38*z + 1
*
0 | 0.11305183892864062161062206470707605248 | 0.020550178632216280712800408230905929881
f(z) = 167/39*z^3 - 245/39*z + 1
*
0 | 0.13354304368347473396703793543401190123 | 0.024329487843721736944840813542929523563
f(z) = 168/37*z^3 - 242/37*z + 1
*
[ 1/13 ] 
f(z) = 169/21*z^3 - 253/21*z + 1
*
35/26 | 0.20525540340349882581529656439275425076 | 0.028672906622809563425544629558157224566
f(z) = 169/25*z^3 - 257/20*z + 1
*
[ 20/13 ] 
f(z) = 169/32*z^3 - 243/20*z + 1
*
0 | 0.094438508582187454210410353859153284420 | 0.017218232457347248600882891315116375490
f(z) = 169/36*z^3 - 241/36*z + 1
*
0 | 0.13365646643046651767006548473459701112 | 0.024331871727468739383975709599235771374
f(z) = 169/37*z^3 - 243/37*z + 1
*
0 | 0.12080506728379409989459530399316848259 | 0.021959534102986987243198436899092370474
f(z) = 169/38*z^3 - 245/38*z + 1
*
0 | 0.13376919831646964065673812234888780120 | 0.024334201325871705041695788698710997341
f(z) = 170/37*z^3 - 244/37*z + 1
*
0 | 0.11339375112772966285152063192752150192 | 0.020566829889042063361494753325706221286
f(z) = 170/39*z^3 - 248/39*z + 1
*
[ -4/3 ] 
f(z) = 171/28*z^3 - 255/28*z + 1
*
0 | 0.13391277486814231470707516486751501366 | 0.024415265777746313983286319738157483013
f(z) = 171/35*z^3 - 241/35*z + 1
*
0 | 0.13388124771152715201598663257929191347 | 0.024336477690668225497202657147797776678
f(z) = 171/37*z^3 - 245/37*z + 1
*
0 | 0.13402395778535802083687399075282177696 | 0.024417102993660779770779058061129695942
f(z) = 172/35*z^3 - 242/35*z + 1
*
0 | 0.13399262283439855537935398708445268262 | 0.024338701849262208885467975913807319858
f(z) = 172/37*z^3 - 246/37*z + 1
*
0 | 0.11361653096482321520460424174421727016 | 0.020577258927481881710283718190006630962
f(z) = 172/39*z^3 - 250/39*z + 1
*
0 | 0.12131461135523235526738169704841406173 | 0.022118341449338737176513050934985920807
f(z) = 173/34*z^3 - 241/34*z + 1
*
0 | 0.13413447683268321694241523894603205155 | 0.024418892491235401748892592370502322773
f(z) = 173/35*z^3 - 243/35*z + 1
*
0 | 0.094884986543815407136172436528806542476 | 0.017247870016706601180887268389865227844
f(z) = 173/36*z^3 - 245/36*z + 1
*
0 | 0.13410333175618598282162972419241538779 | 0.024340874805398809068743537504648217855
f(z) = 173/37*z^3 - 247/37*z + 1
*
0 | 0.12125232104877052375709633414369568462 | 0.021976140680142934533820035436005040469
f(z) = 173/38*z^3 - 249/38*z + 1
*
0 | 0.11372846442267553390084611928624537546 | 0.020582650087785513267150539335094657344
f(z) = 173/39*z^3 - 251/39*z + 1
*
0 | 0.13424433989489335661623430837126192885 | 0.024420635205816933274996499387590455062
f(z) = 174/35*z^3 - 244/35*z + 1
*
0 | 0.13421338240385230315091181383740182473 | 0.024342997539817329216412332318740907911
f(z) = 174/37*z^3 - 248/37*z + 1
*
-6/5 | 0.26064038961018766823635433423961848369 | 0.029493881192178680236289040875127797518
f(z) = 175/27*z^3 - 255/28*z + 1
*
0 | 0.11403957362202464388370723904169071067 | 0.020791940887672417720433486246528442995
f(z) = 175/33*z^3 - 241/33*z + 1
*
0 | 0.12153350353360087798711786267595184897 | 0.022124912453134974552744804581171499508
f(z) = 175/34*z^3 - 243/34*z + 1
*
0 | 0.095104250636956531967941135791243422221 | 0.017262215844302802848241617187871416931
f(z) = 175/36*z^3 - 247/36*z + 1
*
0 | 0.13432278256363500870504205572279747233 | 0.024345071010882929850701239762650397584
f(z) = 175/37*z^3 - 249/37*z + 1
*
0 | 0.12147195907884334050016143046073089615 | 0.021984072693582703223470386485080812197
f(z) = 175/38*z^3 - 251/38*z + 1
*
0 | 0.11394829018648993428093097765549886972 | 0.020592855503597294434361484897491149466
f(z) = 175/39*z^3 - 253/39*z + 1
*
0 | 0.13446212890778941189715004622058098610 | 0.024423983919983376214248951537143578474
f(z) = 176/35*z^3 - 246/35*z + 1
*
0 | 0.13443153988435956607838744508731811720 | 0.024347096155197935861675787074174819389
f(z) = 176/37*z^3 - 250/37*z + 1
*
0 | 0.11405619800980130512263452599181901946 | 0.020597672546001546030001522161237451910
f(z) = 176/39*z^3 - 254/39*z + 1
*
0 | 0.10894341573155683907080847663497236743 | 0.019862798395750754372366322980166302631
f(z) = 177/32*z^3 - 241/32*z + 1
*
0 | 0.12174983744173412818598503289357414129 | 0.022131271207805864388050994450313928954
f(z) = 177/34*z^3 - 245/34*z + 1
*
0 | 0.13457006994249883443117739672603728336 | 0.024425591684622922513280613072332717017
f(z) = 177/35*z^3 - 247/35*z + 1
*
0 | 0.13453966188065576495782724920104005409 | 0.024349073888193503148940245041627179601
f(z) = 177/37*z^3 - 251/37*z + 1
*
0 | 0.12168902117540097415867014623242252735 | 0.021991768593789166772302696479467024069
f(z) = 177/38*z^3 - 253/38*z + 1
*
0 | 0.11436389764746519508785358685093959920 | 0.020804147328302906400079094072627291926
f(z) = 178/33*z^3 - 244/33*z + 1
*
0 | 0.13467738516642204661229831095059166739 | 0.024427156197511507891314167840793959029
f(z) = 178/35*z^3 - 248/35*z + 1
*
0 | 0.13464715593608045505835848733758596140 | 0.024351005104702373318546729512931457699
f(z) = 178/37*z^3 - 252/37*z + 1
*
0 | 0.11427320939602777642505852436362220307 | 0.020607674062764421293163484705687366938
f(z) = 178/39*z^3 - 256/39*z + 1
*
0 | 0.13484395504584204414570952050000408743 | 0.024585040555006318076872246729213328125
f(z) = 179/31*z^3 - 241/31*z + 1
*
0 | 0.10915689773217946704647209354688203050 | 0.019871778034544763729385760949301333871
f(z) = 179/32*z^3 - 243/32*z + 1
*
0 | 0.11446938485032271896547843133372742621 | 0.020807855306793192440210098471379574185
f(z) = 179/33*z^3 - 245/33*z + 1
*
0 | 0.12196367221440821523878212440504118006 | 0.022137425202641663455974536782055657540
f(z) = 179/34*z^3 - 247/34*z + 1
*
0 | 0.13478408179765915401076562667774508079 | 0.024428678291756994310615164201533501141
f(z) = 179/35*z^3 - 249/35*z + 1
*
0 | 0.095535137069755261907337691305997293959 | 0.017290010090062721134129032339083681553
f(z) = 179/36*z^3 - 251/36*z + 1
*
0 | 0.13475402930614992364846821367663662651 | 0.024352890679513414166079922060141622701
f(z) = 179/37*z^3 - 253/37*z + 1
*
0 | 0.12190356709377294231309016605282099764 | 0.021999236473833458151862081624035749429
f(z) = 179/38*z^3 - 255/38*z + 1
*
0 | 0.11437922682532257200211849242513443312 | 0.020612301052542214883477739878515441942
f(z) = 179/39*z^3 - 257/39*z + 1
*
15/16 | 0.25503841307891084947990927202681863972 | 0.028911691908185255852614914275840215215
f(z) = 160/27*z^3 - 251/40*z + 1
*
[ 1/6 ] 
f(z) = 162/25*z^3 - 259/50*z + 1
*
[ 5/36 ] 
f(z) = 162/25*z^3 - 253/40*z + 1
*
3/4 | 0.14494952843237861749248398411547744760 | 0.016425475266072981949508272675414413864
f(z) = 170/27*z^3 - 251/40*z + 1
*
[ 3/17 ] 
f(z) = 170/27*z^3 - 248/51*z + 1
*
[ -12/11 ] 
f(z) = 176/27*z^3 - 257/44*z + 1
*
3/22 | 0.21599735388724257071707936857580974227 | 0.024121186638090251520737978749758929299
f(z) = 176/27*z^3 - 251/44*z + 1
*
2/3 | 0.16138759375229058944889179148407845900 | 0.027918137746709945243785045613606906069
f(z) = 162/35*z^3 - 249/70*z + 1
*
[ 2/3 ] 
f(z) = 165/26*z^3 - 259/78*z + 1
*
2/5 | 0.18896957363159539721286092284938963149 | 0.028139804201817397151134662296010324480
f(z) = 165/28*z^3 - 241/70*z + 1
*
[ 1/4 ] 
f(z) = 168/37*z^3 - 243/74*z + 1
*
[ 3/13 ] 
f(z) = 169/22*z^3 - 247/66*z + 1
*
[ 3/13 ] 
f(z) = 169/23*z^3 - 257/69*z + 1
*
-10/13 | 0.13205538382101427795939320042715128547 | 0.015817337405821928451100522235101025996
f(z) = 169/24*z^3 - 248/75*z + 1
*
4/13 | 0.17465351456383457942110223838713314901 | 0.029993497852956069932283863370658102298
f(z) = 169/34*z^3 - 253/68*z + 1
*
[ -14/13 ] 
f(z) = 169/35*z^3 - 257/70*z + 1
*
[ 3/5 ] 
f(z) = 175/26*z^3 - 241/78*z + 1
*
[ 4/5 ] 
f(z) = 175/34*z^3 - 241/68*z + 1
*
[ 4/5 ] 
f(z) = 175/38*z^3 - 243/76*z + 1
*
[ 1/2 ] 
f(z) = 161/20*z^3 - 241/80*z + 1
*
[ 1/2 ] 
f(z) = 161/22*z^3 - 249/88*z + 1
*
[ 1/2 ] 
f(z) = 161/24*z^3 - 257/96*z + 1
*
[ 4/7 ] 
f(z) = 161/24*z^3 - 247/84*z + 1
*
[ 4/9 ] 
f(z) = 162/23*z^3 - 243/92*z + 1
*
[ 1/2 ] 
f(z) = 163/20*z^3 - 243/80*z + 1
*
[ 1/2 ] 
f(z) = 163/21*z^3 - 247/84*z + 1
*
[ 1/2 ] 
f(z) = 163/22*z^3 - 251/88*z + 1
*
[ 1/2 ] 
f(z) = 163/23*z^3 - 255/92*z + 1
*
[ 1/2 ] 
f(z) = 163/24*z^3 - 259/96*z + 1
*
-3/4 | 0.14444967736313838164377906465181318168 | 0.022270443497077411641255858043623704389
f(z) = 164/21*z^3 - 257/84*z + 1
*
[ 5/8 ] 
f(z) = 164/25*z^3 - 253/80*z + 1
*
[ 1/2 ] 
f(z) = 165/23*z^3 - 257/92*z + 1
*
[ 1/3 ] 
f(z) = 165/31*z^3 - 241/93*z + 1
*
[ 1/3 ] 
f(z) = 165/32*z^3 - 247/96*z + 1
*
[ 1/2 ] 
f(z) = 167/20*z^3 - 247/80*z + 1
*
[ 1/2 ] 
f(z) = 167/21*z^3 - 251/84*z + 1
*
[ 1/2 ] 
f(z) = 167/22*z^3 - 255/88*z + 1
*
[ 1/2 ] 
f(z) = 167/23*z^3 - 259/92*z + 1
*
[ 1/3 ] 
f(z) = 168/31*z^3 - 242/93*z + 1
*
[ 1/2 ] 
f(z) = 169/20*z^3 - 249/80*z + 1
*
[ 11/26 ] 
f(z) = 169/22*z^3 - 241/88*z + 1
*
[ -12/13 ] 
f(z) = 169/28*z^3 - 257/84*z + 1
*
[ 3/8 ] 
f(z) = 170/27*z^3 - 245/96*z + 1
*
[ 1/2 ] 
f(z) = 171/20*z^3 - 251/80*z + 1
*
[ 1/2 ] 
f(z) = 171/22*z^3 - 259/88*z + 1
*
[ 1/2 ] 
f(z) = 173/20*z^3 - 253/80*z + 1
*
[ 1/2 ] 
f(z) = 173/21*z^3 - 257/84*z + 1
*
[ -6/7 ] 
f(z) = 173/27*z^3 - 249/98*z + 1
*
[ 1/3 ] 
f(z) = 174/31*z^3 - 244/93*z + 1
*
[ 3/5 ] 
f(z) = 175/29*z^3 - 247/87*z + 1
*
[ 3/5 ] 
f(z) = 175/31*z^3 - 251/93*z + 1
*
[ 3/5 ] 
f(z) = 175/32*z^3 - 253/96*z + 1
*
[ -6/7 ] 
f(z) = 176/27*z^3 - 257/98*z + 1
*
[ 9/22 ] 
f(z) = 176/27*z^3 - 251/99*z + 1
*
[ 1/2 ] 
f(z) = 177/20*z^3 - 257/80*z + 1
*
[ 1/3 ] 
f(z) = 177/31*z^3 - 245/93*z + 1
*
[ 1/3 ] 
f(z) = 177/32*z^3 - 251/96*z + 1
*
[ -5/6 ] 
f(z) = 178/25*z^3 - 247/90*z + 1
*
[ 1/2 ] 
f(z) = 179/20*z^3 - 259/80*z + 1
*
[ 4/9 ] 
f(z) = 162/25*z^3 - 253/100*z + 1
*
[ 4/9 ] 
f(z) = 165/32*z^3 - 245/108*z + 1
*
[ 1/3 ] 
f(z) = 165/34*z^3 - 259/102*z + 1
*
[ 6/13 ] 
f(z) = 169/38*z^3 - 241/114*z + 1
*
[ 3/5 ] 
f(z) = 175/34*z^3 - 257/102*z + 1
*
[ 4/9 ] 
f(z) = 177/32*z^3 - 253/108*z + 1
*
39/40 | 0.10132803325889862847281991954431017636 | 0.013204606644415188804832025244002790106
f(z) = 160/27*z^3 - 239/30*z + 1
*
[ 21/20 ] 
f(z) = 160/27*z^3 - 227/35*z + 1
*
3/10 | 0.17761009795801451489541525616458812633 | 0.023383942310946014444513339370431191859
f(z) = 160/27*z^3 - 221/30*z + 1
*
0 | 0.13271086442001798589540853148229333021 | 0.024563906937198513201534767608250299346
f(z) = 160/31*z^3 - 222/31*z + 1
*
0 | 0.11233361348243158512004484523975192806 | 0.020723713341489820465865451356883406694
f(z) = 160/33*z^3 - 226/33*z + 1
*
0 | 0.13260973331153465555900396839251706539 | 0.024308327687295000236959842130042083288
f(z) = 160/37*z^3 - 234/37*z + 1
*
0 | 0.11223218732225005586946057772174239954 | 0.020509253656298190758480739094874499346
f(z) = 160/39*z^3 - 238/39*z + 1
*
0 | 0.099667091902350525568088086098915017436 | 0.018463150781714679787497566082864561375
f(z) = 161/30*z^3 - 221/30*z + 1
*
0 | 0.13282947584069985929230649810780844159 | 0.024565425596759139124703438053112299420
f(z) = 161/31*z^3 - 223/31*z + 1
*
0 | 0.10714067294315055335528168024515974186 | 0.019781884563946223887167353324379239100
f(z) = 161/32*z^3 - 225/32*z + 1
*
0 | 0.11245244327109011029992781096606476520 | 0.020728751953238730394730165465690979401
f(z) = 161/33*z^3 - 227/33*z + 1
*
0 | 0.11994394176228798183654717589409623360 | 0.022073993053717455645616056469673087040
f(z) = 161/34*z^3 - 229/34*z + 1
*
0 | 0.093511881445725426439282912943104753385 | 0.017154874661461300123689558917330643361
f(z) = 161/36*z^3 - 233/36*z + 1
*
0 | 0.13272900371143033238857397227655118629 | 0.024311186878119051463454232011505184470
f(z) = 161/37*z^3 - 235/37*z + 1
*
0 | 0.11987676656802375200132307632773313568 | 0.021923088531198592582704697853128440075
f(z) = 161/38*z^3 - 237/38*z + 1
*
0 | 0.11235167999647048784756407299723825092 | 0.020515370718909437545199538174847186923
f(z) = 161/39*z^3 - 239/39*z + 1
*
1/9 | 0.16032408065236243941969032928989316029 | 0.029553098210256837263379989651966210521
f(z) = 162/25*z^3 - 227/25*z + 1
*
[ 1/9 ] 
f(z) = 162/29*z^3 - 234/29*z + 1
*
0 | 0.13294733205890762637488517370043855584 | 0.024566893471041968818629375343491596640
f(z) = 162/31*z^3 - 224/31*z + 1
*
0 | 0.13288087978545015029474687320269032199 | 0.024396417656685759511195589213475876562
f(z) = 162/35*z^3 - 232/35*z + 1
*
0 | 0.13284751036963757210835805206499677533 | 0.024313982404700850657015250653998203025
f(z) = 162/37*z^3 - 236/37*z + 1
*
0 | 0.13309731542338407134041621938555840301 | 0.024656039986709236683753223818395129080
f(z) = 163/29*z^3 - 221/29*z + 1
*
0 | 0.099901845460453014582772571727151357382 | 0.018475803929098436368891844474054907303
f(z) = 163/30*z^3 - 223/30*z + 1
*
0 | 0.13306444263483237065871744870808775255 | 0.024568311654760589341717020950088815332
f(z) = 163/31*z^3 - 225/31*z + 1
*
0 | 0.10737585359053206019519984266004518268 | 0.019792966431860799429823020890299040058
f(z) = 163/32*z^3 - 227/32*z + 1
*
0 | 0.11268680477614810914202303222459968223 | 0.020738419209234259195182839966560338944
f(z) = 163/33*z^3 - 229/33*z + 1
*
0 | 0.12017955198237089860019508232575702851 | 0.022082015452439178097285386528698348371
f(z) = 163/34*z^3 - 231/34*z + 1
*
0 | 0.13299841715880060524652049829572502719 | 0.024398730313817918267276837244066510228
f(z) = 163/35*z^3 - 233/35*z + 1
*
0 | 0.093747923751315306722807678244008502194 | 0.017171252929080857095673268004773018919
f(z) = 163/36*z^3 - 235/36*z + 1
*
0 | 0.13296526301138645256467803012006480340 | 0.024316715540693338172364423173218682072
f(z) = 163/37*z^3 - 237/37*z + 1
*
0 | 0.12011324350177994713811736517859848064 | 0.021932629033825458439276475711951707103
f(z) = 163/38*z^3 - 239/38*z + 1
*
0 | 0.13321348086877126306661138007608550792 | 0.024656937931505098495509496491889996880
f(z) = 164/29*z^3 - 222/29*z + 1
*
0 | 0.13318081694819045211893206092080796825 | 0.024569681215243542586168808854629395065
f(z) = 164/31*z^3 - 226/31*z + 1
*
0 | 0.11280442277260941490332616442821206622 | 0.020743430973415876370788721900509099656
f(z) = 164/33*z^3 - 230/33*z + 1
*
0 | 0.13311521281824872673382103263890027403 | 0.024400985753800206732414368585824559401
f(z) = 164/35*z^3 - 234/35*z + 1
*
0 | 0.13308227117720343170994548492394555418 | 0.024319387529110546683623646767850148660
f(z) = 164/37*z^3 - 238/37*z + 1
*
0 | 0.10767430343005599843527429067591008474 | 0.019946472417324913854220965651198113031
f(z) = 165/28*z^3 - 221/28*z + 1
*
0 | 0.13332892189439041753638011995045848210 | 0.024657792933104307786432634529725816118
f(z) = 165/29*z^3 - 223/29*z + 1
*
0 | 0.13329646420273976671357905282472754586 | 0.024571003193246788590381902516808328701
f(z) = 165/31*z^3 - 227/31*z + 1
*
0 | 0.10760808359557399138187077734981764310 | 0.019803752110466216424570479433152306316
f(z) = 165/32*z^3 - 229/32*z + 1
*
0 | 0.12041220065627561764841896879760359479 | 0.022089772743670539049108202261428532005
f(z) = 165/34*z^3 - 233/34*z + 1
*
0 | 0.13319854422756229004092718063006420537 | 0.024321999583213529907284168543480992266
f(z) = 165/37*z^3 - 239/37*z + 1
*
0 | 0.13344364748268580497742596988076225454 | 0.024658605940597890406770133501425209369
f(z) = 166/29*z^3 - 224/29*z + 1
*
0 | 0.13341139343065554890182704527524378113 | 0.024572278603737983354769494821324189910
f(z) = 166/31*z^3 - 228/31*z + 1
*
0 | 0.11303541145259036814844247860409868038 | 0.020752866117723179432951308588210595771
f(z) = 166/33*z^3 - 232/33*z + 1
*
0 | 0.13334661605167452459634135310643580554 | 0.024405329594703639017024663549361277919
f(z) = 166/35*z^3 - 236/35*z + 1
*
0 | 0.13331409134738949784453060631750222682 | 0.024324552887366105415573581365381412208
f(z) = 166/37*z^3 - 240/37*z + 1
*
0 | 0.12002651699366293325601926288348718252 | 0.022234697920445443014827293704674821335
f(z) = 167/27*z^3 - 221/27*z + 1
*
0 | 0.10790284646510813286191027502432865420 | 0.019955505581427224536719477473411507572
f(z) = 167/28*z^3 - 223/28*z + 1
*
0 | 0.13355766645000201015161981716732015184 | 0.024659377879265750153407049429891202921
f(z) = 167/29*z^3 - 225/29*z + 1
*
0 | 0.10036157220926425400489884449071932501 | 0.018499999425959375579901490819853012570
f(z) = 167/30*z^3 - 227/30*z + 1
*
0 | 0.13352561349677092908817270920595860813 | 0.024573508436653695404607181176622290205
f(z) = 167/31*z^3 - 229/31*z + 1
*
0 | 0.10783743611393481412342277173628612682 | 0.019814252019916322337623758612881761482
f(z) = 167/32*z^3 - 231/32*z + 1
*
0 | 0.11314983374891111917938050919319397160 | 0.020757482214218495030775419125483241019
f(z) = 167/33*z^3 - 233/33*z + 1
*
0 | 0.12064196134989733352523542339345195595 | 0.022097274790796840945157511204875916652
f(z) = 167/34*z^3 - 235/34*z + 1
*
0 | 0.13346124172257895396398155407653569616 | 0.024407420232739673214078936945205794096
f(z) = 167/35*z^3 - 237/35*z + 1
*
0 | 0.094211164703289199760428801528368648139 | 0.017202920061443954312237721749263561361
f(z) = 167/36*z^3 - 239/36*z + 1
*
0 | 0.13367098745065565367922311529864072206 | 0.024660109651280023784099498906450470215
f(z) = 168/29*z^3 - 226/29*z + 1
*
0 | 0.13363913310268723357324440524638272160 | 0.024574693657630634549543944503847644801
f(z) = 168/31*z^3 - 230/31*z + 1
*
-16/13 | 0.13791970982532178668719463069604600538 | 0.025549379937463563914498793624985400363
f(z) = 169/20*z^3 - 221/20*z + 1
*
0 | 0.12025207693624245977531119226148030714 | 0.022239366903591143541420510276421820891
f(z) = 169/27*z^3 - 223/27*z + 1
*
0 | 0.13378361898088305943155194927975211078 | 0.024660802136384233402444058697661452701
f(z) = 169/29*z^3 - 227/29*z + 1
*
[ 15/13 ] 
f(z) = 169/30*z^3 - 221/30*z + 1
*
0 | 0.13375196079075880121583462418836107694 | 0.024575835208711918062239156021503680196
f(z) = 169/31*z^3 - 231/31*z + 1
*
0 | 0.10806398161270107999384897638018919431 | 0.019824476112806163440581782331044682458
f(z) = 169/32*z^3 - 233/32*z + 1
*
0 | 0.11337657800541156649729494848526006620 | 0.020766517478604674696415701329944199782
f(z) = 169/33*z^3 - 235/33*z + 1
*
0 | 0.12086890492022177664735114749775325799 | 0.022104531003773896708204173844001213547
f(z) = 169/34*z^3 - 237/34*z + 1
*
0 | 0.13368838516597524277600815023581570685 | 0.024411444337801586872894801560319397276
f(z) = 169/35*z^3 - 239/35*z + 1
*
0 | 0.12036383463981656251629748803892354146 | 0.022241631009581169968753934791737511521
f(z) = 170/27*z^3 - 224/27*z + 1
*
0 | 0.13389556938266837775901550360465930023 | 0.024661456192549191402369491075179546383
f(z) = 170/29*z^3 - 228/29*z + 1
*
0 | 0.13386410494795688800892675380929143351 | 0.024576934009029353694652784824481201473
f(z) = 170/31*z^3 - 232/31*z + 1
*
0 | 0.11348891698706945646412295670369072143 | 0.020770938974124865337878609548207583004
f(z) = 170/33*z^3 - 236/33*z + 1
*
0 | 0.13406914313754687463644786869468733361 | 0.024836069335192853756901730680286349803
f(z) = 171/25*z^3 - 221/25*z + 1
*
0 | 0.12121819333821514304840808016851819587 | 0.022418040051552152233048306436397607076
f(z) = 171/26*z^3 - 223/26*z + 1
*
0 | 0.10835163850898865338061453560675901993 | 0.019972836276801714276394941735422799643
f(z) = 171/28*z^3 - 227/28*z + 1
*
0 | 0.13400684684745648413024044388896486195 | 0.024662072656606570538829718785701566210
f(z) = 171/29*z^3 - 229/29*z + 1
*
0 | 0.13397557380961703758043184925705680044 | 0.024577990955462675435089917112145357381
f(z) = 171/31*z^3 - 233/31*z + 1
*
0 | 0.10828778800059855511734739588306659107 | 0.019834433899800116534261258902675933059
f(z) = 171/32*z^3 - 235/32*z + 1
*
0 | 0.12109309964678197947234721050500859377 | 0.022111550364299107602133179218115150207
f(z) = 171/34*z^3 - 239/34*z + 1
*
0 | 0.13417938059260169385257702054131223686 | 0.024835719608728938488436214065657356717
f(z) = 172/25*z^3 - 222/25*z + 1
*
0 | 0.12058534625532565222115378898055420037 | 0.022246022998009310393744547184965775558
f(z) = 172/27*z^3 - 226/27*z + 1
*
0 | 0.13411745941975479168227243347540028478 | 0.024662652344861011193363440674833782145
f(z) = 172/29*z^3 - 230/29*z + 1
*
0 | 0.13408637546307411171677346263064782503 | 0.024579006923276626555662478828809197522
f(z) = 172/31*z^3 - 234/31*z + 1
*
0 | 0.11371053644307759559043587932279117020 | 0.020779406433634345557136413468490765500
f(z) = 172/33*z^3 - 238/33*z + 1
*
0 | 0.078780354859060776552253889014692947355 | 0.014593920045594552624757239841383696481
f(z) = 173/24*z^3 - 221/24*z + 1
*
0 | 0.13428896554871807479377816119658947906 | 0.024835342989752205452367064932852319938
f(z) = 173/25*z^3 - 223/25*z + 1
*
0 | 0.12143820143738159613327525114923929157 | 0.022421704255695618175477124366459725257
f(z) = 173/26*z^3 - 225/26*z + 1
*
0 | 0.12069511602914545156966215967740230459 | 0.022248152635548076308995659505493230275
f(z) = 173/27*z^3 - 227/27*z + 1
*
0 | 0.10857201947643228525726685759827661378 | 0.019981150932162978965925132747125070864
f(z) = 173/28*z^3 - 229/28*z + 1
*
0 | 0.13422741500062794373286214896754268613 | 0.024663196053681599412262592471223479118
f(z) = 173/29*z^3 - 231/29*z + 1
*
0 | 0.10103293148775871399917608961168512726 | 0.018534620943954230523113634065350739264
f(z) = 173/30*z^3 - 233/30*z + 1
*
0 | 0.13419651785118899987568852372699184683 | 0.024579982766736745189530925364252312262
f(z) = 173/31*z^3 - 235/31*z + 1
*
0 | 0.10850892075041115927339033704456471744 | 0.019844134473598796845310397290851078841
f(z) = 173/32*z^3 - 237/32*z + 1
*
0 | 0.11382190026604293275237948233769813868 | 0.020783832337549062823951329784375432150
f(z) = 173/33*z^3 - 239/33*z + 1
*
0 | 0.13439790568665073749468921569373205665 | 0.024834940127058186636616064969907386083
f(z) = 174/25*z^3 - 224/25*z + 1
*
0 | 0.13430600877577085983459691501269384285 | 0.024580919319704670298441183788022931345
f(z) = 174/31*z^3 - 236/31*z + 1
*
0 | 0.13453650194124008359391359725423617059 | 0.024922646718931548014758793396162245547
f(z) = 175/23*z^3 - 221/23*z + 1
*
6/5 | 0.20606913405425738378294881792773196795 | 0.027364674520662923234271325264327368380
f(z) = 175/24*z^3 - 233/21*z + 1
*
0 | 0.085653151280972513379411985522044270079 | 0.015840656613326577104315066601800994983
f(z) = 175/24*z^3 - 223/24*z + 1
*
0 | 0.12165562574293850576537567054007026491 | 0.022425206748617855744727481349010307748
f(z) = 175/26*z^3 - 227/26*z + 1
*
0 | 0.12091272211550026559191058649496649608 | 0.022252283432315881737862455135363778805
f(z) = 175/27*z^3 - 229/27*z + 1
*
0 | 0.13444538609539207791632029463165688146 | 0.024664178622230595761128342338696996440
f(z) = 175/29*z^3 - 233/29*z + 1
*
0 | 0.13441485590089858267126700820197128218 | 0.024581817396213750338686311029817242854
f(z) = 175/31*z^3 - 237/31*z + 1
*
0 | 0.10872744301416091961928084035378532389 | 0.019853586531369044801999154175681286446
f(z) = 175/32*z^3 - 239/32*z + 1
*
0 | 0.13464399753387219355850495779416239306 | 0.024921717144474722421848674169532588043
f(z) = 176/23*z^3 - 222/23*z + 1
*
0 | 0.13461388155983103096600133209397252188 | 0.024834058183906777802009538071848204063
f(z) = 176/25*z^3 - 226/25*z + 1
*
0 | 0.12102057346512392072300023223793595065 | 0.022254286226856709646269121295430813794
f(z) = 176/27*z^3 - 230/27*z + 1
*
[ -9/8 ] 
f(z) = 176/27*z^3 - 229/36*z + 1
*
0 | 0.13455341672422599653887942860544971654 | 0.024664618980069595243650471126167850216
f(z) = 176/29*z^3 - 234/29*z + 1
*
0 | 0.13452306675614502377880426086109466251 | 0.024582677791025703108964967760221211200
f(z) = 176/31*z^3 - 238/31*z + 1
*
0 | 0.12193040764032048666222029840985970167 | 0.022587390262623690737996417693974360482
f(z) = 177/22*z^3 - 221/22*z + 1
*
0 | 0.13475087262056770735531171471062137562 | 0.024920767883092500072286805496697362710
f(z) = 177/23*z^3 - 223/23*z + 1
*
0 | 0.13472093199476309506882544380801682526 | 0.024833580320673421436298108562659714202
f(z) = 177/25*z^3 - 227/25*z + 1
*
0 | 0.12187052625500986369530267034139861647 | 0.022428553793383873622106657306267607929
f(z) = 177/26*z^3 - 229/26*z + 1
*
0 | 0.10900506386456704345054958158875587991 | 0.019997118859666694412735295761577627434
f(z) = 177/28*z^3 - 233/28*z + 1
*
0 | 0.13466082059781885760906781630869236045 | 0.024665026355746751112466275026964804128
f(z) = 177/29*z^3 - 235/29*z + 1
*
0 | 0.13463064873970739718598738985072789864 | 0.024583501280169043073798655232193138922
f(z) = 177/31*z^3 - 239/31*z + 1
*
0 | 0.13485713432521076703248550973332475518 | 0.024919799453436823706853464501778468283
f(z) = 178/23*z^3 - 224/23*z + 1
*
0 | 0.13482736701688994939050593865991198335 | 0.024833078649084715569202733105401334418
f(z) = 178/25*z^3 - 228/25*z + 1
*
0 | 0.12123440939358528813691520431334226895 | 0.022258170556238197500843703742832948759
f(z) = 178/27*z^3 - 232/27*z + 1
*
0 | 0.13476760494895020095598289547029788052 | 0.024665401454157412210406996583313365610
f(z) = 178/29*z^3 - 236/29*z + 1
*
0 | 0.13473760912144709271813418213561945645 | 0.024584288621459961813800027612289963577
f(z) = 178/31*z^3 - 240/31*z + 1
*
0 | 0.11464763937933582459376868353715195353 | 0.021238270448406710640139496221482208996
f(z) = 179/21*z^3 - 221/21*z + 1
*
0 | 0.12214215300929014252867668971757475147 | 0.022588916752002432029602155032256645987
f(z) = 179/22*z^3 - 223/22*z + 1
*
0 | 0.13496278964968008013440837899162166671 | 0.024918812360780562432146269420235506262
f(z) = 179/23*z^3 - 225/23*z + 1
*
0 | 0.086079787241494749957048180271107646098 | 0.015867388079910515217914460982551238674
f(z) = 179/24*z^3 - 227/24*z + 1
*
0 | 0.13493319366317638244359884347434690456 | 0.024832553740311987872720443453057262643
f(z) = 179/25*z^3 - 229/25*z + 1
*
0 | 0.12208296090719818921149740613996972148 | 0.022431751365055264426902395011137840767
f(z) = 179/26*z^3 - 231/26*z + 1
*
0 | 0.12134040824093927775488750518583096438 | 0.022260053616309859636296200323317650707
f(z) = 179/27*z^3 - 233/27*z + 1
*
0 | 0.10921784582422010264537489844681231024 | 0.020004787092585914080554739241131388659
f(z) = 179/28*z^3 - 235/28*z + 1
*
0 | 0.13487377688587777131349774149177617280 | 0.024665744963419315097410202196987237149
f(z) = 179/29*z^3 - 237/29*z + 1
*
0 | 0.10167983031944375518544513781803556861 | 0.018566695341847383441895022844953285574
f(z) = 179/30*z^3 - 239/30*z + 1
*
[ 9/10 ] 
f(z) = 160/27*z^3 - 221/45*z + 1
*
[ 1/6 ] 
f(z) = 162/23*z^3 - 239/46*z + 1
*
-35/36 | 0.20380409501245625696938387045242350436 | 0.028436307790277971761694241409055483150
f(z) = 162/25*z^3 - 221/40*z + 1
*
[ 2/13 ] 
f(z) = 169/21*z^3 - 239/42*z + 1
*
[ -14/13 ] 
f(z) = 169/32*z^3 - 235/56*z + 1
*
[ 5/6 ] 
f(z) = 172/25*z^3 - 224/45*z + 1
*
[ 4/5 ] 
f(z) = 175/22*z^3 - 235/44*z + 1
*
[ 4/5 ] 
f(z) = 175/26*z^3 - 237/52*z + 1
*
18/35 | 0.20821831584171825161058104134473519105 | 0.029282409519490337745499137299710955861
f(z) = 175/32*z^3 - 221/56*z + 1
*
[ 5/6 ] 
f(z) = 176/25*z^3 - 229/45*z + 1
*
3/8 | 0.10631235142682801547518030228970354415 | 0.018430380608906888882169356542029370225
f(z) = 160/33*z^3 - 221/66*z + 1
*
[ 2/7 ] 
f(z) = 161/20*z^3 - 221/70*z + 1
*
[ 6/23 ] 
f(z) = 161/24*z^3 - 227/69*z + 1
*
[ 2/9 ] 
f(z) = 162/31*z^3 - 233/62*z + 1
*
[ 5/6 ] 
f(z) = 162/35*z^3 - 239/70*z + 1
*
[ 3/13 ] 
f(z) = 169/20*z^3 - 227/60*z + 1
*
-12/13 | 0.14242472973553883276734083824668599697 | 0.024458802539409621425835254013723410842
f(z) = 169/30*z^3 - 233/60*z + 1
*
[ 10/13 ] 
f(z) = 169/35*z^3 - 221/70*z + 1
*
[ 3/5 ] 
f(z) = 173/27*z^3 - 223/75*z + 1
*
[ 3/5 ] 
f(z) = 175/22*z^3 - 233/66*z + 1
*
[ 3/5 ] 
f(z) = 175/23*z^3 - 235/69*z + 1
*
[ 3/5 ] 
f(z) = 176/27*z^3 - 226/75*z + 1
*
[ 3/5 ] 
f(z) = 179/27*z^3 - 229/75*z + 1
*
[ 10/27 ] 
f(z) = 162/25*z^3 - 233/90*z + 1
*
[ 1/3 ] 
f(z) = 165/28*z^3 - 223/84*z + 1
*
[ 1/3 ] 
f(z) = 165/29*z^3 - 229/87*z + 1
*
[ 1/3 ] 
f(z) = 168/29*z^3 - 230/87*z + 1
*
[ 15/52 ] 
f(z) = 169/27*z^3 - 239/80*z + 1
*
[ 12/35 ] 
f(z) = 175/24*z^3 - 233/84*z + 1
*
[ 3/8 ] 
f(z) = 176/21*z^3 - 239/84*z + 1
*
[ 5/16 ] 
f(z) = 176/25*z^3 - 231/80*z + 1
*
[ 1/3 ] 
f(z) = 177/28*z^3 - 227/84*z + 1
*
[ 1/3 ] 
f(z) = 177/29*z^3 - 233/87*z + 1
*
[ 6/13 ] 
f(z) = 169/34*z^3 - 227/102*z + 1
*
-15/8 | 0.23164822589780432290847205640966621781 | 0.026758088628366849753178260764797522784
f(z) = 160/27*z^3 - 213/10*z + 1
*
[ 5/2 ] 
f(z) = 164/25*z^3 - 202/5*z + 1
*
[ 5/2 ] 
f(z) = 168/25*z^3 - 207/5*z + 1
*
[ -5/2 ] 
f(z) = 168/25*z^3 - 203/5*z + 1
*
[ 18/13 ] 
f(z) = 169/27*z^3 - 211/18*z + 1
*
[ 5/2 ] 
f(z) = 172/25*z^3 - 212/5*z + 1
*
[ -5/2 ] 
f(z) = 172/25*z^3 - 208/5*z + 1
*
[ 5/2 ] 
f(z) = 176/25*z^3 - 217/5*z + 1
*
[ -5/2 ] 
f(z) = 176/25*z^3 - 213/5*z + 1
*
0 | 0.11253385184041800775939521652913230937 | 0.021199731862715169773202186054553959258
f(z) = 160/21*z^3 - 202/21*z + 1
*
0 | 0.13284435416769930502693479872723011390 | 0.024933829158022582867803295572094540548
f(z) = 160/23*z^3 - 206/23*z + 1
*
0 | 0.11921468519474788436337392277927598114 | 0.022216775636158413740958559987136652108
f(z) = 160/27*z^3 - 214/27*z + 1
*
0 | 0.13274438016352518419598974457283136004 | 0.024653078629580087966990737749363216312
f(z) = 160/29*z^3 - 218/29*z + 1
*
0 | 0.10734064252914017239732271216743492322 | 0.020240330207305602593219048162220371969
f(z) = 161/20*z^3 - 201/20*z + 1
*
0 | 0.12014317140852019323950540809450754670 | 0.022570532814963232460538826911936363720
f(z) = 161/22*z^3 - 205/22*z + 1
*
0 | 0.081224936788077347272784387221387530379 | 0.015204016251548530276941761647735094019
f(z) = 161/24*z^3 - 209/24*z + 1
*
0 | 0.13292908817620476823387703337451475832 | 0.024837931959505523201513102920762157805
f(z) = 161/25*z^3 - 211/25*z + 1
*
0 | 0.12007713821488208601412330967905241144 | 0.022397051774736297184081941376828902131
f(z) = 161/26*z^3 - 213/26*z + 1
*
0 | 0.11933286367894329321434745771889838165 | 0.022219494788879987116833714013056954435
f(z) = 161/27*z^3 - 215/27*z + 1
*
0 | 0.13286277448769347565070477771187069729 | 0.024654111347710245611190449036940631020
f(z) = 161/29*z^3 - 219/29*z + 1
*
0 | 0.13307911103482714692919185815299964860 | 0.024932676647484281612991558294043939015
f(z) = 162/23*z^3 - 208/23*z + 1
*
0 | 0.13304630517497332537584985251207907552 | 0.024837890841797343078587486859658231596
f(z) = 162/25*z^3 - 212/25*z + 1
*
[ 1/9 ] 
f(z) = 162/25*z^3 - 202/25*z + 1
*
0 | 0.13298041640548440181507562131327391861 | 0.024655098125086016744504513702451749647
f(z) = 162/29*z^3 - 220/29*z + 1
*
0 | 0.10757329689559361044861321513141623591 | 0.020246400632673000193077416843252924025
f(z) = 163/20*z^3 - 203/20*z + 1
*
0 | 0.11288321820555878740558021411734788438 | 0.021206651621538057872434395226346982289
f(z) = 163/21*z^3 - 205/21*z + 1
*
0 | 0.12037624087203822551405792359522052741 | 0.022573146182780167201544467716492042010
f(z) = 163/22*z^3 - 207/22*z + 1
*
0 | 0.13319538257213803699559275009296625762 | 0.024932057091551554803592936273513429393
f(z) = 163/23*z^3 - 209/23*z + 1
*
0 | 0.084309847608663947238986821428853611962 | 0.015753378640831825553427806523014012858
f(z) = 163/24*z^3 - 211/24*z + 1
*
0 | 0.13316278468739681334477137871081586211 | 0.024837815319802897444162126414914837424
f(z) = 163/25*z^3 - 213/25*z + 1
*
0 | 0.12031104492946012120380134980241161806 | 0.022401629806245483662546891004739445679
f(z) = 163/26*z^3 - 215/26*z + 1
*
0 | 0.11956698119640231231125931481862550107 | 0.022224769979619855231507156752470233069
f(z) = 163/27*z^3 - 217/27*z + 1
*
0 | 0.10744290362562628488697239896544741152 | 0.019937181951238333473957854683913742434
f(z) = 163/28*z^3 - 219/28*z + 1
*
0 | 0.11299959350985057545843530071004367396 | 0.021209125349383355141686624118445592256
f(z) = 164/21*z^3 - 206/21*z + 1
*
0 | 0.13331092846898186622941971182672623953 | 0.024931409683301124976716761479547292337
f(z) = 164/23*z^3 - 210/23*z + 1
*
0 | 0.13327853593800491352041970319418468946 | 0.024837706237392149955729607121747414850
f(z) = 164/25*z^3 - 214/25*z + 1
*
[ 5/4 ] 
f(z) = 164/25*z^3 - 201/20*z + 1
*
0 | 0.11968293895873376918093060255958248445 | 0.022227328201270514746775638814463310706
f(z) = 164/27*z^3 - 218/27*z + 1
*
0 | 0.13342575772857621544353259254959838098 | 0.024930735157943232371667907840753412532
f(z) = 165/23*z^3 - 211/23*z + 1
*
0 | 0.12054203314765642834259557082641529124 | 0.022406009859710214867614710295633124134
f(z) = 165/26*z^3 - 217/26*z + 1
*
0 | 0.11322814341429745561979940002941624275 | 0.021213552338840374590247387210247447624
f(z) = 166/21*z^3 - 208/21*z + 1
*
0 | 0.13353987918757494754614388413679959549 | 0.024930034230756731034009343536917134323
f(z) = 166/23*z^3 - 212/23*z + 1
*
0 | 0.13350788969592564881610650331873027880 | 0.024837390655909290351566132570331604139
f(z) = 166/25*z^3 - 216/25*z + 1
*
0 | 0.11991269800651415678399569135928664166 | 0.022232291157666145694516922434404730214
f(z) = 166/27*z^3 - 220/27*z + 1
*
0 | 0.10803001491408120903045858853598390971 | 0.020257962045647542249737559778067532622
f(z) = 167/20*z^3 - 207/20*z + 1
*
0 | 0.11334136904787828522028918295770888955 | 0.021215701545853938540799811275858857823
f(z) = 167/21*z^3 - 209/21*z + 1
*
0 | 0.12083375840570583759072064928024496751 | 0.022577907596220890379158724749738387338
f(z) = 167/22*z^3 - 211/22*z + 1
*
0 | 0.13365330152015265800105853140274532913 | 0.024929307597708057596298853866126019155
f(z) = 167/23*z^3 - 213/23*z + 1
*
0 | 0.084769202700292147465101090752339113712 | 0.015783823496636727794238264745933601067
f(z) = 167/24*z^3 - 215/24*z + 1
*
0 | 0.13362150980895828181196993104390492328 | 0.024837185735713569024350354372976452048
f(z) = 167/25*z^3 - 217/25*z + 1
*
0 | 0.12077017482290156844629807224478985383 | 0.022410199915267006799232923698595505400
f(z) = 167/26*z^3 - 219/26*z + 1
*
0 | 0.13376603324196466090388344900205128048 | 0.024928555936048091894904171269531409056
f(z) = 168/23*z^3 - 214/23*z + 1
*
0 | 0.13373443687973455453972448218956794990 | 0.024836950414151199741801454898119015023
f(z) = 168/25*z^3 - 218/25*z + 1
*
0 | 0.10825421757763224842800623831743181306 | 0.020263467703807256931355242034432281458
f(z) = 169/20*z^3 - 209/20*z + 1
*
0 | 0.11356576403389171928646808468795675865 | 0.021219875639739729149239967238975243761
f(z) = 169/21*z^3 - 211/21*z + 1
*
0 | 0.12105834623418567711287081846139304278 | 0.022580068851399149447889769092106748848
f(z) = 169/22*z^3 - 213/22*z + 1
*
0 | 0.13387808271398703550279491379273192803 | 0.024927779904887808121402970056935942809
f(z) = 169/23*z^3 - 215/23*z + 1
*
0 | 0.082140686635685614853985833344424074253 | 0.015268076923740860238420310531606625859
f(z) = 169/24*z^3 - 217/24*z + 1
*
0 | 0.13384667931381125229224786377481578847 | 0.024836685430121146984712482424583086863
f(z) = 169/25*z^3 - 219/25*z + 1
*
[ -20/13 ] 
f(z) = 169/32*z^3 - 217/20*z + 1
*
[ 2/13 ] 
f(z) = 169/38*z^3 - 213/38*z + 1
*
0 | 0.11367694987021600451313682293827982162 | 0.021221902167005892973881792619250217453
f(z) = 170/21*z^3 - 212/21*z + 1
*
0 | 0.13398945814624106718904737761887997545 | 0.024926980145753574128661883583708074045
f(z) = 170/23*z^3 - 216/23*z + 1
*
[ -6/5 ] 
f(z) = 170/27*z^3 - 217/30*z + 1
*
0 | 0.10847573785390387974596817049041648724 | 0.020268799199923520008964186325539990316
f(z) = 171/20*z^3 - 211/20*z + 1
*
0 | 0.12128024241487807201805997528173979381 | 0.022582092067962242298841486100588497778
f(z) = 171/22*z^3 - 215/22*z + 1
*
0 | 0.13410016760140623532135114990954879001 | 0.024926157283122917521415167447072103131
f(z) = 171/23*z^3 - 217/23*z + 1
*
0 | 0.11389630472003936734936663902353947848 | 0.021225645511867901169366034578549157226
f(z) = 172/21*z^3 - 214/21*z + 1
*
0 | 0.13421021899832572723954235419343969474 | 0.024925311924941540142110725713502572604
f(z) = 172/23*z^3 - 218/23*z + 1
*
[ 5/4 ] 
f(z) = 172/25*z^3 - 211/20*z + 1
*
0 | 0.10869463917939790737675296322552152098 | 0.020273963033502213335604376532189675209
f(z) = 173/20*z^3 - 213/20*z + 1
*
0 | 0.11400655658265358685818630186335982011 | 0.021227749102726085454763010670375638963
f(z) = 173/21*z^3 - 215/21*z + 1
*
0 | 0.12149951071437914686003809120556795427 | 0.022583983063249611690705257326032599190
f(z) = 173/22*z^3 - 217/22*z + 1
*
0 | 0.13431962011540829300563436099284831032 | 0.024924444663122327405192221138823859615
f(z) = 173/23*z^3 - 219/23*z + 1
*
0 | 0.13442837859393009835052844593365133642 | 0.024923556074027065533751152697597129230
f(z) = 174/23*z^3 - 220/23*z + 1
*
0 | 0.12171621265936783512467249236499168199 | 0.022585747372026963396183880193058658840
f(z) = 175/22*z^3 - 219/22*z + 1
*
-6/5 | 0.25856100087673411445098541110153847846 | 0.029866829976721475471486287673383640010
f(z) = 175/27*z^3 - 213/28*z + 1
*
[ 4/35 ] 
f(z) = 175/32*z^3 - 219/28*z + 1
*
1/5 | 0.14986048274910235265919703560860930931 | 0.028231523218482425219215828787969118760
f(z) = 175/39*z^3 - 202/39*z + 1
*
0 | 0.11432936459416524146960822657829642553 | 0.021233070744974240390631990781632002261
f(z) = 176/21*z^3 - 218/21*z + 1
*
[ -5/4 ] 
f(z) = 176/35*z^3 - 212/35*z + 1
*
0 | 0.10912482770482930821037043514366319613 | 0.020283812224226785942247767894465505119
f(z) = 177/20*z^3 - 217/20*z + 1
*
0 | 0.11454318812297975162448565585806954118 | 0.021236762668279492890150752678514098573
f(z) = 178/21*z^3 - 220/21*z + 1
*
0 | 0.10933623106110860871945830711571061513 | 0.020288509142711212994131111644668485793
f(z) = 179/20*z^3 - 219/20*z + 1
*
-7/8 | 0.16019341844008975097234225025946579956 | 0.027771238555708308494273040483168696376
f(z) = 160/21*z^3 - 209/42*z + 1
*
[ 15/16 ] 
f(z) = 160/27*z^3 - 211/40*z + 1
*
[ 5/27 ] 
f(z) = 162/25*z^3 - 208/45*z + 1
*
[ 2/9 ] 
f(z) = 162/29*z^3 - 219/58*z + 1
*
[ 5/6 ] 
f(z) = 164/25*z^3 - 214/45*z + 1
*
[ 6/35 ] 
f(z) = 175/27*z^3 - 211/42*z + 1
*
[ 8/35 ] 
f(z) = 175/32*z^3 - 205/56*z + 1
*
[ 6/35 ] 
f(z) = 175/36*z^3 - 209/42*z + 1
*
[ 5/22 ] 
f(z) = 176/25*z^3 - 207/55*z + 1
*
[ 3/5 ] 
f(z) = 161/27*z^3 - 211/75*z + 1
*
[ 5/18 ] 
f(z) = 162/35*z^3 - 207/70*z + 1
*
[ 3/5 ] 
f(z) = 164/27*z^3 - 214/75*z + 1
*
[ 1/3 ] 
f(z) = 165/26*z^3 - 211/78*z + 1
*
[ 3/5 ] 
f(z) = 167/27*z^3 - 217/75*z + 1
*
[ 2/3 ] 
f(z) = 167/32*z^3 - 203/72*z + 1
*
[ 1/3 ] 
f(z) = 168/25*z^3 - 206/75*z + 1
*
[ 1/4 ] 
f(z) = 168/31*z^3 - 207/62*z + 1
*
[ 4/13 ] 
f(z) = 169/38*z^3 - 203/76*z + 1
*
[ 3/10 ] 
f(z) = 172/27*z^3 - 218/75*z + 1
*
[ 2/3 ] 
f(z) = 173/32*z^3 - 209/72*z + 1
*
[ 1/3 ] 
f(z) = 174/25*z^3 - 208/75*z + 1
*
[ 9/35 ] 
f(z) = 175/27*z^3 - 209/63*z + 1
*
[ 2/3 ] 
f(z) = 175/32*z^3 - 211/72*z + 1
*
[ 1/3 ] 
f(z) = 177/25*z^3 - 209/75*z + 1
*
[ 1/3 ] 
f(z) = 177/26*z^3 - 215/78*z + 1
*
[ 2/5 ] 
f(z) = 179/24*z^3 - 202/75*z + 1
*
[ 2/3 ] 
f(z) = 179/32*z^3 - 215/72*z + 1
*
-8/11 | 0.21873918171007568968731006434970903717 | 0.029150296374067139136713089090473663055
f(z) = 165/32*z^3 - 207/88*z + 1
*
[ 5/12 ] 
f(z) = 171/25*z^3 - 207/80*z + 1
*
[ 12/35 ] 
f(z) = 175/32*z^3 - 215/84*z + 1
*
[ 12/35 ] 
f(z) = 175/36*z^3 - 209/84*z + 1
*
[ -5/2 ] 
f(z) = 164/25*z^3 - 198/5*z + 1
*
[ -18/13 ] 
f(z) = 169/27*z^3 - 185/18*z + 1
*
-24/13 | 0.17512934911191456667808446855597957527 | 0.027667783734210745277155644427055877184
f(z) = 169/36*z^3 - 187/12*z + 1
*
[ 9/5 ] 
f(z) = 175/27*z^3 - 185/9*z + 1
*
-2 | 0.10897433211024483189176347547315218108 | 0.016549397789010695256737506842941504586
f(z) = 177/32*z^3 - 181/8*z + 1
*
-2 | 0.10918822833790700812825990747463889823 | 0.016554254361070369968608702257438664274
f(z) = 179/32*z^3 - 183/8*z + 1
*
[ 1/9 ] 
f(z) = 162/23*z^3 - 186/23*z + 1
*
14/13 | 0.20913853627232052450784533997470010276 | 0.028525186417622443187124593623869776071
f(z) = 169/24*z^3 - 191/21*z + 1
*
5/13 | 0.15159065842574742881275732081560615953 | 0.028804784812402564179163474228893996127
f(z) = 169/30*z^3 - 193/30*z + 1
*
7/13 | 0.11587521019874511317968112819595751724 | 0.022290136841826700834862340143650361228
f(z) = 169/33*z^3 - 181/33*z + 1
*
[ 2/13 ] 
f(z) = 169/34*z^3 - 191/34*z + 1
*
1/13 | 0.11735642619798988761243640812630172740 | 0.022575068426924499899345178474065719342
f(z) = 169/36*z^3 - 181/36*z + 1
*
[ 9/10 ] 
f(z) = 175/27*z^3 - 193/36*z + 1
*
6/7 | 0.25368418525285823154851852468452275892 | 0.029091775908791455915286027531020774870
f(z) = 175/27*z^3 - 183/35*z + 1
*
-6/5 | 0.19476557708894986108689085192040443826 | 0.029292529652249546041177452296274852056
f(z) = 175/32*z^3 - 193/24*z + 1
*
[ 6/5 ] 
f(z) = 175/32*z^3 - 185/24*z + 1
*
1/5 | 0.10033848136210459433765277593879401053 | 0.019181112209908025431764003523272164510
f(z) = 175/36*z^3 - 187/36*z + 1
*
[ 3/14 ] 
f(z) = 160/27*z^3 - 193/49*z + 1
*
57/80 | 0.21763305205040077672724161460401743541 | 0.024832465682468110337114738645306080068
f(z) = 160/27*z^3 - 187/40*z + 1
*
[ 6/7 ] 
f(z) = 161/27*z^3 - 191/42*z + 1
*
[ 2/9 ] 
f(z) = 162/25*z^3 - 191/50*z + 1
*
[ 1/4 ] 
f(z) = 168/29*z^3 - 195/58*z + 1
*
[ 3/4 ] 
f(z) = 169/27*z^3 - 185/48*z + 1
*
[ 2/3 ] 
f(z) = 171/29*z^3 - 181/58*z + 1
*
[ 3/14 ] 
f(z) = 172/27*z^3 - 194/49*z + 1
*
[ 3/4 ] 
f(z) = 175/27*z^3 - 191/48*z + 1
*
2/5 | 0.13504852233960924151874495717205556222 | 0.018992306801466076207484864430352965355
f(z) = 175/32*z^3 - 197/56*z + 1
*
[ 9/16 ] 
f(z) = 160/27*z^3 - 191/72*z + 1
*
[ 2/5 ] 
f(z) = 161/24*z^3 - 193/75*z + 1
*
[ 2/3 ] 
f(z) = 161/32*z^3 - 197/72*z + 1
*
[ 2/3 ] 
f(z) = 162/37*z^3 - 181/74*z + 1
*
[ 2/5 ] 
f(z) = 163/24*z^3 - 194/75*z + 1
*
[ 2/3 ] 
f(z) = 163/32*z^3 - 199/72*z + 1
*
[ 1/3 ] 
f(z) = 165/23*z^3 - 193/69*z + 1
*
[ 4/15 ] 
f(z) = 165/32*z^3 - 187/60*z + 1
*
[ 2/5 ] 
f(z) = 167/24*z^3 - 196/75*z + 1
*
[ 1/3 ] 
f(z) = 168/23*z^3 - 194/69*z + 1
*
3/13 | 0.13200413828154740675142686435523075386 | 0.021193530557373593245418847832266414542
f(z) = 169/20*z^3 - 187/60*z + 1
*
[ 6/13 ] 
f(z) = 169/22*z^3 - 185/66*z + 1
*
[ 2/5 ] 
f(z) = 169/24*z^3 - 197/75*z + 1
*
2/39 | 0.20965135206375575839879482832964412656 | 0.028613050948008614283210978774990029323
f(z) = 169/32*z^3 - 181/72*z + 1
*
[ 4/13 ] 
f(z) = 169/34*z^3 - 185/68*z + 1
*
[ 2/3 ] 
f(z) = 171/31*z^3 - 183/62*z + 1
*
[ 2/3 ] 
f(z) = 171/35*z^3 - 187/70*z + 1
*
[ 2/3 ] 
f(z) = 171/37*z^3 - 189/74*z + 1
*
[ 2/5 ] 
f(z) = 173/24*z^3 - 199/75*z + 1
*
[ 1/3 ] 
f(z) = 174/23*z^3 - 196/69*z + 1
*
[ 18/35 ] 
f(z) = 175/24*z^3 - 181/63*z + 1
*
[ 1/3 ] 
f(z) = 177/22*z^3 - 191/66*z + 1
*
[ 1/3 ] 
f(z) = 177/23*z^3 - 197/69*z + 1
*
[ 3/7 ] 
f(z) = 161/36*z^3 - 181/84*z + 1
*
[ 3/7 ] 
f(z) = 175/36*z^3 - 187/84*z + 1
*
-2 | 0.10716705150885667000373201857631043995 | 0.016506945866475179676812531770477687899
f(z) = 161/32*z^3 - 165/8*z + 1
*
[ 3 ] 
f(z) = 163/27*z^3 - 161/3*z + 1
*
-2 | 0.10740293919924025909331610658771312566 | 0.016512635408163491263407951285790865952
f(z) = 163/32*z^3 - 167/8*z + 1
*
-2 | 0.10763583127348766286734975884917758549 | 0.016518207796698805657885451297823542294
f(z) = 165/32*z^3 - 169/8*z + 1
*
[ 2 ] 
f(z) = 165/32*z^3 - 161/8*z + 1
*
[ 3 ] 
f(z) = 166/27*z^3 - 164/3*z + 1
*
[ -3 ] 
f(z) = 167/27*z^3 - 163/3*z + 1
*
[ 3/2 ] 
f(z) = 167/27*z^3 - 163/12*z + 1
*
-2 | 0.10786580362230034034427574687359744543 | 0.016523667122778347369837040132319703765
f(z) = 167/32*z^3 - 171/8*z + 1
*
[ 2 ] 
f(z) = 167/32*z^3 - 163/8*z + 1
*
-69/26 | 0.23610500977313261458160468370071436999 | 0.027906339076940374369012909113999776067
f(z) = 169/27*z^3 - 175/4*z + 1
*
[ 3 ] 
f(z) = 169/27*z^3 - 167/3*z + 1
*
[ 24/13 ] 
f(z) = 169/27*z^3 - 167/8*z + 1
*
-2 | 0.10809292925882219606158701537077010383 | 0.016529017279139459699357948275864375395
f(z) = 169/32*z^3 - 173/8*z + 1
*
[ 2 ] 
f(z) = 169/32*z^3 - 165/8*z + 1
*
18/13 | 0.17124321358757733935820618575049259686 | 0.029290174784373173530820951317421183165
f(z) = 169/36*z^3 - 173/18*z + 1
*
-18/13 | 0.12694513175205833991103966402839643578 | 0.021845130225799586333137493173442234472
f(z) = 169/36*z^3 - 167/18*z + 1
*
[ -3 ] 
f(z) = 170/27*z^3 - 166/3*z + 1
*
-2 | 0.10831727846382330275996812295738374702 | 0.016534261972701886966466238872255622949
f(z) = 171/32*z^3 - 175/8*z + 1
*
[ 2 ] 
f(z) = 171/32*z^3 - 167/8*z + 1
*
[ 3 ] 
f(z) = 172/27*z^3 - 170/3*z + 1
*
[ -3 ] 
f(z) = 173/27*z^3 - 169/3*z + 1
*
[ 3/2 ] 
f(z) = 173/27*z^3 - 169/12*z + 1
*
-2 | 0.10853891892174586405745678294140017838 | 0.016539404735812985486655538768550511467
f(z) = 173/32*z^3 - 177/8*z + 1
*
[ 2 ] 
f(z) = 173/32*z^3 - 169/8*z + 1
*
[ -2 ] 
f(z) = 173/32*z^3 - 161/8*z + 1
*
[ -9/5 ] 
f(z) = 175/27*z^3 - 175/9*z + 1
*
[ 3 ] 
f(z) = 175/27*z^3 - 173/3*z + 1
*
-2 | 0.10875791584830103504212546807619384068 | 0.016544448936673090145943080387165656133
f(z) = 175/32*z^3 - 179/8*z + 1
*
[ 2 ] 
f(z) = 175/32*z^3 - 171/8*z + 1
*
[ -2 ] 
f(z) = 175/32*z^3 - 163/8*z + 1
*
[ -3 ] 
f(z) = 176/27*z^3 - 172/3*z + 1
*
[ 2 ] 
f(z) = 177/32*z^3 - 173/8*z + 1
*
[ -2 ] 
f(z) = 177/32*z^3 - 165/8*z + 1
*
[ 3 ] 
f(z) = 178/27*z^3 - 176/3*z + 1
*
[ -3 ] 
f(z) = 179/27*z^3 - 175/3*z + 1
*
[ 3/2 ] 
f(z) = 179/27*z^3 - 175/12*z + 1
*
[ 2 ] 
f(z) = 179/32*z^3 - 175/8*z + 1
*
[ -2 ] 
f(z) = 179/32*z^3 - 167/8*z + 1
*
1/4 | 0.14634153075628045941118060949869440173 | 0.028627128392129416117027754961589002872
f(z) = 160/39*z^3 - 166/39*z + 1
*
[ -5/4 ] 
f(z) = 164/25*z^3 - 169/20*z + 1
*
-14/13 | 0.12073124940353325948476519580598709258 | 0.016692341211878006082688237019869589926
f(z) = 169/24*z^3 - 173/21*z + 1
*
[ 14/13 ] 
f(z) = 169/24*z^3 - 170/21*z + 1
*
[ -5/4 ] 
f(z) = 172/25*z^3 - 179/20*z + 1
*
[ 2/15 ] 
f(z) = 175/24*z^3 - 179/27*z + 1
*
4/5 | 0.21405490563552020273578741459338757804 | 0.029691330692773313923603003950106664074
f(z) = 175/32*z^3 - 169/28*z + 1
*
1/5 | 0.14612084617529460803345806670635495659 | 0.028291752439122181033494303741476896112
f(z) = 175/32*z^3 - 167/32*z + 1
*
1/5 | 0.15239765088380271720840571986959192480 | 0.029507060244750345702485748040659073158
f(z) = 175/33*z^3 - 172/33*z + 1
*
[ 1/5 ] 
f(z) = 175/39*z^3 - 163/39*z + 1
*
2/3 | 0.18196646333242565163889609712602741281 | 0.028999739387153642065188758995879320725
f(z) = 177/20*z^3 - 163/30*z + 1
*
39/80 | 0.21338190527148854155515643189067192663 | 0.024347399395413397667272830427121552108
f(z) = 160/27*z^3 - 163/40*z + 1
*
[ 2/7 ] 
f(z) = 161/32*z^3 - 163/56*z + 1
*
[ 2/9 ] 
f(z) = 162/23*z^3 - 177/46*z + 1
*
[ 2/3 ] 
f(z) = 162/23*z^3 - 167/46*z + 1
*
[ 2/3 ] 
f(z) = 162/25*z^3 - 169/50*z + 1
*
[ 2/3 ] 
f(z) = 162/29*z^3 - 173/58*z + 1
*
[ 3/4 ] 
f(z) = 163/27*z^3 - 179/48*z + 1
*
[ 1/4 ] 
f(z) = 168/25*z^3 - 171/50*z + 1
*
[ 8/13 ] 
f(z) = 169/28*z^3 - 163/56*z + 1
*
10/13 | 0.20091882935239879669315278580983816385 | 0.029812849611459306989757329672364774278
f(z) = 169/32*z^3 - 169/40*z + 1
*
[ 2/3 ] 
f(z) = 171/23*z^3 - 175/46*z + 1
*
[ 2/3 ] 
f(z) = 171/25*z^3 - 177/50*z + 1
*
[ 6/25 ] 
f(z) = 175/27*z^3 - 177/50*z + 1
*
[ 2/7 ] 
f(z) = 175/32*z^3 - 165/56*z + 1
*
[ 3/8 ] 
f(z) = 160/39*z^3 - 175/78*z + 1
*
[ 2/3 ] 
f(z) = 162/31*z^3 - 175/62*z + 1
*
[ 3/8 ] 
f(z) = 163/27*z^3 - 161/64*z + 1
*
[ 2/5 ] 
f(z) = 165/28*z^3 - 171/70*z + 1
*
-4/5 | 0.22234632289111126038624121859345375562 | 0.028454881745379498438119666824395529257
f(z) = 165/32*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 166/39*z^3 - 161/78*z + 1
*
[ 15/26 ] 
f(z) = 169/25*z^3 - 179/60*z + 1
*
[ 15/26 ] 
f(z) = 169/27*z^3 - 169/60*z + 1
*
[ 3/8 ] 
f(z) = 169/27*z^3 - 163/64*z + 1
*
[ 4/13 ] 
f(z) = 169/30*z^3 - 167/60*z + 1
*
[ -12/13 ] 
f(z) = 169/30*z^3 - 163/60*z + 1
*
[ 8/13 ] 
f(z) = 169/36*z^3 - 173/72*z + 1
*
[ 1/2 ] 
f(z) = 170/39*z^3 - 163/78*z + 1
*
[ 1/2 ] 
f(z) = 174/37*z^3 - 161/74*z + 1
*
[ 3/8 ] 
f(z) = 175/27*z^3 - 165/64*z + 1
*
[ 8/15 ] 
f(z) = 175/32*z^3 - 175/72*z + 1
*
[ 2/5 ] 
f(z) = 175/37*z^3 - 167/74*z + 1
*
[ 2/5 ] 
f(z) = 175/39*z^3 - 173/78*z + 1
*
[ 1/3 ] 
f(z) = 177/20*z^3 - 179/60*z + 1
*
[ -5/6 ] 
f(z) = 177/25*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 178/37*z^3 - 163/74*z + 1
*
[ 1/2 ] 
f(z) = 178/39*z^3 - 167/78*z + 1
*
[ 3 ] 
f(z) = 160/27*z^3 - 158/3*z + 1
*
[ -3 ] 
f(z) = 161/27*z^3 - 157/3*z + 1
*
[ 3/2 ] 
f(z) = 161/27*z^3 - 157/12*z + 1
*
[ 2 ] 
f(z) = 161/32*z^3 - 157/8*z + 1
*
[ -2 ] 
f(z) = 161/32*z^3 - 149/8*z + 1
*
[ -3/2 ] 
f(z) = 163/27*z^3 - 143/12*z + 1
*
[ 2 ] 
f(z) = 163/32*z^3 - 159/8*z + 1
*
[ -2 ] 
f(z) = 163/32*z^3 - 151/8*z + 1
*
[ -3 ] 
f(z) = 164/27*z^3 - 160/3*z + 1
*
[ -2 ] 
f(z) = 165/32*z^3 - 153/8*z + 1
*
[ -2 ] 
f(z) = 167/32*z^3 - 155/8*z + 1
*
[ -3/2 ] 
f(z) = 169/27*z^3 - 149/12*z + 1
*
[ 18/13 ] 
f(z) = 169/36*z^3 - 157/18*z + 1
*
[ -2 ] 
f(z) = 171/32*z^3 - 159/8*z + 1
*
[ -3/2 ] 
f(z) = 175/27*z^3 - 155/12*z + 1
*
[ 12/5 ] 
f(z) = 175/27*z^3 - 147/4*z + 1
*
-1 | 0.10840577023481095787800116312709210403 | 0.021333820819658862464744352235867329239
f(z) = 161/20*z^3 - 141/20*z + 1
*
-1 | 0.10862556410971763270332844371177593004 | 0.021325263279010661639003147290998954403
f(z) = 163/20*z^3 - 143/20*z + 1
*
-1 | 0.096874810100158834526346993315736023914 | 0.019018366877279441868651083765841423257
f(z) = 163/21*z^3 - 142/21*z + 1
*
-1 | 0.10441844784216438952419159256911138345 | 0.020499326375609527363679125810901155430
f(z) = 163/22*z^3 - 141/22*z + 1
*
-1 | 0.096983532239023629851593690467704389593 | 0.019016876934245625072267228862316040770
f(z) = 164/21*z^3 - 143/21*z + 1
*
-1 | 0.11739747479960816205821663267367373933 | 0.023019715606491775429457787662575275441
f(z) = 164/23*z^3 - 141/23*z + 1
*
-1 | 0.11750516316032614023598862602249720047 | 0.023013399528248491119233560952344364649
f(z) = 165/23*z^3 - 142/23*z + 1
*
-1 | 0.097199078324543560062798667904664839253 | 0.019013949631478318584577249348414182473
f(z) = 166/21*z^3 - 145/21*z + 1
*
-1 | 0.11761222821393390875369750114835683849 | 0.023007141856210331779584293226125254148
f(z) = 166/23*z^3 - 143/23*z + 1
*
-1 | 0.11768133696770720979775029733008707142 | 0.023020660815299144248921500252989100400
f(z) = 166/25*z^3 - 141/25*z + 1
*
-1 | 0.10905747057161002374492691372430808979 | 0.021308636658963107903922117180007746089
f(z) = 167/20*z^3 - 147/20*z + 1
*
-1 | 0.097304883298020707847201022516555246675 | 0.019012309679224213702034920993234299856
f(z) = 167/21*z^3 - 146/21*z + 1
*
-1 | 0.10484810748642437278416425913788906324 | 0.020486173162627234432934425411758765733
f(z) = 167/22*z^3 - 145/22*z + 1
*
-1 | 0.11771867714208757004266318589936835085 | 0.023000941669075587801881523308395820296
f(z) = 167/23*z^3 - 144/23*z + 1
*
-1 | 0.088852077320951980042492254541526870798 | 0.017360723865157500449506527336343317346
f(z) = 167/24*z^3 - 143/24*z + 1
*
-1 | 0.11778740063726522174583489465234017263 | 0.023014369488197002478373808806890309895
f(z) = 167/25*z^3 - 142/25*z + 1
*
-1 | 0.10498555592595135353674274099443443908 | 0.020513029084022355574627767246033423027
f(z) = 167/26*z^3 - 141/26*z + 1
*
-1 | 0.11782451700290948885719823384692127331 | 0.022994798065819235009551934130625691284
f(z) = 168/23*z^3 - 145/23*z + 1
*
-1 | 0.11789285951743625624467462383082166618 | 0.023008135886850273290414305303985615447
f(z) = 168/25*z^3 - 143/25*z + 1
*
-1 | 0.10926970096507641786292181608004704394 | 0.021300557191744670882818695038769520991
f(z) = 169/20*z^3 - 149/20*z + 1
*
-1 | 0.097516727236445988164210933405821498123 | 0.019009483940251308014523380050000703907
f(z) = 169/21*z^3 - 148/21*z + 1
*
-1 | 0.11792975473380810468612025950363734297 | 0.022988710165123902712348645941223010268
f(z) = 169/23*z^3 - 146/23*z + 1
*
-14/13 | 0.19294287894832824830615902473079927557 | 0.027162344217251092235231007980490093264
f(z) = 169/24*z^3 - 152/21*z + 1
*
-1 | 0.11799772047465904853292123800615644878 | 0.023001959109133894348618586653331069503
f(z) = 169/25*z^3 - 144/25*z + 1
*
21/26 | 0.23827916367593859503445074704539311613 | 0.028158385372706353655138624670003055928
f(z) = 169/27*z^3 - 145/28*z + 1
*
-1 | 0.10450218740770399114192991134650759291 | 0.020371198968062096864920442141299900379
f(z) = 169/27*z^3 - 142/27*z + 1
*
-1 | 0.10954157795737269096674437591992592307 | 0.021353555702515531218457829235511006127
f(z) = 169/28*z^3 - 141/28*z + 1
*
1/13 | 0.13028135607462410686781728522226353922 | 0.025396477262919560329831550086382808840
f(z) = 169/36*z^3 - 145/36*z + 1
*
-1 | 0.097621746485257673713666283618002890699 | 0.019008095368580426495635081736698885611
f(z) = 170/21*z^3 - 149/21*z + 1
*
-1 | 0.11803439715421767091700559143976554132 | 0.022982677104830179498363741636659749750
f(z) = 170/23*z^3 - 147/23*z + 1
*
-1 | 0.10460608865832672809904101039499398748 | 0.020368028445915233463181599062196158593
f(z) = 170/27*z^3 - 143/27*z + 1
*
-1 | 0.11823604177921828201704736920111488078 | 0.023021939670811336927148927163624663086
f(z) = 170/29*z^3 - 141/29*z + 1
*
-1 | 0.10947952465528376289304211595803600854 | 0.021292627075302321534198394428479245470
f(z) = 171/20*z^3 - 151/20*z + 1
*
-1 | 0.10526863710901665193151320321889974814 | 0.020473653313212889765275373672746294232
f(z) = 171/22*z^3 - 149/22*z + 1
*
-1 | 0.11813845096826063623075260893778304724 | 0.022976698041405487248728052668540363655
f(z) = 171/23*z^3 - 148/23*z + 1
*
-1 | 0.11820567550658167615622755082048322955 | 0.022989772513817440589929450946591979481
f(z) = 171/25*z^3 - 146/25*z + 1
*
-1 | 0.10540308754396118907553115770487143772 | 0.020499802522212474682249449483459257451
f(z) = 171/26*z^3 - 145/26*z + 1
*
-1 | 0.10974843639284848973083028626936187311 | 0.021344927606951195033686313148897103828
f(z) = 171/28*z^3 - 143/28*z + 1
*
-1 | 0.11833900191970018249008814401315455545 | 0.023015703112281023154084527949930852868
f(z) = 171/29*z^3 - 142/29*z + 1
*
-1 | 0.097831047028527321340067918585826116261 | 0.019005566197147131371924113153878595616
f(z) = 172/21*z^3 - 151/21*z + 1
*
-1 | 0.11824192276733527678621249417500592729 | 0.022970772149430788878637752794576989282
f(z) = 172/23*z^3 - 149/23*z + 1
*
-1 | 0.11830878274251091901871454900058639225 | 0.022983760988073901280142304954558293871
f(z) = 172/25*z^3 - 147/25*z + 1
*
-1 | 0.10481215602240802045894247049645125050 | 0.020361781152855513551668466733400624933
f(z) = 172/27*z^3 - 145/27*z + 1
*
-1 | 0.11844139186484979853263337303983523343 | 0.023009522865611839105461117447406315497
f(z) = 172/29*z^3 - 143/29*z + 1
*
-1 | 0.11850715136708117524289530504851485053 | 0.023022297916178204163278246549297775658
f(z) = 172/31*z^3 - 141/31*z + 1
*
-1 | 0.10968699565720695427452773171970791728 | 0.021284841667861538867822375522127598552
f(z) = 173/20*z^3 - 153/20*z + 1
*
-1 | 0.097933274296931206130697758715315229999 | 0.019004023448138573031655190847113321032
f(z) = 173/21*z^3 - 152/21*z + 1
*
-1 | 0.10547537077672652940436171525202693388 | 0.020467572781898008502001284105495474992
f(z) = 173/22*z^3 - 151/22*z + 1
*
-1 | 0.11834481903263108562459496587664698719 | 0.022964898621104428536350161034683594102
f(z) = 173/23*z^3 - 150/23*z + 1
*
-1 | 0.089477104052370783697065754924949633167 | 0.017363097432310328399729703925544610142
f(z) = 173/24*z^3 - 149/24*z + 1
*
-1 | 0.11841131838297212758695359241749940788 | 0.022977802868636635715312111936888111055
f(z) = 173/25*z^3 - 148/25*z + 1
*
-1 | 0.10560837079311513249177756234246779483 | 0.020493381532276234437653801773669684733
f(z) = 173/26*z^3 - 147/26*z + 1
*
-1 | 0.10491433494843633484957308635802808863 | 0.020358703369406540305589855309031659917
f(z) = 173/27*z^3 - 146/27*z + 1
*
-1 | 0.10995300621682713901786289598907442881 | 0.021336461211359563874270619088115203454
f(z) = 173/28*z^3 - 145/28*z + 1
*
-1 | 0.11854321790494646987266011025747308998 | 0.023003398067269519739666912897045866371
f(z) = 173/29*z^3 - 144/29*z + 1
*
-1 | 0.085396270220907568339923220325806631539 | 0.016571208644992265025553229495011783063
f(z) = 173/30*z^3 - 143/30*z + 1
*
-1 | 0.11860862827015716882049909640484246446 | 0.023016090996441340377558480995069995663
f(z) = 173/31*z^3 - 142/31*z + 1
*
-1 | 0.11008382818135014645377389023946997852 | 0.021361847309181524377689868824281420684
f(z) = 173/32*z^3 - 141/32*z + 1
*
-1 | 0.11844714613757432814104959705369757775 | 0.022959076665762434530606044422387873746
f(z) = 174/23*z^3 - 151/23*z + 1
*
[ 5/6 ] 
f(z) = 174/25*z^3 - 151/30*z + 1
*
-1 | 0.11851328873782496308848348424105251191 | 0.022971897346374387889566145943831089362
f(z) = 174/25*z^3 - 149/25*z + 1
*
-1 | 0.11870955115055691499924067749106808531 | 0.023009939662525143832384091803410606675
f(z) = 174/31*z^3 - 143/31*z + 1
*
-1 | 0.10567981985325552792401975428653729126 | 0.020461606809424888139854520221697291222
f(z) = 175/22*z^3 - 153/22*z + 1
*
-1 | 0.11854891035020607920954597427206523984 | 0.022953305509414645201756205840629174821
f(z) = 175/23*z^3 - 152/23*z + 1
*
-1 | 0.089680839561268631753654718384043890955 | 0.017363902398677929466035369108250249309
f(z) = 175/24*z^3 - 151/24*z + 1
*
-1 | 0.10581205259288311239554810824740008668 | 0.020487209562432508262063380870645049475
f(z) = 175/26*z^3 - 149/26*z + 1
*
-1 | 0.10511701452879032144704998025019863576 | 0.020352637081094081390786106821201263727
f(z) = 175/27*z^3 - 148/27*z + 1
*
-1 | 0.11874520291503445163608417840770256164 | 0.022991311453091582422907800932817047151
f(z) = 175/29*z^3 - 146/29*z + 1
*
-1 | 0.11880992603499107084231103436479982903 | 0.023003843070138910180928812192721382324
f(z) = 175/31*z^3 - 144/31*z + 1
*
[ -6/5 ] 
f(z) = 175/32*z^3 - 145/24*z + 1
*
-1 | 0.11028478502339471118713211040410955285 | 0.021353214940601899184419658063840843321
f(z) = 175/32*z^3 - 143/32*z + 1
*
-1 | 0.098529631337778379329394791188123736684 | 0.019077195422084205935466615545515479635
f(z) = 175/33*z^3 - 142/33*z + 1
*
[ 1/5 ] 
f(z) = 175/34*z^3 - 143/34*z + 1
*
-1 | 0.10607030490039021259004016121667122082 | 0.020537212081183718897306981326938708261
f(z) = 175/34*z^3 - 141/34*z + 1
*
4/5 | 0.11765136019983529319070347025339421973 | 0.022779522867713241381196247431955669754
f(z) = 175/36*z^3 - 157/36*z + 1
*
[ 1/5 ] 
f(z) = 175/36*z^3 - 151/36*z + 1
*
[ 1/5 ] 
f(z) = 175/37*z^3 - 155/37*z + 1
*
[ 1/5 ] 
f(z) = 175/38*z^3 - 159/38*z + 1
*
-1 | 0.11865011783549496839271127369650080961 | 0.022947584394296046392006929502148660090
f(z) = 176/23*z^3 - 153/23*z + 1
*
-1 | 0.11871555831230812425540912549790268955 | 0.022960240941898931485717821094855617370
f(z) = 176/25*z^3 - 151/25*z + 1
*
3/44 | 0.20288252545784543476143999964499718391 | 0.026806601291777085872385620177810829857
f(z) = 176/27*z^3 - 155/33*z + 1
*
-1 | 0.10521752737248266121626341304039290942 | 0.020349647629400753207748079951713881374
f(z) = 176/27*z^3 - 149/27*z + 1
*
-1 | 0.11884537395626436331866604424205719230 | 0.022985348000364022273459918023373268641
f(z) = 176/29*z^3 - 147/29*z + 1
*
-1 | 0.11890975885221028963822653722027852651 | 0.022997800392830126646074091255814208350
f(z) = 176/31*z^3 - 145/31*z + 1
*
-1 | 0.11903750636391688504398010483972226430 | 0.023022507463160329415998557566476746741
f(z) = 176/35*z^3 - 141/35*z + 1
*
-1 | 0.11009508673721715675104203364822539763 | 0.021269687398025214290803432718402209527
f(z) = 177/20*z^3 - 157/20*z + 1
*
-1 | 0.10588203432529622781154606425743000318 | 0.020455751822435518620364727511171020733
f(z) = 177/22*z^3 - 155/22*z + 1
*
-1 | 0.11875077465758677441815749108030127338 | 0.022941912578432736189474915185105899350
f(z) = 177/23*z^3 - 154/23*z + 1
*
-1 | 0.11881586964058885134207571854333104318 | 0.022954488525104531672076995996135204378
f(z) = 177/25*z^3 - 152/25*z + 1
*
-1 | 0.10601222552701153907272259837787274263 | 0.020480903954510835145386766895023252870
f(z) = 177/26*z^3 - 151/26*z + 1
*
-1 | 0.11035547902740928784691020971334443092 | 0.021319993572236803722289853431595774217
f(z) = 177/28*z^3 - 149/28*z + 1
*
-1 | 0.11894500523927223499278216989935677902 | 0.022979436721226202065967993989618837669
f(z) = 177/29*z^3 - 148/29*z + 1
*
-1 | 0.11900905543511988657784909349986562930 | 0.022991810821504750763430774857144903055
f(z) = 177/31*z^3 - 146/31*z + 1
*
-1 | 0.11048358057970937244467218316230004181 | 0.021344741997015541021461371976098016627
f(z) = 177/32*z^3 - 145/32*z + 1
*
-1 | 0.10626843791741936993004193194721001681 | 0.020530402598028713019090198380301769070
f(z) = 177/34*z^3 - 143/34*z + 1
*
-1 | 0.11913614383531591513130740439825242439 | 0.023016363511585614039426736690436658862
f(z) = 177/35*z^3 - 142/35*z + 1
*
-1 | 0.098442140942993762385955634145497916409 | 0.018997733114005660599760150865275494681
f(z) = 178/21*z^3 - 157/21*z + 1
*
-1 | 0.11885088678199292856560627759374225744 | 0.022936289335221958297859464580093708226
f(z) = 178/23*z^3 - 155/23*z + 1
*
-1 | 0.11891563990493079152003576264269252335 | 0.022948785635445500628324531994619559927
f(z) = 178/25*z^3 - 153/25*z + 1
*
-1 | 0.10541692889994077857566262197537989061 | 0.020343753820824621328581280109335455007
f(z) = 178/27*z^3 - 151/27*z + 1
*
-1 | 0.11904410255808238088303064687128266573 | 0.022973576839459483076608758466907428351
f(z) = 178/29*z^3 - 149/29*z + 1
*
-1 | 0.11910782152283767259493048159444838505 | 0.022985873563963095355301205964085232741
f(z) = 178/31*z^3 - 147/31*z + 1
*
-1 | 0.098827566645914892969734570040397020575 | 0.019072114009923129987072983846380371499
f(z) = 178/33*z^3 - 145/33*z + 1
*
-1 | 0.11923425759495195442601269819377790840 | 0.023010273670777119828067670962043437716
f(z) = 178/35*z^3 - 143/35*z + 1
*
-1 | 0.11929698357135506434750937172912936405 | 0.023022378764668888850986227557723173821
f(z) = 178/37*z^3 - 141/37*z + 1
*
-1 | 0.11029580615942771880944052294288228845 | 0.021262310205506552885722477884300059865
f(z) = 179/20*z^3 - 159/20*z + 1
*
-1 | 0.098542056157386434045012282215053960093 | 0.018996477194048814523125299360099666295
f(z) = 179/21*z^3 - 158/21*z + 1
*
-1 | 0.10608271469470808802216575427360742717 | 0.020450130116650257316672798336555325497
f(z) = 179/22*z^3 - 157/22*z + 1
*
-1 | 0.11895046007771990860374012561251912611 | 0.022930713953025669792418630773867288285
f(z) = 179/23*z^3 - 156/23*z + 1
*
-1 | 0.090081700035738474373576294933348250180 | 0.017365529268000593389493015562710898189
f(z) = 179/24*z^3 - 155/24*z + 1
*
-1 | 0.11901487491723499190843198078589574514 | 0.022943131544838978760737080158245914266
f(z) = 179/25*z^3 - 154/25*z + 1
*
-1 | 0.10621089343252139532918979066131313939 | 0.020474839814870309508220074567433929585
f(z) = 179/26*z^3 - 153/26*z + 1
*
-1 | 0.10551582918968540774570727951069655340 | 0.020340848577501117188964708024260548263
f(z) = 179/27*z^3 - 152/27*z + 1
*
-1 | 0.11055347749987494631362028290893205300 | 0.021311982882668352103909306028068692455
f(z) = 179/28*z^3 - 151/28*z + 1
*
-1 | 0.11914267161379711403007596550380594803 | 0.022967767594931537711910479361091973118
f(z) = 179/29*z^3 - 150/29*z + 1
*
-1 | 0.085993678067970718981655792977838615547 | 0.016577459492437566457321509947823861689
f(z) = 179/30*z^3 - 149/30*z + 1
*
-1 | 0.11920606276269678165940901792496224963 | 0.022979987844450725613049298894278902999
f(z) = 179/31*z^3 - 148/31*z + 1
*
-1 | 0.11068026092371142788936195091466929388 | 0.021336423598778908087813332365730863476
f(z) = 179/32*z^3 - 147/32*z + 1
*
-1 | 0.098925483419650005758268038930455556308 | 0.019070392510282253428068755861526569082
f(z) = 179/33*z^3 - 146/33*z + 1
*
-1 | 0.10646446928941310318972356371148117106 | 0.020523722983846519692376219184230022718
f(z) = 179/34*z^3 - 145/34*z + 1
*
-1 | 0.11933185318570199095395530363571293816 | 0.023004237134500363936178281503543539032
f(z) = 179/35*z^3 - 144/35*z + 1
*
-1 | 0.097242610070075870882180077661807036376 | 0.018745976048395169994737336318092223887
f(z) = 179/36*z^3 - 143/36*z + 1
*
-1 | 0.11939426119745578337452357015619987062 | 0.023016267859433821537077280215822158049
f(z) = 179/37*z^3 - 142/37*z + 1
*
-1 | 0.10658928637239251736145284572755338110 | 0.020547784637953464262662054359663916160
f(z) = 179/38*z^3 - 141/38*z + 1
*
[ -7/8 ] 
f(z) = 160/21*z^3 - 155/42*z + 1
*
[ 6/23 ] 
f(z) = 161/27*z^3 - 149/46*z + 1
*
[ 6/7 ] 
f(z) = 161/36*z^3 - 145/42*z + 1
*
[ 1/2 ] 
f(z) = 166/29*z^3 - 141/58*z + 1
*
[ 1/4 ] 
f(z) = 168/23*z^3 - 159/46*z + 1
*
[ 8/13 ] 
f(z) = 169/20*z^3 - 153/40*z + 1
*
[ 1/2 ] 
f(z) = 170/29*z^3 - 143/58*z + 1
*
[ 2/5 ] 
f(z) = 175/29*z^3 - 143/58*z + 1
*
[ 6/7 ] 
f(z) = 175/36*z^3 - 157/42*z + 1
*
[ 5/11 ] 
f(z) = 176/25*z^3 - 146/55*z + 1
*
[ 15/44 ] 
f(z) = 176/27*z^3 - 148/55*z + 1
*
[ 1/2 ] 
f(z) = 178/27*z^3 - 143/54*z + 1
*
[ 1/2 ] 
f(z) = 178/29*z^3 - 147/58*z + 1
*
[ 3/8 ] 
f(z) = 160/33*z^3 - 155/66*z + 1
*
[ 1/2 ] 
f(z) = 162/31*z^3 - 143/62*z + 1
*
[ 7/18 ] 
f(z) = 162/35*z^3 - 159/70*z + 1
*
[ 1/2 ] 
f(z) = 162/37*z^3 - 155/74*z + 1
*
[ 1/2 ] 
f(z) = 166/31*z^3 - 145/62*z + 1
*
[ 1/2 ] 
f(z) = 166/33*z^3 - 149/66*z + 1
*
[ 1/2 ] 
f(z) = 166/35*z^3 - 153/70*z + 1
*
[ 1/2 ] 
f(z) = 166/37*z^3 - 157/74*z + 1
*
[ 6/13 ] 
f(z) = 169/33*z^3 - 149/66*z + 1
*
[ 1/2 ] 
f(z) = 170/31*z^3 - 147/62*z + 1
*
[ 1/2 ] 
f(z) = 170/33*z^3 - 151/66*z + 1
*
[ 1/2 ] 
f(z) = 170/37*z^3 - 159/74*z + 1
*
[ 1/2 ] 
f(z) = 174/31*z^3 - 149/62*z + 1
*
[ 1/2 ] 
f(z) = 174/35*z^3 - 157/70*z + 1
*
[ 2/5 ] 
f(z) = 175/31*z^3 - 149/62*z + 1
*
[ 2/5 ] 
f(z) = 175/33*z^3 - 155/66*z + 1
*
[ 1/2 ] 
f(z) = 178/31*z^3 - 151/62*z + 1
*
[ 1/2 ] 
f(z) = 178/33*z^3 - 155/66*z + 1
*
[ 1/2 ] 
f(z) = 178/35*z^3 - 159/70*z + 1
*
[ 9/8 ] 
f(z) = 160/27*z^3 - 133/18*z + 1
*
[ 15/13 ] 
f(z) = 169/25*z^3 - 133/15*z + 1
*
22/13 | 0.13147398901055798534111596500355342409 | 0.021155636353632262518637542046351929648
f(z) = 169/32*z^3 - 125/8*z + 1
*
[ 16/13 ] 
f(z) = 169/32*z^3 - 125/16*z + 1
*
3/13 | 0.16085589052296219190537004263548494625 | 0.026662289350640513007432426037310117504
f(z) = 169/36*z^3 - 139/12*z + 1
*
[ -18/13 ] 
f(z) = 169/36*z^3 - 131/18*z + 1
*
-4/3 | 0.19784143770011595273049382804459556318 | 0.028775964969421865306686456164361272157
f(z) = 177/32*z^3 - 121/12*z + 1
*
-1 | 0.096543723066941404814858253885356377067 | 0.019022742192031382784483345616896170365
f(z) = 160/21*z^3 - 139/21*z + 1
*
-1 | 0.11696034016385101166870484323407277309 | 0.023045583150823048984001731272166665589
f(z) = 160/23*z^3 - 137/23*z + 1
*
-1 | 0.10353982989457726907446034965250233212 | 0.020401238196766451110858917627938574342
f(z) = 160/27*z^3 - 133/27*z + 1
*
-1 | 0.11717361677223198070160602040566107377 | 0.023087606659011239540652261969196690466
f(z) = 160/29*z^3 - 131/29*z + 1
*
-1 | 0.11724387731935153385314273514647167506 | 0.023101450627647083406615828992621630970
f(z) = 160/31*z^3 - 129/31*z + 1
*
-1 | 0.096970093897133300738717825637592649685 | 0.019106753271398179184890695652582332208
f(z) = 160/33*z^3 - 127/33*z + 1
*
-1 | 0.11745224917341464648188787009421728342 | 0.023142507714881742457681969332374505980
f(z) = 160/37*z^3 - 123/37*z + 1
*
[ 1/4 ] 
f(z) = 160/37*z^3 - 121/37*z + 1
*
[ 1/4 ] 
f(z) = 160/39*z^3 - 127/39*z + 1
*
-1 | 0.097176250567810540756878486680121228860 | 0.019147373884244665867298385941107634372
f(z) = 160/39*z^3 - 121/39*z + 1
*
[ -1 ] 
f(z) = 161/20*z^3 - 121/20*z + 1
*
-1 | 0.10419882703417703436562244165002206807 | 0.020505911269766785189284342370091341562
f(z) = 161/22*z^3 - 139/22*z + 1
*
-1 | 0.088205188888209188090065321119982263428 | 0.017358427425304674812655201579655895997
f(z) = 161/24*z^3 - 137/24*z + 1
*
-1 | 0.11714169795870295363373607523128826657 | 0.023053016360185129341337622249682570547
f(z) = 161/25*z^3 - 136/25*z + 1
*
[ 5/7 ] 
f(z) = 161/25*z^3 - 129/35*z + 1
*
-1 | 0.10434103226556439945181863815842141949 | 0.020533896688988150363155727490278486290
f(z) = 161/26*z^3 - 135/26*z + 1
*
-1 | 0.10364926561407796632047849937226534476 | 0.020397759786313500047080457201576927106
f(z) = 161/27*z^3 - 134/27*z + 1
*
-1 | 0.11728264939475831976485878512630519818 | 0.023080755037513517299115462636749953370
f(z) = 161/29*z^3 - 132/29*z + 1
*
-1 | 0.084136899994453254110791242944906007358 | 0.016557804486931539995005151480397975048
f(z) = 161/30*z^3 - 131/30*z + 1
*
-1 | 0.11735251139517699758988255368459585269 | 0.023094503599013580370061401359760503521
f(z) = 161/31*z^3 - 130/31*z + 1
*
-1 | 0.10882991900606334290080488648653531895 | 0.021417291596787948885838336103380894568
f(z) = 161/32*z^3 - 129/32*z + 1
*
-1 | 0.097078333876528071362552471696256910338 | 0.019104626773158782065718309935381977725
f(z) = 161/33*z^3 - 128/33*z + 1
*
-1 | 0.10462114736303394746001919238635510393 | 0.020589022216765431377427256967487171967
f(z) = 161/34*z^3 - 127/34*z + 1
*
-1 | 0.095404936967948877262965059353881872931 | 0.018775308972727382878773475760214747662
f(z) = 161/36*z^3 - 125/36*z + 1
*
-1 | 0.11755971392549713708708582796683818479 | 0.023135280225992522449161877877616312129
f(z) = 161/37*z^3 - 124/37*z + 1
*
-1 | 0.10475850086080612771704836941626006471 | 0.020616052834269260012770240998242150924
f(z) = 161/38*z^3 - 123/38*z + 1
*
-1 | 0.097284367619862391696279646982719711576 | 0.019145173387546348190194740021700462310
f(z) = 161/39*z^3 - 122/39*z + 1
*
-1 | 0.11718019879504635464269543080654588138 | 0.023032526771740030788817101611481643250
f(z) = 162/23*z^3 - 139/23*z + 1
*
-1 | 0.11725089283929921837270002796293892545 | 0.023046422143855797254555920649176668875
f(z) = 162/25*z^3 - 137/25*z + 1
*
-1 | 0.11739104266979557934666210345538888704 | 0.023073969500458325235380749808934635862
f(z) = 162/29*z^3 - 133/29*z + 1
*
-1 | 0.11746051063068471085693390238849930113 | 0.023087623877950512506246177180517169077
f(z) = 162/31*z^3 - 131/31*z + 1
*
-1 | 0.11759826206962371274467852751387898223 | 0.023114699815163740699815237017627999873
f(z) = 162/35*z^3 - 127/35*z + 1
*
-1 | 0.11766655692988467268872292350975824727 | 0.023128123612132066896119674699759819361
f(z) = 162/37*z^3 - 125/37*z + 1
*
[ -1 ] 
f(z) = 163/20*z^3 - 123/20*z + 1
*
[ -1 ] 
f(z) = 163/21*z^3 - 121/21*z + 1
*
-1 | 0.11728915582368742101595769425801897281 | 0.023026091033107755867120470746262193894
f(z) = 163/23*z^3 - 140/23*z + 1
*
-1 | 0.088423341953021020860815265230348800155 | 0.017359183011961655649431877749564369466
f(z) = 163/24*z^3 - 139/24*z + 1
*
-1 | 0.11735944675501041810671643747090253448 | 0.023039890479203849118300604354422573205
f(z) = 163/25*z^3 - 138/25*z + 1
*
-1 | 0.10455837911378498679976727961607599048 | 0.020526797544415260038067140047249968115
f(z) = 163/26*z^3 - 137/26*z + 1
*
-1 | 0.10386621280873825654532400469673942532 | 0.020390912140192433597036107421646146150
f(z) = 163/27*z^3 - 136/27*z + 1
*
-1 | 0.10890674331985633084899475003900960896 | 0.021380464103364821016463007090391756184
f(z) = 163/28*z^3 - 135/28*z + 1
*
-1 | 0.11749880406425997902837190195411206346 | 0.023067248968284740663227184078374129502
f(z) = 163/29*z^3 - 134/29*z + 1
*
-1 | 0.084354347498273973533108159996659222495 | 0.016560362046201970641543030287392643062
f(z) = 163/30*z^3 - 133/30*z + 1
*
-1 | 0.11756788241656589111466499747569208240 | 0.023080810362067845940865546447349063421
f(z) = 163/31*z^3 - 132/31*z + 1
*
-1 | 0.10904490147158558705270635959239079438 | 0.021407587175027694145009801474189642179
f(z) = 163/32*z^3 - 131/32*z + 1
*
-1 | 0.097291896316901993344664830469135439071 | 0.019100248830712709864880702124930703666
f(z) = 163/33*z^3 - 130/33*z + 1
*
-1 | 0.10483470699558548331555987239924384033 | 0.020581045960789649763102942516075167839
f(z) = 163/34*z^3 - 129/34*z + 1
*
-1 | 0.11770486746379787163694366379716969732 | 0.023107703131016406561139437502785114091
f(z) = 163/35*z^3 - 128/35*z + 1
*
-1 | 0.095618386450095852074540027211801200937 | 0.018771707029322236080045880977874605963
f(z) = 163/36*z^3 - 127/36*z + 1
*
-1 | 0.11777278535786699585483976844567238087 | 0.023121036704786546917217338467546194111
f(z) = 163/37*z^3 - 126/37*z + 1
*
-1 | 0.10497054413805435565239998517828190439 | 0.020607713374210778673614692447594576351
f(z) = 163/38*z^3 - 125/38*z + 1
*
-1 | 0.097496689033062913253665858010666454379 | 0.019140453534140939279943671013869266419
f(z) = 163/39*z^3 - 124/39*z + 1
*
[ -1 ] 
f(z) = 164/21*z^3 - 122/21*z + 1
*
-1 | 0.11746736719637183567385673600499564264 | 0.023033420356950012907905556050606612114
f(z) = 164/25*z^3 - 139/25*z + 1
*
-1 | 0.10397373924145087234233393291383840430 | 0.020387541656813572201041612481901082210
f(z) = 164/27*z^3 - 137/27*z + 1
*
-1 | 0.11760594091481313143935795168506666223 | 0.023060592385943802988216406880458674274
f(z) = 164/29*z^3 - 135/29*z + 1
*
-1 | 0.11767463401497090915415261036772547696 | 0.023074061974045757428194250757223521440
f(z) = 164/31*z^3 - 133/31*z + 1
*
-1 | 0.097398266899530177981489742445096119731 | 0.019098199585804460130507741206063349169
f(z) = 164/33*z^3 - 131/33*z + 1
*
-1 | 0.11781086117611771480009677453890651631 | 0.023100773881715254069655135868837057424
f(z) = 164/35*z^3 - 129/35*z + 1
*
-1 | 0.11787840625708485130750193410455336495 | 0.023114018362119411217111844331969253648
f(z) = 164/37*z^3 - 127/37*z + 1
*
-1 | 0.097601941090671129373095132635115935063 | 0.019138136747693589593734995668948663387
f(z) = 164/39*z^3 - 125/39*z + 1
*
-1 | 0.10477385311605511706327463655169118124 | 0.020519971012541055596664222491761990479
f(z) = 165/26*z^3 - 139/26*z + 1
*
-1 | 0.10912078600619533626050717372631447961 | 0.021371318311951104021785477037598682027
f(z) = 165/28*z^3 - 137/28*z + 1
*
-1 | 0.11771246043087853178196862608892507109 | 0.023053998722190535141357769231807231025
f(z) = 165/29*z^3 - 136/29*z + 1
*
-1 | 0.11778077256247775346810024102748031468 | 0.023067377660909799618183468351947779117
f(z) = 165/31*z^3 - 134/31*z + 1
*
-1 | 0.10925741167019630766405882940970899540 | 0.021398076463736966920069569249983050394
f(z) = 165/32*z^3 - 133/32*z + 1
*
-1 | 0.10504646351245174899809166672603144423 | 0.020573361789585209361416958284107060813
f(z) = 165/34*z^3 - 131/34*z + 1
*
-1 | 0.11798342655436238805199754402239324861 | 0.023107067468198286248098631824931410148
f(z) = 165/37*z^3 - 128/37*z + 1
*
-1 | 0.10518081752927575417122829732745097838 | 0.020599675039013893178251274793871815063
f(z) = 165/38*z^3 - 127/38*z + 1
*
[ -1 ] 
f(z) = 166/21*z^3 - 124/21*z + 1
*
-1 | 0.10418693419973302077057669118994925252 | 0.020380904359168697458766635280040213399
f(z) = 166/27*z^3 - 139/27*z + 1
*
-1 | 0.11781836969757111113937991173365041794 | 0.023047466968900687983470637167021126910
f(z) = 166/29*z^3 - 137/29*z + 1
*
-1 | 0.11788630507297516887192623783727553154 | 0.023060756393331394287457707409809092819
f(z) = 166/31*z^3 - 135/31*z + 1
*
-1 | 0.097610222118662634674792542328096767132 | 0.019094377013377689971189485202453057549
f(z) = 166/33*z^3 - 133/33*z + 1
*
-1 | 0.11802104141694545520796913477938122256 | 0.023087113331091921063630946368738551858
f(z) = 166/35*z^3 - 131/35*z + 1
*
-1 | 0.11808785305845876817282040397096399086 | 0.023100182932248928578571850899518398393
f(z) = 166/37*z^3 - 129/37*z + 1
*
-1 | 0.097809628592518389064212386518530587993 | 0.019133384632744453311098968242195470365
f(z) = 166/39*z^3 - 127/39*z + 1
*
[ -1 ] 
f(z) = 167/20*z^3 - 127/20*z + 1
*
[ -1 ] 
f(z) = 167/21*z^3 - 125/21*z + 1
*
[ -1 ] 
f(z) = 167/22*z^3 - 123/22*z + 1
*
[ -1 ] 
f(z) = 167/23*z^3 - 121/23*z + 1
*
-1 | 0.10429261691793109992660942588361507908 | 0.020377636382620662670365524817365214101
f(z) = 167/27*z^3 - 140/27*z + 1
*
-1 | 0.10933237904543705587527015768489446522 | 0.021362350767245161157288730470756964735
f(z) = 167/28*z^3 - 139/28*z + 1
*
-1 | 0.11792367567854284668282254700790705683 | 0.023040996140411197876015324609510263587
f(z) = 167/29*z^3 - 138/29*z + 1
*
-1 | 0.084778459227219808294091869983947134003 | 0.016564783455098939105268219998479664674
f(z) = 167/30*z^3 - 137/30*z + 1
*
-1 | 0.11799123844046339965916434053075868789 | 0.023054197164952618595877479677007441850
f(z) = 167/31*z^3 - 136/31*z + 1
*
-1 | 0.10946750592572054975056932395882925977 | 0.021388753081362005692474638799786284015
f(z) = 167/32*z^3 - 135/32*z + 1
*
-1 | 0.097714786908635473444889178497441344415 | 0.019092400360385316168266342498065975285
f(z) = 167/33*z^3 - 134/33*z + 1
*
-1 | 0.10525582053931596442930153282784771671 | 0.020565835832773970401769487495870146580
f(z) = 167/34*z^3 - 133/34*z + 1
*
-1 | 0.11812524158012091222041670571167209717 | 0.023080379912444889453572856052140730335
f(z) = 167/35*z^3 - 132/35*z + 1
*
-1 | 0.096038025100743699439865586613372596446 | 0.018764779446928214021208248369969107279
f(z) = 167/36*z^3 - 131/36*z + 1
*
-1 | 0.11819169246274173677777444933058610609 | 0.023093363687935123184752419021306077359
f(z) = 167/37*z^3 - 130/37*z + 1
*
-1 | 0.10538872357582949090283109622336410226 | 0.020591803632147054962372026546084401721
f(z) = 167/38*z^3 - 129/38*z + 1
*
-1 | 0.097913111025353576283946434483922426120 | 0.019131150723122556896192088371791054608
f(z) = 167/39*z^3 - 128/39*z + 1
*
[ -1 ] 
f(z) = 168/23*z^3 - 122/23*z + 1
*
[ 5/7 ] 
f(z) = 168/25*z^3 - 134/35*z + 1
*
-1 | 0.11802838521874730222076157633136941009 | 0.023034585272883394743221239174039844090
f(z) = 168/29*z^3 - 139/29*z + 1
*
-1 | 0.11809557944177535069534078335155247767 | 0.023047698991734297744546941503476544945
f(z) = 168/31*z^3 - 137/31*z + 1
*
-1 | 0.11829495134778579846953185913760197657 | 0.023086608692663473048968405939500554367
f(z) = 168/37*z^3 - 131/37*z + 1
*
10/13 | 0.10261311904956421355934848918652365936 | 0.020002952251485723772943001522511117076
f(z) = 169/21*z^3 - 121/21*z + 1
*
[ -1 ] 
f(z) = 169/23*z^3 - 123/23*z + 1
*
[ -14/13 ] 
f(z) = 169/24*z^3 - 131/21*z + 1
*
[ -1 ] 
f(z) = 169/24*z^3 - 121/24*z + 1
*
[ 21/26 ] 
f(z) = 169/27*z^3 - 121/28*z + 1
*
-1 | 0.11813250504712585830168382193476205859 | 0.023028233423688042609332151975754940319
f(z) = 169/29*z^3 - 140/29*z + 1
*
-1 | 0.11819933473922086827813011594411780749 | 0.023041260911326463192814858614394530264
f(z) = 169/31*z^3 - 138/31*z + 1
*
-1 | 0.10967523865549771409509252701207466962 | 0.021379610933925110319052983832625486017
f(z) = 169/32*z^3 - 137/32*z + 1
*
-1 | 0.097922158018891310039603391273828542713 | 0.019088516842258887242553657180384280729
f(z) = 169/33*z^3 - 136/33*z + 1
*
[ 11/13 ] 
f(z) = 169/33*z^3 - 127/33*z + 1
*
-1 | 0.10546348409836489067406901760884224422 | 0.020558589936984046597555033082001659681
f(z) = 169/34*z^3 - 135/34*z + 1
*
-1 | 0.11833189521801066530832142801587010314 | 0.023067101670794905226196279504831242320
f(z) = 169/35*z^3 - 134/35*z + 1
*
-1 | 0.11839763618389754153922856285410759672 | 0.023079916926912074405834612483865557518
f(z) = 169/37*z^3 - 132/37*z + 1
*
-1 | 0.10559431512306450519387607079855386281 | 0.020584093564242616443470739992534300881
f(z) = 169/38*z^3 - 131/38*z + 1
*
[ -1 ] 
f(z) = 170/21*z^3 - 128/21*z + 1
*
[ -1 ] 
f(z) = 170/23*z^3 - 124/23*z + 1
*
-1 | 0.11830251088315673604936781629341275511 | 0.023034881982460278988015727320287364500
f(z) = 170/31*z^3 - 139/31*z + 1
*
-1 | 0.098023943806262115767066944650394826264 | 0.019086407889200967727352824014281454645
f(z) = 170/33*z^3 - 137/33*z + 1
*
-1 | 0.11849975333357055156098901833108822217 | 0.023073287393582118384280335576737155419
f(z) = 170/37*z^3 - 133/37*z + 1
*
-1 | 0.098220123711746711186262866880173259233 | 0.019124606410402526224989775065011223188
f(z) = 170/39*z^3 - 131/39*z + 1
*
[ -1 ] 
f(z) = 171/20*z^3 - 131/20*z + 1
*
[ -1 ] 
f(z) = 171/22*z^3 - 127/22*z + 1
*
[ -1 ] 
f(z) = 171/23*z^3 - 125/23*z + 1
*
[ -1 ] 
f(z) = 171/25*z^3 - 121/25*z + 1
*
-1 | 0.11840511431448487948207435148680386102 | 0.023028561284360579910137278190286952330
f(z) = 171/31*z^3 - 140/31*z + 1
*
-1 | 0.10988066245560256811711716378180662048 | 0.021370644198731466642011139685152163568
f(z) = 171/32*z^3 - 139/32*z + 1
*
-1 | 0.10566820199543243654988189902422736835 | 0.020551364521273256738602344721595035374
f(z) = 171/34*z^3 - 137/34*z + 1
*
-1 | 0.11853626294816078554843201134242038295 | 0.023054068327408941649368255170955107236
f(z) = 171/35*z^3 - 136/35*z + 1
*
-1 | 0.11860130905387226098529374793992769152 | 0.023066719117371503795814514283200046306
f(z) = 171/37*z^3 - 134/37*z + 1
*
[ -1 ] 
f(z) = 172/21*z^3 - 130/21*z + 1
*
[ -1 ] 
f(z) = 172/23*z^3 - 126/23*z + 1
*
[ -1 ] 
f(z) = 172/25*z^3 - 122/25*z + 1
*
-1 | 0.098228915822009891177782507589462549564 | 0.019082859877650285555038610831787697457
f(z) = 172/33*z^3 - 139/33*z + 1
*
-1 | 0.11863760532633018007213489468276563809 | 0.023047641111753571174064916942576375290
f(z) = 172/35*z^3 - 137/35*z + 1
*
-1 | 0.11870230949876499046150294694453618185 | 0.023060211144169587555673821124864432416
f(z) = 172/37*z^3 - 135/37*z + 1
*
-1 | 0.098421999429956653158308302264153720955 | 0.019120370089427392702465128147422636553
f(z) = 172/39*z^3 - 133/39*z + 1
*
[ -1 ] 
f(z) = 173/20*z^3 - 133/20*z + 1
*
[ -1 ] 
f(z) = 173/21*z^3 - 131/21*z + 1
*
[ -1 ] 
f(z) = 173/22*z^3 - 129/22*z + 1
*
[ -1 ] 
f(z) = 173/23*z^3 - 127/23*z + 1
*
[ -1 ] 
f(z) = 173/24*z^3 - 125/24*z + 1
*
[ -1 ] 
f(z) = 173/25*z^3 - 123/25*z + 1
*
[ -1 ] 
f(z) = 173/26*z^3 - 121/26*z + 1
*
-1 | 0.098330047259617338389255035172291036883 | 0.019081017531514287832088508421744752197
f(z) = 173/33*z^3 - 140/33*z + 1
*
-1 | 0.10587002459604836190301827002023723074 | 0.020544155643955185381837007163892974339
f(z) = 173/34*z^3 - 139/34*z + 1
*
-1 | 0.11873839489481827572640934653184660379 | 0.023041272304791843972359937651762341892
f(z) = 173/35*z^3 - 138/35*z + 1
*
-1 | 0.096650133168256698012076062839054521549 | 0.018755028974384258264330574368121910687
f(z) = 173/36*z^3 - 137/36*z + 1
*
-1 | 0.11880276072136335075650989854200170320 | 0.023053762540472238822870431358698652736
f(z) = 173/37*z^3 - 136/37*z + 1
*
-1 | 0.10599875740808737914919196710539693375 | 0.020569136340210849734118541739072505495
f(z) = 173/38*z^3 - 135/38*z + 1
*
-1 | 0.098523149375209899928856386103303647721 | 0.019118489138166381535191730369837646118
f(z) = 173/39*z^3 - 134/39*z + 1
*
[ -1 ] 
f(z) = 174/23*z^3 - 128/23*z + 1
*
[ -1 ] 
f(z) = 174/25*z^3 - 124/25*z + 1
*
-1 | 0.11883863766443303268479005792500601157 | 0.023034961009727173480613878078055858837
f(z) = 174/35*z^3 - 139/35*z + 1
*
-1 | 0.11890266867613009107978060498784207160 | 0.023047372392816400528854582020711064081
f(z) = 174/37*z^3 - 137/37*z + 1
*
[ -1 ] 
f(z) = 175/22*z^3 - 131/22*z + 1
*
[ -1 ] 
f(z) = 175/23*z^3 - 129/23*z + 1
*
6/7 | 0.17367763483679046839595861934209990559 | 0.024424842776720020835783231706905462212
f(z) = 175/24*z^3 - 137/21*z + 1
*
[ -1 ] 
f(z) = 175/26*z^3 - 123/26*z + 1
*
[ -1 ] 
f(z) = 175/27*z^3 - 121/27*z + 1
*
[ 1/5 ] 
f(z) = 175/29*z^3 - 123/29*z + 1
*
[ 1/5 ] 
f(z) = 175/31*z^3 - 131/31*z + 1
*
[ 1/5 ] 
f(z) = 175/32*z^3 - 135/32*z + 1
*
[ 1/5 ] 
f(z) = 175/33*z^3 - 139/33*z + 1
*
-1 | 0.096849743892618161145488983841184210201 | 0.018751937521051752457451412784814013331
f(z) = 175/36*z^3 - 139/36*z + 1
*
[ 4/5 ] 
f(z) = 175/36*z^3 - 121/36*z + 1
*
-1 | 0.11900203922101240018809203331337505234 | 0.023041039807233397646208311400598252286
f(z) = 175/37*z^3 - 138/37*z + 1
*
-1 | 0.10619770537029420587812478646103922972 | 0.020561879215610435797539330086766884235
f(z) = 175/38*z^3 - 137/38*z + 1
*
-1 | 0.098721768470352281624783602472488946183 | 0.019114396795683031403007586844778973595
f(z) = 175/39*z^3 - 136/39*z + 1
*
[ -1 ] 
f(z) = 176/21*z^3 - 134/21*z + 1
*
[ -1 ] 
f(z) = 176/23*z^3 - 130/23*z + 1
*
[ -1 ] 
f(z) = 176/25*z^3 - 126/25*z + 1
*
[ -1 ] 
f(z) = 176/27*z^3 - 122/27*z + 1
*
-1 | 0.11910087811952059064940625786443401947 | 0.023034763908720265435139132051452843434
f(z) = 176/37*z^3 - 139/37*z + 1
*
[ 1/4 ] 
f(z) = 176/37*z^3 - 122/37*z + 1
*
-1 | 0.098820282750984871064053755006005783841 | 0.019112385387096764334614081031564235611
f(z) = 176/39*z^3 - 137/39*z + 1
*
[ 1/4 ] 
f(z) = 176/39*z^3 - 128/39*z + 1
*
[ -1 ] 
f(z) = 177/20*z^3 - 137/20*z + 1
*
[ 2/3 ] 
f(z) = 177/20*z^3 - 133/30*z + 1
*
[ -1 ] 
f(z) = 177/22*z^3 - 133/22*z + 1
*
[ -1 ] 
f(z) = 177/23*z^3 - 131/23*z + 1
*
[ -1 ] 
f(z) = 177/25*z^3 - 127/25*z + 1
*
[ -1 ] 
f(z) = 177/26*z^3 - 125/26*z + 1
*
[ -1 ] 
f(z) = 177/28*z^3 - 121/28*z + 1
*
-1 | 0.11919919104275102392734863062392231176 | 0.023028543840728403096638616511155012531
f(z) = 177/37*z^3 - 140/37*z + 1
*
-1 | 0.10639518556296348908456536197574019405 | 0.020554889456425889672012190409828942144
f(z) = 177/38*z^3 - 139/38*z + 1
*
[ -1 ] 
f(z) = 178/21*z^3 - 136/21*z + 1
*
[ -1 ] 
f(z) = 178/23*z^3 - 132/23*z + 1
*
[ -1 ] 
f(z) = 178/25*z^3 - 128/25*z + 1
*
[ -1 ] 
f(z) = 178/27*z^3 - 124/27*z + 1
*
-1 | 0.099015748876222492097722401820752675026 | 0.019108430121640492579559446047616375937
f(z) = 178/39*z^3 - 139/39*z + 1
*
[ -1 ] 
f(z) = 179/20*z^3 - 139/20*z + 1
*
[ -1 ] 
f(z) = 179/21*z^3 - 137/21*z + 1
*
[ -1 ] 
f(z) = 179/22*z^3 - 135/22*z + 1
*
[ -1 ] 
f(z) = 179/23*z^3 - 133/23*z + 1
*
[ -1 ] 
f(z) = 179/24*z^3 - 131/24*z + 1
*
[ -1 ] 
f(z) = 179/25*z^3 - 129/25*z + 1
*
[ -1 ] 
f(z) = 179/26*z^3 - 127/26*z + 1
*
[ -1 ] 
f(z) = 179/27*z^3 - 125/27*z + 1
*
[ -1 ] 
f(z) = 179/28*z^3 - 123/28*z + 1
*
[ -1 ] 
f(z) = 179/29*z^3 - 121/29*z + 1
*
-1 | 0.099111678076517081904985521889911132726 | 0.019106286246325065132683813249500194049
f(z) = 179/39*z^3 - 140/39*z + 1
*
-3/4 | 0.13738836747122627629006586654394456321 | 0.023817739611129324119571123800807455519
f(z) = 160/21*z^3 - 131/42*z + 1
*
21/80 | 0.24285725799543753060120076695551847482 | 0.027710609524114794569620166985225042337
f(z) = 160/27*z^3 - 123/40*z + 1
*
[ -9/10 ] 
f(z) = 160/27*z^3 - 121/45*z + 1
*
[ 1/2 ] 
f(z) = 162/23*z^3 - 127/46*z + 1
*
[ 1/2 ] 
f(z) = 162/25*z^3 - 131/50*z + 1
*
[ 1/2 ] 
f(z) = 162/29*z^3 - 139/58*z + 1
*
[ 3/8 ] 
f(z) = 164/27*z^3 - 121/48*z + 1
*
[ 2/3 ] 
f(z) = 165/28*z^3 - 131/42*z + 1
*
[ 1/2 ] 
f(z) = 166/21*z^3 - 125/42*z + 1
*
[ 1/2 ] 
f(z) = 166/23*z^3 - 129/46*z + 1
*
[ 1/2 ] 
f(z) = 166/25*z^3 - 133/50*z + 1
*
[ 1/2 ] 
f(z) = 166/27*z^3 - 137/54*z + 1
*
[ 3/7 ] 
f(z) = 167/27*z^3 - 121/49*z + 1
*
[ 5/8 ] 
f(z) = 168/25*z^3 - 129/40*z + 1
*
[ 6/13 ] 
f(z) = 169/21*z^3 - 121/42*z + 1
*
[ 4/13 ] 
f(z) = 169/22*z^3 - 131/44*z + 1
*
[ 10/13 ] 
f(z) = 169/32*z^3 - 137/40*z + 1
*
[ 1/2 ] 
f(z) = 170/21*z^3 - 127/42*z + 1
*
[ 1/2 ] 
f(z) = 170/23*z^3 - 131/46*z + 1
*
[ 1/2 ] 
f(z) = 170/27*z^3 - 139/54*z + 1
*
[ 3/7 ] 
f(z) = 170/27*z^3 - 122/49*z + 1
*
[ 5/9 ] 
f(z) = 171/25*z^3 - 131/45*z + 1
*
[ 3/7 ] 
f(z) = 173/27*z^3 - 123/49*z + 1
*
[ 1/2 ] 
f(z) = 174/23*z^3 - 133/46*z + 1
*
[ 1/2 ] 
f(z) = 174/25*z^3 - 137/50*z + 1
*
[ -4/5 ] 
f(z) = 175/22*z^3 - 125/44*z + 1
*
[ 2/5 ] 
f(z) = 175/23*z^3 - 125/46*z + 1
*
[ 2/5 ] 
f(z) = 175/27*z^3 - 137/54*z + 1
*
[ 3/10 ] 
f(z) = 175/36*z^3 - 133/48*z + 1
*
[ -5/6 ] 
f(z) = 176/25*z^3 - 121/45*z + 1
*
[ 3/7 ] 
f(z) = 176/27*z^3 - 124/49*z + 1
*
[ 2/3 ] 
f(z) = 177/28*z^3 - 139/42*z + 1
*
[ 1/2 ] 
f(z) = 178/21*z^3 - 131/42*z + 1
*
[ 1/2 ] 
f(z) = 178/23*z^3 - 135/46*z + 1
*
[ 1/2 ] 
f(z) = 178/25*z^3 - 139/50*z + 1
*
[ 3/7 ] 
f(z) = 179/27*z^3 - 125/49*z + 1
*
3/2 | 0.19288304063556459174628211976292662399 | 0.024094215669765344948808814517266432890
f(z) = 160/27*z^3 - 111/8*z + 1
*
51/40 | 0.12552660400449171870472715439494681600 | 0.015828202717398237710926048618045859345
f(z) = 160/27*z^3 - 103/10*z + 1
*
[ -9/8 ] 
f(z) = 160/27*z^3 - 101/18*z + 1
*
-4/3 | 0.19308390364213121165255834626744798123 | 0.028366203032156906239666619928686814230
f(z) = 165/32*z^3 - 113/12*z + 1
*
[ 4/3 ] 
f(z) = 165/32*z^3 - 107/12*z + 1
*
[ 5/4 ] 
f(z) = 168/25*z^3 - 103/10*z + 1
*
[ 18/13 ] 
f(z) = 169/24*z^3 - 119/9*z + 1
*
[ -18/13 ] 
f(z) = 169/24*z^3 - 106/9*z + 1
*
[ -15/13 ] 
f(z) = 169/25*z^3 - 107/15*z + 1
*
[ -21/13 ] 
f(z) = 169/27*z^3 - 103/7*z + 1
*
-22/13 | 0.17659282383868891101980046295062256582 | 0.028721433589555946662793423385755323565
f(z) = 169/32*z^3 - 117/8*z + 1
*
[ 2/13 ] 
f(z) = 169/36*z^3 - 101/18*z + 1
*
-6/5 | 0.23683854780961076254697097662600419695 | 0.029391689048869992078285470768647708774
f(z) = 175/27*z^3 - 117/14*z + 1
*
-8/5 | 0.084875641659381955668425261928195751800 | 0.013843175065375366627604994482858921597
f(z) = 175/32*z^3 - 115/8*z + 1
*
[ 8/5 ] 
f(z) = 175/32*z^3 - 109/8*z + 1
*
[ 4/3 ] 
f(z) = 177/32*z^3 - 115/12*z + 1
*
[ -1 ] 
f(z) = 160/23*z^3 - 114/23*z + 1
*
3/4 | 0.14371916102810980912126560846488877481 | 0.019480056588435057854723244243189441584
f(z) = 160/27*z^3 - 119/30*z + 1
*
[ 3/16 ] 
f(z) = 160/27*z^3 - 109/24*z + 1
*
[ -1 ] 
f(z) = 160/27*z^3 - 106/27*z + 1
*
3/40 | 0.18527068646602831289685440442664670245 | 0.025112054862542272101136841097059630538
f(z) = 160/27*z^3 - 101/30*z + 1
*
[ -1 ] 
f(z) = 160/29*z^3 - 102/29*z + 1
*
[ 1/4 ] 
f(z) = 160/31*z^3 - 103/31*z + 1
*
[ 1/4 ] 
f(z) = 160/33*z^3 - 109/33*z + 1
*
[ 3/4 ] 
f(z) = 160/33*z^3 - 101/33*z + 1
*
[ 3/4 ] 
f(z) = 160/39*z^3 - 103/39*z + 1
*
[ -1 ] 
f(z) = 161/22*z^3 - 117/22*z + 1
*
[ -1 ] 
f(z) = 161/24*z^3 - 113/24*z + 1
*
[ 6/7 ] 
f(z) = 161/24*z^3 - 107/21*z + 1
*
[ -1 ] 
f(z) = 161/25*z^3 - 111/25*z + 1
*
[ -1 ] 
f(z) = 161/26*z^3 - 109/26*z + 1
*
[ -1 ] 
f(z) = 161/27*z^3 - 107/27*z + 1
*
[ -1 ] 
f(z) = 161/29*z^3 - 103/29*z + 1
*
[ -1 ] 
f(z) = 161/30*z^3 - 101/30*z + 1
*
[ -1 ] 
f(z) = 162/23*z^3 - 116/23*z + 1
*
[ -1 ] 
f(z) = 162/25*z^3 - 112/25*z + 1
*
[ -1 ] 
f(z) = 162/29*z^3 - 104/29*z + 1
*
[ 7/9 ] 
f(z) = 162/35*z^3 - 108/35*z + 1
*
[ -1 ] 
f(z) = 163/22*z^3 - 119/22*z + 1
*
[ -1 ] 
f(z) = 163/23*z^3 - 117/23*z + 1
*
[ -1 ] 
f(z) = 163/24*z^3 - 115/24*z + 1
*
[ -1 ] 
f(z) = 163/25*z^3 - 113/25*z + 1
*
[ -1 ] 
f(z) = 163/26*z^3 - 111/26*z + 1
*
[ -1 ] 
f(z) = 163/27*z^3 - 109/27*z + 1
*
[ -1 ] 
f(z) = 163/28*z^3 - 107/28*z + 1
*
[ -1 ] 
f(z) = 163/29*z^3 - 105/29*z + 1
*
[ -1 ] 
f(z) = 163/30*z^3 - 103/30*z + 1
*
[ -1 ] 
f(z) = 163/31*z^3 - 101/31*z + 1
*
[ -1 ] 
f(z) = 164/23*z^3 - 118/23*z + 1
*
[ -1 ] 
f(z) = 164/25*z^3 - 114/25*z + 1
*
[ -1 ] 
f(z) = 164/27*z^3 - 110/27*z + 1
*
[ -1 ] 
f(z) = 164/29*z^3 - 106/29*z + 1
*
[ -1 ] 
f(z) = 164/31*z^3 - 102/31*z + 1
*
[ -1 ] 
f(z) = 165/23*z^3 - 119/23*z + 1
*
[ -1 ] 
f(z) = 165/26*z^3 - 113/26*z + 1
*
[ -1 ] 
f(z) = 165/28*z^3 - 109/28*z + 1
*
[ -1 ] 
f(z) = 165/29*z^3 - 107/29*z + 1
*
[ -1 ] 
f(z) = 165/31*z^3 - 103/31*z + 1
*
[ -1 ] 
f(z) = 165/32*z^3 - 101/32*z + 1
*
[ -1 ] 
f(z) = 166/23*z^3 - 120/23*z + 1
*
[ -1 ] 
f(z) = 166/25*z^3 - 116/25*z + 1
*
[ -1 ] 
f(z) = 166/27*z^3 - 112/27*z + 1
*
[ -1 ] 
f(z) = 166/29*z^3 - 108/29*z + 1
*
[ -1 ] 
f(z) = 166/31*z^3 - 104/31*z + 1
*
[ -1 ] 
f(z) = 167/24*z^3 - 119/24*z + 1
*
[ -1 ] 
f(z) = 167/25*z^3 - 117/25*z + 1
*
[ -1 ] 
f(z) = 167/26*z^3 - 115/26*z + 1
*
[ -1 ] 
f(z) = 167/27*z^3 - 113/27*z + 1
*
[ -1 ] 
f(z) = 167/28*z^3 - 111/28*z + 1
*
[ -1 ] 
f(z) = 167/29*z^3 - 109/29*z + 1
*
[ -1 ] 
f(z) = 167/30*z^3 - 107/30*z + 1
*
[ -1 ] 
f(z) = 167/31*z^3 - 105/31*z + 1
*
[ -1 ] 
f(z) = 167/32*z^3 - 103/32*z + 1
*
[ -1 ] 
f(z) = 167/33*z^3 - 101/33*z + 1
*
[ -1 ] 
f(z) = 168/25*z^3 - 118/25*z + 1
*
[ -1 ] 
f(z) = 168/29*z^3 - 110/29*z + 1
*
[ -1 ] 
f(z) = 168/31*z^3 - 106/31*z + 1
*
9/13 | 0.089583450947471638866348037190838913266 | 0.017463005787398866269457804513566888166
f(z) = 169/20*z^3 - 101/20*z + 1
*
[ -1 ] 
f(z) = 169/25*z^3 - 119/25*z + 1
*
15/26 | 0.19261505448058517497263924827413154493 | 0.029559445558594921576489096836709375025
f(z) = 169/25*z^3 - 113/20*z + 1
*
[ -1 ] 
f(z) = 169/27*z^3 - 115/27*z + 1
*
[ -1 ] 
f(z) = 169/28*z^3 - 113/28*z + 1
*
[ -1 ] 
f(z) = 169/29*z^3 - 111/29*z + 1
*
-12/13 | 0.076837492259049946234263815553782172352 | 0.014978364394510697430144103144412823230
f(z) = 169/30*z^3 - 119/30*z + 1
*
[ -1 ] 
f(z) = 169/31*z^3 - 107/31*z + 1
*
[ -1 ] 
f(z) = 169/32*z^3 - 105/32*z + 1
*
[ 3/13 ] 
f(z) = 169/33*z^3 - 119/33*z + 1
*
-11/13 | 0.13276458608305445859226447866025207290 | 0.025880547250735604286143288040817121503
f(z) = 169/33*z^3 - 115/33*z + 1
*
[ -1 ] 
f(z) = 169/33*z^3 - 103/33*z + 1
*
[ -1 ] 
f(z) = 169/34*z^3 - 101/34*z + 1
*
6/13 | 0.15190494743819236104392679393095689961 | 0.029611685508779150466166149422407418797
f(z) = 169/35*z^3 - 106/35*z + 1
*
[ -1 ] 
f(z) = 170/27*z^3 - 116/27*z + 1
*
[ -1 ] 
f(z) = 170/29*z^3 - 112/29*z + 1
*
[ -1 ] 
f(z) = 170/31*z^3 - 108/31*z + 1
*
[ -1 ] 
f(z) = 170/33*z^3 - 104/33*z + 1
*
[ -1 ] 
f(z) = 171/26*z^3 - 119/26*z + 1
*
[ -1 ] 
f(z) = 171/28*z^3 - 115/28*z + 1
*
[ -1 ] 
f(z) = 171/29*z^3 - 113/29*z + 1
*
[ -1 ] 
f(z) = 171/31*z^3 - 109/31*z + 1
*
[ -1 ] 
f(z) = 171/32*z^3 - 107/32*z + 1
*
[ -1 ] 
f(z) = 171/34*z^3 - 103/34*z + 1
*
[ -1 ] 
f(z) = 171/35*z^3 - 101/35*z + 1
*
[ -1 ] 
f(z) = 172/27*z^3 - 118/27*z + 1
*
[ -1 ] 
f(z) = 172/29*z^3 - 114/29*z + 1
*
[ -1 ] 
f(z) = 172/31*z^3 - 110/31*z + 1
*
[ -1 ] 
f(z) = 172/33*z^3 - 106/33*z + 1
*
[ -1 ] 
f(z) = 172/35*z^3 - 102/35*z + 1
*
[ -1 ] 
f(z) = 173/27*z^3 - 119/27*z + 1
*
[ -1 ] 
f(z) = 173/28*z^3 - 117/28*z + 1
*
[ -1 ] 
f(z) = 173/29*z^3 - 115/29*z + 1
*
[ -1 ] 
f(z) = 173/30*z^3 - 113/30*z + 1
*
[ -1 ] 
f(z) = 173/31*z^3 - 111/31*z + 1
*
[ -1 ] 
f(z) = 173/32*z^3 - 109/32*z + 1
*
[ -1 ] 
f(z) = 173/33*z^3 - 107/33*z + 1
*
[ -1 ] 
f(z) = 173/34*z^3 - 105/34*z + 1
*
[ -1 ] 
f(z) = 173/35*z^3 - 103/35*z + 1
*
[ -1 ] 
f(z) = 173/36*z^3 - 101/36*z + 1
*
[ -1 ] 
f(z) = 174/31*z^3 - 112/31*z + 1
*
[ -1 ] 
f(z) = 174/35*z^3 - 104/35*z + 1
*
[ 6/7 ] 
f(z) = 175/24*z^3 - 116/21*z + 1
*
[ 6/35 ] 
f(z) = 175/24*z^3 - 106/21*z + 1
*
[ 2/3 ] 
f(z) = 175/24*z^3 - 101/27*z + 1
*
[ 1/5 ] 
f(z) = 175/26*z^3 - 111/26*z + 1
*
[ 1/5 ] 
f(z) = 175/27*z^3 - 115/27*z + 1
*
[ -9/10 ] 
f(z) = 175/27*z^3 - 113/36*z + 1
*
[ 3/14 ] 
f(z) = 175/27*z^3 - 111/28*z + 1
*
[ -1 ] 
f(z) = 175/29*z^3 - 117/29*z + 1
*
[ -1 ] 
f(z) = 175/31*z^3 - 113/31*z + 1
*
[ 4/15 ] 
f(z) = 175/32*z^3 - 113/36*z + 1
*
[ -1 ] 
f(z) = 175/32*z^3 - 111/32*z + 1
*
[ -1 ] 
f(z) = 175/33*z^3 - 109/33*z + 1
*
[ -1 ] 
f(z) = 175/34*z^3 - 107/34*z + 1
*
[ -1 ] 
f(z) = 175/36*z^3 - 103/36*z + 1
*
[ -1 ] 
f(z) = 175/37*z^3 - 101/37*z + 1
*
[ 3/4 ] 
f(z) = 176/21*z^3 - 106/21*z + 1
*
[ 3/11 ] 
f(z) = 176/27*z^3 - 104/33*z + 1
*
[ -1 ] 
f(z) = 176/29*z^3 - 118/29*z + 1
*
[ -1 ] 
f(z) = 176/31*z^3 - 114/31*z + 1
*
[ 1/4 ] 
f(z) = 176/31*z^3 - 104/31*z + 1
*
[ 1/4 ] 
f(z) = 176/35*z^3 - 116/35*z + 1
*
[ -1 ] 
f(z) = 176/35*z^3 - 106/35*z + 1
*
[ -1 ] 
f(z) = 176/37*z^3 - 102/37*z + 1
*
[ 3/4 ] 
f(z) = 176/39*z^3 - 112/39*z + 1
*
[ -1 ] 
f(z) = 177/29*z^3 - 119/29*z + 1
*
[ -1 ] 
f(z) = 177/31*z^3 - 115/31*z + 1
*
[ -1 ] 
f(z) = 177/32*z^3 - 113/32*z + 1
*
[ -1 ] 
f(z) = 177/34*z^3 - 109/34*z + 1
*
[ -1 ] 
f(z) = 177/35*z^3 - 107/35*z + 1
*
[ -1 ] 
f(z) = 177/37*z^3 - 103/37*z + 1
*
[ -1 ] 
f(z) = 177/38*z^3 - 101/38*z + 1
*
[ -1 ] 
f(z) = 178/29*z^3 - 120/29*z + 1
*
[ -1 ] 
f(z) = 178/31*z^3 - 116/31*z + 1
*
[ -1 ] 
f(z) = 178/33*z^3 - 112/33*z + 1
*
[ -1 ] 
f(z) = 178/35*z^3 - 108/35*z + 1
*
[ -1 ] 
f(z) = 178/37*z^3 - 104/37*z + 1
*
[ 2/3 ] 
f(z) = 179/24*z^3 - 103/27*z + 1
*
[ -1 ] 
f(z) = 179/30*z^3 - 119/30*z + 1
*
[ -1 ] 
f(z) = 179/31*z^3 - 117/31*z + 1
*
[ -1 ] 
f(z) = 179/32*z^3 - 115/32*z + 1
*
[ -1 ] 
f(z) = 179/33*z^3 - 113/33*z + 1
*
[ -1 ] 
f(z) = 179/34*z^3 - 111/34*z + 1
*
[ -1 ] 
f(z) = 179/35*z^3 - 109/35*z + 1
*
[ -1 ] 
f(z) = 179/36*z^3 - 107/36*z + 1
*
[ -1 ] 
f(z) = 179/37*z^3 - 105/37*z + 1
*
[ -1 ] 
f(z) = 179/38*z^3 - 103/38*z + 1
*
[ -1 ] 
f(z) = 179/39*z^3 - 101/39*z + 1
*
[ 3/8 ] 
f(z) = 160/21*z^3 - 115/42*z + 1
*
[ 9/20 ] 
f(z) = 160/27*z^3 - 109/45*z + 1
*
[ 5/12 ] 
f(z) = 162/25*z^3 - 101/40*z + 1
*
[ 3/7 ] 
f(z) = 164/27*z^3 - 120/49*z + 1
*
[ 4/11 ] 
f(z) = 165/32*z^3 - 107/44*z + 1
*
[ 6/13 ] 
f(z) = 169/28*z^3 - 103/42*z + 1
*
[ -6/7 ] 
f(z) = 175/27*z^3 - 109/42*z + 1
*
[ 5/12 ] 
f(z) = 176/25*z^3 - 118/45*z + 1
*
-21/20 | 0.18509274825298599512354448924132535909 | 0.027689379098396735198509126436735614301
f(z) = 160/27*z^3 - 88/15*z + 1
*
-2 | 0.086965107263210015234676940705806723818 | 0.013407793931264453247624520199834594114
f(z) = 161/24*z^3 - 82/3*z + 1
*
[ 5/3 ] 
f(z) = 162/25*z^3 - 88/5*z + 1
*
[ -5/3 ] 
f(z) = 162/25*z^3 - 82/5*z + 1
*
5/18 | 0.074505361824924351033647539219520569553 | 0.012409520864094269838257030797036420387
f(z) = 162/25*z^3 - 81/10*z + 1
*
-2 | 0.087198706161518122770815170033953954903 | 0.013418731928798092671534991638921560683
f(z) = 163/24*z^3 - 83/3*z + 1
*
[ -4/3 ] 
f(z) = 165/32*z^3 - 89/12*z + 1
*
-2 | 0.087657202059130408294613443927490474417 | 0.013440042141645644382507490329061715664
f(z) = 167/24*z^3 - 85/3*z + 1
*
[ 2 ] 
f(z) = 167/24*z^3 - 82/3*z + 1
*
[ -5/4 ] 
f(z) = 168/25*z^3 - 87/10*z + 1
*
-2 | 0.087882241803644453030450493481219728041 | 0.013450425776453752172636904048988211716
f(z) = 169/24*z^3 - 86/3*z + 1
*
[ 2 ] 
f(z) = 169/24*z^3 - 83/3*z + 1
*
[ -15/13 ] 
f(z) = 169/27*z^3 - 97/15*z + 1
*
[ 14/13 ] 
f(z) = 169/28*z^3 - 97/14*z + 1
*
[ -16/13 ] 
f(z) = 169/32*z^3 - 99/16*z + 1
*
[ 6/5 ] 
f(z) = 170/27*z^3 - 89/10*z + 1
*
[ 3/2 ] 
f(z) = 170/27*z^3 - 83/6*z + 1
*
[ 5/3 ] 
f(z) = 171/25*z^3 - 93/5*z + 1
*
[ -5/3 ] 
f(z) = 171/25*z^3 - 87/5*z + 1
*
-2 | 0.088324242333579253820980922906060743352 | 0.013470676837905654487900222016402146708
f(z) = 173/24*z^3 - 88/3*z + 1
*
[ 2 ] 
f(z) = 173/24*z^3 - 85/3*z + 1
*
[ -2 ] 
f(z) = 173/24*z^3 - 82/3*z + 1
*
-2 | 0.088541330854897584694812806877654638942 | 0.013480554288349385417040335073307291522
f(z) = 175/24*z^3 - 89/3*z + 1
*
[ 2 ] 
f(z) = 175/24*z^3 - 86/3*z + 1
*
[ -2 ] 
f(z) = 175/24*z^3 - 83/3*z + 1
*
[ 3/20 ] 
f(z) = 175/27*z^3 - 93/16*z + 1
*
[ -8/5 ] 
f(z) = 175/32*z^3 - 99/8*z + 1
*
[ -4/3 ] 
f(z) = 177/32*z^3 - 97/12*z + 1
*
-2 | 0.088967986998586517488698187608541266402 | 0.013499836554952366274513106792218079377
f(z) = 179/24*z^3 - 91/3*z + 1
*
[ 2 ] 
f(z) = 179/24*z^3 - 88/3*z + 1
*
[ -2 ] 
f(z) = 179/24*z^3 - 85/3*z + 1
*
[ 3/4 ] 
f(z) = 160/21*z^3 - 97/21*z + 1
*
[ 1/4 ] 
f(z) = 160/27*z^3 - 91/27*z + 1
*
[ 1/4 ] 
f(z) = 160/29*z^3 - 97/29*z + 1
*
[ -1 ] 
f(z) = 160/31*z^3 - 98/31*z + 1
*
[ -1 ] 
f(z) = 160/33*z^3 - 94/33*z + 1
*
[ -1 ] 
f(z) = 160/37*z^3 - 86/37*z + 1
*
[ -1 ] 
f(z) = 160/39*z^3 - 82/39*z + 1
*
-6/7 | 0.17313381882403109024718214453329319718 | 0.024637266266954379683809395460255804078
f(z) = 161/24*z^3 - 100/21*z + 1
*
[ 2/3 ] 
f(z) = 161/24*z^3 - 94/27*z + 1
*
2/7 | 0.21031643484697088031777213756499516934 | 0.029928422077421258050759713637353335545
f(z) = 161/24*z^3 - 85/21*z + 1
*
[ -1 ] 
f(z) = 161/31*z^3 - 99/31*z + 1
*
[ -1 ] 
f(z) = 161/32*z^3 - 97/32*z + 1
*
[ -1 ] 
f(z) = 161/33*z^3 - 95/33*z + 1
*
[ -1 ] 
f(z) = 161/34*z^3 - 93/34*z + 1
*
[ -1 ] 
f(z) = 161/36*z^3 - 89/36*z + 1
*
[ -1 ] 
f(z) = 161/37*z^3 - 87/37*z + 1
*
[ -1 ] 
f(z) = 161/38*z^3 - 85/38*z + 1
*
[ -1 ] 
f(z) = 161/39*z^3 - 83/39*z + 1
*
[ -1 ] 
f(z) = 162/31*z^3 - 100/31*z + 1
*
[ -1 ] 
f(z) = 162/35*z^3 - 92/35*z + 1
*
[ 1/3 ] 
f(z) = 162/35*z^3 - 88/35*z + 1
*
[ 1/3 ] 
f(z) = 162/37*z^3 - 92/37*z + 1
*
[ -1 ] 
f(z) = 162/37*z^3 - 88/37*z + 1
*
[ 2/3 ] 
f(z) = 163/24*z^3 - 95/27*z + 1
*
[ -1 ] 
f(z) = 163/32*z^3 - 99/32*z + 1
*
[ -1 ] 
f(z) = 163/33*z^3 - 97/33*z + 1
*
[ -1 ] 
f(z) = 163/34*z^3 - 95/34*z + 1
*
[ -1 ] 
f(z) = 163/35*z^3 - 93/35*z + 1
*
[ -1 ] 
f(z) = 163/36*z^3 - 91/36*z + 1
*
[ -1 ] 
f(z) = 163/37*z^3 - 89/37*z + 1
*
[ -1 ] 
f(z) = 163/38*z^3 - 87/38*z + 1
*
[ -1 ] 
f(z) = 163/39*z^3 - 85/39*z + 1
*
[ -1 ] 
f(z) = 164/33*z^3 - 98/33*z + 1
*
[ -1 ] 
f(z) = 164/35*z^3 - 94/35*z + 1
*
[ -1 ] 
f(z) = 164/37*z^3 - 90/37*z + 1
*
[ -1 ] 
f(z) = 164/39*z^3 - 86/39*z + 1
*
[ -1 ] 
f(z) = 165/34*z^3 - 97/34*z + 1
*
[ -1 ] 
f(z) = 165/37*z^3 - 91/37*z + 1
*
[ -1 ] 
f(z) = 165/38*z^3 - 89/38*z + 1
*
[ 3/4 ] 
f(z) = 166/27*z^3 - 91/24*z + 1
*
[ 3/8 ] 
f(z) = 166/27*z^3 - 81/32*z + 1
*
[ -1 ] 
f(z) = 166/33*z^3 - 100/33*z + 1
*
[ -1 ] 
f(z) = 166/35*z^3 - 96/35*z + 1
*
[ -1 ] 
f(z) = 166/37*z^3 - 92/37*z + 1
*
[ -1 ] 
f(z) = 166/39*z^3 - 88/39*z + 1
*
[ 2/3 ] 
f(z) = 167/24*z^3 - 97/27*z + 1
*
[ -1 ] 
f(z) = 167/34*z^3 - 99/34*z + 1
*
[ -1 ] 
f(z) = 167/35*z^3 - 97/35*z + 1
*
[ -1 ] 
f(z) = 167/36*z^3 - 95/36*z + 1
*
[ -1 ] 
f(z) = 167/37*z^3 - 93/37*z + 1
*
[ -1 ] 
f(z) = 167/38*z^3 - 91/38*z + 1
*
[ -1 ] 
f(z) = 167/39*z^3 - 89/39*z + 1
*
[ 5/14 ] 
f(z) = 168/25*z^3 - 93/35*z + 1
*
[ -1 ] 
f(z) = 168/37*z^3 - 94/37*z + 1
*
8/13 | 0.091520330265458517093329579413334491020 | 0.017840572563201363400844499460979243146
f(z) = 169/20*z^3 - 89/20*z + 1
*
[ 6/13 ] 
f(z) = 169/20*z^3 - 89/30*z + 1
*
2/13 | 0.058080950661866092491236633685458088212 | 0.011322046279959946187787080655285998821
f(z) = 169/21*z^3 - 88/21*z + 1
*
7/13 | 0.13321749609540730656146302022759465952 | 0.025968835545986993022617751778831012013
f(z) = 169/21*z^3 - 85/21*z + 1
*
[ 2/3 ] 
f(z) = 169/24*z^3 - 98/27*z + 1
*
[ 3/13 ] 
f(z) = 169/24*z^3 - 89/24*z + 1
*
[ 5/26 ] 
f(z) = 169/25*z^3 - 89/20*z + 1
*
[ 9/26 ] 
f(z) = 169/27*z^3 - 95/36*z + 1
*
8/13 | 0.12522126330557160767301362990769709967 | 0.024410084928440812452206952409725239925
f(z) = 169/28*z^3 - 85/28*z + 1
*
7/13 | 0.10810742367066928901212440196731079857 | 0.021073987943695772896656964477154167123
f(z) = 169/28*z^3 - 81/28*z + 1
*
[ -1 ] 
f(z) = 169/35*z^3 - 99/35*z + 1
*
[ 5/13 ] 
f(z) = 169/35*z^3 - 81/35*z + 1
*
[ -1 ] 
f(z) = 169/37*z^3 - 95/37*z + 1
*
[ -1 ] 
f(z) = 169/38*z^3 - 93/38*z + 1
*
[ 6/17 ] 
f(z) = 170/27*z^3 - 89/34*z + 1
*
[ -1 ] 
f(z) = 170/37*z^3 - 96/37*z + 1
*
[ -1 ] 
f(z) = 170/39*z^3 - 92/39*z + 1
*
[ 2/3 ] 
f(z) = 171/22*z^3 - 87/22*z + 1
*
[ 5/6 ] 
f(z) = 171/25*z^3 - 99/20*z + 1
*
[ 2/3 ] 
f(z) = 171/26*z^3 - 89/26*z + 1
*
[ 1/3 ] 
f(z) = 171/31*z^3 - 81/31*z + 1
*
[ 1/3 ] 
f(z) = 171/32*z^3 - 83/32*z + 1
*
[ 4/9 ] 
f(z) = 171/32*z^3 - 83/36*z + 1
*
[ 2/3 ] 
f(z) = 171/34*z^3 - 93/34*z + 1
*
[ 1/3 ] 
f(z) = 171/34*z^3 - 87/34*z + 1
*
[ 1/3 ] 
f(z) = 171/35*z^3 - 89/35*z + 1
*
[ -1 ] 
f(z) = 171/37*z^3 - 97/37*z + 1
*
[ 1/3 ] 
f(z) = 171/37*z^3 - 93/37*z + 1
*
[ -1 ] 
f(z) = 172/37*z^3 - 98/37*z + 1
*
[ -1 ] 
f(z) = 172/39*z^3 - 94/39*z + 1
*
[ 1/2 ] 
f(z) = 172/39*z^3 - 82/39*z + 1
*
[ 2/3 ] 
f(z) = 173/24*z^3 - 100/27*z + 1
*
[ -1 ] 
f(z) = 173/37*z^3 - 99/37*z + 1
*
[ -1 ] 
f(z) = 173/38*z^3 - 97/38*z + 1
*
[ -1 ] 
f(z) = 173/39*z^3 - 95/39*z + 1
*
[ -1 ] 
f(z) = 174/37*z^3 - 100/37*z + 1
*
[ 1/5 ] 
f(z) = 175/22*z^3 - 95/22*z + 1
*
[ 1/5 ] 
f(z) = 175/23*z^3 - 99/23*z + 1
*
2/35 | 0.13291735817336669808962876743803004591 | 0.018692594350057063980015000720279865197
f(z) = 175/24*z^3 - 95/21*z + 1
*
[ 3/5 ] 
f(z) = 175/33*z^3 - 85/33*z + 1
*
[ -1 ] 
f(z) = 175/38*z^3 - 99/38*z + 1
*
[ 2/5 ] 
f(z) = 175/38*z^3 - 85/38*z + 1
*
[ -1 ] 
f(z) = 175/39*z^3 - 97/39*z + 1
*
[ 3/5 ] 
f(z) = 175/39*z^3 - 89/39*z + 1
*
[ 1/4 ] 
f(z) = 176/25*z^3 - 86/25*z + 1
*
[ 1/4 ] 
f(z) = 176/27*z^3 - 92/27*z + 1
*
[ 1/4 ] 
f(z) = 176/29*z^3 - 98/29*z + 1
*
[ 1/2 ] 
f(z) = 176/37*z^3 - 81/37*z + 1
*
[ -1 ] 
f(z) = 176/39*z^3 - 98/39*z + 1
*
[ 1/2 ] 
f(z) = 176/39*z^3 - 83/39*z + 1
*
[ 3/4 ] 
f(z) = 178/27*z^3 - 97/24*z + 1
*
[ 3/8 ] 
f(z) = 178/27*z^3 - 83/32*z + 1
*
[ -1 ] 
f(z) = 178/39*z^3 - 100/39*z + 1
*
[ 2/5 ] 
f(z) = 165/32*z^3 - 93/40*z + 1
*
-10/13 | 0.18881003608098978887728730214901516155 | 0.028016115905910981732202963725624949731
f(z) = 169/32*z^3 - 97/40*z + 1
*
-6/5 | 0.21484661382283873996526861947881484253 | 0.028122601259001746850603670355971055972
f(z) = 160/27*z^3 - 77/10*z + 1
*
[ 2 ] 
f(z) = 161/24*z^3 - 79/3*z + 1
*
[ -2 ] 
f(z) = 161/24*z^3 - 76/3*z + 1
*
[ 10/9 ] 
f(z) = 162/25*z^3 - 79/10*z + 1
*
[ -10/9 ] 
f(z) = 162/25*z^3 - 61/10*z + 1
*
[ 2 ] 
f(z) = 163/24*z^3 - 80/3*z + 1
*
[ -2 ] 
f(z) = 163/24*z^3 - 77/3*z + 1
*
[ -3/2 ] 
f(z) = 166/27*z^3 - 73/6*z + 1
*
[ -2 ] 
f(z) = 167/24*z^3 - 79/3*z + 1
*
[ 3/4 ] 
f(z) = 167/27*z^3 - 61/16*z + 1
*
[ 5/6 ] 
f(z) = 168/25*z^3 - 73/15*z + 1
*
[ -2 ] 
f(z) = 169/24*z^3 - 80/3*z + 1
*
[ 12/13 ] 
f(z) = 169/24*z^3 - 73/12*z + 1
*
-12/13 | 0.14502943697173756279417628902309278555 | 0.028271403595131679653720445189361492803
f(z) = 169/24*z^3 - 71/12*z + 1
*
[ 10/13 ] 
f(z) = 169/24*z^3 - 67/15*z + 1
*
[ 12/13 ] 
f(z) = 169/27*z^3 - 65/12*z + 1
*
[ 2/13 ] 
f(z) = 169/28*z^3 - 79/14*z + 1
*
[ -14/13 ] 
f(z) = 169/28*z^3 - 71/14*z + 1
*
10/13 | 0.13994011512438733554092045604511401435 | 0.027279313472076190574384995624013681946
f(z) = 169/30*z^3 - 68/15*z + 1
*
-15/13 | 0.095976445788459878948731595033664700512 | 0.018097478355923101833176195585802376545
f(z) = 169/36*z^3 - 67/12*z + 1
*
[ 3/4 ] 
f(z) = 173/27*z^3 - 63/16*z + 1
*
[ 3/35 ] 
f(z) = 175/27*z^3 - 75/7*z + 1
*
[ 6/7 ] 
f(z) = 175/27*z^3 - 69/14*z + 1
*
6/5 | 0.16208960502507638286586130077830618043 | 0.028991232780561048271629502725629019831
f(z) = 175/32*z^3 - 67/8*z + 1
*
[ 3/16 ] 
f(z) = 176/27*z^3 - 73/16*z + 1
*
[ 3/22 ] 
f(z) = 176/27*z^3 - 71/11*z + 1
*
[ -3/2 ] 
f(z) = 178/27*z^3 - 79/6*z + 1
*
[ 3/4 ] 
f(z) = 179/27*z^3 - 65/16*z + 1
*
[ 1/4 ] 
f(z) = 160/21*z^3 - 73/21*z + 1
*
[ 1/2 ] 
f(z) = 160/21*z^3 - 61/21*z + 1
*
[ 1/4 ] 
f(z) = 160/23*z^3 - 79/23*z + 1
*
[ 1/2 ] 
f(z) = 160/23*z^3 - 63/23*z + 1
*
3/5 | 0.21598526949678139570905609742393425671 | 0.026760969229567700642531653784430921293
f(z) = 160/27*z^3 - 71/20*z + 1
*
[ 1/2 ] 
f(z) = 160/27*z^3 - 67/27*z + 1
*
[ 1/2 ] 
f(z) = 160/29*z^3 - 69/29*z + 1
*
[ 1/2 ] 
f(z) = 160/31*z^3 - 71/31*z + 1
*
[ 1/2 ] 
f(z) = 160/33*z^3 - 73/33*z + 1
*
[ 1/2 ] 
f(z) = 160/37*z^3 - 77/37*z + 1
*
[ 1/2 ] 
f(z) = 160/39*z^3 - 79/39*z + 1
*
[ 2/7 ] 
f(z) = 161/24*z^3 - 64/21*z + 1
*
[ 4/7 ] 
f(z) = 161/32*z^3 - 67/28*z + 1
*
[ 1/3 ] 
f(z) = 162/23*z^3 - 64/23*z + 1
*
[ 1/3 ] 
f(z) = 162/25*z^3 - 68/25*z + 1
*
[ 1/3 ] 
f(z) = 162/29*z^3 - 76/29*z + 1
*
[ 1/3 ] 
f(z) = 162/31*z^3 - 80/31*z + 1
*
[ 3/5 ] 
f(z) = 163/27*z^3 - 71/25*z + 1
*
[ 1/2 ] 
f(z) = 164/21*z^3 - 62/21*z + 1
*
[ 1/2 ] 
f(z) = 164/23*z^3 - 64/23*z + 1
*
[ 1/2 ] 
f(z) = 164/25*z^3 - 66/25*z + 1
*
[ 3/10 ] 
f(z) = 164/27*z^3 - 72/25*z + 1
*
[ 1/2 ] 
f(z) = 164/27*z^3 - 68/27*z + 1
*
[ 1/2 ] 
f(z) = 164/29*z^3 - 70/29*z + 1
*
[ 1/2 ] 
f(z) = 164/31*z^3 - 72/31*z + 1
*
[ 1/2 ] 
f(z) = 164/33*z^3 - 74/33*z + 1
*
[ 1/2 ] 
f(z) = 164/35*z^3 - 76/35*z + 1
*
[ 1/2 ] 
f(z) = 164/37*z^3 - 78/37*z + 1
*
[ 1/2 ] 
f(z) = 164/39*z^3 - 80/39*z + 1
*
[ 4/5 ] 
f(z) = 165/32*z^3 - 71/20*z + 1
*
[ 2/3 ] 
f(z) = 165/32*z^3 - 67/24*z + 1
*
[ 3/5 ] 
f(z) = 166/27*z^3 - 72/25*z + 1
*
[ 1/2 ] 
f(z) = 168/23*z^3 - 65/23*z + 1
*
[ 5/12 ] 
f(z) = 168/25*z^3 - 77/30*z + 1
*
[ 1/2 ] 
f(z) = 168/25*z^3 - 67/25*z + 1
*
[ 1/2 ] 
f(z) = 168/29*z^3 - 71/29*z + 1
*
[ 1/2 ] 
f(z) = 168/31*z^3 - 73/31*z + 1
*
[ 1/2 ] 
f(z) = 168/37*z^3 - 79/37*z + 1
*
[ -11/13 ] 
f(z) = 169/22*z^3 - 73/22*z + 1
*
[ 8/13 ] 
f(z) = 169/24*z^3 - 79/24*z + 1
*
15/26 | 0.18742396206637660878071638236769440909 | 0.028762800592181354388146650967846967890
f(z) = 169/25*z^3 - 73/20*z + 1
*
-10/13 | 0.17946031416671526367024187572788292160 | 0.027540668619305964205148726558164212696
f(z) = 169/25*z^3 - 69/20*z + 1
*
[ 3/5 ] 
f(z) = 169/27*z^3 - 73/25*z + 1
*
[ 4/13 ] 
f(z) = 169/28*z^3 - 79/28*z + 1
*
[ 7/13 ] 
f(z) = 169/28*z^3 - 73/28*z + 1
*
2/13 | 0.11909685220223304240181037502099898289 | 0.023216219036796126202486836611044001837
f(z) = 169/30*z^3 - 79/30*z + 1
*
[ 5/13 ] 
f(z) = 169/30*z^3 - 73/30*z + 1
*
[ 6/13 ] 
f(z) = 169/30*z^3 - 71/30*z + 1
*
6/13 | 0.12208226721180908080456394900370326476 | 0.019600554151934531501802456949477025245
f(z) = 169/32*z^3 - 71/24*z + 1
*
[ 1/3 ] 
f(z) = 171/22*z^3 - 63/22*z + 1
*
[ 1/3 ] 
f(z) = 171/23*z^3 - 65/23*z + 1
*
[ 1/3 ] 
f(z) = 171/25*z^3 - 69/25*z + 1
*
[ 1/3 ] 
f(z) = 171/26*z^3 - 71/26*z + 1
*
[ 1/3 ] 
f(z) = 171/28*z^3 - 75/28*z + 1
*
[ 1/3 ] 
f(z) = 171/29*z^3 - 77/29*z + 1
*
[ 1/2 ] 
f(z) = 172/21*z^3 - 64/21*z + 1
*
[ 1/2 ] 
f(z) = 172/23*z^3 - 66/23*z + 1
*
[ 1/2 ] 
f(z) = 172/25*z^3 - 68/25*z + 1
*
[ 3/5 ] 
f(z) = 172/27*z^3 - 74/25*z + 1
*
[ 1/2 ] 
f(z) = 172/27*z^3 - 70/27*z + 1
*
[ 1/2 ] 
f(z) = 172/29*z^3 - 72/29*z + 1
*
[ 1/2 ] 
f(z) = 172/31*z^3 - 74/31*z + 1
*
[ 1/2 ] 
f(z) = 172/33*z^3 - 76/33*z + 1
*
[ 1/2 ] 
f(z) = 172/35*z^3 - 78/35*z + 1
*
[ 1/2 ] 
f(z) = 172/37*z^3 - 80/37*z + 1
*
[ -5/6 ] 
f(z) = 174/25*z^3 - 79/30*z + 1
*
[ 2/5 ] 
f(z) = 175/22*z^3 - 61/22*z + 1
*
[ 3/5 ] 
f(z) = 175/24*z^3 - 79/24*z + 1
*
2/5 | 0.13391373967168514851849764547340901374 | 0.018832718675592303454465404000741441119
f(z) = 175/24*z^3 - 74/21*z + 1
*
[ -6/7 ] 
f(z) = 175/24*z^3 - 67/21*z + 1
*
[ 2/5 ] 
f(z) = 175/26*z^3 - 67/26*z + 1
*
[ 12/35 ] 
f(z) = 175/27*z^3 - 75/28*z + 1
*
6/35 | 0.10143115026616431376161670347577057919 | 0.014264587954810895348890812260841058448
f(z) = 175/27*z^3 - 74/21*z + 1
*
[ 4/7 ] 
f(z) = 175/32*z^3 - 71/28*z + 1
*
[ 2/5 ] 
f(z) = 175/34*z^3 - 79/34*z + 1
*
[ 1/4 ] 
f(z) = 176/21*z^3 - 74/21*z + 1
*
-3/4 | 0.10693456766822091474596636258424209133 | 0.020681732652270180713711057695739443585
f(z) = 176/21*z^3 - 71/21*z + 1
*
[ 1/2 ] 
f(z) = 176/21*z^3 - 65/21*z + 1
*
[ 1/4 ] 
f(z) = 176/23*z^3 - 80/23*z + 1
*
[ 1/2 ] 
f(z) = 176/23*z^3 - 67/23*z + 1
*
[ 1/2 ] 
f(z) = 176/25*z^3 - 69/25*z + 1
*
[ 5/8 ] 
f(z) = 176/25*z^3 - 67/20*z + 1
*
[ 3/10 ] 
f(z) = 176/27*z^3 - 73/25*z + 1
*
[ 1/2 ] 
f(z) = 176/27*z^3 - 71/27*z + 1
*
[ 6/11 ] 
f(z) = 176/27*z^3 - 61/22*z + 1
*
[ 1/2 ] 
f(z) = 176/29*z^3 - 73/29*z + 1
*
[ 1/2 ] 
f(z) = 176/31*z^3 - 75/31*z + 1
*
[ 1/2 ] 
f(z) = 176/35*z^3 - 79/35*z + 1
*
[ 2/3 ] 
f(z) = 177/32*z^3 - 71/24*z + 1
*
[ 3/5 ] 
f(z) = 178/27*z^3 - 76/25*z + 1
*
[ -3 ] 
f(z) = 160/27*z^3 - 52*z + 1
*
3/20 | 0.14847126529188224585130377973410177997 | 0.020124168753509029557976485507080833018
f(z) = 160/27*z^3 - 43/10*z + 1
*
[ 3/10 ] 
f(z) = 160/27*z^3 - 43/15*z + 1
*
[ 3/4 ] 
f(z) = 161/27*z^3 - 59/16*z + 1
*
[ 3 ] 
f(z) = 161/27*z^3 - 53*z + 1
*
[ -3/2 ] 
f(z) = 161/27*z^3 - 47/4*z + 1
*
[ 5/6 ] 
f(z) = 162/25*z^3 - 47/10*z + 1
*
[ -3 ] 
f(z) = 163/27*z^3 - 53*z + 1
*
[ 3/2 ] 
f(z) = 163/27*z^3 - 53/4*z + 1
*
[ 3 ] 
f(z) = 164/27*z^3 - 54*z + 1
*
[ -3 ] 
f(z) = 166/27*z^3 - 54*z + 1
*
[ 3 ] 
f(z) = 167/27*z^3 - 55*z + 1
*
[ -3/2 ] 
f(z) = 167/27*z^3 - 49/4*z + 1
*
[ 2/13 ] 
f(z) = 169/20*z^3 - 57/10*z + 1
*
[ 10/13 ] 
f(z) = 169/20*z^3 - 53/10*z + 1
*
-10/13 | 0.14768574091883151945953729516808009725 | 0.028789211858941385272286483948358816980
f(z) = 169/20*z^3 - 43/10*z + 1
*
-22/13 | 0.15153394442211166443073445028514346245 | 0.024611736498837526849308304342801112610
f(z) = 169/24*z^3 - 59/3*z + 1
*
-10/13 | 0.19143909463578240081120159096334196169 | 0.028406222336285805642828179341197278578
f(z) = 169/24*z^3 - 52/15*z + 1
*
[ -12/13 ] 
f(z) = 169/24*z^3 - 47/12*z + 1
*
[ 10/13 ] 
f(z) = 169/25*z^3 - 43/10*z + 1
*
[ -3 ] 
f(z) = 169/27*z^3 - 55*z + 1
*
[ 3/2 ] 
f(z) = 169/27*z^3 - 55/4*z + 1
*
[ 15/13 ] 
f(z) = 169/27*z^3 - 41/5*z + 1
*
2/13 | 0.14532893587914089183992311900647734726 | 0.028329786601122046511808719665552769145
f(z) = 169/30*z^3 - 47/15*z + 1
*
[ 12/13 ] 
f(z) = 169/32*z^3 - 55/12*z + 1
*
10/13 | 0.10515069960195449558940463662225403533 | 0.020497617096428638962458268111060447587
f(z) = 169/36*z^3 - 59/18*z + 1
*
[ 12/13 ] 
f(z) = 169/36*z^3 - 49/12*z + 1
*
[ 3/13 ] 
f(z) = 169/36*z^3 - 43/12*z + 1
*
-10/13 | 0.12785565760749699755297526799901292817 | 0.024923622221928076658532163403091427427
f(z) = 169/36*z^3 - 41/18*z + 1
*
[ 3 ] 
f(z) = 170/27*z^3 - 56*z + 1
*
[ 3/5 ] 
f(z) = 170/27*z^3 - 44/15*z + 1
*
[ 2/3 ] 
f(z) = 171/20*z^3 - 43/10*z + 1
*
[ 2/3 ] 
f(z) = 171/28*z^3 - 45/14*z + 1
*
[ -3 ] 
f(z) = 172/27*z^3 - 56*z + 1
*
[ 3/4 ] 
f(z) = 172/27*z^3 - 47/12*z + 1
*
[ 3/8 ] 
f(z) = 172/27*z^3 - 41/16*z + 1
*
[ 3 ] 
f(z) = 173/27*z^3 - 57*z + 1
*
[ -3/2 ] 
f(z) = 173/27*z^3 - 51/4*z + 1
*
[ 4/5 ] 
f(z) = 175/24*z^3 - 59/12*z + 1
*
[ -3 ] 
f(z) = 175/27*z^3 - 57*z + 1
*
[ 3/2 ] 
f(z) = 175/27*z^3 - 57/4*z + 1
*
[ 6/5 ] 
f(z) = 175/27*z^3 - 55/6*z + 1
*
-6/5 | 0.13644174702030032776665596287809821429 | 0.024971805847830412503810274038135762415
f(z) = 175/32*z^3 - 59/8*z + 1
*
[ 6/5 ] 
f(z) = 175/36*z^3 - 41/6*z + 1
*
[ 2/5 ] 
f(z) = 175/36*z^3 - 41/18*z + 1
*
[ 5/4 ] 
f(z) = 176/25*z^3 - 54/5*z + 1
*
[ -5/4 ] 
f(z) = 176/25*z^3 - 46/5*z + 1
*
[ 3 ] 
f(z) = 176/27*z^3 - 58*z + 1
*
3/4 | 0.19234450137478602390896836346569341318 | 0.025414226027518984857475413877559021780
f(z) = 176/27*z^3 - 47/11*z + 1
*
[ 3/2 ] 
f(z) = 176/27*z^3 - 43/3*z + 1
*
[ -3 ] 
f(z) = 178/27*z^3 - 58*z + 1
*
[ 3 ] 
f(z) = 179/27*z^3 - 59*z + 1
*
[ -3/2 ] 
f(z) = 179/27*z^3 - 53/4*z + 1
*
[ -6/7 ] 
f(z) = 161/24*z^3 - 58/21*z + 1
*
[ 5/13 ] 
f(z) = 169/20*z^3 - 57/20*z + 1
*
[ 6/13 ] 
f(z) = 169/32*z^3 - 55/24*z + 1
*
[ 1/3 ] 
f(z) = 171/20*z^3 - 59/20*z + 1
*
[ 3/7 ] 
f(z) = 175/27*z^3 - 53/21*z + 1
*
3/8 | 0.20180726136881411942530361034208033507 | 0.027353463819989198046262269155526204187
f(z) = 160/27*z^3 - 37/10*z + 1
*
[ -3/2 ] 
f(z) = 160/27*z^3 - 35/3*z + 1
*
3/20 | 0.18647693016185235727479507720088313142 | 0.025275552167188376676868693570915534475
f(z) = 160/27*z^3 - 33/10*z + 1
*
[ 3/20 ] 
f(z) = 160/27*z^3 - 29/5*z + 1
*
[ 5/18 ] 
f(z) = 162/25*z^3 - 31/10*z + 1
*
[ 3/2 ] 
f(z) = 164/27*z^3 - 40/3*z + 1
*
[ 3/2 ] 
f(z) = 166/27*z^3 - 27/2*z + 1
*
[ -10/13 ]
f(z) = 169/20*z^3 - 27/10*z + 1
*
[ 4/13 ] 
f(z) = 169/24*z^3 - 35/12*z + 1
*
[ 3/26 ] 
f(z) = 169/27*z^3 - 31/4*z + 1
*
[ 9/13 ] 
f(z) = 169/27*z^3 - 31/9*z + 1
*
[ -12/13 ] 
f(z) = 169/32*z^3 - 29/12*z + 1
*
[ 3/4 ] 
f(z) = 170/27*z^3 - 31/8*z + 1
*
[ 3/10 ] 
f(z) = 170/27*z^3 - 29/10*z + 1
*
[ -3/2 ] 
f(z) = 170/27*z^3 - 25/2*z + 1
*
[ 4/3 ] 
f(z) = 171/32*z^3 - 37/4*z + 1
*
[ -4/3 ] 
f(z) = 171/32*z^3 - 31/4*z + 1
*
[ 2/3 ] 
f(z) = 171/32*z^3 - 23/8*z + 1
*
[ -3/2 ] 
f(z) = 172/27*z^3 - 38/3*z + 1
*
-6/5 | 0.12339192786355470643514609155980594953 | 0.022252115301809885047117121400836076822
f(z) = 175/24*z^3 - 32/3*z + 1
*
[ 6/5 ] 
f(z) = 175/24*z^3 - 31/3*z + 1
*
-6/5 | 0.14653389062267015109300613671627824393 | 0.026903057853483638400597868128513094426
f(z) = 175/24*z^3 - 29/3*z + 1
*
[ -6/5 ] 
f(z) = 175/24*z^3 - 26/3*z + 1
*
[ 3/10 ] 
f(z) = 175/27*z^3 - 35/12*z + 1
*
3/35 | 0.17542565743664485432845416093209047838 | 0.024670672800900846148664234208696767283
f(z) = 175/27*z^3 - 33/7*z + 1
*
3/5 | 0.11558174552410366004024054341053894897 | 0.016254631547337719569130720919896136192
f(z) = 175/27*z^3 - 24/7*z + 1
*
[ -6/5 ] 
f(z) = 175/36*z^3 - 31/6*z + 1
*
[ 3/5 ] 
f(z) = 175/36*z^3 - 29/12*z + 1
*
[ 3/8 ] 
f(z) = 176/27*z^3 - 31/12*z + 1
*
[ 3/2 ] 
f(z) = 178/27*z^3 - 29/2*z + 1
*
[ 3/2 ] 
f(z) = 160/27*z^3 - 13*z + 1
*
[ 3/4 ] 
f(z) = 160/27*z^3 - 11/3*z + 1
*
[ -3/4 ]
f(z) = 160/27*z^3 - z + 1
*
[ 3/7 ] 
f(z) = 161/27*z^3 - 17/7*z + 1
*
[ 5/9 ] 
f(z) = 162/25*z^3 - 14/5*z + 1
*
[ 3/4 ] 
f(z) = 164/27*z^3 - 15/4*z + 1
*
[ -3/2 ] 
f(z) = 164/27*z^3 - 12*z + 1
*
[ -10/13 ]
f(z) = 169/25*z^3 - 17/10*z + 1
*
[ 5/13 ] 
f(z) = 169/25*z^3 - 13/5*z + 1
*
6/13 | 0.11281063313284549113342863555572219075 | 0.019373131374484539387717933772183686164
f(z) = 169/27*z^3 - 11/2*z + 1
*
[ 3/13 ] 
f(z) = 169/27*z^3 - 11/3*z + 1
*
6/13 | 0.18310987378359624760350303680989249900 | 0.028100744045907230984693519613930829895
f(z) = 169/27*z^3 - 11/4*z + 1
*
[ 6/13 ] 
f(z) = 169/27*z^3 - 5/2*z + 1
*
-12/13 | 0.085488655143298870697143240945966934477 | 0.016664784217787589337444476755344913992
f(z) = 169/32*z^3 - 15/4*z + 1
*
[ 4/13 ] 
f(z) = 169/32*z^3 - 11/4*z + 1
*
[ 6/13 ] 
f(z) = 169/36*z^3 - 13/6*z + 1
*
[ 3/2 ] 
f(z) = 172/27*z^3 - 14*z + 1
*
[ 2/5 ] 
f(z) = 175/24*z^3 - 8/3*z + 1
*
[ -6/5 ] 
f(z) = 175/27*z^3 - 15/2*z + 1
*
[ 3/5 ] 
f(z) = 175/27*z^3 - 3*z + 1
*
[ 2/5 ] 
f(z) = 175/32*z^3 - 19/8*z + 1
*
[ 4/5 ] 
f(z) = 175/32*z^3 - 15/4*z + 1
*
[ -4/5 ]
f(z) = 175/32*z^3 - 5/4*z + 1
*
[ -3/2 ] 
f(z) = 176/27*z^3 - 13*z + 1
*
[ 3/4 ] 
f(z) = 176/27*z^3 - 4*z + 1
*
[ -3/4 ]
f(z) = 176/27*z^3 - 4/3*z + 1
*
[ -6/13 ]
f(z) = 169/24*z^3 + 5/3*z + 1
*
[ -5/13 ]
f(z) = 169/25*z^3 + 13/5*z + 1
*
[ -3/13 ]
f(z) = 169/27*z^3 + 5*z + 1
*
[ -6/13 ]
f(z) = 169/27*z^3 + 11/6*z + 1
*
[ -8/13 ]
f(z) = 169/32*z^3 + 5/8*z + 1
*
[ -4/13 ]
f(z) = 169/32*z^3 + 15/4*z + 1
*
[ -6/13 ]
f(z) = 169/36*z^3 + 13/6*z + 1
*
[ -3/5 ]
f(z) = 175/27*z^3 + 1/3*z + 1
*
[ 7/2 ] 
f(z) = 164/49*z^3 - 282/7*z + 1
*
2/13 | 0.10036111321879762113220936223597842104 | 0.014272583351061892793778500161391613003
f(z) = 169/48*z^3 - 283/12*z + 1
*
[ 7/2 ] 
f(z) = 172/49*z^3 - 296/7*z + 1
*
[ -7/2 ] 
f(z) = 172/49*z^3 - 292/7*z + 1
*
[ -7/2 ] 
f(z) = 176/49*z^3 - 299/7*z + 1
*
-10/7 | 0.22864931942604550167006148235802181476 | 0.029402467628234153622721790884766772503
f(z) = 161/40*z^3 - 298/35*z + 1
*
[ -2 ] 
f(z) = 161/44*z^3 - 289/22*z + 1
*
[ -2 ] 
f(z) = 161/52*z^3 - 283/26*z + 1
*
[ -2 ] 
f(z) = 163/44*z^3 - 293/22*z + 1
*
[ -2 ] 
f(z) = 163/52*z^3 - 287/26*z + 1
*
[ -2 ] 
f(z) = 165/52*z^3 - 291/26*z + 1
*
[ -2 ] 
f(z) = 167/52*z^3 - 295/26*z + 1
*
-24/13 | 0.13830232456753097364455975391242856836 | 0.021631400865323335699250598014250217120
f(z) = 169/48*z^3 - 299/24*z + 1
*
[ 7/4 ] 
f(z) = 172/49*z^3 - 289/28*z + 1
*
[ 5/3 ] 
f(z) = 177/50*z^3 - 283/30*z + 1
*
11/9 | 0.14156270661859437343786179875596056544 | 0.025013367163588425859896450633358788042
f(z) = 162/55*z^3 - 287/55*z + 1
*
0 | 0.13259411015117315043191175111779263592 | 0.023516454343025762110780635327493337468
f(z) = 163/59*z^3 - 281/59*z + 1
*
[ -3/2 ] 
f(z) = 164/51*z^3 - 284/51*z + 1
*
0 | 0.13271354117349141443459857040804426459 | 0.023522815867901975430715578801715617877
f(z) = 164/59*z^3 - 282/59*z + 1
*
0 | 0.12001370839148134597407954265787109036 | 0.021285235752234565342571720599021172168
f(z) = 165/58*z^3 - 281/58*z + 1
*
0 | 0.13283220560061966264113979680256640291 | 0.023529086006649380984892384090144875020
f(z) = 165/59*z^3 - 283/59*z + 1
*
0 | 0.13295011322800921932945217458122512994 | 0.023535266337359988547889567262627331085
f(z) = 166/59*z^3 - 284/59*z + 1
*
0 | 0.11275595627064597373315841349674993219 | 0.019998024757809310072640598857136017739
f(z) = 167/57*z^3 - 281/57*z + 1
*
0 | 0.12024855648418636542717565904818078866 | 0.021300095220873590793173231324406669254
f(z) = 167/58*z^3 - 283/58*z + 1
*
0 | 0.13306727366421951007583136157142692798 | 0.023541358403430877820428959384031468319
f(z) = 167/59*z^3 - 285/59*z + 1
*
0 | 0.13318369633565114360462109646957530211 | 0.023547363714507531524628326357307526963
f(z) = 168/59*z^3 - 286/59*z + 1
*
[ -18/13 ] 
f(z) = 169/40*z^3 - 287/45*z + 1
*
14/13 | 0.15444560733161397733320076462490244441 | 0.027256261455852704216719893239692269096
f(z) = 169/42*z^3 - 289/42*z + 1
*
5/13 | 0.16618279892959066825651016432584134813 | 0.029327618281592651705867918962542244903
f(z) = 169/44*z^3 - 289/44*z + 1
*
16/13 | 0.15314889192407123879619816724299330673 | 0.026929761837870705876736110095277004739
f(z) = 169/48*z^3 - 295/48*z + 1
*
7/13 | 0.13435836964865777950448379001218488189 | 0.023711304679989511282469252300712652329
f(z) = 169/56*z^3 - 289/56*z + 1
*
0 | 0.098168435127443559946670463190744814666 | 0.017410830088672587747350299010837597129
f(z) = 169/56*z^3 - 281/56*z + 1
*
-18/13 | 0.16453852478202197046416262505058449806 | 0.029091011848224658067224155746243628647
f(z) = 169/57*z^3 - 286/57*z + 1
*
0 | 0.11298764512236296637764734561854239872 | 0.020013941707525593974937947331673551840
f(z) = 169/57*z^3 - 283/57*z + 1
*
0 | 0.12048045900206460472328740505089734482 | 0.021314584629835316261658616215265447971
f(z) = 169/58*z^3 - 285/58*z + 1
*
0 | 0.13329939049112982278411565459406711917 | 0.023553283747396359874236924846374526812
f(z) = 169/59*z^3 - 287/59*z + 1
*
0 | 0.11310344356734261472793595322174450337 | 0.020021943595224970201849307918642491752
f(z) = 170/57*z^3 - 284/57*z + 1
*
0 | 0.13341436520634670176870257281007394831 | 0.023559119946947596445249998129053617430
f(z) = 170/59*z^3 - 288/59*z + 1
*
[ 4/3 ] 
f(z) = 171/44*z^3 - 293/44*z + 1
*
[ 4/3 ] 
f(z) = 171/52*z^3 - 291/52*z + 1
*
0 | 0.13359355569705779311851876914074607395 | 0.023693712710847228337352429734483708360
f(z) = 171/55*z^3 - 281/55*z + 1
*
0 | 0.10505278352845731397940572101232683448 | 0.018608408764293383331672152684690689365
f(z) = 171/56*z^3 - 283/56*z + 1
*
0 | 0.12070948903567262036371332390785152971 | 0.021328716026271826961273589408985885436
f(z) = 171/58*z^3 - 287/58*z + 1
*
0 | 0.13352862938816056059641869160408784939 | 0.023564873726909693485372501676182228159
f(z) = 171/59*z^3 - 289/59*z + 1
*
0 | 0.13370671006407781833303385261555906637 | 0.023698850119813406466538769523486928163
f(z) = 172/55*z^3 - 282/55*z + 1
*
[ -3/2 ] 
f(z) = 172/57*z^3 - 292/57*z + 1
*
0 | 0.11333085830914933958821417456485359362 | 0.020037309476358965860446305332992619814
f(z) = 172/57*z^3 - 286/57*z + 1
*
0 | 0.13364219177876693508940309352338762450 | 0.023570546470756295306732575948004863771
f(z) = 172/59*z^3 - 290/59*z + 1
*
0 | 0.10743662745215200918510561318471082713 | 0.019054606131197351800191182930117794194
f(z) = 173/54*z^3 - 281/54*z + 1
*
0 | 0.13381917632788713944033123124403513711 | 0.023703911976171740687965052996333947241
f(z) = 173/55*z^3 - 283/55*z + 1
*
0 | 0.10242614847673686333015967724737931983 | 0.018120538617619922821159931795953963763
f(z) = 173/56*z^3 - 285/56*z + 1
*
0 | 0.11344249182998902439446324123527718964 | 0.020044676792886195999833774396262363265
f(z) = 173/57*z^3 - 287/57*z + 1
*
0 | 0.12093571698407904076824479629611374392 | 0.021342500951753151363772792548052586587
f(z) = 173/58*z^3 - 289/58*z + 1
*
0 | 0.13375506095973911799032556687549768346 | 0.023576139532486821460546001816409327051
f(z) = 173/59*z^3 - 291/59*z + 1
*
0 | 0.13393096281791322637953049448255295191 | 0.023708899557932664193033638918682132033
f(z) = 174/55*z^3 - 284/55*z + 1
*
0 | 0.13386724535594573626095141017332469001 | 0.023581654237401646759515609720951316628
f(z) = 174/59*z^3 - 292/59*z + 1
*
0 | 0.13407360842753928131091159968232011442 | 0.023778853280860042635486162216449871036
f(z) = 175/53*z^3 - 281/53*z + 1
*
0 | 0.10765933252700631218834046296589872960 | 0.019070116941840343284509666326937955394
f(z) = 175/54*z^3 - 283/54*z + 1
*
0 | 0.11366682114169338208143856449039997146 | 0.020059700301100591356953243851496421671
f(z) = 175/57*z^3 - 289/57*z + 1
*
0 | 0.12115921068562496022688747184306046151 | 0.021355950468521499570421650293887372435
f(z) = 175/58*z^3 - 291/58*z + 1
*
0 | 0.13397875323934940876899583747828659341 | 0.023587091882852822766323097391609543191
f(z) = 175/59*z^3 - 293/59*z + 1
*
-5/4 | 0.13743091260912209271568636719047220820 | 0.024328472181855292088519420564530645127
f(z) = 176/45*z^3 - 284/45*z + 1
*
0 | 0.13418386732434158711016758794098572896 | 0.023783423873734601235424442891956979653
f(z) = 176/53*z^3 - 282/53*z + 1
*
0 | 0.11377746600193966445670274946514545875 | 0.020066993918829884973505649934374466947
f(z) = 176/57*z^3 - 290/57*z + 1
*
0 | 0.13408959273269079763233410366384622464 | 0.023592453738971244985085015122498425622
f(z) = 176/59*z^3 - 294/59*z + 1
*
0 | 0.10863820166798059375901384208053775546 | 0.019267713373699102435312450825113488849
f(z) = 177/52*z^3 - 281/52*z + 1
*
0 | 0.13429347288535878360511836682328732848 | 0.023787925972950214539414750627353888175
f(z) = 177/53*z^3 - 283/53*z + 1
*
0 | 0.13426232470305192218732926073167816709 | 0.023723429031931520031726461464802010852
f(z) = 177/55*z^3 - 287/55*z + 1
*
0 | 0.096108304981372318850433242385177829954 | 0.016961007398718745435986940559064825647
f(z) = 177/56*z^3 - 289/56*z + 1
*
0 | 0.12138003554082575561654931239164265344 | 0.021369075184113131776261943025051314981
f(z) = 177/58*z^3 - 293/58*z + 1
*
0 | 0.13440243281666330797667958129553510229 | 0.023792360727850045422280317208291318961
f(z) = 178/53*z^3 - 284/53*z + 1
*
0 | 0.13437147243497752525669149766214199390 | 0.023728131761878688286393833395665850329
f(z) = 178/55*z^3 - 288/55*z + 1
*
0 | 0.11399678941382957978457702547651298543 | 0.020081334048392138529698557475369338201
f(z) = 178/57*z^3 - 292/57*z + 1
*
0 | 0.13430929831537453198548804250663106944 | 0.023602955031832642743792501533692966862
f(z) = 178/59*z^3 - 296/59*z + 1
*
0 | 0.11419780852546633619880930294200087856 | 0.020253746921344428454979298890634292884
f(z) = 179/51*z^3 - 281/51*z + 1
*
0 | 0.10885529757288952787669816788177529266 | 0.019281962889126196995451883230938568180
f(z) = 179/52*z^3 - 283/52*z + 1
*
0 | 0.13451075468862407161843073328562213142 | 0.023796729263660628145518885833359473536
f(z) = 179/53*z^3 - 285/53*z + 1
*
0 | 0.10809685619907956273630219166866680987 | 0.019100131792634443227500741200351383612
f(z) = 179/54*z^3 - 287/54*z + 1
*
0 | 0.13447997985280975787409523091656592785 | 0.023732766213129453567569702332344610622
f(z) = 179/55*z^3 - 289/55*z + 1
*
0 | 0.10593998593753616152463804384537878394 | 0.018673356152742885952368561726274945738
f(z) = 179/56*z^3 - 291/56*z + 1
*
0 | 0.11410548341062207020252266711230880036 | 0.020088383094112979555480745416046098501
f(z) = 179/57*z^3 - 293/57*z + 1
*
0 | 0.12159825462797527294151458482468284986 | 0.021381885274466324665525693396049093386
f(z) = 179/58*z^3 - 295/58*z + 1
*
0 | 0.13441817993572181880847595964215910128 | 0.023608096878963435433775894488731046205
f(z) = 179/59*z^3 - 297/59*z + 1
*
7/8 | 0.22061436565516633345540655010899040816 | 0.029061255358962543849852554572478208394
f(z) = 160/49*z^3 - 283/70*z + 1
*
3/26 | 0.19691583778769706737245153791816007638 | 0.029198414834108221790032409950726258556
f(z) = 169/45*z^3 - 283/60*z + 1
*
[ 7/39 ] 
f(z) = 169/49*z^3 - 295/63*z + 1
*
-50/39 | 0.19136648299979367060352528787507286568 | 0.024795482773528872847278054228411794767
f(z) = 169/56*z^3 - 281/63*z + 1
*
2/9 | 0.18092299487057699512391031168917354695 | 0.023315978263471775135076434656698304175
f(z) = 171/56*z^3 - 293/63*z + 1
*
[ 7/6 ] 
f(z) = 172/49*z^3 - 292/63*z + 1
*
[ 7/6 ] 
f(z) = 176/49*z^3 - 299/63*z + 1
*
[ -4/3 ] 
f(z) = 165/56*z^3 - 293/84*z + 1
*
[ 12/13 ] 
f(z) = 169/42*z^3 - 295/84*z + 1
*
-12/13 | 0.10744357936383446077032909087750492572 | 0.018451439554542969804177747895173107614
f(z) = 169/42*z^3 - 281/84*z + 1
*
[ 10/39 ] 
f(z) = 169/50*z^3 - 281/90*z + 1
*
10/19 | 0.23424228438962767070123973159967452539 | 0.028968502854910290433153534846531900627
f(z) = 171/40*z^3 - 293/95*z + 1
*
-36/35 | 0.20403231506818776919250803514587005434 | 0.028693718806072974831287938434210288189
f(z) = 175/48*z^3 - 289/84*z + 1
*
[ 10/13 ] 
f(z) = 169/44*z^3 - 283/110*z + 1
*
[ 4/13 ] 
f(z) = 169/58*z^3 - 293/116*z + 1
*
[ -6/5 ] 
f(z) = 175/57*z^3 - 295/114*z + 1
*
[ 2/3 ] 
f(z) = 165/46*z^3 - 289/138*z + 1
*
[ 3/4 ] 
f(z) = 166/45*z^3 - 289/120*z + 1
*
[ 9/13 ] 
f(z) = 169/42*z^3 - 299/126*z + 1
*
[ 14/39 ] 
f(z) = 169/49*z^3 - 281/126*z + 1
*
[ 7/19 ] 
f(z) = 171/49*z^3 - 291/133*z + 1
*
[ 3/5 ] 
f(z) = 175/46*z^3 - 281/138*z + 1
*
[ 1/3 ] 
f(z) = 177/40*z^3 - 299/120*z + 1
*
[ 4/7 ] 
f(z) = 161/40*z^3 - 289/140*z + 1
*
[ 7/10 ] 
f(z) = 165/49*z^3 - 291/140*z + 1
*
[ 4/5 ] 
f(z) = 165/56*z^3 - 299/140*z + 1
*
[ 6/13 ] 
f(z) = 169/50*z^3 - 283/150*z + 1
*
[ 3/5 ] 
f(z) = 175/47*z^3 - 283/141*z + 1
*
[ 3/5 ] 
f(z) = 175/52*z^3 - 293/156*z + 1
*
[ 3/5 ] 
f(z) = 175/53*z^3 - 295/159*z + 1
*
[ 7/2 ] 
f(z) = 160/49*z^3 - 275/7*z + 1
*
[ -7/2 ] 
f(z) = 160/49*z^3 - 271/7*z + 1
*
[ -7/2 ] 
f(z) = 164/49*z^3 - 278/7*z + 1
*
6/35 | 0.20678789333696101492080450305584994072 | 0.023164194740590670607379505177951443872
f(z) = 175/54*z^3 - 279/14*z + 1
*
[ 10/7 ] 
f(z) = 161/40*z^3 - 277/35*z + 1
*
[ 7/4 ] 
f(z) = 164/49*z^3 - 275/28*z + 1
*
[ 24/13 ] 
f(z) = 169/48*z^3 - 277/24*z + 1
*
[ -3/2 ] 
f(z) = 160/51*z^3 - 275/51*z + 1
*
0 | 0.11202661449297353623682242947018827081 | 0.020118477658360755735822509399201322780
f(z) = 160/51*z^3 - 262/51*z + 1
*
0 | 0.13233562842502759273608998635834139288 | 0.023701211768850045316641794090775038146
f(z) = 160/53*z^3 - 266/53*z + 1
*
0 | 0.11192138918097177264928722927207847154 | 0.019939218749274338323513653567243215009
f(z) = 160/57*z^3 - 274/57*z + 1
*
[ -3/2 ] 
f(z) = 160/57*z^3 - 265/57*z + 1
*
0 | 0.13223111665140104833788925902277957613 | 0.023496805129562616979362896044162823755
f(z) = 160/59*z^3 - 278/59*z + 1
*
0 | 0.11967285841663948086076882268774013832 | 0.021506410194696138171382185794790904725
f(z) = 161/50*z^3 - 261/50*z + 1
*
0 | 0.11214746939415983526570821186179120254 | 0.020126412289850007617311458410242918711
f(z) = 161/51*z^3 - 263/51*z + 1
*
0 | 0.10680311100847593200656847345030806961 | 0.019141269262010976876788269665994136067
f(z) = 161/52*z^3 - 265/52*z + 1
*
0 | 0.13245671528481306972739740471665211685 | 0.023706966233849040845995566658002865759
f(z) = 161/53*z^3 - 267/53*z + 1
*
0 | 0.10604095851796219716671737906857985451 | 0.018953785338164996328635687540818731802
f(z) = 161/54*z^3 - 269/54*z + 1
*
0 | 0.13242221842460931835730326361264493504 | 0.023637881069401354308327242244527439868
f(z) = 161/55*z^3 - 271/55*z + 1
*
0 | 0.11204294433377336509891345464731222925 | 0.019947927801494426659264861529515935812
f(z) = 161/57*z^3 - 275/57*z + 1
*
0 | 0.11953486881740018503748341497069847111 | 0.021254355749407303839160372934403557289
f(z) = 161/58*z^3 - 277/58*z + 1
*
0 | 0.13235290817521181978959122792707892010 | 0.023503450643158628040771934602674311764
f(z) = 161/59*z^3 - 279/59*z + 1
*
0 | 0.13257701445128045102376776439710840880 | 0.023712631582477177368590779403624429832
f(z) = 162/53*z^3 - 268/53*z + 1
*
0 | 0.13254274787951679019359714005393819548 | 0.023643850837404553084779070127371703257
f(z) = 162/55*z^3 - 272/55*z + 1
*
0 | 0.13247390254643351930312903026615908502 | 0.023509999818258424697175094185474009267
f(z) = 162/59*z^3 - 280/59*z + 1
*
0 | 0.13276431101237187438290438349052741638 | 0.023859075229135503112621457401599574994
f(z) = 163/49*z^3 - 261/49*z + 1
*
0 | 0.11991199824873659159293292797419646509 | 0.021519864231368240573507116400795354392
f(z) = 163/50*z^3 - 263/50*z + 1
*
0 | 0.11238580191413610260441711483231405491 | 0.020141799947145615096594509432390012729
f(z) = 163/51*z^3 - 265/51*z + 1
*
0 | 0.10704270414479886983291589291911586788 | 0.019158392741991819213548156053987327195
f(z) = 163/52*z^3 - 267/52*z + 1
*
0 | 0.13269653612095135187685099526454930064 | 0.023718209415548977852117243300999814083
f(z) = 163/53*z^3 - 269/53*z + 1
*
0 | 0.10628100775810437746484544798731677032 | 0.018971573284376547259725145517559031960
f(z) = 163/54*z^3 - 271/54*z + 1
*
0 | 0.13266249677727845950482245967817144558 | 0.023649730602291799500463732859796300424
f(z) = 163/55*z^3 - 273/55*z + 1
*
0 | 0.10412086343844621186416645638140464125 | 0.018537494519173504102059124833310906988
f(z) = 163/56*z^3 - 275/56*z + 1
*
0 | 0.11228471667100430998466912877424979876 | 0.019965214643708482194711406938382191329
f(z) = 163/57*z^3 - 277/57*z + 1
*
0 | 0.11977583880267408338921944747210369574 | 0.021269993643168158034444837451508205399
f(z) = 163/58*z^3 - 279/58*z + 1
*
0 | 0.13288262080885370309738588818897525639 | 0.023863936708495518879866281204548275887
f(z) = 164/49*z^3 - 262/49*z + 1
*
0 | 0.11250536684030662219732695760313672230 | 0.020149626796270763752159845709383013495
f(z) = 164/51*z^3 - 266/51*z + 1
*
0 | 0.13281529029334332433258612737007606569 | 0.023723701297625229803350255109703922202
f(z) = 164/53*z^3 - 270/53*z + 1
*
0 | 0.13278147517812697557839940826454126690 | 0.023655521958783345796614107401078559527
f(z) = 164/55*z^3 - 274/55*z + 1
*
0 | 0.11240392068283321856037799504969013556 | 0.019973612013321533956291223525092108546
f(z) = 164/57*z^3 - 278/57*z + 1
*
[ -3/2 ] 
f(z) = 164/57*z^3 - 274/57*z + 1
*
0 | 0.13300017871496408224459802271411018248 | 0.023868718981370949676912752046284475835
f(z) = 165/49*z^3 - 263/49*z + 1
*
0 | 0.10727923305780424141875908731263033752 | 0.019175114814490934878508748847906528209
f(z) = 165/52*z^3 - 269/52*z + 1
*
0 | 0.13293328677601999336492758567645743991 | 0.023729108758022643124159680675472685099
f(z) = 165/53*z^3 - 271/53*z + 1
*
0 | 0.10150582585931751114651498524524335400 | 0.018048632627413501401964070746568151366
f(z) = 165/56*z^3 - 277/56*z + 1
*
0 | 0.13311699423822612254783598246148391992 | 0.023873423479262532072246690056688144060
f(z) = 166/49*z^3 - 264/49*z + 1
*
0 | 0.11274017469373871451535396295124760909 | 0.020164628371829526142456299670831113301
f(z) = 166/51*z^3 - 268/51*z + 1
*
0 | 0.13305053518948015338314558585776888879 | 0.023734433291789868341466536794957038616
f(z) = 166/53*z^3 - 272/53*z + 1
*
0 | 0.13301715976719547440696304882881089205 | 0.023666845647712139839722356564202904208
f(z) = 166/55*z^3 - 276/55*z + 1
*
0 | 0.11264004764715566503606891244200986954 | 0.019990107098906057814443734557002986169
f(z) = 166/57*z^3 - 280/57*z + 1
*
0 | 0.13326595009896533397698185446561461494 | 0.023949224792776840824042020620435082028
f(z) = 167/47*z^3 - 261/47*z + 1
*
0 | 0.087232735387512106798701648178744303172 | 0.015655119166441804774553016265166422725
f(z) = 167/48*z^3 - 263/48*z + 1
*
0 | 0.13323307670675231793513393854955209020 | 0.023878051601396892571634820214234060564
f(z) = 167/49*z^3 - 265/49*z + 1
*
0 | 0.12038119777165768566482439711932092642 | 0.021545702568771197930159534992284708406
f(z) = 167/50*z^3 - 267/50*z + 1
*
0 | 0.11285647018387177635592386291385535587 | 0.020171991462391304715689026034834486407
f(z) = 167/51*z^3 - 269/51*z + 1
*
0 | 0.10751277523816447312427363167572975365 | 0.019191448570753759653819473718678751816
f(z) = 167/52*z^3 - 271/52*z + 1
*
0 | 0.13316704497189195789881705095213101690 | 0.023739676360651185644874155877091004511
f(z) = 167/53*z^3 - 273/53*z + 1
*
0 | 0.10675195569207481414696496357723104067 | 0.019005929534216517336858818945335866892
f(z) = 167/54*z^3 - 275/54*z + 1
*
0 | 0.13313388512772842308102928737560895013 | 0.023672380994770978000780791929475512196
f(z) = 167/55*z^3 - 277/55*z + 1
*
0 | 0.10459269354688513191713939010792926683 | 0.018573745332138005751328908061009495523
f(z) = 167/56*z^3 - 279/56*z + 1
*
0 | 0.13338109959770574630074875795041357327 | 0.023953456814249634742360081701679236960
f(z) = 168/47*z^3 - 262/47*z + 1
*
0 | 0.13328282538367806395535595352427542281 | 0.023744839393919116585279389850380988728
f(z) = 168/53*z^3 - 274/53*z + 1
*
0 | 0.13324987834539210688236307407964248717 | 0.023677833964555196431096045317701839242
f(z) = 168/55*z^3 - 278/55*z + 1
*
0 | 0.12067632462591822503856682016897149544 | 0.021686743113946146042393788912568325984
f(z) = 169/46*z^3 - 261/46*z + 1
*
0 | 0.13349553682385972327812744384267224576 | 0.023957617835572587792831262914719791391
f(z) = 169/47*z^3 - 263/47*z + 1
*
0 | 0.13346307892180187585897723181404060632 | 0.023887084159238985790280451833085698706
f(z) = 169/49*z^3 - 267/49*z + 1
*
[ 2/13 ] 
f(z) = 169/50*z^3 - 279/50*z + 1
*
0 | 0.12061140864450028372666653666718142986 | 0.021558110948179757657132833468904959789
f(z) = 169/50*z^3 - 269/50*z + 1
*
[ 17/13 ] 
f(z) = 169/51*z^3 - 277/51*z + 1
*
0 | 0.11308689032774133177075207832334379594 | 0.020186449795790531575271884114663247028
f(z) = 169/51*z^3 - 271/51*z + 1
*
0 | 0.13339788551195733537949300373711025367 | 0.023749923789377154666749846697542895042
f(z) = 169/53*z^3 - 275/53*z + 1
*
0 | 0.10698300736460064457167773986227638197 | 0.019022523889177416348275048325190660876
f(z) = 169/54*z^3 - 277/54*z + 1
*
[ -21/13 ] 
f(z) = 169/54*z^3 - 275/42*z + 1
*
0 | 0.13336514856053235858719251446390724944 | 0.023683205982602306111916994052663773732
f(z) = 169/55*z^3 - 279/55*z + 1
*
[ -19/13 ] 
f(z) = 169/57*z^3 - 265/57*z + 1
*
0 | 0.13360927054370328685322404134872894409 | 0.023961709131869976019244999369090730623
f(z) = 170/47*z^3 - 264/47*z + 1
*
0 | 0.13357701646722462221459510775186337393 | 0.023891491239891868672400972663631640575
f(z) = 170/49*z^3 - 268/49*z + 1
*
0 | 0.13351223427484846424231343598026968848 | 0.023754930914133758235520683034650213015
f(z) = 170/53*z^3 - 276/53*z + 1
*
10/9 | 0.16964145465821652112229346860569994900 | 0.022011168488426149639504715345414001663
f(z) = 171/40*z^3 - 278/45*z + 1
*
-4/3 | 0.15485970624470099641198825696053364954 | 0.027643059920029217038082537754483016429
f(z) = 171/44*z^3 - 271/44*z + 1
*
0 | 0.12090289548400621651882290512180762905 | 0.021697694425858099754987289160651096035
f(z) = 171/46*z^3 - 263/46*z + 1
*
0 | 0.13372230936250174941617572041391426535 | 0.023965731949909637841351887709729022575
f(z) = 171/47*z^3 - 265/47*z + 1
*
0 | 0.13369025656401422024330763288355266719 | 0.023895827236315558457518253909268698863
f(z) = 171/49*z^3 - 269/49*z + 1
*
0 | 0.12083878971643828279693059129923240223 | 0.021570193989113384019484872494092491157
f(z) = 171/50*z^3 - 271/50*z + 1
*
0 | 0.10797119497413764477092029838660229436 | 0.019223000741296569221109875474186825908
f(z) = 171/52*z^3 - 275/52*z + 1
*
0 | 0.13362588042564063739695492257918417644 | 0.023759862105448698877683830900652986591
f(z) = 171/53*z^3 - 277/53*z + 1
*
0 | 0.12030331293262860951153979036921850436 | 0.021604861705551916216578507001300120460
f(z) = 172/45*z^3 - 262/45*z + 1
*
0 | 0.13383466172843286995655533202337566747 | 0.023969687508871150741711712093309865052
f(z) = 172/47*z^3 - 266/47*z + 1
*
0 | 0.13380280770787908229913869254433153872 | 0.023900093399143857875444898315487711017
f(z) = 172/49*z^3 - 270/49*z + 1
*
0 | 0.11342722648046404110376293996261810288 | 0.020207489358986334199824350494691763044
f(z) = 172/51*z^3 - 274/51*z + 1
*
0 | 0.13373883255683615391509633174410164318 | 0.023764718671532810834251994724349705294
f(z) = 172/53*z^3 - 278/53*z + 1
*
0 | 0.10832284597162234703242351224209812404 | 0.019466699381508903401182237889563244518
f(z) = 173/44*z^3 - 261/44*z + 1
*
0 | 0.12041479192170179013015932219391169134 | 0.021610097500237280025195567811516086261
f(z) = 173/45*z^3 - 263/45*z + 1
*
0 | 0.12112672534534843789146831332657146309 | 0.021708349529977319550557385436505667758
f(z) = 173/46*z^3 - 265/46*z + 1
*
0 | 0.13394633593639111888125144487542062610 | 0.023973577001089273152772863997885728146
f(z) = 173/47*z^3 - 267/47*z + 1
*
0 | 0.087914761814152986169777208530509688280 | 0.015713904766327668637718496720895441528
f(z) = 173/48*z^3 - 269/48*z + 1
*
0 | 0.13391467824006775465891801108861924231 | 0.023904290951658024345968259945765969009
f(z) = 173/49*z^3 - 271/49*z + 1
*
0 | 0.12106340978848395123034048212417095912 | 0.021581962475041227517744306477871362669
f(z) = 173/50*z^3 - 273/50*z + 1
*
0 | 0.11353929445481710924525457107115285809 | 0.020214335332623011751003309738508196363
f(z) = 173/51*z^3 - 275/51*z + 1
*
0 | 0.10819621354410944017051112545610161527 | 0.019238242666399228069768468338659047368
f(z) = 173/52*z^3 - 277/52*z + 1
*
0 | 0.13385109910406968904073608752037301434 | 0.023769501892322141591036689021669388820
f(z) = 173/53*z^3 - 279/53*z + 1
*
0 | 0.13405734013167735368485530644535487373 | 0.023977401592773578225718139561731779965
f(z) = 174/47*z^3 - 268/47*z + 1
*
0 | 0.13402587635109481930792326802364794675 | 0.023908421090516967744373625336780773477
f(z) = 174/49*z^3 - 272/49*z + 1
*
0 | 0.13396268834990870032203415298802647760 | 0.023774213020227460671854162628041184143
f(z) = 174/53*z^3 - 280/53*z + 1
*
0 | 0.13422997273691885393643939779461874152 | 0.024122469307557468367928703095280868459
f(z) = 175/43*z^3 - 261/43*z + 1
*
0 | 0.10854361817044869231843125805199735512 | 0.019479651413732832148951389977850047482
f(z) = 175/44*z^3 - 263/44*z + 1
*
0 | 0.12134787979643984121294589306149083584 | 0.021718718320151580842589158566667475652
f(z) = 175/46*z^3 - 267/46*z + 1
*
0 | 0.13416768231357802692798270025831099402 | 0.023981162424705166469711219326388783855
f(z) = 175/47*z^3 - 269/47*z + 1
*
0 | 0.088136300654732080101433128119989106984 | 0.015732672489244352363043168350818012975
f(z) = 175/48*z^3 - 271/48*z + 1
*
0 | 0.11376038032323926881795162454410036535 | 0.020227600678355687261068646794851131372
f(z) = 175/51*z^3 - 277/51*z + 1
*
0 | 0.10841852767195385649057343694905487373 | 0.019253143350415217903119740692120693695
f(z) = 175/52*z^3 - 279/52*z + 1
*
1/5 | 0.16373788885540335761687855605570039653 | 0.029114043239599613086844326286094024435
f(z) = 175/54*z^3 - 277/54*z + 1
*
0 | 0.13433928542526224332396607306889561778 | 0.024125534139370107719047594065259725269
f(z) = 176/43*z^3 - 262/43*z + 1
*
0 | 0.13427737033883787588116559106839858659 | 0.023984860612911306473230320615696452528
f(z) = 176/47*z^3 - 270/47*z + 1
*
0 | 0.13424628733962945260158964380557875609 | 0.023916483785012723057977972269202972808
f(z) = 176/49*z^3 - 274/49*z + 1
*
0 | 0.11387148148149788429433895415397883152 | 0.020234390194548846203714600457236218677
f(z) = 176/51*z^3 - 278/51*z + 1
*
0 | 0.13444795617598795841377198145717709884 | 0.024128542642501516344042455996032719962
f(z) = 177/43*z^3 - 263/43*z + 1
*
0 | 0.10876178738608003580355523941704144098 | 0.019492303530459253582625445402101164956
f(z) = 177/44*z^3 - 265/44*z + 1
*
0 | 0.12156642209544273417918379111290649162 | 0.021728810272263642078702788296274337020
f(z) = 177/46*z^3 - 269/46*z + 1
*
0 | 0.13438641192502987926710273539134284946 | 0.023988497249318816955207972587106069688
f(z) = 177/47*z^3 - 271/47*z + 1
*
0 | 0.13435551587648815776817899131188674936 | 0.023920418607107693817745022782421128016
f(z) = 177/49*z^3 - 275/49*z + 1
*
0 | 0.12150462984596973240253949536829524608 | 0.021604596662847293717765730386375127761
f(z) = 177/50*z^3 - 277/50*z + 1
*
0 | 0.13455599249018115099847375698571212423 | 0.024131495822703230134763809432595868148
f(z) = 178/43*z^3 - 264/43*z + 1
*
0 | 0.12096232950581374415696320855476501990 | 0.021635237200062526123479093463062281478
f(z) = 178/45*z^3 - 268/45*z + 1
*
0 | 0.13449481465382611034761414041917007534 | 0.023992073402386969145835821231214051700
f(z) = 178/47*z^3 - 272/47*z + 1
*
0 | 0.13446410331759196576413434315831951918 | 0.023924290549769293150155165860737540465
f(z) = 178/49*z^3 - 276/49*z + 1
*
0 | 0.11408967117762443105134083653105807344 | 0.020247370214755748987690608953738951273
f(z) = 178/51*z^3 - 280/51*z + 1
*
0 | 0.13469368983585029584689991922925472883 | 0.024205803910539822096451085712770185560
f(z) = 179/41*z^3 - 261/41*z + 1
*
0 | 0.10149951055350833215359522024625429917 | 0.018215489013292636115400306082926497356
f(z) = 179/42*z^3 - 263/42*z + 1
*
0 | 0.13466340173811552515457304497053217589 | 0.024134394663869526898185000250424874139
f(z) = 179/43*z^3 - 265/43*z + 1
*
0 | 0.10897741433102168966615320629431471917 | 0.019504665174902791412990957255903956611
f(z) = 179/44*z^3 - 267/44*z + 1
*
0 | 0.12106991930093268178546796048813030615 | 0.021640065248468440119292925090853990895
f(z) = 179/45*z^3 - 269/45*z + 1
*
0 | 0.12178241328120702351348083733647190095 | 0.021738634465822259586957520694945214288
f(z) = 179/46*z^3 - 271/46*z + 1
*
0 | 0.13460258597417296674460384910473652005 | 0.023995590117720655873973029125206802544
f(z) = 179/47*z^3 - 273/47*z + 1
*
0 | 0.088571575507716457370675970246405937667 | 0.015769126775437330972709429316930053936
f(z) = 179/48*z^3 - 275/48*z + 1
*
0 | 0.13457205715189795371671892167039268970 | 0.023928100686714914224405660713259998837
f(z) = 179/49*z^3 - 277/49*z + 1
*
0 | 0.12172135548975726425311225525831943448 | 0.021615481748119863598678168860512775852
f(z) = 179/50*z^3 - 279/50*z + 1
*
[ 7/6 ] 
f(z) = 160/49*z^3 - 271/63*z + 1
*
[ 7/6 ] 
f(z) = 164/49*z^3 - 278/63*z + 1
*
[ 1/4 ] 
f(z) = 168/41*z^3 - 267/82*z + 1
*
[ 1/4 ] 
f(z) = 168/43*z^3 - 279/86*z + 1
*
2/3 | 0.23189252577061588301628774061600514732 | 0.028677910618583008648118441376420210452
f(z) = 171/40*z^3 - 278/95*z + 1
*
1/9 | 0.16302146196952431208251703342729995381 | 0.028200777551221282192680186582342445007
f(z) = 162/55*z^3 - 279/110*z + 1
*
[ 14/15 ] 
f(z) = 165/56*z^3 - 277/105*z + 1
*
-14/15 | 0.21797756701902388042804682128272945874 | 0.027895788030231541217276744046048416802
f(z) = 165/56*z^3 - 262/105*z + 1
*
[ 4/13 ] 
f(z) = 169/54*z^3 - 275/108*z + 1
*
[ 2/5 ] 
f(z) = 161/40*z^3 - 268/125*z + 1
*
[ 3/8 ] 
f(z) = 161/54*z^3 - 267/128*z + 1
*
[ 2/5 ] 
f(z) = 163/40*z^3 - 269/125*z + 1
*
[ 2/5 ] 
f(z) = 165/52*z^3 - 261/130*z + 1
*
[ 2/5 ] 
f(z) = 167/40*z^3 - 271/125*z + 1
*
[ 3/8 ] 
f(z) = 167/54*z^3 - 269/128*z + 1
*
[ 2/5 ] 
f(z) = 169/40*z^3 - 272/125*z + 1
*
[ 6/13 ] 
f(z) = 169/46*z^3 - 269/138*z + 1
*
[ 2/5 ] 
f(z) = 171/40*z^3 - 273/125*z + 1
*
[ 14/19 ] 
f(z) = 171/56*z^3 - 268/133*z + 1
*
[ 2/5 ] 
f(z) = 173/40*z^3 - 274/125*z + 1
*
[ 3/8 ] 
f(z) = 173/54*z^3 - 271/128*z + 1
*
[ 3/5 ] 
f(z) = 175/41*z^3 - 271/123*z + 1
*
[ 3/5 ] 
f(z) = 175/43*z^3 - 275/129*z + 1
*
[ 3/5 ] 
f(z) = 175/44*z^3 - 277/132*z + 1
*
[ 2/5 ] 
f(z) = 177/40*z^3 - 276/125*z + 1
*
[ 2/5 ] 
f(z) = 179/40*z^3 - 277/125*z + 1
*
[ 3/8 ] 
f(z) = 179/54*z^3 - 273/128*z + 1
*
[ 3/5 ] 
f(z) = 163/54*z^3 - 263/150*z + 1
*
[ 3/5 ] 
f(z) = 169/54*z^3 - 269/150*z + 1
*
-12/5 | 0.15743800410778624292662569381451629324 | 0.022675389330648530749277593033756084471
f(z) = 175/48*z^3 - 259/12*z + 1
*
[ 12/5 ] 
f(z) = 175/48*z^3 - 245/12*z + 1
*
[ -7/4 ] 
f(z) = 164/49*z^3 - 243/28*z + 1
*
-18/13 | 0.20530863449700870783611386587429567541 | 0.029670233344769943992834344288023679492
f(z) = 169/48*z^3 - 253/36*z + 1
*
[ -24/13 ] 
f(z) = 169/48*z^3 - 251/24*z + 1
*
[ 24/13 ] 
f(z) = 169/54*z^3 - 245/24*z + 1
*
[ -7/4 ] 
f(z) = 172/49*z^3 - 257/28*z + 1
*
[ 12/7 ] 
f(z) = 175/54*z^3 - 255/28*z + 1
*
[ -5/3 ] 
f(z) = 177/50*z^3 - 247/30*z + 1
*
[ 3/2 ] 
f(z) = 178/45*z^3 - 257/30*z + 1
*
0 | 0.13254181819020138669047316225289436579 | 0.024147079963868744339949399538927131034
f(z) = 160/41*z^3 - 242/41*z + 1
*
0 | 0.13250770991927156072002845112294284322 | 0.024068979144019986767162756426148041763
f(z) = 160/43*z^3 - 246/43*z + 1
*
0 | 0.13243918786560108628051436929098950051 | 0.023917499193508185151497041914172407628
f(z) = 160/47*z^3 - 254/47*z + 1
*
0 | 0.13240477241587718212132196740172914241 | 0.023844000733483842979230894805458127019
f(z) = 160/49*z^3 - 258/49*z + 1
*
0 | 0.10415386347511343729620340288815970938 | 0.018989556903946751156701073429111476737
f(z) = 161/40*z^3 - 241/40*z + 1
*
0 | 0.13266153447234799485975236804110247911 | 0.024150746508247913549061052929033227264
f(z) = 161/41*z^3 - 243/41*z + 1
*
0 | 0.13262765115911717940912039519800919869 | 0.024073026451479362146996354533760495150
f(z) = 161/43*z^3 - 247/43*z + 1
*
0 | 0.10693985846008310967966688943782871523 | 0.019382106284696063728195902406794285636
f(z) = 161/44*z^3 - 249/44*z + 1
*
0 | 0.11903055297602634912306496020941078139 | 0.021542225458666137222225826972879842843
f(z) = 161/45*z^3 - 251/45*z + 1
*
0 | 0.13255958313617919631789551938299459734 | 0.023922266475125626574179212335779234924
f(z) = 161/47*z^3 - 255/47*z + 1
*
0 | 0.086526746550489311958302935806909640140 | 0.015593000569233166263613733276606428877
f(z) = 161/48*z^3 - 257/48*z + 1
*
0 | 0.13278048119017097954733992811291948684 | 0.024154341971786552224514604080965596311
f(z) = 162/41*z^3 - 244/41*z + 1
*
0 | 0.13274681988311380868400849749100942839 | 0.024076999267551889569136874162752531053
f(z) = 162/43*z^3 - 248/43*z + 1
*
0 | 0.13267919990525558781285315715439123466 | 0.023926952966553457512931537665545970548
f(z) = 162/47*z^3 - 256/47*z + 1
*
0 | 0.13264523963394832055858528099944417487 | 0.023854133078595939497143480663522417768
f(z) = 162/49*z^3 - 260/49*z + 1
*
-11/9 | 0.11334627505214357993886923107527204381 | 0.020498730204921796396246232011306644932
f(z) = 162/55*z^3 - 252/55*z + 1
*
0 | 0.094409132662000415378376942625305945867 | 0.017186979180153950471384339445102610262
f(z) = 163/40*z^3 - 243/40*z + 1
*
0 | 0.13289866818232848425679603392870309133 | 0.024157867726984776780801463465501189786
f(z) = 163/41*z^3 - 245/41*z + 1
*
0 | 0.099701880457374044662533141980969576861 | 0.018096724058191296579271139675404375075
f(z) = 163/42*z^3 - 247/42*z + 1
*
0 | 0.13286522598769554324756194645838972804 | 0.024080899009183850421595243287545670018
f(z) = 163/43*z^3 - 249/43*z + 1
*
0 | 0.10717765484008814596024848556233558916 | 0.019397080387934496409513655376257991307
f(z) = 163/44*z^3 - 251/44*z + 1
*
0 | 0.11926857157419237066058831588261638547 | 0.021554342382216769489087820102261941390
f(z) = 163/45*z^3 - 253/45*z + 1
*
0 | 0.11997947279768442736315496063339076484 | 0.021652006229249683423561209592008692394
f(z) = 163/46*z^3 - 255/46*z + 1
*
0 | 0.13279804818701231515278077327097540161 | 0.023931560165212596621415385712524988836
f(z) = 163/47*z^3 - 257/47*z + 1
*
0 | 0.086765435843981908179628064579065077759 | 0.015614202001680250378283001697270353638
f(z) = 163/48*z^3 - 259/48*z + 1
*
0 | 0.13298287918016305424500090231609521471 | 0.024084727060179983203219926750156783396
f(z) = 164/43*z^3 - 250/43*z + 1
*
0 | 0.11938644232782157176754957120032628011 | 0.021560273693230143221237124617096477209
f(z) = 164/45*z^3 - 254/45*z + 1
*
0 | 0.13291613780342586612073632317819939510 | 0.023936089534010544841908707552495652514
f(z) = 164/47*z^3 - 258/47*z + 1
*
0 | 0.13313280141085664032322846218553387991 | 0.024164715441413340603674802593983159057
f(z) = 165/41*z^3 - 247/41*z + 1
*
0 | 0.13309978898347702077839256207684937452 | 0.024088484772144495255468892653853303948
f(z) = 165/43*z^3 - 251/43*z + 1
*
0 | 0.12021468522973288759827474776650613847 | 0.021663910061886065572490300756599959686
f(z) = 165/46*z^3 - 257/46*z + 1
*
0 | 0.13303347838916025559593548442277099920 | 0.023940542502312443309678715403004080421
f(z) = 165/47*z^3 - 259/47*z + 1
*
0 | 0.13324876640520649233678802234636664806 | 0.024168039987438190165008162904155040035
f(z) = 166/41*z^3 - 248/41*z + 1
*
0 | 0.13321596474090051644812961251837519684 | 0.024092173465390391293418442569881896106
f(z) = 166/43*z^3 - 252/43*z + 1
*
0 | 0.11961995464118956986116575314420978454 | 0.021571889419025866825563604656419156071
f(z) = 166/45*z^3 - 256/45*z + 1
*
0 | 0.13315007939630521527329321464978489310 | 0.023944920466879612483546409330696832462
f(z) = 166/47*z^3 - 260/47*z + 1
*
0 | 0.10200323864047069636170144966471598775 | 0.018514439790407261350736856484877017241
f(z) = 167/40*z^3 - 247/40*z + 1
*
0 | 0.13336400919889737629302122547731886067 | 0.024171300000467605101504314297970086892
f(z) = 167/41*z^3 - 249/41*z + 1
*
0 | 0.10016867877767246329049403894215122056 | 0.018128591426101621722760535289913620077
f(z) = 167/42*z^3 - 251/42*z + 1
*
0 | 0.13333141562049603210489308958473943557 | 0.024095794429818357670246076724957052809
f(z) = 167/43*z^3 - 253/43*z + 1
*
0 | 0.10764427065074795799581130506870035058 | 0.019425943157820042050379138885654877570
f(z) = 167/44*z^3 - 255/44*z + 1
*
0 | 0.11973561481902812483605585798874645353 | 0.021577576696948286243121808519326370273
f(z) = 167/45*z^3 - 257/45*z + 1
*
0 | 0.12044694474045178327359690004096484253 | 0.021675485259411369628930357025977355598
f(z) = 167/46*z^3 - 259/46*z + 1
*
0 | 0.13347853873840563313285312853009814329 | 0.024174496700066247988320984549209967292
f(z) = 168/41*z^3 - 250/41*z + 1
*
0 | 0.13344615061948256800896944595629183228 | 0.024099348925766386001031721781156217333
f(z) = 168/43*z^3 - 254/43*z + 1
*
0 | 0.10508384748335297545314540365476981870 | 0.019045717191475282808394039317230685405
f(z) = 169/40*z^3 - 249/40*z + 1
*
0 | 0.13359236380486210322947093884424721389 | 0.024177631277745261603454161577568739156
f(z) = 169/41*z^3 - 251/41*z + 1
*
0 | 0.13356017856845799291372607650168071460 | 0.024102838184831267242410761723704347562
f(z) = 169/43*z^3 - 255/43*z + 1
*
0 | 0.10787323865119924086801151666606865313 | 0.019439855752714220150000510214318755012
f(z) = 169/44*z^3 - 257/44*z + 1
*
0 | 0.11996478846416836523188301838003972251 | 0.021588717004045204472425022961862733447
f(z) = 169/45*z^3 - 259/45*z + 1
*
[ 2/13 ] 
f(z) = 169/46*z^3 - 257/46*z + 1
*
[ 16/13 ] 
f(z) = 169/48*z^3 - 247/48*z + 1
*
9/13 | 0.15600633532183948476765203830202160415 | 0.028443411344775776205246759963859557101
f(z) = 169/48*z^3 - 241/48*z + 1
*
10/13 | 0.15817597259006272911890836781511610814 | 0.028585729038647068181009805240366431911
f(z) = 169/51*z^3 - 253/51*z + 1
*
0 | 0.13370549301810485151907470300070424045 | 0.024180704897742054262319490796068665430
f(z) = 170/41*z^3 - 252/41*z + 1
*
0 | 0.13367350813549164353304678395929444383 | 0.024106263410663037419056991891907888175
f(z) = 170/43*z^3 - 256/43*z + 1
*
2/9 | 0.21628919930380026193763248712318149374 | 0.028352716725766646320614243691139633322
f(z) = 171/40*z^3 - 257/45*z + 1
*
0 | 0.098653486003973046602211372432287804309 | 0.017854370870720780963451778730614360680
f(z) = 171/40*z^3 - 251/40*z + 1
*
-10/9 | 0.088703150826615369496063510851668687949 | 0.011720230671258607113896630776662485325
f(z) = 171/40*z^3 - 242/45*z + 1
*
0 | 0.13381793484060838118786284798629873060 | 0.024183718697774458287122746130871109779
f(z) = 171/41*z^3 - 253/41*z + 1
*
0 | 0.13378614783009192477704714854956962529 | 0.024109625779733408760408156008425346321
f(z) = 171/43*z^3 - 257/43*z + 1
*
0 | 0.10809940787406112388554551106583332369 | 0.019453437585938059841862040195575950238
f(z) = 171/44*z^3 - 259/44*z + 1
*
0 | 0.13392969758129382918256922944044513839 | 0.024186673789770237634331893605457315040
f(z) = 172/41*z^3 - 254/41*z + 1
*
0 | 0.10553188137654262976435790485348125197 | 0.019071833203053839537184513653643534663
f(z) = 173/40*z^3 - 253/40*z + 1
*
0 | 0.13404078939922444709966701268717406770 | 0.024189571260572878337177626900647734751
f(z) = 173/41*z^3 - 255/41*z + 1
*
0 | 0.10084605565706794072992888615727928797 | 0.018173485840566225042299852699439703465
f(z) = 173/42*z^3 - 257/42*z + 1
*
0 | 0.13400939087018821517354405198668789766 | 0.024116166522021536112956615535211328459
f(z) = 173/43*z^3 - 259/43*z + 1
*
0 | 0.13415121830719049040299283210516665359 | 0.024192412172624555120926315679444091292
f(z) = 174/41*z^3 - 256/41*z + 1
*
0 | 0.13412001047594460086376497046704494773 | 0.024119347118862249095781573616554143030
f(z) = 174/43*z^3 - 260/43*z + 1
*
0 | 0.13426099217518746693174466804174580704 | 0.024195197564627129204606044565835743102
f(z) = 175/41*z^3 - 257/41*z + 1
*
1/5 | 0.098434893096515409512982861510283875354 | 0.017866755269744248181810088138110114122
f(z) = 175/48*z^3 - 247/48*z + 1
*
[ 1/5 ] 
f(z) = 175/59*z^3 - 243/59*z + 1
*
0 | 0.13437011873379153183034994767155010746 | 0.024197928452181995808527303639977580604
f(z) = 176/41*z^3 - 258/41*z + 1
*
0 | 0.10596932452451274376578712538168832157 | 0.019096751045271296760591494854756084933
f(z) = 177/40*z^3 - 257/40*z + 1
*
0 | 0.13447860557743565992553770885866130556 | 0.024200605828409565143181431783650320316
f(z) = 177/41*z^3 - 259/41*z + 1
*
0 | 0.13458646016759007778644591876683583648 | 0.024203230664549127568625934254079562539
f(z) = 178/41*z^3 - 260/41*z + 1
*
0 | 0.096241712269969254136744770953029810791 | 0.017319541148540421124932485260781217370
f(z) = 179/40*z^3 - 259/40*z + 1
*
[ -18/13 ] 
f(z) = 169/56*z^3 - 256/63*z + 1
*
[ -6/5 ] 
f(z) = 175/44*z^3 - 257/66*z + 1
*
5/9 | 0.21534479681204544780483288682899364834 | 0.029342973061424948863784002352840733046
f(z) = 171/50*z^3 - 257/90*z + 1
*
[ 6/7 ] 
f(z) = 173/54*z^3 - 247/98*z + 1
*
[ 4/5 ] 
f(z) = 175/46*z^3 - 247/92*z + 1
*
[ -7/6 ] 
f(z) = 177/49*z^3 - 257/84*z + 1
*
[ 6/7 ] 
f(z) = 179/54*z^3 - 255/98*z + 1
*
7/9 | 0.14315185811231319634670518980722356320 | 0.024763571973265845649476093556973003017
f(z) = 162/55*z^3 - 251/110*z + 1
*
[ 5/6 ] 
f(z) = 162/55*z^3 - 247/110*z + 1
*
[ -6/5 ] 
f(z) = 165/56*z^3 - 253/105*z + 1
*
[ 4/13 ] 
f(z) = 169/50*z^3 - 257/100*z + 1
*
[ 4/5 ] 
f(z) = 175/54*z^3 - 251/108*z + 1
*
[ 4/5 ] 
f(z) = 175/58*z^3 - 253/116*z + 1
*
[ 6 ] 
f(z) = 167/54*z^3 - 221/2*z + 1
*
[ -6 ] 
f(z) = 169/54*z^3 - 223/2*z + 1
*
[ 10/3 ] 
f(z) = 171/40*z^3 - 234/5*z + 1
*
[ -10/3 ] 
f(z) = 171/40*z^3 - 231/5*z + 1
*
[ 6 ] 
f(z) = 173/54*z^3 - 229/2*z + 1
*
[ -12/5 ] 
f(z) = 175/48*z^3 - 235/12*z + 1
*
[ -6 ] 
f(z) = 175/54*z^3 - 231/2*z + 1
*
[ 6 ] 
f(z) = 179/54*z^3 - 237/2*z + 1
*
[ -10/7 ] 
f(z) = 161/40*z^3 - 228/35*z + 1
*
[ 7/5 ] 
f(z) = 165/49*z^3 - 221/35*z + 1
*
[ 3/2 ] 
f(z) = 166/45*z^3 - 239/30*z + 1
*
-3/2 | 0.18306460183802211182729770283756902730 | 0.028024377450490543572728223510548137372
f(z) = 166/45*z^3 - 229/30*z + 1
*
[ 22/13 ] 
f(z) = 169/44*z^3 - 233/22*z + 1
*
[ 18/13 ] 
f(z) = 169/48*z^3 - 233/36*z + 1
*
[ 7/5 ] 
f(z) = 170/49*z^3 - 228/35*z + 1
*
-8/5 | 0.15655089717214432837850594994254956336 | 0.025479519417941943626146508556351008508
f(z) = 175/48*z^3 - 233/24*z + 1
*
[ 7/36 ] 
f(z) = 162/49*z^3 - 239/56*z + 1
*
[ 11/9 ] 
f(z) = 162/55*z^3 - 232/55*z + 1
*
7/13 | 0.15083523465378821306118848806359982078 | 0.027849416268649007905088472025739586504
f(z) = 169/44*z^3 - 225/44*z + 1
*
-35/26 | 0.20279103724180291735873839678505643191 | 0.028938726450542009256214203363890782945
f(z) = 169/50*z^3 - 221/40*z + 1
*
[ 10/9 ] 
f(z) = 171/40*z^3 - 233/45*z + 1
*
[ -4/3 ] 
f(z) = 171/44*z^3 - 227/44*z + 1
*
3/35 | 0.20406016637786433008201928051495325707 | 0.026592189171667182560323496926843775997
f(z) = 175/54*z^3 - 239/42*z + 1
*
[ 1/5 ] 
f(z) = 175/54*z^3 - 223/54*z + 1
*
[ 1/5 ] 
f(z) = 175/57*z^3 - 235/57*z + 1
*
[ 1/5 ] 
f(z) = 175/58*z^3 - 239/58*z + 1
*
-5/4 | 0.13730539957041920803856009051167443350 | 0.025071909685583965411349739419574939201
f(z) = 176/45*z^3 - 239/45*z + 1
*
[ -14/11 ] 
f(z) = 165/56*z^3 - 230/77*z + 1
*
[ 12/13 ] 
f(z) = 169/40*z^3 - 221/60*z + 1
*
[ 2/9 ] 
f(z) = 171/56*z^3 - 230/63*z + 1
*
[ -6/5 ] 
f(z) = 175/52*z^3 - 235/78*z + 1
*
4/7 | 0.19148108894180317654040286677499780580 | 0.027248117123439645045541499579694364291
f(z) = 161/48*z^3 - 239/84*z + 1
*
[ 2/7 ] 
f(z) = 161/48*z^3 - 233/84*z + 1
*
[ 6/7 ] 
f(z) = 161/48*z^3 - 221/84*z + 1
*
[ -7/6 ] 
f(z) = 165/49*z^3 - 229/84*z + 1
*
[ 6/7 ] 
f(z) = 167/54*z^3 - 239/98*z + 1
*
[ 4/13 ] 
f(z) = 169/42*z^3 - 221/84*z + 1
*
[ 10/13 ] 
f(z) = 169/45*z^3 - 227/90*z + 1
*
[ 4/13 ] 
f(z) = 169/46*z^3 - 239/92*z + 1
*
[ 12/13 ] 
f(z) = 169/56*z^3 - 223/84*z + 1
*
[ 6/7 ] 
f(z) = 175/48*z^3 - 239/84*z + 1
*
[ 3/8 ] 
f(z) = 160/57*z^3 - 235/114*z + 1
*
[ 10/23 ] 
f(z) = 161/40*z^3 - 237/115*z + 1
*
-14/15 | 0.13087698021982565462222611350981070932 | 0.016749046923394785915088245199522469081
f(z) = 165/56*z^3 - 232/105*z + 1
*
[ 2/3 ] 
f(z) = 167/48*z^3 - 221/108*z + 1
*
[ 2/3 ] 
f(z) = 169/48*z^3 - 223/108*z + 1
*
[ 10/13 ] 
f(z) = 169/55*z^3 - 233/110*z + 1
*
[ 7/17 ] 
f(z) = 170/49*z^3 - 240/119*z + 1
*
[ 2/3 ] 
f(z) = 173/48*z^3 - 227/108*z + 1
*
[ 2/3 ] 
f(z) = 175/48*z^3 - 229/108*z + 1
*
[ 2/5 ] 
f(z) = 175/57*z^3 - 227/114*z + 1
*
[ 2/5 ] 
f(z) = 175/59*z^3 - 233/118*z + 1
*
[ 7/16 ] 
f(z) = 176/49*z^3 - 221/112*z + 1
*
[ 2/3 ] 
f(z) = 179/48*z^3 - 233/108*z + 1
*
[ 14/27 ] 
f(z) = 162/49*z^3 - 229/126*z + 1
*
[ 15/26 ] 
f(z) = 169/50*z^3 - 223/120*z + 1
*
[ 18/35 ] 
f(z) = 175/54*z^3 - 227/126*z + 1
*
[ 6 ] 
f(z) = 161/54*z^3 - 213/2*z + 1
*
[ -6 ] 
f(z) = 163/54*z^3 - 215/2*z + 1
*
[ 12/5 ] 
f(z) = 175/54*z^3 - 217/12*z + 1
*
[ 7/5 ] 
f(z) = 160/49*z^3 - 214/35*z + 1
*
[ -12/7 ] 
f(z) = 161/54*z^3 - 201/28*z + 1
*
[ -22/13 ] 
f(z) = 169/44*z^3 - 207/22*z + 1
*
[ 8/5 ] 
f(z) = 175/48*z^3 - 215/24*z + 1
*
[ -3/2 ] 
f(z) = 178/45*z^3 - 217/30*z + 1
*
[ 3/14 ] 
f(z) = 161/54*z^3 - 213/56*z + 1
*
[ 6/5 ] 
f(z) = 163/54*z^3 - 209/50*z + 1
*
[ -4/3 ] 
f(z) = 171/52*z^3 - 213/52*z + 1
*
[ 1/5 ] 
f(z) = 175/51*z^3 - 211/51*z + 1
*
[ 1/5 ] 
f(z) = 175/52*z^3 - 215/52*z + 1
*
[ 1/5 ] 
f(z) = 175/53*z^3 - 219/53*z + 1
*
1/4 | 0.15812963739314036266756604526871674800 | 0.029443361582919462533399719168572459434
f(z) = 176/51*z^3 - 215/51*z + 1
*
[ 21/26 ] 
f(z) = 169/49*z^3 - 209/84*z + 1
*
-12/13 | 0.16258520259286343551682709212029358664 | 0.026103382092304470400145062353019852080
f(z) = 169/56*z^3 - 209/84*z + 1
*
[ 2/3 ] 
f(z) = 171/49*z^3 - 201/98*z + 1
*
[ -10/9 ] 
f(z) = 171/50*z^3 - 209/90*z + 1
*
[ 3/4 ] 
f(z) = 173/54*z^3 - 205/96*z + 1
*
[ 3/4 ] 
f(z) = 179/54*z^3 - 211/96*z + 1
*
[ 3/8 ] 
f(z) = 160/51*z^3 - 215/102*z + 1
*
[ 3/7 ] 
f(z) = 161/45*z^3 - 209/105*z + 1
*
[ 2/3 ] 
f(z) = 161/48*z^3 - 215/108*z + 1
*
[ 2/3 ] 
f(z) = 162/59*z^3 - 203/118*z + 1
*
[ 2/3 ] 
f(z) = 163/48*z^3 - 217/108*z + 1
*
[ 1/2 ] 
f(z) = 166/59*z^3 - 201/118*z + 1
*
[ 6/13 ] 
f(z) = 169/57*z^3 - 205/114*z + 1
*
[ 1/2 ] 
f(z) = 170/59*z^3 - 203/118*z + 1
*
[ 7/12 ] 
f(z) = 171/49*z^3 - 213/112*z + 1
*
[ 2/3 ] 
f(z) = 171/53*z^3 - 205/106*z + 1
*
[ 2/3 ] 
f(z) = 171/55*z^3 - 207/110*z + 1
*
[ 2/3 ] 
f(z) = 171/59*z^3 - 211/118*z + 1
*
[ 1/2 ] 
f(z) = 174/59*z^3 - 205/118*z + 1
*
[ 2/5 ] 
f(z) = 175/51*z^3 - 209/102*z + 1
*
[ 2/5 ] 
f(z) = 175/53*z^3 - 215/106*z + 1
*
[ 1/2 ] 
f(z) = 178/57*z^3 - 203/114*z + 1
*
[ 1/2 ] 
f(z) = 178/59*z^3 - 207/118*z + 1
*
-2 | 0.088125623643151382533236976644223329523 | 0.013383206603181827984202207595354688447
f(z) = 175/48*z^3 - 181/12*z + 1
*
[ 9/5 ] 
f(z) = 175/54*z^3 - 181/18*z + 1
*
-2 | 0.088565060622223884850569324092691175398 | 0.013405441203356414465607575245262458121
f(z) = 179/48*z^3 - 185/12*z + 1
*
[ -3/2 ] 
f(z) = 166/45*z^3 - 199/30*z + 1
*
[ 20/13 ] 
f(z) = 169/40*z^3 - 193/20*z + 1
*
[ -18/13 ] 
f(z) = 169/48*z^3 - 181/36*z + 1
*
[ 21/13 ] 
f(z) = 169/49*z^3 - 181/21*z + 1
*
[ 3/26 ] 
f(z) = 169/54*z^3 - 185/24*z + 1
*
[ -8/5 ] 
f(z) = 175/48*z^3 - 185/24*z + 1
*
[ 1/4 ] 
f(z) = 160/57*z^3 - 181/57*z + 1
*
[ 1/4 ] 
f(z) = 160/59*z^3 - 187/59*z + 1
*
-11/9 | 0.13985862525336840661379548648901916931 | 0.026472313473850604369921388267008333584
f(z) = 162/55*z^3 - 197/55*z + 1
*
-14/13 | 0.12363338216698136890536667184179753421 | 0.023356558192058451556174039916682464837
f(z) = 169/42*z^3 - 199/42*z + 1
*
1/13 | 0.13451137881875133138097289614628709215 | 0.025559433291805048487041697738159109325
f(z) = 169/48*z^3 - 193/48*z + 1
*
[ -17/13 ] 
f(z) = 169/51*z^3 - 199/51*z + 1
*
[ 3/13 ] 
f(z) = 169/57*z^3 - 199/57*z + 1
*
1/3 | 0.12248244175145860849659757143711016346 | 0.023414241745396232599003352772714125114
f(z) = 171/56*z^3 - 187/56*z + 1
*
[ 7/6 ] 
f(z) = 174/49*z^3 - 197/42*z + 1
*
[ 1/5 ] 
f(z) = 175/44*z^3 - 183/44*z + 1
*
[ 1/5 ] 
f(z) = 175/46*z^3 - 191/46*z + 1
*
[ 1/5 ] 
f(z) = 175/47*z^3 - 195/47*z + 1
*
[ 1/5 ] 
f(z) = 175/48*z^3 - 199/48*z + 1
*
3/35 | 0.13267352795836667503983561648216314095 | 0.017736087096862354106912370762836987055
f(z) = 175/54*z^3 - 197/42*z + 1
*
-6/5 | 0.12356060682879597563081184346886840504 | 0.016586433977096671727875853400134228293
f(z) = 175/54*z^3 - 191/42*z + 1
*
[ -5/4 ] 
f(z) = 176/45*z^3 - 194/45*z + 1
*
1/4 | 0.088383557330480113349883338998094819346 | 0.016827676346497976141063543277510249480
f(z) = 176/45*z^3 - 191/45*z + 1
*
[ 1/4 ] 
f(z) = 176/57*z^3 - 182/57*z + 1
*
[ 1/4 ] 
f(z) = 176/59*z^3 - 188/59*z + 1
*
-21/20 | 0.16527805920272365986822721743815647566 | 0.022402203875000737730490519867971003692
f(z) = 160/49*z^3 - 197/70*z + 1
*
[ 7/27 ] 
f(z) = 162/49*z^3 - 194/63*z + 1
*
[ 12/13 ] 
f(z) = 169/45*z^3 - 197/60*z + 1
*
10/13 | 0.18999701295585560265002401904093732826 | 0.028192242569483103358885563215534271456
f(z) = 169/48*z^3 - 191/60*z + 1
*
[ -7/6 ] 
f(z) = 172/49*z^3 - 184/63*z + 1
*
[ 9/10 ] 
f(z) = 175/54*z^3 - 197/72*z + 1
*
3/8 | 0.18078807693797082137336408461788593892 | 0.027572699139384049938946883466410413415
f(z) = 176/45*z^3 - 193/60*z + 1
*
[ 7/22 ] 
f(z) = 176/49*z^3 - 193/77*z + 1
*
[ -7/6 ] 
f(z) = 176/49*z^3 - 191/63*z + 1
*
[ 3/4 ] 
f(z) = 161/54*z^3 - 193/96*z + 1
*
[ 2/3 ] 
f(z) = 162/41*z^3 - 185/82*z + 1
*
[ 2/3 ] 
f(z) = 162/43*z^3 - 187/86*z + 1
*
[ 2/3 ] 
f(z) = 162/47*z^3 - 191/94*z + 1
*
[ 2/3 ] 
f(z) = 162/49*z^3 - 193/98*z + 1
*
[ 3/7 ] 
f(z) = 163/54*z^3 - 185/98*z + 1
*
[ 1/2 ] 
f(z) = 166/49*z^3 - 181/98*z + 1
*
[ 3/4 ] 
f(z) = 167/54*z^3 - 199/96*z + 1
*
[ 8/13 ] 
f(z) = 169/44*z^3 - 183/88*z + 1
*
[ -14/13 ] 
f(z) = 169/48*z^3 - 181/84*z + 1
*
[ 3/7 ] 
f(z) = 169/54*z^3 - 187/98*z + 1
*
[ 1/2 ] 
f(z) = 170/49*z^3 - 183/98*z + 1
*
[ 10/19 ] 
f(z) = 171/40*z^3 - 198/95*z + 1
*
[ 2/3 ] 
f(z) = 171/41*z^3 - 193/82*z + 1
*
[ 2/3 ] 
f(z) = 171/43*z^3 - 195/86*z + 1
*
[ 2/3 ] 
f(z) = 171/47*z^3 - 199/94*z + 1
*
[ 1/2 ] 
f(z) = 174/47*z^3 - 181/94*z + 1
*
[ 1/2 ] 
f(z) = 174/49*z^3 - 185/98*z + 1
*
[ 2/5 ] 
f(z) = 175/43*z^3 - 185/86*z + 1
*
[ 2/5 ] 
f(z) = 175/47*z^3 - 197/94*z + 1
*
[ 12/35 ] 
f(z) = 175/48*z^3 - 197/84*z + 1
*
[ 12/35 ] 
f(z) = 175/54*z^3 - 193/84*z + 1
*
[ 1/2 ] 
f(z) = 178/47*z^3 - 183/94*z + 1
*
[ 1/2 ] 
f(z) = 178/49*z^3 - 187/98*z + 1
*
[ 2/3 ] 
f(z) = 162/53*z^3 - 197/106*z + 1
*
[ 1/2 ] 
f(z) = 162/53*z^3 - 187/106*z + 1
*
[ 2/3 ] 
f(z) = 162/55*z^3 - 199/110*z + 1
*
[ 1/2 ] 
f(z) = 162/59*z^3 - 199/118*z + 1
*
[ 7/15 ] 
f(z) = 165/49*z^3 - 197/105*z + 1
*
[ 1/2 ] 
f(z) = 166/51*z^3 - 185/102*z + 1
*
[ 1/2 ] 
f(z) = 166/53*z^3 - 189/106*z + 1
*
[ 1/2 ] 
f(z) = 166/55*z^3 - 193/110*z + 1
*
[ 1/2 ] 
f(z) = 166/57*z^3 - 197/114*z + 1
*
[ 6/13 ] 
f(z) = 169/51*z^3 - 191/102*z + 1
*
[ 1/2 ] 
f(z) = 170/53*z^3 - 191/106*z + 1
*
[ 1/2 ] 
f(z) = 170/57*z^3 - 199/114*z + 1
*
[ 1/2 ] 
f(z) = 174/53*z^3 - 193/106*z + 1
*
[ 1/2 ] 
f(z) = 174/55*z^3 - 197/110*z + 1
*
[ 12/25 ] 
f(z) = 175/54*z^3 - 183/100*z + 1
*
[ 1/2 ] 
f(z) = 178/51*z^3 - 191/102*z + 1
*
[ 1/2 ] 
f(z) = 178/53*z^3 - 195/106*z + 1
*
[ 1/2 ] 
f(z) = 178/55*z^3 - 199/110*z + 1
*
-2 | 0.086496743900144458763703721070845675076 | 0.013298418150054483986600457292627977459
f(z) = 161/48*z^3 - 167/12*z + 1
*
-2 | 0.086738459875929278793927855066997233186 | 0.013311216973423728314544565824874538056
f(z) = 163/48*z^3 - 169/12*z + 1
*
-2 | 0.087212400297052429238933372162122150759 | 0.013336073703891723277334153445276827976
f(z) = 167/48*z^3 - 173/12*z + 1
*
[ 2 ] 
f(z) = 167/48*z^3 - 161/12*z + 1
*
[ 3 ] 
f(z) = 167/54*z^3 - 163/6*z + 1
*
-2 | 0.087445825798736187666164716537377221734 | 0.013348306130664601108356387251154491928
f(z) = 169/48*z^3 - 175/12*z + 1
*
[ 2 ] 
f(z) = 169/48*z^3 - 163/12*z + 1
*
[ -3 ] 
f(z) = 169/54*z^3 - 161/6*z + 1
*
[ 30/13 ] 
f(z) = 169/54*z^3 - 161/10*z + 1
*
-2 | 0.087901846554547351588384760418591047833 | 0.013371786323944164291032648851655270741
f(z) = 173/48*z^3 - 179/12*z + 1
*
[ 2 ] 
f(z) = 173/48*z^3 - 167/12*z + 1
*
[ 3 ] 
f(z) = 173/54*z^3 - 169/6*z + 1
*
[ 2 ] 
f(z) = 175/48*z^3 - 169/12*z + 1
*
[ -3 ] 
f(z) = 175/54*z^3 - 167/6*z + 1
*
[ -9/5 ] 
f(z) = 175/54*z^3 - 161/18*z + 1
*
[ 2 ] 
f(z) = 179/48*z^3 - 173/12*z + 1
*
[ -2 ] 
f(z) = 179/48*z^3 - 161/12*z + 1
*
[ 3 ] 
f(z) = 179/54*z^3 - 175/6*z + 1
*
[ -7/5 ] 
f(z) = 160/49*z^3 - 164/35*z + 1
*
[ -7/5 ] 
f(z) = 165/49*z^3 - 171/35*z + 1
*
[ 14/13 ] 
f(z) = 169/40*z^3 - 169/35*z + 1
*
[ -20/13 ] 
f(z) = 169/40*z^3 - 167/20*z + 1
*
[ 3/2 ] 
f(z) = 169/54*z^3 - 161/24*z + 1
*
[ -7/5 ] 
f(z) = 170/49*z^3 - 178/35*z + 1
*
[ 3/2 ] 
f(z) = 175/54*z^3 - 167/24*z + 1
*
[ 1/4 ] 
f(z) = 160/51*z^3 - 163/51*z + 1
*
[ 1/4 ] 
f(z) = 160/53*z^3 - 169/53*z + 1
*
1/13 | 0.088770979068354708391531824200821793152 | 0.017304626075777383685055560181086596768
f(z) = 169/40*z^3 - 161/40*z + 1
*
11/13 | 0.15148598872219621034222155590484386557 | 0.029395966819331418748124238865120498861
f(z) = 169/44*z^3 - 173/44*z + 1
*
[ 5/26 ] 
f(z) = 169/50*z^3 - 173/40*z + 1
*
[ 3/13 ] 
f(z) = 169/51*z^3 - 179/51*z + 1
*
[ 2/9 ] 
f(z) = 171/40*z^3 - 167/45*z + 1
*
1/3 | 0.14404452492476279012695138988009577111 | 0.027889737474510877587204050554375057582
f(z) = 171/52*z^3 - 175/52*z + 1
*
[ 1/5 ] 
f(z) = 175/41*z^3 - 171/41*z + 1
*
[ 1/5 ] 
f(z) = 175/43*z^3 - 179/43*z + 1
*
[ 1/4 ] 
f(z) = 176/51*z^3 - 164/51*z + 1
*
[ 1/4 ] 
f(z) = 176/53*z^3 - 170/53*z + 1
*
[ -7/6 ] 
f(z) = 160/49*z^3 - 163/63*z + 1
*
[ -7/6 ] 
f(z) = 164/49*z^3 - 170/63*z + 1
*
6/13 | 0.10196873644377288221648487505586345071 | 0.015648513672602011471146415837873381455
f(z) = 169/45*z^3 - 163/60*z + 1
*
10/13 | 0.18090326468924428883565491104317107641 | 0.026842888950657058628687519664013471635
f(z) = 169/48*z^3 - 179/60*z + 1
*
10/13 | 0.17882877261002837007298148378166734100 | 0.026535070511851839103214215581031633793
f(z) = 169/48*z^3 - 167/60*z + 1
*
[ 9/26 ] 
f(z) = 169/54*z^3 - 163/72*z + 1
*
[ 1/2 ] 
f(z) = 162/41*z^3 - 163/82*z + 1
*
[ 1/2 ] 
f(z) = 162/43*z^3 - 167/86*z + 1
*
[ 1/2 ] 
f(z) = 162/47*z^3 - 175/94*z + 1
*
[ 1/2 ] 
f(z) = 162/49*z^3 - 179/98*z + 1
*
[ 1/2 ] 
f(z) = 166/41*z^3 - 165/82*z + 1
*
[ 1/2 ] 
f(z) = 166/43*z^3 - 169/86*z + 1
*
[ 1/2 ] 
f(z) = 166/45*z^3 - 173/90*z + 1
*
[ 1/2 ] 
f(z) = 166/47*z^3 - 177/94*z + 1
*
[ 1/2 ] 
f(z) = 170/41*z^3 - 167/82*z + 1
*
[ 1/2 ] 
f(z) = 170/43*z^3 - 171/86*z + 1
*
[ 1/2 ] 
f(z) = 170/47*z^3 - 179/94*z + 1
*
[ 5/9 ] 
f(z) = 171/50*z^3 - 167/90*z + 1
*
[ 1/2 ] 
f(z) = 174/41*z^3 - 169/82*z + 1
*
[ 1/2 ] 
f(z) = 174/43*z^3 - 173/86*z + 1
*
[ 2/5 ] 
f(z) = 175/41*z^3 - 179/82*z + 1
*
[ 1/2 ] 
f(z) = 178/41*z^3 - 171/82*z + 1
*
[ 1/2 ] 
f(z) = 178/43*z^3 - 175/86*z + 1
*
[ 1/2 ] 
f(z) = 178/45*z^3 - 179/90*z + 1
*
[ 2 ] 
f(z) = 161/48*z^3 - 155/12*z + 1
*
[ -2 ] 
f(z) = 161/48*z^3 - 143/12*z + 1
*
[ 3 ] 
f(z) = 161/54*z^3 - 157/6*z + 1
*
[ 2 ] 
f(z) = 163/48*z^3 - 157/12*z + 1
*
[ -2 ] 
f(z) = 163/48*z^3 - 145/12*z + 1
*
[ -3 ] 
f(z) = 163/54*z^3 - 155/6*z + 1
*
[ -2 ] 
f(z) = 167/48*z^3 - 149/12*z + 1
*
[ -2 ] 
f(z) = 169/48*z^3 - 151/12*z + 1
*
[ -2 ] 
f(z) = 173/48*z^3 - 155/12*z + 1
*
[ -2 ] 
f(z) = 175/48*z^3 - 157/12*z + 1
*
[ 3/2 ] 
f(z) = 163/54*z^3 - 155/24*z + 1
*
2/13 | 0.12576272959694340460066681343438690740 | 0.022180841415419526932671379734792861255
f(z) = 169/44*z^3 - 145/22*z + 1
*
[ -21/13 ] 
f(z) = 169/49*z^3 - 155/21*z + 1
*
[ 20/13 ] 
f(z) = 169/50*z^3 - 153/20*z + 1
*
[ 4/3 ] 
f(z) = 171/40*z^3 - 147/20*z + 1
*
[ 4/3 ] 
f(z) = 171/56*z^3 - 145/28*z + 1
*
[ 1/4 ] 
f(z) = 160/47*z^3 - 151/47*z + 1
*
[ 1/4 ] 
f(z) = 160/49*z^3 - 157/49*z + 1
*
[ -11/9 ] 
f(z) = 162/55*z^3 - 142/55*z + 1
*
[ 10/39 ] 
f(z) = 169/40*z^3 - 143/45*z + 1
*
-14/13 | 0.13576423461523838979396390060429450280 | 0.026465285605014966133742654313280237457
f(z) = 169/42*z^3 - 157/42*z + 1
*
[ 3/13 ] 
f(z) = 169/42*z^3 - 149/42*z + 1
*
8/13 | 0.14764183930981116860780134409729543079 | 0.028780653871452735764320671249631888403
f(z) = 169/56*z^3 - 155/56*z + 1
*
7/13 | 0.13261180278017533056577097417791859977 | 0.025850764342462059723145508713962260462
f(z) = 169/56*z^3 - 153/56*z + 1
*
[ -10/9 ] 
f(z) = 171/40*z^3 - 152/45*z + 1
*
2/3 | 0.14915524855020469487064358442625142080 | 0.029009142062896766495773223869014196876
f(z) = 171/50*z^3 - 151/50*z + 1
*
3/5 | 0.11484540558010491793621593552089823214 | 0.022236237118042808091169527314678638862
f(z) = 175/48*z^3 - 143/48*z + 1
*
[ 1/4 ] 
f(z) = 176/45*z^3 - 146/45*z + 1
*
[ 1/4 ] 
f(z) = 176/47*z^3 - 152/47*z + 1
*
[ 1/4 ] 
f(z) = 176/49*z^3 - 158/49*z + 1
*
[ -6/5 ] 
f(z) = 179/54*z^3 - 147/50*z + 1
*
[ 5/7 ] 
f(z) = 161/50*z^3 - 143/70*z + 1
*
[ 3/4 ] 
f(z) = 164/45*z^3 - 143/60*z + 1
*
[ 7/11 ] 
f(z) = 165/49*z^3 - 149/77*z + 1
*
[ 2/3 ] 
f(z) = 165/52*z^3 - 149/78*z + 1
*
[ 10/13 ] 
f(z) = 169/48*z^3 - 143/60*z + 1
*
[ 7/10 ] 
f(z) = 170/49*z^3 - 149/70*z + 1
*
[ 7/9 ] 
f(z) = 171/49*z^3 - 151/63*z + 1
*
[ 3/4 ] 
f(z) = 172/45*z^3 - 149/60*z + 1
*
[ 7/11 ] 
f(z) = 176/49*z^3 - 156/77*z + 1
*
[ 2/3 ] 
f(z) = 177/44*z^3 - 151/66*z + 1
*
[ 2/3 ] 
f(z) = 177/52*z^3 - 157/78*z + 1
*
[ 4/7 ] 
f(z) = 161/48*z^3 - 155/84*z + 1
*
[ 12/23 ] 
f(z) = 161/54*z^3 - 159/92*z + 1
*
[ 7/3 ] 
f(z) = 162/49*z^3 - 122/7*z + 1
*
22/13 | 0.14421518029201392592857374057491798230 | 0.023146715306898813764654335918444455229
f(z) = 169/48*z^3 - 127/12*z + 1
*
[ 7/3 ] 
f(z) = 171/49*z^3 - 129/7*z + 1
*
[ -7/3 ] 
f(z) = 171/49*z^3 - 123/7*z + 1
*
[ 3/2 ] 
f(z) = 172/45*z^3 - 124/15*z + 1
*
[ 3/2 ] 
f(z) = 176/45*z^3 - 127/15*z + 1
*
2/7 | 0.20440473233457355624850994215712812114 | 0.029087175752016807481978315092302764482
f(z) = 161/40*z^3 - 134/35*z + 1
*
[ -3/2 ] 
f(z) = 161/54*z^3 - 121/24*z + 1
*
[ -3/2 ] 
f(z) = 167/54*z^3 - 127/24*z + 1
*
[ 2/13 ] 
f(z) = 169/44*z^3 - 123/22*z + 1
*
[ 15/13 ] 
f(z) = 169/50*z^3 - 131/30*z + 1
*
[ -20/13 ] 
f(z) = 169/50*z^3 - 127/20*z + 1
*
[ 15/13 ] 
f(z) = 169/54*z^3 - 121/30*z + 1
*
[ 7/6 ] 
f(z) = 171/49*z^3 - 129/28*z + 1
*
[ -3/2 ] 
f(z) = 173/54*z^3 - 133/24*z + 1
*
[ -3/2 ] 
f(z) = 179/54*z^3 - 139/24*z + 1
*
[ 1/4 ] 
f(z) = 160/41*z^3 - 133/41*z + 1
*
[ 1/4 ] 
f(z) = 160/43*z^3 - 139/43*z + 1
*
-1 | 0.10910463719159218624084998909488607896 | 0.021471355033939674818968071311432768758
f(z) = 161/40*z^3 - 121/40*z + 1
*
[ -6/5 ] 
f(z) = 161/54*z^3 - 123/50*z + 1
*
-1 | 0.11780201246090765932472179668419377609 | 0.023154748273779245217044747313720772817
f(z) = 162/41*z^3 - 121/41*z + 1
*
[ 1/3 ] 
f(z) = 162/53*z^3 - 124/53*z + 1
*
[ 1/3 ] 
f(z) = 162/55*z^3 - 128/55*z + 1
*
[ 1/3 ] 
f(z) = 162/59*z^3 - 136/59*z + 1
*
-1 | 0.10931658659242937203513463046658739059 | 0.021460924129164305464665230214387148989
f(z) = 163/40*z^3 - 123/40*z + 1
*
-1 | 0.11790749897793801100011110901823189260 | 0.023147483549402067879980818759888996019
f(z) = 163/41*z^3 - 122/41*z + 1
*
-1 | 0.084760216520257805808205637546582433702 | 0.016640041851057644484707596109408747743
f(z) = 163/42*z^3 - 121/42*z + 1
*
-1 | 0.11807883114997043006587397521237848630 | 0.023153318390016629658783599007739446978
f(z) = 164/43*z^3 - 121/43*z + 1
*
-1 | 0.11811668056742335679883921095596030382 | 0.023133165281765255681729782355866610550
f(z) = 165/41*z^3 - 124/41*z + 1
*
-1 | 0.11818276839097893100570273929390779365 | 0.023146108589501969092356098931593319462
f(z) = 165/43*z^3 - 122/43*z + 1
*
-1 | 0.11822038911233058732075548572540874225 | 0.023126109452295336643790037589715422706
f(z) = 166/41*z^3 - 125/41*z + 1
*
-1 | 0.11828612353021990736165904662558187981 | 0.023138968328452873993452224540493294434
f(z) = 166/43*z^3 - 123/43*z + 1
*
-1 | 0.10478839402933780628640360790511939875 | 0.020498561101419670105372873864350587970
f(z) = 166/45*z^3 - 121/45*z + 1
*
-1 | 0.10973332217005674511912676339240424130 | 0.021440690667470706934157166864873472259
f(z) = 167/40*z^3 - 127/40*z + 1
*
-1 | 0.11832351828297480281875442006403734295 | 0.023119121011031771654289510158474239984
f(z) = 167/41*z^3 - 126/41*z + 1
*
-1 | 0.085177209028047398848586743180265028006 | 0.016642694803850511335967345326288716167
f(z) = 167/42*z^3 - 125/42*z + 1
*
-1 | 0.11838890307193696360449516685208048608 | 0.023131896483484186675370537322215428983
f(z) = 167/43*z^3 - 124/43*z + 1
*
-1 | 0.10986409294089379566737998127512044965 | 0.021466241845457633731232915893245077671
f(z) = 167/44*z^3 - 123/44*z + 1
*
-1 | 0.10489082750151913071430454021353113580 | 0.020494520186219000992387232099321214056
f(z) = 167/45*z^3 - 122/45*z + 1
*
-1 | 0.10565027466182961535878043604148938154 | 0.020642907852977798419104364881094002824
f(z) = 167/46*z^3 - 121/46*z + 1
*
[ -6/5 ] 
f(z) = 167/54*z^3 - 131/50*z + 1
*
-1 | 0.11842607453538960515855575230572958121 | 0.023112198877944025587845542640290606475
f(z) = 168/41*z^3 - 127/41*z + 1
*
-1 | 0.11849111341165618406654795440978589636 | 0.023124891956296647689848794660334099288
f(z) = 168/43*z^3 - 125/43*z + 1
*
-1 | 0.11862016922899114182709765212850508422 | 0.023150078670694664927195089860948594557
f(z) = 168/47*z^3 - 121/47*z + 1
*
14/39 | 0.21401098504160426728099370749026137682 | 0.029208050213607737468261348098264517524
f(z) = 169/40*z^3 - 137/45*z + 1
*
5/13 | 0.099822225827828702948758218363712190818 | 0.019458907743625033571070416728197320724
f(z) = 169/40*z^3 - 121/40*z + 1
*
-1 | 0.11852806421801466440891791428215330115 | 0.023105341996950533972584332825096152786
f(z) = 169/41*z^3 - 128/41*z + 1
*
4/13 | 0.10810933231546048391885285267955110374 | 0.021074360006556515660509463970252552137
f(z) = 169/42*z^3 - 121/42*z + 1
*
-1 | 0.11859276083860174517766112294314577302 | 0.023117953672966451363107319968715096763
f(z) = 169/43*z^3 - 126/43*z + 1
*
[ 11/13 ] 
f(z) = 169/44*z^3 - 129/44*z + 1
*
-1 | 0.11006760924118052250443221741042992024 | 0.021456097938345175616388715828038523546
f(z) = 169/44*z^3 - 125/44*z + 1
*
1/13 | 0.091319308563751397823408195566450404353 | 0.017801386272617820420464820960163468316
f(z) = 169/45*z^3 - 136/45*z + 1
*
-1 | 0.10509400405716524379718043080973843164 | 0.020486565115105046303032092996825060096
f(z) = 169/45*z^3 - 124/45*z + 1
*
-1 | 0.10585311317727491081115555924291749306 | 0.020634542524074426003982728433660658166
f(z) = 169/46*z^3 - 123/46*z + 1
*
-1 | 0.11872114243201701952359018540451737002 | 0.023142979818812529636104089207326151894
f(z) = 169/47*z^3 - 122/47*z + 1
*
[ 11/13 ] 
f(z) = 169/55*z^3 - 131/55*z + 1
*
3/13 | 0.10021566762694518244799098797655671426 | 0.019535603565702756492063625861508479437
f(z) = 169/56*z^3 - 121/56*z + 1
*
-1 | 0.11862949357407893801512582694894126517 | 0.023098549335244864512099217436867774404
f(z) = 170/41*z^3 - 129/41*z + 1
*
-1 | 0.11869385153804465859145938089575304619 | 0.023111080583259084571277113345789292587
f(z) = 170/43*z^3 - 127/43*z + 1
*
-1 | 0.11882156595099165140429967811921064845 | 0.023135948072611011980057654908412081475
f(z) = 170/47*z^3 - 123/47*z + 1
*
-1 | 0.11888493124128992008576530168985075166 | 0.023148286035456505278315290927719916555
f(z) = 170/49*z^3 - 121/49*z + 1
*
1/3 | 0.14513931285867453825827519158892289316 | 0.028228084405701129035206351654559059322
f(z) = 171/40*z^3 - 139/40*z + 1
*
-1 | 0.11014085882811960889086702621978533782 | 0.021421249682668269649187402213417562085
f(z) = 171/40*z^3 - 131/40*z + 1
*
-1 | 0.11873036874391813051590541084506872754 | 0.023091819882644767891876511922103253088
f(z) = 171/41*z^3 - 130/41*z + 1
*
-1 | 0.11879439159358685852152630314334757418 | 0.023104271659966478942623797810719971251
f(z) = 171/43*z^3 - 128/43*z + 1
*
-1 | 0.11026890565014123110374886558761514706 | 0.021446153455662066850931744115471043665
f(z) = 171/44*z^3 - 127/44*z + 1
*
-1 | 0.10605439802816191005754088804780242911 | 0.020626475626557664455162831123461605209
f(z) = 171/46*z^3 - 125/46*z + 1
*
-1 | 0.11892144575913715091391354204799269102 | 0.023128982371617303905694051840602732769
f(z) = 171/47*z^3 - 124/47*z + 1
*
-1 | 0.11898448578558636278532506503164159895 | 0.023141243000061085524812762690987251975
f(z) = 171/49*z^3 - 122/49*z + 1
*
-1 | 0.10617982699776537484705566250518820825 | 0.020650870254526823351574808711008254256
f(z) = 171/50*z^3 - 121/50*z + 1
*
[ 1/3 ] 
f(z) = 171/52*z^3 - 123/52*z + 1
*
[ 1/3 ] 
f(z) = 171/53*z^3 - 125/53*z + 1
*
[ 1/3 ] 
f(z) = 171/55*z^3 - 129/55*z + 1
*
[ 1/3 ] 
f(z) = 171/56*z^3 - 131/56*z + 1
*
[ 1/3 ] 
f(z) = 171/58*z^3 - 135/58*z + 1
*
[ 1/3 ] 
f(z) = 171/59*z^3 - 137/59*z + 1
*
-1 | 0.11883069576722856319175594668997692762 | 0.023085152650963209219323761842818990386
f(z) = 172/41*z^3 - 131/41*z + 1
*
-1 | 0.10539463485799536364550349342516171370 | 0.020474938891676036897803059570815524072
f(z) = 172/45*z^3 - 127/45*z + 1
*
-1 | 0.11902078773253508226008932733333057363 | 0.023122081678505205757549846427142557868
f(z) = 172/47*z^3 - 125/47*z + 1
*
-1 | 0.11908350583591475946687163887338936534 | 0.023134265878733527854352131863691191345
f(z) = 172/49*z^3 - 123/49*z + 1
*
-1 | 0.098801235993522369575642155706889860710 | 0.019194044100205638765244838428022920636
f(z) = 172/51*z^3 - 121/51*z + 1
*
-1 | 0.11034130307799037845701557136739324527 | 0.021411810501040324009631047778515163492
f(z) = 173/40*z^3 - 133/40*z + 1
*
-1 | 0.11893048058525953986273220755373368925 | 0.023078546673400512643859380616632881217
f(z) = 173/41*z^3 - 132/41*z + 1
*
-1 | 0.085783157891808617694662362805245339491 | 0.016646284480272793920172005043880117326
f(z) = 173/42*z^3 - 131/42*z + 1
*
-1 | 0.11899384361230034509692352878637475332 | 0.023090842315104245957307927777052112161
f(z) = 173/43*z^3 - 130/43*z + 1
*
-1 | 0.11046803022170100291596387301634583731 | 0.021436401995891097115434453479423980515
f(z) = 173/44*z^3 - 129/44*z + 1
*
-1 | 0.10549376653603157844602578893342036325 | 0.020471142492434996235847752430736436680
f(z) = 173/45*z^3 - 128/45*z + 1
*
-1 | 0.10625287255277428225174744190130133017 | 0.020618447569747758607636595601564518969
f(z) = 173/46*z^3 - 127/46*z + 1
*
-1 | 0.11911959765222724765449818852896804928 | 0.023115244978454631836036786669462340635
f(z) = 173/47*z^3 - 126/47*z + 1
*
-1 | 0.090248792138272481399088959689047653603 | 0.017512844069338521564833273194723211812
f(z) = 173/48*z^3 - 125/48*z + 1
*
-1 | 0.11918199712180961473663179063432559502 | 0.023127353641129375803722810661799337085
f(z) = 173/49*z^3 - 124/49*z + 1
*
-1 | 0.10637702037817803490277842618514161799 | 0.020642538545996086283821940482951097258
f(z) = 173/50*z^3 - 123/50*z + 1
*
-1 | 0.098900445326246133525987625880902663275 | 0.019191703693197398266946982847017095393
f(z) = 173/51*z^3 - 122/51*z + 1
*
-1 | 0.11071763835675637027006293516505082994 | 0.021484838636915229431191991336458325129
f(z) = 173/52*z^3 - 121/52*z + 1
*
[ -6/5 ] 
f(z) = 173/54*z^3 - 139/50*z + 1
*
-1 | 0.11902972904294621551282858204542161979 | 0.023072001003956790803829834587188926220
f(z) = 174/41*z^3 - 133/41*z + 1
*
-1 | 0.11909276725402371518815874210097411632 | 0.023084219948593243392669233264520274569
f(z) = 174/43*z^3 - 131/43*z + 1
*
-1 | 0.11921788120625985415363485736795653632 | 0.023108471278532503334538028808815043047
f(z) = 174/47*z^3 - 127/47*z + 1
*
[ -7/6 ] 
f(z) = 174/49*z^3 - 125/42*z + 1
*
-1 | 0.11927996528086965280536664452782602330 | 0.023120505279140957950228387807313870807
f(z) = 174/49*z^3 - 125/49*z + 1
*
-1 | 0.11940320784576144904123563731786957992 | 0.023144393870703556635903162357529466705
f(z) = 174/53*z^3 - 121/53*z + 1
*
-1 | 0.11912844689098489832893941311451152772 | 0.023065514716863867868565722909571836650
f(z) = 175/41*z^3 - 134/41*z + 1
*
-1 | 0.11919116361309905503032459254273523081 | 0.023077657857437515476790047650107732240
f(z) = 175/43*z^3 - 132/43*z + 1
*
-1 | 0.11066502946187035293535582369956391678 | 0.021426837437331765194257607326421174964
f(z) = 175/44*z^3 - 131/44*z + 1
*
[ 4/5 ] 
f(z) = 175/44*z^3 - 123/44*z + 1
*
-1 | 0.10644923497752139160216529212197754472 | 0.020610580092761422007347660030003751119
f(z) = 175/46*z^3 - 129/46*z + 1
*
-1 | 0.11931564399167288524809351902201245870 | 0.023101759607094194215068443654343481566
f(z) = 175/47*z^3 - 128/47*z + 1
*
-1 | 0.090444523920689504939318920332287111815 | 0.017511766097827640385020170363381186275
f(z) = 175/48*z^3 - 127/48*z + 1
*
-1 | 0.099094208844258239520895700489354078110 | 0.019186508278285867601589299755359439590
f(z) = 175/51*z^3 - 124/51*z + 1
*
[ 4/5 ] 
f(z) = 175/52*z^3 - 125/52*z + 1
*
-1 | 0.11091212690168197466142983359669207618 | 0.021474680163256748706887267248388775082
f(z) = 175/52*z^3 - 123/52*z + 1
*
-1 | 0.11950004288672227810808545721535038139 | 0.023137462711923785290342110042558212428
f(z) = 175/53*z^3 - 122/53*z + 1
*
-1 | 0.093131337915618517884267448759460151835 | 0.018031983974908020308860842761066657740
f(z) = 175/54*z^3 - 121/54*z + 1
*
-1 | 0.11922663978785264293710522708828030024 | 0.023059086906035940197616438784358640410
f(z) = 176/41*z^3 - 135/41*z + 1
*
[ 1/4 ] 
f(z) = 176/41*z^3 - 134/41*z + 1
*
[ 1/4 ] 
f(z) = 176/43*z^3 - 140/43*z + 1
*
-1 | 0.11928903829692578040625663899495378585 | 0.023071155120371971044429297408569217314
f(z) = 176/43*z^3 - 133/43*z + 1
*
-1 | 0.10578800616911519681826532833823343269 | 0.020459981361635490774812561911686467251
f(z) = 176/45*z^3 - 131/45*z + 1
*
-1 | 0.11941289151643643396021290566034147156 | 0.023095109013204732761597190206511905771
f(z) = 176/47*z^3 - 129/47*z + 1
*
-1 | 0.11947435432092158902900098645840271509 | 0.023106996257134728051961159698677070476
f(z) = 176/49*z^3 - 127/49*z + 1
*
-1 | 0.099190841173439883902868637900010946674 | 0.019184053421039160973949743813541434223
f(z) = 176/51*z^3 - 125/51*z + 1
*
-1 | 0.11959637196296496552521228332785564537 | 0.023130595139204660106129228394419287351
f(z) = 176/53*z^3 - 123/53*z + 1
*
-1 | 0.11073578032352981194496977759483751714 | 0.021393465422119210448904145222190278421
f(z) = 177/40*z^3 - 137/40*z + 1
*
-1 | 0.11932431330177292293863708970567315723 | 0.023052716684538252129240960162443985958
f(z) = 177/41*z^3 - 136/41*z + 1
*
-1 | 0.11938639682369465503700046783079940577 | 0.023064710835621447553491518577887754043
f(z) = 177/43*z^3 - 134/43*z + 1
*
-1 | 0.11085994839468258106098800261474547478 | 0.021417453922755382504538959495429230962
f(z) = 177/44*z^3 - 133/44*z + 1
*
-1 | 0.10664287778518681084308740951238191351 | 0.020602742056335158011966986424400821486
f(z) = 177/46*z^3 - 131/46*z + 1
*
-1 | 0.11950962920133568873827928554122110635 | 0.023088518566078996869944933337004121046
f(z) = 177/47*z^3 - 130/47*z + 1
*
-1 | 0.11957078603483148856670208054830209533 | 0.023100333686710252203941172107592425638
f(z) = 177/49*z^3 - 128/49*z + 1
*
-1 | 0.10676584455961697906023283282868517251 | 0.020626498473900965803486332248362723922
f(z) = 177/50*z^3 - 127/50*z + 1
*
-1 | 0.11110458541023904223895024204942509166 | 0.021464716275700264560072673475387299283
f(z) = 177/52*z^3 - 125/52*z + 1
*
-1 | 0.11969220035540749343110975898731044513 | 0.023123790179827508272739842155076676329
f(z) = 177/53*z^3 - 124/53*z + 1
*
-1 | 0.11975246536421878003863047842650987304 | 0.023135433005465266623211458197060174685
f(z) = 177/55*z^3 - 122/55*z + 1
*
-1 | 0.11122511634107416481756767724657687867 | 0.021488002103402777492727126165806411980
f(z) = 177/56*z^3 - 121/56*z + 1
*
-1 | 0.11942147291262910414346545844495500150 | 0.023046403184073096234342709141467139421
f(z) = 178/41*z^3 - 137/41*z + 1
*
-1 | 0.11948324462427455604658720010450936703 | 0.023058324120377348073399200447063590376
f(z) = 178/43*z^3 - 135/43*z + 1
*
-1 | 0.10598159178222530277448372511785060375 | 0.020452724579020936853727932011921650639
f(z) = 178/45*z^3 - 133/45*z + 1
*
-1 | 0.11960586238180620074145342098640379745 | 0.023081987354540174696217106965154909512
f(z) = 178/47*z^3 - 131/47*z + 1
*
-1 | 0.11966671629141235294285744443489294218 | 0.023093731169968883988279210902866005794
f(z) = 178/49*z^3 - 129/49*z + 1
*
-1 | 0.099382599991233331785127548823796201107 | 0.019179226424004407633280686057832923908
f(z) = 178/51*z^3 - 127/51*z + 1
*
-1 | 0.11978753326242770687041509447196015186 | 0.023117046881604223089712749987280625794
f(z) = 178/53*z^3 - 125/53*z + 1
*
-1 | 0.11984750374014327627893245963413507538 | 0.023128620209037436507410262447273584690
f(z) = 178/55*z^3 - 123/55*z + 1
*
-1 | 0.099563548643063123406306586484648084971 | 0.019214146572650831115095691092830570532
f(z) = 178/57*z^3 - 121/57*z + 1
*
-1 | 0.11092990356628056216706460103435025253 | 0.021384548541074128983192093309275732017
f(z) = 179/40*z^3 - 139/40*z + 1
*
-1 | 0.11951812401382737602540366233572985763 | 0.023040145554482477622041588081304334875
f(z) = 179/41*z^3 - 138/41*z + 1
*
-1 | 0.086368163227808261181244329226924783854 | 0.016649650991943134240263319235004733087
f(z) = 179/42*z^3 - 137/42*z + 1
*
-1 | 0.11957958704404951644546696020378815556 | 0.023051994110291250493441613152330897107
f(z) = 179/43*z^3 - 136/43*z + 1
*
-1 | 0.11105283062464970042147651501313809135 | 0.021408245845066966398084157943047871571
f(z) = 179/44*z^3 - 135/44*z + 1
*
-1 | 0.10607762849646692683837625224597435515 | 0.020449149623116224362871313391943252642
f(z) = 179/45*z^3 - 134/45*z + 1
*
-1 | 0.10683514847328885199459814835546515548 | 0.020595180785087827268777908239615661093
f(z) = 179/46*z^3 - 133/46*z + 1
*
-1 | 0.11970159630972100106123514444306363080 | 0.023075514486495794188830437732420536491
f(z) = 179/47*z^3 - 132/47*z + 1
*
-1 | 0.090830899464829017133805068195608557103 | 0.017509956433654433724802624870610399984
f(z) = 179/48*z^3 - 131/48*z + 1
*
-1 | 0.11976215029699593705525574576254362450 | 0.023087187801252285796324653194956472276
f(z) = 179/49*z^3 - 130/49*z + 1
*
-1 | 0.10695690952812929587832543826293232689 | 0.020618653312368012714545721953019840751
f(z) = 179/50*z^3 - 129/50*z + 1
*
-1 | 0.099478770501117723529908494922312563993 | 0.019177052608870783756373367461935924999
f(z) = 179/51*z^3 - 128/51*z + 1
*
-1 | 0.11129505598380893965703311118189358540 | 0.021454940918120238193354101305567319896
f(z) = 179/52*z^3 - 127/52*z + 1
*
-1 | 0.11988237580157979212919300810449931444 | 0.023110364312328151167872096504787955259
f(z) = 179/53*z^3 - 126/53*z + 1
*
-1 | 0.093513729567508845766006597046541493291 | 0.018027139886571910345807619138054769508
f(z) = 179/54*z^3 - 125/54*z + 1
*
-1 | 0.11994205463172934528337690264719900684 | 0.023121868918382776518639584071718888665
f(z) = 179/55*z^3 - 124/55*z + 1
*
-1 | 0.11141441453220602100915787389290659407 | 0.021477950301432867298670030200610935281
f(z) = 179/56*z^3 - 123/56*z + 1
*
-1 | 0.099657810544063272540537478808814115601 | 0.019211567111868412784622044923340568970
f(z) = 179/57*z^3 - 122/57*z + 1
*
-1 | 0.10719498159098350514288324168959302985 | 0.020664547732363948085627984887295969138
f(z) = 179/58*z^3 - 121/58*z + 1
*
[ 6/13 ] 
f(z) = 169/44*z^3 - 131/66*z + 1
*
[ 14/39 ] 
f(z) = 169/56*z^3 - 137/63*z + 1
*
[ 3/8 ] 
f(z) = 176/45*z^3 - 133/60*z + 1
*
[ 7/12 ] 
f(z) = 176/49*z^3 - 122/63*z + 1
*
[ 2/3 ] 
f(z) = 179/56*z^3 - 121/63*z + 1
*
[ -7/3 ] 
f(z) = 162/49*z^3 - 116/7*z + 1
*
[ 14/9 ] 
f(z) = 162/49*z^3 - 107/14*z + 1
*
[ 3/2 ] 
f(z) = 164/45*z^3 - 118/15*z + 1
*
-22/13 | 0.082137860933257246315343440333776703246 | 0.013396644386591797029904019127268620398
f(z) = 169/48*z^3 - 115/12*z + 1
*
[ 21/13 ] 
f(z) = 169/54*z^3 - 109/14*z + 1
*
[ 18/13 ] 
f(z) = 169/54*z^3 - 103/18*z + 1
*
[ -3/2 ] 
f(z) = 172/45*z^3 - 104/15*z + 1
*
21/10 | 0.18758613839778787778165942560044903440 | 0.023279459786665434574131425154940525511
f(z) = 175/54*z^3 - 117/8*z + 1
*
-3/35 | 0.21150380156321278824267899288804301539 | 0.026247644337006838135294580814919479798
f(z) = 175/54*z^3 - 117/14*z + 1
*
[ -3/2 ] 
f(z) = 176/45*z^3 - 107/15*z + 1
*
2/5 | 0.15266377010493434142718291421161107434 | 0.022704874258628744709330303399711545167
f(z) = 165/56*z^3 - 104/35*z + 1
*
[ -14/13 ] 
f(z) = 169/40*z^3 - 104/35*z + 1
*
-14/13 | 0.11639633419021240088285599095070664790 | 0.017585877684567492846766382722802355945
f(z) = 169/49*z^3 - 107/28*z + 1
*
[ -4/3 ] 
f(z) = 171/40*z^3 - 117/20*z + 1
*
[ -4/3 ] 
f(z) = 171/56*z^3 - 103/28*z + 1
*
-1 | 0.11758921342133573227111553278510241232 | 0.023169494819739110870309157768941284817
f(z) = 160/41*z^3 - 119/41*z + 1
*
-1 | 0.11765712713710407312564666927578084797 | 0.023182876374389414386426244830926942326
f(z) = 160/43*z^3 - 117/43*z + 1
*
-1 | 0.11779184436817997484047476336127791202 | 0.023209420732470615380581715255968404477
f(z) = 160/47*z^3 - 113/47*z + 1
*
-1 | 0.11785865818844891197620226712718510574 | 0.023222585566366232183834624548985437618
f(z) = 160/49*z^3 - 111/49*z + 1
*
[ 7/16 ] 
f(z) = 160/49*z^3 - 107/56*z + 1
*
-1 | 0.097581477103534804065193918214963673295 | 0.019227218742859738429264018199548024239
f(z) = 160/51*z^3 - 109/51*z + 1
*
[ 3/4 ] 
f(z) = 160/51*z^3 - 107/51*z + 1
*
-1 | 0.11799122118472191419179726611307469392 | 0.023248705459220954969610580673817582965
f(z) = 160/53*z^3 - 107/53*z + 1
*
[ 3/4 ] 
f(z) = 160/57*z^3 - 109/57*z + 1
*
-1 | 0.097778758306447316518701803796105557119 | 0.019266090554958143019047417226650337729
f(z) = 160/57*z^3 - 103/57*z + 1
*
-1 | 0.11818747580079197884102400491898702704 | 0.023287374995125514461172174379517252179
f(z) = 160/59*z^3 - 101/59*z + 1
*
[ 2/3 ] 
f(z) = 161/40*z^3 - 103/45*z + 1
*
-1 | 0.11769591961944566369556629236198424591 | 0.023162084960307136097065706029532158833
f(z) = 161/41*z^3 - 120/41*z + 1
*
-1 | 0.11776346009045701222745105149916327620 | 0.023175376654130356372310623593118124674
f(z) = 161/43*z^3 - 118/43*z + 1
*
-1 | 0.10923971944327594087008616769355559552 | 0.021497938679322159088047325623543924611
f(z) = 161/44*z^3 - 117/44*z + 1
*
-1 | 0.10426751799277688980986528649212026874 | 0.020519429374933380305376442396687155757
f(z) = 161/45*z^3 - 116/45*z + 1
*
-1 | 0.11789744247796814795523203979897672922 | 0.023201743850654686786432502503482242788
f(z) = 161/47*z^3 - 114/47*z + 1
*
-1 | 0.089028668305879219554759018507934047721 | 0.017520484872128737859231396778572563689
f(z) = 161/48*z^3 - 113/48*z + 1
*
-1 | 0.10516158119298786593128572883035581666 | 0.020695377427084453274950272134678734780
f(z) = 161/50*z^3 - 111/50*z + 1
*
-1 | 0.097685321750829272795514658559668793993 | 0.019224079552489611284479560853390893702
f(z) = 161/51*z^3 - 110/51*z + 1
*
-1 | 0.10950553996849386385253884703225205182 | 0.021550251092608861918797494128033249068
f(z) = 161/52*z^3 - 109/52*z + 1
*
-1 | 0.11809574495892512938880692270278674742 | 0.023240768983612706703279876306748175394
f(z) = 161/53*z^3 - 108/53*z + 1
*
-1 | 0.091729317947262958957510555327300397644 | 0.018051961890567516833153823845413764783
f(z) = 161/54*z^3 - 107/54*z + 1
*
-1 | 0.11816115283489049896849482996722147747 | 0.023253640991283674564174314393940807667
f(z) = 161/55*z^3 - 106/55*z + 1
*
-1 | 0.097882583606105983559862388466896956968 | 0.019262899894487194843480585134717310232
f(z) = 161/57*z^3 - 104/57*z + 1
*
-1 | 0.10542257208546473054774287201529767402 | 0.020746739388017011852672144623624845687
f(z) = 161/58*z^3 - 103/58*z + 1
*
-1 | 0.11829095697639496771566823990465345395 | 0.023279185925750795178560737188617640785
f(z) = 161/59*z^3 - 102/59*z + 1
*
-1 | 0.11786918378710856644811300373383066767 | 0.023167951232853599327719189020617762274
f(z) = 162/43*z^3 - 119/43*z + 1
*
[ 1/3 ] 
f(z) = 162/43*z^3 - 104/43*z + 1
*
-1 | 0.11800243934851531929102691525708727525 | 0.023194143476228714932810735107101273771
f(z) = 162/47*z^3 - 115/47*z + 1
*
[ 1/3 ] 
f(z) = 162/47*z^3 - 112/47*z + 1
*
[ 1/3 ] 
f(z) = 162/49*z^3 - 116/49*z + 1
*
-1 | 0.11806853357145575902156342075436230378 | 0.023207134723683377778327876706729291184
f(z) = 162/49*z^3 - 113/49*z + 1
*
[ 7/12 ] 
f(z) = 162/49*z^3 - 103/56*z + 1
*
-1 | 0.11819967908833430291235450974378778177 | 0.023232912224144713732606296365005324546
f(z) = 162/53*z^3 - 109/53*z + 1
*
-1 | 0.11826473975555504071604520105984671484 | 0.023245700319530777032373456858427858207
f(z) = 162/55*z^3 - 107/55*z + 1
*
-1 | 0.11839385961950099129326163657581170756 | 0.023271079664792856049407666393872386350
f(z) = 162/59*z^3 - 103/59*z + 1
*
[ 2/3 ] 
f(z) = 163/40*z^3 - 104/45*z + 1
*
-1 | 0.11797430519174849620716975641363793093 | 0.023160598879203655765656069773661928300
f(z) = 163/43*z^3 - 120/43*z + 1
*
-1 | 0.10945020028916813395968625811221529338 | 0.021487155037919430483434250084276537509
f(z) = 163/44*z^3 - 119/44*z + 1
*
-1 | 0.10447763647219149321909978864161366855 | 0.020510946228899099599660939110848987720
f(z) = 163/45*z^3 - 118/45*z + 1
*
-1 | 0.10523778168561056335411001421340942561 | 0.020660177185159710145584976292023008200
f(z) = 163/46*z^3 - 117/46*z + 1
*
-1 | 0.11810684181325278486178053113155763006 | 0.023186618337614336590878372276802840539
f(z) = 163/47*z^3 - 116/47*z + 1
*
-1 | 0.089238744441652625786653876447348214826 | 0.017519262021824066886285857946671529839
f(z) = 163/48*z^3 - 115/48*z + 1
*
-1 | 0.11817258205493761584732105903656149623 | 0.023199524396822818950906532366527699480
f(z) = 163/49*z^3 - 114/49*z + 1
*
-1 | 0.10536991549906365297676284802049188192 | 0.020686117564692291445216551927303633512
f(z) = 163/50*z^3 - 113/50*z + 1
*
-1 | 0.097894338239299258346837752901321383900 | 0.019218519632901213057233478608890963289
f(z) = 163/51*z^3 - 112/51*z + 1
*
-1 | 0.10971317316423069804331187157974146708 | 0.021538781612583597114092693620585718501
f(z) = 163/52*z^3 - 111/52*z + 1
*
-1 | 0.11830303021835862874125999553974371647 | 0.023225133851208774538352574293390459425
f(z) = 163/53*z^3 - 110/53*z + 1
*
-1 | 0.091936909132296785522139908480566052468 | 0.018048963044504138025634637980056672795
f(z) = 163/54*z^3 - 109/54*z + 1
*
-1 | 0.11836774737215054710393963857853532410 | 0.023237839058814296355998251681870950024
f(z) = 163/55*z^3 - 108/55*z + 1
*
-1 | 0.10984260859031885802791094344159573133 | 0.021564192247378302916815807805683403618
f(z) = 163/56*z^3 - 107/56*z + 1
*
-1 | 0.098088494174847053689006565114298118563 | 0.019256636134082807000475760244703485613
f(z) = 163/57*z^3 - 106/57*z + 1
*
-1 | 0.10562814316084937345493634903035555651 | 0.020736812563780550948476770136428708076
f(z) = 163/58*z^3 - 105/58*z + 1
*
-1 | 0.11849619019723376840713597154401661172 | 0.023263054827161726932996142004560341336
f(z) = 163/59*z^3 - 104/59*z + 1
*
-1 | 0.10458180501316894980429717389344981581 | 0.020506773362256003169714826322298302544
f(z) = 164/45*z^3 - 119/45*z + 1
*
-1 | 0.11821065658938249506474918136370555417 | 0.023179167192387774674016013187472113181
f(z) = 164/47*z^3 - 117/47*z + 1
*
-1 | 0.11827604664438231760495547771012923644 | 0.023191989107613448630260845443890450528
f(z) = 164/49*z^3 - 115/49*z + 1
*
-1 | 0.097996422531633821784832411674496087422 | 0.019215488075722585355741437622128298172
f(z) = 164/51*z^3 - 113/51*z + 1
*
-1 | 0.11840580488225130813353129579713377390 | 0.023217432565732478317256616063773205910
f(z) = 164/53*z^3 - 111/53*z + 1
*
-1 | 0.11847018215876874254029886675484852918 | 0.023230055891740822472930372168007989407
f(z) = 164/55*z^3 - 109/55*z + 1
*
-1 | 0.098190592385407981241112252478204822201 | 0.019253561593239592144436226362795010940
f(z) = 164/57*z^3 - 107/57*z + 1
*
-1 | 0.11859795506838917937377499626149548335 | 0.023255110059615362224642155986243560880
f(z) = 164/59*z^3 - 105/59*z + 1
*
-1 | 0.10544518112687179067333684583347823797 | 0.020651450679577888751523877253981170813
f(z) = 165/46*z^3 - 119/46*z + 1
*
-1 | 0.11831389028050580446744842108056563859 | 0.023171788826433035578561771202858270359
f(z) = 165/47*z^3 - 118/47*z + 1
*
-1 | 0.11837893388231066142131505971958650180 | 0.023184527623221472148002493117650356122
f(z) = 165/49*z^3 - 116/49*z + 1
*
-1 | 0.10991849303608698990021241150540857453 | 0.021527549324203230949146662850876122542
f(z) = 165/52*z^3 - 113/52*z + 1
*
-1 | 0.11850800950362777010690908320713874183 | 0.023209807098291640505147694181748384473
f(z) = 165/53*z^3 - 112/53*z + 1
*
-1 | 0.11004657607673890949105852159334460232 | 0.021552634402237578468698912124182902828
f(z) = 165/56*z^3 - 109/56*z + 1
*
-1 | 0.10583209639220708573885327623772542845 | 0.020727228078164113608702065871283613800
f(z) = 165/58*z^3 - 107/58*z + 1
*
-1 | 0.11869916048585035556206336232868359198 | 0.023247244039833548442303168761863261355
f(z) = 165/59*z^3 - 106/59*z + 1
*
-1 | 0.11841654937917813528775345379360575936 | 0.023164482053124770877924350493936223724
f(z) = 166/47*z^3 - 119/47*z + 1
*
-1 | 0.11848125020151012249426236160889242509 | 0.023177138738745060264832436596402436574
f(z) = 166/49*z^3 - 117/49*z + 1
*
-1 | 0.098201977326196908100107951161809177204 | 0.019210135350845181701715595893228272555
f(z) = 166/51*z^3 - 115/51*z + 1
*
-1 | 0.11860965039891341155901174433714449047 | 0.023202256208253837894363158633739643734
f(z) = 166/53*z^3 - 113/53*z + 1
*
-1 | 0.11867335859899874428502266574494811987 | 0.023214718718479398179352857783184817966
f(z) = 166/55*z^3 - 111/55*z + 1
*
-1 | 0.098393106205393223650554867360658611886 | 0.019247523718562265336687003610471881604
f(z) = 166/57*z^3 - 109/57*z + 1
*
-1 | 0.11879981259893563426881207454761072691 | 0.023239455475524262673160868311348718675
f(z) = 166/59*z^3 - 107/59*z + 1
*
[ 2/3 ] 
f(z) = 167/40*z^3 - 106/45*z + 1
*
-1 | 0.11851864026939205139003884454200836455 | 0.023157245712539589715562751842432481669
f(z) = 167/47*z^3 - 120/47*z + 1
*
-1 | 0.089648818258565377473497524329346778649 | 0.017516398328006678920444263657048691961
f(z) = 167/48*z^3 - 119/48*z + 1
*
-1 | 0.11858300192748262035687749862323084048 | 0.023169821276412766207079744041090959858
f(z) = 167/49*z^3 - 118/49*z + 1
*
-1 | 0.10577899909871522274180435908602391506 | 0.020668059199697544205077583288854327516
f(z) = 167/50*z^3 - 117/50*z + 1
*
-1 | 0.098303393237726595806967012489250191068 | 0.019207407597725679038666859396757728070
f(z) = 167/51*z^3 - 116/51*z + 1
*
-1 | 0.11012155078122756381625048599928525272 | 0.021516546290865353875293333924507143895
f(z) = 167/52*z^3 - 115/52*z + 1
*
-1 | 0.11871073377972321636854678266169303986 | 0.023194778682951771003561157975457208122
f(z) = 167/53*z^3 - 114/53*z + 1
*
-1 | 0.092343289791581557651766166563266969749 | 0.018042868587990020027422572765191913893
f(z) = 167/54*z^3 - 113/54*z + 1
*
-1 | 0.11877411266852681637702081576498414395 | 0.023207162224457787795967830291164733543
f(z) = 167/55*z^3 - 112/55*z + 1
*
-1 | 0.11024830961289675031241628608533256657 | 0.021541313579829568160669454211193442694
f(z) = 167/56*z^3 - 111/56*z + 1
*
-1 | 0.098492500504104495357801708458249419801 | 0.019244357088738955914771113773508965835
f(z) = 167/57*z^3 - 110/57*z + 1
*
-1 | 0.10603252519538979146167021579640648074 | 0.020717595425407604568239041773175675950
f(z) = 167/58*z^3 - 109/58*z + 1
*
-1 | 0.11889991745568161123015733108526704965 | 0.023231743103561154450493447912930564800
f(z) = 167/59*z^3 - 108/59*z + 1
*
-1 | 0.11881126575517552102441363517072260275 | 0.023187373336885240774396800972093473087
f(z) = 168/53*z^3 - 115/53*z + 1
*
-1 | 0.11887431874453873066973708114221942735 | 0.023199678846763269395612739346857308577
f(z) = 168/55*z^3 - 113/55*z + 1
*
-1 | 0.11899948100506343682775730325102822299 | 0.023224105689150885605633699416069910770
f(z) = 168/59*z^3 - 109/59*z + 1
*
[ 1/2 ] 
f(z) = 168/59*z^3 - 101/59*z + 1
*
[ 2/3 ] 
f(z) = 169/40*z^3 - 107/45*z + 1
*
[ -14/13 ] 
f(z) = 169/42*z^3 - 115/42*z + 1
*
9/13 | 0.10810780514773645937005875217092273701 | 0.021074062307165379153484955103759223151
f(z) = 169/42*z^3 - 109/42*z + 1
*
[ 4/13 ] 
f(z) = 169/44*z^3 - 115/44*z + 1
*
[ 9/13 ] 
f(z) = 169/45*z^3 - 101/45*z + 1
*
-1 | 0.11878483637953914156408862399479837830 | 0.023155396038130239338125000998945989996
f(z) = 169/49*z^3 - 120/49*z + 1
*
-1 | 0.10598115429941509532786574909913905369 | 0.020659502299940508495555772231300944144
f(z) = 169/50*z^3 - 119/50*z + 1
*
-1 | 0.098504566529810819274034063559932645817 | 0.019202049007957453645875333406487297471
f(z) = 169/51*z^3 - 118/51*z + 1
*
-1 | 0.11891125233414210659932161800412554344 | 0.023180039010950582972057552283969762941
f(z) = 169/53*z^3 - 116/53*z + 1
*
-1 | 0.092544135485742990805922469657950433848 | 0.018040148671264897830614741254314701496
f(z) = 169/54*z^3 - 115/54*z + 1
*
-1 | 0.11897398278274925939476084760793198365 | 0.023192267410007404015691034858459641987
f(z) = 169/55*z^3 - 114/55*z + 1
*
[ 5/13 ] 
f(z) = 169/55*z^3 - 113/55*z + 1
*
-1 | 0.11044785783047596034947544620778476651 | 0.021530221933852003073634356052765514685
f(z) = 169/56*z^3 - 113/56*z + 1
*
-1 | 0.098691728354100593999601612772672401358 | 0.019238533514707131519777311911895631021
f(z) = 169/57*z^3 - 112/57*z + 1
*
-1 | 0.10623143419217967111733278134375295550 | 0.020708290766667249496486732096079590017
f(z) = 169/58*z^3 - 111/58*z + 1
*
-1 | 0.11909850909915441957174750887153197975 | 0.023216542025029121367246234491664778979
f(z) = 169/59*z^3 - 110/59*z + 1
*
-1 | 0.11901069942743671301726095099237155417 | 0.023172774571696457036075425173030821735
f(z) = 170/53*z^3 - 117/53*z + 1
*
-1 | 0.098791573616435985415198025504564187841 | 0.019235874387854048959678041761535857653
f(z) = 170/57*z^3 - 113/57*z + 1
*
-1 | 0.11919700749522692157239074424334667342 | 0.023209050930684021648967158900473555248
f(z) = 170/59*z^3 - 111/59*z + 1
*
[ 1/3 ] 
f(z) = 171/41*z^3 - 101/41*z + 1
*
[ 1/3 ] 
f(z) = 171/43*z^3 - 105/43*z + 1
*
[ 1/3 ] 
f(z) = 171/44*z^3 - 107/44*z + 1
*
[ 1/3 ] 
f(z) = 171/46*z^3 - 111/46*z + 1
*
[ 1/3 ] 
f(z) = 171/47*z^3 - 113/47*z + 1
*
[ 1/3 ] 
f(z) = 171/49*z^3 - 117/49*z + 1
*
[ 1/3 ] 
f(z) = 171/50*z^3 - 119/50*z + 1
*
[ 5/6 ] 
f(z) = 171/50*z^3 - 103/40*z + 1
*
[ 2/3 ] 
f(z) = 171/50*z^3 - 101/50*z + 1
*
-1 | 0.11052107631736444502671066466916475105 | 0.021495198023524601104269779391200798255
f(z) = 171/52*z^3 - 119/52*z + 1
*
-1 | 0.11910961284994399136931706306572530655 | 0.023165578910604936733389126152929233708
f(z) = 171/53*z^3 - 118/53*z + 1
*
-1 | 0.11917170808597154309418149655988735377 | 0.023177655787153776632628321811821749136
f(z) = 171/55*z^3 - 116/55*z + 1
*
-1 | 0.11064526778388981610665819383159418814 | 0.021519351970036388360734703603800693241
f(z) = 171/56*z^3 - 115/56*z + 1
*
-1 | 0.10642821788734020346243674425130259155 | 0.020699179695011447974030628468515164107
f(z) = 171/58*z^3 - 113/58*z + 1
*
[ 2/3 ] 
f(z) = 171/58*z^3 - 105/58*z + 1
*
-1 | 0.11929498185779645527266539459842465424 | 0.023201631251606134253067544211886523483
f(z) = 171/59*z^3 - 112/59*z + 1
*
-1 | 0.11920799832269083332981568938890750997 | 0.023158450943396897965857081666879843117
f(z) = 172/53*z^3 - 119/53*z + 1
*
-1 | 0.11926978078600254138699039598805290792 | 0.023170453377511204073298804600208704723
f(z) = 172/55*z^3 - 117/55*z + 1
*
-1 | 0.098987620921109183340082587771519827796 | 0.019230252964231889262544019405559940420
f(z) = 172/57*z^3 - 115/57*z + 1
*
-1 | 0.11939243776061081853762739374284401557 | 0.023194281858563641787509054931215057601
f(z) = 172/59*z^3 - 113/59*z + 1
*
[ 1/2 ] 
f(z) = 172/59*z^3 - 102/59*z + 1
*
[ 2/3 ] 
f(z) = 173/40*z^3 - 109/45*z + 1
*
-1 | 0.11930586147486194334430068389593937429 | 0.023151389609360744627893825623096350390
f(z) = 173/53*z^3 - 120/53*z + 1
*
-1 | 0.092937462194185451801000623424764496697 | 0.018034582458600967018435102296148471206
f(z) = 173/54*z^3 - 119/54*z + 1
*
-1 | 0.11936733432230240896655989144623467009 | 0.023163318460331665970130757007750436206
f(z) = 173/55*z^3 - 118/55*z + 1
*
-1 | 0.11084058501798893670562998960033243390 | 0.021508696526378313145929299634167032486
f(z) = 173/56*z^3 - 117/56*z + 1
*
-1 | 0.099084867734095076068587193268491249529 | 0.019227490996218607506244703785479082734
f(z) = 173/57*z^3 - 116/57*z + 1
*
-1 | 0.10662357357153603392285554342738030773 | 0.020690382373351256003736491986202972901
f(z) = 173/58*z^3 - 115/58*z + 1
*
-1 | 0.11948938068858603612519913527737349348 | 0.023187001646901961601449199426363131752
f(z) = 173/59*z^3 - 114/59*z + 1
*
-1 | 0.11946437418627451735431862055406050265 | 0.023156249983298895737107880220969649873
f(z) = 174/55*z^3 - 119/55*z + 1
*
-1 | 0.11958581603969080944748870558963256456 | 0.023179789535866743135139472804342746772
f(z) = 174/59*z^3 - 115/59*z + 1
*
3/5 | 0.16914151824621802637415639338392571731 | 0.023786914153119640795288795386654214796
f(z) = 175/54*z^3 - 113/42*z + 1
*
[ 24/35 ] 
f(z) = 175/54*z^3 - 111/56*z + 1
*
[ 2/5 ] 
f(z) = 175/54*z^3 - 109/54*z + 1
*
[ 6/7 ] 
f(z) = 175/54*z^3 - 107/42*z + 1
*
-1 | 0.099277834904722657839557215696641970604 | 0.019222061747760019650817451858069733750
f(z) = 175/57*z^3 - 118/57*z + 1
*
[ 3/5 ] 
f(z) = 175/57*z^3 - 101/57*z + 1
*
-1 | 0.10681624068781347821436906356474222907 | 0.020681639321961830621327022086205893347
f(z) = 175/58*z^3 - 117/58*z + 1
*
[ 2/5 ] 
f(z) = 175/58*z^3 - 115/58*z + 1
*
-1 | 0.11968174912678111323019718382659419166 | 0.023172644467949349890435350391183719093
f(z) = 175/59*z^3 - 116/59*z + 1
*
[ 3/4 ] 
f(z) = 176/51*z^3 - 116/51*z + 1
*
-1 | 0.099373565894632255413340776825952363863 | 0.019219393385608768587222609674947967136
f(z) = 176/57*z^3 - 119/57*z + 1
*
[ 3/4 ] 
f(z) = 176/57*z^3 - 118/57*z + 1
*
[ 1/2 ] 
f(z) = 176/57*z^3 - 101/57*z + 1
*
-1 | 0.11977718517938651705600535573444036636 | 0.023165565408253953885583473447042198994
f(z) = 176/59*z^3 - 117/59*z + 1
*
[ 1/2 ] 
f(z) = 176/59*z^3 - 103/59*z + 1
*
-1 | 0.10700626158829410029030398202262985248 | 0.020672945551574195010477322762008636664
f(z) = 177/58*z^3 - 119/58*z + 1
*
-1 | 0.11996658669302098460067445506424399637 | 0.023151601283357106979028905099852688699
f(z) = 178/59*z^3 - 119/59*z + 1
*
[ 2/3 ] 
f(z) = 179/40*z^3 - 112/45*z + 1
*
-1 | 0.12006056221190821524029612956643447917 | 0.023144714256018052448374098941340340944
f(z) = 179/59*z^3 - 120/59*z + 1
*
[ 7/12 ] 
f(z) = 160/49*z^3 - 115/63*z + 1
*
[ 2/3 ] 
f(z) = 163/56*z^3 - 113/63*z + 1
*
[ 2/3 ] 
f(z) = 167/56*z^3 - 115/63*z + 1
*
[ 15/26 ] 
f(z) = 169/45*z^3 - 119/60*z + 1
*
[ 2/3 ] 
f(z) = 169/56*z^3 - 116/63*z + 1
*
[ 2/3 ] 
f(z) = 173/56*z^3 - 118/63*z + 1
*
-2 | 0.10701175474339372089967752900819192391 | 0.016467699044433712478810707577578504171
f(z) = 161/40*z^3 - 83/5*z + 1
*
[ -14/9 ] 
f(z) = 162/49*z^3 - 89/14*z + 1
*
-2 | 0.10725032581488204224223535733736205470 | 0.016474050675885106296737362983072046940
f(z) = 163/40*z^3 - 84/5*z + 1
*
-2 | 0.10689969752312390016999075043451643778 | 0.016390398117781432227677399445835009186
f(z) = 163/56*z^3 - 85/7*z + 1
*
[ -3/2 ] 
f(z) = 164/45*z^3 - 98/15*z + 1
*
-2 | 0.10714177791778582753683780890546208183 | 0.016398108444483351607505268086727150306
f(z) = 165/56*z^3 - 86/7*z + 1
*
-2 | 0.10771829775565559411144458400510172186 | 0.016486345124940891687664050555781306602
f(z) = 167/40*z^3 - 86/5*z + 1
*
[ 2 ] 
f(z) = 167/40*z^3 - 81/5*z + 1
*
-2 | 0.10738062302658757750052507900223604564 | 0.016405635848200233592126362367204644317
f(z) = 167/56*z^3 - 87/7*z + 1
*
-2 | 0.10794785556701028220184303365457028962 | 0.016492297763889810862789610092256647651
f(z) = 169/40*z^3 - 87/5*z + 1
*
[ 2 ] 
f(z) = 169/40*z^3 - 82/5*z + 1
*
15/13 | 0.14295054176490883947664411833370299070 | 0.025636988272408506900887977098914564666
f(z) = 169/45*z^3 - 88/15*z + 1
*
15/13 | 0.081295345911039930426027578548610182408 | 0.014766657626418868905725508160588910540
f(z) = 169/45*z^3 - 82/15*z + 1
*
9/13 | 0.16097460197256642432774027392763332751 | 0.028811068168685541226665940671459617916
f(z) = 169/54*z^3 - 89/18*z + 1
*
-2 | 0.10761632147990973357145317184217155869 | 0.016412987542706527568301238452000431038
f(z) = 169/56*z^3 - 88/7*z + 1
*
[ 2 ] 
f(z) = 169/56*z^3 - 81/7*z + 1
*
-2 | 0.10817456084623478279499014615715548639 | 0.016498126819345451613681088485964736108
f(z) = 171/40*z^3 - 88/5*z + 1
*
[ 2 ] 
f(z) = 171/40*z^3 - 83/5*z + 1
*
[ 5/3 ] 
f(z) = 171/50*z^3 - 91/10*z + 1
*
-2 | 0.10784895817492319194662973866169240574 | 0.016420170349614246480524953560710479656
f(z) = 171/56*z^3 - 89/7*z + 1
*
[ 2 ] 
f(z) = 171/56*z^3 - 82/7*z + 1
*
-2 | 0.10839848471845019429481088111033730178 | 0.016503836614073778083475273588797298652
f(z) = 173/40*z^3 - 89/5*z + 1
*
[ 2 ] 
f(z) = 173/40*z^3 - 84/5*z + 1
*
-2 | 0.10807861448997387235376988799115616453 | 0.016427190725394654740749861173644352758
f(z) = 173/56*z^3 - 90/7*z + 1
*
[ 2 ] 
f(z) = 173/56*z^3 - 83/7*z + 1
*
6/35 | 0.21274907682199797956020647142815100147 | 0.027577183562695216348078817215585864885
f(z) = 175/54*z^3 - 83/14*z + 1
*
-2 | 0.10883825952533053652932973281424789876 | 0.016514914679825152127981517048805523521
f(z) = 177/40*z^3 - 91/5*z + 1
*
[ 2 ] 
f(z) = 177/40*z^3 - 86/5*z + 1
*
[ -2 ] 
f(z) = 177/40*z^3 - 81/5*z + 1
*
-2 | 0.10852929507748780529032191349235700089 | 0.016440768330370833456470069476938035832
f(z) = 177/56*z^3 - 92/7*z + 1
*
[ 2 ] 
f(z) = 177/56*z^3 - 85/7*z + 1
*
-2 | 0.10905423988731587983020653284137448387 | 0.016520290601278904327971907882454784585
f(z) = 179/40*z^3 - 92/5*z + 1
*
[ 2 ] 
f(z) = 179/40*z^3 - 87/5*z + 1
*
[ -2 ] 
f(z) = 179/40*z^3 - 82/5*z + 1
*
-2 | 0.10875046623086512231127224066498073322 | 0.016447336859821880494845788406597198162
f(z) = 179/56*z^3 - 93/7*z + 1
*
[ 2 ] 
f(z) = 179/56*z^3 - 86/7*z + 1
*
[ 2/7 ] 
f(z) = 161/40*z^3 - 99/35*z + 1
*
[ 7/26 ] 
f(z) = 169/49*z^3 - 83/28*z + 1
*
[ -7/6 ] 
f(z) = 171/49*z^3 - 81/28*z + 1
*
[ 7/8 ] 
f(z) = 176/49*z^3 - 81/28*z + 1
*
[ 1/2 ] 
f(z) = 160/41*z^3 - 81/41*z + 1
*
[ 1/2 ] 
f(z) = 160/43*z^3 - 83/43*z + 1
*
[ 1/2 ] 
f(z) = 160/47*z^3 - 87/47*z + 1
*
[ 1/2 ] 
f(z) = 160/49*z^3 - 89/49*z + 1
*
[ 1/2 ] 
f(z) = 160/51*z^3 - 91/51*z + 1
*
[ 1/2 ] 
f(z) = 160/53*z^3 - 93/53*z + 1
*
[ 1/2 ] 
f(z) = 160/57*z^3 - 97/57*z + 1
*
[ 1/2 ] 
f(z) = 160/59*z^3 - 99/59*z + 1
*
[ -1 ] 
f(z) = 161/40*z^3 - 81/40*z + 1
*
[ 3/5 ] 
f(z) = 161/54*z^3 - 87/50*z + 1
*
[ 1/3 ] 
f(z) = 162/41*z^3 - 100/41*z + 1
*
[ 5/9 ] 
f(z) = 162/55*z^3 - 94/55*z + 1
*
[ -1 ] 
f(z) = 163/40*z^3 - 83/40*z + 1
*
[ 1/2 ] 
f(z) = 164/43*z^3 - 84/43*z + 1
*
[ 1/2 ] 
f(z) = 164/45*z^3 - 86/45*z + 1
*
[ 1/2 ] 
f(z) = 164/47*z^3 - 88/47*z + 1
*
[ 1/2 ] 
f(z) = 164/49*z^3 - 90/49*z + 1
*
[ 1/2 ] 
f(z) = 164/51*z^3 - 92/51*z + 1
*
[ 1/2 ] 
f(z) = 164/53*z^3 - 94/53*z + 1
*
[ 1/2 ] 
f(z) = 164/55*z^3 - 96/55*z + 1
*
[ 1/2 ] 
f(z) = 164/57*z^3 - 98/57*z + 1
*
[ 1/2 ] 
f(z) = 164/59*z^3 - 100/59*z + 1
*
[ -1 ] 
f(z) = 165/41*z^3 - 83/41*z + 1
*
[ -1 ] 
f(z) = 166/41*z^3 - 84/41*z + 1
*
[ -1 ] 
f(z) = 167/40*z^3 - 87/40*z + 1
*
[ -1 ] 
f(z) = 167/41*z^3 - 85/41*z + 1
*
[ 3/5 ] 
f(z) = 167/54*z^3 - 89/50*z + 1
*
[ -1 ] 
f(z) = 168/41*z^3 - 86/41*z + 1
*
[ 1/2 ] 
f(z) = 168/41*z^3 - 83/41*z + 1
*
[ 1/2 ] 
f(z) = 168/43*z^3 - 85/43*z + 1
*
[ 1/2 ] 
f(z) = 168/47*z^3 - 89/47*z + 1
*
[ 1/2 ] 
f(z) = 168/53*z^3 - 95/53*z + 1
*
[ 1/2 ] 
f(z) = 168/55*z^3 - 97/55*z + 1
*
[ -1 ] 
f(z) = 169/41*z^3 - 87/41*z + 1
*
[ 5/13 ] 
f(z) = 169/45*z^3 - 97/45*z + 1
*
5/26 | 0.17993572375557668020619333808827947617 | 0.027613626799536884353847693562331979087
f(z) = 169/50*z^3 - 93/40*z + 1
*
[ 8/13 ] 
f(z) = 169/56*z^3 - 99/56*z + 1
*
[ 7/13 ] 
f(z) = 169/56*z^3 - 97/56*z + 1
*
[ -1 ] 
f(z) = 170/41*z^3 - 88/41*z + 1
*
[ 1/3 ] 
f(z) = 171/40*z^3 - 99/40*z + 1
*
[ -1 ] 
f(z) = 171/40*z^3 - 91/40*z + 1
*
[ -1 ] 
f(z) = 171/41*z^3 - 89/41*z + 1
*
[ 2/3 ] 
f(z) = 171/46*z^3 - 99/46*z + 1
*
[ -1 ] 
f(z) = 172/41*z^3 - 90/41*z + 1
*
[ 1/2 ] 
f(z) = 172/41*z^3 - 84/41*z + 1
*
[ 1/2 ] 
f(z) = 172/45*z^3 - 88/45*z + 1
*
[ 1/2 ] 
f(z) = 172/47*z^3 - 90/47*z + 1
*
[ 1/2 ] 
f(z) = 172/49*z^3 - 92/49*z + 1
*
[ 1/2 ] 
f(z) = 172/51*z^3 - 94/51*z + 1
*
[ 1/2 ] 
f(z) = 172/53*z^3 - 96/53*z + 1
*
[ 1/2 ] 
f(z) = 172/55*z^3 - 98/55*z + 1
*
[ 1/2 ] 
f(z) = 172/57*z^3 - 100/57*z + 1
*
[ -1 ] 
f(z) = 173/40*z^3 - 93/40*z + 1
*
[ -1 ] 
f(z) = 173/41*z^3 - 91/41*z + 1
*
[ -1 ] 
f(z) = 173/42*z^3 - 89/42*z + 1
*
[ -1 ] 
f(z) = 173/43*z^3 - 87/43*z + 1
*
[ 3/5 ] 
f(z) = 173/54*z^3 - 91/50*z + 1
*
[ -1 ] 
f(z) = 174/41*z^3 - 92/41*z + 1
*
[ -1 ] 
f(z) = 174/43*z^3 - 88/43*z + 1
*
[ -1 ] 
f(z) = 175/41*z^3 - 93/41*z + 1
*
[ -1 ] 
f(z) = 175/43*z^3 - 89/43*z + 1
*
[ 2/5 ] 
f(z) = 175/46*z^3 - 97/46*z + 1
*
[ 3/5 ] 
f(z) = 175/48*z^3 - 95/48*z + 1
*
[ 3/5 ] 
f(z) = 175/51*z^3 - 97/51*z + 1
*
[ -1 ] 
f(z) = 176/41*z^3 - 94/41*z + 1
*
[ 1/2 ] 
f(z) = 176/41*z^3 - 85/41*z + 1
*
[ -1 ] 
f(z) = 176/43*z^3 - 90/43*z + 1
*
[ 1/2 ] 
f(z) = 176/43*z^3 - 87/43*z + 1
*
[ 1/2 ] 
f(z) = 176/45*z^3 - 89/45*z + 1
*
[ 1/2 ] 
f(z) = 176/47*z^3 - 91/47*z + 1
*
[ 1/2 ] 
f(z) = 176/49*z^3 - 93/49*z + 1
*
[ 1/2 ] 
f(z) = 176/51*z^3 - 95/51*z + 1
*
[ 1/2 ] 
f(z) = 176/53*z^3 - 97/53*z + 1
*
[ -1 ] 
f(z) = 177/40*z^3 - 97/40*z + 1
*
[ -1 ] 
f(z) = 177/41*z^3 - 95/41*z + 1
*
[ -1 ] 
f(z) = 177/43*z^3 - 91/43*z + 1
*
[ -1 ] 
f(z) = 177/44*z^3 - 89/44*z + 1
*
[ -1 ] 
f(z) = 178/41*z^3 - 96/41*z + 1
*
[ -1 ] 
f(z) = 178/43*z^3 - 92/43*z + 1
*
[ -1 ] 
f(z) = 179/40*z^3 - 99/40*z + 1
*
[ -1 ] 
f(z) = 179/41*z^3 - 97/41*z + 1
*
[ -1 ] 
f(z) = 179/42*z^3 - 95/42*z + 1
*
[ -1 ] 
f(z) = 179/43*z^3 - 93/43*z + 1
*
[ -1 ] 
f(z) = 179/44*z^3 - 91/44*z + 1
*
[ 3/5 ] 
f(z) = 179/54*z^3 - 93/50*z + 1
*
[ 7/4 ] 
f(z) = 160/49*z^3 - 67/7*z + 1
*
[ 2 ] 
f(z) = 161/40*z^3 - 78/5*z + 1
*
[ -2 ] 
f(z) = 161/40*z^3 - 73/5*z + 1
*
[ 7/6 ] 
f(z) = 162/49*z^3 - 61/14*z + 1
*
[ 2 ] 
f(z) = 163/40*z^3 - 79/5*z + 1
*
[ -2 ] 
f(z) = 163/40*z^3 - 74/5*z + 1
*
[ 2 ] 
f(z) = 163/56*z^3 - 78/7*z + 1
*
[ -2 ] 
f(z) = 163/56*z^3 - 71/7*z + 1
*
[ 2 ] 
f(z) = 165/56*z^3 - 79/7*z + 1
*
[ -2 ] 
f(z) = 165/56*z^3 - 72/7*z + 1
*
[ -2 ] 
f(z) = 167/40*z^3 - 76/5*z + 1
*
[ 2 ] 
f(z) = 167/56*z^3 - 80/7*z + 1
*
[ -2 ] 
f(z) = 167/56*z^3 - 73/7*z + 1
*
[ -2 ] 
f(z) = 169/40*z^3 - 77/5*z + 1
*
22/13 | 0.17719315001795924422122021606191964786 | 0.028475850256292425115970320696084459954
f(z) = 169/40*z^3 - 63/5*z + 1
*
-15/13 | 0.14641888236392169004072522711327000761 | 0.026903279048363182842380130027212059792
f(z) = 169/45*z^3 - 77/15*z + 1
*
[ 15/13 ] 
f(z) = 169/45*z^3 - 73/15*z + 1
*
3/13 | 0.15263613385544799036252179473205302034 | 0.028701145147557036929653633200122845103
f(z) = 169/45*z^3 - 68/15*z + 1
*
6/13 | 0.10119505887285145998498613843652768460 | 0.017913882168064444619035529973418547215
f(z) = 169/48*z^3 - 71/12*z + 1
*
5/13 | 0.12679636404855858746910523974312435434 | 0.021592953103872582499169597971444831889
f(z) = 169/50*z^3 - 71/10*z + 1
*
[ -18/13 ] 
f(z) = 169/54*z^3 - 77/18*z + 1
*
[ -24/13 ] 
f(z) = 169/54*z^3 - 73/8*z + 1
*
[ -2 ] 
f(z) = 169/56*z^3 - 74/7*z + 1
*
[ -2 ] 
f(z) = 171/40*z^3 - 78/5*z + 1
*
[ -5/3 ] 
f(z) = 171/50*z^3 - 79/10*z + 1
*
[ -2 ] 
f(z) = 171/56*z^3 - 75/7*z + 1
*
[ -2 ] 
f(z) = 173/40*z^3 - 79/5*z + 1
*
[ -2 ] 
f(z) = 173/56*z^3 - 76/7*z + 1
*
-6/5 | 0.079466917975399561990345689955540827817 | 0.014290859151540167971051264088239435593
f(z) = 175/48*z^3 - 65/12*z + 1
*
[ -12/5 ] 
f(z) = 175/54*z^3 - 69/4*z + 1
*
[ 6/35 ] 
f(z) = 175/54*z^3 - 69/14*z + 1
*
[ 7/4 ] 
f(z) = 176/49*z^3 - 74/7*z + 1
*
[ -7/4 ] 
f(z) = 176/49*z^3 - 66/7*z + 1
*
[ -2 ] 
f(z) = 177/56*z^3 - 78/7*z + 1
*
[ -2 ] 
f(z) = 179/56*z^3 - 79/7*z + 1
*
[ 7/20 ] 
f(z) = 160/49*z^3 - 79/35*z + 1
*
[ 7/10 ] 
f(z) = 160/49*z^3 - 71/35*z + 1
*
[ 3/4 ] 
f(z) = 163/54*z^3 - 65/32*z + 1
*
[ 2/5 ] 
f(z) = 165/56*z^3 - 69/35*z + 1
*
10/13 | 0.11732757870584339673654881613996439658 | 0.022871324606182367545402255711643782153
f(z) = 169/42*z^3 - 71/21*z + 1
*
[ -15/13 ] 
f(z) = 169/50*z^3 - 79/30*z + 1
*
[ 3/4 ] 
f(z) = 169/54*z^3 - 67/32*z + 1
*
[ 10/13 ] 
f(z) = 169/56*z^3 - 73/35*z + 1
*
[ 4/13 ] 
f(z) = 169/56*z^3 - 71/28*z + 1
*
[ 3/4 ] 
f(z) = 175/54*z^3 - 69/32*z + 1
*
[ 3/7 ] 
f(z) = 161/54*z^3 - 79/42*z + 1
*
[ -1 ]
f(z) = 162/41*z^3 - 80/41*z + 1
*
[ 15/26 ] 
f(z) = 169/54*z^3 - 71/40*z + 1
*
[ -7/4 ] 
f(z) = 160/49*z^3 - 59/7*z + 1
*
[ -3 ] 
f(z) = 161/54*z^3 - 51/2*z + 1
*
[ 3/2 ] 
f(z) = 161/54*z^3 - 51/8*z + 1
*
6/7 | 0.20005600577052324222538697901207134114 | 0.027995583628033030640344852445171793147
f(z) = 161/54*z^3 - 47/14*z + 1
*
[ 3 ] 
f(z) = 163/54*z^3 - 53/2*z + 1
*
[ -3/2 ] 
f(z) = 163/54*z^3 - 41/8*z + 1
*
[ -3 ] 
f(z) = 167/54*z^3 - 53/2*z + 1
*
[ 3/2 ] 
f(z) = 167/54*z^3 - 53/8*z + 1
*
-22/13 | 0.14580700052794488187127995729755423560 | 0.023747515004183075651815107584651789743
f(z) = 169/40*z^3 - 58/5*z + 1
*
[ 3/13 ] 
f(z) = 169/45*z^3 - 53/15*z + 1
*
[ -15/13 ] 
f(z) = 169/45*z^3 - 47/15*z + 1
*
[ 14/13 ] 
f(z) = 169/49*z^3 - 55/14*z + 1
*
-15/13 | 0.11785050173159579751184351527131726252 | 0.021943482527471954051584288397758587781
f(z) = 169/50*z^3 - 43/10*z + 1
*
[ 3 ] 
f(z) = 169/54*z^3 - 55/2*z + 1
*
-21/13 | 0.15118521211101980452710632105025739152 | 0.025000150087481964509840756577737273382
f(z) = 169/54*z^3 - 47/6*z + 1
*
[ -3 ] 
f(z) = 173/54*z^3 - 55/2*z + 1
*
[ 3/2 ] 
f(z) = 173/54*z^3 - 55/8*z + 1
*
[ -6/5 ] 
f(z) = 175/48*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 175/54*z^3 - 57/2*z + 1
*
[ -3/2 ] 
f(z) = 175/54*z^3 - 45/8*z + 1
*
[ -3 ] 
f(z) = 179/54*z^3 - 57/2*z + 1
*
[ 3/2 ] 
f(z) = 179/54*z^3 - 57/8*z + 1
*
[ 4/13 ] 
f(z) = 169/40*z^3 - 53/20*z + 1
*
[ 6/13 ] 
f(z) = 169/45*z^3 - 59/30*z + 1
*
[ 8/13 ] 
f(z) = 169/48*z^3 - 47/24*z + 1
*
[ 2/3 ] 
f(z) = 171/44*z^3 - 49/22*z + 1
*
[ 2/3 ] 
f(z) = 171/52*z^3 - 51/26*z + 1
*
[ 2/5 ] 
f(z) = 175/44*z^3 - 47/22*z + 1
*
[ 2/5 ] 
f(z) = 175/52*z^3 - 53/26*z + 1
*
[ 7/8 ] 
f(z) = 160/49*z^3 - 37/14*z + 1
*
[ 6/7 ] 
f(z) = 161/54*z^3 - 33/14*z + 1
*
[ -7/6 ] 
f(z) = 162/49*z^3 - 37/14*z + 1
*
[ 7/18 ] 
f(z) = 162/49*z^3 - 29/14*z + 1
*
2/13 | 0.15367050512578811378145070567936425858 | 0.027559524357759495478626817490766620485
f(z) = 169/40*z^3 - 33/5*z + 1
*
[ 6/13 ] 
f(z) = 169/40*z^3 - 31/15*z + 1
*
[ 2/13 ] 
f(z) = 169/40*z^3 - 28/5*z + 1
*
[ 12/13 ] 
f(z) = 169/48*z^3 - 37/12*z + 1
*
-12/13 | 0.12976192209267583056537340437378978563 | 0.025295221076235557624465627644188277948
f(z) = 169/48*z^3 - 35/12*z + 1
*
[ 6/13 ] 
f(z) = 169/48*z^3 - 23/12*z + 1
*
[ -14/13 ] 
f(z) = 169/49*z^3 - 29/14*z + 1
*
[ 10/13 ] 
f(z) = 169/50*z^3 - 23/10*z + 1
*
[ 5/13 ] 
f(z) = 169/50*z^3 - 21/10*z + 1
*
[ 9/13 ] 
f(z) = 169/54*z^3 - 35/18*z + 1
*
[ -15/13 ] 
f(z) = 169/54*z^3 - 23/10*z + 1
*
[ 2/13 ] 
f(z) = 169/56*z^3 - 39/7*z + 1
*
-18/13 | 0.16312633068481746073953796042035509349 | 0.029764108339643376744678681678457547407
f(z) = 169/56*z^3 - 30/7*z + 1
*
-14/13 | 0.076349855732552857663597864384619197004 | 0.014410208081267953080432801414797869269
f(z) = 169/56*z^3 - 25/7*z + 1
*
[ 14/13 ] 
f(z) = 169/56*z^3 - 24/7*z + 1
*
-14/13 | 0.15009855336956623405785658431801141260 | 0.028782435747278591951078198718367967429
f(z) = 169/56*z^3 - 23/7*z + 1
*
4/5 | 0.063508440800670416150733997769552890426 | 0.012296432247399632595081052473481528693
f(z) = 175/48*z^3 - 37/12*z + 1
*
[ 4/5 ] 
f(z) = 175/48*z^3 - 31/12*z + 1
*
3/5 | 0.061054957812372986233729741985816464706 | 0.010972186881016201444263162778927870359
f(z) = 175/54*z^3 - 29/6*z + 1
*
[ 3/7 ] 
f(z) = 175/54*z^3 - 27/14*z + 1
*
[ 3/10 ] 
f(z) = 175/54*z^3 - 21/8*z + 1
*
[ 3/4 ] 
f(z) = 176/45*z^3 - 38/15*z + 1
*
[ 2/3 ] 
f(z) = 177/40*z^3 - 37/15*z + 1
*
[ 2/3 ] 
f(z) = 165/56*z^3 - 38/21*z + 1
*
[ 6/13 ] 
f(z) = 169/56*z^3 - 38/21*z + 1
*
[ 2/3 ] 
f(z) = 177/56*z^3 - 40/21*z + 1
*
[ 7/9 ] 
f(z) = 162/49*z^3 - 16/7*z + 1
*
10/13 | 0.11754767776986167520783581693645443265 | 0.022914229754266091263787174689962183245
f(z) = 169/40*z^3 - 18/5*z + 1
*
10/13 | 0.12572503628009724263021961190332758737 | 0.024508288226891937796888045116194933879
f(z) = 169/40*z^3 - 17/5*z + 1
*
[ 10/13 ] 
f(z) = 169/40*z^3 - 14/5*z + 1
*
2/13 | 0.11662839697428039133263934488858922749 | 0.022735029180011659974655903474393002729
f(z) = 169/40*z^3 - 13/5*z + 1
*
6/13 | 0.11662839697428039133263934488858922749 | 0.022735029180011659974655903474393002729
f(z) = 169/40*z^3 - 12/5*z + 1
*
[ -10/13 ]
f(z) = 169/40*z^3 - 1/5*z + 1
*
[ 7/13 ] 
f(z) = 169/49*z^3 - 13/7*z + 1
*
[ 12/13 ] 
f(z) = 169/54*z^3 - 11/4*z + 1
*
[ 6/13 ] 
f(z) = 169/54*z^3 - 11/6*z + 1
*
[ -14/13 ]
f(z) = 169/56*z^3 - 11/7*z + 1
*
[ 2/3 ] 
f(z) = 171/40*z^3 - 12/5*z + 1
*
[ 2/3 ] 
f(z) = 171/56*z^3 - 13/7*z + 1
*
[ -6/5 ] 
f(z) = 175/54*z^3 - 17/6*z + 1
*
[ 3/5 ] 
f(z) = 175/54*z^3 - 11/6*z + 1
*
[ 6/5 ] 
f(z) = 175/54*z^3 - 9/2*z + 1
*
[ -7/9 ]
f(z) = 162/49*z^3 + 2/7*z + 1
*
[ -7/13 ]
f(z) = 169/49*z^3 + 13/7*z + 1
*
[ -10/13 ]
f(z) = 169/50*z^3 + 3/10*z + 1
*
[ -6/13 ]
f(z) = 169/54*z^3 + 5/2*z + 1
*
-18/5 | 0.22094818274775775500874437926480913842 | 0.028511935560219544061785737191194439944
f(z) = 175/72*z^3 - 290/9*z + 1
*
[ -2 ] 
f(z) = 163/60*z^3 - 281/30*z + 1
*
[ -2 ] 
f(z) = 167/60*z^3 - 289/30*z + 1
*
[ -2 ] 
f(z) = 167/68*z^3 - 283/34*z + 1
*
[ -2 ] 
f(z) = 169/60*z^3 - 293/30*z + 1
*
[ -2 ] 
f(z) = 169/68*z^3 - 287/34*z + 1
*
[ -2 ] 
f(z) = 169/76*z^3 - 281/38*z + 1
*
[ -2 ] 
f(z) = 171/68*z^3 - 291/34*z + 1
*
[ -2 ] 
f(z) = 173/68*z^3 - 295/34*z + 1
*
[ -2 ] 
f(z) = 173/76*z^3 - 289/38*z + 1
*
[ -2 ] 
f(z) = 175/68*z^3 - 299/34*z + 1
*
[ -2 ] 
f(z) = 175/76*z^3 - 293/38*z + 1
*
[ -2 ] 
f(z) = 177/76*z^3 - 297/38*z + 1
*
[ 12/7 ] 
f(z) = 161/64*z^3 - 293/42*z + 1
*
0 | 0.13219606362383028117414018560564571901 | 0.023431095542991503415904863703891121608
f(z) = 160/61*z^3 - 282/61*z + 1
*
0 | 0.11859778652017269339181867123321175558 | 0.020968521611593634300167421768735017393
f(z) = 160/63*z^3 - 286/63*z + 1
*
0 | 0.13209024441305574564345488891584143945 | 0.023240677499087267678844521623552877093
f(z) = 160/67*z^3 - 294/67*z + 1
*
0 | 0.11171110977327442161974234932478288470 | 0.019608438941344805819323112053041740531
f(z) = 160/69*z^3 - 298/69*z + 1
*
0 | 0.086320028496683559577380874739211157807 | 0.015309435741275129110285859550169720898
f(z) = 161/60*z^3 - 281/60*z + 1
*
0 | 0.13231809302656105906676670125578121993 | 0.023438019243755335113199379985672723446
f(z) = 161/61*z^3 - 283/61*z + 1
*
0 | 0.11946523829598519922574350603000210851 | 0.021134978676829112671934071644313904378
f(z) = 161/62*z^3 - 285/62*z + 1
*
0 | 0.10659354995771728520648184324000364958 | 0.018811423111030334795720660759050184929
f(z) = 161/64*z^3 - 289/64*z + 1
*
0 | 0.13224813819884057198893223902688600973 | 0.023310524003469057324967746090801571263
f(z) = 161/65*z^3 - 291/65*z + 1
*
0 | 0.099051536060394698618622546970234550449 | 0.017438120789349603526475304072859152983
f(z) = 161/66*z^3 - 293/66*z + 1
*
0 | 0.13221299669242969595281074165486633900 | 0.023248385724942366635989314245508918765
f(z) = 161/67*z^3 - 295/67*z + 1
*
0 | 0.10652457099079061150129710893393811083 | 0.018709094209899206312337967076627552562
f(z) = 161/68*z^3 - 297/68*z + 1
*
2/7 | 0.16863263531754373152861929708414187772 | 0.021713054749937909536800961826462549548
f(z) = 161/72*z^3 - 295/63*z + 1
*
0 | 0.13243932206184592586136219188558303745 | 0.023444844405053644596310210269299435906
f(z) = 162/61*z^3 - 284/61*z + 1
*
0 | 0.13236984106683207251962642282885992732 | 0.023317875968822280095911714045139565420
f(z) = 162/65*z^3 - 292/65*z + 1
*
0 | 0.13233493876711709482497873372897880819 | 0.023255989332371049587527280801885935324
f(z) = 162/67*z^3 - 296/67*z + 1
*
0 | 0.086562496810494421691861372465875395011 | 0.015333152251707658080046885837425232425
f(z) = 163/60*z^3 - 283/60*z + 1
*
0 | 0.13255976118067626124676877338940080809 | 0.023451572741334461766128316575071879303
f(z) = 163/61*z^3 - 285/61*z + 1
*
0 | 0.11970714064671574573649025998631460794 | 0.021151606469117341147767448189348093881
f(z) = 163/62*z^3 - 287/62*z + 1
*
0 | 0.11896219262068106981463800453155321730 | 0.020994217196924342280875740404668790838
f(z) = 163/63*z^3 - 289/63*z + 1
*
0 | 0.10683592293991608214791742743259629664 | 0.018831277173666236476202701335952878470
f(z) = 163/64*z^3 - 291/64*z + 1
*
0 | 0.13249074762527364381829736340545839268 | 0.023325127024300177695407776356981388379
f(z) = 163/65*z^3 - 293/65*z + 1
*
0 | 0.099294382689715711703201736365252170468 | 0.017459963595415036985068999146232582370
f(z) = 163/66*z^3 - 295/66*z + 1
*
0 | 0.13245608128808260183888879302132198977 | 0.023263490107902404314013212121679267741
f(z) = 163/67*z^3 - 297/67*z + 1
*
0 | 0.10676789432105023819208283446170209348 | 0.018729751982711675604893968339135632410
f(z) = 163/68*z^3 - 299/68*z + 1
*
0 | 0.13267942063025903688444611874694901433 | 0.023458205928877886053350758361375409247
f(z) = 164/61*z^3 - 286/61*z + 1
*
0 | 0.11908208193185653794880188083467259476 | 0.021002571932191118807303601174457889230
f(z) = 164/63*z^3 - 290/63*z + 1
*
0 | 0.13261086825021573663359937952601761847 | 0.023332278894417691882249919361622355841
f(z) = 164/65*z^3 - 294/65*z + 1
*
0 | 0.13257643469710977222156561454993216206 | 0.023270889798656282915756942381439198015
f(z) = 164/67*z^3 - 298/67*z + 1
*
0 | 0.13279831045929169569295953685252906276 | 0.023464745606850074642974294316925282216
f(z) = 165/61*z^3 - 287/61*z + 1
*
0 | 0.11994591790251857564771720211758638102 | 0.021167823128136910179743704330686058695
f(z) = 165/62*z^3 - 289/62*z + 1
*
0 | 0.10707515829721313035749422340642764165 | 0.018850687411723230593864871658703251643
f(z) = 165/64*z^3 - 293/64*z + 1
*
0 | 0.13269600923225716850609522422432837157 | 0.023278190113427984560615994312745674970
f(z) = 165/67*z^3 - 299/67*z + 1
*
0 | 0.13291644052306709613670419555190883978 | 0.023471193378322195694993352513414756153
f(z) = 166/61*z^3 - 288/61*z + 1
*
0 | 0.11931955244474840816517142406328042459 | 0.021018976091066596606268187177130201900
f(z) = 166/63*z^3 - 292/63*z + 1
*
0 | 0.13284879219923990043888731336627423317 | 0.023346291787997527163383032897619720808
f(z) = 166/65*z^3 - 296/65*z + 1
*
0 | 0.087036107529484970484385224238858038102 | 0.015378811031002224113242964286255893969
f(z) = 167/60*z^3 - 287/60*z + 1
*
0 | 0.13303382048841506300543644288696311251 | 0.023477550811255714466326523001263183564
f(z) = 167/61*z^3 - 289/61*z + 1
*
0 | 0.12018164993446969582153252261159827613 | 0.021183642157304352983670432380289541692
f(z) = 167/62*z^3 - 291/62*z + 1
*
0 | 0.11943715328824947235559832428756073215 | 0.021027028843920576995499765822233705811
f(z) = 167/63*z^3 - 293/63*z + 1
*
0 | 0.10731133639570093381429306069348731239 | 0.018869667911620302537964261023343296649
f(z) = 167/64*z^3 - 295/64*z + 1
*
0 | 0.13296661528635063284468971890931462756 | 0.023353156074938111775720915399163724005
f(z) = 167/65*z^3 - 297/65*z + 1
*
0 | 0.099770705981905941006885321845920168496 | 0.017502270603577122969765909971018039535
f(z) = 167/66*z^3 - 299/66*z + 1
*
0 | 0.13315045983848679363715326038684023607 | 0.023483819439455318737728494727487666971
f(z) = 168/61*z^3 - 290/61*z + 1
*
0 | 0.13308369197596120347028879869903252487 | 0.023359927705450854882936005613830092487
f(z) = 168/65*z^3 - 298/65*z + 1
*
0 | 0.13326636787738809089093687966499755302 | 0.023490000763490731581047386410801035120
f(z) = 169/61*z^3 - 291/61*z + 1
*
0 | 0.12041441358424373531289160988683832339 | 0.021199076484593132931831823047953954379
f(z) = 169/62*z^3 - 293/62*z + 1
*
0 | 0.11967013385723670385798857499994219857 | 0.021042843754163426406693246030899645120
f(z) = 169/63*z^3 - 295/63*z + 1
*
0 | 0.10754453454627743634585954226410669852 | 0.018888232169083444788206987094030387806
f(z) = 169/64*z^3 - 297/64*z + 1
*
[ 8/39 ] 
f(z) = 169/64*z^3 - 287/72*z + 1
*
3/13 | 0.15240643795100082262311506707408074349 | 0.026799208437064646266436697204937147591
f(z) = 169/66*z^3 - 295/66*z + 1
*
15/13 | 0.15448327003340745797130489755153408244 | 0.027398643592539722283055378720397142277
f(z) = 169/70*z^3 - 281/70*z + 1
*
[ 20/13 ] 
f(z) = 169/75*z^3 - 299/60*z + 1
*
35/26 | 0.18544833351226588081087768633365286073 | 0.025586870956926892320431602617868257861
f(z) = 169/75*z^3 - 281/60*z + 1
*
0 | 0.13338155373466713056971088227420343758 | 0.023496096251588604088256651383671034260
f(z) = 170/61*z^3 - 292/61*z + 1
*
0 | 0.11978553212691484008252241056719994000 | 0.021050609032420743780240386982505562442
f(z) = 170/63*z^3 - 296/63*z + 1
*
0 | 0.13349602636966222063013421806318940787 | 0.023502107340495628057052766508355622567
f(z) = 171/61*z^3 - 293/61*z + 1
*
0 | 0.12064428281570786486900042963261188455 | 0.021214138493006488778985623186880988751
f(z) = 171/62*z^3 - 295/62*z + 1
*
0 | 0.10777482715790162974749226881916876281 | 0.018906393120175379477360527945659293171
f(z) = 171/64*z^3 - 299/64*z + 1
*
[ 4/3 ] 
f(z) = 171/68*z^3 - 287/68*z + 1
*
0 | 0.13360979457571477165263775207694830402 | 0.023508035436313958631747812244210195263
f(z) = 172/61*z^3 - 294/61*z + 1
*
0 | 0.12001418970331838031315901211526020509 | 0.021065862792596554471576286983386199629
f(z) = 172/63*z^3 - 298/63*z + 1
*
0 | 0.087724523486645154416634926869287559018 | 0.015443989034309567603996526243889921716
f(z) = 173/60*z^3 - 293/60*z + 1
*
0 | 0.13372286698425247197985843407977252357 | 0.023513881915309989385723142707908319204
f(z) = 173/61*z^3 - 295/61*z + 1
*
0 | 0.12087132885713150211787305543897003121 | 0.021228840049112110218243238214594739250
f(z) = 173/62*z^3 - 297/62*z + 1
*
0 | 0.12012746653708174688999217662041970219 | 0.021073354203141179559993992633115425822
f(z) = 173/63*z^3 - 299/63*z + 1
*
0 | 0.13383525206874744601068285287376725333 | 0.023519648124697477164947301667068695020
f(z) = 174/61*z^3 - 296/61*z + 1
*
0 | 0.13394695814855396974433564590557829226 | 0.023525335383395971061562270855244317730
f(z) = 175/61*z^3 - 297/61*z + 1
*
0 | 0.12109562033470177523794001786044185786 | 0.021243192529782865768115375699425419491
f(z) = 175/62*z^3 - 299/62*z + 1
*
[ 1/5 ] 
f(z) = 175/69*z^3 - 283/69*z + 1
*
[ 1/5 ] 
f(z) = 175/71*z^3 - 291/71*z + 1
*
2/7 | 0.18555118634240669477071170412839580872 | 0.023881073200953015363996943304169715212
f(z) = 175/72*z^3 - 296/63*z + 1
*
[ 1/5 ] 
f(z) = 175/72*z^3 - 295/72*z + 1
*
[ 1/5 ] 
f(z) = 175/73*z^3 - 299/73*z + 1
*
0 | 0.13405799339263012322661015630546677562 | 0.023530944982765459030765784374544800841
f(z) = 176/61*z^3 - 298/61*z + 1
*
[ -3/2 ] 
f(z) = 176/69*z^3 - 281/69*z + 1
*
0 | 0.13416836582314757451570250992427204430 | 0.023536478187318106788989912492137894164
f(z) = 177/61*z^3 - 299/61*z + 1
*
0 | 0.088387191840066288457553269786931278509 | 0.015505318262012479895910862168359373605
f(z) = 179/60*z^3 - 299/60*z + 1
*
-20/19 | 0.26966009170296366545636782263481060835 | 0.027474633615847625197089871239488039036
f(z) = 171/64*z^3 - 286/95*z + 1
*
-21/20 | 0.16960705778643798779079284767996840222 | 0.024945677933447648258350874592297984374
f(z) = 160/63*z^3 - 299/105*z + 1
*
[ 21/20 ] 
f(z) = 160/63*z^3 - 289/105*z + 1
*
-9/8 | 0.15290267518187174540624671389362823367 | 0.026507310410320010022479111892331482140
f(z) = 160/63*z^3 - 293/126*z + 1
*
[ -5/4 ] 
f(z) = 168/65*z^3 - 291/130*z + 1
*
[ 12/13 ] 
f(z) = 169/66*z^3 - 299/132*z + 1
*
44/105 | 0.26650116083700093587778577605127224844 | 0.028631653558026190178054789606053807890
f(z) = 175/64*z^3 - 281/126*z + 1
*
[ 7/18 ] 
f(z) = 162/77*z^3 - 291/154*z + 1
*
[ 8/19 ] 
f(z) = 171/64*z^3 - 281/152*z + 1
*
[ 6/7 ] 
f(z) = 173/72*z^3 - 284/147*z + 1
*
[ 2/5 ] 
f(z) = 175/79*z^3 - 293/158*z + 1
*
[ 6/7 ] 
f(z) = 179/72*z^3 - 293/147*z + 1
*
[ 4/9 ] 
f(z) = 161/64*z^3 - 283/162*z + 1
*
[ 3/7 ] 
f(z) = 161/72*z^3 - 293/168*z + 1
*
[ 4/9 ] 
f(z) = 169/64*z^3 - 287/162*z + 1
*
[ 4/9 ] 
f(z) = 173/64*z^3 - 289/162*z + 1
*
[ 24/35 ] 
f(z) = 175/64*z^3 - 293/168*z + 1
*
[ 3/7 ] 
f(z) = 175/72*z^3 - 299/168*z + 1
*
[ 18/5 ] 
f(z) = 175/72*z^3 - 277/9*z + 1
*
[ -18/5 ] 
f(z) = 175/72*z^3 - 272/9*z + 1
*
[ 6 ] 
f(z) = 179/72*z^3 - 266/3*z + 1
*
[ -6 ] 
f(z) = 179/72*z^3 - 265/3*z + 1
*
[ -2 ] 
f(z) = 161/60*z^3 - 277/30*z + 1
*
[ -2 ] 
f(z) = 161/68*z^3 - 271/34*z + 1
*
[ -2 ] 
f(z) = 161/76*z^3 - 265/38*z + 1
*
[ -2 ] 
f(z) = 163/68*z^3 - 275/34*z + 1
*
[ -2 ] 
f(z) = 163/76*z^3 - 269/38*z + 1
*
[ -2 ] 
f(z) = 165/68*z^3 - 279/34*z + 1
*
[ -2 ] 
f(z) = 165/76*z^3 - 273/38*z + 1
*
[ -2 ] 
f(z) = 167/76*z^3 - 277/38*z + 1
*
-8/5 | 0.16018677798534652975769258569514826394 | 0.020774734807116188165667713485756931663
f(z) = 165/64*z^3 - 279/40*z + 1
*
[ -12/7 ] 
f(z) = 175/64*z^3 - 271/42*z + 1
*
15/13 | 0.11035156008093645257042668316767143520 | 0.019621482322829134078953197893253939917
f(z) = 169/60*z^3 - 277/60*z + 1
*
3/13 | 0.10799553788442389819659462790326239765 | 0.019303147304108055093266704376212538997
f(z) = 169/60*z^3 - 269/60*z + 1
*
16/13 | 0.075412339182997634851703741110500894910 | 0.013515410518943618715017742082329433940
f(z) = 169/72*z^3 - 265/72*z + 1
*
-35/26 | 0.18240787441363560020878216685212077133 | 0.025319835419746825878151246178263720630
f(z) = 169/75*z^3 - 269/60*z + 1
*
[ -3/2 ] 
f(z) = 172/69*z^3 - 272/69*z + 1
*
5/4 | 0.19572896995043170056594613351254855972 | 0.027254259426042902883648542518241391167
f(z) = 172/75*z^3 - 263/60*z + 1
*
[ -3/2 ] 
f(z) = 172/75*z^3 - 262/75*z + 1
*
[ 4/21 ] 
f(z) = 175/64*z^3 - 274/63*z + 1
*
[ 1/5 ] 
f(z) = 175/64*z^3 - 263/64*z + 1
*
[ 1/5 ] 
f(z) = 175/66*z^3 - 271/66*z + 1
*
[ 1/5 ] 
f(z) = 175/67*z^3 - 275/67*z + 1
*
[ 1/5 ] 
f(z) = 175/68*z^3 - 279/68*z + 1
*
-6/5 | 0.15792181540634361942639144277080218729 | 0.028302770982003738525979500578766334968
f(z) = 175/78*z^3 - 265/78*z + 1
*
[ 5/4 ] 
f(z) = 176/65*z^3 - 262/65*z + 1
*
[ -3/2 ] 
f(z) = 176/75*z^3 - 271/75*z + 1
*
[ 3/10 ] 
f(z) = 160/63*z^3 - 269/105*z + 1
*
[ 7/8 ] 
f(z) = 160/63*z^3 - 263/126*z + 1
*
[ 3/8 ] 
f(z) = 160/69*z^3 - 275/138*z + 1
*
-14/13 | 0.11848528190127497395181439441749076068 | 0.020347646923611732640806650581237282758
f(z) = 169/63*z^3 - 275/126*z + 1
*
-15/13 | 0.19352034566422214599374720773384610320 | 0.028715043685258235043539826353881695943
f(z) = 169/72*z^3 - 271/120*z + 1
*
[ 2/5 ] 
f(z) = 175/69*z^3 - 263/138*z + 1
*
[ 7/8 ] 
f(z) = 160/77*z^3 - 267/154*z + 1
*
[ 6/7 ] 
f(z) = 163/72*z^3 - 269/147*z + 1
*
[ 6/7 ] 
f(z) = 167/72*z^3 - 275/147*z + 1
*
[ 16/39 ] 
f(z) = 169/64*z^3 - 271/144*z + 1
*
14/39 | 0.10705080584800609971139713315937881398 | 0.014610209433912413111422242238502152861
f(z) = 169/64*z^3 - 265/144*z + 1
*
[ 6/7 ] 
f(z) = 169/72*z^3 - 278/147*z + 1
*
[ 2/5 ] 
f(z) = 175/71*z^3 - 269/142*z + 1
*
[ 2/5 ] 
f(z) = 175/73*z^3 - 275/146*z + 1
*
[ 4/5 ] 
f(z) = 175/74*z^3 - 261/148*z + 1
*
[ 4/5 ] 
f(z) = 175/78*z^3 - 263/156*z + 1
*
[ 24/35 ] 
f(z) = 175/72*z^3 - 269/168*z + 1
*
[ 5/11 ] 
f(z) = 176/75*z^3 - 278/165*z + 1
*
[ 6 ] 
f(z) = 163/72*z^3 - 242/3*z + 1
*
[ -6 ] 
f(z) = 163/72*z^3 - 241/3*z + 1
*
[ 6 ] 
f(z) = 167/72*z^3 - 248/3*z + 1
*
[ -6 ] 
f(z) = 167/72*z^3 - 247/3*z + 1
*
[ 6 ] 
f(z) = 169/72*z^3 - 251/3*z + 1
*
[ -6 ] 
f(z) = 169/72*z^3 - 250/3*z + 1
*
[ 4/57 ] 
f(z) = 171/64*z^3 - 252/19*z + 1
*
[ 6 ] 
f(z) = 173/72*z^3 - 257/3*z + 1
*
[ -6 ] 
f(z) = 173/72*z^3 - 256/3*z + 1
*
[ 6 ] 
f(z) = 175/72*z^3 - 260/3*z + 1
*
[ -6 ] 
f(z) = 175/72*z^3 - 259/3*z + 1
*
22/13 | 0.17795270476370226474018798667955603221 | 0.028507904507117379005336937495112156935
f(z) = 169/60*z^3 - 257/30*z + 1
*
[ 8/5 ] 
f(z) = 165/64*z^3 - 249/40*z + 1
*
[ 3/2 ] 
f(z) = 170/63*z^3 - 241/42*z + 1
*
[ 3/2 ] 
f(z) = 178/63*z^3 - 253/42*z + 1
*
[ -3/2 ] 
f(z) = 160/69*z^3 - 245/69*z + 1
*
[ 1/4 ] 
f(z) = 160/77*z^3 - 241/77*z + 1
*
[ 1/4 ] 
f(z) = 160/79*z^3 - 247/79*z + 1
*
[ -3/2 ] 
f(z) = 164/69*z^3 - 254/69*z + 1
*
5/4 | 0.20179559588649355315291993973450456007 | 0.028251501058765052516124119871965112454
f(z) = 164/75*z^3 - 253/60*z + 1
*
[ -3/2 ] 
f(z) = 164/75*z^3 - 244/75*z + 1
*
[ 6/5 ] 
f(z) = 169/72*z^3 - 241/75*z + 1
*
[ 3/13 ] 
f(z) = 169/75*z^3 - 259/75*z + 1
*
[ 5/26 ] 
f(z) = 169/75*z^3 - 257/60*z + 1
*
[ 6/5 ] 
f(z) = 173/72*z^3 - 247/75*z + 1
*
[ 1/5 ] 
f(z) = 175/61*z^3 - 251/61*z + 1
*
[ 1/5 ] 
f(z) = 175/62*z^3 - 255/62*z + 1
*
[ 6/25 ] 
f(z) = 175/72*z^3 - 248/75*z + 1
*
[ 1/4 ] 
f(z) = 176/79*z^3 - 248/79*z + 1
*
[ 6/5 ] 
f(z) = 179/72*z^3 - 256/75*z + 1
*
3/4 | 0.16380832027122535868098836619472780224 | 0.024881989671836167285765655315391393441
f(z) = 172/63*z^3 - 241/84*z + 1
*
[ 3/10 ] 
f(z) = 175/72*z^3 - 245/96*z + 1
*
[ 4/11 ] 
f(z) = 161/64*z^3 - 252/121*z + 1
*
[ 5/6 ] 
f(z) = 162/65*z^3 - 251/130*z + 1
*
[ 4/11 ] 
f(z) = 169/64*z^3 - 254/121*z + 1
*
[ 5/6 ] 
f(z) = 172/75*z^3 - 242/135*z + 1
*
[ 4/11 ] 
f(z) = 173/64*z^3 - 255/121*z + 1
*
[ 4/5 ] 
f(z) = 175/62*z^3 - 255/124*z + 1
*
[ 4/5 ] 
f(z) = 175/66*z^3 - 257/132*z + 1
*
[ 2/5 ] 
f(z) = 175/67*z^3 - 257/134*z + 1
*
[ -6/5 ] 
f(z) = 175/69*z^3 - 251/138*z + 1
*
[ 5/6 ] 
f(z) = 176/75*z^3 - 247/135*z + 1
*
[ 5/12 ] 
f(z) = 176/75*z^3 - 244/135*z + 1
*
[ 4/11 ] 
f(z) = 177/64*z^3 - 256/121*z + 1
*
[ 1/2 ] 
f(z) = 166/79*z^3 - 241/158*z + 1
*
[ 2/3 ] 
f(z) = 169/64*z^3 - 241/144*z + 1
*
[ -16/13 ] 
f(z) = 169/72*z^3 - 251/144*z + 1
*
[ 6/13 ] 
f(z) = 169/75*z^3 - 247/150*z + 1
*
[ 1/2 ] 
f(z) = 170/79*z^3 - 243/158*z + 1
*
[ 2/3 ] 
f(z) = 173/64*z^3 - 245/144*z + 1
*
[ 1/2 ] 
f(z) = 174/77*z^3 - 241/154*z + 1
*
[ 1/2 ] 
f(z) = 174/79*z^3 - 245/158*z + 1
*
[ 12/25 ] 
f(z) = 175/64*z^3 - 257/150*z + 1
*
[ 2/3 ] 
f(z) = 175/64*z^3 - 247/144*z + 1
*
[ 1/2 ] 
f(z) = 178/77*z^3 - 243/154*z + 1
*
[ 1/2 ] 
f(z) = 178/79*z^3 - 247/158*z + 1
*
[ 2/3 ] 
f(z) = 179/64*z^3 - 251/144*z + 1
*
[ 15/22 ] 
f(z) = 176/75*z^3 - 257/165*z + 1
*
[ 6 ] 
f(z) = 161/72*z^3 - 239/3*z + 1
*
[ -6 ] 
f(z) = 161/72*z^3 - 238/3*z + 1
*
-24/13 | 0.21990969354359337585786489004848841261 | 0.029304133694240836223816821368722807726
f(z) = 169/64*z^3 - 227/24*z + 1
*
[ 3/2 ] 
f(z) = 166/63*z^3 - 235/42*z + 1
*
[ 1/4 ] 
f(z) = 160/71*z^3 - 223/71*z + 1
*
[ 1/4 ] 
f(z) = 160/73*z^3 - 229/73*z + 1
*
2/7 | 0.16674054972743020282380361949992602443 | 0.022154741688607719414197071056740030797
f(z) = 161/72*z^3 - 232/63*z + 1
*
[ 6/5 ] 
f(z) = 161/72*z^3 - 229/75*z + 1
*
[ -13/9 ] 
f(z) = 162/65*z^3 - 228/65*z + 1
*
[ 11/9 ] 
f(z) = 162/77*z^3 - 228/77*z + 1
*
[ 6/5 ] 
f(z) = 163/72*z^3 - 232/75*z + 1
*
[ 6/5 ] 
f(z) = 167/72*z^3 - 238/75*z + 1
*
[ 3/13 ] 
f(z) = 169/66*z^3 - 229/66*z + 1
*
-16/13 | 0.15794614002013568615240699014229860495 | 0.029210490566214230129351819436682282591
f(z) = 169/66*z^3 - 223/66*z + 1
*
[ 3/13 ] 
f(z) = 169/69*z^3 - 239/69*z + 1
*
-16/13 | 0.11832380327442621870713933812836274920 | 0.021919273244794600208796384184536746088
f(z) = 169/70*z^3 - 221/70*z + 1
*
[ -20/13 ] 
f(z) = 169/75*z^3 - 221/60*z + 1
*
[ -19/13 ] 
f(z) = 169/76*z^3 - 233/76*z + 1
*
-5/4 | 0.19569620381263937723997550561119727623 | 0.027819933413167629606876946057297284828
f(z) = 172/75*z^3 - 227/60*z + 1
*
2/7 | 0.19060796901947725810702791105924318293 | 0.025311529828087984161300955765752471324
f(z) = 175/72*z^3 - 233/63*z + 1
*
[ 6/5 ] 
f(z) = 175/78*z^3 - 239/78*z + 1
*
2/5 | 0.14253715594275288863488641357236553067 | 0.026360759740440620188762680318262823258
f(z) = 175/78*z^3 - 223/78*z + 1
*
[ 1/4 ] 
f(z) = 176/71*z^3 - 224/71*z + 1
*
[ 1/4 ] 
f(z) = 176/73*z^3 - 230/73*z + 1
*
[ 1/4 ] 
f(z) = 176/75*z^3 - 236/75*z + 1
*
[ 4/15 ] 
f(z) = 177/64*z^3 - 221/75*z + 1
*
3/4 | 0.13444912151951794970283873135406266066 | 0.020500925034902704653621687204399173901
f(z) = 164/63*z^3 - 235/84*z + 1
*
[ 20/23 ] 
f(z) = 161/64*z^3 - 236/115*z + 1
*
[ 12/23 ] 
f(z) = 161/64*z^3 - 221/138*z + 1
*
[ 5/6 ] 
f(z) = 164/75*z^3 - 232/135*z + 1
*
[ 1/2 ] 
f(z) = 166/69*z^3 - 221/138*z + 1
*
[ 28/39 ] 
f(z) = 169/64*z^3 - 221/126*z + 1
*
[ 6/13 ] 
f(z) = 169/69*z^3 - 233/138*z + 1
*
[ 1/2 ] 
f(z) = 170/69*z^3 - 223/138*z + 1
*
[ 1/2 ] 
f(z) = 174/67*z^3 - 221/134*z + 1
*
[ 2/5 ] 
f(z) = 175/61*z^3 - 239/122*z + 1
*
[ 1/2 ] 
f(z) = 178/67*z^3 - 223/134*z + 1
*
[ 1/2 ] 
f(z) = 178/69*z^3 - 227/138*z + 1
*
[ -5/4 ] 
f(z) = 178/75*z^3 - 229/120*z + 1
*
[ 2/3 ] 
f(z) = 161/64*z^3 - 233/144*z + 1
*
[ 1/2 ] 
f(z) = 162/71*z^3 - 223/142*z + 1
*
[ 1/2 ] 
f(z) = 162/73*z^3 - 227/146*z + 1
*
[ 1/2 ] 
f(z) = 162/77*z^3 - 235/154*z + 1
*
[ 2/3 ] 
f(z) = 162/77*z^3 - 221/154*z + 1
*
[ 1/2 ] 
f(z) = 162/79*z^3 - 239/158*z + 1
*
[ 2/3 ] 
f(z) = 162/79*z^3 - 223/158*z + 1
*
[ 2/3 ] 
f(z) = 163/64*z^3 - 235/144*z + 1
*
[ 1/2 ] 
f(z) = 166/71*z^3 - 225/142*z + 1
*
[ 1/2 ] 
f(z) = 166/73*z^3 - 229/146*z + 1
*
[ 1/2 ] 
f(z) = 166/75*z^3 - 233/150*z + 1
*
[ 1/2 ] 
f(z) = 166/77*z^3 - 237/154*z + 1
*
[ 2/3 ] 
f(z) = 167/64*z^3 - 239/144*z + 1
*
[ 8/13 ] 
f(z) = 169/76*z^3 - 223/152*z + 1
*
[ 1/2 ] 
f(z) = 170/71*z^3 - 227/142*z + 1
*
[ 1/2 ] 
f(z) = 170/73*z^3 - 231/146*z + 1
*
[ 1/2 ] 
f(z) = 170/77*z^3 - 239/154*z + 1
*
[ 2/3 ] 
f(z) = 171/71*z^3 - 223/142*z + 1
*
[ 2/3 ] 
f(z) = 171/73*z^3 - 225/146*z + 1
*
[ 2/3 ] 
f(z) = 171/77*z^3 - 229/154*z + 1
*
[ 2/3 ] 
f(z) = 171/79*z^3 - 231/158*z + 1
*
[ 1/2 ] 
f(z) = 174/71*z^3 - 229/142*z + 1
*
[ 1/2 ] 
f(z) = 174/73*z^3 - 233/146*z + 1
*
[ 1/2 ] 
f(z) = 178/71*z^3 - 231/142*z + 1
*
[ 1/2 ] 
f(z) = 178/73*z^3 - 235/146*z + 1
*
[ 1/2 ] 
f(z) = 178/75*z^3 - 239/150*z + 1
*
[ 12/5 ] 
f(z) = 165/64*z^3 - 214/15*z + 1
*
[ 5/2 ] 
f(z) = 172/75*z^3 - 206/15*z + 1
*
[ 5/2 ] 
f(z) = 176/75*z^3 - 211/15*z + 1
*
24/13 | 0.18732749621833078030869082096350670852 | 0.029149277627806906203268821073897512605
f(z) = 169/63*z^3 - 206/21*z + 1
*
[ 24/13 ] 
f(z) = 169/64*z^3 - 205/24*z + 1
*
[ 2/13 ] 
f(z) = 169/76*z^3 - 211/38*z + 1
*
[ 4/21 ] 
f(z) = 171/64*z^3 - 213/49*z + 1
*
-8/7 | 0.20616399941046101370526232404145999184 | 0.027814293012319882289681398567211757748
f(z) = 175/64*z^3 - 207/56*z + 1
*
[ 1/4 ] 
f(z) = 160/67*z^3 - 211/67*z + 1
*
[ 1/4 ] 
f(z) = 160/69*z^3 - 217/69*z + 1
*
[ 6/23 ] 
f(z) = 161/72*z^3 - 206/69*z + 1
*
-5/4 | 0.19539368296368346219951815803836831788 | 0.027955975143286918737159022658360027306
f(z) = 164/75*z^3 - 217/60*z + 1
*
[ 15/13 ] 
f(z) = 169/60*z^3 - 217/60*z + 1
*
4/13 | 0.14078095605143716860035559505047009235 | 0.026305061259162904321781733510981416455
f(z) = 169/60*z^3 - 211/60*z + 1
*
-35/26 | 0.18327498545482690410843942950128886722 | 0.026363779065344825166581196214889552142
f(z) = 169/75*z^3 - 209/60*z + 1
*
1/3 | 0.15600133313119363420814068583209914854 | 0.029149003811479912804564716396350372184
f(z) = 171/64*z^3 - 211/64*z + 1
*
[ 5/4 ] 
f(z) = 172/75*z^3 - 203/60*z + 1
*
[ 1/4 ] 
f(z) = 176/65*z^3 - 206/65*z + 1
*
[ 1/4 ] 
f(z) = 176/67*z^3 - 212/67*z + 1
*
[ 1/4 ] 
f(z) = 176/69*z^3 - 218/69*z + 1
*
[ 20/57 ] 
f(z) = 171/64*z^3 - 207/95*z + 1
*
[ 2/3 ] 
f(z) = 162/61*z^3 - 205/122*z + 1
*
[ 1/2 ] 
f(z) = 162/61*z^3 - 203/122*z + 1
*
[ 13/18 ] 
f(z) = 162/65*z^3 - 219/130*z + 1
*
[ 1/2 ] 
f(z) = 162/65*z^3 - 211/130*z + 1
*
[ 2/3 ] 
f(z) = 162/65*z^3 - 209/130*z + 1
*
[ 1/2 ] 
f(z) = 162/67*z^3 - 215/134*z + 1
*
[ 2/3 ] 
f(z) = 162/67*z^3 - 211/134*z + 1
*
[ 1/2 ] 
f(z) = 166/61*z^3 - 205/122*z + 1
*
[ 1/2 ] 
f(z) = 166/63*z^3 - 209/126*z + 1
*
[ 1/2 ] 
f(z) = 166/65*z^3 - 213/130*z + 1
*
[ 1/2 ] 
f(z) = 166/67*z^3 - 217/134*z + 1
*
[ 8/13 ] 
f(z) = 169/60*z^3 - 203/120*z + 1
*
[ 8/13 ] 
f(z) = 169/68*z^3 - 213/136*z + 1
*
[ 1/2 ] 
f(z) = 170/61*z^3 - 207/122*z + 1
*
[ 1/2 ] 
f(z) = 170/63*z^3 - 211/126*z + 1
*
[ 1/2 ] 
f(z) = 170/67*z^3 - 219/134*z + 1
*
[ 2/3 ] 
f(z) = 171/61*z^3 - 213/122*z + 1
*
[ 2/3 ] 
f(z) = 171/65*z^3 - 217/130*z + 1
*
[ 2/3 ] 
f(z) = 171/67*z^3 - 219/134*z + 1
*
[ 1/2 ] 
f(z) = 174/61*z^3 - 209/122*z + 1
*
[ 1/2 ] 
f(z) = 174/65*z^3 - 217/130*z + 1
*
[ 1/2 ] 
f(z) = 178/61*z^3 - 211/122*z + 1
*
[ 1/2 ] 
f(z) = 178/63*z^3 - 215/126*z + 1
*
[ 1/2 ] 
f(z) = 178/65*z^3 - 219/130*z + 1
*
[ 2/3 ] 
f(z) = 162/71*z^3 - 215/142*z + 1
*
[ 2/3 ] 
f(z) = 162/73*z^3 - 217/146*z + 1
*
[ 11/18 ] 
f(z) = 162/77*z^3 - 219/154*z + 1
*
[ 5/2 ] 
f(z) = 164/75*z^3 - 196/15*z + 1
*
[ -5/2 ] 
f(z) = 164/75*z^3 - 184/15*z + 1
*
[ -5/2 ] 
f(z) = 172/75*z^3 - 194/15*z + 1
*
-2 | 0.10789630491085832070537083953075355100 | 0.016385683081110748508621274120271346897
f(z) = 173/64*z^3 - 181/16*z + 1
*
-2 | 0.10812652082882402753266130289360830808 | 0.016393286677740753311761734948563292955
f(z) = 175/64*z^3 - 183/16*z + 1
*
[ -5/2 ] 
f(z) = 176/75*z^3 - 199/15*z + 1
*
-2 | 0.10835378732164925268649617471642530490 | 0.016400715077666498652285237046225009673
f(z) = 177/64*z^3 - 185/16*z + 1
*
-2 | 0.10857818251561152943951469091749674630 | 0.016407974983087134911292609976458280275
f(z) = 179/64*z^3 - 187/16*z + 1
*
2/13 | 0.13872982463315737855984469271032022678 | 0.023213132350933947050237411015351708885
f(z) = 169/60*z^3 - 197/30*z + 1
*
24/13 | 0.16404932602282808242719348323519792119 | 0.025961410640125126010059095638887023054
f(z) = 169/63*z^3 - 185/21*z + 1
*
[ 2/13 ] 
f(z) = 169/68*z^3 - 189/34*z + 1
*
[ 24/13 ] 
f(z) = 169/72*z^3 - 181/24*z + 1
*
-4/57 | 0.25634290939601317383085694394384007358 | 0.029586336303140960962689443644004243748
f(z) = 171/64*z^3 - 181/38*z + 1
*
-8/7 | 0.20335218155387904677750356642806724651 | 0.027735963876602499924675018772803476181
f(z) = 161/64*z^3 - 191/56*z + 1
*
[ -8/5 ] 
f(z) = 165/64*z^3 - 199/40*z + 1
*
[ -3/2 ] 
f(z) = 170/63*z^3 - 185/42*z + 1
*
-6/5 | 0.18687827095589875395772385630156834225 | 0.028019840239564557421249590567961549543
f(z) = 175/64*z^3 - 197/48*z + 1
*
[ 8/35 ] 
f(z) = 175/64*z^3 - 197/56*z + 1
*
[ 8/7 ] 
f(z) = 175/64*z^3 - 193/56*z + 1
*
[ 6/5 ] 
f(z) = 175/64*z^3 - 181/48*z + 1
*
[ -3/2 ] 
f(z) = 178/63*z^3 - 197/42*z + 1
*
[ 1/4 ] 
f(z) = 160/61*z^3 - 193/61*z + 1
*
[ 1/4 ] 
f(z) = 160/63*z^3 - 199/63*z + 1
*
[ 5/4 ] 
f(z) = 164/75*z^3 - 193/60*z + 1
*
[ 12/11 ] 
f(z) = 165/64*z^3 - 197/66*z + 1
*
-15/13 | 0.10607763717127361022982115257227427744 | 0.020156542255691348397363164329325897921
f(z) = 169/60*z^3 - 193/60*z + 1
*
5/13 | 0.095120994349829486613003440764108793515 | 0.018297787567778542329862061202877206917
f(z) = 169/60*z^3 - 181/60*z + 1
*
[ 14/13 ] 
f(z) = 169/70*z^3 - 191/70*z + 1
*
9/13 | 0.12219201854126284165165971056201943343 | 0.023406837126744996423892989037891315831
f(z) = 169/72*z^3 - 185/72*z + 1
*
8/13 | 0.14555898254578083912346558435149973443 | 0.028000204995853861000078581318917625684
f(z) = 169/72*z^3 - 181/72*z + 1
*
[ 4/13 ] 
f(z) = 169/76*z^3 - 187/76*z + 1
*
[ -4/3 ] 
f(z) = 171/68*z^3 - 185/68*z + 1
*
2/3 | 0.13791052517777852388734847339918012645 | 0.026528922561334526851371672346972744526
f(z) = 171/70*z^3 - 181/70*z + 1
*
-36/35 | 0.25007129682232632806960603614857543736 | 0.026677632783917215072098721446147730654
f(z) = 175/64*z^3 - 184/63*z + 1
*
-6/5 | 0.10873991621679248230037818129717763084 | 0.020582192510446203407005859741380787802
f(z) = 175/66*z^3 - 197/66*z + 1
*
2/5 | 0.13539852502302936492902484723968117197 | 0.025728006050685737986999868208680251850
f(z) = 175/66*z^3 - 193/66*z + 1
*
3/5 | 0.14249761396482374319292409891945174181 | 0.027076952822578390357550593309038650300
f(z) = 175/78*z^3 - 193/78*z + 1
*
-6/5 | 0.14249902061086310531291822763047563787 | 0.027240692374792696136293858407855522094
f(z) = 175/78*z^3 - 187/78*z + 1
*
[ 1/4 ] 
f(z) = 176/61*z^3 - 194/61*z + 1
*
[ 1/4 ] 
f(z) = 176/63*z^3 - 200/63*z + 1
*
[ 12/13 ] 
f(z) = 169/63*z^3 - 199/84*z + 1
*
-12/13 | 0.19255558825239136788647232553125100237 | 0.029550319642972126884532338572652147186
f(z) = 169/63*z^3 - 185/84*z + 1
*
[ 12/35 ] 
f(z) = 175/72*z^3 - 185/84*z + 1
*
[ 6/13 ] 
f(z) = 169/76*z^3 - 187/114*z + 1
*
[ 16/35 ] 
f(z) = 175/64*z^3 - 197/112*z + 1
*
[ -6/5 ] 
f(z) = 175/68*z^3 - 191/102*z + 1
*
[ 8/15 ] 
f(z) = 165/64*z^3 - 193/120*z + 1
*
[ -5/4 ] 
f(z) = 166/75*z^3 - 199/120*z + 1
*
-2 | 0.10644823961758596321495423042950302510 | 0.016335955422951943196924883058788755075
f(z) = 161/64*z^3 - 169/16*z + 1
*
-2 | 0.10669799904914528766874409403644855482 | 0.016344774337639137825885525538925937972
f(z) = 163/64*z^3 - 171/16*z + 1
*
-2 | 0.10694426082585879358950069100013256365 | 0.016353368783843413125371289986712037163
f(z) = 165/64*z^3 - 173/16*z + 1
*
-2 | 0.10718712702380981987870103501245341978 | 0.016361748221959430992858684906486894681
f(z) = 167/64*z^3 - 175/16*z + 1
*
-2 | 0.10742669507099392183594264132812588792 | 0.016369921562337915335693166902415576315
f(z) = 169/64*z^3 - 177/16*z + 1
*
[ -36/13 ] 
f(z) = 169/64*z^3 - 170/9*z + 1
*
[ 2 ] 
f(z) = 169/64*z^3 - 161/16*z + 1
*
[ 30/13 ] 
f(z) = 169/72*z^3 - 179/15*z + 1
*
[ -30/13 ] 
f(z) = 169/72*z^3 - 166/15*z + 1
*
-2 | 0.10766305803892939784334330903286938178 | 0.016377897205897626067951305823775749127
f(z) = 171/64*z^3 - 179/16*z + 1
*
[ 2 ] 
f(z) = 171/64*z^3 - 163/16*z + 1
*
[ 2 ] 
f(z) = 173/64*z^3 - 165/16*z + 1
*
[ 2 ] 
f(z) = 175/64*z^3 - 167/16*z + 1
*
[ 12/5 ] 
f(z) = 175/72*z^3 - 161/12*z + 1
*
[ 2 ] 
f(z) = 177/64*z^3 - 169/16*z + 1
*
[ 2 ] 
f(z) = 179/64*z^3 - 171/16*z + 1
*
-12/7 | 0.22372820423901870837053264729362969962 | 0.024163976352181461591326897980881175824
f(z) = 161/64*z^3 - 164/21*z + 1
*
[ 2/13 ] 
f(z) = 169/60*z^3 - 167/30*z + 1
*
[ -24/13 ] 
f(z) = 169/64*z^3 - 179/24*z + 1
*
[ 8/7 ] 
f(z) = 161/64*z^3 - 177/56*z + 1
*
[ -3/2 ] 
f(z) = 166/63*z^3 - 179/42*z + 1
*
[ 2/7 ] 
f(z) = 161/72*z^3 - 169/63*z + 1
*
5/9 | 0.15243244769070005587224533923475822089 | 0.029783632664987593940913388827916894568
f(z) = 162/65*z^3 - 167/65*z + 1
*
[ 1/3 ] 
f(z) = 162/73*z^3 - 164/73*z + 1
*
[ 1/3 ] 
f(z) = 162/77*z^3 - 172/77*z + 1
*
[ 1/3 ] 
f(z) = 162/79*z^3 - 176/79*z + 1
*
-14/13 | 0.19195793580587605173715699041924920078 | 0.026477228605133321331298203626697682328
f(z) = 169/72*z^3 - 176/63*z + 1
*
[ 14/13 ] 
f(z) = 169/72*z^3 - 167/63*z + 1
*
10/13 | 0.13192209941789004709988287860046676807 | 0.019507226968440524474160109720340637600
f(z) = 169/75*z^3 - 173/60*z + 1
*
[ 8/9 ] 
f(z) = 171/64*z^3 - 161/72*z + 1
*
[ 1/3 ] 
f(z) = 171/71*z^3 - 161/71*z + 1
*
[ 1/3 ] 
f(z) = 171/73*z^3 - 165/73*z + 1
*
[ 1/3 ] 
f(z) = 171/74*z^3 - 167/74*z + 1
*
[ 1/3 ] 
f(z) = 171/77*z^3 - 173/77*z + 1
*
[ 1/3 ] 
f(z) = 171/79*z^3 - 177/79*z + 1
*
-5/4 | 0.18251816419151087693915262554625888557 | 0.027130437239117017263834722237719210494
f(z) = 172/75*z^3 - 167/60*z + 1
*
[ 2/7 ] 
f(z) = 175/72*z^3 - 170/63*z + 1
*
[ 21/26 ] 
f(z) = 169/63*z^3 - 167/84*z + 1
*
[ 3/8 ] 
f(z) = 176/63*z^3 - 173/84*z + 1
*
[ 4/7 ] 
f(z) = 179/64*z^3 - 163/98*z + 1
*
[ 3/5 ] 
f(z) = 160/63*z^3 - 166/105*z + 1
*
[ 2/3 ] 
f(z) = 165/68*z^3 - 161/102*z + 1
*
[ 2/3 ] 
f(z) = 165/76*z^3 - 167/114*z + 1
*
[ -15/13 ] 
f(z) = 169/63*z^3 - 179/105*z + 1
*
[ 6/13 ] 
f(z) = 169/68*z^3 - 173/102*z + 1
*
[ 3/5 ] 
f(z) = 170/63*z^3 - 172/105*z + 1
*
[ 2/3 ] 
f(z) = 177/68*z^3 - 169/102*z + 1
*
[ 2/3 ] 
f(z) = 177/76*z^3 - 175/114*z + 1
*
[ 2 ] 
f(z) = 161/64*z^3 - 153/16*z + 1
*
[ 2 ] 
f(z) = 163/64*z^3 - 155/16*z + 1
*
[ 2 ] 
f(z) = 165/64*z^3 - 157/16*z + 1
*
[ -2 ] 
f(z) = 165/64*z^3 - 141/16*z + 1
*
[ 2 ] 
f(z) = 167/64*z^3 - 159/16*z + 1
*
[ -2 ] 
f(z) = 167/64*z^3 - 143/16*z + 1
*
[ -28/13 ] 
f(z) = 169/64*z^3 - 151/14*z + 1
*
[ -2 ] 
f(z) = 169/64*z^3 - 145/16*z + 1
*
[ 8/3 ] 
f(z) = 171/64*z^3 - 147/8*z + 1
*
[ -2 ] 
f(z) = 171/64*z^3 - 147/16*z + 1
*
[ -8/3 ] 
f(z) = 171/64*z^3 - 141/8*z + 1
*
[ -2 ] 
f(z) = 173/64*z^3 - 149/16*z + 1
*
[ -2 ] 
f(z) = 175/64*z^3 - 151/16*z + 1
*
[ -12/5 ] 
f(z) = 175/72*z^3 - 151/12*z + 1
*
[ -2 ] 
f(z) = 177/64*z^3 - 153/16*z + 1
*
[ -2 ] 
f(z) = 179/64*z^3 - 155/16*z + 1
*
[ -24/13 ] 
f(z) = 169/72*z^3 - 155/24*z + 1
*
[ 4/19 ] 
f(z) = 171/64*z^3 - 147/38*z + 1
*
[ 12/7 ] 
f(z) = 175/64*z^3 - 160/21*z + 1
*
[ 4/15 ] 
f(z) = 171/64*z^3 - 147/50*z + 1
*
[ 1/3 ] 
f(z) = 162/65*z^3 - 148/65*z + 1
*
[ 1/3 ] 
f(z) = 162/67*z^3 - 152/67*z + 1
*
[ 1/3 ] 
f(z) = 162/71*z^3 - 160/71*z + 1
*
-5/4 | 0.18572969902582512823817289841923466948 | 0.027863563122616194407828883924518139106
f(z) = 164/75*z^3 - 157/60*z + 1
*
[ 4/13 ] 
f(z) = 169/60*z^3 - 151/60*z + 1
*
[ 12/13 ] 
f(z) = 169/60*z^3 - 149/60*z + 1
*
[ 1/3 ] 
f(z) = 171/61*z^3 - 141/61*z + 1
*
[ 1/3 ] 
f(z) = 171/62*z^3 - 143/62*z + 1
*
[ 1/3 ] 
f(z) = 171/64*z^3 - 147/64*z + 1
*
[ 1/3 ] 
f(z) = 171/65*z^3 - 149/65*z + 1
*
[ 1/3 ] 
f(z) = 171/67*z^3 - 153/67*z + 1
*
[ 1/3 ] 
f(z) = 171/68*z^3 - 155/68*z + 1
*
[ 1/3 ] 
f(z) = 171/70*z^3 - 159/70*z + 1
*
[ 2/5 ] 
f(z) = 175/78*z^3 - 145/78*z + 1
*
[ -5/4 ] 
f(z) = 176/65*z^3 - 158/65*z + 1
*
5/8 | 0.19594259179849854635337934869361745278 | 0.029568573645784719700360002018464855942
f(z) = 176/75*z^3 - 151/60*z + 1
*
[ 4/7 ] 
f(z) = 163/64*z^3 - 155/98*z + 1
*
[ 4/9 ] 
f(z) = 163/64*z^3 - 142/81*z + 1
*
[ 3/4 ] 
f(z) = 164/63*z^3 - 151/84*z + 1
*
[ 2/5 ] 
f(z) = 165/64*z^3 - 153/80*z + 1
*
[ 8/11 ] 
f(z) = 165/64*z^3 - 153/88*z + 1
*
[ 4/7 ] 
f(z) = 167/64*z^3 - 157/98*z + 1
*
[ 4/9 ] 
f(z) = 167/64*z^3 - 143/81*z + 1
*
[ 10/13 ] 
f(z) = 169/64*z^3 - 149/80*z + 1
*
[ 4/7 ] 
f(z) = 171/64*z^3 - 159/98*z + 1
*
[ 3/4 ] 
f(z) = 172/63*z^3 - 157/84*z + 1
*
[ 4/9 ] 
f(z) = 175/64*z^3 - 145/81*z + 1
*
[ 4/9 ] 
f(z) = 179/64*z^3 - 146/81*z + 1
*
[ 5/7 ] 
f(z) = 161/75*z^3 - 157/105*z + 1
*
[ -2 ] 
f(z) = 161/64*z^3 - 137/16*z + 1
*
[ -2 ] 
f(z) = 163/64*z^3 - 139/16*z + 1
*
[ -12/7 ] 
f(z) = 161/64*z^3 - 122/21*z + 1
*
-18/13 | 0.096592323589880185273048418631585205930 | 0.017208287742435886101898479847217475839
f(z) = 169/60*z^3 - 137/30*z + 1
*
[ 21/13 ] 
f(z) = 169/63*z^3 - 139/21*z + 1
*
6/13 | 0.16665364944526745484471323224368947780 | 0.027897382118463591255545925777941270917
f(z) = 169/63*z^3 - 131/21*z + 1
*
44/65 | 0.25703969123694450807760277314952120323 | 0.028626236547135929968474278850101150757
f(z) = 169/64*z^3 - 124/25*z + 1
*
4/13 | 0.13045478355087852757863763491451850532 | 0.023626859900221286289962298400444941997
f(z) = 169/72*z^3 - 125/36*z + 1
*
[ 3/2 ] 
f(z) = 172/63*z^3 - 122/21*z + 1
*
[ 4/25 ] 
f(z) = 175/64*z^3 - 133/25*z + 1
*
[ 3/2 ] 
f(z) = 176/63*z^3 - 125/21*z + 1
*
[ 1/3 ] 
f(z) = 162/61*z^3 - 140/61*z + 1
*
[ 1/2 ] 
f(z) = 168/79*z^3 - 121/79*z + 1
*
[ 5/13 ] 
f(z) = 169/70*z^3 - 137/70*z + 1
*
[ 10/13 ] 
f(z) = 169/70*z^3 - 121/70*z + 1
*
5/26 | 0.17882877261002837007298148378166734100 | 0.027388160729113653113996335475507670426
f(z) = 169/75*z^3 - 137/60*z + 1
*
[ 11/13 ] 
f(z) = 169/77*z^3 - 135/77*z + 1
*
[ 1/2 ] 
f(z) = 172/79*z^3 - 122/79*z + 1
*
[ -6/5 ] 
f(z) = 173/72*z^3 - 122/75*z + 1
*
[ 2/5 ] 
f(z) = 175/62*z^3 - 121/62*z + 1
*
[ -6/5 ] 
f(z) = 175/66*z^3 - 131/66*z + 1
*
[ 2/5 ] 
f(z) = 175/66*z^3 - 127/66*z + 1
*
[ 4/5 ] 
f(z) = 175/68*z^3 - 129/68*z + 1
*
[ 2/5 ] 
f(z) = 175/74*z^3 - 139/74*z + 1
*
[ 4/5 ] 
f(z) = 175/76*z^3 - 131/76*z + 1
*
[ 3/4 ] 
f(z) = 176/69*z^3 - 122/69*z + 1
*
[ 3/4 ] 
f(z) = 176/75*z^3 - 124/75*z + 1
*
[ 1/2 ] 
f(z) = 176/79*z^3 - 123/79*z + 1
*
[ -6/5 ] 
f(z) = 179/72*z^3 - 131/75*z + 1
*
[ 2/3 ] 
f(z) = 161/72*z^3 - 121/81*z + 1
*
[ 2/3 ] 
f(z) = 163/72*z^3 - 122/81*z + 1
*
[ 2/3 ] 
f(z) = 167/72*z^3 - 124/81*z + 1
*
[ 2/3 ] 
f(z) = 169/72*z^3 - 125/81*z + 1
*
[ 2/3 ] 
f(z) = 173/72*z^3 - 127/81*z + 1
*
[ 2/3 ] 
f(z) = 175/72*z^3 - 128/81*z + 1
*
[ 2/3 ] 
f(z) = 179/72*z^3 - 130/81*z + 1
*
[ 4/35 ] 
f(z) = 175/64*z^3 - 109/14*z + 1
*
[ 3/2 ] 
f(z) = 160/63*z^3 - 113/21*z + 1
*
[ 4/23 ] 
f(z) = 161/64*z^3 - 111/23*z + 1
*
[ 3/2 ] 
f(z) = 164/63*z^3 - 116/21*z + 1
*
-12/11 | 0.19965334201813086968774105828854294686 | 0.022679442036564739002613106621750708057
f(z) = 165/64*z^3 - 104/33*z + 1
*
14/13 | 0.088189269783589977449847199931776341201 | 0.016269477052621098407925576351471296754
f(z) = 169/60*z^3 - 113/30*z + 1
*
[ -21/13 ] 
f(z) = 169/63*z^3 - 113/21*z + 1
*
3/13 | 0.16860717029132558979027872731587082248 | 0.029214050129629521268062010972961538292
f(z) = 169/72*z^3 - 107/24*z + 1
*
6/5 | 0.16345169182462001844244083084860151244 | 0.020563224309593010758341306892515368017
f(z) = 175/72*z^3 - 118/21*z + 1
*
[ 6/35 ] 
f(z) = 175/72*z^3 - 103/21*z + 1
*
4/5 | 0.14520255813388112086328854514367848748 | 0.027354038343802567737436226752093372477
f(z) = 175/72*z^3 - 101/36*z + 1
*
6/13 | 0.15201549612379592346806538716634753885 | 0.026014262111320257383927265456185346026
f(z) = 169/63*z^3 - 115/42*z + 1
*
[ -6/5 ] 
f(z) = 175/64*z^3 - 101/48*z + 1
*
[ 4/5 ] 
f(z) = 177/64*z^3 - 101/50*z + 1
*
[ 1/2 ] 
f(z) = 160/61*z^3 - 101/61*z + 1
*
[ 1/2 ] 
f(z) = 160/63*z^3 - 103/63*z + 1
*
[ 1/2 ] 
f(z) = 160/67*z^3 - 107/67*z + 1
*
[ 3/4 ] 
f(z) = 160/69*z^3 - 113/69*z + 1
*
[ 1/2 ] 
f(z) = 160/69*z^3 - 109/69*z + 1
*
[ 1/2 ] 
f(z) = 160/71*z^3 - 111/71*z + 1
*
[ 1/2 ] 
f(z) = 160/73*z^3 - 113/73*z + 1
*
[ 1/2 ] 
f(z) = 160/77*z^3 - 117/77*z + 1
*
[ 1/2 ] 
f(z) = 160/79*z^3 - 119/79*z + 1
*
-1 | 0.089422189531683665651771001965064972446 | 0.017597928271145782891312619805756226382
f(z) = 161/60*z^3 - 101/60*z + 1
*
-1 | 0.11845792762316710886671025487756118279 | 0.023283672645730128299648415920562235666
f(z) = 162/61*z^3 - 101/61*z + 1
*
[ 5/9 ] 
f(z) = 162/65*z^3 - 102/65*z + 1
*
[ 7/9 ] 
f(z) = 162/77*z^3 - 120/77*z + 1
*
-1 | 0.089627086520723112371773299712362569534 | 0.017595500954587000546789464790620116716
f(z) = 163/60*z^3 - 103/60*z + 1
*
-1 | 0.11855992454554252652935852969008944503 | 0.023275567091367118021618387305304136317
f(z) = 163/61*z^3 - 102/61*z + 1
*
-1 | 0.10575561290932203330921867260405945280 | 0.020761837298690494282709575956847865776
f(z) = 163/62*z^3 - 101/62*z + 1
*
-1 | 0.11866135925112518864772062707704699017 | 0.023267542577924093688201597600868055298
f(z) = 164/61*z^3 - 103/61*z + 1
*
[ 1/2 ] 
f(z) = 164/61*z^3 - 102/61*z + 1
*
[ 1/2 ] 
f(z) = 164/63*z^3 - 104/63*z + 1
*
-1 | 0.10516133280108409832816610847857742093 | 0.020620409238041557349736923635415630341
f(z) = 164/63*z^3 - 101/63*z + 1
*
[ 1/2 ] 
f(z) = 164/65*z^3 - 106/65*z + 1
*
[ 1/2 ] 
f(z) = 164/67*z^3 - 108/67*z + 1
*
[ 1/2 ] 
f(z) = 164/69*z^3 - 110/69*z + 1
*
[ 1/2 ] 
f(z) = 164/71*z^3 - 112/71*z + 1
*
[ 1/2 ] 
f(z) = 164/73*z^3 - 114/73*z + 1
*
[ 1/2 ] 
f(z) = 164/75*z^3 - 116/75*z + 1
*
[ 1/2 ] 
f(z) = 164/77*z^3 - 118/77*z + 1
*
[ 1/2 ] 
f(z) = 164/79*z^3 - 120/79*z + 1
*
-1 | 0.11876223793779376210523377915346911703 | 0.023259597765948688453507349364696185354
f(z) = 165/61*z^3 - 104/61*z + 1
*
-1 | 0.10595825231768013347746123427756823354 | 0.020751935730472173520100823140038190165
f(z) = 165/62*z^3 - 103/62*z + 1
*
-1 | 0.11886256670102364723016313466200211494 | 0.023251731346415610757628726868806977966
f(z) = 166/61*z^3 - 105/61*z + 1
*
-1 | 0.10536189626036757953913290774401831799 | 0.020610748816800373100510118394409846135
f(z) = 166/63*z^3 - 103/63*z + 1
*
-1 | 0.090030162107821401537367242706299048515 | 0.017590908744242596688169643976818375455
f(z) = 167/60*z^3 - 107/60*z + 1
*
-1 | 0.11896235153613922450686949599210388731 | 0.023243942039852586079858140558592679445
f(z) = 167/61*z^3 - 106/61*z + 1
*
-1 | 0.10615804648812441417066983373718763544 | 0.020742120912802703745211175970356608311
f(z) = 167/62*z^3 - 105/62*z + 1
*
-1 | 0.10546136405292472178720282888379052742 | 0.020605996786683310547577220468604844946
f(z) = 167/63*z^3 - 104/63*z + 1
*
-1 | 0.11049805586014728293153331996158022037 | 0.021590111264313793937002960822821112414
f(z) = 167/64*z^3 - 103/64*z + 1
*
[ -6/5 ] 
f(z) = 167/72*z^3 - 113/75*z + 1
*
-1 | 0.11906159834050432973789966976840360078 | 0.023236228595496555730018572422428592784
f(z) = 168/61*z^3 - 107/61*z + 1
*
[ 1/2 ] 
f(z) = 168/61*z^3 - 103/61*z + 1
*
[ 1/2 ] 
f(z) = 168/65*z^3 - 107/65*z + 1
*
[ 1/2 ] 
f(z) = 168/67*z^3 - 109/67*z + 1
*
[ 1/2 ] 
f(z) = 168/71*z^3 - 113/71*z + 1
*
[ 1/2 ] 
f(z) = 168/73*z^3 - 115/73*z + 1
*
[ -15/13 ] 
f(z) = 169/60*z^3 - 113/60*z + 1
*
-1 | 0.11916031291565298437269942834750306014 | 0.023228589790478909900491542680535497854
f(z) = 169/61*z^3 - 108/61*z + 1
*
-1 | 0.10635504278961642847266137028730840334 | 0.020732386485570465883931703260887601632
f(z) = 169/62*z^3 - 107/62*z + 1
*
[ 9/13 ] 
f(z) = 169/63*z^3 - 109/63*z + 1
*
-1 | 0.10565870099893348658409536118176477745 | 0.020596644665043433502648317264953272596
f(z) = 169/63*z^3 - 106/63*z + 1
*
[ 7/13 ] 
f(z) = 169/63*z^3 - 103/63*z + 1
*
-1 | 0.11069508274159385258360368415618185538 | 0.021578414875829337912656319927528047982
f(z) = 169/64*z^3 - 105/64*z + 1
*
4/13 | 0.13321808980012852820098046519991993535 | 0.025968951280186480144957080459977319454
f(z) = 169/66*z^3 - 115/66*z + 1
*
[ 6/13 ] 
f(z) = 169/66*z^3 - 113/66*z + 1
*
[ -6/5 ] 
f(z) = 169/72*z^3 - 116/75*z + 1
*
[ 9/13 ] 
f(z) = 169/72*z^3 - 113/72*z + 1
*
[ 8/13 ] 
f(z) = 169/72*z^3 - 109/72*z + 1
*
10/13 | 0.17882877261002837007298148378166734100 | 0.027443749828024474931871422630163954651
f(z) = 169/75*z^3 - 113/60*z + 1
*
[ 7/13 ] 
f(z) = 169/77*z^3 - 115/77*z + 1
*
-1 | 0.11925850096936233043082332408471141226 | 0.023221024429038588605910376838849801881
f(z) = 170/61*z^3 - 109/61*z + 1
*
-1 | 0.10575658156328131086623186337468227651 | 0.020592042865300307045899228930180162904
f(z) = 170/63*z^3 - 107/63*z + 1
*
-1 | 0.11935616811766964551337975251279080903 | 0.023213531341761937621868780047252422165
f(z) = 171/61*z^3 - 110/61*z + 1
*
-1 | 0.10655059134454382405113057748759097895 | 0.020722980057648722232539504236368733006
f(z) = 171/62*z^3 - 109/62*z + 1
*
[ 2/3 ] 
f(z) = 171/62*z^3 - 107/62*z + 1
*
-1 | 0.11089002219864839089801136948799876911 | 0.021566954154051138602595804399577738590
f(z) = 171/64*z^3 - 107/64*z + 1
*
-1 | 0.11947765813690939209070444286467660267 | 0.023237159884918188714688472809140499719
f(z) = 171/65*z^3 - 106/65*z + 1
*
[ 2/3 ] 
f(z) = 171/70*z^3 - 111/70*z + 1
*
[ 2/3 ] 
f(z) = 171/74*z^3 - 113/74*z + 1
*
-1 | 0.11945331988683524265317389548442943094 | 0.023206109384848257265803996892456120770
f(z) = 172/61*z^3 - 111/61*z + 1
*
[ 1/2 ] 
f(z) = 172/61*z^3 - 104/61*z + 1
*
-1 | 0.10595079471830109027479535183920269136 | 0.020582983662352511011202318954625772305
f(z) = 172/63*z^3 - 109/63*z + 1
*
[ 1/2 ] 
f(z) = 172/63*z^3 - 106/63*z + 1
*
[ 1/2 ] 
f(z) = 172/65*z^3 - 108/65*z + 1
*
-1 | 0.11957420990634086793273300403373930720 | 0.023229594600820837001929772855081972808
f(z) = 172/65*z^3 - 107/65*z + 1
*
[ 1/2 ] 
f(z) = 172/67*z^3 - 110/67*z + 1
*
[ 1/2 ] 
f(z) = 172/69*z^3 - 112/69*z + 1
*
[ 1/2 ] 
f(z) = 172/71*z^3 - 114/71*z + 1
*
[ 1/2 ] 
f(z) = 172/73*z^3 - 116/73*z + 1
*
[ 1/2 ] 
f(z) = 172/75*z^3 - 118/75*z + 1
*
[ -5/4 ] 
f(z) = 172/75*z^3 - 107/60*z + 1
*
[ 1/2 ] 
f(z) = 172/77*z^3 - 120/77*z + 1
*
-1 | 0.090618696668420960106033159835835745344 | 0.017584624313744529848724912038618573372
f(z) = 173/60*z^3 - 113/60*z + 1
*
-1 | 0.11954996171525299204741374484002535276 | 0.023198757439400029999362673354195984574
f(z) = 173/61*z^3 - 112/61*z + 1
*
-1 | 0.10674408439698669555618802052786515349 | 0.020713767587100722897625293857844952639
f(z) = 173/62*z^3 - 111/62*z + 1
*
-1 | 0.10604713818112461823614905447596450780 | 0.020578524664575978950352282232841133187
f(z) = 173/63*z^3 - 110/63*z + 1
*
-1 | 0.11108291824002280500462389720905669113 | 0.021555721465214029313722899661702218952
f(z) = 173/64*z^3 - 109/64*z + 1
*
-1 | 0.11967025768736144873550521800619169894 | 0.023222100960701424607509573652341711180
f(z) = 173/65*z^3 - 108/65*z + 1
*
-1 | 0.086520075063723326079791505430428662574 | 0.016789283796030808124310383790314272595
f(z) = 173/66*z^3 - 107/66*z + 1
*
-1 | 0.11964609895531013690097791788959536747 | 0.023191474410736858519153904646589924518
f(z) = 174/61*z^3 - 113/61*z + 1
*
-1 | 0.11976580674335522533339639489991342365 | 0.023214677842586738875076322636622008110
f(z) = 174/65*z^3 - 109/65*z + 1
*
-1 | 0.11974173687519801354491436925744129047 | 0.023184259227732189379807611148885299502
f(z) = 175/61*z^3 - 114/61*z + 1
*
-1 | 0.10693556493172745421261782029589562873 | 0.020704742746676123164737026977831896124
f(z) = 175/62*z^3 - 113/62*z + 1
*
[ 8/15 ] 
f(z) = 175/64*z^3 - 119/72*z + 1
*
-1 | 0.11127381349080192868711093888718711312 | 0.021544709510251197907370680733955351011
f(z) = 175/64*z^3 - 111/64*z + 1
*
-1 | 0.086710771716160295539639075114452148593 | 0.016788841232522369365155098897805883951
f(z) = 175/66*z^3 - 109/66*z + 1
*
[ 3/5 ] 
f(z) = 175/66*z^3 - 107/66*z + 1
*
-1 | 0.11992000677919376731906527498388934426 | 0.023218775644268289931669822219647741446
f(z) = 175/67*z^3 - 108/67*z + 1
*
[ 3/5 ] 
f(z) = 175/69*z^3 - 109/69*z + 1
*
[ 3/5 ] 
f(z) = 175/78*z^3 - 115/78*z + 1
*
-1 | 0.11983688066067522655315510771133021544 | 0.023177110842171938389135722587121753787
f(z) = 176/61*z^3 - 115/61*z + 1
*
[ 1/2 ] 
f(z) = 176/61*z^3 - 105/61*z + 1
*
-1 | 0.10633317955667136859810717383231804645 | 0.020565420888782146041466441176360062766
f(z) = 176/63*z^3 - 113/63*z + 1
*
[ 1/2 ] 
f(z) = 176/63*z^3 - 107/63*z + 1
*
-1 | 0.11995542932345431165164621557917100806 | 0.023200038804601152011693889866487139033
f(z) = 176/65*z^3 - 111/65*z + 1
*
[ 1/2 ] 
f(z) = 176/65*z^3 - 109/65*z + 1
*
[ 1/2 ] 
f(z) = 176/67*z^3 - 111/67*z + 1
*
-1 | 0.12001428930340712574071018085391586179 | 0.023211422647972352655968664145709864470
f(z) = 176/67*z^3 - 109/67*z + 1
*
[ 1/2 ] 
f(z) = 176/69*z^3 - 113/69*z + 1
*
[ 1/2 ] 
f(z) = 176/71*z^3 - 115/71*z + 1
*
[ 1/2 ] 
f(z) = 176/73*z^3 - 117/73*z + 1
*
[ 1/2 ] 
f(z) = 176/75*z^3 - 119/75*z + 1
*
-1 | 0.11993153541678477263638300135140131343 | 0.023170028228134173151437588454521569987
f(z) = 177/61*z^3 - 116/61*z + 1
*
-1 | 0.10712507459326869798503555454388588993 | 0.020695899486663611016933263894408027111
f(z) = 177/62*z^3 - 115/62*z + 1
*
-1 | 0.11146274925006221560055491074862863806 | 0.021533911306433094070980609457329142987
f(z) = 177/64*z^3 - 113/64*z + 1
*
-1 | 0.12004951296909355584033588888173518158 | 0.023192820758954203955281452846463947283
f(z) = 177/65*z^3 - 112/65*z + 1
*
-1 | 0.12010809115646107773216722926460112609 | 0.023204137701159118498235733607738949784
f(z) = 177/67*z^3 - 110/67*z + 1
*
-1 | 0.11157990643981100316923826441695493634 | 0.021556545348298519670276134000299133718
f(z) = 177/68*z^3 - 109/68*z + 1
*
-1 | 0.12002570616952655252804700213211747301 | 0.023163010381389045325679522089510955780
f(z) = 178/61*z^3 - 117/61*z + 1
*
-1 | 0.10652143419598374730922723223822072129 | 0.020556905390225992855557943076204235127
f(z) = 178/63*z^3 - 115/63*z + 1
*
-1 | 0.12014311813607776128558880567875815987 | 0.023185668982508073255104803228009642210
f(z) = 178/65*z^3 - 113/65*z + 1
*
-1 | 0.12020141724210071316158774481819571191 | 0.023196919762371247140532817583373869316
f(z) = 178/67*z^3 - 111/67*z + 1
*
-1 | 0.091187969918615034015512450100560666002 | 0.017578790807489511148352148159721226604
f(z) = 179/60*z^3 - 119/60*z + 1
*
-1 | 0.12011939786748665778227987596104374324 | 0.023156056318818200517564714981684394875
f(z) = 179/61*z^3 - 118/61*z + 1
*
-1 | 0.10731265374118218723062456854660639403 | 0.020687232019710801817441311355371909129
f(z) = 179/62*z^3 - 117/62*z + 1
*
-1 | 0.10661484458809824605739365002119909808 | 0.020552711631368326780606412941987447237
f(z) = 179/63*z^3 - 116/63*z + 1
*
-1 | 0.11164976554551306925219540003618102909 | 0.021523320170209940705337007480258709777
f(z) = 179/64*z^3 - 115/64*z + 1
*
-1 | 0.12023624969247119246748653333220336886 | 0.023178582467702859331367216682565061212
f(z) = 179/65*z^3 - 114/65*z + 1
*
-1 | 0.087085597012422330007374736779720772720 | 0.016787954525065014585862395838570115389
f(z) = 179/66*z^3 - 113/66*z + 1
*
-1 | 0.12029427238905354924322623678530253574 | 0.023189767812065915173438422530010554487
f(z) = 179/67*z^3 - 112/67*z + 1
*
-1 | 0.11176581173211780905789378445580643306 | 0.021545691011891713670898363316589767369
f(z) = 179/68*z^3 - 111/68*z + 1
*
-4/3 | 0.23564213118323878145887727841897474508 | 0.029796483965308674109947898853933781175
f(z) = 161/64*z^3 - 85/18*z + 1
*
-2 | 0.092657512996411347751279139800125972929 | 0.014206714909424084117944200921258678228
f(z) = 161/72*z^3 - 85/9*z + 1
*
-2 | 0.092912429277053951342267893433202495664 | 0.014220298754932279370174208162225772771
f(z) = 163/72*z^3 - 86/9*z + 1
*
[ 4 ] 
f(z) = 165/64*z^3 - 81/2*z + 1
*
[ -4 ] 
f(z) = 167/64*z^3 - 81/2*z + 1
*
-2 | 0.093411239780266808175400490714691737236 | 0.014246514783062045414578264822691134012
f(z) = 167/72*z^3 - 88/9*z + 1
*
[ 2/13 ] 
f(z) = 169/64*z^3 - 89/16*z + 1
*
[ 4 ] 
f(z) = 169/64*z^3 - 83/2*z + 1
*
[ 28/13 ] 
f(z) = 169/64*z^3 - 82/7*z + 1
*
-2 | 0.093655358073739588629595270831405999046 | 0.014259172826043103704276234148541986085
f(z) = 169/72*z^3 - 89/9*z + 1
*
[ -4 ] 
f(z) = 171/64*z^3 - 83/2*z + 1
*
-4/3 | 0.23780357673417902802412457520207541813 | 0.029812666248112200804844698420476489894
f(z) = 173/64*z^3 - 91/18*z + 1
*
[ 4 ] 
f(z) = 173/64*z^3 - 85/2*z + 1
*
-2 | 0.094133540970403721402030488970125828149 | 0.014283648088604635809196243066558730421
f(z) = 173/72*z^3 - 91/9*z + 1
*
[ 2 ] 
f(z) = 173/72*z^3 - 82/9*z + 1
*
[ 12/5 ] 
f(z) = 175/64*z^3 - 91/6*z + 1
*
[ -4 ] 
f(z) = 175/64*z^3 - 85/2*z + 1
*
[ 4/3 ] 
f(z) = 175/64*z^3 - 83/18*z + 1
*
-2 | 0.094367799156728742773782302607396941002 | 0.014295486971282872949424194376239541605
f(z) = 175/72*z^3 - 92/9*z + 1
*
[ 2 ] 
f(z) = 175/72*z^3 - 83/9*z + 1
*
[ 4 ] 
f(z) = 177/64*z^3 - 87/2*z + 1
*
[ -4 ] 
f(z) = 179/64*z^3 - 87/2*z + 1
*
[ 4/3 ] 
f(z) = 179/64*z^3 - 85/18*z + 1
*
-2 | 0.094827100379662677664037633070928650368 | 0.014318417001857507738802421927066868494
f(z) = 179/72*z^3 - 94/9*z + 1
*
[ 2 ] 
f(z) = 179/72*z^3 - 85/9*z + 1
*
[ -3/2 ] 
f(z) = 160/63*z^3 - 85/21*z + 1
*
[ -3/2 ] 
f(z) = 164/63*z^3 - 88/21*z + 1
*
-14/13 | 0.058154838575684255584244534200276872161 | 0.011336449666444599441904996746414144175
f(z) = 169/60*z^3 - 83/30*z + 1
*
[ 4/13 ] 
f(z) = 169/72*z^3 - 89/36*z + 1
*
[ 3/13 ] 
f(z) = 169/72*z^3 - 83/24*z + 1
*
[ -3/2 ] 
f(z) = 172/63*z^3 - 94/21*z + 1
*
[ -3/2 ] 
f(z) = 176/63*z^3 - 97/21*z + 1
*
[ 3/8 ] 
f(z) = 160/63*z^3 - 85/42*z + 1
*
[ 4/5 ] 
f(z) = 161/64*z^3 - 93/50*z + 1
*
[ 4/9 ] 
f(z) = 165/64*z^3 - 95/54*z + 1
*
[ 4/5 ] 
f(z) = 169/64*z^3 - 97/50*z + 1
*
[ 6/13 ] 
f(z) = 169/64*z^3 - 83/48*z + 1
*
[ 12/19 ] 
f(z) = 171/64*z^3 - 94/57*z + 1
*
[ 4/5 ] 
f(z) = 173/64*z^3 - 99/50*z + 1
*
[ -8/7 ] 
f(z) = 175/64*z^3 - 95/56*z + 1
*
[ 4/9 ] 
f(z) = 177/64*z^3 - 97/54*z + 1
*
[ 2/3 ] 
f(z) = 177/64*z^3 - 83/48*z + 1
*
[ 4/7 ] 
f(z) = 177/64*z^3 - 81/49*z + 1
*
-1 | 0.11825222181054418072708873189069723964 | 0.023300132392627420287638557172742326428
f(z) = 160/61*z^3 - 99/61*z + 1
*
-1 | 0.11835536218140087643097892522135934156 | 0.023291860611798164219611186254370183421
f(z) = 161/61*z^3 - 100/61*z + 1
*
[ -5/4 ] 
f(z) = 164/75*z^3 - 97/60*z + 1
*
[ 15/26 ] 
f(z) = 169/75*z^3 - 89/60*z + 1
*
[ 18/35 ] 
f(z) = 175/72*z^3 - 100/63*z + 1
*
[ 5/8 ] 
f(z) = 176/75*z^3 - 91/60*z + 1
*
[ 4 ] 
f(z) = 161/64*z^3 - 79/2*z + 1
*
[ 2 ] 
f(z) = 161/72*z^3 - 76/9*z + 1
*
[ -2 ] 
f(z) = 161/72*z^3 - 67/9*z + 1
*
[ -4 ] 
f(z) = 163/64*z^3 - 79/2*z + 1
*
[ 4/3 ] 
f(z) = 163/64*z^3 - 77/18*z + 1
*
[ 2 ] 
f(z) = 163/72*z^3 - 77/9*z + 1
*
[ -2 ] 
f(z) = 163/72*z^3 - 68/9*z + 1
*
4/3 | 0.19499668405319147997354756442167740274 | 0.023154453035628298488797673992544302355
f(z) = 165/64*z^3 - 71/15*z + 1
*
[ 4/3 ] 
f(z) = 167/64*z^3 - 79/18*z + 1
*
[ 2 ] 
f(z) = 167/72*z^3 - 79/9*z + 1
*
[ -2 ] 
f(z) = 167/72*z^3 - 70/9*z + 1
*
[ 4/39 ] 
f(z) = 169/64*z^3 - 79/9*z + 1
*
-16/13 | 0.14442667594259391226041158067293042683 | 0.025832053704656889597317531527215879109
f(z) = 169/64*z^3 - 67/16*z + 1
*
44/39 | 0.20941171260836978669404833810879175517 | 0.027409468129620651445528318159787875128
f(z) = 169/64*z^3 - 65/18*z + 1
*
[ 16/13 ] 
f(z) = 169/64*z^3 - 61/16*z + 1
*
[ 2 ] 
f(z) = 169/72*z^3 - 80/9*z + 1
*
[ -2 ] 
f(z) = 169/72*z^3 - 71/9*z + 1
*
-20/13 | 0.12185123489579516326015855162623987251 | 0.020605592789859963706013742254895437683
f(z) = 169/75*z^3 - 74/15*z + 1
*
[ -2 ] 
f(z) = 173/72*z^3 - 73/9*z + 1
*
[ -2 ] 
f(z) = 175/72*z^3 - 74/9*z + 1
*
[ -2 ] 
f(z) = 179/72*z^3 - 76/9*z + 1
*
[ 3/13 ] 
f(z) = 169/63*z^3 - 73/21*z + 1
*
2/13 | 0.13032738638133998786000348644554874423 | 0.025405450209418869770837806478537782616
f(z) = 169/66*z^3 - 68/33*z + 1
*
[ 2/5 ] 
f(z) = 175/68*z^3 - 65/34*z + 1
*
[ 4/5 ] 
f(z) = 175/72*z^3 - 65/36*z + 1
*
3/5 | 0.13205163344032415741000795811527494656 | 0.025348302993050275887262565819106610224
f(z) = 175/72*z^3 - 61/24*z + 1
*
[ 2/5 ] 
f(z) = 175/76*z^3 - 71/38*z + 1
*
[ 2/3 ] 
f(z) = 165/64*z^3 - 79/48*z + 1
*
[ 4/7 ] 
f(z) = 165/64*z^3 - 78/49*z + 1
*
[ 6/13 ] 
f(z) = 169/63*z^3 - 73/42*z + 1
*
[ 4/7 ] 
f(z) = 169/64*z^3 - 79/49*z + 1
*
[ 20/39 ] 
f(z) = 169/64*z^3 - 74/45*z + 1
*
[ 10/13 ] 
f(z) = 169/72*z^3 - 76/45*z + 1
*
[ 4/7 ] 
f(z) = 173/64*z^3 - 80/49*z + 1
*
[ -4/3 ] 
f(z) = 161/64*z^3 - 49/18*z + 1
*
[ 4/15 ] 
f(z) = 165/64*z^3 - 44/15*z + 1
*
[ 4 ] 
f(z) = 167/64*z^3 - 41*z + 1
*
[ 20/13 ] 
f(z) = 169/64*z^3 - 59/10*z + 1
*
[ -4/3 ] 
f(z) = 169/64*z^3 - 53/18*z + 1
*
[ -4 ] 
f(z) = 169/64*z^3 - 41*z + 1
*
[ 2/13 ] 
f(z) = 169/72*z^3 - 50/9*z + 1
*
-18/13 | 0.16063272513951670849559308197510895362 | 0.027502581833064388899720781501694038171
f(z) = 169/72*z^3 - 43/9*z + 1
*
[ 15/13 ] 
f(z) = 169/75*z^3 - 43/15*z + 1
*
[ 4 ] 
f(z) = 171/64*z^3 - 42*z + 1
*
[ -4/3 ] 
f(z) = 173/64*z^3 - 55/18*z + 1
*
[ -4 ] 
f(z) = 173/64*z^3 - 42*z + 1
*
[ 4/3 ] 
f(z) = 173/64*z^3 - 41/9*z + 1
*
-8/5 | 0.16267902201325232238916429778415935908 | 0.026421890085074058853555888198076085061
f(z) = 175/64*z^3 - 59/8*z + 1
*
[ 8/5 ] 
f(z) = 175/64*z^3 - 53/8*z + 1
*
[ 4/15 ] 
f(z) = 175/64*z^3 - 53/18*z + 1
*
[ 4 ] 
f(z) = 175/64*z^3 - 43*z + 1
*
[ -12/5 ] 
f(z) = 175/64*z^3 - 43/3*z + 1
*
[ -8/5 ] 
f(z) = 175/64*z^3 - 43/8*z + 1
*
[ 5/4 ] 
f(z) = 176/75*z^3 - 52/15*z + 1
*
[ -4 ] 
f(z) = 177/64*z^3 - 43*z + 1
*
[ 4 ] 
f(z) = 179/64*z^3 - 44*z + 1
*
3/4 | 0.13407982311778572685320843832128791613 | 0.025989219991148283435009502985207960191
f(z) = 160/63*z^3 - 58/21*z + 1
*
[ 4/5 ] 
f(z) = 163/64*z^3 - 47/25*z + 1
*
[ 4/5 ] 
f(z) = 167/64*z^3 - 48/25*z + 1
*
[ 10/13 ] 
f(z) = 169/60*z^3 - 59/30*z + 1
*
[ 6/13 ] 
f(z) = 169/60*z^3 - 53/30*z + 1
*
-15/13 | 0.13054175631955252867983546896393124789 | 0.025219857048965414230752805363889757508
f(z) = 169/72*z^3 - 59/24*z + 1
*
[ 10/13 ] 
f(z) = 169/75*z^3 - 49/30*z + 1
*
[ 4/5 ] 
f(z) = 171/64*z^3 - 49/25*z + 1
*
[ 2/3 ] 
f(z) = 171/68*z^3 - 55/34*z + 1
*
[ 12/35 ] 
f(z) = 175/64*z^3 - 47/21*z + 1
*
[ 6/7 ] 
f(z) = 175/72*z^3 - 41/21*z + 1
*
[ 4/5 ] 
f(z) = 179/64*z^3 - 51/25*z + 1
*
[ -4 ] 
f(z) = 161/64*z^3 - 39*z + 1
*
[ 4/3 ] 
f(z) = 161/64*z^3 - 38/9*z + 1
*
[ 4 ] 
f(z) = 163/64*z^3 - 40*z + 1
*
[ -4/3 ] 
f(z) = 163/64*z^3 - 25/9*z + 1
*
[ -4 ] 
f(z) = 165/64*z^3 - 40*z + 1
*
-4/3 | 0.15428564216764810184256970637141936262 | 0.022579383237363865029202331035102963820
f(z) = 165/64*z^3 - 29/6*z + 1
*
[ 4/11 ] 
f(z) = 165/64*z^3 - 23/11*z + 1
*
[ -4/3 ] 
f(z) = 167/64*z^3 - 26/9*z + 1
*
[ 4/3 ] 
f(z) = 169/64*z^3 - 40/9*z + 1
*
12/13 | 0.22132463012572925904884595007631013927 | 0.028485237941043692593363263419449807298
f(z) = 169/64*z^3 - 37/9*z + 1
*
[ -16/13 ] 
f(z) = 169/64*z^3 - 35/16*z + 1
*
-20/13 | 0.22670421326039264697472089135805423365 | 0.029613670128461605315756340199701938333
f(z) = 169/64*z^3 - 33/5*z + 1
*
-44/39 | 0.21525026154812808080541791352546309381 | 0.028734180298985974451227043523853567418
f(z) = 169/64*z^3 - 28/9*z + 1
*
[ -20/13 ] 
f(z) = 169/64*z^3 - 23/5*z + 1
*
4/13 | 0.18992314759439716047518634003504541949 | 0.029172904923329873354833168457730296987
f(z) = 169/64*z^3 - 21/2*z + 1
*
[ 18/13 ] 
f(z) = 169/72*z^3 - 38/9*z + 1
*
[ -18/13 ] 
f(z) = 169/72*z^3 - 25/9*z + 1
*
[ 12/13 ] 
f(z) = 169/72*z^3 - 25/12*z + 1
*
[ 5/13 ] 
f(z) = 169/75*z^3 - 29/15*z + 1
*
[ 2/3 ] 
f(z) = 171/64*z^3 - 27/16*z + 1
*
-52/35 | 0.17882869126385422154194298547564723381 | 0.023015865059584924381614530777673138981
f(z) = 175/64*z^3 - 37/7*z + 1
*
[ 2/5 ] 
f(z) = 175/64*z^3 - 31/16*z + 1
*
[ -4/3 ] 
f(z) = 175/64*z^3 - 28/9*z + 1
*
[ 4/7 ] 
f(z) = 175/64*z^3 - 23/14*z + 1
*
[ -5/4 ] 
f(z) = 176/75*z^3 - 28/15*z + 1
*
-4/3 | 0.16983381237579925856120870202028517739 | 0.024614583764453554228015942769379816060
f(z) = 177/64*z^3 - 31/6*z + 1
*
[ -4/3 ] 
f(z) = 179/64*z^3 - 29/9*z + 1
*
[ 3/4 ] 
f(z) = 160/63*z^3 - 37/21*z + 1
*
[ 6/7 ] 
f(z) = 161/72*z^3 - 38/21*z + 1
*
[ 3/5 ] 
f(z) = 175/72*z^3 - 37/24*z + 1
*
[ 3/4 ] 
f(z) = 176/63*z^3 - 40/21*z + 1
*
[ -1 ]
f(z) = 162/61*z^3 - 40/61*z + 1
*
[ 4/7 ] 
f(z) = 161/64*z^3 - 11/7*z + 1
*
[ 4/5 ] 
f(z) = 165/64*z^3 - 19/10*z + 1
*
[ -4/3 ] 
f(z) = 165/64*z^3 - 17/6*z + 1
*
[ 4/3 ] 
f(z) = 165/64*z^3 - 13/3*z + 1
*
[ 8/13 ] 
f(z) = 169/64*z^3 - 13/8*z + 1
*
[ 12/13 ] 
f(z) = 169/64*z^3 - 7/3*z + 1
*
12/13 | 0.11422808392751507802524424207656102726 | 0.019802657308913558225335374767328741951
f(z) = 169/64*z^3 - 5*z + 1
*
[ 4/13 ] 
f(z) = 169/64*z^3 - 5/2*z + 1
*
12/13 | 0.15737528540633087176074233430579089734 | 0.029933509070428768519081047983576594485
f(z) = 169/64*z^3 - 3*z + 1
*
[ 6/13 ] 
f(z) = 169/72*z^3 - 5/3*z + 1
*
[ -15/13 ]
f(z) = 169/75*z^3 - 17/15*z + 1
*
[ 4/9 ] 
f(z) = 171/64*z^3 - 16/9*z + 1
*
[ 4/3 ] 
f(z) = 171/64*z^3 - 9/2*z + 1
*
-4/3 | 0.16032139218307448604193421718335989163 | 0.027793424169698593156868604511327856391
f(z) = 171/64*z^3 - 5*z + 1
*
[ -4/3 ] 
f(z) = 171/64*z^3 - 3*z + 1
*
4/5 | 0.18512247278751132910776761035330738143 | 0.026034367041684161336234818907785499799
f(z) = 175/64*z^3 - 18/7*z + 1
*
[ 4/5 ] 
f(z) = 175/64*z^3 - 2*z + 1
*
[ 2/5 ] 
f(z) = 175/72*z^3 - 17/9*z + 1
*
[ 6/5 ] 
f(z) = 175/72*z^3 - 10/3*z + 1
*
[ -6/5 ] 
f(z) = 175/72*z^3 - 5/3*z + 1
*
[ -4/3 ] 
f(z) = 177/64*z^3 - 19/6*z + 1
*
[ 4/3 ] 
f(z) = 177/64*z^3 - 14/3*z + 1
*
[ -4/13 ]
f(z) = 169/64*z^3 + 4*z + 1
*
[ -8/13 ]
f(z) = 169/64*z^3 + 13/8*z + 1
*
[ -6/13 ]
f(z) = 169/72*z^3 + 8/3*z + 1
*
[ -4/5 ]
f(z) = 175/64*z^3 + 1/2*z + 1
*
[ 30/13 ] 
f(z) = 169/90*z^3 - 283/30*z + 1
*
15/8 | 0.094763235890848315402763993670118886813 | 0.012061444875876296507033521163811940652
f(z) = 176/81*z^3 - 287/36*z + 1
*
[ 9/5 ] 
f(z) = 170/81*z^3 - 286/45*z + 1
*
[ -2 ] 
f(z) = 173/84*z^3 - 283/42*z + 1
*
[ -2 ] 
f(z) = 175/92*z^3 - 281/46*z + 1
*
[ -2 ] 
f(z) = 177/92*z^3 - 285/46*z + 1
*
[ -2 ] 
f(z) = 179/84*z^3 - 295/42*z + 1
*
[ -2 ] 
f(z) = 179/92*z^3 - 289/46*z + 1
*
[ 1/4 ] 
f(z) = 160/91*z^3 - 283/91*z + 1
*
[ 1/4 ] 
f(z) = 160/93*z^3 - 289/93*z + 1
*
[ -12/7 ] 
f(z) = 161/96*z^3 - 281/84*z + 1
*
[ -5/3 ] 
f(z) = 162/95*z^3 - 298/95*z + 1
*
[ 3/13 ] 
f(z) = 169/87*z^3 - 299/87*z + 1
*
[ 18/13 ] 
f(z) = 169/90*z^3 - 299/90*z + 1
*
1/3 | 0.14289881482029224618255261728778375085 | 0.025312223710747707619141108254667640980
f(z) = 171/88*z^3 - 283/88*z + 1
*
[ 4/3 ] 
f(z) = 171/92*z^3 - 281/92*z + 1
*
[ 1/4 ] 
f(z) = 176/91*z^3 - 284/91*z + 1
*
[ 1/4 ] 
f(z) = 176/93*z^3 - 290/93*z + 1
*
[ 1/4 ] 
f(z) = 176/95*z^3 - 296/95*z + 1
*
[ 4/3 ] 
f(z) = 161/96*z^3 - 295/108*z + 1
*
[ 4/3 ] 
f(z) = 163/96*z^3 - 299/108*z + 1
*
[ -3/2 ] 
f(z) = 161/90*z^3 - 283/120*z + 1
*
[ -3/2 ] 
f(z) = 163/90*z^3 - 289/120*z + 1
*
[ -3/2 ] 
f(z) = 167/99*z^3 - 281/132*z + 1
*
-3/26 | 0.15594898846382051806119263066907577262 | 0.023123905670987530994384726633807749066
f(z) = 169/90*z^3 - 283/120*z + 1
*
[ -3/2 ] 
f(z) = 169/99*z^3 - 287/132*z + 1
*
[ -3/2 ] 
f(z) = 173/99*z^3 - 299/132*z + 1
*
[ 3/8 ] 
f(z) = 164/81*z^3 - 281/144*z + 1
*
[ 3/8 ] 
f(z) = 172/81*z^3 - 283/144*z + 1
*
[ 17/18 ] 
f(z) = 162/85*z^3 - 299/170*z + 1
*
[ 2/5 ] 
f(z) = 175/81*z^3 - 299/162*z + 1
*
-7/6 | 0.16883669172396025721947318100552947871 | 0.029206743261090506332667379713978101705
f(z) = 162/91*z^3 - 285/182*z + 1
*
[ 1/2 ] 
f(z) = 166/99*z^3 - 281/198*z + 1
*
[ 6/13 ] 
f(z) = 169/93*z^3 - 289/186*z + 1
*
[ 1/2 ] 
f(z) = 170/99*z^3 - 283/198*z + 1
*
[ 1/2 ] 
f(z) = 174/97*z^3 - 281/194*z + 1
*
[ 27/35 ] 
f(z) = 175/81*z^3 - 299/189*z + 1
*
[ 6/11 ] 
f(z) = 176/81*z^3 - 293/198*z + 1
*
[ 1/2 ] 
f(z) = 178/97*z^3 - 283/194*z + 1
*
[ 1/2 ] 
f(z) = 178/99*z^3 - 287/198*z + 1
*
[ 2/3 ] 
f(z) = 173/96*z^3 - 281/216*z + 1
*
[ 2/3 ] 
f(z) = 175/96*z^3 - 283/216*z + 1
*
[ 2/3 ] 
f(z) = 179/96*z^3 - 287/216*z + 1
*
[ 7/12 ] 
f(z) = 171/98*z^3 - 293/224*z + 1
*
[ 3/26 ] 
f(z) = 169/81*z^3 - 277/36*z + 1
*
[ 9/5 ] 
f(z) = 160/81*z^3 - 268/45*z + 1
*
[ -2 ] 
f(z) = 163/84*z^3 - 263/42*z + 1
*
[ -2 ] 
f(z) = 165/92*z^3 - 261/46*z + 1
*
[ -2 ] 
f(z) = 167/84*z^3 - 271/42*z + 1
*
[ -2 ] 
f(z) = 167/92*z^3 - 265/46*z + 1
*
[ -2 ] 
f(z) = 169/84*z^3 - 275/42*z + 1
*
6/13 | 0.16081604763456737715571494325345749530 | 0.025667728042766611853976507491232234784
f(z) = 169/84*z^3 - 263/42*z + 1
*
[ -2 ] 
f(z) = 169/92*z^3 - 269/46*z + 1
*
[ -2 ] 
f(z) = 171/92*z^3 - 273/46*z + 1
*
[ -2 ] 
f(z) = 173/92*z^3 - 277/46*z + 1
*
21/16 | 0.19578018244093445026041208875555058684 | 0.025125999946984778928189006237999186046
f(z) = 160/81*z^3 - 269/72*z + 1
*
-20/13 | 0.19429309890392894212707249473582640680 | 0.025293441662051777026896264151513120629
f(z) = 169/96*z^3 - 271/60*z + 1
*
-18/13 | 0.12125585314062796497965870882436138539 | 0.017425702726691345955860304396952602319
f(z) = 169/96*z^3 - 263/72*z + 1
*
[ 1/4 ] 
f(z) = 160/87*z^3 - 271/87*z + 1
*
[ 1/4 ] 
f(z) = 160/89*z^3 - 277/89*z + 1
*
-16/13 | 0.14393694039810032106550591031643836828 | 0.025693303730301439527035498415214784277
f(z) = 169/80*z^3 - 271/80*z + 1
*
16/13 | 0.15849603616275051670675007176945597303 | 0.028181995519818167497493073001096301780
f(z) = 169/84*z^3 - 277/84*z + 1
*
[ 17/13 ] 
f(z) = 169/85*z^3 - 269/85*z + 1
*
1/13 | 0.14805151511278784538489647065407092518 | 0.026427771321269353434745886227480575677
f(z) = 169/90*z^3 - 271/90*z + 1
*
-52/35 | 0.17245736994815601927382617729967673574 | 0.022408082784313737511460459576751627127
f(z) = 175/96*z^3 - 275/84*z + 1
*
[ 3/11 ] 
f(z) = 176/81*z^3 - 280/99*z + 1
*
3/44 | 0.096373471721891346809090130772993680008 | 0.012392186802679340638256571228729871268
f(z) = 176/81*z^3 - 265/99*z + 1
*
[ 1/4 ] 
f(z) = 176/85*z^3 - 266/85*z + 1
*
[ 1/4 ] 
f(z) = 176/87*z^3 - 272/87*z + 1
*
[ 1/4 ] 
f(z) = 176/89*z^3 - 278/89*z + 1
*
[ -3/2 ] 
f(z) = 161/99*z^3 - 263/132*z + 1
*
[ -3/2 ] 
f(z) = 163/99*z^3 - 269/132*z + 1
*
[ -18/13 ] 
f(z) = 169/84*z^3 - 269/126*z + 1
*
[ 1/2 ] 
f(z) = 166/89*z^3 - 261/178*z + 1
*
[ 6/13 ] 
f(z) = 169/87*z^3 - 275/174*z + 1
*
[ 1/2 ] 
f(z) = 170/89*z^3 - 263/178*z + 1
*
[ 1/2 ] 
f(z) = 174/89*z^3 - 265/178*z + 1
*
[ 4/5 ] 
f(z) = 175/82*z^3 - 265/164*z + 1
*
[ 4/5 ] 
f(z) = 175/86*z^3 - 267/172*z + 1
*
18/35 | 0.17228641388825308263707812662260040795 | 0.024229190913037991820257748417434658290
f(z) = 175/96*z^3 - 277/168*z + 1
*
[ 1/2 ] 
f(z) = 178/87*z^3 - 263/174*z + 1
*
[ 7/8 ] 
f(z) = 160/91*z^3 - 271/182*z + 1
*
[ -11/8 ] 
f(z) = 160/99*z^3 - 263/198*z + 1
*
[ 1/2 ] 
f(z) = 162/91*z^3 - 263/182*z + 1
*
[ 5/6 ] 
f(z) = 162/95*z^3 - 263/190*z + 1
*
[ 1/2 ] 
f(z) = 162/97*z^3 - 275/194*z + 1
*
[ 1/2 ] 
f(z) = 166/91*z^3 - 265/182*z + 1
*
[ 1/2 ] 
f(z) = 166/93*z^3 - 269/186*z + 1
*
[ 1/2 ] 
f(z) = 166/95*z^3 - 273/190*z + 1
*
[ 1/2 ] 
f(z) = 166/97*z^3 - 277/194*z + 1
*
[ 1/2 ] 
f(z) = 170/91*z^3 - 267/182*z + 1
*
[ 1/2 ] 
f(z) = 170/93*z^3 - 271/186*z + 1
*
[ 1/2 ] 
f(z) = 170/97*z^3 - 279/194*z + 1
*
[ -4/3 ] 
f(z) = 171/94*z^3 - 279/188*z + 1
*
[ -4/3 ] 
f(z) = 171/98*z^3 - 265/196*z + 1
*
[ 2/3 ] 
f(z) = 173/80*z^3 - 263/180*z + 1
*
[ 1/2 ] 
f(z) = 174/91*z^3 - 269/182*z + 1
*
[ 1/2 ] 
f(z) = 174/95*z^3 - 277/190*z + 1
*
[ 4/5 ] 
f(z) = 175/94*z^3 - 271/188*z + 1
*
[ 1/2 ] 
f(z) = 178/91*z^3 - 271/182*z + 1
*
[ 1/2 ] 
f(z) = 178/93*z^3 - 275/186*z + 1
*
[ 1/2 ] 
f(z) = 178/95*z^3 - 279/190*z + 1
*
[ 2/3 ] 
f(z) = 179/80*z^3 - 269/180*z + 1
*
[ 2/3 ] 
f(z) = 161/96*z^3 - 269/216*z + 1
*
[ 2/3 ] 
f(z) = 163/96*z^3 - 271/216*z + 1
*
[ 2/3 ] 
f(z) = 167/96*z^3 - 275/216*z + 1
*
[ 2/3 ] 
f(z) = 169/96*z^3 - 277/216*z + 1
*
[ -30/13 ] 
f(z) = 169/90*z^3 - 257/30*z + 1
*
3/2 | 0.22458066662504242648850475815972870960 | 0.029172068420881616862111377196786188218
f(z) = 176/81*z^3 - 245/36*z + 1
*
[ 3/20 ] 
f(z) = 160/81*z^3 - 257/45*z + 1
*
[ -2 ] 
f(z) = 163/92*z^3 - 257/46*z + 1
*
[ 2/13 ] 
f(z) = 169/92*z^3 - 255/46*z + 1
*
18/13 | 0.15304239918235479035436992251587819918 | 0.022116964084382207580579517471949698348
f(z) = 169/80*z^3 - 253/60*z + 1
*
[ -21/13 ] 
f(z) = 169/81*z^3 - 241/63*z + 1
*
-4/3 | 0.15577718363852595558329737726229607236 | 0.022538032261806462089396349107707841568
f(z) = 177/80*z^3 - 251/60*z + 1
*
[ 3/2 ] 
f(z) = 178/99*z^3 - 245/66*z + 1
*
9/10 | 0.21647224190452994872118590904654343985 | 0.027917303632265386534056317756657303279
f(z) = 160/81*z^3 - 259/90*z + 1
*
[ 1/4 ] 
f(z) = 160/81*z^3 - 253/81*z + 1
*
[ 1/4 ] 
f(z) = 160/83*z^3 - 259/83*z + 1
*
[ 6/5 ] 
f(z) = 170/81*z^3 - 257/90*z + 1
*
[ -3/2 ] 
f(z) = 172/87*z^3 - 242/87*z + 1
*
[ -22/15 ] 
f(z) = 175/88*z^3 - 257/99*z + 1
*
[ 1/4 ] 
f(z) = 176/81*z^3 - 254/81*z + 1
*
[ 1/4 ] 
f(z) = 176/83*z^3 - 260/83*z + 1
*
[ 5/4 ] 
f(z) = 176/85*z^3 - 258/85*z + 1
*
[ -3/2 ] 
f(z) = 176/87*z^3 - 251/87*z + 1
*
[ -3/2 ] 
f(z) = 176/93*z^3 - 241/93*z + 1
*
[ 5/4 ] 
f(z) = 176/95*z^3 - 256/95*z + 1
*
[ -27/20 ] 
f(z) = 160/81*z^3 - 251/135*z + 1
*
[ 14/39 ] 
f(z) = 169/98*z^3 - 253/126*z + 1
*
[ -4/3 ] 
f(z) = 177/88*z^3 - 241/132*z + 1
*
[ 1/2 ] 
f(z) = 162/83*z^3 - 247/166*z + 1
*
[ 1/2 ] 
f(z) = 162/85*z^3 - 251/170*z + 1
*
[ 1/2 ] 
f(z) = 162/89*z^3 - 259/178*z + 1
*
[ 1/2 ] 
f(z) = 166/81*z^3 - 245/162*z + 1
*
[ 1/2 ] 
f(z) = 166/85*z^3 - 253/170*z + 1
*
[ 1/2 ] 
f(z) = 166/87*z^3 - 257/174*z + 1
*
[ 10/13 ] 
f(z) = 169/85*z^3 - 251/170*z + 1
*
[ 1/2 ] 
f(z) = 170/81*z^3 - 247/162*z + 1
*
[ 1/2 ] 
f(z) = 170/83*z^3 - 251/166*z + 1
*
[ 1/2 ] 
f(z) = 170/87*z^3 - 259/174*z + 1
*
[ 2/3 ] 
f(z) = 171/89*z^3 - 241/178*z + 1
*
[ 1/2 ] 
f(z) = 174/83*z^3 - 253/166*z + 1
*
[ 1/2 ] 
f(z) = 174/85*z^3 - 257/170*z + 1
*
[ 1/2 ] 
f(z) = 178/81*z^3 - 251/162*z + 1
*
[ 1/2 ] 
f(z) = 178/83*z^3 - 255/166*z + 1
*
[ 1/2 ] 
f(z) = 178/85*z^3 - 259/170*z + 1
*
[ 2/3 ] 
f(z) = 161/80*z^3 - 251/180*z + 1
*
[ 2/3 ] 
f(z) = 162/97*z^3 - 241/194*z + 1
*
[ 2/3 ] 
f(z) = 163/80*z^3 - 253/180*z + 1
*
[ 2/3 ] 
f(z) = 167/80*z^3 - 257/180*z + 1
*
[ 15/26 ] 
f(z) = 169/81*z^3 - 257/180*z + 1
*
[ 8/13 ] 
f(z) = 169/92*z^3 - 243/184*z + 1
*
[ 10/13 ] 
f(z) = 169/95*z^3 - 257/190*z + 1
*
[ 2/3 ] 
f(z) = 171/91*z^3 - 243/182*z + 1
*
[ 2/3 ] 
f(z) = 171/97*z^3 - 249/194*z + 1
*
-45/26 | 0.20687953324747427931107492346506125161 | 0.027049217895828309412957115252109453834
f(z) = 169/81*z^3 - 233/36*z + 1
*
[ 27/13 ] 
f(z) = 169/81*z^3 - 229/27*z + 1
*
-3/26 | 0.13088440919442262798982465383825986039 | 0.017151792088570702564497313300566439609
f(z) = 169/81*z^3 - 229/36*z + 1
*
30/13 | 0.18659093573341072392998558875493824591 | 0.027359309091969648766569675718960632531
f(z) = 169/96*z^3 - 229/24*z + 1
*
6/5 | 0.14219707517771004662776593389917519969 | 0.018592074383841043691793130848470899557
f(z) = 160/81*z^3 - 233/45*z + 1
*
[ 2/13 ] 
f(z) = 169/84*z^3 - 233/42*z + 1
*
[ -9/5 ] 
f(z) = 170/81*z^3 - 236/45*z + 1
*
-21/16 | 0.20570700181781800620746172327286042487 | 0.027083148530229527329537887194508554769
f(z) = 160/81*z^3 - 221/72*z + 1
*
[ 3/2 ] 
f(z) = 166/99*z^3 - 227/66*z + 1
*
[ 20/13 ] 
f(z) = 169/96*z^3 - 229/60*z + 1
*
[ 18/13 ] 
f(z) = 169/96*z^3 - 223/72*z + 1
*
[ 3/2 ] 
f(z) = 170/99*z^3 - 233/66*z + 1
*
6/5 | 0.17701036703103549044722559541557766058 | 0.027208152836776852870328685460903673278
f(z) = 175/99*z^3 - 223/66*z + 1
*
[ 4/3 ] 
f(z) = 177/80*z^3 - 221/60*z + 1
*
[ -3/2 ] 
f(z) = 164/87*z^3 - 224/87*z + 1
*
5/13 | 0.11538552611541761529320280010106686355 | 0.021167622848072225676142015414428578237
f(z) = 169/80*z^3 - 233/80*z + 1
*
12/13 | 0.15946980037115732900718576175835368394 | 0.029209140503069070464282596915077480650
f(z) = 169/84*z^3 - 235/84*z + 1
*
11/13 | 0.15473341662940599684725614812798063255 | 0.028569155875771352850232979246927495852
f(z) = 169/88*z^3 - 225/88*z + 1
*
[ 4/13 ] 
f(z) = 169/92*z^3 - 223/92*z + 1
*
[ 3/10 ] 
f(z) = 170/81*z^3 - 227/90*z + 1
*
[ -3/2 ] 
f(z) = 172/93*z^3 - 232/93*z + 1
*
3/5 | 0.089853878477352892514913489593409302435 | 0.016617537277364746009150449663381581858
f(z) = 175/96*z^3 - 223/96*z + 1
*
3/4 | 0.21459509209384352588457058669602760589 | 0.028026696434931875321265563086112783989
f(z) = 176/81*z^3 - 235/99*z + 1
*
[ 27/26 ] 
f(z) = 169/81*z^3 - 239/108*z + 1
*
[ 12/13 ] 
f(z) = 169/88*z^3 - 227/132*z + 1
*
21/26 | 0.19102049326810971779381414882132113703 | 0.029126979547063497575868613991969838491
f(z) = 169/99*z^3 - 235/132*z + 1
*
[ 6/7 ] 
f(z) = 175/81*z^3 - 221/126*z + 1
*
[ 9/17 ] 
f(z) = 170/81*z^3 - 226/153*z + 1
*
[ 3/4 ] 
f(z) = 173/81*z^3 - 221/144*z + 1
*
[ 9/20 ] 
f(z) = 175/81*z^3 - 239/144*z + 1
*
[ 3/4 ] 
f(z) = 175/81*z^3 - 223/144*z + 1
*
[ 3/4 ] 
f(z) = 179/81*z^3 - 227/144*z + 1
*
[ 6/7 ] 
f(z) = 161/96*z^3 - 235/168*z + 1
*
[ 2/3 ] 
f(z) = 162/83*z^3 - 227/166*z + 1
*
[ 2/3 ] 
f(z) = 162/89*z^3 - 233/178*z + 1
*
[ 8/13 ] 
f(z) = 169/84*z^3 - 233/168*z + 1
*
[ 21/26 ] 
f(z) = 169/98*z^3 - 229/168*z + 1
*
[ 2/3 ] 
f(z) = 171/83*z^3 - 235/166*z + 1
*
[ 2/3 ] 
f(z) = 171/85*z^3 - 237/170*z + 1
*
[ 24/35 ] 
f(z) = 175/96*z^3 - 221/168*z + 1
*
[ 13/18 ] 
f(z) = 162/91*z^3 - 239/182*z + 1
*
[ 2/3 ] 
f(z) = 162/91*z^3 - 235/182*z + 1
*
[ 2/3 ] 
f(z) = 162/95*z^3 - 239/190*z + 1
*
[ -27/13 ] 
f(z) = 169/81*z^3 - 203/27*z + 1
*
-2/13 | 0.15122825900088009256673969223147535977 | 0.022540080361752976750225756404278186177
f(z) = 169/96*z^3 - 205/24*z + 1
*
[ 28/13 ] 
f(z) = 169/98*z^3 - 209/28*z + 1
*
[ 2/7 ] 
f(z) = 161/88*z^3 - 204/77*z + 1
*
[ 7/5 ] 
f(z) = 165/98*z^3 - 211/70*z + 1
*
33/35 | 0.18316080143350552156322753614847913748 | 0.024355729872256609557179274857450039150
f(z) = 175/81*z^3 - 205/63*z + 1
*
[ 2/7 ] 
f(z) = 175/88*z^3 - 205/77*z + 1
*
3/4 | 0.082483207069799499230699004009313962174 | 0.010926255576940718949986662208444605319
f(z) = 160/81*z^3 - 211/90*z + 1
*
[ -3/2 ] 
f(z) = 160/87*z^3 - 215/87*z + 1
*
[ -3/2 ] 
f(z) = 160/93*z^3 - 205/93*z + 1
*
[ 1/3 ] 
f(z) = 162/95*z^3 - 208/95*z + 1
*
[ 1/3 ] 
f(z) = 162/97*z^3 - 212/97*z + 1
*
[ -3/2 ] 
f(z) = 164/93*z^3 - 214/93*z + 1
*
[ -19/13 ] 
f(z) = 169/95*z^3 - 201/95*z + 1
*
[ 1/3 ] 
f(z) = 171/91*z^3 - 201/91*z + 1
*
[ 1/3 ] 
f(z) = 171/92*z^3 - 203/92*z + 1
*
[ 1/3 ] 
f(z) = 171/94*z^3 - 207/94*z + 1
*
[ 1/3 ] 
f(z) = 171/97*z^3 - 213/97*z + 1
*
[ 1/3 ] 
f(z) = 171/98*z^3 - 215/98*z + 1
*
[ 6/7 ] 
f(z) = 161/81*z^3 - 205/126*z + 1
*
[ 6/13 ] 
f(z) = 169/92*z^3 - 215/138*z + 1
*
[ 12/13 ] 
f(z) = 169/99*z^3 - 203/132*z + 1
*
[ 3/4 ] 
f(z) = 161/81*z^3 - 209/144*z + 1
*
[ 3/4 ] 
f(z) = 163/81*z^3 - 211/144*z + 1
*
[ 3/4 ] 
f(z) = 167/81*z^3 - 215/144*z + 1
*
[ 9/16 ] 
f(z) = 176/81*z^3 - 211/144*z + 1
*
[ 3/5 ] 
f(z) = 160/99*z^3 - 206/165*z + 1
*
[ 3/5 ] 
f(z) = 170/99*z^3 - 212/165*z + 1
*
15/26 | 0.087329739845287170661304134871245448013 | 0.011808143203188312271022953947551717758
f(z) = 169/81*z^3 - 181/36*z + 1
*
[ -28/13 ] 
f(z) = 169/98*z^3 - 183/28*z + 1
*
-2 | 0.10723494411224411654300633948076016779 | 0.016285245457622939203810438628717389942
f(z) = 171/80*z^3 - 181/20*z + 1
*
-2 | 0.10747733992947355605105888174055021311 | 0.016294863011583829500605729379970752670
f(z) = 173/80*z^3 - 183/20*z + 1
*
-2 | 0.086623788257949043201249982891652574152 | 0.013111605097377880248580334637378412713
f(z) = 173/96*z^3 - 185/24*z + 1
*
6/5 | 0.086819389825782203826714184819061454629 | 0.011687600374964028500545451799804252928
f(z) = 175/81*z^3 - 187/36*z + 1
*
-2 | 0.10795206056954986825112708955388484068 | 0.016313357510319394985519693294573218861
f(z) = 177/80*z^3 - 187/20*z + 1
*
-2 | 0.10818458415368525609844250969388221545 | 0.016322255401495983758632610391217967311
f(z) = 179/80*z^3 - 189/20*z + 1
*
-2 | 0.087365364946938010758712914869796385503 | 0.013160273077200410525957249345780196104
f(z) = 179/96*z^3 - 191/24*z + 1
*
9/16 | 0.085513607249109721460891738751517142309 | 0.011431645856383855455077543452137377172
f(z) = 160/81*z^3 - 197/72*z + 1
*
3/8 | 0.17384092510940154680182466058658177335 | 0.027372705613623923557835139805418098722
f(z) = 160/99*z^3 - 191/66*z + 1
*
[ 9/7 ] 
f(z) = 161/81*z^3 - 193/63*z + 1
*
[ 9/35 ] 
f(z) = 175/81*z^3 - 191/63*z + 1
*
-21/20 | 0.11118309383530628037373593112807945293 | 0.015033434155497145987057539569511194789
f(z) = 160/81*z^3 - 181/90*z + 1
*
[ 1/3 ] 
f(z) = 162/83*z^3 - 184/83*z + 1
*
[ 1/3 ] 
f(z) = 162/85*z^3 - 188/85*z + 1
*
[ 1/3 ] 
f(z) = 162/89*z^3 - 196/89*z + 1
*
[ 1/3 ] 
f(z) = 162/91*z^3 - 200/91*z + 1
*
[ -13/9 ] 
f(z) = 162/91*z^3 - 184/91*z + 1
*
[ -18/13 ] 
f(z) = 169/88*z^3 - 194/99*z + 1
*
[ 1/3 ] 
f(z) = 171/82*z^3 - 183/82*z + 1
*
[ 1/3 ] 
f(z) = 171/83*z^3 - 185/83*z + 1
*
[ 1/3 ] 
f(z) = 171/85*z^3 - 189/85*z + 1
*
[ 1/3 ] 
f(z) = 171/86*z^3 - 191/86*z + 1
*
[ 1/3 ] 
f(z) = 171/88*z^3 - 195/88*z + 1
*
[ 1/3 ] 
f(z) = 171/89*z^3 - 197/89*z + 1
*
[ 18/35 ] 
f(z) = 175/81*z^3 - 191/126*z + 1
*
[ 2/3 ] 
f(z) = 177/92*z^3 - 187/138*z + 1
*
[ 4/7 ] 
f(z) = 161/80*z^3 - 197/140*z + 1
*
[ 7/11 ] 
f(z) = 165/98*z^3 - 193/154*z + 1
*
[ 3 ] 
f(z) = 167/81*z^3 - 161/9*z + 1
*
[ 3 ] 
f(z) = 169/81*z^3 - 163/9*z + 1
*
[ 3 ] 
f(z) = 170/81*z^3 - 164/9*z + 1
*
[ 3 ] 
f(z) = 172/81*z^3 - 166/9*z + 1
*
[ 3 ] 
f(z) = 173/81*z^3 - 167/9*z + 1
*
[ -3 ] 
f(z) = 173/81*z^3 - 161/9*z + 1
*
[ 3 ] 
f(z) = 175/81*z^3 - 169/9*z + 1
*
[ -3 ] 
f(z) = 175/81*z^3 - 163/9*z + 1
*
[ 3 ] 
f(z) = 176/81*z^3 - 170/9*z + 1
*
[ -3 ] 
f(z) = 176/81*z^3 - 164/9*z + 1
*
[ 3 ] 
f(z) = 178/81*z^3 - 172/9*z + 1
*
[ -3 ] 
f(z) = 178/81*z^3 - 166/9*z + 1
*
[ 3 ] 
f(z) = 179/81*z^3 - 173/9*z + 1
*
[ -3 ] 
f(z) = 179/81*z^3 - 167/9*z + 1
*
-2 | 0.10596814723747316618798370273441609705 | 0.016232970336926778783803731108848928994
f(z) = 161/80*z^3 - 171/20*z + 1
*
-2 | 0.085026845589842985728616670166856409794 | 0.013001869868657782083188664896603309987
f(z) = 161/96*z^3 - 173/24*z + 1
*
-2 | 0.10622922309469487239793472857988944987 | 0.016244028875167744490069568768562928761
f(z) = 163/80*z^3 - 173/20*z + 1
*
-2 | 0.085304441527331998257611967324425638750 | 0.013021431147930932416936025576069400789
f(z) = 163/96*z^3 - 175/24*z + 1
*
-2 | 0.10673954578391137069881803370258450027 | 0.016265212207519505884819439389031013511
f(z) = 167/80*z^3 - 177/20*z + 1
*
-2 | 0.085845365928667886289483236091956590385 | 0.013058950808122243296100098200186728893
f(z) = 167/96*z^3 - 179/24*z + 1
*
-2 | 0.10698905029514459707500133588031331982 | 0.016275365940812298739275167592126582543
f(z) = 169/80*z^3 - 179/20*z + 1
*
18/13 | 0.17687573441568833399055876038166846414 | 0.024300693965489349662410887359086676943
f(z) = 169/81*z^3 - 161/36*z + 1
*
[ 2 ] 
f(z) = 171/80*z^3 - 161/20*z + 1
*
[ 2 ] 
f(z) = 173/80*z^3 - 163/20*z + 1
*
[ 3/2 ] 
f(z) = 173/81*z^3 - 161/36*z + 1
*
[ 2 ] 
f(z) = 173/96*z^3 - 161/24*z + 1
*
[ 3/2 ] 
f(z) = 175/81*z^3 - 163/36*z + 1
*
[ 2 ] 
f(z) = 175/96*z^3 - 163/24*z + 1
*
-3/2 | 0.21700918375311972717509164622489258239 | 0.029814568852568761749561043362930103987
f(z) = 176/81*z^3 - 161/36*z + 1
*
[ 2 ] 
f(z) = 177/80*z^3 - 167/20*z + 1
*
[ 2 ] 
f(z) = 179/80*z^3 - 169/20*z + 1
*
[ 3/2 ] 
f(z) = 179/81*z^3 - 167/36*z + 1
*
[ 2 ] 
f(z) = 179/96*z^3 - 167/24*z + 1
*
[ 21/13 ] 
f(z) = 169/98*z^3 - 173/42*z + 1
*
3/16 | 0.091362830218909905980436688578042274545 | 0.012429444148289565108605970725191377773
f(z) = 160/81*z^3 - 173/72*z + 1
*
[ 14/13 ] 
f(z) = 169/88*z^3 - 166/77*z + 1
*
9/40 | 0.17079190540693962758117146198830862476 | 0.023149564458723090061569198772390300292
f(z) = 160/81*z^3 - 169/90*z + 1
*
-15/13 | 0.080327954038417998113438876320921239332 | 0.015658779734722808005668931974443006498
f(z) = 169/80*z^3 - 161/80*z + 1
*
[ 5/13 ] 
f(z) = 169/85*z^3 - 161/85*z + 1
*
22/39 | 0.17317869229344203450858129329475800137 | 0.023635291148491509836921703719922641629
f(z) = 169/88*z^3 - 173/99*z + 1
*
[ 5/13 ] 
f(z) = 169/95*z^3 - 177/95*z + 1
*
[ 9/10 ] 
f(z) = 170/81*z^3 - 163/90*z + 1
*
[ 1/3 ] 
f(z) = 171/80*z^3 - 179/80*z + 1
*
[ 2/5 ] 
f(z) = 175/94*z^3 - 169/94*z + 1
*
[ 12/35 ] 
f(z) = 175/96*z^3 - 179/84*z + 1
*
[ 9/22 ] 
f(z) = 176/81*z^3 - 179/99*z + 1
*
[ 9/11 ] 
f(z) = 176/81*z^3 - 166/99*z + 1
*
[ -4/3 ] 
f(z) = 175/96*z^3 - 161/108*z + 1
*
[ -4/3 ] 
f(z) = 179/96*z^3 - 169/108*z + 1
*
[ 3/4 ] 
f(z) = 164/99*z^3 - 167/132*z + 1
*
[ 2/3 ] 
f(z) = 165/92*z^3 - 179/138*z + 1
*
[ 15/26 ] 
f(z) = 169/90*z^3 - 163/120*z + 1
*
[ 10/13 ] 
f(z) = 169/96*z^3 - 161/120*z + 1
*
[ 7/9 ] 
f(z) = 171/98*z^3 - 169/126*z + 1
*
[ 3/4 ] 
f(z) = 172/99*z^3 - 173/132*z + 1
*
[ 3 ] 
f(z) = 160/81*z^3 - 154/9*z + 1
*
[ -3 ] 
f(z) = 160/81*z^3 - 148/9*z + 1
*
[ 3 ] 
f(z) = 161/81*z^3 - 155/9*z + 1
*
[ -3 ] 
f(z) = 161/81*z^3 - 149/9*z + 1
*
[ 3 ] 
f(z) = 163/81*z^3 - 157/9*z + 1
*
[ -3 ] 
f(z) = 163/81*z^3 - 151/9*z + 1
*
[ 3 ] 
f(z) = 164/81*z^3 - 158/9*z + 1
*
[ -3 ] 
f(z) = 164/81*z^3 - 152/9*z + 1
*
[ 3 ] 
f(z) = 166/81*z^3 - 160/9*z + 1
*
[ -3 ] 
f(z) = 166/81*z^3 - 154/9*z + 1
*
[ -3 ] 
f(z) = 167/81*z^3 - 155/9*z + 1
*
[ -3 ] 
f(z) = 170/81*z^3 - 158/9*z + 1
*
[ -3 ] 
f(z) = 172/81*z^3 - 160/9*z + 1
*
[ 2 ] 
f(z) = 161/80*z^3 - 151/20*z + 1
*
[ 3/2 ] 
f(z) = 161/81*z^3 - 149/36*z + 1
*
[ 2 ] 
f(z) = 161/96*z^3 - 149/24*z + 1
*
[ 2 ] 
f(z) = 163/80*z^3 - 153/20*z + 1
*
[ 3/2 ] 
f(z) = 163/81*z^3 - 151/36*z + 1
*
[ 2 ] 
f(z) = 163/96*z^3 - 151/24*z + 1
*
[ 2 ] 
f(z) = 167/80*z^3 - 157/20*z + 1
*
[ 3/2 ] 
f(z) = 167/81*z^3 - 155/36*z + 1
*
[ 2 ] 
f(z) = 167/96*z^3 - 155/24*z + 1
*
[ 2 ] 
f(z) = 169/80*z^3 - 159/20*z + 1
*
2/13 | 0.11342712538137033625161125939799036982 | 0.017713096135897224025708424501361674051
f(z) = 169/80*z^3 - 151/20*z + 1
*
-24/13 | 0.15678946643376349241353499123086505187 | 0.024385117728585471925010561499201812508
f(z) = 169/96*z^3 - 155/24*z + 1
*
[ -2 ] 
f(z) = 171/80*z^3 - 141/20*z + 1
*
[ -2 ] 
f(z) = 173/80*z^3 - 143/20*z + 1
*
[ -2 ] 
f(z) = 177/80*z^3 - 147/20*z + 1
*
[ -2 ] 
f(z) = 179/80*z^3 - 149/20*z + 1
*
[ -2 ] 
f(z) = 179/96*z^3 - 143/24*z + 1
*
[ 7/26 ] 
f(z) = 169/98*z^3 - 159/56*z + 1
*
[ 4/3 ] 
f(z) = 171/88*z^3 - 141/44*z + 1
*
[ -20/13 ] 
f(z) = 169/96*z^3 - 151/60*z + 1
*
[ -3/2 ] 
f(z) = 170/99*z^3 - 145/66*z + 1
*
[ 6/5 ] 
f(z) = 175/99*z^3 - 157/66*z + 1
*
2/3 | 0.16396933384993594925680626986189384997 | 0.025659336227353253422783998629496202470
f(z) = 177/80*z^3 - 149/60*z + 1
*
[ -3/2 ] 
f(z) = 178/99*z^3 - 157/66*z + 1
*
[ 5/13 ] 
f(z) = 169/80*z^3 - 153/80*z + 1
*
[ 12/13 ] 
f(z) = 169/84*z^3 - 151/84*z + 1
*
[ -4/3 ] 
f(z) = 171/92*z^3 - 143/92*z + 1
*
[ 1/2 ] 
f(z) = 172/99*z^3 - 142/99*z + 1
*
[ 2/5 ] 
f(z) = 175/82*z^3 - 151/82*z + 1
*
[ 2/5 ] 
f(z) = 175/86*z^3 - 157/86*z + 1
*
4/35 | 0.12753735475329642465656774055343794442 | 0.017935987215252873894673565455150607210
f(z) = 175/96*z^3 - 149/84*z + 1
*
[ 1/2 ] 
f(z) = 176/97*z^3 - 141/97*z + 1
*
[ -4/3 ] 
f(z) = 167/96*z^3 - 145/108*z + 1
*
[ -4/3 ] 
f(z) = 169/96*z^3 - 149/108*z + 1
*
[ -4/3 ] 
f(z) = 173/96*z^3 - 157/108*z + 1
*
[ 7/3 ] 
f(z) = 171/98*z^3 - 125/14*z + 1
*
[ -2 ] 
f(z) = 161/80*z^3 - 131/20*z + 1
*
[ -2 ] 
f(z) = 161/96*z^3 - 125/24*z + 1
*
[ -2 ] 
f(z) = 163/80*z^3 - 133/20*z + 1
*
[ -2 ] 
f(z) = 163/96*z^3 - 127/24*z + 1
*
[ -2 ] 
f(z) = 167/80*z^3 - 137/20*z + 1
*
[ -2 ] 
f(z) = 167/96*z^3 - 131/24*z + 1
*
22/13 | 0.070253337814990503353387786093028396991 | 0.011219904354565687704094005953975655743
f(z) = 169/80*z^3 - 131/20*z + 1
*
-21/13 | 0.16127423093965648550283368124694046508 | 0.026796001190313936772857612658150810251
f(z) = 169/90*z^3 - 137/30*z + 1
*
3/13 | 0.12557566772329502571462492976042783053 | 0.020967853853449587628634943108689961598
f(z) = 169/90*z^3 - 133/30*z + 1
*
-24/13 | 0.14992965326032157934854726348673897605 | 0.023720162847402380129485375459654199875
f(z) = 169/96*z^3 - 139/24*z + 1
*
8/13 | 0.12863183707201537794770161354990437050 | 0.020645569392074668336107334383589212368
f(z) = 169/96*z^3 - 127/24*z + 1
*
-24/13 | 0.18054685187213862259844300243975548966 | 0.029052009235783849775443826973707478615
f(z) = 169/96*z^3 - 125/24*z + 1
*
[ -2 ] 
f(z) = 173/96*z^3 - 137/24*z + 1
*
[ -2 ] 
f(z) = 175/96*z^3 - 139/24*z + 1
*
-8/5 | 0.11063895918581276591779624931906743982 | 0.017896706508447850584036386417413932826
f(z) = 175/96*z^3 - 121/24*z + 1
*
3/4 | 0.19760482130390888656754078230170451385 | 0.028032015546866689374752039902373393255
f(z) = 160/81*z^3 - 128/45*z + 1
*
14/13 | 0.12220932120541694555207740744470574638 | 0.021772052746548852799305422277569742273
f(z) = 169/84*z^3 - 137/42*z + 1
*
-16/13 | 0.15168654786818981822328801551496070933 | 0.027023532154123045419618229277470766601
f(z) = 169/96*z^3 - 137/48*z + 1
*
[ -21/13 ] 
f(z) = 169/98*z^3 - 121/42*z + 1
*
[ 7/6 ] 
f(z) = 171/98*z^3 - 125/56*z + 1
*
-3/16 | 0.20100633206008124946539981597792102955 | 0.028094638500145838166476184885063901852
f(z) = 160/81*z^3 - 125/72*z + 1
*
[ 3/8 ] 
f(z) = 160/99*z^3 - 125/66*z + 1
*
[ -3/2 ] 
f(z) = 166/99*z^3 - 139/66*z + 1
*
[ -4/3 ] 
f(z) = 177/80*z^3 - 131/60*z + 1
*
-51/40 | 0.18306995479499169916109978380030588123 | 0.024813762156259568914773623702390831701
f(z) = 160/81*z^3 - 139/90*z + 1
*
[ 1/2 ] 
f(z) = 160/81*z^3 - 121/81*z + 1
*
[ 1/2 ] 
f(z) = 160/83*z^3 - 123/83*z + 1
*
[ 1/2 ] 
f(z) = 160/87*z^3 - 127/87*z + 1
*
[ 1/2 ] 
f(z) = 160/89*z^3 - 129/89*z + 1
*
[ 1/2 ] 
f(z) = 160/91*z^3 - 131/91*z + 1
*
[ 1/2 ] 
f(z) = 160/93*z^3 - 133/93*z + 1
*
[ 3/4 ] 
f(z) = 160/93*z^3 - 121/93*z + 1
*
[ 1/2 ] 
f(z) = 160/97*z^3 - 137/97*z + 1
*
[ 1/2 ] 
f(z) = 160/99*z^3 - 139/99*z + 1
*
[ 2/3 ] 
f(z) = 161/88*z^3 - 130/99*z + 1
*
[ 7/9 ] 
f(z) = 162/91*z^3 - 124/91*z + 1
*
[ 5/9 ] 
f(z) = 162/95*z^3 - 126/95*z + 1
*
[ 2/3 ] 
f(z) = 163/88*z^3 - 131/99*z + 1
*
[ 1/2 ] 
f(z) = 164/81*z^3 - 122/81*z + 1
*
[ 1/2 ] 
f(z) = 164/83*z^3 - 124/83*z + 1
*
[ 1/2 ] 
f(z) = 164/85*z^3 - 126/85*z + 1
*
[ 1/2 ] 
f(z) = 164/87*z^3 - 128/87*z + 1
*
[ 1/2 ] 
f(z) = 164/89*z^3 - 130/89*z + 1
*
[ 1/2 ] 
f(z) = 164/91*z^3 - 132/91*z + 1
*
[ 1/2 ] 
f(z) = 164/93*z^3 - 134/93*z + 1
*
[ 1/2 ] 
f(z) = 164/95*z^3 - 136/95*z + 1
*
[ 1/2 ] 
f(z) = 164/97*z^3 - 138/97*z + 1
*
[ 1/2 ] 
f(z) = 164/99*z^3 - 140/99*z + 1
*
[ 2/3 ] 
f(z) = 167/88*z^3 - 133/99*z + 1
*
[ 1/2 ] 
f(z) = 168/83*z^3 - 125/83*z + 1
*
[ 1/2 ] 
f(z) = 168/85*z^3 - 127/85*z + 1
*
[ 1/2 ] 
f(z) = 168/89*z^3 - 131/89*z + 1
*
[ 1/2 ] 
f(z) = 168/95*z^3 - 137/95*z + 1
*
[ 1/2 ] 
f(z) = 168/97*z^3 - 139/97*z + 1
*
[ 7/13 ] 
f(z) = 169/84*z^3 - 121/84*z + 1
*
[ -17/13 ] 
f(z) = 169/85*z^3 - 139/85*z + 1
*
[ 11/13 ] 
f(z) = 169/88*z^3 - 137/88*z + 1
*
[ 22/39 ] 
f(z) = 169/88*z^3 - 137/99*z + 1
*
[ 2/3 ] 
f(z) = 169/88*z^3 - 134/99*z + 1
*
[ 10/13 ] 
f(z) = 169/90*z^3 - 127/90*z + 1
*
[ 9/13 ] 
f(z) = 169/90*z^3 - 121/90*z + 1
*
[ 11/13 ] 
f(z) = 169/99*z^3 - 139/99*z + 1
*
[ 9/13 ] 
f(z) = 169/99*z^3 - 125/99*z + 1
*
[ 2/3 ] 
f(z) = 171/94*z^3 - 123/94*z + 1
*
[ 2/3 ] 
f(z) = 171/98*z^3 - 125/98*z + 1
*
[ 1/2 ] 
f(z) = 172/81*z^3 - 124/81*z + 1
*
[ 1/2 ] 
f(z) = 172/83*z^3 - 126/83*z + 1
*
[ 1/2 ] 
f(z) = 172/85*z^3 - 128/85*z + 1
*
[ 1/2 ] 
f(z) = 172/87*z^3 - 130/87*z + 1
*
[ 1/2 ] 
f(z) = 172/89*z^3 - 132/89*z + 1
*
[ 1/2 ] 
f(z) = 172/91*z^3 - 134/91*z + 1
*
[ 1/2 ] 
f(z) = 172/93*z^3 - 136/93*z + 1
*
[ 1/2 ] 
f(z) = 172/95*z^3 - 138/95*z + 1
*
[ 1/2 ] 
f(z) = 172/97*z^3 - 140/97*z + 1
*
[ 2/3 ] 
f(z) = 173/88*z^3 - 136/99*z + 1
*
[ 3/5 ] 
f(z) = 175/87*z^3 - 121/87*z + 1
*
[ 2/3 ] 
f(z) = 175/88*z^3 - 137/99*z + 1
*
[ 4/5 ] 
f(z) = 175/92*z^3 - 135/92*z + 1
*
[ 3/5 ] 
f(z) = 175/93*z^3 - 125/93*z + 1
*
[ 3/5 ] 
f(z) = 175/96*z^3 - 127/96*z + 1
*
[ 1/2 ] 
f(z) = 176/81*z^3 - 125/81*z + 1
*
[ 1/2 ] 
f(z) = 176/83*z^3 - 127/83*z + 1
*
[ 1/2 ] 
f(z) = 176/85*z^3 - 129/85*z + 1
*
[ -5/4 ] 
f(z) = 176/85*z^3 - 122/85*z + 1
*
[ 1/2 ] 
f(z) = 176/87*z^3 - 131/87*z + 1
*
[ 3/4 ] 
f(z) = 176/87*z^3 - 128/87*z + 1
*
[ 1/2 ] 
f(z) = 176/89*z^3 - 133/89*z + 1
*
[ 1/2 ] 
f(z) = 176/91*z^3 - 135/91*z + 1
*
[ 1/2 ] 
f(z) = 176/93*z^3 - 137/93*z + 1
*
[ 3/4 ] 
f(z) = 176/93*z^3 - 130/93*z + 1
*
[ 1/2 ] 
f(z) = 176/95*z^3 - 139/95*z + 1
*
[ 2/3 ] 
f(z) = 179/88*z^3 - 139/99*z + 1
*
[ -4/3 ] 
f(z) = 163/96*z^3 - 137/108*z + 1
*
30/13 | 0.18215636037465119227718397204784740858 | 0.026662411947989305321061369565715526275
f(z) = 169/81*z^3 - 103/9*z + 1
*
[ -7/3 ] 
f(z) = 171/98*z^3 - 113/14*z + 1
*
[ 12/5 ] 
f(z) = 175/96*z^3 - 119/12*z + 1
*
[ -12/5 ] 
f(z) = 175/96*z^3 - 109/12*z + 1
*
[ 3/2 ] 
f(z) = 160/99*z^3 - 109/33*z + 1
*
[ -3/2 ] 
f(z) = 161/81*z^3 - 101/36*z + 1
*
[ -3/2 ] 
f(z) = 163/81*z^3 - 103/36*z + 1
*
[ 3/2 ] 
f(z) = 164/99*z^3 - 112/33*z + 1
*
[ -3/2 ] 
f(z) = 167/81*z^3 - 107/36*z + 1
*
20/13 | 0.17338911634524650387961328202127206239 | 0.028122849163621070282181654492182380055
f(z) = 169/80*z^3 - 119/20*z + 1
*
-20/13 | 0.10863273596504204832011784192444395662 | 0.017928788119748922996623533795014005226
f(z) = 169/80*z^3 - 107/20*z + 1
*
20/13 | 0.16603486483947841625280370375392493944 | 0.027575854668860532155059413214529894560
f(z) = 169/80*z^3 - 103/20*z + 1
*
[ 3/13 ] 
f(z) = 169/90*z^3 - 103/30*z + 1
*
[ -24/13 ] 
f(z) = 169/96*z^3 - 107/24*z + 1
*
[ 3/13 ] 
f(z) = 169/99*z^3 - 113/33*z + 1
*
[ 3/2 ] 
f(z) = 172/99*z^3 - 118/33*z + 1
*
[ -3/2 ] 
f(z) = 173/81*z^3 - 113/36*z + 1
*
[ 8/5 ] 
f(z) = 175/96*z^3 - 103/24*z + 1
*
[ -3/2 ] 
f(z) = 179/81*z^3 - 119/36*z + 1
*
[ 3/10 ] 
f(z) = 160/81*z^3 - 113/45*z + 1
*
[ 15/13 ] 
f(z) = 169/81*z^3 - 119/45*z + 1
*
6/13 | 0.15006326735943822831346121338379386704 | 0.027869515267362445973338721067693667952
f(z) = 169/84*z^3 - 109/42*z + 1
*
-14/13 | 0.15300406952056401227500080333745276750 | 0.028513744581085486771032131797768600306
f(z) = 169/84*z^3 - 107/42*z + 1
*
-14/13 | 0.13377823719047834322500967543047948750 | 0.025201863360427889828846324464856755369
f(z) = 169/84*z^3 - 101/42*z + 1
*
[ 4/13 ] 
f(z) = 169/88*z^3 - 107/44*z + 1
*
[ 16/13 ] 
f(z) = 169/96*z^3 - 119/48*z + 1
*
[ 9/16 ] 
f(z) = 160/81*z^3 - 101/72*z + 1
*
[ 3/7 ] 
f(z) = 161/81*z^3 - 107/63*z + 1
*
[ -7/5 ] 
f(z) = 165/98*z^3 - 111/70*z + 1
*
[ 3/4 ] 
f(z) = 166/81*z^3 - 107/72*z + 1
*
[ 12/13 ] 
f(z) = 169/80*z^3 - 113/60*z + 1
*
[ 12/13 ] 
f(z) = 169/90*z^3 - 101/60*z + 1
*
[ -18/13 ] 
f(z) = 169/96*z^3 - 119/72*z + 1
*
[ 6/13 ] 
f(z) = 169/99*z^3 - 101/66*z + 1
*
[ 3/4 ] 
f(z) = 170/81*z^3 - 109/72*z + 1
*
[ -9/7 ] 
f(z) = 175/81*z^3 - 113/63*z + 1
*
[ 22/35 ] 
f(z) = 175/88*z^3 - 106/77*z + 1
*
[ 3/4 ] 
f(z) = 178/81*z^3 - 113/72*z + 1
*
[ 3/4 ] 
f(z) = 160/87*z^3 - 119/87*z + 1
*
[ 4/7 ] 
f(z) = 161/96*z^3 - 109/84*z + 1
*
[ 5/9 ] 
f(z) = 162/85*z^3 - 118/85*z + 1
*
[ 8/13 ] 
f(z) = 169/88*z^3 - 119/88*z + 1
*
[ 2/3 ] 
f(z) = 171/82*z^3 - 117/82*z + 1
*
[ 2/3 ] 
f(z) = 171/86*z^3 - 119/86*z + 1
*
[ 4/7 ] 
f(z) = 175/96*z^3 - 113/84*z + 1
*
[ 9/4 ] 
f(z) = 160/81*z^3 - 85/9*z + 1
*
-2 | 0.10568658878377507718780898820621570176 | 0.016175390941652171821776295252741151016
f(z) = 161/88*z^3 - 86/11*z + 1
*
-2 | 0.10595509735972296507058930612930447566 | 0.016187843714725155278040291305449030521
f(z) = 163/88*z^3 - 87/11*z + 1
*
-2 | 0.10647923709968222468325220432467272371 | 0.016211628201711114983683443391712833726
f(z) = 167/88*z^3 - 89/11*z + 1
*
12/13 | 0.12896692593246613538661921877368789919 | 0.019492995054261565334389380612901711390
f(z) = 169/81*z^3 - 83/18*z + 1
*
-2 | 0.10673517296320669216536254946542554387 | 0.016222997043853084561678430467817896547
f(z) = 169/88*z^3 - 90/11*z + 1
*
-2 | 0.10698720795786090653249871079758087545 | 0.016234039564419591704715981420099471619
f(z) = 171/88*z^3 - 91/11*z + 1
*
-2 | 0.10723547350377789062459695045677744813 | 0.016244771288843814070799471647383264383
f(z) = 173/88*z^3 - 92/11*z + 1
*
[ 2 ] 
f(z) = 173/88*z^3 - 81/11*z + 1
*
-2 | 0.10748009382661516740158379179253873134 | 0.016255206714597816108228685492453500463
f(z) = 175/88*z^3 - 93/11*z + 1
*
[ 2 ] 
f(z) = 175/88*z^3 - 82/11*z + 1
*
[ 9/4 ] 
f(z) = 176/81*z^3 - 94/9*z + 1
*
3/2 | 0.16614626821640176456722523029102857786 | 0.024768065835121238881006324685626276659
f(z) = 176/81*z^3 - 91/18*z + 1
*
[ -9/4 ] 
f(z) = 176/81*z^3 - 86/9*z + 1
*
-2 | 0.10772118650967114236923369606677918432 | 0.016265359398368071833172235491075742335
f(z) = 177/88*z^3 - 94/11*z + 1
*
[ 2 ] 
f(z) = 177/88*z^3 - 83/11*z + 1
*
[ 3/2 ] 
f(z) = 178/81*z^3 - 83/18*z + 1
*
-2 | 0.10795886299177204889635519914447736893 | 0.016275242034232196978566193334841597334
f(z) = 179/88*z^3 - 95/11*z + 1
*
[ 2 ] 
f(z) = 179/88*z^3 - 84/11*z + 1
*
20/13 | 0.12734467061041124147288232052169622012 | 0.021290060529632385168316572921918971671
f(z) = 169/80*z^3 - 99/20*z + 1
*
[ 20/13 ] 
f(z) = 169/80*z^3 - 93/20*z + 1
*
12/13 | 0.081380065948009659241878516742400587811 | 0.012256263217065405394217923266643158883
f(z) = 169/81*z^3 - 85/36*z + 1
*
-4/3 | 0.12250907396113039865641269781598251019 | 0.021192615383548783301348770612495790250
f(z) = 171/80*z^3 - 81/20*z + 1
*
[ 6/5 ] 
f(z) = 175/88*z^3 - 89/33*z + 1
*
[ 9/8 ] 
f(z) = 176/81*z^3 - 95/36*z + 1
*
[ 14/13 ] 
f(z) = 169/84*z^3 - 95/42*z + 1
*
[ 2/5 ] 
f(z) = 175/92*z^3 - 83/46*z + 1
*
[ -9/7 ] 
f(z) = 161/81*z^3 - 95/63*z + 1
*
[ 6/13 ] 
f(z) = 169/80*z^3 - 97/60*z + 1
*
[ 2/3 ] 
f(z) = 177/80*z^3 - 89/60*z + 1
*
[ -9/4 ] 
f(z) = 160/81*z^3 - 77/9*z + 1
*
[ 2 ] 
f(z) = 161/88*z^3 - 75/11*z + 1
*
[ -2 ] 
f(z) = 161/88*z^3 - 64/11*z + 1
*
[ 2 ] 
f(z) = 163/88*z^3 - 76/11*z + 1
*
[ -2 ] 
f(z) = 163/88*z^3 - 65/11*z + 1
*
[ 3/2 ] 
f(z) = 166/81*z^3 - 77/18*z + 1
*
[ 2 ] 
f(z) = 167/88*z^3 - 78/11*z + 1
*
[ -2 ] 
f(z) = 167/88*z^3 - 67/11*z + 1
*
24/13 | 0.15801222920774463004368908176305070605 | 0.024514287563744391626376547386337793691
f(z) = 169/81*z^3 - 70/9*z + 1
*
[ 18/13 ] 
f(z) = 169/81*z^3 - 67/18*z + 1
*
-18/13 | 0.12759044814161442477129612211954499550 | 0.020024830639525857130793127803559451454
f(z) = 169/81*z^3 - 65/18*z + 1
*
24/13 | 0.15760072389814667840077219952081575969 | 0.024983871979720208417176140979567389354
f(z) = 169/81*z^3 - 61/9*z + 1
*
[ 2 ] 
f(z) = 169/88*z^3 - 79/11*z + 1
*
[ -2 ] 
f(z) = 169/88*z^3 - 68/11*z + 1
*
[ 2/13 ] 
f(z) = 169/88*z^3 - 61/11*z + 1
*
[ 3/2 ] 
f(z) = 170/81*z^3 - 79/18*z + 1
*
[ 2 ] 
f(z) = 171/88*z^3 - 80/11*z + 1
*
[ -2 ] 
f(z) = 171/88*z^3 - 69/11*z + 1
*
[ -2 ] 
f(z) = 173/88*z^3 - 70/11*z + 1
*
[ -2 ] 
f(z) = 175/88*z^3 - 71/11*z + 1
*
[ -2 ] 
f(z) = 177/88*z^3 - 72/11*z + 1
*
[ -2 ] 
f(z) = 179/88*z^3 - 73/11*z + 1
*
[ -3/2 ] 
f(z) = 160/99*z^3 - 65/33*z + 1
*
[ -3/2 ] 
f(z) = 164/99*z^3 - 68/33*z + 1
*
10/13 | 0.14115461753218320921601588992698821587 | 0.024524138207401974804361142794205616616
f(z) = 169/80*z^3 - 79/20*z + 1
*
[ -20/13 ] 
f(z) = 169/80*z^3 - 67/20*z + 1
*
[ 9/26 ] 
f(z) = 169/81*z^3 - 77/36*z + 1
*
[ 12/13 ] 
f(z) = 169/81*z^3 - 67/36*z + 1
*
[ 15/13 ] 
f(z) = 169/90*z^3 - 71/30*z + 1
*
-15/13 | 0.15187308999940480312299186097618451545 | 0.028637442619716902140381734780415977176
f(z) = 169/90*z^3 - 67/30*z + 1
*
[ 4/3 ] 
f(z) = 171/80*z^3 - 71/20*z + 1
*
[ -3/2 ] 
f(z) = 172/99*z^3 - 74/33*z + 1
*
[ 9/10 ] 
f(z) = 175/81*z^3 - 67/36*z + 1
*
[ -8/5 ] 
f(z) = 175/96*z^3 - 73/24*z + 1
*
-6/5 | 0.098700154360485525769121574278993556699 | 0.017653440207343703730216795864294772649
f(z) = 175/96*z^3 - 67/24*z + 1
*
[ 3/8 ] 
f(z) = 176/81*z^3 - 71/36*z + 1
*
[ 9/10 ] 
f(z) = 160/81*z^3 - 77/45*z + 1
*
[ 9/20 ] 
f(z) = 160/81*z^3 - 73/45*z + 1
*
-21/20 | 0.17079190540693962758117146198830862476 | 0.025550011334244556279307430088105625121
f(z) = 160/81*z^3 - 68/45*z + 1
*
[ 3/5 ] 
f(z) = 160/81*z^3 - 62/45*z + 1
*
-14/13 | 0.089028144439100795522318092158582456512 | 0.017354756767441525734463813697226128415
f(z) = 169/84*z^3 - 71/42*z + 1
*
[ 6/13 ] 
f(z) = 169/84*z^3 - 67/42*z + 1
*
-14/13 | 0.11095961054155123922152067933417943543 | 0.021629980767215821831354715951665979853
f(z) = 169/84*z^3 - 65/42*z + 1
*
[ 10/13 ] 
f(z) = 169/88*z^3 - 79/55*z + 1
*
[ 3/5 ] 
f(z) = 170/81*z^3 - 64/45*z + 1
*
[ -4/3 ] 
f(z) = 171/88*z^3 - 75/44*z + 1
*
[ 2/3 ] 
f(z) = 171/92*z^3 - 61/46*z + 1
*
[ 4/5 ] 
f(z) = 175/88*z^3 - 67/44*z + 1
*
-3/2 | 0.16328720734183295669613766358097251943 | 0.026022852625973242163521305491131081524
f(z) = 160/81*z^3 - 59/18*z + 1
*
[ 9/8 ] 
f(z) = 160/81*z^3 - 43/18*z + 1
*
[ -3/2 ] 
f(z) = 166/81*z^3 - 53/18*z + 1
*
6/13 | 0.16632623414626972967597301807557212162 | 0.026807105439439180581284885835265688356
f(z) = 169/81*z^3 - 55/9*z + 1
*
-21/13 | 0.086821197313902576928392082807746827375 | 0.014408086354895662732985595842428889377
f(z) = 169/81*z^3 - 46/9*z + 1
*
[ -18/13 ] 
f(z) = 169/81*z^3 - 41/18*z + 1
*
[ 22/13 ] 
f(z) = 169/88*z^3 - 56/11*z + 1
*
[ -22/13 ] 
f(z) = 169/88*z^3 - 43/11*z + 1
*
[ -3/2 ] 
f(z) = 170/81*z^3 - 55/18*z + 1
*
[ 9/5 ] 
f(z) = 175/81*z^3 - 59/9*z + 1
*
[ 6/5 ] 
f(z) = 175/81*z^3 - 53/18*z + 1
*
[ 3/2 ] 
f(z) = 176/81*z^3 - 41/9*z + 1
*
[ -3/2 ] 
f(z) = 178/81*z^3 - 59/18*z + 1
*
[ 3/4 ] 
f(z) = 160/99*z^3 - 41/33*z + 1
*
[ 3/4 ] 
f(z) = 164/81*z^3 - 53/36*z + 1
*
[ 4/13 ] 
f(z) = 169/80*z^3 - 49/20*z + 1
*
[ 6/13 ] 
f(z) = 169/88*z^3 - 52/33*z + 1
*
[ 6/13 ] 
f(z) = 169/90*z^3 - 47/30*z + 1
*
2/3 | 0.15734430743396747693757577870516308023 | 0.029810702796840396629390282278885378609
f(z) = 171/80*z^3 - 49/20*z + 1
*
[ -4/3 ] 
f(z) = 171/80*z^3 - 41/20*z + 1
*
[ 3/4 ] 
f(z) = 172/81*z^3 - 55/36*z + 1
*
[ 6/5 ] 
f(z) = 175/96*z^3 - 59/24*z + 1
*
[ 2/5 ] 
f(z) = 175/96*z^3 - 43/24*z + 1
*
[ 3/5 ] 
f(z) = 175/99*z^3 - 43/33*z + 1
*
[ 2/3 ] 
f(z) = 177/88*z^3 - 46/33*z + 1
*
[ 8/13 ] 
f(z) = 169/80*z^3 - 57/40*z + 1
*
[ 3/2 ] 
f(z) = 160/81*z^3 - 37/9*z + 1
*
[ -3/2 ] 
f(z) = 160/81*z^3 - 25/9*z + 1
*
[ 3/2 ] 
f(z) = 164/81*z^3 - 38/9*z + 1
*
[ -3/2 ] 
f(z) = 164/81*z^3 - 26/9*z + 1
*
9/13 | 0.12645852698939568043296658428985664152 | 0.021484249397175566742044380302854409283
f(z) = 169/81*z^3 - 40/9*z + 1
*
-18/13 | 0.13093557014299221614188778599429310311 | 0.022876495729630819281110369283523816586
f(z) = 169/81*z^3 - 34/9*z + 1
*
[ 6/13 ] 
f(z) = 169/81*z^3 - 29/18*z + 1
*
9/13 | 0.10201002412360016355554961035567489875 | 0.018834588827430307009554415260423916766
f(z) = 169/81*z^3 - 25/9*z + 1
*
12/13 | 0.14461924687889789895710056765579284344 | 0.025665420905433234599297930831536393471
f(z) = 169/96*z^3 - 35/12*z + 1
*
[ 4/13 ] 
f(z) = 169/96*z^3 - 29/12*z + 1
*
[ 14/13 ] 
f(z) = 169/98*z^3 - 27/14*z + 1
*
[ 3/2 ] 
f(z) = 172/81*z^3 - 40/9*z + 1
*
[ -3/2 ] 
f(z) = 172/81*z^3 - 28/9*z + 1
*
6/5 | 0.12812383808289207186300076461797340927 | 0.022752445307864366985312142187644063418
f(z) = 175/81*z^3 - 31/9*z + 1
*
[ -3/2 ] 
f(z) = 176/81*z^3 - 29/9*z + 1
*
[ 8/13 ] 
f(z) = 169/96*z^3 - 31/24*z + 1
*
[ 2/3 ] 
f(z) = 171/80*z^3 - 29/20*z + 1
*
[ 3/4 ] 
f(z) = 160/81*z^3 - 13/9*z + 1
*
12/13 | 0.081378688049489606770018165697964867011 | 0.015827307087522288881062780370984683957
f(z) = 169/81*z^3 - 19/9*z + 1
*
[ 12/13 ] 
f(z) = 169/96*z^3 - 19/12*z + 1
*
-12/13 | 0.14275309388889108794754255990299203538 | 0.027827663238967433192273601803609553237
f(z) = 169/96*z^3 - 17/12*z + 1
*
[ 7/13 ] 
f(z) = 169/98*z^3 - 19/14*z + 1
*
[ -14/13 ]
f(z) = 169/98*z^3 - 1/14*z + 1
*
[ 2/3 ] 
f(z) = 171/88*z^3 - 15/11*z + 1
*
[ 3/5 ] 
f(z) = 175/81*z^3 - 13/9*z + 1
*
[ 2/5 ] 
f(z) = 175/88*z^3 - 20/11*z + 1
*
[ 4/5 ] 
f(z) = 175/96*z^3 - 17/12*z + 1
*
[ 3/4 ] 
f(z) = 176/81*z^3 - 14/9*z + 1
*
[ -24/5 ] 
f(z) = 175/108*z^3 - 289/8*z + 1
*
[ 3/35 ] 
f(z) = 175/108*z^3 - 299/28*z + 1
*
[ 2 ] 
f(z) = 161/100*z^3 - 297/50*z + 1
*
[ 2 ] 
f(z) = 161/108*z^3 - 295/54*z + 1
*
[ 2 ] 
f(z) = 161/116*z^3 - 293/58*z + 1
*
[ 2 ] 
f(z) = 163/108*z^3 - 299/54*z + 1
*
[ 2 ] 
f(z) = 163/116*z^3 - 297/58*z + 1
*
[ 2/13 ] 
f(z) = 169/108*z^3 - 299/54*z + 1
*
[ -2 ] 
f(z) = 179/100*z^3 - 283/50*z + 1
*
4/3 | 0.18072433939340968195777432145766959102 | 0.025701221467468897867118123731147815161
f(z) = 165/112*z^3 - 283/84*z + 1
*
4/3 | 0.20540426179765576226244216180532135761 | 0.028984317424437306009232683881967987450
f(z) = 177/112*z^3 - 299/84*z + 1
*
-3/2 | 0.12522470991032874361860027911137851575 | 0.021967537841242714245263532043108888420
f(z) = 164/105*z^3 - 299/105*z + 1
*
16/13 | 0.14898216366944371798564715906374487525 | 0.026422985499606420461890848846264633070
f(z) = 169/100*z^3 - 281/100*z + 1
*
[ -5/3 ] 
f(z) = 171/110*z^3 - 299/110*z + 1
*
[ -5/3 ] 
f(z) = 171/115*z^3 - 291/115*z + 1
*
2/5 | 0.15745972568710929998551689293098657119 | 0.027891454572505647111107155206918661539
f(z) = 175/102*z^3 - 283/102*z + 1
*
-3/10 | 0.24195360387097915118869068730065815416 | 0.026894848987972424515494908740459216890
f(z) = 175/108*z^3 - 299/112*z + 1
*
[ 9/26 ] 
f(z) = 169/108*z^3 - 299/144*z + 1
*
[ 3/8 ] 
f(z) = 176/117*z^3 - 293/156*z + 1
*
[ 24/23 ] 
f(z) = 161/108*z^3 - 291/184*z + 1
*
[ 1/2 ] 
f(z) = 162/101*z^3 - 283/202*z + 1
*
[ 1/2 ] 
f(z) = 162/103*z^3 - 287/206*z + 1
*
[ 1/2 ] 
f(z) = 162/107*z^3 - 295/214*z + 1
*
[ 1/2 ] 
f(z) = 162/109*z^3 - 299/218*z + 1
*
[ 1/2 ] 
f(z) = 166/101*z^3 - 285/202*z + 1
*
[ 1/2 ] 
f(z) = 166/103*z^3 - 289/206*z + 1
*
[ 1/2 ] 
f(z) = 166/105*z^3 - 293/210*z + 1
*
[ 1/2 ] 
f(z) = 166/107*z^3 - 297/214*z + 1
*
[ 1/2 ] 
f(z) = 170/101*z^3 - 287/202*z + 1
*
[ 1/2 ] 
f(z) = 170/103*z^3 - 291/206*z + 1
*
[ 1/2 ] 
f(z) = 170/107*z^3 - 299/214*z + 1
*
[ 1/2 ] 
f(z) = 174/101*z^3 - 289/202*z + 1
*
[ 1/2 ] 
f(z) = 174/103*z^3 - 293/206*z + 1
*
[ 1/2 ] 
f(z) = 178/101*z^3 - 291/202*z + 1
*
[ 1/2 ] 
f(z) = 178/103*z^3 - 295/206*z + 1
*
[ 1/2 ] 
f(z) = 178/105*z^3 - 299/210*z + 1
*
[ 4/5 ] 
f(z) = 175/114*z^3 - 281/228*z + 1
*
[ 4/5 ] 
f(z) = 175/118*z^3 - 283/236*z + 1
*
[ 2/3 ] 
f(z) = 163/112*z^3 - 289/252*z + 1
*
[ 2/3 ] 
f(z) = 167/112*z^3 - 293/252*z + 1
*
[ 2/3 ] 
f(z) = 173/112*z^3 - 299/252*z + 1
*
12/5 | 0.21967866443035211314569220294129347312 | 0.024709237086579035808573785359560940560
f(z) = 175/108*z^3 - 269/28*z + 1
*
[ 2/13 ] 
f(z) = 169/100*z^3 - 277/50*z + 1
*
[ -2 ] 
f(z) = 169/100*z^3 - 263/50*z + 1
*
[ -2 ] 
f(z) = 171/100*z^3 - 267/50*z + 1
*
[ -2 ] 
f(z) = 173/100*z^3 - 271/50*z + 1
*
[ -2 ] 
f(z) = 173/108*z^3 - 265/54*z + 1
*
[ -2 ] 
f(z) = 175/108*z^3 - 269/54*z + 1
*
[ -2 ] 
f(z) = 175/116*z^3 - 263/58*z + 1
*
[ -2 ] 
f(z) = 177/100*z^3 - 279/50*z + 1
*
[ -2 ] 
f(z) = 177/116*z^3 - 267/58*z + 1
*
[ -2 ] 
f(z) = 179/108*z^3 - 277/54*z + 1
*
[ -2 ] 
f(z) = 179/116*z^3 - 271/58*z + 1
*
[ 5/3 ] 
f(z) = 177/100*z^3 - 271/60*z + 1
*
[ 10/39 ] 
f(z) = 169/100*z^3 - 271/90*z + 1
*
[ -5/3 ] 
f(z) = 162/115*z^3 - 266/115*z + 1
*
[ 17/13 ] 
f(z) = 169/102*z^3 - 265/102*z + 1
*
[ -21/13 ] 
f(z) = 169/105*z^3 - 271/105*z + 1
*
[ 4/13 ] 
f(z) = 169/116*z^3 - 277/116*z + 1
*
[ 17/13 ] 
f(z) = 169/119*z^3 - 261/119*z + 1
*
[ 4/3 ] 
f(z) = 171/100*z^3 - 279/100*z + 1
*
[ 4/3 ] 
f(z) = 171/116*z^3 - 275/116*z + 1
*
-6/5 | 0.16358212937469398908012203747724385095 | 0.029200046376204259444840693548464671679
f(z) = 175/114*z^3 - 271/114*z + 1
*
[ -20/13 ] 
f(z) = 169/112*z^3 - 269/140*z + 1
*
[ -3/2 ] 
f(z) = 175/117*z^3 - 265/156*z + 1
*
[ -3/2 ] 
f(z) = 179/117*z^3 - 277/156*z + 1
*
[ 10/19 ] 
f(z) = 171/100*z^3 - 261/190*z + 1
*
[ 10/13 ] 
f(z) = 169/105*z^3 - 263/210*z + 1
*
[ 8/13 ] 
f(z) = 169/108*z^3 - 263/216*z + 1
*
[ 2/3 ] 
f(z) = 171/109*z^3 - 261/218*z + 1
*
[ 4/5 ] 
f(z) = 175/102*z^3 - 275/204*z + 1
*
[ 4/5 ] 
f(z) = 175/106*z^3 - 277/212*z + 1
*
[ 7/8 ] 
f(z) = 160/119*z^3 - 279/238*z + 1
*
[ 5/6 ] 
f(z) = 162/115*z^3 - 271/230*z + 1
*
[ 2/3 ] 
f(z) = 162/119*z^3 - 263/238*z + 1
*
[ 10/13 ] 
f(z) = 169/115*z^3 - 269/230*z + 1
*
[ 8/13 ] 
f(z) = 169/116*z^3 - 273/232*z + 1
*
[ 2/3 ] 
f(z) = 171/113*z^3 - 265/226*z + 1
*
[ 2/3 ] 
f(z) = 171/115*z^3 - 267/230*z + 1
*
[ 2/3 ] 
f(z) = 171/119*z^3 - 271/238*z + 1
*
[ 30/13 ] 
f(z) = 169/100*z^3 - 253/30*z + 1
*
[ -2 ] 
f(z) = 161/100*z^3 - 247/50*z + 1
*
[ -2 ] 
f(z) = 161/108*z^3 - 241/54*z + 1
*
[ -2 ] 
f(z) = 163/100*z^3 - 251/50*z + 1
*
[ -2 ] 
f(z) = 163/108*z^3 - 245/54*z + 1
*
[ -2 ] 
f(z) = 165/116*z^3 - 243/58*z + 1
*
[ -2 ] 
f(z) = 167/100*z^3 - 259/50*z + 1
*
[ -2 ] 
f(z) = 167/108*z^3 - 253/54*z + 1
*
[ -2 ] 
f(z) = 167/116*z^3 - 247/58*z + 1
*
[ -2 ] 
f(z) = 169/108*z^3 - 257/54*z + 1
*
[ -2 ] 
f(z) = 169/116*z^3 - 251/58*z + 1
*
[ -2 ] 
f(z) = 171/116*z^3 - 255/58*z + 1
*
[ -2 ] 
f(z) = 173/116*z^3 - 259/58*z + 1
*
-10/7 | 0.23200735179077911705517625941840505712 | 0.029637994966124837663015961656761621132
f(z) = 161/100*z^3 - 251/70*z + 1
*
-5/3 | 0.18223326927910937286631682206051812305 | 0.025429319807117592516921355981017961418
f(z) = 177/100*z^3 - 259/60*z + 1
*
[ 3/2 ] 
f(z) = 178/117*z^3 - 241/78*z + 1
*
-4/3 | 0.11856147582014520574897838987123732967 | 0.017255115779518293573343934970886942269
f(z) = 165/112*z^3 - 241/84*z + 1
*
18/13 | 0.16161639804951491305737837955036223455 | 0.023303210593801176719944572050992963485
f(z) = 169/112*z^3 - 257/84*z + 1
*
-4/3 | 0.12636196153877739817133284411602286203 | 0.018219929637843902914339111850053202483
f(z) = 177/112*z^3 - 257/84*z + 1
*
[ 1/3 ] 
f(z) = 162/113*z^3 - 244/113*z + 1
*
[ 1/3 ] 
f(z) = 162/115*z^3 - 248/115*z + 1
*
[ 1/3 ] 
f(z) = 162/119*z^3 - 256/119*z + 1
*
[ 4/13 ] 
f(z) = 169/100*z^3 - 241/100*z + 1
*
-17/13 | 0.15740358305741592930846459573995419629 | 0.028446141985499934395737840286766998338
f(z) = 169/102*z^3 - 253/102*z + 1
*
-20/13 | 0.15740295610769915732783069284090375918 | 0.028569951234194118252501902464374812937
f(z) = 169/102*z^3 - 247/102*z + 1
*
14/13 | 0.12599664985398162594710317226714780414 | 0.022721842739120303396893988965177195756
f(z) = 169/105*z^3 - 256/105*z + 1
*
7/13 | 0.11804264747351108474346027508475364536 | 0.021473355486990769108460320077096231589
f(z) = 169/105*z^3 - 244/105*z + 1
*
[ 4/13 ] 
f(z) = 169/108*z^3 - 259/108*z + 1
*
2/3 | 0.13432092306466381157523325930941183404 | 0.024489680236744660466301979143484811240
f(z) = 171/110*z^3 - 241/110*z + 1
*
[ 1/3 ] 
f(z) = 171/112*z^3 - 243/112*z + 1
*
[ 1/3 ] 
f(z) = 171/113*z^3 - 245/113*z + 1
*
[ 1/3 ] 
f(z) = 171/115*z^3 - 249/115*z + 1
*
[ 1/3 ] 
f(z) = 171/116*z^3 - 251/116*z + 1
*
[ 1/3 ] 
f(z) = 171/118*z^3 - 255/118*z + 1
*
[ 1/3 ] 
f(z) = 171/119*z^3 - 257/119*z + 1
*
4/5 | 0.10172466434056944719101640112070134180 | 0.018463876228196696492368679642679643035
f(z) = 175/108*z^3 - 247/108*z + 1
*
3/5 | 0.16358116174330871991804012215856903917 | 0.029562560538446116145111986293774543129
f(z) = 175/114*z^3 - 253/114*z + 1
*
[ 5/4 ] 
f(z) = 176/105*z^3 - 254/105*z + 1
*
[ 5/4 ] 
f(z) = 176/115*z^3 - 252/115*z + 1
*
[ 2/5 ] 
f(z) = 165/112*z^3 - 243/140*z + 1
*
[ -3/2 ] 
f(z) = 167/117*z^3 - 241/156*z + 1
*
[ -3/2 ] 
f(z) = 173/117*z^3 - 259/156*z + 1
*
[ 6/13 ] 
f(z) = 169/116*z^3 - 257/174*z + 1
*
[ 20/39 ] 
f(z) = 169/100*z^3 - 251/180*z + 1
*
[ 2/3 ] 
f(z) = 162/101*z^3 - 245/202*z + 1
*
[ 2/3 ] 
f(z) = 162/103*z^3 - 247/206*z + 1
*
[ 2/3 ] 
f(z) = 162/107*z^3 - 251/214*z + 1
*
[ 2/3 ] 
f(z) = 162/109*z^3 - 253/218*z + 1
*
[ 8/13 ] 
f(z) = 169/100*z^3 - 253/200*z + 1
*
[ 2/3 ] 
f(z) = 171/101*z^3 - 253/202*z + 1
*
[ 2/3 ] 
f(z) = 171/103*z^3 - 255/206*z + 1
*
[ 2/3 ] 
f(z) = 171/107*z^3 - 259/214*z + 1
*
[ 2/3 ] 
f(z) = 162/113*z^3 - 257/226*z + 1
*
[ 2/3 ] 
f(z) = 162/115*z^3 - 259/230*z + 1
*
[ -30/13 ] 
f(z) = 169/100*z^3 - 227/30*z + 1
*
[ 30/13 ] 
f(z) = 169/108*z^3 - 233/30*z + 1
*
[ -2 ] 
f(z) = 161/116*z^3 - 235/58*z + 1
*
[ -2 ] 
f(z) = 163/116*z^3 - 239/58*z + 1
*
-2/13 | 0.14677224455990350109240722804819280004 | 0.023938480304334072585009375695740282306
f(z) = 169/114*z^3 - 230/57*z + 1
*
-66/35 | 0.22496587459941373098343214218591195834 | 0.026942158776393715264140056358571089296
f(z) = 175/108*z^3 - 235/42*z + 1
*
[ 3/2 ] 
f(z) = 166/117*z^3 - 223/78*z + 1
*
[ 3/2 ] 
f(z) = 170/117*z^3 - 229/78*z + 1
*
[ 2/7 ] 
f(z) = 161/104*z^3 - 239/91*z + 1
*
[ -12/7 ] 
f(z) = 161/108*z^3 - 235/84*z + 1
*
[ 2/7 ] 
f(z) = 175/104*z^3 - 240/91*z + 1
*
-48/35 | 0.078775020740799146290247385848818959249 | 0.010371429111997182109155998240229099723
f(z) = 175/108*z^3 - 221/84*z + 1
*
[ 1/3 ] 
f(z) = 162/103*z^3 - 224/103*z + 1
*
[ 1/3 ] 
f(z) = 162/107*z^3 - 232/107*z + 1
*
[ 1/3 ] 
f(z) = 162/109*z^3 - 236/109*z + 1
*
[ 16/13 ] 
f(z) = 169/112*z^3 - 235/112*z + 1
*
-1/13 | 0.11305172652620342891868047170726368774 | 0.020873270089341396277149820654311101490
f(z) = 169/112*z^3 - 225/112*z + 1
*
[ 1/3 ] 
f(z) = 171/101*z^3 - 221/101*z + 1
*
[ 1/3 ] 
f(z) = 171/103*z^3 - 225/103*z + 1
*
[ 1/3 ] 
f(z) = 171/104*z^3 - 227/104*z + 1
*
[ 1/3 ] 
f(z) = 171/106*z^3 - 231/106*z + 1
*
[ 1/3 ] 
f(z) = 171/107*z^3 - 233/107*z + 1
*
[ 1/3 ] 
f(z) = 171/109*z^3 - 237/109*z + 1
*
[ 1/3 ] 
f(z) = 171/110*z^3 - 239/110*z + 1
*
[ 6/5 ] 
f(z) = 175/102*z^3 - 235/102*z + 1
*
[ 6/5 ] 
f(z) = 175/114*z^3 - 233/114*z + 1
*
3/4 | 0.10142604201742222723151568326741894082 | 0.018520353701915895432251058471218378393
f(z) = 176/105*z^3 - 239/105*z + 1
*
[ -3/2 ] 
f(z) = 176/105*z^3 - 221/105*z + 1
*
[ -3/2 ] 
f(z) = 161/117*z^3 - 223/156*z + 1
*
[ -3/2 ] 
f(z) = 163/117*z^3 - 229/156*z + 1
*
[ 6/13 ] 
f(z) = 169/100*z^3 - 229/150*z + 1
*
[ 3/5 ] 
f(z) = 160/117*z^3 - 226/195*z + 1
*
[ 3/4 ] 
f(z) = 163/108*z^3 - 227/192*z + 1
*
[ 3/4 ] 
f(z) = 169/108*z^3 - 233/192*z + 1
*
[ 3/5 ] 
f(z) = 170/117*z^3 - 232/195*z + 1
*
[ 5/9 ] 
f(z) = 171/100*z^3 - 239/180*z + 1
*
[ 3/4 ] 
f(z) = 175/108*z^3 - 239/192*z + 1
*
[ 42/13 ] 
f(z) = 169/108*z^3 - 219/14*z + 1
*
-9/5 | 0.18525847957761953007063309432797002312 | 0.028849171105310071649449744992275120725
f(z) = 175/108*z^3 - 205/36*z + 1
*
-24/13 | 0.20815455463232321277562300727231373556 | 0.027608320240618188755961041459444855897
f(z) = 169/108*z^3 - 209/48*z + 1
*
102/65 | 0.23522272394942499163499968775869010242 | 0.025313754780773432584697109889438685865
f(z) = 169/108*z^3 - 201/50*z + 1
*
-24/13 | 0.17855760070270162321656531644632658893 | 0.029514953348610860522712786042785774190
f(z) = 169/114*z^3 - 212/57*z + 1
*
6/25 | 0.27999020721929485880168035905070076447 | 0.029944592102184525180054114248777181622
f(z) = 175/108*z^3 - 213/50*z + 1
*
[ 6/35 ] 
f(z) = 175/108*z^3 - 205/42*z + 1
*
[ 10/7 ] 
f(z) = 161/100*z^3 - 209/70*z + 1
*
[ 4/3 ] 
f(z) = 177/112*z^3 - 215/84*z + 1
*
[ 1/3 ] 
f(z) = 162/101*z^3 - 220/101*z + 1
*
-17/13 | 0.15740177495287733862493312041790826388 | 0.029410677754764001388903541792204276326
f(z) = 169/102*z^3 - 211/102*z + 1
*
7/13 | 0.12544962410452486062787806281610017205 | 0.023378715028418553421428336600773577847
f(z) = 169/105*z^3 - 214/105*z + 1
*
[ 5/13 ] 
f(z) = 169/115*z^3 - 209/115*z + 1
*
[ 1/3 ] 
f(z) = 171/100*z^3 - 219/100*z + 1
*
[ -3/2 ] 
f(z) = 172/105*z^3 - 212/105*z + 1
*
[ -3/2 ] 
f(z) = 172/111*z^3 - 202/111*z + 1
*
[ 2/5 ] 
f(z) = 175/118*z^3 - 205/118*z + 1
*
[ -3/2 ] 
f(z) = 176/111*z^3 - 211/111*z + 1
*
[ 9/10 ] 
f(z) = 175/108*z^3 - 205/144*z + 1
*
[ 24/35 ] 
f(z) = 175/108*z^3 - 205/168*z + 1
*
[ 2/3 ] 
f(z) = 177/116*z^3 - 205/174*z + 1
*
[ 10/3 ] 
f(z) = 171/100*z^3 - 183/10*z + 1
*
-2 | 0.10549372081656144850089056498171660339 | 0.016020814408570098888880099166891019632
f(z) = 167/112*z^3 - 181/28*z + 1
*
[ 28/13 ] 
f(z) = 169/112*z^3 - 181/28*z + 1
*
-2 | 0.10605837140827290383966426976052121907 | 0.016053274869893481739302627949212550855
f(z) = 171/112*z^3 - 185/28*z + 1
*
-2 | 0.10633273647976959667064866718810470167 | 0.016068650622259219609740591799562228524
f(z) = 173/112*z^3 - 187/28*z + 1
*
-2 | 0.10686672116125328017645690485959693239 | 0.016097857934907148834429160321800659102
f(z) = 177/112*z^3 - 191/28*z + 1
*
-2 | 0.10712675909442268705764162144969820800 | 0.016111747333511776569792469159747920019
f(z) = 179/112*z^3 - 193/28*z + 1
*
[ -5/3 ] 
f(z) = 177/100*z^3 - 199/60*z + 1
*
[ 4/3 ] 
f(z) = 165/112*z^3 - 199/84*z + 1
*
[ 10/9 ] 
f(z) = 171/100*z^3 - 181/90*z + 1
*
24/35 | 0.083701120453572207055013807455662184159 | 0.011189348661440385323463347647548372888
f(z) = 175/108*z^3 - 197/84*z + 1
*
[ -3/2 ] 
f(z) = 164/105*z^3 - 194/105*z + 1
*
[ -3/2 ] 
f(z) = 164/111*z^3 - 184/111*z + 1
*
[ 5/13 ] 
f(z) = 169/105*z^3 - 193/105*z + 1
*
[ 2/5 ] 
f(z) = 175/102*z^3 - 181/102*z + 1
*
[ 2/5 ] 
f(z) = 175/106*z^3 - 187/106*z + 1
*
[ 2/5 ] 
f(z) = 175/114*z^3 - 199/114*z + 1
*
-5/4 | 0.13791155879419941360952967060191469391 | 0.026257497954650473276644975554912484124
f(z) = 176/105*z^3 - 191/105*z + 1
*
[ 3/4 ] 
f(z) = 172/117*z^3 - 181/156*z + 1
*
[ 2/3 ] 
f(z) = 177/100*z^3 - 193/150*z + 1
*
[ -4/3 ] 
f(z) = 177/104*z^3 - 199/156*z + 1
*
[ 2/3 ] 
f(z) = 165/116*z^3 - 197/174*z + 1
*
-69/26 | 0.17234057830357711221531749526750080475 | 0.020425548998357322422876565584369077776
f(z) = 169/108*z^3 - 171/16*z + 1
*
[ 3 ] 
f(z) = 169/108*z^3 - 161/12*z + 1
*
[ -10/3 ] 
f(z) = 171/100*z^3 - 177/10*z + 1
*
[ 3 ] 
f(z) = 175/108*z^3 - 167/12*z + 1
*
[ -3 ] 
f(z) = 179/108*z^3 - 163/12*z + 1
*
-2 | 0.10490603477154279545279359691786578160 | 0.015985817673076078705376841116265448810
f(z) = 163/112*z^3 - 177/28*z + 1
*
-2 | 0.10520290474102527022042661299580790656 | 0.016003654280257758118608880459679827588
f(z) = 165/112*z^3 - 179/28*z + 1
*
-28/13 | 0.15637814842810089398852978113581842162 | 0.023788524001222080861294778255051058658
f(z) = 169/112*z^3 - 179/28*z + 1
*
[ 9/5 ] 
f(z) = 175/108*z^3 - 173/36*z + 1
*
[ 2 ] 
f(z) = 177/112*z^3 - 163/28*z + 1
*
[ 2 ] 
f(z) = 179/112*z^3 - 165/28*z + 1
*
[ 6/25 ] 
f(z) = 175/108*z^3 - 163/50*z + 1
*
[ 3/2 ] 
f(z) = 179/108*z^3 - 163/48*z + 1
*
-4/3 | 0.19006911353817379746499857129424009610 | 0.029064395640353901400859078193177473275
f(z) = 177/112*z^3 - 173/84*z + 1
*
[ -3/2 ] 
f(z) = 160/111*z^3 - 175/111*z + 1
*
[ 1/2 ] 
f(z) = 172/119*z^3 - 162/119*z + 1
*
[ 1/2 ] 
f(z) = 176/117*z^3 - 161/117*z + 1
*
[ 1/2 ] 
f(z) = 176/119*z^3 - 163/119*z + 1
*
[ 18/35 ] 
f(z) = 175/108*z^3 - 173/126*z + 1
*
[ 5/7 ] 
f(z) = 161/100*z^3 - 171/140*z + 1
*
[ 3/4 ] 
f(z) = 164/117*z^3 - 175/156*z + 1
*
[ 4/5 ] 
f(z) = 165/112*z^3 - 167/140*z + 1
*
[ 10/13 ] 
f(z) = 169/112*z^3 - 167/140*z + 1
*
[ -3 ] 
f(z) = 161/108*z^3 - 145/12*z + 1
*
[ 3 ] 
f(z) = 163/108*z^3 - 155/12*z + 1
*
[ -3 ] 
f(z) = 167/108*z^3 - 151/12*z + 1
*
[ -3 ] 
f(z) = 173/108*z^3 - 157/12*z + 1
*
[ 2 ] 
f(z) = 163/112*z^3 - 149/28*z + 1
*
[ 2 ] 
f(z) = 165/112*z^3 - 151/28*z + 1
*
[ 2 ] 
f(z) = 167/112*z^3 - 153/28*z + 1
*
[ 2 ] 
f(z) = 171/112*z^3 - 157/28*z + 1
*
[ 2 ] 
f(z) = 173/112*z^3 - 159/28*z + 1
*
[ 3/2 ] 
f(z) = 161/108*z^3 - 145/48*z + 1
*
[ 3/2 ] 
f(z) = 167/108*z^3 - 151/48*z + 1
*
[ 3/2 ] 
f(z) = 173/108*z^3 - 157/48*z + 1
*
[ 3/8 ] 
f(z) = 160/117*z^3 - 145/78*z + 1
*
[ 6/5 ] 
f(z) = 175/117*z^3 - 155/78*z + 1
*
-4/3 | 0.15536838385680332700358624527947831765 | 0.024116013224947620999437850385743398009
f(z) = 165/112*z^3 - 157/84*z + 1
*
[ 1/2 ] 
f(z) = 160/101*z^3 - 141/101*z + 1
*
[ 1/2 ] 
f(z) = 160/103*z^3 - 143/103*z + 1
*
[ 1/2 ] 
f(z) = 160/107*z^3 - 147/107*z + 1
*
[ 1/2 ] 
f(z) = 160/109*z^3 - 149/109*z + 1
*
[ 1/2 ] 
f(z) = 160/111*z^3 - 151/111*z + 1
*
[ 1/2 ] 
f(z) = 160/113*z^3 - 153/113*z + 1
*
[ 1/2 ] 
f(z) = 160/117*z^3 - 157/117*z + 1
*
[ 1/2 ] 
f(z) = 160/119*z^3 - 159/119*z + 1
*
[ 5/9 ] 
f(z) = 162/115*z^3 - 142/115*z + 1
*
[ 1/2 ] 
f(z) = 164/101*z^3 - 142/101*z + 1
*
[ 1/2 ] 
f(z) = 164/103*z^3 - 144/103*z + 1
*
[ 1/2 ] 
f(z) = 164/105*z^3 - 146/105*z + 1
*
[ 1/2 ] 
f(z) = 164/107*z^3 - 148/107*z + 1
*
[ 1/2 ] 
f(z) = 164/109*z^3 - 150/109*z + 1
*
[ 1/2 ] 
f(z) = 164/111*z^3 - 152/111*z + 1
*
[ 1/2 ] 
f(z) = 164/113*z^3 - 154/113*z + 1
*
[ 1/2 ] 
f(z) = 164/115*z^3 - 156/115*z + 1
*
[ 1/2 ] 
f(z) = 164/117*z^3 - 158/117*z + 1
*
[ 1/2 ] 
f(z) = 164/119*z^3 - 160/119*z + 1
*
[ 2/3 ] 
f(z) = 167/104*z^3 - 142/117*z + 1
*
[ 1/2 ] 
f(z) = 168/101*z^3 - 143/101*z + 1
*
[ 1/2 ] 
f(z) = 168/103*z^3 - 145/103*z + 1
*
[ 1/2 ] 
f(z) = 168/107*z^3 - 149/107*z + 1
*
[ 1/2 ] 
f(z) = 168/109*z^3 - 151/109*z + 1
*
[ 1/2 ] 
f(z) = 168/113*z^3 - 155/113*z + 1
*
[ 1/2 ] 
f(z) = 168/115*z^3 - 157/115*z + 1
*
[ 6/13 ] 
f(z) = 169/102*z^3 - 155/102*z + 1
*
[ 21/26 ] 
f(z) = 169/108*z^3 - 141/112*z + 1
*
[ 11/13 ] 
f(z) = 169/110*z^3 - 141/110*z + 1
*
[ 7/13 ] 
f(z) = 169/112*z^3 - 145/112*z + 1
*
[ 7/13 ] 
f(z) = 169/119*z^3 - 151/119*z + 1
*
[ 1/2 ] 
f(z) = 172/101*z^3 - 144/101*z + 1
*
[ 1/2 ] 
f(z) = 172/103*z^3 - 146/103*z + 1
*
[ 1/2 ] 
f(z) = 172/105*z^3 - 148/105*z + 1
*
[ 1/2 ] 
f(z) = 172/107*z^3 - 150/107*z + 1
*
[ 1/2 ] 
f(z) = 172/109*z^3 - 152/109*z + 1
*
[ 1/2 ] 
f(z) = 172/111*z^3 - 154/111*z + 1
*
[ 1/2 ] 
f(z) = 172/113*z^3 - 156/113*z + 1
*
[ 1/2 ] 
f(z) = 172/115*z^3 - 158/115*z + 1
*
[ 1/2 ] 
f(z) = 172/117*z^3 - 160/117*z + 1
*
[ 2/3 ] 
f(z) = 173/104*z^3 - 145/117*z + 1
*
[ 2/3 ] 
f(z) = 175/104*z^3 - 146/117*z + 1
*
[ 4/5 ] 
f(z) = 175/116*z^3 - 141/116*z + 1
*
[ 1/2 ] 
f(z) = 176/101*z^3 - 145/101*z + 1
*
[ 1/2 ] 
f(z) = 176/103*z^3 - 147/103*z + 1
*
[ 1/2 ] 
f(z) = 176/105*z^3 - 149/105*z + 1
*
[ 1/2 ] 
f(z) = 176/107*z^3 - 151/107*z + 1
*
[ 1/2 ] 
f(z) = 176/109*z^3 - 153/109*z + 1
*
[ 1/2 ] 
f(z) = 176/111*z^3 - 155/111*z + 1
*
[ 1/2 ] 
f(z) = 176/113*z^3 - 157/113*z + 1
*
[ 1/2 ] 
f(z) = 176/115*z^3 - 159/115*z + 1
*
[ 2/3 ] 
f(z) = 179/104*z^3 - 148/117*z + 1
*
[ 3/26 ] 
f(z) = 169/108*z^3 - 123/16*z + 1
*
[ -2 ] 
f(z) = 163/112*z^3 - 121/28*z + 1
*
[ -2 ] 
f(z) = 165/112*z^3 - 123/28*z + 1
*
[ -2 ] 
f(z) = 167/112*z^3 - 125/28*z + 1
*
[ -2 ] 
f(z) = 171/112*z^3 - 129/28*z + 1
*
[ -2 ] 
f(z) = 173/112*z^3 - 131/28*z + 1
*
[ -9/5 ] 
f(z) = 175/108*z^3 - 133/36*z + 1
*
3/35 | 0.15009805320382027832632707658853520305 | 0.018369529453457742233380912254777872195
f(z) = 175/108*z^3 - 131/28*z + 1
*
[ -2 ] 
f(z) = 177/112*z^3 - 135/28*z + 1
*
[ -2 ] 
f(z) = 179/112*z^3 - 137/28*z + 1
*
[ 6/23 ] 
f(z) = 161/108*z^3 - 135/46*z + 1
*
33/26 | 0.12979236743907866563859030495913047827 | 0.018236422621402788734807354030606650300
f(z) = 169/108*z^3 - 137/48*z + 1
*
8/13 | 0.15536735024038243728140504807674375020 | 0.028221252294494193679936113755872504301
f(z) = 169/112*z^3 - 123/56*z + 1
*
[ 4/3 ] 
f(z) = 171/104*z^3 - 139/52*z + 1
*
[ 15/13 ] 
f(z) = 169/100*z^3 - 127/60*z + 1
*
-15/13 | 0.19924153777747413465347060991042266627 | 0.028491506778539565279135993656888317290
f(z) = 169/108*z^3 - 121/60*z + 1
*
[ -3/2 ] 
f(z) = 170/117*z^3 - 125/78*z + 1
*
[ -3/2 ] 
f(z) = 178/117*z^3 - 137/78*z + 1
*
[ 6/7 ] 
f(z) = 163/108*z^3 - 125/98*z + 1
*
[ 6/7 ] 
f(z) = 169/108*z^3 - 129/98*z + 1
*
[ 6/13 ] 
f(z) = 169/112*z^3 - 125/84*z + 1
*
[ 3/7 ] 
f(z) = 175/108*z^3 - 137/84*z + 1
*
[ 3/4 ] 
f(z) = 160/111*z^3 - 127/111*z + 1
*
[ 2/3 ] 
f(z) = 161/104*z^3 - 139/117*z + 1
*
[ 7/9 ] 
f(z) = 162/119*z^3 - 132/119*z + 1
*
[ 2/3 ] 
f(z) = 163/104*z^3 - 140/117*z + 1
*
[ 3/5 ] 
f(z) = 163/108*z^3 - 121/100*z + 1
*
[ 7/13 ] 
f(z) = 169/105*z^3 - 139/105*z + 1
*
-15/13 | 0.11154170742572895569848177251802562606 | 0.021743452185761450063939597421712730245
f(z) = 169/105*z^3 - 134/105*z + 1
*
[ 3/5 ] 
f(z) = 169/108*z^3 - 123/100*z + 1
*
[ 10/13 ] 
f(z) = 169/110*z^3 - 133/110*z + 1
*
[ -4/3 ] 
f(z) = 171/100*z^3 - 129/100*z + 1
*
[ 2/3 ] 
f(z) = 171/106*z^3 - 129/106*z + 1
*
[ 2/3 ] 
f(z) = 171/110*z^3 - 131/110*z + 1
*
[ 2/3 ] 
f(z) = 171/118*z^3 - 135/118*z + 1
*
[ 3/5 ] 
f(z) = 175/102*z^3 - 131/102*z + 1
*
[ 4/5 ] 
f(z) = 175/108*z^3 - 139/108*z + 1
*
[ 3/5 ] 
f(z) = 175/111*z^3 - 137/111*z + 1
*
[ 3/5 ] 
f(z) = 175/114*z^3 - 139/114*z + 1
*
[ 3/4 ] 
f(z) = 176/105*z^3 - 134/105*z + 1
*
[ 3/4 ] 
f(z) = 176/111*z^3 - 136/111*z + 1
*
[ -6 ] 
f(z) = 161/108*z^3 - 105/2*z + 1
*
[ 6 ] 
f(z) = 163/108*z^3 - 107/2*z + 1
*
[ -6 ] 
f(z) = 167/108*z^3 - 109/2*z + 1
*
[ 6 ] 
f(z) = 169/108*z^3 - 111/2*z + 1
*
[ -6 ] 
f(z) = 173/108*z^3 - 113/2*z + 1
*
[ 6 ] 
f(z) = 175/108*z^3 - 115/2*z + 1
*
[ -6 ] 
f(z) = 179/108*z^3 - 117/2*z + 1
*
[ 3/2 ] 
f(z) = 160/117*z^3 - 107/39*z + 1
*
[ 12/7 ] 
f(z) = 161/108*z^3 - 111/28*z + 1
*
[ 3/2 ] 
f(z) = 164/117*z^3 - 110/39*z + 1
*
[ 3/2 ] 
f(z) = 172/117*z^3 - 116/39*z + 1
*
[ 3/2 ] 
f(z) = 176/117*z^3 - 119/39*z + 1
*
[ 6/5 ] 
f(z) = 167/108*z^3 - 103/50*z + 1
*
[ 6/5 ] 
f(z) = 173/108*z^3 - 107/50*z + 1
*
[ 3/10 ] 
f(z) = 175/108*z^3 - 119/48*z + 1
*
[ 2/5 ] 
f(z) = 175/116*z^3 - 101/58*z + 1
*
[ 6/5 ] 
f(z) = 179/108*z^3 - 111/50*z + 1
*
[ -10/7 ] 
f(z) = 161/100*z^3 - 111/70*z + 1
*
[ 2/5 ] 
f(z) = 165/104*z^3 - 114/65*z + 1
*
[ -3/2 ] 
f(z) = 166/117*z^3 - 119/78*z + 1
*
[ 12/13 ] 
f(z) = 169/112*z^3 - 115/84*z + 1
*
-12/13 | 0.073069622570906435383150863877048027088 | 0.011731475232005941556003967071061739758
f(z) = 169/112*z^3 - 101/84*z + 1
*
[ 5/6 ] 
f(z) = 171/100*z^3 - 111/80*z + 1
*
[ 26/35 ] 
f(z) = 175/104*z^3 - 116/91*z + 1
*
[ 2/3 ] 
f(z) = 177/112*z^3 - 101/84*z + 1
*
-2 | 0.10501255041583942434996136113720206600 | 0.016043841179674127393960294762179341922
f(z) = 161/104*z^3 - 87/13*z + 1
*
-2 | 0.10530144521233045561823216239888249746 | 0.016059936678114593366421800593889112087
f(z) = 163/104*z^3 - 88/13*z + 1
*
-2 | 0.10558487172481444697642369351235281125 | 0.016075459692912852103114863739281918100
f(z) = 165/104*z^3 - 89/13*z + 1
*
-2 | 0.10586307577156201078360665059441276519 | 0.016090444392564635406154678639650030531
f(z) = 167/104*z^3 - 90/13*z + 1
*
24/13 | 0.18888084285891023205846122026662365762 | 0.023936367876990521277687307578613702789
f(z) = 169/108*z^3 - 99/16*z + 1
*
-2 | 0.10640470983999582752257530832883638595 | 0.016118921462547797320714783145414862729
f(z) = 171/104*z^3 - 92/13*z + 1
*
-2 | 0.10666854706424924771689227930514622848 | 0.016132469006514852644501315502916550302
f(z) = 173/104*z^3 - 93/13*z + 1
*
-2 | 0.10692797933084480611272490681227398844 | 0.016145589088933003954988813834170556956
f(z) = 175/104*z^3 - 94/13*z + 1
*
[ 2 ] 
f(z) = 175/104*z^3 - 81/13*z + 1
*
[ -12/5 ] 
f(z) = 175/108*z^3 - 95/12*z + 1
*
-2 | 0.10718317740320260141448705203811038889 | 0.016158304245646967326400565132532661326
f(z) = 177/104*z^3 - 95/13*z + 1
*
[ 2 ] 
f(z) = 177/104*z^3 - 82/13*z + 1
*
-2 | 0.10743430107552483400441028048782940538 | 0.016170635343786681703784501464426280509
f(z) = 179/104*z^3 - 96/13*z + 1
*
[ 2 ] 
f(z) = 179/104*z^3 - 83/13*z + 1
*
[ -24/13 ] 
f(z) = 169/108*z^3 - 91/24*z + 1
*
15/13 | 0.19554763608795408218713843574855772579 | 0.025193772337851081258319552763145100110
f(z) = 169/108*z^3 - 87/20*z + 1
*
[ 5/3 ] 
f(z) = 171/100*z^3 - 87/20*z + 1
*
-4/3 | 0.17101070609864853382712032296230137120 | 0.029458523706050400717773541332209664918
f(z) = 171/112*z^3 - 83/28*z + 1
*
[ 6/5 ] 
f(z) = 175/104*z^3 - 88/39*z + 1
*
[ -12/7 ] 
f(z) = 175/108*z^3 - 89/28*z + 1
*
12/35 | 0.19901509284672225747796656022191351817 | 0.025640509091715270662961945063171043076
f(z) = 175/108*z^3 - 87/28*z + 1
*
3/5 | 0.20426055027174378319471029459393525495 | 0.026476874887565081138883453329114158522
f(z) = 175/108*z^3 - 83/28*z + 1
*
[ 6/5 ] 
f(z) = 161/108*z^3 - 99/50*z + 1
*
[ -3/2 ] 
f(z) = 163/108*z^3 - 83/48*z + 1
*
[ -3/2 ] 
f(z) = 169/108*z^3 - 89/48*z + 1
*
[ -3/2 ] 
f(z) = 175/108*z^3 - 95/48*z + 1
*
[ 2/5 ] 
f(z) = 175/108*z^3 - 95/54*z + 1
*
[ 3/4 ] 
f(z) = 179/108*z^3 - 81/64*z + 1
*
[ 2/3 ] 
f(z) = 165/112*z^3 - 97/84*z + 1
*
[ 2 ] 
f(z) = 161/104*z^3 - 74/13*z + 1
*
[ -2 ] 
f(z) = 161/104*z^3 - 61/13*z + 1
*
[ 2 ] 
f(z) = 163/104*z^3 - 75/13*z + 1
*
[ -2 ] 
f(z) = 163/104*z^3 - 62/13*z + 1
*
[ 2 ] 
f(z) = 165/104*z^3 - 76/13*z + 1
*
[ -2 ] 
f(z) = 165/104*z^3 - 63/13*z + 1
*
[ 2 ] 
f(z) = 167/104*z^3 - 77/13*z + 1
*
[ -2 ] 
f(z) = 167/104*z^3 - 64/13*z + 1
*
21/26 | 0.14674785930127597797141908667676755076 | 0.019275134017742956361550435064005074613
f(z) = 169/108*z^3 - 75/16*z + 1
*
[ -30/13 ] 
f(z) = 169/108*z^3 - 69/10*z + 1
*
[ 2 ] 
f(z) = 171/104*z^3 - 79/13*z + 1
*
[ -2 ] 
f(z) = 171/104*z^3 - 66/13*z + 1
*
[ 2 ] 
f(z) = 173/104*z^3 - 80/13*z + 1
*
[ -2 ] 
f(z) = 173/104*z^3 - 67/13*z + 1
*
[ -2 ] 
f(z) = 175/104*z^3 - 68/13*z + 1
*
[ -2 ] 
f(z) = 177/104*z^3 - 69/13*z + 1
*
[ -2 ] 
f(z) = 179/104*z^3 - 70/13*z + 1
*
[ 20/13 ] 
f(z) = 169/100*z^3 - 73/20*z + 1
*
[ -21/13 ] 
f(z) = 169/108*z^3 - 69/28*z + 1
*
-22/13 | 0.10837439886414588776222678168209540969 | 0.018828918120814902389426348656228473678
f(z) = 169/112*z^3 - 79/28*z + 1
*
[ -5/3 ] 
f(z) = 171/100*z^3 - 63/20*z + 1
*
[ 4/3 ] 
f(z) = 171/112*z^3 - 69/28*z + 1
*
[ -3/2 ] 
f(z) = 172/117*z^3 - 64/39*z + 1
*
[ -3/2 ] 
f(z) = 176/117*z^3 - 67/39*z + 1
*
[ 8/13 ] 
f(z) = 169/112*z^3 - 67/56*z + 1
*
[ 2/3 ] 
f(z) = 171/100*z^3 - 63/50*z + 1
*
[ 2/3 ] 
f(z) = 171/116*z^3 - 67/58*z + 1
*
[ 4/5 ] 
f(z) = 175/104*z^3 - 69/52*z + 1
*
[ 3/4 ] 
f(z) = 161/108*z^3 - 75/64*z + 1
*
[ 3/4 ] 
f(z) = 167/108*z^3 - 77/64*z + 1
*
[ 3/4 ] 
f(z) = 173/108*z^3 - 79/64*z + 1
*
[ 3 ] 
f(z) = 161/108*z^3 - 51/4*z + 1
*
[ -3 ] 
f(z) = 163/108*z^3 - 49/4*z + 1
*
[ 3/2 ] 
f(z) = 163/108*z^3 - 49/16*z + 1
*
[ 3 ] 
f(z) = 167/108*z^3 - 53/4*z + 1
*
-24/13 | 0.18059738286088994185000015585548603508 | 0.028781550957552493127085400425191211873
f(z) = 169/108*z^3 - 59/12*z + 1
*
12/13 | 0.13031448649217650786030906400205097111 | 0.021129167094193954534693218469872779721
f(z) = 169/108*z^3 - 53/12*z + 1
*
[ -3 ] 
f(z) = 169/108*z^3 - 51/4*z + 1
*
[ 3/2 ] 
f(z) = 169/108*z^3 - 51/16*z + 1
*
[ 18/13 ] 
f(z) = 169/108*z^3 - 49/18*z + 1
*
[ 3/13 ] 
f(z) = 169/108*z^3 - 41/12*z + 1
*
[ 3 ] 
f(z) = 173/108*z^3 - 55/4*z + 1
*
[ -3 ] 
f(z) = 175/108*z^3 - 53/4*z + 1
*
[ 3/2 ] 
f(z) = 175/108*z^3 - 53/16*z + 1
*
[ 3 ] 
f(z) = 179/108*z^3 - 57/4*z + 1
*
[ -3/2 ] 
f(z) = 160/117*z^3 - 55/39*z + 1
*
[ 3/4 ] 
f(z) = 160/117*z^3 - 43/39*z + 1
*
[ 3/7 ] 
f(z) = 161/108*z^3 - 45/28*z + 1
*
[ -3/2 ] 
f(z) = 164/117*z^3 - 58/39*z + 1
*
[ 2/3 ] 
f(z) = 165/104*z^3 - 47/39*z + 1
*
[ -20/13 ] 
f(z) = 169/100*z^3 - 47/20*z + 1
*
[ 9/13 ] 
f(z) = 169/108*z^3 - 43/36*z + 1
*
-14/13 | 0.10810742367066928901212440196731079857 | 0.020328127946681317051617126358729690319
f(z) = 169/112*z^3 - 51/28*z + 1
*
[ 14/13 ] 
f(z) = 169/112*z^3 - 47/28*z + 1
*
[ 3/5 ] 
f(z) = 175/117*z^3 - 47/39*z + 1
*
[ 3/4 ] 
f(z) = 176/117*z^3 - 46/39*z + 1
*
[ 2/3 ] 
f(z) = 177/104*z^3 - 49/39*z + 1
*
[ 6/7 ] 
f(z) = 161/108*z^3 - 53/42*z + 1
*
[ -3/2 ] 
f(z) = 161/108*z^3 - 27/16*z + 1
*
[ -3/2 ] 
f(z) = 167/108*z^3 - 29/16*z + 1
*
[ 24/13 ] 
f(z) = 169/108*z^3 - 39/8*z + 1
*
-33/26 | 0.19736433577719411131108474363231758798 | 0.028807328639630325590288386250686737650
f(z) = 169/108*z^3 - 35/16*z + 1
*
3/26 | 0.10268950481048686148769706704839035532 | 0.015578669240231743171778858100408213261
f(z) = 169/108*z^3 - 27/16*z + 1
*
[ -18/13 ] 
f(z) = 169/108*z^3 - 23/18*z + 1
*
[ -3/2 ] 
f(z) = 173/108*z^3 - 31/16*z + 1
*
[ 2/5 ] 
f(z) = 175/104*z^3 - 23/13*z + 1
*
[ 12/5 ] 
f(z) = 175/108*z^3 - 35/4*z + 1
*
[ -3/2 ] 
f(z) = 179/108*z^3 - 33/16*z + 1
*
[ 5/13 ] 
f(z) = 169/100*z^3 - 37/20*z + 1
*
[ 15/13 ] 
f(z) = 169/108*z^3 - 39/20*z + 1
*
[ 2/3 ] 
f(z) = 171/112*z^3 - 33/28*z + 1
*
[ 10/13 ] 
f(z) = 169/100*z^3 - 13/10*z + 1
*
6/13 | 0.10300299364632652012196779593607390309 | 0.015380389264429534258651153914160407215
f(z) = 169/108*z^3 - 15/2*z + 1
*
[ 6/13 ] 
f(z) = 169/108*z^3 - 3/2*z + 1
*
[ 2/3 ] 
f(z) = 171/104*z^3 - 16/13*z + 1
*
[ 6/7 ] 
f(z) = 175/108*z^3 - 19/14*z + 1
*
[ 6/5 ] 
f(z) = 175/108*z^3 - 13/6*z + 1
*
[ 3/5 ] 
f(z) = 175/108*z^3 - 5/4*z + 1
*
[ -6/5 ]
f(z) = 175/108*z^3 - 1/2*z + 1
*
[ -10/13 ]
f(z) = 169/100*z^3 + 13/10*z + 1
*
[ -6/13 ]
f(z) = 169/108*z^3 + 17/6*z + 1
*
[ 15/4 ] 
f(z) = 176/125*z^3 - 286/15*z + 1
*
[ -10 ] 
f(z) = 177/125*z^3 - 281/2*z + 1
*
[ 10 ] 
f(z) = 178/125*z^3 - 283/2*z + 1
*
[ 20/7 ] 
f(z) = 168/125*z^3 - 289/28*z + 1
*
87/26 | 0.18969030746102838946900567233456354515 | 0.021181859153103972386460639664176950162
f(z) = 169/135*z^3 - 287/20*z + 1
*
[ 5/41 ] 
f(z) = 164/125*z^3 - 296/41*z + 1
*
-5/2 | 0.21904112184108219743073726775296529484 | 0.020804081182365597537776805796044853878
f(z) = 168/125*z^3 - 299/42*z + 1
*
[ -11/5 ] 
f(z) = 170/121*z^3 - 294/55*z + 1
*
-4/35 | 0.21934079634922696894696358521876919297 | 0.025928144087780853744723089935869751909
f(z) = 175/128*z^3 - 295/56*z + 1
*
[ 2 ] 
f(z) = 161/124*z^3 - 291/62*z + 1
*
[ 2 ] 
f(z) = 161/132*z^3 - 289/66*z + 1
*
[ 2 ] 
f(z) = 163/124*z^3 - 295/62*z + 1
*
[ 2 ] 
f(z) = 163/132*z^3 - 293/66*z + 1
*
[ 2 ] 
f(z) = 165/124*z^3 - 299/62*z + 1
*
[ 8/39 ] 
f(z) = 169/128*z^3 - 283/72*z + 1
*
-2/13 | 0.18081805790009794942537272009170514193 | 0.028281143548071100138235177732049955877
f(z) = 169/132*z^3 - 299/66*z + 1
*
10/13 | 0.16936052278390807644497473948684725862 | 0.026748870457449478613199233220928104836
f(z) = 169/132*z^3 - 281/66*z + 1
*
3/26 | 0.14985234347022531505694683211263276957 | 0.019124603140720057173588111405889913486
f(z) = 169/135*z^3 - 281/60*z + 1
*
4/13 | 0.15208108464609346387143023062065790694 | 0.023811485553678793318565645752099136551
f(z) = 169/136*z^3 - 297/68*z + 1
*
[ 11/6 ] 
f(z) = 174/121*z^3 - 289/66*z + 1
*
[ -11/6 ] 
f(z) = 160/121*z^3 - 287/99*z + 1
*
55/54 | 0.20164259448234301826624637828205960403 | 0.022747659442752516734465544977055019286
f(z) = 162/125*z^3 - 283/90*z + 1
*
[ -11/6 ] 
f(z) = 164/121*z^3 - 298/99*z + 1
*
5/6 | 0.20953373627651502404664402617347824144 | 0.023628470800388654088454856634604457996
f(z) = 168/125*z^3 - 284/105*z + 1
*
[ -7/4 ] 
f(z) = 160/133*z^3 - 281/133*z + 1
*
[ 1/3 ] 
f(z) = 162/133*z^3 - 284/133*z + 1
*
[ 1/3 ] 
f(z) = 162/137*z^3 - 292/137*z + 1
*
[ 1/3 ] 
f(z) = 162/139*z^3 - 296/139*z + 1
*
[ 4/13 ] 
f(z) = 169/124*z^3 - 295/124*z + 1
*
[ 18/13 ] 
f(z) = 169/126*z^3 - 289/126*z + 1
*
-16/13 | 0.13321874193948224756522731219904256437 | 0.023510185390549774748631521901625291963
f(z) = 169/132*z^3 - 289/132*z + 1
*
[ 1/3 ] 
f(z) = 171/131*z^3 - 281/131*z + 1
*
[ 1/3 ] 
f(z) = 171/134*z^3 - 287/134*z + 1
*
[ 1/3 ] 
f(z) = 171/136*z^3 - 291/136*z + 1
*
[ 1/3 ] 
f(z) = 171/137*z^3 - 293/137*z + 1
*
[ 1/3 ] 
f(z) = 171/139*z^3 - 297/139*z + 1
*
[ 5/16 ] 
f(z) = 174/125*z^3 - 299/128*z + 1
*
3/5 | 0.15033249735206311021759923689620199148 | 0.026628980854433559615865061741419945297
f(z) = 175/132*z^3 - 283/132*z + 1
*
-35/26 | 0.21621505728331832197489973818234647144 | 0.024241205817287471092368913689129007039
f(z) = 169/125*z^3 - 299/140*z + 1
*
-65/56 | 0.20465151419875400885623713686809218434 | 0.019474880344725752846415358551396174607
f(z) = 168/125*z^3 - 293/168*z + 1
*
3/26 | 0.17874626751497589543358191952303091217 | 0.026504255460536800015009923029437203044
f(z) = 169/126*z^3 - 283/168*z + 1
*
[ 11/24 ] 
f(z) = 160/121*z^3 - 289/198*z + 1
*
[ 5/12 ] 
f(z) = 164/125*z^3 - 293/180*z + 1
*
[ -22/15 ] 
f(z) = 175/121*z^3 - 283/198*z + 1
*
[ 11/21 ] 
f(z) = 168/121*z^3 - 298/231*z + 1
*
[ 10/11 ] 
f(z) = 163/125*z^3 - 285/242*z + 1
*
[ 10/11 ] 
f(z) = 168/125*z^3 - 293/242*z + 1
*
[ 8/13 ] 
f(z) = 169/124*z^3 - 283/248*z + 1
*
-57/52 | 0.19932940695830522765231438339058158039 | 0.025223628451583888416289357064674157264
f(z) = 169/135*z^3 - 281/240*z + 1
*
[ 4/5 ] 
f(z) = 175/122*z^3 - 285/244*z + 1
*
[ 7/8 ] 
f(z) = 160/133*z^3 - 283/266*z + 1
*
[ 11/15 ] 
f(z) = 162/121*z^3 - 298/275*z + 1
*
[ 2/3 ] 
f(z) = 162/137*z^3 - 281/274*z + 1
*
[ 2/3 ] 
f(z) = 162/139*z^3 - 283/278*z + 1
*
[ 8/13 ] 
f(z) = 169/132*z^3 - 293/264*z + 1
*
[ 10/13 ] 
f(z) = 169/135*z^3 - 281/270*z + 1
*
[ 2/3 ] 
f(z) = 171/131*z^3 - 283/262*z + 1
*
[ 2/3 ] 
f(z) = 171/137*z^3 - 289/274*z + 1
*
[ 2/3 ] 
f(z) = 171/139*z^3 - 291/278*z + 1
*
[ 4/5 ] 
f(z) = 175/134*z^3 - 291/268*z + 1
*
[ 4/5 ] 
f(z) = 175/138*z^3 - 293/276*z + 1
*
[ -10 ] 
f(z) = 167/125*z^3 - 265/2*z + 1
*
[ 10 ] 
f(z) = 168/125*z^3 - 267/2*z + 1
*
[ -10 ] 
f(z) = 172/125*z^3 - 273/2*z + 1
*
[ 10 ] 
f(z) = 173/125*z^3 - 275/2*z + 1
*
[ -15/4 ] 
f(z) = 176/125*z^3 - 278/15*z + 1
*
[ 10/3 ] 
f(z) = 176/125*z^3 - 269/18*z + 1
*
[ -10/3 ] 
f(z) = 179/125*z^3 - 263/18*z + 1
*
[ 33/13 ] 
f(z) = 169/121*z^3 - 277/33*z + 1
*
[ -11/5 ] 
f(z) = 160/121*z^3 - 272/55*z + 1
*
[ -28/13 ] 
f(z) = 169/128*z^3 - 261/56*z + 1
*
[ 9/4 ] 
f(z) = 176/135*z^3 - 272/45*z + 1
*
4/13 | 0.14895264830178133338599218502831161948 | 0.023774219825050425204566016847736382691
f(z) = 169/120*z^3 - 263/60*z + 1
*
-22/13 | 0.15901819698736785488471995609435629345 | 0.025289722322137661432576217750653350571
f(z) = 169/132*z^3 - 269/66*z + 1
*
14/13 | 0.17086909199984503601328540530127398230 | 0.027272286869856880724687042830566819430
f(z) = 169/132*z^3 - 263/66*z + 1
*
21/26 | 0.10435975899460771707319118198427246120 | 0.013393302970064095265804796293860279196
f(z) = 169/135*z^3 - 269/60*z + 1
*
[ 15/8 ] 
f(z) = 176/125*z^3 - 269/60*z + 1
*
[ -2 ] 
f(z) = 177/124*z^3 - 261/62*z + 1
*
[ -2 ] 
f(z) = 179/124*z^3 - 265/62*z + 1
*
[ 11/39 ] 
f(z) = 169/121*z^3 - 263/99*z + 1
*
[ 10/39 ] 
f(z) = 169/125*z^3 - 269/90*z + 1
*
[ 2/7 ] 
f(z) = 161/120*z^3 - 274/105*z + 1
*
[ 1/3 ] 
f(z) = 162/125*z^3 - 268/125*z + 1
*
[ 1/3 ] 
f(z) = 162/127*z^3 - 272/127*z + 1
*
[ 1/3 ] 
f(z) = 162/131*z^3 - 280/131*z + 1
*
-5/24 | 0.079270501035423582148906027251266271492 | 0.0089865717210967097619363239191869267494
f(z) = 168/125*z^3 - 271/120*z + 1
*
[ 33/26 ] 
f(z) = 169/121*z^3 - 269/132*z + 1
*
11/13 | 0.15033218285978580413098626317507327098 | 0.026730390276060810845517574289482898515
f(z) = 169/132*z^3 - 277/132*z + 1
*
[ 1/3 ] 
f(z) = 171/121*z^3 - 261/121*z + 1
*
[ 1/3 ] 
f(z) = 171/122*z^3 - 263/122*z + 1
*
[ 4/3 ] 
f(z) = 171/124*z^3 - 273/124*z + 1
*
[ 1/3 ] 
f(z) = 171/124*z^3 - 267/124*z + 1
*
[ 1/3 ] 
f(z) = 171/125*z^3 - 269/125*z + 1
*
[ 1/3 ] 
f(z) = 171/127*z^3 - 273/127*z + 1
*
[ 1/3 ] 
f(z) = 171/128*z^3 - 275/128*z + 1
*
[ 1/3 ] 
f(z) = 171/130*z^3 - 279/130*z + 1
*
2/3 | 0.15243287502752051176965283586651617948 | 0.027209861108155498290787346320993193021
f(z) = 171/130*z^3 - 271/130*z + 1
*
[ -5/3 ] 
f(z) = 171/130*z^3 - 267/130*z + 1
*
[ -12/7 ] 
f(z) = 161/135*z^3 - 269/140*z + 1
*
[ 11/28 ] 
f(z) = 168/121*z^3 - 271/154*z + 1
*
-5/36 | 0.27558164240943165547052655892712069849 | 0.026497043067439684751338256137988300589
f(z) = 171/125*z^3 - 263/144*z + 1
*
[ 2/5 ] 
f(z) = 165/128*z^3 - 273/160*z + 1
*
[ 6/13 ] 
f(z) = 169/124*z^3 - 271/186*z + 1
*
[ 15/32 ] 
f(z) = 176/125*z^3 - 277/192*z + 1
*
[ 9/8 ] 
f(z) = 176/135*z^3 - 277/180*z + 1
*
[ 15/28 ] 
f(z) = 168/125*z^3 - 263/210*z + 1
*
[ 8/9 ] 
f(z) = 177/128*z^3 - 263/216*z + 1
*
[ 25/27 ] 
f(z) = 162/125*z^3 - 268/225*z + 1
*
[ 32/35 ] 
f(z) = 175/128*z^3 - 277/224*z + 1
*
[ 2/3 ] 
f(z) = 162/121*z^3 - 265/242*z + 1
*
[ 2/3 ] 
f(z) = 162/125*z^3 - 269/250*z + 1
*
[ 2/3 ] 
f(z) = 162/127*z^3 - 271/254*z + 1
*
[ 5/7 ] 
f(z) = 163/125*z^3 - 261/245*z + 1
*
[ 30/41 ] 
f(z) = 164/125*z^3 - 263/246*z + 1
*
[ 5/7 ] 
f(z) = 164/125*z^3 - 262/245*z + 1
*
[ 5/7 ] 
f(z) = 166/125*z^3 - 264/245*z + 1
*
[ 5/7 ] 
f(z) = 169/125*z^3 - 267/245*z + 1
*
[ 2/3 ] 
f(z) = 171/121*z^3 - 273/242*z + 1
*
[ 2/3 ] 
f(z) = 171/125*z^3 - 277/250*z + 1
*
[ 5/7 ] 
f(z) = 171/125*z^3 - 269/245*z + 1
*
[ 2/3 ] 
f(z) = 171/127*z^3 - 279/254*z + 1
*
[ 5/7 ] 
f(z) = 173/125*z^3 - 271/245*z + 1
*
[ 5/7 ] 
f(z) = 174/125*z^3 - 272/245*z + 1
*
[ 5/7 ] 
f(z) = 176/125*z^3 - 274/245*z + 1
*
[ 5/7 ] 
f(z) = 178/125*z^3 - 276/245*z + 1
*
[ 5/7 ] 
f(z) = 179/125*z^3 - 277/245*z + 1
*
[ 2/3 ] 
f(z) = 162/131*z^3 - 275/262*z + 1
*
[ 10/3 ] 
f(z) = 161/125*z^3 - 245/18*z + 1
*
[ -10 ] 
f(z) = 162/125*z^3 - 257/2*z + 1
*
[ 10 ] 
f(z) = 163/125*z^3 - 259/2*z + 1
*
[ 10/3 ] 
f(z) = 166/125*z^3 - 253/18*z + 1
*
[ -10/3 ] 
f(z) = 169/125*z^3 - 247/18*z + 1
*
[ -15/4 ] 
f(z) = 176/135*z^3 - 256/15*z + 1
*
5/2 | 0.11530726156490748726240726565916933695 | 0.013139374693510227038258331866274736939
f(z) = 168/125*z^3 - 259/30*z + 1
*
[ -33/13 ] 
f(z) = 169/121*z^3 - 251/33*z + 1
*
[ 5/36 ] 
f(z) = 162/125*z^3 - 249/40*z + 1
*
80/39 | 0.19276040403879320304574899721041925282 | 0.022084620775931085077434347527435819846
f(z) = 169/125*z^3 - 247/45*z + 1
*
[ 55/26 ] 
f(z) = 169/125*z^3 - 243/44*z + 1
*
3/44 | 0.15117766935464045383071384831873774881 | 0.017092047168114336509244934286685268162
f(z) = 176/135*z^3 - 257/55*z + 1
*
[ -2 ] 
f(z) = 167/124*z^3 - 241/62*z + 1
*
[ -2 ] 
f(z) = 169/124*z^3 - 245/62*z + 1
*
45/26 | 0.25056901955055472813417657278426440027 | 0.028655031885596103875710065212520946922
f(z) = 169/125*z^3 - 251/60*z + 1
*
12/13 | 0.15223205488105067619044646023739801529 | 0.018381124917274589729008430183276544327
f(z) = 169/128*z^3 - 247/72*z + 1
*
24/13 | 0.22769442060769541012187278778226637261 | 0.029483870085492362094745724160145497712
f(z) = 169/135*z^3 - 251/60*z + 1
*
[ -2 ] 
f(z) = 171/124*z^3 - 249/62*z + 1
*
[ 5/24 ] 
f(z) = 171/125*z^3 - 247/64*z + 1
*
[ -2 ] 
f(z) = 173/124*z^3 - 253/62*z + 1
*
[ -2 ] 
f(z) = 173/132*z^3 - 247/66*z + 1
*
[ 11/7 ] 
f(z) = 175/121*z^3 - 247/77*z + 1
*
[ -2 ] 
f(z) = 175/124*z^3 - 257/62*z + 1
*
[ -2 ] 
f(z) = 175/132*z^3 - 251/66*z + 1
*
[ 15/8 ] 
f(z) = 176/135*z^3 - 247/60*z + 1
*
[ -2 ] 
f(z) = 179/132*z^3 - 259/66*z + 1
*
5/54 | 0.20194492164500142774662537594388425499 | 0.023073446063306752473432616940641835679
f(z) = 162/125*z^3 - 253/90*z + 1
*
[ 10/7 ] 
f(z) = 169/125*z^3 - 241/98*z + 1
*
[ 10/7 ] 
f(z) = 174/125*z^3 - 249/98*z + 1
*
[ 10/7 ] 
f(z) = 179/125*z^3 - 257/98*z + 1
*
[ 10/7 ] 
f(z) = 161/120*z^3 - 256/105*z + 1
*
5/42 | 0.20834679714876767178529335338307433767 | 0.023794175215349853846447206516518132341
f(z) = 168/125*z^3 - 254/105*z + 1
*
[ 1/3 ] 
f(z) = 162/121*z^3 - 260/121*z + 1
*
8/13 | 0.090956279175763898391260377427175280525 | 0.016368381055854590701348682546221869980
f(z) = 169/120*z^3 - 259/120*z + 1
*
[ 5/13 ] 
f(z) = 169/135*z^3 - 241/135*z + 1
*
[ 17/13 ] 
f(z) = 169/136*z^3 - 257/136*z + 1
*
[ 5/4 ] 
f(z) = 176/135*z^3 - 248/135*z + 1
*
[ 8/19 ] 
f(z) = 171/128*z^3 - 245/152*z + 1
*
[ 10/9 ] 
f(z) = 167/125*z^3 - 251/162*z + 1
*
[ 10/9 ] 
f(z) = 172/125*z^3 - 259/162*z + 1
*
[ 20/43 ] 
f(z) = 172/125*z^3 - 249/172*z + 1
*
[ -3/2 ] 
f(z) = 179/126*z^3 - 257/168*z + 1
*
[ 22/39 ] 
f(z) = 169/121*z^3 - 241/198*z + 1
*
-5/78 | 0.035312541724316921981756565274089142599 | 0.0040346745052920885689175581424076715998
f(z) = 169/125*z^3 - 253/180*z + 1
*
[ 20/21 ] 
f(z) = 171/125*z^3 - 253/196*z + 1
*
[ 10/19 ] 
f(z) = 171/125*z^3 - 243/190*z + 1
*
[ 15/16 ] 
f(z) = 172/125*z^3 - 245/192*z + 1
*
[ 8/9 ] 
f(z) = 165/128*z^3 - 247/216*z + 1
*
-65/84 | 0.23709859597562153020192379924670295121 | 0.026755630704198521331243370404136386397
f(z) = 168/125*z^3 - 253/210*z + 1
*
[ 11/19 ] 
f(z) = 171/121*z^3 - 251/209*z + 1
*
[ 8/15 ] 
f(z) = 171/128*z^3 - 251/200*z + 1
*
[ 25/39 ] 
f(z) = 169/125*z^3 - 251/225*z + 1
*
[ 3/4 ] 
f(z) = 161/135*z^3 - 241/240*z + 1
*
[ 3/4 ] 
f(z) = 167/135*z^3 - 247/240*z + 1
*
[ 3/4 ] 
f(z) = 173/135*z^3 - 253/240*z + 1
*
[ 3/4 ] 
f(z) = 179/135*z^3 - 259/240*z + 1
*
[ 20/3 ] 
f(z) = 162/125*z^3 - 227/4*z + 1
*
[ -10/3 ] 
f(z) = 164/125*z^3 - 239/18*z + 1
*
[ 15/2 ] 
f(z) = 176/125*z^3 - 235/3*z + 1
*
[ -55/18 ] 
f(z) = 162/125*z^3 - 237/22*z + 1
*
[ 25/9 ] 
f(z) = 162/125*z^3 - 234/25*z + 1
*
[ 32/13 ] 
f(z) = 169/128*z^3 - 237/32*z + 1
*
6/13 | 0.15419437246491547185283726131214162516 | 0.020277003642678636515794382344453254802
f(z) = 169/135*z^3 - 223/30*z + 1
*
[ 8/3 ] 
f(z) = 177/128*z^3 - 221/24*z + 1
*
[ -9/4 ] 
f(z) = 176/135*z^3 - 232/45*z + 1
*
[ 11/7 ] 
f(z) = 161/121*z^3 - 225/77*z + 1
*
[ -2 ] 
f(z) = 161/124*z^3 - 229/62*z + 1
*
[ -2 ] 
f(z) = 161/132*z^3 - 223/66*z + 1
*
[ -35/18 ] 
f(z) = 162/125*z^3 - 237/70*z + 1
*
[ -2 ] 
f(z) = 163/124*z^3 - 233/62*z + 1
*
[ -2 ] 
f(z) = 163/132*z^3 - 227/66*z + 1
*
[ -2 ] 
f(z) = 165/124*z^3 - 237/62*z + 1
*
[ -2 ] 
f(z) = 167/132*z^3 - 235/66*z + 1
*
[ 11/7 ] 
f(z) = 168/121*z^3 - 236/77*z + 1
*
-20/13 | 0.16704293549689216119935594779427134327 | 0.027423155073488909958695478528132134587
f(z) = 169/120*z^3 - 221/60*z + 1
*
[ -2 ] 
f(z) = 169/132*z^3 - 239/66*z + 1
*
6/13 | 0.16595220450019865786554624560649056759 | 0.021849077394936773781507726149842698253
f(z) = 169/135*z^3 - 221/60*z + 1
*
4/13 | 0.14670676786605793064790863486360528240 | 0.023944818055923387674415923314634788819
f(z) = 169/136*z^3 - 229/68*z + 1
*
[ 10/7 ] 
f(z) = 164/125*z^3 - 233/98*z + 1
*
12/13 | 0.21429144952760429028407989821129306990 | 0.024572490119372253403594519098090463355
f(z) = 169/135*z^3 - 227/80*z + 1
*
-8/5 | 0.22234632289111126038624121859345375562 | 0.027212469375167881440257926368594503250
f(z) = 165/128*z^3 - 221/120*z + 1
*
[ -45/28 ] 
f(z) = 168/125*z^3 - 233/126*z + 1
*
[ 2/5 ] 
f(z) = 175/134*z^3 - 229/134*z + 1
*
[ -8/5 ] 
f(z) = 175/136*z^3 - 227/136*z + 1
*
[ 2/5 ] 
f(z) = 175/138*z^3 - 235/138*z + 1
*
[ 6/5 ] 
f(z) = 175/138*z^3 - 229/138*z + 1
*
[ 5/12 ] 
f(z) = 167/125*z^3 - 235/144*z + 1
*
[ 16/39 ] 
f(z) = 169/128*z^3 - 239/144*z + 1
*
[ -3/2 ] 
f(z) = 167/126*z^3 - 221/168*z + 1
*
[ -3/2 ] 
f(z) = 169/126*z^3 - 227/168*z + 1
*
[ 11/12 ] 
f(z) = 171/121*z^3 - 225/176*z + 1
*
[ -3/2 ] 
f(z) = 173/126*z^3 - 239/168*z + 1
*
[ 11/20 ] 
f(z) = 175/121*z^3 - 221/176*z + 1
*
[ 22/27 ] 
f(z) = 162/121*z^3 - 221/198*z + 1
*
[ 12/13 ] 
f(z) = 169/136*z^3 - 233/204*z + 1
*
[ 4/5 ] 
f(z) = 171/128*z^3 - 221/200*z + 1
*
[ 4/5 ] 
f(z) = 173/128*z^3 - 223/200*z + 1
*
[ 4/5 ] 
f(z) = 177/128*z^3 - 227/200*z + 1
*
[ 4/5 ] 
f(z) = 179/128*z^3 - 229/200*z + 1
*
[ -15/2 ] 
f(z) = 164/125*z^3 - 218/3*z + 1
*
-2/13 | 0.17737682224253050649320125675441502319 | 0.023764513505691980214177807053453057251
f(z) = 169/120*z^3 - 218/15*z + 1
*
-2/13 | 0.16707975468449750735654809910925233219 | 0.022600800892531697997912495500588660570
f(z) = 169/120*z^3 - 203/15*z + 1
*
[ 11/3 ] 
f(z) = 171/121*z^3 - 201/11*z + 1
*
[ -15/4 ] 
f(z) = 172/125*z^3 - 217/12*z + 1
*
[ 16/5 ] 
f(z) = 175/128*z^3 - 213/16*z + 1
*
[ -16/5 ] 
f(z) = 175/128*z^3 - 203/16*z + 1
*
[ -25/9 ] 
f(z) = 162/125*z^3 - 216/25*z + 1
*
[ 8/3 ] 
f(z) = 165/128*z^3 - 205/24*z + 1
*
[ 11/4 ] 
f(z) = 168/121*z^3 - 217/22*z + 1
*
[ -11/4 ] 
f(z) = 168/121*z^3 - 201/22*z + 1
*
[ -32/13 ] 
f(z) = 169/128*z^3 - 211/32*z + 1
*
-30/13 | 0.13951589677791970584309926924785649205 | 0.020734670435906171123784190338198240306
f(z) = 169/128*z^3 - 209/32*z + 1
*
[ -8/3 ] 
f(z) = 177/128*z^3 - 203/24*z + 1
*
[ 22/13 ] 
f(z) = 169/132*z^3 - 215/66*z + 1
*
[ -11/6 ] 
f(z) = 174/121*z^3 - 217/66*z + 1
*
[ 4/15 ] 
f(z) = 175/128*z^3 - 205/72*z + 1
*
[ 11/36 ] 
f(z) = 162/121*z^3 - 211/88*z + 1
*
[ -15/8 ] 
f(z) = 164/135*z^3 - 219/80*z + 1
*
[ 11/8 ] 
f(z) = 168/121*z^3 - 207/88*z + 1
*
-69/52 | 0.16651754236996234580966831656452226744 | 0.019342166761985763422597732012532519712
f(z) = 169/135*z^3 - 203/80*z + 1
*
-10/7 | 0.15734176053911309826028550598355253033 | 0.021132697977091743130955532601896995834
f(z) = 161/120*z^3 - 214/105*z + 1
*
[ 5/13 ] 
f(z) = 169/120*z^3 - 217/120*z + 1
*
[ 15/13 ] 
f(z) = 169/120*z^3 - 209/120*z + 1
*
[ 2/5 ] 
f(z) = 175/122*z^3 - 211/122*z + 1
*
-15/14 | 0.21917960947926693639248309878288162848 | 0.025488544698769009930496582344932709789
f(z) = 161/135*z^3 - 201/140*z + 1
*
[ 16/15 ] 
f(z) = 175/128*z^3 - 215/144*z + 1
*
[ -3/2 ] 
f(z) = 163/126*z^3 - 209/168*z + 1
*
[ 2/3 ] 
f(z) = 165/124*z^3 - 203/186*z + 1
*
[ 5/6 ] 
f(z) = 167/125*z^3 - 203/180*z + 1
*
[ 11/17 ] 
f(z) = 170/121*z^3 - 212/187*z + 1
*
[ 5/6 ] 
f(z) = 173/125*z^3 - 209/180*z + 1
*
[ 2/3 ] 
f(z) = 177/124*z^3 - 211/186*z + 1
*
[ 4/5 ] 
f(z) = 161/128*z^3 - 211/200*z + 1
*
[ 25/36 ] 
f(z) = 162/125*z^3 - 213/200*z + 1
*
[ 4/5 ] 
f(z) = 163/128*z^3 - 213/200*z + 1
*
[ 4/5 ] 
f(z) = 167/128*z^3 - 217/200*z + 1
*
[ 4/5 ] 
f(z) = 169/128*z^3 - 219/200*z + 1
*
[ 11/3 ] 
f(z) = 162/121*z^3 - 190/11*z + 1
*
[ -11/3 ] 
f(z) = 162/121*z^3 - 184/11*z + 1
*
[ -40/9 ] 
f(z) = 162/125*z^3 - 195/8*z + 1
*
-2/13 | 0.17599908150925971173637551213522416946 | 0.024057119198353455629933108658400603002
f(z) = 169/120*z^3 - 188/15*z + 1
*
[ -11/3 ] 
f(z) = 171/121*z^3 - 195/11*z + 1
*
15/7 | 0.16805034863369024451855002073417083106 | 0.019623579324318893289319108231257537819
f(z) = 161/135*z^3 - 194/35*z + 1
*
[ -8/3 ] 
f(z) = 165/128*z^3 - 187/24*z + 1
*
-2 | 0.10424853476056997928370945799157441547 | 0.015831714104279315650190325435633018125
f(z) = 165/128*z^3 - 181/32*z + 1
*
-2 | 0.10457714625046657463393946379207848371 | 0.015855158616801721247046778814882047817
f(z) = 167/128*z^3 - 183/32*z + 1
*
[ 30/13 ] 
f(z) = 169/125*z^3 - 199/30*z + 1
*
-2 | 0.10489725944428627152152786430772571519 | 0.015877525900103574936577593106933275312
f(z) = 169/128*z^3 - 185/32*z + 1
*
-30/13 | 0.13065736015590797820376548094657039377 | 0.017514591553670457010671496125498233349
f(z) = 169/135*z^3 - 193/30*z + 1
*
[ -20/9 ] 
f(z) = 171/125*z^3 - 191/36*z + 1
*
-2 | 0.10520943937646485538934932764601114512 | 0.015898901687965275248706159527581450792
f(z) = 171/128*z^3 - 187/32*z + 1
*
-2 | 0.10551418944650143464225390367919148140 | 0.015919361913718292375011015998952522342
f(z) = 173/128*z^3 - 189/32*z + 1
*
-2 | 0.10581196049054612811699452539436416787 | 0.015938974165967044597717298004880699303
f(z) = 175/128*z^3 - 191/32*z + 1
*
-2 | 0.10610315820821189392966835609056090175 | 0.015957798880404455260883470416669415424
f(z) = 177/128*z^3 - 193/32*z + 1
*
-2 | 0.10638814929430504066814278991281231227 | 0.015975890323723571963111522515728430166
f(z) = 179/128*z^3 - 195/32*z + 1
*
[ 15/8 ] 
f(z) = 164/125*z^3 - 199/48*z + 1
*
[ 11/6 ] 
f(z) = 171/121*z^3 - 189/44*z + 1
*
[ 8/35 ] 
f(z) = 175/128*z^3 - 193/56*z + 1
*
8/5 | 0.24038152535198807303480911572668025648 | 0.029954598702160727228862854305367703641
f(z) = 175/128*z^3 - 191/56*z + 1
*
[ 5/22 ] 
f(z) = 176/125*z^3 - 191/55*z + 1
*
[ 20/11 ] 
f(z) = 176/125*z^3 - 185/44*z + 1
*
-20/13 | 0.067300601354476241934491829693738504034 | 0.011261152896790378825657547949300139743
f(z) = 169/120*z^3 - 197/60*z + 1
*
5/6 | 0.17079255754629334694541830898743125378 | 0.020064489297988025076318747442109797408
f(z) = 162/125*z^3 - 199/90*z + 1
*
[ 5/14 ] 
f(z) = 166/125*z^3 - 193/98*z + 1
*
[ 18/13 ] 
f(z) = 169/135*z^3 - 191/90*z + 1
*
[ 11/9 ] 
f(z) = 171/121*z^3 - 191/99*z + 1
*
[ 5/16 ] 
f(z) = 176/125*z^3 - 187/80*z + 1
*
-10/7 | 0.13375237354992536442946630772871987554 | 0.015731724539462088239012126005354309313
f(z) = 168/125*z^3 - 197/105*z + 1
*
[ 1/2 ] 
f(z) = 168/139*z^3 - 181/139*z + 1
*
[ 14/13 ] 
f(z) = 169/126*z^3 - 187/126*z + 1
*
[ 6/13 ] 
f(z) = 169/138*z^3 - 197/138*z + 1
*
[ -3/2 ] 
f(z) = 172/123*z^3 - 182/123*z + 1
*
[ 1/2 ] 
f(z) = 172/139*z^3 - 182/139*z + 1
*
[ 5/12 ] 
f(z) = 174/125*z^3 - 197/120*z + 1
*
[ -3/2 ] 
f(z) = 176/123*z^3 - 191/123*z + 1
*
[ -3/2 ] 
f(z) = 176/129*z^3 - 181/129*z + 1
*
[ 1/2 ] 
f(z) = 176/137*z^3 - 181/137*z + 1
*
[ 1/2 ] 
f(z) = 176/139*z^3 - 183/139*z + 1
*
[ 5/11 ] 
f(z) = 179/125*z^3 - 181/121*z + 1
*
[ -35/24 ] 
f(z) = 168/125*z^3 - 197/168*z + 1
*
[ 21/26 ] 
f(z) = 169/126*z^3 - 187/168*z + 1
*
[ 5/8 ] 
f(z) = 174/125*z^3 - 183/160*z + 1
*
[ 24/35 ] 
f(z) = 175/128*z^3 - 185/168*z + 1
*
[ 5/6 ] 
f(z) = 161/125*z^3 - 197/180*z + 1
*
[ 20/27 ] 
f(z) = 162/125*z^3 - 191/180*z + 1
*
[ 5/6 ] 
f(z) = 163/125*z^3 - 199/180*z + 1
*
5/18 | 0.23501618165186233212500229907434764305 | 0.027994695197029504415661596406128637492
f(z) = 162/125*z^3 - 177/10*z + 1
*
[ 5 ] 
f(z) = 166/125*z^3 - 162/5*z + 1
*
[ 5 ] 
f(z) = 167/125*z^3 - 163/5*z + 1
*
[ -5 ] 
f(z) = 167/125*z^3 - 161/5*z + 1
*
[ 4 ] 
f(z) = 167/128*z^3 - 161/8*z + 1
*
[ 5 ] 
f(z) = 168/125*z^3 - 164/5*z + 1
*
[ -5 ] 
f(z) = 168/125*z^3 - 162/5*z + 1
*
[ -5 ] 
f(z) = 169/125*z^3 - 163/5*z + 1
*
[ 4 ] 
f(z) = 169/128*z^3 - 163/8*z + 1
*
[ 5 ] 
f(z) = 171/125*z^3 - 167/5*z + 1
*
[ 4 ] 
f(z) = 171/128*z^3 - 165/8*z + 1
*
[ -4 ] 
f(z) = 171/128*z^3 - 161/8*z + 1
*
[ 5 ] 
f(z) = 172/125*z^3 - 168/5*z + 1
*
[ -5 ] 
f(z) = 172/125*z^3 - 166/5*z + 1
*
[ 5 ] 
f(z) = 173/125*z^3 - 169/5*z + 1
*
[ -5 ] 
f(z) = 173/125*z^3 - 167/5*z + 1
*
[ 4 ] 
f(z) = 173/128*z^3 - 167/8*z + 1
*
[ -4 ] 
f(z) = 173/128*z^3 - 163/8*z + 1
*
[ 3 ] 
f(z) = 173/135*z^3 - 163/15*z + 1
*
[ -5 ] 
f(z) = 174/125*z^3 - 168/5*z + 1
*
[ 4 ] 
f(z) = 175/128*z^3 - 169/8*z + 1
*
[ -4 ] 
f(z) = 175/128*z^3 - 165/8*z + 1
*
[ 5 ] 
f(z) = 176/125*z^3 - 172/5*z + 1
*
[ 3 ] 
f(z) = 176/135*z^3 - 166/15*z + 1
*
[ 5 ] 
f(z) = 177/125*z^3 - 173/5*z + 1
*
[ -5 ] 
f(z) = 177/125*z^3 - 171/5*z + 1
*
[ 4 ] 
f(z) = 177/128*z^3 - 171/8*z + 1
*
[ -4 ] 
f(z) = 177/128*z^3 - 167/8*z + 1
*
[ 5 ] 
f(z) = 178/125*z^3 - 174/5*z + 1
*
[ -5 ] 
f(z) = 178/125*z^3 - 172/5*z + 1
*
[ -5 ] 
f(z) = 179/125*z^3 - 173/5*z + 1
*
[ 4 ] 
f(z) = 179/128*z^3 - 173/8*z + 1
*
[ -4 ] 
f(z) = 179/128*z^3 - 169/8*z + 1
*
[ 3 ] 
f(z) = 179/135*z^3 - 169/15*z + 1
*
-2 | 0.10356317873705360972786511915893042134 | 0.015781190248397577655810943614768730146
f(z) = 161/128*z^3 - 177/32*z + 1
*
[ 15/7 ] 
f(z) = 161/135*z^3 - 173/35*z + 1
*
[ 22/9 ] 
f(z) = 162/121*z^3 - 163/22*z + 1
*
-2 | 0.10391078712197088552993235109202947577 | 0.015807095033954815774875264768196986490
f(z) = 163/128*z^3 - 179/32*z + 1
*
[ -30/13 ] 
f(z) = 169/125*z^3 - 173/30*z + 1
*
70/39 | 0.28479380134980454638775608308937652768 | 0.028531863551295601809585504721560292645
f(z) = 169/125*z^3 - 173/36*z + 1
*
[ 2/13 ] 
f(z) = 169/128*z^3 - 177/32*z + 1
*
[ 5/2 ] 
f(z) = 173/125*z^3 - 161/20*z + 1
*
[ 12/5 ] 
f(z) = 175/128*z^3 - 175/24*z + 1
*
[ 2 ] 
f(z) = 177/128*z^3 - 161/32*z + 1
*
[ 5/2 ] 
f(z) = 179/125*z^3 - 167/20*z + 1
*
[ 2 ] 
f(z) = 179/128*z^3 - 163/32*z + 1
*
21/13 | 0.12693211057523463802768506821800791764 | 0.020302952979974117878450533682616539533
f(z) = 169/126*z^3 - 173/42*z + 1
*
12/13 | 0.16366329463166971086159269625413885006 | 0.026326791817018726851262247175935879697
f(z) = 169/126*z^3 - 167/42*z + 1
*
36/35 | 0.23117509627440789251735429513196351664 | 0.029042190456626162695594758502609841150
f(z) = 175/128*z^3 - 179/56*z + 1
*
[ 5/3 ] 
f(z) = 179/125*z^3 - 161/45*z + 1
*
[ 10/7 ] 
f(z) = 161/125*z^3 - 163/70*z + 1
*
-5/108 | 0.27552707845194835168386516981550183453 | 0.027603483537277852988956853293471954844
f(z) = 162/125*z^3 - 173/72*z + 1
*
[ 20/13 ] 
f(z) = 169/120*z^3 - 179/60*z + 1
*
-20/13 | 0.15635989075936844556774849837130490592 | 0.026744467320249093189245046285998920304
f(z) = 169/120*z^3 - 173/60*z + 1
*
[ 4/13 ] 
f(z) = 169/136*z^3 - 161/68*z + 1
*
[ 11/35 ] 
f(z) = 175/121*z^3 - 179/77*z + 1
*
[ 4/3 ] 
f(z) = 179/128*z^3 - 161/72*z + 1
*
[ 11/27 ] 
f(z) = 162/121*z^3 - 166/99*z + 1
*
[ 10/27 ] 
f(z) = 162/125*z^3 - 169/90*z + 1
*
[ 4/11 ] 
f(z) = 165/128*z^3 - 169/88*z + 1
*
[ 6/5 ] 
f(z) = 175/128*z^3 - 173/96*z + 1
*
[ 5/4 ] 
f(z) = 177/125*z^3 - 161/80*z + 1
*
[ 5/4 ] 
f(z) = 179/125*z^3 - 163/80*z + 1
*
[ 3/7 ] 
f(z) = 161/135*z^3 - 163/105*z + 1
*
-14/13 | 0.19999214031653266041230888612850837189 | 0.027521245621002553002174666418115070456
f(z) = 169/120*z^3 - 179/105*z + 1
*
[ 14/13 ] 
f(z) = 169/120*z^3 - 164/105*z + 1
*
[ -21/13 ] 
f(z) = 169/135*z^3 - 173/105*z + 1
*
[ 14/13 ] 
f(z) = 169/136*z^3 - 163/119*z + 1
*
[ 11/10 ] 
f(z) = 170/121*z^3 - 177/110*z + 1
*
[ 16/35 ] 
f(z) = 175/128*z^3 - 165/112*z + 1
*
[ 1/2 ] 
f(z) = 160/121*z^3 - 161/121*z + 1
*
[ 1/2 ] 
f(z) = 160/123*z^3 - 163/123*z + 1
*
[ 1/2 ] 
f(z) = 160/127*z^3 - 167/127*z + 1
*
[ 1/2 ] 
f(z) = 160/129*z^3 - 169/129*z + 1
*
[ 1/2 ] 
f(z) = 160/131*z^3 - 171/131*z + 1
*
[ 1/2 ] 
f(z) = 160/133*z^3 - 173/133*z + 1
*
[ 1/2 ] 
f(z) = 160/137*z^3 - 177/137*z + 1
*
[ 1/2 ] 
f(z) = 160/139*z^3 - 179/139*z + 1
*
[ 1/2 ] 
f(z) = 164/121*z^3 - 162/121*z + 1
*
[ 5/11 ] 
f(z) = 164/125*z^3 - 178/121*z + 1
*
[ 1/2 ] 
f(z) = 164/125*z^3 - 166/125*z + 1
*
[ 1/2 ] 
f(z) = 164/127*z^3 - 168/127*z + 1
*
[ 1/2 ] 
f(z) = 164/129*z^3 - 170/129*z + 1
*
[ 1/2 ] 
f(z) = 164/131*z^3 - 172/131*z + 1
*
[ 1/2 ] 
f(z) = 164/133*z^3 - 174/133*z + 1
*
[ 1/2 ] 
f(z) = 164/135*z^3 - 176/135*z + 1
*
[ 1/2 ] 
f(z) = 164/137*z^3 - 178/137*z + 1
*
[ 1/2 ] 
f(z) = 164/139*z^3 - 180/139*z + 1
*
4/5 | 0.22298765413822641486538892333544208421 | 0.028217400649014290647085949131172387497
f(z) = 165/128*z^3 - 169/120*z + 1
*
-4/3 | 0.10729775381124190484776726234181012725 | 0.013661554399096503820492382681460179301
f(z) = 165/128*z^3 - 161/120*z + 1
*
[ 1/2 ] 
f(z) = 168/121*z^3 - 163/121*z + 1
*
[ 1/2 ] 
f(z) = 168/125*z^3 - 167/125*z + 1
*
[ 5/9 ] 
f(z) = 168/125*z^3 - 164/135*z + 1
*
[ 1/2 ] 
f(z) = 168/127*z^3 - 169/127*z + 1
*
[ 1/2 ] 
f(z) = 168/131*z^3 - 173/131*z + 1
*
[ 1/2 ] 
f(z) = 168/137*z^3 - 179/137*z + 1
*
[ 5/11 ] 
f(z) = 169/125*z^3 - 179/121*z + 1
*
-18/13 | 0.087061170224254607342031513128768523208 | 0.016971323424181904598637556716379504391
f(z) = 169/126*z^3 - 163/126*z + 1
*
[ 7/13 ] 
f(z) = 169/133*z^3 - 163/133*z + 1
*
[ 1/2 ] 
f(z) = 172/121*z^3 - 164/121*z + 1
*
[ 1/2 ] 
f(z) = 172/123*z^3 - 166/123*z + 1
*
[ 1/2 ] 
f(z) = 172/125*z^3 - 168/125*z + 1
*
[ 1/2 ] 
f(z) = 172/127*z^3 - 170/127*z + 1
*
[ 1/2 ] 
f(z) = 172/131*z^3 - 174/131*z + 1
*
[ 1/2 ] 
f(z) = 172/133*z^3 - 176/133*z + 1
*
[ 1/2 ] 
f(z) = 172/135*z^3 - 178/135*z + 1
*
[ 1/2 ] 
f(z) = 172/137*z^3 - 180/137*z + 1
*
[ 5/11 ] 
f(z) = 174/125*z^3 - 180/121*z + 1
*
[ 5/9 ] 
f(z) = 174/125*z^3 - 166/135*z + 1
*
[ 1/2 ] 
f(z) = 176/123*z^3 - 167/123*z + 1
*
[ 1/2 ] 
f(z) = 176/125*z^3 - 169/125*z + 1
*
[ 1/2 ] 
f(z) = 176/127*z^3 - 171/127*z + 1
*
[ 1/2 ] 
f(z) = 176/129*z^3 - 173/129*z + 1
*
[ 1/2 ] 
f(z) = 176/131*z^3 - 175/131*z + 1
*
[ 1/2 ] 
f(z) = 176/133*z^3 - 177/133*z + 1
*
[ 1/2 ] 
f(z) = 176/135*z^3 - 179/135*z + 1
*
[ 5/9 ] 
f(z) = 177/125*z^3 - 167/135*z + 1
*
[ 34/39 ] 
f(z) = 169/136*z^3 - 167/153*z + 1
*
[ 2/3 ] 
f(z) = 169/136*z^3 - 161/153*z + 1
*
[ 40/57 ] 
f(z) = 171/125*z^3 - 167/152*z + 1
*
[ 2/3 ] 
f(z) = 173/136*z^3 - 163/153*z + 1
*
[ 22/35 ] 
f(z) = 175/121*z^3 - 179/154*z + 1
*
[ 2/3 ] 
f(z) = 175/136*z^3 - 164/153*z + 1
*
[ 2/3 ] 
f(z) = 179/136*z^3 - 166/153*z + 1
*
[ 5/8 ] 
f(z) = 162/125*z^3 - 177/160*z + 1
*
[ 5/8 ] 
f(z) = 166/125*z^3 - 179/160*z + 1
*
[ 10/13 ] 
f(z) = 169/128*z^3 - 173/160*z + 1
*
[ 5 ] 
f(z) = 161/125*z^3 - 157/5*z + 1
*
[ 4 ] 
f(z) = 161/128*z^3 - 155/8*z + 1
*
[ -4 ] 
f(z) = 161/128*z^3 - 151/8*z + 1
*
[ 3 ] 
f(z) = 161/135*z^3 - 151/15*z + 1
*
[ 5 ] 
f(z) = 162/125*z^3 - 158/5*z + 1
*
[ -5 ] 
f(z) = 162/125*z^3 - 156/5*z + 1
*
[ 5 ] 
f(z) = 163/125*z^3 - 159/5*z + 1
*
[ -5 ] 
f(z) = 163/125*z^3 - 157/5*z + 1
*
[ 4 ] 
f(z) = 163/128*z^3 - 157/8*z + 1
*
[ -4 ] 
f(z) = 163/128*z^3 - 153/8*z + 1
*
[ -3 ] 
f(z) = 163/135*z^3 - 143/15*z + 1
*
[ -5 ] 
f(z) = 164/125*z^3 - 158/5*z + 1
*
[ 3 ] 
f(z) = 164/135*z^3 - 154/15*z + 1
*
[ 4 ] 
f(z) = 165/128*z^3 - 159/8*z + 1
*
[ -4 ] 
f(z) = 165/128*z^3 - 155/8*z + 1
*
[ -3 ] 
f(z) = 166/135*z^3 - 146/15*z + 1
*
[ -4 ] 
f(z) = 167/128*z^3 - 157/8*z + 1
*
[ 3 ] 
f(z) = 167/135*z^3 - 157/15*z + 1
*
-34/13 | 0.19754832379980054519462297425963286957 | 0.027810695060832931721341911870101490742
f(z) = 169/120*z^3 - 152/15*z + 1
*
[ -4 ] 
f(z) = 169/128*z^3 - 159/8*z + 1
*
[ -3 ] 
f(z) = 169/135*z^3 - 149/15*z + 1
*
[ -3 ] 
f(z) = 172/135*z^3 - 152/15*z + 1
*
[ -3 ] 
f(z) = 178/135*z^3 - 158/15*z + 1
*
[ 5/2 ] 
f(z) = 161/125*z^3 - 149/20*z + 1
*
[ 2 ] 
f(z) = 161/128*z^3 - 145/32*z + 1
*
[ -22/9 ] 
f(z) = 162/121*z^3 - 145/22*z + 1
*
[ 5/2 ] 
f(z) = 163/125*z^3 - 151/20*z + 1
*
[ 2 ] 
f(z) = 163/128*z^3 - 147/32*z + 1
*
[ 2 ] 
f(z) = 165/128*z^3 - 149/32*z + 1
*
[ 2 ] 
f(z) = 167/128*z^3 - 151/32*z + 1
*
-45/26 | 0.27634678506860695965793005857834327996 | 0.028106130620333449341122317693943795364
f(z) = 169/125*z^3 - 149/36*z + 1
*
[ -5/2 ] 
f(z) = 169/125*z^3 - 141/20*z + 1
*
[ 2 ] 
f(z) = 169/128*z^3 - 153/32*z + 1
*
[ -30/13 ] 
f(z) = 169/135*z^3 - 157/30*z + 1
*
[ 5/2 ] 
f(z) = 171/125*z^3 - 159/20*z + 1
*
[ -5/2 ] 
f(z) = 171/125*z^3 - 143/20*z + 1
*
[ 2 ] 
f(z) = 171/128*z^3 - 155/32*z + 1
*
[ 2 ] 
f(z) = 173/128*z^3 - 157/32*z + 1
*
[ 2 ] 
f(z) = 175/128*z^3 - 159/32*z + 1
*
[ -12/5 ] 
f(z) = 175/128*z^3 - 155/24*z + 1
*
3/8 | 0.23826230964007859496775166021142066209 | 0.028527293013670747008199441891816807689
f(z) = 176/135*z^3 - 157/20*z + 1
*
[ -5/2 ] 
f(z) = 177/125*z^3 - 149/20*z + 1
*
[ -5/2 ] 
f(z) = 179/125*z^3 - 151/20*z + 1
*
[ 5/3 ] 
f(z) = 161/125*z^3 - 143/45*z + 1
*
35/36 | 0.19393616027130144532366916153002984572 | 0.023509368928925939829788705192610453026
f(z) = 162/125*z^3 - 153/40*z + 1
*
[ 5/3 ] 
f(z) = 164/125*z^3 - 146/45*z + 1
*
-8/5 | 0.23189776600612935422616156687458245335 | 0.029872102210608036912739257108144129017
f(z) = 165/128*z^3 - 147/40*z + 1
*
[ 5/3 ] 
f(z) = 166/125*z^3 - 148/45*z + 1
*
[ 5/3 ] 
f(z) = 167/125*z^3 - 149/45*z + 1
*
[ 5/3 ] 
f(z) = 169/125*z^3 - 151/45*z + 1
*
[ 3/13 ] 
f(z) = 169/126*z^3 - 143/42*z + 1
*
[ -11/6 ] 
f(z) = 171/121*z^3 - 141/44*z + 1
*
[ 5/3 ] 
f(z) = 172/125*z^3 - 154/45*z + 1
*
4/35 | 0.22603546938553963201713020014977209467 | 0.028919532902190991199904851166782432149
f(z) = 175/128*z^3 - 155/56*z + 1
*
[ 5/3 ] 
f(z) = 176/125*z^3 - 158/45*z + 1
*
45/44 | 0.17817987771492105826185665926643157989 | 0.021704614905456441951430155331669720815
f(z) = 176/125*z^3 - 147/55*z + 1
*
[ 3/11 ] 
f(z) = 176/135*z^3 - 152/55*z + 1
*
[ 4/3 ] 
f(z) = 161/128*z^3 - 143/72*z + 1
*
[ 4/3 ] 
f(z) = 163/128*z^3 - 145/72*z + 1
*
[ 3/2 ] 
f(z) = 163/135*z^3 - 143/60*z + 1
*
[ 5/16 ] 
f(z) = 164/125*z^3 - 149/64*z + 1
*
[ 4/3 ] 
f(z) = 167/128*z^3 - 149/72*z + 1
*
-5/3 | 0.19254265081686776372034315599368182267 | 0.023533271745576030274385261699298332921
f(z) = 168/125*z^3 - 143/60*z + 1
*
[ 4/13 ] 
f(z) = 169/120*z^3 - 143/60*z + 1
*
15/26 | 0.22454430942483123933347979111402811909 | 0.027263242542813207600563440497199160335
f(z) = 169/125*z^3 - 151/60*z + 1
*
[ 4/3 ] 
f(z) = 169/128*z^3 - 151/72*z + 1
*
[ 3/2 ] 
f(z) = 169/135*z^3 - 149/60*z + 1
*
[ 4/3 ] 
f(z) = 173/128*z^3 - 155/72*z + 1
*
[ -11/7 ] 
f(z) = 175/121*z^3 - 149/77*z + 1
*
[ 4/3 ] 
f(z) = 175/128*z^3 - 157/72*z + 1
*
[ -35/22 ] 
f(z) = 176/125*z^3 - 149/77*z + 1
*
[ 5/4 ] 
f(z) = 163/125*z^3 - 147/80*z + 1
*
[ 3/8 ] 
f(z) = 164/135*z^3 - 147/80*z + 1
*
[ 2/5 ] 
f(z) = 165/136*z^3 - 144/85*z + 1
*
[ 5/4 ] 
f(z) = 167/125*z^3 - 151/80*z + 1
*
[ 5/4 ] 
f(z) = 169/125*z^3 - 153/80*z + 1
*
[ 10/9 ] 
f(z) = 171/125*z^3 - 143/90*z + 1
*
[ 5/4 ] 
f(z) = 173/125*z^3 - 157/80*z + 1
*
5/42 | 0.19751933674941187109478400425940929829 | 0.024020869429881131712149024164526496936
f(z) = 168/125*z^3 - 149/105*z + 1
*
[ 34/35 ] 
f(z) = 175/136*z^3 - 148/119*z + 1
*
-34/35 | 0.20743714288793088000189718466198085333 | 0.029172550661753056035085914548340221833
f(z) = 175/136*z^3 - 141/119*z + 1
*
[ -3/2 ] 
f(z) = 160/123*z^3 - 155/123*z + 1
*
[ -3/2 ] 
f(z) = 160/129*z^3 - 145/129*z + 1
*
[ 2/3 ] 
f(z) = 161/120*z^3 - 148/135*z + 1
*
[ 2/3 ] 
f(z) = 163/120*z^3 - 149/135*z + 1
*
[ -3/2 ] 
f(z) = 164/129*z^3 - 154/129*z + 1
*
[ 2/3 ] 
f(z) = 167/120*z^3 - 151/135*z + 1
*
[ 2/3 ] 
f(z) = 169/120*z^3 - 152/135*z + 1
*
[ 7/13 ] 
f(z) = 169/126*z^3 - 157/126*z + 1
*
[ 12/13 ] 
f(z) = 169/132*z^3 - 155/132*z + 1
*
[ 11/13 ] 
f(z) = 169/132*z^3 - 145/132*z + 1
*
[ 8/13 ] 
f(z) = 169/136*z^3 - 149/136*z + 1
*
[ 2/3 ] 
f(z) = 171/130*z^3 - 141/130*z + 1
*
[ 2/3 ] 
f(z) = 171/134*z^3 - 143/134*z + 1
*
[ 2/3 ] 
f(z) = 173/120*z^3 - 154/135*z + 1
*
[ 3/5 ] 
f(z) = 173/135*z^3 - 141/125*z + 1
*
[ 3/5 ] 
f(z) = 175/123*z^3 - 145/123*z + 1
*
[ 4/5 ] 
f(z) = 175/124*z^3 - 143/124*z + 1
*
[ 3/5 ] 
f(z) = 175/129*z^3 - 149/129*z + 1
*
[ 3/5 ] 
f(z) = 175/132*z^3 - 151/132*z + 1
*
[ 4/5 ] 
f(z) = 175/132*z^3 - 145/132*z + 1
*
[ 3/5 ] 
f(z) = 175/138*z^3 - 155/138*z + 1
*
[ 3/4 ] 
f(z) = 176/129*z^3 - 142/129*z + 1
*
[ 3/5 ] 
f(z) = 176/135*z^3 - 142/125*z + 1
*
[ 2/3 ] 
f(z) = 179/120*z^3 - 157/135*z + 1
*
[ 3/5 ] 
f(z) = 179/135*z^3 - 143/125*z + 1
*
[ 2/3 ] 
f(z) = 161/136*z^3 - 157/153*z + 1
*
[ 2/3 ] 
f(z) = 163/136*z^3 - 158/153*z + 1
*
[ 2/3 ] 
f(z) = 167/136*z^3 - 160/153*z + 1
*
[ 10/3 ] 
f(z) = 162/125*z^3 - 137/10*z + 1
*
[ 35/9 ] 
f(z) = 162/125*z^3 - 132/7*z + 1
*
[ -10/3 ] 
f(z) = 162/125*z^3 - 131/10*z + 1
*
34/13 | 0.11339254553588825904344040563709006033 | 0.016200271674165707331610114745582486388
f(z) = 169/120*z^3 - 137/15*z + 1
*
-2/13 | 0.089634438754318591911326281478802990239 | 0.012931516028372094722208808431547994947
f(z) = 169/120*z^3 - 128/15*z + 1
*
6/13 | 0.19463903964374968299254758962537149105 | 0.028276327095601205716467228322559199809
f(z) = 169/120*z^3 - 122/15*z + 1
*
[ 34/13 ] 
f(z) = 169/136*z^3 - 134/17*z + 1
*
[ -34/13 ] 
f(z) = 169/136*z^3 - 121/17*z + 1
*
[ -10/3 ] 
f(z) = 171/125*z^3 - 139/10*z + 1
*
[ -5/2 ] 
f(z) = 161/125*z^3 - 133/20*z + 1
*
5/6 | 0.21715431292822331840808678793352405101 | 0.026778676653368510340264391501789194198
f(z) = 162/125*z^3 - 133/30*z + 1
*
5/3 | 0.21696945109632665348951731966057313852 | 0.027071551212148579645704221863672637300
f(z) = 162/125*z^3 - 121/30*z + 1
*
[ -5/2 ] 
f(z) = 167/125*z^3 - 139/20*z + 1
*
[ 11/6 ] 
f(z) = 168/121*z^3 - 139/33*z + 1
*
10/13 | 0.14654711390018630541306488873548891296 | 0.023238299508347221950299339749952006003
f(z) = 169/128*z^3 - 137/32*z + 1
*
24/13 | 0.21163928797369668977269353272051534718 | 0.027843968410357279342647249643331509526
f(z) = 169/128*z^3 - 125/24*z + 1
*
[ -2 ] 
f(z) = 169/128*z^3 - 121/32*z + 1
*
30/13 | 0.21824425099858959390494353721108234029 | 0.026563910803322775440550267315620209257
f(z) = 169/135*z^3 - 137/20*z + 1
*
15/26 | 0.23205482788471873055814312515667640887 | 0.028620402136208973821716579975501373310
f(z) = 169/135*z^3 - 123/20*z + 1
*
[ -2 ] 
f(z) = 171/128*z^3 - 123/32*z + 1
*
[ -2 ] 
f(z) = 173/128*z^3 - 125/32*z + 1
*
[ -2 ] 
f(z) = 175/128*z^3 - 127/32*z + 1
*
[ 5/24 ] 
f(z) = 176/125*z^3 - 139/36*z + 1
*
5/8 | 0.21095426759496819558265902769333775992 | 0.026267300065064112613112881083041300685
f(z) = 176/125*z^3 - 123/20*z + 1
*
[ -2 ] 
f(z) = 177/128*z^3 - 129/32*z + 1
*
[ -2 ] 
f(z) = 179/128*z^3 - 131/32*z + 1
*
-5/42 | 0.13985452564185080701756757686098418094 | 0.014412775413953581538229725053562101493
f(z) = 168/125*z^3 - 131/42*z + 1
*
-18/13 | 0.18084073894708019079496470402002312233 | 0.025918510390010108152726849456132088129
f(z) = 169/120*z^3 - 134/45*z + 1
*
[ 21/13 ] 
f(z) = 169/126*z^3 - 131/42*z + 1
*
-20/13 | 0.21806672377648065576302159292822153522 | 0.028750593003255854579262225873768697682
f(z) = 169/128*z^3 - 123/40*z + 1
*
[ -11/7 ] 
f(z) = 161/121*z^3 - 127/77*z + 1
*
[ -11/7 ] 
f(z) = 168/121*z^3 - 138/77*z + 1
*
12/13 | 0.14532996949556178156210431620921191472 | 0.025891083677596404905705804290141072645
f(z) = 169/120*z^3 - 137/60*z + 1
*
44/39 | 0.14555898254578083912346558435149973443 | 0.018886440795229777827705218545990611715
f(z) = 169/128*z^3 - 139/72*z + 1
*
[ -22/13 ] 
f(z) = 169/132*z^3 - 137/66*z + 1
*
[ 4/3 ] 
f(z) = 171/136*z^3 - 135/68*z + 1
*
-6/5 | 0.15888979218170737939026812353584687685 | 0.028306817369958373512319895697692896639
f(z) = 175/132*z^3 - 137/66*z + 1
*
[ 6/13 ] 
f(z) = 169/128*z^3 - 139/96*z + 1
*
[ 5/12 ] 
f(z) = 171/125*z^3 - 131/80*z + 1
*
[ 6/7 ] 
f(z) = 161/120*z^3 - 121/105*z + 1
*
[ 25/26 ] 
f(z) = 169/125*z^3 - 129/100*z + 1
*
[ 35/52 ] 
f(z) = 169/125*z^3 - 123/112*z + 1
*
[ 20/29 ] 
f(z) = 174/125*z^3 - 129/116*z + 1
*
[ 10/11 ] 
f(z) = 176/125*z^3 - 139/110*z + 1
*
[ 3/4 ] 
f(z) = 160/123*z^3 - 131/123*z + 1
*
[ 3/4 ] 
f(z) = 160/129*z^3 - 133/129*z + 1
*
[ 3/5 ] 
f(z) = 161/135*z^3 - 137/125*z + 1
*
[ 35/54 ] 
f(z) = 162/125*z^3 - 137/126*z + 1
*
[ 7/9 ] 
f(z) = 162/133*z^3 - 136/133*z + 1
*
[ 3/5 ] 
f(z) = 164/135*z^3 - 138/125*z + 1
*
[ 3/5 ] 
f(z) = 167/135*z^3 - 139/125*z + 1
*
[ 8/13 ] 
f(z) = 169/120*z^3 - 139/120*z + 1
*
[ 9/13 ] 
f(z) = 169/126*z^3 - 137/126*z + 1
*
[ 2/3 ] 
f(z) = 171/122*z^3 - 137/122*z + 1
*
[ 3/4 ] 
f(z) = 176/123*z^3 - 140/123*z + 1
*
[ 11/4 ] 
f(z) = 160/121*z^3 - 103/11*z + 1
*
[ 15/4 ] 
f(z) = 168/125*z^3 - 109/6*z + 1
*
2/13 | 0.075079992100324146809857826600774439860 | 0.011030097586580075775341251277634762074
f(z) = 169/120*z^3 - 113/15*z + 1
*
[ 30/13 ] 
f(z) = 169/120*z^3 - 104/15*z + 1
*
5/26 | 0.19699874176669365587132177158832387192 | 0.020541055731690051066025268366670196882
f(z) = 169/125*z^3 - 117/4*z + 1
*
4/13 | 0.17659845805364773100594185597703476021 | 0.023491582073827114381283656455876839458
f(z) = 169/128*z^3 - 115/8*z + 1
*
4/13 | 0.20181972420382206304378737919119622189 | 0.027106568928718082614388316457811178817
f(z) = 169/128*z^3 - 107/8*z + 1
*
[ 15/7 ] 
f(z) = 161/125*z^3 - 113/21*z + 1
*
[ -2 ] 
f(z) = 161/128*z^3 - 113/32*z + 1
*
[ 20/9 ] 
f(z) = 162/125*z^3 - 117/20*z + 1
*
[ -2 ] 
f(z) = 163/128*z^3 - 115/32*z + 1
*
[ -2 ] 
f(z) = 165/128*z^3 - 117/32*z + 1
*
[ -2 ] 
f(z) = 167/128*z^3 - 119/32*z + 1
*
[ -11/6 ] 
f(z) = 168/121*z^3 - 103/33*z + 1
*
-5/42 | 0.19865435385104394006445248215349999152 | 0.020695321153743307682950153524772316987
f(z) = 168/125*z^3 - 118/21*z + 1
*
5/3 | 0.22492688313753738183843810752485451929 | 0.023495362627657742215595466367197051218
f(z) = 168/125*z^3 - 115/21*z + 1
*
5/8 | 0.25744556128698159037445147366894005587 | 0.027096273878898140381541326123497209485
f(z) = 168/125*z^3 - 107/24*z + 1
*
[ 25/13 ] 
f(z) = 169/125*z^3 - 113/25*z + 1
*
20/13 | 0.18126501619732503615824784814206530471 | 0.022969057259767226085362793232209133427
f(z) = 169/125*z^3 - 107/20*z + 1
*
24/13 | 0.12941292221746090392178021078186833663 | 0.017338427303894405233413234541565840808
f(z) = 169/128*z^3 - 109/24*z + 1
*
[ 21/13 ] 
f(z) = 169/135*z^3 - 101/35*z + 1
*
15/8 | 0.097701078834267528556116783820270036878 | 0.012440284577513591580001351318356161146
f(z) = 176/125*z^3 - 103/20*z + 1
*
3/2 | 0.19693199171820821185236241453276479168 | 0.028588215174357577354057550103746006825
f(z) = 178/135*z^3 - 109/30*z + 1
*
-5/27 | 0.17109620497356546664193993174256368772 | 0.021392375539334734313819689905339057792
f(z) = 162/125*z^3 - 119/45*z + 1
*
-65/36 | 0.10283581398705451647349794583078759127 | 0.012941404740595453247462945289268951587
f(z) = 162/125*z^3 - 113/40*z + 1
*
[ 25/18 ] 
f(z) = 162/125*z^3 - 111/50*z + 1
*
[ 8/5 ] 
f(z) = 165/128*z^3 - 117/40*z + 1
*
[ 18/13 ] 
f(z) = 169/120*z^3 - 109/45*z + 1
*
-21/13 | 0.10660656785050568665678624946300843222 | 0.018243476945224283328408437836865879686
f(z) = 169/126*z^3 - 115/42*z + 1
*
6/13 | 0.15820094119853845538747522471710801705 | 0.027593149187891956026870772641223373264
f(z) = 169/126*z^3 - 103/42*z + 1
*
[ 20/13 ] 
f(z) = 169/128*z^3 - 111/40*z + 1
*
[ -24/13 ] 
f(z) = 169/135*z^3 - 109/40*z + 1
*
[ -5/3 ] 
f(z) = 173/125*z^3 - 101/45*z + 1
*
[ -5/3 ] 
f(z) = 176/125*z^3 - 104/45*z + 1
*
[ -5/3 ] 
f(z) = 178/125*z^3 - 106/45*z + 1
*
[ -5/3 ] 
f(z) = 179/125*z^3 - 107/45*z + 1
*
-20/13 | 0.12546036563835066582629247258913552411 | 0.023145384294205994212069086672805393346
f(z) = 169/120*z^3 - 113/60*z + 1
*
[ -20/13 ] 
f(z) = 169/120*z^3 - 101/60*z + 1
*
-33/26 | 0.18641495303292757325033654075534560725 | 0.027364285052478727504534857232045387322
f(z) = 169/135*z^3 - 101/60*z + 1
*
[ 4/9 ] 
f(z) = 171/128*z^3 - 109/72*z + 1
*
[ 2/5 ] 
f(z) = 175/124*z^3 - 107/62*z + 1
*
[ 6/5 ] 
f(z) = 175/132*z^3 - 115/66*z + 1
*
[ 2/5 ] 
f(z) = 175/132*z^3 - 113/66*z + 1
*
[ 11/12 ] 
f(z) = 160/121*z^3 - 119/99*z + 1
*
[ 11/12 ] 
f(z) = 162/121*z^3 - 107/88*z + 1
*
[ 2/3 ] 
f(z) = 165/128*z^3 - 103/96*z + 1
*
[ 5/6 ] 
f(z) = 166/125*z^3 - 101/90*z + 1
*
[ 12/13 ] 
f(z) = 169/126*z^3 - 103/84*z + 1
*
3/52 | 0.16643060436942038935747139587732016610 | 0.020885630119943765796262730176864664177
f(z) = 169/135*z^3 - 107/80*z + 1
*
[ 11/15 ] 
f(z) = 175/121*z^3 - 113/99*z + 1
*
[ -10/7 ] 
f(z) = 176/125*z^3 - 115/98*z + 1
*
[ 2/3 ] 
f(z) = 177/128*z^3 - 107/96*z + 1
*
[ 5/6 ] 
f(z) = 178/125*z^3 - 107/90*z + 1
*
[ -11/4 ] 
f(z) = 160/121*z^3 - 95/11*z + 1
*
-2 | 0.083782189047288150408002803842312205710 | 0.012777950465353307184775213256184284528
f(z) = 161/120*z^3 - 88/15*z + 1
*
-2 | 0.10287656042392360315031697336670208154 | 0.015663115117008053909657873758416934426
f(z) = 161/136*z^3 - 89/17*z + 1
*
-2 | 0.084105259478585143461826704380085994521 | 0.012805155574122075860700901459580100922
f(z) = 163/120*z^3 - 89/15*z + 1
*
-2 | 0.10326106307610881798199520945222871251 | 0.015694956728147240002608139067147900810
f(z) = 163/136*z^3 - 90/17*z + 1
*
-2 | 0.10363204378262367713935523186115898503 | 0.015724933204831465144935973771656359307
f(z) = 165/136*z^3 - 91/17*z + 1
*
-2 | 0.084725563319523768499562287016489585179 | 0.012856099091665524501374817156368664863
f(z) = 167/120*z^3 - 91/15*z + 1
*
-2 | 0.10399075346680405406500977421870738841 | 0.015753238653469085553947962163930975059
f(z) = 167/136*z^3 - 92/17*z + 1
*
2/13 | 0.18017848365622174717976756288332686316 | 0.027035928182983604714246655738030229992
f(z) = 169/120*z^3 - 98/15*z + 1
*
-2 | 0.085026789612536425272125967062329587583 | 0.012880446232483267307272443199401968891
f(z) = 169/120*z^3 - 92/15*z + 1
*
[ -30/13 ] 
f(z) = 169/120*z^3 - 91/15*z + 1
*
[ 2/13 ] 
f(z) = 169/120*z^3 - 83/15*z + 1
*
[ 40/13 ] 
f(z) = 169/125*z^3 - 97/8*z + 1
*
105/26 | 0.21608289910302007556610514453404386857 | 0.023192449956330039331366252701707714227
f(z) = 169/125*z^3 - 89/4*z + 1
*
36/13 | 0.090024967144015423243445544880985670235 | 0.012518369160357168590085528274740100618
f(z) = 169/128*z^3 - 83/8*z + 1
*
[ 2/13 ] 
f(z) = 169/136*z^3 - 94/17*z + 1
*
-2 | 0.10433825827569174025086291646196001998 | 0.015780037922636025646151846126461634336
f(z) = 169/136*z^3 - 93/17*z + 1
*
-2 | 0.10467547566848588406503035758576414915 | 0.015805472322663270404838105190226177530
f(z) = 171/136*z^3 - 94/17*z + 1
*
-2 | 0.085607103703265518076450829062927648416 | 0.012926243702876113587709503573522505365
f(z) = 173/120*z^3 - 94/15*z + 1
*
-2 | 0.10500320193319190370746352985947153874 | 0.015829663989350295941226752641173952070
f(z) = 173/136*z^3 - 95/17*z + 1
*
[ -10/3 ] 
f(z) = 174/125*z^3 - 85/6*z + 1
*
[ 5/2 ] 
f(z) = 174/125*z^3 - 81/10*z + 1
*
-2 | 0.10532213349472991275482531823168273206 | 0.015852719264917306399703211118996059722
f(z) = 175/136*z^3 - 96/17*z + 1
*
[ 5/44 ] 
f(z) = 176/125*z^3 - 86/11*z + 1
*
[ 15/4 ] 
f(z) = 176/135*z^3 - 88/5*z + 1
*
-2 | 0.10563288364407343424827988121961255177 | 0.015874731353642745448706834404974858050
f(z) = 177/136*z^3 - 97/17*z + 1
*
[ 5/2 ] 
f(z) = 178/125*z^3 - 83/10*z + 1
*
-2 | 0.086437321386955440891023161643693086731 | 0.012989981988656826372797538571184608613
f(z) = 179/120*z^3 - 97/15*z + 1
*
[ 2 ] 
f(z) = 179/120*z^3 - 82/15*z + 1
*
-2 | 0.10593599583534580548407713530261970916 | 0.015895782433500127303289596827385368111
f(z) = 179/136*z^3 - 98/17*z + 1
*
[ 2 ] 
f(z) = 179/136*z^3 - 81/17*z + 1
*
[ 11/6 ] 
f(z) = 162/121*z^3 - 89/22*z + 1
*
[ -20/9 ] 
f(z) = 162/125*z^3 - 99/20*z + 1
*
5/3 | 0.27532294876918967528506768322652392880 | 0.029773802674237192541069226967772050870
f(z) = 168/125*z^3 - 83/24*z + 1
*
10/13 | 0.13854557226566652706423661559089443584 | 0.017776869079809353932553390451915820900
f(z) = 169/125*z^3 - 97/20*z + 1
*
[ -45/26 ] 
f(z) = 169/125*z^3 - 89/36*z + 1
*
[ -25/13 ] 
f(z) = 169/125*z^3 - 87/25*z + 1
*
[ 24/13 ] 
f(z) = 169/128*z^3 - 97/24*z + 1
*
-5/3 | 0.11164172487121254912392295745546599398 | 0.014617160227858938715589046273959375282
f(z) = 174/125*z^3 - 83/30*z + 1
*
[ 11/10 ] 
f(z) = 160/121*z^3 - 83/55*z + 1
*
[ -5/3 ] 
f(z) = 161/125*z^3 - 89/45*z + 1
*
[ 8/7 ] 
f(z) = 161/128*z^3 - 85/56*z + 1
*
[ -5/3 ] 
f(z) = 163/125*z^3 - 91/45*z + 1
*
[ -5/3 ] 
f(z) = 164/125*z^3 - 92/45*z + 1
*
[ -5/3 ] 
f(z) = 166/125*z^3 - 94/45*z + 1
*
15/14 | 0.18648260652522117598321048988683925485 | 0.019832193593170056449525745540636329826
f(z) = 168/125*z^3 - 97/42*z + 1
*
[ -5/3 ] 
f(z) = 169/125*z^3 - 97/45*z + 1
*
4/35 | 0.20455267453242501375852344573494521786 | 0.027763404662802017737548540450655830222
f(z) = 175/128*z^3 - 99/56*z + 1
*
[ 8/7 ] 
f(z) = 175/128*z^3 - 93/56*z + 1
*
[ 6/5 ] 
f(z) = 175/136*z^3 - 86/51*z + 1
*
[ 5/14 ] 
f(z) = 176/125*z^3 - 97/49*z + 1
*
[ 5/11 ] 
f(z) = 176/125*z^3 - 82/55*z + 1
*
[ 10/9 ] 
f(z) = 177/125*z^3 - 89/54*z + 1
*
[ 5/4 ] 
f(z) = 178/125*z^3 - 81/40*z + 1
*
[ 11/14 ] 
f(z) = 168/121*z^3 - 87/77*z + 1
*
[ 11/12 ] 
f(z) = 168/121*z^3 - 83/66*z + 1
*
[ 6/13 ] 
f(z) = 169/132*z^3 - 95/66*z + 1
*
[ 8/9 ] 
f(z) = 171/128*z^3 - 85/72*z + 1
*
[ 8/15 ] 
f(z) = 175/128*z^3 - 91/72*z + 1
*
[ 11/16 ] 
f(z) = 160/121*z^3 - 95/88*z + 1
*
[ 5/9 ] 
f(z) = 161/125*z^3 - 97/81*z + 1
*
[ 3/4 ] 
f(z) = 163/135*z^3 - 81/80*z + 1
*
[ 5/8 ] 
f(z) = 164/125*z^3 - 89/80*z + 1
*
[ 8/11 ] 
f(z) = 165/128*z^3 - 93/88*z + 1
*
[ 5/9 ] 
f(z) = 166/125*z^3 - 98/81*z + 1
*
[ 3/4 ] 
f(z) = 169/135*z^3 - 83/80*z + 1
*
[ 10/13 ] 
f(z) = 169/136*z^3 - 88/85*z + 1
*
[ 5/8 ] 
f(z) = 172/125*z^3 - 91/80*z + 1
*
[ 5/9 ] 
f(z) = 176/125*z^3 - 100/81*z + 1
*
[ 15/16 ] 
f(z) = 176/135*z^3 - 97/80*z + 1
*
[ 2 ] 
f(z) = 161/120*z^3 - 73/15*z + 1
*
[ 2 ] 
f(z) = 161/136*z^3 - 72/17*z + 1
*
[ 2 ] 
f(z) = 163/120*z^3 - 74/15*z + 1
*
[ 2 ] 
f(z) = 163/136*z^3 - 73/17*z + 1
*
[ 2 ] 
f(z) = 165/136*z^3 - 74/17*z + 1
*
[ 5/2 ] 
f(z) = 166/125*z^3 - 77/10*z + 1
*
[ -5/2 ] 
f(z) = 166/125*z^3 - 69/10*z + 1
*
[ 2 ] 
f(z) = 167/120*z^3 - 76/15*z + 1
*
[ -2 ] 
f(z) = 167/120*z^3 - 61/15*z + 1
*
[ 2 ] 
f(z) = 167/136*z^3 - 75/17*z + 1
*
[ 5/28 ] 
f(z) = 168/125*z^3 - 65/14*z + 1
*
5/6 | 0.092445764380653737684171845602602680594 | 0.012584486236610459255568720368367200162
f(z) = 168/125*z^3 - 62/15*z + 1
*
[ 2 ] 
f(z) = 169/120*z^3 - 77/15*z + 1
*
85/52 | 0.23883275071010636391068053372548128418 | 0.026717500667586581286411185038924864801
f(z) = 169/125*z^3 - 61/16*z + 1
*
28/13 | 0.18991689462046590933909269435070733314 | 0.027461609191161660956905113518233667568
f(z) = 169/128*z^3 - 63/8*z + 1
*
[ 30/13 ] 
f(z) = 169/135*z^3 - 61/10*z + 1
*
[ 2 ] 
f(z) = 169/136*z^3 - 76/17*z + 1
*
[ 8/3 ] 
f(z) = 171/128*z^3 - 71/8*z + 1
*
[ -8/3 ] 
f(z) = 171/128*z^3 - 65/8*z + 1
*
[ 2 ] 
f(z) = 171/136*z^3 - 77/17*z + 1
*
[ 2 ] 
f(z) = 173/120*z^3 - 79/15*z + 1
*
[ -2 ] 
f(z) = 173/120*z^3 - 64/15*z + 1
*
[ 2 ] 
f(z) = 173/136*z^3 - 78/17*z + 1
*
[ -2 ] 
f(z) = 173/136*z^3 - 61/17*z + 1
*
[ -5/2 ] 
f(z) = 174/125*z^3 - 73/10*z + 1
*
[ 11/5 ] 
f(z) = 175/121*z^3 - 71/11*z + 1
*
[ -11/5 ] 
f(z) = 175/121*z^3 - 61/11*z + 1
*
[ 2 ] 
f(z) = 175/136*z^3 - 79/17*z + 1
*
[ -2 ] 
f(z) = 175/136*z^3 - 62/17*z + 1
*
[ 2 ] 
f(z) = 177/136*z^3 - 80/17*z + 1
*
[ -2 ] 
f(z) = 177/136*z^3 - 63/17*z + 1
*
[ -2 ] 
f(z) = 179/120*z^3 - 67/15*z + 1
*
[ -2 ] 
f(z) = 179/136*z^3 - 64/17*z + 1
*
[ -11/6 ] 
f(z) = 162/121*z^3 - 65/22*z + 1
*
-4/3 | 0.19801659722919479205858126472707128387 | 0.028767004213845720285436005223396778913
f(z) = 165/128*z^3 - 61/24*z + 1
*
[ 3/2 ] 
f(z) = 166/135*z^3 - 73/30*z + 1
*
[ 5/18 ] 
f(z) = 168/125*z^3 - 73/27*z + 1
*
[ 5/14 ] 
f(z) = 168/125*z^3 - 69/35*z + 1
*
[ 22/13 ] 
f(z) = 169/121*z^3 - 79/22*z + 1
*
20/13 | 0.18378690967301784848639971360910596389 | 0.024757218991514103031260994396405117952
f(z) = 169/125*z^3 - 67/20*z + 1
*
[ -24/13 ] 
f(z) = 169/128*z^3 - 71/24*z + 1
*
12/13 | 0.17252826266884653956805250662640134783 | 0.025064167997279606349849886746062477731
f(z) = 169/128*z^3 - 61/24*z + 1
*
[ -15/8 ] 
f(z) = 176/135*z^3 - 61/20*z + 1
*
-4/3 | 0.20082223025690243536716108816060775972 | 0.028907863001721998797705830299419568322
f(z) = 177/128*z^3 - 65/24*z + 1
*
[ 3/2 ] 
f(z) = 178/135*z^3 - 79/30*z + 1
*
[ 11/20 ] 
f(z) = 160/121*z^3 - 67/55*z + 1
*
[ 10/23 ] 
f(z) = 161/125*z^3 - 71/46*z + 1
*
[ 4/7 ] 
f(z) = 161/128*z^3 - 65/56*z + 1
*
[ -8/5 ] 
f(z) = 165/128*z^3 - 67/40*z + 1
*
[ 11/26 ] 
f(z) = 169/121*z^3 - 71/44*z + 1
*
[ -21/13 ] 
f(z) = 169/126*z^3 - 79/42*z + 1
*
[ 6/13 ] 
f(z) = 169/126*z^3 - 61/42*z + 1
*
[ 6/13 ] 
f(z) = 169/136*z^3 - 73/51*z + 1
*
[ 5/4 ] 
f(z) = 174/125*z^3 - 79/40*z + 1
*
[ 11/10 ] 
f(z) = 175/121*z^3 - 73/44*z + 1
*
4/5 | 0.17228641388825308263707812662260040795 | 0.024229190913037991820257748417434658290
f(z) = 175/128*z^3 - 71/56*z + 1
*
[ 4/7 ] 
f(z) = 175/128*z^3 - 67/56*z + 1
*
[ 5/12 ] 
f(z) = 176/125*z^3 - 74/45*z + 1
*
[ 5/12 ] 
f(z) = 177/125*z^3 - 79/48*z + 1
*
[ 6/7 ] 
f(z) = 161/135*z^3 - 73/70*z + 1
*
[ -3/2 ] 
f(z) = 161/135*z^3 - 61/60*z + 1
*
[ 5/8 ] 
f(z) = 163/125*z^3 - 71/64*z + 1
*
[ 3/4 ] 
f(z) = 164/135*z^3 - 61/60*z + 1
*
[ -3/2 ] 
f(z) = 167/135*z^3 - 67/60*z + 1
*
[ 12/13 ] 
f(z) = 169/120*z^3 - 77/60*z + 1
*
[ 15/26 ] 
f(z) = 169/125*z^3 - 71/60*z + 1
*
[ 2/3 ] 
f(z) = 171/124*z^3 - 69/62*z + 1
*
[ 5/8 ] 
f(z) = 173/125*z^3 - 73/64*z + 1
*
[ -3/2 ] 
f(z) = 173/135*z^3 - 73/60*z + 1
*
[ 4/5 ] 
f(z) = 175/136*z^3 - 73/68*z + 1
*
[ 5/6 ] 
f(z) = 177/125*z^3 - 71/60*z + 1
*
[ -3/2 ] 
f(z) = 179/135*z^3 - 79/60*z + 1
*
[ -2 ] 
f(z) = 161/120*z^3 - 58/15*z + 1
*
[ -3 ] 
f(z) = 161/135*z^3 - 47/5*z + 1
*
[ -2 ] 
f(z) = 161/136*z^3 - 55/17*z + 1
*
5/3 | 0.21558738050789040817450944747182321419 | 0.029687351271334905785911511608203059403
f(z) = 162/125*z^3 - 57/10*z + 1
*
-5/3 | 0.19166781533936375845055319729827055110 | 0.022438583204830616051766255291447818508
f(z) = 162/125*z^3 - 41/18*z + 1
*
[ -2 ] 
f(z) = 163/120*z^3 - 59/15*z + 1
*
[ 3 ] 
f(z) = 163/135*z^3 - 51/5*z + 1
*
[ -2 ] 
f(z) = 163/136*z^3 - 56/17*z + 1
*
[ -3 ] 
f(z) = 164/135*z^3 - 48/5*z + 1
*
[ -2 ] 
f(z) = 165/136*z^3 - 57/17*z + 1
*
[ 3 ] 
f(z) = 166/135*z^3 - 52/5*z + 1
*
[ -3 ] 
f(z) = 167/135*z^3 - 49/5*z + 1
*
[ -2 ] 
f(z) = 167/136*z^3 - 58/17*z + 1
*
-5/2 | 0.24981038449974168988304079890721790957 | 0.028785100807762659823585622659480340114
f(z) = 168/125*z^3 - 47/6*z + 1
*
10/13 | 0.16959951028031371536308472801281922984 | 0.028602236374062697902175096145969271931
f(z) = 169/120*z^3 - 47/15*z + 1
*
[ -35/13 ] 
f(z) = 169/125*z^3 - 59/7*z + 1
*
-45/26 | 0.21267158496779841675049938600844771652 | 0.024759443736576838025504730461585856203
f(z) = 169/125*z^3 - 43/12*z + 1
*
20/13 | 0.17398570693192313285715027077226687938 | 0.025097297470267377361599736744262940989
f(z) = 169/125*z^3 - 41/10*z + 1
*
8/13 | 0.13188868372150075964407217076226976872 | 0.020333859738153593471040784576732165333
f(z) = 169/128*z^3 - 41/8*z + 1
*
[ 3 ] 
f(z) = 169/135*z^3 - 53/5*z + 1
*
-21/13 | 0.11535318929972933788928219197486960009 | 0.019285270209624279070449702713534099561
f(z) = 169/135*z^3 - 44/15*z + 1
*
15/13 | 0.16836036209123548278142686828647233961 | 0.028483531447657282216219296772184958106
f(z) = 169/135*z^3 - 41/15*z + 1
*
[ -2 ] 
f(z) = 169/136*z^3 - 59/17*z + 1
*
[ 5/19 ] 
f(z) = 171/125*z^3 - 55/19*z + 1
*
[ -2 ] 
f(z) = 171/136*z^3 - 60/17*z + 1
*
[ 3 ] 
f(z) = 172/135*z^3 - 54/5*z + 1
*
[ -3 ] 
f(z) = 173/135*z^3 - 51/5*z + 1
*
[ 5/3 ] 
f(z) = 174/125*z^3 - 52/15*z + 1
*
[ 5/2 ] 
f(z) = 176/125*z^3 - 41/5*z + 1
*
[ -15/8 ] 
f(z) = 176/125*z^3 - 41/12*z + 1
*
[ -3 ] 
f(z) = 176/135*z^3 - 52/5*z + 1
*
[ 5/3 ] 
f(z) = 177/125*z^3 - 53/15*z + 1
*
[ 3 ] 
f(z) = 178/135*z^3 - 56/5*z + 1
*
[ -3 ] 
f(z) = 179/135*z^3 - 53/5*z + 1
*
[ 11/8 ] 
f(z) = 160/121*z^3 - 49/22*z + 1
*
[ 5/14 ] 
f(z) = 161/125*z^3 - 55/28*z + 1
*
[ 3/2 ] 
f(z) = 161/135*z^3 - 47/20*z + 1
*
[ 4/3 ] 
f(z) = 165/128*z^3 - 49/24*z + 1
*
[ 3/2 ] 
f(z) = 167/135*z^3 - 49/20*z + 1
*
-5/4 | 0.18310421447139251727593234806551371212 | 0.025095099157145345117777765952210747164
f(z) = 168/125*z^3 - 59/30*z + 1
*
[ -22/13 ] 
f(z) = 169/121*z^3 - 53/22*z + 1
*
[ 20/39 ] 
f(z) = 169/125*z^3 - 47/36*z + 1
*
[ 5/6 ] 
f(z) = 169/125*z^3 - 41/36*z + 1
*
[ 6/13 ] 
f(z) = 169/135*z^3 - 43/30*z + 1
*
[ 5/12 ] 
f(z) = 172/125*z^3 - 59/36*z + 1
*
[ 3/2 ] 
f(z) = 173/135*z^3 - 51/20*z + 1
*
[ 2/5 ] 
f(z) = 175/128*z^3 - 55/32*z + 1
*
[ 4/3 ] 
f(z) = 177/128*z^3 - 53/24*z + 1
*
[ 5/6 ] 
f(z) = 179/125*z^3 - 43/36*z + 1
*
[ 3/2 ] 
f(z) = 179/135*z^3 - 53/20*z + 1
*
[ 5/7 ] 
f(z) = 162/125*z^3 - 52/49*z + 1
*
[ 4/5 ] 
f(z) = 165/128*z^3 - 43/40*z + 1
*
[ 2/3 ] 
f(z) = 165/136*z^3 - 53/51*z + 1
*
[ 3/4 ] 
f(z) = 166/135*z^3 - 41/40*z + 1
*
[ 5/7 ] 
f(z) = 167/125*z^3 - 53/49*z + 1
*
[ 10/21 ] 
f(z) = 168/125*z^3 - 59/42*z + 1
*
[ -20/13 ] 
f(z) = 169/128*z^3 - 59/40*z + 1
*
[ 9/13 ] 
f(z) = 169/135*z^3 - 47/45*z + 1
*
[ 5/7 ] 
f(z) = 172/125*z^3 - 54/49*z + 1
*
[ 5/6 ] 
f(z) = 172/125*z^3 - 52/45*z + 1
*
[ 5/6 ] 
f(z) = 176/125*z^3 - 53/45*z + 1
*
[ 15/22 ] 
f(z) = 176/135*z^3 - 59/55*z + 1
*
[ 5/7 ] 
f(z) = 177/125*z^3 - 55/49*z + 1
*
[ 2/3 ] 
f(z) = 177/136*z^3 - 55/51*z + 1
*
[ 3/4 ] 
f(z) = 178/135*z^3 - 43/40*z + 1
*
[ -5 ] 
f(z) = 161/125*z^3 - 31*z + 1
*
[ 5/4 ] 
f(z) = 161/125*z^3 - 29/16*z + 1
*
[ 5/27 ] 
f(z) = 162/125*z^3 - 40/9*z + 1
*
10/9 | 0.22758756914243594980366169238065642290 | 0.026967806855245884612367177767387565789
f(z) = 162/125*z^3 - 37/8*z + 1
*
5/9 | 0.13817951481286409188383341743512071470 | 0.020231872311738712585693857965174545142
f(z) = 162/125*z^3 - 37/10*z + 1
*
5/27 | 0.17079255754629334694541830898743125378 | 0.020372071493975176736430044296554390182
f(z) = 162/125*z^3 - 35/18*z + 1
*
[ 5/18 ] 
f(z) = 162/125*z^3 - 27/10*z + 1
*
[ 5/3 ] 
f(z) = 163/125*z^3 - 29/9*z + 1
*
[ -5/2 ] 
f(z) = 163/125*z^3 - 27/4*z + 1
*
[ 5/2 ] 
f(z) = 164/125*z^3 - 38/5*z + 1
*
[ -5/2 ] 
f(z) = 164/125*z^3 - 34/5*z + 1
*
[ 5 ] 
f(z) = 164/125*z^3 - 32*z + 1
*
[ -5 ] 
f(z) = 166/125*z^3 - 32*z + 1
*
[ 5/2 ] 
f(z) = 167/125*z^3 - 31/4*z + 1
*
[ 5/2 ] 
f(z) = 168/125*z^3 - 39/5*z + 1
*
[ -5/3 ] 
f(z) = 168/125*z^3 - 32/15*z + 1
*
14/13 | 0.10224927625670826728184278002105073123 | 0.018439315473754831119469810852935579925
f(z) = 169/120*z^3 - 32/15*z + 1
*
2/13 | 0.10224927625670826728184278002105073123 | 0.019607005917094729542137707629243008309
f(z) = 169/120*z^3 - 23/15*z + 1
*
[ 6/13 ] 
f(z) = 169/120*z^3 - 22/15*z + 1
*
[ 5 ] 
f(z) = 169/125*z^3 - 33*z + 1
*
-30/13 | 0.13639158723684101632462552371063824481 | 0.020310320258764082176512187916516729960
f(z) = 169/125*z^3 - 33/5*z + 1
*
20/13 | 0.16141691116615703680300910269416455338 | 0.025508616265131276276406044795179522225
f(z) = 169/128*z^3 - 35/8*z + 1
*
12/13 | 0.069489497298238597439891551754880644915 | 0.011196108469248464439261572895108555283
f(z) = 169/128*z^3 - 31/8*z + 1
*
[ 16/13 ] 
f(z) = 169/128*z^3 - 29/16*z + 1
*
-24/13 | 0.086232617561270151735802015578354242138 | 0.013408206864596009646960845902710410827
f(z) = 169/135*z^3 - 23/5*z + 1
*
[ 15/13 ] 
f(z) = 169/135*z^3 - 23/15*z + 1
*
[ -5 ] 
f(z) = 171/125*z^3 - 33*z + 1
*
[ 5/4 ] 
f(z) = 171/125*z^3 - 31/16*z + 1
*
[ 10/3 ] 
f(z) = 171/125*z^3 - 29/2*z + 1
*
[ -5/2 ] 
f(z) = 172/125*z^3 - 36/5*z + 1
*
[ 3/2 ] 
f(z) = 172/135*z^3 - 38/15*z + 1
*
[ 5/3 ] 
f(z) = 173/125*z^3 - 31/9*z + 1
*
[ -5/2 ] 
f(z) = 173/125*z^3 - 29/4*z + 1
*
[ 5 ] 
f(z) = 174/125*z^3 - 34*z + 1
*
[ -5/3 ] 
f(z) = 174/125*z^3 - 34/15*z + 1
*
[ 8/5 ] 
f(z) = 175/128*z^3 - 25/8*z + 1
*
[ 2/5 ] 
f(z) = 175/136*z^3 - 29/17*z + 1
*
[ -5/2 ] 
f(z) = 176/125*z^3 - 37/5*z + 1
*
[ -5 ] 
f(z) = 176/125*z^3 - 34*z + 1
*
5/4 | 0.23417535181537488524050382735394915334 | 0.028824595117680685114281733056141203581
f(z) = 176/125*z^3 - 27/11*z + 1
*
[ 5/2 ] 
f(z) = 177/125*z^3 - 33/4*z + 1
*
[ 5/3 ] 
f(z) = 178/125*z^3 - 32/9*z + 1
*
-3/2 | 0.18641495602145334889111013389946939580 | 0.028985439195490868386867058788463679171
f(z) = 178/135*z^3 - 23/10*z + 1
*
[ 5 ] 
f(z) = 179/125*z^3 - 35*z + 1
*
[ 5/7 ] 
f(z) = 161/125*z^3 - 37/35*z + 1
*
[ 11/18 ] 
f(z) = 162/121*z^3 - 25/22*z + 1
*
[ -3/2 ] 
f(z) = 163/135*z^3 - 21/20*z + 1
*
[ 5/4 ] 
f(z) = 164/125*z^3 - 37/20*z + 1
*
-55/42 | 0.19751933674941187109478400425940929829 | 0.023190660621444514818366607605409915324
f(z) = 168/125*z^3 - 40/21*z + 1
*
[ 5/7 ] 
f(z) = 168/125*z^3 - 38/35*z + 1
*
-5/6 | 0.18217691038308930197462888713557918766 | 0.026342422703317294894946337108155571250
f(z) = 168/125*z^3 - 37/30*z + 1
*
[ 15/14 ] 
f(z) = 168/125*z^3 - 31/21*z + 1
*
[ -20/13 ] 
f(z) = 169/125*z^3 - 31/20*z + 1
*
[ 12/13 ] 
f(z) = 169/128*z^3 - 29/24*z + 1
*
-12/13 | 0.15566607319227856653026651773143025433 | 0.026732757389569937887150072950497907191
f(z) = 169/135*z^3 - 37/30*z + 1
*
[ 5/6 ] 
f(z) = 171/125*z^3 - 23/20*z + 1
*
[ 2/3 ] 
f(z) = 171/128*z^3 - 35/32*z + 1
*
[ 5/4 ] 
f(z) = 172/125*z^3 - 39/20*z + 1
*
[ 3/4 ] 
f(z) = 172/135*z^3 - 21/20*z + 1
*
[ 15/22 ] 
f(z) = 176/125*z^3 - 37/33*z + 1
*
[ 5/8 ] 
f(z) = 176/125*z^3 - 23/20*z + 1
*
[ 3/8 ] 
f(z) = 176/135*z^3 - 37/20*z + 1
*
[ 5/8 ] 
f(z) = 178/125*z^3 - 37/32*z + 1
*
[ 11/9 ] 
f(z) = 162/121*z^3 - 20/11*z + 1
*
[ 5/3 ] 
f(z) = 162/125*z^3 - 16/5*z + 1
*
[ 5/2 ] 
f(z) = 162/125*z^3 - 15/2*z + 1
*
[ 5/12 ] 
f(z) = 162/125*z^3 - 13/8*z + 1
*
[ 5/6 ] 
f(z) = 162/125*z^3 - 11/10*z + 1
*
10/9 | 0.091665204763900564972466034374114589055 | 0.014749957408766156882486867890444876988
f(z) = 162/125*z^3 - 4*z + 1
*
[ 10/9 ] 
f(z) = 162/125*z^3 - 3/2*z + 1
*
[ -5/3 ] 
f(z) = 162/125*z^3 - 2*z + 1
*
[ 5/6 ] 
f(z) = 164/125*z^3 - 10/9*z + 1
*
[ -3/2 ] 
f(z) = 164/135*z^3 - 16/15*z + 1
*
[ 3/2 ] 
f(z) = 164/135*z^3 - 12/5*z + 1
*
[ 5/4 ] 
f(z) = 166/125*z^3 - 15/8*z + 1
*
[ -3/2 ] 
f(z) = 166/135*z^3 - 11/10*z + 1
*
[ -5/3 ] 
f(z) = 167/125*z^3 - 19/9*z + 1
*
[ 5/4 ] 
f(z) = 168/125*z^3 - 19/10*z + 1
*
[ 5/6 ] 
f(z) = 168/125*z^3 - 17/15*z + 1
*
[ 5/3 ] 
f(z) = 168/125*z^3 - 10/3*z + 1
*
[ 5/8 ] 
f(z) = 168/125*z^3 - 9/8*z + 1
*
[ -5/2 ] 
f(z) = 168/125*z^3 - 7*z + 1
*
[ -5/4 ]
f(z) = 168/125*z^3 - 3/10*z + 1
*
[ 11/13 ] 
f(z) = 169/121*z^3 - 13/11*z + 1
*
[ 5/26 ] 
f(z) = 169/125*z^3 - 17/4*z + 1
*
-20/13 | 0.092483388154985577804597013845950982896 | 0.015787716540295785425647263760777796171
f(z) = 169/125*z^3 - 14/5*z + 1
*
10/13 | 0.15818368384423584911951967249737914432 | 0.027349319672991761117013668272761583137
f(z) = 169/125*z^3 - 13/5*z + 1
*
[ 10/13 ] 
f(z) = 169/125*z^3 - 11/10*z + 1
*
[ 5/13 ] 
f(z) = 169/125*z^3 - 9/5*z + 1
*
[ 15/13 ] 
f(z) = 169/125*z^3 - 5/3*z + 1
*
[ 4/13 ] 
f(z) = 169/128*z^3 - 19/8*z + 1
*
[ 8/13 ] 
f(z) = 169/128*z^3 - 9/8*z + 1
*
[ -16/13 ]
f(z) = 169/128*z^3 - 3/16*z + 1
*
12/13 | 0.086952188940575926414224021397014603658 | 0.013934029696438269974186896085877130253
f(z) = 169/135*z^3 - 19/10*z + 1
*
[ 3/13 ] 
f(z) = 169/135*z^3 - 17/5*z + 1
*
[ 5/3 ] 
f(z) = 171/125*z^3 - 17/5*z + 1
*
[ -5/3 ] 
f(z) = 171/125*z^3 - 11/5*z + 1
*
[ 5/9 ] 
f(z) = 171/125*z^3 - 11/9*z + 1
*
[ 4/3 ] 
f(z) = 171/128*z^3 - 17/8*z + 1
*
[ 2/3 ] 
f(z) = 171/136*z^3 - 18/17*z + 1
*
[ -5/3 ] 
f(z) = 172/125*z^3 - 20/9*z + 1
*
[ 5/2 ] 
f(z) = 172/125*z^3 - 8*z + 1
*
[ -3/2 ] 
f(z) = 172/135*z^3 - 6/5*z + 1
*
[ 5/6 ] 
f(z) = 174/125*z^3 - 7/6*z + 1
*
[ -8/5 ] 
f(z) = 175/128*z^3 - 15/8*z + 1
*
[ 4/5 ] 
f(z) = 175/128*z^3 - 9/8*z + 1
*
[ 5/4 ] 
f(z) = 176/125*z^3 - 2*z + 1
*
[ -5/4 ]
f(z) = 176/125*z^3 - 2/5*z + 1
*
[ -3/2 ] 
f(z) = 176/135*z^3 - 19/15*z + 1
*
[ 3/4 ] 
f(z) = 176/135*z^3 - 16/15*z + 1
*
[ 3/2 ] 
f(z) = 176/135*z^3 - 13/5*z + 1
*
[ -5/3 ] 
f(z) = 177/125*z^3 - 7/3*z + 1
*
[ -5/2 ] 
f(z) = 178/125*z^3 - 15/2*z + 1
*
[ -3/2 ] 
f(z) = 178/135*z^3 - 13/10*z + 1
*
[ -11/13 ]
f(z) = 169/121*z^3 + 13/11*z + 1
*
[ -15/13 ]
f(z) = 169/125*z^3 + 1/15*z + 1
*
[ -10/13 ]
f(z) = 169/125*z^3 + 3/2*z + 1
*
[ -5/13 ]
f(z) = 169/125*z^3 + 17/5*z + 1
*
[ -8/13 ]
f(z) = 169/128*z^3 + 17/8*z + 1
*
[ -15/13 ]
f(z) = 169/135*z^3 + 1/5*z + 1
*
[ -1 ]
f(z) = 162/121*z^3 + 80/121*z + 1
*
[ 7/2 ] 
f(z) = 172/147*z^3 - 286/21*z + 1
*
[ 7/2 ] 
f(z) = 176/147*z^3 - 293/21*z + 1
*
[ -7/2 ] 
f(z) = 176/147*z^3 - 281/21*z + 1
*
[ 21/8 ] 
f(z) = 160/147*z^3 - 289/42*z + 1
*
[ 2 ] 
f(z) = 161/148*z^3 - 285/74*z + 1
*
[ 2 ] 
f(z) = 161/156*z^3 - 283/78*z + 1
*
[ 2 ] 
f(z) = 163/140*z^3 - 291/70*z + 1
*
[ 2 ] 
f(z) = 163/148*z^3 - 289/74*z + 1
*
[ 2 ] 
f(z) = 163/156*z^3 - 287/78*z + 1
*
[ 2 ] 
f(z) = 165/148*z^3 - 293/74*z + 1
*
[ 2 ] 
f(z) = 167/140*z^3 - 299/70*z + 1
*
[ 2 ] 
f(z) = 167/148*z^3 - 297/74*z + 1
*
[ 2 ] 
f(z) = 167/156*z^3 - 295/78*z + 1
*
[ -30/13 ] 
f(z) = 169/144*z^3 - 289/60*z + 1
*
-35/26 | 0.081086275623807698531286944298557564837 | 0.011123540192606281591925483578885818539
f(z) = 169/150*z^3 - 293/120*z + 1
*
3/4 | 0.14414252613903669010035547449482195484 | 0.025484924830211663351800570724293942582
f(z) = 160/147*z^3 - 286/147*z + 1
*
-1/13 | 0.10142631267970877623782818006292963140 | 0.017988636513299327708799704313435397825
f(z) = 169/140*z^3 - 281/140*z + 1
*
9/13 | 0.15839504144503908559415506808220670791 | 0.027953249933919597074845985095643902145
f(z) = 169/144*z^3 - 289/144*z + 1
*
-22/13 | 0.12172806062204877811167085488977015295 | 0.021404710411897032521743106070978227617
f(z) = 169/154*z^3 - 295/154*z + 1
*
[ 1/3 ] 
f(z) = 171/140*z^3 - 299/140*z + 1
*
[ 7/6 ] 
f(z) = 176/147*z^3 - 281/189*z + 1
*
[ 6/13 ] 
f(z) = 169/140*z^3 - 299/210*z + 1
*
[ 4/7 ] 
f(z) = 161/144*z^3 - 281/252*z + 1
*
[ 4/7 ] 
f(z) = 175/144*z^3 - 289/252*z + 1
*
[ 2/3 ] 
f(z) = 162/143*z^3 - 287/286*z + 1
*
[ 2/3 ] 
f(z) = 162/145*z^3 - 289/290*z + 1
*
[ 5/6 ] 
f(z) = 162/145*z^3 - 283/290*z + 1
*
[ 2/3 ] 
f(z) = 162/149*z^3 - 293/298*z + 1
*
[ 10/13 ] 
f(z) = 169/145*z^3 - 287/290*z + 1
*
[ -3/2 ] 
f(z) = 170/141*z^3 - 295/282*z + 1
*
[ 2/3 ] 
f(z) = 171/143*z^3 - 295/286*z + 1
*
[ 2/3 ] 
f(z) = 171/145*z^3 - 297/290*z + 1
*
[ 4/5 ] 
f(z) = 175/142*z^3 - 295/284*z + 1
*
[ 4/5 ] 
f(z) = 175/146*z^3 - 297/292*z + 1
*
[ 7/2 ] 
f(z) = 160/147*z^3 - 265/21*z + 1
*
[ 7/2 ] 
f(z) = 164/147*z^3 - 272/21*z + 1
*
[ -36/13 ] 
f(z) = 169/144*z^3 - 275/36*z + 1
*
2/13 | 0.13787665963702672811989810009052803294 | 0.019729322815680474911960621894177067652
f(z) = 169/144*z^3 - 271/36*z + 1
*
[ -7/2 ] 
f(z) = 172/147*z^3 - 274/21*z + 1
*
[ 7/4 ] 
f(z) = 172/147*z^3 - 265/84*z + 1
*
[ 5/13 ] 
f(z) = 169/155*z^3 - 273/155*z + 1
*
[ 4/3 ] 
f(z) = 171/140*z^3 - 269/140*z + 1
*
[ 4/3 ] 
f(z) = 171/148*z^3 - 267/148*z + 1
*
[ 2/5 ] 
f(z) = 175/158*z^3 - 265/158*z + 1
*
[ 21/16 ] 
f(z) = 160/147*z^3 - 275/168*z + 1
*
[ 7/6 ] 
f(z) = 172/147*z^3 - 274/189*z + 1
*
[ 21/22 ] 
f(z) = 176/147*z^3 - 263/231*z + 1
*
[ 3/5 ] 
f(z) = 160/153*z^3 - 266/255*z + 1
*
[ 13/18 ] 
f(z) = 162/143*z^3 - 279/286*z + 1
*
[ -7/2 ] 
f(z) = 160/147*z^3 - 253/21*z + 1
*
[ -7/2 ] 
f(z) = 164/147*z^3 - 260/21*z + 1
*
[ -21/8 ] 
f(z) = 160/147*z^3 - 257/42*z + 1
*
3/13 | 0.15252989046916692997515466688645708450 | 0.022918076406580844471792468666139090764
f(z) = 169/144*z^3 - 259/48*z + 1
*
[ -2 ] 
f(z) = 173/140*z^3 - 241/70*z + 1
*
[ -2 ] 
f(z) = 177/140*z^3 - 249/70*z + 1
*
[ -2 ] 
f(z) = 177/148*z^3 - 243/74*z + 1
*
[ -2 ] 
f(z) = 179/140*z^3 - 253/70*z + 1
*
[ -2 ] 
f(z) = 179/148*z^3 - 247/74*z + 1
*
[ -2 ] 
f(z) = 179/156*z^3 - 241/78*z + 1
*
[ 12/7 ] 
f(z) = 161/144*z^3 - 241/84*z + 1
*
[ 7/4 ] 
f(z) = 164/147*z^3 - 251/84*z + 1
*
-7/5 | 0.21732356769782935392392888794416380539 | 0.029041356344184475855964052024787433717
f(z) = 160/147*z^3 - 254/105*z + 1
*
[ 5/13 ] 
f(z) = 169/140*z^3 - 249/140*z + 1
*
[ 5/13 ] 
f(z) = 169/145*z^3 - 257/145*z + 1
*
[ 17/13 ] 
f(z) = 169/153*z^3 - 253/153*z + 1
*
[ -5/3 ] 
f(z) = 171/140*z^3 - 251/140*z + 1
*
[ -5/3 ] 
f(z) = 171/145*z^3 - 243/145*z + 1
*
[ 2/5 ] 
f(z) = 175/142*z^3 - 241/142*z + 1
*
[ 2/5 ] 
f(z) = 175/146*z^3 - 247/146*z + 1
*
[ 5/4 ] 
f(z) = 176/145*z^3 - 246/145*z + 1
*
[ 5/4 ] 
f(z) = 176/155*z^3 - 244/155*z + 1
*
[ 7/16 ] 
f(z) = 160/147*z^3 - 251/168*z + 1
*
2/39 | 0.21507876739692765500627924416252425513 | 0.028194044757485955648543954846722023929
f(z) = 169/152*z^3 - 257/171*z + 1
*
[ 7/6 ] 
f(z) = 160/147*z^3 - 253/189*z + 1
*
[ 7/6 ] 
f(z) = 164/147*z^3 - 260/189*z + 1
*
[ 21/40 ] 
f(z) = 160/147*z^3 - 253/210*z + 1
*
7/8 | 0.21731610566487987366369540725035754722 | 0.029149215967972406577131047247017550400
f(z) = 160/147*z^3 - 247/210*z + 1
*
[ 7/11 ] 
f(z) = 176/147*z^3 - 244/231*z + 1
*
[ -2 ] 
f(z) = 163/140*z^3 - 221/70*z + 1
*
[ -2 ] 
f(z) = 167/140*z^3 - 229/70*z + 1
*
[ -2 ] 
f(z) = 167/148*z^3 - 223/74*z + 1
*
[ -2 ] 
f(z) = 169/140*z^3 - 233/70*z + 1
*
[ -2 ] 
f(z) = 169/148*z^3 - 227/74*z + 1
*
[ -2 ] 
f(z) = 171/140*z^3 - 237/70*z + 1
*
[ -2 ] 
f(z) = 171/148*z^3 - 231/74*z + 1
*
[ -2 ] 
f(z) = 173/148*z^3 - 235/74*z + 1
*
[ -2 ] 
f(z) = 173/156*z^3 - 229/78*z + 1
*
[ -2 ] 
f(z) = 175/148*z^3 - 239/74*z + 1
*
[ -2 ] 
f(z) = 175/156*z^3 - 233/78*z + 1
*
[ 7/26 ] 
f(z) = 169/147*z^3 - 235/84*z + 1
*
[ 3/2 ] 
f(z) = 178/153*z^3 - 233/102*z + 1
*
-5/26 | 0.20021986621366378574012239879853247131 | 0.028571814697178092839278920340116311625
f(z) = 169/150*z^3 - 221/120*z + 1
*
-16/13 | 0.13515566651957840344578927475337970048 | 0.025037345851316763992163569059066601551
f(z) = 169/140*z^3 - 221/140*z + 1
*
[ 16/13 ] 
f(z) = 169/144*z^3 - 229/144*z + 1
*
[ -22/13 ] 
f(z) = 169/154*z^3 - 239/154*z + 1
*
[ -5/3 ] 
f(z) = 171/155*z^3 - 227/155*z + 1
*
[ 2/3 ] 
f(z) = 177/140*z^3 - 223/210*z + 1
*
[ 2/3 ] 
f(z) = 165/148*z^3 - 221/222*z + 1
*
[ 12/13 ] 
f(z) = 169/152*z^3 - 235/228*z + 1
*
[ 2/3 ] 
f(z) = 177/148*z^3 - 229/222*z + 1
*
3/13 | 0.15811815591541447991902391384461240578 | 0.024512654979798361563191251379884477148
f(z) = 169/144*z^3 - 211/48*z + 1
*
[ -2 ] 
f(z) = 161/148*z^3 - 211/74*z + 1
*
[ -2 ] 
f(z) = 161/156*z^3 - 205/78*z + 1
*
[ -2 ] 
f(z) = 163/148*z^3 - 215/74*z + 1
*
[ -2 ] 
f(z) = 163/156*z^3 - 209/78*z + 1
*
[ -2 ] 
f(z) = 165/148*z^3 - 219/74*z + 1
*
[ -2 ] 
f(z) = 167/156*z^3 - 217/78*z + 1
*
[ 7/20 ] 
f(z) = 160/147*z^3 - 209/105*z + 1
*
7/10 | 0.21731713928130076338587660445309211467 | 0.029876756036694837644040534141612591427
f(z) = 160/147*z^3 - 206/105*z + 1
*
[ 3/2 ] 
f(z) = 166/153*z^3 - 215/102*z + 1
*
[ 7/5 ] 
f(z) = 170/147*z^3 - 208/105*z + 1
*
[ 11/9 ] 
f(z) = 162/143*z^3 - 216/143*z + 1
*
[ -5/3 ] 
f(z) = 162/145*z^3 - 218/145*z + 1
*
[ -5/3 ] 
f(z) = 162/155*z^3 - 202/155*z + 1
*
[ 1/2 ] 
f(z) = 172/159*z^3 - 202/159*z + 1
*
[ -8/5 ] 
f(z) = 175/152*z^3 - 201/152*z + 1
*
[ 1/2 ] 
f(z) = 176/157*z^3 - 201/157*z + 1
*
[ 1/2 ] 
f(z) = 176/159*z^3 - 203/159*z + 1
*
[ 7/12 ] 
f(z) = 160/147*z^3 - 205/189*z + 1
*
[ -20/13 ] 
f(z) = 169/144*z^3 - 203/180*z + 1
*
[ -3/2 ] 
f(z) = 175/144*z^3 - 205/192*z + 1
*
[ 7/12 ] 
f(z) = 176/147*z^3 - 212/189*z + 1
*
[ -3/2 ] 
f(z) = 179/144*z^3 - 217/192*z + 1
*
[ 12/13 ] 
f(z) = 169/153*z^3 - 209/204*z + 1
*
[ 7/10 ] 
f(z) = 170/147*z^3 - 209/210*z + 1
*
-2 | 0.088882620130369262820887390212378309462 | 0.013498167950035310478663157672829605330
f(z) = 163/144*z^3 - 181/36*z + 1
*
-2 | 0.089708522980292627610407002166402909275 | 0.013578518682236334706565161181323488636
f(z) = 167/144*z^3 - 185/36*z + 1
*
[ 2/13 ] 
f(z) = 169/144*z^3 - 199/36*z + 1
*
-2 | 0.090096190646726491378141885652337532288 | 0.013615037643408571735537645457723230216
f(z) = 169/144*z^3 - 187/36*z + 1
*
-2 | 0.090829589748340948187693411984313182590 | 0.013682106236312863405475154094741539160
f(z) = 173/144*z^3 - 191/36*z + 1
*
-2 | 0.091177946871981968467687237809846155333 | 0.013713063428857299911683411118135865507
f(z) = 175/144*z^3 - 193/36*z + 1
*
-2 | 0.091843134869749804115184775859148753583 | 0.013770621661832861684888742888155470713
f(z) = 179/144*z^3 - 197/36*z + 1
*
6/13 | 0.21746131176880984237971604246860514440 | 0.029597446766301650071737463839693294677
f(z) = 169/152*z^3 - 194/57*z + 1
*
[ 8/5 ] 
f(z) = 175/144*z^3 - 197/72*z + 1
*
[ 7/5 ] 
f(z) = 160/147*z^3 - 194/105*z + 1
*
[ 3/8 ] 
f(z) = 160/153*z^3 - 185/102*z + 1
*
-20/13 | 0.11549729587188634936610440931623982264 | 0.016756608262060482682006045000476404785
f(z) = 169/150*z^3 - 197/120*z + 1
*
-38/35 | 0.21409991102835052611075116496023117702 | 0.029201886858994770883604966618438315709
f(z) = 175/152*z^3 - 191/133*z + 1
*
[ 1/2 ] 
f(z) = 160/141*z^3 - 181/141*z + 1
*
[ 1/2 ] 
f(z) = 160/143*z^3 - 183/143*z + 1
*
[ 1/2 ] 
f(z) = 160/147*z^3 - 187/147*z + 1
*
[ 1/2 ] 
f(z) = 160/149*z^3 - 189/149*z + 1
*
[ 1/2 ] 
f(z) = 160/151*z^3 - 191/151*z + 1
*
[ 1/2 ] 
f(z) = 160/153*z^3 - 193/153*z + 1
*
[ 1/2 ] 
f(z) = 160/157*z^3 - 197/157*z + 1
*
[ 1/2 ] 
f(z) = 160/159*z^3 - 199/159*z + 1
*
[ 1/2 ] 
f(z) = 164/141*z^3 - 182/141*z + 1
*
[ 1/2 ] 
f(z) = 164/143*z^3 - 184/143*z + 1
*
[ 1/2 ] 
f(z) = 164/145*z^3 - 186/145*z + 1
*
[ 1/2 ] 
f(z) = 164/147*z^3 - 188/147*z + 1
*
[ 1/2 ] 
f(z) = 164/149*z^3 - 190/149*z + 1
*
[ 1/2 ] 
f(z) = 164/151*z^3 - 192/151*z + 1
*
[ 1/2 ] 
f(z) = 164/153*z^3 - 194/153*z + 1
*
[ 1/2 ] 
f(z) = 164/155*z^3 - 196/155*z + 1
*
[ 1/2 ] 
f(z) = 164/157*z^3 - 198/157*z + 1
*
[ 1/2 ] 
f(z) = 164/159*z^3 - 200/159*z + 1
*
[ 1/2 ] 
f(z) = 168/143*z^3 - 185/143*z + 1
*
[ 1/2 ] 
f(z) = 168/145*z^3 - 187/145*z + 1
*
[ 1/2 ] 
f(z) = 168/149*z^3 - 191/149*z + 1
*
[ 1/2 ] 
f(z) = 168/151*z^3 - 193/151*z + 1
*
[ 1/2 ] 
f(z) = 168/155*z^3 - 197/155*z + 1
*
[ 1/2 ] 
f(z) = 168/157*z^3 - 199/157*z + 1
*
[ 14/13 ] 
f(z) = 169/154*z^3 - 185/154*z + 1
*
[ 7/13 ] 
f(z) = 169/154*z^3 - 181/154*z + 1
*
-4/3 | 0.12608246993991919295363214876056101069 | 0.023819234696441570082450880287513425787
f(z) = 171/140*z^3 - 199/140*z + 1
*
[ 1/2 ] 
f(z) = 172/141*z^3 - 184/141*z + 1
*
[ 1/2 ] 
f(z) = 172/143*z^3 - 186/143*z + 1
*
[ 1/2 ] 
f(z) = 172/145*z^3 - 188/145*z + 1
*
[ 1/2 ] 
f(z) = 172/147*z^3 - 190/147*z + 1
*
[ 1/2 ] 
f(z) = 172/149*z^3 - 192/149*z + 1
*
[ 1/2 ] 
f(z) = 172/151*z^3 - 194/151*z + 1
*
[ 1/2 ] 
f(z) = 172/153*z^3 - 196/153*z + 1
*
[ 1/2 ] 
f(z) = 172/155*z^3 - 198/155*z + 1
*
[ 1/2 ] 
f(z) = 172/157*z^3 - 200/157*z + 1
*
[ 1/2 ] 
f(z) = 176/141*z^3 - 185/141*z + 1
*
[ 1/2 ] 
f(z) = 176/145*z^3 - 189/145*z + 1
*
[ 1/2 ] 
f(z) = 176/147*z^3 - 191/147*z + 1
*
[ 1/2 ] 
f(z) = 176/149*z^3 - 193/149*z + 1
*
[ 1/2 ] 
f(z) = 176/151*z^3 - 195/151*z + 1
*
[ 1/2 ] 
f(z) = 176/153*z^3 - 197/153*z + 1
*
[ 1/2 ] 
f(z) = 176/155*z^3 - 199/155*z + 1
*
[ 38/39 ] 
f(z) = 169/152*z^3 - 185/171*z + 1
*
[ -3/2 ] 
f(z) = 173/144*z^3 - 199/192*z + 1
*
[ 5/7 ] 
f(z) = 161/150*z^3 - 199/210*z + 1
*
[ 3/4 ] 
f(z) = 164/153*z^3 - 191/204*z + 1
*
[ 3/4 ] 
f(z) = 172/153*z^3 - 197/204*z + 1
*
34/13 | 0.19682902390861716449886748575056123194 | 0.027213643888517389995995847994835351737
f(z) = 169/152*z^3 - 173/19*z + 1
*
[ 38/13 ] 
f(z) = 169/152*z^3 - 168/19*z + 1
*
-2 | 0.088439728924964505127838032207168174628 | 0.013453609953441771039759280974978685044
f(z) = 161/144*z^3 - 179/36*z + 1
*
[ 30/13 ] 
f(z) = 169/150*z^3 - 163/30*z + 1
*
[ 2 ] 
f(z) = 179/144*z^3 - 161/36*z + 1
*
[ 3/13 ] 
f(z) = 169/144*z^3 - 163/48*z + 1
*
[ 3/13 ] 
f(z) = 169/153*z^3 - 173/51*z + 1
*
[ 4/13 ] 
f(z) = 169/152*z^3 - 179/76*z + 1
*
[ -7/4 ] 
f(z) = 172/147*z^3 - 169/84*z + 1
*
[ 12/35 ] 
f(z) = 175/144*z^3 - 173/84*z + 1
*
[ -12/7 ] 
f(z) = 175/144*z^3 - 167/84*z + 1
*
-35/26 | 0.17886855311060525129203915072814771113 | 0.026449165670054203219566387594253411871
f(z) = 169/150*z^3 - 173/120*z + 1
*
[ 14/13 ] 
f(z) = 169/152*z^3 - 162/133*z + 1
*
[ 38/35 ] 
f(z) = 175/152*z^3 - 170/133*z + 1
*
[ 5/9 ] 
f(z) = 162/145*z^3 - 166/145*z + 1
*
[ 5/9 ] 
f(z) = 162/155*z^3 - 174/155*z + 1
*
[ 3/5 ] 
f(z) = 175/156*z^3 - 167/156*z + 1
*
[ 3/5 ] 
f(z) = 175/159*z^3 - 169/159*z + 1
*
[ -3/2 ] 
f(z) = 176/141*z^3 - 161/141*z + 1
*
[ 2/3 ] 
f(z) = 161/152*z^3 - 166/171*z + 1
*
[ 2/3 ] 
f(z) = 163/152*z^3 - 167/171*z + 1
*
[ 2/3 ] 
f(z) = 167/152*z^3 - 169/171*z + 1
*
[ 2/3 ] 
f(z) = 169/152*z^3 - 170/171*z + 1
*
[ 2/3 ] 
f(z) = 173/152*z^3 - 172/171*z + 1
*
[ 24/35 ] 
f(z) = 175/144*z^3 - 173/168*z + 1
*
[ 2/3 ] 
f(z) = 175/152*z^3 - 173/171*z + 1
*
[ 2/3 ] 
f(z) = 179/152*z^3 - 175/171*z + 1
*
[ 10/13 ] 
f(z) = 169/144*z^3 - 179/180*z + 1
*
42/13 | 0.19340626154369814019566802485293750825 | 0.025825885844857785719011097590098842362
f(z) = 169/144*z^3 - 149/12*z + 1
*
[ -38/13 ] 
f(z) = 169/152*z^3 - 155/19*z + 1
*
[ 2 ] 
f(z) = 161/144*z^3 - 143/36*z + 1
*
[ 2 ] 
f(z) = 163/144*z^3 - 145/36*z + 1
*
[ 2 ] 
f(z) = 167/144*z^3 - 149/36*z + 1
*
[ 2 ] 
f(z) = 169/144*z^3 - 151/36*z + 1
*
[ 2 ] 
f(z) = 173/144*z^3 - 155/36*z + 1
*
[ 2 ] 
f(z) = 175/144*z^3 - 157/36*z + 1
*
[ -12/7 ] 
f(z) = 161/144*z^3 - 143/84*z + 1
*
[ -7/4 ] 
f(z) = 164/147*z^3 - 155/84*z + 1
*
[ 2/5 ] 
f(z) = 165/152*z^3 - 159/95*z + 1
*
[ 6/13 ] 
f(z) = 169/153*z^3 - 143/102*z + 1
*
[ 6/5 ] 
f(z) = 175/153*z^3 - 151/102*z + 1
*
[ 3/4 ] 
f(z) = 160/159*z^3 - 143/159*z + 1
*
[ 9/13 ] 
f(z) = 169/144*z^3 - 145/144*z + 1
*
[ 8/13 ] 
f(z) = 169/152*z^3 - 159/152*z + 1
*
[ 9/13 ] 
f(z) = 169/153*z^3 - 149/153*z + 1
*
[ 11/13 ] 
f(z) = 169/154*z^3 - 149/154*z + 1
*
[ 2/3 ] 
f(z) = 171/142*z^3 - 147/142*z + 1
*
[ 2/3 ] 
f(z) = 171/146*z^3 - 149/146*z + 1
*
[ 2/3 ] 
f(z) = 171/154*z^3 - 153/154*z + 1
*
[ 2/3 ] 
f(z) = 171/158*z^3 - 155/158*z + 1
*
[ -3/2 ] 
f(z) = 172/141*z^3 - 152/141*z + 1
*
[ 3/5 ] 
f(z) = 175/141*z^3 - 157/141*z + 1
*
[ 4/5 ] 
f(z) = 175/148*z^3 - 149/148*z + 1
*
[ 4/5 ] 
f(z) = 175/156*z^3 - 151/156*z + 1
*
[ 3/4 ] 
f(z) = 176/141*z^3 - 146/141*z + 1
*
[ -3/2 ] 
f(z) = 176/147*z^3 - 151/147*z + 1
*
[ 3/4 ] 
f(z) = 176/147*z^3 - 148/147*z + 1
*
[ 3/4 ] 
f(z) = 176/159*z^3 - 152/159*z + 1
*
14/13 | 0.13648357109068736445566940124051737293 | 0.021592876804997555583659211539795781438
f(z) = 169/144*z^3 - 139/36*z + 1
*
[ -30/13 ] 
f(z) = 169/150*z^3 - 137/30*z + 1
*
2/5 | 0.16562922593144324196736301460409775003 | 0.026388184419379226424289860452092233909
f(z) = 175/144*z^3 - 133/36*z + 1
*
[ -2 ] 
f(z) = 175/144*z^3 - 121/36*z + 1
*
[ -2 ] 
f(z) = 179/144*z^3 - 125/36*z + 1
*
[ 20/13 ] 
f(z) = 169/150*z^3 - 139/60*z + 1
*
[ 2/5 ] 
f(z) = 175/148*z^3 - 125/74*z + 1
*
[ 2/5 ] 
f(z) = 175/156*z^3 - 131/78*z + 1
*
[ 21/20 ] 
f(z) = 160/147*z^3 - 121/105*z + 1
*
[ 15/26 ] 
f(z) = 169/150*z^3 - 133/120*z + 1
*
[ 3/4 ] 
f(z) = 160/141*z^3 - 137/141*z + 1
*
[ 3/4 ] 
f(z) = 160/147*z^3 - 139/147*z + 1
*
[ 2/13 ] 
f(z) = 169/152*z^3 - 105/19*z + 1
*
[ -2 ] 
f(z) = 161/144*z^3 - 107/36*z + 1
*
[ -2 ] 
f(z) = 163/144*z^3 - 109/36*z + 1
*
[ -2 ] 
f(z) = 167/144*z^3 - 113/36*z + 1
*
[ -2 ] 
f(z) = 169/144*z^3 - 115/36*z + 1
*
-28/13 | 0.18472907390958959423103275163841275530 | 0.027503382314778354327244354916664442186
f(z) = 169/147*z^3 - 118/21*z + 1
*
20/13 | 0.13090869770814581951232549841167465499 | 0.020837812684860325875546559076585639111
f(z) = 169/150*z^3 - 107/30*z + 1
*
[ -2 ] 
f(z) = 173/144*z^3 - 119/36*z + 1
*
4/5 | 0.15721042522456198415463664465832971194 | 0.025867008772456551183955089088665140708
f(z) = 175/144*z^3 - 109/36*z + 1
*
[ 3/2 ] 
f(z) = 160/153*z^3 - 103/51*z + 1
*
[ 3/2 ] 
f(z) = 164/153*z^3 - 106/51*z + 1
*
[ 3/2 ] 
f(z) = 172/153*z^3 - 112/51*z + 1
*
3/5 | 0.13633031974007690623357111935884393772 | 0.023860114636201176037779409278000386441
f(z) = 175/144*z^3 - 101/48*z + 1
*
[ 3/2 ] 
f(z) = 176/153*z^3 - 115/51*z + 1
*
14/13 | 0.067488314627884483243277922665869148498 | 0.012450489598710252834836673860397506969
f(z) = 169/140*z^3 - 113/70*z + 1
*
[ -8/5 ] 
f(z) = 175/144*z^3 - 107/72*z + 1
*
[ 6/5 ] 
f(z) = 175/156*z^3 - 113/78*z + 1
*
[ 7/10 ] 
f(z) = 160/147*z^3 - 101/105*z + 1
*
-2 | 0.10079947903775684284265177654668506594 | 0.015320813233845263208329183847848955934
f(z) = 161/152*z^3 - 90/19*z + 1
*
-2 | 0.10135220193335022200827097597101298128 | 0.015378994251117462701899755346932564168
f(z) = 163/152*z^3 - 91/19*z + 1
*
-2 | 0.10186500862285110925825570224477289652 | 0.015431216120438185049539616561378345963
f(z) = 165/152*z^3 - 92/19*z + 1
*
-2 | 0.10234528680353358313521485134418725690 | 0.015478622450218518816532515446633983113
f(z) = 167/152*z^3 - 93/19*z + 1
*
-2 | 0.10279838449985051488965017867388842788 | 0.015522040961845350856606385774325808021
f(z) = 169/152*z^3 - 94/19*z + 1
*
-2 | 0.10363820827801813134694530386402449357 | 0.015599260729300168945550666746045264157
f(z) = 173/152*z^3 - 96/19*z + 1
*
-12/5 | 0.17628991480478633109023747503033714499 | 0.025199515087551512786868563461613611780
f(z) = 175/144*z^3 - 91/12*z + 1
*
-2 | 0.10403051327789912222732777613079406984 | 0.015633923773516795531790564824370769081
f(z) = 175/152*z^3 - 97/19*z + 1
*
-2 | 0.10440723165878196589184331720783721889 | 0.015666390124010176650959241276960985827
f(z) = 177/152*z^3 - 98/19*z + 1
*
-2 | 0.10477000452093794686656712571541155807 | 0.015696912256950124991247685487192591430
f(z) = 179/152*z^3 - 99/19*z + 1
*
[ 24/13 ] 
f(z) = 169/144*z^3 - 85/24*z + 1
*
[ 4/13 ] 
f(z) = 169/144*z^3 - 85/36*z + 1
*
[ 6/5 ] 
f(z) = 175/152*z^3 - 85/57*z + 1
*
[ 14/13 ] 
f(z) = 169/140*z^3 - 93/70*z + 1
*
[ 6/7 ] 
f(z) = 161/144*z^3 - 83/84*z + 1
*
[ 21/26 ] 
f(z) = 169/147*z^3 - 83/84*z + 1
*
[ 10/13 ] 
f(z) = 169/152*z^3 - 91/95*z + 1
*
[ 6/7 ] 
f(z) = 175/144*z^3 - 89/84*z + 1
*
[ 7/8 ] 
f(z) = 176/147*z^3 - 89/84*z + 1
*
[ 2 ] 
f(z) = 161/152*z^3 - 71/19*z + 1
*
[ 2 ] 
f(z) = 163/152*z^3 - 72/19*z + 1
*
[ 2 ] 
f(z) = 165/152*z^3 - 73/19*z + 1
*
[ 2 ] 
f(z) = 167/152*z^3 - 74/19*z + 1
*
[ 2 ] 
f(z) = 169/152*z^3 - 75/19*z + 1
*
[ 2 ] 
f(z) = 173/152*z^3 - 77/19*z + 1
*
[ 12/5 ] 
f(z) = 175/144*z^3 - 77/12*z + 1
*
[ -12/5 ] 
f(z) = 175/144*z^3 - 67/12*z + 1
*
[ 2 ] 
f(z) = 175/152*z^3 - 78/19*z + 1
*
[ 2 ] 
f(z) = 177/152*z^3 - 79/19*z + 1
*
[ 2 ] 
f(z) = 179/152*z^3 - 80/19*z + 1
*
[ -2 ] 
f(z) = 179/152*z^3 - 61/19*z + 1
*
[ 7/4 ] 
f(z) = 160/147*z^3 - 61/21*z + 1
*
[ 18/13 ] 
f(z) = 169/144*z^3 - 71/36*z + 1
*
[ 2/5 ] 
f(z) = 175/144*z^3 - 61/36*z + 1
*
[ 7/4 ] 
f(z) = 176/147*z^3 - 68/21*z + 1
*
[ 6/13 ] 
f(z) = 169/152*z^3 - 80/57*z + 1
*
[ 10/13 ] 
f(z) = 169/140*z^3 - 71/70*z + 1
*
[ 8/13 ] 
f(z) = 169/144*z^3 - 77/72*z + 1
*
[ -20/13 ] 
f(z) = 169/150*z^3 - 61/60*z + 1
*
[ 2/3 ] 
f(z) = 171/140*z^3 - 73/70*z + 1
*
[ 2/3 ] 
f(z) = 171/148*z^3 - 75/74*z + 1
*
[ 4/5 ] 
f(z) = 175/152*z^3 - 75/76*z + 1
*
[ -2 ] 
f(z) = 161/152*z^3 - 52/19*z + 1
*
[ -2 ] 
f(z) = 163/152*z^3 - 53/19*z + 1
*
[ -2 ] 
f(z) = 165/152*z^3 - 54/19*z + 1
*
[ -2 ] 
f(z) = 167/152*z^3 - 55/19*z + 1
*
[ -2 ] 
f(z) = 169/152*z^3 - 56/19*z + 1
*
[ -2 ] 
f(z) = 173/152*z^3 - 58/19*z + 1
*
[ -2 ] 
f(z) = 175/152*z^3 - 59/19*z + 1
*
[ -2 ] 
f(z) = 177/152*z^3 - 60/19*z + 1
*
[ -24/13 ] 
f(z) = 169/144*z^3 - 59/24*z + 1
*
[ 21/13 ] 
f(z) = 169/147*z^3 - 55/21*z + 1
*
[ 5/13 ] 
f(z) = 169/150*z^3 - 53/30*z + 1
*
[ 15/13 ] 
f(z) = 169/150*z^3 - 41/30*z + 1
*
[ -7/4 ] 
f(z) = 176/147*z^3 - 44/21*z + 1
*
[ 7/8 ] 
f(z) = 160/147*z^3 - 41/42*z + 1
*
[ 3/4 ] 
f(z) = 160/153*z^3 - 47/51*z + 1
*
[ 2/3 ] 
f(z) = 165/152*z^3 - 56/57*z + 1
*
[ 14/13 ] 
f(z) = 169/147*z^3 - 53/42*z + 1
*
[ 3/5 ] 
f(z) = 175/144*z^3 - 53/48*z + 1
*
[ 3/5 ] 
f(z) = 175/153*z^3 - 55/51*z + 1
*
[ 3/4 ] 
f(z) = 176/153*z^3 - 50/51*z + 1
*
[ 2/3 ] 
f(z) = 177/152*z^3 - 58/57*z + 1
*
-6/5 | 0.12206933635294184888352094254519255855 | 0.021718973302692722996188628437363682556
f(z) = 175/144*z^3 - 23/12*z + 1
*
[ 2/5 ] 
f(z) = 175/152*z^3 - 32/19*z + 1
*
[ -7/4 ] 
f(z) = 160/147*z^3 - 37/21*z + 1
*
[ -21/13 ] 
f(z) = 169/147*z^3 - 29/21*z + 1
*
[ 7/13 ] 
f(z) = 169/147*z^3 - 25/21*z + 1
*
[ 10/13 ] 
f(z) = 169/150*z^3 - 29/30*z + 1
*
[ 4/5 ] 
f(z) = 175/144*z^3 - 37/36*z + 1
*
[ 6/13 ] 
f(z) = 169/144*z^3 - 17/12*z + 1
*
[ 12/13 ] 
f(z) = 169/144*z^3 - 13/12*z + 1
*
[ 6/5 ] 
f(z) = 175/144*z^3 - 19/12*z + 1
*
[ -4 ] 
f(z) = 161/160*z^3 - 297/20*z + 1
*
[ 2 ] 
f(z) = 161/164*z^3 - 281/82*z + 1
*
[ 2 ] 
f(z) = 163/164*z^3 - 285/82*z + 1
*
[ 2 ] 
f(z) = 163/172*z^3 - 283/86*z + 1
*
[ 2 ] 
f(z) = 165/164*z^3 - 289/82*z + 1
*
[ 2 ] 
f(z) = 165/172*z^3 - 287/86*z + 1
*
[ 2 ] 
f(z) = 167/164*z^3 - 293/82*z + 1
*
[ 2 ] 
f(z) = 167/172*z^3 - 291/86*z + 1
*
[ 2 ] 
f(z) = 169/164*z^3 - 297/82*z + 1
*
-28/13 | 0.16477114954318588385732135004243889999 | 0.026024022964780855236624991599235384052
f(z) = 169/168*z^3 - 281/84*z + 1
*
[ 2 ] 
f(z) = 169/172*z^3 - 295/86*z + 1
*
[ 2 ] 
f(z) = 171/172*z^3 - 299/86*z + 1
*
[ 13/7 ] 
f(z) = 175/169*z^3 - 283/91*z + 1
*
[ 13/40 ] 
f(z) = 160/169*z^3 - 283/130*z + 1
*
[ 21/13 ] 
f(z) = 169/162*z^3 - 295/126*z + 1
*
12/35 | 0.18964109407205608857224587098661822530 | 0.024116162793904917007600561477952514571
f(z) = 175/162*z^3 - 289/126*z + 1
*
[ 5/13 ] 
f(z) = 169/160*z^3 - 281/160*z + 1
*
[ 5/13 ] 
f(z) = 169/165*z^3 - 289/165*z + 1
*
7/13 | 0.10819519182113485417913625005335502550 | 0.019094077762996033976660772618023450389
f(z) = 169/168*z^3 - 289/168*z + 1
*
[ 5/13 ] 
f(z) = 169/170*z^3 - 297/170*z + 1
*
[ 2/5 ] 
f(z) = 175/174*z^3 - 289/174*z + 1
*
[ 2/5 ] 
f(z) = 175/178*z^3 - 295/178*z + 1
*
[ -7/4 ] 
f(z) = 176/161*z^3 - 286/161*z + 1
*
[ 4/3 ] 
f(z) = 163/160*z^3 - 281/180*z + 1
*
[ 4/3 ] 
f(z) = 167/160*z^3 - 289/180*z + 1
*
[ 4/3 ] 
f(z) = 169/160*z^3 - 293/180*z + 1
*
[ -22/13 ] 
f(z) = 169/168*z^3 - 298/231*z + 1
*
[ 36/35 ] 
f(z) = 175/162*z^3 - 281/252*z + 1
*
[ 3/5 ] 
f(z) = 160/171*z^3 - 286/285*z + 1
*
[ 3/5 ] 
f(z) = 170/171*z^3 - 292/285*z + 1
*
[ 36/13 ] 
f(z) = 169/162*z^3 - 265/36*z + 1
*
34/13 | 0.17397471073370313689695572059681180447 | 0.024921152795917454745069310018552227953
f(z) = 169/160*z^3 - 269/40*z + 1
*
[ 8/3 ] 
f(z) = 171/160*z^3 - 279/40*z + 1
*
6/7 | 0.22504042527287228999659603332382760493 | 0.026430600985342176674740682208886897351
f(z) = 161/162*z^3 - 277/63*z + 1
*
[ -13/6 ] 
f(z) = 174/169*z^3 - 263/78*z + 1
*
[ 2 ] 
f(z) = 161/172*z^3 - 279/86*z + 1
*
[ 13/7 ] 
f(z) = 168/169*z^3 - 270/91*z + 1
*
[ -28/13 ] 
f(z) = 169/168*z^3 - 269/84*z + 1
*
-6/35 | 0.085383270536693765033658742621867701234 | 0.010916842826865632247160580014678951018
f(z) = 175/162*z^3 - 277/126*z + 1
*
-4/3 | 0.13321770832306135784304611499630799692 | 0.019082881932895914609629190309965431459
f(z) = 177/176*z^3 - 269/132*z + 1
*
[ 20/13 ] 
f(z) = 169/175*z^3 - 271/140*z + 1
*
[ -23/13 ] 
f(z) = 169/161*z^3 - 277/161*z + 1
*
[ 4/3 ] 
f(z) = 171/164*z^3 - 263/164*z + 1
*
[ 4/3 ] 
f(z) = 171/172*z^3 - 261/172*z + 1
*
-3/2 | 0.14315120597295947698245834280810093418 | 0.025453549142667097393227619635796316027
f(z) = 172/165*z^3 - 277/165*z + 1
*
[ 2/5 ] 
f(z) = 175/162*z^3 - 271/162*z + 1
*
[ 2/5 ] 
f(z) = 175/166*z^3 - 277/166*z + 1
*
[ -7/4 ] 
f(z) = 176/175*z^3 - 264/175*z + 1
*
[ 4/3 ] 
f(z) = 161/160*z^3 - 277/180*z + 1
*
[ 4/9 ] 
f(z) = 171/160*z^3 - 263/180*z + 1
*
[ 13/24 ] 
f(z) = 160/169*z^3 - 263/234*z + 1
*
[ 13/21 ] 
f(z) = 168/169*z^3 - 272/273*z + 1
*
[ 3/4 ] 
f(z) = 167/162*z^3 - 263/288*z + 1
*
[ 3/4 ] 
f(z) = 169/162*z^3 - 265/288*z + 1
*
[ 3/4 ] 
f(z) = 173/162*z^3 - 269/288*z + 1
*
[ 3/4 ] 
f(z) = 175/162*z^3 - 271/288*z + 1
*
[ 3/4 ] 
f(z) = 179/162*z^3 - 275/288*z + 1
*
[ 13/4 ] 
f(z) = 168/169*z^3 - 255/26*z + 1
*
[ 2/13 ] 
f(z) = 169/176*z^3 - 243/44*z + 1
*
[ -8/3 ] 
f(z) = 171/160*z^3 - 249/40*z + 1
*
24/13 | 0.20522984859358500647391469422380123387 | 0.026467430406702273492803876126432818710
f(z) = 169/162*z^3 - 259/72*z + 1
*
[ 13/7 ] 
f(z) = 161/169*z^3 - 257/91*z + 1
*
[ 5/3 ] 
f(z) = 174/175*z^3 - 248/105*z + 1
*
[ 5/3 ] 
f(z) = 177/175*z^3 - 253/105*z + 1
*
[ -24/13 ] 
f(z) = 169/160*z^3 - 247/120*z + 1
*
-5/26 | 0.19083953003715879704898147635327338916 | 0.026659098537539594631016793558221300245
f(z) = 169/175*z^3 - 257/140*z + 1
*
-15/13 | 0.13381971898865555023818530049243257150 | 0.024289396719229988036986544483020022081
f(z) = 169/165*z^3 - 247/165*z + 1
*
[ 17/13 ] 
f(z) = 169/170*z^3 - 249/170*z + 1
*
[ 13/28 ] 
f(z) = 168/169*z^3 - 249/182*z + 1
*
12/13 | 0.10124132577472665914469272902956135172 | 0.013271428438735949015003193227837863398
f(z) = 169/160*z^3 - 257/180*z + 1
*
[ 2/3 ] 
f(z) = 177/164*z^3 - 241/246*z + 1
*
[ 2/3 ] 
f(z) = 177/172*z^3 - 247/258*z + 1
*
[ 3/4 ] 
f(z) = 161/162*z^3 - 257/288*z + 1
*
[ 35/36 ] 
f(z) = 162/175*z^3 - 253/280*z + 1
*
[ 3/4 ] 
f(z) = 163/162*z^3 - 259/288*z + 1
*
[ 13/3 ] 
f(z) = 162/169*z^3 - 224/13*z + 1
*
[ 13/3 ] 
f(z) = 171/169*z^3 - 237/13*z + 1
*
[ -13/3 ] 
f(z) = 171/169*z^3 - 231/13*z + 1
*
[ 18/5 ] 
f(z) = 175/162*z^3 - 239/18*z + 1
*
[ -18/5 ] 
f(z) = 175/162*z^3 - 229/18*z + 1
*
[ -13/4 ] 
f(z) = 168/169*z^3 - 239/26*z + 1
*
[ -36/13 ] 
f(z) = 169/162*z^3 - 239/36*z + 1
*
-42/13 | 0.20552024292658467037410523481739630318 | 0.027260844324443384553231531283797821461
f(z) = 169/168*z^3 - 235/21*z + 1
*
[ 35/13 ] 
f(z) = 169/175*z^3 - 223/35*z + 1
*
30/13 | 0.17650212795207980606281091155713594940 | 0.025880015312912422862746382572585436389
f(z) = 169/160*z^3 - 229/40*z + 1
*
[ 2/13 ] 
f(z) = 169/160*z^3 - 221/40*z + 1
*
2/3 | 0.14255982702915649310483574335374615916 | 0.020772964577118507489999418206790878907
f(z) = 171/160*z^3 - 239/40*z + 1
*
[ 24/13 ] 
f(z) = 169/162*z^3 - 223/72*z + 1
*
[ -2 ] 
f(z) = 173/164*z^3 - 223/82*z + 1
*
[ -2 ] 
f(z) = 175/164*z^3 - 227/82*z + 1
*
[ -2 ] 
f(z) = 175/172*z^3 - 221/86*z + 1
*
[ -2 ] 
f(z) = 177/164*z^3 - 231/82*z + 1
*
[ -2 ] 
f(z) = 177/172*z^3 - 225/86*z + 1
*
[ -2 ] 
f(z) = 179/164*z^3 - 235/82*z + 1
*
[ -2 ] 
f(z) = 179/172*z^3 - 229/86*z + 1
*
[ 13/8 ] 
f(z) = 168/169*z^3 - 233/104*z + 1
*
[ 3/2 ] 
f(z) = 178/171*z^3 - 229/114*z + 1
*
2/3 | 0.20247671903390014465042937497337736500 | 0.029503695394651117831345649660213791405
f(z) = 177/160*z^3 - 239/120*z + 1
*
[ -7/4 ] 
f(z) = 160/161*z^3 - 237/161*z + 1
*
[ 1/2 ] 
f(z) = 168/179*z^3 - 221/179*z + 1
*
[ 6/13 ] 
f(z) = 169/174*z^3 - 239/174*z + 1
*
[ 16/13 ] 
f(z) = 169/176*z^3 - 223/176*z + 1
*
[ 1/2 ] 
f(z) = 172/179*z^3 - 222/179*z + 1
*
[ 6/5 ] 
f(z) = 175/174*z^3 - 223/174*z + 1
*
[ 1/2 ] 
f(z) = 176/177*z^3 - 221/177*z + 1
*
[ 1/2 ] 
f(z) = 176/179*z^3 - 223/179*z + 1
*
[ 20/39 ] 
f(z) = 169/160*z^3 - 221/180*z + 1
*
[ 27/26 ] 
f(z) = 169/162*z^3 - 235/216*z + 1
*
[ 13/12 ] 
f(z) = 171/169*z^3 - 231/208*z + 1
*
[ -13/8 ] 
f(z) = 172/169*z^3 - 223/208*z + 1
*
[ 2/3 ] 
f(z) = 165/164*z^3 - 233/246*z + 1
*
[ 2/3 ] 
f(z) = 165/172*z^3 - 239/258*z + 1
*
[ 13/19 ] 
f(z) = 171/169*z^3 - 231/247*z + 1
*
[ -13/3 ] 
f(z) = 162/169*z^3 - 218/13*z + 1
*
[ 42/13 ] 
f(z) = 169/168*z^3 - 206/21*z + 1
*
[ 12/5 ] 
f(z) = 175/162*z^3 - 203/36*z + 1
*
[ 27/13 ] 
f(z) = 169/162*z^3 - 215/54*z + 1
*
[ 13/6 ] 
f(z) = 171/169*z^3 - 219/52*z + 1
*
-2 | 0.10130136218159249740696893132803059302 | 0.015143113676228546795985153279875159512
f(z) = 179/176*z^3 - 201/44*z + 1
*
[ 35/18 ] 
f(z) = 162/175*z^3 - 211/70*z + 1
*
[ -2 ] 
f(z) = 163/164*z^3 - 203/82*z + 1
*
[ -2 ] 
f(z) = 165/164*z^3 - 207/82*z + 1
*
[ -2 ] 
f(z) = 165/172*z^3 - 201/86*z + 1
*
[ -2 ] 
f(z) = 167/164*z^3 - 211/82*z + 1
*
[ -2 ] 
f(z) = 167/172*z^3 - 205/86*z + 1
*
[ -2 ] 
f(z) = 169/164*z^3 - 215/82*z + 1
*
[ -2 ] 
f(z) = 169/172*z^3 - 209/86*z + 1
*
[ -2 ] 
f(z) = 171/164*z^3 - 219/82*z + 1
*
[ -2 ] 
f(z) = 171/172*z^3 - 213/86*z + 1
*
[ -2 ] 
f(z) = 173/172*z^3 - 217/86*z + 1
*
[ 3/8 ] 
f(z) = 160/171*z^3 - 205/114*z + 1
*
[ 3/2 ] 
f(z) = 166/171*z^3 - 211/114*z + 1
*
[ 3/2 ] 
f(z) = 170/171*z^3 - 217/114*z + 1
*
[ 13/9 ] 
f(z) = 171/169*z^3 - 211/117*z + 1
*
-6/5 | 0.17390705234780616122805519784529043042 | 0.025809307890743162597274614452130197942
f(z) = 175/176*z^3 - 211/132*z + 1
*
[ 4/3 ] 
f(z) = 177/176*z^3 - 203/132*z + 1
*
[ 35/26 ] 
f(z) = 169/175*z^3 - 209/140*z + 1
*
[ 1/2 ] 
f(z) = 160/161*z^3 - 201/161*z + 1
*
[ 1/2 ] 
f(z) = 160/163*z^3 - 203/163*z + 1
*
[ 1/2 ] 
f(z) = 160/167*z^3 - 207/167*z + 1
*
[ 1/2 ] 
f(z) = 160/169*z^3 - 209/169*z + 1
*
[ 1/2 ] 
f(z) = 160/171*z^3 - 211/171*z + 1
*
[ 1/2 ] 
f(z) = 160/173*z^3 - 213/173*z + 1
*
[ 1/2 ] 
f(z) = 160/177*z^3 - 217/177*z + 1
*
[ 1/2 ] 
f(z) = 160/179*z^3 - 219/179*z + 1
*
[ 1/2 ] 
f(z) = 164/161*z^3 - 202/161*z + 1
*
[ 1/2 ] 
f(z) = 164/163*z^3 - 204/163*z + 1
*
[ 1/2 ] 
f(z) = 164/165*z^3 - 206/165*z + 1
*
[ 1/2 ] 
f(z) = 164/167*z^3 - 208/167*z + 1
*
[ 1/2 ] 
f(z) = 164/169*z^3 - 210/169*z + 1
*
[ 1/2 ] 
f(z) = 164/171*z^3 - 212/171*z + 1
*
[ 1/2 ] 
f(z) = 164/173*z^3 - 214/173*z + 1
*
[ 1/2 ] 
f(z) = 164/175*z^3 - 216/175*z + 1
*
[ 1/2 ] 
f(z) = 164/177*z^3 - 218/177*z + 1
*
[ 1/2 ] 
f(z) = 164/179*z^3 - 220/179*z + 1
*
[ 1/2 ] 
f(z) = 168/163*z^3 - 205/163*z + 1
*
[ 1/2 ] 
f(z) = 168/167*z^3 - 209/167*z + 1
*
[ 1/2 ] 
f(z) = 168/169*z^3 - 211/169*z + 1
*
[ 1/2 ] 
f(z) = 168/173*z^3 - 215/173*z + 1
*
[ 15/13 ] 
f(z) = 169/165*z^3 - 203/165*z + 1
*
[ -5/3 ] 
f(z) = 171/160*z^3 - 219/160*z + 1
*
[ -5/3 ] 
f(z) = 171/170*z^3 - 203/170*z + 1
*
[ 1/2 ] 
f(z) = 172/161*z^3 - 204/161*z + 1
*
[ 1/2 ] 
f(z) = 172/163*z^3 - 206/163*z + 1
*
[ 1/2 ] 
f(z) = 172/165*z^3 - 208/165*z + 1
*
[ 1/2 ] 
f(z) = 172/167*z^3 - 210/167*z + 1
*
[ 1/2 ] 
f(z) = 172/169*z^3 - 212/169*z + 1
*
[ 1/2 ] 
f(z) = 172/171*z^3 - 214/171*z + 1
*
[ 1/2 ] 
f(z) = 172/173*z^3 - 216/173*z + 1
*
[ 1/2 ] 
f(z) = 172/175*z^3 - 218/175*z + 1
*
[ 1/2 ] 
f(z) = 172/177*z^3 - 220/177*z + 1
*
[ 1/2 ] 
f(z) = 176/161*z^3 - 205/161*z + 1
*
[ 1/2 ] 
f(z) = 176/163*z^3 - 207/163*z + 1
*
[ 1/2 ] 
f(z) = 176/167*z^3 - 211/167*z + 1
*
[ 1/2 ] 
f(z) = 176/169*z^3 - 213/169*z + 1
*
[ 1/2 ] 
f(z) = 176/171*z^3 - 215/171*z + 1
*
[ 1/2 ] 
f(z) = 176/173*z^3 - 217/173*z + 1
*
[ 1/2 ] 
f(z) = 176/175*z^3 - 219/175*z + 1
*
[ 13/20 ] 
f(z) = 175/169*z^3 - 203/208*z + 1
*
[ 26/27 ] 
f(z) = 162/169*z^3 - 217/234*z + 1
*
[ 12/13 ] 
f(z) = 169/171*z^3 - 211/228*z + 1
*
[ 3/4 ] 
f(z) = 172/171*z^3 - 205/228*z + 1
*
-3/13 | 0.21313012277688418733675746740717753294 | 0.028570047977140092673602076361306335396
f(z) = 169/162*z^3 - 193/18*z + 1
*
[ 26/9 ] 
f(z) = 162/169*z^3 - 191/26*z + 1
*
[ 5/2 ] 
f(z) = 164/175*z^3 - 184/35*z + 1
*
6/13 | 0.078360789982180452184656395060565781493 | 0.010643021238171581482261084886613990625
f(z) = 169/168*z^3 - 197/21*z + 1
*
[ -42/13 ] 
f(z) = 169/168*z^3 - 193/21*z + 1
*
[ -35/13 ] 
f(z) = 169/175*z^3 - 197/35*z + 1
*
[ 5/2 ] 
f(z) = 172/175*z^3 - 194/35*z + 1
*
[ 5/2 ] 
f(z) = 176/175*z^3 - 199/35*z + 1
*
-2 | 0.098764847678235743363957727081546289944 | 0.014998933419886600604440150191071786747
f(z) = 161/160*z^3 - 181/40*z + 1
*
-2 | 0.095776105083465698647202670702509746112 | 0.014520814463236926067474964972917414959
f(z) = 161/176*z^3 - 183/44*z + 1
*
-2 | 0.099646511875089083737136822014819662896 | 0.015107614885632862616594932087313508859
f(z) = 163/160*z^3 - 183/40*z + 1
*
-2 | 0.096468499179372939514973873850953388177 | 0.014601726512007979939640757363789920906
f(z) = 163/176*z^3 - 185/44*z + 1
*
-2 | 0.10103409682861668705658713429809688048 | 0.015267937764240895972801784824808967626
f(z) = 167/160*z^3 - 187/40*z + 1
*
-2 | 0.097671389875008979412899344060374363504 | 0.014736086323484557205426716442328105195
f(z) = 167/176*z^3 - 189/44*z + 1
*
10/13 | 0.13553192914112831283873392013358771812 | 0.020321158701166428204476035698269980300
f(z) = 169/160*z^3 - 197/40*z + 1
*
-2 | 0.10161848697722439597491172031106947372 | 0.015331601178959186335831938413846954533
f(z) = 169/160*z^3 - 189/40*z + 1
*
-2/13 | 0.16968433806983943353821060558098799928 | 0.025769128884789408799876571889954263564
f(z) = 169/160*z^3 - 181/40*z + 1
*
[ 3/13 ] 
f(z) = 169/171*z^3 - 193/57*z + 1
*
-2/13 | 0.14369666187091414375386371204365381550 | 0.021512767139597333277983003012850208646
f(z) = 169/176*z^3 - 199/44*z + 1
*
-2 | 0.10215443668566847226975924268968548285 | 0.015388023430652362815246342152343813922
f(z) = 171/160*z^3 - 191/40*z + 1
*
-2 | 0.095946450288885177832424216620480540902 | 0.014430241124342460942436447128511427462
f(z) = 171/176*z^3 - 193/44*z + 1
*
-2 | 0.10265209787040935167275103509241003413 | 0.015438763182270718051362285700815689272
f(z) = 173/160*z^3 - 193/40*z + 1
*
-2 | 0.097673150484844527866835887396525527365 | 0.014667193198387116533140037503574227420
f(z) = 173/176*z^3 - 195/44*z + 1
*
-2 | 0.10355873262961178906308631854731025537 | 0.015527215276827304777742969660294018106
f(z) = 177/160*z^3 - 197/40*z + 1
*
-2 | 0.10048485733455350149894003193019987699 | 0.015043545958192248449685190124109571429
f(z) = 177/176*z^3 - 199/44*z + 1
*
-2 | 0.10397665017099857878417323314741349262 | 0.015566300803100457110947646871530809209
f(z) = 179/160*z^3 - 199/40*z + 1
*
[ 5/18 ] 
f(z) = 162/175*z^3 - 187/70*z + 1
*
9/26 | 0.17898266945135202395380564542970060589 | 0.023992589065670739371977517131697359615
f(z) = 169/162*z^3 - 193/72*z + 1
*
[ -2 ] 
f(z) = 161/164*z^3 - 199/82*z + 1
*
[ -2 ] 
f(z) = 161/172*z^3 - 193/86*z + 1
*
[ -2 ] 
f(z) = 163/172*z^3 - 197/86*z + 1
*
[ 4/13 ] 
f(z) = 169/168*z^3 - 197/84*z + 1
*
[ -13/7 ] 
f(z) = 175/169*z^3 - 185/91*z + 1
*
[ 8/5 ] 
f(z) = 175/176*z^3 - 191/88*z + 1
*
[ 13/36 ] 
f(z) = 162/169*z^3 - 197/104*z + 1
*
[ 3/7 ] 
f(z) = 161/162*z^3 - 191/126*z + 1
*
[ 6/13 ] 
f(z) = 169/176*z^3 - 181/132*z + 1
*
[ 13/10 ] 
f(z) = 170/169*z^3 - 191/130*z + 1
*
[ 9/7 ] 
f(z) = 175/162*z^3 - 197/126*z + 1
*
[ 5/4 ] 
f(z) = 172/175*z^3 - 187/140*z + 1
*
[ 13/11 ] 
f(z) = 176/169*z^3 - 186/143*z + 1
*
[ 7/13 ] 
f(z) = 169/161*z^3 - 187/161*z + 1
*
[ 7/13 ] 
f(z) = 169/175*z^3 - 199/175*z + 1
*
[ 3/5 ] 
f(z) = 175/177*z^3 - 181/177*z + 1
*
[ 2/3 ] 
f(z) = 173/168*z^3 - 181/189*z + 1
*
[ 2/3 ] 
f(z) = 179/168*z^3 - 184/189*z + 1
*
[ -13/8 ] 
f(z) = 164/169*z^3 - 197/208*z + 1
*
[ 5/6 ] 
f(z) = 174/175*z^3 - 187/210*z + 1
*
[ 13/16 ] 
f(z) = 176/169*z^3 - 191/208*z + 1
*
[ 3/4 ] 
f(z) = 164/171*z^3 - 199/228*z + 1
*
[ 10/13 ] 
f(z) = 169/176*z^3 - 191/220*z + 1
*
[ 13/17 ] 
f(z) = 170/169*z^3 - 198/221*z + 1
*
[ 3 ] 
f(z) = 173/162*z^3 - 161/18*z + 1
*
[ 3 ] 
f(z) = 175/162*z^3 - 163/18*z + 1
*
[ 3 ] 
f(z) = 179/162*z^3 - 167/18*z + 1
*
[ -26/9 ] 
f(z) = 162/169*z^3 - 173/26*z + 1
*
[ 13/6 ] 
f(z) = 168/169*z^3 - 161/39*z + 1
*
36/13 | 0.12490234318692528177616939826725906173 | 0.017353729077376728476636272383864948296
f(z) = 169/160*z^3 - 167/20*z + 1
*
[ -5/2 ] 
f(z) = 172/175*z^3 - 166/35*z + 1
*
[ -12/5 ] 
f(z) = 175/162*z^3 - 173/36*z + 1
*
[ -5/2 ] 
f(z) = 176/175*z^3 - 171/35*z + 1
*
[ -27/13 ] 
f(z) = 169/162*z^3 - 163/54*z + 1
*
[ -13/6 ] 
f(z) = 171/169*z^3 - 171/52*z + 1
*
[ 3/10 ] 
f(z) = 175/162*z^3 - 175/72*z + 1
*
[ -13/7 ] 
f(z) = 168/169*z^3 - 172/91*z + 1
*
-20/13 | 0.15155990322397816833074892289938460819 | 0.025773157564879758710081075548580018758
f(z) = 169/168*z^3 - 179/84*z + 1
*
[ 13/35 ] 
f(z) = 175/169*z^3 - 167/91*z + 1
*
[ 9/7 ] 
f(z) = 161/162*z^3 - 179/126*z + 1
*
[ 6/13 ] 
f(z) = 169/160*z^3 - 167/120*z + 1
*
[ 6/5 ] 
f(z) = 175/176*z^3 - 167/132*z + 1
*
[ 5/4 ] 
f(z) = 164/175*z^3 - 177/140*z + 1
*
[ 13/11 ] 
f(z) = 165/169*z^3 - 173/143*z + 1
*
[ 2/3 ] 
f(z) = 171/170*z^3 - 161/170*z + 1
*
[ 2/3 ] 
f(z) = 171/178*z^3 - 165/178*z + 1
*
[ 3/5 ] 
f(z) = 175/174*z^3 - 179/174*z + 1
*
[ 2/3 ] 
f(z) = 163/168*z^3 - 176/189*z + 1
*
[ 13/15 ] 
f(z) = 165/169*z^3 - 173/195*z + 1
*
[ 2/3 ] 
f(z) = 167/168*z^3 - 178/189*z + 1
*
[ 2/3 ] 
f(z) = 169/168*z^3 - 179/189*z + 1
*
[ 26/35 ] 
f(z) = 175/169*z^3 - 167/182*z + 1
*
[ 3 ] 
f(z) = 161/162*z^3 - 149/18*z + 1
*
[ 3 ] 
f(z) = 163/162*z^3 - 151/18*z + 1
*
[ 3 ] 
f(z) = 167/162*z^3 - 155/18*z + 1
*
[ -3 ] 
f(z) = 167/162*z^3 - 143/18*z + 1
*
6/13 | 0.15243727893540884335089238987853024956 | 0.021129279321862410277961668993778224370
f(z) = 169/162*z^3 - 151/18*z + 1
*
[ -3 ] 
f(z) = 169/162*z^3 - 145/18*z + 1
*
[ -3 ] 
f(z) = 173/162*z^3 - 149/18*z + 1
*
[ -3 ] 
f(z) = 175/162*z^3 - 151/18*z + 1
*
[ -3 ] 
f(z) = 179/162*z^3 - 155/18*z + 1
*
[ -5/2 ] 
f(z) = 164/175*z^3 - 156/35*z + 1
*
2/13 | 0.13117337036099921511546272074976916739 | 0.018366381772048568384288421506127494798
f(z) = 169/168*z^3 - 158/21*z + 1
*
-30/13 | 0.16917659702853273754930440597234683360 | 0.025332124968157496832947359548038945322
f(z) = 169/175*z^3 - 159/35*z + 1
*
[ 2 ] 
f(z) = 161/160*z^3 - 141/40*z + 1
*
[ 2 ] 
f(z) = 163/160*z^3 - 143/40*z + 1
*
[ 2 ] 
f(z) = 163/176*z^3 - 141/44*z + 1
*
[ 2 ] 
f(z) = 167/160*z^3 - 147/40*z + 1
*
[ 2 ] 
f(z) = 167/176*z^3 - 145/44*z + 1
*
22/13 | 0.099794657034279820410251909252588440440 | 0.015752770706056896371620553388965501574
f(z) = 169/160*z^3 - 141/40*z + 1
*
-2/13 | 0.17482709115336154945955694602801497879 | 0.027190469467678600572933164561653421433
f(z) = 169/176*z^3 - 155/44*z + 1
*
[ 2 ] 
f(z) = 171/160*z^3 - 151/40*z + 1
*
[ 2 ] 
f(z) = 171/176*z^3 - 149/44*z + 1
*
[ 2 ] 
f(z) = 173/160*z^3 - 153/40*z + 1
*
[ 2 ] 
f(z) = 173/176*z^3 - 151/44*z + 1
*
[ 2 ] 
f(z) = 175/176*z^3 - 153/44*z + 1
*
[ 2 ] 
f(z) = 177/160*z^3 - 157/40*z + 1
*
[ 2 ] 
f(z) = 177/176*z^3 - 155/44*z + 1
*
[ 2 ] 
f(z) = 179/160*z^3 - 159/40*z + 1
*
[ 2 ] 
f(z) = 179/176*z^3 - 157/44*z + 1
*
[ 3/2 ] 
f(z) = 167/162*z^3 - 143/72*z + 1
*
[ 3/2 ] 
f(z) = 173/162*z^3 - 149/72*z + 1
*
[ 3/2 ] 
f(z) = 175/162*z^3 - 151/72*z + 1
*
[ 3/2 ] 
f(z) = 179/162*z^3 - 155/72*z + 1
*
[ -13/7 ] 
f(z) = 161/169*z^3 - 159/91*z + 1
*
[ 2/5 ] 
f(z) = 175/172*z^3 - 143/86*z + 1
*
[ 13/27 ] 
f(z) = 162/169*z^3 - 152/117*z + 1
*
[ 6/13 ] 
f(z) = 169/171*z^3 - 157/114*z + 1
*
[ 6/5 ] 
f(z) = 175/171*z^3 - 149/114*z + 1
*
-18/13 | 0.13692771387574766236066157294273635199 | 0.021566343729701602672646492760216722442
f(z) = 169/160*z^3 - 143/120*z + 1
*
[ 18/35 ] 
f(z) = 175/162*z^3 - 155/126*z + 1
*
[ 4/7 ] 
f(z) = 161/160*z^3 - 151/140*z + 1
*
[ 13/22 ] 
f(z) = 176/169*z^3 - 151/143*z + 1
*
[ 3/4 ] 
f(z) = 160/177*z^3 - 149/177*z + 1
*
[ 7/9 ] 
f(z) = 162/161*z^3 - 144/161*z + 1
*
[ 7/9 ] 
f(z) = 162/175*z^3 - 148/175*z + 1
*
[ 11/13 ] 
f(z) = 169/165*z^3 - 151/165*z + 1
*
[ 10/13 ] 
f(z) = 169/170*z^3 - 151/170*z + 1
*
[ 9/13 ] 
f(z) = 169/171*z^3 - 157/171*z + 1
*
[ 11/13 ] 
f(z) = 169/176*z^3 - 153/176*z + 1
*
[ 2/3 ] 
f(z) = 171/166*z^3 - 159/166*z + 1
*
[ 4/5 ] 
f(z) = 175/164*z^3 - 153/164*z + 1
*
[ 4/5 ] 
f(z) = 175/172*z^3 - 155/172*z + 1
*
[ 3/4 ] 
f(z) = 176/177*z^3 - 158/177*z + 1
*
[ 13/4 ] 
f(z) = 160/169*z^3 - 121/13*z + 1
*
[ -3 ] 
f(z) = 161/162*z^3 - 137/18*z + 1
*
[ -3 ] 
f(z) = 163/162*z^3 - 139/18*z + 1
*
[ 13/4 ] 
f(z) = 176/169*z^3 - 134/13*z + 1
*
[ -13/4 ] 
f(z) = 176/169*z^3 - 126/13*z + 1
*
[ -13/6 ] 
f(z) = 168/169*z^3 - 125/39*z + 1
*
[ 2 ] 
f(z) = 161/176*z^3 - 139/44*z + 1
*
-22/13 | 0.15174401652411815411049080412073925168 | 0.024007210747172244026538192289648314450
f(z) = 169/176*z^3 - 139/44*z + 1
*
[ 13/8 ] 
f(z) = 176/169*z^3 - 123/52*z + 1
*
[ 3/2 ] 
f(z) = 161/162*z^3 - 137/72*z + 1
*
[ -35/18 ] 
f(z) = 162/175*z^3 - 139/70*z + 1
*
[ 3/2 ] 
f(z) = 163/162*z^3 - 139/72*z + 1
*
-45/26 | 0.11132949214775884853496029440294780514 | 0.015920098868750312077098287256564437653
f(z) = 169/162*z^3 - 121/72*z + 1
*
-4/3 | 0.20493886624097857006067577315508630581 | 0.029403876808809842576471075076285000783
f(z) = 177/160*z^3 - 133/60*z + 1
*
[ 2/5 ] 
f(z) = 175/164*z^3 - 137/82*z + 1
*
[ 13/12 ] 
f(z) = 160/169*z^3 - 121/117*z + 1
*
[ 15/13 ] 
f(z) = 169/175*z^3 - 121/105*z + 1
*
[ -5/3 ] 
f(z) = 174/175*z^3 - 122/105*z + 1
*
[ 13/12 ] 
f(z) = 176/169*z^3 - 134/117*z + 1
*
[ -5/3 ] 
f(z) = 177/175*z^3 - 127/105*z + 1
*
[ -21/13 ] 
f(z) = 169/162*z^3 - 139/126*z + 1
*
[ 6/7 ] 
f(z) = 175/162*z^3 - 121/126*z + 1
*
[ 2/3 ] 
f(z) = 177/176*z^3 - 125/132*z + 1
*
[ 5/6 ] 
f(z) = 171/175*z^3 - 123/140*z + 1
*
[ 5/8 ] 
f(z) = 176/175*z^3 - 139/140*z + 1
*
[ -13/4 ] 
f(z) = 160/169*z^3 - 113/13*z + 1
*
[ 13/6 ] 
f(z) = 162/169*z^3 - 103/26*z + 1
*
-28/13 | 0.19221799287333833561105909855118975535 | 0.028628702833368464270718591186474367898
f(z) = 169/160*z^3 - 103/20*z + 1
*
[ 2/13 ] 
f(z) = 169/168*z^3 - 116/21*z + 1
*
[ 3/2 ] 
f(z) = 160/171*z^3 - 101/57*z + 1
*
[ -2 ] 
f(z) = 161/160*z^3 - 101/40*z + 1
*
[ -2 ] 
f(z) = 163/160*z^3 - 103/40*z + 1
*
[ 3/2 ] 
f(z) = 164/171*z^3 - 104/57*z + 1
*
[ -2 ] 
f(z) = 167/160*z^3 - 107/40*z + 1
*
[ -2 ] 
f(z) = 167/176*z^3 - 101/44*z + 1
*
[ -2 ] 
f(z) = 169/160*z^3 - 109/40*z + 1
*
2/3 | 0.11689562700191557349501824214848322392 | 0.018959887191050372613047506690286144062
f(z) = 171/160*z^3 - 119/40*z + 1
*
[ -2 ] 
f(z) = 171/160*z^3 - 111/40*z + 1
*
[ -2 ] 
f(z) = 171/176*z^3 - 105/44*z + 1
*
[ 3/2 ] 
f(z) = 172/171*z^3 - 110/57*z + 1
*
[ -2 ] 
f(z) = 173/160*z^3 - 113/40*z + 1
*
[ -2 ] 
f(z) = 173/176*z^3 - 107/44*z + 1
*
[ -2 ] 
f(z) = 175/176*z^3 - 109/44*z + 1
*
[ 3/2 ] 
f(z) = 176/171*z^3 - 113/57*z + 1
*
[ -2 ] 
f(z) = 177/160*z^3 - 117/40*z + 1
*
[ -2 ] 
f(z) = 177/176*z^3 - 111/44*z + 1
*
[ -2 ] 
f(z) = 179/160*z^3 - 119/40*z + 1
*
[ -2 ] 
f(z) = 179/176*z^3 - 113/44*z + 1
*
[ 18/13 ] 
f(z) = 169/168*z^3 - 104/63*z + 1
*
[ 4/3 ] 
f(z) = 177/160*z^3 - 103/60*z + 1
*
[ 16/13 ] 
f(z) = 169/160*z^3 - 113/80*z + 1
*
-15/13 | 0.20595331620408362990989282814579843353 | 0.029521651460671076699124640912704829401
f(z) = 169/162*z^3 - 119/90*z + 1
*
[ 15/13 ] 
f(z) = 169/162*z^3 - 113/90*z + 1
*
[ 13/12 ] 
f(z) = 162/169*z^3 - 109/104*z + 1
*
[ -13/8 ] 
f(z) = 168/169*z^3 - 105/104*z + 1
*
[ 13/15 ] 
f(z) = 175/169*z^3 - 109/117*z + 1
*
[ 6/7 ] 
f(z) = 161/162*z^3 - 113/126*z + 1
*
[ 12/13 ] 
f(z) = 169/176*z^3 - 119/132*z + 1
*
[ 2/3 ] 
f(z) = 177/160*z^3 - 119/120*z + 1
*
30/13 | 0.15575864876862632424035420047077899712 | 0.023000610015302332769659007267405075324
f(z) = 169/162*z^3 - 97/18*z + 1
*
9/5 | 0.19828863511537783021752759577160361099 | 0.029863304687898783281749541511218128237
f(z) = 175/162*z^3 - 85/18*z + 1
*
[ 13/5 ] 
f(z) = 175/169*z^3 - 83/13*z + 1
*
-2 | 0.074757960653376198544710088664468094656 | 0.011324852990850058153062706094751916677
f(z) = 163/168*z^3 - 92/21*z + 1
*
-2 | 0.078199603285211929406310342686378794620 | 0.011807748256927918142382799556254153978
f(z) = 167/168*z^3 - 94/21*z + 1
*
28/13 | 0.13461614501695880293505649366396586710 | 0.020359242223056912119238094954494445545
f(z) = 169/160*z^3 - 93/20*z + 1
*
4/13 | 0.16391565727013535724144903163821625116 | 0.025043071153781639563417527960386680459
f(z) = 169/160*z^3 - 87/20*z + 1
*
-2 | 0.079301229195888852915764445419710774247 | 0.011954986029017152813790502870925745055
f(z) = 169/168*z^3 - 95/21*z + 1
*
14/13 | 0.15240379622089788896141248277311967739 | 0.023325485411478900999192759268104032388
f(z) = 169/168*z^3 - 86/21*z + 1
*
[ 5/3 ] 
f(z) = 171/175*z^3 - 81/35*z + 1
*
-2 | 0.080861914084950066644380536577767430269 | 0.012152098083066417963507494085681765492
f(z) = 173/168*z^3 - 97/21*z + 1
*
-2 | 0.082577997299428272642813518763643113825 | 0.012353447090671548906808835748391759366
f(z) = 179/168*z^3 - 100/21*z + 1
*
[ -2 ] 
f(z) = 161/176*z^3 - 95/44*z + 1
*
[ -2 ] 
f(z) = 163/176*z^3 - 97/44*z + 1
*
[ 13/10 ] 
f(z) = 160/169*z^3 - 89/65*z + 1
*
[ 13/12 ] 
f(z) = 168/169*z^3 - 85/78*z + 1
*
[ 13/14 ] 
f(z) = 168/169*z^3 - 85/91*z + 1
*
[ 8/13 ] 
f(z) = 169/176*z^3 - 87/88*z + 1
*
[ 2/3 ] 
f(z) = 171/172*z^3 - 81/86*z + 1
*
[ -8/5 ] 
f(z) = 175/176*z^3 - 81/88*z + 1
*
[ 13/16 ] 
f(z) = 160/169*z^3 - 89/104*z + 1
*
[ 10/13 ] 
f(z) = 169/168*z^3 - 94/105*z + 1
*
-3/13 | 0.096391431514440417326955015498538954860 | 0.015056650773883492771119930848567893688
f(z) = 169/162*z^3 - 67/18*z + 1
*
[ 3/13 ] 
f(z) = 169/162*z^3 - 61/18*z + 1
*
9/5 | 0.12184493684118140265906747787140575039 | 0.019315636553703473532591552124292207548
f(z) = 175/162*z^3 - 61/18*z + 1
*
[ -13/5 ] 
f(z) = 175/169*z^3 - 73/13*z + 1
*
[ -13/6 ] 
f(z) = 162/169*z^3 - 79/26*z + 1
*
[ 5/3 ] 
f(z) = 162/175*z^3 - 76/35*z + 1
*
[ 2 ] 
f(z) = 163/168*z^3 - 71/21*z + 1
*
[ 2 ] 
f(z) = 167/168*z^3 - 73/21*z + 1
*
20/13 | 0.17796096239613792870046723211498636597 | 0.028319090241353757249175227330487575642
f(z) = 169/160*z^3 - 67/20*z + 1
*
[ 2 ] 
f(z) = 169/168*z^3 - 74/21*z + 1
*
[ 5/13 ] 
f(z) = 169/175*z^3 - 61/35*z + 1
*
[ 2 ] 
f(z) = 173/168*z^3 - 76/21*z + 1
*
[ 2 ] 
f(z) = 179/168*z^3 - 79/21*z + 1
*
14/13 | 0.099787214223413283162732307924987009685 | 0.017754465670249068273337715757767817954
f(z) = 169/160*z^3 - 69/40*z + 1
*
[ 4/3 ] 
f(z) = 171/176*z^3 - 65/44*z + 1
*
[ 13/10 ] 
f(z) = 175/169*z^3 - 79/52*z + 1
*
[ 2/5 ] 
f(z) = 175/176*z^3 - 73/44*z + 1
*
[ 13/20 ] 
f(z) = 160/169*z^3 - 61/65*z + 1
*
[ 10/9 ] 
f(z) = 162/175*z^3 - 73/70*z + 1
*
-21/26 | 0.16765707749164533230301324780901193641 | 0.025729298615788881878954479657642796901
f(z) = 169/162*z^3 - 73/72*z + 1
*
[ 10/13 ] 
f(z) = 169/175*z^3 - 61/70*z + 1
*
[ 9/10 ] 
f(z) = 175/162*z^3 - 71/72*z + 1
*
[ 12/13 ] 
f(z) = 169/168*z^3 - 79/84*z + 1
*
[ 2/3 ] 
f(z) = 171/164*z^3 - 79/82*z + 1
*
18/13 | 0.15221629937022545361081164856079613354 | 0.024532981268790351717176537861139864264
f(z) = 169/162*z^3 - 55/18*z + 1
*
12/13 | 0.17123506260429856800987693203197744387 | 0.028121826346653824355498646092765232381
f(z) = 169/162*z^3 - 49/18*z + 1
*
[ 9/5 ] 
f(z) = 175/162*z^3 - 55/18*z + 1
*
[ 13/8 ] 
f(z) = 160/169*z^3 - 55/26*z + 1
*
[ -2 ] 
f(z) = 163/168*z^3 - 50/21*z + 1
*
[ -2 ] 
f(z) = 167/168*z^3 - 52/21*z + 1
*
-20/13 | 0.12584090904752540915708444853791014262 | 0.020553868001603525537758348129526428377
f(z) = 169/160*z^3 - 57/20*z + 1
*
[ 4/13 ] 
f(z) = 169/160*z^3 - 47/20*z + 1
*
[ 20/13 ] 
f(z) = 169/160*z^3 - 43/20*z + 1
*
[ -2 ] 
f(z) = 169/168*z^3 - 53/21*z + 1
*
6/13 | 0.15554684872976568199111603751739745780 | 0.025961406849156194747920306190731404874
f(z) = 169/168*z^3 - 50/21*z + 1
*
18/13 | 0.12094321190764098647650138890250708147 | 0.020625992373284740310426636581999620138
f(z) = 169/168*z^3 - 44/21*z + 1
*
[ -2 ] 
f(z) = 173/168*z^3 - 55/21*z + 1
*
[ 5/4 ] 
f(z) = 176/175*z^3 - 48/35*z + 1
*
[ -2 ] 
f(z) = 179/168*z^3 - 58/21*z + 1
*
[ 3/4 ] 
f(z) = 160/171*z^3 - 49/57*z + 1
*
[ 8/13 ] 
f(z) = 169/160*z^3 - 41/40*z + 1
*
[ -22/13 ] 
f(z) = 169/176*z^3 - 51/44*z + 1
*
[ 2/3 ] 
f(z) = 171/176*z^3 - 41/44*z + 1
*
[ 3/5 ] 
f(z) = 175/171*z^3 - 59/57*z + 1
*
[ -13/8 ] 
f(z) = 176/169*z^3 - 59/52*z + 1
*
[ 3/4 ] 
f(z) = 176/171*z^3 - 52/57*z + 1
*
[ 5/6 ] 
f(z) = 162/175*z^3 - 59/70*z + 1
*
[ 12/13 ] 
f(z) = 169/160*z^3 - 59/60*z + 1
*
[ 13/9 ] 
f(z) = 162/169*z^3 - 22/13*z + 1
*
24/13 | 0.14832640732539236314787125403575537252 | 0.022721716223840501854081270411387766121
f(z) = 169/162*z^3 - 38/9*z + 1
*
[ 6/13 ] 
f(z) = 169/162*z^3 - 25/18*z + 1
*
[ -9/5 ] 
f(z) = 175/162*z^3 - 35/18*z + 1
*
[ 6/5 ] 
f(z) = 175/162*z^3 - 25/18*z + 1
*
[ -13/8 ] 
f(z) = 160/169*z^3 - 23/26*z + 1
*
[ 13/18 ] 
f(z) = 162/169*z^3 - 23/26*z + 1
*
[ 5/9 ] 
f(z) = 162/175*z^3 - 38/35*z + 1
*
[ -5/3 ] 
f(z) = 162/175*z^3 - 34/35*z + 1
*
[ 12/13 ] 
f(z) = 169/162*z^3 - 35/36*z + 1
*
[ 6/13 ] 
f(z) = 169/168*z^3 - 29/21*z + 1
*
-14/13 | 0.14661532970615747941788035636392102844 | 0.027468718258654913773771797938745602348
f(z) = 169/168*z^3 - 26/21*z + 1
*
[ 4/3 ] 
f(z) = 171/160*z^3 - 33/20*z + 1
*
[ -5/3 ] 
f(z) = 171/175*z^3 - 39/35*z + 1
*
[ 10/13 ] 
f(z) = 169/160*z^3 - 37/40*z + 1
*
[ 2/3 ] 
f(z) = 171/160*z^3 - 39/40*z + 1
*
[ 4/5 ] 
f(z) = 175/176*z^3 - 39/44*z + 1
*
[ -13/9 ]
f(z) = 162/169*z^3 - 4/13*z + 1
*
-12/13 | 0.057385732585466018569504595367024641223 | 0.011160927189195470700900666792880152946
f(z) = 169/162*z^3 - 19/18*z + 1
*
[ 9/13 ] 
f(z) = 169/162*z^3 - 17/18*z + 1
*
[ 3/5 ] 
f(z) = 175/162*z^3 - 19/18*z + 1
*
[ -20/13 ]
f(z) = 169/160*z^3 - 17/20*z + 1
*
[ -44/13 ] 
f(z) = 169/192*z^3 - 290/33*z + 1
*
3/20 | 0.096108501563469684820392961319242048883 | 0.010707263827085096535444980601690825481
f(z) = 160/189*z^3 - 293/70*z + 1
*
-3/13 | 0.14989424499583642890122974129683707085 | 0.022226116475976666671918883110290881085
f(z) = 169/180*z^3 - 283/60*z + 1
*
[ -12/5 ] 
f(z) = 173/192*z^3 - 283/75*z + 1
*
[ 2 ] 
f(z) = 163/180*z^3 - 281/90*z + 1
*
[ 2 ] 
f(z) = 165/188*z^3 - 283/94*z + 1
*
[ 2 ] 
f(z) = 165/196*z^3 - 281/98*z + 1
*
[ 2 ] 
f(z) = 167/180*z^3 - 289/90*z + 1
*
[ 2 ] 
f(z) = 167/188*z^3 - 287/94*z + 1
*
[ 2 ] 
f(z) = 167/196*z^3 - 285/98*z + 1
*
[ 2 ] 
f(z) = 169/180*z^3 - 293/90*z + 1
*
[ 2 ] 
f(z) = 169/188*z^3 - 291/94*z + 1
*
[ 2 ] 
f(z) = 169/196*z^3 - 289/98*z + 1
*
[ 2 ] 
f(z) = 171/188*z^3 - 295/94*z + 1
*
[ 2 ] 
f(z) = 171/196*z^3 - 293/98*z + 1
*
[ 2 ] 
f(z) = 173/188*z^3 - 299/94*z + 1
*
[ 2 ] 
f(z) = 173/196*z^3 - 297/98*z + 1
*
[ -7/3 ] 
f(z) = 177/196*z^3 - 293/84*z + 1
*
-18/13 | 0.20441183125592798022803857696811187163 | 0.029069873838316355534424001299993038140
f(z) = 169/192*z^3 - 283/144*z + 1
*
[ 3/2 ] 
f(z) = 160/183*z^3 - 299/183*z + 1
*
[ -17/9 ] 
f(z) = 162/187*z^3 - 292/187*z + 1
*
[ 44/39 ] 
f(z) = 169/192*z^3 - 299/297*z + 1
*
[ -12/7 ] 
f(z) = 169/192*z^3 - 295/294*z + 1
*
[ -60/13 ] 
f(z) = 169/192*z^3 - 263/15*z + 1
*
3/13 | 0.16912181504968094826129905943340896474 | 0.025352681673345704584056166138651464450
f(z) = 169/180*z^3 - 263/60*z + 1
*
[ -12/5 ] 
f(z) = 169/192*z^3 - 274/75*z + 1
*
[ -33/13 ] 
f(z) = 169/198*z^3 - 271/66*z + 1
*
[ 9/4 ] 
f(z) = 176/189*z^3 - 262/63*z + 1
*
[ 2 ] 
f(z) = 161/180*z^3 - 277/90*z + 1
*
[ 2 ] 
f(z) = 161/188*z^3 - 275/94*z + 1
*
[ 2 ] 
f(z) = 163/188*z^3 - 279/94*z + 1
*
[ 2 ] 
f(z) = 163/196*z^3 - 277/98*z + 1
*
[ -7/3 ] 
f(z) = 165/196*z^3 - 265/84*z + 1
*
-7/5 | 0.21658149868961653032789977370711849449 | 0.028693782118788187237792685770653586852
f(z) = 165/196*z^3 - 271/140*z + 1
*
[ 18/13 ] 
f(z) = 169/198*z^3 - 269/198*z + 1
*
-3/2 | 0.15243302207066737737083642132195712969 | 0.027300639893129574257480859121482983785
f(z) = 176/195*z^3 - 266/195*z + 1
*
[ -22/13 ] 
f(z) = 169/184*z^3 - 263/253*z + 1
*
[ 9/8 ] 
f(z) = 176/189*z^3 - 269/252*z + 1
*
[ 2/3 ] 
f(z) = 177/196*z^3 - 265/294*z + 1
*
[ 14/3 ] 
f(z) = 171/196*z^3 - 255/14*z + 1
*
[ -14/3 ] 
f(z) = 171/196*z^3 - 249/14*z + 1
*
[ 46/13 ] 
f(z) = 169/184*z^3 - 248/23*z + 1
*
-15/8 | 0.25299849271506218054081795411632266452 | 0.028813238143425742775897834330452388593
f(z) = 160/189*z^3 - 241/70*z + 1
*
[ -12/5 ] 
f(z) = 161/192*z^3 - 256/75*z + 1
*
[ 21/10 ] 
f(z) = 170/189*z^3 - 241/70*z + 1
*
12/25 | 0.28159016785560639517885125983596319494 | 0.029125182323022342164938028383853145708
f(z) = 175/192*z^3 - 247/75*z + 1
*
[ 3/10 ] 
f(z) = 160/189*z^3 - 253/105*z + 1
*
-14/11 | 0.24352900354595073571993115402915074086 | 0.029946562555853383625662197992137954597
f(z) = 165/196*z^3 - 243/154*z + 1
*
[ -24/13 ] 
f(z) = 169/189*z^3 - 253/168*z + 1
*
[ 1/2 ] 
f(z) = 168/199*z^3 - 241/199*z + 1
*
[ -23/13 ] 
f(z) = 169/184*z^3 - 241/184*z + 1
*
[ 6/13 ] 
f(z) = 169/186*z^3 - 253/186*z + 1
*
[ 17/13 ] 
f(z) = 169/187*z^3 - 245/187*z + 1
*
[ 4/3 ] 
f(z) = 171/188*z^3 - 257/188*z + 1
*
[ 4/3 ] 
f(z) = 171/196*z^3 - 255/196*z + 1
*
[ 1/2 ] 
f(z) = 172/199*z^3 - 242/199*z + 1
*
[ -9/5 ] 
f(z) = 175/198*z^3 - 259/198*z + 1
*
[ -7/4 ] 
f(z) = 176/189*z^3 - 242/189*z + 1
*
[ 1/2 ] 
f(z) = 176/197*z^3 - 241/197*z + 1
*
[ 1/2 ] 
f(z) = 176/199*z^3 - 243/199*z + 1
*
[ 8/15 ] 
f(z) = 175/192*z^3 - 245/216*z + 1
*
[ 36/65 ] 
f(z) = 169/192*z^3 - 242/225*z + 1
*
[ 15/26 ] 
f(z) = 169/180*z^3 - 251/240*z + 1
*
[ 2/3 ] 
f(z) = 165/188*z^3 - 251/282*z + 1
*
[ 2/3 ] 
f(z) = 165/196*z^3 - 257/294*z + 1
*
[ 2/3 ] 
f(z) = 177/188*z^3 - 259/282*z + 1
*
[ -46/13 ] 
f(z) = 169/184*z^3 - 235/23*z + 1
*
3/4 | 0.15091901454606601276318648251372876519 | 0.019846284652161013231955411779706916578
f(z) = 160/189*z^3 - 223/42*z + 1
*
[ 9/4 ] 
f(z) = 160/189*z^3 - 235/63*z + 1
*
[ -30/13 ] 
f(z) = 169/189*z^3 - 233/70*z + 1
*
[ 3/13 ] 
f(z) = 169/198*z^3 - 223/66*z + 1
*
3/10 | 0.19773650101181002733887424724196003016 | 0.022541008810815245873735316809777507310
f(z) = 170/189*z^3 - 239/70*z + 1
*
-24/13 | 0.18739144405533301770531359612404258251 | 0.024671743148245038698017062486111812531
f(z) = 169/189*z^3 - 221/84*z + 1
*
[ -2 ] 
f(z) = 179/180*z^3 - 223/90*z + 1
*
-12/7 | 0.24053552771745760215721133272014114044 | 0.025098050559368387899097100361898881587
f(z) = 175/192*z^3 - 227/105*z + 1
*
-48/35 | 0.22198987877517406454279321630582212506 | 0.028064968571903109332128810451849913431
f(z) = 175/192*z^3 - 227/112*z + 1
*
[ 14/39 ] 
f(z) = 169/196*z^3 - 239/126*z + 1
*
[ 14/9 ] 
f(z) = 171/196*z^3 - 221/126*z + 1
*
-3/2 | 0.19263108590062548432958266804709162470 | 0.025243406418676208988088541320866850267
f(z) = 160/189*z^3 - 229/168*z + 1
*
[ 46/35 ] 
f(z) = 175/184*z^3 - 226/161*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.025418450529938188617808864078162308203
f(z) = 175/192*z^3 - 221/168*z + 1
*
[ 1/2 ] 
f(z) = 160/181*z^3 - 221/181*z + 1
*
[ 1/2 ] 
f(z) = 160/183*z^3 - 223/183*z + 1
*
[ 1/2 ] 
f(z) = 160/187*z^3 - 227/187*z + 1
*
[ 1/2 ] 
f(z) = 160/189*z^3 - 229/189*z + 1
*
[ 1/2 ] 
f(z) = 160/191*z^3 - 231/191*z + 1
*
[ 1/2 ] 
f(z) = 160/193*z^3 - 233/193*z + 1
*
[ 1/2 ] 
f(z) = 160/197*z^3 - 237/197*z + 1
*
[ 1/2 ] 
f(z) = 160/199*z^3 - 239/199*z + 1
*
[ 1/2 ] 
f(z) = 164/181*z^3 - 222/181*z + 1
*
[ 1/2 ] 
f(z) = 164/183*z^3 - 224/183*z + 1
*
[ 1/2 ] 
f(z) = 164/185*z^3 - 226/185*z + 1
*
[ 1/2 ] 
f(z) = 164/187*z^3 - 228/187*z + 1
*
[ 1/2 ] 
f(z) = 164/189*z^3 - 230/189*z + 1
*
[ 1/2 ] 
f(z) = 164/191*z^3 - 232/191*z + 1
*
[ 1/2 ] 
f(z) = 164/193*z^3 - 234/193*z + 1
*
-3/2 | 0.15243302207066737737083642132195712969 | 0.027834207353923739519871028136448396310
f(z) = 164/195*z^3 - 239/195*z + 1
*
[ 1/2 ] 
f(z) = 164/195*z^3 - 236/195*z + 1
*
[ 1/2 ] 
f(z) = 164/197*z^3 - 238/197*z + 1
*
[ 1/2 ] 
f(z) = 164/199*z^3 - 240/199*z + 1
*
[ 1/2 ] 
f(z) = 168/181*z^3 - 223/181*z + 1
*
[ 1/2 ] 
f(z) = 168/185*z^3 - 227/185*z + 1
*
[ 1/2 ] 
f(z) = 168/187*z^3 - 229/187*z + 1
*
[ 1/2 ] 
f(z) = 168/191*z^3 - 233/191*z + 1
*
[ 1/2 ] 
f(z) = 168/193*z^3 - 235/193*z + 1
*
[ 1/2 ] 
f(z) = 168/197*z^3 - 239/197*z + 1
*
[ 1/2 ] 
f(z) = 172/181*z^3 - 224/181*z + 1
*
[ 1/2 ] 
f(z) = 172/183*z^3 - 226/183*z + 1
*
[ 1/2 ] 
f(z) = 172/185*z^3 - 228/185*z + 1
*
[ 1/2 ] 
f(z) = 172/187*z^3 - 230/187*z + 1
*
[ 1/2 ] 
f(z) = 172/189*z^3 - 232/189*z + 1
*
[ 1/2 ] 
f(z) = 172/191*z^3 - 234/191*z + 1
*
[ 1/2 ] 
f(z) = 172/193*z^3 - 236/193*z + 1
*
[ 1/2 ] 
f(z) = 172/195*z^3 - 238/195*z + 1
*
[ 1/2 ] 
f(z) = 172/197*z^3 - 240/197*z + 1
*
[ 6/5 ] 
f(z) = 175/186*z^3 - 221/186*z + 1
*
[ 1/2 ] 
f(z) = 176/181*z^3 - 225/181*z + 1
*
[ 1/2 ] 
f(z) = 176/183*z^3 - 227/183*z + 1
*
[ 5/4 ] 
f(z) = 176/185*z^3 - 238/185*z + 1
*
[ 1/2 ] 
f(z) = 176/185*z^3 - 229/185*z + 1
*
[ 1/2 ] 
f(z) = 176/189*z^3 - 233/189*z + 1
*
[ 1/2 ] 
f(z) = 176/191*z^3 - 235/191*z + 1
*
[ 1/2 ] 
f(z) = 176/193*z^3 - 237/193*z + 1
*
[ 1/2 ] 
f(z) = 176/195*z^3 - 239/195*z + 1
*
[ 5/4 ] 
f(z) = 176/195*z^3 - 236/195*z + 1
*
[ 21/40 ] 
f(z) = 160/189*z^3 - 239/210*z + 1
*
[ 6/5 ] 
f(z) = 160/189*z^3 - 221/210*z + 1
*
[ 46/39 ] 
f(z) = 169/184*z^3 - 233/207*z + 1
*
[ 21/34 ] 
f(z) = 170/189*z^3 - 229/238*z + 1
*
[ 12/13 ] 
f(z) = 169/184*z^3 - 239/276*z + 1
*
[ 14/19 ] 
f(z) = 171/196*z^3 - 221/266*z + 1
*
[ 15/16 ] 
f(z) = 160/189*z^3 - 227/280*z + 1
*
[ 3/26 ] 
f(z) = 169/189*z^3 - 215/28*z + 1
*
40/13 | 0.21369636554333258675657596441181808532 | 0.028906608213679976167220074886590192307
f(z) = 169/192*z^3 - 203/24*z + 1
*
4/35 | 0.24406596385603892975582807782367784614 | 0.025740214770122899186412105750858772915
f(z) = 175/192*z^3 - 205/21*z + 1
*
30/13 | 0.14945494296867447178875959700161338191 | 0.022088487774422576039761727031414007049
f(z) = 169/192*z^3 - 217/48*z + 1
*
-2 | 0.078370856094640339087051293789608203525 | 0.011698015092980654729634838685820373886
f(z) = 179/192*z^3 - 203/48*z + 1
*
12/23 | 0.27717152278376958816715684348672845917 | 0.029057333337032286609515973753303942662
f(z) = 161/192*z^3 - 217/69*z + 1
*
[ 3/13 ] 
f(z) = 169/180*z^3 - 203/60*z + 1
*
3/4 | 0.25296443697858244718817700714989652080 | 0.029220361167298661701324304484346522538
f(z) = 176/189*z^3 - 213/77*z + 1
*
[ -9/4 ] 
f(z) = 176/189*z^3 - 206/63*z + 1
*
[ -2 ] 
f(z) = 169/180*z^3 - 203/90*z + 1
*
[ 4/13 ] 
f(z) = 169/184*z^3 - 215/92*z + 1
*
[ -2 ] 
f(z) = 171/188*z^3 - 201/94*z + 1
*
[ -2 ] 
f(z) = 173/180*z^3 - 211/90*z + 1
*
[ -2 ] 
f(z) = 173/188*z^3 - 205/94*z + 1
*
[ -2 ] 
f(z) = 175/188*z^3 - 209/94*z + 1
*
[ -2 ] 
f(z) = 177/188*z^3 - 213/94*z + 1
*
[ -2 ] 
f(z) = 177/196*z^3 - 207/98*z + 1
*
[ -2 ] 
f(z) = 179/188*z^3 - 217/94*z + 1
*
[ -2 ] 
f(z) = 179/196*z^3 - 211/98*z + 1
*
[ 3/8 ] 
f(z) = 172/189*z^3 - 201/112*z + 1
*
[ 18/13 ] 
f(z) = 169/192*z^3 - 203/144*z + 1
*
[ 21/16 ] 
f(z) = 160/189*z^3 - 205/168*z + 1
*
-8/7 | 0.16604553145107116406863619174555886486 | 0.022431154190485938413192195751504709595
f(z) = 161/192*z^3 - 205/168*z + 1
*
[ 11/9 ] 
f(z) = 162/187*z^3 - 208/187*z + 1
*
[ 7/13 ] 
f(z) = 169/189*z^3 - 211/189*z + 1
*
[ 28/39 ] 
f(z) = 169/196*z^3 - 211/252*z + 1
*
[ 7/9 ] 
f(z) = 171/196*z^3 - 205/252*z + 1
*
[ 3/20 ] 
f(z) = 160/189*z^3 - 199/35*z + 1
*
[ -21/8 ] 
f(z) = 160/189*z^3 - 187/42*z + 1
*
-2 | 0.077386331146399228101828582113053626470 | 0.011713399221297510294275786158410758089
f(z) = 161/192*z^3 - 185/48*z + 1
*
-2 | 0.077569542367881240052502879321018827543 | 0.011722052083886316880378825334105384915
f(z) = 163/192*z^3 - 187/48*z + 1
*
-2 | 0.077039271627814359214231868089478438103 | 0.011604803035006248650802448776103571517
f(z) = 167/192*z^3 - 191/48*z + 1
*
-2 | 0.077463265357282929366835440658072681153 | 0.011614556944709103343550166462055803235
f(z) = 173/192*z^3 - 197/48*z + 1
*
-2 | 0.077222857573680515016166977493187407866 | 0.011561001704613298821632634944565573163
f(z) = 175/192*z^3 - 199/48*z + 1
*
24/13 | 0.087568070126407477883120180855267287815 | 0.013834428315789426291070929413647304373
f(z) = 169/180*z^3 - 187/60*z + 1
*
[ -2 ] 
f(z) = 161/180*z^3 - 187/90*z + 1
*
[ -2 ] 
f(z) = 161/188*z^3 - 181/94*z + 1
*
[ -2 ] 
f(z) = 163/180*z^3 - 191/90*z + 1
*
[ -2 ] 
f(z) = 163/188*z^3 - 185/94*z + 1
*
[ -2 ] 
f(z) = 165/188*z^3 - 189/94*z + 1
*
[ -2 ] 
f(z) = 165/196*z^3 - 183/98*z + 1
*
[ -2 ] 
f(z) = 167/180*z^3 - 199/90*z + 1
*
[ -2 ] 
f(z) = 167/188*z^3 - 193/94*z + 1
*
[ -2 ] 
f(z) = 167/196*z^3 - 187/98*z + 1
*
-18/13 | 0.14884401675370707619284020732058771363 | 0.025124508772674146059888583034390773303
f(z) = 169/180*z^3 - 187/90*z + 1
*
[ -2 ] 
f(z) = 169/188*z^3 - 197/94*z + 1
*
[ -2 ] 
f(z) = 169/196*z^3 - 191/98*z + 1
*
[ -2 ] 
f(z) = 171/196*z^3 - 195/98*z + 1
*
[ -2 ] 
f(z) = 173/196*z^3 - 199/98*z + 1
*
[ 2/5 ] 
f(z) = 165/184*z^3 - 189/115*z + 1
*
[ -24/13 ] 
f(z) = 169/180*z^3 - 199/120*z + 1
*
[ 18/13 ] 
f(z) = 169/189*z^3 - 181/126*z + 1
*
[ 7/5 ] 
f(z) = 165/196*z^3 - 191/140*z + 1
*
-15/16 | 0.20387128496911764758966517720061022558 | 0.027566111294940133249769504284079291080
f(z) = 160/189*z^3 - 181/168*z + 1
*
[ -7/4 ] 
f(z) = 160/189*z^3 - 193/189*z + 1
*
[ 5/9 ] 
f(z) = 162/185*z^3 - 198/185*z + 1
*
[ 3/5 ] 
f(z) = 175/183*z^3 - 185/183*z + 1
*
[ 3/5 ] 
f(z) = 175/186*z^3 - 187/186*z + 1
*
[ 3/5 ] 
f(z) = 175/192*z^3 - 191/192*z + 1
*
3/10 | 0.17907558949703833259329710105170001512 | 0.023736440407477879429266533841614043700
f(z) = 160/189*z^3 - 191/210*z + 1
*
[ 2/3 ] 
f(z) = 163/184*z^3 - 185/207*z + 1
*
[ 2/3 ] 
f(z) = 167/184*z^3 - 187/207*z + 1
*
[ 2/3 ] 
f(z) = 169/184*z^3 - 188/207*z + 1
*
[ 2/3 ] 
f(z) = 173/184*z^3 - 190/207*z + 1
*
[ 2/3 ] 
f(z) = 175/184*z^3 - 191/207*z + 1
*
[ 2/3 ] 
f(z) = 179/184*z^3 - 193/207*z + 1
*
[ 21/32 ] 
f(z) = 160/189*z^3 - 199/224*z + 1
*
[ 10/13 ] 
f(z) = 169/192*z^3 - 197/240*z + 1
*
[ 21/4 ] 
f(z) = 176/189*z^3 - 174/7*z + 1
*
-30/13 | 0.16977073348427268754552642060156028259 | 0.024700521852717323444400692759965112920
f(z) = 169/180*z^3 - 161/30*z + 1
*
57/26 | 0.11454760706540615641801665490799243497 | 0.013614203974794253695493553172988092605
f(z) = 169/189*z^3 - 167/28*z + 1
*
[ 4/35 ] 
f(z) = 175/192*z^3 - 163/21*z + 1
*
[ 3 ] 
f(z) = 178/189*z^3 - 164/21*z + 1
*
2/5 | 0.18296444474357998915056207726425994079 | 0.027928896515717623927763841964238895023
f(z) = 175/192*z^3 - 175/48*z + 1
*
[ -9/4 ] 
f(z) = 160/189*z^3 - 179/63*z + 1
*
-21/10 | 0.14011031963412693850584870585605235407 | 0.016582813279394804579115369549229449221
f(z) = 160/189*z^3 - 173/70*z + 1
*
-15/8 | 0.23141163104847714107767025008027559812 | 0.027426562306437082624101009382786523758
f(z) = 160/189*z^3 - 171/70*z + 1
*
-57/40 | 0.12801821850984347760965358171218621886 | 0.015215212119513084462000979789486962861
f(z) = 160/189*z^3 - 167/70*z + 1
*
[ 3/10 ] 
f(z) = 170/189*z^3 - 169/70*z + 1
*
[ -2 ] 
f(z) = 163/196*z^3 - 179/98*z + 1
*
[ 14/11 ] 
f(z) = 165/196*z^3 - 177/154*z + 1
*
[ 6/11 ] 
f(z) = 176/189*z^3 - 171/154*z + 1
*
[ -12/7 ] 
f(z) = 179/192*z^3 - 170/147*z + 1
*
[ 8/7 ] 
f(z) = 161/192*z^3 - 163/168*z + 1
*
[ 3/5 ] 
f(z) = 163/189*z^3 - 171/175*z + 1
*
[ 3/5 ] 
f(z) = 166/189*z^3 - 172/175*z + 1
*
[ 3/5 ] 
f(z) = 169/189*z^3 - 173/175*z + 1
*
[ 3/5 ] 
f(z) = 172/189*z^3 - 174/175*z + 1
*
[ 8/7 ] 
f(z) = 175/192*z^3 - 179/168*z + 1
*
[ 3/5 ] 
f(z) = 178/189*z^3 - 176/175*z + 1
*
[ 9/13 ] 
f(z) = 169/180*z^3 - 161/180*z + 1
*
[ 8/13 ] 
f(z) = 169/184*z^3 - 179/184*z + 1
*
[ 2/3 ] 
f(z) = 171/182*z^3 - 167/182*z + 1
*
[ -5/3 ] 
f(z) = 171/185*z^3 - 179/185*z + 1
*
[ 2/3 ] 
f(z) = 171/194*z^3 - 173/194*z + 1
*
[ 3/4 ] 
f(z) = 176/195*z^3 - 164/195*z + 1
*
[ 6/7 ] 
f(z) = 161/180*z^3 - 173/210*z + 1
*
[ 14/15 ] 
f(z) = 165/196*z^3 - 169/210*z + 1
*
[ -21/4 ] 
f(z) = 160/189*z^3 - 155/7*z + 1
*
-68/13 | 0.23549458521048876240584288988513837529 | 0.027940005352835203544779414907082370889
f(z) = 169/192*z^3 - 143/6*z + 1
*
[ 3 ] 
f(z) = 160/189*z^3 - 146/21*z + 1
*
[ 3 ] 
f(z) = 163/189*z^3 - 149/21*z + 1
*
[ 3 ] 
f(z) = 166/189*z^3 - 152/21*z + 1
*
[ 3 ] 
f(z) = 169/189*z^3 - 155/21*z + 1
*
6/13 | 0.19126591142289033041435261748737767681 | 0.023159376167903833797134774868665210740
f(z) = 169/189*z^3 - 143/28*z + 1
*
[ -3 ] 
f(z) = 170/189*z^3 - 142/21*z + 1
*
[ 3 ] 
f(z) = 172/189*z^3 - 158/21*z + 1
*
[ -3 ] 
f(z) = 173/189*z^3 - 145/21*z + 1
*
[ -3 ] 
f(z) = 176/189*z^3 - 148/21*z + 1
*
[ -21/8 ] 
f(z) = 176/189*z^3 - 141/28*z + 1
*
[ -3 ] 
f(z) = 179/189*z^3 - 151/21*z + 1
*
[ 2 ] 
f(z) = 167/192*z^3 - 143/48*z + 1
*
[ 24/13 ] 
f(z) = 169/189*z^3 - 145/56*z + 1
*
[ 28/13 ] 
f(z) = 169/192*z^3 - 149/42*z + 1
*
[ 2 ] 
f(z) = 169/192*z^3 - 145/48*z + 1
*
[ 2 ] 
f(z) = 173/192*z^3 - 149/48*z + 1
*
[ 2 ] 
f(z) = 179/192*z^3 - 155/48*z + 1
*
12/23 | 0.25040396275411232345269930487994895552 | 0.027348334960195517468865313041361163368
f(z) = 161/192*z^3 - 148/69*z + 1
*
[ -21/11 ] 
f(z) = 176/189*z^3 - 144/77*z + 1
*
[ 21/13 ] 
f(z) = 169/196*z^3 - 157/84*z + 1
*
3/4 | 0.18773985791101727617986988589239656208 | 0.025928592852650358062203063320699057839
f(z) = 172/189*z^3 - 155/84*z + 1
*
[ 3/2 ] 
f(z) = 173/189*z^3 - 145/84*z + 1
*
[ 2/5 ] 
f(z) = 175/188*z^3 - 155/94*z + 1
*
[ 3/8 ] 
f(z) = 176/189*z^3 - 151/84*z + 1
*
[ 3/2 ] 
f(z) = 179/189*z^3 - 151/84*z + 1
*
[ 21/16 ] 
f(z) = 176/189*z^3 - 153/112*z + 1
*
[ 4/7 ] 
f(z) = 163/192*z^3 - 151/147*z + 1
*
[ 4/7 ] 
f(z) = 167/192*z^3 - 152/147*z + 1
*
[ -12/7 ] 
f(z) = 167/192*z^3 - 143/147*z + 1
*
[ 4/7 ] 
f(z) = 179/192*z^3 - 155/147*z + 1
*
[ 14/13 ] 
f(z) = 169/184*z^3 - 160/161*z + 1
*
[ 24/35 ] 
f(z) = 175/192*z^3 - 149/168*z + 1
*
[ 3/4 ] 
f(z) = 178/189*z^3 - 145/168*z + 1
*
[ 3/4 ] 
f(z) = 160/183*z^3 - 151/183*z + 1
*
[ -5/3 ] 
f(z) = 162/185*z^3 - 154/185*z + 1
*
[ 11/13 ] 
f(z) = 169/187*z^3 - 155/187*z + 1
*
[ 10/13 ] 
f(z) = 169/190*z^3 - 157/190*z + 1
*
[ 28/39 ] 
f(z) = 169/192*z^3 - 160/189*z + 1
*
[ 11/13 ] 
f(z) = 169/198*z^3 - 157/198*z + 1
*
[ 4/5 ] 
f(z) = 175/188*z^3 - 159/188*z + 1
*
[ 3/4 ] 
f(z) = 176/183*z^3 - 160/183*z + 1
*
[ 42/13 ] 
f(z) = 169/189*z^3 - 121/14*z + 1
*
[ -3 ] 
f(z) = 164/189*z^3 - 136/21*z + 1
*
[ -3 ] 
f(z) = 167/189*z^3 - 139/21*z + 1
*
[ 30/13 ] 
f(z) = 169/180*z^3 - 133/30*z + 1
*
[ 2/13 ] 
f(z) = 169/184*z^3 - 127/23*z + 1
*
[ 2 ] 
f(z) = 161/192*z^3 - 137/48*z + 1
*
-12/7 | 0.19007417383186134957734017708524170510 | 0.023007149467971994251836257269116788049
f(z) = 161/192*z^3 - 121/42*z + 1
*
[ 2 ] 
f(z) = 163/192*z^3 - 139/48*z + 1
*
-21/13 | 0.16870027415906905496670146203549534701 | 0.028387341303352067382487240506473967724
f(z) = 169/180*z^3 - 127/60*z + 1
*
6/5 | 0.13686985474582929005664418421339871595 | 0.022686540472650614330368384987390610737
f(z) = 175/198*z^3 - 139/66*z + 1
*
[ 3/2 ] 
f(z) = 167/189*z^3 - 139/84*z + 1
*
[ 18/13 ] 
f(z) = 169/180*z^3 - 137/90*z + 1
*
[ 4/3 ] 
f(z) = 171/184*z^3 - 129/92*z + 1
*
[ 9/8 ] 
f(z) = 160/189*z^3 - 121/126*z + 1
*
[ -12/7 ] 
f(z) = 163/192*z^3 - 134/147*z + 1
*
[ 4/5 ] 
f(z) = 167/192*z^3 - 121/150*z + 1
*
[ 4/5 ] 
f(z) = 179/192*z^3 - 127/150*z + 1
*
[ 3/4 ] 
f(z) = 166/189*z^3 - 139/168*z + 1
*
[ -30/13 ] 
f(z) = 169/180*z^3 - 107/30*z + 1
*
[ 7/3 ] 
f(z) = 171/196*z^3 - 117/28*z + 1
*
12/5 | 0.26641323470447835140524649708804010225 | 0.029892177681782690467307015019610186696
f(z) = 175/192*z^3 - 116/21*z + 1
*
68/35 | 0.18622910693424292215585277775066600625 | 0.021042287784164387144463170526863219868
f(z) = 175/192*z^3 - 109/21*z + 1
*
-2 | 0.096575692519703432657804533313240462521 | 0.014425991076858894265283053253041498169
f(z) = 179/184*z^3 - 101/23*z + 1
*
[ -2 ] 
f(z) = 173/192*z^3 - 101/48*z + 1
*
[ -2 ] 
f(z) = 175/192*z^3 - 103/48*z + 1
*
[ -2 ] 
f(z) = 179/192*z^3 - 107/48*z + 1
*
[ -15/8 ] 
f(z) = 160/189*z^3 - 101/70*z + 1
*
-24/13 | 0.15187374213875852248723870797530714447 | 0.026314700072066765499091995459739286510
f(z) = 169/180*z^3 - 107/60*z + 1
*
-28/65 | 0.19653501414643263863395399647926676173 | 0.022277016208759080923689111897879500760
f(z) = 169/192*z^3 - 106/75*z + 1
*
[ 3/5 ] 
f(z) = 170/189*z^3 - 104/105*z + 1
*
[ 7/6 ] 
f(z) = 171/196*z^3 - 117/112*z + 1
*
[ 12/13 ] 
f(z) = 169/198*z^3 - 107/132*z + 1
*
[ 4/5 ] 
f(z) = 163/192*z^3 - 119/150*z + 1
*
[ -36/13 ] 
f(z) = 169/192*z^3 - 97/18*z + 1
*
[ 4 ] 
f(z) = 175/192*z^3 - 83/6*z + 1
*
[ 4 ] 
f(z) = 179/192*z^3 - 85/6*z + 1
*
-3/10 | 0.23502724975730246860645699860243107826 | 0.029900981724835777262959602636609815933
f(z) = 160/189*z^3 - 96/35*z + 1
*
12/7 | 0.24848164523133356350494951413841972359 | 0.028624702667262765617904635651697370146
f(z) = 161/192*z^3 - 92/21*z + 1
*
-2 | 0.096929258418245331691564309758566485935 | 0.014659506483339924185796217842215147005
f(z) = 163/184*z^3 - 93/23*z + 1
*
-2 | 0.097165685708235489546376990466703929947 | 0.014671531668391304679981668918573670485
f(z) = 165/184*z^3 - 94/23*z + 1
*
-2 | 0.096634784952095388843035101490351600647 | 0.014568090756394844510200950242485581863
f(z) = 167/184*z^3 - 95/23*z + 1
*
-2 | 0.096578456608241850023695556481577035774 | 0.014536651593048721667890546683111158193
f(z) = 169/184*z^3 - 96/23*z + 1
*
-28/13 | 0.22814201537924882480643792116337412301 | 0.026122351664531274919511543866342450667
f(z) = 169/192*z^3 - 97/21*z + 1
*
-24/13 | 0.15698989121239927432799693045337563686 | 0.024158675724021607637365404370868194725
f(z) = 169/192*z^3 - 83/24*z + 1
*
[ 28/13 ] 
f(z) = 169/196*z^3 - 97/28*z + 1
*
-2 | 0.097688361415771640663931990950475622497 | 0.014680811886933099732377984617416452541
f(z) = 171/184*z^3 - 97/23*z + 1
*
[ -7/3 ] 
f(z) = 171/196*z^3 - 93/28*z + 1
*
-2 | 0.098320178382537102220541867375886859860 | 0.014753022823525247440954826688306573629
f(z) = 173/184*z^3 - 98/23*z + 1
*
-2 | 0.098499651049877000231184778745235092646 | 0.014757471730003918949391427693356708082
f(z) = 175/184*z^3 - 99/23*z + 1
*
-12/35 | 0.20721894017394578317398586783812935863 | 0.023994171364930633721378515369087132697
f(z) = 175/192*z^3 - 88/21*z + 1
*
36/35 | 0.19914558932456867814615744881478406578 | 0.023152333229892307649622863367256850363
f(z) = 175/192*z^3 - 85/21*z + 1
*
-2 | 0.098170864717531907780206116248673372206 | 0.014686098268235686543845882428290010903
f(z) = 177/184*z^3 - 100/23*z + 1
*
[ -2 ] 
f(z) = 161/192*z^3 - 89/48*z + 1
*
[ -2 ] 
f(z) = 163/192*z^3 - 91/48*z + 1
*
[ -2 ] 
f(z) = 167/192*z^3 - 95/48*z + 1
*
[ -2 ] 
f(z) = 169/192*z^3 - 97/48*z + 1
*
[ 12/7 ] 
f(z) = 175/192*z^3 - 95/42*z + 1
*
[ 12/35 ] 
f(z) = 175/192*z^3 - 85/42*z + 1
*
[ 6/13 ] 
f(z) = 169/184*z^3 - 94/69*z + 1
*
[ 6/13 ] 
f(z) = 169/198*z^3 - 89/66*z + 1
*
[ 6/5 ] 
f(z) = 175/184*z^3 - 83/69*z + 1
*
[ 12/25 ] 
f(z) = 175/192*z^3 - 97/75*z + 1
*
[ 2/3 ] 
f(z) = 171/188*z^3 - 85/94*z + 1
*
[ 2/3 ] 
f(z) = 171/196*z^3 - 87/98*z + 1
*
[ 3/4 ] 
f(z) = 167/189*z^3 - 93/112*z + 1
*
[ 10/13 ] 
f(z) = 169/184*z^3 - 97/115*z + 1
*
[ 3/4 ] 
f(z) = 173/189*z^3 - 95/112*z + 1
*
[ 3/4 ] 
f(z) = 179/189*z^3 - 97/112*z + 1
*
[ 21/8 ] 
f(z) = 160/189*z^3 - 73/14*z + 1
*
[ -4 ] 
f(z) = 161/192*z^3 - 73/6*z + 1
*
[ 4 ] 
f(z) = 163/192*z^3 - 77/6*z + 1
*
[ 4 ] 
f(z) = 167/192*z^3 - 79/6*z + 1
*
[ -4 ] 
f(z) = 169/192*z^3 - 77/6*z + 1
*
[ -4 ] 
f(z) = 173/192*z^3 - 79/6*z + 1
*
[ -21/10 ] 
f(z) = 160/189*z^3 - 79/35*z + 1
*
[ 2 ] 
f(z) = 163/184*z^3 - 70/23*z + 1
*
[ 2 ] 
f(z) = 165/184*z^3 - 71/23*z + 1
*
[ 2 ] 
f(z) = 167/184*z^3 - 72/23*z + 1
*
[ 2 ] 
f(z) = 169/184*z^3 - 73/23*z + 1
*
[ 3/13 ] 
f(z) = 169/189*z^3 - 71/21*z + 1
*
24/13 | 0.18784662014479741405697440887449512597 | 0.029244807370984270675588776069854019123
f(z) = 169/192*z^3 - 77/24*z + 1
*
-20/13 | 0.21426067941596881421597772405439767218 | 0.027624456310676699635698022744926098632
f(z) = 169/192*z^3 - 73/30*z + 1
*
[ 24/13 ] 
f(z) = 169/192*z^3 - 61/24*z + 1
*
[ -28/13 ] 
f(z) = 169/196*z^3 - 71/28*z + 1
*
[ 2 ] 
f(z) = 171/184*z^3 - 74/23*z + 1
*
[ 2 ] 
f(z) = 173/184*z^3 - 75/23*z + 1
*
[ 2 ] 
f(z) = 175/184*z^3 - 76/23*z + 1
*
[ 4/15 ] 
f(z) = 175/192*z^3 - 76/27*z + 1
*
-8/5 | 0.15511888054235617986131961527688704800 | 0.024803825818711276975651795411020628163
f(z) = 175/192*z^3 - 65/24*z + 1
*
[ 2 ] 
f(z) = 177/184*z^3 - 77/23*z + 1
*
[ 2 ] 
f(z) = 179/184*z^3 - 78/23*z + 1
*
-21/16 | 0.12588881904188256511155115264070522868 | 0.016423241101341365867336624819814570049
f(z) = 160/189*z^3 - 79/56*z + 1
*
[ 4/3 ] 
f(z) = 161/192*z^3 - 67/54*z + 1
*
[ 4/3 ] 
f(z) = 169/192*z^3 - 71/54*z + 1
*
[ 6/13 ] 
f(z) = 169/192*z^3 - 65/48*z + 1
*
[ 3/2 ] 
f(z) = 170/189*z^3 - 71/42*z + 1
*
[ 4/3 ] 
f(z) = 173/192*z^3 - 73/54*z + 1
*
[ 2/5 ] 
f(z) = 175/192*z^3 - 79/48*z + 1
*
[ 12/23 ] 
f(z) = 161/192*z^3 - 79/69*z + 1
*
[ 2/3 ] 
f(z) = 165/184*z^3 - 62/69*z + 1
*
[ 4/5 ] 
f(z) = 169/192*z^3 - 61/75*z + 1
*
[ 6/5 ] 
f(z) = 170/189*z^3 - 79/70*z + 1
*
[ 4/5 ] 
f(z) = 173/192*z^3 - 62/75*z + 1
*
[ 6/5 ] 
f(z) = 175/198*z^3 - 73/66*z + 1
*
[ 3/5 ] 
f(z) = 175/198*z^3 - 65/66*z + 1
*
[ 21/22 ] 
f(z) = 176/189*z^3 - 69/77*z + 1
*
[ 2/3 ] 
f(z) = 177/184*z^3 - 64/69*z + 1
*
[ 10/13 ] 
f(z) = 169/180*z^3 - 77/90*z + 1
*
[ 12/13 ] 
f(z) = 169/189*z^3 - 71/84*z + 1
*
[ 3/4 ] 
f(z) = 172/189*z^3 - 71/84*z + 1
*
[ 4/5 ] 
f(z) = 175/184*z^3 - 79/92*z + 1
*
[ -3 ] 
f(z) = 160/189*z^3 - 44/7*z + 1
*
[ -3 ] 
f(z) = 163/189*z^3 - 45/7*z + 1
*
[ 3 ] 
f(z) = 164/189*z^3 - 50/7*z + 1
*
[ -3 ] 
f(z) = 166/189*z^3 - 46/7*z + 1
*
[ 3 ] 
f(z) = 167/189*z^3 - 51/7*z + 1
*
-30/13 | 0.17181056392615567279381639875356420559 | 0.023525477665285825048758763025692674685
f(z) = 169/189*z^3 - 55/14*z + 1
*
[ -3 ] 
f(z) = 169/189*z^3 - 47/7*z + 1
*
4/13 | 0.12784843801918676797248047763656094622 | 0.015655774206091147620181039239933285712
f(z) = 169/192*z^3 - 55/3*z + 1
*
[ 36/13 ] 
f(z) = 169/192*z^3 - 55/9*z + 1
*
[ 3 ] 
f(z) = 170/189*z^3 - 52/7*z + 1
*
[ -3 ] 
f(z) = 172/189*z^3 - 48/7*z + 1
*
[ 3 ] 
f(z) = 173/189*z^3 - 53/7*z + 1
*
[ 4 ] 
f(z) = 173/192*z^3 - 41/3*z + 1
*
[ 3 ] 
f(z) = 176/189*z^3 - 54/7*z + 1
*
[ -3 ] 
f(z) = 178/189*z^3 - 50/7*z + 1
*
[ 3 ] 
f(z) = 179/189*z^3 - 55/7*z + 1
*
[ -4 ] 
f(z) = 179/192*z^3 - 41/3*z + 1
*
[ 12/7 ] 
f(z) = 161/192*z^3 - 43/21*z + 1
*
[ -2 ] 
f(z) = 163/184*z^3 - 47/23*z + 1
*
[ 3/2 ] 
f(z) = 163/189*z^3 - 45/28*z + 1
*
[ -2 ] 
f(z) = 165/184*z^3 - 48/23*z + 1
*
[ -2 ] 
f(z) = 167/184*z^3 - 49/23*z + 1
*
[ 6/13 ] 
f(z) = 169/180*z^3 - 41/30*z + 1
*
[ -2 ] 
f(z) = 169/184*z^3 - 50/23*z + 1
*
15/13 | 0.18283139867917137024388151970820228816 | 0.024853785030933098178940504260466928478
f(z) = 169/189*z^3 - 58/35*z + 1
*
[ 21/13 ] 
f(z) = 169/189*z^3 - 41/21*z + 1
*
[ -28/13 ] 
f(z) = 169/192*z^3 - 55/21*z + 1
*
[ -2 ] 
f(z) = 171/184*z^3 - 51/23*z + 1
*
[ -2 ] 
f(z) = 173/184*z^3 - 52/23*z + 1
*
[ -2 ] 
f(z) = 175/184*z^3 - 53/23*z + 1
*
52/35 | 0.17366450995609052738105668283998607721 | 0.021128801555257372895546712529854227551
f(z) = 175/192*z^3 - 58/21*z + 1
*
[ 8/5 ] 
f(z) = 175/192*z^3 - 47/24*z + 1
*
[ -2 ] 
f(z) = 177/184*z^3 - 54/23*z + 1
*
[ -2 ] 
f(z) = 179/184*z^3 - 55/23*z + 1
*
[ 4/7 ] 
f(z) = 161/192*z^3 - 43/42*z + 1
*
[ 16/13 ] 
f(z) = 169/192*z^3 - 55/48*z + 1
*
[ 3/4 ] 
f(z) = 170/189*z^3 - 47/56*z + 1
*
[ 6/5 ] 
f(z) = 175/192*z^3 - 55/48*z + 1
*
-52/35 | 0.18512350640393221882994880755604194889 | 0.024895483311243813578404386330718114300
f(z) = 175/192*z^3 - 53/42*z + 1
*
[ 4/5 ] 
f(z) = 161/192*z^3 - 59/75*z + 1
*
[ 12/13 ] 
f(z) = 169/180*z^3 - 53/60*z + 1
*
[ 9/13 ] 
f(z) = 169/189*z^3 - 55/63*z + 1
*
[ 36/35 ] 
f(z) = 175/192*z^3 - 59/63*z + 1
*
[ 3/8 ] 
f(z) = 160/189*z^3 - 25/14*z + 1
*
[ 4 ] 
f(z) = 161/192*z^3 - 38/3*z + 1
*
[ -4 ] 
f(z) = 163/192*z^3 - 37/3*z + 1
*
[ 3/2 ] 
f(z) = 166/189*z^3 - 23/14*z + 1
*
[ -4 ] 
f(z) = 167/192*z^3 - 38/3*z + 1
*
-30/13 | 0.14120865333766917397059867531015047541 | 0.020366369225363566456720413899121110377
f(z) = 169/189*z^3 - 38/7*z + 1
*
[ 4 ] 
f(z) = 169/192*z^3 - 40/3*z + 1
*
28/13 | 0.092262008280013441759362743105675960427 | 0.013140707154234216862383134641990543410
f(z) = 169/192*z^3 - 35/6*z + 1
*
[ 20/13 ] 
f(z) = 169/192*z^3 - 26/15*z + 1
*
[ -4 ] 
f(z) = 175/192*z^3 - 40/3*z + 1
*
-12/5 | 0.18582801361735874974263405234778957390 | 0.026467140196944386637952856660250467020
f(z) = 175/192*z^3 - 35/6*z + 1
*
4/5 | 0.085045127042078249136076645637914678407 | 0.012446177680401419961719219805838554380
f(z) = 175/192*z^3 - 29/6*z + 1
*
[ -12/5 ] 
f(z) = 175/192*z^3 - 23/6*z + 1
*
[ 3/2 ] 
f(z) = 178/189*z^3 - 25/14*z + 1
*
[ 3/5 ] 
f(z) = 160/189*z^3 - 34/35*z + 1
*
[ 21/20 ] 
f(z) = 160/189*z^3 - 31/35*z + 1
*
[ 4/3 ] 
f(z) = 163/192*z^3 - 34/27*z + 1
*
[ 3/2 ] 
f(z) = 164/189*z^3 - 34/21*z + 1
*
[ 3/4 ] 
f(z) = 164/189*z^3 - 23/28*z + 1
*
[ 4/3 ] 
f(z) = 167/192*z^3 - 35/27*z + 1
*
[ 15/13 ] 
f(z) = 169/189*z^3 - 37/35*z + 1
*
[ 21/26 ] 
f(z) = 169/189*z^3 - 23/28*z + 1
*
[ -24/13 ] 
f(z) = 169/192*z^3 - 35/24*z + 1
*
[ 8/13 ] 
f(z) = 169/192*z^3 - 23/24*z + 1
*
[ 7/13 ] 
f(z) = 169/196*z^3 - 31/28*z + 1
*
[ 2/3 ] 
f(z) = 171/184*z^3 - 21/23*z + 1
*
[ 2/5 ] 
f(z) = 175/184*z^3 - 38/23*z + 1
*
[ 4/3 ] 
f(z) = 175/192*z^3 - 37/27*z + 1
*
[ -12/7 ] 
f(z) = 175/192*z^3 - 23/21*z + 1
*
[ 4/7 ] 
f(z) = 175/192*z^3 - 22/21*z + 1
*
[ 3/2 ] 
f(z) = 176/189*z^3 - 37/21*z + 1
*
[ 4/3 ] 
f(z) = 179/192*z^3 - 38/27*z + 1
*
[ -12/7 ] 
f(z) = 161/192*z^3 - 37/42*z + 1
*
[ 3/2 ] 
f(z) = 160/189*z^3 - 11/7*z + 1
*
[ 6/13 ] 
f(z) = 169/189*z^3 - 19/14*z + 1
*
[ -21/13 ]
f(z) = 169/189*z^3 - 5/7*z + 1
*
-4/13 | 0.15403374040751984737045500197121824925 | 0.026269343312134264575243614915613544858
f(z) = 169/192*z^3 - 11/6*z + 1
*
20/13 | 0.16636739810163258262060457667454553179 | 0.025747615489381805073431061805468354445
f(z) = 169/192*z^3 - 10/3*z + 1
*
[ 4/13 ] 
f(z) = 169/192*z^3 - 7/3*z + 1
*
[ 12/13 ] 
f(z) = 169/192*z^3 - 5/6*z + 1
*
-12/13 | 0.12028983959820961358035077097666041402 | 0.021692694382208233509086488760237549118
f(z) = 169/192*z^3 - 4/3*z + 1
*
[ 14/13 ] 
f(z) = 169/196*z^3 - 13/14*z + 1
*
[ 3/2 ] 
f(z) = 172/189*z^3 - 12/7*z + 1
*
12/5 | 0.19865662412392679073496537818413579126 | 0.028660092646333199579227827785502490961
f(z) = 175/192*z^3 - 16/3*z + 1
*
[ 12/5 ] 
f(z) = 175/192*z^3 - 14/3*z + 1
*
[ 4/5 ] 
f(z) = 175/192*z^3 - 5/6*z + 1
*
[ 3/4 ] 
f(z) = 176/189*z^3 - 6/7*z + 1
*
[ 3/4 ] 
f(z) = 160/189*z^3 - 17/21*z + 1
*
[ -14/13 ]
f(z) = 169/196*z^3 + 13/14*z + 1
*
[ -1 ]
f(z) = 162/181*z^3 + 200/181*z + 1
*
[ 50/13 ] 
f(z) = 169/200*z^3 - 294/25*z + 1
*
[ -50/13 ] 
f(z) = 169/200*z^3 - 281/25*z + 1
*
[ 40/13 ] 
f(z) = 169/200*z^3 - 293/40*z + 1
*
24/35 | 0.21922516269166277059869314349483729942 | 0.024368422501778444834277702924228538774
f(z) = 175/216*z^3 - 299/56*z + 1
*
[ 18/7 ] 
f(z) = 175/216*z^3 - 299/63*z + 1
*
[ -12/5 ] 
f(z) = 163/216*z^3 - 293/100*z + 1
*
[ 2 ] 
f(z) = 167/204*z^3 - 283/102*z + 1
*
[ 2 ] 
f(z) = 167/212*z^3 - 281/106*z + 1
*
[ 2 ] 
f(z) = 169/204*z^3 - 287/102*z + 1
*
[ 2 ] 
f(z) = 169/212*z^3 - 285/106*z + 1
*
[ 2 ] 
f(z) = 171/212*z^3 - 289/106*z + 1
*
[ 2 ] 
f(z) = 173/204*z^3 - 295/102*z + 1
*
[ 2 ] 
f(z) = 173/212*z^3 - 293/106*z + 1
*
[ 2 ] 
f(z) = 175/204*z^3 - 299/102*z + 1
*
[ 2 ] 
f(z) = 175/212*z^3 - 297/106*z + 1
*
[ 54/35 ] 
f(z) = 175/216*z^3 - 298/189*z + 1
*
[ 3/2 ] 
f(z) = 160/201*z^3 - 293/201*z + 1
*
[ 3/2 ] 
f(z) = 160/213*z^3 - 289/213*z + 1
*
[ 3/2 ] 
f(z) = 160/219*z^3 - 287/219*z + 1
*
[ 3/2 ] 
f(z) = 164/213*z^3 - 298/213*z + 1
*
[ 3/2 ] 
f(z) = 164/219*z^3 - 296/219*z + 1
*
[ 19/13 ] 
f(z) = 169/209*z^3 - 295/209*z + 1
*
[ 6/13 ] 
f(z) = 169/210*z^3 - 281/210*z + 1
*
[ -40/13 ] 
f(z) = 169/200*z^3 - 267/40*z + 1
*
[ 18/7 ] 
f(z) = 161/216*z^3 - 272/63*z + 1
*
[ 2 ] 
f(z) = 161/204*z^3 - 271/102*z + 1
*
[ 2 ] 
f(z) = 161/212*z^3 - 269/106*z + 1
*
[ 2 ] 
f(z) = 163/204*z^3 - 275/102*z + 1
*
[ 2 ] 
f(z) = 163/212*z^3 - 273/106*z + 1
*
[ 2 ] 
f(z) = 165/212*z^3 - 277/106*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.027679657841251297461975197618854565409
f(z) = 177/208*z^3 - 275/156*z + 1
*
[ 1/2 ] 
f(z) = 172/219*z^3 - 262/219*z + 1
*
[ 1/2 ] 
f(z) = 176/217*z^3 - 261/217*z + 1
*
[ 1/2 ] 
f(z) = 176/219*z^3 - 263/219*z + 1
*
[ 50/39 ] 
f(z) = 169/200*z^3 - 263/225*z + 1
*
[ 6/65 ] 
f(z) = 169/216*z^3 - 246/25*z + 1
*
69/35 | 0.21893967038936221239937603772394329026 | 0.024819462371804931523877762380411593821
f(z) = 175/216*z^3 - 251/56*z + 1
*
[ -18/7 ] 
f(z) = 175/216*z^3 - 250/63*z + 1
*
[ 6/25 ] 
f(z) = 175/216*z^3 - 241/75*z + 1
*
[ 4/13 ] 
f(z) = 169/216*z^3 - 251/108*z + 1
*
[ 3/8 ] 
f(z) = 160/207*z^3 - 245/138*z + 1
*
[ 5/3 ] 
f(z) = 177/200*z^3 - 247/120*z + 1
*
-4/3 | 0.19384245573909480538568843443474682832 | 0.027918628526843724024796136363682522098
f(z) = 165/208*z^3 - 259/156*z + 1
*
[ 3/7 ] 
f(z) = 161/216*z^3 - 247/168*z + 1
*
[ 1/2 ] 
f(z) = 160/201*z^3 - 241/201*z + 1
*
[ 1/2 ] 
f(z) = 160/203*z^3 - 243/203*z + 1
*
[ 1/2 ] 
f(z) = 160/207*z^3 - 247/207*z + 1
*
[ 1/2 ] 
f(z) = 160/209*z^3 - 249/209*z + 1
*
[ 1/2 ] 
f(z) = 160/211*z^3 - 251/211*z + 1
*
[ 1/2 ] 
f(z) = 160/213*z^3 - 253/213*z + 1
*
[ 1/2 ] 
f(z) = 160/217*z^3 - 257/217*z + 1
*
[ 1/2 ] 
f(z) = 160/219*z^3 - 259/219*z + 1
*
[ 1/2 ] 
f(z) = 164/201*z^3 - 242/201*z + 1
*
[ 1/2 ] 
f(z) = 164/203*z^3 - 244/203*z + 1
*
[ 1/2 ] 
f(z) = 164/207*z^3 - 248/207*z + 1
*
[ 1/2 ] 
f(z) = 164/209*z^3 - 250/209*z + 1
*
[ 1/2 ] 
f(z) = 164/211*z^3 - 252/211*z + 1
*
[ 1/2 ] 
f(z) = 164/213*z^3 - 254/213*z + 1
*
[ 1/2 ] 
f(z) = 164/215*z^3 - 256/215*z + 1
*
[ 1/2 ] 
f(z) = 164/217*z^3 - 258/217*z + 1
*
[ 1/2 ] 
f(z) = 164/219*z^3 - 260/219*z + 1
*
[ 1/2 ] 
f(z) = 168/205*z^3 - 247/205*z + 1
*
[ 1/2 ] 
f(z) = 168/209*z^3 - 251/209*z + 1
*
[ 1/2 ] 
f(z) = 168/211*z^3 - 253/211*z + 1
*
[ 1/2 ] 
f(z) = 168/215*z^3 - 257/215*z + 1
*
[ 17/13 ] 
f(z) = 169/204*z^3 - 241/204*z + 1
*
[ 4/3 ] 
f(z) = 171/212*z^3 - 251/212*z + 1
*
[ 1/2 ] 
f(z) = 172/201*z^3 - 244/201*z + 1
*
[ 1/2 ] 
f(z) = 172/203*z^3 - 246/203*z + 1
*
[ 1/2 ] 
f(z) = 172/205*z^3 - 248/205*z + 1
*
[ 1/2 ] 
f(z) = 172/207*z^3 - 250/207*z + 1
*
[ 1/2 ] 
f(z) = 172/209*z^3 - 252/209*z + 1
*
[ 1/2 ] 
f(z) = 172/211*z^3 - 254/211*z + 1
*
[ 1/2 ] 
f(z) = 172/213*z^3 - 256/213*z + 1
*
[ 1/2 ] 
f(z) = 172/217*z^3 - 260/217*z + 1
*
[ -9/5 ] 
f(z) = 175/207*z^3 - 245/207*z + 1
*
[ 1/2 ] 
f(z) = 176/201*z^3 - 245/201*z + 1
*
[ 1/2 ] 
f(z) = 176/203*z^3 - 247/203*z + 1
*
[ 1/2 ] 
f(z) = 176/205*z^3 - 249/205*z + 1
*
[ 1/2 ] 
f(z) = 176/207*z^3 - 251/207*z + 1
*
[ 1/2 ] 
f(z) = 176/211*z^3 - 255/211*z + 1
*
[ 1/2 ] 
f(z) = 176/213*z^3 - 257/213*z + 1
*
[ 1/2 ] 
f(z) = 176/215*z^3 - 259/215*z + 1
*
-10/39 | 0.21535756392359303431194793503355602165 | 0.023573401559034846664598815005394806555
f(z) = 169/200*z^3 - 232/45*z + 1
*
33/35 | 0.18339193540005345670732286451164744009 | 0.021029287591849853953244730622328549945
f(z) = 175/216*z^3 - 227/56*z + 1
*
[ -18/7 ] 
f(z) = 161/216*z^3 - 223/63*z + 1
*
[ 3/13 ] 
f(z) = 169/207*z^3 - 233/69*z + 1
*
9/5 | 0.19556575656273100991762356866642946775 | 0.029938112137889083164486248395257902669
f(z) = 175/216*z^3 - 229/72*z + 1
*
-9/5 | 0.18389312191061645213560231092662225112 | 0.028305293347608389209871763250847179547
f(z) = 175/216*z^3 - 221/72*z + 1
*
[ 4/13 ] 
f(z) = 169/200*z^3 - 233/100*z + 1
*
-5/3 | 0.20877827242959017310942991848840502108 | 0.029754864790158629621352727213812001463
f(z) = 177/200*z^3 - 223/120*z + 1
*
[ 3/2 ] 
f(z) = 178/207*z^3 - 221/138*z + 1
*
[ 6/13 ] 
f(z) = 161/216*z^3 - 224/169*z + 1
*
[ 6/13 ] 
f(z) = 167/216*z^3 - 225/169*z + 1
*
[ 6/13 ] 
f(z) = 173/216*z^3 - 226/169*z + 1
*
[ 6/13 ] 
f(z) = 179/216*z^3 - 227/169*z + 1
*
[ 5/9 ] 
f(z) = 162/215*z^3 - 222/215*z + 1
*
[ 7/13 ] 
f(z) = 169/203*z^3 - 223/203*z + 1
*
[ 7/13 ] 
f(z) = 169/210*z^3 - 229/210*z + 1
*
-21/13 | 0.10162178435585268186446083136483933447 | 0.018825254067885097180436651658849674393
f(z) = 169/210*z^3 - 221/210*z + 1
*
[ 7/13 ] 
f(z) = 169/217*z^3 - 235/217*z + 1
*
[ 5/4 ] 
f(z) = 176/205*z^3 - 234/205*z + 1
*
[ 5/4 ] 
f(z) = 176/215*z^3 - 232/215*z + 1
*
[ -22/13 ] 
f(z) = 169/200*z^3 - 228/275*z + 1
*
[ 3/4 ] 
f(z) = 172/207*z^3 - 221/276*z + 1
*
[ 5/7 ] 
f(z) = 161/200*z^3 - 227/280*z + 1
*
[ 9/10 ] 
f(z) = 175/216*z^3 - 221/288*z + 1
*
[ 66/13 ] 
f(z) = 169/216*z^3 - 213/11*z + 1
*
-2 | 0.099351318094802504701904904425250493175 | 0.014851609804572968959407555983618653010
f(z) = 175/208*z^3 - 201/52*z + 1
*
-2 | 0.099351672578740496540064642105954551841 | 0.014829713789721646435322164120025777825
f(z) = 177/208*z^3 - 203/52*z + 1
*
-2 | 0.098844462595240579268850799188493285061 | 0.014732445806957566965220862085401801493
f(z) = 179/208*z^3 - 205/52*z + 1
*
-4/13 | 0.18136430900979484193446668832949919411 | 0.029841228184871826976097406339259372815
f(z) = 169/210*z^3 - 218/105*z + 1
*
[ -2 ] 
f(z) = 179/204*z^3 - 205/102*z + 1
*
[ 3/2 ] 
f(z) = 166/207*z^3 - 203/138*z + 1
*
[ 3/2 ] 
f(z) = 170/207*z^3 - 209/138*z + 1
*
-6/5 | 0.20030127574939672846001103013244276508 | 0.029643818261100303568432512835608083772
f(z) = 175/208*z^3 - 215/156*z + 1
*
[ 20/39 ] 
f(z) = 169/200*z^3 - 211/180*z + 1
*
[ 5/9 ] 
f(z) = 162/205*z^3 - 214/205*z + 1
*
[ 11/9 ] 
f(z) = 162/209*z^3 - 204/209*z + 1
*
[ -23/13 ] 
f(z) = 169/207*z^3 - 205/207*z + 1
*
[ 3/5 ] 
f(z) = 175/213*z^3 - 205/213*z + 1
*
[ 3/5 ] 
f(z) = 175/219*z^3 - 209/219*z + 1
*
[ -7/4 ] 
f(z) = 176/203*z^3 - 220/203*z + 1
*
[ 2/3 ] 
f(z) = 179/200*z^3 - 202/225*z + 1
*
[ 2/3 ] 
f(z) = 161/216*z^3 - 202/243*z + 1
*
[ 2/3 ] 
f(z) = 163/216*z^3 - 203/243*z + 1
*
[ 2/3 ] 
f(z) = 167/216*z^3 - 205/243*z + 1
*
[ 2/3 ] 
f(z) = 169/216*z^3 - 206/243*z + 1
*
[ 2/3 ] 
f(z) = 173/216*z^3 - 208/243*z + 1
*
[ 2/3 ] 
f(z) = 175/216*z^3 - 209/243*z + 1
*
[ 36/35 ] 
f(z) = 175/216*z^3 - 209/252*z + 1
*
[ 2/3 ] 
f(z) = 179/216*z^3 - 211/243*z + 1
*
[ 3/4 ] 
f(z) = 164/207*z^3 - 215/276*z + 1
*
[ 12/13 ] 
f(z) = 169/207*z^3 - 215/276*z + 1
*
[ 36/13 ] 
f(z) = 169/216*z^3 - 193/36*z + 1
*
-2 | 0.10165182235944295643696238154367398202 | 0.015361286398574081038030857754585736477
f(z) = 161/208*z^3 - 187/52*z + 1
*
-2 | 0.10138579403184251840183969088706163503 | 0.015296493832433235100446350396680063641
f(z) = 163/208*z^3 - 189/52*z + 1
*
-2 | 0.10104133972684210337027107494808256744 | 0.015220352180741676966782273686021528503
f(z) = 165/208*z^3 - 191/52*z + 1
*
-2 | 0.10056460065018406839650400695610380520 | 0.015124805884803768061734801045302520791
f(z) = 167/208*z^3 - 193/52*z + 1
*
-2 | 0.098863846763010599377458601142147530029 | 0.014823281367056707124210380337234448878
f(z) = 171/208*z^3 - 197/52*z + 1
*
-2 | 0.098844270590786674464316491713006484972 | 0.014797934403049297636632979241301843731
f(z) = 173/208*z^3 - 199/52*z + 1
*
2/5 | 0.18599869417110580563119338075997682043 | 0.028062391831101882410937689533377030198
f(z) = 175/208*z^3 - 189/52*z + 1
*
3/7 | 0.23595145304100294070870719221244765253 | 0.027535996878700645990278601118003650175
f(z) = 175/216*z^3 - 195/56*z + 1
*
[ 6/23 ] 
f(z) = 161/216*z^3 - 199/69*z + 1
*
[ -2 ] 
f(z) = 167/204*z^3 - 181/102*z + 1
*
[ -2 ] 
f(z) = 169/204*z^3 - 185/102*z + 1
*
[ -2 ] 
f(z) = 171/212*z^3 - 183/106*z + 1
*
[ -2 ] 
f(z) = 173/204*z^3 - 193/102*z + 1
*
[ -2 ] 
f(z) = 173/212*z^3 - 187/106*z + 1
*
[ -2 ] 
f(z) = 175/204*z^3 - 197/102*z + 1
*
[ 8/5 ] 
f(z) = 175/208*z^3 - 185/104*z + 1
*
[ -2 ] 
f(z) = 175/212*z^3 - 191/106*z + 1
*
[ -2 ] 
f(z) = 177/212*z^3 - 195/106*z + 1
*
[ -2 ] 
f(z) = 179/212*z^3 - 199/106*z + 1
*
[ 6/13 ] 
f(z) = 169/207*z^3 - 185/138*z + 1
*
[ 4/3 ] 
f(z) = 165/208*z^3 - 181/156*z + 1
*
[ 4/3 ] 
f(z) = 177/208*z^3 - 197/156*z + 1
*
[ 3/5 ] 
f(z) = 161/216*z^3 - 187/200*z + 1
*
[ 3/5 ] 
f(z) = 167/216*z^3 - 189/200*z + 1
*
[ 8/13 ] 
f(z) = 169/200*z^3 - 189/200*z + 1
*
[ 15/13 ] 
f(z) = 169/210*z^3 - 197/210*z + 1
*
[ 14/13 ] 
f(z) = 169/210*z^3 - 181/210*z + 1
*
[ 8/13 ] 
f(z) = 169/216*z^3 - 199/216*z + 1
*
[ 2/3 ] 
f(z) = 171/214*z^3 - 183/214*z + 1
*
[ 2/3 ] 
f(z) = 171/218*z^3 - 185/218*z + 1
*
[ 3/5 ] 
f(z) = 173/216*z^3 - 191/200*z + 1
*
[ 3/5 ] 
f(z) = 175/201*z^3 - 197/201*z + 1
*
[ 3/5 ] 
f(z) = 175/204*z^3 - 199/204*z + 1
*
[ -7/4 ] 
f(z) = 176/217*z^3 - 198/217*z + 1
*
[ 3/5 ] 
f(z) = 179/216*z^3 - 193/200*z + 1
*
[ 2/3 ] 
f(z) = 161/200*z^3 - 193/225*z + 1
*
[ 2/3 ] 
f(z) = 163/200*z^3 - 194/225*z + 1
*
[ 2/3 ] 
f(z) = 167/200*z^3 - 196/225*z + 1
*
[ 2/3 ] 
f(z) = 169/200*z^3 - 197/225*z + 1
*
[ 2/3 ] 
f(z) = 173/200*z^3 - 199/225*z + 1
*
[ 18/25 ] 
f(z) = 175/216*z^3 - 182/225*z + 1
*
[ 4/5 ] 
f(z) = 165/208*z^3 - 197/260*z + 1
*
[ -36/13 ] 
f(z) = 169/216*z^3 - 167/36*z + 1
*
-3/13 | 0.18186167073219490231004379943085315732 | 0.024985704337087833266506787441741648657
f(z) = 169/216*z^3 - 161/24*z + 1
*
3/5 | 0.078336530239259145746753735177962543194 | 0.010708706981187539029806617787320839613
f(z) = 175/216*z^3 - 167/24*z + 1
*
[ 3 ] 
f(z) = 179/216*z^3 - 163/24*z + 1
*
-30/13 | 0.26542816719443253712653565449044077333 | 0.029922021281001822470034749281526326124
f(z) = 169/200*z^3 - 178/45*z + 1
*
[ 12/35 ] 
f(z) = 175/216*z^3 - 169/84*z + 1
*
[ 10/23 ] 
f(z) = 161/200*z^3 - 167/115*z + 1
*
[ -2 ] 
f(z) = 161/204*z^3 - 169/102*z + 1
*
[ -2 ] 
f(z) = 161/212*z^3 - 163/106*z + 1
*
[ -2 ] 
f(z) = 163/204*z^3 - 173/102*z + 1
*
[ -2 ] 
f(z) = 163/212*z^3 - 167/106*z + 1
*
[ -2 ] 
f(z) = 165/212*z^3 - 171/106*z + 1
*
[ -2 ] 
f(z) = 167/212*z^3 - 175/106*z + 1
*
[ -2 ] 
f(z) = 169/212*z^3 - 179/106*z + 1
*
[ 2/5 ] 
f(z) = 175/204*z^3 - 167/102*z + 1
*
[ 2/5 ] 
f(z) = 175/212*z^3 - 173/106*z + 1
*
[ 6/5 ] 
f(z) = 175/208*z^3 - 163/156*z + 1
*
[ -12/7 ] 
f(z) = 179/216*z^3 - 167/196*z + 1
*
[ -7/4 ] 
f(z) = 160/203*z^3 - 171/203*z + 1
*
[ 3/4 ] 
f(z) = 160/213*z^3 - 161/213*z + 1
*
[ 3/4 ] 
f(z) = 160/219*z^3 - 163/219*z + 1
*
[ 12/13 ] 
f(z) = 169/204*z^3 - 161/204*z + 1
*
[ 9/13 ] 
f(z) = 169/207*z^3 - 173/207*z + 1
*
[ 10/13 ] 
f(z) = 169/210*z^3 - 163/210*z + 1
*
[ 2/3 ] 
f(z) = 171/202*z^3 - 177/202*z + 1
*
[ 2/3 ] 
f(z) = 171/206*z^3 - 179/206*z + 1
*
[ 4/5 ] 
f(z) = 175/204*z^3 - 163/204*z + 1
*
[ 4/5 ] 
f(z) = 175/212*z^3 - 165/212*z + 1
*
[ 3/4 ] 
f(z) = 176/201*z^3 - 166/201*z + 1
*
[ 3/4 ] 
f(z) = 176/213*z^3 - 170/213*z + 1
*
[ 3/4 ] 
f(z) = 176/219*z^3 - 172/219*z + 1
*
[ 48/13 ] 
f(z) = 169/216*z^3 - 159/16*z + 1
*
[ 24/5 ] 
f(z) = 175/216*z^3 - 143/8*z + 1
*
[ 3 ] 
f(z) = 161/216*z^3 - 145/24*z + 1
*
[ 3 ] 
f(z) = 167/216*z^3 - 151/24*z + 1
*
[ 42/13 ] 
f(z) = 169/216*z^3 - 157/21*z + 1
*
[ 2/13 ] 
f(z) = 169/216*z^3 - 149/27*z + 1
*
[ 3 ] 
f(z) = 173/216*z^3 - 157/24*z + 1
*
[ -3 ] 
f(z) = 175/216*z^3 - 143/24*z + 1
*
[ 2 ] 
f(z) = 167/208*z^3 - 141/52*z + 1
*
[ 2 ] 
f(z) = 171/208*z^3 - 145/52*z + 1
*
[ 2 ] 
f(z) = 173/208*z^3 - 147/52*z + 1
*
[ 2 ] 
f(z) = 175/208*z^3 - 149/52*z + 1
*
[ 2 ] 
f(z) = 177/208*z^3 - 151/52*z + 1
*
[ 2 ] 
f(z) = 179/208*z^3 - 153/52*z + 1
*
102/65 | 0.25508712537894936530644230182904379019 | 0.027331997499410944471121890487556959581
f(z) = 169/216*z^3 - 157/75*z + 1
*
[ 9/5 ] 
f(z) = 175/216*z^3 - 157/72*z + 1
*
[ 12/7 ] 
f(z) = 161/216*z^3 - 149/84*z + 1
*
[ 3/2 ] 
f(z) = 175/216*z^3 - 143/96*z + 1
*
[ 6/5 ] 
f(z) = 175/207*z^3 - 145/138*z + 1
*
[ -42/23 ] 
f(z) = 161/216*z^3 - 151/161*z + 1
*
[ 14/13 ] 
f(z) = 169/200*z^3 - 159/175*z + 1
*
[ 15/26 ] 
f(z) = 169/216*z^3 - 159/160*z + 1
*
[ 42/65 ] 
f(z) = 169/216*z^3 - 153/175*z + 1
*
[ 14/13 ] 
f(z) = 169/216*z^3 - 158/189*z + 1
*
[ -12/7 ] 
f(z) = 173/216*z^3 - 151/196*z + 1
*
[ 3/4 ] 
f(z) = 160/201*z^3 - 157/201*z + 1
*
[ 18/23 ] 
f(z) = 161/216*z^3 - 152/207*z + 1
*
[ 7/9 ] 
f(z) = 162/203*z^3 - 156/203*z + 1
*
[ 7/9 ] 
f(z) = 162/217*z^3 - 160/217*z + 1
*
[ 11/13 ] 
f(z) = 169/209*z^3 - 159/209*z + 1
*
-174/35 | 0.20462179740806703359048496441075385969 | 0.019847401823417054463759880462479405720
f(z) = 175/216*z^3 - 139/7*z + 1
*
[ 10/3 ] 
f(z) = 177/200*z^3 - 137/15*z + 1
*
[ -10/3 ] 
f(z) = 177/200*z^3 - 128/15*z + 1
*
[ -3 ] 
f(z) = 163/216*z^3 - 131/24*z + 1
*
[ 2/13 ] 
f(z) = 169/200*z^3 - 138/25*z + 1
*
[ -3 ] 
f(z) = 169/216*z^3 - 137/24*z + 1
*
-12/5 | 0.24173369263648368678135218650488636052 | 0.027089688009574395828517146938318466198
f(z) = 175/216*z^3 - 139/28*z + 1
*
[ 2 ] 
f(z) = 161/208*z^3 - 135/52*z + 1
*
[ 2 ] 
f(z) = 163/208*z^3 - 137/52*z + 1
*
[ 2 ] 
f(z) = 165/208*z^3 - 139/52*z + 1
*
[ 10/39 ] 
f(z) = 169/200*z^3 - 133/45*z + 1
*
174/91 | 0.28531523695493390647489881556374411966 | 0.027813706636026050843112287019900137811
f(z) = 169/216*z^3 - 132/49*z + 1
*
3/7 | 0.23344168949959587685145323196636135492 | 0.028363654204180217214174417197827827988
f(z) = 175/216*z^3 - 139/56*z + 1
*
[ 3/2 ] 
f(z) = 163/216*z^3 - 131/96*z + 1
*
[ 3/2 ] 
f(z) = 169/216*z^3 - 137/96*z + 1
*
[ 6/13 ] 
f(z) = 169/204*z^3 - 137/102*z + 1
*
[ 4/3 ] 
f(z) = 171/200*z^3 - 127/100*z + 1
*
[ 12/25 ] 
f(z) = 175/216*z^3 - 127/100*z + 1
*
[ 6/11 ] 
f(z) = 163/216*z^3 - 128/121*z + 1
*
[ 6/11 ] 
f(z) = 169/216*z^3 - 129/121*z + 1
*
[ 6/11 ] 
f(z) = 175/216*z^3 - 130/121*z + 1
*
[ 10/9 ] 
f(z) = 177/200*z^3 - 134/135*z + 1
*
[ 2/3 ] 
f(z) = 165/208*z^3 - 133/156*z + 1
*
[ 2/3 ] 
f(z) = 177/208*z^3 - 137/156*z + 1
*
[ 5/6 ] 
f(z) = 171/200*z^3 - 127/160*z + 1
*
33/13 | 0.12586674871371080863479567842378659688 | 0.018176721167171036548917639155185046825
f(z) = 169/216*z^3 - 113/24*z + 1
*
30/13 | 0.26943900569243595403217172283991270060 | 0.026717314739327195064939140516528820321
f(z) = 169/216*z^3 - 111/25*z + 1
*
-2 | 0.087146857419949041866433266992424408457 | 0.013017559126070865076176644559980177202
f(z) = 175/216*z^3 - 101/27*z + 1
*
-2 | 0.098399761160243896015169663274648676710 | 0.014698461273504352025104290746231333235
f(z) = 177/200*z^3 - 101/25*z + 1
*
-2 | 0.098723986955012101218693648954470051493 | 0.014725221582093076563701334161472778379
f(z) = 179/200*z^3 - 102/25*z + 1
*
-2 | 0.086157095597785409102795209986595638584 | 0.012832127991683148364692541147878816130
f(z) = 179/216*z^3 - 103/27*z + 1
*
-5/3 | 0.18214116417668391006845692942735382091 | 0.028824510726751360094677775240696038671
f(z) = 171/200*z^3 - 111/40*z + 1
*
[ -2 ] 
f(z) = 179/208*z^3 - 101/52*z + 1
*
[ 6/13 ] 
f(z) = 169/200*z^3 - 101/75*z + 1
*
[ 3/2 ] 
f(z) = 172/207*z^3 - 106/69*z + 1
*
[ -66/35 ] 
f(z) = 175/216*z^3 - 104/77*z + 1
*
[ 3/2 ] 
f(z) = 176/207*z^3 - 109/69*z + 1
*
[ 12/23 ] 
f(z) = 161/216*z^3 - 103/92*z + 1
*
[ 10/19 ] 
f(z) = 171/200*z^3 - 108/95*z + 1
*
[ 30/23 ] 
f(z) = 161/216*z^3 - 119/115*z + 1
*
14/13 | 0.12946326236978021500350500531118116186 | 0.023883853233520461041083289363669115271
f(z) = 169/210*z^3 - 113/105*z + 1
*
[ 6/5 ] 
f(z) = 175/204*z^3 - 109/102*z + 1
*
[ 15/13 ] 
f(z) = 169/200*z^3 - 119/120*z + 1
*
[ 15/13 ] 
f(z) = 169/216*z^3 - 109/120*z + 1
*
[ 10/13 ] 
f(z) = 169/216*z^3 - 103/135*z + 1
*
[ 3/4 ] 
f(z) = 175/216*z^3 - 101/128*z + 1
*
[ -5/3 ] 
f(z) = 177/200*z^3 - 103/120*z + 1
*
[ 6/7 ] 
f(z) = 163/216*z^3 - 106/147*z + 1
*
[ 6/7 ] 
f(z) = 169/216*z^3 - 109/147*z + 1
*
[ 6 ] 
f(z) = 169/216*z^3 - 82/3*z + 1
*
[ -6 ] 
f(z) = 173/216*z^3 - 83/3*z + 1
*
[ 18/5 ] 
f(z) = 175/216*z^3 - 88/9*z + 1
*
[ 6 ] 
f(z) = 175/216*z^3 - 85/3*z + 1
*
[ -18/5 ] 
f(z) = 175/216*z^3 - 83/9*z + 1
*
[ -6 ] 
f(z) = 179/216*z^3 - 86/3*z + 1
*
-2 | 0.099703415641877195985304665112822149942 | 0.015079067887907325287089136382374301380
f(z) = 161/200*z^3 - 93/25*z + 1
*
-2 | 0.089306482026309218571382370662274731930 | 0.013484831292973218493450363296981635168
f(z) = 161/216*z^3 - 94/27*z + 1
*
-2 | 0.098569644839269040461816614577310367152 | 0.014883522462280592610338299654126612759
f(z) = 163/200*z^3 - 94/25*z + 1
*
-2 | 0.089173129968256073849489702040066083715 | 0.013443215619027241801611533599667002695
f(z) = 163/216*z^3 - 95/27*z + 1
*
-2 | 0.098179097871126548838130567404152017981 | 0.014777574519145955697244881957892192423
f(z) = 167/200*z^3 - 96/25*z + 1
*
-2 | 0.088809232332874779452590203855584082089 | 0.013346437741470563979156894385025814702
f(z) = 167/216*z^3 - 97/27*z + 1
*
-2 | 0.098689645821489792489766086048773959518 | 0.014831287007946794495449094606023704871
f(z) = 169/200*z^3 - 97/25*z + 1
*
-2 | 0.088559805639827906353464148444140067388 | 0.013288470946096210920684386750153079841
f(z) = 169/216*z^3 - 98/27*z + 1
*
-3/13 | 0.12500907441429881180180915726058199451 | 0.018697528321930363851623716038019281604
f(z) = 169/216*z^3 - 89/24*z + 1
*
-2 | 0.098437156436838553393945721835305504159 | 0.014770575475822585065392494361551407430
f(z) = 171/200*z^3 - 98/25*z + 1
*
-2 | 0.098122346104905306125291075966689557636 | 0.014700942930158821294233483115582318318
f(z) = 173/200*z^3 - 99/25*z + 1
*
-2 | 0.087813257426218715885961464137889477470 | 0.013136627975377455080126677100488389984
f(z) = 173/216*z^3 - 100/27*z + 1
*
-12/5 | 0.20717033835575903594900710030704470842 | 0.024191699698474758931037300012805509395
f(z) = 175/216*z^3 - 97/28*z + 1
*
[ -2 ] 
f(z) = 161/208*z^3 - 83/52*z + 1
*
[ -2 ] 
f(z) = 163/208*z^3 - 85/52*z + 1
*
[ -2 ] 
f(z) = 165/208*z^3 - 87/52*z + 1
*
[ -2 ] 
f(z) = 167/208*z^3 - 89/52*z + 1
*
[ 21/13 ] 
f(z) = 169/216*z^3 - 93/56*z + 1
*
[ -2 ] 
f(z) = 171/208*z^3 - 93/52*z + 1
*
-4/3 | 0.14249979508305580723773669030567488301 | 0.024255570254594188657816832574787049499
f(z) = 171/208*z^3 - 89/52*z + 1
*
[ -2 ] 
f(z) = 173/208*z^3 - 95/52*z + 1
*
[ -2 ] 
f(z) = 175/208*z^3 - 97/52*z + 1
*
[ 2/5 ] 
f(z) = 175/208*z^3 - 85/52*z + 1
*
[ 3/7 ] 
f(z) = 175/216*z^3 - 83/56*z + 1
*
[ -2 ] 
f(z) = 177/208*z^3 - 99/52*z + 1
*
[ 3/2 ] 
f(z) = 160/207*z^3 - 97/69*z + 1
*
[ 3/2 ] 
f(z) = 164/207*z^3 - 100/69*z + 1
*
[ 2/3 ] 
f(z) = 171/212*z^3 - 91/106*z + 1
*
[ 4/5 ] 
f(z) = 175/216*z^3 - 83/108*z + 1
*
[ 3/4 ] 
f(z) = 163/216*z^3 - 97/128*z + 1
*
[ 3/4 ] 
f(z) = 169/216*z^3 - 99/128*z + 1
*
[ -6 ] 
f(z) = 161/216*z^3 - 77/3*z + 1
*
[ 6 ] 
f(z) = 163/216*z^3 - 79/3*z + 1
*
[ -6 ] 
f(z) = 167/216*z^3 - 80/3*z + 1
*
[ 2 ] 
f(z) = 161/200*z^3 - 68/25*z + 1
*
-10/7 | 0.22934661636769061971913328935230945965 | 0.029000428500554046835504589385370571722
f(z) = 161/200*z^3 - 68/35*z + 1
*
[ 2 ] 
f(z) = 161/216*z^3 - 67/27*z + 1
*
[ 2 ] 
f(z) = 163/200*z^3 - 69/25*z + 1
*
[ 2 ] 
f(z) = 163/216*z^3 - 68/27*z + 1
*
[ 2 ] 
f(z) = 167/200*z^3 - 71/25*z + 1
*
[ 2 ] 
f(z) = 167/216*z^3 - 70/27*z + 1
*
[ 2 ] 
f(z) = 169/200*z^3 - 72/25*z + 1
*
[ 2 ] 
f(z) = 169/216*z^3 - 71/27*z + 1
*
-3/13 | 0.18960894933234496843897176581495328755 | 0.029758396129343704364212613799391262615
f(z) = 169/216*z^3 - 65/24*z + 1
*
[ 2 ] 
f(z) = 171/200*z^3 - 73/25*z + 1
*
[ 2 ] 
f(z) = 173/200*z^3 - 74/25*z + 1
*
[ 2 ] 
f(z) = 173/216*z^3 - 73/27*z + 1
*
[ 3/10 ] 
f(z) = 175/216*z^3 - 77/32*z + 1
*
[ 2 ] 
f(z) = 175/216*z^3 - 74/27*z + 1
*
[ 2 ] 
f(z) = 177/200*z^3 - 76/25*z + 1
*
[ 2 ] 
f(z) = 179/200*z^3 - 77/25*z + 1
*
[ 2 ] 
f(z) = 179/216*z^3 - 76/27*z + 1
*
[ 5/13 ] 
f(z) = 169/200*z^3 - 69/40*z + 1
*
[ 5/3 ] 
f(z) = 171/200*z^3 - 79/40*z + 1
*
[ 4/3 ] 
f(z) = 171/208*z^3 - 63/52*z + 1
*
[ 6/5 ] 
f(z) = 161/216*z^3 - 68/75*z + 1
*
[ 6/5 ] 
f(z) = 167/216*z^3 - 71/75*z + 1
*
[ 6/5 ] 
f(z) = 173/216*z^3 - 74/75*z + 1
*
[ 3/5 ] 
f(z) = 175/207*z^3 - 67/69*z + 1
*
[ -9/5 ] 
f(z) = 175/216*z^3 - 77/72*z + 1
*
[ 18/35 ] 
f(z) = 175/216*z^3 - 73/63*z + 1
*
[ 2/3 ] 
f(z) = 177/200*z^3 - 67/75*z + 1
*
[ 6/5 ] 
f(z) = 179/216*z^3 - 77/75*z + 1
*
[ -12/7 ] 
f(z) = 175/216*z^3 - 67/84*z + 1
*
[ -3 ] 
f(z) = 161/216*z^3 - 43/8*z + 1
*
[ 3 ] 
f(z) = 163/216*z^3 - 49/8*z + 1
*
[ -3 ] 
f(z) = 167/216*z^3 - 45/8*z + 1
*
[ 30/13 ] 
f(z) = 169/200*z^3 - 59/15*z + 1
*
[ -30/13 ] 
f(z) = 169/200*z^3 - 46/15*z + 1
*
[ 3 ] 
f(z) = 169/216*z^3 - 51/8*z + 1
*
[ -42/13 ] 
f(z) = 169/216*z^3 - 48/7*z + 1
*
3/13 | 0.19799398214623279958168679616494183509 | 0.028056248346114849756479644459353961745
f(z) = 169/216*z^3 - 43/8*z + 1
*
[ -30/13 ] 
f(z) = 169/216*z^3 - 41/15*z + 1
*
[ 10/3 ] 
f(z) = 171/200*z^3 - 44/5*z + 1
*
[ -10/3 ] 
f(z) = 171/200*z^3 - 41/5*z + 1
*
[ -3 ] 
f(z) = 173/216*z^3 - 47/8*z + 1
*
[ 3 ] 
f(z) = 175/216*z^3 - 53/8*z + 1
*
[ 12/5 ] 
f(z) = 175/216*z^3 - 49/12*z + 1
*
[ -3 ] 
f(z) = 179/216*z^3 - 49/8*z + 1
*
[ 10/7 ] 
f(z) = 161/200*z^3 - 47/35*z + 1
*
[ -2 ] 
f(z) = 161/200*z^3 - 43/25*z + 1
*
[ 3/2 ] 
f(z) = 161/216*z^3 - 43/32*z + 1
*
[ -2 ] 
f(z) = 163/200*z^3 - 44/25*z + 1
*
[ -2 ] 
f(z) = 163/216*z^3 - 41/27*z + 1
*
[ -2 ] 
f(z) = 167/200*z^3 - 46/25*z + 1
*
[ 3/2 ] 
f(z) = 167/216*z^3 - 45/32*z + 1
*
[ -2 ] 
f(z) = 167/216*z^3 - 43/27*z + 1
*
[ -2 ] 
f(z) = 169/200*z^3 - 47/25*z + 1
*
[ 24/13 ] 
f(z) = 169/216*z^3 - 53/24*z + 1
*
33/26 | 0.16686979930677809384114448570192522273 | 0.023087657916529787584083701513186605730
f(z) = 169/216*z^3 - 51/32*z + 1
*
[ -2 ] 
f(z) = 169/216*z^3 - 44/27*z + 1
*
[ -2 ] 
f(z) = 171/200*z^3 - 48/25*z + 1
*
[ -2 ] 
f(z) = 173/200*z^3 - 49/25*z + 1
*
[ 3/2 ] 
f(z) = 173/216*z^3 - 47/32*z + 1
*
[ -2 ] 
f(z) = 173/216*z^3 - 46/27*z + 1
*
[ 12/7 ] 
f(z) = 175/216*z^3 - 55/28*z + 1
*
[ -2 ] 
f(z) = 175/216*z^3 - 47/27*z + 1
*
[ 2/5 ] 
f(z) = 175/216*z^3 - 44/27*z + 1
*
[ -2 ] 
f(z) = 177/200*z^3 - 51/25*z + 1
*
[ -2 ] 
f(z) = 179/200*z^3 - 52/25*z + 1
*
[ -2 ] 
f(z) = 179/216*z^3 - 49/27*z + 1
*
[ 3/2 ] 
f(z) = 179/216*z^3 - 49/32*z + 1
*
[ 10/9 ] 
f(z) = 171/200*z^3 - 43/45*z + 1
*
[ 2/3 ] 
f(z) = 171/208*z^3 - 45/52*z + 1
*
[ 4/5 ] 
f(z) = 175/208*z^3 - 41/52*z + 1
*
[ 24/35 ] 
f(z) = 175/216*z^3 - 47/56*z + 1
*
[ 3/4 ] 
f(z) = 160/207*z^3 - 53/69*z + 1
*
[ 9/13 ] 
f(z) = 169/216*z^3 - 59/72*z + 1
*
[ 3/4 ] 
f(z) = 176/207*z^3 - 56/69*z + 1
*
[ 6 ] 
f(z) = 161/216*z^3 - 26*z + 1
*
[ -6 ] 
f(z) = 163/216*z^3 - 26*z + 1
*
[ 6 ] 
f(z) = 167/216*z^3 - 27*z + 1
*
6/13 | 0.13930866508600292471967859353604486890 | 0.018067037803580901213688710058180058870
f(z) = 169/216*z^3 - 31/3*z + 1
*
[ -6 ] 
f(z) = 169/216*z^3 - 27*z + 1
*
42/13 | 0.16685857182549750993333605940666064536 | 0.022261041706482656780063713461150516082
f(z) = 169/216*z^3 - 25/3*z + 1
*
[ 6 ] 
f(z) = 173/216*z^3 - 28*z + 1
*
-102/35 | 0.25020347597815764978822566580525042194 | 0.027603609711241675477144590134108299371
f(z) = 175/216*z^3 - 40/7*z + 1
*
[ 6/35 ] 
f(z) = 175/216*z^3 - 34/7*z + 1
*
[ -6 ] 
f(z) = 175/216*z^3 - 28*z + 1
*
6/5 | 0.22328864703360388975941625918183781347 | 0.025750856722104445887727441997539176282
f(z) = 175/216*z^3 - 27/7*z + 1
*
[ 6 ] 
f(z) = 179/216*z^3 - 29*z + 1
*
[ -2 ] 
f(z) = 161/216*z^3 - 40/27*z + 1
*
[ 6/5 ] 
f(z) = 163/216*z^3 - 23/25*z + 1
*
[ 20/13 ] 
f(z) = 169/200*z^3 - 33/20*z + 1
*
[ 6/5 ] 
f(z) = 169/216*z^3 - 24/25*z + 1
*
[ 2/3 ] 
f(z) = 171/200*z^3 - 22/25*z + 1
*
-6/35 | 0.18871537786038784368923527737225001034 | 0.025177015787946330607290723853568653596
f(z) = 175/216*z^3 - 25/21*z + 1
*
[ 3/5 ] 
f(z) = 175/216*z^3 - 23/24*z + 1
*
[ 6/7 ] 
f(z) = 167/216*z^3 - 36/49*z + 1
*
[ 6/7 ] 
f(z) = 173/216*z^3 - 37/49*z + 1
*
[ 6/7 ] 
f(z) = 179/216*z^3 - 38/49*z + 1
*
[ 6/7 ] 
f(z) = 161/216*z^3 - 5/7*z + 1
*
[ 10/13 ] 
f(z) = 169/200*z^3 - 4/5*z + 1
*
[ 30/13 ] 
f(z) = 169/216*z^3 - 18/5*z + 1
*
12/13 | 0.19887115662670448455123075534376332115 | 0.029695406843111064900872429215038580070
f(z) = 169/216*z^3 - 15/4*z + 1
*
[ 18/13 ] 
f(z) = 169/216*z^3 - 11/9*z + 1
*
[ -24/13 ] 
f(z) = 169/216*z^3 - 9/8*z + 1
*
30/13 | 0.18913209815103047456243677735814413753 | 0.026389158450005902599671152888891162982
f(z) = 169/216*z^3 - 6*z + 1
*
[ 6/13 ] 
f(z) = 169/216*z^3 - 4/3*z + 1
*
-6/13 | 0.15901609310776337424878887872072417533 | 0.024562678081259740247551823959609510005
f(z) = 169/216*z^3 - 3*z + 1
*
[ 12/13 ] 
f(z) = 169/216*z^3 - 3/4*z + 1
*
-66/35 | 0.17265835545123481463296475699290342912 | 0.020752911117404424183746509782265192120
f(z) = 175/216*z^3 - 19/7*z + 1
*
[ -12/5 ] 
f(z) = 175/216*z^3 - 13/4*z + 1
*
6/5 | 0.14661532970615747941788035636392102844 | 0.018464877084475814747066149027770940593
f(z) = 175/216*z^3 - 13/7*z + 1
*
6/5 | 0.14779687670795577481783185911813684299 | 0.021858357775848821475907297248235465870
f(z) = 175/216*z^3 - 4*z + 1
*
[ 6/5 ] 
f(z) = 175/216*z^3 - z + 1
*
[ -20/13 ]
f(z) = 169/200*z^3 - 7/20*z + 1
*
[ 6/7 ] 
f(z) = 175/216*z^3 - 16/21*z + 1
*
[ -10/13 ]
f(z) = 169/200*z^3 + 9/5*z + 1
*
[ -6/13 ]
f(z) = 169/216*z^3 + 3*z + 1
*
[ -6/5 ]
f(z) = 175/216*z^3 + 2/3*z + 1
*
[ -4 ] 
f(z) = 163/224*z^3 - 291/28*z + 1
*
[ -4 ] 
f(z) = 165/224*z^3 - 295/28*z + 1
*
[ -4 ] 
f(z) = 167/224*z^3 - 299/28*z + 1
*
[ -5/2 ] 
f(z) = 166/225*z^3 - 289/90*z + 1
*
[ 15/7 ] 
f(z) = 161/225*z^3 - 289/105*z + 1
*
[ 2 ] 
f(z) = 169/220*z^3 - 283/110*z + 1
*
[ 2 ] 
f(z) = 169/228*z^3 - 281/114*z + 1
*
[ 2 ] 
f(z) = 171/220*z^3 - 287/110*z + 1
*
[ 2 ] 
f(z) = 171/236*z^3 - 283/118*z + 1
*
[ 2 ] 
f(z) = 173/220*z^3 - 291/110*z + 1
*
[ 2 ] 
f(z) = 173/228*z^3 - 289/114*z + 1
*
[ 2 ] 
f(z) = 173/236*z^3 - 287/118*z + 1
*
[ 2 ] 
f(z) = 175/228*z^3 - 293/114*z + 1
*
[ 2 ] 
f(z) = 175/236*z^3 - 291/118*z + 1
*
[ 2 ] 
f(z) = 177/220*z^3 - 299/110*z + 1
*
[ 2 ] 
f(z) = 179/236*z^3 - 299/118*z + 1
*
-20/13 | 0.21116871479561151553818445375961378003 | 0.027142909139693296571393390366257802244
f(z) = 169/224*z^3 - 299/140*z + 1
*
[ 3/2 ] 
f(z) = 160/231*z^3 - 283/231*z + 1
*
[ 3/2 ] 
f(z) = 160/237*z^3 - 281/237*z + 1
*
[ -2 ] 
f(z) = 161/234*z^3 - 293/234*z + 1
*
[ -2 ] 
f(z) = 163/238*z^3 - 295/238*z + 1
*
[ 3/2 ] 
f(z) = 164/231*z^3 - 292/231*z + 1
*
[ 3/2 ] 
f(z) = 164/237*z^3 - 290/237*z + 1
*
[ 1/2 ] 
f(z) = 168/239*z^3 - 281/239*z + 1
*
[ 6/13 ] 
f(z) = 169/222*z^3 - 295/222*z + 1
*
[ -25/13 ] 
f(z) = 169/225*z^3 - 283/225*z + 1
*
[ 19/13 ] 
f(z) = 169/228*z^3 - 289/228*z + 1
*
[ 1/2 ] 
f(z) = 172/239*z^3 - 282/239*z + 1
*
[ 1/2 ] 
f(z) = 176/237*z^3 - 281/237*z + 1
*
[ 1/2 ] 
f(z) = 176/239*z^3 - 283/239*z + 1
*
[ 4/3 ] 
f(z) = 173/224*z^3 - 283/252*z + 1
*
[ 4/3 ] 
f(z) = 179/224*z^3 - 295/252*z + 1
*
[ 18/13 ] 
f(z) = 169/232*z^3 - 292/261*z + 1
*
[ 8/3 ] 
f(z) = 171/224*z^3 - 269/56*z + 1
*
[ 2 ] 
f(z) = 161/220*z^3 - 267/110*z + 1
*
[ 2 ] 
f(z) = 161/228*z^3 - 265/114*z + 1
*
[ 2 ] 
f(z) = 161/236*z^3 - 263/118*z + 1
*
[ 2 ] 
f(z) = 163/220*z^3 - 271/110*z + 1
*
[ 2 ] 
f(z) = 163/228*z^3 - 269/114*z + 1
*
[ 2 ] 
f(z) = 163/236*z^3 - 267/118*z + 1
*
[ 2 ] 
f(z) = 165/236*z^3 - 271/118*z + 1
*
[ 2 ] 
f(z) = 167/220*z^3 - 279/110*z + 1
*
[ 2 ] 
f(z) = 167/228*z^3 - 277/114*z + 1
*
[ 2 ] 
f(z) = 167/236*z^3 - 275/118*z + 1
*
6/13 | 0.16087521431051408264715485618462298600 | 0.025646161106399825127589603375564343455
f(z) = 169/228*z^3 - 265/114*z + 1
*
[ 4/13 ] 
f(z) = 169/232*z^3 - 269/116*z + 1
*
[ 2 ] 
f(z) = 169/236*z^3 - 279/118*z + 1
*
[ 1/2 ] 
f(z) = 160/221*z^3 - 261/221*z + 1
*
[ 1/2 ] 
f(z) = 160/223*z^3 - 263/223*z + 1
*
[ 1/2 ] 
f(z) = 160/227*z^3 - 267/227*z + 1
*
[ 1/2 ] 
f(z) = 160/229*z^3 - 269/229*z + 1
*
[ 1/2 ] 
f(z) = 160/231*z^3 - 271/231*z + 1
*
[ 1/2 ] 
f(z) = 160/233*z^3 - 273/233*z + 1
*
[ 1/2 ] 
f(z) = 160/237*z^3 - 277/237*z + 1
*
[ 1/2 ] 
f(z) = 160/239*z^3 - 279/239*z + 1
*
[ 13/9 ] 
f(z) = 162/221*z^3 - 270/221*z + 1
*
[ 1/2 ] 
f(z) = 164/221*z^3 - 262/221*z + 1
*
[ 1/2 ] 
f(z) = 164/223*z^3 - 264/223*z + 1
*
[ 1/2 ] 
f(z) = 164/225*z^3 - 266/225*z + 1
*
[ 1/2 ] 
f(z) = 164/227*z^3 - 268/227*z + 1
*
[ 1/2 ] 
f(z) = 164/229*z^3 - 270/229*z + 1
*
[ 1/2 ] 
f(z) = 164/231*z^3 - 272/231*z + 1
*
[ 1/2 ] 
f(z) = 164/233*z^3 - 274/233*z + 1
*
[ 1/2 ] 
f(z) = 164/235*z^3 - 276/235*z + 1
*
[ 1/2 ] 
f(z) = 164/237*z^3 - 278/237*z + 1
*
[ 1/2 ] 
f(z) = 164/239*z^3 - 280/239*z + 1
*
[ 1/2 ] 
f(z) = 168/221*z^3 - 263/221*z + 1
*
[ 1/2 ] 
f(z) = 168/223*z^3 - 265/223*z + 1
*
[ 1/2 ] 
f(z) = 168/227*z^3 - 269/227*z + 1
*
[ 1/2 ] 
f(z) = 168/229*z^3 - 271/229*z + 1
*
[ 1/2 ] 
f(z) = 168/233*z^3 - 275/233*z + 1
*
[ 1/2 ] 
f(z) = 168/235*z^3 - 277/235*z + 1
*
[ 1/2 ] 
f(z) = 172/221*z^3 - 264/221*z + 1
*
[ 1/2 ] 
f(z) = 172/223*z^3 - 266/223*z + 1
*
[ 1/2 ] 
f(z) = 172/225*z^3 - 268/225*z + 1
*
[ 1/2 ] 
f(z) = 172/227*z^3 - 270/227*z + 1
*
[ 1/2 ] 
f(z) = 172/229*z^3 - 272/229*z + 1
*
[ 1/2 ] 
f(z) = 172/231*z^3 - 274/231*z + 1
*
[ 1/2 ] 
f(z) = 172/233*z^3 - 276/233*z + 1
*
[ 1/2 ] 
f(z) = 172/235*z^3 - 278/235*z + 1
*
[ 1/2 ] 
f(z) = 172/237*z^3 - 280/237*z + 1
*
[ 1/2 ] 
f(z) = 176/221*z^3 - 265/221*z + 1
*
[ 1/2 ] 
f(z) = 176/223*z^3 - 267/223*z + 1
*
[ 1/2 ] 
f(z) = 176/225*z^3 - 269/225*z + 1
*
[ 1/2 ] 
f(z) = 176/227*z^3 - 271/227*z + 1
*
[ 1/2 ] 
f(z) = 176/229*z^3 - 273/229*z + 1
*
[ 1/2 ] 
f(z) = 176/233*z^3 - 277/233*z + 1
*
[ 1/2 ] 
f(z) = 176/235*z^3 - 279/235*z + 1
*
[ 4/3 ] 
f(z) = 163/224*z^3 - 263/252*z + 1
*
[ 4/3 ] 
f(z) = 167/224*z^3 - 271/252*z + 1
*
[ 4/3 ] 
f(z) = 169/224*z^3 - 275/252*z + 1
*
[ -15/8 ] 
f(z) = 172/225*z^3 - 277/240*z + 1
*
30/13 | 0.14822948376046621858253247891387036060 | 0.021421424298703313653373627475603598784
f(z) = 169/224*z^3 - 253/56*z + 1
*
[ 3/13 ] 
f(z) = 169/225*z^3 - 253/75*z + 1
*
4/3 | 0.21826601757881401783176338703363935586 | 0.028611852035112622084966017568562261589
f(z) = 165/224*z^3 - 257/84*z + 1
*
[ 20/13 ] 
f(z) = 169/225*z^3 - 257/180*z + 1
*
-20/13 | 0.13381998965094209924449779728794326208 | 0.024115724420359781336852160559565064590
f(z) = 169/220*z^3 - 257/220*z + 1
*
[ 7/13 ] 
f(z) = 169/224*z^3 - 241/224*z + 1
*
[ 7/13 ] 
f(z) = 169/238*z^3 - 253/238*z + 1
*
[ 4/3 ] 
f(z) = 171/220*z^3 - 249/220*z + 1
*
[ 4/3 ] 
f(z) = 171/236*z^3 - 245/236*z + 1
*
[ -15/8 ] 
f(z) = 164/225*z^3 - 247/240*z + 1
*
[ -8/3 ] 
f(z) = 171/224*z^3 - 227/56*z + 1
*
[ 2/5 ] 
f(z) = 165/232*z^3 - 234/145*z + 1
*
[ 6/13 ] 
f(z) = 169/224*z^3 - 223/168*z + 1
*
[ -17/9 ] 
f(z) = 162/221*z^3 - 240/221*z + 1
*
[ 5/9 ] 
f(z) = 162/235*z^3 - 238/235*z + 1
*
[ 17/13 ] 
f(z) = 169/238*z^3 - 233/238*z + 1
*
[ 3/5 ] 
f(z) = 175/237*z^3 - 221/237*z + 1
*
[ 5/4 ] 
f(z) = 176/235*z^3 - 228/235*z + 1
*
6/13 | 0.19371901101756544322753568605323906960 | 0.028873188812613549333039261359844215156
f(z) = 169/224*z^3 - 205/56*z + 1
*
-2 | 0.10306550739109672969249866549169814858 | 0.015406828308229328939569649273306587888
f(z) = 173/224*z^3 - 201/56*z + 1
*
-2 | 0.10253526246829832213867278834326915081 | 0.015282547529264540486197903691586940437
f(z) = 177/224*z^3 - 205/56*z + 1
*
-2 | 0.10214623765016877591717455662135394192 | 0.015202565511201831501006770343137814630
f(z) = 179/224*z^3 - 207/56*z + 1
*
[ 20/13 ] 
f(z) = 169/224*z^3 - 201/140*z + 1
*
[ 3/2 ] 
f(z) = 178/225*z^3 - 217/150*z + 1
*
[ 8/13 ] 
f(z) = 169/232*z^3 - 209/232*z + 1
*
[ 6/5 ] 
f(z) = 175/222*z^3 - 215/222*z + 1
*
[ 3/5 ] 
f(z) = 175/222*z^3 - 211/222*z + 1
*
[ 3/5 ] 
f(z) = 175/228*z^3 - 215/228*z + 1
*
[ -9/5 ] 
f(z) = 175/234*z^3 - 203/234*z + 1
*
[ 2/3 ] 
f(z) = 161/232*z^3 - 211/261*z + 1
*
[ 2/3 ] 
f(z) = 163/232*z^3 - 212/261*z + 1
*
[ 2/3 ] 
f(z) = 167/232*z^3 - 214/261*z + 1
*
[ 2/3 ] 
f(z) = 169/232*z^3 - 215/261*z + 1
*
[ 2/3 ] 
f(z) = 173/232*z^3 - 217/261*z + 1
*
[ 2/3 ] 
f(z) = 175/232*z^3 - 218/261*z + 1
*
[ 2/3 ] 
f(z) = 179/232*z^3 - 220/261*z + 1
*
[ 10/13 ] 
f(z) = 169/224*z^3 - 209/280*z + 1
*
-2 | 0.10373186978568288982316461657038967922 | 0.015625639909102523526647572691042368541
f(z) = 163/224*z^3 - 191/56*z + 1
*
-2 | 0.10364631931117861798179308176781787114 | 0.015588292998935062914786764087048079086
f(z) = 165/224*z^3 - 193/56*z + 1
*
-2 | 0.10354092095483565865834626886688955890 | 0.015548333232264745788643796139559965684
f(z) = 167/224*z^3 - 195/56*z + 1
*
-2 | 0.10341234555456340026705000139225141336 | 0.015505266537495480758874134414426307701
f(z) = 169/224*z^3 - 197/56*z + 1
*
-2 | 0.10325604413956419800663232363526581931 | 0.015458419175567848301620816938862954700
f(z) = 171/224*z^3 - 199/56*z + 1
*
[ 5/2 ] 
f(z) = 172/225*z^3 - 188/45*z + 1
*
[ 5/2 ] 
f(z) = 176/225*z^3 - 193/45*z + 1
*
4/3 | 0.20455370814884590348070464293767978531 | 0.028105995413211511889929313567451913094
f(z) = 177/224*z^3 - 181/84*z + 1
*
[ -15/7 ] 
f(z) = 161/225*z^3 - 191/105*z + 1
*
[ 22/13 ] 
f(z) = 169/220*z^3 - 197/110*z + 1
*
[ -2 ] 
f(z) = 173/220*z^3 - 181/110*z + 1
*
[ 2/5 ] 
f(z) = 175/228*z^3 - 185/114*z + 1
*
[ 2/5 ] 
f(z) = 175/236*z^3 - 191/118*z + 1
*
[ -2 ] 
f(z) = 177/220*z^3 - 189/110*z + 1
*
[ -2 ] 
f(z) = 179/220*z^3 - 193/110*z + 1
*
[ -2 ] 
f(z) = 179/228*z^3 - 187/114*z + 1
*
[ -2 ] 
f(z) = 179/236*z^3 - 181/118*z + 1
*
[ 3/2 ] 
f(z) = 166/225*z^3 - 199/150*z + 1
*
[ 6/13 ] 
f(z) = 169/225*z^3 - 199/150*z + 1
*
[ 15/11 ] 
f(z) = 176/225*z^3 - 196/165*z + 1
*
[ 9/13 ] 
f(z) = 169/225*z^3 - 181/225*z + 1
*
[ 2/3 ] 
f(z) = 171/226*z^3 - 189/226*z + 1
*
[ 2/3 ] 
f(z) = 171/230*z^3 - 191/230*z + 1
*
[ 2/3 ] 
f(z) = 171/238*z^3 - 195/238*z + 1
*
[ 28/39 ] 
f(z) = 169/224*z^3 - 197/252*z + 1
*
[ 15/16 ] 
f(z) = 176/225*z^3 - 181/240*z + 1
*
[ 5/2 ] 
f(z) = 164/225*z^3 - 178/45*z + 1
*
18/13 | 0.13333696271062127556077159243166041507 | 0.020537898490960606901207309882093076094
f(z) = 169/224*z^3 - 165/56*z + 1
*
8/13 | 0.19113141594557991278976824445872929334 | 0.029495386045424437662886008819528080023
f(z) = 169/224*z^3 - 163/56*z + 1
*
[ -2 ] 
f(z) = 163/220*z^3 - 161/110*z + 1
*
[ -2 ] 
f(z) = 167/220*z^3 - 169/110*z + 1
*
[ -2 ] 
f(z) = 167/228*z^3 - 163/114*z + 1
*
[ -2 ] 
f(z) = 169/220*z^3 - 173/110*z + 1
*
[ -2 ] 
f(z) = 169/228*z^3 - 167/114*z + 1
*
[ -2 ] 
f(z) = 169/236*z^3 - 161/118*z + 1
*
[ -2 ] 
f(z) = 171/220*z^3 - 177/110*z + 1
*
[ -2 ] 
f(z) = 171/236*z^3 - 165/118*z + 1
*
[ -2 ] 
f(z) = 173/228*z^3 - 175/114*z + 1
*
[ -2 ] 
f(z) = 173/236*z^3 - 169/118*z + 1
*
[ -2 ] 
f(z) = 175/228*z^3 - 179/114*z + 1
*
[ -2 ] 
f(z) = 175/236*z^3 - 173/118*z + 1
*
[ -24/13 ] 
f(z) = 169/224*z^3 - 173/168*z + 1
*
[ 5/4 ] 
f(z) = 164/225*z^3 - 169/180*z + 1
*
[ 5/4 ] 
f(z) = 172/225*z^3 - 179/180*z + 1
*
[ 5/8 ] 
f(z) = 176/225*z^3 - 163/180*z + 1
*
[ 3/4 ] 
f(z) = 160/231*z^3 - 167/231*z + 1
*
[ 3/4 ] 
f(z) = 160/237*z^3 - 169/237*z + 1
*
[ 11/13 ] 
f(z) = 169/220*z^3 - 161/220*z + 1
*
[ 12/13 ] 
f(z) = 169/228*z^3 - 163/228*z + 1
*
[ 14/13 ] 
f(z) = 169/238*z^3 - 179/238*z + 1
*
[ 4/5 ] 
f(z) = 175/228*z^3 - 169/228*z + 1
*
[ 4/5 ] 
f(z) = 175/236*z^3 - 171/236*z + 1
*
[ 3/4 ] 
f(z) = 176/237*z^3 - 178/237*z + 1
*
[ 15/4 ] 
f(z) = 176/225*z^3 - 154/15*z + 1
*
[ -15/4 ] 
f(z) = 176/225*z^3 - 146/15*z + 1
*
[ 2/13 ] 
f(z) = 169/232*z^3 - 160/29*z + 1
*
[ -5/2 ] 
f(z) = 164/225*z^3 - 142/45*z + 1
*
8/13 | 0.15271854655196250812956871397811678277 | 0.023898715949628995840461251527928699633
f(z) = 169/224*z^3 - 149/56*z + 1
*
[ 2 ] 
f(z) = 169/224*z^3 - 141/56*z + 1
*
2/3 | 0.18228411721997858006023603091298492312 | 0.028238343938045968047234529128821193677
f(z) = 171/224*z^3 - 159/56*z + 1
*
[ 2 ] 
f(z) = 171/224*z^3 - 143/56*z + 1
*
[ -5/2 ] 
f(z) = 172/225*z^3 - 152/45*z + 1
*
[ 2 ] 
f(z) = 173/224*z^3 - 145/56*z + 1
*
[ -5/2 ] 
f(z) = 176/225*z^3 - 157/45*z + 1
*
[ 2 ] 
f(z) = 177/224*z^3 - 149/56*z + 1
*
[ 2 ] 
f(z) = 179/224*z^3 - 151/56*z + 1
*
[ -2 ] 
f(z) = 161/220*z^3 - 157/110*z + 1
*
[ -2 ] 
f(z) = 161/228*z^3 - 151/114*z + 1
*
[ -2 ] 
f(z) = 161/236*z^3 - 145/118*z + 1
*
[ -2 ] 
f(z) = 163/228*z^3 - 155/114*z + 1
*
[ -2 ] 
f(z) = 163/236*z^3 - 149/118*z + 1
*
[ -2 ] 
f(z) = 165/236*z^3 - 153/118*z + 1
*
[ -2 ] 
f(z) = 167/236*z^3 - 157/118*z + 1
*
[ 6/13 ] 
f(z) = 169/228*z^3 - 151/114*z + 1
*
[ 2/3 ] 
f(z) = 177/224*z^3 - 143/168*z + 1
*
[ 14/13 ] 
f(z) = 169/232*z^3 - 157/203*z + 1
*
[ 2 ] 
f(z) = 163/224*z^3 - 135/56*z + 1
*
[ 2 ] 
f(z) = 165/224*z^3 - 137/56*z + 1
*
[ 2 ] 
f(z) = 167/224*z^3 - 139/56*z + 1
*
[ 15/8 ] 
f(z) = 176/225*z^3 - 137/60*z + 1
*
[ 4/3 ] 
f(z) = 171/232*z^3 - 123/116*z + 1
*
[ 2/3 ] 
f(z) = 165/224*z^3 - 139/168*z + 1
*
[ 15/22 ] 
f(z) = 176/225*z^3 - 137/165*z + 1
*
-4/13 | 0.074547570883814664847204113993833647720 | 0.011040371124239735189492528211722507149
f(z) = 169/224*z^3 - 107/28*z + 1
*
[ 30/13 ] 
f(z) = 169/225*z^3 - 103/30*z + 1
*
-2 | 0.10418875077795500052947820955110543135 | 0.015563191418225716804137717052449759722
f(z) = 173/232*z^3 - 101/29*z + 1
*
-2 | 0.10406462122512762639976779607506991456 | 0.015521806337652105103232326387877574132
f(z) = 175/232*z^3 - 102/29*z + 1
*
-2 | 0.10391474068634534236754030250054398771 | 0.015476929015049375347881753110803556533
f(z) = 177/232*z^3 - 103/29*z + 1
*
-2 | 0.10373333783406502360585936492478920611 | 0.015427710126190422360786105492445756975
f(z) = 179/232*z^3 - 104/29*z + 1
*
[ 3/2 ] 
f(z) = 172/225*z^3 - 104/75*z + 1
*
[ 3/2 ] 
f(z) = 176/225*z^3 - 107/75*z + 1
*
[ 6/13 ] 
f(z) = 169/232*z^3 - 115/87*z + 1
*
[ 16/13 ] 
f(z) = 169/224*z^3 - 107/112*z + 1
*
[ 6/5 ] 
f(z) = 175/228*z^3 - 107/114*z + 1
*
[ 4/5 ] 
f(z) = 165/224*z^3 - 101/140*z + 1
*
[ 10/13 ] 
f(z) = 169/232*z^3 - 106/145*z + 1
*
-2 | 0.10456344330360947852838705967294543195 | 0.015763368569643609068848381785739839511
f(z) = 161/232*z^3 - 95/29*z + 1
*
-2 | 0.10453543884800880539971454980033686151 | 0.015734308737444398277799703766763162694
f(z) = 163/232*z^3 - 96/29*z + 1
*
-2 | 0.10449553146967908094640929295763577267 | 0.015703807682905628518223589220083350602
f(z) = 165/232*z^3 - 97/29*z + 1
*
-2 | 0.10444254942006340307415737769649487268 | 0.015671689582847950718185953807197849324
f(z) = 167/232*z^3 - 98/29*z + 1
*
[ 28/13 ] 
f(z) = 169/224*z^3 - 83/28*z + 1
*
-2 | 0.10437504802488896229144799435656654035 | 0.015637738856203020794357656217901253411
f(z) = 169/232*z^3 - 99/29*z + 1
*
-2 | 0.10429121839580832208472582395393843318 | 0.015601686776232939104070915912909715922
f(z) = 171/232*z^3 - 100/29*z + 1
*
[ -2 ] 
f(z) = 165/224*z^3 - 81/56*z + 1
*
[ -2 ] 
f(z) = 167/224*z^3 - 83/56*z + 1
*
-6/13 | 0.16595297237958780093991735799049981982 | 0.028037835525598760420674901521414597601
f(z) = 169/224*z^3 - 93/56*z + 1
*
[ -2 ] 
f(z) = 169/224*z^3 - 85/56*z + 1
*
[ -2 ] 
f(z) = 171/224*z^3 - 87/56*z + 1
*
[ -2 ] 
f(z) = 173/224*z^3 - 89/56*z + 1
*
[ -2 ] 
f(z) = 177/224*z^3 - 93/56*z + 1
*
[ -2 ] 
f(z) = 179/224*z^3 - 95/56*z + 1
*
[ 3/2 ] 
f(z) = 164/225*z^3 - 98/75*z + 1
*
[ 4/3 ] 
f(z) = 165/224*z^3 - 89/84*z + 1
*
[ 4/3 ] 
f(z) = 177/224*z^3 - 97/84*z + 1
*
[ 10/13 ] 
f(z) = 169/220*z^3 - 83/110*z + 1
*
[ 2/3 ] 
f(z) = 171/220*z^3 - 93/110*z + 1
*
[ 2/3 ] 
f(z) = 171/236*z^3 - 97/118*z + 1
*
[ 4/5 ] 
f(z) = 175/232*z^3 - 85/116*z + 1
*
[ 2 ] 
f(z) = 161/232*z^3 - 66/29*z + 1
*
[ 2 ] 
f(z) = 163/232*z^3 - 67/29*z + 1
*
[ 2 ] 
f(z) = 165/232*z^3 - 68/29*z + 1
*
[ 2 ] 
f(z) = 167/232*z^3 - 69/29*z + 1
*
[ 4/13 ] 
f(z) = 169/224*z^3 - 65/28*z + 1
*
[ -30/13 ] 
f(z) = 169/225*z^3 - 77/30*z + 1
*
[ 2 ] 
f(z) = 169/232*z^3 - 70/29*z + 1
*
[ 2 ] 
f(z) = 171/232*z^3 - 71/29*z + 1
*
[ 2 ] 
f(z) = 173/232*z^3 - 72/29*z + 1
*
[ 2 ] 
f(z) = 175/232*z^3 - 73/29*z + 1
*
[ 2 ] 
f(z) = 177/232*z^3 - 74/29*z + 1
*
[ 2 ] 
f(z) = 179/232*z^3 - 75/29*z + 1
*
[ -2 ] 
f(z) = 163/224*z^3 - 79/56*z + 1
*
[ 5/13 ] 
f(z) = 169/225*z^3 - 77/45*z + 1
*
[ 3/5 ] 
f(z) = 175/234*z^3 - 73/78*z + 1
*
[ 6/5 ] 
f(z) = 175/234*z^3 - 71/78*z + 1
*
[ -15/8 ] 
f(z) = 176/225*z^3 - 73/60*z + 1
*
[ 2/3 ] 
f(z) = 165/232*z^3 - 71/87*z + 1
*
[ 12/13 ] 
f(z) = 169/224*z^3 - 61/84*z + 1
*
[ 10/13 ] 
f(z) = 169/225*z^3 - 67/90*z + 1
*
[ 6/5 ] 
f(z) = 175/232*z^3 - 80/87*z + 1
*
[ 2/3 ] 
f(z) = 177/232*z^3 - 73/87*z + 1
*
[ -28/13 ] 
f(z) = 169/224*z^3 - 57/28*z + 1
*
[ -2 ] 
f(z) = 169/232*z^3 - 41/29*z + 1
*
[ -2 ] 
f(z) = 171/232*z^3 - 42/29*z + 1
*
[ -2 ] 
f(z) = 173/232*z^3 - 43/29*z + 1
*
[ 2/5 ] 
f(z) = 175/232*z^3 - 47/29*z + 1
*
[ -2 ] 
f(z) = 175/232*z^3 - 44/29*z + 1
*
[ -2 ] 
f(z) = 177/232*z^3 - 45/29*z + 1
*
[ -2 ] 
f(z) = 179/232*z^3 - 46/29*z + 1
*
-10/13 | 0.15308480921872139650563303697769296885 | 0.028288030619860286754300645151513620370
f(z) = 169/224*z^3 - 53/56*z + 1
*
[ 8/13 ] 
f(z) = 169/224*z^3 - 51/56*z + 1
*
[ 14/13 ] 
f(z) = 169/224*z^3 - 45/56*z + 1
*
[ 2/3 ] 
f(z) = 171/224*z^3 - 47/56*z + 1
*
[ 5/4 ] 
f(z) = 176/225*z^3 - 46/45*z + 1
*
[ 15/26 ] 
f(z) = 169/225*z^3 - 59/60*z + 1
*
[ 3/4 ] 
f(z) = 176/225*z^3 - 58/75*z + 1
*
[ -2 ] 
f(z) = 161/232*z^3 - 37/29*z + 1
*
[ -2 ] 
f(z) = 163/232*z^3 - 38/29*z + 1
*
[ -2 ] 
f(z) = 165/232*z^3 - 39/29*z + 1
*
[ -2 ] 
f(z) = 167/232*z^3 - 40/29*z + 1
*
[ 4/3 ] 
f(z) = 171/224*z^3 - 31/28*z + 1
*
[ 2/3 ] 
f(z) = 171/232*z^3 - 24/29*z + 1
*
[ 15/13 ] 
f(z) = 169/225*z^3 - 13/15*z + 1
*
[ -15/13 ]
f(z) = 169/225*z^3 + 13/15*z + 1
*
[ -1 ]
f(z) = 162/221*z^3 + 280/221*z + 1
*
-68/13 | 0.18049032639931642983545385112407938187 | 0.021422986052814815059197129481835042721
f(z) = 169/256*z^3 - 285/16*z + 1
*
[ 16/3 ] 
f(z) = 171/256*z^3 - 291/16*z + 1
*
[ -16/3 ] 
f(z) = 171/256*z^3 - 285/16*z + 1
*
7/13 | 0.22680942391347083224872180320989613424 | 0.029891260864302594615287260272681447363
f(z) = 169/245*z^3 - 282/35*z + 1
*
[ 22/5 ] 
f(z) = 175/242*z^3 - 291/22*z + 1
*
[ -22/5 ] 
f(z) = 175/242*z^3 - 281/22*z + 1
*
[ 7/2 ] 
f(z) = 176/245*z^3 - 283/35*z + 1
*
[ -44/13 ] 
f(z) = 169/242*z^3 - 295/44*z + 1
*
[ 8/3 ] 
f(z) = 163/256*z^3 - 281/72*z + 1
*
[ 8/3 ] 
f(z) = 167/256*z^3 - 289/72*z + 1
*
10/13 | 0.16540298384590393358801702146002005705 | 0.023522336468193377071566936342149728110
f(z) = 169/240*z^3 - 283/60*z + 1
*
[ 35/13 ] 
f(z) = 169/250*z^3 - 299/70*z + 1
*
-8/39 | 0.25817690813407527224719070423592431685 | 0.028166250595976444385550807564549576920
f(z) = 169/256*z^3 - 299/72*z + 1
*
[ 8/3 ] 
f(z) = 169/256*z^3 - 293/72*z + 1
*
[ 8/39 ] 
f(z) = 169/256*z^3 - 281/72*z + 1
*
30/13 | 0.11246947830883942122514395913639345087 | 0.012687881728766141782423963824043744823
f(z) = 169/250*z^3 - 283/90*z + 1
*
[ 3/13 ] 
f(z) = 169/252*z^3 - 283/84*z + 1
*
[ 28/13 ] 
f(z) = 169/256*z^3 - 283/112*z + 1
*
[ -12/5 ] 
f(z) = 175/243*z^3 - 295/108*z + 1
*
[ 4/13 ] 
f(z) = 169/248*z^3 - 287/124*z + 1
*
[ 2 ] 
f(z) = 171/244*z^3 - 281/122*z + 1
*
[ 2 ] 
f(z) = 173/244*z^3 - 285/122*z + 1
*
[ 2 ] 
f(z) = 173/252*z^3 - 283/126*z + 1
*
[ 2 ] 
f(z) = 175/244*z^3 - 289/122*z + 1
*
[ 2 ] 
f(z) = 177/244*z^3 - 293/122*z + 1
*
[ 2 ] 
f(z) = 179/244*z^3 - 297/122*z + 1
*
[ 2 ] 
f(z) = 179/252*z^3 - 295/126*z + 1
*
[ -9/4 ] 
f(z) = 163/243*z^3 - 281/144*z + 1
*
[ -9/4 ] 
f(z) = 167/243*z^3 - 293/144*z + 1
*
[ -9/4 ] 
f(z) = 169/243*z^3 - 299/144*z + 1
*
-20/9 | 0.20973927704207207147691300300503460184 | 0.024793154244572876551059149313506385162
f(z) = 171/256*z^3 - 295/144*z + 1
*
-18/13 | 0.18287200144471166794899840747539856361 | 0.025878844720782350883964238068480235883
f(z) = 169/240*z^3 - 293/180*z + 1
*
[ 45/26 ] 
f(z) = 169/243*z^3 - 299/180*z + 1
*
[ 8/5 ] 
f(z) = 179/256*z^3 - 283/200*z + 1
*
[ 1/2 ] 
f(z) = 160/241*z^3 - 281/241*z + 1
*
[ 1/2 ] 
f(z) = 160/243*z^3 - 283/243*z + 1
*
[ 1/2 ] 
f(z) = 160/247*z^3 - 287/247*z + 1
*
[ 1/2 ] 
f(z) = 160/249*z^3 - 289/249*z + 1
*
[ 1/2 ] 
f(z) = 160/251*z^3 - 291/251*z + 1
*
[ 1/2 ] 
f(z) = 160/253*z^3 - 293/253*z + 1
*
[ 1/2 ] 
f(z) = 160/257*z^3 - 297/257*z + 1
*
[ 1/2 ] 
f(z) = 160/259*z^3 - 299/259*z + 1
*
[ -2 ] 
f(z) = 161/242*z^3 - 281/242*z + 1
*
[ -2 ] 
f(z) = 163/242*z^3 - 289/242*z + 1
*
[ -2 ] 
f(z) = 163/246*z^3 - 283/246*z + 1
*
[ 1/2 ] 
f(z) = 164/241*z^3 - 282/241*z + 1
*
[ 1/2 ] 
f(z) = 164/243*z^3 - 284/243*z + 1
*
[ 1/2 ] 
f(z) = 164/245*z^3 - 286/245*z + 1
*
[ 1/2 ] 
f(z) = 164/247*z^3 - 288/247*z + 1
*
[ 1/2 ] 
f(z) = 164/249*z^3 - 290/249*z + 1
*
[ 3/2 ] 
f(z) = 164/249*z^3 - 286/249*z + 1
*
[ 1/2 ] 
f(z) = 164/251*z^3 - 292/251*z + 1
*
[ 1/2 ] 
f(z) = 164/253*z^3 - 294/253*z + 1
*
[ 1/2 ] 
f(z) = 164/255*z^3 - 296/255*z + 1
*
[ 3/2 ] 
f(z) = 164/255*z^3 - 284/255*z + 1
*
[ 1/2 ] 
f(z) = 164/257*z^3 - 298/257*z + 1
*
[ -2 ] 
f(z) = 167/246*z^3 - 299/246*z + 1
*
[ -2 ] 
f(z) = 167/250*z^3 - 293/250*z + 1
*
[ -2 ] 
f(z) = 167/254*z^3 - 287/254*z + 1
*
[ -2 ] 
f(z) = 167/258*z^3 - 281/258*z + 1
*
[ 1/2 ] 
f(z) = 168/241*z^3 - 283/241*z + 1
*
[ 1/2 ] 
f(z) = 168/247*z^3 - 289/247*z + 1
*
[ 1/2 ] 
f(z) = 168/251*z^3 - 293/251*z + 1
*
[ 1/2 ] 
f(z) = 168/253*z^3 - 295/253*z + 1
*
[ 1/2 ] 
f(z) = 168/257*z^3 - 299/257*z + 1
*
-15/13 | 0.10682179279778704215003586501709099427 | 0.018851702965095787798284391391868742395
f(z) = 169/240*z^3 - 289/240*z + 1
*
[ -2 ] 
f(z) = 169/254*z^3 - 295/254*z + 1
*
[ -2 ] 
f(z) = 169/258*z^3 - 289/258*z + 1
*
[ 1/2 ] 
f(z) = 172/241*z^3 - 284/241*z + 1
*
[ 1/2 ] 
f(z) = 172/243*z^3 - 286/243*z + 1
*
[ 1/2 ] 
f(z) = 172/245*z^3 - 288/245*z + 1
*
[ 1/2 ] 
f(z) = 172/247*z^3 - 290/247*z + 1
*
[ 1/2 ] 
f(z) = 172/249*z^3 - 292/249*z + 1
*
[ 1/2 ] 
f(z) = 172/251*z^3 - 294/251*z + 1
*
[ 1/2 ] 
f(z) = 172/253*z^3 - 296/253*z + 1
*
[ 1/2 ] 
f(z) = 172/255*z^3 - 298/255*z + 1
*
[ 1/2 ] 
f(z) = 176/241*z^3 - 285/241*z + 1
*
[ 1/2 ] 
f(z) = 176/243*z^3 - 287/243*z + 1
*
[ 1/2 ] 
f(z) = 176/245*z^3 - 289/245*z + 1
*
[ 1/2 ] 
f(z) = 176/247*z^3 - 291/247*z + 1
*
[ 1/2 ] 
f(z) = 176/249*z^3 - 293/249*z + 1
*
[ 1/2 ] 
f(z) = 176/251*z^3 - 295/251*z + 1
*
[ 1/2 ] 
f(z) = 176/255*z^3 - 299/255*z + 1
*
[ 18/13 ] 
f(z) = 169/248*z^3 - 287/279*z + 1
*
[ 70/13 ] 
f(z) = 169/250*z^3 - 263/14*z + 1
*
[ 7/2 ] 
f(z) = 164/245*z^3 - 262/35*z + 1
*
[ 7/2 ] 
f(z) = 172/245*z^3 - 276/35*z + 1
*
[ -7/2 ] 
f(z) = 176/245*z^3 - 263/35*z + 1
*
[ 42/13 ] 
f(z) = 169/252*z^3 - 265/42*z + 1
*
[ 8/3 ] 
f(z) = 161/256*z^3 - 277/72*z + 1
*
15/26 | 0.26258188995602998755740823766547010596 | 0.025192483661022049252183770846075705518
f(z) = 169/250*z^3 - 269/72*z + 1
*
-9/35 | 0.25863508263240586012963230655046451648 | 0.029177548590620744092551963940770836964
f(z) = 175/243*z^3 - 262/63*z + 1
*
36/35 | 0.17670896324482337642074493303039119559 | 0.021045284063288161167204109829870054280
f(z) = 175/256*z^3 - 277/112*z + 1
*
[ -7/3 ] 
f(z) = 177/245*z^3 - 263/105*z + 1
*
[ 2 ] 
f(z) = 161/244*z^3 - 261/122*z + 1
*
[ 2 ] 
f(z) = 163/244*z^3 - 265/122*z + 1
*
[ 2 ] 
f(z) = 163/252*z^3 - 263/126*z + 1
*
[ 2 ] 
f(z) = 165/244*z^3 - 269/122*z + 1
*
[ 2 ] 
f(z) = 167/244*z^3 - 273/122*z + 1
*
[ 2 ] 
f(z) = 167/252*z^3 - 271/126*z + 1
*
[ 2 ] 
f(z) = 169/244*z^3 - 277/122*z + 1
*
[ 2 ] 
f(z) = 169/252*z^3 - 275/126*z + 1
*
[ -9/4 ] 
f(z) = 161/243*z^3 - 275/144*z + 1
*
[ 3/7 ] 
f(z) = 161/243*z^3 - 275/189*z + 1
*
[ 21/13 ] 
f(z) = 169/243*z^3 - 271/189*z + 1
*
[ 3/7 ] 
f(z) = 175/243*z^3 - 277/189*z + 1
*
[ 8/5 ] 
f(z) = 169/256*z^3 - 263/200*z + 1
*
[ 8/5 ] 
f(z) = 171/256*z^3 - 267/200*z + 1
*
[ 8/5 ] 
f(z) = 173/256*z^3 - 271/200*z + 1
*
[ 8/5 ] 
f(z) = 177/256*z^3 - 279/200*z + 1
*
[ 3/2 ] 
f(z) = 160/249*z^3 - 277/249*z + 1
*
[ -2 ] 
f(z) = 161/246*z^3 - 275/246*z + 1
*
[ -2 ] 
f(z) = 161/250*z^3 - 269/250*z + 1
*
[ -2 ] 
f(z) = 161/254*z^3 - 263/254*z + 1
*
[ 13/9 ] 
f(z) = 162/247*z^3 - 262/247*z + 1
*
[ -2 ] 
f(z) = 163/250*z^3 - 277/250*z + 1
*
[ -2 ] 
f(z) = 163/254*z^3 - 271/254*z + 1
*
[ -2 ] 
f(z) = 163/258*z^3 - 265/258*z + 1
*
[ -2 ] 
f(z) = 165/254*z^3 - 279/254*z + 1
*
[ 7/13 ] 
f(z) = 169/252*z^3 - 265/252*z + 1
*
[ 7/13 ] 
f(z) = 169/259*z^3 - 271/259*z + 1
*
[ 7/12 ] 
f(z) = 162/245*z^3 - 263/280*z + 1
*
[ 35/26 ] 
f(z) = 169/250*z^3 - 271/280*z + 1
*
[ 27/22 ] 
f(z) = 176/243*z^3 - 269/297*z + 1
*
[ 27/44 ] 
f(z) = 176/243*z^3 - 268/297*z + 1
*
80/13 | 0.19567006066831603765269956550008281046 | 0.022316507056845349950457320111722356790
f(z) = 169/250*z^3 - 257/10*z + 1
*
[ 9/2 ] 
f(z) = 170/243*z^3 - 241/18*z + 1
*
[ 9/2 ] 
f(z) = 178/243*z^3 - 253/18*z + 1
*
[ -9/2 ] 
f(z) = 178/243*z^3 - 245/18*z + 1
*
[ -7/2 ] 
f(z) = 164/245*z^3 - 242/35*z + 1
*
-42/13 | 0.14137811816010039706475870881656219330 | 0.018963441696076217863781365745352936925
f(z) = 169/245*z^3 - 247/35*z + 1
*
[ -7/2 ] 
f(z) = 172/245*z^3 - 256/35*z + 1
*
-40/13 | 0.25429548345050694136544013306005681477 | 0.029054818877060974222321944840487912840
f(z) = 169/250*z^3 - 253/40*z + 1
*
88/35 | 0.25938150052008205112700647150802219344 | 0.028874100980858918763093756983169269367
f(z) = 175/256*z^3 - 249/56*z + 1
*
7/18 | 0.21952567338267473556229033183332732012 | 0.029289669991423710016854234145846310240
f(z) = 162/245*z^3 - 257/70*z + 1
*
-7/18 | 0.16148677876702029734670320641518827108 | 0.021660672483754990205418344068655695760
f(z) = 162/245*z^3 - 247/70*z + 1
*
2 | 0.20503181931506601289683724067249608765 | 0.029630229323206328898081791744538439143
f(z) = 163/240*z^3 - 253/60*z + 1
*
2 | 0.20654540656981795257869550624168688548 | 0.029781452653115848053532239395475260462
f(z) = 167/240*z^3 - 257/60*z + 1
*
12/13 | 0.16579371072066145501430713360764154766 | 0.023987235574226575004206643834562102680
f(z) = 169/240*z^3 - 251/60*z + 1
*
12/13 | 0.16599113222651853284597409317408516125 | 0.024157899394629850092028345199109482200
f(z) = 169/240*z^3 - 241/60*z + 1
*
[ 33/13 ] 
f(z) = 169/242*z^3 - 257/66*z + 1
*
[ -35/13 ] 
f(z) = 169/250*z^3 - 247/70*z + 1
*
-5/78 | 0.27865863367919560785051829986139055286 | 0.026976784235214690191390499661849528214
f(z) = 169/250*z^3 - 245/72*z + 1
*
34/13 | 0.10437737107766798915420078263269289835 | 0.015050006613221447129548046686763078892
f(z) = 169/256*z^3 - 257/64*z + 1
*
[ -8/3 ] 
f(z) = 173/256*z^3 - 247/72*z + 1
*
[ -8/3 ] 
f(z) = 175/256*z^3 - 251/72*z + 1
*
[ -8/3 ] 
f(z) = 179/256*z^3 - 259/72*z + 1
*
[ -7/3 ] 
f(z) = 174/245*z^3 - 256/105*z + 1
*
[ 3/10 ] 
f(z) = 175/243*z^3 - 259/108*z + 1
*
52/35 | 0.18533710183474996517362453726933987437 | 0.022313699497794118435526960693842436183
f(z) = 175/256*z^3 - 253/112*z + 1
*
[ 2/5 ] 
f(z) = 165/248*z^3 - 249/155*z + 1
*
[ -28/13 ] 
f(z) = 169/245*z^3 - 243/140*z + 1
*
[ 16/9 ] 
f(z) = 171/256*z^3 - 241/144*z + 1
*
[ 7/4 ] 
f(z) = 172/245*z^3 - 241/140*z + 1
*
[ 5/12 ] 
f(z) = 171/250*z^3 - 243/160*z + 1
*
[ 6/13 ] 
f(z) = 169/256*z^3 - 251/192*z + 1
*
[ 22/15 ] 
f(z) = 175/242*z^3 - 245/198*z + 1
*
[ 8/5 ] 
f(z) = 161/256*z^3 - 247/200*z + 1
*
[ 8/5 ] 
f(z) = 163/256*z^3 - 251/200*z + 1
*
[ 8/5 ] 
f(z) = 167/256*z^3 - 259/200*z + 1
*
[ -2 ] 
f(z) = 161/258*z^3 - 257/258*z + 1
*
[ 5/9 ] 
f(z) = 162/245*z^3 - 246/245*z + 1
*
[ 4/3 ] 
f(z) = 171/244*z^3 - 243/244*z + 1
*
[ 33/26 ] 
f(z) = 169/242*z^3 - 241/264*z + 1
*
[ -11/6 ] 
f(z) = 177/242*z^3 - 241/264*z + 1
*
[ 9/2 ] 
f(z) = 166/243*z^3 - 235/18*z + 1
*
[ -9/2 ] 
f(z) = 166/243*z^3 - 227/18*z + 1
*
[ -9/2 ] 
f(z) = 170/243*z^3 - 233/18*z + 1
*
[ -55/13 ] 
f(z) = 169/250*z^3 - 239/22*z + 1
*
[ 40/13 ] 
f(z) = 169/250*z^3 - 229/40*z + 1
*
[ -42/13 ] 
f(z) = 169/252*z^3 - 239/42*z + 1
*
30/13 | 0.17233663076941183535146556027911469873 | 0.023880222847655562111644114278390249415
f(z) = 169/252*z^3 - 227/42*z + 1
*
[ 40/13 ] 
f(z) = 169/256*z^3 - 223/40*z + 1
*
[ -8/3 ] 
f(z) = 161/256*z^3 - 223/72*z + 1
*
[ -8/3 ] 
f(z) = 163/256*z^3 - 227/72*z + 1
*
[ -8/3 ] 
f(z) = 167/256*z^3 - 235/72*z + 1
*
30/13 | 0.12735784529057117432662076141158284861 | 0.018557822803040390210095401245542373923
f(z) = 169/240*z^3 - 239/60*z + 1
*
20/13 | 0.18401252880071185587557454693886990660 | 0.026981244466486588379093652508389738568
f(z) = 169/240*z^3 - 229/60*z + 1
*
[ -8/3 ] 
f(z) = 169/256*z^3 - 239/72*z + 1
*
[ 9/4 ] 
f(z) = 178/243*z^3 - 227/72*z + 1
*
-3/13 | 0.16899275759860553049801869651458712405 | 0.025904981000840986753781215858976832667
f(z) = 169/252*z^3 - 227/84*z + 1
*
[ -16/7 ] 
f(z) = 175/256*z^3 - 239/112*z + 1
*
[ -20/9 ] 
f(z) = 177/250*z^3 - 221/108*z + 1
*
[ 24/13 ] 
f(z) = 169/240*z^3 - 233/120*z + 1
*
[ 7/4 ] 
f(z) = 164/245*z^3 - 227/140*z + 1
*
[ 16/39 ] 
f(z) = 169/256*z^3 - 223/144*z + 1
*
[ 8/19 ] 
f(z) = 171/256*z^3 - 227/152*z + 1
*
-18/13 | 0.18704752820603535656977812990429575531 | 0.027356797347100701990545508667121766475
f(z) = 169/240*z^3 - 233/180*z + 1
*
-7/6 | 0.21952552518256682894299143407666767598 | 0.029677849201869643185167819371896770934
f(z) = 174/245*z^3 - 233/210*z + 1
*
[ 3/5 ] 
f(z) = 175/246*z^3 - 227/246*z + 1
*
[ 3/5 ] 
f(z) = 175/249*z^3 - 229/249*z + 1
*
[ 3/5 ] 
f(z) = 175/258*z^3 - 235/258*z + 1
*
[ 5/4 ] 
f(z) = 176/245*z^3 - 226/245*z + 1
*
[ 5/4 ] 
f(z) = 176/255*z^3 - 224/255*z + 1
*
[ 2/3 ] 
f(z) = 163/248*z^3 - 221/279*z + 1
*
[ 2/3 ] 
f(z) = 167/248*z^3 - 223/279*z + 1
*
[ 2/3 ] 
f(z) = 169/248*z^3 - 224/279*z + 1
*
[ 6/5 ] 
f(z) = 170/243*z^3 - 227/270*z + 1
*
[ 70/57 ] 
f(z) = 171/250*z^3 - 225/266*z + 1
*
[ 2/3 ] 
f(z) = 173/248*z^3 - 226/279*z + 1
*
[ 2/3 ] 
f(z) = 175/248*z^3 - 227/279*z + 1
*
[ 2/3 ] 
f(z) = 179/248*z^3 - 229/279*z + 1
*
[ 9/8 ] 
f(z) = 170/243*z^3 - 223/288*z + 1
*
[ 9/8 ] 
f(z) = 178/243*z^3 - 235/288*z + 1
*
63/26 | 0.24837694512839835162915234642721439626 | 0.028850703800518472253649965387933606239
f(z) = 169/243*z^3 - 203/36*z + 1
*
[ -40/13 ] 
f(z) = 169/250*z^3 - 203/40*z + 1
*
[ 9/4 ] 
f(z) = 166/243*z^3 - 209/72*z + 1
*
[ -33/13 ] 
f(z) = 169/242*z^3 - 205/66*z + 1
*
24/13 | 0.24989360396663478874264232571277202948 | 0.028370982471280633181038526527514633395
f(z) = 169/256*z^3 - 209/72*z + 1
*
-2 | 0.10639755478374164498727092182385051463 | 0.015904922029328091704582941217632774293
f(z) = 169/256*z^3 - 201/64*z + 1
*
[ 9/4 ] 
f(z) = 170/243*z^3 - 215/72*z + 1
*
-2 | 0.10640771840149591900559421782128359552 | 0.015882933502310710959545432847723934191
f(z) = 171/256*z^3 - 203/64*z + 1
*
-2 | 0.084719621507710161632264475098016170181 | 0.012645662692162149632430948242004076470
f(z) = 173/240*z^3 - 203/60*z + 1
*
-2 | 0.10641056133639930463315522707276580416 | 0.015860148226977380999398177373155788415
f(z) = 173/256*z^3 - 205/64*z + 1
*
-2 | 0.10640567424010275500438385093065036191 | 0.015836503336900832714103617284144975500
f(z) = 175/256*z^3 - 207/64*z + 1
*
-2 | 0.10639257644378470596989628923700758066 | 0.015811925811582225632400932349629341271
f(z) = 177/256*z^3 - 209/64*z + 1
*
-2 | 0.084471037217087622434986140942426423802 | 0.012553975271100949431403725629729189700
f(z) = 179/240*z^3 - 209/60*z + 1
*
-2 | 0.10637070188545348604141479761425913503 | 0.015786330447517103951456313131022857961
f(z) = 179/256*z^3 - 211/64*z + 1
*
[ -16/7 ] 
f(z) = 161/256*z^3 - 207/112*z + 1
*
[ 11/7 ] 
f(z) = 175/242*z^3 - 219/154*z + 1
*
[ 20/39 ] 
f(z) = 169/250*z^3 - 203/180*z + 1
*
[ 10/19 ] 
f(z) = 171/250*z^3 - 207/190*z + 1
*
[ 8/15 ] 
f(z) = 171/256*z^3 - 213/200*z + 1
*
[ 9/14 ] 
f(z) = 161/243*z^3 - 209/252*z + 1
*
[ 16/13 ] 
f(z) = 169/240*z^3 - 211/240*z + 1
*
[ 8/13 ] 
f(z) = 169/248*z^3 - 219/248*z + 1
*
[ 2/3 ] 
f(z) = 171/250*z^3 - 201/250*z + 1
*
[ 2/3 ] 
f(z) = 171/254*z^3 - 203/254*z + 1
*
[ 9/14 ] 
f(z) = 175/243*z^3 - 215/252*z + 1
*
[ 6/5 ] 
f(z) = 175/246*z^3 - 211/246*z + 1
*
[ 6/5 ] 
f(z) = 175/258*z^3 - 209/258*z + 1
*
[ 2/3 ] 
f(z) = 161/248*z^3 - 220/279*z + 1
*
[ -35/19 ] 
f(z) = 171/250*z^3 - 207/266*z + 1
*
[ 10/9 ] 
f(z) = 177/250*z^3 - 209/270*z + 1
*
[ 9/8 ] 
f(z) = 166/243*z^3 - 217/288*z + 1
*
-9/26 | 0.14288379107852852304384480488230930163 | 0.016756737962703899195877866197052103240
f(z) = 169/243*z^3 - 187/36*z + 1
*
[ 11/3 ] 
f(z) = 171/242*z^3 - 193/22*z + 1
*
[ -11/3 ] 
f(z) = 171/242*z^3 - 181/22*z + 1
*
[ -10/3 ] 
f(z) = 177/250*z^3 - 197/30*z + 1
*
[ -40/13 ] 
f(z) = 169/256*z^3 - 197/40*z + 1
*
12/5 | 0.17611050615911986366813150807057451305 | 0.021917161570441618522214854782629927476
f(z) = 175/256*z^3 - 193/48*z + 1
*
[ 8/35 ] 
f(z) = 175/256*z^3 - 191/56*z + 1
*
-2 | 0.084869801260415269815082289584423148266 | 0.012784354088982010225928470086985380555
f(z) = 161/240*z^3 - 191/60*z + 1
*
-2 | 0.10628993044938702343607232782009266854 | 0.015985889221082782380071708300719854676
f(z) = 161/256*z^3 - 193/64*z + 1
*
-2 | 0.084870622893731782174064793922122527722 | 0.012764448804955566938671434721142886017
f(z) = 163/240*z^3 - 193/60*z + 1
*
-2 | 0.10632637571027817399122984231566708476 | 0.015966614027351628471847538714956662415
f(z) = 163/256*z^3 - 195/64*z + 1
*
-2 | 0.10635660916615270118291151952528983124 | 0.015946718588597581077095160595677408726
f(z) = 165/256*z^3 - 197/64*z + 1
*
-2 | 0.084842502567902188060855932202906581002 | 0.012720972616653092678548425023682163750
f(z) = 167/240*z^3 - 197/60*z + 1
*
-2 | 0.10638041939107696951207113041565737919 | 0.015926168087528620730699994462773112282
f(z) = 167/256*z^3 - 199/64*z + 1
*
[ 30/13 ] 
f(z) = 169/240*z^3 - 191/60*z + 1
*
28/13 | 0.17406073588676053983476629396585856529 | 0.026433750974713430903124369719752518515
f(z) = 169/240*z^3 - 181/60*z + 1
*
[ 5/18 ] 
f(z) = 171/250*z^3 - 191/72*z + 1
*
[ 9/35 ] 
f(z) = 175/243*z^3 - 185/63*z + 1
*
-9/4 | 0.19303796701962993275467247228881272472 | 0.022501113602135609679865388810554569147
f(z) = 160/243*z^3 - 197/90*z + 1
*
-33/26 | 0.13630772456617288146990819292877880583 | 0.018272021710357354888522698116323616665
f(z) = 169/243*z^3 - 193/108*z + 1
*
[ 3/8 ] 
f(z) = 176/243*z^3 - 191/108*z + 1
*
-45/26 | 0.21174536586994077348615357948195581081 | 0.025058669318303503809474797873576560771
f(z) = 169/250*z^3 - 187/120*z + 1
*
[ 2/5 ] 
f(z) = 175/244*z^3 - 197/122*z + 1
*
[ 11/7 ] 
f(z) = 161/242*z^3 - 197/154*z + 1
*
[ 4/9 ] 
f(z) = 171/256*z^3 - 199/144*z + 1
*
[ 9/20 ] 
f(z) = 175/243*z^3 - 197/144*z + 1
*
[ 16/11 ] 
f(z) = 165/256*z^3 - 185/176*z + 1
*
[ 18/13 ] 
f(z) = 169/240*z^3 - 193/180*z + 1
*
[ 22/39 ] 
f(z) = 169/242*z^3 - 197/198*z + 1
*
[ -9/5 ] 
f(z) = 178/243*z^3 - 184/225*z + 1
*
[ -9/5 ] 
f(z) = 179/243*z^3 - 187/225*z + 1
*
[ 11/9 ] 
f(z) = 162/253*z^3 - 196/253*z + 1
*
-16/15 | 0.23117274567873112320530679227904080861 | 0.028009980531978369493830404239987283423
f(z) = 165/256*z^3 - 191/240*z + 1
*
[ 15/13 ] 
f(z) = 169/240*z^3 - 193/240*z + 1
*
[ 15/13 ] 
f(z) = 169/255*z^3 - 191/255*z + 1
*
[ 2/3 ] 
f(z) = 171/242*z^3 - 197/242*z + 1
*
[ 36/35 ] 
f(z) = 175/243*z^3 - 185/252*z + 1
*
[ 3/4 ] 
f(z) = 176/249*z^3 - 182/249*z + 1
*
[ 3/4 ] 
f(z) = 176/255*z^3 - 184/255*z + 1
*
-3/4 | 0.20494581180072234509933332076344357332 | 0.026289777357848891011771065044994524445
f(z) = 160/243*z^3 - 199/270*z + 1
*
[ 35/36 ] 
f(z) = 162/245*z^3 - 183/280*z + 1
*
[ 32/39 ] 
f(z) = 169/256*z^3 - 191/288*z + 1
*
[ 5 ] 
f(z) = 169/250*z^3 - 161/10*z + 1
*
[ 5 ] 
f(z) = 171/250*z^3 - 163/10*z + 1
*
[ -5 ] 
f(z) = 173/250*z^3 - 161/10*z + 1
*
[ 4 ] 
f(z) = 173/256*z^3 - 161/16*z + 1
*
[ 4 ] 
f(z) = 175/256*z^3 - 163/16*z + 1
*
[ 5 ] 
f(z) = 177/250*z^3 - 169/10*z + 1
*
[ 4 ] 
f(z) = 177/256*z^3 - 165/16*z + 1
*
[ 5 ] 
f(z) = 179/250*z^3 - 171/10*z + 1
*
[ -5 ] 
f(z) = 179/250*z^3 - 167/10*z + 1
*
[ 4 ] 
f(z) = 179/256*z^3 - 167/16*z + 1
*
[ 36/13 ] 
f(z) = 169/243*z^3 - 169/36*z + 1
*
[ 2/13 ] 
f(z) = 169/248*z^3 - 171/31*z + 1
*
30/13 | 0.20573536038811165642916049354446528017 | 0.024786556077905559808964742108488697260
f(z) = 169/250*z^3 - 161/30*z + 1
*
[ 3 ] 
f(z) = 179/243*z^3 - 161/27*z + 1
*
-9/4 | 0.14780547226455121093543077704382134901 | 0.017579514124130692309290125649758797226
f(z) = 160/243*z^3 - 166/45*z + 1
*
[ 5/23 ] 
f(z) = 161/250*z^3 - 167/46*z + 1
*
[ 5/26 ] 
f(z) = 169/250*z^3 - 169/40*z + 1
*
[ 12/5 ] 
f(z) = 175/256*z^3 - 161/48*z + 1
*
-6/13 | 0.10037368920027870898866385134810541028 | 0.015269025363411723175062555570356554528
f(z) = 169/240*z^3 - 179/60*z + 1
*
10/13 | 0.16692358279553628555719857493298062611 | 0.025759635014902800095887828702328469010
f(z) = 169/240*z^3 - 163/60*z + 1
*
12/13 | 0.19378852680787387656970296334326210791 | 0.029962516037693865166326786962550070258
f(z) = 169/240*z^3 - 161/60*z + 1
*
-24/13 | 0.17177508237895730259099245957665469535 | 0.019851226893923512366976313561880732542
f(z) = 169/256*z^3 - 179/72*z + 1
*
[ -9/4 ] 
f(z) = 178/243*z^3 - 163/72*z + 1
*
5/39 | 0.24413757836915600298919912533986473336 | 0.029369488969562140522295833602206574114
f(z) = 169/250*z^3 - 163/90*z + 1
*
[ 11/6 ] 
f(z) = 171/242*z^3 - 169/88*z + 1
*
[ -28/13 ] 
f(z) = 169/256*z^3 - 179/112*z + 1
*
-15/26 | 0.24987645526139817558403611298115147940 | 0.029725039052861888901961872949250371488
f(z) = 169/250*z^3 - 179/120*z + 1
*
[ -2 ] 
f(z) = 173/244*z^3 - 163/122*z + 1
*
[ -2 ] 
f(z) = 175/244*z^3 - 167/122*z + 1
*
[ -2 ] 
f(z) = 177/244*z^3 - 171/122*z + 1
*
[ -2 ] 
f(z) = 179/244*z^3 - 175/122*z + 1
*
[ -2 ] 
f(z) = 179/252*z^3 - 169/126*z + 1
*
[ 9/17 ] 
f(z) = 170/243*z^3 - 166/153*z + 1
*
[ 5/9 ] 
f(z) = 167/250*z^3 - 163/162*z + 1
*
[ 11/9 ] 
f(z) = 171/242*z^3 - 173/198*z + 1
*
[ -24/13 ] 
f(z) = 169/243*z^3 - 179/216*z + 1
*
[ 7/6 ] 
f(z) = 174/245*z^3 - 173/210*z + 1
*
[ 3/4 ] 
f(z) = 178/243*z^3 - 161/216*z + 1
*
[ -9/5 ] 
f(z) = 172/243*z^3 - 166/225*z + 1
*
[ -9/5 ] 
f(z) = 173/243*z^3 - 169/225*z + 1
*
[ -9/5 ] 
f(z) = 176/243*z^3 - 178/225*z + 1
*
[ 3/4 ] 
f(z) = 160/249*z^3 - 173/249*z + 1
*
[ 7/9 ] 
f(z) = 162/259*z^3 - 172/259*z + 1
*
[ 16/15 ] 
f(z) = 165/256*z^3 - 161/240*z + 1
*
[ 11/13 ] 
f(z) = 169/253*z^3 - 167/253*z + 1
*
[ 10/11 ] 
f(z) = 171/250*z^3 - 161/242*z + 1
*
[ 4/5 ] 
f(z) = 175/244*z^3 - 173/244*z + 1
*
[ 5 ] 
f(z) = 161/250*z^3 - 153/10*z + 1
*
[ -5 ] 
f(z) = 161/250*z^3 - 149/10*z + 1
*
[ 4 ] 
f(z) = 161/256*z^3 - 149/16*z + 1
*
[ -4 ] 
f(z) = 161/256*z^3 - 141/16*z + 1
*
[ -5 ] 
f(z) = 163/250*z^3 - 151/10*z + 1
*
[ 4 ] 
f(z) = 163/256*z^3 - 151/16*z + 1
*
[ -4 ] 
f(z) = 163/256*z^3 - 143/16*z + 1
*
[ 4 ] 
f(z) = 165/256*z^3 - 153/16*z + 1
*
[ -4 ] 
f(z) = 165/256*z^3 - 145/16*z + 1
*
[ 5 ] 
f(z) = 167/250*z^3 - 159/10*z + 1
*
[ 4 ] 
f(z) = 167/256*z^3 - 155/16*z + 1
*
[ -4 ] 
f(z) = 167/256*z^3 - 147/16*z + 1
*
[ -4 ] 
f(z) = 169/256*z^3 - 149/16*z + 1
*
[ -5 ] 
f(z) = 171/250*z^3 - 159/10*z + 1
*
[ 4 ] 
f(z) = 171/256*z^3 - 159/16*z + 1
*
[ -4 ] 
f(z) = 171/256*z^3 - 151/16*z + 1
*
[ -4 ] 
f(z) = 173/256*z^3 - 153/16*z + 1
*
[ 18/5 ] 
f(z) = 175/243*z^3 - 155/18*z + 1
*
[ -18/5 ] 
f(z) = 175/243*z^3 - 145/18*z + 1
*
[ -4 ] 
f(z) = 175/256*z^3 - 155/16*z + 1
*
[ -4 ] 
f(z) = 177/256*z^3 - 157/16*z + 1
*
[ -10 ] 
f(z) = 179/250*z^3 - 141/2*z + 1
*
[ -4 ] 
f(z) = 179/256*z^3 - 159/16*z + 1
*
[ 3 ] 
f(z) = 160/243*z^3 - 142/27*z + 1
*
[ 3 ] 
f(z) = 161/243*z^3 - 143/27*z + 1
*
[ 3 ] 
f(z) = 163/243*z^3 - 145/27*z + 1
*
[ 3 ] 
f(z) = 164/243*z^3 - 146/27*z + 1
*
[ 3 ] 
f(z) = 166/243*z^3 - 148/27*z + 1
*
[ 3 ] 
f(z) = 167/243*z^3 - 149/27*z + 1
*
[ 3 ] 
f(z) = 169/243*z^3 - 151/27*z + 1
*
[ -36/13 ] 
f(z) = 169/243*z^3 - 143/36*z + 1
*
[ 35/13 ] 
f(z) = 169/245*z^3 - 153/35*z + 1
*
14/13 | 0.12196186700059752402384779186763607276 | 0.017565852879067032221949930620432275028
f(z) = 169/245*z^3 - 148/35*z + 1
*
[ 3 ] 
f(z) = 170/243*z^3 - 152/27*z + 1
*
[ 3 ] 
f(z) = 172/243*z^3 - 154/27*z + 1
*
[ 3 ] 
f(z) = 173/243*z^3 - 155/27*z + 1
*
[ 3 ] 
f(z) = 175/243*z^3 - 157/27*z + 1
*
[ 3 ] 
f(z) = 176/243*z^3 - 158/27*z + 1
*
[ 3 ] 
f(z) = 178/243*z^3 - 160/27*z + 1
*
[ -3 ] 
f(z) = 178/243*z^3 - 142/27*z + 1
*
[ -3 ] 
f(z) = 179/243*z^3 - 143/27*z + 1
*
[ 5/2 ] 
f(z) = 167/250*z^3 - 143/40*z + 1
*
[ 5/2 ] 
f(z) = 171/250*z^3 - 147/40*z + 1
*
[ 5/2 ] 
f(z) = 173/250*z^3 - 149/40*z + 1
*
-8/35 | 0.21080636519645816787690043952024666866 | 0.024889524778012881286755336944758576231
f(z) = 175/256*z^3 - 149/56*z + 1
*
[ 5/2 ] 
f(z) = 177/250*z^3 - 153/40*z + 1
*
[ 35/18 ] 
f(z) = 162/245*z^3 - 141/70*z + 1
*
[ -9/4 ] 
f(z) = 166/243*z^3 - 145/72*z + 1
*
[ -9/4 ] 
f(z) = 170/243*z^3 - 151/72*z + 1
*
[ 20/57 ] 
f(z) = 171/250*z^3 - 147/76*z + 1
*
[ 2 ] 
f(z) = 173/240*z^3 - 143/60*z + 1
*
[ 2 ] 
f(z) = 173/256*z^3 - 141/64*z + 1
*
9/5 | 0.23290539722685177176764800500809125657 | 0.028130561863548123095578526521686014257
f(z) = 175/243*z^3 - 146/63*z + 1
*
[ 2 ] 
f(z) = 175/256*z^3 - 143/64*z + 1
*
[ 2 ] 
f(z) = 177/256*z^3 - 145/64*z + 1
*
[ 2 ] 
f(z) = 179/240*z^3 - 149/60*z + 1
*
[ 2 ] 
f(z) = 179/256*z^3 - 147/64*z + 1
*
-24/13 | 0.17960761250956520880812468882581844191 | 0.029181438428966338940551479186456919916
f(z) = 169/252*z^3 - 157/84*z + 1
*
[ 9/22 ] 
f(z) = 176/243*z^3 - 155/99*z + 1
*
[ 5/3 ] 
f(z) = 179/250*z^3 - 143/90*z + 1
*
-3/26 | 0.20150360815330122826411773475896318755 | 0.028088204471214777586226466233471813563
f(z) = 169/243*z^3 - 145/108*z + 1
*
[ 21/13 ] 
f(z) = 169/245*z^3 - 149/105*z + 1
*
[ 16/35 ] 
f(z) = 175/256*z^3 - 149/112*z + 1
*
[ 3/2 ] 
f(z) = 179/243*z^3 - 143/108*z + 1
*
[ 10/21 ] 
f(z) = 161/250*z^3 - 157/126*z + 1
*
[ -2 ] 
f(z) = 163/244*z^3 - 143/122*z + 1
*
[ -2 ] 
f(z) = 165/244*z^3 - 147/122*z + 1
*
[ -2 ] 
f(z) = 167/244*z^3 - 151/122*z + 1
*
[ -2 ] 
f(z) = 167/252*z^3 - 145/126*z + 1
*
[ -2 ] 
f(z) = 169/244*z^3 - 155/122*z + 1
*
[ -2 ] 
f(z) = 169/252*z^3 - 149/126*z + 1
*
[ -2 ] 
f(z) = 171/244*z^3 - 159/122*z + 1
*
[ -2 ] 
f(z) = 173/252*z^3 - 157/126*z + 1
*
[ 18/35 ] 
f(z) = 175/243*z^3 - 143/126*z + 1
*
[ 9/16 ] 
f(z) = 176/243*z^3 - 145/144*z + 1
*
[ 4/3 ] 
f(z) = 179/256*z^3 - 143/144*z + 1
*
[ 5/4 ] 
f(z) = 173/250*z^3 - 141/160*z + 1
*
[ 5/4 ] 
f(z) = 179/250*z^3 - 147/160*z + 1
*
[ 2/3 ] 
f(z) = 165/256*z^3 - 151/192*z + 1
*
[ 11/15 ] 
f(z) = 175/242*z^3 - 149/198*z + 1
*
[ 6/5 ] 
f(z) = 175/256*z^3 - 157/192*z + 1
*
[ 2/3 ] 
f(z) = 177/256*z^3 - 155/192*z + 1
*
[ 3/4 ] 
f(z) = 166/243*z^3 - 155/216*z + 1
*
[ 14/13 ] 
f(z) = 169/248*z^3 - 156/217*z + 1
*
[ 3/4 ] 
f(z) = 170/243*z^3 - 157/216*z + 1
*
[ 8/9 ] 
f(z) = 177/256*z^3 - 145/216*z + 1
*
[ 9/10 ] 
f(z) = 164/243*z^3 - 148/225*z + 1
*
[ -9/5 ] 
f(z) = 167/243*z^3 - 151/225*z + 1
*
[ -9/5 ] 
f(z) = 169/243*z^3 - 157/225*z + 1
*
[ 9/10 ] 
f(z) = 172/243*z^3 - 154/225*z + 1
*
[ 32/35 ] 
f(z) = 175/256*z^3 - 149/224*z + 1
*
[ 9/10 ] 
f(z) = 176/243*z^3 - 157/225*z + 1
*
[ 10/11 ] 
f(z) = 161/250*z^3 - 153/242*z + 1
*
[ 10 ] 
f(z) = 161/250*z^3 - 127/2*z + 1
*
[ 10/3 ] 
f(z) = 167/250*z^3 - 121/18*z + 1
*
60/13 | 0.22677954718072821559632388167174282984 | 0.027863808656089926944334736038883912721
f(z) = 169/250*z^3 - 137/10*z + 1
*
[ -10 ] 
f(z) = 169/250*z^3 - 133/2*z + 1
*
[ 45/13 ] 
f(z) = 169/250*z^3 - 133/18*z + 1
*
-48/13 | 0.20128353453729223578561051285297555450 | 0.026481531056171268898440694831209247767
f(z) = 169/256*z^3 - 125/16*z + 1
*
[ 10 ] 
f(z) = 171/250*z^3 - 135/2*z + 1
*
[ 9/2 ] 
f(z) = 172/243*z^3 - 122/9*z + 1
*
[ 9/2 ] 
f(z) = 176/243*z^3 - 125/9*z + 1
*
[ -9/2 ] 
f(z) = 176/243*z^3 - 121/9*z + 1
*
[ -3 ] 
f(z) = 160/243*z^3 - 124/27*z + 1
*
[ -3 ] 
f(z) = 161/243*z^3 - 125/27*z + 1
*
[ 20/7 ] 
f(z) = 161/250*z^3 - 129/28*z + 1
*
[ -3 ] 
f(z) = 163/243*z^3 - 127/27*z + 1
*
[ -3 ] 
f(z) = 164/243*z^3 - 128/27*z + 1
*
[ -3 ] 
f(z) = 166/243*z^3 - 130/27*z + 1
*
[ -3 ] 
f(z) = 167/243*z^3 - 131/27*z + 1
*
-3/13 | 0.15322390415646979137564896091195616999 | 0.021760395709330422795168870059955172572
f(z) = 169/243*z^3 - 127/27*z + 1
*
-63/26 | 0.18724207716509475262385403652181964832 | 0.023002644495713193995601300435272359387
f(z) = 169/243*z^3 - 127/36*z + 1
*
[ -35/13 ] 
f(z) = 169/245*z^3 - 127/35*z + 1
*
[ -3 ] 
f(z) = 170/243*z^3 - 134/27*z + 1
*
[ -3 ] 
f(z) = 172/243*z^3 - 136/27*z + 1
*
[ -3 ] 
f(z) = 173/243*z^3 - 137/27*z + 1
*
[ -3 ] 
f(z) = 175/243*z^3 - 139/27*z + 1
*
[ -3 ] 
f(z) = 176/243*z^3 - 140/27*z + 1
*
-9/20 | 0.21303647881208434716421265785677455176 | 0.026072156091761400462443558133934845833
f(z) = 160/243*z^3 - 131/45*z + 1
*
[ 5/2 ] 
f(z) = 161/250*z^3 - 137/40*z + 1
*
[ 5/2 ] 
f(z) = 163/250*z^3 - 139/40*z + 1
*
[ -12/5 ] 
f(z) = 175/256*z^3 - 121/48*z + 1
*
[ -5/2 ] 
f(z) = 177/250*z^3 - 121/40*z + 1
*
[ -5/2 ] 
f(z) = 179/250*z^3 - 123/40*z + 1
*
[ 2 ] 
f(z) = 161/240*z^3 - 131/60*z + 1
*
[ 2 ] 
f(z) = 161/256*z^3 - 129/64*z + 1
*
[ 2 ] 
f(z) = 163/240*z^3 - 133/60*z + 1
*
[ 2 ] 
f(z) = 163/256*z^3 - 131/64*z + 1
*
[ 2 ] 
f(z) = 165/256*z^3 - 133/64*z + 1
*
[ 2 ] 
f(z) = 167/240*z^3 - 137/60*z + 1
*
[ 2 ] 
f(z) = 167/256*z^3 - 135/64*z + 1
*
[ 2 ] 
f(z) = 169/256*z^3 - 137/64*z + 1
*
[ 2 ] 
f(z) = 171/256*z^3 - 139/64*z + 1
*
-9/20 | 0.19113657741931202927367600341279984152 | 0.023481082922548402620936033037008137709
f(z) = 160/243*z^3 - 127/90*z + 1
*
[ 5/3 ] 
f(z) = 163/250*z^3 - 127/90*z + 1
*
[ 5/3 ] 
f(z) = 167/250*z^3 - 131/90*z + 1
*
[ 11/26 ] 
f(z) = 169/242*z^3 - 131/88*z + 1
*
[ 6/13 ] 
f(z) = 169/248*z^3 - 122/93*z + 1
*
[ 10/21 ] 
f(z) = 171/250*z^3 - 123/98*z + 1
*
[ 5/3 ] 
f(z) = 173/250*z^3 - 137/90*z + 1
*
[ 3/2 ] 
f(z) = 161/243*z^3 - 125/108*z + 1
*
[ 3/2 ] 
f(z) = 163/243*z^3 - 127/108*z + 1
*
[ 3/2 ] 
f(z) = 167/243*z^3 - 131/108*z + 1
*
[ 3/2 ] 
f(z) = 173/243*z^3 - 137/108*z + 1
*
[ 3/2 ] 
f(z) = 175/243*z^3 - 139/108*z + 1
*
-15/8 | 0.15952744928561780714178443494571448191 | 0.022556268775975698520097128754161494470
f(z) = 176/243*z^3 - 131/108*z + 1
*
[ 27/20 ] 
f(z) = 160/243*z^3 - 127/135*z + 1
*
[ -2 ] 
f(z) = 161/244*z^3 - 139/122*z + 1
*
[ -2 ] 
f(z) = 163/252*z^3 - 137/126*z + 1
*
[ 8/15 ] 
f(z) = 165/256*z^3 - 127/120*z + 1
*
[ 18/13 ] 
f(z) = 169/252*z^3 - 127/126*z + 1
*
[ 3/5 ] 
f(z) = 170/243*z^3 - 124/135*z + 1
*
[ 4/3 ] 
f(z) = 171/248*z^3 - 121/124*z + 1
*
[ 4/3 ] 
f(z) = 161/256*z^3 - 125/144*z + 1
*
[ 4/3 ] 
f(z) = 163/256*z^3 - 127/144*z + 1
*
[ 4/3 ] 
f(z) = 167/256*z^3 - 131/144*z + 1
*
[ 35/26 ] 
f(z) = 169/245*z^3 - 139/140*z + 1
*
[ 4/3 ] 
f(z) = 173/256*z^3 - 137/144*z + 1
*
[ 22/35 ] 
f(z) = 175/242*z^3 - 135/154*z + 1
*
[ 4/3 ] 
f(z) = 175/256*z^3 - 139/144*z + 1
*
[ 5/4 ] 
f(z) = 161/250*z^3 - 129/160*z + 1
*
[ 5/4 ] 
f(z) = 163/250*z^3 - 131/160*z + 1
*
[ 5/4 ] 
f(z) = 169/250*z^3 - 137/160*z + 1
*
[ -24/13 ] 
f(z) = 169/252*z^3 - 125/168*z + 1
*
[ 5/4 ] 
f(z) = 171/250*z^3 - 139/160*z + 1
*
[ 24/35 ] 
f(z) = 175/256*z^3 - 131/168*z + 1
*
[ 10/9 ] 
f(z) = 179/250*z^3 - 127/162*z + 1
*
[ 27/35 ] 
f(z) = 175/243*z^3 - 137/189*z + 1
*
[ 8/9 ] 
f(z) = 165/256*z^3 - 137/216*z + 1
*
[ 25/26 ] 
f(z) = 169/250*z^3 - 133/200*z + 1
*
[ 9/2 ] 
f(z) = 160/243*z^3 - 113/9*z + 1
*
[ -9/2 ] 
f(z) = 160/243*z^3 - 109/9*z + 1
*
[ -10/3 ] 
f(z) = 163/250*z^3 - 107/18*z + 1
*
[ 9/2 ] 
f(z) = 164/243*z^3 - 116/9*z + 1
*
[ -9/2 ] 
f(z) = 164/243*z^3 - 112/9*z + 1
*
[ -20/3 ] 
f(z) = 171/250*z^3 - 117/4*z + 1
*
[ -9/2 ] 
f(z) = 172/243*z^3 - 118/9*z + 1
*
[ -10/3 ] 
f(z) = 173/250*z^3 - 115/18*z + 1
*
[ 16/5 ] 
f(z) = 175/256*z^3 - 101/16*z + 1
*
[ 7/3 ] 
f(z) = 162/245*z^3 - 106/35*z + 1
*
[ 9/4 ] 
f(z) = 164/243*z^3 - 103/36*z + 1
*
18/13 | 0.18577000702588935646297449937098006861 | 0.023005686562432814174162637680008316840
f(z) = 169/243*z^3 - 119/36*z + 1
*
45/26 | 0.18535498082574294073121880144861288083 | 0.023372226425279068289720389749379470933
f(z) = 169/243*z^3 - 103/36*z + 1
*
[ 32/13 ] 
f(z) = 169/256*z^3 - 109/32*z + 1
*
[ 7/3 ] 
f(z) = 171/245*z^3 - 113/35*z + 1
*
-2 | 0.10580858818300042501848796226457263731 | 0.015805154580399056179772214527611803554
f(z) = 171/248*z^3 - 101/31*z + 1
*
[ 9/4 ] 
f(z) = 172/243*z^3 - 109/36*z + 1
*
-2 | 0.10578810822792761843393889513766987630 | 0.015778873832521941344934933747644460415
f(z) = 173/248*z^3 - 102/31*z + 1
*
-2 | 0.10575772165193722272269723225985430235 | 0.015751420250769706326779381739307859554
f(z) = 175/248*z^3 - 103/31*z + 1
*
-2 | 0.10571658014535838571583758025186709722 | 0.015722667254992867768151096389187359117
f(z) = 177/248*z^3 - 104/31*z + 1
*
[ 8/3 ] 
f(z) = 177/256*z^3 - 103/24*z + 1
*
-2 | 0.10566365979760639898012418574895194626 | 0.015692462962250676860560826688600035082
f(z) = 179/248*z^3 - 105/31*z + 1
*
[ -5/2 ] 
f(z) = 163/250*z^3 - 107/40*z + 1
*
[ -5/2 ] 
f(z) = 167/250*z^3 - 111/40*z + 1
*
80/39 | 0.14850496766212871097999608715686025901 | 0.017086924916877326486567767420518682301
f(z) = 169/250*z^3 - 119/45*z + 1
*
[ -5/2 ] 
f(z) = 169/250*z^3 - 113/40*z + 1
*
[ 25/13 ] 
f(z) = 169/250*z^3 - 101/50*z + 1
*
[ -5/2 ] 
f(z) = 173/250*z^3 - 117/40*z + 1
*
8/5 | 0.19006807992175290774281737409150552864 | 0.023300984142224328343648219985657420022
f(z) = 175/256*z^3 - 109/56*z + 1
*
[ 7/18 ] 
f(z) = 162/245*z^3 - 117/70*z + 1
*
-7/9 | 0.15913121116209119466755883251072502389 | 0.023845962210994099524296551719250316588
f(z) = 162/245*z^3 - 113/70*z + 1
*
[ 2/5 ] 
f(z) = 175/256*z^3 - 103/64*z + 1
*
[ 10/7 ] 
f(z) = 163/250*z^3 - 101/98*z + 1
*
-5/39 | 0.17079255754629334694541830898743125378 | 0.021591368824759275171725367393892702160
f(z) = 169/250*z^3 - 109/90*z + 1
*
[ 21/13 ] 
f(z) = 169/252*z^3 - 115/84*z + 1
*
[ 10/7 ] 
f(z) = 173/250*z^3 - 109/98*z + 1
*
[ 4/7 ] 
f(z) = 161/256*z^3 - 107/112*z + 1
*
6/13 | 0.18794049347838629380244804047596904305 | 0.027072349623581424520698447272695565791
f(z) = 169/243*z^3 - 115/108*z + 1
*
[ 30/23 ] 
f(z) = 161/250*z^3 - 119/138*z + 1
*
[ 5/8 ] 
f(z) = 161/250*z^3 - 109/128*z + 1
*
[ 8/13 ] 
f(z) = 169/240*z^3 - 107/120*z + 1
*
[ -24/13 ] 
f(z) = 169/240*z^3 - 103/120*z + 1
*
[ 15/13 ] 
f(z) = 169/243*z^3 - 107/135*z + 1
*
-14/13 | 0.11105473619585653861079086308415901918 | 0.020084304263288394950905769789544790107
f(z) = 169/252*z^3 - 107/126*z + 1
*
[ 5/8 ] 
f(z) = 171/250*z^3 - 111/128*z + 1
*
[ 9/8 ] 
f(z) = 164/243*z^3 - 107/144*z + 1
*
[ 10/13 ] 
f(z) = 169/248*z^3 - 109/155*z + 1
*
4/39 | 0.12981470054389584068885525841164407687 | 0.016766721771630651061909432756079878605
f(z) = 169/256*z^3 - 109/144*z + 1
*
[ 7/6 ] 
f(z) = 171/245*z^3 - 113/140*z + 1
*
[ 9/8 ] 
f(z) = 172/243*z^3 - 113/144*z + 1
*
[ 16/15 ] 
f(z) = 175/256*z^3 - 103/144*z + 1
*
[ 15/14 ] 
f(z) = 161/250*z^3 - 113/168*z + 1
*
[ 10/9 ] 
f(z) = 169/250*z^3 - 119/162*z + 1
*
36/13 | 0.16555778223522812937716190236831491054 | 0.022945568369628470707666058876786195285
f(z) = 169/256*z^3 - 85/16*z + 1
*
-2 | 0.10578366761832016319900710240989300601 | 0.015922187767402797669524535517948445745
f(z) = 161/248*z^3 - 96/31*z + 1
*
-2 | 0.10580405579669954627382057215417137622 | 0.015900455463829116542920647906618537428
f(z) = 163/248*z^3 - 97/31*z + 1
*
-2 | 0.10581713829134956977811814382439374678 | 0.015877947762243712387569674468847350414
f(z) = 165/248*z^3 - 98/31*z + 1
*
[ 8/3 ] 
f(z) = 165/256*z^3 - 95/24*z + 1
*
-2 | 0.10582255249137354289997345396059080816 | 0.015854607708178789071220246459981901752
f(z) = 167/248*z^3 - 99/31*z + 1
*
12/13 | 0.19247663432670469489645116525624915632 | 0.027264456017469773973480610197919052184
f(z) = 169/240*z^3 - 97/20*z + 1
*
-45/26 | 0.11883862017634637553508484383166904210 | 0.015404224036574797276190729241696844435
f(z) = 169/243*z^3 - 83/36*z + 1
*
-2 | 0.10581987066332125166794744760610001141 | 0.015830369058733471605763986605570143397
f(z) = 169/248*z^3 - 100/31*z + 1
*
[ 30/13 ] 
f(z) = 169/250*z^3 - 91/30*z + 1
*
[ -32/13 ] 
f(z) = 169/256*z^3 - 83/32*z + 1
*
[ -7/3 ] 
f(z) = 171/245*z^3 - 83/35*z + 1
*
[ -8/3 ] 
f(z) = 177/256*z^3 - 85/24*z + 1
*
[ 3/8 ] 
f(z) = 160/243*z^3 - 95/54*z + 1
*
[ 9/5 ] 
f(z) = 170/243*z^3 - 82/45*z + 1
*
[ 14/9 ] 
f(z) = 162/245*z^3 - 87/70*z + 1
*
[ -2 ] 
f(z) = 173/240*z^3 - 83/60*z + 1
*
[ -2 ] 
f(z) = 177/256*z^3 - 81/64*z + 1
*
[ -2 ] 
f(z) = 179/240*z^3 - 89/60*z + 1
*
[ -2 ] 
f(z) = 179/256*z^3 - 83/64*z + 1
*
-160/91 | 0.23431611000056915744324832834730201552 | 0.024892075847364592714584802081361936075
f(z) = 169/250*z^3 - 97/98*z + 1
*
[ 20/13 ] 
f(z) = 169/256*z^3 - 97/80*z + 1
*
[ 5/9 ] 
f(z) = 171/250*z^3 - 91/90*z + 1
*
[ 35/39 ] 
f(z) = 169/250*z^3 - 83/126*z + 1
*
[ 14/13 ] 
f(z) = 169/252*z^3 - 89/126*z + 1
*
[ 2/3 ] 
f(z) = 171/244*z^3 - 99/122*z + 1
*
[ 4/5 ] 
f(z) = 175/248*z^3 - 87/124*z + 1
*
[ 5/6 ] 
f(z) = 177/250*z^3 - 83/120*z + 1
*
[ 7/8 ] 
f(z) = 176/245*z^3 - 97/140*z + 1
*
9/8 | 0.19677306936039505709914882523173439113 | 0.026234557139405027526943970028473679637
f(z) = 160/243*z^3 - 67/18*z + 1
*
-9/4 | 0.20711641214252562785818065933530127233 | 0.027963345631773877864101479383809756905
f(z) = 160/243*z^3 - 61/18*z + 1
*
18/13 | 0.20878914417064897281925101152668468754 | 0.027521880996632396045805631428319494355
f(z) = 169/243*z^3 - 73/18*z + 1
*
15/26 | 0.22241754598319523905374206940541749522 | 0.024881181142957583787082046092504088023
f(z) = 169/250*z^3 - 61/8*z + 1
*
28/13 | 0.083661878868822812013627969562628473710 | 0.011756217710097089319465352698222558458
f(z) = 169/256*z^3 - 77/16*z + 1
*
-4/13 | 0.15437178982569684069062792259763565514 | 0.022426473288371358205025298899386053303
f(z) = 169/256*z^3 - 61/16*z + 1
*
[ 10/3 ] 
f(z) = 171/250*z^3 - 69/10*z + 1
*
[ -10/3 ] 
f(z) = 171/250*z^3 - 63/10*z + 1
*
[ 2 ] 
f(z) = 161/248*z^3 - 65/31*z + 1
*
[ -7/3 ] 
f(z) = 162/245*z^3 - 76/35*z + 1
*
[ 2 ] 
f(z) = 163/248*z^3 - 66/31*z + 1
*
[ -9/4 ] 
f(z) = 164/243*z^3 - 71/36*z + 1
*
[ 2 ] 
f(z) = 165/248*z^3 - 67/31*z + 1
*
[ -8/3 ] 
f(z) = 165/256*z^3 - 77/24*z + 1
*
[ 2 ] 
f(z) = 167/248*z^3 - 68/31*z + 1
*
-9/26 | 0.18310431586466026904416292469214122525 | 0.023887477450567008797595844612473348172
f(z) = 169/243*z^3 - 79/36*z + 1
*
[ 9/26 ] 
f(z) = 169/243*z^3 - 71/36*z + 1
*
-18/13 | 0.10742831371899274195988018349147850489 | 0.014322764003284365869807222793247760624
f(z) = 169/243*z^3 - 67/36*z + 1
*
[ 2 ] 
f(z) = 169/248*z^3 - 69/31*z + 1
*
-15/13 | 0.16667170990784413115637376732913715513 | 0.022739072543913741666585280141604084592
f(z) = 169/250*z^3 - 61/30*z + 1
*
[ 2 ] 
f(z) = 171/248*z^3 - 70/31*z + 1
*
5/3 | 0.25299381278382821017590166728323602773 | 0.027582918232290890522327959434503841830
f(z) = 171/250*z^3 - 77/38*z + 1
*
[ -9/4 ] 
f(z) = 172/243*z^3 - 77/36*z + 1
*
[ 2 ] 
f(z) = 173/248*z^3 - 71/31*z + 1
*
[ 11/5 ] 
f(z) = 175/242*z^3 - 65/22*z + 1
*
[ 2 ] 
f(z) = 175/248*z^3 - 72/31*z + 1
*
[ 7/4 ] 
f(z) = 176/245*z^3 - 62/35*z + 1
*
[ 2 ] 
f(z) = 177/248*z^3 - 73/31*z + 1
*
[ 2 ] 
f(z) = 179/248*z^3 - 74/31*z + 1
*
[ 9/5 ] 
f(z) = 160/243*z^3 - 76/45*z + 1
*
[ 9/20 ] 
f(z) = 160/243*z^3 - 61/45*z + 1
*
[ 3/2 ] 
f(z) = 166/243*z^3 - 65/54*z + 1
*
[ 6/13 ] 
f(z) = 169/243*z^3 - 71/54*z + 1
*
-10/39 | 0.23206397680060410797069803843269480810 | 0.028245069188003770611549743158389109583
f(z) = 169/250*z^3 - 74/45*z + 1
*
[ 3/2 ] 
f(z) = 170/243*z^3 - 67/54*z + 1
*
[ 3/2 ] 
f(z) = 178/243*z^3 - 71/54*z + 1
*
[ 9/16 ] 
f(z) = 160/243*z^3 - 71/72*z + 1
*
[ -2 ] 
f(z) = 161/240*z^3 - 71/60*z + 1
*
[ 10/7 ] 
f(z) = 161/250*z^3 - 71/70*z + 1
*
[ -2 ] 
f(z) = 161/256*z^3 - 65/64*z + 1
*
[ -35/18 ] 
f(z) = 162/245*z^3 - 69/70*z + 1
*
[ -2 ] 
f(z) = 163/240*z^3 - 73/60*z + 1
*
[ -2 ] 
f(z) = 163/256*z^3 - 67/64*z + 1
*
[ -2 ] 
f(z) = 165/256*z^3 - 69/64*z + 1
*
[ -2 ] 
f(z) = 167/240*z^3 - 77/60*z + 1
*
[ -2 ] 
f(z) = 167/256*z^3 - 71/64*z + 1
*
[ -2 ] 
f(z) = 169/256*z^3 - 73/64*z + 1
*
[ -2 ] 
f(z) = 171/256*z^3 - 75/64*z + 1
*
[ -2 ] 
f(z) = 173/256*z^3 - 77/64*z + 1
*
[ 9/7 ] 
f(z) = 175/243*z^3 - 61/63*z + 1
*
[ -2 ] 
f(z) = 175/256*z^3 - 79/64*z + 1
*
[ 8/15 ] 
f(z) = 175/256*z^3 - 77/72*z + 1
*
[ 2/3 ] 
f(z) = 165/248*z^3 - 74/93*z + 1
*
[ 8/11 ] 
f(z) = 165/256*z^3 - 63/88*z + 1
*
[ 5/7 ] 
f(z) = 169/250*z^3 - 73/98*z + 1
*
[ 9/10 ] 
f(z) = 170/243*z^3 - 61/90*z + 1
*
[ -11/6 ] 
f(z) = 171/242*z^3 - 73/88*z + 1
*
[ 10/9 ] 
f(z) = 171/250*z^3 - 67/90*z + 1
*
[ 11/10 ] 
f(z) = 175/242*z^3 - 69/88*z + 1
*
[ 6/5 ] 
f(z) = 175/248*z^3 - 79/93*z + 1
*
[ 9/11 ] 
f(z) = 176/243*z^3 - 70/99*z + 1
*
[ 2/3 ] 
f(z) = 177/248*z^3 - 76/93*z + 1
*
[ 5/7 ] 
f(z) = 179/250*z^3 - 75/98*z + 1
*
[ 3/4 ] 
f(z) = 164/243*z^3 - 77/108*z + 1
*
[ 27/26 ] 
f(z) = 169/243*z^3 - 77/108*z + 1
*
[ 15/19 ] 
f(z) = 171/250*z^3 - 79/114*z + 1
*
[ 3/4 ] 
f(z) = 172/243*z^3 - 79/108*z + 1
*
36/13 | 0.20979731251728774960847105980561412675 | 0.029188553060755355681406577644526538278
f(z) = 169/243*z^3 - 49/9*z + 1
*
[ 10/39 ] 
f(z) = 169/250*z^3 - 53/18*z + 1
*
15/13 | 0.13567337354912365883161169596693058130 | 0.019570774374525943784266958501016095071
f(z) = 169/250*z^3 - 41/10*z + 1
*
12/13 | 0.18368217564868982813063740500971334029 | 0.027240905715234816879679765238602216931
f(z) = 169/256*z^3 - 53/16*z + 1
*
40/13 | 0.19607729558946918565751626159000119516 | 0.026505666042503400400363740171617191152
f(z) = 169/256*z^3 - 51/8*z + 1
*
28/13 | 0.070329354937899895515752824958943829972 | 0.010689568261129336588637880219897844966
f(z) = 169/256*z^3 - 45/16*z + 1
*
-12/5 | 0.16520882516791796572608288521715058966 | 0.024641798137907965498522696092770849147
f(z) = 175/256*z^3 - 51/16*z + 1
*
[ 10/3 ] 
f(z) = 177/250*z^3 - 43/6*z + 1
*
-24/13 | 0.14241270408660681184753178997143851727 | 0.023633566479109888013832468355682204959
f(z) = 169/243*z^3 - 46/27*z + 1
*
[ -27/13 ] 
f(z) = 169/243*z^3 - 41/27*z + 1
*
[ 24/13 ] 
f(z) = 169/256*z^3 - 43/24*z + 1
*
[ -11/5 ] 
f(z) = 175/242*z^3 - 45/22*z + 1
*
[ 2/5 ] 
f(z) = 175/248*z^3 - 50/31*z + 1
*
[ -2 ] 
f(z) = 175/248*z^3 - 41/31*z + 1
*
[ -2 ] 
f(z) = 177/248*z^3 - 42/31*z + 1
*
[ 5/3 ] 
f(z) = 177/250*z^3 - 47/30*z + 1
*
[ -2 ] 
f(z) = 179/248*z^3 - 43/31*z + 1
*
[ 8/5 ] 
f(z) = 165/256*z^3 - 51/40*z + 1
*
[ 4/3 ] 
f(z) = 165/256*z^3 - 43/48*z + 1
*
[ -25/13 ] 
f(z) = 169/250*z^3 - 49/50*z + 1
*
-70/39 | 0.14265227366384126983868937038832118268 | 0.018481420670991251419578276125066388663
f(z) = 169/250*z^3 - 44/45*z + 1
*
[ 6/13 ] 
f(z) = 169/252*z^3 - 55/42*z + 1
*
[ 6/5 ] 
f(z) = 175/243*z^3 - 47/54*z + 1
*
[ 8/7 ] 
f(z) = 175/256*z^3 - 43/56*z + 1
*
[ 5/9 ] 
f(z) = 177/250*z^3 - 55/54*z + 1
*
[ 4/3 ] 
f(z) = 177/256*z^3 - 47/48*z + 1
*
[ 9/7 ] 
f(z) = 161/243*z^3 - 55/63*z + 1
*
[ 5/7 ] 
f(z) = 161/250*z^3 - 51/70*z + 1
*
[ 7/6 ] 
f(z) = 162/245*z^3 - 53/70*z + 1
*
[ 5/6 ] 
f(z) = 163/250*z^3 - 47/72*z + 1
*
[ 10/13 ] 
f(z) = 169/240*z^3 - 43/60*z + 1
*
[ 12/13 ] 
f(z) = 169/240*z^3 - 41/60*z + 1
*
[ 14/13 ] 
f(z) = 169/245*z^3 - 51/70*z + 1
*
[ 2/3 ] 
f(z) = 171/256*z^3 - 51/64*z + 1
*
[ 8/9 ] 
f(z) = 171/256*z^3 - 47/72*z + 1
*
[ 5/6 ] 
f(z) = 173/250*z^3 - 49/72*z + 1
*
[ 4/5 ] 
f(z) = 165/256*z^3 - 53/80*z + 1
*
[ 12/13 ] 
f(z) = 169/252*z^3 - 55/84*z + 1
*
[ 9/4 ] 
f(z) = 160/243*z^3 - 25/9*z + 1
*
[ 5/3 ] 
f(z) = 161/250*z^3 - 25/18*z + 1
*
[ -5/2 ] 
f(z) = 161/250*z^3 - 21/8*z + 1
*
[ 5 ] 
f(z) = 163/250*z^3 - 31/2*z + 1
*
[ -5 ] 
f(z) = 167/250*z^3 - 31/2*z + 1
*
[ 5/2 ] 
f(z) = 169/250*z^3 - 29/8*z + 1
*
-30/13 | 0.21614073896188272642943626056185229811 | 0.027140375588060224082450907829624441547
f(z) = 169/250*z^3 - 23/6*z + 1
*
[ 4/13 ] 
f(z) = 169/256*z^3 - 37/16*z + 1
*
-4/13 | 0.12836058899258246470689483730706973483 | 0.020906026473419653013394991622587927029
f(z) = 169/256*z^3 - 29/16*z + 1
*
12/13 | 0.12836058899258246470689483730706973483 | 0.022066036811542449780213407877284634745
f(z) = 169/256*z^3 - 21/16*z + 1
*
[ -5/2 ] 
f(z) = 171/250*z^3 - 23/8*z + 1
*
[ 8/3 ] 
f(z) = 171/256*z^3 - 33/8*z + 1
*
[ -8/3 ] 
f(z) = 171/256*z^3 - 27/8*z + 1
*
[ 5 ] 
f(z) = 173/250*z^3 - 33/2*z + 1
*
[ 9/4 ] 
f(z) = 176/243*z^3 - 28/9*z + 1
*
[ -5 ] 
f(z) = 177/250*z^3 - 33/2*z + 1
*
[ 5/2 ] 
f(z) = 179/250*z^3 - 31/8*z + 1
*
[ 3/2 ] 
f(z) = 160/243*z^3 - 31/27*z + 1
*
[ -2 ] 
f(z) = 161/248*z^3 - 34/31*z + 1
*
[ 7/9 ] 
f(z) = 162/245*z^3 - 24/35*z + 1
*
[ -2 ] 
f(z) = 163/248*z^3 - 35/31*z + 1
*
[ 3/2 ] 
f(z) = 164/243*z^3 - 32/27*z + 1
*
[ -2 ] 
f(z) = 165/248*z^3 - 36/31*z + 1
*
[ -2 ] 
f(z) = 167/248*z^3 - 37/31*z + 1
*
[ 5/4 ] 
f(z) = 167/250*z^3 - 27/32*z + 1
*
[ 22/13 ] 
f(z) = 169/242*z^3 - 35/22*z + 1
*
[ 7/13 ] 
f(z) = 169/245*z^3 - 37/35*z + 1
*
[ -2 ] 
f(z) = 169/248*z^3 - 38/31*z + 1
*
[ 15/26 ] 
f(z) = 169/250*z^3 - 23/24*z + 1
*
[ 15/13 ] 
f(z) = 169/250*z^3 - 23/30*z + 1
*
[ -2 ] 
f(z) = 171/248*z^3 - 39/31*z + 1
*
[ 2/3 ] 
f(z) = 171/248*z^3 - 25/31*z + 1
*
[ 3/2 ] 
f(z) = 172/243*z^3 - 34/27*z + 1
*
[ -2 ] 
f(z) = 173/248*z^3 - 40/31*z + 1
*
[ 3/5 ] 
f(z) = 175/243*z^3 - 25/27*z + 1
*
[ 9/10 ] 
f(z) = 175/243*z^3 - 25/36*z + 1
*
[ 3/2 ] 
f(z) = 176/243*z^3 - 35/27*z + 1
*
[ 9/8 ] 
f(z) = 176/243*z^3 - 29/36*z + 1
*
[ 5/4 ] 
f(z) = 177/250*z^3 - 29/32*z + 1
*
[ 9/10 ] 
f(z) = 160/243*z^3 - 29/45*z + 1
*
[ 8/7 ] 
f(z) = 161/256*z^3 - 39/56*z + 1
*
-20/13 | 0.17926562965225774610597968240529257213 | 0.025951357917629165313919478882086247575
f(z) = 169/250*z^3 - 33/40*z + 1
*
[ 12/13 ] 
f(z) = 169/256*z^3 - 31/48*z + 1
*
[ -9/5 ] 
f(z) = 170/243*z^3 - 32/45*z + 1
*
[ 5/6 ] 
f(z) = 171/250*z^3 - 27/40*z + 1
*
[ -9/4 ] 
f(z) = 160/243*z^3 - 17/9*z + 1
*
[ 9/8 ] 
f(z) = 160/243*z^3 - 13/18*z + 1
*
[ 18/13 ] 
f(z) = 169/243*z^3 - 19/18*z + 1
*
[ 9/13 ] 
f(z) = 169/243*z^3 - 7/9*z + 1
*
45/13 | 0.18478224905155923586062096814940863780 | 0.024118200861177957888250845879066880938
f(z) = 169/250*z^3 - 17/2*z + 1
*
[ 5/13 ] 
f(z) = 169/250*z^3 - 17/10*z + 1
*
20/13 | 0.20655213255925444994041752389336348110 | 0.027407398879277404982785334342396732956
f(z) = 169/250*z^3 - 15/4*z + 1
*
[ -30/13 ] 
f(z) = 169/250*z^3 - 13/6*z + 1
*
-35/26 | 0.090522506398126659395040041797935718422 | 0.012243917907133292576508662381753320510
f(z) = 169/250*z^3 - 13/8*z + 1
*
20/13 | 0.091847765867721362773562942886374389961 | 0.014267056398716800058987061071984101210
f(z) = 169/250*z^3 - 5/2*z + 1
*
[ 20/13 ] 
f(z) = 169/250*z^3 - 5/4*z + 1
*
-5/13 | 0.089413869496803740175400143289466386770 | 0.015086044452893956860168715396843797964
f(z) = 169/250*z^3 - 3/2*z + 1
*
[ 8/13 ] 
f(z) = 169/256*z^3 - 7/8*z + 1
*
[ 5/3 ] 
f(z) = 171/250*z^3 - 3/2*z + 1
*
[ 4/3 ] 
f(z) = 171/256*z^3 - 15/16*z + 1
*
[ 9/5 ] 
f(z) = 175/243*z^3 - 17/9*z + 1
*
[ -9/5 ] 
f(z) = 175/243*z^3 - 7/9*z + 1
*
[ 8/5 ] 
f(z) = 175/256*z^3 - 11/8*z + 1
*
[ 4/5 ] 
f(z) = 175/256*z^3 - 11/16*z + 1
*
[ -8/5 ]
f(z) = 175/256*z^3 - 1/8*z + 1
*
[ -9/4 ] 
f(z) = 176/243*z^3 - 20/9*z + 1
*
[ 3/4 ] 
f(z) = 160/243*z^3 - 19/27*z + 1
*
[ 11/13 ] 
f(z) = 169/242*z^3 - 15/22*z + 1
*
[ -22/13 ]
f(z) = 169/242*z^3 - 9/22*z + 1
*
[ -24/13 ] 
f(z) = 169/256*z^3 - 17/24*z + 1
*
[ 3/4 ] 
f(z) = 176/243*z^3 - 20/27*z + 1
*
[ -10/13 ]
f(z) = 169/250*z^3 + 19/10*z + 1
*
[ -16/13 ]
f(z) = 169/256*z^3 + 13/16*z + 1
*
[ -8/13 ]
f(z) = 169/256*z^3 + 19/8*z + 1
*
[ -15/13 ]
f(z) = 169/250*z^3 + 29/30*z + 1
*
4/13 | 0.085219796979570370850597334120882232797 | 0.012059746028632281721570220057081400725
f(z) = 169/272*z^3 - 293/68*z + 1
*
34/13 | 0.18052518252989694900526873353211457684 | 0.025621758022002074954511810196452157900
f(z) = 169/272*z^3 - 287/68*z + 1
*
[ 3/13 ] 
f(z) = 169/261*z^3 - 293/87*z + 1
*
[ 5/18 ] 
f(z) = 162/275*z^3 - 291/110*z + 1
*
[ -5/2 ] 
f(z) = 174/275*z^3 - 281/110*z + 1
*
[ -5/2 ] 
f(z) = 178/275*z^3 - 291/110*z + 1
*
-3/26 | 0.19446414177308168694320505166713872345 | 0.024818093934245742547624189727179855386
f(z) = 169/270*z^3 - 281/120*z + 1
*
[ 2 ] 
f(z) = 173/260*z^3 - 281/130*z + 1
*
[ 2 ] 
f(z) = 175/268*z^3 - 283/134*z + 1
*
[ 2 ] 
f(z) = 175/276*z^3 - 281/138*z + 1
*
[ 2 ] 
f(z) = 177/260*z^3 - 289/130*z + 1
*
[ 2 ] 
f(z) = 177/268*z^3 - 287/134*z + 1
*
[ 2 ] 
f(z) = 179/260*z^3 - 293/130*z + 1
*
[ 2 ] 
f(z) = 179/268*z^3 - 291/134*z + 1
*
[ 2 ] 
f(z) = 179/276*z^3 - 289/138*z + 1
*
-4/3 | 0.20874601054991032450769105534073615781 | 0.029627111826807511330739195106788738542
f(z) = 177/272*z^3 - 287/204*z + 1
*
[ -55/26 ] 
f(z) = 169/275*z^3 - 281/220*z + 1
*
[ -2 ] 
f(z) = 169/262*z^3 - 283/262*z + 1
*
16/13 | 0.13425891392601325472185839031703762813 | 0.023693752926809121171844603551119345777
f(z) = 169/264*z^3 - 289/264*z + 1
*
[ -2 ] 
f(z) = 171/262*z^3 - 291/262*z + 1
*
[ 3/2 ] 
f(z) = 172/267*z^3 - 298/267*z + 1
*
[ 3/2 ] 
f(z) = 172/273*z^3 - 296/273*z + 1
*
[ -2 ] 
f(z) = 173/262*z^3 - 299/262*z + 1
*
[ -2 ] 
f(z) = 173/266*z^3 - 293/266*z + 1
*
[ -2 ] 
f(z) = 173/270*z^3 - 287/270*z + 1
*
[ -2 ] 
f(z) = 173/274*z^3 - 281/274*z + 1
*
[ -2 ] 
f(z) = 175/274*z^3 - 289/274*z + 1
*
[ -2 ] 
f(z) = 175/278*z^3 - 283/278*z + 1
*
[ -2 ] 
f(z) = 177/274*z^3 - 297/274*z + 1
*
[ -2 ] 
f(z) = 177/278*z^3 - 291/278*z + 1
*
[ -2 ] 
f(z) = 179/278*z^3 - 299/278*z + 1
*
[ 22/39 ] 
f(z) = 169/264*z^3 - 290/297*z + 1
*
[ -5/2 ] 
f(z) = 166/275*z^3 - 261/110*z + 1
*
[ 2 ] 
f(z) = 163/260*z^3 - 261/130*z + 1
*
[ 2 ] 
f(z) = 165/268*z^3 - 263/134*z + 1
*
[ 2 ] 
f(z) = 167/260*z^3 - 269/130*z + 1
*
[ 2 ] 
f(z) = 167/268*z^3 - 267/134*z + 1
*
[ 2 ] 
f(z) = 167/276*z^3 - 265/138*z + 1
*
[ 2 ] 
f(z) = 169/268*z^3 - 271/134*z + 1
*
[ 2 ] 
f(z) = 169/276*z^3 - 269/138*z + 1
*
[ 2 ] 
f(z) = 171/260*z^3 - 277/130*z + 1
*
[ 2 ] 
f(z) = 171/268*z^3 - 275/134*z + 1
*
[ 2 ] 
f(z) = 173/268*z^3 - 279/134*z + 1
*
[ 2 ] 
f(z) = 173/276*z^3 - 277/138*z + 1
*
-4/3 | 0.20874497693348943478550985813800159035 | 0.029870153852832343332082746833825888825
f(z) = 165/272*z^3 - 271/204*z + 1
*
[ 21/13 ] 
f(z) = 169/270*z^3 - 263/210*z + 1
*
[ 6/13 ] 
f(z) = 169/272*z^3 - 265/204*z + 1
*
[ 3/2 ] 
f(z) = 160/267*z^3 - 271/267*z + 1
*
[ 3/2 ] 
f(z) = 160/273*z^3 - 269/273*z + 1
*
[ 5/9 ] 
f(z) = 162/265*z^3 - 262/265*z + 1
*
[ 3/2 ] 
f(z) = 164/267*z^3 - 280/267*z + 1
*
[ 3/2 ] 
f(z) = 164/273*z^3 - 278/273*z + 1
*
[ -2 ] 
f(z) = 165/262*z^3 - 267/262*z + 1
*
[ -2 ] 
f(z) = 165/266*z^3 - 261/266*z + 1
*
[ -2 ] 
f(z) = 167/262*z^3 - 275/262*z + 1
*
[ -2 ] 
f(z) = 167/266*z^3 - 269/266*z + 1
*
[ -2 ] 
f(z) = 167/270*z^3 - 263/270*z + 1
*
[ -2 ] 
f(z) = 169/270*z^3 - 271/270*z + 1
*
[ -2 ] 
f(z) = 169/274*z^3 - 265/274*z + 1
*
[ -2 ] 
f(z) = 171/274*z^3 - 273/274*z + 1
*
[ -2 ] 
f(z) = 171/278*z^3 - 267/278*z + 1
*
[ -2 ] 
f(z) = 173/278*z^3 - 275/278*z + 1
*
[ 60/13 ] 
f(z) = 169/270*z^3 - 251/20*z + 1
*
3/7 | 0.25042041048742441242281896445888117733 | 0.028519628104958354935997818636125729744
f(z) = 161/270*z^3 - 241/70*z + 1
*
2/5 | 0.15786331089107759791270889807757892114 | 0.022920087977335672951316946665602782804
f(z) = 175/272*z^3 - 245/68*z + 1
*
[ -5/2 ] 
f(z) = 162/275*z^3 - 251/110*z + 1
*
[ 2 ] 
f(z) = 161/260*z^3 - 257/130*z + 1
*
[ 2 ] 
f(z) = 161/268*z^3 - 255/134*z + 1
*
[ 2 ] 
f(z) = 163/268*z^3 - 259/134*z + 1
*
[ 2 ] 
f(z) = 163/276*z^3 - 257/138*z + 1
*
[ 6/13 ] 
f(z) = 169/279*z^3 - 241/186*z + 1
*
[ 20/13 ] 
f(z) = 169/275*z^3 - 243/220*z + 1
*
[ -2 ] 
f(z) = 161/262*z^3 - 251/262*z + 1
*
[ -2 ] 
f(z) = 163/262*z^3 - 259/262*z + 1
*
[ -2 ] 
f(z) = 163/266*z^3 - 253/266*z + 1
*
[ -2 ] 
f(z) = 163/270*z^3 - 247/270*z + 1
*
[ -2 ] 
f(z) = 163/274*z^3 - 241/274*z + 1
*
[ -2 ] 
f(z) = 165/274*z^3 - 249/274*z + 1
*
[ -2 ] 
f(z) = 165/278*z^3 - 243/278*z + 1
*
[ -2 ] 
f(z) = 167/274*z^3 - 257/274*z + 1
*
[ -2 ] 
f(z) = 167/278*z^3 - 251/278*z + 1
*
[ -2 ] 
f(z) = 169/278*z^3 - 259/278*z + 1
*
[ 3/5 ] 
f(z) = 175/267*z^3 - 241/267*z + 1
*
[ 3/5 ] 
f(z) = 175/276*z^3 - 247/276*z + 1
*
[ -6 ] 
f(z) = 179/270*z^3 - 227/10*z + 1
*
-15/7 | 0.23156708848945953182646435746651131756 | 0.026526780098473553480936313776838039126
f(z) = 161/270*z^3 - 229/70*z + 1
*
[ 2/5 ] 
f(z) = 175/276*z^3 - 221/138*z + 1
*
[ 6/13 ] 
f(z) = 169/261*z^3 - 227/174*z + 1
*
[ 5/3 ] 
f(z) = 174/275*z^3 - 224/165*z + 1
*
[ 5/3 ] 
f(z) = 177/275*z^3 - 229/165*z + 1
*
-6/5 | 0.19809138963990869101625470006240138796 | 0.029159104612283969343631176074207089703
f(z) = 175/272*z^3 - 223/204*z + 1
*
[ 3/5 ] 
f(z) = 163/270*z^3 - 221/250*z + 1
*
[ 3/5 ] 
f(z) = 169/270*z^3 - 223/250*z + 1
*
[ -2 ] 
f(z) = 161/270*z^3 - 239/270*z + 1
*
[ -2 ] 
f(z) = 161/274*z^3 - 233/274*z + 1
*
[ -2 ] 
f(z) = 161/278*z^3 - 227/278*z + 1
*
[ -2 ] 
f(z) = 163/278*z^3 - 235/278*z + 1
*
[ 8/13 ] 
f(z) = 169/264*z^3 - 229/264*z + 1
*
[ 17/13 ] 
f(z) = 169/272*z^3 - 225/272*z + 1
*
[ 4/3 ] 
f(z) = 171/260*z^3 - 239/260*z + 1
*
[ 4/3 ] 
f(z) = 171/268*z^3 - 237/268*z + 1
*
[ 3/5 ] 
f(z) = 175/264*z^3 - 239/264*z + 1
*
[ 5/4 ] 
f(z) = 176/265*z^3 - 222/265*z + 1
*
[ 2/3 ] 
f(z) = 161/264*z^3 - 229/297*z + 1
*
[ 2/3 ] 
f(z) = 163/264*z^3 - 230/297*z + 1
*
[ 2/3 ] 
f(z) = 167/264*z^3 - 232/297*z + 1
*
[ 2/3 ] 
f(z) = 169/264*z^3 - 233/297*z + 1
*
[ 2/3 ] 
f(z) = 173/264*z^3 - 235/297*z + 1
*
[ 2/3 ] 
f(z) = 175/264*z^3 - 236/297*z + 1
*
[ 2/3 ] 
f(z) = 179/264*z^3 - 238/297*z + 1
*
[ -6 ] 
f(z) = 161/270*z^3 - 203/10*z + 1
*
[ 6 ] 
f(z) = 163/270*z^3 - 209/10*z + 1
*
[ -6 ] 
f(z) = 167/270*z^3 - 211/10*z + 1
*
[ -6 ] 
f(z) = 173/270*z^3 - 219/10*z + 1
*
2/13 | 0.20312094374327992904515010651509660470 | 0.027264265010867304707934370409081687440
f(z) = 169/264*z^3 - 215/33*z + 1
*
-2 | 0.10732625301673315251047335411311383050 | 0.016043749213980288264418732184790004253
f(z) = 167/272*z^3 - 201/68*z + 1
*
-2 | 0.10737146102266643707427932317630516927 | 0.016026786412563307532276164574972362159
f(z) = 169/272*z^3 - 203/68*z + 1
*
-2 | 0.10741144455440889676034788411648074968 | 0.016009326616755278528567286295695541293
f(z) = 171/272*z^3 - 205/68*z + 1
*
-2 | 0.10744608520377590954606001879459760106 | 0.015991349136390615748481405346214854172
f(z) = 173/272*z^3 - 207/68*z + 1
*
-2 | 0.10747523859776643663789262300971824053 | 0.015972829647451001624238622836492588776
f(z) = 175/272*z^3 - 209/68*z + 1
*
-2 | 0.10749873221981337099881812942873446559 | 0.015953739887310069864511747292741747483
f(z) = 177/272*z^3 - 211/68*z + 1
*
-2 | 0.10751636255990483629661343826615606861 | 0.015934047252659191797457817902456379065
f(z) = 179/272*z^3 - 213/68*z + 1
*
[ 2/5 ] 
f(z) = 175/268*z^3 - 215/134*z + 1
*
[ 5/3 ] 
f(z) = 168/275*z^3 - 214/165*z + 1
*
[ 3/2 ] 
f(z) = 178/261*z^3 - 209/174*z + 1
*
[ 3/2 ] 
f(z) = 178/279*z^3 - 205/186*z + 1
*
[ 16/13 ] 
f(z) = 169/272*z^3 - 205/272*z + 1
*
[ -25/13 ] 
f(z) = 169/275*z^3 - 207/275*z + 1
*
[ 9/13 ] 
f(z) = 169/279*z^3 - 205/279*z + 1
*
[ 2/3 ] 
f(z) = 171/262*z^3 - 207/262*z + 1
*
[ 2/3 ] 
f(z) = 171/274*z^3 - 213/274*z + 1
*
[ 2/3 ] 
f(z) = 171/278*z^3 - 215/278*z + 1
*
[ 2/13 ] 
f(z) = 169/264*z^3 - 182/33*z + 1
*
[ 5/2 ] 
f(z) = 172/275*z^3 - 182/55*z + 1
*
-2 | 0.10716010650981714877356223772300258061 | 0.016091812105345245964734356336727611394
f(z) = 161/272*z^3 - 195/68*z + 1
*
-2 | 0.10722051641457710805136421456335543681 | 0.016076249662268345999362783233199069432
f(z) = 163/272*z^3 - 197/68*z + 1
*
-2 | 0.10727591457261895191357889617907319430 | 0.016060232296566753437247689968168319529
f(z) = 165/272*z^3 - 199/68*z + 1
*
[ -34/13 ] 
f(z) = 169/272*z^3 - 195/68*z + 1
*
[ 12/7 ] 
f(z) = 161/270*z^3 - 187/140*z + 1
*
[ 3/2 ] 
f(z) = 166/261*z^3 - 191/174*z + 1
*
[ 3/2 ] 
f(z) = 170/261*z^3 - 197/174*z + 1
*
[ 3/2 ] 
f(z) = 166/279*z^3 - 187/186*z + 1
*
[ 3/2 ] 
f(z) = 170/279*z^3 - 193/186*z + 1
*
[ 4/3 ] 
f(z) = 177/272*z^3 - 185/204*z + 1
*
[ 15/23 ] 
f(z) = 161/270*z^3 - 181/230*z + 1
*
[ 22/35 ] 
f(z) = 175/264*z^3 - 197/231*z + 1
*
[ -66/35 ] 
f(z) = 175/264*z^3 - 191/231*z + 1
*
[ 6/5 ] 
f(z) = 167/270*z^3 - 181/250*z + 1
*
[ 6/5 ] 
f(z) = 173/270*z^3 - 189/250*z + 1
*
[ 6/5 ] 
f(z) = 179/270*z^3 - 197/250*z + 1
*
[ 3/4 ] 
f(z) = 160/273*z^3 - 181/273*z + 1
*
[ 11/9 ] 
f(z) = 162/275*z^3 - 192/275*z + 1
*
[ 9/13 ] 
f(z) = 169/261*z^3 - 197/261*z + 1
*
[ 10/13 ] 
f(z) = 169/270*z^3 - 181/270*z + 1
*
[ 4/5 ] 
f(z) = 175/276*z^3 - 181/276*z + 1
*
[ 3/4 ] 
f(z) = 176/267*z^3 - 188/267*z + 1
*
[ 3/4 ] 
f(z) = 176/273*z^3 - 190/273*z + 1
*
[ 21/26 ] 
f(z) = 169/270*z^3 - 181/280*z + 1
*
-38/13 | 0.19349133220316792940881272039115818501 | 0.026951251154717468427586193472770000950
f(z) = 169/264*z^3 - 164/33*z + 1
*
[ 5/2 ] 
f(z) = 164/275*z^3 - 172/55*z + 1
*
[ 5/2 ] 
f(z) = 168/275*z^3 - 177/55*z + 1
*
21/26 | 0.12989979301170236077171797218161203392 | 0.015483454903946504144795329729256158381
f(z) = 169/270*z^3 - 163/40*z + 1
*
3/7 | 0.23537898742864497293145056350209863116 | 0.027896767483504088054385093690729764882
f(z) = 161/270*z^3 - 171/70*z + 1
*
18/13 | 0.18420656713166150769322171113177004594 | 0.029464075355934859044090989629435288236
f(z) = 169/270*z^3 - 173/90*z + 1
*
33/26 | 0.15155652243524386447255366607140936868 | 0.020822125105737609651046102898227908838
f(z) = 169/270*z^3 - 161/120*z + 1
*
[ 6/13 ] 
f(z) = 169/276*z^3 - 179/138*z + 1
*
[ 8/5 ] 
f(z) = 175/272*z^3 - 173/136*z + 1
*
[ -2 ] 
f(z) = 179/260*z^3 - 163/130*z + 1
*
[ 4/3 ] 
f(z) = 165/272*z^3 - 169/204*z + 1
*
[ 2/3 ] 
f(z) = 177/272*z^3 - 161/204*z + 1
*
[ 5/4 ] 
f(z) = 164/275*z^3 - 161/220*z + 1
*
[ 5/4 ] 
f(z) = 172/275*z^3 - 171/220*z + 1
*
[ 6/5 ] 
f(z) = 161/270*z^3 - 173/250*z + 1
*
[ 3/4 ] 
f(z) = 160/267*z^3 - 179/267*z + 1
*
[ 14/13 ] 
f(z) = 169/266*z^3 - 177/266*z + 1
*
[ 11/13 ] 
f(z) = 169/275*z^3 - 171/275*z + 1
*
[ 12/13 ] 
f(z) = 169/276*z^3 - 167/276*z + 1
*
[ 4/5 ] 
f(z) = 175/268*z^3 - 179/268*z + 1
*
[ 15/14 ] 
f(z) = 161/270*z^3 - 173/280*z + 1
*
[ 3 ] 
f(z) = 163/270*z^3 - 143/30*z + 1
*
-2/13 | 0.13836149827309374621020096787436665157 | 0.019533237661055002373974854994309763939
f(z) = 169/264*z^3 - 149/33*z + 1
*
[ 3 ] 
f(z) = 169/270*z^3 - 149/30*z + 1
*
-21/13 | 0.21658122802732998132158727691160780391 | 0.026052951711104946782754735675795837359
f(z) = 169/270*z^3 - 151/70*z + 1
*
[ 4/13 ] 
f(z) = 169/272*z^3 - 157/68*z + 1
*
[ 2 ] 
f(z) = 175/272*z^3 - 141/68*z + 1
*
[ 2 ] 
f(z) = 177/272*z^3 - 143/68*z + 1
*
[ 2 ] 
f(z) = 179/272*z^3 - 145/68*z + 1
*
[ -2 ] 
f(z) = 171/260*z^3 - 147/130*z + 1
*
[ -2 ] 
f(z) = 171/268*z^3 - 141/134*z + 1
*
[ -2 ] 
f(z) = 173/260*z^3 - 151/130*z + 1
*
[ -2 ] 
f(z) = 173/268*z^3 - 145/134*z + 1
*
[ -2 ] 
f(z) = 175/268*z^3 - 149/134*z + 1
*
[ -2 ] 
f(z) = 175/276*z^3 - 143/138*z + 1
*
[ -2 ] 
f(z) = 177/260*z^3 - 159/130*z + 1
*
[ -2 ] 
f(z) = 177/268*z^3 - 153/134*z + 1
*
[ -2 ] 
f(z) = 179/268*z^3 - 157/134*z + 1
*
[ -2 ] 
f(z) = 179/276*z^3 - 151/138*z + 1
*
[ 2/3 ] 
f(z) = 165/272*z^3 - 157/204*z + 1
*
[ 6/5 ] 
f(z) = 175/272*z^3 - 155/204*z + 1
*
[ 6/7 ] 
f(z) = 161/264*z^3 - 142/231*z + 1
*
[ 14/13 ] 
f(z) = 169/264*z^3 - 155/231*z + 1
*
[ 6/7 ] 
f(z) = 175/264*z^3 - 151/231*z + 1
*
[ -3 ] 
f(z) = 161/270*z^3 - 121/30*z + 1
*
[ -3 ] 
f(z) = 167/270*z^3 - 127/30*z + 1
*
14/13 | 0.19941007726308063294204240860810771154 | 0.028401608395131932287686375529952318535
f(z) = 169/264*z^3 - 140/33*z + 1
*
12/13 | 0.16399173399648495430022661732718558554 | 0.023187493096816618030292763361753829967
f(z) = 169/270*z^3 - 131/30*z + 1
*
[ -3 ] 
f(z) = 173/270*z^3 - 133/30*z + 1
*
[ -3 ] 
f(z) = 179/270*z^3 - 139/30*z + 1
*
[ -5/2 ] 
f(z) = 164/275*z^3 - 128/55*z + 1
*
[ -5/2 ] 
f(z) = 168/275*z^3 - 133/55*z + 1
*
[ -5/2 ] 
f(z) = 172/275*z^3 - 138/55*z + 1
*
[ 2 ] 
f(z) = 161/272*z^3 - 127/68*z + 1
*
[ 2 ] 
f(z) = 163/272*z^3 - 129/68*z + 1
*
[ 2 ] 
f(z) = 165/272*z^3 - 131/68*z + 1
*
[ 2 ] 
f(z) = 167/272*z^3 - 133/68*z + 1
*
-21/13 | 0.22614872646830386752159538195002647285 | 0.027948484892429863163776674480925640306
f(z) = 169/270*z^3 - 121/70*z + 1
*
[ 2 ] 
f(z) = 169/272*z^3 - 135/68*z + 1
*
[ 2 ] 
f(z) = 171/272*z^3 - 137/68*z + 1
*
[ 2 ] 
f(z) = 173/272*z^3 - 139/68*z + 1
*
[ -2 ] 
f(z) = 161/260*z^3 - 127/130*z + 1
*
[ -2 ] 
f(z) = 161/268*z^3 - 121/134*z + 1
*
[ 3/2 ] 
f(z) = 161/270*z^3 - 121/120*z + 1
*
[ -2 ] 
f(z) = 163/260*z^3 - 131/130*z + 1
*
[ -2 ] 
f(z) = 163/268*z^3 - 125/134*z + 1
*
[ -2 ] 
f(z) = 165/268*z^3 - 129/134*z + 1
*
[ -2 ] 
f(z) = 167/260*z^3 - 139/130*z + 1
*
[ -2 ] 
f(z) = 167/268*z^3 - 133/134*z + 1
*
[ 3/2 ] 
f(z) = 167/270*z^3 - 127/120*z + 1
*
[ -2 ] 
f(z) = 167/276*z^3 - 127/138*z + 1
*
[ -2 ] 
f(z) = 169/268*z^3 - 137/134*z + 1
*
[ -2 ] 
f(z) = 169/276*z^3 - 131/138*z + 1
*
[ 3/2 ] 
f(z) = 173/270*z^3 - 133/120*z + 1
*
[ -2 ] 
f(z) = 173/276*z^3 - 139/138*z + 1
*
[ 3/2 ] 
f(z) = 179/270*z^3 - 139/120*z + 1
*
[ 6/5 ] 
f(z) = 175/261*z^3 - 139/174*z + 1
*
[ 6/5 ] 
f(z) = 175/279*z^3 - 137/186*z + 1
*
[ 6/7 ] 
f(z) = 161/270*z^3 - 127/210*z + 1
*
[ 12/13 ] 
f(z) = 169/272*z^3 - 125/204*z + 1
*
[ 5/6 ] 
f(z) = 171/275*z^3 - 139/220*z + 1
*
-2 | 0.086566643929661860670792434863369183527 | 0.012930889753942383092910208930365014528
f(z) = 169/264*z^3 - 101/33*z + 1
*
30/13 | 0.11677589369028363914588402307435456213 | 0.016738828468859474398151038986435606445
f(z) = 169/270*z^3 - 119/30*z + 1
*
-2 | 0.086613917525732958438511262323083844652 | 0.012900166467309073335549025507153470966
f(z) = 173/264*z^3 - 103/33*z + 1
*
2/5 | 0.17190634936859713300111849015051111876 | 0.025064477554207000738202563257521048630
f(z) = 175/264*z^3 - 119/33*z + 1
*
-2 | 0.086628111866601034055611666335538477728 | 0.012883740430631670486676265088377292270
f(z) = 175/264*z^3 - 104/33*z + 1
*
-2 | 0.086635140010164123484768071048519221987 | 0.012848387015824646336645281654917568912
f(z) = 179/264*z^3 - 106/33*z + 1
*
[ 3/7 ] 
f(z) = 161/270*z^3 - 101/70*z + 1
*
[ 2/5 ] 
f(z) = 175/272*z^3 - 109/68*z + 1
*
[ 3/2 ] 
f(z) = 176/261*z^3 - 103/87*z + 1
*
[ 3/2 ] 
f(z) = 176/279*z^3 - 101/93*z + 1
*
[ -2 ] 
f(z) = 163/276*z^3 - 119/138*z + 1
*
[ 15/26 ] 
f(z) = 169/270*z^3 - 113/120*z + 1
*
[ 8/13 ] 
f(z) = 169/272*z^3 - 117/136*z + 1
*
[ 2/3 ] 
f(z) = 171/260*z^3 - 103/130*z + 1
*
[ 2/3 ] 
f(z) = 171/268*z^3 - 105/134*z + 1
*
[ 6/5 ] 
f(z) = 175/276*z^3 - 103/138*z + 1
*
[ 3/4 ] 
f(z) = 161/270*z^3 - 107/160*z + 1
*
[ 3/4 ] 
f(z) = 167/270*z^3 - 109/160*z + 1
*
[ 5/6 ] 
f(z) = 168/275*z^3 - 103/165*z + 1
*
[ 10/13 ] 
f(z) = 169/264*z^3 - 112/165*z + 1
*
[ 15/13 ] 
f(z) = 169/275*z^3 - 113/165*z + 1
*
[ 3/4 ] 
f(z) = 173/270*z^3 - 111/160*z + 1
*
[ 3/4 ] 
f(z) = 179/270*z^3 - 113/160*z + 1
*
-3/13 | 0.22332784433777859824062435164442254616 | 0.028375133313448187139718319095379544708
f(z) = 169/270*z^3 - 97/10*z + 1
*
-2 | 0.086402188755681551080596449858354527407 | 0.012984702183126771818073369590598945436
f(z) = 161/264*z^3 - 97/33*z + 1
*
-2 | 0.086450626549528405993352328046918384669 | 0.012971986906197260980663661981093249720
f(z) = 163/264*z^3 - 98/33*z + 1
*
-2 | 0.086532983882637371716707037445545457893 | 0.012945102484333266109859636873522995464
f(z) = 167/264*z^3 - 100/33*z + 1
*
22/13 | 0.15263346424028501305558197634238967943 | 0.023488279014259588717402097816879496129
f(z) = 169/264*z^3 - 83/33*z + 1
*
[ 30/13 ] 
f(z) = 169/270*z^3 - 83/30*z + 1
*
6/5 | 0.17224203278157260172828760622064353126 | 0.026092414547538798703538121590145464882
f(z) = 175/264*z^3 - 92/33*z + 1
*
[ 5/13 ] 
f(z) = 169/275*z^3 - 93/55*z + 1
*
[ -15/7 ] 
f(z) = 161/270*z^3 - 89/70*z + 1
*
-14/13 | 0.15740204561516388763124561721341895446 | 0.027114278385941217647418621348980927227
f(z) = 169/272*z^3 - 83/68*z + 1
*
-4/3 | 0.16310565640279344733416947153993235130 | 0.027556780104282371499655781869276333912
f(z) = 171/272*z^3 - 93/68*z + 1
*
[ 3/2 ] 
f(z) = 160/261*z^3 - 91/87*z + 1
*
[ 3/2 ] 
f(z) = 160/279*z^3 - 89/93*z + 1
*
[ 3/2 ] 
f(z) = 164/261*z^3 - 94/87*z + 1
*
[ 3/2 ] 
f(z) = 164/279*z^3 - 92/93*z + 1
*
[ 18/13 ] 
f(z) = 169/264*z^3 - 94/99*z + 1
*
[ 18/13 ] 
f(z) = 169/270*z^3 - 83/90*z + 1
*
[ 3/2 ] 
f(z) = 172/261*z^3 - 100/87*z + 1
*
[ 3/2 ] 
f(z) = 172/279*z^3 - 98/93*z + 1
*
[ 3/5 ] 
f(z) = 175/279*z^3 - 83/93*z + 1
*
[ 5/4 ] 
f(z) = 168/275*z^3 - 83/110*z + 1
*
[ 12/13 ] 
f(z) = 169/264*z^3 - 83/132*z + 1
*
12/13 | 0.18752293779489677310572959226469230988 | 0.026847609723929579779863535898605540503
f(z) = 169/270*z^3 - 89/120*z + 1
*
[ 4/5 ] 
f(z) = 175/264*z^3 - 89/132*z + 1
*
-3/13 | 0.15716223744705998252777245304703093351 | 0.020953485717652261397152196830789535781
f(z) = 169/270*z^3 - 67/10*z + 1
*
[ 2 ] 
f(z) = 161/264*z^3 - 64/33*z + 1
*
[ 2 ] 
f(z) = 163/264*z^3 - 65/33*z + 1
*
[ 2 ] 
f(z) = 167/264*z^3 - 67/33*z + 1
*
[ 2 ] 
f(z) = 173/264*z^3 - 70/33*z + 1
*
[ 2 ] 
f(z) = 175/264*z^3 - 71/33*z + 1
*
[ 2 ] 
f(z) = 179/264*z^3 - 73/33*z + 1
*
[ 5/3 ] 
f(z) = 162/275*z^3 - 68/55*z + 1
*
[ 5/3 ] 
f(z) = 171/275*z^3 - 73/55*z + 1
*
[ -2 ] 
f(z) = 163/272*z^3 - 61/68*z + 1
*
[ -2 ] 
f(z) = 165/272*z^3 - 63/68*z + 1
*
[ -2 ] 
f(z) = 167/272*z^3 - 65/68*z + 1
*
[ -2 ] 
f(z) = 169/272*z^3 - 67/68*z + 1
*
[ -2 ] 
f(z) = 171/272*z^3 - 69/68*z + 1
*
[ -2 ] 
f(z) = 173/272*z^3 - 71/68*z + 1
*
[ -2 ] 
f(z) = 175/272*z^3 - 73/68*z + 1
*
[ -2 ] 
f(z) = 177/272*z^3 - 75/68*z + 1
*
[ -2 ] 
f(z) = 179/272*z^3 - 77/68*z + 1
*
[ 3/4 ] 
f(z) = 160/279*z^3 - 61/93*z + 1
*
[ 9/13 ] 
f(z) = 169/270*z^3 - 67/90*z + 1
*
[ 3/5 ] 
f(z) = 175/261*z^3 - 79/87*z + 1
*
[ 3/4 ] 
f(z) = 176/261*z^3 - 62/87*z + 1
*
[ 3/4 ] 
f(z) = 176/279*z^3 - 64/93*z + 1
*
[ 10/9 ] 
f(z) = 162/275*z^3 - 69/110*z + 1
*
[ 5/6 ] 
f(z) = 162/275*z^3 - 67/110*z + 1
*
[ 10/13 ] 
f(z) = 169/275*z^3 - 73/110*z + 1
*
[ 3 ] 
f(z) = 161/270*z^3 - 47/10*z + 1
*
[ -3 ] 
f(z) = 163/270*z^3 - 41/10*z + 1
*
[ 3 ] 
f(z) = 167/270*z^3 - 49/10*z + 1
*
-48/13 | 0.18221629008214131107349934874440715934 | 0.023656600147092958887464369304308142256
f(z) = 169/270*z^3 - 41/5*z + 1
*
[ 3 ] 
f(z) = 173/270*z^3 - 51/10*z + 1
*
[ 3 ] 
f(z) = 179/270*z^3 - 53/10*z + 1
*
22/13 | 0.15993103172452974766323735777845157509 | 0.026693144967656831706828573394819874501
f(z) = 169/264*z^3 - 50/33*z + 1
*
[ 22/13 ] 
f(z) = 169/264*z^3 - 47/33*z + 1
*
[ 6/13 ] 
f(z) = 169/264*z^3 - 43/33*z + 1
*
24/13 | 0.19290987273227997781466811693408132508 | 0.027521560602932901479898004511138070336
f(z) = 169/270*z^3 - 41/20*z + 1
*
12/13 | 0.15044788553392094525291376756294003703 | 0.025453064044354797494432150553409067793
f(z) = 169/270*z^3 - 41/30*z + 1
*
6/5 | 0.15993000196627178342535436853938393657 | 0.025975401628086237049870074642392229325
f(z) = 175/264*z^3 - 59/33*z + 1
*
[ 2/5 ] 
f(z) = 175/264*z^3 - 53/33*z + 1
*
[ 5/9 ] 
f(z) = 162/275*z^3 - 54/55*z + 1
*
[ 3/2 ] 
f(z) = 163/270*z^3 - 41/40*z + 1
*
[ -2 ] 
f(z) = 161/272*z^3 - 59/68*z + 1
*
[ 4/3 ] 
f(z) = 171/272*z^3 - 59/68*z + 1
*
[ 2/3 ] 
f(z) = 171/272*z^3 - 53/68*z + 1
*
[ 4/5 ] 
f(z) = 175/272*z^3 - 45/68*z + 1
*
[ 3/4 ] 
f(z) = 160/261*z^3 - 59/87*z + 1
*
15/13 | 0.10083356996515381218603187479997477579 | 0.014599268860227862718310296857375718213
f(z) = 169/270*z^3 - 37/10*z + 1
*
-6/13 | 0.16567360789151329353242766043096856402 | 0.027698066383663238747844193693442148607
f(z) = 169/270*z^3 - 22/15*z + 1
*
[ -2 ] 
f(z) = 161/264*z^3 - 31/33*z + 1
*
[ -2 ] 
f(z) = 163/264*z^3 - 32/33*z + 1
*
[ -2 ] 
f(z) = 167/264*z^3 - 34/33*z + 1
*
[ -2 ] 
f(z) = 169/264*z^3 - 35/33*z + 1
*
-22/13 | 0.13749509034410666793811558224163173004 | 0.024658598527472734788185208182451033243
f(z) = 169/264*z^3 - 32/33*z + 1
*
-24/13 | 0.062138535057427097538194462584822745422 | 0.011099294678485512237862934884994359970
f(z) = 169/270*z^3 - 29/30*z + 1
*
[ -2 ] 
f(z) = 173/264*z^3 - 37/33*z + 1
*
[ -2 ] 
f(z) = 175/264*z^3 - 38/33*z + 1
*
[ 6/5 ] 
f(z) = 175/264*z^3 - 26/33*z + 1
*
[ -2 ] 
f(z) = 179/264*z^3 - 40/33*z + 1
*
[ 12/13 ] 
f(z) = 169/270*z^3 - 37/60*z + 1
*
[ -30/13 ] 
f(z) = 169/270*z^3 - 19/10*z + 1
*
[ 17/3 ] 
f(z) = 162/289*z^3 - 292/17*z + 1
*
[ -17/3 ] 
f(z) = 162/289*z^3 - 286/17*z + 1
*
[ 4 ] 
f(z) = 161/288*z^3 - 295/36*z + 1
*
[ 4 ] 
f(z) = 163/288*z^3 - 299/36*z + 1
*
[ -4 ] 
f(z) = 163/288*z^3 - 281/36*z + 1
*
[ -4 ] 
f(z) = 167/288*z^3 - 289/36*z + 1
*
50/13 | 0.20754465352863376388590462792793638921 | 0.026806235706158731267476765943951573724
f(z) = 169/280*z^3 - 288/35*z + 1
*
[ -4 ] 
f(z) = 169/288*z^3 - 293/36*z + 1
*
21/16 | 0.21422809690198186043790982087553563883 | 0.023921883178704655403898016027129893919
f(z) = 160/297*z^3 - 287/88*z + 1
*
2/3 | 0.22978417286190533586588599116375108715 | 0.029625887780301681345741239063917416501
f(z) = 177/280*z^3 - 292/105*z + 1
*
[ 17/8 ] 
f(z) = 168/289*z^3 - 285/136*z + 1
*
[ 2 ] 
f(z) = 177/284*z^3 - 283/142*z + 1
*
[ 2 ] 
f(z) = 177/292*z^3 - 281/146*z + 1
*
[ 2 ] 
f(z) = 179/284*z^3 - 287/142*z + 1
*
[ 2 ] 
f(z) = 179/292*z^3 - 285/146*z + 1
*
[ 2/5 ] 
f(z) = 165/296*z^3 - 294/185*z + 1
*
[ 12/23 ] 
f(z) = 161/288*z^3 - 295/276*z + 1
*
[ -17/8 ] 
f(z) = 164/289*z^3 - 297/272*z + 1
*
[ 5/9 ] 
f(z) = 162/295*z^3 - 286/295*z + 1
*
[ 7/13 ] 
f(z) = 169/287*z^3 - 295/287*z + 1
*
[ -27/13 ] 
f(z) = 169/297*z^3 - 289/297*z + 1
*
[ 3/2 ] 
f(z) = 172/285*z^3 - 292/285*z + 1
*
[ 3/2 ] 
f(z) = 172/291*z^3 - 290/291*z + 1
*
[ 3/2 ] 
f(z) = 176/291*z^3 - 299/291*z + 1
*
[ -2 ] 
f(z) = 179/282*z^3 - 293/282*z + 1
*
[ -2 ] 
f(z) = 179/286*z^3 - 287/286*z + 1
*
[ -2 ] 
f(z) = 179/290*z^3 - 281/290*z + 1
*
[ 33/5 ] 
f(z) = 175/297*z^3 - 273/11*z + 1
*
[ -4 ] 
f(z) = 161/288*z^3 - 277/36*z + 1
*
2/13 | 0.13910004562064531230284969526623221937 | 0.018179220827600163049955189090437456302
f(z) = 169/280*z^3 - 263/35*z + 1
*
[ 17/6 ] 
f(z) = 171/289*z^3 - 279/68*z + 1
*
[ 30/13 ] 
f(z) = 169/280*z^3 - 278/105*z + 1
*
[ 30/13 ] 
f(z) = 169/297*z^3 - 271/110*z + 1
*
[ 2 ] 
f(z) = 167/284*z^3 - 263/142*z + 1
*
[ 2 ] 
f(z) = 167/292*z^3 - 261/146*z + 1
*
[ 2 ] 
f(z) = 169/284*z^3 - 267/142*z + 1
*
[ 2 ] 
f(z) = 169/292*z^3 - 265/146*z + 1
*
[ 2 ] 
f(z) = 171/284*z^3 - 271/142*z + 1
*
[ 2 ] 
f(z) = 171/292*z^3 - 269/146*z + 1
*
[ 2 ] 
f(z) = 173/284*z^3 - 275/142*z + 1
*
[ 2 ] 
f(z) = 173/292*z^3 - 273/146*z + 1
*
[ 2 ] 
f(z) = 175/284*z^3 - 279/142*z + 1
*
[ 2 ] 
f(z) = 175/292*z^3 - 277/146*z + 1
*
[ 3/2 ] 
f(z) = 160/291*z^3 - 263/291*z + 1
*
[ 3/2 ] 
f(z) = 164/285*z^3 - 274/285*z + 1
*
[ 3/2 ] 
f(z) = 164/291*z^3 - 272/291*z + 1
*
[ -2 ] 
f(z) = 173/282*z^3 - 269/282*z + 1
*
[ -2 ] 
f(z) = 173/286*z^3 - 263/286*z + 1
*
[ -2 ] 
f(z) = 175/282*z^3 - 277/282*z + 1
*
[ -2 ] 
f(z) = 175/286*z^3 - 271/286*z + 1
*
[ -2 ] 
f(z) = 177/286*z^3 - 279/286*z + 1
*
[ -2 ] 
f(z) = 177/290*z^3 - 273/290*z + 1
*
[ -2 ] 
f(z) = 177/298*z^3 - 261/298*z + 1
*
[ -2 ] 
f(z) = 179/294*z^3 - 275/294*z + 1
*
[ -2 ] 
f(z) = 179/298*z^3 - 269/298*z + 1
*
[ 34/9 ] 
f(z) = 162/289*z^3 - 247/34*z + 1
*
[ -33/10 ] 
f(z) = 160/297*z^3 - 251/55*z + 1
*
35/13 | 0.21792284249328198223717737996335421094 | 0.029327335887746434317358972391897000128
f(z) = 169/294*z^3 - 241/42*z + 1
*
2/5 | 0.17578154327497489526899382582135727865 | 0.025317361925989835398025349988248267877
f(z) = 175/288*z^3 - 259/72*z + 1
*
3/40 | 0.20928844652213752670728670310501848646 | 0.023662013146308284408786281200228311622
f(z) = 160/297*z^3 - 257/110*z + 1
*
[ -17/7 ] 
f(z) = 175/289*z^3 - 257/119*z + 1
*
[ 2 ] 
f(z) = 161/284*z^3 - 251/142*z + 1
*
[ 2 ] 
f(z) = 161/292*z^3 - 249/146*z + 1
*
[ 2 ] 
f(z) = 163/284*z^3 - 255/142*z + 1
*
[ 2 ] 
f(z) = 163/292*z^3 - 253/146*z + 1
*
[ 2 ] 
f(z) = 165/284*z^3 - 259/142*z + 1
*
[ 2 ] 
f(z) = 165/292*z^3 - 257/146*z + 1
*
-20/13 | 0.16560530330788383411726768547948181238 | 0.026664944007668466280396791984704258445
f(z) = 169/280*z^3 - 249/140*z + 1
*
[ 17/9 ] 
f(z) = 171/289*z^3 - 251/153*z + 1
*
[ 17/40 ] 
f(z) = 160/289*z^3 - 247/170*z + 1
*
[ 17/12 ] 
f(z) = 171/289*z^3 - 243/272*z + 1
*
[ 3/5 ] 
f(z) = 173/297*z^3 - 241/275*z + 1
*
[ 3/5 ] 
f(z) = 179/297*z^3 - 243/275*z + 1
*
[ 13/9 ] 
f(z) = 162/299*z^3 - 246/299*z + 1
*
[ -2 ] 
f(z) = 167/282*z^3 - 245/282*z + 1
*
[ -2 ] 
f(z) = 169/282*z^3 - 253/282*z + 1
*
[ -2 ] 
f(z) = 169/290*z^3 - 241/290*z + 1
*
[ 8/13 ] 
f(z) = 169/296*z^3 - 249/296*z + 1
*
[ -2 ] 
f(z) = 171/286*z^3 - 255/286*z + 1
*
[ -2 ] 
f(z) = 171/290*z^3 - 249/290*z + 1
*
[ -2 ] 
f(z) = 173/290*z^3 - 257/290*z + 1
*
[ -2 ] 
f(z) = 173/294*z^3 - 251/294*z + 1
*
[ -2 ] 
f(z) = 173/298*z^3 - 245/298*z + 1
*
[ 3/5 ] 
f(z) = 175/282*z^3 - 251/282*z + 1
*
[ 3/5 ] 
f(z) = 175/291*z^3 - 257/291*z + 1
*
[ -2 ] 
f(z) = 175/298*z^3 - 253/298*z + 1
*
[ -34/9 ] 
f(z) = 162/289*z^3 - 229/34*z + 1
*
-10/3 | 0.22324324166671111336245330599346252715 | 0.029748346672313415128871230807492140254
f(z) = 171/280*z^3 - 227/35*z + 1
*
-3/20 | 0.22003730800249779372893281727945138420 | 0.025083193406442129660168048125414749584
f(z) = 160/297*z^3 - 239/55*z + 1
*
[ 42/13 ] 
f(z) = 169/294*z^3 - 223/42*z + 1
*
[ -33/10 ] 
f(z) = 175/297*z^3 - 225/44*z + 1
*
14/13 | 0.18331343716331795511709157098514127137 | 0.026878738607260940565647164899593679081
f(z) = 169/288*z^3 - 229/72*z + 1
*
[ -17/6 ] 
f(z) = 171/289*z^3 - 231/68*z + 1
*
[ -17/7 ] 
f(z) = 161/289*z^3 - 223/119*z + 1
*
[ -17/7 ] 
f(z) = 168/289*z^3 - 240/119*z + 1
*
[ 2/5 ] 
f(z) = 175/284*z^3 - 227/142*z + 1
*
[ 2/5 ] 
f(z) = 175/292*z^3 - 233/146*z + 1
*
[ 4/7 ] 
f(z) = 161/288*z^3 - 235/252*z + 1
*
[ 4/7 ] 
f(z) = 175/288*z^3 - 239/252*z + 1
*
[ 3/5 ] 
f(z) = 161/297*z^3 - 237/275*z + 1
*
[ 3/5 ] 
f(z) = 164/297*z^3 - 238/275*z + 1
*
[ 3/5 ] 
f(z) = 167/297*z^3 - 239/275*z + 1
*
[ -2 ] 
f(z) = 161/282*z^3 - 221/282*z + 1
*
[ -2 ] 
f(z) = 163/282*z^3 - 229/282*z + 1
*
[ -2 ] 
f(z) = 163/286*z^3 - 223/286*z + 1
*
[ -2 ] 
f(z) = 167/286*z^3 - 239/286*z + 1
*
[ -2 ] 
f(z) = 167/290*z^3 - 233/290*z + 1
*
[ -2 ] 
f(z) = 167/294*z^3 - 227/294*z + 1
*
[ -2 ] 
f(z) = 167/298*z^3 - 221/298*z + 1
*
[ 8/13 ] 
f(z) = 169/280*z^3 - 239/280*z + 1
*
[ -2 ] 
f(z) = 169/294*z^3 - 235/294*z + 1
*
[ -2 ] 
f(z) = 169/298*z^3 - 229/298*z + 1
*
[ 4/3 ] 
f(z) = 171/284*z^3 - 233/284*z + 1
*
[ 2/3 ] 
f(z) = 171/290*z^3 - 221/290*z + 1
*
[ 4/3 ] 
f(z) = 171/292*z^3 - 231/292*z + 1
*
[ -2 ] 
f(z) = 171/298*z^3 - 237/298*z + 1
*
[ 2/3 ] 
f(z) = 171/298*z^3 - 225/298*z + 1
*
[ 2/13 ] 
f(z) = 169/296*z^3 - 204/37*z + 1
*
[ 10/3 ] 
f(z) = 171/280*z^3 - 213/35*z + 1
*
[ 17/6 ] 
f(z) = 168/289*z^3 - 205/51*z + 1
*
-2 | 0.094545694909592366531284788386725840490 | 0.014112350191672758489144819447047996074
f(z) = 167/288*z^3 - 203/72*z + 1
*
-2 | 0.094727056435676783576252895228733081076 | 0.014078211457750482359424514124512725262
f(z) = 173/288*z^3 - 209/72*z + 1
*
-2 | 0.094778584424982097939364097633589040305 | 0.014065960142783225784163155297598791217
f(z) = 175/288*z^3 - 211/72*z + 1
*
-2 | 0.094868017184072744886926603395316146035 | 0.014040101590336790591275865753939886220
f(z) = 179/288*z^3 - 215/72*z + 1
*
[ 9/4 ] 
f(z) = 160/297*z^3 - 215/99*z + 1
*
[ -30/13 ] 
f(z) = 169/288*z^3 - 203/120*z + 1
*
[ 17/39 ] 
f(z) = 169/289*z^3 - 215/153*z + 1
*
[ 33/20 ] 
f(z) = 175/297*z^3 - 213/176*z + 1
*
[ 17/11 ] 
f(z) = 176/289*z^3 - 206/187*z + 1
*
[ 17/28 ] 
f(z) = 168/289*z^3 - 205/238*z + 1
*
[ 15/26 ] 
f(z) = 169/297*z^3 - 203/220*z + 1
*
[ -2 ] 
f(z) = 161/286*z^3 - 215/286*z + 1
*
[ -2 ] 
f(z) = 161/290*z^3 - 209/290*z + 1
*
[ -2 ] 
f(z) = 163/290*z^3 - 217/290*z + 1
*
[ -2 ] 
f(z) = 163/294*z^3 - 211/294*z + 1
*
[ -2 ] 
f(z) = 163/298*z^3 - 205/298*z + 1
*
[ -2 ] 
f(z) = 165/298*z^3 - 213/298*z + 1
*
[ 9/13 ] 
f(z) = 169/288*z^3 - 209/288*z + 1
*
[ 2/3 ] 
f(z) = 171/286*z^3 - 219/286*z + 1
*
[ 6/5 ] 
f(z) = 175/282*z^3 - 205/282*z + 1
*
[ 5/4 ] 
f(z) = 176/285*z^3 - 218/285*z + 1
*
[ 5/4 ] 
f(z) = 176/295*z^3 - 216/295*z + 1
*
[ 2/13 ] 
f(z) = 169/280*z^3 - 193/35*z + 1
*
[ -10/3 ] 
f(z) = 171/280*z^3 - 192/35*z + 1
*
[ -42/13 ] 
f(z) = 169/294*z^3 - 197/42*z + 1
*
3/8 | 0.19264106770444713413425788889853813589 | 0.026047636444344280065899761397196205195
f(z) = 160/297*z^3 - 181/66*z + 1
*
-2 | 0.094324109526995818519423381195980513921 | 0.014142609872012989601220538548229285142
f(z) = 161/288*z^3 - 197/72*z + 1
*
-2 | 0.094402494792055465765403024097656414997 | 0.014132958006240285521548356783432084600
f(z) = 163/288*z^3 - 199/72*z + 1
*
-2/13 | 0.19255200595046539340093595467286673604 | 0.029241929542843489158234568587571924279
f(z) = 169/288*z^3 - 181/72*z + 1
*
[ -30/13 ] 
f(z) = 169/280*z^3 - 187/105*z + 1
*
[ -28/13 ] 
f(z) = 169/280*z^3 - 187/140*z + 1
*
-6/35 | 0.15547325461654947097102424453913287194 | 0.019988303882711534905359951053239436498
f(z) = 175/288*z^3 - 199/168*z + 1
*
[ 17/11 ] 
f(z) = 165/289*z^3 - 189/187*z + 1
*
[ 20/13 ] 
f(z) = 169/288*z^3 - 187/180*z + 1
*
[ 3/4 ] 
f(z) = 160/291*z^3 - 187/291*z + 1
*
[ -2 ] 
f(z) = 161/298*z^3 - 197/298*z + 1
*
[ 15/13 ] 
f(z) = 169/285*z^3 - 187/285*z + 1
*
[ 10/13 ] 
f(z) = 169/290*z^3 - 187/290*z + 1
*
[ 4/5 ] 
f(z) = 175/284*z^3 - 183/284*z + 1
*
[ 4/5 ] 
f(z) = 175/292*z^3 - 185/292*z + 1
*
[ 3/4 ] 
f(z) = 176/285*z^3 - 194/285*z + 1
*
[ 3/4 ] 
f(z) = 176/291*z^3 - 196/291*z + 1
*
[ 17/4 ] 
f(z) = 176/289*z^3 - 174/17*z + 1
*
[ -17/4 ] 
f(z) = 176/289*z^3 - 166/17*z + 1
*
28/13 | 0.10564301333765044460110969206530551570 | 0.014752867847544788427354122246727832291
f(z) = 169/288*z^3 - 161/36*z + 1
*
[ -17/6 ] 
f(z) = 168/289*z^3 - 169/51*z + 1
*
28/13 | 0.20486127526359993152350431355036659402 | 0.029101016964208176703835919630845014557
f(z) = 169/294*z^3 - 163/42*z + 1
*
33/26 | 0.19889399969201171716068030523973380597 | 0.023707245435097672311942928701609340725
f(z) = 169/297*z^3 - 163/44*z + 1
*
-15/8 | 0.20571491034367729169818460914211806882 | 0.028075808491035479516125156087155850172
f(z) = 160/297*z^3 - 169/66*z + 1
*
-3/5 | 0.19547122633457007031345820770520271409 | 0.023119304482520295184705991386673470600
f(z) = 175/297*z^3 - 174/77*z + 1
*
-12/7 | 0.24159649251540906729062633204809026707 | 0.028998496664766822212523836262642879401
f(z) = 161/288*z^3 - 173/84*z + 1
*
[ 28/13 ] 
f(z) = 169/294*z^3 - 179/84*z + 1
*
[ 12/35 ] 
f(z) = 175/288*z^3 - 167/84*z + 1
*
6/5 | 0.23744297019409553216954444862893602139 | 0.028026834961465266857894420015349033134
f(z) = 160/297*z^3 - 177/110*z + 1
*
[ 17/36 ] 
f(z) = 162/289*z^3 - 169/136*z + 1
*
[ 18/13 ] 
f(z) = 169/297*z^3 - 161/198*z + 1
*
[ 3/4 ] 
f(z) = 170/297*z^3 - 173/264*z + 1
*
[ 17/20 ] 
f(z) = 175/289*z^3 - 167/272*z + 1
*
[ 17/16 ] 
f(z) = 176/289*z^3 - 171/272*z + 1
*
[ 7/9 ] 
f(z) = 162/287*z^3 - 180/287*z + 1
*
[ 11/13 ] 
f(z) = 169/297*z^3 - 175/297*z + 1
*
[ 17/4 ] 
f(z) = 160/289*z^3 - 157/17*z + 1
*
[ -17/4 ] 
f(z) = 160/289*z^3 - 149/17*z + 1
*
[ 3 ] 
f(z) = 164/297*z^3 - 142/33*z + 1
*
[ 3 ] 
f(z) = 167/297*z^3 - 145/33*z + 1
*
4/13 | 0.21333980114666192068920266863484972877 | 0.029951396168438362184632456796433613527
f(z) = 169/288*z^3 - 155/36*z + 1
*
42/13 | 0.14007763616541644765345700012631865583 | 0.018671574802300761569702983324112532265
f(z) = 169/288*z^3 - 151/24*z + 1
*
-42/13 | 0.21829880899433692589596749691253644584 | 0.029310700745223156922063103799048639384
f(z) = 169/288*z^3 - 143/24*z + 1
*
[ 3 ] 
f(z) = 170/297*z^3 - 148/33*z + 1
*
[ 3 ] 
f(z) = 173/297*z^3 - 151/33*z + 1
*
[ 3 ] 
f(z) = 179/297*z^3 - 157/33*z + 1
*
21/13 | 0.088217029957710626606166472091172840670 | 0.012743256960875248822293258120540787378
f(z) = 169/294*z^3 - 145/42*z + 1
*
[ 17/8 ] 
f(z) = 176/289*z^3 - 151/68*z + 1
*
[ 2 ] 
f(z) = 179/288*z^3 - 143/72*z + 1
*
[ 9/5 ] 
f(z) = 175/297*z^3 - 145/99*z + 1
*
[ 6/13 ] 
f(z) = 169/296*z^3 - 143/111*z + 1
*
[ 17/35 ] 
f(z) = 175/289*z^3 - 143/119*z + 1
*
[ -17/8 ] 
f(z) = 168/289*z^3 - 157/136*z + 1
*
[ 20/13 ] 
f(z) = 169/280*z^3 - 151/140*z + 1
*
[ 17/12 ] 
f(z) = 176/289*z^3 - 142/153*z + 1
*
[ -2 ] 
f(z) = 177/284*z^3 - 141/142*z + 1
*
[ -2 ] 
f(z) = 179/284*z^3 - 145/142*z + 1
*
[ 3/5 ] 
f(z) = 160/297*z^3 - 142/165*z + 1
*
[ -51/26 ] 
f(z) = 169/289*z^3 - 151/204*z + 1
*
[ 34/35 ] 
f(z) = 175/289*z^3 - 143/238*z + 1
*
[ 17/15 ] 
f(z) = 165/289*z^3 - 157/255*z + 1
*
[ 14/13 ] 
f(z) = 169/296*z^3 - 153/259*z + 1
*
[ 36/35 ] 
f(z) = 175/288*z^3 - 155/252*z + 1
*
[ 3 ] 
f(z) = 161/297*z^3 - 139/33*z + 1
*
[ 17/6 ] 
f(z) = 162/289*z^3 - 131/34*z + 1
*
[ -3 ] 
f(z) = 166/297*z^3 - 122/33*z + 1
*
-6/13 | 0.15219961533038081828898267289387067289 | 0.021982637068635366351194307637907409618
f(z) = 169/280*z^3 - 127/35*z + 1
*
[ 36/13 ] 
f(z) = 169/288*z^3 - 139/36*z + 1
*
[ -3 ] 
f(z) = 169/297*z^3 - 125/33*z + 1
*
-30/13 | 0.20567728596262472146158951799658748290 | 0.029377241860260464082967509015787047589
f(z) = 169/297*z^3 - 122/33*z + 1
*
[ -3 ] 
f(z) = 172/297*z^3 - 128/33*z + 1
*
[ -3 ] 
f(z) = 175/297*z^3 - 131/33*z + 1
*
[ -3 ] 
f(z) = 178/297*z^3 - 134/33*z + 1
*
[ 3/10 ] 
f(z) = 160/297*z^3 - 131/55*z + 1
*
[ 2 ] 
f(z) = 161/288*z^3 - 125/72*z + 1
*
[ 2 ] 
f(z) = 163/288*z^3 - 127/72*z + 1
*
[ 2 ] 
f(z) = 167/288*z^3 - 131/72*z + 1
*
[ 2 ] 
f(z) = 173/288*z^3 - 137/72*z + 1
*
[ -9/4 ] 
f(z) = 160/297*z^3 - 127/99*z + 1
*
[ 6/13 ] 
f(z) = 169/280*z^3 - 136/105*z + 1
*
21/26 | 0.21136516528048211948631869024581235378 | 0.029697774665422845463343804354875317987
f(z) = 169/297*z^3 - 137/132*z + 1
*
[ 3/2 ] 
f(z) = 169/297*z^3 - 125/132*z + 1
*
[ 3/2 ] 
f(z) = 175/297*z^3 - 131/132*z + 1
*
[ 17/12 ] 
f(z) = 160/289*z^3 - 125/153*z + 1
*
[ 17/27 ] 
f(z) = 162/289*z^3 - 124/153*z + 1
*
[ -2 ] 
f(z) = 167/284*z^3 - 121/142*z + 1
*
[ -2 ] 
f(z) = 169/284*z^3 - 125/142*z + 1
*
[ -2 ] 
f(z) = 171/284*z^3 - 129/142*z + 1
*
[ -2 ] 
f(z) = 171/292*z^3 - 123/146*z + 1
*
[ -2 ] 
f(z) = 173/284*z^3 - 133/142*z + 1
*
[ -2 ] 
f(z) = 173/292*z^3 - 127/146*z + 1
*
[ -2 ] 
f(z) = 175/284*z^3 - 137/142*z + 1
*
[ -2 ] 
f(z) = 175/292*z^3 - 131/146*z + 1
*
[ -2 ] 
f(z) = 177/292*z^3 - 135/146*z + 1
*
[ -2 ] 
f(z) = 179/292*z^3 - 139/146*z + 1
*
[ 24/35 ] 
f(z) = 175/288*z^3 - 125/168*z + 1
*
[ 17/22 ] 
f(z) = 176/289*z^3 - 123/187*z + 1
*
[ 17/5 ] 
f(z) = 175/289*z^3 - 107/17*z + 1
*
[ -3 ] 
f(z) = 160/297*z^3 - 116/33*z + 1
*
[ -17/6 ] 
f(z) = 162/289*z^3 - 107/34*z + 1
*
[ -3 ] 
f(z) = 163/297*z^3 - 119/33*z + 1
*
-2 | 0.10837595606314104601077898534198014562 | 0.016188655077921933972047291358987379154
f(z) = 165/296*z^3 - 101/37*z + 1
*
-2 | 0.10773461354200219575867972854037388538 | 0.016092854558704620138877609344499946600
f(z) = 167/280*z^3 - 101/35*z + 1
*
-2 | 0.10845330791953821488943075719991503320 | 0.016176402915675523513883532935115976180
f(z) = 167/296*z^3 - 102/37*z + 1
*
10/13 | 0.11535161157884839007461705702253392999 | 0.017083381611380390562626849520268394913
f(z) = 169/280*z^3 - 107/35*z + 1
*
-2 | 0.10779038076645846433779472935591366070 | 0.016077523711917941973120370087092346444
f(z) = 169/280*z^3 - 102/35*z + 1
*
30/13 | 0.13560842733370060019085560034783484861 | 0.018668483564355196594004595880583188929
f(z) = 169/288*z^3 - 119/24*z + 1
*
[ -36/13 ] 
f(z) = 169/288*z^3 - 113/36*z + 1
*
[ 34/13 ] 
f(z) = 169/289*z^3 - 115/34*z + 1
*
-2 | 0.10852634405421955193527381666409584217 | 0.016163775342131923934677692817216511503
f(z) = 169/296*z^3 - 103/37*z + 1
*
[ 33/13 ] 
f(z) = 169/297*z^3 - 101/33*z + 1
*
-2 | 0.10784139471801056224609394225251521871 | 0.016061759861119375840021305325860242739
f(z) = 171/280*z^3 - 103/35*z + 1
*
-2 | 0.10859511965273991734682019134336034196 | 0.016150777195672764316723812426033614306
f(z) = 171/296*z^3 - 104/37*z + 1
*
-2 | 0.10788759954134989330708223916768247467 | 0.016045551475428074255096544058578397217
f(z) = 173/280*z^3 - 104/35*z + 1
*
-2 | 0.10865966982753374892991311685936802218 | 0.016137410416457932207839342317141665606
f(z) = 173/296*z^3 - 105/37*z + 1
*
-2 | 0.10872001125085445910657590115869539680 | 0.016123674305275029074470610994443693009
f(z) = 175/296*z^3 - 106/37*z + 1
*
-2 | 0.10796525525824100215602125831774136299 | 0.016011740543818963159547595876345303874
f(z) = 177/280*z^3 - 106/35*z + 1
*
-2 | 0.10877614329280294231032461216240378543 | 0.016109565706543552457402829528707185824
f(z) = 177/296*z^3 - 107/37*z + 1
*
-2 | 0.10799648873640017239578991132978493565 | 0.015994100164885508581405827118572754134
f(z) = 179/280*z^3 - 107/35*z + 1
*
-2 | 0.10882804874526802346959588669934489097 | 0.016095079128242058818839127030691461604
f(z) = 179/296*z^3 - 108/37*z + 1
*
-3/26 | 0.14846213973302605114897887751282213888 | 0.018720245498467828726187475347580460557
f(z) = 169/297*z^3 - 103/44*z + 1
*
[ 3/10 ] 
f(z) = 175/297*z^3 - 105/44*z + 1
*
[ 3/8 ] 
f(z) = 160/297*z^3 - 115/66*z + 1
*
-18/13 | 0.14346146357299815427284305476479225632 | 0.023904606911918087624132065669671378557
f(z) = 169/288*z^3 - 101/72*z + 1
*
[ 2/5 ] 
f(z) = 175/288*z^3 - 115/72*z + 1
*
[ 3/7 ] 
f(z) = 175/297*z^3 - 111/77*z + 1
*
[ 17/10 ] 
f(z) = 160/289*z^3 - 101/85*z + 1
*
[ 12/7 ] 
f(z) = 161/288*z^3 - 103/84*z + 1
*
[ -28/13 ] 
f(z) = 169/294*z^3 - 101/84*z + 1
*
[ 12/7 ] 
f(z) = 175/288*z^3 - 115/84*z + 1
*
[ 17/12 ] 
f(z) = 162/289*z^3 - 113/136*z + 1
*
[ 3/2 ] 
f(z) = 163/297*z^3 - 119/132*z + 1
*
[ -2 ] 
f(z) = 161/284*z^3 - 109/142*z + 1
*
[ -2 ] 
f(z) = 161/292*z^3 - 103/146*z + 1
*
[ -2 ] 
f(z) = 163/284*z^3 - 113/142*z + 1
*
[ -2 ] 
f(z) = 163/292*z^3 - 107/146*z + 1
*
[ -2 ] 
f(z) = 165/284*z^3 - 117/142*z + 1
*
[ -2 ] 
f(z) = 165/292*z^3 - 111/146*z + 1
*
[ -2 ] 
f(z) = 167/292*z^3 - 115/146*z + 1
*
[ 16/13 ] 
f(z) = 169/288*z^3 - 101/144*z + 1
*
[ -2 ] 
f(z) = 169/292*z^3 - 119/146*z + 1
*
[ 4/3 ] 
f(z) = 171/280*z^3 - 117/140*z + 1
*
[ 2/3 ] 
f(z) = 171/284*z^3 - 109/142*z + 1
*
[ 2/3 ] 
f(z) = 171/292*z^3 - 111/146*z + 1
*
[ 4/3 ] 
f(z) = 171/296*z^3 - 115/148*z + 1
*
[ 17/15 ] 
f(z) = 175/289*z^3 - 101/153*z + 1
*
[ 3/4 ] 
f(z) = 163/297*z^3 - 113/176*z + 1
*
[ 21/26 ] 
f(z) = 169/294*z^3 - 103/168*z + 1
*
[ 3/4 ] 
f(z) = 169/297*z^3 - 115/176*z + 1
*
[ 15/13 ] 
f(z) = 169/297*z^3 - 103/165*z + 1
*
[ 6/7 ] 
f(z) = 175/288*z^3 - 103/168*z + 1
*
[ 3/4 ] 
f(z) = 175/297*z^3 - 117/176*z + 1
*
[ 9/8 ] 
f(z) = 160/297*z^3 - 113/198*z + 1
*
[ 10/13 ] 
f(z) = 169/296*z^3 - 118/185*z + 1
*
[ -33/17 ] 
f(z) = 170/297*z^3 - 120/187*z + 1
*
48/13 | 0.21649455433230376198062996318524049838 | 0.027400881040564276734890925261086286109
f(z) = 169/297*z^3 - 100/11*z + 1
*
[ -17/5 ] 
f(z) = 175/289*z^3 - 97/17*z + 1
*
-2 | 0.10820796984109069150555734856616941101 | 0.016211997086998884405801191730483568155
f(z) = 161/296*z^3 - 99/37*z + 1
*
-2 | 0.10760894162013981591500734399213114700 | 0.016122249134169277637513860096173008205
f(z) = 163/280*z^3 - 99/35*z + 1
*
-2 | 0.10829421098277651941398737665955383539 | 0.016200523739403084016144160289682290262
f(z) = 163/296*z^3 - 100/37*z + 1
*
24/13 | 0.20885183095313383503816608551298305624 | 0.029854032608695564681627706282524620706
f(z) = 169/288*z^3 - 91/24*z + 1
*
[ 4/13 ] 
f(z) = 169/288*z^3 - 83/36*z + 1
*
[ -34/13 ] 
f(z) = 169/289*z^3 - 89/34*z + 1
*
14/13 | 0.20135456800159502786558542906653927734 | 0.028386166956736107702517516020017603849
f(z) = 169/294*z^3 - 86/21*z + 1
*
12/13 | 0.21035799368103061810763353904197050470 | 0.026798173815858443557223927925120086798
f(z) = 169/297*z^3 - 95/22*z + 1
*
[ -12/5 ] 
f(z) = 175/297*z^3 - 87/44*z + 1
*
-18/13 | 0.11132949214775884853496029440294780514 | 0.019099421996906965846745760436033415128
f(z) = 169/288*z^3 - 85/72*z + 1
*
[ 6/13 ] 
f(z) = 169/297*z^3 - 85/66*z + 1
*
[ 21/13 ] 
f(z) = 169/297*z^3 - 85/77*z + 1
*
[ 8/5 ] 
f(z) = 175/288*z^3 - 85/72*z + 1
*
[ 17/10 ] 
f(z) = 175/289*z^3 - 91/68*z + 1
*
[ -17/8 ] 
f(z) = 176/289*z^3 - 87/68*z + 1
*
[ 3/5 ] 
f(z) = 175/288*z^3 - 85/96*z + 1
*
[ 2/3 ] 
f(z) = 165/296*z^3 - 83/111*z + 1
*
[ 17/12 ] 
f(z) = 168/289*z^3 - 89/102*z + 1
*
[ 17/14 ] 
f(z) = 168/289*z^3 - 81/119*z + 1
*
[ 2/3 ] 
f(z) = 177/280*z^3 - 82/105*z + 1
*
[ 2/3 ] 
f(z) = 177/296*z^3 - 85/111*z + 1
*
[ 3/4 ] 
f(z) = 164/297*z^3 - 85/132*z + 1
*
[ 6/7 ] 
f(z) = 161/297*z^3 - 87/154*z + 1
*
[ 4/5 ] 
f(z) = 175/296*z^3 - 93/148*z + 1
*
[ 6/7 ] 
f(z) = 161/288*z^3 - 97/168*z + 1
*
[ 17/8 ] 
f(z) = 160/289*z^3 - 67/34*z + 1
*
[ 2 ] 
f(z) = 161/296*z^3 - 62/37*z + 1
*
[ 2 ] 
f(z) = 163/280*z^3 - 64/35*z + 1
*
[ 2 ] 
f(z) = 163/296*z^3 - 63/37*z + 1
*
[ 2 ] 
f(z) = 165/296*z^3 - 64/37*z + 1
*
[ 2 ] 
f(z) = 167/280*z^3 - 66/35*z + 1
*
[ 2 ] 
f(z) = 167/296*z^3 - 65/37*z + 1
*
10/13 | 0.15160078718253210066765388554057818101 | 0.023851198764297560749769005697927903417
f(z) = 169/280*z^3 - 72/35*z + 1
*
-6/13 | 0.080445581231939512173825269803028513283 | 0.011922126661448061730249156762112307664
f(z) = 169/288*z^3 - 71/24*z + 1
*
[ 2 ] 
f(z) = 169/296*z^3 - 66/37*z + 1
*
[ 2 ] 
f(z) = 171/280*z^3 - 68/35*z + 1
*
[ 2 ] 
f(z) = 171/296*z^3 - 67/37*z + 1
*
[ 2 ] 
f(z) = 173/280*z^3 - 69/35*z + 1
*
[ 2 ] 
f(z) = 173/296*z^3 - 68/37*z + 1
*
[ 2 ] 
f(z) = 175/296*z^3 - 69/37*z + 1
*
[ 2 ] 
f(z) = 177/280*z^3 - 71/35*z + 1
*
[ 2 ] 
f(z) = 177/296*z^3 - 70/37*z + 1
*
[ 2 ] 
f(z) = 179/280*z^3 - 72/35*z + 1
*
[ 2 ] 
f(z) = 179/296*z^3 - 71/37*z + 1
*
[ 3/2 ] 
f(z) = 166/297*z^3 - 61/66*z + 1
*
[ -2 ] 
f(z) = 173/288*z^3 - 65/72*z + 1
*
[ -2 ] 
f(z) = 175/288*z^3 - 67/72*z + 1
*
[ 3/2 ] 
f(z) = 178/297*z^3 - 67/66*z + 1
*
[ -2 ] 
f(z) = 179/288*z^3 - 71/72*z + 1
*
[ -33/16 ] 
f(z) = 160/297*z^3 - 71/88*z + 1
*
[ 9/13 ] 
f(z) = 169/297*z^3 - 71/99*z + 1
*
[ 6/5 ] 
f(z) = 175/296*z^3 - 76/111*z + 1
*
[ 17/16 ] 
f(z) = 160/289*z^3 - 77/136*z + 1
*
[ 3 ] 
f(z) = 160/297*z^3 - 46/11*z + 1
*
[ 3 ] 
f(z) = 163/297*z^3 - 47/11*z + 1
*
[ 3 ] 
f(z) = 166/297*z^3 - 48/11*z + 1
*
[ -3 ] 
f(z) = 167/297*z^3 - 41/11*z + 1
*
12/13 | 0.20955183279545173976712553140004676111 | 0.029163611137586678418606917262103957285
f(z) = 169/288*z^3 - 55/12*z + 1
*
[ -3 ] 
f(z) = 170/297*z^3 - 42/11*z + 1
*
[ 3 ] 
f(z) = 172/297*z^3 - 50/11*z + 1
*
[ -3 ] 
f(z) = 173/297*z^3 - 43/11*z + 1
*
[ 3 ] 
f(z) = 175/297*z^3 - 51/11*z + 1
*
[ 3 ] 
f(z) = 178/297*z^3 - 52/11*z + 1
*
[ -3 ] 
f(z) = 179/297*z^3 - 45/11*z + 1
*
-24/13 | 0.18625784276471372711250159124497781015 | 0.028382389260077815770394730877163974866
f(z) = 169/288*z^3 - 59/24*z + 1
*
24/13 | 0.10616021791410204820931718568549719591 | 0.016351863241627657071002276281931471602
f(z) = 169/288*z^3 - 55/24*z + 1
*
-6/13 | 0.15201883617250365191996937725193023864 | 0.023996453722011228384357723203578316338
f(z) = 169/288*z^3 - 47/24*z + 1
*
[ 2/5 ] 
f(z) = 175/296*z^3 - 59/37*z + 1
*
[ 33/20 ] 
f(z) = 160/297*z^3 - 59/55*z + 1
*
[ 3/2 ] 
f(z) = 167/297*z^3 - 41/44*z + 1
*
[ 21/13 ] 
f(z) = 169/294*z^3 - 47/42*z + 1
*
[ 7/13 ] 
f(z) = 169/294*z^3 - 43/42*z + 1
*
[ 3/5 ] 
f(z) = 170/297*z^3 - 48/55*z + 1
*
[ 3/2 ] 
f(z) = 173/297*z^3 - 43/44*z + 1
*
[ 3/2 ] 
f(z) = 179/297*z^3 - 45/44*z + 1
*
[ -2 ] 
f(z) = 161/288*z^3 - 53/72*z + 1
*
[ -2 ] 
f(z) = 163/288*z^3 - 55/72*z + 1
*
[ -2 ] 
f(z) = 167/288*z^3 - 59/72*z + 1
*
[ 17/26 ] 
f(z) = 169/289*z^3 - 53/68*z + 1
*
[ 33/35 ] 
f(z) = 175/297*z^3 - 45/77*z + 1
*
[ 17/20 ] 
f(z) = 160/289*z^3 - 49/85*z + 1
*
[ 3/4 ] 
f(z) = 166/297*z^3 - 57/88*z + 1
*
[ 3/4 ] 
f(z) = 178/297*z^3 - 59/88*z + 1
*
[ -3 ] 
f(z) = 161/297*z^3 - 39/11*z + 1
*
[ 17/9 ] 
f(z) = 162/289*z^3 - 26/17*z + 1
*
[ -3 ] 
f(z) = 164/297*z^3 - 40/11*z + 1
*
[ -33/13 ] 
f(z) = 169/297*z^3 - 25/11*z + 1
*
[ 12/5 ] 
f(z) = 175/288*z^3 - 35/12*z + 1
*
[ -12/5 ] 
f(z) = 175/288*z^3 - 25/12*z + 1
*
[ -17/8 ] 
f(z) = 160/289*z^3 - 35/34*z + 1
*
[ 3/2 ] 
f(z) = 160/297*z^3 - 29/33*z + 1
*
[ -2 ] 
f(z) = 161/296*z^3 - 25/37*z + 1
*
[ -2 ] 
f(z) = 163/280*z^3 - 29/35*z + 1
*
[ -2 ] 
f(z) = 163/296*z^3 - 26/37*z + 1
*
[ -2 ] 
f(z) = 165/296*z^3 - 27/37*z + 1
*
[ -2 ] 
f(z) = 167/280*z^3 - 31/35*z + 1
*
[ -2 ] 
f(z) = 167/296*z^3 - 28/37*z + 1
*
[ -2 ] 
f(z) = 169/280*z^3 - 32/35*z + 1
*
[ 10/13 ] 
f(z) = 169/280*z^3 - 23/35*z + 1
*
[ 14/13 ] 
f(z) = 169/280*z^3 - 22/35*z + 1
*
[ 24/13 ] 
f(z) = 169/288*z^3 - 37/24*z + 1
*
[ 6/13 ] 
f(z) = 169/288*z^3 - 31/24*z + 1
*
[ -2 ] 
f(z) = 169/296*z^3 - 29/37*z + 1
*
[ 3/2 ] 
f(z) = 170/297*z^3 - 21/22*z + 1
*
[ -2 ] 
f(z) = 171/280*z^3 - 33/35*z + 1
*
[ 2/3 ] 
f(z) = 171/280*z^3 - 27/35*z + 1
*
[ -2 ] 
f(z) = 171/296*z^3 - 30/37*z + 1
*
[ 2/3 ] 
f(z) = 171/296*z^3 - 28/37*z + 1
*
[ 3/2 ] 
f(z) = 172/297*z^3 - 32/33*z + 1
*
[ -2 ] 
f(z) = 173/280*z^3 - 34/35*z + 1
*
[ -2 ] 
f(z) = 173/296*z^3 - 31/37*z + 1
*
[ 4/5 ] 
f(z) = 175/288*z^3 - 23/36*z + 1
*
[ -2 ] 
f(z) = 175/296*z^3 - 32/37*z + 1
*
[ 3/5 ] 
f(z) = 175/297*z^3 - 29/33*z + 1
*
[ -2 ] 
f(z) = 177/280*z^3 - 36/35*z + 1
*
[ -2 ] 
f(z) = 177/296*z^3 - 33/37*z + 1
*
[ -2 ] 
f(z) = 179/280*z^3 - 37/35*z + 1
*
[ -2 ] 
f(z) = 179/296*z^3 - 34/37*z + 1
*
[ 3/2 ] 
f(z) = 161/297*z^3 - 39/44*z + 1
*
[ 14/13 ] 
f(z) = 169/294*z^3 - 25/42*z + 1
*
[ 12/13 ] 
f(z) = 169/297*z^3 - 25/44*z + 1
*
[ 3/4 ] 
f(z) = 172/297*z^3 - 29/44*z + 1
*
[ 3/4 ] 
f(z) = 160/297*z^3 - 7/11*z + 1
*
[ -17/9 ]
f(z) = 162/289*z^3 - 8/17*z + 1
*
[ 3/2 ] 
f(z) = 164/297*z^3 - 10/11*z + 1
*
[ 12/13 ] 
f(z) = 169/288*z^3 - 7/12*z + 1
*
[ 17/13 ] 
f(z) = 169/289*z^3 - 13/17*z + 1
*
[ 17/18 ] 
f(z) = 162/289*z^3 - 19/34*z + 1
*
[ 6/5 ] 
f(z) = 175/288*z^3 - 17/24*z + 1
*
[ 6/5 ] 
f(z) = 175/297*z^3 - 15/22*z + 1
*
[ -3/5 ] 
f(z) = 185/3*z^3 - 293/15*z + 1
*
[ 1/17 ] 
f(z) = 187*z^3 - 283/17*z + 1
*
[ 1/21 ] 
f(z) = 189/2*z^3 - 283/14*z + 1
*
[ 3/2 ] 
f(z) = 190/9*z^3 - 283/6*z + 1
*
[ 5/4 ] 
f(z) = 192/5*z^3 - 299/5*z + 1
*
[ -5/4 ] 
f(z) = 192/5*z^3 - 291/5*z + 1
*
[ -3/4 ] 
f(z) = 192/5*z^3 - 289/15*z + 1
*
[ 3/2 ] 
f(z) = 194/9*z^3 - 289/6*z + 1
*
[ -3/2 ] 
f(z) = 194/9*z^3 - 281/6*z + 1
*
[ 6/7 ] 
f(z) = 196/3*z^3 - 289/6*z + 1
*
[ 17/14 ] 
f(z) = 196/17*z^3 - 286/17*z + 1
*
1/4 | 0.22403726485761410979494740082186591953 | 0.027359356479761393146471039614065913088
f(z) = 180*z^3 - 289/20*z + 1
*
7/30 | 0.15353610986155412139713239248304742255 | 0.022570890870573566392132406399756046631
f(z) = 180/7*z^3 - 289/35*z + 1
*
[ 1/5 ] 
f(z) = 181*z^3 - 281/25*z + 1
*
[ 1/5 ] 
f(z) = 182*z^3 - 282/25*z + 1
*
[ 3/4 ] 
f(z) = 182/9*z^3 - 281/24*z + 1
*
[ 1/5 ] 
f(z) = 183*z^3 - 283/25*z + 1
*
2/3 | 0.16759288141701025477890681370971171037 | 0.026567892522759236965916670523972946384
f(z) = 183/10*z^3 - 289/30*z + 1
*
[ 1/5 ] 
f(z) = 184*z^3 - 284/25*z + 1
*
[ 1/4 ] 
f(z) = 185/2*z^3 - 281/32*z + 1
*
-3/5 | 0.17875977425059264575857893146363995613 | 0.026173524577874184249374600726378315412
f(z) = 185/6*z^3 - 283/30*z + 1
*
[ 1/12 ] 
f(z) = 186*z^3 - 295/24*z + 1
*
[ 1/5 ] 
f(z) = 186*z^3 - 286/25*z + 1
*
[ 1/5 ] 
f(z) = 187*z^3 - 287/25*z + 1
*
[ 2/17 ] 
f(z) = 187/2*z^3 - 299/34*z + 1
*
[ 1/4 ] 
f(z) = 187/2*z^3 - 283/32*z + 1
*
[ 1/5 ] 
f(z) = 188*z^3 - 288/25*z + 1
*
5/21 | 0.12243637194778150959725945688153887815 | 0.014775813488259116975604712962860750507
f(z) = 189*z^3 - 295/21*z + 1
*
4/63 | 0.19518207098501569566877980962905667528 | 0.023554878597323543300126694618235512661
f(z) = 189*z^3 - 289/21*z + 1
*
[ 1/5 ] 
f(z) = 189*z^3 - 289/25*z + 1
*
5/18 | 0.13048170353562233967148617549689247282 | 0.016887220418490859219314692550003916219
f(z) = 189/2*z^3 - 295/24*z + 1
*
[ 1/4 ] 
f(z) = 189/2*z^3 - 285/32*z + 1
*
2/21 | 0.17763891863269762803615173978381817169 | 0.024714439570041875013517699285539197307
f(z) = 189/5*z^3 - 292/35*z + 1
*
[ 1/10 ] 
f(z) = 190/3*z^3 - 289/30*z + 1
*
[ 3/4 ] 
f(z) = 190/9*z^3 - 293/24*z + 1
*
[ 1/5 ] 
f(z) = 191*z^3 - 291/25*z + 1
*
[ 1/4 ] 
f(z) = 191/2*z^3 - 287/32*z + 1
*
[ 1/5 ] 
f(z) = 192*z^3 - 292/25*z + 1
*
[ -5/16 ] 
f(z) = 192*z^3 - 291/20*z + 1
*
[ -5/8 ] 
f(z) = 192/7*z^3 - 284/35*z + 1
*
[ 1/5 ] 
f(z) = 193*z^3 - 293/25*z + 1
*
[ 1/4 ] 
f(z) = 193/2*z^3 - 289/32*z + 1
*
[ 1/5 ] 
f(z) = 194*z^3 - 294/25*z + 1
*
[ 3/4 ] 
f(z) = 194/9*z^3 - 299/24*z + 1
*
[ 2/15 ] 
f(z) = 195*z^3 - 299/30*z + 1
*
[ 1/9 ] 
f(z) = 195*z^3 - 281/27*z + 1
*
[ 1/4 ] 
f(z) = 195/2*z^3 - 291/32*z + 1
*
[ 1/5 ] 
f(z) = 196*z^3 - 296/25*z + 1
*
[ 4/7 ] 
f(z) = 196/9*z^3 - 283/36*z + 1
*
[ 6/7 ] 
f(z) = 196/15*z^3 - 293/30*z + 1
*
[ 1/5 ] 
f(z) = 197*z^3 - 297/25*z + 1
*
[ 1/4 ] 
f(z) = 197/2*z^3 - 293/32*z + 1
*
[ 1/5 ] 
f(z) = 198*z^3 - 298/25*z + 1
*
5/66 | 0.24773779801247078005632529436590823864 | 0.029565419260853764096333713354160675740
f(z) = 198*z^3 - 289/22*z + 1
*
[ 1/5 ] 
f(z) = 199*z^3 - 299/25*z + 1
*
[ 1/4 ] 
f(z) = 199/2*z^3 - 295/32*z + 1
*
[ 1/3 ] 
f(z) = 181/6*z^3 - 289/54*z + 1
*
[ 1/3 ] 
f(z) = 185/6*z^3 - 293/54*z + 1
*
1/6 | 0.18520834721413667254959092816901877428 | 0.026392331327053183475572628261004366035
f(z) = 186/7*z^3 - 283/42*z + 1
*
[ 1/3 ] 
f(z) = 187/6*z^3 - 295/54*z + 1
*
[ 8/21 ] 
f(z) = 189/8*z^3 - 283/56*z + 1
*
[ 1/6 ] 
f(z) = 189/13*z^3 - 281/52*z + 1
*
[ 1/3 ] 
f(z) = 191/5*z^3 - 281/45*z + 1
*
[ 1/3 ] 
f(z) = 191/6*z^3 - 299/54*z + 1
*
[ 1/3 ] 
f(z) = 193/5*z^3 - 283/45*z + 1
*
[ 1/3 ] 
f(z) = 194/5*z^3 - 284/45*z + 1
*
[ 2/3 ] 
f(z) = 195/14*z^3 - 281/42*z + 1
*
[ 1/3 ] 
f(z) = 196/5*z^3 - 286/45*z + 1
*
[ 4/7 ] 
f(z) = 196/11*z^3 - 289/44*z + 1
*
[ 4/7 ] 
f(z) = 196/13*z^3 - 295/52*z + 1
*
[ 1/3 ] 
f(z) = 197/5*z^3 - 287/45*z + 1
*
[ 1/3 ] 
f(z) = 199/5*z^3 - 289/45*z + 1
*
[ 1/5 ] 
f(z) = 180/13*z^3 - 296/65*z + 1
*
[ -2/3 ] 
f(z) = 183/13*z^3 - 293/78*z + 1
*
[ 1/5 ] 
f(z) = 185/13*z^3 - 297/65*z + 1
*
1/4 | 0.14273792545932819448784039154346819445 | 0.021552711519428035480455571448833830189
f(z) = 188/15*z^3 - 287/60*z + 1
*
[ -3/4 ] 
f(z) = 188/15*z^3 - 283/60*z + 1
*
[ 4/9 ] 
f(z) = 189/10*z^3 - 299/60*z + 1
*
[ 5/21 ] 
f(z) = 189/10*z^3 - 299/70*z + 1
*
[ 2/7 ] 
f(z) = 189/10*z^3 - 283/70*z + 1
*
[ 2/9 ] 
f(z) = 189/11*z^3 - 287/66*z + 1
*
[ 1/5 ] 
f(z) = 190/13*z^3 - 298/65*z + 1
*
1/4 | 0.21023423373060762247992319455886705026 | 0.029823610929797799998353134913787333184
f(z) = 192/11*z^3 - 281/66*z + 1
*
1/4 | 0.12451551543789679910590711918570026691 | 0.017663642220617200955370663326285336139
f(z) = 192/13*z^3 - 293/78*z + 1
*
-2/3 | 0.20405308743756953223409673124723295555 | 0.025567199000411955765515536652795894964
f(z) = 195/16*z^3 - 283/60*z + 1
*
[ 2/5 ] 
f(z) = 185/18*z^3 - 283/90*z + 1
*
4/21 | 0.15945035498899483616638864289189343447 | 0.019242719042335883859482301263129137542
f(z) = 189/16*z^3 - 295/84*z + 1
*
[ -5/7 ] 
f(z) = 196/17*z^3 - 296/85*z + 1
*
[ 5/14 ] 
f(z) = 196/19*z^3 - 296/95*z + 1
*
[ 3/10 ] 
f(z) = 180*z^3 - 278/15*z + 1
*
[ 3/2 ] 
f(z) = 182/9*z^3 - 271/6*z + 1
*
[ -3/2 ] 
f(z) = 182/9*z^3 - 263/6*z + 1
*
[ -2/5 ] 
f(z) = 185*z^3 - 261/10*z + 1
*
[ -2/5 ] 
f(z) = 190*z^3 - 269/10*z + 1
*
[ -3/2 ] 
f(z) = 190/9*z^3 - 275/6*z + 1
*
[ -2/5 ] 
f(z) = 195*z^3 - 277/10*z + 1
*
[ 2/3 ] 
f(z) = 195/2*z^3 - 263/6*z + 1
*
-4/3 | 0.13136210837092346802193772052839956156 | 0.018878074672142547497029530709650446212
f(z) = 195/16*z^3 - 263/12*z + 1
*
[ -6/7 ] 
f(z) = 196/3*z^3 - 275/6*z + 1
*
[ 4/7 ] 
f(z) = 196/3*z^3 - 265/12*z + 1
*
[ 5/6 ] 
f(z) = 198/5*z^3 - 277/10*z + 1
*
1/15 | 0.16450771835226402643600998922811000393 | 0.020089628004217318991795923905866391416
f(z) = 180*z^3 - 261/20*z + 1
*
[ 7/12 ] 
f(z) = 180/7*z^3 - 265/28*z + 1
*
[ 1/4 ] 
f(z) = 181/2*z^3 - 277/32*z + 1
*
[ 3/7 ] 
f(z) = 182/3*z^3 - 262/21*z + 1
*
[ 1/9 ] 
f(z) = 183*z^3 - 277/27*z + 1
*
[ 1/4 ] 
f(z) = 183/2*z^3 - 279/32*z + 1
*
[ 1/10 ] 
f(z) = 184*z^3 - 271/25*z + 1
*
3/8 | 0.20368793295870569606938202080180506174 | 0.027923964527933675429062913121932612209
f(z) = 184/3*z^3 - 263/24*z + 1
*
[ 1/9 ] 
f(z) = 186*z^3 - 278/27*z + 1
*
[ 2/17 ] 
f(z) = 187/4*z^3 - 277/34*z + 1
*
[ 1/10 ] 
f(z) = 188*z^3 - 272/25*z + 1
*
2/9 | 0.15023057168622355590938863377507872063 | 0.018130061126091719178692160149712275901
f(z) = 189*z^3 - 277/21*z + 1
*
1/9 | 0.14536087268553736338182263760721566943 | 0.022926283152450660625358168794658216006
f(z) = 189/10*z^3 - 277/30*z + 1
*
2/3 | 0.10774144662672952703723556927186209889 | 0.016992955992791134115700142700842758153
f(z) = 189/11*z^3 - 274/33*z + 1
*
[ 1/9 ] 
f(z) = 189/11*z^3 - 271/33*z + 1
*
[ 2/21 ] 
f(z) = 189/16*z^3 - 269/28*z + 1
*
[ 1/3 ] 
f(z) = 191/4*z^3 - 263/36*z + 1
*
[ 1/9 ] 
f(z) = 192*z^3 - 280/27*z + 1
*
[ 1/10 ] 
f(z) = 192*z^3 - 273/25*z + 1
*
[ -3/4 ] 
f(z) = 192/7*z^3 - 275/21*z + 1
*
[ 1/3 ] 
f(z) = 193/4*z^3 - 265/36*z + 1
*
[ 2/13 ] 
f(z) = 195*z^3 - 263/26*z + 1
*
[ -4/5 ] 
f(z) = 195/8*z^3 - 267/20*z + 1
*
[ 1/10 ] 
f(z) = 196*z^3 - 274/25*z + 1
*
[ 4/7 ] 
f(z) = 196/5*z^3 - 271/20*z + 1
*
[ 1/3 ] 
f(z) = 197/4*z^3 - 269/36*z + 1
*
[ 1/3 ] 
f(z) = 199/4*z^3 - 271/36*z + 1
*
[ 1/3 ] 
f(z) = 181/5*z^3 - 271/45*z + 1
*
[ 3/14 ] 
f(z) = 182/3*z^3 - 271/42*z + 1
*
[ 1/3 ] 
f(z) = 182/5*z^3 - 272/45*z + 1
*
[ 2/3 ] 
f(z) = 183/14*z^3 - 265/42*z + 1
*
[ 1/3 ] 
f(z) = 184/5*z^3 - 274/45*z + 1
*
[ 1/6 ] 
f(z) = 184/5*z^3 - 271/45*z + 1
*
[ 1/4 ] 
f(z) = 186/7*z^3 - 261/56*z + 1
*
[ 1/3 ] 
f(z) = 187/5*z^3 - 277/45*z + 1
*
[ 3/17 ] 
f(z) = 187/9*z^3 - 271/51*z + 1
*
[ 1/3 ] 
f(z) = 188/5*z^3 - 278/45*z + 1
*
[ 1/6 ] 
f(z) = 188/5*z^3 - 272/45*z + 1
*
2/9 | 0.21489773469155653650504488636795966593 | 0.025934195830354029102998269377919171802
f(z) = 189/4*z^3 - 263/42*z + 1
*
[ 1/4 ] 
f(z) = 190/7*z^3 - 263/56*z + 1
*
[ 1/6 ] 
f(z) = 192/17*z^3 - 271/51*z + 1
*
[ 1/4 ] 
f(z) = 194/7*z^3 - 265/56*z + 1
*
[ 1/6 ] 
f(z) = 196/5*z^3 - 274/45*z + 1
*
15/28 | 0.17831071459679860933306035928886170433 | 0.026755667914785820471814031307845767954
f(z) = 196/13*z^3 - 277/52*z + 1
*
[ 9/14 ] 
f(z) = 196/15*z^3 - 268/45*z + 1
*
[ 1/4 ] 
f(z) = 198/7*z^3 - 267/56*z + 1
*
[ -2/3 ] 
f(z) = 199/12*z^3 - 263/54*z + 1
*
[ 1/4 ] 
f(z) = 180/19*z^3 - 273/76*z + 1
*
[ 1/5 ] 
f(z) = 185/12*z^3 - 277/60*z + 1
*
[ 1/2 ] 
f(z) = 185/19*z^3 - 261/76*z + 1
*
[ 4/17 ] 
f(z) = 187/16*z^3 - 265/68*z + 1
*
[ 1/2 ] 
f(z) = 187/19*z^3 - 263/76*z + 1
*
[ 1/4 ] 
f(z) = 188/19*z^3 - 275/76*z + 1
*
[ 1/2 ] 
f(z) = 189/19*z^3 - 265/76*z + 1
*
[ 1/2 ] 
f(z) = 191/18*z^3 - 263/72*z + 1
*
[ 1/2 ] 
f(z) = 191/19*z^3 - 267/76*z + 1
*
[ 1/2 ] 
f(z) = 193/17*z^3 - 261/68*z + 1
*
[ 1/2 ] 
f(z) = 193/18*z^3 - 265/72*z + 1
*
[ 1/2 ] 
f(z) = 193/19*z^3 - 269/76*z + 1
*
[ 4/15 ] 
f(z) = 195/8*z^3 - 269/60*z + 1
*
[ 2/5 ] 
f(z) = 195/14*z^3 - 261/70*z + 1
*
[ 1/2 ] 
f(z) = 195/17*z^3 - 263/68*z + 1
*
[ 1/2 ] 
f(z) = 195/19*z^3 - 271/76*z + 1
*
[ 15/28 ] 
f(z) = 196/15*z^3 - 277/60*z + 1
*
[ 1/2 ] 
f(z) = 197/16*z^3 - 261/64*z + 1
*
[ 1/2 ] 
f(z) = 197/17*z^3 - 265/68*z + 1
*
[ 1/2 ] 
f(z) = 197/18*z^3 - 269/72*z + 1
*
[ 1/2 ] 
f(z) = 197/19*z^3 - 273/76*z + 1
*
[ 1/2 ] 
f(z) = 199/16*z^3 - 263/64*z + 1
*
[ 1/2 ] 
f(z) = 199/17*z^3 - 267/68*z + 1
*
[ 1/2 ] 
f(z) = 199/18*z^3 - 271/72*z + 1
*
[ 1/2 ] 
f(z) = 199/19*z^3 - 275/76*z + 1
*
[ 5/14 ] 
f(z) = 196/17*z^3 - 278/85*z + 1
*
[ -2/5 ] 
f(z) = 180*z^3 - 253/10*z + 1
*
[ 7/6 ] 
f(z) = 180/7*z^3 - 244/7*z + 1
*
[ 2/7 ] 
f(z) = 182*z^3 - 243/14*z + 1
*
[ 2/3 ] 
f(z) = 183/2*z^3 - 247/6*z + 1
*
-4/3 | 0.12822920348750791864008420846869956060 | 0.018595577712615404665770044014764810082
f(z) = 183/16*z^3 - 247/12*z + 1
*
[ 4/3 ] 
f(z) = 183/16*z^3 - 241/12*z + 1
*
[ 2/7 ] 
f(z) = 189*z^3 - 251/14*z + 1
*
[ 1/4 ] 
f(z) = 193*z^3 - 241/16*z + 1
*
[ 1/4 ] 
f(z) = 195*z^3 - 243/16*z + 1
*
[ -2/3 ] 
f(z) = 195/2*z^3 - 245/6*z + 1
*
[ 4/3 ] 
f(z) = 195/16*z^3 - 257/12*z + 1
*
[ 4/7 ] 
f(z) = 196*z^3 - 259/4*z + 1
*
[ -4/7 ] 
f(z) = 196*z^3 - 245/4*z + 1
*
[ 9/14 ] 
f(z) = 196/3*z^3 - 248/9*z + 1
*
[ -17/14 ] 
f(z) = 196/17*z^3 - 258/17*z + 1
*
[ 1/14 ] 
f(z) = 196/19*z^3 - 248/19*z + 1
*
[ 1/4 ] 
f(z) = 197*z^3 - 245/16*z + 1
*
[ -5/6 ] 
f(z) = 198/5*z^3 - 253/10*z + 1
*
[ 1/4 ] 
f(z) = 199*z^3 - 247/16*z + 1
*
[ 1/3 ] 
f(z) = 181/4*z^3 - 253/36*z + 1
*
[ 2/13 ] 
f(z) = 182*z^3 - 255/26*z + 1
*
[ 3/13 ] 
f(z) = 182/3*z^3 - 256/39*z + 1
*
[ 2/3 ] 
f(z) = 183/10*z^3 - 259/30*z + 1
*
[ 3/8 ] 
f(z) = 184/3*z^3 - 247/24*z + 1
*
[ 1/3 ] 
f(z) = 185/4*z^3 - 257/36*z + 1
*
[ -3/5 ] 
f(z) = 185/6*z^3 - 253/30*z + 1
*
[ -4/5 ] 
f(z) = 185/8*z^3 - 251/20*z + 1
*
[ 1/3 ] 
f(z) = 187/3*z^3 - 241/27*z + 1
*
[ 3/11 ] 
f(z) = 187/3*z^3 - 241/33*z + 1
*
[ 1/3 ] 
f(z) = 187/4*z^3 - 259/36*z + 1
*
[ 6/11 ] 
f(z) = 187/8*z^3 - 257/33*z + 1
*
[ 1/3 ] 
f(z) = 188/3*z^3 - 242/27*z + 1
*
5/18 | 0.10867509444507340078565217175226052262 | 0.014064962551575203888991815604008724452
f(z) = 189/2*z^3 - 247/24*z + 1
*
[ 1/9 ] 
f(z) = 189/10*z^3 - 247/30*z + 1
*
[ 1/3 ] 
f(z) = 190/3*z^3 - 244/27*z + 1
*
[ 3/10 ] 
f(z) = 190/3*z^3 - 241/30*z + 1
*
[ 1/3 ] 
f(z) = 191/3*z^3 - 245/27*z + 1
*
[ -7/24 ] 
f(z) = 192*z^3 - 250/21*z + 1
*
1/16 | 0.18630402621636643262890157500531731821 | 0.028041830596601368200696313454708137702
f(z) = 192/7*z^3 - 255/28*z + 1
*
[ 1/3 ] 
f(z) = 193/3*z^3 - 247/27*z + 1
*
[ 1/3 ] 
f(z) = 194/3*z^3 - 248/27*z + 1
*
[ 6/13 ] 
f(z) = 195/8*z^3 - 248/39*z + 1
*
[ 1/3 ] 
f(z) = 196/3*z^3 - 250/27*z + 1
*
[ 1/3 ] 
f(z) = 197/3*z^3 - 251/27*z + 1
*
[ 2/11 ] 
f(z) = 198*z^3 - 243/22*z + 1
*
[ 1/3 ] 
f(z) = 199/3*z^3 - 253/27*z + 1
*
[ 1/5 ] 
f(z) = 180/11*z^3 - 256/55*z + 1
*
[ 1/5 ] 
f(z) = 185/11*z^3 - 257/55*z + 1
*
[ 1/2 ] 
f(z) = 185/14*z^3 - 241/56*z + 1
*
[ 1/6 ] 
f(z) = 186/7*z^3 - 241/42*z + 1
*
[ 6/17 ] 
f(z) = 187/8*z^3 - 242/51*z + 1
*
[ 1/2 ] 
f(z) = 187/14*z^3 - 243/56*z + 1
*
[ 1/6 ] 
f(z) = 189/11*z^3 - 241/44*z + 1
*
[ 1/2 ] 
f(z) = 189/13*z^3 - 241/52*z + 1
*
[ 1/5 ] 
f(z) = 190/11*z^3 - 258/55*z + 1
*
[ -2/3 ] 
f(z) = 191/12*z^3 - 247/54*z + 1
*
[ 1/2 ] 
f(z) = 191/13*z^3 - 243/52*z + 1
*
[ 1/2 ] 
f(z) = 191/14*z^3 - 247/56*z + 1
*
[ -11/16 ] 
f(z) = 192/11*z^3 - 255/44*z + 1
*
[ -2/3 ] 
f(z) = 193/12*z^3 - 251/54*z + 1
*
[ 1/2 ] 
f(z) = 193/12*z^3 - 241/48*z + 1
*
[ 1/2 ] 
f(z) = 193/13*z^3 - 245/52*z + 1
*
[ 1/2 ] 
f(z) = 193/14*z^3 - 249/56*z + 1
*
[ 1/5 ] 
f(z) = 195/11*z^3 - 259/55*z + 1
*
[ 1/2 ] 
f(z) = 195/14*z^3 - 251/56*z + 1
*
11/42 | 0.11653958302012973817486855172750705279 | 0.015589872155909525715907896458708098532
f(z) = 196/5*z^3 - 256/45*z + 1
*
[ 1/2 ] 
f(z) = 197/11*z^3 - 241/44*z + 1
*
[ -2/3 ] 
f(z) = 197/12*z^3 - 259/54*z + 1
*
[ 1/2 ] 
f(z) = 197/12*z^3 - 245/48*z + 1
*
[ 1/2 ] 
f(z) = 197/13*z^3 - 249/52*z + 1
*
[ 1/2 ] 
f(z) = 197/14*z^3 - 253/56*z + 1
*
[ 1/2 ] 
f(z) = 199/11*z^3 - 243/44*z + 1
*
[ 1/2 ] 
f(z) = 199/12*z^3 - 247/48*z + 1
*
[ 1/2 ] 
f(z) = 199/13*z^3 - 251/52*z + 1
*
[ 1/2 ] 
f(z) = 199/14*z^3 - 255/56*z + 1
*
[ 13/30 ] 
f(z) = 180/13*z^3 - 254/65*z + 1
*
[ 1/4 ] 
f(z) = 180/17*z^3 - 249/68*z + 1
*
[ 1/2 ] 
f(z) = 181/15*z^3 - 241/60*z + 1
*
[ 1/2 ] 
f(z) = 181/16*z^3 - 245/64*z + 1
*
[ 1/2 ] 
f(z) = 181/17*z^3 - 249/68*z + 1
*
[ 1/2 ] 
f(z) = 181/18*z^3 - 253/72*z + 1
*
[ 1/2 ] 
f(z) = 181/19*z^3 - 257/76*z + 1
*
[ 1/2 ] 
f(z) = 183/16*z^3 - 247/64*z + 1
*
[ 1/2 ] 
f(z) = 183/17*z^3 - 251/68*z + 1
*
[ 1/2 ] 
f(z) = 183/19*z^3 - 259/76*z + 1
*
[ 3/10 ] 
f(z) = 185/9*z^3 - 251/60*z + 1
*
[ 2/5 ] 
f(z) = 185/14*z^3 - 253/70*z + 1
*
[ 1/2 ] 
f(z) = 185/16*z^3 - 249/64*z + 1
*
[ 1/2 ] 
f(z) = 185/17*z^3 - 253/68*z + 1
*
[ 1/2 ] 
f(z) = 185/18*z^3 - 257/72*z + 1
*
[ 1/2 ] 
f(z) = 187/15*z^3 - 247/60*z + 1
*
[ 1/2 ] 
f(z) = 187/16*z^3 - 251/64*z + 1
*
[ 6/11 ] 
f(z) = 187/18*z^3 - 259/66*z + 1
*
[ 1/2 ] 
f(z) = 187/18*z^3 - 259/72*z + 1
*
[ 1/4 ] 
f(z) = 188/17*z^3 - 251/68*z + 1
*
[ 1/2 ] 
f(z) = 189/16*z^3 - 253/64*z + 1
*
[ 1/2 ] 
f(z) = 189/17*z^3 - 257/68*z + 1
*
[ 1/2 ] 
f(z) = 191/15*z^3 - 251/60*z + 1
*
[ 1/2 ] 
f(z) = 191/16*z^3 - 255/64*z + 1
*
[ 1/2 ] 
f(z) = 191/17*z^3 - 259/68*z + 1
*
[ 1/2 ] 
f(z) = 193/15*z^3 - 253/60*z + 1
*
[ 1/2 ] 
f(z) = 193/16*z^3 - 257/64*z + 1
*
[ 1/2 ] 
f(z) = 195/16*z^3 - 259/64*z + 1
*
[ 5/14 ] 
f(z) = 196/13*z^3 - 242/65*z + 1
*
[ 1/4 ] 
f(z) = 196/17*z^3 - 253/68*z + 1
*
[ 1/2 ] 
f(z) = 197/15*z^3 - 257/60*z + 1
*
[ 1/2 ] 
f(z) = 199/15*z^3 - 259/60*z + 1
*
[ 2/9 ] 
f(z) = 180*z^3 - 223/18*z + 1
*
[ -7/6 ] 
f(z) = 180/7*z^3 - 232/7*z + 1
*
[ 1/4 ] 
f(z) = 181*z^3 - 229/16*z + 1
*
[ 1/4 ] 
f(z) = 183*z^3 - 231/16*z + 1
*
[ -2/3 ] 
f(z) = 183/2*z^3 - 229/6*z + 1
*
[ -4/3 ] 
f(z) = 183/16*z^3 - 223/12*z + 1
*
0 | 0.13543713077409463324181923996960212512 | 0.025089486601805276134476706960408991948
f(z) = 183/19*z^3 - 221/19*z + 1
*
[ 1/12 ] 
f(z) = 184*z^3 - 221/18*z + 1
*
0 | 0.13553953384738414223623972098088314442 | 0.025087475017879631085575307635877624270
f(z) = 184/19*z^3 - 222/19*z + 1
*
[ 1/4 ] 
f(z) = 185*z^3 - 233/16*z + 1
*
[ 1/3 ] 
f(z) = 185/2*z^3 - 221/18*z + 1
*
0 | 0.10925706153693489118852702444754180878 | 0.020239675530012473809244621627829826985
f(z) = 185/18*z^3 - 221/18*z + 1
*
0 | 0.13564137370196338335174511180201931705 | 0.025085456766492853131246814697491311354
f(z) = 185/19*z^3 - 223/19*z + 1
*
0 | 0.13574265650011514661329784942979298445 | 0.025083432138652966848479529475333056721
f(z) = 186/19*z^3 - 224/19*z + 1
*
[ 1/4 ] 
f(z) = 187*z^3 - 235/16*z + 1
*
[ 1/3 ] 
f(z) = 187/2*z^3 - 223/18*z + 1
*
0 | 0.10945892082657324199309911825772982099 | 0.020243285298298493186694345319927332575
f(z) = 187/18*z^3 - 223/18*z + 1
*
0 | 0.13584338830352618358958375574303333777 | 0.025081401417196076602816265268686624050
f(z) = 187/19*z^3 - 225/19*z + 1
*
0 | 0.13597151372179959604791935982224476193 | 0.025167431647506431540116508524384902416
f(z) = 188/17*z^3 - 222/17*z + 1
*
0 | 0.13594357507546519357506909848134238529 | 0.025079364877030736185061275088349084560
f(z) = 188/19*z^3 - 226/19*z + 1
*
[ 1/4 ] 
f(z) = 189*z^3 - 237/16*z + 1
*
[ 4/9 ] 
f(z) = 189/2*z^3 - 239/12*z + 1
*
8/21 | 0.20849098908445112360771255234471721282 | 0.029006807687679053883407989261917486257
f(z) = 189/2*z^3 - 227/14*z + 1
*
0 | 0.11041276201805392731632151992509480696 | 0.020453766980200534688981567666082557215
f(z) = 189/16*z^3 - 221/16*z + 1
*
0 | 0.13607101038157742778775040618125226185 | 0.025164913587502633636360548575500018780
f(z) = 189/17*z^3 - 223/17*z + 1
*
0 | 0.13604322268290217594093995765693114723 | 0.025077322785374132170531816612791233475
f(z) = 189/19*z^3 - 227/19*z + 1
*
0 | 0.13616997527217247838904236577342711583 | 0.025162394947373772345122541923225726411
f(z) = 190/17*z^3 - 224/17*z + 1
*
[ 1/4 ] 
f(z) = 191*z^3 - 239/16*z + 1
*
[ 1/3 ] 
f(z) = 191/2*z^3 - 227/18*z + 1
*
0 | 0.11595220265385139839360968338015921028 | 0.021479938465220798419804057281636022439
f(z) = 191/15*z^3 - 221/15*z + 1
*
0 | 0.11061001768040477492036723395160332602 | 0.020456168650720770304588642938555180586
f(z) = 191/16*z^3 - 223/16*z + 1
*
0 | 0.13626841404806342098748925166151396068 | 0.025159875912307771105568350153719564985
f(z) = 191/17*z^3 - 225/17*z + 1
*
0 | 0.10985615527161166439431593486279733612 | 0.020250169110795547227418004772297620254
f(z) = 191/18*z^3 - 227/18*z + 1
*
0 | 0.13624092340297723688372917447665529856 | 0.025073222979361291147444677714483843486
f(z) = 191/19*z^3 - 229/19*z + 1
*
-1/3 | 0.22047546741304510366715691983643091414 | 0.028476365188969900115260065605536999902
f(z) = 192*z^3 - 223/12*z + 1
*
0 | 0.13636633227400874031455159328440550144 | 0.025157356661716251999016572420167589733
f(z) = 192/17*z^3 - 226/17*z + 1
*
0 | 0.13633898778635230862220294044084432813 | 0.025071165762999704370684608684943562037
f(z) = 192/19*z^3 - 230/19*z + 1
*
[ 1/3 ] 
f(z) = 193/2*z^3 - 229/18*z + 1
*
0 | 0.12366901179941193850071234881835697418 | 0.022909463578161702246389482906186062389
f(z) = 193/14*z^3 - 221/14*z + 1
*
0 | 0.11614723461134899925152927455495716595 | 0.021480219146059295308229809830943538350
f(z) = 193/15*z^3 - 223/15*z + 1
*
0 | 0.11080519418097596351801638211124587704 | 0.020458482293990870863313546517284675173
f(z) = 193/16*z^3 - 225/16*z + 1
*
0 | 0.13646373542693505236865980500556279572 | 0.025154837369412291558353385153870744731
f(z) = 193/17*z^3 - 227/17*z + 1
*
0 | 0.11005162186561460489097514992299852005 | 0.020253450911480010689474841356690111067
f(z) = 193/18*z^3 - 229/18*z + 1
*
0 | 0.13643653555055678917718411151881097584 | 0.025069103991555968357801698366128901449
f(z) = 193/19*z^3 - 231/19*z + 1
*
0 | 0.11624295203391223178006254007702968839 | 0.021480146875841169119781982126327386435
f(z) = 194/15*z^3 - 224/15*z + 1
*
0 | 0.13656062889777600078151910210249584346 | 0.025152318203782181984493736608030967442
f(z) = 194/17*z^3 - 228/17*z + 1
*
0 | 0.13653357211093332540034602534980901037 | 0.025067037897067519265977897407735059004
f(z) = 194/19*z^3 - 232/19*z + 1
*
[ 1/15 ] 
f(z) = 195*z^3 - 223/15*z + 1
*
0 | 0.12386186978693324416558507291712478267 | 0.022906960426279626316335661279229968137
f(z) = 195/14*z^3 - 223/14*z + 1
*
[ -4/3 ] 
f(z) = 195/16*z^3 - 239/12*z + 1
*
0 | 0.11099833489683471922449923876176202783 | 0.020460711073678612692912933790041290584
f(z) = 195/16*z^3 - 227/16*z + 1
*
0 | 0.13665701799326327421618626144271166488 | 0.025149799327951422670214003122533407777
f(z) = 195/17*z^3 - 229/17*z + 1
*
0 | 0.13663010279811143073052383490856414659 | 0.025064967705141992020807892821133503592
f(z) = 195/19*z^3 - 233/19*z + 1
*
[ -4/7 ] 
f(z) = 196/3*z^3 - 223/12*z + 1
*
0 | 0.13680627740637130742543730256499323523 | 0.025321940907558236977707321615217318458
f(z) = 196/13*z^3 - 222/13*z + 1
*
0 | 0.11643495064936334755016243181100896963 | 0.021480342930171080243161321999838479201
f(z) = 196/15*z^3 - 226/15*z + 1
*
[ 15/14 ] 
f(z) = 196/15*z^3 - 224/15*z + 1
*
0 | 0.13675290793767123312130155269149785087 | 0.025147280899945157567947251078958391708
f(z) = 196/17*z^3 - 230/17*z + 1
*
[ 1/14 ] 
f(z) = 196/17*z^3 - 222/17*z + 1
*
0 | 0.13672613285976542571462774894739862773 | 0.025062893635144040987398032412624968845
f(z) = 196/19*z^3 - 234/19*z + 1
*
[ 1/3 ] 
f(z) = 197/2*z^3 - 233/18*z + 1
*
0 | 0.090900182490712778186269546577301230468 | 0.016839096469833188261476807349992462748
f(z) = 197/12*z^3 - 221/12*z + 1
*
0 | 0.13690139788769294229661456411166954393 | 0.025318485092387761758300977719665397770
f(z) = 197/13*z^3 - 223/13*z + 1
*
0 | 0.12405273986084390154232478047694299012 | 0.022904438737943797289360409124666700982
f(z) = 197/14*z^3 - 225/14*z + 1
*
0 | 0.11653020854773377625873800777975361534 | 0.021480420680785240916367180199651088676
f(z) = 197/15*z^3 - 227/15*z + 1
*
0 | 0.11118948186150085994626803884166144662 | 0.020462858016801551250234806588364711989
f(z) = 197/16*z^3 - 229/16*z + 1
*
0 | 0.13684830387451658046357449484910588908 | 0.025144763072843265004219853520677121636
f(z) = 197/17*z^3 - 231/17*z + 1
*
0 | 0.11043647172260115637919782248814381390 | 0.020259712468247419567973780282779674077
f(z) = 197/18*z^3 - 233/18*z + 1
*
0 | 0.13682166746232700849136143665006744110 | 0.025060815900376108166731160507478566789
f(z) = 197/19*z^3 - 235/19*z + 1
*
[ 2/9 ] 
f(z) = 198*z^3 - 239/18*z + 1
*
0 | 0.13699603225497838767648988870927958772 | 0.025315039258345061387092584940307846501
f(z) = 198/13*z^3 - 224/13*z + 1
*
0 | 0.13694321086821445956170435770031274147 | 0.025142245994930298017720843432460135162
f(z) = 198/17*z^3 - 232/17*z + 1
*
0 | 0.13691671169265385330588925329836475163 | 0.025058734708253358719498296059207369292
f(z) = 198/19*z^3 - 236/19*z + 1
*
[ 1/3 ] 
f(z) = 199/2*z^3 - 235/18*z + 1
*
0 | 0.13711637436316879241206863300577175811 | 0.025400563477758277952240550700800604077
f(z) = 199/11*z^3 - 221/11*z + 1
*
0 | 0.091088835193443981436442533611452534349 | 0.016845929636307248949815851321506312458
f(z) = 199/12*z^3 - 223/12*z + 1
*
0 | 0.13709018545178800860062495490976426219 | 0.025311603417837416834692799787878904945
f(z) = 199/13*z^3 - 225/13*z + 1
*
0 | 0.12424166258707364102377136043058451424 | 0.022901899959763003493908982617754089490
f(z) = 199/14*z^3 - 227/14*z + 1
*
0 | 0.11672030035467724319634604183563326839 | 0.021480727258098517130294833172638101407
f(z) = 199/15*z^3 - 229/15*z + 1
*
0 | 0.11137867581987049420315515199541943310 | 0.020464926020754115912472910317837326385
f(z) = 199/16*z^3 - 231/16*z + 1
*
0 | 0.13703763390569231274817225809337575739 | 0.025139729809840465160116219180420165659
f(z) = 199/17*z^3 - 233/17*z + 1
*
0 | 0.11062593813295568350895039045007382123 | 0.020262699035733911916954783129081666733
f(z) = 199/18*z^3 - 235/18*z + 1
*
0 | 0.13701127055965558511338541300948863848 | 0.025056650260472994724020571257326929684
f(z) = 199/19*z^3 - 237/19*z + 1
*
[ 7/15 ] 
f(z) = 180/7*z^3 - 236/35*z + 1
*
[ 1/3 ] 
f(z) = 181/3*z^3 - 235/27*z + 1
*
[ 1/3 ] 
f(z) = 182/3*z^3 - 236/27*z + 1
*
[ 1/7 ] 
f(z) = 182/5*z^3 - 236/35*z + 1
*
[ 1/3 ] 
f(z) = 184/3*z^3 - 238/27*z + 1
*
3/4 | 0.17258354559788995416186180703995482695 | 0.029211429054748188494293223086825286726
f(z) = 184/15*z^3 - 227/30*z + 1
*
[ 1/3 ] 
f(z) = 185/3*z^3 - 239/27*z + 1
*
2/5 | 0.19174193396680466654984606075234936314 | 0.028074337430377755602452400995423202903
f(z) = 185/6*z^3 - 223/30*z + 1
*
[ 1/2 ] 
f(z) = 185/9*z^3 - 221/36*z + 1
*
[ 2/11 ] 
f(z) = 187*z^3 - 235/22*z + 1
*
[ 1/11 ] 
f(z) = 187/2*z^3 - 237/22*z + 1
*
[ 1/2 ] 
f(z) = 187/9*z^3 - 223/36*z + 1
*
2/21 | 0.18798340778880820193147843740260109691 | 0.022686132626989484599331477070337829530
f(z) = 189*z^3 - 232/21*z + 1
*
10/63 | 0.24461147113959740369700954802024363186 | 0.029520096170350946788879170074319410298
f(z) = 189*z^3 - 226/21*z + 1
*
1/3 | 0.18045870465954615828796310165524610257 | 0.025106749047589937995577400374715970123
f(z) = 189/4*z^3 - 227/28*z + 1
*
[ 4/7 ] 
f(z) = 189/8*z^3 - 237/28*z + 1
*
[ 10/21 ] 
f(z) = 189/8*z^3 - 226/35*z + 1
*
1/9 | 0.18960368157880345236072317214025679988 | 0.029904248717786045229436303841024619072
f(z) = 189/8*z^3 - 223/24*z + 1
*
[ 1/2 ] 
f(z) = 189/8*z^3 - 221/32*z + 1
*
[ 8/9 ] 
f(z) = 189/16*z^3 - 227/24*z + 1
*
[ -3/4 ] 
f(z) = 190/9*z^3 - 229/24*z + 1
*
[ 1/2 ] 
f(z) = 191/8*z^3 - 223/32*z + 1
*
[ 1/2 ] 
f(z) = 191/9*z^3 - 227/36*z + 1
*
-1/2 | 0.11862800492630496012813106981230980229 | 0.016828446069509835240404885744198042356
f(z) = 192/5*z^3 - 233/30*z + 1
*
[ 1/12 ] 
f(z) = 192/7*z^3 - 235/21*z + 1
*
1/24 | 0.076708691030069050756822042595865807388 | 0.012068500901016941979927699460358422654
f(z) = 192/7*z^3 - 232/21*z + 1
*
7/12 | 0.11440256384803975091461200079167058758 | 0.017998839849027119208081568140642132307
f(z) = 192/7*z^3 - 226/21*z + 1
*
[ -3/4 ] 
f(z) = 192/13*z^3 - 233/39*z + 1
*
[ 1/2 ] 
f(z) = 193/7*z^3 - 221/28*z + 1
*
[ 1/2 ] 
f(z) = 193/8*z^3 - 225/32*z + 1
*
[ 1/2 ] 
f(z) = 193/9*z^3 - 229/36*z + 1
*
[ -3/4 ] 
f(z) = 194/9*z^3 - 235/24*z + 1
*
[ 2/15 ] 
f(z) = 195/4*z^3 - 221/30*z + 1
*
[ 1/2 ] 
f(z) = 195/7*z^3 - 223/28*z + 1
*
[ 1/2 ] 
f(z) = 195/8*z^3 - 227/32*z + 1
*
[ -6/7 ] 
f(z) = 196/15*z^3 - 223/30*z + 1
*
[ 1/2 ] 
f(z) = 197/6*z^3 - 221/24*z + 1
*
[ 1/2 ] 
f(z) = 197/7*z^3 - 225/28*z + 1
*
[ 1/2 ] 
f(z) = 197/8*z^3 - 229/32*z + 1
*
[ 1/2 ] 
f(z) = 197/9*z^3 - 233/36*z + 1
*
1/6 | 0.20574523919798372960381062539628095133 | 0.024553961109748888468374623159433263079
f(z) = 198*z^3 - 235/22*z + 1
*
[ 1/2 ] 
f(z) = 199/6*z^3 - 223/24*z + 1
*
[ 1/2 ] 
f(z) = 199/7*z^3 - 227/28*z + 1
*
[ 1/2 ] 
f(z) = 199/8*z^3 - 231/32*z + 1
*
[ 1/2 ] 
f(z) = 199/9*z^3 - 235/36*z + 1
*
[ 1/2 ] 
f(z) = 181/10*z^3 - 221/40*z + 1
*
[ 1/2 ] 
f(z) = 181/11*z^3 - 225/44*z + 1
*
[ 1/2 ] 
f(z) = 181/12*z^3 - 229/48*z + 1
*
[ -2/3 ] 
f(z) = 181/12*z^3 - 227/54*z + 1
*
[ 1/2 ] 
f(z) = 181/13*z^3 - 233/52*z + 1
*
[ 1/2 ] 
f(z) = 181/14*z^3 - 237/56*z + 1
*
[ 1/2 ] 
f(z) = 183/10*z^3 - 223/40*z + 1
*
[ 1/2 ] 
f(z) = 183/11*z^3 - 227/44*z + 1
*
[ 1/2 ] 
f(z) = 183/13*z^3 - 235/52*z + 1
*
[ 1/2 ] 
f(z) = 183/14*z^3 - 239/56*z + 1
*
1/5 | 0.17130432241858397576484874289906949928 | 0.025081917405162680886304367347242170073
f(z) = 185/8*z^3 - 237/40*z + 1
*
[ 1/2 ] 
f(z) = 185/11*z^3 - 229/44*z + 1
*
[ -2/3 ] 
f(z) = 185/12*z^3 - 235/54*z + 1
*
[ 1/2 ] 
f(z) = 185/12*z^3 - 233/48*z + 1
*
[ 1/2 ] 
f(z) = 185/13*z^3 - 237/52*z + 1
*
[ 1/2 ] 
f(z) = 187/10*z^3 - 227/40*z + 1
*
[ -2/3 ] 
f(z) = 187/12*z^3 - 239/54*z + 1
*
[ 1/2 ] 
f(z) = 187/12*z^3 - 235/48*z + 1
*
[ 1/2 ] 
f(z) = 187/13*z^3 - 239/52*z + 1
*
[ 3/8 ] 
f(z) = 188/9*z^3 - 221/48*z + 1
*
[ 1/2 ] 
f(z) = 189/10*z^3 - 229/40*z + 1
*
[ 1/6 ] 
f(z) = 189/10*z^3 - 221/40*z + 1
*
[ 1/2 ] 
f(z) = 189/11*z^3 - 233/44*z + 1
*
[ 1/2 ] 
f(z) = 191/10*z^3 - 231/40*z + 1
*
[ 1/2 ] 
f(z) = 191/11*z^3 - 235/44*z + 1
*
[ 1/2 ] 
f(z) = 191/12*z^3 - 239/48*z + 1
*
[ -5/8 ] 
f(z) = 192/11*z^3 - 232/55*z + 1
*
[ -19/24 ] 
f(z) = 192/19*z^3 - 232/57*z + 1
*
[ 1/2 ] 
f(z) = 193/10*z^3 - 233/40*z + 1
*
[ 1/2 ] 
f(z) = 193/11*z^3 - 237/44*z + 1
*
1/5 | 0.20208919044794878335180988876349590068 | 0.029363026006344373042806773351927098795
f(z) = 195/8*z^3 - 239/40*z + 1
*
[ 4/13 ] 
f(z) = 195/8*z^3 - 237/52*z + 1
*
[ 1/2 ] 
f(z) = 195/11*z^3 - 239/44*z + 1
*
[ 3/8 ] 
f(z) = 196/9*z^3 - 227/48*z + 1
*
[ 5/14 ] 
f(z) = 196/11*z^3 - 224/55*z + 1
*
[ 13/28 ] 
f(z) = 196/13*z^3 - 229/52*z + 1
*
[ 3/14 ] 
f(z) = 196/19*z^3 - 236/57*z + 1
*
[ 2/7 ] 
f(z) = 197/8*z^3 - 221/49*z + 1
*
[ 1/2 ] 
f(z) = 197/10*z^3 - 237/40*z + 1
*
[ 2/7 ] 
f(z) = 199/8*z^3 - 222/49*z + 1
*
[ 1/2 ] 
f(z) = 199/10*z^3 - 239/40*z + 1
*
[ 3/11 ] 
f(z) = 187/18*z^3 - 227/66*z + 1
*
[ 1/4 ] 
f(z) = 188/15*z^3 - 227/60*z + 1
*
2/5 | 0.19303815431866461182894048862870440412 | 0.024187063122225682520624959207292536860
f(z) = 195/16*z^3 - 227/60*z + 1
*
-2/3 | 0.18021952316632035584231615603912809242 | 0.022580929651272260743989078284904071738
f(z) = 195/16*z^3 - 223/60*z + 1
*
-3/10 | 0.23225884245359782004281738799106792993 | 0.029396106208388766987811108541597120937
f(z) = 180*z^3 - 203/15*z + 1
*
0 | 0.13524288144936602737961496354823059298 | 0.025477780918166120964062933533269858751
f(z) = 180/11*z^3 - 202/11*z + 1
*
0 | 0.13521388773098531404739626080655652245 | 0.025378571769941120361210397199119996222
f(z) = 180/13*z^3 - 206/13*z + 1
*
0 | 0.13515568702184500778121655922710551513 | 0.025187530962397457321394901334678392088
f(z) = 180/17*z^3 - 214/17*z + 1
*
0 | 0.13512647906274539455427583078463117371 | 0.025095478310783680392517920729220027510
f(z) = 180/19*z^3 - 218/19*z + 1
*
[ 1/3 ] 
f(z) = 181/2*z^3 - 217/18*z + 1
*
0 | 0.12252533998974352987181655456748508387 | 0.023103582033073378855951982879287989715
f(z) = 181/10*z^3 - 201/10*z + 1
*
0 | 0.13534635730148677117438189500006778872 | 0.025473576186462071731719438631504838304
f(z) = 181/11*z^3 - 203/11*z + 1
*
0 | 0.089317498521907706365112606678021325660 | 0.016779509877297805638289601254308777264
f(z) = 181/12*z^3 - 205/12*z + 1
*
0 | 0.13531752609975603355089194008332177131 | 0.025374960005512952222467183835993827051
f(z) = 181/13*z^3 - 207/13*z + 1
*
0 | 0.12246767746910872415297300485995715145 | 0.022924001324714453067558723191288548755
f(z) = 181/14*z^3 - 209/14*z + 1
*
0 | 0.11494498637044932729366311540978152639 | 0.021477584701183365393958902190972412883
f(z) = 181/15*z^3 - 211/15*z + 1
*
0 | 0.10960202985405890975264193926792423549 | 0.020443211536776224562219802723940935398
f(z) = 181/16*z^3 - 213/16*z + 1
*
0 | 0.13525965282788719621259057772748172105 | 0.025185024967143811661799724686045580770
f(z) = 181/17*z^3 - 215/17*z + 1
*
0 | 0.10884661879755860323583750867586926617 | 0.020232099544785491709246201426530884557
f(z) = 181/18*z^3 - 217/18*z + 1
*
0 | 0.13523060980577936717755493571674283806 | 0.025093488560855359358815188727457383610
f(z) = 181/19*z^3 - 219/19*z + 1
*
0 | 0.13544925815047791478816256591994691815 | 0.025469387360056176250955505103345239769
f(z) = 182/11*z^3 - 204/11*z + 1
*
0 | 0.11504717579777032264451402869029606582 | 0.021477704250141055028029345112164477072
f(z) = 182/15*z^3 - 212/15*z + 1
*
0 | 0.13536303815475447002866659184387848776 | 0.025182516678810135060549949651090589196
f(z) = 182/17*z^3 - 216/17*z + 1
*
0 | 0.13533415821697745019249653925072043254 | 0.025091491218836965975501653092007773092
f(z) = 182/19*z^3 - 220/19*z + 1
*
0 | 0.12273041380522598958600638991456882950 | 0.023099125892981070654768909235477486841
f(z) = 183/10*z^3 - 203/10*z + 1
*
0 | 0.13555159035174263080757592263433219192 | 0.025465214396175761305803912977062298784
f(z) = 183/11*z^3 - 205/11*z + 1
*
0 | 0.13552307877781982587919260424322107118 | 0.025367764798313950957819821339170430187
f(z) = 183/13*z^3 - 209/13*z + 1
*
0 | 0.12267339054408315907662233142851801938 | 0.022921644685750666181650592240464210781
f(z) = 183/14*z^3 - 211/14*z + 1
*
0 | 0.10980806489865764567543171074501204421 | 0.020445999958209704932911541472179472018
f(z) = 183/16*z^3 - 215/16*z + 1
*
0 | 0.13546584944915567601822255265593145610 | 0.025180006335995775475313976815585283438
f(z) = 183/17*z^3 - 217/17*z + 1
*
[ 1/3 ] 
f(z) = 184*z^3 - 202/9*z + 1
*
[ 3/4 ] 
f(z) = 184/3*z^3 - 209/6*z + 1
*
0 | 0.12211853251476379722103649251244242210 | 0.023005345524407139387014441629874312400
f(z) = 184/9*z^3 - 202/9*z + 1
*
0 | 0.13565336015589113375329605774027107516 | 0.025461057250268201929229958661501304444
f(z) = 184/11*z^3 - 206/11*z + 1
*
0 | 0.13562500575273140842546462601502971703 | 0.025364181470749925729137454180320884952
f(z) = 184/13*z^3 - 210/13*z + 1
*
0 | 0.11525294513855172521137641302764030604 | 0.021478468188434940075830683184751033870
f(z) = 184/15*z^3 - 214/15*z + 1
*
0 | 0.13556809305098783838583472020205644681 | 0.025177494169855467580747397764881720792
f(z) = 184/17*z^3 - 218/17*z + 1
*
[ 1/3 ] 
f(z) = 185*z^3 - 203/9*z + 1
*
[ 1/2 ] 
f(z) = 185/4*z^3 - 201/16*z + 1
*
0 | 0.10727217201769420746848419045815011320 | 0.020227419293708702875432569828731058204
f(z) = 185/8*z^3 - 201/8*z + 1
*
0 | 0.12221959136198109193737542125109107750 | 0.023002983856466796053670437202336664168
f(z) = 185/9*z^3 - 203/9*z + 1
*
0 | 0.13575457371103206288741393273922367451 | 0.025456915876095884867846886357111041614
f(z) = 185/11*z^3 - 207/11*z + 1
*
0 | 0.089724997056971143657493562348559090807 | 0.016795092337019526889267468558321694248
f(z) = 185/12*z^3 - 209/12*z + 1
*
0 | 0.13572637475518874582162113178562989540 | 0.025360607731026230879581708354667909072
f(z) = 185/13*z^3 - 211/13*z + 1
*
0 | 0.12287684339430354192609162432009761306 | 0.022919258939144952207547176968146366633
f(z) = 185/14*z^3 - 213/14*z + 1
*
0 | 0.11001183263156592725580325623199699828 | 0.020448686174127129207122768588055101018
f(z) = 185/16*z^3 - 217/16*z + 1
*
0 | 0.13566977519568303972897841332630701823 | 0.025174980404334426622564312997519833390
f(z) = 185/17*z^3 - 219/17*z + 1
*
0 | 0.13585523706500157422562537183574883453 | 0.025452790225827084906660505221409688462
f(z) = 186/11*z^3 - 208/11*z + 1
*
0 | 0.13582719186122305229339645675455198917 | 0.025357043627480796401898717128216303361
f(z) = 186/13*z^3 - 212/13*z + 1
*
0 | 0.13577090201649119028069549408194896398 | 0.025172465256395251605005437880769697148
f(z) = 186/17*z^3 - 220/17*z + 1
*
[ 1/3 ] 
f(z) = 187*z^3 - 205/9*z + 1
*
[ 1/2 ] 
f(z) = 187/4*z^3 - 203/16*z + 1
*
0 | 0.13601094726454515724427762223762365121 | 0.025646450585531763265114868706041096584
f(z) = 187/7*z^3 - 201/7*z + 1
*
0 | 0.10462004088707006063040948762241309756 | 0.019690567484066900758112166105551802512
f(z) = 187/8*z^3 - 203/8*z + 1
*
0 | 0.12242006942474994205271882167785060637 | 0.022998279151181503379164750113588613649
f(z) = 187/9*z^3 - 205/9*z + 1
*
0 | 0.12313387149575303034078647294932936081 | 0.023090261509993255148708434527346663971
f(z) = 187/10*z^3 - 207/10*z + 1
*
0 | 0.089925932250478286765582315174948986045 | 0.016802749625964171765970853615842959883
f(z) = 187/12*z^3 - 211/12*z + 1
*
0 | 0.13592746304815015532952266435378022365 | 0.025353489204997234727703567031053675236
f(z) = 187/13*z^3 - 213/13*z + 1
*
0 | 0.12307808515094585437195150771410449752 | 0.022916846100286136371089440465596290204
f(z) = 187/14*z^3 - 215/14*z + 1
*
0 | 0.11555483230497042185806102420020057432 | 0.021479003168884789212954446798121951264
f(z) = 187/15*z^3 - 217/15*z + 1
*
0 | 0.11021338241542709877820526331490668765 | 0.020451273974633084123476449430373093762
f(z) = 187/16*z^3 - 219/16*z + 1
*
[ 1/3 ] 
f(z) = 188*z^3 - 206/9*z + 1
*
0 | 0.13611022918673592979962333047741661056 | 0.025641176546799268874423171585516001193
f(z) = 188/7*z^3 - 202/7*z + 1
*
0 | 0.12251950038972049243032354052871959237 | 0.022995936186999482885861991758831547215
f(z) = 188/9*z^3 - 206/9*z + 1
*
0 | 0.13605493687236316080844878587810508161 | 0.025444585898220653014941426881066635017
f(z) = 188/11*z^3 - 210/11*z + 1
*
0 | 0.13602719419669749524950543519119266986 | 0.025349944505136510822655464585358229819
f(z) = 188/13*z^3 - 214/13*z + 1
*
0 | 0.11565471460795497510458455673623535121 | 0.021479212676266721115752921115019960523
f(z) = 188/15*z^3 - 218/15*z + 1
*
[ 1/18 ] 
f(z) = 189*z^3 - 211/12*z + 1
*
[ 1/2 ] 
f(z) = 189/4*z^3 - 205/16*z + 1
*
0 | 0.10767068089626276955359046519614366925 | 0.020227405418783478710148130197463549355
f(z) = 189/8*z^3 - 205/8*z + 1
*
0 | 0.12333235115541686824434344373242785901 | 0.023085854485809742681720686618363059745
f(z) = 189/10*z^3 - 209/10*z + 1
*
0 | 0.13615398493929478202523933389920925612 | 0.025440507118013213776582087177003649828
f(z) = 189/11*z^3 - 211/11*z + 1
*
0 | 0.13612639109307414097452749968132935415 | 0.025346409566263613290040700142877826138
f(z) = 189/13*z^3 - 215/13*z + 1
*
[ 1/3 ] 
f(z) = 190*z^3 - 208/9*z + 1
*
0 | 0.13630721031832779876471054843176002585 | 0.025630713574741623973965645580513210714
f(z) = 190/7*z^3 - 204/7*z + 1
*
0 | 0.12271677485701924484783372799825849031 | 0.022991269200253897527089675014541696112
f(z) = 190/9*z^3 - 208/9*z + 1
*
0 | 0.13625250603618751794186450614212649262 | 0.025436443856125579675681451764032364904
f(z) = 190/11*z^3 - 212/11*z + 1
*
0 | 0.13622505943098564430347470634037873544 | 0.025342884423669430546015502601294914329
f(z) = 190/13*z^3 - 216/13*z + 1
*
[ 1/3 ] 
f(z) = 191*z^3 - 209/9*z + 1
*
[ 1/2 ] 
f(z) = 191/3*z^3 - 203/12*z + 1
*
[ 1/2 ] 
f(z) = 191/4*z^3 - 207/16*z + 1
*
0 | 0.13643203546069381596869767955590926671 | 0.025725851676634173635016190764475302741
f(z) = 191/5*z^3 - 201/5*z + 1
*
0 | 0.10323840697704171424935508558893413687 | 0.019430529775105819259091577764015087555
f(z) = 191/6*z^3 - 203/6*z + 1
*
0 | 0.13640492067260061557471224189487300684 | 0.025625524131495120283222083264330797528
f(z) = 191/7*z^3 - 205/7*z + 1
*
0 | 0.098675512799140166290524361715236416153 | 0.018503790772496079838798628724948371684
f(z) = 191/8*z^3 - 207/8*z + 1
*
0 | 0.12281462955441194635982176354540141418 | 0.022988945236671219848669187592994860559
f(z) = 191/9*z^3 - 209/9*z + 1
*
0 | 0.12352872600537638466021951261649650081 | 0.023081464964980990186077168449179114952
f(z) = 191/10*z^3 - 211/10*z + 1
*
0 | 0.13635050574090861827294898377536561509 | 0.025432396057987680630841326922871263433
f(z) = 191/11*z^3 - 213/11*z + 1
*
0 | 0.090321377574691060252579777933709513827 | 0.016817625224722010470119618166419607825
f(z) = 191/12*z^3 - 215/12*z + 1
*
0 | 0.13632320481359548736411050524936999751 | 0.025339369109688027036896256500130936608
f(z) = 191/13*z^3 - 217/13*z + 1
*
0 | 0.12347412405135473855886404552192866380 | 0.022911946665731068673874043926815903671
f(z) = 191/14*z^3 - 219/14*z + 1
*
1/12 | 0.19493384733128326455947773957012523656 | 0.025177438058888929833431334179439745730
f(z) = 192*z^3 - 205/12*z + 1
*
0 | 0.13652909077923383842102863536228693075 | 0.025720083944913906685926654259547405966
f(z) = 192/5*z^3 - 202/5*z + 1
*
0 | 0.13650211816944808230769806333284052765 | 0.025620362381744216413921718431078147784
f(z) = 192/7*z^3 - 206/7*z + 1
*
0 | 0.13644798954322732932394574782924133930 | 0.025428363667904259515147532761941597406
f(z) = 192/11*z^3 - 214/11*z + 1
*
0 | 0.13642083275543481313112460284453432497 | 0.025335863653809505818477128449205542491
f(z) = 192/13*z^3 - 218/13*z + 1
*
[ 1/3 ] 
f(z) = 193*z^3 - 211/9*z + 1
*
[ 1/2 ] 
f(z) = 193/2*z^3 - 201/8*z + 1
*
[ 1/2 ] 
f(z) = 193/3*z^3 - 205/12*z + 1
*
[ 1/2 ] 
f(z) = 193/4*z^3 - 209/16*z + 1
*
0 | 0.11096821999518512225496953286911055126 | 0.020924352251848499680896778793100592183
f(z) = 193/4*z^3 - 201/4*z + 1
*
0 | 0.13662564007934215010186804592797456330 | 0.025714350359889861894396774745849256535
f(z) = 193/5*z^3 - 203/5*z + 1
*
0 | 0.10343215287247983530742450629766562245 | 0.019431140140229747744207289825718152100
f(z) = 193/6*z^3 - 205/6*z + 1
*
0 | 0.13659880816457098250437114946109002475 | 0.025615228077857787983190197245757414727
f(z) = 193/7*z^3 - 207/7*z + 1
*
0 | 0.10806079426021010294997729312930164715 | 0.020227261935261230821967034726367142395
f(z) = 193/8*z^3 - 209/8*z + 1
*
0 | 0.12300880120470040173136973049252303709 | 0.022984316500333948354686651357690123692
f(z) = 193/9*z^3 - 211/9*z + 1
*
0 | 0.12372304022048796533324082199881206745 | 0.023077093431284115762117519215921412245
f(z) = 193/10*z^3 - 213/10*z + 1
*
0 | 0.13654496284666050000494257003269929980 | 0.025424346629121726535966006324330183942
f(z) = 193/11*z^3 - 215/11*z + 1
*
0 | 0.090517011514864464473175645985442051667 | 0.016825044339423330362443640113723847496
f(z) = 193/12*z^3 - 217/12*z + 1
*
0 | 0.13651794868426206684339494643959332442 | 0.025332368082788635585984118989993763322
f(z) = 193/13*z^3 - 219/13*z + 1
*
[ 1/3 ] 
f(z) = 194*z^3 - 212/9*z + 1
*
0 | 0.13672168861016873768135353415982544697 | 0.025708650569830245929390649983171891260
f(z) = 194/5*z^3 - 204/5*z + 1
*
0 | 0.13669499593021121230604082427190609865 | 0.025610120975073304794499897249732212830
f(z) = 194/7*z^3 - 208/7*z + 1
*
0 | 0.12310512883263973475362407000996597811 | 0.022982011773940399834401631763135981129
f(z) = 194/9*z^3 - 212/9*z + 1
*
0 | 0.13664143097027010722711156246998668362 | 0.025420344883892150166662637307009102493
f(z) = 194/11*z^3 - 216/11*z + 1
*
0 | 0.13661455794287411668460713720793460734 | 0.025328882420749412408861000201115795453
f(z) = 194/13*z^3 - 220/13*z + 1
*
[ 1/2 ] 
f(z) = 195/2*z^3 - 203/8*z + 1
*
[ 1/2 ] 
f(z) = 195/4*z^3 - 211/16*z + 1
*
0 | 0.11115968340279289713333512403547186453 | 0.020921395451497260281476786513132342886
f(z) = 195/4*z^3 - 203/4*z + 1
*
0 | 0.13679068665687692156848728134142550758 | 0.025605040831461987909712733246440215570
f(z) = 195/7*z^3 - 209/7*z + 1
*
0 | 0.10540035420160797851177580572819346145 | 0.019694160714448864938526058797013349972
f(z) = 195/8*z^3 - 211/8*z + 1
*
0 | 0.13673739915041419602914581405934754889 | 0.025416358373534507544655929731608139657
f(z) = 195/11*z^3 - 217/11*z + 1
*
[ 1/3 ] 
f(z) = 196*z^3 - 214/9*z + 1
*
[ 2/21 ] 
f(z) = 196*z^3 - 203/18*z + 1
*
[ -9/14 ] 
f(z) = 196/3*z^3 - 220/9*z + 1
*
-15/28 | 0.17445888286213685720267854293052985783 | 0.026177697426645039050283804816597458113
f(z) = 196/3*z^3 - 205/12*z + 1
*
0 | 0.11659502590137243041803475006090079793 | 0.021964797660535176479358010723292490293
f(z) = 196/3*z^3 - 202/3*z + 1
*
0 | 0.13691230395596080620820061056293418563 | 0.025697350992875152734467931128553556446
f(z) = 196/5*z^3 - 206/5*z + 1
*
0 | 0.12329629376244543646582329529191052891 | 0.022977421706187657220160516878833216357
f(z) = 196/9*z^3 - 214/9*z + 1
*
0 | 0.13683287254245267580110784101689929619 | 0.025412387038493311645716452697590849976
f(z) = 196/11*z^3 - 218/11*z + 1
*
[ 1/3 ] 
f(z) = 197*z^3 - 215/9*z + 1
*
[ 1/2 ] 
f(z) = 197*z^3 - 201/4*z + 1
*
[ 1/2 ] 
f(z) = 197/2*z^3 - 205/8*z + 1
*
0 | 0.12421079155146806836068602755826861105 | 0.023421393584727380706670817499240879118
f(z) = 197/2*z^3 - 201/2*z + 1
*
[ 1/2 ] 
f(z) = 197/3*z^3 - 209/12*z + 1
*
0 | 0.11668946842035245514959428080914572715 | 0.021962157853589721551728890131964469343
f(z) = 197/3*z^3 - 203/3*z + 1
*
[ 1/2 ] 
f(z) = 197/4*z^3 - 213/16*z + 1
*
0 | 0.11134918749704589837288419555826082796 | 0.020918463037536719975312775209846629489
f(z) = 197/4*z^3 - 205/4*z + 1
*
0 | 0.13700688086957341616262908906542393642 | 0.025691750527441625802238400113514454550
f(z) = 197/5*z^3 - 207/5*z + 1
*
0 | 0.10381470117494866775326771089376912535 | 0.019432460845512905683096423330957350033
f(z) = 197/6*z^3 - 209/6*z + 1
*
0 | 0.13698059735669043157791297561287856301 | 0.025594960468004903380209981424512751190
f(z) = 197/7*z^3 - 211/7*z + 1
*
0 | 0.10844285857148222726129567240021778699 | 0.020227000361046856928767556354253498368
f(z) = 197/8*z^3 - 213/8*z + 1
*
0 | 0.12339114125105054153265857424788097012 | 0.022975136399960982686751440036349295073
f(z) = 197/9*z^3 - 215/9*z + 1
*
0 | 0.12410565662070360159116952809394243849 | 0.023068406042920287891621208192137909158
f(z) = 197/10*z^3 - 217/10*z + 1
*
0 | 0.13692785622240936220882437392478862619 | 0.025408430818394727215238538399353233766
f(z) = 197/11*z^3 - 219/11*z + 1
*
0 | 0.13710097721440912777806370917356890079 | 0.025686182499719257986898648361152699054
f(z) = 198/5*z^3 - 208/5*z + 1
*
0 | 0.13707482731709934285943517841914391133 | 0.025589959778159744285168178501906473907
f(z) = 198/7*z^3 - 212/7*z + 1
*
[ 1/3 ] 
f(z) = 199*z^3 - 217/9*z + 1
*
[ 1/2 ] 
f(z) = 199*z^3 - 203/4*z + 1
*
0 | 0.13724646423564427017657060995554704938 | 0.025879421721930423069917797910822930722
f(z) = 199*z^3 - 201*z + 1
*
[ 1/2 ] 
f(z) = 199/2*z^3 - 207/8*z + 1
*
0 | 0.12439811188382759900190302383688932265 | 0.023413003820014189596958828851949335541
f(z) = 199/2*z^3 - 203/2*z + 1
*
[ 1/2 ] 
f(z) = 199/3*z^3 - 211/12*z + 1
*
0 | 0.11687692068080459947467831720383698341 | 0.021956923082778534416502816963224842534
f(z) = 199/3*z^3 - 205/3*z + 1
*
[ 1/2 ] 
f(z) = 199/4*z^3 - 215/16*z + 1
*
0 | 0.11153677197295221199970853850155075012 | 0.020915554766137444556538092703597777230
f(z) = 199/4*z^3 - 207/4*z + 1
*
0 | 0.13719459784959933890059288126912023247 | 0.025680646582370191813418330118692370792
f(z) = 199/5*z^3 - 209/5*z + 1
*
0 | 0.10400255094907159021371125344316281436 | 0.019432979790426780287574285834599621859
f(z) = 199/6*z^3 - 211/6*z + 1
*
0 | 0.13716858021620782259869514558161126068 | 0.025584985107420869620673494915095236860
f(z) = 199/7*z^3 - 213/7*z + 1
*
0 | 0.099756662483606714026398924894230549247 | 0.018574452785898206024296439690327465126
f(z) = 199/8*z^3 - 215/8*z + 1
*
0 | 0.12357939116057059497127810752008136326 | 0.022970585317811717502375461608760957364
f(z) = 199/9*z^3 - 217/9*z + 1
*
0 | 0.12429404049751319755377717327068343565 | 0.023064090947207607370034915708388450489
f(z) = 199/10*z^3 - 219/10*z + 1
*
-2 | 0.11140842951724683016370623607896552597 | 0.016653976573834489940340711517906526443
f(z) = 199/16*z^3 - 201/4*z + 1
*
-7/12 | 0.13564775101681568694795165706621579593 | 0.020617505951011166469833725010938380341
f(z) = 180/7*z^3 - 201/28*z + 1
*
[ 1/2 ] 
f(z) = 181/5*z^3 - 201/20*z + 1
*
[ 1/2 ] 
f(z) = 181/6*z^3 - 205/24*z + 1
*
[ 1/2 ] 
f(z) = 181/7*z^3 - 209/28*z + 1
*
[ 1/2 ] 
f(z) = 181/8*z^3 - 213/32*z + 1
*
[ 1/2 ] 
f(z) = 181/9*z^3 - 217/36*z + 1
*
[ -3/4 ] 
f(z) = 182/9*z^3 - 217/24*z + 1
*
[ 1/2 ] 
f(z) = 183/5*z^3 - 203/20*z + 1
*
[ 1/2 ] 
f(z) = 183/7*z^3 - 211/28*z + 1
*
[ 1/2 ] 
f(z) = 183/8*z^3 - 215/32*z + 1
*
[ 3/4 ] 
f(z) = 184/15*z^3 - 217/30*z + 1
*
[ 1/10 ] 
f(z) = 185*z^3 - 217/20*z + 1
*
[ 1/2 ] 
f(z) = 185/6*z^3 - 209/24*z + 1
*
[ 1/2 ] 
f(z) = 185/7*z^3 - 213/28*z + 1
*
[ 1/2 ] 
f(z) = 185/8*z^3 - 217/32*z + 1
*
[ 2/3 ] 
f(z) = 185/16*z^3 - 203/36*z + 1
*
[ 1/2 ] 
f(z) = 187/5*z^3 - 207/20*z + 1
*
[ 1/2 ] 
f(z) = 187/6*z^3 - 211/24*z + 1
*
[ 1/2 ] 
f(z) = 187/7*z^3 - 215/28*z + 1
*
[ 1/2 ] 
f(z) = 187/8*z^3 - 219/32*z + 1
*
[ 2/3 ] 
f(z) = 187/16*z^3 - 205/36*z + 1
*
8/63 | 0.10810852823813795679580485117321295352 | 0.013046706826776930209299065582312895118
f(z) = 189*z^3 - 211/21*z + 1
*
[ 4/21 ] 
f(z) = 189/2*z^3 - 215/28*z + 1
*
[ 1/2 ] 
f(z) = 189/5*z^3 - 209/20*z + 1
*
[ 1/2 ] 
f(z) = 191/5*z^3 - 211/20*z + 1
*
[ 1/2 ] 
f(z) = 191/6*z^3 - 215/24*z + 1
*
[ 1/2 ] 
f(z) = 191/7*z^3 - 219/28*z + 1
*
[ 2/3 ] 
f(z) = 191/16*z^3 - 209/36*z + 1
*
7/12 | 0.071385305740371077978502276911216376471 | 0.011230978068825778626239424450644400147
f(z) = 192/7*z^3 - 214/21*z + 1
*
[ 1/6 ] 
f(z) = 192/13*z^3 - 211/39*z + 1
*
[ 13/24 ] 
f(z) = 192/13*z^3 - 202/39*z + 1
*
[ 1/2 ] 
f(z) = 193/5*z^3 - 213/20*z + 1
*
[ 1/2 ] 
f(z) = 193/6*z^3 - 217/24*z + 1
*
[ 2/3 ] 
f(z) = 193/16*z^3 - 211/36*z + 1
*
[ 1/10 ] 
f(z) = 195*z^3 - 219/20*z + 1
*
[ 2/13 ] 
f(z) = 195/2*z^3 - 203/26*z + 1
*
[ 5/28 ] 
f(z) = 196*z^3 - 217/20*z + 1
*
5/7 | 0.15082990201262750757247457591791574459 | 0.025259301310076243022228829144754590986
f(z) = 196/19*z^3 - 219/38*z + 1
*
[ 1/2 ] 
f(z) = 197/5*z^3 - 217/20*z + 1
*
[ 2/3 ] 
f(z) = 197/16*z^3 - 215/36*z + 1
*
[ 1/6 ] 
f(z) = 198/19*z^3 - 201/38*z + 1
*
[ 1/2 ] 
f(z) = 199/5*z^3 - 219/20*z + 1
*
[ 2/3 ] 
f(z) = 199/16*z^3 - 217/36*z + 1
*
[ 11/30 ] 
f(z) = 180/11*z^3 - 216/55*z + 1
*
[ 1/4 ] 
f(z) = 180/13*z^3 - 201/52*z + 1
*
[ 2/7 ] 
f(z) = 181/8*z^3 - 213/49*z + 1
*
[ 1/4 ] 
f(z) = 182/5*z^3 - 211/40*z + 1
*
[ 2/7 ] 
f(z) = 183/8*z^3 - 214/49*z + 1
*
[ 2/7 ] 
f(z) = 185/8*z^3 - 215/49*z + 1
*
[ 1/5 ] 
f(z) = 185/9*z^3 - 217/45*z + 1
*
[ 1/4 ] 
f(z) = 186/5*z^3 - 213/40*z + 1
*
[ 2/7 ] 
f(z) = 187/8*z^3 - 216/49*z + 1
*
[ 4/11 ] 
f(z) = 187/8*z^3 - 213/44*z + 1
*
[ 2/11 ] 
f(z) = 187/16*z^3 - 215/44*z + 1
*
[ 1/4 ] 
f(z) = 188/13*z^3 - 203/52*z + 1
*
[ 1/5 ] 
f(z) = 190/9*z^3 - 218/45*z + 1
*
[ 2/7 ] 
f(z) = 191/8*z^3 - 218/49*z + 1
*
[ -3/4 ] 
f(z) = 192/17*z^3 - 205/51*z + 1
*
[ 2/7 ] 
f(z) = 193/8*z^3 - 219/49*z + 1
*
[ 1/4 ] 
f(z) = 194/5*z^3 - 217/40*z + 1
*
[ 2/7 ] 
f(z) = 195/8*z^3 - 220/49*z + 1
*
[ 5/14 ] 
f(z) = 196/9*z^3 - 206/45*z + 1
*
[ 1/4 ] 
f(z) = 196/13*z^3 - 205/52*z + 1
*
[ 3/14 ] 
f(z) = 196/17*z^3 - 214/51*z + 1
*
[ 1/4 ] 
f(z) = 198/5*z^3 - 219/40*z + 1
*
[ 4/15 ] 
f(z) = 195/16*z^3 - 217/60*z + 1
*
-4/7 | 0.19575835470075992337614130215324345001 | 0.029373700519129773969511275714270033464
f(z) = 196/15*z^3 - 211/60*z + 1
*
0 | 0.13538680260322339592843432523893953396 | 0.026015877907965012855862200297307626947
f(z) = 180*z^3 - 182*z + 1
*
0 | 0.13530065799739131591363384870903406034 | 0.025684187749931553214674058933192817485
f(z) = 180/7*z^3 - 194/7*z + 1
*
[ 1/3 ] 
f(z) = 181*z^3 - 199/9*z + 1
*
[ 1/2 ] 
f(z) = 181*z^3 - 185/4*z + 1
*
0 | 0.13548947757445068448196362354347870426 | 0.026008222999220446153979187667540252694
f(z) = 181*z^3 - 183*z + 1
*
[ 1/2 ] 
f(z) = 181/2*z^3 - 189/8*z + 1
*
0 | 0.12263983552622866108128001533647582793 | 0.023492619973733036842317787412611835649
f(z) = 181/2*z^3 - 185/2*z + 1
*
[ 1/2 ] 
f(z) = 181/3*z^3 - 193/12*z + 1
*
0 | 0.11511631808252564264623865648415536778 | 0.022006103584166052970748995814513975519
f(z) = 181/3*z^3 - 187/3*z + 1
*
[ 1/2 ] 
f(z) = 181/4*z^3 - 197/16*z + 1
*
0 | 0.10977590742511448348201606751514578555 | 0.020942618388435409047062619296960750619
f(z) = 181/4*z^3 - 189/4*z + 1
*
0 | 0.13543243478010501944503877806887952022 | 0.025785488252936142723305015186162981669
f(z) = 181/5*z^3 - 191/5*z + 1
*
0 | 0.10223908638819700432176499256983863222 | 0.019427152790362519901406694788282967609
f(z) = 181/6*z^3 - 193/6*z + 1
*
0 | 0.13540381118009148678034883385309980101 | 0.025678707095695758405444712008580895736
f(z) = 181/7*z^3 - 195/7*z + 1
*
0 | 0.10686489829957066331756412470800982391 | 0.020227290823232693472752245870148422047
f(z) = 181/8*z^3 - 197/8*z + 1
*
0 | 0.12181200416537543909843742382457333921 | 0.023012467295743835957678997250337540562
f(z) = 181/9*z^3 - 199/9*z + 1
*
-2 | 0.10963341448664161373370226756649778877 | 0.016621749958868428672309346013934856048
f(z) = 181/16*z^3 - 183/4*z + 1
*
[ 1/3 ] 
f(z) = 182*z^3 - 200/9*z + 1
*
[ 1/14 ] 
f(z) = 182*z^3 - 195/14*z + 1
*
0 | 0.13559158640689762280235591751318685033 | 0.026000624496487659492649067597914444773
f(z) = 182*z^3 - 184*z + 1
*
-1 | 0.11852484826313723517552666895045469470 | 0.022775690999297166737215483603302385036
f(z) = 182*z^3 - 181*z + 1
*
[ 1/6 ] 
f(z) = 182*z^3 - 181/18*z + 1
*
0 | 0.11521961742565401947165278033412364556 | 0.022003417252310281750315178951056497113
f(z) = 182/3*z^3 - 188/3*z + 1
*
0 | 0.13553485814812072907845347246920205106 | 0.025779358526728635339014997392090427615
f(z) = 182/5*z^3 - 192/5*z + 1
*
0 | 0.12191474508695503904163231629199605654 | 0.023010087288596118282447492446709301390
f(z) = 182/9*z^3 - 200/9*z + 1
*
[ 1/2 ] 
f(z) = 183*z^3 - 187/4*z + 1
*
0 | 0.13569313530960288626990185759964317264 | 0.025993081670360464912107444503287442797
f(z) = 183*z^3 - 185*z + 1
*
-1 | 0.11862613505759724753685858098623433228 | 0.022771177727940546748336714889888833029
f(z) = 183*z^3 - 182*z + 1
*
[ -1 ] 
f(z) = 183*z^3 - 181*z + 1
*
[ 1/2 ] 
f(z) = 183/2*z^3 - 191/8*z + 1
*
0 | 0.12284364911196233240060394445671051128 | 0.023483291613590503488185187829435291925
f(z) = 183/2*z^3 - 187/2*z + 1
*
-1 | 0.10582365988192231762314605159949882474 | 0.020313646447491312984200744303966276087
f(z) = 183/2*z^3 - 181/2*z + 1
*
[ 1/2 ] 
f(z) = 183/4*z^3 - 199/16*z + 1
*
0 | 0.10998003381973325091473273622619315756 | 0.020939510352307736749737320745948468043
f(z) = 183/4*z^3 - 191/4*z + 1
*
0 | 0.13563671813667513923994695785994860282 | 0.025773266764331383917065307640262333263
f(z) = 183/5*z^3 - 193/5*z + 1
*
0 | 0.13560840958479352911157911125340448696 | 0.025667836515020524071221498383782466902
f(z) = 183/7*z^3 - 197/7*z + 1
*
0 | 0.097455816441644394683640856971900244127 | 0.018411147604127787191587778641638507477
f(z) = 183/8*z^3 - 199/8*z + 1
*
-2 | 0.10983926584195243884499169753541612882 | 0.016625561025073622081385758481699951749
f(z) = 183/16*z^3 - 185/4*z + 1
*
[ 2 ] 
f(z) = 183/16*z^3 - 181/4*z + 1
*
0 | 0.13579413039001694842133044910184472587 | 0.025985593804823150584897994303116839520
f(z) = 184*z^3 - 186*z + 1
*
-1 | 0.11872687087633977819562672437044094633 | 0.022766698650718428423374689370389216657
f(z) = 184*z^3 - 183*z + 1
*
[ -1 ] 
f(z) = 184*z^3 - 182*z + 1
*
[ -3/4 ] 
f(z) = 184/3*z^3 - 193/6*z + 1
*
0 | 0.11542247006921264896342641255072183520 | 0.021997701646085057764299392665048003054
f(z) = 184/3*z^3 - 190/3*z + 1
*
-1 | 0.098448906356814457630425834883627006659 | 0.018878258703986920383232786842464055954
f(z) = 184/3*z^3 - 181/3*z + 1
*
0 | 0.13573802090966264379812957158851782959 | 0.025767212557939879484138747140905246230
f(z) = 184/5*z^3 - 194/5*z + 1
*
0 | 0.13570986729532690700331024587473126847 | 0.025662446035275838554420044745773868632
f(z) = 184/7*z^3 - 198/7*z + 1
*
[ 1/2 ] 
f(z) = 185*z^3 - 189/4*z + 1
*
0 | 0.13589457765620622515728070573262246350 | 0.025978160196933222487070747816530873657
f(z) = 185*z^3 - 187*z + 1
*
-1 | 0.11882706168130964144222648600896529640 | 0.022762253314318242295688587445151485062
f(z) = 185*z^3 - 184*z + 1
*
[ -1 ] 
f(z) = 185*z^3 - 183*z + 1
*
[ 1/2 ] 
f(z) = 185/2*z^3 - 193/8*z + 1
*
0 | 0.12304524393353717041969552514648863230 | 0.023474090523641404660421437623522786222
f(z) = 185/2*z^3 - 189/2*z + 1
*
-1 | 0.10602487714768462412656648119692423408 | 0.020309894708392575002347685095420138197
f(z) = 185/2*z^3 - 183/2*z + 1
*
[ -1 ] 
f(z) = 185/2*z^3 - 181/2*z + 1
*
[ 1/2 ] 
f(z) = 185/3*z^3 - 197/12*z + 1
*
0 | 0.11552306915714850048487960101243277062 | 0.021994869600707863701883298801633059100
f(z) = 185/3*z^3 - 191/3*z + 1
*
-1 | 0.098548738653561261334478069790990204914 | 0.018877781889912200091344763310177320556
f(z) = 185/3*z^3 - 182/3*z + 1
*
0 | 0.11018193466310782649694033344693611569 | 0.020936428082998290914628575267656960711
f(z) = 185/4*z^3 - 193/4*z + 1
*
-1 | 0.11036907004206503930165549655449867867 | 0.021142058844314332035028607777217976444
f(z) = 185/4*z^3 - 181/4*z + 1
*
0 | 0.10264573538681573391560393418762766997 | 0.019428691501801117536897753605841829082
f(z) = 185/6*z^3 - 197/6*z + 1
*
0 | 0.13581077216677884838686487706122606133 | 0.025657085065726886498376190203964620244
f(z) = 185/7*z^3 - 199/7*z + 1
*
-2 | 0.11004285028852328020687317136387408627 | 0.016629310721259161929349626125542539139
f(z) = 185/16*z^3 - 187/4*z + 1
*
[ 2 ] 
f(z) = 185/16*z^3 - 183/4*z + 1
*
0 | 0.13599448301899776255167688783871368019 | 0.025970780156513331024774802340121092949
f(z) = 186*z^3 - 188*z + 1
*
-1 | 0.11892671333820331139135195536809021512 | 0.022757841273943512229190496661205449319
f(z) = 186*z^3 - 185*z + 1
*
[ -1 ] 
f(z) = 186*z^3 - 184*z + 1
*
0 | 0.13593897896364844157832017298029611079 | 0.025755215212294504406695580460747679384
f(z) = 186/5*z^3 - 196/5*z + 1
*
-1 | 0.11905832684105936587221152578799587969 | 0.022783026861970215277158739503529923608
f(z) = 186/5*z^3 - 181/5*z + 1
*
0 | 0.13591113019140155356481537038730879768 | 0.025651753337673402762862623817798900099
f(z) = 186/7*z^3 - 200/7*z + 1
*
[ 1/2 ] 
f(z) = 187*z^3 - 191/4*z + 1
*
0 | 0.13609385229406638253171526444145683549 | 0.025963453005852069039587917754633654284
f(z) = 187*z^3 - 189*z + 1
*
-1 | 0.11902583161852959162153971560171511949 | 0.022753462093107643334009425908367066250
f(z) = 187*z^3 - 186*z + 1
*
[ -1 ] 
f(z) = 187*z^3 - 185*z + 1
*
[ 1/2 ] 
f(z) = 187/2*z^3 - 195/8*z + 1
*
0 | 0.12324466777925391337811799470914206169 | 0.023465013668393454167736537392200620267
f(z) = 187/2*z^3 - 191/2*z + 1
*
-1 | 0.10622329328712485414225312599620797353 | 0.020306076793143679684320059291952969694
f(z) = 187/2*z^3 - 185/2*z + 1
*
[ -1 ] 
f(z) = 187/2*z^3 - 183/2*z + 1
*
[ 1/2 ] 
f(z) = 187/3*z^3 - 199/12*z + 1
*
0 | 0.11572160893958672079579207090447693123 | 0.021989059736702315325649025527331565028
f(z) = 187/3*z^3 - 193/3*z + 1
*
-1 | 0.098746803011984316467822349067445506383 | 0.018876840502570138387863431615750918775
f(z) = 187/3*z^3 - 184/3*z + 1
*
[ -1 ] 
f(z) = 187/3*z^3 - 181/3*z + 1
*
0 | 0.11038165796206083403569818202573797456 | 0.020933371364083037321787303933691768839
f(z) = 187/4*z^3 - 195/4*z + 1
*
-1 | 0.11056678461467387539122553526034464474 | 0.021136396261860947346785513913260820051
f(z) = 187/4*z^3 - 183/4*z + 1
*
0 | 0.13603864607804402255703828822509428286 | 0.025749271287431480304436751510413520225
f(z) = 187/5*z^3 - 197/5*z + 1
*
-1 | 0.11915674727309882274401631636681410200 | 0.022778488462116197661887447343556082435
f(z) = 187/5*z^3 - 182/5*z + 1
*
0 | 0.10284575953352901429340318189284585177 | 0.019429404302043376640654250778885628606
f(z) = 187/6*z^3 - 199/6*z + 1
*
-1 | 0.086010200694891901949732606469323919854 | 0.016442059799287627249896875850057348413
f(z) = 187/6*z^3 - 181/6*z + 1
*
-2 | 0.11024421729482950817609930309410415962 | 0.016633000767170125716569550929208929418
f(z) = 187/16*z^3 - 189/4*z + 1
*
[ 2 ] 
f(z) = 187/16*z^3 - 185/4*z + 1
*
[ -2 ] 
f(z) = 187/16*z^3 - 181/4*z + 1
*
0 | 0.13619269120396612917660345677552655156 | 0.025956178079413339928538406186457883193
f(z) = 188*z^3 - 190*z + 1
*
-1 | 0.11912442220161542971474637173523989825 | 0.022749115343433805350385753701208424010
f(z) = 188*z^3 - 187*z + 1
*
[ -1 ] 
f(z) = 188*z^3 - 186*z + 1
*
0 | 0.11582162845722017267182717349388867384 | 0.021986474381044132879861108355137557175
f(z) = 188/3*z^3 - 194/3*z + 1
*
-1 | 0.098845046403504761293113522783703234297 | 0.018876375811121484589275804578523469718
f(z) = 188/3*z^3 - 185/3*z + 1
*
[ -1 ] 
f(z) = 188/3*z^3 - 182/3*z + 1
*
0 | 0.13613777964784878894819138464161995288 | 0.025743363347135879408024617552646734033
f(z) = 188/5*z^3 - 198/5*z + 1
*
-1 | 0.11925464736943788858856034039378328566 | 0.022773984361126895720654648480698695825
f(z) = 188/5*z^3 - 183/5*z + 1
*
-1 | 0.11931921420565522748924532027575123675 | 0.022786314648882523744964009424293528499
f(z) = 188/7*z^3 - 181/7*z + 1
*
[ 1/12 ] 
f(z) = 189*z^3 - 197/16*z + 1
*
[ 1/2 ] 
f(z) = 189*z^3 - 193/4*z + 1
*
0 | 0.13629100538010778990029415363498420133 | 0.025948954723554006381585837367288250337
f(z) = 189*z^3 - 191*z + 1
*
-1 | 0.11922249067655861971718784882298036804 | 0.022744800604460699195464019520536733704
f(z) = 189*z^3 - 188*z + 1
*
[ -1 ] 
f(z) = 189*z^3 - 187*z + 1
*
[ 1/2 ] 
f(z) = 189/2*z^3 - 197/8*z + 1
*
0 | 0.12344196690993182742497230640517952460 | 0.023456058114570277518610420475776829232
f(z) = 189/2*z^3 - 193/2*z + 1
*
-1 | 0.10641895386414723057288488903183527400 | 0.020302191913956068622345035500800063812
f(z) = 189/2*z^3 - 187/2*z + 1
*
[ -1 ] 
f(z) = 189/2*z^3 - 185/2*z + 1
*
[ -4/9 ] 
f(z) = 189/2*z^3 - 185/12*z + 1
*
0 | 0.11057925018665207005887243287265973701 | 0.020930339972535263117937372450855295602
f(z) = 189/4*z^3 - 197/4*z + 1
*
-1 | 0.11076241048765365684997241812887258624 | 0.021130819585422774260601562538756602306
f(z) = 189/4*z^3 - 185/4*z + 1
*
[ -1 ] 
f(z) = 189/4*z^3 - 181/4*z + 1
*
0 | 0.13623638535511387596179954322024249396 | 0.025737491012942892526301651346567454900
f(z) = 189/5*z^3 - 199/5*z + 1
*
[ 5/9 ] 
f(z) = 189/5*z^3 - 187/15*z + 1
*
-1 | 0.11935203260329753588570417083587791947 | 0.022769514106727546424534366315240492866
f(z) = 189/5*z^3 - 184/5*z + 1
*
-1 | 0.11089087350430537354829869628739033085 | 0.021155327257441786227827565461600561296
f(z) = 189/8*z^3 - 181/8*z + 1
*
-2 | 0.11044341472481736221629637530920054260 | 0.016636632814844488430664937109919887490
f(z) = 189/16*z^3 - 191/4*z + 1
*
[ 2 ] 
f(z) = 189/16*z^3 - 187/4*z + 1
*
[ -2 ] 
f(z) = 189/16*z^3 - 183/4*z + 1
*
0 | 0.13638880036468420019384447584483294498 | 0.025941782296249541487262612242900378329
f(z) = 190*z^3 - 192*z + 1
*
-1 | 0.11932004254412907126752380079938752016 | 0.022740517463454002866757761559588671301
f(z) = 190*z^3 - 189*z + 1
*
[ -1 ] 
f(z) = 190*z^3 - 188*z + 1
*
[ 1/6 ] 
f(z) = 190*z^3 - 185/18*z + 1
*
0 | 0.11601802694822228432902660698357219757 | 0.021980959952305442015799966028479551457
f(z) = 190/3*z^3 - 196/3*z + 1
*
-1 | 0.099041016881994538101089031406470232922 | 0.018875655137067809699988970810284567685
f(z) = 190/3*z^3 - 187/3*z + 1
*
[ -1 ] 
f(z) = 190/3*z^3 - 184/3*z + 1
*
-1 | 0.11951280678112091552828558177053850885 | 0.022777255285568181333852609285720942873
f(z) = 190/7*z^3 - 183/7*z + 1
*
-1 | 0.10601324074197859802163992347752509972 | 0.020204450996224829896124962965620477408
f(z) = 190/9*z^3 - 181/9*z + 1
*
[ 1/2 ] 
f(z) = 191*z^3 - 195/4*z + 1
*
0 | 0.13648608161254497776991634310378656844 | 0.025934660166827414711703074641437397377
f(z) = 191*z^3 - 193*z + 1
*
-1 | 0.11941708321862026255793226506534510558 | 0.022736265515223301011257767424032196098
f(z) = 191*z^3 - 190*z + 1
*
[ -1 ] 
f(z) = 191*z^3 - 189*z + 1
*
[ 1/2 ] 
f(z) = 191/2*z^3 - 199/8*z + 1
*
0 | 0.12363718612332131192894122829432943549 | 0.023447221026697270976367685677238195884
f(z) = 191/2*z^3 - 195/2*z + 1
*
-1 | 0.10661320728743754017082267226813074524 | 0.020298487645013561215703222118450365486
f(z) = 191/2*z^3 - 189/2*z + 1
*
[ -1 ] 
f(z) = 191/2*z^3 - 187/2*z + 1
*
0 | 0.11611441696745886974776392853373025823 | 0.021978031310027750502699697520709624330
f(z) = 191/3*z^3 - 197/3*z + 1
*
-1 | 0.099137721154075384308574915869678904856 | 0.018875201855388865342606263425044622575
f(z) = 191/3*z^3 - 188/3*z + 1
*
[ -1 ] 
f(z) = 191/3*z^3 - 185/3*z + 1
*
0 | 0.11077475633507869694232031093336542822 | 0.020927333679643952209922486059622705301
f(z) = 191/4*z^3 - 199/4*z + 1
*
-1 | 0.11095599133229586205942694407564067347 | 0.021125326556649097356965842567304841443
f(z) = 191/4*z^3 - 187/4*z + 1
*
[ -1 ] 
f(z) = 191/4*z^3 - 183/4*z + 1
*
-1 | 0.11954527994870857487241839151346794027 | 0.022760673370572901477506501077668394551
f(z) = 191/5*z^3 - 186/5*z + 1
*
[ -1 ] 
f(z) = 191/5*z^3 - 181/5*z + 1
*
-1 | 0.086398063055171522386047539368138132985 | 0.016449650658667970106945421661789189552
f(z) = 191/6*z^3 - 185/6*z + 1
*
-1 | 0.11960884932271347872904704981796832171 | 0.022772776581663445540749514352630190151
f(z) = 191/7*z^3 - 184/7*z + 1
*
-1 | 0.11108313128197720102018093365173381012 | 0.021149533207620926809043837096895889954
f(z) = 191/8*z^3 - 183/8*z + 1
*
-1 | 0.10610895780398152895374081633041644288 | 0.020202481698186161111051158064708093657
f(z) = 191/9*z^3 - 182/9*z + 1
*
-1 | 0.10686749680118490858771155738913462243 | 0.020346902777475913064423111758201401340
f(z) = 191/10*z^3 - 181/10*z + 1
*
-2 | 0.11064048890667181975107235785507717282 | 0.016640208452019871080337823201822362785
f(z) = 191/16*z^3 - 193/4*z + 1
*
[ 2 ] 
f(z) = 191/16*z^3 - 189/4*z + 1
*
[ -2 ] 
f(z) = 191/16*z^3 - 185/4*z + 1
*
0 | 0.13658285449302227174566638575737763611 | 0.025927587715707955541490104323656873458
f(z) = 192*z^3 - 194*z + 1
*
-1 | 0.11951361802965243528126325502716206340 | 0.022732044361944310219734785162724069094
f(z) = 192*z^3 - 191*z + 1
*
5/24 | 0.23568939225700826857869259918581883624 | 0.029588606341297496194425963813900972615
f(z) = 192*z^3 - 191/15*z + 1
*
[ -1 ] 
f(z) = 192*z^3 - 190*z + 1
*
[ 5/24 ] 
f(z) = 192*z^3 - 182/15*z + 1
*
-1 | 0.11964115258426762014112449621815484084 | 0.022756302025639788779333482266845180172
f(z) = 192/5*z^3 - 187/5*z + 1
*
[ -1 ] 
f(z) = 192/5*z^3 - 182/5*z + 1
*
-1 | 0.11970439628487362000695937995309767770 | 0.022768331270770937070677159037113516015
f(z) = 192/7*z^3 - 185/7*z + 1
*
-1 | 0.11982986020366782799022265240496518426 | 0.022792195089931241413676060686422434885
f(z) = 192/11*z^3 - 181/11*z + 1
*
[ 1/2 ] 
f(z) = 193*z^3 - 197/4*z + 1
*
0 | 0.13667912429170905479795065683518386431 | 0.025920564334152447419426484683264758056
f(z) = 193*z^3 - 195*z + 1
*
-1 | 0.11960965222392903315341704484404605820 | 0.022727853612986219509973540744722712935
f(z) = 193*z^3 - 192*z + 1
*
[ -1 ] 
f(z) = 193*z^3 - 191*z + 1
*
[ -1/2 ] 
f(z) = 193*z^3 - 181/4*z + 1
*
0 | 0.12383036881515660954912349402391023570 | 0.023438499662918784604122174623406899646
f(z) = 193/2*z^3 - 197/2*z + 1
*
-1 | 0.10680609631259337064432581194221192824 | 0.020294961793070831807499927118251076009
f(z) = 193/2*z^3 - 191/2*z + 1
*
[ -1 ] 
f(z) = 193/2*z^3 - 189/2*z + 1
*
0 | 0.11630773998578617395079863028675952788 | 0.021972613298694695143936230579783785640
f(z) = 193/3*z^3 - 199/3*z + 1
*
-1 | 0.099329627755135377238441894419837786146 | 0.018874306521890262175832665643644118632
f(z) = 193/3*z^3 - 190/3*z + 1
*
[ -1 ] 
f(z) = 193/3*z^3 - 187/3*z + 1
*
-1 | 0.11114756946436873009449575192764353882 | 0.021119915000639141586119370050681731898
f(z) = 193/4*z^3 - 189/4*z + 1
*
[ -1 ] 
f(z) = 193/4*z^3 - 185/4*z + 1
*
-1 | 0.11973653140880232576323051611971645993 | 0.022751962800553594615033932532881868102
f(z) = 193/5*z^3 - 188/5*z + 1
*
[ -1 ] 
f(z) = 193/5*z^3 - 183/5*z + 1
*
-1 | 0.086587956005384436626319144006056954521 | 0.016453173737632187104717474922630050074
f(z) = 193/6*z^3 - 187/6*z + 1
*
[ -1 ] 
f(z) = 193/6*z^3 - 181/6*z + 1
*
-1 | 0.11979945275617149011145742612170360550 | 0.022763918919023539672982912985828754112
f(z) = 193/7*z^3 - 186/7*z + 1
*
-1 | 0.11127341332455813974641619871804411768 | 0.021143827459034416518805419012128904317
f(z) = 193/8*z^3 - 185/8*z + 1
*
-1 | 0.10629892018024410585706502196347443965 | 0.020198589763910057061458528031683404376
f(z) = 193/9*z^3 - 184/9*z + 1
*
-1 | 0.10705779335754289617314367930804272571 | 0.020342788481687267582627450154292608559
f(z) = 193/10*z^3 - 183/10*z + 1
*
-1 | 0.11992428227316391811452780121893970038 | 0.022787638635083512378089756798594999452
f(z) = 193/11*z^3 - 182/11*z + 1
*
-1 | 0.091054270883407715883092067977209612022 | 0.017301848981225174625385994545315337324
f(z) = 193/12*z^3 - 181/12*z + 1
*
-2 | 0.11083548469793307638945170947714516808 | 0.016643729205332707328070569078352112184
f(z) = 193/16*z^3 - 195/4*z + 1
*
[ 2 ] 
f(z) = 193/16*z^3 - 191/4*z + 1
*
[ -2 ] 
f(z) = 193/16*z^3 - 187/4*z + 1
*
0 | 0.13677489621219143090984049855789420202 | 0.025913589424018214016066831333472208516
f(z) = 194*z^3 - 196*z + 1
*
-1 | 0.11970519096694783137067957875940655206 | 0.022723692884743972537689077837375287509
f(z) = 194*z^3 - 193*z + 1
*
[ -1 ] 
f(z) = 194*z^3 - 192*z + 1
*
[ 1/6 ] 
f(z) = 194*z^3 - 187/18*z + 1
*
0 | 0.11640364990347300301445426161676586451 | 0.021969927780923472297244392055012731743
f(z) = 194/3*z^3 - 200/3*z + 1
*
-1 | 0.099423806773258150654630777334212115083 | 0.018873668153384104151481022239021526473
f(z) = 194/3*z^3 - 191/3*z + 1
*
[ -1 ] 
f(z) = 194/3*z^3 - 188/3*z + 1
*
-1 | 0.11983142148342149977467927617616967633 | 0.022747655283248664491767813932707549281
f(z) = 194/5*z^3 - 189/5*z + 1
*
[ -1 ] 
f(z) = 194/5*z^3 - 184/5*z + 1
*
-1 | 0.11989402374719729546104600679222019978 | 0.022759539100520412545761577488779960716
f(z) = 194/7*z^3 - 187/7*z + 1
*
-1 | 0.10639317549374262665671312112308452928 | 0.020196666706124880970053510579254770597
f(z) = 194/9*z^3 - 185/9*z + 1
*
-1 | 0.12001822524682651927957552908488969168 | 0.022783116329800121919320754724780311349
f(z) = 194/11*z^3 - 183/11*z + 1
*
-1 | 0.12007983339047351253378832625143124754 | 0.022794811432778738892593945730728045431
f(z) = 194/13*z^3 - 181/13*z + 1
*
[ 1/2 ] 
f(z) = 195*z^3 - 199/4*z + 1
*
0 | 0.13687017537773637828935895886993415530 | 0.025906662397520468889055209983939354189
f(z) = 195*z^3 - 197*z + 1
*
-1 | 0.11980023934466815235911503462109274933 | 0.022719561800475324835999402400503693382
f(z) = 195*z^3 - 194*z + 1
*
[ -1 ] 
f(z) = 195*z^3 - 193*z + 1
*
[ -1/2 ] 
f(z) = 195*z^3 - 183/4*z + 1
*
0 | 0.12402155703705676268583478769568688052 | 0.023429891371032439253726334208300897144
f(z) = 195/2*z^3 - 199/2*z + 1
*
-1 | 0.10699570595925638178833880428084970414 | 0.020291241213075265621869936131219796603
f(z) = 195/2*z^3 - 193/2*z + 1
*
[ -1 ] 
f(z) = 195/2*z^3 - 191/2*z + 1
*
-1 | 0.11133718589964400314536862895366904473 | 0.021114582821996270040813664199034396145
f(z) = 195/4*z^3 - 191/4*z + 1
*
[ -1 ] 
f(z) = 195/4*z^3 - 187/4*z + 1
*
-1 | 0.11998811419214667549516924130807956758 | 0.022755191397138840631590302847670111571
f(z) = 195/7*z^3 - 188/7*z + 1
*
[ -1 ] 
f(z) = 195/7*z^3 - 181/7*z + 1
*
-1 | 0.11146175983096997963911930259797141597 | 0.021138207692421995581638626515439112558
f(z) = 195/8*z^3 - 187/8*z + 1
*
-1 | 0.12011169396294081544516689485638844196 | 0.022778627729613672178411608044346608618
f(z) = 195/11*z^3 - 184/11*z + 1
*
-1 | 0.10736746822452133141374070652817773129 | 0.020361744208786915136678135700600533823
f(z) = 195/14*z^3 - 181/14*z + 1
*
-2 | 0.11102844554719224755661572292954600824 | 0.016647196543324620951413191026011740294
f(z) = 195/16*z^3 - 197/4*z + 1
*
[ 2 ] 
f(z) = 195/16*z^3 - 193/4*z + 1
*
[ -2 ] 
f(z) = 195/16*z^3 - 189/4*z + 1
*
0 | 0.13696496683293629617520872750139976916 | 0.025899782677000708206352626934601795147
f(z) = 196*z^3 - 198*z + 1
*
-1 | 0.11989480236513551329492280250016437778 | 0.022715459990142515848954908283563235835
f(z) = 196*z^3 - 195*z + 1
*
[ -1 ] 
f(z) = 196*z^3 - 194*z + 1
*
[ 1/21 ] 
f(z) = 196*z^3 - 184/9*z + 1
*
-1 | 0.099612775883319246622613219982984201022 | 0.018872794987337682657529128193819557303
f(z) = 196/3*z^3 - 193/3*z + 1
*
1/28 | 0.19354198783804458503233827997554512239 | 0.029041132866702161711636761217894936099
f(z) = 196/3*z^3 - 193/12*z + 1
*
[ -1 ] 
f(z) = 196/3*z^3 - 190/3*z + 1
*
1/28 | 0.11732505435605133373485864884711514862 | 0.017604719938075244623691182045245104726
f(z) = 196/3*z^3 - 181/12*z + 1
*
-1 | 0.12001975524184752214080357243829471291 | 0.022739133760945029147261473951624160458
f(z) = 196/5*z^3 - 191/5*z + 1
*
[ -1 ] 
f(z) = 196/5*z^3 - 186/5*z + 1
*
-1 | 0.10658025880168167187639643288596961895 | 0.020192865385235820907033036787529637235
f(z) = 196/9*z^3 - 187/9*z + 1
*
-1 | 0.12020469318685455557922728976847500106 | 0.022774172398213662312218081082920455352
f(z) = 196/11*z^3 - 185/11*z + 1
*
-1 | 0.099982736797331983930325772549081119047 | 0.018942888370656997088363167277193674618
f(z) = 196/15*z^3 - 181/15*z + 1
*
0 | 0.13705927554531167545052126717980060188 | 0.025892949694701434466637709760214009866
f(z) = 197*z^3 - 199*z + 1
*
-1 | 0.11998888496006500302377133595917835639 | 0.022711387090258401706316628328859173649
f(z) = 197*z^3 - 196*z + 1
*
[ -1 ] 
f(z) = 197*z^3 - 195*z + 1
*
[ -1/2 ] 
f(z) = 197*z^3 - 185/4*z + 1
*
-1 | 0.10718403281890932560692871973777477452 | 0.020287696314999503440958398604714341225
f(z) = 197/2*z^3 - 195/2*z + 1
*
[ -1 ] 
f(z) = 197/2*z^3 - 193/2*z + 1
*
-1 | 0.099706542198339379953116779929153289248 | 0.018872363686447601714886971910203682419
f(z) = 197/3*z^3 - 194/3*z + 1
*
[ -1 ] 
f(z) = 197/3*z^3 - 191/3*z + 1
*
-1 | 0.11152488040660919001243893607225040289 | 0.021109328001108411650063852207158399570
f(z) = 197/4*z^3 - 193/4*z + 1
*
[ -1 ] 
f(z) = 197/4*z^3 - 189/4*z + 1
*
-1 | 0.12011320866704405926532207049846614123 | 0.022734918968520600340548492006313923494
f(z) = 197/5*z^3 - 192/5*z + 1
*
[ -1 ] 
f(z) = 197/5*z^3 - 187/5*z + 1
*
-1 | 0.086964384455284140180251532178437661466 | 0.016460539649879738861216811997415940607
f(z) = 197/6*z^3 - 191/6*z + 1
*
[ -1 ] 
f(z) = 197/6*z^3 - 185/6*z + 1
*
-1 | 0.12017487280785873317347097244094343813 | 0.022746590701048962211754523790191078110
f(z) = 197/7*z^3 - 190/7*z + 1
*
[ -1 ] 
f(z) = 197/7*z^3 - 183/7*z + 1
*
-1 | 0.11164820978550120663783406201728875919 | 0.021132671673854016069277504209634424865
f(z) = 197/8*z^3 - 189/8*z + 1
*
[ -1 ] 
f(z) = 197/8*z^3 - 181/8*z + 1
*
-1 | 0.10667309634743654109355152521016724790 | 0.020190986724056881750946189381396134384
f(z) = 197/9*z^3 - 188/9*z + 1
*
-1 | 0.10743135249501845653291367159402483457 | 0.020334508758510594157068577804265342210
f(z) = 197/10*z^3 - 187/10*z + 1
*
-1 | 0.12029722761243705386280606369461417881 | 0.022769749907254237182996264055933949939
f(z) = 197/11*z^3 - 186/11*z + 1
*
-1 | 0.091426605623906892810022153835611958542 | 0.017305144817072232128554946432276889071
f(z) = 197/12*z^3 - 185/12*z + 1
*
-1 | 0.12035792679499554651773642812574250592 | 0.022781238993360896184322257714346172076
f(z) = 197/13*z^3 - 184/13*z + 1
*
-1 | 0.10755209975425389666931697671750803732 | 0.020357363689994427607991104162945025966
f(z) = 197/14*z^3 - 183/14*z + 1
*
-1 | 0.10007467430809576509629536866274109537 | 0.018942043397595958611487678811896784742
f(z) = 197/15*z^3 - 182/15*z + 1
*
-2 | 0.11121941355258005734457899097110961632 | 0.016650611879269603734006776342316790714
f(z) = 197/16*z^3 - 199/4*z + 1
*
[ 2 ] 
f(z) = 197/16*z^3 - 195/4*z + 1
*
[ -2 ] 
f(z) = 197/16*z^3 - 191/4*z + 1
*
-1 | 0.11189101685124672015678924125959038783 | 0.021178629974576883219183212641204051215
f(z) = 197/16*z^3 - 181/16*z + 1
*
0 | 0.13715310640687316616980551504384272462 | 0.025886162892547007057893433693606206096
f(z) = 198*z^3 - 200*z + 1
*
-1 | 0.12008249198638464009129331838143544977 | 0.022707342743736900599309509599213439816
f(z) = 198*z^3 - 197*z + 1
*
[ -1 ] 
f(z) = 198*z^3 - 196*z + 1
*
-1 | 0.12020619282812848593750756945400409003 | 0.022730734308691138468065929456359684494
f(z) = 198/5*z^3 - 193/5*z + 1
*
[ -1 ] 
f(z) = 198/5*z^3 - 188/5*z + 1
*
[ 2/3 ] 
f(z) = 198/5*z^3 - 181/10*z + 1
*
-1 | 0.12026755047875422349603114648946469671 | 0.022742336909367239187496063610119908613
f(z) = 198/7*z^3 - 191/7*z + 1
*
[ -1 ] 
f(z) = 198/7*z^3 - 184/7*z + 1
*
[ 2/3 ] 
f(z) = 198/7*z^3 - 183/14*z + 1
*
-1 | 0.12044970399179414743048584494880305679 | 0.022776781749611246453369238695813714497
f(z) = 198/13*z^3 - 185/13*z + 1
*
-1 | 0.12056958149296665014588529785008568263 | 0.022799450329029929588255678066542651896
f(z) = 198/17*z^3 - 181/17*z + 1
*
-1 | 0.12017562822773991952857299983659860086 | 0.022703326599747608273493136560807277287
f(z) = 199*z^3 - 198*z + 1
*
[ -1 ] 
f(z) = 199*z^3 - 197*z + 1
*
[ -1/2 ] 
f(z) = 199*z^3 - 187/4*z + 1
*
-1 | 0.10737046371225347635559400955420100268 | 0.020284201886643081853575387743369991564
f(z) = 199/2*z^3 - 197/2*z + 1
*
[ -1 ] 
f(z) = 199/2*z^3 - 195/2*z + 1
*
-1 | 0.099893696007796536017268650258379419810 | 0.018871706677688986996618234862050655706
f(z) = 199/3*z^3 - 196/3*z + 1
*
[ -1 ] 
f(z) = 199/3*z^3 - 193/3*z + 1
*
-1 | 0.11171069155653482726742300607180831871 | 0.021104148590639531267224718740014252386
f(z) = 199/4*z^3 - 195/4*z + 1
*
[ -1 ] 
f(z) = 199/4*z^3 - 191/4*z + 1
*
-1 | 0.12029871241445616143257916367639321020 | 0.022726579405091696544227952655515381501
f(z) = 199/5*z^3 - 194/5*z + 1
*
[ -1 ] 
f(z) = 199/5*z^3 - 189/5*z + 1
*
-1 | 0.087149582424401426576548240023980580282 | 0.016464115578104349133372018745101207518
f(z) = 199/6*z^3 - 193/6*z + 1
*
[ -1 ] 
f(z) = 199/6*z^3 - 187/6*z + 1
*
-1 | 0.12035976660673972827444240967796342567 | 0.022738113634520235946317627885547903426
f(z) = 199/7*z^3 - 192/7*z + 1
*
[ -1 ] 
f(z) = 199/7*z^3 - 185/7*z + 1
*
-1 | 0.11183280100625888279052182236532923798 | 0.021127217250723812567684254392031302004
f(z) = 199/8*z^3 - 191/8*z + 1
*
[ -1 ] 
f(z) = 199/8*z^3 - 183/8*z + 1
*
-1 | 0.10685738656644949220226024536390950119 | 0.020187272432777615310189150009171856560
f(z) = 199/9*z^3 - 190/9*z + 1
*
[ -1 ] 
f(z) = 199/9*z^3 - 181/9*z + 1
*
-1 | 0.10761534327313866929504175162647989120 | 0.020330464017579011565185208625104082148
f(z) = 199/10*z^3 - 189/10*z + 1
*
-1 | 0.12048092049519434164480270516710978292 | 0.022761001771981867815645288144061782752
f(z) = 199/11*z^3 - 188/11*z + 1
*
-1 | 0.091608968525289166082800808274997057654 | 0.017306573408996384157107803305747936280
f(z) = 199/12*z^3 - 187/12*z + 1
*
-1 | 0.12054102846333032041427996367042669035 | 0.022772357242737154856577044432386934866
f(z) = 199/13*z^3 - 186/13*z + 1
*
-1 | 0.10773556021323147004951597782373355785 | 0.020353175148729305341024005177319316813
f(z) = 199/14*z^3 - 185/14*z + 1
*
-1 | 0.10025719076522960888925022502117049660 | 0.018940377341757911491656134064064472307
f(z) = 199/15*z^3 - 184/15*z + 1
*
[ 2 ] 
f(z) = 199/16*z^3 - 197/4*z + 1
*
[ -2 ] 
f(z) = 199/16*z^3 - 193/4*z + 1
*
-1 | 0.11207324291776357781595025998345485598 | 0.021172641030284289631675475292015722702
f(z) = 199/16*z^3 - 183/16*z + 1
*
-1 | 0.12066032652646987311342296403285677251 | 0.022794894781588558896488028023966512279
f(z) = 199/17*z^3 - 182/17*z + 1
*
-1 | 0.094290789095006305959726009109290479542 | 0.017813217303221146495937053138255305807
f(z) = 199/18*z^3 - 181/18*z + 1
*
[ 2/3 ] 
f(z) = 181/16*z^3 - 199/36*z + 1
*
[ 1/6 ] 
f(z) = 183/2*z^3 - 181/24*z + 1
*
-2/3 | 0.15777543417424452045920919308245733313 | 0.025011568167044773031182646772108670156
f(z) = 183/10*z^3 - 199/30*z + 1
*
[ 1/8 ] 
f(z) = 184/3*z^3 - 191/24*z + 1
*
[ 1/6 ] 
f(z) = 184/3*z^3 - 181/27*z + 1
*
[ 2/5 ] 
f(z) = 185/6*z^3 - 193/30*z + 1
*
[ 1/6 ] 
f(z) = 186/5*z^3 - 181/30*z + 1
*
[ 1/6 ] 
f(z) = 188/3*z^3 - 182/27*z + 1
*
[ 1/7 ] 
f(z) = 189/4*z^3 - 195/28*z + 1
*
[ 5/21 ] 
f(z) = 189/5*z^3 - 187/35*z + 1
*
[ 1/9 ] 
f(z) = 189/8*z^3 - 199/24*z + 1
*
[ 1/6 ] 
f(z) = 189/8*z^3 - 181/32*z + 1
*
[ 5/9 ] 
f(z) = 189/10*z^3 - 199/30*z + 1
*
[ 2/3 ] 
f(z) = 189/13*z^3 - 181/26*z + 1
*
2/3 | 0.16684211028069623689565176300864037082 | 0.023212307775845365872386317562207815876
f(z) = 189/16*z^3 - 185/28*z + 1
*
[ 2/3 ] 
f(z) = 189/17*z^3 - 185/34*z + 1
*
[ 2/3 ] 
f(z) = 189/19*z^3 - 187/38*z + 1
*
[ -2/5 ] 
f(z) = 190/3*z^3 - 199/30*z + 1
*
[ 7/16 ] 
f(z) = 192/7*z^3 - 183/28*z + 1
*
11/24 | 0.18622045294703320298298243010565692566 | 0.029297875820851824254551968761698099886
f(z) = 192/13*z^3 - 199/39*z + 1
*
[ 1/6 ] 
f(z) = 195/2*z^3 - 185/24*z + 1
*
[ 1/6 ] 
f(z) = 196/3*z^3 - 184/27*z + 1
*
5/28 | 0.14524016417377317530295874030681248347 | 0.021793404896108341680886798015262523752
f(z) = 196/5*z^3 - 197/20*z + 1
*
3/7 | 0.15178103484766374673432374532387574907 | 0.025418586375872254967033600099044847300
f(z) = 196/15*z^3 - 197/30*z + 1
*
-5/7 | 0.16866668669501507297205366257782498963 | 0.028246406073014167671828848741657907596
f(z) = 196/19*z^3 - 181/38*z + 1
*
[ 2/3 ] 
f(z) = 198/13*z^3 - 189/26*z + 1
*
[ 2/3 ] 
f(z) = 198/17*z^3 - 193/34*z + 1
*
[ 1/6 ] 
f(z) = 198/17*z^3 - 181/34*z + 1
*
[ 2/3 ] 
f(z) = 198/19*z^3 - 195/38*z + 1
*
[ 3/14 ] 
f(z) = 182/9*z^3 - 193/42*z + 1
*
[ 1/5 ] 
f(z) = 185/8*z^3 - 197/40*z + 1
*
[ 8/21 ] 
f(z) = 189/16*z^3 - 187/56*z + 1
*
[ -3/4 ] 
f(z) = 192/19*z^3 - 191/57*z + 1
*
[ 1/5 ] 
f(z) = 195/8*z^3 - 199/40*z + 1
*
[ 11/28 ] 
f(z) = 196/11*z^3 - 189/44*z + 1
*
[ 1/4 ] 
f(z) = 196/11*z^3 - 181/44*z + 1
*
[ 3/7 ] 
f(z) = 196/19*z^3 - 184/57*z + 1
*
-1 | 0.11832059740528125270133318247336248295 | 0.022784821981526376009252352594563140461
f(z) = 180*z^3 - 179*z + 1
*
[ -1 ] 
f(z) = 180*z^3 - 178*z + 1
*
[ -3/10 ] 
f(z) = 180*z^3 - 178/15*z + 1
*
[ 2/3 ] 
f(z) = 180*z^3 - 161/2*z + 1
*
-1 | 0.11852394586577831070096025650653631182 | 0.022823980493013371840227492803777819642
f(z) = 180/7*z^3 - 173/7*z + 1
*
[ 2/3 ] 
f(z) = 180/7*z^3 - 167/14*z + 1
*
[ -1 ] 
f(z) = 180/7*z^3 - 166/7*z + 1
*
-1 | 0.11865755833963059848292984837560856390 | 0.022849710048965561788481207312292470826
f(z) = 180/11*z^3 - 169/11*z + 1
*
-1 | 0.11872379542226623866631580900611492673 | 0.022862465225743948728605165265314200120
f(z) = 180/13*z^3 - 167/13*z + 1
*
-1 | 0.11885515807808947666946574967148003019 | 0.022887761537574600462959178471414250769
f(z) = 180/17*z^3 - 163/17*z + 1
*
-1 | 0.11892029403060184269977956587527165647 | 0.022900304671358044090546688155415639700
f(z) = 180/19*z^3 - 161/19*z + 1
*
-1 | 0.11842300443264925178166719470084096567 | 0.022780238926829479948542054973477581396
f(z) = 181*z^3 - 180*z + 1
*
[ -1 ] 
f(z) = 181*z^3 - 179*z + 1
*
[ -1/2 ] 
f(z) = 181*z^3 - 169/4*z + 1
*
-1 | 0.10562089870791004799349452373086887049 | 0.020317583730963779620218733284364942137
f(z) = 181/2*z^3 - 179/2*z + 1
*
[ -1 ] 
f(z) = 181/2*z^3 - 177/2*z + 1
*
-1 | 0.098147172683373266318648469988019818846 | 0.018879913192808842693732208287753383299
f(z) = 181/3*z^3 - 178/3*z + 1
*
[ -1 ] 
f(z) = 181/3*z^3 - 175/3*z + 1
*
-1 | 0.10996719298084409954492473765751069967 | 0.021153651203310827555117456160827146123
f(z) = 181/4*z^3 - 177/4*z + 1
*
[ -1 ] 
f(z) = 181/4*z^3 - 173/4*z + 1
*
-1 | 0.11855822183343388984496844470393555345 | 0.022806249791118020831210843879556981951
f(z) = 181/5*z^3 - 176/5*z + 1
*
[ -1 ] 
f(z) = 181/5*z^3 - 171/5*z + 1
*
-1 | 0.085412083258634043707021301081527427430 | 0.016430149472998032563978541734225321986
f(z) = 181/6*z^3 - 175/6*z + 1
*
[ -1 ] 
f(z) = 181/6*z^3 - 169/6*z + 1
*
-1 | 0.11862524244903322323120538236323270991 | 0.022819142097335807392702893011223462108
f(z) = 181/7*z^3 - 174/7*z + 1
*
[ -1 ] 
f(z) = 181/7*z^3 - 167/7*z + 1
*
-1 | 0.11010123561924904012582497573370080022 | 0.021179436086441231384924883418665834957
f(z) = 181/8*z^3 - 173/8*z + 1
*
[ -1 ] 
f(z) = 181/8*z^3 - 165/8*z + 1
*
-1 | 0.10512876388025250193271320906966497683 | 0.020222915055633650208924391053214023504
f(z) = 181/9*z^3 - 172/9*z + 1
*
[ -1 ] 
f(z) = 181/9*z^3 - 163/9*z + 1
*
-1 | 0.10588899524368757839179768682301265881 | 0.020369155663036663639712165602828230145
f(z) = 181/10*z^3 - 171/10*z + 1
*
[ -1 ] 
f(z) = 181/10*z^3 - 161/10*z + 1
*
-1 | 0.11875813565938287184152176670189868423 | 0.022844705872702105779387036798743243526
f(z) = 181/11*z^3 - 170/11*z + 1
*
-1 | 0.089889079162616334624972107143488199828 | 0.017291359141303286851366922742435170845
f(z) = 181/12*z^3 - 169/12*z + 1
*
-1 | 0.11882401915111949605737742065957611106 | 0.022857379438030771878588093999899475826
f(z) = 181/13*z^3 - 168/13*z + 1
*
-1 | 0.10602076354576361696087593699933486365 | 0.020394503047344768783980378376356789040
f(z) = 181/14*z^3 - 167/14*z + 1
*
-1 | 0.098545895909034630306962082911050281595 | 0.018956612904910876061241838965217479648
f(z) = 181/15*z^3 - 166/15*z + 1
*
[ 2 ] 
f(z) = 181/16*z^3 - 179/4*z + 1
*
[ -2 ] 
f(z) = 181/16*z^3 - 175/4*z + 1
*
-1 | 0.11036478277340954567150409434380316112 | 0.021230132884491788746390649508786068808
f(z) = 181/16*z^3 - 165/16*z + 1
*
-1 | 0.11895468628392384305620906897444314466 | 0.022882514997793230713757057317483505487
f(z) = 181/17*z^3 - 164/17*z + 1
*
-1 | 0.092587954092260255170197005970133168095 | 0.017810523606226862810143742180610827851
f(z) = 181/18*z^3 - 163/18*z + 1
*
-1 | 0.11901948014226181132075109112860542234 | 0.022894978957654758433672236613879317185
f(z) = 181/19*z^3 - 162/19*z + 1
*
[ -1 ] 
f(z) = 182*z^3 - 180*z + 1
*
[ 1/13 ] 
f(z) = 182*z^3 - 170/13*z + 1
*
-1 | 0.098248646126520970780220235551878888645 | 0.018879423496995809843027264608850156044
f(z) = 182/3*z^3 - 179/3*z + 1
*
[ -1 ] 
f(z) = 182/3*z^3 - 176/3*z + 1
*
-1 | 0.11865932918044598523492125599767779285 | 0.022801532802622037355132261790787993564
f(z) = 182/5*z^3 - 177/5*z + 1
*
[ -1 ] 
f(z) = 182/5*z^3 - 172/5*z + 1
*
-1 | 0.10522915153944084672308240641198515086 | 0.020220794835017855866717562885263229299
f(z) = 182/9*z^3 - 173/9*z + 1
*
[ -1 ] 
f(z) = 182/9*z^3 - 164/9*z + 1
*
-1 | 0.11885816954889910248439741532181608865 | 0.022839741894271919581520667917282518318
f(z) = 182/11*z^3 - 171/11*z + 1
*
-1 | 0.098645233981569310876839573286030946308 | 0.018955631672522023893617134512396474750
f(z) = 182/15*z^3 - 167/15*z + 1
*
-1 | 0.11905368214587841641331740618110661000 | 0.022877311522586355441918433586968048267
f(z) = 182/17*z^3 - 165/17*z + 1
*
-1 | 0.11911813748719315934415366282259873600 | 0.022889697237131036188510576220349397151
f(z) = 182/19*z^3 - 163/19*z + 1
*
[ -1/2 ] 
f(z) = 183*z^3 - 171/4*z + 1
*
[ -1 ] 
f(z) = 183/2*z^3 - 179/2*z + 1
*
-1 | 0.11016922168448892674793021946606328161 | 0.021147809678772079562670795081639612045
f(z) = 183/4*z^3 - 179/4*z + 1
*
[ -1 ] 
f(z) = 183/4*z^3 - 175/4*z + 1
*
-1 | 0.11875988747098930509558473667741556994 | 0.022796852508421363402362044274368249219
f(z) = 183/5*z^3 - 178/5*z + 1
*
[ -1 ] 
f(z) = 183/5*z^3 - 173/5*z + 1
*
-1 | 0.11882618817848383575913208468352934501 | 0.022809579427266971261370536120564805221
f(z) = 183/7*z^3 - 176/7*z + 1
*
[ -1 ] 
f(z) = 183/7*z^3 - 169/7*z + 1
*
-1 | 0.11030182446202535352895097245093787499 | 0.021173263778014497352843973005261969957
f(z) = 183/8*z^3 - 175/8*z + 1
*
[ -1 ] 
f(z) = 183/8*z^3 - 167/8*z + 1
*
-1 | 0.10608952847797627963910952137725972936 | 0.020364681921673147357814136609054373965
f(z) = 183/10*z^3 - 173/10*z + 1
*
[ -1 ] 
f(z) = 183/10*z^3 - 163/10*z + 1
*
-1 | 0.11895766585038718337337971721926441880 | 0.022834817554031476715016648897912542980
f(z) = 183/11*z^3 - 172/11*z + 1
*
[ -1 ] 
f(z) = 183/11*z^3 - 161/11*z + 1
*
-1 | 0.11902285336960842574115229817542870971 | 0.022847330788025905705421365821802027578
f(z) = 183/13*z^3 - 170/13*z + 1
*
-1 | 0.10621990479405599230608822842610505607 | 0.020389708634914068679759278581298748625
f(z) = 183/14*z^3 - 169/14*z + 1
*
[ -2 ] 
f(z) = 183/16*z^3 - 177/4*z + 1
*
-1 | 0.11056258731640784582580097364635211960 | 0.021223319166728845670516316249368930149
f(z) = 183/16*z^3 - 167/16*z + 1
*
-1 | 0.11915215133127325615528583377079819265 | 0.022872150503036436476517501996254545672
f(z) = 183/17*z^3 - 166/17*z + 1
*
-1 | 0.11921627167685942906510338894952070079 | 0.022884458885035148502168456254868504269
f(z) = 183/19*z^3 - 164/19*z + 1
*
[ -1 ] 
f(z) = 184/3*z^3 - 178/3*z + 1
*
-1 | 0.11885990263638493091236502059182610166 | 0.022792208410805319104451922932407967467
f(z) = 184/5*z^3 - 179/5*z + 1
*
[ -1 ] 
f(z) = 184/5*z^3 - 174/5*z + 1
*
-1 | 0.11892584915903006859304339341819155433 | 0.022804854112633748480081901225186116336
f(z) = 184/7*z^3 - 177/7*z + 1
*
[ -1 ] 
f(z) = 184/7*z^3 - 170/7*z + 1
*
-1 | 0.10542830862611120381393465340091829328 | 0.020216607361324313369626226310943771233
f(z) = 184/9*z^3 - 175/9*z + 1
*
[ -1 ] 
f(z) = 184/9*z^3 - 166/9*z + 1
*
-1 | 0.11905663031232678306028662726777277216 | 0.022829932303310574148553705822495367405
f(z) = 184/11*z^3 - 173/11*z + 1
*
[ -1 ] 
f(z) = 184/11*z^3 - 162/11*z + 1
*
-1 | 0.11912147533206685409049739997069360119 | 0.022842366784338544098689427864737769689
f(z) = 184/13*z^3 - 171/13*z + 1
*
-1 | 0.098842324995636268567032895409491338175 | 0.018953699449013890925028203297077128798
f(z) = 184/15*z^3 - 169/15*z + 1
*
-1 | 0.11925009941736116182712045980799011904 | 0.022867031342306805830340124201533642164
f(z) = 184/17*z^3 - 167/17*z + 1
*
-1 | 0.11931388823381466453962117227332163099 | 0.022879263289049472795248113851873122912
f(z) = 184/19*z^3 - 165/19*z + 1
*
[ -1/2 ] 
f(z) = 185*z^3 - 173/4*z + 1
*
[ 2/5 ] 
f(z) = 185/2*z^3 - 163/10*z + 1
*
[ -1/2 ] 
f(z) = 185/2*z^3 - 161/8*z + 1
*
[ -1 ] 
f(z) = 185/3*z^3 - 179/3*z + 1
*
[ -1 ] 
f(z) = 185/4*z^3 - 177/4*z + 1
*
-1 | 0.085811494037235556084151891597344476617 | 0.016437863033205799422272372313246954841
f(z) = 185/6*z^3 - 179/6*z + 1
*
[ -1 ] 
f(z) = 185/6*z^3 - 173/6*z + 1
*
-1 | 0.11902497661452238822195462945263243546 | 0.022800165468172194831029569347045563479
f(z) = 185/7*z^3 - 178/7*z + 1
*
[ -1 ] 
f(z) = 185/7*z^3 - 171/7*z + 1
*
-1 | 0.11050026356616095161693134999236314908 | 0.021167189990253784145617193178056383177
f(z) = 185/8*z^3 - 177/8*z + 1
*
[ -1 ] 
f(z) = 185/8*z^3 - 169/8*z + 1
*
-1 | 0.10552708957675575738106185641576497382 | 0.020214539604716017078392108373498037582
f(z) = 185/9*z^3 - 176/9*z + 1
*
[ -1 ] 
f(z) = 185/9*z^3 - 167/9*z + 1
*
-1 | 0.11915506859146406027994909375756467595 | 0.022825085604136244789799650089373719999
f(z) = 185/11*z^3 - 174/11*z + 1
*
[ -1 ] 
f(z) = 185/11*z^3 - 163/11*z + 1
*
-1 | 0.090286355114537727771988041668851532056 | 0.017295057681855066940767555526609791220
f(z) = 185/12*z^3 - 173/12*z + 1
*
[ -1 ] 
f(z) = 185/12*z^3 - 161/12*z + 1
*
-1 | 0.11921957469305286674359072055370747276 | 0.022837442252562185876179638980918299079
f(z) = 185/13*z^3 - 172/13*z + 1
*
-1 | 0.10641563605730201775584810628768517274 | 0.020384747634651012718589593548754952866
f(z) = 185/14*z^3 - 171/14*z + 1
*
[ -2 ] 
f(z) = 185/16*z^3 - 179/4*z + 1
*
-1 | 0.11075830035709528509086540511579421833 | 0.021216618956320567909177037608426377186
f(z) = 185/16*z^3 - 169/16*z + 1
*
-1 | 0.11934753189322704649252680813269734628 | 0.022861953455334893407742625181144652820
f(z) = 185/17*z^3 - 168/17*z + 1
*
-1 | 0.092980131336484899776741665486620817571 | 0.017811071592057587534016886455118963823
f(z) = 185/18*z^3 - 167/18*z + 1
*
-1 | 0.11941099259357292013881502070324078852 | 0.022874109848974003534676762880342272453
f(z) = 185/19*z^3 - 166/19*z + 1
*
[ -1 ] 
f(z) = 186/5*z^3 - 176/5*z + 1
*
-1 | 0.11912357622742410908050281305147688545 | 0.022795512998485971727062193027764425559
f(z) = 186/7*z^3 - 179/7*z + 1
*
[ -1 ] 
f(z) = 186/7*z^3 - 172/7*z + 1
*
-1 | 0.11925298625475358404669164358789620019 | 0.022820276928965120175461708187906492498
f(z) = 186/11*z^3 - 175/11*z + 1
*
[ -1 ] 
f(z) = 186/11*z^3 - 164/11*z + 1
*
-1 | 0.11931715696362362211351390310316651207 | 0.022832556649525022669382178045773606597
f(z) = 186/13*z^3 - 173/13*z + 1
*
-1 | 0.11944445416163748113004249824198302606 | 0.022856916268534913718856054723141896882
f(z) = 186/17*z^3 - 169/17*z + 1
*
-1 | 0.11950759010642886052424515638703460517 | 0.022868997976419639325239558709739095221
f(z) = 186/19*z^3 - 167/19*z + 1
*
[ -1/2 ] 
f(z) = 187*z^3 - 175/4*z + 1
*
[ -1/2 ] 
f(z) = 187/2*z^3 - 163/8*z + 1
*
[ -1 ] 
f(z) = 187/4*z^3 - 179/4*z + 1
*
[ -1 ] 
f(z) = 187/5*z^3 - 177/5*z + 1
*
[ -1 ] 
f(z) = 187/6*z^3 - 175/6*z + 1
*
-1 | 0.11922165358988701831159147086636401856 | 0.022790896217630787433057792145847687628
f(z) = 187/7*z^3 - 180/7*z + 1
*
[ -1 ] 
f(z) = 187/7*z^3 - 173/7*z + 1
*
-1 | 0.11069659852699264711865483999179780598 | 0.021161212017339721468787984695857090605
f(z) = 187/8*z^3 - 179/8*z + 1
*
[ -1 ] 
f(z) = 187/8*z^3 - 171/8*z + 1
*
-1 | 0.10572308441496305555443097729912477098 | 0.020210454830611659237040577551065394662
f(z) = 187/9*z^3 - 178/9*z + 1
*
[ -1 ] 
f(z) = 187/9*z^3 - 169/9*z + 1
*
-1 | 0.10648227920347076564270223322799509345 | 0.020355585594301327438501977971061679885
f(z) = 187/10*z^3 - 177/10*z + 1
*
[ -1 ] 
f(z) = 187/10*z^3 - 167/10*z + 1
*
-1 | 0.090480307123341974095988342893044623643 | 0.017296583525682339830936889529452336464
f(z) = 187/12*z^3 - 175/12*z + 1
*
[ -1 ] 
f(z) = 187/12*z^3 - 163/12*z + 1
*
-1 | 0.11941422756809309205413942907702306150 | 0.022827709442572361395764270080645672087
f(z) = 187/13*z^3 - 174/13*z + 1
*
[ -1 ] 
f(z) = 187/13*z^3 - 161/13*z + 1
*
-1 | 0.10661061011717164050878808288031730467 | 0.020380117853732415100190840717276170005
f(z) = 187/14*z^3 - 173/14*z + 1
*
-1 | 0.099134081857264331975759423816782996371 | 0.018950874301836360164463070985542858808
f(z) = 187/15*z^3 - 172/15*z + 1
*
-1 | 0.11095196568197515384991695917168599555 | 0.021210029041356335455970931897369269589
f(z) = 187/16*z^3 - 171/16*z + 1
*
-1 | 0.093173147030180581422946922300208769221 | 0.017811357755023000142705839772403987213
f(z) = 187/18*z^3 - 169/18*z + 1
*
-1 | 0.11960368603923098028544122496374241849 | 0.022863927094510892107853609511993335193
f(z) = 187/19*z^3 - 168/19*z + 1
*
[ -1 ] 
f(z) = 188/5*z^3 - 178/5*z + 1
*
[ -1 ] 
f(z) = 188/7*z^3 - 174/7*z + 1
*
-1 | 0.10582030928527922823295465385580500765 | 0.020208437339022922549083215183220156384
f(z) = 188/9*z^3 - 179/9*z + 1
*
[ -1 ] 
f(z) = 188/9*z^3 - 170/9*z + 1
*
-1 | 0.11944728156394494299361254561005457119 | 0.022810771591057913310493581572582385890
f(z) = 188/11*z^3 - 177/11*z + 1
*
[ -1 ] 
f(z) = 188/11*z^3 - 166/11*z + 1
*
-1 | 0.11951079184584351453247193259105999571 | 0.022822900109305492330404817928328160987
f(z) = 188/13*z^3 - 175/13*z + 1
*
[ -1 ] 
f(z) = 188/13*z^3 - 162/13*z + 1
*
-1 | 0.099229287523225961342426082287396486819 | 0.018949754094018282558543549078195217379
f(z) = 188/15*z^3 - 173/15*z + 1
*
-1 | 0.11963678926632746998313319096663522904 | 0.022846961756771143264599279789024744922
f(z) = 188/17*z^3 - 171/17*z + 1
*
-1 | 0.11969928557710891602907022538006167665 | 0.022858896637597678949036119744274704314
f(z) = 188/19*z^3 - 169/19*z + 1
*
[ -1/2 ] 
f(z) = 189*z^3 - 177/4*z + 1
*
1/18 | 0.14879209208461215199675269511503097838 | 0.019256989964690761792504642297650209234
f(z) = 189*z^3 - 175/12*z + 1
*
[ 2/3 ] 
f(z) = 189*z^3 - 169/2*z + 1
*
[ -2/3 ] 
f(z) = 189*z^3 - 163/2*z + 1
*
2/9 | 0.10562728298522828716048200513256058431 | 0.013670508290772612109377851084354075148
f(z) = 189*z^3 - 163/12*z + 1
*
[ -1/2 ] 
f(z) = 189/2*z^3 - 165/8*z + 1
*
-5/9 | 0.18444937210500030232647764830545004172 | 0.029091312222093644275267715258215233877
f(z) = 189/4*z^3 - 163/12*z + 1
*
[ -1 ] 
f(z) = 189/5*z^3 - 179/5*z + 1
*
[ 2/3 ] 
f(z) = 189/5*z^3 - 173/10*z + 1
*
[ -1 ] 
f(z) = 189/8*z^3 - 173/8*z + 1
*
[ 4/3 ] 
f(z) = 189/8*z^3 - 167/4*z + 1
*
[ -4/3 ] 
f(z) = 189/8*z^3 - 161/4*z + 1
*
-1 | 0.10667654195313888589760263299382015257 | 0.020351333562389615619821196801035421253
f(z) = 189/10*z^3 - 179/10*z + 1
*
[ -1 ] 
f(z) = 189/10*z^3 - 169/10*z + 1
*
-1 | 0.11954366991156906572946728438693769963 | 0.022806073923086663353287748847315927344
f(z) = 189/11*z^3 - 178/11*z + 1
*
[ -1 ] 
f(z) = 189/11*z^3 - 167/11*z + 1
*
-1 | 0.11960685505308979317519668869489329201 | 0.022818128137328441006822891875373597606
f(z) = 189/13*z^3 - 176/13*z + 1
*
[ -1 ] 
f(z) = 189/13*z^3 - 163/13*z + 1
*
-1 | 0.11114362571616766214649557545465174560 | 0.021203546336145151063456853502712997692
f(z) = 189/16*z^3 - 173/16*z + 1
*
-1 | 0.11973221249252757803660580242610923144 | 0.022842043339469565038512198758301926073
f(z) = 189/17*z^3 - 172/17*z + 1
*
-1 | 0.11979439382515627054650810079487740379 | 0.022853906050975870916489260670044879187
f(z) = 189/19*z^3 - 170/19*z + 1
*
[ -1 ] 
f(z) = 190/7*z^3 - 176/7*z + 1
*
[ -1 ] 
f(z) = 190/9*z^3 - 172/9*z + 1
*
-1 | 0.11963955905033014013054008935711106191 | 0.022801412268167469043250756699093792105
f(z) = 190/11*z^3 - 179/11*z + 1
*
[ -1 ] 
f(z) = 190/11*z^3 - 168/11*z + 1
*
-1 | 0.11970242236459830317034646841532965131 | 0.022813393024002324358261766986151536644
f(z) = 190/13*z^3 - 177/13*z + 1
*
[ -1 ] 
f(z) = 190/13*z^3 - 164/13*z + 1
*
-1 | 0.11982714629448782753286152986396075658 | 0.022837163437130650013972646148451996108
f(z) = 190/17*z^3 - 173/17*z + 1
*
[ -1/2 ] 
f(z) = 191*z^3 - 179/4*z + 1
*
[ -1/2 ] 
f(z) = 191/2*z^3 - 167/8*z + 1
*
[ -1 ] 
f(z) = 191/6*z^3 - 179/6*z + 1
*
[ -1 ] 
f(z) = 191/7*z^3 - 177/7*z + 1
*
[ -1 ] 
f(z) = 191/8*z^3 - 175/8*z + 1
*
[ -1 ] 
f(z) = 191/9*z^3 - 173/9*z + 1
*
[ -1 ] 
f(z) = 191/10*z^3 - 171/10*z + 1
*
-1 | 0.11973495412561920538127668653135464140 | 0.022796786147165564919223557182296145909
f(z) = 191/11*z^3 - 180/11*z + 1
*
[ -1 ] 
f(z) = 191/11*z^3 - 169/11*z + 1
*
-1 | 0.090864223716130773131087657950502145859 | 0.017299979706106815670733047486182941368
f(z) = 191/12*z^3 - 179/12*z + 1
*
[ -1 ] 
f(z) = 191/12*z^3 - 167/12*z + 1
*
-1 | 0.11979749887536151044811074270853987236 | 0.022808694276207042877916565893565191224
f(z) = 191/13*z^3 - 178/13*z + 1
*
[ -1 ] 
f(z) = 191/13*z^3 - 165/13*z + 1
*
-1 | 0.10699323956976603090640696892609454028 | 0.020370843413907685285148146547609450924
f(z) = 191/14*z^3 - 177/14*z + 1
*
[ -1 ] 
f(z) = 191/14*z^3 - 163/14*z + 1
*
-1 | 0.099516072851295758917148760207000139926 | 0.018947237651392937274667438197966195116
f(z) = 191/15*z^3 - 176/15*z + 1
*
[ -1 ] 
f(z) = 191/15*z^3 - 161/15*z + 1
*
-1 | 0.11133332157929072503689181107695241891 | 0.021197167874920906306271076598575825157
f(z) = 191/16*z^3 - 175/16*z + 1
*
-1 | 0.11992159566948839815382140263551701556 | 0.022832321529400721424900705334372591339
f(z) = 191/17*z^3 - 174/17*z + 1
*
-1 | 0.093553242684860121307807347476411788139 | 0.017811952093981797218508323339116172730
f(z) = 191/18*z^3 - 173/18*z + 1
*
-1 | 0.11998315648174990782452914214256904415 | 0.022844042322901832946164232774071936228
f(z) = 191/19*z^3 - 172/19*z + 1
*
3/32 | 0.18551166703312681917706372723881703656 | 0.023102082724831992471882987924466125183
f(z) = 192*z^3 - 171/16*z + 1
*
11/48 | 0.12525470380932141727997451024908755968 | 0.016177757685068662757224066370197862943
f(z) = 192*z^3 - 169/12*z + 1
*
[ 1/12 ] 
f(z) = 192/5*z^3 - 169/15*z + 1
*
[ -1 ] 
f(z) = 192/7*z^3 - 178/7*z + 1
*
[ -1 ] 
f(z) = 192/11*z^3 - 170/11*z + 1
*
-1 | 0.11989208960222976066038109953595264414 | 0.022804031410110051423451653867032140121
f(z) = 192/13*z^3 - 179/13*z + 1
*
[ -1 ] 
f(z) = 192/13*z^3 - 166/13*z + 1
*
-1 | 0.12001556553862556481018790924819789959 | 0.022827517105799438267257530293098195881
f(z) = 192/17*z^3 - 175/17*z + 1
*
-1 | 0.12007682071485284634305193571802813892 | 0.022839168124372499951644205780994955125
f(z) = 192/19*z^3 - 173/19*z + 1
*
[ -1/2 ] 
f(z) = 193/2*z^3 - 169/8*z + 1
*
[ -1 ] 
f(z) = 193/7*z^3 - 179/7*z + 1
*
[ -1 ] 
f(z) = 193/8*z^3 - 177/8*z + 1
*
[ -1 ] 
f(z) = 193/9*z^3 - 175/9*z + 1
*
[ -1 ] 
f(z) = 193/10*z^3 - 173/10*z + 1
*
[ -1 ] 
f(z) = 193/11*z^3 - 171/11*z + 1
*
[ -1 ] 
f(z) = 193/12*z^3 - 169/12*z + 1
*
-1 | 0.11998619948550154612796198388925495364 | 0.022799403950941961644094860695157574534
f(z) = 193/13*z^3 - 180/13*z + 1
*
[ -1 ] 
f(z) = 193/13*z^3 - 167/13*z + 1
*
-1 | 0.10718097673923655912011780026676758169 | 0.020366195404244359282918666575332501562
f(z) = 193/14*z^3 - 179/14*z + 1
*
[ -1 ] 
f(z) = 193/14*z^3 - 165/14*z + 1
*
-1 | 0.099703118865433294691423200820465734777 | 0.018945276139498635452809391242931300010
f(z) = 193/15*z^3 - 178/15*z + 1
*
[ -1 ] 
f(z) = 193/15*z^3 - 163/15*z + 1
*
-1 | 0.11152109313850156222301349044855803273 | 0.021190890805926011182058119503350386114
f(z) = 193/16*z^3 - 177/16*z + 1
*
[ -1 ] 
f(z) = 193/16*z^3 - 161/16*z + 1
*
-1 | 0.12010906074835313056603988684643312652 | 0.022822749665479862395453858791870066059
f(z) = 193/17*z^3 - 176/17*z + 1
*
-1 | 0.093741054998028703025810344508079907837 | 0.017812383331182811156072828528206160361
f(z) = 193/18*z^3 - 175/18*z + 1
*
-1 | 0.12017001331031397365880468482066698465 | 0.022834331681477943925277476318685982772
f(z) = 193/19*z^3 - 174/19*z + 1
*
[ -1 ] 
f(z) = 194/7*z^3 - 180/7*z + 1
*
[ -1 ] 
f(z) = 194/9*z^3 - 176/9*z + 1
*
[ -1 ] 
f(z) = 194/11*z^3 - 172/11*z + 1
*
[ -1 ] 
f(z) = 194/13*z^3 - 168/13*z + 1
*
-1 | 0.099796446908083173914611968037967666291 | 0.018944406606010034759030774114312787081
f(z) = 194/15*z^3 - 179/15*z + 1
*
[ -1 ] 
f(z) = 194/15*z^3 - 164/15*z + 1
*
-1 | 0.12020208607198505416064654124359881344 | 0.022818018716995609157970956840057638958
f(z) = 194/17*z^3 - 177/17*z + 1
*
-1 | 0.12026273899682513071242999986781910525 | 0.022829532490337384400334846492297144771
f(z) = 194/19*z^3 - 175/19*z + 1
*
[ 1/13 ] 
f(z) = 195*z^3 - 171/13*z + 1
*
[ -1/2 ] 
f(z) = 195/2*z^3 - 171/8*z + 1
*
[ 2/5 ] 
f(z) = 195/2*z^3 - 171/10*z + 1
*
[ -1 ] 
f(z) = 195/8*z^3 - 179/8*z + 1
*
[ -1 ] 
f(z) = 195/11*z^3 - 173/11*z + 1
*
[ -1 ] 
f(z) = 195/14*z^3 - 167/14*z + 1
*
-1 | 0.11170697905887053954872577209329343440 | 0.021184712385846880377998759010129496264
f(z) = 195/16*z^3 - 179/16*z + 1
*
[ -1 ] 
f(z) = 195/16*z^3 - 163/16*z + 1
*
-1 | 0.12029464621116043904488219328297308624 | 0.022813323778074836076228032454666255699
f(z) = 195/17*z^3 - 178/17*z + 1
*
[ -1 ] 
f(z) = 195/17*z^3 - 161/17*z + 1
*
-1 | 0.12035500243227815349806072372710218830 | 0.022824770056506566915815042734601675468
f(z) = 195/19*z^3 - 176/19*z + 1
*
1/28 | 0.17923775820117834639958594211691522137 | 0.026894771562468446358529025739197832306
f(z) = 196*z^3 - 165/4*z + 1
*
[ 1/8 ] 
f(z) = 196*z^3 - 161/16*z + 1
*
3/7 | 0.10219729192542633582442757953061142897 | 0.015334786867576280028572931384155021243
f(z) = 196/3*z^3 - 169/12*z + 1
*
[ -1 ] 
f(z) = 196/9*z^3 - 178/9*z + 1
*
[ -1 ] 
f(z) = 196/11*z^3 - 174/11*z + 1
*
[ -1 ] 
f(z) = 196/15*z^3 - 166/15*z + 1
*
-1 | 0.12038674579727201009875828546097983904 | 0.022808664375400833820484006328479187809
f(z) = 196/17*z^3 - 179/17*z + 1
*
[ -1 ] 
f(z) = 196/17*z^3 - 162/17*z + 1
*
-1 | 0.12044680820517199982208878231298027207 | 0.022820043894751545702785672117263357247
f(z) = 196/19*z^3 - 177/19*z + 1
*
[ -1/3 ] 
f(z) = 197*z^3 - 161/9*z + 1
*
[ -1/2 ] 
f(z) = 197/2*z^3 - 173/8*z + 1
*
[ -1/2 ] 
f(z) = 197/3*z^3 - 161/12*z + 1
*
[ -1 ] 
f(z) = 197/9*z^3 - 179/9*z + 1
*
[ -1 ] 
f(z) = 197/10*z^3 - 177/10*z + 1
*
[ -1 ] 
f(z) = 197/11*z^3 - 175/11*z + 1
*
[ -1 ] 
f(z) = 197/12*z^3 - 173/12*z + 1
*
[ -1 ] 
f(z) = 197/13*z^3 - 171/13*z + 1
*
[ -1 ] 
f(z) = 197/14*z^3 - 169/14*z + 1
*
[ -1 ] 
f(z) = 197/15*z^3 - 167/15*z + 1
*
[ -1 ] 
f(z) = 197/16*z^3 - 165/16*z + 1
*
-1 | 0.12047838939285916506466289436276595688 | 0.022804040044398993050481542644155273882
f(z) = 197/17*z^3 - 180/17*z + 1
*
[ -1 ] 
f(z) = 197/17*z^3 - 163/17*z + 1
*
-1 | 0.094109139450570320864075794700605613889 | 0.017812892381693256371407671140424010751
f(z) = 197/18*z^3 - 179/18*z + 1
*
[ -1 ] 
f(z) = 197/18*z^3 - 161/18*z + 1
*
-1 | 0.12053816083598507339980782024172285104 | 0.022815353528829052324861262333174973038
f(z) = 197/19*z^3 - 178/19*z + 1
*
[ 2/3 ] 
f(z) = 198*z^3 - 177/2*z + 1
*
[ -2/3 ] 
f(z) = 198*z^3 - 171/2*z + 1
*
[ -1 ] 
f(z) = 198/13*z^3 - 172/13*z + 1
*
[ -1 ] 
f(z) = 198/17*z^3 - 164/17*z + 1
*
-1 | 0.12062906477851377364377170389562046619 | 0.022810698491273225243631302916417573610
f(z) = 198/19*z^3 - 179/19*z + 1
*
[ -1/3 ] 
f(z) = 199*z^3 - 163/9*z + 1
*
[ -1/2 ] 
f(z) = 199/2*z^3 - 175/8*z + 1
*
[ -1/2 ] 
f(z) = 199/3*z^3 - 163/12*z + 1
*
[ -1 ] 
f(z) = 199/10*z^3 - 179/10*z + 1
*
[ -1 ] 
f(z) = 199/11*z^3 - 177/11*z + 1
*
[ -1 ] 
f(z) = 199/12*z^3 - 175/12*z + 1
*
[ -1 ] 
f(z) = 199/13*z^3 - 173/13*z + 1
*
[ -1 ] 
f(z) = 199/14*z^3 - 171/14*z + 1
*
[ -1 ] 
f(z) = 199/15*z^3 - 169/15*z + 1
*
[ -1 ] 
f(z) = 199/16*z^3 - 167/16*z + 1
*
[ -1 ] 
f(z) = 199/17*z^3 - 165/17*z + 1
*
[ -1 ] 
f(z) = 199/18*z^3 - 163/18*z + 1
*
-1 | 0.12071952442117826420464400421927570905 | 0.022806078323188484089154042083699202393
f(z) = 199/19*z^3 - 180/19*z + 1
*
[ -1 ] 
f(z) = 199/19*z^3 - 161/19*z + 1
*
[ 1/5 ] 
f(z) = 180/7*z^3 - 176/35*z + 1
*
[ -7/12 ] 
f(z) = 180/7*z^3 - 169/28*z + 1
*
[ 7/30 ] 
f(z) = 180/7*z^3 - 164/35*z + 1
*
[ 2/3 ] 
f(z) = 180/11*z^3 - 171/22*z + 1
*
[ 2/3 ] 
f(z) = 180/13*z^3 - 173/26*z + 1
*
[ 2/3 ] 
f(z) = 180/17*z^3 - 177/34*z + 1
*
[ 2/3 ] 
f(z) = 180/19*z^3 - 179/38*z + 1
*
[ -3/7 ] 
f(z) = 182/3*z^3 - 164/21*z + 1
*
[ 1/4 ] 
f(z) = 182/3*z^3 - 163/24*z + 1
*
[ 3/13 ] 
f(z) = 182/9*z^3 - 172/39*z + 1
*
[ -2/3 ] 
f(z) = 183/10*z^3 - 169/30*z + 1
*
[ 1/5 ] 
f(z) = 185/7*z^3 - 177/35*z + 1
*
[ 2/11 ] 
f(z) = 187/2*z^3 - 167/22*z + 1
*
8/63 | 0.14230438184911960632532614389165165002 | 0.017173516099132473695895738592092522110
f(z) = 189/2*z^3 - 179/21*z + 1
*
[ 4/21 ] 
f(z) = 189/4*z^3 - 167/28*z + 1
*
[ 2/9 ] 
f(z) = 189/5*z^3 - 161/30*z + 1
*
2/9 | 0.17756974716427123412706922834007295213 | 0.021429395722176500652961668756708416454
f(z) = 189/8*z^3 - 179/21*z + 1
*
2/21 | 0.16797744335672828932450600704485705284 | 0.020271781446874213856766881519108072369
f(z) = 189/8*z^3 - 176/21*z + 1
*
1/3 | 0.18559610491018581333969116757637461732 | 0.029272174654371149543270694555139021970
f(z) = 189/8*z^3 - 175/24*z + 1
*
[ 2/15 ] 
f(z) = 189/8*z^3 - 173/25*z + 1
*
2/7 | 0.23559720065931790897891562891007768724 | 0.028432239864006489272104836180123940827
f(z) = 189/8*z^3 - 163/21*z + 1
*
[ 2/3 ] 
f(z) = 189/11*z^3 - 179/22*z + 1
*
[ -8/9 ] 
f(z) = 189/16*z^3 - 173/24*z + 1
*
[ 1/4 ] 
f(z) = 190/3*z^3 - 167/24*z + 1
*
[ 1/5 ] 
f(z) = 190/7*z^3 - 178/35*z + 1
*
7/24 | 0.11677710805631750685334128673942433084 | 0.018372424491553105254526337639246104702
f(z) = 192/7*z^3 - 163/21*z + 1
*
[ 1/4 ] 
f(z) = 194/3*z^3 - 169/24*z + 1
*
-2/5 | 0.14064909393725355949924577887781106692 | 0.017622881472065945623203040522676329846
f(z) = 195/4*z^3 - 179/30*z + 1
*
[ 2/13 ] 
f(z) = 195/4*z^3 - 173/26*z + 1
*
[ 1/5 ] 
f(z) = 195/7*z^3 - 179/35*z + 1
*
[ 4/5 ] 
f(z) = 195/16*z^3 - 161/20*z + 1
*
[ 3/14 ] 
f(z) = 196/13*z^3 - 170/39*z + 1
*
4/7 | 0.076472911853412532982705059057118873834 | 0.012806826078840321430221986685688497679
f(z) = 196/15*z^3 - 173/30*z + 1
*
[ 1/4 ] 
f(z) = 180/11*z^3 - 177/44*z + 1
*
[ 1/3 ] 
f(z) = 183/17*z^3 - 163/51*z + 1
*
[ 1/3 ] 
f(z) = 183/19*z^3 - 175/57*z + 1
*
[ 1/3 ] 
f(z) = 186/17*z^3 - 164/51*z + 1
*
[ 1/3 ] 
f(z) = 186/19*z^3 - 176/57*z + 1
*
[ 1/4 ] 
f(z) = 188/11*z^3 - 179/44*z + 1
*
[ 1/3 ] 
f(z) = 192/19*z^3 - 178/57*z + 1
*
[ 3/8 ] 
f(z) = 192/19*z^3 - 176/57*z + 1
*
[ 4/13 ] 
f(z) = 195/16*z^3 - 177/52*z + 1
*
[ 1/3 ] 
f(z) = 195/16*z^3 - 161/48*z + 1
*
[ 1/3 ] 
f(z) = 195/17*z^3 - 167/51*z + 1
*
[ 1/3 ] 
f(z) = 195/19*z^3 - 179/57*z + 1
*
-4/7 | 0.18491688707197271313840479798538299901 | 0.027746929473762997112118355751114523772
f(z) = 196/11*z^3 - 179/44*z + 1
*
[ 3/7 ] 
f(z) = 196/17*z^3 - 176/51*z + 1
*
[ 1/18 ] 
f(z) = 180*z^3 - 158/9*z + 1
*
[ 1/8 ] 
f(z) = 180*z^3 - 157/16*z + 1
*
[ -2/3 ] 
f(z) = 180*z^3 - 155/2*z + 1
*
1/10 | 0.22583205812781443626142178268437642639 | 0.028582692894934917776564694878776875125
f(z) = 180*z^3 - 152/15*z + 1
*
[ 1/30 ] 
f(z) = 180*z^3 - 146/5*z + 1
*
1/15 | 0.22366975561244837650361708402086504219 | 0.029840371421701461785023392557337239420
f(z) = 180*z^3 - 143/10*z + 1
*
[ -1 ] 
f(z) = 180/11*z^3 - 158/11*z + 1
*
[ -1 ] 
f(z) = 180/13*z^3 - 154/13*z + 1
*
[ -1 ] 
f(z) = 180/17*z^3 - 146/17*z + 1
*
[ -1 ] 
f(z) = 180/19*z^3 - 142/19*z + 1
*
[ -1/3 ] 
f(z) = 181*z^3 - 145/9*z + 1
*
[ -1/2 ] 
f(z) = 181/2*z^3 - 157/8*z + 1
*
[ -1/2 ] 
f(z) = 181/3*z^3 - 145/12*z + 1
*
[ -1 ] 
f(z) = 181/11*z^3 - 159/11*z + 1
*
[ -1 ] 
f(z) = 181/12*z^3 - 157/12*z + 1
*
[ -1 ] 
f(z) = 181/13*z^3 - 155/13*z + 1
*
[ -1 ] 
f(z) = 181/14*z^3 - 153/14*z + 1
*
[ -1 ] 
f(z) = 181/15*z^3 - 151/15*z + 1
*
[ -1 ] 
f(z) = 181/16*z^3 - 149/16*z + 1
*
[ -1 ] 
f(z) = 181/17*z^3 - 147/17*z + 1
*
[ -1 ] 
f(z) = 181/18*z^3 - 145/18*z + 1
*
[ -1 ] 
f(z) = 181/19*z^3 - 143/19*z + 1
*
[ -1/3 ] 
f(z) = 182*z^3 - 146/9*z + 1
*
[ -2/7 ] 
f(z) = 182*z^3 - 145/14*z + 1
*
[ -1 ] 
f(z) = 182/11*z^3 - 160/11*z + 1
*
[ -1 ] 
f(z) = 182/15*z^3 - 152/15*z + 1
*
[ -1 ] 
f(z) = 182/17*z^3 - 148/17*z + 1
*
[ -1 ] 
f(z) = 182/19*z^3 - 144/19*z + 1
*
[ -1/2 ] 
f(z) = 183/2*z^3 - 159/8*z + 1
*
[ -1 ] 
f(z) = 183/13*z^3 - 157/13*z + 1
*
[ -1 ] 
f(z) = 183/14*z^3 - 155/14*z + 1
*
[ -1 ] 
f(z) = 183/16*z^3 - 151/16*z + 1
*
[ -1 ] 
f(z) = 183/17*z^3 - 149/17*z + 1
*
[ -1 ] 
f(z) = 183/19*z^3 - 145/19*z + 1
*
[ -1/3 ] 
f(z) = 184*z^3 - 148/9*z + 1
*
[ -1 ] 
f(z) = 184/13*z^3 - 158/13*z + 1
*
[ -1 ] 
f(z) = 184/15*z^3 - 154/15*z + 1
*
[ -1 ] 
f(z) = 184/17*z^3 - 150/17*z + 1
*
[ -1 ] 
f(z) = 184/19*z^3 - 146/19*z + 1
*
[ -1/3 ] 
f(z) = 185*z^3 - 149/9*z + 1
*
[ -1/2 ] 
f(z) = 185/3*z^3 - 149/12*z + 1
*
[ -1 ] 
f(z) = 185/13*z^3 - 159/13*z + 1
*
[ -1 ] 
f(z) = 185/14*z^3 - 157/14*z + 1
*
[ -1 ] 
f(z) = 185/16*z^3 - 153/16*z + 1
*
[ -1 ] 
f(z) = 185/17*z^3 - 151/17*z + 1
*
[ -1 ] 
f(z) = 185/18*z^3 - 149/18*z + 1
*
[ -1 ] 
f(z) = 185/19*z^3 - 147/19*z + 1
*
[ -1 ] 
f(z) = 186/13*z^3 - 160/13*z + 1
*
[ -1 ] 
f(z) = 186/17*z^3 - 152/17*z + 1
*
[ -1 ] 
f(z) = 186/19*z^3 - 148/19*z + 1
*
[ -1/3 ] 
f(z) = 187*z^3 - 151/9*z + 1
*
[ -1/2 ] 
f(z) = 187/3*z^3 - 151/12*z + 1
*
[ -1 ] 
f(z) = 187/14*z^3 - 159/14*z + 1
*
[ -1 ] 
f(z) = 187/15*z^3 - 157/15*z + 1
*
[ -1 ] 
f(z) = 187/16*z^3 - 155/16*z + 1
*
[ -1 ] 
f(z) = 187/18*z^3 - 151/18*z + 1
*
[ -1 ] 
f(z) = 187/19*z^3 - 149/19*z + 1
*
[ 1/8 ] 
f(z) = 188*z^3 - 159/16*z + 1
*
[ -1/3 ] 
f(z) = 188*z^3 - 152/9*z + 1
*
[ 3/4 ] 
f(z) = 188/9*z^3 - 145/12*z + 1
*
[ -1 ] 
f(z) = 188/15*z^3 - 158/15*z + 1
*
[ -1 ] 
f(z) = 188/17*z^3 - 154/17*z + 1
*
[ -1 ] 
f(z) = 188/19*z^3 - 150/19*z + 1
*
2/9 | 0.20722806264045461643749996731835583764 | 0.026819897931136379457951881920268144859
f(z) = 189*z^3 - 157/12*z + 1
*
[ 2/21 ] 
f(z) = 189*z^3 - 157/14*z + 1
*
[ -2/7 ] 
f(z) = 189*z^3 - 153/14*z + 1
*
[ 1/21 ] 
f(z) = 189*z^3 - 143/7*z + 1
*
[ 2/21 ] 
f(z) = 189/2*z^3 - 145/14*z + 1
*
[ 2/7 ] 
f(z) = 189/2*z^3 - 143/14*z + 1
*
[ -1/2 ] 
f(z) = 189/4*z^3 - 141/16*z + 1
*
[ -2/3 ] 
f(z) = 189/5*z^3 - 143/10*z + 1
*
4/9 | 0.067445750216112600269154752650243228072 | 0.010637528093472326227904661672017464727
f(z) = 189/5*z^3 - 142/15*z + 1
*
[ -1 ] 
f(z) = 189/16*z^3 - 157/16*z + 1
*
[ -1 ] 
f(z) = 189/17*z^3 - 155/17*z + 1
*
[ -1 ] 
f(z) = 189/19*z^3 - 151/19*z + 1
*
[ -1/3 ] 
f(z) = 190*z^3 - 154/9*z + 1
*
1/5 | 0.13076901045620279796560058112157678736 | 0.017321295393643878321787691589307244777
f(z) = 190*z^3 - 141/10*z + 1
*
[ -1 ] 
f(z) = 190/17*z^3 - 156/17*z + 1
*
[ -1/3 ] 
f(z) = 191*z^3 - 155/9*z + 1
*
[ -1/2 ] 
f(z) = 191/3*z^3 - 155/12*z + 1
*
[ -1/2 ] 
f(z) = 191/4*z^3 - 143/16*z + 1
*
[ -1 ] 
f(z) = 191/16*z^3 - 159/16*z + 1
*
[ -1 ] 
f(z) = 191/17*z^3 - 157/17*z + 1
*
[ -1 ] 
f(z) = 191/18*z^3 - 155/18*z + 1
*
[ -1 ] 
f(z) = 191/19*z^3 - 153/19*z + 1
*
1/12 | 0.16313020210259585984893245623713495691 | 0.021069714752985386057817028316497164724
f(z) = 192*z^3 - 145/12*z + 1
*
[ 7/8 ] 
f(z) = 192/7*z^3 - 148/7*z + 1
*
[ -1 ] 
f(z) = 192/17*z^3 - 158/17*z + 1
*
[ -1 ] 
f(z) = 192/19*z^3 - 154/19*z + 1
*
[ -1/3 ] 
f(z) = 193*z^3 - 157/9*z + 1
*
[ -1/2 ] 
f(z) = 193/3*z^3 - 157/12*z + 1
*
[ -1/2 ] 
f(z) = 193/4*z^3 - 145/16*z + 1
*
[ -1 ] 
f(z) = 193/17*z^3 - 159/17*z + 1
*
[ -1 ] 
f(z) = 193/18*z^3 - 157/18*z + 1
*
[ -1 ] 
f(z) = 193/19*z^3 - 155/19*z + 1
*
[ -1/3 ] 
f(z) = 194*z^3 - 158/9*z + 1
*
[ -1 ] 
f(z) = 194/17*z^3 - 160/17*z + 1
*
[ -1 ] 
f(z) = 194/19*z^3 - 156/19*z + 1
*
[ -1/2 ] 
f(z) = 195/4*z^3 - 147/16*z + 1
*
[ -1 ] 
f(z) = 195/19*z^3 - 157/19*z + 1
*
[ -1/3 ] 
f(z) = 196*z^3 - 160/9*z + 1
*
[ 5/14 ] 
f(z) = 196/3*z^3 - 152/15*z + 1
*
[ 3/4 ] 
f(z) = 196/9*z^3 - 151/12*z + 1
*
[ 3/2 ] 
f(z) = 196/9*z^3 - 146/3*z + 1
*
[ -3/2 ] 
f(z) = 196/9*z^3 - 142/3*z + 1
*
[ 1/14 ] 
f(z) = 196/11*z^3 - 144/11*z + 1
*
[ -13/14 ] 
f(z) = 196/13*z^3 - 142/13*z + 1
*
[ -1 ] 
f(z) = 196/19*z^3 - 158/19*z + 1
*
[ -1/2 ] 
f(z) = 197/4*z^3 - 149/16*z + 1
*
[ -1 ] 
f(z) = 197/19*z^3 - 159/19*z + 1
*
[ -2/3 ] 
f(z) = 198/5*z^3 - 151/10*z + 1
*
[ -2/3 ] 
f(z) = 198/7*z^3 - 141/14*z + 1
*
[ -1 ] 
f(z) = 198/19*z^3 - 160/19*z + 1
*
[ -1/2 ] 
f(z) = 199/4*z^3 - 151/16*z + 1
*
[ 1/7 ] 
f(z) = 182/3*z^3 - 152/21*z + 1
*
1/4 | 0.12672548561741035291977179705894537726 | 0.021449510263084743993429740814642869238
f(z) = 184/15*z^3 - 143/30*z + 1
*
[ 1/5 ] 
f(z) = 185/6*z^3 - 157/30*z + 1
*
[ 4/5 ] 
f(z) = 185/16*z^3 - 153/20*z + 1
*
-4/5 | 0.16833355937815352826250749786741022479 | 0.024646946283836772337669873769324878208
f(z) = 185/16*z^3 - 143/20*z + 1
*
[ 1/4 ] 
f(z) = 188/9*z^3 - 155/36*z + 1
*
2/21 | 0.23942772823384006244877265710201158361 | 0.028894513942389930506710363134312414131
f(z) = 189/8*z^3 - 155/21*z + 1
*
1/9 | 0.17588952809652735964280808053407100840 | 0.027741255608828798803808745848027900450
f(z) = 189/8*z^3 - 151/24*z + 1
*
[ 4/21 ] 
f(z) = 189/8*z^3 - 143/28*z + 1
*
1/9 | 0.10943184573418536453634823392511902136 | 0.017259565348267563333547632324527437817
f(z) = 189/10*z^3 - 157/30*z + 1
*
5/12 | 0.070425092473070971422653302350640093771 | 0.011079908685083625540182778827576935096
f(z) = 192/7*z^3 - 142/21*z + 1
*
[ 11/24 ] 
f(z) = 192/11*z^3 - 160/33*z + 1
*
[ 3/8 ] 
f(z) = 192/13*z^3 - 146/39*z + 1
*
[ 1/3 ] 
f(z) = 192/13*z^3 - 142/39*z + 1
*
-4/5 | 0.20253619148664761716214680589614639774 | 0.029427974077515737504311963245361805114
f(z) = 195/16*z^3 - 151/20*z + 1
*
3/28 | 0.10746531494169645836705970434953955263 | 0.016125258010656440983425977213328516459
f(z) = 196/5*z^3 - 149/20*z + 1
*
9/28 | 0.19052679186767974263754393641051633389 | 0.028588700256224975475332425263616180265
f(z) = 196/5*z^3 - 141/20*z + 1
*
[ 3/7 ] 
f(z) = 196/11*z^3 - 152/33*z + 1
*
[ 3/14 ] 
f(z) = 196/11*z^3 - 148/33*z + 1
*
[ 3/7 ] 
f(z) = 196/13*z^3 - 160/39*z + 1
*
[ 1/6 ] 
f(z) = 198/13*z^3 - 141/26*z + 1
*
[ 1/3 ] 
f(z) = 183/14*z^3 - 145/42*z + 1
*
[ 1/3 ] 
f(z) = 183/16*z^3 - 157/48*z + 1
*
[ 4/11 ] 
f(z) = 187/16*z^3 - 145/44*z + 1
*
[ -2/3 ] 
f(z) = 195/14*z^3 - 155/42*z + 1
*
[ 1/3 ] 
f(z) = 195/14*z^3 - 149/42*z + 1
*
1/5 | 0.14145299724169330933759496007141208431 | 0.018871617062607099013252245156532132540
f(z) = 180*z^3 - 137/10*z + 1
*
[ -2/3 ] 
f(z) = 180/7*z^3 - 125/14*z + 1
*
[ -1/2 ] 
f(z) = 181/4*z^3 - 133/16*z + 1
*
[ 1/6 ] 
f(z) = 183*z^3 - 121/12*z + 1
*
[ -1/2 ] 
f(z) = 183/4*z^3 - 135/16*z + 1
*
[ 2/3 ] 
f(z) = 183/4*z^3 - 125/6*z + 1
*
[ 3/2 ] 
f(z) = 184/9*z^3 - 137/3*z + 1
*
[ -3/2 ] 
f(z) = 184/9*z^3 - 133/3*z + 1
*
[ -1/2 ] 
f(z) = 185/4*z^3 - 137/16*z + 1
*
[ 3/5 ] 
f(z) = 185/9*z^3 - 121/15*z + 1
*
[ 1/11 ] 
f(z) = 187*z^3 - 127/11*z + 1
*
[ -1/2 ] 
f(z) = 187/4*z^3 - 139/16*z + 1
*
[ 2/17 ] 
f(z) = 187/8*z^3 - 133/17*z + 1
*
[ 3/2 ] 
f(z) = 188/9*z^3 - 140/3*z + 1
*
[ -3/2 ] 
f(z) = 188/9*z^3 - 136/3*z + 1
*
-5/18 | 0.11445657378439524173062073079212731126 | 0.014813213940869982447466758962257718378
f(z) = 189*z^3 - 139/12*z + 1
*
1/6 | 0.18356784927099924370966249065386173000 | 0.023757742644288549133773467795407707035
f(z) = 189*z^3 - 127/12*z + 1
*
[ 2/21 ] 
f(z) = 189/4*z^3 - 139/14*z + 1
*
[ 4/9 ] 
f(z) = 189/4*z^3 - 127/12*z + 1
*
[ 1/9 ] 
f(z) = 189/5*z^3 - 127/15*z + 1
*
[ 3/5 ] 
f(z) = 190/9*z^3 - 124/15*z + 1
*
1/6 | 0.22121331809184195409707909176036172576 | 0.028571665158761937144318085450652586916
f(z) = 192*z^3 - 127/12*z + 1
*
[ 5/12 ] 
f(z) = 192/5*z^3 - 121/15*z + 1
*
[ -7/8 ] 
f(z) = 192/7*z^3 - 132/7*z + 1
*
[ 1/8 ] 
f(z) = 192/17*z^3 - 122/17*z + 1
*
[ 1/8 ] 
f(z) = 192/19*z^3 - 136/19*z + 1
*
[ 1/4 ] 
f(z) = 194*z^3 - 121/8*z + 1
*
[ 1/6 ] 
f(z) = 195*z^3 - 125/12*z + 1
*
[ -2/5 ] 
f(z) = 195/2*z^3 - 121/10*z + 1
*
[ 2/3 ] 
f(z) = 195/4*z^3 - 133/6*z + 1
*
[ 5/14 ] 
f(z) = 196*z^3 - 134/5*z + 1
*
[ 3/28 ] 
f(z) = 196*z^3 - 127/12*z + 1
*
3/14 | 0.19537781596683441857812051006518960714 | 0.026136314324186746827680567898471096596
f(z) = 196*z^3 - 121/9*z + 1
*
-3/7 | 0.17188387538991030196912297794737377215 | 0.025791315458737078329151259643479381236
f(z) = 196/3*z^3 - 125/12*z + 1
*
[ 3/7 ] 
f(z) = 196/5*z^3 - 128/15*z + 1
*
[ 11/14 ] 
f(z) = 196/11*z^3 - 124/11*z + 1
*
5/7 | 0.11485105146679773604926884983649036334 | 0.021759862921117665841955721863177476116
f(z) = 196/15*z^3 - 121/15*z + 1
*
[ 1/11 ] 
f(z) = 198*z^3 - 128/11*z + 1
*
[ 1/4 ] 
f(z) = 198*z^3 - 123/8*z + 1
*
[ 1/4 ] 
f(z) = 180/7*z^3 - 129/28*z + 1
*
[ -1/2 ] 
f(z) = 181/5*z^3 - 121/20*z + 1
*
[ 2/5 ] 
f(z) = 181/8*z^3 - 128/25*z + 1
*
[ 1/2 ] 
f(z) = 182/15*z^3 - 121/30*z + 1
*
[ 1/2 ] 
f(z) = 182/17*z^3 - 125/34*z + 1
*
[ 1/2 ] 
f(z) = 182/19*z^3 - 129/38*z + 1
*
[ -1/2 ] 
f(z) = 183/5*z^3 - 123/20*z + 1
*
1/3 | 0.16605617535199214592391248322295619040 | 0.026324284075734054771374463808910223185
f(z) = 183/8*z^3 - 133/24*z + 1
*
[ 2/5 ] 
f(z) = 183/8*z^3 - 129/25*z + 1
*
[ 2/9 ] 
f(z) = 183/8*z^3 - 125/27*z + 1
*
[ 1/3 ] 
f(z) = 183/10*z^3 - 121/30*z + 1
*
[ 1/3 ] 
f(z) = 183/11*z^3 - 127/33*z + 1
*
[ 1/3 ] 
f(z) = 183/13*z^3 - 139/39*z + 1
*
[ -3/4 ] 
f(z) = 184/15*z^3 - 137/30*z + 1
*
[ 1/4 ] 
f(z) = 184/17*z^3 - 125/34*z + 1
*
[ 1/4 ] 
f(z) = 184/19*z^3 - 137/38*z + 1
*
[ 3/5 ] 
f(z) = 185/18*z^3 - 131/30*z + 1
*
[ 1/3 ] 
f(z) = 186/11*z^3 - 128/33*z + 1
*
[ 1/3 ] 
f(z) = 186/13*z^3 - 140/39*z + 1
*
[ 1/2 ] 
f(z) = 186/17*z^3 - 127/34*z + 1
*
[ 1/2 ] 
f(z) = 186/19*z^3 - 131/38*z + 1
*
[ 2/11 ] 
f(z) = 187/4*z^3 - 133/22*z + 1
*
[ -1/2 ] 
f(z) = 187/5*z^3 - 127/20*z + 1
*
[ 2/5 ] 
f(z) = 187/8*z^3 - 131/25*z + 1
*
[ 3/11 ] 
f(z) = 187/9*z^3 - 139/33*z + 1
*
1/4 | 0.19603848419172733734783209568585504729 | 0.029600828811920569543164417446701923498
f(z) = 188/5*z^3 - 127/20*z + 1
*
[ 1/4 ] 
f(z) = 188/7*z^3 - 131/28*z + 1
*
[ -1/2 ] 
f(z) = 189/5*z^3 - 129/20*z + 1
*
[ 1/6 ] 
f(z) = 189/5*z^3 - 121/20*z + 1
*
[ -4/7 ] 
f(z) = 189/8*z^3 - 139/28*z + 1
*
10/21 | 0.24325625458224501376895913579714300380 | 0.029356546509665314543336665984882228353
f(z) = 189/8*z^3 - 137/21*z + 1
*
[ 2/5 ] 
f(z) = 189/8*z^3 - 132/25*z + 1
*
1/3 | 0.10595665357200176776578616271653757914 | 0.016711458845826859125959256049458628894
f(z) = 189/8*z^3 - 127/24*z + 1
*
-5/9 | 0.10709161057485741569198474840328685917 | 0.016890464001289951113073853080907864999
f(z) = 189/10*z^3 - 127/30*z + 1
*
[ 4/21 ] 
f(z) = 189/16*z^3 - 131/28*z + 1
*
[ 3/10 ] 
f(z) = 190/9*z^3 - 127/30*z + 1
*
[ 1/2 ] 
f(z) = 190/13*z^3 - 121/26*z + 1
*
[ 1/2 ] 
f(z) = 190/17*z^3 - 129/34*z + 1
*
[ -1/2 ] 
f(z) = 191/5*z^3 - 131/20*z + 1
*
[ 2/5 ] 
f(z) = 191/8*z^3 - 133/25*z + 1
*
5/16 | 0.13389909701495245471945251616685854292 | 0.020154023891950324362099661045486290065
f(z) = 192/5*z^3 - 127/20*z + 1
*
5/16 | 0.072721207610391377952398855766107036109 | 0.010945741892999038494790124020812818760
f(z) = 192/5*z^3 - 123/20*z + 1
*
[ -7/12 ] 
f(z) = 192/7*z^3 - 139/21*z + 1
*
[ 1/6 ] 
f(z) = 192/7*z^3 - 121/21*z + 1
*
[ 3/8 ] 
f(z) = 192/11*z^3 - 136/33*z + 1
*
[ 1/3 ] 
f(z) = 192/11*z^3 - 130/33*z + 1
*
[ -1/2 ] 
f(z) = 193/5*z^3 - 133/20*z + 1
*
[ -1/2 ] 
f(z) = 193/6*z^3 - 121/24*z + 1
*
[ 2/5 ] 
f(z) = 193/8*z^3 - 134/25*z + 1
*
[ 1/2 ] 
f(z) = 194/13*z^3 - 123/26*z + 1
*
[ 1/2 ] 
f(z) = 194/15*z^3 - 127/30*z + 1
*
[ 1/2 ] 
f(z) = 194/17*z^3 - 131/34*z + 1
*
[ 1/2 ] 
f(z) = 194/19*z^3 - 135/38*z + 1
*
1/3 | 0.16947392952890207041237827122981820861 | 0.026598282128960811128692032676263455684
f(z) = 195/8*z^3 - 137/24*z + 1
*
[ 2/9 ] 
f(z) = 195/8*z^3 - 127/27*z + 1
*
[ 1/3 ] 
f(z) = 195/11*z^3 - 131/33*z + 1
*
5/28 | 0.11588632368306279933489372365466177137 | 0.017388837229106567397376404377200502500
f(z) = 196/5*z^3 - 121/20*z + 1
*
2/7 | 0.16929098121280118784294530538565435603 | 0.028350955921025525683328824175571042032
f(z) = 196/15*z^3 - 137/30*z + 1
*
[ 2/7 ] 
f(z) = 196/19*z^3 - 127/38*z + 1
*
[ -1/2 ] 
f(z) = 197/5*z^3 - 137/20*z + 1
*
[ -1/2 ] 
f(z) = 197/6*z^3 - 125/24*z + 1
*
[ 2/5 ] 
f(z) = 197/8*z^3 - 136/25*z + 1
*
[ 1/2 ] 
f(z) = 198/13*z^3 - 125/26*z + 1
*
[ 1/2 ] 
f(z) = 198/17*z^3 - 133/34*z + 1
*
[ 1/2 ] 
f(z) = 198/19*z^3 - 137/38*z + 1
*
[ -1/2 ] 
f(z) = 199/5*z^3 - 139/20*z + 1
*
[ -1/2 ] 
f(z) = 199/6*z^3 - 127/24*z + 1
*
[ 2/5 ] 
f(z) = 199/8*z^3 - 137/25*z + 1
*
[ 1/4 ] 
f(z) = 182*z^3 - 115/8*z + 1
*
[ 1/2 ] 
f(z) = 182/5*z^3 - 101/10*z + 1
*
[ 1/2 ] 
f(z) = 182/9*z^3 - 109/18*z + 1
*
[ -2/3 ] 
f(z) = 183/4*z^3 - 107/6*z + 1
*
[ -2/5 ] 
f(z) = 185/2*z^3 - 113/10*z + 1
*
[ 1/4 ] 
f(z) = 186*z^3 - 117/8*z + 1
*
[ 1/2 ] 
f(z) = 186/5*z^3 - 103/10*z + 1
*
[ 1/2 ] 
f(z) = 186/7*z^3 - 107/14*z + 1
*
[ -3/4 ] 
f(z) = 188/9*z^3 - 113/12*z + 1
*
[ 1/9 ] 
f(z) = 189/4*z^3 - 103/12*z + 1
*
[ 1/6 ] 
f(z) = 189/4*z^3 - 101/16*z + 1
*
2/9 | 0.18640104826849074971065167014731782596 | 0.029399130134296660676020411306503654226
f(z) = 189/16*z^3 - 109/12*z + 1
*
[ 1/4 ] 
f(z) = 190*z^3 - 119/8*z + 1
*
[ 1/10 ] 
f(z) = 190*z^3 - 109/10*z + 1
*
[ 1/2 ] 
f(z) = 190/3*z^3 - 101/6*z + 1
*
[ 1/2 ] 
f(z) = 190/7*z^3 - 109/14*z + 1
*
[ 1/2 ] 
f(z) = 190/9*z^3 - 113/18*z + 1
*
1/12 | 0.16872954406852970948996920297692852101 | 0.026546048788930763123651100476684650259
f(z) = 192/5*z^3 - 109/15*z + 1
*
[ 3/8 ] 
f(z) = 192/5*z^3 - 106/15*z + 1
*
[ 2/3 ] 
f(z) = 193/8*z^3 - 101/9*z + 1
*
[ 1/2 ] 
f(z) = 194/3*z^3 - 103/6*z + 1
*
[ 1/2 ] 
f(z) = 194/5*z^3 - 107/10*z + 1
*
[ 1/2 ] 
f(z) = 194/7*z^3 - 111/14*z + 1
*
[ 1/2 ] 
f(z) = 194/9*z^3 - 115/18*z + 1
*
[ -2/3 ] 
f(z) = 195/4*z^3 - 115/6*z + 1
*
[ 2/15 ] 
f(z) = 195/8*z^3 - 104/15*z + 1
*
[ 3/7 ] 
f(z) = 196*z^3 - 112/3*z + 1
*
[ 1/28 ] 
f(z) = 196*z^3 - 109/4*z + 1
*
[ -5/14 ] 
f(z) = 196*z^3 - 106/5*z + 1
*
-4/7 | 0.12311610449224217676667526981660771612 | 0.020618105150211005012897870608288443641
f(z) = 196/5*z^3 - 113/10*z + 1
*
[ 5/7 ] 
f(z) = 196/5*z^3 - 102/5*z + 1
*
[ -3/4 ] 
f(z) = 196/9*z^3 - 119/12*z + 1
*
[ 1/14 ] 
f(z) = 196/9*z^3 - 118/9*z + 1
*
[ 3/28 ] 
f(z) = 196/9*z^3 - 103/12*z + 1
*
5/7 | 0.058415017017058775582116071793593558145 | 0.011067402053288276003718250507726269409
f(z) = 196/15*z^3 - 109/15*z + 1
*
[ 5/7 ] 
f(z) = 196/15*z^3 - 106/15*z + 1
*
[ 1/7 ] 
f(z) = 196/17*z^3 - 106/17*z + 1
*
[ 1/7 ] 
f(z) = 196/19*z^3 - 118/19*z + 1
*
[ 2/3 ] 
f(z) = 197/8*z^3 - 103/9*z + 1
*
[ 1/2 ] 
f(z) = 198*z^3 - 101/2*z + 1
*
[ 1/2 ] 
f(z) = 198/5*z^3 - 109/10*z + 1
*
[ 1/2 ] 
f(z) = 198/7*z^3 - 113/14*z + 1
*
[ 2/3 ] 
f(z) = 199/8*z^3 - 104/9*z + 1
*
[ -2/3 ] 
f(z) = 180/11*z^3 - 105/22*z + 1
*
[ 3/7 ] 
f(z) = 182/9*z^3 - 106/21*z + 1
*
[ 1/2 ] 
f(z) = 182/11*z^3 - 113/22*z + 1
*
[ 1/3 ] 
f(z) = 183/7*z^3 - 103/21*z + 1
*
[ 1/3 ] 
f(z) = 183/8*z^3 - 109/24*z + 1
*
[ 3/8 ] 
f(z) = 184/9*z^3 - 109/24*z + 1
*
[ 1/4 ] 
f(z) = 184/13*z^3 - 101/26*z + 1
*
[ 1/4 ] 
f(z) = 184/15*z^3 - 113/30*z + 1
*
[ 1/5 ] 
f(z) = 185/4*z^3 - 117/20*z + 1
*
[ 2/5 ] 
f(z) = 185/12*z^3 - 119/30*z + 1
*
[ -4/5 ] 
f(z) = 185/16*z^3 - 103/20*z + 1
*
[ 1/3 ] 
f(z) = 186/7*z^3 - 104/21*z + 1
*
[ 1/2 ] 
f(z) = 186/11*z^3 - 115/22*z + 1
*
[ 1/2 ] 
f(z) = 186/13*z^3 - 119/26*z + 1
*
[ 1/4 ] 
f(z) = 188/5*z^3 - 107/20*z + 1
*
22/63 | 0.22427208627713856817329367911451769924 | 0.027065507289509333051874478761062719856
f(z) = 189/8*z^3 - 113/21*z + 1
*
10/63 | 0.14812065004010005003238531067674521877 | 0.017875432471044198646583930954514436663
f(z) = 189/8*z^3 - 107/21*z + 1
*
[ -2/3 ] 
f(z) = 189/11*z^3 - 113/22*z + 1
*
[ -2/3 ] 
f(z) = 189/13*z^3 - 103/26*z + 1
*
-2/3 | 0.19982306938632191363263399751098986172 | 0.027800862620988254809759712219085815907
f(z) = 189/16*z^3 - 101/28*z + 1
*
[ 1/2 ] 
f(z) = 190/11*z^3 - 117/22*z + 1
*
[ 5/16 ] 
f(z) = 192/5*z^3 - 119/20*z + 1
*
[ 3/8 ] 
f(z) = 192/7*z^3 - 116/21*z + 1
*
[ 1/3 ] 
f(z) = 192/7*z^3 - 106/21*z + 1
*
[ 1/2 ] 
f(z) = 194/11*z^3 - 119/22*z + 1
*
[ 1/5 ] 
f(z) = 195/4*z^3 - 119/20*z + 1
*
[ 1/3 ] 
f(z) = 195/7*z^3 - 107/21*z + 1
*
[ 1/3 ] 
f(z) = 195/8*z^3 - 113/24*z + 1
*
[ -4/5 ] 
f(z) = 195/16*z^3 - 111/20*z + 1
*
[ 5/28 ] 
f(z) = 196/5*z^3 - 117/20*z + 1
*
[ 2/7 ] 
f(z) = 196/15*z^3 - 107/30*z + 1
*
[ 2/7 ] 
f(z) = 196/17*z^3 - 117/34*z + 1
*
[ -2/3 ] 
f(z) = 198/13*z^3 - 111/26*z + 1
*
[ 2/15 ] 
f(z) = 180*z^3 - 97/10*z + 1
*
[ 1/9 ] 
f(z) = 180*z^3 - 92/9*z + 1
*
[ 1/6 ] 
f(z) = 180/17*z^3 - 90/17*z + 1
*
[ 1/6 ] 
f(z) = 180/19*z^3 - 100/19*z + 1
*
[ 2/3 ] 
f(z) = 181/8*z^3 - 95/9*z + 1
*
-2 | 0.10973664888187845623087486643366773833 | 0.016651234606635437575899112578132657643
f(z) = 181/8*z^3 - 91*z + 1
*
[ 2 ] 
f(z) = 181/8*z^3 - 90*z + 1
*
[ -2 ] 
f(z) = 181/8*z^3 - 89*z + 1
*
[ 1/2 ] 
f(z) = 182*z^3 - 93/2*z + 1
*
[ -1/2 ] 
f(z) = 182*z^3 - 85/2*z + 1
*
[ 1/2 ] 
f(z) = 182/3*z^3 - 97/6*z + 1
*
[ 1/3 ] 
f(z) = 183/4*z^3 - 85/12*z + 1
*
[ 1/3 ] 
f(z) = 183/5*z^3 - 91/15*z + 1
*
-2 | 0.10994123254780589276056947905878273860 | 0.016654658384939930678169216433228357157
f(z) = 183/8*z^3 - 92*z + 1
*
[ 2 ] 
f(z) = 183/8*z^3 - 91*z + 1
*
[ -2 ] 
f(z) = 183/8*z^3 - 90*z + 1
*
[ 1/6 ] 
f(z) = 184*z^3 - 91/9*z + 1
*
[ 1/5 ] 
f(z) = 185/3*z^3 - 97/15*z + 1
*
[ 2/5 ] 
f(z) = 185/4*z^3 - 89/10*z + 1
*
[ 2/3 ] 
f(z) = 185/8*z^3 - 97/9*z + 1
*
-2 | 0.11014357984843384758417323266503561312 | 0.016658030291733391872898920848255939873
f(z) = 185/8*z^3 - 93*z + 1
*
[ 2 ] 
f(z) = 185/8*z^3 - 92*z + 1
*
[ -2 ] 
f(z) = 185/8*z^3 - 91*z + 1
*
[ 1/2 ] 
f(z) = 186*z^3 - 95/2*z + 1
*
[ -1/2 ] 
f(z) = 186*z^3 - 87/2*z + 1
*
[ 1/3 ] 
f(z) = 186/5*z^3 - 92/15*z + 1
*
[ 2/3 ] 
f(z) = 187/8*z^3 - 98/9*z + 1
*
-2 | 0.11034373916760070178032637076717715687 | 0.016661351708743710223887936128647401388
f(z) = 187/8*z^3 - 94*z + 1
*
[ 2 ] 
f(z) = 187/8*z^3 - 93*z + 1
*
[ -2 ] 
f(z) = 187/8*z^3 - 92*z + 1
*
[ 1/6 ] 
f(z) = 188*z^3 - 92/9*z + 1
*
[ 1/4 ] 
f(z) = 188/3*z^3 - 83/12*z + 1
*
[ 2/3 ] 
f(z) = 189/2*z^3 - 85/2*z + 1
*
[ 2/7 ] 
f(z) = 189/4*z^3 - 89/14*z + 1
*
-4/9 | 0.12016511637550581829278716047919699291 | 0.018952414306371551627634937698781481797
f(z) = 189/5*z^3 - 82/15*z + 1
*
-2 | 0.11054175733513921899078452455503403257 | 0.016664623965666152072845491459336022844
f(z) = 189/8*z^3 - 95*z + 1
*
[ 2 ] 
f(z) = 189/8*z^3 - 94*z + 1
*
[ -2 ] 
f(z) = 189/8*z^3 - 93*z + 1
*
2/3 | 0.14958047460363508242036112688359320541 | 0.028536378076600689385907459204702997337
f(z) = 189/10*z^3 - 99/10*z + 1
*
[ 2/3 ] 
f(z) = 189/10*z^3 - 89/10*z + 1
*
4/9 | 0.16918930307082851741850156969568156480 | 0.026684497670558721486312557686794564468
f(z) = 189/10*z^3 - 86/15*z + 1
*
[ 4/3 ] 
f(z) = 189/16*z^3 - 83/4*z + 1
*
[ 1/2 ] 
f(z) = 190*z^3 - 97/2*z + 1
*
[ -1/2 ] 
f(z) = 190*z^3 - 89/2*z + 1
*
[ 1/5 ] 
f(z) = 190/3*z^3 - 98/15*z + 1
*
[ 2/3 ] 
f(z) = 191/8*z^3 - 100/9*z + 1
*
-2 | 0.11073767969274744852863894705628725689 | 0.016667848342678136838184147258009266085
f(z) = 191/8*z^3 - 96*z + 1
*
[ 2 ] 
f(z) = 191/8*z^3 - 95*z + 1
*
[ -2 ] 
f(z) = 191/8*z^3 - 94*z + 1
*
5/16 | 0.12148939069213163921678398359429885479 | 0.018286158287940399302396066682222226229
f(z) = 192*z^3 - 87/4*z + 1
*
[ 3/8 ] 
f(z) = 192*z^3 - 86/3*z + 1
*
[ 1/6 ] 
f(z) = 192/5*z^3 - 91/15*z + 1
*
[ 5/24 ] 
f(z) = 192/5*z^3 - 82/15*z + 1
*
[ 1/8 ] 
f(z) = 192/13*z^3 - 94/13*z + 1
*
-2 | 0.11093155015640469031963422121493360799 | 0.016671026072806375312120937421285709176
f(z) = 193/8*z^3 - 97*z + 1
*
[ 2 ] 
f(z) = 193/8*z^3 - 96*z + 1
*
[ -2 ] 
f(z) = 193/8*z^3 - 95*z + 1
*
[ 1/2 ] 
f(z) = 194*z^3 - 99/2*z + 1
*
[ -1/2 ] 
f(z) = 194*z^3 - 91/2*z + 1
*
[ 2/5 ] 
f(z) = 195/4*z^3 - 93/10*z + 1
*
[ 1/3 ] 
f(z) = 195/4*z^3 - 89/12*z + 1
*
-2 | 0.11112341127554780401351268242064939506 | 0.016674158344156530787621518357880224543
f(z) = 195/8*z^3 - 98*z + 1
*
[ 2 ] 
f(z) = 195/8*z^3 - 97*z + 1
*
[ -2 ] 
f(z) = 195/8*z^3 - 96*z + 1
*
2/5 | 0.19497492219060206692462788601046164339 | 0.024429733940007743011836992130255824382
f(z) = 195/8*z^3 - 86/15*z + 1
*
[ -3/7 ] 
f(z) = 196*z^3 - 98/3*z + 1
*
[ 1/6 ] 
f(z) = 196*z^3 - 94/9*z + 1
*
9/28 | 0.12370559567501621630962907583670891313 | 0.018562125358343012072620374884760363135
f(z) = 196*z^3 - 93/4*z + 1
*
1/28 | 0.19442011121001451113178579110145012431 | 0.029172895993678386118957709443294648201
f(z) = 196*z^3 - 81/4*z + 1
*
1/7 | 0.19222176712773675136318198448760276921 | 0.028843032674130485220056009879802726277
f(z) = 196/3*z^3 - 97/12*z + 1
*
1/7 | 0.16105069194664325160251309507980311470 | 0.024165787462153001231245470630576003635
f(z) = 196/3*z^3 - 91/12*z + 1
*
[ -5/7 ] 
f(z) = 196/5*z^3 - 88/5*z + 1
*
[ 3/14 ] 
f(z) = 196/5*z^3 - 82/15*z + 1
*
[ 6/7 ] 
f(z) = 196/9*z^3 - 97/6*z + 1
*
15/28 | 0.15344717444861393774888230260894726979 | 0.023024873470408009469445162127380134740
f(z) = 196/9*z^3 - 95/12*z + 1
*
4/7 | 0.14665340294755960542979004215490826690 | 0.027785187025273874617474865701197164770
f(z) = 196/9*z^3 - 91/9*z + 1
*
[ 9/14 ] 
f(z) = 196/9*z^3 - 86/9*z + 1
*
[ -6/7 ] 
f(z) = 196/9*z^3 - 83/6*z + 1
*
[ -11/14 ] 
f(z) = 196/11*z^3 - 96/11*z + 1
*
[ 1/7 ] 
f(z) = 196/13*z^3 - 82/13*z + 1
*
[ 1/7 ] 
f(z) = 196/15*z^3 - 94/15*z + 1
*
-2 | 0.11131330428920764904645288523958279550 | 0.016677246302014763874115412170390436149
f(z) = 197/8*z^3 - 99*z + 1
*
[ 2 ] 
f(z) = 197/8*z^3 - 98*z + 1
*
[ -2 ] 
f(z) = 197/8*z^3 - 97*z + 1
*
[ 1/12 ] 
f(z) = 198*z^3 - 99/8*z + 1
*
[ 1/9 ] 
f(z) = 198*z^3 - 94/9*z + 1
*
[ -1/2 ] 
f(z) = 198*z^3 - 93/2*z + 1
*
1/3 | 0.11175167876695839325557627005886154804 | 0.018683153317937622127349360983701967499
f(z) = 198/5*z^3 - 89/10*z + 1
*
[ 1/6 ] 
f(z) = 198/7*z^3 - 81/14*z + 1
*
-2 | 0.11150126917929120906891061198005253453 | 0.016680291050829792999589472755964622719
f(z) = 199/8*z^3 - 100*z + 1
*
[ 2 ] 
f(z) = 199/8*z^3 - 99*z + 1
*
[ -2 ] 
f(z) = 199/8*z^3 - 98*z + 1
*
[ -2/3 ] 
f(z) = 180/13*z^3 - 95/26*z + 1
*
[ 1/4 ] 
f(z) = 184/11*z^3 - 89/22*z + 1
*
2/9 | 0.22363197774760497586872228139937271313 | 0.026988257987735951491430313362444784479
f(z) = 189/8*z^3 - 95/21*z + 1
*
[ 2/7 ] 
f(z) = 189/16*z^3 - 97/28*z + 1
*
[ 7/24 ] 
f(z) = 192/7*z^3 - 100/21*z + 1
*
[ 2/7 ] 
f(z) = 196/11*z^3 - 87/22*z + 1
*
[ 2/7 ] 
f(z) = 196/13*z^3 - 97/26*z + 1
*
[ 1/15 ] 
f(z) = 180*z^3 - 74/5*z + 1
*
7/30 | 0.14359417347740003559247927370714953975 | 0.021109356112585558931070705589864886632
f(z) = 180*z^3 - 69/5*z + 1
*
[ 1/6 ] 
f(z) = 180/13*z^3 - 70/13*z + 1
*
[ 1/2 ] 
f(z) = 180/17*z^3 - 62/17*z + 1
*
[ 1/2 ] 
f(z) = 180/19*z^3 - 64/19*z + 1
*
[ -2/3 ] 
f(z) = 181/8*z^3 - 68/9*z + 1
*
[ 1/7 ] 
f(z) = 182*z^3 - 68/7*z + 1
*
[ -1/2 ] 
f(z) = 182/3*z^3 - 73/6*z + 1
*
[ -1/2 ] 
f(z) = 182/5*z^3 - 61/10*z + 1
*
[ 1/3 ] 
f(z) = 183*z^3 - 67/3*z + 1
*
[ 1/3 ] 
f(z) = 183/2*z^3 - 73/6*z + 1
*
[ 2/3 ] 
f(z) = 183/16*z^3 - 67/12*z + 1
*
[ 1/8 ] 
f(z) = 184*z^3 - 79/8*z + 1
*
[ 1/4 ] 
f(z) = 184/7*z^3 - 65/14*z + 1
*
[ 1/4 ] 
f(z) = 184/9*z^3 - 77/18*z + 1
*
[ 3/4 ] 
f(z) = 184/9*z^3 - 71/6*z + 1
*
[ 1/2 ] 
f(z) = 184/15*z^3 - 61/15*z + 1
*
[ 1/2 ] 
f(z) = 184/17*z^3 - 63/17*z + 1
*
[ 1/2 ] 
f(z) = 184/19*z^3 - 65/19*z + 1
*
[ 1/5 ] 
f(z) = 185/2*z^3 - 77/10*z + 1
*
[ -2/3 ] 
f(z) = 185/8*z^3 - 70/9*z + 1
*
[ -3/5 ] 
f(z) = 185/9*z^3 - 71/15*z + 1
*
[ 1/3 ] 
f(z) = 186*z^3 - 68/3*z + 1
*
[ 1/6 ] 
f(z) = 186*z^3 - 61/6*z + 1
*
[ -1/2 ] 
f(z) = 186/5*z^3 - 63/10*z + 1
*
[ -2/3 ] 
f(z) = 187/8*z^3 - 71/9*z + 1
*
[ 1/2 ] 
f(z) = 188/15*z^3 - 62/15*z + 1
*
[ 1/2 ] 
f(z) = 188/17*z^3 - 64/17*z + 1
*
[ 1/2 ] 
f(z) = 188/19*z^3 - 66/19*z + 1
*
[ 2/9 ] 
f(z) = 189*z^3 - 77/6*z + 1
*
[ 1/7 ] 
f(z) = 189*z^3 - 69/7*z + 1
*
[ -2/3 ] 
f(z) = 189/2*z^3 - 79/2*z + 1
*
1/3 | 0.10731853426942999744477492461824068269 | 0.016926254353808169472099625309562589304
f(z) = 189/2*z^3 - 79/6*z + 1
*
2/21 | 0.18302280034840570168094161508248381415 | 0.025463484995105775100128401111034906974
f(z) = 189/2*z^3 - 62/7*z + 1
*
[ 1/6 ] 
f(z) = 189/2*z^3 - 61/8*z + 1
*
1/9 | 0.13410483995278380284806172307173227267 | 0.021150984278436425110335032573368448719
f(z) = 189/4*z^3 - 79/12*z + 1
*
[ -4/9 ] 
f(z) = 189/4*z^3 - 73/12*z + 1
*
[ 4/9 ] 
f(z) = 189/8*z^3 - 71/12*z + 1
*
[ 2/21 ] 
f(z) = 189/8*z^3 - 68/7*z + 1
*
10/21 | 0.20036536094525286262700090258094476391 | 0.027876310231600289819538167254154418156
f(z) = 189/8*z^3 - 62/7*z + 1
*
[ -4/3 ] 
f(z) = 189/16*z^3 - 77/4*z + 1
*
[ -1/2 ] 
f(z) = 190/3*z^3 - 77/6*z + 1
*
[ -3/5 ] 
f(z) = 190/9*z^3 - 74/15*z + 1
*
[ -2/3 ] 
f(z) = 191/8*z^3 - 73/9*z + 1
*
1/12 | 0.20015697498589654038225953469635801917 | 0.028394061428234340904369165647338184576
f(z) = 192*z^3 - 71/6*z + 1
*
1/6 | 0.093053660821743553959246135492561382878 | 0.013200496069052014657284429900553436677
f(z) = 192*z^3 - 65/6*z + 1
*
[ 5/8 ] 
f(z) = 192/5*z^3 - 78/5*z + 1
*
[ -5/8 ] 
f(z) = 192/5*z^3 - 62/5*z + 1
*
[ 1/8 ] 
f(z) = 192/11*z^3 - 80/11*z + 1
*
[ 1/2 ] 
f(z) = 192/13*z^3 - 61/13*z + 1
*
[ 1/2 ] 
f(z) = 192/17*z^3 - 65/17*z + 1
*
[ 1/4 ] 
f(z) = 192/17*z^3 - 63/17*z + 1
*
[ 1/4 ] 
f(z) = 192/19*z^3 - 69/19*z + 1
*
[ 1/2 ] 
f(z) = 192/19*z^3 - 67/19*z + 1
*
[ -2/3 ] 
f(z) = 193/8*z^3 - 74/9*z + 1
*
[ -1/2 ] 
f(z) = 194/3*z^3 - 79/6*z + 1
*
[ -1/2 ] 
f(z) = 194/5*z^3 - 67/10*z + 1
*
[ 1/3 ] 
f(z) = 195*z^3 - 71/3*z + 1
*
[ 1/5 ] 
f(z) = 195/2*z^3 - 79/10*z + 1
*
[ 1/3 ] 
f(z) = 195/2*z^3 - 77/6*z + 1
*
[ 2/13 ] 
f(z) = 195/8*z^3 - 79/13*z + 1
*
[ 2/3 ] 
f(z) = 195/16*z^3 - 71/12*z + 1
*
-9/28 | 0.16473228070704018656260797603375886133 | 0.024718212853384969878877968733318065017
f(z) = 196*z^3 - 69/4*z + 1
*
[ 1/4 ] 
f(z) = 196*z^3 - 61/4*z + 1
*
[ 1/14 ] 
f(z) = 196/5*z^3 - 66/5*z + 1
*
1/7 | 0.16246064117864191089347450412104393871 | 0.027207087134591775809229814275190349499
f(z) = 196/5*z^3 - 63/10*z + 1
*
[ 2/7 ] 
f(z) = 196/9*z^3 - 77/18*z + 1
*
3/28 | 0.080390134615905255245720198352053322186 | 0.012062605156800298510625332393924714040
f(z) = 196/9*z^3 - 67/12*z + 1
*
[ 1/7 ] 
f(z) = 196/11*z^3 - 70/11*z + 1
*
[ 1/2 ] 
f(z) = 196/13*z^3 - 62/13*z + 1
*
3/7 | 0.089447556428508744117507479778187167126 | 0.016946876338140989434513166769996669565
f(z) = 196/15*z^3 - 61/15*z + 1
*
[ 1/2 ] 
f(z) = 196/17*z^3 - 66/17*z + 1
*
[ 1/2 ] 
f(z) = 196/19*z^3 - 68/19*z + 1
*
[ -2/3 ] 
f(z) = 197/8*z^3 - 76/9*z + 1
*
[ -1/2 ] 
f(z) = 198/5*z^3 - 69/10*z + 1
*
[ 1/6 ] 
f(z) = 198/5*z^3 - 61/10*z + 1
*
[ -2/3 ] 
f(z) = 199/8*z^3 - 77/9*z + 1
*
[ 2/5 ] 
f(z) = 185/16*z^3 - 67/20*z + 1
*
[ 2/5 ] 
f(z) = 195/16*z^3 - 69/20*z + 1
*
[ 1/4 ] 
f(z) = 180*z^3 - 57/4*z + 1
*
[ 1/5 ] 
f(z) = 180*z^3 - 56/5*z + 1
*
[ 1/10 ] 
f(z) = 180*z^3 - 54/5*z + 1
*
1/6 | 0.14468185532643800509386786621793054728 | 0.021269253014615164532929032209044709406
f(z) = 180*z^3 - 51/5*z + 1
*
[ 1/12 ] 
f(z) = 180*z^3 - 49/4*z + 1
*
[ 1/2 ] 
f(z) = 180*z^3 - 46*z + 1
*
[ -1/2 ] 
f(z) = 180*z^3 - 42*z + 1
*
[ 1/2 ] 
f(z) = 180/7*z^3 - 52/7*z + 1
*
[ 1/6 ] 
f(z) = 180/11*z^3 - 60/11*z + 1
*
[ 1/2 ] 
f(z) = 180/11*z^3 - 56/11*z + 1
*
[ 1/3 ] 
f(z) = 180/11*z^3 - 42/11*z + 1
*
[ 1/2 ] 
f(z) = 180/13*z^3 - 58/13*z + 1
*
[ 1/3 ] 
f(z) = 180/13*z^3 - 46/13*z + 1
*
[ 1/3 ] 
f(z) = 180/17*z^3 - 54/17*z + 1
*
[ 1/3 ] 
f(z) = 180/19*z^3 - 58/19*z + 1
*
[ -1/3 ] 
f(z) = 183*z^3 - 49/3*z + 1
*
-2/3 | 0.15960169323667353924492761675851817525 | 0.025301078402080355991709071616301166150
f(z) = 183/16*z^3 - 55/12*z + 1
*
[ 1/2 ] 
f(z) = 184*z^3 - 47*z + 1
*
[ -1/2 ] 
f(z) = 184*z^3 - 43*z + 1
*
[ 1/2 ] 
f(z) = 184/3*z^3 - 49/3*z + 1
*
[ 1/4 ] 
f(z) = 184/3*z^3 - 41/6*z + 1
*
[ 1/4 ] 
f(z) = 184/5*z^3 - 53/10*z + 1
*
[ 1/2 ] 
f(z) = 184/5*z^3 - 51/5*z + 1
*
[ 1/2 ] 
f(z) = 184/7*z^3 - 53/7*z + 1
*
[ -3/4 ] 
f(z) = 184/9*z^3 - 55/6*z + 1
*
[ 1/2 ] 
f(z) = 184/9*z^3 - 55/9*z + 1
*
[ 1/2 ] 
f(z) = 184/11*z^3 - 57/11*z + 1
*
[ 1/2 ] 
f(z) = 184/13*z^3 - 59/13*z + 1
*
[ 1/5 ] 
f(z) = 185*z^3 - 57/5*z + 1
*
[ -1/3 ] 
f(z) = 186*z^3 - 50/3*z + 1
*
[ 2/11 ] 
f(z) = 187/8*z^3 - 58/11*z + 1
*
[ 1/4 ] 
f(z) = 188*z^3 - 59/4*z + 1
*
[ 1/2 ] 
f(z) = 188*z^3 - 48*z + 1
*
[ -1/2 ] 
f(z) = 188*z^3 - 44*z + 1
*
[ 1/2 ] 
f(z) = 188/3*z^3 - 50/3*z + 1
*
[ 1/2 ] 
f(z) = 188/5*z^3 - 52/5*z + 1
*
[ 1/2 ] 
f(z) = 188/7*z^3 - 54/7*z + 1
*
[ 1/2 ] 
f(z) = 188/9*z^3 - 56/9*z + 1
*
[ 1/2 ] 
f(z) = 188/11*z^3 - 58/11*z + 1
*
[ 1/2 ] 
f(z) = 188/13*z^3 - 60/13*z + 1
*
[ 1/6 ] 
f(z) = 189*z^3 - 41/4*z + 1
*
[ 1/9 ] 
f(z) = 189/2*z^3 - 55/6*z + 1
*
[ 2/3 ] 
f(z) = 189/4*z^3 - 43/2*z + 1
*
[ -2/3 ] 
f(z) = 189/10*z^3 - 59/10*z + 1
*
[ 1/3 ] 
f(z) = 189/10*z^3 - 41/10*z + 1
*
[ 1/3 ] 
f(z) = 189/11*z^3 - 43/11*z + 1
*
[ 1/3 ] 
f(z) = 189/13*z^3 - 47/13*z + 1
*
[ 1/3 ] 
f(z) = 189/16*z^3 - 53/16*z + 1
*
[ 4/9 ] 
f(z) = 189/16*z^3 - 43/12*z + 1
*
[ 1/3 ] 
f(z) = 189/17*z^3 - 55/17*z + 1
*
[ 1/3 ] 
f(z) = 189/19*z^3 - 59/19*z + 1
*
[ 1/5 ] 
f(z) = 190*z^3 - 58/5*z + 1
*
1/16 | 0.072407911065848350511931791835777698695 | 0.010898585592585148835737329346838185478
f(z) = 192*z^3 - 55/4*z + 1
*
[ 1/2 ] 
f(z) = 192*z^3 - 49*z + 1
*
3/16 | 0.14022444052179933522940597875566667195 | 0.021106092479444600872906216801310230391
f(z) = 192*z^3 - 47/4*z + 1
*
[ -1/2 ] 
f(z) = 192*z^3 - 45*z + 1
*
[ 1/2 ] 
f(z) = 192/5*z^3 - 53/5*z + 1
*
[ 1/2 ] 
f(z) = 192/7*z^3 - 55/7*z + 1
*
[ 1/8 ] 
f(z) = 192/7*z^3 - 52/7*z + 1
*
[ 1/2 ] 
f(z) = 192/11*z^3 - 59/11*z + 1
*
[ 1/4 ] 
f(z) = 192/11*z^3 - 45/11*z + 1
*
[ 1/4 ] 
f(z) = 192/13*z^3 - 51/13*z + 1
*
[ 1/5 ] 
f(z) = 195*z^3 - 59/5*z + 1
*
[ -1/3 ] 
f(z) = 195*z^3 - 53/3*z + 1
*
-2/3 | 0.16359207763948346939557824429710284581 | 0.025675148072705647286547006318879701422
f(z) = 195/16*z^3 - 59/12*z + 1
*
-2/7 | 0.19199792480937676541617953449729664846 | 0.028809444951996915371191234375419538939
f(z) = 196*z^3 - 53/4*z + 1
*
-2/7 | 0.19101656365470917708498510366143108407 | 0.028662190911665520861460148562996303850
f(z) = 196*z^3 - 51/4*z + 1
*
[ 1/2 ] 
f(z) = 196*z^3 - 50*z + 1
*
[ -1/2 ] 
f(z) = 196*z^3 - 46*z + 1
*
5/28 | 0.077502164813763932526014463121027293211 | 0.011629262936458985155149357500331580894
f(z) = 196*z^3 - 45/4*z + 1
*
-3/7 | 0.10096085487832418867949989135170084910 | 0.016907792286976148504570996121257244512
f(z) = 196/3*z^3 - 59/6*z + 1
*
[ 1/2 ] 
f(z) = 196/3*z^3 - 52/3*z + 1
*
[ 2/7 ] 
f(z) = 196/3*z^3 - 47/6*z + 1
*
1/7 | 0.077017161918679489354302852957403802400 | 0.012897970979176169814764819754243158197
f(z) = 196/3*z^3 - 41/6*z + 1
*
1/7 | 0.15101782848825606424652409457603548451 | 0.028612078031338668442806128462371543606
f(z) = 196/5*z^3 - 59/5*z + 1
*
[ 2/7 ] 
f(z) = 196/5*z^3 - 57/10*z + 1
*
[ 1/2 ] 
f(z) = 196/5*z^3 - 54/5*z + 1
*
1/14 | 0.13772523475381268625129339094643225201 | 0.026093642075955071097338163692672498669
f(z) = 196/5*z^3 - 46/5*z + 1
*
3/14 | 0.11156561466827992251131915924871923286 | 0.021137398838649857360328898727415268818
f(z) = 196/5*z^3 - 44/5*z + 1
*
-15/28 | 0.12071812489855918503439651148633440755 | 0.018113852935786937760665719307207431221
f(z) = 196/9*z^3 - 55/12*z + 1
*
5/14 | 0.082066942236765623281580430730981121588 | 0.015548533431960334084725830020265533639
f(z) = 196/9*z^3 - 43/9*z + 1
*
[ 1/2 ] 
f(z) = 196/11*z^3 - 60/11*z + 1
*
[ 3/7 ] 
f(z) = 196/15*z^3 - 56/15*z + 1
*
[ 5/14 ] 
f(z) = 196/15*z^3 - 52/15*z + 1
*
[ 1/3 ] 
f(z) = 198/13*z^3 - 48/13*z + 1
*
[ 1/3 ] 
f(z) = 198/17*z^3 - 56/17*z + 1
*
[ 1/3 ] 
f(z) = 198/19*z^3 - 60/19*z + 1
*
[ 1/3 ] 
f(z) = 180*z^3 - 22*z + 1
*
[ 1/6 ] 
f(z) = 180/7*z^3 - 40/7*z + 1
*
[ 1/3 ] 
f(z) = 180/7*z^3 - 34/7*z + 1
*
[ 2/3 ] 
f(z) = 183/8*z^3 - 32/3*z + 1
*
[ -2/3 ] 
f(z) = 183/8*z^3 - 23/3*z + 1
*
[ 1/4 ] 
f(z) = 184*z^3 - 29/2*z + 1
*
[ -1/2 ] 
f(z) = 184/3*z^3 - 37/3*z + 1
*
[ -1/2 ] 
f(z) = 184/5*z^3 - 31/5*z + 1
*
[ 2/5 ] 
f(z) = 185/8*z^3 - 26/5*z + 1
*
[ -1/2 ] 
f(z) = 188/3*z^3 - 38/3*z + 1
*
[ -1/2 ] 
f(z) = 188/5*z^3 - 32/5*z + 1
*
2/9 | 0.12038889415945760484266092869747039868 | 0.018987708486595725768122516441683572938
f(z) = 189*z^3 - 40/3*z + 1
*
[ 1/9 ] 
f(z) = 189*z^3 - 31/3*z + 1
*
[ 1/3 ] 
f(z) = 189*z^3 - 23*z + 1
*
2/9 | 0.14401379849838286193028504095715807421 | 0.022713822923838300692634895514176964656
f(z) = 189/2*z^3 - 26/3*z + 1
*
[ 1/3 ] 
f(z) = 189/2*z^3 - 25/2*z + 1
*
[ -2/3 ] 
f(z) = 189/4*z^3 - 37/2*z + 1
*
[ 2/9 ] 
f(z) = 189/4*z^3 - 35/6*z + 1
*
[ 1/3 ] 
f(z) = 189/4*z^3 - 29/4*z + 1
*
[ 1/3 ] 
f(z) = 189/5*z^3 - 31/5*z + 1
*
[ 1/3 ] 
f(z) = 189/8*z^3 - 37/8*z + 1
*
[ 2/7 ] 
f(z) = 189/8*z^3 - 31/7*z + 1
*
2/9 | 0.10710043264840625557030251385199272806 | 0.016891855416685550701049196093483709924
f(z) = 189/8*z^3 - 26/3*z + 1
*
[ 2/3 ] 
f(z) = 189/16*z^3 - 23/4*z + 1
*
1/12 | 0.096678032050716865252567050991189916978 | 0.015210257159195472240958840914915307646
f(z) = 192*z^3 - 34/3*z + 1
*
[ 1/8 ] 
f(z) = 192/5*z^3 - 38/5*z + 1
*
3/8 | 0.10707604995581383508077572545469600774 | 0.020366361238377144507833679397756771331
f(z) = 192/5*z^3 - 37/5*z + 1
*
[ -1/2 ] 
f(z) = 192/5*z^3 - 33/5*z + 1
*
[ 1/4 ] 
f(z) = 192/5*z^3 - 27/5*z + 1
*
[ 1/4 ] 
f(z) = 192/7*z^3 - 33/7*z + 1
*
[ 2/3 ] 
f(z) = 195/8*z^3 - 34/3*z + 1
*
[ 2/5 ] 
f(z) = 195/8*z^3 - 27/5*z + 1
*
[ -2/3 ] 
f(z) = 195/8*z^3 - 25/3*z + 1
*
3/14 | 0.15571382237341523221592827538360255442 | 0.024419082649403521209721138120618712186
f(z) = 196*z^3 - 40/3*z + 1
*
[ 3/14 ] 
f(z) = 196*z^3 - 38/3*z + 1
*
[ 2/7 ] 
f(z) = 196*z^3 - 37/2*z + 1
*
[ -2/7 ] 
f(z) = 196*z^3 - 23/2*z + 1
*
1/14 | 0.12990287866625245688381434334549488746 | 0.024611606047450030898505499880546057341
f(z) = 196/3*z^3 - 37/3*z + 1
*
3/14 | 0.095985684386012775600814183382144486380 | 0.018185600462117714175592002761643502979
f(z) = 196/3*z^3 - 29/3*z + 1
*
[ -3/7 ] 
f(z) = 196/3*z^3 - 26/3*z + 1
*
2/7 | 0.075928167690289361023769464587495983990 | 0.014385471440546297917925982268281963468
f(z) = 196/3*z^3 - 25/3*z + 1
*
3/14 | 0.089414217512661756261678066387762648101 | 0.016940559894107572348669330957197544949
f(z) = 196/5*z^3 - 29/5*z + 1
*
[ 1/3 ] 
f(z) = 198*z^3 - 24*z + 1
*
[ 1/6 ] 
f(z) = 198*z^3 - 21/2*z + 1
*
[ 1/3 ] 
f(z) = 198/5*z^3 - 32/5*z + 1
*
[ 1/3 ] 
f(z) = 198/7*z^3 - 36/7*z + 1
*
[ -1/3 ] 
f(z) = 180*z^3 - 16*z + 1
*
[ 1/6 ] 
f(z) = 180*z^3 - 10*z + 1
*
[ -1/3 ] 
f(z) = 189*z^3 - 17*z + 1
*
[ 2/9 ] 
f(z) = 189/8*z^3 - 14/3*z + 1
*
[ 2/3 ] 
f(z) = 189/8*z^3 - 11*z + 1
*
[ -2/3 ] 
f(z) = 189/8*z^3 - 8*z + 1
*
[ 1/4 ] 
f(z) = 192*z^3 - 15*z + 1
*
[ 1/8 ] 
f(z) = 192*z^3 - 10*z + 1
*
[ -1/4 ]
f(z) = 192*z^3 - 7*z + 1
*
[ 1/14 ] 
f(z) = 196*z^3 - 14*z + 1
*
[ 1/7 ] 
f(z) = 196*z^3 - 10*z + 1
*
[ -3/14 ]
f(z) = 196*z^3 - 10/3*z + 1
*
[ 3/14 ] 
f(z) = 196/3*z^3 - 20/3*z + 1
*
[ -5/14 ]
f(z) = 196/5*z^3 - 6/5*z + 1
*
[ 3/7 ] 
f(z) = 196/9*z^3 - 16/3*z + 1
*
[ 3/14 ] 
f(z) = 196/9*z^3 - 14/3*z + 1
*
[ -3/7 ]
f(z) = 196/9*z^3 - 2/3*z + 1
*
[ -1/3 ] 
f(z) = 198*z^3 - 18*z + 1
*
[ -1/6 ]
f(z) = 180*z^3 + 2*z + 1
*
[ -1/8 ]
f(z) = 192*z^3 + 6*z + 1
*
[ -1/7 ]
f(z) = 196*z^3 + 4*z + 1
*
[ -1/14 ]
f(z) = 196*z^3 + 14*z + 1
*
[ -3/14 ]
f(z) = 196/3*z^3 + 8/3*z + 1
*
[ -3/14 ]
f(z) = 196/9*z^3 + 14/3*z + 1
*
[ -7/24 ]
f(z) = 192/7*z^3 + 44/21*z + 1
*
[ 5/3 ] 
f(z) = 183/25*z^3 - 299/15*z + 1
*
[ -5/3 ] 
f(z) = 183/25*z^3 - 281/15*z + 1
*
[ -5/3 ] 
f(z) = 186/25*z^3 - 286/15*z + 1
*
[ -5/3 ] 
f(z) = 192/25*z^3 - 296/15*z + 1
*
[ 3/56 ] 
f(z) = 196/27*z^3 - 283/16*z + 1
*
[ -4/3 ] 
f(z) = 181/32*z^3 - 299/36*z + 1
*
-3/2 | 0.26091210834756444344192921021482563633 | 0.029002220429347835808121202803606904022
f(z) = 185/27*z^3 - 299/20*z + 1
*
2/9 | 0.13912626023164339378263036755365384590 | 0.021760269868020029441525958408551581011
f(z) = 189/20*z^3 - 299/30*z + 1
*
[ -10/9 ] 
f(z) = 189/20*z^3 - 293/30*z + 1
*
[ 6/5 ] 
f(z) = 190/27*z^3 - 299/30*z + 1
*
[ 5/4 ] 
f(z) = 192/35*z^3 - 293/35*z + 1
*
1/8 | 0.16233772255429959065056764106906044691 | 0.028755513159121114423728171612030070856
f(z) = 192/35*z^3 - 283/35*z + 1
*
[ 3/20 ] 
f(z) = 184/27*z^3 - 291/50*z + 1
*
[ 2/3 ] 
f(z) = 183/26*z^3 - 283/78*z + 1
*
-4/5 | 0.18313162956586536904242010376389880332 | 0.026813639855625611325704845959199355058
f(z) = 185/24*z^3 - 281/60*z + 1
*
[ 3/16 ] 
f(z) = 188/27*z^3 - 293/64*z + 1
*
[ -15/16 ] 
f(z) = 192/25*z^3 - 281/60*z + 1
*
[ 2/3 ] 
f(z) = 195/22*z^3 - 293/66*z + 1
*
[ 6/7 ] 
f(z) = 196/33*z^3 - 299/66*z + 1
*
[ 5/6 ] 
f(z) = 198/35*z^3 - 289/70*z + 1
*
[ 1/2 ] 
f(z) = 185/24*z^3 - 281/96*z + 1
*
[ -6/7 ] 
f(z) = 185/27*z^3 - 281/98*z + 1
*
[ 1/2 ] 
f(z) = 187/24*z^3 - 283/96*z + 1
*
[ 1/4 ] 
f(z) = 188/21*z^3 - 299/84*z + 1
*
[ 5/8 ] 
f(z) = 188/25*z^3 - 283/80*z + 1
*
[ -6/7 ] 
f(z) = 188/27*z^3 - 289/98*z + 1
*
[ 1/2 ] 
f(z) = 189/23*z^3 - 281/92*z + 1
*
[ 1/2 ] 
f(z) = 191/23*z^3 - 283/92*z + 1
*
[ 1/2 ] 
f(z) = 191/24*z^3 - 287/96*z + 1
*
[ -6/7 ] 
f(z) = 191/27*z^3 - 297/98*z + 1
*
5/8 | 0.18707244698826268718775397682337912074 | 0.029431919183033673232758813828951486460
f(z) = 192/29*z^3 - 283/87*z + 1
*
[ 1/2 ] 
f(z) = 193/22*z^3 - 281/88*z + 1
*
[ 1/2 ] 
f(z) = 193/23*z^3 - 285/92*z + 1
*
[ 1/2 ] 
f(z) = 193/24*z^3 - 289/96*z + 1
*
[ -5/6 ] 
f(z) = 194/25*z^3 - 287/90*z + 1
*
[ 1/2 ] 
f(z) = 195/22*z^3 - 283/88*z + 1
*
[ 1/2 ] 
f(z) = 195/23*z^3 - 287/92*z + 1
*
[ 5/8 ] 
f(z) = 196/25*z^3 - 293/80*z + 1
*
[ 9/14 ] 
f(z) = 196/33*z^3 - 298/99*z + 1
*
[ 1/2 ] 
f(z) = 197/21*z^3 - 281/84*z + 1
*
[ 1/2 ] 
f(z) = 197/22*z^3 - 285/88*z + 1
*
[ 1/2 ] 
f(z) = 197/23*z^3 - 289/92*z + 1
*
[ 1/2 ] 
f(z) = 197/24*z^3 - 293/96*z + 1
*
[ 5/18 ] 
f(z) = 198/25*z^3 - 289/90*z + 1
*
[ 1/2 ] 
f(z) = 199/21*z^3 - 283/84*z + 1
*
[ 1/2 ] 
f(z) = 199/22*z^3 - 287/88*z + 1
*
[ 1/2 ] 
f(z) = 199/23*z^3 - 291/92*z + 1
*
[ 1/2 ] 
f(z) = 199/24*z^3 - 295/96*z + 1
*
[ 1/2 ] 
f(z) = 181/25*z^3 - 281/100*z + 1
*
[ 1/2 ] 
f(z) = 181/26*z^3 - 285/104*z + 1
*
[ 1/2 ] 
f(z) = 181/27*z^3 - 289/108*z + 1
*
[ 1/2 ] 
f(z) = 181/28*z^3 - 293/112*z + 1
*
[ 1/2 ] 
f(z) = 181/29*z^3 - 297/116*z + 1
*
[ 1/2 ] 
f(z) = 183/25*z^3 - 283/100*z + 1
*
[ 1/2 ] 
f(z) = 183/26*z^3 - 287/104*z + 1
*
[ 1/2 ] 
f(z) = 183/28*z^3 - 295/112*z + 1
*
[ 1/2 ] 
f(z) = 183/29*z^3 - 299/116*z + 1
*
[ 2/3 ] 
f(z) = 183/34*z^3 - 295/102*z + 1
*
[ 1/3 ] 
f(z) = 183/37*z^3 - 283/111*z + 1
*
[ 1/3 ] 
f(z) = 183/38*z^3 - 289/114*z + 1
*
[ 1/2 ] 
f(z) = 185/26*z^3 - 289/104*z + 1
*
[ 1/2 ] 
f(z) = 185/27*z^3 - 293/108*z + 1
*
[ 1/2 ] 
f(z) = 185/28*z^3 - 297/112*z + 1
*
[ 1/3 ] 
f(z) = 186/37*z^3 - 284/111*z + 1
*
[ 1/2 ] 
f(z) = 187/25*z^3 - 287/100*z + 1
*
[ 1/2 ] 
f(z) = 187/26*z^3 - 291/104*z + 1
*
[ 1/2 ] 
f(z) = 187/27*z^3 - 295/108*z + 1
*
[ 1/2 ] 
f(z) = 187/28*z^3 - 299/112*z + 1
*
[ 1/2 ] 
f(z) = 189/25*z^3 - 289/100*z + 1
*
[ 1/2 ] 
f(z) = 189/26*z^3 - 293/104*z + 1
*
[ 1/2 ] 
f(z) = 191/25*z^3 - 291/100*z + 1
*
[ 1/2 ] 
f(z) = 191/26*z^3 - 295/104*z + 1
*
[ 1/2 ] 
f(z) = 191/27*z^3 - 299/108*z + 1
*
[ 3/10 ] 
f(z) = 191/27*z^3 - 297/100*z + 1
*
[ 1/3 ] 
f(z) = 192/37*z^3 - 286/111*z + 1
*
[ 1/2 ] 
f(z) = 193/25*z^3 - 293/100*z + 1
*
[ 1/2 ] 
f(z) = 193/26*z^3 - 297/104*z + 1
*
[ 1/3 ] 
f(z) = 195/37*z^3 - 287/111*z + 1
*
[ 1/3 ] 
f(z) = 195/38*z^3 - 293/114*z + 1
*
[ 1/2 ] 
f(z) = 197/25*z^3 - 297/100*z + 1
*
[ 3/10 ] 
f(z) = 197/27*z^3 - 299/100*z + 1
*
[ 1/2 ] 
f(z) = 199/25*z^3 - 299/100*z + 1
*
0 | 0.11490642035308286319228300389709809465 | 0.020635652171928331075267958743280038109
f(z) = 184/39*z^3 - 262/39*z + 1
*
-6/5 | 0.22496372579841921227692253374584023700 | 0.028843931381438992058784922125950854612
f(z) = 185/27*z^3 - 271/30*z + 1
*
0 | 0.12253267503883793671263031651168921082 | 0.022020347859195498781668513322689645755
f(z) = 185/38*z^3 - 261/38*z + 1
*
0 | 0.11500884731526240000296690072769273971 | 0.020639926077261274246374933531325992396
f(z) = 185/39*z^3 - 263/39*z + 1
*
0 | 0.13558750225942054624517973581224520203 | 0.024366430947219214601746603229884053354
f(z) = 187/37*z^3 - 261/37*z + 1
*
0 | 0.12273771403486726418914760415659222035 | 0.022026977956116854226437310003996053202
f(z) = 187/38*z^3 - 263/38*z + 1
*
0 | 0.11521404949547255574462789464458976718 | 0.020648678894610881995081861849082037071
f(z) = 187/39*z^3 - 265/39*z + 1
*
0 | 0.13568909622652788114547375337669722623 | 0.024367942057981091317770745592563920905
f(z) = 188/37*z^3 - 262/37*z + 1
*
0 | 0.11531683733229883758689655469462022140 | 0.020653159052138891871849947658163397209
f(z) = 188/39*z^3 - 266/39*z + 1
*
[ 10/9 ] 
f(z) = 189/25*z^3 - 277/30*z + 1
*
0 | 0.13579013562961983950612239853734819271 | 0.024369415282755381902579264021051294509
f(z) = 189/37*z^3 - 263/37*z + 1
*
0 | 0.12294050657086638944267343703356105258 | 0.022033415667959612287574620094027034786
f(z) = 189/38*z^3 - 265/38*z + 1
*
0 | 0.13589062649295073829214461701585524755 | 0.024370851307855793536367128896684336437
f(z) = 190/37*z^3 - 264/37*z + 1
*
0 | 0.11551764919021722511497358387033033891 | 0.020661405507272744198787759848461284257
f(z) = 190/39*z^3 - 268/39*z + 1
*
0 | 0.13601865709563721654345921770752138005 | 0.024443913785749070153572929091347445983
f(z) = 191/35*z^3 - 261/35*z + 1
*
0 | 0.096770696187196073268851595336167231306 | 0.017366837963984852225348857047214286743
f(z) = 191/36*z^3 - 263/36*z + 1
*
0 | 0.13599057474309632280031407181012612426 | 0.024372250805003783096130567247290063117
f(z) = 191/37*z^3 - 265/37*z + 1
*
0 | 0.12314110136316830952157677268299049515 | 0.022039667265932330564149202995843209683
f(z) = 191/38*z^3 - 267/38*z + 1
*
0 | 0.11561878606952169746175835712921543691 | 0.020665728439730519640842883525285337668
f(z) = 191/39*z^3 - 269/39*z + 1
*
-5/4 | 0.14755911532259586515934390411838338842 | 0.026322569647931706895702259934497090457
f(z) = 192/35*z^3 - 272/35*z + 1
*
0 | 0.13611791598923997495371807213478305682 | 0.024444952336785222544016142200639356660
f(z) = 192/35*z^3 - 262/35*z + 1
*
0 | 0.13608998621105513396361347871067959939 | 0.024373614431698179269104060913698961414
f(z) = 192/37*z^3 - 266/37*z + 1
*
[ 1/8 ] 
f(z) = 192/37*z^3 - 262/37*z + 1
*
0 | 0.12339510337552199909801463166203985062 | 0.022175334861408508924581731294014798166
f(z) = 193/34*z^3 - 261/34*z + 1
*
0 | 0.13621664548810613176174820298629264752 | 0.024445958367534321410639393014935539435
f(z) = 193/35*z^3 - 263/35*z + 1
*
0 | 0.096968836144336093960816500683576579432 | 0.017378769074575535731932207962080828817
f(z) = 193/36*z^3 - 265/36*z + 1
*
0 | 0.13618886663429364192454946457247062298 | 0.024374942831573826567900944578058345221
f(z) = 193/37*z^3 - 267/37*z + 1
*
0 | 0.12333954555963830932800470706717103838 | 0.022045738768461021197503949866459779411
f(z) = 193/38*z^3 - 269/38*z + 1
*
0 | 0.11581634932790030183721709247658797782 | 0.020673668844052411003092499036934117963
f(z) = 193/39*z^3 - 271/39*z + 1
*
0 | 0.13631485121152345167025395453168794815 | 0.024446932475514468535848562951673477543
f(z) = 194/35*z^3 - 264/35*z + 1
*
0 | 0.13628722165873694296453947853706049052 | 0.024376236634749626922377610331379721990
f(z) = 194/37*z^3 - 268/37*z + 1
*
0 | 0.11591588799403390550273208129081813101 | 0.020677841747385256289418838527102443647
f(z) = 194/39*z^3 - 272/39*z + 1
*
0 | 0.12359084860917319525493799101913110008 | 0.022180084738409536207947888174905272614
f(z) = 195/34*z^3 - 263/34*z + 1
*
0 | 0.13638505684070675019626999262675479752 | 0.024377496458166339936229816426738871325
f(z) = 195/37*z^3 - 269/37*z + 1
*
0 | 0.12353588480632361165398790223075713662 | 0.022051635953506028573860228682150913150
f(z) = 195/38*z^3 - 271/38*z + 1
*
[ 3/35 ] 
f(z) = 196/27*z^3 - 268/25*z + 1
*
0 | 0.11619334679674740457350635557488576700 | 0.020866766903208929194258439819419292786
f(z) = 196/33*z^3 - 262/33*z + 1
*
0 | 0.13648237764880834455971823217071239516 | 0.024378722905914488943780716249436261974
f(z) = 196/37*z^3 - 270/37*z + 1
*
1/7 | 0.16201805005914646436092135382650954776 | 0.028808240707092417034695152651981527691
f(z) = 196/39*z^3 - 277/39*z + 1
*
0 | 0.11611133923323505688205694597324556894 | 0.020685674196727047342359624495968733033
f(z) = 196/39*z^3 - 274/39*z + 1
*
0 | 0.11097493110920460156938252792765480750 | 0.019943305619504223389377141326411406883
f(z) = 197/32*z^3 - 261/32*z + 1
*
0 | 0.11628883650997942232656198858270635360 | 0.020869637816621925811250495882059794253
f(z) = 197/33*z^3 - 263/33*z + 1
*
0 | 0.12378454567579091774859880714584749898 | 0.022184684480473369375003810223514512098
f(z) = 197/34*z^3 - 265/34*z + 1
*
0 | 0.13660638059765042841948504282228945992 | 0.024449669049947706816488620233112214166
f(z) = 197/35*z^3 - 267/35*z + 1
*
0 | 0.097358864763147511439174064521482481540 | 0.017401945901644757548312521513747689003
f(z) = 197/36*z^3 - 269/36*z + 1
*
0 | 0.13657918946576809147745289149858457074 | 0.024379916569552706653753334449089102762
f(z) = 197/37*z^3 - 271/37*z + 1
*
0 | 0.12373016331059825285323006362876078805 | 0.022057364370172134654342265529742728022
f(z) = 197/38*z^3 - 273/38*z + 1
*
0 | 0.11620829632503820423213125193451958418 | 0.020689519708808451077747545230236981674
f(z) = 197/39*z^3 - 275/39*z + 1
*
0 | 0.13670254565927919814688226517049559916 | 0.024450521193449190629718125773962797151
f(z) = 198/35*z^3 - 268/35*z + 1
*
0 | 0.13667549759022306989485634181621358953 | 0.024381078028416841393073222077009301656
f(z) = 198/37*z^3 - 272/37*z + 1
*
0 | 0.13685184152097614874034826080272423464 | 0.024593645364456642822768666602661822526
f(z) = 199/31*z^3 - 261/31*z + 1
*
0 | 0.11116633981046116208044274716218020218 | 0.019950335035338933309816280898947613244
f(z) = 199/32*z^3 - 263/32*z + 1
*
0 | 0.11648038636186427609250008173440809321 | 0.020875631974040295798391913574017554661
f(z) = 199/33*z^3 - 265/33*z + 1
*
0 | 0.12397623700855404522939465338066045952 | 0.022189138982056891441663958682055056569
f(z) = 199/34*z^3 - 267/34*z + 1
*
0 | 0.13679821374311656147884501990718788447 | 0.024451344218019720357194785577321648287
f(z) = 199/35*z^3 - 269/35*z + 1
*
0 | 0.097550840054726290754856605743857844650 | 0.017413204391728320960154577880864304399
f(z) = 199/36*z^3 - 271/36*z + 1
*
0 | 0.13677130723846430423656651652932514268 | 0.024382207849920132737483024751114366352
f(z) = 199/37*z^3 - 273/37*z + 1
*
0 | 0.12392242390102215149933094883989220490 | 0.022062929349658636471499524512950239989
f(z) = 199/38*z^3 - 275/38*z + 1
*
0 | 0.11640070007141590703962706325773588354 | 0.020697072856433343480957367733475616376
f(z) = 199/39*z^3 - 277/39*z + 1
*
3/4 | 0.097896998534883734485206456838626505905 | 0.016570010874834565019315325887379867098
f(z) = 184/21*z^3 - 263/42*z + 1
*
[ 1/6 ] 
f(z) = 198/25*z^3 - 261/50*z + 1
*
[ 2/3 ] 
f(z) = 183/22*z^3 - 277/66*z + 1
*
[ 12/17 ] 
f(z) = 187/27*z^3 - 263/68*z + 1
*
10/21 | 0.20972292495202359681254706064540517170 | 0.029178203712759803026588536372142050775
f(z) = 189/20*z^3 - 269/70*z + 1
*
-5/6 | 0.21977688378971630898831793603097717619 | 0.028443993133740382199654798578946638037
f(z) = 189/25*z^3 - 263/60*z + 1
*
-5/6 | 0.22002920213519655657135599599686559093 | 0.028418726063981155728369139281202877755
f(z) = 192/25*z^3 - 263/60*z + 1
*
[ 3/14 ] 
f(z) = 196/23*z^3 - 280/69*z + 1
*
[ 1/2 ] 
f(z) = 181/20*z^3 - 261/80*z + 1
*
[ 1/2 ] 
f(z) = 181/21*z^3 - 265/84*z + 1
*
[ 1/2 ] 
f(z) = 181/22*z^3 - 269/88*z + 1
*
[ 1/2 ] 
f(z) = 181/23*z^3 - 273/92*z + 1
*
[ 1/2 ] 
f(z) = 181/24*z^3 - 277/96*z + 1
*
[ 1/2 ] 
f(z) = 183/20*z^3 - 263/80*z + 1
*
[ 1/2 ] 
f(z) = 183/22*z^3 - 271/88*z + 1
*
[ 1/2 ] 
f(z) = 183/23*z^3 - 275/92*z + 1
*
[ 1/2 ] 
f(z) = 185/21*z^3 - 269/84*z + 1
*
[ 1/2 ] 
f(z) = 185/22*z^3 - 273/88*z + 1
*
[ 1/2 ] 
f(z) = 185/23*z^3 - 277/92*z + 1
*
[ 1/2 ] 
f(z) = 187/20*z^3 - 267/80*z + 1
*
[ 1/2 ] 
f(z) = 187/21*z^3 - 271/84*z + 1
*
[ 1/2 ] 
f(z) = 187/23*z^3 - 279/92*z + 1
*
[ -15/17 ] 
f(z) = 187/27*z^3 - 277/85*z + 1
*
[ 1/2 ] 
f(z) = 189/20*z^3 - 269/80*z + 1
*
[ 1/2 ] 
f(z) = 189/22*z^3 - 277/88*z + 1
*
4/21 | 0.17228705963138459515414257414584001283 | 0.020791872701354100202611154370628114157
f(z) = 189/32*z^3 - 263/84*z + 1
*
[ 1/2 ] 
f(z) = 191/20*z^3 - 271/80*z + 1
*
[ 1/2 ] 
f(z) = 191/21*z^3 - 275/84*z + 1
*
[ 1/2 ] 
f(z) = 191/22*z^3 - 279/88*z + 1
*
[ 1/2 ] 
f(z) = 193/20*z^3 - 273/80*z + 1
*
[ 1/2 ] 
f(z) = 193/21*z^3 - 277/84*z + 1
*
[ 1/2 ] 
f(z) = 197/20*z^3 - 277/80*z + 1
*
[ 1/2 ] 
f(z) = 199/20*z^3 - 279/80*z + 1
*
[ 1/3 ] 
f(z) = 183/34*z^3 - 265/102*z + 1
*
[ 1/3 ] 
f(z) = 183/35*z^3 - 271/105*z + 1
*
[ 1/3 ] 
f(z) = 186/35*z^3 - 272/105*z + 1
*
[ 6/17 ] 
f(z) = 187/27*z^3 - 275/102*z + 1
*
[ 7/12 ] 
f(z) = 192/35*z^3 - 271/105*z + 1
*
[ 3/8 ] 
f(z) = 192/37*z^3 - 266/111*z + 1
*
[ 4/9 ] 
f(z) = 195/32*z^3 - 265/108*z + 1
*
[ 1/3 ] 
f(z) = 195/34*z^3 - 269/102*z + 1
*
[ 12/35 ] 
f(z) = 196/27*z^3 - 277/100*z + 1
*
[ 5/2 ] 
f(z) = 196/25*z^3 - 242/5*z + 1
*
[ 12/7 ] 
f(z) = 196/27*z^3 - 251/12*z + 1
*
0 | 0.13494969353485465110041414874047669071 | 0.024585757803695366114877773536168168741
f(z) = 180/31*z^3 - 242/31*z + 1
*
0 | 0.13486028912128503499612590678953564460 | 0.024354731467908614430024629390717690564
f(z) = 180/37*z^3 - 254/37*z + 1
*
0 | 0.10189053555141935691130557130858921146 | 0.018576902078045358166484786263983381792
f(z) = 181/30*z^3 - 241/30*z + 1
*
0 | 0.13505483149071813788279723135737024196 | 0.024586441073665824515450158782452697279
f(z) = 181/31*z^3 - 243/31*z + 1
*
0 | 0.10936794583183060943068998493750784360 | 0.019880533079177380875933308328224280702
f(z) = 181/32*z^3 - 245/32*z + 1
*
0 | 0.11468163866536711149487073146441856177 | 0.020815675290654505442670567418343982829
f(z) = 181/33*z^3 - 247/33*z + 1
*
0 | 0.12217506495854065983925569333174568137 | 0.022143381602192560302326985643176022583
f(z) = 181/34*z^3 - 249/34*z + 1
*
0 | 0.13499564753619304976054702284800414753 | 0.024431598463203083081861735817213270698
f(z) = 181/35*z^3 - 251/35*z + 1
*
0 | 0.095746876253955849992999243166247583067 | 0.017303476729590234212452520048641729399
f(z) = 181/36*z^3 - 253/36*z + 1
*
0 | 0.13496594238967212792063557517122204125 | 0.024356528306183173427310175851192528602
f(z) = 181/37*z^3 - 255/37*z + 1
*
0 | 0.12211565453267846866334996724304477762 | 0.022006484082112619384464928651438168903
f(z) = 181/38*z^3 - 257/38*z + 1
*
0 | 0.11459148907809715785740280338040811695 | 0.020621744600650775660061820932988135846
f(z) = 181/39*z^3 - 259/39*z + 1
*
0 | 0.13515937569864411805029883148288625132 | 0.024587091054764862509649383156326835395
f(z) = 182/31*z^3 - 244/31*z + 1
*
0 | 0.11478635180123649721374844106143216619 | 0.020819413306298611071467967943927853257
f(z) = 182/33*z^3 - 248/33*z + 1
*
0 | 0.13507099600004254819504141937904492325 | 0.024358282012149299613705473658632109302
f(z) = 182/37*z^3 - 256/37*z + 1
*
0 | 0.13529247845541394731193826513576065069 | 0.024666816309881248737061070016937129193
f(z) = 183/29*z^3 - 241/29*z + 1
*
0 | 0.13526333282945402458524167888869583760 | 0.024587708420990556688240239910609620684
f(z) = 183/31*z^3 - 245/31*z + 1
*
0 | 0.10957661492344364228618811140051181560 | 0.019889070842029270115789102120116250997
f(z) = 183/32*z^3 - 247/32*z + 1
*
0 | 0.12238407084490383218001160992879865354 | 0.022149147263234872242069923253700153115
f(z) = 183/34*z^3 - 251/34*z + 1
*
0 | 0.13520482246890985353986558955994293513 | 0.024434358496604236023291145570218283124
f(z) = 183/35*z^3 - 253/35*z + 1
*
0 | 0.13517545672437357851719775575242060877 | 0.024359993385624306777962015875304225480
f(z) = 183/37*z^3 - 257/37*z + 1
*
0 | 0.12232533922758708043839584967584142097 | 0.022013518840130222451196299018184669034
f(z) = 183/38*z^3 - 259/38*z + 1
*
0 | 0.13539569078149414745585358681868968694 | 0.024667011639845513208852414698263124415
f(z) = 184/29*z^3 - 242/29*z + 1
*
0 | 0.13536670944213696123924627287729034857 | 0.024588293830920348131363192190902026498
f(z) = 184/31*z^3 - 246/31*z + 1
*
0 | 0.11499298405316798070935968101491515057 | 0.020826550393784189474514192177323559431
f(z) = 184/33*z^3 - 250/33*z + 1
*
0 | 0.13530853015796751391729122383764690272 | 0.024435680353250843383362393904508339915
f(z) = 184/35*z^3 - 254/35*z + 1
*
0 | 0.13527933122051341988030920226115505154 | 0.024361663208903572416566871840641776459
f(z) = 184/37*z^3 - 258/37*z + 1
*
[ -6/5 ] 
f(z) = 185/27*z^3 - 241/30*z + 1
*
0 | 0.10984190025238026942525272252440931038 | 0.020026612030369969613291418223824862456
f(z) = 185/28*z^3 - 241/28*z + 1
*
0 | 0.13549833088166970430154656324510196311 | 0.024667179182191669960006872096073331469
f(z) = 185/29*z^3 - 243/29*z + 1
*
0 | 0.13546951198633643108888596625381881101 | 0.024588847928126008090596468972853801579
f(z) = 185/31*z^3 - 247/31*z + 1
*
0 | 0.10978295806291895994111529124417608306 | 0.019897398332709297935398153529407354478
f(z) = 185/32*z^3 - 249/32*z + 1
*
0 | 0.11509594985876325444825877481701067568 | 0.020830138474919002083561619560846945982
f(z) = 185/33*z^3 - 251/33*z + 1
*
0 | 0.12259074319470914358830169910922315768 | 0.022154728750695730913663686774770183402
f(z) = 185/34*z^3 - 253/34*z + 1
*
0 | 0.096163223903305107572213440806997351113 | 0.017329591887389106812842552828022776626
f(z) = 185/36*z^3 - 257/36*z + 1
*
0 | 0.13560040506781662764168682662239433901 | 0.024667319519875912745988819309042606644
f(z) = 186/29*z^3 - 244/29*z + 1
*
0 | 0.13551421855255786950122319001042654742 | 0.024438211384464799889072666785154846293
f(z) = 186/35*z^3 - 256/35*z + 1
*
0 | 0.13548534760420547841440535661465364696 | 0.024364881249182803130586829790141293412
f(z) = 186/37*z^3 - 260/37*z + 1
*
0 | 0.12216723512337497279755379206053012237 | 0.022273793652671265573339794427675379389
f(z) = 187/27*z^3 - 241/27*z + 1
*
0 | 0.11004532976970601046158709244772211018 | 0.020033515172694496980473001066321153640
f(z) = 187/28*z^3 - 243/28*z + 1
*
0 | 0.13570191954791949016742929135406190880 | 0.024667433222423216096439243017425350727
f(z) = 187/29*z^3 - 245/29*z + 1
*
0 | 0.10250759974362622959571717747801877096 | 0.018605985543281931209335486357338083084
f(z) = 187/30*z^3 - 247/30*z + 1
*
0 | 0.13567342013557228722380809154476930688 | 0.024589864686022901726929886817011804638
f(z) = 187/31*z^3 - 249/31*z + 1
*
0 | 0.10998702655022089012480612237151433288 | 0.019905522273347456166328554993054684569
f(z) = 187/32*z^3 - 251/32*z + 1
*
0 | 0.13561621196283635752566456799192124618 | 0.024439421966476267028419657860125971783
f(z) = 187/35*z^3 - 257/35*z + 1
*
0 | 0.096367937767382833558631091441565227367 | 0.017342256535090454808168431345265272114
f(z) = 187/36*z^3 - 259/36*z + 1
*
0 | 0.12226803967424084276554730604023983879 | 0.022275355592320049860197530729846445770
f(z) = 188/27*z^3 - 242/27*z + 1
*
0 | 0.13580288042833968667829547697972463619 | 0.024667520846288253148330425368320919379
f(z) = 188/29*z^3 - 246/29*z + 1
*
0 | 0.13577453811459909917144640376453602216 | 0.024590328562384746855002380851531607487
f(z) = 188/31*z^3 - 250/31*z + 1
*
0 | 0.11540248855538716855652203570228015564 | 0.020840802268836708337845373815674568400
f(z) = 188/33*z^3 - 254/33*z + 1
*
0 | 0.13571764647730569063033353859256459639 | 0.024440596838815531837256108683133444577
f(z) = 188/35*z^3 - 258/35*z + 1
*
-10/9 | 0.20924558976832920451194171406451124202 | 0.029294504545118940475607027695322981395
f(z) = 189/25*z^3 - 253/30*z + 1
*
0 | 0.12311004068410771113808860241651449249 | 0.022445687994825645844333931367419122962
f(z) = 189/26*z^3 - 241/26*z + 1
*
0 | 0.13590329371602210728488497079215456053 | 0.024667582935205064789536257822257326888
f(z) = 189/29*z^3 - 247/29*z + 1
*
0 | 0.13587510677763541762932362396835819403 | 0.024590763558106697910028830413933658503
f(z) = 189/31*z^3 - 251/31*z + 1
*
0 | 0.11018887000604667746333764926541652409 | 0.019913449112975081483658643874875382433
f(z) = 189/32*z^3 - 253/32*z + 1
*
0 | 0.12299729180798601358583513539644387564 | 0.022165364094175779337008094295383716277
f(z) = 189/34*z^3 - 257/34*z + 1
*
0 | 0.12246801701099117124149299140972152548 | 0.022278382612978722850086223518091514200
f(z) = 190/27*z^3 - 244/27*z + 1
*
0 | 0.13600316532064222093440086911813328831 | 0.024667620020525881183038904166231068396
f(z) = 190/29*z^3 - 248/29*z + 1
*
0 | 0.13597513206256865109359505814643052639 | 0.024591170247517481815070018315771468146
f(z) = 190/31*z^3 - 252/31*z + 1
*
0 | 0.11560339307411322707522523326245127374 | 0.020847555237245086413669195391259361204
f(z) = 190/33*z^3 - 256/33*z + 1
*
0 | 0.13615806549359569524209073743168512988 | 0.024824632004551072691179686657944741329
f(z) = 191/25*z^3 - 241/25*z + 1
*
0 | 0.12330879224692151837382823001331006659 | 0.022448099938225441141823659316757134249
f(z) = 191/26*z^3 - 243/26*z + 1
*
0 | 0.12256720146578894489428273518463088488 | 0.022279848859094456139555219600214123823
f(z) = 191/27*z^3 - 245/27*z + 1
*
0 | 0.11044560332205985857984374543124295888 | 0.020046799494562063058613412777620557558
f(z) = 191/28*z^3 - 247/28*z + 1
*
0 | 0.13610250105669549047477360603948413471 | 0.024667632621549480601982876176107253494
f(z) = 191/29*z^3 - 249/29*z + 1
*
0 | 0.10290848995901393589357826176594972391 | 0.018624444202611194162212546656300314536
f(z) = 191/30*z^3 - 251/30*z + 1
*
0 | 0.13607461981149346015210835407465977966 | 0.024591549192172573576124497434640344575
f(z) = 191/31*z^3 - 253/31*z + 1
*
0 | 0.11038853644435463166757173526694338757 | 0.019921185041055215700424346821229010345
f(z) = 191/32*z^3 - 255/32*z + 1
*
0 | 0.11570303357476785321411390141756619240 | 0.020850864505122857943567030567567172021
f(z) = 191/33*z^3 - 257/33*z + 1
*
0 | 0.12319726618015504311631848133710539371 | 0.022170429750974796371958932006536266516
f(z) = 191/34*z^3 - 259/34*z + 1
*
0 | 0.13625657248960836158817923128895846228 | 0.024823851041395254808435705437735511356
f(z) = 192/25*z^3 - 242/25*z + 1
*
0 | 0.13620130664553096857269562144887597562 | 0.024667621245839455090262435100163921078
f(z) = 192/29*z^3 - 250/29*z + 1
*
0 | 0.13617357577276190575354198204700034914 | 0.024591900941187312280019629815721989847
f(z) = 192/31*z^3 - 254/31*z + 1
*
[ 1/8 ] 
f(z) = 192/35*z^3 - 248/35*z + 1
*
0 | 0.084647589442692120204141400353495438113 | 0.015433130974426136953182221309640538503
f(z) = 193/24*z^3 - 241/24*z + 1
*
0 | 0.13635455816172929523689673342108781147 | 0.024823053513635318472695615894659442240
f(z) = 193/25*z^3 - 243/25*z + 1
*
0 | 0.12350543288384635667735455898638554903 | 0.022450397374024917730226434498478639506
f(z) = 193/26*z^3 - 245/26*z + 1
*
0 | 0.12276399042325121917750431568309669921 | 0.022282689642166149570053755271681652960
f(z) = 193/27*z^3 - 247/27*z + 1
*
0 | 0.11064254095351785041950752143580676951 | 0.020053191758902327293503892463987757888
f(z) = 193/28*z^3 - 249/28*z + 1
*
0 | 0.13629958771733085496022501139556593242 | 0.024667586389532737736376856186220899172
f(z) = 193/29*z^3 - 251/29*z + 1
*
0 | 0.10310675962216397207903022914201164326 | 0.018633562635019716185639329003195672270
f(z) = 193/30*z^3 - 253/30*z + 1
*
0 | 0.13627200560297902490944248955943895716 | 0.024592226031559914429528044174054938494
f(z) = 193/31*z^3 - 255/31*z + 1
*
0 | 0.11058607234101704367082494953461068047 | 0.019928736000221049527656993213405337173
f(z) = 193/32*z^3 - 257/32*z + 1
*
0 | 0.11590071993879699352085763619003408326 | 0.020857352189397981142665243691105854564
f(z) = 193/33*z^3 - 259/33*z + 1
*
0 | 0.13645202799993480451327662523818246577 | 0.024822239816511505328984455844724976352
f(z) = 194/25*z^3 - 244/25*z + 1
*
0 | 0.12286160604526918099198326693417388907 | 0.022284065270768025892616432477965275256
f(z) = 194/27*z^3 - 248/27*z + 1
*
0 | 0.13639734981303772955801894417295400578 | 0.024667528537638732275948531060869079979
f(z) = 194/29*z^3 - 252/29*z + 1
*
0 | 0.13636991486894556836842104492965271818 | 0.024592524988484735712297830401678818734
f(z) = 194/31*z^3 - 256/31*z + 1
*
0 | 0.11599774346195548099963134193534929658 | 0.020860346115656188191527584508823991890
f(z) = 194/33*z^3 - 260/33*z + 1
*
0 | 0.13657608789502499209180462118317863848 | 0.024900846749873149267718898082487587935
f(z) = 195/23*z^3 - 241/23*z + 1
*
0 | 0.11083740575264915049868133954827811132 | 0.020059424444227565176646045569454797453
f(z) = 195/28*z^3 - 251/28*z + 1
*
0 | 0.13649459838623111287263337391396146015 | 0.024667448164329372288443013515720261240
f(z) = 195/29*z^3 - 253/29*z + 1
*
0 | 0.13646730904954957079989403088155919721 | 0.024592798325656118511763014351734505119
f(z) = 195/31*z^3 - 257/31*z + 1
*
0 | 0.11078152269884380004315925113635286309 | 0.019936107698275917580284301330443328176
f(z) = 195/32*z^3 - 259/32*z + 1
*
0 | 0.13667240012682815723899359427897762024 | 0.024899608438903744139967186403849122813
f(z) = 196/23*z^3 - 242/23*z + 1
*
0 | 0.13664544170488485197621347685134858811 | 0.024820565448787832168341337906391271477
f(z) = 196/25*z^3 - 246/25*z + 1
*
[ 5/4 ] 
f(z) = 196/25*z^3 - 241/20*z + 1
*
0 | 0.12305530672027016260189626033960092658 | 0.022286729644717597383948120768507072492
f(z) = 196/27*z^3 - 250/27*z + 1
*
0 | 0.13659133880495494455982489548631569820 | 0.024667345733220424395856046154168759829
f(z) = 196/29*z^3 - 254/29*z + 1
*
0 | 0.13656419353760836270857724112091524373 | 0.024593046545563149284381023862026262274
f(z) = 196/31*z^3 - 258/31*z + 1
*
0 | 0.12394619328181446677141604450171543695 | 0.022598137138858879590173498167566566980
f(z) = 197/22*z^3 - 241/22*z + 1
*
0 | 0.13676821396617830654329680990619486403 | 0.024898358661541592539559030799611133355
f(z) = 197/23*z^3 - 243/23*z + 1
*
0 | 0.077911746057450337718776580817040005299 | 0.014162532110946965404244293851585257457
f(z) = 197/24*z^3 - 245/24*z + 1
*
0 | 0.13674139612731257557028814541473880187 | 0.024819705523064505665446485068738532434
f(z) = 197/25*z^3 - 247/25*z + 1
*
0 | 0.12389255750836095530180956208681834937 | 0.022454665193017735080133210059982679351
f(z) = 197/26*z^3 - 249/26*z + 1
*
0 | 0.12315140237702963610841018878447644867 | 0.022288019413731619567044033445940572522
f(z) = 197/27*z^3 - 251/27*z + 1
*
0 | 0.11103024091010315324204179764107392914 | 0.020065502552511643133457317131692949078
f(z) = 197/28*z^3 - 253/28*z + 1
*
0 | 0.13668757635349751306138334993933402861 | 0.024667221697644337576663881752252209287
f(z) = 197/29*z^3 - 255/29*z + 1
*
0 | 0.10349503761793885635648515719794044667 | 0.018650859356507290917920855083709295920
f(z) = 197/30*z^3 - 257/30*z + 1
*
0 | 0.13666057364166257454429993194124413916 | 0.024593270139775637319027122313480656377
f(z) = 197/31*z^3 - 259/31*z + 1
*
0 | 0.13686353454544735026711674729704155754 | 0.024897097730376893225803132770242284137
f(z) = 198/23*z^3 - 244/23*z + 1
*
0 | 0.13683685583065082896763021741915377524 | 0.024818830918207020985796785711624891572
f(z) = 198/25*z^3 - 248/25*z + 1
*
0 | 0.13678331623412531364211029570992162007 | 0.024667076500914928949924374836977454359
f(z) = 198/29*z^3 - 256/29*z + 1
*
0 | 0.13675645458772362715497871397780326555 | 0.024593469589221614333418837637024869383
f(z) = 198/31*z^3 - 260/31*z + 1
*
0 | 0.11664120995587889187713744209322663932 | 0.021266276832175381271213780110081599591
f(z) = 199/21*z^3 - 241/21*z + 1
*
0 | 0.12413620830119727044086682095642146118 | 0.022598729248093959116816838963820376463
f(z) = 199/22*z^3 - 243/22*z + 1
*
0 | 0.13695836691812220654864775569237029755 | 0.024895825950434851220022329904848424651
f(z) = 199/23*z^3 - 245/23*z + 1
*
0 | 0.088076890149204173325566017350882541080 | 0.015986691220084090256595843181234060666
f(z) = 199/24*z^3 - 247/24*z + 1
*
0 | 0.13693182589098807676202614039942612155 | 0.024817941985282150406245322978501787465
f(z) = 199/25*z^3 - 249/25*z + 1
*
0 | 0.12408312615417121676539014852046182348 | 0.022456643377668227214568295712230359990
f(z) = 199/26*z^3 - 251/26*z + 1
*
0 | 0.12334211022447919915514180503971051950 | 0.022290516594891539159746518376219530121
f(z) = 199/27*z^3 - 253/27*z + 1
*
0 | 0.11122108828020239405211836305962876436 | 0.020071430888245643730135908231637439042
f(z) = 199/28*z^3 - 255/28*z + 1
*
0 | 0.13687856356877225886460444897631770295 | 0.024666910576584185136264390842522442242
f(z) = 199/29*z^3 - 257/29*z + 1
*
0 | 0.10368616500244007676397577721372889854 | 0.018659235781847819343253117259545684436
f(z) = 199/30*z^3 - 259/30*z + 1
*
[ 5/6 ] 
f(z) = 188/25*z^3 - 244/45*z + 1
*
[ 5/6 ] 
f(z) = 196/25*z^3 - 254/45*z + 1
*
[ 1/6 ] 
f(z) = 198/23*z^3 - 241/46*z + 1
*
[ 1/4 ] 
f(z) = 184/37*z^3 - 245/74*z + 1
*
[ 1/4 ] 
f(z) = 184/39*z^3 - 257/78*z + 1
*
[ 4/17 ] 
f(z) = 187/32*z^3 - 243/68*z + 1
*
[ 2/9 ] 
f(z) = 189/22*z^3 - 259/66*z + 1
*
[ 3/5 ] 
f(z) = 191/27*z^3 - 241/75*z + 1
*
[ 3/5 ] 
f(z) = 194/27*z^3 - 244/75*z + 1
*
[ 3/5 ] 
f(z) = 197/27*z^3 - 247/75*z + 1
*
[ -5/6 ] 
f(z) = 182/25*z^3 - 257/90*z + 1
*
[ 3/8 ] 
f(z) = 182/27*z^3 - 251/96*z + 1
*
[ 1/3 ] 
f(z) = 183/31*z^3 - 247/93*z + 1
*
[ 1/3 ] 
f(z) = 183/32*z^3 - 253/96*z + 1
*
[ 5/12 ] 
f(z) = 184/25*z^3 - 241/90*z + 1
*
[ 12/23 ] 
f(z) = 184/27*z^3 - 255/92*z + 1
*
[ 5/17 ] 
f(z) = 187/25*z^3 - 259/85*z + 1
*
[ 1/3 ] 
f(z) = 192/31*z^3 - 250/93*z + 1
*
[ 3/8 ] 
f(z) = 194/27*z^3 - 257/96*z + 1
*
[ 1/3 ] 
f(z) = 195/31*z^3 - 251/93*z + 1
*
[ 1/3 ] 
f(z) = 195/32*z^3 - 257/96*z + 1
*
[ 10/21 ] 
f(z) = 196/25*z^3 - 259/90*z + 1
*
[ 4/9 ] 
f(z) = 183/32*z^3 - 257/108*z + 1
*
[ 6/17 ] 
f(z) = 187/36*z^3 - 253/102*z + 1
*
[ 3/8 ] 
f(z) = 192/35*z^3 - 256/105*z + 1
*
[ 5/12 ] 
f(z) = 192/35*z^3 - 247/105*z + 1
*
[ 3/7 ] 
f(z) = 196/37*z^3 - 256/111*z + 1
*
[ 5/2 ] 
f(z) = 184/25*z^3 - 227/5*z + 1
*
[ -5/2 ] 
f(z) = 184/25*z^3 - 223/5*z + 1
*
[ 5/2 ] 
f(z) = 188/25*z^3 - 232/5*z + 1
*
[ -5/2 ] 
f(z) = 188/25*z^3 - 228/5*z + 1
*
[ 5/2 ] 
f(z) = 192/25*z^3 - 237/5*z + 1
*
[ -5/2 ] 
f(z) = 192/25*z^3 - 233/5*z + 1
*
[ -5/2 ] 
f(z) = 196/25*z^3 - 238/5*z + 1
*
0 | 0.13506784547661965290627346337450951238 | 0.024917807097408778473037351182665404084
f(z) = 180/23*z^3 - 226/23*z + 1
*
0 | 0.13497934339518054541973349510064390566 | 0.024666057555340138042826293552512750394
f(z) = 180/29*z^3 - 238/29*z + 1
*
0 | 0.10954524796770082739684031359595149024 | 0.020293061551646262176465823165732892560
f(z) = 181/20*z^3 - 221/20*z + 1
*
0 | 0.11485785682072218207160139649320157595 | 0.021241762177217959297445906417707905179
f(z) = 181/21*z^3 - 223/21*z + 1
*
0 | 0.12235150417215354114598345839382777240 | 0.022590331619841271652724477686693137822
f(z) = 181/22*z^3 - 225/22*z + 1
*
0 | 0.13517230857213129791590195602975287524 | 0.024916784142996886781589723604447039440
f(z) = 181/23*z^3 - 227/23*z + 1
*
0 | 0.076429127319167248823457617718251766852 | 0.014065704367866881057943722979297566441
f(z) = 181/24*z^3 - 229/24*z + 1
*
0 | 0.13514304937860963185123945119484112452 | 0.024831436425274448241798374647898798325
f(z) = 181/25*z^3 - 231/25*z + 1
*
0 | 0.12229298566043235704431199163428869426 | 0.022434805166424125953459053386931281531
f(z) = 181/26*z^3 - 233/26*z + 1
*
0 | 0.12155060246247792779531621063246405346 | 0.022263705211242967477524212606546868921
f(z) = 181/27*z^3 - 235/27*z + 1
*
0 | 0.10942820994680908881345967434639310175 | 0.020012254277088575490688736822190322817
f(z) = 181/28*z^3 - 237/28*z + 1
*
0 | 0.13508431134452105453938535231701155361 | 0.024666339885869916167868708989852938699
f(z) = 181/29*z^3 - 239/29*z + 1
*
0 | 0.13527618558839155197844480476397437829 | 0.024915743964976206174480397943004589911
f(z) = 182/23*z^3 - 228/23*z + 1
*
0 | 0.13524709193227836877135602434500216680 | 0.024830845091931150774910159612655452550
f(z) = 182/25*z^3 - 232/25*z + 1
*
0 | 0.12165481138811869318815838542024564459 | 0.022265475170048444202192043138932417131
f(z) = 182/27*z^3 - 236/27*z + 1
*
0 | 0.13518868748532973693809121577326525561 | 0.024666592595538879067908829238242332122
f(z) = 182/29*z^3 - 240/29*z + 1
*
0 | 0.10975193171043121856169358615785534712 | 0.020297474603954461601932746896125338547
f(z) = 183/20*z^3 - 223/20*z + 1
*
0 | 0.12255851467569733722279395054999676363 | 0.022591639421702281385692020004210436699
f(z) = 183/22*z^3 - 227/22*z + 1
*
0 | 0.13537948306619553720557484569868337686 | 0.024914687018887379364373287801886093754
f(z) = 183/23*z^3 - 229/23*z + 1
*
0 | 0.13535055308435479691690261358286647054 | 0.024830232668018994115875575024987376699
f(z) = 183/25*z^3 - 233/25*z + 1
*
0 | 0.12250065459154639627745167524865518596 | 0.022437720642745444461761209909319850613
f(z) = 183/26*z^3 - 235/26*z + 1
*
0 | 0.10963621057834857501306189266120183796 | 0.020019527116122345932661832696528335339
f(z) = 183/28*z^3 - 239/28*z + 1
*
0 | 0.11516726706829645834540985264121606765 | 0.021246476055178652847645431767984356992
f(z) = 184/21*z^3 - 226/21*z + 1
*
0 | 0.13545343929801388964072378994742056190 | 0.024829599657605546173251111062879074491
f(z) = 184/25*z^3 - 234/25*z + 1
*
0 | 0.12186148589733541898468369419106306794 | 0.022268906851344707150557325260546293096
f(z) = 184/27*z^3 - 238/27*z + 1
*
0 | 0.11526926540208098554213771210500662389 | 0.021247986623035488871152097027136168587
f(z) = 185/21*z^3 - 227/21*z + 1
*
0 | 0.12276323628988622984095125438711077561 | 0.022592844501353923911302709441718410098
f(z) = 185/22*z^3 - 229/22*z + 1
*
0 | 0.13558436502747926482693740781489383427 | 0.024912524587253717138555122309371498992
f(z) = 185/23*z^3 - 231/23*z + 1
*
0 | 0.083849398412512706702702301626707587672 | 0.015382279748487942349385167174285651075
f(z) = 185/24*z^3 - 233/24*z + 1
*
0 | 0.12270601997694040260465785819820831094 | 0.022440502995540844185847422511489557634
f(z) = 185/26*z^3 - 237/26*z + 1
*
0 | 0.12196396436257399238891800150737129745 | 0.022270569904470221308984146496188639292
f(z) = 185/27*z^3 - 239/27*z + 1
*
-6/5 | 0.20738867614861756367878062096618833916 | 0.028737290385673933228386518280724661299
f(z) = 185/36*z^3 - 227/30*z + 1
*
0 | 0.13568596205756216310857207015677081841 | 0.024911419956356738388374597002103461420
f(z) = 186/23*z^3 - 232/23*z + 1
*
0 | 0.13565751222913772044873032211407400139 | 0.024828273832360743145450314384614709198
f(z) = 186/25*z^3 - 236/25*z + 1
*
0 | 0.11015850409852568122008531696013241212 | 0.020305902126941267561841920689992201994
f(z) = 187/20*z^3 - 227/20*z + 1
*
0 | 0.11547055813840440231646284703624604542 | 0.021250729805991954664168375783649722744
f(z) = 187/21*z^3 - 229/21*z + 1
*
0 | 0.13578700464700908451579513185192239393 | 0.024910300267316296910504685313341361771
f(z) = 187/23*z^3 - 233/23*z + 1
*
0 | 0.086904652771688036823281840006330093623 | 0.015917811443111199825330974478925475477
f(z) = 187/24*z^3 - 235/24*z + 1
*
0 | 0.13575871134632032889660192445980763002 | 0.024827581965500797572667438121819025994
f(z) = 187/25*z^3 - 237/25*z + 1
*
0 | 0.12290913237164769784260586663132105308 | 0.022443157195540633210110209534501041324
f(z) = 187/26*z^3 - 239/26*z + 1
*
0 | 0.11557193185547348181985004189040853099 | 0.021252343941699170266806394460902711040
f(z) = 188/21*z^3 - 230/21*z + 1
*
0 | 0.13588749881547424938195232847018423150 | 0.024909165921127303824198373036351720863
f(z) = 188/23*z^3 - 234/23*z + 1
*
0 | 0.13585936032904637859913750085301207595 | 0.024826871408737380395622274131336103292
f(z) = 188/25*z^3 - 238/25*z + 1
*
[ 5/4 ] 
f(z) = 188/25*z^3 - 231/20*z + 1
*
0 | 0.11035849079368397287273772898369498830 | 0.020309925815398290395193006555487873450
f(z) = 189/20*z^3 - 229/20*z + 1
*
0 | 0.12316601150833793235763231542893263465 | 0.022594962878636649581566394521045838827
f(z) = 189/22*z^3 - 233/22*z + 1
*
0 | 0.13598745048508939519296285057790868326 | 0.024908017308784053105071405472804213727
f(z) = 189/23*z^3 - 235/23*z + 1
*
0 | 0.13595946512743800723407092736233953867 | 0.024826142607940127341354418102023689842
f(z) = 189/25*z^3 - 239/25*z + 1
*
[ -10/9 ] 
f(z) = 189/25*z^3 - 223/30*z + 1
*
0 | 0.11577099537948019631409827103872557651 | 0.021255108788926717965705107337425323726
f(z) = 190/21*z^3 - 232/21*z + 1
*
0 | 0.13608686548255940824546989034858164019 | 0.024906854811560500069959957670599544720
f(z) = 190/23*z^3 - 236/23*z + 1
*
0 | 0.11055634056659506339131846632720348992 | 0.020313828604676401959103527390873453520
f(z) = 191/20*z^3 - 231/20*z + 1
*
0 | 0.11586973030921052891523302545314571930 | 0.021256450728836152409657478540841341625
f(z) = 191/21*z^3 - 233/21*z + 1
*
0 | 0.12336416044754304759440478880806316566 | 0.022595883905095592653856666983609310784
f(z) = 191/22*z^3 - 235/22*z + 1
*
0 | 0.13618574954120195556045387098297173568 | 0.024905678801281571649900427761677701392
f(z) = 191/23*z^3 - 237/23*z + 1
*
0 | 0.087302668310052054884761860438744514415 | 0.015941431451554353902240900915567777073
f(z) = 191/24*z^3 - 239/24*z + 1
*
0 | 0.13628410830293290354689967523804232056 | 0.024904489640585833822666960544036775770
f(z) = 192/23*z^3 - 238/23*z + 1
*
0 | 0.11075209860782147435032906544664106682 | 0.020317614625406823977718080726563546138
f(z) = 193/20*z^3 - 233/20*z + 1
*
0 | 0.11606563458578958100377733602463979675 | 0.021259056073963511062123618294390280924
f(z) = 193/21*z^3 - 235/21*z + 1
*
0 | 0.12356021130282673465079360747384989696 | 0.022596717686644992846256912503199524877
f(z) = 193/22*z^3 - 237/22*z + 1
*
0 | 0.13638194732019924375860398695368752215 | 0.024903287683179828332115855981600925947
f(z) = 193/23*z^3 - 239/23*z + 1
*
0 | 0.11616281489965460304927063783537031578 | 0.021260320420699722612847948712997266682
f(z) = 194/21*z^3 - 236/21*z + 1
*
0 | 0.13647927205786118272090987755786046046 | 0.024902073274084378176056330805114787412
f(z) = 194/23*z^3 - 240/23*z + 1
*
0 | 0.12375420804629569267889158384825365576 | 0.022597467667368742522355263248597092268
f(z) = 195/22*z^3 - 239/22*z + 1
*
1/7 | 0.15325133288119949520498459282637344869 | 0.028070140578285835947849118805410055733
f(z) = 196/33*z^3 - 235/33*z + 1
*
[ 1/7 ] 
f(z) = 196/37*z^3 - 226/37*z + 1
*
[ 1/7 ] 
f(z) = 196/39*z^3 - 238/39*z + 1
*
0 | 0.11113751322280367212466671092139935525 | 0.020324852023250113476443360509100842774
f(z) = 197/20*z^3 - 237/20*z + 1
*
0 | 0.11645133255548129953700835894340311491 | 0.021263965595901706159732678231131709478
f(z) = 197/21*z^3 - 239/21*z + 1
*
0 | 0.11132725331633308118855728395801849762 | 0.020328310826987743209737548308113280794
f(z) = 199/20*z^3 - 239/20*z + 1
*
[ 3/4 ] 
f(z) = 184/21*z^3 - 221/42*z + 1
*
[ 5/6 ] 
f(z) = 184/25*z^3 - 239/45*z + 1
*
[ 3/20 ] 
f(z) = 190/27*z^3 - 233/40*z + 1
*
-6/7 | 0.15216300073411160024094190971738965313 | 0.018900584647589152590738171537711998985
f(z) = 196/27*z^3 - 233/48*z + 1
*
[ 3/5 ] 
f(z) = 182/27*z^3 - 232/75*z + 1
*
[ 3/10 ] 
f(z) = 184/27*z^3 - 221/75*z + 1
*
[ 3/4 ] 
f(z) = 184/33*z^3 - 229/66*z + 1
*
[ 1/4 ] 
f(z) = 184/33*z^3 - 221/66*z + 1
*
[ 1/4 ] 
f(z) = 184/35*z^3 - 233/70*z + 1
*
[ 3/4 ] 
f(z) = 184/39*z^3 - 233/78*z + 1
*
[ 2/3 ] 
f(z) = 185/32*z^3 - 221/72*z + 1
*
[ 2/3 ] 
f(z) = 187/32*z^3 - 223/72*z + 1
*
[ 3/5 ] 
f(z) = 188/27*z^3 - 238/75*z + 1
*
[ 2/7 ] 
f(z) = 189/20*z^3 - 229/70*z + 1
*
[ 10/21 ] 
f(z) = 189/20*z^3 - 227/70*z + 1
*
[ 2/3 ] 
f(z) = 191/32*z^3 - 227/72*z + 1
*
5/48 | 0.21589210165627662056450988854909089208 | 0.027884382785595091609221285072336216924
f(z) = 192/25*z^3 - 221/60*z + 1
*
[ 2/3 ] 
f(z) = 193/32*z^3 - 229/72*z + 1
*
[ 3/10 ] 
f(z) = 196/27*z^3 - 224/75*z + 1
*
[ 2/7 ] 
f(z) = 196/39*z^3 - 227/78*z + 1
*
[ 2/3 ] 
f(z) = 197/32*z^3 - 233/72*z + 1
*
[ 2/3 ] 
f(z) = 199/32*z^3 - 235/72*z + 1
*
[ 1/3 ] 
f(z) = 183/28*z^3 - 229/84*z + 1
*
[ 1/3 ] 
f(z) = 183/29*z^3 - 235/87*z + 1
*
[ 1/3 ] 
f(z) = 186/29*z^3 - 236/87*z + 1
*
[ 1/3 ] 
f(z) = 192/29*z^3 - 238/87*z + 1
*
[ 3/8 ] 
f(z) = 192/29*z^3 - 226/87*z + 1
*
[ 3/8 ] 
f(z) = 192/31*z^3 - 236/93*z + 1
*
[ 1/3 ] 
f(z) = 195/28*z^3 - 233/84*z + 1
*
[ 1/3 ] 
f(z) = 195/29*z^3 - 239/87*z + 1
*
[ 3/7 ] 
f(z) = 196/29*z^3 - 224/87*z + 1
*
[ 3/7 ] 
f(z) = 196/31*z^3 - 232/93*z + 1
*
-2 | 0.11100891599237033779449422791643718845 | 0.016594254980836061230947050650685826456
f(z) = 197/32*z^3 - 201/8*z + 1
*
-2 | 0.11120052284876479824918981027892418069 | 0.016598330801201394391329832852080618642
f(z) = 199/32*z^3 - 203/8*z + 1
*
[ 6/5 ] 
f(z) = 185/36*z^3 - 217/30*z + 1
*
[ 1/8 ] 
f(z) = 192/29*z^3 - 206/29*z + 1
*
[ 1/8 ] 
f(z) = 192/31*z^3 - 220/31*z + 1
*
[ -5/4 ] 
f(z) = 196/25*z^3 - 209/20*z + 1
*
[ 1/7 ] 
f(z) = 196/33*z^3 - 202/33*z + 1
*
13/14 | 0.14512177151061529494941712765710933829 | 0.027116146932758429660174780693378090393
f(z) = 196/39*z^3 - 211/39*z + 1
*
[ 6/7 ] 
f(z) = 182/27*z^3 - 215/42*z + 1
*
[ 3/4 ] 
f(z) = 187/27*z^3 - 203/48*z + 1
*
[ 3/4 ] 
f(z) = 193/27*z^3 - 209/48*z + 1
*
[ 2/3 ] 
f(z) = 198/25*z^3 - 201/50*z + 1
*
[ 2/3 ] 
f(z) = 198/29*z^3 - 205/58*z + 1
*
[ 3/4 ] 
f(z) = 199/27*z^3 - 215/48*z + 1
*
[ 2/5 ] 
f(z) = 181/24*z^3 - 203/75*z + 1
*
[ 2/3 ] 
f(z) = 181/32*z^3 - 217/72*z + 1
*
[ 6/13 ] 
f(z) = 182/27*z^3 - 203/78*z + 1
*
[ 1/3 ] 
f(z) = 183/25*z^3 - 211/75*z + 1
*
[ 1/3 ] 
f(z) = 183/26*z^3 - 217/78*z + 1
*
[ 1/4 ] 
f(z) = 184/31*z^3 - 209/62*z + 1
*
[ 1/3 ] 
f(z) = 186/25*z^3 - 212/75*z + 1
*
[ 2/5 ] 
f(z) = 187/24*z^3 - 206/75*z + 1
*
[ 2/3 ] 
f(z) = 189/37*z^3 - 205/74*z + 1
*
[ 2/5 ] 
f(z) = 191/24*z^3 - 208/75*z + 1
*
[ 1/3 ] 
f(z) = 192/23*z^3 - 202/69*z + 1
*
[ 1/3 ] 
f(z) = 192/25*z^3 - 214/75*z + 1
*
5/12 | 0.20175183290415602901658934092466774696 | 0.026058041462543469173995002652345113876
f(z) = 192/25*z^3 - 209/60*z + 1
*
[ 3/8 ] 
f(z) = 192/25*z^3 - 206/75*z + 1
*
[ 2/5 ] 
f(z) = 193/24*z^3 - 209/75*z + 1
*
[ 1/3 ] 
f(z) = 195/23*z^3 - 203/69*z + 1
*
[ 3/7 ] 
f(z) = 196/25*z^3 - 208/75*z + 1
*
[ 2/7 ] 
f(z) = 196/37*z^3 - 217/74*z + 1
*
[ 2/5 ] 
f(z) = 197/24*z^3 - 211/75*z + 1
*
[ 2/3 ] 
f(z) = 198/31*z^3 - 207/62*z + 1
*
[ 2/3 ] 
f(z) = 198/35*z^3 - 211/70*z + 1
*
[ 2/3 ] 
f(z) = 198/37*z^3 - 213/74*z + 1
*
[ 2/5 ] 
f(z) = 199/24*z^3 - 212/75*z + 1
*
[ 2/5 ] 
f(z) = 185/36*z^3 - 209/90*z + 1
*
[ 5/12 ] 
f(z) = 189/25*z^3 - 217/80*z + 1
*
[ -29/42 ]
f(z) = 196/29*z^3 - 202/261*z + 1
*
-2 | 0.10939966303099777929549126093705051967 | 0.016559021583970319445430067321619826247
f(z) = 181/32*z^3 - 185/8*z + 1
*
-2 | 0.10960869265817304777430459492480449493 | 0.016563702259481136153905290518396268402
f(z) = 183/32*z^3 - 187/8*z + 1
*
[ 3 ] 
f(z) = 184/27*z^3 - 182/3*z + 1
*
[ -3 ] 
f(z) = 185/27*z^3 - 181/3*z + 1
*
[ 3/2 ] 
f(z) = 185/27*z^3 - 181/12*z + 1
*
-2 | 0.10981537175079879553006652948841266514 | 0.016568299067272485162693453576524436978
f(z) = 185/32*z^3 - 189/8*z + 1
*
[ 2 ] 
f(z) = 185/32*z^3 - 181/8*z + 1
*
[ 3 ] 
f(z) = 187/27*z^3 - 185/3*z + 1
*
-2 | 0.11001975299131911791324585049684527001 | 0.016572814571670167316894549225678231674
f(z) = 187/32*z^3 - 191/8*z + 1
*
[ 2 ] 
f(z) = 187/32*z^3 - 183/8*z + 1
*
[ -3 ] 
f(z) = 188/27*z^3 - 184/3*z + 1
*
-2 | 0.11022188729659956368576119801915405661 | 0.016577251227962146923589440449411101967
f(z) = 189/32*z^3 - 193/8*z + 1
*
[ 2 ] 
f(z) = 189/32*z^3 - 185/8*z + 1
*
[ 3 ] 
f(z) = 190/27*z^3 - 188/3*z + 1
*
[ -3 ] 
f(z) = 191/27*z^3 - 187/3*z + 1
*
[ 3/2 ] 
f(z) = 191/27*z^3 - 187/12*z + 1
*
-2 | 0.11042182389658767001823784865420090465 | 0.016581611388288665799412081461743392192
f(z) = 191/32*z^3 - 195/8*z + 1
*
[ 2 ] 
f(z) = 191/32*z^3 - 187/8*z + 1
*
[ 3 ] 
f(z) = 193/27*z^3 - 191/3*z + 1
*
-2 | 0.11061961040860552231048279473797385717 | 0.016585897307148449087905323430868094145
f(z) = 193/32*z^3 - 197/8*z + 1
*
[ 2 ] 
f(z) = 193/32*z^3 - 189/8*z + 1
*
[ -2 ] 
f(z) = 193/32*z^3 - 181/8*z + 1
*
[ -3 ] 
f(z) = 194/27*z^3 - 190/3*z + 1
*
-2 | 0.11081529290756454932849109649002662571 | 0.016590111146550201465705810979313571517
f(z) = 195/32*z^3 - 199/8*z + 1
*
[ 2 ] 
f(z) = 195/32*z^3 - 191/8*z + 1
*
[ -2 ] 
f(z) = 195/32*z^3 - 183/8*z + 1
*
[ 3 ] 
f(z) = 196/27*z^3 - 194/3*z + 1
*
[ -3 ] 
f(z) = 197/27*z^3 - 193/3*z + 1
*
[ 3/2 ] 
f(z) = 197/27*z^3 - 193/12*z + 1
*
[ 2 ] 
f(z) = 197/32*z^3 - 193/8*z + 1
*
[ -2 ] 
f(z) = 197/32*z^3 - 185/8*z + 1
*
[ 3 ] 
f(z) = 199/27*z^3 - 197/3*z + 1
*
[ 2 ] 
f(z) = 199/32*z^3 - 195/8*z + 1
*
[ -2 ] 
f(z) = 199/32*z^3 - 187/8*z + 1
*
[ 1/6 ] 
f(z) = 180/37*z^3 - 190/37*z + 1
*
[ -5/4 ] 
f(z) = 188/25*z^3 - 199/20*z + 1
*
5/6 | 0.20540105284002819795846648116237729272 | 0.029137980888124007246631814063392911853
f(z) = 192/25*z^3 - 181/30*z + 1
*
7/8 | 0.13210805416082746128855675143510692113 | 0.025127564517450873117257225085992000596
f(z) = 192/35*z^3 - 187/35*z + 1
*
[ 1/7 ] 
f(z) = 196/31*z^3 - 190/31*z + 1
*
[ 2/3 ] 
f(z) = 180/23*z^3 - 183/46*z + 1
*
[ 2/3 ] 
f(z) = 180/29*z^3 - 189/58*z + 1
*
[ 3/4 ] 
f(z) = 181/27*z^3 - 197/48*z + 1
*
[ 3/14 ] 
f(z) = 184/27*z^3 - 195/49*z + 1
*
[ 1/4 ] 
f(z) = 184/27*z^3 - 185/54*z + 1
*
[ 1/4 ] 
f(z) = 184/29*z^3 - 197/58*z + 1
*
[ 2/3 ] 
f(z) = 189/23*z^3 - 191/46*z + 1
*
[ 2/3 ] 
f(z) = 189/25*z^3 - 193/50*z + 1
*
[ 2/3 ] 
f(z) = 189/29*z^3 - 197/58*z + 1
*
2/21 | 0.14821110501546527757492019175152682079 | 0.020620224592155417604239065812143210912
f(z) = 189/32*z^3 - 199/56*z + 1
*
[ 2/3 ] 
f(z) = 198/23*z^3 - 199/46*z + 1
*
[ 2/3 ] 
f(z) = 180/31*z^3 - 191/62*z + 1
*
[ 2/3 ] 
f(z) = 180/37*z^3 - 197/74*z + 1
*
[ 5/14 ] 
f(z) = 182/25*z^3 - 191/70*z + 1
*
[ 1/3 ] 
f(z) = 183/20*z^3 - 181/60*z + 1
*
[ 1/3 ] 
f(z) = 183/22*z^3 - 193/66*z + 1
*
[ 1/3 ] 
f(z) = 183/23*z^3 - 199/69*z + 1
*
[ 1/3 ] 
f(z) = 186/23*z^3 - 200/69*z + 1
*
[ 6/11 ] 
f(z) = 187/27*z^3 - 191/66*z + 1
*
[ 4/9 ] 
f(z) = 189/20*z^3 - 187/60*z + 1
*
[ 10/21 ] 
f(z) = 189/25*z^3 - 197/70*z + 1
*
[ 5/18 ] 
f(z) = 189/25*z^3 - 191/60*z + 1
*
[ 2/3 ] 
f(z) = 189/31*z^3 - 199/62*z + 1
*
[ 3/8 ] 
f(z) = 192/23*z^3 - 196/69*z + 1
*
-35/48 | 0.19594221353033192663874043475769804760 | 0.025307677511220052216108547762740398432
f(z) = 192/25*z^3 - 197/60*z + 1
*
[ 1/3 ] 
f(z) = 195/22*z^3 - 197/66*z + 1
*
[ 2/5 ] 
f(z) = 195/28*z^3 - 183/70*z + 1
*
[ 4/15 ] 
f(z) = 195/32*z^3 - 191/60*z + 1
*
[ 3/7 ] 
f(z) = 196/23*z^3 - 200/69*z + 1
*
[ 15/28 ] 
f(z) = 196/25*z^3 - 187/60*z + 1
*
[ 2/7 ] 
f(z) = 196/31*z^3 - 187/62*z + 1
*
[ 2/7 ] 
f(z) = 196/33*z^3 - 197/66*z + 1
*
-6/7 | 0.13189762279226910303179782842585352018 | 0.022088735401510632897720332637026864613
f(z) = 196/39*z^3 - 197/78*z + 1
*
[ 3 ] 
f(z) = 181/27*z^3 - 179/3*z + 1
*
[ -3/2 ] 
f(z) = 181/27*z^3 - 161/12*z + 1
*
[ 2 ] 
f(z) = 181/32*z^3 - 177/8*z + 1
*
[ -2 ] 
f(z) = 181/32*z^3 - 169/8*z + 1
*
[ -3 ] 
f(z) = 182/27*z^3 - 178/3*z + 1
*
[ 2 ] 
f(z) = 183/32*z^3 - 179/8*z + 1
*
[ -2 ] 
f(z) = 183/32*z^3 - 171/8*z + 1
*
[ 6/5 ] 
f(z) = 185/24*z^3 - 164/15*z + 1
*
[ -2 ] 
f(z) = 185/32*z^3 - 173/8*z + 1
*
[ -3/2 ] 
f(z) = 187/27*z^3 - 167/12*z + 1
*
[ -2 ] 
f(z) = 187/32*z^3 - 175/8*z + 1
*
[ -2 ] 
f(z) = 189/32*z^3 - 177/8*z + 1
*
[ -2 ] 
f(z) = 191/32*z^3 - 179/8*z + 1
*
[ -3/2 ] 
f(z) = 193/27*z^3 - 173/12*z + 1
*
[ 15/7 ] 
f(z) = 196/27*z^3 - 164/5*z + 1
*
[ -3/2 ] 
f(z) = 199/27*z^3 - 179/12*z + 1
*
-1 | 0.11049437172720848605545147946580349655 | 0.021255061042191897248733935975705054699
f(z) = 181/20*z^3 - 161/20*z + 1
*
2/3 | 0.17441855169762963269957478467753880756 | 0.027649941311932221420577233753129981116
f(z) = 183/20*z^3 - 167/30*z + 1
*
-1 | 0.11069082920706529511468773563413638422 | 0.021247936160976445704148839105920388513
f(z) = 183/20*z^3 - 163/20*z + 1
*
-1 | 0.10647574603291433457914505792296725338 | 0.020438819282558039909139951121050306933
f(z) = 183/22*z^3 - 161/22*z + 1
*
-1 | 0.099032662553691714731350730403010059956 | 0.018990197992217942724508498209287676321
f(z) = 184/21*z^3 - 163/21*z + 1
*
3/23 | 0.24737161663980861584089814916648662119 | 0.029160099434948084521192766296374796045
f(z) = 184/27*z^3 - 179/23*z + 1
*
-1 | 0.099130475868700493625048753320457440472 | 0.018989218204721354707043148229791477506
f(z) = 185/21*z^3 - 164/21*z + 1
*
-1 | 0.10667014263258974530081281378347294449 | 0.020433500360291876288757178552614956077
f(z) = 185/22*z^3 - 163/22*z + 1
*
-1 | 0.11953690146533208501800113311945153533 | 0.022898228678413618558665384169173166471
f(z) = 185/23*z^3 - 162/23*z + 1
*
-1 | 0.090667160043174567849181936471600115283 | 0.017368003845181228061625040505220190589
f(z) = 185/24*z^3 - 161/24*z + 1
*
[ -6/5 ] 
f(z) = 185/36*z^3 - 167/30*z + 1
*
-1 | 0.11963285960764124241181017523088407846 | 0.022892969574936367752503009036776266118
f(z) = 186/23*z^3 - 163/23*z + 1
*
-1 | 0.11969500205501309126433342746749226290 | 0.022904861166942624148062244603109987318
f(z) = 186/25*z^3 - 161/25*z + 1
*
[ 5/6 ] 
f(z) = 186/25*z^3 - 161/30*z + 1
*
-1 | 0.11107759580742121286412003428709135229 | 0.021234045007119554334447361120300143272
f(z) = 187/20*z^3 - 167/20*z + 1
*
-1 | 0.099322529867256531619420268509190509317 | 0.018986898789912371774848531357400579411
f(z) = 187/21*z^3 - 166/21*z + 1
*
-1 | 0.11972832263661253950506466213834691400 | 0.022887753133408264871843531874971675082
f(z) = 187/23*z^3 - 164/23*z + 1
*
-1 | 0.090858267242048637048586264819171146299 | 0.017368835919274183580078389652609252026
f(z) = 187/24*z^3 - 163/24*z + 1
*
-1 | 0.11979015349466756850461046488835661443 | 0.022899572971722424610525776339692482661
f(z) = 187/25*z^3 - 162/25*z + 1
*
-1 | 0.10698489003727292722427986565376973652 | 0.020451666725590162434454483916937568850
f(z) = 187/26*z^3 - 161/26*z + 1
*
-1 | 0.099417814519496991777470659153974450835 | 0.018985756974907493084782409370983821560
f(z) = 188/21*z^3 - 167/21*z + 1
*
-1 | 0.11982329563966761905108191763237630188 | 0.022882578760580988749129242678211510159
f(z) = 188/23*z^3 - 165/23*z + 1
*
-1 | 0.11988481802121440566511374310451655596 | 0.022894327650759375802540633172134972336
f(z) = 188/25*z^3 - 163/25*z + 1
*
-1 | 0.10638290957198625512013586668719844530 | 0.020315876758900113126450691392455318522
f(z) = 188/27*z^3 - 161/27*z + 1
*
-1 | 0.11126798947676817824928502586528826388 | 0.021227271968123042512620602247971169411
f(z) = 189/20*z^3 - 169/20*z + 1
*
-1 | 0.10705099754612752578077186457648504650 | 0.020422770736277027887494087363142609492
f(z) = 189/22*z^3 - 167/22*z + 1
*
-1 | 0.11991778362615254585477276128954942921 | 0.022877445874748703519927440112918999154
f(z) = 189/23*z^3 - 166/23*z + 1
*
-1 | 0.11997900059752860451829687897044264414 | 0.022889124609185940017502890561329797595
f(z) = 189/25*z^3 - 164/25*z + 1
*
-1 | 0.10717343252032859476657794282767341565 | 0.020446128401927298855226399862373378400
f(z) = 189/26*z^3 - 163/26*z + 1
*
-1 | 0.099605890798806235026165079658074549701 | 0.018983311192966007153462324979981739418
f(z) = 190/21*z^3 - 169/21*z + 1
*
-1 | 0.12001179152892853908875830926326637494 | 0.022872353905461145596522341231760723728
f(z) = 190/23*z^3 - 167/23*z + 1
*
-1 | 0.10657019594846195466922258327802633011 | 0.020310597870876774802424079683303915457
f(z) = 190/27*z^3 - 163/27*z + 1
*
-1 | 0.12019360905319093469151000195808854464 | 0.022907005456847593001577266554502722543
f(z) = 190/29*z^3 - 161/29*z + 1
*
-1 | 0.11145644426713096689489681517878021885 | 0.021220609664372075901842924036963306109
f(z) = 191/20*z^3 - 171/20*z + 1
*
-1 | 0.099699725925066788847313337339441069213 | 0.018982204047618682179194626815161204818
f(z) = 191/21*z^3 - 170/21*z + 1
*
-1 | 0.10723884131346162209258617397006587061 | 0.020417604449306966239156431389019145727
f(z) = 191/22*z^3 - 169/22*z + 1
*
-1 | 0.12010532420592236727802439815286707267 | 0.022867302293245359936670265458100068238
f(z) = 191/23*z^3 - 168/23*z + 1
*
-1 | 0.091233625813560208932133429620032145396 | 0.017370311554303610697891533252585084731
f(z) = 191/24*z^3 - 167/24*z + 1
*
-1 | 0.12016593937467049872696211230521645272 | 0.022878843042137916126965440825058039323
f(z) = 191/25*z^3 - 166/25*z + 1
*
-1 | 0.10736072479219382220793460559041538274 | 0.020440810301097041405332659187618923098
f(z) = 191/26*z^3 - 165/26*z + 1
*
-1 | 0.10666313277642336196559402021881368273 | 0.020307993145759052593514295701281021866
f(z) = 191/27*z^3 - 164/27*z + 1
*
-1 | 0.11169891496170074980966103126621012586 | 0.021266774567607123216899849818154148468
f(z) = 191/28*z^3 - 163/28*z + 1
*
-1 | 0.12028625236577786740038174466829215898 | 0.022901749882909934771069252528651671708
f(z) = 191/29*z^3 - 162/29*z + 1
*
-1 | 0.087137097188592085619379416652435898703 | 0.016590358133925102143227444361253555768
f(z) = 191/30*z^3 - 161/30*z + 1
*
-1 | 0.12019838644163762805965759694925894262 | 0.022862290489335779912000945792734118469
f(z) = 192/23*z^3 - 169/23*z + 1
*
[ 1/8 ] 
f(z) = 192/23*z^3 - 164/23*z + 1
*
[ 1/8 ] 
f(z) = 192/25*z^3 - 178/25*z + 1
*
-1 | 0.12025870512950405586099518483417845473 | 0.022873763383479890832690385301069863685
f(z) = 192/25*z^3 - 167/25*z + 1
*
-1 | 0.12037843390720248995030978472195231615 | 0.022896536352208583309605621192063481006
f(z) = 192/29*z^3 - 163/29*z + 1
*
-1 | 0.12043785167039796774123845251380143733 | 0.022907837886302480333547292500425446374
f(z) = 192/31*z^3 - 161/31*z + 1
*
-1 | 0.11164299929495088778646804274698471468 | 0.021214055034119860655920035401571508760
f(z) = 193/20*z^3 - 173/20*z + 1
*
-1 | 0.099887014297979138801276754178056225002 | 0.018980219376881969042882837094989373769
f(z) = 193/21*z^3 - 172/21*z + 1
*
-1 | 0.10742479731314757124278821002738307430 | 0.020412525430363899639835792420561177460
f(z) = 193/22*z^3 - 171/22*z + 1
*
-1 | 0.12029098294862809181505434031061314804 | 0.022857317955412357449426852882917109668
f(z) = 193/23*z^3 - 170/23*z + 1
*
-1 | 0.091418988784605302553269686565728594020 | 0.017371151540962874272235206129135941632
f(z) = 193/24*z^3 - 169/24*z + 1
*
-1 | 0.12035100804505778986574047920263587091 | 0.022868723737298634263913284194059484603
f(z) = 193/25*z^3 - 168/25*z + 1
*
-1 | 0.10754484847944159649079955161405366848 | 0.020435337179105469913355102567862349384
f(z) = 193/26*z^3 - 167/26*z + 1
*
-1 | 0.10684761720216325169991631084282906101 | 0.020302851463197608004321315544225125886
f(z) = 193/27*z^3 - 166/27*z + 1
*
-1 | 0.11188310941573555471895054576712294570 | 0.021259680011491867330019709007306599497
f(z) = 193/28*z^3 - 165/28*z + 1
*
-1 | 0.12047015826367374738428997749490088389 | 0.022891364290768256521074518037548818764
f(z) = 193/29*z^3 - 164/29*z + 1
*
-1 | 0.087319030176724778323517806555430524675 | 0.016592090174872143860504571121950383952
f(z) = 193/30*z^3 - 163/30*z + 1
*
-1 | 0.12052929095081499889350620768230681000 | 0.022902600499820789868870170411413899492
f(z) = 193/31*z^3 - 162/31*z + 1
*
-1 | 0.11200137570868067857668058922501348571 | 0.021282152604158344229099033536322133966
f(z) = 193/32*z^3 - 161/32*z + 1
*
-1 | 0.099979443369464479428256817069197222527 | 0.018979144910621836210103429375039115054
f(z) = 194/21*z^3 - 173/21*z + 1
*
-1 | 0.12038311836893424698510909377771205438 | 0.022852384163346461924915364368744099467
f(z) = 194/23*z^3 - 171/23*z + 1
*
-1 | 0.12044285272128810726410712103382812748 | 0.022863723563639745747169610835931175209
f(z) = 194/25*z^3 - 169/25*z + 1
*
-1 | 0.10693917398613576491452873389738238884 | 0.020300313857567967970106487012714010654
f(z) = 194/27*z^3 - 167/27*z + 1
*
-1 | 0.12056142995333381737795698748865731654 | 0.022886233135550238150524229291491694070
f(z) = 194/29*z^3 - 165/29*z + 1
*
-1 | 0.12062028029160429222002047254890597808 | 0.022897404723032946484072952890621812727
f(z) = 194/31*z^3 - 163/31*z + 1
*
-1 | 0.10033417128707267624682139321188967360 | 0.019046483078601528090452993423182196469
f(z) = 194/33*z^3 - 161/33*z + 1
*
-1 | 0.10760955527825261570700792101203210062 | 0.020407654899854225536782314140320060847
f(z) = 195/22*z^3 - 173/22*z + 1
*
-1 | 0.12047479727548414523702172776081212024 | 0.022847488594954277560505346865170205838
f(z) = 195/23*z^3 - 172/23*z + 1
*
-1 | 0.11206548762272120439497274506349698120 | 0.021252701878330038289025199631394381041
f(z) = 195/28*z^3 - 167/28*z + 1
*
-1 | 0.12065225342759993692111068839369863724 | 0.022881142334186549936170840815256337736
f(z) = 195/29*z^3 - 166/29*z + 1
*
-1 | 0.12071082410516448654933222904137145711 | 0.022892249992534335392471028552261343232
f(z) = 195/31*z^3 - 164/31*z + 1
*
-1 | 0.11218262987116219036255826517586694255 | 0.021274917364438080564407490942415897942
f(z) = 195/32*z^3 - 163/32*z + 1
*
-1 | 0.10796208855769352035516756159697844241 | 0.020474511207260579129096131470560182842
f(z) = 195/34*z^3 - 161/34*z + 1
*
-1 | 0.12056602417345960658110418031881208127 | 0.022842630741757439839355381695644470004
f(z) = 196/23*z^3 - 173/23*z + 1
*
-1 | 0.12062518541545992888480900386791307991 | 0.022853839524783185488679056255223492839
f(z) = 196/25*z^3 - 171/25*z + 1
*
-1 | 0.10712093915342690050122539710219420548 | 0.020295303544816092894476808044682805788
f(z) = 196/27*z^3 - 169/27*z + 1
*
[ 1/7 ] 
f(z) = 196/27*z^3 - 166/27*z + 1
*
[ 1/7 ] 
f(z) = 196/29*z^3 - 178/29*z + 1
*
-1 | 0.12074263307247329176611066873499249932 | 0.022876091344721952274273466793263436937
f(z) = 196/29*z^3 - 167/29*z + 1
*
-1 | 0.12080092673922035107948841657493899572 | 0.022887135755560036984853248101447972114
f(z) = 196/31*z^3 - 165/31*z + 1
*
11/14 | 0.15262790326675852649703037770654190065 | 0.028917125360253116639812849465596395281
f(z) = 196/33*z^3 - 169/33*z + 1
*
[ 13/14 ] 
f(z) = 196/39*z^3 - 172/39*z + 1
*
-1 | 0.11201056071192301371575462425605020774 | 0.021201257127875181122695385238723722115
f(z) = 197/20*z^3 - 177/20*z + 1
*
-1 | 0.10025399253529110717116814291744216289 | 0.018975984588661512361785906653455094822
f(z) = 197/21*z^3 - 176/21*z + 1
*
-1 | 0.10779119527172059125651909764138113471 | 0.020402619472232415978074484035225342233
f(z) = 197/22*z^3 - 175/22*z + 1
*
-1 | 0.12065680350162880796752219327857328790 | 0.022837810104750661735260776905335409869
f(z) = 197/23*z^3 - 174/23*z + 1
*
-1 | 0.091785268394224036716851384657067506985 | 0.017373032180257982025694359086378465818
f(z) = 197/24*z^3 - 173/24*z + 1
*
-1 | 0.12071568229717675047732899260611166616 | 0.022848954629658469337131721855755141209
f(z) = 197/25*z^3 - 172/25*z + 1
*
-1 | 0.10790960592186022344284314244094196599 | 0.020425032132470282145150700750391050813
f(z) = 197/26*z^3 - 171/26*z + 1
*
-1 | 0.10721115632184068748500364284627809217 | 0.020292830226982458702462689216228775965
f(z) = 197/27*z^3 - 170/27*z + 1
*
-1 | 0.11224608509166947713053846263463405324 | 0.021245836968411204458275939068427016123
f(z) = 197/28*z^3 - 169/28*z + 1
*
-1 | 0.12083257320981593504244232012085214358 | 0.022871079635363503274295572793743639563
f(z) = 197/29*z^3 - 168/29*z + 1
*
-1 | 0.087682572837434793117302805772293457786 | 0.016596477694109240552463305150970616353
f(z) = 197/30*z^3 - 167/30*z + 1
*
-1 | 0.12089059247808210743809115708232312301 | 0.022882061469728620895234687323527417129
f(z) = 197/31*z^3 - 166/31*z + 1
*
-1 | 0.11236212449708695917956701718039369884 | 0.021267800801603228771703666868727380107
f(z) = 197/32*z^3 - 165/32*z + 1
*
-1 | 0.10060469388124271093777486869119627333 | 0.019042365020679298023581328956386461418
f(z) = 197/33*z^3 - 164/33*z + 1
*
-1 | 0.10814103954501980193317868823296429318 | 0.020468837678317529189069174831656654609
f(z) = 197/34*z^3 - 163/34*z + 1
*
-1 | 0.12100579601830080510557933777166954270 | 0.022903867091115516874787467445297618065
f(z) = 197/35*z^3 - 162/35*z + 1
*
-1 | 0.098913938141412378799066171893136598551 | 0.018722340310931031889516219168940695033
f(z) = 197/36*z^3 - 161/36*z + 1
*
-1 | 0.12074713963364624375991803021254188850 | 0.022833026194176110376444899146621959882
f(z) = 198/23*z^3 - 175/23*z + 1
*
-1 | 0.12080573866971576972753879814614820385 | 0.022844107146731910089081447422239136381
f(z) = 198/25*z^3 - 173/25*z + 1
*
-1 | 0.12092207809859666848725162251897720111 | 0.022866106684237416747608411769453013170
f(z) = 198/29*z^3 - 169/29*z + 1
*
-1 | 0.12097982554387421360793776677910529457 | 0.022877026602793413125210359340573638298
f(z) = 198/31*z^3 - 167/31*z + 1
*
-1 | 0.12109449303824905143023643597645260944 | 0.022898709981055001771208561171868965383
f(z) = 198/35*z^3 - 163/35*z + 1
*
-1 | 0.12115141975513565047634170939737519305 | 0.022909474701625309766484018663626668609
f(z) = 198/37*z^3 - 161/37*z + 1
*
-1 | 0.11219163965418294023181993339459411984 | 0.021195008292389873125381341113976466376
f(z) = 199/20*z^3 - 179/20*z + 1
*
-1 | 0.10043478823747923967808920870330441512 | 0.018973928682202181945752940051773193895
f(z) = 199/21*z^3 - 178/21*z + 1
*
-1 | 0.10797170912342196986754892364443227101 | 0.020397787903522392657932897711636307127
f(z) = 199/22*z^3 - 177/22*z + 1
*
-1 | 0.12083703687932101272220724485414504242 | 0.022828278529304304151183364529824910921
f(z) = 199/23*z^3 - 176/23*z + 1
*
-1 | 0.091965222661443547058929280428845398630 | 0.017373876190141795219684212025774667606
f(z) = 199/24*z^3 - 175/24*z + 1
*
-1 | 0.12089535880468274192279660798825514426 | 0.022839296584620014173346434116906699296
f(z) = 199/25*z^3 - 174/25*z + 1
*
-1 | 0.10808835386844212886064831564812233994 | 0.020419824183102462025220954804278069462
f(z) = 199/26*z^3 - 173/26*z + 1
*
-1 | 0.10739028131189188496903295710768201175 | 0.020287945785831702657429477227368707112
f(z) = 199/27*z^3 - 172/27*z + 1
*
-1 | 0.11242493629922135882293774721403130152 | 0.021239082203257184888165713674029746820
f(z) = 199/28*z^3 - 171/28*z + 1
*
-1 | 0.12101115193610678807089664964730630567 | 0.022861171979152969865284556121857011502
f(z) = 199/29*z^3 - 170/29*z + 1
*
-1 | 0.087859846755286855414800671421983492606 | 0.016598297219707125504919891945333821234
f(z) = 199/30*z^3 - 169/30*z + 1
*
-1 | 0.12106863009773449501702145212095715764 | 0.022872030632400980872787838174472164168
f(z) = 199/31*z^3 - 168/31*z + 1
*
-1 | 0.11253989346781744083689257348563949366 | 0.021260799669453185671295419058539501849
f(z) = 199/32*z^3 - 167/32*z + 1
*
-1 | 0.10078219545719616515002071772041399723 | 0.019039560122525478919839590000380935135
f(z) = 199/33*z^3 - 166/33*z + 1
*
-1 | 0.10831827496893004958545296193131131114 | 0.020463260393202054717958359694396151100
f(z) = 199/34*z^3 - 165/34*z + 1
*
-1 | 0.12118276652163119504634260277565874287 | 0.022893593045236829720398977482747481400
f(z) = 199/35*z^3 - 164/35*z + 1
*
-1 | 0.099090644944494274358131729642930074191 | 0.018719995962003147174422440104931456946
f(z) = 199/36*z^3 - 163/36*z + 1
*
-1 | 0.12123943136177355117612485479765601672 | 0.022904298047502650570667814503380463874
f(z) = 199/37*z^3 - 162/37*z + 1
*
-1 | 0.10843160544902439739540941089839086859 | 0.020484670548832048399769035510111009230
f(z) = 199/38*z^3 - 161/38*z + 1
*
[ 3/14 ] 
f(z) = 182/27*z^3 - 167/42*z + 1
*
[ 1/4 ] 
f(z) = 184/25*z^3 - 173/50*z + 1
*
[ 2/7 ] 
f(z) = 189/32*z^3 - 167/56*z + 1
*
[ 5/21 ] 
f(z) = 196/25*z^3 - 164/45*z + 1
*
[ 2/7 ] 
f(z) = 196/27*z^3 - 167/54*z + 1
*
[ 2/7 ] 
f(z) = 196/29*z^3 - 177/58*z + 1
*
[ 3/8 ] 
f(z) = 181/27*z^3 - 167/64*z + 1
*
[ 5/13 ] 
f(z) = 182/25*z^3 - 174/65*z + 1
*
[ 1/2 ] 
f(z) = 182/37*z^3 - 165/74*z + 1
*
[ -5/6 ] 
f(z) = 183/25*z^3 - 173/60*z + 1
*
[ 2/5 ] 
f(z) = 185/28*z^3 - 179/70*z + 1
*
[ 1/2 ] 
f(z) = 186/35*z^3 - 163/70*z + 1
*
[ 1/2 ] 
f(z) = 186/37*z^3 - 167/74*z + 1
*
[ 3/8 ] 
f(z) = 187/27*z^3 - 169/64*z + 1
*
[ 1/2 ] 
f(z) = 190/33*z^3 - 161/66*z + 1
*
[ 1/2 ] 
f(z) = 190/37*z^3 - 169/74*z + 1
*
[ 1/2 ] 
f(z) = 190/39*z^3 - 173/78*z + 1
*
[ 3/8 ] 
f(z) = 193/27*z^3 - 171/64*z + 1
*
[ 1/2 ] 
f(z) = 194/33*z^3 - 163/66*z + 1
*
[ 1/2 ] 
f(z) = 194/35*z^3 - 167/70*z + 1
*
[ 1/2 ] 
f(z) = 194/37*z^3 - 171/74*z + 1
*
[ 1/2 ] 
f(z) = 194/39*z^3 - 175/78*z + 1
*
[ 1/2 ] 
f(z) = 198/31*z^3 - 161/62*z + 1
*
[ 1/2 ] 
f(z) = 198/35*z^3 - 169/70*z + 1
*
[ 1/2 ] 
f(z) = 198/37*z^3 - 173/74*z + 1
*
[ 3/8 ] 
f(z) = 199/27*z^3 - 173/64*z + 1
*
[ 10/7 ] 
f(z) = 196/25*z^3 - 157/10*z + 1
*
[ -10/7 ] 
f(z) = 196/25*z^3 - 143/10*z + 1
*
-1 | 0.11904950031934143027088082210922687702 | 0.022925185734777132233032226799447258623
f(z) = 180/23*z^3 - 157/23*z + 1
*
-1 | 0.11924071801657568779274427183385301619 | 0.022962008243171646957877667072570944450
f(z) = 180/29*z^3 - 151/29*z + 1
*
[ 1/6 ] 
f(z) = 180/29*z^3 - 150/29*z + 1
*
[ 1/6 ] 
f(z) = 180/31*z^3 - 160/31*z + 1
*
-1 | 0.11930378471219524870598302700798277200 | 0.022974152903223800021857891478831565351
f(z) = 180/31*z^3 - 149/31*z + 1
*
-1 | 0.11949102932651407182282372069338143512 | 0.023010210320933081474765782773698081847
f(z) = 180/37*z^3 - 143/37*z + 1
*
[ -1 ] 
f(z) = 181/20*z^3 - 141/20*z + 1
*
-1 | 0.098739248816298011476953091278367538841 | 0.018993806906581066501852498562372784569
f(z) = 181/21*z^3 - 160/21*z + 1
*
-1 | 0.10627995135141569427585825052029712503 | 0.020444361266767270886890256872848505532
f(z) = 181/22*z^3 - 159/22*z + 1
*
-1 | 0.11914801318901527184721288206542648852 | 0.022919703997600037181731352501425264856
f(z) = 181/23*z^3 - 158/23*z + 1
*
-1 | 0.090277885621939136371318414766458574164 | 0.017366151231590992179304797239605472473
f(z) = 181/24*z^3 - 157/24*z + 1
*
-1 | 0.11921176196911644936219434589693128405 | 0.022931966922772018051087972929788996618
f(z) = 181/25*z^3 - 156/25*z + 1
*
-1 | 0.10640810221304208669329853458804234674 | 0.020469012788323528828381398593433144325
f(z) = 181/26*z^3 - 155/26*z + 1
*
-1 | 0.10571205714250153502448494365917806367 | 0.020335119267493515811559106623253814999
f(z) = 181/27*z^3 - 154/27*z + 1
*
-1 | 0.11074937846928393993601408349982939056 | 0.021304114978462658212320996264395245492
f(z) = 181/28*z^3 - 153/28*z + 1
*
-1 | 0.11933824728756077277174715304053981124 | 0.022956298054959569658861048656665353658
f(z) = 181/29*z^3 - 152/29*z + 1
*
-1 | 0.086190615872677613828336736965253431934 | 0.016579910569207411117736945806834287385
f(z) = 181/30*z^3 - 151/30*z + 1
*
-1 | 0.11940099284089403016562791612289066500 | 0.022968367996128311454138468802901482205
f(z) = 181/31*z^3 - 150/31*z + 1
*
-1 | 0.11087487066877877019075874829863294650 | 0.021328255071020193655224626779712130895
f(z) = 181/32*z^3 - 149/32*z + 1
*
-1 | 0.099118740836503184569459289763450917009 | 0.019066807240701247270725423700024316794
f(z) = 181/33*z^3 - 148/33*z + 1
*
-1 | 0.10665844321618109452947153529955924295 | 0.020517169207695004395167863867944817035
f(z) = 181/34*z^3 - 147/34*z + 1
*
-1 | 0.11952551159541715573126421027952533026 | 0.022992320833606955824402920771263797818
f(z) = 181/35*z^3 - 146/35*z + 1
*
-1 | 0.097435954536569499772807945766411819611 | 0.018743100929086036246358541784777277878
f(z) = 181/36*z^3 - 145/36*z + 1
*
-1 | 0.11958729327914575650981326794259442294 | 0.023004205361645929626984528397748100916
f(z) = 181/37*z^3 - 144/37*z + 1
*
-1 | 0.10678200761248848301186403998446495518 | 0.020540938461685960459772481863510462344
f(z) = 181/38*z^3 - 143/38*z + 1
*
-1 | 0.099305123619643218540651197155288120417 | 0.019102660446352621868196662568061567665
f(z) = 181/39*z^3 - 142/39*z + 1
*
-1 | 0.11924600427844649896487186030404663284 | 0.022914268072439698176555158809540878638
f(z) = 182/23*z^3 - 159/23*z + 1
*
-1 | 0.11930942517418276880360808306412298008 | 0.022926455008304666241444200799455961342
f(z) = 182/25*z^3 - 157/25*z + 1
*
[ 5/7 ] 
f(z) = 182/25*z^3 - 144/35*z + 1
*
-1 | 0.10580939586484655473685922856648343745 | 0.020332294369952474479343963051294641709
f(z) = 182/27*z^3 - 155/27*z + 1
*
-1 | 0.11943526486075413127017389421501872155 | 0.022950636315927475884188522206732078512
f(z) = 182/29*z^3 - 153/29*z + 1
*
-1 | 0.11949769253226509660717692765944357869 | 0.022962632394192708154434280430702099412
f(z) = 182/31*z^3 - 151/31*z + 1
*
-1 | 0.099215125848915060851925565431840590257 | 0.019065141882945268128792130485097408486
f(z) = 182/33*z^3 - 149/33*z + 1
*
-1 | 0.11968305829289125931074974281373827323 | 0.022998252210186889114124520513588499493
f(z) = 182/37*z^3 - 145/37*z + 1
*
[ -1 ] 
f(z) = 183/20*z^3 - 143/20*z + 1
*
-1 | 0.11934347909079879130048829575488189781 | 0.022908877303705861203698275312319357545
f(z) = 183/23*z^3 - 160/23*z + 1
*
-1 | 0.11940657546200490786689009469237688245 | 0.022920989126130363048384335533027258795
f(z) = 183/25*z^3 - 158/25*z + 1
*
-1 | 0.10660193990276323905806521974153925107 | 0.020463043143826981816636793830009053213
f(z) = 183/26*z^3 - 157/26*z + 1
*
-1 | 0.11094322596717631113529378031035618653 | 0.021296385615050404750428600264260294521
f(z) = 183/28*z^3 - 155/28*z + 1
*
-1 | 0.11953177608484309023350709681759453467 | 0.022945022326174458362612779481108040395
f(z) = 183/29*z^3 - 154/29*z + 1
*
-1 | 0.11959388908549116715955041422833461870 | 0.022956945383233396603968020851311079820
f(z) = 183/31*z^3 - 152/31*z + 1
*
-1 | 0.11106745302938466119148518586918214493 | 0.021320231932818346724809352669761921716
f(z) = 183/32*z^3 - 151/32*z + 1
*
-1 | 0.10685040251531163538148831110908268013 | 0.020510737408723506561293463165386079664
f(z) = 183/34*z^3 - 149/34*z + 1
*
-1 | 0.11971716168640885525176311972383518036 | 0.022980608484986810663698601812040858393
f(z) = 183/35*z^3 - 148/35*z + 1
*
-1 | 0.11977832952393928046927508433259706993 | 0.022992350110885376938956366026021621837
f(z) = 183/37*z^3 - 146/37*z + 1
*
-1 | 0.10697273918976927291291114361548633940 | 0.020534220852362359729742839278367811784
f(z) = 183/38*z^3 - 145/38*z + 1
*
[ -1 ] 
f(z) = 184/21*z^3 - 142/21*z + 1
*
-1 | 0.11950321819762045819734678554534703022 | 0.022915568619087248797296270423761804788
f(z) = 184/25*z^3 - 159/25*z + 1
*
-1 | 0.10600254979903354691618330994374524218 | 0.020326722077902457560062102801161290386
f(z) = 184/27*z^3 - 157/27*z + 1
*
[ 3/23 ] 
f(z) = 184/27*z^3 - 156/23*z + 1
*
-1 | 0.11962778622497935500146121692299594745 | 0.022939455399893156642369275818144965333
f(z) = 184/29*z^3 - 155/29*z + 1
*
-1 | 0.11968958771721859804921411236351974400 | 0.022951306263472649447664741087926346259
f(z) = 184/31*z^3 - 153/31*z + 1
*
-1 | 0.099407434736527535584507442485629116210 | 0.019062063150343620475853194760397221286
f(z) = 184/33*z^3 - 151/33*z + 1
*
-1 | 0.11981224657005133221300917665583826661 | 0.022974826946858588693831105760088094245
f(z) = 184/35*z^3 - 149/35*z + 1
*
-1 | 0.11987311204880593424198339099115396231 | 0.022986498323378576441116201481083551091
f(z) = 184/37*z^3 - 147/37*z + 1
*
-1 | 0.099590035113277898655919114008241212720 | 0.019097078035519134922729783645218742419
f(z) = 184/39*z^3 - 145/39*z + 1
*
[ -1 ] 
f(z) = 185/21*z^3 - 143/21*z + 1
*
[ -1 ] 
f(z) = 185/22*z^3 - 141/22*z + 1
*
-1 | 0.10679440598122823765375456121354083525 | 0.020457303976903896780479082757366653418
f(z) = 185/26*z^3 - 159/26*z + 1
*
-1 | 0.10609837555728488710896284685648506887 | 0.020323973903769867168436231772297650300
f(z) = 185/27*z^3 - 158/27*z + 1
*
-1 | 0.11113506265132864434911278163593513674 | 0.021288790721398996527175111689353204766
f(z) = 185/28*z^3 - 157/28*z + 1
*
-1 | 0.11972330046451165003523829676621578411 | 0.022933934865008048323735294279761537173
f(z) = 185/29*z^3 - 156/29*z + 1
*
-1 | 0.11978479356326488263492077267182225882 | 0.022945714349168461847600416064131208985
f(z) = 185/31*z^3 - 154/31*z + 1
*
-1 | 0.11125804987906162454000520323221072760 | 0.021312349887067772548492845801963964761
f(z) = 185/32*z^3 - 153/32*z + 1
*
-1 | 0.099502335253546418868379247289729098524 | 0.019060450779148471648795639698003667982
f(z) = 185/33*z^3 - 152/33*z + 1
*
-1 | 0.10704104081865418693291718892356888999 | 0.020504548809572414895563058317936452496
f(z) = 185/34*z^3 - 151/34*z + 1
*
-1 | 0.097816678422071711059001110467364269869 | 0.018737550025261754230201850092358475937
f(z) = 185/36*z^3 - 149/36*z + 1
*
-1 | 0.10716152185565512241362785267817750748 | 0.020527627894799163364483433473557770080
f(z) = 185/38*z^3 - 147/38*z + 1
*
-1 | 0.099684037445839939086315500961075640044 | 0.019095257255638183728329270581281061261
f(z) = 185/39*z^3 - 146/39*z + 1
*
-1 | 0.11981832390667361894289655242141518007 | 0.022928460062824980463844202186577780258
f(z) = 186/29*z^3 - 157/29*z + 1
*
-1 | 0.12000096123230078454274296063750885651 | 0.022963409580478768875926057288949374135
f(z) = 186/35*z^3 - 151/35*z + 1
*
-1 | 0.12006123089747060968526658945786713940 | 0.022974942796482712670331009580357171401
f(z) = 186/37*z^3 - 149/37*z + 1
*
[ -1 ] 
f(z) = 187/20*z^3 - 147/20*z + 1
*
[ -1 ] 
f(z) = 187/21*z^3 - 145/21*z + 1
*
[ -1 ] 
f(z) = 187/23*z^3 - 141/23*z + 1
*
[ 2/11 ] 
f(z) = 187/24*z^3 - 157/33*z + 1
*
-1 | 0.10628855041135855258036167679159119155 | 0.020318551610436411964706235135518826647
f(z) = 187/27*z^3 - 160/27*z + 1
*
-1 | 0.11132492986237791242608132421164316308 | 0.021281326391061725097369515532103627653
f(z) = 187/28*z^3 - 159/28*z + 1
*
-1 | 0.11991286157622836450437409074467820505 | 0.022923030347691532119498780826202526049
f(z) = 187/29*z^3 - 158/29*z + 1
*
-1 | 0.086763264164842950274812449925880675875 | 0.016586018475183723987760031697388637753
f(z) = 187/30*z^3 - 157/30*z + 1
*
-1 | 0.11997374704737813978364127512996967349 | 0.022934669461999654649956410789870536426
f(z) = 187/31*z^3 - 156/31*z + 1
*
-1 | 0.11144670180539002550026354176293904271 | 0.021304604810978253867049805831007710107
f(z) = 187/32*z^3 - 155/32*z + 1
*
-1 | 0.12009460086731544051457749183637404913 | 0.022957772369774865199124793823167687329
f(z) = 187/35*z^3 - 152/35*z + 1
*
-1 | 0.098004138821984764618660419086336390978 | 0.018734869795327185284993265258382540440
f(z) = 187/36*z^3 - 151/36*z + 1
*
-1 | 0.12015457699045366986885807693094939335 | 0.022969237649418454859136009827933374830
f(z) = 187/37*z^3 - 150/37*z + 1
*
-1 | 0.10734904725916146176024858970450702625 | 0.020521280501284902001374648232719934537
f(z) = 187/38*z^3 - 149/38*z + 1
*
-1 | 0.099870619251385776370888014248387048436 | 0.019091673785859369607433614131335817575
f(z) = 187/39*z^3 - 148/39*z + 1
*
[ -1 ] 
f(z) = 188/21*z^3 - 146/21*z + 1
*
[ -1 ] 
f(z) = 188/23*z^3 - 142/23*z + 1
*
-1 | 0.12000691842107095989378981884451548208 | 0.022917645086667816019349426809643522563
f(z) = 188/29*z^3 - 159/29*z + 1
*
-1 | 0.12006750456769558851810904368263897140 | 0.022929215184657002141199495450380156319
f(z) = 188/31*z^3 - 157/31*z + 1
*
-1 | 0.099784148236456841659058221470008940013 | 0.019055715492458190969423173046043798522
f(z) = 188/33*z^3 - 155/33*z + 1
*
-1 | 0.12018776848447321980901109810785185820 | 0.022952181908556800054522555386941375624
f(z) = 188/35*z^3 - 153/35*z + 1
*
-1 | 0.12024745391869322164443418906247191254 | 0.022963579998069425115884039158054216136
f(z) = 188/37*z^3 - 151/37*z + 1
*
-1 | 0.099962174644887794780863291399814470348 | 0.019089713082748438675743398389738781850
f(z) = 188/39*z^3 - 149/39*z + 1
*
[ -1 ] 
f(z) = 189/20*z^3 - 149/20*z + 1
*
[ -1 ] 
f(z) = 189/22*z^3 - 145/22*z + 1
*
[ -1 ] 
f(z) = 189/23*z^3 - 143/23*z + 1
*
[ 5/7 ] 
f(z) = 189/25*z^3 - 149/35*z + 1
*
-1 | 0.12010049931379021481268185433225590573 | 0.022912303659207343585887808447000571754
f(z) = 189/29*z^3 - 160/29*z + 1
*
-1 | 0.12016078906995190420392529662778829447 | 0.022923805503151447666978105234461668237
f(z) = 189/31*z^3 - 158/31*z + 1
*
-1 | 0.11163344816219296217787339872554584933 | 0.021296992747163849695765504724340906319
f(z) = 189/32*z^3 - 157/32*z + 1
*
-1 | 0.10741460126884581017590474652223532789 | 0.020492137632785700232945132758598033666
f(z) = 189/34*z^3 - 155/34*z + 1
*
-1 | 0.12033986638406395985479331072765944510 | 0.022957969172935121507314484140540165135
f(z) = 189/37*z^3 - 152/37*z + 1
*
-1 | 0.10753339730016458445019394471764945228 | 0.020514801075141363514162106944597926570
f(z) = 189/38*z^3 - 151/38*z + 1
*
[ -1 ] 
f(z) = 190/21*z^3 - 148/21*z + 1
*
[ -1 ] 
f(z) = 190/23*z^3 - 144/23*z + 1
*
-1 | 0.12025360530993972634214665046215065575 | 0.022918439796756021879377019575577249743
f(z) = 190/31*z^3 - 159/31*z + 1
*
-1 | 0.099969664831862397787820421909665763477 | 0.019052640783997667341912800401713767060
f(z) = 190/33*z^3 - 157/33*z + 1
*
-1 | 0.12043181901798104173300271367872523662 | 0.022952404517632161310164387537318964400
f(z) = 190/37*z^3 - 153/37*z + 1
*
-1 | 0.10014700580238717933610773273506878676 | 0.019086439174873309083177020983306077008
f(z) = 190/39*z^3 - 151/39*z + 1
*
[ -1 ] 
f(z) = 191/20*z^3 - 151/20*z + 1
*
[ -1 ] 
f(z) = 191/21*z^3 - 149/21*z + 1
*
[ -1 ] 
f(z) = 191/22*z^3 - 147/22*z + 1
*
[ -1 ] 
f(z) = 191/23*z^3 - 145/23*z + 1
*
[ -1 ] 
f(z) = 191/24*z^3 - 143/24*z + 1
*
[ -1 ] 
f(z) = 191/25*z^3 - 141/25*z + 1
*
-1 | 0.12034595797198991378766917853285616951 | 0.022913117456786272634636200059869248687
f(z) = 191/31*z^3 - 160/31*z + 1
*
-1 | 0.11181832711910627389747419253601842570 | 0.021289509895278351216489563859111185640
f(z) = 191/32*z^3 - 159/32*z + 1
*
-1 | 0.10006172965406319232420721651386983490 | 0.019051127292753510600533401829425712962
f(z) = 191/33*z^3 - 158/33*z + 1
*
-1 | 0.10759890452818989539048271511002051546 | 0.020486158232665915281992731024854371994
f(z) = 191/34*z^3 - 157/34*z + 1
*
-1 | 0.12046448630776503465202836758517836232 | 0.022935684510348676881485508631734909639
f(z) = 191/35*z^3 - 156/35*z + 1
*
-1 | 0.098373449869055677386791349376204307070 | 0.018729689384362781189212576442199457334
f(z) = 191/36*z^3 - 155/36*z + 1
*
-1 | 0.12052331638280329959328773794937994632 | 0.022946885388567262771475893559239452088
f(z) = 191/37*z^3 - 154/37*z + 1
*
-1 | 0.10771656557047411715415100695432875168 | 0.020508560158973849523967034979889419675
f(z) = 191/38*z^3 - 153/38*z + 1
*
-1 | 0.10023822344811319675643493197302817172 | 0.019084730606912203237805057348143691473
f(z) = 191/39*z^3 - 152/39*z + 1
*
[ -1 ] 
f(z) = 192/23*z^3 - 146/23*z + 1
*
[ -1 ] 
f(z) = 192/25*z^3 - 142/25*z + 1
*
-1 | 0.12055581258179407902109547587783376136 | 0.022930274598662459935115243557912519356
f(z) = 192/35*z^3 - 157/35*z + 1
*
[ 7/8 ] 
f(z) = 192/35*z^3 - 152/35*z + 1
*
-1 | 0.12061436297320164080927631300190227581 | 0.022941411154620088726237282494784654949
f(z) = 192/37*z^3 - 155/37*z + 1
*
[ -1 ] 
f(z) = 193/20*z^3 - 153/20*z + 1
*
[ -1 ] 
f(z) = 193/21*z^3 - 151/21*z + 1
*
[ -1 ] 
f(z) = 193/22*z^3 - 149/22*z + 1
*
[ -1 ] 
f(z) = 193/23*z^3 - 147/23*z + 1
*
[ -1 ] 
f(z) = 193/24*z^3 - 145/24*z + 1
*
[ -1 ] 
f(z) = 193/25*z^3 - 143/25*z + 1
*
[ -1 ] 
f(z) = 193/26*z^3 - 141/26*z + 1
*
-1 | 0.10024449521731016861687030709032409406 | 0.019048146787863655218254046902853110460
f(z) = 193/33*z^3 - 160/33*z + 1
*
-1 | 0.10778138841528838119370984042027180097 | 0.020480283761054274761051668446189385476
f(z) = 193/34*z^3 - 159/34*z + 1
*
-1 | 0.12064668985631109979806546284631070658 | 0.022924908274225524583192360240832595032
f(z) = 193/35*z^3 - 158/35*z + 1
*
-1 | 0.098555374404221491687242255263175492942 | 0.018727185311421477177031017169466436308
f(z) = 193/36*z^3 - 157/36*z + 1
*
-1 | 0.12070496321749366783906504656494857448 | 0.022935981196835604003150211474154043024
f(z) = 193/37*z^3 - 156/37*z + 1
*
-1 | 0.10789858814483434447515808460125498592 | 0.020502553688665261757216491296793700539
f(z) = 193/38*z^3 - 155/38*z + 1
*
-1 | 0.10041931877226601126824081984901684163 | 0.019081366215320056889190546629806440425
f(z) = 193/39*z^3 - 154/39*z + 1
*
[ -1 ] 
f(z) = 194/21*z^3 - 152/21*z + 1
*
[ -1 ] 
f(z) = 194/23*z^3 - 148/23*z + 1
*
[ -1 ] 
f(z) = 194/25*z^3 - 144/25*z + 1
*
-1 | 0.12073712253226306103471950785732951526 | 0.022919584940709791526657278923848128752
f(z) = 194/35*z^3 - 159/35*z + 1
*
-1 | 0.12079512147894551544268435557208652339 | 0.022930594908125612596280758520895031976
f(z) = 194/37*z^3 - 157/37*z + 1
*
-1 | 0.10050920516751553305721426614894221117 | 0.019079709842716600502656973188155513324
f(z) = 194/39*z^3 - 155/39*z + 1
*
[ -1 ] 
f(z) = 195/22*z^3 - 151/22*z + 1
*
[ -1 ] 
f(z) = 195/23*z^3 - 149/23*z + 1
*
-1 | 0.12088484205704186802192409723391568874 | 0.022925251692979153990254780994978411058
f(z) = 195/37*z^3 - 158/37*z + 1
*
-1 | 0.10807819576325055268149908624079552293 | 0.020496530402268563818853632325682397233
f(z) = 195/38*z^3 - 157/38*z + 1
*
[ -1 ] 
f(z) = 196/23*z^3 - 150/23*z + 1
*
[ 1/7 ] 
f(z) = 196/23*z^3 - 142/23*z + 1
*
[ 1/7 ] 
f(z) = 196/25*z^3 - 154/25*z + 1
*
[ -1 ] 
f(z) = 196/25*z^3 - 146/25*z + 1
*
[ -1 ] 
f(z) = 196/27*z^3 - 142/27*z + 1
*
-1 | 0.12097412918872508713361626646253311327 | 0.022919950967181450831534586502503830358
f(z) = 196/37*z^3 - 159/37*z + 1
*
-13/14 | 0.14415570560688800198987721287130181077 | 0.027311969313660967686819131770665022418
f(z) = 196/39*z^3 - 160/39*z + 1
*
-1 | 0.10068767674137491696905310488121027807 | 0.019076447413905539252737500246418335755
f(z) = 196/39*z^3 - 157/39*z + 1
*
[ 3/14 ] 
f(z) = 196/39*z^3 - 152/39*z + 1
*
[ -1 ] 
f(z) = 197/20*z^3 - 157/20*z + 1
*
[ -1 ] 
f(z) = 197/21*z^3 - 155/21*z + 1
*
[ -1 ] 
f(z) = 197/22*z^3 - 153/22*z + 1
*
[ -1 ] 
f(z) = 197/23*z^3 - 151/23*z + 1
*
[ -1 ] 
f(z) = 197/24*z^3 - 149/24*z + 1
*
[ -1 ] 
f(z) = 197/25*z^3 - 147/25*z + 1
*
[ -1 ] 
f(z) = 197/26*z^3 - 145/26*z + 1
*
[ -1 ] 
f(z) = 197/27*z^3 - 143/27*z + 1
*
[ -1 ] 
f(z) = 197/28*z^3 - 141/28*z + 1
*
-1 | 0.12106298704960434762683155317453589610 | 0.022914692157541112368432417051235716946
f(z) = 197/37*z^3 - 160/37*z + 1
*
-1 | 0.10825542242929324552060833542138566649 | 0.020490487966692981729149623337170488358
f(z) = 197/38*z^3 - 159/38*z + 1
*
-1 | 0.10077627026190975996836686826865980795 | 0.019074840842070352706691055845064938340
f(z) = 197/39*z^3 - 158/39*z + 1
*
[ -1 ] 
f(z) = 198/23*z^3 - 152/23*z + 1
*
[ -1 ] 
f(z) = 198/25*z^3 - 148/25*z + 1
*
[ -1 ] 
f(z) = 199/20*z^3 - 159/20*z + 1
*
[ -1 ] 
f(z) = 199/21*z^3 - 157/21*z + 1
*
[ -1 ] 
f(z) = 199/22*z^3 - 155/22*z + 1
*
[ -1 ] 
f(z) = 199/23*z^3 - 153/23*z + 1
*
[ -1 ] 
f(z) = 199/24*z^3 - 151/24*z + 1
*
[ -1 ] 
f(z) = 199/25*z^3 - 149/25*z + 1
*
[ -1 ] 
f(z) = 199/26*z^3 - 147/26*z + 1
*
[ -1 ] 
f(z) = 199/27*z^3 - 145/27*z + 1
*
[ -1 ] 
f(z) = 199/28*z^3 - 143/28*z + 1
*
[ -1 ] 
f(z) = 199/29*z^3 - 141/29*z + 1
*
-1 | 0.10095115956052785760062221113370424849 | 0.019071480465095299985778408883405299984
f(z) = 199/39*z^3 - 160/39*z + 1
*
[ 1/2 ] 
f(z) = 182/25*z^3 - 141/50*z + 1
*
[ 3/10 ] 
f(z) = 182/27*z^3 - 147/50*z + 1
*
[ 1/2 ] 
f(z) = 182/27*z^3 - 145/54*z + 1
*
[ 1/2 ] 
f(z) = 182/29*z^3 - 149/58*z + 1
*
[ 2/3 ] 
f(z) = 183/28*z^3 - 143/42*z + 1
*
[ 1/4 ] 
f(z) = 184/21*z^3 - 149/42*z + 1
*
[ 1/2 ] 
f(z) = 186/25*z^3 - 143/50*z + 1
*
[ 1/2 ] 
f(z) = 186/29*z^3 - 151/58*z + 1
*
[ 6/17 ] 
f(z) = 187/24*z^3 - 143/51*z + 1
*
[ 5/11 ] 
f(z) = 187/25*z^3 - 151/55*z + 1
*
[ 1/2 ] 
f(z) = 190/23*z^3 - 141/46*z + 1
*
[ 1/2 ] 
f(z) = 190/27*z^3 - 149/54*z + 1
*
[ 1/2 ] 
f(z) = 190/29*z^3 - 153/58*z + 1
*
[ 1/2 ] 
f(z) = 194/23*z^3 - 143/46*z + 1
*
[ 1/2 ] 
f(z) = 194/25*z^3 - 147/50*z + 1
*
[ 1/2 ] 
f(z) = 194/27*z^3 - 151/54*z + 1
*
[ 3/10 ] 
f(z) = 194/27*z^3 - 149/50*z + 1
*
[ 1/2 ] 
f(z) = 194/29*z^3 - 155/58*z + 1
*
[ 2/3 ] 
f(z) = 195/28*z^3 - 151/42*z + 1
*
[ 4/13 ] 
f(z) = 195/32*z^3 - 147/52*z + 1
*
[ 2/7 ] 
f(z) = 196/23*z^3 - 147/46*z + 1
*
[ 2/7 ] 
f(z) = 196/25*z^3 - 157/50*z + 1
*
[ -5/6 ] 
f(z) = 196/25*z^3 - 146/45*z + 1
*
[ 1/2 ] 
f(z) = 198/23*z^3 - 145/46*z + 1
*
[ 5/11 ] 
f(z) = 198/25*z^3 - 156/55*z + 1
*
[ 1/2 ] 
f(z) = 198/25*z^3 - 149/50*z + 1
*
[ 5/9 ] 
f(z) = 198/25*z^3 - 146/45*z + 1
*
[ 1/2 ] 
f(z) = 198/29*z^3 - 157/58*z + 1
*
[ 1/2 ] 
f(z) = 182/31*z^3 - 153/62*z + 1
*
[ 1/2 ] 
f(z) = 182/33*z^3 - 157/66*z + 1
*
[ 3/5 ] 
f(z) = 185/36*z^3 - 151/60*z + 1
*
[ 6/11 ] 
f(z) = 187/36*z^3 - 157/66*z + 1
*
[ 1/2 ] 
f(z) = 190/31*z^3 - 157/62*z + 1
*
[ 1/2 ] 
f(z) = 194/31*z^3 - 159/62*z + 1
*
-4/3 | 0.20006313367464803030979347632698360288 | 0.028962104995724093439433991974175761568
f(z) = 183/32*z^3 - 125/12*z + 1
*
[ -6/5 ] 
f(z) = 185/24*z^3 - 139/15*z + 1
*
-4/3 | 0.20423742683136878218549027278088578889 | 0.029303236855211395137894164786469254244
f(z) = 195/32*z^3 - 133/12*z + 1
*
[ 4/3 ] 
f(z) = 195/32*z^3 - 127/12*z + 1
*
[ 15/14 ] 
f(z) = 196/25*z^3 - 134/15*z + 1
*
[ 15/14 ] 
f(z) = 196/27*z^3 - 124/15*z + 1
*
[ -1 ] 
f(z) = 180/23*z^3 - 134/23*z + 1
*
[ -1 ] 
f(z) = 180/29*z^3 - 122/29*z + 1
*
[ -1 ] 
f(z) = 181/21*z^3 - 139/21*z + 1
*
[ -1 ] 
f(z) = 181/22*z^3 - 137/22*z + 1
*
[ -1 ] 
f(z) = 181/23*z^3 - 135/23*z + 1
*
[ -1 ] 
f(z) = 181/24*z^3 - 133/24*z + 1
*
[ -1 ] 
f(z) = 181/25*z^3 - 131/25*z + 1
*
[ -1 ] 
f(z) = 181/26*z^3 - 129/26*z + 1
*
[ -1 ] 
f(z) = 181/27*z^3 - 127/27*z + 1
*
[ -1 ] 
f(z) = 181/28*z^3 - 125/28*z + 1
*
[ -1 ] 
f(z) = 181/29*z^3 - 123/29*z + 1
*
[ -1 ] 
f(z) = 181/30*z^3 - 121/30*z + 1
*
[ -1 ] 
f(z) = 182/23*z^3 - 136/23*z + 1
*
[ -1 ] 
f(z) = 182/25*z^3 - 132/25*z + 1
*
[ -1 ] 
f(z) = 182/27*z^3 - 128/27*z + 1
*
[ -1 ] 
f(z) = 182/29*z^3 - 124/29*z + 1
*
[ 2/3 ] 
f(z) = 183/20*z^3 - 137/30*z + 1
*
[ -1 ] 
f(z) = 183/22*z^3 - 139/22*z + 1
*
[ -1 ] 
f(z) = 183/23*z^3 - 137/23*z + 1
*
[ -1 ] 
f(z) = 183/25*z^3 - 133/25*z + 1
*
[ -1 ] 
f(z) = 183/26*z^3 - 131/26*z + 1
*
[ -1 ] 
f(z) = 183/28*z^3 - 127/28*z + 1
*
[ -1 ] 
f(z) = 183/29*z^3 - 125/29*z + 1
*
[ -1 ] 
f(z) = 183/31*z^3 - 121/31*z + 1
*
[ -1 ] 
f(z) = 184/25*z^3 - 134/25*z + 1
*
[ -1 ] 
f(z) = 184/27*z^3 - 130/27*z + 1
*
[ -1 ] 
f(z) = 184/29*z^3 - 126/29*z + 1
*
[ -1 ] 
f(z) = 184/31*z^3 - 122/31*z + 1
*
[ -1 ] 
f(z) = 185/23*z^3 - 139/23*z + 1
*
[ -1 ] 
f(z) = 185/24*z^3 - 137/24*z + 1
*
[ -1 ] 
f(z) = 185/26*z^3 - 133/26*z + 1
*
[ -1 ] 
f(z) = 185/27*z^3 - 131/27*z + 1
*
[ -1 ] 
f(z) = 185/28*z^3 - 129/28*z + 1
*
[ -1 ] 
f(z) = 185/29*z^3 - 127/29*z + 1
*
[ -1 ] 
f(z) = 185/31*z^3 - 123/31*z + 1
*
[ -1 ] 
f(z) = 185/32*z^3 - 121/32*z + 1
*
[ -1 ] 
f(z) = 186/23*z^3 - 140/23*z + 1
*
[ -1 ] 
f(z) = 186/25*z^3 - 136/25*z + 1
*
[ -1 ] 
f(z) = 186/29*z^3 - 128/29*z + 1
*
[ -1 ] 
f(z) = 187/24*z^3 - 139/24*z + 1
*
[ -1 ] 
f(z) = 187/25*z^3 - 137/25*z + 1
*
[ -1 ] 
f(z) = 187/26*z^3 - 135/26*z + 1
*
[ -1 ] 
f(z) = 187/27*z^3 - 133/27*z + 1
*
[ -1 ] 
f(z) = 187/28*z^3 - 131/28*z + 1
*
[ -1 ] 
f(z) = 187/29*z^3 - 129/29*z + 1
*
[ -1 ] 
f(z) = 187/30*z^3 - 127/30*z + 1
*
[ -1 ] 
f(z) = 187/31*z^3 - 125/31*z + 1
*
[ -1 ] 
f(z) = 187/32*z^3 - 123/32*z + 1
*
[ -1 ] 
f(z) = 188/25*z^3 - 138/25*z + 1
*
[ -1 ] 
f(z) = 188/27*z^3 - 134/27*z + 1
*
[ -1 ] 
f(z) = 188/29*z^3 - 130/29*z + 1
*
[ -1 ] 
f(z) = 188/31*z^3 - 126/31*z + 1
*
[ -1 ] 
f(z) = 188/33*z^3 - 122/33*z + 1
*
[ -1 ] 
f(z) = 189/25*z^3 - 139/25*z + 1
*
[ 5/21 ] 
f(z) = 189/25*z^3 - 127/35*z + 1
*
[ -1 ] 
f(z) = 189/26*z^3 - 137/26*z + 1
*
[ -1 ] 
f(z) = 189/29*z^3 - 131/29*z + 1
*
[ -1 ] 
f(z) = 189/31*z^3 - 127/31*z + 1
*
2/3 | 0.10363531382966950796082849903283387973 | 0.016345337679638777187199421739158544547
f(z) = 189/32*z^3 - 139/24*z + 1
*
[ 4/21 ] 
f(z) = 189/32*z^3 - 125/28*z + 1
*
[ -1 ] 
f(z) = 189/32*z^3 - 125/32*z + 1
*
[ -1 ] 
f(z) = 189/34*z^3 - 121/34*z + 1
*
[ -1 ] 
f(z) = 190/27*z^3 - 136/27*z + 1
*
[ -1 ] 
f(z) = 190/29*z^3 - 132/29*z + 1
*
[ -1 ] 
f(z) = 190/31*z^3 - 128/31*z + 1
*
[ -1 ] 
f(z) = 190/33*z^3 - 124/33*z + 1
*
[ -1 ] 
f(z) = 191/26*z^3 - 139/26*z + 1
*
[ -1 ] 
f(z) = 191/27*z^3 - 137/27*z + 1
*
[ -1 ] 
f(z) = 191/28*z^3 - 135/28*z + 1
*
[ -1 ] 
f(z) = 191/29*z^3 - 133/29*z + 1
*
[ -1 ] 
f(z) = 191/30*z^3 - 131/30*z + 1
*
[ -1 ] 
f(z) = 191/31*z^3 - 129/31*z + 1
*
[ -1 ] 
f(z) = 191/32*z^3 - 127/32*z + 1
*
[ -1 ] 
f(z) = 191/33*z^3 - 125/33*z + 1
*
[ -1 ] 
f(z) = 191/34*z^3 - 123/34*z + 1
*
[ -1 ] 
f(z) = 191/35*z^3 - 121/35*z + 1
*
[ -1 ] 
f(z) = 192/29*z^3 - 134/29*z + 1
*
[ -1 ] 
f(z) = 192/31*z^3 - 130/31*z + 1
*
[ -1 ] 
f(z) = 192/35*z^3 - 122/35*z + 1
*
[ 1/4 ] 
f(z) = 192/37*z^3 - 123/37*z + 1
*
[ -1 ] 
f(z) = 193/27*z^3 - 139/27*z + 1
*
[ -1 ] 
f(z) = 193/28*z^3 - 137/28*z + 1
*
[ -1 ] 
f(z) = 193/29*z^3 - 135/29*z + 1
*
[ -1 ] 
f(z) = 193/30*z^3 - 133/30*z + 1
*
[ -1 ] 
f(z) = 193/31*z^3 - 131/31*z + 1
*
[ -1 ] 
f(z) = 193/32*z^3 - 129/32*z + 1
*
[ -1 ] 
f(z) = 193/33*z^3 - 127/33*z + 1
*
[ -1 ] 
f(z) = 193/34*z^3 - 125/34*z + 1
*
[ -1 ] 
f(z) = 193/35*z^3 - 123/35*z + 1
*
[ -1 ] 
f(z) = 193/36*z^3 - 121/36*z + 1
*
[ -1 ] 
f(z) = 194/27*z^3 - 140/27*z + 1
*
[ -1 ] 
f(z) = 194/29*z^3 - 136/29*z + 1
*
[ -1 ] 
f(z) = 194/31*z^3 - 132/31*z + 1
*
[ -1 ] 
f(z) = 194/33*z^3 - 128/33*z + 1
*
[ -1 ] 
f(z) = 194/35*z^3 - 124/35*z + 1
*
[ -1 ] 
f(z) = 195/28*z^3 - 139/28*z + 1
*
[ -1 ] 
f(z) = 195/29*z^3 - 137/29*z + 1
*
[ -1 ] 
f(z) = 195/31*z^3 - 133/31*z + 1
*
[ -1 ] 
f(z) = 195/32*z^3 - 131/32*z + 1
*
[ -1 ] 
f(z) = 195/34*z^3 - 127/34*z + 1
*
[ -1 ] 
f(z) = 195/37*z^3 - 121/37*z + 1
*
[ -1 ] 
f(z) = 196/29*z^3 - 138/29*z + 1
*
[ -1 ] 
f(z) = 196/31*z^3 - 134/31*z + 1
*
[ -1 ] 
f(z) = 196/37*z^3 - 122/37*z + 1
*
[ -1 ] 
f(z) = 197/29*z^3 - 139/29*z + 1
*
[ -1 ] 
f(z) = 197/30*z^3 - 137/30*z + 1
*
[ -1 ] 
f(z) = 197/31*z^3 - 135/31*z + 1
*
[ -1 ] 
f(z) = 197/32*z^3 - 133/32*z + 1
*
[ -1 ] 
f(z) = 197/33*z^3 - 131/33*z + 1
*
[ -1 ] 
f(z) = 197/34*z^3 - 129/34*z + 1
*
[ -1 ] 
f(z) = 197/35*z^3 - 127/35*z + 1
*
[ -1 ] 
f(z) = 197/36*z^3 - 125/36*z + 1
*
[ -1 ] 
f(z) = 197/37*z^3 - 123/37*z + 1
*
[ -1 ] 
f(z) = 197/38*z^3 - 121/38*z + 1
*
[ -1 ] 
f(z) = 198/29*z^3 - 140/29*z + 1
*
[ -1 ] 
f(z) = 198/31*z^3 - 136/31*z + 1
*
[ -1 ] 
f(z) = 198/35*z^3 - 128/35*z + 1
*
[ -1 ] 
f(z) = 198/37*z^3 - 124/37*z + 1
*
[ -1 ] 
f(z) = 199/30*z^3 - 139/30*z + 1
*
[ -1 ] 
f(z) = 199/31*z^3 - 137/31*z + 1
*
[ -1 ] 
f(z) = 199/32*z^3 - 135/32*z + 1
*
[ -1 ] 
f(z) = 199/33*z^3 - 133/33*z + 1
*
[ -1 ] 
f(z) = 199/34*z^3 - 131/34*z + 1
*
[ -1 ] 
f(z) = 199/35*z^3 - 129/35*z + 1
*
[ -1 ] 
f(z) = 199/36*z^3 - 127/36*z + 1
*
[ -1 ] 
f(z) = 199/37*z^3 - 125/37*z + 1
*
[ -1 ] 
f(z) = 199/38*z^3 - 123/38*z + 1
*
[ -1 ] 
f(z) = 199/39*z^3 - 121/39*z + 1
*
[ 1/2 ] 
f(z) = 182/23*z^3 - 137/46*z + 1
*
[ 5/8 ] 
f(z) = 184/25*z^3 - 139/40*z + 1
*
[ -5/6 ] 
f(z) = 184/25*z^3 - 131/45*z + 1
*
[ 3/7 ] 
f(z) = 185/27*z^3 - 127/49*z + 1
*
[ 1/2 ] 
f(z) = 186/23*z^3 - 139/46*z + 1
*
[ -5/6 ] 
f(z) = 188/25*z^3 - 136/45*z + 1
*
[ 3/7 ] 
f(z) = 188/27*z^3 - 128/49*z + 1
*
[ 3/8 ] 
f(z) = 188/27*z^3 - 127/48*z + 1
*
[ 8/21 ] 
f(z) = 189/32*z^3 - 139/56*z + 1
*
[ 1/2 ] 
f(z) = 190/21*z^3 - 137/42*z + 1
*
[ 3/7 ] 
f(z) = 191/27*z^3 - 129/49*z + 1
*
[ 1/2 ] 
f(z) = 194/21*z^3 - 139/42*z + 1
*
[ 3/7 ] 
f(z) = 194/27*z^3 - 130/49*z + 1
*
[ 3/7 ] 
f(z) = 197/27*z^3 - 131/49*z + 1
*
[ 4/3 ] 
f(z) = 183/32*z^3 - 119/12*z + 1
*
[ -4/3 ] 
f(z) = 183/32*z^3 - 101/12*z + 1
*
[ 5/4 ] 
f(z) = 184/25*z^3 - 113/10*z + 1
*
[ 5/3 ] 
f(z) = 189/25*z^3 - 103/5*z + 1
*
[ -4/3 ] 
f(z) = 195/32*z^3 - 109/12*z + 1
*
[ -15/14 ] 
f(z) = 196/25*z^3 - 106/15*z + 1
*
3/28 | 0.19737261424265350479706856655209180754 | 0.028503055904657078193574503342260773723
f(z) = 196/27*z^3 - 113/12*z + 1
*
[ 9/7 ] 
f(z) = 196/27*z^3 - 106/9*z + 1
*
[ 3/28 ] 
f(z) = 196/27*z^3 - 101/12*z + 1
*
[ 5/3 ] 
f(z) = 198/25*z^3 - 108/5*z + 1
*
[ -5/3 ] 
f(z) = 198/25*z^3 - 102/5*z + 1
*
-2 | 0.090964703287352593871102799103408188300 | 0.013587849734183766403174441118054300962
f(z) = 199/24*z^3 - 101/3*z + 1
*
[ 1/6 ] 
f(z) = 180/23*z^3 - 120/23*z + 1
*
[ -1 ] 
f(z) = 180/31*z^3 - 118/31*z + 1
*
[ -1 ] 
f(z) = 180/37*z^3 - 106/37*z + 1
*
[ 2/3 ] 
f(z) = 181/24*z^3 - 104/27*z + 1
*
[ -1 ] 
f(z) = 181/31*z^3 - 119/31*z + 1
*
[ -1 ] 
f(z) = 181/32*z^3 - 117/32*z + 1
*
[ -1 ] 
f(z) = 181/33*z^3 - 115/33*z + 1
*
[ -1 ] 
f(z) = 181/34*z^3 - 113/34*z + 1
*
[ -1 ] 
f(z) = 181/35*z^3 - 111/35*z + 1
*
[ -1 ] 
f(z) = 181/36*z^3 - 109/36*z + 1
*
[ -1 ] 
f(z) = 181/37*z^3 - 107/37*z + 1
*
[ -1 ] 
f(z) = 181/38*z^3 - 105/38*z + 1
*
[ -1 ] 
f(z) = 181/39*z^3 - 103/39*z + 1
*
[ -1 ] 
f(z) = 182/31*z^3 - 120/31*z + 1
*
[ -1 ] 
f(z) = 182/33*z^3 - 116/33*z + 1
*
[ -1 ] 
f(z) = 182/37*z^3 - 108/37*z + 1
*
[ -1 ] 
f(z) = 183/32*z^3 - 119/32*z + 1
*
[ -1 ] 
f(z) = 183/34*z^3 - 115/34*z + 1
*
[ -1 ] 
f(z) = 183/35*z^3 - 113/35*z + 1
*
[ -1 ] 
f(z) = 183/37*z^3 - 109/37*z + 1
*
[ -1 ] 
f(z) = 183/38*z^3 - 107/38*z + 1
*
[ -1 ] 
f(z) = 184/33*z^3 - 118/33*z + 1
*
[ -1 ] 
f(z) = 184/35*z^3 - 114/35*z + 1
*
[ -1 ] 
f(z) = 184/37*z^3 - 110/37*z + 1
*
[ -1 ] 
f(z) = 184/39*z^3 - 106/39*z + 1
*
[ 2/3 ] 
f(z) = 185/24*z^3 - 106/27*z + 1
*
[ -1 ] 
f(z) = 185/33*z^3 - 119/33*z + 1
*
[ -1 ] 
f(z) = 185/34*z^3 - 117/34*z + 1
*
[ -1 ] 
f(z) = 185/36*z^3 - 113/36*z + 1
*
[ -1 ] 
f(z) = 185/38*z^3 - 109/38*z + 1
*
[ -1 ] 
f(z) = 185/39*z^3 - 107/39*z + 1
*
[ -1 ] 
f(z) = 186/35*z^3 - 116/35*z + 1
*
[ -1 ] 
f(z) = 186/37*z^3 - 112/37*z + 1
*
[ 2/3 ] 
f(z) = 187/24*z^3 - 107/27*z + 1
*
[ 6/11 ] 
f(z) = 187/24*z^3 - 104/33*z + 1
*
[ -1 ] 
f(z) = 187/35*z^3 - 117/35*z + 1
*
[ -1 ] 
f(z) = 187/36*z^3 - 115/36*z + 1
*
[ -1 ] 
f(z) = 187/37*z^3 - 113/37*z + 1
*
[ -1 ] 
f(z) = 187/38*z^3 - 111/38*z + 1
*
[ -1 ] 
f(z) = 187/39*z^3 - 109/39*z + 1
*
[ -1 ] 
f(z) = 188/35*z^3 - 118/35*z + 1
*
[ -1 ] 
f(z) = 188/37*z^3 - 114/37*z + 1
*
[ -1 ] 
f(z) = 188/39*z^3 - 110/39*z + 1
*
[ 2/9 ] 
f(z) = 189/20*z^3 - 119/30*z + 1
*
-2/3 | 0.16643072616162827270373750247774040426 | 0.026249415559742325564515244651323689519
f(z) = 189/20*z^3 - 101/30*z + 1
*
[ 5/6 ] 
f(z) = 189/25*z^3 - 109/20*z + 1
*
[ 8/9 ] 
f(z) = 189/32*z^3 - 115/24*z + 1
*
-8/9 | 0.17403933066121291968519882151832953967 | 0.027449442898115916251396184779058910120
f(z) = 189/32*z^3 - 109/24*z + 1
*
[ 2/3 ] 
f(z) = 189/34*z^3 - 101/34*z + 1
*
[ -1 ] 
f(z) = 189/37*z^3 - 115/37*z + 1
*
[ -1 ] 
f(z) = 189/38*z^3 - 113/38*z + 1
*
[ 2/3 ] 
f(z) = 189/38*z^3 - 103/38*z + 1
*
[ 6/19 ] 
f(z) = 190/27*z^3 - 109/38*z + 1
*
[ 3/4 ] 
f(z) = 190/27*z^3 - 103/24*z + 1
*
[ -1 ] 
f(z) = 190/37*z^3 - 116/37*z + 1
*
[ -1 ] 
f(z) = 190/39*z^3 - 112/39*z + 1
*
[ 2/3 ] 
f(z) = 191/24*z^3 - 109/27*z + 1
*
[ -1 ] 
f(z) = 191/36*z^3 - 119/36*z + 1
*
[ -1 ] 
f(z) = 191/37*z^3 - 117/37*z + 1
*
[ -1 ] 
f(z) = 191/38*z^3 - 115/38*z + 1
*
[ -1 ] 
f(z) = 191/39*z^3 - 113/39*z + 1
*
[ 1/4 ] 
f(z) = 192/31*z^3 - 105/31*z + 1
*
[ -1 ] 
f(z) = 192/37*z^3 - 118/37*z + 1
*
[ 2/3 ] 
f(z) = 193/24*z^3 - 110/27*z + 1
*
[ -1 ] 
f(z) = 193/37*z^3 - 119/37*z + 1
*
[ -1 ] 
f(z) = 193/38*z^3 - 117/38*z + 1
*
[ -1 ] 
f(z) = 193/39*z^3 - 115/39*z + 1
*
[ -1 ] 
f(z) = 194/37*z^3 - 120/37*z + 1
*
[ -1 ] 
f(z) = 194/39*z^3 - 116/39*z + 1
*
[ -1 ] 
f(z) = 195/38*z^3 - 119/38*z + 1
*
-13/14 | 0.12664738598478610586932741929941427988 | 0.023994815225035240666264094675723131302
f(z) = 196/25*z^3 - 119/25*z + 1
*
[ 9/28 ] 
f(z) = 196/27*z^3 - 103/36*z + 1
*
[ -1 ] 
f(z) = 196/39*z^3 - 118/39*z + 1
*
[ 2/3 ] 
f(z) = 197/24*z^3 - 112/27*z + 1
*
[ -1 ] 
f(z) = 197/39*z^3 - 119/39*z + 1
*
[ 2/3 ] 
f(z) = 199/24*z^3 - 113/27*z + 1
*
[ 4/11 ] 
f(z) = 187/32*z^3 - 111/44*z + 1
*
-3/4 | 0.11771130223976510829507410587937394618 | 0.013172848374387226236019063099953714947
f(z) = 190/27*z^3 - 113/40*z + 1
*
[ 5/12 ] 
f(z) = 198/25*z^3 - 111/40*z + 1
*
-2 | 0.089177669389693474109321740454551818684 | 0.013509250213332269510964816444998600437
f(z) = 181/24*z^3 - 92/3*z + 1
*
[ 2 ] 
f(z) = 181/24*z^3 - 89/3*z + 1
*
[ -2 ] 
f(z) = 181/24*z^3 - 86/3*z + 1
*
[ 3/2 ] 
f(z) = 182/27*z^3 - 89/6*z + 1
*
[ -5/4 ] 
f(z) = 184/25*z^3 - 97/10*z + 1
*
-2 | 0.089590015199915231198889193240395331578 | 0.013527643381472147548711945486099224681
f(z) = 185/24*z^3 - 94/3*z + 1
*
[ 2 ] 
f(z) = 185/24*z^3 - 91/3*z + 1
*
[ -2 ] 
f(z) = 185/24*z^3 - 88/3*z + 1
*
[ 6/5 ] 
f(z) = 185/27*z^3 - 97/10*z + 1
*
-2 | 0.089792782125411466526958916377361676830 | 0.013536630726923540385942573805127263661
f(z) = 187/24*z^3 - 95/3*z + 1
*
[ 2 ] 
f(z) = 187/24*z^3 - 92/3*z + 1
*
[ -2 ] 
f(z) = 187/24*z^3 - 89/3*z + 1
*
[ 3/17 ] 
f(z) = 187/27*z^3 - 83/17*z + 1
*
[ -5/3 ] 
f(z) = 189/25*z^3 - 97/5*z + 1
*
-6/5 | 0.19795722022370590976636036593708329145 | 0.025286942518493949813117094151154754476
f(z) = 190/27*z^3 - 93/10*z + 1
*
[ -3/2 ] 
f(z) = 190/27*z^3 - 85/6*z + 1
*
[ -6/5 ] 
f(z) = 190/27*z^3 - 83/10*z + 1
*
-2 | 0.090191750112708351498476258715531191441 | 0.013554205413708336057247418106540452471
f(z) = 191/24*z^3 - 97/3*z + 1
*
[ 2 ] 
f(z) = 191/24*z^3 - 94/3*z + 1
*
[ -2 ] 
f(z) = 191/24*z^3 - 91/3*z + 1
*
[ 5/6 ] 
f(z) = 192/25*z^3 - 83/15*z + 1
*
-2 | 0.090388044850997834684938294995906828346 | 0.013562799728376413970596215231193099342
f(z) = 193/24*z^3 - 98/3*z + 1
*
[ 2 ] 
f(z) = 193/24*z^3 - 95/3*z + 1
*
[ -2 ] 
f(z) = 193/24*z^3 - 92/3*z + 1
*
[ 3/2 ] 
f(z) = 194/27*z^3 - 95/6*z + 1
*
[ -9/7 ] 
f(z) = 196/27*z^3 - 92/9*z + 1
*
-2 | 0.090774478909568810664390279894862916027 | 0.013579618773346087661628490546497513750
f(z) = 197/24*z^3 - 100/3*z + 1
*
[ 2 ] 
f(z) = 197/24*z^3 - 97/3*z + 1
*
[ -2 ] 
f(z) = 197/24*z^3 - 94/3*z + 1
*
[ 2 ] 
f(z) = 199/24*z^3 - 98/3*z + 1
*
[ -2 ] 
f(z) = 199/24*z^3 - 95/3*z + 1
*
[ 1/3 ] 
f(z) = 180/31*z^3 - 82/31*z + 1
*
[ 1/3 ] 
f(z) = 180/37*z^3 - 94/37*z + 1
*
[ 1/2 ] 
f(z) = 180/37*z^3 - 82/37*z + 1
*
[ 1/2 ] 
f(z) = 184/35*z^3 - 81/35*z + 1
*
[ 1/2 ] 
f(z) = 184/37*z^3 - 83/37*z + 1
*
[ 1/2 ] 
f(z) = 184/39*z^3 - 85/39*z + 1
*
[ -5/6 ] 
f(z) = 186/25*z^3 - 89/30*z + 1
*
[ 1/2 ] 
f(z) = 188/35*z^3 - 82/35*z + 1
*
[ 1/2 ] 
f(z) = 188/37*z^3 - 84/37*z + 1
*
[ 1/2 ] 
f(z) = 188/39*z^3 - 86/39*z + 1
*
[ 2/3 ] 
f(z) = 189/22*z^3 - 95/22*z + 1
*
[ 2/3 ] 
f(z) = 189/26*z^3 - 97/26*z + 1
*
[ 1/3 ] 
f(z) = 189/31*z^3 - 83/31*z + 1
*
[ 1/3 ] 
f(z) = 189/32*z^3 - 85/32*z + 1
*
[ 1/3 ] 
f(z) = 189/34*z^3 - 89/34*z + 1
*
[ 1/3 ] 
f(z) = 189/37*z^3 - 95/37*z + 1
*
[ 1/3 ] 
f(z) = 189/38*z^3 - 97/38*z + 1
*
[ 3/10 ] 
f(z) = 190/27*z^3 - 89/30*z + 1
*
[ 3/8 ] 
f(z) = 190/27*z^3 - 85/32*z + 1
*
[ 1/4 ] 
f(z) = 192/23*z^3 - 81/23*z + 1
*
[ 1/4 ] 
f(z) = 192/25*z^3 - 87/25*z + 1
*
[ 1/4 ] 
f(z) = 192/29*z^3 - 99/29*z + 1
*
[ 5/8 ] 
f(z) = 192/35*z^3 - 96/35*z + 1
*
[ 1/2 ] 
f(z) = 192/35*z^3 - 83/35*z + 1
*
[ 1/2 ] 
f(z) = 192/37*z^3 - 85/37*z + 1
*
[ 3/5 ] 
f(z) = 193/27*z^3 - 81/25*z + 1
*
[ 4/5 ] 
f(z) = 195/32*z^3 - 83/20*z + 1
*
[ 5/28 ] 
f(z) = 196/25*z^3 - 97/20*z + 1
*
-3/4 | 0.21621560770004299500288225043881756461 | 0.025111218695388508007690913396008778112
f(z) = 196/27*z^3 - 97/28*z + 1
*
[ 3/5 ] 
f(z) = 196/27*z^3 - 82/25*z + 1
*
1/14 | 0.15160104830423949825448766450569046796 | 0.028722575785487203769624904029635970860
f(z) = 196/33*z^3 - 100/33*z + 1
*
[ 1/2 ] 
f(z) = 196/33*z^3 - 82/33*z + 1
*
[ 1/2 ] 
f(z) = 196/37*z^3 - 86/37*z + 1
*
[ 1/3 ] 
f(z) = 198/31*z^3 - 84/31*z + 1
*
[ 1/3 ] 
f(z) = 198/35*z^3 - 92/35*z + 1
*
[ 1/3 ] 
f(z) = 198/37*z^3 - 96/37*z + 1
*
[ 3/5 ] 
f(z) = 199/27*z^3 - 83/25*z + 1
*
[ 2/5 ] 
f(z) = 185/32*z^3 - 97/40*z + 1
*
[ 2/5 ] 
f(z) = 195/32*z^3 - 99/40*z + 1
*
[ 3/4 ] 
f(z) = 185/27*z^3 - 67/16*z + 1
*
[ 3 ] 
f(z) = 185/27*z^3 - 61*z + 1
*
[ -3 ] 
f(z) = 187/27*z^3 - 61*z + 1
*
[ 3/2 ] 
f(z) = 187/27*z^3 - 61/4*z + 1
*
[ 3 ] 
f(z) = 188/27*z^3 - 62*z + 1
*
[ -3 ] 
f(z) = 190/27*z^3 - 62*z + 1
*
[ 3/4 ] 
f(z) = 191/27*z^3 - 69/16*z + 1
*
[ 3 ] 
f(z) = 191/27*z^3 - 63*z + 1
*
[ 5/24 ] 
f(z) = 192/25*z^3 - 62/15*z + 1
*
[ -3 ] 
f(z) = 193/27*z^3 - 63*z + 1
*
[ 3/2 ] 
f(z) = 193/27*z^3 - 63/4*z + 1
*
[ 3 ] 
f(z) = 194/27*z^3 - 64*z + 1
*
[ -12/7 ] 
f(z) = 196/27*z^3 - 79/4*z + 1
*
3/28 | 0.12682826835881410436466160294242793553 | 0.019030684937183762921584256744622395496
f(z) = 196/27*z^3 - 65/12*z + 1
*
[ -3 ] 
f(z) = 196/27*z^3 - 64*z + 1
*
[ 3/4 ] 
f(z) = 197/27*z^3 - 71/16*z + 1
*
[ 3 ] 
f(z) = 197/27*z^3 - 65*z + 1
*
[ -3 ] 
f(z) = 199/27*z^3 - 65*z + 1
*
[ 3/2 ] 
f(z) = 199/27*z^3 - 65/4*z + 1
*
[ 1/2 ] 
f(z) = 180/23*z^3 - 68/23*z + 1
*
[ 1/3 ] 
f(z) = 180/23*z^3 - 66/23*z + 1
*
[ 1/3 ] 
f(z) = 180/29*z^3 - 78/29*z + 1
*
[ 1/2 ] 
f(z) = 180/29*z^3 - 74/29*z + 1
*
[ 1/2 ] 
f(z) = 180/31*z^3 - 76/31*z + 1
*
[ 3/5 ] 
f(z) = 181/27*z^3 - 77/25*z + 1
*
[ 2/3 ] 
f(z) = 183/32*z^3 - 73/24*z + 1
*
[ 1/2 ] 
f(z) = 184/21*z^3 - 67/21*z + 1
*
[ 1/2 ] 
f(z) = 184/25*z^3 - 71/25*z + 1
*
[ 3/5 ] 
f(z) = 184/27*z^3 - 78/25*z + 1
*
[ 1/2 ] 
f(z) = 184/27*z^3 - 73/27*z + 1
*
[ 1/2 ] 
f(z) = 184/29*z^3 - 75/29*z + 1
*
[ 1/2 ] 
f(z) = 184/31*z^3 - 77/31*z + 1
*
[ 1/2 ] 
f(z) = 184/33*z^3 - 79/33*z + 1
*
[ 4/5 ] 
f(z) = 185/32*z^3 - 79/20*z + 1
*
[ 3/5 ] 
f(z) = 187/27*z^3 - 79/25*z + 1
*
[ 1/2 ] 
f(z) = 188/21*z^3 - 68/21*z + 1
*
[ 1/2 ] 
f(z) = 188/23*z^3 - 70/23*z + 1
*
[ 1/2 ] 
f(z) = 188/25*z^3 - 72/25*z + 1
*
[ 3/10 ] 
f(z) = 188/27*z^3 - 74/25*z + 1
*
[ 1/2 ] 
f(z) = 188/27*z^3 - 74/27*z + 1
*
[ 1/2 ] 
f(z) = 188/29*z^3 - 76/29*z + 1
*
[ 1/2 ] 
f(z) = 188/31*z^3 - 78/31*z + 1
*
[ 1/2 ] 
f(z) = 188/33*z^3 - 80/33*z + 1
*
[ 1/3 ] 
f(z) = 189/20*z^3 - 61/20*z + 1
*
[ 1/3 ] 
f(z) = 189/22*z^3 - 65/22*z + 1
*
[ 1/3 ] 
f(z) = 189/23*z^3 - 67/23*z + 1
*
[ 1/3 ] 
f(z) = 189/25*z^3 - 71/25*z + 1
*
[ -5/6 ] 
f(z) = 189/25*z^3 - 61/20*z + 1
*
[ 1/3 ] 
f(z) = 189/26*z^3 - 73/26*z + 1
*
[ 1/3 ] 
f(z) = 189/29*z^3 - 79/29*z + 1
*
[ 4/7 ] 
f(z) = 189/32*z^3 - 75/28*z + 1
*
-8/9 | 0.10908182580798073818052829417617876854 | 0.017204360286624000708797678094232175060
f(z) = 189/32*z^3 - 67/24*z + 1
*
[ -8/9 ] 
f(z) = 189/32*z^3 - 61/24*z + 1
*
[ 1/2 ] 
f(z) = 192/23*z^3 - 71/23*z + 1
*
[ 1/2 ] 
f(z) = 192/25*z^3 - 73/25*z + 1
*
[ 1/2 ] 
f(z) = 192/29*z^3 - 77/29*z + 1
*
[ 1/2 ] 
f(z) = 192/31*z^3 - 79/31*z + 1
*
[ 2/3 ] 
f(z) = 195/32*z^3 - 77/24*z + 1
*
[ 1/2 ] 
f(z) = 196/23*z^3 - 72/23*z + 1
*
[ 1/2 ] 
f(z) = 196/25*z^3 - 74/25*z + 1
*
[ 1/2 ] 
f(z) = 196/27*z^3 - 76/27*z + 1
*
[ 1/2 ] 
f(z) = 196/29*z^3 - 78/29*z + 1
*
[ 1/2 ] 
f(z) = 196/31*z^3 - 80/31*z + 1
*
[ 3/7 ] 
f(z) = 196/33*z^3 - 80/33*z + 1
*
[ 1/3 ] 
f(z) = 198/23*z^3 - 68/23*z + 1
*
[ 1/3 ] 
f(z) = 198/25*z^3 - 72/25*z + 1
*
[ 1/3 ] 
f(z) = 198/29*z^3 - 80/29*z + 1
*
[ -3 ] 
f(z) = 181/27*z^3 - 59*z + 1
*
[ 3/2 ] 
f(z) = 181/27*z^3 - 59/4*z + 1
*
[ 3 ] 
f(z) = 182/27*z^3 - 60*z + 1
*
[ 3/13 ] 
f(z) = 182/27*z^3 - 48/13*z + 1
*
[ -3 ] 
f(z) = 184/27*z^3 - 60*z + 1
*
[ -3/2 ] 
f(z) = 184/27*z^3 - 41/3*z + 1
*
[ 2/5 ] 
f(z) = 185/24*z^3 - 41/15*z + 1
*
[ -3/2 ] 
f(z) = 185/27*z^3 - 55/4*z + 1
*
[ 3/5 ] 
f(z) = 185/27*z^3 - 47/15*z + 1
*
[ 3/2 ] 
f(z) = 188/27*z^3 - 46/3*z + 1
*
[ 2/3 ] 
f(z) = 189/20*z^3 - 47/10*z + 1
*
[ 5/9 ] 
f(z) = 189/25*z^3 - 47/15*z + 1
*
[ 4/3 ] 
f(z) = 189/32*z^3 - 41/4*z + 1
*
[ -3/2 ] 
f(z) = 191/27*z^3 - 57/4*z + 1
*
[ 5/4 ] 
f(z) = 192/25*z^3 - 59/5*z + 1
*
[ -5/4 ] 
f(z) = 192/25*z^3 - 51/5*z + 1
*
[ 5/12 ] 
f(z) = 192/25*z^3 - 41/15*z + 1
*
[ 3/4 ] 
f(z) = 196/27*z^3 - 53/12*z + 1
*
[ -3/2 ] 
f(z) = 196/27*z^3 - 44/3*z + 1
*
33/28 | 0.18302599539105987984383231680584260192 | 0.025935246742468486385927615790829748233
f(z) = 196/27*z^3 - 43/4*z + 1
*
[ 3/8 ] 
f(z) = 196/27*z^3 - 43/16*z + 1
*
3/7 | 0.12735946271501984357102501372015377528 | 0.019110391082857548344105499150286000675
f(z) = 196/27*z^3 - 41/12*z + 1
*
[ -3/2 ] 
f(z) = 197/27*z^3 - 59/4*z + 1
*
[ 5/6 ] 
f(z) = 198/25*z^3 - 57/10*z + 1
*
[ 3/10 ] 
f(z) = 185/27*z^3 - 59/20*z + 1
*
[ 5/16 ] 
f(z) = 192/25*z^3 - 59/20*z + 1
*
-5/7 | 0.076921453663321582391269361460900281538 | 0.011542126755490936328353363915005982223
f(z) = 196/25*z^3 - 57/20*z + 1
*
[ 15/28 ] 
f(z) = 196/27*z^3 - 59/20*z + 1
*
[ -6/7 ] 
f(z) = 182/27*z^3 - 39/14*z + 1
*
[ 3/4 ] 
f(z) = 182/27*z^3 - 33/8*z + 1
*
[ -3/2 ] 
f(z) = 182/27*z^3 - 27/2*z + 1
*
[ 3/4 ] 
f(z) = 184/27*z^3 - 25/6*z + 1
*
[ 3/8 ] 
f(z) = 184/27*z^3 - 21/8*z + 1
*
[ 3/11 ] 
f(z) = 187/27*z^3 - 35/11*z + 1
*
[ -4/3 ] 
f(z) = 189/32*z^3 - 35/4*z + 1
*
[ 4/9 ] 
f(z) = 189/32*z^3 - 29/12*z + 1
*
[ 2/3 ] 
f(z) = 189/32*z^3 - 25/8*z + 1
*
[ 3/2 ] 
f(z) = 190/27*z^3 - 31/2*z + 1
*
[ 3/4 ] 
f(z) = 194/27*z^3 - 35/8*z + 1
*
[ -3/2 ] 
f(z) = 194/27*z^3 - 29/2*z + 1
*
[ 5/7 ] 
f(z) = 196/25*z^3 - 22/5*z + 1
*
[ -15/14 ] 
f(z) = 196/27*z^3 - 32/5*z + 1
*
[ 9/14 ] 
f(z) = 196/27*z^3 - 32/9*z + 1
*
6/7 | 0.19777531045522379803787106113864107632 | 0.029387887169662542539243514662004032506
f(z) = 196/27*z^3 - 31/4*z + 1
*
15/28 | 0.18317090985865560572738005735058155630 | 0.027484944171242458583558410928988636778
f(z) = 196/27*z^3 - 23/4*z + 1
*
[ -5/6 ] 
f(z) = 198/25*z^3 - 33/10*z + 1
*
[ 3/7 ] 
f(z) = 182/27*z^3 - 18/7*z + 1
*
[ 3/2 ] 
f(z) = 184/27*z^3 - 15*z + 1
*
[ 3/4 ] 
f(z) = 188/27*z^3 - 17/4*z + 1
*
[ -3/2 ] 
f(z) = 188/27*z^3 - 14*z + 1
*
[ 3/5 ] 
f(z) = 190/27*z^3 - 16/5*z + 1
*
[ 5/8 ] 
f(z) = 192/25*z^3 - 18/5*z + 1
*
[ -5/8 ]
f(z) = 192/25*z^3 - 2/5*z + 1
*
[ 5/14 ] 
f(z) = 196/25*z^3 - 14/5*z + 1
*
[ -5/7 ]
f(z) = 196/25*z^3 - 8/5*z + 1
*
[ -6/7 ] 
f(z) = 196/27*z^3 - 19/6*z + 1
*
[ 3/2 ] 
f(z) = 196/27*z^3 - 16*z + 1
*
15/28 | 0.18649557313467761570547844559236084897 | 0.027983812602917320365163182795233768875
f(z) = 196/27*z^3 - 15/4*z + 1
*
-6/7 | 0.12931341012319120449527083239179670741 | 0.024499924399528576025743998748306232419
f(z) = 196/27*z^3 - 14/3*z + 1
*
[ 6/7 ] 
f(z) = 196/27*z^3 - 11/2*z + 1
*
[ 3/7 ] 
f(z) = 196/27*z^3 - 8/3*z + 1
*
[ 3/14 ] 
f(z) = 196/27*z^3 - 4*z + 1
*
[ -9/14 ]
f(z) = 196/27*z^3 - 4/9*z + 1
*
[ -5/14 ]
f(z) = 196/25*z^3 + 14/5*z + 1
*
[ -3/7 ]
f(z) = 196/27*z^3 + 2*z + 1
*
[ -3/14 ]
f(z) = 196/27*z^3 + 16/3*z + 1
*
[ 15/7 ] 
f(z) = 196/45*z^3 - 292/15*z + 1
*
[ 5/3 ] 
f(z) = 183/50*z^3 - 293/30*z + 1
*
[ -7/4 ] 
f(z) = 188/49*z^3 - 285/28*z + 1
*
[ 3/2 ] 
f(z) = 194/45*z^3 - 281/30*z + 1
*
1/6 | 0.15173787386641971821183495313211098253 | 0.026618608168445453937398740389156346510
f(z) = 180/49*z^3 - 299/49*z + 1
*
0 | 0.13461844593907808746029657472410454781 | 0.023801032682111459631395036926602258606
f(z) = 180/53*z^3 - 286/53*z + 1
*
0 | 0.13452642423464629398055532752098190699 | 0.023613167758839914165131136904803143179
f(z) = 180/59*z^3 - 298/59*z + 1
*
0 | 0.12193557166615373762176636448669066155 | 0.021626091088122736414064162746088883247
f(z) = 181/50*z^3 - 281/50*z + 1
*
0 | 0.11441220521312603033525139405213751969 | 0.020266279585569892713175219767149088880
f(z) = 181/51*z^3 - 283/51*z + 1
*
0 | 0.10906987526345158847185356518637959806 | 0.019295901643507035310341635832939042038
f(z) = 181/52*z^3 - 285/52*z + 1
*
0 | 0.13472551387640986154891902939114672015 | 0.023805272062035603443586863703779794901
f(z) = 181/53*z^3 - 287/53*z + 1
*
0 | 0.10831179738111236637333941982878965270 | 0.019114656086231405292359045847312358521
f(z) = 181/54*z^3 - 289/54*z + 1
*
0 | 0.13469510352883466359206866032378907639 | 0.023741834756401713196137454497710373669
f(z) = 181/55*z^3 - 291/55*z + 1
*
0 | 0.10330283507687162514647246309805031050 | 0.018186566181612533010518541702568462849
f(z) = 181/56*z^3 - 293/56*z + 1
*
0 | 0.11431993996843326693211457733770646313 | 0.020102063540857409548648518808462818818
f(z) = 181/57*z^3 - 295/57*z + 1
*
0 | 0.12181392881196708988465436252226833682 | 0.021394390505624067135057794241118610713
f(z) = 181/58*z^3 - 297/58*z + 1
*
0 | 0.13463403864030812859382825719253501540 | 0.023618168815628908008536171187149048298
f(z) = 181/59*z^3 - 299/59*z + 1
*
0 | 0.11451847896614036281515512997035827880 | 0.020272437815793119818154468716395457379
f(z) = 182/51*z^3 - 284/51*z + 1
*
0 | 0.13483196568254175318498143274156519747 | 0.023809448459951985321685144811031267158
f(z) = 182/53*z^3 - 288/53*z + 1
*
0 | 0.13480173435532990150376114871358569048 | 0.023746271029310213937172901961986758478
f(z) = 182/55*z^3 - 292/55*z + 1
*
0 | 0.11442778440949369558797026511915379128 | 0.020109060829635446408212885805863874074
f(z) = 182/57*z^3 - 296/57*z + 1
*
0 | 0.13499768169242563878409559357312358694 | 0.023942743869352509760089067936174419051
f(z) = 183/49*z^3 - 281/49*z + 1
*
0 | 0.12214733588084540215307410682964698299 | 0.021636433411823842387909625759246670369
f(z) = 183/50*z^3 - 283/50*z + 1
*
0 | 0.10928199255210207132602773688470241295 | 0.019309538997718033804059023889589082291
f(z) = 183/52*z^3 - 287/52*z + 1
*
0 | 0.13493780841583837862719548909167933929 | 0.023813562910630031308361092321011111980
f(z) = 183/53*z^3 - 289/53*z + 1
*
0 | 0.13490775401028763815748803640805046001 | 0.023750643386457391837428812950666886131
f(z) = 183/55*z^3 - 293/55*z + 1
*
0 | 0.10636812178794422487502631317287351802 | 0.018703812681263938031876228307305315989
f(z) = 183/56*z^3 - 295/56*z + 1
*
0 | 0.12202711684680563236706449224979004426 | 0.021406600254131199730507789807979493263
f(z) = 183/58*z^3 - 299/58*z + 1
*
0 | 0.13510257536034514699541427571530799540 | 0.023946260309083898970788190972216382977
f(z) = 184/49*z^3 - 282/49*z + 1
*
0 | 0.11472921239914668499054167056301501557 | 0.020284543584322543318082821784261789218
f(z) = 184/51*z^3 - 286/51*z + 1
*
0 | 0.13504304901392801001764810994574346698 | 0.023817616427637272985487003158940187554
f(z) = 184/53*z^3 - 290/53*z + 1
*
0 | 0.13501316946808141448058887449821403461 | 0.023754952863325591604221430278663215598
f(z) = 184/55*z^3 - 294/55*z + 1
*
0 | 0.11463853959049910966738001518412397877 | 0.020122285137507609648951353727094174499
f(z) = 184/57*z^3 - 298/57*z + 1
*
0 | 0.089205869849626857203508326340244102179 | 0.015821259051830423084778254586545102889
f(z) = 185/48*z^3 - 281/48*z + 1
*
0 | 0.13520687771556416066260007156896557870 | 0.023949720928560671051083738480702270672
f(z) = 185/49*z^3 - 283/49*z + 1
*
0 | 0.11483368576457232019490124165835898156 | 0.020290493261875058865561689864613574163
f(z) = 185/51*z^3 - 287/51*z + 1
*
0 | 0.10949170528086288736821217764938670877 | 0.019322883945638082837423504047733497173
f(z) = 185/52*z^3 - 289/52*z + 1
*
0 | 0.13514769429644380345852889134120841712 | 0.023821610003870519032608356647092710903
f(z) = 185/53*z^3 - 291/53*z + 1
*
0 | 0.10873432914545470595311975455676401882 | 0.019142786078867201228491895091911104078
f(z) = 185/54*z^3 - 293/54*z + 1
*
0 | 0.097704217582937944004576471510299387832 | 0.017159960321470895722243837588278384470
f(z) = 185/56*z^3 - 297/56*z + 1
*
0 | 0.11474353146664364812477535229243560891 | 0.020128877689844921270554436599514222171
f(z) = 185/57*z^3 - 299/57*z + 1
*
0 | 0.13531059539341384585546698638972665676 | 0.023953126654275327420600363622630921752
f(z) = 186/49*z^3 - 284/49*z + 1
*
0 | 0.13525175096768757778807854612336151776 | 0.023825544612071168175394044876016509298
f(z) = 186/53*z^3 - 292/53*z + 1
*
0 | 0.13522221509811397700652486959944531403 | 0.023763387213677627348592466626885508456
f(z) = 186/55*z^3 - 296/55*z + 1
*
0 | 0.13544287826862100497939969833291590895 | 0.024021702466727863002134530416700118421
f(z) = 187/47*z^3 - 281/47*z + 1
*
0 | 0.089412559620345335335994238259696726615 | 0.015837994979223296919872448885409689607
f(z) = 187/48*z^3 - 283/48*z + 1
*
0 | 0.13541373491806039654903830693906189967 | 0.023956478393758637150956362361997120633
f(z) = 187/49*z^3 - 285/49*z + 1
*
0 | 0.12256372875459160808231298773004487132 | 0.021656350189297482814906299170941256930
f(z) = 187/50*z^3 - 287/50*z + 1
*
0 | 0.10969906740997733990492641058951736365 | 0.019335945131973628125202119452011179302
f(z) = 187/52*z^3 - 291/52*z + 1
*
0 | 0.13535522561921875829235221818495341783 | 0.023829421205325215544039044821003958781
f(z) = 187/53*z^3 - 293/53*z + 1
*
0 | 0.10894203010817133843473372622165442254 | 0.019156409740148276215785829043085723201
f(z) = 187/54*z^3 - 295/54*z + 1
*
0 | 0.10678657149924019935926192652107097276 | 0.018733028425667298403300352702002393173
f(z) = 187/56*z^3 - 299/56*z + 1
*
0 | 0.13551630270497676245046780809017159813 | 0.023959777036051485584247294234186661045
f(z) = 188/49*z^3 - 286/49*z + 1
*
0 | 0.11514361216383833292193967064477754941 | 0.020307941864731457517132162027624579868
f(z) = 188/51*z^3 - 290/51*z + 1
*
0 | 0.13545812473237099709278798973099140594 | 0.023833240717548482456385194495026090348
f(z) = 188/53*z^3 - 294/53*z + 1
*
0 | 0.13542892471129827140216860256628519941 | 0.023771581953514744920158096498722683624
f(z) = 188/55*z^3 - 298/55*z + 1
*
0 | 0.12282609598073570372586659174578100266 | 0.021784031545367366362573672859529617417
f(z) = 189/46*z^3 - 281/46*z + 1
*
0 | 0.13564712149701031509794808145916891437 | 0.024027703024474094611041058149765584223
f(z) = 189/47*z^3 - 283/47*z + 1
*
0 | 0.12276846299033854989530164167395268284 | 0.021665940414952140188212468042674008876
f(z) = 189/50*z^3 - 289/50*z + 1
*
0 | 0.10990413110161105368659712577387185760 | 0.019348730869048282996871063458765978200
f(z) = 189/52*z^3 - 293/52*z + 1
*
0 | 0.13556045468069888402564891415611562449 | 0.023837004063957578625199596717700641687
f(z) = 189/53*z^3 - 295/53*z + 1
*
0 | 0.13553141973168015348613453636701558180 | 0.023775591844173729261129348175936530568
f(z) = 189/55*z^3 - 299/55*z + 1
*
0 | 0.13574840391184453883362231680372757263 | 0.024030628958228691482415974998085085110
f(z) = 190/47*z^3 - 284/47*z + 1
*
0 | 0.13571974819839846080150802078758567232 | 0.023966218495513913765209321766892518931
f(z) = 190/49*z^3 - 288/49*z + 1
*
0 | 0.11534738257226205718964838537272902179 | 0.020319250506543417848085674539238701457
f(z) = 190/51*z^3 - 292/51*z + 1
*
0 | 0.13566222173235706824965800514049514752 | 0.023840712141527085713969298501230553886
f(z) = 190/53*z^3 - 296/53*z + 1
*
0 | 0.12231444686262230559860124262619396134 | 0.021693287144186612515309061437009360960
f(z) = 191/45*z^3 - 281/45*z + 1
*
0 | 0.12302795025427339936522164255342977702 | 0.021792420066094848052667679937107558290
f(z) = 191/46*z^3 - 283/46*z + 1
*
0 | 0.13584913499180752926050362100672817109 | 0.024033506418025715728934079966055274868
f(z) = 191/47*z^3 - 285/47*z + 1
*
0 | 0.089818105600525721924597304812678162135 | 0.015870375093752326597969123788742613298
f(z) = 191/48*z^3 - 287/48*z + 1
*
0 | 0.13582063821368512791206877457153512360 | 0.023969363002370180959433925059855586872
f(z) = 191/49*z^3 - 289/49*z + 1
*
0 | 0.12297095657909581680272947481047995686 | 0.021675295199669549510234928448369562673
f(z) = 191/50*z^3 - 291/50*z + 1
*
0 | 0.11544739871506243694766485860306459019 | 0.020324628609312662930218374504810673570
f(z) = 191/51*z^3 - 293/51*z + 1
*
0 | 0.11010694679894536060347780150912305063 | 0.019361249152627069042015550781316778454
f(z) = 191/52*z^3 - 295/52*z + 1
*
0 | 0.13576343205241402136669460553529900252 | 0.023844365829433431983844123184237126297
f(z) = 191/53*z^3 - 297/53*z + 1
*
0 | 0.10935056443273619176328154833470613622 | 0.019182816744854343922144393323070758630
f(z) = 191/54*z^3 - 299/54*z + 1
*
[ 1/8 ] 
f(z) = 192/41*z^3 - 290/41*z + 1
*
0 | 0.13594932071138063668249858828524409135 | 0.024036336200365605586998039422522707148
f(z) = 192/47*z^3 - 286/47*z + 1
*
0 | 0.13592098111328896162358387805104378487 | 0.023972457792259696813493841069805333340
f(z) = 192/49*z^3 - 290/49*z + 1
*
0 | 0.13586409170510258731326063736007743424 | 0.023847965989485909441675649257811841195
f(z) = 192/53*z^3 - 298/53*z + 1
*
[ 5/4 ] 
f(z) = 192/55*z^3 - 289/55*z + 1
*
0 | 0.11042030102840618959927776043586495579 | 0.019583780642421695403477315146520453030
f(z) = 193/44*z^3 - 281/44*z + 1
*
0 | 0.12251396774628004056864088546589735640 | 0.021701376342309592501099216756689997308
f(z) = 193/45*z^3 - 283/45*z + 1
*
0 | 0.12322762648026809096391184127029389904 | 0.021800594844201249703550000753813642351
f(z) = 193/46*z^3 - 285/46*z + 1
*
0 | 0.13604896694838042683928034702517845707 | 0.024039119085758944211231764726602298612
f(z) = 193/47*z^3 - 287/47*z + 1
*
0 | 0.090019127294295218454447999417048265553 | 0.015886401121741482955152947257227674763
f(z) = 193/48*z^3 - 289/48*z + 1
*
0 | 0.13602078280397649431383211953460529267 | 0.023975503668380135498988872999384256409
f(z) = 193/49*z^3 - 291/49*z + 1
*
0 | 0.12317125807647994450225713871423898467 | 0.021684421681297158947532598605747864709
f(z) = 193/50*z^3 - 293/50*z + 1
*
0 | 0.11564889113210668505638690329335854224 | 0.020335746840045950626333116476167706355
f(z) = 193/51*z^3 - 295/51*z + 1
*
0 | 0.11030756330096451635943095962771469753 | 0.019373507676839961863185394232071242572
f(z) = 193/52*z^3 - 297/52*z + 1
*
0 | 0.13596420665600938248470327037792921861 | 0.023851513466545267373572824388986013624
f(z) = 193/53*z^3 - 299/53*z + 1
*
0 | 0.12261292728923434436613669702521064327 | 0.021705343681855061747369206060514185731
f(z) = 194/45*z^3 - 284/45*z + 1
*
0 | 0.13614807948603447792980235488313073212 | 0.024041855839115106358961109736961015288
f(z) = 194/47*z^3 - 288/47*z + 1
*
0 | 0.13612004909729147217849965547852047229 | 0.023978501417993761693422912592884815074
f(z) = 194/49*z^3 - 292/49*z + 1
*
0 | 0.11574831194968667210113911267212029812 | 0.020341124823271123991704895698817137196
f(z) = 194/51*z^3 - 296/51*z + 1
*
0 | 0.13630221957545961034204598129045157581 | 0.024174112408499076399710884822213701629
f(z) = 195/43*z^3 - 281/43*z + 1
*
0 | 0.11061754215888405802035075521221334745 | 0.019594116137211871341992181337162703387
f(z) = 195/44*z^3 - 283/44*z + 1
*
0 | 0.12342517119333251899910241538609422177 | 0.021808562424604469690879088069989680666
f(z) = 195/46*z^3 - 287/46*z + 1
*
0 | 0.13624666401500171021728648296663203630 | 0.024044547210119720837060771498029683001
f(z) = 195/47*z^3 - 289/47*z + 1
*
0 | 0.13621878571159245191033435032321361009 | 0.023981451812811125989386912652918228789
f(z) = 195/49*z^3 - 293/49*z + 1
*
0 | 0.13639998301260322691189365693791400883 | 0.024176219370079625757326677090998201330
f(z) = 196/43*z^3 - 282/43*z + 1
*
0 | 0.12280927289555812484867236545831521787 | 0.021713127777276000124480208281306654236
f(z) = 196/45*z^3 - 286/45*z + 1
*
0 | 0.13634472613533901879079651658026267373 | 0.024047193933601322137223708858748326349
f(z) = 196/47*z^3 - 290/47*z + 1
*
[ 1/7 ] 
f(z) = 196/47*z^3 - 286/47*z + 1
*
0 | 0.11594453153669518249426705362542550070 | 0.020351523423537064981102009792033858084
f(z) = 196/51*z^3 - 298/51*z + 1
*
0 | 0.10333188727648969564931155403520735119 | 0.018326602942964542610312739650521394978
f(z) = 197/42*z^3 - 281/42*z + 1
*
0 | 0.13649723274995887765029252688292516984 | 0.024178286542194091609198172803501777955
f(z) = 197/43*z^3 - 283/43*z + 1
*
0 | 0.11081270333430363057882819427790563625 | 0.019604230950343357158287266808471527494
f(z) = 197/44*z^3 - 285/44*z + 1
*
0 | 0.12290667001728206962952521684600896149 | 0.021716946061784809227213838030563283333
f(z) = 197/45*z^3 - 287/45*z + 1
*
0 | 0.12362062945143736050473720515624846900 | 0.021816329100450633676285343788728168670
f(z) = 197/46*z^3 - 289/46*z + 1
*
0 | 0.13644227135841591441463397393686789154 | 0.024049796729887550460990446645474438537
f(z) = 197/47*z^3 - 291/47*z + 1
*
0 | 0.090411700269135605174082168259627556776 | 0.015917069161879045933942107382402407579
f(z) = 197/48*z^3 - 293/48*z + 1
*
0 | 0.13641469232250819081274571114353571548 | 0.023987213549366550147041235124991441700
f(z) = 197/49*z^3 - 295/49*z + 1
*
0 | 0.12356547127203642062301337423788505554 | 0.021702016930150186829526111168433590260
f(z) = 197/50*z^3 - 297/50*z + 1
*
0 | 0.11604237514175600996238580624998938891 | 0.020356727270038168470558454327994905071
f(z) = 197/51*z^3 - 299/51*z + 1
*
0 | 0.13659397416095543144708344658549699958 | 0.024180314584939238075337022066003995266
f(z) = 198/43*z^3 - 284/43*z + 1
*
0 | 0.13653930510877881452200324444149487788 | 0.024052356305151245720820593865835973588
f(z) = 198/47*z^3 - 292/47*z + 1
*
0 | 0.13651187330750315588023833243900486846 | 0.023990026360069192739407508899873172861
f(z) = 198/49*z^3 - 296/49*z + 1
*
0 | 0.13671730703310490443025716514319734867 | 0.024247730951848770070982649247961349880
f(z) = 199/41*z^3 - 281/41*z + 1
*
0 | 0.10352472253640192791723512943943154015 | 0.018337737368430410247287106330443328580
f(z) = 199/42*z^3 - 283/42*z + 1
*
0 | 0.13669021253509896510075060827835834426 | 0.024182304145269036387984809169949655997
f(z) = 199/43*z^3 - 285/43*z + 1
*
0 | 0.11100582799113594861546912995412606630 | 0.019614131427434239290923665926820177397
f(z) = 199/44*z^3 - 287/44*z + 1
*
0 | 0.12309993989395102585774952247524005542 | 0.021724438816477016470310533883672836294
f(z) = 199/45*z^3 - 289/45*z + 1
*
0 | 0.12381404489777839056485260471539599124 | 0.021823900924917232455776155264350496643
f(z) = 199/46*z^3 - 291/46*z + 1
*
0 | 0.13663583272596656617285566844403447468 | 0.024054873351746768069036561134864084007
f(z) = 199/47*z^3 - 293/47*z + 1
*
0 | 0.090606441527567601852513132632626134367 | 0.015932272579053796020949822743412403869
f(z) = 199/48*z^3 - 295/48*z + 1
*
0 | 0.13660854659395513559410082157889647564 | 0.023992794754598645013371994905710537786
f(z) = 199/49*z^3 - 297/49*z + 1
*
0 | 0.12375947252963048944168579387839748523 | 0.021710498654408571986585798004461254817
f(z) = 199/50*z^3 - 299/50*z + 1
*
-6/5 | 0.15746410985117187469671159532769293353 | 0.022393331047972825070122316721613942925
f(z) = 185/48*z^3 - 283/60*z + 1
*
[ 2/9 ] 
f(z) = 189/52*z^3 - 287/78*z + 1
*
[ 1/4 ] 
f(z) = 184/43*z^3 - 281/86*z + 1
*
[ 1/4 ] 
f(z) = 184/45*z^3 - 293/90*z + 1
*
[ -7/6 ] 
f(z) = 195/49*z^3 - 299/84*z + 1
*
[ 14/17 ] 
f(z) = 187/56*z^3 - 295/119*z + 1
*
[ 2/7 ] 
f(z) = 196/51*z^3 - 287/102*z + 1
*
[ 2/7 ] 
f(z) = 196/53*z^3 - 297/106*z + 1
*
[ 2/5 ] 
f(z) = 187/40*z^3 - 281/125*z + 1
*
[ 4/11 ] 
f(z) = 187/48*z^3 - 299/132*z + 1
*
[ 2/5 ] 
f(z) = 189/40*z^3 - 282/125*z + 1
*
[ 7/19 ] 
f(z) = 190/49*z^3 - 298/133*z + 1
*
[ 2/5 ] 
f(z) = 191/40*z^3 - 283/125*z + 1
*
[ 3/8 ] 
f(z) = 192/41*z^3 - 286/123*z + 1
*
[ 3/8 ] 
f(z) = 192/43*z^3 - 296/129*z + 1
*
[ 2/5 ] 
f(z) = 193/40*z^3 - 284/125*z + 1
*
[ 2/5 ] 
f(z) = 197/40*z^3 - 286/125*z + 1
*
[ 2/5 ] 
f(z) = 199/40*z^3 - 287/125*z + 1
*
[ 3/5 ] 
f(z) = 181/54*z^3 - 281/150*z + 1
*
[ 3/5 ] 
f(z) = 187/54*z^3 - 287/150*z + 1
*
[ 3/5 ] 
f(z) = 193/54*z^3 - 293/150*z + 1
*
[ 3/7 ] 
f(z) = 196/47*z^3 - 296/141*z + 1
*
[ 3/5 ] 
f(z) = 199/54*z^3 - 299/150*z + 1
*
[ -15/7 ] 
f(z) = 196/45*z^3 - 278/15*z + 1
*
[ 6 ] 
f(z) = 197/54*z^3 - 261/2*z + 1
*
[ -6 ] 
f(z) = 199/54*z^3 - 263/2*z + 1
*
[ -7/4 ] 
f(z) = 180/49*z^3 - 271/28*z + 1
*
[ 3/2 ] 
f(z) = 182/45*z^3 - 263/30*z + 1
*
[ -10/7 ] 
f(z) = 189/40*z^3 - 278/35*z + 1
*
[ 7/5 ] 
f(z) = 195/49*z^3 - 263/35*z + 1
*
0 | 0.13480030178693594568352164198183529608 | 0.024208326495583397376162450265411239913
f(z) = 180/41*z^3 - 262/41*z + 1
*
0 | 0.13477019116227972353842074068127222772 | 0.024137240128611483854524266156907222340
f(z) = 180/43*z^3 - 266/43*z + 1
*
0 | 0.13470973320537411547160548895180881179 | 0.023999048418664542654286261728146565761
f(z) = 180/47*z^3 - 274/47*z + 1
*
0 | 0.13467938473777140190441030423631404089 | 0.023931850068962377065118371185407854067
f(z) = 180/49*z^3 - 278/49*z + 1
*
[ 1/6 ] 
f(z) = 180/53*z^3 - 270/53*z + 1
*
0 | 0.10639666638434549697249002190654936271 | 0.019120545634863986383618778316691700338
f(z) = 181/40*z^3 - 261/40*z + 1
*
0 | 0.13490630310160349848833297923101215486 | 0.024210799328689425686399808144371927974
f(z) = 181/41*z^3 - 263/41*z + 1
*
0 | 0.10171230002330677611086864966511013255 | 0.018228893368565392255339323775717675256
f(z) = 181/42*z^3 - 265/42*z + 1
*
0 | 0.13487636788031662749809467480253878158 | 0.024140033158813206802334873953912289297
f(z) = 181/43*z^3 - 267/43*z + 1
*
0 | 0.10919055761649545472943503148949325007 | 0.019516745406135009510360008908241749172
f(z) = 181/44*z^3 - 269/44*z + 1
*
0 | 0.12128324020307988554806297690797757602 | 0.021649530129750938486207753797209622219
f(z) = 181/45*z^3 - 271/45*z + 1
*
0 | 0.12199591227597755969015431935653201530 | 0.021748199604229406506503912621708870655
f(z) = 181/46*z^3 - 273/46*z + 1
*
0 | 0.13481626354008435632134633567925451849 | 0.024002449306878886441714892513358331878
f(z) = 181/47*z^3 - 275/47*z + 1
*
0 | 0.088785432125872523350378366304350507464 | 0.015786834238725970549354225340033409461
f(z) = 181/48*z^3 - 277/48*z + 1
*
0 | 0.13478609330600766285987170807589926169 | 0.023935539725414534755634388590689515871
f(z) = 181/49*z^3 - 279/49*z + 1
*
0 | 0.13501170073947581762879596195251549694 | 0.024213223299203603165426866100037342818
f(z) = 182/41*z^3 - 264/41*z + 1
*
0 | 0.13498193888787856332584184244175008203 | 0.024142774676170872722170023708701246643
f(z) = 182/43*z^3 - 268/43*z + 1
*
0 | 0.12138898549712823779372093170343802457 | 0.021654169030861865224984697863745594155
f(z) = 182/45*z^3 - 272/45*z + 1
*
0 | 0.13492218404721747766345057589332641341 | 0.024005793762897679477441935907113460765
f(z) = 182/47*z^3 - 276/47*z + 1
*
0 | 0.10375423559649174594071567306398479474 | 0.018620130563034971533970047634472597665
f(z) = 183/40*z^3 - 263/40*z + 1
*
0 | 0.13511650154179138064889103070550861686 | 0.024215599277319743495559553351517699818
f(z) = 183/41*z^3 - 265/41*z + 1
*
0 | 0.13508691106140128760874537581225796915 | 0.024145465582715201255993051663422464721
f(z) = 183/43*z^3 - 269/43*z + 1
*
0 | 0.10940127384837851552443959081801646694 | 0.019528552918340141515346582647105395403
f(z) = 183/44*z^3 - 271/44*z + 1
*
0 | 0.12220697598222262879483026997897156518 | 0.021757514033817799096097009849140547787
f(z) = 183/46*z^3 - 275/46*z + 1
*
0 | 0.13502750167477105553276960810817371644 | 0.024009082746669748717487057983642809709
f(z) = 183/47*z^3 - 277/47*z + 1
*
0 | 0.13522071223407589384614262503884901457 | 0.024217928114576047437390982952181197989
f(z) = 184/41*z^3 - 266/41*z + 1
*
0 | 0.13519129116079951068375352103328102857 | 0.024148106761317945380001477947180963637
f(z) = 184/43*z^3 - 270/43*z + 1
*
0 | 0.12159868033399335473155811155684629943 | 0.021663264765970136706762365832538987608
f(z) = 184/45*z^3 - 274/45*z + 1
*
0 | 0.13513222325257102932912757728961702127 | 0.024012317198083415644657674182265998343
f(z) = 184/47*z^3 - 278/47*z + 1
*
0 | 0.13532433942873891539182969686127321539 | 0.024220210644336206930255950903893034393
f(z) = 185/41*z^3 - 267/41*z + 1
*
0 | 0.10213067671860615607095727639681472955 | 0.018254860669126157444569869979612373443
f(z) = 185/42*z^3 - 269/42*z + 1
*
0 | 0.13529508583208660839208591118822811402 | 0.024150699076182967621668386180229748574
f(z) = 185/43*z^3 - 271/43*z + 1
*
0 | 0.10960961771772440012978407065262381158 | 0.019540096058921403167273582724977536484
f(z) = 185/44*z^3 - 273/44*z + 1
*
0 | 0.12241565937398318291097110065679909871 | 0.021766585761745220176967059953821380604
f(z) = 185/46*z^3 - 277/46*z + 1
*
0 | 0.13523635549493877521699752757463260084 | 0.024015498037475296753082814756282362185
f(z) = 185/47*z^3 - 279/47*z + 1
*
0 | 0.13542738962759800059044668716313675778 | 0.024222447682255879877266240058978943728
f(z) = 186/41*z^3 - 268/41*z + 1
*
0 | 0.13539830160992106839769377340569428197 | 0.024153243373322445298795256705046059065
f(z) = 186/43*z^3 - 272/43*z + 1
*
0 | 0.13533990500328329113844218747098128053 | 0.024018626166123801601708281999957930009
f(z) = 186/47*z^3 - 280/47*z + 1
*
0 | 0.097124166452989867471522836901493846407 | 0.017383183099783252319127151348006636398
f(z) = 187/40*z^3 - 267/40*z + 1
*
0 | 0.13552986922433278505946841210929843617 | 0.024224640026735050161606931180522505552
f(z) = 187/41*z^3 - 269/41*z + 1
*
0 | 0.10233637094969199723618661825825391026 | 0.018267440270683532840097901123656531881
f(z) = 187/42*z^3 - 271/42*z + 1
*
0 | 0.13550094492008211803977709708904309625 | 0.024155740481018726423734871227077129358
f(z) = 187/43*z^3 - 273/43*z + 1
*
0 | 0.12190883342628268020717501965950095640 | 0.021676467630508446585693827111106757106
f(z) = 187/45*z^3 - 277/45*z + 1
*
0 | 0.12262201558311103952050000804520034440 | 0.021775422472825206633881318056336652381
f(z) = 187/46*z^3 - 279/46*z + 1
*
0 | 0.13563178450687132812459692594331706029 | 0.024226788459356766843838848430922160150
f(z) = 188/41*z^3 - 270/41*z + 1
*
0 | 0.13560302208187688579884781689270023456 | 0.024158191210272337067296679153577278215
f(z) = 188/43*z^3 - 274/43*z + 1
*
0 | 0.12201107329285958616621799501564658565 | 0.021680754767949150184993482211000367664
f(z) = 188/45*z^3 - 278/45*z + 1
*
0 | 0.10722284107288136205444027258148256101 | 0.019165035298123301874075797724130453880
f(z) = 189/40*z^3 - 269/40*z + 1
*
0 | 0.13573314165971094935441513297858900438 | 0.024228893745312736818801014453817157229
f(z) = 189/41*z^3 - 271/41*z + 1
*
0 | 0.13570453931048135775075351309679898213 | 0.024160596355236621064713997250959275716
f(z) = 189/43*z^3 - 275/43*z + 1
*
0 | 0.11001939806697934660719506656052397579 | 0.019562420982143107860835799835441665735
f(z) = 189/44*z^3 - 277/44*z + 1
*
0 | 0.13583394676617570569898019599259919022 | 0.024230956633816226419145923848573355805
f(z) = 190/41*z^3 - 272/41*z + 1
*
0 | 0.13580550271921730365673294943391834699 | 0.024162956693639473923688787767379093265
f(z) = 190/43*z^3 - 276/43*z + 1
*
0 | 0.10457129084878245633959109126020776170 | 0.018666382165803763360160461145306013293
f(z) = 191/40*z^3 - 271/40*z + 1
*
0 | 0.13593420581061257495764814318979927947 | 0.024232977858502709496901999907213152070
f(z) = 191/41*z^3 - 273/41*z + 1
*
0 | 0.10273999192688880367586514738713579425 | 0.018291646595598502658496151831880480966
f(z) = 191/42*z^3 - 275/42*z + 1
*
0 | 0.13590591832176726439454477868430191889 | 0.024165272987192614617759271057159989329
f(z) = 191/43*z^3 - 277/43*z + 1
*
0 | 0.11022093510078723247912426539408460419 | 0.019573217874099781450556230342086584390
f(z) = 191/44*z^3 - 279/44*z + 1
*
0 | 0.13603392468052833310100787138000684249 | 0.024234958137818682353458428246564847463
f(z) = 192/41*z^3 - 274/41*z + 1
*
0 | 0.13600579203432961309119052879789304195 | 0.024167545981988821575295652909780280949
f(z) = 192/43*z^3 - 278/43*z + 1
*
[ -11/8 ] 
f(z) = 192/55*z^3 - 268/55*z + 1
*
0 | 0.10762249830999053146361602875827744352 | 0.019185852472307853242627067998084253221
f(z) = 193/40*z^3 - 273/40*z + 1
*
0 | 0.13613310916866903813866971824108288811 | 0.024236898175399049482966516811436611831
f(z) = 193/41*z^3 - 275/41*z + 1
*
0 | 0.10293904909361772405600372935295668602 | 0.018303472380796813792454134618662704840
f(z) = 193/42*z^3 - 277/42*z + 1
*
0 | 0.13610512967771562639692258470566768433 | 0.024169776408887542565826861050904571493
f(z) = 193/43*z^3 - 279/43*z + 1
*
0 | 0.13623176497504396159644929228986400486 | 0.024238798660433468407417026673291480606
f(z) = 194/41*z^3 - 276/41*z + 1
*
0 | 0.13620393697939042967766030138576457015 | 0.024171964983889272303778538901845030484
f(z) = 194/43*z^3 - 280/43*z + 1
*
0 | 0.13632989770889574008951648863975123069 | 0.024240660268022026878637801628047176886
f(z) = 195/41*z^3 - 277/41*z + 1
*
0 | 0.13642751289061845380679919170359543160 | 0.024242483659520611370082400837484068065
f(z) = 196/41*z^3 - 278/41*z + 1
*
[ 1/7 ] 
f(z) = 196/43*z^3 - 262/43*z + 1
*
[ 1/7 ] 
f(z) = 196/45*z^3 - 274/45*z + 1
*
[ 17/14 ] 
f(z) = 196/51*z^3 - 280/51*z + 1
*
[ -19/14 ] 
f(z) = 196/57*z^3 - 262/57*z + 1
*
0 | 0.10801370803420804655842870346445648134 | 0.019205791574328371654270186984412607464
f(z) = 197/40*z^3 - 277/40*z + 1
*
0 | 0.13652461595362527581847575302848652862 | 0.024244269482876312048229874746726183460
f(z) = 197/41*z^3 - 279/41*z + 1
*
0 | 0.13662121224616727585212917676796705208 | 0.024246018372953196270027445035475454006
f(z) = 198/41*z^3 - 280/41*z + 1
*
0 | 0.10535379774322352160288007978202863110 | 0.018708903487403162066813739554960235890
f(z) = 199/40*z^3 - 279/40*z + 1
*
[ -14/11 ] 
f(z) = 187/56*z^3 - 279/77*z + 1
*
[ -7/6 ] 
f(z) = 183/49*z^3 - 271/84*z + 1
*
[ 1/4 ] 
f(z) = 184/41*z^3 - 269/82*z + 1
*
[ 6/7 ] 
f(z) = 185/54*z^3 - 263/98*z + 1
*
[ 6/7 ] 
f(z) = 191/54*z^3 - 271/98*z + 1
*
[ 2/7 ] 
f(z) = 196/47*z^3 - 267/94*z + 1
*
[ 6/7 ] 
f(z) = 197/54*z^3 - 279/98*z + 1
*
[ 2/5 ] 
f(z) = 181/40*z^3 - 278/125*z + 1
*
[ 2/5 ] 
f(z) = 183/40*z^3 - 279/125*z + 1
*
[ 3/8 ] 
f(z) = 184/45*z^3 - 269/120*z + 1
*
[ 2/5 ] 
f(z) = 185/52*z^3 - 269/130*z + 1
*
[ 3/8 ] 
f(z) = 185/54*z^3 - 275/128*z + 1
*
[ 6/11 ] 
f(z) = 187/48*z^3 - 263/132*z + 1
*
[ 5/9 ] 
f(z) = 189/40*z^3 - 271/120*z + 1
*
[ 4/9 ] 
f(z) = 189/44*z^3 - 277/132*z + 1
*
[ 3/8 ] 
f(z) = 191/54*z^3 - 277/128*z + 1
*
[ 3/7 ] 
f(z) = 196/41*z^3 - 272/123*z + 1
*
[ 3/7 ] 
f(z) = 196/43*z^3 - 280/129*z + 1
*
[ 3/8 ] 
f(z) = 197/54*z^3 - 279/128*z + 1
*
[ 7/18 ] 
f(z) = 198/49*z^3 - 275/126*z + 1
*
[ 6 ] 
f(z) = 185/54*z^3 - 245/2*z + 1
*
[ -6 ] 
f(z) = 187/54*z^3 - 247/2*z + 1
*
[ 10/3 ] 
f(z) = 189/40*z^3 - 259/5*z + 1
*
[ -10/3 ] 
f(z) = 189/40*z^3 - 256/5*z + 1
*
[ 6 ] 
f(z) = 191/54*z^3 - 253/2*z + 1
*
[ -6 ] 
f(z) = 193/54*z^3 - 255/2*z + 1
*
[ 7/5 ] 
f(z) = 180/49*z^3 - 242/35*z + 1
*
[ -5/3 ] 
f(z) = 183/50*z^3 - 257/30*z + 1
*
[ 7/5 ] 
f(z) = 185/49*z^3 - 249/35*z + 1
*
[ 7/5 ] 
f(z) = 190/49*z^3 - 256/35*z + 1
*
[ -3/2 ] 
f(z) = 194/45*z^3 - 241/30*z + 1
*
[ 1/6 ] 
f(z) = 180/49*z^3 - 250/49*z + 1
*
7/6 | 0.22234741803115578840660743923561002966 | 0.029728374152565512469397213897177876431
f(z) = 186/49*z^3 - 253/42*z + 1
*
[ 2/11 ] 
f(z) = 187/40*z^3 - 256/55*z + 1
*
[ 6/5 ] 
f(z) = 187/54*z^3 - 241/50*z + 1
*
[ -4/3 ] 
f(z) = 189/44*z^3 - 259/44*z + 1
*
[ -4/3 ] 
f(z) = 189/52*z^3 - 245/52*z + 1
*
[ 6/5 ] 
f(z) = 193/54*z^3 - 249/50*z + 1
*
[ 1/7 ] 
f(z) = 196/41*z^3 - 250/41*z + 1
*
[ 6/5 ] 
f(z) = 199/54*z^3 - 257/50*z + 1
*
2/5 | 0.17540284681517167890613626474143964697 | 0.025436618026589057678652930212990421589
f(z) = 185/48*z^3 - 247/60*z + 1
*
[ 2/9 ] 
f(z) = 189/44*z^3 - 245/66*z + 1
*
[ 2/7 ] 
f(z) = 196/43*z^3 - 247/86*z + 1
*
[ 2/7 ] 
f(z) = 196/45*z^3 - 257/90*z + 1
*
[ 3/4 ] 
f(z) = 184/51*z^3 - 241/102*z + 1
*
[ 3/4 ] 
f(z) = 184/57*z^3 - 245/114*z + 1
*
[ 2/3 ] 
f(z) = 187/48*z^3 - 241/108*z + 1
*
[ 7/17 ] 
f(z) = 187/49*z^3 - 247/119*z + 1
*
10/21 | 0.17641973549197415302159812179403561436 | 0.021290610509017540104791643377814109712
f(z) = 189/40*z^3 - 242/105*z + 1
*
[ 2/3 ] 
f(z) = 191/48*z^3 - 245/108*z + 1
*
[ 2/3 ] 
f(z) = 193/48*z^3 - 247/108*z + 1
*
[ 2/5 ] 
f(z) = 195/44*z^3 - 243/110*z + 1
*
-14/15 | 0.15654909801834214756360508097122465629 | 0.019615101112324657072777137172884657984
f(z) = 195/56*z^3 - 251/105*z + 1
*
[ 2/3 ] 
f(z) = 197/48*z^3 - 251/108*z + 1
*
[ 2/3 ] 
f(z) = 199/48*z^3 - 253/108*z + 1
*
[ 7/12 ] 
f(z) = 184/49*z^3 - 251/126*z + 1
*
[ -6 ] 
f(z) = 181/54*z^3 - 239/2*z + 1
*
[ -3/2 ] 
f(z) = 182/45*z^3 - 223/30*z + 1
*
[ 1/6 ] 
f(z) = 180/47*z^3 - 240/47*z + 1
*
[ 6/5 ] 
f(z) = 181/54*z^3 - 233/50*z + 1
*
-7/6 | 0.21659699080870137759752665513738887433 | 0.029456626915087937385011576675725721577
f(z) = 186/49*z^3 - 223/42*z + 1
*
1/14 | 0.092649096140495903348889206149450350759 | 0.017092242030156464122247507341244423857
f(z) = 196/45*z^3 - 226/45*z + 1
*
[ 14/15 ] 
f(z) = 180/49*z^3 - 229/70*z + 1
*
[ 5/21 ] 
f(z) = 189/50*z^3 - 239/70*z + 1
*
[ 3/4 ] 
f(z) = 191/54*z^3 - 223/96*z + 1
*
7/12 | 0.21621517020264475545573042235049251818 | 0.027926109958306844886018909172201095867
f(z) = 192/49*z^3 - 235/84*z + 1
*
35/48 | 0.22191715385026069899867896426288973595 | 0.028662571799418873513622196399695886785
f(z) = 192/49*z^3 - 223/84*z + 1
*
[ 2/7 ] 
f(z) = 196/41*z^3 - 237/82*z + 1
*
[ 3/4 ] 
f(z) = 197/54*z^3 - 229/96*z + 1
*
[ 2/3 ] 
f(z) = 198/47*z^3 - 223/94*z + 1
*
[ 2/3 ] 
f(z) = 198/49*z^3 - 225/98*z + 1
*
[ 2/3 ] 
f(z) = 181/48*z^3 - 235/108*z + 1
*
[ 2/5 ] 
f(z) = 185/44*z^3 - 239/110*z + 1
*
[ 2/3 ] 
f(z) = 185/48*z^3 - 239/108*z + 1
*
10/63 | 0.18352748422366062900219956352879375178 | 0.022148384779114348760857012747681505758
f(z) = 189/40*z^3 - 233/105*z + 1
*
[ 2/3 ] 
f(z) = 189/53*z^3 - 221/106*z + 1
*
[ 2/3 ] 
f(z) = 189/55*z^3 - 223/110*z + 1
*
[ 2/3 ] 
f(z) = 189/59*z^3 - 227/118*z + 1
*
-14/15 | 0.21695057211074644546772103684378170217 | 0.027183212565238637345571237527823870946
f(z) = 195/56*z^3 - 236/105*z + 1
*
[ 2/3 ] 
f(z) = 198/53*z^3 - 229/106*z + 1
*
[ 2/3 ] 
f(z) = 198/59*z^3 - 235/118*z + 1
*
-2 | 0.090420749859394887727084499009791433047 | 0.013496640834145069763512498757088500016
f(z) = 197/48*z^3 - 203/12*z + 1
*
-2 | 0.090615729165167827816498396992194011491 | 0.013505979840777240620335424305283434794
f(z) = 199/48*z^3 - 205/12*z + 1
*
[ -7/5 ] 
f(z) = 190/49*z^3 - 206/35*z + 1
*
[ -7/5 ] 
f(z) = 195/49*z^3 - 213/35*z + 1
*
[ 1/6 ] 
f(z) = 180/41*z^3 - 210/41*z + 1
*
[ 1/6 ] 
f(z) = 180/43*z^3 - 220/43*z + 1
*
[ 7/6 ] 
f(z) = 186/49*z^3 - 211/42*z + 1
*
[ 10/11 ] 
f(z) = 187/40*z^3 - 218/55*z + 1
*
[ -5/4 ] 
f(z) = 192/55*z^3 - 201/55*z + 1
*
[ 3/14 ] 
f(z) = 196/57*z^3 - 218/57*z + 1
*
[ -7/6 ] 
f(z) = 184/49*z^3 - 205/63*z + 1
*
[ -7/6 ] 
f(z) = 188/49*z^3 - 212/63*z + 1
*
[ 2/3 ] 
f(z) = 180/41*z^3 - 201/82*z + 1
*
[ 2/3 ] 
f(z) = 180/43*z^3 - 203/86*z + 1
*
[ 2/3 ] 
f(z) = 180/47*z^3 - 207/94*z + 1
*
[ 2/3 ] 
f(z) = 180/49*z^3 - 209/98*z + 1
*
[ 3/4 ] 
f(z) = 185/54*z^3 - 217/96*z + 1
*
[ 2/3 ] 
f(z) = 189/41*z^3 - 209/82*z + 1
*
[ 2/3 ] 
f(z) = 189/43*z^3 - 211/86*z + 1
*
[ 2/3 ] 
f(z) = 189/47*z^3 - 215/94*z + 1
*
[ 2/3 ] 
f(z) = 198/41*z^3 - 217/82*z + 1
*
[ 2/3 ] 
f(z) = 198/43*z^3 - 219/86*z + 1
*
[ 2/3 ] 
f(z) = 180/53*z^3 - 213/106*z + 1
*
[ 2/3 ] 
f(z) = 180/59*z^3 - 219/118*z + 1
*
[ 3/7 ] 
f(z) = 182/45*z^3 - 218/105*z + 1
*
[ 1/2 ] 
f(z) = 182/55*z^3 - 201/110*z + 1
*
[ 1/2 ] 
f(z) = 182/57*z^3 - 205/114*z + 1
*
[ 1/2 ] 
f(z) = 182/59*z^3 - 209/118*z + 1
*
[ 1/2 ] 
f(z) = 186/55*z^3 - 203/110*z + 1
*
[ 1/2 ] 
f(z) = 186/59*z^3 - 211/118*z + 1
*
[ 5/11 ] 
f(z) = 187/50*z^3 - 217/110*z + 1
*
[ 1/2 ] 
f(z) = 190/53*z^3 - 201/106*z + 1
*
[ 1/2 ] 
f(z) = 190/59*z^3 - 213/118*z + 1
*
[ 1/2 ] 
f(z) = 194/53*z^3 - 203/106*z + 1
*
[ 1/2 ] 
f(z) = 194/55*z^3 - 207/110*z + 1
*
[ 1/2 ] 
f(z) = 194/57*z^3 - 211/114*z + 1
*
[ 1/2 ] 
f(z) = 194/59*z^3 - 215/118*z + 1
*
[ 7/15 ] 
f(z) = 195/49*z^3 - 211/105*z + 1
*
[ 1/2 ] 
f(z) = 198/53*z^3 - 205/106*z + 1
*
[ 1/2 ] 
f(z) = 198/59*z^3 - 217/118*z + 1
*
-2 | 0.088780852406658732811512864526106724936 | 0.013416268089182274514919516688278887797
f(z) = 181/48*z^3 - 187/12*z + 1
*
-2 | 0.089203860607904631073454319561097928467 | 0.013437214688607446481351035728804007031
f(z) = 185/48*z^3 - 191/12*z + 1
*
[ 3 ] 
f(z) = 185/54*z^3 - 181/6*z + 1
*
-2 | 0.089413262188315376534454056221564156827 | 0.013447656783618514363161021236194563799
f(z) = 187/48*z^3 - 193/12*z + 1
*
[ 2 ] 
f(z) = 187/48*z^3 - 181/12*z + 1
*
-2 | 0.089822971512250456060704252096976009585 | 0.013467725802162198539244939527635381519
f(z) = 191/48*z^3 - 197/12*z + 1
*
[ 2 ] 
f(z) = 191/48*z^3 - 185/12*z + 1
*
[ 3 ] 
f(z) = 191/54*z^3 - 187/6*z + 1
*
-2 | 0.090023385164434402946030837501701828246 | 0.013477363335694572258764594222498136582
f(z) = 193/48*z^3 - 199/12*z + 1
*
[ 2 ] 
f(z) = 193/48*z^3 - 187/12*z + 1
*
[ -3 ] 
f(z) = 193/54*z^3 - 185/6*z + 1
*
[ 2 ] 
f(z) = 197/48*z^3 - 191/12*z + 1
*
[ 3 ] 
f(z) = 197/54*z^3 - 193/6*z + 1
*
[ 2 ] 
f(z) = 199/48*z^3 - 193/12*z + 1
*
[ -2 ] 
f(z) = 199/48*z^3 - 181/12*z + 1
*
[ -3 ] 
f(z) = 199/54*z^3 - 191/6*z + 1
*
[ -7/5 ] 
f(z) = 180/49*z^3 - 192/35*z + 1
*
[ -7/5 ] 
f(z) = 185/49*z^3 - 199/35*z + 1
*
[ 3/2 ] 
f(z) = 193/54*z^3 - 185/24*z + 1
*
[ 3/2 ] 
f(z) = 199/54*z^3 - 191/24*z + 1
*
-12/11 | 0.25048242730766651609104345090383935318 | 0.029412489406204707414628469180221099421
f(z) = 187/54*z^3 - 185/44*z + 1
*
[ 1/4 ] 
f(z) = 192/59*z^3 - 189/59*z + 1
*
[ 3/11 ] 
f(z) = 187/54*z^3 - 193/66*z + 1
*
4/9 | 0.17875122883141088208082062834484072607 | 0.028192602385532922426038821784139155761
f(z) = 189/40*z^3 - 191/60*z + 1
*
[ 3/7 ] 
f(z) = 181/54*z^3 - 191/98*z + 1
*
[ 1/2 ] 
f(z) = 182/45*z^3 - 181/90*z + 1
*
[ 1/2 ] 
f(z) = 182/47*z^3 - 185/94*z + 1
*
[ 1/2 ] 
f(z) = 186/47*z^3 - 187/94*z + 1
*
[ 1/2 ] 
f(z) = 186/49*z^3 - 191/98*z + 1
*
[ 10/17 ] 
f(z) = 187/40*z^3 - 197/85*z + 1
*
[ 3/7 ] 
f(z) = 187/54*z^3 - 193/98*z + 1
*
[ 1/2 ] 
f(z) = 190/43*z^3 - 181/86*z + 1
*
[ 1/2 ] 
f(z) = 190/47*z^3 - 189/94*z + 1
*
[ 1/2 ] 
f(z) = 190/49*z^3 - 193/98*z + 1
*
[ 3/7 ] 
f(z) = 193/54*z^3 - 195/98*z + 1
*
[ 1/2 ] 
f(z) = 194/43*z^3 - 183/86*z + 1
*
[ 1/2 ] 
f(z) = 194/45*z^3 - 187/90*z + 1
*
[ 1/2 ] 
f(z) = 194/47*z^3 - 191/94*z + 1
*
[ 1/2 ] 
f(z) = 194/49*z^3 - 195/98*z + 1
*
[ 7/13 ] 
f(z) = 195/49*z^3 - 183/91*z + 1
*
[ -14/13 ] 
f(z) = 195/56*z^3 - 192/91*z + 1
*
[ 1/2 ] 
f(z) = 198/41*z^3 - 181/82*z + 1
*
[ 1/2 ] 
f(z) = 198/43*z^3 - 185/86*z + 1
*
[ 1/2 ] 
f(z) = 198/47*z^3 - 193/94*z + 1
*
[ 1/2 ] 
f(z) = 198/49*z^3 - 197/98*z + 1
*
[ 3/7 ] 
f(z) = 199/54*z^3 - 197/98*z + 1
*
[ 1/2 ] 
f(z) = 182/51*z^3 - 193/102*z + 1
*
[ 1/2 ] 
f(z) = 182/53*z^3 - 197/106*z + 1
*
[ 1/2 ] 
f(z) = 186/53*z^3 - 199/106*z + 1
*
[ 1/2 ] 
f(z) = 190/51*z^3 - 197/102*z + 1
*
[ 1/2 ] 
f(z) = 194/51*z^3 - 199/102*z + 1
*
[ 2 ] 
f(z) = 181/48*z^3 - 175/12*z + 1
*
[ -2 ] 
f(z) = 181/48*z^3 - 163/12*z + 1
*
[ -3 ] 
f(z) = 181/54*z^3 - 173/6*z + 1
*
[ 2 ] 
f(z) = 185/48*z^3 - 179/12*z + 1
*
[ -2 ] 
f(z) = 185/48*z^3 - 167/12*z + 1
*
[ -2 ] 
f(z) = 187/48*z^3 - 169/12*z + 1
*
[ -3 ] 
f(z) = 187/54*z^3 - 179/6*z + 1
*
[ -2 ] 
f(z) = 191/48*z^3 - 173/12*z + 1
*
[ -2 ] 
f(z) = 193/48*z^3 - 175/12*z + 1
*
[ -2 ] 
f(z) = 197/48*z^3 - 179/12*z + 1
*
[ 3/2 ] 
f(z) = 181/54*z^3 - 173/24*z + 1
*
6/5 | 0.21302209608798625261865849653681232117 | 0.028980562875877048605940131178301351055
f(z) = 185/54*z^3 - 173/30*z + 1
*
[ 3/2 ] 
f(z) = 187/54*z^3 - 179/24*z + 1
*
[ 4/3 ] 
f(z) = 189/40*z^3 - 163/20*z + 1
*
[ 7/8 ] 
f(z) = 184/49*z^3 - 169/56*z + 1
*
[ -6/5 ] 
f(z) = 191/54*z^3 - 163/50*z + 1
*
[ 1/4 ] 
f(z) = 192/53*z^3 - 171/53*z + 1
*
[ 1/4 ] 
f(z) = 192/55*z^3 - 177/55*z + 1
*
[ -6/5 ] 
f(z) = 197/54*z^3 - 171/50*z + 1
*
[ 2/3 ] 
f(z) = 183/52*z^3 - 161/78*z + 1
*
[ 4/5 ] 
f(z) = 185/48*z^3 - 163/60*z + 1
*
[ 7/11 ] 
f(z) = 187/49*z^3 - 163/77*z + 1
*
[ 3/4 ] 
f(z) = 188/45*z^3 - 161/60*z + 1
*
[ 5/7 ] 
f(z) = 189/50*z^3 - 163/70*z + 1
*
[ 7/10 ] 
f(z) = 190/49*z^3 - 163/70*z + 1
*
[ 2/3 ] 
f(z) = 195/44*z^3 - 163/66*z + 1
*
3/7 | 0.19582642276313051460657459764401829029 | 0.029383914187312915027823192521158109094
f(z) = 196/45*z^3 - 173/60*z + 1
*
[ 3/4 ] 
f(z) = 196/45*z^3 - 167/60*z + 1
*
[ 7/9 ] 
f(z) = 198/49*z^3 - 172/63*z + 1
*
[ 7/11 ] 
f(z) = 198/49*z^3 - 170/77*z + 1
*
[ 1/2 ] 
f(z) = 182/41*z^3 - 173/82*z + 1
*
[ 1/2 ] 
f(z) = 182/43*z^3 - 177/86*z + 1
*
[ 1/2 ] 
f(z) = 186/41*z^3 - 175/82*z + 1
*
[ 1/2 ] 
f(z) = 186/43*z^3 - 179/86*z + 1
*
[ 1/2 ] 
f(z) = 190/41*z^3 - 177/82*z + 1
*
[ 1/2 ] 
f(z) = 194/41*z^3 - 179/82*z + 1
*
[ 7/4 ] 
f(z) = 184/49*z^3 - 155/14*z + 1
*
[ 3/2 ] 
f(z) = 196/45*z^3 - 142/15*z + 1
*
[ 7/3 ] 
f(z) = 198/49*z^3 - 150/7*z + 1
*
[ -7/3 ] 
f(z) = 198/49*z^3 - 144/7*z + 1
*
[ -3/2 ] 
f(z) = 185/54*z^3 - 145/24*z + 1
*
[ 6/5 ] 
f(z) = 185/54*z^3 - 143/30*z + 1
*
[ -3/2 ] 
f(z) = 191/54*z^3 - 151/24*z + 1
*
[ -3/2 ] 
f(z) = 197/54*z^3 - 157/24*z + 1
*
-1 | 0.11112200769299064851489749234294712143 | 0.021375795162459218840622903616075486237
f(z) = 181/40*z^3 - 141/40*z + 1
*
-1 | 0.11980507893414231980707494554714800907 | 0.023021699651473633917619711582370045890
f(z) = 182/41*z^3 - 141/41*z + 1
*
-1 | 0.11131213437423205676975266839341127130 | 0.021367200354975287965554392856273678142
f(z) = 183/40*z^3 - 143/40*z + 1
*
-1 | 0.11989974826373158932451790682780257117 | 0.023015657350069818033548228105392447446
f(z) = 183/41*z^3 - 142/41*z + 1
*
-1 | 0.11999393481539723275270358228126430950 | 0.023009666924528649854341969726064764122
f(z) = 184/41*z^3 - 143/41*z + 1
*
-1 | 0.12005389975688559689608490310938207137 | 0.023021165616799378359339441476242746677
f(z) = 184/43*z^3 - 141/43*z + 1
*
-1 | 0.12008764350016756009161555841510863939 | 0.023003727623943296487813903116526261379
f(z) = 185/41*z^3 - 144/41*z + 1
*
-1 | 0.086936786094078641173090887912490344126 | 0.016653421530470916692063748570334801245
f(z) = 185/42*z^3 - 143/42*z + 1
*
-1 | 0.12014731757738693163353273366077790490 | 0.023015158660297695990469278242099944246
f(z) = 185/43*z^3 - 142/43*z + 1
*
-1 | 0.11161967307160662763130500724117232164 | 0.021381621638776302377278525930919136700
f(z) = 185/44*z^3 - 141/44*z + 1
*
-1 | 0.12018087915434606378549571664982147872 | 0.022997838712482107443211357149975445601
f(z) = 186/41*z^3 - 145/41*z + 1
*
-1 | 0.12024026518576390269623309527790880005 | 0.023009202836142476466150153795373251921
f(z) = 186/43*z^3 - 143/43*z + 1
*
-1 | 0.11168661573640326421061588651261647062 | 0.021350467733847077141721573681001059769
f(z) = 187/40*z^3 - 147/40*z + 1
*
-1 | 0.12027364654102285639448532769217928874 | 0.022991999469003990794233187079266138392
f(z) = 187/41*z^3 - 146/41*z + 1
*
-1 | 0.087123535419367865321941689325902822302 | 0.016654889393551605738026484194927789612
f(z) = 187/42*z^3 - 145/42*z + 1
*
-1 | 0.12033274730418024438288942608240856170 | 0.023003297411273238624750525342282894418
f(z) = 187/43*z^3 - 144/43*z + 1
*
-1 | 0.10682844882590394504147700747706686366 | 0.020421760787322138338054891970610924153
f(z) = 187/45*z^3 - 142/45*z + 1
*
-1 | 0.10758480708282707760757141235020851403 | 0.020566349308096903522210133043592659117
f(z) = 187/46*z^3 - 141/46*z + 1
*
-1 | 0.12036595035154801587351446578987451212 | 0.022986209186685650086843359083955583096
f(z) = 188/41*z^3 - 147/41*z + 1
*
-1 | 0.12042476858385137407692548562728050796 | 0.022997441667198347463156219423511285108
f(z) = 188/43*z^3 - 145/43*z + 1
*
-1 | 0.10692019019415717002380817983354829300 | 0.020418480898501910679900371728489327818
f(z) = 188/45*z^3 - 143/45*z + 1
*
-1 | 0.11187104756556516309092318744025325050 | 0.021342321032311830540521015732081519811
f(z) = 189/40*z^3 - 149/40*z + 1
*
1/3 | 0.14567865574954044260248780476418361290 | 0.027792004331953220244999152713144432398
f(z) = 189/40*z^3 - 141/40*z + 1
*
-1 | 0.12045779520696798661224655491879016868 | 0.022980467172660254163916063189741491852
f(z) = 189/41*z^3 - 148/41*z + 1
*
-1 | 0.12051633360646166263276349594669134082 | 0.022991634899627140212824198580427175668
f(z) = 189/43*z^3 - 146/43*z + 1
*
-1 | 0.11198812523120048366190959099994981560 | 0.021364656651581313430952009131926947213
f(z) = 189/44*z^3 - 145/44*z + 1
*
-1 | 0.10776821170457199950718306603033667279 | 0.020559598049076349054260439580716020787
f(z) = 189/46*z^3 - 143/46*z + 1
*
-1 | 0.12063257571658940578356657405686484643 | 0.023013811114883957697473730102924901471
f(z) = 189/47*z^3 - 142/47*z + 1
*
-1 | 0.12054918565942614415861652877098423875 | 0.022974772747667129717419446469845752322
f(z) = 190/41*z^3 - 149/41*z + 1
*
-1 | 0.12060744688554642278857816320604366173 | 0.022985876418113278309951991893048935179
f(z) = 190/43*z^3 - 147/43*z + 1
*
-1 | 0.12072314224693827456110983639216817635 | 0.023007926128539747475868259257092915807
f(z) = 190/47*z^3 - 143/47*z + 1
*
-1 | 0.12078058303229611688716512988661784293 | 0.023018873435921585123916713617342689013
f(z) = 190/49*z^3 - 141/49*z + 1
*
-1 | 0.11205365634196293410577765734596299493 | 0.021334315106979635658259646592634348891
f(z) = 191/40*z^3 - 151/40*z + 1
*
-1 | 0.12064012619352859292232577124542831717 | 0.022969125245712083200525188147575493599
f(z) = 191/41*z^3 - 150/41*z + 1
*
-1 | 0.087489456732586977222376364303987794682 | 0.016657445186574213263011675385474724882
f(z) = 191/42*z^3 - 149/42*z + 1
*
-1 | 0.12069811286783966617405256809015891830 | 0.022980165545708924576686254000695677283
f(z) = 191/43*z^3 - 148/43*z + 1
*
-1 | 0.11216963053378200828874278359929235161 | 0.021356395867512738003042797417178496412
f(z) = 191/44*z^3 - 147/44*z + 1
*
-1 | 0.10719271056496609568208269613724321404 | 0.020408821443409140605228825085619504168
f(z) = 191/45*z^3 - 146/45*z + 1
*
-1 | 0.10794917283961377763808938292554860539 | 0.020552847127717243625157945369878569905
f(z) = 191/46*z^3 - 145/46*z + 1
*
-1 | 0.12081326662030063451467863969793521542 | 0.023002090099721299197000895913732825575
f(z) = 191/47*z^3 - 144/47*z + 1
*
-1 | 0.091939842094699935011492676961021153265 | 0.017504770715810435484195227801250029664
f(z) = 191/48*z^3 - 143/48*z + 1
*
-1 | 0.12087044025899283569867325769475965463 | 0.023012975602823041674367037334138493838
f(z) = 191/49*z^3 - 142/49*z + 1
*
-1 | 0.10806286877526739332227552877644040274 | 0.020574494122530287902861613707932479570
f(z) = 191/50*z^3 - 141/50*z + 1
*
-1 | 0.12073062122767622906181182489052433721 | 0.022963524013737974778668552709887170139
f(z) = 192/41*z^3 - 151/41*z + 1
*
-1 | 0.12078833593458864311140038393508731464 | 0.022974501618629361276446806325847223042
f(z) = 192/43*z^3 - 149/43*z + 1
*
[ 1/4 ] 
f(z) = 192/43*z^3 - 141/43*z + 1
*
[ 1/4 ] 
f(z) = 192/47*z^3 - 153/47*z + 1
*
-1 | 0.12090295314548259183339726521833507089 | 0.022996302343648305347161728194061019502
f(z) = 192/47*z^3 - 145/47*z + 1
*
[ 1/4 ] 
f(z) = 192/49*z^3 - 159/49*z + 1
*
-1 | 0.12095986212206182454501523720498558257 | 0.023007126694893960042221223749849182698
f(z) = 192/49*z^3 - 143/49*z + 1
*
-1 | 0.11223447783228029951497067261827944466 | 0.021326445943730386795870767240282114165
f(z) = 193/40*z^3 - 153/40*z + 1
*
-1 | 0.12082067511536406513048353233354556771 | 0.022957968411305182309765023867410350355
f(z) = 193/41*z^3 - 152/41*z + 1
*
-1 | 0.087668700723353546133009940630057385144 | 0.016658533483156937808517188008778954389
f(z) = 193/42*z^3 - 151/42*z + 1
*
-1 | 0.12087812040283614447143464395839417411 | 0.022968883985927680303406183814628952859
f(z) = 193/43*z^3 - 150/43*z + 1
*
-1 | 0.11234936922780837951987900793546002218 | 0.021348277248900183952906462765715266822
f(z) = 193/44*z^3 - 149/44*z + 1
*
-1 | 0.10737218163814565408303486673831037436 | 0.020402527563662028297485466629350474810
f(z) = 193/45*z^3 - 148/45*z + 1
*
-1 | 0.10812772536175503172203741288558693266 | 0.020546093629018157291169851126907831704
f(z) = 193/46*z^3 - 147/46*z + 1
*
-1 | 0.12099220606844666538982085735151966950 | 0.022990562188807842821878527977785743186
f(z) = 193/47*z^3 - 146/47*z + 1
*
-1 | 0.092119551133559454667719587184423331372 | 0.017504270216736553493813627734537757998
f(z) = 193/48*z^3 - 145/48*z + 1
*
-1 | 0.12104885283280202918806463719601277106 | 0.023001326030554558190821451616000117190
f(z) = 193/49*z^3 - 144/49*z + 1
*
-1 | 0.10824167180644385382744355179931805388 | 0.020567745377572356953847590298888505030
f(z) = 193/50*z^3 - 143/50*z + 1
*
-1 | 0.10076160131675611310027597682551994058 | 0.019146405678447056483252748626396917394
f(z) = 193/51*z^3 - 142/51*z + 1
*
-1 | 0.11257596405197427474572209700102271488 | 0.021391334091699635804447866111272190492
f(z) = 193/52*z^3 - 141/52*z + 1
*
-1 | 0.12091029214644877883054869800446588010 | 0.022952457810281607956884182390969110320
f(z) = 194/41*z^3 - 153/41*z + 1
*
-1 | 0.12096747052667151128041124677362477514 | 0.022963312009179191652004904963408524153
f(z) = 194/43*z^3 - 151/43*z + 1
*
-1 | 0.10746126726762947549921584676179336933 | 0.020399423071546224248238001351365805826
f(z) = 194/45*z^3 - 149/45*z + 1
*
-1 | 0.12108102957353084717909223871194817320 | 0.022984868976627899060569533902635185860
f(z) = 194/47*z^3 - 147/47*z + 1
*
-1 | 0.12113741654153284830936324114311671165 | 0.022995572941370189546410207779443026664
f(z) = 194/49*z^3 - 145/49*z + 1
*
-1 | 0.10084887389986318784964237539257962247 | 0.019144189318452532410026968829105737178
f(z) = 194/51*z^3 - 143/51*z + 1
*
-1 | 0.12124942069641332009391216335765480433 | 0.023016834742940865685487020309032062041
f(z) = 194/53*z^3 - 141/53*z + 1
*
-1 | 0.12099947654838541533388447460098329330 | 0.022946991594541893986975545358846005779
f(z) = 195/41*z^3 - 154/41*z + 1
*
-1 | 0.12105639049845126551750769820471478307 | 0.022957785062175210523043784624843448349
f(z) = 195/43*z^3 - 152/43*z + 1
*
-1 | 0.11252737545765528078742868188003556387 | 0.021340296771863442042697696093745511098
f(z) = 195/44*z^3 - 151/44*z + 1
*
-1 | 0.10830520741240166710358346376588928712 | 0.020539582112519976693731666249680608651
f(z) = 195/46*z^3 - 149/46*z + 1
*
-1 | 0.12116942778463818387384876017552939548 | 0.022979222061160605339706408634494234473
f(z) = 195/47*z^3 - 148/47*z + 1
*
-1 | 0.12122555733876870836604563144916356486 | 0.022989866771729443883624781956592981448
f(z) = 195/49*z^3 - 146/49*z + 1
*
-1 | 0.12133705339789892060789189248690790037 | 0.023011011484125471734354357929950005886
f(z) = 195/53*z^3 - 142/53*z + 1
*
-1 | 0.12108823248743414102044000790818200471 | 0.022941569159675527630064597704222360798
f(z) = 196/41*z^3 - 155/41*z + 1
*
-1 | 0.12114488444999024453979770154794345097 | 0.022952302530625896992328181030137419778
f(z) = 196/43*z^3 - 153/43*z + 1
*
-1 | 0.12125740476639773236366388403905371655 | 0.022973620808774839643681688513874046790
f(z) = 196/47*z^3 - 149/47*z + 1
*
-1 | 0.10102526223767264890675018257124771828 | 0.019140406899080298161741230673511956924
f(z) = 196/51*z^3 - 145/51*z + 1
*
-1 | 0.12142427183118087816443175871948567020 | 0.023005235708328286048212756288350916067
f(z) = 196/53*z^3 - 143/53*z + 1
*
-1 | 0.12147939573024312383325794556427140583 | 0.023015679569938196970533881058298513961
f(z) = 196/55*z^3 - 141/55*z + 1
*
-1 | 0.11259089683951066245104210549454259547 | 0.021311102622651562765690200168610072844
f(z) = 197/40*z^3 - 157/40*z + 1
*
-1 | 0.12117656406983791609979194246933316038 | 0.022936189912703527596181696229034683729
f(z) = 197/41*z^3 - 156/41*z + 1
*
-1 | 0.088025095649321030669690047427240227871 | 0.016661310100632404631648379311015604355
f(z) = 197/42*z^3 - 155/42*z + 1
*
-1 | 0.12123295645372409176690868009699242171 | 0.022946863811871835128123988996804592798
f(z) = 197/43*z^3 - 154/43*z + 1
*
-1 | 0.11270368238500865879515370579849262218 | 0.021332450568195381061098720786550521657
f(z) = 197/44*z^3 - 153/44*z + 1
*
-1 | 0.10772597424559075011299630891845718136 | 0.020390274495684365909634295041634854426
f(z) = 197/45*z^3 - 152/45*z + 1
*
-1 | 0.10848099974259425308174677989920942042 | 0.020533185035532856233239811108002241847
f(z) = 197/46*z^3 - 151/46*z + 1
*
-1 | 0.12134496452529771345315526289876975953 | 0.022968064597857874951317834838880728755
f(z) = 197/47*z^3 - 150/47*z + 1
*
-1 | 0.092471795948756308101898168047077943290 | 0.017502977491811633556319238398470213901
f(z) = 197/48*z^3 - 149/48*z + 1
*
-1 | 0.12140058626863920765430313596006377332 | 0.022978592630884301645604754836795930361
f(z) = 197/49*z^3 - 148/49*z + 1
*
-1 | 0.10859289610541712331702067392448994285 | 0.020554364677388083191659125765518397544
f(z) = 197/50*z^3 - 147/50*z + 1
*
-1 | 0.10111128508537880436153150490571178735 | 0.019138252143369738748766800479259224079
f(z) = 197/51*z^3 - 146/51*z + 1
*
-1 | 0.11292617672669461308981521065045517552 | 0.021374564094969996290534725519844758282
f(z) = 197/52*z^3 - 145/52*z + 1
*
-1 | 0.12151107990775913155094259437625310087 | 0.022999506766471936418894449489037179343
f(z) = 197/53*z^3 - 144/53*z + 1
*
-1 | 0.095139375622200720616344290580224230867 | 0.018007894547902829123815576662855079038
f(z) = 197/54*z^3 - 143/54*z + 1
*
-1 | 0.12156595754288074396847250279632962560 | 0.023009893955370805773929245932060957358
f(z) = 197/55*z^3 - 142/55*z + 1
*
-1 | 0.11303593269553649651585811943755853378 | 0.021395338604997854159355560064932272003
f(z) = 197/56*z^3 - 141/56*z + 1
*
-1 | 0.12126447534297192436756649495230296889 | 0.022930853271803417001915173925641569484
f(z) = 198/41*z^3 - 157/41*z + 1
*
-1 | 0.12132061052384392759928859046471983009 | 0.022941468314604050825139971384684162019
f(z) = 198/43*z^3 - 155/43*z + 1
*
-1 | 0.12143211101079166029778638269509680439 | 0.022962552818525761595404327369283496560
f(z) = 198/47*z^3 - 151/47*z + 1
*
-1 | 0.12148748229345895238828384165263885520 | 0.022973023409807537299515790848484000524
f(z) = 198/49*z^3 - 149/49*z + 1
*
-1 | 0.12159748148382811578397039760123204269 | 0.022993824021752943664094642211560791883
f(z) = 198/53*z^3 - 145/53*z + 1
*
-1 | 0.11276656082700507289502336923918353404 | 0.021303621189598576072569154413016684080
f(z) = 199/40*z^3 - 159/40*z + 1
*
-1 | 0.12135197029646557025491949439197445342 | 0.022925558666042199073030999258689637054
f(z) = 199/41*z^3 - 158/41*z + 1
*
-1 | 0.088199863794349456730573858234639347707 | 0.016662532522664630626537578907099806229
f(z) = 199/42*z^3 - 157/42*z + 1
*
-1 | 0.12140785061740399698273608841284282098 | 0.022936115458592179454038849376793923959
f(z) = 199/43*z^3 - 156/43*z + 1
*
-1 | 0.11287832222629387460825052435383362741 | 0.021324734917787207020325760632235225607
f(z) = 199/44*z^3 - 155/44*z + 1
*
-1 | 0.10790036089052808957256440537111811128 | 0.020384308945620588117441804369054197909
f(z) = 199/45*z^3 - 154/45*z + 1
*
-1 | 0.10865578644672947535608614976300999750 | 0.020527022350802331908651907484064527401
f(z) = 199/46*z^3 - 153/46*z + 1
*
-1 | 0.12151884811637833161360537276357843947 | 0.022957084872342144602479207960253932726
f(z) = 199/47*z^3 - 152/47*z + 1
*
-1 | 0.092645429662969889892493101131015038236 | 0.017502379464381579145755686633987606020
f(z) = 199/48*z^3 - 151/48*z + 1
*
-1 | 0.12157397119331281098126869482352742465 | 0.022967498607949624647994132790352599112
f(z) = 199/49*z^3 - 150/49*z + 1
*
-1 | 0.10876538117912996600084546609432575015 | 0.020547726756845336406522041141023240907
f(z) = 199/50*z^3 - 149/50*z + 1
*
-1 | 0.10128520927190908575431218039024033869 | 0.019134588433074192053226719604720611965
f(z) = 199/51*z^3 - 148/51*z + 1
*
-1 | 0.11309882171332310545579550294235192053 | 0.021366391216513722826946287416907366085
f(z) = 199/52*z^3 - 147/52*z + 1
*
-1 | 0.12168348036131730112068689129778354543 | 0.022988186849347131905144924377979601240
f(z) = 199/53*z^3 - 146/53*z + 1
*
-1 | 0.095311532584139819674394984838855693447 | 0.018006054013543537894359283643535157203
f(z) = 199/54*z^3 - 145/54*z + 1
*
-1 | 0.12173787204579756174601933167862646708 | 0.022998462411832444022218889099619129566
f(z) = 199/55*z^3 - 144/55*z + 1
*
-1 | 0.11320760576327673644203584307938387341 | 0.021386942470136131208254116016748649441
f(z) = 199/56*z^3 - 143/56*z + 1
*
-1 | 0.10144838704938951349235428658604967421 | 0.019165415635149961582830979566360469863
f(z) = 199/57*z^3 - 142/57*z + 1
*
-1 | 0.10898295472738536308709384593360997000 | 0.020588830293380608852907062112020511280
f(z) = 199/58*z^3 - 141/58*z + 1
*
[ 7/9 ] 
f(z) = 180/49*z^3 - 158/63*z + 1
*
[ 2/3 ] 
f(z) = 183/44*z^3 - 155/66*z + 1
*
[ 7/3 ] 
f(z) = 180/49*z^3 - 136/7*z + 1
*
[ -7/3 ] 
f(z) = 180/49*z^3 - 130/7*z + 1
*
[ 3/2 ] 
f(z) = 184/45*z^3 - 133/15*z + 1
*
[ -7/4 ] 
f(z) = 184/49*z^3 - 139/14*z + 1
*
[ 3/2 ] 
f(z) = 188/45*z^3 - 136/15*z + 1
*
[ -3/2 ] 
f(z) = 196/45*z^3 - 122/15*z + 1
*
[ 7/30 ] 
f(z) = 180/49*z^3 - 122/35*z + 1
*
2/7 | 0.19508796050401040965870776448426779074 | 0.027142079268611353227926730345053432747
f(z) = 189/40*z^3 - 136/35*z + 1
*
[ -4/3 ] 
f(z) = 189/40*z^3 - 133/20*z + 1
*
[ 10/9 ] 
f(z) = 189/50*z^3 - 137/30*z + 1
*
-1 | 0.11961427191411073774919560994833173722 | 0.023033942963266810645250060897787110581
f(z) = 180/41*z^3 - 139/41*z + 1
*
-1 | 0.11967542934470761170966674272779659388 | 0.023045719958984845536428132657734028324
f(z) = 180/43*z^3 - 137/43*z + 1
*
-1 | 0.11979683615513107889751632425195610785 | 0.023069099088430655363295805838682325597
f(z) = 180/47*z^3 - 133/47*z + 1
*
-1 | 0.11985709317700011789657295962789852537 | 0.023080702693775211490153914309185441687
f(z) = 180/49*z^3 - 131/49*z + 1
*
-1 | 0.11997673301126625017390132784262459834 | 0.023103741559242699986661013471552451810
f(z) = 180/53*z^3 - 127/53*z + 1
*
[ 1/3 ] 
f(z) = 180/53*z^3 - 126/53*z + 1
*
[ 1/3 ] 
f(z) = 180/59*z^3 - 138/59*z + 1
*
-1 | 0.12015406081528515060368617538961175649 | 0.023137889311498431082597620511231382537
f(z) = 180/59*z^3 - 121/59*z + 1
*
-1 | 0.11970992183932557651457046223084671626 | 0.023027794595119043710052250774238793982
f(z) = 181/41*z^3 - 140/41*z + 1
*
-1 | 0.086559656236457892534141629880749661939 | 0.016650900388295644388313529815938697125
f(z) = 181/42*z^3 - 139/42*z + 1
*
-1 | 0.11977077670598320012350796483320507514 | 0.023039500837575588028946911749161978845
f(z) = 181/43*z^3 - 138/43*z + 1
*
-1 | 0.11124371839595562017823653431746580677 | 0.021399207833897320114488671173811402802
f(z) = 181/44*z^3 - 137/44*z + 1
*
-1 | 0.10626821581937213742923440612190828607 | 0.020442103781195388341587766296649471450
f(z) = 181/45*z^3 - 136/45*z + 1
*
-1 | 0.10702543677633969414252449903100878950 | 0.020587765296901433597592418619467490334
f(z) = 181/46*z^3 - 135/46*z + 1
*
-1 | 0.11989158700796067658156067475374585911 | 0.023062740304916028029534996125733803740
f(z) = 181/47*z^3 - 134/47*z + 1
*
-1 | 0.091020593959972376953645661732103879701 | 0.017509021052149953292151183469694112236
f(z) = 181/48*z^3 - 133/48*z + 1
*
-1 | 0.11995154997760153372491723405896091624 | 0.023074274979126711623165764284220640490
f(z) = 181/49*z^3 - 132/49*z + 1
*
-1 | 0.10714536363041503169744996442378686393 | 0.020610834821295513237372477702402768960
f(z) = 181/50*z^3 - 131/50*z + 1
*
-1 | 0.099666551050121570155599775049756728701 | 0.019172185816532614951950761424972243156
f(z) = 181/51*z^3 - 130/51*z + 1
*
-1 | 0.11148357942311432541071404578504134827 | 0.021445348290593954882869023063140113548
f(z) = 181/52*z^3 - 129/52*z + 1
*
-1 | 0.12007060985236674577098852821319806674 | 0.023097177728526997643182401410233460383
f(z) = 181/53*z^3 - 128/53*z + 1
*
-1 | 0.093701023415689227663173693543818706599 | 0.018024637284994885860383263125864233450
f(z) = 181/54*z^3 - 127/54*z + 1
*
-1 | 0.12012971386909749784053241358789059109 | 0.023108547171728614772049368136520340063
f(z) = 181/55*z^3 - 126/55*z + 1
*
-1 | 0.11160178832047071123732908364307905467 | 0.021468087343178852127370160544965110945
f(z) = 181/56*z^3 - 125/56*z + 1
*
-1 | 0.099844900172414467765139035404892802930 | 0.019206493640740310975649197475897598830
f(z) = 181/57*z^3 - 124/57*z + 1
*
-1 | 0.10738244047624195327642827442276863900 | 0.020656439703706919317302542249004149274
f(z) = 181/58*z^3 - 123/58*z + 1
*
-1 | 0.12024708734125787125487193207609181109 | 0.023131125519172970849871994893663538339
f(z) = 181/59*z^3 - 122/59*z + 1
*
-1 | 0.11986563422735397153879829839374290380 | 0.023033335934217472390191343285677146094
f(z) = 182/43*z^3 - 139/43*z + 1
*
-1 | 0.10636277661754984852711335061412896384 | 0.020438631810693570046889502467585736064
f(z) = 182/45*z^3 - 137/45*z + 1
*
-1 | 0.11998585387965880450221517360487988342 | 0.023056437298134505129022657023188252260
f(z) = 182/47*z^3 - 135/47*z + 1
*
-1 | 0.099761271868076780779523200782969044762 | 0.019170089099965179784657880930698487603
f(z) = 182/51*z^3 - 131/51*z + 1
*
-1 | 0.12016401120982516306870077707437664272 | 0.023090671944797965403087680543722853886
f(z) = 182/53*z^3 - 129/53*z + 1
*
-1 | 0.12022283197833000137125251501301999282 | 0.023101974921915752163237826404031981911
f(z) = 182/55*z^3 - 127/55*z + 1
*
-1 | 0.099937737582178292339662007353113236462 | 0.019203998686311356488094438666125579333
f(z) = 182/57*z^3 - 125/57*z + 1
*
-1 | 0.12033964655439155208396554711751685912 | 0.023124421967641430894281918830839854053
f(z) = 182/59*z^3 - 123/59*z + 1
*
-1 | 0.11996000692969420647092091601002253250 | 0.023027224453656368529714791359513153060
f(z) = 183/43*z^3 - 140/43*z + 1
*
-1 | 0.11143265264858937642407439875727312234 | 0.021390334743055307166602405070427753144
f(z) = 183/44*z^3 - 139/44*z + 1
*
-1 | 0.10721378327863033939721032563308746978 | 0.020580491075910145398048193718236840213
f(z) = 183/46*z^3 - 137/46*z + 1
*
-1 | 0.12007964170480832833874658820426554346 | 0.023050189247419927959072280983580478504
f(z) = 183/47*z^3 - 136/47*z + 1
*
-1 | 0.12013902513883188419655978768779712913 | 0.023061588343661150565462095990493644185
f(z) = 183/49*z^3 - 134/49*z + 1
*
-1 | 0.10733255103628660019079881524976057910 | 0.020603289439159749401093675532744731849
f(z) = 183/50*z^3 - 133/50*z + 1
*
-1 | 0.11167019528140396253118333174884056764 | 0.021435932835812502179303972671401423176
f(z) = 183/52*z^3 - 131/52*z + 1
*
-1 | 0.12025694189419615067222799586794689511 | 0.023084223350628191046583577501284900667
f(z) = 183/53*z^3 - 130/53*z + 1
*
-1 | 0.12031548213321803677613719127934073970 | 0.023095460589254875250123673352699043620
f(z) = 183/55*z^3 - 128/55*z + 1
*
-1 | 0.11178727660001007804216355189819335372 | 0.021458407474418126575142700649483345316
f(z) = 183/56*z^3 - 127/56*z + 1
*
-1 | 0.10756672039857190897357908541114502069 | 0.020648240007299293316993534857601477308
f(z) = 183/58*z^3 - 125/58*z + 1
*
-1 | 0.12043174314719845645240179356543331452 | 0.023117777764225578874698609338748491118
f(z) = 183/59*z^3 - 124/59*z + 1
*
-1 | 0.10655045737570952223661745083129435689 | 0.020431787145267196758198998952279799799
f(z) = 184/45*z^3 - 139/45*z + 1
*
-1 | 0.12017295534269393243283774721926709646 | 0.023043995348811824425272887288245141897
f(z) = 184/47*z^3 - 137/47*z + 1
*
-1 | 0.12023205321006616017716811844715233197 | 0.023055327773623769517196065799678011445
f(z) = 184/49*z^3 - 135/49*z + 1
*
-1 | 0.099947230766343044807182185927020498643 | 0.019165572772495323111171043920606206597
f(z) = 184/51*z^3 - 133/51*z + 1
*
-1 | 0.12034940664315239344370597843833257926 | 0.023077831106079017069096391725264385989
f(z) = 184/53*z^3 - 131/53*z + 1
*
-1 | 0.12040766903222249172906528741762556442 | 0.023089003322148043241462383984205773368
f(z) = 184/55*z^3 - 129/55*z + 1
*
-1 | 0.10012098763406737862859036937527384144 | 0.019198891853650025623481346237245481779
f(z) = 184/57*z^3 - 127/57*z + 1
*
-1 | 0.12052338174158837929406547729565541791 | 0.023111192034482045433521095802762759948
f(z) = 184/59*z^3 - 125/59*z + 1
*
-1 | 0.10740022732742044686307629551466500522 | 0.020573353795439613094087562854971807693
f(z) = 185/46*z^3 - 139/46*z + 1
*
-1 | 0.12026579957883021654757854196395064116 | 0.023037854814623825137397098060282327576
f(z) = 185/47*z^3 - 138/47*z + 1
*
-1 | 0.091394231238297294959464600419187913727 | 0.017507280020883641666550926560126822455
f(z) = 185/48*z^3 - 137/48*z + 1
*
-1 | 0.12032461462616364474565779624668774183 | 0.023049121297082910338333612891436847422
f(z) = 185/49*z^3 - 136/49*z + 1
*
-1 | 0.10003951194595969627179536576590010766 | 0.019163351177208065172454781782379935253
f(z) = 185/51*z^3 - 134/51*z + 1
*
-1 | 0.11185494191493988782066651097611590690 | 0.021426689226353961468883286525561775420
f(z) = 185/52*z^3 - 133/52*z + 1
*
-1 | 0.12044141012295380432051475623952793928 | 0.023071494388248282615718873027411480573
f(z) = 185/53*z^3 - 132/53*z + 1
*
-1 | 0.094071916147391541172855243337401720876 | 0.018020211514218020065370475086366368671
f(z) = 185/54*z^3 - 131/54*z + 1
*
-1 | 0.11197091709338791639987056836910224725 | 0.021448905179123098334898582353585887628
f(z) = 185/56*z^3 - 129/56*z + 1
*
-1 | 0.10021347675887723128541752199539162879 | 0.019196675498144545568830357651824053036
f(z) = 185/57*z^3 - 128/57*z + 1
*
-1 | 0.10774981518936494368176348852878535690 | 0.020640320085412624980906224494385347662
f(z) = 185/58*z^3 - 127/58*z + 1
*
-1 | 0.12061456689028267322520484932154776745 | 0.023104663921730470280002240025382328597
f(z) = 185/59*z^3 - 126/59*z + 1
*
-1 | 0.12035817912645113857173951126994241275 | 0.023031766873025544712093404349959856783
f(z) = 186/47*z^3 - 139/47*z + 1
*
[ -7/6 ] 
f(z) = 186/49*z^3 - 139/42*z + 1
*
-1 | 0.12041671406072134065825703356995211612 | 0.023042968130553898944982034437846241968
f(z) = 186/49*z^3 - 137/49*z + 1
*
-1 | 0.12053295692987978728399425974779716825 | 0.023065212390832181667542533375133029927
f(z) = 186/53*z^3 - 133/53*z + 1
*
-1 | 0.12059067150455202270833021193985479450 | 0.023076256664172593290442535199807323252
f(z) = 186/55*z^3 - 131/55*z + 1
*
-1 | 0.12070530307819295188817223746512805533 | 0.023098192586596379035370273222505560878
f(z) = 186/59*z^3 - 127/59*z + 1
*
-1 | 0.12045009862796197284682835859647839184 | 0.023025730767637437126732399637287662040
f(z) = 187/47*z^3 - 140/47*z + 1
*
-1 | 0.091578250869919566203674534066104702849 | 0.017506470918010617411015878581335154073
f(z) = 187/48*z^3 - 139/48*z + 1
*
-1 | 0.12050835611727059593332540124059656363 | 0.023036867506247856715588844224100649572
f(z) = 187/49*z^3 - 138/49*z + 1
*
-1 | 0.10770132290338909753448785198235587498 | 0.020588622946267330143239261270895036402
f(z) = 187/50*z^3 - 137/50*z + 1
*
-1 | 0.11203785653094982258758903038377989525 | 0.021417612352755364303113527102357648837
f(z) = 187/52*z^3 - 135/52*z + 1
*
-1 | 0.12062405159162568214563042094034112046 | 0.023058984323700722518583568722790038558
f(z) = 187/53*z^3 - 134/53*z + 1
*
-1 | 0.094253633549675232653420745956697907927 | 0.018017907952817275151540782695562422926
f(z) = 187/54*z^3 - 133/54*z + 1
*
-1 | 0.11215274639832143120509460017714216416 | 0.021439575167100574888229375626171071128
f(z) = 187/56*z^3 - 131/56*z + 1
*
-1 | 0.10039503773270272343597033852167774543 | 0.019191923755746684748153872555234914458
f(z) = 187/57*z^3 - 130/57*z + 1
*
-1 | 0.10793110900950484677488938350015122094 | 0.020632549792935239197565606234513084553
f(z) = 187/58*z^3 - 129/58*z + 1
*
-1 | 0.12079559472376552651887001249192715504 | 0.023091777206568253482916423737163810417
f(z) = 187/59*z^3 - 128/59*z + 1
*
-1 | 0.12059954533067433512923693879616777298 | 0.023030818671672680608445612997730724474
f(z) = 188/49*z^3 - 139/49*z + 1
*
-1 | 0.10031361781842314681776816002021245522 | 0.019156827962666905362193971645609708758
f(z) = 188/51*z^3 - 137/51*z + 1
*
-1 | 0.12071469856866446297247745850241211824 | 0.023052809412486295042881788324853963541
f(z) = 188/53*z^3 - 135/53*z + 1
*
-1 | 0.12077187559506737944648622314553294990 | 0.023063728472949254148710416677410672277
f(z) = 188/55*z^3 - 133/55*z + 1
*
-1 | 0.10048515204087908742222953700223852640 | 0.019189585744319704918153148810635176796
f(z) = 188/57*z^3 - 131/57*z + 1
*
-1 | 0.12088544618029259501394966426869949961 | 0.023085416975568280256794095848500062883
f(z) = 188/59*z^3 - 129/59*z + 1
*
-1 | 0.10788298128840332295049111539705852598 | 0.020581493341523998314947088221851142722
f(z) = 189/50*z^3 - 139/50*z + 1
*
[ 1/3 ] 
f(z) = 189/50*z^3 - 121/50*z + 1
*
-1 | 0.11221897523319633064919667692499606009 | 0.021408697312325262039371212894725867297
f(z) = 189/52*z^3 - 137/52*z + 1
*
[ 1/3 ] 
f(z) = 189/52*z^3 - 125/52*z + 1
*
-1 | 0.12080490225557472467541868156751531390 | 0.023046686898184872707755847410644377773
f(z) = 189/53*z^3 - 136/53*z + 1
*
[ 1/3 ] 
f(z) = 189/53*z^3 - 127/53*z + 1
*
-1 | 0.12086181426732101240922757100116024962 | 0.023057544349256581892407128433909681293
f(z) = 189/55*z^3 - 134/55*z + 1
*
[ 1/3 ] 
f(z) = 189/55*z^3 - 131/55*z + 1
*
[ 1/3 ] 
f(z) = 189/58*z^3 - 137/58*z + 1
*
-1 | 0.10811063708999737158756211381230536664 | 0.020624924625204799589171996461798850774
f(z) = 189/58*z^3 - 131/58*z + 1
*
[ 1/3 ] 
f(z) = 189/59*z^3 - 139/59*z + 1
*
-1 | 0.12097486173719116751349147020809649747 | 0.023079111103536284346098528397061152391
f(z) = 189/59*z^3 - 130/59*z + 1
*
-1 | 0.10049411848989474965503310054350074471 | 0.019152593376328048185091076415254239593
f(z) = 190/51*z^3 - 139/51*z + 1
*
-1 | 0.12089466698233595646377813550839295702 | 0.023040616036769395793240782595188831277
f(z) = 190/53*z^3 - 137/53*z + 1
*
-1 | 0.12106384562125067864360402160274083275 | 0.023072858816026374140206182088091403062
f(z) = 190/59*z^3 - 131/59*z + 1
*
-1 | 0.10058267733416422746656529661551492476 | 0.019150312471750328461949747528138716703
f(z) = 191/51*z^3 - 140/51*z + 1
*
-1 | 0.11239833306530375092545046101499131171 | 0.021399939398643560959769415364260890978
f(z) = 191/52*z^3 - 139/52*z + 1
*
-1 | 0.12098399701559206646213811903467933611 | 0.023034596098814900878557312420603660038
f(z) = 191/53*z^3 - 138/53*z + 1
*
-1 | 0.094613702346820765941768176636565945528 | 0.018013856978883236861313243062294574477
f(z) = 191/54*z^3 - 137/54*z + 1
*
-1 | 0.12104038634225630698865341799067010697 | 0.023045332273813545655898523099558233942
f(z) = 191/55*z^3 - 136/55*z + 1
*
-1 | 0.11251111247382507951553395948233829232 | 0.021421411892424843842825881004429234406
f(z) = 191/56*z^3 - 135/56*z + 1
*
-1 | 0.10075288195142918390014723509360694434 | 0.019182718365997204550300572381925470592
f(z) = 191/57*z^3 - 134/57*z + 1
*
-1 | 0.10828908577368630010017376139341344215 | 0.020617564423708998436518670736387581656
f(z) = 191/58*z^3 - 133/58*z + 1
*
-1 | 0.12115240199785020401981292249394475021 | 0.023066659353815844148598156522798532301
f(z) = 191/59*z^3 - 132/59*z + 1
*
[ 1/4 ] 
f(z) = 192/41*z^3 - 135/41*z + 1
*
-1 | 0.12107289655988408872757786996278702342 | 0.023028626369134979400427688903471949726
f(z) = 192/53*z^3 - 139/53*z + 1
*
-1 | 0.12112902814818509898820523234333374608 | 0.023039302857525184235638670930898486001
f(z) = 192/55*z^3 - 137/55*z + 1
*
-1 | 0.12124053497214616733793663600993262162 | 0.023060511972525900041820292341831771743
f(z) = 192/59*z^3 - 133/59*z + 1
*
-1 | 0.12116136975885297213856333190098598309 | 0.023022706146429165018911400872470113774
f(z) = 193/53*z^3 - 140/53*z + 1
*
-1 | 0.094790165833469987023362936825328459651 | 0.018011732104867623812664880771407580024
f(z) = 193/54*z^3 - 139/54*z + 1
*
-1 | 0.12121724596733318654438051020305890238 | 0.023033323569548241253052584123251978761
f(z) = 193/55*z^3 - 138/55*z + 1
*
-1 | 0.11268771720460577103404436533378731858 | 0.021412569077727713400314814680159564585
f(z) = 193/56*z^3 - 137/56*z + 1
*
-1 | 0.10092819926853665044756485960269776852 | 0.019178062102405238364094587326154543189
f(z) = 193/57*z^3 - 136/57*z + 1
*
-1 | 0.10846453185818076936353424456501138205 | 0.020610092550546126579654190604902946663
f(z) = 193/58*z^3 - 135/58*z + 1
*
-1 | 0.12132824859023139431888913898501735361 | 0.023054415942253788325471858357405394961
f(z) = 193/59*z^3 - 134/59*z + 1
*
-1 | 0.12130504385119802898968169432923889472 | 0.023027393712659708530273326381882369155
f(z) = 194/55*z^3 - 139/55*z + 1
*
-1 | 0.10101677988536061210995080661085505703 | 0.019176062990906780766752091203479625748
f(z) = 194/57*z^3 - 137/57*z + 1
*
-1 | 0.12141554684026634087470144401619673863 | 0.023048370547215929819237953441609228422
f(z) = 194/59*z^3 - 135/59*z + 1
*
-1 | 0.11286264674581602685610897122216109223 | 0.021403879422390358994276911352702767687
f(z) = 195/56*z^3 - 139/56*z + 1
*
-1 | 0.10863896402718476672226547780920682656 | 0.020602877512240057049464814678464445103
f(z) = 195/58*z^3 - 137/58*z + 1
*
-1 | 0.12150243365358329507475603232814265995 | 0.023042375085401672208662064378161157238
f(z) = 195/59*z^3 - 136/59*z + 1
*
[ 11/14 ] 
f(z) = 196/55*z^3 - 136/55*z + 1
*
[ 5/14 ] 
f(z) = 196/55*z^3 - 124/55*z + 1
*
[ 5/7 ] 
f(z) = 196/55*z^3 - 122/55*z + 1
*
-1 | 0.10119063676544751732188347131098786847 | 0.019171739020197761332295135740300216690
f(z) = 196/57*z^3 - 139/57*z + 1
*
-1 | 0.12158891290576432576592595279163250318 | 0.023036428868237292307014988017326188986
f(z) = 196/59*z^3 - 137/59*z + 1
*
[ 2/3 ] 
f(z) = 197/40*z^3 - 121/45*z + 1
*
-1 | 0.10127695440162931569860618677285026388 | 0.019169609880976818527675156134107539093
f(z) = 197/57*z^3 - 140/57*z + 1
*
-1 | 0.10881241363231107556939989408147396704 | 0.020595914755364422924507087795567650354
f(z) = 197/58*z^3 - 139/58*z + 1
*
-1 | 0.12167498841769372499243093642865902486 | 0.023030531220259893344556981671033189306
f(z) = 197/59*z^3 - 138/59*z + 1
*
[ 1/3 ] 
f(z) = 198/53*z^3 - 128/53*z + 1
*
[ 1/3 ] 
f(z) = 198/59*z^3 - 140/59*z + 1
*
-1 | 0.12176066395658566662735545164477539244 | 0.023024681478800856627022991300273421846
f(z) = 198/59*z^3 - 139/59*z + 1
*
[ 2/3 ] 
f(z) = 199/40*z^3 - 122/45*z + 1
*
-1 | 0.12184594323698777982655691022642620974 | 0.023018878993678520306725308816089766118
f(z) = 199/59*z^3 - 140/59*z + 1
*
[ 7/18 ] 
f(z) = 180/49*z^3 - 134/63*z + 1
*
[ 2/3 ] 
f(z) = 181/56*z^3 - 122/63*z + 1
*
-4/5 | 0.13898785150268435379492248232212535336 | 0.020350226792252596674826476332042374525
f(z) = 185/48*z^3 - 133/60*z + 1
*
[ 2/5 ] 
f(z) = 185/48*z^3 - 127/60*z + 1
*
[ 2/3 ] 
f(z) = 185/56*z^3 - 124/63*z + 1
*
[ 2/3 ] 
f(z) = 187/56*z^3 - 125/63*z + 1
*
[ 4/9 ] 
f(z) = 189/40*z^3 - 131/60*z + 1
*
[ 10/21 ] 
f(z) = 189/50*z^3 - 137/70*z + 1
*
[ 2/3 ] 
f(z) = 191/56*z^3 - 127/63*z + 1
*
[ 2/3 ] 
f(z) = 193/56*z^3 - 128/63*z + 1
*
[ 15/28 ] 
f(z) = 196/45*z^3 - 127/60*z + 1
*
[ 2/3 ] 
f(z) = 197/56*z^3 - 130/63*z + 1
*
[ 2/3 ] 
f(z) = 199/56*z^3 - 131/63*z + 1
*
[ -3/2 ] 
f(z) = 184/45*z^3 - 113/15*z + 1
*
[ -3/2 ] 
f(z) = 188/45*z^3 - 116/15*z + 1
*
[ 5/3 ] 
f(z) = 189/50*z^3 - 101/10*z + 1
*
-2 | 0.11042841331369300213365668473975393585 | 0.016495240816109170552504629950599960345
f(z) = 195/56*z^3 - 101/7*z + 1
*
-2 | 0.11089123051185768021808361033322867987 | 0.016564374120740440136717240272972708350
f(z) = 197/40*z^3 - 101/5*z + 1
*
-2 | 0.11062760561275861061434958434023323438 | 0.016500711285967478137895312513485142780
f(z) = 197/56*z^3 - 102/7*z + 1
*
-2 | 0.11108441415817819451885379351763269049 | 0.016568846774204620290328537362337684438
f(z) = 199/40*z^3 - 102/5*z + 1
*
-2 | 0.11082462935611111268656520547667062930 | 0.016506079025312659131486707248540600691
f(z) = 199/56*z^3 - 103/7*z + 1
*
2/5 | 0.15101754625031907371124699874158658617 | 0.022111582289939445337629282231036148255
f(z) = 185/56*z^3 - 106/35*z + 1
*
[ 2/7 ] 
f(z) = 189/40*z^3 - 101/35*z + 1
*
-10/9 | 0.18420933204450607833955697458960548512 | 0.029053453159381994040003749099709108455
f(z) = 189/50*z^3 - 113/30*z + 1
*
7/8 | 0.074466970413276099326056972197694752438 | 0.011129685520252119468986851545441470758
f(z) = 192/49*z^3 - 115/21*z + 1
*
[ 7/6 ] 
f(z) = 192/49*z^3 - 109/21*z + 1
*
[ 6/7 ] 
f(z) = 196/45*z^3 - 101/30*z + 1
*
[ 1/3 ] 
f(z) = 180/41*z^3 - 102/41*z + 1
*
[ 1/3 ] 
f(z) = 180/43*z^3 - 106/43*z + 1
*
[ 1/3 ] 
f(z) = 180/47*z^3 - 114/47*z + 1
*
[ 1/3 ] 
f(z) = 180/49*z^3 - 118/49*z + 1
*
[ 1/2 ] 
f(z) = 180/59*z^3 - 104/59*z + 1
*
[ 2/3 ] 
f(z) = 181/40*z^3 - 113/45*z + 1
*
[ -1 ] 
f(z) = 181/40*z^3 - 101/40*z + 1
*
[ -1 ] 
f(z) = 183/40*z^3 - 103/40*z + 1
*
[ -1 ] 
f(z) = 183/41*z^3 - 101/41*z + 1
*
[ -1 ] 
f(z) = 184/41*z^3 - 102/41*z + 1
*
[ 1/2 ] 
f(z) = 184/55*z^3 - 101/55*z + 1
*
[ 1/2 ] 
f(z) = 184/57*z^3 - 103/57*z + 1
*
[ 1/2 ] 
f(z) = 184/59*z^3 - 105/59*z + 1
*
[ -1 ] 
f(z) = 185/41*z^3 - 103/41*z + 1
*
[ -1 ] 
f(z) = 185/42*z^3 - 101/42*z + 1
*
[ -1 ] 
f(z) = 186/41*z^3 - 104/41*z + 1
*
[ 2/3 ] 
f(z) = 187/40*z^3 - 116/45*z + 1
*
[ -1 ] 
f(z) = 187/40*z^3 - 107/40*z + 1
*
[ -1 ] 
f(z) = 187/41*z^3 - 105/41*z + 1
*
[ -1 ] 
f(z) = 187/42*z^3 - 103/42*z + 1
*
[ -1 ] 
f(z) = 187/43*z^3 - 101/43*z + 1
*
[ -1 ] 
f(z) = 188/41*z^3 - 106/41*z + 1
*
[ -1 ] 
f(z) = 188/43*z^3 - 102/43*z + 1
*
[ 1/2 ] 
f(z) = 188/55*z^3 - 102/55*z + 1
*
[ 1/2 ] 
f(z) = 188/57*z^3 - 104/57*z + 1
*
[ 1/2 ] 
f(z) = 188/59*z^3 - 106/59*z + 1
*
[ -1 ] 
f(z) = 189/40*z^3 - 109/40*z + 1
*
[ 1/3 ] 
f(z) = 189/40*z^3 - 101/40*z + 1
*
[ -1 ] 
f(z) = 189/41*z^3 - 107/41*z + 1
*
[ 1/3 ] 
f(z) = 189/41*z^3 - 103/41*z + 1
*
[ 1/3 ] 
f(z) = 189/43*z^3 - 107/43*z + 1
*
[ -1 ] 
f(z) = 189/43*z^3 - 103/43*z + 1
*
[ 1/3 ] 
f(z) = 189/44*z^3 - 109/44*z + 1
*
[ -1 ] 
f(z) = 189/44*z^3 - 101/44*z + 1
*
[ 1/3 ] 
f(z) = 189/46*z^3 - 113/46*z + 1
*
[ 2/3 ] 
f(z) = 189/46*z^3 - 107/46*z + 1
*
[ 1/3 ] 
f(z) = 189/47*z^3 - 115/47*z + 1
*
[ 5/6 ] 
f(z) = 189/50*z^3 - 113/40*z + 1
*
[ 2/3 ] 
f(z) = 189/50*z^3 - 109/50*z + 1
*
[ 2/3 ] 
f(z) = 189/58*z^3 - 113/58*z + 1
*
[ -1 ] 
f(z) = 190/41*z^3 - 108/41*z + 1
*
[ -1 ] 
f(z) = 190/43*z^3 - 104/43*z + 1
*
[ 2/3 ] 
f(z) = 191/40*z^3 - 118/45*z + 1
*
[ -1 ] 
f(z) = 191/40*z^3 - 111/40*z + 1
*
[ -1 ] 
f(z) = 191/41*z^3 - 109/41*z + 1
*
[ -1 ] 
f(z) = 191/42*z^3 - 107/42*z + 1
*
[ -1 ] 
f(z) = 191/43*z^3 - 105/43*z + 1
*
[ -1 ] 
f(z) = 191/44*z^3 - 103/44*z + 1
*
[ -1 ] 
f(z) = 191/45*z^3 - 101/45*z + 1
*
[ -1 ] 
f(z) = 192/41*z^3 - 110/41*z + 1
*
[ -1 ] 
f(z) = 192/43*z^3 - 106/43*z + 1
*
[ 1/2 ] 
f(z) = 192/53*z^3 - 101/53*z + 1
*
[ 5/8 ] 
f(z) = 192/55*z^3 - 108/55*z + 1
*
[ 1/2 ] 
f(z) = 192/55*z^3 - 103/55*z + 1
*
[ 1/2 ] 
f(z) = 192/59*z^3 - 107/59*z + 1
*
[ 2/3 ] 
f(z) = 193/40*z^3 - 119/45*z + 1
*
[ -1 ] 
f(z) = 193/40*z^3 - 113/40*z + 1
*
[ -1 ] 
f(z) = 193/41*z^3 - 111/41*z + 1
*
[ -1 ] 
f(z) = 193/42*z^3 - 109/42*z + 1
*
[ -1 ] 
f(z) = 193/43*z^3 - 107/43*z + 1
*
[ -1 ] 
f(z) = 193/44*z^3 - 105/44*z + 1
*
[ -1 ] 
f(z) = 193/45*z^3 - 103/45*z + 1
*
[ -1 ] 
f(z) = 193/46*z^3 - 101/46*z + 1
*
[ -1 ] 
f(z) = 194/41*z^3 - 112/41*z + 1
*
[ -1 ] 
f(z) = 194/43*z^3 - 108/43*z + 1
*
[ -1 ] 
f(z) = 194/45*z^3 - 104/45*z + 1
*
[ -1 ] 
f(z) = 195/41*z^3 - 113/41*z + 1
*
[ -1 ] 
f(z) = 195/43*z^3 - 109/43*z + 1
*
[ -1 ] 
f(z) = 195/44*z^3 - 107/44*z + 1
*
[ -1 ] 
f(z) = 195/46*z^3 - 103/46*z + 1
*
[ -1 ] 
f(z) = 195/47*z^3 - 101/47*z + 1
*
[ -1 ] 
f(z) = 196/41*z^3 - 114/41*z + 1
*
[ -1 ] 
f(z) = 196/43*z^3 - 110/43*z + 1
*
[ 5/7 ] 
f(z) = 196/45*z^3 - 118/45*z + 1
*
[ -1 ] 
f(z) = 196/47*z^3 - 102/47*z + 1
*
9/14 | 0.15740177495287733862493312041790826388 | 0.029821590684394972741846824015049497574
f(z) = 196/51*z^3 - 115/51*z + 1
*
[ 3/7 ] 
f(z) = 196/51*z^3 - 104/51*z + 1
*
[ 1/2 ] 
f(z) = 196/53*z^3 - 102/53*z + 1
*
[ 1/2 ] 
f(z) = 196/55*z^3 - 104/55*z + 1
*
[ 3/7 ] 
f(z) = 196/57*z^3 - 112/57*z + 1
*
[ 1/2 ] 
f(z) = 196/57*z^3 - 106/57*z + 1
*
[ 1/2 ] 
f(z) = 196/59*z^3 - 108/59*z + 1
*
[ -1 ] 
f(z) = 197/40*z^3 - 117/40*z + 1
*
[ -1 ] 
f(z) = 197/41*z^3 - 115/41*z + 1
*
[ -1 ] 
f(z) = 197/42*z^3 - 113/42*z + 1
*
[ -1 ] 
f(z) = 197/43*z^3 - 111/43*z + 1
*
[ -1 ] 
f(z) = 197/44*z^3 - 109/44*z + 1
*
[ -1 ] 
f(z) = 197/45*z^3 - 107/45*z + 1
*
[ -1 ] 
f(z) = 197/46*z^3 - 105/46*z + 1
*
[ -1 ] 
f(z) = 197/47*z^3 - 103/47*z + 1
*
[ -1 ] 
f(z) = 197/48*z^3 - 101/48*z + 1
*
[ -1 ] 
f(z) = 198/41*z^3 - 116/41*z + 1
*
[ 1/3 ] 
f(z) = 198/41*z^3 - 104/41*z + 1
*
[ -1 ] 
f(z) = 198/43*z^3 - 112/43*z + 1
*
[ 1/3 ] 
f(z) = 198/43*z^3 - 108/43*z + 1
*
[ 1/3 ] 
f(z) = 198/47*z^3 - 116/47*z + 1
*
[ -1 ] 
f(z) = 198/47*z^3 - 104/47*z + 1
*
[ 1/3 ] 
f(z) = 198/49*z^3 - 120/49*z + 1
*
[ 7/12 ] 
f(z) = 198/49*z^3 - 117/56*z + 1
*
[ -1 ] 
f(z) = 199/40*z^3 - 119/40*z + 1
*
[ -1 ] 
f(z) = 199/41*z^3 - 117/41*z + 1
*
[ -1 ] 
f(z) = 199/42*z^3 - 115/42*z + 1
*
[ -1 ] 
f(z) = 199/43*z^3 - 113/43*z + 1
*
[ -1 ] 
f(z) = 199/44*z^3 - 111/44*z + 1
*
[ -1 ] 
f(z) = 199/45*z^3 - 109/45*z + 1
*
[ -1 ] 
f(z) = 199/46*z^3 - 107/46*z + 1
*
[ -1 ] 
f(z) = 199/47*z^3 - 105/47*z + 1
*
[ -1 ] 
f(z) = 199/48*z^3 - 103/48*z + 1
*
[ -1 ] 
f(z) = 199/49*z^3 - 101/49*z + 1
*
-2 | 0.10926769794056355817043465014092082334 | 0.016525562585732169309188884910837730381
f(z) = 181/40*z^3 - 93/5*z + 1
*
[ 2 ] 
f(z) = 181/40*z^3 - 88/5*z + 1
*
[ -2 ] 
f(z) = 181/40*z^3 - 83/5*z + 1
*
-2 | 0.10896895109702756088200924482894096749 | 0.016453765598814875096369333812107361924
f(z) = 181/56*z^3 - 94/7*z + 1
*
[ 2 ] 
f(z) = 181/56*z^3 - 87/7*z + 1
*
-2 | 0.10947869271939073208518711200377474159 | 0.016530734029600770892086479789846423561
f(z) = 183/40*z^3 - 94/5*z + 1
*
[ 2 ] 
f(z) = 183/40*z^3 - 89/5*z + 1
*
[ -2 ] 
f(z) = 183/40*z^3 - 84/5*z + 1
*
-2 | 0.10918481617342569966248385383749494784 | 0.016460059511937300878861563540763628499
f(z) = 183/56*z^3 - 95/7*z + 1
*
[ 2 ] 
f(z) = 183/56*z^3 - 88/7*z + 1
*
[ -2 ] 
f(z) = 183/56*z^3 - 81/7*z + 1
*
-2 | 0.10939812543996492532960702142668798021 | 0.016466223320426285148655612212787296276
f(z) = 185/56*z^3 - 96/7*z + 1
*
[ 2 ] 
f(z) = 185/56*z^3 - 89/7*z + 1
*
[ -2 ] 
f(z) = 185/56*z^3 - 82/7*z + 1
*
-2 | 0.10989351829995273247383203796457700563 | 0.016540788121524091956456475619245708305
f(z) = 187/40*z^3 - 96/5*z + 1
*
[ 2 ] 
f(z) = 187/40*z^3 - 91/5*z + 1
*
[ -2 ] 
f(z) = 187/40*z^3 - 86/5*z + 1
*
-2 | 0.10960894048841977405315776446514758224 | 0.016472261517294128220886850591127903922
f(z) = 187/56*z^3 - 97/7*z + 1
*
[ 2 ] 
f(z) = 187/56*z^3 - 90/7*z + 1
*
[ -2 ] 
f(z) = 187/56*z^3 - 83/7*z + 1
*
-2 | 0.11009745716675779242637088221437222728 | 0.016545676828538687326909413050276650273
f(z) = 189/40*z^3 - 97/5*z + 1
*
[ 2 ] 
f(z) = 189/40*z^3 - 92/5*z + 1
*
-10/9 | 0.14822953692507329076323227328449633328 | 0.022568175792727095322811256184995900574
f(z) = 189/40*z^3 - 89/15*z + 1
*
[ -2 ] 
f(z) = 189/40*z^3 - 87/5*z + 1
*
[ 10/9 ] 
f(z) = 189/40*z^3 - 86/15*z + 1
*
[ -5/3 ] 
f(z) = 189/50*z^3 - 89/10*z + 1
*
-2 | 0.11029914906793110110145108788949451896 | 0.016550477128747971718786462984341415816
f(z) = 191/40*z^3 - 98/5*z + 1
*
[ 2 ] 
f(z) = 191/40*z^3 - 93/5*z + 1
*
[ -2 ] 
f(z) = 191/40*z^3 - 88/5*z + 1
*
-2 | 0.11002332307556324490252801689401931173 | 0.016483977989998574129903566456088883819
f(z) = 191/56*z^3 - 99/7*z + 1
*
[ 2 ] 
f(z) = 191/56*z^3 - 92/7*z + 1
*
[ -2 ] 
f(z) = 191/56*z^3 - 85/7*z + 1
*
[ 7/4 ] 
f(z) = 192/49*z^3 - 81/7*z + 1
*
-2 | 0.11049864357095407004867075257000719714 | 0.016555191732368784480271997409700910566
f(z) = 193/40*z^3 - 99/5*z + 1
*
[ 2 ] 
f(z) = 193/40*z^3 - 94/5*z + 1
*
[ -2 ] 
f(z) = 193/40*z^3 - 89/5*z + 1
*
-2 | 0.11022700290760304054572616775269501060 | 0.016489664231561604310791045126256527808
f(z) = 193/56*z^3 - 100/7*z + 1
*
[ 2 ] 
f(z) = 193/56*z^3 - 93/7*z + 1
*
[ -2 ] 
f(z) = 193/56*z^3 - 86/7*z + 1
*
[ 2 ] 
f(z) = 195/56*z^3 - 94/7*z + 1
*
[ -2 ] 
f(z) = 195/56*z^3 - 87/7*z + 1
*
[ 2 ] 
f(z) = 197/40*z^3 - 96/5*z + 1
*
[ -2 ] 
f(z) = 197/40*z^3 - 91/5*z + 1
*
[ 2 ] 
f(z) = 197/56*z^3 - 95/7*z + 1
*
[ -2 ] 
f(z) = 197/56*z^3 - 88/7*z + 1
*
[ 2 ] 
f(z) = 199/40*z^3 - 97/5*z + 1
*
[ -2 ] 
f(z) = 199/40*z^3 - 92/5*z + 1
*
[ 2 ] 
f(z) = 199/56*z^3 - 96/7*z + 1
*
[ -2 ] 
f(z) = 199/56*z^3 - 89/7*z + 1
*
[ -10/9 ] 
f(z) = 189/50*z^3 - 83/30*z + 1
*
[ -1 ] 
f(z) = 180/41*z^3 - 98/41*z + 1
*
[ 1/2 ] 
f(z) = 180/41*z^3 - 86/41*z + 1
*
[ -1 ] 
f(z) = 180/43*z^3 - 94/43*z + 1
*
[ 1/2 ] 
f(z) = 180/43*z^3 - 88/43*z + 1
*
[ 1/2 ] 
f(z) = 180/47*z^3 - 92/47*z + 1
*
[ 1/2 ] 
f(z) = 180/49*z^3 - 94/49*z + 1
*
[ 1/2 ] 
f(z) = 180/53*z^3 - 98/53*z + 1
*
[ -1 ] 
f(z) = 181/41*z^3 - 99/41*z + 1
*
[ -1 ] 
f(z) = 181/42*z^3 - 97/42*z + 1
*
[ -1 ] 
f(z) = 181/43*z^3 - 95/43*z + 1
*
[ -1 ] 
f(z) = 181/44*z^3 - 93/44*z + 1
*
[ -1 ] 
f(z) = 181/45*z^3 - 91/45*z + 1
*
[ -1 ] 
f(z) = 182/41*z^3 - 100/41*z + 1
*
[ -1 ] 
f(z) = 182/43*z^3 - 96/43*z + 1
*
[ -1 ] 
f(z) = 182/45*z^3 - 92/45*z + 1
*
[ -1 ] 
f(z) = 183/43*z^3 - 97/43*z + 1
*
[ -1 ] 
f(z) = 183/44*z^3 - 95/44*z + 1
*
[ 1/2 ] 
f(z) = 184/41*z^3 - 87/41*z + 1
*
[ -1 ] 
f(z) = 184/43*z^3 - 98/43*z + 1
*
[ 1/2 ] 
f(z) = 184/43*z^3 - 89/43*z + 1
*
[ -1 ] 
f(z) = 184/45*z^3 - 94/45*z + 1
*
[ 1/2 ] 
f(z) = 184/45*z^3 - 91/45*z + 1
*
[ 1/2 ] 
f(z) = 184/47*z^3 - 93/47*z + 1
*
[ 1/2 ] 
f(z) = 184/49*z^3 - 95/49*z + 1
*
[ 1/2 ] 
f(z) = 184/51*z^3 - 97/51*z + 1
*
[ 1/2 ] 
f(z) = 184/53*z^3 - 99/53*z + 1
*
[ -1 ] 
f(z) = 185/43*z^3 - 99/43*z + 1
*
[ -1 ] 
f(z) = 185/44*z^3 - 97/44*z + 1
*
[ -1 ] 
f(z) = 185/46*z^3 - 93/46*z + 1
*
[ -1 ] 
f(z) = 186/43*z^3 - 100/43*z + 1
*
[ -1 ] 
f(z) = 187/45*z^3 - 97/45*z + 1
*
[ -1 ] 
f(z) = 187/46*z^3 - 95/46*z + 1
*
[ -12/11 ] 
f(z) = 187/54*z^3 - 97/44*z + 1
*
[ 1/2 ] 
f(z) = 188/41*z^3 - 88/41*z + 1
*
[ 1/2 ] 
f(z) = 188/43*z^3 - 90/43*z + 1
*
[ -1 ] 
f(z) = 188/45*z^3 - 98/45*z + 1
*
[ 1/2 ] 
f(z) = 188/45*z^3 - 92/45*z + 1
*
[ 1/2 ] 
f(z) = 188/49*z^3 - 96/49*z + 1
*
[ 1/2 ] 
f(z) = 188/51*z^3 - 98/51*z + 1
*
[ 1/2 ] 
f(z) = 188/53*z^3 - 100/53*z + 1
*
[ -1 ] 
f(z) = 189/46*z^3 - 97/46*z + 1
*
[ -1 ] 
f(z) = 189/47*z^3 - 95/47*z + 1
*
[ -1 ] 
f(z) = 190/47*z^3 - 96/47*z + 1
*
[ -1 ] 
f(z) = 191/46*z^3 - 99/46*z + 1
*
[ -1 ] 
f(z) = 191/47*z^3 - 97/47*z + 1
*
[ 3/5 ] 
f(z) = 191/54*z^3 - 97/50*z + 1
*
[ 1/2 ] 
f(z) = 192/41*z^3 - 89/41*z + 1
*
[ 1/2 ] 
f(z) = 192/43*z^3 - 91/43*z + 1
*
[ -1 ] 
f(z) = 192/47*z^3 - 98/47*z + 1
*
[ 1/2 ] 
f(z) = 192/47*z^3 - 95/47*z + 1
*
[ 1/2 ] 
f(z) = 192/49*z^3 - 97/49*z + 1
*
[ -1 ] 
f(z) = 193/47*z^3 - 99/47*z + 1
*
[ -1 ] 
f(z) = 193/48*z^3 - 97/48*z + 1
*
[ -1 ] 
f(z) = 194/47*z^3 - 100/47*z + 1
*
[ 1/2 ] 
f(z) = 196/41*z^3 - 90/41*z + 1
*
[ 1/2 ] 
f(z) = 196/43*z^3 - 92/43*z + 1
*
[ 1/2 ] 
f(z) = 196/45*z^3 - 94/45*z + 1
*
[ 1/2 ] 
f(z) = 196/47*z^3 - 96/47*z + 1
*
[ 1/2 ] 
f(z) = 196/51*z^3 - 100/51*z + 1
*
[ -1 ] 
f(z) = 197/49*z^3 - 99/49*z + 1
*
[ 3/5 ] 
f(z) = 197/54*z^3 - 99/50*z + 1
*
[ -1 ] 
f(z) = 198/49*z^3 - 100/49*z + 1
*
[ -2 ] 
f(z) = 181/56*z^3 - 80/7*z + 1
*
[ 3 ] 
f(z) = 187/54*z^3 - 61/2*z + 1
*
-10/9 | 0.13291982423067951330670298230068715264 | 0.020822383657332063147044669667856761862
f(z) = 189/40*z^3 - 74/15*z + 1
*
[ -3 ] 
f(z) = 191/54*z^3 - 61/2*z + 1
*
[ 3/2 ] 
f(z) = 191/54*z^3 - 61/8*z + 1
*
[ -7/4 ] 
f(z) = 192/49*z^3 - 73/7*z + 1
*
[ 3 ] 
f(z) = 193/54*z^3 - 63/2*z + 1
*
[ 15/14 ] 
f(z) = 196/45*z^3 - 74/15*z + 1
*
[ -3 ] 
f(z) = 197/54*z^3 - 63/2*z + 1
*
[ 3/2 ] 
f(z) = 197/54*z^3 - 63/8*z + 1
*
[ 7/6 ] 
f(z) = 198/49*z^3 - 75/14*z + 1
*
[ 3 ] 
f(z) = 199/54*z^3 - 65/2*z + 1
*
[ 7/10 ] 
f(z) = 180/49*z^3 - 78/35*z + 1
*
[ 7/15 ] 
f(z) = 180/49*z^3 - 68/35*z + 1
*
[ 3/4 ] 
f(z) = 181/54*z^3 - 71/32*z + 1
*
[ 3/4 ] 
f(z) = 184/45*z^3 - 79/30*z + 1
*
[ 2/5 ] 
f(z) = 185/56*z^3 - 71/35*z + 1
*
[ 6/17 ] 
f(z) = 187/54*z^3 - 77/34*z + 1
*
[ 3/4 ] 
f(z) = 187/54*z^3 - 73/32*z + 1
*
[ 10/21 ] 
f(z) = 189/40*z^3 - 76/35*z + 1
*
[ -7/6 ] 
f(z) = 192/49*z^3 - 73/21*z + 1
*
[ 3/4 ] 
f(z) = 193/54*z^3 - 75/32*z + 1
*
[ 2/5 ] 
f(z) = 195/56*z^3 - 72/35*z + 1
*
[ 3/4 ] 
f(z) = 199/54*z^3 - 77/32*z + 1
*
[ 3 ] 
f(z) = 181/54*z^3 - 59/2*z + 1
*
[ -3/2 ] 
f(z) = 181/54*z^3 - 47/8*z + 1
*
2/3 | 0.17128284662679402969813732182013700079 | 0.027152849343582211421602062996422772672
f(z) = 183/40*z^3 - 53/15*z + 1
*
[ -3 ] 
f(z) = 185/54*z^3 - 59/2*z + 1
*
[ 3/2 ] 
f(z) = 185/54*z^3 - 59/8*z + 1
*
[ -3/2 ] 
f(z) = 187/54*z^3 - 49/8*z + 1
*
[ -10/9 ] 
f(z) = 189/40*z^3 - 59/15*z + 1
*
[ 2/9 ] 
f(z) = 189/40*z^3 - 56/15*z + 1
*
2/3 | 0.14532942999797625209386995929731465343 | 0.022921324019055393125585772593216959316
f(z) = 189/40*z^3 - 44/15*z + 1
*
[ -3/2 ] 
f(z) = 193/54*z^3 - 51/8*z + 1
*
[ 3/14 ] 
f(z) = 196/45*z^3 - 58/15*z + 1
*
[ -15/14 ] 
f(z) = 196/45*z^3 - 46/15*z + 1
*
[ -7/6 ] 
f(z) = 198/49*z^3 - 51/14*z + 1
*
[ -3/2 ] 
f(z) = 199/54*z^3 - 53/8*z + 1
*
[ 7/12 ] 
f(z) = 180/49*z^3 - 55/28*z + 1
*
[ 2/3 ] 
f(z) = 183/56*z^3 - 41/21*z + 1
*
[ 6/11 ] 
f(z) = 187/54*z^3 - 41/22*z + 1
*
[ 2/3 ] 
f(z) = 189/44*z^3 - 53/22*z + 1
*
[ 5/9 ] 
f(z) = 189/50*z^3 - 59/30*z + 1
*
[ 2/3 ] 
f(z) = 189/52*z^3 - 55/26*z + 1
*
[ 7/24 ] 
f(z) = 192/49*z^3 - 58/21*z + 1
*
[ 7/16 ] 
f(z) = 192/49*z^3 - 57/28*z + 1
*
[ 7/12 ] 
f(z) = 192/49*z^3 - 43/21*z + 1
*
[ 2/3 ] 
f(z) = 195/56*z^3 - 43/21*z + 1
*
[ 7/6 ] 
f(z) = 180/49*z^3 - 34/7*z + 1
*
[ -7/6 ] 
f(z) = 180/49*z^3 - 22/7*z + 1
*
[ 2/3 ] 
f(z) = 183/40*z^3 - 38/15*z + 1
*
[ -6/5 ] 
f(z) = 185/54*z^3 - 31/10*z + 1
*
[ 7/8 ] 
f(z) = 192/49*z^3 - 22/7*z + 1
*
[ 3/7 ] 
f(z) = 196/45*z^3 - 32/15*z + 1
*
[ 3/5 ] 
f(z) = 185/54*z^3 - 19/10*z + 1
*
[ 2/3 ] 
f(z) = 189/40*z^3 - 13/5*z + 1
*
[ -7/8 ]
f(z) = 192/49*z^3 - 6/7*z + 1
*
[ -7/24 ]
f(z) = 192/49*z^3 + 86/21*z + 1
*
[ 6 ] 
f(z) = 191/72*z^3 - 284/3*z + 1
*
[ -6 ] 
f(z) = 191/72*z^3 - 283/3*z + 1
*
[ 6 ] 
f(z) = 193/72*z^3 - 287/3*z + 1
*
[ -6 ] 
f(z) = 193/72*z^3 - 286/3*z + 1
*
[ 6 ] 
f(z) = 197/72*z^3 - 293/3*z + 1
*
[ -6 ] 
f(z) = 197/72*z^3 - 292/3*z + 1
*
[ 6 ] 
f(z) = 199/72*z^3 - 296/3*z + 1
*
[ -6 ] 
f(z) = 199/72*z^3 - 295/3*z + 1
*
[ 8/5 ] 
f(z) = 185/64*z^3 - 281/40*z + 1
*
[ 8/5 ] 
f(z) = 195/64*z^3 - 297/40*z + 1
*
[ -3/2 ] 
f(z) = 184/75*z^3 - 289/75*z + 1
*
[ -3/2 ] 
f(z) = 188/75*z^3 - 298/75*z + 1
*
5/4 | 0.19863903014772809004851931287295301543 | 0.027380039152628609771291107834878533941
f(z) = 188/75*z^3 - 283/60*z + 1
*
[ 5/4 ] 
f(z) = 192/65*z^3 - 287/65*z + 1
*
5/4 | 0.19527211437913197057575398252979567983 | 0.026787729441031711441266804651797462575
f(z) = 196/75*z^3 - 293/60*z + 1
*
[ 3/14 ] 
f(z) = 196/75*z^3 - 284/75*z + 1
*
[ 5/28 ] 
f(z) = 196/75*z^3 - 281/60*z + 1
*
[ 6/5 ] 
f(z) = 197/72*z^3 - 283/75*z + 1
*
[ 6/5 ] 
f(z) = 199/72*z^3 - 286/75*z + 1
*
2/21 | 0.21079459058602782204914657781472132840 | 0.029327301758136064877570598229314483586
f(z) = 189/64*z^3 - 283/112*z + 1
*
[ 6/7 ] 
f(z) = 181/72*z^3 - 296/147*z + 1
*
[ 4/9 ] 
f(z) = 181/64*z^3 - 293/162*z + 1
*
[ 4/9 ] 
f(z) = 185/64*z^3 - 295/162*z + 1
*
[ 5/11 ] 
f(z) = 187/75*z^3 - 283/165*z + 1
*
[ 4/9 ] 
f(z) = 193/64*z^3 - 299/162*z + 1
*
[ 6 ] 
f(z) = 181/72*z^3 - 269/3*z + 1
*
[ -6 ] 
f(z) = 181/72*z^3 - 268/3*z + 1
*
[ 6 ] 
f(z) = 185/72*z^3 - 275/3*z + 1
*
[ -6 ] 
f(z) = 185/72*z^3 - 274/3*z + 1
*
[ 6 ] 
f(z) = 187/72*z^3 - 278/3*z + 1
*
[ -6 ] 
f(z) = 187/72*z^3 - 277/3*z + 1
*
-12/5 | 0.28105117758853081056115657789181571792 | 0.028782410623699575379892735206572853951
f(z) = 195/64*z^3 - 272/15*z + 1
*
20/13 | 0.27962770295717380391355334126064405769 | 0.028572787312700964220882880950518016125
f(z) = 195/64*z^3 - 278/39*z + 1
*
[ 3/2 ] 
f(z) = 190/63*z^3 - 271/42*z + 1
*
[ 3/2 ] 
f(z) = 194/63*z^3 - 277/42*z + 1
*
[ 6/5 ] 
f(z) = 187/72*z^3 - 268/75*z + 1
*
[ 6/5 ] 
f(z) = 191/72*z^3 - 274/75*z + 1
*
1/4 | 0.15892942542475416689508396426279981118 | 0.028350880667066774429528313446082950509
f(z) = 192/65*z^3 - 272/65*z + 1
*
[ 6/5 ] 
f(z) = 193/72*z^3 - 277/75*z + 1
*
[ 3/14 ] 
f(z) = 196/69*z^3 - 262/69*z + 1
*
5/7 | 0.21486377253321278423503929572696814901 | 0.029704167662398034802658934417245458721
f(z) = 182/75*z^3 - 277/105*z + 1
*
[ 12/37 ] 
f(z) = 185/64*z^3 - 265/111*z + 1
*
[ 5/6 ] 
f(z) = 188/75*z^3 - 262/135*z + 1
*
[ 20/27 ] 
f(z) = 189/64*z^3 - 266/135*z + 1
*
[ -5/4 ] 
f(z) = 194/75*z^3 - 269/120*z + 1
*
[ 5/6 ] 
f(z) = 196/75*z^3 - 272/135*z + 1
*
[ 4/11 ] 
f(z) = 197/64*z^3 - 261/121*z + 1
*
[ 2/3 ] 
f(z) = 191/64*z^3 - 263/144*z + 1
*
[ 2/3 ] 
f(z) = 193/64*z^3 - 265/144*z + 1
*
[ 2/3 ] 
f(z) = 197/64*z^3 - 269/144*z + 1
*
[ 2/3 ] 
f(z) = 199/64*z^3 - 271/144*z + 1
*
[ 12/5 ] 
f(z) = 185/64*z^3 - 241/15*z + 1
*
[ -12/5 ] 
f(z) = 195/64*z^3 - 242/15*z + 1
*
116/63 | 0.28358555429677136751650651738128761478 | 0.029331567348275131498427110197245807488
f(z) = 189/64*z^3 - 247/21*z + 1
*
[ -8/5 ] 
f(z) = 195/64*z^3 - 247/40*z + 1
*
[ 6/5 ] 
f(z) = 181/72*z^3 - 259/75*z + 1
*
-5/4 | 0.19470189191665853339612620196304249359 | 0.027350280103031166767611600146254410304
f(z) = 188/75*z^3 - 247/60*z + 1
*
1/3 | 0.16379272283249227777003495204073093927 | 0.029686292915602778060376885201392432464
f(z) = 189/76*z^3 - 249/76*z + 1
*
[ 1/4 ] 
f(z) = 192/77*z^3 - 243/77*z + 1
*
[ 1/4 ] 
f(z) = 192/79*z^3 - 249/79*z + 1
*
-5/4 | 0.19286180112955200175747412404149420536 | 0.026941597264670346678188501025160918252
f(z) = 196/75*z^3 - 257/60*z + 1
*
3/4 | 0.12296693126259294061044242322325953679 | 0.018541450287560347859712038065384610850
f(z) = 188/63*z^3 - 253/84*z + 1
*
[ 20/63 ] 
f(z) = 189/64*z^3 - 257/105*z + 1
*
[ 4/11 ] 
f(z) = 181/64*z^3 - 257/121*z + 1
*
[ 5/6 ] 
f(z) = 184/75*z^3 - 257/135*z + 1
*
[ 4/11 ] 
f(z) = 185/64*z^3 - 258/121*z + 1
*
[ 8/17 ] 
f(z) = 187/64*z^3 - 241/136*z + 1
*
[ 4/11 ] 
f(z) = 189/64*z^3 - 259/121*z + 1
*
[ 4/11 ] 
f(z) = 193/64*z^3 - 260/121*z + 1
*
[ 2/3 ] 
f(z) = 198/65*z^3 - 241/130*z + 1
*
[ 2/3 ] 
f(z) = 198/67*z^3 - 243/134*z + 1
*
[ 2/3 ] 
f(z) = 181/64*z^3 - 253/144*z + 1
*
[ 1/2 ] 
f(z) = 182/75*z^3 - 241/150*z + 1
*
[ 1/2 ] 
f(z) = 182/79*z^3 - 249/158*z + 1
*
[ 3/4 ] 
f(z) = 184/75*z^3 - 257/150*z + 1
*
[ 2/3 ] 
f(z) = 185/64*z^3 - 257/144*z + 1
*
[ 1/2 ] 
f(z) = 186/77*z^3 - 247/154*z + 1
*
[ 1/2 ] 
f(z) = 186/79*z^3 - 251/158*z + 1
*
[ 2/3 ] 
f(z) = 187/64*z^3 - 259/144*z + 1
*
[ 2/3 ] 
f(z) = 189/73*z^3 - 241/146*z + 1
*
[ 2/3 ] 
f(z) = 189/79*z^3 - 247/158*z + 1
*
[ 1/2 ] 
f(z) = 190/73*z^3 - 241/146*z + 1
*
[ 1/2 ] 
f(z) = 190/77*z^3 - 249/154*z + 1
*
[ 1/2 ] 
f(z) = 190/79*z^3 - 253/158*z + 1
*
[ 1/2 ] 
f(z) = 194/73*z^3 - 243/146*z + 1
*
[ 1/2 ] 
f(z) = 194/75*z^3 - 247/150*z + 1
*
[ 1/2 ] 
f(z) = 194/77*z^3 - 251/154*z + 1
*
[ 1/2 ] 
f(z) = 194/79*z^3 - 255/158*z + 1
*
[ 2/3 ] 
f(z) = 198/71*z^3 - 247/142*z + 1
*
[ 1/2 ] 
f(z) = 198/71*z^3 - 241/142*z + 1
*
[ 2/3 ] 
f(z) = 198/73*z^3 - 249/146*z + 1
*
[ 1/2 ] 
f(z) = 198/73*z^3 - 245/146*z + 1
*
[ 1/2 ] 
f(z) = 198/79*z^3 - 257/158*z + 1
*
[ 2/3 ] 
f(z) = 198/79*z^3 - 255/158*z + 1
*
[ 5/2 ] 
f(z) = 184/75*z^3 - 221/15*z + 1
*
[ 5/2 ] 
f(z) = 188/75*z^3 - 226/15*z + 1
*
-20/9 | 0.28410906545246101029575009118017107042 | 0.029644617395051222000956315312518504428
f(z) = 189/64*z^3 - 227/15*z + 1
*
[ 5/2 ] 
f(z) = 196/75*z^3 - 236/15*z + 1
*
[ -5/2 ] 
f(z) = 196/75*z^3 - 224/15*z + 1
*
44/39 | 0.27371736573176951744962005664263321461 | 0.028407630373071441861197132050032063900
f(z) = 195/64*z^3 - 239/39*z + 1
*
[ -8/5 ] 
f(z) = 185/64*z^3 - 231/40*z + 1
*
-8/7 | 0.20827599716753303087547388469612994350 | 0.027819788261533726300529980951037775508
f(z) = 189/64*z^3 - 223/56*z + 1
*
-4/63 | 0.26461838167535923742130208530507757861 | 0.029853498272923313304033179527152454005
f(z) = 189/64*z^3 - 221/42*z + 1
*
[ -3/2 ] 
f(z) = 194/63*z^3 - 221/42*z + 1
*
[ 7/6 ] 
f(z) = 180/77*z^3 - 234/77*z + 1
*
-12/11 | 0.21179745897674680944159639054752455163 | 0.023729953139241484382627582623674592693
f(z) = 187/64*z^3 - 235/66*z + 1
*
[ 5/4 ] 
f(z) = 188/75*z^3 - 223/60*z + 1
*
[ 1/4 ] 
f(z) = 192/71*z^3 - 225/71*z + 1
*
[ 1/4 ] 
f(z) = 192/73*z^3 - 231/73*z + 1
*
[ -11/8 ] 
f(z) = 192/77*z^3 - 230/77*z + 1
*
[ 5/4 ] 
f(z) = 196/75*z^3 - 233/60*z + 1
*
[ 16/21 ] 
f(z) = 189/64*z^3 - 227/112*z + 1
*
[ 2/3 ] 
f(z) = 180/61*z^3 - 221/122*z + 1
*
[ 2/3 ] 
f(z) = 180/67*z^3 - 227/134*z + 1
*
[ 1/2 ] 
f(z) = 182/67*z^3 - 225/134*z + 1
*
[ 1/2 ] 
f(z) = 182/69*z^3 - 229/138*z + 1
*
[ -5/4 ] 
f(z) = 182/75*z^3 - 239/120*z + 1
*
[ 1/2 ] 
f(z) = 186/65*z^3 - 223/130*z + 1
*
[ 1/2 ] 
f(z) = 186/67*z^3 - 227/134*z + 1
*
[ 2/3 ] 
f(z) = 189/61*z^3 - 229/122*z + 1
*
[ 2/3 ] 
f(z) = 189/65*z^3 - 233/130*z + 1
*
[ 2/3 ] 
f(z) = 189/67*z^3 - 235/134*z + 1
*
[ 1/2 ] 
f(z) = 190/63*z^3 - 221/126*z + 1
*
[ 1/2 ] 
f(z) = 190/67*z^3 - 229/134*z + 1
*
[ 1/2 ] 
f(z) = 190/69*z^3 - 233/138*z + 1
*
[ 1/2 ] 
f(z) = 194/63*z^3 - 223/126*z + 1
*
[ 1/2 ] 
f(z) = 194/65*z^3 - 227/130*z + 1
*
[ 1/2 ] 
f(z) = 194/67*z^3 - 231/134*z + 1
*
[ 1/2 ] 
f(z) = 194/69*z^3 - 235/138*z + 1
*
[ 2/3 ] 
f(z) = 198/61*z^3 - 237/122*z + 1
*
[ 1/2 ] 
f(z) = 198/61*z^3 - 221/122*z + 1
*
[ 1/2 ] 
f(z) = 198/65*z^3 - 229/130*z + 1
*
[ 1/2 ] 
f(z) = 198/67*z^3 - 233/134*z + 1
*
[ 2/3 ] 
f(z) = 180/71*z^3 - 231/142*z + 1
*
[ 2/3 ] 
f(z) = 180/73*z^3 - 233/146*z + 1
*
[ 2/3 ] 
f(z) = 180/77*z^3 - 237/154*z + 1
*
[ 2/3 ] 
f(z) = 180/79*z^3 - 239/158*z + 1
*
[ 1/2 ] 
f(z) = 182/71*z^3 - 233/142*z + 1
*
[ 1/2 ] 
f(z) = 182/73*z^3 - 237/146*z + 1
*
[ 1/2 ] 
f(z) = 186/71*z^3 - 235/142*z + 1
*
[ 1/2 ] 
f(z) = 186/73*z^3 - 239/146*z + 1
*
[ 2/3 ] 
f(z) = 189/71*z^3 - 239/142*z + 1
*
[ 1/2 ] 
f(z) = 190/71*z^3 - 237/142*z + 1
*
[ 1/2 ] 
f(z) = 194/71*z^3 - 239/142*z + 1
*
[ -5/2 ] 
f(z) = 184/75*z^3 - 209/15*z + 1
*
[ -5/2 ] 
f(z) = 188/75*z^3 - 214/15*z + 1
*
-2 | 0.11007448445642635606150317553925837822 | 0.016454570748889733123760787600325799245
f(z) = 193/64*z^3 - 201/16*z + 1
*
-2 | 0.11027837179002079532781690453447174744 | 0.016460686049813599283017967303678800533
f(z) = 195/64*z^3 - 203/16*z + 1
*
-2 | 0.11047996583618527730999933364502351156 | 0.016466679738056412825968536212909599643
f(z) = 197/64*z^3 - 205/16*z + 1
*
-2 | 0.11067931942826788909320977249527218060 | 0.016472555847882431053459202909547859980
f(z) = 199/64*z^3 - 207/16*z + 1
*
[ 8/7 ] 
f(z) = 189/64*z^3 - 209/56*z + 1
*
[ -3/2 ] 
f(z) = 190/63*z^3 - 215/42*z + 1
*
1/3 | 0.15887692013018356897114094645967222793 | 0.029634072387689099914407051141358537662
f(z) = 189/64*z^3 - 213/64*z + 1
*
[ -4/3 ] 
f(z) = 189/68*z^3 - 217/68*z + 1
*
[ -4/3 ] 
f(z) = 189/76*z^3 - 203/76*z + 1
*
[ 1/4 ] 
f(z) = 192/65*z^3 - 207/65*z + 1
*
[ 1/4 ] 
f(z) = 192/67*z^3 - 213/67*z + 1
*
[ 12/13 ] 
f(z) = 195/64*z^3 - 209/78*z + 1
*
3/7 | 0.11921865675968758413705225892319291112 | 0.022276124251868816815991759799342675726
f(z) = 196/75*z^3 - 211/75*z + 1
*
[ 1/2 ] 
f(z) = 182/61*z^3 - 213/122*z + 1
*
[ 1/2 ] 
f(z) = 186/61*z^3 - 215/122*z + 1
*
[ 1/2 ] 
f(z) = 190/61*z^3 - 217/122*z + 1
*
[ 1/2 ] 
f(z) = 194/61*z^3 - 219/122*z + 1
*
[ 8/15 ] 
f(z) = 195/64*z^3 - 209/120*z + 1
*
-2 | 0.10879978132941413806736840839434592710 | 0.016415072742368331715659160593150935797
f(z) = 181/64*z^3 - 189/16*z + 1
*
-2 | 0.10901865565487754590917156201395578753 | 0.016422014373760723225960329063984537235
f(z) = 183/64*z^3 - 191/16*z + 1
*
-2 | 0.10923487452462443700519182922194124896 | 0.016428805587195625851430287844022686924
f(z) = 185/64*z^3 - 193/16*z + 1
*
-2 | 0.10944850426789808311709184069442936419 | 0.016435451804340488554205523403564573484
f(z) = 187/64*z^3 - 195/16*z + 1
*
[ -20/9 ] 
f(z) = 189/64*z^3 - 197/15*z + 1
*
-2 | 0.10965960865553643848664334419307237314 | 0.016441958177076737712864871968358097900
f(z) = 189/64*z^3 - 197/16*z + 1
*
[ 2 ] 
f(z) = 189/64*z^3 - 181/16*z + 1
*
-2 | 0.10986824903502080211358948604066046919 | 0.016448329604545293084500410764363970044
f(z) = 191/64*z^3 - 199/16*z + 1
*
[ 2 ] 
f(z) = 191/64*z^3 - 183/16*z + 1
*
[ 2 ] 
f(z) = 193/64*z^3 - 185/16*z + 1
*
[ 2 ] 
f(z) = 195/64*z^3 - 187/16*z + 1
*
[ 2 ] 
f(z) = 197/64*z^3 - 189/16*z + 1
*
[ 2 ] 
f(z) = 199/64*z^3 - 191/16*z + 1
*
-12/7 | 0.22094661327470788582620046902712024429 | 0.023477094765868685660267170138753358274
f(z) = 189/64*z^3 - 191/21*z + 1
*
-4/3 | 0.20928252248939009995418954524136866561 | 0.022164858961182941491463989790425393437
f(z) = 195/64*z^3 - 197/39*z + 1
*
28/39 | 0.21951457353761129832706740189616077529 | 0.023364234069436254759917957033364325794
f(z) = 195/64*z^3 - 188/39*z + 1
*
-5/4 | 0.18563582065140974033779379769952224496 | 0.027137571516630418677310270784497701240
f(z) = 188/75*z^3 - 187/60*z + 1
*
[ 20/21 ] 
f(z) = 189/64*z^3 - 191/70*z + 1
*
[ 1/4 ] 
f(z) = 192/61*z^3 - 195/61*z + 1
*
[ -5/4 ] 
f(z) = 192/65*z^3 - 183/65*z + 1
*
-5/4 | 0.18457005896239482560036065804695255376 | 0.026777840568396185530220352983776199200
f(z) = 196/75*z^3 - 197/60*z + 1
*
[ 3/5 ] 
f(z) = 185/63*z^3 - 181/105*z + 1
*
[ 12/17 ] 
f(z) = 187/64*z^3 - 191/102*z + 1
*
[ 3/5 ] 
f(z) = 190/63*z^3 - 184/105*z + 1
*
[ 8/13 ] 
f(z) = 195/64*z^3 - 185/104*z + 1
*
[ 2/3 ] 
f(z) = 195/68*z^3 - 181/102*z + 1
*
[ 2/3 ] 
f(z) = 195/76*z^3 - 187/114*z + 1
*
[ 5/8 ] 
f(z) = 184/75*z^3 - 187/120*z + 1
*
[ 3/5 ] 
f(z) = 185/72*z^3 - 191/120*z + 1
*
[ 2 ] 
f(z) = 181/64*z^3 - 173/16*z + 1
*
[ 2 ] 
f(z) = 183/64*z^3 - 175/16*z + 1
*
[ 2 ] 
f(z) = 185/64*z^3 - 177/16*z + 1
*
[ -2 ] 
f(z) = 185/64*z^3 - 161/16*z + 1
*
[ 2 ] 
f(z) = 187/64*z^3 - 179/16*z + 1
*
[ -2 ] 
f(z) = 187/64*z^3 - 163/16*z + 1
*
[ -2 ] 
f(z) = 189/64*z^3 - 165/16*z + 1
*
[ 8/3 ] 
f(z) = 189/64*z^3 - 163/8*z + 1
*
[ -2 ] 
f(z) = 191/64*z^3 - 167/16*z + 1
*
[ -2 ] 
f(z) = 193/64*z^3 - 169/16*z + 1
*
[ -2 ] 
f(z) = 195/64*z^3 - 171/16*z + 1
*
[ 15/7 ] 
f(z) = 196/75*z^3 - 172/15*z + 1
*
[ -2 ] 
f(z) = 197/64*z^3 - 173/16*z + 1
*
[ -2 ] 
f(z) = 199/64*z^3 - 175/16*z + 1
*
20/63 | 0.27081569163829040397643643209479250488 | 0.029155135465487756053171883693919841447
f(z) = 189/64*z^3 - 169/21*z + 1
*
4/3 | 0.23392600554411879040736556569914308445 | 0.027033712620791464826100250139398057824
f(z) = 195/64*z^3 - 179/30*z + 1
*
-10/7 | 0.19895775533167036565251437622428267391 | 0.029521860434161382809833056671506365336
f(z) = 196/75*z^3 - 169/30*z + 1
*
[ 2/9 ] 
f(z) = 189/64*z^3 - 175/48*z + 1
*
[ 1/3 ] 
f(z) = 180/71*z^3 - 162/71*z + 1
*
[ 1/3 ] 
f(z) = 180/73*z^3 - 166/73*z + 1
*
[ 1/3 ] 
f(z) = 180/77*z^3 - 174/77*z + 1
*
[ 1/3 ] 
f(z) = 180/79*z^3 - 178/79*z + 1
*
[ 1/3 ] 
f(z) = 189/71*z^3 - 163/71*z + 1
*
[ 1/3 ] 
f(z) = 189/73*z^3 - 167/73*z + 1
*
[ 1/3 ] 
f(z) = 189/74*z^3 - 169/74*z + 1
*
[ 1/3 ] 
f(z) = 189/76*z^3 - 173/76*z + 1
*
[ 1/3 ] 
f(z) = 189/79*z^3 - 179/79*z + 1
*
5/8 | 0.15585777791835787847266947780748855781 | 0.029644872109177825832277186708855073627
f(z) = 192/65*z^3 - 179/65*z + 1
*
[ 13/14 ] 
f(z) = 196/65*z^3 - 174/65*z + 1
*
5/28 | 0.18796983534033440922160004544678571693 | 0.028093598316422465867736925441810432966
f(z) = 196/75*z^3 - 161/60*z + 1
*
[ 1/3 ] 
f(z) = 198/71*z^3 - 164/71*z + 1
*
[ 1/3 ] 
f(z) = 198/73*z^3 - 168/73*z + 1
*
[ 1/3 ] 
f(z) = 198/79*z^3 - 180/79*z + 1
*
[ -6/5 ] 
f(z) = 199/72*z^3 - 161/75*z + 1
*
[ 4/7 ] 
f(z) = 183/64*z^3 - 165/98*z + 1
*
[ 8/11 ] 
f(z) = 187/64*z^3 - 169/88*z + 1
*
[ 4/7 ] 
f(z) = 187/64*z^3 - 167/98*z + 1
*
[ 3/4 ] 
f(z) = 188/63*z^3 - 169/84*z + 1
*
[ 4/7 ] 
f(z) = 191/64*z^3 - 169/98*z + 1
*
[ 4/7 ] 
f(z) = 195/64*z^3 - 171/98*z + 1
*
[ 4/7 ] 
f(z) = 199/64*z^3 - 173/98*z + 1
*
[ 5/7 ] 
f(z) = 182/75*z^3 - 172/105*z + 1
*
[ 2/3 ] 
f(z) = 183/68*z^3 - 173/102*z + 1
*
[ 2/3 ] 
f(z) = 183/76*z^3 - 179/114*z + 1
*
[ -2 ] 
f(z) = 181/64*z^3 - 157/16*z + 1
*
[ -2 ] 
f(z) = 183/64*z^3 - 159/16*z + 1
*
[ -8/3 ] 
f(z) = 189/64*z^3 - 157/8*z + 1
*
[ -15/7 ] 
f(z) = 196/75*z^3 - 158/15*z + 1
*
[ 4/27 ] 
f(z) = 189/64*z^3 - 157/27*z + 1
*
[ -12/7 ] 
f(z) = 189/64*z^3 - 149/21*z + 1
*
[ 10/7 ] 
f(z) = 196/75*z^3 - 151/30*z + 1
*
-4/3 | 0.23424993265959744612023922099730729661 | 0.027529145601634633858051285100473156997
f(z) = 189/64*z^3 - 155/42*z + 1
*
[ 1/3 ] 
f(z) = 180/61*z^3 - 142/61*z + 1
*
[ 1/3 ] 
f(z) = 180/67*z^3 - 154/67*z + 1
*
[ -6/5 ] 
f(z) = 187/72*z^3 - 143/75*z + 1
*
[ 1/3 ] 
f(z) = 189/61*z^3 - 143/61*z + 1
*
[ 1/3 ] 
f(z) = 189/62*z^3 - 145/62*z + 1
*
[ 1/3 ] 
f(z) = 189/64*z^3 - 149/64*z + 1
*
[ 1/3 ] 
f(z) = 189/65*z^3 - 151/65*z + 1
*
[ 1/3 ] 
f(z) = 189/67*z^3 - 155/67*z + 1
*
[ 1/3 ] 
f(z) = 189/68*z^3 - 157/68*z + 1
*
[ -6/5 ] 
f(z) = 191/72*z^3 - 149/75*z + 1
*
[ 7/8 ] 
f(z) = 192/77*z^3 - 158/77*z + 1
*
[ -6/5 ] 
f(z) = 193/72*z^3 - 152/75*z + 1
*
[ 5/14 ] 
f(z) = 196/65*z^3 - 142/65*z + 1
*
5/7 | 0.18072807307034570776611244202227373380 | 0.027118394522076198964102726405904484892
f(z) = 196/75*z^3 - 149/60*z + 1
*
[ -6/5 ] 
f(z) = 197/72*z^3 - 158/75*z + 1
*
[ 1/3 ] 
f(z) = 198/61*z^3 - 144/61*z + 1
*
[ 1/3 ] 
f(z) = 198/65*z^3 - 152/65*z + 1
*
[ 1/3 ] 
f(z) = 198/67*z^3 - 156/67*z + 1
*
[ 2/5 ] 
f(z) = 185/64*z^3 - 157/80*z + 1
*
[ 4/9 ] 
f(z) = 187/64*z^3 - 148/81*z + 1
*
[ 4/9 ] 
f(z) = 191/64*z^3 - 149/81*z + 1
*
[ 2/5 ] 
f(z) = 195/64*z^3 - 159/80*z + 1
*
[ 4/9 ] 
f(z) = 199/64*z^3 - 151/81*z + 1
*
[ 3/2 ] 
f(z) = 184/63*z^3 - 131/21*z + 1
*
5/4 | 0.19394822547342674659548085338974324785 | 0.029637964271306203326885965457993687293
f(z) = 184/75*z^3 - 139/30*z + 1
*
[ 3/2 ] 
f(z) = 188/63*z^3 - 134/21*z + 1
*
3/4 | 0.13502411120309045803394782052945330228 | 0.022781474007174413699763447174706053117
f(z) = 184/63*z^3 - 125/42*z + 1
*
[ 4/15 ] 
f(z) = 185/64*z^3 - 133/45*z + 1
*
20/21 | 0.19157234079563958707153890909294562575 | 0.022845076301841499829232879262427269308
f(z) = 189/64*z^3 - 137/42*z + 1
*
[ 1/2 ] 
f(z) = 180/77*z^3 - 122/77*z + 1
*
[ 1/2 ] 
f(z) = 180/79*z^3 - 124/79*z + 1
*
-1 | 0.091374214685870444480537291536160944588 | 0.017577044698940795345087759620068041843
f(z) = 181/60*z^3 - 121/60*z + 1
*
[ -6/5 ] 
f(z) = 181/72*z^3 - 134/75*z + 1
*
-1 | 0.12039764699038311755747084723548384416 | 0.023135567309966912337890625791274770262
f(z) = 182/61*z^3 - 121/61*z + 1
*
-1 | 0.10768282796152532709298832039830223443 | 0.020670527726192660435022540441179879196
f(z) = 183/62*z^3 - 121/62*z + 1
*
-1 | 0.12058083851375481006517192516227648929 | 0.023122209767937840549632868354946531348
f(z) = 184/61*z^3 - 123/61*z + 1
*
-1 | 0.10707491842582392961513310655491143931 | 0.020532356178998662969864276943880922280
f(z) = 184/63*z^3 - 121/63*z + 1
*
[ 1/2 ] 
f(z) = 184/75*z^3 - 121/75*z + 1
*
[ 1/2 ] 
f(z) = 184/77*z^3 - 123/77*z + 1
*
[ 1/2 ] 
f(z) = 184/79*z^3 - 125/79*z + 1
*
-1 | 0.12067175566315894316727749575743638915 | 0.023115618878594049956979430548996143518
f(z) = 185/61*z^3 - 124/61*z + 1
*
-1 | 0.10786419350919558376318262042873123078 | 0.020662230147420500465098677729095629669
f(z) = 185/62*z^3 - 123/62*z + 1
*
-1 | 0.10716556989493874134454653645260007048 | 0.020528403328393971663824359730421304075
f(z) = 185/63*z^3 - 122/63*z + 1
*
-1 | 0.11219967992617635111953786834905569547 | 0.021492726489480807988429058767156917850
f(z) = 185/64*z^3 - 121/64*z + 1
*
-1 | 0.12076222635867623055743798406617187491 | 0.023109085437711726217120219850441566985
f(z) = 186/61*z^3 - 125/61*z + 1
*
-1 | 0.12087530318686217195147523316977030802 | 0.023130723843713062986454195925136993186
f(z) = 186/65*z^3 - 121/65*z + 1
*
-1 | 0.091921912343901515763634611408693720291 | 0.017572166643171948466039562072556020021
f(z) = 187/60*z^3 - 127/60*z + 1
*
-1 | 0.12085225498346941644349762644609080891 | 0.023102608612270924434719811084564373399
f(z) = 187/61*z^3 - 126/61*z + 1
*
-1 | 0.10804443028282905177587127490631537874 | 0.020654212748462311382706676742263377187
f(z) = 187/62*z^3 - 125/62*z + 1
*
-1 | 0.10734554524859675771168054147875583358 | 0.020520611042701415395709209672934049676
f(z) = 187/63*z^3 - 124/63*z + 1
*
-1 | 0.11237939497678178081857590113590976174 | 0.021482902231220423185413689498066727310
f(z) = 187/64*z^3 - 123/64*z + 1
*
-1 | 0.12096481250566341124854404250597152034 | 0.023124125566025494822361678310094769082
f(z) = 187/65*z^3 - 122/65*z + 1
*
-1 | 0.12094184585621146402885913104478224625 | 0.023096187585902398948095317409757943361
f(z) = 188/61*z^3 - 127/61*z + 1
*
-1 | 0.10743487776614031443093742124012532612 | 0.020516770457640839806371546823447766290
f(z) = 188/63*z^3 - 125/63*z + 1
*
-1 | 0.12105388885825552869407462491884193799 | 0.023117584366930315251352111127659165388
f(z) = 188/65*z^3 - 123/65*z + 1
*
-1 | 0.12110953797942553022242447191150631306 | 0.023128211644300143460657580424732082037
f(z) = 188/67*z^3 - 121/67*z + 1
*
[ -5/4 ] 
f(z) = 188/75*z^3 - 127/60*z + 1
*
[ 1/2 ] 
f(z) = 188/75*z^3 - 122/75*z + 1
*
[ 1/2 ] 
f(z) = 188/77*z^3 - 124/77*z + 1
*
[ 1/2 ] 
f(z) = 188/79*z^3 - 126/79*z + 1
*
-1 | 0.12103100323234879301516857229283727669 | 0.023089821558465972841311379774129753181
f(z) = 189/61*z^3 - 128/61*z + 1
*
-1 | 0.10822292081476059537781990977806177754 | 0.020646345675179289093959820355290530029
f(z) = 189/62*z^3 - 127/62*z + 1
*
-1 | 0.11255737335766972431678587815411637833 | 0.021473255583356116674903828752748745292
f(z) = 189/64*z^3 - 125/64*z + 1
*
-1 | 0.12114253643367815817412483971334298946 | 0.023111099426514340699499518778136442673
f(z) = 189/65*z^3 - 124/65*z + 1
*
-1 | 0.12119793386042331418260961062348568597 | 0.023121667930981648662040094034400012188
f(z) = 189/67*z^3 - 122/67*z + 1
*
-1 | 0.11266816890740621881704390114069617223 | 0.021494392725117856931426288902149691822
f(z) = 189/68*z^3 - 121/68*z + 1
*
[ 2/3 ] 
f(z) = 189/74*z^3 - 121/74*z + 1
*
-1 | 0.12111973130533364977447421431525620367 | 0.023083509745641789444564616434359660819
f(z) = 190/61*z^3 - 129/61*z + 1
*
-1 | 0.10761225359383442478933499121110337929 | 0.020509197616378494622388360882013389416
f(z) = 190/63*z^3 - 127/63*z + 1
*
-1 | 0.12128590737837461743315215460275409970 | 0.023115180283218062446314066274675424305
f(z) = 190/67*z^3 - 123/67*z + 1
*
-1 | 0.10099614306060801261876780468437905373 | 0.019248271338504149285417169738030464918
f(z) = 190/69*z^3 - 121/69*z + 1
*
-1 | 0.092279238107334132134740403106650746692 | 0.017569389593194437502532572371218003970
f(z) = 191/60*z^3 - 131/60*z + 1
*
-1 | 0.12120803420782651295466685574044136433 | 0.023077251378533985884704303274296484944
f(z) = 191/61*z^3 - 130/61*z + 1
*
-1 | 0.10839969876992844515793950761901830892 | 0.020638624446146421896491149548584044500
f(z) = 191/62*z^3 - 129/62*z + 1
*
-1 | 0.10770030516504104190160517839392068698 | 0.020505464279512158465167083422068087246
f(z) = 191/63*z^3 - 128/63*z + 1
*
-1 | 0.11273364847060300341414341419368145703 | 0.021463781353921193841306416900222120840
f(z) = 191/64*z^3 - 127/64*z + 1
*
-1 | 0.12131856170654364187258953535994613389 | 0.023098295122777559117579854728435131227
f(z) = 191/65*z^3 - 126/65*z + 1
*
-1 | 0.088165311181490280624351084500083653105 | 0.016786123645181167406110287573025682197
f(z) = 191/66*z^3 - 125/66*z + 1
*
-1 | 0.12137346257069447017485641014962106430 | 0.023108747903826173803375616677549388563
f(z) = 191/67*z^3 - 124/67*z + 1
*
-1 | 0.11284345087764140074207508099300347043 | 0.021484687045245652149420867754855601133
f(z) = 191/68*z^3 - 123/68*z + 1
*
-1 | 0.10108448675147133244447979359193002903 | 0.019245853845249181632435588402584877881
f(z) = 191/69*z^3 - 122/69*z + 1
*
-1 | 0.10861930901430370288656249431241789252 | 0.020680436862690191373101117383424061035
f(z) = 191/70*z^3 - 121/70*z + 1
*
-1 | 0.12129591601286940657334051850524466496 | 0.023071045703286347507613745781683619682
f(z) = 192/61*z^3 - 131/61*z + 1
*
-1 | 0.12140594748292858757664117932508524967 | 0.023091974199133361936006254605894143939
f(z) = 192/65*z^3 - 127/65*z + 1
*
-1 | 0.12146060341692947615635974901818882705 | 0.023102370011232728205874801036822039983
f(z) = 192/67*z^3 - 125/67*z + 1
*
-1 | 0.12156920908829066183791972773862265848 | 0.023123027313555620633848589967269894790
f(z) = 192/71*z^3 - 121/71*z + 1
*
[ 1/2 ] 
f(z) = 192/73*z^3 - 121/73*z + 1
*
[ 1/2 ] 
f(z) = 192/77*z^3 - 125/77*z + 1
*
[ 1/2 ] 
f(z) = 192/79*z^3 - 127/79*z + 1
*
-1 | 0.092454834137213561997521353907455435101 | 0.017567979648912699977074688381930919181
f(z) = 193/60*z^3 - 133/60*z + 1
*
-1 | 0.12138338073503096313616140341331888776 | 0.023064891980709519894641895217578774165
f(z) = 193/61*z^3 - 132/61*z + 1
*
-1 | 0.10857479684525414785943526972486017521 | 0.020631044759989472809233970441473789680
f(z) = 193/62*z^3 - 131/62*z + 1
*
-1 | 0.10787515583036005001384090418828329527 | 0.020498101153244556990784615912987959344
f(z) = 193/63*z^3 - 130/63*z + 1
*
-1 | 0.11290825275896804626453308937180822190 | 0.021454474556949580064337656048112116056
f(z) = 193/64*z^3 - 129/64*z + 1
*
-1 | 0.12149292064229149281662732873239134554 | 0.023085706412744958383130587268737027336
f(z) = 193/65*z^3 - 128/65*z + 1
*
-1 | 0.088340459396764551050480415022067130025 | 0.016786178974207740352331909573580689683
f(z) = 193/66*z^3 - 127/66*z + 1
*
-1 | 0.12154733383986251595473951894597040733 | 0.023096045839087352669746436475975435167
f(z) = 193/67*z^3 - 126/67*z + 1
*
-1 | 0.11301707981591871085260196998282900401 | 0.021475153535389181206074439188354953820
f(z) = 193/68*z^3 - 125/68*z + 1
*
-1 | 0.10125787434933562875052152484162968701 | 0.019240705934545313565561165777090316124
f(z) = 193/69*z^3 - 124/69*z + 1
*
-1 | 0.10879310839336583926322346900257689310 | 0.020672527640469868313107048604286237736
f(z) = 193/70*z^3 - 123/70*z + 1
*
-1 | 0.12165545996041544926145518500715669116 | 0.023116591627775596409353060992874360953
f(z) = 193/71*z^3 - 122/71*z + 1
*
-1 | 0.099561860210596815205511316866685840059 | 0.018918434609831111164654191229045621392
f(z) = 193/72*z^3 - 121/72*z + 1
*
-1 | 0.12147043233152405093475893759721889115 | 0.023058789485919372279966675916575487599
f(z) = 194/61*z^3 - 133/61*z + 1
*
-1 | 0.10796196283471815941900697490076429829 | 0.020494470347302356609471932558297153352
f(z) = 194/63*z^3 - 131/63*z + 1
*
-1 | 0.12157948508132621338707889165641802635 | 0.023079491020871397829140456820654092495
f(z) = 194/65*z^3 - 129/65*z + 1
*
-1 | 0.12163365770659113580664396079928519232 | 0.023089774635887060056548716228108508868
f(z) = 194/67*z^3 - 127/67*z + 1
*
-1 | 0.10134292598733888845702758796758649752 | 0.019237975459338973332575562098311281497
f(z) = 194/69*z^3 - 125/69*z + 1
*
-1 | 0.12174130853027812997983214994483870846 | 0.023110210042543137418305852188337572595
f(z) = 194/71*z^3 - 123/71*z + 1
*
-1 | 0.12179479182417598128084387470984302734 | 0.023120362801460124109662892067600133406
f(z) = 194/73*z^3 - 121/73*z + 1
*
-1 | 0.12155707470329675238689447177487981275 | 0.023052737507986122485899309344923717925
f(z) = 195/61*z^3 - 134/61*z + 1
*
-1 | 0.10874824680652603540213719413639076223 | 0.020623602486351572998504040958422266546
f(z) = 195/62*z^3 - 133/62*z + 1
*
-1 | 0.11308121774421729496342848143808570163 | 0.021445330402230911495607612351977628472
f(z) = 195/64*z^3 - 131/64*z + 1
*
-1 | 0.12171957882958037237336997243006608525 | 0.023083555664611927829695744863111142777
f(z) = 195/67*z^3 - 128/67*z + 1
*
-1 | 0.11318908676569729413288100460721833123 | 0.021465787263696945906229324144523046213
f(z) = 195/68*z^3 - 127/68*z + 1
*
-1 | 0.12182675855346151016138128686365073466 | 0.023103881803973549788691590421105475517
f(z) = 195/71*z^3 - 124/71*z + 1
*
-1 | 0.12188000912206151280933061377082557279 | 0.023113980528240180862139375079164633565
f(z) = 195/73*z^3 - 122/73*z + 1
*
-1 | 0.10907049176375420580200327992907022580 | 0.020684714753411186234820044138772288697
f(z) = 195/74*z^3 - 121/74*z + 1
*
-1 | 0.12164331169609745403140945976818444457 | 0.023046735349593849067628548574335679049
f(z) = 196/61*z^3 - 135/61*z + 1
*
-1 | 0.12175140311039030607168980084078757913 | 0.023067214520902456146991569972879343113
f(z) = 196/65*z^3 - 131/65*z + 1
*
[ 5/7 ] 
f(z) = 196/65*z^3 - 126/65*z + 1
*
-1 | 0.12180510096769073893340685974194382113 | 0.023077388202371562643121519293883551416
f(z) = 196/67*z^3 - 129/67*z + 1
*
[ 3/7 ] 
f(z) = 196/69*z^3 - 128/69*z + 1
*
-1 | 0.10151389832729131605299771497554832713 | 0.019232984669963718899311135681696872257
f(z) = 196/69*z^3 - 127/69*z + 1
*
-1 | 0.12191181373296324530169725629428970667 | 0.023097606172643558164355302807307661325
f(z) = 196/71*z^3 - 125/71*z + 1
*
-1 | 0.12196483361196331117065279735435230941 | 0.023107651403265318757341218295869445865
f(z) = 196/73*z^3 - 123/73*z + 1
*
[ 1/2 ] 
f(z) = 196/73*z^3 - 122/73*z + 1
*
[ 3/7 ] 
f(z) = 196/75*z^3 - 136/75*z + 1
*
[ 1/2 ] 
f(z) = 196/75*z^3 - 124/75*z + 1
*
-1 | 0.10167399400372566091144382637042433918 | 0.019263316651508372344875662713209474735
f(z) = 196/75*z^3 - 121/75*z + 1
*
[ 1/2 ] 
f(z) = 196/79*z^3 - 128/79*z + 1
*
-1 | 0.092800052597947144111465885163680337445 | 0.017565109612025980743603716362234750408
f(z) = 197/60*z^3 - 137/60*z + 1
*
-1 | 0.12172914710151478353762119567501522480 | 0.023040782326710031234535446880809066916
f(z) = 197/61*z^3 - 136/61*z + 1
*
-1 | 0.10892073166289149977614774740959429363 | 0.020616417093745058946927163136242444056
f(z) = 197/62*z^3 - 135/62*z + 1
*
-1 | 0.10821995682594680964238828827950418019 | 0.020483775069525393677117727037665002585
f(z) = 197/63*z^3 - 134/63*z + 1
*
-1 | 0.11325257406059089069996056108750138223 | 0.021436344285675275967657596821336804225
f(z) = 197/64*z^3 - 133/64*z + 1
*
-1 | 0.12183676422210705672510597224398919403 | 0.023061151997485150093356378293793927165
f(z) = 197/65*z^3 - 132/65*z + 1
*
-1 | 0.088683827210544468289370413809704155721 | 0.016785994211835663189508464808008520310
f(z) = 197/66*z^3 - 131/66*z + 1
*
-1 | 0.12189022782718207454627739046122690351 | 0.023071271540061977582121326166406151781
f(z) = 197/67*z^3 - 130/67*z + 1
*
-1 | 0.11335950190034288441508720353672173269 | 0.021456583489999417339278967342365547370
f(z) = 197/68*z^3 - 129/68*z + 1
*
-1 | 0.10159982643860252729314017823287737314 | 0.019230722806684557004222883322726133106
f(z) = 197/69*z^3 - 128/69*z + 1
*
-1 | 0.10913394024021390207103918774190458837 | 0.020656773019480546708817649015424694742
f(z) = 197/70*z^3 - 127/70*z + 1
*
-1 | 0.12199647772017673734915415905129524542 | 0.023091382423240060697342460808771223941
f(z) = 197/71*z^3 - 126/71*z + 1
*
-1 | 0.099902413605250653388889991631266017945 | 0.018909438048325004028608895776372586704
f(z) = 197/72*z^3 - 125/72*z + 1
*
-1 | 0.12204926891841567328754764954493480289 | 0.023101374693262088846161293071589340732
f(z) = 197/73*z^3 - 124/73*z + 1
*
-1 | 0.10923952323509751006231361209070645672 | 0.020676757672790296861768754348782572463
f(z) = 197/74*z^3 - 123/74*z + 1
*
-1 | 0.10175820242699706247010303402334446680 | 0.019260700069823786130179729450254254184
f(z) = 197/75*z^3 - 122/75*z + 1
*
-1 | 0.12181458465799310479094655475553690586 | 0.023034877768264771326746316203354958271
f(z) = 198/61*z^3 - 137/61*z + 1
*
-1 | 0.12192173165887789833134890726830972561 | 0.023055139037270833861970847708444531214
f(z) = 198/65*z^3 - 133/65*z + 1
*
-1 | 0.12197496306269393468223866963435985161 | 0.023065204982032523628148639368812868005
f(z) = 198/67*z^3 - 131/67*z + 1
*
-1 | 0.12208075411584919644821357070562529338 | 0.023085209844219176045413119359332191358
f(z) = 198/71*z^3 - 127/71*z + 1
*
-1 | 0.12213331861578195124429944947110428711 | 0.023095149678881014449339279913338499988
f(z) = 198/73*z^3 - 125/73*z + 1
*
-1 | 0.092971803608374447549309075364738364278 | 0.017564037342817012886567659336132680404
f(z) = 199/60*z^3 - 139/60*z + 1
*
-1 | 0.12189962805182425873312015111421290384 | 0.023029021015839368205900371638591572607
f(z) = 199/61*z^3 - 138/61*z + 1
*
-1 | 0.10909097714293410796590384191390287446 | 0.020609237660635217558287693418116203020
f(z) = 199/62*z^3 - 137/62*z + 1
*
-1 | 0.10838996780108564817995026003530236206 | 0.020476804452070670901556404201775914187
f(z) = 199/63*z^3 - 136/63*z + 1
*
-1 | 0.11342235148821444098878841675146232114 | 0.021427511780245507291691871148675779896
f(z) = 199/64*z^3 - 135/64*z + 1
*
-1 | 0.12200630905172026491788243697659606760 | 0.023049174965673828901483721632259772867
f(z) = 199/65*z^3 - 134/65*z + 1
*
-1 | 0.088852106767437679552165777454414761499 | 0.016785752891543003500190907755325299089
f(z) = 199/66*z^3 - 133/66*z + 1
*
-1 | 0.12205931027820317962562214230377675055 | 0.023059187845762531016300619474351271579
f(z) = 199/67*z^3 - 132/67*z + 1
*
-1 | 0.11352835455545935269516237101034974156 | 0.021447537656471222100693582918996890185
f(z) = 199/68*z^3 - 131/68*z + 1
*
-1 | 0.10176845021667114042989127983400417354 | 0.019225881294672656024776713908686891538
f(z) = 199/69*z^3 - 130/69*z + 1
*
-1 | 0.10930298819199858100927182334308760769 | 0.020649290341537740088064889499505233714
f(z) = 199/70*z^3 - 129/70*z + 1
*
-1 | 0.12216464647101750378399172329879729517 | 0.023079087737475229940619028560955939143
f(z) = 199/71*z^3 - 128/71*z + 1
*
-1 | 0.10007035619126864497384294499703848328 | 0.018905080947511300473852748104290860510
f(z) = 199/72*z^3 - 127/72*z + 1
*
-1 | 0.12221698622917984351946242848781142976 | 0.023088975654361834696423266129424319738
f(z) = 199/73*z^3 - 126/73*z + 1
*
-1 | 0.10940766829241254054817656176722836352 | 0.020669066285655866321593718378933749953
f(z) = 199/74*z^3 - 125/74*z + 1
*
-1 | 0.10192547182756787275075247932977897762 | 0.019255545486722072908935624682621102814
f(z) = 199/75*z^3 - 124/75*z + 1
*
-1 | 0.11373771942931708051652616130003395282 | 0.021487090427526424822855366050557681099
f(z) = 199/76*z^3 - 123/76*z + 1
*
[ 2/3 ] 
f(z) = 181/72*z^3 - 131/81*z + 1
*
[ 2/3 ] 
f(z) = 185/72*z^3 - 133/81*z + 1
*
[ 2/3 ] 
f(z) = 187/72*z^3 - 134/81*z + 1
*
[ 2/3 ] 
f(z) = 191/72*z^3 - 136/81*z + 1
*
[ 2/3 ] 
f(z) = 193/72*z^3 - 137/81*z + 1
*
[ 2/3 ] 
f(z) = 197/72*z^3 - 139/81*z + 1
*
[ 2/3 ] 
f(z) = 199/72*z^3 - 140/81*z + 1
*
-2 | 0.096346210353808768600551694447512699575 | 0.014391712185440960458247896707205549453
f(z) = 193/72*z^3 - 101/9*z + 1
*
-2 | 0.096757276037988175370018794658774181846 | 0.014410905354126114242038340478788462577
f(z) = 197/72*z^3 - 103/9*z + 1
*
-2 | 0.096959290091141036991516714058962563769 | 0.014420241870170549708253015803074800187
f(z) = 199/72*z^3 - 104/9*z + 1
*
[ -3/2 ] 
f(z) = 184/63*z^3 - 103/21*z + 1
*
[ 5/4 ] 
f(z) = 184/75*z^3 - 109/30*z + 1
*
[ 12/11 ] 
f(z) = 187/64*z^3 - 112/33*z + 1
*
[ -3/2 ] 
f(z) = 188/63*z^3 - 106/21*z + 1
*
4/3 | 0.17816454703138096303062182668884224347 | 0.020131061858624328075005886420603953377
f(z) = 189/64*z^3 - 109/21*z + 1
*
[ -10/7 ] 
f(z) = 196/75*z^3 - 109/30*z + 1
*
[ 4/5 ] 
f(z) = 181/64*z^3 - 103/50*z + 1
*
[ 6/17 ] 
f(z) = 187/72*z^3 - 110/51*z + 1
*
[ 8/21 ] 
f(z) = 189/64*z^3 - 115/56*z + 1
*
-68/63 | 0.18531791438440545956412393833997613161 | 0.022364456700374824822154241782396867533
f(z) = 189/64*z^3 - 113/42*z + 1
*
[ -8/7 ] 
f(z) = 189/64*z^3 - 111/56*z + 1
*
[ 4/5 ] 
f(z) = 189/64*z^3 - 107/50*z + 1
*
-10/9 | 0.17741239332172828332135674610651450811 | 0.027981441559222110111043374384434884571
f(z) = 189/64*z^3 - 103/48*z + 1
*
[ 4/5 ] 
f(z) = 193/64*z^3 - 109/50*z + 1
*
[ 4/5 ] 
f(z) = 197/64*z^3 - 111/50*z + 1
*
-1 | 0.12021261538342476927128196766412266898 | 0.023149165077852927339077610887783169337
f(z) = 180/61*z^3 - 119/61*z + 1
*
[ 1/2 ] 
f(z) = 180/61*z^3 - 106/61*z + 1
*
-1 | 0.12038666135255792909807220361569119623 | 0.023182680852031432931098713935510018530
f(z) = 180/67*z^3 - 113/67*z + 1
*
[ 1/2 ] 
f(z) = 180/67*z^3 - 112/67*z + 1
*
[ 1/2 ] 
f(z) = 180/71*z^3 - 116/71*z + 1
*
[ 1/2 ] 
f(z) = 180/73*z^3 - 118/73*z + 1
*
-1 | 0.12030536351582095610038928286287618964 | 0.023142335715930339140574806348075221221
f(z) = 181/61*z^3 - 120/61*z + 1
*
-1 | 0.10749899364197524848928814274951011211 | 0.020678860254306890459856434660140578949
f(z) = 181/62*z^3 - 119/62*z + 1
*
-1 | 0.10680025568366040740642340790836357677 | 0.020544448720720864826793907564049264986
f(z) = 181/63*z^3 - 118/63*z + 1
*
-1 | 0.11183490118534396312677493663643054069 | 0.021512929701166404787019604154990093138
f(z) = 181/64*z^3 - 117/64*z + 1
*
-1 | 0.12042111107597934209260024842043169601 | 0.023164601297590237029499351647477907140
f(z) = 181/65*z^3 - 116/65*z + 1
*
-1 | 0.087269151711990443893200716893120232119 | 0.016787381273302476899837741207426783900
f(z) = 181/66*z^3 - 115/66*z + 1
*
-1 | 0.12047858881585257205198035909822668802 | 0.023175657904822584379955127158761265108
f(z) = 181/67*z^3 - 114/67*z + 1
*
-1 | 0.11194985743771013688852609742019555523 | 0.021535043064254770752173325909767215941
f(z) = 181/68*z^3 - 113/68*z + 1
*
-1 | 0.10019113465638534528662930720616476189 | 0.019273096445721921203891041247313550885
f(z) = 181/69*z^3 - 112/69*z + 1
*
-1 | 0.12057005939162845739087316042348280077 | 0.023168698013213988228789000068833889044
f(z) = 182/67*z^3 - 115/67*z + 1
*
-1 | 0.10028337251605566187045281149993047023 | 0.019270415767353102852738947400030022950
f(z) = 182/69*z^3 - 113/69*z + 1
*
-1 | 0.11201819380744747174216900686037781930 | 0.021502733767004861649589618873605123363
f(z) = 183/64*z^3 - 119/64*z + 1
*
-1 | 0.12060413460592754656105360452853839488 | 0.023150869599710171203321654602766518270
f(z) = 183/65*z^3 - 118/65*z + 1
*
-1 | 0.12066107762344418149664561346966457137 | 0.023161800239670808470073702811677166751
f(z) = 183/67*z^3 - 116/67*z + 1
*
-1 | 0.11213208059500100963548265472440919774 | 0.021524595191378054461383201585865828706
f(z) = 183/68*z^3 - 115/68*z + 1
*
-1 | 0.10790995541792215129650851339384278152 | 0.020714126547599056073373617945126836649
f(z) = 183/70*z^3 - 113/70*z + 1
*
[ 1/2 ] 
f(z) = 184/61*z^3 - 107/61*z + 1
*
[ 1/2 ] 
f(z) = 184/63*z^3 - 109/63*z + 1
*
-1 | 0.12069496858342360103121684535417010788 | 0.023144094998163786586261586840001812842
f(z) = 184/65*z^3 - 119/65*z + 1
*
[ 1/2 ] 
f(z) = 184/65*z^3 - 111/65*z + 1
*
-1 | 0.12075164798710588817416952351195166762 | 0.023154963665836171161073496739315770429
f(z) = 184/67*z^3 - 117/67*z + 1
*
[ 1/2 ] 
f(z) = 184/67*z^3 - 113/67*z + 1
*
[ 1/2 ] 
f(z) = 184/71*z^3 - 117/71*z + 1
*
[ 1/2 ] 
f(z) = 184/73*z^3 - 119/73*z + 1
*
-1 | 0.087634552161035287928209448010046670151 | 0.016787084079603030241077406392455770748
f(z) = 185/66*z^3 - 119/66*z + 1
*
-1 | 0.12084177489201283347340352208707730075 | 0.023148187392034671484575531706996592038
f(z) = 185/67*z^3 - 118/67*z + 1
*
-1 | 0.11231251714161544516193836609437710571 | 0.021514341340885578095853140424536236800
f(z) = 185/68*z^3 - 117/68*z + 1
*
-1 | 0.10055430382991461395051608447141049546 | 0.019261963590078828417666047469832642000
f(z) = 185/69*z^3 - 116/69*z + 1
*
-1 | 0.12095386153280817294246207039234333052 | 0.023169658464994273381282624543694232441
f(z) = 185/71*z^3 - 114/71*z + 1
*
-1 | 0.12093146268246960933897900202380038209 | 0.023141470536791381065996120675567004093
f(z) = 186/67*z^3 - 119/67*z + 1
*
-1 | 0.12104303831140326217578407377473589313 | 0.023162821672983057914211724416407059718
f(z) = 186/71*z^3 - 115/71*z + 1
*
-1 | 0.12102071563896601491423876366995466872 | 0.023134812236365790234068243133625290792
f(z) = 187/67*z^3 - 120/67*z + 1
*
-1 | 0.10073170016856884459976314941350815333 | 0.019256281516314186197724458849629115681
f(z) = 187/69*z^3 - 118/69*z + 1
*
-1 | 0.10826870209945476040723073150724111495 | 0.020697085461122703633405823000192050301
f(z) = 187/70*z^3 - 117/70*z + 1
*
-1 | 0.12113178493876705964871820503274700692 | 0.023156044695474588016087728995033219928
f(z) = 187/71*z^3 - 116/71*z + 1
*
[ 1/2 ] 
f(z) = 188/61*z^3 - 108/61*z + 1
*
[ 1/2 ] 
f(z) = 188/63*z^3 - 110/63*z + 1
*
[ 1/2 ] 
f(z) = 188/65*z^3 - 112/65*z + 1
*
[ 1/2 ] 
f(z) = 188/67*z^3 - 114/67*z + 1
*
-1 | 0.10082130422959244359708064587021576887 | 0.019253780514566272920939644296737527746
f(z) = 188/69*z^3 - 119/69*z + 1
*
[ 1/2 ] 
f(z) = 188/69*z^3 - 116/69*z + 1
*
[ 1/2 ] 
f(z) = 188/71*z^3 - 118/71*z + 1
*
-1 | 0.12122010556810567668389038656427480098 | 0.023149326666573853913652848869077524163
f(z) = 188/71*z^3 - 117/71*z + 1
*
[ 1/2 ] 
f(z) = 188/73*z^3 - 120/73*z + 1
*
[ 2/3 ] 
f(z) = 189/62*z^3 - 115/62*z + 1
*
-1 | 0.12130800429247622103815099859110354995 | 0.023142666737626966022277249188458255887
f(z) = 189/71*z^3 - 118/71*z + 1
*
-1 | 0.12139548514594727282282672768422738455 | 0.023136064076786696912866993245836665069
f(z) = 190/71*z^3 - 119/71*z + 1
*
-1 | 0.12144992025244835134889764609868765001 | 0.023146438549202384653778239825137645716
f(z) = 190/73*z^3 - 117/73*z + 1
*
-1 | 0.12148255210473142044480148852086001024 | 0.023129517868591226352945392432609323417
f(z) = 191/71*z^3 - 120/71*z + 1
*
-1 | 0.099389190772837706943945439827511540579 | 0.018923080097488657653538696381686768727
f(z) = 191/72*z^3 - 119/72*z + 1
*
-1 | 0.12153674606466032812005805126282165410 | 0.023139836059498713612446556601882812370
f(z) = 191/73*z^3 - 118/73*z + 1
*
[ 1/2 ] 
f(z) = 192/61*z^3 - 109/61*z + 1
*
[ 5/8 ] 
f(z) = 192/65*z^3 - 114/65*z + 1
*
[ 1/2 ] 
f(z) = 192/65*z^3 - 113/65*z + 1
*
[ 1/2 ] 
f(z) = 192/67*z^3 - 115/67*z + 1
*
[ 1/2 ] 
f(z) = 192/71*z^3 - 119/71*z + 1
*
-1 | 0.12162316404975609111060425057340375151 | 0.023133289797428168332783066300127699408
f(z) = 192/73*z^3 - 119/73*z + 1
*
-1 | 0.12170917804265427766829839402728329561 | 0.023126798970467377894461183404271612710
f(z) = 193/73*z^3 - 120/73*z + 1
*
-1 | 0.10889989304696042322925687967293833671 | 0.020692818527784442460573115634515023546
f(z) = 193/74*z^3 - 119/74*z + 1
*
[ 1/2 ] 
f(z) = 196/61*z^3 - 110/61*z + 1
*
[ 1/2 ] 
f(z) = 196/65*z^3 - 114/65*z + 1
*
[ 1/2 ] 
f(z) = 196/67*z^3 - 116/67*z + 1
*
[ 1/2 ] 
f(z) = 196/69*z^3 - 118/69*z + 1
*
[ 1/2 ] 
f(z) = 196/71*z^3 - 120/71*z + 1
*
5/28 | 0.18574775071133715641518271150402255123 | 0.027871601239380521786751324564822778829
f(z) = 196/75*z^3 - 101/60*z + 1
*
[ 4 ] 
f(z) = 181/64*z^3 - 89/2*z + 1
*
-2 | 0.095052312064999541760765569198303551851 | 0.014329526468698909741626424528634118059
f(z) = 181/72*z^3 - 95/9*z + 1
*
[ 2 ] 
f(z) = 181/72*z^3 - 86/9*z + 1
*
[ -4 ] 
f(z) = 183/64*z^3 - 89/2*z + 1
*
[ 4 ] 
f(z) = 185/64*z^3 - 91/2*z + 1
*
-2 | 0.095494252307765313561250844455370267127 | 0.014351076567318587288129254860194216215
f(z) = 185/72*z^3 - 97/9*z + 1
*
[ 2 ] 
f(z) = 185/72*z^3 - 88/9*z + 1
*
[ -4 ] 
f(z) = 187/64*z^3 - 91/2*z + 1
*
[ 4/3 ] 
f(z) = 187/64*z^3 - 89/18*z + 1
*
-2 | 0.095711128880146482492027362229891126012 | 0.014361532821272438750146304645194460314
f(z) = 187/72*z^3 - 98/9*z + 1
*
[ 2 ] 
f(z) = 187/72*z^3 - 89/9*z + 1
*
[ 4 ] 
f(z) = 189/64*z^3 - 93/2*z + 1
*
[ -4 ] 
f(z) = 191/64*z^3 - 93/2*z + 1
*
[ 4/3 ] 
f(z) = 191/64*z^3 - 91/18*z + 1
*
-2 | 0.096137042522413883858389313836197087081 | 0.014381843918398142997235333533845306003
f(z) = 191/72*z^3 - 100/9*z + 1
*
[ 2 ] 
f(z) = 191/72*z^3 - 91/9*z + 1
*
[ -2 ] 
f(z) = 191/72*z^3 - 82/9*z + 1
*
[ 4 ] 
f(z) = 193/64*z^3 - 95/2*z + 1
*
[ 2 ] 
f(z) = 193/72*z^3 - 92/9*z + 1
*
[ -2 ] 
f(z) = 193/72*z^3 - 83/9*z + 1
*
[ -4 ] 
f(z) = 195/64*z^3 - 95/2*z + 1
*
[ 4 ] 
f(z) = 197/64*z^3 - 97/2*z + 1
*
[ 2 ] 
f(z) = 197/72*z^3 - 94/9*z + 1
*
[ -2 ] 
f(z) = 197/72*z^3 - 85/9*z + 1
*
[ -4 ] 
f(z) = 199/64*z^3 - 97/2*z + 1
*
[ 4/3 ] 
f(z) = 199/64*z^3 - 95/18*z + 1
*
[ 2 ] 
f(z) = 199/72*z^3 - 95/9*z + 1
*
[ -2 ] 
f(z) = 199/72*z^3 - 86/9*z + 1
*
-5/4 | 0.18044321801331400300383302400512843640 | 0.029482753150947829744374939554068841555
f(z) = 184/75*z^3 - 91/30*z + 1
*
-20/21 | 0.26041561421597898655269132252067852206 | 0.029602455350310411841388321324538633763
f(z) = 189/64*z^3 - 92/35*z + 1
*
68/63 | 0.16007713490965788660524300930034429500 | 0.018535555694886140319397749271974957626
f(z) = 189/64*z^3 - 88/21*z + 1
*
-12/13 | 0.24759512086437084879153538674763912538 | 0.027705860810793345123036555348570249376
f(z) = 195/64*z^3 - 98/39*z + 1
*
[ 4/15 ] 
f(z) = 195/64*z^3 - 89/30*z + 1
*
[ 4/7 ] 
f(z) = 181/64*z^3 - 82/49*z + 1
*
[ 2/3 ] 
f(z) = 183/64*z^3 - 85/48*z + 1
*
[ 3/4 ] 
f(z) = 184/63*z^3 - 83/42*z + 1
*
[ 4/7 ] 
f(z) = 185/64*z^3 - 83/49*z + 1
*
[ 2/5 ] 
f(z) = 185/72*z^3 - 86/45*z + 1
*
[ 4/7 ] 
f(z) = 193/64*z^3 - 85/49*z + 1
*
[ 2/3 ] 
f(z) = 195/64*z^3 - 89/48*z + 1
*
[ 4/7 ] 
f(z) = 197/64*z^3 - 86/49*z + 1
*
[ 15/28 ] 
f(z) = 196/75*z^3 - 97/60*z + 1
*
[ -2 ] 
f(z) = 181/72*z^3 - 77/9*z + 1
*
[ -4/3 ] 
f(z) = 185/64*z^3 - 61/18*z + 1
*
[ -2 ] 
f(z) = 185/72*z^3 - 79/9*z + 1
*
[ -2 ] 
f(z) = 187/72*z^3 - 80/9*z + 1
*
[ 4/21 ] 
f(z) = 189/64*z^3 - 61/14*z + 1
*
[ -4/3 ] 
f(z) = 193/64*z^3 - 65/18*z + 1
*
4/5 | 0.15535856513740058393144629326208585065 | 0.018387059666094653816542047544884974063
f(z) = 195/64*z^3 - 73/15*z + 1
*
[ -4/3 ] 
f(z) = 197/64*z^3 - 67/18*z + 1
*
[ -5/4 ] 
f(z) = 184/75*z^3 - 61/30*z + 1
*
[ 4/15 ] 
f(z) = 189/64*z^3 - 74/25*z + 1
*
[ 2/3 ] 
f(z) = 189/76*z^3 - 61/38*z + 1
*
[ -4/3 ] 
f(z) = 181/64*z^3 - 59/18*z + 1
*
[ -4 ] 
f(z) = 181/64*z^3 - 44*z + 1
*
[ 4/3 ] 
f(z) = 181/64*z^3 - 43/9*z + 1
*
[ 4 ] 
f(z) = 183/64*z^3 - 45*z + 1
*
[ -4 ] 
f(z) = 185/64*z^3 - 45*z + 1
*
[ 4/3 ] 
f(z) = 185/64*z^3 - 44/9*z + 1
*
-6/5 | 0.18825122463850518870653171529906924743 | 0.026006949892547785391276581829004089423
f(z) = 185/72*z^3 - 58/15*z + 1
*
[ 6/5 ] 
f(z) = 185/72*z^3 - 53/15*z + 1
*
[ 4/17 ] 
f(z) = 187/64*z^3 - 58/17*z + 1
*
[ 4 ] 
f(z) = 187/64*z^3 - 46*z + 1
*
[ -4 ] 
f(z) = 189/64*z^3 - 46*z + 1
*
[ 4 ] 
f(z) = 191/64*z^3 - 47*z + 1
*
[ -4 ] 
f(z) = 193/64*z^3 - 47*z + 1
*
[ 4/3 ] 
f(z) = 193/64*z^3 - 46/9*z + 1
*
[ 4 ] 
f(z) = 195/64*z^3 - 48*z + 1
*
[ 15/14 ] 
f(z) = 196/75*z^3 - 44/15*z + 1
*
-15/14 | 0.059616005216573722595783324899602490822 | 0.011199679401356913250006379404902863354
f(z) = 196/75*z^3 - 41/15*z + 1
*
[ -4 ] 
f(z) = 197/64*z^3 - 48*z + 1
*
[ 4/3 ] 
f(z) = 197/64*z^3 - 47/9*z + 1
*
[ 4 ] 
f(z) = 199/64*z^3 - 49*z + 1
*
[ 4/5 ] 
f(z) = 183/64*z^3 - 52/25*z + 1
*
[ 4/9 ] 
f(z) = 183/64*z^3 - 49/27*z + 1
*
[ 4/5 ] 
f(z) = 187/64*z^3 - 53/25*z + 1
*
[ 4/11 ] 
f(z) = 187/64*z^3 - 47/22*z + 1
*
[ 6/11 ] 
f(z) = 187/72*z^3 - 53/33*z + 1
*
[ 8/9 ] 
f(z) = 189/64*z^3 - 59/24*z + 1
*
20/63 | 0.19006807992175290774281737409150552864 | 0.022937714131166196839587571724327384372
f(z) = 189/64*z^3 - 43/21*z + 1
*
[ 2/3 ] 
f(z) = 189/68*z^3 - 59/34*z + 1
*
[ 4/5 ] 
f(z) = 191/64*z^3 - 54/25*z + 1
*
[ 4/9 ] 
f(z) = 195/64*z^3 - 50/27*z + 1
*
[ 4/5 ] 
f(z) = 199/64*z^3 - 56/25*z + 1
*
[ -1 ]
f(z) = 182/61*z^3 - 60/61*z + 1
*
[ 4/3 ] 
f(z) = 183/64*z^3 - 29/6*z + 1
*
[ 4/5 ] 
f(z) = 185/64*z^3 - 21/10*z + 1
*
[ -6/5 ] 
f(z) = 185/72*z^3 - 28/15*z + 1
*
[ -4/3 ] 
f(z) = 187/64*z^3 - 31/9*z + 1
*
4/9 | 0.16983358104144229488756801260193759188 | 0.024189082754921496052616208123764260491
f(z) = 189/64*z^3 - 35/6*z + 1
*
-4/3 | 0.13843509885573595193760280740197755540 | 0.020259689149619739054601477321134813062
f(z) = 189/64*z^3 - 29/6*z + 1
*
[ 2/3 ] 
f(z) = 189/64*z^3 - 29/16*z + 1
*
[ -4/3 ] 
f(z) = 191/64*z^3 - 32/9*z + 1
*
[ 4/13 ] 
f(z) = 195/64*z^3 - 33/13*z + 1
*
[ 4/3 ] 
f(z) = 195/64*z^3 - 31/6*z + 1
*
[ 5/14 ] 
f(z) = 196/75*z^3 - 32/15*z + 1
*
[ 5/7 ] 
f(z) = 196/75*z^3 - 26/15*z + 1
*
[ -4/3 ] 
f(z) = 199/64*z^3 - 34/9*z + 1
*
-4/3 | 0.17757628082860174768477512404220704410 | 0.025618841973092964719185323386982580792
f(z) = 183/64*z^3 - 16/3*z + 1
*
[ -4/3 ] 
f(z) = 183/64*z^3 - 10/3*z + 1
*
[ 4/7 ] 
f(z) = 189/64*z^3 - 12/7*z + 1
*
[ 4/9 ] 
f(z) = 189/64*z^3 - 11/6*z + 1
*
[ -4/3 ] 
f(z) = 189/64*z^3 - 7/2*z + 1
*
[ 4/3 ] 
f(z) = 189/64*z^3 - 5*z + 1
*
-4/3 | 0.18716177627130954050288125743452089898 | 0.026767619442067687388506918065750105753
f(z) = 195/64*z^3 - 17/3*z + 1
*
[ -4/3 ] 
f(z) = 195/64*z^3 - 11/3*z + 1
*
[ 4/5 ] 
f(z) = 195/64*z^3 - 11/5*z + 1
*
[ -2 ] 
f(z) = 181/84*z^3 - 299/42*z + 1
*
[ -2 ] 
f(z) = 181/92*z^3 - 293/46*z + 1
*
[ -2 ] 
f(z) = 183/92*z^3 - 297/46*z + 1
*
[ 6/5 ] 
f(z) = 185/81*z^3 - 281/90*z + 1
*
[ 3/11 ] 
f(z) = 187/81*z^3 - 281/99*z + 1
*
1/3 | 0.13520411765356604269424976116026406526 | 0.023919394330824722573914227109761893953
f(z) = 189/88*z^3 - 285/88*z + 1
*
[ 6/5 ] 
f(z) = 190/81*z^3 - 289/90*z + 1
*
[ 5/4 ] 
f(z) = 192/85*z^3 - 283/85*z + 1
*
[ 1/4 ] 
f(z) = 192/91*z^3 - 285/91*z + 1
*
[ 1/4 ] 
f(z) = 192/95*z^3 - 297/95*z + 1
*
[ 5/4 ] 
f(z) = 192/95*z^3 - 281/95*z + 1
*
[ -3/2 ] 
f(z) = 196/87*z^3 - 296/87*z + 1
*
[ -3/2 ] 
f(z) = 196/93*z^3 - 286/93*z + 1
*
[ 12/11 ] 
f(z) = 187/96*z^3 - 295/132*z + 1
*
[ -4/3 ] 
f(z) = 195/88*z^3 - 289/132*z + 1
*
[ 3/8 ] 
f(z) = 188/81*z^3 - 287/144*z + 1
*
-20/21 | 0.090768080143226956539423118758255255549 | 0.012628326319790961393793873116293145106
f(z) = 189/80*z^3 - 293/140*z + 1
*
[ 1/2 ] 
f(z) = 182/95*z^3 - 281/190*z + 1
*
[ 1/2 ] 
f(z) = 182/97*z^3 - 285/194*z + 1
*
[ 1/2 ] 
f(z) = 182/99*z^3 - 289/198*z + 1
*
[ 1/2 ] 
f(z) = 186/95*z^3 - 283/190*z + 1
*
[ 1/2 ] 
f(z) = 186/97*z^3 - 287/194*z + 1
*
[ 1/2 ] 
f(z) = 190/93*z^3 - 281/186*z + 1
*
[ 1/2 ] 
f(z) = 190/97*z^3 - 289/194*z + 1
*
[ 1/2 ] 
f(z) = 190/99*z^3 - 293/198*z + 1
*
[ 2/3 ] 
f(z) = 191/80*z^3 - 281/180*z + 1
*
[ 2/3 ] 
f(z) = 193/80*z^3 - 283/180*z + 1
*
[ 1/2 ] 
f(z) = 194/93*z^3 - 283/186*z + 1
*
[ 1/2 ] 
f(z) = 194/95*z^3 - 287/190*z + 1
*
[ 1/2 ] 
f(z) = 194/99*z^3 - 295/198*z + 1
*
[ 15/28 ] 
f(z) = 196/81*z^3 - 281/180*z + 1
*
[ 2/3 ] 
f(z) = 197/80*z^3 - 287/180*z + 1
*
[ 1/2 ] 
f(z) = 198/91*z^3 - 281/182*z + 1
*
[ 1/2 ] 
f(z) = 198/95*z^3 - 289/190*z + 1
*
[ 1/2 ] 
f(z) = 198/97*z^3 - 293/194*z + 1
*
[ 2/3 ] 
f(z) = 199/80*z^3 - 289/180*z + 1
*
[ 2/3 ] 
f(z) = 181/96*z^3 - 289/216*z + 1
*
[ 2/3 ] 
f(z) = 185/96*z^3 - 293/216*z + 1
*
[ 2/3 ] 
f(z) = 187/96*z^3 - 295/216*z + 1
*
[ 12/17 ] 
f(z) = 187/96*z^3 - 283/204*z + 1
*
[ 2/3 ] 
f(z) = 191/96*z^3 - 299/216*z + 1
*
[ 18/7 ] 
f(z) = 196/81*z^3 - 277/18*z + 1
*
[ -18/7 ] 
f(z) = 196/81*z^3 - 263/18*z + 1
*
-3/28 | 0.10763681349022538376468799806522174008 | 0.013762112506014362332851979188849313132
f(z) = 196/81*z^3 - 277/36*z + 1
*
[ -9/5 ] 
f(z) = 185/81*z^3 - 263/45*z + 1
*
[ -9/5 ] 
f(z) = 190/81*z^3 - 272/45*z + 1
*
[ 3/2 ] 
f(z) = 190/99*z^3 - 263/66*z + 1
*
[ 3/2 ] 
f(z) = 194/99*z^3 - 269/66*z + 1
*
[ -3/2 ] 
f(z) = 184/87*z^3 - 269/87*z + 1
*
[ -3/2 ] 
f(z) = 188/87*z^3 - 278/87*z + 1
*
[ -3/2 ] 
f(z) = 188/93*z^3 - 268/93*z + 1
*
[ 1/4 ] 
f(z) = 192/83*z^3 - 261/83*z + 1
*
[ 1/4 ] 
f(z) = 192/85*z^3 - 267/85*z + 1
*
[ 1/4 ] 
f(z) = 192/89*z^3 - 279/89*z + 1
*
[ 17/14 ] 
f(z) = 196/85*z^3 - 274/85*z + 1
*
[ 4/11 ] 
f(z) = 187/96*z^3 - 265/132*z + 1
*
[ 1/2 ] 
f(z) = 182/85*z^3 - 261/170*z + 1
*
[ 1/2 ] 
f(z) = 182/87*z^3 - 265/174*z + 1
*
[ 1/2 ] 
f(z) = 182/89*z^3 - 269/178*z + 1
*
[ -5/4 ] 
f(z) = 184/85*z^3 - 269/170*z + 1
*
[ 3/4 ] 
f(z) = 184/87*z^3 - 265/174*z + 1
*
[ 1/2 ] 
f(z) = 186/85*z^3 - 263/170*z + 1
*
[ 1/2 ] 
f(z) = 186/89*z^3 - 271/178*z + 1
*
[ 9/19 ] 
f(z) = 190/81*z^3 - 280/171*z + 1
*
[ 1/2 ] 
f(z) = 190/83*z^3 - 261/166*z + 1
*
[ 1/2 ] 
f(z) = 190/87*z^3 - 269/174*z + 1
*
[ 1/2 ] 
f(z) = 190/89*z^3 - 273/178*z + 1
*
[ 1/2 ] 
f(z) = 194/83*z^3 - 263/166*z + 1
*
[ 1/2 ] 
f(z) = 194/85*z^3 - 267/170*z + 1
*
[ 1/2 ] 
f(z) = 194/87*z^3 - 271/174*z + 1
*
[ 1/2 ] 
f(z) = 194/89*z^3 - 275/178*z + 1
*
[ 1/2 ] 
f(z) = 198/83*z^3 - 265/166*z + 1
*
[ 1/2 ] 
f(z) = 198/85*z^3 - 269/170*z + 1
*
[ 2/3 ] 
f(z) = 198/85*z^3 - 261/170*z + 1
*
[ 1/2 ] 
f(z) = 198/89*z^3 - 277/178*z + 1
*
[ 2/3 ] 
f(z) = 198/89*z^3 - 265/178*z + 1
*
[ 2/3 ] 
f(z) = 181/80*z^3 - 271/180*z + 1
*
[ 1/2 ] 
f(z) = 182/93*z^3 - 277/186*z + 1
*
[ 3/4 ] 
f(z) = 184/93*z^3 - 269/186*z + 1
*
[ 1/2 ] 
f(z) = 186/91*z^3 - 275/182*z + 1
*
[ 2/3 ] 
f(z) = 187/80*z^3 - 277/180*z + 1
*
[ 2/3 ] 
f(z) = 189/95*z^3 - 263/190*z + 1
*
[ 2/3 ] 
f(z) = 189/97*z^3 - 265/194*z + 1
*
[ 1/2 ] 
f(z) = 190/91*z^3 - 277/182*z + 1
*
[ 1/2 ] 
f(z) = 194/91*z^3 - 279/182*z + 1
*
[ 7/13 ] 
f(z) = 195/98*z^3 - 261/182*z + 1
*
[ 2/3 ] 
f(z) = 198/91*z^3 - 267/182*z + 1
*
[ 2/3 ] 
f(z) = 198/95*z^3 - 271/190*z + 1
*
[ 2/3 ] 
f(z) = 198/97*z^3 - 273/194*z + 1
*
[ 3/2 ] 
f(z) = 182/99*z^3 - 251/66*z + 1
*
-4/3 | 0.10838714340317309191087952357462524654 | 0.015610720480305139677917689523271170817
f(z) = 183/80*z^3 - 259/60*z + 1
*
[ 7/5 ] 
f(z) = 195/98*z^3 - 253/70*z + 1
*
[ -3/2 ] 
f(z) = 184/93*z^3 - 259/93*z + 1
*
[ 27/28 ] 
f(z) = 196/81*z^3 - 247/108*z + 1
*
[ -4/3 ] 
f(z) = 183/88*z^3 - 257/132*z + 1
*
4/21 | 0.082954524115481618992513979727412397406 | 0.011541246642875479124047728392232863069
f(z) = 189/80*z^3 - 257/140*z + 1
*
[ 3/4 ] 
f(z) = 193/81*z^3 - 241/144*z + 1
*
[ 3/4 ] 
f(z) = 197/81*z^3 - 245/144*z + 1
*
[ 3/4 ] 
f(z) = 199/81*z^3 - 247/144*z + 1
*
[ 2/3 ] 
f(z) = 180/83*z^3 - 243/166*z + 1
*
[ 2/3 ] 
f(z) = 180/89*z^3 - 249/178*z + 1
*
[ 1/2 ] 
f(z) = 182/81*z^3 - 253/162*z + 1
*
[ 1/2 ] 
f(z) = 182/83*z^3 - 257/166*z + 1
*
[ 1/2 ] 
f(z) = 186/83*z^3 - 259/166*z + 1
*
[ 2/3 ] 
f(z) = 189/83*z^3 - 251/166*z + 1
*
[ 2/3 ] 
f(z) = 189/85*z^3 - 253/170*z + 1
*
[ 2/3 ] 
f(z) = 189/89*z^3 - 257/178*z + 1
*
[ 1/2 ] 
f(z) = 190/81*z^3 - 257/162*z + 1
*
[ 1/2 ] 
f(z) = 194/81*z^3 - 259/162*z + 1
*
[ 2/3 ] 
f(z) = 198/83*z^3 - 259/166*z + 1
*
[ 2/3 ] 
f(z) = 180/91*z^3 - 251/182*z + 1
*
[ 2/3 ] 
f(z) = 180/97*z^3 - 257/194*z + 1
*
[ 27/14 ] 
f(z) = 196/81*z^3 - 230/27*z + 1
*
3/28 | 0.15574131849506761646565092680742621867 | 0.020409174254354966658786191865303778496
f(z) = 196/81*z^3 - 229/36*z + 1
*
[ 4/3 ] 
f(z) = 183/80*z^3 - 229/60*z + 1
*
[ 7/5 ] 
f(z) = 185/98*z^3 - 239/70*z + 1
*
[ 7/6 ] 
f(z) = 180/91*z^3 - 232/91*z + 1
*
[ 3/10 ] 
f(z) = 190/81*z^3 - 229/90*z + 1
*
[ 6/7 ] 
f(z) = 182/81*z^3 - 229/126*z + 1
*
[ 8/9 ] 
f(z) = 189/80*z^3 - 239/120*z + 1
*
[ 4/9 ] 
f(z) = 189/88*z^3 - 221/132*z + 1
*
-3/28 | 0.17860146304343406747531731569139092857 | 0.026799294955945453690822976997588771414
f(z) = 196/99*z^3 - 223/132*z + 1
*
[ 3/4 ] 
f(z) = 181/81*z^3 - 229/144*z + 1
*
[ 3/4 ] 
f(z) = 185/81*z^3 - 233/144*z + 1
*
[ 3/4 ] 
f(z) = 187/81*z^3 - 235/144*z + 1
*
[ 9/17 ] 
f(z) = 187/81*z^3 - 235/153*z + 1
*
[ 10/21 ] 
f(z) = 189/80*z^3 - 229/140*z + 1
*
[ 3/4 ] 
f(z) = 191/81*z^3 - 239/144*z + 1
*
[ 3/5 ] 
f(z) = 185/99*z^3 - 221/165*z + 1
*
[ 3/5 ] 
f(z) = 190/99*z^3 - 224/165*z + 1
*
-2 | 0.10951758021834046697001493711469562134 | 0.016371321481530518116600671362970993000
f(z) = 191/80*z^3 - 201/20*z + 1
*
-2 | 0.088757892392799948696324527909330526583 | 0.013248434642315126582673904831449029741
f(z) = 191/96*z^3 - 203/24*z + 1
*
-2 | 0.10973012490412024096250598082790483482 | 0.016378852053535703189581766511831487551
f(z) = 193/80*z^3 - 203/20*z + 1
*
-2 | 0.088978893339381423465519273715069929735 | 0.013262014782289017611839746738264234510
f(z) = 193/96*z^3 - 205/24*z + 1
*
9/7 | 0.16924903172881013940713850829900282240 | 0.022336849436079735100489059331091339618
f(z) = 196/81*z^3 - 217/36*z + 1
*
9/7 | 0.21664335651468817368143122761738438232 | 0.028808058430593328313194752651646869743
f(z) = 196/81*z^3 - 205/36*z + 1
*
[ -27/14 ] 
f(z) = 196/81*z^3 - 202/27*z + 1
*
-2 | 0.11014760385129261110753276362688973728 | 0.016393419884794124515984410978172424986
f(z) = 197/80*z^3 - 207/20*z + 1
*
-2 | 0.089411320520446877081150562835135710345 | 0.013288193725921330695842820718290987408
f(z) = 197/96*z^3 - 209/24*z + 1
*
-2 | 0.11035266525965584929331897709976257555 | 0.016400469041352736486528692947675715315
f(z) = 199/80*z^3 - 209/20*z + 1
*
-2 | 0.089623940198754931764368865338685415584 | 0.013300966440078927395029303413523663511
f(z) = 199/96*z^3 - 211/24*z + 1
*
[ 9/7 ] 
f(z) = 182/81*z^3 - 220/63*z + 1
*
[ 2/7 ] 
f(z) = 189/88*z^3 - 206/77*z + 1
*
[ 1/3 ] 
f(z) = 180/91*z^3 - 202/91*z + 1
*
[ 1/3 ] 
f(z) = 180/97*z^3 - 214/97*z + 1
*
[ 1/3 ] 
f(z) = 189/92*z^3 - 205/92*z + 1
*
[ 1/3 ] 
f(z) = 189/94*z^3 - 209/94*z + 1
*
[ 1/3 ] 
f(z) = 189/95*z^3 - 211/95*z + 1
*
[ 1/3 ] 
f(z) = 189/97*z^3 - 215/97*z + 1
*
[ 1/3 ] 
f(z) = 198/91*z^3 - 204/91*z + 1
*
[ 1/3 ] 
f(z) = 198/95*z^3 - 212/95*z + 1
*
[ 1/3 ] 
f(z) = 198/97*z^3 - 216/97*z + 1
*
[ -4/3 ] 
f(z) = 197/96*z^3 - 205/108*z + 1
*
[ -4/3 ] 
f(z) = 199/96*z^3 - 209/108*z + 1
*
[ 2/5 ] 
f(z) = 185/96*z^3 - 217/120*z + 1
*
-8/9 | 0.15149746557625008895606494076435816075 | 0.023894145161012979162682305330704181144
f(z) = 189/80*z^3 - 209/120*z + 1
*
[ 7/11 ] 
f(z) = 187/98*z^3 - 207/154*z + 1
*
[ 4/7 ] 
f(z) = 189/80*z^3 - 213/140*z + 1
*
[ 9/4 ] 
f(z) = 184/81*z^3 - 197/18*z + 1
*
[ -9/4 ] 
f(z) = 184/81*z^3 - 181/18*z + 1
*
[ 3 ] 
f(z) = 187/81*z^3 - 181/9*z + 1
*
[ 3 ] 
f(z) = 188/81*z^3 - 182/9*z + 1
*
[ 3 ] 
f(z) = 190/81*z^3 - 184/9*z + 1
*
[ 3 ] 
f(z) = 191/81*z^3 - 185/9*z + 1
*
[ 3 ] 
f(z) = 193/81*z^3 - 187/9*z + 1
*
[ -3 ] 
f(z) = 193/81*z^3 - 181/9*z + 1
*
[ 3 ] 
f(z) = 194/81*z^3 - 188/9*z + 1
*
[ -3 ] 
f(z) = 194/81*z^3 - 182/9*z + 1
*
[ 3 ] 
f(z) = 196/81*z^3 - 190/9*z + 1
*
[ -3 ] 
f(z) = 196/81*z^3 - 184/9*z + 1
*
[ 3 ] 
f(z) = 197/81*z^3 - 191/9*z + 1
*
[ -3 ] 
f(z) = 197/81*z^3 - 185/9*z + 1
*
[ 3 ] 
f(z) = 199/81*z^3 - 193/9*z + 1
*
[ -3 ] 
f(z) = 199/81*z^3 - 187/9*z + 1
*
-2 | 0.10841400794518757680764793466623804886 | 0.016330933326026798784344320938234334623
f(z) = 181/80*z^3 - 191/20*z + 1
*
-2 | 0.087606610909845561757519579934040001186 | 0.013175938408447514358943566039582826005
f(z) = 181/96*z^3 - 193/24*z + 1
*
-2 | 0.10864042007223478045462165930691822097 | 0.016339400288098120589575048056254290641
f(z) = 183/80*z^3 - 193/20*z + 1
*
-2 | 0.088075729920320572117682253686347137985 | 0.013205750827675457805286166399031995843
f(z) = 185/96*z^3 - 197/24*z + 1
*
-2 | 0.10908454218097863206474554871663520114 | 0.016355734826112398421790974115398643232
f(z) = 187/80*z^3 - 197/20*z + 1
*
-2 | 0.088306919965974380597953427558128966607 | 0.013220392048839874530624080019443166311
f(z) = 187/96*z^3 - 199/24*z + 1
*
-2 | 0.10930240948658341932578451909079553289 | 0.016363618002442501081438040867389195358
f(z) = 189/80*z^3 - 199/20*z + 1
*
2/9 | 0.18922697714189430272528489749256567620 | 0.025922223266579519265504637462822572514
f(z) = 189/88*z^3 - 185/33*z + 1
*
[ 2 ] 
f(z) = 191/80*z^3 - 181/20*z + 1
*
[ 2 ] 
f(z) = 193/80*z^3 - 183/20*z + 1
*
[ 3/2 ] 
f(z) = 193/81*z^3 - 181/36*z + 1
*
[ 2 ] 
f(z) = 193/96*z^3 - 181/24*z + 1
*
[ -12/7 ] 
f(z) = 196/81*z^3 - 199/36*z + 1
*
9/28 | 0.20237468438966109336760570767957993443 | 0.027363750976547964238052808315403248351
f(z) = 196/81*z^3 - 181/36*z + 1
*
[ 2 ] 
f(z) = 197/80*z^3 - 187/20*z + 1
*
[ 3/2 ] 
f(z) = 197/81*z^3 - 185/36*z + 1
*
[ 2 ] 
f(z) = 197/96*z^3 - 185/24*z + 1
*
[ 2 ] 
f(z) = 199/80*z^3 - 189/20*z + 1
*
[ 3/2 ] 
f(z) = 199/81*z^3 - 187/36*z + 1
*
[ 2 ] 
f(z) = 199/96*z^3 - 187/24*z + 1
*
[ 9/8 ] 
f(z) = 184/81*z^3 - 199/72*z + 1
*
-10/9 | 0.14118611803612451587907868517105269258 | 0.021441243863759181214229901191572365739
f(z) = 189/80*z^3 - 181/60*z + 1
*
-22/21 | 0.20776027159654657163007566164764512073 | 0.028461101200239601538191830672245521793
f(z) = 189/88*z^3 - 185/77*z + 1
*
[ -3/2 ] 
f(z) = 194/99*z^3 - 181/66*z + 1
*
[ 1/3 ] 
f(z) = 180/83*z^3 - 186/83*z + 1
*
[ 1/3 ] 
f(z) = 180/89*z^3 - 198/89*z + 1
*
[ 1/3 ] 
f(z) = 189/80*z^3 - 181/80*z + 1
*
[ 1/3 ] 
f(z) = 189/82*z^3 - 185/82*z + 1
*
[ 1/3 ] 
f(z) = 189/83*z^3 - 187/83*z + 1
*
[ 1/3 ] 
f(z) = 189/85*z^3 - 191/85*z + 1
*
[ 1/3 ] 
f(z) = 189/86*z^3 - 193/86*z + 1
*
[ 1/3 ] 
f(z) = 189/88*z^3 - 197/88*z + 1
*
[ 1/3 ] 
f(z) = 189/89*z^3 - 199/89*z + 1
*
[ 9/10 ] 
f(z) = 190/81*z^3 - 181/90*z + 1
*
[ 1/3 ] 
f(z) = 198/83*z^3 - 188/83*z + 1
*
[ 1/3 ] 
f(z) = 198/85*z^3 - 192/85*z + 1
*
[ 1/3 ] 
f(z) = 198/89*z^3 - 200/89*z + 1
*
[ -4/3 ] 
f(z) = 185/96*z^3 - 181/108*z + 1
*
[ -4/3 ] 
f(z) = 187/96*z^3 - 185/108*z + 1
*
[ -4/3 ] 
f(z) = 191/96*z^3 - 193/108*z + 1
*
[ -4/3 ] 
f(z) = 193/96*z^3 - 197/108*z + 1
*
[ 9/14 ] 
f(z) = 182/81*z^3 - 187/126*z + 1
*
[ 2/3 ] 
f(z) = 183/92*z^3 - 191/138*z + 1
*
[ 3/4 ] 
f(z) = 188/99*z^3 - 185/132*z + 1
*
[ 2/3 ] 
f(z) = 195/92*z^3 - 199/138*z + 1
*
[ 3/4 ] 
f(z) = 196/99*z^3 - 191/132*z + 1
*
[ 3 ] 
f(z) = 181/81*z^3 - 175/9*z + 1
*
[ -3 ] 
f(z) = 181/81*z^3 - 169/9*z + 1
*
[ 3 ] 
f(z) = 182/81*z^3 - 176/9*z + 1
*
[ -3 ] 
f(z) = 182/81*z^3 - 170/9*z + 1
*
[ 3 ] 
f(z) = 184/81*z^3 - 178/9*z + 1
*
[ -3 ] 
f(z) = 184/81*z^3 - 172/9*z + 1
*
[ 3 ] 
f(z) = 185/81*z^3 - 179/9*z + 1
*
[ -3 ] 
f(z) = 185/81*z^3 - 173/9*z + 1
*
[ -3 ] 
f(z) = 187/81*z^3 - 175/9*z + 1
*
[ -3 ] 
f(z) = 188/81*z^3 - 176/9*z + 1
*
[ -3 ] 
f(z) = 190/81*z^3 - 178/9*z + 1
*
[ -3 ] 
f(z) = 191/81*z^3 - 179/9*z + 1
*
[ 2 ] 
f(z) = 181/80*z^3 - 171/20*z + 1
*
[ 3/2 ] 
f(z) = 181/81*z^3 - 169/36*z + 1
*
[ 2 ] 
f(z) = 181/96*z^3 - 169/24*z + 1
*
[ 2 ] 
f(z) = 183/80*z^3 - 173/20*z + 1
*
[ 3/2 ] 
f(z) = 185/81*z^3 - 173/36*z + 1
*
[ 2 ] 
f(z) = 185/96*z^3 - 173/24*z + 1
*
[ 2 ] 
f(z) = 187/80*z^3 - 177/20*z + 1
*
[ 3/2 ] 
f(z) = 187/81*z^3 - 175/36*z + 1
*
[ 2 ] 
f(z) = 187/96*z^3 - 175/24*z + 1
*
[ 2 ] 
f(z) = 189/80*z^3 - 179/20*z + 1
*
[ -2 ] 
f(z) = 191/80*z^3 - 161/20*z + 1
*
[ 3/2 ] 
f(z) = 191/81*z^3 - 179/36*z + 1
*
[ 2 ] 
f(z) = 191/96*z^3 - 179/24*z + 1
*
[ -2 ] 
f(z) = 193/80*z^3 - 163/20*z + 1
*
[ -2 ] 
f(z) = 197/80*z^3 - 167/20*z + 1
*
[ -2 ] 
f(z) = 197/96*z^3 - 161/24*z + 1
*
[ -2 ] 
f(z) = 199/80*z^3 - 169/20*z + 1
*
[ -2 ] 
f(z) = 199/96*z^3 - 163/24*z + 1
*
[ -3/2 ] 
f(z) = 182/99*z^3 - 163/66*z + 1
*
[ 10/9 ] 
f(z) = 189/80*z^3 - 169/60*z + 1
*
4/9 | 0.18578664089836155959665533835654299446 | 0.028670580753401995205843580980217893269
f(z) = 189/80*z^3 - 163/60*z + 1
*
[ 22/21 ] 
f(z) = 189/88*z^3 - 178/77*z + 1
*
[ -3/2 ] 
f(z) = 190/99*z^3 - 175/66*z + 1
*
[ 9/11 ] 
f(z) = 187/81*z^3 - 175/99*z + 1
*
[ -4/3 ] 
f(z) = 189/92*z^3 - 175/92*z + 1
*
[ 5/14 ] 
f(z) = 196/85*z^3 - 178/85*z + 1
*
[ -4/3 ] 
f(z) = 181/96*z^3 - 173/108*z + 1
*
[ 9/13 ] 
f(z) = 182/81*z^3 - 178/117*z + 1
*
3/14 | 0.20009362490233200625537750736525868232 | 0.027734909207325636981343099697860697531
f(z) = 196/81*z^3 - 151/9*z + 1
*
[ -2 ] 
f(z) = 181/80*z^3 - 151/20*z + 1
*
[ -2 ] 
f(z) = 181/96*z^3 - 145/24*z + 1
*
[ -2 ] 
f(z) = 183/80*z^3 - 153/20*z + 1
*
[ -2 ] 
f(z) = 185/96*z^3 - 149/24*z + 1
*
[ -2 ] 
f(z) = 187/80*z^3 - 157/20*z + 1
*
[ -2 ] 
f(z) = 187/96*z^3 - 151/24*z + 1
*
[ -2 ] 
f(z) = 189/80*z^3 - 159/20*z + 1
*
2/9 | 0.12167652732639751667532339570817140446 | 0.017129524221956284854447637612857754753
f(z) = 189/88*z^3 - 152/33*z + 1
*
[ -2 ] 
f(z) = 191/96*z^3 - 155/24*z + 1
*
[ -2 ] 
f(z) = 193/96*z^3 - 157/24*z + 1
*
9/7 | 0.20543228677566119119339530389826352973 | 0.028474899311546445083981044085264051603
f(z) = 196/81*z^3 - 151/36*z + 1
*
3/14 | 0.16760160384193792903590999506046533970 | 0.027230782786832332918438237979753201742
f(z) = 196/99*z^3 - 157/33*z + 1
*
[ 4/3 ] 
f(z) = 189/88*z^3 - 157/44*z + 1
*
2/3 | 0.16396750871970451551617972657852187710 | 0.025605623305276116894660943995949553994
f(z) = 183/80*z^3 - 151/60*z + 1
*
[ 3/8 ] 
f(z) = 184/81*z^3 - 143/72*z + 1
*
-4/3 | 0.091653632435226686676044357849077746577 | 0.014226319132981241376081433005473654347
f(z) = 189/80*z^3 - 157/60*z + 1
*
[ -7/5 ] 
f(z) = 195/98*z^3 - 153/70*z + 1
*
[ 1/2 ] 
f(z) = 180/97*z^3 - 142/97*z + 1
*
[ 1/2 ] 
f(z) = 184/95*z^3 - 141/95*z + 1
*
[ 1/2 ] 
f(z) = 184/97*z^3 - 143/97*z + 1
*
[ 1/2 ] 
f(z) = 184/99*z^3 - 145/99*z + 1
*
[ 2/3 ] 
f(z) = 185/88*z^3 - 142/99*z + 1
*
[ 1/2 ] 
f(z) = 188/95*z^3 - 142/95*z + 1
*
[ 1/2 ] 
f(z) = 188/97*z^3 - 144/97*z + 1
*
[ 1/2 ] 
f(z) = 188/99*z^3 - 146/99*z + 1
*
[ 2/3 ] 
f(z) = 191/88*z^3 - 145/99*z + 1
*
[ -5/4 ] 
f(z) = 192/85*z^3 - 147/85*z + 1
*
[ 7/8 ] 
f(z) = 192/91*z^3 - 160/91*z + 1
*
[ 1/2 ] 
f(z) = 192/95*z^3 - 143/95*z + 1
*
[ 1/2 ] 
f(z) = 192/97*z^3 - 145/97*z + 1
*
[ 2/3 ] 
f(z) = 193/88*z^3 - 146/99*z + 1
*
[ 3/7 ] 
f(z) = 196/87*z^3 - 152/87*z + 1
*
[ 3/7 ] 
f(z) = 196/93*z^3 - 160/93*z + 1
*
[ 1/2 ] 
f(z) = 196/93*z^3 - 142/93*z + 1
*
[ 1/2 ] 
f(z) = 196/95*z^3 - 144/95*z + 1
*
[ 1/2 ] 
f(z) = 196/97*z^3 - 146/97*z + 1
*
[ 2/3 ] 
f(z) = 197/88*z^3 - 148/99*z + 1
*
[ 2/3 ] 
f(z) = 199/88*z^3 - 149/99*z + 1
*
33/14 | 0.18312127369793192672151622290774432632 | 0.026094921752527326621969915713997335167
f(z) = 196/81*z^3 - 124/9*z + 1
*
[ -3/2 ] 
f(z) = 181/81*z^3 - 121/36*z + 1
*
[ 3/2 ] 
f(z) = 184/99*z^3 - 127/33*z + 1
*
[ -3/2 ] 
f(z) = 185/81*z^3 - 125/36*z + 1
*
[ -3/2 ] 
f(z) = 187/81*z^3 - 127/36*z + 1
*
[ 3/2 ] 
f(z) = 188/99*z^3 - 130/33*z + 1
*
[ -3/2 ] 
f(z) = 191/81*z^3 - 131/36*z + 1
*
[ -3/2 ] 
f(z) = 193/81*z^3 - 133/36*z + 1
*
9/28 | 0.12671763085519916877768105335881713981 | 0.017878844879712366027415451908709343806
f(z) = 196/81*z^3 - 133/36*z + 1
*
15/28 | 0.15628253241512445190759963813807252500 | 0.022348376153600758703916989311588824351
f(z) = 196/81*z^3 - 121/36*z + 1
*
[ 3/2 ] 
f(z) = 196/99*z^3 - 136/33*z + 1
*
[ 3/14 ] 
f(z) = 196/99*z^3 - 124/33*z + 1
*
[ -3/2 ] 
f(z) = 197/81*z^3 - 137/36*z + 1
*
[ -3/2 ] 
f(z) = 199/81*z^3 - 139/36*z + 1
*
[ 15/14 ] 
f(z) = 196/81*z^3 - 122/45*z + 1
*
[ -9/7 ] 
f(z) = 182/81*z^3 - 122/63*z + 1
*
[ -4/3 ] 
f(z) = 183/80*z^3 - 139/60*z + 1
*
[ -7/5 ] 
f(z) = 185/98*z^3 - 139/70*z + 1
*
[ 3/4 ] 
f(z) = 194/81*z^3 - 121/72*z + 1
*
[ 1/2 ] 
f(z) = 180/83*z^3 - 128/83*z + 1
*
[ 1/2 ] 
f(z) = 180/89*z^3 - 134/89*z + 1
*
[ 1/2 ] 
f(z) = 180/91*z^3 - 136/91*z + 1
*
[ 2/3 ] 
f(z) = 181/88*z^3 - 140/99*z + 1
*
[ 1/2 ] 
f(z) = 184/81*z^3 - 127/81*z + 1
*
[ 1/2 ] 
f(z) = 184/83*z^3 - 129/83*z + 1
*
[ 1/2 ] 
f(z) = 184/85*z^3 - 131/85*z + 1
*
[ 1/2 ] 
f(z) = 184/87*z^3 - 133/87*z + 1
*
[ 1/2 ] 
f(z) = 184/89*z^3 - 135/89*z + 1
*
[ 1/2 ] 
f(z) = 184/91*z^3 - 137/91*z + 1
*
[ 1/2 ] 
f(z) = 184/93*z^3 - 139/93*z + 1
*
[ 1/2 ] 
f(z) = 188/81*z^3 - 128/81*z + 1
*
[ 1/2 ] 
f(z) = 188/83*z^3 - 130/83*z + 1
*
[ 1/2 ] 
f(z) = 188/85*z^3 - 132/85*z + 1
*
[ 1/2 ] 
f(z) = 188/87*z^3 - 134/87*z + 1
*
[ 1/2 ] 
f(z) = 188/89*z^3 - 136/89*z + 1
*
[ 1/2 ] 
f(z) = 188/91*z^3 - 138/91*z + 1
*
[ 1/2 ] 
f(z) = 188/93*z^3 - 140/93*z + 1
*
[ 2/3 ] 
f(z) = 189/82*z^3 - 125/82*z + 1
*
[ 2/3 ] 
f(z) = 189/86*z^3 - 127/86*z + 1
*
[ 2/3 ] 
f(z) = 189/94*z^3 - 131/94*z + 1
*
[ -6/5 ] 
f(z) = 190/81*z^3 - 139/90*z + 1
*
[ 1/2 ] 
f(z) = 192/83*z^3 - 131/83*z + 1
*
[ 1/2 ] 
f(z) = 192/85*z^3 - 133/85*z + 1
*
[ 5/8 ] 
f(z) = 192/85*z^3 - 126/85*z + 1
*
[ 1/2 ] 
f(z) = 192/89*z^3 - 137/89*z + 1
*
[ 1/2 ] 
f(z) = 192/91*z^3 - 139/91*z + 1
*
[ 5/8 ] 
f(z) = 192/95*z^3 - 132/95*z + 1
*
[ 1/2 ] 
f(z) = 196/81*z^3 - 130/81*z + 1
*
[ 1/2 ] 
f(z) = 196/83*z^3 - 132/83*z + 1
*
[ 1/2 ] 
f(z) = 196/87*z^3 - 136/87*z + 1
*
[ 1/2 ] 
f(z) = 196/89*z^3 - 138/89*z + 1
*
[ 5/7 ] 
f(z) = 196/95*z^3 - 138/95*z + 1
*
[ 9/14 ] 
f(z) = 196/99*z^3 - 136/99*z + 1
*
-2 | 0.10931875313026161443703483297914257228 | 0.016329485360601969801316898699094088911
f(z) = 191/88*z^3 - 101/11*z + 1
*
-2 | 0.10953520516126260244073414276422172940 | 0.016337773795284616474663435899600668361
f(z) = 193/88*z^3 - 102/11*z + 1
*
-2 | 0.10974895752328945791553766567158888841 | 0.016345869833718569811127445512917909136
f(z) = 195/88*z^3 - 103/11*z + 1
*
3/7 | 0.20115225132471825515508379057769774588 | 0.029048882424018876859189971183039361458
f(z) = 196/81*z^3 - 113/18*z + 1
*
-2 | 0.10996008240357013360201035197914029837 | 0.016353780878891186084267219224836643856
f(z) = 197/88*z^3 - 104/11*z + 1
*
-2 | 0.11016864890758241918835901468213932911 | 0.016361513938613344732606355373667743478
f(z) = 199/88*z^3 - 105/11*z + 1
*
4/3 | 0.17838113778891824236369525795380761895 | 0.028932530123078771640609685614847530329
f(z) = 189/80*z^3 - 119/20*z + 1
*
[ 2/9 ] 
f(z) = 189/88*z^3 - 119/33*z + 1
*
[ 2/5 ] 
f(z) = 185/88*z^3 - 101/55*z + 1
*
[ 2/5 ] 
f(z) = 195/88*z^3 - 102/55*z + 1
*
[ 3/4 ] 
f(z) = 182/81*z^3 - 115/72*z + 1
*
[ 3/7 ] 
f(z) = 182/81*z^3 - 110/63*z + 1
*
-9/8 | 0.17378834829991907586386534247846396682 | 0.023824973835239216909082429254016897035
f(z) = 184/81*z^3 - 119/72*z + 1
*
[ 4/9 ] 
f(z) = 189/80*z^3 - 103/60*z + 1
*
[ 3/4 ] 
f(z) = 190/81*z^3 - 119/72*z + 1
*
[ 6/7 ] 
f(z) = 196/99*z^3 - 107/66*z + 1
*
-2 | 0.10819322901735704102352893972555412825 | 0.016284866523928598192886403496571204802
f(z) = 181/88*z^3 - 96/11*z + 1
*
[ 2 ] 
f(z) = 181/88*z^3 - 85/11*z + 1
*
[ 3/2 ] 
f(z) = 182/81*z^3 - 85/18*z + 1
*
-2 | 0.10842438504430469795610108283177698885 | 0.016294244040159044464593231224858209467
f(z) = 183/88*z^3 - 97/11*z + 1
*
[ 2 ] 
f(z) = 183/88*z^3 - 86/11*z + 1
*
-2 | 0.10865242661429743082803895719951357842 | 0.016303385083736141505266441426878424884
f(z) = 185/88*z^3 - 98/11*z + 1
*
[ 2 ] 
f(z) = 185/88*z^3 - 87/11*z + 1
*
-2 | 0.10909952596188848731498170912240614465 | 0.016320996702070269415821192690117708280
f(z) = 189/88*z^3 - 100/11*z + 1
*
[ 2 ] 
f(z) = 189/88*z^3 - 89/11*z + 1
*
[ 3/2 ] 
f(z) = 190/81*z^3 - 89/18*z + 1
*
[ 2 ] 
f(z) = 191/88*z^3 - 90/11*z + 1
*
[ 2 ] 
f(z) = 193/88*z^3 - 91/11*z + 1
*
[ 3/2 ] 
f(z) = 194/81*z^3 - 91/18*z + 1
*
[ 2 ] 
f(z) = 195/88*z^3 - 92/11*z + 1
*
[ -2 ] 
f(z) = 195/88*z^3 - 81/11*z + 1
*
[ 2 ] 
f(z) = 197/88*z^3 - 93/11*z + 1
*
[ -2 ] 
f(z) = 197/88*z^3 - 82/11*z + 1
*
[ 2 ] 
f(z) = 199/88*z^3 - 94/11*z + 1
*
[ -2 ] 
f(z) = 199/88*z^3 - 83/11*z + 1
*
[ -3/2 ] 
f(z) = 184/99*z^3 - 83/33*z + 1
*
[ -3/2 ] 
f(z) = 188/99*z^3 - 86/33*z + 1
*
-4/3 | 0.15073851009337330265808804291766231656 | 0.025657921258845544256882953214920338021
f(z) = 189/80*z^3 - 89/20*z + 1
*
-3/28 | 0.16799154705374299762404995133628864777 | 0.024807020927551483197199204929592544588
f(z) = 196/81*z^3 - 97/36*z + 1
*
[ -3/2 ] 
f(z) = 196/99*z^3 - 92/33*z + 1
*
[ -4/3 ] 
f(z) = 189/88*z^3 - 91/44*z + 1
*
[ 2/3 ] 
f(z) = 183/80*z^3 - 91/60*z + 1
*
[ 3/4 ] 
f(z) = 184/99*z^3 - 91/66*z + 1
*
[ 4/5 ] 
f(z) = 185/96*z^3 - 89/60*z + 1
*
[ -2 ] 
f(z) = 181/88*z^3 - 74/11*z + 1
*
[ -3/2 ] 
f(z) = 182/81*z^3 - 61/18*z + 1
*
[ -2 ] 
f(z) = 183/88*z^3 - 75/11*z + 1
*
[ -2 ] 
f(z) = 185/88*z^3 - 76/11*z + 1
*
[ -2 ] 
f(z) = 189/88*z^3 - 78/11*z + 1
*
[ -3/2 ] 
f(z) = 190/81*z^3 - 65/18*z + 1
*
[ -2 ] 
f(z) = 191/88*z^3 - 79/11*z + 1
*
[ -2 ] 
f(z) = 193/88*z^3 - 80/11*z + 1
*
[ -3/2 ] 
f(z) = 194/81*z^3 - 67/18*z + 1
*
[ 4/3 ] 
f(z) = 189/80*z^3 - 79/20*z + 1
*
[ 3/4 ] 
f(z) = 196/81*z^3 - 61/36*z + 1
*
[ 3/5 ] 
f(z) = 185/81*z^3 - 67/45*z + 1
*
[ 2/3 ] 
f(z) = 189/92*z^3 - 65/46*z + 1
*
[ 3/5 ] 
f(z) = 190/81*z^3 - 68/45*z + 1
*
[ 3/2 ] 
f(z) = 184/81*z^3 - 43/9*z + 1
*
[ 3/2 ] 
f(z) = 188/81*z^3 - 44/9*z + 1
*
[ 3/2 ] 
f(z) = 196/81*z^3 - 46/9*z + 1
*
3/7 | 0.15839511153240886410131116718138388407 | 0.026526237800680183308492861736493395432
f(z) = 196/81*z^3 - 41/18*z + 1
*
[ 2/3 ] 
f(z) = 183/88*z^3 - 47/33*z + 1
*
[ 3/4 ] 
f(z) = 188/81*z^3 - 59/36*z + 1
*
[ -4/3 ] 
f(z) = 189/80*z^3 - 49/20*z + 1
*
[ 2/3 ] 
f(z) = 195/88*z^3 - 49/33*z + 1
*
[ 3/7 ] 
f(z) = 196/99*z^3 - 56/33*z + 1
*
[ -3/2 ] 
f(z) = 184/81*z^3 - 31/9*z + 1
*
[ 3/4 ] 
f(z) = 184/81*z^3 - 29/18*z + 1
*
[ -3/2 ] 
f(z) = 188/81*z^3 - 32/9*z + 1
*
[ 6/7 ] 
f(z) = 196/81*z^3 - 35/18*z + 1
*
3/14 | 0.082159147077808270819723044676489814411 | 0.015169428366647058008281310560326537366
f(z) = 196/81*z^3 - 25/9*z + 1
*
[ 2/3 ] 
f(z) = 189/80*z^3 - 31/20*z + 1
*
[ 2/3 ] 
f(z) = 189/88*z^3 - 16/11*z + 1
*
[ -9/7 ] 
f(z) = 196/81*z^3 - 20/9*z + 1
*
[ 3/7 ] 
f(z) = 196/81*z^3 - 16/9*z + 1
*
[ 9/14 ] 
f(z) = 196/81*z^3 - 14/9*z + 1
*
[ -1 ]
f(z) = 182/81*z^3 - 20/81*z + 1
*
[ -9/14 ]
f(z) = 196/81*z^3 + 14/9*z + 1
*
[ -2 ] 
f(z) = 181/100*z^3 - 287/50*z + 1
*
[ -2 ] 
f(z) = 181/108*z^3 - 281/54*z + 1
*
[ -2 ] 
f(z) = 183/100*z^3 - 291/50*z + 1
*
[ -2 ] 
f(z) = 185/108*z^3 - 289/54*z + 1
*
[ -2 ] 
f(z) = 185/116*z^3 - 283/58*z + 1
*
[ -2 ] 
f(z) = 187/100*z^3 - 299/50*z + 1
*
[ -2 ] 
f(z) = 187/108*z^3 - 293/54*z + 1
*
[ -2 ] 
f(z) = 187/116*z^3 - 287/58*z + 1
*
[ -2 ] 
f(z) = 189/116*z^3 - 291/58*z + 1
*
[ -2 ] 
f(z) = 191/116*z^3 - 295/58*z + 1
*
[ -2 ] 
f(z) = 193/116*z^3 - 299/58*z + 1
*
[ 5/3 ] 
f(z) = 183/100*z^3 - 281/60*z + 1
*
-4/3 | 0.17432950026548087324171441508075654687 | 0.024816827077013847273392705184110949263
f(z) = 195/112*z^3 - 281/84*z + 1
*
[ 9/7 ] 
f(z) = 196/117*z^3 - 298/117*z + 1
*
13/14 | 0.17002873453247112126569513726700152410 | 0.029897920050404947684077915227288037467
f(z) = 196/117*z^3 - 295/117*z + 1
*
[ -3/2 ] 
f(z) = 181/117*z^3 - 283/156*z + 1
*
[ -3/2 ] 
f(z) = 185/117*z^3 - 295/156*z + 1
*
[ 1/2 ] 
f(z) = 182/101*z^3 - 293/202*z + 1
*
[ 1/2 ] 
f(z) = 182/103*z^3 - 297/206*z + 1
*
[ 1/2 ] 
f(z) = 186/101*z^3 - 295/202*z + 1
*
[ 1/2 ] 
f(z) = 186/103*z^3 - 299/206*z + 1
*
[ 1/2 ] 
f(z) = 190/101*z^3 - 297/202*z + 1
*
[ 1/2 ] 
f(z) = 194/101*z^3 - 299/202*z + 1
*
[ 2/3 ] 
f(z) = 198/107*z^3 - 283/214*z + 1
*
[ 2/3 ] 
f(z) = 198/109*z^3 - 285/218*z + 1
*
[ 3/4 ] 
f(z) = 184/111*z^3 - 281/222*z + 1
*
[ -4/3 ] 
f(z) = 189/110*z^3 - 287/220*z + 1
*
[ 2/3 ] 
f(z) = 189/113*z^3 - 281/226*z + 1
*
[ 2/3 ] 
f(z) = 189/115*z^3 - 283/230*z + 1
*
[ 2/3 ] 
f(z) = 198/113*z^3 - 289/226*z + 1
*
[ 2/3 ] 
f(z) = 198/115*z^3 - 291/230*z + 1
*
[ 2/3 ] 
f(z) = 198/119*z^3 - 295/238*z + 1
*
[ -2 ] 
f(z) = 181/116*z^3 - 275/58*z + 1
*
[ -2 ] 
f(z) = 183/116*z^3 - 279/58*z + 1
*
-5/3 | 0.17966843710928561959973722055726522920 | 0.024939577155613074452771402189550670636
f(z) = 183/100*z^3 - 269/60*z + 1
*
[ 3/2 ] 
f(z) = 194/117*z^3 - 265/78*z + 1
*
-4/3 | 0.17288341322220014838239560139764611340 | 0.024818089713527236523757815137371643309
f(z) = 183/112*z^3 - 265/84*z + 1
*
-26/21 | 0.22907610689552619154735865401808470759 | 0.029821559173323584033447718801676412741
f(z) = 189/104*z^3 - 271/91*z + 1
*
[ 5/4 ] 
f(z) = 192/115*z^3 - 277/115*z + 1
*
[ 3/4 ] 
f(z) = 199/108*z^3 - 263/192*z + 1
*
[ 2/3 ] 
f(z) = 180/101*z^3 - 261/202*z + 1
*
[ 2/3 ] 
f(z) = 180/103*z^3 - 263/206*z + 1
*
[ 2/3 ] 
f(z) = 180/107*z^3 - 267/214*z + 1
*
[ 2/3 ] 
f(z) = 180/109*z^3 - 269/218*z + 1
*
[ 3/4 ] 
f(z) = 184/105*z^3 - 277/210*z + 1
*
[ 2/3 ] 
f(z) = 189/101*z^3 - 269/202*z + 1
*
[ 2/3 ] 
f(z) = 189/103*z^3 - 271/206*z + 1
*
[ 2/3 ] 
f(z) = 189/107*z^3 - 275/214*z + 1
*
[ 2/3 ] 
f(z) = 189/109*z^3 - 277/218*z + 1
*
[ 2/3 ] 
f(z) = 198/101*z^3 - 277/202*z + 1
*
[ 2/3 ] 
f(z) = 198/103*z^3 - 279/206*z + 1
*
[ 2/3 ] 
f(z) = 180/113*z^3 - 273/226*z + 1
*
[ 2/3 ] 
f(z) = 180/119*z^3 - 279/238*z + 1
*
[ 10/7 ] 
f(z) = 189/100*z^3 - 249/70*z + 1
*
[ 3/2 ] 
f(z) = 190/117*z^3 - 259/78*z + 1
*
[ 2/7 ] 
f(z) = 189/104*z^3 - 241/91*z + 1
*
[ 1/3 ] 
f(z) = 180/113*z^3 - 246/113*z + 1
*
[ 1/3 ] 
f(z) = 180/119*z^3 - 258/119*z + 1
*
[ -3/2 ] 
f(z) = 188/105*z^3 - 248/105*z + 1
*
2/3 | 0.13432137593462664594040774282941076440 | 0.024344816069148988803700192171939963078
f(z) = 189/110*z^3 - 249/110*z + 1
*
[ 1/3 ] 
f(z) = 189/110*z^3 - 241/110*z + 1
*
[ 1/3 ] 
f(z) = 189/113*z^3 - 247/113*z + 1
*
[ 1/3 ] 
f(z) = 189/115*z^3 - 251/115*z + 1
*
[ 1/3 ] 
f(z) = 189/116*z^3 - 253/116*z + 1
*
[ 1/3 ] 
f(z) = 189/118*z^3 - 257/118*z + 1
*
[ -3/2 ] 
f(z) = 196/111*z^3 - 256/111*z + 1
*
[ 1/3 ] 
f(z) = 198/113*z^3 - 248/113*z + 1
*
[ 1/3 ] 
f(z) = 198/115*z^3 - 252/115*z + 1
*
[ 1/3 ] 
f(z) = 198/119*z^3 - 260/119*z + 1
*
[ 2/5 ] 
f(z) = 185/112*z^3 - 247/140*z + 1
*
[ 20/21 ] 
f(z) = 189/100*z^3 - 247/140*z + 1
*
[ 4/9 ] 
f(z) = 189/104*z^3 - 251/156*z + 1
*
[ 2/5 ] 
f(z) = 195/112*z^3 - 249/140*z + 1
*
[ 3/4 ] 
f(z) = 181/108*z^3 - 245/192*z + 1
*
[ 3/5 ] 
f(z) = 185/117*z^3 - 241/195*z + 1
*
[ 3/4 ] 
f(z) = 187/108*z^3 - 251/192*z + 1
*
[ 3/5 ] 
f(z) = 190/117*z^3 - 244/195*z + 1
*
[ 3/4 ] 
f(z) = 193/108*z^3 - 257/192*z + 1
*
[ 4/3 ] 
f(z) = 183/112*z^3 - 223/84*z + 1
*
[ 26/21 ] 
f(z) = 189/104*z^3 - 236/91*z + 1
*
-2/21 | 0.12194203464965860306122555740580250029 | 0.016230451249395696580039872078433723168
f(z) = 189/104*z^3 - 229/91*z + 1
*
[ 4/3 ] 
f(z) = 195/112*z^3 - 239/84*z + 1
*
[ 1/3 ] 
f(z) = 180/101*z^3 - 222/101*z + 1
*
[ 1/3 ] 
f(z) = 180/103*z^3 - 226/103*z + 1
*
[ 1/3 ] 
f(z) = 180/107*z^3 - 234/107*z + 1
*
[ 1/3 ] 
f(z) = 180/109*z^3 - 238/109*z + 1
*
[ 7/6 ] 
f(z) = 180/119*z^3 - 228/119*z + 1
*
[ -3/2 ] 
f(z) = 184/105*z^3 - 239/105*z + 1
*
[ -3/2 ] 
f(z) = 184/111*z^3 - 229/111*z + 1
*
[ -3/2 ] 
f(z) = 188/111*z^3 - 238/111*z + 1
*
[ 1/3 ] 
f(z) = 189/100*z^3 - 221/100*z + 1
*
[ 1/3 ] 
f(z) = 189/101*z^3 - 223/101*z + 1
*
[ 1/3 ] 
f(z) = 189/103*z^3 - 227/103*z + 1
*
[ 1/3 ] 
f(z) = 189/104*z^3 - 229/104*z + 1
*
[ 1/3 ] 
f(z) = 189/106*z^3 - 233/106*z + 1
*
[ 1/3 ] 
f(z) = 189/107*z^3 - 235/107*z + 1
*
[ 1/3 ] 
f(z) = 189/109*z^3 - 239/109*z + 1
*
[ 5/14 ] 
f(z) = 196/115*z^3 - 232/115*z + 1
*
[ 1/3 ] 
f(z) = 198/101*z^3 - 224/101*z + 1
*
[ 1/3 ] 
f(z) = 198/103*z^3 - 228/103*z + 1
*
[ 1/3 ] 
f(z) = 198/107*z^3 - 236/107*z + 1
*
[ 1/3 ] 
f(z) = 198/109*z^3 - 240/109*z + 1
*
[ -24/17 ] 
f(z) = 187/108*z^3 - 237/136*z + 1
*
[ -39/28 ] 
f(z) = 196/117*z^3 - 239/156*z + 1
*
[ 10/17 ] 
f(z) = 187/100*z^3 - 229/170*z + 1
*
[ 10/3 ] 
f(z) = 189/100*z^3 - 203/10*z + 1
*
-2 | 0.10812477781390449477189709375917037125 | 0.016163117320355567077064145524664743213
f(z) = 187/112*z^3 - 201/28*z + 1
*
-2 | 0.10860068515261547328161897892520584317 | 0.016186579061702617499320006763156719833
f(z) = 191/112*z^3 - 205/28*z + 1
*
-2 | 0.10883334170888530219275139253241488445 | 0.016197816436458927107255365417673770422
f(z) = 193/112*z^3 - 207/28*z + 1
*
-2 | 0.10906262775859343145995578505533901883 | 0.016208745352137110799307068422273454004
f(z) = 195/112*z^3 - 209/28*z + 1
*
-2 | 0.10928865544693447905998043495928040517 | 0.016219379946444474782300575219452550069
f(z) = 197/112*z^3 - 211/28*z + 1
*
-2 | 0.10951153074369193947428219858251017547 | 0.016229733447397717180061742247563890135
f(z) = 199/112*z^3 - 213/28*z + 1
*
[ -5/3 ] 
f(z) = 183/100*z^3 - 209/60*z + 1
*
[ 6/17 ] 
f(z) = 187/108*z^3 - 209/102*z + 1
*
[ -4/3 ] 
f(z) = 183/104*z^3 - 215/156*z + 1
*
[ 2/3 ] 
f(z) = 183/116*z^3 - 209/174*z + 1
*
[ 2/3 ] 
f(z) = 195/116*z^3 - 217/174*z + 1
*
[ -10/3 ] 
f(z) = 189/100*z^3 - 197/10*z + 1
*
[ 3 ] 
f(z) = 193/108*z^3 - 185/12*z + 1
*
[ -3 ] 
f(z) = 197/108*z^3 - 181/12*z + 1
*
[ 3 ] 
f(z) = 199/108*z^3 - 191/12*z + 1
*
-2 | 0.10738241500593758242588514405105967461 | 0.016125195298638957026139562216978992810
f(z) = 181/112*z^3 - 195/28*z + 1
*
-2 | 0.10763386328430659182701128813027317680 | 0.016138225370809000490731795239340131267
f(z) = 183/112*z^3 - 197/28*z + 1
*
-2 | 0.10788126676821499140052639992783802176 | 0.016150859320547312170019435347896033309
f(z) = 185/112*z^3 - 199/28*z + 1
*
[ 2 ] 
f(z) = 195/112*z^3 - 181/28*z + 1
*
[ 2 ] 
f(z) = 197/112*z^3 - 183/28*z + 1
*
[ 2 ] 
f(z) = 199/112*z^3 - 185/28*z + 1
*
[ 3/2 ] 
f(z) = 197/108*z^3 - 181/48*z + 1
*
6/7 | 0.14645842539881112222223682684621687916 | 0.023138212187369241355177652671009034314
f(z) = 196/117*z^3 - 187/78*z + 1
*
-4/3 | 0.19006911353817379746499857129424009610 | 0.028864864839599788297045852138829984537
f(z) = 183/112*z^3 - 181/84*z + 1
*
[ 3/10 ] 
f(z) = 185/108*z^3 - 199/80*z + 1
*
-4/3 | 0.19006911353817379746499857129424009610 | 0.028498263434126569422667269420083828020
f(z) = 195/112*z^3 - 197/84*z + 1
*
[ 10/11 ] 
f(z) = 187/100*z^3 - 181/110*z + 1
*
[ 3/7 ] 
f(z) = 196/111*z^3 - 184/111*z + 1
*
[ 2/3 ] 
f(z) = 183/100*z^3 - 197/150*z + 1
*
[ 4/5 ] 
f(z) = 185/112*z^3 - 183/140*z + 1
*
[ 3/4 ] 
f(z) = 188/117*z^3 - 193/156*z + 1
*
[ 5/7 ] 
f(z) = 189/100*z^3 - 191/140*z + 1
*
[ 4/5 ] 
f(z) = 195/112*z^3 - 191/140*z + 1
*
[ 3/4 ] 
f(z) = 196/117*z^3 - 199/156*z + 1
*
[ 3 ] 
f(z) = 181/108*z^3 - 173/12*z + 1
*
[ -3 ] 
f(z) = 185/108*z^3 - 169/12*z + 1
*
[ 3 ] 
f(z) = 187/108*z^3 - 179/12*z + 1
*
[ -3 ] 
f(z) = 191/108*z^3 - 175/12*z + 1
*
[ 2 ] 
f(z) = 181/112*z^3 - 167/28*z + 1
*
[ 2 ] 
f(z) = 183/112*z^3 - 169/28*z + 1
*
[ -12/5 ] 
f(z) = 185/108*z^3 - 169/20*z + 1
*
[ 2 ] 
f(z) = 185/112*z^3 - 171/28*z + 1
*
[ 2 ] 
f(z) = 187/112*z^3 - 173/28*z + 1
*
[ 2 ] 
f(z) = 191/112*z^3 - 177/28*z + 1
*
[ 2 ] 
f(z) = 193/112*z^3 - 179/28*z + 1
*
[ 3/2 ] 
f(z) = 185/108*z^3 - 169/48*z + 1
*
3/11 | 0.24319078865821845873376302697173811174 | 0.028903694161795868069511028397264611961
f(z) = 187/108*z^3 - 167/44*z + 1
*
[ 3/2 ] 
f(z) = 191/108*z^3 - 175/48*z + 1
*
[ -3/2 ] 
f(z) = 194/117*z^3 - 161/78*z + 1
*
-26/21 | 0.19905896539919181159099869033577939717 | 0.027371845525207111371165353718713750057
f(z) = 189/104*z^3 - 180/91*z + 1
*
[ 1/2 ] 
f(z) = 180/119*z^3 - 164/119*z + 1
*
[ 1/2 ] 
f(z) = 184/117*z^3 - 163/117*z + 1
*
[ 1/2 ] 
f(z) = 184/119*z^3 - 165/119*z + 1
*
[ 1/2 ] 
f(z) = 188/115*z^3 - 162/115*z + 1
*
[ 1/2 ] 
f(z) = 188/117*z^3 - 164/117*z + 1
*
[ 1/2 ] 
f(z) = 188/119*z^3 - 166/119*z + 1
*
[ -4/3 ] 
f(z) = 189/100*z^3 - 161/100*z + 1
*
[ 1/2 ] 
f(z) = 192/113*z^3 - 161/113*z + 1
*
[ 1/2 ] 
f(z) = 192/115*z^3 - 163/115*z + 1
*
[ 1/2 ] 
f(z) = 192/119*z^3 - 167/119*z + 1
*
[ 7/8 ] 
f(z) = 192/119*z^3 - 164/119*z + 1
*
[ 1/2 ] 
f(z) = 196/113*z^3 - 162/113*z + 1
*
[ 1/2 ] 
f(z) = 196/115*z^3 - 164/115*z + 1
*
[ 13/14 ] 
f(z) = 196/117*z^3 - 178/117*z + 1
*
[ 1/2 ] 
f(z) = 196/117*z^3 - 166/117*z + 1
*
[ -2 ] 
f(z) = 183/112*z^3 - 141/28*z + 1
*
[ -2 ] 
f(z) = 185/112*z^3 - 143/28*z + 1
*
[ -2 ] 
f(z) = 187/112*z^3 - 145/28*z + 1
*
[ -2 ] 
f(z) = 191/112*z^3 - 149/28*z + 1
*
[ -2 ] 
f(z) = 193/112*z^3 - 151/28*z + 1
*
[ -2 ] 
f(z) = 195/112*z^3 - 153/28*z + 1
*
[ 3/14 ] 
f(z) = 196/117*z^3 - 146/39*z + 1
*
[ -2 ] 
f(z) = 197/112*z^3 - 155/28*z + 1
*
[ -2 ] 
f(z) = 199/112*z^3 - 157/28*z + 1
*
[ 4/3 ] 
f(z) = 189/104*z^3 - 155/52*z + 1
*
[ -10/7 ] 
f(z) = 189/100*z^3 - 151/70*z + 1
*
5/9 | 0.19594221353033192663874043475769804760 | 0.029813419045434761165498787475614375410
f(z) = 189/100*z^3 - 143/60*z + 1
*
[ -3/2 ] 
f(z) = 190/117*z^3 - 155/78*z + 1
*
[ 6/7 ] 
f(z) = 187/108*z^3 - 141/98*z + 1
*
[ 6/7 ] 
f(z) = 193/108*z^3 - 145/98*z + 1
*
[ 6/7 ] 
f(z) = 199/108*z^3 - 149/98*z + 1
*
[ 1/2 ] 
f(z) = 180/101*z^3 - 146/101*z + 1
*
[ 1/2 ] 
f(z) = 180/103*z^3 - 148/103*z + 1
*
[ 1/2 ] 
f(z) = 180/107*z^3 - 152/107*z + 1
*
[ 1/2 ] 
f(z) = 180/109*z^3 - 154/109*z + 1
*
[ 1/2 ] 
f(z) = 180/113*z^3 - 158/113*z + 1
*
[ 2/3 ] 
f(z) = 181/104*z^3 - 149/117*z + 1
*
[ 1/2 ] 
f(z) = 184/101*z^3 - 147/101*z + 1
*
[ 1/2 ] 
f(z) = 184/103*z^3 - 149/103*z + 1
*
[ 1/2 ] 
f(z) = 184/105*z^3 - 151/105*z + 1
*
[ 1/2 ] 
f(z) = 184/107*z^3 - 153/107*z + 1
*
[ 1/2 ] 
f(z) = 184/109*z^3 - 155/109*z + 1
*
[ 1/2 ] 
f(z) = 184/111*z^3 - 157/111*z + 1
*
[ 1/2 ] 
f(z) = 184/113*z^3 - 159/113*z + 1
*
[ 2/3 ] 
f(z) = 185/104*z^3 - 151/117*z + 1
*
[ 2/3 ] 
f(z) = 187/104*z^3 - 152/117*z + 1
*
[ 1/2 ] 
f(z) = 188/101*z^3 - 148/101*z + 1
*
[ 1/2 ] 
f(z) = 188/103*z^3 - 150/103*z + 1
*
[ 1/2 ] 
f(z) = 188/105*z^3 - 152/105*z + 1
*
[ 1/2 ] 
f(z) = 188/107*z^3 - 154/107*z + 1
*
[ 1/2 ] 
f(z) = 188/109*z^3 - 156/109*z + 1
*
[ 1/2 ] 
f(z) = 188/111*z^3 - 158/111*z + 1
*
[ 1/2 ] 
f(z) = 188/113*z^3 - 160/113*z + 1
*
[ 2/3 ] 
f(z) = 189/118*z^3 - 143/118*z + 1
*
[ 2/3 ] 
f(z) = 191/104*z^3 - 154/117*z + 1
*
[ 1/2 ] 
f(z) = 192/101*z^3 - 149/101*z + 1
*
[ 1/2 ] 
f(z) = 192/103*z^3 - 151/103*z + 1
*
[ 1/2 ] 
f(z) = 192/107*z^3 - 155/107*z + 1
*
[ 1/2 ] 
f(z) = 192/109*z^3 - 157/109*z + 1
*
[ 5/8 ] 
f(z) = 192/115*z^3 - 144/115*z + 1
*
[ 2/3 ] 
f(z) = 193/104*z^3 - 155/117*z + 1
*
[ 1/2 ] 
f(z) = 196/101*z^3 - 150/101*z + 1
*
[ 1/2 ] 
f(z) = 196/103*z^3 - 152/103*z + 1
*
[ 1/2 ] 
f(z) = 196/107*z^3 - 156/107*z + 1
*
[ 1/2 ] 
f(z) = 196/109*z^3 - 158/109*z + 1
*
[ 1/2 ] 
f(z) = 196/111*z^3 - 160/111*z + 1
*
[ 5/7 ] 
f(z) = 196/115*z^3 - 146/115*z + 1
*
-13/14 | 0.15327964299089009216247633941987652239 | 0.029040605005203948595555024741340764231
f(z) = 196/117*z^3 - 160/117*z + 1
*
[ 9/14 ] 
f(z) = 196/117*z^3 - 146/117*z + 1
*
[ 2/3 ] 
f(z) = 197/104*z^3 - 157/117*z + 1
*
[ 2/3 ] 
f(z) = 199/104*z^3 - 158/117*z + 1
*
[ -6 ] 
f(z) = 185/108*z^3 - 121/2*z + 1
*
[ 6 ] 
f(z) = 187/108*z^3 - 123/2*z + 1
*
[ -6 ] 
f(z) = 191/108*z^3 - 125/2*z + 1
*
[ 6 ] 
f(z) = 193/108*z^3 - 127/2*z + 1
*
[ -6 ] 
f(z) = 197/108*z^3 - 129/2*z + 1
*
[ 6 ] 
f(z) = 199/108*z^3 - 131/2*z + 1
*
[ -2 ] 
f(z) = 181/112*z^3 - 139/28*z + 1
*
[ 3/2 ] 
f(z) = 184/117*z^3 - 125/39*z + 1
*
[ 3/2 ] 
f(z) = 188/117*z^3 - 128/39*z + 1
*
[ 2/9 ] 
f(z) = 189/104*z^3 - 140/39*z + 1
*
[ 3/2 ] 
f(z) = 196/117*z^3 - 134/39*z + 1
*
12/11 | 0.23473387917715101878844630381883455304 | 0.028727560519481270510890352868549353045
f(z) = 187/108*z^3 - 131/44*z + 1
*
[ 3/11 ] 
f(z) = 187/108*z^3 - 123/44*z + 1
*
[ 6/5 ] 
f(z) = 197/108*z^3 - 123/50*z + 1
*
[ 6/7 ] 
f(z) = 181/108*z^3 - 137/98*z + 1
*
[ 5/6 ] 
f(z) = 189/100*z^3 - 121/80*z + 1
*
[ 3/5 ] 
f(z) = 181/108*z^3 - 127/100*z + 1
*
[ 3/5 ] 
f(z) = 187/108*z^3 - 129/100*z + 1
*
[ 2/3 ] 
f(z) = 189/106*z^3 - 137/106*z + 1
*
[ 2/3 ] 
f(z) = 189/110*z^3 - 139/110*z + 1
*
[ 3/5 ] 
f(z) = 193/108*z^3 - 131/100*z + 1
*
[ 3/5 ] 
f(z) = 199/108*z^3 - 133/100*z + 1
*
[ 6 ] 
f(z) = 181/108*z^3 - 119/2*z + 1
*
-2 | 0.10863374365651720886213881793012004364 | 0.016227162091692616837590997023862439801
f(z) = 189/104*z^3 - 101/13*z + 1
*
-2 | 0.10886327355789090786181718147453501342 | 0.016237551528611289441641589496157287577
f(z) = 191/104*z^3 - 102/13*z + 1
*
-2 | 0.10908961085679294854115717781886789954 | 0.016247667581696621322218806594552738124
f(z) = 193/104*z^3 - 103/13*z + 1
*
-2 | 0.10953310151969649615786784599934301789 | 0.016267126673736674834082071776276316555
f(z) = 197/104*z^3 - 105/13*z + 1
*
-2 | 0.10975043940900485860464185241592405459 | 0.016276491508160214522466494387490198982
f(z) = 199/104*z^3 - 106/13*z + 1
*
[ -3/2 ] 
f(z) = 181/108*z^3 - 101/48*z + 1
*
[ -3/2 ] 
f(z) = 187/108*z^3 - 107/48*z + 1
*
[ 6/5 ] 
f(z) = 191/108*z^3 - 119/50*z + 1
*
[ -3/2 ] 
f(z) = 193/108*z^3 - 113/48*z + 1
*
[ -3/2 ] 
f(z) = 199/108*z^3 - 119/48*z + 1
*
[ 2/5 ] 
f(z) = 185/104*z^3 - 116/65*z + 1
*
[ 10/21 ] 
f(z) = 189/100*z^3 - 107/70*z + 1
*
[ 6/7 ] 
f(z) = 196/117*z^3 - 109/78*z + 1
*
[ 2/3 ] 
f(z) = 183/112*z^3 - 103/84*z + 1
*
[ -4/3 ] 
f(z) = 195/112*z^3 - 113/84*z + 1
*
[ 2/3 ] 
f(z) = 195/112*z^3 - 107/84*z + 1
*
-2 | 0.10768150015822856413131192372704677850 | 0.016182601741034876078044830941548683373
f(z) = 181/104*z^3 - 97/13*z + 1
*
[ 2 ] 
f(z) = 181/104*z^3 - 84/13*z + 1
*
-2 | 0.10792491535117489853759155064161613018 | 0.016194221426328409275741835591002655856
f(z) = 183/104*z^3 - 98/13*z + 1
*
[ 2 ] 
f(z) = 183/104*z^3 - 85/13*z + 1
*
-2 | 0.10816467901996694520108125390300697058 | 0.016205511144540277692351743482751499502
f(z) = 185/104*z^3 - 99/13*z + 1
*
[ 2 ] 
f(z) = 185/104*z^3 - 86/13*z + 1
*
-2 | 0.10840091588819286590327216606034875278 | 0.016216486507289016685646756606888498169
f(z) = 187/104*z^3 - 100/13*z + 1
*
[ 2 ] 
f(z) = 187/104*z^3 - 87/13*z + 1
*
[ 2 ] 
f(z) = 189/104*z^3 - 88/13*z + 1
*
[ 2 ] 
f(z) = 191/104*z^3 - 89/13*z + 1
*
[ 2 ] 
f(z) = 193/104*z^3 - 90/13*z + 1
*
[ 2 ] 
f(z) = 197/104*z^3 - 92/13*z + 1
*
[ 2 ] 
f(z) = 199/104*z^3 - 93/13*z + 1
*
[ 5/3 ] 
f(z) = 189/100*z^3 - 97/20*z + 1
*
[ -3/2 ] 
f(z) = 196/117*z^3 - 82/39*z + 1
*
[ 12/11 ] 
f(z) = 187/108*z^3 - 87/44*z + 1
*
[ 3/4 ] 
f(z) = 184/117*z^3 - 95/78*z + 1
*
[ 3/4 ] 
f(z) = 185/108*z^3 - 83/64*z + 1
*
[ 6/11 ] 
f(z) = 187/108*z^3 - 89/66*z + 1
*
[ 12/17 ] 
f(z) = 187/108*z^3 - 87/68*z + 1
*
[ 5/9 ] 
f(z) = 189/100*z^3 - 83/60*z + 1
*
[ 3/4 ] 
f(z) = 191/108*z^3 - 85/64*z + 1
*
[ 3/4 ] 
f(z) = 197/108*z^3 - 87/64*z + 1
*
[ -2 ] 
f(z) = 181/104*z^3 - 71/13*z + 1
*
[ -2 ] 
f(z) = 183/104*z^3 - 72/13*z + 1
*
[ -2 ] 
f(z) = 185/104*z^3 - 73/13*z + 1
*
[ -2 ] 
f(z) = 187/104*z^3 - 74/13*z + 1
*
[ -2 ] 
f(z) = 189/104*z^3 - 75/13*z + 1
*
[ -2 ] 
f(z) = 191/104*z^3 - 76/13*z + 1
*
[ 3 ] 
f(z) = 191/108*z^3 - 61/4*z + 1
*
[ -2 ] 
f(z) = 193/104*z^3 - 77/13*z + 1
*
[ -2 ] 
f(z) = 197/104*z^3 - 79/13*z + 1
*
[ 3 ] 
f(z) = 197/108*z^3 - 63/4*z + 1
*
[ -2 ] 
f(z) = 199/104*z^3 - 80/13*z + 1
*
[ -3 ] 
f(z) = 199/108*z^3 - 61/4*z + 1
*
[ 3/2 ] 
f(z) = 199/108*z^3 - 61/16*z + 1
*
[ -3/2 ] 
f(z) = 184/117*z^3 - 73/39*z + 1
*
[ -3/2 ] 
f(z) = 188/117*z^3 - 76/39*z + 1
*
[ -5/3 ] 
f(z) = 189/100*z^3 - 73/20*z + 1
*
[ 10/9 ] 
f(z) = 189/100*z^3 - 67/30*z + 1
*
[ 3/7 ] 
f(z) = 196/117*z^3 - 64/39*z + 1
*
[ 2/3 ] 
f(z) = 189/100*z^3 - 67/50*z + 1
*
[ -4/3 ] 
f(z) = 189/104*z^3 - 77/52*z + 1
*
[ 2/3 ] 
f(z) = 189/116*z^3 - 71/58*z + 1
*
[ 3/5 ] 
f(z) = 185/108*z^3 - 77/60*z + 1
*
[ -3 ] 
f(z) = 181/108*z^3 - 55/4*z + 1
*
[ 3/2 ] 
f(z) = 181/108*z^3 - 55/16*z + 1
*
[ 3 ] 
f(z) = 185/108*z^3 - 59/4*z + 1
*
[ -3 ] 
f(z) = 187/108*z^3 - 57/4*z + 1
*
[ 3/2 ] 
f(z) = 187/108*z^3 - 57/16*z + 1
*
[ -3 ] 
f(z) = 193/108*z^3 - 59/4*z + 1
*
[ 3/2 ] 
f(z) = 193/108*z^3 - 59/16*z + 1
*
[ 2/3 ] 
f(z) = 183/104*z^3 - 50/39*z + 1
*
[ -3/2 ] 
f(z) = 185/108*z^3 - 35/16*z + 1
*
[ 6/5 ] 
f(z) = 185/108*z^3 - 23/10*z + 1
*
[ -3/2 ] 
f(z) = 191/108*z^3 - 37/16*z + 1
*
[ -3/2 ] 
f(z) = 197/108*z^3 - 39/16*z + 1
*
[ 2/3 ] 
f(z) = 189/104*z^3 - 17/13*z + 1
*
[ -1 ]
f(z) = 199/100*z^3 + 1/100*z + 1
*
[ -1 ]
f(z) = 182/101*z^3 + 20/101*z + 1
*
[ -10 ] 
f(z) = 182/125*z^3 - 289/2*z + 1
*
[ 10 ] 
f(z) = 183/125*z^3 - 291/2*z + 1
*
[ -10 ] 
f(z) = 187/125*z^3 - 297/2*z + 1
*
[ 10 ] 
f(z) = 188/125*z^3 - 299/2*z + 1
*
[ 10/3 ] 
f(z) = 191/125*z^3 - 293/18*z + 1
*
[ -10/3 ] 
f(z) = 194/125*z^3 - 287/18*z + 1
*
[ -10/3 ] 
f(z) = 199/125*z^3 - 295/18*z + 1
*
[ -20/7 ] 
f(z) = 182/125*z^3 - 295/28*z + 1
*
[ 5/36 ] 
f(z) = 189/125*z^3 - 299/48*z + 1
*
[ -2 ] 
f(z) = 187/124*z^3 - 281/62*z + 1
*
[ -2 ] 
f(z) = 189/124*z^3 - 285/62*z + 1
*
[ -2 ] 
f(z) = 191/124*z^3 - 289/62*z + 1
*
[ -2 ] 
f(z) = 191/132*z^3 - 283/66*z + 1
*
[ -2 ] 
f(z) = 193/124*z^3 - 293/62*z + 1
*
[ -2 ] 
f(z) = 193/132*z^3 - 287/66*z + 1
*
[ -2 ] 
f(z) = 195/124*z^3 - 297/62*z + 1
*
45/28 | 0.23167885332338841999569180464218858223 | 0.026094786024985036866663951510028394751
f(z) = 196/125*z^3 - 287/60*z + 1
*
[ -2 ] 
f(z) = 197/132*z^3 - 295/66*z + 1
*
[ -2 ] 
f(z) = 199/132*z^3 - 299/66*z + 1
*
[ 10/7 ] 
f(z) = 194/125*z^3 - 281/98*z + 1
*
[ 11/42 ] 
f(z) = 196/121*z^3 - 290/99*z + 1
*
55/56 | 0.17309716716148066360734569205921113895 | 0.019421606769539303306300710783637088321
f(z) = 196/125*z^3 - 297/80*z + 1
*
[ 10/7 ] 
f(z) = 199/125*z^3 - 289/98*z + 1
*
[ 5/18 ] 
f(z) = 183/125*z^3 - 293/108*z + 1
*
[ 1/3 ] 
f(z) = 180/131*z^3 - 282/131*z + 1
*
[ 1/3 ] 
f(z) = 180/133*z^3 - 286/133*z + 1
*
[ 1/3 ] 
f(z) = 180/137*z^3 - 294/137*z + 1
*
[ 1/3 ] 
f(z) = 180/139*z^3 - 298/139*z + 1
*
[ 1/3 ] 
f(z) = 189/130*z^3 - 281/130*z + 1
*
[ 1/3 ] 
f(z) = 189/131*z^3 - 283/131*z + 1
*
[ 1/3 ] 
f(z) = 189/134*z^3 - 289/134*z + 1
*
[ 1/3 ] 
f(z) = 189/136*z^3 - 293/136*z + 1
*
[ 1/3 ] 
f(z) = 189/137*z^3 - 295/137*z + 1
*
[ 1/3 ] 
f(z) = 189/139*z^3 - 299/139*z + 1
*
[ 1/3 ] 
f(z) = 198/131*z^3 - 284/131*z + 1
*
[ 1/3 ] 
f(z) = 198/133*z^3 - 288/133*z + 1
*
[ 1/3 ] 
f(z) = 198/137*z^3 - 296/137*z + 1
*
[ 3/8 ] 
f(z) = 182/135*z^3 - 297/160*z + 1
*
[ -35/23 ] 
f(z) = 184/125*z^3 - 282/161*z + 1
*
[ 10/9 ] 
f(z) = 187/125*z^3 - 283/162*z + 1
*
[ -3/2 ] 
f(z) = 187/126*z^3 - 281/168*z + 1
*
[ -3/2 ] 
f(z) = 191/126*z^3 - 293/168*z + 1
*
[ -3/2 ] 
f(z) = 193/126*z^3 - 299/168*z + 1
*
[ 3/8 ] 
f(z) = 194/135*z^3 - 299/160*z + 1
*
[ 10/9 ] 
f(z) = 197/125*z^3 - 299/162*z + 1
*
[ 5/12 ] 
f(z) = 188/125*z^3 - 299/180*z + 1
*
[ 8/9 ] 
f(z) = 195/128*z^3 - 287/216*z + 1
*
[ 2/3 ] 
f(z) = 180/121*z^3 - 281/242*z + 1
*
[ 2/3 ] 
f(z) = 180/127*z^3 - 287/254*z + 1
*
[ 5/7 ] 
f(z) = 183/125*z^3 - 281/245*z + 1
*
[ 3/4 ] 
f(z) = 184/123*z^3 - 289/246*z + 1
*
[ 5/7 ] 
f(z) = 184/125*z^3 - 282/245*z + 1
*
[ 3/4 ] 
f(z) = 184/129*z^3 - 293/258*z + 1
*
[ 5/7 ] 
f(z) = 186/125*z^3 - 284/245*z + 1
*
[ 5/7 ] 
f(z) = 188/125*z^3 - 286/245*z + 1
*
[ 2/3 ] 
f(z) = 189/121*z^3 - 289/242*z + 1
*
[ 2/3 ] 
f(z) = 189/125*z^3 - 293/250*z + 1
*
[ 2/3 ] 
f(z) = 189/127*z^3 - 295/254*z + 1
*
[ 5/7 ] 
f(z) = 191/125*z^3 - 289/245*z + 1
*
[ 5/7 ] 
f(z) = 193/125*z^3 - 291/245*z + 1
*
[ 5/7 ] 
f(z) = 194/125*z^3 - 292/245*z + 1
*
[ 5/7 ] 
f(z) = 198/125*z^3 - 296/245*z + 1
*
[ 5/7 ] 
f(z) = 199/125*z^3 - 297/245*z + 1
*
[ 2/3 ] 
f(z) = 180/131*z^3 - 291/262*z + 1
*
[ 2/3 ] 
f(z) = 180/133*z^3 - 293/266*z + 1
*
[ 2/3 ] 
f(z) = 180/137*z^3 - 297/274*z + 1
*
[ 2/3 ] 
f(z) = 180/139*z^3 - 299/278*z + 1
*
[ 2/3 ] 
f(z) = 189/131*z^3 - 299/262*z + 1
*
[ 10/3 ] 
f(z) = 181/125*z^3 - 277/18*z + 1
*
[ -10/3 ] 
f(z) = 184/125*z^3 - 271/18*z + 1
*
[ 15/2 ] 
f(z) = 196/125*z^3 - 262/3*z + 1
*
[ -20/3 ] 
f(z) = 198/125*z^3 - 277/4*z + 1
*
[ 33/14 ] 
f(z) = 196/121*z^3 - 278/33*z + 1
*
3 | 0.25021010631163316092487164910834240163 | 0.028214971032832852436534851553307066491
f(z) = 196/135*z^3 - 263/20*z + 1
*
20/33 | 0.19186291897856850692940838278712523025 | 0.021723599816296478825370996564743792887
f(z) = 198/125*z^3 - 274/55*z + 1
*
[ -2 ] 
f(z) = 181/124*z^3 - 269/62*z + 1
*
[ -2 ] 
f(z) = 181/132*z^3 - 263/66*z + 1
*
[ 3/14 ] 
f(z) = 182/135*z^3 - 261/70*z + 1
*
[ -2 ] 
f(z) = 183/124*z^3 - 273/62*z + 1
*
[ -2 ] 
f(z) = 185/124*z^3 - 277/62*z + 1
*
[ -2 ] 
f(z) = 185/132*z^3 - 271/66*z + 1
*
[ 11/7 ] 
f(z) = 189/121*z^3 - 269/77*z + 1
*
55/48 | 0.092774254118672809130763555317562215883 | 0.010491391295296641765689713579863767604
f(z) = 192/125*z^3 - 277/60*z + 1
*
51/28 | 0.19422181372654001478834488292180841948 | 0.024926002318281627149013852101230712905
f(z) = 196/135*z^3 - 269/60*z + 1
*
[ 10/7 ] 
f(z) = 184/125*z^3 - 265/98*z + 1
*
[ -15/8 ] 
f(z) = 188/135*z^3 - 269/80*z + 1
*
10/7 | 0.16824414463975870780021766590133992550 | 0.016141584880851826159326020252098755219
f(z) = 189/125*z^3 - 269/84*z + 1
*
10/11 | 0.26935903434494871772255010505467953659 | 0.025770235182005185277699538064887684042
f(z) = 198/125*z^3 - 277/99*z + 1
*
3/7 | 0.22265093919188960907496737495956892608 | 0.028547395315715991942877223550494669659
f(z) = 182/135*z^3 - 271/105*z + 1
*
[ 10/33 ] 
f(z) = 198/125*z^3 - 269/110*z + 1
*
[ 1/3 ] 
f(z) = 180/121*z^3 - 262/121*z + 1
*
[ 1/3 ] 
f(z) = 180/127*z^3 - 274/127*z + 1
*
[ 1/3 ] 
f(z) = 189/121*z^3 - 263/121*z + 1
*
[ 1/3 ] 
f(z) = 189/122*z^3 - 265/122*z + 1
*
[ 1/3 ] 
f(z) = 189/124*z^3 - 269/124*z + 1
*
[ 1/3 ] 
f(z) = 189/125*z^3 - 271/125*z + 1
*
[ 1/3 ] 
f(z) = 189/127*z^3 - 275/127*z + 1
*
[ 1/3 ] 
f(z) = 189/128*z^3 - 277/128*z + 1
*
[ 33/28 ] 
f(z) = 196/121*z^3 - 277/132*z + 1
*
[ 5/14 ] 
f(z) = 196/135*z^3 - 268/135*z + 1
*
[ 1/3 ] 
f(z) = 198/125*z^3 - 272/125*z + 1
*
[ 1/3 ] 
f(z) = 198/127*z^3 - 276/127*z + 1
*
[ 5/14 ] 
f(z) = 189/125*z^3 - 279/140*z + 1
*
[ 11/24 ] 
f(z) = 180/121*z^3 - 263/176*z + 1
*
[ -3/2 ] 
f(z) = 181/126*z^3 - 263/168*z + 1
*
[ 10/9 ] 
f(z) = 182/125*z^3 - 275/162*z + 1
*
[ -3/2 ] 
f(z) = 185/126*z^3 - 275/168*z + 1
*
[ 2/5 ] 
f(z) = 185/128*z^3 - 277/160*z + 1
*
[ 2/5 ] 
f(z) = 195/128*z^3 - 279/160*z + 1
*
[ 11/12 ] 
f(z) = 184/121*z^3 - 271/198*z + 1
*
65/84 | 0.17079320968564706630966515598655388280 | 0.019273332371836437538211414461114125465
f(z) = 196/125*z^3 - 277/180*z + 1
*
[ 8/9 ] 
f(z) = 183/128*z^3 - 271/216*z + 1
*
[ 11/19 ] 
f(z) = 190/121*z^3 - 262/209*z + 1
*
[ 11/20 ] 
f(z) = 180/121*z^3 - 279/220*z + 1
*
[ 25/42 ] 
f(z) = 196/125*z^3 - 278/225*z + 1
*
[ 20/33 ] 
f(z) = 198/125*z^3 - 271/220*z + 1
*
[ 5/7 ] 
f(z) = 181/125*z^3 - 279/245*z + 1
*
[ 3/4 ] 
f(z) = 191/135*z^3 - 271/240*z + 1
*
[ 3/4 ] 
f(z) = 197/135*z^3 - 277/240*z + 1
*
[ -15/2 ] 
f(z) = 184/125*z^3 - 245/3*z + 1
*
[ 15/4 ] 
f(z) = 188/125*z^3 - 245/12*z + 1
*
[ 55/14 ] 
f(z) = 196/125*z^3 - 258/11*z + 1
*
[ 30/7 ] 
f(z) = 196/135*z^3 - 259/10*z + 1
*
5/16 | 0.19005880696295671562940118257789241228 | 0.021775097940021248662068117483219198651
f(z) = 192/125*z^3 - 247/20*z + 1
*
[ 8/3 ] 
f(z) = 195/128*z^3 - 245/24*z + 1
*
[ -33/14 ] 
f(z) = 196/121*z^3 - 250/33*z + 1
*
[ 20/7 ] 
f(z) = 196/125*z^3 - 243/20*z + 1
*
-16/9 | 0.19483911684389552918177995684120506701 | 0.025701996281638752604858029946908925222
f(z) = 189/128*z^3 - 245/48*z + 1
*
[ 4/21 ] 
f(z) = 189/128*z^3 - 241/56*z + 1
*
8/5 | 0.23945969629189734649389764683592505624 | 0.028999456519960141393018888987495303806
f(z) = 195/128*z^3 - 241/40*z + 1
*
[ 11/7 ] 
f(z) = 182/121*z^3 - 258/77*z + 1
*
5/6 | 0.25701752563953447324949149293295003984 | 0.029365828894638837916857341521746507463
f(z) = 183/125*z^3 - 253/60*z + 1
*
5/3 | 0.19111245885629553363023952711089765403 | 0.021895815172433495399120336629039378658
f(z) = 192/125*z^3 - 247/60*z + 1
*
6/11 | 0.25338104737185282361245752424240256449 | 0.028776214297858618571413360670460518435
f(z) = 187/135*z^3 - 247/110*z + 1
*
5/9 | 0.12620053041540712057590397969653645192 | 0.014419184736021188490161028655844544724
f(z) = 189/125*z^3 - 253/105*z + 1
*
[ -34/21 ] 
f(z) = 189/136*z^3 - 241/119*z + 1
*
[ 4/13 ] 
f(z) = 195/128*z^3 - 249/104*z + 1
*
[ 15/14 ] 
f(z) = 188/125*z^3 - 244/147*z + 1
*
[ 22/21 ] 
f(z) = 189/121*z^3 - 257/154*z + 1
*
-5/4 | 0.21621505728331832197489973818234647144 | 0.024726318408048215727447282300317801425
f(z) = 196/125*z^3 - 251/140*z + 1
*
[ 5/12 ] 
f(z) = 197/125*z^3 - 241/144*z + 1
*
[ -16/11 ] 
f(z) = 187/128*z^3 - 247/176*z + 1
*
[ 11/12 ] 
f(z) = 189/121*z^3 - 247/176*z + 1
*
40/63 | 0.22857625661952764715488582528362644909 | 0.027584941320337700588895110528376104582
f(z) = 189/128*z^3 - 247/168*z + 1
*
-9/7 | 0.15838136057929389078485911335399645907 | 0.023765252116978612446603963465796773359
f(z) = 196/135*z^3 - 247/180*z + 1
*
[ 3/5 ] 
f(z) = 185/126*z^3 - 251/210*z + 1
*
[ 8/15 ] 
f(z) = 189/128*z^3 - 259/200*z + 1
*
[ 4/5 ] 
f(z) = 191/128*z^3 - 241/200*z + 1
*
[ 4/5 ] 
f(z) = 193/128*z^3 - 243/200*z + 1
*
[ 4/5 ] 
f(z) = 197/128*z^3 - 247/200*z + 1
*
[ 4/5 ] 
f(z) = 199/128*z^3 - 249/200*z + 1
*
[ 11/3 ] 
f(z) = 189/121*z^3 - 223/11*z + 1
*
[ 8/3 ] 
f(z) = 183/128*z^3 - 229/24*z + 1
*
[ 11/4 ] 
f(z) = 184/121*z^3 - 239/22*z + 1
*
[ -11/4 ] 
f(z) = 184/121*z^3 - 223/22*z + 1
*
[ -8/3 ] 
f(z) = 195/128*z^3 - 227/24*z + 1
*
[ -20/7 ] 
f(z) = 196/125*z^3 - 229/20*z + 1
*
15/8 | 0.21152075035260141259816516853386521136 | 0.024329510107496813033436615549126006390
f(z) = 184/135*z^3 - 221/40*z + 1
*
4/3 | 0.19245638212999954347725991655622935121 | 0.023452241641919788966737312536564872192
f(z) = 189/128*z^3 - 229/56*z + 1
*
-40/21 | 0.14256683206029700369862151819550296540 | 0.016403685300236477218728911080829415607
f(z) = 196/125*z^3 - 238/45*z + 1
*
[ -11/6 ] 
f(z) = 186/121*z^3 - 239/66*z + 1
*
-12/7 | 0.20675747522669822453496054897183328170 | 0.027221452657499614168655648979393003375
f(z) = 196/135*z^3 - 221/60*z + 1
*
[ 11/8 ] 
f(z) = 184/121*z^3 - 229/88*z + 1
*
[ 15/56 ] 
f(z) = 196/135*z^3 - 227/80*z + 1
*
-10/7 | 0.24317646501501523285045928147364446518 | 0.028048312498303230996240045006078125701
f(z) = 189/125*z^3 - 233/105*z + 1
*
[ 7/6 ] 
f(z) = 180/133*z^3 - 226/133*z + 1
*
[ 3/8 ] 
f(z) = 184/135*z^3 - 223/120*z + 1
*
[ -3/2 ] 
f(z) = 196/123*z^3 - 236/123*z + 1
*
[ -3/2 ] 
f(z) = 196/129*z^3 - 226/129*z + 1
*
[ 5/12 ] 
f(z) = 187/125*z^3 - 239/144*z + 1
*
[ 10/11 ] 
f(z) = 187/120*z^3 - 229/165*z + 1
*
-8/9 | 0.16269647594518574336241534939946623666 | 0.019634466012994754935164581992944819625
f(z) = 189/128*z^3 - 235/168*z + 1
*
[ -11/8 ] 
f(z) = 196/121*z^3 - 235/176*z + 1
*
[ 5/6 ] 
f(z) = 187/125*z^3 - 223/180*z + 1
*
[ 5/6 ] 
f(z) = 191/125*z^3 - 227/180*z + 1
*
[ 5/6 ] 
f(z) = 193/125*z^3 - 229/180*z + 1
*
[ 2/3 ] 
f(z) = 195/124*z^3 - 223/186*z + 1
*
[ 5/6 ] 
f(z) = 197/125*z^3 - 233/180*z + 1
*
[ 4/5 ] 
f(z) = 181/128*z^3 - 231/200*z + 1
*
[ 4/5 ] 
f(z) = 183/128*z^3 - 233/200*z + 1
*
[ 4/5 ] 
f(z) = 187/128*z^3 - 237/200*z + 1
*
[ 4/5 ] 
f(z) = 189/128*z^3 - 239/200*z + 1
*
[ 11/3 ] 
f(z) = 180/121*z^3 - 212/11*z + 1
*
[ -11/3 ] 
f(z) = 180/121*z^3 - 206/11*z + 1
*
[ -11/3 ] 
f(z) = 189/121*z^3 - 217/11*z + 1
*
[ -8/3 ] 
f(z) = 183/128*z^3 - 211/24*z + 1
*
-2 | 0.10720906614953883141057208347980346296 | 0.016026231443112571732437578731855229481
f(z) = 185/128*z^3 - 201/32*z + 1
*
-2 | 0.10747227983754220593884628774647119940 | 0.016041835119146899678271857867415026964
f(z) = 187/128*z^3 - 203/32*z + 1
*
-10/63 | 0.28589851983991324390125718384639705947 | 0.028032147461368097943952220213443293538
f(z) = 189/125*z^3 - 215/21*z + 1
*
-2 | 0.10773068801030275391034668215729106144 | 0.016056908815997348791422822191230855139
f(z) = 189/128*z^3 - 205/32*z + 1
*
-2 | 0.10798450639704241175326154571025519730 | 0.016071483105605290368073398698997385191
f(z) = 191/128*z^3 - 207/32*z + 1
*
-2 | 0.10823393455489633287552518878500246413 | 0.016085586050093660836099593150343114950
f(z) = 193/128*z^3 - 209/32*z + 1
*
-2 | 0.10847915754423735290807254361099491808 | 0.016099243469369141621448739575620338980
f(z) = 195/128*z^3 - 211/32*z + 1
*
-2 | 0.10872034738663465495914295871778381309 | 0.016112479173753143288840884168592067717
f(z) = 197/128*z^3 - 213/32*z + 1
*
-2 | 0.10895766433889996449790641779142881017 | 0.016125315167025580197734574811446874308
f(z) = 199/128*z^3 - 215/32*z + 1
*
[ 11/6 ] 
f(z) = 189/121*z^3 - 211/44*z + 1
*
[ 16/9 ] 
f(z) = 189/128*z^3 - 203/48*z + 1
*
20/33 | 0.25483570909962918420296683658388961882 | 0.029604700479493511481318756324168396616
f(z) = 198/125*z^3 - 219/55*z + 1
*
[ 11/9 ] 
f(z) = 180/121*z^3 - 202/99*z + 1
*
[ 5/18 ] 
f(z) = 188/125*z^3 - 220/81*z + 1
*
-75/56 | 0.20344500525922307586892785750161763433 | 0.023631547539142636688433693395917869169
f(z) = 196/135*z^3 - 203/80*z + 1
*
-95/63 | 0.19752037036583276081696520146214386574 | 0.023008011559156091427173749390667845485
f(z) = 189/125*z^3 - 214/105*z + 1
*
[ -25/16 ] 
f(z) = 192/125*z^3 - 211/100*z + 1
*
[ -3/2 ] 
f(z) = 184/123*z^3 - 209/123*z + 1
*
[ -3/2 ] 
f(z) = 188/123*z^3 - 218/123*z + 1
*
[ -3/2 ] 
f(z) = 188/129*z^3 - 208/129*z + 1
*
[ 3/7 ] 
f(z) = 196/129*z^3 - 208/129*z + 1
*
[ 35/66 ] 
f(z) = 198/125*z^3 - 205/154*z + 1
*
[ 6/11 ] 
f(z) = 187/120*z^3 - 214/165*z + 1
*
[ 10/17 ] 
f(z) = 187/125*z^3 - 207/170*z + 1
*
[ -11/8 ] 
f(z) = 188/121*z^3 - 213/176*z + 1
*
-4/3 | 0.14077348857289930940371825442390776418 | 0.016988765496349924316470582065275110138
f(z) = 189/128*z^3 - 211/168*z + 1
*
[ 11/15 ] 
f(z) = 195/121*z^3 - 203/165*z + 1
*
[ 5/6 ] 
f(z) = 181/125*z^3 - 217/180*z + 1
*
[ 2/3 ] 
f(z) = 183/124*z^3 - 215/186*z + 1
*
[ 5 ] 
f(z) = 186/125*z^3 - 182/5*z + 1
*
[ 5 ] 
f(z) = 187/125*z^3 - 183/5*z + 1
*
[ -5 ] 
f(z) = 187/125*z^3 - 181/5*z + 1
*
[ 4 ] 
f(z) = 187/128*z^3 - 181/8*z + 1
*
[ 5 ] 
f(z) = 188/125*z^3 - 184/5*z + 1
*
[ -5 ] 
f(z) = 188/125*z^3 - 182/5*z + 1
*
[ -5 ] 
f(z) = 189/125*z^3 - 183/5*z + 1
*
[ 4 ] 
f(z) = 189/128*z^3 - 183/8*z + 1
*
[ 5 ] 
f(z) = 191/125*z^3 - 187/5*z + 1
*
[ 4 ] 
f(z) = 191/128*z^3 - 185/8*z + 1
*
[ -4 ] 
f(z) = 191/128*z^3 - 181/8*z + 1
*
[ 3 ] 
f(z) = 191/135*z^3 - 181/15*z + 1
*
[ 5 ] 
f(z) = 192/125*z^3 - 188/5*z + 1
*
[ -5 ] 
f(z) = 192/125*z^3 - 186/5*z + 1
*
145/48 | 0.19497044244407369697445791930744844269 | 0.019402612578085743533348856844094483176
f(z) = 192/125*z^3 - 185/12*z + 1
*
[ 5 ] 
f(z) = 193/125*z^3 - 189/5*z + 1
*
[ -5 ] 
f(z) = 193/125*z^3 - 187/5*z + 1
*
[ 4 ] 
f(z) = 193/128*z^3 - 187/8*z + 1
*
[ -4 ] 
f(z) = 193/128*z^3 - 183/8*z + 1
*
[ -5 ] 
f(z) = 194/125*z^3 - 188/5*z + 1
*
[ 3 ] 
f(z) = 194/135*z^3 - 184/15*z + 1
*
[ 4 ] 
f(z) = 195/128*z^3 - 189/8*z + 1
*
[ -4 ] 
f(z) = 195/128*z^3 - 185/8*z + 1
*
[ 5 ] 
f(z) = 196/125*z^3 - 192/5*z + 1
*
[ 5 ] 
f(z) = 197/125*z^3 - 193/5*z + 1
*
[ -5 ] 
f(z) = 197/125*z^3 - 191/5*z + 1
*
[ 4 ] 
f(z) = 197/128*z^3 - 191/8*z + 1
*
[ -4 ] 
f(z) = 197/128*z^3 - 187/8*z + 1
*
[ 3 ] 
f(z) = 197/135*z^3 - 187/15*z + 1
*
[ 5 ] 
f(z) = 198/125*z^3 - 194/5*z + 1
*
[ -5 ] 
f(z) = 198/125*z^3 - 192/5*z + 1
*
[ -5 ] 
f(z) = 199/125*z^3 - 193/5*z + 1
*
[ 4 ] 
f(z) = 199/128*z^3 - 193/8*z + 1
*
[ -4 ] 
f(z) = 199/128*z^3 - 189/8*z + 1
*
-2 | 0.10666726654065461894738175448975775809 | 0.015993297412118698179266324891886732155
f(z) = 181/128*z^3 - 197/32*z + 1
*
[ 15/7 ] 
f(z) = 182/135*z^3 - 198/35*z + 1
*
-2 | 0.10694081311142540825127632831451502183 | 0.016010064396986236505371866449066716949
f(z) = 183/128*z^3 - 199/32*z + 1
*
[ 5/46 ] 
f(z) = 184/125*z^3 - 189/23*z + 1
*
5/3 | 0.22911250828858250443463695755323297719 | 0.027113956228997614934937773166650313483
f(z) = 186/125*z^3 - 187/30*z + 1
*
20/9 | 0.085981437063219267006309595703808557889 | 0.010786665671662791544825078459720184873
f(z) = 189/128*z^3 - 181/24*z + 1
*
5/3 | 0.24666275855793275448184501828398131313 | 0.029117980476268762864415359197171231262
f(z) = 192/125*z^3 - 191/30*z + 1
*
[ 5/2 ] 
f(z) = 193/125*z^3 - 181/20*z + 1
*
5/28 | 0.24174967789929968543904588866889024055 | 0.028502953052151696186388249485526116991
f(z) = 196/125*z^3 - 193/20*z + 1
*
155/84 | 0.29539462851412232621442172013180128675 | 0.029396391898485366558020273681567278850
f(z) = 196/125*z^3 - 185/36*z + 1
*
[ 2 ] 
f(z) = 197/128*z^3 - 181/32*z + 1
*
[ 5/2 ] 
f(z) = 199/125*z^3 - 187/20*z + 1
*
[ 2 ] 
f(z) = 199/128*z^3 - 183/32*z + 1
*
5/6 | 0.24552848578511778808508322929040328565 | 0.028984082142176174962920525348885740423
f(z) = 188/125*z^3 - 191/45*z + 1
*
[ 2/9 ] 
f(z) = 189/136*z^3 - 182/51*z + 1
*
[ -15/8 ] 
f(z) = 196/125*z^3 - 191/48*z + 1
*
[ 5/3 ] 
f(z) = 199/125*z^3 - 181/45*z + 1
*
[ 10/7 ] 
f(z) = 182/125*z^3 - 187/70*z + 1
*
10/9 | 0.21580286094696051650089425899988399613 | 0.025637792769236498339787731256449953821
f(z) = 189/125*z^3 - 181/60*z + 1
*
[ 4/3 ] 
f(z) = 199/128*z^3 - 181/72*z + 1
*
[ 5/14 ] 
f(z) = 186/125*z^3 - 195/98*z + 1
*
5/6 | 0.19752064102811930982327769825765455632 | 0.019656397277464538352590604003430767952
f(z) = 189/125*z^3 - 185/84*z + 1
*
[ 5/4 ] 
f(z) = 197/125*z^3 - 181/80*z + 1
*
[ 5/4 ] 
f(z) = 199/125*z^3 - 183/80*z + 1
*
-10/9 | 0.13791052517777852388734847339918012645 | 0.016352099383428640245041711064292856522
f(z) = 189/125*z^3 - 184/105*z + 1
*
[ 11/10 ] 
f(z) = 190/121*z^3 - 199/110*z + 1
*
[ 1/2 ] 
f(z) = 180/137*z^3 - 182/137*z + 1
*
[ 1/2 ] 
f(z) = 180/139*z^3 - 184/139*z + 1
*
[ 6/13 ] 
f(z) = 182/135*z^3 - 189/130*z + 1
*
[ 5/11 ] 
f(z) = 184/125*z^3 - 182/121*z + 1
*
[ -3/2 ] 
f(z) = 184/129*z^3 - 199/129*z + 1
*
[ 1/2 ] 
f(z) = 184/135*z^3 - 181/135*z + 1
*
[ 1/2 ] 
f(z) = 184/137*z^3 - 183/137*z + 1
*
[ 1/2 ] 
f(z) = 184/139*z^3 - 185/139*z + 1
*
[ 5/12 ] 
f(z) = 186/125*z^3 - 199/120*z + 1
*
[ 8/17 ] 
f(z) = 187/128*z^3 - 197/136*z + 1
*
[ 1/2 ] 
f(z) = 188/135*z^3 - 182/135*z + 1
*
[ 1/2 ] 
f(z) = 188/137*z^3 - 184/137*z + 1
*
[ 1/2 ] 
f(z) = 188/139*z^3 - 186/139*z + 1
*
[ 5/11 ] 
f(z) = 189/125*z^3 - 183/121*z + 1
*
[ 1/2 ] 
f(z) = 192/133*z^3 - 181/133*z + 1
*
[ 1/2 ] 
f(z) = 192/137*z^3 - 185/137*z + 1
*
[ 1/2 ] 
f(z) = 192/139*z^3 - 187/139*z + 1
*
[ 5/11 ] 
f(z) = 194/125*z^3 - 184/121*z + 1
*
-4/3 | 0.17579180436070385973854320881831360440 | 0.021963824581677023428466458150460711748
f(z) = 195/128*z^3 - 187/120*z + 1
*
[ 3/7 ] 
f(z) = 196/123*z^3 - 200/123*z + 1
*
[ 1/2 ] 
f(z) = 196/135*z^3 - 184/135*z + 1
*
[ 1/2 ] 
f(z) = 196/137*z^3 - 186/137*z + 1
*
[ 1/2 ] 
f(z) = 196/139*z^3 - 188/139*z + 1
*
[ 5/11 ] 
f(z) = 199/125*z^3 - 185/121*z + 1
*
[ 11/14 ] 
f(z) = 182/121*z^3 - 185/154*z + 1
*
[ 20/21 ] 
f(z) = 189/125*z^3 - 199/140*z + 1
*
[ -45/32 ] 
f(z) = 192/125*z^3 - 191/144*z + 1
*
[ 11/13 ] 
f(z) = 195/121*z^3 - 191/143*z + 1
*
[ 45/56 ] 
f(z) = 196/125*z^3 - 181/144*z + 1
*
[ 5/8 ] 
f(z) = 182/125*z^3 - 187/160*z + 1
*
-15/16 | 0.20523694126149079593345249629867926087 | 0.023642979401875870813434201250563283400
f(z) = 184/135*z^3 - 181/160*z + 1
*
[ 5/8 ] 
f(z) = 186/125*z^3 - 189/160*z + 1
*
[ 40/63 ] 
f(z) = 189/125*z^3 - 199/168*z + 1
*
[ 5/8 ] 
f(z) = 194/125*z^3 - 193/160*z + 1
*
[ 5 ] 
f(z) = 181/125*z^3 - 177/5*z + 1
*
[ 4 ] 
f(z) = 181/128*z^3 - 175/8*z + 1
*
[ -4 ] 
f(z) = 181/128*z^3 - 171/8*z + 1
*
[ -3 ] 
f(z) = 181/135*z^3 - 161/15*z + 1
*
[ 5 ] 
f(z) = 182/125*z^3 - 178/5*z + 1
*
[ -5 ] 
f(z) = 182/125*z^3 - 176/5*z + 1
*
[ 3 ] 
f(z) = 182/135*z^3 - 172/15*z + 1
*
[ 5 ] 
f(z) = 183/125*z^3 - 179/5*z + 1
*
[ -5 ] 
f(z) = 183/125*z^3 - 177/5*z + 1
*
[ 4 ] 
f(z) = 183/128*z^3 - 177/8*z + 1
*
[ -4 ] 
f(z) = 183/128*z^3 - 173/8*z + 1
*
[ -5 ] 
f(z) = 184/125*z^3 - 178/5*z + 1
*
[ -15/4 ] 
f(z) = 184/135*z^3 - 179/10*z + 1
*
[ -3 ] 
f(z) = 184/135*z^3 - 164/15*z + 1
*
[ 4 ] 
f(z) = 185/128*z^3 - 179/8*z + 1
*
[ -4 ] 
f(z) = 185/128*z^3 - 175/8*z + 1
*
[ -4 ] 
f(z) = 187/128*z^3 - 177/8*z + 1
*
[ -3 ] 
f(z) = 187/135*z^3 - 167/15*z + 1
*
[ 3 ] 
f(z) = 188/135*z^3 - 178/15*z + 1
*
[ 10/3 ] 
f(z) = 189/125*z^3 - 161/10*z + 1
*
[ -4 ] 
f(z) = 189/128*z^3 - 179/8*z + 1
*
[ -3 ] 
f(z) = 193/135*z^3 - 173/15*z + 1
*
[ -3 ] 
f(z) = 196/135*z^3 - 176/15*z + 1
*
[ 10/3 ] 
f(z) = 198/125*z^3 - 169/10*z + 1
*
[ -10/3 ] 
f(z) = 198/125*z^3 - 163/10*z + 1
*
[ -3 ] 
f(z) = 199/135*z^3 - 179/15*z + 1
*
[ 5/2 ] 
f(z) = 181/125*z^3 - 169/20*z + 1
*
[ 2 ] 
f(z) = 181/128*z^3 - 165/32*z + 1
*
[ 5/2 ] 
f(z) = 183/125*z^3 - 171/20*z + 1
*
[ 2 ] 
f(z) = 183/128*z^3 - 167/32*z + 1
*
[ 2 ] 
f(z) = 185/128*z^3 - 169/32*z + 1
*
[ 2 ] 
f(z) = 187/128*z^3 - 171/32*z + 1
*
[ 5/2 ] 
f(z) = 189/125*z^3 - 177/20*z + 1
*
[ -5/2 ] 
f(z) = 189/125*z^3 - 161/20*z + 1
*
[ 2 ] 
f(z) = 189/128*z^3 - 173/32*z + 1
*
[ 5/2 ] 
f(z) = 191/125*z^3 - 179/20*z + 1
*
[ -5/2 ] 
f(z) = 191/125*z^3 - 163/20*z + 1
*
[ 2 ] 
f(z) = 191/128*z^3 - 175/32*z + 1
*
[ 11/6 ] 
f(z) = 192/121*z^3 - 161/33*z + 1
*
35/16 | 0.21441590787689916270924957051021234348 | 0.025506689810083397133427396147292584165
f(z) = 192/125*z^3 - 179/20*z + 1
*
[ -35/16 ] 
f(z) = 192/125*z^3 - 165/28*z + 1
*
[ 2 ] 
f(z) = 193/128*z^3 - 177/32*z + 1
*
[ 2 ] 
f(z) = 195/128*z^3 - 179/32*z + 1
*
65/28 | 0.16512000015653795501057146924302985925 | 0.019722491427320551004735608445804406354
f(z) = 196/125*z^3 - 173/20*z + 1
*
-145/84 | 0.15186055929697405824059761960531241046 | 0.015324407589548965354416919403764023982
f(z) = 196/125*z^3 - 161/36*z + 1
*
[ 3/28 ] 
f(z) = 196/135*z^3 - 167/20*z + 1
*
[ -5/2 ] 
f(z) = 197/125*z^3 - 169/20*z + 1
*
[ -5/2 ] 
f(z) = 199/125*z^3 - 171/20*z + 1
*
[ 5/3 ] 
f(z) = 181/125*z^3 - 163/45*z + 1
*
[ 5/3 ] 
f(z) = 182/125*z^3 - 164/45*z + 1
*
[ 20/13 ] 
f(z) = 182/125*z^3 - 161/52*z + 1
*
[ 5/3 ] 
f(z) = 184/125*z^3 - 166/45*z + 1
*
[ 15/8 ] 
f(z) = 184/135*z^3 - 173/40*z + 1
*
-8/5 | 0.20716621431638132122731307833721022084 | 0.026335785470599606874718262779299651045
f(z) = 185/128*z^3 - 163/40*z + 1
*
[ 5/3 ] 
f(z) = 187/125*z^3 - 169/45*z + 1
*
[ -11/6 ] 
f(z) = 189/121*z^3 - 163/44*z + 1
*
[ 5/3 ] 
f(z) = 191/125*z^3 - 173/45*z + 1
*
[ 5/3 ] 
f(z) = 194/125*z^3 - 176/45*z + 1
*
[ 5/3 ] 
f(z) = 196/125*z^3 - 178/45*z + 1
*
[ 5/3 ] 
f(z) = 197/125*z^3 - 179/45*z + 1
*
[ 4/3 ] 
f(z) = 181/128*z^3 - 163/72*z + 1
*
[ 3/2 ] 
f(z) = 181/135*z^3 - 161/60*z + 1
*
15/13 | 0.24668695147055557909299853593458135496 | 0.029196733441060223274408821389763248189
f(z) = 182/135*z^3 - 173/65*z + 1
*
[ 4/3 ] 
f(z) = 185/128*z^3 - 167/72*z + 1
*
[ 4/3 ] 
f(z) = 187/128*z^3 - 169/72*z + 1
*
[ 3/2 ] 
f(z) = 187/135*z^3 - 167/60*z + 1
*
[ -11/7 ] 
f(z) = 189/121*z^3 - 171/77*z + 1
*
[ 5/18 ] 
f(z) = 189/125*z^3 - 163/60*z + 1
*
[ 4/3 ] 
f(z) = 191/128*z^3 - 173/72*z + 1
*
[ 4/3 ] 
f(z) = 193/128*z^3 - 175/72*z + 1
*
[ 3/2 ] 
f(z) = 193/135*z^3 - 173/60*z + 1
*
-45/28 | 0.24255155420555259014825828722375209278 | 0.028853676564084838074785642219453089691
f(z) = 196/125*z^3 - 179/60*z + 1
*
[ -12/7 ] 
f(z) = 196/135*z^3 - 161/60*z + 1
*
[ 4/3 ] 
f(z) = 197/128*z^3 - 179/72*z + 1
*
[ 3/2 ] 
f(z) = 199/135*z^3 - 179/60*z + 1
*
[ 5/4 ] 
f(z) = 183/125*z^3 - 167/80*z + 1
*
[ 5/4 ] 
f(z) = 187/125*z^3 - 171/80*z + 1
*
[ 4/11 ] 
f(z) = 187/128*z^3 - 171/88*z + 1
*
[ 5/4 ] 
f(z) = 189/125*z^3 - 173/80*z + 1
*
[ 5/4 ] 
f(z) = 193/125*z^3 - 177/80*z + 1
*
[ 10/9 ] 
f(z) = 198/125*z^3 - 167/90*z + 1
*
[ -22/15 ] 
f(z) = 180/121*z^3 - 167/110*z + 1
*
[ 3/7 ] 
f(z) = 182/135*z^3 - 166/105*z + 1
*
20/63 | 0.19751933674941187109478400425940929829 | 0.023761364476080087732010182472861013055
f(z) = 189/125*z^3 - 163/105*z + 1
*
[ -35/24 ] 
f(z) = 192/125*z^3 - 166/105*z + 1
*
[ 1/2 ] 
f(z) = 180/121*z^3 - 166/121*z + 1
*
[ 1/2 ] 
f(z) = 180/127*z^3 - 172/127*z + 1
*
[ 1/2 ] 
f(z) = 180/131*z^3 - 176/131*z + 1
*
[ 1/2 ] 
f(z) = 180/133*z^3 - 178/133*z + 1
*
[ 5/9 ] 
f(z) = 183/125*z^3 - 169/135*z + 1
*
[ 1/2 ] 
f(z) = 184/121*z^3 - 167/121*z + 1
*
[ 1/2 ] 
f(z) = 184/123*z^3 - 169/123*z + 1
*
[ 1/2 ] 
f(z) = 184/125*z^3 - 171/125*z + 1
*
[ 1/2 ] 
f(z) = 184/127*z^3 - 173/127*z + 1
*
[ 1/2 ] 
f(z) = 184/129*z^3 - 175/129*z + 1
*
[ 1/2 ] 
f(z) = 184/131*z^3 - 177/131*z + 1
*
[ 1/2 ] 
f(z) = 184/133*z^3 - 179/133*z + 1
*
[ 2/3 ] 
f(z) = 187/120*z^3 - 161/135*z + 1
*
[ 1/2 ] 
f(z) = 188/121*z^3 - 168/121*z + 1
*
[ 1/2 ] 
f(z) = 188/123*z^3 - 170/123*z + 1
*
[ 1/2 ] 
f(z) = 188/125*z^3 - 172/125*z + 1
*
[ 1/2 ] 
f(z) = 188/127*z^3 - 174/127*z + 1
*
[ 1/2 ] 
f(z) = 188/129*z^3 - 176/129*z + 1
*
[ 1/2 ] 
f(z) = 188/131*z^3 - 178/131*z + 1
*
[ 1/2 ] 
f(z) = 188/133*z^3 - 180/133*z + 1
*
[ 11/18 ] 
f(z) = 189/121*z^3 - 161/132*z + 1
*
[ 2/3 ] 
f(z) = 191/120*z^3 - 163/135*z + 1
*
[ 1/2 ] 
f(z) = 192/121*z^3 - 169/121*z + 1
*
[ 1/2 ] 
f(z) = 192/125*z^3 - 173/125*z + 1
*
[ 5/9 ] 
f(z) = 192/125*z^3 - 172/135*z + 1
*
[ 1/2 ] 
f(z) = 192/127*z^3 - 175/127*z + 1
*
[ 1/2 ] 
f(z) = 192/131*z^3 - 179/131*z + 1
*
[ 7/8 ] 
f(z) = 192/133*z^3 - 166/133*z + 1
*
[ 2/3 ] 
f(z) = 193/120*z^3 - 164/135*z + 1
*
[ 1/2 ] 
f(z) = 196/121*z^3 - 170/121*z + 1
*
[ 1/2 ] 
f(z) = 196/123*z^3 - 172/123*z + 1
*
[ 1/2 ] 
f(z) = 196/125*z^3 - 174/125*z + 1
*
[ 1/2 ] 
f(z) = 196/127*z^3 - 176/127*z + 1
*
[ 1/2 ] 
f(z) = 196/129*z^3 - 178/129*z + 1
*
[ 1/2 ] 
f(z) = 196/131*z^3 - 180/131*z + 1
*
[ 2/3 ] 
f(z) = 197/120*z^3 - 166/135*z + 1
*
[ 2/3 ] 
f(z) = 199/120*z^3 - 167/135*z + 1
*
[ 2/3 ] 
f(z) = 181/136*z^3 - 167/153*z + 1
*
[ 11/13 ] 
f(z) = 182/121*z^3 - 180/143*z + 1
*
[ 2/3 ] 
f(z) = 185/136*z^3 - 169/153*z + 1
*
[ 2/3 ] 
f(z) = 191/136*z^3 - 172/153*z + 1
*
[ 2/3 ] 
f(z) = 193/136*z^3 - 173/153*z + 1
*
[ 2/3 ] 
f(z) = 197/136*z^3 - 175/153*z + 1
*
[ 2/3 ] 
f(z) = 199/136*z^3 - 176/153*z + 1
*
[ -5/2 ] 
f(z) = 181/125*z^3 - 153/20*z + 1
*
[ -5/2 ] 
f(z) = 187/125*z^3 - 159/20*z + 1
*
10/9 | 0.22556000610966948900600339323392516978 | 0.027568774482913778265516882721226628936
f(z) = 189/125*z^3 - 143/30*z + 1
*
[ -2 ] 
f(z) = 189/128*z^3 - 141/32*z + 1
*
[ -2 ] 
f(z) = 191/128*z^3 - 143/32*z + 1
*
35/16 | 0.23010043834560519727950276711752835913 | 0.027763820660481675627246800399369941941
f(z) = 192/125*z^3 - 159/20*z + 1
*
[ -2 ] 
f(z) = 193/128*z^3 - 145/32*z + 1
*
[ -2 ] 
f(z) = 195/128*z^3 - 147/32*z + 1
*
[ -2 ] 
f(z) = 197/128*z^3 - 149/32*z + 1
*
[ -2 ] 
f(z) = 199/128*z^3 - 151/32*z + 1
*
[ 5/22 ] 
f(z) = 187/125*z^3 - 153/44*z + 1
*
[ -16/9 ] 
f(z) = 189/128*z^3 - 149/48*z + 1
*
-4/3 | 0.18121081933097472948478420091516785065 | 0.023384085532297822924881831967468585875
f(z) = 189/128*z^3 - 145/56*z + 1
*
[ 8/5 ] 
f(z) = 195/128*z^3 - 141/40*z + 1
*
[ 5/21 ] 
f(z) = 196/125*z^3 - 148/45*z + 1
*
[ -11/7 ] 
f(z) = 182/121*z^3 - 160/77*z + 1
*
[ 4/3 ] 
f(z) = 189/136*z^3 - 151/68*z + 1
*
-39/28 | 0.11029483369777405685410433705039161637 | 0.015316236135131276549329174171653240462
f(z) = 196/135*z^3 - 149/60*z + 1
*
[ 5/12 ] 
f(z) = 184/125*z^3 - 149/90*z + 1
*
[ 2/5 ] 
f(z) = 185/136*z^3 - 146/85*z + 1
*
[ 3/8 ] 
f(z) = 188/135*z^3 - 149/80*z + 1
*
[ 2/5 ] 
f(z) = 195/136*z^3 - 147/85*z + 1
*
[ 10/21 ] 
f(z) = 198/125*z^3 - 143/98*z + 1
*
[ 10/11 ] 
f(z) = 187/125*z^3 - 147/110*z + 1
*
-5/63 | 0.16705918811998209877959227305697566038 | 0.020160964964019220403903362983977469537
f(z) = 189/125*z^3 - 148/105*z + 1
*
[ 2/3 ] 
f(z) = 181/120*z^3 - 158/135*z + 1
*
[ 10/13 ] 
f(z) = 182/125*z^3 - 151/130*z + 1
*
[ 3/5 ] 
f(z) = 182/135*z^3 - 144/125*z + 1
*
[ 20/31 ] 
f(z) = 186/125*z^3 - 145/124*z + 1
*
[ 3/5 ] 
f(z) = 188/135*z^3 - 146/125*z + 1
*
[ 2/3 ] 
f(z) = 189/122*z^3 - 145/122*z + 1
*
[ 2/3 ] 
f(z) = 189/130*z^3 - 149/130*z + 1
*
[ 2/3 ] 
f(z) = 189/134*z^3 - 151/134*z + 1
*
[ 3/5 ] 
f(z) = 191/135*z^3 - 147/125*z + 1
*
[ 3/5 ] 
f(z) = 194/135*z^3 - 148/125*z + 1
*
[ 8/15 ] 
f(z) = 195/128*z^3 - 157/120*z + 1
*
[ 5/7 ] 
f(z) = 196/135*z^3 - 154/135*z + 1
*
[ 3/5 ] 
f(z) = 197/135*z^3 - 149/125*z + 1
*
[ 11/4 ] 
f(z) = 192/121*z^3 - 125/11*z + 1
*
[ -45/14 ] 
f(z) = 196/125*z^3 - 134/9*z + 1
*
[ -2 ] 
f(z) = 181/128*z^3 - 133/32*z + 1
*
[ -2 ] 
f(z) = 183/128*z^3 - 135/32*z + 1
*
[ -2 ] 
f(z) = 185/128*z^3 - 137/32*z + 1
*
5/3 | 0.090742321021975676354487080814957059733 | 0.011254075779875548359322297078607426065
f(z) = 186/125*z^3 - 127/30*z + 1
*
[ -2 ] 
f(z) = 187/128*z^3 - 139/32*z + 1
*
4/3 | 0.16628571023403105384708328490675010574 | 0.021971112222229458199097006275047473249
f(z) = 189/128*z^3 - 121/24*z + 1
*
[ -11/6 ] 
f(z) = 192/121*z^3 - 125/33*z + 1
*
[ 8/5 ] 
f(z) = 185/128*z^3 - 133/40*z + 1
*
[ 15/11 ] 
f(z) = 187/135*z^3 - 127/55*z + 1
*
[ -5/3 ] 
f(z) = 193/125*z^3 - 121/45*z + 1
*
[ -5/3 ] 
f(z) = 194/125*z^3 - 122/45*z + 1
*
[ -5/3 ] 
f(z) = 196/125*z^3 - 124/45*z + 1
*
[ -5/3 ] 
f(z) = 199/125*z^3 - 127/45*z + 1
*
[ 5/14 ] 
f(z) = 182/125*z^3 - 139/70*z + 1
*
[ 25/24 ] 
f(z) = 192/125*z^3 - 122/75*z + 1
*
[ -10/7 ] 
f(z) = 181/125*z^3 - 123/98*z + 1
*
[ -10/7 ] 
f(z) = 186/125*z^3 - 131/98*z + 1
*
[ 5/12 ] 
f(z) = 189/125*z^3 - 133/80*z + 1
*
[ -10/7 ] 
f(z) = 191/125*z^3 - 139/98*z + 1
*
[ 11/21 ] 
f(z) = 196/121*z^3 - 134/99*z + 1
*
[ 10/21 ] 
f(z) = 196/125*z^3 - 131/90*z + 1
*
[ 15/23 ] 
f(z) = 184/135*z^3 - 128/115*z + 1
*
[ 6/11 ] 
f(z) = 187/135*z^3 - 137/110*z + 1
*
[ 16/21 ] 
f(z) = 189/128*z^3 - 131/112*z + 1
*
[ 8/13 ] 
f(z) = 195/128*z^3 - 125/104*z + 1
*
[ 25/28 ] 
f(z) = 196/125*z^3 - 137/100*z + 1
*
[ 3/4 ] 
f(z) = 182/135*z^3 - 131/120*z + 1
*
[ 3/4 ] 
f(z) = 194/135*z^3 - 137/120*z + 1
*
-2 | 0.10680410244828961959237480262398555358 | 0.015953859492921611084007673863207992532
f(z) = 185/136*z^3 - 101/17*z + 1
*
-2 | 0.087473701064616517927641539875022515794 | 0.013066381385362861172195542533179234498
f(z) = 187/120*z^3 - 101/15*z + 1
*
-20/9 | 0.18613472303316131124245513022037682760 | 0.023530905057230476660344493817594624072
f(z) = 189/125*z^3 - 109/15*z + 1
*
-2 | 0.10735231240443980388809644766664637454 | 0.015988916564781867900994816214711305017
f(z) = 189/136*z^3 - 103/17*z + 1
*
-2 | 0.087965937636384941393210368514149585423 | 0.013101534619135001485061684669033334385
f(z) = 191/120*z^3 - 103/15*z + 1
*
-2 | 0.10761822525044615044911621719242187372 | 0.016005488863327817471084684021124200425
f(z) = 191/136*z^3 - 104/17*z + 1
*
[ -11/4 ] 
f(z) = 192/121*z^3 - 117/11*z + 1
*
5/24 | 0.18698791279751453372138362054070455938 | 0.023809182820819523470318807576872268592
f(z) = 192/125*z^3 - 103/15*z + 1
*
-2 | 0.088206164705330582039307462528738276938 | 0.013118435874430804491957038710271561882
f(z) = 193/120*z^3 - 104/15*z + 1
*
-2 | 0.10787904080196250279908215268025366110 | 0.016021476593093315835243404492224760409
f(z) = 193/136*z^3 - 105/17*z + 1
*
-2 | 0.10813500379389005000965802839579537779 | 0.016036915027072901422836556119021348960
f(z) = 195/136*z^3 - 106/17*z + 1
*
-2 | 0.088674532660409939040521283508444776335 | 0.013150838261872293965652181695499035315
f(z) = 197/120*z^3 - 106/15*z + 1
*
-2 | 0.10838633937060649304653520463246557338 | 0.016051836394699973137171042734868232923
f(z) = 197/136*z^3 - 107/17*z + 1
*
-2 | 0.088905005727938977658180675134353358167 | 0.013166683319150415533360554600051959110
f(z) = 199/120*z^3 - 107/15*z + 1
*
-2 | 0.10863325524077401286590566946399297608 | 0.016066270223693588736908429340690474507
f(z) = 199/136*z^3 - 108/17*z + 1
*
[ 15/8 ] 
f(z) = 184/125*z^3 - 113/24*z + 1
*
[ -15/7 ] 
f(z) = 189/125*z^3 - 115/21*z + 1
*
-10/63 | 0.13849980941206889588544161518061328918 | 0.014534872714595393879712851037923171274
f(z) = 189/125*z^3 - 110/21*z + 1
*
4/9 | 0.17538449093819208548181392151836470611 | 0.023497585822631872062682373167976255926
f(z) = 189/128*z^3 - 109/24*z + 1
*
5/6 | 0.23627432161098662502147069663711625892 | 0.029734014904207577501589237820586329174
f(z) = 192/125*z^3 - 113/30*z + 1
*
[ 25/14 ] 
f(z) = 196/125*z^3 - 114/25*z + 1
*
-55/28 | 0.11235671340098616155348873430502304335 | 0.014203986835438746748097238032287209036
f(z) = 196/125*z^3 - 109/20*z + 1
*
3/28 | 0.091082536401400961880638718952631974874 | 0.011430086268529479506261291499832196675
f(z) = 196/135*z^3 - 107/20*z + 1
*
[ 11/30 ] 
f(z) = 180/121*z^3 - 106/55*z + 1
*
[ -5/3 ] 
f(z) = 181/125*z^3 - 109/45*z + 1
*
[ -5/3 ] 
f(z) = 184/125*z^3 - 112/45*z + 1
*
[ -5/3 ] 
f(z) = 188/125*z^3 - 116/45*z + 1
*
[ 10/27 ] 
f(z) = 189/125*z^3 - 103/54*z + 1
*
-8/7 | 0.19654481383672413595973598588538480745 | 0.026144897731937510251354398486889412220
f(z) = 189/128*z^3 - 115/56*z + 1
*
[ 8/21 ] 
f(z) = 189/128*z^3 - 103/56*z + 1
*
[ -5/3 ] 
f(z) = 191/125*z^3 - 119/45*z + 1
*
5/32 | 0.16642957075299949963529019867458559865 | 0.017623839619572090800868738706610434618
f(z) = 192/125*z^3 - 101/48*z + 1
*
[ 5/12 ] 
f(z) = 182/125*z^3 - 119/72*z + 1
*
[ 5/13 ] 
f(z) = 182/125*z^3 - 118/65*z + 1
*
[ 15/13 ] 
f(z) = 182/135*z^3 - 108/65*z + 1
*
[ 11/21 ] 
f(z) = 189/121*z^3 - 103/77*z + 1
*
20/21 | 0.21492687857332800271148537578342196735 | 0.026929650239685219982889715791466321770
f(z) = 189/125*z^3 - 117/70*z + 1
*
[ 10/21 ] 
f(z) = 189/125*z^3 - 101/70*z + 1
*
15/28 | 0.21148255371039186969467423883553631631 | 0.026441931951028436446459603646729649880
f(z) = 196/125*z^3 - 119/60*z + 1
*
-3/28 | 0.19064669592174936120815767965175854239 | 0.027985472445413161302000038170310014992
f(z) = 196/135*z^3 - 101/60*z + 1
*
[ 11/18 ] 
f(z) = 180/121*z^3 - 118/99*z + 1
*
[ 5/9 ] 
f(z) = 181/125*z^3 - 101/81*z + 1
*
[ 5/6 ] 
f(z) = 182/125*z^3 - 109/90*z + 1
*
[ 2/3 ] 
f(z) = 183/128*z^3 - 109/96*z + 1
*
[ 8/11 ] 
f(z) = 187/128*z^3 - 101/88*z + 1
*
[ 15/17 ] 
f(z) = 187/135*z^3 - 103/85*z + 1
*
[ 5/9 ] 
f(z) = 191/125*z^3 - 103/81*z + 1
*
[ 2/3 ] 
f(z) = 195/128*z^3 - 113/96*z + 1
*
[ 5/9 ] 
f(z) = 196/125*z^3 - 104/81*z + 1
*
-2 | 0.086703379221000925969016659453143843036 | 0.013009912650355627553619678503524044537
f(z) = 181/120*z^3 - 98/15*z + 1
*
[ 2 ] 
f(z) = 181/120*z^3 - 83/15*z + 1
*
-2 | 0.10623195437302541577440344372786553343 | 0.015915945353848504046189656848705312910
f(z) = 181/136*z^3 - 99/17*z + 1
*
[ 2 ] 
f(z) = 181/136*z^3 - 82/17*z + 1
*
-2 | 0.10652119308838281514220789819153954489 | 0.015935285014010089460986066005120236807
f(z) = 183/136*z^3 - 100/17*z + 1
*
[ 2 ] 
f(z) = 183/136*z^3 - 83/17*z + 1
*
[ 2 ] 
f(z) = 185/136*z^3 - 84/17*z + 1
*
[ 10/3 ] 
f(z) = 186/125*z^3 - 95/6*z + 1
*
[ 5/2 ] 
f(z) = 186/125*z^3 - 87/10*z + 1
*
[ 2 ] 
f(z) = 187/120*z^3 - 86/15*z + 1
*
5/9 | 0.089916351913379553749815696935990420737 | 0.011583918527981228949153096443913000318
f(z) = 189/125*z^3 - 94/15*z + 1
*
[ 20/9 ] 
f(z) = 189/125*z^3 - 83/12*z + 1
*
[ 2 ] 
f(z) = 189/136*z^3 - 86/17*z + 1
*
[ 2 ] 
f(z) = 191/120*z^3 - 88/15*z + 1
*
[ 2 ] 
f(z) = 191/136*z^3 - 87/17*z + 1
*
5/12 | 0.19565530810689159498725275339870011189 | 0.020853904577908967949994961234768032932
f(z) = 192/125*z^3 - 95/12*z + 1
*
[ 5/32 ] 
f(z) = 192/125*z^3 - 87/16*z + 1
*
-15/8 | 0.18159199393584152609104528477280594204 | 0.023775692058848025790170661373473455621
f(z) = 192/125*z^3 - 83/15*z + 1
*
[ 2 ] 
f(z) = 193/120*z^3 - 89/15*z + 1
*
[ 2 ] 
f(z) = 193/136*z^3 - 88/17*z + 1
*
[ 5/2 ] 
f(z) = 194/125*z^3 - 91/10*z + 1
*
[ -5/2 ] 
f(z) = 194/125*z^3 - 83/10*z + 1
*
[ 2 ] 
f(z) = 195/136*z^3 - 89/17*z + 1
*
[ -15/7 ] 
f(z) = 196/125*z^3 - 86/15*z + 1
*
[ 15/7 ] 
f(z) = 196/135*z^3 - 92/15*z + 1
*
[ 2 ] 
f(z) = 197/120*z^3 - 91/15*z + 1
*
[ 2 ] 
f(z) = 197/136*z^3 - 90/17*z + 1
*
[ 5/2 ] 
f(z) = 198/125*z^3 - 93/10*z + 1
*
[ 2 ] 
f(z) = 199/120*z^3 - 92/15*z + 1
*
[ 2 ] 
f(z) = 199/136*z^3 - 91/17*z + 1
*
[ 15/11 ] 
f(z) = 187/125*z^3 - 83/33*z + 1
*
[ -25/14 ] 
f(z) = 196/125*z^3 - 86/25*z + 1
*
-51/28 | 0.22365516202292789141939976686232927536 | 0.028990863556183864086179107959885094558
f(z) = 196/135*z^3 - 83/20*z + 1
*
5/3 | 0.27587293037870110414084079104696402399 | 0.029470728291888622256882610315559871521
f(z) = 198/125*z^3 - 93/22*z + 1
*
[ 11/10 ] 
f(z) = 180/121*z^3 - 94/55*z + 1
*
[ 5/4 ] 
f(z) = 182/125*z^3 - 83/40*z + 1
*
[ -8/5 ] 
f(z) = 185/128*z^3 - 83/40*z + 1
*
[ 5/11 ] 
f(z) = 187/125*z^3 - 83/55*z + 1
*
[ 10/9 ] 
f(z) = 192/125*z^3 - 97/54*z + 1
*
[ 5/4 ] 
f(z) = 194/125*z^3 - 89/40*z + 1
*
[ -8/5 ] 
f(z) = 195/128*z^3 - 91/40*z + 1
*
[ 9/7 ] 
f(z) = 196/135*z^3 - 98/45*z + 1
*
[ 5/4 ] 
f(z) = 198/125*z^3 - 91/40*z + 1
*
[ 5/11 ] 
f(z) = 198/125*z^3 - 84/55*z + 1
*
[ 15/26 ] 
f(z) = 182/125*z^3 - 95/78*z + 1
*
[ -10/7 ] 
f(z) = 182/125*z^3 - 89/70*z + 1
*
[ 6/7 ] 
f(z) = 182/135*z^3 - 81/70*z + 1
*
[ -10/7 ] 
f(z) = 189/125*z^3 - 97/70*z + 1
*
[ -3/2 ] 
f(z) = 191/135*z^3 - 91/60*z + 1
*
-15/16 | 0.19853165678105128703675115241421694466 | 0.025473721123522292379721871503852922545
f(z) = 192/125*z^3 - 97/60*z + 1
*
[ -3/2 ] 
f(z) = 197/135*z^3 - 97/60*z + 1
*
[ 3/4 ] 
f(z) = 181/135*z^3 - 87/80*z + 1
*
[ 3/4 ] 
f(z) = 187/135*z^3 - 89/80*z + 1
*
[ 3/4 ] 
f(z) = 193/135*z^3 - 91/80*z + 1
*
[ 5/8 ] 
f(z) = 196/125*z^3 - 97/80*z + 1
*
[ 3/4 ] 
f(z) = 199/135*z^3 - 93/80*z + 1
*
[ -2 ] 
f(z) = 181/120*z^3 - 68/15*z + 1
*
[ -2 ] 
f(z) = 181/136*z^3 - 65/17*z + 1
*
[ -5/2 ] 
f(z) = 182/125*z^3 - 77/10*z + 1
*
[ -2 ] 
f(z) = 183/136*z^3 - 66/17*z + 1
*
[ -2 ] 
f(z) = 185/136*z^3 - 67/17*z + 1
*
[ -5/2 ] 
f(z) = 186/125*z^3 - 79/10*z + 1
*
[ -2 ] 
f(z) = 187/120*z^3 - 71/15*z + 1
*
5/9 | 0.20556666424265386156700237444405895971 | 0.027089865032594699668352658523379784908
f(z) = 189/125*z^3 - 79/15*z + 1
*
[ 8/3 ] 
f(z) = 189/128*z^3 - 79/8*z + 1
*
[ -8/3 ] 
f(z) = 189/128*z^3 - 73/8*z + 1
*
[ -2 ] 
f(z) = 189/136*z^3 - 69/17*z + 1
*
[ -2 ] 
f(z) = 191/120*z^3 - 73/15*z + 1
*
[ -2 ] 
f(z) = 191/136*z^3 - 70/17*z + 1
*
[ 15/8 ] 
f(z) = 192/125*z^3 - 74/15*z + 1
*
[ -15/4 ] 
f(z) = 192/125*z^3 - 61/3*z + 1
*
[ -2 ] 
f(z) = 193/120*z^3 - 74/15*z + 1
*
[ 3 ] 
f(z) = 193/135*z^3 - 61/5*z + 1
*
[ -2 ] 
f(z) = 193/136*z^3 - 71/17*z + 1
*
[ -2 ] 
f(z) = 195/136*z^3 - 72/17*z + 1
*
15/14 | 0.20317110901850398628428568760397632185 | 0.027156264968614570255153266361676966876
f(z) = 196/125*z^3 - 71/15*z + 1
*
[ 3 ] 
f(z) = 196/135*z^3 - 62/5*z + 1
*
12/7 | 0.13508348988677122156952581016668839040 | 0.018237986443346818779840046063738014768
f(z) = 196/135*z^3 - 61/10*z + 1
*
[ -2 ] 
f(z) = 197/120*z^3 - 76/15*z + 1
*
[ -2 ] 
f(z) = 197/136*z^3 - 73/17*z + 1
*
[ 5/33 ] 
f(z) = 198/125*z^3 - 62/11*z + 1
*
[ -2 ] 
f(z) = 199/120*z^3 - 77/15*z + 1
*
[ 3 ] 
f(z) = 199/135*z^3 - 63/5*z + 1
*
[ -2 ] 
f(z) = 199/136*z^3 - 74/17*z + 1
*
-3/2 | 0.19305054496124490650573940847669930093 | 0.029884427289079296822509956737691219939
f(z) = 182/135*z^3 - 71/30*z + 1
*
-4/3 | 0.20200082316215910458699296839945044172 | 0.028951222298705096657134228029605013397
f(z) = 183/128*z^3 - 67/24*z + 1
*
[ 5/16 ] 
f(z) = 184/125*z^3 - 75/32*z + 1
*
[ 11/9 ] 
f(z) = 189/121*z^3 - 71/33*z + 1
*
10/7 | 0.26252066808050862407762403231426526213 | 0.028662443358640789625260891305334526011
f(z) = 189/125*z^3 - 76/21*z + 1
*
4/3 | 0.20604316472409520779386098438937554760 | 0.029171989197544347497595108849107129361
f(z) = 189/128*z^3 - 73/24*z + 1
*
-4/3 | 0.20544183633216397284651177257845783615 | 0.029845711188679210728058075768229462301
f(z) = 189/128*z^3 - 61/24*z + 1
*
[ 35/24 ] 
f(z) = 192/125*z^3 - 62/21*z + 1
*
-4/3 | 0.20403554558144443858495035482655005692 | 0.029001813179143428720623586802620819506
f(z) = 195/128*z^3 - 71/24*z + 1
*
-5/28 | 0.16404710044332236078294335827046183200 | 0.022010933770064108340382892432144038228
f(z) = 196/125*z^3 - 69/20*z + 1
*
[ 12/7 ] 
f(z) = 196/135*z^3 - 77/20*z + 1
*
[ 11/15 ] 
f(z) = 180/121*z^3 - 64/55*z + 1
*
[ 4/7 ] 
f(z) = 189/128*z^3 - 69/56*z + 1
*
[ 11/28 ] 
f(z) = 196/121*z^3 - 79/44*z + 1
*
[ 5/12 ] 
f(z) = 198/125*z^3 - 67/40*z + 1
*
[ 5/8 ] 
f(z) = 183/125*z^3 - 75/64*z + 1
*
[ 5/6 ] 
f(z) = 183/125*z^3 - 73/60*z + 1
*
[ 15/23 ] 
f(z) = 184/125*z^3 - 80/69*z + 1
*
[ 3/4 ] 
f(z) = 188/135*z^3 - 67/60*z + 1
*
[ 2/3 ] 
f(z) = 189/124*z^3 - 73/62*z + 1
*
[ 5/8 ] 
f(z) = 193/125*z^3 - 77/64*z + 1
*
[ 15/28 ] 
f(z) = 196/125*z^3 - 79/60*z + 1
*
[ 15/28 ] 
f(z) = 196/135*z^3 - 77/60*z + 1
*
[ 11/6 ] 
f(z) = 180/121*z^3 - 50/11*z + 1
*
[ 3 ] 
f(z) = 181/135*z^3 - 57/5*z + 1
*
[ -3 ] 
f(z) = 182/135*z^3 - 54/5*z + 1
*
[ 5/2 ] 
f(z) = 184/125*z^3 - 43/5*z + 1
*
[ 3 ] 
f(z) = 184/135*z^3 - 58/5*z + 1
*
[ 3/2 ] 
f(z) = 184/135*z^3 - 41/15*z + 1
*
[ 5/3 ] 
f(z) = 186/125*z^3 - 56/15*z + 1
*
[ 5/17 ] 
f(z) = 187/125*z^3 - 43/17*z + 1
*
[ 3 ] 
f(z) = 187/135*z^3 - 59/5*z + 1
*
[ 5/2 ] 
f(z) = 188/125*z^3 - 44/5*z + 1
*
[ -3 ] 
f(z) = 188/135*z^3 - 56/5*z + 1
*
[ -3 ] 
f(z) = 191/135*z^3 - 57/5*z + 1
*
5/4 | 0.10965591791060717382842929797283674398 | 0.015512173505935855796189504620756371519
f(z) = 192/125*z^3 - 47/10*z + 1
*
-5/3 | 0.18287846633047995389384894689329065282 | 0.021072683185023231873111082496799874649
f(z) = 192/125*z^3 - 47/12*z + 1
*
5/8 | 0.17811455793828357344171267677208125193 | 0.025517567352418911340223345827875448124
f(z) = 192/125*z^3 - 43/15*z + 1
*
[ -5/2 ] 
f(z) = 192/125*z^3 - 41/5*z + 1
*
[ -3 ] 
f(z) = 194/135*z^3 - 58/5*z + 1
*
[ 5/2 ] 
f(z) = 196/125*z^3 - 46/5*z + 1
*
[ -5/2 ] 
f(z) = 196/125*z^3 - 42/5*z + 1
*
[ 3/14 ] 
f(z) = 196/135*z^3 - 56/15*z + 1
*
[ 3/2 ] 
f(z) = 196/135*z^3 - 44/15*z + 1
*
[ -3 ] 
f(z) = 197/135*z^3 - 59/5*z + 1
*
[ 5/18 ] 
f(z) = 198/125*z^3 - 49/18*z + 1
*
[ -3/2 ] 
f(z) = 182/135*z^3 - 41/30*z + 1
*
[ 4/3 ] 
f(z) = 183/128*z^3 - 55/24*z + 1
*
[ 5/4 ] 
f(z) = 188/125*z^3 - 43/20*z + 1
*
[ 10/9 ] 
f(z) = 189/125*z^3 - 53/30*z + 1
*
[ 5/7 ] 
f(z) = 189/125*z^3 - 41/35*z + 1
*
[ 3/2 ] 
f(z) = 191/135*z^3 - 57/20*z + 1
*
[ 11/24 ] 
f(z) = 192/121*z^3 - 50/33*z + 1
*
[ 11/12 ] 
f(z) = 192/121*z^3 - 47/33*z + 1
*
[ 5/16 ] 
f(z) = 192/125*z^3 - 47/20*z + 1
*
-5/6 | 0.13708253773834869126599765094590318191 | 0.019446387004775558337598649001586317241
f(z) = 192/125*z^3 - 41/30*z + 1
*
[ -3/2 ] 
f(z) = 194/135*z^3 - 47/30*z + 1
*
[ 4/3 ] 
f(z) = 195/128*z^3 - 59/24*z + 1
*
[ 20/21 ] 
f(z) = 196/125*z^3 - 53/36*z + 1
*
5/7 | 0.13749551871561609109841233363844640701 | 0.019336435749418045339635361326205211132
f(z) = 196/125*z^3 - 49/20*z + 1
*
3/7 | 0.090021536190333920808369066195001177734 | 0.012597499560354757004387772248498417396
f(z) = 196/135*z^3 - 47/20*z + 1
*
[ 3/2 ] 
f(z) = 197/135*z^3 - 59/20*z + 1
*
[ 5/6 ] 
f(z) = 199/125*z^3 - 47/36*z + 1
*
[ 11/12 ] 
f(z) = 180/121*z^3 - 59/44*z + 1
*
[ 2/3 ] 
f(z) = 183/136*z^3 - 56/51*z + 1
*
[ 5/8 ] 
f(z) = 184/125*z^3 - 47/40*z + 1
*
[ 4/5 ] 
f(z) = 185/128*z^3 - 47/40*z + 1
*
[ 5/7 ] 
f(z) = 187/125*z^3 - 57/49*z + 1
*
[ 5/6 ] 
f(z) = 188/125*z^3 - 56/45*z + 1
*
[ 11/16 ] 
f(z) = 192/121*z^3 - 53/44*z + 1
*
[ 5/7 ] 
f(z) = 192/125*z^3 - 58/49*z + 1
*
[ 4/5 ] 
f(z) = 195/128*z^3 - 49/40*z + 1
*
[ 2/3 ] 
f(z) = 195/136*z^3 - 58/51*z + 1
*
[ 5/6 ] 
f(z) = 196/125*z^3 - 58/45*z + 1
*
[ 9/14 ] 
f(z) = 196/135*z^3 - 52/45*z + 1
*
[ 5/7 ] 
f(z) = 197/125*z^3 - 59/49*z + 1
*
[ 5/9 ] 
f(z) = 198/125*z^3 - 58/45*z + 1
*
[ -11/6 ] 
f(z) = 180/121*z^3 - 38/11*z + 1
*
[ -5 ] 
f(z) = 181/125*z^3 - 35*z + 1
*
[ 5/4 ] 
f(z) = 181/125*z^3 - 33/16*z + 1
*
[ -5/3 ] 
f(z) = 182/125*z^3 - 22/9*z + 1
*
[ 3/2 ] 
f(z) = 182/135*z^3 - 27/10*z + 1
*
[ -5/3 ] 
f(z) = 183/125*z^3 - 37/15*z + 1
*
[ -5/2 ] 
f(z) = 183/125*z^3 - 31/4*z + 1
*
[ -5/2 ] 
f(z) = 184/125*z^3 - 39/5*z + 1
*
[ 5 ] 
f(z) = 184/125*z^3 - 36*z + 1
*
[ 5/4 ] 
f(z) = 184/125*z^3 - 21/10*z + 1
*
[ -5/3 ] 
f(z) = 186/125*z^3 - 38/15*z + 1
*
[ -5 ] 
f(z) = 186/125*z^3 - 36*z + 1
*
[ 5/2 ] 
f(z) = 187/125*z^3 - 35/4*z + 1
*
[ -5/3 ] 
f(z) = 187/125*z^3 - 23/9*z + 1
*
[ 5/3 ] 
f(z) = 188/125*z^3 - 34/9*z + 1
*
[ -3/2 ] 
f(z) = 188/135*z^3 - 22/15*z + 1
*
[ 10/7 ] 
f(z) = 189/125*z^3 - 39/14*z + 1
*
[ 5 ] 
f(z) = 189/125*z^3 - 37*z + 1
*
10/9 | 0.089413605947921250431388413272053063748 | 0.013255815113840518069355211520971140121
f(z) = 189/125*z^3 - 34/15*z + 1
*
[ -10/3 ] 
f(z) = 189/125*z^3 - 31/2*z + 1
*
[ 5/21 ] 
f(z) = 189/125*z^3 - 23/7*z + 1
*
[ -5 ] 
f(z) = 191/125*z^3 - 37*z + 1
*
[ 5/4 ] 
f(z) = 191/125*z^3 - 35/16*z + 1
*
[ 11/8 ] 
f(z) = 192/121*z^3 - 30/11*z + 1
*
-45/32 | 0.19370244087743720686959817393396325439 | 0.022810325414732283367454341924038210257
f(z) = 192/125*z^3 - 39/16*z + 1
*
5/12 | 0.24672905343117912144847240615561897097 | 0.029429747925511338041253933069172473235
f(z) = 192/125*z^3 - 35/12*z + 1
*
-5/4 | 0.089414702529445419938727015940219364928 | 0.013255977685093377627824457550287131291
f(z) = 192/125*z^3 - 34/15*z + 1
*
5/4 | 0.10934620079344438782065440622214932280 | 0.016784500864734130008963559894772426495
f(z) = 192/125*z^3 - 27/10*z + 1
*
[ 5/3 ] 
f(z) = 193/125*z^3 - 35/9*z + 1
*
[ -5/2 ] 
f(z) = 193/125*z^3 - 33/4*z + 1
*
[ 5 ] 
f(z) = 194/125*z^3 - 38*z + 1
*
[ 5/6 ] 
f(z) = 194/125*z^3 - 23/18*z + 1
*
3/2 | 0.20218861044868355929914037917471981054 | 0.029052598453179544382957282404980920465
f(z) = 194/135*z^3 - 39/10*z + 1
*
[ 3/2 ] 
f(z) = 194/135*z^3 - 29/10*z + 1
*
[ 11/7 ] 
f(z) = 196/121*z^3 - 40/11*z + 1
*
[ -11/7 ] 
f(z) = 196/121*z^3 - 26/11*z + 1
*
[ -5 ] 
f(z) = 196/125*z^3 - 38*z + 1
*
[ 10/7 ] 
f(z) = 196/125*z^3 - 29/10*z + 1
*
[ 15/14 ] 
f(z) = 196/125*z^3 - 26/15*z + 1
*
3/7 | 0.20190020552296694987593630252178716947 | 0.029119845244360904506067927417284297381
f(z) = 196/135*z^3 - 38/5*z + 1
*
[ -15/7 ] 
f(z) = 196/135*z^3 - 26/5*z + 1
*
12/7 | 0.14540355203491298215183328595459688480 | 0.022608624899341939336650541010022357681
f(z) = 196/135*z^3 - 23/5*z + 1
*
[ 5/2 ] 
f(z) = 197/125*z^3 - 37/4*z + 1
*
[ -5/3 ] 
f(z) = 197/125*z^3 - 25/9*z + 1
*
[ 5 ] 
f(z) = 199/125*z^3 - 39*z + 1
*
[ -3/2 ] 
f(z) = 181/135*z^3 - 27/20*z + 1
*
[ 5/6 ] 
f(z) = 186/125*z^3 - 37/30*z + 1
*
[ 5/9 ] 
f(z) = 186/125*z^3 - 34/27*z + 1
*
[ -3/2 ] 
f(z) = 187/135*z^3 - 29/20*z + 1
*
[ 4/9 ] 
f(z) = 189/128*z^3 - 37/24*z + 1
*
[ 2/3 ] 
f(z) = 189/128*z^3 - 37/32*z + 1
*
[ 8/9 ] 
f(z) = 189/128*z^3 - 31/24*z + 1
*
[ -3/2 ] 
f(z) = 193/135*z^3 - 31/20*z + 1
*
[ 6/7 ] 
f(z) = 196/135*z^3 - 37/30*z + 1
*
[ 3/4 ] 
f(z) = 196/135*z^3 - 23/20*z + 1
*
[ -15/11 ] 
f(z) = 198/125*z^3 - 40/33*z + 1
*
[ 5/8 ] 
f(z) = 198/125*z^3 - 39/32*z + 1
*
[ 10/11 ] 
f(z) = 198/125*z^3 - 31/22*z + 1
*
[ -3/2 ] 
f(z) = 199/135*z^3 - 33/20*z + 1
*
[ 5/2 ] 
f(z) = 182/125*z^3 - 17/2*z + 1
*
[ 5/7 ] 
f(z) = 182/125*z^3 - 8/7*z + 1
*
[ 5/3 ] 
f(z) = 183/125*z^3 - 11/3*z + 1
*
[ 5/6 ] 
f(z) = 184/125*z^3 - 11/9*z + 1
*
[ 3/4 ] 
f(z) = 184/135*z^3 - 11/10*z + 1
*
[ -3/2 ] 
f(z) = 184/135*z^3 - 7/5*z + 1
*
[ 5/4 ] 
f(z) = 186/125*z^3 - 17/8*z + 1
*
[ 5/8 ] 
f(z) = 188/125*z^3 - 19/16*z + 1
*
[ -5/2 ] 
f(z) = 188/125*z^3 - 8*z + 1
*
[ 3/2 ] 
f(z) = 188/135*z^3 - 14/5*z + 1
*
[ 5/3 ] 
f(z) = 189/125*z^3 - 19/5*z + 1
*
[ 5/9 ] 
f(z) = 189/125*z^3 - 19/15*z + 1
*
[ -5/3 ] 
f(z) = 189/125*z^3 - 13/5*z + 1
*
[ 5/6 ] 
f(z) = 189/125*z^3 - 5/4*z + 1
*
[ 4/3 ] 
f(z) = 189/128*z^3 - 19/8*z + 1
*
[ 2/3 ] 
f(z) = 189/136*z^3 - 19/17*z + 1
*
[ -11/8 ] 
f(z) = 192/121*z^3 - 14/11*z + 1
*
[ 5/6 ] 
f(z) = 192/125*z^3 - 19/15*z + 1
*
[ 15/16 ] 
f(z) = 192/125*z^3 - 17/12*z + 1
*
35/24 | 0.12443218272530062118970074431297342982 | 0.017219565964860888899769066427797689370
f(z) = 192/125*z^3 - 11/3*z + 1
*
[ 5/4 ] 
f(z) = 192/125*z^3 - 11/5*z + 1
*
[ 5/2 ] 
f(z) = 192/125*z^3 - 9*z + 1
*
[ -5/3 ] 
f(z) = 192/125*z^3 - 8/3*z + 1
*
[ 5/8 ] 
f(z) = 192/125*z^3 - 6/5*z + 1
*
[ 5/12 ] 
f(z) = 192/125*z^3 - 5/3*z + 1
*
[ -5/4 ]
f(z) = 192/125*z^3 - 3/5*z + 1
*
[ 11/14 ] 
f(z) = 196/121*z^3 - 14/11*z + 1
*
[ 15/7 ] 
f(z) = 196/125*z^3 - 20/3*z + 1
*
15/14 | 0.13152251507357470835841225157041748762 | 0.021731754341773688307194593736335095157
f(z) = 196/125*z^3 - 17/5*z + 1
*
[ 5/4 ] 
f(z) = 196/125*z^3 - 9/4*z + 1
*
[ 5/7 ] 
f(z) = 196/125*z^3 - 6/5*z + 1
*
[ -10/7 ] 
f(z) = 196/125*z^3 - 3/2*z + 1
*
[ 5/14 ] 
f(z) = 196/125*z^3 - 2*z + 1
*
15/14 | 0.14277870110162212496308205449303104943 | 0.023295404052532912946570464954772880904
f(z) = 196/135*z^3 - 17/5*z + 1
*
[ -5/2 ] 
f(z) = 198/125*z^3 - 17/2*z + 1
*
[ -5/3 ] 
f(z) = 198/125*z^3 - 14/5*z + 1
*
[ 5/6 ] 
f(z) = 198/125*z^3 - 13/10*z + 1
*
[ 5/3 ] 
f(z) = 198/125*z^3 - 4*z + 1
*
[ -5/8 ]
f(z) = 192/125*z^3 + 2*z + 1
*
[ -5/7 ]
f(z) = 196/125*z^3 + 8/5*z + 1
*
[ -5/14 ]
f(z) = 196/125*z^3 + 18/5*z + 1
*
[ -1 ]
f(z) = 182/121*z^3 + 60/121*z + 1
*
[ -7/2 ] 
f(z) = 184/147*z^3 - 295/21*z + 1
*
3/14 | 0.18196927404792973982883699192857598182 | 0.026857482179650107059244431381618975684
f(z) = 196/153*z^3 - 292/51*z + 1
*
[ -2 ] 
f(z) = 193/140*z^3 - 281/70*z + 1
*
[ -2 ] 
f(z) = 197/140*z^3 - 289/70*z + 1
*
[ -2 ] 
f(z) = 197/148*z^3 - 283/74*z + 1
*
[ -2 ] 
f(z) = 199/140*z^3 - 293/70*z + 1
*
[ -2 ] 
f(z) = 199/148*z^3 - 287/74*z + 1
*
[ -2 ] 
f(z) = 199/156*z^3 - 281/78*z + 1
*
[ 7/4 ] 
f(z) = 188/147*z^3 - 293/84*z + 1
*
-7/5 | 0.22452584637905270475185523652203570574 | 0.029494996238578171166496723200394531672
f(z) = 185/147*z^3 - 289/105*z + 1
*
[ -5/3 ] 
f(z) = 189/145*z^3 - 293/145*z + 1
*
[ 4/3 ] 
f(z) = 189/148*z^3 - 299/148*z + 1
*
[ 5/14 ] 
f(z) = 196/145*z^3 - 286/145*z + 1
*
[ 9/7 ] 
f(z) = 196/153*z^3 - 290/153*z + 1
*
[ 7/6 ] 
f(z) = 184/147*z^3 - 295/189*z + 1
*
[ 3/5 ] 
f(z) = 185/153*z^3 - 281/255*z + 1
*
[ 3/5 ] 
f(z) = 190/153*z^3 - 284/255*z + 1
*
[ -2 ] 
f(z) = 183/140*z^3 - 261/70*z + 1
*
[ -2 ] 
f(z) = 187/140*z^3 - 269/70*z + 1
*
[ -2 ] 
f(z) = 187/148*z^3 - 263/74*z + 1
*
[ -2 ] 
f(z) = 189/148*z^3 - 267/74*z + 1
*
[ -2 ] 
f(z) = 191/140*z^3 - 277/70*z + 1
*
[ -2 ] 
f(z) = 191/148*z^3 - 271/74*z + 1
*
[ -2 ] 
f(z) = 191/156*z^3 - 265/78*z + 1
*
[ -2 ] 
f(z) = 193/148*z^3 - 275/74*z + 1
*
[ -2 ] 
f(z) = 193/156*z^3 - 269/78*z + 1
*
[ -2 ] 
f(z) = 195/148*z^3 - 279/74*z + 1
*
[ -2 ] 
f(z) = 197/156*z^3 - 277/78*z + 1
*
[ -5/3 ] 
f(z) = 189/155*z^3 - 277/155*z + 1
*
[ -13/8 ] 
f(z) = 192/143*z^3 - 276/143*z + 1
*
[ 5/4 ] 
f(z) = 192/145*z^3 - 271/145*z + 1
*
[ 5/4 ] 
f(z) = 192/155*z^3 - 269/155*z + 1
*
[ 17/14 ] 
f(z) = 196/153*z^3 - 262/153*z + 1
*
[ -3/2 ] 
f(z) = 197/144*z^3 - 271/192*z + 1
*
[ -3/2 ] 
f(z) = 199/144*z^3 - 277/192*z + 1
*
[ 3/5 ] 
f(z) = 185/144*z^3 - 271/240*z + 1
*
[ -2 ] 
f(z) = 181/140*z^3 - 257/70*z + 1
*
[ -2 ] 
f(z) = 181/148*z^3 - 251/74*z + 1
*
[ -2 ] 
f(z) = 181/156*z^3 - 245/78*z + 1
*
[ -2 ] 
f(z) = 183/148*z^3 - 255/74*z + 1
*
[ -2 ] 
f(z) = 185/156*z^3 - 253/78*z + 1
*
[ -2 ] 
f(z) = 187/156*z^3 - 257/78*z + 1
*
[ 3/2 ] 
f(z) = 190/153*z^3 - 251/102*z + 1
*
[ 3/2 ] 
f(z) = 194/153*z^3 - 257/102*z + 1
*
[ -11/7 ] 
f(z) = 196/143*z^3 - 250/143*z + 1
*
[ 3/7 ] 
f(z) = 196/159*z^3 - 248/159*z + 1
*
[ -3/2 ] 
f(z) = 187/144*z^3 - 241/192*z + 1
*
[ -3/2 ] 
f(z) = 191/144*z^3 - 253/192*z + 1
*
[ -3/2 ] 
f(z) = 193/144*z^3 - 259/192*z + 1
*
[ -3/2 ] 
f(z) = 197/153*z^3 - 251/204*z + 1
*
[ -3/2 ] 
f(z) = 199/153*z^3 - 257/204*z + 1
*
[ 7/11 ] 
f(z) = 187/147*z^3 - 251/231*z + 1
*
[ 2/3 ] 
f(z) = 195/148*z^3 - 241/222*z + 1
*
[ 3/2 ] 
f(z) = 182/153*z^3 - 239/102*z + 1
*
[ 7/5 ] 
f(z) = 185/147*z^3 - 229/105*z + 1
*
[ 7/5 ] 
f(z) = 190/147*z^3 - 236/105*z + 1
*
[ 3/7 ] 
f(z) = 196/141*z^3 - 224/141*z + 1
*
[ -3/2 ] 
f(z) = 181/144*z^3 - 223/192*z + 1
*
[ -3/2 ] 
f(z) = 185/144*z^3 - 235/192*z + 1
*
[ 2/3 ] 
f(z) = 183/140*z^3 - 227/210*z + 1
*
[ 7/10 ] 
f(z) = 190/147*z^3 - 223/210*z + 1
*
[ -3/2 ] 
f(z) = 191/153*z^3 - 233/204*z + 1
*
[ -3/2 ] 
f(z) = 193/153*z^3 - 239/204*z + 1
*
[ 2/3 ] 
f(z) = 183/148*z^3 - 233/222*z + 1
*
-2 | 0.092773714289440155895297629082247837126 | 0.013847855747284171785060112616992266899
f(z) = 185/144*z^3 - 203/36*z + 1
*
-2 | 0.093068448717011456976648098247578766296 | 0.013871549716200301679598401096455271575
f(z) = 187/144*z^3 - 205/36*z + 1
*
-2 | 0.093637629135839849693043636958977372602 | 0.013916302194736857341290587690767146946
f(z) = 191/144*z^3 - 209/36*z + 1
*
-2 | 0.093912869944465736764232075745025528921 | 0.013937480640247379360869288990449115452
f(z) = 193/144*z^3 - 211/36*z + 1
*
-2 | 0.094446359692350108006049604170643996824 | 0.013977697903658849401799178432947544209
f(z) = 197/144*z^3 - 215/36*z + 1
*
-2 | 0.094705199261705715396495050553612172786 | 0.013996824691873179435245048174491155360
f(z) = 199/144*z^3 - 217/36*z + 1
*
[ 2/9 ] 
f(z) = 189/152*z^3 - 203/57*z + 1
*
-12/11 | 0.21781773568605203574263599046912944074 | 0.027727897251785004794054166530403970520
f(z) = 187/144*z^3 - 215/132*z + 1
*
[ 1/2 ] 
f(z) = 180/157*z^3 - 202/157*z + 1
*
[ 1/2 ] 
f(z) = 184/155*z^3 - 201/155*z + 1
*
[ 1/2 ] 
f(z) = 184/157*z^3 - 203/157*z + 1
*
[ 1/2 ] 
f(z) = 184/159*z^3 - 205/159*z + 1
*
[ 1/2 ] 
f(z) = 188/155*z^3 - 202/155*z + 1
*
[ 1/2 ] 
f(z) = 188/157*z^3 - 204/157*z + 1
*
[ 1/2 ] 
f(z) = 188/159*z^3 - 206/159*z + 1
*
[ 1/2 ] 
f(z) = 192/155*z^3 - 203/155*z + 1
*
[ 1/2 ] 
f(z) = 192/157*z^3 - 205/157*z + 1
*
[ -3/2 ] 
f(z) = 196/141*z^3 - 206/141*z + 1
*
[ 1/2 ] 
f(z) = 196/153*z^3 - 202/153*z + 1
*
[ 1/2 ] 
f(z) = 196/155*z^3 - 204/155*z + 1
*
[ 1/2 ] 
f(z) = 196/157*z^3 - 206/157*z + 1
*
[ 1/2 ] 
f(z) = 196/159*z^3 - 208/159*z + 1
*
[ -3/2 ] 
f(z) = 185/153*z^3 - 215/204*z + 1
*
[ 12/17 ] 
f(z) = 187/144*z^3 - 217/204*z + 1
*
[ 3/4 ] 
f(z) = 188/153*z^3 - 209/204*z + 1
*
[ 3/4 ] 
f(z) = 196/153*z^3 - 215/204*z + 1
*
-2 | 0.092161614587028592617638379706666500841 | 0.013797476768118121386231823433658608749
f(z) = 181/144*z^3 - 199/36*z + 1
*
[ 2 ] 
f(z) = 199/144*z^3 - 181/36*z + 1
*
[ 3/14 ] 
f(z) = 196/153*z^3 - 190/51*z + 1
*
[ -7/4 ] 
f(z) = 188/147*z^3 - 197/84*z + 1
*
[ 12/11 ] 
f(z) = 187/144*z^3 - 193/132*z + 1
*
[ 1/2 ] 
f(z) = 180/143*z^3 - 188/143*z + 1
*
[ 1/2 ] 
f(z) = 180/149*z^3 - 194/149*z + 1
*
[ 1/2 ] 
f(z) = 180/151*z^3 - 196/151*z + 1
*
[ 1/2 ] 
f(z) = 184/141*z^3 - 187/141*z + 1
*
[ 1/2 ] 
f(z) = 184/143*z^3 - 189/143*z + 1
*
[ 1/2 ] 
f(z) = 184/145*z^3 - 191/145*z + 1
*
[ 1/2 ] 
f(z) = 184/147*z^3 - 193/147*z + 1
*
[ 1/2 ] 
f(z) = 184/149*z^3 - 195/149*z + 1
*
[ 1/2 ] 
f(z) = 184/151*z^3 - 197/151*z + 1
*
[ 1/2 ] 
f(z) = 184/153*z^3 - 199/153*z + 1
*
[ 1/2 ] 
f(z) = 188/143*z^3 - 190/143*z + 1
*
[ 1/2 ] 
f(z) = 188/145*z^3 - 192/145*z + 1
*
[ 1/2 ] 
f(z) = 188/147*z^3 - 194/147*z + 1
*
[ 1/2 ] 
f(z) = 188/149*z^3 - 196/149*z + 1
*
[ 1/2 ] 
f(z) = 188/151*z^3 - 198/151*z + 1
*
[ 1/2 ] 
f(z) = 188/153*z^3 - 200/153*z + 1
*
[ 1/2 ] 
f(z) = 192/143*z^3 - 191/143*z + 1
*
[ 1/2 ] 
f(z) = 192/145*z^3 - 193/145*z + 1
*
[ 1/2 ] 
f(z) = 192/149*z^3 - 197/149*z + 1
*
[ 1/2 ] 
f(z) = 192/151*z^3 - 199/151*z + 1
*
[ 1/2 ] 
f(z) = 196/141*z^3 - 190/141*z + 1
*
[ 1/2 ] 
f(z) = 196/143*z^3 - 192/143*z + 1
*
[ 1/2 ] 
f(z) = 196/145*z^3 - 194/145*z + 1
*
[ 1/2 ] 
f(z) = 196/149*z^3 - 198/149*z + 1
*
[ 1/2 ] 
f(z) = 196/151*z^3 - 200/151*z + 1
*
[ 7/8 ] 
f(z) = 184/147*z^3 - 185/168*z + 1
*
[ 2/3 ] 
f(z) = 191/152*z^3 - 181/171*z + 1
*
[ 2/3 ] 
f(z) = 193/152*z^3 - 182/171*z + 1
*
[ 2/3 ] 
f(z) = 197/152*z^3 - 184/171*z + 1
*
[ 2/3 ] 
f(z) = 199/152*z^3 - 185/171*z + 1
*
[ 4/5 ] 
f(z) = 185/144*z^3 - 193/180*z + 1
*
[ 2 ] 
f(z) = 181/144*z^3 - 163/36*z + 1
*
[ 2 ] 
f(z) = 185/144*z^3 - 167/36*z + 1
*
[ 2 ] 
f(z) = 187/144*z^3 - 169/36*z + 1
*
[ 2 ] 
f(z) = 191/144*z^3 - 173/36*z + 1
*
[ 2 ] 
f(z) = 193/144*z^3 - 175/36*z + 1
*
[ 2 ] 
f(z) = 197/144*z^3 - 179/36*z + 1
*
[ 2/5 ] 
f(z) = 185/152*z^3 - 161/95*z + 1
*
[ 2/5 ] 
f(z) = 195/152*z^3 - 162/95*z + 1
*
[ 6/11 ] 
f(z) = 187/144*z^3 - 161/132*z + 1
*
[ -3/2 ] 
f(z) = 184/141*z^3 - 179/141*z + 1
*
[ -3/2 ] 
f(z) = 184/147*z^3 - 169/147*z + 1
*
[ -3/2 ] 
f(z) = 188/147*z^3 - 178/147*z + 1
*
[ 2/3 ] 
f(z) = 189/158*z^3 - 163/158*z + 1
*
[ 5/8 ] 
f(z) = 192/145*z^3 - 162/145*z + 1
*
[ 5/8 ] 
f(z) = 192/155*z^3 - 168/155*z + 1
*
[ 13/14 ] 
f(z) = 196/143*z^3 - 180/143*z + 1
*
[ 9/14 ] 
f(z) = 196/153*z^3 - 166/153*z + 1
*
[ 5/7 ] 
f(z) = 196/155*z^3 - 162/155*z + 1
*
[ -3/2 ] 
f(z) = 196/159*z^3 - 176/159*z + 1
*
[ 2/3 ] 
f(z) = 181/152*z^3 - 176/171*z + 1
*
[ 2/3 ] 
f(z) = 185/152*z^3 - 178/171*z + 1
*
[ 2/3 ] 
f(z) = 187/152*z^3 - 179/171*z + 1
*
[ -2 ] 
f(z) = 197/144*z^3 - 143/36*z + 1
*
[ -2 ] 
f(z) = 199/144*z^3 - 145/36*z + 1
*
[ 7/4 ] 
f(z) = 184/147*z^3 - 143/42*z + 1
*
[ 4/3 ] 
f(z) = 189/152*z^3 - 149/76*z + 1
*
[ 2/3 ] 
f(z) = 189/142*z^3 - 155/142*z + 1
*
[ 2/3 ] 
f(z) = 189/146*z^3 - 157/146*z + 1
*
[ 11/14 ] 
f(z) = 196/143*z^3 - 160/143*z + 1
*
[ 5/7 ] 
f(z) = 196/145*z^3 - 158/145*z + 1
*
[ -2 ] 
f(z) = 181/144*z^3 - 127/36*z + 1
*
[ -2 ] 
f(z) = 185/144*z^3 - 131/36*z + 1
*
[ -2 ] 
f(z) = 187/144*z^3 - 133/36*z + 1
*
[ -2 ] 
f(z) = 191/144*z^3 - 137/36*z + 1
*
[ -2 ] 
f(z) = 193/144*z^3 - 139/36*z + 1
*
[ 3/2 ] 
f(z) = 184/153*z^3 - 121/51*z + 1
*
[ 3/2 ] 
f(z) = 188/153*z^3 - 124/51*z + 1
*
[ 3/2 ] 
f(z) = 196/153*z^3 - 130/51*z + 1
*
-6/5 | 0.15187381190538665014729064242560084060 | 0.020859789636857851154328097146850766866
f(z) = 185/144*z^3 - 121/60*z + 1
*
[ -3/2 ] 
f(z) = 194/153*z^3 - 121/102*z + 1
*
-2 | 0.10545897648317220100806102644654794282 | 0.015752931343573097590229267413407099799
f(z) = 183/152*z^3 - 101/19*z + 1
*
-2 | 0.10578731829159562488067458768110529761 | 0.015778756009205814013736369150146346332
f(z) = 185/152*z^3 - 102/19*z + 1
*
-2 | 0.10610607641234082479153139856359187007 | 0.015803303764727505518275583204334614912
f(z) = 187/152*z^3 - 103/19*z + 1
*
-2 | 0.10641598957622121996591008625875843238 | 0.015826686716664255369587937288883776540
f(z) = 189/152*z^3 - 104/19*z + 1
*
-2 | 0.10671770449662845826525394625711131486 | 0.015849002660304321422565869514756521724
f(z) = 191/152*z^3 - 105/19*z + 1
*
-2 | 0.10701179116549754845090190806688225024 | 0.015870337463408141654418261219279992924
f(z) = 193/152*z^3 - 106/19*z + 1
*
-2 | 0.10729875503376681029344141496434778027 | 0.015890766965270352140360710917252066413
f(z) = 195/152*z^3 - 107/19*z + 1
*
-2 | 0.10757904681790746869052522812923833055 | 0.015910358506270335164883258932563628889
f(z) = 197/152*z^3 - 108/19*z + 1
*
-2 | 0.10785307047407413393782205887620066833 | 0.015929172172040069799777240949164134024
f(z) = 199/152*z^3 - 109/19*z + 1
*
[ 6/5 ] 
f(z) = 185/144*z^3 - 101/60*z + 1
*
[ -3/2 ] 
f(z) = 182/153*z^3 - 103/102*z + 1
*
[ 3/4 ] 
f(z) = 184/153*z^3 - 103/102*z + 1
*
[ -3/2 ] 
f(z) = 190/153*z^3 - 115/102*z + 1
*
[ 6/7 ] 
f(z) = 196/153*z^3 - 113/102*z + 1
*
-2 | 0.10512020079523295955071074162023048842 | 0.015725700321551276698812922511847272579
f(z) = 181/152*z^3 - 100/19*z + 1
*
[ 2 ] 
f(z) = 181/152*z^3 - 81/19*z + 1
*
[ 2 ] 
f(z) = 183/152*z^3 - 82/19*z + 1
*
[ 2 ] 
f(z) = 185/152*z^3 - 83/19*z + 1
*
[ 2 ] 
f(z) = 187/152*z^3 - 84/19*z + 1
*
[ 2 ] 
f(z) = 189/152*z^3 - 85/19*z + 1
*
[ 2 ] 
f(z) = 191/152*z^3 - 86/19*z + 1
*
[ 2 ] 
f(z) = 193/152*z^3 - 87/19*z + 1
*
[ 2 ] 
f(z) = 195/152*z^3 - 88/19*z + 1
*
[ 2 ] 
f(z) = 197/152*z^3 - 89/19*z + 1
*
[ 2 ] 
f(z) = 199/152*z^3 - 90/19*z + 1
*
[ -7/4 ] 
f(z) = 184/147*z^3 - 95/42*z + 1
*
[ -2 ] 
f(z) = 181/152*z^3 - 62/19*z + 1
*
[ -2 ] 
f(z) = 183/152*z^3 - 63/19*z + 1
*
[ -2 ] 
f(z) = 185/152*z^3 - 64/19*z + 1
*
[ -2 ] 
f(z) = 187/152*z^3 - 65/19*z + 1
*
[ -2 ] 
f(z) = 189/152*z^3 - 66/19*z + 1
*
[ -2 ] 
f(z) = 191/152*z^3 - 67/19*z + 1
*
[ -2 ] 
f(z) = 193/152*z^3 - 68/19*z + 1
*
[ -2 ] 
f(z) = 195/152*z^3 - 69/19*z + 1
*
[ -2 ] 
f(z) = 197/152*z^3 - 70/19*z + 1
*
[ -2 ] 
f(z) = 199/152*z^3 - 71/19*z + 1
*
[ 2/3 ] 
f(z) = 195/152*z^3 - 61/57*z + 1
*
[ 3/7 ] 
f(z) = 196/153*z^3 - 80/51*z + 1
*
[ -3/2 ] 
f(z) = 196/153*z^3 - 62/51*z + 1
*
[ 2/3 ] 
f(z) = 189/148*z^3 - 79/74*z + 1
*
[ 2/3 ] 
f(z) = 183/152*z^3 - 59/57*z + 1
*
[ -3/2 ] 
f(z) = 184/153*z^3 - 53/51*z + 1
*
[ -3/2 ] 
f(z) = 188/153*z^3 - 56/51*z + 1
*
[ 2/3 ] 
f(z) = 189/152*z^3 - 20/19*z + 1
*
[ -1 ]
f(z) = 182/141*z^3 + 100/141*z + 1
*
[ 13/4 ] 
f(z) = 184/169*z^3 - 281/26*z + 1
*
[ -39/14 ] 
f(z) = 196/169*z^3 - 298/39*z + 1
*
[ -8/3 ] 
f(z) = 189/160*z^3 - 281/40*z + 1
*
[ -13/6 ] 
f(z) = 186/169*z^3 - 289/78*z + 1
*
[ 9/5 ] 
f(z) = 185/162*z^3 - 293/90*z + 1
*
2/5 | 0.16639185978264478236728648006321271873 | 0.021559504194370592689955234698166624960
f(z) = 185/168*z^3 - 281/105*z + 1
*
-4/3 | 0.18456063964138690499731035592089063281 | 0.026117809709058876982185550412067671044
f(z) = 195/176*z^3 - 293/132*z + 1
*
[ 4/3 ] 
f(z) = 189/164*z^3 - 295/164*z + 1
*
[ 4/3 ] 
f(z) = 189/172*z^3 - 293/172*z + 1
*
[ 9/7 ] 
f(z) = 196/171*z^3 - 286/171*z + 1
*
[ -18/11 ] 
f(z) = 187/162*z^3 - 293/198*z + 1
*
[ 13/12 ] 
f(z) = 184/169*z^3 - 281/234*z + 1
*
[ 5/8 ] 
f(z) = 184/175*z^3 - 283/280*z + 1
*
[ 3/4 ] 
f(z) = 185/162*z^3 - 281/288*z + 1
*
[ 3/4 ] 
f(z) = 187/162*z^3 - 283/288*z + 1
*
[ 3/4 ] 
f(z) = 191/162*z^3 - 287/288*z + 1
*
[ 3/4 ] 
f(z) = 193/162*z^3 - 289/288*z + 1
*
[ 3/4 ] 
f(z) = 197/162*z^3 - 293/288*z + 1
*
[ 26/33 ] 
f(z) = 198/169*z^3 - 285/286*z + 1
*
[ 3/4 ] 
f(z) = 199/162*z^3 - 295/288*z + 1
*
[ 13/3 ] 
f(z) = 189/169*z^3 - 263/13*z + 1
*
[ 13/3 ] 
f(z) = 198/169*z^3 - 276/13*z + 1
*
[ -13/3 ] 
f(z) = 198/169*z^3 - 270/13*z + 1
*
[ -13/4 ] 
f(z) = 184/169*z^3 - 265/26*z + 1
*
[ -20/9 ] 
f(z) = 189/160*z^3 - 263/60*z + 1
*
[ -2 ] 
f(z) = 193/164*z^3 - 263/82*z + 1
*
[ -2 ] 
f(z) = 195/164*z^3 - 267/82*z + 1
*
[ -2 ] 
f(z) = 195/172*z^3 - 261/86*z + 1
*
[ -2 ] 
f(z) = 197/164*z^3 - 271/82*z + 1
*
[ -2 ] 
f(z) = 197/172*z^3 - 265/86*z + 1
*
[ -2 ] 
f(z) = 199/164*z^3 - 275/82*z + 1
*
[ -2 ] 
f(z) = 199/172*z^3 - 269/86*z + 1
*
[ 5/3 ] 
f(z) = 183/175*z^3 - 263/105*z + 1
*
[ 5/3 ] 
f(z) = 186/175*z^3 - 268/105*z + 1
*
[ 5/3 ] 
f(z) = 192/175*z^3 - 278/105*z + 1
*
5/12 | 0.18783838520053481734261286858849268828 | 0.026033560318751157555169075695075468827
f(z) = 192/175*z^3 - 272/105*z + 1
*
[ 13/42 ] 
f(z) = 196/169*z^3 - 274/117*z + 1
*
-4/3 | 0.18456167325780779471949155312362520027 | 0.026327170138965705081623937538189859267
f(z) = 183/176*z^3 - 277/132*z + 1
*
[ -5/3 ] 
f(z) = 189/160*z^3 - 269/160*z + 1
*
[ 3/7 ] 
f(z) = 196/177*z^3 - 272/177*z + 1
*
[ 26/21 ] 
f(z) = 189/169*z^3 - 277/182*z + 1
*
[ -13/8 ] 
f(z) = 188/169*z^3 - 275/208*z + 1
*
[ 6/11 ] 
f(z) = 187/168*z^3 - 269/231*z + 1
*
[ 3/4 ] 
f(z) = 181/162*z^3 - 277/288*z + 1
*
[ 13/3 ] 
f(z) = 180/169*z^3 - 250/13*z + 1
*
[ -13/3 ] 
f(z) = 180/169*z^3 - 244/13*z + 1
*
[ -13/3 ] 
f(z) = 189/169*z^3 - 257/13*z + 1
*
[ 13/6 ] 
f(z) = 189/169*z^3 - 245/52*z + 1
*
[ -2 ] 
f(z) = 183/164*z^3 - 243/82*z + 1
*
[ -2 ] 
f(z) = 185/164*z^3 - 247/82*z + 1
*
[ -2 ] 
f(z) = 185/172*z^3 - 241/86*z + 1
*
[ -2 ] 
f(z) = 187/164*z^3 - 251/82*z + 1
*
[ -2 ] 
f(z) = 187/172*z^3 - 245/86*z + 1
*
[ -2 ] 
f(z) = 189/164*z^3 - 255/82*z + 1
*
[ -2 ] 
f(z) = 189/172*z^3 - 249/86*z + 1
*
[ -2 ] 
f(z) = 191/164*z^3 - 259/82*z + 1
*
[ -2 ] 
f(z) = 191/172*z^3 - 253/86*z + 1
*
[ -2 ] 
f(z) = 193/172*z^3 - 257/86*z + 1
*
[ 13/8 ] 
f(z) = 184/169*z^3 - 259/104*z + 1
*
6/5 | 0.22732810083543637044399808222012655209 | 0.029845712483204145961254465479430771700
f(z) = 185/168*z^3 - 254/105*z + 1
*
[ -15/8 ] 
f(z) = 192/175*z^3 - 244/105*z + 1
*
[ 3/2 ] 
f(z) = 194/171*z^3 - 253/114*z + 1
*
[ 13/9 ] 
f(z) = 198/169*z^3 - 250/117*z + 1
*
4/3 | 0.13892235272711180726815116652555596122 | 0.020218382607734794338295338059995586044
f(z) = 189/176*z^3 - 241/132*z + 1
*
[ 13/33 ] 
f(z) = 198/169*z^3 - 246/143*z + 1
*
[ -5/3 ] 
f(z) = 189/170*z^3 - 253/170*z + 1
*
[ 3/7 ] 
f(z) = 196/165*z^3 - 256/165*z + 1
*
[ -13/8 ] 
f(z) = 180/169*z^3 - 249/208*z + 1
*
[ 13/24 ] 
f(z) = 180/169*z^3 - 241/208*z + 1
*
[ 13/12 ] 
f(z) = 189/169*z^3 - 257/208*z + 1
*
[ 2/3 ] 
f(z) = 183/164*z^3 - 245/246*z + 1
*
[ 2/3 ] 
f(z) = 183/172*z^3 - 251/258*z + 1
*
[ 13/19 ] 
f(z) = 190/169*z^3 - 244/247*z + 1
*
[ 2/3 ] 
f(z) = 195/164*z^3 - 253/246*z + 1
*
[ 2/3 ] 
f(z) = 195/172*z^3 - 259/258*z + 1
*
[ 13/20 ] 
f(z) = 180/169*z^3 - 257/260*z + 1
*
[ 8/9 ] 
f(z) = 189/176*z^3 - 257/264*z + 1
*
-2 | 0.10612249958372303312834717539062612329 | 0.015642003273651054087621036974190333674
f(z) = 199/176*z^3 - 221/44*z + 1
*
[ -2 ] 
f(z) = 181/164*z^3 - 239/82*z + 1
*
[ -2 ] 
f(z) = 181/172*z^3 - 233/86*z + 1
*
[ -2 ] 
f(z) = 183/172*z^3 - 237/86*z + 1
*
[ 13/9 ] 
f(z) = 180/169*z^3 - 224/117*z + 1
*
[ 3/2 ] 
f(z) = 182/171*z^3 - 235/114*z + 1
*
[ 4/3 ] 
f(z) = 195/176*z^3 - 227/132*z + 1
*
[ 7/6 ] 
f(z) = 180/161*z^3 - 222/161*z + 1
*
[ 1/2 ] 
f(z) = 180/179*z^3 - 224/179*z + 1
*
[ 1/2 ] 
f(z) = 184/175*z^3 - 221/175*z + 1
*
[ 1/2 ] 
f(z) = 184/177*z^3 - 223/177*z + 1
*
[ 1/2 ] 
f(z) = 184/179*z^3 - 225/179*z + 1
*
[ 1/2 ] 
f(z) = 188/175*z^3 - 222/175*z + 1
*
[ 1/2 ] 
f(z) = 188/177*z^3 - 224/177*z + 1
*
[ 1/2 ] 
f(z) = 188/179*z^3 - 226/179*z + 1
*
[ 1/2 ] 
f(z) = 192/173*z^3 - 221/173*z + 1
*
[ 1/2 ] 
f(z) = 192/175*z^3 - 223/175*z + 1
*
[ 1/2 ] 
f(z) = 192/179*z^3 - 227/179*z + 1
*
[ 1/2 ] 
f(z) = 196/173*z^3 - 222/173*z + 1
*
[ 1/2 ] 
f(z) = 196/177*z^3 - 226/177*z + 1
*
[ 1/2 ] 
f(z) = 196/179*z^3 - 228/179*z + 1
*
[ 6/11 ] 
f(z) = 187/162*z^3 - 233/198*z + 1
*
[ 3/4 ] 
f(z) = 196/171*z^3 - 223/228*z + 1
*
[ 13/18 ] 
f(z) = 198/169*z^3 - 233/234*z + 1
*
[ 5/2 ] 
f(z) = 184/175*z^3 - 209/35*z + 1
*
[ 5/2 ] 
f(z) = 188/175*z^3 - 214/35*z + 1
*
[ 5/2 ] 
f(z) = 192/175*z^3 - 219/35*z + 1
*
-2 | 0.10437522927230011902274623894567770715 | 0.015602613112146908779673656507053125022
f(z) = 181/160*z^3 - 201/40*z + 1
*
-2 | 0.10199188529663371313526606617393033733 | 0.015223804779174376393907498829291080148
f(z) = 181/176*z^3 - 203/44*z + 1
*
-2 | 0.10475683694974462123158303098232816339 | 0.015636514908694898512153759280262340137
f(z) = 183/160*z^3 - 203/40*z + 1
*
-2 | 0.10260068633401283163754687814148787506 | 0.015292298743756621608858461304433852954
f(z) = 183/176*z^3 - 205/44*z + 1
*
-2 | 0.10315100351972059535593543187232102579 | 0.015352106202143334521341938861285000189
f(z) = 185/176*z^3 - 207/44*z + 1
*
-2 | 0.10547646710814100371547906988846855184 | 0.015698208157145857683065362577191170287
f(z) = 187/160*z^3 - 207/40*z + 1
*
-2 | 0.10581738559162508057177707321972714492 | 0.015726441698067461081526487615441235873
f(z) = 189/160*z^3 - 209/40*z + 1
*
-2 | 0.10412720363963384883164094000903338787 | 0.015453375939939702334675270241264251205
f(z) = 189/176*z^3 - 211/44*z + 1
*
-2 | 0.10614725933668977634679822554718309670 | 0.015753169644323214810895686135899142876
f(z) = 191/160*z^3 - 211/40*z + 1
*
-2 | 0.10456861777739908360174355240260462825 | 0.015497188122244913869376296813920087649
f(z) = 191/176*z^3 - 213/44*z + 1
*
-2 | 0.10646703967646213556799162551089136829 | 0.015778536407519162667830747799415806770
f(z) = 193/160*z^3 - 213/40*z + 1
*
-2 | 0.10498569584667948861307056049212642184 | 0.015537479110157355249098587510909964561
f(z) = 193/176*z^3 - 215/44*z + 1
*
-2 | 0.10538196485021609784703995155385628395 | 0.015574782579968038949462969064731895620
f(z) = 195/176*z^3 - 217/44*z + 1
*
[ 3/14 ] 
f(z) = 196/171*z^3 - 212/57*z + 1
*
-2 | 0.10707949398454074370053062737466803711 | 0.015825666564033491720344306714506514098
f(z) = 197/160*z^3 - 217/40*z + 1
*
-2 | 0.10576017040019920451694006278614454036 | 0.015609513785783136839467345412010361805
f(z) = 197/176*z^3 - 219/44*z + 1
*
-2 | 0.10737350566736864058259999841739233269 | 0.015847631585694737571328694482626113796
f(z) = 199/160*z^3 - 219/40*z + 1
*
[ -13/7 ] 
f(z) = 189/169*z^3 - 211/91*z + 1
*
[ 35/24 ] 
f(z) = 192/175*z^3 - 212/105*z + 1
*
[ -26/15 ] 
f(z) = 180/169*z^3 - 211/130*z + 1
*
[ 4/3 ] 
f(z) = 183/176*z^3 - 211/132*z + 1
*
[ 13/10 ] 
f(z) = 190/169*z^3 - 217/130*z + 1
*
[ 5/4 ] 
f(z) = 188/175*z^3 - 207/140*z + 1
*
[ 13/11 ] 
f(z) = 198/169*z^3 - 212/143*z + 1
*
[ 1/2 ] 
f(z) = 180/161*z^3 - 206/161*z + 1
*
[ 1/2 ] 
f(z) = 180/163*z^3 - 208/163*z + 1
*
[ 1/2 ] 
f(z) = 180/167*z^3 - 212/167*z + 1
*
[ 1/2 ] 
f(z) = 180/169*z^3 - 214/169*z + 1
*
[ 1/2 ] 
f(z) = 180/173*z^3 - 218/173*z + 1
*
[ 1/2 ] 
f(z) = 184/163*z^3 - 209/163*z + 1
*
[ 1/2 ] 
f(z) = 184/165*z^3 - 211/165*z + 1
*
[ 1/2 ] 
f(z) = 184/167*z^3 - 213/167*z + 1
*
[ 1/2 ] 
f(z) = 184/169*z^3 - 215/169*z + 1
*
[ 1/2 ] 
f(z) = 184/171*z^3 - 217/171*z + 1
*
[ 1/2 ] 
f(z) = 184/173*z^3 - 219/173*z + 1
*
[ 1/2 ] 
f(z) = 188/161*z^3 - 208/161*z + 1
*
[ 1/2 ] 
f(z) = 188/163*z^3 - 210/163*z + 1
*
[ 1/2 ] 
f(z) = 188/165*z^3 - 212/165*z + 1
*
[ 1/2 ] 
f(z) = 188/167*z^3 - 214/167*z + 1
*
[ 1/2 ] 
f(z) = 188/169*z^3 - 216/169*z + 1
*
[ 1/2 ] 
f(z) = 188/171*z^3 - 218/171*z + 1
*
[ 1/2 ] 
f(z) = 188/173*z^3 - 220/173*z + 1
*
[ 1/2 ] 
f(z) = 192/161*z^3 - 209/161*z + 1
*
[ 1/2 ] 
f(z) = 192/163*z^3 - 211/163*z + 1
*
[ 1/2 ] 
f(z) = 192/167*z^3 - 215/167*z + 1
*
[ 1/2 ] 
f(z) = 192/169*z^3 - 217/169*z + 1
*
[ 1/2 ] 
f(z) = 196/163*z^3 - 212/163*z + 1
*
[ 1/2 ] 
f(z) = 196/167*z^3 - 216/167*z + 1
*
[ 1/2 ] 
f(z) = 196/169*z^3 - 218/169*z + 1
*
[ 1/2 ] 
f(z) = 196/171*z^3 - 220/171*z + 1
*
[ 4/5 ] 
f(z) = 185/176*z^3 - 203/220*z + 1
*
[ 13/17 ] 
f(z) = 187/169*z^3 - 211/221*z + 1
*
[ 3/4 ] 
f(z) = 188/171*z^3 - 217/228*z + 1
*
[ 4/5 ] 
f(z) = 195/176*z^3 - 211/220*z + 1
*
[ 3 ] 
f(z) = 193/162*z^3 - 181/18*z + 1
*
[ 3 ] 
f(z) = 197/162*z^3 - 185/18*z + 1
*
[ 3 ] 
f(z) = 199/162*z^3 - 187/18*z + 1
*
[ -5/2 ] 
f(z) = 184/175*z^3 - 181/35*z + 1
*
[ -5/2 ] 
f(z) = 188/175*z^3 - 186/35*z + 1
*
[ 13/6 ] 
f(z) = 192/169*z^3 - 187/39*z + 1
*
[ -5/2 ] 
f(z) = 192/175*z^3 - 191/35*z + 1
*
[ -13/6 ] 
f(z) = 189/169*z^3 - 197/52*z + 1
*
[ -9/5 ] 
f(z) = 185/162*z^3 - 193/90*z + 1
*
[ 4/9 ] 
f(z) = 189/176*z^3 - 193/132*z + 1
*
[ 13/11 ] 
f(z) = 187/169*z^3 - 199/143*z + 1
*
6/7 | 0.13652903830364332812603559213747670477 | 0.025792778391663743777771281962050257911
f(z) = 196/165*z^3 - 199/165*z + 1
*
[ 2/3 ] 
f(z) = 181/168*z^3 - 185/189*z + 1
*
[ 2/3 ] 
f(z) = 185/168*z^3 - 187/189*z + 1
*
[ 9/11 ] 
f(z) = 187/162*z^3 - 197/198*z + 1
*
[ 2/3 ] 
f(z) = 187/168*z^3 - 188/189*z + 1
*
[ 2/3 ] 
f(z) = 191/168*z^3 - 190/189*z + 1
*
[ 2/3 ] 
f(z) = 193/168*z^3 - 191/189*z + 1
*
[ 2/3 ] 
f(z) = 197/168*z^3 - 193/189*z + 1
*
[ 2/3 ] 
f(z) = 199/168*z^3 - 194/189*z + 1
*
[ 5/6 ] 
f(z) = 186/175*z^3 - 197/210*z + 1
*
[ 3 ] 
f(z) = 181/162*z^3 - 169/18*z + 1
*
[ 3 ] 
f(z) = 185/162*z^3 - 173/18*z + 1
*
[ -3 ] 
f(z) = 185/162*z^3 - 161/18*z + 1
*
[ 3 ] 
f(z) = 187/162*z^3 - 175/18*z + 1
*
[ -3 ] 
f(z) = 187/162*z^3 - 163/18*z + 1
*
[ 3 ] 
f(z) = 191/162*z^3 - 179/18*z + 1
*
[ -3 ] 
f(z) = 191/162*z^3 - 167/18*z + 1
*
[ -3 ] 
f(z) = 193/162*z^3 - 169/18*z + 1
*
[ -3 ] 
f(z) = 197/162*z^3 - 173/18*z + 1
*
[ -3 ] 
f(z) = 199/162*z^3 - 175/18*z + 1
*
[ 2 ] 
f(z) = 181/160*z^3 - 161/40*z + 1
*
[ 2 ] 
f(z) = 183/160*z^3 - 163/40*z + 1
*
[ 2 ] 
f(z) = 183/176*z^3 - 161/44*z + 1
*
6/5 | 0.22328891076737543742667062928122582976 | 0.027642437768840126899441168588444685884
f(z) = 185/162*z^3 - 179/45*z + 1
*
[ 2 ] 
f(z) = 185/176*z^3 - 163/44*z + 1
*
[ 2 ] 
f(z) = 187/160*z^3 - 167/40*z + 1
*
[ 2 ] 
f(z) = 189/160*z^3 - 169/40*z + 1
*
[ 2 ] 
f(z) = 189/176*z^3 - 167/44*z + 1
*
[ 2 ] 
f(z) = 191/160*z^3 - 171/40*z + 1
*
[ 2 ] 
f(z) = 191/176*z^3 - 169/44*z + 1
*
[ 2 ] 
f(z) = 193/160*z^3 - 173/40*z + 1
*
[ 2 ] 
f(z) = 193/176*z^3 - 171/44*z + 1
*
[ 2 ] 
f(z) = 195/176*z^3 - 173/44*z + 1
*
[ 2 ] 
f(z) = 197/160*z^3 - 177/40*z + 1
*
[ 2 ] 
f(z) = 197/176*z^3 - 175/44*z + 1
*
[ 2 ] 
f(z) = 199/160*z^3 - 179/40*z + 1
*
[ 2 ] 
f(z) = 199/176*z^3 - 177/44*z + 1
*
[ 3/2 ] 
f(z) = 185/162*z^3 - 161/72*z + 1
*
[ 3/2 ] 
f(z) = 187/162*z^3 - 163/72*z + 1
*
[ 3/2 ] 
f(z) = 191/162*z^3 - 167/72*z + 1
*
[ 3/2 ] 
f(z) = 193/162*z^3 - 169/72*z + 1
*
[ 3/2 ] 
f(z) = 197/162*z^3 - 173/72*z + 1
*
[ 3/2 ] 
f(z) = 199/162*z^3 - 175/72*z + 1
*
[ 2/5 ] 
f(z) = 185/168*z^3 - 176/105*z + 1
*
[ 5/12 ] 
f(z) = 192/175*z^3 - 167/105*z + 1
*
[ 10/9 ] 
f(z) = 189/160*z^3 - 163/120*z + 1
*
[ 2/3 ] 
f(z) = 189/166*z^3 - 167/166*z + 1
*
[ 2/3 ] 
f(z) = 189/170*z^3 - 169/170*z + 1
*
[ 2/3 ] 
f(z) = 189/178*z^3 - 173/178*z + 1
*
[ 7/8 ] 
f(z) = 192/161*z^3 - 170/161*z + 1
*
[ 7/8 ] 
f(z) = 192/175*z^3 - 172/175*z + 1
*
[ 9/14 ] 
f(z) = 196/171*z^3 - 176/171*z + 1
*
[ -3 ] 
f(z) = 181/162*z^3 - 157/18*z + 1
*
[ 13/4 ] 
f(z) = 192/169*z^3 - 147/13*z + 1
*
[ -13/6 ] 
f(z) = 192/169*z^3 - 151/39*z + 1
*
[ 2 ] 
f(z) = 181/176*z^3 - 159/44*z + 1
*
[ 3/2 ] 
f(z) = 181/162*z^3 - 157/72*z + 1
*
4/9 | 0.19772379345632955548679069660091925797 | 0.027913732483618899062747346674084733334
f(z) = 189/160*z^3 - 149/60*z + 1
*
[ 6/5 ] 
f(z) = 185/168*z^3 - 149/105*z + 1
*
[ -5/3 ] 
f(z) = 186/175*z^3 - 142/105*z + 1
*
[ -5/3 ] 
f(z) = 192/175*z^3 - 152/105*z + 1
*
[ 4/7 ] 
f(z) = 189/160*z^3 - 159/140*z + 1
*
[ 20/21 ] 
f(z) = 189/160*z^3 - 157/140*z + 1
*
[ 13/18 ] 
f(z) = 189/169*z^3 - 151/156*z + 1
*
[ -13/4 ] 
f(z) = 192/169*z^3 - 139/13*z + 1
*
[ 13/6 ] 
f(z) = 198/169*z^3 - 129/26*z + 1
*
[ -2 ] 
f(z) = 181/160*z^3 - 121/40*z + 1
*
[ -2 ] 
f(z) = 183/160*z^3 - 123/40*z + 1
*
[ -2 ] 
f(z) = 187/160*z^3 - 127/40*z + 1
*
[ 3/2 ] 
f(z) = 188/171*z^3 - 122/57*z + 1
*
[ -2 ] 
f(z) = 189/160*z^3 - 129/40*z + 1
*
2/3 | 0.14385260761753610488945348416439262750 | 0.023269270770002686801964538871434330115
f(z) = 189/160*z^3 - 121/40*z + 1
*
[ -2 ] 
f(z) = 189/176*z^3 - 123/44*z + 1
*
[ -2 ] 
f(z) = 191/160*z^3 - 131/40*z + 1
*
[ -2 ] 
f(z) = 191/176*z^3 - 125/44*z + 1
*
[ -2 ] 
f(z) = 193/160*z^3 - 133/40*z + 1
*
[ -2 ] 
f(z) = 193/176*z^3 - 127/44*z + 1
*
[ -2 ] 
f(z) = 195/176*z^3 - 129/44*z + 1
*
[ 3/2 ] 
f(z) = 196/171*z^3 - 128/57*z + 1
*
[ -2 ] 
f(z) = 197/160*z^3 - 137/40*z + 1
*
[ -2 ] 
f(z) = 197/176*z^3 - 131/44*z + 1
*
[ -2 ] 
f(z) = 199/160*z^3 - 139/40*z + 1
*
[ -2 ] 
f(z) = 199/176*z^3 - 133/44*z + 1
*
-4/3 | 0.20493774745077423904735864986670651910 | 0.029279236737333165070012957392337930154
f(z) = 183/160*z^3 - 137/60*z + 1
*
[ 6/5 ] 
f(z) = 185/162*z^3 - 133/90*z + 1
*
[ -5/3 ] 
f(z) = 183/175*z^3 - 137/105*z + 1
*
[ -13/8 ] 
f(z) = 184/169*z^3 - 131/104*z + 1
*
[ 13/21 ] 
f(z) = 196/169*z^3 - 124/117*z + 1
*
[ 13/12 ] 
f(z) = 198/169*z^3 - 135/104*z + 1
*
[ 2/3 ] 
f(z) = 183/160*z^3 - 121/120*z + 1
*
[ 2/3 ] 
f(z) = 183/176*z^3 - 127/132*z + 1
*
[ 8/9 ] 
f(z) = 189/160*z^3 - 127/120*z + 1
*
[ 2/3 ] 
f(z) = 195/176*z^3 - 131/132*z + 1
*
-2 | 0.083061565546618532732737888446628224830 | 0.012407318779111859306253172211207163059
f(z) = 181/168*z^3 - 101/21*z + 1
*
-2 | 0.083942273828217836369418877388886473386 | 0.012502255260613650856523116064892806835
f(z) = 185/168*z^3 - 103/21*z + 1
*
-2 | 0.084350032963728400026403379254277785485 | 0.012544933816558104559665155344397443941
f(z) = 187/168*z^3 - 104/21*z + 1
*
-2 | 0.085109722732882685914788784182740827698 | 0.012622160665444904188327030272100823256
f(z) = 191/168*z^3 - 106/21*z + 1
*
-2 | 0.085466804744607991016526789272361019407 | 0.012657491478213563107766233366119547129
f(z) = 193/168*z^3 - 107/21*z + 1
*
-2 | 0.086143116362886834883983670461733659283 | 0.012722758155599798942465179242359875514
f(z) = 197/168*z^3 - 109/21*z + 1
*
[ -13/6 ] 
f(z) = 198/169*z^3 - 105/26*z + 1
*
-2 | 0.086464690526712476306923112471806643719 | 0.012753051098039707911648425552427053301
f(z) = 199/168*z^3 - 110/21*z + 1
*
[ -2 ] 
f(z) = 181/176*z^3 - 115/44*z + 1
*
[ -2 ] 
f(z) = 183/176*z^3 - 117/44*z + 1
*
[ 3/2 ] 
f(z) = 184/171*z^3 - 119/57*z + 1
*
[ -2 ] 
f(z) = 185/176*z^3 - 119/44*z + 1
*
[ 13/10 ] 
f(z) = 180/169*z^3 - 102/65*z + 1
*
[ 4/3 ] 
f(z) = 183/160*z^3 - 107/60*z + 1
*
[ 5/4 ] 
f(z) = 184/175*z^3 - 101/70*z + 1
*
[ 13/18 ] 
f(z) = 180/169*z^3 - 110/117*z + 1
*
[ 3/4 ] 
f(z) = 184/171*z^3 - 107/114*z + 1
*
[ 5/6 ] 
f(z) = 192/175*z^3 - 101/105*z + 1
*
[ 6/7 ] 
f(z) = 196/171*z^3 - 115/114*z + 1
*
[ 2 ] 
f(z) = 185/168*z^3 - 82/21*z + 1
*
[ 2 ] 
f(z) = 187/168*z^3 - 83/21*z + 1
*
[ 2 ] 
f(z) = 191/168*z^3 - 85/21*z + 1
*
[ 2 ] 
f(z) = 193/168*z^3 - 86/21*z + 1
*
[ 2 ] 
f(z) = 197/168*z^3 - 88/21*z + 1
*
[ 5/3 ] 
f(z) = 198/175*z^3 - 96/35*z + 1
*
[ 2 ] 
f(z) = 199/168*z^3 - 89/21*z + 1
*
-4/3 | 0.13321640404435391911455242099806273888 | 0.022426357486468854045609812449044417706
f(z) = 189/176*z^3 - 95/44*z + 1
*
[ 3/7 ] 
f(z) = 196/171*z^3 - 88/57*z + 1
*
[ 13/30 ] 
f(z) = 180/169*z^3 - 98/65*z + 1
*
[ 4/9 ] 
f(z) = 189/160*z^3 - 89/60*z + 1
*
[ 3/5 ] 
f(z) = 185/162*z^3 - 97/90*z + 1
*
[ 2/3 ] 
f(z) = 189/164*z^3 - 83/82*z + 1
*
[ 13/21 ] 
f(z) = 189/169*z^3 - 95/91*z + 1
*
[ 2/3 ] 
f(z) = 189/172*z^3 - 85/86*z + 1
*
[ 2 ] 
f(z) = 181/168*z^3 - 80/21*z + 1
*
[ -2 ] 
f(z) = 185/168*z^3 - 61/21*z + 1
*
[ -2 ] 
f(z) = 187/168*z^3 - 62/21*z + 1
*
[ 13/9 ] 
f(z) = 189/169*z^3 - 79/39*z + 1
*
[ -2 ] 
f(z) = 191/168*z^3 - 64/21*z + 1
*
[ -2 ] 
f(z) = 193/168*z^3 - 65/21*z + 1
*
[ -2 ] 
f(z) = 197/168*z^3 - 67/21*z + 1
*
[ -2 ] 
f(z) = 199/168*z^3 - 68/21*z + 1
*
[ 13/12 ] 
f(z) = 180/169*z^3 - 61/52*z + 1
*
[ 4/3 ] 
f(z) = 189/176*z^3 - 73/44*z + 1
*
[ 13/28 ] 
f(z) = 196/169*z^3 - 73/52*z + 1
*
[ 13/15 ] 
f(z) = 180/169*z^3 - 62/65*z + 1
*
[ -3/2 ] 
f(z) = 193/162*z^3 - 73/72*z + 1
*
[ -3/2 ] 
f(z) = 197/162*z^3 - 77/72*z + 1
*
[ 5/6 ] 
f(z) = 198/175*z^3 - 69/70*z + 1
*
[ -3/2 ] 
f(z) = 199/162*z^3 - 79/72*z + 1
*
[ 13/6 ] 
f(z) = 180/169*z^3 - 58/13*z + 1
*
[ -13/6 ] 
f(z) = 180/169*z^3 - 46/13*z + 1
*
[ 13/7 ] 
f(z) = 196/169*z^3 - 46/13*z + 1
*
[ -2 ] 
f(z) = 181/168*z^3 - 59/21*z + 1
*
[ 13/12 ] 
f(z) = 192/169*z^3 - 49/39*z + 1
*
[ 13/24 ] 
f(z) = 192/169*z^3 - 46/39*z + 1
*
[ 5/4 ] 
f(z) = 192/175*z^3 - 53/35*z + 1
*
[ -5/3 ] 
f(z) = 198/175*z^3 - 54/35*z + 1
*
[ 2/3 ] 
f(z) = 189/160*z^3 - 41/40*z + 1
*
[ 2/3 ] 
f(z) = 189/176*z^3 - 43/44*z + 1
*
[ 13/16 ] 
f(z) = 192/169*z^3 - 51/52*z + 1
*
[ 13/8 ] 
f(z) = 192/169*z^3 - 34/13*z + 1
*
[ -13/7 ] 
f(z) = 196/169*z^3 - 32/13*z + 1
*
[ 4/3 ] 
f(z) = 189/160*z^3 - 37/20*z + 1
*
[ 5/8 ] 
f(z) = 192/175*z^3 - 36/35*z + 1
*
[ -13/8 ] 
f(z) = 192/169*z^3 - 18/13*z + 1
*
[ 13/14 ] 
f(z) = 196/169*z^3 - 14/13*z + 1
*
[ -13/14 ]
f(z) = 196/169*z^3 + 14/13*z + 1
*
3/11 | 0.26852928719673476968929662742174553646 | 0.029973809744945891915430222482276876582
f(z) = 187/189*z^3 - 288/77*z + 1
*
[ 4/3 ] 
f(z) = 189/188*z^3 - 289/188*z + 1
*
[ 3/7 ] 
f(z) = 196/195*z^3 - 296/195*z + 1
*
[ 6/5 ] 
f(z) = 185/192*z^3 - 293/240*z + 1
*
[ 21/38 ] 
f(z) = 190/189*z^3 - 297/266*z + 1
*
[ 21/20 ] 
f(z) = 190/189*z^3 - 297/280*z + 1
*
-21/10 | 0.21926072525702108170204617706614614510 | 0.024581200107995402451171645492793472840
f(z) = 190/189*z^3 - 277/70*z + 1
*
[ -2 ] 
f(z) = 199/180*z^3 - 263/90*z + 1
*
[ 5/4 ] 
f(z) = 192/185*z^3 - 263/185*z + 1
*
[ 3/7 ] 
f(z) = 196/183*z^3 - 280/183*z + 1
*
[ 6/5 ] 
f(z) = 190/189*z^3 - 269/210*z + 1
*
[ 21/37 ] 
f(z) = 185/189*z^3 - 279/259*z + 1
*
[ 2/3 ] 
f(z) = 183/188*z^3 - 263/282*z + 1
*
[ 2/3 ] 
f(z) = 183/196*z^3 - 269/294*z + 1
*
[ 2/3 ] 
f(z) = 195/188*z^3 - 271/282*z + 1
*
[ 2/3 ] 
f(z) = 195/196*z^3 - 277/294*z + 1
*
[ 21/11 ] 
f(z) = 187/189*z^3 - 241/77*z + 1
*
[ 2/9 ] 
f(z) = 189/184*z^3 - 245/69*z + 1
*
[ -2 ] 
f(z) = 191/180*z^3 - 247/90*z + 1
*
[ -2 ] 
f(z) = 191/188*z^3 - 241/94*z + 1
*
[ -2 ] 
f(z) = 193/180*z^3 - 251/90*z + 1
*
[ -2 ] 
f(z) = 193/188*z^3 - 245/94*z + 1
*
[ -2 ] 
f(z) = 195/188*z^3 - 249/94*z + 1
*
[ -2 ] 
f(z) = 195/196*z^3 - 243/98*z + 1
*
[ -2 ] 
f(z) = 197/180*z^3 - 259/90*z + 1
*
[ -2 ] 
f(z) = 197/188*z^3 - 253/94*z + 1
*
[ -2 ] 
f(z) = 197/196*z^3 - 247/98*z + 1
*
[ -2 ] 
f(z) = 199/188*z^3 - 257/94*z + 1
*
[ -2 ] 
f(z) = 199/196*z^3 - 251/98*z + 1
*
[ 8/5 ] 
f(z) = 185/192*z^3 - 251/120*z + 1
*
[ 1/2 ] 
f(z) = 180/197*z^3 - 242/197*z + 1
*
[ 1/2 ] 
f(z) = 180/199*z^3 - 244/199*z + 1
*
[ 1/2 ] 
f(z) = 184/195*z^3 - 241/195*z + 1
*
[ 1/2 ] 
f(z) = 184/197*z^3 - 243/197*z + 1
*
[ 1/2 ] 
f(z) = 184/199*z^3 - 245/199*z + 1
*
[ 1/2 ] 
f(z) = 188/195*z^3 - 242/195*z + 1
*
[ 1/2 ] 
f(z) = 188/197*z^3 - 244/197*z + 1
*
[ 1/2 ] 
f(z) = 188/199*z^3 - 246/199*z + 1
*
[ 1/2 ] 
f(z) = 192/193*z^3 - 241/193*z + 1
*
[ 1/2 ] 
f(z) = 192/197*z^3 - 245/197*z + 1
*
[ 1/2 ] 
f(z) = 192/199*z^3 - 247/199*z + 1
*
[ 17/14 ] 
f(z) = 196/187*z^3 - 256/187*z + 1
*
[ 1/2 ] 
f(z) = 196/193*z^3 - 242/193*z + 1
*
[ 1/2 ] 
f(z) = 196/195*z^3 - 244/195*z + 1
*
[ 1/2 ] 
f(z) = 196/197*z^3 - 246/197*z + 1
*
[ 1/2 ] 
f(z) = 196/199*z^3 - 248/199*z + 1
*
[ -5/3 ] 
f(z) = 198/185*z^3 - 254/185*z + 1
*
-3/2 | 0.13097431504213255604197675352140068564 | 0.016959702740770945810638685473973025196
f(z) = 190/189*z^3 - 251/210*z + 1
*
-2 | 0.083123483081145983660732380607587446614 | 0.012252046451721437200805247452357271174
f(z) = 197/192*z^3 - 221/48*z + 1
*
-2 | 0.083696609241121498875549465407487204200 | 0.012320162875285485985833293278137345034
f(z) = 199/192*z^3 - 223/48*z + 1
*
[ -2 ] 
f(z) = 181/180*z^3 - 227/90*z + 1
*
[ -2 ] 
f(z) = 181/188*z^3 - 221/94*z + 1
*
[ -2 ] 
f(z) = 183/188*z^3 - 225/94*z + 1
*
[ -2 ] 
f(z) = 185/188*z^3 - 229/94*z + 1
*
[ -2 ] 
f(z) = 185/196*z^3 - 223/98*z + 1
*
[ -2 ] 
f(z) = 187/180*z^3 - 239/90*z + 1
*
[ -2 ] 
f(z) = 187/188*z^3 - 233/94*z + 1
*
[ -2 ] 
f(z) = 187/196*z^3 - 227/98*z + 1
*
[ -2 ] 
f(z) = 189/188*z^3 - 237/94*z + 1
*
[ -2 ] 
f(z) = 191/196*z^3 - 235/98*z + 1
*
[ -2 ] 
f(z) = 193/196*z^3 - 239/98*z + 1
*
[ 7/5 ] 
f(z) = 195/196*z^3 - 233/140*z + 1
*
[ 1/2 ] 
f(z) = 180/181*z^3 - 226/181*z + 1
*
[ 1/2 ] 
f(z) = 180/187*z^3 - 232/187*z + 1
*
[ 1/2 ] 
f(z) = 180/191*z^3 - 236/191*z + 1
*
[ 1/2 ] 
f(z) = 180/193*z^3 - 238/193*z + 1
*
[ 1/2 ] 
f(z) = 184/181*z^3 - 227/181*z + 1
*
[ 1/2 ] 
f(z) = 184/183*z^3 - 229/183*z + 1
*
[ 1/2 ] 
f(z) = 184/185*z^3 - 231/185*z + 1
*
[ 1/2 ] 
f(z) = 184/187*z^3 - 233/187*z + 1
*
[ 1/2 ] 
f(z) = 184/189*z^3 - 235/189*z + 1
*
[ 1/2 ] 
f(z) = 184/191*z^3 - 237/191*z + 1
*
[ 1/2 ] 
f(z) = 184/193*z^3 - 239/193*z + 1
*
[ 1/2 ] 
f(z) = 188/181*z^3 - 228/181*z + 1
*
[ 1/2 ] 
f(z) = 188/183*z^3 - 230/183*z + 1
*
[ 1/2 ] 
f(z) = 188/185*z^3 - 232/185*z + 1
*
[ 1/2 ] 
f(z) = 188/187*z^3 - 234/187*z + 1
*
[ 1/2 ] 
f(z) = 188/189*z^3 - 236/189*z + 1
*
[ 1/2 ] 
f(z) = 188/191*z^3 - 238/191*z + 1
*
[ 1/2 ] 
f(z) = 188/193*z^3 - 240/193*z + 1
*
[ -5/3 ] 
f(z) = 189/185*z^3 - 229/185*z + 1
*
[ -5/3 ] 
f(z) = 189/190*z^3 - 221/190*z + 1
*
[ 1/2 ] 
f(z) = 192/181*z^3 - 229/181*z + 1
*
[ 1/2 ] 
f(z) = 192/185*z^3 - 233/185*z + 1
*
[ 1/2 ] 
f(z) = 192/187*z^3 - 235/187*z + 1
*
[ 1/2 ] 
f(z) = 192/191*z^3 - 239/191*z + 1
*
[ 1/2 ] 
f(z) = 196/181*z^3 - 230/181*z + 1
*
[ 1/2 ] 
f(z) = 196/183*z^3 - 232/183*z + 1
*
[ 1/2 ] 
f(z) = 196/185*z^3 - 234/185*z + 1
*
[ 1/2 ] 
f(z) = 196/187*z^3 - 236/187*z + 1
*
[ 1/2 ] 
f(z) = 196/191*z^3 - 240/191*z + 1
*
-15/14 | 0.13691331314908455379358426092947311418 | 0.025019470218790585153692692588909190275
f(z) = 196/195*z^3 - 238/195*z + 1
*
[ 8/11 ] 
f(z) = 187/192*z^3 - 235/264*z + 1
*
-2 | 0.078838287185059453765762959387601554770 | 0.011750590402048193627973901045439103411
f(z) = 181/192*z^3 - 205/48*z + 1
*
-2 | 0.078479567580325775592752190812449730510 | 0.011663530875773401167321423570213633439
f(z) = 185/192*z^3 - 209/48*z + 1
*
-2 | 0.077199411178478546386704603186962690063 | 0.011457059073743579558647011903236746845
f(z) = 187/192*z^3 - 211/48*z + 1
*
-2 | 0.080754632291866702935019696598864050764 | 0.011951374919833920989802795112399205134
f(z) = 191/192*z^3 - 215/48*z + 1
*
-2 | 0.081713599031229299556811013323171493931 | 0.012076749001093174804250615263904864826
f(z) = 193/192*z^3 - 217/48*z + 1
*
[ 3/11 ] 
f(z) = 187/189*z^3 - 211/77*z + 1
*
[ -21/10 ] 
f(z) = 190/189*z^3 - 207/70*z + 1
*
[ -2 ] 
f(z) = 181/196*z^3 - 215/98*z + 1
*
[ -2 ] 
f(z) = 183/196*z^3 - 219/98*z + 1
*
[ 7/5 ] 
f(z) = 185/196*z^3 - 219/140*z + 1
*
[ 14/11 ] 
f(z) = 187/196*z^3 - 205/154*z + 1
*
[ -12/7 ] 
f(z) = 199/192*z^3 - 215/147*z + 1
*
[ 15/14 ] 
f(z) = 196/195*z^3 - 212/195*z + 1
*
[ 2/3 ] 
f(z) = 197/184*z^3 - 202/207*z + 1
*
[ 2/3 ] 
f(z) = 199/184*z^3 - 203/207*z + 1
*
[ 14/17 ] 
f(z) = 187/196*z^3 - 205/238*z + 1
*
[ 3 ] 
f(z) = 199/189*z^3 - 185/21*z + 1
*
[ 2/5 ] 
f(z) = 185/184*z^3 - 191/115*z + 1
*
[ 2/5 ] 
f(z) = 195/184*z^3 - 192/115*z + 1
*
[ -12/7 ] 
f(z) = 187/192*z^3 - 188/147*z + 1
*
[ -12/7 ] 
f(z) = 191/192*z^3 - 197/147*z + 1
*
[ 3/5 ] 
f(z) = 193/189*z^3 - 181/175*z + 1
*
[ 3/5 ] 
f(z) = 199/189*z^3 - 183/175*z + 1
*
[ 2/3 ] 
f(z) = 189/194*z^3 - 181/194*z + 1
*
[ 5/8 ] 
f(z) = 192/185*z^3 - 186/185*z + 1
*
[ 14/13 ] 
f(z) = 195/196*z^3 - 197/182*z + 1
*
[ 13/14 ] 
f(z) = 196/195*z^3 - 184/195*z + 1
*
[ 2/3 ] 
f(z) = 181/184*z^3 - 194/207*z + 1
*
[ 2/3 ] 
f(z) = 185/184*z^3 - 196/207*z + 1
*
[ 2/3 ] 
f(z) = 187/184*z^3 - 197/207*z + 1
*
[ 2/3 ] 
f(z) = 191/184*z^3 - 199/207*z + 1
*
[ 2/3 ] 
f(z) = 193/184*z^3 - 200/207*z + 1
*
[ 14/15 ] 
f(z) = 195/196*z^3 - 197/210*z + 1
*
[ 3 ] 
f(z) = 181/189*z^3 - 167/21*z + 1
*
[ 3 ] 
f(z) = 184/189*z^3 - 170/21*z + 1
*
[ 3 ] 
f(z) = 187/189*z^3 - 173/21*z + 1
*
[ 3 ] 
f(z) = 190/189*z^3 - 176/21*z + 1
*
[ -3 ] 
f(z) = 191/189*z^3 - 163/21*z + 1
*
[ 3 ] 
f(z) = 193/189*z^3 - 179/21*z + 1
*
[ -3 ] 
f(z) = 194/189*z^3 - 166/21*z + 1
*
[ -3 ] 
f(z) = 197/189*z^3 - 169/21*z + 1
*
[ 2 ] 
f(z) = 185/192*z^3 - 161/48*z + 1
*
[ 2 ] 
f(z) = 187/192*z^3 - 163/48*z + 1
*
[ 2 ] 
f(z) = 191/192*z^3 - 167/48*z + 1
*
[ 2 ] 
f(z) = 193/192*z^3 - 169/48*z + 1
*
[ 2 ] 
f(z) = 197/192*z^3 - 173/48*z + 1
*
[ 2 ] 
f(z) = 199/192*z^3 - 175/48*z + 1
*
3/2 | 0.20095624115815670671056977952128561233 | 0.023720084872641667598700453717212873745
f(z) = 190/189*z^3 - 177/70*z + 1
*
[ 3/2 ] 
f(z) = 191/189*z^3 - 163/84*z + 1
*
[ 3/2 ] 
f(z) = 197/189*z^3 - 169/84*z + 1
*
[ 3/5 ] 
f(z) = 181/189*z^3 - 177/175*z + 1
*
[ 3/5 ] 
f(z) = 184/189*z^3 - 178/175*z + 1
*
[ 3/5 ] 
f(z) = 187/189*z^3 - 179/175*z + 1
*
[ 2/3 ] 
f(z) = 189/190*z^3 - 179/190*z + 1
*
[ 5/7 ] 
f(z) = 196/185*z^3 - 174/185*z + 1
*
[ -11/7 ] 
f(z) = 196/187*z^3 - 178/187*z + 1
*
[ 11/14 ] 
f(z) = 196/187*z^3 - 172/187*z + 1
*
[ 5/7 ] 
f(z) = 196/195*z^3 - 178/195*z + 1
*
[ -3 ] 
f(z) = 185/189*z^3 - 157/21*z + 1
*
[ 12/5 ] 
f(z) = 185/192*z^3 - 149/30*z + 1
*
[ -3 ] 
f(z) = 188/189*z^3 - 160/21*z + 1
*
[ 2 ] 
f(z) = 181/192*z^3 - 157/48*z + 1
*
[ 3/2 ] 
f(z) = 185/189*z^3 - 157/84*z + 1
*
[ 4/3 ] 
f(z) = 189/184*z^3 - 145/92*z + 1
*
[ 21/17 ] 
f(z) = 187/189*z^3 - 157/119*z + 1
*
[ 4/7 ] 
f(z) = 187/192*z^3 - 157/147*z + 1
*
[ 4/7 ] 
f(z) = 191/192*z^3 - 158/147*z + 1
*
[ 4/7 ] 
f(z) = 199/192*z^3 - 160/147*z + 1
*
[ 21/23 ] 
f(z) = 184/189*z^3 - 146/161*z + 1
*
[ 3/4 ] 
f(z) = 190/189*z^3 - 151/168*z + 1
*
4/11 | 0.25289816661096172340749248275616605595 | 0.028065763909195792607338444064610479432
f(z) = 187/192*z^3 - 128/33*z + 1
*
[ -2 ] 
f(z) = 193/192*z^3 - 121/48*z + 1
*
[ -2 ] 
f(z) = 197/192*z^3 - 125/48*z + 1
*
[ -2 ] 
f(z) = 199/192*z^3 - 127/48*z + 1
*
[ 4/5 ] 
f(z) = 187/192*z^3 - 131/150*z + 1
*
[ 4/5 ] 
f(z) = 191/192*z^3 - 133/150*z + 1
*
[ 4/5 ] 
f(z) = 199/192*z^3 - 137/150*z + 1
*
-2 | 0.098674590402942280577365171143196335256 | 0.014717853816699333221228114631015280700
f(z) = 181/184*z^3 - 102/23*z + 1
*
-2 | 0.10028566059403162903820328111845587763 | 0.014936418452181284949192542033772308459
f(z) = 183/184*z^3 - 103/23*z + 1
*
-2 | 0.10128830765905305948161941249634338157 | 0.015064073733324965589550377028708037148
f(z) = 185/184*z^3 - 104/23*z + 1
*
-2 | 0.10207580611688803219853075325531203196 | 0.015159618831103866512942448842603134260
f(z) = 187/184*z^3 - 105/23*z + 1
*
-2 | 0.10274451657684139216218525579308873159 | 0.015237481148852456889697003524205211461
f(z) = 189/184*z^3 - 106/23*z + 1
*
-2 | 0.10333543331547169003306649315938497663 | 0.015303805617825055005319590634142760279
f(z) = 191/184*z^3 - 107/23*z + 1
*
-2 | 0.10387036924122442081278115253355826569 | 0.015361865174394382376051413003715303193
f(z) = 193/184*z^3 - 108/23*z + 1
*
-2 | 0.10436252999143780968958447142869821879 | 0.015413642849815021094939666798470741578
f(z) = 195/184*z^3 - 109/23*z + 1
*
-2 | 0.10482061964930379579595720317523449413 | 0.015460446459387598757140326714469667375
f(z) = 197/184*z^3 - 110/23*z + 1
*
-2 | 0.10525073220483702461357109050614014363 | 0.015503191969163924919616833982183828422
f(z) = 199/184*z^3 - 111/23*z + 1
*
[ -2 ] 
f(z) = 181/192*z^3 - 109/48*z + 1
*
[ 3/8 ] 
f(z) = 184/189*z^3 - 101/56*z + 1
*
[ -2 ] 
f(z) = 185/192*z^3 - 113/48*z + 1
*
[ -2 ] 
f(z) = 187/192*z^3 - 115/48*z + 1
*
[ -2 ] 
f(z) = 191/192*z^3 - 119/48*z + 1
*
[ 3/5 ] 
f(z) = 185/189*z^3 - 107/105*z + 1
*
[ 3/4 ] 
f(z) = 191/189*z^3 - 101/112*z + 1
*
[ 3/4 ] 
f(z) = 197/189*z^3 - 103/112*z + 1
*
[ -4 ] 
f(z) = 181/192*z^3 - 83/6*z + 1
*
-12/5 | 0.25066203519676776247495074261889477135 | 0.028875880231710761297947297331346000221
f(z) = 185/192*z^3 - 92/15*z + 1
*
[ -4 ] 
f(z) = 185/192*z^3 - 85/6*z + 1
*
[ 4 ] 
f(z) = 187/192*z^3 - 89/6*z + 1
*
[ 4 ] 
f(z) = 191/192*z^3 - 91/6*z + 1
*
[ -4 ] 
f(z) = 193/192*z^3 - 89/6*z + 1
*
[ -4 ] 
f(z) = 197/192*z^3 - 91/6*z + 1
*
[ 4 ] 
f(z) = 199/192*z^3 - 95/6*z + 1
*
[ 2 ] 
f(z) = 185/184*z^3 - 81/23*z + 1
*
[ 2 ] 
f(z) = 187/184*z^3 - 82/23*z + 1
*
[ 2 ] 
f(z) = 189/184*z^3 - 83/23*z + 1
*
[ 2 ] 
f(z) = 191/184*z^3 - 84/23*z + 1
*
[ 2 ] 
f(z) = 193/184*z^3 - 85/23*z + 1
*
[ 2 ] 
f(z) = 195/184*z^3 - 86/23*z + 1
*
[ 2 ] 
f(z) = 197/184*z^3 - 87/23*z + 1
*
[ 2 ] 
f(z) = 199/184*z^3 - 88/23*z + 1
*
[ 4/3 ] 
f(z) = 193/192*z^3 - 83/54*z + 1
*
[ 3/2 ] 
f(z) = 194/189*z^3 - 83/42*z + 1
*
[ 4/3 ] 
f(z) = 197/192*z^3 - 85/54*z + 1
*
[ 6/5 ] 
f(z) = 185/189*z^3 - 87/70*z + 1
*
[ 2/3 ] 
f(z) = 189/188*z^3 - 89/94*z + 1
*
[ 3/4 ] 
f(z) = 185/189*z^3 - 99/112*z + 1
*
[ -12/5 ] 
f(z) = 185/192*z^3 - 62/15*z + 1
*
[ 3 ] 
f(z) = 197/189*z^3 - 61/7*z + 1
*
[ 2 ] 
f(z) = 181/184*z^3 - 79/23*z + 1
*
[ 2 ] 
f(z) = 183/184*z^3 - 80/23*z + 1
*
[ 4/11 ] 
f(z) = 187/192*z^3 - 62/33*z + 1
*
[ -2 ] 
f(z) = 191/184*z^3 - 61/23*z + 1
*
[ -2 ] 
f(z) = 193/184*z^3 - 62/23*z + 1
*
[ -2 ] 
f(z) = 195/184*z^3 - 63/23*z + 1
*
[ -2 ] 
f(z) = 197/184*z^3 - 64/23*z + 1
*
[ -2 ] 
f(z) = 199/184*z^3 - 65/23*z + 1
*
[ 4/3 ] 
f(z) = 181/192*z^3 - 77/54*z + 1
*
3/4 | 0.18710663059855577349618144974432378500 | 0.028493370515843151946477500338738102702
f(z) = 184/189*z^3 - 79/42*z + 1
*
[ 4/3 ] 
f(z) = 185/192*z^3 - 79/54*z + 1
*
[ 4/5 ] 
f(z) = 181/192*z^3 - 64/75*z + 1
*
[ 2/3 ] 
f(z) = 183/184*z^3 - 65/69*z + 1
*
[ 12/11 ] 
f(z) = 187/192*z^3 - 71/66*z + 1
*
[ 4/5 ] 
f(z) = 193/192*z^3 - 67/75*z + 1
*
[ 2/3 ] 
f(z) = 195/184*z^3 - 67/69*z + 1
*
[ 4/5 ] 
f(z) = 197/192*z^3 - 68/75*z + 1
*
[ -3 ] 
f(z) = 181/189*z^3 - 51/7*z + 1
*
[ 4 ] 
f(z) = 181/192*z^3 - 43/3*z + 1
*
[ -3 ] 
f(z) = 184/189*z^3 - 52/7*z + 1
*
[ 3 ] 
f(z) = 185/189*z^3 - 57/7*z + 1
*
[ 4 ] 
f(z) = 185/192*z^3 - 44/3*z + 1
*
[ -3 ] 
f(z) = 187/189*z^3 - 53/7*z + 1
*
[ -4 ] 
f(z) = 187/192*z^3 - 43/3*z + 1
*
[ 3 ] 
f(z) = 188/189*z^3 - 58/7*z + 1
*
[ -3 ] 
f(z) = 190/189*z^3 - 54/7*z + 1
*
[ 3 ] 
f(z) = 191/189*z^3 - 59/7*z + 1
*
[ -4 ] 
f(z) = 191/192*z^3 - 44/3*z + 1
*
[ -3 ] 
f(z) = 193/189*z^3 - 55/7*z + 1
*
[ 4 ] 
f(z) = 193/192*z^3 - 46/3*z + 1
*
[ 3 ] 
f(z) = 194/189*z^3 - 60/7*z + 1
*
[ 4 ] 
f(z) = 197/192*z^3 - 47/3*z + 1
*
[ -3 ] 
f(z) = 199/189*z^3 - 57/7*z + 1
*
[ -4 ] 
f(z) = 199/192*z^3 - 46/3*z + 1
*
[ -2 ] 
f(z) = 181/184*z^3 - 56/23*z + 1
*
[ 3/2 ] 
f(z) = 181/189*z^3 - 51/28*z + 1
*
[ -2 ] 
f(z) = 183/184*z^3 - 57/23*z + 1
*
[ -2 ] 
f(z) = 185/184*z^3 - 58/23*z + 1
*
[ -2 ] 
f(z) = 187/184*z^3 - 59/23*z + 1
*
[ 3/2 ] 
f(z) = 187/189*z^3 - 53/28*z + 1
*
-12/11 | 0.19843920842230448707530580897057249554 | 0.025206775350214826711254397140437795236
f(z) = 187/192*z^3 - 41/33*z + 1
*
3/4 | 0.20081875422123993036213961091952022127 | 0.027637654150343669900715479715800568045
f(z) = 188/189*z^3 - 53/28*z + 1
*
[ -2 ] 
f(z) = 189/184*z^3 - 60/23*z + 1
*
[ 4/3 ] 
f(z) = 191/192*z^3 - 41/27*z + 1
*
[ 3/2 ] 
f(z) = 193/189*z^3 - 55/28*z + 1
*
[ 3/2 ] 
f(z) = 199/189*z^3 - 57/28*z + 1
*
[ 4/3 ] 
f(z) = 199/192*z^3 - 43/27*z + 1
*
[ 12/17 ] 
f(z) = 187/192*z^3 - 46/51*z + 1
*
[ 3/4 ] 
f(z) = 194/189*z^3 - 51/56*z + 1
*
[ 3/2 ] 
f(z) = 190/189*z^3 - 27/14*z + 1
*
[ 4/3 ] 
f(z) = 187/192*z^3 - 40/27*z + 1
*
[ 3/2 ] 
f(z) = 188/189*z^3 - 40/21*z + 1
*
[ 3/4 ] 
f(z) = 188/189*z^3 - 25/28*z + 1
*
[ 2/3 ] 
f(z) = 189/184*z^3 - 22/23*z + 1
*
[ 3/5 ] 
f(z) = 190/189*z^3 - 36/35*z + 1
*
[ 3/4 ] 
f(z) = 184/189*z^3 - 37/42*z + 1
*
[ 3/2 ] 
f(z) = 184/189*z^3 - 13/7*z + 1
*
[ 4/5 ] 
f(z) = 185/192*z^3 - 13/15*z + 1
*
-4/3 | 0.14249849080434836850924299630742962497 | 0.020265036149725113658076441783642967782
f(z) = 183/208*z^3 - 283/156*z + 1
*
[ -11/6 ] 
f(z) = 180/209*z^3 - 282/209*z + 1
*
[ 4/3 ] 
f(z) = 189/212*z^3 - 283/212*z + 1
*
3/5 | 0.25120383773903528694077385064260879785 | 0.028139629081131918275157657988565867685
f(z) = 185/216*z^3 - 279/40*z + 1
*
[ -30/11 ] 
f(z) = 187/216*z^3 - 279/55*z + 1
*
[ 2/9 ] 
f(z) = 189/200*z^3 - 266/75*z + 1
*
[ 1/2 ] 
f(z) = 180/217*z^3 - 262/217*z + 1
*
[ 1/2 ] 
f(z) = 184/215*z^3 - 261/215*z + 1
*
[ 1/2 ] 
f(z) = 184/217*z^3 - 263/217*z + 1
*
[ 1/2 ] 
f(z) = 184/219*z^3 - 265/219*z + 1
*
[ 1/2 ] 
f(z) = 188/215*z^3 - 262/215*z + 1
*
[ 1/2 ] 
f(z) = 188/217*z^3 - 264/217*z + 1
*
[ 1/2 ] 
f(z) = 188/219*z^3 - 266/219*z + 1
*
[ -7/4 ] 
f(z) = 192/203*z^3 - 269/203*z + 1
*
[ 1/2 ] 
f(z) = 192/215*z^3 - 263/215*z + 1
*
[ 1/2 ] 
f(z) = 192/217*z^3 - 265/217*z + 1
*
[ 9/7 ] 
f(z) = 196/207*z^3 - 278/207*z + 1
*
[ 1/2 ] 
f(z) = 196/213*z^3 - 262/213*z + 1
*
[ 1/2 ] 
f(z) = 196/215*z^3 - 264/215*z + 1
*
[ 1/2 ] 
f(z) = 196/219*z^3 - 268/219*z + 1
*
[ 24/37 ] 
f(z) = 185/216*z^3 - 267/296*z + 1
*
[ 20/9 ] 
f(z) = 189/200*z^3 - 247/60*z + 1
*
[ 3/14 ] 
f(z) = 196/207*z^3 - 256/69*z + 1
*
[ -2 ] 
f(z) = 197/204*z^3 - 241/102*z + 1
*
[ -2 ] 
f(z) = 199/204*z^3 - 245/102*z + 1
*
[ 5/3 ] 
f(z) = 183/200*z^3 - 257/120*z + 1
*
5/9 | 0.18215533545335084709614802630619796497 | 0.025530220327529394077558965878153631815
f(z) = 189/200*z^3 - 251/120*z + 1
*
[ 10/27 ] 
f(z) = 189/200*z^3 - 247/135*z + 1
*
[ 3/2 ] 
f(z) = 194/207*z^3 - 245/138*z + 1
*
[ 1/2 ] 
f(z) = 180/203*z^3 - 248/203*z + 1
*
[ 1/2 ] 
f(z) = 180/209*z^3 - 254/209*z + 1
*
[ 1/2 ] 
f(z) = 180/211*z^3 - 256/211*z + 1
*
[ 1/2 ] 
f(z) = 184/201*z^3 - 247/201*z + 1
*
[ 1/2 ] 
f(z) = 184/203*z^3 - 249/203*z + 1
*
[ 1/2 ] 
f(z) = 184/205*z^3 - 251/205*z + 1
*
[ 1/2 ] 
f(z) = 184/209*z^3 - 255/209*z + 1
*
[ 1/2 ] 
f(z) = 184/211*z^3 - 257/211*z + 1
*
[ 1/2 ] 
f(z) = 184/213*z^3 - 259/213*z + 1
*
[ 1/2 ] 
f(z) = 188/201*z^3 - 248/201*z + 1
*
[ 1/2 ] 
f(z) = 188/203*z^3 - 250/203*z + 1
*
[ 1/2 ] 
f(z) = 188/205*z^3 - 252/205*z + 1
*
[ 1/2 ] 
f(z) = 188/207*z^3 - 254/207*z + 1
*
[ 1/2 ] 
f(z) = 188/209*z^3 - 256/209*z + 1
*
[ 1/2 ] 
f(z) = 188/211*z^3 - 258/211*z + 1
*
[ 1/2 ] 
f(z) = 188/213*z^3 - 260/213*z + 1
*
[ 1/2 ] 
f(z) = 192/203*z^3 - 251/203*z + 1
*
[ 5/4 ] 
f(z) = 192/205*z^3 - 259/205*z + 1
*
[ 1/2 ] 
f(z) = 192/205*z^3 - 253/205*z + 1
*
[ 1/2 ] 
f(z) = 192/209*z^3 - 257/209*z + 1
*
[ 1/2 ] 
f(z) = 192/211*z^3 - 259/211*z + 1
*
[ 5/4 ] 
f(z) = 192/215*z^3 - 257/215*z + 1
*
[ -7/4 ] 
f(z) = 192/217*z^3 - 247/217*z + 1
*
[ 1/2 ] 
f(z) = 196/201*z^3 - 250/201*z + 1
*
[ 1/2 ] 
f(z) = 196/205*z^3 - 254/205*z + 1
*
[ 1/2 ] 
f(z) = 196/207*z^3 - 256/207*z + 1
*
[ 1/2 ] 
f(z) = 196/209*z^3 - 258/209*z + 1
*
[ 1/2 ] 
f(z) = 196/211*z^3 - 260/211*z + 1
*
[ 42/37 ] 
f(z) = 185/216*z^3 - 255/259*z + 1
*
[ 5/7 ] 
f(z) = 189/200*z^3 - 247/280*z + 1
*
-2 | 0.10074901971294025180779678390485226203 | 0.014830282178013594470954851020846453325
f(z) = 197/208*z^3 - 223/52*z + 1
*
-2 | 0.10069147035799207215126638223148451115 | 0.014802356208563297239394030367607599058
f(z) = 199/208*z^3 - 225/52*z + 1
*
[ -2 ] 
f(z) = 191/204*z^3 - 229/102*z + 1
*
[ -2 ] 
f(z) = 191/212*z^3 - 223/106*z + 1
*
[ -2 ] 
f(z) = 193/204*z^3 - 233/102*z + 1
*
[ -2 ] 
f(z) = 193/212*z^3 - 227/106*z + 1
*
[ -2 ] 
f(z) = 195/212*z^3 - 231/106*z + 1
*
[ -2 ] 
f(z) = 197/212*z^3 - 235/106*z + 1
*
[ -2 ] 
f(z) = 199/212*z^3 - 239/106*z + 1
*
[ 3/2 ] 
f(z) = 182/207*z^3 - 227/138*z + 1
*
-5/3 | 0.20877848218090559007651562652699247722 | 0.029570027765589928226255237425200740979
f(z) = 183/200*z^3 - 233/120*z + 1
*
[ 2/5 ] 
f(z) = 185/216*z^3 - 221/135*z + 1
*
[ 3/2 ] 
f(z) = 190/207*z^3 - 239/138*z + 1
*
[ 4/9 ] 
f(z) = 189/208*z^3 - 223/156*z + 1
*
[ 6/13 ] 
f(z) = 185/216*z^3 - 228/169*z + 1
*
[ 6/13 ] 
f(z) = 191/216*z^3 - 229/169*z + 1
*
[ 6/13 ] 
f(z) = 197/216*z^3 - 230/169*z + 1
*
[ -5/3 ] 
f(z) = 198/205*z^3 - 222/205*z + 1
*
[ 2/3 ] 
f(z) = 199/216*z^3 - 221/243*z + 1
*
[ 3/4 ] 
f(z) = 188/207*z^3 - 233/276*z + 1
*
[ 3/4 ] 
f(z) = 196/207*z^3 - 239/276*z + 1
*
-2 | 0.098864834281804941824278912555282082589 | 0.014714189719554187617615381897697529077
f(z) = 181/208*z^3 - 207/52*z + 1
*
-2 | 0.098852008940149006358642834774539063613 | 0.014691256513685165861510991745646279365
f(z) = 183/208*z^3 - 209/52*z + 1
*
-2 | 0.099372120277743092917906638460458675870 | 0.014747680518872226608468421856726505535
f(z) = 185/208*z^3 - 211/52*z + 1
*
-2 | 0.099382691231787949766649079186962007846 | 0.014728627908160783315034143458267424672
f(z) = 187/208*z^3 - 213/52*z + 1
*
-2 | 0.098850800064401063457237048905701323091 | 0.014629538135042521779496884625201947663
f(z) = 189/208*z^3 - 215/52*z + 1
*
-2 | 0.098866254399911999650318040658790180577 | 0.014611802113986493177017762472164288239
f(z) = 191/208*z^3 - 217/52*z + 1
*
-2 | 0.099805026304195238673124913541103281303 | 0.014730573221380227442783279658702584120
f(z) = 193/208*z^3 - 219/52*z + 1
*
[ -12/5 ] 
f(z) = 185/216*z^3 - 211/60*z + 1
*
[ -2 ] 
f(z) = 181/204*z^3 - 209/102*z + 1
*
[ -2 ] 
f(z) = 181/212*z^3 - 203/106*z + 1
*
[ -2 ] 
f(z) = 183/212*z^3 - 207/106*z + 1
*
[ -2 ] 
f(z) = 185/204*z^3 - 217/102*z + 1
*
[ -2 ] 
f(z) = 185/212*z^3 - 211/106*z + 1
*
[ -2 ] 
f(z) = 187/212*z^3 - 215/106*z + 1
*
[ -2 ] 
f(z) = 189/212*z^3 - 219/106*z + 1
*
[ 4/3 ] 
f(z) = 183/208*z^3 - 205/156*z + 1
*
[ -12/7 ] 
f(z) = 197/216*z^3 - 215/196*z + 1
*
[ 7/6 ] 
f(z) = 180/203*z^3 - 216/203*z + 1
*
[ 7/6 ] 
f(z) = 180/217*z^3 - 214/217*z + 1
*
[ 5/8 ] 
f(z) = 192/215*z^3 - 204/215*z + 1
*
[ -5/3 ] 
f(z) = 198/215*z^3 - 206/215*z + 1
*
[ 2/3 ] 
f(z) = 181/200*z^3 - 203/225*z + 1
*
[ 2/3 ] 
f(z) = 187/200*z^3 - 206/225*z + 1
*
[ 2/3 ] 
f(z) = 191/200*z^3 - 208/225*z + 1
*
[ 2/3 ] 
f(z) = 193/200*z^3 - 209/225*z + 1
*
[ 2/3 ] 
f(z) = 197/200*z^3 - 211/225*z + 1
*
[ 2/3 ] 
f(z) = 199/200*z^3 - 212/225*z + 1
*
[ 2/3 ] 
f(z) = 181/216*z^3 - 212/243*z + 1
*
[ 2/3 ] 
f(z) = 185/216*z^3 - 214/243*z + 1
*
[ 2/3 ] 
f(z) = 187/216*z^3 - 215/243*z + 1
*
[ 2/3 ] 
f(z) = 191/216*z^3 - 217/243*z + 1
*
[ 2/3 ] 
f(z) = 193/216*z^3 - 218/243*z + 1
*
[ 2/3 ] 
f(z) = 197/216*z^3 - 220/243*z + 1
*
[ 4/5 ] 
f(z) = 185/208*z^3 - 213/260*z + 1
*
[ 6/37 ] 
f(z) = 185/216*z^3 - 192/37*z + 1
*
[ 3 ] 
f(z) = 197/216*z^3 - 181/24*z + 1
*
[ -20/9 ] 
f(z) = 189/200*z^3 - 193/60*z + 1
*
[ 18/11 ] 
f(z) = 187/216*z^3 - 191/99*z + 1
*
[ 24/17 ] 
f(z) = 187/216*z^3 - 195/136*z + 1
*
[ -12/7 ] 
f(z) = 185/216*z^3 - 183/196*z + 1
*
[ -12/7 ] 
f(z) = 191/216*z^3 - 199/196*z + 1
*
[ 2/3 ] 
f(z) = 189/202*z^3 - 185/202*z + 1
*
[ -5/3 ] 
f(z) = 189/205*z^3 - 197/205*z + 1
*
[ 2/3 ] 
f(z) = 189/206*z^3 - 187/206*z + 1
*
[ 2/3 ] 
f(z) = 189/214*z^3 - 191/214*z + 1
*
[ -5/3 ] 
f(z) = 189/215*z^3 - 181/215*z + 1
*
[ 2/3 ] 
f(z) = 189/218*z^3 - 193/218*z + 1
*
[ 3/5 ] 
f(z) = 191/216*z^3 - 197/200*z + 1
*
[ 5/8 ] 
f(z) = 192/205*z^3 - 198/205*z + 1
*
[ 5/7 ] 
f(z) = 196/205*z^3 - 182/205*z + 1
*
[ 5/7 ] 
f(z) = 196/215*z^3 - 186/215*z + 1
*
[ 3/5 ] 
f(z) = 197/216*z^3 - 199/200*z + 1
*
[ 3 ] 
f(z) = 185/216*z^3 - 169/24*z + 1
*
[ 3 ] 
f(z) = 191/216*z^3 - 175/24*z + 1
*
[ -3 ] 
f(z) = 193/216*z^3 - 161/24*z + 1
*
[ -3 ] 
f(z) = 199/216*z^3 - 167/24*z + 1
*
[ 2 ] 
f(z) = 187/208*z^3 - 161/52*z + 1
*
[ 2 ] 
f(z) = 189/208*z^3 - 163/52*z + 1
*
[ 2 ] 
f(z) = 191/208*z^3 - 165/52*z + 1
*
[ 2 ] 
f(z) = 193/208*z^3 - 167/52*z + 1
*
[ 2 ] 
f(z) = 197/208*z^3 - 171/52*z + 1
*
[ 2 ] 
f(z) = 199/208*z^3 - 173/52*z + 1
*
[ 3/2 ] 
f(z) = 193/216*z^3 - 161/96*z + 1
*
[ 3/2 ] 
f(z) = 199/216*z^3 - 167/96*z + 1
*
[ 12/17 ] 
f(z) = 187/216*z^3 - 173/204*z + 1
*
[ 7/8 ] 
f(z) = 192/203*z^3 - 176/203*z + 1
*
[ 7/8 ] 
f(z) = 192/217*z^3 - 178/217*z + 1
*
[ 11/14 ] 
f(z) = 196/209*z^3 - 178/209*z + 1
*
[ 10/3 ] 
f(z) = 183/200*z^3 - 142/15*z + 1
*
[ -3 ] 
f(z) = 181/216*z^3 - 149/24*z + 1
*
[ -3 ] 
f(z) = 187/216*z^3 - 155/24*z + 1
*
[ 2 ] 
f(z) = 181/208*z^3 - 155/52*z + 1
*
[ 2 ] 
f(z) = 183/208*z^3 - 157/52*z + 1
*
[ 2 ] 
f(z) = 185/208*z^3 - 159/52*z + 1
*
[ 3/2 ] 
f(z) = 181/216*z^3 - 149/96*z + 1
*
[ 3/2 ] 
f(z) = 187/216*z^3 - 155/96*z + 1
*
[ 4/3 ] 
f(z) = 189/200*z^3 - 143/100*z + 1
*
-18/17 | 0.23909919606873262674491509325867228194 | 0.029036980271184353429234139333182998145
f(z) = 187/216*z^3 - 157/153*z + 1
*
[ -10/3 ] 
f(z) = 183/200*z^3 - 133/15*z + 1
*
5/3 | 0.19120804320983146832713671993775766428 | 0.029556445313826879945992008571426751235
f(z) = 189/200*z^3 - 129/40*z + 1
*
[ -2 ] 
f(z) = 199/208*z^3 - 121/52*z + 1
*
[ 3/2 ] 
f(z) = 196/207*z^3 - 124/69*z + 1
*
[ 6/11 ] 
f(z) = 181/216*z^3 - 131/121*z + 1
*
[ 10/9 ] 
f(z) = 183/200*z^3 - 139/135*z + 1
*
[ 12/11 ] 
f(z) = 187/216*z^3 - 125/132*z + 1
*
[ 5/9 ] 
f(z) = 189/200*z^3 - 131/120*z + 1
*
[ 6/11 ] 
f(z) = 193/216*z^3 - 133/121*z + 1
*
[ 6/11 ] 
f(z) = 199/216*z^3 - 134/121*z + 1
*
[ 2/3 ] 
f(z) = 183/208*z^3 - 139/156*z + 1
*
[ 18/17 ] 
f(z) = 187/216*z^3 - 140/153*z + 1
*
[ 20/21 ] 
f(z) = 189/200*z^3 - 127/140*z + 1
*
[ 6/7 ] 
f(z) = 193/216*z^3 - 121/147*z + 1
*
[ 6/7 ] 
f(z) = 199/216*z^3 - 124/147*z + 1
*
[ 5/6 ] 
f(z) = 189/200*z^3 - 137/160*z + 1
*
-2 | 0.098182188519094651622243817409264327498 | 0.014623130002689767657181119776711353110
f(z) = 181/200*z^3 - 103/25*z + 1
*
-2 | 0.086299405464469560661263859420520645645 | 0.012834853667758780221044616070637465033
f(z) = 181/216*z^3 - 104/27*z + 1
*
-2 | 0.098175357632605811834627119078142284474 | 0.014601101157216711085014567886813427925
f(z) = 183/200*z^3 - 104/25*z + 1
*
-2 | 0.086140401242410733643054511356977329025 | 0.012775014996583008624591825577370544737
f(z) = 185/216*z^3 - 106/27*z + 1
*
-2 | 0.099636687677573681551140103976159302868 | 0.014776575926421106768431372020703012880
f(z) = 187/200*z^3 - 106/25*z + 1
*
-2 | 0.085981654478144525826046929740049127343 | 0.012733739866512066159700664000748189725
f(z) = 187/216*z^3 - 107/27*z + 1
*
-2 | 0.099990138792210608867498216692550813524 | 0.014808373068932872208801045891314027179
f(z) = 189/200*z^3 - 107/25*z + 1
*
-2 | 0.10000536395917128018848155434943229951 | 0.014790251821376108433752670868952831679
f(z) = 191/200*z^3 - 108/25*z + 1
*
-2 | 0.086170904956370888547197073439946523657 | 0.012726862343714987802596509160409642582
f(z) = 191/216*z^3 - 109/27*z + 1
*
-2 | 0.099410138744865891625291179177861976956 | 0.014682208014597127965757555980152848306
f(z) = 193/200*z^3 - 109/25*z + 1
*
-2 | 0.086583341689838640192549432995960055392 | 0.012770551471162796052947032109203115102
f(z) = 193/216*z^3 - 110/27*z + 1
*
-2 | 0.10049166369741552535209659413044731584 | 0.014802192069976837075258045553042740159
f(z) = 197/200*z^3 - 111/25*z + 1
*
-2 | 0.086172056056582767441258704839634255305 | 0.012676200558055782095957216102973538906
f(z) = 197/216*z^3 - 112/27*z + 1
*
-2 | 0.10187656470672972179529769602147310974 | 0.014986386834500990124265910732461064474
f(z) = 199/200*z^3 - 112/25*z + 1
*
-2 | 0.086146841820811153259439516308044254385 | 0.012655942621697775308698520347420898368
f(z) = 199/216*z^3 - 113/27*z + 1
*
[ -2 ] 
f(z) = 181/208*z^3 - 103/52*z + 1
*
[ -2 ] 
f(z) = 183/208*z^3 - 105/52*z + 1
*
[ -2 ] 
f(z) = 185/208*z^3 - 107/52*z + 1
*
[ -2 ] 
f(z) = 187/208*z^3 - 109/52*z + 1
*
[ -2 ] 
f(z) = 189/208*z^3 - 111/52*z + 1
*
[ -2 ] 
f(z) = 191/208*z^3 - 113/52*z + 1
*
[ -2 ] 
f(z) = 193/208*z^3 - 115/52*z + 1
*
[ -2 ] 
f(z) = 197/208*z^3 - 119/52*z + 1
*
[ 3/2 ] 
f(z) = 188/207*z^3 - 118/69*z + 1
*
[ 3/7 ] 
f(z) = 196/207*z^3 - 104/69*z + 1
*
[ 3/4 ] 
f(z) = 181/216*z^3 - 103/128*z + 1
*
[ -5/3 ] 
f(z) = 183/200*z^3 - 113/120*z + 1
*
[ 3/4 ] 
f(z) = 187/216*z^3 - 105/128*z + 1
*
[ 3/4 ] 
f(z) = 193/216*z^3 - 107/128*z + 1
*
[ 6/7 ] 
f(z) = 196/207*z^3 - 119/138*z + 1
*
[ 3/4 ] 
f(z) = 199/216*z^3 - 109/128*z + 1
*
[ 6/7 ] 
f(z) = 181/216*z^3 - 115/147*z + 1
*
[ 6/7 ] 
f(z) = 187/216*z^3 - 118/147*z + 1
*
[ 6 ] 
f(z) = 181/216*z^3 - 88/3*z + 1
*
[ -6 ] 
f(z) = 185/216*z^3 - 89/3*z + 1
*
[ 6 ] 
f(z) = 187/216*z^3 - 91/3*z + 1
*
[ -6 ] 
f(z) = 191/216*z^3 - 92/3*z + 1
*
[ 6 ] 
f(z) = 193/216*z^3 - 94/3*z + 1
*
[ -6 ] 
f(z) = 197/216*z^3 - 95/3*z + 1
*
[ 6 ] 
f(z) = 199/216*z^3 - 97/3*z + 1
*
[ 12/5 ] 
f(z) = 185/216*z^3 - 87/20*z + 1
*
[ 2 ] 
f(z) = 187/200*z^3 - 81/25*z + 1
*
[ 2 ] 
f(z) = 189/200*z^3 - 82/25*z + 1
*
[ 2 ] 
f(z) = 191/200*z^3 - 83/25*z + 1
*
[ 2 ] 
f(z) = 191/216*z^3 - 82/27*z + 1
*
[ 2 ] 
f(z) = 193/200*z^3 - 84/25*z + 1
*
[ 2 ] 
f(z) = 193/216*z^3 - 83/27*z + 1
*
[ 2 ] 
f(z) = 197/200*z^3 - 86/25*z + 1
*
[ 2 ] 
f(z) = 197/216*z^3 - 85/27*z + 1
*
[ 2 ] 
f(z) = 199/200*z^3 - 87/25*z + 1
*
[ 2 ] 
f(z) = 199/216*z^3 - 86/27*z + 1
*
[ 5/3 ] 
f(z) = 189/200*z^3 - 89/40*z + 1
*
[ 6/5 ] 
f(z) = 191/216*z^3 - 83/75*z + 1
*
[ 6/5 ] 
f(z) = 197/216*z^3 - 86/75*z + 1
*
[ 10/17 ] 
f(z) = 187/200*z^3 - 87/85*z + 1
*
[ -30/17 ] 
f(z) = 187/216*z^3 - 96/85*z + 1
*
[ 2/3 ] 
f(z) = 189/212*z^3 - 95/106*z + 1
*
[ 3 ] 
f(z) = 199/216*z^3 - 61/8*z + 1
*
[ 2 ] 
f(z) = 181/200*z^3 - 78/25*z + 1
*
[ 2 ] 
f(z) = 181/216*z^3 - 77/27*z + 1
*
[ 2 ] 
f(z) = 183/200*z^3 - 79/25*z + 1
*
[ 2 ] 
f(z) = 185/216*z^3 - 79/27*z + 1
*
[ 2 ] 
f(z) = 187/216*z^3 - 80/27*z + 1
*
[ -2 ] 
f(z) = 197/200*z^3 - 61/25*z + 1
*
[ -2 ] 
f(z) = 199/200*z^3 - 62/25*z + 1
*
3/5 | 0.19307818788110898602715574429537461926 | 0.025188651820830681983705836161083900002
f(z) = 185/216*z^3 - 79/40*z + 1
*
[ 4/3 ] 
f(z) = 189/208*z^3 - 71/52*z + 1
*
[ 2/3 ] 
f(z) = 183/200*z^3 - 68/75*z + 1
*
[ 3 ] 
f(z) = 181/216*z^3 - 55/8*z + 1
*
[ -3 ] 
f(z) = 185/216*z^3 - 51/8*z + 1
*
[ 3 ] 
f(z) = 187/216*z^3 - 57/8*z + 1
*
[ 10/3 ] 
f(z) = 189/200*z^3 - 49/5*z + 1
*
[ -10/3 ] 
f(z) = 189/200*z^3 - 46/5*z + 1
*
[ -3 ] 
f(z) = 191/216*z^3 - 53/8*z + 1
*
[ 3 ] 
f(z) = 193/216*z^3 - 59/8*z + 1
*
[ -3 ] 
f(z) = 197/216*z^3 - 55/8*z + 1
*
[ -2 ] 
f(z) = 181/200*z^3 - 53/25*z + 1
*
[ -2 ] 
f(z) = 181/216*z^3 - 50/27*z + 1
*
[ -2 ] 
f(z) = 183/200*z^3 - 54/25*z + 1
*
[ -2 ] 
f(z) = 185/216*z^3 - 52/27*z + 1
*
[ 3/2 ] 
f(z) = 185/216*z^3 - 51/32*z + 1
*
[ -2 ] 
f(z) = 187/200*z^3 - 56/25*z + 1
*
[ -2 ] 
f(z) = 187/216*z^3 - 53/27*z + 1
*
[ -2 ] 
f(z) = 189/200*z^3 - 57/25*z + 1
*
[ 10/7 ] 
f(z) = 189/200*z^3 - 57/35*z + 1
*
[ 10/21 ] 
f(z) = 189/200*z^3 - 46/35*z + 1
*
[ -2 ] 
f(z) = 191/200*z^3 - 58/25*z + 1
*
[ -2 ] 
f(z) = 191/216*z^3 - 55/27*z + 1
*
[ 3/2 ] 
f(z) = 191/216*z^3 - 53/32*z + 1
*
[ -2 ] 
f(z) = 193/200*z^3 - 59/25*z + 1
*
[ -2 ] 
f(z) = 193/216*z^3 - 56/27*z + 1
*
[ -2 ] 
f(z) = 197/216*z^3 - 58/27*z + 1
*
[ 3/2 ] 
f(z) = 197/216*z^3 - 55/32*z + 1
*
[ -2 ] 
f(z) = 199/216*z^3 - 59/27*z + 1
*
[ 10/11 ] 
f(z) = 187/200*z^3 - 48/55*z + 1
*
[ -5/3 ] 
f(z) = 189/200*z^3 - 41/40*z + 1
*
[ 2/3 ] 
f(z) = 189/208*z^3 - 47/52*z + 1
*
[ 6/7 ] 
f(z) = 197/216*z^3 - 41/49*z + 1
*
[ -6 ] 
f(z) = 181/216*z^3 - 29*z + 1
*
[ 6 ] 
f(z) = 185/216*z^3 - 30*z + 1
*
[ 6/17 ] 
f(z) = 187/216*z^3 - 33/17*z + 1
*
[ -6 ] 
f(z) = 187/216*z^3 - 30*z + 1
*
[ 6 ] 
f(z) = 191/216*z^3 - 31*z + 1
*
[ -6 ] 
f(z) = 193/216*z^3 - 31*z + 1
*
[ 6 ] 
f(z) = 197/216*z^3 - 32*z + 1
*
[ -6 ] 
f(z) = 199/216*z^3 - 32*z + 1
*
[ 6/5 ] 
f(z) = 181/216*z^3 - 26/25*z + 1
*
[ 6/5 ] 
f(z) = 187/216*z^3 - 27/25*z + 1
*
[ 2/3 ] 
f(z) = 189/200*z^3 - 23/25*z + 1
*
[ 6/5 ] 
f(z) = 193/216*z^3 - 28/25*z + 1
*
[ 6/5 ] 
f(z) = 199/216*z^3 - 29/25*z + 1
*
[ 3/5 ] 
f(z) = 185/216*z^3 - 39/40*z + 1
*
[ 6/7 ] 
f(z) = 185/216*z^3 - 39/49*z + 1
*
[ 6/7 ] 
f(z) = 191/216*z^3 - 40/49*z + 1
*
[ 6/5 ] 
f(z) = 185/216*z^3 - 16/15*z + 1
*
[ 6/11 ] 
f(z) = 187/216*z^3 - 12/11*z + 1
*
[ 10/9 ] 
f(z) = 189/200*z^3 - 16/15*z + 1
*
[ -1 ]
f(z) = 182/201*z^3 + 220/201*z + 1
*
[ 15/8 ] 
f(z) = 184/225*z^3 - 289/120*z + 1
*
[ 1/2 ] 
f(z) = 180/239*z^3 - 284/239*z + 1
*
[ 1/2 ] 
f(z) = 184/235*z^3 - 281/235*z + 1
*
[ 1/2 ] 
f(z) = 184/237*z^3 - 283/237*z + 1
*
[ 1/2 ] 
f(z) = 184/239*z^3 - 285/239*z + 1
*
[ 1/2 ] 
f(z) = 188/237*z^3 - 284/237*z + 1
*
[ 1/2 ] 
f(z) = 188/239*z^3 - 286/239*z + 1
*
[ 4/3 ] 
f(z) = 189/220*z^3 - 281/220*z + 1
*
[ 1/2 ] 
f(z) = 192/233*z^3 - 281/233*z + 1
*
[ 1/2 ] 
f(z) = 192/235*z^3 - 283/235*z + 1
*
[ 1/2 ] 
f(z) = 192/239*z^3 - 287/239*z + 1
*
[ 1/2 ] 
f(z) = 196/233*z^3 - 282/233*z + 1
*
[ 1/2 ] 
f(z) = 196/235*z^3 - 284/235*z + 1
*
[ 1/2 ] 
f(z) = 196/237*z^3 - 286/237*z + 1
*
[ 1/2 ] 
f(z) = 196/239*z^3 - 288/239*z + 1
*
[ 4/3 ] 
f(z) = 181/224*z^3 - 299/252*z + 1
*
[ 3/14 ] 
f(z) = 196/225*z^3 - 278/75*z + 1
*
[ 1/2 ] 
f(z) = 180/221*z^3 - 266/221*z + 1
*
[ 1/2 ] 
f(z) = 180/223*z^3 - 268/223*z + 1
*
[ 1/2 ] 
f(z) = 180/227*z^3 - 272/227*z + 1
*
[ 1/2 ] 
f(z) = 180/229*z^3 - 274/229*z + 1
*
[ 1/2 ] 
f(z) = 180/233*z^3 - 278/233*z + 1
*
[ 1/2 ] 
f(z) = 184/221*z^3 - 267/221*z + 1
*
[ 1/2 ] 
f(z) = 184/223*z^3 - 269/223*z + 1
*
[ 1/2 ] 
f(z) = 184/225*z^3 - 271/225*z + 1
*
[ 1/2 ] 
f(z) = 184/227*z^3 - 273/227*z + 1
*
[ 1/2 ] 
f(z) = 184/229*z^3 - 275/229*z + 1
*
[ 1/2 ] 
f(z) = 184/231*z^3 - 277/231*z + 1
*
[ 1/2 ] 
f(z) = 184/233*z^3 - 279/233*z + 1
*
[ 1/2 ] 
f(z) = 188/221*z^3 - 268/221*z + 1
*
[ 1/2 ] 
f(z) = 188/223*z^3 - 270/223*z + 1
*
[ 1/2 ] 
f(z) = 188/225*z^3 - 272/225*z + 1
*
[ 1/2 ] 
f(z) = 188/227*z^3 - 274/227*z + 1
*
[ 1/2 ] 
f(z) = 188/229*z^3 - 276/229*z + 1
*
[ 1/2 ] 
f(z) = 188/231*z^3 - 278/231*z + 1
*
[ 1/2 ] 
f(z) = 188/233*z^3 - 280/233*z + 1
*
[ 4/3 ] 
f(z) = 189/236*z^3 - 277/236*z + 1
*
[ 1/2 ] 
f(z) = 192/221*z^3 - 269/221*z + 1
*
[ 1/2 ] 
f(z) = 192/223*z^3 - 271/223*z + 1
*
[ 1/2 ] 
f(z) = 192/227*z^3 - 275/227*z + 1
*
[ 1/2 ] 
f(z) = 192/229*z^3 - 277/229*z + 1
*
[ 1/2 ] 
f(z) = 196/221*z^3 - 270/221*z + 1
*
[ 1/2 ] 
f(z) = 196/223*z^3 - 272/223*z + 1
*
[ 1/2 ] 
f(z) = 196/227*z^3 - 276/227*z + 1
*
[ 1/2 ] 
f(z) = 196/229*z^3 - 278/229*z + 1
*
[ 3/2 ] 
f(z) = 194/225*z^3 - 241/150*z + 1
*
[ 5/4 ] 
f(z) = 192/235*z^3 - 253/235*z + 1
*
[ 17/14 ] 
f(z) = 196/221*z^3 - 250/221*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.014771361466614337720862934983548820032
f(z) = 193/224*z^3 - 221/56*z + 1
*
-2 | 0.10023705386947951847853091819086584659 | 0.014754920671314465622088152962660709186
f(z) = 195/224*z^3 - 223/56*z + 1
*
-2 | 0.10021566762694518244799098797655671426 | 0.014732409851787265870484812721615306755
f(z) = 197/224*z^3 - 225/56*z + 1
*
-2 | 0.10070786750355499368408317240369362778 | 0.014785531381012586070319297223261904451
f(z) = 199/224*z^3 - 227/56*z + 1
*
-15/7 | 0.22398142812098064748389665072447457756 | 0.027539828120155603432170628374661120440
f(z) = 196/225*z^3 - 227/60*z + 1
*
[ -15/7 ] 
f(z) = 182/225*z^3 - 236/105*z + 1
*
[ -2 ] 
f(z) = 193/220*z^3 - 221/110*z + 1
*
[ -2 ] 
f(z) = 197/220*z^3 - 229/110*z + 1
*
[ -2 ] 
f(z) = 197/228*z^3 - 223/114*z + 1
*
[ -2 ] 
f(z) = 199/220*z^3 - 233/110*z + 1
*
[ -2 ] 
f(z) = 199/228*z^3 - 227/114*z + 1
*
[ -2 ] 
f(z) = 199/236*z^3 - 221/118*z + 1
*
[ 3/2 ] 
f(z) = 182/225*z^3 - 223/150*z + 1
*
[ 2/5 ] 
f(z) = 185/232*z^3 - 236/145*z + 1
*
[ 2/5 ] 
f(z) = 195/232*z^3 - 237/145*z + 1
*
[ 2/3 ] 
f(z) = 181/232*z^3 - 221/261*z + 1
*
[ 2/3 ] 
f(z) = 185/232*z^3 - 223/261*z + 1
*
[ 2/3 ] 
f(z) = 187/232*z^3 - 224/261*z + 1
*
[ 2/3 ] 
f(z) = 191/232*z^3 - 226/261*z + 1
*
[ 2/3 ] 
f(z) = 193/232*z^3 - 227/261*z + 1
*
[ 2/3 ] 
f(z) = 197/232*z^3 - 229/261*z + 1
*
[ 2/3 ] 
f(z) = 199/232*z^3 - 230/261*z + 1
*
-2 | 0.10157668856705713212127594281255633136 | 0.015096194842664956565407863921242586367
f(z) = 181/224*z^3 - 209/56*z + 1
*
-2 | 0.10025629609754862699522623072969599228 | 0.014878899843533496731871745828617923981
f(z) = 183/224*z^3 - 211/56*z + 1
*
[ 5/2 ] 
f(z) = 184/225*z^3 - 203/45*z + 1
*
-2 | 0.10032515029962523205585701528131258285 | 0.014868301414249210294818348884977806109
f(z) = 185/224*z^3 - 213/56*z + 1
*
-2 | 0.10027067162162225542310464503003620618 | 0.014839673663330574951228289229944401643
f(z) = 187/224*z^3 - 215/56*z + 1
*
[ 5/2 ] 
f(z) = 188/225*z^3 - 208/45*z + 1
*
-2 | 0.10066489504658037204397876545708362756 | 0.014857484259225902725173771753749559638
f(z) = 191/224*z^3 - 219/56*z + 1
*
[ 5/2 ] 
f(z) = 196/225*z^3 - 218/45*z + 1
*
[ -2 ] 
f(z) = 183/220*z^3 - 201/110*z + 1
*
[ -2 ] 
f(z) = 187/228*z^3 - 203/114*z + 1
*
[ -2 ] 
f(z) = 189/220*z^3 - 213/110*z + 1
*
[ -2 ] 
f(z) = 189/236*z^3 - 201/118*z + 1
*
[ -2 ] 
f(z) = 191/220*z^3 - 217/110*z + 1
*
[ -2 ] 
f(z) = 191/228*z^3 - 211/114*z + 1
*
[ -2 ] 
f(z) = 191/236*z^3 - 205/118*z + 1
*
[ -2 ] 
f(z) = 193/228*z^3 - 215/114*z + 1
*
[ -2 ] 
f(z) = 193/236*z^3 - 209/118*z + 1
*
[ -2 ] 
f(z) = 195/236*z^3 - 213/118*z + 1
*
[ -2 ] 
f(z) = 197/236*z^3 - 217/118*z + 1
*
[ 15/11 ] 
f(z) = 187/225*z^3 - 211/165*z + 1
*
[ 5/4 ] 
f(z) = 196/225*z^3 - 209/180*z + 1
*
[ 5/8 ] 
f(z) = 192/235*z^3 - 216/235*z + 1
*
[ 9/14 ] 
f(z) = 196/225*z^3 - 206/225*z + 1
*
[ -5/2 ] 
f(z) = 196/225*z^3 - 182/45*z + 1
*
4/3 | 0.20478078831217468508512063738959094622 | 0.028052941475431366927942366045083266562
f(z) = 183/224*z^3 - 185/84*z + 1
*
5/4 | 0.18786851116484333126341972210268361184 | 0.027463962179112434839735677205820063203
f(z) = 184/225*z^3 - 187/90*z + 1
*
[ -2 ] 
f(z) = 181/220*z^3 - 197/110*z + 1
*
[ -2 ] 
f(z) = 181/228*z^3 - 191/114*z + 1
*
[ -2 ] 
f(z) = 181/236*z^3 - 185/118*z + 1
*
[ -2 ] 
f(z) = 183/236*z^3 - 189/118*z + 1
*
[ -2 ] 
f(z) = 185/228*z^3 - 199/114*z + 1
*
[ -2 ] 
f(z) = 185/236*z^3 - 193/118*z + 1
*
[ -2 ] 
f(z) = 187/236*z^3 - 197/118*z + 1
*
[ 15/13 ] 
f(z) = 182/225*z^3 - 184/195*z + 1
*
[ 5/4 ] 
f(z) = 188/225*z^3 - 199/180*z + 1
*
[ 15/14 ] 
f(z) = 182/225*z^3 - 181/210*z + 1
*
[ 2/3 ] 
f(z) = 189/226*z^3 - 197/226*z + 1
*
[ 2/3 ] 
f(z) = 189/230*z^3 - 199/230*z + 1
*
[ 13/14 ] 
f(z) = 196/221*z^3 - 186/221*z + 1
*
[ 5/7 ] 
f(z) = 196/235*z^3 - 194/235*z + 1
*
[ 15/17 ] 
f(z) = 187/225*z^3 - 199/255*z + 1
*
[ -5/2 ] 
f(z) = 184/225*z^3 - 167/45*z + 1
*
[ -5/2 ] 
f(z) = 188/225*z^3 - 172/45*z + 1
*
[ 2 ] 
f(z) = 191/224*z^3 - 163/56*z + 1
*
[ 2 ] 
f(z) = 193/224*z^3 - 165/56*z + 1
*
[ 2 ] 
f(z) = 195/224*z^3 - 167/56*z + 1
*
[ 2 ] 
f(z) = 197/224*z^3 - 169/56*z + 1
*
[ 2 ] 
f(z) = 199/224*z^3 - 171/56*z + 1
*
[ -15/8 ] 
f(z) = 184/225*z^3 - 161/120*z + 1
*
[ 2 ] 
f(z) = 181/224*z^3 - 153/56*z + 1
*
[ 2 ] 
f(z) = 183/224*z^3 - 155/56*z + 1
*
[ 2 ] 
f(z) = 185/224*z^3 - 157/56*z + 1
*
[ 2 ] 
f(z) = 187/224*z^3 - 159/56*z + 1
*
[ 2/3 ] 
f(z) = 183/224*z^3 - 145/168*z + 1
*
[ 2/3 ] 
f(z) = 195/224*z^3 - 149/168*z + 1
*
[ 3/2 ] 
f(z) = 196/225*z^3 - 122/75*z + 1
*
[ 10/7 ] 
f(z) = 196/225*z^3 - 133/90*z + 1
*
[ 4/3 ] 
f(z) = 189/232*z^3 - 139/116*z + 1
*
[ 6/7 ] 
f(z) = 196/225*z^3 - 121/150*z + 1
*
-2 | 0.10351177325987923683672290710650488511 | 0.015372879106676006599131049623396375922
f(z) = 181/232*z^3 - 105/29*z + 1
*
-2 | 0.10323596314191273387380354380495597074 | 0.015310364919397451095995653844354303398
f(z) = 183/232*z^3 - 106/29*z + 1
*
-2 | 0.10287964295956902398845304930016354118 | 0.015236303825018721120054231114051600493
f(z) = 185/232*z^3 - 107/29*z + 1
*
-2 | 0.10237997776199605403958839972050815071 | 0.015141444344775480289557997380304580572
f(z) = 187/232*z^3 - 108/29*z + 1
*
-2 | 0.10140547832104641812059479827190378208 | 0.014976906232375780601126858245809123015
f(z) = 189/232*z^3 - 109/29*z + 1
*
-2 | 0.10086707004491085373005001747019686282 | 0.014877320332221491341540609191690865218
f(z) = 191/232*z^3 - 110/29*z + 1
*
-2 | 0.10087785478446890916798907996660103941 | 0.014859077133234321489609700999968565966
f(z) = 193/232*z^3 - 111/29*z + 1
*
-2 | 0.10134368703980418071599606547117087162 | 0.014907998729493705731617126657681312672
f(z) = 195/232*z^3 - 112/29*z + 1
*
-2 | 0.10141470424060844983458614930848306969 | 0.014898963801079542032859886827575540178
f(z) = 197/232*z^3 - 113/29*z + 1
*
-2 | 0.10087784459056582917150787596836604267 | 0.014800935016737240417554920342422576114
f(z) = 199/232*z^3 - 114/29*z + 1
*
[ -2 ] 
f(z) = 185/224*z^3 - 101/56*z + 1
*
[ -2 ] 
f(z) = 187/224*z^3 - 103/56*z + 1
*
[ -2 ] 
f(z) = 191/224*z^3 - 107/56*z + 1
*
[ -2 ] 
f(z) = 193/224*z^3 - 109/56*z + 1
*
[ -2 ] 
f(z) = 195/224*z^3 - 111/56*z + 1
*
[ -2 ] 
f(z) = 197/224*z^3 - 113/56*z + 1
*
[ -2 ] 
f(z) = 199/224*z^3 - 115/56*z + 1
*
[ 3/2 ] 
f(z) = 184/225*z^3 - 113/75*z + 1
*
[ 3/2 ] 
f(z) = 188/225*z^3 - 116/75*z + 1
*
[ 3/7 ] 
f(z) = 196/225*z^3 - 112/75*z + 1
*
[ 4/3 ] 
f(z) = 183/224*z^3 - 101/84*z + 1
*
[ 4/3 ] 
f(z) = 195/224*z^3 - 109/84*z + 1
*
[ 2/3 ] 
f(z) = 189/236*z^3 - 101/118*z + 1
*
[ 3/4 ] 
f(z) = 184/225*z^3 - 119/150*z + 1
*
[ 4/5 ] 
f(z) = 185/224*z^3 - 109/140*z + 1
*
[ 4/5 ] 
f(z) = 195/224*z^3 - 113/140*z + 1
*
[ 2 ] 
f(z) = 191/232*z^3 - 81/29*z + 1
*
[ 2 ] 
f(z) = 193/232*z^3 - 82/29*z + 1
*
[ 2 ] 
f(z) = 195/232*z^3 - 83/29*z + 1
*
[ 2 ] 
f(z) = 197/232*z^3 - 84/29*z + 1
*
[ 2 ] 
f(z) = 199/232*z^3 - 85/29*z + 1
*
[ -2 ] 
f(z) = 181/224*z^3 - 97/56*z + 1
*
[ -2 ] 
f(z) = 183/224*z^3 - 99/56*z + 1
*
[ 5/14 ] 
f(z) = 196/225*z^3 - 86/45*z + 1
*
[ 5/4 ] 
f(z) = 184/225*z^3 - 97/90*z + 1
*
[ 2/3 ] 
f(z) = 189/220*z^3 - 97/110*z + 1
*
[ 2 ] 
f(z) = 181/232*z^3 - 76/29*z + 1
*
[ 2 ] 
f(z) = 183/232*z^3 - 77/29*z + 1
*
[ 2 ] 
f(z) = 185/232*z^3 - 78/29*z + 1
*
[ 2 ] 
f(z) = 187/232*z^3 - 79/29*z + 1
*
[ 2 ] 
f(z) = 189/232*z^3 - 80/29*z + 1
*
[ 15/28 ] 
f(z) = 196/225*z^3 - 67/60*z + 1
*
[ 2/3 ] 
f(z) = 183/232*z^3 - 74/87*z + 1
*
[ 2/3 ] 
f(z) = 195/232*z^3 - 76/87*z + 1
*
[ 15/7 ] 
f(z) = 196/225*z^3 - 52/15*z + 1
*
[ -2 ] 
f(z) = 181/232*z^3 - 47/29*z + 1
*
[ -2 ] 
f(z) = 183/232*z^3 - 48/29*z + 1
*
[ -2 ] 
f(z) = 185/232*z^3 - 49/29*z + 1
*
[ -2 ] 
f(z) = 187/232*z^3 - 50/29*z + 1
*
[ -2 ] 
f(z) = 189/232*z^3 - 51/29*z + 1
*
[ -2 ] 
f(z) = 191/232*z^3 - 52/29*z + 1
*
[ -2 ] 
f(z) = 193/232*z^3 - 53/29*z + 1
*
[ -2 ] 
f(z) = 195/232*z^3 - 54/29*z + 1
*
[ -2 ] 
f(z) = 197/232*z^3 - 55/29*z + 1
*
[ -2 ] 
f(z) = 199/232*z^3 - 56/29*z + 1
*
[ -15/7 ] 
f(z) = 196/225*z^3 - 38/15*z + 1
*
[ 2/3 ] 
f(z) = 189/232*z^3 - 25/29*z + 1
*
[ 5/7 ] 
f(z) = 196/225*z^3 - 38/45*z + 1
*
[ 15/14 ] 
f(z) = 196/225*z^3 - 14/15*z + 1
*
[ 7/2 ] 
f(z) = 184/245*z^3 - 297/35*z + 1
*
[ -7/2 ] 
f(z) = 188/245*z^3 - 284/35*z + 1
*
[ -7/2 ] 
f(z) = 192/245*z^3 - 291/35*z + 1
*
[ -27/7 ] 
f(z) = 196/243*z^3 - 290/27*z + 1
*
[ -8/3 ] 
f(z) = 191/256*z^3 - 283/72*z + 1
*
[ -8/3 ] 
f(z) = 193/256*z^3 - 287/72*z + 1
*
[ -8/3 ] 
f(z) = 197/256*z^3 - 295/72*z + 1
*
[ -8/3 ] 
f(z) = 199/256*z^3 - 299/72*z + 1
*
[ -7/3 ] 
f(z) = 186/245*z^3 - 284/105*z + 1
*
10/63 | 0.13475878894905074161192436037441803694 | 0.014033891017555683732969519828665686408
f(z) = 189/250*z^3 - 296/105*z + 1
*
-40/21 | 0.20791164749438700870716188745797013259 | 0.021769992200813212535870737079354505928
f(z) = 189/250*z^3 - 281/105*z + 1
*
[ -7/3 ] 
f(z) = 192/245*z^3 - 298/105*z + 1
*
27/28 | 0.16968979665925536677664427147456512879 | 0.021579008393319679005160338222729828792
f(z) = 196/243*z^3 - 289/108*z + 1
*
[ 2 ] 
f(z) = 181/252*z^3 - 299/126*z + 1
*
[ 8/5 ] 
f(z) = 181/256*z^3 - 287/200*z + 1
*
[ 8/5 ] 
f(z) = 183/256*z^3 - 291/200*z + 1
*
[ 8/5 ] 
f(z) = 187/256*z^3 - 299/200*z + 1
*
[ 1/2 ] 
f(z) = 180/241*z^3 - 286/241*z + 1
*
[ 1/2 ] 
f(z) = 180/247*z^3 - 292/247*z + 1
*
[ 1/2 ] 
f(z) = 180/251*z^3 - 296/251*z + 1
*
[ 1/2 ] 
f(z) = 180/253*z^3 - 298/253*z + 1
*
[ 1/2 ] 
f(z) = 184/241*z^3 - 287/241*z + 1
*
[ 1/2 ] 
f(z) = 184/243*z^3 - 289/243*z + 1
*
[ 1/2 ] 
f(z) = 184/245*z^3 - 291/245*z + 1
*
[ 1/2 ] 
f(z) = 184/247*z^3 - 293/247*z + 1
*
[ 1/2 ] 
f(z) = 184/249*z^3 - 295/249*z + 1
*
[ 1/2 ] 
f(z) = 184/251*z^3 - 297/251*z + 1
*
[ 1/2 ] 
f(z) = 188/241*z^3 - 288/241*z + 1
*
[ 1/2 ] 
f(z) = 188/243*z^3 - 290/243*z + 1
*
[ 1/2 ] 
f(z) = 188/245*z^3 - 292/245*z + 1
*
[ 1/2 ] 
f(z) = 188/247*z^3 - 294/247*z + 1
*
[ 1/2 ] 
f(z) = 188/249*z^3 - 296/249*z + 1
*
[ 1/2 ] 
f(z) = 188/251*z^3 - 298/251*z + 1
*
[ 1/2 ] 
f(z) = 192/241*z^3 - 289/241*z + 1
*
[ 1/2 ] 
f(z) = 192/245*z^3 - 293/245*z + 1
*
[ 1/2 ] 
f(z) = 192/247*z^3 - 295/247*z + 1
*
[ 1/2 ] 
f(z) = 192/251*z^3 - 299/251*z + 1
*
[ 11/8 ] 
f(z) = 192/253*z^3 - 294/253*z + 1
*
[ 1/2 ] 
f(z) = 196/241*z^3 - 290/241*z + 1
*
[ 1/2 ] 
f(z) = 196/243*z^3 - 292/243*z + 1
*
[ 1/2 ] 
f(z) = 196/249*z^3 - 298/249*z + 1
*
[ 9/16 ] 
f(z) = 184/243*z^3 - 293/288*z + 1
*
[ 9/2 ] 
f(z) = 190/243*z^3 - 271/18*z + 1
*
[ -9/2 ] 
f(z) = 190/243*z^3 - 263/18*z + 1
*
[ 9/2 ] 
f(z) = 194/243*z^3 - 277/18*z + 1
*
[ -9/2 ] 
f(z) = 194/243*z^3 - 269/18*z + 1
*
[ -7/2 ] 
f(z) = 184/245*z^3 - 277/35*z + 1
*
-51/14 | 0.19504938541895388416220250275138463069 | 0.024904115457866245341276404786877829843
f(z) = 196/243*z^3 - 280/27*z + 1
*
[ -8/3 ] 
f(z) = 181/256*z^3 - 263/72*z + 1
*
[ -8/3 ] 
f(z) = 185/256*z^3 - 271/72*z + 1
*
[ -30/11 ] 
f(z) = 187/250*z^3 - 277/66*z + 1
*
[ -8/3 ] 
f(z) = 187/256*z^3 - 275/72*z + 1
*
[ 22/9 ] 
f(z) = 189/242*z^3 - 269/66*z + 1
*
5/3 | 0.21033183692778865253952992796238646197 | 0.023864498307920910338696732061857052251
f(z) = 189/250*z^3 - 269/70*z + 1
*
[ -7/3 ] 
f(z) = 183/245*z^3 - 277/105*z + 1
*
[ -16/7 ] 
f(z) = 189/256*z^3 - 271/112*z + 1
*
-7/24 | 0.16156182867013376154685225805599789433 | 0.021342585560674680534675004610619034815
f(z) = 192/245*z^3 - 277/105*z + 1
*
[ 7/24 ] 
f(z) = 192/245*z^3 - 262/105*z + 1
*
[ -11/5 ] 
f(z) = 195/242*z^3 - 269/110*z + 1
*
-5/6 | 0.19804847005022683189175827753355142575 | 0.022396342762011651798451542441545990827
f(z) = 183/250*z^3 - 277/120*z + 1
*
[ 7/4 ] 
f(z) = 188/245*z^3 - 269/140*z + 1
*
[ 3/7 ] 
f(z) = 182/243*z^3 - 278/189*z + 1
*
[ 18/13 ] 
f(z) = 182/243*z^3 - 271/234*z + 1
*
[ 4/3 ] 
f(z) = 189/244*z^3 - 275/244*z + 1
*
-3/2 | 0.16071234197932496819205389715185309486 | 0.028687778163564246557659963213068680381
f(z) = 196/255*z^3 - 271/255*z + 1
*
[ -11/6 ] 
f(z) = 183/242*z^3 - 263/264*z + 1
*
[ 5/9 ] 
f(z) = 183/250*z^3 - 277/270*z + 1
*
[ 7/12 ] 
f(z) = 198/245*z^3 - 277/280*z + 1
*
[ 9/2 ] 
f(z) = 182/243*z^3 - 259/18*z + 1
*
[ -9/2 ] 
f(z) = 182/243*z^3 - 251/18*z + 1
*
-8/21 | 0.21008299898749760564420808064158157418 | 0.023365430609993398007904342981501291854
f(z) = 189/256*z^3 - 251/56*z + 1
*
[ 9/4 ] 
f(z) = 190/243*z^3 - 245/72*z + 1
*
[ 9/4 ] 
f(z) = 194/243*z^3 - 251/72*z + 1
*
[ -11/5 ] 
f(z) = 185/242*z^3 - 247/110*z + 1
*
[ 2/5 ] 
f(z) = 185/248*z^3 - 251/155*z + 1
*
[ 11/7 ] 
f(z) = 189/242*z^3 - 241/154*z + 1
*
[ 2/5 ] 
f(z) = 195/248*z^3 - 252/155*z + 1
*
-7/6 | 0.21625480849825224199059442278118185037 | 0.029006861216024421757674309098325529496
f(z) = 186/245*z^3 - 247/210*z + 1
*
-20/63 | 0.13791155879419941360952967060191469391 | 0.015800571137910994154697055713831761216
f(z) = 189/250*z^3 - 247/210*z + 1
*
[ -9/5 ] 
f(z) = 197/243*z^3 - 241/225*z + 1
*
[ -9/5 ] 
f(z) = 199/243*z^3 - 247/225*z + 1
*
[ 5/4 ] 
f(z) = 192/245*z^3 - 251/245*z + 1
*
[ 17/14 ] 
f(z) = 196/255*z^3 - 244/255*z + 1
*
[ 6/5 ] 
f(z) = 185/243*z^3 - 251/270*z + 1
*
[ 11/18 ] 
f(z) = 189/242*z^3 - 245/264*z + 1
*
[ 6/5 ] 
f(z) = 190/243*z^3 - 259/270*z + 1
*
[ 9/8 ] 
f(z) = 182/243*z^3 - 241/288*z + 1
*
[ 9/8 ] 
f(z) = 190/243*z^3 - 253/288*z + 1
*
[ 9/8 ] 
f(z) = 194/243*z^3 - 259/288*z + 1
*
[ -7/4 ] 
f(z) = 198/245*z^3 - 253/280*z + 1
*
[ 10/3 ] 
f(z) = 183/250*z^3 - 223/30*z + 1
*
[ 5/27 ] 
f(z) = 189/250*z^3 - 239/54*z + 1
*
-95/42 | 0.15121546758304724110761539829930566733 | 0.014674307201285523586888323543878576471
f(z) = 189/250*z^3 - 239/56*z + 1
*
[ 9/4 ] 
f(z) = 182/243*z^3 - 233/72*z + 1
*
[ 5/21 ] 
f(z) = 189/250*z^3 - 227/70*z + 1
*
-2 | 0.10610096001726789950168569110234486766 | 0.015638828433533964521950024846500068242
f(z) = 189/256*z^3 - 221/64*z + 1
*
-2 | 0.083237124682639485827237928909129852227 | 0.012268796738508471693809328252443860071
f(z) = 191/240*z^3 - 221/60*z + 1
*
-2 | 0.10600640754378123905074953385263530510 | 0.015604171048324978020964435747635772368
f(z) = 191/256*z^3 - 223/64*z + 1
*
-2 | 0.082791048296856164278417289564682225623 | 0.012186864066313368181224697426082859023
f(z) = 193/240*z^3 - 223/60*z + 1
*
-2 | 0.10589394233024740595904479429619028836 | 0.015567156275784462263648265746328108555
f(z) = 193/256*z^3 - 225/64*z + 1
*
-2 | 0.10576053070430777972236877115238641054 | 0.015527343437650372356385484742052089701
f(z) = 195/256*z^3 - 227/64*z + 1
*
-2 | 0.081292505078576433333706238269179702031 | 0.011935044546921697761740023708372148453
f(z) = 197/240*z^3 - 227/60*z + 1
*
-2 | 0.10560204011407065318316689990229375369 | 0.015484132950334418068388301572052557463
f(z) = 197/256*z^3 - 229/64*z + 1
*
-2 | 0.081310199661730600880406819405137504898 | 0.011922288058265636390949621685721322130
f(z) = 199/240*z^3 - 229/60*z + 1
*
-2 | 0.10541257500821338779865470750098724579 | 0.015436670034159347873886395924606282746
f(z) = 199/256*z^3 - 231/64*z + 1
*
10/21 | 0.21694953849432555574553983964104713471 | 0.023302385722818562144299786232932941680
f(z) = 189/250*z^3 - 221/105*z + 1
*
[ -9/5 ] 
f(z) = 191/243*z^3 - 223/225*z + 1
*
[ -9/5 ] 
f(z) = 193/243*z^3 - 229/225*z + 1
*
[ -9/5 ] 
f(z) = 194/243*z^3 - 232/225*z + 1
*
[ -9/5 ] 
f(z) = 196/243*z^3 - 238/225*z + 1
*
[ 5/8 ] 
f(z) = 192/245*z^3 - 222/245*z + 1
*
[ 2/3 ] 
f(z) = 181/248*z^3 - 230/279*z + 1
*
[ 2/3 ] 
f(z) = 185/248*z^3 - 232/279*z + 1
*
[ 2/3 ] 
f(z) = 187/248*z^3 - 233/279*z + 1
*
[ 2/3 ] 
f(z) = 191/248*z^3 - 235/279*z + 1
*
[ 2/3 ] 
f(z) = 193/248*z^3 - 236/279*z + 1
*
[ 2/3 ] 
f(z) = 197/248*z^3 - 238/279*z + 1
*
[ 2/3 ] 
f(z) = 199/248*z^3 - 239/279*z + 1
*
[ -7/4 ] 
f(z) = 194/245*z^3 - 239/280*z + 1
*
[ 11/3 ] 
f(z) = 189/242*z^3 - 215/22*z + 1
*
[ -11/3 ] 
f(z) = 189/242*z^3 - 203/22*z + 1
*
8/21 | 0.24311556883877027712736716369536577694 | 0.027601456910202071813888073539045393458
f(z) = 189/256*z^3 - 209/56*z + 1
*
-2 | 0.084350022342066008588730844324000542287 | 0.012518271500936686225366448360157291697
f(z) = 181/240*z^3 - 211/60*z + 1
*
-2 | 0.10633938070685834162182688296063930109 | 0.015759617202986370886004086288010886619
f(z) = 181/256*z^3 - 213/64*z + 1
*
-2 | 0.10629781484373802176760853171061728673 | 0.015731667674060486101044615593795041578
f(z) = 183/256*z^3 - 215/64*z + 1
*
-2 | 0.10624504507995638381646560884562773854 | 0.015702340335665419590336543042058256793
f(z) = 185/256*z^3 - 217/64*z + 1
*
-2 | 0.083824244381283406343007009049943424629 | 0.012388688928169281474905080707889769321
f(z) = 187/240*z^3 - 217/60*z + 1
*
-2 | 0.10617990563944855275116524759116905488 | 0.015671463979118201130218001962354475780
f(z) = 187/256*z^3 - 219/64*z + 1
*
[ -22/9 ] 
f(z) = 189/242*z^3 - 215/66*z + 1
*
10/7 | 0.21695124839090088530166894510161040504 | 0.023336828563008963728960103198391913848
f(z) = 189/250*z^3 - 218/105*z + 1
*
-10/7 | 0.21590551990396389269756452110953765689 | 0.023306162575559825571541314827891940866
f(z) = 189/250*z^3 - 211/105*z + 1
*
[ 12/7 ] 
f(z) = 196/243*z^3 - 211/108*z + 1
*
39/28 | 0.14241400836531425057602548396968377531 | 0.018937442349148719623710737756512749016
f(z) = 196/243*z^3 - 205/108*z + 1
*
[ -2 ] 
f(z) = 193/244*z^3 - 203/122*z + 1
*
[ -2 ] 
f(z) = 195/244*z^3 - 207/122*z + 1
*
[ -2 ] 
f(z) = 197/244*z^3 - 211/122*z + 1
*
[ -2 ] 
f(z) = 197/252*z^3 - 205/126*z + 1
*
[ -2 ] 
f(z) = 199/244*z^3 - 215/122*z + 1
*
[ -2 ] 
f(z) = 199/252*z^3 - 209/126*z + 1
*
[ 7/16 ] 
f(z) = 192/245*z^3 - 201/140*z + 1
*
[ 16/11 ] 
f(z) = 187/256*z^3 - 217/176*z + 1
*
[ 9/19 ] 
f(z) = 190/243*z^3 - 220/171*z + 1
*
[ 8/15 ] 
f(z) = 189/256*z^3 - 217/200*z + 1
*
[ 16/13 ] 
f(z) = 195/256*z^3 - 201/208*z + 1
*
[ -9/5 ] 
f(z) = 184/243*z^3 - 202/225*z + 1
*
[ -9/5 ] 
f(z) = 187/243*z^3 - 211/225*z + 1
*
[ -20/11 ] 
f(z) = 187/250*z^3 - 203/220*z + 1
*
[ -9/5 ] 
f(z) = 188/243*z^3 - 214/225*z + 1
*
[ -11/6 ] 
f(z) = 180/253*z^3 - 214/253*z + 1
*
[ 7/6 ] 
f(z) = 180/259*z^3 - 208/259*z + 1
*
[ 2/3 ] 
f(z) = 189/242*z^3 - 205/242*z + 1
*
[ 2/3 ] 
f(z) = 189/250*z^3 - 209/250*z + 1
*
[ 2/3 ] 
f(z) = 189/254*z^3 - 211/254*z + 1
*
[ 15/14 ] 
f(z) = 196/255*z^3 - 208/255*z + 1
*
[ 5/7 ] 
f(z) = 196/255*z^3 - 202/255*z + 1
*
[ 10/9 ] 
f(z) = 183/250*z^3 - 217/270*z + 1
*
[ 15/22 ] 
f(z) = 187/250*z^3 - 215/264*z + 1
*
[ 7/8 ] 
f(z) = 184/245*z^3 - 201/280*z + 1
*
[ -7/4 ] 
f(z) = 186/245*z^3 - 211/280*z + 1
*
[ 11/13 ] 
f(z) = 195/242*z^3 - 217/286*z + 1
*
[ 5 ] 
f(z) = 189/250*z^3 - 181/10*z + 1
*
[ 5 ] 
f(z) = 191/250*z^3 - 183/10*z + 1
*
[ -5 ] 
f(z) = 193/250*z^3 - 181/10*z + 1
*
[ 4 ] 
f(z) = 193/256*z^3 - 181/16*z + 1
*
[ 4 ] 
f(z) = 195/256*z^3 - 183/16*z + 1
*
[ 5 ] 
f(z) = 197/250*z^3 - 189/10*z + 1
*
[ 4 ] 
f(z) = 197/256*z^3 - 185/16*z + 1
*
[ 5 ] 
f(z) = 199/250*z^3 - 191/10*z + 1
*
[ -5 ] 
f(z) = 199/250*z^3 - 187/10*z + 1
*
[ 4 ] 
f(z) = 199/256*z^3 - 187/16*z + 1
*
5/9 | 0.17694933464557302684296282384324603839 | 0.021021919507417806208599767818726821263
f(z) = 189/250*z^3 - 181/30*z + 1
*
[ 3 ] 
f(z) = 199/243*z^3 - 181/27*z + 1
*
10/9 | 0.26020310368438675504234732412936644277 | 0.025894284021291088283310785075371635528
f(z) = 189/250*z^3 - 185/42*z + 1
*
[ 20/9 ] 
f(z) = 189/250*z^3 - 191/60*z + 1
*
[ -9/4 ] 
f(z) = 190/243*z^3 - 181/72*z + 1
*
[ -9/4 ] 
f(z) = 194/243*z^3 - 187/72*z + 1
*
[ 11/6 ] 
f(z) = 189/242*z^3 - 191/88*z + 1
*
[ 20/63 ] 
f(z) = 189/250*z^3 - 187/84*z + 1
*
-4/21 | 0.23646670838454431499052554527613527536 | 0.029316864524395104820430116894078384840
f(z) = 189/256*z^3 - 199/112*z + 1
*
[ -2 ] 
f(z) = 185/244*z^3 - 187/122*z + 1
*
[ -2 ] 
f(z) = 185/252*z^3 - 181/126*z + 1
*
[ -2 ] 
f(z) = 187/244*z^3 - 191/122*z + 1
*
[ -2 ] 
f(z) = 187/252*z^3 - 185/126*z + 1
*
[ -2 ] 
f(z) = 189/244*z^3 - 195/122*z + 1
*
[ -2 ] 
f(z) = 191/244*z^3 - 199/122*z + 1
*
[ -2 ] 
f(z) = 191/252*z^3 - 193/126*z + 1
*
[ -2 ] 
f(z) = 193/252*z^3 - 197/126*z + 1
*
[ 6/5 ] 
f(z) = 185/252*z^3 - 187/210*z + 1
*
[ 7/6 ] 
f(z) = 186/245*z^3 - 187/210*z + 1
*
[ -9/5 ] 
f(z) = 181/243*z^3 - 193/225*z + 1
*
[ -9/5 ] 
f(z) = 182/243*z^3 - 196/225*z + 1
*
[ 7/8 ] 
f(z) = 192/259*z^3 - 184/259*z + 1
*
[ 13/14 ] 
f(z) = 196/247*z^3 - 188/247*z + 1
*
[ 11/14 ] 
f(z) = 196/253*z^3 - 190/253*z + 1
*
[ 16/17 ] 
f(z) = 187/256*z^3 - 193/272*z + 1
*
[ 5 ] 
f(z) = 181/250*z^3 - 173/10*z + 1
*
[ -5 ] 
f(z) = 181/250*z^3 - 169/10*z + 1
*
[ 4 ] 
f(z) = 181/256*z^3 - 169/16*z + 1
*
[ -4 ] 
f(z) = 181/256*z^3 - 161/16*z + 1
*
[ -5 ] 
f(z) = 183/250*z^3 - 171/10*z + 1
*
[ 4 ] 
f(z) = 183/256*z^3 - 171/16*z + 1
*
[ -4 ] 
f(z) = 183/256*z^3 - 163/16*z + 1
*
[ 4 ] 
f(z) = 185/256*z^3 - 173/16*z + 1
*
[ -4 ] 
f(z) = 185/256*z^3 - 165/16*z + 1
*
[ 5 ] 
f(z) = 187/250*z^3 - 179/10*z + 1
*
[ 4 ] 
f(z) = 187/256*z^3 - 175/16*z + 1
*
[ -4 ] 
f(z) = 187/256*z^3 - 167/16*z + 1
*
[ -5 ] 
f(z) = 189/250*z^3 - 177/10*z + 1
*
[ 4 ] 
f(z) = 189/256*z^3 - 177/16*z + 1
*
[ -4 ] 
f(z) = 189/256*z^3 - 169/16*z + 1
*
[ -5 ] 
f(z) = 191/250*z^3 - 179/10*z + 1
*
[ 4 ] 
f(z) = 191/256*z^3 - 179/16*z + 1
*
[ -4 ] 
f(z) = 191/256*z^3 - 171/16*z + 1
*
[ -4 ] 
f(z) = 193/256*z^3 - 173/16*z + 1
*
[ -4 ] 
f(z) = 195/256*z^3 - 175/16*z + 1
*
[ -4 ] 
f(z) = 197/256*z^3 - 177/16*z + 1
*
[ -4 ] 
f(z) = 199/256*z^3 - 179/16*z + 1
*
[ 3 ] 
f(z) = 181/243*z^3 - 163/27*z + 1
*
[ 3 ] 
f(z) = 182/243*z^3 - 164/27*z + 1
*
[ 3 ] 
f(z) = 184/243*z^3 - 166/27*z + 1
*
[ 3 ] 
f(z) = 185/243*z^3 - 167/27*z + 1
*
[ 3 ] 
f(z) = 187/243*z^3 - 169/27*z + 1
*
[ 3 ] 
f(z) = 188/243*z^3 - 170/27*z + 1
*
[ 3 ] 
f(z) = 190/243*z^3 - 172/27*z + 1
*
[ 3 ] 
f(z) = 191/243*z^3 - 173/27*z + 1
*
[ 3 ] 
f(z) = 193/243*z^3 - 175/27*z + 1
*
[ 3 ] 
f(z) = 194/243*z^3 - 176/27*z + 1
*
-9/28 | 0.15617161292277761183175124133506565460 | 0.018409467600219268607116847008070979463
f(z) = 196/243*z^3 - 179/36*z + 1
*
[ 3 ] 
f(z) = 196/243*z^3 - 178/27*z + 1
*
[ 3 ] 
f(z) = 197/243*z^3 - 179/27*z + 1
*
[ -3 ] 
f(z) = 197/243*z^3 - 161/27*z + 1
*
[ -3 ] 
f(z) = 199/243*z^3 - 163/27*z + 1
*
[ 5/2 ] 
f(z) = 187/250*z^3 - 163/40*z + 1
*
-20/9 | 0.088779216081864307574029031596387921141 | 0.011285963769214399320860643598865130382
f(z) = 189/256*z^3 - 163/48*z + 1
*
[ 5/2 ] 
f(z) = 191/250*z^3 - 167/40*z + 1
*
[ 5/2 ] 
f(z) = 193/250*z^3 - 169/40*z + 1
*
[ 5/2 ] 
f(z) = 197/250*z^3 - 173/40*z + 1
*
[ -9/4 ] 
f(z) = 182/243*z^3 - 169/72*z + 1
*
-20/9 | 0.23783085688358266514985627697334957898 | 0.028527596955568607186870459850785259400
f(z) = 189/250*z^3 - 167/60*z + 1
*
[ 2 ] 
f(z) = 191/240*z^3 - 161/60*z + 1
*
[ 2 ] 
f(z) = 193/240*z^3 - 163/60*z + 1
*
[ 2 ] 
f(z) = 193/256*z^3 - 161/64*z + 1
*
[ 2 ] 
f(z) = 195/256*z^3 - 163/64*z + 1
*
[ 2 ] 
f(z) = 197/240*z^3 - 167/60*z + 1
*
[ 2 ] 
f(z) = 197/256*z^3 - 165/64*z + 1
*
[ 2 ] 
f(z) = 199/240*z^3 - 169/60*z + 1
*
[ 2 ] 
f(z) = 199/256*z^3 - 167/64*z + 1
*
[ 5/3 ] 
f(z) = 197/250*z^3 - 161/90*z + 1
*
[ 5/3 ] 
f(z) = 199/250*z^3 - 163/90*z + 1
*
4/3 | 0.18512247278751132910776761035330738143 | 0.023461192120407799004889737537340256861
f(z) = 189/256*z^3 - 167/112*z + 1
*
[ 3/2 ] 
f(z) = 197/243*z^3 - 161/108*z + 1
*
[ 3/2 ] 
f(z) = 199/243*z^3 - 163/108*z + 1
*
[ -2 ] 
f(z) = 181/244*z^3 - 179/122*z + 1
*
[ -2 ] 
f(z) = 181/252*z^3 - 173/126*z + 1
*
[ 8/17 ] 
f(z) = 187/256*z^3 - 175/136*z + 1
*
[ 9/17 ] 
f(z) = 187/243*z^3 - 169/153*z + 1
*
[ 11/21 ] 
f(z) = 189/242*z^3 - 173/154*z + 1
*
[ 4/3 ] 
f(z) = 197/256*z^3 - 161/144*z + 1
*
[ 4/3 ] 
f(z) = 199/256*z^3 - 163/144*z + 1
*
[ 5/9 ] 
f(z) = 187/250*z^3 - 167/162*z + 1
*
[ 10/17 ] 
f(z) = 187/250*z^3 - 163/170*z + 1
*
[ 5/4 ] 
f(z) = 193/250*z^3 - 161/160*z + 1
*
[ 5/9 ] 
f(z) = 197/250*z^3 - 169/162*z + 1
*
[ 5/4 ] 
f(z) = 199/250*z^3 - 167/160*z + 1
*
[ 2/3 ] 
f(z) = 195/256*z^3 - 161/192*z + 1
*
[ 3/4 ] 
f(z) = 182/243*z^3 - 163/216*z + 1
*
[ 3/4 ] 
f(z) = 190/243*z^3 - 167/216*z + 1
*
[ 3/4 ] 
f(z) = 194/243*z^3 - 169/216*z + 1
*
[ 9/10 ] 
f(z) = 184/243*z^3 - 163/225*z + 1
*
[ 9/10 ] 
f(z) = 188/243*z^3 - 166/225*z + 1
*
[ 9/10 ] 
f(z) = 196/243*z^3 - 172/225*z + 1
*
[ 10/11 ] 
f(z) = 181/250*z^3 - 169/242*z + 1
*
[ 10/11 ] 
f(z) = 191/250*z^3 - 177/242*z + 1
*
[ 10 ] 
f(z) = 181/250*z^3 - 143/2*z + 1
*
[ -10 ] 
f(z) = 189/250*z^3 - 149/2*z + 1
*
[ 10 ] 
f(z) = 191/250*z^3 - 151/2*z + 1
*
[ 10/3 ] 
f(z) = 197/250*z^3 - 145/18*z + 1
*
[ -10 ] 
f(z) = 199/250*z^3 - 157/2*z + 1
*
[ -3 ] 
f(z) = 181/243*z^3 - 145/27*z + 1
*
[ -3 ] 
f(z) = 182/243*z^3 - 146/27*z + 1
*
[ -3 ] 
f(z) = 184/243*z^3 - 148/27*z + 1
*
[ -3 ] 
f(z) = 185/243*z^3 - 149/27*z + 1
*
[ -3 ] 
f(z) = 187/243*z^3 - 151/27*z + 1
*
[ -3 ] 
f(z) = 188/243*z^3 - 152/27*z + 1
*
20/21 | 0.19591813971869454345855490393398766931 | 0.021845703318267548360788659331937593242
f(z) = 189/250*z^3 - 157/35*z + 1
*
[ -3 ] 
f(z) = 190/243*z^3 - 154/27*z + 1
*
[ -3 ] 
f(z) = 191/243*z^3 - 155/27*z + 1
*
[ -3 ] 
f(z) = 193/243*z^3 - 157/27*z + 1
*
[ -3 ] 
f(z) = 194/243*z^3 - 158/27*z + 1
*
[ -3 ] 
f(z) = 196/243*z^3 - 160/27*z + 1
*
-3/14 | 0.15494738246383669575727170932896531353 | 0.021598589726555535246432111173910759252
f(z) = 196/243*z^3 - 145/27*z + 1
*
[ 5/2 ] 
f(z) = 181/250*z^3 - 157/40*z + 1
*
[ 5/2 ] 
f(z) = 183/250*z^3 - 159/40*z + 1
*
[ -5/2 ] 
f(z) = 197/250*z^3 - 141/40*z + 1
*
[ -5/2 ] 
f(z) = 199/250*z^3 - 143/40*z + 1
*
[ 2 ] 
f(z) = 181/240*z^3 - 151/60*z + 1
*
[ 2 ] 
f(z) = 181/256*z^3 - 149/64*z + 1
*
[ 2 ] 
f(z) = 183/256*z^3 - 151/64*z + 1
*
[ 2 ] 
f(z) = 185/256*z^3 - 153/64*z + 1
*
[ 2 ] 
f(z) = 187/240*z^3 - 157/60*z + 1
*
[ 2 ] 
f(z) = 187/256*z^3 - 155/64*z + 1
*
[ 2 ] 
f(z) = 189/256*z^3 - 157/64*z + 1
*
[ 2 ] 
f(z) = 191/256*z^3 - 159/64*z + 1
*
[ 5/3 ] 
f(z) = 187/250*z^3 - 151/90*z + 1
*
[ 5/3 ] 
f(z) = 193/250*z^3 - 157/90*z + 1
*
[ 3/2 ] 
f(z) = 181/243*z^3 - 145/108*z + 1
*
[ 3/2 ] 
f(z) = 185/243*z^3 - 149/108*z + 1
*
[ 3/2 ] 
f(z) = 187/243*z^3 - 151/108*z + 1
*
[ 5/11 ] 
f(z) = 187/250*z^3 - 149/110*z + 1
*
-20/21 | 0.17666240680138135784320150869507554708 | 0.022529180157813740243066535908120411769
f(z) = 189/256*z^3 - 159/112*z + 1
*
[ 3/2 ] 
f(z) = 191/243*z^3 - 155/108*z + 1
*
[ 35/24 ] 
f(z) = 192/245*z^3 - 142/105*z + 1
*
[ 3/2 ] 
f(z) = 193/243*z^3 - 157/108*z + 1
*
[ 4/3 ] 
f(z) = 181/256*z^3 - 145/144*z + 1
*
[ 4/3 ] 
f(z) = 185/256*z^3 - 149/144*z + 1
*
[ 4/3 ] 
f(z) = 187/256*z^3 - 151/144*z + 1
*
[ 4/3 ] 
f(z) = 191/256*z^3 - 155/144*z + 1
*
[ 4/3 ] 
f(z) = 193/256*z^3 - 157/144*z + 1
*
[ 5/4 ] 
f(z) = 181/250*z^3 - 149/160*z + 1
*
[ 5/4 ] 
f(z) = 183/250*z^3 - 151/160*z + 1
*
[ 5/4 ] 
f(z) = 189/250*z^3 - 157/160*z + 1
*
[ 5/4 ] 
f(z) = 191/250*z^3 - 159/160*z + 1
*
[ 10/9 ] 
f(z) = 199/250*z^3 - 143/162*z + 1
*
[ 2/3 ] 
f(z) = 183/256*z^3 - 157/192*z + 1
*
[ 8/9 ] 
f(z) = 183/256*z^3 - 149/216*z + 1
*
[ 8/9 ] 
f(z) = 195/256*z^3 - 157/216*z + 1
*
[ 9/2 ] 
f(z) = 184/243*z^3 - 131/9*z + 1
*
[ -9/2 ] 
f(z) = 184/243*z^3 - 127/9*z + 1
*
[ 10/3 ] 
f(z) = 187/250*z^3 - 137/18*z + 1
*
[ 9/2 ] 
f(z) = 188/243*z^3 - 134/9*z + 1
*
[ -9/2 ] 
f(z) = 188/243*z^3 - 130/9*z + 1
*
[ 20/3 ] 
f(z) = 189/250*z^3 - 131/4*z + 1
*
10/3 | 0.13809541872366233538164678029460991541 | 0.015757026398578662161726415626498736388
f(z) = 189/250*z^3 - 128/15*z + 1
*
[ -10/3 ] 
f(z) = 193/250*z^3 - 131/18*z + 1
*
[ 9/2 ] 
f(z) = 196/243*z^3 - 140/9*z + 1
*
[ -9/2 ] 
f(z) = 196/243*z^3 - 136/9*z + 1
*
[ 9/4 ] 
f(z) = 188/243*z^3 - 121/36*z + 1
*
[ -20/7 ] 
f(z) = 189/250*z^3 - 135/28*z + 1
*
20/9 | 0.18220377878530133720652051534795642649 | 0.022468704449476896366283396389230191316
f(z) = 189/250*z^3 - 133/30*z + 1
*
-5/18 | 0.16221940304263105671541354385895643741 | 0.016717598612621619157730265689618910664
f(z) = 189/250*z^3 - 131/24*z + 1
*
170/63 | 0.29317370187807040730144979798839669872 | 0.028348578815102912275793279501449873174
f(z) = 189/250*z^3 - 124/21*z + 1
*
-8/3 | 0.20399843586143433450360874121205519962 | 0.024595757767724776557381631524708309453
f(z) = 189/256*z^3 - 125/24*z + 1
*
[ 9/4 ] 
f(z) = 196/243*z^3 - 127/36*z + 1
*
[ 7/3 ] 
f(z) = 198/245*z^3 - 134/35*z + 1
*
[ -5/2 ] 
f(z) = 183/250*z^3 - 127/40*z + 1
*
[ -5/2 ] 
f(z) = 187/250*z^3 - 131/40*z + 1
*
[ -5/2 ] 
f(z) = 189/250*z^3 - 133/40*z + 1
*
[ 40/21 ] 
f(z) = 189/250*z^3 - 127/56*z + 1
*
-4/9 | 0.19535124825353843538572334251033629838 | 0.025347042964210603068982719594188288147
f(z) = 189/256*z^3 - 139/48*z + 1
*
[ -5/2 ] 
f(z) = 193/250*z^3 - 137/40*z + 1
*
[ 7/4 ] 
f(z) = 184/245*z^3 - 131/70*z + 1
*
[ -20/9 ] 
f(z) = 189/250*z^3 - 137/60*z + 1
*
[ 10/7 ] 
f(z) = 193/250*z^3 - 125/98*z + 1
*
[ 3/5 ] 
f(z) = 185/243*z^3 - 127/135*z + 1
*
[ 4/3 ] 
f(z) = 189/248*z^3 - 137/124*z + 1
*
[ 3/5 ] 
f(z) = 190/243*z^3 - 128/135*z + 1
*
[ 8/15 ] 
f(z) = 195/256*z^3 - 131/120*z + 1
*
[ 9/8 ] 
f(z) = 188/243*z^3 - 125/144*z + 1
*
[ 22/21 ] 
f(z) = 189/242*z^3 - 125/154*z + 1
*
[ 9/8 ] 
f(z) = 196/243*z^3 - 131/144*z + 1
*
[ 9/10 ] 
f(z) = 185/243*z^3 - 131/180*z + 1
*
-2 | 0.10559771054985385866550558925613155870 | 0.015660622848539000323744641463259520761
f(z) = 181/248*z^3 - 106/31*z + 1
*
-2 | 0.10551718422907833878139118916724792631 | 0.015626919295457926194809336590907294322
f(z) = 183/248*z^3 - 107/31*z + 1
*
[ 8/3 ] 
f(z) = 183/256*z^3 - 107/24*z + 1
*
-2 | 0.10542012883537314271600167180562459339 | 0.015591066226744046522811260110809678204
f(z) = 185/248*z^3 - 108/31*z + 1
*
-2 | 0.10530402725653618967272260763201841657 | 0.015552695655352551074566210836914009317
f(z) = 187/248*z^3 - 109/31*z + 1
*
-2 | 0.10516553943507353682827347224419830723 | 0.015511320170099458113182316870913078707
f(z) = 189/248*z^3 - 110/31*z + 1
*
8/9 | 0.17607593501521627354426109396420211641 | 0.021490696466953985911953399009176786470
f(z) = 189/256*z^3 - 113/24*z + 1
*
-2 | 0.10500006527498349973073356374480700815 | 0.015466269304091372122435241843552077121
f(z) = 191/248*z^3 - 111/31*z + 1
*
-2 | 0.10480094516019486280182243170197406843 | 0.015416573078540950286393021942181310716
f(z) = 193/248*z^3 - 112/31*z + 1
*
-2 | 0.10455783977862591416045335437541816274 | 0.015360725859683046102389449137537513674
f(z) = 195/248*z^3 - 113/31*z + 1
*
[ 8/3 ] 
f(z) = 195/256*z^3 - 115/24*z + 1
*
-2 | 0.10425292600396739778242789970840264386 | 0.015296131567364433970870468434152935718
f(z) = 197/248*z^3 - 114/31*z + 1
*
[ -7/3 ] 
f(z) = 198/245*z^3 - 104/35*z + 1
*
-2 | 0.10384959545433047881525318967534367225 | 0.015217454447167577163082459523113018207
f(z) = 199/248*z^3 - 115/31*z + 1
*
[ -2 ] 
f(z) = 191/240*z^3 - 101/60*z + 1
*
[ -2 ] 
f(z) = 193/240*z^3 - 103/60*z + 1
*
[ -2 ] 
f(z) = 197/240*z^3 - 107/60*z + 1
*
[ -2 ] 
f(z) = 197/256*z^3 - 101/64*z + 1
*
[ -2 ] 
f(z) = 199/240*z^3 - 109/60*z + 1
*
[ -2 ] 
f(z) = 199/256*z^3 - 103/64*z + 1
*
[ 10/7 ] 
f(z) = 183/250*z^3 - 117/98*z + 1
*
[ 7/12 ] 
f(z) = 192/245*z^3 - 103/105*z + 1
*
[ 5/8 ] 
f(z) = 181/250*z^3 - 113/128*z + 1
*
[ 9/14 ] 
f(z) = 182/243*z^3 - 109/126*z + 1
*
[ 2/3 ] 
f(z) = 189/244*z^3 - 103/122*z + 1
*
[ 5/8 ] 
f(z) = 191/250*z^3 - 115/128*z + 1
*
[ 15/14 ] 
f(z) = 196/243*z^3 - 116/135*z + 1
*
[ -7/4 ] 
f(z) = 188/245*z^3 - 109/140*z + 1
*
[ 20/21 ] 
f(z) = 189/250*z^3 - 103/140*z + 1
*
[ 18/7 ] 
f(z) = 196/243*z^3 - 85/18*z + 1
*
[ -8/3 ] 
f(z) = 183/256*z^3 - 89/24*z + 1
*
[ -9/4 ] 
f(z) = 188/243*z^3 - 89/36*z + 1
*
[ 2 ] 
f(z) = 193/248*z^3 - 81/31*z + 1
*
[ 2 ] 
f(z) = 195/248*z^3 - 82/31*z + 1
*
[ -8/3 ] 
f(z) = 195/256*z^3 - 97/24*z + 1
*
[ 3/14 ] 
f(z) = 196/243*z^3 - 100/27*z + 1
*
[ -9/4 ] 
f(z) = 196/243*z^3 - 95/36*z + 1
*
[ 2 ] 
f(z) = 197/248*z^3 - 83/31*z + 1
*
[ 2 ] 
f(z) = 199/248*z^3 - 84/31*z + 1
*
[ 9/5 ] 
f(z) = 185/243*z^3 - 91/45*z + 1
*
-8/5 | 0.23436157586895978730420033266523002231 | 0.029463239566780145360227812661277850444
f(z) = 185/256*z^3 - 89/40*z + 1
*
[ 20/11 ] 
f(z) = 187/250*z^3 - 89/44*z + 1
*
-130/63 | 0.24053612665576565830400544360744322443 | 0.025817045695474656941957033596556101039
f(z) = 189/250*z^3 - 89/42*z + 1
*
[ 8/21 ] 
f(z) = 189/256*z^3 - 97/56*z + 1
*
[ 9/5 ] 
f(z) = 190/243*z^3 - 94/45*z + 1
*
-8/5 | 0.23436066082951695576171268108940492113 | 0.029301179461428854592612421806830282961
f(z) = 195/256*z^3 - 93/40*z + 1
*
[ -2 ] 
f(z) = 181/240*z^3 - 91/60*z + 1
*
[ -2 ] 
f(z) = 181/256*z^3 - 85/64*z + 1
*
[ -2 ] 
f(z) = 183/256*z^3 - 87/64*z + 1
*
[ -2 ] 
f(z) = 185/256*z^3 - 89/64*z + 1
*
[ -2 ] 
f(z) = 187/240*z^3 - 97/60*z + 1
*
[ -2 ] 
f(z) = 187/256*z^3 - 91/64*z + 1
*
[ 10/21 ] 
f(z) = 189/250*z^3 - 89/70*z + 1
*
[ 10/7 ] 
f(z) = 189/250*z^3 - 87/70*z + 1
*
[ -2 ] 
f(z) = 189/256*z^3 - 93/64*z + 1
*
[ -2 ] 
f(z) = 191/256*z^3 - 95/64*z + 1
*
[ -2 ] 
f(z) = 193/256*z^3 - 97/64*z + 1
*
[ -2 ] 
f(z) = 195/256*z^3 - 99/64*z + 1
*
[ -11/6 ] 
f(z) = 189/242*z^3 - 95/88*z + 1
*
[ 9/13 ] 
f(z) = 182/243*z^3 - 94/117*z + 1
*
[ 3/4 ] 
f(z) = 188/243*z^3 - 83/108*z + 1
*
[ 16/21 ] 
f(z) = 189/256*z^3 - 83/112*z + 1
*
[ 7/6 ] 
f(z) = 192/245*z^3 - 97/105*z + 1
*
[ 8/13 ] 
f(z) = 195/256*z^3 - 95/104*z + 1
*
[ 10/3 ] 
f(z) = 189/250*z^3 - 77/10*z + 1
*
[ -10/3 ] 
f(z) = 189/250*z^3 - 71/10*z + 1
*
[ -18/7 ] 
f(z) = 196/243*z^3 - 71/18*z + 1
*
[ 2 ] 
f(z) = 181/248*z^3 - 75/31*z + 1
*
[ 2 ] 
f(z) = 183/248*z^3 - 76/31*z + 1
*
[ 2 ] 
f(z) = 185/248*z^3 - 77/31*z + 1
*
[ 2 ] 
f(z) = 187/248*z^3 - 78/31*z + 1
*
[ 2 ] 
f(z) = 189/248*z^3 - 79/31*z + 1
*
-5/9 | 0.21692655754138488811813618155188284235 | 0.028887584567316292844128607974967223006
f(z) = 189/250*z^3 - 73/30*z + 1
*
5/3 | 0.21290710603652200820050548524965816571 | 0.028457598194742005900346714528420377054
f(z) = 189/250*z^3 - 71/30*z + 1
*
[ 2 ] 
f(z) = 191/248*z^3 - 80/31*z + 1
*
[ 7/4 ] 
f(z) = 192/245*z^3 - 69/35*z + 1
*
[ 9/28 ] 
f(z) = 196/243*z^3 - 79/36*z + 1
*
-9/28 | 0.18310372281791102587187010766880551383 | 0.024224822017676821344037601761602033897
f(z) = 196/243*z^3 - 71/36*z + 1
*
[ 27/14 ] 
f(z) = 196/243*z^3 - 68/27*z + 1
*
9/7 | 0.18880697693379540858020427878670422252 | 0.025172486462646689692263618657103352163
f(z) = 196/243*z^3 - 67/36*z + 1
*
-27/14 | 0.14241270408660681184753178997143851727 | 0.022405646928739233853554685784155961471
f(z) = 196/243*z^3 - 64/27*z + 1
*
[ 3/2 ] 
f(z) = 182/243*z^3 - 73/54*z + 1
*
[ 4/9 ] 
f(z) = 189/256*z^3 - 67/48*z + 1
*
[ 3/2 ] 
f(z) = 190/243*z^3 - 77/54*z + 1
*
[ 3/2 ] 
f(z) = 194/243*z^3 - 79/54*z + 1
*
[ 8/5 ] 
f(z) = 195/256*z^3 - 63/40*z + 1
*
[ 9/7 ] 
f(z) = 182/243*z^3 - 64/63*z + 1
*
[ 9/8 ] 
f(z) = 184/243*z^3 - 61/72*z + 1
*
[ 11/9 ] 
f(z) = 189/242*z^3 - 65/66*z + 1
*
[ 7/6 ] 
f(z) = 198/245*z^3 - 67/70*z + 1
*
[ 2/3 ] 
f(z) = 183/248*z^3 - 77/93*z + 1
*
[ 9/11 ] 
f(z) = 187/243*z^3 - 73/99*z + 1
*
[ 8/11 ] 
f(z) = 187/256*z^3 - 67/88*z + 1
*
[ 9/10 ] 
f(z) = 190/243*z^3 - 67/90*z + 1
*
[ 2/3 ] 
f(z) = 195/248*z^3 - 79/93*z + 1
*
[ 5/7 ] 
f(z) = 199/250*z^3 - 79/98*z + 1
*
[ 10/11 ] 
f(z) = 187/250*z^3 - 79/110*z + 1
*
[ 15/17 ] 
f(z) = 187/250*z^3 - 73/102*z + 1
*
[ -10/3 ] 
f(z) = 183/250*z^3 - 41/6*z + 1
*
[ 9/4 ] 
f(z) = 184/243*z^3 - 59/18*z + 1
*
[ -9/4 ] 
f(z) = 184/243*z^3 - 43/18*z + 1
*
-20/9 | 0.15147087946179805309154392694908447183 | 0.019216547552174404067166923086262365320
f(z) = 189/250*z^3 - 53/15*z + 1
*
[ -2 ] 
f(z) = 181/248*z^3 - 44/31*z + 1
*
[ -2 ] 
f(z) = 183/248*z^3 - 45/31*z + 1
*
[ 5/3 ] 
f(z) = 183/250*z^3 - 49/30*z + 1
*
[ -2 ] 
f(z) = 185/248*z^3 - 46/31*z + 1
*
[ -2 ] 
f(z) = 187/248*z^3 - 47/31*z + 1
*
[ -2 ] 
f(z) = 189/248*z^3 - 48/31*z + 1
*
[ 5/12 ] 
f(z) = 189/250*z^3 - 49/32*z + 1
*
[ -2 ] 
f(z) = 191/248*z^3 - 49/31*z + 1
*
[ -2 ] 
f(z) = 193/248*z^3 - 50/31*z + 1
*
[ -2 ] 
f(z) = 195/248*z^3 - 51/31*z + 1
*
[ -2 ] 
f(z) = 197/248*z^3 - 52/31*z + 1
*
[ -2 ] 
f(z) = 199/248*z^3 - 53/31*z + 1
*
[ 4/3 ] 
f(z) = 183/256*z^3 - 49/48*z + 1
*
[ 3/4 ] 
f(z) = 184/243*z^3 - 41/54*z + 1
*
[ -9/5 ] 
f(z) = 185/243*z^3 - 41/45*z + 1
*
[ 8/5 ] 
f(z) = 185/256*z^3 - 59/40*z + 1
*
-5/63 | 0.10142500840100133750933448606468437337 | 0.011388581095428061850077508639424809937
f(z) = 189/250*z^3 - 59/42*z + 1
*
-5/3 | 0.10910552515308496870353171083675069099 | 0.012737069478653598958068867613998010541
f(z) = 189/250*z^3 - 41/42*z + 1
*
[ 8/7 ] 
f(z) = 189/256*z^3 - 47/56*z + 1
*
[ -9/5 ] 
f(z) = 190/243*z^3 - 44/45*z + 1
*
[ 4/3 ] 
f(z) = 195/256*z^3 - 53/48*z + 1
*
[ 6/7 ] 
f(z) = 196/243*z^3 - 41/54*z + 1
*
[ -7/4 ] 
f(z) = 184/245*z^3 - 51/70*z + 1
*
[ 2/3 ] 
f(z) = 189/256*z^3 - 53/64*z + 1
*
[ 5/6 ] 
f(z) = 193/250*z^3 - 53/72*z + 1
*
[ 4/5 ] 
f(z) = 185/256*z^3 - 57/80*z + 1
*
[ 4/5 ] 
f(z) = 195/256*z^3 - 59/80*z + 1
*
[ 5/3 ] 
f(z) = 181/250*z^3 - 29/18*z + 1
*
[ -5/2 ] 
f(z) = 181/250*z^3 - 25/8*z + 1
*
[ 5 ] 
f(z) = 183/250*z^3 - 35/2*z + 1
*
[ -5 ] 
f(z) = 187/250*z^3 - 35/2*z + 1
*
-5/3 | 0.20646812073315317422345792766756101530 | 0.024465274718991916863499266710568893653
f(z) = 189/250*z^3 - 37/14*z + 1
*
[ 5/2 ] 
f(z) = 189/250*z^3 - 33/8*z + 1
*
-10/9 | 0.16575534395607496038596422753050168873 | 0.023519679164991355612107306396488190206
f(z) = 189/250*z^3 - 23/15*z + 1
*
[ 8/3 ] 
f(z) = 189/256*z^3 - 37/8*z + 1
*
[ -8/3 ] 
f(z) = 189/256*z^3 - 31/8*z + 1
*
[ 5/3 ] 
f(z) = 191/250*z^3 - 31/18*z + 1
*
[ -5/2 ] 
f(z) = 191/250*z^3 - 27/8*z + 1
*
[ 5 ] 
f(z) = 193/250*z^3 - 37/2*z + 1
*
9/7 | 0.18852172975702927936117652311227340969 | 0.027295269022699742445761291618273681020
f(z) = 196/243*z^3 - 37/9*z + 1
*
[ -5 ] 
f(z) = 197/250*z^3 - 37/2*z + 1
*
[ 5/2 ] 
f(z) = 199/250*z^3 - 35/8*z + 1
*
[ 3/2 ] 
f(z) = 184/243*z^3 - 37/27*z + 1
*
[ 5/4 ] 
f(z) = 187/250*z^3 - 31/32*z + 1
*
[ 3/2 ] 
f(z) = 188/243*z^3 - 38/27*z + 1
*
[ 2/3 ] 
f(z) = 189/248*z^3 - 26/31*z + 1
*
[ 5/9 ] 
f(z) = 189/250*z^3 - 31/30*z + 1
*
[ -7/4 ] 
f(z) = 192/245*z^3 - 29/35*z + 1
*
[ 7/8 ] 
f(z) = 192/245*z^3 - 26/35*z + 1
*
[ 5/4 ] 
f(z) = 197/250*z^3 - 33/32*z + 1
*
[ 5/6 ] 
f(z) = 189/250*z^3 - 29/40*z + 1
*
[ -16/9 ] 
f(z) = 189/256*z^3 - 37/48*z + 1
*
[ 5/3 ] 
f(z) = 189/250*z^3 - 17/10*z + 1
*
[ 5/7 ] 
f(z) = 189/250*z^3 - 11/14*z + 1
*
[ 10/9 ] 
f(z) = 189/250*z^3 - 5/6*z + 1
*
[ 4/3 ] 
f(z) = 189/256*z^3 - 17/16*z + 1
*
[ 9/7 ] 
f(z) = 196/243*z^3 - 10/9*z + 1
*
[ 9/14 ] 
f(z) = 196/243*z^3 - 8/9*z + 1
*
[ 5/6 ] 
f(z) = 183/250*z^3 - 17/24*z + 1
*
[ 8/9 ] 
f(z) = 189/256*z^3 - 17/24*z + 1
*
[ -9/7 ]
f(z) = 196/243*z^3 + 4/9*z + 1
*
[ -9/14 ]
f(z) = 196/243*z^3 + 20/9*z + 1
*
[ 3/11 ] 
f(z) = 187/270*z^3 - 299/110*z + 1
*
[ 2 ] 
f(z) = 181/260*z^3 - 297/130*z + 1
*
[ 2 ] 
f(z) = 181/268*z^3 - 295/134*z + 1
*
[ 2 ] 
f(z) = 181/276*z^3 - 293/138*z + 1
*
[ 2 ] 
f(z) = 183/268*z^3 - 299/134*z + 1
*
[ 30/17 ] 
f(z) = 187/270*z^3 - 293/170*z + 1
*
[ -15/7 ] 
f(z) = 196/275*z^3 - 298/165*z + 1
*
-4/3 | 0.16310669001921433705635066874266691876 | 0.023059588639268285847462040592347673869
f(z) = 183/272*z^3 - 295/204*z + 1
*
[ 4/9 ] 
f(z) = 189/272*z^3 - 283/204*z + 1
*
[ 11/8 ] 
f(z) = 192/275*z^3 - 288/275*z + 1
*
[ 2/5 ] 
f(z) = 185/264*z^3 - 266/165*z + 1
*
[ -55/28 ] 
f(z) = 196/275*z^3 - 273/220*z + 1
*
[ 4/3 ] 
f(z) = 189/260*z^3 - 271/260*z + 1
*
[ 4/3 ] 
f(z) = 189/268*z^3 - 269/268*z + 1
*
[ 9/7 ] 
f(z) = 196/261*z^3 - 266/261*z + 1
*
[ 9/7 ] 
f(z) = 196/279*z^3 - 262/279*z + 1
*
[ 6 ] 
f(z) = 187/270*z^3 - 241/10*z + 1
*
[ -6 ] 
f(z) = 191/270*z^3 - 243/10*z + 1
*
[ 6 ] 
f(z) = 193/270*z^3 - 249/10*z + 1
*
[ -6 ] 
f(z) = 197/270*z^3 - 251/10*z + 1
*
[ 6 ] 
f(z) = 199/270*z^3 - 257/10*z + 1
*
[ 5/3 ] 
f(z) = 186/275*z^3 - 244/165*z + 1
*
[ 5/3 ] 
f(z) = 192/275*z^3 - 254/165*z + 1
*
[ 5/12 ] 
f(z) = 192/275*z^3 - 251/165*z + 1
*
[ 5/4 ] 
f(z) = 192/265*z^3 - 247/265*z + 1
*
[ 2/3 ] 
f(z) = 185/264*z^3 - 241/297*z + 1
*
[ 2/3 ] 
f(z) = 191/264*z^3 - 244/297*z + 1
*
[ 2/3 ] 
f(z) = 193/264*z^3 - 245/297*z + 1
*
[ 2/3 ] 
f(z) = 197/264*z^3 - 247/297*z + 1
*
[ 2/3 ] 
f(z) = 199/264*z^3 - 248/297*z + 1
*
[ 6 ] 
f(z) = 181/270*z^3 - 233/10*z + 1
*
-2 | 0.10750672302659983706534277764936868997 | 0.015825017881670242835522034862822965687
f(z) = 189/272*z^3 - 223/68*z + 1
*
-2 | 0.10748256007709419571073494188983044762 | 0.015800694287340621469725769305625424482
f(z) = 191/272*z^3 - 225/68*z + 1
*
-2 | 0.10744977485860775340578369994816054061 | 0.015775351593048089029348280518426082138
f(z) = 193/272*z^3 - 227/68*z + 1
*
-2 | 0.10740765862014515477380815692878885165 | 0.015748885761695271235273250139928183286
f(z) = 195/272*z^3 - 229/68*z + 1
*
-2 | 0.10735536610164687927303903185458764171 | 0.015721173330396060768365819922552437875
f(z) = 197/272*z^3 - 231/68*z + 1
*
-2 | 0.10729187863705414356671598730881205467 | 0.015692066123592356897004937624339663579
f(z) = 199/272*z^3 - 233/68*z + 1
*
[ 5/3 ] 
f(z) = 183/275*z^3 - 239/165*z + 1
*
[ 3/2 ] 
f(z) = 190/261*z^3 - 227/174*z + 1
*
[ 3/2 ] 
f(z) = 194/261*z^3 - 233/174*z + 1
*
[ 3/2 ] 
f(z) = 190/279*z^3 - 223/186*z + 1
*
[ 3/2 ] 
f(z) = 194/279*z^3 - 229/186*z + 1
*
[ 3/5 ] 
f(z) = 181/270*z^3 - 227/250*z + 1
*
[ 3/5 ] 
f(z) = 187/270*z^3 - 229/250*z + 1
*
[ 3/5 ] 
f(z) = 193/270*z^3 - 231/250*z + 1
*
[ 6/5 ] 
f(z) = 197/270*z^3 - 221/250*z + 1
*
[ 3/5 ] 
f(z) = 199/270*z^3 - 233/250*z + 1
*
[ 2/3 ] 
f(z) = 189/274*z^3 - 221/274*z + 1
*
[ 2/3 ] 
f(z) = 189/278*z^3 - 223/278*z + 1
*
[ 5/8 ] 
f(z) = 192/265*z^3 - 234/265*z + 1
*
[ 9/14 ] 
f(z) = 196/261*z^3 - 226/261*z + 1
*
[ 9/14 ] 
f(z) = 196/279*z^3 - 236/279*z + 1
*
[ 2/3 ] 
f(z) = 181/264*z^3 - 239/297*z + 1
*
[ 5/2 ] 
f(z) = 188/275*z^3 - 202/55*z + 1
*
[ 5/2 ] 
f(z) = 192/275*z^3 - 207/55*z + 1
*
5/14 | 0.19403563110553086467281574954247273456 | 0.027817077685065615811021226814370836706
f(z) = 196/275*z^3 - 214/55*z + 1
*
[ 5/2 ] 
f(z) = 196/275*z^3 - 212/55*z + 1
*
-2 | 0.10752789147063058242202069651429327398 | 0.015913714282792283845600097262104284178
f(z) = 181/272*z^3 - 215/68*z + 1
*
-2 | 0.10753304155754563535139779738422676782 | 0.015892698003893847327786502488402773233
f(z) = 183/272*z^3 - 217/68*z + 1
*
-2 | 0.10753149036729860056232180209710827313 | 0.015870949100617112143469671351512925748
f(z) = 185/272*z^3 - 219/68*z + 1
*
[ -2 ] 
f(z) = 199/260*z^3 - 203/130*z + 1
*
[ 3/2 ] 
f(z) = 182/261*z^3 - 215/174*z + 1
*
[ 3/2 ] 
f(z) = 182/279*z^3 - 211/186*z + 1
*
[ 4/3 ] 
f(z) = 195/272*z^3 - 209/204*z + 1
*
[ 5/4 ] 
f(z) = 196/275*z^3 - 201/220*z + 1
*
[ 6/5 ] 
f(z) = 191/270*z^3 - 213/250*z + 1
*
[ 2/3 ] 
f(z) = 189/262*z^3 - 215/262*z + 1
*
[ 5/7 ] 
f(z) = 196/265*z^3 - 206/265*z + 1
*
[ 5/2 ] 
f(z) = 184/275*z^3 - 197/55*z + 1
*
[ -2 ] 
f(z) = 189/260*z^3 - 183/130*z + 1
*
[ -2 ] 
f(z) = 191/260*z^3 - 187/130*z + 1
*
[ -2 ] 
f(z) = 191/268*z^3 - 181/134*z + 1
*
[ -2 ] 
f(z) = 193/260*z^3 - 191/130*z + 1
*
[ -2 ] 
f(z) = 193/268*z^3 - 185/134*z + 1
*
[ -2 ] 
f(z) = 195/268*z^3 - 189/134*z + 1
*
[ -2 ] 
f(z) = 197/260*z^3 - 199/130*z + 1
*
[ -2 ] 
f(z) = 197/268*z^3 - 193/134*z + 1
*
[ -2 ] 
f(z) = 197/276*z^3 - 187/138*z + 1
*
[ -2 ] 
f(z) = 199/268*z^3 - 197/134*z + 1
*
[ -2 ] 
f(z) = 199/276*z^3 - 191/138*z + 1
*
-6/5 | 0.20153002014436622185251983482303281270 | 0.027429127482574568193562536995436690202
f(z) = 185/264*z^3 - 194/165*z + 1
*
[ 4/3 ] 
f(z) = 183/272*z^3 - 193/204*z + 1
*
[ 5/4 ] 
f(z) = 188/275*z^3 - 191/220*z + 1
*
[ 3 ] 
f(z) = 181/270*z^3 - 161/30*z + 1
*
[ 3 ] 
f(z) = 187/270*z^3 - 167/30*z + 1
*
[ 3 ] 
f(z) = 193/270*z^3 - 173/30*z + 1
*
[ 3 ] 
f(z) = 199/270*z^3 - 179/30*z + 1
*
[ -5/2 ] 
f(z) = 192/275*z^3 - 163/55*z + 1
*
[ -5/2 ] 
f(z) = 196/275*z^3 - 168/55*z + 1
*
[ 2 ] 
f(z) = 195/272*z^3 - 161/68*z + 1
*
[ 2 ] 
f(z) = 197/272*z^3 - 163/68*z + 1
*
[ 2 ] 
f(z) = 199/272*z^3 - 165/68*z + 1
*
[ -2 ] 
f(z) = 181/260*z^3 - 167/130*z + 1
*
[ -2 ] 
f(z) = 181/268*z^3 - 161/134*z + 1
*
[ -2 ] 
f(z) = 183/260*z^3 - 171/130*z + 1
*
[ -2 ] 
f(z) = 183/268*z^3 - 165/134*z + 1
*
[ -2 ] 
f(z) = 185/268*z^3 - 169/134*z + 1
*
[ -2 ] 
f(z) = 185/276*z^3 - 163/138*z + 1
*
[ -2 ] 
f(z) = 187/260*z^3 - 179/130*z + 1
*
[ -2 ] 
f(z) = 187/268*z^3 - 173/134*z + 1
*
[ -2 ] 
f(z) = 187/276*z^3 - 167/138*z + 1
*
[ -2 ] 
f(z) = 189/268*z^3 - 177/134*z + 1
*
[ -2 ] 
f(z) = 191/276*z^3 - 175/138*z + 1
*
[ -2 ] 
f(z) = 193/276*z^3 - 179/138*z + 1
*
[ 5/9 ] 
f(z) = 189/275*z^3 - 167/165*z + 1
*
[ 2/3 ] 
f(z) = 183/272*z^3 - 163/204*z + 1
*
[ 2/3 ] 
f(z) = 195/272*z^3 - 167/204*z + 1
*
[ 12/11 ] 
f(z) = 187/270*z^3 - 163/220*z + 1
*
[ -3 ] 
f(z) = 191/270*z^3 - 151/30*z + 1
*
[ -3 ] 
f(z) = 197/270*z^3 - 157/30*z + 1
*
[ -5/2 ] 
f(z) = 184/275*z^3 - 153/55*z + 1
*
[ -5/2 ] 
f(z) = 188/275*z^3 - 158/55*z + 1
*
[ 2 ] 
f(z) = 181/272*z^3 - 147/68*z + 1
*
[ 2 ] 
f(z) = 183/272*z^3 - 149/68*z + 1
*
[ 2 ] 
f(z) = 185/272*z^3 - 151/68*z + 1
*
[ 2 ] 
f(z) = 189/272*z^3 - 155/68*z + 1
*
[ 2 ] 
f(z) = 191/272*z^3 - 157/68*z + 1
*
[ 2 ] 
f(z) = 193/272*z^3 - 159/68*z + 1
*
[ -2 ] 
f(z) = 181/276*z^3 - 155/138*z + 1
*
[ 3/2 ] 
f(z) = 191/270*z^3 - 151/120*z + 1
*
[ 3/2 ] 
f(z) = 197/270*z^3 - 157/120*z + 1
*
[ -15/8 ] 
f(z) = 192/275*z^3 - 152/165*z + 1
*
[ 5/6 ] 
f(z) = 189/275*z^3 - 149/220*z + 1
*
[ 3/7 ] 
f(z) = 196/261*z^3 - 128/87*z + 1
*
[ 3/7 ] 
f(z) = 196/279*z^3 - 136/93*z + 1
*
[ 10/7 ] 
f(z) = 196/275*z^3 - 127/110*z + 1
*
[ 3/4 ] 
f(z) = 184/261*z^3 - 127/174*z + 1
*
[ 6/5 ] 
f(z) = 185/264*z^3 - 139/165*z + 1
*
[ 6/7 ] 
f(z) = 196/261*z^3 - 125/174*z + 1
*
[ 15/14 ] 
f(z) = 196/275*z^3 - 124/165*z + 1
*
[ 3/4 ] 
f(z) = 184/279*z^3 - 131/186*z + 1
*
[ 6/7 ] 
f(z) = 196/279*z^3 - 127/186*z + 1
*
-2 | 0.086629313838594123675468559607669530395 | 0.012829657139424895136971972836330374939
f(z) = 181/264*z^3 - 107/33*z + 1
*
-2 | 0.086590476361558445276008415372560456971 | 0.012788830214655703838581951337575419507
f(z) = 185/264*z^3 - 109/33*z + 1
*
-2 | 0.086464952481933722212464197645038464698 | 0.012719286611706960947247314534953875664
f(z) = 191/264*z^3 - 112/33*z + 1
*
-2 | 0.086400635511912381372961785416741496054 | 0.012693227777188525814578397731853133763
f(z) = 193/264*z^3 - 113/33*z + 1
*
-2 | 0.086231050913889122093133668282520497934 | 0.012635745796338361763515986192698008783
f(z) = 197/264*z^3 - 115/33*z + 1
*
-2 | 0.086120967351080896496221898481129419491 | 0.012603624674806635237064713612750169918
f(z) = 199/264*z^3 - 116/33*z + 1
*
[ 5/14 ] 
f(z) = 196/275*z^3 - 104/55*z + 1
*
[ 3/2 ] 
f(z) = 184/261*z^3 - 109/87*z + 1
*
[ 3/2 ] 
f(z) = 184/279*z^3 - 107/93*z + 1
*
[ 3/2 ] 
f(z) = 188/261*z^3 - 112/87*z + 1
*
[ 3/2 ] 
f(z) = 188/279*z^3 - 110/93*z + 1
*
[ 3/2 ] 
f(z) = 196/261*z^3 - 118/87*z + 1
*
[ 3/2 ] 
f(z) = 196/279*z^3 - 116/93*z + 1
*
[ 2/3 ] 
f(z) = 189/260*z^3 - 107/130*z + 1
*
[ 2/3 ] 
f(z) = 189/268*z^3 - 109/134*z + 1
*
[ 3/4 ] 
f(z) = 191/270*z^3 - 117/160*z + 1
*
[ 5/6 ] 
f(z) = 192/275*z^3 - 113/165*z + 1
*
[ 3/4 ] 
f(z) = 197/270*z^3 - 119/160*z + 1
*
[ 2 ] 
f(z) = 197/264*z^3 - 82/33*z + 1
*
[ 2 ] 
f(z) = 199/264*z^3 - 83/33*z + 1
*
[ 5/3 ] 
f(z) = 189/275*z^3 - 83/55*z + 1
*
[ -2 ] 
f(z) = 183/272*z^3 - 81/68*z + 1
*
[ -2 ] 
f(z) = 185/272*z^3 - 83/68*z + 1
*
[ -2 ] 
f(z) = 189/272*z^3 - 87/68*z + 1
*
[ -2 ] 
f(z) = 191/272*z^3 - 89/68*z + 1
*
[ -2 ] 
f(z) = 193/272*z^3 - 91/68*z + 1
*
[ -2 ] 
f(z) = 195/272*z^3 - 93/68*z + 1
*
[ -2 ] 
f(z) = 197/272*z^3 - 95/68*z + 1
*
[ -2 ] 
f(z) = 199/272*z^3 - 97/68*z + 1
*
[ 5/4 ] 
f(z) = 184/275*z^3 - 93/110*z + 1
*
[ 2 ] 
f(z) = 181/264*z^3 - 74/33*z + 1
*
[ 2 ] 
f(z) = 185/264*z^3 - 76/33*z + 1
*
[ 2 ] 
f(z) = 191/264*z^3 - 79/33*z + 1
*
[ 2 ] 
f(z) = 193/264*z^3 - 80/33*z + 1
*
[ -2 ] 
f(z) = 181/272*z^3 - 79/68*z + 1
*
[ 4/3 ] 
f(z) = 189/272*z^3 - 67/68*z + 1
*
[ -3 ] 
f(z) = 181/270*z^3 - 47/10*z + 1
*
[ -3 ] 
f(z) = 187/270*z^3 - 49/10*z + 1
*
[ 3 ] 
f(z) = 191/270*z^3 - 57/10*z + 1
*
[ -3 ] 
f(z) = 193/270*z^3 - 51/10*z + 1
*
[ 3 ] 
f(z) = 197/270*z^3 - 59/10*z + 1
*
[ -3 ] 
f(z) = 199/270*z^3 - 53/10*z + 1
*
[ -2 ] 
f(z) = 181/264*z^3 - 41/33*z + 1
*
[ -2 ] 
f(z) = 185/264*z^3 - 43/33*z + 1
*
[ -2 ] 
f(z) = 191/264*z^3 - 46/33*z + 1
*
[ -2 ] 
f(z) = 193/264*z^3 - 47/33*z + 1
*
[ -2 ] 
f(z) = 197/264*z^3 - 49/33*z + 1
*
[ -2 ] 
f(z) = 199/264*z^3 - 50/33*z + 1
*
[ 3/2 ] 
f(z) = 181/270*z^3 - 47/40*z + 1
*
[ 3/2 ] 
f(z) = 187/270*z^3 - 49/40*z + 1
*
[ 5/4 ] 
f(z) = 192/275*z^3 - 49/55*z + 1
*
[ 5/8 ] 
f(z) = 192/275*z^3 - 48/55*z + 1
*
[ 3/2 ] 
f(z) = 193/270*z^3 - 51/40*z + 1
*
[ 5/7 ] 
f(z) = 196/275*z^3 - 42/55*z + 1
*
[ 3/2 ] 
f(z) = 199/270*z^3 - 53/40*z + 1
*
[ 2/3 ] 
f(z) = 189/272*z^3 - 55/68*z + 1
*
2/3 | 0.20663122855874630654741258353469536723 | 0.026629059711711107273399871940771560071
f(z) = 183/280*z^3 - 293/105*z + 1
*
[ -17/7 ] 
f(z) = 189/289*z^3 - 291/119*z + 1
*
[ 2 ] 
f(z) = 181/284*z^3 - 291/142*z + 1
*
[ 2 ] 
f(z) = 181/292*z^3 - 289/146*z + 1
*
[ 2 ] 
f(z) = 183/284*z^3 - 295/142*z + 1
*
[ 2 ] 
f(z) = 183/292*z^3 - 293/146*z + 1
*
[ 2 ] 
f(z) = 185/284*z^3 - 299/142*z + 1
*
[ 2 ] 
f(z) = 185/292*z^3 - 297/146*z + 1
*
[ -34/15 ] 
f(z) = 180/289*z^3 - 299/170*z + 1
*
4/5 | 0.22297871348157208527298361846327228968 | 0.028660926245509327068573400755829403855
f(z) = 185/288*z^3 - 299/180*z + 1
*
[ 2/5 ] 
f(z) = 195/296*z^3 - 297/185*z + 1
*
[ 17/32 ] 
f(z) = 192/289*z^3 - 291/272*z + 1
*
[ -2 ] 
f(z) = 181/286*z^3 - 295/286*z + 1
*
[ -2 ] 
f(z) = 181/290*z^3 - 289/290*z + 1
*
[ -2 ] 
f(z) = 181/294*z^3 - 283/294*z + 1
*
[ -2 ] 
f(z) = 183/290*z^3 - 297/290*z + 1
*
[ -2 ] 
f(z) = 183/298*z^3 - 285/298*z + 1
*
[ -2 ] 
f(z) = 185/294*z^3 - 299/294*z + 1
*
[ -2 ] 
f(z) = 185/298*z^3 - 293/298*z + 1
*
[ 19/14 ] 
f(z) = 196/285*z^3 - 286/285*z + 1
*
-11/7 | 0.14612882807664664816737351412181033006 | 0.025664858218527855212738564272655118355
f(z) = 196/297*z^3 - 295/297*z + 1
*
[ -17/6 ] 
f(z) = 189/289*z^3 - 265/68*z + 1
*
[ -17/7 ] 
f(z) = 182/289*z^3 - 274/119*z + 1
*
[ 3/10 ] 
f(z) = 190/297*z^3 - 263/110*z + 1
*
[ 17/9 ] 
f(z) = 180/289*z^3 - 268/153*z + 1
*
[ 6/11 ] 
f(z) = 187/288*z^3 - 271/264*z + 1
*
[ 17/12 ] 
f(z) = 189/289*z^3 - 277/272*z + 1
*
[ -2 ] 
f(z) = 181/298*z^3 - 277/298*z + 1
*
[ 4/3 ] 
f(z) = 189/284*z^3 - 265/284*z + 1
*
[ 4/3 ] 
f(z) = 189/292*z^3 - 263/292*z + 1
*
[ -27/14 ] 
f(z) = 196/297*z^3 - 278/297*z + 1
*
[ 17/42 ] 
f(z) = 196/289*z^3 - 242/153*z + 1
*
[ 17/10 ] 
f(z) = 190/289*z^3 - 253/170*z + 1
*
[ 33/23 ] 
f(z) = 184/297*z^3 - 246/253*z + 1
*
[ 3/5 ] 
f(z) = 182/297*z^3 - 244/275*z + 1
*
[ 3/5 ] 
f(z) = 188/297*z^3 - 246/275*z + 1
*
[ 3/5 ] 
f(z) = 191/297*z^3 - 247/275*z + 1
*
[ 3/5 ] 
f(z) = 194/297*z^3 - 248/275*z + 1
*
[ 3/5 ] 
f(z) = 197/297*z^3 - 249/275*z + 1
*
[ 5/8 ] 
f(z) = 192/295*z^3 - 252/295*z + 1
*
[ 5/4 ] 
f(z) = 192/295*z^3 - 241/295*z + 1
*
[ 17/6 ] 
f(z) = 192/289*z^3 - 239/51*z + 1
*
-2 | 0.094966898207079616136395045575479467034 | 0.013997715267455555884123634696555566477
f(z) = 185/288*z^3 - 221/72*z + 1
*
-2 | 0.094989990877365784234017559627843429001 | 0.013982551619977042548898449820436713080
f(z) = 187/288*z^3 - 223/72*z + 1
*
-2 | 0.095020406352765083173524328166396310463 | 0.013950520796359647011477168124303162032
f(z) = 191/288*z^3 - 227/72*z + 1
*
-2 | 0.095027311381801480019428505918358845180 | 0.013933589935944679400742874476380137975
f(z) = 193/288*z^3 - 229/72*z + 1
*
-2 | 0.095023219453449661905547755563534155389 | 0.013897702807351088728365085842867753701
f(z) = 197/288*z^3 - 233/72*z + 1
*
-2 | 0.095011581353456277723258643220304690915 | 0.013878651551681167295754737385950102084
f(z) = 199/288*z^3 - 235/72*z + 1
*
-3/28 | 0.10544078833060928351085812527107315459 | 0.013882213567195310440705423999748459661
f(z) = 196/297*z^3 - 221/132*z + 1
*
[ 17/11 ] 
f(z) = 198/289*z^3 - 240/187*z + 1
*
[ 2/3 ] 
f(z) = 189/286*z^3 - 227/286*z + 1
*
[ 2/3 ] 
f(z) = 189/290*z^3 - 229/290*z + 1
*
[ 2/3 ] 
f(z) = 189/298*z^3 - 233/298*z + 1
*
[ -17/6 ] 
f(z) = 192/289*z^3 - 203/51*z + 1
*
-2 | 0.094905779911163138944922354169102058712 | 0.014026469233133047108360563738244413429
f(z) = 181/288*z^3 - 217/72*z + 1
*
[ 17/33 ] 
f(z) = 198/289*z^3 - 210/187*z + 1
*
[ 17/13 ] 
f(z) = 195/289*z^3 - 203/221*z + 1
*
[ 7/6 ] 
f(z) = 180/287*z^3 - 204/287*z + 1
*
[ 5/7 ] 
f(z) = 196/285*z^3 - 214/285*z + 1
*
[ 15/14 ] 
f(z) = 196/285*z^3 - 206/285*z + 1
*
[ 5/7 ] 
f(z) = 196/295*z^3 - 218/295*z + 1
*
[ 11/14 ] 
f(z) = 196/297*z^3 - 202/297*z + 1
*
[ -13/7 ] 
f(z) = 196/299*z^3 - 216/299*z + 1
*
[ 17/4 ] 
f(z) = 192/289*z^3 - 191/17*z + 1
*
[ -17/4 ] 
f(z) = 192/289*z^3 - 183/17*z + 1
*
[ 12/5 ] 
f(z) = 185/288*z^3 - 187/60*z + 1
*
6/5 | 0.23744231805474181280529760162981339237 | 0.027743362442085603051177322435379292270
f(z) = 190/297*z^3 - 193/110*z + 1
*
[ -17/8 ] 
f(z) = 184/289*z^3 - 191/136*z + 1
*
[ -2 ] 
f(z) = 197/284*z^3 - 181/142*z + 1
*
[ -2 ] 
f(z) = 199/284*z^3 - 185/142*z + 1
*
[ 7/5 ] 
f(z) = 185/294*z^3 - 199/210*z + 1
*
[ 17/13 ] 
f(z) = 182/289*z^3 - 186/221*z + 1
*
[ 17/15 ] 
f(z) = 195/289*z^3 - 191/255*z + 1
*
[ 17/24 ] 
f(z) = 180/289*z^3 - 197/272*z + 1
*
[ 3/4 ] 
f(z) = 194/297*z^3 - 185/264*z + 1
*
[ 7/8 ] 
f(z) = 192/287*z^3 - 188/287*z + 1
*
[ 13/14 ] 
f(z) = 196/299*z^3 - 192/299*z + 1
*
[ 3 ] 
f(z) = 185/297*z^3 - 163/33*z + 1
*
[ 3 ] 
f(z) = 188/297*z^3 - 166/33*z + 1
*
[ 3 ] 
f(z) = 191/297*z^3 - 169/33*z + 1
*
[ 3 ] 
f(z) = 194/297*z^3 - 172/33*z + 1
*
[ 3 ] 
f(z) = 197/297*z^3 - 175/33*z + 1
*
[ 17/6 ] 
f(z) = 198/289*z^3 - 165/34*z + 1
*
[ 2 ] 
f(z) = 197/288*z^3 - 161/72*z + 1
*
[ 2 ] 
f(z) = 199/288*z^3 - 163/72*z + 1
*
[ -2 ] 
f(z) = 187/284*z^3 - 161/142*z + 1
*
[ -2 ] 
f(z) = 189/284*z^3 - 165/142*z + 1
*
[ -2 ] 
f(z) = 191/284*z^3 - 169/142*z + 1
*
[ -2 ] 
f(z) = 191/292*z^3 - 163/146*z + 1
*
[ -2 ] 
f(z) = 193/284*z^3 - 173/142*z + 1
*
[ -2 ] 
f(z) = 193/292*z^3 - 167/146*z + 1
*
[ -2 ] 
f(z) = 195/284*z^3 - 177/142*z + 1
*
[ -2 ] 
f(z) = 195/292*z^3 - 171/146*z + 1
*
[ -2 ] 
f(z) = 197/292*z^3 - 175/146*z + 1
*
[ -2 ] 
f(z) = 199/292*z^3 - 179/146*z + 1
*
[ 33/56 ] 
f(z) = 196/297*z^3 - 163/176*z + 1
*
[ 17/14 ] 
f(z) = 182/289*z^3 - 179/238*z + 1
*
[ 3/4 ] 
f(z) = 182/297*z^3 - 179/264*z + 1
*
[ 33/35 ] 
f(z) = 196/297*z^3 - 178/275*z + 1
*
[ 3 ] 
f(z) = 182/297*z^3 - 160/33*z + 1
*
[ -3 ] 
f(z) = 190/297*z^3 - 146/33*z + 1
*
[ -3 ] 
f(z) = 193/297*z^3 - 149/33*z + 1
*
3/14 | 0.20405166201638976892110261033848376846 | 0.028181402309557772496915826895193944268
f(z) = 196/297*z^3 - 155/33*z + 1
*
[ -3 ] 
f(z) = 196/297*z^3 - 152/33*z + 1
*
[ -17/6 ] 
f(z) = 198/289*z^3 - 141/34*z + 1
*
[ -3 ] 
f(z) = 199/297*z^3 - 155/33*z + 1
*
[ 2 ] 
f(z) = 181/288*z^3 - 145/72*z + 1
*
[ 2 ] 
f(z) = 185/288*z^3 - 149/72*z + 1
*
[ 2 ] 
f(z) = 187/288*z^3 - 151/72*z + 1
*
[ 2 ] 
f(z) = 191/288*z^3 - 155/72*z + 1
*
[ 2 ] 
f(z) = 193/288*z^3 - 157/72*z + 1
*
[ 3/2 ] 
f(z) = 193/297*z^3 - 149/132*z + 1
*
[ 17/12 ] 
f(z) = 198/289*z^3 - 147/136*z + 1
*
[ 3/2 ] 
f(z) = 199/297*z^3 - 155/132*z + 1
*
[ -2 ] 
f(z) = 181/284*z^3 - 149/142*z + 1
*
[ -2 ] 
f(z) = 181/292*z^3 - 143/146*z + 1
*
[ -2 ] 
f(z) = 183/284*z^3 - 153/142*z + 1
*
[ -2 ] 
f(z) = 183/292*z^3 - 147/146*z + 1
*
[ -2 ] 
f(z) = 185/284*z^3 - 157/142*z + 1
*
[ -2 ] 
f(z) = 185/292*z^3 - 151/146*z + 1
*
[ -2 ] 
f(z) = 187/292*z^3 - 155/146*z + 1
*
[ -2 ] 
f(z) = 189/292*z^3 - 159/146*z + 1
*
[ 3/5 ] 
f(z) = 190/297*z^3 - 148/165*z + 1
*
[ 12/17 ] 
f(z) = 187/288*z^3 - 151/204*z + 1
*
[ -51/28 ] 
f(z) = 196/289*z^3 - 143/204*z + 1
*
[ -3 ] 
f(z) = 181/297*z^3 - 137/33*z + 1
*
[ -3 ] 
f(z) = 184/297*z^3 - 140/33*z + 1
*
[ 3/14 ] 
f(z) = 196/297*z^3 - 122/33*z + 1
*
[ -12/5 ] 
f(z) = 185/288*z^3 - 137/60*z + 1
*
[ 3/2 ] 
f(z) = 181/297*z^3 - 137/132*z + 1
*
[ 4/3 ] 
f(z) = 189/296*z^3 - 131/148*z + 1
*
[ -17/9 ] 
f(z) = 198/289*z^3 - 140/153*z + 1
*
[ 3/4 ] 
f(z) = 193/297*z^3 - 123/176*z + 1
*
[ 3/4 ] 
f(z) = 199/297*z^3 - 125/176*z + 1
*
[ 17/18 ] 
f(z) = 189/289*z^3 - 131/204*z + 1
*
-2 | 0.10802247549019457855649301810851233028 | 0.015975939205827834822608104853504456226
f(z) = 181/280*z^3 - 108/35*z + 1
*
-2 | 0.10887569418663335838232366988401602860 | 0.016080206807521146854332671518232738750
f(z) = 181/296*z^3 - 109/37*z + 1
*
-2 | 0.10804304557484357425911398792672447617 | 0.015957230215035558795919047645620940222
f(z) = 183/280*z^3 - 109/35*z + 1
*
-2 | 0.10891903002199133816020074646709871687 | 0.016064938727679158827915793095724734748
f(z) = 183/296*z^3 - 110/37*z + 1
*
-2 | 0.10806710827326944016162227305181699834 | 0.015918037718277490461777962354418981398
f(z) = 187/280*z^3 - 111/35*z + 1
*
-2 | 0.10899249173097824283424472280987001459 | 0.016033163739262712289554076560818259784
f(z) = 187/296*z^3 - 112/37*z + 1
*
-2 | 0.10902243363561617544877095666224580129 | 0.016016625048660663288037277914712551475
f(z) = 189/296*z^3 - 113/37*z + 1
*
-2 | 0.10806667166485742085941561662951834283 | 0.015876212836137726144842107878912328083
f(z) = 191/280*z^3 - 113/35*z + 1
*
-2 | 0.10904769590407691733190429819589651928 | 0.015999626750075401627972202590793321380
f(z) = 191/296*z^3 - 114/37*z + 1
*
-2 | 0.10805645837461536989083070441886770750 | 0.015854191027105131157192194695396505656
f(z) = 193/280*z^3 - 114/35*z + 1
*
-2 | 0.10906813782583996534019764671720328578 | 0.015982146215793508664903371859131855731
f(z) = 193/296*z^3 - 115/37*z + 1
*
-2 | 0.10908359599749222952036752325075510885 | 0.015964157677490088902545878493716752156
f(z) = 195/296*z^3 - 116/37*z + 1
*
-2 | 0.10801394914038512979655766176138197757 | 0.015807617081904277649991926843126341899
f(z) = 197/280*z^3 - 116/35*z + 1
*
-2 | 0.10909388181299852116314731985044823802 | 0.015945631874237624019619213628138007957
f(z) = 197/296*z^3 - 117/37*z + 1
*
-2 | 0.10798060059784882936254369115819992370 | 0.015782909894468766124633599713593234229
f(z) = 199/280*z^3 - 117/35*z + 1
*
-2 | 0.10909877835227696467349165207370053257 | 0.015926535614987918571354920772082669090
f(z) = 199/296*z^3 - 118/37*z + 1
*
[ 17/10 ] 
f(z) = 180/289*z^3 - 118/85*z + 1
*
[ 33/28 ] 
f(z) = 196/297*z^3 - 101/132*z + 1
*
[ -17/9 ] 
f(z) = 180/289*z^3 - 106/153*z + 1
*
[ 2/3 ] 
f(z) = 189/284*z^3 - 113/142*z + 1
*
[ 2/3 ] 
f(z) = 189/292*z^3 - 115/146*z + 1
*
[ 17/21 ] 
f(z) = 196/289*z^3 - 104/153*z + 1
*
[ 3/4 ] 
f(z) = 181/297*z^3 - 119/176*z + 1
*
[ 4/5 ] 
f(z) = 185/288*z^3 - 119/180*z + 1
*
[ 2 ] 
f(z) = 197/280*z^3 - 81/35*z + 1
*
[ 2 ] 
f(z) = 199/280*z^3 - 82/35*z + 1
*
[ 2 ] 
f(z) = 199/296*z^3 - 81/37*z + 1
*
[ 17/9 ] 
f(z) = 189/289*z^3 - 95/51*z + 1
*
[ -15/7 ] 
f(z) = 196/297*z^3 - 86/55*z + 1
*
[ -2 ] 
f(z) = 191/288*z^3 - 83/72*z + 1
*
[ -2 ] 
f(z) = 193/288*z^3 - 85/72*z + 1
*
[ -2 ] 
f(z) = 197/288*z^3 - 89/72*z + 1
*
[ -2 ] 
f(z) = 199/288*z^3 - 91/72*z + 1
*
[ 17/30 ] 
f(z) = 180/289*z^3 - 82/85*z + 1
*
[ 9/7 ] 
f(z) = 196/297*z^3 - 86/99*z + 1
*
[ 9/14 ] 
f(z) = 196/297*z^3 - 82/99*z + 1
*
[ 2/3 ] 
f(z) = 183/280*z^3 - 83/105*z + 1
*
[ 2/3 ] 
f(z) = 183/296*z^3 - 86/111*z + 1
*
[ 6/5 ] 
f(z) = 190/297*z^3 - 83/110*z + 1
*
[ 2/3 ] 
f(z) = 195/296*z^3 - 88/111*z + 1
*
[ 6/5 ] 
f(z) = 185/288*z^3 - 91/120*z + 1
*
[ 12/11 ] 
f(z) = 187/288*z^3 - 91/132*z + 1
*
[ 3/4 ] 
f(z) = 188/297*z^3 - 91/132*z + 1
*
[ 17/18 ] 
f(z) = 180/289*z^3 - 94/153*z + 1
*
[ 6/7 ] 
f(z) = 182/297*z^3 - 95/154*z + 1
*
[ 17/6 ] 
f(z) = 180/289*z^3 - 74/17*z + 1
*
[ -17/6 ] 
f(z) = 180/289*z^3 - 62/17*z + 1
*
[ 2 ] 
f(z) = 181/280*z^3 - 73/35*z + 1
*
[ 2 ] 
f(z) = 181/296*z^3 - 72/37*z + 1
*
[ 2 ] 
f(z) = 183/280*z^3 - 74/35*z + 1
*
[ 2 ] 
f(z) = 183/296*z^3 - 73/37*z + 1
*
[ 2 ] 
f(z) = 187/280*z^3 - 76/35*z + 1
*
[ 2 ] 
f(z) = 187/296*z^3 - 75/37*z + 1
*
[ 2 ] 
f(z) = 189/296*z^3 - 76/37*z + 1
*
[ 2 ] 
f(z) = 191/280*z^3 - 78/35*z + 1
*
[ 2 ] 
f(z) = 191/296*z^3 - 77/37*z + 1
*
[ 2 ] 
f(z) = 193/280*z^3 - 79/35*z + 1
*
[ 2 ] 
f(z) = 193/296*z^3 - 78/37*z + 1
*
[ 2 ] 
f(z) = 195/296*z^3 - 79/37*z + 1
*
[ -33/14 ] 
f(z) = 196/297*z^3 - 74/33*z + 1
*
[ 2 ] 
f(z) = 197/296*z^3 - 80/37*z + 1
*
[ 17/12 ] 
f(z) = 180/289*z^3 - 65/68*z + 1
*
[ -2 ] 
f(z) = 181/288*z^3 - 73/72*z + 1
*
[ -2 ] 
f(z) = 185/288*z^3 - 77/72*z + 1
*
[ -2 ] 
f(z) = 187/288*z^3 - 79/72*z + 1
*
[ 3/2 ] 
f(z) = 190/297*z^3 - 73/66*z + 1
*
[ 17/28 ] 
f(z) = 196/289*z^3 - 61/68*z + 1
*
[ 3/4 ] 
f(z) = 190/297*z^3 - 61/88*z + 1
*
[ 17/21 ] 
f(z) = 189/289*z^3 - 79/119*z + 1
*
[ 3 ] 
f(z) = 181/297*z^3 - 53/11*z + 1
*
[ -3 ] 
f(z) = 182/297*z^3 - 46/11*z + 1
*
[ 3 ] 
f(z) = 184/297*z^3 - 54/11*z + 1
*
[ -3 ] 
f(z) = 185/297*z^3 - 47/11*z + 1
*
[ -3 ] 
f(z) = 188/297*z^3 - 48/11*z + 1
*
[ 3 ] 
f(z) = 190/297*z^3 - 56/11*z + 1
*
[ -3 ] 
f(z) = 191/297*z^3 - 49/11*z + 1
*
[ 17/8 ] 
f(z) = 192/289*z^3 - 42/17*z + 1
*
[ 3 ] 
f(z) = 193/297*z^3 - 57/11*z + 1
*
[ -3 ] 
f(z) = 194/297*z^3 - 50/11*z + 1
*
[ 17/7 ] 
f(z) = 196/289*z^3 - 58/17*z + 1
*
[ -17/7 ] 
f(z) = 196/289*z^3 - 44/17*z + 1
*
[ 3 ] 
f(z) = 196/297*z^3 - 58/11*z + 1
*
[ -3 ] 
f(z) = 197/297*z^3 - 51/11*z + 1
*
[ 3 ] 
f(z) = 199/297*z^3 - 59/11*z + 1
*
[ -2 ] 
f(z) = 187/280*z^3 - 41/35*z + 1
*
[ -2 ] 
f(z) = 191/280*z^3 - 43/35*z + 1
*
[ -2 ] 
f(z) = 193/280*z^3 - 44/35*z + 1
*
[ -2 ] 
f(z) = 193/296*z^3 - 41/37*z + 1
*
[ -2 ] 
f(z) = 195/296*z^3 - 42/37*z + 1
*
[ -2 ] 
f(z) = 197/280*z^3 - 46/35*z + 1
*
[ -2 ] 
f(z) = 197/296*z^3 - 43/37*z + 1
*
[ -2 ] 
f(z) = 199/280*z^3 - 47/35*z + 1
*
[ -2 ] 
f(z) = 199/296*z^3 - 44/37*z + 1
*
[ 3/5 ] 
f(z) = 185/297*z^3 - 49/55*z + 1
*
[ 3/2 ] 
f(z) = 185/297*z^3 - 47/44*z + 1
*
[ -17/9 ] 
f(z) = 189/289*z^3 - 41/51*z + 1
*
[ 3/2 ] 
f(z) = 191/297*z^3 - 49/44*z + 1
*
[ 17/12 ] 
f(z) = 192/289*z^3 - 53/51*z + 1
*
[ 3/2 ] 
f(z) = 197/297*z^3 - 51/44*z + 1
*
[ 17/16 ] 
f(z) = 192/289*z^3 - 47/68*z + 1
*
[ 6/7 ] 
f(z) = 196/297*z^3 - 43/66*z + 1
*
[ 17/15 ] 
f(z) = 180/289*z^3 - 58/85*z + 1
*
[ -17/8 ] 
f(z) = 192/289*z^3 - 26/17*z + 1
*
[ 33/14 ] 
f(z) = 196/297*z^3 - 34/11*z + 1
*
[ -2 ] 
f(z) = 181/280*z^3 - 38/35*z + 1
*
[ -2 ] 
f(z) = 181/296*z^3 - 35/37*z + 1
*
[ 3/2 ] 
f(z) = 182/297*z^3 - 23/22*z + 1
*
[ -2 ] 
f(z) = 183/280*z^3 - 39/35*z + 1
*
[ -2 ] 
f(z) = 183/296*z^3 - 36/37*z + 1
*
[ 3/2 ] 
f(z) = 184/297*z^3 - 35/33*z + 1
*
[ -2 ] 
f(z) = 187/296*z^3 - 38/37*z + 1
*
[ -2 ] 
f(z) = 189/296*z^3 - 39/37*z + 1
*
[ 2/3 ] 
f(z) = 189/296*z^3 - 29/37*z + 1
*
[ -2 ] 
f(z) = 191/296*z^3 - 40/37*z + 1
*
[ 3/2 ] 
f(z) = 194/297*z^3 - 25/22*z + 1
*
[ 3/2 ] 
f(z) = 196/297*z^3 - 38/33*z + 1
*
[ 17/24 ] 
f(z) = 192/289*z^3 - 38/51*z + 1
*
[ 15/14 ] 
f(z) = 196/297*z^3 - 38/55*z + 1
*
[ 3/2 ] 
f(z) = 188/297*z^3 - 12/11*z + 1
*
[ 17/14 ] 
f(z) = 196/289*z^3 - 14/17*z + 1
*
[ 3/7 ] 
f(z) = 196/297*z^3 - 16/11*z + 1
*
[ 3/4 ] 
f(z) = 184/297*z^3 - 15/22*z + 1
*
[ -7/20 ] 
f(z) = 200*z^3 - 289/14*z + 1
*
1/20 | 0.14670147032438635746781513464818744592 | 0.024485076924171677021001880273060839534
f(z) = 200/7*z^3 - 281/14*z + 1
*
[ -3/2 ] 
f(z) = 202/9*z^3 - 293/6*z + 1
*
[ 1/17 ] 
f(z) = 204*z^3 - 284/17*z + 1
*
[ -2/5 ] 
f(z) = 205*z^3 - 293/10*z + 1
*
[ -3/2 ] 
f(z) = 206/9*z^3 - 299/6*z + 1
*
[ -5/4 ] 
f(z) = 208/15*z^3 - 298/15*z + 1
*
4/15 | 0.23093147051197633774376337972762158170 | 0.028668770767795801422364758714387338368
f(z) = 210*z^3 - 299/15*z + 1
*
[ 2/3 ] 
f(z) = 213/2*z^3 - 287/6*z + 1
*
-4/3 | 0.18790977272526052344719325151426917898 | 0.026669845498916382549810042926589137713
f(z) = 213/16*z^3 - 287/12*z + 1
*
[ 4/3 ] 
f(z) = 213/16*z^3 - 281/12*z + 1
*
[ 5/18 ] 
f(z) = 216*z^3 - 289/15*z + 1
*
[ 7/6 ] 
f(z) = 216/7*z^3 - 293/7*z + 1
*
[ -7/6 ] 
f(z) = 216/7*z^3 - 281/7*z + 1
*
[ 2/7 ] 
f(z) = 217*z^3 - 283/14*z + 1
*
[ 2/3 ] 
f(z) = 219/2*z^3 - 295/6*z + 1
*
-4/3 | 0.14390146228685251820144276507778518526 | 0.020344404785193628555601499831451350267
f(z) = 219/16*z^3 - 295/12*z + 1
*
[ 4/3 ] 
f(z) = 219/16*z^3 - 289/12*z + 1
*
3/40 | 0.21956384303461215482070501006050911668 | 0.025903047180734094305444471019970181337
f(z) = 200*z^3 - 283/24*z + 1
*
3/40 | 0.11288282151847075277262115562233317925 | 0.015300421567392346380760296468235628549
f(z) = 200/3*z^3 - 289/24*z + 1
*
[ 3/40 ] 
f(z) = 200/9*z^3 - 299/24*z + 1
*
[ 17/20 ] 
f(z) = 200/17*z^3 - 295/34*z + 1
*
[ 1/9 ] 
f(z) = 201*z^3 - 283/27*z + 1
*
[ 1/4 ] 
f(z) = 201/2*z^3 - 297/32*z + 1
*
[ 2/3 ] 
f(z) = 201/10*z^3 - 283/30*z + 1
*
[ 1/4 ] 
f(z) = 203/2*z^3 - 299/32*z + 1
*
[ 3/7 ] 
f(z) = 203/3*z^3 - 289/21*z + 1
*
[ 1/9 ] 
f(z) = 204*z^3 - 284/27*z + 1
*
[ -3/5 ] 
f(z) = 205/6*z^3 - 289/30*z + 1
*
[ -4/5 ] 
f(z) = 205/8*z^3 - 283/20*z + 1
*
1/4 | 0.20609603866184371682958258764177520164 | 0.026079894501652781707488305856033808105
f(z) = 208/3*z^3 - 295/39*z + 1
*
[ 1/3 ] 
f(z) = 209/4*z^3 - 281/36*z + 1
*
[ 6/11 ] 
f(z) = 209/8*z^3 - 284/33*z + 1
*
[ 1/12 ] 
f(z) = 210*z^3 - 299/24*z + 1
*
[ 1/9 ] 
f(z) = 210*z^3 - 286/27*z + 1
*
[ 1/3 ] 
f(z) = 211/4*z^3 - 283/36*z + 1
*
[ 1/9 ] 
f(z) = 213*z^3 - 287/27*z + 1
*
[ 2/3 ] 
f(z) = 213/10*z^3 - 299/30*z + 1
*
[ 1/3 ] 
f(z) = 215/4*z^3 - 287/36*z + 1
*
[ -4/5 ] 
f(z) = 215/8*z^3 - 299/20*z + 1
*
11/18 | 0.19049130190339881601361392552885671732 | 0.029424547129090622614143119951450955564
f(z) = 216/11*z^3 - 296/33*z + 1
*
11/18 | 0.17407118459729894014683635622121454993 | 0.026888187144614545443470295072759606032
f(z) = 216/11*z^3 - 281/33*z + 1
*
[ 1/12 ] 
f(z) = 216/13*z^3 - 289/26*z + 1
*
-13/18 | 0.18598849239549532098762233661096813768 | 0.028729013373718353028751971980313187284
f(z) = 216/13*z^3 - 284/39*z + 1
*
[ 1/3 ] 
f(z) = 217/4*z^3 - 289/36*z + 1
*
[ 1/9 ] 
f(z) = 219*z^3 - 289/27*z + 1
*
11/40 | 0.12588795535286798464825376110156045044 | 0.017063170119651700010729402310232540127
f(z) = 200/7*z^3 - 289/56*z + 1
*
[ 2/3 ] 
f(z) = 201/14*z^3 - 289/42*z + 1
*
[ 1/3 ] 
f(z) = 202/5*z^3 - 292/45*z + 1
*
[ 1/3 ] 
f(z) = 203/5*z^3 - 293/45*z + 1
*
[ 1/7 ] 
f(z) = 203/6*z^3 - 281/42*z + 1
*
[ 1/3 ] 
f(z) = 206/5*z^3 - 296/45*z + 1
*
[ 1/6 ] 
f(z) = 207/13*z^3 - 283/52*z + 1
*
[ 1/3 ] 
f(z) = 208/5*z^3 - 298/45*z + 1
*
[ 1/3 ] 
f(z) = 209/5*z^3 - 299/45*z + 1
*
[ -2/3 ] 
f(z) = 209/12*z^3 - 283/54*z + 1
*
[ -2/3 ] 
f(z) = 211/12*z^3 - 287/54*z + 1
*
[ -2/3 ] 
f(z) = 215/12*z^3 - 295/54*z + 1
*
7/24 | 0.17228721717392611210968317286898091846 | 0.023111158882450679807176054640540638728
f(z) = 216/7*z^3 - 299/56*z + 1
*
1/9 | 0.20092766561943003738914727047751854580 | 0.028034966337584899949754984590002115081
f(z) = 216/7*z^3 - 289/42*z + 1
*
7/18 | 0.18662675438077042213356859465104741742 | 0.026039593704669377120460577600596833816
f(z) = 216/7*z^3 - 283/42*z + 1
*
[ 7/24 ] 
f(z) = 216/7*z^3 - 283/56*z + 1
*
[ 1/7 ] 
f(z) = 217/6*z^3 - 283/42*z + 1
*
[ -2/3 ] 
f(z) = 217/12*z^3 - 299/54*z + 1
*
[ -6/7 ] 
f(z) = 217/18*z^3 - 281/42*z + 1
*
[ 2/7 ] 
f(z) = 203/10*z^3 - 291/70*z + 1
*
[ 1/5 ] 
f(z) = 205/12*z^3 - 281/60*z + 1
*
[ 1/2 ] 
f(z) = 205/19*z^3 - 281/76*z + 1
*
[ 1/2 ] 
f(z) = 207/19*z^3 - 283/76*z + 1
*
[ 6/11 ] 
f(z) = 209/18*z^3 - 283/66*z + 1
*
[ 1/2 ] 
f(z) = 209/18*z^3 - 281/72*z + 1
*
[ 1/2 ] 
f(z) = 211/18*z^3 - 283/72*z + 1
*
[ 1/2 ] 
f(z) = 211/19*z^3 - 287/76*z + 1
*
1/4 | 0.13585112162272439961379064789595129271 | 0.020147341909274307903711174034348190901
f(z) = 212/15*z^3 - 293/60*z + 1
*
[ 1/4 ] 
f(z) = 212/19*z^3 - 281/76*z + 1
*
[ 1/2 ] 
f(z) = 213/17*z^3 - 281/68*z + 1
*
[ 1/2 ] 
f(z) = 213/19*z^3 - 289/76*z + 1
*
[ 1/5 ] 
f(z) = 215/12*z^3 - 283/60*z + 1
*
[ 1/2 ] 
f(z) = 215/17*z^3 - 283/68*z + 1
*
[ 1/2 ] 
f(z) = 215/18*z^3 - 287/72*z + 1
*
[ 1/2 ] 
f(z) = 215/19*z^3 - 291/76*z + 1
*
[ 2/9 ] 
f(z) = 216/11*z^3 - 295/66*z + 1
*
5/36 | 0.17066435117116671453811801256991381430 | 0.023812396990525485772950130328544439375
f(z) = 216/11*z^3 - 289/66*z + 1
*
[ 2/7 ] 
f(z) = 217/10*z^3 - 299/70*z + 1
*
[ 1/2 ] 
f(z) = 217/16*z^3 - 281/64*z + 1
*
[ 1/2 ] 
f(z) = 217/17*z^3 - 285/68*z + 1
*
[ 1/2 ] 
f(z) = 217/18*z^3 - 289/72*z + 1
*
[ 1/2 ] 
f(z) = 217/19*z^3 - 293/76*z + 1
*
[ 1/2 ] 
f(z) = 219/16*z^3 - 283/64*z + 1
*
[ 1/2 ] 
f(z) = 219/17*z^3 - 287/68*z + 1
*
[ 1/2 ] 
f(z) = 219/19*z^3 - 295/76*z + 1
*
[ 2/5 ] 
f(z) = 205/18*z^3 - 299/90*z + 1
*
[ 1/30 ] 
f(z) = 200*z^3 - 263/9*z + 1
*
[ 9/20 ] 
f(z) = 200/3*z^3 - 265/18*z + 1
*
[ 1/20 ] 
f(z) = 200/7*z^3 - 267/14*z + 1
*
[ 2/3 ] 
f(z) = 201/2*z^3 - 271/6*z + 1
*
-4/3 | 0.18449522739217540009894375742345352681 | 0.026400160177619300939694503682280983476
f(z) = 201/16*z^3 - 271/12*z + 1
*
[ 4/3 ] 
f(z) = 201/16*z^3 - 265/12*z + 1
*
[ 2/7 ] 
f(z) = 203*z^3 - 267/14*z + 1
*
[ 2/7 ] 
f(z) = 210*z^3 - 275/14*z + 1
*
[ 1/4 ] 
f(z) = 213*z^3 - 261/16*z + 1
*
[ -2/3 ] 
f(z) = 213/2*z^3 - 269/6*z + 1
*
[ -4/3 ] 
f(z) = 213/16*z^3 - 263/12*z + 1
*
[ 1/4 ] 
f(z) = 215*z^3 - 263/16*z + 1
*
[ 1/4 ] 
f(z) = 217*z^3 - 265/16*z + 1
*
[ 1/4 ] 
f(z) = 219*z^3 - 267/16*z + 1
*
[ -2/3 ] 
f(z) = 219/2*z^3 - 277/6*z + 1
*
[ -4/3 ] 
f(z) = 219/16*z^3 - 271/12*z + 1
*
[ 1/3 ] 
f(z) = 203/4*z^3 - 275/36*z + 1
*
[ 1/10 ] 
f(z) = 204*z^3 - 276/25*z + 1
*
1/3 | 0.090065218474223922217490029808961234382 | 0.012667615385325473559191356665293050015
f(z) = 204/5*z^3 - 271/30*z + 1
*
[ 1/3 ] 
f(z) = 205/4*z^3 - 277/36*z + 1
*
[ 1/10 ] 
f(z) = 208*z^3 - 277/25*z + 1
*
[ 2/13 ] 
f(z) = 208*z^3 - 271/26*z + 1
*
3/26 | 0.12451650328518513082992679805233223646 | 0.014486016312100139837936615632539211038
f(z) = 208*z^3 - 267/26*z + 1
*
[ 3/13 ] 
f(z) = 208/3*z^3 - 274/39*z + 1
*
[ 1/3 ] 
f(z) = 208/3*z^3 - 262/27*z + 1
*
[ 1/8 ] 
f(z) = 208/9*z^3 - 265/36*z + 1
*
[ -3/4 ] 
f(z) = 208/11*z^3 - 274/33*z + 1
*
[ 1/3 ] 
f(z) = 209/3*z^3 - 263/27*z + 1
*
[ 1/3 ] 
f(z) = 211/3*z^3 - 265/27*z + 1
*
[ 1/10 ] 
f(z) = 212*z^3 - 278/25*z + 1
*
[ 1/3 ] 
f(z) = 212/3*z^3 - 266/27*z + 1
*
[ 1/3 ] 
f(z) = 214/3*z^3 - 268/27*z + 1
*
[ -3/4 ] 
f(z) = 214/9*z^3 - 265/24*z + 1
*
[ 1/3 ] 
f(z) = 215/3*z^3 - 269/27*z + 1
*
[ 1/10 ] 
f(z) = 216*z^3 - 279/25*z + 1
*
5/12 | 0.21360160849353094456151089240079265469 | 0.029803331887169693122818767351212333476
f(z) = 216/5*z^3 - 277/30*z + 1
*
11/36 | 0.12996195151174953382770744639370738125 | 0.018133286546511336884599064403292263093
f(z) = 216/5*z^3 - 271/30*z + 1
*
-1/2 | 0.10058661575623856628877000304048853406 | 0.014034614785595966333280533599956147070
f(z) = 216/5*z^3 - 269/30*z + 1
*
[ 1/9 ] 
f(z) = 216/11*z^3 - 272/33*z + 1
*
1/12 | 0.17869887081318105567109555436616409402 | 0.029447320102162989755304621688171611208
f(z) = 216/11*z^3 - 267/22*z + 1
*
[ 11/18 ] 
f(z) = 216/11*z^3 - 263/33*z + 1
*
[ 1/3 ] 
f(z) = 217/3*z^3 - 271/27*z + 1
*
[ 4/7 ] 
f(z) = 217/8*z^3 - 269/28*z + 1
*
[ 1/3 ] 
f(z) = 218/3*z^3 - 272/27*z + 1
*
[ -3/4 ] 
f(z) = 218/9*z^3 - 271/24*z + 1
*
[ 3/20 ] 
f(z) = 200/7*z^3 - 265/42*z + 1
*
[ 1/4 ] 
f(z) = 202/7*z^3 - 269/56*z + 1
*
[ -2/3 ] 
f(z) = 203/12*z^3 - 271/54*z + 1
*
[ 1/5 ] 
f(z) = 205/11*z^3 - 261/55*z + 1
*
[ -2/3 ] 
f(z) = 205/12*z^3 - 275/54*z + 1
*
[ 1/2 ] 
f(z) = 205/14*z^3 - 261/56*z + 1
*
[ 1/4 ] 
f(z) = 206/7*z^3 - 271/56*z + 1
*
[ 1/2 ] 
f(z) = 207/14*z^3 - 263/56*z + 1
*
[ 1/6 ] 
f(z) = 208/5*z^3 - 277/45*z + 1
*
[ 6/19 ] 
f(z) = 209/8*z^3 - 272/57*z + 1
*
[ 1/2 ] 
f(z) = 209/13*z^3 - 261/52*z + 1
*
[ 1/2 ] 
f(z) = 209/14*z^3 - 265/56*z + 1
*
[ 1/5 ] 
f(z) = 210/11*z^3 - 262/55*z + 1
*
[ 1/2 ] 
f(z) = 211/13*z^3 - 263/52*z + 1
*
[ 1/2 ] 
f(z) = 211/14*z^3 - 267/56*z + 1
*
[ 1/6 ] 
f(z) = 212/5*z^3 - 278/45*z + 1
*
[ 1/2 ] 
f(z) = 213/13*z^3 - 265/52*z + 1
*
[ 1/2 ] 
f(z) = 213/14*z^3 - 269/56*z + 1
*
[ 1/4 ] 
f(z) = 214/7*z^3 - 275/56*z + 1
*
[ 1/5 ] 
f(z) = 215/11*z^3 - 263/55*z + 1
*
[ 1/2 ] 
f(z) = 215/12*z^3 - 263/48*z + 1
*
[ 1/2 ] 
f(z) = 215/13*z^3 - 267/52*z + 1
*
[ 1/2 ] 
f(z) = 215/14*z^3 - 271/56*z + 1
*
7/24 | 0.20135537404541368412939848439291455176 | 0.027010454505751394196467435156821374050
f(z) = 216/5*z^3 - 267/40*z + 1
*
7/18 | 0.19581476445412063357105619576856769130 | 0.027321575219368541556128254476397515216
f(z) = 216/7*z^3 - 277/42*z + 1
*
2/7 | 0.19729206404438841665436322509044006636 | 0.026931101311968870992419824543475671995
f(z) = 217/6*z^3 - 271/42*z + 1
*
[ 1/2 ] 
f(z) = 217/11*z^3 - 261/44*z + 1
*
[ 1/2 ] 
f(z) = 217/12*z^3 - 265/48*z + 1
*
[ 1/2 ] 
f(z) = 217/13*z^3 - 269/52*z + 1
*
[ 1/4 ] 
f(z) = 218/7*z^3 - 277/56*z + 1
*
[ 1/2 ] 
f(z) = 219/11*z^3 - 263/44*z + 1
*
[ 1/2 ] 
f(z) = 219/13*z^3 - 271/52*z + 1
*
[ 1/2 ] 
f(z) = 219/14*z^3 - 275/56*z + 1
*
[ 1/2 ] 
f(z) = 201/16*z^3 - 265/64*z + 1
*
[ 1/2 ] 
f(z) = 201/17*z^3 - 269/68*z + 1
*
[ 1/2 ] 
f(z) = 201/19*z^3 - 277/76*z + 1
*
[ 1/2 ] 
f(z) = 203/15*z^3 - 263/60*z + 1
*
[ 1/2 ] 
f(z) = 203/16*z^3 - 267/64*z + 1
*
[ 1/2 ] 
f(z) = 203/17*z^3 - 271/68*z + 1
*
[ 1/2 ] 
f(z) = 203/18*z^3 - 275/72*z + 1
*
[ 1/2 ] 
f(z) = 203/19*z^3 - 279/76*z + 1
*
[ 1/4 ] 
f(z) = 204/19*z^3 - 279/76*z + 1
*
[ 3/10 ] 
f(z) = 205/9*z^3 - 263/60*z + 1
*
-3/5 | 0.15503704560950001596859975659056601413 | 0.022363968403999425428463169208692291492
f(z) = 205/12*z^3 - 269/60*z + 1
*
[ 2/5 ] 
f(z) = 205/14*z^3 - 269/70*z + 1
*
[ 1/2 ] 
f(z) = 205/16*z^3 - 269/64*z + 1
*
[ 1/2 ] 
f(z) = 205/17*z^3 - 273/68*z + 1
*
[ 1/2 ] 
f(z) = 205/18*z^3 - 277/72*z + 1
*
[ 1/2 ] 
f(z) = 207/16*z^3 - 271/64*z + 1
*
[ 1/2 ] 
f(z) = 207/17*z^3 - 275/68*z + 1
*
3/8 | 0.15233506997559391863240896344899378394 | 0.022655988428674856487338628776481427487
f(z) = 208/15*z^3 - 277/60*z + 1
*
[ 1/2 ] 
f(z) = 209/15*z^3 - 269/60*z + 1
*
[ 1/2 ] 
f(z) = 209/16*z^3 - 273/64*z + 1
*
[ 1/2 ] 
f(z) = 209/17*z^3 - 277/68*z + 1
*
[ 1/2 ] 
f(z) = 211/15*z^3 - 271/60*z + 1
*
[ 1/2 ] 
f(z) = 211/16*z^3 - 275/64*z + 1
*
[ 1/2 ] 
f(z) = 211/17*z^3 - 279/68*z + 1
*
[ 1/2 ] 
f(z) = 213/16*z^3 - 277/64*z + 1
*
[ 3/10 ] 
f(z) = 215/9*z^3 - 269/60*z + 1
*
[ 2/5 ] 
f(z) = 215/14*z^3 - 277/70*z + 1
*
[ 1/2 ] 
f(z) = 215/16*z^3 - 279/64*z + 1
*
[ 11/36 ] 
f(z) = 216/11*z^3 - 271/66*z + 1
*
[ 1/2 ] 
f(z) = 217/15*z^3 - 277/60*z + 1
*
[ 11/10 ] 
f(z) = 200/11*z^3 - 241/11*z + 1
*
[ 1/4 ] 
f(z) = 201*z^3 - 249/16*z + 1
*
[ -2/3 ] 
f(z) = 201/2*z^3 - 253/6*z + 1
*
[ -4/3 ] 
f(z) = 201/16*z^3 - 247/12*z + 1
*
[ 1/4 ] 
f(z) = 203*z^3 - 251/16*z + 1
*
0 | 0.13738474993205028224836088282325571915 | 0.025048283755623996352574500430114641608
f(z) = 203/19*z^3 - 241/19*z + 1
*
0 | 0.13747695449660428334988434060548189484 | 0.025046185866070051076834630088397989999
f(z) = 204/19*z^3 - 242/19*z + 1
*
[ 1/4 ] 
f(z) = 205*z^3 - 253/16*z + 1
*
[ 1/3 ] 
f(z) = 205/2*z^3 - 241/18*z + 1
*
0 | 0.11118297603750758422385297393599673127 | 0.020271119858351455580070143691723798256
f(z) = 205/18*z^3 - 241/18*z + 1
*
0 | 0.13756870220038402329179400461685461079 | 0.025044085819787051398814170822526125983
f(z) = 205/19*z^3 - 243/19*z + 1
*
0 | 0.13765999754887145839974081324549218882 | 0.025041983782755548105239627106055861796
f(z) = 206/19*z^3 - 244/19*z + 1
*
[ 1/4 ] 
f(z) = 207*z^3 - 255/16*z + 1
*
[ 2/9 ] 
f(z) = 207*z^3 - 247/18*z + 1
*
0 | 0.13777616985192132093440133855136791151 | 0.025119648279163782128280005393519451067
f(z) = 207/17*z^3 - 241/17*z + 1
*
0 | 0.13775084498122062446675936376770744217 | 0.025039879916412926594814497266269738441
f(z) = 207/19*z^3 - 245/19*z + 1
*
[ 1/16 ] 
f(z) = 208*z^3 - 253/16*z + 1
*
0 | 0.13786644965789352967417234612589934997 | 0.025117145891619834086618258345712578303
f(z) = 208/17*z^3 - 242/17*z + 1
*
0 | 0.13784124887155334480765080859706338621 | 0.025037774377780330220540933950338157176
f(z) = 208/19*z^3 - 246/19*z + 1
*
[ 1/4 ] 
f(z) = 209*z^3 - 257/16*z + 1
*
[ 1/3 ] 
f(z) = 209/2*z^3 - 245/18*z + 1
*
0 | 0.11229669274142053841436926059100289487 | 0.020474175088548311462002321184347437501
f(z) = 209/16*z^3 - 241/16*z + 1
*
0 | 0.13795629144238919543604652547955281901 | 0.025114645606165385400980694026181631673
f(z) = 209/17*z^3 - 243/17*z + 1
*
0 | 0.11154523768389032273454749934064902342 | 0.020276313784014378678635083393606322332
f(z) = 209/18*z^3 - 245/18*z + 1
*
0 | 0.13804569943560711776379674978995587285 | 0.025112147523599605542503819450403705692
f(z) = 210/17*z^3 - 244/17*z + 1
*
0 | 0.13802074320505042033045700659244721188 | 0.025033558890382788553995223744144978415
f(z) = 210/19*z^3 - 248/19*z + 1
*
[ 1/4 ] 
f(z) = 211*z^3 - 259/16*z + 1
*
[ 1/3 ] 
f(z) = 211/2*z^3 - 247/18*z + 1
*
0 | 0.11781478963649673455667568339374967187 | 0.021480246409326334917583041269430982385
f(z) = 211/15*z^3 - 241/15*z + 1
*
0 | 0.11247495839584409476418790951885548285 | 0.020475823829023768040509213352330912486
f(z) = 211/16*z^3 - 243/16*z + 1
*
0 | 0.13813467780675617533532456775263335474 | 0.025109651741483748760907584916214760574
f(z) = 211/17*z^3 - 245/17*z + 1
*
0 | 0.11172374501384368870030729513869847145 | 0.020278792887238048779912158094467864596
f(z) = 211/18*z^3 - 247/18*z + 1
*
0 | 0.13810984208252334288318321911893388615 | 0.025031449234667111476611257644578798366
f(z) = 211/19*z^3 - 249/19*z + 1
*
0 | 0.11790322364718307556825845406113018056 | 0.021480153269973066503279050130737325660
f(z) = 212/15*z^3 - 242/15*z + 1
*
0 | 0.13822323066522225574507402524126811348 | 0.025107158354235840796533040554578247460
f(z) = 212/17*z^3 - 246/17*z + 1
*
0 | 0.13819851428897602214483711217705643676 | 0.025029338492987573256676696403860935470
f(z) = 212/19*z^3 - 250/19*z + 1
*
0 | 0.12551275723077777288512796080403867197 | 0.022883756454935602164704075138708539829
f(z) = 213/14*z^3 - 241/14*z + 1
*
0 | 0.11265152424665591906588027668750823603 | 0.020477410791358095665311086989966923651
f(z) = 213/16*z^3 - 245/16*z + 1
*
0 | 0.13831136206170740722863513240345293792 | 0.025104667453222387726287635768819735996
f(z) = 213/17*z^3 - 247/17*z + 1
*
0 | 0.13828676389173408381056694452030765273 | 0.025027226802055276468135740111185725853
f(z) = 213/19*z^3 - 251/19*z + 1
*
0 | 0.11807986827953801920831042439361758014 | 0.021480126392391785687817653480607174807
f(z) = 214/15*z^3 - 244/15*z + 1
*
0 | 0.13839907598934200211751901526361013005 | 0.025102179126847210374466739017506215912
f(z) = 214/17*z^3 - 248/17*z + 1
*
0 | 0.13837459490023486062498034504651384680 | 0.025025114294848797275299045120362198420
f(z) = 214/19*z^3 - 252/19*z + 1
*
[ 1/3 ] 
f(z) = 215/2*z^3 - 251/18*z + 1
*
0 | 0.13853495713001059501008770907317054574 | 0.025257992011354859590070759167662225311
f(z) = 215/13*z^3 - 241/13*z + 1
*
0 | 0.12568742378209720488624200360712732070 | 0.022881124684027145913214923082075856660
f(z) = 215/14*z^3 - 243/14*z + 1
*
0 | 0.11282642240593371392248673525195042460 | 0.020478938043962455550401635268910349590
f(z) = 215/16*z^3 - 247/16*z + 1
*
0 | 0.13848637638477067573579363145317597932 | 0.025099693460637503746749636560180299222
f(z) = 215/17*z^3 - 249/17*z + 1
*
0 | 0.11207567864932463937413993218020805643 | 0.020283527863497671036098431197433488129
f(z) = 215/18*z^3 - 251/18*z + 1
*
0 | 0.13846201126712083443907439008171740642 | 0.025023001100716316465659502973524727890
f(z) = 215/19*z^3 - 253/19*z + 1
*
[ 1/18 ] 
f(z) = 216/5*z^3 - 257/15*z + 1
*
0 | 0.13862161953164481399780327397466193406 | 0.025254726223448457087662702900505043665
f(z) = 216/13*z^3 - 242/13*z + 1
*
0 | 0.13857326712921277935338139438964320980 | 0.025097210537327217140892767154372490281
f(z) = 216/17*z^3 - 250/17*z + 1
*
0 | 0.13854901688930737993387976168648725488 | 0.025020887345474673723947877220451342114
f(z) = 216/19*z^3 - 254/19*z + 1
*
[ 1/3 ] 
f(z) = 217/2*z^3 - 253/18*z + 1
*
0 | 0.092704393902473011204681002637951385602 | 0.016902064930865860483198681099385719148
f(z) = 217/12*z^3 - 241/12*z + 1
*
0 | 0.13870787824581456573633760610923230838 | 0.025251470364303954585747565665953273569
f(z) = 217/13*z^3 - 243/13*z + 1
*
0 | 0.11833916749143187597106616630559660816 | 0.021479547321919478153691555623570933783
f(z) = 217/15*z^3 - 247/15*z + 1
*
0 | 0.11299968408423357171744667229629740298 | 0.020480407572965018089142907178259563626
f(z) = 217/16*z^3 - 249/16*z + 1
*
0 | 0.13865975204949806165214444200051420211 | 0.025094730436937846943004604412120953232
f(z) = 217/17*z^3 - 251/17*z + 1
*
0 | 0.11224916853492188654935284692808654273 | 0.020285788441893169869991635223263013049
f(z) = 217/18*z^3 - 253/18*z + 1
*
0 | 0.13863561560902553144890550695046411114 | 0.025018773151505448498699972120147613869
f(z) = 217/19*z^3 - 255/19*z + 1
*
0 | 0.13879373701611790152107970858224824589 | 0.025248224418075740254151155475654270241
f(z) = 218/13*z^3 - 244/13*z + 1
*
0 | 0.11842617170020795218358440994306202297 | 0.021479586869166043130251189375151113616
f(z) = 218/15*z^3 - 248/15*z + 1
*
0 | 0.13874583491907826990114221322789821869 | 0.025092253236856730626417143392577052597
f(z) = 218/17*z^3 - 252/17*z + 1
*
0 | 0.13872181121484047083261713099857150539 | 0.025016658637848166954270775334127871135
f(z) = 218/19*z^3 - 256/19*z + 1
*
0 | 0.13890296812353868696347832673093338632 | 0.025325088568983271371457604810682882419
f(z) = 219/11*z^3 - 241/11*z + 1
*
0 | 0.13887919953431668090356503634074278568 | 0.025244988367954656414552952634183195857
f(z) = 219/13*z^3 - 245/13*z + 1
*
0 | 0.12603189066714552413277122471707253821 | 0.022875840831413125812717809652126886704
f(z) = 219/14*z^3 - 247/14*z + 1
*
0 | 0.11317133962402540691678552322805813984 | 0.020481821286094973817108350909117380039
f(z) = 219/16*z^3 - 251/16*z + 1
*
0 | 0.13883151945901533963918075844204541672 | 0.025089779011912927124068403544018362678
f(z) = 219/17*z^3 - 253/17*z + 1
*
0 | 0.13880760744264641158373870680550116954 | 0.025014543920290730801872698982851486107
f(z) = 219/19*z^3 - 257/19*z + 1
*
[ 1/3 ] 
f(z) = 200/3*z^3 - 254/27*z + 1
*
3/40 | 0.11484067611354471671031944591511372206 | 0.015565794103880427133090327697192233828
f(z) = 200/3*z^3 - 241/24*z + 1
*
[ 3/5 ] 
f(z) = 200/13*z^3 - 242/39*z + 1
*
[ 1/3 ] 
f(z) = 202/3*z^3 - 256/27*z + 1
*
[ -3/4 ] 
f(z) = 202/9*z^3 - 247/24*z + 1
*
[ 1/3 ] 
f(z) = 203/3*z^3 - 257/27*z + 1
*
[ 4/7 ] 
f(z) = 203/8*z^3 - 253/28*z + 1
*
[ 1/3 ] 
f(z) = 205/3*z^3 - 259/27*z + 1
*
[ 1/2 ] 
f(z) = 205/9*z^3 - 241/36*z + 1
*
[ 1/3 ] 
f(z) = 206/3*z^3 - 260/27*z + 1
*
[ -3/4 ] 
f(z) = 206/9*z^3 - 253/24*z + 1
*
[ -4/9 ] 
f(z) = 207/4*z^3 - 251/36*z + 1
*
[ 2/23 ] 
f(z) = 207/8*z^3 - 246/23*z + 1
*
[ 2/11 ] 
f(z) = 209*z^3 - 251/22*z + 1
*
[ 3/11 ] 
f(z) = 209/3*z^3 - 259/33*z + 1
*
[ 1/2 ] 
f(z) = 209/8*z^3 - 241/32*z + 1
*
[ 1/2 ] 
f(z) = 209/9*z^3 - 245/36*z + 1
*
[ 1/2 ] 
f(z) = 211/8*z^3 - 243/32*z + 1
*
[ 1/2 ] 
f(z) = 211/9*z^3 - 247/36*z + 1
*
[ 1/2 ] 
f(z) = 213/7*z^3 - 241/28*z + 1
*
[ 1/2 ] 
f(z) = 213/8*z^3 - 245/32*z + 1
*
2/5 | 0.20040881166710238797646305227652124208 | 0.028711551761566263928996945016591206533
f(z) = 215/6*z^3 - 247/30*z + 1
*
[ 1/2 ] 
f(z) = 215/7*z^3 - 243/28*z + 1
*
[ 1/2 ] 
f(z) = 215/8*z^3 - 247/32*z + 1
*
[ 1/2 ] 
f(z) = 215/9*z^3 - 251/36*z + 1
*
1/9 | 0.19254337848645246845876108118452465704 | 0.022510920086830564760657824999325669058
f(z) = 216*z^3 - 253/24*z + 1
*
5/18 | 0.19690655169455253160354335165085009374 | 0.027473909734573067515931094763942933341
f(z) = 216/5*z^3 - 259/30*z + 1
*
1/9 | 0.12466465288775223407267976731013381750 | 0.017394166882994288657802155344630183839
f(z) = 216/5*z^3 - 241/30*z + 1
*
[ 1/12 ] 
f(z) = 216/11*z^3 - 245/22*z + 1
*
[ -13/18 ] 
f(z) = 216/13*z^3 - 245/39*z + 1
*
[ 1/7 ] 
f(z) = 217/5*z^3 - 241/35*z + 1
*
[ 1/2 ] 
f(z) = 217/6*z^3 - 241/24*z + 1
*
[ 1/2 ] 
f(z) = 217/8*z^3 - 249/32*z + 1
*
[ 1/2 ] 
f(z) = 217/9*z^3 - 253/36*z + 1
*
[ 1/2 ] 
f(z) = 219/7*z^3 - 247/28*z + 1
*
[ 1/2 ] 
f(z) = 219/8*z^3 - 251/32*z + 1
*
-2/3 | 0.18640701042458945647655736431601639827 | 0.028732442870750400444259964409906712439
f(z) = 219/10*z^3 - 247/30*z + 1
*
3/20 | 0.20832512547980965020316566313905596011 | 0.029382632982002942322175569747983260328
f(z) = 200/7*z^3 - 251/42*z + 1
*
[ 3/5 ] 
f(z) = 200/17*z^3 - 250/51*z + 1
*
[ 3/5 ] 
f(z) = 200/19*z^3 - 254/57*z + 1
*
[ 1/2 ] 
f(z) = 201/10*z^3 - 241/40*z + 1
*
[ 1/2 ] 
f(z) = 201/11*z^3 - 245/44*z + 1
*
[ 1/2 ] 
f(z) = 201/13*z^3 - 253/52*z + 1
*
[ 1/2 ] 
f(z) = 201/14*z^3 - 257/56*z + 1
*
[ 1/2 ] 
f(z) = 203/10*z^3 - 243/40*z + 1
*
[ 1/2 ] 
f(z) = 203/11*z^3 - 247/44*z + 1
*
[ 1/2 ] 
f(z) = 203/12*z^3 - 251/48*z + 1
*
[ 1/2 ] 
f(z) = 203/13*z^3 - 255/52*z + 1
*
[ -6/7 ] 
f(z) = 203/18*z^3 - 257/42*z + 1
*
[ 1/2 ] 
f(z) = 205/11*z^3 - 249/44*z + 1
*
[ 1/2 ] 
f(z) = 205/12*z^3 - 253/48*z + 1
*
[ 1/2 ] 
f(z) = 205/13*z^3 - 257/52*z + 1
*
[ 1/2 ] 
f(z) = 207/10*z^3 - 247/40*z + 1
*
[ 1/2 ] 
f(z) = 207/11*z^3 - 251/44*z + 1
*
[ 1/6 ] 
f(z) = 207/11*z^3 - 243/44*z + 1
*
[ 1/2 ] 
f(z) = 207/13*z^3 - 259/52*z + 1
*
[ 3/16 ] 
f(z) = 208/9*z^3 - 247/48*z + 1
*
[ 1/2 ] 
f(z) = 209/10*z^3 - 249/40*z + 1
*
[ 1/2 ] 
f(z) = 209/12*z^3 - 257/48*z + 1
*
[ 1/2 ] 
f(z) = 211/10*z^3 - 251/40*z + 1
*
[ 1/2 ] 
f(z) = 211/11*z^3 - 255/44*z + 1
*
[ 1/2 ] 
f(z) = 211/12*z^3 - 259/48*z + 1
*
[ 1/2 ] 
f(z) = 213/10*z^3 - 253/40*z + 1
*
[ 1/2 ] 
f(z) = 213/11*z^3 - 257/44*z + 1
*
1/5 | 0.17730022347827138575968025213698104138 | 0.025400901793627490903673778849896394801
f(z) = 215/8*z^3 - 243/40*z + 1
*
[ 1/2 ] 
f(z) = 215/11*z^3 - 259/44*z + 1
*
-11/24 | 0.20732864693614604750647307814901427094 | 0.027811728454512135082883895636525476273
f(z) = 216/5*z^3 - 243/40*z + 1
*
2/9 | 0.18793987445224972428753597860464410523 | 0.026222810271126960096560090314185154291
f(z) = 216/7*z^3 - 253/42*z + 1
*
[ 1/2 ] 
f(z) = 217/10*z^3 - 257/40*z + 1
*
[ 1/2 ] 
f(z) = 219/10*z^3 - 259/40*z + 1
*
1/8 | 0.088738817679981094620991081836092237760 | 0.013197654531251684094365973557814507483
f(z) = 208/15*z^3 - 253/60*z + 1
*
[ 1/4 ] 
f(z) = 212/17*z^3 - 257/68*z + 1
*
[ 1/12 ] 
f(z) = 200*z^3 - 223/18*z + 1
*
[ 3/4 ] 
f(z) = 200/3*z^3 - 227/6*z + 1
*
0 | 0.13720991859371098359176323087329799602 | 0.025396652232852992165857082790274746163
f(z) = 200/11*z^3 - 222/11*z + 1
*
[ -11/10 ] 
f(z) = 200/11*z^3 - 221/11*z + 1
*
0 | 0.13718386234664931610699544429748183060 | 0.025308177581191973547800862974591833694
f(z) = 200/13*z^3 - 226/13*z + 1
*
0 | 0.13713157789796278719471613511664862165 | 0.025137214656697833929342708800078998263
f(z) = 200/17*z^3 - 234/17*z + 1
*
0 | 0.13710534899587843035349489506578592003 | 0.025054562753178149577279815873020685806
f(z) = 200/19*z^3 - 238/19*z + 1
*
0 | 0.12448052722759749637461149546726080493 | 0.023059795361966105063972242542643814534
f(z) = 201/10*z^3 - 221/10*z + 1
*
0 | 0.13730299265468886377154835327837229579 | 0.025392755854251773587597451212509748881
f(z) = 201/11*z^3 - 223/11*z + 1
*
0 | 0.13727706773456785261128094649243291979 | 0.025304761756736029409764035629084901313
f(z) = 201/13*z^3 - 227/13*z + 1
*
0 | 0.12442867730231606009815909181074616931 | 0.022899345461715983728055147062125745512
f(z) = 201/14*z^3 - 229/14*z + 1
*
0 | 0.11156595628036130912378019679869224573 | 0.020466917859913904760787549399275471336
f(z) = 201/16*z^3 - 233/16*z + 1
*
0 | 0.13722504768165692876159021921759147426 | 0.025134700670251931585977378731996363801
f(z) = 201/17*z^3 - 235/17*z + 1
*
0 | 0.13719895185904979794350505385257522411 | 0.025052472377116557328917932760947343405
f(z) = 201/19*z^3 - 239/19*z + 1
*
0 | 0.13739560124893619082853597723011515845 | 0.025388874278250111579285931873297508770
f(z) = 202/11*z^3 - 224/11*z + 1
*
0 | 0.13736980633850023632051132497317532863 | 0.025301355950874378679115901226835256002
f(z) = 202/13*z^3 - 228/13*z + 1
*
0 | 0.11700031697912001962227036637589035813 | 0.021480807499137109347292813341956488919
f(z) = 202/15*z^3 - 232/15*z + 1
*
0 | 0.13731804802051886108329845915561559299 | 0.025132187981008911017102846602241508201
f(z) = 202/17*z^3 - 236/17*z + 1
*
0 | 0.13729208393358400035749780230007001283 | 0.025050379317794183478871062481237498094
f(z) = 202/19*z^3 - 240/19*z + 1
*
[ 1/3 ] 
f(z) = 203*z^3 - 221/9*z + 1
*
[ 1/3 ] 
f(z) = 203/2*z^3 - 239/18*z + 1
*
0 | 0.12395024537103661650214312227251406167 | 0.022961561595056525755426150631877537985
f(z) = 203/9*z^3 - 221/9*z + 1
*
0 | 0.12466515464227613819957029612298289796 | 0.023055519578696931533324104678341242708
f(z) = 203/10*z^3 - 223/10*z + 1
*
0 | 0.13748774900907584861919378853576577978 | 0.025385007440614769099615591525786410569
f(z) = 203/11*z^3 - 225/11*z + 1
*
0 | 0.091460470909904811770269715885807191773 | 0.016859228309050194547374319607940409240
f(z) = 203/12*z^3 - 227/12*z + 1
*
0 | 0.13746208281079049636970429731206464614 | 0.025297960168163826437077442919779588622
f(z) = 203/13*z^3 - 229/13*z + 1
*
0 | 0.11709272272511911875714837309325814908 | 0.021480810257085047983895690014128499690
f(z) = 203/15*z^3 - 233/15*z + 1
*
0 | 0.11175136156444643283676320758093191026 | 0.020468836191855949500900911113995791623
f(z) = 203/16*z^3 - 235/16*z + 1
*
0 | 0.13741058360686310520209036651926724807 | 0.025129676715358442542521154378210990625
f(z) = 203/17*z^3 - 237/17*z + 1
*
0 | 0.11099915237584095454604348251965475065 | 0.020268399729729292960563583252565298186
f(z) = 203/18*z^3 - 239/18*z + 1
*
0 | 0.13757944049891059004618133098633344695 | 0.025381155276625059182105152948344511090
f(z) = 204/11*z^3 - 226/11*z + 1
*
0 | 0.13755390173457079107472982591852972863 | 0.025294574411384983238272934862977056122
f(z) = 204/13*z^3 - 230/13*z + 1
*
[ 1/3 ] 
f(z) = 205*z^3 - 223/9*z + 1
*
[ 1/2 ] 
f(z) = 205/4*z^3 - 221/16*z + 1
*
0 | 0.10918412247989997668178868585946127361 | 0.020226163699956961238529000817626514876
f(z) = 205/8*z^3 - 221/8*z + 1
*
0 | 0.12413292405646300754774108614532315978 | 0.022957089085213753276186434258587773523
f(z) = 205/9*z^3 - 223/9*z + 1
*
0 | 0.13767068021477951368215904105911711287 | 0.025377317721112342747424628807981313471
f(z) = 205/11*z^3 - 227/11*z + 1
*
0 | 0.091643528783274893201209011129110087581 | 0.016865700660308008252096953191752968317
f(z) = 205/12*z^3 - 229/12*z + 1
*
0 | 0.13764526762512756395467461932577643404 | 0.025291198681611445044618947521582425585
f(z) = 205/13*z^3 - 231/13*z + 1
*
0 | 0.12479713419302512406457441105663201856 | 0.022894194428474684864646878450246996866
f(z) = 205/14*z^3 - 233/14*z + 1
*
0 | 0.11193492885373226302394570986844457068 | 0.020470683563201510750292790844915311863
f(z) = 205/16*z^3 - 237/16*z + 1
*
0 | 0.13759427894259988365553823459987368473 | 0.025124658940544091982145285032216808684
f(z) = 205/17*z^3 - 239/17*z + 1
*
[ 1/3 ] 
f(z) = 206*z^3 - 224/9*z + 1
*
0 | 0.12422359202669851329572688511529509317 | 0.022954862686209185504884398809969762769
f(z) = 206/9*z^3 - 224/9*z + 1
*
0 | 0.13776147258688128216387123221307733834 | 0.025373494708497822001366986038625488572
f(z) = 206/11*z^3 - 228/11*z + 1
*
0 | 0.13773618493123415591987321961682813219 | 0.025287832978276459119378184536288356195
f(z) = 206/13*z^3 - 232/13*z + 1
*
0 | 0.11736617140673611450871860393498544018 | 0.021480560821580047860613442802818913037
f(z) = 206/15*z^3 - 236/15*z + 1
*
0 | 0.13768544773208832407997094653782505856 | 0.025122152664662372675579669802539599918
f(z) = 206/17*z^3 - 240/17*z + 1
*
[ 1/2 ] 
f(z) = 207/4*z^3 - 223/16*z + 1
*
0 | 0.13790199112718055455012786175672242470 | 0.025546097580276321238356090682427198770
f(z) = 207/7*z^3 - 221/7*z + 1
*
0 | 0.10270915901128847041669972390269128670 | 0.018994987278451768727772100500248304127
f(z) = 207/8*z^3 - 223/8*z + 1
*
0 | 0.12502897729217033374995436238110496965 | 0.023047028431464981110799727525637416375
f(z) = 207/10*z^3 - 227/10*z + 1
*
0 | 0.13785182198056505612902404927847479184 | 0.025369686172828700412911240795635638798
f(z) = 207/11*z^3 - 229/11*z + 1
*
0 | 0.13782665803645085718229160443681039946 | 0.025284477299237172356219638647825969323
f(z) = 207/13*z^3 - 233/13*z + 1
*
0 | 0.12497864932620964370078954653874695583 | 0.022891600287682500869430711748637764961
f(z) = 207/14*z^3 - 235/14*z + 1
*
0 | 0.11211669423472497088243172658533840197 | 0.020472462415125942242163470425755898128
f(z) = 207/16*z^3 - 239/16*z + 1
*
[ 1/3 ] 
f(z) = 208*z^3 - 226/9*z + 1
*
0 | 0.13799165837585396803739811603591972695 | 0.025541347117793924024116072597203314674
f(z) = 208/7*z^3 - 222/7*z + 1
*
0 | 0.12440360695993594744395271937837813618 | 0.022950429611954779219865529426433395824
f(z) = 208/9*z^3 - 226/9*z + 1
*
0 | 0.13794173269759008436579172915657047414 | 0.025365892047812777163151150557509504067
f(z) = 208/11*z^3 - 230/11*z + 1
*
0 | 0.11754692500449922562657754773731397849 | 0.021480466156407105809592551893485689726
f(z) = 208/15*z^3 - 238/15*z + 1
*
[ 1/3 ] 
f(z) = 209*z^3 - 227/9*z + 1
*
[ 1/2 ] 
f(z) = 209/3*z^3 - 221/12*z + 1
*
[ 1/2 ] 
f(z) = 209/4*z^3 - 225/16*z + 1
*
0 | 0.10491320369276094072920229040926607929 | 0.019434983621976314200782542416412138084
f(z) = 209/6*z^3 - 221/6*z + 1
*
0 | 0.13808089353901673415842639899049847257 | 0.025536620506089495937228880635900252969
f(z) = 209/7*z^3 - 223/7*z + 1
*
0 | 0.10954391643263376650626354434831442250 | 0.020225606672292860740932582327397018799
f(z) = 209/8*z^3 - 225/8*z + 1
*
0 | 0.12449296242902986943037473078897567894 | 0.022948222938066294357378255997590406389
f(z) = 209/9*z^3 - 227/9*z + 1
*
0 | 0.12520824276082788287383322104372131748 | 0.023042813504063734122955274188155218620
f(z) = 209/10*z^3 - 229/10*z + 1
*
0 | 0.092004303520559664809874527825991919762 | 0.016878307556310976675461106790169386575
f(z) = 209/12*z^3 - 233/12*z + 1
*
0 | 0.13800628885997045286838713053704416440 | 0.025277795997963084940936949425261986722
f(z) = 209/13*z^3 - 235/13*z + 1
*
0 | 0.12515840245057581376541417983137007031 | 0.022888995223193320891537613920779503714
f(z) = 209/14*z^3 - 237/14*z + 1
*
0 | 0.11763664443748423410726174397355087654 | 0.021480403059743656372313241133024938046
f(z) = 209/15*z^3 - 239/15*z + 1
*
[ 1/15 ] 
f(z) = 210*z^3 - 224/15*z + 1
*
0 | 0.13812025499809671412258744408502523440 | 0.025358346763071825594173775131369993848
f(z) = 210/11*z^3 - 232/11*z + 1
*
0 | 0.13809545503059207491460390167435673993 | 0.025274470364108287914849918219731893046
f(z) = 210/13*z^3 - 236/13*z + 1
*
[ 1/3 ] 
f(z) = 211*z^3 - 229/9*z + 1
*
[ 1/2 ] 
f(z) = 211/3*z^3 - 223/12*z + 1
*
[ 1/2 ] 
f(z) = 211/4*z^3 - 227/16*z + 1
*
0 | 0.13828261298368429350494510804615194848 | 0.025616607099449710164465276556882993914
f(z) = 211/5*z^3 - 221/5*z + 1
*
0 | 0.10509027606698123072098088726984138824 | 0.019435350033017965611459113850336488737
f(z) = 211/6*z^3 - 223/6*z + 1
*
0 | 0.13825808412677027013645194283971672389 | 0.025527238023596739957605546382641464200
f(z) = 211/7*z^3 - 225/7*z + 1
*
0 | 0.10686876794557767389405816380076743328 | 0.019699493562374380305137887408432660008
f(z) = 211/8*z^3 - 227/8*z + 1
*
0 | 0.12467039017938018950354700776780580650 | 0.022943829312179077559568179352281085619
f(z) = 211/9*z^3 - 229/9*z + 1
*
0 | 0.12538578946235475041098447865506985430 | 0.023038619255546511092762212700414404794
f(z) = 211/10*z^3 - 231/10*z + 1
*
0 | 0.13820887487806271621780596164391155535 | 0.025354595469356085870154472425801133551
f(z) = 211/11*z^3 - 233/11*z + 1
*
0 | 0.092181055253104133872146464372154360035 | 0.016884258890036705567788913797476331057
f(z) = 211/12*z^3 - 235/12*z + 1
*
0 | 0.13818419390734820130959865842644447396 | 0.025271154731422197832418533931416066593
f(z) = 211/13*z^3 - 237/13*z + 1
*
0 | 0.12533642744760556772789066944320125099 | 0.022886380281559671859019814318021441899
f(z) = 211/14*z^3 - 239/14*z + 1
*
[ 1/3 ] 
f(z) = 212*z^3 - 230/9*z + 1
*
0 | 0.13837046010974613555074067594772635887 | 0.025611460823854398629516275253180654118
f(z) = 212/5*z^3 - 222/5*z + 1
*
0 | 0.13834604766311518424217136551545715423 | 0.025522581752850655408301310368686624296
f(z) = 212/7*z^3 - 226/7*z + 1
*
0 | 0.12475847060519919281456011712048795582 | 0.022941642355323217860882706652348887322
f(z) = 212/9*z^3 - 230/9*z + 1
*
0 | 0.13829707267665266767861661950169258525 | 0.025350858318371352086849173422112068322
f(z) = 212/11*z^3 - 234/11*z + 1
*
0 | 0.13827250956615977461495408825345503191 | 0.025267849090766832644059061971704792023
f(z) = 212/13*z^3 - 238/13*z + 1
*
[ 1/2 ] 
f(z) = 213/2*z^3 - 221/8*z + 1
*
[ 1/2 ] 
f(z) = 213/4*z^3 - 229/16*z + 1
*
0 | 0.11279920906186039150414743953634414892 | 0.020895852033164108453374586954241867452
f(z) = 213/4*z^3 - 221/4*z + 1
*
0 | 0.13845789247576266106707997527897570125 | 0.025606342525784854067086550738654101312
f(z) = 213/5*z^3 - 223/5*z + 1
*
0 | 0.13843359533968619520252362040341426728 | 0.025517948532907521997161313826982886134
f(z) = 213/7*z^3 - 227/7*z + 1
*
0 | 0.10989685290841810471734667544137360786 | 0.020224967864850966251796372664586792822
f(z) = 213/8*z^3 - 229/8*z + 1
*
0 | 0.12556165004328221738208529452109673991 | 0.023034445842360235198956984137741375831
f(z) = 213/10*z^3 - 233/10*z + 1
*
0 | 0.13838485239553501592539308240562047378 | 0.025347135242596916164688301198822377723
f(z) = 213/11*z^3 - 235/11*z + 1
*
0 | 0.13836040602490225126274316708192885361 | 0.025264553431767750341956161832000489289
f(z) = 213/13*z^3 - 239/13*z + 1
*
[ 1/3 ] 
f(z) = 214*z^3 - 232/9*z + 1
*
0 | 0.13854491397984257175414709538722704201 | 0.025601251939296959220153721921547579443
f(z) = 214/5*z^3 - 224/5*z + 1
*
0 | 0.13852073107010267846529087057952196655 | 0.025513338169406316589635494056346096362
f(z) = 214/7*z^3 - 228/7*z + 1
*
0 | 0.12493338448718891837091818117540990506 | 0.022937288134560504209076568348775486612
f(z) = 214/9*z^3 - 232/9*z + 1
*
0 | 0.13847221797973643567170187926886786898 | 0.025343426174350802287784326345106197554
f(z) = 214/11*z^3 - 236/11*z + 1
*
0 | 0.13844788724450261496143760825243546798 | 0.025261267742863760461934505350800930004
f(z) = 214/13*z^3 - 240/13*z + 1
*
[ 1/3 ] 
f(z) = 215*z^3 - 233/9*z + 1
*
[ 1/2 ] 
f(z) = 215/2*z^3 - 223/8*z + 1
*
[ 1/2 ] 
f(z) = 215/3*z^3 - 227/12*z + 1
*
0 | 0.11831191155267418221288595836723549239 | 0.021917070324577191236315929598108604065
f(z) = 215/3*z^3 - 221/3*z + 1
*
[ 1/2 ] 
f(z) = 215/4*z^3 - 231/16*z + 1
*
0 | 0.11297273170406892720260779797757228594 | 0.020893127956532899110525145348140150941
f(z) = 215/4*z^3 - 223/4*z + 1
*
0 | 0.10544045448380242584674630688430303947 | 0.019436207549199578835575168105611019663
f(z) = 215/6*z^3 - 227/6*z + 1
*
0 | 0.13860745871299593364186287968117735108 | 0.025508750470180793448496682929151577104
f(z) = 215/7*z^3 - 229/7*z + 1
*
0 | 0.10045699196738233096089793490013944846 | 0.018458155421104379856846050559877046196
f(z) = 215/8*z^3 - 231/8*z + 1
*
0 | 0.12502022574659442282893414807034244420 | 0.022935120860285740492646576930080821904
f(z) = 215/9*z^3 - 233/9*z + 1
*
0 | 0.13855917331870582604651325870655302631 | 0.025339731045815071650345474368862445913
f(z) = 215/11*z^3 - 237/11*z + 1
*
0 | 0.092532619461587286349338901434450574073 | 0.016896418388277536148105705173766279148
f(z) = 215/12*z^3 - 239/12*z + 1
*
0 | 0.13871773972215719142026088460212872328 | 0.025591152854982069989605867467744070559
f(z) = 216/5*z^3 - 226/5*z + 1
*
0 | 0.13869378207303453814274567915991887363 | 0.025504185245230923779251915923412243911
f(z) = 216/7*z^3 - 230/7*z + 1
*
0 | 0.13864572224735344018234912140576493906 | 0.025336049789060009072308698939172827073
f(z) = 216/11*z^3 - 238/11*z + 1
*
[ 1/3 ] 
f(z) = 217*z^3 - 235/9*z + 1
*
[ 1/2 ] 
f(z) = 217*z^3 - 221/4*z + 1
*
[ 1/2 ] 
f(z) = 217/2*z^3 - 225/8*z + 1
*
0 | 0.12600382585385579335975478104408410587 | 0.023341983712056035629063656018087514876
f(z) = 217/2*z^3 - 221/2*z + 1
*
[ 1/2 ] 
f(z) = 217/3*z^3 - 229/12*z + 1
*
0 | 0.11848267868260830577536962049386820125 | 0.021912135158712368071925327686572682349
f(z) = 217/3*z^3 - 223/3*z + 1
*
[ 1/2 ] 
f(z) = 217/4*z^3 - 233/16*z + 1
*
0 | 0.11314464347712942418138701772063062076 | 0.020890425781449352198654804489426394059
f(z) = 217/4*z^3 - 225/4*z + 1
*
0 | 0.13880355148717131616383064528598428869 | 0.025586143842780050092144317499485442573
f(z) = 217/5*z^3 - 227/5*z + 1
*
0 | 0.10561258897722361302515454020689029477 | 0.019436509432786881730762327194363350223
f(z) = 217/6*z^3 - 229/6*z + 1
*
0 | 0.11024318842914876418958179540634245758 | 0.020224254400009805258785291459141535331
f(z) = 217/8*z^3 - 233/8*z + 1
*
0 | 0.12519269600187238244597228346612670842 | 0.022930805951758685334405403182576084932
f(z) = 217/9*z^3 - 235/9*z + 1
*
0 | 0.12590843885672589880320702875226310322 | 0.023026162040454109597108616375561028251
f(z) = 217/10*z^3 - 237/10*z + 1
*
0 | 0.13873186854706584148482255806182324034 | 0.025332382336067237183221910520568498364
f(z) = 217/11*z^3 - 239/11*z + 1
*
[ 1/3 ] 
f(z) = 218*z^3 - 236/9*z + 1
*
0 | 0.11856901865539678284905113674057668854 | 0.021909972958182087657263723359749481741
f(z) = 218/3*z^3 - 224/3*z + 1
*
0 | 0.13888896744577469307781296168147891627 | 0.025581161513292958769701684090258157254
f(z) = 218/5*z^3 - 228/5*z + 1
*
0 | 0.13886523089939475238945155359363635522 | 0.025495121468820145751020991583859972686
f(z) = 218/7*z^3 - 232/7*z + 1
*
0 | 0.12527833247846177483247952069231940148 | 0.022928658302261661640031300519991232003
f(z) = 218/9*z^3 - 236/9*z + 1
*
0 | 0.13881761594669735829293721518164097798 | 0.025328728618751801937022988821153888123
f(z) = 218/11*z^3 - 240/11*z + 1
*
[ 1/2 ] 
f(z) = 219*z^3 - 223/4*z + 1
*
0 | 0.13902110699193329011633322824014899878 | 0.025753411795618160385221863908411710091
f(z) = 219*z^3 - 221*z + 1
*
[ 1/2 ] 
f(z) = 219/2*z^3 - 227/8*z + 1
*
0 | 0.12617393862283155435358515038416598777 | 0.023334553433052920225907314453654424122
f(z) = 219/2*z^3 - 223/2*z + 1
*
[ 1/2 ] 
f(z) = 219/4*z^3 - 235/16*z + 1
*
0 | 0.11331497401474159238942247269927689251 | 0.020887745260250233923240942544369696053
f(z) = 219/4*z^3 - 227/4*z + 1
*
0 | 0.13897399123254042799971260913412373105 | 0.025576205617739822526153577093406171725
f(z) = 219/5*z^3 - 229/5*z + 1
*
0 | 0.13895036371413897810945282824573083692 | 0.025490622547938008193716672946902105416
f(z) = 219/7*z^3 - 233/7*z + 1
*
0 | 0.10756149956907641539154297507102118565 | 0.019701403941822438035859340666040706681
f(z) = 219/8*z^3 - 235/8*z + 1
*
0 | 0.12607942791103862502285893005401331250 | 0.023022051861656467388829841594809881548
f(z) = 219/10*z^3 - 239/10*z + 1
*
-2 | 0.11319937566870115837479432632344497645 | 0.016685104588854425116137459113174963950
f(z) = 219/16*z^3 - 221/4*z + 1
*
1/4 | 0.21017705135512884269020531254876918039 | 0.027651591698992936986402341964533415303
f(z) = 200/3*z^3 - 233/30*z + 1
*
1/4 | 0.20981556197071585843916092142040103159 | 0.027604032953654852192797320596506087917
f(z) = 200/3*z^3 - 227/30*z + 1
*
[ 3/5 ] 
f(z) = 200/7*z^3 - 230/21*z + 1
*
[ 3/5 ] 
f(z) = 200/11*z^3 - 238/33*z + 1
*
[ 1/2 ] 
f(z) = 201/5*z^3 - 221/20*z + 1
*
[ 1/2 ] 
f(z) = 201/7*z^3 - 229/28*z + 1
*
[ 1/2 ] 
f(z) = 201/8*z^3 - 233/32*z + 1
*
-2/3 | 0.18220007811684620306931476378133756935 | 0.028460236600684444923319459836029947023
f(z) = 201/10*z^3 - 223/30*z + 1
*
[ 1/7 ] 
f(z) = 203/5*z^3 - 239/35*z + 1
*
[ 1/2 ] 
f(z) = 203/5*z^3 - 223/20*z + 1
*
[ 1/2 ] 
f(z) = 203/6*z^3 - 227/24*z + 1
*
[ 1/2 ] 
f(z) = 203/8*z^3 - 235/32*z + 1
*
[ 1/2 ] 
f(z) = 203/9*z^3 - 239/36*z + 1
*
[ 2/3 ] 
f(z) = 203/16*z^3 - 221/36*z + 1
*
[ 1/10 ] 
f(z) = 205*z^3 - 221/20*z + 1
*
[ -2/5 ] 
f(z) = 205/3*z^3 - 223/30*z + 1
*
[ 1/2 ] 
f(z) = 205/6*z^3 - 229/24*z + 1
*
[ 1/2 ] 
f(z) = 205/7*z^3 - 233/28*z + 1
*
[ 1/2 ] 
f(z) = 205/8*z^3 - 237/32*z + 1
*
[ 2/3 ] 
f(z) = 205/16*z^3 - 223/36*z + 1
*
[ 1/2 ] 
f(z) = 207/5*z^3 - 227/20*z + 1
*
[ 1/2 ] 
f(z) = 207/7*z^3 - 235/28*z + 1
*
[ 1/2 ] 
f(z) = 207/8*z^3 - 239/32*z + 1
*
[ 4/9 ] 
f(z) = 207/8*z^3 - 229/36*z + 1
*
[ 1/11 ] 
f(z) = 209/2*z^3 - 239/22*z + 1
*
[ 1/2 ] 
f(z) = 209/5*z^3 - 229/20*z + 1
*
[ 1/2 ] 
f(z) = 209/6*z^3 - 233/24*z + 1
*
[ 1/2 ] 
f(z) = 209/7*z^3 - 237/28*z + 1
*
[ 2/3 ] 
f(z) = 209/16*z^3 - 227/36*z + 1
*
[ 1/2 ] 
f(z) = 211/5*z^3 - 231/20*z + 1
*
[ 1/2 ] 
f(z) = 211/6*z^3 - 235/24*z + 1
*
[ 1/2 ] 
f(z) = 211/7*z^3 - 239/28*z + 1
*
[ 2/3 ] 
f(z) = 211/16*z^3 - 229/36*z + 1
*
[ 1/2 ] 
f(z) = 213/5*z^3 - 233/20*z + 1
*
-2/3 | 0.15854807470788033690288856937937725852 | 0.024543408625872277635839489834259036605
f(z) = 213/10*z^3 - 239/30*z + 1
*
[ 1/10 ] 
f(z) = 215*z^3 - 223/20*z + 1
*
[ -2/5 ] 
f(z) = 215/3*z^3 - 239/30*z + 1
*
[ 1/2 ] 
f(z) = 215/6*z^3 - 239/24*z + 1
*
[ 2/3 ] 
f(z) = 215/16*z^3 - 233/36*z + 1
*
13/36 | 0.10786643525625322257295341422645896971 | 0.015050350941179258167001013047219166954
f(z) = 216/5*z^3 - 229/30*z + 1
*
1/2 | 0.18741386078130783181666382101218352411 | 0.028949185207421946016280683885809360576
f(z) = 216/7*z^3 - 232/21*z + 1
*
1/6 | 0.10548371351937810873863932590586936068 | 0.016293712462401179559480976389498360087
f(z) = 216/7*z^3 - 221/21*z + 1
*
[ 1/2 ] 
f(z) = 217/5*z^3 - 237/20*z + 1
*
[ 2/3 ] 
f(z) = 217/16*z^3 - 235/36*z + 1
*
[ 1/2 ] 
f(z) = 219/5*z^3 - 239/20*z + 1
*
[ 2/7 ] 
f(z) = 201/8*z^3 - 223/49*z + 1
*
[ 1/4 ] 
f(z) = 202/5*z^3 - 221/40*z + 1
*
[ 2/7 ] 
f(z) = 203/6*z^3 - 221/42*z + 1
*
[ 2/7 ] 
f(z) = 205/8*z^3 - 225/49*z + 1
*
[ 1/5 ] 
f(z) = 205/9*z^3 - 221/45*z + 1
*
[ 1/4 ] 
f(z) = 206/5*z^3 - 223/40*z + 1
*
[ 2/7 ] 
f(z) = 207/8*z^3 - 226/49*z + 1
*
[ 1/6 ] 
f(z) = 207/10*z^3 - 223/40*z + 1
*
[ -3/4 ] 
f(z) = 208/17*z^3 - 232/51*z + 1
*
[ 4/11 ] 
f(z) = 209/8*z^3 - 229/44*z + 1
*
[ 2/7 ] 
f(z) = 209/8*z^3 - 227/49*z + 1
*
[ 2/7 ] 
f(z) = 211/8*z^3 - 228/49*z + 1
*
[ 3/8 ] 
f(z) = 212/9*z^3 - 239/48*z + 1
*
[ 2/7 ] 
f(z) = 213/8*z^3 - 229/49*z + 1
*
[ 1/4 ] 
f(z) = 214/5*z^3 - 227/40*z + 1
*
[ 2/7 ] 
f(z) = 215/8*z^3 - 230/49*z + 1
*
[ 1/5 ] 
f(z) = 215/9*z^3 - 223/45*z + 1
*
[ 5/24 ] 
f(z) = 216/5*z^3 - 227/40*z + 1
*
7/36 | 0.10811312790817918472441703577480194606 | 0.015084771388812255039224042694857536692
f(z) = 216/7*z^3 - 235/42*z + 1
*
[ 7/36 ] 
f(z) = 216/7*z^3 - 223/42*z + 1
*
[ 2/7 ] 
f(z) = 217/6*z^3 - 229/42*z + 1
*
[ 1/4 ] 
f(z) = 218/5*z^3 - 229/40*z + 1
*
[ 2/7 ] 
f(z) = 219/8*z^3 - 232/49*z + 1
*
[ 3/11 ] 
f(z) = 209/18*z^3 - 233/66*z + 1
*
[ 1/4 ] 
f(z) = 212/15*z^3 - 233/60*z + 1
*
[ 3/5 ] 
f(z) = 200*z^3 - 218/3*z + 1
*
[ 1/3 ] 
f(z) = 200*z^3 - 218/9*z + 1
*
[ -3/5 ] 
f(z) = 200*z^3 - 208/3*z + 1
*
0 | 0.13733935377714584386429958149740711913 | 0.025872725643505839033828242526612508837
f(z) = 200*z^3 - 202*z + 1
*
0 | 0.11696890640991812698207040836607394789 | 0.021954133824490111212807215870894609938
f(z) = 200/3*z^3 - 206/3*z + 1
*
0 | 0.13726186086022692254657172489348851957 | 0.025580036227513395030880979904633856619
f(z) = 200/7*z^3 - 214/7*z + 1
*
0 | 0.12367280330925388082758882400624074803 | 0.022968319567033495086859011543619798776
f(z) = 200/9*z^3 - 218/9*z + 1
*
[ 1/2 ] 
f(z) = 201*z^3 - 205/4*z + 1
*
0 | 0.13743177970584355473057331398331168704 | 0.025866074126986651216374143657776957619
f(z) = 201*z^3 - 203*z + 1
*
[ 1/2 ] 
f(z) = 201/2*z^3 - 209/8*z + 1
*
0 | 0.12458355637211476842279132871465974029 | 0.023404719671835010062728580350637870460
f(z) = 201/2*z^3 - 205/2*z + 1
*
[ 1/2 ] 
f(z) = 201/4*z^3 - 217/16*z + 1
*
0 | 0.11172247533129140013340905514684804502 | 0.020912670391262387826846951172505360061
f(z) = 201/4*z^3 - 209/4*z + 1
*
0 | 0.13738043106239951568424754411553122085 | 0.025669669792455809467044398040569757022
f(z) = 201/5*z^3 - 211/5*z + 1
*
0 | 0.13735467398309950477097646411322233526 | 0.025575112912791990958486754493818482935
f(z) = 201/7*z^3 - 215/7*z + 1
*
0 | 0.10881719927808506278486274760479487758 | 0.020226631128282306988902601199230560416
f(z) = 201/8*z^3 - 217/8*z + 1
*
-2 | 0.11159553300201791585181690854617752263 | 0.016657291937584228709821834390608342545
f(z) = 201/16*z^3 - 203/4*z + 1
*
[ 1/3 ] 
f(z) = 202*z^3 - 220/9*z + 1
*
0 | 0.13752374662655939561622193026979078179 | 0.025859466650948958763074568608388557838
f(z) = 202*z^3 - 204*z + 1
*
-1 | 0.12045225900978706555738891159367614077 | 0.022691443965562905223672239220769615663
f(z) = 202*z^3 - 201*z + 1
*
0 | 0.11715458862004406364087162906780810664 | 0.021949180852794944266349397884808072878
f(z) = 202/3*z^3 - 208/3*z + 1
*
0 | 0.13747265299747050951114354489105984035 | 0.025664228287985160249007370961936469781
f(z) = 202/5*z^3 - 212/5*z + 1
*
0 | 0.13744702424794191053535630424033259048 | 0.025570214940207777849610346302628931183
f(z) = 202/7*z^3 - 216/7*z + 1
*
0 | 0.12385822576650579973572840250890848937 | 0.022963807697524362418895032124931898847
f(z) = 202/9*z^3 - 220/9*z + 1
*
[ 1/2 ] 
f(z) = 203*z^3 - 207/4*z + 1
*
0 | 0.13761525907584832233525300212963095193 | 0.025852902702640240375187632469683824918
f(z) = 203*z^3 - 205*z + 1
*
-1 | 0.12054355853267154294264008447514039909 | 0.022687537243645695913463345054162554650
f(z) = 203*z^3 - 202*z + 1
*
[ -1 ] 
f(z) = 203*z^3 - 201*z + 1
*
[ 1/2 ] 
f(z) = 203/2*z^3 - 211/8*z + 1
*
0 | 0.12476716221394633263678885868887108146 | 0.023396538810843239377834082564304238550
f(z) = 203/2*z^3 - 207/2*z + 1
*
-1 | 0.10773843980063154446095825092569799200 | 0.020277482225536018989190235318185720436
f(z) = 203/2*z^3 - 201/2*z + 1
*
[ 1/2 ] 
f(z) = 203/3*z^3 - 215/12*z + 1
*
0 | 0.11724622704773911615355896890412340599 | 0.021946628855096091802343642545535154779
f(z) = 203/3*z^3 - 209/3*z + 1
*
[ 1/2 ] 
f(z) = 203/4*z^3 - 219/16*z + 1
*
0 | 0.11190633492604410868756259778721989857 | 0.020909809665182626931495274140240672384
f(z) = 203/4*z^3 - 211/4*z + 1
*
0 | 0.13756441794064556132897823503770151582 | 0.025658817629917871065974863838730971397
f(z) = 203/5*z^3 - 213/5*z + 1
*
0 | 0.10437159511591850667000507062518493367 | 0.019433742242410074551815959198668448584
f(z) = 203/6*z^3 - 215/6*z + 1
*
0 | 0.10614911211632080560268025579513400135 | 0.019697105074519987549438138133473799277
f(z) = 203/8*z^3 - 219/8*z + 1
*
-2 | 0.11178076237539564369367576562291362940 | 0.016660559233342549680988963946281874913
f(z) = 203/16*z^3 - 205/4*z + 1
*
[ 2 ] 
f(z) = 203/16*z^3 - 201/4*z + 1
*
0 | 0.13770632152334104371740934673609790927 | 0.025846381777793081333943649150963999877
f(z) = 204*z^3 - 206*z + 1
*
-1 | 0.12063441013966711361973500510524606489 | 0.022683657059130444207411639009488041207
f(z) = 204*z^3 - 203*z + 1
*
[ -1 ] 
f(z) = 204*z^3 - 202*z + 1
*
0 | 0.13765573039873894424674666957870644778 | 0.025653437513208559990213887264254264328
f(z) = 204/5*z^3 - 214/5*z + 1
*
0 | 0.13763035451026962477481985287540073103 | 0.025560494142041079610227210189924456709
f(z) = 204/7*z^3 - 218/7*z + 1
*
[ 1/2 ] 
f(z) = 205*z^3 - 209/4*z + 1
*
0 | 0.13779693837305395783738430106343254758 | 0.025839903380443793563347126210293552503
f(z) = 205*z^3 - 207*z + 1
*
-1 | 0.12072481820428803183873353363956008985 | 0.022679803095884626671339565460329250640
f(z) = 205*z^3 - 204*z + 1
*
[ -1 ] 
f(z) = 205*z^3 - 203*z + 1
*
[ 1/2 ] 
f(z) = 205/2*z^3 - 213/8*z + 1
*
0 | 0.12494896551135953581640727146233024800 | 0.023388458980342840630678834059440249024
f(z) = 205/2*z^3 - 209/2*z + 1
*
-1 | 0.10791875299383281708500218272463670625 | 0.020274009144596933022030808982365530269
f(z) = 205/2*z^3 - 203/2*z + 1
*
[ -1 ] 
f(z) = 205/2*z^3 - 201/2*z + 1
*
[ 1/2 ] 
f(z) = 205/3*z^3 - 217/12*z + 1
*
0 | 0.11742815460684929828970497723031207024 | 0.021941567148862175062826788702938067963
f(z) = 205/3*z^3 - 211/3*z + 1
*
-1 | 0.10044108932771969526994402651767144556 | 0.018869228072342871665197531068862361733
f(z) = 205/3*z^3 - 202/3*z + 1
*
0 | 0.11208838700949017135587773047129324128 | 0.020906972338945128193286851567673741603
f(z) = 205/4*z^3 - 213/4*z + 1
*
-1 | 0.11225719360145753018154925442878659403 | 0.021089044364261680067286422774854227084
f(z) = 205/4*z^3 - 201/4*z + 1
*
0 | 0.10455389704058550453800138128127572588 | 0.019434180648777541088866081901025082880
f(z) = 205/6*z^3 - 217/6*z + 1
*
0 | 0.13772134349233555025640143652755888705 | 0.025555670883049277003283864978033300591
f(z) = 205/7*z^3 - 219/7*z + 1
*
-2 | 0.11196415486106691136471379609353660675 | 0.016663779678417791162886123343329263018
f(z) = 205/16*z^3 - 207/4*z + 1
*
[ 2 ] 
f(z) = 205/16*z^3 - 203/4*z + 1
*
0 | 0.13788711396466719433003165576750106124 | 0.025833467022755777061578078399220132253
f(z) = 206*z^3 - 208*z + 1
*
-1 | 0.12081478703630410852167664921524194299 | 0.022675975043119580937839707479609993021
f(z) = 206*z^3 - 205*z + 1
*
[ -1 ] 
f(z) = 206*z^3 - 204*z + 1
*
0 | 0.11751845251790881148043311105161339979 | 0.021939057170343914422565546081367656887
f(z) = 206/3*z^3 - 212/3*z + 1
*
-1 | 0.10052973522330180413394490632403190422 | 0.018868632084994714394917161732078313585
f(z) = 206/3*z^3 - 203/3*z + 1
*
0 | 0.13783701555652284282489499216661797830 | 0.025642767704734992826145994878657192258
f(z) = 206/5*z^3 - 216/5*z + 1
*
-1 | 0.12093372098482116899589671348248195059 | 0.022698297999725398712174717354530805705
f(z) = 206/5*z^3 - 201/5*z + 1
*
0 | 0.13781188758817482692969869100144025368 | 0.025550872099311931679383274149770108955
f(z) = 206/7*z^3 - 220/7*z + 1
*
[ 1/2 ] 
f(z) = 207*z^3 - 211/4*z + 1
*
0 | 0.13797685257477169012946320918480093020 | 0.025827072224847476441435155775529212716
f(z) = 207*z^3 - 209*z + 1
*
-1 | 0.12090432088297350248464011318945265002 | 0.022672172595273956169133303848039486144
f(z) = 207*z^3 - 206*z + 1
*
[ -1 ] 
f(z) = 207*z^3 - 205*z + 1
*
[ 1/2 ] 
f(z) = 207/2*z^3 - 215/8*z + 1
*
0 | 0.12512900131341826301924147849070227815 | 0.023380477993378005857570829950752795424
f(z) = 207/2*z^3 - 211/2*z + 1
*
-1 | 0.10809796699919706404246682148351416011 | 0.020270704529875600729095165309485005112
f(z) = 207/2*z^3 - 205/2*z + 1
*
[ -1 ] 
f(z) = 207/2*z^3 - 203/2*z + 1
*
0 | 0.11226866677511140459453718958122033713 | 0.020904158162796727821497754300053486728
f(z) = 207/4*z^3 - 215/4*z + 1
*
-1 | 0.11243583470868730335183847843373369822 | 0.021084148455508522518977203744855181071
f(z) = 207/4*z^3 - 203/4*z + 1
*
0 | 0.13792699694328276178645008917357185083 | 0.025637477423712240527644320717504450557
f(z) = 207/5*z^3 - 217/5*z + 1
*
-1 | 0.12102268467883427612105275759142248885 | 0.022694368364533391703311955563634931717
f(z) = 207/5*z^3 - 202/5*z + 1
*
-2 | 0.11214574658306447754044836517257754504 | 0.016666954446702906390580672747978242784
f(z) = 207/16*z^3 - 209/4*z + 1
*
[ 2 ] 
f(z) = 207/16*z^3 - 205/4*z + 1
*
[ -2 ] 
f(z) = 207/16*z^3 - 201/4*z + 1
*
0 | 0.13806615841808619466472965913521463419 | 0.025820718514624791512655422032679488914
f(z) = 208*z^3 - 210*z + 1
*
-1 | 0.12099342393024585286126920062384734825 | 0.022668395451900269186895308127417646175
f(z) = 208*z^3 - 207*z + 1
*
[ -1 ] 
f(z) = 208*z^3 - 206*z + 1
*
0 | 0.11769773807448024733819723050568366142 | 0.021934078300944652136166739527906290214
f(z) = 208/3*z^3 - 214/3*z + 1
*
-1 | 0.10070780178034929104780831912500316417 | 0.018867837620370621322056599993420386806
f(z) = 208/3*z^3 - 205/3*z + 1
*
[ -1 ] 
f(z) = 208/3*z^3 - 202/3*z + 1
*
0 | 0.13801654322159781424273460626757032439 | 0.025632216505387095831207806313788347276
f(z) = 208/5*z^3 - 218/5*z + 1
*
-1 | 0.12111122301397448811700347954162215925 | 0.022690465380389702492576811431603865860
f(z) = 208/5*z^3 - 203/5*z + 1
*
-1 | 0.12116967540728223538080082771531884352 | 0.022701416570326883828320637391097280282
f(z) = 208/7*z^3 - 201/7*z + 1
*
[ 1/2 ] 
f(z) = 209*z^3 - 213/4*z + 1
*
0 | 0.13815503564864507044156645231901265526 | 0.025814405427617805823101086198994042902
f(z) = 209*z^3 - 211*z + 1
*
-1 | 0.12108210030393660487703109590091596128 | 0.022664643317554468682553226024720841860
f(z) = 209*z^3 - 208*z + 1
*
[ -1 ] 
f(z) = 209*z^3 - 207*z + 1
*
[ 1/2 ] 
f(z) = 209/2*z^3 - 217/8*z + 1
*
0 | 0.12530730365676797128609935747856818327 | 0.023372593729964512453417220583064602288
f(z) = 209/2*z^3 - 213/2*z + 1
*
-1 | 0.10827611538990170810494073375472503772 | 0.020267566625970617651355697622618236719
f(z) = 209/2*z^3 - 207/2*z + 1
*
[ -1 ] 
f(z) = 209/2*z^3 - 205/2*z + 1
*
0 | 0.11778673412264980078874601795953300868 | 0.021931609150675374877138189638058549216
f(z) = 209/3*z^3 - 215/3*z + 1
*
-1 | 0.10079619705810631451778135433387151069 | 0.018867444885357997056872171863875814312
f(z) = 209/3*z^3 - 206/3*z + 1
*
[ -1 ] 
f(z) = 209/3*z^3 - 203/3*z + 1
*
0 | 0.11244720839842609592029067558569656755 | 0.020901366886568133478804003555310912071
f(z) = 209/4*z^3 - 217/4*z + 1
*
-1 | 0.11261276894316590250971716642086358634 | 0.021079319194928513542034024069129459192
f(z) = 209/4*z^3 - 205/4*z + 1
*
[ -1 ] 
f(z) = 209/4*z^3 - 201/4*z + 1
*
0 | 0.13810565857921891384938999121070188073 | 0.025626984665116239695852402375965690923
f(z) = 209/5*z^3 - 219/5*z + 1
*
-1 | 0.12119934003855298472219084976163311153 | 0.022686588731129679042159289998794587735
f(z) = 209/5*z^3 - 204/5*z + 1
*
-1 | 0.088049419869943849378082569961520056023 | 0.016481450938334851139534450467775357253
f(z) = 209/6*z^3 - 203/6*z + 1
*
-1 | 0.12125751696765176148712333647524959070 | 0.022697478526929591856358950413945767455
f(z) = 209/7*z^3 - 202/7*z + 1
*
-1 | 0.11272912372346064968928810136315874741 | 0.021101098959130267496160211094074174936
f(z) = 209/8*z^3 - 201/8*z + 1
*
-2 | 0.11232557260871985744002813240718467389 | 0.016670084670657974853478907708433741616
f(z) = 209/16*z^3 - 211/4*z + 1
*
[ 2 ] 
f(z) = 209/16*z^3 - 207/4*z + 1
*
[ -2 ] 
f(z) = 209/16*z^3 - 203/4*z + 1
*
0 | 0.13824348836095772598678336525327634223 | 0.025808132506821701861021638465677770137
f(z) = 210*z^3 - 212*z + 1
*
-1 | 0.12117035407087335269509272222650873553 | 0.022660915901688413448413597712557587123
f(z) = 210*z^3 - 209*z + 1
*
[ -1 ] 
f(z) = 210*z^3 - 208*z + 1
*
[ 1/2 ] 
f(z) = 211*z^3 - 215/4*z + 1
*
0 | 0.13833152059114049028006950503644321482 | 0.025801899302541736215723002191837821683
f(z) = 211*z^3 - 213*z + 1
*
-1 | 0.12125818924001499570513992693246775982 | 0.022657212918545173952900209357417773354
f(z) = 211*z^3 - 210*z + 1
*
[ -1 ] 
f(z) = 211*z^3 - 209*z + 1
*
[ 1/2 ] 
f(z) = 211/2*z^3 - 219/8*z + 1
*
0 | 0.12548390560425677424371500988868639231 | 0.023364804134454685310523195779346186671
f(z) = 211/2*z^3 - 215/2*z + 1
*
-1 | 0.10845127436481215524387936938811176462 | 0.020264228172724815975381692837156429259
f(z) = 211/2*z^3 - 209/2*z + 1
*
[ -1 ] 
f(z) = 211/2*z^3 - 207/2*z + 1
*
0 | 0.11796345331478159706712079440411580179 | 0.021926710783273767194035337593836702855
f(z) = 211/3*z^3 - 217/3*z + 1
*
-1 | 0.10097173175530432335121967743118587770 | 0.018866668218225457719965116639221624019
f(z) = 211/3*z^3 - 208/3*z + 1
*
[ -1 ] 
f(z) = 211/3*z^3 - 205/3*z + 1
*
0 | 0.11262404507587369775870399661579244681 | 0.020898598260021410661828829438544653119
f(z) = 211/4*z^3 - 219/4*z + 1
*
-1 | 0.11278802861472325518301619349766103882 | 0.021074555005341051635141012180158211466
f(z) = 211/4*z^3 - 207/4*z + 1
*
[ -1 ] 
f(z) = 211/4*z^3 - 203/4*z + 1
*
-1 | 0.12137432606274108901568625875891509004 | 0.022678913199051425282198870957690670018
f(z) = 211/5*z^3 - 206/5*z + 1
*
[ -1 ] 
f(z) = 211/5*z^3 - 201/5*z + 1
*
-1 | 0.088222447856271287579192134020576975384 | 0.016484451877458537322492127482664632657
f(z) = 211/6*z^3 - 205/6*z + 1
*
-1 | 0.12143195978012605742303788022909175964 | 0.022689682116303634831127216396997064582
f(z) = 211/7*z^3 - 204/7*z + 1
*
-1 | 0.11290329694610144470695417925770033021 | 0.021096093007377611972115691356132427071
f(z) = 211/8*z^3 - 203/8*z + 1
*
-1 | 0.10792619383145324196153807864278665300 | 0.020166116354312718030340934012421923491
f(z) = 211/9*z^3 - 202/9*z + 1
*
-1 | 0.10868181820105579668603383243394649962 | 0.020307305517171146007003633344684481089
f(z) = 211/10*z^3 - 201/10*z + 1
*
-2 | 0.11250366698953634276928223492380937707 | 0.016673171443182916124707969758657675908
f(z) = 211/16*z^3 - 213/4*z + 1
*
[ 2 ] 
f(z) = 211/16*z^3 - 209/4*z + 1
*
[ -2 ] 
f(z) = 211/16*z^3 - 205/4*z + 1
*
0 | 0.13841913631802171100038715870206347077 | 0.025795705372242152407413123133859078236
f(z) = 212*z^3 - 214*z + 1
*
-1 | 0.12134560976354447830976603195405267384 | 0.022653534087057069828738639720012166948
f(z) = 212*z^3 - 211*z + 1
*
[ -1 ] 
f(z) = 212*z^3 - 210*z + 1
*
0 | 0.11805118450569284243080387912825384305 | 0.021924281316834204758723958326274030963
f(z) = 212/3*z^3 - 218/3*z + 1
*
-1 | 0.10105991267765532749878954758619798982 | 0.018866477173252156209837854087875780872
f(z) = 212/3*z^3 - 209/3*z + 1
*
[ -1 ] 
f(z) = 212/3*z^3 - 206/3*z + 1
*
-1 | 0.12146120287567322597038298469175410596 | 0.022675113710011210618380886428427849575
f(z) = 212/5*z^3 - 207/5*z + 1
*
[ -1 ] 
f(z) = 212/5*z^3 - 202/5*z + 1
*
-1 | 0.12151856877382662950372788847518543017 | 0.022685823123658602321720369319942500130
f(z) = 212/7*z^3 - 205/7*z + 1
*
-1 | 0.10801253763011540932988065141398244898 | 0.020164435349588221281334066822238690855
f(z) = 212/9*z^3 - 203/9*z + 1
*
-1 | 0.12163245694074674535561572764729733722 | 0.022707084457104984514918837877806734105
f(z) = 212/11*z^3 - 201/11*z + 1
*
[ 1/2 ] 
f(z) = 213*z^3 - 217/4*z + 1
*
0 | 0.13850633946422083312605949122954744001 | 0.025789550280398913336745904200773526235
f(z) = 213*z^3 - 215*z + 1
*
-1 | 0.12143261953793585793559429048663588184 | 0.022649879130746358957302549833331855590
f(z) = 213*z^3 - 212*z + 1
*
[ -1 ] 
f(z) = 213*z^3 - 211*z + 1
*
[ -1/2 ] 
f(z) = 213*z^3 - 201/4*z + 1
*
0 | 0.12565883928173229344909784304604585417 | 0.023357107213028404739394185094358067800
f(z) = 213/2*z^3 - 217/2*z + 1
*
-1 | 0.10862543203863953330206720189365826856 | 0.020261054365476057305098962011052456445
f(z) = 213/2*z^3 - 211/2*z + 1
*
[ -1 ] 
f(z) = 213/2*z^3 - 209/2*z + 1
*
-1 | 0.11296164512436124491577155793543513406 | 0.021069854362136550547384658042746664900
f(z) = 213/4*z^3 - 209/4*z + 1
*
[ -1 ] 
f(z) = 213/4*z^3 - 205/4*z + 1
*
-1 | 0.12154767400678246078980854931698276085 | 0.022671339343189636321684461070109882511
f(z) = 213/5*z^3 - 208/5*z + 1
*
[ -1 ] 
f(z) = 213/5*z^3 - 203/5*z + 1
*
-1 | 0.12160477456340946805827394055152973566 | 0.022681989864530782355116938982682380113
f(z) = 213/7*z^3 - 206/7*z + 1
*
-1 | 0.11307584710966541051492950104277818793 | 0.021091155567475553740686500564206910942
f(z) = 213/8*z^3 - 205/8*z + 1
*
-1 | 0.10885449512559591635033153578919412960 | 0.020303779715984179186508106819568080096
f(z) = 213/10*z^3 - 203/10*z + 1
*
-1 | 0.12171813976414997094668768827791001019 | 0.022703134990973542074536840226319224289
f(z) = 213/11*z^3 - 202/11*z + 1
*
-2 | 0.11268006280010201262656146059496356396 | 0.016676215819387527457376743193355717001
f(z) = 213/16*z^3 - 215/4*z + 1
*
[ 2 ] 
f(z) = 213/16*z^3 - 211/4*z + 1
*
[ -2 ] 
f(z) = 213/16*z^3 - 207/4*z + 1
*
0 | 0.13859313389720218960653360298082345599 | 0.025783433598356139378264748329186036772
f(z) = 214*z^3 - 216*z + 1
*
-1 | 0.12151922240499642161642303998023875111 | 0.022646247777628496821449250895021790585
f(z) = 214*z^3 - 213*z + 1
*
[ -1 ] 
f(z) = 214*z^3 - 212*z + 1
*
0 | 0.11822540976912004766330514901776884744 | 0.021919461207341674424765095707125323487
f(z) = 214/3*z^3 - 220/3*z + 1
*
-1 | 0.10123195288974427464443137435951841906 | 0.018865524669948051371987264147603301789
f(z) = 214/3*z^3 - 211/3*z + 1
*
[ -1 ] 
f(z) = 214/3*z^3 - 208/3*z + 1
*
-1 | 0.12163374322736281024526026386508970647 | 0.022667589807866014063469991506141136108
f(z) = 214/5*z^3 - 209/5*z + 1
*
[ -1 ] 
f(z) = 214/5*z^3 - 204/5*z + 1
*
-1 | 0.12169058088594144464176594812577474181 | 0.022678182039068598546238794464676723217
f(z) = 214/7*z^3 - 207/7*z + 1
*
-1 | 0.10818402664346191279431019526691683073 | 0.020161108872012235908614008158969202644
f(z) = 214/9*z^3 - 205/9*z + 1
*
-1 | 0.12180342790205677607938350762435375842 | 0.022699212139799466591077568269245447355
f(z) = 214/11*z^3 - 203/11*z + 1
*
-1 | 0.12185944395273273624849652765684767126 | 0.022709651256657079317274477448264499217
f(z) = 214/13*z^3 - 201/13*z + 1
*
[ 1/2 ] 
f(z) = 215*z^3 - 219/4*z + 1
*
0 | 0.13867952343030421192902365761835887349 | 0.025777354904186142056798050687679073157
f(z) = 215*z^3 - 217*z + 1
*
-1 | 0.12160542215288454802369574732999375857 | 0.022642639760117887668624408154352237611
f(z) = 215*z^3 - 214*z + 1
*
[ -1 ] 
f(z) = 215*z^3 - 213*z + 1
*
[ -1/2 ] 
f(z) = 215*z^3 - 203/4*z + 1
*
0 | 0.12583213591311670894472386123964005731 | 0.023349501031303089229060541288387332719
f(z) = 215/2*z^3 - 219/2*z + 1
*
-1 | 0.10879796708270180824642865834321822335 | 0.020257922152432132821685663840453234161
f(z) = 215/2*z^3 - 213/2*z + 1
*
[ -1 ] 
f(z) = 215/2*z^3 - 211/2*z + 1
*
-1 | 0.10131892058815577898539034548784749778 | 0.018865341521345846452968443106514278515
f(z) = 215/3*z^3 - 212/3*z + 1
*
[ -1 ] 
f(z) = 215/3*z^3 - 209/3*z + 1
*
-1 | 0.11313364899802343668272922064465051252 | 0.021065215791030441847685448287400476757
f(z) = 215/4*z^3 - 211/4*z + 1
*
[ -1 ] 
f(z) = 215/4*z^3 - 207/4*z + 1
*
-1 | 0.088568040095515389805549720221938959159 | 0.016491157965153797260574646250388265301
f(z) = 215/6*z^3 - 209/6*z + 1
*
[ -1 ] 
f(z) = 215/6*z^3 - 203/6*z + 1
*
-1 | 0.12177599142677036820544204073341383385 | 0.022674399352366052054379994969508704147
f(z) = 215/7*z^3 - 208/7*z + 1
*
[ -1 ] 
f(z) = 215/7*z^3 - 201/7*z + 1
*
-1 | 0.11324680418722163590770311162628017550 | 0.021086285017555404268512083771865861676
f(z) = 215/8*z^3 - 207/8*z + 1
*
-1 | 0.10826917921403602577312344261362303814 | 0.020159463111644732930906308310000841072
f(z) = 215/9*z^3 - 206/9*z + 1
*
-1 | 0.12188832497452666394822815378965581145 | 0.022695315591212902434073792566377847515
f(z) = 215/11*z^3 - 204/11*z + 1
*
-1 | 0.093015228780173142662311620566054290241 | 0.017319213898427735066043650704701730889
f(z) = 215/12*z^3 - 203/12*z + 1
*
-1 | 0.12194408795459289415364619223774940981 | 0.022705698525190985212996495067814626213
f(z) = 215/13*z^3 - 202/13*z + 1
*
-1 | 0.10913581101181967059040903103383003490 | 0.020320827886787803611628845811344430375
f(z) = 215/14*z^3 - 201/14*z + 1
*
-2 | 0.11285479217515460774832396558880898289 | 0.016679218818265438638500935840243320849
f(z) = 215/16*z^3 - 217/4*z + 1
*
[ 2 ] 
f(z) = 215/16*z^3 - 213/4*z + 1
*
[ -2 ] 
f(z) = 215/16*z^3 - 209/4*z + 1
*
0 | 0.13876551182374474539609559902626324580 | 0.025771313782552947008778646359470781442
f(z) = 216*z^3 - 218*z + 1
*
-1 | 0.12169122251710398921764152601546055415 | 0.022639054814936051781140727766548022526
f(z) = 216*z^3 - 215*z + 1
*
[ -1 ] 
f(z) = 216*z^3 - 214*z + 1
*
[ 5/9 ] 
f(z) = 216/5*z^3 - 212/15*z + 1
*
-1 | 0.12180469076134411741138478395308659963 | 0.022660164092564894413991329506058292470
f(z) = 216/5*z^3 - 211/5*z + 1
*
[ -1 ] 
f(z) = 216/5*z^3 - 206/5*z + 1
*
-1 | 0.12186100982047502171120127271645397837 | 0.022670641514357669661122839932113726664
f(z) = 216/7*z^3 - 209/7*z + 1
*
[ -1 ] 
f(z) = 216/7*z^3 - 202/7*z + 1
*
-1 | 0.12197283455203350447689279818705998759 | 0.022691445038022346277169375959979096028
f(z) = 216/11*z^3 - 205/11*z + 1
*
-1 | 0.12202834673838050883119840273677823487 | 0.022701772351723465008395329839637162490
f(z) = 216/13*z^3 - 203/13*z + 1
*
0 | 0.13885110278560313177382162937141424360 | 0.025765309824579203548014572044309730414
f(z) = 217*z^3 - 219*z + 1
*
-1 | 0.12177662718147522462439195536321801667 | 0.022635492683022135796404053749946417489
f(z) = 217*z^3 - 216*z + 1
*
[ -1 ] 
f(z) = 217*z^3 - 215*z + 1
*
[ -1/2 ] 
f(z) = 217*z^3 - 205/4*z + 1
*
-1 | 0.10896956159376128642773424493893507290 | 0.020254951801645332297251959490301322572
f(z) = 217/2*z^3 - 215/2*z + 1
*
[ -1 ] 
f(z) = 217/2*z^3 - 213/2*z + 1
*
-1 | 0.10148960159456483218456266210987723154 | 0.018864598137318639645209015787493428513
f(z) = 217/3*z^3 - 214/3*z + 1
*
[ -1 ] 
f(z) = 217/3*z^3 - 211/3*z + 1
*
-1 | 0.11330406991881069697752788136560244239 | 0.021060637865933698622373103285368230955
f(z) = 217/4*z^3 - 213/4*z + 1
*
[ -1 ] 
f(z) = 217/4*z^3 - 209/4*z + 1
*
-1 | 0.12188957635943526547160806477940026590 | 0.022656487354581382193879154789071939270
f(z) = 217/5*z^3 - 212/5*z + 1
*
[ -1 ] 
f(z) = 217/5*z^3 - 207/5*z + 1
*
-1 | 0.088737944637161036599519574147103488563 | 0.016494356454359381922503608365316866813
f(z) = 217/6*z^3 - 211/6*z + 1
*
[ -1 ] 
f(z) = 217/6*z^3 - 205/6*z + 1
*
-1 | 0.11341619732908743478649043886266005897 | 0.021081479789656081136057628409608710477
f(z) = 217/8*z^3 - 209/8*z + 1
*
[ -1 ] 
f(z) = 217/8*z^3 - 201/8*z + 1
*
-1 | 0.10843831849500749329211877927162403591 | 0.020156205847244513278236463391961486513
f(z) = 217/9*z^3 - 208/9*z + 1
*
-1 | 0.10919317087998480498431616279191796393 | 0.020296515659007102108865112964075935339
f(z) = 217/10*z^3 - 207/10*z + 1
*
-1 | 0.12205696015636715995121527083460897605 | 0.022687600178104258664079090233165760258
f(z) = 217/11*z^3 - 206/11*z + 1
*
-1 | 0.093183613702044214914433195481366606840 | 0.017320704760420932625183244034281848282
f(z) = 217/12*z^3 - 205/12*z + 1
*
-1 | 0.12211222379528805022900015132024565819 | 0.022697872425935255253603430322764320895
f(z) = 217/13*z^3 - 204/13*z + 1
*
-1 | 0.10182255520144951530165969050663681358 | 0.018926486605630320257175346654530069277
f(z) = 217/15*z^3 - 202/15*z + 1
*
-2 | 0.11302788634490275071167922208759482912 | 0.016682181424278093707667352997064973245
f(z) = 217/16*z^3 - 219/4*z + 1
*
[ 2 ] 
f(z) = 217/16*z^3 - 215/4*z + 1
*
[ -2 ] 
f(z) = 217/16*z^3 - 211/4*z + 1
*
-1 | 0.11363725970290221114606517385852765408 | 0.021122570234192034466609774528559546193
f(z) = 217/16*z^3 - 201/16*z + 1
*
0 | 0.13893629997277970062918412609751600255 | 0.025759342627716381633884080582195968207
f(z) = 218*z^3 - 220*z + 1
*
-1 | 0.12186163977908451877580192892675341873 | 0.022631953109445695561295840299641029286
f(z) = 218*z^3 - 217*z + 1
*
[ -1 ] 
f(z) = 218*z^3 - 216*z + 1
*
-1 | 0.10157435576915580912653868625907981690 | 0.018864230458880166801647031166573946293
f(z) = 218/3*z^3 - 215/3*z + 1
*
[ -1 ] 
f(z) = 218/3*z^3 - 212/3*z + 1
*
-1 | 0.12197407461824090593999610391392640293 | 0.022652834331890005423131552540303226677
f(z) = 218/5*z^3 - 213/5*z + 1
*
[ -1 ] 
f(z) = 218/5*z^3 - 208/5*z + 1
*
-1 | 0.12202988445653032115885534478266025811 | 0.022663199247752795080132164414798958276
f(z) = 218/7*z^3 - 211/7*z + 1
*
[ -1 ] 
f(z) = 218/7*z^3 - 204/7*z + 1
*
-1 | 0.10852231226297496420819157890406340132 | 0.020154594070100606126362310909343610605
f(z) = 218/9*z^3 - 209/9*z + 1
*
-1 | 0.12214070526151470712654066351977010362 | 0.022683780714295543180553949518392737605
f(z) = 218/11*z^3 - 207/11*z + 1
*
-1 | 0.12219572256925111801622934054471713467 | 0.022693998442623798483271837745877018211
f(z) = 218/13*z^3 - 205/13*z + 1
*
-1 | 0.10190580993455549715340397306202275743 | 0.018925787607978563348200955313067763068
f(z) = 218/15*z^3 - 203/15*z + 1
*
-1 | 0.12230498642564919030820339558381156158 | 0.022714290755110658713808224659238460959
f(z) = 218/17*z^3 - 201/17*z + 1
*
-1 | 0.12194626389321129414670513386350694655 | 0.022628435843321683446512449815718444642
f(z) = 219*z^3 - 218*z + 1
*
[ -1 ] 
f(z) = 219*z^3 - 217*z + 1
*
[ -1/2 ] 
f(z) = 219*z^3 - 207/4*z + 1
*
-1 | 0.10913894042847496664288676463333678914 | 0.020251899751980323637471329618808002310
f(z) = 219/2*z^3 - 217/2*z + 1
*
[ -1 ] 
f(z) = 219/2*z^3 - 215/2*z + 1
*
-1 | 0.11347293675772775344232441250880512350 | 0.021056119206932792865333979217205619320
f(z) = 219/4*z^3 - 215/4*z + 1
*
[ -1 ] 
f(z) = 219/4*z^3 - 211/4*z + 1
*
-1 | 0.12205818905674739505533320098769741917 | 0.022649204756623921490239211842403485968
f(z) = 219/5*z^3 - 214/5*z + 1
*
[ -1 ] 
f(z) = 219/5*z^3 - 209/5*z + 1
*
-1 | 0.12211374772244324781150844340311069858 | 0.022659514262320136178035115193631637964
f(z) = 219/7*z^3 - 212/7*z + 1
*
[ -1 ] 
f(z) = 219/7*z^3 - 205/7*z + 1
*
-1 | 0.11358405489267045678245041898463291849 | 0.021076738367432719434164411644754039737
f(z) = 219/8*z^3 - 211/8*z + 1
*
[ -1 ] 
f(z) = 219/8*z^3 - 203/8*z + 1
*
-1 | 0.10936053098793212019187755074153384259 | 0.020293018254491831080417247949345522772
f(z) = 219/10*z^3 - 209/10*z + 1
*
-1 | 0.12222407329452180746877438850183646795 | 0.022679986354288805570629209197297240746
f(z) = 219/11*z^3 - 208/11*z + 1
*
-1 | 0.12227884645779768785152798148364161137 | 0.022690150101594827311417027925484449294
f(z) = 219/13*z^3 - 206/13*z + 1
*
-1 | 0.10947073021512910516742278035319271961 | 0.020313466901814017917509318787318104805
f(z) = 219/14*z^3 - 205/14*z + 1
*
[ 2 ] 
f(z) = 219/16*z^3 - 217/4*z + 1
*
[ -2 ] 
f(z) = 219/16*z^3 - 213/4*z + 1
*
-1 | 0.11380315515916325976083530199452187420 | 0.021117394769402760273607519562809379643
f(z) = 219/16*z^3 - 203/16*z + 1
*
-1 | 0.12238762876631265088973039965432610103 | 0.022710335824474167628119148860706698555
f(z) = 219/17*z^3 - 202/17*z + 1
*
7/10 | 0.090536255278089783947158923617761027799 | 0.015110872236036295774774322122933858941
f(z) = 200/13*z^3 - 209/26*z + 1
*
[ -17/20 ] 
f(z) = 200/17*z^3 - 215/34*z + 1
*
[ 1/6 ] 
f(z) = 204/13*z^3 - 212/39*z + 1
*
[ 2/5 ] 
f(z) = 205/6*z^3 - 209/30*z + 1
*
[ 2/3 ] 
f(z) = 207/17*z^3 - 201/34*z + 1
*
[ 2/3 ] 
f(z) = 207/19*z^3 - 203/38*z + 1
*
[ 1/8 ] 
f(z) = 208/7*z^3 - 209/28*z + 1
*
[ -2/3 ] 
f(z) = 213/10*z^3 - 209/30*z + 1
*
[ 2/5 ] 
f(z) = 215/6*z^3 - 217/30*z + 1
*
1/18 | 0.16365802691193209104419363914706932714 | 0.025279701896132645455858984641275727982
f(z) = 216/7*z^3 - 212/21*z + 1
*
[ 2/3 ] 
f(z) = 216/11*z^3 - 203/22*z + 1
*
[ 2/3 ] 
f(z) = 216/13*z^3 - 205/26*z + 1
*
[ 2/3 ] 
f(z) = 216/17*z^3 - 209/34*z + 1
*
[ 2/3 ] 
f(z) = 216/19*z^3 - 211/38*z + 1
*
[ -3/7 ] 
f(z) = 217/3*z^3 - 209/21*z + 1
*
[ -2/3 ] 
f(z) = 219/10*z^3 - 217/30*z + 1
*
[ 1/4 ] 
f(z) = 204/13*z^3 - 207/52*z + 1
*
[ 1/5 ] 
f(z) = 205/8*z^3 - 201/40*z + 1
*
[ -3/4 ] 
f(z) = 208/19*z^3 - 218/57*z + 1
*
[ 2/11 ] 
f(z) = 209/16*z^3 - 217/44*z + 1
*
[ 1/4 ] 
f(z) = 212/13*z^3 - 209/52*z + 1
*
[ 1/5 ] 
f(z) = 215/8*z^3 - 203/40*z + 1
*
[ 2/9 ] 
f(z) = 216/7*z^3 - 211/42*z + 1
*
[ 3/8 ] 
f(z) = 208/15*z^3 - 217/60*z + 1
*
-1 | 0.12026829839596071373236849868589112819 | 0.022699338313574446567535172011318906008
f(z) = 200*z^3 - 199*z + 1
*
[ -1 ] 
f(z) = 200*z^3 - 198*z + 1
*
13/40 | 0.18068960579638048509713591376983737728 | 0.024491123665598592494805706039282325229
f(z) = 200*z^3 - 193/8*z + 1
*
[ 2/15 ] 
f(z) = 200*z^3 - 181/18*z + 1
*
-1 | 0.099986059286939011817642478222088349821 | 0.018871285423221447557022182967319725793
f(z) = 200/3*z^3 - 197/3*z + 1
*
[ -1 ] 
f(z) = 200/3*z^3 - 194/3*z + 1
*
[ -9/20 ] 
f(z) = 200/3*z^3 - 185/18*z + 1
*
-1 | 0.12045152576645707943025760543692371341 | 0.022733920494636911332368692568612632601
f(z) = 200/7*z^3 - 193/7*z + 1
*
[ -1 ] 
f(z) = 200/7*z^3 - 186/7*z + 1
*
[ 6/5 ] 
f(z) = 200/9*z^3 - 191/6*z + 1
*
-1 | 0.10694884836945999631717279731606501554 | 0.020185436426421428679116557728096342840
f(z) = 200/9*z^3 - 191/9*z + 1
*
-7/10 | 0.15572847643096304774455667246267402817 | 0.025991721257222755964180275517189224817
f(z) = 200/9*z^3 - 187/18*z + 1
*
[ -6/5 ] 
f(z) = 200/9*z^3 - 181/6*z + 1
*
-1 | 0.12057208799534473167008348431663961122 | 0.022756675309146296040088387039482358323
f(z) = 200/11*z^3 - 189/11*z + 1
*
-1 | 0.12063190465533332855642941409100343227 | 0.022767965055654548088646449630590241079
f(z) = 200/13*z^3 - 187/13*z + 1
*
-1 | 0.12075062885736783257079273261732831520 | 0.022790372962508918967331591797071956772
f(z) = 200/17*z^3 - 183/17*z + 1
*
-1 | 0.12080954408829641941040271293497290115 | 0.022801492574048340836808057795297883637
f(z) = 200/19*z^3 - 181/19*z + 1
*
-1 | 0.12036050713249165216092378059824208537 | 0.022695377546478213107232235247536609299
f(z) = 201*z^3 - 200*z + 1
*
[ -1 ] 
f(z) = 201*z^3 - 199*z + 1
*
[ -1/2 ] 
f(z) = 201*z^3 - 189/4*z + 1
*
-1 | 0.10755568857370806302177190332089847519 | 0.020280879647380432085904421878196277936
f(z) = 201/2*z^3 - 199/2*z + 1
*
[ -1 ] 
f(z) = 201/2*z^3 - 197/2*z + 1
*
-1 | 0.11189465677105442651047867809372928413 | 0.021099042712218119500870151498643035129
f(z) = 201/4*z^3 - 197/4*z + 1
*
[ -1 ] 
f(z) = 201/4*z^3 - 193/4*z + 1
*
-1 | 0.12048237627192377038810017890847851374 | 0.022718357394241995629579786116857812405
f(z) = 201/5*z^3 - 196/5*z + 1
*
[ -1 ] 
f(z) = 201/5*z^3 - 191/5*z + 1
*
-1 | 0.12054283246486485006551344218343373905 | 0.022729757114603012109602058605264453827
f(z) = 201/7*z^3 - 194/7*z + 1
*
[ -1 ] 
f(z) = 201/7*z^3 - 187/7*z + 1
*
-1 | 0.11201557019122818399640392032178906690 | 0.021121842347967897624002593580780480569
f(z) = 201/8*z^3 - 193/8*z + 1
*
[ -1 ] 
f(z) = 201/8*z^3 - 185/8*z + 1
*
-1 | 0.10779687154982300575108930405764848118 | 0.020326357510768681398757412758087374549
f(z) = 201/10*z^3 - 191/10*z + 1
*
[ -1 ] 
f(z) = 201/10*z^3 - 181/10*z + 1
*
-1 | 0.12066280878578846133818769235542778893 | 0.022752380049358524908379319968134809437
f(z) = 201/11*z^3 - 190/11*z + 1
*
-1 | 0.12072233694835042217685693173153183756 | 0.022763604778766690728542445129045518456
f(z) = 201/13*z^3 - 188/13*z + 1
*
-1 | 0.10791592885023994121383160766831526971 | 0.020348807153487886943866439801119203393
f(z) = 201/14*z^3 - 187/14*z + 1
*
[ 2 ] 
f(z) = 201/16*z^3 - 199/4*z + 1
*
[ -2 ] 
f(z) = 201/16*z^3 - 195/4*z + 1
*
-1 | 0.11225369259512317101798325332377613641 | 0.021166743104764499761902557710701861811
f(z) = 201/16*z^3 - 185/16*z + 1
*
-1 | 0.12084049278604460868464238306088971072 | 0.022785884440174548502058623499275575261
f(z) = 201/17*z^3 - 184/17*z + 1
*
-1 | 0.12089912804132687515273562404360160180 | 0.022796940801499948143825533099067228752
f(z) = 201/19*z^3 - 182/19*z + 1
*
[ -1 ] 
f(z) = 202*z^3 - 200*z + 1
*
[ 1/6 ] 
f(z) = 202*z^3 - 191/18*z + 1
*
-1 | 0.10016941519018759313368225600218963501 | 0.018870452829503688391215244293460559601
f(z) = 202/3*z^3 - 199/3*z + 1
*
[ -1 ] 
f(z) = 202/3*z^3 - 196/3*z + 1
*
-1 | 0.12057352957755402174685059230043292068 | 0.022714289566930433698082763926998453064
f(z) = 202/5*z^3 - 197/5*z + 1
*
[ -1 ] 
f(z) = 202/5*z^3 - 192/5*z + 1
*
-1 | 0.12063369114256709996670450229200424618 | 0.022725623125907222268668914116864163064
f(z) = 202/7*z^3 - 195/7*z + 1
*
[ -1 ] 
f(z) = 202/7*z^3 - 188/7*z + 1
*
-1 | 0.10713042768361331090596785883780408498 | 0.020181805777440668956635657080971862054
f(z) = 202/9*z^3 - 193/9*z + 1
*
[ -1 ] 
f(z) = 202/9*z^3 - 184/9*z + 1
*
-1 | 0.12075308722365393592467727818532350677 | 0.022748115601398857571125396193217669870
f(z) = 202/11*z^3 - 191/11*z + 1
*
-1 | 0.12081232965901520094483868236523049798 | 0.022759276009791649938466946233775406377
f(z) = 202/13*z^3 - 189/13*z + 1
*
-1 | 0.10052763511451249519248497346395600654 | 0.018937936224227785968993848378238094122
f(z) = 202/15*z^3 - 187/15*z + 1
*
-1 | 0.12092992255050032863943271109818454721 | 0.022781428790734234698510925025442197943
f(z) = 202/17*z^3 - 185/17*z + 1
*
-1 | 0.12098828048008207943295697756650251652 | 0.022792422571174192799681655512137926989
f(z) = 202/19*z^3 - 183/19*z + 1
*
[ -1/2 ] 
f(z) = 203*z^3 - 191/4*z + 1
*
[ -1 ] 
f(z) = 203/2*z^3 - 199/2*z + 1
*
-1 | 0.10026041680270349570032220996716798825 | 0.018870041402156407347133679265984257738
f(z) = 203/3*z^3 - 200/3*z + 1
*
[ -1 ] 
f(z) = 203/3*z^3 - 197/3*z + 1
*
-1 | 0.11207681236740393587614361243904071713 | 0.021094008553309744276983048423723386495
f(z) = 203/4*z^3 - 199/4*z + 1
*
[ -1 ] 
f(z) = 203/4*z^3 - 195/4*z + 1
*
-1 | 0.12066423638007533580749329041499995774 | 0.022710250055435755023656130174739469349
f(z) = 203/5*z^3 - 198/5*z + 1
*
[ -1 ] 
f(z) = 203/5*z^3 - 193/5*z + 1
*
-1 | 0.087515164792032676533747991628382226876 | 0.016471253916607170702938113121424009704
f(z) = 203/6*z^3 - 197/6*z + 1
*
[ -1 ] 
f(z) = 203/6*z^3 - 191/6*z + 1
*
-1 | 0.11219655296207997210589357149599559284 | 0.021116544964498837854047060705684294595
f(z) = 203/8*z^3 - 195/8*z + 1
*
[ -1 ] 
f(z) = 203/8*z^3 - 187/8*z + 1
*
-1 | 0.10722055392739770228755359902935259843 | 0.020180010778865841043568001010000240376
f(z) = 203/9*z^3 - 194/9*z + 1
*
[ -1 ] 
f(z) = 203/9*z^3 - 185/9*z + 1
*
-1 | 0.10797727688823981891918715174201326707 | 0.020322433821342840626239743955057876370
f(z) = 203/10*z^3 - 193/10*z + 1
*
[ -1 ] 
f(z) = 203/10*z^3 - 183/10*z + 1
*
-1 | 0.12084292760261918041433283084922838771 | 0.022743881580968305666580628467032931905
f(z) = 203/11*z^3 - 192/11*z + 1
*
[ -1 ] 
f(z) = 203/11*z^3 - 181/11*z + 1
*
-1 | 0.091970399916605265017268136522067700103 | 0.017309774979435619523600091392905728733
f(z) = 203/12*z^3 - 191/12*z + 1
*
-1 | 0.12090188704128526686746842769688234699 | 0.022754978353594598525122661405698607991
f(z) = 203/13*z^3 - 190/13*z + 1
*
-1 | 0.10061691231381721960420671885263341045 | 0.018937137523127425349517474142563271392
f(z) = 203/15*z^3 - 188/15*z + 1
*
[ -2 ] 
f(z) = 203/16*z^3 - 197/4*z + 1
*
-1 | 0.11243240019578770884363030232118840243 | 0.021160933839057446763774336338612689873
f(z) = 203/16*z^3 - 187/16*z + 1
*
-1 | 0.12101892232755248926122769173337985510 | 0.022777005597922952077549677599330160398
f(z) = 203/17*z^3 - 186/17*z + 1
*
-1 | 0.094648826186352685085102614691585585573 | 0.017813882345179129081943342446703958874
f(z) = 203/18*z^3 - 185/18*z + 1
*
-1 | 0.12107700554391220764919859367341984211 | 0.022787937456501149611186828267474630804
f(z) = 203/19*z^3 - 184/19*z + 1
*
1/4 | 0.12231721177376525197945734486448438998 | 0.015675611190381381963336976290837766694
f(z) = 204*z^3 - 197/12*z + 1
*
-1 | 0.12075450103262617458697419081402355505 | 0.022706238515189741012359274290238635277
f(z) = 204/5*z^3 - 199/5*z + 1
*
[ -1 ] 
f(z) = 204/5*z^3 - 194/5*z + 1
*
-1 | 0.12081408187424497700174969837772401496 | 0.022717441880606047509387675074368013228
f(z) = 204/7*z^3 - 197/7*z + 1
*
[ -1 ] 
f(z) = 204/7*z^3 - 190/7*z + 1
*
-1 | 0.12093233415413809907444551115261397158 | 0.022739677610531284325126190893540336228
f(z) = 204/11*z^3 - 193/11*z + 1
*
[ -1 ] 
f(z) = 204/11*z^3 - 182/11*z + 1
*
-1 | 0.12099101328765005628349918257271704536 | 0.022750711422024796875613200910367104858
f(z) = 204/13*z^3 - 191/13*z + 1
*
-1 | 0.12116530731286077872999822534385196065 | 0.022783485038530718091721696299515096947
f(z) = 204/19*z^3 - 185/19*z + 1
*
[ -1/2 ] 
f(z) = 205*z^3 - 193/4*z + 1
*
[ -1/2 ] 
f(z) = 205/2*z^3 - 181/8*z + 1
*
[ -1 ] 
f(z) = 205/3*z^3 - 199/3*z + 1
*
[ -1 ] 
f(z) = 205/4*z^3 - 197/4*z + 1
*
-1 | 0.087693282179298274829503944438019577375 | 0.016474378692315069598203442883823043162
f(z) = 205/6*z^3 - 199/6*z + 1
*
[ -1 ] 
f(z) = 205/6*z^3 - 193/6*z + 1
*
-1 | 0.12090362248916620808347129680951892257 | 0.022713393918667025028391983462289972944
f(z) = 205/7*z^3 - 198/7*z + 1
*
[ -1 ] 
f(z) = 205/7*z^3 - 191/7*z + 1
*
-1 | 0.11237578390585726039499800871787981854 | 0.021111323169836815481578056907975779228
f(z) = 205/8*z^3 - 197/8*z + 1
*
[ -1 ] 
f(z) = 205/8*z^3 - 189/8*z + 1
*
-1 | 0.10739950094559582067824507099377951627 | 0.020176460567706787220950084093174896452
f(z) = 205/9*z^3 - 196/9*z + 1
*
[ -1 ] 
f(z) = 205/9*z^3 - 187/9*z + 1
*
-1 | 0.12102131104863724847306967815413509455 | 0.022735503319162661459313048125300325519
f(z) = 205/11*z^3 - 194/11*z + 1
*
[ -1 ] 
f(z) = 205/11*z^3 - 183/11*z + 1
*
-1 | 0.092149537305321719423774167393109345781 | 0.017311546975577379382633982945443754515
f(z) = 205/12*z^3 - 193/12*z + 1
*
[ -1 ] 
f(z) = 205/12*z^3 - 181/12*z + 1
*
-1 | 0.12107971253030970916658413391872213119 | 0.022746474833757100311137039725970338729
f(z) = 205/13*z^3 - 192/13*z + 1
*
-1 | 0.10827339743583274723660118167954477825 | 0.020340633938348932248792921793763536214
f(z) = 205/14*z^3 - 191/14*z + 1
*
[ -2 ] 
f(z) = 205/16*z^3 - 199/4*z + 1
*
-1 | 0.11260939904719879043717609811573892690 | 0.021155210959312525501316832652371788277
f(z) = 205/16*z^3 - 189/16*z + 1
*
-1 | 0.12119564832781019796376744974368946902 | 0.022768254954018917736974909659319362172
f(z) = 205/17*z^3 - 188/17*z + 1
*
-1 | 0.094825280661876240402855914218812965858 | 0.017814221846945481070307766580776151683
f(z) = 205/18*z^3 - 187/18*z + 1
*
-1 | 0.12125318980879278034722228544919851232 | 0.022779064905758271069816983969080933804
f(z) = 205/19*z^3 - 186/19*z + 1
*
[ 1/6 ] 
f(z) = 206*z^3 - 193/18*z + 1
*
[ -1 ] 
f(z) = 206/3*z^3 - 200/3*z + 1
*
[ -1 ] 
f(z) = 206/5*z^3 - 196/5*z + 1
*
-1 | 0.12099273220771182372108770881595078643 | 0.022709373937119803516700769265459798550
f(z) = 206/7*z^3 - 199/7*z + 1
*
[ -1 ] 
f(z) = 206/7*z^3 - 192/7*z + 1
*
-1 | 0.10748833007824380338188818656041035372 | 0.020174705018090472631509129456082356637
f(z) = 206/9*z^3 - 197/9*z + 1
*
[ -1 ] 
f(z) = 206/9*z^3 - 188/9*z + 1
*
-1 | 0.12110986239668397085391558703025422060 | 0.022731358342399019582437279009354946765
f(z) = 206/11*z^3 - 195/11*z + 1
*
[ -1 ] 
f(z) = 206/11*z^3 - 184/11*z + 1
*
-1 | 0.12116798884232580535210378515436097009 | 0.022742268214137844175530931424381253433
f(z) = 206/13*z^3 - 193/13*z + 1
*
-1 | 0.10088115571201814011994152221368269380 | 0.018934590916916323001688398587186832026
f(z) = 206/15*z^3 - 191/15*z + 1
*
-1 | 0.12128338260915134977530262744315949657 | 0.022763926706784785756471119898154754553
f(z) = 206/17*z^3 - 189/17*z + 1
*
-1 | 0.12134065699649608462636673071483094700 | 0.022774676653955150789655837451522689899
f(z) = 206/19*z^3 - 187/19*z + 1
*
[ 1/12 ] 
f(z) = 207*z^3 - 199/16*z + 1
*
[ -1/2 ] 
f(z) = 207*z^3 - 195/4*z + 1
*
[ 2/3 ] 
f(z) = 207*z^3 - 185/2*z + 1
*
[ -1/2 ] 
f(z) = 207/2*z^3 - 183/8*z + 1
*
[ -1 ] 
f(z) = 207/4*z^3 - 199/4*z + 1
*
[ -1 ] 
f(z) = 207/5*z^3 - 197/5*z + 1
*
[ 2/3 ] 
f(z) = 207/5*z^3 - 189/10*z + 1
*
-1 | 0.12108141515754119777883382934372427491 | 0.022705381598304707701173511612089343474
f(z) = 207/7*z^3 - 200/7*z + 1
*
[ -1 ] 
f(z) = 207/7*z^3 - 193/7*z + 1
*
[ 2/3 ] 
f(z) = 207/7*z^3 - 191/14*z + 1
*
-1 | 0.11255329661466264424572524849073420231 | 0.021106175100926931271624445004076260145
f(z) = 207/8*z^3 - 199/8*z + 1
*
[ -1 ] 
f(z) = 207/8*z^3 - 191/8*z + 1
*
[ 4/3 ] 
f(z) = 207/8*z^3 - 183/4*z + 1
*
-1 | 0.10833289840032215399142620415634528663 | 0.020314759243846602198012355685913915765
f(z) = 207/10*z^3 - 197/10*z + 1
*
[ -1 ] 
f(z) = 207/10*z^3 - 187/10*z + 1
*
-1 | 0.12119799225012670653089668755095690269 | 0.022727242322093993695133615438014751116
f(z) = 207/11*z^3 - 196/11*z + 1
*
[ -1 ] 
f(z) = 207/11*z^3 - 185/11*z + 1
*
-1 | 0.12125584623874476970295588980532302099 | 0.022738091195034964504860930948861119127
f(z) = 207/13*z^3 - 194/13*z + 1
*
[ -1 ] 
f(z) = 207/13*z^3 - 181/13*z + 1
*
-1 | 0.10844925941284993862477887257218630222 | 0.020336579447956133654043590538251500436
f(z) = 207/14*z^3 - 193/14*z + 1
*
-1 | 0.11278472152913660779327306468002488144 | 0.021149572272884737763114916666584998156
f(z) = 207/16*z^3 - 191/16*z + 1
*
-1 | 0.12137070302156854766050241329399666120 | 0.022759629323572480734685784655141518905
f(z) = 207/17*z^3 - 190/17*z + 1
*
-1 | 0.12142771278475690996975309199170704007 | 0.022770319886003854258754154110726608323
f(z) = 207/19*z^3 - 188/19*z + 1
*
[ -1 ] 
f(z) = 208/5*z^3 - 198/5*z + 1
*
[ -1 ] 
f(z) = 208/7*z^3 - 194/7*z + 1
*
-1 | 0.10766472003865924918600904806937836625 | 0.020171232210615728983275267892045240274
f(z) = 208/9*z^3 - 199/9*z + 1
*
[ -1 ] 
f(z) = 208/9*z^3 - 190/9*z + 1
*
-1 | 0.12128570460320827678858609592051713964 | 0.022723154906277553852957710740097001894
f(z) = 208/11*z^3 - 197/11*z + 1
*
[ -1 ] 
f(z) = 208/11*z^3 - 186/11*z + 1
*
-1 | 0.10105695207541611913420857935637436005 | 0.018933251728870314893305854751384393888
f(z) = 208/15*z^3 - 193/15*z + 1
*
-1 | 0.12145761345300660802408662050038315158 | 0.022755362423532016427586397550890710820
f(z) = 208/17*z^3 - 191/17*z + 1
*
-1 | 0.12151436102741005977516271112405386833 | 0.022765994211737755519029157786036317565
f(z) = 208/19*z^3 - 189/19*z + 1
*
[ -1/2 ] 
f(z) = 209*z^3 - 197/4*z + 1
*
[ -1/2 ] 
f(z) = 209/2*z^3 - 185/8*z + 1
*
[ -1 ] 
f(z) = 209/5*z^3 - 199/5*z + 1
*
[ -1 ] 
f(z) = 209/6*z^3 - 197/6*z + 1
*
[ -1 ] 
f(z) = 209/7*z^3 - 195/7*z + 1
*
[ -1 ] 
f(z) = 209/8*z^3 - 193/8*z + 1
*
-1 | 0.10775228887135737687799562614169471241 | 0.020169514633369878078965203884094433768
f(z) = 209/9*z^3 - 200/9*z + 1
*
[ -1 ] 
f(z) = 209/9*z^3 - 191/9*z + 1
*
-1 | 0.10850818018856600445719642830220270807 | 0.020311005465196925373104814198618344452
f(z) = 209/10*z^3 - 199/10*z + 1
*
[ -1 ] 
f(z) = 209/10*z^3 - 189/10*z + 1
*
-1 | 0.092500685910160550717901708299689322426 | 0.017314657141892707636890164303132924388
f(z) = 209/12*z^3 - 197/12*z + 1
*
[ -1 ] 
f(z) = 209/12*z^3 - 185/12*z + 1
*
-1 | 0.12143032006145651919234895631569617334 | 0.022729824517587365459132616146290104005
f(z) = 209/13*z^3 - 196/13*z + 1
*
[ -1 ] 
f(z) = 209/13*z^3 - 183/13*z + 1
*
-1 | 0.10862281439557871243794920109637893203 | 0.020332463165446689351309656044060846703
f(z) = 209/14*z^3 - 195/14*z + 1
*
[ -1 ] 
f(z) = 209/14*z^3 - 181/14*z + 1
*
-1 | 0.10114371863945256834450699844716483384 | 0.018932495397915956503874445917295404775
f(z) = 209/15*z^3 - 194/15*z + 1
*
-1 | 0.11295839910932401080884697331464575440 | 0.021144015664646968908899629947925217234
f(z) = 209/16*z^3 - 193/16*z + 1
*
-1 | 0.12154411773685897535165211389292603892 | 0.022751125632425060890576478753332598794
f(z) = 209/17*z^3 - 192/17*z + 1
*
-1 | 0.095173874102539833680363368617774925276 | 0.017815035453376331887817590543823052557
f(z) = 209/18*z^3 - 191/18*z + 1
*
[ 1/14 ] 
f(z) = 210*z^3 - 197/14*z + 1
*
1/5 | 0.12205349075096344349208920409483545558 | 0.015152216109788240965271762577147009103
f(z) = 210*z^3 - 191/15*z + 1
*
-1 | 0.12145989250372769950112862152661481157 | 0.022715064510294288422330107793659228085
f(z) = 210/11*z^3 - 199/11*z + 1
*
[ -1 ] 
f(z) = 210/11*z^3 - 188/11*z + 1
*
-1 | 0.12151694423750972213467360887202517740 | 0.022725734154294203923962588501539899882
f(z) = 210/13*z^3 - 197/13*z + 1
*
[ -1 ] 
f(z) = 210/13*z^3 - 184/13*z + 1
*
-1 | 0.12163021965298390124857887010846331348 | 0.022746918582477749346354509631255987410
f(z) = 210/17*z^3 - 193/17*z + 1
*
-1 | 0.12168645002260597393244123701176306675 | 0.022757434617417957058644434104201582404
f(z) = 210/19*z^3 - 191/19*z + 1
*
[ -1/2 ] 
f(z) = 211*z^3 - 199/4*z + 1
*
[ -1/2 ] 
f(z) = 211/2*z^3 - 187/8*z + 1
*
[ -1 ] 
f(z) = 211/6*z^3 - 199/6*z + 1
*
[ -1 ] 
f(z) = 211/7*z^3 - 197/7*z + 1
*
[ -1 ] 
f(z) = 211/8*z^3 - 195/8*z + 1
*
[ -1 ] 
f(z) = 211/9*z^3 - 193/9*z + 1
*
[ -1 ] 
f(z) = 211/10*z^3 - 191/10*z + 1
*
-1 | 0.12154637576127936405163792739960906156 | 0.022711060855855348753021319557208871916
f(z) = 211/11*z^3 - 200/11*z + 1
*
[ -1 ] 
f(z) = 211/11*z^3 - 189/11*z + 1
*
-1 | 0.092673793923621583227268502133608964677 | 0.017316190304810892712289379160902211092
f(z) = 211/12*z^3 - 199/12*z + 1
*
[ -1 ] 
f(z) = 211/12*z^3 - 187/12*z + 1
*
-1 | 0.12160316499955417708493396852334513007 | 0.022721671981348304982690259347329825937
f(z) = 211/13*z^3 - 198/13*z + 1
*
[ -1 ] 
f(z) = 211/13*z^3 - 185/13*z + 1
*
-1 | 0.10879539752536595362613884775493983870 | 0.020328527926561954435227553152339212964
f(z) = 211/14*z^3 - 197/14*z + 1
*
[ -1 ] 
f(z) = 211/14*z^3 - 183/14*z + 1
*
-1 | 0.10131604121637780417973638965217059730 | 0.018931002782499464289179925132898726606
f(z) = 211/15*z^3 - 196/15*z + 1
*
[ -1 ] 
f(z) = 211/15*z^3 - 181/15*z + 1
*
-1 | 0.11313046237737349373744179863397519787 | 0.021138539093504432305566272146235839190
f(z) = 211/16*z^3 - 195/16*z + 1
*
-1 | 0.12171592292869706278131488608173603766 | 0.022742740912237481727667979354971554596
f(z) = 211/17*z^3 - 194/17*z + 1
*
-1 | 0.095345422439647165647064883338751756233 | 0.017815386742645156156684338441770627580
f(z) = 211/18*z^3 - 193/18*z + 1
*
-1 | 0.12177189821717427237917425950520917398 | 0.022753199950403512725524932389672654367
f(z) = 211/19*z^3 - 192/19*z + 1
*
[ -1 ] 
f(z) = 212/7*z^3 - 198/7*z + 1
*
[ -1 ] 
f(z) = 212/9*z^3 - 194/9*z + 1
*
[ -1 ] 
f(z) = 212/11*z^3 - 190/11*z + 1
*
-1 | 0.12168898608850790215705423793727754066 | 0.022717637661116361727532745563323345396
f(z) = 212/13*z^3 - 199/13*z + 1
*
[ -1 ] 
f(z) = 212/13*z^3 - 186/13*z + 1
*
-1 | 0.10140160469748820888220112020865739874 | 0.018930266311018597473072091190256540121
f(z) = 212/15*z^3 - 197/15*z + 1
*
[ -1 ] 
f(z) = 212/15*z^3 - 182/15*z + 1
*
-1 | 0.12180123123974127285124014874415883600 | 0.022738592266433578156345459724807168419
f(z) = 212/17*z^3 - 195/17*z + 1
*
-1 | 0.12185695375212087211534750125971333086 | 0.022748994882861708251711508123846077009
f(z) = 212/19*z^3 - 193/19*z + 1
*
[ -1/2 ] 
f(z) = 213/2*z^3 - 189/8*z + 1
*
[ -1 ] 
f(z) = 213/7*z^3 - 199/7*z + 1
*
[ -1 ] 
f(z) = 213/8*z^3 - 197/8*z + 1
*
[ -1 ] 
f(z) = 213/10*z^3 - 193/10*z + 1
*
[ -1 ] 
f(z) = 213/11*z^3 - 191/11*z + 1
*
-1 | 0.12177441119348192879169613812160666917 | 0.022713630861669018677192231509568090317
f(z) = 213/13*z^3 - 200/13*z + 1
*
[ -1 ] 
f(z) = 213/13*z^3 - 187/13*z + 1
*
-1 | 0.10896638666986944599181734998647946112 | 0.020324649972783311072133201572734285447
f(z) = 213/14*z^3 - 199/14*z + 1
*
[ -1 ] 
f(z) = 213/14*z^3 - 185/14*z + 1
*
-1 | 0.11330094107716882751358603929516827066 | 0.021133140589098346008333611695049751773
f(z) = 213/16*z^3 - 197/16*z + 1
*
[ -1 ] 
f(z) = 213/16*z^3 - 181/16*z + 1
*
-1 | 0.12188614821123391432375645972335658746 | 0.022734472295841670242670391540981706122
f(z) = 213/17*z^3 - 196/17*z + 1
*
-1 | 0.12194162022144248990612295042943544346 | 0.022744819057124961605710062066307273610
f(z) = 213/19*z^3 - 194/19*z + 1
*
[ 1/6 ] 
f(z) = 214*z^3 - 197/18*z + 1
*
[ -1 ] 
f(z) = 214/7*z^3 - 200/7*z + 1
*
[ -1 ] 
f(z) = 214/9*z^3 - 196/9*z + 1
*
[ -1 ] 
f(z) = 214/11*z^3 - 192/11*z + 1
*
[ -1 ] 
f(z) = 214/13*z^3 - 188/13*z + 1
*
-1 | 0.10157155433002474243742896754154902125 | 0.018928812586131382440825562914417660830
f(z) = 214/15*z^3 - 199/15*z + 1
*
[ -1 ] 
f(z) = 214/15*z^3 - 184/15*z + 1
*
-1 | 0.12197067741859270939711317813505577195 | 0.022730380657151710521935184877201771554
f(z) = 214/17*z^3 - 197/17*z + 1
*
-1 | 0.12202590116999419558014019080990599069 | 0.022740672121602332241545944195011634056
f(z) = 214/19*z^3 - 195/19*z + 1
*
[ -1/2 ] 
f(z) = 215/2*z^3 - 191/8*z + 1
*
[ 2/5 ] 
f(z) = 215/2*z^3 - 187/10*z + 1
*
[ -1 ] 
f(z) = 215/8*z^3 - 199/8*z + 1
*
[ -1 ] 
f(z) = 215/9*z^3 - 197/9*z + 1
*
[ -1 ] 
f(z) = 215/11*z^3 - 193/11*z + 1
*
[ -1 ] 
f(z) = 215/12*z^3 - 191/12*z + 1
*
[ -1 ] 
f(z) = 215/13*z^3 - 189/13*z + 1
*
[ -1 ] 
f(z) = 215/14*z^3 - 187/14*z + 1
*
-1 | 0.11346986413776719129211180680986038536 | 0.021127818248686849483071127083209374654
f(z) = 215/16*z^3 - 199/16*z + 1
*
[ -1 ] 
f(z) = 215/16*z^3 - 183/16*z + 1
*
-1 | 0.12205482238844041619519027963001523643 | 0.022726317012839486596549211703509323461
f(z) = 215/17*z^3 - 198/17*z + 1
*
[ -1 ] 
f(z) = 215/17*z^3 - 181/17*z + 1
*
-1 | 0.095683169805955882661316170109051990610 | 0.017815978158429977332889213107234806212
f(z) = 215/18*z^3 - 197/18*z + 1
*
-1 | 0.12210980009438165055615665866388567239 | 0.022736553730647184567314028707045089179
f(z) = 215/19*z^3 - 196/19*z + 1
*
[ 2/3 ] 
f(z) = 216*z^3 - 193/2*z + 1
*
[ -2/3 ] 
f(z) = 216*z^3 - 187/2*z + 1
*
[ 1/24 ] 
f(z) = 216*z^3 - 187/8*z + 1
*
-7/18 | 0.14038127668616595529630357669640882521 | 0.019587070571845020024224985287826344924
f(z) = 216*z^3 - 181/6*z + 1
*
[ -5/18 ] 
f(z) = 216*z^3 - 181/15*z + 1
*
[ 2/3 ] 
f(z) = 216/5*z^3 - 197/10*z + 1
*
[ 2/3 ] 
f(z) = 216/7*z^3 - 199/14*z + 1
*
[ -1 ] 
f(z) = 216/11*z^3 - 194/11*z + 1
*
[ -1 ] 
f(z) = 216/13*z^3 - 190/13*z + 1
*
-1 | 0.12213858659948902577588397183422364445 | 0.022722281031041530630600772605690445754
f(z) = 216/17*z^3 - 199/17*z + 1
*
[ -1 ] 
f(z) = 216/17*z^3 - 182/17*z + 1
*
-1 | 0.12219332044383317925224263951758144545 | 0.022732463544428355276437680158971003276
f(z) = 216/19*z^3 - 197/19*z + 1
*
[ -2/7 ] 
f(z) = 217*z^3 - 185/14*z + 1
*
[ -1/3 ] 
f(z) = 217*z^3 - 181/9*z + 1
*
[ -1/2 ] 
f(z) = 217/2*z^3 - 193/8*z + 1
*
[ -1/2 ] 
f(z) = 217/3*z^3 - 181/12*z + 1
*
[ -1 ] 
f(z) = 217/9*z^3 - 199/9*z + 1
*
[ -1 ] 
f(z) = 217/10*z^3 - 197/10*z + 1
*
[ -1 ] 
f(z) = 217/11*z^3 - 195/11*z + 1
*
[ -1 ] 
f(z) = 217/12*z^3 - 193/12*z + 1
*
[ -1 ] 
f(z) = 217/13*z^3 - 191/13*z + 1
*
[ -1 ] 
f(z) = 217/15*z^3 - 187/15*z + 1
*
[ -1 ] 
f(z) = 217/16*z^3 - 185/16*z + 1
*
-1 | 0.12222197348340401463310270278090907274 | 0.022718272385433318757111896932610221593
f(z) = 217/17*z^3 - 200/17*z + 1
*
[ -1 ] 
f(z) = 217/17*z^3 - 183/17*z + 1
*
-1 | 0.095850729697428093185138263997303189930 | 0.017816460686624371147443550987861502791
f(z) = 217/18*z^3 - 199/18*z + 1
*
[ -1 ] 
f(z) = 217/18*z^3 - 181/18*z + 1
*
-1 | 0.12227646562105221814420866774579128500 | 0.022728401228804715564683099100497416517
f(z) = 217/19*z^3 - 198/19*z + 1
*
[ 1/6 ] 
f(z) = 218*z^3 - 199/18*z + 1
*
[ -1/3 ] 
f(z) = 218*z^3 - 182/9*z + 1
*
[ -1 ] 
f(z) = 218/9*z^3 - 200/9*z + 1
*
[ -1 ] 
f(z) = 218/11*z^3 - 196/11*z + 1
*
[ -1 ] 
f(z) = 218/13*z^3 - 192/13*z + 1
*
[ -1 ] 
f(z) = 218/15*z^3 - 188/15*z + 1
*
[ -1 ] 
f(z) = 218/17*z^3 - 184/17*z + 1
*
-1 | 0.12235923898305067014185160514960424706 | 0.022724366455203023142359601214900188488
f(z) = 218/19*z^3 - 199/19*z + 1
*
[ -1/2 ] 
f(z) = 219/2*z^3 - 195/8*z + 1
*
[ -1 ] 
f(z) = 219/10*z^3 - 199/10*z + 1
*
[ -1 ] 
f(z) = 219/11*z^3 - 197/11*z + 1
*
[ -1 ] 
f(z) = 219/13*z^3 - 193/13*z + 1
*
[ -1 ] 
f(z) = 219/14*z^3 - 191/14*z + 1
*
[ -1 ] 
f(z) = 219/16*z^3 - 187/16*z + 1
*
[ -1 ] 
f(z) = 219/17*z^3 - 185/17*z + 1
*
-1 | 0.12244164384196367546431743686095666073 | 0.022720358900498962681424883941624139275
f(z) = 219/19*z^3 - 200/19*z + 1
*
[ -1 ] 
f(z) = 219/19*z^3 - 181/19*z + 1
*
[ 1/6 ] 
f(z) = 200/3*z^3 - 185/27*z + 1
*
[ 1/6 ] 
f(z) = 201/2*z^3 - 187/24*z + 1
*
[ -2/3 ] 
f(z) = 201/10*z^3 - 193/30*z + 1
*
[ -3/7 ] 
f(z) = 203/3*z^3 - 191/21*z + 1
*
[ 1/7 ] 
f(z) = 203/4*z^3 - 197/28*z + 1
*
[ 1/6 ] 
f(z) = 204/11*z^3 - 182/33*z + 1
*
1/5 | 0.19978560456336614816135962721866943715 | 0.028818911831452390883572878045279335864
f(z) = 205/6*z^3 - 191/30*z + 1
*
[ 1/5 ] 
f(z) = 205/7*z^3 - 181/35*z + 1
*
[ 1/6 ] 
f(z) = 207/8*z^3 - 183/32*z + 1
*
[ 2/3 ] 
f(z) = 207/11*z^3 - 195/22*z + 1
*
[ 2/3 ] 
f(z) = 207/13*z^3 - 197/26*z + 1
*
[ 1/6 ] 
f(z) = 208/3*z^3 - 187/27*z + 1
*
[ 1/6 ] 
f(z) = 212/3*z^3 - 188/27*z + 1
*
[ 1/6 ] 
f(z) = 213/2*z^3 - 191/24*z + 1
*
[ 1/5 ] 
f(z) = 215/7*z^3 - 183/35*z + 1
*
5/18 | 0.10751021177266860508492345921134098497 | 0.015000647913275338465188359888377279703
f(z) = 216/5*z^3 - 193/30*z + 1
*
1/6 | 0.20887122160682377235350878436713646310 | 0.029143312089877207187814765992632910890
f(z) = 216/5*z^3 - 191/30*z + 1
*
[ 1/7 ] 
f(z) = 217/4*z^3 - 199/28*z + 1
*
[ 1/4 ] 
f(z) = 218/3*z^3 - 181/24*z + 1
*
[ 1/6 ] 
f(z) = 219/2*z^3 - 193/24*z + 1
*
[ 3/10 ] 
f(z) = 200/19*z^3 - 187/57*z + 1
*
[ 1/3 ] 
f(z) = 201/19*z^3 - 181/57*z + 1
*
[ 1/4 ] 
f(z) = 204/11*z^3 - 183/44*z + 1
*
[ 1/3 ] 
f(z) = 204/19*z^3 - 182/57*z + 1
*
[ 1/3 ] 
f(z) = 210/19*z^3 - 184/57*z + 1
*
[ 1/4 ] 
f(z) = 212/11*z^3 - 185/44*z + 1
*
[ 1/3 ] 
f(z) = 213/19*z^3 - 185/57*z + 1
*
[ -2/3 ] 
f(z) = 219/14*z^3 - 187/42*z + 1
*
[ 1/3 ] 
f(z) = 219/19*z^3 - 187/57*z + 1
*
4/15 | 0.12406379297730301138467567446619668191 | 0.016551677504590422948159891343683133506
f(z) = 200*z^3 - 173/9*z + 1
*
[ -1/3 ] 
f(z) = 200*z^3 - 164/9*z + 1
*
1/5 | 0.15050832585491558212490403851858870806 | 0.025120456721648197928827264893344873187
f(z) = 200/9*z^3 - 169/18*z + 1
*
[ 9/10 ] 
f(z) = 200/9*z^3 - 163/9*z + 1
*
[ -1 ] 
f(z) = 200/11*z^3 - 178/11*z + 1
*
[ -1 ] 
f(z) = 200/13*z^3 - 174/13*z + 1
*
[ -1 ] 
f(z) = 200/17*z^3 - 166/17*z + 1
*
[ 1/10 ] 
f(z) = 200/19*z^3 - 173/19*z + 1
*
[ -1 ] 
f(z) = 200/19*z^3 - 162/19*z + 1
*
[ -1/2 ] 
f(z) = 201/2*z^3 - 177/8*z + 1
*
[ -1 ] 
f(z) = 201/11*z^3 - 179/11*z + 1
*
[ -1 ] 
f(z) = 201/13*z^3 - 175/13*z + 1
*
[ -1 ] 
f(z) = 201/14*z^3 - 173/14*z + 1
*
[ -1 ] 
f(z) = 201/16*z^3 - 169/16*z + 1
*
[ -1 ] 
f(z) = 201/17*z^3 - 167/17*z + 1
*
[ -1 ] 
f(z) = 201/19*z^3 - 163/19*z + 1
*
[ -1/3 ] 
f(z) = 202*z^3 - 166/9*z + 1
*
[ -1 ] 
f(z) = 202/11*z^3 - 180/11*z + 1
*
[ -1 ] 
f(z) = 202/13*z^3 - 176/13*z + 1
*
[ -1 ] 
f(z) = 202/15*z^3 - 172/15*z + 1
*
[ -1 ] 
f(z) = 202/17*z^3 - 168/17*z + 1
*
[ -1 ] 
f(z) = 202/19*z^3 - 164/19*z + 1
*
[ -2/7 ] 
f(z) = 203*z^3 - 169/14*z + 1
*
[ -1/3 ] 
f(z) = 203*z^3 - 167/9*z + 1
*
[ -1/2 ] 
f(z) = 203/2*z^3 - 179/8*z + 1
*
[ -1/2 ] 
f(z) = 203/3*z^3 - 167/12*z + 1
*
[ -1 ] 
f(z) = 203/12*z^3 - 179/12*z + 1
*
[ -1 ] 
f(z) = 203/13*z^3 - 177/13*z + 1
*
[ -1 ] 
f(z) = 203/15*z^3 - 173/15*z + 1
*
[ -1 ] 
f(z) = 203/16*z^3 - 171/16*z + 1
*
[ -1 ] 
f(z) = 203/17*z^3 - 169/17*z + 1
*
[ -1 ] 
f(z) = 203/18*z^3 - 167/18*z + 1
*
[ -1 ] 
f(z) = 203/19*z^3 - 165/19*z + 1
*
[ 1/8 ] 
f(z) = 204*z^3 - 163/16*z + 1
*
[ -1 ] 
f(z) = 204/13*z^3 - 178/13*z + 1
*
[ -1 ] 
f(z) = 204/19*z^3 - 166/19*z + 1
*
[ -1/3 ] 
f(z) = 205*z^3 - 169/9*z + 1
*
[ 2/5 ] 
f(z) = 205/2*z^3 - 179/10*z + 1
*
[ -1/2 ] 
f(z) = 205/3*z^3 - 169/12*z + 1
*
[ -1 ] 
f(z) = 205/13*z^3 - 179/13*z + 1
*
[ -1 ] 
f(z) = 205/14*z^3 - 177/14*z + 1
*
[ -1 ] 
f(z) = 205/16*z^3 - 173/16*z + 1
*
[ -1 ] 
f(z) = 205/17*z^3 - 171/17*z + 1
*
[ -1 ] 
f(z) = 205/18*z^3 - 169/18*z + 1
*
[ -1 ] 
f(z) = 205/19*z^3 - 167/19*z + 1
*
[ -1/3 ] 
f(z) = 206*z^3 - 170/9*z + 1
*
[ -1 ] 
f(z) = 206/13*z^3 - 180/13*z + 1
*
[ -1 ] 
f(z) = 206/15*z^3 - 176/15*z + 1
*
[ -1 ] 
f(z) = 206/17*z^3 - 172/17*z + 1
*
[ -1 ] 
f(z) = 206/19*z^3 - 168/19*z + 1
*
[ -2/3 ] 
f(z) = 207*z^3 - 179/2*z + 1
*
[ 1/9 ] 
f(z) = 207/2*z^3 - 167/18*z + 1
*
[ -4/3 ] 
f(z) = 207/8*z^3 - 177/4*z + 1
*
[ -1 ] 
f(z) = 207/14*z^3 - 179/14*z + 1
*
[ -1 ] 
f(z) = 207/16*z^3 - 175/16*z + 1
*
[ -1 ] 
f(z) = 207/17*z^3 - 173/17*z + 1
*
[ -1 ] 
f(z) = 207/19*z^3 - 169/19*z + 1
*
[ -1/3 ] 
f(z) = 208*z^3 - 172/9*z + 1
*
[ 1/13 ] 
f(z) = 208*z^3 - 172/13*z + 1
*
[ -1 ] 
f(z) = 208/15*z^3 - 178/15*z + 1
*
[ -1 ] 
f(z) = 208/17*z^3 - 174/17*z + 1
*
[ -1 ] 
f(z) = 208/19*z^3 - 170/19*z + 1
*
[ -1/3 ] 
f(z) = 209*z^3 - 173/9*z + 1
*
[ -1/2 ] 
f(z) = 209/3*z^3 - 173/12*z + 1
*
[ -1/2 ] 
f(z) = 209/4*z^3 - 161/16*z + 1
*
[ 2/19 ] 
f(z) = 209/8*z^3 - 167/19*z + 1
*
[ -1 ] 
f(z) = 209/15*z^3 - 179/15*z + 1
*
[ -1 ] 
f(z) = 209/16*z^3 - 177/16*z + 1
*
[ -1 ] 
f(z) = 209/17*z^3 - 175/17*z + 1
*
[ -1 ] 
f(z) = 209/18*z^3 - 173/18*z + 1
*
[ -2/7 ] 
f(z) = 210*z^3 - 177/14*z + 1
*
[ -1 ] 
f(z) = 210/17*z^3 - 176/17*z + 1
*
[ -1 ] 
f(z) = 210/19*z^3 - 172/19*z + 1
*
[ -1/3 ] 
f(z) = 211*z^3 - 175/9*z + 1
*
[ -1/2 ] 
f(z) = 211/3*z^3 - 175/12*z + 1
*
[ -1/2 ] 
f(z) = 211/4*z^3 - 163/16*z + 1
*
[ -1 ] 
f(z) = 211/16*z^3 - 179/16*z + 1
*
[ -1 ] 
f(z) = 211/17*z^3 - 177/17*z + 1
*
[ -1 ] 
f(z) = 211/18*z^3 - 175/18*z + 1
*
[ -1 ] 
f(z) = 211/19*z^3 - 173/19*z + 1
*
[ -1/3 ] 
f(z) = 212*z^3 - 176/9*z + 1
*
[ 1/8 ] 
f(z) = 212*z^3 - 165/16*z + 1
*
[ 3/4 ] 
f(z) = 212/9*z^3 - 163/12*z + 1
*
[ -1 ] 
f(z) = 212/17*z^3 - 178/17*z + 1
*
[ -1 ] 
f(z) = 212/19*z^3 - 174/19*z + 1
*
[ -1/2 ] 
f(z) = 213/4*z^3 - 165/16*z + 1
*
[ -1 ] 
f(z) = 213/17*z^3 - 179/17*z + 1
*
[ -1 ] 
f(z) = 213/19*z^3 - 175/19*z + 1
*
[ -1/3 ] 
f(z) = 214*z^3 - 178/9*z + 1
*
[ -1 ] 
f(z) = 214/17*z^3 - 180/17*z + 1
*
[ -1 ] 
f(z) = 214/19*z^3 - 176/19*z + 1
*
[ -1/3 ] 
f(z) = 215*z^3 - 179/9*z + 1
*
[ -1/2 ] 
f(z) = 215/3*z^3 - 179/12*z + 1
*
[ -1/2 ] 
f(z) = 215/4*z^3 - 167/16*z + 1
*
[ -1 ] 
f(z) = 215/18*z^3 - 179/18*z + 1
*
[ -1 ] 
f(z) = 215/19*z^3 - 177/19*z + 1
*
2/9 | 0.16001385483162926098419686103622593393 | 0.020357517496297943379379463110967574698
f(z) = 216*z^3 - 179/12*z + 1
*
[ -2/3 ] 
f(z) = 216/5*z^3 - 167/10*z + 1
*
[ -1 ] 
f(z) = 216/19*z^3 - 178/19*z + 1
*
[ -1/2 ] 
f(z) = 217/4*z^3 - 169/16*z + 1
*
[ -1 ] 
f(z) = 217/19*z^3 - 179/19*z + 1
*
[ -1 ] 
f(z) = 218/19*z^3 - 180/19*z + 1
*
[ -1/2 ] 
f(z) = 219/4*z^3 - 171/16*z + 1
*
1/20 | 0.14280671789104806198197222985534928331 | 0.023835026773208461819826049515078823082
f(z) = 200/11*z^3 - 177/22*z + 1
*
[ 1/4 ] 
f(z) = 202/3*z^3 - 173/24*z + 1
*
[ 1/5 ] 
f(z) = 205/6*z^3 - 161/30*z + 1
*
[ 4/5 ] 
f(z) = 205/16*z^3 - 169/20*z + 1
*
[ 1/4 ] 
f(z) = 206/3*z^3 - 175/24*z + 1
*
[ 1/6 ] 
f(z) = 207/7*z^3 - 163/28*z + 1
*
[ 2/15 ] 
f(z) = 207/8*z^3 - 174/25*z + 1
*
-1/2 | 0.10203869125661134943641002026892719973 | 0.015175674312929332202809581596167507519
f(z) = 208/5*z^3 - 173/20*z + 1
*
-1/2 | 0.18487226430907782560058217330310360592 | 0.027495073075690541053674111736118884363
f(z) = 208/7*z^3 - 173/28*z + 1
*
[ 3/13 ] 
f(z) = 208/9*z^3 - 178/39*z + 1
*
[ 2/11 ] 
f(z) = 209/2*z^3 - 175/22*z + 1
*
[ -6/11 ] 
f(z) = 209/8*z^3 - 163/33*z + 1
*
[ 1/4 ] 
f(z) = 212/9*z^3 - 161/36*z + 1
*
[ 1/4 ] 
f(z) = 214/3*z^3 - 179/24*z + 1
*
[ 1/5 ] 
f(z) = 215/6*z^3 - 163/30*z + 1
*
[ 4/5 ] 
f(z) = 215/16*z^3 - 177/20*z + 1
*
-4/5 | 0.19879056492418226619828038476089401511 | 0.028479713776320807740443680034304159087
f(z) = 215/16*z^3 - 167/20*z + 1
*
2/9 | 0.13513910820902450872993812600597170123 | 0.020874480980219341864173375528482144849
f(z) = 216/7*z^3 - 179/21*z + 1
*
[ 1/9 ] 
f(z) = 216/7*z^3 - 176/21*z + 1
*
7/18 | 0.14621637841115913755538369811266778209 | 0.022585549443018093866239366532050877488
f(z) = 216/11*z^3 - 164/33*z + 1
*
5/12 | 0.10732135554739606802929568513758606395 | 0.017685205822627436808692096378224034454
f(z) = 216/13*z^3 - 179/26*z + 1
*
[ -4/7 ] 
f(z) = 217/8*z^3 - 171/28*z + 1
*
[ 3/10 ] 
f(z) = 200/17*z^3 - 173/51*z + 1
*
[ -2/3 ] 
f(z) = 201/14*z^3 - 163/42*z + 1
*
[ 1/3 ] 
f(z) = 201/16*z^3 - 163/48*z + 1
*
[ 1/3 ] 
f(z) = 201/17*z^3 - 169/51*z + 1
*
[ 2/7 ] 
f(z) = 203/12*z^3 - 163/42*z + 1
*
[ 1/3 ] 
f(z) = 210/17*z^3 - 172/51*z + 1
*
[ -2/3 ] 
f(z) = 213/14*z^3 - 179/42*z + 1
*
[ 1/3 ] 
f(z) = 213/16*z^3 - 167/48*z + 1
*
[ 1/3 ] 
f(z) = 213/17*z^3 - 173/51*z + 1
*
[ 2/7 ] 
f(z) = 217/12*z^3 - 167/42*z + 1
*
[ 1/3 ] 
f(z) = 219/16*z^3 - 169/48*z + 1
*
[ 1/3 ] 
f(z) = 219/17*z^3 - 175/51*z + 1
*
[ 3/2 ] 
f(z) = 200/9*z^3 - 149/3*z + 1
*
[ -3/2 ] 
f(z) = 200/9*z^3 - 145/3*z + 1
*
[ -9/10 ] 
f(z) = 200/9*z^3 - 143/9*z + 1
*
[ 1/10 ] 
f(z) = 200/17*z^3 - 155/17*z + 1
*
[ -1/2 ] 
f(z) = 201/4*z^3 - 153/16*z + 1
*
[ 2/7 ] 
f(z) = 203/2*z^3 - 151/14*z + 1
*
[ -1/2 ] 
f(z) = 203/4*z^3 - 155/16*z + 1
*
[ 1/12 ] 
f(z) = 204*z^3 - 149/12*z + 1
*
[ -1/2 ] 
f(z) = 205/4*z^3 - 157/16*z + 1
*
[ 2/9 ] 
f(z) = 207/2*z^3 - 155/18*z + 1
*
[ -1/2 ] 
f(z) = 207/4*z^3 - 159/16*z + 1
*
[ -2/3 ] 
f(z) = 207/5*z^3 - 159/10*z + 1
*
[ -2/3 ] 
f(z) = 207/7*z^3 - 149/14*z + 1
*
3/8 | 0.10118345292950984186201260762113286142 | 0.015048479244547013340129685241472796448
f(z) = 208/3*z^3 - 145/12*z + 1
*
[ 3/2 ] 
f(z) = 208/9*z^3 - 155/3*z + 1
*
[ -3/2 ] 
f(z) = 208/9*z^3 - 151/3*z + 1
*
1/5 | 0.13301878549322622555786045902978286270 | 0.017388775214433065229200604512538348492
f(z) = 210*z^3 - 149/10*z + 1
*
[ 3/2 ] 
f(z) = 212/9*z^3 - 158/3*z + 1
*
[ -3/2 ] 
f(z) = 212/9*z^3 - 154/3*z + 1
*
[ 2/3 ] 
f(z) = 213/4*z^3 - 145/6*z + 1
*
[ 5/6 ] 
f(z) = 216/5*z^3 - 151/5*z + 1
*
-1/2 | 0.13672674213691571137346770425069781298 | 0.021119717423396511633706464042837547789
f(z) = 216/5*z^3 - 142/15*z + 1
*
[ 2/7 ] 
f(z) = 217/2*z^3 - 159/14*z + 1
*
[ -1/3 ] 
f(z) = 217/2*z^3 - 145/18*z + 1
*
[ 2/3 ] 
f(z) = 219/4*z^3 - 149/6*z + 1
*
[ -3/5 ] 
f(z) = 200/7*z^3 - 160/21*z + 1
*
1/5 | 0.19880441446260069039436072657614997844 | 0.029740607616705652642161569061780550164
f(z) = 200/7*z^3 - 151/28*z + 1
*
[ 3/10 ] 
f(z) = 200/13*z^3 - 145/39*z + 1
*
[ -1/2 ] 
f(z) = 201/5*z^3 - 141/20*z + 1
*
[ 1/3 ] 
f(z) = 201/13*z^3 - 145/39*z + 1
*
[ 1/7 ] 
f(z) = 203/3*z^3 - 155/21*z + 1
*
[ -1/2 ] 
f(z) = 203/5*z^3 - 143/20*z + 1
*
[ -4/7 ] 
f(z) = 203/8*z^3 - 155/28*z + 1
*
1/6 | 0.17955131063993333132042623249999248305 | 0.027981736300463837552629942519568783029
f(z) = 204/7*z^3 - 143/21*z + 1
*
[ 1/3 ] 
f(z) = 204/13*z^3 - 146/39*z + 1
*
-4/5 | 0.17366257914222658742864915635812851384 | 0.025050686548014451583806117020357624829
f(z) = 205/16*z^3 - 159/20*z + 1
*
[ 3/5 ] 
f(z) = 205/18*z^3 - 143/30*z + 1
*
[ 1/2 ] 
f(z) = 206/19*z^3 - 141/38*z + 1
*
[ -1/2 ] 
f(z) = 207/5*z^3 - 147/20*z + 1
*
[ 2/5 ] 
f(z) = 207/8*z^3 - 141/25*z + 1
*
[ 2/9 ] 
f(z) = 207/16*z^3 - 149/36*z + 1
*
[ 1/8 ] 
f(z) = 208/5*z^3 - 153/20*z + 1
*
[ -1/2 ] 
f(z) = 209/5*z^3 - 149/20*z + 1
*
[ 2/5 ] 
f(z) = 209/8*z^3 - 142/25*z + 1
*
[ 3/11 ] 
f(z) = 209/9*z^3 - 145/33*z + 1
*
[ 1/3 ] 
f(z) = 210/13*z^3 - 148/39*z + 1
*
[ 1/2 ] 
f(z) = 210/19*z^3 - 143/38*z + 1
*
[ -1/2 ] 
f(z) = 211/5*z^3 - 151/20*z + 1
*
[ 2/5 ] 
f(z) = 211/8*z^3 - 143/25*z + 1
*
[ -1/2 ] 
f(z) = 213/5*z^3 - 153/20*z + 1
*
[ 2/5 ] 
f(z) = 213/8*z^3 - 144/25*z + 1
*
1/3 | 0.17579708505268829514077263540780955592 | 0.027213573558903015932719625109658398241
f(z) = 213/8*z^3 - 143/24*z + 1
*
[ 1/3 ] 
f(z) = 213/13*z^3 - 149/39*z + 1
*
[ 1/2 ] 
f(z) = 214/17*z^3 - 141/34*z + 1
*
[ 1/2 ] 
f(z) = 214/19*z^3 - 145/38*z + 1
*
[ -1/2 ] 
f(z) = 215/6*z^3 - 143/24*z + 1
*
[ 3/5 ] 
f(z) = 215/18*z^3 - 149/30*z + 1
*
[ -11/18 ] 
f(z) = 216/11*z^3 - 155/33*z + 1
*
[ 1/4 ] 
f(z) = 216/19*z^3 - 141/38*z + 1
*
[ 1/7 ] 
f(z) = 217/3*z^3 - 157/21*z + 1
*
[ -1/2 ] 
f(z) = 217/5*z^3 - 157/20*z + 1
*
[ -1/2 ] 
f(z) = 217/6*z^3 - 145/24*z + 1
*
[ 2/5 ] 
f(z) = 217/8*z^3 - 146/25*z + 1
*
[ 4/7 ] 
f(z) = 217/16*z^3 - 145/28*z + 1
*
[ 1/2 ] 
f(z) = 218/17*z^3 - 143/34*z + 1
*
[ 1/2 ] 
f(z) = 218/19*z^3 - 147/38*z + 1
*
[ -1/2 ] 
f(z) = 219/5*z^3 - 159/20*z + 1
*
[ 2/5 ] 
f(z) = 219/8*z^3 - 147/25*z + 1
*
1/3 | 0.17636615512779118594237795417303157262 | 0.027184763410994034609650555585250619876
f(z) = 219/8*z^3 - 145/24*z + 1
*
[ 1/3 ] 
f(z) = 219/13*z^3 - 151/39*z + 1
*
[ 1/3 ] 
f(z) = 201/14*z^3 - 151/42*z + 1
*
[ 3/7 ] 
f(z) = 203/18*z^3 - 143/42*z + 1
*
[ 4/11 ] 
f(z) = 209/16*z^3 - 153/44*z + 1
*
[ 1/3 ] 
f(z) = 213/14*z^3 - 155/42*z + 1
*
[ 3/7 ] 
f(z) = 217/18*z^3 - 149/42*z + 1
*
[ 1/3 ] 
f(z) = 219/14*z^3 - 157/42*z + 1
*
-3/5 | 0.14058501213256311117798261566528877567 | 0.023464214972351299907460309988931230945
f(z) = 200/7*z^3 - 123/14*z + 1
*
11/20 | 0.11704674352147308392601172230818583351 | 0.019535581426075589032264480959767125851
f(z) = 200/9*z^3 - 139/18*z + 1
*
1/10 | 0.16841617782291597848094982539643599979 | 0.028109350643526502527567030163323909504
f(z) = 200/9*z^3 - 121/18*z + 1
*
[ 1/6 ] 
f(z) = 201*z^3 - 127/12*z + 1
*
[ 2/3 ] 
f(z) = 201/4*z^3 - 137/6*z + 1
*
[ 1/4 ] 
f(z) = 202*z^3 - 125/8*z + 1
*
1/12 | 0.22745949526025878164289000419914582527 | 0.029150162577732667371704404381018812033
f(z) = 204*z^3 - 137/12*z + 1
*
[ -2/5 ] 
f(z) = 205/2*z^3 - 129/10*z + 1
*
[ 3/5 ] 
f(z) = 205/9*z^3 - 133/15*z + 1
*
[ 1/4 ] 
f(z) = 206*z^3 - 127/8*z + 1
*
[ 1/2 ] 
f(z) = 206/9*z^3 - 121/18*z + 1
*
[ 3/8 ] 
f(z) = 208/3*z^3 - 137/12*z + 1
*
[ 3/4 ] 
f(z) = 208/15*z^3 - 122/15*z + 1
*
[ 1/11 ] 
f(z) = 209*z^3 - 129/11*z + 1
*
[ 1/4 ] 
f(z) = 210*z^3 - 129/8*z + 1
*
[ -3/4 ] 
f(z) = 212/9*z^3 - 131/12*z + 1
*
[ 1/6 ] 
f(z) = 213*z^3 - 131/12*z + 1
*
[ -2/3 ] 
f(z) = 213/4*z^3 - 127/6*z + 1
*
[ 1/4 ] 
f(z) = 214*z^3 - 131/8*z + 1
*
[ 1/2 ] 
f(z) = 214/7*z^3 - 121/14*z + 1
*
[ 1/2 ] 
f(z) = 214/9*z^3 - 125/18*z + 1
*
[ -2/5 ] 
f(z) = 215/2*z^3 - 137/10*z + 1
*
[ 3/5 ] 
f(z) = 215/9*z^3 - 139/15*z + 1
*
-1/3 | 0.14433678830863026914660622171892569142 | 0.020138973839331094720370886097881390903
f(z) = 216*z^3 - 127/6*z + 1
*
1/9 | 0.19254301035606016522778185654970965400 | 0.024495989464398434544800458927474301788
f(z) = 216*z^3 - 125/12*z + 1
*
5/18 | 0.18834467569211913705282915165113168365 | 0.026279291239530020018677484701498706249
f(z) = 216*z^3 - 121/6*z + 1
*
[ -5/6 ] 
f(z) = 216/5*z^3 - 139/5*z + 1
*
[ 1/9 ] 
f(z) = 216/5*z^3 - 128/15*z + 1
*
[ 1/4 ] 
f(z) = 218*z^3 - 133/8*z + 1
*
[ 1/2 ] 
f(z) = 218/7*z^3 - 123/14*z + 1
*
[ 1/2 ] 
f(z) = 218/9*z^3 - 127/18*z + 1
*
[ 1/6 ] 
f(z) = 219*z^3 - 133/12*z + 1
*
[ -2/3 ] 
f(z) = 219/4*z^3 - 131/6*z + 1
*
[ 11/20 ] 
f(z) = 200/11*z^3 - 139/22*z + 1
*
[ 3/10 ] 
f(z) = 200/11*z^3 - 131/33*z + 1
*
[ 1/4 ] 
f(z) = 200/17*z^3 - 127/34*z + 1
*
[ 1/4 ] 
f(z) = 200/19*z^3 - 139/38*z + 1
*
[ 2/5 ] 
f(z) = 200/19*z^3 - 121/38*z + 1
*
1/3 | 0.17458849101185225682024593452001369916 | 0.027271282281049512241806578905874719876
f(z) = 201/8*z^3 - 139/24*z + 1
*
[ 2/5 ] 
f(z) = 201/8*z^3 - 138/25*z + 1
*
[ 2/9 ] 
f(z) = 201/8*z^3 - 128/27*z + 1
*
[ 1/3 ] 
f(z) = 201/10*z^3 - 127/30*z + 1
*
[ 1/3 ] 
f(z) = 201/11*z^3 - 133/33*z + 1
*
[ 1/2 ] 
f(z) = 202/11*z^3 - 123/22*z + 1
*
[ 1/2 ] 
f(z) = 202/13*z^3 - 127/26*z + 1
*
[ 1/2 ] 
f(z) = 202/15*z^3 - 131/30*z + 1
*
[ 1/2 ] 
f(z) = 202/17*z^3 - 135/34*z + 1
*
[ 1/2 ] 
f(z) = 202/19*z^3 - 139/38*z + 1
*
[ -1/2 ] 
f(z) = 203/6*z^3 - 131/24*z + 1
*
[ 2/5 ] 
f(z) = 203/8*z^3 - 139/25*z + 1
*
[ 4/7 ] 
f(z) = 203/16*z^3 - 137/28*z + 1
*
[ 1/4 ] 
f(z) = 204/7*z^3 - 135/28*z + 1
*
[ 1/6 ] 
f(z) = 204/7*z^3 - 122/21*z + 1
*
[ 1/3 ] 
f(z) = 204/11*z^3 - 134/33*z + 1
*
[ 1/5 ] 
f(z) = 205/4*z^3 - 121/20*z + 1
*
[ -1/2 ] 
f(z) = 205/6*z^3 - 133/24*z + 1
*
[ 2/5 ] 
f(z) = 205/12*z^3 - 127/30*z + 1
*
[ 1/2 ] 
f(z) = 206/11*z^3 - 125/22*z + 1
*
[ 1/2 ] 
f(z) = 206/13*z^3 - 129/26*z + 1
*
[ 1/2 ] 
f(z) = 206/15*z^3 - 133/30*z + 1
*
[ 1/2 ] 
f(z) = 206/17*z^3 - 137/34*z + 1
*
[ 1/6 ] 
f(z) = 207/5*z^3 - 123/20*z + 1
*
[ -2/3 ] 
f(z) = 207/11*z^3 - 129/22*z + 1
*
[ 4/9 ] 
f(z) = 207/16*z^3 - 137/36*z + 1
*
[ 2/11 ] 
f(z) = 209/4*z^3 - 137/22*z + 1
*
[ -1/2 ] 
f(z) = 209/6*z^3 - 137/24*z + 1
*
[ 1/3 ] 
f(z) = 210/11*z^3 - 136/33*z + 1
*
[ 1/2 ] 
f(z) = 210/11*z^3 - 127/22*z + 1
*
[ 1/2 ] 
f(z) = 210/13*z^3 - 131/26*z + 1
*
[ 1/2 ] 
f(z) = 210/17*z^3 - 139/34*z + 1
*
[ -1/2 ] 
f(z) = 211/6*z^3 - 139/24*z + 1
*
[ 1/4 ] 
f(z) = 212/7*z^3 - 137/28*z + 1
*
[ 2/9 ] 
f(z) = 213/8*z^3 - 130/27*z + 1
*
[ 1/3 ] 
f(z) = 213/10*z^3 - 131/30*z + 1
*
[ 1/3 ] 
f(z) = 213/11*z^3 - 137/33*z + 1
*
[ 1/2 ] 
f(z) = 214/11*z^3 - 129/22*z + 1
*
[ 1/2 ] 
f(z) = 214/13*z^3 - 133/26*z + 1
*
[ 1/2 ] 
f(z) = 214/15*z^3 - 137/30*z + 1
*
[ 1/5 ] 
f(z) = 215/4*z^3 - 123/20*z + 1
*
[ 2/5 ] 
f(z) = 215/12*z^3 - 131/30*z + 1
*
[ -4/5 ] 
f(z) = 215/16*z^3 - 127/20*z + 1
*
[ 7/18 ] 
f(z) = 216/7*z^3 - 131/21*z + 1
*
[ -2/3 ] 
f(z) = 216/11*z^3 - 137/22*z + 1
*
[ -2/3 ] 
f(z) = 216/13*z^3 - 127/26*z + 1
*
[ 1/4 ] 
f(z) = 216/17*z^3 - 129/34*z + 1
*
[ 3/7 ] 
f(z) = 217/9*z^3 - 121/21*z + 1
*
[ -2/3 ] 
f(z) = 217/16*z^3 - 127/36*z + 1
*
[ 1/2 ] 
f(z) = 218/11*z^3 - 131/22*z + 1
*
[ 1/2 ] 
f(z) = 218/13*z^3 - 135/26*z + 1
*
[ 1/2 ] 
f(z) = 218/15*z^3 - 139/30*z + 1
*
[ 2/9 ] 
f(z) = 219/8*z^3 - 131/27*z + 1
*
[ 1/3 ] 
f(z) = 219/8*z^3 - 121/24*z + 1
*
[ 1/3 ] 
f(z) = 219/10*z^3 - 133/30*z + 1
*
[ 1/3 ] 
f(z) = 219/11*z^3 - 139/33*z + 1
*
[ 1/20 ] 
f(z) = 200/3*z^3 - 115/6*z + 1
*
1/20 | 0.17415136784888706043744434845553216334 | 0.029066577375134119050467575062702405714
f(z) = 200/3*z^3 - 109/6*z + 1
*
-2/5 | 0.13889832228773239047523320975421723737 | 0.020778816772981084106577140837018904281
f(z) = 200/3*z^3 - 107/12*z + 1
*
-2/5 | 0.14968778034142496930514671376101527765 | 0.022392890782550629706707627466151036604
f(z) = 200/3*z^3 - 101/12*z + 1
*
[ 7/10 ] 
f(z) = 200/7*z^3 - 101/7*z + 1
*
[ 1/10 ] 
f(z) = 200/11*z^3 - 101/11*z + 1
*
[ 1/10 ] 
f(z) = 200/13*z^3 - 119/13*z + 1
*
[ -2/3 ] 
f(z) = 201/4*z^3 - 119/6*z + 1
*
-2 | 0.11168734472118186843409181176670681940 | 0.016683293656083437444944146522042143793
f(z) = 201/8*z^3 - 101*z + 1
*
[ 1/2 ] 
f(z) = 202*z^3 - 103/2*z + 1
*
[ 1/2 ] 
f(z) = 202/3*z^3 - 107/6*z + 1
*
[ 1/2 ] 
f(z) = 202/5*z^3 - 111/10*z + 1
*
[ 1/2 ] 
f(z) = 202/7*z^3 - 115/14*z + 1
*
[ 1/2 ] 
f(z) = 202/9*z^3 - 119/18*z + 1
*
[ 1/7 ] 
f(z) = 203/2*z^3 - 113/14*z + 1
*
[ 2/3 ] 
f(z) = 203/8*z^3 - 106/9*z + 1
*
-2 | 0.11187156853181826726792252335899404937 | 0.016686255146057002150856625210705786801
f(z) = 203/8*z^3 - 102*z + 1
*
[ 2 ] 
f(z) = 203/8*z^3 - 101*z + 1
*
[ 1/5 ] 
f(z) = 205/3*z^3 - 101/15*z + 1
*
[ 2/3 ] 
f(z) = 205/8*z^3 - 107/9*z + 1
*
-2 | 0.11205397711540107210266870189015030426 | 0.016689176513500307966885407673642278927
f(z) = 205/8*z^3 - 103*z + 1
*
[ 2 ] 
f(z) = 205/8*z^3 - 102*z + 1
*
[ -2 ] 
f(z) = 205/8*z^3 - 101*z + 1
*
[ 1/2 ] 
f(z) = 206*z^3 - 105/2*z + 1
*
[ 1/2 ] 
f(z) = 206/3*z^3 - 109/6*z + 1
*
[ 1/2 ] 
f(z) = 206/5*z^3 - 113/10*z + 1
*
[ 1/2 ] 
f(z) = 206/7*z^3 - 117/14*z + 1
*
[ 2/9 ] 
f(z) = 207/4*z^3 - 109/18*z + 1
*
[ 1/6 ] 
f(z) = 207/4*z^3 - 103/16*z + 1
*
-2 | 0.11223460590686677733991446410423228414 | 0.016692058717209662543862844157439209563
f(z) = 207/8*z^3 - 104*z + 1
*
[ 2 ] 
f(z) = 207/8*z^3 - 103*z + 1
*
[ -2 ] 
f(z) = 207/8*z^3 - 102*z + 1
*
2/3 | 0.14499542376069229442216108034018091958 | 0.027189774931279968026120098746718212787
f(z) = 207/10*z^3 - 107/10*z + 1
*
[ 1/12 ] 
f(z) = 208*z^3 - 112/9*z + 1
*
[ 3/4 ] 
f(z) = 208/3*z^3 - 118/3*z + 1
*
[ -3/4 ] 
f(z) = 208/3*z^3 - 110/3*z + 1
*
[ 2/3 ] 
f(z) = 209/8*z^3 - 109/9*z + 1
*
-2 | 0.11241348931325822322636656825770274771 | 0.016694902683520601282423339896270835703
f(z) = 209/8*z^3 - 105*z + 1
*
[ 2 ] 
f(z) = 209/8*z^3 - 104*z + 1
*
[ -2 ] 
f(z) = 209/8*z^3 - 103*z + 1
*
[ 1/10 ] 
f(z) = 210*z^3 - 111/10*z + 1
*
[ 1/2 ] 
f(z) = 210*z^3 - 107/2*z + 1
*
[ 2/3 ] 
f(z) = 211/8*z^3 - 110/9*z + 1
*
-2 | 0.11259066075311281015670235819897625816 | 0.016697709307720800675818443439149577614
f(z) = 211/8*z^3 - 106*z + 1
*
[ 2 ] 
f(z) = 211/8*z^3 - 105*z + 1
*
[ -2 ] 
f(z) = 211/8*z^3 - 104*z + 1
*
[ 1/3 ] 
f(z) = 213/5*z^3 - 101/15*z + 1
*
-2 | 0.11276615269398134504662404630668561212 | 0.016700479455388174460687937140729616272
f(z) = 213/8*z^3 - 107*z + 1
*
[ 2 ] 
f(z) = 213/8*z^3 - 106*z + 1
*
[ -2 ] 
f(z) = 213/8*z^3 - 105*z + 1
*
[ 1/2 ] 
f(z) = 214*z^3 - 109/2*z + 1
*
[ -1/2 ] 
f(z) = 214*z^3 - 101/2*z + 1
*
[ 1/2 ] 
f(z) = 214/3*z^3 - 113/6*z + 1
*
[ 1/2 ] 
f(z) = 214/5*z^3 - 117/10*z + 1
*
[ 1/5 ] 
f(z) = 215/3*z^3 - 103/15*z + 1
*
[ 2/5 ] 
f(z) = 215/4*z^3 - 101/10*z + 1
*
[ 2/3 ] 
f(z) = 215/8*z^3 - 112/9*z + 1
*
-2 | 0.11293999668818301716363932467701463167 | 0.016703213963658803011029316783565716858
f(z) = 215/8*z^3 - 108*z + 1
*
[ 2 ] 
f(z) = 215/8*z^3 - 107*z + 1
*
[ -2 ] 
f(z) = 215/8*z^3 - 106*z + 1
*
1/18 | 0.20842979427428216418257356477467083015 | 0.029081720768591796509788083264985003859
f(z) = 216*z^3 - 109/6*z + 1
*
[ 1/12 ] 
f(z) = 216/5*z^3 - 113/10*z + 1
*
1/3 | 0.17888416784074534661344432854358022205 | 0.027631632387852632625590509672003793066
f(z) = 216/5*z^3 - 107/15*z + 1
*
[ -7/12 ] 
f(z) = 216/7*z^3 - 109/14*z + 1
*
[ 1/6 ] 
f(z) = 216/19*z^3 - 101/19*z + 1
*
[ 1/7 ] 
f(z) = 217/2*z^3 - 115/14*z + 1
*
[ 2/3 ] 
f(z) = 217/8*z^3 - 113/9*z + 1
*
-2 | 0.11311222340689511731324410893101302050 | 0.016705913642429015493935355197517648061
f(z) = 217/8*z^3 - 109*z + 1
*
[ 2 ] 
f(z) = 217/8*z^3 - 108*z + 1
*
[ -2 ] 
f(z) = 217/8*z^3 - 107*z + 1
*
[ 1/2 ] 
f(z) = 218*z^3 - 111/2*z + 1
*
[ -1/2 ] 
f(z) = 218*z^3 - 103/2*z + 1
*
[ 1/2 ] 
f(z) = 218/3*z^3 - 115/6*z + 1
*
[ 1/2 ] 
f(z) = 218/5*z^3 - 119/10*z + 1
*
[ 1/3 ] 
f(z) = 219/5*z^3 - 103/15*z + 1
*
-2 | 0.11328286267266973950534075631919390536 | 0.016708579275495639851659715133534328490
f(z) = 219/8*z^3 - 110*z + 1
*
[ 2 ] 
f(z) = 219/8*z^3 - 109*z + 1
*
[ -2 ] 
f(z) = 219/8*z^3 - 108*z + 1
*
[ 3/10 ] 
f(z) = 200/7*z^3 - 103/21*z + 1
*
[ 3/8 ] 
f(z) = 200/9*z^3 - 115/24*z + 1
*
-13/20 | 0.16799227287887121981263812451905135748 | 0.028038599170207783950886994570679120669
f(z) = 200/13*z^3 - 105/26*z + 1
*
7/20 | 0.14249787241484763272288421972588207190 | 0.023783479196856782366355822762754257497
f(z) = 200/13*z^3 - 101/26*z + 1
*
[ 2/5 ] 
f(z) = 200/17*z^3 - 115/34*z + 1
*
[ 1/3 ] 
f(z) = 201/7*z^3 - 109/21*z + 1
*
[ 1/3 ] 
f(z) = 201/8*z^3 - 115/24*z + 1
*
[ 3/7 ] 
f(z) = 203/9*z^3 - 115/21*z + 1
*
[ 1/4 ] 
f(z) = 204/5*z^3 - 111/20*z + 1
*
[ 1/3 ] 
f(z) = 204/7*z^3 - 110/21*z + 1
*
[ -4/5 ] 
f(z) = 205/16*z^3 - 119/20*z + 1
*
[ -2/3 ] 
f(z) = 207/13*z^3 - 119/26*z + 1
*
[ 1/4 ] 
f(z) = 212/5*z^3 - 113/20*z + 1
*
[ 1/3 ] 
f(z) = 213/7*z^3 - 113/21*z + 1
*
[ 1/3 ] 
f(z) = 213/8*z^3 - 119/24*z + 1
*
1/6 | 0.12943193440367225421503991588305183224 | 0.019992913145197355500422895597130715476
f(z) = 216/7*z^3 - 116/21*z + 1
*
[ 1/4 ] 
f(z) = 216/13*z^3 - 105/26*z + 1
*
[ 2/7 ] 
f(z) = 217/16*z^3 - 101/28*z + 1
*
[ 1/3 ] 
f(z) = 219/7*z^3 - 115/21*z + 1
*
[ 1/6 ] 
f(z) = 200*z^3 - 95/9*z + 1
*
7/40 | 0.099852654489207957503756432304230152412 | 0.013534279952933895175277478727443027729
f(z) = 200*z^3 - 89/8*z + 1
*
[ 1/8 ] 
f(z) = 200*z^3 - 81/8*z + 1
*
1/5 | 0.19254281061525807766663875221172316556 | 0.028803888461960204188187068423724616750
f(z) = 200/3*z^3 - 83/12*z + 1
*
[ 2/5 ] 
f(z) = 200/7*z^3 - 85/14*z + 1
*
[ -7/10 ] 
f(z) = 200/7*z^3 - 81/7*z + 1
*
[ 2/5 ] 
f(z) = 200/9*z^3 - 91/18*z + 1
*
[ 1/10 ] 
f(z) = 200/9*z^3 - 83/9*z + 1
*
[ 1/5 ] 
f(z) = 200/19*z^3 - 84/19*z + 1
*
[ 1/3 ] 
f(z) = 201/4*z^3 - 91/12*z + 1
*
[ 1/3 ] 
f(z) = 201/5*z^3 - 97/15*z + 1
*
[ 2 ] 
f(z) = 201/8*z^3 - 100*z + 1
*
[ -2 ] 
f(z) = 201/8*z^3 - 99*z + 1
*
[ -1/2 ] 
f(z) = 202*z^3 - 95/2*z + 1
*
[ -1/2 ] 
f(z) = 202/3*z^3 - 83/6*z + 1
*
[ 2/7 ] 
f(z) = 203/4*z^3 - 93/14*z + 1
*
[ -2 ] 
f(z) = 203/8*z^3 - 100*z + 1
*
[ 1/3 ] 
f(z) = 204/5*z^3 - 98/15*z + 1
*
[ 1/6 ] 
f(z) = 204/5*z^3 - 92/15*z + 1
*
[ 1/5 ] 
f(z) = 205/2*z^3 - 81/10*z + 1
*
[ 2/5 ] 
f(z) = 205/4*z^3 - 97/10*z + 1
*
[ -3/5 ] 
f(z) = 205/9*z^3 - 83/15*z + 1
*
[ -1/2 ] 
f(z) = 206*z^3 - 97/2*z + 1
*
[ -1/2 ] 
f(z) = 206/3*z^3 - 85/6*z + 1
*
[ 1/9 ] 
f(z) = 207*z^3 - 95/9*z + 1
*
[ 2/3 ] 
f(z) = 207/2*z^3 - 93/2*z + 1
*
[ -2/3 ] 
f(z) = 207/2*z^3 - 87/2*z + 1
*
[ 2/3 ] 
f(z) = 207/10*z^3 - 97/10*z + 1
*
[ 2/3 ] 
f(z) = 207/14*z^3 - 99/14*z + 1
*
-4/3 | 0.15199845296120871266815125208776908889 | 0.025680212672081186305954795994111505236
f(z) = 207/16*z^3 - 93/4*z + 1
*
[ 4/3 ] 
f(z) = 207/16*z^3 - 91/4*z + 1
*
[ -4/3 ] 
f(z) = 207/16*z^3 - 85/4*z + 1
*
[ 1/6 ] 
f(z) = 208*z^3 - 97/9*z + 1
*
[ 1/8 ] 
f(z) = 208/3*z^3 - 97/12*z + 1
*
-3/8 | 0.19680598517447035736524917888542415947 | 0.029269912197638532165022687637280165517
f(z) = 208/3*z^3 - 89/12*z + 1
*
[ -3/4 ] 
f(z) = 208/15*z^3 - 82/15*z + 1
*
[ -2/3 ] 
f(z) = 209/8*z^3 - 82/9*z + 1
*
[ -1/2 ] 
f(z) = 210*z^3 - 99/2*z + 1
*
[ -2/3 ] 
f(z) = 211/8*z^3 - 83/9*z + 1
*
[ 1/6 ] 
f(z) = 212*z^3 - 98/9*z + 1
*
[ 1/4 ] 
f(z) = 212/3*z^3 - 89/12*z + 1
*
[ 1/3 ] 
f(z) = 213/2*z^3 - 83/6*z + 1
*
[ 1/3 ] 
f(z) = 213/4*z^3 - 95/12*z + 1
*
[ -1/2 ] 
f(z) = 214/3*z^3 - 89/6*z + 1
*
[ 1/5 ] 
f(z) = 215/2*z^3 - 83/10*z + 1
*
[ -2/3 ] 
f(z) = 215/8*z^3 - 85/9*z + 1
*
[ -3/5 ] 
f(z) = 215/9*z^3 - 89/15*z + 1
*
1/18 | 0.14788018170015858244481322708313980188 | 0.020633375215796948697247589902830642596
f(z) = 216*z^3 - 91/6*z + 1
*
[ 1/8 ] 
f(z) = 216*z^3 - 83/8*z + 1
*
1/3 | 0.13203449740977033239410688498442594796 | 0.021757619911423238335391797026384739302
f(z) = 216/5*z^3 - 93/10*z + 1
*
5/18 | 0.11229869093140121826981738287177939168 | 0.017346398973754085279390805233795983869
f(z) = 216/5*z^3 - 92/15*z + 1
*
[ 5/12 ] 
f(z) = 216/5*z^3 - 89/10*z + 1
*
[ 5/18 ] 
f(z) = 216/5*z^3 - 89/15*z + 1
*
[ 1/6 ] 
f(z) = 216/17*z^3 - 91/17*z + 1
*
[ 2/7 ] 
f(z) = 217/4*z^3 - 97/14*z + 1
*
[ -2/3 ] 
f(z) = 217/8*z^3 - 86/9*z + 1
*
[ -1/2 ] 
f(z) = 218/3*z^3 - 91/6*z + 1
*
[ 1/3 ] 
f(z) = 219/2*z^3 - 85/6*z + 1
*
[ 1/3 ] 
f(z) = 219/4*z^3 - 97/12*z + 1
*
[ 2/7 ] 
f(z) = 203/16*z^3 - 99/28*z + 1
*
[ 1/4 ] 
f(z) = 216/11*z^3 - 93/22*z + 1
*
3/20 | 0.20148185391813376087343451045682956065 | 0.028417442939612264426244582041837528707
f(z) = 200*z^3 - 79/6*z + 1
*
[ 2/5 ] 
f(z) = 200*z^3 - 67/2*z + 1
*
[ 3/10 ] 
f(z) = 200*z^3 - 61/3*z + 1
*
[ 3/20 ] 
f(z) = 200*z^3 - 61/6*z + 1
*
[ 3/5 ] 
f(z) = 200/3*z^3 - 74/3*z + 1
*
3/20 | 0.093166788629329571898441470437507668261 | 0.015549919038459506175392882590116881786
f(z) = 200/3*z^3 - 67/6*z + 1
*
3/10 | 0.17438509139003933165872976806216066205 | 0.029105586792500209810195068214649827437
f(z) = 200/3*z^3 - 65/6*z + 1
*
[ -3/5 ] 
f(z) = 200/3*z^3 - 64/3*z + 1
*
[ 7/20 ] 
f(z) = 200/7*z^3 - 75/14*z + 1
*
[ 1/4 ] 
f(z) = 200/7*z^3 - 67/14*z + 1
*
[ 1/10 ] 
f(z) = 200/7*z^3 - 65/7*z + 1
*
[ 1/4 ] 
f(z) = 200/9*z^3 - 79/18*z + 1
*
[ 3/4 ] 
f(z) = 200/9*z^3 - 77/6*z + 1
*
3/20 | 0.10148396207607258284665665221949792069 | 0.016938089390023653310375276743396188682
f(z) = 200/9*z^3 - 73/6*z + 1
*
[ -3/4 ] 
f(z) = 200/9*z^3 - 61/6*z + 1
*
[ 1/2 ] 
f(z) = 200/11*z^3 - 61/11*z + 1
*
[ 1/2 ] 
f(z) = 200/13*z^3 - 63/13*z + 1
*
[ 1/5 ] 
f(z) = 200/17*z^3 - 76/17*z + 1
*
[ 1/2 ] 
f(z) = 200/17*z^3 - 67/17*z + 1
*
[ 1/2 ] 
f(z) = 200/19*z^3 - 69/19*z + 1
*
[ 1/3 ] 
f(z) = 201*z^3 - 73/3*z + 1
*
[ 1/3 ] 
f(z) = 201/2*z^3 - 79/6*z + 1
*
[ 2/3 ] 
f(z) = 201/16*z^3 - 73/12*z + 1
*
-2/3 | 0.18167798596585185845863968858315348398 | 0.028378684132111241459047111393539475228
f(z) = 201/16*z^3 - 61/12*z + 1
*
[ -1/2 ] 
f(z) = 202/5*z^3 - 71/10*z + 1
*
[ 1/7 ] 
f(z) = 203*z^3 - 71/7*z + 1
*
[ -2/3 ] 
f(z) = 203/8*z^3 - 79/9*z + 1
*
[ 1/3 ] 
f(z) = 204*z^3 - 74/3*z + 1
*
[ 1/4 ] 
f(z) = 204*z^3 - 63/4*z + 1
*
[ 1/2 ] 
f(z) = 204/11*z^3 - 62/11*z + 1
*
[ 1/2 ] 
f(z) = 204/13*z^3 - 64/13*z + 1
*
[ 1/2 ] 
f(z) = 204/19*z^3 - 70/19*z + 1
*
[ 1/5 ] 
f(z) = 205*z^3 - 61/5*z + 1
*
[ -2/3 ] 
f(z) = 205/8*z^3 - 80/9*z + 1
*
[ -1/2 ] 
f(z) = 206/5*z^3 - 73/10*z + 1
*
[ 1/6 ] 
f(z) = 207/2*z^3 - 63/8*z + 1
*
-2/3 | 0.15387410018210659915717474161589985196 | 0.028854718605532412369210683251249495788
f(z) = 207/10*z^3 - 77/10*z + 1
*
[ -2/3 ] 
f(z) = 207/10*z^3 - 67/10*z + 1
*
[ 1/3 ] 
f(z) = 207/19*z^3 - 61/19*z + 1
*
[ 1/2 ] 
f(z) = 208/9*z^3 - 61/9*z + 1
*
[ 1/2 ] 
f(z) = 208/11*z^3 - 63/11*z + 1
*
1/4 | 0.13503753845404911689022682651621513553 | 0.025299592515807521966540315180089394829
f(z) = 208/15*z^3 - 73/15*z + 1
*
[ 1/2 ] 
f(z) = 208/15*z^3 - 67/15*z + 1
*
[ 1/2 ] 
f(z) = 208/17*z^3 - 69/17*z + 1
*
[ 1/4 ] 
f(z) = 208/17*z^3 - 64/17*z + 1
*
[ 1/2 ] 
f(z) = 208/19*z^3 - 71/19*z + 1
*
[ 1/4 ] 
f(z) = 208/19*z^3 - 70/19*z + 1
*
[ 1/3 ] 
f(z) = 210*z^3 - 76/3*z + 1
*
[ 1/7 ] 
f(z) = 210*z^3 - 72/7*z + 1
*
[ 1/6 ] 
f(z) = 210*z^3 - 65/6*z + 1
*
[ 1/5 ] 
f(z) = 210*z^3 - 62/5*z + 1
*
[ 1/4 ] 
f(z) = 212*z^3 - 65/4*z + 1
*
[ 1/2 ] 
f(z) = 212/9*z^3 - 62/9*z + 1
*
[ 1/2 ] 
f(z) = 212/11*z^3 - 64/11*z + 1
*
[ 1/2 ] 
f(z) = 212/13*z^3 - 66/13*z + 1
*
[ 1/2 ] 
f(z) = 212/15*z^3 - 68/15*z + 1
*
[ 1/2 ] 
f(z) = 212/17*z^3 - 70/17*z + 1
*
[ 1/2 ] 
f(z) = 212/19*z^3 - 72/19*z + 1
*
[ 1/3 ] 
f(z) = 213*z^3 - 77/3*z + 1
*
[ 2/3 ] 
f(z) = 213/16*z^3 - 77/12*z + 1
*
-2/3 | 0.16785066036356003742894857826637447728 | 0.025983458663977072106070704799569691080
f(z) = 213/16*z^3 - 65/12*z + 1
*
[ -1/2 ] 
f(z) = 214/5*z^3 - 77/10*z + 1
*
[ 1/5 ] 
f(z) = 215*z^3 - 63/5*z + 1
*
1/12 | 0.11759077496137717589175562599543877757 | 0.016407165272585233304755054049254272560
f(z) = 216*z^3 - 73/6*z + 1
*
[ 1/4 ] 
f(z) = 216/7*z^3 - 69/14*z + 1
*
[ 1/2 ] 
f(z) = 216/7*z^3 - 61/7*z + 1
*
[ 1/2 ] 
f(z) = 216/11*z^3 - 65/11*z + 1
*
[ 1/6 ] 
f(z) = 216/11*z^3 - 61/11*z + 1
*
[ 1/6 ] 
f(z) = 216/13*z^3 - 71/13*z + 1
*
[ 1/2 ] 
f(z) = 216/13*z^3 - 67/13*z + 1
*
[ 1/2 ] 
f(z) = 216/17*z^3 - 71/17*z + 1
*
[ 1/2 ] 
f(z) = 216/19*z^3 - 73/19*z + 1
*
[ 1/3 ] 
f(z) = 216/19*z^3 - 62/19*z + 1
*
[ 1/7 ] 
f(z) = 217*z^3 - 73/7*z + 1
*
[ -1/2 ] 
f(z) = 218/5*z^3 - 79/10*z + 1
*
[ 1/3 ] 
f(z) = 219*z^3 - 79/3*z + 1
*
[ -1/3 ] 
f(z) = 219*z^3 - 61/3*z + 1
*
[ 2/3 ] 
f(z) = 219/16*z^3 - 79/12*z + 1
*
-2/3 | 0.16911753487569283521619193274232819483 | 0.026067474062214764182033203162818618836
f(z) = 219/16*z^3 - 67/12*z + 1
*
[ 2/5 ] 
f(z) = 205/16*z^3 - 71/20*z + 1
*
[ 2/5 ] 
f(z) = 215/16*z^3 - 73/20*z + 1
*
[ 1/2 ] 
f(z) = 200*z^3 - 51*z + 1
*
[ -1/2 ] 
f(z) = 200*z^3 - 47*z + 1
*
[ -3/10 ] 
f(z) = 200*z^3 - 41/3*z + 1
*
[ 1/2 ] 
f(z) = 200/3*z^3 - 53/3*z + 1
*
3/10 | 0.16044381967120973857699854101193541286 | 0.026778731378566583038961764730588160116
f(z) = 200/3*z^3 - 53/6*z + 1
*
1/10 | 0.076369801076812516688110957804208015455 | 0.012746432942455685623783041454923753802
f(z) = 200/3*z^3 - 49/6*z + 1
*
1/10 | 0.091489805416486552376248990134184394022 | 0.017267709555136379537975927826298522874
f(z) = 200/3*z^3 - 47/3*z + 1
*
[ -1/2 ] 
f(z) = 200/3*z^3 - 41/3*z + 1
*
[ 1/2 ] 
f(z) = 200/7*z^3 - 57/7*z + 1
*
[ 1/2 ] 
f(z) = 200/9*z^3 - 59/9*z + 1
*
[ 1/5 ] 
f(z) = 200/9*z^3 - 44/9*z + 1
*
-3/5 | 0.12383554383680363856461787979077732866 | 0.020668660035145793476072625910932229627
f(z) = 200/9*z^3 - 41/6*z + 1
*
[ 1/5 ] 
f(z) = 200/11*z^3 - 52/11*z + 1
*
[ 1/5 ] 
f(z) = 200/13*z^3 - 60/13*z + 1
*
[ -1/3 ] 
f(z) = 201*z^3 - 55/3*z + 1
*
[ -1/3 ] 
f(z) = 204*z^3 - 56/3*z + 1
*
[ 1/2 ] 
f(z) = 204*z^3 - 52*z + 1
*
[ -1/2 ] 
f(z) = 204*z^3 - 48*z + 1
*
[ 1/2 ] 
f(z) = 204/5*z^3 - 56/5*z + 1
*
[ 1/2 ] 
f(z) = 204/7*z^3 - 58/7*z + 1
*
[ 1/6 ] 
f(z) = 207*z^3 - 43/4*z + 1
*
[ 2/3 ] 
f(z) = 207/4*z^3 - 47/2*z + 1
*
[ -2/3 ] 
f(z) = 207/4*z^3 - 41/2*z + 1
*
[ 2/9 ] 
f(z) = 207/8*z^3 - 43/9*z + 1
*
[ 1/3 ] 
f(z) = 207/10*z^3 - 43/10*z + 1
*
[ 1/3 ] 
f(z) = 207/11*z^3 - 45/11*z + 1
*
[ 1/3 ] 
f(z) = 207/13*z^3 - 49/13*z + 1
*
[ -2/3 ] 
f(z) = 207/14*z^3 - 57/14*z + 1
*
[ 1/3 ] 
f(z) = 207/14*z^3 - 51/14*z + 1
*
[ 1/3 ] 
f(z) = 207/16*z^3 - 55/16*z + 1
*
[ 1/3 ] 
f(z) = 207/17*z^3 - 57/17*z + 1
*
[ 1/2 ] 
f(z) = 208*z^3 - 53*z + 1
*
[ -1/2 ] 
f(z) = 208*z^3 - 49*z + 1
*
[ 1/8 ] 
f(z) = 208*z^3 - 41/4*z + 1
*
[ 1/2 ] 
f(z) = 208/3*z^3 - 55/3*z + 1
*
[ -1/2 ] 
f(z) = 208/3*z^3 - 43/3*z + 1
*
[ 1/2 ] 
f(z) = 208/5*z^3 - 57/5*z + 1
*
[ 1/2 ] 
f(z) = 208/7*z^3 - 59/7*z + 1
*
[ 3/8 ] 
f(z) = 208/9*z^3 - 59/12*z + 1
*
[ 1/4 ] 
f(z) = 208/11*z^3 - 46/11*z + 1
*
[ 1/4 ] 
f(z) = 208/15*z^3 - 58/15*z + 1
*
[ 2/11 ] 
f(z) = 209/8*z^3 - 59/11*z + 1
*
[ -1/3 ] 
f(z) = 210*z^3 - 58/3*z + 1
*
[ 1/2 ] 
f(z) = 212*z^3 - 54*z + 1
*
[ -1/2 ] 
f(z) = 212*z^3 - 50*z + 1
*
[ 1/2 ] 
f(z) = 212/3*z^3 - 56/3*z + 1
*
[ -1/2 ] 
f(z) = 212/3*z^3 - 44/3*z + 1
*
[ 1/2 ] 
f(z) = 212/5*z^3 - 58/5*z + 1
*
[ 1/2 ] 
f(z) = 212/7*z^3 - 60/7*z + 1
*
[ -1/3 ] 
f(z) = 213*z^3 - 59/3*z + 1
*
[ 1/2 ] 
f(z) = 216*z^3 - 55*z + 1
*
[ 1/18 ] 
f(z) = 216*z^3 - 53/3*z + 1
*
[ -1/2 ] 
f(z) = 216*z^3 - 51*z + 1
*
[ 1/2 ] 
f(z) = 216/5*z^3 - 59/5*z + 1
*
[ 1/6 ] 
f(z) = 216/7*z^3 - 41/7*z + 1
*
[ 1/3 ] 
f(z) = 216/11*z^3 - 46/11*z + 1
*
[ 1/3 ] 
f(z) = 216/13*z^3 - 50/13*z + 1
*
[ 1/3 ] 
f(z) = 216/17*z^3 - 58/17*z + 1
*
[ -1/3 ] 
f(z) = 219/2*z^3 - 49/6*z + 1
*
[ -2/3 ] 
f(z) = 219/16*z^3 - 43/12*z + 1
*
[ 1/20 ] 
f(z) = 200*z^3 - 39/2*z + 1
*
1/5 | 0.11746975822425230285024824680516665353 | 0.019606184314476790329411732581980080684
f(z) = 200*z^3 - 29/2*z + 1
*
1/5 | 0.11523481910079741702997398430500118995 | 0.019233163810744749081444407901228943552
f(z) = 200*z^3 - 25/2*z + 1
*
[ 1/10 ] 
f(z) = 200/3*z^3 - 29/3*z + 1
*
[ 3/10 ] 
f(z) = 200/3*z^3 - 25/3*z + 1
*
1/10 | 0.14086626193021137978193363758249195916 | 0.026586980768573450376813860058781376365
f(z) = 200/3*z^3 - 23/3*z + 1
*
[ 1/5 ] 
f(z) = 200/7*z^3 - 36/7*z + 1
*
[ 3/20 ] 
f(z) = 200/9*z^3 - 37/6*z + 1
*
3/20 | 0.16395365532576876770127710826912560798 | 0.027364537340858922817459946030708965518
f(z) = 200/9*z^3 - 31/6*z + 1
*
3/10 | 0.12303534898543536760612238119950153480 | 0.020535104233375337078567341778267140987
f(z) = 200/9*z^3 - 29/6*z + 1
*
[ 3/5 ] 
f(z) = 200/9*z^3 - 26/3*z + 1
*
3/10 | 0.10854339387433499558890785194802874774 | 0.020486389614869986761635307996254306542
f(z) = 200/9*z^3 - 22/3*z + 1
*
[ 2/3 ] 
f(z) = 201/8*z^3 - 35/3*z + 1
*
[ -2/3 ] 
f(z) = 201/8*z^3 - 26/3*z + 1
*
[ 2/7 ] 
f(z) = 203/8*z^3 - 32/7*z + 1
*
[ 1/6 ] 
f(z) = 204*z^3 - 32/3*z + 1
*
[ -1/2 ] 
f(z) = 204/5*z^3 - 36/5*z + 1
*
[ 2/5 ] 
f(z) = 205/8*z^3 - 28/5*z + 1
*
[ 1/3 ] 
f(z) = 207*z^3 - 25*z + 1
*
[ 1/3 ] 
f(z) = 207/2*z^3 - 27/2*z + 1
*
[ 1/3 ] 
f(z) = 207/4*z^3 - 31/4*z + 1
*
[ 1/3 ] 
f(z) = 207/5*z^3 - 33/5*z + 1
*
[ 1/3 ] 
f(z) = 207/7*z^3 - 37/7*z + 1
*
[ 1/3 ] 
f(z) = 207/8*z^3 - 39/8*z + 1
*
[ 2/3 ] 
f(z) = 207/16*z^3 - 25/4*z + 1
*
[ 1/4 ] 
f(z) = 208/3*z^3 - 22/3*z + 1
*
[ -1/2 ] 
f(z) = 208/5*z^3 - 37/5*z + 1
*
[ 1/4 ] 
f(z) = 208/5*z^3 - 28/5*z + 1
*
[ 1/4 ] 
f(z) = 208/7*z^3 - 34/7*z + 1
*
[ 3/4 ] 
f(z) = 208/9*z^3 - 40/3*z + 1
*
[ 1/4 ] 
f(z) = 208/9*z^3 - 40/9*z + 1
*
[ -3/4 ] 
f(z) = 208/9*z^3 - 32/3*z + 1
*
[ -1/2 ] 
f(z) = 212/5*z^3 - 38/5*z + 1
*
[ 2/3 ] 
f(z) = 213/8*z^3 - 37/3*z + 1
*
[ -2/3 ] 
f(z) = 213/8*z^3 - 28/3*z + 1
*
[ 2/5 ] 
f(z) = 215/8*z^3 - 29/5*z + 1
*
1/6 | 0.18159364813091738193156760396438662355 | 0.028050156644324663708800049506806299544
f(z) = 216*z^3 - 35/3*z + 1
*
[ 1/4 ] 
f(z) = 216*z^3 - 33/2*z + 1
*
[ 1/9 ] 
f(z) = 216*z^3 - 32/3*z + 1
*
[ 1/3 ] 
f(z) = 216*z^3 - 26*z + 1
*
[ 1/12 ] 
f(z) = 216*z^3 - 25/2*z + 1
*
[ -1/2 ] 
f(z) = 216/5*z^3 - 39/5*z + 1
*
[ 1/3 ] 
f(z) = 216/5*z^3 - 34/5*z + 1
*
[ 1/6 ] 
f(z) = 216/5*z^3 - 31/5*z + 1
*
[ 1/3 ] 
f(z) = 216/7*z^3 - 38/7*z + 1
*
[ 2/7 ] 
f(z) = 217/8*z^3 - 33/7*z + 1
*
[ 2/3 ] 
f(z) = 219/8*z^3 - 38/3*z + 1
*
[ -2/3 ] 
f(z) = 219/8*z^3 - 29/3*z + 1
*
[ 1/5 ] 
f(z) = 200*z^3 - 12*z + 1
*
[ 1/10 ] 
f(z) = 200*z^3 - 11*z + 1
*
[ -1/5 ]
f(z) = 200*z^3 - 2*z + 1
*
[ 1/5 ] 
f(z) = 200/3*z^3 - 20/3*z + 1
*
[ -3/10 ]
f(z) = 200/3*z^3 - 5/3*z + 1
*
[ -3/5 ] 
f(z) = 200/9*z^3 - 16/3*z + 1
*
[ 3/10 ] 
f(z) = 200/9*z^3 - 13/3*z + 1
*
[ -1/3 ] 
f(z) = 207*z^3 - 19*z + 1
*
[ 2/3 ] 
f(z) = 207/8*z^3 - 12*z + 1
*
[ -2/3 ] 
f(z) = 207/8*z^3 - 9*z + 1
*
[ 1/4 ] 
f(z) = 208*z^3 - 16*z + 1
*
[ -1/4 ]
f(z) = 208*z^3 - 8*z + 1
*
[ -1/3 ] 
f(z) = 216*z^3 - 20*z + 1
*
[ 1/6 ] 
f(z) = 216*z^3 - 11*z + 1
*
[ -1/10 ]
f(z) = 200*z^3 + 9*z + 1
*
[ -3/10 ]
f(z) = 200/9*z^3 + 7/3*z + 1
*
[ -1/6 ]
f(z) = 216*z^3 + z + 1
*
[ 1/10 ] 
f(z) = 200/31*z^3 - 281/31*z + 1
*
[ 1/10 ] 
f(z) = 200/33*z^3 - 299/33*z + 1
*
0 | 0.11677857612598869966978050502813582402 | 0.020711463356700794390080659676573469860
f(z) = 203/39*z^3 - 281/39*z + 1
*
0 | 0.12448750696479909488285378607149783529 | 0.022078693921450159184281019526260565344
f(z) = 205/38*z^3 - 281/38*z + 1
*
0 | 0.11696516149048905210469346686624374955 | 0.020718494675650500021572961279869680951
f(z) = 205/39*z^3 - 283/39*z + 1
*
0 | 0.11705878721011069292740329621073780213 | 0.020722131536612286486874604873189202660
f(z) = 206/39*z^3 - 284/39*z + 1
*
0 | 0.13752043936722626824316585765667193022 | 0.024390171855484983801428654900070821362
f(z) = 207/37*z^3 - 281/37*z + 1
*
0 | 0.12467209853675277514370685479201382764 | 0.022083654455911843059885813531535501994
f(z) = 207/38*z^3 - 283/38*z + 1
*
[ -9/8 ] 
f(z) = 208/27*z^3 - 283/36*z + 1
*
0 | 0.13761198468287083728943188597029061786 | 0.024391040645054309737821900152626952413
f(z) = 208/37*z^3 - 282/37*z + 1
*
0 | 0.098481942485239542503392226286764662422 | 0.017466432720323467567851263957481663795
f(z) = 209/36*z^3 - 281/36*z + 1
*
0 | 0.13770307950924405923594605873452562572 | 0.024391882875867618392059040940357268927
f(z) = 209/37*z^3 - 283/37*z + 1
*
0 | 0.11733381662843355918829299122774362876 | 0.020732252908525997062865245439898521175
f(z) = 209/39*z^3 - 287/39*z + 1
*
0 | 0.13779372825995480735723249394065338768 | 0.024392699001723179206018238827532203605
f(z) = 210/37*z^3 - 284/37*z + 1
*
0 | 0.13790925182624631303461492569882725902 | 0.024459130351681532693159138487253101175
f(z) = 211/35*z^3 - 281/35*z + 1
*
0 | 0.098662672217170146071417230858078852489 | 0.017476503455972300770236121644868931608
f(z) = 211/36*z^3 - 283/36*z + 1
*
0 | 0.13788393528404090196072591068360843892 | 0.024393489467499976388134162520107501267
f(z) = 211/37*z^3 - 285/37*z + 1
*
0 | 0.12503584964189177892757213195826679563 | 0.022093160624078283768157525176868101727
f(z) = 211/38*z^3 - 287/38*z + 1
*
0 | 0.11751492532813267319892749374606389886 | 0.020738806270037277574642038526335245834
f(z) = 211/39*z^3 - 289/39*z + 1
*
0 | 0.13799889735736813272827104205735384889 | 0.024459618994472773512240684087500865597
f(z) = 212/35*z^3 - 282/35*z + 1
*
0 | 0.13797370486722304814487612573334039160 | 0.024394254709365174142938464550260626546
f(z) = 212/37*z^3 - 286/37*z + 1
*
0 | 0.11760481950951921471777563889575217963 | 0.020742026350651681116682481063545097821
f(z) = 212/39*z^3 - 290/39*z + 1
*
0 | 0.12526521882000080640807061324102683293 | 0.022216626332731695253093484541239944300
f(z) = 213/34*z^3 - 281/34*z + 1
*
0 | 0.13808811088162966684557351616189594657 | 0.024460084982692207206969606035501275149
f(z) = 213/35*z^3 - 283/35*z + 1
*
0 | 0.13806304123312847017509364133824973413 | 0.024394995154975942777496901458262641349
f(z) = 213/37*z^3 - 287/37*z + 1
*
0 | 0.12521507944380082602072536356855168026 | 0.022097714544951037092169083731442325253
f(z) = 213/38*z^3 - 289/38*z + 1
*
0 | 0.13817689654412041711563253051008961844 | 0.024460528711686652967473788566350667982
f(z) = 214/35*z^3 - 284/35*z + 1
*
0 | 0.13815194854448511739239155731254956309 | 0.024395711223675821898917206339103264344
f(z) = 214/37*z^3 - 288/37*z + 1
*
0 | 0.11778227512904065358277075533567592959 | 0.020748173909176393980971943021314131722
f(z) = 214/39*z^3 - 292/39*z + 1
*
[ -6/5 ] 
f(z) = 215/27*z^3 - 289/30*z + 1
*
0 | 0.11794639498731154602340846443756007913 | 0.020918583860785870199369522483086805875
f(z) = 215/33*z^3 - 281/33*z + 1
*
0 | 0.12544224569956952646039500333699781447 | 0.022220073622858264764184301043140751671
f(z) = 215/34*z^3 - 283/34*z + 1
*
0 | 0.099018923063538151169741331819324818432 | 0.017496109942320533775660560391187675150
f(z) = 215/36*z^3 - 287/36*z + 1
*
0 | 0.13824043090428728722846634535049393421 | 0.024396403326685790679030555543637916488
f(z) = 215/37*z^3 - 289/37*z + 1
*
0 | 0.12539259057017681696565880073876268913 | 0.022102140961322813558299876790809198506
f(z) = 215/38*z^3 - 291/38*z + 1
*
0 | 0.11787191210098954657069752799687556798 | 0.020751466586397775247918897266224436627
f(z) = 215/39*z^3 - 293/39*z + 1
*
-10/9 | 0.20096402438628229411288730737560382532 | 0.027568554423436562278003788916115812045
f(z) = 216/25*z^3 - 293/30*z + 1
*
[ 7/6 ] 
f(z) = 216/35*z^3 - 289/35*z + 1
*
0 | 0.13835320056831503916459222269421458222 | 0.024461350934710836728970142057879680787
f(z) = 216/35*z^3 - 286/35*z + 1
*
0 | 0.13832849235693348267948961848984686358 | 0.024397071867290209171348405345274966007
f(z) = 216/37*z^3 - 290/37*z + 1
*
0 | 0.11280539760359886202697318921517866341 | 0.020006793509662008000185366934633337403
f(z) = 217/32*z^3 - 281/32*z + 1
*
0 | 0.11812162700972479611496917121952526968 | 0.020923343917916603879013943840005401756
f(z) = 217/33*z^3 - 283/33*z + 1
*
0 | 0.12561759583328592545428756514162798295 | 0.022223411991974055248526313705629286980
f(z) = 217/34*z^3 - 285/34*z + 1
*
0 | 0.099194510177471125026376458246444255839 | 0.017505654910451905316143253724954556815
f(z) = 217/36*z^3 - 289/36*z + 1
*
0 | 0.13841613688933729444119798184643055639 | 0.024397717241017788910631732541268852601
f(z) = 217/37*z^3 - 291/37*z + 1
*
0 | 0.12556841568182959945675145065476770016 | 0.022106443646183270769650690888074369982
f(z) = 217/38*z^3 - 293/38*z + 1
*
0 | 0.11804785659584898006279093727870257876 | 0.020757581877728668359852404564448217433
f(z) = 217/39*z^3 - 295/39*z + 1
*
0 | 0.11820862495312291055538995239830760813 | 0.020925679595876670841705432148077887901
f(z) = 218/33*z^3 - 284/33*z + 1
*
0 | 0.13852784142296645217993940671800044745 | 0.024462088674092412311592684646717459848
f(z) = 218/35*z^3 - 288/35*z + 1
*
0 | 0.13850336843201207178437444952668500092 | 0.024398339835817745496568696569673458414
f(z) = 218/37*z^3 - 292/37*z + 1
*
0 | 0.11813520568586044270449669855949455951 | 0.020760587557626154659572855276607756840
f(z) = 218/39*z^3 - 296/39*z + 1
*
0 | 0.13866311057788945720457499320062374910 | 0.024592832255136326115962767653737735637
f(z) = 219/31*z^3 - 281/31*z + 1
*
0 | 0.11297887095357959349649412066281989535 | 0.020012387504830491879904741833307959517
f(z) = 219/32*z^3 - 283/32*z + 1
*
0 | 0.12579130069564458678840393443563650429 | 0.022226644753006041251849082711452136137
f(z) = 219/34*z^3 - 287/34*z + 1
*
0 | 0.13861454791319180488705005890877783066 | 0.024462426771353199124650273420250658163
f(z) = 219/35*z^3 - 289/35*z + 1
*
0 | 0.13859019086013012110906465637362817197 | 0.024398940032231280550320816679551128227
f(z) = 219/37*z^3 - 293/37*z + 1
*
0 | 0.12574258651697766489740657178363458549 | 0.022110626235930542294137989191329179455
f(z) = 219/38*z^3 - 295/38*z + 1
*
1/20 | 0.13656713369473736432640709462485627746 | 0.022793614586379703822924183072691262251
f(z) = 200/21*z^3 - 295/42*z + 1
*
3/26 | 0.21142482283929920360184123527460810874 | 0.022761307933661028185403013431060253981
f(z) = 208/27*z^3 - 287/52*z + 1
*
[ 3/22 ] 
f(z) = 209/27*z^3 - 285/44*z + 1
*
[ 5/26 ] 
f(z) = 208/25*z^3 - 293/65*z + 1
*
[ 3/16 ] 
f(z) = 212/27*z^3 - 295/64*z + 1
*
[ 1/2 ] 
f(z) = 201/20*z^3 - 281/80*z + 1
*
[ 1/2 ] 
f(z) = 201/22*z^3 - 289/88*z + 1
*
[ 1/2 ] 
f(z) = 201/23*z^3 - 293/92*z + 1
*
[ 1/2 ] 
f(z) = 203/20*z^3 - 283/80*z + 1
*
[ 1/2 ] 
f(z) = 203/22*z^3 - 291/88*z + 1
*
[ 1/2 ] 
f(z) = 203/23*z^3 - 295/92*z + 1
*
[ 1/2 ] 
f(z) = 203/24*z^3 - 299/96*z + 1
*
[ 4/7 ] 
f(z) = 203/24*z^3 - 295/84*z + 1
*
[ 1/2 ] 
f(z) = 205/21*z^3 - 289/84*z + 1
*
[ 1/2 ] 
f(z) = 205/22*z^3 - 293/88*z + 1
*
[ 1/2 ] 
f(z) = 205/23*z^3 - 297/92*z + 1
*
[ 1/2 ] 
f(z) = 207/20*z^3 - 287/80*z + 1
*
[ 1/2 ] 
f(z) = 207/22*z^3 - 295/88*z + 1
*
[ 1/2 ] 
f(z) = 209/20*z^3 - 289/80*z + 1
*
[ 1/2 ] 
f(z) = 209/21*z^3 - 293/84*z + 1
*
[ -9/11 ] 
f(z) = 209/27*z^3 - 293/99*z + 1
*
[ 1/2 ] 
f(z) = 211/20*z^3 - 291/80*z + 1
*
[ 1/2 ] 
f(z) = 211/21*z^3 - 295/84*z + 1
*
[ 1/2 ] 
f(z) = 211/22*z^3 - 299/88*z + 1
*
[ -3/4 ] 
f(z) = 212/21*z^3 - 281/84*z + 1
*
[ 1/2 ] 
f(z) = 213/20*z^3 - 293/80*z + 1
*
[ 1/2 ] 
f(z) = 215/21*z^3 - 299/84*z + 1
*
[ 1/2 ] 
f(z) = 217/20*z^3 - 297/80*z + 1
*
[ 1/2 ] 
f(z) = 219/20*z^3 - 299/80*z + 1
*
[ 3/5 ] 
f(z) = 200/37*z^3 - 290/111*z + 1
*
[ 1/3 ] 
f(z) = 201/37*z^3 - 289/111*z + 1
*
[ 1/3 ] 
f(z) = 201/38*z^3 - 295/114*z + 1
*
[ 1/3 ] 
f(z) = 204/37*z^3 - 290/111*z + 1
*
[ 1/3 ] 
f(z) = 210/37*z^3 - 292/111*z + 1
*
[ 1/3 ] 
f(z) = 213/35*z^3 - 281/105*z + 1
*
[ 1/3 ] 
f(z) = 213/37*z^3 - 293/111*z + 1
*
[ 1/3 ] 
f(z) = 213/38*z^3 - 299/114*z + 1
*
[ 5/9 ] 
f(z) = 216/35*z^3 - 284/105*z + 1
*
[ 4/9 ] 
f(z) = 219/32*z^3 - 281/108*z + 1
*
[ 1/3 ] 
f(z) = 219/35*z^3 - 283/105*z + 1
*
[ 1/3 ] 
f(z) = 219/37*z^3 - 295/111*z + 1
*
[ 5/2 ] 
f(z) = 212/25*z^3 - 262/5*z + 1
*
[ 5/2 ] 
f(z) = 216/25*z^3 - 267/5*z + 1
*
[ -5/2 ] 
f(z) = 216/25*z^3 - 263/5*z + 1
*
1/10 | 0.14867557949110326978014852721157102782 | 0.026521731900773270768380907125945166401
f(z) = 200/27*z^3 - 272/27*z + 1
*
[ 1/10 ] 
f(z) = 200/29*z^3 - 263/29*z + 1
*
0 | 0.13694673950743670669268372102824790689 | 0.024593797925925210032574719477581732317
f(z) = 200/31*z^3 - 262/31*z + 1
*
11/10 | 0.14062164358636124220669696448379897707 | 0.025085017616270603492325208181502085730
f(z) = 200/33*z^3 - 272/33*z + 1
*
0 | 0.11657542314175822468232089113439595239 | 0.020878570826385055288513853111915610229
f(z) = 200/33*z^3 - 266/33*z + 1
*
0 | 0.13686662354613503593842406832724559152 | 0.024383306589844753610970492681454567393
f(z) = 200/37*z^3 - 274/37*z + 1
*
0 | 0.11649512350932978092841326461885009502 | 0.020700598202307082095308450050913273834
f(z) = 200/39*z^3 - 278/39*z + 1
*
[ -13/10 ] 
f(z) = 200/39*z^3 - 269/39*z + 1
*
0 | 0.13704115353557019305616945777258190775 | 0.024593927724214473856962961225660954321
f(z) = 201/31*z^3 - 263/31*z + 1
*
0 | 0.11135578974340559042071057346342306985 | 0.019957201014427854588082859447838616045
f(z) = 201/32*z^3 - 265/32*z + 1
*
0 | 0.12416596373501576920808546269956440188 | 0.022193452943385317987232644650699791761
f(z) = 201/34*z^3 - 269/34*z + 1
*
0 | 0.13698807934775452865378236210638230312 | 0.024452905003939792571524441235891405088
f(z) = 201/35*z^3 - 271/35*z + 1
*
0 | 0.13696145156988541955706113998722366924 | 0.024384374792625004728071460094596651170
f(z) = 201/37*z^3 - 275/37*z + 1
*
0 | 0.12411270808411753341848905577231277147 | 0.022068336015592637889401714309069893010
f(z) = 201/38*z^3 - 277/38*z + 1
*
0 | 0.13713508851786515470186632818836019457 | 0.024594035200300616843926213010391274665
f(z) = 202/31*z^3 - 264/31*z + 1
*
0 | 0.11676507908234257774870119300651504226 | 0.020884519940640888643182573516433078469
f(z) = 202/33*z^3 - 268/33*z + 1
*
0 | 0.13708228685905681416368045112810043546 | 0.024453643785113728842447020012760863892
f(z) = 202/35*z^3 - 272/35*z + 1
*
0 | 0.13705579628898497891501398620036122086 | 0.024385412991622436518644545887066528598
f(z) = 202/37*z^3 - 276/37*z + 1
*
0 | 0.11668560699742775052349954089624253189 | 0.020708068129429129656011057475419866310
f(z) = 202/39*z^3 - 280/39*z + 1
*
0 | 0.10406260037593339363820332185802879983 | 0.018675470881637242748175844003820535901
f(z) = 203/30*z^3 - 263/30*z + 1
*
0 | 0.13722854929236931360840689516159087186 | 0.024594120785788054797957903934725016209
f(z) = 203/31*z^3 - 265/31*z + 1
*
0 | 0.11154332060388721779345639306108344974 | 0.019963908432137775965126669631307260633
f(z) = 203/32*z^3 - 267/32*z + 1
*
0 | 0.11685867442079697118674289093076671847 | 0.020887346369083564000713584347225340344
f(z) = 203/33*z^3 - 269/33*z + 1
*
0 | 0.12435376573014276289783509237474535901 | 0.022197630879706240688579224847121637431
f(z) = 203/34*z^3 - 271/34*z + 1
*
0 | 0.097928919236288837162307243386342507539 | 0.017435091716123589347854042536173421200
f(z) = 203/36*z^3 - 275/36*z + 1
*
0 | 0.13714966260689411121110651475729469609 | 0.024386421709393163391566137498939136294
f(z) = 203/37*z^3 - 277/37*z + 1
*
0 | 0.12430105609825136346941512858463666270 | 0.022073589293785588477235338372861130048
f(z) = 203/38*z^3 - 279/38*z + 1
*
0 | 0.13734758590060992607159712594779771290 | 0.024665784562689955939707202627232262611
f(z) = 204/29*z^3 - 262/29*z + 1
*
0 | 0.13732154062418647877224028971602705200 | 0.024594184903141737188840108200666457243
f(z) = 204/31*z^3 - 266/31*z + 1
*
0 | 0.13726927570839725965146915891137769851 | 0.024455040595310258994435748499019421847
f(z) = 204/35*z^3 - 274/35*z + 1
*
0 | 0.13724305535279588142196188296530607092 | 0.024387401457947625340942463651815971429
f(z) = 204/37*z^3 - 278/37*z + 1
*
0 | 0.11178210329170602722010223436657843800 | 0.020088362537875700347299658802881252008
f(z) = 205/28*z^3 - 261/28*z + 1
*
0 | 0.13743998122356704955049606433468921396 | 0.024665502861171156782385111173021134741
f(z) = 205/29*z^3 - 263/29*z + 1
*
0 | 0.13741406720693600916246975587504340859 | 0.024594227965912767683635347384770725955
f(z) = 205/31*z^3 - 267/31*z + 1
*
0 | 0.11172897089279731310649282962452491696 | 0.019970461979532672532155537502236583516
f(z) = 205/32*z^3 - 269/32*z + 1
*
0 | 0.11704342376681872129460335356174902658 | 0.020892706404331386292383814726592171348
f(z) = 205/33*z^3 - 271/33*z + 1
*
0 | 0.12453968166668715774283744940814523994 | 0.022201677130026596644758702329778167196
f(z) = 205/34*z^3 - 273/34*z + 1
*
0 | 0.098115102028307775110132488914628482327 | 0.017445731973694094303741495710594664405
f(z) = 205/36*z^3 - 277/36*z + 1
*
0 | 0.13733597928308930555361146197944924423 | 0.024388352739003042455934852158836150287
f(z) = 205/37*z^3 - 279/37*z + 1
*
0 | 0.13753191773789837394455141069438096605 | 0.024665203213618619006471707389681118573
f(z) = 206/29*z^3 - 264/29*z + 1
*
0 | 0.13750613366417594670522809947480174939 | 0.024594250378957564599144336824515488492
f(z) = 206/31*z^3 - 268/31*z + 1
*
0 | 0.11713562074903045614944987216997717211 | 0.020895425732793874598386230071902757677
f(z) = 206/33*z^3 - 272/33*z + 1
*
0 | 0.13745439468391724115628463025422410244 | 0.024456332914321117908630023171703688997
f(z) = 206/35*z^3 - 276/35*z + 1
*
0 | 0.13742843908284527928941665282580222436 | 0.024389276044228798844214123452734155092
f(z) = 206/37*z^3 - 280/37*z + 1
*
0 | 0.11196539318254991672981179647466739366 | 0.020093736198959756741836724761395958535
f(z) = 207/28*z^3 - 263/28*z + 1
*
0 | 0.13762339997876233289703635642484944453 | 0.024664885983872395571334405026345082070
f(z) = 207/29*z^3 - 265/29*z + 1
*
0 | 0.13759774455079089945618334799476077027 | 0.024594252538650772907042208354533630596
f(z) = 207/31*z^3 - 269/31*z + 1
*
0 | 0.11191277796356932990114184841555835799 | 0.019976866171859536308200313959631459976
f(z) = 207/32*z^3 - 271/32*z + 1
*
0 | 0.12472374906305073380839033761511676510 | 0.022205595865365763018333608070967686350
f(z) = 207/34*z^3 - 275/34*z + 1
*
0 | 0.13754626458702980886891439557337454808 | 0.024456941045383737861728823471699966099
f(z) = 207/35*z^3 - 277/35*z + 1
*
0 | 0.12417679044061075790207429227324628637 | 0.022300486321695158940783993702429876187
f(z) = 208/27*z^3 - 262/27*z + 1
*
0 | 0.13771443241438976917294740717455747838 | 0.024664551528008194407812284641789788380
f(z) = 208/29*z^3 - 266/29*z + 1
*
0 | 0.13768890435434571782592253176742545274 | 0.024594234833092131597278307678301534289
f(z) = 208/31*z^3 - 270/31*z + 1
*
0 | 0.11731864859075927547553523754249170559 | 0.020900760924598130396998961996964303230
f(z) = 208/33*z^3 - 274/33*z + 1
*
0 | 0.13763768082543802015994385311936916498 | 0.024457524421926509898062411667493826472
f(z) = 208/35*z^3 - 278/35*z + 1
*
[ -5/4 ] 
f(z) = 208/35*z^3 - 262/35*z + 1
*
0 | 0.12500761295100497522819806531260432122 | 0.022465118968114448211225863003388422560
f(z) = 209/26*z^3 - 261/26*z + 1
*
0 | 0.12426725191576626300197797410428984721 | 0.022301474653815142662873961706117580357
f(z) = 209/27*z^3 - 263/27*z + 1
*
0 | 0.11214688632985109076974761122206192250 | 0.020098981460993772916192574498773512385
f(z) = 209/28*z^3 - 265/28*z + 1
*
0 | 0.13780501944739471016771410017174304313 | 0.024664200194528531334089994846763675510
f(z) = 209/29*z^3 - 267/29*z + 1
*
0 | 0.10461328018739379932135674431467037891 | 0.018698601784680240523932479865022103722
f(z) = 209/30*z^3 - 269/30*z + 1
*
0 | 0.13777961749640597089388885262934513957 | 0.024594197642307492701625816550769216086
f(z) = 209/31*z^3 - 271/31*z + 1
*
0 | 0.11209477806734145945552726878600843783 | 0.019983125356572968727081507610487197835
f(z) = 209/32*z^3 - 273/32*z + 1
*
0 | 0.12490600432878972100075017862563418788 | 0.022209391096555567334272217390811066144
f(z) = 209/34*z^3 - 277/34*z + 1
*
0 | 0.13772864785913032427983573536563892116 | 0.024458083481027099940314624121870274691
f(z) = 209/35*z^3 - 279/35*z + 1
*
0 | 0.13789516541605320274715842171400774064 | 0.024663832324548450171251657145195416076
f(z) = 210/29*z^3 - 268/29*z + 1
*
0 | 0.13786988833382619541782121148999429946 | 0.024594141338444181083780372909842548349
f(z) = 210/31*z^3 - 272/31*z + 1
*
0 | 0.13803502059236005346759531631809824988 | 0.024806274483369907455496469178944905376
f(z) = 211/25*z^3 - 261/25*z + 1
*
0 | 0.12518709734426236076473759467664831039 | 0.022466553620258680592407646995774000664
f(z) = 211/26*z^3 - 263/26*z + 1
*
0 | 0.12444685962647573057381444326636027821 | 0.022303384484118751657548721891248158375
f(z) = 211/27*z^3 - 265/27*z + 1
*
0 | 0.11232661762513166907280332063011587164 | 0.020104102124800226074357166050950140263
f(z) = 211/28*z^3 - 267/28*z + 1
*
0 | 0.13798487459555113710019136005921932365 | 0.024663448251975986239328766253854608795
f(z) = 211/29*z^3 - 269/29*z + 1
*
0 | 0.10479325945792365378004063668089446910 | 0.018706004425923255381673592130732064969
f(z) = 211/30*z^3 - 271/30*z + 1
*
0 | 0.13795972116000685705597382769173789256 | 0.024594066285960877201149213530731767940
f(z) = 211/31*z^3 - 273/31*z + 1
*
0 | 0.11227500639591824401225880135153470146 | 0.019989243720927441593022008536868097181
f(z) = 211/32*z^3 - 275/32*z + 1
*
0 | 0.11759087528113452156542649631367830191 | 0.020908696523751097606281611442233668339
f(z) = 211/33*z^3 - 277/33*z + 1
*
0 | 0.12508648280789845965917689306883441006 | 0.022213066681615789540919047884325579721
f(z) = 211/34*z^3 - 279/34*z + 1
*
0 | 0.13812405388779871175306422364220616373 | 0.024805227800561521924580660812986692009
f(z) = 212/25*z^3 - 262/25*z + 1
*
[ 5/4 ] 
f(z) = 212/25*z^3 - 261/20*z + 1
*
0 | 0.12453601431477402526780426327539226883 | 0.022304306733203049757687818729923778359
f(z) = 212/27*z^3 - 266/27*z + 1
*
0 | 0.13807415119920195786076157625768456625 | 0.024663048303687542977088452272036603489
f(z) = 212/29*z^3 - 270/29*z + 1
*
0 | 0.13804912020612093151045336572840618131 | 0.024593972841812198423156426070169797157
f(z) = 212/31*z^3 - 274/31*z + 1
*
0 | 0.11768039730149579316539352118554712379 | 0.020911215400626018068949305371666853733
f(z) = 212/33*z^3 - 278/33*z + 1
*
0 | 0.13821266111036504011488677638714707613 | 0.024804170938603324274171353010254222715
f(z) = 213/25*z^3 - 263/25*z + 1
*
0 | 0.12536485854034577671534533034413147785 | 0.022467908384468673890053305015233913998
f(z) = 213/26*z^3 - 265/26*z + 1
*
0 | 0.11250462095311813856677960448913337091 | 0.020109101849883951749525887357784099103
f(z) = 213/28*z^3 - 269/28*z + 1
*
0 | 0.13816299937963513053902915372562604780 | 0.024662632799698345253301130202202716335
f(z) = 213/29*z^3 - 271/29*z + 1
*
0 | 0.13813808964231098271628732116117833788 | 0.024593861355628148138885065858221398742
f(z) = 213/31*z^3 - 275/31*z + 1
*
0 | 0.11245349712265875799439375799776201935 | 0.019995225299164081670676388023600568115
f(z) = 213/32*z^3 - 277/32*z + 1
*
0 | 0.13830084631926232736442952122387187193 | 0.024803104146202468002994831525025852148
f(z) = 214/25*z^3 - 264/25*z + 1
*
0 | 0.12471304603476000722434453937143197925 | 0.022306087721092277224497582086163024552
f(z) = 214/27*z^3 - 268/27*z + 1
*
0 | 0.13825142322995620224158485562884913377 | 0.024662202053328127012010080569715714398
f(z) = 214/29*z^3 - 272/29*z + 1
*
0 | 0.13822663357885758578947776987230644416 | 0.024593732169888595791174351921210303808
f(z) = 214/31*z^3 - 276/31*z + 1
*
0 | 0.11785711944008312747941567129795925263 | 0.020915975172133344848417554616943026111
f(z) = 214/33*z^3 - 280/33*z + 1
*
0 | 0.13841313012065826686634152655350834380 | 0.024874224549255304496916234725029341381
f(z) = 215/23*z^3 - 261/23*z + 1
*
0 | 0.089532664456848408199806318346042625004 | 0.016067873203041439169778153892852591204
f(z) = 215/24*z^3 - 263/24*z + 1
*
0 | 0.12554092931860706641370357216277680276 | 0.022469185997272610608994291738007613188
f(z) = 215/26*z^3 - 267/26*z + 1
*
0 | 0.12480093116054358614805587969391229607 | 0.022306947167205851496427836288347566947
f(z) = 215/27*z^3 - 269/27*z + 1
*
0 | 0.11268092923011535022303064075798587527 | 0.020113984160803833191856027226773751043
f(z) = 215/28*z^3 - 271/28*z + 1
*
0 | 0.13833942678487926770721024380784100195 | 0.024661756371362205208208748676490200580
f(z) = 215/29*z^3 - 273/29*z + 1
*
0 | 0.13831475606731991415796820203946945618 | 0.024593585620092945123469607206342998367
f(z) = 215/31*z^3 - 277/31*z + 1
*
0 | 0.11263028344141032681230083218443673729 | 0.020001073979316945193791645397571578197
f(z) = 215/32*z^3 - 279/32*z + 1
*
0 | 0.13850036693116767427461153852399223621 | 0.024872808576699705306922109121021209982
f(z) = 216/23*z^3 - 262/23*z + 1
*
0 | 0.13847596664524128704950481472602298461 | 0.024800941737428370812463447682649028703
f(z) = 216/25*z^3 - 266/25*z + 1
*
[ -10/9 ] 
f(z) = 216/25*z^3 - 263/30*z + 1
*
0 | 0.13842701402183262479096396371640636534 | 0.024661296054208086532670814034505277001
f(z) = 216/29*z^3 - 274/29*z + 1
*
0 | 0.13840246110164928308421740431164307582 | 0.024593422034925142308920917161342313555
f(z) = 216/31*z^3 - 278/31*z + 1
*
0 | 0.12576391173444556077728794969090453019 | 0.022601033427596944785830434631139629104
f(z) = 217/22*z^3 - 261/22*z + 1
*
0 | 0.13858719466227549083716146543750879295 | 0.024871386157304676613078860941848007798
f(z) = 217/23*z^3 - 263/23*z + 1
*
0 | 0.086853353497502771346949326185621232540 | 0.015565870786969755095334062448155471005
f(z) = 217/24*z^3 - 265/24*z + 1
*
0 | 0.13856290959635285206104020476465579668 | 0.024799846591403794494566556782509095338
f(z) = 217/25*z^3 - 267/25*z + 1
*
0 | 0.12571534153173339896817480429431632541 | 0.022470389087467141007518091452778377798
f(z) = 217/26*z^3 - 269/26*z + 1
*
0 | 0.12497545975000458640595230566836021117 | 0.022308605680444972409378263557424790586
f(z) = 217/27*z^3 - 271/27*z + 1
*
0 | 0.13851418886203837765029967058613817400 | 0.024660821396047748185348003088527927170
f(z) = 217/29*z^3 - 275/29*z + 1
*
0 | 0.10532293193791179310738652815301849899 | 0.018727347811780342609373654740223310810
f(z) = 217/30*z^3 - 277/30*z + 1
*
0 | 0.13867361713315582050424682236487752455 | 0.024869957484889356554346356443847181369
f(z) = 218/23*z^3 - 264/23*z + 1
*
0 | 0.13864944620395942597639217533097706806 | 0.024798742455896547763787394684851709948
f(z) = 218/25*z^3 - 268/25*z + 1
*
0 | 0.12506211096913954997655589958321523242 | 0.022309405414268157967027458291250786233
f(z) = 218/27*z^3 - 272/27*z + 1
*
0 | 0.13860095517156672097959917930016579360 | 0.024660332684985728926116759890592894783
f(z) = 218/29*z^3 - 276/29*z + 1
*
0 | 0.13857663450217317168219596172768069453 | 0.024593045040090170062499133043436269688
f(z) = 218/31*z^3 - 280/31*z + 1
*
0 | 0.12593624193031117349684119509679847570 | 0.022600997962917317508905013015161316709
f(z) = 219/22*z^3 - 263/22*z + 1
*
0 | 0.13875963810974054406493458851145046794 | 0.024868522748807941544261824508392695029
f(z) = 219/23*z^3 - 265/23*z + 1
*
0 | 0.13873558024920182131729275686676532121 | 0.024797629553336363110812637916037785478
f(z) = 219/25*z^3 - 269/25*z + 1
*
0 | 0.12588812614035609858033803067798074360 | 0.022471520181106740975992624490664112202
f(z) = 219/26*z^3 - 271/26*z + 1
*
0 | 0.11302858767191900435425630704573117446 | 0.020123409999541470886113816047191424587
f(z) = 219/28*z^3 - 275/28*z + 1
*
0 | 0.13868731676236561466307206100137065127 | 0.024659830203193161800547886330182193392
f(z) = 219/29*z^3 - 277/29*z + 1
*
[ 5/6 ] 
f(z) = 208/25*z^3 - 269/45*z + 1
*
[ 5/6 ] 
f(z) = 212/25*z^3 - 274/45*z + 1
*
[ 3/5 ] 
f(z) = 200/23*z^3 - 262/69*z + 1
*
[ 9/40 ] 
f(z) = 200/27*z^3 - 275/72*z + 1
*
[ 2/9 ] 
f(z) = 207/32*z^3 - 275/72*z + 1
*
[ 12/19 ] 
f(z) = 209/27*z^3 - 279/76*z + 1
*
[ 3/5 ] 
f(z) = 212/27*z^3 - 262/75*z + 1
*
2/5 | 0.20490714393242722322186854424435432618 | 0.029356004960017111323646293807214088890
f(z) = 215/28*z^3 - 261/70*z + 1
*
[ 6/31 ] 
f(z) = 217/27*z^3 - 277/62*z + 1
*
[ 3/5 ] 
f(z) = 218/27*z^3 - 268/75*z + 1
*
[ 3/5 ] 
f(z) = 200/29*z^3 - 274/87*z + 1
*
[ 3/5 ] 
f(z) = 200/31*z^3 - 278/93*z + 1
*
[ 3/10 ] 
f(z) = 200/31*z^3 - 271/93*z + 1
*
[ -9/10 ] 
f(z) = 200/33*z^3 - 277/99*z + 1
*
[ 5/17 ] 
f(z) = 204/25*z^3 - 264/85*z + 1
*
[ 3/8 ] 
f(z) = 206/27*z^3 - 263/96*z + 1
*
-8/11 | 0.19630521567640724155425752059714940728 | 0.025361678881533342524972785101664657695
f(z) = 209/32*z^3 - 271/88*z + 1
*
[ 1/3 ] 
f(z) = 213/32*z^3 - 263/96*z + 1
*
[ 3/8 ] 
f(z) = 218/27*z^3 - 269/96*z + 1
*
[ 1/3 ] 
f(z) = 219/32*z^3 - 265/96*z + 1
*
[ 12/25 ] 
f(z) = 200/27*z^3 - 279/100*z + 1
*
[ 4/9 ] 
f(z) = 201/32*z^3 - 269/108*z + 1
*
[ 1/3 ] 
f(z) = 201/34*z^3 - 271/102*z + 1
*
[ 1/3 ] 
f(z) = 201/35*z^3 - 277/105*z + 1
*
[ 1/3 ] 
f(z) = 204/35*z^3 - 278/105*z + 1
*
[ 4/9 ] 
f(z) = 213/32*z^3 - 277/108*z + 1
*
[ 1/3 ] 
f(z) = 213/34*z^3 - 275/102*z + 1
*
[ 7/18 ] 
f(z) = 216/35*z^3 - 263/105*z + 1
*
[ 1/3 ] 
f(z) = 219/34*z^3 - 277/102*z + 1
*
[ 5/2 ] 
f(z) = 204/25*z^3 - 252/5*z + 1
*
[ -5/2 ] 
f(z) = 204/25*z^3 - 248/5*z + 1
*
[ 5/2 ] 
f(z) = 208/25*z^3 - 257/5*z + 1
*
[ -5/2 ] 
f(z) = 208/25*z^3 - 253/5*z + 1
*
[ -5/2 ] 
f(z) = 212/25*z^3 - 258/5*z + 1
*
0 | 0.13705271606041344289720676485198215656 | 0.024894543619379445126737939250611416975
f(z) = 200/23*z^3 - 246/23*z + 1
*
0 | 0.12343673253476433626504518710934973614 | 0.022291724967730058812232628105346993382
f(z) = 200/27*z^3 - 254/27*z + 1
*
[ 1/10 ] 
f(z) = 200/27*z^3 - 245/27*z + 1
*
0 | 0.13697332340068561443670940576637548319 | 0.024666724348691447540150583866829737611
f(z) = 200/29*z^3 - 258/29*z + 1
*
-11/10 | 0.14991014721571528855166109561134864715 | 0.027250156505718969508733581013336264267
f(z) = 200/33*z^3 - 245/33*z + 1
*
0 | 0.11151506882642160794154974440586726890 | 0.020331667731488970624198575452248572745
f(z) = 201/20*z^3 - 241/20*z + 1
*
0 | 0.12432429313754403468523862165532529752 | 0.022599247004847208399854162551185888571
f(z) = 201/22*z^3 - 245/22*z + 1
*
0 | 0.13714658687282311437694526462471528830 | 0.024893251027710949943043373362082631306
f(z) = 201/23*z^3 - 247/23*z + 1
*
0 | 0.13712031699988864042916318285758717989 | 0.024816122498988182109892014245127662414
f(z) = 201/25*z^3 - 251/25*z + 1
*
0 | 0.12427175330176041088000386614011350438 | 0.022458522674921700937156384449703001427
f(z) = 201/26*z^3 - 253/26*z + 1
*
0 | 0.11140998843552154595674387011919464271 | 0.020077214067902844495835187690800949358
f(z) = 201/28*z^3 - 257/28*z + 1
*
0 | 0.13706760069602998434941165850218336529 | 0.024666518232005239598153715393486401597
f(z) = 201/29*z^3 - 259/29*z + 1
*
0 | 0.11692242437389251073443708310055338775 | 0.021269573639008697431799060159311687351
f(z) = 202/21*z^3 - 244/21*z + 1
*
0 | 0.13723998418167303438446681073132667465 | 0.024891948458957431968979342802022072125
f(z) = 202/23*z^3 - 248/23*z + 1
*
0 | 0.13721384781820332794741387696523148002 | 0.024815192607878770701511852866972273338
f(z) = 202/25*z^3 - 252/25*z + 1
*
0 | 0.12362453865037100837041351142031106335 | 0.022294063605384529880965821465974413724
f(z) = 202/27*z^3 - 256/27*z + 1
*
0 | 0.13716140034545062219633804958429274941 | 0.024666292632257984178928254483354972510
f(z) = 202/29*z^3 - 260/29*z + 1
*
0 | 0.11170099840872408832417458223195678045 | 0.020334926081000521702077060915316066933
f(z) = 203/20*z^3 - 243/20*z + 1
*
0 | 0.12451048661589312041618549673499824279 | 0.022599693288656395847297959955844573337
f(z) = 203/22*z^3 - 247/22*z + 1
*
0 | 0.13733291274059467046429919205812811994 | 0.024890636189860424009661430537245258253
f(z) = 203/23*z^3 - 249/23*z + 1
*
0 | 0.088450670464455665462189378886017623902 | 0.016007858801590652298790193008402013310
f(z) = 203/24*z^3 - 251/24*z + 1
*
0 | 0.13730690853606059899804276686532565535 | 0.024814249713630086366024506353234400030
f(z) = 203/25*z^3 - 253/25*z + 1
*
0 | 0.12445847811963840767456980325303145813 | 0.022460306589889889068259477653264447899
f(z) = 203/26*z^3 - 255/26*z + 1
*
0 | 0.12371773212014741347663401832140935653 | 0.022295194772497610920878613123351488875
f(z) = 203/27*z^3 - 257/27*z + 1
*
0 | 0.13742537723198181588284452566875970652 | 0.024889314490554981001250981900451284045
f(z) = 204/23*z^3 - 250/23*z + 1
*
0 | 0.13739950385624826652124697470035115935 | 0.024813294128661695410776770534426793980
f(z) = 204/25*z^3 - 254/25*z + 1
*
[ 5/4 ] 
f(z) = 204/25*z^3 - 251/20*z + 1
*
0 | 0.11719943169041347578957298127008462608 | 0.021272675754445986926805180507707325551
f(z) = 205/21*z^3 - 247/21*z + 1
*
0 | 0.12469482640135110284294610866560726613 | 0.022600070855384911621333571787071514783
f(z) = 205/22*z^3 - 249/22*z + 1
*
0 | 0.13751738226840714761851866836833336530 | 0.024887983624744308480355939882770409994
f(z) = 205/23*z^3 - 251/23*z + 1
*
0 | 0.081980569394129328310248547166384998157 | 0.014815615195918893982470623770760537569
f(z) = 205/24*z^3 - 253/24*z + 1
*
0 | 0.12464333860261781988601585216110655395 | 0.022461998483297313198854334126424190072
f(z) = 205/26*z^3 - 257/26*z + 1
*
0 | 0.12390272350192851384767715144981363432 | 0.022297382990114196504671213463048552662
f(z) = 205/27*z^3 - 259/27*z + 1
*
-6/5 | 0.21542577170106939913357969403868430265 | 0.029440961896219891198178267525911744678
f(z) = 205/36*z^3 - 251/30*z + 1
*
[ 6/5 ] 
f(z) = 205/36*z^3 - 241/30*z + 1
*
0 | 0.11729085414928411026504500578124892333 | 0.021273668265118871316209319108312233350
f(z) = 206/21*z^3 - 248/21*z + 1
*
0 | 0.13760893239400374294931220778483809648 | 0.024886643849869148933746450324396960010
f(z) = 206/23*z^3 - 252/23*z + 1
*
0 | 0.13758331676500885666506929607740974653 | 0.024811346100741707141758567213894155993
f(z) = 206/25*z^3 - 256/25*z + 1
*
0 | 0.12399453065014353331914110401589116656 | 0.022298440888711488464102141136195759016
f(z) = 206/27*z^3 - 260/27*z + 1
*
0 | 0.11206734869217649228813405950210680510 | 0.020341159824788707320613126363235921612
f(z) = 207/20*z^3 - 247/20*z + 1
*
0 | 0.12487734904484895778029350494931302944 | 0.022600382343401330988162485753805543480
f(z) = 207/22*z^3 - 251/22*z + 1
*
0 | 0.13767454341354102176951852810920612095 | 0.024810354247673044059649639156855598985
f(z) = 207/25*z^3 - 257/25*z + 1
*
0 | 0.12482637161825311421897074997373617559 | 0.022463601578501130615723376386492620442
f(z) = 207/26*z^3 - 259/26*z + 1
*
0 | 0.11747235594718707922406934484283181943 | 0.021275593125572471554074200854854475829
f(z) = 208/21*z^3 - 250/21*z + 1
*
0 | 0.13779068575509709096903497178322250007 | 0.024883938572357063700745992821393761875
f(z) = 208/23*z^3 - 254/23*z + 1
*
0 | 0.13776532278700355814829606350037452869 | 0.024809350884002189072729120440319507786
f(z) = 208/25*z^3 - 258/25*z + 1
*
0 | 0.11224784111827278380841733945432772449 | 0.020344141259492268884632401458349653130
f(z) = 209/20*z^3 - 249/20*z + 1
*
0 | 0.11756141039089018225840243455370064544 | 0.021276339095806803252523836951164383476
f(z) = 209/21*z^3 - 251/21*z + 1
*
0 | 0.13788089774862552658813503575877991888 | 0.024882573554743907483863554728762739926
f(z) = 209/23*z^3 - 255/23*z + 1
*
0 | 0.086147613989078755068818549172185094689 | 0.015524677022103839806643749570649478585
f(z) = 209/24*z^3 - 257/24*z + 1
*
0 | 0.13785565925061435070048934433636541306 | 0.024808336288247804211703499879531967035
f(z) = 209/25*z^3 - 259/25*z + 1
*
0 | 0.13797067234992240964990867060592585021 | 0.024881200598418635474337268404669738863
f(z) = 210/23*z^3 - 256/23*z + 1
*
0 | 0.11242659115080315601672891201468311351 | 0.020347036232014090910175741473254540165
f(z) = 211/20*z^3 - 251/20*z + 1
*
0 | 0.11774131577908636459538919271488948508 | 0.021278335099841781686259182236747771107
f(z) = 211/21*z^3 - 253/21*z + 1
*
0 | 0.12523708379783563983973450209339095509 | 0.022600817083904836994561519968668487116
f(z) = 211/22*z^3 - 255/22*z + 1
*
0 | 0.13806001378048963380216945439853151059 | 0.024879819931879082597153250550234091024
f(z) = 211/23*z^3 - 257/23*z + 1
*
0 | 0.089179310077250072322794924742847779641 | 0.016048599864357665770051666484134830273
f(z) = 211/24*z^3 - 259/24*z + 1
*
0 | 0.11783010783808517239207528637665397422 | 0.021279211648808112044315551520975965780
f(z) = 212/21*z^3 - 254/21*z + 1
*
0 | 0.13814892620099828556996462900680808261 | 0.024878431778276362357585550510461630073
f(z) = 212/23*z^3 - 258/23*z + 1
*
0 | 0.11260363211228944022255388527230973727 | 0.020349847474442687271828133593367009374
f(z) = 213/20*z^3 - 253/20*z + 1
*
0 | 0.12541436381960084140277841820931423286 | 0.022600945076421487377267757017559136833
f(z) = 213/22*z^3 - 257/22*z + 1
*
0 | 0.13823741371245196236478649746473013041 | 0.024877036355552181685373613221310900624
f(z) = 213/23*z^3 - 259/23*z + 1
*
0 | 0.11800539110747249685647349759936172867 | 0.021280724068614144089623651699154887639
f(z) = 214/21*z^3 - 256/21*z + 1
*
0 | 0.13832548035732241005995337733776102295 | 0.024875633876572162983135142374790523925
f(z) = 214/23*z^3 - 260/23*z + 1
*
0 | 0.11809292392894217787464027460417378991 | 0.021281547075988968471433056733754487358
f(z) = 215/21*z^3 - 257/21*z + 1
*
0 | 0.12558996260095409333618700660338660812 | 0.022601016480352068451683771198308492768
f(z) = 215/22*z^3 - 259/22*z + 1
*
[ 6/5 ] 
f(z) = 215/36*z^3 - 253/30*z + 1
*
0 | 0.11295271541293886765816798421714892162 | 0.020355229174168314305179107933047960788
f(z) = 217/20*z^3 - 257/20*z + 1
*
0 | 0.11835306669872422397039913198525806003 | 0.021283913475389854254990371187404754101
f(z) = 218/21*z^3 - 260/21*z + 1
*
0 | 0.11312481980286007364746579161438587197 | 0.020357804586860154938048099082149960216
f(z) = 219/20*z^3 - 259/20*z + 1
*
[ 6/29 ] 
f(z) = 203/27*z^3 - 241/58*z + 1
*
[ 3/4 ] 
f(z) = 200/33*z^3 - 247/66*z + 1
*
[ 1/4 ] 
f(z) = 200/37*z^3 - 247/74*z + 1
*
[ 3/4 ] 
f(z) = 200/39*z^3 - 251/78*z + 1
*
[ 3/5 ] 
f(z) = 203/27*z^3 - 253/75*z + 1
*
2/5 | 0.20767083268037264379290998541158100453 | 0.029956349608170805567405096545921762669
f(z) = 205/28*z^3 - 257/70*z + 1
*
[ 2/3 ] 
f(z) = 205/32*z^3 - 241/72*z + 1
*
[ 3/5 ] 
f(z) = 206/27*z^3 - 256/75*z + 1
*
[ 3/5 ] 
f(z) = 209/27*z^3 - 259/75*z + 1
*
[ 2/3 ] 
f(z) = 209/32*z^3 - 245/72*z + 1
*
[ 2/3 ] 
f(z) = 211/32*z^3 - 247/72*z + 1
*
[ 2/3 ] 
f(z) = 215/32*z^3 - 251/72*z + 1
*
[ 1/4 ] 
f(z) = 216/37*z^3 - 249/74*z + 1
*
[ 2/3 ] 
f(z) = 217/32*z^3 - 253/72*z + 1
*
[ -33/40 ] 
f(z) = 200/27*z^3 - 249/88*z + 1
*
[ 3/10 ] 
f(z) = 200/29*z^3 - 257/87*z + 1
*
[ 1/3 ] 
f(z) = 201/29*z^3 - 241/87*z + 1
*
[ 1/3 ] 
f(z) = 201/31*z^3 - 253/93*z + 1
*
[ 1/3 ] 
f(z) = 201/32*z^3 - 259/96*z + 1
*
[ 1/3 ] 
f(z) = 204/29*z^3 - 242/87*z + 1
*
[ 1/3 ] 
f(z) = 204/31*z^3 - 254/93*z + 1
*
[ 3/8 ] 
f(z) = 208/21*z^3 - 257/84*z + 1
*
[ 5/16 ] 
f(z) = 208/25*z^3 - 241/80*z + 1
*
[ 1/3 ] 
f(z) = 210/29*z^3 - 244/87*z + 1
*
[ 1/3 ] 
f(z) = 210/31*z^3 - 256/93*z + 1
*
[ 1/3 ] 
f(z) = 213/29*z^3 - 245/87*z + 1
*
[ 1/3 ] 
f(z) = 213/31*z^3 - 257/93*z + 1
*
[ 1/3 ] 
f(z) = 219/28*z^3 - 241/84*z + 1
*
[ 1/3 ] 
f(z) = 219/29*z^3 - 247/87*z + 1
*
[ 1/3 ] 
f(z) = 219/31*z^3 - 259/93*z + 1
*
[ 21/10 ] 
f(z) = 200/27*z^3 - 225/7*z + 1
*
-2 | 0.11284075195689140748463971166767935306 | 0.016632244985130980501483283390397663967
f(z) = 217/32*z^3 - 221/8*z + 1
*
-2 | 0.11301429969199058218745170373372506005 | 0.016635734614175552072969124191344790275
f(z) = 219/32*z^3 - 223/8*z + 1
*
[ -5/4 ] 
f(z) = 212/25*z^3 - 229/20*z + 1
*
-35/36 | 0.20707177368816423496335853285666961271 | 0.028892239338544854133550833328542345798
f(z) = 216/25*z^3 - 227/30*z + 1
*
[ -7/6 ] 
f(z) = 216/35*z^3 - 229/35*z + 1
*
[ 3/4 ] 
f(z) = 200/21*z^3 - 239/42*z + 1
*
1/10 | 0.17417561640951773420253367492385396292 | 0.029070624559330907512595568787005497268
f(z) = 200/21*z^3 - 235/42*z + 1
*
3/4 | 0.18567875188215513700222078261186959025 | 0.020159814337275752594850122951334794651
f(z) = 200/27*z^3 - 237/50*z + 1
*
7/10 | 0.15893564680507900412629699118331532243 | 0.026527011143176270347264449206617726697
f(z) = 200/27*z^3 - 223/54*z + 1
*
[ 6/7 ] 
f(z) = 203/27*z^3 - 239/42*z + 1
*
[ 3/4 ] 
f(z) = 205/27*z^3 - 221/48*z + 1
*
[ -12/13 ] 
f(z) = 208/27*z^3 - 233/52*z + 1
*
[ 3/16 ] 
f(z) = 208/27*z^3 - 221/48*z + 1
*
[ 3/4 ] 
f(z) = 211/27*z^3 - 227/48*z + 1
*
[ 2/3 ] 
f(z) = 216/29*z^3 - 221/58*z + 1
*
[ 3/4 ] 
f(z) = 217/27*z^3 - 233/48*z + 1
*
1/10 | 0.14111539373083040562643355085599415987 | 0.023552737835851060440010911704680758360
f(z) = 200/33*z^3 - 235/66*z + 1
*
[ 1/4 ] 
f(z) = 200/33*z^3 - 223/66*z + 1
*
7/10 | 0.14249783866499464914499614930830699595 | 0.023783473563867933276262601774901950595
f(z) = 200/39*z^3 - 235/78*z + 1
*
[ 1/3 ] 
f(z) = 201/26*z^3 - 223/78*z + 1
*
[ 2/7 ] 
f(z) = 203/20*z^3 - 233/70*z + 1
*
[ 2/3 ] 
f(z) = 203/32*z^3 - 239/72*z + 1
*
[ 2/3 ] 
f(z) = 207/37*z^3 - 221/74*z + 1
*
[ 3/10 ] 
f(z) = 208/27*z^3 - 227/75*z + 1
*
[ -5/6 ] 
f(z) = 213/25*z^3 - 223/60*z + 1
*
[ 1/3 ] 
f(z) = 213/25*z^3 - 221/75*z + 1
*
[ 1/3 ] 
f(z) = 213/26*z^3 - 227/78*z + 1
*
[ 2/3 ] 
f(z) = 216/31*z^3 - 223/62*z + 1
*
[ 2/3 ] 
f(z) = 216/35*z^3 - 227/70*z + 1
*
-11/12 | 0.12934925930138804356287528318992509258 | 0.021315126538251753442511029561384495648
f(z) = 216/35*z^3 - 223/70*z + 1
*
[ 2/3 ] 
f(z) = 216/37*z^3 - 229/74*z + 1
*
[ 2/7 ] 
f(z) = 217/20*z^3 - 237/70*z + 1
*
[ 2/5 ] 
f(z) = 217/24*z^3 - 221/75*z + 1
*
[ -5/6 ] 
f(z) = 219/25*z^3 - 233/60*z + 1
*
[ 1/3 ] 
f(z) = 219/25*z^3 - 223/75*z + 1
*
[ 1/3 ] 
f(z) = 219/26*z^3 - 229/78*z + 1
*
[ 1/3 ] 
f(z) = 201/28*z^3 - 235/84*z + 1
*
[ 5/12 ] 
f(z) = 207/25*z^3 - 227/80*z + 1
*
[ 1/3 ] 
f(z) = 213/28*z^3 - 239/84*z + 1
*
[ 2/5 ] 
f(z) = 215/36*z^3 - 221/90*z + 1
*
[ 9/5 ] 
f(z) = 200/27*z^3 - 212/9*z + 1
*
[ -9/5 ] 
f(z) = 200/27*z^3 - 202/9*z + 1
*
-2 | 0.11139015530883434095773602223709940069 | 0.016602340519933244877819809915194703104
f(z) = 201/32*z^3 - 205/8*z + 1
*
-2 | 0.11157785390739565334978509690249273041 | 0.016606285974387887129720514401821320106
f(z) = 203/32*z^3 - 207/8*z + 1
*
[ 3 ] 
f(z) = 205/27*z^3 - 203/3*z + 1
*
-2 | 0.11176365793545505418855269604635744358 | 0.016610168930726232953910655370700555868
f(z) = 205/32*z^3 - 209/8*z + 1
*
[ 2 ] 
f(z) = 205/32*z^3 - 201/8*z + 1
*
[ -3 ] 
f(z) = 206/27*z^3 - 202/3*z + 1
*
-2 | 0.11194760549092309608513015166210463252 | 0.016613991087424307541216414989867484059
f(z) = 207/32*z^3 - 211/8*z + 1
*
[ 2 ] 
f(z) = 207/32*z^3 - 203/8*z + 1
*
[ 3 ] 
f(z) = 208/27*z^3 - 206/3*z + 1
*
[ -3 ] 
f(z) = 209/27*z^3 - 205/3*z + 1
*
[ 3/2 ] 
f(z) = 209/27*z^3 - 205/12*z + 1
*
-2 | 0.11212973352675297342425997832129629203 | 0.016617754078574613678650378983445525810
f(z) = 209/32*z^3 - 213/8*z + 1
*
[ 2 ] 
f(z) = 209/32*z^3 - 205/8*z + 1
*
[ 3 ] 
f(z) = 211/27*z^3 - 209/3*z + 1
*
-2 | 0.11231007789665925645659693782215251414 | 0.016621459476992934192443697670109571071
f(z) = 211/32*z^3 - 215/8*z + 1
*
[ 2 ] 
f(z) = 211/32*z^3 - 207/8*z + 1
*
[ -3 ] 
f(z) = 212/27*z^3 - 208/3*z + 1
*
-2 | 0.11248867339856241487472507170765323082 | 0.016625108797143967750193245123005963591
f(z) = 213/32*z^3 - 217/8*z + 1
*
[ 2 ] 
f(z) = 213/32*z^3 - 209/8*z + 1
*
[ -2 ] 
f(z) = 213/32*z^3 - 201/8*z + 1
*
[ 3 ] 
f(z) = 214/27*z^3 - 212/3*z + 1
*
[ -3 ] 
f(z) = 215/27*z^3 - 211/3*z + 1
*
[ 3/2 ] 
f(z) = 215/27*z^3 - 211/12*z + 1
*
-2 | 0.11266555381589442639487982522407012515 | 0.016628703497898140998079593037707082431
f(z) = 215/32*z^3 - 219/8*z + 1
*
[ 2 ] 
f(z) = 215/32*z^3 - 211/8*z + 1
*
[ -2 ] 
f(z) = 215/32*z^3 - 203/8*z + 1
*
[ 3 ] 
f(z) = 217/27*z^3 - 215/3*z + 1
*
[ 2 ] 
f(z) = 217/32*z^3 - 213/8*z + 1
*
[ -2 ] 
f(z) = 217/32*z^3 - 205/8*z + 1
*
[ -3 ] 
f(z) = 218/27*z^3 - 214/3*z + 1
*
[ 2 ] 
f(z) = 219/32*z^3 - 215/8*z + 1
*
[ -2 ] 
f(z) = 219/32*z^3 - 207/8*z + 1
*
1/10 | 0.13295949636445151519607846273300563124 | 0.024821684846771691121861206189056459724
f(z) = 200/21*z^3 - 212/21*z + 1
*
[ 1/10 ] 
f(z) = 200/23*z^3 - 209/23*z + 1
*
3/25 | 0.25386150553352459858581469446813593158 | 0.029355973533846660003976417574766664393
f(z) = 200/27*z^3 - 211/25*z + 1
*
-11/10 | 0.14668346302876541362137424843688431426 | 0.027383758145059830159011221278745527764
f(z) = 200/33*z^3 - 212/33*z + 1
*
1/5 | 0.14413459280912920478426915972560742300 | 0.027127612476850224937891867864397500617
f(z) = 200/39*z^3 - 203/39*z + 1
*
[ -5/4 ] 
f(z) = 204/25*z^3 - 219/20*z + 1
*
[ -6/5 ] 
f(z) = 215/36*z^3 - 203/30*z + 1
*
13/20 | 0.10828936359533000535017628547489445185 | 0.018073938808099959792201833146210039577
f(z) = 200/21*z^3 - 211/42*z + 1
*
21/40 | 0.27776612942801537364625784557171848605 | 0.029791504580596230753495045016728773865
f(z) = 200/27*z^3 - 213/56*z + 1
*
[ 2/3 ] 
f(z) = 207/25*z^3 - 209/50*z + 1
*
[ 2/3 ] 
f(z) = 207/29*z^3 - 213/58*z + 1
*
[ 2/3 ] 
f(z) = 216/23*z^3 - 215/46*z + 1
*
[ 2/3 ] 
f(z) = 216/25*z^3 - 217/50*z + 1
*
[ 1/4 ] 
f(z) = 216/29*z^3 - 201/58*z + 1
*
[ 3/10 ] 
f(z) = 200/23*z^3 - 215/69*z + 1
*
[ 1/4 ] 
f(z) = 200/31*z^3 - 211/62*z + 1
*
[ 13/20 ] 
f(z) = 200/39*z^3 - 211/78*z + 1
*
[ 1/3 ] 
f(z) = 201/23*z^3 - 205/69*z + 1
*
[ 1/3 ] 
f(z) = 201/25*z^3 - 217/75*z + 1
*
[ -5/6 ] 
f(z) = 201/25*z^3 - 203/60*z + 1
*
[ 2/5 ] 
f(z) = 203/24*z^3 - 214/75*z + 1
*
[ 1/3 ] 
f(z) = 204/23*z^3 - 206/69*z + 1
*
[ 1/3 ] 
f(z) = 204/25*z^3 - 218/75*z + 1
*
[ 2/3 ] 
f(z) = 207/31*z^3 - 215/62*z + 1
*
[ -8/9 ] 
f(z) = 207/32*z^3 - 215/72*z + 1
*
[ 2/3 ] 
f(z) = 207/35*z^3 - 219/70*z + 1
*
[ 15/52 ] 
f(z) = 208/27*z^3 - 202/65*z + 1
*
[ 2/5 ] 
f(z) = 209/24*z^3 - 217/75*z + 1
*
[ 1/3 ] 
f(z) = 210/23*z^3 - 208/69*z + 1
*
[ 2/5 ] 
f(z) = 211/24*z^3 - 218/75*z + 1
*
[ 1/3 ] 
f(z) = 213/22*z^3 - 203/66*z + 1
*
[ 1/3 ] 
f(z) = 213/23*z^3 - 209/69*z + 1
*
[ -4/5 ] 
f(z) = 215/24*z^3 - 209/60*z + 1
*
[ 1/4 ] 
f(z) = 216/31*z^3 - 213/62*z + 1
*
[ 1/3 ] 
f(z) = 219/22*z^3 - 205/66*z + 1
*
[ 1/3 ] 
f(z) = 219/23*z^3 - 211/69*z + 1
*
[ 2/5 ] 
f(z) = 205/36*z^3 - 217/90*z + 1
*
[ 3/7 ] 
f(z) = 217/36*z^3 - 205/84*z + 1
*
[ -3 ] 
f(z) = 200/27*z^3 - 196/3*z + 1
*
[ 2 ] 
f(z) = 201/32*z^3 - 197/8*z + 1
*
[ -2 ] 
f(z) = 201/32*z^3 - 189/8*z + 1
*
[ 3 ] 
f(z) = 202/27*z^3 - 200/3*z + 1
*
[ -3 ] 
f(z) = 203/27*z^3 - 199/3*z + 1
*
[ 3/2 ] 
f(z) = 203/27*z^3 - 199/12*z + 1
*
[ 2 ] 
f(z) = 203/32*z^3 - 199/8*z + 1
*
[ -2 ] 
f(z) = 203/32*z^3 - 191/8*z + 1
*
-6/5 | 0.16365732465895837414338903679487882534 | 0.022386458079068492737359418776589478787
f(z) = 205/24*z^3 - 187/15*z + 1
*
[ 6/5 ] 
f(z) = 205/24*z^3 - 182/15*z + 1
*
[ -3/2 ] 
f(z) = 205/27*z^3 - 185/12*z + 1
*
[ -2 ] 
f(z) = 205/32*z^3 - 193/8*z + 1
*
[ -2 ] 
f(z) = 207/32*z^3 - 195/8*z + 1
*
[ -2 ] 
f(z) = 209/32*z^3 - 197/8*z + 1
*
[ -3/2 ] 
f(z) = 211/27*z^3 - 191/12*z + 1
*
[ -2 ] 
f(z) = 211/32*z^3 - 199/8*z + 1
*
-6/5 | 0.20789067421538062203549112440607408387 | 0.028255397381763557826214778468328570440
f(z) = 215/24*z^3 - 196/15*z + 1
*
[ 6/5 ] 
f(z) = 215/24*z^3 - 191/15*z + 1
*
[ -3/2 ] 
f(z) = 217/27*z^3 - 197/12*z + 1
*
[ 1/10 ] 
f(z) = 200/21*z^3 - 191/21*z + 1
*
[ 3/25 ] 
f(z) = 200/27*z^3 - 186/25*z + 1
*
-1 | 0.11237096402628765422186977809029472792 | 0.021188856001005157865118085377876021775
f(z) = 201/20*z^3 - 181/20*z + 1
*
-1 | 0.10070271253442848311944577161438110084 | 0.018970918249607120447078333454550198351
f(z) = 202/21*z^3 - 181/21*z + 1
*
-1 | 0.11254856752367681589597712915080322549 | 0.021182797724693978646268593499694300254
f(z) = 203/20*z^3 - 183/20*z + 1
*
-1 | 0.10832819067052066976800186572190029169 | 0.020388479403551595228735601958504590411
f(z) = 203/22*z^3 - 181/22*z + 1
*
-1 | 0.12128008634014758855275575697056797381 | 0.022805067670629968923911345356652066328
f(z) = 204/23*z^3 - 181/23*z + 1
*
-1 | 0.10096577966458074765945708206845564856 | 0.018967798305898206779671781678389835555
f(z) = 205/21*z^3 - 184/21*z + 1
*
-1 | 0.10850291992767844164506433494585208178 | 0.020383752867816512417681813502239250792
f(z) = 205/22*z^3 - 183/22*z + 1
*
-1 | 0.12136743735065367101644102017825506521 | 0.022800527864180036602306333071944175954
f(z) = 205/23*z^3 - 182/23*z + 1
*
-1 | 0.092494816670131573910948146832977026232 | 0.017376412411893120052465257119860726853
f(z) = 205/24*z^3 - 181/24*z + 1
*
[ -6/5 ] 
f(z) = 205/36*z^3 - 191/30*z + 1
*
-1 | 0.10105401592557438722237798308853153054 | 0.018967035404753494060481653780385794173
f(z) = 206/21*z^3 - 185/21*z + 1
*
-1 | 0.12145437795610640326397926277134090216 | 0.022796021173986695450817334784962432300
f(z) = 206/23*z^3 - 183/23*z + 1
*
-1 | 0.12151083121037305163360128095847171899 | 0.022806617001006352658638230782597457807
f(z) = 206/25*z^3 - 181/25*z + 1
*
-1 | 0.11289874190256450124683886858079296549 | 0.021170953556587881553115467103910845171
f(z) = 207/20*z^3 - 187/20*z + 1
*
-1 | 0.10867665479732981651318959871069907163 | 0.020379220995972326252916470340684571394
f(z) = 207/22*z^3 - 185/22*z + 1
*
-1 | 0.12159710803925086779225671624087322305 | 0.022802085156414865841626134771215539792
f(z) = 207/25*z^3 - 182/25*z + 1
*
-1 | 0.10878969982136358392505431019072378918 | 0.020400419380589293250781783973851130449
f(z) = 207/26*z^3 - 181/26*z + 1
*
-1 | 0.10122719814097044487314193927359932395 | 0.018965147719683340155712886704366625833
f(z) = 208/21*z^3 - 187/21*z + 1
*
-1 | 0.12162704326291367991404094505174578210 | 0.022787105486977580261852195138778186776
f(z) = 208/23*z^3 - 185/23*z + 1
*
-1 | 0.12168298442722253163614799733847734601 | 0.022797586192402726778172740718186714444
f(z) = 208/25*z^3 - 183/25*z + 1
*
-1 | 0.10817554851863349080402380781913469312 | 0.020266937097840220119393895533100864807
f(z) = 208/27*z^3 - 181/27*z + 1
*
-1 | 0.11307137550861666372798578907812718963 | 0.021165163049659634918024499672822349615
f(z) = 209/20*z^3 - 189/20*z + 1
*
-1 | 0.10131318529918535688175997515013365704 | 0.018964216861182778840414150650996887302
f(z) = 209/21*z^3 - 188/21*z + 1
*
-1 | 0.12171277548651235283743808340645333687 | 0.022782695680591056552070397944369426643
f(z) = 209/23*z^3 - 186/23*z + 1
*
-1 | 0.092838607873689904693662593115210677288 | 0.017377910758681112924980803295406526608
f(z) = 209/24*z^3 - 185/24*z + 1
*
-1 | 0.12176846407735514113202987128971512637 | 0.022793119699047465764657947322232898904
f(z) = 209/25*z^3 - 184/25*z + 1
*
-1 | 0.10896015175106182654258410805887071921 | 0.020395607352907263857719330794266857620
f(z) = 209/26*z^3 - 183/26*z + 1
*
-1 | 0.10826077791450738572390917469450680903 | 0.020264695694525494848839878174817877034
f(z) = 209/27*z^3 - 182/27*z + 1
*
-1 | 0.11329413767667066738293908056339736334 | 0.021206860584397764768259381996218542959
f(z) = 209/28*z^3 - 181/28*z + 1
*
-1 | 0.12179811235151786766925197787558006099 | 0.022778317370994620405670204008260800289
f(z) = 210/23*z^3 - 187/23*z + 1
*
-1 | 0.12196365687680339063115565661743984175 | 0.022809277011199071351076357276626341513
f(z) = 210/29*z^3 - 181/29*z + 1
*
-1 | 0.11324241375664816348048182138723720492 | 0.021159457319750828825354918671384738144
f(z) = 211/20*z^3 - 191/20*z + 1
*
-1 | 0.10148293667475607885725834613478047975 | 0.018962187364417721340798029725806326806
f(z) = 211/21*z^3 - 190/21*z + 1
*
-1 | 0.10901995884235023974892709541796016587 | 0.020370487431351449311843716439344505533
f(z) = 211/22*z^3 - 189/22*z + 1
*
-1 | 0.12188305749016261692797304476385246116 | 0.022773970170804729878408044831430421587
f(z) = 211/23*z^3 - 188/23*z + 1
*
-1 | 0.093008640124119397842845566185426077704 | 0.017378756649461050664286063723055181111
f(z) = 211/24*z^3 - 187/24*z + 1
*
-1 | 0.12193824772145976014837734097155618569 | 0.022784282520258076992446199169931596910
f(z) = 211/25*z^3 - 186/25*z + 1
*
-1 | 0.10912968792558833251968836971324045722 | 0.020390990419379426619421304250582251645
f(z) = 211/26*z^3 - 185/26*z + 1
*
-1 | 0.10843006774617437551139102301699519542 | 0.020260265695000466078156257628816884582
f(z) = 211/27*z^3 - 184/27*z + 1
*
-1 | 0.11346318228228779502889207965807992713 | 0.021200708137716035418407760536259478354
f(z) = 211/28*z^3 - 183/28*z + 1
*
-1 | 0.12204786457527589757009734659514235959 | 0.022804764538107257266907114550520232966
f(z) = 211/29*z^3 - 182/29*z + 1
*
-1 | 0.088895414571394471933139370026142811083 | 0.016610196375600921398904595475324929495
f(z) = 211/30*z^3 - 181/30*z + 1
*
-1 | 0.10156877540123890157442879542670478592 | 0.018961474751465293848191362503154700947
f(z) = 212/21*z^3 - 191/21*z + 1
*
-1 | 0.12196761448481941966178941439448534987 | 0.022769653699321324293455717879202134736
f(z) = 212/23*z^3 - 189/23*z + 1
*
-1 | 0.12202255886945018500566734004417669257 | 0.022779911050143911320155509154096640587
f(z) = 212/25*z^3 - 187/25*z + 1
*
-1 | 0.10851413527646041755334336954846451981 | 0.020258076639138014148307360207037169306
f(z) = 212/27*z^3 - 185/27*z + 1
*
-1 | 0.12213169067797919908122719410749000038 | 0.022800284437770473219038020749776493928
f(z) = 212/29*z^3 - 183/29*z + 1
*
-1 | 0.12218588394494387076573517219616742034 | 0.022810401565393511452727248031623234362
f(z) = 212/31*z^3 - 181/31*z + 1
*
-1 | 0.11341188587871836651791548550609359196 | 0.021153834257363458808129662545156121817
f(z) = 213/20*z^3 - 193/20*z + 1
*
2/3 | 0.19308985047333294060880718420290594618 | 0.029890511823667327585277941556851707210
f(z) = 213/20*z^3 - 187/30*z + 1
*
-1 | 0.10918828252252415626043850850544121753 | 0.020366038474994391043331629372787540365
f(z) = 213/22*z^3 - 191/22*z + 1
*
-1 | 0.12205178686891051156335702050179826342 | 0.022765367582380242860726037459977479969
f(z) = 213/23*z^3 - 190/23*z + 1
*
-1 | 0.12210648758945292244672350861201420210 | 0.022775570481019543688840705863678907722
f(z) = 213/25*z^3 - 188/25*z + 1
*
-1 | 0.10929833684324540058492812679435689408 | 0.020386566048817945490138368281267583333
f(z) = 213/26*z^3 - 187/26*z + 1
*
-1 | 0.11363069616417039881683669322519563512 | 0.021194647232797167250546457919500055725
f(z) = 213/28*z^3 - 185/28*z + 1
*
-1 | 0.12221513863140244095011824953666778021 | 0.022795836312201892881672606512935993855
f(z) = 213/29*z^3 - 184/29*z + 1
*
-1 | 0.12226909472042650777997332176366403917 | 0.022805900320533534917750663594141553696
f(z) = 213/31*z^3 - 182/31*z + 1
*
-1 | 0.11373860904438553749339086877217333212 | 0.021214775380430184609739506636345244034
f(z) = 213/32*z^3 - 181/32*z + 1
*
-1 | 0.10173619505116043380152123968800347255 | 0.018959494929972425664233629238213203417
f(z) = 214/21*z^3 - 193/21*z + 1
*
-1 | 0.12213557812779590161302549632768997264 | 0.022761111452209600974036858819921439562
f(z) = 214/23*z^3 - 191/23*z + 1
*
-1 | 0.12219003733786405272868106697287903330 | 0.022771260437206122495999956350375383905
f(z) = 214/25*z^3 - 189/25*z + 1
*
-1 | 0.10868113294161900416865377193003050340 | 0.020253749296935019884885480908160747233
f(z) = 214/27*z^3 - 187/27*z + 1
*
-1 | 0.12229821183550637729138485648342702220 | 0.022791419770259325502421873396827271824
f(z) = 214/29*z^3 - 185/29*z + 1
*
-1 | 0.12235193281654126151203534352217704326 | 0.022801431179345854089247435937169316844
f(z) = 214/31*z^3 - 183/31*z + 1
*
-1 | 0.10206074132020790513183673134424629330 | 0.019019977173675885397944764738741286835
f(z) = 214/33*z^3 - 181/33*z + 1
*
-1 | 0.10182088380582829820602540685324825604 | 0.018958805876054464938845074132686278445
f(z) = 215/21*z^3 - 194/21*z + 1
*
-1 | 0.10935572944289959605282403950451072566 | 0.020361776174482514339475272712594328900
f(z) = 215/22*z^3 - 193/22*z + 1
*
-1 | 0.12221899169964165507871120928696940922 | 0.022756884947289999613971589124658652625
f(z) = 215/23*z^3 - 192/23*z + 1
*
-1 | 0.093344088027773571554511131182970087271 | 0.017380446706499717038124368553670405760
f(z) = 215/24*z^3 - 191/24*z + 1
*
-1 | 0.10946416981365299197517773249186788100 | 0.020381967513050755349140134063462790449
f(z) = 215/26*z^3 - 189/26*z + 1
*
-1 | 0.10876406988617717819113319929687016112 | 0.020251610575232719988404708184069227122
f(z) = 215/27*z^3 - 188/27*z + 1
*
-1 | 0.11379670682222697256611501202398265624 | 0.021188675577508491688357829960490264755
f(z) = 215/28*z^3 - 187/28*z + 1
*
-1 | 0.12238091364455793318713265017890394742 | 0.022787034427494817681337723885688085258
f(z) = 215/29*z^3 - 186/29*z + 1
*
-1 | 0.12243440156053472960717161341387985834 | 0.022796993749962029948480647715066729173
f(z) = 215/31*z^3 - 184/31*z + 1
*
-1 | 0.11390368333860168900541003810409241248 | 0.021208594349880498129056987908393592148
f(z) = 215/32*z^3 - 183/32*z + 1
*
-1 | 0.10214297903440137368112558508647301788 | 0.019018779239905494354685844999937444311
f(z) = 215/33*z^3 - 182/33*z + 1
*
-1 | 0.10967812832217210360616714666204384408 | 0.020421806077370030997109232360646390457
f(z) = 215/34*z^3 - 181/34*z + 1
*
-1 | 0.12230203097626864504967722635556575990 | 0.022752687712218447777525351387143918367
f(z) = 216/23*z^3 - 193/23*z + 1
*
-1 | 0.12235601351291727791572014024315427891 | 0.022762730454669045829521232308363201027
f(z) = 216/25*z^3 - 191/25*z + 1
*
[ 5/36 ] 
f(z) = 216/25*z^3 - 191/30*z + 1
*
-1 | 0.12246324736794612263271883419672554773 | 0.022782679906008263876571603890323077477
f(z) = 216/29*z^3 - 187/29*z + 1
*
-1 | 0.12251650423524456039018541024775989562 | 0.022792587647200293119065458203192323671
f(z) = 216/31*z^3 - 185/31*z + 1
*
[ 1/6 ] 
f(z) = 216/37*z^3 - 191/37*z + 1
*
-1 | 0.11374624471914171846127356582645561303 | 0.021142828058659221616024504253462892548
f(z) = 217/20*z^3 - 197/20*z + 1
*
-1 | 0.10952232703942228456277304463228618517 | 0.020357698268601105798166466530228478882
f(z) = 217/22*z^3 - 195/22*z + 1
*
-1 | 0.12238469930398229766405580114207146929 | 0.022748519397575882166416110279151803455
f(z) = 217/23*z^3 - 194/23*z + 1
*
-1 | 0.093510592465185483027094208306643818061 | 0.017381482641791863704764094593921085721
f(z) = 217/24*z^3 - 193/24*z + 1
*
-1 | 0.12243844662226688406561203854575832185 | 0.022758509796044956264991199893825734251
f(z) = 217/25*z^3 - 192/25*z + 1
*
-1 | 0.10962917023948989812397373942152169255 | 0.020377557978377408697708296936366454490
f(z) = 217/26*z^3 - 191/26*z + 1
*
-1 | 0.10892883668203174681197538986911153481 | 0.020247381971023426669882728043306282733
f(z) = 217/27*z^3 - 190/27*z + 1
*
-1 | 0.12254521627097981982779703383203081246 | 0.022778355834304900326280283762071652029
f(z) = 217/29*z^3 - 188/29*z + 1
*
-1 | 0.089392062350468407032226360096024240877 | 0.016615941992209263343374678422425725806
f(z) = 217/30*z^3 - 187/30*z + 1
*
-1 | 0.11406729730630182240180437857018192444 | 0.021202504399314461491611940745294692121
f(z) = 217/32*z^3 - 185/32*z + 1
*
-1 | 0.10230636544043245701531774746993363235 | 0.019016415875129217066524902492423997609
f(z) = 217/33*z^3 - 184/33*z + 1
*
-1 | 0.10984194028753768600058901887053277968 | 0.020417107069013453253639864239867396838
f(z) = 217/34*z^3 - 183/34*z + 1
*
-1 | 0.10060930639763385541302798439960533179 | 0.018700971372887592864994909445820766441
f(z) = 217/36*z^3 - 181/36*z + 1
*
-1 | 0.10206960414856864271890888246389613932 | 0.018956207213178888776479534261697151583
f(z) = 218/21*z^3 - 197/21*z + 1
*
-1 | 0.12246699998438383978055424301090113464 | 0.022744379659798172502514374394877855293
f(z) = 218/23*z^3 - 195/23*z + 1
*
-1 | 0.12252051412705933542098430099956042427 | 0.022754318222662742407788153927215224065
f(z) = 218/25*z^3 - 193/25*z + 1
*
-1 | 0.10901067307326166924939667804485182795 | 0.020245291675835570129808723583458616116
f(z) = 218/27*z^3 - 191/27*z + 1
*
-1 | 0.12262682357566786638630968373108800939 | 0.022774061847156561562529130004909920692
f(z) = 218/29*z^3 - 189/29*z + 1
*
-1 | 0.12267962429082750721879975224275287427 | 0.022783867913378914237686006668351936118
f(z) = 218/31*z^3 - 187/31*z + 1
*
-1 | 0.10238855413339144321737409160274975267 | 0.019015442105421057369260490838758417326
f(z) = 218/33*z^3 - 185/33*z + 1
*
-1 | 0.12278453088229749670733828705863804000 | 0.022803351001439477788793054694748924140
f(z) = 218/35*z^3 - 183/35*z + 1
*
-1 | 0.12283664189714592921704242844885577096 | 0.022813028977598943291721888750087582465
f(z) = 218/37*z^3 - 181/37*z + 1
*
-1 | 0.11391118603234467282468982786300555237 | 0.021137441055404800840413665257080833269
f(z) = 219/20*z^3 - 199/20*z + 1
*
-1 | 0.10968614559760837304156295695507203693 | 0.020353439534074120126125285024954764714
f(z) = 219/22*z^3 - 197/22*z + 1
*
-1 | 0.12254893627516354201907587370190935375 | 0.022740268161050504809021383442931873899
f(z) = 219/23*z^3 - 196/23*z + 1
*
-1 | 0.12260221925846533657506781472445131687 | 0.022750155389495988657554114218476064631
f(z) = 219/25*z^3 - 194/25*z + 1
*
-1 | 0.10979271224929241655183470009053648378 | 0.020373214118089106345322203561779360144
f(z) = 219/26*z^3 - 193/26*z + 1
*
-1 | 0.11412432481675644530671533189415477691 | 0.021176991240501155070707099912989218186
f(z) = 219/28*z^3 - 191/28*z + 1
*
-1 | 0.12270807246148198212153035299561968898 | 0.022769797585466582998354801414411648723
f(z) = 219/29*z^3 - 190/29*z + 1
*
-1 | 0.12276064802233325395273107757570218681 | 0.022779553544096783313317899085915665364
f(z) = 219/31*z^3 - 188/31*z + 1
*
-1 | 0.11422947658914237497737193346082956509 | 0.021196503278502829639922850250968721523
f(z) = 219/32*z^3 - 187/32*z + 1
*
-1 | 0.11000367313925329580092710947620308700 | 0.020412360171535320637552629652799320836
f(z) = 219/34*z^3 - 185/34*z + 1
*
-1 | 0.12286511007767822184155183752340500225 | 0.022798937597711620770074985479151800811
f(z) = 219/35*z^3 - 184/35*z + 1
*
-1 | 0.12291700164712589355135938159887500852 | 0.022808566634408343051435469388006449470
f(z) = 219/37*z^3 - 182/37*z + 1
*
-1 | 0.11010745689664560226107761492990352082 | 0.020431618359697503500514293397292314588
f(z) = 219/38*z^3 - 181/38*z + 1
*
[ 1/4 ] 
f(z) = 200/27*z^3 - 187/54*z + 1
*
[ 1/4 ] 
f(z) = 200/29*z^3 - 199/58*z + 1
*
[ 6/7 ] 
f(z) = 203/36*z^3 - 181/42*z + 1
*
[ 3/14 ] 
f(z) = 208/27*z^3 - 197/49*z + 1
*
3/8 | 0.22313681092363892954248130640794557171 | 0.024022182431380951863864883044749124630
f(z) = 208/27*z^3 - 191/52*z + 1
*
[ 6/7 ] 
f(z) = 217/36*z^3 - 193/42*z + 1
*
3/5 | 0.13321808980012852820098046519991993535 | 0.022234645428125169044798422871298151299
f(z) = 200/33*z^3 - 199/66*z + 1
*
[ 2/5 ] 
f(z) = 200/39*z^3 - 181/78*z + 1
*
[ 1/3 ] 
f(z) = 201/20*z^3 - 187/60*z + 1
*
[ 1/3 ] 
f(z) = 201/22*z^3 - 199/66*z + 1
*
[ -4/5 ] 
f(z) = 205/24*z^3 - 193/60*z + 1
*
[ 3/10 ] 
f(z) = 205/27*z^3 - 181/60*z + 1
*
[ 2/5 ] 
f(z) = 205/28*z^3 - 187/70*z + 1
*
[ 1/2 ] 
f(z) = 206/39*z^3 - 181/78*z + 1
*
[ 5/13 ] 
f(z) = 208/25*z^3 - 184/65*z + 1
*
[ 1/3 ] 
f(z) = 213/20*z^3 - 191/60*z + 1
*
[ 1/2 ] 
f(z) = 214/37*z^3 - 181/74*z + 1
*
[ 1/2 ] 
f(z) = 214/39*z^3 - 185/78*z + 1
*
[ 2/5 ] 
f(z) = 215/28*z^3 - 191/70*z + 1
*
[ 7/12 ] 
f(z) = 216/35*z^3 - 197/70*z + 1
*
1/6 | 0.16966738317980914665640734090815616465 | 0.027959044848221026830748635299711061544
f(z) = 216/35*z^3 - 187/70*z + 1
*
[ 1/2 ] 
f(z) = 218/37*z^3 - 183/74*z + 1
*
[ 1/2 ] 
f(z) = 218/39*z^3 - 187/78*z + 1
*
[ 1/3 ] 
f(z) = 219/20*z^3 - 193/60*z + 1
*
[ 3/7 ] 
f(z) = 203/36*z^3 - 199/84*z + 1
*
[ -12/5 ] 
f(z) = 200/27*z^3 - 165/4*z + 1
*
-6/5 | 0.17693575169518445109275724522456691867 | 0.024482816956233823339216417060285968065
f(z) = 205/24*z^3 - 172/15*z + 1
*
[ -6/5 ] 
f(z) = 215/24*z^3 - 166/15*z + 1
*
-1 | 0.10052452801379566585779384427290126754 | 0.018972915561547320918231882870475438299
f(z) = 200/21*z^3 - 179/21*z + 1
*
-1 | 0.12092649948585435370647970322195298265 | 0.022823566638221309236392928497882926526
f(z) = 200/23*z^3 - 177/23*z + 1
*
-1 | 0.10747919754056251309217324683397532444 | 0.020285534086567455421659027752540215787
f(z) = 200/27*z^3 - 173/27*z + 1
*
-1 | 0.12109979885914656534896693191020304019 | 0.022856275017373220962598107083358699983
f(z) = 200/29*z^3 - 171/29*z + 1
*
-1 | 0.12115701024098447826412498508786347541 | 0.022867073045856589695460264325210300706
f(z) = 200/31*z^3 - 169/31*z + 1
*
[ -11/10 ] 
f(z) = 200/33*z^3 - 179/33*z + 1
*
-1 | 0.10087031130068008140889220631233456360 | 0.019038178410667606914347380574064042418
f(z) = 200/33*z^3 - 167/33*z + 1
*
-1 | 0.12132702586809541446718457526791232867 | 0.022899161653493490257287832910739627636
f(z) = 200/37*z^3 - 163/37*z + 1
*
[ 1/5 ] 
f(z) = 200/39*z^3 - 164/39*z + 1
*
-1 | 0.10103953055970998780859510499585154259 | 0.019070116712457210024903409603607240840
f(z) = 200/39*z^3 - 161/39*z + 1
*
[ -1 ] 
f(z) = 201/20*z^3 - 161/20*z + 1
*
-1 | 0.10815113121737549260529139227496807771 | 0.020393157303293177259082495967661472386
f(z) = 201/22*z^3 - 179/22*z + 1
*
-1 | 0.12101553163904732103672185504581082104 | 0.022818890057622023109988405364231406786
f(z) = 201/23*z^3 - 178/23*z + 1
*
-1 | 0.12107330714008313302796031349728289300 | 0.022829784302255782418921285189217965971
f(z) = 201/25*z^3 - 176/25*z + 1
*
-1 | 0.10826668308927664352888620822432291860 | 0.020414945956577199174598834701969394058
f(z) = 201/26*z^3 - 175/26*z + 1
*
-1 | 0.11260207472932237456435722933884104089 | 0.021232434619817649100979478955096985708
f(z) = 201/28*z^3 - 173/28*z + 1
*
-1 | 0.12118802294518330659484761788743383433 | 0.022851415305392307281755122830421675621
f(z) = 201/29*z^3 - 172/29*z + 1
*
-1 | 0.12124497001627175426774054464929641308 | 0.022862153339896397182263561097971837014
f(z) = 201/31*z^3 - 170/31*z + 1
*
-1 | 0.11271596969413828276481915001529300270 | 0.021253910843944010322145684019328401357
f(z) = 201/32*z^3 - 169/32*z + 1
*
-1 | 0.10849447960056558333388899088660962142 | 0.020457899645878142963280257264976398841
f(z) = 201/34*z^3 - 167/34*z + 1
*
-1 | 0.12135805895021330829911728654802054853 | 0.022883477577499575605061581153508151408
f(z) = 201/35*z^3 - 166/35*z + 1
*
-1 | 0.12141420721589897915546418875498722997 | 0.022894064987927429020334991639976201282
f(z) = 201/37*z^3 - 164/37*z + 1
*
-1 | 0.10860612477130420117169850291133060713 | 0.020478951645088853662086020296657946754
f(z) = 201/38*z^3 - 163/38*z + 1
*
-1 | 0.12110413746447946059062601587924177663 | 0.022814248332609340812768768204306713654
f(z) = 202/23*z^3 - 179/23*z + 1
*
-1 | 0.12116164357903119824349272229749191670 | 0.022825081643555563666183626082811602343
f(z) = 202/25*z^3 - 177/25*z + 1
*
-1 | 0.10765575803093771444209844161616641997 | 0.020280770331843528508917020792367020372
f(z) = 202/27*z^3 - 175/27*z + 1
*
-1 | 0.12127582821348180360935887454617275325 | 0.022846592358719101350998516978821332334
f(z) = 202/29*z^3 - 173/29*z + 1
*
-1 | 0.12133251340868517003742768046628311300 | 0.022857271020466156437045402648997517594
f(z) = 202/31*z^3 - 171/31*z + 1
*
-1 | 0.10104529314196997695918659801184481859 | 0.019035455425776516113757585486927778943
f(z) = 202/33*z^3 - 169/33*z + 1
*
-1 | 0.12144508578876274961127804455308452513 | 0.022878478010485271750042969828963395065
f(z) = 202/35*z^3 - 167/35*z + 1
*
-1 | 0.12150097929127399078239675909085054196 | 0.022889007528907751692693822536503950405
f(z) = 202/37*z^3 - 165/37*z + 1
*
-1 | 0.10121297672340180074013685325285792176 | 0.019067044560121401823442487553312328602
f(z) = 202/39*z^3 - 163/39*z + 1
*
[ -1 ] 
f(z) = 203/20*z^3 - 163/20*z + 1
*
-1 | 0.12119232102865931873828287258155576523 | 0.022809641016499007573999830347967934118
f(z) = 203/23*z^3 - 180/23*z + 1
*
-1 | 0.092319964167942160840086172817415266078 | 0.017375566566043737087025472581368599228
f(z) = 203/24*z^3 - 179/24*z + 1
*
-1 | 0.12124956025973315443275615914893395254 | 0.022820414028367852630692968169267935585
f(z) = 203/25*z^3 - 178/25*z + 1
*
-1 | 0.10844201783956129388391900712734703662 | 0.020409902847229408813338099066310462725
f(z) = 203/26*z^3 - 177/26*z + 1
*
-1 | 0.10774341034301862665039600010170371142 | 0.020278417732724463922069809500129784300
f(z) = 203/27*z^3 - 176/27*z + 1
*
-1 | 0.088211767475708045570383678339565541969 | 0.016602361704715358855665550087401608923
f(z) = 203/30*z^3 - 173/30*z + 1
*
-1 | 0.12141964434684362172614612381443861056 | 0.022852425602506211405415780984961590209
f(z) = 203/31*z^3 - 172/31*z + 1
*
-1 | 0.11289038515302243550396089763446955485 | 0.021247131317386213188897948061038340349
f(z) = 203/32*z^3 - 171/32*z + 1
*
-1 | 0.10113113337052617714861973334830684749 | 0.019033919213642968845587154115856030150
f(z) = 203/33*z^3 - 170/33*z + 1
*
-1 | 0.10866838086940666280447984289612491363 | 0.020452506697096752459818937748895987939
f(z) = 203/34*z^3 - 169/34*z + 1
*
-1 | 0.099439070243653855443070856217552416045 | 0.018715455533983879544177425236388640324
f(z) = 203/36*z^3 - 167/36*z + 1
*
-1 | 0.12158734592564863489903596535936117895 | 0.022883988764082578033337354051243463120
f(z) = 203/37*z^3 - 166/37*z + 1
*
-1 | 0.10877966371988886059798539278063151647 | 0.020473451273859098713197031584084260732
f(z) = 203/38*z^3 - 165/38*z + 1
*
-1 | 0.10129909315866743954651534114711930990 | 0.019065530972871537881044925813082887929
f(z) = 203/39*z^3 - 164/39*z + 1
*
-1 | 0.12133706115598943477284764901636180283 | 0.022815781008408694339884175880264275560
f(z) = 204/25*z^3 - 179/25*z + 1
*
-1 | 0.12145019808950637480904245700573945632 | 0.022837054867149733900319848482355234243
f(z) = 204/29*z^3 - 175/29*z + 1
*
-1 | 0.12150636670395919608495593386501878080 | 0.022847616609742574430028554160791358410
f(z) = 204/31*z^3 - 173/31*z + 1
*
-1 | 0.12161792003174877663585550516806124057 | 0.022868592693004837180857296462960356203
f(z) = 204/35*z^3 - 169/35*z + 1
*
-1 | 0.12167331089681147962321197328693542351 | 0.022879008190422499538164976586169425319
f(z) = 204/37*z^3 - 167/37*z + 1
*
[ -1 ] 
f(z) = 205/21*z^3 - 163/21*z + 1
*
[ -1 ] 
f(z) = 205/22*z^3 - 161/22*z + 1
*
-1 | 0.10861699856001445743256646247898689124 | 0.020405184094281070118351275864562960761
f(z) = 205/26*z^3 - 179/26*z + 1
*
-1 | 0.10791747880037370858153856299577552964 | 0.020273769769982926616077512208381499876
f(z) = 205/27*z^3 - 178/27*z + 1
*
-1 | 0.11295134245440842000864802869282029467 | 0.021219449690509677443702824552179633733
f(z) = 205/28*z^3 - 177/28*z + 1
*
-1 | 0.12153677045455255578059391785065437911 | 0.022832339396482723233792849407396224128
f(z) = 205/29*z^3 - 176/29*z + 1
*
-1 | 0.12159268429887538286525112407474073538 | 0.022842843574483884411122621774129867287
f(z) = 205/31*z^3 - 174/31*z + 1
*
-1 | 0.11306317092267071870510017827402325836 | 0.021240458192973615985925457004799250943
f(z) = 205/32*z^3 - 173/32*z + 1
*
-1 | 0.10130366611443432867322491912631276824 | 0.019031274882342324570503158260862190490
f(z) = 205/33*z^3 - 172/33*z + 1
*
-1 | 0.10884000959461668056620147318987455917 | 0.020447079757726420279918547917670351206
f(z) = 205/34*z^3 - 171/34*z + 1
*
-1 | 0.099610850748337998841735277596225905890 | 0.018713256435499147334080583695526649712
f(z) = 205/36*z^3 - 169/36*z + 1
*
-1 | 0.12175887792990961298814589250410974725 | 0.022874065314004487473813054181798641255
f(z) = 205/37*z^3 - 168/37*z + 1
*
-1 | 0.10895029619098921893745837174448248176 | 0.020467798598533551277453885240641569247
f(z) = 205/38*z^3 - 167/38*z + 1
*
-1 | 0.10147013147228008240060649803430890616 | 0.019062547669449272302543565101362413327
f(z) = 205/39*z^3 - 166/39*z + 1
*
[ -1 ] 
f(z) = 206/21*z^3 - 164/21*z + 1
*
-1 | 0.10800390265927743769355145853060080271 | 0.020271473892722700652748453008071656087
f(z) = 206/27*z^3 - 179/27*z + 1
*
-1 | 0.12162293951858057944493218888982765899 | 0.022827658839190252726716646485529470340
f(z) = 206/29*z^3 - 177/29*z + 1
*
-1 | 0.12167860089708105705786477763813687787 | 0.022838106037424051598835295601467799115
f(z) = 206/31*z^3 - 175/31*z + 1
*
-1 | 0.10139036615115061909976283004103129434 | 0.019030165668093050231612390917905382844
f(z) = 206/33*z^3 - 173/33*z + 1
*
-1 | 0.12178915349121650085168384259506020352 | 0.022858855880444626117254394344879896525
f(z) = 206/35*z^3 - 171/35*z + 1
*
-1 | 0.12184405069842363828267888773509469386 | 0.022869159649801865009007850495194339266
f(z) = 206/37*z^3 - 169/37*z + 1
*
-1 | 0.10155506068942490263572497665936118202 | 0.019061077523597323303092406264742290566
f(z) = 206/39*z^3 - 167/39*z + 1
*
[ -1 ] 
f(z) = 207/20*z^3 - 167/20*z + 1
*
[ -1 ] 
f(z) = 207/22*z^3 - 163/22*z + 1
*
-1 | 0.11312353408506609315159006220490903453 | 0.021213106947984682644165842786564291492
f(z) = 207/28*z^3 - 179/28*z + 1
*
-1 | 0.12170870902588678068367641734141277834 | 0.022823012752817821221416706043907257088
f(z) = 207/29*z^3 - 178/29*z + 1
*
-1 | 0.12176412021170090708432505584530654435 | 0.022833403547450402366991289735847416948
f(z) = 207/31*z^3 - 176/31*z + 1
*
-1 | 0.11323435721592133270552162341417607957 | 0.021233888679621309883261178844702069029
f(z) = 207/32*z^3 - 175/32*z + 1
*
-1 | 0.10901070001801282714854550785739947692 | 0.020441861692703770747761184695073757426
f(z) = 207/34*z^3 - 173/34*z + 1
*
-1 | 0.12187417915452938731869314048567810383 | 0.022854041977319885161103647183799900689
f(z) = 207/35*z^3 - 172/35*z + 1
*
-1 | 0.12192883282512016910172259558281152575 | 0.022864290721480144144271468613961175378
f(z) = 207/37*z^3 - 170/37*z + 1
*
-1 | 0.10912000807893219300033172955419815731 | 0.020462359315990678315340405772194511764
f(z) = 207/38*z^3 - 169/38*z + 1
*
[ -1 ] 
f(z) = 208/21*z^3 - 166/21*z + 1
*
[ -1 ] 
f(z) = 208/23*z^3 - 162/23*z + 1
*
-1 | 0.12179408266881020109275520502069517387 | 0.022818400702749767970005069094764987025
f(z) = 208/29*z^3 - 179/29*z + 1
*
-1 | 0.12184924590446296312641807073699612784 | 0.022828735661457144330319688161365144595
f(z) = 208/31*z^3 - 177/31*z + 1
*
-1 | 0.10155948388540537105961042219596376309 | 0.019027402215946066675793681025233839681
f(z) = 208/33*z^3 - 175/33*z + 1
*
-1 | 0.12195881559308498285997564830207000857 | 0.022849263793900585580251057121382366153
f(z) = 208/35*z^3 - 173/35*z + 1
*
-1 | 0.12201322788298244513637451858286642595 | 0.022859458061198535634559960021967942611
f(z) = 208/37*z^3 - 171/37*z + 1
*
[ -1 ] 
f(z) = 209/20*z^3 - 169/20*z + 1
*
[ -1 ] 
f(z) = 209/21*z^3 - 167/21*z + 1
*
[ -1 ] 
f(z) = 209/23*z^3 - 163/23*z + 1
*
[ -1 ] 
f(z) = 209/24*z^3 - 161/24*z + 1
*
-1 | 0.12187906408869041940502931805350350039 | 0.022813822262031914304064692587355297785
f(z) = 209/29*z^3 - 180/29*z + 1
*
-1 | 0.088726857106498061188200960927824222320 | 0.016608256414106993815920681847141418262
f(z) = 209/30*z^3 - 179/30*z + 1
*
-1 | 0.12193398158664385866089397604857903654 | 0.022824101944163978883006608430548739479
f(z) = 209/31*z^3 - 178/31*z + 1
*
-1 | 0.11340397341211956744685323633264016409 | 0.021227420087092397648405642838269543624
f(z) = 209/32*z^3 - 177/32*z + 1
*
-1 | 0.10918048127810562255804674437665554835 | 0.020436849535940413256862073553613069592
f(z) = 209/34*z^3 - 175/34*z + 1
*
-1 | 0.12204306635955921685960820597292714979 | 0.022844520878616692853797584986251003328
f(z) = 209/35*z^3 - 174/35*z + 1
*
-1 | 0.099949696087096231454817953861191779181 | 0.018708993367522182913062685380810763050
f(z) = 209/36*z^3 - 173/36*z + 1
*
-1 | 0.12209723939611966980360295107143240086 | 0.022854661209416947276375783909971809904
f(z) = 209/37*z^3 - 172/37*z + 1
*
-1 | 0.10180649794452137970531348855028286713 | 0.019056557142054308289096274601980478254
f(z) = 209/39*z^3 - 170/39*z + 1
*
[ -1 ] 
f(z) = 210/23*z^3 - 164/23*z + 1
*
-1 | 0.12201833081999243792312220208888047470 | 0.022819501967939694670044003098752564191
f(z) = 210/31*z^3 - 179/31*z + 1
*
-1 | 0.12218087084065565161422768918571155327 | 0.022849899714708292805911430245203889169
f(z) = 210/37*z^3 - 173/37*z + 1
*
[ -1 ] 
f(z) = 211/20*z^3 - 171/20*z + 1
*
[ -1 ] 
f(z) = 211/21*z^3 - 169/21*z + 1
*
[ -1 ] 
f(z) = 211/22*z^3 - 167/22*z + 1
*
[ -1 ] 
f(z) = 211/23*z^3 - 165/23*z + 1
*
[ -1 ] 
f(z) = 211/24*z^3 - 163/24*z + 1
*
[ -1 ] 
f(z) = 211/25*z^3 - 161/25*z + 1
*
-1 | 0.12210229711763230242478110610535467476 | 0.022814935312630581667161253143799952661
f(z) = 211/31*z^3 - 180/31*z + 1
*
-1 | 0.11357204808753217846169566863209396158 | 0.021221049821394723363691751242903391110
f(z) = 211/32*z^3 - 179/32*z + 1
*
-1 | 0.10181181091798519253731866084284313757 | 0.019023637842929472871580536507352433898
f(z) = 211/33*z^3 - 178/33*z + 1
*
-1 | 0.10934742530076635553446577284259423977 | 0.020431674863874707210943539725280785636
f(z) = 211/34*z^3 - 177/34*z + 1
*
-1 | 0.12221042484540167021980150657947956981 | 0.022835139085801067061925427498774612914
f(z) = 211/35*z^3 - 176/35*z + 1
*
-1 | 0.10011681793839639578725961414303391292 | 0.018706926723666696778604997220578796418
f(z) = 211/36*z^3 - 175/36*z + 1
*
-1 | 0.12226412564559731267526655990377293809 | 0.022845173133575940241939663514361473044
f(z) = 211/37*z^3 - 174/37*z + 1
*
-1 | 0.10945547972419871984187069913827512962 | 0.020451864940057123178692810479681576611
f(z) = 211/38*z^3 - 173/38*z + 1
*
-1 | 0.10197394966980933564524923592977870059 | 0.019053933629510578103387913741006797226
f(z) = 211/39*z^3 - 172/39*z + 1
*
[ -1 ] 
f(z) = 212/21*z^3 - 170/21*z + 1
*
[ -1 ] 
f(z) = 212/23*z^3 - 166/23*z + 1
*
[ -1 ] 
f(z) = 212/25*z^3 - 162/25*z + 1
*
-1 | 0.10189516058504933007558409315613310568 | 0.019022406316285541851316607786338075772
f(z) = 212/33*z^3 - 179/33*z + 1
*
-1 | 0.12229353943117497999363649688184004112 | 0.022830499344223313097074007526265899083
f(z) = 212/35*z^3 - 177/35*z + 1
*
-1 | 0.12234700719368360989009815039520192392 | 0.022840481030276134819839081986493374696
f(z) = 212/37*z^3 - 175/37*z + 1
*
-1 | 0.10205660018927126302856043900319805028 | 0.019052544840327482725973330733722575473
f(z) = 212/39*z^3 - 173/39*z + 1
*
[ -1 ] 
f(z) = 213/20*z^3 - 173/20*z + 1
*
[ -1 ] 
f(z) = 213/22*z^3 - 169/22*z + 1
*
[ -1 ] 
f(z) = 213/23*z^3 - 167/23*z + 1
*
[ -1 ] 
f(z) = 213/25*z^3 - 163/25*z + 1
*
[ -1 ] 
f(z) = 213/26*z^3 - 161/26*z + 1
*
-1 | 0.10951351608207621296082795708166578110 | 0.020426701753454057053201089670289794372
f(z) = 213/34*z^3 - 179/34*z + 1
*
-1 | 0.12237628207937718124197452178863907877 | 0.022825893142345455337896912711050151571
f(z) = 213/35*z^3 - 178/35*z + 1
*
-1 | 0.12242951882221539723010846610150085165 | 0.022835822976645237714020502239485612923
f(z) = 213/37*z^3 - 176/37*z + 1
*
-1 | 0.10961999023431487532633912708135025438 | 0.020446561546382274262134783421135816996
f(z) = 213/38*z^3 - 175/38*z + 1
*
[ -1 ] 
f(z) = 214/21*z^3 - 172/21*z + 1
*
[ -1 ] 
f(z) = 214/23*z^3 - 168/23*z + 1
*
[ -1 ] 
f(z) = 214/25*z^3 - 164/25*z + 1
*
-1 | 0.12245865610883870932658325915636656711 | 0.022821320066660795472352071511617952311
f(z) = 214/35*z^3 - 179/35*z + 1
*
-1 | 0.12251166382386674087856636991945530187 | 0.022831198551931627547145253249364613321
f(z) = 214/37*z^3 - 177/37*z + 1
*
-1 | 0.10222080071463075769492857604471386246 | 0.019049805744279774085769375314880271229
f(z) = 214/39*z^3 - 175/39*z + 1
*
[ -1 ] 
f(z) = 215/21*z^3 - 173/21*z + 1
*
[ -1 ] 
f(z) = 215/22*z^3 - 171/22*z + 1
*
[ -1 ] 
f(z) = 215/23*z^3 - 169/23*z + 1
*
[ -1 ] 
f(z) = 215/24*z^3 - 167/24*z + 1
*
[ -1 ] 
f(z) = 215/26*z^3 - 163/26*z + 1
*
[ -1 ] 
f(z) = 215/27*z^3 - 161/27*z + 1
*
-1 | 0.10044659681957133164332465506927015086 | 0.018702916914806395687674964220521722033
f(z) = 215/36*z^3 - 179/36*z + 1
*
-1 | 0.12259344544747818306659447195501212198 | 0.022826607342632117247337718126916082229
f(z) = 215/37*z^3 - 178/37*z + 1
*
-1 | 0.10978434241827553464777183614307078859 | 0.020441582888904741688005787795057490802
f(z) = 215/38*z^3 - 177/38*z + 1
*
-1 | 0.10230235721101856613503077103337132833 | 0.019048455076516057294968274037475559556
f(z) = 215/39*z^3 - 176/39*z + 1
*
[ -1 ] 
f(z) = 216/23*z^3 - 170/23*z + 1
*
5/9 | 0.14106178224196850698732745131994545321 | 0.019682019917375161743087556563431333634
f(z) = 216/25*z^3 - 179/30*z + 1
*
[ -1 ] 
f(z) = 216/25*z^3 - 166/25*z + 1
*
[ 1/6 ] 
f(z) = 216/31*z^3 - 161/31*z + 1
*
-1 | 0.12267486689883243500855872937277785269 | 0.022822048942332744149953469258307779539
f(z) = 216/37*z^3 - 179/37*z + 1
*
[ -1 ] 
f(z) = 217/20*z^3 - 177/20*z + 1
*
[ -1 ] 
f(z) = 217/22*z^3 - 173/22*z + 1
*
[ -1 ] 
f(z) = 217/23*z^3 - 171/23*z + 1
*
[ -1 ] 
f(z) = 217/24*z^3 - 169/24*z + 1
*
6/7 | 0.18388496313585499412035487764293758240 | 0.025100982119813897112542167414424947484
f(z) = 217/24*z^3 - 164/21*z + 1
*
[ 5/7 ] 
f(z) = 217/25*z^3 - 169/35*z + 1
*
[ -1 ] 
f(z) = 217/25*z^3 - 167/25*z + 1
*
[ -1 ] 
f(z) = 217/26*z^3 - 165/26*z + 1
*
[ -1 ] 
f(z) = 217/27*z^3 - 163/27*z + 1
*
-1 | 0.12275593134141296447733268118760830481 | 0.022817522951553796358689769162267707179
f(z) = 217/37*z^3 - 180/37*z + 1
*
-1 | 0.10994595343798088267466845612626022160 | 0.020436440737224566353001298981222078166
f(z) = 217/38*z^3 - 179/38*z + 1
*
-1 | 0.10246439857658199515376820881936976398 | 0.019045790624453298134102664698093719092
f(z) = 217/39*z^3 - 178/39*z + 1
*
[ -1 ] 
f(z) = 218/21*z^3 - 176/21*z + 1
*
[ -1 ] 
f(z) = 218/23*z^3 - 172/23*z + 1
*
[ -1 ] 
f(z) = 218/25*z^3 - 168/25*z + 1
*
[ -1 ] 
f(z) = 218/27*z^3 - 164/27*z + 1
*
-1 | 0.10254488968271242203569174759990939941 | 0.019044476499082475142025714098841030598
f(z) = 218/39*z^3 - 179/39*z + 1
*
[ -1 ] 
f(z) = 219/20*z^3 - 179/20*z + 1
*
[ 2/3 ] 
f(z) = 219/20*z^3 - 161/30*z + 1
*
[ -1 ] 
f(z) = 219/22*z^3 - 175/22*z + 1
*
[ -1 ] 
f(z) = 219/23*z^3 - 173/23*z + 1
*
[ -1 ] 
f(z) = 219/25*z^3 - 169/25*z + 1
*
[ -1 ] 
f(z) = 219/26*z^3 - 167/26*z + 1
*
[ -1 ] 
f(z) = 219/28*z^3 - 163/28*z + 1
*
[ -1 ] 
f(z) = 219/29*z^3 - 161/29*z + 1
*
[ 1/4 ] 
f(z) = 200/23*z^3 - 163/46*z + 1
*
[ 21/40 ] 
f(z) = 200/27*z^3 - 165/56*z + 1
*
[ 2/7 ] 
f(z) = 203/32*z^3 - 169/56*z + 1
*
[ 1/2 ] 
f(z) = 206/29*z^3 - 161/58*z + 1
*
[ -5/6 ] 
f(z) = 208/25*z^3 - 161/45*z + 1
*
[ 6/19 ] 
f(z) = 209/24*z^3 - 173/57*z + 1
*
[ 5/11 ] 
f(z) = 209/25*z^3 - 161/55*z + 1
*
[ 1/2 ] 
f(z) = 210/29*z^3 - 163/58*z + 1
*
[ -5/6 ] 
f(z) = 212/25*z^3 - 166/45*z + 1
*
[ 2/3 ] 
f(z) = 213/28*z^3 - 163/42*z + 1
*
[ 1/2 ] 
f(z) = 214/27*z^3 - 161/54*z + 1
*
[ 1/2 ] 
f(z) = 214/29*z^3 - 165/58*z + 1
*
[ 1/4 ] 
f(z) = 216/23*z^3 - 165/46*z + 1
*
[ 1/4 ] 
f(z) = 216/25*z^3 - 177/50*z + 1
*
[ 5/24 ] 
f(z) = 216/25*z^3 - 167/40*z + 1
*
[ 2/7 ] 
f(z) = 217/32*z^3 - 171/56*z + 1
*
[ 1/2 ] 
f(z) = 218/27*z^3 - 163/54*z + 1
*
[ 1/2 ] 
f(z) = 218/29*z^3 - 167/58*z + 1
*
[ 2/3 ] 
f(z) = 219/28*z^3 - 167/42*z + 1
*
[ 11/20 ] 
f(z) = 200/33*z^3 - 175/66*z + 1
*
[ 2/5 ] 
f(z) = 200/33*z^3 - 163/66*z + 1
*
[ 2/5 ] 
f(z) = 200/37*z^3 - 175/74*z + 1
*
[ 1/2 ] 
f(z) = 202/31*z^3 - 163/62*z + 1
*
[ 1/2 ] 
f(z) = 202/33*z^3 - 167/66*z + 1
*
[ 1/2 ] 
f(z) = 202/35*z^3 - 171/70*z + 1
*
[ 1/2 ] 
f(z) = 202/37*z^3 - 175/74*z + 1
*
[ 1/2 ] 
f(z) = 202/39*z^3 - 179/78*z + 1
*
[ 5/12 ] 
f(z) = 204/25*z^3 - 169/60*z + 1
*
[ 3/8 ] 
f(z) = 205/27*z^3 - 175/64*z + 1
*
[ 3/5 ] 
f(z) = 205/36*z^3 - 163/60*z + 1
*
[ 1/2 ] 
f(z) = 206/31*z^3 - 165/62*z + 1
*
[ 1/2 ] 
f(z) = 206/33*z^3 - 169/66*z + 1
*
[ 1/2 ] 
f(z) = 206/35*z^3 - 173/70*z + 1
*
[ 1/2 ] 
f(z) = 206/37*z^3 - 177/74*z + 1
*
[ 6/11 ] 
f(z) = 209/36*z^3 - 169/66*z + 1
*
[ 1/2 ] 
f(z) = 210/31*z^3 - 167/62*z + 1
*
[ 1/2 ] 
f(z) = 210/37*z^3 - 179/74*z + 1
*
[ 3/8 ] 
f(z) = 211/27*z^3 - 177/64*z + 1
*
[ 1/2 ] 
f(z) = 214/31*z^3 - 169/62*z + 1
*
[ 1/2 ] 
f(z) = 214/33*z^3 - 173/66*z + 1
*
[ 1/2 ] 
f(z) = 214/35*z^3 - 177/70*z + 1
*
[ 3/5 ] 
f(z) = 215/36*z^3 - 169/60*z + 1
*
[ 5/12 ] 
f(z) = 216/35*z^3 - 173/70*z + 1
*
[ 3/8 ] 
f(z) = 217/27*z^3 - 179/64*z + 1
*
[ 1/2 ] 
f(z) = 218/31*z^3 - 171/62*z + 1
*
[ 1/2 ] 
f(z) = 218/33*z^3 - 175/66*z + 1
*
[ 1/2 ] 
f(z) = 218/35*z^3 - 179/70*z + 1
*
[ -6/5 ] 
f(z) = 205/24*z^3 - 157/15*z + 1
*
-4/3 | 0.20993497471835952180900058734555299339 | 0.029751950067255744023200904692254145747
f(z) = 213/32*z^3 - 145/12*z + 1
*
-4/3 | 0.21170474915167202564619857058779172102 | 0.029887499273761497831798472452949744528
f(z) = 219/32*z^3 - 149/12*z + 1
*
[ 4/3 ] 
f(z) = 219/32*z^3 - 143/12*z + 1
*
[ -1 ] 
f(z) = 200/23*z^3 - 154/23*z + 1
*
[ 3/16 ] 
f(z) = 200/27*z^3 - 147/32*z + 1
*
[ -1 ] 
f(z) = 200/27*z^3 - 146/27*z + 1
*
[ -1 ] 
f(z) = 200/29*z^3 - 142/29*z + 1
*
[ 1/5 ] 
f(z) = 200/37*z^3 - 156/37*z + 1
*
[ 2/3 ] 
f(z) = 201/20*z^3 - 149/30*z + 1
*
[ -1 ] 
f(z) = 201/22*z^3 - 157/22*z + 1
*
[ -1 ] 
f(z) = 201/23*z^3 - 155/23*z + 1
*
[ -1 ] 
f(z) = 201/25*z^3 - 151/25*z + 1
*
[ -1 ] 
f(z) = 201/26*z^3 - 149/26*z + 1
*
[ -1 ] 
f(z) = 201/28*z^3 - 145/28*z + 1
*
[ -1 ] 
f(z) = 201/29*z^3 - 143/29*z + 1
*
[ -1 ] 
f(z) = 202/21*z^3 - 160/21*z + 1
*
[ -1 ] 
f(z) = 202/23*z^3 - 156/23*z + 1
*
[ -1 ] 
f(z) = 202/25*z^3 - 152/25*z + 1
*
[ -1 ] 
f(z) = 202/27*z^3 - 148/27*z + 1
*
[ -1 ] 
f(z) = 202/29*z^3 - 144/29*z + 1
*
[ -1 ] 
f(z) = 203/22*z^3 - 159/22*z + 1
*
[ -1 ] 
f(z) = 203/23*z^3 - 157/23*z + 1
*
[ -1 ] 
f(z) = 203/24*z^3 - 155/24*z + 1
*
[ 5/7 ] 
f(z) = 203/25*z^3 - 159/35*z + 1
*
[ -1 ] 
f(z) = 203/25*z^3 - 153/25*z + 1
*
[ -1 ] 
f(z) = 203/26*z^3 - 151/26*z + 1
*
[ -1 ] 
f(z) = 203/27*z^3 - 149/27*z + 1
*
[ -1 ] 
f(z) = 203/30*z^3 - 143/30*z + 1
*
[ -1 ] 
f(z) = 203/31*z^3 - 141/31*z + 1
*
[ -1 ] 
f(z) = 204/23*z^3 - 158/23*z + 1
*
[ -1 ] 
f(z) = 204/25*z^3 - 154/25*z + 1
*
[ -1 ] 
f(z) = 204/29*z^3 - 146/29*z + 1
*
[ -1 ] 
f(z) = 204/31*z^3 - 142/31*z + 1
*
[ -1 ] 
f(z) = 205/23*z^3 - 159/23*z + 1
*
[ -1 ] 
f(z) = 205/24*z^3 - 157/24*z + 1
*
[ -1 ] 
f(z) = 205/26*z^3 - 153/26*z + 1
*
[ -1 ] 
f(z) = 205/27*z^3 - 151/27*z + 1
*
[ -1 ] 
f(z) = 205/28*z^3 - 149/28*z + 1
*
[ -1 ] 
f(z) = 205/29*z^3 - 147/29*z + 1
*
[ -1 ] 
f(z) = 205/31*z^3 - 143/31*z + 1
*
[ -1 ] 
f(z) = 205/32*z^3 - 141/32*z + 1
*
[ -1 ] 
f(z) = 206/23*z^3 - 160/23*z + 1
*
[ -1 ] 
f(z) = 206/25*z^3 - 156/25*z + 1
*
[ -1 ] 
f(z) = 206/27*z^3 - 152/27*z + 1
*
[ -1 ] 
f(z) = 206/29*z^3 - 148/29*z + 1
*
[ -1 ] 
f(z) = 206/31*z^3 - 144/31*z + 1
*
[ -1 ] 
f(z) = 207/25*z^3 - 157/25*z + 1
*
[ -1 ] 
f(z) = 207/26*z^3 - 155/26*z + 1
*
[ -1 ] 
f(z) = 207/28*z^3 - 151/28*z + 1
*
[ -1 ] 
f(z) = 207/29*z^3 - 149/29*z + 1
*
[ -1 ] 
f(z) = 207/31*z^3 - 145/31*z + 1
*
[ -1 ] 
f(z) = 207/32*z^3 - 143/32*z + 1
*
3/4 | 0.12931323202398467991573272715203491373 | 0.024227130578377229744799133217216274790
f(z) = 208/21*z^3 - 145/21*z + 1
*
[ -1 ] 
f(z) = 208/25*z^3 - 158/25*z + 1
*
[ -1 ] 
f(z) = 208/27*z^3 - 154/27*z + 1
*
[ 3/20 ] 
f(z) = 208/27*z^3 - 146/25*z + 1
*
[ 3/13 ] 
f(z) = 208/27*z^3 - 146/39*z + 1
*
[ -1 ] 
f(z) = 208/29*z^3 - 150/29*z + 1
*
[ -1 ] 
f(z) = 208/31*z^3 - 146/31*z + 1
*
[ -1 ] 
f(z) = 208/33*z^3 - 142/33*z + 1
*
[ 2/11 ] 
f(z) = 209/24*z^3 - 158/33*z + 1
*
[ -1 ] 
f(z) = 209/25*z^3 - 159/25*z + 1
*
[ -1 ] 
f(z) = 209/26*z^3 - 157/26*z + 1
*
[ -1 ] 
f(z) = 209/27*z^3 - 155/27*z + 1
*
[ -1 ] 
f(z) = 209/28*z^3 - 153/28*z + 1
*
[ -1 ] 
f(z) = 209/29*z^3 - 151/29*z + 1
*
[ -1 ] 
f(z) = 209/30*z^3 - 149/30*z + 1
*
[ -1 ] 
f(z) = 209/31*z^3 - 147/31*z + 1
*
[ -1 ] 
f(z) = 209/32*z^3 - 145/32*z + 1
*
[ -1 ] 
f(z) = 209/34*z^3 - 141/34*z + 1
*
[ -1 ] 
f(z) = 210/29*z^3 - 152/29*z + 1
*
[ -1 ] 
f(z) = 210/31*z^3 - 148/31*z + 1
*
[ -1 ] 
f(z) = 211/26*z^3 - 159/26*z + 1
*
[ -1 ] 
f(z) = 211/27*z^3 - 157/27*z + 1
*
[ -1 ] 
f(z) = 211/28*z^3 - 155/28*z + 1
*
[ -1 ] 
f(z) = 211/29*z^3 - 153/29*z + 1
*
[ -1 ] 
f(z) = 211/30*z^3 - 151/30*z + 1
*
[ -1 ] 
f(z) = 211/31*z^3 - 149/31*z + 1
*
[ -1 ] 
f(z) = 211/32*z^3 - 147/32*z + 1
*
[ -1 ] 
f(z) = 211/33*z^3 - 145/33*z + 1
*
[ -1 ] 
f(z) = 211/34*z^3 - 143/34*z + 1
*
[ -1 ] 
f(z) = 211/35*z^3 - 141/35*z + 1
*
[ -1 ] 
f(z) = 212/27*z^3 - 158/27*z + 1
*
[ -1 ] 
f(z) = 212/29*z^3 - 154/29*z + 1
*
[ -1 ] 
f(z) = 212/31*z^3 - 150/31*z + 1
*
[ -1 ] 
f(z) = 212/33*z^3 - 146/33*z + 1
*
[ -1 ] 
f(z) = 212/35*z^3 - 142/35*z + 1
*
[ 2/3 ] 
f(z) = 213/20*z^3 - 157/30*z + 1
*
[ -1 ] 
f(z) = 213/28*z^3 - 157/28*z + 1
*
[ -1 ] 
f(z) = 213/29*z^3 - 155/29*z + 1
*
[ -1 ] 
f(z) = 213/31*z^3 - 151/31*z + 1
*
[ -1 ] 
f(z) = 213/32*z^3 - 149/32*z + 1
*
[ -1 ] 
f(z) = 213/34*z^3 - 145/34*z + 1
*
[ -1 ] 
f(z) = 213/35*z^3 - 143/35*z + 1
*
[ -1 ] 
f(z) = 214/27*z^3 - 160/27*z + 1
*
[ -1 ] 
f(z) = 214/29*z^3 - 156/29*z + 1
*
[ -1 ] 
f(z) = 214/31*z^3 - 152/31*z + 1
*
[ -1 ] 
f(z) = 214/33*z^3 - 148/33*z + 1
*
[ -1 ] 
f(z) = 214/35*z^3 - 144/35*z + 1
*
[ -1 ] 
f(z) = 215/28*z^3 - 159/28*z + 1
*
[ -1 ] 
f(z) = 215/29*z^3 - 157/29*z + 1
*
[ -1 ] 
f(z) = 215/31*z^3 - 153/31*z + 1
*
[ -1 ] 
f(z) = 215/32*z^3 - 151/32*z + 1
*
[ -1 ] 
f(z) = 215/33*z^3 - 149/33*z + 1
*
[ -1 ] 
f(z) = 215/34*z^3 - 147/34*z + 1
*
[ -1 ] 
f(z) = 215/36*z^3 - 143/36*z + 1
*
[ -1 ] 
f(z) = 215/37*z^3 - 141/37*z + 1
*
-5/6 | 0.20221994570613067098441069975644928827 | 0.028215275149801947634574113447374650159
f(z) = 216/25*z^3 - 149/30*z + 1
*
[ -1 ] 
f(z) = 216/29*z^3 - 158/29*z + 1
*
[ 1/6 ] 
f(z) = 216/29*z^3 - 151/29*z + 1
*
[ -1 ] 
f(z) = 216/31*z^3 - 154/31*z + 1
*
[ 5/6 ] 
f(z) = 216/35*z^3 - 157/35*z + 1
*
[ -1 ] 
f(z) = 216/35*z^3 - 146/35*z + 1
*
[ -1 ] 
f(z) = 216/37*z^3 - 142/37*z + 1
*
[ 6/7 ] 
f(z) = 217/24*z^3 - 143/21*z + 1
*
[ -1 ] 
f(z) = 217/29*z^3 - 159/29*z + 1
*
[ -1 ] 
f(z) = 217/30*z^3 - 157/30*z + 1
*
[ -1 ] 
f(z) = 217/32*z^3 - 153/32*z + 1
*
[ -1 ] 
f(z) = 217/33*z^3 - 151/33*z + 1
*
[ -1 ] 
f(z) = 217/34*z^3 - 149/34*z + 1
*
[ -1 ] 
f(z) = 217/36*z^3 - 145/36*z + 1
*
[ -1 ] 
f(z) = 217/37*z^3 - 143/37*z + 1
*
[ -1 ] 
f(z) = 217/38*z^3 - 141/38*z + 1
*
[ -1 ] 
f(z) = 218/29*z^3 - 160/29*z + 1
*
[ -1 ] 
f(z) = 218/31*z^3 - 156/31*z + 1
*
[ -1 ] 
f(z) = 218/33*z^3 - 152/33*z + 1
*
[ -1 ] 
f(z) = 218/35*z^3 - 148/35*z + 1
*
[ -1 ] 
f(z) = 218/37*z^3 - 144/37*z + 1
*
[ -1 ] 
f(z) = 219/31*z^3 - 157/31*z + 1
*
[ -1 ] 
f(z) = 219/32*z^3 - 155/32*z + 1
*
[ -1 ] 
f(z) = 219/34*z^3 - 151/34*z + 1
*
[ -1 ] 
f(z) = 219/35*z^3 - 149/35*z + 1
*
[ -1 ] 
f(z) = 219/37*z^3 - 145/37*z + 1
*
[ -1 ] 
f(z) = 219/38*z^3 - 143/38*z + 1
*
-7/10 | 0.12163062104022950858609031408743993242 | 0.020300649379447526276305822255825031053
f(z) = 200/21*z^3 - 157/42*z + 1
*
[ 2/5 ] 
f(z) = 200/27*z^3 - 145/54*z + 1
*
[ 2/5 ] 
f(z) = 200/29*z^3 - 151/58*z + 1
*
[ 2/3 ] 
f(z) = 201/28*z^3 - 155/42*z + 1
*
[ 1/2 ] 
f(z) = 202/21*z^3 - 143/42*z + 1
*
[ 1/2 ] 
f(z) = 202/23*z^3 - 147/46*z + 1
*
[ 1/2 ] 
f(z) = 202/25*z^3 - 151/50*z + 1
*
[ 1/2 ] 
f(z) = 202/27*z^3 - 155/54*z + 1
*
[ 1/2 ] 
f(z) = 202/29*z^3 - 159/58*z + 1
*
[ 1/2 ] 
f(z) = 206/21*z^3 - 145/42*z + 1
*
[ 1/2 ] 
f(z) = 206/23*z^3 - 149/46*z + 1
*
[ 1/2 ] 
f(z) = 206/25*z^3 - 153/50*z + 1
*
[ 1/2 ] 
f(z) = 206/27*z^3 - 157/54*z + 1
*
[ 3/10 ] 
f(z) = 206/27*z^3 - 151/50*z + 1
*
[ 5/9 ] 
f(z) = 207/25*z^3 - 151/45*z + 1
*
[ 1/2 ] 
f(z) = 210/23*z^3 - 151/46*z + 1
*
[ 1/2 ] 
f(z) = 214/21*z^3 - 149/42*z + 1
*
[ 1/2 ] 
f(z) = 214/23*z^3 - 153/46*z + 1
*
[ 1/2 ] 
f(z) = 214/25*z^3 - 157/50*z + 1
*
[ 5/8 ] 
f(z) = 216/25*z^3 - 159/40*z + 1
*
[ -6/7 ] 
f(z) = 217/27*z^3 - 157/42*z + 1
*
[ 1/2 ] 
f(z) = 218/21*z^3 - 151/42*z + 1
*
[ 1/2 ] 
f(z) = 218/23*z^3 - 155/46*z + 1
*
[ 1/2 ] 
f(z) = 218/25*z^3 - 159/50*z + 1
*
[ 3/10 ] 
f(z) = 218/27*z^3 - 153/50*z + 1
*
[ 2/5 ] 
f(z) = 200/31*z^3 - 157/62*z + 1
*
-4/3 | 0.20620681104914309214718114088416244839 | 0.029460546495996822947182895441111895407
f(z) = 201/32*z^3 - 137/12*z + 1
*
[ 4/3 ] 
f(z) = 201/32*z^3 - 131/12*z + 1
*
[ 4/3 ] 
f(z) = 213/32*z^3 - 139/12*z + 1
*
[ -4/3 ] 
f(z) = 213/32*z^3 - 121/12*z + 1
*
[ 5/4 ] 
f(z) = 216/25*z^3 - 133/10*z + 1
*
[ -4/3 ] 
f(z) = 219/32*z^3 - 125/12*z + 1
*
[ 1/5 ] 
f(z) = 200/29*z^3 - 124/29*z + 1
*
[ -1 ] 
f(z) = 200/31*z^3 - 138/31*z + 1
*
[ 1/5 ] 
f(z) = 200/31*z^3 - 132/31*z + 1
*
[ 1/5 ] 
f(z) = 200/33*z^3 - 140/33*z + 1
*
[ -1 ] 
f(z) = 200/33*z^3 - 134/33*z + 1
*
[ -1 ] 
f(z) = 200/37*z^3 - 126/37*z + 1
*
[ -1 ] 
f(z) = 200/39*z^3 - 122/39*z + 1
*
[ -1 ] 
f(z) = 201/31*z^3 - 139/31*z + 1
*
[ -1 ] 
f(z) = 201/32*z^3 - 137/32*z + 1
*
[ -1 ] 
f(z) = 201/34*z^3 - 133/34*z + 1
*
[ -1 ] 
f(z) = 201/35*z^3 - 131/35*z + 1
*
[ -1 ] 
f(z) = 201/37*z^3 - 127/37*z + 1
*
[ -1 ] 
f(z) = 201/38*z^3 - 125/38*z + 1
*
[ -1 ] 
f(z) = 202/31*z^3 - 140/31*z + 1
*
[ -1 ] 
f(z) = 202/33*z^3 - 136/33*z + 1
*
[ -1 ] 
f(z) = 202/35*z^3 - 132/35*z + 1
*
[ -1 ] 
f(z) = 202/37*z^3 - 128/37*z + 1
*
[ -1 ] 
f(z) = 202/39*z^3 - 124/39*z + 1
*
[ 6/7 ] 
f(z) = 203/24*z^3 - 134/21*z + 1
*
-6/7 | 0.18441927908802298221664146036809314839 | 0.025405197524559579733986978494957123518
f(z) = 203/24*z^3 - 127/21*z + 1
*
[ -1 ] 
f(z) = 203/32*z^3 - 139/32*z + 1
*
[ -1 ] 
f(z) = 203/33*z^3 - 137/33*z + 1
*
[ -1 ] 
f(z) = 203/34*z^3 - 135/34*z + 1
*
[ -1 ] 
f(z) = 203/36*z^3 - 131/36*z + 1
*
[ -1 ] 
f(z) = 203/37*z^3 - 129/37*z + 1
*
[ -1 ] 
f(z) = 203/38*z^3 - 127/38*z + 1
*
[ -1 ] 
f(z) = 203/39*z^3 - 125/39*z + 1
*
[ -1 ] 
f(z) = 204/35*z^3 - 134/35*z + 1
*
[ -1 ] 
f(z) = 204/37*z^3 - 130/37*z + 1
*
[ -1 ] 
f(z) = 205/33*z^3 - 139/33*z + 1
*
[ -1 ] 
f(z) = 205/34*z^3 - 137/34*z + 1
*
[ -1 ] 
f(z) = 205/36*z^3 - 133/36*z + 1
*
[ -1 ] 
f(z) = 205/37*z^3 - 131/37*z + 1
*
[ -1 ] 
f(z) = 205/38*z^3 - 129/38*z + 1
*
[ -1 ] 
f(z) = 205/39*z^3 - 127/39*z + 1
*
[ -1 ] 
f(z) = 206/33*z^3 - 140/33*z + 1
*
[ -1 ] 
f(z) = 206/35*z^3 - 136/35*z + 1
*
[ -1 ] 
f(z) = 206/37*z^3 - 132/37*z + 1
*
[ -1 ] 
f(z) = 206/39*z^3 - 128/39*z + 1
*
[ -1 ] 
f(z) = 207/34*z^3 - 139/34*z + 1
*
[ -1 ] 
f(z) = 207/35*z^3 - 137/35*z + 1
*
[ -1 ] 
f(z) = 207/37*z^3 - 133/37*z + 1
*
[ -1 ] 
f(z) = 207/38*z^3 - 131/38*z + 1
*
[ 3/4 ] 
f(z) = 208/21*z^3 - 124/21*z + 1
*
[ 3/4 ] 
f(z) = 208/33*z^3 - 128/33*z + 1
*
[ -1 ] 
f(z) = 208/35*z^3 - 138/35*z + 1
*
[ -1 ] 
f(z) = 208/37*z^3 - 134/37*z + 1
*
[ 1/4 ] 
f(z) = 208/37*z^3 - 124/37*z + 1
*
[ -1 ] 
f(z) = 209/35*z^3 - 139/35*z + 1
*
[ -1 ] 
f(z) = 209/36*z^3 - 137/36*z + 1
*
[ -1 ] 
f(z) = 209/37*z^3 - 135/37*z + 1
*
[ -1 ] 
f(z) = 209/39*z^3 - 131/39*z + 1
*
[ -1 ] 
f(z) = 210/37*z^3 - 136/37*z + 1
*
[ -1 ] 
f(z) = 211/36*z^3 - 139/36*z + 1
*
[ -1 ] 
f(z) = 211/37*z^3 - 137/37*z + 1
*
[ -1 ] 
f(z) = 211/38*z^3 - 135/38*z + 1
*
[ -1 ] 
f(z) = 211/39*z^3 - 133/39*z + 1
*
[ -1 ] 
f(z) = 212/37*z^3 - 138/37*z + 1
*
[ -1 ] 
f(z) = 212/39*z^3 - 134/39*z + 1
*
[ -1 ] 
f(z) = 213/37*z^3 - 139/37*z + 1
*
[ -1 ] 
f(z) = 213/38*z^3 - 137/38*z + 1
*
[ -1 ] 
f(z) = 214/37*z^3 - 140/37*z + 1
*
[ -1 ] 
f(z) = 214/39*z^3 - 136/39*z + 1
*
[ 2/3 ] 
f(z) = 215/24*z^3 - 121/27*z + 1
*
[ -1 ] 
f(z) = 215/38*z^3 - 139/38*z + 1
*
[ -1 ] 
f(z) = 215/39*z^3 - 137/39*z + 1
*
[ 1/6 ] 
f(z) = 216/23*z^3 - 121/23*z + 1
*
[ 1/6 ] 
f(z) = 216/25*z^3 - 131/25*z + 1
*
[ 2/3 ] 
f(z) = 217/24*z^3 - 122/27*z + 1
*
[ -1 ] 
f(z) = 217/39*z^3 - 139/39*z + 1
*
[ -1 ] 
f(z) = 218/39*z^3 - 140/39*z + 1
*
[ 2/5 ] 
f(z) = 200/23*z^3 - 133/46*z + 1
*
[ 3/7 ] 
f(z) = 200/27*z^3 - 132/49*z + 1
*
[ 3/7 ] 
f(z) = 206/27*z^3 - 134/49*z + 1
*
[ 5/12 ] 
f(z) = 208/25*z^3 - 128/45*z + 1
*
[ 3/7 ] 
f(z) = 209/27*z^3 - 135/49*z + 1
*
[ 3/7 ] 
f(z) = 212/27*z^3 - 136/49*z + 1
*
[ 3/8 ] 
f(z) = 212/27*z^3 - 133/48*z + 1
*
[ 3/7 ] 
f(z) = 215/27*z^3 - 137/49*z + 1
*
[ 3/7 ] 
f(z) = 218/27*z^3 - 138/49*z + 1
*
9/20 | 0.12126384738738303648443232816684821640 | 0.020239433352887958306708059448944555304
f(z) = 200/27*z^3 - 103/18*z + 1
*
[ -4/3 ] 
f(z) = 201/32*z^3 - 113/12*z + 1
*
-2 | 0.091339369619802865170681963973717420557 | 0.013603969278545329023099555642405088271
f(z) = 203/24*z^3 - 103/3*z + 1
*
-2 | 0.091523889042366581857152494003096389743 | 0.013611863449587747702951398933939221606
f(z) = 205/24*z^3 - 104/3*z + 1
*
[ 2 ] 
f(z) = 205/24*z^3 - 101/3*z + 1
*
[ 3/2 ] 
f(z) = 206/27*z^3 - 101/6*z + 1
*
[ 5/3 ] 
f(z) = 207/25*z^3 - 113/5*z + 1
*
[ -5/3 ] 
f(z) = 207/25*z^3 - 107/5*z + 1
*
[ 3/26 ] 
f(z) = 208/27*z^3 - 101/13*z + 1
*
-2 | 0.091887485445279717195530652040772836430 | 0.013627333836747977620040321970554129368
f(z) = 209/24*z^3 - 106/3*z + 1
*
[ 2 ] 
f(z) = 209/24*z^3 - 103/3*z + 1
*
[ 3/19 ] 
f(z) = 209/27*z^3 - 105/19*z + 1
*
-2 | 0.092065599567168735673592043689307526278 | 0.013634762004269023935319049169753834328
f(z) = 211/24*z^3 - 107/3*z + 1
*
[ 2 ] 
f(z) = 211/24*z^3 - 104/3*z + 1
*
[ -2 ] 
f(z) = 211/24*z^3 - 101/3*z + 1
*
-2 | 0.092419796981471856688631394408143450925 | 0.013649781612631387734049543768629065782
f(z) = 215/24*z^3 - 109/3*z + 1
*
[ 2 ] 
f(z) = 215/24*z^3 - 106/3*z + 1
*
[ -2 ] 
f(z) = 215/24*z^3 - 103/3*z + 1
*
[ 6/5 ] 
f(z) = 215/27*z^3 - 113/10*z + 1
*
[ 5/3 ] 
f(z) = 216/25*z^3 - 118/5*z + 1
*
[ -5/4 ] 
f(z) = 216/25*z^3 - 117/10*z + 1
*
[ -5/3 ] 
f(z) = 216/25*z^3 - 112/5*z + 1
*
-2 | 0.092593877844494568964212275609630960312 | 0.013657071439487450062120485439113202515
f(z) = 217/24*z^3 - 110/3*z + 1
*
[ 2 ] 
f(z) = 217/24*z^3 - 107/3*z + 1
*
[ -2 ] 
f(z) = 217/24*z^3 - 104/3*z + 1
*
[ 3/2 ] 
f(z) = 218/27*z^3 - 107/6*z + 1
*
7/10 | 0.11063000082277056566043358989217210140 | 0.020880214069707247226677239571000001148
f(z) = 200/21*z^3 - 113/21*z + 1
*
[ 7/10 ] 
f(z) = 200/21*z^3 - 107/21*z + 1
*
[ 1/5 ] 
f(z) = 200/27*z^3 - 116/27*z + 1
*
-3/4 | 0.20825279449639794352786696802970467720 | 0.027398430068650580726475962688616889949
f(z) = 200/27*z^3 - 109/30*z + 1
*
[ 3/10 ] 
f(z) = 200/39*z^3 - 109/39*z + 1
*
[ 3/4 ] 
f(z) = 202/27*z^3 - 109/24*z + 1
*
[ 2/3 ] 
f(z) = 203/24*z^3 - 115/27*z + 1
*
[ 2/3 ] 
f(z) = 205/24*z^3 - 116/27*z + 1
*
[ 2/3 ] 
f(z) = 207/22*z^3 - 103/22*z + 1
*
[ 5/6 ] 
f(z) = 207/25*z^3 - 119/20*z + 1
*
[ 2/3 ] 
f(z) = 207/26*z^3 - 105/26*z + 1
*
[ 2/3 ] 
f(z) = 207/34*z^3 - 109/34*z + 1
*
[ 2/3 ] 
f(z) = 207/38*z^3 - 111/38*z + 1
*
[ 1/4 ] 
f(z) = 208/31*z^3 - 106/31*z + 1
*
[ 1/4 ] 
f(z) = 208/33*z^3 - 112/33*z + 1
*
[ 1/4 ] 
f(z) = 208/35*z^3 - 118/35*z + 1
*
[ 2/3 ] 
f(z) = 209/24*z^3 - 118/27*z + 1
*
[ 6/11 ] 
f(z) = 209/24*z^3 - 113/33*z + 1
*
[ 3/11 ] 
f(z) = 209/27*z^3 - 107/33*z + 1
*
[ 2/3 ] 
f(z) = 211/24*z^3 - 119/27*z + 1
*
[ 3/4 ] 
f(z) = 214/27*z^3 - 115/24*z + 1
*
5/9 | 0.18998551214232732997129490817032630768 | 0.026508233304353474760435077117837232243
f(z) = 216/25*z^3 - 119/30*z + 1
*
5/18 | 0.17951536250401879220720966044062937827 | 0.025047357860673051553738551047118110816
f(z) = 216/25*z^3 - 113/30*z + 1
*
5/12 | 0.17926018610709393108853712355469824877 | 0.025011753695980845553257620643637358350
f(z) = 216/25*z^3 - 107/30*z + 1
*
5/36 | 0.21071053540435508883783849212351095950 | 0.029399947233868346432136525698021275839
f(z) = 216/25*z^3 - 101/30*z + 1
*
[ 3/14 ] 
f(z) = 217/27*z^3 - 113/28*z + 1
*
[ 2/5 ] 
f(z) = 205/32*z^3 - 101/40*z + 1
*
[ 4/11 ] 
f(z) = 209/32*z^3 - 115/44*z + 1
*
[ 2/5 ] 
f(z) = 215/32*z^3 - 103/40*z + 1
*
[ 3/40 ] 
f(z) = 200/27*z^3 - 99/8*z + 1
*
-9/10 | 0.16046832190785605442070276712445310695 | 0.026782820902330542022929168303691838439
f(z) = 200/27*z^3 - 97/18*z + 1
*
[ -21/20 ] 
f(z) = 200/27*z^3 - 87/14*z + 1
*
[ -3/2 ] 
f(z) = 202/27*z^3 - 91/6*z + 1
*
[ 2 ] 
f(z) = 203/24*z^3 - 100/3*z + 1
*
[ -2 ] 
f(z) = 203/24*z^3 - 97/3*z + 1
*
[ 5/6 ] 
f(z) = 204/25*z^3 - 88/15*z + 1
*
[ -2 ] 
f(z) = 205/24*z^3 - 98/3*z + 1
*
[ -6/5 ] 
f(z) = 205/27*z^3 - 91/10*z + 1
*
[ -2 ] 
f(z) = 209/24*z^3 - 100/3*z + 1
*
[ -3/2 ] 
f(z) = 214/27*z^3 - 97/6*z + 1
*
-5/6 | 0.13312917005890680950275317195460313670 | 0.020564012632143863469515918400246157113
f(z) = 216/25*z^3 - 82/15*z + 1
*
[ 6/7 ] 
f(z) = 217/27*z^3 - 85/14*z + 1
*
[ 1/5 ] 
f(z) = 200/21*z^3 - 92/21*z + 1
*
[ 1/5 ] 
f(z) = 200/23*z^3 - 100/23*z + 1
*
3/5 | 0.095737251065820532291841534973191116976 | 0.012976467821285378163587898766555279931
f(z) = 200/27*z^3 - 89/24*z + 1
*
[ 1/2 ] 
f(z) = 200/31*z^3 - 81/31*z + 1
*
[ 3/10 ] 
f(z) = 200/33*z^3 - 95/33*z + 1
*
[ 3/5 ] 
f(z) = 200/33*z^3 - 94/33*z + 1
*
[ 1/2 ] 
f(z) = 200/33*z^3 - 83/33*z + 1
*
[ 1/2 ] 
f(z) = 200/37*z^3 - 87/37*z + 1
*
[ 3/5 ] 
f(z) = 200/39*z^3 - 98/39*z + 1
*
[ 1/2 ] 
f(z) = 200/39*z^3 - 89/39*z + 1
*
[ 3/8 ] 
f(z) = 202/27*z^3 - 87/32*z + 1
*
[ 3/5 ] 
f(z) = 202/27*z^3 - 84/25*z + 1
*
[ -6/7 ] 
f(z) = 203/24*z^3 - 85/21*z + 1
*
[ 1/2 ] 
f(z) = 204/31*z^3 - 82/31*z + 1
*
[ 1/2 ] 
f(z) = 204/35*z^3 - 86/35*z + 1
*
[ 1/2 ] 
f(z) = 204/37*z^3 - 88/37*z + 1
*
[ 4/5 ] 
f(z) = 205/32*z^3 - 87/20*z + 1
*
[ 1/3 ] 
f(z) = 207/29*z^3 - 81/29*z + 1
*
[ 1/3 ] 
f(z) = 207/31*z^3 - 85/31*z + 1
*
[ 4/9 ] 
f(z) = 207/32*z^3 - 91/36*z + 1
*
[ 1/3 ] 
f(z) = 207/32*z^3 - 87/32*z + 1
*
[ 1/3 ] 
f(z) = 207/34*z^3 - 91/34*z + 1
*
[ 1/3 ] 
f(z) = 207/35*z^3 - 93/35*z + 1
*
[ 1/3 ] 
f(z) = 207/37*z^3 - 97/37*z + 1
*
[ 1/3 ] 
f(z) = 207/38*z^3 - 99/38*z + 1
*
[ 1/4 ] 
f(z) = 208/23*z^3 - 82/23*z + 1
*
[ 1/4 ] 
f(z) = 208/25*z^3 - 88/25*z + 1
*
[ 1/4 ] 
f(z) = 208/27*z^3 - 94/27*z + 1
*
[ 3/5 ] 
f(z) = 208/27*z^3 - 86/25*z + 1
*
[ 1/4 ] 
f(z) = 208/29*z^3 - 100/29*z + 1
*
[ 1/2 ] 
f(z) = 208/29*z^3 - 81/29*z + 1
*
[ 1/2 ] 
f(z) = 208/31*z^3 - 83/31*z + 1
*
[ 1/2 ] 
f(z) = 208/33*z^3 - 85/33*z + 1
*
[ 1/2 ] 
f(z) = 208/35*z^3 - 87/35*z + 1
*
[ 1/2 ] 
f(z) = 208/37*z^3 - 89/37*z + 1
*
[ 3/5 ] 
f(z) = 211/27*z^3 - 87/25*z + 1
*
[ 1/2 ] 
f(z) = 212/29*z^3 - 82/29*z + 1
*
[ 1/2 ] 
f(z) = 212/31*z^3 - 84/31*z + 1
*
[ 1/2 ] 
f(z) = 212/33*z^3 - 86/33*z + 1
*
[ 1/2 ] 
f(z) = 212/35*z^3 - 88/35*z + 1
*
[ 1/2 ] 
f(z) = 212/37*z^3 - 90/37*z + 1
*
[ 1/2 ] 
f(z) = 212/39*z^3 - 92/39*z + 1
*
[ 2/3 ] 
f(z) = 213/32*z^3 - 83/24*z + 1
*
[ 3/8 ] 
f(z) = 214/27*z^3 - 89/32*z + 1
*
[ 3/5 ] 
f(z) = 214/27*z^3 - 88/25*z + 1
*
[ 4/5 ] 
f(z) = 215/32*z^3 - 91/20*z + 1
*
[ 1/2 ] 
f(z) = 216/29*z^3 - 83/29*z + 1
*
[ 1/3 ] 
f(z) = 216/29*z^3 - 82/29*z + 1
*
[ 1/3 ] 
f(z) = 216/31*z^3 - 86/31*z + 1
*
[ 1/2 ] 
f(z) = 216/31*z^3 - 85/31*z + 1
*
[ 1/3 ] 
f(z) = 216/35*z^3 - 94/35*z + 1
*
[ 1/2 ] 
f(z) = 216/35*z^3 - 89/35*z + 1
*
[ 1/3 ] 
f(z) = 216/37*z^3 - 98/37*z + 1
*
[ 1/2 ] 
f(z) = 216/37*z^3 - 91/37*z + 1
*
[ -6/7 ] 
f(z) = 217/24*z^3 - 94/21*z + 1
*
[ 3/5 ] 
f(z) = 217/27*z^3 - 89/25*z + 1
*
[ 4/7 ] 
f(z) = 217/32*z^3 - 83/28*z + 1
*
[ 2/3 ] 
f(z) = 219/32*z^3 - 85/24*z + 1
*
39/40 | 0.22025941366329099834690001624348415168 | 0.028930777847418337118798495703416126408
f(z) = 200/27*z^3 - 75/8*z + 1
*
[ 3 ] 
f(z) = 200/27*z^3 - 66*z + 1
*
[ -3 ] 
f(z) = 202/27*z^3 - 66*z + 1
*
[ 3/4 ] 
f(z) = 203/27*z^3 - 73/16*z + 1
*
[ 3 ] 
f(z) = 203/27*z^3 - 67*z + 1
*
[ -3/2 ] 
f(z) = 203/27*z^3 - 61/4*z + 1
*
[ -3 ] 
f(z) = 205/27*z^3 - 67*z + 1
*
[ 3/2 ] 
f(z) = 205/27*z^3 - 67/4*z + 1
*
[ 3 ] 
f(z) = 206/27*z^3 - 68*z + 1
*
[ 5/4 ] 
f(z) = 208/25*z^3 - 64/5*z + 1
*
[ -3 ] 
f(z) = 208/27*z^3 - 68*z + 1
*
[ 3/4 ] 
f(z) = 209/27*z^3 - 75/16*z + 1
*
[ 3 ] 
f(z) = 209/27*z^3 - 69*z + 1
*
[ -3/2 ] 
f(z) = 209/27*z^3 - 63/4*z + 1
*
[ -3 ] 
f(z) = 211/27*z^3 - 69*z + 1
*
[ 3/2 ] 
f(z) = 211/27*z^3 - 69/4*z + 1
*
[ 3 ] 
f(z) = 212/27*z^3 - 70*z + 1
*
[ -3 ] 
f(z) = 214/27*z^3 - 70*z + 1
*
[ 3/4 ] 
f(z) = 215/27*z^3 - 77/16*z + 1
*
[ 3 ] 
f(z) = 215/27*z^3 - 71*z + 1
*
[ -3/2 ] 
f(z) = 215/27*z^3 - 65/4*z + 1
*
[ -3 ] 
f(z) = 217/27*z^3 - 71*z + 1
*
[ 3/2 ] 
f(z) = 217/27*z^3 - 71/4*z + 1
*
[ 3 ] 
f(z) = 218/27*z^3 - 72*z + 1
*
[ 1/2 ] 
f(z) = 200/21*z^3 - 71/21*z + 1
*
[ 3/10 ] 
f(z) = 200/21*z^3 - 67/21*z + 1
*
[ 1/2 ] 
f(z) = 200/23*z^3 - 73/23*z + 1
*
[ 1/2 ] 
f(z) = 200/27*z^3 - 77/27*z + 1
*
[ 3/8 ] 
f(z) = 200/27*z^3 - 65/24*z + 1
*
[ 1/2 ] 
f(z) = 200/29*z^3 - 79/29*z + 1
*
[ 2/3 ] 
f(z) = 201/32*z^3 - 79/24*z + 1
*
[ 2/7 ] 
f(z) = 203/24*z^3 - 67/21*z + 1
*
[ 4/7 ] 
f(z) = 203/32*z^3 - 79/28*z + 1
*
[ 1/2 ] 
f(z) = 204/23*z^3 - 74/23*z + 1
*
[ 1/2 ] 
f(z) = 204/25*z^3 - 76/25*z + 1
*
[ 1/2 ] 
f(z) = 204/29*z^3 - 80/29*z + 1
*
[ 1/3 ] 
f(z) = 207/20*z^3 - 63/20*z + 1
*
[ 1/3 ] 
f(z) = 207/22*z^3 - 67/22*z + 1
*
[ 1/3 ] 
f(z) = 207/25*z^3 - 73/25*z + 1
*
[ -5/6 ] 
f(z) = 207/25*z^3 - 71/20*z + 1
*
[ 1/3 ] 
f(z) = 207/26*z^3 - 75/26*z + 1
*
[ 1/3 ] 
f(z) = 207/28*z^3 - 79/28*z + 1
*
[ 1/4 ] 
f(z) = 208/21*z^3 - 76/21*z + 1
*
[ 1/2 ] 
f(z) = 208/21*z^3 - 73/21*z + 1
*
[ -3/4 ] 
f(z) = 208/21*z^3 - 68/21*z + 1
*
[ 1/2 ] 
f(z) = 208/23*z^3 - 75/23*z + 1
*
[ 5/8 ] 
f(z) = 208/25*z^3 - 77/20*z + 1
*
[ 1/2 ] 
f(z) = 208/25*z^3 - 77/25*z + 1
*
[ 1/2 ] 
f(z) = 208/27*z^3 - 79/27*z + 1
*
[ 6/13 ] 
f(z) = 208/27*z^3 - 73/26*z + 1
*
[ 6/11 ] 
f(z) = 209/27*z^3 - 69/22*z + 1
*
[ 1/2 ] 
f(z) = 212/21*z^3 - 74/21*z + 1
*
[ 1/2 ] 
f(z) = 212/23*z^3 - 76/23*z + 1
*
[ 1/2 ] 
f(z) = 212/25*z^3 - 78/25*z + 1
*
[ 1/2 ] 
f(z) = 212/27*z^3 - 80/27*z + 1
*
[ 3/10 ] 
f(z) = 212/27*z^3 - 76/25*z + 1
*
[ 3/10 ] 
f(z) = 215/27*z^3 - 61/20*z + 1
*
[ 1/2 ] 
f(z) = 216/23*z^3 - 77/23*z + 1
*
[ 1/3 ] 
f(z) = 216/23*z^3 - 70/23*z + 1
*
[ 1/2 ] 
f(z) = 216/25*z^3 - 79/25*z + 1
*
[ 1/3 ] 
f(z) = 216/25*z^3 - 74/25*z + 1
*
[ 2/7 ] 
f(z) = 217/24*z^3 - 68/21*z + 1
*
[ 9/10 ] 
f(z) = 200/27*z^3 - 55/9*z + 1
*
[ -6/5 ] 
f(z) = 200/27*z^3 - 53/6*z + 1
*
3/40 | 0.11450820040891497332061063194336328769 | 0.015520729510585170811140373320316161039
f(z) = 200/27*z^3 - 51/8*z + 1
*
[ 3/2 ] 
f(z) = 200/27*z^3 - 49/3*z + 1
*
[ 9/20 ] 
f(z) = 200/27*z^3 - 49/18*z + 1
*
[ -6/7 ] 
f(z) = 203/27*z^3 - 47/14*z + 1
*
[ -5/6 ] 
f(z) = 204/25*z^3 - 52/15*z + 1
*
[ 2/5 ] 
f(z) = 205/24*z^3 - 43/15*z + 1
*
[ 2/3 ] 
f(z) = 207/20*z^3 - 51/10*z + 1
*
[ 2/3 ] 
f(z) = 207/28*z^3 - 53/14*z + 1
*
[ 4/3 ] 
f(z) = 207/32*z^3 - 45/4*z + 1
*
[ -5/4 ] 
f(z) = 208/25*z^3 - 56/5*z + 1
*
[ -3/2 ] 
f(z) = 208/27*z^3 - 47/3*z + 1
*
[ 3/2 ] 
f(z) = 212/27*z^3 - 52/3*z + 1
*
[ 2/5 ] 
f(z) = 215/24*z^3 - 44/15*z + 1
*
[ 3/5 ] 
f(z) = 215/27*z^3 - 53/15*z + 1
*
[ 5/9 ] 
f(z) = 216/25*z^3 - 52/15*z + 1
*
[ 5/18 ] 
f(z) = 216/25*z^3 - 49/15*z + 1
*
[ 3/7 ] 
f(z) = 217/27*z^3 - 59/21*z + 1
*
[ 3/20 ] 
f(z) = 200/27*z^3 - 35/6*z + 1
*
3/40 | 0.21118202981162318491351903505831104019 | 0.028624143515466109718067576342344995902
f(z) = 200/27*z^3 - 35/8*z + 1
*
[ -9/10 ] 
f(z) = 200/27*z^3 - 35/9*z + 1
*
[ 6/5 ] 
f(z) = 200/27*z^3 - 21/2*z + 1
*
[ 3/2 ] 
f(z) = 202/27*z^3 - 33/2*z + 1
*
[ 3/4 ] 
f(z) = 206/27*z^3 - 37/8*z + 1
*
[ -3/2 ] 
f(z) = 206/27*z^3 - 31/2*z + 1
*
[ -4/3 ] 
f(z) = 207/32*z^3 - 39/4*z + 1
*
[ 2/3 ] 
f(z) = 207/32*z^3 - 27/8*z + 1
*
[ 3/2 ] 
f(z) = 214/27*z^3 - 35/2*z + 1
*
[ 5/6 ] 
f(z) = 216/25*z^3 - 31/5*z + 1
*
[ 5/12 ] 
f(z) = 216/25*z^3 - 29/10*z + 1
*
[ 3/4 ] 
f(z) = 218/27*z^3 - 39/8*z + 1
*
[ -3/2 ] 
f(z) = 218/27*z^3 - 33/2*z + 1
*
3/20 | 0.14775344176933794832593368260709019668 | 0.024660655271782757621007318884467364916
f(z) = 200/27*z^3 - 17/6*z + 1
*
[ -3/2 ] 
f(z) = 200/27*z^3 - 15*z + 1
*
[ 3/5 ] 
f(z) = 200/27*z^3 - 10/3*z + 1
*
[ 3/10 ] 
f(z) = 200/27*z^3 - 3*z + 1
*
[ 3/7 ] 
f(z) = 203/27*z^3 - 19/7*z + 1
*
[ 3/5 ] 
f(z) = 205/27*z^3 - 17/5*z + 1
*
[ 3/2 ] 
f(z) = 208/27*z^3 - 17*z + 1
*
[ 3/4 ] 
f(z) = 208/27*z^3 - 14/3*z + 1
*
[ 3/8 ] 
f(z) = 208/27*z^3 - 11/4*z + 1
*
[ -3/4 ]
f(z) = 208/27*z^3 - 2*z + 1
*
[ 3/4 ] 
f(z) = 212/27*z^3 - 19/4*z + 1
*
[ -3/2 ] 
f(z) = 212/27*z^3 - 16*z + 1
*
[ -5/6 ] 
f(z) = 216/25*z^3 - 19/5*z + 1
*
[ -3/10 ]
f(z) = 200/27*z^3 + 11/3*z + 1
*
-10/3 | 0.22758864250723407325481202717481049268 | 0.029355803783367220465176552008037747253
f(z) = 207/40*z^3 - 291/5*z + 1
*
[ 10/3 ] 
f(z) = 207/40*z^3 - 284/5*z + 1
*
[ -10/3 ] 
f(z) = 207/40*z^3 - 281/5*z + 1
*
[ 6 ] 
f(z) = 215/54*z^3 - 285/2*z + 1
*
[ -6 ] 
f(z) = 217/54*z^3 - 287/2*z + 1
*
[ -5/3 ] 
f(z) = 201/50*z^3 - 287/30*z + 1
*
[ 3/2 ] 
f(z) = 202/45*z^3 - 293/30*z + 1
*
[ 3/2 ] 
f(z) = 206/45*z^3 - 299/30*z + 1
*
[ 7/5 ] 
f(z) = 215/49*z^3 - 291/35*z + 1
*
0 | 0.13681290549763362790495301408236752761 | 0.024249407829201435061622650566989072899
f(z) = 200/41*z^3 - 282/41*z + 1
*
0 | 0.13678595307971239500944190296590951078 | 0.024184255857309112726403780035962907791
f(z) = 200/43*z^3 - 286/43*z + 1
*
0 | 0.13673185946627872507354371903114855065 | 0.024057348548536865025084291053749003406
f(z) = 200/47*z^3 - 294/47*z + 1
*
0 | 0.13670471746302072612120930727632479903 | 0.023995519432291317645096790963169845707
f(z) = 200/49*z^3 - 298/49*z + 1
*
0 | 0.10839682014714357518325217507022006731 | 0.019224902742762765587257899798305082055
f(z) = 201/40*z^3 - 281/40*z + 1
*
0 | 0.13690801274296513185337361322795806786 | 0.024251049602489236612847095538632794485
f(z) = 201/41*z^3 - 283/41*z + 1
*
0 | 0.13688120092163023747851793291235155421 | 0.024186170342662329921472554393652098339
f(z) = 201/43*z^3 - 287/43*z + 1
*
0 | 0.11119695821841718069541858770815867233 | 0.019623823679162163335116212132336347587
f(z) = 201/44*z^3 - 289/44*z + 1
*
0 | 0.12400545981943480092417328496553070539 | 0.021831283722360944846037916586241767507
f(z) = 201/46*z^3 - 293/46*z + 1
*
0 | 0.13682739050449805943035006374462445446 | 0.024059782561210393317140497503702362615
f(z) = 201/47*z^3 - 295/47*z + 1
*
0 | 0.13680039111381571810004689478768161364 | 0.023998201079016267401163601803821797349
f(z) = 201/49*z^3 - 299/49*z + 1
*
0 | 0.13700263379396545940449388274406132964 | 0.024252656857320188159277455070222302118
f(z) = 202/41*z^3 - 284/41*z + 1
*
0 | 0.13697596110884988026023503355177596783 | 0.024188048210705792097339405816397110240
f(z) = 202/43*z^3 - 288/43*z + 1
*
0 | 0.12338611227755911605853871323826290996 | 0.021735329129168375367920537755771040808
f(z) = 202/45*z^3 - 292/45*z + 1
*
0 | 0.13692243093556869436863479835878019813 | 0.024062176042591192101909290691458923604
f(z) = 202/47*z^3 - 296/47*z + 1
*
0 | 0.10192970882510769700333940222628599104 | 0.018055206376604043175212872266868260982
f(z) = 203/40*z^3 - 283/40*z + 1
*
0 | 0.13709677359875140225341192355862824330 | 0.024254230167714445861355602298486352287
f(z) = 203/41*z^3 - 285/41*z + 1
*
0 | 0.13707023861214069846090293874825803929 | 0.024189890058879550593304729569767373824
f(z) = 203/43*z^3 - 289/43*z + 1
*
0 | 0.11138613481294453369751555625647721708 | 0.019633313591960626664051076698270486749
f(z) = 203/44*z^3 - 291/44*z + 1
*
0 | 0.12348052812410115363863295717380659952 | 0.021738868978749045214267808946163300243
f(z) = 203/45*z^3 - 293/45*z + 1
*
0 | 0.12419491520301648914181549619160748576 | 0.021838483098852264418387127414746021911
f(z) = 203/46*z^3 - 295/46*z + 1
*
0 | 0.13701698577623126178853563474277446780 | 0.024064529632938393253031184425181197544
f(z) = 203/47*z^3 - 297/47*z + 1
*
0 | 0.090987877996010341986805356846205157445 | 0.015961543487727175787344801622053717404
f(z) = 203/48*z^3 - 299/48*z + 1
*
0 | 0.13719043703024641528901244057126244513 | 0.024255770096378597720138408937968829681
f(z) = 204/41*z^3 - 286/41*z + 1
*
0 | 0.13716403832661230048533204200401772685 | 0.024191696472967279231722380230538201465
f(z) = 204/43*z^3 - 290/43*z + 1
*
0 | 0.13711105996661637174654042330004193630 | 0.024066843960238443891619344554913627615
f(z) = 204/47*z^3 - 298/47*z + 1
*
0 | 0.10409042563101059113072444272315501452 | 0.018369676581077342388982614070851634870
f(z) = 205/42*z^3 - 289/42*z + 1
*
0 | 0.13725736507324314414571576624282056039 | 0.024193468027369177146367397267862277036
f(z) = 205/43*z^3 - 291/43*z + 1
*
0 | 0.11157339733167274814340854410581442389 | 0.019642606838136228504714807107598274615
f(z) = 205/44*z^3 - 293/44*z + 1
*
0 | 0.12438245078748403913285114871687434151 | 0.021845504452135971038666664173755575844
f(z) = 205/46*z^3 - 297/46*z + 1
*
0 | 0.13720465837179767465461786323754778576 | 0.024069119640489106250925702017294057449
f(z) = 205/47*z^3 - 299/47*z + 1
*
0 | 0.13737635389815270528569977181784849775 | 0.024258752004367656594845058412428103603
f(z) = 206/41*z^3 - 288/41*z + 1
*
0 | 0.13735022360037071935503303105440538389 | 0.024195205285367347940806896215137792668
f(z) = 206/43*z^3 - 292/43*z + 1
*
0 | 0.12376091967568368102059501380365798476 | 0.021749227033740146287048376637542758480
f(z) = 206/45*z^3 - 296/45*z + 1
*
-10/9 | 0.15855588422806592219912122659291716189 | 0.020442482067162145171655910325070607960
f(z) = 207/40*z^3 - 292/45*z + 1
*
0 | 0.10610456115109492126915049098886850034 | 0.018748103997152231658653449780752369679
f(z) = 207/40*z^3 - 287/40*z + 1
*
[ 10/9 ] 
f(z) = 207/40*z^3 - 283/45*z + 1
*
0 | 0.13746861671790498982794253505175957720 | 0.024260195054901125667540122580585669173
f(z) = 207/41*z^3 - 289/41*z + 1
*
0 | 0.13744261858514445187073622984092004752 | 0.024196908799383894889215809739047817422
f(z) = 207/43*z^3 - 293/43*z + 1
*
0 | 0.11175878414147995088355487560147032390 | 0.019651708885443236059082357808620767632
f(z) = 207/44*z^3 - 295/44*z + 1
*
[ -4/3 ] 
f(z) = 207/44*z^3 - 291/44*z + 1
*
0 | 0.13756042193389587656061034105725021748 | 0.024261606866618934047954694011843662598
f(z) = 208/41*z^3 - 290/41*z + 1
*
0 | 0.13753455463494244227418213707997570806 | 0.024198579111231963205121698377626363486
f(z) = 208/43*z^3 - 294/43*z + 1
*
0 | 0.12394551491103225184471949482615198702 | 0.021755920840094972004708159776442154204
f(z) = 208/45*z^3 - 298/45*z + 1
*
-5/4 | 0.12388797319466142500402252695486996680 | 0.021863509406124564582984016187045738552
f(z) = 208/45*z^3 - 289/45*z + 1
*
10/11 | 0.19765861263112747431189064664061546038 | 0.025417311426584518937330053822385708165
f(z) = 209/40*z^3 - 298/55*z + 1
*
0 | 0.10914004629369471325411352804294669868 | 0.019260823849121539577177142260335001222
f(z) = 209/40*z^3 - 289/40*z + 1
*
0 | 0.13765177406508763392687094737738165404 | 0.024262987949515465736301040098036818082
f(z) = 209/41*z^3 - 291/41*z + 1
*
0 | 0.10445986714472979440463415523483217356 | 0.018390262820341684120600517839909781013
f(z) = 209/42*z^3 - 293/42*z + 1
*
0 | 0.13762603628875311569014962600440761238 | 0.024200216752359952069951216587069440747
f(z) = 209/43*z^3 - 295/43*z + 1
*
0 | 0.12403712667469723568185234550520913137 | 0.021759206117519481179589105986017988177
f(z) = 209/45*z^3 - 299/45*z + 1
*
0 | 0.13774267756380040807516547173758391145 | 0.024264338803765287696830919662077341220
f(z) = 210/41*z^3 - 292/41*z + 1
*
0 | 0.13771706801852282059775116371210648494 | 0.024201822244089111117030969005842079215
f(z) = 210/43*z^3 - 296/43*z + 1
*
0 | 0.10044696955254332098868247213788035137 | 0.017705137680727020420241313215311195611
f(z) = 211/40*z^3 - 291/40*z + 1
*
0 | 0.13783313681701683184354919981836092278 | 0.024265659919948866188031595562071088110
f(z) = 211/41*z^3 - 293/41*z + 1
*
0 | 0.10464135734871400632037767616621082954 | 0.018400177738076567310777399486750501490
f(z) = 211/42*z^3 - 295/42*z + 1
*
0 | 0.13780765423047037939146590740973269651 | 0.024203396097844728392705532185533254115
f(z) = 211/43*z^3 - 297/43*z + 1
*
0 | 0.11212407843288664732173554140874665561 | 0.019669360285623179035565677818412359919
f(z) = 211/44*z^3 - 299/44*z + 1
*
0 | 0.13792315614765484911397721383537439024 | 0.024266951779272191710360737961858265324
f(z) = 212/41*z^3 - 294/41*z + 1
*
0 | 0.13789779926636955905459241237908347753 | 0.024204938815381109450062702794694770564
f(z) = 212/43*z^3 - 298/43*z + 1
*
0 | 0.10950076020349715075491475550723420207 | 0.019277717023892668128713606213380726513
f(z) = 213/40*z^3 - 293/40*z + 1
*
0 | 0.13801273981580967975120955593427939960 | 0.024268214853780502160711997386588674416
f(z) = 213/41*z^3 - 295/41*z + 1
*
0 | 0.13798750740480039734596294143638691207 | 0.024206450889000540158696775465741707812
f(z) = 213/43*z^3 - 299/43*z + 1
*
0 | 0.13810189201996581905619683479585406941 | 0.024269449606566287081767839861956299753
f(z) = 214/41*z^3 - 296/41*z + 1
*
0 | 0.13819061689817993558277208351924782887 | 0.024270656491971749458868871225570582493
f(z) = 215/41*z^3 - 297/41*z + 1
*
0 | 0.10499805128200812318816828716459688343 | 0.018419277365033916024533813054605853086
f(z) = 215/42*z^3 - 299/42*z + 1
*
0 | 0.13827891852923550223733194297610372214 | 0.024271835955785895335343727986605219183
f(z) = 216/41*z^3 - 298/41*z + 1
*
[ 1/6 ] 
f(z) = 216/55*z^3 - 281/55*z + 1
*
0 | 0.10985457917010019561617629649548535530 | 0.019293949292317929179818857992565349536
f(z) = 217/40*z^3 - 297/40*z + 1
*
0 | 0.13836680093376996775452792711296236385 | 0.024272988435436415578298250432148566359
f(z) = 217/41*z^3 - 299/41*z + 1
*
[ 6/5 ] 
f(z) = 217/54*z^3 - 281/50*z + 1
*
0 | 0.10242243106093539314076439234420597803 | 0.017967449329563910861363533463411148169
f(z) = 219/40*z^3 - 299/40*z + 1
*
4/5 | 0.19635877917104501704932304030467830501 | 0.027707921611553977958987322431411900534
f(z) = 205/48*z^3 - 299/60*z + 1
*
2/9 | 0.18074775694000419846710174519469896624 | 0.023272991820216699147047128731696295579
f(z) = 207/56*z^3 - 295/63*z + 1
*
[ 1/4 ] 
f(z) = 200/43*z^3 - 283/86*z + 1
*
[ -10/9 ] 
f(z) = 207/50*z^3 - 289/90*z + 1
*
[ 6/7 ] 
f(z) = 209/54*z^3 - 295/98*z + 1
*
[ 1/4 ] 
f(z) = 216/43*z^3 - 285/86*z + 1
*
[ 6/7 ] 
f(z) = 217/48*z^3 - 293/84*z + 1
*
[ 3/5 ] 
f(z) = 200/41*z^3 - 298/123*z + 1
*
[ 2/5 ] 
f(z) = 201/40*z^3 - 288/125*z + 1
*
[ 2/5 ] 
f(z) = 203/40*z^3 - 289/125*z + 1
*
[ 3/8 ] 
f(z) = 203/54*z^3 - 281/128*z + 1
*
[ 2/5 ] 
f(z) = 207/40*z^3 - 291/125*z + 1
*
[ 2/5 ] 
f(z) = 209/40*z^3 - 292/125*z + 1
*
[ 6/11 ] 
f(z) = 209/48*z^3 - 281/132*z + 1
*
[ 3/8 ] 
f(z) = 209/54*z^3 - 283/128*z + 1
*
[ 2/5 ] 
f(z) = 211/40*z^3 - 293/125*z + 1
*
[ 2/5 ] 
f(z) = 213/40*z^3 - 294/125*z + 1
*
[ 2/5 ] 
f(z) = 215/52*z^3 - 281/130*z + 1
*
[ 3/8 ] 
f(z) = 215/54*z^3 - 285/128*z + 1
*
[ 2/5 ] 
f(z) = 217/40*z^3 - 296/125*z + 1
*
[ 2/5 ] 
f(z) = 219/40*z^3 - 297/125*z + 1
*
[ 6 ] 
f(z) = 203/54*z^3 - 269/2*z + 1
*
[ -6 ] 
f(z) = 205/54*z^3 - 271/2*z + 1
*
[ 6 ] 
f(z) = 209/54*z^3 - 277/2*z + 1
*
[ -6 ] 
f(z) = 211/54*z^3 - 279/2*z + 1
*
[ -12/7 ] 
f(z) = 203/54*z^3 - 265/28*z + 1
*
[ 7/5 ] 
f(z) = 205/49*z^3 - 277/35*z + 1
*
[ -3/2 ] 
f(z) = 214/45*z^3 - 271/30*z + 1
*
[ -3/2 ] 
f(z) = 218/45*z^3 - 277/30*z + 1
*
[ 7/40 ] 
f(z) = 200/49*z^3 - 271/56*z + 1
*
[ -4/3 ] 
f(z) = 207/52*z^3 - 277/52*z + 1
*
[ 6/5 ] 
f(z) = 211/54*z^3 - 273/50*z + 1
*
[ 1/6 ] 
f(z) = 216/53*z^3 - 271/53*z + 1
*
[ -6/5 ] 
f(z) = 215/48*z^3 - 277/60*z + 1
*
[ 1/4 ] 
f(z) = 200/41*z^3 - 271/82*z + 1
*
[ 6/7 ] 
f(z) = 203/48*z^3 - 275/84*z + 1
*
[ 7/26 ] 
f(z) = 208/49*z^3 - 275/91*z + 1
*
[ 1/4 ] 
f(z) = 216/41*z^3 - 273/82*z + 1
*
-6/7 | 0.14346625795653973429119210656431899692 | 0.019583678373435959591629133825981930599
f(z) = 217/48*z^3 - 265/84*z + 1
*
[ 3/4 ] 
f(z) = 200/57*z^3 - 263/114*z + 1
*
[ 10/23 ] 
f(z) = 207/40*z^3 - 262/115*z + 1
*
[ 2/3 ] 
f(z) = 209/48*z^3 - 263/108*z + 1
*
[ 2/3 ] 
f(z) = 211/48*z^3 - 265/108*z + 1
*
[ 2/3 ] 
f(z) = 215/48*z^3 - 269/108*z + 1
*
[ 2/3 ] 
f(z) = 217/48*z^3 - 271/108*z + 1
*
[ 7/12 ] 
f(z) = 200/49*z^3 - 265/126*z + 1
*
[ 2/5 ] 
f(z) = 205/52*z^3 - 277/130*z + 1
*
[ 12/31 ] 
f(z) = 217/54*z^3 - 271/124*z + 1
*
[ -3/2 ] 
f(z) = 202/45*z^3 - 253/30*z + 1
*
[ -3/2 ] 
f(z) = 206/45*z^3 - 259/30*z + 1
*
[ -7/5 ] 
f(z) = 215/49*z^3 - 241/35*z + 1
*
[ 1/5 ] 
f(z) = 200/59*z^3 - 244/59*z + 1
*
2/9 | 0.21404828167809172447868314831620116663 | 0.028030477287413512398714341731498716752
f(z) = 207/40*z^3 - 259/45*z + 1
*
-10/9 | 0.21459195108247119168616858382532849612 | 0.028277343743844965681159620532885665243
f(z) = 207/40*z^3 - 247/45*z + 1
*
1/3 | 0.16072626344481732108361907988201432034 | 0.029173159273646315412439191992611416873
f(z) = 207/56*z^3 - 247/56*z + 1
*
[ -5/4 ] 
f(z) = 208/45*z^3 - 244/45*z + 1
*
[ 2/11 ] 
f(z) = 209/40*z^3 - 257/55*z + 1
*
[ 10/11 ] 
f(z) = 209/40*z^3 - 243/55*z + 1
*
[ 1/6 ] 
f(z) = 216/47*z^3 - 241/47*z + 1
*
7/8 | 0.21707003867059698429594880797007048296 | 0.029022776086417806629231075436704865096
f(z) = 216/49*z^3 - 253/56*z + 1
*
[ 1/6 ] 
f(z) = 216/49*z^3 - 251/49*z + 1
*
[ -6/5 ] 
f(z) = 205/48*z^3 - 259/60*z + 1
*
2/5 | 0.17213953720049053191716954810923465416 | 0.024830988980061931538713362578885607588
f(z) = 205/48*z^3 - 251/60*z + 1
*
[ -7/6 ] 
f(z) = 208/49*z^3 - 247/63*z + 1
*
[ -7/6 ] 
f(z) = 212/49*z^3 - 254/63*z + 1
*
4/5 | 0.19666218499740340423617892959780474171 | 0.028174791602851221116646229163142367963
f(z) = 215/48*z^3 - 247/60*z + 1
*
[ 3/4 ] 
f(z) = 209/54*z^3 - 241/96*z + 1
*
[ 3/4 ] 
f(z) = 215/54*z^3 - 247/96*z + 1
*
[ 2/3 ] 
f(z) = 216/49*z^3 - 241/98*z + 1
*
[ 2/7 ] 
f(z) = 217/48*z^3 - 241/84*z + 1
*
[ 2/5 ] 
f(z) = 200/59*z^3 - 241/118*z + 1
*
[ 2/3 ] 
f(z) = 203/48*z^3 - 257/108*z + 1
*
[ 7/17 ] 
f(z) = 204/49*z^3 - 254/119*z + 1
*
[ 2/5 ] 
f(z) = 205/44*z^3 - 247/110*z + 1
*
[ 2/3 ] 
f(z) = 205/48*z^3 - 259/108*z + 1
*
[ 7/12 ] 
f(z) = 207/49*z^3 - 241/112*z + 1
*
[ 2/3 ] 
f(z) = 207/59*z^3 - 243/118*z + 1
*
[ 2/5 ] 
f(z) = 215/44*z^3 - 251/110*z + 1
*
[ 2/3 ] 
f(z) = 216/53*z^3 - 245/106*z + 1
*
[ 2/3 ] 
f(z) = 216/55*z^3 - 247/110*z + 1
*
[ 2/3 ] 
f(z) = 216/59*z^3 - 251/118*z + 1
*
-2 | 0.092103776681691271171256478829169567491 | 0.013575703380733521257144035596733229100
f(z) = 215/48*z^3 - 221/12*z + 1
*
-2 | 0.092282691382937747698326383878938542601 | 0.013584036422934341816355535661328585553
f(z) = 217/48*z^3 - 223/12*z + 1
*
[ -7/5 ] 
f(z) = 205/49*z^3 - 227/35*z + 1
*
[ 1/5 ] 
f(z) = 200/57*z^3 - 236/57*z + 1
*
1/4 | 0.14089028434649030680445462954834600266 | 0.025846503477576720219864418156028404823
f(z) = 208/55*z^3 - 233/55*z + 1
*
[ -5/4 ] 
f(z) = 208/55*z^3 - 226/55*z + 1
*
-10/11 | 0.15557782160627266353948086068909738222 | 0.020099897697934569995195655329734949994
f(z) = 209/40*z^3 - 232/55*z + 1
*
[ 1/6 ] 
f(z) = 216/43*z^3 - 221/43*z + 1
*
[ -7/6 ] 
f(z) = 200/49*z^3 - 233/63*z + 1
*
[ 7/30 ] 
f(z) = 200/49*z^3 - 221/63*z + 1
*
[ 2/9 ] 
f(z) = 207/56*z^3 - 232/63*z + 1
*
[ 2/7 ] 
f(z) = 203/48*z^3 - 239/84*z + 1
*
[ 3/4 ] 
f(z) = 203/54*z^3 - 235/96*z + 1
*
[ 2/3 ] 
f(z) = 207/41*z^3 - 225/82*z + 1
*
[ 2/3 ] 
f(z) = 207/43*z^3 - 227/86*z + 1
*
[ 2/3 ] 
f(z) = 207/47*z^3 - 231/94*z + 1
*
[ 2/3 ] 
f(z) = 207/49*z^3 - 233/98*z + 1
*
[ 10/19 ] 
f(z) = 209/40*z^3 - 223/95*z + 1
*
[ 2/3 ] 
f(z) = 216/41*z^3 - 233/82*z + 1
*
[ 2/3 ] 
f(z) = 216/43*z^3 - 235/86*z + 1
*
[ 2/3 ] 
f(z) = 216/47*z^3 - 239/94*z + 1
*
[ 2/5 ] 
f(z) = 200/53*z^3 - 223/106*z + 1
*
[ 2/5 ] 
f(z) = 200/57*z^3 - 235/114*z + 1
*
[ 3/7 ] 
f(z) = 203/45*z^3 - 227/105*z + 1
*
[ 12/29 ] 
f(z) = 203/54*z^3 - 239/116*z + 1
*
[ 1/2 ] 
f(z) = 206/59*z^3 - 221/118*z + 1
*
[ 2/3 ] 
f(z) = 207/53*z^3 - 237/106*z + 1
*
[ 2/3 ] 
f(z) = 207/55*z^3 - 239/110*z + 1
*
[ 7/16 ] 
f(z) = 208/49*z^3 - 235/112*z + 1
*
[ 5/11 ] 
f(z) = 209/50*z^3 - 227/110*z + 1
*
[ 1/2 ] 
f(z) = 210/59*z^3 - 223/118*z + 1
*
[ 1/2 ] 
f(z) = 214/57*z^3 - 221/114*z + 1
*
[ 1/2 ] 
f(z) = 214/59*z^3 - 225/118*z + 1
*
[ 5/12 ] 
f(z) = 216/55*z^3 - 229/110*z + 1
*
[ 3/7 ] 
f(z) = 217/45*z^3 - 233/105*z + 1
*
[ 1/2 ] 
f(z) = 218/57*z^3 - 223/114*z + 1
*
[ 1/2 ] 
f(z) = 218/59*z^3 - 227/118*z + 1
*
-2 | 0.090999542355178853202404558065276065764 | 0.013524233181516111224160768751919190232
f(z) = 203/48*z^3 - 209/12*z + 1
*
-2 | 0.091187429050329345670710694180704616818 | 0.013533001683096704494989504444570768187
f(z) = 205/48*z^3 - 211/12*z + 1
*
-2 | 0.091559502950213846000236648132540327257 | 0.013550454211428011487172711102325134169
f(z) = 209/48*z^3 - 215/12*z + 1
*
[ 2 ] 
f(z) = 209/48*z^3 - 203/12*z + 1
*
[ 3 ] 
f(z) = 209/54*z^3 - 205/6*z + 1
*
-2 | 0.091743768644583411745121168875811459741 | 0.013559144126200505204618957549473091042
f(z) = 211/48*z^3 - 217/12*z + 1
*
[ 2 ] 
f(z) = 211/48*z^3 - 205/12*z + 1
*
[ -3 ] 
f(z) = 211/54*z^3 - 203/6*z + 1
*
[ 2 ] 
f(z) = 215/48*z^3 - 209/12*z + 1
*
[ 3 ] 
f(z) = 215/54*z^3 - 211/6*z + 1
*
[ 2 ] 
f(z) = 217/48*z^3 - 211/12*z + 1
*
[ -3 ] 
f(z) = 217/54*z^3 - 209/6*z + 1
*
4/3 | 0.17236382972337080240705685111374172799 | 0.028650154101362109606740562254657917373
f(z) = 207/56*z^3 - 205/28*z + 1
*
[ 3/2 ] 
f(z) = 211/54*z^3 - 203/24*z + 1
*
[ 3/2 ] 
f(z) = 217/54*z^3 - 209/24*z + 1
*
[ 1/5 ] 
f(z) = 200/49*z^3 - 204/49*z + 1
*
[ 1/5 ] 
f(z) = 200/51*z^3 - 212/51*z + 1
*
[ 1/5 ] 
f(z) = 200/53*z^3 - 220/53*z + 1
*
[ 3/14 ] 
f(z) = 203/54*z^3 - 215/56*z + 1
*
[ -10/9 ] 
f(z) = 207/40*z^3 - 202/45*z + 1
*
[ 1/6 ] 
f(z) = 216/41*z^3 - 211/41*z + 1
*
[ 2/5 ] 
f(z) = 200/47*z^3 - 205/94*z + 1
*
[ 2/5 ] 
f(z) = 200/49*z^3 - 211/98*z + 1
*
[ 1/2 ] 
f(z) = 206/49*z^3 - 201/98*z + 1
*
[ 3/7 ] 
f(z) = 211/54*z^3 - 201/98*z + 1
*
[ 1/2 ] 
f(z) = 214/47*z^3 - 201/94*z + 1
*
[ 1/2 ] 
f(z) = 214/49*z^3 - 205/98*z + 1
*
[ 1/2 ] 
f(z) = 218/47*z^3 - 203/94*z + 1
*
[ 1/2 ] 
f(z) = 218/49*z^3 - 207/98*z + 1
*
[ 1/2 ] 
f(z) = 202/51*z^3 - 203/102*z + 1
*
[ 1/2 ] 
f(z) = 202/53*z^3 - 207/106*z + 1
*
[ 1/2 ] 
f(z) = 202/55*z^3 - 211/110*z + 1
*
[ 1/2 ] 
f(z) = 202/57*z^3 - 215/114*z + 1
*
[ 1/2 ] 
f(z) = 202/59*z^3 - 219/118*z + 1
*
[ 1/2 ] 
f(z) = 206/51*z^3 - 205/102*z + 1
*
[ 1/2 ] 
f(z) = 206/53*z^3 - 209/106*z + 1
*
[ 1/2 ] 
f(z) = 206/55*z^3 - 213/110*z + 1
*
[ 1/2 ] 
f(z) = 206/57*z^3 - 217/114*z + 1
*
[ 1/2 ] 
f(z) = 210/53*z^3 - 211/106*z + 1
*
[ 1/2 ] 
f(z) = 214/51*z^3 - 209/102*z + 1
*
[ 1/2 ] 
f(z) = 214/53*z^3 - 213/106*z + 1
*
[ 1/2 ] 
f(z) = 214/55*z^3 - 217/110*z + 1
*
[ 1/2 ] 
f(z) = 218/51*z^3 - 211/102*z + 1
*
[ 1/2 ] 
f(z) = 218/53*z^3 - 215/106*z + 1
*
[ 1/2 ] 
f(z) = 218/55*z^3 - 219/110*z + 1
*
[ 2 ] 
f(z) = 203/48*z^3 - 197/12*z + 1
*
[ -2 ] 
f(z) = 203/48*z^3 - 185/12*z + 1
*
[ 3 ] 
f(z) = 203/54*z^3 - 199/6*z + 1
*
[ 2 ] 
f(z) = 205/48*z^3 - 199/12*z + 1
*
[ -2 ] 
f(z) = 205/48*z^3 - 187/12*z + 1
*
[ -3 ] 
f(z) = 205/54*z^3 - 197/6*z + 1
*
[ -2 ] 
f(z) = 209/48*z^3 - 191/12*z + 1
*
[ -2 ] 
f(z) = 211/48*z^3 - 193/12*z + 1
*
[ -2 ] 
f(z) = 215/48*z^3 - 197/12*z + 1
*
[ 7/4 ] 
f(z) = 216/49*z^3 - 183/14*z + 1
*
[ -2 ] 
f(z) = 217/48*z^3 - 199/12*z + 1
*
[ 3/2 ] 
f(z) = 205/54*z^3 - 197/24*z + 1
*
[ 1/5 ] 
f(z) = 200/47*z^3 - 196/47*z + 1
*
[ 21/20 ] 
f(z) = 200/49*z^3 - 187/42*z + 1
*
[ 7/8 ] 
f(z) = 200/49*z^3 - 183/56*z + 1
*
1/3 | 0.13451337255909457077068909626019918001 | 0.025224163840960450542914712261895706386
f(z) = 207/56*z^3 - 191/56*z + 1
*
1/4 | 0.14313783484517583395942701969611622424 | 0.026817201621386024861633794764744422965
f(z) = 208/45*z^3 - 193/45*z + 1
*
[ 1/4 ] 
f(z) = 208/57*z^3 - 184/57*z + 1
*
[ 1/4 ] 
f(z) = 208/59*z^3 - 190/59*z + 1
*
[ 12/11 ] 
f(z) = 209/54*z^3 - 199/44*z + 1
*
[ -6/5 ] 
f(z) = 209/54*z^3 - 187/50*z + 1
*
[ 7/8 ] 
f(z) = 216/49*z^3 - 197/56*z + 1
*
[ 7/36 ] 
f(z) = 216/49*z^3 - 181/42*z + 1
*
[ 2/3 ] 
f(z) = 213/52*z^3 - 181/78*z + 1
*
[ 4/5 ] 
f(z) = 215/48*z^3 - 187/60*z + 1
*
[ 5/7 ] 
f(z) = 217/50*z^3 - 183/70*z + 1
*
[ 2/3 ] 
f(z) = 219/52*z^3 - 185/78*z + 1
*
[ 2/5 ] 
f(z) = 200/41*z^3 - 187/82*z + 1
*
[ 2/5 ] 
f(z) = 200/43*z^3 - 193/86*z + 1
*
[ 1/2 ] 
f(z) = 202/41*z^3 - 183/82*z + 1
*
[ 1/2 ] 
f(z) = 202/43*z^3 - 187/86*z + 1
*
[ 1/2 ] 
f(z) = 202/45*z^3 - 191/90*z + 1
*
[ 1/2 ] 
f(z) = 202/47*z^3 - 195/94*z + 1
*
[ 1/2 ] 
f(z) = 202/49*z^3 - 199/98*z + 1
*
[ 3/7 ] 
f(z) = 205/54*z^3 - 199/98*z + 1
*
[ 1/2 ] 
f(z) = 206/41*z^3 - 185/82*z + 1
*
[ 1/2 ] 
f(z) = 206/43*z^3 - 189/86*z + 1
*
[ 1/2 ] 
f(z) = 206/45*z^3 - 193/90*z + 1
*
[ 1/2 ] 
f(z) = 206/47*z^3 - 197/94*z + 1
*
[ 5/9 ] 
f(z) = 207/50*z^3 - 187/90*z + 1
*
[ 7/13 ] 
f(z) = 208/49*z^3 - 190/91*z + 1
*
[ 1/2 ] 
f(z) = 210/41*z^3 - 187/82*z + 1
*
[ 1/2 ] 
f(z) = 210/43*z^3 - 191/86*z + 1
*
[ 1/2 ] 
f(z) = 210/47*z^3 - 199/94*z + 1
*
[ 1/2 ] 
f(z) = 214/41*z^3 - 189/82*z + 1
*
[ 1/2 ] 
f(z) = 214/43*z^3 - 193/86*z + 1
*
[ 1/2 ] 
f(z) = 214/45*z^3 - 197/90*z + 1
*
[ 4/7 ] 
f(z) = 217/48*z^3 - 187/84*z + 1
*
[ 1/2 ] 
f(z) = 218/41*z^3 - 191/82*z + 1
*
[ 1/2 ] 
f(z) = 218/43*z^3 - 195/86*z + 1
*
[ 1/2 ] 
f(z) = 218/45*z^3 - 199/90*z + 1
*
[ 7/4 ] 
f(z) = 200/49*z^3 - 169/14*z + 1
*
[ -7/4 ] 
f(z) = 216/49*z^3 - 167/14*z + 1
*
[ 7/3 ] 
f(z) = 216/49*z^3 - 164/7*z + 1
*
[ -3/2 ] 
f(z) = 203/54*z^3 - 163/24*z + 1
*
[ 4/3 ] 
f(z) = 207/40*z^3 - 179/20*z + 1
*
[ 4/3 ] 
f(z) = 207/56*z^3 - 177/28*z + 1
*
-4/3 | 0.16849103019108984947833607459478614429 | 0.029115952657742974255702787346882585599
f(z) = 207/56*z^3 - 163/28*z + 1
*
[ -3/2 ] 
f(z) = 209/54*z^3 - 169/24*z + 1
*
[ -3/2 ] 
f(z) = 215/54*z^3 - 175/24*z + 1
*
[ 6/5 ] 
f(z) = 215/54*z^3 - 167/30*z + 1
*
[ 1/5 ] 
f(z) = 200/41*z^3 - 172/41*z + 1
*
[ 1/5 ] 
f(z) = 200/43*z^3 - 180/43*z + 1
*
-1 | 0.11294057054458994239903546531722656329 | 0.021296261954118789982499749823099720465
f(z) = 201/40*z^3 - 161/40*z + 1
*
-1 | 0.12161199629203346968004250962600918023 | 0.022909921508210986540382862722821471714
f(z) = 202/41*z^3 - 161/41*z + 1
*
-1 | 0.11311295692140026161926289068854175755 | 0.021289021612860503445395707718573328153
f(z) = 203/40*z^3 - 163/40*z + 1
*
-1 | 0.12169786474614264469447043498103726838 | 0.022904789542544763940320616555344292550
f(z) = 203/41*z^3 - 162/41*z + 1
*
[ -6/5 ] 
f(z) = 203/54*z^3 - 179/50*z + 1
*
-1 | 0.12178333600001792293972680362300470704 | 0.022899696911875531551157790821051335301
f(z) = 204/41*z^3 - 163/41*z + 1
*
-1 | 0.12183797606826373867244796907151723298 | 0.022909971232182155362817483828241477491
f(z) = 204/43*z^3 - 161/43*z + 1
*
-1 | 0.088716598348785691091287874016955443287 | 0.016666622586934454104622786979523042438
f(z) = 205/42*z^3 - 163/42*z + 1
*
-1 | 0.12192281233404046966508301090602554707 | 0.022904862626948355257035720840390281600
f(z) = 205/43*z^3 - 162/43*z + 1
*
-1 | 0.11339254795636914363382973791060369867 | 0.021302336159573208662000963532482947277
f(z) = 205/44*z^3 - 161/44*z + 1
*
-1 | 0.12195310151757316440537136252082683119 | 0.022889627621596768970336825835494456595
f(z) = 206/41*z^3 - 165/41*z + 1
*
-1 | 0.12200726081051634871935530478445000678 | 0.022899792890313119137980306851852260708
f(z) = 206/43*z^3 - 163/43*z + 1
*
-1 | 0.10849806505592399948768328801929505452 | 0.020364224245957511021193388347408292370
f(z) = 206/45*z^3 - 161/45*z + 1
*
[ 2/9 ] 
f(z) = 207/40*z^3 - 169/45*z + 1
*
-1 | 0.11345297909609985971533095158288517585 | 0.021274885006008259470283052236032101175
f(z) = 207/40*z^3 - 167/40*z + 1
*
-1 | 0.12203740296094176052172182450173185895 | 0.022884649967866565912910662289662097288
f(z) = 207/41*z^3 - 166/41*z + 1
*
-1 | 0.12209132503452584205421996865347795778 | 0.022894761521780149189830973729297536876
f(z) = 207/43*z^3 - 164/43*z + 1
*
-1 | 0.11356082392614264663512747216606890307 | 0.021295108241889173151610494395221214784
f(z) = 207/44*z^3 - 163/44*z + 1
*
-1 | 0.12212132156528980985620227066158525522 | 0.022879709660473947925114464857472651851
f(z) = 208/41*z^3 - 167/41*z + 1
*
-1 | 0.12217500849463836067426767635429191894 | 0.022889768029809563994798714457708202339
f(z) = 208/43*z^3 - 165/43*z + 1
*
-1 | 0.10866534441972836287881294998048556895 | 0.020358701483176892124428399451752745233
f(z) = 208/45*z^3 - 163/45*z + 1
*
-1 | 0.12228167601621398931475836149873091867 | 0.022909752434601219855548621908915210914
f(z) = 208/47*z^3 - 161/47*z + 1
*
[ 1/4 ] 
f(z) = 208/51*z^3 - 166/51*z + 1
*
[ 1/4 ] 
f(z) = 208/53*z^3 - 172/53*z + 1
*
[ 1/4 ] 
f(z) = 208/55*z^3 - 178/55*z + 1
*
-1 | 0.11362067257281994847545101640698574915 | 0.021267982723288491727439646926423928983
f(z) = 209/40*z^3 - 169/40*z + 1
*
-1 | 0.12220486079899167001956668313998536706 | 0.022874806224273031780840723378291023803
f(z) = 209/41*z^3 - 168/41*z + 1
*
-1 | 0.089050886262488842889218734766455659728 | 0.016668909518294851364234587558388310646
f(z) = 209/42*z^3 - 167/42*z + 1
*
-1 | 0.12225831463203411006556151258946348689 | 0.022884811931613934443774610415197866235
f(z) = 209/43*z^3 - 166/43*z + 1
*
-1 | 0.10874841944429393544398206391521103749 | 0.020355974432767529077742202399136328041
f(z) = 209/45*z^3 - 164/45*z + 1
*
-1 | 0.10950199790364069859600889011619446147 | 0.020497032334389766779306512624038546827
f(z) = 209/46*z^3 - 163/46*z + 1
*
-1 | 0.12236452187829814703584391796512086824 | 0.022904692238845735958977267391287091488
f(z) = 209/47*z^3 - 162/47*z + 1
*
-1 | 0.093488885053820704622987746828920995522 | 0.017499632303882377727511866666066196323
f(z) = 209/48*z^3 - 161/48*z + 1
*
-1 | 0.12228802408341391537401801143866307848 | 0.022869939192527413092441586574551654535
f(z) = 210/41*z^3 - 169/41*z + 1
*
-1 | 0.12234124684136012880552489122540296938 | 0.022879892752959939509885241951661682823
f(z) = 210/43*z^3 - 167/43*z + 1
*
-1 | 0.12244699778065843909503308412150330226 | 0.022899669976195268901372010785951545895
f(z) = 210/47*z^3 - 163/47*z + 1
*
-1 | 0.11378685812558967955754502969580687467 | 0.021261187290045817929579916546681228248
f(z) = 211/40*z^3 - 171/40*z + 1
*
-1 | 0.12237081479376244392521235638872684557 | 0.022865108106720648014248262085684125135
f(z) = 211/41*z^3 - 170/41*z + 1
*
-1 | 0.089217643305372099652820353765894258874 | 0.016670405134118281064312723860324676014
f(z) = 211/42*z^3 - 169/42*z + 1
*
-1 | 0.12242380847156705222033535878901105782 | 0.022875010027975460603685432612497478792
f(z) = 211/43*z^3 - 168/43*z + 1
*
-1 | 0.11389284613045157425898722135589514891 | 0.021280991253868949916509793699332721959
f(z) = 211/44*z^3 - 167/44*z + 1
*
-1 | 0.10891345702133201010798361753245801996 | 0.020350587460469923717499165634811466515
f(z) = 211/45*z^3 - 166/45*z + 1
*
-1 | 0.10966680878895958640968370939042669664 | 0.020491351985395450742412554711369074119
f(z) = 211/46*z^3 - 165/46*z + 1
*
-1 | 0.12252910702096677965149009228004555867 | 0.022894685166361712135695156883677611693
f(z) = 211/47*z^3 - 164/47*z + 1
*
-1 | 0.093653245395058151475185569009262212093 | 0.017499201783629821751811284229829900457
f(z) = 211/48*z^3 - 163/48*z + 1
*
-1 | 0.12258141695594208297538355472282081150 | 0.022904459329590760152812354947012786301
f(z) = 211/49*z^3 - 162/49*z + 1
*
-1 | 0.10977208141529951481501954060112354800 | 0.020511022280032269366972659277915640715
f(z) = 211/50*z^3 - 161/50*z + 1
*
-1 | 0.12245323625991055830220536391246750286 | 0.022860312516371904441805181540260833006
f(z) = 212/41*z^3 - 171/41*z + 1
*
-1 | 0.12250600282672712034907066275658075771 | 0.022870163298961939917502479519299647760
f(z) = 212/43*z^3 - 169/43*z + 1
*
-1 | 0.10899542617559122376369565027930791153 | 0.020347926942008432489658512838943508795
f(z) = 212/45*z^3 - 167/45*z + 1
*
-1 | 0.12261085285289957311336013161717366336 | 0.022889737337499921424236418428948143941
f(z) = 212/47*z^3 - 165/47*z + 1
*
-1 | 0.12266294131331621038654222560485547989 | 0.022899461527076206497002839530577630064
f(z) = 212/49*z^3 - 163/49*z + 1
*
-1 | 0.10237117027388399186293812646165276990 | 0.019111270690800597747726824361331578683
f(z) = 212/51*z^3 - 161/51*z + 1
*
-1 | 0.11395156268174535400807201914345662830 | 0.021254495960987584196512768535500879228
f(z) = 213/40*z^3 - 173/40*z + 1
*
-1 | 0.12253529176720853204348465115036222652 | 0.022855551978856617582694089259807847025
f(z) = 213/41*z^3 - 172/41*z + 1
*
-1 | 0.12258783316683393320462588570641247055 | 0.022865352116211834577773351499240394793
f(z) = 213/43*z^3 - 170/43*z + 1
*
-1 | 0.11405664611426296094627453351320941807 | 0.021274096353816334637743484356972772084
f(z) = 213/44*z^3 - 169/44*z + 1
*
-1 | 0.10983016216583879043317277164514747484 | 0.020485763277052384909729755145157997946
f(z) = 213/46*z^3 - 167/46*z + 1
*
-1 | 0.12269223848691847940175898777926972531 | 0.022884826026018936261155124132924412028
f(z) = 213/47*z^3 - 166/47*z + 1
*
-1 | 0.12274410734713689611520840237751039166 | 0.022894500719845578936333948613464994840
f(z) = 213/49*z^3 - 164/49*z + 1
*
-1 | 0.10993390048837388672064484205633053683 | 0.020505112777010361787918264778622923835
f(z) = 213/50*z^3 - 163/50*z + 1
*
-1 | 0.11426412757644597107409023414204668865 | 0.021312796252230760154883830760098931252
f(z) = 213/52*z^3 - 161/52*z + 1
*
-1 | 0.12261698455727515643260591764448026386 | 0.022850826059231990809000590698557787936
f(z) = 214/41*z^3 - 173/41*z + 1
*
-1 | 0.12266930270858444063285574222221383496 | 0.022860576037831004570854114741395332401
f(z) = 214/43*z^3 - 171/43*z + 1
*
-1 | 0.10915828139153426174496618980388548780 | 0.020342670389496652313016026478160844687
f(z) = 214/45*z^3 - 169/45*z + 1
*
-1 | 0.12277326709103390370136891037783197775 | 0.022879950776398306888873910927989397853
f(z) = 214/47*z^3 - 167/47*z + 1
*
-1 | 0.12282491820162915380731540564265899478 | 0.022889576445698850672761862260729805945
f(z) = 214/49*z^3 - 165/49*z + 1
*
-1 | 0.10253271338157695514717985994981364591 | 0.019107933597641960102262014184885745199
f(z) = 214/51*z^3 - 163/51*z + 1
*
-1 | 0.12292757015888198592127319188345759523 | 0.022908706601511225113963793356768675621
f(z) = 214/53*z^3 - 161/53*z + 1
*
-1 | 0.12269831782877174772092875145141772789 | 0.022846134330067188487718912224437190000
f(z) = 215/41*z^3 - 174/41*z + 1
*
-1 | 0.089545349094227923653704754294675878124 | 0.016673130571312333684671945283890165134
f(z) = 215/42*z^3 - 173/42*z + 1
*
-1 | 0.11421900666504777514385659411956707852 | 0.021267306801696212033387536929190477564
f(z) = 215/44*z^3 - 171/44*z + 1
*
-1 | 0.10999273578611516687145971688408209765 | 0.020480385237293929872430696175784114885
f(z) = 215/46*z^3 - 169/46*z + 1
*
-1 | 0.12285394179155166813134132191307330996 | 0.022875111141009365272538051484124012052
f(z) = 215/47*z^3 - 168/47*z + 1
*
-1 | 0.093977641892560483033240541552101318003 | 0.017498412926056648157568378063547064324
f(z) = 215/48*z^3 - 167/48*z + 1
*
-1 | 0.12290537697971576520672132271318382240 | 0.022884688250450499709534088869768083916
f(z) = 215/49*z^3 - 166/49*z + 1
*
-1 | 0.10261295798949594624468430701682734640 | 0.019106288201156122307955339178077443286
f(z) = 215/51*z^3 - 164/51*z + 1
*
-1 | 0.11442475329440688759649478804210739077 | 0.021305616333688789983120687564444630409
f(z) = 215/52*z^3 - 163/52*z + 1
*
-1 | 0.12300760232084012462849190094056213145 | 0.022903722365315246552869122564910753736
f(z) = 215/53*z^3 - 162/53*z + 1
*
-1 | 0.096633852375184924604432435708240190350 | 0.017992992986882393700953464168605235592
f(z) = 215/54*z^3 - 161/54*z + 1
*
-1 | 0.12277929473815907971483999780651057716 | 0.022841476371278073035001029262513766663
f(z) = 216/41*z^3 - 175/41*z + 1
*
-1 | 0.12283117205189243186460185164067593913 | 0.022851127464635245299036956097369570904
f(z) = 216/43*z^3 - 173/43*z + 1
*
-1 | 0.12293426567380330868065852142791630205 | 0.022870306679941284249694431431000377485
f(z) = 216/47*z^3 - 169/47*z + 1
*
-1 | 0.12298548674373907051746651008301354961 | 0.022879835687752775347248555484589165335
f(z) = 216/49*z^3 - 167/49*z + 1
*
-1 | 0.12308728901429735042527619316626020395 | 0.022898774664087982410881332947564311312
f(z) = 216/53*z^3 - 163/53*z + 1
*
-1 | 0.11427663295816720529409673518768610319 | 0.021241415114168086176523681756682032307
f(z) = 217/40*z^3 - 177/40*z + 1
*
-1 | 0.12285991840043769236896946765283752463 | 0.022836851769966343763869883086221998352
f(z) = 217/41*z^3 - 176/41*z + 1
*
-1 | 0.12291157807715909938096648616131793931 | 0.022846454123566530999316080759540913916
f(z) = 217/43*z^3 - 174/43*z + 1
*
-1 | 0.11437995291444495053026284495067967820 | 0.021260619933421700996965145679155314638
f(z) = 217/44*z^3 - 173/44*z + 1
*
-1 | 0.10939990373917688568762931578458491897 | 0.020334942574170461455211422765917577804
f(z) = 217/45*z^3 - 172/45*z + 1
*
-1 | 0.11015259817354203736510204695970456166 | 0.020474851272218354616443627974993771747
f(z) = 217/46*z^3 - 171/46*z + 1
*
-1 | 0.12301424178286042715698886355232479122 | 0.022865536960831774687016889395406953516
f(z) = 217/47*z^3 - 170/47*z + 1
*
-1 | 0.094138761839193292710879828199878377661 | 0.017498244976224586173277773794364797350
f(z) = 217/48*z^3 - 169/48*z + 1
*
-1 | 0.11025526835314753795773054783954036199 | 0.020493935312834470520357081393984197404
f(z) = 217/50*z^3 - 167/50*z + 1
*
-1 | 0.10277240851266462620924209671746492360 | 0.019103042634267190332345512465593749380
f(z) = 217/51*z^3 - 166/51*z + 1
*
-1 | 0.11458399358435836590891245215444740556 | 0.021298546432108360537808824669530257141
f(z) = 217/52*z^3 - 165/52*z + 1
*
-1 | 0.12316663321751803271072911349375030732 | 0.022893863046748138535913418105564469983
f(z) = 217/53*z^3 - 164/53*z + 1
*
6/7 | 0.21937601394370160831199114754022524042 | 0.029844980789827439205919470885441544597
f(z) = 217/54*z^3 - 173/42*z + 1
*
-1 | 0.096793326851224128836249818129270039335 | 0.017991667961383195566608527314814612878
f(z) = 217/54*z^3 - 163/54*z + 1
*
-1 | 0.12321701166367130058120284068936212132 | 0.022903227248858819010453169486809217009
f(z) = 217/55*z^3 - 162/55*z + 1
*
-1 | 0.12294019188987201319451030402404150243 | 0.022832260120262940203034484648886707721
f(z) = 218/41*z^3 - 177/41*z + 1
*
-1 | 0.12299163575293480424746383103762249439 | 0.022841814194036413753364599651891953967
f(z) = 218/43*z^3 - 175/43*z + 1
*
-1 | 0.10947974737512162072995081297035348562 | 0.020332407421395744886851251777576095696
f(z) = 218/45*z^3 - 173/45*z + 1
*
-1 | 0.12309387312423351477792759531979641829 | 0.022860801558702275863069877556069735487
f(z) = 218/47*z^3 - 171/47*z + 1
*
-1 | 0.12314467128028396411716766832504268942 | 0.022870235712779508249608004628870526223
f(z) = 218/49*z^3 - 169/49*z + 1
*
-1 | 0.10285162038950507779085334791677717687 | 0.019101442046123718740821388995722699002
f(z) = 218/51*z^3 - 167/51*z + 1
*
-1 | 0.12324563787031787275025201519878699012 | 0.022888987069936777037021150876650332238
f(z) = 218/53*z^3 - 165/53*z + 1
*
-1 | 0.12329581072949914374804505487862358883 | 0.022898305094857628612079202992963646733
f(z) = 218/55*z^3 - 163/55*z + 1
*
-1 | 0.10300110751007152929705926268448118039 | 0.019129204560309964346366580433646547489
f(z) = 218/57*z^3 - 161/57*z + 1
*
-1 | 0.11443704905224205967405759576116811909 | 0.021235020573040075034619107847177717588
f(z) = 219/40*z^3 - 179/40*z + 1
*
-1 | 0.12302011824069871494302810763039357646 | 0.022827701023175577466463006892101814819
f(z) = 219/41*z^3 - 178/41*z + 1
*
-1 | 0.12307134809057355308094834710594769374 | 0.022837207270715649182402866305312781790
f(z) = 219/43*z^3 - 176/43*z + 1
*
-1 | 0.11453950934033970324935168113357004508 | 0.021254033177294487579351587909233635849
f(z) = 219/44*z^3 - 175/44*z + 1
*
-1 | 0.11031173004058410030002337111779105944 | 0.020469523430214249728400361654479780896
f(z) = 219/46*z^3 - 173/46*z + 1
*
-1 | 0.12317316266455565136974088702016792773 | 0.022856100055797499465986634487588785651
f(z) = 219/47*z^3 - 172/47*z + 1
*
-1 | 0.12322375198086637880321669907976255405 | 0.022865487445471833975499429175579100564
f(z) = 219/49*z^3 - 170/49*z + 1
*
-1 | 0.11041290923328477034610320016956069709 | 0.020488298313491618022356373227187533320
f(z) = 219/50*z^3 - 169/50*z + 1
*
-1 | 0.11474187220666416646639337875219401429 | 0.021291583775332519951389041886489706844
f(z) = 219/52*z^3 - 167/52*z + 1
*
-1 | 0.12332430587472444419232988545311012816 | 0.022884146297849271021269664943742797309
f(z) = 219/53*z^3 - 166/53*z + 1
*
-1 | 0.12337427482538827034097459171075851826 | 0.022893418572030993149386387665182462200
f(z) = 219/55*z^3 - 164/55*z + 1
*
-1 | 0.11484181064153966999260376113472336470 | 0.021310128422701484634623447220620985217
f(z) = 219/56*z^3 - 163/56*z + 1
*
-1 | 0.11061279037168633421132659514620375133 | 0.020525388400323394125979525165438654729
f(z) = 219/58*z^3 - 161/58*z + 1
*
[ 2/3 ] 
f(z) = 201/44*z^3 - 167/66*z + 1
*
[ 2/3 ] 
f(z) = 201/52*z^3 - 173/78*z + 1
*
[ 5/7 ] 
f(z) = 203/50*z^3 - 173/70*z + 1
*
[ 4/5 ] 
f(z) = 205/48*z^3 - 179/60*z + 1
*
[ 7/9 ] 
f(z) = 207/49*z^3 - 179/63*z + 1
*
[ 7/11 ] 
f(z) = 209/49*z^3 - 177/77*z + 1
*
[ 3/4 ] 
f(z) = 212/45*z^3 - 179/60*z + 1
*
[ 2/3 ] 
f(z) = 213/44*z^3 - 175/66*z + 1
*
[ 2/3 ] 
f(z) = 219/44*z^3 - 179/66*z + 1
*
[ 4/7 ] 
f(z) = 203/48*z^3 - 179/84*z + 1
*
[ 7/12 ] 
f(z) = 204/49*z^3 - 179/84*z + 1
*
[ -7/4 ] 
f(z) = 200/49*z^3 - 153/14*z + 1
*
[ 7/3 ] 
f(z) = 207/49*z^3 - 157/7*z + 1
*
[ -7/3 ] 
f(z) = 207/49*z^3 - 151/7*z + 1
*
[ 3/2 ] 
f(z) = 208/45*z^3 - 151/15*z + 1
*
[ 3/2 ] 
f(z) = 212/45*z^3 - 154/15*z + 1
*
[ -7/3 ] 
f(z) = 216/49*z^3 - 158/7*z + 1
*
[ -4/3 ] 
f(z) = 207/40*z^3 - 149/20*z + 1
*
[ 7/6 ] 
f(z) = 207/49*z^3 - 157/28*z + 1
*
-1 | 0.12143905286329782630796855431152396829 | 0.022920305535117063090684338834233172456
f(z) = 200/41*z^3 - 159/41*z + 1
*
-1 | 0.12149468063540306352049828661741220495 | 0.022930804674420505733706594352590725818
f(z) = 200/43*z^3 - 157/43*z + 1
*
-1 | 0.12160517968065613416172050292478809269 | 0.022951660172045228628344410533976840734
f(z) = 200/47*z^3 - 153/47*z + 1
*
-1 | 0.12166005677634953790512405676198341516 | 0.022962017629308902757022097260451973560
f(z) = 200/49*z^3 - 151/49*z + 1
*
-1 | 0.10137105098804174524639458183302171638 | 0.019132687601552090698692520036363689185
f(z) = 200/51*z^3 - 149/51*z + 1
*
-1 | 0.12176908028890731797996116461801434971 | 0.022982594636123579686737458548204498528
f(z) = 200/53*z^3 - 147/53*z + 1
*
[ 3/10 ] 
f(z) = 200/57*z^3 - 151/57*z + 1
*
-1 | 0.10153350949523226881610027973069189114 | 0.019163349884679227842318576634001141887
f(z) = 200/57*z^3 - 143/57*z + 1
*
-1 | 0.12193082992176131300770859914440895510 | 0.023013123126899770818942050162827702843
f(z) = 200/59*z^3 - 141/59*z + 1
*
-1 | 0.12152572692086668823913115579601476674 | 0.022915093329103558661534631569510888979
f(z) = 201/41*z^3 - 160/41*z + 1
*
-1 | 0.12158110442384029452798216574960345080 | 0.022925535403231609044316661054070969271
f(z) = 201/43*z^3 - 158/43*z + 1
*
-1 | 0.11305132628833635848226588839119638241 | 0.021317146241495536514507405199037651985
f(z) = 201/44*z^3 - 157/44*z + 1
*
-1 | 0.10882764216164826404549925187274216659 | 0.020520721332893799177415969336641885637
f(z) = 201/46*z^3 - 155/46*z + 1
*
-1 | 0.12169110948835277443735357386781127158 | 0.022946278141282614298065856545034312620
f(z) = 201/47*z^3 - 154/47*z + 1
*
-1 | 0.12174574279739546177646177341067573426 | 0.022956579888964454121035848498701596002
f(z) = 201/49*z^3 - 152/49*z + 1
*
-1 | 0.10893690947935852393631963089652394384 | 0.020541324960179911597196865341798148781
f(z) = 201/50*z^3 - 151/50*z + 1
*
-1 | 0.11326986652117620080626427963751986834 | 0.021358354551526464857300925323837187853
f(z) = 201/52*z^3 - 149/52*z + 1
*
-1 | 0.12185428496302235333435710582485305705 | 0.022977046780366822355548410533504475238
f(z) = 201/53*z^3 - 148/53*z + 1
*
-1 | 0.12190819927198577752996315830525008562 | 0.022987212952197051133593567322482208948
f(z) = 201/55*z^3 - 146/55*z + 1
*
-1 | 0.11337769580307670992726229656766916023 | 0.021378687020386900962765196414248275412
f(z) = 201/56*z^3 - 145/56*z + 1
*
-1 | 0.10915257335533530745469554540980533477 | 0.020581990899573487409199463166211552850
f(z) = 201/58*z^3 - 143/58*z + 1
*
-1 | 0.12201532762303854200489734193956903105 | 0.023007413252370244782264259096657006106
f(z) = 201/59*z^3 - 142/59*z + 1
*
-1 | 0.12166712577474635688124716550703885958 | 0.022920307096477357736875603785342400005
f(z) = 202/43*z^3 - 159/43*z + 1
*
-1 | 0.10815889180563671927610070232405752864 | 0.020375553376591879568811459038238499809
f(z) = 202/45*z^3 - 157/45*z + 1
*
-1 | 0.12177664127133083584600416156344284987 | 0.022940938214353740462577964189378447551
f(z) = 202/47*z^3 - 155/47*z + 1
*
-1 | 0.12183103295894772010484715487218893480 | 0.022951184812814385744304358839382934445
f(z) = 202/49*z^3 - 153/49*z + 1
*
-1 | 0.10154154591042515017780598457886005150 | 0.019128942189584250636147583181931725992
f(z) = 202/51*z^3 - 151/51*z + 1
*
-1 | 0.12193909802879948174163621280145245742 | 0.022971542691507027337158814133813349666
f(z) = 202/53*z^3 - 149/53*z + 1
*
-1 | 0.12199277679467215027429565792591502628 | 0.022981654985937647012818383807546921379
f(z) = 202/55*z^3 - 147/55*z + 1
*
-1 | 0.10170258483081072279302970246462777614 | 0.019159279566967160930432734665240731348
f(z) = 202/57*z^3 - 145/57*z + 1
*
-1 | 0.12209943990315805481670553993515452669 | 0.023001748755612850871770222515891666836
f(z) = 202/59*z^3 - 143/59*z + 1
*
-1 | 0.12175274842719041988824469875877528875 | 0.022915119215677005882392453161663899824
f(z) = 203/43*z^3 - 160/43*z + 1
*
-1 | 0.11322272500235326472554049626929892252 | 0.021309681094421351813487313318560987424
f(z) = 203/44*z^3 - 159/44*z + 1
*
-1 | 0.10824427079835016534360444989709271001 | 0.020372684820676109006048273754807756429
f(z) = 203/45*z^3 - 158/45*z + 1
*
-1 | 0.10899855349373885783431605104073275533 | 0.020514648580101962088324105966294287062
f(z) = 203/46*z^3 - 157/46*z + 1
*
-1 | 0.12186177870956995488667760477339185740 | 0.022935639835959677121262258201135078475
f(z) = 203/47*z^3 - 156/47*z + 1
*
-1 | 0.092986840156583182433546386634641480641 | 0.017501079484472186507286754935299808432
f(z) = 203/48*z^3 - 155/48*z + 1
*
-1 | 0.10910685858086597968547397798673491039 | 0.020535032711181076431972839015232883913
f(z) = 203/50*z^3 - 153/50*z + 1
*
-1 | 0.10162620641301681688893409091573315634 | 0.019127097050987028283766019028452704529
f(z) = 203/51*z^3 - 152/51*z + 1
*
-1 | 0.11343934063283555194123735677249892095 | 0.021350450383497803704581417616550108797
f(z) = 203/52*z^3 - 151/52*z + 1
*
-1 | 0.12202352308103557262477044409178624528 | 0.022966081789857874684449518241011833772
f(z) = 203/53*z^3 - 150/53*z + 1
*
-1 | 0.095651753248186447314942351814830822443 | 0.018002643531135378342468950321493932869
f(z) = 203/54*z^3 - 149/54*z + 1
*
-1 | 0.12207696836339841518219459437698878196 | 0.022976140741566816556184661355657834070
f(z) = 203/55*z^3 - 148/55*z + 1
*
-1 | 0.10178654485023168952781128448561705635 | 0.019157274393602265826438697512556069697
f(z) = 203/57*z^3 - 146/57*z + 1
*
-1 | 0.12218317027557852491888624405039816463 | 0.022996129033494332374275061899812473088
f(z) = 203/59*z^3 - 144/59*z + 1
*
-1 | 0.12194652543212624794717136719793826387 | 0.022930382460960023553509754311890966659
f(z) = 204/47*z^3 - 157/47*z + 1
*
-1 | 0.12200044025771241170035980774533107037 | 0.022940520409266675296834217853713752496
f(z) = 204/49*z^3 - 155/49*z + 1
*
-1 | 0.12210756366511239464833150559100062734 | 0.022960663506361885539347620749031114339
f(z) = 204/53*z^3 - 151/53*z + 1
*
-1 | 0.12216077749650664531841910487296518757 | 0.022970669642262513256935663251463075438
f(z) = 204/55*z^3 - 149/55*z + 1
*
-1 | 0.12226652220577156541899913159294077431 | 0.022990553493959601850075928260109134188
f(z) = 204/59*z^3 - 145/59*z + 1
*
-1 | 0.10916854979676610489623439496539410149 | 0.020508800514109935914234859548293775601
f(z) = 205/46*z^3 - 159/46*z + 1
*
-1 | 0.12203088501806961921369434799921077467 | 0.022925165554136675573622834068460723631
f(z) = 205/47*z^3 - 158/47*z + 1
*
-1 | 0.093156743241388411522289476652289136291 | 0.017500764343197216201904508688823267738
f(z) = 205/48*z^3 - 157/48*z + 1
*
-1 | 0.12208456454689315797203706509401390735 | 0.022935249985508007968144676131683940540
f(z) = 205/49*z^3 - 156/49*z + 1
*
-1 | 0.10179437136611207183768591298341482698 | 0.019123460554283741743173609436935413265
f(z) = 205/51*z^3 - 154/51*z + 1
*
-1 | 0.11360727272124504086224558871436084978 | 0.021342675134273130783714947097331195350
f(z) = 205/52*z^3 - 153/52*z + 1
*
-1 | 0.12219122327790051804327242267924502616 | 0.022955287282342950975768712762401208685
f(z) = 205/53*z^3 - 152/53*z + 1
*
-1 | 0.095818570379197176787975062602790814679 | 0.018000824863136277695066758898203467235
f(z) = 205/54*z^3 - 151/54*z + 1
*
-1 | 0.11371324212564478747167675454748133411 | 0.021362582931706360282353678113361536175
f(z) = 205/56*z^3 - 149/56*z + 1
*
-1 | 0.10195229343534400849370119204628260357 | 0.019153128368142978242632350844995095461
f(z) = 205/57*z^3 - 148/57*z + 1
*
-1 | 0.10948720124191464988183209799324213559 | 0.020568663532664735331085993301722788014
f(z) = 205/58*z^3 - 147/58*z + 1
*
-1 | 0.12234949911209423735862170480996623880 | 0.022985021555773589578884074719212688935
f(z) = 205/59*z^3 - 146/59*z + 1
*
-1 | 0.12211486099739955987286335007573651623 | 0.022919988589964234792656763047032648236
f(z) = 206/47*z^3 - 159/47*z + 1
*
-1 | 0.12216830728234752864572038054675416693 | 0.022930020032748332198020434488757534798
f(z) = 206/49*z^3 - 157/49*z + 1
*
-1 | 0.10187788281620709509325296390287940853 | 0.019121668670342299759240286901273906151
f(z) = 206/51*z^3 - 155/51*z + 1
*
-1 | 0.12227450536864259646992893249217709941 | 0.022949952569265823095998494982526741806
f(z) = 206/53*z^3 - 153/53*z + 1
*
-1 | 0.12232726228992358845877211796432498844 | 0.022959854623970104562660713339160377685
f(z) = 206/55*z^3 - 151/55*z + 1
*
-1 | 0.10203615607544227787467569847603687441 | 0.019151375302820422885630107026564473054
f(z) = 206/57*z^3 - 149/57*z + 1
*
-1 | 0.12243210436664176718931157336196385547 | 0.022979532648270357281082478797391833748
f(z) = 206/59*z^3 - 147/59*z + 1
*
1/3 | 0.15410407458085607923654561042355939761 | 0.028897843774449984429389347181447467081
f(z) = 207/40*z^3 - 143/40*z + 1
*
-1 | 0.12219845685194002920618405299117307389 | 0.022914851052386841357076849912142439022
f(z) = 207/47*z^3 - 160/47*z + 1
*
-1 | 0.12225167191903987260611785399336837828 | 0.022924830027308048174329609976269575657
f(z) = 207/49*z^3 - 158/49*z + 1
*
-1 | 0.10944213398504124919628599907337291287 | 0.020522764883693941686425260753854902066
f(z) = 207/50*z^3 - 157/50*z + 1
*
-1 | 0.11377369067916029105435866678550971256 | 0.021335025357580042030925060337728267353
f(z) = 207/52*z^3 - 155/52*z + 1
*
-1 | 0.12235741333981659145036338591810296005 | 0.022944658828502339255644847629158378641
f(z) = 207/53*z^3 - 154/53*z + 1
*
-1 | 0.12240994475020162155837828071729284956 | 0.022954509603017464905756659285641971811
f(z) = 207/55*z^3 - 152/55*z + 1
*
-1 | 0.11387875411612648281141174921580852298 | 0.021354727022160382400013611653966485188
f(z) = 207/56*z^3 - 151/56*z + 1
*
-1 | 0.10965291792823734753670291407369548298 | 0.020562291427539136566194765752740853795
f(z) = 207/58*z^3 - 149/58*z + 1
*
-1 | 0.12251434129608101083304997494405094247 | 0.022974086211109237999991557957465560011
f(z) = 207/59*z^3 - 148/59*z + 1
*
[ 1/3 ] 
f(z) = 207/59*z^3 - 141/59*z + 1
*
[ 1/4 ] 
f(z) = 208/43*z^3 - 142/43*z + 1
*
[ 1/4 ] 
f(z) = 208/45*z^3 - 148/45*z + 1
*
[ 1/4 ] 
f(z) = 208/47*z^3 - 154/47*z + 1
*
[ 1/4 ] 
f(z) = 208/49*z^3 - 160/49*z + 1
*
-1 | 0.12233466186510206720023497942654934086 | 0.022919679454904753298070829828060279966
f(z) = 208/49*z^3 - 159/49*z + 1
*
-1 | 0.10204378080694293047313345989309139415 | 0.019118136354851668651374137150006827630
f(z) = 208/51*z^3 - 157/51*z + 1
*
-1 | 0.12243995054797948451714793261708270927 | 0.022939405531104158912676336808174865740
f(z) = 208/53*z^3 - 155/53*z + 1
*
-1 | 0.12249225837648722136490581205851833242 | 0.022949205522734506949296908357837101579
f(z) = 208/55*z^3 - 153/55*z + 1
*
-1 | 0.10220070672725288448691850128414895792 | 0.019147536785905592934403451275771633156
f(z) = 208/57*z^3 - 151/57*z + 1
*
-1 | 0.12259621318246518475940386858575488312 | 0.022968681694037772026294175434158961649
f(z) = 208/59*z^3 - 149/59*z + 1
*
-1 | 0.12241728048267804408660166267544760837 | 0.022914567810438901141223212236421294743
f(z) = 209/49*z^3 - 160/49*z + 1
*
-1 | 0.10960816788422503671952968783590254485 | 0.020516905666079054244374826791951844666
f(z) = 209/50*z^3 - 159/50*z + 1
*
-1 | 0.10212617406633948159632767447288916569 | 0.019116395427481793656441367815729321746
f(z) = 209/51*z^3 - 158/51*z + 1
*
-1 | 0.11393862164726837000965555325445067236 | 0.021327497732917753653231275036352936545
f(z) = 209/52*z^3 - 157/52*z + 1
*
-1 | 0.12252212030459200498883788823016920469 | 0.022934192157581800851967096800149061837
f(z) = 209/53*z^3 - 156/53*z + 1
*
-1 | 0.096149017366016525499428841547893550478 | 0.017997566762254665791165896604663914194
f(z) = 209/54*z^3 - 155/54*z + 1
*
-1 | 0.11404279455031446895156134187401747174 | 0.021346997243456201540318431431702563437
f(z) = 209/56*z^3 - 153/56*z + 1
*
-1 | 0.10981586636161839728417557607834373283 | 0.020555783517519550116440668703923563648
f(z) = 209/58*z^3 - 151/58*z + 1
*
-1 | 0.12267772326403036814428302207925453987 | 0.022963318556661217360963128580143849650
f(z) = 209/59*z^3 - 150/59*z + 1
*
-1 | 0.12260392587682488466646227095336262629 | 0.022929018197689776445281073560957360251
f(z) = 210/53*z^3 - 157/53*z + 1
*
-1 | 0.12275887473597426439427721069162751318 | 0.022957996268218421465776627008710276139
f(z) = 210/59*z^3 - 151/59*z + 1
*
-1 | 0.10228986557342048637552874017496409197 | 0.019112962829413147513655096658471626079
f(z) = 211/51*z^3 - 160/51*z + 1
*
-1 | 0.11410209204104922927004993752919686564 | 0.021320089059785891970774937735119893904
f(z) = 211/52*z^3 - 159/52*z + 1
*
-1 | 0.12268537048834713472527792266765724905 | 0.022923883150217622183961531039981823920
f(z) = 211/53*z^3 - 158/53*z + 1
*
-1 | 0.096312700375037863444509958897383919572 | 0.017996123584180685522078259813808573847
f(z) = 211/54*z^3 - 157/54*z + 1
*
-1 | 0.12273701889973330199379011372421668367 | 0.022933533707107967349191165134854505082
f(z) = 211/55*z^3 - 156/55*z + 1
*
-1 | 0.11420538945068382481053392450982932660 | 0.021339390283222377796375398705870748182
f(z) = 211/56*z^3 - 155/56*z + 1
*
-1 | 0.10244377953865949804915389897306614423 | 0.019141721806463804788280490591482685869
f(z) = 211/57*z^3 - 154/57*z + 1
*
-1 | 0.10997802879042721909375590857833641848 | 0.020549503751325294865327531802623439948
f(z) = 211/58*z^3 - 153/58*z + 1
*
-1 | 0.12283967075121769510257637067242704119 | 0.022952714307363848957709918470271598274
f(z) = 211/59*z^3 - 152/59*z + 1
*
-1 | 0.12281788962216530600475294675986687711 | 0.022928388216744540684749769400824063579
f(z) = 212/55*z^3 - 157/55*z + 1
*
-1 | 0.10252546949942337420768913762177150205 | 0.019140076205661614374386301601657075303
f(z) = 212/57*z^3 - 155/57*z + 1
*
-1 | 0.12292011442114928482489052760296010754 | 0.022947472161955567481198563638455655571
f(z) = 212/59*z^3 - 153/59*z + 1
*
-1 | 0.12284718951103482798523597685370284404 | 0.022913727831652176716491823751421004237
f(z) = 213/53*z^3 - 160/53*z + 1
*
-1 | 0.12289840751310233600267109608519161862 | 0.022923281125985788298453726512113031581
f(z) = 213/55*z^3 - 158/55*z + 1
*
-1 | 0.11436656415347215523093454389525848951 | 0.021331902947754903332635513308589600115
f(z) = 213/56*z^3 - 157/56*z + 1
*
-1 | 0.11013943036521101513468179755478266314 | 0.020543448661436076903726888405486034085
f(z) = 213/58*z^3 - 155/58*z + 1
*
-1 | 0.12300020881635378090508050839778951808 | 0.022942269328849001255707798860076763922
f(z) = 213/59*z^3 - 154/59*z + 1
*
-1 | 0.12297857564752776606290089004419281230 | 0.022918211953101130130637944168099358177
f(z) = 214/55*z^3 - 159/55*z + 1
*
-1 | 0.10268573211184985830897670489262782804 | 0.019136450074391862241826061913084642194
f(z) = 214/57*z^3 - 157/57*z + 1
*
-1 | 0.12307995696732443891981719867707300907 | 0.022937105313696268759667710790770911386
f(z) = 214/59*z^3 - 155/59*z + 1
*
-1 | 0.11452634333266086966112389226707175430 | 0.021324532156673307683656925555185698288
f(z) = 215/56*z^3 - 159/56*z + 1
*
-1 | 0.10276534444532446715123338060651522025 | 0.019134662196020499081584396206350422299
f(z) = 215/57*z^3 - 158/57*z + 1
*
-1 | 0.11029813916240392565656396600006585979 | 0.020537250618034405870022057073445208736
f(z) = 215/58*z^3 - 157/58*z + 1
*
-1 | 0.12315936186515989112984136160560441988 | 0.022931979630750927689370774940877865793
f(z) = 215/59*z^3 - 156/59*z + 1
*
[ 7/24 ] 
f(z) = 216/49*z^3 - 157/56*z + 1
*
-1 | 0.12323842646224590260349191177784071788 | 0.022926891802677956735912377839456406711
f(z) = 216/59*z^3 - 157/59*z + 1
*
[ 1/3 ] 
f(z) = 216/59*z^3 - 142/59*z + 1
*
-1 | 0.10292251241975278950733622850530570681 | 0.019130943521073028985925039849588061325
f(z) = 217/57*z^3 - 160/57*z + 1
*
-1 | 0.11045613546119249220076806813908504673 | 0.020531271918878220685881468574343108136
f(z) = 217/58*z^3 - 159/58*z + 1
*
-1 | 0.12331715367292240739812021050495976302 | 0.022921841360368809867070127271480142235
f(z) = 217/59*z^3 - 158/59*z + 1
*
-1 | 0.12339554637413620532960264547643963417 | 0.022916827842761384695931572520738678120
f(z) = 218/59*z^3 - 159/59*z + 1
*
-1 | 0.12347360740607968841293678846219550194 | 0.022911850796664752175276934554017814999
f(z) = 219/59*z^3 - 160/59*z + 1
*
-4/5 | 0.17026429248413758423167549154551216727 | 0.024560486446803426203115604555371516165
f(z) = 205/48*z^3 - 149/60*z + 1
*
-4/5 | 0.12306339579130319224498853003852338173 | 0.017630667178872975515824992357934235054
f(z) = 215/48*z^3 - 157/60*z + 1
*
[ -3/2 ] 
f(z) = 208/45*z^3 - 131/15*z + 1
*
[ -3/2 ] 
f(z) = 212/45*z^3 - 134/15*z + 1
*
2/7 | 0.19414067131537901026493282085025103086 | 0.026744395307844579564470167759846049236
f(z) = 203/40*z^3 - 137/35*z + 1
*
-6/5 | 0.19441480354049578288699338771375862614 | 0.027260659330334966356069364806811423629
f(z) = 205/54*z^3 - 139/30*z + 1
*
[ -4/3 ] 
f(z) = 207/56*z^3 - 135/28*z + 1
*
2/7 | 0.21528623404680362914571401404331968436 | 0.029387372514295616593779535467925359570
f(z) = 217/40*z^3 - 138/35*z + 1
*
[ 3/10 ] 
f(z) = 200/51*z^3 - 137/51*z + 1
*
[ -1 ] 
f(z) = 201/40*z^3 - 121/40*z + 1
*
[ 2/3 ] 
f(z) = 203/40*z^3 - 124/45*z + 1
*
[ -1 ] 
f(z) = 203/40*z^3 - 123/40*z + 1
*
[ -1 ] 
f(z) = 203/41*z^3 - 121/41*z + 1
*
[ -1 ] 
f(z) = 204/41*z^3 - 122/41*z + 1
*
[ -1 ] 
f(z) = 205/42*z^3 - 121/42*z + 1
*
[ -1 ] 
f(z) = 206/41*z^3 - 124/41*z + 1
*
[ -1 ] 
f(z) = 207/40*z^3 - 127/40*z + 1
*
[ -1 ] 
f(z) = 207/41*z^3 - 125/41*z + 1
*
[ -1 ] 
f(z) = 207/43*z^3 - 121/43*z + 1
*
[ 1/3 ] 
f(z) = 207/49*z^3 - 121/49*z + 1
*
[ 5/6 ] 
f(z) = 207/50*z^3 - 123/40*z + 1
*
[ 1/3 ] 
f(z) = 207/50*z^3 - 123/50*z + 1
*
[ 1/3 ] 
f(z) = 207/52*z^3 - 127/52*z + 1
*
[ 1/3 ] 
f(z) = 207/53*z^3 - 129/53*z + 1
*
[ 1/3 ] 
f(z) = 207/55*z^3 - 133/55*z + 1
*
[ 1/3 ] 
f(z) = 207/56*z^3 - 135/56*z + 1
*
[ 1/3 ] 
f(z) = 207/58*z^3 - 139/58*z + 1
*
[ 2/3 ] 
f(z) = 207/58*z^3 - 121/58*z + 1
*
[ 1/4 ] 
f(z) = 208/41*z^3 - 136/41*z + 1
*
[ -1 ] 
f(z) = 208/41*z^3 - 126/41*z + 1
*
[ -1 ] 
f(z) = 208/43*z^3 - 122/43*z + 1
*
[ 3/4 ] 
f(z) = 208/51*z^3 - 134/51*z + 1
*
[ 3/4 ] 
f(z) = 208/57*z^3 - 136/57*z + 1
*
[ -1 ] 
f(z) = 209/40*z^3 - 129/40*z + 1
*
[ 2/3 ] 
f(z) = 209/40*z^3 - 127/45*z + 1
*
[ -1 ] 
f(z) = 209/41*z^3 - 127/41*z + 1
*
[ -1 ] 
f(z) = 209/42*z^3 - 125/42*z + 1
*
[ -1 ] 
f(z) = 209/43*z^3 - 123/43*z + 1
*
[ -1 ] 
f(z) = 210/41*z^3 - 128/41*z + 1
*
[ -1 ] 
f(z) = 210/43*z^3 - 124/43*z + 1
*
[ -1 ] 
f(z) = 211/40*z^3 - 131/40*z + 1
*
[ 2/3 ] 
f(z) = 211/40*z^3 - 128/45*z + 1
*
[ -1 ] 
f(z) = 211/41*z^3 - 129/41*z + 1
*
[ -1 ] 
f(z) = 211/42*z^3 - 127/42*z + 1
*
[ -1 ] 
f(z) = 211/43*z^3 - 125/43*z + 1
*
[ -1 ] 
f(z) = 211/44*z^3 - 123/44*z + 1
*
[ -1 ] 
f(z) = 211/45*z^3 - 121/45*z + 1
*
[ -1 ] 
f(z) = 212/41*z^3 - 130/41*z + 1
*
[ -1 ] 
f(z) = 212/43*z^3 - 126/43*z + 1
*
[ -1 ] 
f(z) = 212/45*z^3 - 122/45*z + 1
*
[ -1 ] 
f(z) = 213/40*z^3 - 133/40*z + 1
*
[ -1 ] 
f(z) = 213/41*z^3 - 131/41*z + 1
*
[ -1 ] 
f(z) = 213/43*z^3 - 127/43*z + 1
*
[ -1 ] 
f(z) = 213/44*z^3 - 125/44*z + 1
*
[ -1 ] 
f(z) = 213/46*z^3 - 121/46*z + 1
*
[ -1 ] 
f(z) = 214/41*z^3 - 132/41*z + 1
*
[ -1 ] 
f(z) = 214/43*z^3 - 128/43*z + 1
*
[ -1 ] 
f(z) = 214/45*z^3 - 124/45*z + 1
*
[ -1 ] 
f(z) = 215/41*z^3 - 133/41*z + 1
*
[ -1 ] 
f(z) = 215/42*z^3 - 131/42*z + 1
*
[ -1 ] 
f(z) = 215/44*z^3 - 127/44*z + 1
*
[ -1 ] 
f(z) = 215/46*z^3 - 123/46*z + 1
*
[ -1 ] 
f(z) = 215/47*z^3 - 121/47*z + 1
*
[ -1 ] 
f(z) = 216/41*z^3 - 134/41*z + 1
*
[ -1 ] 
f(z) = 216/43*z^3 - 130/43*z + 1
*
[ -1 ] 
f(z) = 216/47*z^3 - 122/47*z + 1
*
[ 1/3 ] 
f(z) = 216/49*z^3 - 122/49*z + 1
*
[ 1/3 ] 
f(z) = 216/53*z^3 - 130/53*z + 1
*
[ 1/3 ] 
f(z) = 216/55*z^3 - 134/55*z + 1
*
[ -1 ] 
f(z) = 217/40*z^3 - 137/40*z + 1
*
[ 2/3 ] 
f(z) = 217/40*z^3 - 131/45*z + 1
*
[ -1 ] 
f(z) = 217/41*z^3 - 135/41*z + 1
*
[ -1 ] 
f(z) = 217/43*z^3 - 131/43*z + 1
*
[ -1 ] 
f(z) = 217/44*z^3 - 129/44*z + 1
*
[ -1 ] 
f(z) = 217/45*z^3 - 127/45*z + 1
*
[ -1 ] 
f(z) = 217/46*z^3 - 125/46*z + 1
*
[ -1 ] 
f(z) = 217/47*z^3 - 123/47*z + 1
*
[ -1 ] 
f(z) = 217/48*z^3 - 121/48*z + 1
*
[ 6/7 ] 
f(z) = 217/54*z^3 - 131/42*z + 1
*
[ -1 ] 
f(z) = 218/41*z^3 - 136/41*z + 1
*
[ -1 ] 
f(z) = 218/43*z^3 - 132/43*z + 1
*
[ -1 ] 
f(z) = 218/45*z^3 - 128/45*z + 1
*
[ -1 ] 
f(z) = 218/47*z^3 - 124/47*z + 1
*
[ -1 ] 
f(z) = 219/40*z^3 - 139/40*z + 1
*
[ -1 ] 
f(z) = 219/41*z^3 - 137/41*z + 1
*
[ -1 ] 
f(z) = 219/43*z^3 - 133/43*z + 1
*
[ -1 ] 
f(z) = 219/44*z^3 - 131/44*z + 1
*
[ -1 ] 
f(z) = 219/46*z^3 - 127/46*z + 1
*
[ -1 ] 
f(z) = 219/47*z^3 - 125/47*z + 1
*
[ -1 ] 
f(z) = 219/49*z^3 - 121/49*z + 1
*
[ 7/15 ] 
f(z) = 200/49*z^3 - 128/63*z + 1
*
[ 2/5 ] 
f(z) = 205/48*z^3 - 131/60*z + 1
*
[ 2/3 ] 
f(z) = 205/56*z^3 - 134/63*z + 1
*
[ 3/8 ] 
f(z) = 208/45*z^3 - 139/60*z + 1
*
[ 7/12 ] 
f(z) = 208/49*z^3 - 136/63*z + 1
*
[ 6/11 ] 
f(z) = 209/54*z^3 - 131/66*z + 1
*
[ 2/3 ] 
f(z) = 209/56*z^3 - 136/63*z + 1
*
[ 2/3 ] 
f(z) = 211/56*z^3 - 137/63*z + 1
*
[ 2/5 ] 
f(z) = 215/48*z^3 - 133/60*z + 1
*
[ 2/3 ] 
f(z) = 215/56*z^3 - 139/63*z + 1
*
-2 | 0.11127558295682411402290725988577720090 | 0.016573243479760777180744754776717329928
f(z) = 201/40*z^3 - 103/5*z + 1
*
-2 | 0.11101953240983413066806637139886544141 | 0.016511347269128983591382754897747350355
f(z) = 201/56*z^3 - 104/7*z + 1
*
-2 | 0.11146477895005761801059900680236756771 | 0.016577566429725601254695433908353342125
f(z) = 203/40*z^3 - 104/5*z + 1
*
-2 | 0.11140315994721446808077878773296511308 | 0.016521597513661305418977776008231760512
f(z) = 205/56*z^3 - 106/7*z + 1
*
-2 | 0.11183741416018903605394716492991737495 | 0.016585999397133704737791465150986742657
f(z) = 207/40*z^3 - 106/5*z + 1
*
[ 2 ] 
f(z) = 207/40*z^3 - 101/5*z + 1
*
[ 5/3 ] 
f(z) = 207/50*z^3 - 111/10*z + 1
*
-2 | 0.11159197241235687744517137511613968593 | 0.016526585310720437375993453263722808836
f(z) = 207/56*z^3 - 107/7*z + 1
*
-2 | 0.11202093109471996789309251047421172610 | 0.016590113377350997586583149014863340610
f(z) = 209/40*z^3 - 107/5*z + 1
*
[ 2 ] 
f(z) = 209/40*z^3 - 102/5*z + 1
*
-2 | 0.11177884028456096721189819505607874838 | 0.016531485218982817222799397520673403462
f(z) = 209/56*z^3 - 108/7*z + 1
*
[ 2 ] 
f(z) = 209/56*z^3 - 101/7*z + 1
*
-2 | 0.11220263076073868822702558243144156802 | 0.016594161535672473792708910537398525338
f(z) = 211/40*z^3 - 108/5*z + 1
*
[ 2 ] 
f(z) = 211/40*z^3 - 103/5*z + 1
*
-2 | 0.11196380408095191320912846096774930421 | 0.016536299842022239999566012488247716249
f(z) = 211/56*z^3 - 109/7*z + 1
*
[ 2 ] 
f(z) = 211/56*z^3 - 102/7*z + 1
*
-2 | 0.11238254913886686840574819585693817374 | 0.016598145667035832155637800127955156885
f(z) = 213/40*z^3 - 109/5*z + 1
*
[ 2 ] 
f(z) = 213/40*z^3 - 104/5*z + 1
*
-2 | 0.11214690303683800571386304162628908845 | 0.016541031676668612672356326146558321825
f(z) = 213/56*z^3 - 110/7*z + 1
*
[ 2 ] 
f(z) = 213/56*z^3 - 103/7*z + 1
*
-2 | 0.11232817516043345747726303519832045349 | 0.016545683118563984442394646989399679537
f(z) = 215/56*z^3 - 111/7*z + 1
*
[ 2 ] 
f(z) = 215/56*z^3 - 104/7*z + 1
*
-2 | 0.11273718065297480347651163223747675060 | 0.016605928691535110258174660960663375944
f(z) = 217/40*z^3 - 111/5*z + 1
*
[ 2 ] 
f(z) = 217/40*z^3 - 106/5*z + 1
*
[ -2 ] 
f(z) = 217/40*z^3 - 101/5*z + 1
*
-2 | 0.11291196057413330661835338113368287262 | 0.016609730847099395536739820663883321240
f(z) = 219/40*z^3 - 112/5*z + 1
*
[ 2 ] 
f(z) = 219/40*z^3 - 107/5*z + 1
*
[ -2 ] 
f(z) = 219/40*z^3 - 102/5*z + 1
*
-2 | 0.11268538511600137683478110477348879674 | 0.016554753931646817635505088864642800606
f(z) = 219/56*z^3 - 113/7*z + 1
*
[ 2 ] 
f(z) = 219/56*z^3 - 106/7*z + 1
*
[ 2/7 ] 
f(z) = 203/40*z^3 - 102/35*z + 1
*
[ 7/6 ] 
f(z) = 204/49*z^3 - 116/21*z + 1
*
[ -6/5 ] 
f(z) = 205/54*z^3 - 109/30*z + 1
*
2/5 | 0.19428138064385895755768032913697263976 | 0.028024931983987767459973320657208773656
f(z) = 205/56*z^3 - 108/35*z + 1
*
[ -7/6 ] 
f(z) = 207/49*z^3 - 109/28*z + 1
*
2/5 | 0.20349020820226401809932533334529999716 | 0.029153007780297434981153673586742555796
f(z) = 215/56*z^3 - 109/35*z + 1
*
[ 2/7 ] 
f(z) = 217/40*z^3 - 103/35*z + 1
*
[ -1 ] 
f(z) = 200/41*z^3 - 118/41*z + 1
*
[ -1 ] 
f(z) = 200/43*z^3 - 114/43*z + 1
*
[ -1 ] 
f(z) = 200/47*z^3 - 106/47*z + 1
*
[ -21/20 ] 
f(z) = 200/49*z^3 - 107/42*z + 1
*
[ -1 ] 
f(z) = 200/49*z^3 - 102/49*z + 1
*
[ 3/5 ] 
f(z) = 200/51*z^3 - 106/51*z + 1
*
[ 1/2 ] 
f(z) = 200/51*z^3 - 101/51*z + 1
*
[ 1/2 ] 
f(z) = 200/53*z^3 - 103/53*z + 1
*
[ 3/5 ] 
f(z) = 200/57*z^3 - 110/57*z + 1
*
[ 1/2 ] 
f(z) = 200/57*z^3 - 107/57*z + 1
*
[ 1/2 ] 
f(z) = 200/59*z^3 - 109/59*z + 1
*
[ -1 ] 
f(z) = 201/41*z^3 - 119/41*z + 1
*
[ -1 ] 
f(z) = 201/43*z^3 - 115/43*z + 1
*
[ -1 ] 
f(z) = 201/44*z^3 - 113/44*z + 1
*
[ -1 ] 
f(z) = 201/46*z^3 - 109/46*z + 1
*
[ -1 ] 
f(z) = 201/47*z^3 - 107/47*z + 1
*
[ -1 ] 
f(z) = 201/49*z^3 - 103/49*z + 1
*
[ -1 ] 
f(z) = 201/50*z^3 - 101/50*z + 1
*
[ -1 ] 
f(z) = 202/41*z^3 - 120/41*z + 1
*
[ -1 ] 
f(z) = 202/43*z^3 - 116/43*z + 1
*
[ -1 ] 
f(z) = 202/45*z^3 - 112/45*z + 1
*
[ -1 ] 
f(z) = 202/47*z^3 - 108/47*z + 1
*
[ -1 ] 
f(z) = 202/49*z^3 - 104/49*z + 1
*
[ -1 ] 
f(z) = 203/43*z^3 - 117/43*z + 1
*
[ -1 ] 
f(z) = 203/44*z^3 - 115/44*z + 1
*
[ -1 ] 
f(z) = 203/45*z^3 - 113/45*z + 1
*
[ -1 ] 
f(z) = 203/46*z^3 - 111/46*z + 1
*
[ -1 ] 
f(z) = 203/47*z^3 - 109/47*z + 1
*
[ -1 ] 
f(z) = 203/48*z^3 - 107/48*z + 1
*
[ -1 ] 
f(z) = 203/50*z^3 - 103/50*z + 1
*
[ 3/5 ] 
f(z) = 203/54*z^3 - 101/50*z + 1
*
[ -1 ] 
f(z) = 204/43*z^3 - 118/43*z + 1
*
[ -1 ] 
f(z) = 204/47*z^3 - 110/47*z + 1
*
[ -1 ] 
f(z) = 204/49*z^3 - 106/49*z + 1
*
[ 1/2 ] 
f(z) = 204/53*z^3 - 104/53*z + 1
*
[ 1/2 ] 
f(z) = 204/55*z^3 - 106/55*z + 1
*
[ 1/2 ] 
f(z) = 204/59*z^3 - 110/59*z + 1
*
[ -1 ] 
f(z) = 205/43*z^3 - 119/43*z + 1
*
[ -1 ] 
f(z) = 205/44*z^3 - 117/44*z + 1
*
[ -1 ] 
f(z) = 205/46*z^3 - 113/46*z + 1
*
[ -1 ] 
f(z) = 205/47*z^3 - 111/47*z + 1
*
[ -1 ] 
f(z) = 205/48*z^3 - 109/48*z + 1
*
[ -1 ] 
f(z) = 205/49*z^3 - 107/49*z + 1
*
[ -1 ] 
f(z) = 205/51*z^3 - 103/51*z + 1
*
[ 3/10 ] 
f(z) = 205/54*z^3 - 107/40*z + 1
*
[ -1 ] 
f(z) = 206/43*z^3 - 120/43*z + 1
*
[ -1 ] 
f(z) = 206/45*z^3 - 116/45*z + 1
*
[ -1 ] 
f(z) = 206/47*z^3 - 112/47*z + 1
*
[ -1 ] 
f(z) = 206/49*z^3 - 108/49*z + 1
*
[ -1 ] 
f(z) = 206/51*z^3 - 104/51*z + 1
*
[ 1/3 ] 
f(z) = 207/40*z^3 - 103/40*z + 1
*
[ 1/3 ] 
f(z) = 207/41*z^3 - 105/41*z + 1
*
[ 1/3 ] 
f(z) = 207/43*z^3 - 109/43*z + 1
*
[ -1 ] 
f(z) = 207/44*z^3 - 119/44*z + 1
*
[ 1/3 ] 
f(z) = 207/44*z^3 - 111/44*z + 1
*
[ 1/3 ] 
f(z) = 207/47*z^3 - 117/47*z + 1
*
[ -1 ] 
f(z) = 207/47*z^3 - 113/47*z + 1
*
[ -1 ] 
f(z) = 207/49*z^3 - 109/49*z + 1
*
[ 2/3 ] 
f(z) = 207/50*z^3 - 117/50*z + 1
*
[ -1 ] 
f(z) = 207/50*z^3 - 107/50*z + 1
*
[ -1 ] 
f(z) = 208/45*z^3 - 118/45*z + 1
*
[ -1 ] 
f(z) = 208/47*z^3 - 114/47*z + 1
*
[ -1 ] 
f(z) = 208/49*z^3 - 110/49*z + 1
*
[ 1/2 ] 
f(z) = 208/49*z^3 - 101/49*z + 1
*
[ -1 ] 
f(z) = 208/51*z^3 - 106/51*z + 1
*
[ 1/2 ] 
f(z) = 208/51*z^3 - 103/51*z + 1
*
[ 1/2 ] 
f(z) = 208/53*z^3 - 105/53*z + 1
*
[ 1/2 ] 
f(z) = 208/55*z^3 - 107/55*z + 1
*
[ 1/2 ] 
f(z) = 208/57*z^3 - 109/57*z + 1
*
[ 1/2 ] 
f(z) = 208/59*z^3 - 111/59*z + 1
*
[ -1 ] 
f(z) = 209/45*z^3 - 119/45*z + 1
*
[ -1 ] 
f(z) = 209/46*z^3 - 117/46*z + 1
*
[ -1 ] 
f(z) = 209/47*z^3 - 115/47*z + 1
*
[ -1 ] 
f(z) = 209/48*z^3 - 113/48*z + 1
*
[ -1 ] 
f(z) = 209/49*z^3 - 111/49*z + 1
*
[ -1 ] 
f(z) = 209/50*z^3 - 109/50*z + 1
*
[ -1 ] 
f(z) = 209/51*z^3 - 107/51*z + 1
*
[ -1 ] 
f(z) = 209/52*z^3 - 105/52*z + 1
*
[ 3/5 ] 
f(z) = 209/54*z^3 - 103/50*z + 1
*
[ -1 ] 
f(z) = 210/47*z^3 - 116/47*z + 1
*
[ -1 ] 
f(z) = 211/46*z^3 - 119/46*z + 1
*
[ -1 ] 
f(z) = 211/47*z^3 - 117/47*z + 1
*
[ -1 ] 
f(z) = 211/48*z^3 - 115/48*z + 1
*
[ -1 ] 
f(z) = 211/49*z^3 - 113/49*z + 1
*
[ -1 ] 
f(z) = 211/50*z^3 - 111/50*z + 1
*
[ -1 ] 
f(z) = 211/51*z^3 - 109/51*z + 1
*
[ -1 ] 
f(z) = 211/52*z^3 - 107/52*z + 1
*
[ -1 ] 
f(z) = 212/47*z^3 - 118/47*z + 1
*
[ -1 ] 
f(z) = 212/49*z^3 - 114/49*z + 1
*
[ 1/2 ] 
f(z) = 212/49*z^3 - 102/49*z + 1
*
[ -1 ] 
f(z) = 212/51*z^3 - 110/51*z + 1
*
[ 1/2 ] 
f(z) = 212/51*z^3 - 104/51*z + 1
*
[ 1/2 ] 
f(z) = 212/55*z^3 - 108/55*z + 1
*
[ 1/2 ] 
f(z) = 212/57*z^3 - 110/57*z + 1
*
[ 1/2 ] 
f(z) = 212/59*z^3 - 112/59*z + 1
*
[ -1 ] 
f(z) = 213/47*z^3 - 119/47*z + 1
*
[ -1 ] 
f(z) = 213/49*z^3 - 115/49*z + 1
*
[ -1 ] 
f(z) = 213/50*z^3 - 113/50*z + 1
*
[ -1 ] 
f(z) = 213/52*z^3 - 109/52*z + 1
*
[ -1 ] 
f(z) = 213/53*z^3 - 107/53*z + 1
*
[ -1 ] 
f(z) = 214/47*z^3 - 120/47*z + 1
*
[ -1 ] 
f(z) = 214/49*z^3 - 116/49*z + 1
*
[ -1 ] 
f(z) = 214/51*z^3 - 112/51*z + 1
*
[ -1 ] 
f(z) = 214/53*z^3 - 108/53*z + 1
*
[ -1 ] 
f(z) = 215/48*z^3 - 119/48*z + 1
*
[ -1 ] 
f(z) = 215/49*z^3 - 117/49*z + 1
*
[ -1 ] 
f(z) = 215/51*z^3 - 113/51*z + 1
*
[ -1 ] 
f(z) = 215/52*z^3 - 111/52*z + 1
*
[ -1 ] 
f(z) = 215/53*z^3 - 109/53*z + 1
*
[ 1/3 ] 
f(z) = 216/41*z^3 - 106/41*z + 1
*
[ 1/3 ] 
f(z) = 216/43*z^3 - 110/43*z + 1
*
[ 1/3 ] 
f(z) = 216/47*z^3 - 118/47*z + 1
*
[ 1/2 ] 
f(z) = 216/47*z^3 - 101/47*z + 1
*
[ -1 ] 
f(z) = 216/49*z^3 - 118/49*z + 1
*
[ 1/2 ] 
f(z) = 216/49*z^3 - 103/49*z + 1
*
[ -1 ] 
f(z) = 216/53*z^3 - 110/53*z + 1
*
[ 1/2 ] 
f(z) = 216/53*z^3 - 107/53*z + 1
*
[ 1/2 ] 
f(z) = 216/55*z^3 - 109/55*z + 1
*
[ 1/2 ] 
f(z) = 216/59*z^3 - 113/59*z + 1
*
[ -1 ] 
f(z) = 217/50*z^3 - 117/50*z + 1
*
[ -1 ] 
f(z) = 217/51*z^3 - 115/51*z + 1
*
[ -1 ] 
f(z) = 217/52*z^3 - 113/52*z + 1
*
[ -1 ] 
f(z) = 217/53*z^3 - 111/53*z + 1
*
[ -1 ] 
f(z) = 217/54*z^3 - 109/54*z + 1
*
[ -1 ] 
f(z) = 218/49*z^3 - 120/49*z + 1
*
[ -1 ] 
f(z) = 218/51*z^3 - 116/51*z + 1
*
[ -1 ] 
f(z) = 218/53*z^3 - 112/53*z + 1
*
[ -1 ] 
f(z) = 219/50*z^3 - 119/50*z + 1
*
[ -1 ] 
f(z) = 219/52*z^3 - 115/52*z + 1
*
[ -1 ] 
f(z) = 219/53*z^3 - 113/53*z + 1
*
21/20 | 0.15147278457796290963393144181941012893 | 0.023304268836887724931403923070925432850
f(z) = 200/49*z^3 - 95/14*z + 1
*
[ 2 ] 
f(z) = 201/40*z^3 - 98/5*z + 1
*
[ -2 ] 
f(z) = 201/40*z^3 - 93/5*z + 1
*
[ 2 ] 
f(z) = 201/56*z^3 - 97/7*z + 1
*
[ -2 ] 
f(z) = 201/56*z^3 - 90/7*z + 1
*
[ 2 ] 
f(z) = 203/40*z^3 - 99/5*z + 1
*
[ -2 ] 
f(z) = 203/40*z^3 - 94/5*z + 1
*
[ 2 ] 
f(z) = 205/56*z^3 - 99/7*z + 1
*
[ -2 ] 
f(z) = 205/56*z^3 - 92/7*z + 1
*
[ -2 ] 
f(z) = 207/40*z^3 - 96/5*z + 1
*
[ -5/3 ] 
f(z) = 207/50*z^3 - 99/10*z + 1
*
[ 2 ] 
f(z) = 207/56*z^3 - 100/7*z + 1
*
[ -2 ] 
f(z) = 207/56*z^3 - 93/7*z + 1
*
[ 7/4 ] 
f(z) = 208/49*z^3 - 88/7*z + 1
*
[ -2 ] 
f(z) = 209/40*z^3 - 97/5*z + 1
*
[ -2 ] 
f(z) = 209/56*z^3 - 94/7*z + 1
*
[ -2 ] 
f(z) = 211/40*z^3 - 98/5*z + 1
*
[ -2 ] 
f(z) = 211/56*z^3 - 95/7*z + 1
*
[ -2 ] 
f(z) = 213/40*z^3 - 99/5*z + 1
*
[ -2 ] 
f(z) = 213/56*z^3 - 96/7*z + 1
*
[ -2 ] 
f(z) = 215/56*z^3 - 97/7*z + 1
*
[ -2 ] 
f(z) = 219/56*z^3 - 99/7*z + 1
*
[ 7/8 ] 
f(z) = 208/49*z^3 - 95/28*z + 1
*
[ 6/19 ] 
f(z) = 209/54*z^3 - 97/38*z + 1
*
3/11 | 0.22912864529498553428882066118927735378 | 0.029520249086752817814552920572067374219
f(z) = 209/54*z^3 - 87/22*z + 1
*
[ 3/4 ] 
f(z) = 211/54*z^3 - 81/32*z + 1
*
[ 3/4 ] 
f(z) = 217/54*z^3 - 83/32*z + 1
*
[ 1/2 ] 
f(z) = 200/41*z^3 - 91/41*z + 1
*
[ 1/2 ] 
f(z) = 200/43*z^3 - 93/43*z + 1
*
[ 1/2 ] 
f(z) = 200/47*z^3 - 97/47*z + 1
*
[ 1/2 ] 
f(z) = 200/49*z^3 - 99/49*z + 1
*
[ 3/7 ] 
f(z) = 203/54*z^3 - 85/42*z + 1
*
[ 1/2 ] 
f(z) = 204/41*z^3 - 92/41*z + 1
*
[ 1/2 ] 
f(z) = 204/43*z^3 - 94/43*z + 1
*
[ 1/2 ] 
f(z) = 204/47*z^3 - 98/47*z + 1
*
[ 1/2 ] 
f(z) = 204/49*z^3 - 100/49*z + 1
*
[ 1/2 ] 
f(z) = 208/41*z^3 - 93/41*z + 1
*
[ 1/2 ] 
f(z) = 208/43*z^3 - 95/43*z + 1
*
[ 1/2 ] 
f(z) = 208/45*z^3 - 97/45*z + 1
*
[ 1/2 ] 
f(z) = 208/47*z^3 - 99/47*z + 1
*
[ 1/2 ] 
f(z) = 212/41*z^3 - 94/41*z + 1
*
[ 1/2 ] 
f(z) = 212/43*z^3 - 96/43*z + 1
*
[ 1/2 ] 
f(z) = 212/45*z^3 - 98/45*z + 1
*
[ 1/2 ] 
f(z) = 212/47*z^3 - 100/47*z + 1
*
[ 1/2 ] 
f(z) = 216/41*z^3 - 95/41*z + 1
*
[ 1/2 ] 
f(z) = 216/43*z^3 - 97/43*z + 1
*
[ -3 ] 
f(z) = 203/54*z^3 - 65/2*z + 1
*
[ 3/2 ] 
f(z) = 203/54*z^3 - 65/8*z + 1
*
[ 3 ] 
f(z) = 205/54*z^3 - 67/2*z + 1
*
6/5 | 0.21079631875369593094469152151710218211 | 0.028336755441998533310670990822327425678
f(z) = 205/54*z^3 - 63/10*z + 1
*
[ -7/4 ] 
f(z) = 208/49*z^3 - 80/7*z + 1
*
[ -3 ] 
f(z) = 209/54*z^3 - 67/2*z + 1
*
[ 3/2 ] 
f(z) = 209/54*z^3 - 67/8*z + 1
*
[ 3 ] 
f(z) = 211/54*z^3 - 69/2*z + 1
*
[ -3 ] 
f(z) = 215/54*z^3 - 69/2*z + 1
*
[ 3/2 ] 
f(z) = 215/54*z^3 - 69/8*z + 1
*
[ 3 ] 
f(z) = 217/54*z^3 - 71/2*z + 1
*
[ -7/6 ] 
f(z) = 204/49*z^3 - 80/21*z + 1
*
[ 3/4 ] 
f(z) = 205/54*z^3 - 79/32*z + 1
*
[ 3/5 ] 
f(z) = 205/54*z^3 - 61/30*z + 1
*
[ 2/5 ] 
f(z) = 205/56*z^3 - 73/35*z + 1
*
[ 3/11 ] 
f(z) = 209/54*z^3 - 65/22*z + 1
*
[ 2/5 ] 
f(z) = 215/56*z^3 - 74/35*z + 1
*
[ 7/9 ] 
f(z) = 216/49*z^3 - 62/21*z + 1
*
[ 7/5 ] 
f(z) = 200/49*z^3 - 54/7*z + 1
*
[ -7/5 ] 
f(z) = 200/49*z^3 - 44/7*z + 1
*
2/3 | 0.18442251154585918846061262043184763615 | 0.028807387830654921109798871377903839255
f(z) = 201/40*z^3 - 56/15*z + 1
*
[ 2/3 ] 
f(z) = 201/40*z^3 - 41/15*z + 1
*
[ 6/7 ] 
f(z) = 203/54*z^3 - 41/14*z + 1
*
[ -3/2 ] 
f(z) = 205/54*z^3 - 55/8*z + 1
*
[ 6/5 ] 
f(z) = 205/54*z^3 - 53/10*z + 1
*
[ 3/4 ] 
f(z) = 208/45*z^3 - 44/15*z + 1
*
[ -3/2 ] 
f(z) = 211/54*z^3 - 57/8*z + 1
*
2/3 | 0.18833931052970733662285664877737176731 | 0.029155123246765634419210889757499695003
f(z) = 213/40*z^3 - 58/15*z + 1
*
[ 2/3 ] 
f(z) = 213/40*z^3 - 43/15*z + 1
*
-6/5 | 0.21734021482954794459502543234004444242 | 0.029476357186618861128648068503441795833
f(z) = 215/54*z^3 - 59/10*z + 1
*
-6/5 | 0.21367137867553836101106414372339647797 | 0.029727541784033956895590285789132765587
f(z) = 215/54*z^3 - 49/10*z + 1
*
[ 7/6 ] 
f(z) = 216/49*z^3 - 41/7*z + 1
*
[ -3/2 ] 
f(z) = 217/54*z^3 - 59/8*z + 1
*
2/3 | 0.18356873457200145609486672242236572938 | 0.028294956112070226125754062199221411157
f(z) = 219/40*z^3 - 59/15*z + 1
*
[ 2/3 ] 
f(z) = 219/40*z^3 - 44/15*z + 1
*
[ 2/3 ] 
f(z) = 201/56*z^3 - 44/21*z + 1
*
[ 2/3 ] 
f(z) = 207/44*z^3 - 57/22*z + 1
*
[ 2/3 ] 
f(z) = 207/52*z^3 - 59/26*z + 1
*
[ 2/3 ] 
f(z) = 213/56*z^3 - 46/21*z + 1
*
[ 7/18 ] 
f(z) = 216/49*z^3 - 47/21*z + 1
*
[ 2/3 ] 
f(z) = 219/56*z^3 - 47/21*z + 1
*
[ 7/20 ] 
f(z) = 200/49*z^3 - 33/14*z + 1
*
[ -6/5 ] 
f(z) = 215/54*z^3 - 39/10*z + 1
*
[ 3/5 ] 
f(z) = 215/54*z^3 - 21/10*z + 1
*
[ 7/12 ] 
f(z) = 216/49*z^3 - 31/14*z + 1
*
[ -7/6 ] 
f(z) = 216/49*z^3 - 29/7*z + 1
*
[ 3/7 ] 
f(z) = 217/54*z^3 - 29/14*z + 1
*
[ 7/10 ] 
f(z) = 200/49*z^3 - 17/7*z + 1
*
[ 2/3 ] 
f(z) = 207/40*z^3 - 14/5*z + 1
*
[ 2/3 ] 
f(z) = 207/56*z^3 - 15/7*z + 1
*
[ -7/10 ]
f(z) = 200/49*z^3 + 3/7*z + 1
*
[ 21/10 ] 
f(z) = 200/63*z^3 - 283/21*z + 1
*
[ 3/2 ] 
f(z) = 202/63*z^3 - 289/42*z + 1
*
[ 3/2 ] 
f(z) = 206/63*z^3 - 295/42*z + 1
*
[ -7/5 ] 
f(z) = 200/63*z^3 - 284/63*z + 1
*
[ 1/5 ] 
f(z) = 200/69*z^3 - 284/69*z + 1
*
[ 1/5 ] 
f(z) = 200/71*z^3 - 292/71*z + 1
*
[ 6/5 ] 
f(z) = 203/72*z^3 - 292/75*z + 1
*
[ 7/6 ] 
f(z) = 216/77*z^3 - 283/77*z + 1
*
5/7 | 0.19148928888929549783361740376288922500 | 0.026281121385112665731971639238113380751
f(z) = 203/75*z^3 - 292/105*z + 1
*
[ 7/20 ] 
f(z) = 200/63*z^3 - 283/126*z + 1
*
[ -5/4 ] 
f(z) = 202/75*z^3 - 289/120*z + 1
*
[ -5/4 ] 
f(z) = 206/75*z^3 - 299/120*z + 1
*
[ 5/6 ] 
f(z) = 208/75*z^3 - 287/135*z + 1
*
[ 5/6 ] 
f(z) = 212/75*z^3 - 292/135*z + 1
*
[ 2/5 ] 
f(z) = 200/73*z^3 - 283/146*z + 1
*
[ 2/5 ] 
f(z) = 200/77*z^3 - 295/154*z + 1
*
[ 20/29 ] 
f(z) = 203/64*z^3 - 284/145*z + 1
*
[ 8/19 ] 
f(z) = 209/64*z^3 - 297/152*z + 1
*
[ 2/3 ] 
f(z) = 209/64*z^3 - 281/144*z + 1
*
[ 2/3 ] 
f(z) = 211/64*z^3 - 283/144*z + 1
*
[ 2/3 ] 
f(z) = 215/64*z^3 - 287/144*z + 1
*
[ 2/3 ] 
f(z) = 217/64*z^3 - 289/144*z + 1
*
[ 21/40 ] 
f(z) = 200/63*z^3 - 299/168*z + 1
*
[ 5/11 ] 
f(z) = 209/75*z^3 - 293/165*z + 1
*
[ 12/5 ] 
f(z) = 205/64*z^3 - 268/15*z + 1
*
[ -12/5 ] 
f(z) = 215/64*z^3 - 269/15*z + 1
*
[ -21/10 ] 
f(z) = 200/63*z^3 - 263/21*z + 1
*
[ -8/5 ] 
f(z) = 205/64*z^3 - 263/40*z + 1
*
-4/69 | 0.24371950149640422053011507037842655906 | 0.026943831175082613716440792213208392805
f(z) = 207/64*z^3 - 265/46*z + 1
*
[ -8/5 ] 
f(z) = 215/64*z^3 - 279/40*z + 1
*
[ 1/5 ] 
f(z) = 200/67*z^3 - 276/67*z + 1
*
[ 4/21 ] 
f(z) = 203/64*z^3 - 275/63*z + 1
*
-5/4 | 0.18088528482898580504818138165927607170 | 0.025006760166562159097297949317538003628
f(z) = 212/75*z^3 - 277/60*z + 1
*
3/4 | 0.15683510981856745695229913699384771565 | 0.023259363214301997765450558513059300210
f(z) = 212/63*z^3 - 271/84*z + 1
*
[ 4/15 ] 
f(z) = 215/64*z^3 - 269/90*z + 1
*
[ 2/5 ] 
f(z) = 200/67*z^3 - 265/134*z + 1
*
[ 4/11 ] 
f(z) = 201/64*z^3 - 262/121*z + 1
*
[ 4/11 ] 
f(z) = 205/64*z^3 - 263/121*z + 1
*
[ 4/11 ] 
f(z) = 213/64*z^3 - 265/121*z + 1
*
[ 4/11 ] 
f(z) = 217/64*z^3 - 266/121*z + 1
*
[ 2/5 ] 
f(z) = 200/71*z^3 - 277/142*z + 1
*
[ 2/3 ] 
f(z) = 203/64*z^3 - 275/144*z + 1
*
[ 2/3 ] 
f(z) = 205/64*z^3 - 277/144*z + 1
*
[ 1/2 ] 
f(z) = 206/79*z^3 - 261/158*z + 1
*
[ 2/3 ] 
f(z) = 207/77*z^3 - 261/154*z + 1
*
[ 2/3 ] 
f(z) = 207/79*z^3 - 263/158*z + 1
*
[ 1/2 ] 
f(z) = 210/79*z^3 - 263/158*z + 1
*
[ 1/2 ] 
f(z) = 214/77*z^3 - 261/154*z + 1
*
[ 1/2 ] 
f(z) = 214/79*z^3 - 265/158*z + 1
*
[ 2/3 ] 
f(z) = 216/71*z^3 - 263/142*z + 1
*
[ 2/3 ] 
f(z) = 216/73*z^3 - 265/146*z + 1
*
[ 2/3 ] 
f(z) = 216/77*z^3 - 269/154*z + 1
*
[ 2/3 ] 
f(z) = 216/79*z^3 - 271/158*z + 1
*
[ 1/2 ] 
f(z) = 218/77*z^3 - 263/154*z + 1
*
[ 1/2 ] 
f(z) = 218/79*z^3 - 267/158*z + 1
*
[ 5/2 ] 
f(z) = 208/75*z^3 - 251/15*z + 1
*
[ 5/2 ] 
f(z) = 212/75*z^3 - 256/15*z + 1
*
[ -5/2 ] 
f(z) = 212/75*z^3 - 244/15*z + 1
*
[ 3/20 ] 
f(z) = 200/63*z^3 - 241/42*z + 1
*
[ -3/2 ] 
f(z) = 214/63*z^3 - 251/42*z + 1
*
-8/7 | 0.18635555895698906110917381374301474432 | 0.024453847358408369759747407980166956365
f(z) = 217/64*z^3 - 255/56*z + 1
*
[ 8/7 ] 
f(z) = 217/64*z^3 - 241/56*z + 1
*
[ -3/2 ] 
f(z) = 218/63*z^3 - 257/42*z + 1
*
[ 1/5 ] 
f(z) = 200/61*z^3 - 252/61*z + 1
*
[ 1/5 ] 
f(z) = 200/63*z^3 - 260/63*z + 1
*
[ -7/5 ] 
f(z) = 200/77*z^3 - 260/77*z + 1
*
[ -4/3 ] 
f(z) = 207/68*z^3 - 249/68*z + 1
*
[ 1/4 ] 
f(z) = 208/77*z^3 - 244/77*z + 1
*
[ 1/4 ] 
f(z) = 208/79*z^3 - 250/79*z + 1
*
[ 12/11 ] 
f(z) = 209/64*z^3 - 251/66*z + 1
*
[ 5/4 ] 
f(z) = 212/75*z^3 - 253/60*z + 1
*
[ 2/5 ] 
f(z) = 200/61*z^3 - 247/122*z + 1
*
[ 2/5 ] 
f(z) = 200/63*z^3 - 253/126*z + 1
*
[ 1/2 ] 
f(z) = 206/69*z^3 - 241/138*z + 1
*
[ 2/3 ] 
f(z) = 207/61*z^3 - 245/122*z + 1
*
[ 2/3 ] 
f(z) = 207/65*z^3 - 249/130*z + 1
*
[ 2/3 ] 
f(z) = 207/67*z^3 - 251/134*z + 1
*
[ 5/12 ] 
f(z) = 208/75*z^3 - 254/135*z + 1
*
[ 1/2 ] 
f(z) = 214/67*z^3 - 241/134*z + 1
*
[ 1/2 ] 
f(z) = 214/69*z^3 - 245/138*z + 1
*
[ 2/3 ] 
f(z) = 216/61*z^3 - 253/122*z + 1
*
[ 2/3 ] 
f(z) = 216/67*z^3 - 259/134*z + 1
*
[ 1/2 ] 
f(z) = 218/67*z^3 - 243/134*z + 1
*
[ 1/2 ] 
f(z) = 218/69*z^3 - 247/138*z + 1
*
[ 1/2 ] 
f(z) = 202/71*z^3 - 243/142*z + 1
*
[ 1/2 ] 
f(z) = 202/73*z^3 - 247/146*z + 1
*
[ 1/2 ] 
f(z) = 202/75*z^3 - 251/150*z + 1
*
[ 1/2 ] 
f(z) = 202/77*z^3 - 255/154*z + 1
*
[ 1/2 ] 
f(z) = 202/79*z^3 - 259/158*z + 1
*
[ 1/2 ] 
f(z) = 206/71*z^3 - 245/142*z + 1
*
[ 1/2 ] 
f(z) = 206/73*z^3 - 249/146*z + 1
*
[ 1/2 ] 
f(z) = 206/75*z^3 - 253/150*z + 1
*
[ 1/2 ] 
f(z) = 206/77*z^3 - 257/154*z + 1
*
[ 2/3 ] 
f(z) = 207/71*z^3 - 255/142*z + 1
*
[ 2/3 ] 
f(z) = 207/73*z^3 - 257/146*z + 1
*
[ 1/2 ] 
f(z) = 210/71*z^3 - 247/142*z + 1
*
[ 1/2 ] 
f(z) = 210/73*z^3 - 251/146*z + 1
*
[ 1/2 ] 
f(z) = 214/71*z^3 - 249/142*z + 1
*
[ 1/2 ] 
f(z) = 214/73*z^3 - 253/146*z + 1
*
[ 1/2 ] 
f(z) = 214/75*z^3 - 257/150*z + 1
*
[ 7/12 ] 
f(z) = 216/77*z^3 - 257/154*z + 1
*
[ 1/2 ] 
f(z) = 218/71*z^3 - 251/142*z + 1
*
[ 1/2 ] 
f(z) = 218/73*z^3 - 255/146*z + 1
*
[ 1/2 ] 
f(z) = 218/75*z^3 - 259/150*z + 1
*
[ -5/2 ] 
f(z) = 208/75*z^3 - 239/15*z + 1
*
-2 | 0.11201612865808964988460834394143261055 | 0.016510699032199389139150477077131358941
f(z) = 213/64*z^3 - 221/16*z + 1
*
-2 | 0.11219925378653719761479133723988876742 | 0.016515759642703390185381936828309650613
f(z) = 215/64*z^3 - 223/16*z + 1
*
-2 | 0.11238053954990493182103837475372298306 | 0.016520731809893503659862353985170366708
f(z) = 217/64*z^3 - 225/16*z + 1
*
-2 | 0.11256002355147228850749853777324548437 | 0.016525618124215179224144632998745148354
f(z) = 219/64*z^3 - 227/16*z + 1
*
[ -3/2 ] 
f(z) = 202/63*z^3 - 233/42*z + 1
*
-8/7 | 0.20970652523786095668456806884607248135 | 0.027753991433160216444540137765056888447
f(z) = 203/64*z^3 - 239/56*z + 1
*
[ 8/7 ] 
f(z) = 203/64*z^3 - 225/56*z + 1
*
[ -3/2 ] 
f(z) = 206/63*z^3 - 239/42*z + 1
*
[ 4/23 ] 
f(z) = 207/64*z^3 - 223/46*z + 1
*
[ 11/10 ] 
f(z) = 200/77*z^3 - 235/77*z + 1
*
[ 4/15 ] 
f(z) = 201/64*z^3 - 223/75*z + 1
*
2/7 | 0.14861782293973897693996221834198202338 | 0.019713130333566027809624036267017336711
f(z) = 203/72*z^3 - 235/63*z + 1
*
1/3 | 0.16195024416890831060567374394887577388 | 0.029852854615625680987159216080058950091
f(z) = 207/68*z^3 - 227/68*z + 1
*
[ -4/3 ] 
f(z) = 207/76*z^3 - 235/76*z + 1
*
[ 1/4 ] 
f(z) = 208/71*z^3 - 226/71*z + 1
*
[ 1/4 ] 
f(z) = 208/73*z^3 - 232/73*z + 1
*
[ 1/4 ] 
f(z) = 208/75*z^3 - 238/75*z + 1
*
[ 4/15 ] 
f(z) = 213/64*z^3 - 224/75*z + 1
*
2/7 | 0.17931312358010219836615506049147131341 | 0.023771261538390081436877214661735565179
f(z) = 217/72*z^3 - 236/63*z + 1
*
[ 9/20 ] 
f(z) = 200/63*z^3 - 235/126*z + 1
*
[ 1/2 ] 
f(z) = 202/61*z^3 - 223/122*z + 1
*
[ 1/2 ] 
f(z) = 202/63*z^3 - 227/126*z + 1
*
[ 1/2 ] 
f(z) = 202/65*z^3 - 231/130*z + 1
*
[ 1/2 ] 
f(z) = 202/67*z^3 - 235/134*z + 1
*
[ 1/2 ] 
f(z) = 202/69*z^3 - 239/138*z + 1
*
[ 1/2 ] 
f(z) = 206/61*z^3 - 225/122*z + 1
*
[ 1/2 ] 
f(z) = 206/63*z^3 - 229/126*z + 1
*
[ 1/2 ] 
f(z) = 206/65*z^3 - 233/130*z + 1
*
[ 1/2 ] 
f(z) = 206/67*z^3 - 237/134*z + 1
*
[ 1/2 ] 
f(z) = 210/61*z^3 - 227/122*z + 1
*
[ 1/2 ] 
f(z) = 210/67*z^3 - 239/134*z + 1
*
[ 1/2 ] 
f(z) = 214/61*z^3 - 229/122*z + 1
*
[ 1/2 ] 
f(z) = 214/63*z^3 - 233/126*z + 1
*
[ 1/2 ] 
f(z) = 214/65*z^3 - 237/130*z + 1
*
[ 1/2 ] 
f(z) = 218/61*z^3 - 231/122*z + 1
*
[ 1/2 ] 
f(z) = 218/63*z^3 - 235/126*z + 1
*
[ 1/2 ] 
f(z) = 218/65*z^3 - 239/130*z + 1
*
-2 | 0.11087648352892277079100611496247310155 | 0.016478318228666818305533638808938170402
f(z) = 201/64*z^3 - 209/16*z + 1
*
-2 | 0.11107150732043709068144012962743725206 | 0.016483970555655600624394082288890567448
f(z) = 203/64*z^3 - 211/16*z + 1
*
-2 | 0.11126443828950250584867286581953543711 | 0.016489516339968382132330910158109314326
f(z) = 205/64*z^3 - 213/16*z + 1
*
-2 | 0.11145532230684692165400545746872892702 | 0.016494958937906214145954292071317985304
f(z) = 207/64*z^3 - 215/16*z + 1
*
-2 | 0.11164420370210572973998362038146571216 | 0.016500301559621127933384240388540776011
f(z) = 209/64*z^3 - 217/16*z + 1
*
[ 2 ] 
f(z) = 209/64*z^3 - 201/16*z + 1
*
-2 | 0.11183112533427877441620708693485529675 | 0.016505547277198584740166679982401550113
f(z) = 211/64*z^3 - 219/16*z + 1
*
[ 2 ] 
f(z) = 211/64*z^3 - 203/16*z + 1
*
[ 2 ] 
f(z) = 213/64*z^3 - 205/16*z + 1
*
[ 2 ] 
f(z) = 215/64*z^3 - 207/16*z + 1
*
[ 2 ] 
f(z) = 217/64*z^3 - 209/16*z + 1
*
[ 2 ] 
f(z) = 219/64*z^3 - 211/16*z + 1
*
-12/7 | 0.24343547140615460467754820613903974931 | 0.025508312431735005255905612633606328866
f(z) = 217/64*z^3 - 218/21*z + 1
*
[ 4/31 ] 
f(z) = 217/64*z^3 - 211/31*z + 1
*
[ 4/21 ] 
f(z) = 207/64*z^3 - 214/49*z + 1
*
1/3 | 0.15409055070661499835366921062913513088 | 0.028691293268992618017227377776012169882
f(z) = 207/64*z^3 - 215/64*z + 1
*
[ 1/4 ] 
f(z) = 208/63*z^3 - 202/63*z + 1
*
[ 1/4 ] 
f(z) = 208/67*z^3 - 214/67*z + 1
*
[ 1/4 ] 
f(z) = 208/69*z^3 - 220/69*z + 1
*
-5/4 | 0.17967158568762661715863365686282231134 | 0.025706534148147500426261829272430196543
f(z) = 212/75*z^3 - 217/60*z + 1
*
[ 12/19 ] 
f(z) = 209/64*z^3 - 215/114*z + 1
*
[ 2/3 ] 
f(z) = 219/76*z^3 - 203/114*z + 1
*
[ 3/5 ] 
f(z) = 205/72*z^3 - 203/120*z + 1
*
[ 3/5 ] 
f(z) = 215/72*z^3 - 209/120*z + 1
*
[ 2 ] 
f(z) = 201/64*z^3 - 193/16*z + 1
*
[ 2 ] 
f(z) = 203/64*z^3 - 195/16*z + 1
*
[ 2 ] 
f(z) = 205/64*z^3 - 197/16*z + 1
*
[ -2 ] 
f(z) = 205/64*z^3 - 181/16*z + 1
*
[ 2 ] 
f(z) = 207/64*z^3 - 199/16*z + 1
*
[ -2 ] 
f(z) = 207/64*z^3 - 183/16*z + 1
*
[ -2 ] 
f(z) = 209/64*z^3 - 185/16*z + 1
*
[ -2 ] 
f(z) = 211/64*z^3 - 187/16*z + 1
*
[ -2 ] 
f(z) = 213/64*z^3 - 189/16*z + 1
*
[ -2 ] 
f(z) = 215/64*z^3 - 191/16*z + 1
*
[ -2 ] 
f(z) = 217/64*z^3 - 193/16*z + 1
*
[ -2 ] 
f(z) = 219/64*z^3 - 195/16*z + 1
*
[ 12/7 ] 
f(z) = 203/64*z^3 - 187/21*z + 1
*
[ 4/29 ] 
f(z) = 203/64*z^3 - 183/29*z + 1
*
21/20 | 0.17350811810947992765677901452756579747 | 0.027411653799473794841569851957634929365
f(z) = 200/63*z^3 - 187/42*z + 1
*
[ 6/5 ] 
f(z) = 200/63*z^3 - 185/42*z + 1
*
[ 8/9 ] 
f(z) = 207/64*z^3 - 193/72*z + 1
*
2/3 | 0.13371142897738851716297023970210964170 | 0.025073782091463586168845899263910862985
f(z) = 207/70*z^3 - 197/70*z + 1
*
[ 1/3 ] 
f(z) = 207/79*z^3 - 181/79*z + 1
*
[ 1/4 ] 
f(z) = 208/61*z^3 - 196/61*z + 1
*
[ 1/3 ] 
f(z) = 216/79*z^3 - 182/79*z + 1
*
[ -6/5 ] 
f(z) = 217/72*z^3 - 188/75*z + 1
*
[ 8/11 ] 
f(z) = 209/64*z^3 - 185/88*z + 1
*
[ 3/4 ] 
f(z) = 212/63*z^3 - 187/84*z + 1
*
[ 4/7 ] 
f(z) = 215/64*z^3 - 181/98*z + 1
*
[ 4/7 ] 
f(z) = 219/64*z^3 - 183/98*z + 1
*
[ 2/3 ] 
f(z) = 201/68*z^3 - 185/102*z + 1
*
[ 2/3 ] 
f(z) = 201/76*z^3 - 191/114*z + 1
*
[ 5/7 ] 
f(z) = 203/75*z^3 - 187/105*z + 1
*
[ 3/5 ] 
f(z) = 205/63*z^3 - 193/105*z + 1
*
[ 2/3 ] 
f(z) = 213/68*z^3 - 193/102*z + 1
*
[ 2/3 ] 
f(z) = 213/76*z^3 - 199/114*z + 1
*
[ 3/5 ] 
f(z) = 215/63*z^3 - 199/105*z + 1
*
[ 5/7 ] 
f(z) = 217/75*z^3 - 197/105*z + 1
*
[ 2/3 ] 
f(z) = 219/68*z^3 - 197/102*z + 1
*
[ -2 ] 
f(z) = 201/64*z^3 - 177/16*z + 1
*
[ -2 ] 
f(z) = 203/64*z^3 - 179/16*z + 1
*
[ 8/3 ] 
f(z) = 207/64*z^3 - 179/8*z + 1
*
[ -8/3 ] 
f(z) = 207/64*z^3 - 173/8*z + 1
*
[ -12/7 ] 
f(z) = 217/64*z^3 - 176/21*z + 1
*
[ 9/10 ] 
f(z) = 200/63*z^3 - 169/63*z + 1
*
[ 3/10 ] 
f(z) = 200/69*z^3 - 179/69*z + 1
*
[ 2/7 ] 
f(z) = 203/72*z^3 - 172/63*z + 1
*
[ -6/5 ] 
f(z) = 203/72*z^3 - 167/75*z + 1
*
-8/9 | 0.22099027499682695747412730989853632706 | 0.029348198800487316262510192718507794395
f(z) = 207/64*z^3 - 175/72*z + 1
*
[ 1/3 ] 
f(z) = 207/70*z^3 - 163/70*z + 1
*
[ 1/3 ] 
f(z) = 207/71*z^3 - 165/71*z + 1
*
[ 1/3 ] 
f(z) = 207/73*z^3 - 169/73*z + 1
*
[ 1/3 ] 
f(z) = 207/74*z^3 - 171/74*z + 1
*
[ 1/3 ] 
f(z) = 207/76*z^3 - 175/76*z + 1
*
[ 1/3 ] 
f(z) = 207/77*z^3 - 177/77*z + 1
*
[ -6/5 ] 
f(z) = 209/72*z^3 - 176/75*z + 1
*
[ -6/5 ] 
f(z) = 211/72*z^3 - 179/75*z + 1
*
[ 5/6 ] 
f(z) = 216/65*z^3 - 163/65*z + 1
*
[ 1/3 ] 
f(z) = 216/71*z^3 - 166/71*z + 1
*
[ 1/3 ] 
f(z) = 216/73*z^3 - 170/73*z + 1
*
[ 1/3 ] 
f(z) = 216/77*z^3 - 178/77*z + 1
*
[ 2/7 ] 
f(z) = 217/72*z^3 - 173/63*z + 1
*
[ 2/5 ] 
f(z) = 205/64*z^3 - 161/80*z + 1
*
[ 4/7 ] 
f(z) = 207/64*z^3 - 177/98*z + 1
*
[ 3/8 ] 
f(z) = 208/63*z^3 - 179/84*z + 1
*
[ 4/7 ] 
f(z) = 211/64*z^3 - 179/98*z + 1
*
[ 2/5 ] 
f(z) = 215/64*z^3 - 163/80*z + 1
*
[ 3/2 ] 
f(z) = 200/63*z^3 - 143/21*z + 1
*
[ 3/2 ] 
f(z) = 208/63*z^3 - 149/21*z + 1
*
[ 3/2 ] 
f(z) = 212/63*z^3 - 152/21*z + 1
*
[ 21/20 ] 
f(z) = 200/63*z^3 - 145/42*z + 1
*
[ 4/15 ] 
f(z) = 207/64*z^3 - 149/50*z + 1
*
[ -8/7 ] 
f(z) = 217/64*z^3 - 143/56*z + 1
*
-1 | 0.12215242935825047266727333245072111410 | 0.023011731193973742159121962742749808793
f(z) = 202/61*z^3 - 141/61*z + 1
*
-1 | 0.093308568133704980941075809857937064952 | 0.017561631998037606512533676223190769636
f(z) = 203/60*z^3 - 143/60*z + 1
*
-1 | 0.12223593195479670106605245259917190449 | 0.023006059324062079472493580166747452497
f(z) = 203/61*z^3 - 142/61*z + 1
*
-1 | 0.10942617015956440819954454063022182514 | 0.020595130433715826517664785698263236667
f(z) = 203/62*z^3 - 141/62*z + 1
*
-1 | 0.12231905807099727496561069830107720749 | 0.023000432147560220188987119861321580296
f(z) = 204/61*z^3 - 143/61*z + 1
*
-1 | 0.12240181109980636520846042094617584879 | 0.022994849075901702350298988336103615691
f(z) = 205/61*z^3 - 144/61*z + 1
*
-1 | 0.10959182581774801706744489223890013416 | 0.020588318685715998613656944221928173999
f(z) = 205/62*z^3 - 143/62*z + 1
*
-1 | 0.10889078913762892233671295821637050846 | 0.020456619387223876348424161193173782586
f(z) = 205/63*z^3 - 142/63*z + 1
*
-1 | 0.11392249608091212819445402280586750121 | 0.021401894140230754395651290986015311390
f(z) = 205/64*z^3 - 141/64*z + 1
*
-1 | 0.12248419438835592939499886166278675922 | 0.022989309531227829682284292308962273952
f(z) = 206/61*z^3 - 145/61*z + 1
*
-1 | 0.10897295223428910201210648022834768671 | 0.020453356793959840108150462960337770987
f(z) = 206/63*z^3 - 143/63*z + 1
*
-1 | 0.12258772426268949344274850834087136110 | 0.023008741265572564760210346422451847577
f(z) = 206/65*z^3 - 141/65*z + 1
*
-1 | 0.12256621123877964199056709167217702460 | 0.022983812946140557695316945719240157576
f(z) = 207/61*z^3 - 146/61*z + 1
*
[ 1/3 ] 
f(z) = 207/61*z^3 - 145/61*z + 1
*
[ 1/3 ] 
f(z) = 207/62*z^3 - 147/62*z + 1
*
-1 | 0.10975665839964893006977463209854531035 | 0.020581745007492123251757925550903239056
f(z) = 207/62*z^3 - 145/62*z + 1
*
[ 1/3 ] 
f(z) = 207/64*z^3 - 151/64*z + 1
*
-1 | 0.11408623974737883006619733795079347121 | 0.021393635061248132261887377856624435381
f(z) = 207/64*z^3 - 143/64*z + 1
*
[ 1/3 ] 
f(z) = 207/65*z^3 - 153/65*z + 1
*
-1 | 0.12266930618508240320998561296566674007 | 0.023003145476187512107043727752583462830
f(z) = 207/65*z^3 - 142/65*z + 1
*
[ 1/3 ] 
f(z) = 207/67*z^3 - 157/67*z + 1
*
[ 1/3 ] 
f(z) = 207/68*z^3 - 159/68*z + 1
*
-1 | 0.12264786490901834017743935651531127354 | 0.022978358763462267033314270539995047792
f(z) = 208/61*z^3 - 147/61*z + 1
*
-1 | 0.10913618794395658410594237057226407656 | 0.020446915097243429903232233838374808482
f(z) = 208/63*z^3 - 145/63*z + 1
*
-1 | 0.12280154506371495266850363573466659061 | 0.023007151092884900818506391020498182822
f(z) = 208/67*z^3 - 141/67*z + 1
*
[ 3/4 ] 
f(z) = 208/75*z^3 - 142/75*z + 1
*
-1 | 0.093802456623744877825526179851817023807 | 0.017558327914290664595994041543867774713
f(z) = 209/60*z^3 - 149/60*z + 1
*
-1 | 0.12272915861360748192849800777920007520 | 0.022972946436002199595637036570227053145
f(z) = 209/61*z^3 - 148/61*z + 1
*
-1 | 0.10991873763284816736436793195273597737 | 0.020575039383284957053163800700829548832
f(z) = 209/62*z^3 - 147/62*z + 1
*
-1 | 0.10921726698231100523269397098232436465 | 0.020443735234676289541278433182827975162
f(z) = 209/63*z^3 - 146/63*z + 1
*
-1 | 0.11424854166968049844751397357184387980 | 0.021385509831711112684965385681429886934
f(z) = 209/64*z^3 - 145/64*z + 1
*
-1 | 0.12283139464592356395847483321418341558 | 0.022992083395146693694272902874297138026
f(z) = 209/65*z^3 - 144/65*z + 1
*
-1 | 0.12288219979420835471012724859317341914 | 0.023001593310829357234966061666053170145
f(z) = 209/67*z^3 - 142/67*z + 1
*
-1 | 0.11435015251092414075559681403038279221 | 0.021404529765030760689730287829867184062
f(z) = 209/68*z^3 - 141/68*z + 1
*
-1 | 0.12281009552444709726356966791542795948 | 0.022967575426329341319180460952704293186
f(z) = 210/61*z^3 - 149/61*z + 1
*
-1 | 0.12296250305756046675704045935554872798 | 0.022996078225691021563456693157456589122
f(z) = 210/67*z^3 - 143/67*z + 1
*
-1 | 0.093963156406486601258305596979554473507 | 0.017557108963472640301152296460597739860
f(z) = 211/60*z^3 - 151/60*z + 1
*
-1 | 0.12289067877155469868608997428624145290 | 0.022962245206551543520938739394923673307
f(z) = 211/61*z^3 - 150/61*z + 1
*
-1 | 0.11008004538967611007034189907578845250 | 0.020568565654070955003950584145147654740
f(z) = 211/62*z^3 - 149/62*z + 1
*
-1 | 0.10937836317147588737747150201871442512 | 0.020437455635699732680321075160739076959
f(z) = 211/63*z^3 - 148/63*z + 1
*
-1 | 0.11440942711807094380726124085462206864 | 0.021377514923730102766879466789277844984
f(z) = 211/64*z^3 - 147/64*z + 1
*
-1 | 0.12299207017393197370792834096470826698 | 0.022981190290641696831817623019454124053
f(z) = 211/65*z^3 - 146/65*z + 1
*
-1 | 0.089836558573079050745021360176287393547 | 0.016786050065704866604111123886763666944
f(z) = 211/66*z^3 - 145/66*z + 1
*
-1 | 0.12304245791699623283244043031101729570 | 0.022990605290405812768738885825166288409
f(z) = 211/67*z^3 - 144/67*z + 1
*
-1 | 0.11451020313622955006952248004811198884 | 0.021396345022668684232272184512332227892
f(z) = 211/68*z^3 - 143/68*z + 1
*
-1 | 0.10274900480779719326971974400087951773 | 0.019198753450712463044996277193837757528
f(z) = 211/69*z^3 - 142/69*z + 1
*
-1 | 0.11028225382185627880242183182485267290 | 0.020606348500166098607216246433574551540
f(z) = 211/70*z^3 - 141/70*z + 1
*
-1 | 0.12297091144380160236487158068898224395 | 0.022956955258100682380411841829258755411
f(z) = 212/61*z^3 - 151/61*z + 1
*
-1 | 0.10945838649639827179637529321684241301 | 0.020434355181388446100828668621302668504
f(z) = 212/63*z^3 - 149/63*z + 1
*
-1 | 0.12307188577609254457195866739324187409 | 0.022975805758608512796437161868185618519
f(z) = 212/65*z^3 - 147/65*z + 1
*
-1 | 0.12312206739571450407451479051553221878 | 0.022985173967585046485972166537584722830
f(z) = 212/67*z^3 - 145/67*z + 1
*
-1 | 0.10282840973768939608729692900462573904 | 0.019196630925912913066215077846102458477
f(z) = 212/69*z^3 - 143/69*z + 1
*
-1 | 0.12322183005992272793909787214347756779 | 0.023003798266549470876339221752242238617
f(z) = 212/71*z^3 - 141/71*z + 1
*
[ -5/4 ] 
f(z) = 212/75*z^3 - 157/60*z + 1
*
-1 | 0.12305079658963309770219215146047376655 | 0.022951705071523663501857002992958952550
f(z) = 213/61*z^3 - 152/61*z + 1
*
-1 | 0.11024060645726493328769749268499048968 | 0.020562320248532380985713549846318145015
f(z) = 213/62*z^3 - 151/62*z + 1
*
-1 | 0.11456892070182120828055428431200552940 | 0.021369646935975376767050880841592334269
f(z) = 213/64*z^3 - 149/64*z + 1
*
-1 | 0.12315135729038094432278764494934544350 | 0.022970461874480799129913802349268590883
f(z) = 213/65*z^3 - 148/65*z + 1
*
-1 | 0.12320133447758465516376025087802476373 | 0.022979783729298442272304979263756960283
f(z) = 213/67*z^3 - 146/67*z + 1
*
-1 | 0.11466887559600260136734812866479811561 | 0.021388290742560046771172153597355776291
f(z) = 213/68*z^3 - 145/68*z + 1
*
-1 | 0.11043986826472398402078695721539634661 | 0.020599486998879157452993633594721687067
f(z) = 213/70*z^3 - 143/70*z + 1
*
-1 | 0.12313033721777288949504246509034086438 | 0.022946494146279085553214691769314547758
f(z) = 214/61*z^3 - 153/61*z + 1
*
-1 | 0.10961739874071043858984535496186350548 | 0.020428231217180356973393899271078986857
f(z) = 214/63*z^3 - 151/63*z + 1
*
-1 | 0.12323048768289259287882775530793896527 | 0.022965158125551325283523047609618011777
f(z) = 214/65*z^3 - 149/65*z + 1
*
-1 | 0.12328026210782806948094074689181461878 | 0.022974434056863007434092669066629876830
f(z) = 214/67*z^3 - 147/67*z + 1
*
-1 | 0.10298516673324851335023966880044934749 | 0.019192252526836748109422982182242107165
f(z) = 214/69*z^3 - 145/69*z + 1
*
-1 | 0.12337921961907116075641847178147779465 | 0.022992875717982263908786102686782273816
f(z) = 214/71*z^3 - 143/71*z + 1
*
-1 | 0.12342840671924816130227807188454396565 | 0.023002042195812075871657443205418044608
f(z) = 214/73*z^3 - 141/73*z + 1
*
-1 | 0.12320953629791222393190884745013487337 | 0.022941321990539383745466812631500164732
f(z) = 215/61*z^3 - 154/61*z + 1
*
-1 | 0.11039914070008278579359005834765073367 | 0.020556056863614518400944998632434707290
f(z) = 215/62*z^3 - 153/62*z + 1
*
-1 | 0.10969639359594463229568252095060248732 | 0.020425207027811462332139788159066543780
f(z) = 215/63*z^3 - 152/63*z + 1
*
-1 | 0.11472704639214309275913553693085382814 | 0.021361902587976084040527110610253554331
f(z) = 215/64*z^3 - 151/64*z + 1
*
-1 | 0.090154393901881853359876170220676712656 | 0.016786533262848083634353879894228571934
f(z) = 215/66*z^3 - 149/66*z + 1
*
-1 | 0.12335885319368488658458144202975120113 | 0.022969124440637611313839393551550710983
f(z) = 215/67*z^3 - 148/67*z + 1
*
-1 | 0.11482619352460990892484739274247190352 | 0.021380363547725661747113725607787278299
f(z) = 215/68*z^3 - 147/68*z + 1
*
-1 | 0.10306459184337710405010173037254920296 | 0.019190381348286093480712989818098467960
f(z) = 215/69*z^3 - 146/69*z + 1
*
-1 | 0.12345741301804060275980165920423472976 | 0.022987476045016742514907192924861268654
f(z) = 215/71*z^3 - 144/71*z + 1
*
-1 | 0.10136144489922546602093075527331112425 | 0.018873259446710947266095401263557267540
f(z) = 215/72*z^3 - 143/72*z + 1
*
-1 | 0.12350640349828627621529357320662337322 | 0.022996597955670392123864620821532237265
f(z) = 215/73*z^3 - 142/73*z + 1
*
-1 | 0.11069542047333636244829738458290796756 | 0.020611223451215818187104031846170190204
f(z) = 215/74*z^3 - 141/74*z + 1
*
-1 | 0.12328839676138409715447880218224281303 | 0.022936188120998280406421860905923606826
f(z) = 216/61*z^3 - 155/61*z + 1
*
[ 1/3 ] 
f(z) = 216/61*z^3 - 146/61*z + 1
*
[ 1/3 ] 
f(z) = 216/65*z^3 - 154/65*z + 1
*
-1 | 0.12338773677599712093907493859757098343 | 0.022954669026930708660559699219000321771
f(z) = 216/65*z^3 - 151/65*z + 1
*
[ 1/3 ] 
f(z) = 216/67*z^3 - 158/67*z + 1
*
-1 | 0.12343711060506639368287656088519375716 | 0.022963854379823070659255635931069424786
f(z) = 216/67*z^3 - 149/67*z + 1
*
-1 | 0.12353527594928253756669664081870288284 | 0.022982116753745100965493725595301387170
f(z) = 216/71*z^3 - 145/71*z + 1
*
-1 | 0.12358407138760573189949388287587869521 | 0.022991194504630234542415965232952072685
f(z) = 216/73*z^3 - 143/73*z + 1
*
[ -7/6 ] 
f(z) = 216/77*z^3 - 151/77*z + 1
*
-1 | 0.094441051637487504010259839541031966654 | 0.017554433743115329403347177893177014573
f(z) = 217/60*z^3 - 157/60*z + 1
*
-1 | 0.12336692150182293303452398644568788539 | 0.022931092062683376129015700025778111438
f(z) = 217/61*z^3 - 156/61*z + 1
*
-1 | 0.11488382754412488684050684924557716487 | 0.021354278714726950470439501230488599385
f(z) = 217/64*z^3 - 153/64*z + 1
*
-1 | 0.12346586121977507412370253382376957951 | 0.022949482695710422601719936633888232199
f(z) = 217/65*z^3 - 152/65*z + 1
*
-1 | 0.090311428324720097819447472794823652290 | 0.016786831121468702603375904806815952121
f(z) = 217/66*z^3 - 151/66*z + 1
*
-1 | 0.12351503717519343127181082886198810404 | 0.022958623382267573160937208413951733954
f(z) = 217/67*z^3 - 150/67*z + 1
*
-1 | 0.11498217995132862140193457192341905709 | 0.021372560180104539835174263236222290197
f(z) = 217/68*z^3 - 149/68*z + 1
*
-1 | 0.10321934784040005154860125257351569996 | 0.019186118443778927353891732550657695542
f(z) = 217/69*z^3 - 148/69*z + 1
*
-1 | 0.12361281120709153351476822703211510655 | 0.022976797340890363255170369733092082852
f(z) = 217/71*z^3 - 146/71*z + 1
*
-1 | 0.10151664846611046962335868324117615381 | 0.018869625532781461653980771507698568401
f(z) = 217/72*z^3 - 145/72*z + 1
*
-1 | 0.12366141316242304272481511396269965182 | 0.022985831333945923083472549259968686553
f(z) = 217/73*z^3 - 144/73*z + 1
*
-1 | 0.11084958480940773245165087400989143285 | 0.020604405163317599247093099509660064010
f(z) = 217/74*z^3 - 143/74*z + 1
*
-1 | 0.10336515560096609670622341082757396334 | 0.019213220775103165436209410519867615675
f(z) = 217/75*z^3 - 142/75*z + 1
*
-1 | 0.11517659250921279368461322326834804279 | 0.021408697032744717294620475189336667943
f(z) = 217/76*z^3 - 141/76*z + 1
*
-1 | 0.12344511337581010515406287348479387145 | 0.022926033348773720948091050465801923583
f(z) = 218/61*z^3 - 157/61*z + 1
*
-1 | 0.10993136791072676880188445281603716496 | 0.020416281680790313873019397750190372343
f(z) = 218/63*z^3 - 155/63*z + 1
*
-1 | 0.12354365602942335801781242450973504997 | 0.022944334536250752308370759448510216472
f(z) = 218/65*z^3 - 153/65*z + 1
*
-1 | 0.12359263570122117200326376642558994335 | 0.022953430964277272447478137045665894040
f(z) = 218/67*z^3 - 151/67*z + 1
*
-1 | 0.10329675155164366152631296168613376298 | 0.019184111109229519484206454507447792492
f(z) = 218/69*z^3 - 149/69*z + 1
*
-1 | 0.12369002155032893623277630596403985279 | 0.022971517311831154277267146678455636927
f(z) = 218/71*z^3 - 147/71*z + 1
*
-1 | 0.12373843156283042391437465037628933445 | 0.022980507943624288842659988424434824682
f(z) = 218/73*z^3 - 145/73*z + 1
*
-1 | 0.10344198346256325246375501067224735848 | 0.019211083352536650116073841970887446914
f(z) = 218/75*z^3 - 143/75*z + 1
*
-1 | 0.12383469513138448045006921127169983494 | 0.022998385862989339467718135485489162647
f(z) = 218/77*z^3 - 141/77*z + 1
*
-1 | 0.12352297520350566671559491174887126311 | 0.022921011520422210732606502504414944290
f(z) = 219/61*z^3 - 158/61*z + 1
*
-1 | 0.11071152647516213704691663127199753195 | 0.020543709942218915495017838348964790182
f(z) = 219/62*z^3 - 157/62*z + 1
*
-1 | 0.11503928691773005275517108234543176004 | 0.021346772261583381810064521361664928732
f(z) = 219/64*z^3 - 155/64*z + 1
*
-1 | 0.12362112398586314763124044284288136798 | 0.022939224078591449074721947433966899068
f(z) = 219/65*z^3 - 154/65*z + 1
*
-1 | 0.12366990894485062111867108881439237855 | 0.022948276650431893779089585690963503596
f(z) = 219/67*z^3 - 152/67*z + 1
*
-1 | 0.11513685732089367229927059485613583355 | 0.021364877495296227907147497925646510864
f(z) = 219/68*z^3 - 151/68*z + 1
*
-1 | 0.11090732330258246370668646132769437778 | 0.020580042141387285738348616213979883793
f(z) = 219/70*z^3 - 149/70*z + 1
*
-1 | 0.12376690970302147453441682290894147810 | 0.022966276180412942354727837546090703382
f(z) = 219/71*z^3 - 148/71*z + 1
*
-1 | 0.11100311080909616119630616661980194941 | 0.020597816539524116453180119269585190810
f(z) = 219/74*z^3 - 145/74*z + 1
*
-1 | 0.11532974031791509106474691430688550228 | 0.021400669002014210760493669782640960425
f(z) = 219/76*z^3 - 143/76*z + 1
*
-1 | 0.12391101616511383642242292487123047254 | 0.022993016678464778222100561002164586734
f(z) = 219/77*z^3 - 142/77*z + 1
*
[ 4/9 ] 
f(z) = 203/64*z^3 - 152/81*z + 1
*
[ 2/3 ] 
f(z) = 203/72*z^3 - 142/81*z + 1
*
[ 2/3 ] 
f(z) = 205/72*z^3 - 143/81*z + 1
*
[ 2/3 ] 
f(z) = 209/72*z^3 - 145/81*z + 1
*
[ 4/9 ] 
f(z) = 211/64*z^3 - 154/81*z + 1
*
[ 2/3 ] 
f(z) = 211/72*z^3 - 146/81*z + 1
*
[ 4/9 ] 
f(z) = 215/64*z^3 - 155/81*z + 1
*
[ 2/3 ] 
f(z) = 215/72*z^3 - 148/81*z + 1
*
[ 2/3 ] 
f(z) = 217/72*z^3 - 149/81*z + 1
*
[ -3/2 ] 
f(z) = 208/63*z^3 - 121/21*z + 1
*
-12/11 | 0.25015394921101086956755789479798806033 | 0.027690029084680437289890555522278684677
f(z) = 209/64*z^3 - 131/33*z + 1
*
[ -3/2 ] 
f(z) = 212/63*z^3 - 124/21*z + 1
*
3/4 | 0.16782472589051118844215693798592307822 | 0.028010634890849591875777534906850543924
f(z) = 200/63*z^3 - 131/42*z + 1
*
[ -8/7 ] 
f(z) = 203/64*z^3 - 127/56*z + 1
*
[ 4/15 ] 
f(z) = 205/64*z^3 - 134/45*z + 1
*
2/5 | 0.20686891435020148589415479880531724846 | 0.029680793032069983507493034180161024933
f(z) = 205/72*z^3 - 133/45*z + 1
*
[ 6/19 ] 
f(z) = 209/72*z^3 - 140/57*z + 1
*
[ 4/5 ] 
f(z) = 217/64*z^3 - 121/50*z + 1
*
-1 | 0.12198428091811621512785840148670172594 | 0.023023211423363922899271476284066474149
f(z) = 200/61*z^3 - 139/61*z + 1
*
-1 | 0.10847438875946087661070929453923040756 | 0.020473365647051487199495630515926298869
f(z) = 200/63*z^3 - 137/63*z + 1
*
[ 7/10 ] 
f(z) = 200/63*z^3 - 125/63*z + 1
*
-1 | 0.12214327302795939559912883790941825391 | 0.023053219461547329628351795590182868628
f(z) = 200/67*z^3 - 133/67*z + 1
*
-1 | 0.10185218660523164808215026226466440612 | 0.019223496736585723581889167701686657176
f(z) = 200/69*z^3 - 131/69*z + 1
*
-1 | 0.12224815828792249137448646979596783643 | 0.023073015418019342683891681756954286488
f(z) = 200/71*z^3 - 129/71*z + 1
*
[ 1/2 ] 
f(z) = 200/71*z^3 - 121/71*z + 1
*
-1 | 0.12230027523538538688026112099532568023 | 0.023082851927208457335722621320792605263
f(z) = 200/73*z^3 - 127/73*z + 1
*
[ 1/2 ] 
f(z) = 200/73*z^3 - 123/73*z + 1
*
[ 7/10 ] 
f(z) = 200/77*z^3 - 131/77*z + 1
*
[ 1/2 ] 
f(z) = 200/77*z^3 - 127/77*z + 1
*
[ 1/2 ] 
f(z) = 200/79*z^3 - 129/79*z + 1
*
-1 | 0.12206854684173927875443124712426495290 | 0.023017448356823670245803776965474999675
f(z) = 201/61*z^3 - 140/61*z + 1
*
-1 | 0.10925901242337956007180392517700590444 | 0.020602061227395390374809256786053251988
f(z) = 201/62*z^3 - 139/62*z + 1
*
-1 | 0.11359057898466336789905995780904508192 | 0.021418828627418236030821086574088003270
f(z) = 201/64*z^3 - 137/64*z + 1
*
-1 | 0.12217430797959082227652623209903617493 | 0.023037390853000125315310265856637073015
f(z) = 201/65*z^3 - 136/65*z + 1
*
-1 | 0.11369567325972797203800808779337249436 | 0.021438645378837695137937231808214770984
f(z) = 201/68*z^3 - 133/68*z + 1
*
-1 | 0.10946920576942676298142831452069171127 | 0.020641695634560587725603003891364038019
f(z) = 201/70*z^3 - 131/70*z + 1
*
-1 | 0.12233129302090223478185078299596085493 | 0.023066992213667292103584733796937672473
f(z) = 201/71*z^3 - 130/71*z + 1
*
-1 | 0.12238318906371623598427211139096413766 | 0.023076777817873291701468542864447510724
f(z) = 201/73*z^3 - 128/73*z + 1
*
-1 | 0.10957299842527987535025460181936123130 | 0.020661266950495182708282833336497321368
f(z) = 201/74*z^3 - 127/74*z + 1
*
-1 | 0.11390326313353812903772325890931967652 | 0.021477788870944795491843495431536163832
f(z) = 201/76*z^3 - 125/76*z + 1
*
-1 | 0.12248634643703169959648072408608131132 | 0.023096229343875257436209714194059364195
f(z) = 201/77*z^3 - 124/77*z + 1
*
-1 | 0.10864207940877326717256202236718434595 | 0.020466578854333536131216483415986520915
f(z) = 202/63*z^3 - 139/63*z + 1
*
-1 | 0.12225773652930748509830687190949435776 | 0.023031569524868125686713351631676044381
f(z) = 202/65*z^3 - 137/65*z + 1
*
-1 | 0.12231005910403696623140836067799601766 | 0.023041426332721862407344529149884427507
f(z) = 202/67*z^3 - 135/67*z + 1
*
-1 | 0.10201852578082702625638961703972249857 | 0.019218798221267692958768344417687788916
f(z) = 202/69*z^3 - 133/69*z + 1
*
-1 | 0.12241405407726493556960703033365962442 | 0.023061017464736339122378738519403148654
f(z) = 202/71*z^3 - 131/71*z + 1
*
-1 | 0.12246573109689479891170621014417985518 | 0.023070752659450645471280520135734283907
f(z) = 202/73*z^3 - 129/73*z + 1
*
-1 | 0.10217252547717351760925792457051488389 | 0.019247809511791320046486362450071375639
f(z) = 202/75*z^3 - 127/75*z + 1
*
-1 | 0.12256845547236734183390799749231039454 | 0.023090104429430677603025804296067133392
f(z) = 202/77*z^3 - 125/77*z + 1
*
-1 | 0.11375728471507849626141303971403432111 | 0.021410290729137910828267268160214472796
f(z) = 203/64*z^3 - 139/64*z + 1
*
-1 | 0.12234078906625836705439898961093385873 | 0.023025794510666039534691300455114070298
f(z) = 203/65*z^3 - 138/65*z + 1
*
-1 | 0.089186787523979688208211877518540804053 | 0.016785870503756400944853635126554370825
f(z) = 203/66*z^3 - 137/66*z + 1
*
-1 | 0.12239288929834172087285639901241242961 | 0.023035600310081470791823611450158167588
f(z) = 203/67*z^3 - 136/67*z + 1
*
-1 | 0.11386148576433648380884246729589947196 | 0.021429902438088968610405388789900794200
f(z) = 203/68*z^3 - 135/68*z + 1
*
-1 | 0.10210113538572559783390121078177276068 | 0.019216483567260284499061994238871062229
f(z) = 203/69*z^3 - 134/69*z + 1
*
-1 | 0.12249644481814195188863757545608508612 | 0.023055090523750715134843689090097726888
f(z) = 203/71*z^3 - 132/71*z + 1
*
-1 | 0.10040171372837766409529495687500705755 | 0.018896634936499235640129627162634226960
f(z) = 203/72*z^3 - 131/72*z + 1
*
-1 | 0.12254790467189177871663403139641537837 | 0.023064775797378881039278889515291149999
f(z) = 203/73*z^3 - 130/73*z + 1
*
-1 | 0.10973749720342091063476069931763413020 | 0.020653725384689786096680266242376588749
f(z) = 203/74*z^3 - 129/74*z + 1
*
-1 | 0.10225551717420575445692913307736214952 | 0.019245539807332497675397608437132224079
f(z) = 203/75*z^3 - 128/75*z + 1
*
-1 | 0.11406733074758231018303873262482217184 | 0.021468644580602884396129807262171602602
f(z) = 203/76*z^3 - 127/76*z + 1
*
-1 | 0.089495947614107147424065604438777413925 | 0.016844057611756157965347800872636527912
f(z) = 203/78*z^3 - 125/78*z + 1
*
-1 | 0.12242346897947290625251100590876354263 | 0.023020065196193287529679068787796844134
f(z) = 204/65*z^3 - 139/65*z + 1
*
-1 | 0.12247534876458547486366859711628468156 | 0.023029820482868394530833309594070890595
f(z) = 204/67*z^3 - 137/67*z + 1
*
-1 | 0.12257846855932151780244564217581956434 | 0.023049210755155481933732462346433067167
f(z) = 204/71*z^3 - 133/71*z + 1
*
[ 1/2 ] 
f(z) = 204/71*z^3 - 122/71*z + 1
*
-1 | 0.12262971308075065360970922604065125524 | 0.023058846589151038994542954948333699565
f(z) = 204/73*z^3 - 131/73*z + 1
*
[ 1/2 ] 
f(z) = 204/73*z^3 - 124/73*z + 1
*
[ 1/2 ] 
f(z) = 204/77*z^3 - 128/77*z + 1
*
-1 | 0.12273158237749856193156923150069411003 | 0.023078001722330776040101539178227897986
f(z) = 204/77*z^3 - 127/77*z + 1
*
[ 1/2 ] 
f(z) = 204/79*z^3 - 130/79*z + 1
*
-1 | 0.089351558124744079754793759550161818935 | 0.016785908438068846375153119235727832439
f(z) = 205/66*z^3 - 139/66*z + 1
*
-1 | 0.12255744082167882351460679995337882828 | 0.023024086241054950627418921908147976512
f(z) = 205/67*z^3 - 138/67*z + 1
*
-1 | 0.11402581907107482116935359615923716609 | 0.021421304772667595518586388072757328223
f(z) = 205/68*z^3 - 137/68*z + 1
*
-1 | 0.10226421771343612983430402754948246694 | 0.019211727596646136141394973337777588356
f(z) = 205/69*z^3 - 136/69*z + 1
*
-1 | 0.12266012857206367483414153135260800365 | 0.023043377535038485961812137554161079845
f(z) = 205/71*z^3 - 134/71*z + 1
*
-1 | 0.10056518264139554918147980153716981692 | 0.018892540693240106931143682845086459315
f(z) = 205/72*z^3 - 133/72*z + 1
*
-1 | 0.12271115957139361154149345796426673541 | 0.023052964404033647356432002788360041471
f(z) = 205/73*z^3 - 132/73*z + 1
*
-1 | 0.10990119104967795104283300086381776921 | 0.020646437162506832731099462411141023748
f(z) = 205/74*z^3 - 131/74*z + 1
*
-1 | 0.11422994850651135610289825207461019323 | 0.021459653270272624559965192087345341095
f(z) = 205/76*z^3 - 129/76*z + 1
*
-1 | 0.12281260669498176824371145205428137758 | 0.023072022629358368072678094928973661526
f(z) = 205/77*z^3 - 128/77*z + 1
*
-1 | 0.089657763155764652962630627773388651435 | 0.016843433228031786872289724509038183658
f(z) = 205/78*z^3 - 127/78*z + 1
*
-1 | 0.12263916874398516040369509194769087421 | 0.023018396985725564192121731301474018734
f(z) = 206/67*z^3 - 139/67*z + 1
*
-1 | 0.10234676421479387114133776806713589429 | 0.019209673981226486345247812507750606508
f(z) = 206/69*z^3 - 137/69*z + 1
*
-1 | 0.12274142808389692270769667165045085609 | 0.023037590250860139231476198675843057786
f(z) = 206/71*z^3 - 135/71*z + 1
*
-1 | 0.12279224734840943871873647370081402647 | 0.023047128622793445901569490439422620228
f(z) = 206/73*z^3 - 133/73*z + 1
*
-1 | 0.10249922415809464389665002042422886261 | 0.019238289500519872910811567856445541446
f(z) = 206/75*z^3 - 131/75*z + 1
*
-1 | 0.12289327581609532263506935920122353852 | 0.023066090862996719276565551656478613897
f(z) = 206/77*z^3 - 129/77*z + 1
*
-1 | 0.12294348921608304785797018064857588621 | 0.023075515518975375966105340114986042799
f(z) = 206/79*z^3 - 127/79*z + 1
*
[ 2/3 ] 
f(z) = 207/62*z^3 - 123/62*z + 1
*
[ 12/23 ] 
f(z) = 207/64*z^3 - 124/69*z + 1
*
-1 | 0.12272053576211707009682245271004815625 | 0.023012752128820192485157064139410182740
f(z) = 207/67*z^3 - 140/67*z + 1
*
-1 | 0.11418869945916949465390866723755632588 | 0.021412848471098293461440948214918956522
f(z) = 207/68*z^3 - 139/68*z + 1
*
-1 | 0.10996093014593788437116342814902419768 | 0.020620050373705493963398776687188496391
f(z) = 207/70*z^3 - 137/70*z + 1
*
[ 2/3 ] 
f(z) = 207/70*z^3 - 127/70*z + 1
*
-1 | 0.12282237027939708033922166230356551045 | 0.023031848301190769369020134984117185218
f(z) = 207/71*z^3 - 136/71*z + 1
*
-1 | 0.12287297957382384593142418977138261024 | 0.023041338637431765144787103702735037776
f(z) = 207/73*z^3 - 134/73*z + 1
*
-1 | 0.11006214926596492881848096169279917979 | 0.020639031145793996537738861002712278449
f(z) = 207/74*z^3 - 133/74*z + 1
*
[ 2/3 ] 
f(z) = 207/74*z^3 - 129/74*z + 1
*
-1 | 0.11439114194888061364762838676867465976 | 0.021450810812177815852532059345412612821
f(z) = 207/76*z^3 - 131/76*z + 1
*
-1 | 0.12297359285866243739337044140882069667 | 0.023060205802331901048104609863099230519
f(z) = 207/77*z^3 - 130/77*z + 1
*
-1 | 0.12302360099743479112408947459826720905 | 0.023069583408898275492959376270674113790
f(z) = 207/79*z^3 - 128/79*z + 1
*
[ 3/4 ] 
f(z) = 208/69*z^3 - 140/69*z + 1
*
-1 | 0.10250871584835703682229746511247167097 | 0.019205243001112845965311265707649292943
f(z) = 208/69*z^3 - 139/69*z + 1
*
[ 1/2 ] 
f(z) = 208/69*z^3 - 121/69*z + 1
*
-1 | 0.12290295830094883278648316591042504642 | 0.023026151095455290925633558083006239343
f(z) = 208/71*z^3 - 137/71*z + 1
*
[ 1/2 ] 
f(z) = 208/71*z^3 - 123/71*z + 1
*
-1 | 0.12295335936785270147268202871468150124 | 0.023035593850926309329597167898405593289
f(z) = 208/73*z^3 - 135/73*z + 1
*
[ 1/2 ] 
f(z) = 208/73*z^3 - 125/73*z + 1
*
-1 | 0.10265992114916943600553260040260113293 | 0.019233571660984601005748815067589713084
f(z) = 208/75*z^3 - 133/75*z + 1
*
[ 1/2 ] 
f(z) = 208/75*z^3 - 127/75*z + 1
*
-1 | 0.12305356089944149274350263452840301382 | 0.023054366837665243925552139148753418655
f(z) = 208/77*z^3 - 131/77*z + 1
*
[ 1/2 ] 
f(z) = 208/77*z^3 - 129/77*z + 1
*
[ 1/2 ] 
f(z) = 208/79*z^3 - 131/79*z + 1
*
-1 | 0.12310336546477484964381887516519431497 | 0.023063697837199048451058061640421978207
f(z) = 208/79*z^3 - 129/79*z + 1
*
-1 | 0.10258916088487160025082112639308942676 | 0.019203059195920064011504172022838254915
f(z) = 209/69*z^3 - 140/69*z + 1
*
-1 | 0.11012261581236100949564293061455566804 | 0.020613202135725589073770524917296791242
f(z) = 209/70*z^3 - 139/70*z + 1
*
-1 | 0.12298319524949042506376084364056348984 | 0.023020498053684959373084202794096243472
f(z) = 209/71*z^3 - 138/71*z + 1
*
-1 | 0.10088783030068986126791041204299705889 | 0.018884597170906181495301687470700870997
f(z) = 209/72*z^3 - 137/72*z + 1
*
-1 | 0.12303338980963862487435427567682879641 | 0.023029893676980102163251820989367206318
f(z) = 209/73*z^3 - 136/73*z + 1
*
-1 | 0.11022235331225330976386181863924162041 | 0.020631871409340510991840753788554539216
f(z) = 209/74*z^3 - 135/74*z + 1
*
-1 | 0.10273974664115777601587524946065459152 | 0.019231246454370018379199727624665657367
f(z) = 209/75*z^3 - 134/75*z + 1
*
-1 | 0.089978311294446552917257314663497286044 | 0.016842508733210432578621232213646790586
f(z) = 209/78*z^3 - 131/78*z + 1
*
-1 | 0.12318278563357082769135656969306028549 | 0.023057858199019743882856920720999441276
f(z) = 209/79*z^3 - 130/79*z + 1
*
-1 | 0.12306308418524194945265408785815136864 | 0.023014888606275978087919048088347350124
f(z) = 210/71*z^3 - 139/71*z + 1
*
-1 | 0.12311307393797138163690696221234913957 | 0.023024237539777363016542202160796650292
f(z) = 210/73*z^3 - 137/73*z + 1
*
-1 | 0.12326186448000017688752568844720020251 | 0.023052063900323516220316288813597958149
f(z) = 210/79*z^3 - 131/79*z + 1
*
-1 | 0.12314262812841765916673652770988461662 | 0.023009322193754737141975375366988550478
f(z) = 211/71*z^3 - 140/71*z + 1
*
-1 | 0.10104705882588924637265161845147801292 | 0.018880743156070642641105513765278601367
f(z) = 211/72*z^3 - 139/72*z + 1
*
-1 | 0.12319241475199250558279718289559871398 | 0.023018624873746089917580827511326620116
f(z) = 211/73*z^3 - 138/73*z + 1
*
-1 | 0.11038117543674962148161312212943461371 | 0.020624832102015442182787102053321016364
f(z) = 211/74*z^3 - 137/74*z + 1
*
-1 | 0.10289836670695266162290037767839207997 | 0.019226661869700852192185043489221732840
f(z) = 211/75*z^3 - 136/75*z + 1
*
-1 | 0.11470935470175134939134851323177797941 | 0.021433556690197032763267353467328528398
f(z) = 211/76*z^3 - 135/76*z + 1
*
-1 | 0.12329140117768841048453047331492037926 | 0.023037120585558169020206147570984687856
f(z) = 211/77*z^3 - 134/77*z + 1
*
-1 | 0.090136329681678555430342727640722878367 | 0.016842062594647744506990296988194182574
f(z) = 211/78*z^3 - 133/78*z + 1
*
-1 | 0.12334060494163251766167410789452148806 | 0.023046314357649461173723603846810218704
f(z) = 211/79*z^3 - 132/79*z + 1
*
[ 1/2 ] 
f(z) = 212/69*z^3 - 122/69*z + 1
*
[ 1/2 ] 
f(z) = 212/71*z^3 - 124/71*z + 1
*
-1 | 0.12327141521188456238808736841119228130 | 0.023013055123327133919344559569609645963
f(z) = 212/73*z^3 - 139/73*z + 1
*
[ 1/2 ] 
f(z) = 212/73*z^3 - 126/73*z + 1
*
-1 | 0.10297716719884040626282005043386255433 | 0.019224401870601023909636494151904322232
f(z) = 212/75*z^3 - 137/75*z + 1
*
[ 1/2 ] 
f(z) = 212/75*z^3 - 128/75*z + 1
*
-1 | 0.12337000318250180870572864170790214664 | 0.023031460123370427897365737976461145865
f(z) = 212/77*z^3 - 135/77*z + 1
*
[ 1/2 ] 
f(z) = 212/77*z^3 - 130/77*z + 1
*
-1 | 0.12341900991809716660990247437507027849 | 0.023040608997874154362796431238051247782
f(z) = 212/79*z^3 - 133/79*z + 1
*
[ 1/2 ] 
f(z) = 212/79*z^3 - 132/79*z + 1
*
-1 | 0.12335007823954545522918346886030808775 | 0.023007527742749557329294831839027342200
f(z) = 213/73*z^3 - 140/73*z + 1
*
-1 | 0.11053863939534793784135939385324581679 | 0.020617910007282931709112514777731621320
f(z) = 213/74*z^3 - 139/74*z + 1
*
-1 | 0.11486642182231195741509946623858709004 | 0.021425137498939572682245730176811973424
f(z) = 213/76*z^3 - 137/76*z + 1
*
-1 | 0.12344827097803058005202485810144098168 | 0.023025842868180169188687540463661296576
f(z) = 213/77*z^3 - 136/77*z + 1
*
-1 | 0.12349708227173625391950905627018851099 | 0.023034947257979678461416084571312718988
f(z) = 213/79*z^3 - 134/79*z + 1
*
-1 | 0.10313376361018107049946333029993326397 | 0.019219944949709412035917208114091646533
f(z) = 214/75*z^3 - 139/75*z + 1
*
-1 | 0.12352620740924246032230570088340899085 | 0.023020268272432714801820322434328926207
f(z) = 214/77*z^3 - 137/77*z + 1
*
-1 | 0.12357482482824380342158678872271259920 | 0.023029328584827932453202487839362264327
f(z) = 214/79*z^3 - 135/79*z + 1
*
-1 | 0.11502216029034741076178398733364065320 | 0.021416852092422058032941205127606971666
f(z) = 215/76*z^3 - 139/76*z + 1
*
-1 | 0.12360381528476837189236793748637396137 | 0.023014735798133786707595533385635378135
f(z) = 215/77*z^3 - 138/77*z + 1
*
-1 | 0.090449005880695126149658853690660792986 | 0.016841389311099762552598714849364439312
f(z) = 215/78*z^3 - 137/78*z + 1
*
-1 | 0.12365224037729113662529223016246619725 | 0.023023752434941024099733603451608326369
f(z) = 215/79*z^3 - 136/79*z + 1
*
[ 1/2 ] 
f(z) = 216/67*z^3 - 121/67*z + 1
*
[ 1/2 ] 
f(z) = 216/71*z^3 - 125/71*z + 1
*
[ 1/2 ] 
f(z) = 216/73*z^3 - 127/73*z + 1
*
-1 | 0.12368109737752093998157847767606390016 | 0.023009244916638011802446786408216814958
f(z) = 216/77*z^3 - 139/77*z + 1
*
[ 1/2 ] 
f(z) = 216/77*z^3 - 131/77*z + 1
*
-1 | 0.12372933167313895126301654180073969970 | 0.023018218274287553921164413826406586545
f(z) = 216/79*z^3 - 137/79*z + 1
*
[ 1/2 ] 
f(z) = 216/79*z^3 - 133/79*z + 1
*
-1 | 0.090602404496602477013231748371102356144 | 0.016840916943699286710690229134068387261
f(z) = 217/78*z^3 - 139/78*z + 1
*
-1 | 0.12380610143523641442077114489273849622 | 0.023012725578074605894207364096030611510
f(z) = 217/79*z^3 - 138/79*z + 1
*
-1 | 0.12388255234880760022842847266033028705 | 0.023007273830545266698103525464027723359
f(z) = 218/79*z^3 - 139/79*z + 1
*
-1 | 0.12395868706542559232650206488263083748 | 0.023001862524781501697892996544690661582
f(z) = 219/79*z^3 - 140/79*z + 1
*
-2 | 0.097356555062694870677219078343668785406 | 0.014438421843909897430193671207827170269
f(z) = 203/72*z^3 - 106/9*z + 1
*
[ 4 ] 
f(z) = 205/64*z^3 - 101/2*z + 1
*
-2 | 0.097551909790123301539800964044372313218 | 0.014447275413438733775156585057126816647
f(z) = 205/72*z^3 - 107/9*z + 1
*
[ -4 ] 
f(z) = 207/64*z^3 - 101/2*z + 1
*
[ 4 ] 
f(z) = 209/64*z^3 - 103/2*z + 1
*
-2 | 0.097936309505308636740859057511689735684 | 0.014464533361424061316239792890685828399
f(z) = 209/72*z^3 - 109/9*z + 1
*
[ -4 ] 
f(z) = 211/64*z^3 - 103/2*z + 1
*
[ 4/3 ] 
f(z) = 211/64*z^3 - 101/18*z + 1
*
-2 | 0.098125447678122710237740232195684662423 | 0.014472946593968465011741039290980663919
f(z) = 211/72*z^3 - 110/9*z + 1
*
[ 2 ] 
f(z) = 211/72*z^3 - 101/9*z + 1
*
[ 4 ] 
f(z) = 213/64*z^3 - 105/2*z + 1
*
[ -4 ] 
f(z) = 215/64*z^3 - 105/2*z + 1
*
[ 4/3 ] 
f(z) = 215/64*z^3 - 103/18*z + 1
*
-2 | 0.098497821769000428653748113316348025559 | 0.014489362334068412809224950514770685123
f(z) = 215/72*z^3 - 112/9*z + 1
*
[ 2 ] 
f(z) = 215/72*z^3 - 103/9*z + 1
*
[ 4 ] 
f(z) = 217/64*z^3 - 107/2*z + 1
*
-2 | 0.098681141701606492163660203860276707983 | 0.014497372635167831407236200232320094156
f(z) = 217/72*z^3 - 113/9*z + 1
*
[ 2 ] 
f(z) = 217/72*z^3 - 104/9*z + 1
*
[ -4 ] 
f(z) = 219/64*z^3 - 107/2*z + 1
*
[ -3/2 ] 
f(z) = 200/63*z^3 - 115/21*z + 1
*
[ -6/5 ] 
f(z) = 200/63*z^3 - 115/42*z + 1
*
[ 4/5 ] 
f(z) = 201/64*z^3 - 113/50*z + 1
*
[ 4/9 ] 
f(z) = 201/64*z^3 - 101/54*z + 1
*
[ 4/5 ] 
f(z) = 209/64*z^3 - 117/50*z + 1
*
[ 4/5 ] 
f(z) = 213/64*z^3 - 119/50*z + 1
*
[ 4/9 ] 
f(z) = 213/64*z^3 - 103/54*z + 1
*
[ 1/2 ] 
f(z) = 200/61*z^3 - 111/61*z + 1
*
[ 1/2 ] 
f(z) = 200/63*z^3 - 113/63*z + 1
*
[ 1/2 ] 
f(z) = 200/67*z^3 - 117/67*z + 1
*
[ 1/2 ] 
f(z) = 200/69*z^3 - 119/69*z + 1
*
[ 3/5 ] 
f(z) = 200/69*z^3 - 118/69*z + 1
*
[ 1/2 ] 
f(z) = 204/61*z^3 - 112/61*z + 1
*
[ 1/2 ] 
f(z) = 204/65*z^3 - 116/65*z + 1
*
[ 1/2 ] 
f(z) = 204/67*z^3 - 118/67*z + 1
*
[ 1/2 ] 
f(z) = 208/61*z^3 - 113/61*z + 1
*
[ 1/2 ] 
f(z) = 208/63*z^3 - 115/63*z + 1
*
[ 1/2 ] 
f(z) = 208/67*z^3 - 119/67*z + 1
*
[ 5/8 ] 
f(z) = 208/75*z^3 - 101/60*z + 1
*
[ 1/2 ] 
f(z) = 212/61*z^3 - 114/61*z + 1
*
[ 1/2 ] 
f(z) = 212/63*z^3 - 116/63*z + 1
*
[ 1/2 ] 
f(z) = 212/65*z^3 - 118/65*z + 1
*
[ 1/2 ] 
f(z) = 212/67*z^3 - 120/67*z + 1
*
[ 1/2 ] 
f(z) = 216/61*z^3 - 115/61*z + 1
*
[ 1/2 ] 
f(z) = 216/65*z^3 - 119/65*z + 1
*
[ 4 ] 
f(z) = 201/64*z^3 - 99/2*z + 1
*
[ -4 ] 
f(z) = 203/64*z^3 - 99/2*z + 1
*
[ 4/3 ] 
f(z) = 203/64*z^3 - 97/18*z + 1
*
[ 2 ] 
f(z) = 203/72*z^3 - 97/9*z + 1
*
[ -2 ] 
f(z) = 203/72*z^3 - 88/9*z + 1
*
[ 2 ] 
f(z) = 205/72*z^3 - 98/9*z + 1
*
[ -2 ] 
f(z) = 205/72*z^3 - 89/9*z + 1
*
[ 2 ] 
f(z) = 209/72*z^3 - 100/9*z + 1
*
[ -2 ] 
f(z) = 209/72*z^3 - 91/9*z + 1
*
[ -2 ] 
f(z) = 211/72*z^3 - 92/9*z + 1
*
[ -2 ] 
f(z) = 215/72*z^3 - 94/9*z + 1
*
[ -2 ] 
f(z) = 217/72*z^3 - 95/9*z + 1
*
[ 3/4 ] 
f(z) = 200/63*z^3 - 89/42*z + 1
*
-21/20 | 0.14632593011294717684089662012975867588 | 0.024422397723037047925074335784639453315
f(z) = 200/63*z^3 - 83/42*z + 1
*
[ 2/3 ] 
f(z) = 201/64*z^3 - 91/48*z + 1
*
[ 4/7 ] 
f(z) = 201/64*z^3 - 87/49*z + 1
*
[ 4/7 ] 
f(z) = 205/64*z^3 - 88/49*z + 1
*
[ 2/5 ] 
f(z) = 205/72*z^3 - 88/45*z + 1
*
[ 4/7 ] 
f(z) = 209/64*z^3 - 89/49*z + 1
*
[ 2/3 ] 
f(z) = 213/64*z^3 - 95/48*z + 1
*
[ 4/7 ] 
f(z) = 213/64*z^3 - 90/49*z + 1
*
[ 2/5 ] 
f(z) = 215/72*z^3 - 89/45*z + 1
*
[ 2/3 ] 
f(z) = 219/64*z^3 - 97/48*z + 1
*
[ -4/3 ] 
f(z) = 205/64*z^3 - 71/18*z + 1
*
-6/5 | 0.20766803653414497715768022690113911503 | 0.028304459882455615533498126937152345974
f(z) = 205/72*z^3 - 64/15*z + 1
*
[ 5/4 ] 
f(z) = 208/75*z^3 - 62/15*z + 1
*
[ 4/19 ] 
f(z) = 209/64*z^3 - 74/19*z + 1
*
[ -4/3 ] 
f(z) = 209/64*z^3 - 73/18*z + 1
*
-6/5 | 0.20595590870769446041197967111436009652 | 0.027896922928319991426978700741590846393
f(z) = 215/72*z^3 - 67/15*z + 1
*
[ 6/5 ] 
f(z) = 215/72*z^3 - 62/15*z + 1
*
[ -4/3 ] 
f(z) = 217/64*z^3 - 77/18*z + 1
*
3/10 | 0.13171968728770248084640454840523719369 | 0.024260692961827238155226292345986657981
f(z) = 200/63*z^3 - 76/21*z + 1
*
[ 2/3 ] 
f(z) = 207/68*z^3 - 63/34*z + 1
*
[ 2/3 ] 
f(z) = 207/76*z^3 - 65/38*z + 1
*
[ -12/11 ] 
f(z) = 209/64*z^3 - 65/33*z + 1
*
[ 4/5 ] 
f(z) = 219/64*z^3 - 61/25*z + 1
*
[ -1 ]
f(z) = 202/61*z^3 - 80/61*z + 1
*
[ -4 ] 
f(z) = 201/64*z^3 - 49*z + 1
*
[ 4 ] 
f(z) = 203/64*z^3 - 50*z + 1
*
[ -4 ] 
f(z) = 205/64*z^3 - 50*z + 1
*
[ 4/3 ] 
f(z) = 205/64*z^3 - 49/9*z + 1
*
[ 6/5 ] 
f(z) = 205/72*z^3 - 59/15*z + 1
*
[ 4 ] 
f(z) = 207/64*z^3 - 51*z + 1
*
[ -4 ] 
f(z) = 209/64*z^3 - 51*z + 1
*
[ 4/3 ] 
f(z) = 209/64*z^3 - 50/9*z + 1
*
[ 4 ] 
f(z) = 211/64*z^3 - 52*z + 1
*
[ -4 ] 
f(z) = 213/64*z^3 - 52*z + 1
*
[ 4 ] 
f(z) = 215/64*z^3 - 53*z + 1
*
[ -4 ] 
f(z) = 217/64*z^3 - 53*z + 1
*
[ 4/3 ] 
f(z) = 217/64*z^3 - 52/9*z + 1
*
[ 4 ] 
f(z) = 219/64*z^3 - 54*z + 1
*
[ 3/10 ] 
f(z) = 200/63*z^3 - 55/21*z + 1
*
[ 4/5 ] 
f(z) = 203/64*z^3 - 57/25*z + 1
*
[ 6/7 ] 
f(z) = 203/72*z^3 - 47/21*z + 1
*
[ 4/5 ] 
f(z) = 207/64*z^3 - 58/25*z + 1
*
[ 3/4 ] 
f(z) = 208/63*z^3 - 46/21*z + 1
*
[ 6/11 ] 
f(z) = 209/72*z^3 - 56/33*z + 1
*
[ 4/5 ] 
f(z) = 211/64*z^3 - 59/25*z + 1
*
[ 6/7 ] 
f(z) = 217/72*z^3 - 50/21*z + 1
*
[ 4/9 ] 
f(z) = 219/64*z^3 - 52/27*z + 1
*
-4/3 | 0.19082118995305528451068694098116432961 | 0.027178309065041248389176853013651578378
f(z) = 201/64*z^3 - 35/6*z + 1
*
[ -4/3 ] 
f(z) = 201/64*z^3 - 23/6*z + 1
*
[ -4/3 ] 
f(z) = 203/64*z^3 - 35/9*z + 1
*
[ 4/7 ] 
f(z) = 203/64*z^3 - 25/14*z + 1
*
[ 4/5 ] 
f(z) = 205/64*z^3 - 23/10*z + 1
*
[ -6/5 ] 
f(z) = 205/72*z^3 - 34/15*z + 1
*
[ 2/3 ] 
f(z) = 207/64*z^3 - 31/16*z + 1
*
[ -5/4 ] 
f(z) = 208/75*z^3 - 38/15*z + 1
*
[ 4/11 ] 
f(z) = 209/64*z^3 - 24/11*z + 1
*
[ -4/3 ] 
f(z) = 211/64*z^3 - 37/9*z + 1
*
-4/3 | 0.19699925922900735106774525985926034314 | 0.027837911019340810141168893843146349588
f(z) = 213/64*z^3 - 37/6*z + 1
*
[ -4/3 ] 
f(z) = 213/64*z^3 - 25/6*z + 1
*
[ -4/3 ] 
f(z) = 215/64*z^3 - 38/9*z + 1
*
[ -6/5 ] 
f(z) = 215/72*z^3 - 37/15*z + 1
*
[ 4/3 ] 
f(z) = 219/64*z^3 - 35/6*z + 1
*
[ 3/5 ] 
f(z) = 200/63*z^3 - 38/21*z + 1
*
[ 4/3 ] 
f(z) = 201/64*z^3 - 16/3*z + 1
*
[ 4/9 ] 
f(z) = 207/64*z^3 - 17/9*z + 1
*
[ 4/3 ] 
f(z) = 207/64*z^3 - 11/2*z + 1
*
[ -4/3 ] 
f(z) = 207/64*z^3 - 4*z + 1
*
[ 4/3 ] 
f(z) = 213/64*z^3 - 17/3*z + 1
*
[ 4/5 ] 
f(z) = 215/64*z^3 - 12/5*z + 1
*
[ 4/7 ] 
f(z) = 217/64*z^3 - 13/7*z + 1
*
-4/3 | 0.19969680357802842810254967818686513193 | 0.028113156326043231334395221252858487334
f(z) = 219/64*z^3 - 19/3*z + 1
*
[ -4/3 ] 
f(z) = 219/64*z^3 - 13/3*z + 1
*
-51/20 | 0.20084779572537359088271650119435868672 | 0.025609614831647616478765956546830791154
f(z) = 200/81*z^3 - 283/18*z + 1
*
[ -9/5 ] 
f(z) = 205/81*z^3 - 299/45*z + 1
*
-4/3 | 0.14078291657049034511605376586635219596 | 0.020021060415873980732905951776408409172
f(z) = 201/80*z^3 - 283/60*z + 1
*
[ 3/2 ] 
f(z) = 202/99*z^3 - 281/66*z + 1
*
[ 3/2 ] 
f(z) = 206/99*z^3 - 287/66*z + 1
*
-4/3 | 0.14762936520400584036333674246603293883 | 0.020831779948442723337298262343242608139
f(z) = 213/80*z^3 - 299/60*z + 1
*
[ 3/2 ] 
f(z) = 214/99*z^3 - 299/66*z + 1
*
[ 7/5 ] 
f(z) = 215/98*z^3 - 281/70*z + 1
*
[ -3/2 ] 
f(z) = 200/93*z^3 - 295/93*z + 1
*
1/3 | 0.14480883381836756174874254530870299014 | 0.025586940341490441763202219107554821762
f(z) = 207/88*z^3 - 287/88*z + 1
*
[ 1/4 ] 
f(z) = 208/93*z^3 - 292/93*z + 1
*
[ 1/4 ] 
f(z) = 208/95*z^3 - 298/95*z + 1
*
[ 3/11 ] 
f(z) = 209/81*z^3 - 283/99*z + 1
*
[ 7/6 ] 
f(z) = 216/91*z^3 - 281/91*z + 1
*
3/4 | 0.22387587457513053655076746800714923395 | 0.028329798225595951109732607241132378960
f(z) = 208/81*z^3 - 289/117*z + 1
*
[ 3/8 ] 
f(z) = 212/81*z^3 - 293/144*z + 1
*
[ 3/4 ] 
f(z) = 200/87*z^3 - 283/174*z + 1
*
[ 6/7 ] 
f(z) = 203/96*z^3 - 289/168*z + 1
*
[ 1/2 ] 
f(z) = 206/89*z^3 - 281/178*z + 1
*
[ 9/19 ] 
f(z) = 209/81*z^3 - 289/171*z + 1
*
[ 1/2 ] 
f(z) = 210/89*z^3 - 283/178*z + 1
*
[ 1/2 ] 
f(z) = 214/87*z^3 - 281/174*z + 1
*
[ 1/2 ] 
f(z) = 214/89*z^3 - 285/178*z + 1
*
[ 2/3 ] 
f(z) = 216/89*z^3 - 281/178*z + 1
*
[ 1/2 ] 
f(z) = 218/87*z^3 - 283/174*z + 1
*
[ 1/2 ] 
f(z) = 218/89*z^3 - 287/178*z + 1
*
[ 3/4 ] 
f(z) = 200/93*z^3 - 287/186*z + 1
*
[ 11/20 ] 
f(z) = 200/99*z^3 - 283/198*z + 1
*
[ 1/2 ] 
f(z) = 202/91*z^3 - 283/182*z + 1
*
[ 1/2 ] 
f(z) = 202/93*z^3 - 287/186*z + 1
*
[ 1/2 ] 
f(z) = 202/95*z^3 - 291/190*z + 1
*
[ 1/2 ] 
f(z) = 202/97*z^3 - 295/194*z + 1
*
[ 1/2 ] 
f(z) = 202/99*z^3 - 299/198*z + 1
*
[ 2/3 ] 
f(z) = 203/80*z^3 - 293/180*z + 1
*
[ 1/2 ] 
f(z) = 206/91*z^3 - 285/182*z + 1
*
[ 1/2 ] 
f(z) = 206/93*z^3 - 289/186*z + 1
*
[ 1/2 ] 
f(z) = 206/95*z^3 - 293/190*z + 1
*
[ 1/2 ] 
f(z) = 206/97*z^3 - 297/194*z + 1
*
[ 2/3 ] 
f(z) = 207/97*z^3 - 281/194*z + 1
*
[ 2/3 ] 
f(z) = 209/80*z^3 - 299/180*z + 1
*
[ 1/2 ] 
f(z) = 210/97*z^3 - 299/194*z + 1
*
[ 1/2 ] 
f(z) = 214/91*z^3 - 289/182*z + 1
*
[ 1/2 ] 
f(z) = 214/93*z^3 - 293/186*z + 1
*
[ 1/2 ] 
f(z) = 214/95*z^3 - 297/190*z + 1
*
[ 2/3 ] 
f(z) = 216/91*z^3 - 283/182*z + 1
*
[ 2/3 ] 
f(z) = 216/95*z^3 - 287/190*z + 1
*
[ 2/3 ] 
f(z) = 216/97*z^3 - 289/194*z + 1
*
[ 1/2 ] 
f(z) = 218/91*z^3 - 291/182*z + 1
*
[ 1/2 ] 
f(z) = 218/93*z^3 - 295/186*z + 1
*
[ 1/2 ] 
f(z) = 218/95*z^3 - 299/190*z + 1
*
3/2 | 0.14699954161092474115439950614125865601 | 0.018794910071969002091855646220328219854
f(z) = 208/81*z^3 - 277/36*z + 1
*
-3/40 | 0.15677986323298249134898667898186606524 | 0.020159545125531863753435207050101291351
f(z) = 200/81*z^3 - 265/72*z + 1
*
[ 7/5 ] 
f(z) = 205/98*z^3 - 267/70*z + 1
*
[ 4/3 ] 
f(z) = 213/80*z^3 - 269/60*z + 1
*
[ 9/7 ] 
f(z) = 217/81*z^3 - 265/63*z + 1
*
[ 4/3 ] 
f(z) = 219/80*z^3 - 277/60*z + 1
*
9/10 | 0.16035359749814201182383750500724302482 | 0.028604933888451534941087749961177802369
f(z) = 200/99*z^3 - 272/99*z + 1
*
1/3 | 0.16695354302447978043560934798148110195 | 0.029962119148244245408835222646259002876
f(z) = 207/80*z^3 - 263/80*z + 1
*
[ 1/4 ] 
f(z) = 208/83*z^3 - 262/83*z + 1
*
[ 1/4 ] 
f(z) = 208/85*z^3 - 268/85*z + 1
*
[ 1/4 ] 
f(z) = 208/87*z^3 - 274/87*z + 1
*
[ 1/4 ] 
f(z) = 208/89*z^3 - 280/89*z + 1
*
-6/5 | 0.20247671903390014465042937497337736500 | 0.029003946788470501115687896136802820324
f(z) = 205/96*z^3 - 269/120*z + 1
*
[ 4/11 ] 
f(z) = 209/96*z^3 - 269/132*z + 1
*
[ 6/7 ] 
f(z) = 217/81*z^3 - 269/126*z + 1
*
[ 3/4 ] 
f(z) = 215/81*z^3 - 263/144*z + 1
*
[ 3/4 ] 
f(z) = 217/81*z^3 - 265/144*z + 1
*
[ 1/2 ] 
f(z) = 202/81*z^3 - 263/162*z + 1
*
[ 1/2 ] 
f(z) = 202/83*z^3 - 267/166*z + 1
*
[ 1/2 ] 
f(z) = 202/85*z^3 - 271/170*z + 1
*
[ 1/2 ] 
f(z) = 202/87*z^3 - 275/174*z + 1
*
[ 1/2 ] 
f(z) = 202/89*z^3 - 279/178*z + 1
*
[ 1/2 ] 
f(z) = 206/81*z^3 - 265/162*z + 1
*
[ 1/2 ] 
f(z) = 206/83*z^3 - 269/166*z + 1
*
[ 1/2 ] 
f(z) = 206/85*z^3 - 273/170*z + 1
*
[ 1/2 ] 
f(z) = 206/87*z^3 - 277/174*z + 1
*
[ 2/3 ] 
f(z) = 207/83*z^3 - 267/166*z + 1
*
[ 2/3 ] 
f(z) = 207/85*z^3 - 269/170*z + 1
*
[ 2/3 ] 
f(z) = 207/89*z^3 - 273/178*z + 1
*
[ 1/2 ] 
f(z) = 210/83*z^3 - 271/166*z + 1
*
[ 1/2 ] 
f(z) = 214/81*z^3 - 269/162*z + 1
*
[ 1/2 ] 
f(z) = 214/83*z^3 - 273/166*z + 1
*
[ 1/2 ] 
f(z) = 214/85*z^3 - 277/170*z + 1
*
[ -6/5 ] 
f(z) = 215/88*z^3 - 278/165*z + 1
*
[ 2/3 ] 
f(z) = 216/83*z^3 - 275/166*z + 1
*
[ 2/3 ] 
f(z) = 216/85*z^3 - 277/170*z + 1
*
[ 1/2 ] 
f(z) = 218/81*z^3 - 271/162*z + 1
*
[ 1/2 ] 
f(z) = 218/83*z^3 - 275/166*z + 1
*
[ 1/2 ] 
f(z) = 218/85*z^3 - 279/170*z + 1
*
[ 13/20 ] 
f(z) = 200/91*z^3 - 267/182*z + 1
*
[ 2/3 ] 
f(z) = 207/91*z^3 - 275/182*z + 1
*
[ 2/3 ] 
f(z) = 207/95*z^3 - 279/190*z + 1
*
[ 7/12 ] 
f(z) = 216/91*z^3 - 277/182*z + 1
*
[ 9/40 ] 
f(z) = 200/81*z^3 - 257/72*z + 1
*
[ -33/20 ] 
f(z) = 200/99*z^3 - 257/66*z + 1
*
6/5 | 0.18324408868382788532934571807345222734 | 0.027730640336556748788879543582740031423
f(z) = 200/99*z^3 - 247/66*z + 1
*
[ 4/3 ] 
f(z) = 201/80*z^3 - 253/60*z + 1
*
[ 9/7 ] 
f(z) = 203/81*z^3 - 247/63*z + 1
*
-11/10 | 0.16034263339418378803789180956405102788 | 0.029018912143585911196876517703521879642
f(z) = 200/99*z^3 - 251/99*z + 1
*
[ 1/4 ] 
f(z) = 208/81*z^3 - 256/81*z + 1
*
[ 9/26 ] 
f(z) = 208/81*z^3 - 257/117*z + 1
*
[ -4/3 ] 
f(z) = 215/96*z^3 - 241/108*z + 1
*
[ -4/3 ] 
f(z) = 217/96*z^3 - 245/108*z + 1
*
[ 6/7 ] 
f(z) = 203/81*z^3 - 253/126*z + 1
*
[ 3/8 ] 
f(z) = 208/99*z^3 - 259/132*z + 1
*
[ 3/4 ] 
f(z) = 203/81*z^3 - 251/144*z + 1
*
[ 3/4 ] 
f(z) = 205/81*z^3 - 253/144*z + 1
*
[ 3/4 ] 
f(z) = 209/81*z^3 - 257/144*z + 1
*
[ -14/11 ] 
f(z) = 209/98*z^3 - 257/154*z + 1
*
[ 3/4 ] 
f(z) = 211/81*z^3 - 259/144*z + 1
*
[ -6/5 ] 
f(z) = 205/88*z^3 - 251/165*z + 1
*
-6/7 | 0.13356663144153545474673537961106555615 | 0.018232342495241437205897396763272228097
f(z) = 217/96*z^3 - 251/168*z + 1
*
-2 | 0.090649851619625864344988645229217190132 | 0.013361401035145361008504676109163574285
f(z) = 209/96*z^3 - 221/24*z + 1
*
-2 | 0.11153517198493233950567264435405221041 | 0.016439808072360323505193086693780635709
f(z) = 211/80*z^3 - 221/20*z + 1
*
-2 | 0.090847640487288915804518957074432270211 | 0.013372796553971628514215620202280108030
f(z) = 211/96*z^3 - 223/24*z + 1
*
-2 | 0.11172476829827020156022203426306348374 | 0.016445915254138403422563125377316973140
f(z) = 213/80*z^3 - 223/20*z + 1
*
-2 | 0.091235473068427831572499400022227125733 | 0.013394831839400728225530148027176239481
f(z) = 215/96*z^3 - 227/24*z + 1
*
-2 | 0.11209797214622235612292827987121827004 | 0.016457781561677275417569668505688670055
f(z) = 217/80*z^3 - 227/20*z + 1
*
-2 | 0.091426658626645299971362288540472361525 | 0.013405636253339663514757163370293098887
f(z) = 217/96*z^3 - 229/24*z + 1
*
-2 | 0.11228166687445274674300549364683810357 | 0.016463548013761653009456332319619540062
f(z) = 219/80*z^3 - 229/20*z + 1
*
[ 27/20 ] 
f(z) = 200/81*z^3 - 229/54*z + 1
*
[ 3/10 ] 
f(z) = 200/87*z^3 - 221/87*z + 1
*
[ -7/5 ] 
f(z) = 200/91*z^3 - 236/91*z + 1
*
[ 3/10 ] 
f(z) = 200/93*z^3 - 235/93*z + 1
*
[ 11/10 ] 
f(z) = 200/99*z^3 - 233/99*z + 1
*
[ -4/3 ] 
f(z) = 205/96*z^3 - 221/108*z + 1
*
[ -4/3 ] 
f(z) = 209/96*z^3 - 229/108*z + 1
*
[ -4/3 ] 
f(z) = 211/96*z^3 - 233/108*z + 1
*
[ 2/5 ] 
f(z) = 205/96*z^3 - 221/120*z + 1
*
-12/11 | 0.22405211665462931877067709359687074606 | 0.028946443505043782368792172441733869377
f(z) = 209/96*z^3 - 221/132*z + 1
*
[ 2/5 ] 
f(z) = 215/96*z^3 - 223/120*z + 1
*
[ 4/7 ] 
f(z) = 203/80*z^3 - 221/140*z + 1
*
[ 9/16 ] 
f(z) = 208/81*z^3 - 229/144*z + 1
*
[ 7/11 ] 
f(z) = 209/98*z^3 - 221/154*z + 1
*
[ 4/7 ] 
f(z) = 217/80*z^3 - 229/140*z + 1
*
[ 3/5 ] 
f(z) = 205/99*z^3 - 233/165*z + 1
*
[ 3/5 ] 
f(z) = 215/99*z^3 - 239/165*z + 1
*
[ 9/4 ] 
f(z) = 200/81*z^3 - 215/18*z + 1
*
[ 3 ] 
f(z) = 208/81*z^3 - 202/9*z + 1
*
[ 3 ] 
f(z) = 209/81*z^3 - 203/9*z + 1
*
[ 3 ] 
f(z) = 211/81*z^3 - 205/9*z + 1
*
[ 3 ] 
f(z) = 212/81*z^3 - 206/9*z + 1
*
[ 3 ] 
f(z) = 214/81*z^3 - 208/9*z + 1
*
[ -3 ] 
f(z) = 214/81*z^3 - 202/9*z + 1
*
[ 3 ] 
f(z) = 215/81*z^3 - 209/9*z + 1
*
[ -3 ] 
f(z) = 215/81*z^3 - 203/9*z + 1
*
[ 3 ] 
f(z) = 217/81*z^3 - 211/9*z + 1
*
[ -3 ] 
f(z) = 217/81*z^3 - 205/9*z + 1
*
[ 3 ] 
f(z) = 218/81*z^3 - 212/9*z + 1
*
[ -3 ] 
f(z) = 218/81*z^3 - 206/9*z + 1
*
6/5 | 0.13776003590334395191589917315717785734 | 0.018342495129837182877150984749951820054
f(z) = 200/81*z^3 - 203/36*z + 1
*
-2 | 0.11055535521442934955414339066221959135 | 0.016407369127234130713825708092732923473
f(z) = 201/80*z^3 - 211/20*z + 1
*
-2 | 0.11075573123215245501935332831706334402 | 0.016414125375313484735271016540287501679
f(z) = 203/80*z^3 - 213/20*z + 1
*
-2 | 0.090042364491719583809686732392686636511 | 0.013325923555932846836712645667912201934
f(z) = 203/96*z^3 - 215/24*z + 1
*
-2 | 0.090246241194386893853157498699665785201 | 0.013337819116010235877602328501234418439
f(z) = 205/96*z^3 - 217/24*z + 1
*
-2 | 0.11114976068815099266336910077255204117 | 0.016427226034302591024860403856179838013
f(z) = 207/80*z^3 - 217/20*z + 1
*
-2 | 0.11134351866370736786171330637418066308 | 0.016433579701716030005931917838617729997
f(z) = 209/80*z^3 - 219/20*z + 1
*
[ 2 ] 
f(z) = 211/80*z^3 - 201/20*z + 1
*
[ 2 ] 
f(z) = 213/80*z^3 - 203/20*z + 1
*
[ 3/2 ] 
f(z) = 215/81*z^3 - 203/36*z + 1
*
[ 2 ] 
f(z) = 215/96*z^3 - 203/24*z + 1
*
[ 2 ] 
f(z) = 217/80*z^3 - 207/20*z + 1
*
[ 3/2 ] 
f(z) = 217/81*z^3 - 205/36*z + 1
*
[ 2 ] 
f(z) = 217/96*z^3 - 205/24*z + 1
*
[ 2 ] 
f(z) = 219/80*z^3 - 209/20*z + 1
*
[ 9/8 ] 
f(z) = 200/81*z^3 - 217/72*z + 1
*
[ 2/7 ] 
f(z) = 203/88*z^3 - 207/77*z + 1
*
[ -3/2 ] 
f(z) = 214/99*z^3 - 211/66*z + 1
*
[ 2/7 ] 
f(z) = 217/88*z^3 - 208/77*z + 1
*
[ -3/2 ] 
f(z) = 218/99*z^3 - 217/66*z + 1
*
[ 1/3 ] 
f(z) = 207/89*z^3 - 201/89*z + 1
*
[ 1/3 ] 
f(z) = 207/91*z^3 - 205/91*z + 1
*
[ 1/3 ] 
f(z) = 207/94*z^3 - 211/94*z + 1
*
[ 1/3 ] 
f(z) = 207/95*z^3 - 213/95*z + 1
*
[ 1/3 ] 
f(z) = 207/97*z^3 - 217/97*z + 1
*
[ 1/3 ] 
f(z) = 207/98*z^3 - 219/98*z + 1
*
[ 1/3 ] 
f(z) = 216/89*z^3 - 202/89*z + 1
*
[ 1/3 ] 
f(z) = 216/91*z^3 - 206/91*z + 1
*
[ 1/3 ] 
f(z) = 216/95*z^3 - 214/95*z + 1
*
[ 1/3 ] 
f(z) = 216/97*z^3 - 218/97*z + 1
*
4/7 | 0.20455432705990403882471672965893906973 | 0.027561372473022735599280614741502061190
f(z) = 217/96*z^3 - 209/84*z + 1
*
[ -4/3 ] 
f(z) = 203/96*z^3 - 217/108*z + 1
*
[ 2/3 ] 
f(z) = 201/92*z^3 - 203/138*z + 1
*
[ 3/4 ] 
f(z) = 212/99*z^3 - 203/132*z + 1
*
[ 2/3 ] 
f(z) = 213/92*z^3 - 211/138*z + 1
*
[ 2/3 ] 
f(z) = 219/92*z^3 - 215/138*z + 1
*
[ 3 ] 
f(z) = 200/81*z^3 - 194/9*z + 1
*
[ -3 ] 
f(z) = 200/81*z^3 - 188/9*z + 1
*
[ 3 ] 
f(z) = 202/81*z^3 - 196/9*z + 1
*
[ -3 ] 
f(z) = 202/81*z^3 - 190/9*z + 1
*
[ 3 ] 
f(z) = 203/81*z^3 - 197/9*z + 1
*
[ -3 ] 
f(z) = 203/81*z^3 - 191/9*z + 1
*
[ 3 ] 
f(z) = 205/81*z^3 - 199/9*z + 1
*
[ -3 ] 
f(z) = 205/81*z^3 - 193/9*z + 1
*
[ 3 ] 
f(z) = 206/81*z^3 - 200/9*z + 1
*
[ -3 ] 
f(z) = 206/81*z^3 - 194/9*z + 1
*
[ -3 ] 
f(z) = 208/81*z^3 - 196/9*z + 1
*
[ -3 ] 
f(z) = 209/81*z^3 - 197/9*z + 1
*
[ -3 ] 
f(z) = 211/81*z^3 - 199/9*z + 1
*
[ -3 ] 
f(z) = 212/81*z^3 - 200/9*z + 1
*
[ 2 ] 
f(z) = 201/80*z^3 - 191/20*z + 1
*
[ 2 ] 
f(z) = 203/80*z^3 - 193/20*z + 1
*
[ 3/2 ] 
f(z) = 203/81*z^3 - 191/36*z + 1
*
[ 2 ] 
f(z) = 203/96*z^3 - 191/24*z + 1
*
[ 3/2 ] 
f(z) = 205/81*z^3 - 193/36*z + 1
*
[ 2 ] 
f(z) = 205/96*z^3 - 193/24*z + 1
*
[ 2 ] 
f(z) = 207/80*z^3 - 197/20*z + 1
*
[ 2 ] 
f(z) = 209/80*z^3 - 199/20*z + 1
*
[ 3/2 ] 
f(z) = 209/81*z^3 - 197/36*z + 1
*
[ 2 ] 
f(z) = 209/96*z^3 - 197/24*z + 1
*
[ -2 ] 
f(z) = 211/80*z^3 - 181/20*z + 1
*
[ 3/2 ] 
f(z) = 211/81*z^3 - 199/36*z + 1
*
[ 2 ] 
f(z) = 211/96*z^3 - 199/24*z + 1
*
[ -2 ] 
f(z) = 213/80*z^3 - 183/20*z + 1
*
[ -2 ] 
f(z) = 217/80*z^3 - 187/20*z + 1
*
[ -2 ] 
f(z) = 217/96*z^3 - 181/24*z + 1
*
[ -2 ] 
f(z) = 219/80*z^3 - 189/20*z + 1
*
3/5 | 0.15170813515215675810112366976295350933 | 0.020336443499152647184593873319058166204
f(z) = 200/81*z^3 - 193/72*z + 1
*
[ 6/5 ] 
f(z) = 200/99*z^3 - 181/66*z + 1
*
[ -3/2 ] 
f(z) = 202/99*z^3 - 193/66*z + 1
*
[ -3/2 ] 
f(z) = 206/99*z^3 - 199/66*z + 1
*
[ -7/5 ] 
f(z) = 215/98*z^3 - 181/70*z + 1
*
[ -4/3 ] 
f(z) = 219/80*z^3 - 187/60*z + 1
*
[ 1/3 ] 
f(z) = 207/80*z^3 - 183/80*z + 1
*
[ 1/3 ] 
f(z) = 207/82*z^3 - 187/82*z + 1
*
[ 1/3 ] 
f(z) = 207/83*z^3 - 189/83*z + 1
*
[ 1/3 ] 
f(z) = 207/85*z^3 - 193/85*z + 1
*
[ 1/3 ] 
f(z) = 207/86*z^3 - 195/86*z + 1
*
[ 1/3 ] 
f(z) = 207/88*z^3 - 199/88*z + 1
*
[ 9/11 ] 
f(z) = 209/81*z^3 - 193/99*z + 1
*
[ 1/3 ] 
f(z) = 216/83*z^3 - 190/83*z + 1
*
[ 1/3 ] 
f(z) = 216/85*z^3 - 194/85*z + 1
*
[ 9/13 ] 
f(z) = 208/81*z^3 - 196/117*z + 1
*
[ 7/9 ] 
f(z) = 207/98*z^3 - 197/126*z + 1
*
[ -2 ] 
f(z) = 201/80*z^3 - 171/20*z + 1
*
[ -2 ] 
f(z) = 203/80*z^3 - 173/20*z + 1
*
[ -2 ] 
f(z) = 203/96*z^3 - 167/24*z + 1
*
[ -2 ] 
f(z) = 205/96*z^3 - 169/24*z + 1
*
[ -2 ] 
f(z) = 207/80*z^3 - 177/20*z + 1
*
[ -2 ] 
f(z) = 209/80*z^3 - 179/20*z + 1
*
[ -2 ] 
f(z) = 209/96*z^3 - 173/24*z + 1
*
[ -2 ] 
f(z) = 211/96*z^3 - 175/24*z + 1
*
[ -2 ] 
f(z) = 215/96*z^3 - 179/24*z + 1
*
[ 4/3 ] 
f(z) = 207/88*z^3 - 173/44*z + 1
*
3/40 | 0.11697864164463759421816577468093710338 | 0.015855579329676916848548144951564533166
f(z) = 200/81*z^3 - 169/72*z + 1
*
[ -4/3 ] 
f(z) = 201/80*z^3 - 163/60*z + 1
*
[ -7/5 ] 
f(z) = 205/98*z^3 - 167/70*z + 1
*
[ -4/3 ] 
f(z) = 213/80*z^3 - 179/60*z + 1
*
2/3 | 0.15415535866676075465898869269206440026 | 0.023834653590862624605274458394664238323
f(z) = 213/80*z^3 - 161/60*z + 1
*
[ -9/7 ] 
f(z) = 217/81*z^3 - 167/63*z + 1
*
2/3 | 0.18832975594197576791009912141389670856 | 0.029028811422595412344456710582949597753
f(z) = 219/80*z^3 - 163/60*z + 1
*
[ -13/10 ] 
f(z) = 200/91*z^3 - 177/91*z + 1
*
[ 9/10 ] 
f(z) = 200/99*z^3 - 173/99*z + 1
*
[ -6/5 ] 
f(z) = 205/81*z^3 - 163/90*z + 1
*
[ -5/4 ] 
f(z) = 208/85*z^3 - 172/85*z + 1
*
[ -6/5 ] 
f(z) = 215/81*z^3 - 179/90*z + 1
*
[ 5/6 ] 
f(z) = 216/85*z^3 - 167/85*z + 1
*
[ 5/6 ] 
f(z) = 216/95*z^3 - 169/95*z + 1
*
[ 7/3 ] 
f(z) = 207/98*z^3 - 153/14*z + 1
*
[ -7/3 ] 
f(z) = 207/98*z^3 - 141/14*z + 1
*
[ -3/2 ] 
f(z) = 203/81*z^3 - 143/36*z + 1
*
[ -3/2 ] 
f(z) = 205/81*z^3 - 145/36*z + 1
*
-3/2 | 0.18955568594118942138768467590442535466 | 0.026133102630941520474916316426622206070
f(z) = 208/81*z^3 - 157/36*z + 1
*
[ 3/2 ] 
f(z) = 208/99*z^3 - 145/33*z + 1
*
[ -3/2 ] 
f(z) = 209/81*z^3 - 149/36*z + 1
*
[ -3/2 ] 
f(z) = 211/81*z^3 - 151/36*z + 1
*
[ 3/2 ] 
f(z) = 212/99*z^3 - 148/33*z + 1
*
[ -3/2 ] 
f(z) = 215/81*z^3 - 155/36*z + 1
*
[ -3/2 ] 
f(z) = 217/81*z^3 - 157/36*z + 1
*
[ -27/20 ] 
f(z) = 200/81*z^3 - 149/54*z + 1
*
[ 7/6 ] 
f(z) = 207/98*z^3 - 153/56*z + 1
*
[ 3/8 ] 
f(z) = 200/81*z^3 - 145/72*z + 1
*
2/3 | 0.16396953612106301641170844380812792398 | 0.025451069280791327466140340546008172148
f(z) = 201/80*z^3 - 157/60*z + 1
*
[ -9/7 ] 
f(z) = 203/81*z^3 - 149/63*z + 1
*
4/5 | 0.19630533026623928451482341187760819968 | 0.027510360350638977249905219912098081196
f(z) = 205/96*z^3 - 157/60*z + 1
*
[ 1/2 ] 
f(z) = 200/91*z^3 - 141/91*z + 1
*
[ 1/2 ] 
f(z) = 200/93*z^3 - 143/93*z + 1
*
[ 1/2 ] 
f(z) = 200/97*z^3 - 147/97*z + 1
*
[ 1/2 ] 
f(z) = 200/99*z^3 - 149/99*z + 1
*
[ 2/3 ] 
f(z) = 203/88*z^3 - 151/99*z + 1
*
[ 1/2 ] 
f(z) = 204/91*z^3 - 142/91*z + 1
*
[ 1/2 ] 
f(z) = 204/95*z^3 - 146/95*z + 1
*
[ 1/2 ] 
f(z) = 204/97*z^3 - 148/97*z + 1
*
[ 2/3 ] 
f(z) = 205/88*z^3 - 152/99*z + 1
*
[ 2/3 ] 
f(z) = 207/98*z^3 - 141/98*z + 1
*
[ 3/4 ] 
f(z) = 208/87*z^3 - 146/87*z + 1
*
[ 1/2 ] 
f(z) = 208/89*z^3 - 141/89*z + 1
*
[ 3/4 ] 
f(z) = 208/93*z^3 - 148/93*z + 1
*
[ 1/2 ] 
f(z) = 208/93*z^3 - 145/93*z + 1
*
[ -5/4 ] 
f(z) = 208/95*z^3 - 154/95*z + 1
*
[ 1/2 ] 
f(z) = 208/95*z^3 - 147/95*z + 1
*
[ 1/2 ] 
f(z) = 208/97*z^3 - 149/97*z + 1
*
[ 1/2 ] 
f(z) = 208/99*z^3 - 151/99*z + 1
*
[ 2/3 ] 
f(z) = 211/88*z^3 - 155/99*z + 1
*
[ 1/2 ] 
f(z) = 212/89*z^3 - 142/89*z + 1
*
[ 1/2 ] 
f(z) = 212/91*z^3 - 144/91*z + 1
*
[ 1/2 ] 
f(z) = 212/93*z^3 - 146/93*z + 1
*
[ 1/2 ] 
f(z) = 212/95*z^3 - 148/95*z + 1
*
[ 1/2 ] 
f(z) = 212/97*z^3 - 150/97*z + 1
*
[ 1/2 ] 
f(z) = 212/99*z^3 - 152/99*z + 1
*
[ 2/3 ] 
f(z) = 215/88*z^3 - 157/99*z + 1
*
[ 1/2 ] 
f(z) = 216/89*z^3 - 143/89*z + 1
*
[ 1/2 ] 
f(z) = 216/91*z^3 - 145/91*z + 1
*
[ 1/2 ] 
f(z) = 216/95*z^3 - 149/95*z + 1
*
[ 1/2 ] 
f(z) = 216/97*z^3 - 151/97*z + 1
*
[ 2/3 ] 
f(z) = 217/88*z^3 - 158/99*z + 1
*
9/5 | 0.12778983542818312624635911095374157919 | 0.017918569502150301434056588656292393897
f(z) = 200/81*z^3 - 139/18*z + 1
*
33/20 | 0.14172001060484906878672484712287920919 | 0.020126647520629727293794534110245258061
f(z) = 200/81*z^3 - 127/18*z + 1
*
[ 3/2 ] 
f(z) = 200/99*z^3 - 139/33*z + 1
*
-3/40 | 0.21157532170138973899601706023915482424 | 0.028677451287468247728510079496976086019
f(z) = 200/81*z^3 - 121/72*z + 1
*
-6/5 | 0.16647415222837276922412490254542417583 | 0.027659977389302079391658492378342533785
f(z) = 200/99*z^3 - 137/66*z + 1
*
[ 3/4 ] 
f(z) = 202/81*z^3 - 125/72*z + 1
*
[ 3/4 ] 
f(z) = 206/81*z^3 - 127/72*z + 1
*
[ 3/4 ] 
f(z) = 214/81*z^3 - 131/72*z + 1
*
[ 3/4 ] 
f(z) = 218/81*z^3 - 133/72*z + 1
*
[ 1/2 ] 
f(z) = 200/81*z^3 - 131/81*z + 1
*
[ 1/2 ] 
f(z) = 200/83*z^3 - 133/83*z + 1
*
[ 1/2 ] 
f(z) = 200/87*z^3 - 137/87*z + 1
*
[ 3/5 ] 
f(z) = 200/87*z^3 - 130/87*z + 1
*
[ 1/2 ] 
f(z) = 200/89*z^3 - 139/89*z + 1
*
[ 7/10 ] 
f(z) = 200/91*z^3 - 137/91*z + 1
*
[ 3/5 ] 
f(z) = 200/93*z^3 - 134/93*z + 1
*
[ 4/7 ] 
f(z) = 203/96*z^3 - 121/84*z + 1
*
[ 1/2 ] 
f(z) = 204/83*z^3 - 134/83*z + 1
*
[ 1/2 ] 
f(z) = 204/89*z^3 - 140/89*z + 1
*
[ 2/3 ] 
f(z) = 207/82*z^3 - 133/82*z + 1
*
[ 2/3 ] 
f(z) = 207/86*z^3 - 135/86*z + 1
*
[ 2/3 ] 
f(z) = 207/94*z^3 - 139/94*z + 1
*
[ 1/2 ] 
f(z) = 208/81*z^3 - 133/81*z + 1
*
[ 1/2 ] 
f(z) = 208/83*z^3 - 135/83*z + 1
*
[ 1/2 ] 
f(z) = 208/85*z^3 - 137/85*z + 1
*
[ 1/2 ] 
f(z) = 208/87*z^3 - 139/87*z + 1
*
-1 | 0.11465014175349722603541127887973952374 | 0.021460682979791285047699657888592063042
f(z) = 209/80*z^3 - 129/80*z + 1
*
-1 | 0.11480776271329733436037550587095650537 | 0.021451944324751551182203111783401632966
f(z) = 211/80*z^3 - 131/80*z + 1
*
-1 | 0.10982650365449108146610765917148583000 | 0.020521191129399025479863882505838638345
f(z) = 211/81*z^3 - 130/81*z + 1
*
[ 1/2 ] 
f(z) = 212/81*z^3 - 134/81*z + 1
*
-1 | 0.10990471303959061829687134578150362389 | 0.020517678126321256949434880346580375099
f(z) = 212/81*z^3 - 131/81*z + 1
*
[ 1/2 ] 
f(z) = 212/83*z^3 - 136/83*z + 1
*
[ 1/2 ] 
f(z) = 212/85*z^3 - 138/85*z + 1
*
[ 1/2 ] 
f(z) = 212/87*z^3 - 140/87*z + 1
*
-1 | 0.11496404488259144930484160749749383846 | 0.021443346366738996939448274472289552808
f(z) = 213/80*z^3 - 133/80*z + 1
*
-1 | 0.11006014145863125894265321898613658882 | 0.020510740478623452969622847320582823755
f(z) = 214/81*z^3 - 133/81*z + 1
*
-1 | 0.11013736607018887354552344996301283950 | 0.020507315051464282434242769901001584497
f(z) = 215/81*z^3 - 134/81*z + 1
*
-1 | 0.11088847332825266623923285429780158581 | 0.020647169432662571318827932757607887521
f(z) = 215/82*z^3 - 133/82*z + 1
*
[ 1/2 ] 
f(z) = 216/83*z^3 - 137/83*z + 1
*
-1 | 0.12382525201195630777811689096455822839 | 0.023036062994419674843716595477454349605
f(z) = 216/83*z^3 - 133/83*z + 1
*
[ 1/2 ] 
f(z) = 216/85*z^3 - 139/85*z + 1
*
-1 | 0.11527268298131717133904171382194049554 | 0.021426558056067242476967124611589850218
f(z) = 217/80*z^3 - 137/80*z + 1
*
-1 | 0.11029084977719264829036801117221417782 | 0.020500549086612458037925015247677987375
f(z) = 217/81*z^3 - 136/81*z + 1
*
-1 | 0.11104176937167265967085382584332949441 | 0.020640127882476627881155689044860552934
f(z) = 217/82*z^3 - 135/82*z + 1
*
-1 | 0.12390164725745220396544331844064376527 | 0.023030485363426813728246730368925234884
f(z) = 217/83*z^3 - 134/83*z + 1
*
[ 4/7 ] 
f(z) = 217/96*z^3 - 125/84*z + 1
*
-1 | 0.11036711424136403605512223586241881082 | 0.020497207807670548596858271729972123016
f(z) = 218/81*z^3 - 137/81*z + 1
*
-1 | 0.12397772659585491662252633242511520767 | 0.023024949442824130510107745434691275160
f(z) = 218/83*z^3 - 135/83*z + 1
*
-1 | 0.11542508256089993049230691926168423579 | 0.021418360776732541676772815551231261450
f(z) = 219/80*z^3 - 139/80*z + 1
*
-1 | 0.11119379883415489930787009200443844189 | 0.020633200745676672356228124479567021339
f(z) = 219/82*z^3 - 137/82*z + 1
*
-1 | 0.12405349264386800828442654845937554552 | 0.023019454715643961068147764843668966975
f(z) = 219/83*z^3 - 136/83*z + 1
*
-2 | 0.11037472324287886759601062636707538361 | 0.016369075652473884598740292122808511690
f(z) = 201/88*z^3 - 106/11*z + 1
*
-2 | 0.11057836888880024140048737814294068869 | 0.016376472316558048592908304165838584323
f(z) = 203/88*z^3 - 107/11*z + 1
*
-2 | 0.11077964675339587679161076572313374056 | 0.016383709906148045871963671600908212533
f(z) = 205/88*z^3 - 108/11*z + 1
*
-2 | 0.11097861531872518282422691058655159466 | 0.016390794096599433541911430651779733226
f(z) = 207/88*z^3 - 109/11*z + 1
*
[ 9/4 ] 
f(z) = 208/81*z^3 - 112/9*z + 1
*
[ -9/4 ] 
f(z) = 208/81*z^3 - 104/9*z + 1
*
-2 | 0.11136984714862291626034084131052057750 | 0.016404523595724643838742101516016350395
f(z) = 211/88*z^3 - 111/11*z + 1
*
-2 | 0.11156221641260771983768352068640385861 | 0.016411178921144088640181643232713301237
f(z) = 213/88*z^3 - 112/11*z + 1
*
[ 2 ] 
f(z) = 213/88*z^3 - 101/11*z + 1
*
[ 3/2 ] 
f(z) = 214/81*z^3 - 101/18*z + 1
*
-2 | 0.11175248860072528531649958786794029550 | 0.016417700912409334863450338590326863522
f(z) = 215/88*z^3 - 113/11*z + 1
*
[ 2 ] 
f(z) = 215/88*z^3 - 102/11*z + 1
*
-2 | 0.11194071190546359454925605857767742235 | 0.016424094005622906855963393021830935087
f(z) = 217/88*z^3 - 114/11*z + 1
*
[ 2 ] 
f(z) = 217/88*z^3 - 103/11*z + 1
*
[ 3/2 ] 
f(z) = 218/81*z^3 - 103/18*z + 1
*
-2 | 0.11212693277276644157104548577962929350 | 0.016430362432375207713305896620104899658
f(z) = 219/88*z^3 - 115/11*z + 1
*
[ 2 ] 
f(z) = 219/88*z^3 - 104/11*z + 1
*
[ 9/8 ] 
f(z) = 208/81*z^3 - 113/36*z + 1
*
[ -3/2 ] 
f(z) = 208/99*z^3 - 101/33*z + 1
*
[ -3/2 ] 
f(z) = 212/99*z^3 - 104/33*z + 1
*
[ 2/5 ] 
f(z) = 205/88*z^3 - 103/55*z + 1
*
[ -4/3 ] 
f(z) = 207/88*z^3 - 107/44*z + 1
*
[ 2/5 ] 
f(z) = 215/88*z^3 - 104/55*z + 1
*
[ 3/7 ] 
f(z) = 203/81*z^3 - 113/63*z + 1
*
[ 2/3 ] 
f(z) = 213/80*z^3 - 101/60*z + 1
*
[ 4/5 ] 
f(z) = 215/96*z^3 - 101/60*z + 1
*
[ 3/7 ] 
f(z) = 217/81*z^3 - 115/63*z + 1
*
[ 2/3 ] 
f(z) = 219/80*z^3 - 103/60*z + 1
*
[ 2 ] 
f(z) = 201/88*z^3 - 95/11*z + 1
*
[ -2 ] 
f(z) = 201/88*z^3 - 84/11*z + 1
*
[ 3/2 ] 
f(z) = 202/81*z^3 - 95/18*z + 1
*
[ 2 ] 
f(z) = 203/88*z^3 - 96/11*z + 1
*
[ -2 ] 
f(z) = 203/88*z^3 - 85/11*z + 1
*
[ 2 ] 
f(z) = 205/88*z^3 - 97/11*z + 1
*
[ -2 ] 
f(z) = 205/88*z^3 - 86/11*z + 1
*
[ 3/2 ] 
f(z) = 206/81*z^3 - 97/18*z + 1
*
[ 2 ] 
f(z) = 207/88*z^3 - 98/11*z + 1
*
[ -2 ] 
f(z) = 207/88*z^3 - 87/11*z + 1
*
[ 2 ] 
f(z) = 211/88*z^3 - 100/11*z + 1
*
[ -2 ] 
f(z) = 211/88*z^3 - 89/11*z + 1
*
[ -2 ] 
f(z) = 213/88*z^3 - 90/11*z + 1
*
[ -2 ] 
f(z) = 215/88*z^3 - 91/11*z + 1
*
[ -2 ] 
f(z) = 217/88*z^3 - 92/11*z + 1
*
[ -2 ] 
f(z) = 219/88*z^3 - 93/11*z + 1
*
[ -3/2 ] 
f(z) = 200/99*z^3 - 95/33*z + 1
*
[ 3/10 ] 
f(z) = 200/99*z^3 - 83/33*z + 1
*
-4/3 | 0.089440217930313768031726528436111034489 | 0.015004217046375981788808347780782804146
f(z) = 207/80*z^3 - 97/20*z + 1
*
[ 4/3 ] 
f(z) = 207/80*z^3 - 87/20*z + 1
*
[ 3/4 ] 
f(z) = 200/99*z^3 - 97/66*z + 1
*
[ 2/3 ] 
f(z) = 201/80*z^3 - 97/60*z + 1
*
[ 4/5 ] 
f(z) = 205/96*z^3 - 97/60*z + 1
*
[ 9/5 ] 
f(z) = 200/81*z^3 - 68/9*z + 1
*
3/20 | 0.12817371884756125549479954227474188094 | 0.020021145995622491582348995163750591199
f(z) = 200/81*z^3 - 67/18*z + 1
*
[ 6/5 ] 
f(z) = 200/81*z^3 - 61/18*z + 1
*
[ -3/2 ] 
f(z) = 202/81*z^3 - 71/18*z + 1
*
[ -3/2 ] 
f(z) = 206/81*z^3 - 73/18*z + 1
*
[ -3/2 ] 
f(z) = 214/81*z^3 - 77/18*z + 1
*
[ -3/2 ] 
f(z) = 218/81*z^3 - 79/18*z + 1
*
[ 3/8 ] 
f(z) = 208/81*z^3 - 73/36*z + 1
*
[ 3/4 ] 
f(z) = 212/81*z^3 - 65/36*z + 1
*
[ 3/5 ] 
f(z) = 205/81*z^3 - 71/45*z + 1
*
[ 3/5 ] 
f(z) = 215/81*z^3 - 73/45*z + 1
*
[ -9/5 ] 
f(z) = 200/81*z^3 - 58/9*z + 1
*
[ 3/2 ] 
f(z) = 200/81*z^3 - 47/9*z + 1
*
[ 3/2 ] 
f(z) = 208/81*z^3 - 49/9*z + 1
*
[ 3/2 ] 
f(z) = 212/81*z^3 - 50/9*z + 1
*
[ 3/5 ] 
f(z) = 200/99*z^3 - 46/33*z + 1
*
[ 2/3 ] 
f(z) = 201/88*z^3 - 50/33*z + 1
*
[ -4/3 ] 
f(z) = 207/80*z^3 - 57/20*z + 1
*
2/3 | 0.15748389003592553912423711661937063495 | 0.029400047336224111975560126102236073389
f(z) = 207/80*z^3 - 53/20*z + 1
*
[ 3/4 ] 
f(z) = 208/99*z^3 - 50/33*z + 1
*
[ 2/3 ] 
f(z) = 213/88*z^3 - 52/33*z + 1
*
[ 2/3 ] 
f(z) = 219/88*z^3 - 53/33*z + 1
*
[ -3/2 ] 
f(z) = 200/81*z^3 - 35/9*z + 1
*
[ 3/10 ] 
f(z) = 200/81*z^3 - 23/9*z + 1
*
[ -3/2 ] 
f(z) = 208/81*z^3 - 37/9*z + 1
*
[ -3/2 ] 
f(z) = 212/81*z^3 - 38/9*z + 1
*
[ 2/3 ] 
f(z) = 207/80*z^3 - 33/20*z + 1
*
-6/5 | 0.13391596138550182711267716921930201812 | 0.025275186841582282387952974724422943845
f(z) = 200/81*z^3 - 20/9*z + 1
*
[ 9/10 ] 
f(z) = 200/81*z^3 - 19/9*z + 1
*
[ 2/3 ] 
f(z) = 207/88*z^3 - 17/11*z + 1
*
[ 3/4 ] 
f(z) = 208/81*z^3 - 16/9*z + 1
*
-5/3 | 0.20337584908032282134857976659458057459 | 0.027822044649384020229721850584909718664
f(z) = 201/100*z^3 - 299/60*z + 1
*
[ 3/2 ] 
f(z) = 206/117*z^3 - 283/78*z + 1
*
[ 3/2 ] 
f(z) = 214/117*z^3 - 295/78*z + 1
*
[ 10/7 ] 
f(z) = 217/100*z^3 - 289/70*z + 1
*
-4/3 | 0.14066469267790029520844665948271812578 | 0.019944740717231602167104613317337510910
f(z) = 201/112*z^3 - 289/84*z + 1
*
[ -3/2 ] 
f(z) = 208/105*z^3 - 293/105*z + 1
*
[ -3/2 ] 
f(z) = 208/111*z^3 - 283/111*z + 1
*
[ -3/2 ] 
f(z) = 212/111*z^3 - 292/111*z + 1
*
[ 12/11 ] 
f(z) = 209/108*z^3 - 293/132*z + 1
*
[ -4/3 ] 
f(z) = 213/104*z^3 - 295/156*z + 1
*
[ 10/19 ] 
f(z) = 209/100*z^3 - 281/190*z + 1
*
[ 3/4 ] 
f(z) = 217/108*z^3 - 281/192*z + 1
*
[ 2/3 ] 
f(z) = 207/101*z^3 - 285/202*z + 1
*
[ 2/3 ] 
f(z) = 207/103*z^3 - 287/206*z + 1
*
[ 2/3 ] 
f(z) = 207/107*z^3 - 291/214*z + 1
*
[ 2/3 ] 
f(z) = 207/109*z^3 - 293/218*z + 1
*
[ 2/3 ] 
f(z) = 216/101*z^3 - 293/202*z + 1
*
[ 2/3 ] 
f(z) = 216/103*z^3 - 295/206*z + 1
*
[ 2/3 ] 
f(z) = 216/107*z^3 - 299/214*z + 1
*
[ 3/4 ] 
f(z) = 200/111*z^3 - 299/222*z + 1
*
[ 13/20 ] 
f(z) = 200/117*z^3 - 295/234*z + 1
*
[ 2/3 ] 
f(z) = 207/113*z^3 - 297/226*z + 1
*
[ 3/2 ] 
f(z) = 202/117*z^3 - 277/78*z + 1
*
[ 10/7 ] 
f(z) = 203/100*z^3 - 269/70*z + 1
*
[ 6/31 ] 
f(z) = 217/108*z^3 - 263/62*z + 1
*
[ -5/3 ] 
f(z) = 219/100*z^3 - 269/60*z + 1
*
[ 4/3 ] 
f(z) = 213/112*z^3 - 263/84*z + 1
*
[ 4/3 ] 
f(z) = 219/112*z^3 - 271/84*z + 1
*
[ 3/10 ] 
f(z) = 200/111*z^3 - 277/111*z + 1
*
[ -3/2 ] 
f(z) = 200/111*z^3 - 265/111*z + 1
*
7/10 | 0.16057349325221162085290443447484101104 | 0.028720062094929039760461926966572145323
f(z) = 200/119*z^3 - 268/119*z + 1
*
[ 1/3 ] 
f(z) = 207/119*z^3 - 261/119*z + 1
*
[ 6/19 ] 
f(z) = 209/108*z^3 - 269/114*z + 1
*
[ 7/6 ] 
f(z) = 216/119*z^3 - 277/119*z + 1
*
[ 1/3 ] 
f(z) = 216/119*z^3 - 262/119*z + 1
*
[ -4/3 ] 
f(z) = 201/104*z^3 - 263/156*z + 1
*
[ 3/4 ] 
f(z) = 205/108*z^3 - 269/192*z + 1
*
[ 3/4 ] 
f(z) = 211/108*z^3 - 275/192*z + 1
*
[ -5/3 ] 
f(z) = 213/100*z^3 - 259/60*z + 1
*
[ 4/3 ] 
f(z) = 201/112*z^3 - 247/84*z + 1
*
[ 2/7 ] 
f(z) = 203/104*z^3 - 242/91*z + 1
*
[ 2/7 ] 
f(z) = 217/104*z^3 - 243/91*z + 1
*
[ 1/3 ] 
f(z) = 207/109*z^3 - 241/109*z + 1
*
2/3 | 0.13321813221779318060045320803381540686 | 0.024007263584007727030437205259512428795
f(z) = 207/110*z^3 - 257/110*z + 1
*
[ 1/3 ] 
f(z) = 207/110*z^3 - 243/110*z + 1
*
[ 1/3 ] 
f(z) = 207/112*z^3 - 247/112*z + 1
*
[ 1/3 ] 
f(z) = 207/113*z^3 - 249/113*z + 1
*
[ 1/3 ] 
f(z) = 207/116*z^3 - 255/116*z + 1
*
[ 1/3 ] 
f(z) = 207/118*z^3 - 259/118*z + 1
*
3/4 | 0.16245902443811854258684811033815802362 | 0.029276770033904872734252446008683058992
f(z) = 208/105*z^3 - 257/105*z + 1
*
[ 1/3 ] 
f(z) = 216/109*z^3 - 242/109*z + 1
*
[ 1/3 ] 
f(z) = 216/113*z^3 - 250/113*z + 1
*
[ 1/3 ] 
f(z) = 216/115*z^3 - 254/115*z + 1
*
[ 2/5 ] 
f(z) = 205/112*z^3 - 251/140*z + 1
*
[ 2/5 ] 
f(z) = 215/112*z^3 - 253/140*z + 1
*
[ 3/5 ] 
f(z) = 205/117*z^3 - 253/195*z + 1
*
[ 5/9 ] 
f(z) = 207/100*z^3 - 259/180*z + 1
*
[ 3/5 ] 
f(z) = 215/117*z^3 - 259/195*z + 1
*
[ 10/3 ] 
f(z) = 207/100*z^3 - 223/10*z + 1
*
-2 | 0.11037343674676600549108660718079505793 | 0.016268573259103995277576079768517711057
f(z) = 207/112*z^3 - 221/28*z + 1
*
-2 | 0.11058195444393197216351576581653913303 | 0.016277692754454841480668062343554998988
f(z) = 209/112*z^3 - 223/28*z + 1
*
-2 | 0.11078784963038901096968469875875193830 | 0.016286595160238437497582932252408483216
f(z) = 211/112*z^3 - 225/28*z + 1
*
-2 | 0.11099119613686028509460360149550816832 | 0.016295289078976287620450302350914568837
f(z) = 213/112*z^3 - 227/28*z + 1
*
-2 | 0.11119206438647263626161985877104398420 | 0.016303782636419750812686656752381713055
f(z) = 215/112*z^3 - 229/28*z + 1
*
-2 | 0.11158663208042681038899569008527415636 | 0.016320198987645451456256909077634912961
f(z) = 219/112*z^3 - 233/28*z + 1
*
[ 6/29 ] 
f(z) = 203/108*z^3 - 227/58*z + 1
*
[ -5/3 ] 
f(z) = 201/100*z^3 - 239/60*z + 1
*
-10/9 | 0.23209245520581030338764658405101659042 | 0.029835583475520401902843567454367855808
f(z) = 207/100*z^3 - 239/90*z + 1
*
[ 10/9 ] 
f(z) = 207/100*z^3 - 221/90*z + 1
*
-4/3 | 0.16604792550827769357960076324694152538 | 0.024474755160985869118704256910736353553
f(z) = 213/112*z^3 - 221/84*z + 1
*
-4/3 | 0.19007021989296300379044586423916694114 | 0.027869466835516137284122815308643526789
f(z) = 219/112*z^3 - 229/84*z + 1
*
[ 1/3 ] 
f(z) = 207/100*z^3 - 223/100*z + 1
*
[ 1/3 ] 
f(z) = 207/101*z^3 - 225/101*z + 1
*
[ 1/3 ] 
f(z) = 207/103*z^3 - 229/103*z + 1
*
[ 1/3 ] 
f(z) = 207/104*z^3 - 231/104*z + 1
*
[ 1/3 ] 
f(z) = 207/106*z^3 - 235/106*z + 1
*
[ 1/3 ] 
f(z) = 207/107*z^3 - 237/107*z + 1
*
[ 1/3 ] 
f(z) = 216/101*z^3 - 226/101*z + 1
*
[ 1/3 ] 
f(z) = 216/103*z^3 - 230/103*z + 1
*
[ 1/3 ] 
f(z) = 216/107*z^3 - 238/107*z + 1
*
[ 2/3 ] 
f(z) = 219/100*z^3 - 221/150*z + 1
*
[ 2/3 ] 
f(z) = 201/116*z^3 - 221/174*z + 1
*
[ 2/3 ] 
f(z) = 213/116*z^3 - 229/174*z + 1
*
[ 2/3 ] 
f(z) = 219/116*z^3 - 233/174*z + 1
*
[ -10/3 ] 
f(z) = 207/100*z^3 - 217/10*z + 1
*
[ 3 ] 
f(z) = 211/108*z^3 - 203/12*z + 1
*
[ 3 ] 
f(z) = 217/108*z^3 - 209/12*z + 1
*
-2 | 0.10973135392092089355668590574722870397 | 0.016239818248816381794230417927910082709
f(z) = 201/112*z^3 - 215/28*z + 1
*
[ 12/5 ] 
f(z) = 205/108*z^3 - 207/20*z + 1
*
-2 | 0.11016221905842545916881347476282665806 | 0.016259227557576960047912778128911622532
f(z) = 205/112*z^3 - 219/28*z + 1
*
[ -12/5 ] 
f(z) = 215/108*z^3 - 201/20*z + 1
*
[ 2 ] 
f(z) = 215/112*z^3 - 201/28*z + 1
*
[ 2 ] 
f(z) = 219/112*z^3 - 205/28*z + 1
*
-4/3 | 0.19006807992175290774281737409150552864 | 0.028329029401941774714539657781625309742
f(z) = 201/112*z^3 - 205/84*z + 1
*
[ 3/10 ] 
f(z) = 215/108*z^3 - 201/80*z + 1
*
[ 10/11 ] 
f(z) = 209/100*z^3 - 201/110*z + 1
*
[ 2/3 ] 
f(z) = 201/100*z^3 - 209/150*z + 1
*
[ 5/7 ] 
f(z) = 203/100*z^3 - 201/140*z + 1
*
[ 3/4 ] 
f(z) = 212/117*z^3 - 211/156*z + 1
*
[ 2/3 ] 
f(z) = 213/100*z^3 - 217/150*z + 1
*
[ 4/5 ] 
f(z) = 215/112*z^3 - 207/140*z + 1
*
[ 5/7 ] 
f(z) = 217/100*z^3 - 211/140*z + 1
*
[ -3 ] 
f(z) = 203/108*z^3 - 187/12*z + 1
*
[ 3 ] 
f(z) = 205/108*z^3 - 197/12*z + 1
*
[ -3 ] 
f(z) = 209/108*z^3 - 193/12*z + 1
*
[ -3 ] 
f(z) = 215/108*z^3 - 199/12*z + 1
*
[ 2 ] 
f(z) = 201/112*z^3 - 187/28*z + 1
*
[ 2 ] 
f(z) = 205/112*z^3 - 191/28*z + 1
*
[ 2 ] 
f(z) = 207/112*z^3 - 193/28*z + 1
*
[ 2 ] 
f(z) = 209/112*z^3 - 195/28*z + 1
*
[ 2 ] 
f(z) = 211/112*z^3 - 197/28*z + 1
*
[ 2 ] 
f(z) = 213/112*z^3 - 199/28*z + 1
*
[ 3/2 ] 
f(z) = 203/108*z^3 - 187/48*z + 1
*
[ 3/2 ] 
f(z) = 209/108*z^3 - 193/48*z + 1
*
[ 3/2 ] 
f(z) = 215/108*z^3 - 199/48*z + 1
*
[ -3/2 ] 
f(z) = 214/117*z^3 - 191/78*z + 1
*
[ -10/7 ] 
f(z) = 217/100*z^3 - 191/70*z + 1
*
[ -3/2 ] 
f(z) = 218/117*z^3 - 197/78*z + 1
*
[ -7/5 ] 
f(z) = 200/119*z^3 - 188/119*z + 1
*
[ -4/3 ] 
f(z) = 207/100*z^3 - 193/100*z + 1
*
[ 4/5 ] 
f(z) = 205/112*z^3 - 199/140*z + 1
*
[ -2 ] 
f(z) = 205/112*z^3 - 163/28*z + 1
*
[ -2 ] 
f(z) = 207/112*z^3 - 165/28*z + 1
*
[ -2 ] 
f(z) = 209/112*z^3 - 167/28*z + 1
*
[ -2 ] 
f(z) = 211/112*z^3 - 169/28*z + 1
*
[ -2 ] 
f(z) = 213/112*z^3 - 171/28*z + 1
*
[ -2 ] 
f(z) = 215/112*z^3 - 173/28*z + 1
*
[ -2 ] 
f(z) = 219/112*z^3 - 177/28*z + 1
*
[ 4/3 ] 
f(z) = 207/104*z^3 - 171/52*z + 1
*
[ 6/5 ] 
f(z) = 200/117*z^3 - 179/78*z + 1
*
[ -3/2 ] 
f(z) = 202/117*z^3 - 173/78*z + 1
*
[ -10/7 ] 
f(z) = 203/100*z^3 - 171/70*z + 1
*
[ -3/2 ] 
f(z) = 206/117*z^3 - 179/78*z + 1
*
[ 1/2 ] 
f(z) = 200/111*z^3 - 161/111*z + 1
*
[ 1/2 ] 
f(z) = 200/113*z^3 - 163/113*z + 1
*
[ 9/10 ] 
f(z) = 200/117*z^3 - 175/117*z + 1
*
[ 1/2 ] 
f(z) = 200/117*z^3 - 167/117*z + 1
*
[ 1/2 ] 
f(z) = 200/119*z^3 - 169/119*z + 1
*
[ 1/2 ] 
f(z) = 204/113*z^3 - 164/113*z + 1
*
[ 1/2 ] 
f(z) = 204/115*z^3 - 166/115*z + 1
*
[ 2/3 ] 
f(z) = 205/104*z^3 - 161/117*z + 1
*
[ -4/3 ] 
f(z) = 207/116*z^3 - 165/116*z + 1
*
[ 1/2 ] 
f(z) = 208/109*z^3 - 161/109*z + 1
*
[ 1/2 ] 
f(z) = 208/111*z^3 - 163/111*z + 1
*
[ 1/2 ] 
f(z) = 208/113*z^3 - 165/113*z + 1
*
[ 1/2 ] 
f(z) = 208/115*z^3 - 167/115*z + 1
*
[ 1/2 ] 
f(z) = 208/119*z^3 - 171/119*z + 1
*
[ 2/3 ] 
f(z) = 209/104*z^3 - 163/117*z + 1
*
[ 2/3 ] 
f(z) = 211/104*z^3 - 164/117*z + 1
*
[ 1/2 ] 
f(z) = 212/109*z^3 - 162/109*z + 1
*
[ 1/2 ] 
f(z) = 212/111*z^3 - 164/111*z + 1
*
[ 1/2 ] 
f(z) = 212/113*z^3 - 166/113*z + 1
*
[ 1/2 ] 
f(z) = 212/115*z^3 - 168/115*z + 1
*
[ 1/2 ] 
f(z) = 212/117*z^3 - 170/117*z + 1
*
[ 1/2 ] 
f(z) = 212/119*z^3 - 172/119*z + 1
*
[ 2/3 ] 
f(z) = 215/104*z^3 - 166/117*z + 1
*
[ 1/2 ] 
f(z) = 216/107*z^3 - 161/107*z + 1
*
[ 1/2 ] 
f(z) = 216/109*z^3 - 163/109*z + 1
*
[ 1/2 ] 
f(z) = 216/113*z^3 - 167/113*z + 1
*
[ 5/6 ] 
f(z) = 216/115*z^3 - 173/115*z + 1
*
[ 1/2 ] 
f(z) = 216/115*z^3 - 169/115*z + 1
*
[ 1/2 ] 
f(z) = 216/119*z^3 - 173/119*z + 1
*
[ 2/3 ] 
f(z) = 217/104*z^3 - 167/117*z + 1
*
[ -6 ] 
f(z) = 215/108*z^3 - 141/2*z + 1
*
[ 6 ] 
f(z) = 217/108*z^3 - 143/2*z + 1
*
[ -2 ] 
f(z) = 201/112*z^3 - 159/28*z + 1
*
[ 12/7 ] 
f(z) = 203/108*z^3 - 143/28*z + 1
*
4/3 | 0.16788537697690684542906161270167675549 | 0.026501016457310805498516637702323552298
f(z) = 207/112*z^3 - 141/28*z + 1
*
[ 3/2 ] 
f(z) = 212/117*z^3 - 146/39*z + 1
*
[ 6/7 ] 
f(z) = 205/108*z^3 - 153/98*z + 1
*
[ 6/7 ] 
f(z) = 211/108*z^3 - 157/98*z + 1
*
[ 3/7 ] 
f(z) = 217/108*z^3 - 143/84*z + 1
*
[ -4/3 ] 
f(z) = 219/112*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 200/101*z^3 - 151/101*z + 1
*
[ 1/2 ] 
f(z) = 200/103*z^3 - 153/103*z + 1
*
[ 1/2 ] 
f(z) = 200/107*z^3 - 157/107*z + 1
*
[ 1/2 ] 
f(z) = 200/109*z^3 - 159/109*z + 1
*
[ 3/5 ] 
f(z) = 200/111*z^3 - 146/111*z + 1
*
[ 7/10 ] 
f(z) = 200/119*z^3 - 149/119*z + 1
*
[ 2/3 ] 
f(z) = 203/104*z^3 - 160/117*z + 1
*
[ 1/2 ] 
f(z) = 204/101*z^3 - 152/101*z + 1
*
[ 1/2 ] 
f(z) = 204/103*z^3 - 154/103*z + 1
*
[ 1/2 ] 
f(z) = 204/107*z^3 - 158/107*z + 1
*
[ 1/2 ] 
f(z) = 204/109*z^3 - 160/109*z + 1
*
[ 2/3 ] 
f(z) = 207/106*z^3 - 145/106*z + 1
*
[ 2/3 ] 
f(z) = 207/110*z^3 - 147/110*z + 1
*
[ 2/3 ] 
f(z) = 207/118*z^3 - 151/118*z + 1
*
[ 1/2 ] 
f(z) = 208/101*z^3 - 153/101*z + 1
*
[ 1/2 ] 
f(z) = 208/103*z^3 - 155/103*z + 1
*
[ 1/2 ] 
f(z) = 208/105*z^3 - 157/105*z + 1
*
[ 3/4 ] 
f(z) = 208/105*z^3 - 152/105*z + 1
*
[ 1/2 ] 
f(z) = 208/107*z^3 - 159/107*z + 1
*
[ 3/4 ] 
f(z) = 208/111*z^3 - 154/111*z + 1
*
[ 1/2 ] 
f(z) = 212/101*z^3 - 154/101*z + 1
*
[ 1/2 ] 
f(z) = 212/103*z^3 - 156/103*z + 1
*
[ 1/2 ] 
f(z) = 212/105*z^3 - 158/105*z + 1
*
[ 1/2 ] 
f(z) = 212/107*z^3 - 160/107*z + 1
*
[ 1/2 ] 
f(z) = 216/101*z^3 - 155/101*z + 1
*
[ 1/2 ] 
f(z) = 216/103*z^3 - 157/103*z + 1
*
[ -6 ] 
f(z) = 203/108*z^3 - 133/2*z + 1
*
[ 6 ] 
f(z) = 205/108*z^3 - 135/2*z + 1
*
[ -6 ] 
f(z) = 209/108*z^3 - 137/2*z + 1
*
[ 6 ] 
f(z) = 211/108*z^3 - 139/2*z + 1
*
[ 3/2 ] 
f(z) = 200/117*z^3 - 137/39*z + 1
*
[ -12/7 ] 
f(z) = 217/108*z^3 - 121/28*z + 1
*
[ 6/5 ] 
f(z) = 203/108*z^3 - 127/50*z + 1
*
[ -3/2 ] 
f(z) = 205/108*z^3 - 125/48*z + 1
*
[ 6/5 ] 
f(z) = 209/108*z^3 - 131/50*z + 1
*
[ -3/2 ] 
f(z) = 211/108*z^3 - 131/48*z + 1
*
[ -3/2 ] 
f(z) = 217/108*z^3 - 137/48*z + 1
*
[ -4/3 ] 
f(z) = 201/112*z^3 - 121/84*z + 1
*
[ 5/6 ] 
f(z) = 207/100*z^3 - 131/80*z + 1
*
[ -4/3 ] 
f(z) = 213/112*z^3 - 137/84*z + 1
*
[ 3/5 ] 
f(z) = 211/108*z^3 - 137/100*z + 1
*
[ 3/5 ] 
f(z) = 217/108*z^3 - 139/100*z + 1
*
-2 | 0.10996495444920505814731996774460226593 | 0.016285626659405070481949244020186267196
f(z) = 201/104*z^3 - 107/13*z + 1
*
-2 | 0.11017672801750737048967278130477447827 | 0.016294541489789325418786875689877391192
f(z) = 203/104*z^3 - 108/13*z + 1
*
-2 | 0.11038583766361971458122063602510634164 | 0.016303244829004099002696840562163466728
f(z) = 205/104*z^3 - 109/13*z + 1
*
-2 | 0.11059235736300141707323983450817105083 | 0.016311745013038563943639334574428438164
f(z) = 207/104*z^3 - 110/13*z + 1
*
-2 | 0.11079635774860469621624401491213645471 | 0.016320049919632208014389158020888163072
f(z) = 209/104*z^3 - 111/13*z + 1
*
-2 | 0.11099790632331499130129248011470022536 | 0.016328167000619505247347214035085133364
f(z) = 211/104*z^3 - 112/13*z + 1
*
-2 | 0.11119706765503676988374080876141289042 | 0.016336103311488057358195024276133537296
f(z) = 213/104*z^3 - 113/13*z + 1
*
-2 | 0.11139390355614280957975185186019826429 | 0.016343865538433162951063454298682483177
f(z) = 215/104*z^3 - 114/13*z + 1
*
[ 2 ] 
f(z) = 215/104*z^3 - 101/13*z + 1
*
-2 | 0.11158847324880676691180543553831894391 | 0.016351460023158762349677844553058336859
f(z) = 217/104*z^3 - 115/13*z + 1
*
[ 2 ] 
f(z) = 217/104*z^3 - 102/13*z + 1
*
-2 | 0.11178083351756659959569591399125513381 | 0.016358892785646034622162782449296141267
f(z) = 219/104*z^3 - 116/13*z + 1
*
[ 2 ] 
f(z) = 219/104*z^3 - 103/13*z + 1
*
[ 5/3 ] 
f(z) = 207/100*z^3 - 107/20*z + 1
*
4/3 | 0.18077310069649441652152783340612596048 | 0.029568612724558591229887184977857044494
f(z) = 207/112*z^3 - 113/28*z + 1
*
[ 3/4 ] 
f(z) = 200/117*z^3 - 101/78*z + 1
*
[ 2/5 ] 
f(z) = 205/104*z^3 - 118/65*z + 1
*
[ 12/19 ] 
f(z) = 209/108*z^3 - 103/76*z + 1
*
[ 2/5 ] 
f(z) = 215/104*z^3 - 119/65*z + 1
*
[ 2/3 ] 
f(z) = 201/112*z^3 - 109/84*z + 1
*
[ 2/3 ] 
f(z) = 213/112*z^3 - 113/84*z + 1
*
[ 2/3 ] 
f(z) = 219/112*z^3 - 115/84*z + 1
*
[ 2 ] 
f(z) = 201/104*z^3 - 94/13*z + 1
*
[ -2 ] 
f(z) = 201/104*z^3 - 81/13*z + 1
*
[ 2 ] 
f(z) = 203/104*z^3 - 95/13*z + 1
*
[ -2 ] 
f(z) = 203/104*z^3 - 82/13*z + 1
*
[ 2 ] 
f(z) = 205/104*z^3 - 96/13*z + 1
*
[ -2 ] 
f(z) = 205/104*z^3 - 83/13*z + 1
*
[ 2 ] 
f(z) = 207/104*z^3 - 97/13*z + 1
*
[ -2 ] 
f(z) = 207/104*z^3 - 84/13*z + 1
*
[ 2 ] 
f(z) = 209/104*z^3 - 98/13*z + 1
*
[ -2 ] 
f(z) = 209/104*z^3 - 85/13*z + 1
*
[ 2 ] 
f(z) = 211/104*z^3 - 99/13*z + 1
*
[ -2 ] 
f(z) = 211/104*z^3 - 86/13*z + 1
*
[ 2 ] 
f(z) = 213/104*z^3 - 100/13*z + 1
*
[ -2 ] 
f(z) = 213/104*z^3 - 87/13*z + 1
*
[ -2 ] 
f(z) = 215/104*z^3 - 88/13*z + 1
*
[ -2 ] 
f(z) = 217/104*z^3 - 89/13*z + 1
*
[ -2 ] 
f(z) = 219/104*z^3 - 90/13*z + 1
*
[ 3/10 ] 
f(z) = 200/117*z^3 - 97/39*z + 1
*
[ -3/2 ] 
f(z) = 200/117*z^3 - 85/39*z + 1
*
[ -5/3 ] 
f(z) = 207/100*z^3 - 83/20*z + 1
*
-4/3 | 0.17534803301681440505341225253957509868 | 0.029315480724756345673098964886508639070
f(z) = 207/112*z^3 - 99/28*z + 1
*
[ 4/3 ] 
f(z) = 207/112*z^3 - 85/28*z + 1
*
[ -3/2 ] 
f(z) = 212/117*z^3 - 94/39*z + 1
*
[ -4/3 ] 
f(z) = 207/104*z^3 - 93/52*z + 1
*
[ 3/4 ] 
f(z) = 203/108*z^3 - 89/64*z + 1
*
[ 3/4 ] 
f(z) = 209/108*z^3 - 91/64*z + 1
*
[ 3/4 ] 
f(z) = 215/108*z^3 - 93/64*z + 1
*
[ 3/5 ] 
f(z) = 215/108*z^3 - 83/60*z + 1
*
[ 3 ] 
f(z) = 203/108*z^3 - 65/4*z + 1
*
[ -3 ] 
f(z) = 205/108*z^3 - 63/4*z + 1
*
[ 3/2 ] 
f(z) = 205/108*z^3 - 63/16*z + 1
*
[ 3 ] 
f(z) = 209/108*z^3 - 67/4*z + 1
*
[ -3 ] 
f(z) = 211/108*z^3 - 65/4*z + 1
*
[ 3/2 ] 
f(z) = 211/108*z^3 - 65/16*z + 1
*
[ 3 ] 
f(z) = 215/108*z^3 - 69/4*z + 1
*
[ -3 ] 
f(z) = 217/108*z^3 - 67/4*z + 1
*
[ 3/2 ] 
f(z) = 217/108*z^3 - 67/16*z + 1
*
3/7 | 0.20066167446012377040450393223078360489 | 0.026356641152106838065493858342673400935
f(z) = 203/108*z^3 - 75/28*z + 1
*
[ 6/5 ] 
f(z) = 205/108*z^3 - 77/30*z + 1
*
-4/3 | 0.16605619196908026690323466677832142684 | 0.029395813287180631721232921058518292438
f(z) = 207/112*z^3 - 71/28*z + 1
*
[ 6/7 ] 
f(z) = 203/108*z^3 - 65/42*z + 1
*
[ 2/3 ] 
f(z) = 207/100*z^3 - 71/50*z + 1
*
[ 2/3 ] 
f(z) = 207/116*z^3 - 75/58*z + 1
*
[ -3/2 ] 
f(z) = 203/108*z^3 - 41/16*z + 1
*
[ -3/2 ] 
f(z) = 209/108*z^3 - 43/16*z + 1
*
[ -3/2 ] 
f(z) = 215/108*z^3 - 45/16*z + 1
*
[ 3/5 ] 
f(z) = 200/117*z^3 - 50/39*z + 1
*
[ 2/3 ] 
f(z) = 201/104*z^3 - 53/39*z + 1
*
[ 3/7 ] 
f(z) = 203/108*z^3 - 47/28*z + 1
*
3/5 | 0.20352839395323112981609549173137631385 | 0.028481505224755800454587313052182615106
f(z) = 205/108*z^3 - 47/20*z + 1
*
[ -4/3 ] 
f(z) = 207/112*z^3 - 43/28*z + 1
*
[ 2/3 ] 
f(z) = 213/104*z^3 - 55/39*z + 1
*
[ 2/3 ] 
f(z) = 219/104*z^3 - 56/39*z + 1
*
[ 6/5 ] 
f(z) = 215/108*z^3 - 27/10*z + 1
*
[ 6/7 ] 
f(z) = 217/108*z^3 - 23/14*z + 1
*
[ 3/5 ] 
f(z) = 205/108*z^3 - 27/20*z + 1
*
[ 2/3 ] 
f(z) = 207/112*z^3 - 37/28*z + 1
*
[ 6/11 ] 
f(z) = 209/108*z^3 - 31/22*z + 1
*
[ 2/3 ] 
f(z) = 207/104*z^3 - 18/13*z + 1
*
[ 20/3 ] 
f(z) = 207/125*z^3 - 291/4*z + 1
*
[ 15/2 ] 
f(z) = 216/125*z^3 - 289/3*z + 1
*
[ 11/4 ] 
f(z) = 216/121*z^3 - 283/22*z + 1
*
-5/34 | 0.26031064943060437123632632257340804031 | 0.024845231899726267499142755681484128253
f(z) = 204/125*z^3 - 284/51*z + 1
*
[ -9/4 ] 
f(z) = 208/135*z^3 - 286/45*z + 1
*
35/18 | 0.31360171876898901100622819901820314305 | 0.029785254756560458725838011053473161611
f(z) = 216/125*z^3 - 299/42*z + 1
*
[ 11/7 ] 
f(z) = 203/121*z^3 - 291/77*z + 1
*
-15/8 | 0.22740813282445738246320429493565007460 | 0.028868435530763466630374354455087538260
f(z) = 208/135*z^3 - 293/60*z + 1
*
3/13 | 0.26654187904586110710216714029427322776 | 0.029763526750111033301103232242353383501
f(z) = 208/135*z^3 - 287/65*z + 1
*
[ -11/6 ] 
f(z) = 210/121*z^3 - 283/66*z + 1
*
[ 10/7 ] 
f(z) = 204/125*z^3 - 297/98*z + 1
*
[ -30/19 ] 
f(z) = 209/125*z^3 - 289/114*z + 1
*
[ 5/18 ] 
f(z) = 213/125*z^3 - 295/108*z + 1
*
2/3 | 0.15243264059360020701290207111834519126 | 0.026934025902427993121242809388687954935
f(z) = 207/130*z^3 - 287/130*z + 1
*
[ 1/3 ] 
f(z) = 207/130*z^3 - 283/130*z + 1
*
[ 1/3 ] 
f(z) = 207/131*z^3 - 285/131*z + 1
*
[ 1/3 ] 
f(z) = 207/133*z^3 - 289/133*z + 1
*
[ 1/3 ] 
f(z) = 207/134*z^3 - 291/134*z + 1
*
[ 1/3 ] 
f(z) = 207/136*z^3 - 295/136*z + 1
*
[ 1/3 ] 
f(z) = 207/137*z^3 - 297/137*z + 1
*
[ 5/4 ] 
f(z) = 208/135*z^3 - 298/135*z + 1
*
[ 1/3 ] 
f(z) = 216/131*z^3 - 286/131*z + 1
*
[ 1/3 ] 
f(z) = 216/133*z^3 - 290/133*z + 1
*
[ 1/3 ] 
f(z) = 216/137*z^3 - 298/137*z + 1
*
[ 5/14 ] 
f(z) = 203/125*z^3 - 281/140*z + 1
*
[ 5/14 ] 
f(z) = 217/125*z^3 - 283/140*z + 1
*
[ 2/5 ] 
f(z) = 205/128*z^3 - 281/160*z + 1
*
[ 2/5 ] 
f(z) = 215/128*z^3 - 283/160*z + 1
*
[ 11/12 ] 
f(z) = 200/121*z^3 - 293/198*z + 1
*
[ 15/16 ] 
f(z) = 212/125*z^3 - 299/192*z + 1
*
[ 8/9 ] 
f(z) = 201/128*z^3 - 295/216*z + 1
*
[ 6/7 ] 
f(z) = 217/135*z^3 - 283/210*z + 1
*
[ 35/48 ] 
f(z) = 216/125*z^3 - 289/224*z + 1
*
[ 5/7 ] 
f(z) = 201/125*z^3 - 299/245*z + 1
*
[ 3/4 ] 
f(z) = 203/135*z^3 - 283/240*z + 1
*
[ 3/4 ] 
f(z) = 209/135*z^3 - 289/240*z + 1
*
[ -15/2 ] 
f(z) = 204/125*z^3 - 272/3*z + 1
*
[ -15/4 ] 
f(z) = 212/125*z^3 - 271/12*z + 1
*
[ 11/4 ] 
f(z) = 200/121*z^3 - 261/22*z + 1
*
[ 8/3 ] 
f(z) = 213/128*z^3 - 269/24*z + 1
*
[ -11/4 ] 
f(z) = 216/121*z^3 - 267/22*z + 1
*
20/9 | 0.24994592132694138132299470940403218119 | 0.028265174300944143636584788344786064750
f(z) = 216/125*z^3 - 277/30*z + 1
*
[ 5/54 ] 
f(z) = 216/125*z^3 - 265/27*z + 1
*
[ 8/3 ] 
f(z) = 219/128*z^3 - 277/24*z + 1
*
[ 10/69 ] 
f(z) = 207/125*z^3 - 273/46*z + 1
*
[ 33/20 ] 
f(z) = 200/121*z^3 - 271/66*z + 1
*
[ 5/26 ] 
f(z) = 208/125*z^3 - 277/65*z + 1
*
5/6 | 0.20165082371358449363518042516132394670 | 0.022938248077039846888356596143367929981
f(z) = 213/125*z^3 - 263/60*z + 1
*
5/3 | 0.23498873408877295552219441410958091983 | 0.026662098943049239998167104082806021377
f(z) = 216/125*z^3 - 269/60*z + 1
*
[ 5/19 ] 
f(z) = 209/125*z^3 - 277/95*z + 1
*
[ 11/8 ] 
f(z) = 216/121*z^3 - 273/88*z + 1
*
[ 2/7 ] 
f(z) = 203/120*z^3 - 277/105*z + 1
*
3/7 | 0.22271960501156380105318596811411461389 | 0.028515947234454738491941498551037046808
f(z) = 203/135*z^3 - 274/105*z + 1
*
[ 2/7 ] 
f(z) = 217/120*z^3 - 278/105*z + 1
*
[ 1/3 ] 
f(z) = 207/121*z^3 - 265/121*z + 1
*
[ 1/3 ] 
f(z) = 207/122*z^3 - 267/122*z + 1
*
[ 1/3 ] 
f(z) = 207/124*z^3 - 271/124*z + 1
*
[ 1/3 ] 
f(z) = 207/125*z^3 - 273/125*z + 1
*
[ 1/3 ] 
f(z) = 207/127*z^3 - 277/127*z + 1
*
[ 1/3 ] 
f(z) = 207/128*z^3 - 279/128*z + 1
*
[ -3/2 ] 
f(z) = 208/123*z^3 - 263/123*z + 1
*
[ -3/2 ] 
f(z) = 212/123*z^3 - 272/123*z + 1
*
[ -3/2 ] 
f(z) = 212/129*z^3 - 262/129*z + 1
*
[ 1/3 ] 
f(z) = 216/121*z^3 - 266/121*z + 1
*
[ 1/3 ] 
f(z) = 216/125*z^3 - 274/125*z + 1
*
[ 1/3 ] 
f(z) = 216/127*z^3 - 278/127*z + 1
*
[ 7/6 ] 
f(z) = 216/133*z^3 - 275/133*z + 1
*
[ 15/14 ] 
f(z) = 208/125*z^3 - 271/147*z + 1
*
[ 11/12 ] 
f(z) = 207/121*z^3 - 269/176*z + 1
*
[ -11/8 ] 
f(z) = 212/121*z^3 - 279/176*z + 1
*
-4/3 | 0.20916832242246258719011290058060235895 | 0.024700408716142852779103385954451929744
f(z) = 207/128*z^3 - 271/184*z + 1
*
[ 3/5 ] 
f(z) = 205/126*z^3 - 263/210*z + 1
*
[ 8/15 ] 
f(z) = 207/128*z^3 - 267/200*z + 1
*
[ 4/5 ] 
f(z) = 211/128*z^3 - 261/200*z + 1
*
[ 4/5 ] 
f(z) = 213/128*z^3 - 263/200*z + 1
*
[ 3/5 ] 
f(z) = 215/126*z^3 - 269/210*z + 1
*
[ 4/5 ] 
f(z) = 217/128*z^3 - 267/200*z + 1
*
[ 4/5 ] 
f(z) = 219/128*z^3 - 269/200*z + 1
*
[ 15/22 ] 
f(z) = 209/135*z^3 - 261/220*z + 1
*
[ 11/3 ] 
f(z) = 207/121*z^3 - 245/11*z + 1
*
[ 11/3 ] 
f(z) = 216/121*z^3 - 256/11*z + 1
*
[ -11/3 ] 
f(z) = 216/121*z^3 - 250/11*z + 1
*
[ -11/4 ] 
f(z) = 200/121*z^3 - 245/22*z + 1
*
[ 8/3 ] 
f(z) = 201/128*z^3 - 253/24*z + 1
*
5/13 | 0.22089231214239245860118635715338722827 | 0.021401441985818264828596959064922800003
f(z) = 208/125*z^3 - 243/26*z + 1
*
[ -8/3 ] 
f(z) = 213/128*z^3 - 251/24*z + 1
*
[ -8/3 ] 
f(z) = 219/128*z^3 - 259/24*z + 1
*
[ 15/8 ] 
f(z) = 204/125*z^3 - 253/48*z + 1
*
-5/3 | 0.20314770297501779707327563213423210390 | 0.023231937917449755440398478812179407043
f(z) = 204/125*z^3 - 251/60*z + 1
*
[ -15/8 ] 
f(z) = 208/125*z^3 - 259/60*z + 1
*
[ 11/8 ] 
f(z) = 200/121*z^3 - 251/88*z + 1
*
[ 11/40 ] 
f(z) = 200/121*z^3 - 243/88*z + 1
*
[ 35/26 ] 
f(z) = 208/125*z^3 - 251/91*z + 1
*
6/7 | 0.21694971139526205548309345183034434929 | 0.028497901835561068473416215644733652617
f(z) = 203/120*z^3 - 253/105*z + 1
*
[ -3/2 ] 
f(z) = 200/123*z^3 - 245/123*z + 1
*
[ -3/2 ] 
f(z) = 208/129*z^3 - 253/129*z + 1
*
[ 8/19 ] 
f(z) = 209/128*z^3 - 253/152*z + 1
*
[ 5/12 ] 
f(z) = 217/125*z^3 - 245/144*z + 1
*
[ 15/14 ] 
f(z) = 217/135*z^3 - 249/140*z + 1
*
[ -11/8 ] 
f(z) = 204/121*z^3 - 257/176*z + 1
*
[ 10/11 ] 
f(z) = 209/120*z^3 - 254/165*z + 1
*
[ 15/26 ] 
f(z) = 208/125*z^3 - 251/195*z + 1
*
[ 10/19 ] 
f(z) = 209/125*z^3 - 259/190*z + 1
*
[ 5/6 ] 
f(z) = 211/125*z^3 - 247/180*z + 1
*
[ 5/6 ] 
f(z) = 217/125*z^3 - 253/180*z + 1
*
[ 4/5 ] 
f(z) = 201/128*z^3 - 251/200*z + 1
*
[ 4/5 ] 
f(z) = 203/128*z^3 - 253/200*z + 1
*
[ 4/5 ] 
f(z) = 207/128*z^3 - 257/200*z + 1
*
[ 4/5 ] 
f(z) = 209/128*z^3 - 259/200*z + 1
*
[ -11/3 ] 
f(z) = 207/121*z^3 - 239/11*z + 1
*
[ -8/3 ] 
f(z) = 201/128*z^3 - 235/24*z + 1
*
[ 15/7 ] 
f(z) = 203/135*z^3 - 223/35*z + 1
*
-2 | 0.10964782650703105844303968083184807859 | 0.016161621408272641323833788430882430026
f(z) = 205/128*z^3 - 221/32*z + 1
*
-2 | 0.10987105561565091630183061632652768097 | 0.016173048260111705323017241429657280374
f(z) = 207/128*z^3 - 223/32*z + 1
*
-2 | 0.11009107146871612578899062571919620322 | 0.016184163856864275234517479489658753950
f(z) = 209/128*z^3 - 225/32*z + 1
*
-2 | 0.11030798313452067012108699697785064252 | 0.016194982444187783007102859825904413961
f(z) = 211/128*z^3 - 227/32*z + 1
*
-2 | 0.11052189350276506764019875842736051491 | 0.016205517346738207606432825313369088489
f(z) = 213/128*z^3 - 229/32*z + 1
*
-2 | 0.11073289977513080468213420685556743929 | 0.016215781045298870509826142160399474583
f(z) = 215/128*z^3 - 231/32*z + 1
*
-2 | 0.11094109390642956137650467763151456796 | 0.016225785245987194394331657512681224598
f(z) = 217/128*z^3 - 233/32*z + 1
*
-2 | 0.11114656300228916590551458025266376404 | 0.016235540942500423020410566574006603316
f(z) = 219/128*z^3 - 235/32*z + 1
*
[ 11/6 ] 
f(z) = 207/121*z^3 - 233/44*z + 1
*
[ 5/28 ] 
f(z) = 208/125*z^3 - 228/49*z + 1
*
[ 3/13 ] 
f(z) = 208/135*z^3 - 222/65*z + 1
*
[ 25/18 ] 
f(z) = 216/125*z^3 - 229/75*z + 1
*
[ 10/7 ] 
f(z) = 217/125*z^3 - 227/70*z + 1
*
[ 11/9 ] 
f(z) = 207/121*z^3 - 235/99*z + 1
*
[ 5/18 ] 
f(z) = 208/125*z^3 - 221/81*z + 1
*
[ 11/10 ] 
f(z) = 210/121*z^3 - 221/110*z + 1
*
[ -3/2 ] 
f(z) = 200/129*z^3 - 235/129*z + 1
*
[ 11/26 ] 
f(z) = 208/121*z^3 - 239/143*z + 1
*
[ 35/69 ] 
f(z) = 207/125*z^3 - 225/161*z + 1
*
[ 11/16 ] 
f(z) = 208/121*z^3 - 223/176*z + 1
*
[ 6/11 ] 
f(z) = 209/120*z^3 - 223/165*z + 1
*
-10/11 | 0.16301679794876259277800691740537801818 | 0.021060977252318654052537146611073503290
f(z) = 209/120*z^3 - 221/165*z + 1
*
[ -15/11 ] 
f(z) = 209/125*z^3 - 227/165*z + 1
*
[ 2/3 ] 
f(z) = 201/124*z^3 - 227/186*z + 1
*
[ 5/6 ] 
f(z) = 203/125*z^3 - 239/180*z + 1
*
[ 11/17 ] 
f(z) = 204/121*z^3 - 234/187*z + 1
*
[ 2/3 ] 
f(z) = 213/124*z^3 - 235/186*z + 1
*
[ 2/3 ] 
f(z) = 219/124*z^3 - 239/186*z + 1
*
[ 5 ] 
f(z) = 206/125*z^3 - 202/5*z + 1
*
[ 5 ] 
f(z) = 207/125*z^3 - 203/5*z + 1
*
[ -5 ] 
f(z) = 207/125*z^3 - 201/5*z + 1
*
[ 4 ] 
f(z) = 207/128*z^3 - 201/8*z + 1
*
[ 5 ] 
f(z) = 208/125*z^3 - 204/5*z + 1
*
[ -5 ] 
f(z) = 208/125*z^3 - 202/5*z + 1
*
[ -5 ] 
f(z) = 209/125*z^3 - 203/5*z + 1
*
[ 4 ] 
f(z) = 209/128*z^3 - 203/8*z + 1
*
[ 5 ] 
f(z) = 211/125*z^3 - 207/5*z + 1
*
[ 4 ] 
f(z) = 211/128*z^3 - 205/8*z + 1
*
[ -4 ] 
f(z) = 211/128*z^3 - 201/8*z + 1
*
[ 5 ] 
f(z) = 212/125*z^3 - 208/5*z + 1
*
[ -5 ] 
f(z) = 212/125*z^3 - 206/5*z + 1
*
[ 3 ] 
f(z) = 212/135*z^3 - 202/15*z + 1
*
[ 5 ] 
f(z) = 213/125*z^3 - 209/5*z + 1
*
[ -5 ] 
f(z) = 213/125*z^3 - 207/5*z + 1
*
[ 4 ] 
f(z) = 213/128*z^3 - 207/8*z + 1
*
[ -4 ] 
f(z) = 213/128*z^3 - 203/8*z + 1
*
[ -5 ] 
f(z) = 214/125*z^3 - 208/5*z + 1
*
[ 4 ] 
f(z) = 215/128*z^3 - 209/8*z + 1
*
[ -4 ] 
f(z) = 215/128*z^3 - 205/8*z + 1
*
[ 5 ] 
f(z) = 216/125*z^3 - 212/5*z + 1
*
[ 5 ] 
f(z) = 217/125*z^3 - 213/5*z + 1
*
[ -5 ] 
f(z) = 217/125*z^3 - 211/5*z + 1
*
[ 4 ] 
f(z) = 217/128*z^3 - 211/8*z + 1
*
[ -4 ] 
f(z) = 217/128*z^3 - 207/8*z + 1
*
[ 5 ] 
f(z) = 218/125*z^3 - 214/5*z + 1
*
[ -5 ] 
f(z) = 218/125*z^3 - 212/5*z + 1
*
[ 3 ] 
f(z) = 218/135*z^3 - 208/15*z + 1
*
[ -5 ] 
f(z) = 219/125*z^3 - 213/5*z + 1
*
[ 4 ] 
f(z) = 219/128*z^3 - 213/8*z + 1
*
[ -4 ] 
f(z) = 219/128*z^3 - 209/8*z + 1
*
-2 | 0.10919125801076767077159698973187857084 | 0.016137771824316222797186753136593839688
f(z) = 201/128*z^3 - 217/32*z + 1
*
-2 | 0.10942126834901818967157654788440113317 | 0.016149868048516857556957251019665633863
f(z) = 203/128*z^3 - 219/32*z + 1
*
[ 5/2 ] 
f(z) = 213/125*z^3 - 201/20*z + 1
*
[ 2 ] 
f(z) = 217/128*z^3 - 201/32*z + 1
*
[ -15/7 ] 
f(z) = 217/135*z^3 - 207/35*z + 1
*
[ 5/2 ] 
f(z) = 219/125*z^3 - 207/20*z + 1
*
[ 2 ] 
f(z) = 219/128*z^3 - 203/32*z + 1
*
-5/3 | 0.15197725463753486515289831782945574356 | 0.017812446965509450438646883864941711898
f(z) = 216/125*z^3 - 203/40*z + 1
*
[ 10/7 ] 
f(z) = 203/125*z^3 - 211/70*z + 1
*
[ -11/7 ] 
f(z) = 210/121*z^3 - 204/77*z + 1
*
[ -11/7 ] 
f(z) = 217/121*z^3 - 215/77*z + 1
*
[ 5/17 ] 
f(z) = 204/125*z^3 - 216/85*z + 1
*
10/69 | 0.26360864474333244236224436983359991126 | 0.026018413638577095234966077003133338361
f(z) = 207/125*z^3 - 201/92*z + 1
*
[ 5/4 ] 
f(z) = 217/125*z^3 - 201/80*z + 1
*
[ 5/4 ] 
f(z) = 219/125*z^3 - 203/80*z + 1
*
[ -10/7 ] 
f(z) = 217/120*z^3 - 209/105*z + 1
*
[ 11/13 ] 
f(z) = 208/121*z^3 - 202/143*z + 1
*
[ 11/14 ] 
f(z) = 210/121*z^3 - 207/154*z + 1
*
[ 11/15 ] 
f(z) = 210/121*z^3 - 214/165*z + 1
*
[ 5/8 ] 
f(z) = 214/125*z^3 - 203/160*z + 1
*
[ 5 ] 
f(z) = 201/125*z^3 - 197/5*z + 1
*
[ 4 ] 
f(z) = 201/128*z^3 - 195/8*z + 1
*
[ -4 ] 
f(z) = 201/128*z^3 - 191/8*z + 1
*
[ 5 ] 
f(z) = 202/125*z^3 - 198/5*z + 1
*
[ -5 ] 
f(z) = 202/125*z^3 - 196/5*z + 1
*
[ -3 ] 
f(z) = 202/135*z^3 - 182/15*z + 1
*
[ 5 ] 
f(z) = 203/125*z^3 - 199/5*z + 1
*
[ -5 ] 
f(z) = 203/125*z^3 - 197/5*z + 1
*
[ 4 ] 
f(z) = 203/128*z^3 - 197/8*z + 1
*
[ -4 ] 
f(z) = 203/128*z^3 - 193/8*z + 1
*
[ 3 ] 
f(z) = 203/135*z^3 - 193/15*z + 1
*
[ -5 ] 
f(z) = 204/125*z^3 - 198/5*z + 1
*
[ 4 ] 
f(z) = 205/128*z^3 - 199/8*z + 1
*
[ -4 ] 
f(z) = 205/128*z^3 - 195/8*z + 1
*
[ 3 ] 
f(z) = 206/135*z^3 - 196/15*z + 1
*
[ -4 ] 
f(z) = 207/128*z^3 - 197/8*z + 1
*
[ -3 ] 
f(z) = 208/135*z^3 - 188/15*z + 1
*
[ -4 ] 
f(z) = 209/128*z^3 - 199/8*z + 1
*
[ 3 ] 
f(z) = 209/135*z^3 - 199/15*z + 1
*
[ -3 ] 
f(z) = 211/135*z^3 - 191/15*z + 1
*
[ -3 ] 
f(z) = 214/135*z^3 - 194/15*z + 1
*
5/18 | 0.21744007729244718330141475773939382571 | 0.025668309080686827702480511856001095947
f(z) = 216/125*z^3 - 191/15*z + 1
*
[ -35/12 ] 
f(z) = 216/125*z^3 - 187/14*z + 1
*
[ -3 ] 
f(z) = 217/135*z^3 - 197/15*z + 1
*
[ 5/2 ] 
f(z) = 201/125*z^3 - 189/20*z + 1
*
[ 2 ] 
f(z) = 201/128*z^3 - 185/32*z + 1
*
[ 5/2 ] 
f(z) = 203/125*z^3 - 191/20*z + 1
*
[ 2 ] 
f(z) = 203/128*z^3 - 187/32*z + 1
*
[ 2 ] 
f(z) = 205/128*z^3 - 189/32*z + 1
*
[ 2 ] 
f(z) = 207/128*z^3 - 191/32*z + 1
*
[ 5/2 ] 
f(z) = 209/125*z^3 - 197/20*z + 1
*
[ -5/2 ] 
f(z) = 209/125*z^3 - 181/20*z + 1
*
[ 2 ] 
f(z) = 209/128*z^3 - 193/32*z + 1
*
[ 5/2 ] 
f(z) = 211/125*z^3 - 199/20*z + 1
*
[ -5/2 ] 
f(z) = 211/125*z^3 - 183/20*z + 1
*
[ 2 ] 
f(z) = 211/128*z^3 - 195/32*z + 1
*
[ 2 ] 
f(z) = 213/128*z^3 - 197/32*z + 1
*
[ 2 ] 
f(z) = 215/128*z^3 - 199/32*z + 1
*
5/3 | 0.24003659148687430200145135970937560933 | 0.028232691775397687528527082948039707535
f(z) = 216/125*z^3 - 197/30*z + 1
*
[ 5/36 ] 
f(z) = 216/125*z^3 - 187/30*z + 1
*
[ -5/2 ] 
f(z) = 217/125*z^3 - 189/20*z + 1
*
[ -5/2 ] 
f(z) = 219/125*z^3 - 191/20*z + 1
*
[ 5/3 ] 
f(z) = 202/125*z^3 - 184/45*z + 1
*
[ 5/3 ] 
f(z) = 206/125*z^3 - 188/45*z + 1
*
[ -11/6 ] 
f(z) = 207/121*z^3 - 185/44*z + 1
*
[ 5/3 ] 
f(z) = 209/125*z^3 - 191/45*z + 1
*
[ 5/3 ] 
f(z) = 211/125*z^3 - 193/45*z + 1
*
[ 5/3 ] 
f(z) = 212/125*z^3 - 194/45*z + 1
*
[ 5/3 ] 
f(z) = 214/125*z^3 - 196/45*z + 1
*
[ 5/3 ] 
f(z) = 217/125*z^3 - 199/45*z + 1
*
[ -33/20 ] 
f(z) = 200/121*z^3 - 191/66*z + 1
*
[ -11/7 ] 
f(z) = 203/121*z^3 - 193/77*z + 1
*
[ 4/3 ] 
f(z) = 203/128*z^3 - 185/72*z + 1
*
5/4 | 0.21332540271744582806674704240931270796 | 0.025343465991528263616504604824165204724
f(z) = 204/125*z^3 - 181/60*z + 1
*
[ 4/3 ] 
f(z) = 205/128*z^3 - 187/72*z + 1
*
[ 4/3 ] 
f(z) = 209/128*z^3 - 191/72*z + 1
*
[ 4/3 ] 
f(z) = 211/128*z^3 - 193/72*z + 1
*
[ 3/2 ] 
f(z) = 211/135*z^3 - 191/60*z + 1
*
[ 4/3 ] 
f(z) = 215/128*z^3 - 197/72*z + 1
*
[ 4/3 ] 
f(z) = 217/128*z^3 - 199/72*z + 1
*
[ 3/2 ] 
f(z) = 217/135*z^3 - 197/60*z + 1
*
[ 11/30 ] 
f(z) = 200/121*z^3 - 193/99*z + 1
*
[ 5/4 ] 
f(z) = 203/125*z^3 - 187/80*z + 1
*
[ 5/14 ] 
f(z) = 206/125*z^3 - 197/98*z + 1
*
[ 5/4 ] 
f(z) = 207/125*z^3 - 191/80*z + 1
*
[ 5/16 ] 
f(z) = 208/125*z^3 - 189/80*z + 1
*
[ 5/4 ] 
f(z) = 209/125*z^3 - 193/80*z + 1
*
[ 5/4 ] 
f(z) = 213/125*z^3 - 197/80*z + 1
*
[ -10/7 ] 
f(z) = 203/120*z^3 - 184/105*z + 1
*
[ 1/2 ] 
f(z) = 200/131*z^3 - 181/131*z + 1
*
[ 1/2 ] 
f(z) = 200/133*z^3 - 183/133*z + 1
*
[ 1/2 ] 
f(z) = 200/137*z^3 - 187/137*z + 1
*
[ 1/2 ] 
f(z) = 200/139*z^3 - 189/139*z + 1
*
[ 10/21 ] 
f(z) = 203/125*z^3 - 185/126*z + 1
*
[ 11/12 ] 
f(z) = 204/121*z^3 - 199/132*z + 1
*
[ 5/11 ] 
f(z) = 204/125*z^3 - 186/121*z + 1
*
[ 1/2 ] 
f(z) = 204/131*z^3 - 182/131*z + 1
*
[ 1/2 ] 
f(z) = 204/133*z^3 - 184/133*z + 1
*
[ 1/2 ] 
f(z) = 204/137*z^3 - 188/137*z + 1
*
[ 1/2 ] 
f(z) = 204/139*z^3 - 190/139*z + 1
*
[ 1/2 ] 
f(z) = 208/129*z^3 - 181/129*z + 1
*
[ 1/2 ] 
f(z) = 208/131*z^3 - 183/131*z + 1
*
[ 1/2 ] 
f(z) = 208/133*z^3 - 185/133*z + 1
*
[ 1/2 ] 
f(z) = 208/135*z^3 - 187/135*z + 1
*
[ 1/2 ] 
f(z) = 208/137*z^3 - 189/137*z + 1
*
[ 1/2 ] 
f(z) = 208/139*z^3 - 191/139*z + 1
*
[ 1/2 ] 
f(z) = 212/129*z^3 - 182/129*z + 1
*
[ 1/2 ] 
f(z) = 212/131*z^3 - 184/131*z + 1
*
[ 1/2 ] 
f(z) = 212/133*z^3 - 186/133*z + 1
*
[ 1/2 ] 
f(z) = 212/135*z^3 - 188/135*z + 1
*
[ 1/2 ] 
f(z) = 212/137*z^3 - 190/137*z + 1
*
[ 1/2 ] 
f(z) = 212/139*z^3 - 192/139*z + 1
*
[ 5/11 ] 
f(z) = 214/125*z^3 - 188/121*z + 1
*
-65/72 | 0.25098290053606763623238506351754940667 | 0.029343289089143576064808421471203454562
f(z) = 216/125*z^3 - 193/120*z + 1
*
[ 1/2 ] 
f(z) = 216/127*z^3 - 181/127*z + 1
*
[ 1/2 ] 
f(z) = 216/131*z^3 - 185/131*z + 1
*
[ 1/2 ] 
f(z) = 216/133*z^3 - 187/133*z + 1
*
[ 1/2 ] 
f(z) = 216/137*z^3 - 191/137*z + 1
*
[ 1/2 ] 
f(z) = 216/139*z^3 - 193/139*z + 1
*
[ 5/11 ] 
f(z) = 219/125*z^3 - 189/121*z + 1
*
[ 5/9 ] 
f(z) = 219/125*z^3 - 181/135*z + 1
*
[ 2/3 ] 
f(z) = 209/136*z^3 - 181/153*z + 1
*
[ 2/3 ] 
f(z) = 211/136*z^3 - 182/153*z + 1
*
[ 2/3 ] 
f(z) = 215/136*z^3 - 184/153*z + 1
*
[ 25/36 ] 
f(z) = 216/125*z^3 - 191/150*z + 1
*
[ 2/3 ] 
f(z) = 217/136*z^3 - 185/153*z + 1
*
[ 5/8 ] 
f(z) = 202/125*z^3 - 197/160*z + 1
*
[ 5/8 ] 
f(z) = 206/125*z^3 - 199/160*z + 1
*
[ 10/3 ] 
f(z) = 207/125*z^3 - 177/10*z + 1
*
[ -10/3 ] 
f(z) = 207/125*z^3 - 171/10*z + 1
*
[ -10/3 ] 
f(z) = 216/125*z^3 - 179/10*z + 1
*
[ -5/2 ] 
f(z) = 201/125*z^3 - 173/20*z + 1
*
[ 11/6 ] 
f(z) = 204/121*z^3 - 172/33*z + 1
*
[ -5/2 ] 
f(z) = 207/125*z^3 - 179/20*z + 1
*
[ -2 ] 
f(z) = 209/128*z^3 - 161/32*z + 1
*
[ -2 ] 
f(z) = 211/128*z^3 - 163/32*z + 1
*
[ -2 ] 
f(z) = 213/128*z^3 - 165/32*z + 1
*
[ -2 ] 
f(z) = 215/128*z^3 - 167/32*z + 1
*
[ -2 ] 
f(z) = 217/128*z^3 - 169/32*z + 1
*
[ -2 ] 
f(z) = 219/128*z^3 - 171/32*z + 1
*
-8/5 | 0.21346644138678370720039792306951457486 | 0.026817477949676163652801980420965968654
f(z) = 205/128*z^3 - 179/40*z + 1
*
[ -20/11 ] 
f(z) = 209/125*z^3 - 175/44*z + 1
*
-15/11 | 0.24060277788352145581834726083536827944 | 0.028476638627083095284028261484295740008
f(z) = 209/135*z^3 - 173/55*z + 1
*
[ 4/3 ] 
f(z) = 207/136*z^3 - 167/68*z + 1
*
3/8 | 0.21865403169120760718485830625338878287 | 0.029746758809817311266856371942892650746
f(z) = 208/135*z^3 - 173/60*z + 1
*
[ 11/36 ] 
f(z) = 216/121*z^3 - 161/66*z + 1
*
[ -10/7 ] 
f(z) = 206/125*z^3 - 163/98*z + 1
*
[ 4/11 ] 
f(z) = 209/128*z^3 - 173/88*z + 1
*
[ -10/7 ] 
f(z) = 211/125*z^3 - 171/98*z + 1
*
[ -10/7 ] 
f(z) = 216/125*z^3 - 179/98*z + 1
*
[ 3/7 ] 
f(z) = 203/135*z^3 - 169/105*z + 1
*
5/51 | 0.18391957562902666145777716512345057682 | 0.018404657307924124894159221361081432337
f(z) = 204/125*z^3 - 175/102*z + 1
*
[ 45/52 ] 
f(z) = 208/125*z^3 - 164/117*z + 1
*
[ 10/11 ] 
f(z) = 209/125*z^3 - 163/110*z + 1
*
[ 1/2 ] 
f(z) = 200/121*z^3 - 171/121*z + 1
*
[ 1/2 ] 
f(z) = 200/123*z^3 - 173/123*z + 1
*
[ 1/2 ] 
f(z) = 200/127*z^3 - 177/127*z + 1
*
[ 1/2 ] 
f(z) = 200/129*z^3 - 179/129*z + 1
*
[ -7/5 ] 
f(z) = 200/133*z^3 - 164/133*z + 1
*
[ 2/3 ] 
f(z) = 203/120*z^3 - 169/135*z + 1
*
[ 1/2 ] 
f(z) = 204/121*z^3 - 172/121*z + 1
*
[ 1/2 ] 
f(z) = 204/125*z^3 - 176/125*z + 1
*
[ 5/9 ] 
f(z) = 204/125*z^3 - 176/135*z + 1
*
[ 1/2 ] 
f(z) = 204/127*z^3 - 178/127*z + 1
*
[ 1/2 ] 
f(z) = 208/121*z^3 - 173/121*z + 1
*
[ 1/2 ] 
f(z) = 208/123*z^3 - 175/123*z + 1
*
[ 1/2 ] 
f(z) = 208/125*z^3 - 177/125*z + 1
*
[ 10/13 ] 
f(z) = 208/125*z^3 - 167/130*z + 1
*
[ 1/2 ] 
f(z) = 208/127*z^3 - 179/127*z + 1
*
[ 2/3 ] 
f(z) = 209/120*z^3 - 172/135*z + 1
*
[ 2/3 ] 
f(z) = 211/120*z^3 - 173/135*z + 1
*
[ 1/2 ] 
f(z) = 212/121*z^3 - 174/121*z + 1
*
[ 1/2 ] 
f(z) = 212/123*z^3 - 176/123*z + 1
*
[ 1/2 ] 
f(z) = 212/125*z^3 - 178/125*z + 1
*
[ 1/2 ] 
f(z) = 212/127*z^3 - 180/127*z + 1
*
[ 5/9 ] 
f(z) = 213/125*z^3 - 179/135*z + 1
*
[ 1/2 ] 
f(z) = 216/121*z^3 - 175/121*z + 1
*
[ 1/2 ] 
f(z) = 216/125*z^3 - 179/125*z + 1
*
[ 2/3 ] 
f(z) = 217/120*z^3 - 176/135*z + 1
*
[ 2/3 ] 
f(z) = 203/136*z^3 - 178/153*z + 1
*
[ 2/3 ] 
f(z) = 205/136*z^3 - 179/153*z + 1
*
[ -2 ] 
f(z) = 201/128*z^3 - 153/32*z + 1
*
[ -2 ] 
f(z) = 203/128*z^3 - 155/32*z + 1
*
[ -2 ] 
f(z) = 205/128*z^3 - 157/32*z + 1
*
[ -2 ] 
f(z) = 207/128*z^3 - 159/32*z + 1
*
-15/8 | 0.28142428648748163605217547104946882366 | 0.028471100333117713822743227710360291354
f(z) = 216/125*z^3 - 157/24*z + 1
*
115/72 | 0.17003072801551410511045698863261401204 | 0.017293147991166241186144714117089972099
f(z) = 216/125*z^3 - 149/24*z + 1
*
[ 8/5 ] 
f(z) = 205/128*z^3 - 149/40*z + 1
*
5/8 | 0.21657579253680091930438057151060037698 | 0.022088194165779001256128504244479665961
f(z) = 208/125*z^3 - 145/52*z + 1
*
[ 3/11 ] 
f(z) = 209/135*z^3 - 153/55*z + 1
*
[ -5/3 ] 
f(z) = 214/125*z^3 - 142/45*z + 1
*
[ 8/5 ] 
f(z) = 215/128*z^3 - 157/40*z + 1
*
5/4 | 0.22336842532173333265512084203949145292 | 0.022627059793646396898190134245052901564
f(z) = 216/125*z^3 - 155/54*z + 1
*
[ -5/3 ] 
f(z) = 218/125*z^3 - 146/45*z + 1
*
[ 5/16 ] 
f(z) = 204/125*z^3 - 151/64*z + 1
*
3/4 | 0.17230262592787849310664826494203352031 | 0.020693843324590712902752609015856981783
f(z) = 208/135*z^3 - 153/65*z + 1
*
[ -55/36 ] 
f(z) = 216/125*z^3 - 157/66*z + 1
*
[ -10/7 ] 
f(z) = 201/125*z^3 - 155/98*z + 1
*
[ 15/14 ] 
f(z) = 203/125*z^3 - 151/84*z + 1
*
[ 2/5 ] 
f(z) = 205/136*z^3 - 148/85*z + 1
*
[ 11/12 ] 
f(z) = 208/121*z^3 - 152/99*z + 1
*
[ 3/8 ] 
f(z) = 212/135*z^3 - 151/80*z + 1
*
[ 2/5 ] 
f(z) = 215/136*z^3 - 149/85*z + 1
*
[ -11/8 ] 
f(z) = 216/121*z^3 - 145/88*z + 1
*
[ 6/7 ] 
f(z) = 203/120*z^3 - 148/105*z + 1
*
[ 6/7 ] 
f(z) = 217/120*z^3 - 157/105*z + 1
*
[ 3/5 ] 
f(z) = 200/123*z^3 - 154/123*z + 1
*
[ 3/5 ] 
f(z) = 200/129*z^3 - 158/129*z + 1
*
[ 7/10 ] 
f(z) = 200/133*z^3 - 155/133*z + 1
*
[ 3/5 ] 
f(z) = 203/135*z^3 - 151/125*z + 1
*
[ 3/5 ] 
f(z) = 206/135*z^3 - 152/125*z + 1
*
[ 3/4 ] 
f(z) = 206/135*z^3 - 143/120*z + 1
*
[ 2/3 ] 
f(z) = 207/122*z^3 - 153/122*z + 1
*
[ 2/3 ] 
f(z) = 207/130*z^3 - 157/130*z + 1
*
[ 2/3 ] 
f(z) = 207/134*z^3 - 159/134*z + 1
*
[ 3/4 ] 
f(z) = 208/123*z^3 - 158/123*z + 1
*
[ 3/4 ] 
f(z) = 208/129*z^3 - 160/129*z + 1
*
[ 3/5 ] 
f(z) = 209/135*z^3 - 153/125*z + 1
*
[ 3/5 ] 
f(z) = 212/135*z^3 - 154/125*z + 1
*
[ 3/5 ] 
f(z) = 218/135*z^3 - 156/125*z + 1
*
[ 3/4 ] 
f(z) = 218/135*z^3 - 149/120*z + 1
*
[ 11/4 ] 
f(z) = 208/121*z^3 - 136/11*z + 1
*
[ -11/4 ] 
f(z) = 208/121*z^3 - 128/11*z + 1
*
[ -11/6 ] 
f(z) = 204/121*z^3 - 136/33*z + 1
*
3/2 | 0.18347320871805225258986457768772126716 | 0.026056310506801627307049381452563266634
f(z) = 214/135*z^3 - 127/30*z + 1
*
[ 35/18 ] 
f(z) = 216/125*z^3 - 127/21*z + 1
*
-5/3 | 0.17715387614181366792203757824310814355 | 0.022103711864370060798439198260818686433
f(z) = 216/125*z^3 - 121/30*z + 1
*
[ -5/3 ] 
f(z) = 203/125*z^3 - 131/45*z + 1
*
[ -5/3 ] 
f(z) = 206/125*z^3 - 134/45*z + 1
*
[ 11/8 ] 
f(z) = 208/121*z^3 - 131/44*z + 1
*
15/104 | 0.25077296934798949586417260989305555542 | 0.025724803979967086841637485168417394150
f(z) = 208/125*z^3 - 137/52*z + 1
*
[ -5/3 ] 
f(z) = 208/125*z^3 - 136/45*z + 1
*
[ -5/3 ] 
f(z) = 209/125*z^3 - 137/45*z + 1
*
[ -5/3 ] 
f(z) = 211/125*z^3 - 139/45*z + 1
*
-8/7 | 0.19654481383672413595973598588538480745 | 0.025699570132965500999377351221712265783
f(z) = 217/128*z^3 - 131/56*z + 1
*
[ 5/12 ] 
f(z) = 202/125*z^3 - 121/72*z + 1
*
[ 20/19 ] 
f(z) = 209/125*z^3 - 137/76*z + 1
*
[ -25/18 ] 
f(z) = 216/125*z^3 - 121/75*z + 1
*
[ -10/7 ] 
f(z) = 217/125*z^3 - 129/70*z + 1
*
[ 11/15 ] 
f(z) = 200/121*z^3 - 124/99*z + 1
*
[ -11/8 ] 
f(z) = 200/121*z^3 - 123/88*z + 1
*
[ 5/6 ] 
f(z) = 206/125*z^3 - 121/90*z + 1
*
[ 20/23 ] 
f(z) = 207/125*z^3 - 129/92*z + 1
*
[ 11/24 ] 
f(z) = 216/121*z^3 - 137/88*z + 1
*
[ 15/31 ] 
f(z) = 217/125*z^3 - 137/93*z + 1
*
[ 5/6 ] 
f(z) = 218/125*z^3 - 127/90*z + 1
*
[ 2/3 ] 
f(z) = 219/128*z^3 - 121/96*z + 1
*
[ 10/3 ] 
f(z) = 201/125*z^3 - 103/6*z + 1
*
-2 | 0.10887594353645984383276406960936801404 | 0.016080243634811271244778346591771864627
f(z) = 201/136*z^3 - 109/17*z + 1
*
-2 | 0.089353965947886996397538244149297871180 | 0.013196979015823575010141037712466189125
f(z) = 203/120*z^3 - 109/15*z + 1
*
-2 | 0.10911458242459271164580198757246967386 | 0.016093781597150244076257832637167015823
f(z) = 203/136*z^3 - 110/17*z + 1
*
[ -10/3 ] 
f(z) = 204/125*z^3 - 101/6*z + 1
*
-2 | 0.10934933750984225057746240229438569982 | 0.016106907150220019207018279009724206473
f(z) = 205/136*z^3 - 111/17*z + 1
*
-2 | 0.10958036306093548050979411585205586139 | 0.016119641597885184689082557177317372505
f(z) = 207/136*z^3 - 112/17*z + 1
*
[ -15/4 ] 
f(z) = 208/135*z^3 - 102/5*z + 1
*
-2 | 0.090004221278660447494725067140272575559 | 0.013239925008297122032795678712263929688
f(z) = 209/120*z^3 - 112/15*z + 1
*
-2 | 0.10980780308678638639724170570682598675 | 0.016132004678380800971859150781170905311
f(z) = 209/136*z^3 - 113/17*z + 1
*
-2 | 0.090214146307110165663964762174021880361 | 0.013253475521518356978918420136407628570
f(z) = 211/120*z^3 - 113/15*z + 1
*
-2 | 0.11003179228429053338841811839077818520 | 0.016144014713883167756564117529054164549
f(z) = 211/136*z^3 - 114/17*z + 1
*
-2 | 0.11025245687598361783334392361404102649 | 0.016155688742537384230108081296972086895
f(z) = 213/136*z^3 - 115/17*z + 1
*
[ 5/2 ] 
f(z) = 214/125*z^3 - 101/10*z + 1
*
-2 | 0.11046991535279572585951869786600053691 | 0.016167042635370742290495749537634299165
f(z) = 215/136*z^3 - 116/17*z + 1
*
-2 | 0.090831884948882701107486982165821455605 | 0.013293057679368565754842995977498853819
f(z) = 217/120*z^3 - 116/15*z + 1
*
[ 2 ] 
f(z) = 217/120*z^3 - 101/15*z + 1
*
-2 | 0.11068427913470958216300826599328026879 | 0.016178091200135003680325993767582722796
f(z) = 217/136*z^3 - 117/17*z + 1
*
[ 5/2 ] 
f(z) = 218/125*z^3 - 103/10*z + 1
*
[ -10/3 ] 
f(z) = 219/125*z^3 - 109/6*z + 1
*
-2 | 0.11089565316014113727238108255348796525 | 0.016188848273803552701747650371671122943
f(z) = 219/136*z^3 - 118/17*z + 1
*
[ 2 ] 
f(z) = 219/136*z^3 - 101/17*z + 1
*
[ -15/8 ] 
f(z) = 216/125*z^3 - 109/24*z + 1
*
[ 8/7 ] 
f(z) = 203/128*z^3 - 109/56*z + 1
*
5/6 | 0.24681499231032735943608641670825202163 | 0.025829081293876815377302012386029449351
f(z) = 204/125*z^3 - 113/51*z + 1
*
[ -20/13 ] 
f(z) = 208/125*z^3 - 119/52*z + 1
*
[ -8/5 ] 
f(z) = 215/128*z^3 - 107/40*z + 1
*
[ 8/7 ] 
f(z) = 217/128*z^3 - 117/56*z + 1
*
[ 5/4 ] 
f(z) = 218/125*z^3 - 101/40*z + 1
*
[ -10/7 ] 
f(z) = 203/125*z^3 - 113/70*z + 1
*
[ -3/2 ] 
f(z) = 203/135*z^3 - 103/60*z + 1
*
[ 5/12 ] 
f(z) = 204/125*z^3 - 101/60*z + 1
*
[ 4/9 ] 
f(z) = 207/128*z^3 - 113/72*z + 1
*
[ 8/9 ] 
f(z) = 207/128*z^3 - 101/72*z + 1
*
[ 3/8 ] 
f(z) = 208/135*z^3 - 113/60*z + 1
*
[ -3/2 ] 
f(z) = 209/135*z^3 - 109/60*z + 1
*
-10/9 | 0.20493774745077423904735864986670651910 | 0.025623626522456478472676177393216340057
f(z) = 216/125*z^3 - 119/60*z + 1
*
[ 2/3 ] 
f(z) = 201/128*z^3 - 115/96*z + 1
*
[ 5/6 ] 
f(z) = 202/125*z^3 - 119/90*z + 1
*
[ 15/29 ] 
f(z) = 203/125*z^3 - 119/87*z + 1
*
[ 5/9 ] 
f(z) = 206/125*z^3 - 106/81*z + 1
*
[ 8/11 ] 
f(z) = 209/128*z^3 - 109/88*z + 1
*
[ 15/19 ] 
f(z) = 209/135*z^3 - 117/95*z + 1
*
[ 5/9 ] 
f(z) = 211/125*z^3 - 107/81*z + 1
*
[ 5/8 ] 
f(z) = 212/125*z^3 - 101/80*z + 1
*
[ 2/3 ] 
f(z) = 213/128*z^3 - 119/96*z + 1
*
[ 11/5 ] 
f(z) = 200/121*z^3 - 82/11*z + 1
*
[ 2 ] 
f(z) = 201/136*z^3 - 92/17*z + 1
*
[ -5/2 ] 
f(z) = 202/125*z^3 - 87/10*z + 1
*
[ 2 ] 
f(z) = 203/120*z^3 - 94/15*z + 1
*
[ 2 ] 
f(z) = 203/136*z^3 - 93/17*z + 1
*
[ 2 ] 
f(z) = 205/136*z^3 - 94/17*z + 1
*
[ 5/2 ] 
f(z) = 206/125*z^3 - 97/10*z + 1
*
[ -5/2 ] 
f(z) = 206/125*z^3 - 89/10*z + 1
*
[ 8/3 ] 
f(z) = 207/128*z^3 - 87/8*z + 1
*
[ -8/3 ] 
f(z) = 207/128*z^3 - 81/8*z + 1
*
[ 2 ] 
f(z) = 207/136*z^3 - 95/17*z + 1
*
[ 2 ] 
f(z) = 209/120*z^3 - 97/15*z + 1
*
[ -2 ] 
f(z) = 209/120*z^3 - 82/15*z + 1
*
[ 2 ] 
f(z) = 209/136*z^3 - 96/17*z + 1
*
[ 2 ] 
f(z) = 211/120*z^3 - 98/15*z + 1
*
[ -2 ] 
f(z) = 211/120*z^3 - 83/15*z + 1
*
[ 2 ] 
f(z) = 211/136*z^3 - 97/17*z + 1
*
[ 2 ] 
f(z) = 213/136*z^3 - 98/17*z + 1
*
[ -2 ] 
f(z) = 213/136*z^3 - 81/17*z + 1
*
[ -5/2 ] 
f(z) = 214/125*z^3 - 93/10*z + 1
*
[ 2 ] 
f(z) = 215/136*z^3 - 99/17*z + 1
*
[ -2 ] 
f(z) = 215/136*z^3 - 82/17*z + 1
*
[ -20/9 ] 
f(z) = 216/125*z^3 - 85/12*z + 1
*
[ -2 ] 
f(z) = 217/120*z^3 - 86/15*z + 1
*
[ 2 ] 
f(z) = 217/136*z^3 - 100/17*z + 1
*
[ -2 ] 
f(z) = 217/136*z^3 - 83/17*z + 1
*
[ -2 ] 
f(z) = 219/136*z^3 - 84/17*z + 1
*
[ 3/2 ] 
f(z) = 202/135*z^3 - 91/30*z + 1
*
[ 15/8 ] 
f(z) = 208/135*z^3 - 99/20*z + 1
*
[ 3/2 ] 
f(z) = 214/135*z^3 - 97/30*z + 1
*
[ 11/9 ] 
f(z) = 216/121*z^3 - 82/33*z + 1
*
3/7 | 0.19050640129336297207387905000140283402 | 0.024368832029762214654605079861501706130
f(z) = 217/135*z^3 - 92/35*z + 1
*
[ 5/4 ] 
f(z) = 202/125*z^3 - 93/40*z + 1
*
[ -8/5 ] 
f(z) = 205/128*z^3 - 99/40*z + 1
*
[ 5/4 ] 
f(z) = 214/125*z^3 - 99/40*z + 1
*
[ 5/14 ] 
f(z) = 216/125*z^3 - 99/49*z + 1
*
[ 6/7 ] 
f(z) = 203/135*z^3 - 89/70*z + 1
*
[ 15/26 ] 
f(z) = 208/135*z^3 - 81/65*z + 1
*
[ 5/6 ] 
f(z) = 213/125*z^3 - 83/60*z + 1
*
[ 5/8 ] 
f(z) = 213/125*z^3 - 81/64*z + 1
*
-10/9 | 0.11552707793043229063753117902506746113 | 0.014697755470859840893199908270543870537
f(z) = 216/125*z^3 - 89/60*z + 1
*
[ -4/3 ] 
f(z) = 217/128*z^3 - 91/72*z + 1
*
[ 5/8 ] 
f(z) = 204/125*z^3 - 99/80*z + 1
*
[ 3/4 ] 
f(z) = 211/135*z^3 - 97/80*z + 1
*
[ 3/4 ] 
f(z) = 217/135*z^3 - 99/80*z + 1
*
[ -11/5 ] 
f(z) = 200/121*z^3 - 72/11*z + 1
*
[ 5/3 ] 
f(z) = 201/125*z^3 - 61/15*z + 1
*
[ -2 ] 
f(z) = 201/136*z^3 - 75/17*z + 1
*
[ 3 ] 
f(z) = 202/135*z^3 - 64/5*z + 1
*
[ -2 ] 
f(z) = 203/120*z^3 - 79/15*z + 1
*
[ -3 ] 
f(z) = 203/135*z^3 - 61/5*z + 1
*
[ -2 ] 
f(z) = 203/136*z^3 - 76/17*z + 1
*
[ 5/3 ] 
f(z) = 204/125*z^3 - 62/15*z + 1
*
[ -2 ] 
f(z) = 205/136*z^3 - 77/17*z + 1
*
[ -3 ] 
f(z) = 206/135*z^3 - 62/5*z + 1
*
[ -2 ] 
f(z) = 207/136*z^3 - 78/17*z + 1
*
[ 15/4 ] 
f(z) = 208/125*z^3 - 68/3*z + 1
*
[ 3 ] 
f(z) = 208/135*z^3 - 66/5*z + 1
*
3/2 | 0.18535728457144720621078712445730982514 | 0.029308469945174431741978011263298273983
f(z) = 208/135*z^3 - 62/15*z + 1
*
[ -3 ] 
f(z) = 209/135*z^3 - 63/5*z + 1
*
[ -2 ] 
f(z) = 209/136*z^3 - 79/17*z + 1
*
[ 3 ] 
f(z) = 211/135*z^3 - 67/5*z + 1
*
[ -2 ] 
f(z) = 211/136*z^3 - 80/17*z + 1
*
[ -3 ] 
f(z) = 212/135*z^3 - 64/5*z + 1
*
[ 3 ] 
f(z) = 214/135*z^3 - 68/5*z + 1
*
[ 11/6 ] 
f(z) = 216/121*z^3 - 61/11*z + 1
*
-5/36 | 0.18733568515690049715205777624241715657 | 0.020606733774548626856619634506667899077
f(z) = 216/125*z^3 - 71/6*z + 1
*
5/6 | 0.13794338204391254106232848422222029648 | 0.018437793894751766062689706952699132832
f(z) = 216/125*z^3 - 71/15*z + 1
*
10/9 | 0.10685419841343470839017552671171552427 | 0.014365244542962981778445535670101533451
f(z) = 216/125*z^3 - 68/15*z + 1
*
[ 3 ] 
f(z) = 217/135*z^3 - 69/5*z + 1
*
[ -3 ] 
f(z) = 218/135*z^3 - 66/5*z + 1
*
[ 5/3 ] 
f(z) = 219/125*z^3 - 67/15*z + 1
*
-4/3 | 0.20491458111458886059741179946116780409 | 0.029012202150450934908019768920834157136
f(z) = 201/128*z^3 - 73/24*z + 1
*
[ 4/3 ] 
f(z) = 201/128*z^3 - 61/24*z + 1
*
[ 3/2 ] 
f(z) = 203/135*z^3 - 61/20*z + 1
*
[ 3/2 ] 
f(z) = 209/135*z^3 - 63/20*z + 1
*
[ 5/12 ] 
f(z) = 212/125*z^3 - 61/36*z + 1
*
-4/3 | 0.20642194274596606387688848447698299757 | 0.029006535974021925319775886559927800746
f(z) = 213/128*z^3 - 77/24*z + 1
*
[ 4/3 ] 
f(z) = 213/128*z^3 - 65/24*z + 1
*
-5/4 | 0.15919610718139044230948683344674443445 | 0.021050220416257196356616347307963050843
f(z) = 216/125*z^3 - 77/30*z + 1
*
5/6 | 0.089414903113224629897581340492200954225 | 0.012044733443842824057248184418007925749
f(z) = 216/125*z^3 - 67/30*z + 1
*
[ 10/9 ] 
f(z) = 216/125*z^3 - 61/30*z + 1
*
-4/3 | 0.20705566036805912652975472023150672334 | 0.028991122938425899138739369392451377021
f(z) = 219/128*z^3 - 79/24*z + 1
*
[ 4/3 ] 
f(z) = 219/128*z^3 - 67/24*z + 1
*
[ 4/7 ] 
f(z) = 203/128*z^3 - 71/56*z + 1
*
[ 5/7 ] 
f(z) = 207/125*z^3 - 61/49*z + 1
*
[ -11/8 ] 
f(z) = 208/121*z^3 - 67/44*z + 1
*
[ 5/12 ] 
f(z) = 208/125*z^3 - 76/45*z + 1
*
[ 5/6 ] 
f(z) = 208/125*z^3 - 61/45*z + 1
*
[ 5/6 ] 
f(z) = 212/125*z^3 - 62/45*z + 1
*
[ 5/7 ] 
f(z) = 212/125*z^3 - 62/49*z + 1
*
[ 2/3 ] 
f(z) = 213/136*z^3 - 61/51*z + 1
*
[ 4/7 ] 
f(z) = 217/128*z^3 - 73/56*z + 1
*
[ 2/3 ] 
f(z) = 219/136*z^3 - 62/51*z + 1
*
[ 5/6 ] 
f(z) = 201/125*z^3 - 79/60*z + 1
*
[ 5/8 ] 
f(z) = 203/125*z^3 - 79/64*z + 1
*
[ 2/3 ] 
f(z) = 207/124*z^3 - 77/62*z + 1
*
[ 3/4 ] 
f(z) = 212/135*z^3 - 73/60*z + 1
*
[ -5/3 ] 
f(z) = 201/125*z^3 - 43/15*z + 1
*
[ 5/2 ] 
f(z) = 204/125*z^3 - 48/5*z + 1
*
[ -5/2 ] 
f(z) = 204/125*z^3 - 44/5*z + 1
*
[ -5/3 ] 
f(z) = 204/125*z^3 - 44/15*z + 1
*
3/2 | 0.18422513835195601523561622158390242202 | 0.026282549658686575157607710196949153790
f(z) = 206/135*z^3 - 41/10*z + 1
*
[ 5/2 ] 
f(z) = 208/125*z^3 - 49/5*z + 1
*
-5/52 | 0.23197592945699953869122537173733414192 | 0.026730075804359029211704197904997770139
f(z) = 208/125*z^3 - 47/13*z + 1
*
[ 3/2 ] 
f(z) = 208/135*z^3 - 47/15*z + 1
*
[ 5 ] 
f(z) = 209/125*z^3 - 41*z + 1
*
[ -5 ] 
f(z) = 211/125*z^3 - 41*z + 1
*
[ -5/2 ] 
f(z) = 212/125*z^3 - 46/5*z + 1
*
[ -5/3 ] 
f(z) = 213/125*z^3 - 47/15*z + 1
*
[ 5 ] 
f(z) = 214/125*z^3 - 42*z + 1
*
[ -11/6 ] 
f(z) = 216/121*z^3 - 49/11*z + 1
*
[ 5/2 ] 
f(z) = 216/125*z^3 - 51/5*z + 1
*
5/3 | 0.15251968194310997804517211196595436160 | 0.021449332007063201713845132328946120134
f(z) = 216/125*z^3 - 49/10*z + 1
*
[ -5/2 ] 
f(z) = 216/125*z^3 - 47/5*z + 1
*
[ -5 ] 
f(z) = 216/125*z^3 - 42*z + 1
*
-5/36 | 0.10856639658062245605028849847524762140 | 0.012709886209166939751756293524334504661
f(z) = 216/125*z^3 - 41/6*z + 1
*
[ 5/2 ] 
f(z) = 217/125*z^3 - 41/4*z + 1
*
3/2 | 0.19506087849611028219336667850403990838 | 0.027640620135900082569017717312005920884
f(z) = 218/135*z^3 - 43/10*z + 1
*
[ -5/3 ] 
f(z) = 219/125*z^3 - 49/15*z + 1
*
[ 5 ] 
f(z) = 219/125*z^3 - 43*z + 1
*
[ 5/7 ] 
f(z) = 203/125*z^3 - 43/35*z + 1
*
[ 5/4 ] 
f(z) = 204/125*z^3 - 47/20*z + 1
*
[ 10/17 ] 
f(z) = 204/125*z^3 - 43/34*z + 1
*
[ -3/2 ] 
f(z) = 206/135*z^3 - 53/30*z + 1
*
-3/2 | 0.10593730087410166695257966842246606102 | 0.014657200843666403656626721253149449225
f(z) = 208/135*z^3 - 51/20*z + 1
*
[ 5/6 ] 
f(z) = 209/125*z^3 - 49/36*z + 1
*
[ 5/4 ] 
f(z) = 212/125*z^3 - 49/20*z + 1
*
[ 11/18 ] 
f(z) = 216/121*z^3 - 43/33*z + 1
*
5/24 | 0.089426912283878127460337083271918967142 | 0.010163759558333425018843333886093265739
f(z) = 216/125*z^3 - 53/24*z + 1
*
-5/4 | 0.13851761460950913409745828335198375897 | 0.019327038169524335757206994578795198099
f(z) = 216/125*z^3 - 47/30*z + 1
*
[ 3/7 ] 
f(z) = 217/135*z^3 - 57/35*z + 1
*
[ 5/8 ] 
f(z) = 218/125*z^3 - 41/32*z + 1
*
[ -3/2 ] 
f(z) = 218/135*z^3 - 59/30*z + 1
*
[ 2/3 ] 
f(z) = 201/136*z^3 - 59/51*z + 1
*
[ 5/7 ] 
f(z) = 202/125*z^3 - 60/49*z + 1
*
[ 3/4 ] 
f(z) = 202/135*z^3 - 47/40*z + 1
*
[ 4/5 ] 
f(z) = 205/128*z^3 - 51/40*z + 1
*
[ 5/9 ] 
f(z) = 207/125*z^3 - 59/45*z + 1
*
[ 3/4 ] 
f(z) = 214/135*z^3 - 49/40*z + 1
*
[ 4/5 ] 
f(z) = 215/128*z^3 - 53/40*z + 1
*
[ 5/8 ] 
f(z) = 216/125*z^3 - 51/40*z + 1
*
[ 11/10 ] 
f(z) = 200/121*z^3 - 21/11*z + 1
*
[ -5 ] 
f(z) = 201/125*z^3 - 39*z + 1
*
[ 5/4 ] 
f(z) = 201/125*z^3 - 37/16*z + 1
*
[ -5/3 ] 
f(z) = 202/125*z^3 - 26/9*z + 1
*
-3/2 | 0.19679471179666826605855568919183225909 | 0.029855044378341779349265149929970053637
f(z) = 202/135*z^3 - 27/10*z + 1
*
[ 5/3 ] 
f(z) = 203/125*z^3 - 37/9*z + 1
*
[ -5/2 ] 
f(z) = 203/125*z^3 - 35/4*z + 1
*
[ 5 ] 
f(z) = 204/125*z^3 - 40*z + 1
*
[ -5 ] 
f(z) = 206/125*z^3 - 40*z + 1
*
[ 3/2 ] 
f(z) = 206/135*z^3 - 31/10*z + 1
*
[ 5/2 ] 
f(z) = 207/125*z^3 - 39/4*z + 1
*
[ 10/9 ] 
f(z) = 207/125*z^3 - 35/18*z + 1
*
[ 5/12 ] 
f(z) = 207/125*z^3 - 27/16*z + 1
*
[ 5/3 ] 
f(z) = 207/125*z^3 - 21/5*z + 1
*
[ 4/3 ] 
f(z) = 207/128*z^3 - 21/8*z + 1
*
[ 5/3 ] 
f(z) = 208/125*z^3 - 38/9*z + 1
*
[ 5/13 ] 
f(z) = 208/125*z^3 - 24/13*z + 1
*
[ 5/4 ] 
f(z) = 211/125*z^3 - 39/16*z + 1
*
[ -5/3 ] 
f(z) = 212/125*z^3 - 28/9*z + 1
*
[ -3/2 ] 
f(z) = 212/135*z^3 - 28/15*z + 1
*
[ -5/2 ] 
f(z) = 213/125*z^3 - 37/4*z + 1
*
[ 5/6 ] 
f(z) = 214/125*z^3 - 25/18*z + 1
*
[ 10/3 ] 
f(z) = 216/125*z^3 - 37/2*z + 1
*
[ 5/24 ] 
f(z) = 216/125*z^3 - 31/8*z + 1
*
5/6 | 0.18674333768939619002292846835522865892 | 0.028353852203616263010195047335692567599
f(z) = 216/125*z^3 - 29/10*z + 1
*
-20/9 | 0.23140894829725111225381000093168993987 | 0.028756492749356222556824201557125008353
f(z) = 216/125*z^3 - 25/3*z + 1
*
[ 5/3 ] 
f(z) = 216/125*z^3 - 22/5*z + 1
*
[ -5/3 ] 
f(z) = 217/125*z^3 - 29/9*z + 1
*
[ 5/3 ] 
f(z) = 218/125*z^3 - 40/9*z + 1
*
[ 3/2 ] 
f(z) = 218/135*z^3 - 33/10*z + 1
*
[ 11/20 ] 
f(z) = 200/121*z^3 - 29/22*z + 1
*
[ 5/9 ] 
f(z) = 201/125*z^3 - 35/27*z + 1
*
[ 5/6 ] 
f(z) = 207/125*z^3 - 27/20*z + 1
*
[ 2/3 ] 
f(z) = 207/128*z^3 - 39/32*z + 1
*
[ -3/2 ] 
f(z) = 211/135*z^3 - 37/20*z + 1
*
[ 11/12 ] 
f(z) = 216/121*z^3 - 35/22*z + 1
*
[ -3/2 ] 
f(z) = 217/135*z^3 - 39/20*z + 1
*
[ -4/3 ] 
f(z) = 219/128*z^3 - 31/24*z + 1
*
[ -11/10 ]
f(z) = 200/121*z^3 - 1/11*z + 1
*
[ 5/2 ] 
f(z) = 202/125*z^3 - 19/2*z + 1
*
[ -3/2 ] 
f(z) = 202/135*z^3 - 17/10*z + 1
*
[ 5/6 ] 
f(z) = 204/125*z^3 - 4/3*z + 1
*
[ 5/4 ] 
f(z) = 206/125*z^3 - 19/8*z + 1
*
[ -5/3 ] 
f(z) = 207/125*z^3 - 3*z + 1
*
[ 2/3 ] 
f(z) = 207/136*z^3 - 20/17*z + 1
*
[ 5/4 ] 
f(z) = 208/125*z^3 - 12/5*z + 1
*
[ -5/2 ] 
f(z) = 208/125*z^3 - 9*z + 1
*
[ 5/8 ] 
f(z) = 208/125*z^3 - 5/4*z + 1
*
[ -5/4 ]
f(z) = 208/125*z^3 - 4/5*z + 1
*
[ -3/2 ] 
f(z) = 208/135*z^3 - 9/5*z + 1
*
[ 3/4 ] 
f(z) = 208/135*z^3 - 6/5*z + 1
*
[ 5/11 ] 
f(z) = 209/125*z^3 - 17/11*z + 1
*
[ 5/2 ] 
f(z) = 212/125*z^3 - 10*z + 1
*
[ 3/2 ] 
f(z) = 212/135*z^3 - 16/5*z + 1
*
[ 5/3 ] 
f(z) = 213/125*z^3 - 13/3*z + 1
*
[ -3/2 ] 
f(z) = 214/135*z^3 - 19/10*z + 1
*
-55/36 | 0.20453020748261506312577787380675901163 | 0.026695749464915867425561941215414789201
f(z) = 216/125*z^3 - 17/6*z + 1
*
[ 5/12 ] 
f(z) = 216/125*z^3 - 17/10*z + 1
*
[ -5/3 ] 
f(z) = 216/125*z^3 - 16/5*z + 1
*
-5/36 | 0.19390713356926386239983768581538343852 | 0.026833867287567212538286533595997942410
f(z) = 216/125*z^3 - 11/6*z + 1
*
[ -5/4 ]
f(z) = 216/125*z^3 - 9/10*z + 1
*
[ 5/6 ] 
f(z) = 216/125*z^3 - 7/5*z + 1
*
[ 5/4 ] 
f(z) = 216/125*z^3 - 5/2*z + 1
*
[ 5/9 ] 
f(z) = 216/125*z^3 - 4/3*z + 1
*
[ 5/7 ] 
f(z) = 217/125*z^3 - 9/7*z + 1
*
[ -5/2 ] 
f(z) = 218/125*z^3 - 19/2*z + 1
*
[ 5/6 ] 
f(z) = 219/125*z^3 - 17/12*z + 1
*
[ -11/20 ]
f(z) = 200/121*z^3 + 51/22*z + 1
*
[ -1 ]
f(z) = 202/121*z^3 + 40/121*z + 1
*
[ -2 ] 
f(z) = 201/140*z^3 - 297/70*z + 1
*
[ -2 ] 
f(z) = 201/148*z^3 - 291/74*z + 1
*
[ -2 ] 
f(z) = 203/148*z^3 - 295/74*z + 1
*
[ -2 ] 
f(z) = 203/156*z^3 - 289/78*z + 1
*
[ -2 ] 
f(z) = 205/148*z^3 - 299/74*z + 1
*
[ -2 ] 
f(z) = 205/156*z^3 - 293/78*z + 1
*
[ 3/2 ] 
f(z) = 214/153*z^3 - 287/102*z + 1
*
[ 3/2 ] 
f(z) = 218/153*z^3 - 293/102*z + 1
*
[ 5/4 ] 
f(z) = 208/145*z^3 - 296/145*z + 1
*
[ 5/4 ] 
f(z) = 208/155*z^3 - 294/155*z + 1
*
[ -3/2 ] 
f(z) = 203/144*z^3 - 289/192*z + 1
*
[ -3/2 ] 
f(z) = 205/144*z^3 - 295/192*z + 1
*
[ -3/2 ] 
f(z) = 209/153*z^3 - 287/204*z + 1
*
[ -3/2 ] 
f(z) = 211/153*z^3 - 293/204*z + 1
*
[ 3/5 ] 
f(z) = 205/144*z^3 - 283/240*z + 1
*
[ 3/5 ] 
f(z) = 205/153*z^3 - 293/255*z + 1
*
[ 3/5 ] 
f(z) = 215/144*z^3 - 289/240*z + 1
*
[ 3/5 ] 
f(z) = 215/153*z^3 - 299/255*z + 1
*
[ 3/2 ] 
f(z) = 202/153*z^3 - 269/102*z + 1
*
[ 3/2 ] 
f(z) = 206/153*z^3 - 275/102*z + 1
*
[ 7/5 ] 
f(z) = 215/147*z^3 - 271/105*z + 1
*
-4/3 | 0.12544989476681140963419055961161086263 | 0.022513716247320219264931073310690844706
f(z) = 207/140*z^3 - 263/140*z + 1
*
[ 7/15 ] 
f(z) = 200/147*z^3 - 272/189*z + 1
*
[ -3/2 ] 
f(z) = 203/153*z^3 - 269/204*z + 1
*
[ -3/2 ] 
f(z) = 205/153*z^3 - 275/204*z + 1
*
[ -10/7 ] 
f(z) = 217/150*z^3 - 263/210*z + 1
*
[ 12/19 ] 
f(z) = 209/144*z^3 - 265/228*z + 1
*
[ 7/11 ] 
f(z) = 209/147*z^3 - 265/231*z + 1
*
[ 7/5 ] 
f(z) = 205/147*z^3 - 257/105*z + 1
*
[ -3/2 ] 
f(z) = 212/141*z^3 - 242/141*z + 1
*
[ 2/3 ] 
f(z) = 213/140*z^3 - 247/210*z + 1
*
[ 2/3 ] 
f(z) = 219/140*z^3 - 251/210*z + 1
*
[ 2/3 ] 
f(z) = 201/148*z^3 - 245/222*z + 1
*
[ 2/3 ] 
f(z) = 213/148*z^3 - 253/222*z + 1
*
[ 2/3 ] 
f(z) = 219/148*z^3 - 257/222*z + 1
*
-2 | 0.095208357856967764848595119697282137678 | 0.014033305388766497553252353757293193516
f(z) = 203/144*z^3 - 221/36*z + 1
*
-2 | 0.095453130264417415282848177773389786629 | 0.014050725859461436779867988292239171224
f(z) = 205/144*z^3 - 223/36*z + 1
*
-2 | 0.095930065202498326176042392357873290934 | 0.014084073316159273376899886951968922260
f(z) = 209/144*z^3 - 227/36*z + 1
*
-2 | 0.096162585039691120324044479114840346432 | 0.014100051949697323121348711465755408830
f(z) = 211/144*z^3 - 229/36*z + 1
*
-2 | 0.096616529574325616648729187519349555393 | 0.014130733751442878082979505156900101487
f(z) = 215/144*z^3 - 233/36*z + 1
*
-2 | 0.096838242055064935133860078971396495044 | 0.014145477837694285812792455332990202214
f(z) = 217/144*z^3 - 235/36*z + 1
*
[ -7/4 ] 
f(z) = 212/147*z^3 - 239/84*z + 1
*
[ -12/7 ] 
f(z) = 217/144*z^3 - 239/84*z + 1
*
-12/11 | 0.13687115902453672878513787821164397398 | 0.017191909879404307945457877083801029847
f(z) = 209/144*z^3 - 239/132*z + 1
*
[ 11/10 ] 
f(z) = 200/143*z^3 - 229/143*z + 1
*
[ -3/2 ] 
f(z) = 208/141*z^3 - 233/141*z + 1
*
[ -3/2 ] 
f(z) = 208/147*z^3 - 223/147*z + 1
*
[ -3/2 ] 
f(z) = 212/147*z^3 - 232/147*z + 1
*
[ 7/12 ] 
f(z) = 208/147*z^3 - 226/189*z + 1
*
[ 2/3 ] 
f(z) = 201/140*z^3 - 239/210*z + 1
*
[ 5/7 ] 
f(z) = 203/150*z^3 - 229/210*z + 1
*
[ 3/4 ] 
f(z) = 212/153*z^3 - 227/204*z + 1
*
[ 5/7 ] 
f(z) = 217/150*z^3 - 239/210*z + 1
*
[ -12/7 ] 
f(z) = 203/144*z^3 - 215/84*z + 1
*
[ 12/11 ] 
f(z) = 209/144*z^3 - 217/132*z + 1
*
[ -3/2 ] 
f(z) = 200/141*z^3 - 215/141*z + 1
*
[ -3/2 ] 
f(z) = 200/147*z^3 - 205/147*z + 1
*
[ 1/2 ] 
f(z) = 200/151*z^3 - 201/151*z + 1
*
[ 1/2 ] 
f(z) = 200/153*z^3 - 203/153*z + 1
*
[ 1/2 ] 
f(z) = 200/157*z^3 - 207/157*z + 1
*
[ 1/2 ] 
f(z) = 200/159*z^3 - 209/159*z + 1
*
[ 1/2 ] 
f(z) = 204/151*z^3 - 202/151*z + 1
*
[ 1/2 ] 
f(z) = 204/155*z^3 - 206/155*z + 1
*
[ 1/2 ] 
f(z) = 204/157*z^3 - 208/157*z + 1
*
[ 1/2 ] 
f(z) = 208/149*z^3 - 201/149*z + 1
*
[ 1/2 ] 
f(z) = 208/151*z^3 - 203/151*z + 1
*
[ 1/2 ] 
f(z) = 208/153*z^3 - 205/153*z + 1
*
[ 1/2 ] 
f(z) = 208/155*z^3 - 207/155*z + 1
*
[ 1/2 ] 
f(z) = 208/157*z^3 - 209/157*z + 1
*
[ 1/2 ] 
f(z) = 208/159*z^3 - 211/159*z + 1
*
[ -3/2 ] 
f(z) = 208/159*z^3 - 203/159*z + 1
*
[ 1/2 ] 
f(z) = 212/149*z^3 - 202/149*z + 1
*
[ 1/2 ] 
f(z) = 212/151*z^3 - 204/151*z + 1
*
[ 1/2 ] 
f(z) = 212/153*z^3 - 206/153*z + 1
*
[ 1/2 ] 
f(z) = 212/155*z^3 - 208/155*z + 1
*
[ 1/2 ] 
f(z) = 212/157*z^3 - 210/157*z + 1
*
[ 1/2 ] 
f(z) = 216/149*z^3 - 203/149*z + 1
*
[ 1/2 ] 
f(z) = 216/151*z^3 - 205/151*z + 1
*
[ 1/2 ] 
f(z) = 216/155*z^3 - 209/155*z + 1
*
[ 1/2 ] 
f(z) = 216/157*z^3 - 211/157*z + 1
*
[ 21/40 ] 
f(z) = 200/147*z^3 - 215/168*z + 1
*
[ 4/5 ] 
f(z) = 205/144*z^3 - 209/180*z + 1
*
[ 4/5 ] 
f(z) = 215/144*z^3 - 217/180*z + 1
*
[ 2 ] 
f(z) = 203/144*z^3 - 185/36*z + 1
*
[ 2 ] 
f(z) = 205/144*z^3 - 187/36*z + 1
*
[ 2 ] 
f(z) = 209/144*z^3 - 191/36*z + 1
*
[ 2 ] 
f(z) = 211/144*z^3 - 193/36*z + 1
*
[ 2 ] 
f(z) = 215/144*z^3 - 197/36*z + 1
*
[ 2 ] 
f(z) = 217/144*z^3 - 199/36*z + 1
*
7/10 | 0.072757096187867841095040445869856784317 | 0.010093096131953925208428159410204456637
f(z) = 200/147*z^3 - 193/42*z + 1
*
[ 1/2 ] 
f(z) = 200/141*z^3 - 191/141*z + 1
*
[ 1/2 ] 
f(z) = 200/143*z^3 - 193/143*z + 1
*
[ 1/2 ] 
f(z) = 200/147*z^3 - 197/147*z + 1
*
[ 1/2 ] 
f(z) = 200/149*z^3 - 199/149*z + 1
*
[ -3/2 ] 
f(z) = 200/159*z^3 - 185/159*z + 1
*
[ 1/2 ] 
f(z) = 204/143*z^3 - 194/143*z + 1
*
[ 1/2 ] 
f(z) = 204/145*z^3 - 196/145*z + 1
*
[ 1/2 ] 
f(z) = 204/149*z^3 - 200/149*z + 1
*
[ 1/2 ] 
f(z) = 208/141*z^3 - 193/141*z + 1
*
[ 1/2 ] 
f(z) = 208/145*z^3 - 197/145*z + 1
*
[ 1/2 ] 
f(z) = 208/147*z^3 - 199/147*z + 1
*
[ 1/2 ] 
f(z) = 212/141*z^3 - 194/141*z + 1
*
[ 1/2 ] 
f(z) = 212/143*z^3 - 196/143*z + 1
*
[ 1/2 ] 
f(z) = 212/145*z^3 - 198/145*z + 1
*
[ 1/2 ] 
f(z) = 212/147*z^3 - 200/147*z + 1
*
[ 1/2 ] 
f(z) = 216/143*z^3 - 197/143*z + 1
*
[ 1/2 ] 
f(z) = 216/145*z^3 - 199/145*z + 1
*
[ 5/6 ] 
f(z) = 216/155*z^3 - 181/155*z + 1
*
[ 7/8 ] 
f(z) = 200/147*z^3 - 199/168*z + 1
*
[ 2/3 ] 
f(z) = 203/152*z^3 - 187/171*z + 1
*
[ 2/3 ] 
f(z) = 205/152*z^3 - 188/171*z + 1
*
[ 2/3 ] 
f(z) = 211/152*z^3 - 191/171*z + 1
*
[ 2/3 ] 
f(z) = 215/152*z^3 - 193/171*z + 1
*
[ 2/3 ] 
f(z) = 217/152*z^3 - 194/171*z + 1
*
[ -2 ] 
f(z) = 215/144*z^3 - 161/36*z + 1
*
[ -2 ] 
f(z) = 217/144*z^3 - 163/36*z + 1
*
[ 4/3 ] 
f(z) = 207/152*z^3 - 165/76*z + 1
*
[ 2/5 ] 
f(z) = 205/152*z^3 - 163/95*z + 1
*
[ 2/5 ] 
f(z) = 215/152*z^3 - 164/95*z + 1
*
[ 6/5 ] 
f(z) = 200/153*z^3 - 175/102*z + 1
*
[ 6/11 ] 
f(z) = 209/144*z^3 - 167/132*z + 1
*
[ 3/5 ] 
f(z) = 200/141*z^3 - 166/141*z + 1
*
[ 3/5 ] 
f(z) = 200/147*z^3 - 170/147*z + 1
*
[ 9/10 ] 
f(z) = 200/153*z^3 - 179/153*z + 1
*
[ 3/5 ] 
f(z) = 200/159*z^3 - 178/159*z + 1
*
[ 2/3 ] 
f(z) = 207/142*z^3 - 163/142*z + 1
*
[ 2/3 ] 
f(z) = 207/146*z^3 - 165/146*z + 1
*
[ 2/3 ] 
f(z) = 207/154*z^3 - 169/154*z + 1
*
[ 2/3 ] 
f(z) = 207/158*z^3 - 171/158*z + 1
*
[ 3/4 ] 
f(z) = 208/141*z^3 - 164/141*z + 1
*
[ 3/4 ] 
f(z) = 208/147*z^3 - 166/147*z + 1
*
[ 3/4 ] 
f(z) = 208/159*z^3 - 170/159*z + 1
*
[ 5/6 ] 
f(z) = 216/145*z^3 - 179/145*z + 1
*
[ -2 ] 
f(z) = 203/144*z^3 - 149/36*z + 1
*
[ -2 ] 
f(z) = 205/144*z^3 - 151/36*z + 1
*
[ -2 ] 
f(z) = 209/144*z^3 - 155/36*z + 1
*
[ -2 ] 
f(z) = 211/144*z^3 - 157/36*z + 1
*
[ 7/4 ] 
f(z) = 200/147*z^3 - 157/42*z + 1
*
[ 3/2 ] 
f(z) = 212/153*z^3 - 142/51*z + 1
*
[ -3/2 ] 
f(z) = 214/153*z^3 - 151/102*z + 1
*
[ -3/2 ] 
f(z) = 218/153*z^3 - 157/102*z + 1
*
[ 3/2 ] 
f(z) = 200/153*z^3 - 133/51*z + 1
*
[ 3/10 ] 
f(z) = 200/153*z^3 - 125/51*z + 1
*
[ 3/2 ] 
f(z) = 208/153*z^3 - 139/51*z + 1
*
-6/5 | 0.15187414148944953193703302659321875009 | 0.020592389750370590091810243966204520599
f(z) = 205/144*z^3 - 133/60*z + 1
*
-6/5 | 0.12537963271710292944432922248362669895 | 0.016898935337777232735800801594859715507
f(z) = 215/144*z^3 - 139/60*z + 1
*
[ -3/2 ] 
f(z) = 202/153*z^3 - 133/102*z + 1
*
[ -3/2 ] 
f(z) = 206/153*z^3 - 139/102*z + 1
*
[ -7/5 ] 
f(z) = 215/147*z^3 - 121/105*z + 1
*
-2 | 0.10812118974121847062696304830714313958 | 0.015947261814631892610001127548594256382
f(z) = 201/152*z^3 - 110/19*z + 1
*
-2 | 0.10838373355460471284254926962904137055 | 0.015964675897566144168417094841123551613
f(z) = 203/152*z^3 - 111/19*z + 1
*
-2 | 0.10864100055891162092373516041425423653 | 0.015981458200421014569010424631995053191
f(z) = 205/152*z^3 - 112/19*z + 1
*
-2 | 0.10889326289713131284928809169233653165 | 0.015997648410398437127578996302154666901
f(z) = 207/152*z^3 - 113/19*z + 1
*
-2 | 0.10938374836834046247052798090584556183 | 0.016028393762859392662549517686707958960
f(z) = 211/152*z^3 - 115/19*z + 1
*
-2 | 0.10962240977814670352893635114514155588 | 0.016043011955023901873032482245440319424
f(z) = 213/152*z^3 - 116/19*z + 1
*
-2 | 0.10985694740131694371046979124929681136 | 0.016057164828836131668226669688666465455
f(z) = 215/152*z^3 - 117/19*z + 1
*
-2 | 0.11008754047131885713852316023999760314 | 0.016070877791330381367831409499720499645
f(z) = 217/152*z^3 - 118/19*z + 1
*
-2 | 0.11031435519295799875773108029563929241 | 0.016084174259975317914348258276616073702
f(z) = 219/152*z^3 - 119/19*z + 1
*
[ 21/10 ] 
f(z) = 200/147*z^3 - 115/21*z + 1
*
[ -7/4 ] 
f(z) = 200/147*z^3 - 109/42*z + 1
*
[ 6/5 ] 
f(z) = 205/144*z^3 - 113/60*z + 1
*
[ 6/5 ] 
f(z) = 215/144*z^3 - 119/60*z + 1
*
[ 6/7 ] 
f(z) = 203/144*z^3 - 101/84*z + 1
*
[ 7/8 ] 
f(z) = 208/147*z^3 - 103/84*z + 1
*
[ 6/7 ] 
f(z) = 217/144*z^3 - 107/84*z + 1
*
[ 3/4 ] 
f(z) = 200/153*z^3 - 109/102*z + 1
*
[ 2 ] 
f(z) = 201/152*z^3 - 91/19*z + 1
*
[ 2 ] 
f(z) = 203/152*z^3 - 92/19*z + 1
*
[ 2 ] 
f(z) = 205/152*z^3 - 93/19*z + 1
*
[ 2 ] 
f(z) = 207/152*z^3 - 94/19*z + 1
*
[ 2 ] 
f(z) = 211/152*z^3 - 96/19*z + 1
*
[ 2 ] 
f(z) = 213/152*z^3 - 97/19*z + 1
*
[ 2 ] 
f(z) = 215/152*z^3 - 98/19*z + 1
*
[ 2 ] 
f(z) = 217/152*z^3 - 99/19*z + 1
*
[ 2 ] 
f(z) = 219/152*z^3 - 100/19*z + 1
*
[ -2 ] 
f(z) = 219/152*z^3 - 81/19*z + 1
*
[ -21/10 ] 
f(z) = 200/147*z^3 - 95/21*z + 1
*
[ 7/4 ] 
f(z) = 208/147*z^3 - 82/21*z + 1
*
[ 7/20 ] 
f(z) = 200/147*z^3 - 85/42*z + 1
*
[ 2/3 ] 
f(z) = 207/140*z^3 - 81/70*z + 1
*
[ 2/3 ] 
f(z) = 207/148*z^3 - 83/74*z + 1
*
[ -2 ] 
f(z) = 201/152*z^3 - 72/19*z + 1
*
[ -2 ] 
f(z) = 203/152*z^3 - 73/19*z + 1
*
[ -2 ] 
f(z) = 205/152*z^3 - 74/19*z + 1
*
[ -2 ] 
f(z) = 207/152*z^3 - 75/19*z + 1
*
[ -2 ] 
f(z) = 211/152*z^3 - 77/19*z + 1
*
[ -2 ] 
f(z) = 213/152*z^3 - 78/19*z + 1
*
[ -2 ] 
f(z) = 215/152*z^3 - 79/19*z + 1
*
[ -2 ] 
f(z) = 217/152*z^3 - 80/19*z + 1
*
-21/20 | 0.16156033726315068711605066383982036096 | 0.025582134413315304319857379895564185998
f(z) = 200/147*z^3 - 79/42*z + 1
*
[ 21/20 ] 
f(z) = 200/147*z^3 - 61/42*z + 1
*
[ -3/2 ] 
f(z) = 200/153*z^3 - 65/51*z + 1
*
[ 2/3 ] 
f(z) = 201/152*z^3 - 62/57*z + 1
*
[ -3/2 ] 
f(z) = 208/153*z^3 - 71/51*z + 1
*
[ -3/2 ] 
f(z) = 212/153*z^3 - 74/51*z + 1
*
[ 2/3 ] 
f(z) = 213/152*z^3 - 64/57*z + 1
*
[ 2/3 ] 
f(z) = 219/152*z^3 - 65/57*z + 1
*
[ 7/5 ] 
f(z) = 200/147*z^3 - 50/21*z + 1
*
[ -7/4 ] 
f(z) = 208/147*z^3 - 58/21*z + 1
*
[ 3/5 ] 
f(z) = 200/153*z^3 - 58/51*z + 1
*
[ 3/4 ] 
f(z) = 208/153*z^3 - 56/51*z + 1
*
[ 2/3 ] 
f(z) = 207/152*z^3 - 21/19*z + 1
*
[ 7/10 ] 
f(z) = 200/147*z^3 - 23/21*z + 1
*
[ -1 ]
f(z) = 202/141*z^3 + 80/141*z + 1
*
[ 13/3 ] 
f(z) = 207/169*z^3 - 289/13*z + 1
*
[ -13/3 ] 
f(z) = 207/169*z^3 - 283/13*z + 1
*
[ -13/3 ] 
f(z) = 216/169*z^3 - 296/13*z + 1
*
[ -13/4 ] 
f(z) = 200/169*z^3 - 291/26*z + 1
*
[ -2 ] 
f(z) = 203/164*z^3 - 283/82*z + 1
*
[ -2 ] 
f(z) = 205/172*z^3 - 281/86*z + 1
*
[ -2 ] 
f(z) = 207/164*z^3 - 291/82*z + 1
*
[ -2 ] 
f(z) = 207/172*z^3 - 285/86*z + 1
*
[ -2 ] 
f(z) = 209/164*z^3 - 295/82*z + 1
*
[ -2 ] 
f(z) = 209/172*z^3 - 289/86*z + 1
*
[ -2 ] 
f(z) = 211/164*z^3 - 299/82*z + 1
*
[ -2 ] 
f(z) = 211/172*z^3 - 293/86*z + 1
*
[ -2 ] 
f(z) = 213/172*z^3 - 297/86*z + 1
*
[ 13/8 ] 
f(z) = 200/169*z^3 - 285/104*z + 1
*
[ 5/3 ] 
f(z) = 201/175*z^3 - 293/105*z + 1
*
[ 5/3 ] 
f(z) = 204/175*z^3 - 298/105*z + 1
*
2/5 | 0.13801366345954326248409513659040598314 | 0.017866104416083619334447453554980236496
f(z) = 205/168*z^3 - 283/105*z + 1
*
[ 3/2 ] 
f(z) = 214/171*z^3 - 283/114*z + 1
*
2/5 | 0.18950700519392678584187631610140384994 | 0.024520808739126166078490279350463309645
f(z) = 215/168*z^3 - 284/105*z + 1
*
[ 5/18 ] 
f(z) = 216/175*z^3 - 283/105*z + 1
*
[ 3/2 ] 
f(z) = 218/171*z^3 - 289/114*z + 1
*
[ 5/4 ] 
f(z) = 208/165*z^3 - 292/165*z + 1
*
[ 13/12 ] 
f(z) = 207/169*z^3 - 283/208*z + 1
*
[ 10/9 ] 
f(z) = 216/175*z^3 - 299/210*z + 1
*
[ 13/21 ] 
f(z) = 210/169*z^3 - 298/273*z + 1
*
[ 3/4 ] 
f(z) = 203/162*z^3 - 299/288*z + 1
*
[ 13/6 ] 
f(z) = 207/169*z^3 - 271/52*z + 1
*
[ -2 ] 
f(z) = 201/164*z^3 - 279/82*z + 1
*
[ -2 ] 
f(z) = 201/172*z^3 - 273/86*z + 1
*
[ -2 ] 
f(z) = 203/172*z^3 - 277/86*z + 1
*
[ -13/7 ] 
f(z) = 217/169*z^3 - 263/91*z + 1
*
[ 3/2 ] 
f(z) = 202/171*z^3 - 265/114*z + 1
*
[ 3/2 ] 
f(z) = 206/171*z^3 - 271/114*z + 1
*
[ 13/9 ] 
f(z) = 207/169*z^3 - 263/117*z + 1
*
[ 7/6 ] 
f(z) = 216/161*z^3 - 271/161*z + 1
*
[ 7/6 ] 
f(z) = 216/175*z^3 - 269/175*z + 1
*
[ 4/9 ] 
f(z) = 207/160*z^3 - 271/180*z + 1
*
[ 6/11 ] 
f(z) = 209/168*z^3 - 278/231*z + 1
*
[ -3/2 ] 
f(z) = 215/171*z^3 - 265/228*z + 1
*
[ -3/2 ] 
f(z) = 217/171*z^3 - 271/228*z + 1
*
[ 2/3 ] 
f(z) = 201/172*z^3 - 263/258*z + 1
*
[ 2/3 ] 
f(z) = 213/164*z^3 - 265/246*z + 1
*
[ 2/3 ] 
f(z) = 213/172*z^3 - 271/258*z + 1
*
[ 2/3 ] 
f(z) = 219/164*z^3 - 269/246*z + 1
*
[ 2/3 ] 
f(z) = 219/172*z^3 - 275/258*z + 1
*
[ 5/2 ] 
f(z) = 212/175*z^3 - 244/35*z + 1
*
[ 5/2 ] 
f(z) = 216/175*z^3 - 249/35*z + 1
*
-2 | 0.10915169379388336476829696587011557138 | 0.015885641612635580264689585132610920493
f(z) = 219/176*z^3 - 241/44*z + 1
*
[ -13/7 ] 
f(z) = 210/169*z^3 - 250/91*z + 1
*
[ -9/5 ] 
f(z) = 215/162*z^3 - 247/90*z + 1
*
2/3 | 0.19585351774816310607182542710001856813 | 0.028402339018894956971916082637265167074
f(z) = 201/160*z^3 - 247/120*z + 1
*
[ 13/10 ] 
f(z) = 210/169*z^3 - 243/130*z + 1
*
[ 4/3 ] 
f(z) = 213/176*z^3 - 251/132*z + 1
*
[ 9/7 ] 
f(z) = 217/162*z^3 - 251/126*z + 1
*
2/3 | 0.19585351774816310607182542710001856813 | 0.028303824567430484920131886230506422570
f(z) = 219/160*z^3 - 253/120*z + 1
*
[ 4/3 ] 
f(z) = 219/176*z^3 - 259/132*z + 1
*
[ 6/11 ] 
f(z) = 209/162*z^3 - 241/198*z + 1
*
5/36 | 0.16771558310294891685531308582841734139 | 0.023400962291998649255813570071608916950
f(z) = 216/175*z^3 - 257/210*z + 1
*
[ 35/36 ] 
f(z) = 216/175*z^3 - 251/210*z + 1
*
[ -3/2 ] 
f(z) = 211/171*z^3 - 253/228*z + 1
*
[ 2/3 ] 
f(z) = 201/164*z^3 - 257/246*z + 1
*
[ 13/19 ] 
f(z) = 209/169*z^3 - 257/247*z + 1
*
[ 5/2 ] 
f(z) = 204/175*z^3 - 234/35*z + 1
*
[ 5/2 ] 
f(z) = 208/175*z^3 - 239/35*z + 1
*
[ -5/2 ] 
f(z) = 216/175*z^3 - 221/35*z + 1
*
-2 | 0.10766013264666034585439149303452128671 | 0.015868643821117282103497675960946669927
f(z) = 201/160*z^3 - 221/40*z + 1
*
-2 | 0.10647072816742553729523554170000298595 | 0.015672519166146235114591058597890733222
f(z) = 201/176*z^3 - 223/44*z + 1
*
-2 | 0.10793986349277614852571712200073850561 | 0.015888776272118244408928873988430724575
f(z) = 203/160*z^3 - 223/40*z + 1
*
-2 | 0.10680632135893381070422341136089135290 | 0.015701282427004849205541903721644298852
f(z) = 203/176*z^3 - 225/44*z + 1
*
-2 | 0.10713050487843176006823138632529570312 | 0.015728477635452464445931820363087926551
f(z) = 205/176*z^3 - 227/44*z + 1
*
-2 | 0.10848033492718184685536023816648440319 | 0.015926654352322411474615302058392048512
f(z) = 207/160*z^3 - 227/40*z + 1
*
[ -13/6 ] 
f(z) = 207/169*z^3 - 223/52*z + 1
*
-2 | 0.10744431638698381817169535566780550642 | 0.015754260787923733218772853333134351603
f(z) = 207/176*z^3 - 229/44*z + 1
*
-2 | 0.10874181812735595172042629140321965386 | 0.015944509853467453502920692870760230355
f(z) = 209/160*z^3 - 229/40*z + 1
*
-2 | 0.10899790191590948592650464941337894460 | 0.015961707093868639893256721682170689581
f(z) = 211/160*z^3 - 231/40*z + 1
*
-2 | 0.10804425262737649472100923655727369530 | 0.015802105229587952406027702926919131313
f(z) = 211/176*z^3 - 233/44*z + 1
*
-2 | 0.10924887533452199569003768139165897496 | 0.015978288361197130114135623406365914205
f(z) = 213/160*z^3 - 233/40*z + 1
*
-2 | 0.10833181067144280119158488964619573963 | 0.015824380889719362780937003622858722069
f(z) = 213/176*z^3 - 235/44*z + 1
*
-2 | 0.10861190245785921290124440635621032405 | 0.015845679184250954752221996643500604512
f(z) = 215/176*z^3 - 237/44*z + 1
*
-2 | 0.10973652227174818124590462287535469881 | 0.016009752958596734271793072627100176641
f(z) = 217/160*z^3 - 237/40*z + 1
*
-2 | 0.10888504409544093558244983717736643491 | 0.015866076798128985499952619005624928887
f(z) = 217/176*z^3 - 239/44*z + 1
*
-2 | 0.10997365771140639456030818550369839175 | 0.016024703057390610336488075117735580770
f(z) = 219/160*z^3 - 239/40*z + 1
*
[ -39/20 ] 
f(z) = 200/169*z^3 - 233/78*z + 1
*
[ -13/7 ] 
f(z) = 203/169*z^3 - 237/91*z + 1
*
[ -9/5 ] 
f(z) = 205/162*z^3 - 229/90*z + 1
*
[ 13/40 ] 
f(z) = 200/169*z^3 - 229/104*z + 1
*
[ 4/3 ] 
f(z) = 201/176*z^3 - 235/132*z + 1
*
[ 9/7 ] 
f(z) = 203/162*z^3 - 233/126*z + 1
*
[ 5/4 ] 
f(z) = 204/175*z^3 - 227/140*z + 1
*
[ 13/11 ] 
f(z) = 209/169*z^3 - 225/143*z + 1
*
[ 5/4 ] 
f(z) = 212/175*z^3 - 237/140*z + 1
*
[ 1/2 ] 
f(z) = 200/171*z^3 - 221/171*z + 1
*
[ 1/2 ] 
f(z) = 200/173*z^3 - 223/173*z + 1
*
[ 1/2 ] 
f(z) = 200/177*z^3 - 227/177*z + 1
*
[ 1/2 ] 
f(z) = 200/179*z^3 - 229/179*z + 1
*
[ 1/2 ] 
f(z) = 204/173*z^3 - 224/173*z + 1
*
[ 1/2 ] 
f(z) = 204/175*z^3 - 226/175*z + 1
*
[ 1/2 ] 
f(z) = 204/179*z^3 - 230/179*z + 1
*
[ 1/2 ] 
f(z) = 208/171*z^3 - 223/171*z + 1
*
[ 1/2 ] 
f(z) = 208/173*z^3 - 225/173*z + 1
*
[ 1/2 ] 
f(z) = 208/175*z^3 - 227/175*z + 1
*
[ 1/2 ] 
f(z) = 208/177*z^3 - 229/177*z + 1
*
[ 1/2 ] 
f(z) = 208/179*z^3 - 231/179*z + 1
*
[ 1/2 ] 
f(z) = 212/169*z^3 - 222/169*z + 1
*
[ 1/2 ] 
f(z) = 212/171*z^3 - 224/171*z + 1
*
[ 1/2 ] 
f(z) = 212/173*z^3 - 226/173*z + 1
*
[ 1/2 ] 
f(z) = 212/175*z^3 - 228/175*z + 1
*
[ 1/2 ] 
f(z) = 212/177*z^3 - 230/177*z + 1
*
[ 1/2 ] 
f(z) = 212/179*z^3 - 232/179*z + 1
*
[ 1/2 ] 
f(z) = 216/167*z^3 - 221/167*z + 1
*
[ 1/2 ] 
f(z) = 216/169*z^3 - 223/169*z + 1
*
[ 1/2 ] 
f(z) = 216/173*z^3 - 227/173*z + 1
*
[ 1/2 ] 
f(z) = 216/175*z^3 - 229/175*z + 1
*
[ 1/2 ] 
f(z) = 216/179*z^3 - 233/179*z + 1
*
[ -3/2 ] 
f(z) = 203/171*z^3 - 229/228*z + 1
*
[ 13/17 ] 
f(z) = 204/169*z^3 - 224/221*z + 1
*
[ -3/2 ] 
f(z) = 205/171*z^3 - 235/228*z + 1
*
[ 3/4 ] 
f(z) = 212/171*z^3 - 235/228*z + 1
*
[ 4/5 ] 
f(z) = 215/176*z^3 - 227/220*z + 1
*
[ 3 ] 
f(z) = 215/162*z^3 - 203/18*z + 1
*
[ 3 ] 
f(z) = 217/162*z^3 - 205/18*z + 1
*
[ -5/2 ] 
f(z) = 204/175*z^3 - 206/35*z + 1
*
[ -5/2 ] 
f(z) = 208/175*z^3 - 211/35*z + 1
*
[ -5/2 ] 
f(z) = 212/175*z^3 - 216/35*z + 1
*
-33/20 | 0.095215991787086293385176257513572313824 | 0.014761092688715237910649623080963255320
f(z) = 200/171*z^3 - 211/114*z + 1
*
-6/5 | 0.14662895769234212353018201057765221938 | 0.019847689310330971070081695081272253265
f(z) = 205/168*z^3 - 202/105*z + 1
*
-6/5 | 0.21095999012453037116321541949133869368 | 0.028388034307081635461340269731379239626
f(z) = 215/168*z^3 - 211/105*z + 1
*
[ 13/12 ] 
f(z) = 204/169*z^3 - 209/156*z + 1
*
[ 1/2 ] 
f(z) = 200/161*z^3 - 211/161*z + 1
*
[ 1/2 ] 
f(z) = 200/163*z^3 - 213/163*z + 1
*
[ 1/2 ] 
f(z) = 200/167*z^3 - 217/167*z + 1
*
[ 1/2 ] 
f(z) = 200/169*z^3 - 219/169*z + 1
*
[ 1/2 ] 
f(z) = 204/161*z^3 - 212/161*z + 1
*
[ 1/2 ] 
f(z) = 204/163*z^3 - 214/163*z + 1
*
[ 1/2 ] 
f(z) = 204/167*z^3 - 218/167*z + 1
*
[ 1/2 ] 
f(z) = 204/169*z^3 - 220/169*z + 1
*
[ 1/2 ] 
f(z) = 208/161*z^3 - 213/161*z + 1
*
[ 1/2 ] 
f(z) = 208/163*z^3 - 215/163*z + 1
*
[ 1/2 ] 
f(z) = 208/165*z^3 - 217/165*z + 1
*
[ 1/2 ] 
f(z) = 208/167*z^3 - 219/167*z + 1
*
[ 1/2 ] 
f(z) = 212/161*z^3 - 214/161*z + 1
*
[ 1/2 ] 
f(z) = 212/163*z^3 - 216/163*z + 1
*
[ 1/2 ] 
f(z) = 212/165*z^3 - 218/165*z + 1
*
[ -3/2 ] 
f(z) = 212/165*z^3 - 202/165*z + 1
*
[ 1/2 ] 
f(z) = 212/167*z^3 - 220/167*z + 1
*
[ 1/2 ] 
f(z) = 216/161*z^3 - 215/161*z + 1
*
[ 1/2 ] 
f(z) = 216/163*z^3 - 217/163*z + 1
*
[ 9/11 ] 
f(z) = 209/162*z^3 - 215/198*z + 1
*
[ 13/15 ] 
f(z) = 210/169*z^3 - 212/195*z + 1
*
[ 13/14 ] 
f(z) = 210/169*z^3 - 209/182*z + 1
*
[ 2/3 ] 
f(z) = 215/168*z^3 - 202/189*z + 1
*
[ 4/5 ] 
f(z) = 205/176*z^3 - 219/220*z + 1
*
[ 3 ] 
f(z) = 203/162*z^3 - 191/18*z + 1
*
[ 3 ] 
f(z) = 205/162*z^3 - 193/18*z + 1
*
[ -3 ] 
f(z) = 205/162*z^3 - 181/18*z + 1
*
[ 3 ] 
f(z) = 209/162*z^3 - 197/18*z + 1
*
[ -3 ] 
f(z) = 209/162*z^3 - 185/18*z + 1
*
[ 3 ] 
f(z) = 211/162*z^3 - 199/18*z + 1
*
[ -3 ] 
f(z) = 211/162*z^3 - 187/18*z + 1
*
[ -3 ] 
f(z) = 215/162*z^3 - 191/18*z + 1
*
[ -3 ] 
f(z) = 217/162*z^3 - 193/18*z + 1
*
[ 13/6 ] 
f(z) = 204/169*z^3 - 200/39*z + 1
*
[ 2 ] 
f(z) = 201/160*z^3 - 181/40*z + 1
*
[ 2 ] 
f(z) = 203/160*z^3 - 183/40*z + 1
*
[ 2 ] 
f(z) = 203/176*z^3 - 181/44*z + 1
*
[ 2 ] 
f(z) = 205/176*z^3 - 183/44*z + 1
*
[ 2 ] 
f(z) = 207/160*z^3 - 187/40*z + 1
*
[ 2 ] 
f(z) = 207/176*z^3 - 185/44*z + 1
*
[ 2 ] 
f(z) = 209/160*z^3 - 189/40*z + 1
*
[ 2 ] 
f(z) = 211/160*z^3 - 191/40*z + 1
*
[ 2 ] 
f(z) = 211/176*z^3 - 189/44*z + 1
*
[ 2 ] 
f(z) = 213/160*z^3 - 193/40*z + 1
*
[ 2 ] 
f(z) = 213/176*z^3 - 191/44*z + 1
*
6/5 | 0.23386078109337656230068274299036755053 | 0.028720492635133657483382019511461687737
f(z) = 215/162*z^3 - 191/45*z + 1
*
[ 2 ] 
f(z) = 215/176*z^3 - 193/44*z + 1
*
[ 2 ] 
f(z) = 217/160*z^3 - 197/40*z + 1
*
[ 2 ] 
f(z) = 217/176*z^3 - 195/44*z + 1
*
[ 2 ] 
f(z) = 219/160*z^3 - 199/40*z + 1
*
[ 2 ] 
f(z) = 219/176*z^3 - 197/44*z + 1
*
[ 3/2 ] 
f(z) = 205/162*z^3 - 181/72*z + 1
*
[ 3/2 ] 
f(z) = 209/162*z^3 - 185/72*z + 1
*
[ 3/2 ] 
f(z) = 211/162*z^3 - 187/72*z + 1
*
[ 3/2 ] 
f(z) = 215/162*z^3 - 191/72*z + 1
*
[ 3/2 ] 
f(z) = 217/162*z^3 - 193/72*z + 1
*
[ -5/3 ] 
f(z) = 213/175*z^3 - 187/105*z + 1
*
[ -13/8 ] 
f(z) = 216/169*z^3 - 183/104*z + 1
*
[ -5/3 ] 
f(z) = 219/175*z^3 - 197/105*z + 1
*
[ 3/7 ] 
f(z) = 203/162*z^3 - 197/126*z + 1
*
[ 3/7 ] 
f(z) = 217/162*z^3 - 199/126*z + 1
*
[ 9/10 ] 
f(z) = 200/171*z^3 - 181/171*z + 1
*
[ 3/5 ] 
f(z) = 200/177*z^3 - 190/177*z + 1
*
[ 2/3 ] 
f(z) = 207/178*z^3 - 181/178*z + 1
*
[ -3/2 ] 
f(z) = 208/165*z^3 - 193/165*z + 1
*
[ -3/2 ] 
f(z) = 212/177*z^3 - 182/177*z + 1
*
[ 2/3 ] 
f(z) = 205/168*z^3 - 197/189*z + 1
*
[ 2/3 ] 
f(z) = 209/168*z^3 - 199/189*z + 1
*
[ 2/3 ] 
f(z) = 211/168*z^3 - 200/189*z + 1
*
[ -3 ] 
f(z) = 203/162*z^3 - 179/18*z + 1
*
[ -13/6 ] 
f(z) = 204/169*z^3 - 164/39*z + 1
*
[ 2 ] 
f(z) = 201/176*z^3 - 179/44*z + 1
*
[ 3/2 ] 
f(z) = 203/162*z^3 - 179/72*z + 1
*
-4/3 | 0.21284067477939127447551234019342027557 | 0.029722839669166653348201758889862375627
f(z) = 219/160*z^3 - 161/60*z + 1
*
[ 13/30 ] 
f(z) = 200/169*z^3 - 179/117*z + 1
*
[ 6/5 ] 
f(z) = 200/171*z^3 - 173/114*z + 1
*
[ -5/3 ] 
f(z) = 201/175*z^3 - 167/105*z + 1
*
[ -5/3 ] 
f(z) = 204/175*z^3 - 172/105*z + 1
*
[ 2/5 ] 
f(z) = 205/168*z^3 - 178/105*z + 1
*
[ 6/5 ] 
f(z) = 205/168*z^3 - 167/105*z + 1
*
[ 2/5 ] 
f(z) = 215/168*z^3 - 179/105*z + 1
*
[ 6/5 ] 
f(z) = 215/168*z^3 - 176/105*z + 1
*
[ 4/7 ] 
f(z) = 203/160*z^3 - 163/140*z + 1
*
[ 4/7 ] 
f(z) = 217/160*z^3 - 167/140*z + 1
*
[ 7/10 ] 
f(z) = 200/161*z^3 - 167/161*z + 1
*
[ 2/3 ] 
f(z) = 207/166*z^3 - 175/166*z + 1
*
[ 2/3 ] 
f(z) = 207/170*z^3 - 177/170*z + 1
*
[ 3/4 ] 
f(z) = 208/165*z^3 - 172/165*z + 1
*
[ 3/4 ] 
f(z) = 208/177*z^3 - 176/177*z + 1
*
[ -2 ] 
f(z) = 201/160*z^3 - 141/40*z + 1
*
[ -2 ] 
f(z) = 203/160*z^3 - 143/40*z + 1
*
[ -2 ] 
f(z) = 207/160*z^3 - 147/40*z + 1
*
[ -2 ] 
f(z) = 207/176*z^3 - 141/44*z + 1
*
[ -2 ] 
f(z) = 209/160*z^3 - 149/40*z + 1
*
[ -2 ] 
f(z) = 211/160*z^3 - 151/40*z + 1
*
[ -2 ] 
f(z) = 211/176*z^3 - 145/44*z + 1
*
[ -2 ] 
f(z) = 213/160*z^3 - 153/40*z + 1
*
[ -2 ] 
f(z) = 213/176*z^3 - 147/44*z + 1
*
[ -2 ] 
f(z) = 215/176*z^3 - 149/44*z + 1
*
[ -2 ] 
f(z) = 217/160*z^3 - 157/40*z + 1
*
[ -2 ] 
f(z) = 217/176*z^3 - 151/44*z + 1
*
[ -2 ] 
f(z) = 219/160*z^3 - 159/40*z + 1
*
[ -2 ] 
f(z) = 219/176*z^3 - 153/44*z + 1
*
-4/3 | 0.20921273018955916166352020250946943254 | 0.029535687539642164941903233563605184430
f(z) = 201/160*z^3 - 149/60*z + 1
*
-4/3 | 0.21176454206439477726792856513283075108 | 0.029676824637305616683491565777566411472
f(z) = 213/160*z^3 - 157/60*z + 1
*
[ 13/36 ] 
f(z) = 216/169*z^3 - 151/78*z + 1
*
[ 6/5 ] 
f(z) = 205/162*z^3 - 149/90*z + 1
*
[ 6/5 ] 
f(z) = 215/162*z^3 - 157/90*z + 1
*
[ -13/8 ] 
f(z) = 200/169*z^3 - 157/104*z + 1
*
[ 6/7 ] 
f(z) = 217/162*z^3 - 145/126*z + 1
*
[ 5/6 ] 
f(z) = 207/175*z^3 - 143/140*z + 1
*
[ 5/8 ] 
f(z) = 208/175*z^3 - 149/140*z + 1
*
[ 3/10 ] 
f(z) = 200/171*z^3 - 139/57*z + 1
*
[ 3/2 ] 
f(z) = 200/171*z^3 - 131/57*z + 1
*
[ -2 ] 
f(z) = 201/176*z^3 - 135/44*z + 1
*
[ -2 ] 
f(z) = 203/176*z^3 - 137/44*z + 1
*
[ -2 ] 
f(z) = 205/176*z^3 - 139/44*z + 1
*
2/3 | 0.14358856390104979694680958450455685911 | 0.023165129779183292043172971247066864300
f(z) = 207/160*z^3 - 123/40*z + 1
*
[ 3/2 ] 
f(z) = 208/171*z^3 - 137/57*z + 1
*
[ 3/2 ] 
f(z) = 212/171*z^3 - 140/57*z + 1
*
[ 4/3 ] 
f(z) = 213/160*z^3 - 127/60*z + 1
*
[ 5/4 ] 
f(z) = 216/175*z^3 - 121/70*z + 1
*
[ 4/3 ] 
f(z) = 219/160*z^3 - 131/60*z + 1
*
[ 13/15 ] 
f(z) = 200/169*z^3 - 122/117*z + 1
*
[ -3/2 ] 
f(z) = 214/171*z^3 - 131/114*z + 1
*
[ 13/24 ] 
f(z) = 216/169*z^3 - 127/104*z + 1
*
[ 5/9 ] 
f(z) = 216/175*z^3 - 124/105*z + 1
*
[ -3/2 ] 
f(z) = 218/171*z^3 - 137/114*z + 1
*
[ 2/3 ] 
f(z) = 201/160*z^3 - 127/120*z + 1
*
[ 2/3 ] 
f(z) = 201/176*z^3 - 133/132*z + 1
*
[ 6/7 ] 
f(z) = 203/162*z^3 - 137/126*z + 1
*
[ 2/3 ] 
f(z) = 213/160*z^3 - 131/120*z + 1
*
[ 2/3 ] 
f(z) = 213/176*z^3 - 137/132*z + 1
*
[ 2/3 ] 
f(z) = 219/160*z^3 - 133/120*z + 1
*
[ 2/3 ] 
f(z) = 219/176*z^3 - 139/132*z + 1
*
-2 | 0.087372778388473746253839910292160142727 | 0.012836046529516607493257047567426218917
f(z) = 205/168*z^3 - 113/21*z + 1
*
[ 5/3 ] 
f(z) = 207/175*z^3 - 101/35*z + 1
*
-2 | 0.087940297050728184958244822673688502652 | 0.012886207775632099860049529552077589092
f(z) = 209/168*z^3 - 115/21*z + 1
*
-2 | 0.088212239710823598523447815961658270229 | 0.012909678040504964280819957585806094255
f(z) = 211/168*z^3 - 116/21*z + 1
*
-2 | 0.088739776896445068010511368983716978310 | 0.012954473354813853981943802650051184419
f(z) = 215/168*z^3 - 118/21*z + 1
*
[ 5/3 ] 
f(z) = 216/175*z^3 - 106/35*z + 1
*
[ 4/3 ] 
f(z) = 201/160*z^3 - 119/60*z + 1
*
[ 5/12 ] 
f(z) = 216/175*z^3 - 113/70*z + 1
*
[ 3/5 ] 
f(z) = 205/162*z^3 - 101/90*z + 1
*
[ 3/5 ] 
f(z) = 215/162*z^3 - 103/90*z + 1
*
[ 3/4 ] 
f(z) = 200/171*z^3 - 113/114*z + 1
*
[ 5/6 ] 
f(z) = 204/175*z^3 - 106/105*z + 1
*
[ -3/2 ] 
f(z) = 206/171*z^3 - 119/114*z + 1
*
[ 13/5 ] 
f(z) = 200/169*z^3 - 96/13*z + 1
*
[ -13/5 ] 
f(z) = 200/169*z^3 - 86/13*z + 1
*
[ 2 ] 
f(z) = 205/168*z^3 - 92/21*z + 1
*
[ 2 ] 
f(z) = 209/168*z^3 - 94/21*z + 1
*
[ 2 ] 
f(z) = 211/168*z^3 - 95/21*z + 1
*
[ 2 ] 
f(z) = 215/168*z^3 - 97/21*z + 1
*
[ 13/9 ] 
f(z) = 216/169*z^3 - 92/39*z + 1
*
[ 4/3 ] 
f(z) = 207/176*z^3 - 81/44*z + 1
*
[ -3/2 ] 
f(z) = 203/162*z^3 - 83/72*z + 1
*
[ -3/2 ] 
f(z) = 205/162*z^3 - 85/72*z + 1
*
[ -3/2 ] 
f(z) = 209/162*z^3 - 89/72*z + 1
*
[ -3/2 ] 
f(z) = 211/162*z^3 - 91/72*z + 1
*
[ -3/2 ] 
f(z) = 215/162*z^3 - 95/72*z + 1
*
[ -3/2 ] 
f(z) = 217/162*z^3 - 97/72*z + 1
*
[ 2/3 ] 
f(z) = 207/164*z^3 - 87/82*z + 1
*
[ 2/3 ] 
f(z) = 207/172*z^3 - 89/86*z + 1
*
[ 13/6 ] 
f(z) = 216/169*z^3 - 71/13*z + 1
*
[ -2 ] 
f(z) = 205/168*z^3 - 71/21*z + 1
*
[ -2 ] 
f(z) = 209/168*z^3 - 73/21*z + 1
*
[ -2 ] 
f(z) = 211/168*z^3 - 74/21*z + 1
*
[ -2 ] 
f(z) = 215/168*z^3 - 76/21*z + 1
*
[ -5/3 ] 
f(z) = 216/175*z^3 - 64/35*z + 1
*
[ 3/5 ] 
f(z) = 200/171*z^3 - 62/57*z + 1
*
[ -3/2 ] 
f(z) = 208/171*z^3 - 61/57*z + 1
*
[ -3/2 ] 
f(z) = 212/171*z^3 - 64/57*z + 1
*
[ -13/6 ] 
f(z) = 216/169*z^3 - 59/13*z + 1
*
[ 4/3 ] 
f(z) = 207/160*z^3 - 41/20*z + 1
*
[ -5/3 ] 
f(z) = 207/175*z^3 - 59/35*z + 1
*
[ 5/4 ] 
f(z) = 208/175*z^3 - 58/35*z + 1
*
[ 13/18 ] 
f(z) = 216/169*z^3 - 41/39*z + 1
*
[ 2/3 ] 
f(z) = 207/160*z^3 - 43/40*z + 1
*
[ 2/3 ] 
f(z) = 207/176*z^3 - 45/44*z + 1
*
[ 3/4 ] 
f(z) = 208/171*z^3 - 58/57*z + 1
*
[ 13/10 ] 
f(z) = 200/169*z^3 - 23/13*z + 1
*
[ 13/20 ] 
f(z) = 200/169*z^3 - 27/26*z + 1
*
[ 13/12 ] 
f(z) = 216/169*z^3 - 37/26*z + 1
*
[ 5/6 ] 
f(z) = 216/175*z^3 - 37/35*z + 1
*
[ -1 ]
f(z) = 202/161*z^3 + 120/161*z + 1
*
[ -2 ] 
f(z) = 209/180*z^3 - 283/90*z + 1
*
[ -2 ] 
f(z) = 211/180*z^3 - 287/90*z + 1
*
[ -2 ] 
f(z) = 211/188*z^3 - 281/94*z + 1
*
[ -2 ] 
f(z) = 213/188*z^3 - 285/94*z + 1
*
[ -2 ] 
f(z) = 215/188*z^3 - 289/94*z + 1
*
[ -2 ] 
f(z) = 215/196*z^3 - 283/98*z + 1
*
[ -2 ] 
f(z) = 217/180*z^3 - 299/90*z + 1
*
[ -2 ] 
f(z) = 217/188*z^3 - 293/94*z + 1
*
[ -2 ] 
f(z) = 219/188*z^3 - 297/94*z + 1
*
[ -2 ] 
f(z) = 219/196*z^3 - 291/98*z + 1
*
[ 8/5 ] 
f(z) = 205/192*z^3 - 283/120*z + 1
*
[ 8/5 ] 
f(z) = 215/192*z^3 - 299/120*z + 1
*
[ -17/10 ] 
f(z) = 200/187*z^3 - 281/187*z + 1
*
[ 5/4 ] 
f(z) = 208/185*z^3 - 288/185*z + 1
*
[ 6/5 ] 
f(z) = 205/189*z^3 - 293/210*z + 1
*
[ 2/3 ] 
f(z) = 201/196*z^3 - 281/294*z + 1
*
[ 2/3 ] 
f(z) = 213/188*z^3 - 283/282*z + 1
*
[ 2/3 ] 
f(z) = 213/196*z^3 - 289/294*z + 1
*
[ 2/3 ] 
f(z) = 219/188*z^3 - 287/282*z + 1
*
[ 2/3 ] 
f(z) = 219/196*z^3 - 293/294*z + 1
*
-21/11 | 0.24072810138118919818761171007101921612 | 0.027065560618100858724242659770490077010
f(z) = 209/189*z^3 - 270/77*z + 1
*
[ -2 ] 
f(z) = 201/188*z^3 - 261/94*z + 1
*
[ -2 ] 
f(z) = 203/180*z^3 - 271/90*z + 1
*
[ -2 ] 
f(z) = 203/188*z^3 - 265/94*z + 1
*
[ -2 ] 
f(z) = 205/188*z^3 - 269/94*z + 1
*
[ -2 ] 
f(z) = 205/196*z^3 - 263/98*z + 1
*
[ -2 ] 
f(z) = 207/188*z^3 - 273/94*z + 1
*
[ -2 ] 
f(z) = 207/196*z^3 - 267/98*z + 1
*
[ -2 ] 
f(z) = 209/188*z^3 - 277/94*z + 1
*
[ -2 ] 
f(z) = 209/196*z^3 - 271/98*z + 1
*
[ -2 ] 
f(z) = 211/196*z^3 - 275/98*z + 1
*
[ -2 ] 
f(z) = 213/196*z^3 - 279/98*z + 1
*
[ 14/9 ] 
f(z) = 207/196*z^3 - 277/126*z + 1
*
[ 7/5 ] 
f(z) = 215/196*z^3 - 261/140*z + 1
*
-8/7 | 0.19006911353817379746499857129424009610 | 0.024767438893624495218846632355043590510
f(z) = 217/192*z^3 - 269/168*z + 1
*
[ -5/3 ] 
f(z) = 207/185*z^3 - 279/185*z + 1
*
[ -5/3 ] 
f(z) = 207/190*z^3 - 271/190*z + 1
*
[ 2/3 ] 
f(z) = 201/188*z^3 - 275/282*z + 1
*
-2 | 0.087375378597604335408823059365012544499 | 0.012716375732940510101054429231017067722
f(z) = 217/192*z^3 - 241/48*z + 1
*
[ -9/4 ] 
f(z) = 208/189*z^3 - 260/63*z + 1
*
4/11 | 0.26624410189392333618773104881718819130 | 0.029534071510015036448473728590944231662
f(z) = 209/192*z^3 - 257/66*z + 1
*
[ -2 ] 
f(z) = 201/196*z^3 - 255/98*z + 1
*
[ 7/5 ] 
f(z) = 205/196*z^3 - 247/140*z + 1
*
[ -12/7 ] 
f(z) = 211/192*z^3 - 242/147*z + 1
*
[ -12/7 ] 
f(z) = 215/192*z^3 - 251/147*z + 1
*
-8/7 | 0.15803767075537028626984873189599845445 | 0.020759382432649871107586581340222250872
f(z) = 203/192*z^3 - 253/168*z + 1
*
[ 1/2 ] 
f(z) = 200/191*z^3 - 241/191*z + 1
*
[ 1/2 ] 
f(z) = 200/193*z^3 - 243/193*z + 1
*
[ 1/2 ] 
f(z) = 200/197*z^3 - 247/197*z + 1
*
[ 1/2 ] 
f(z) = 200/199*z^3 - 249/199*z + 1
*
[ 1/2 ] 
f(z) = 204/191*z^3 - 242/191*z + 1
*
[ 1/2 ] 
f(z) = 204/193*z^3 - 244/193*z + 1
*
[ 1/2 ] 
f(z) = 204/197*z^3 - 248/197*z + 1
*
[ 1/2 ] 
f(z) = 204/199*z^3 - 250/199*z + 1
*
[ 6/13 ] 
f(z) = 208/189*z^3 - 255/182*z + 1
*
[ 1/2 ] 
f(z) = 208/189*z^3 - 241/189*z + 1
*
[ 1/2 ] 
f(z) = 208/191*z^3 - 243/191*z + 1
*
[ 1/2 ] 
f(z) = 208/193*z^3 - 245/193*z + 1
*
[ 1/2 ] 
f(z) = 208/197*z^3 - 249/197*z + 1
*
[ 1/2 ] 
f(z) = 208/199*z^3 - 251/199*z + 1
*
[ 1/2 ] 
f(z) = 212/189*z^3 - 242/189*z + 1
*
[ 1/2 ] 
f(z) = 212/191*z^3 - 244/191*z + 1
*
[ 1/2 ] 
f(z) = 212/193*z^3 - 246/193*z + 1
*
[ 1/2 ] 
f(z) = 212/195*z^3 - 248/195*z + 1
*
[ 1/2 ] 
f(z) = 212/197*z^3 - 250/197*z + 1
*
[ 1/2 ] 
f(z) = 212/199*z^3 - 252/199*z + 1
*
[ 1/2 ] 
f(z) = 216/187*z^3 - 241/187*z + 1
*
[ 1/2 ] 
f(z) = 216/191*z^3 - 245/191*z + 1
*
[ 1/2 ] 
f(z) = 216/193*z^3 - 247/193*z + 1
*
[ 1/2 ] 
f(z) = 216/197*z^3 - 251/197*z + 1
*
[ 1/2 ] 
f(z) = 216/199*z^3 - 253/199*z + 1
*
[ -3/2 ] 
f(z) = 217/180*z^3 - 251/240*z + 1
*
[ 8/11 ] 
f(z) = 209/192*z^3 - 251/264*z + 1
*
[ 14/19 ] 
f(z) = 209/196*z^3 - 249/266*z + 1
*
[ 3/20 ] 
f(z) = 200/189*z^3 - 239/42*z + 1
*
3/5 | 0.21290024763056827274966713894607902218 | 0.027836418121391681787195861177571743399
f(z) = 200/189*z^3 - 233/42*z + 1
*
-2 | 0.084697518851445011462937837622111587281 | 0.012434955221623962158016861541681098397
f(z) = 203/192*z^3 - 227/48*z + 1
*
-2 | 0.085144038291728388598206314916997206133 | 0.012484433136077480290250634872616069179
f(z) = 205/192*z^3 - 229/48*z + 1
*
-2 | 0.085960288162094283730340000518418712720 | 0.012572195985174826242949282090072994794
f(z) = 209/192*z^3 - 233/48*z + 1
*
-2 | 0.086336516639148748446470214352746729316 | 0.012611456556680918774704565084554300367
f(z) = 211/192*z^3 - 235/48*z + 1
*
-2 | 0.087042220668077967995051716402500883056 | 0.012683271327776768036591502022687406293
f(z) = 215/192*z^3 - 239/48*z + 1
*
[ 14/11 ] 
f(z) = 209/196*z^3 - 233/154*z + 1
*
[ 8/7 ] 
f(z) = 217/192*z^3 - 227/168*z + 1
*
[ 1/2 ] 
f(z) = 200/181*z^3 - 231/181*z + 1
*
[ 1/2 ] 
f(z) = 200/183*z^3 - 233/183*z + 1
*
[ 1/2 ] 
f(z) = 200/187*z^3 - 237/187*z + 1
*
[ 11/10 ] 
f(z) = 200/187*z^3 - 225/187*z + 1
*
[ 1/2 ] 
f(z) = 200/189*z^3 - 239/189*z + 1
*
[ 1/2 ] 
f(z) = 204/181*z^3 - 232/181*z + 1
*
[ 1/2 ] 
f(z) = 204/185*z^3 - 236/185*z + 1
*
[ 1/2 ] 
f(z) = 208/181*z^3 - 233/181*z + 1
*
[ 1/2 ] 
f(z) = 208/183*z^3 - 235/183*z + 1
*
[ 1/2 ] 
f(z) = 208/185*z^3 - 237/185*z + 1
*
[ 1/2 ] 
f(z) = 208/187*z^3 - 239/187*z + 1
*
[ 1/2 ] 
f(z) = 212/181*z^3 - 234/181*z + 1
*
[ 1/2 ] 
f(z) = 212/183*z^3 - 236/183*z + 1
*
[ 1/2 ] 
f(z) = 212/185*z^3 - 238/185*z + 1
*
[ 1/2 ] 
f(z) = 212/187*z^3 - 240/187*z + 1
*
[ 1/2 ] 
f(z) = 216/181*z^3 - 235/181*z + 1
*
[ 1/2 ] 
f(z) = 216/185*z^3 - 239/185*z + 1
*
[ 6/7 ] 
f(z) = 217/180*z^3 - 221/210*z + 1
*
[ 7/9 ] 
f(z) = 207/196*z^3 - 233/252*z + 1
*
[ -21/4 ] 
f(z) = 208/189*z^3 - 204/7*z + 1
*
21/8 | 0.18746669186491727538785442054503323787 | 0.021585338497992492028301450743984151214
f(z) = 208/189*z^3 - 219/28*z + 1
*
21/8 | 0.24603449896965277512951964317899950115 | 0.028513984111041428982321695458704113137
f(z) = 208/189*z^3 - 207/28*z + 1
*
-3/2 | 0.24044214165442117222323284304765839023 | 0.027834843553197617185362793244570783299
f(z) = 215/189*z^3 - 209/140*z + 1
*
[ 8/7 ] 
f(z) = 203/192*z^3 - 211/168*z + 1
*
[ 21/20 ] 
f(z) = 208/189*z^3 - 204/175*z + 1
*
[ 6/7 ] 
f(z) = 203/180*z^3 - 209/210*z + 1
*
[ 2/3 ] 
f(z) = 203/184*z^3 - 205/207*z + 1
*
[ 2/3 ] 
f(z) = 205/184*z^3 - 206/207*z + 1
*
[ 2/3 ] 
f(z) = 209/184*z^3 - 208/207*z + 1
*
[ 2/3 ] 
f(z) = 211/184*z^3 - 209/207*z + 1
*
[ 2/3 ] 
f(z) = 215/184*z^3 - 211/207*z + 1
*
[ 2/3 ] 
f(z) = 217/184*z^3 - 212/207*z + 1
*
-12/5 | 0.24069241011442079942556887977597112342 | 0.028227272075125477190718548548100491623
f(z) = 200/189*z^3 - 187/28*z + 1
*
[ 3 ] 
f(z) = 202/189*z^3 - 188/21*z + 1
*
[ 3 ] 
f(z) = 205/189*z^3 - 191/21*z + 1
*
[ 21/8 ] 
f(z) = 208/189*z^3 - 195/28*z + 1
*
[ 3 ] 
f(z) = 208/189*z^3 - 194/21*z + 1
*
[ -3 ] 
f(z) = 209/189*z^3 - 181/21*z + 1
*
[ 3 ] 
f(z) = 211/189*z^3 - 197/21*z + 1
*
[ -3 ] 
f(z) = 212/189*z^3 - 184/21*z + 1
*
[ 3 ] 
f(z) = 214/189*z^3 - 200/21*z + 1
*
[ -3 ] 
f(z) = 215/189*z^3 - 187/21*z + 1
*
[ -3 ] 
f(z) = 218/189*z^3 - 190/21*z + 1
*
21/40 | 0.20999324741621044638283799896889336157 | 0.024627018882476058178401755521355551441
f(z) = 200/189*z^3 - 187/56*z + 1
*
[ 2 ] 
f(z) = 205/192*z^3 - 181/48*z + 1
*
[ 2 ] 
f(z) = 209/192*z^3 - 185/48*z + 1
*
[ 2 ] 
f(z) = 211/192*z^3 - 187/48*z + 1
*
[ 2 ] 
f(z) = 215/192*z^3 - 191/48*z + 1
*
[ 2 ] 
f(z) = 217/192*z^3 - 193/48*z + 1
*
[ 9/5 ] 
f(z) = 200/189*z^3 - 188/63*z + 1
*
[ -21/11 ] 
f(z) = 209/189*z^3 - 193/77*z + 1
*
[ 3/2 ] 
f(z) = 209/189*z^3 - 181/84*z + 1
*
[ 3/2 ] 
f(z) = 215/189*z^3 - 187/84*z + 1
*
[ 2/5 ] 
f(z) = 205/184*z^3 - 193/115*z + 1
*
[ 2/5 ] 
f(z) = 215/184*z^3 - 194/115*z + 1
*
[ 9/20 ] 
f(z) = 200/189*z^3 - 181/126*z + 1
*
[ 3/5 ] 
f(z) = 202/189*z^3 - 184/175*z + 1
*
[ 3/5 ] 
f(z) = 208/189*z^3 - 186/175*z + 1
*
[ 3/5 ] 
f(z) = 211/189*z^3 - 187/175*z + 1
*
[ 3/5 ] 
f(z) = 214/189*z^3 - 188/175*z + 1
*
[ 3/5 ] 
f(z) = 200/183*z^3 - 194/183*z + 1
*
[ 2/3 ] 
f(z) = 207/182*z^3 - 183/182*z + 1
*
[ 2/3 ] 
f(z) = 207/190*z^3 - 187/190*z + 1
*
[ 2/3 ] 
f(z) = 207/194*z^3 - 189/194*z + 1
*
[ 5/6 ] 
f(z) = 216/185*z^3 - 187/185*z + 1
*
[ -3 ] 
f(z) = 200/189*z^3 - 172/21*z + 1
*
[ 12/5 ] 
f(z) = 205/192*z^3 - 167/30*z + 1
*
[ -3 ] 
f(z) = 206/189*z^3 - 178/21*z + 1
*
21/20 | 0.17474417717277445524676988208075049209 | 0.023773048461870770100659665598303118813
f(z) = 200/189*z^3 - 173/42*z + 1
*
[ 2 ] 
f(z) = 203/192*z^3 - 179/48*z + 1
*
[ 12/31 ] 
f(z) = 217/192*z^3 - 163/93*z + 1
*
[ 21/19 ] 
f(z) = 209/189*z^3 - 167/133*z + 1
*
[ 6/11 ] 
f(z) = 209/189*z^3 - 179/154*z + 1
*
[ 4/7 ] 
f(z) = 211/192*z^3 - 163/147*z + 1
*
[ 4/7 ] 
f(z) = 215/192*z^3 - 164/147*z + 1
*
[ 21/25 ] 
f(z) = 200/189*z^3 - 164/175*z + 1
*
[ 3/4 ] 
f(z) = 214/189*z^3 - 163/168*z + 1
*
[ 7/10 ] 
f(z) = 200/189*z^3 - 179/189*z + 1
*
[ 3/4 ] 
f(z) = 208/183*z^3 - 178/183*z + 1
*
[ 7/3 ] 
f(z) = 207/196*z^3 - 145/28*z + 1
*
[ -12/5 ] 
f(z) = 215/192*z^3 - 151/30*z + 1
*
[ -2 ] 
f(z) = 215/192*z^3 - 143/48*z + 1
*
-12/7 | 0.22809366708137633475190886246283007664 | 0.026765331690784021037524205947202016302
f(z) = 217/192*z^3 - 157/42*z + 1
*
[ -2 ] 
f(z) = 217/192*z^3 - 145/48*z + 1
*
[ 7/6 ] 
f(z) = 207/196*z^3 - 145/112*z + 1
*
[ -8/5 ] 
f(z) = 215/192*z^3 - 149/120*z + 1
*
[ 4/5 ] 
f(z) = 211/192*z^3 - 143/150*z + 1
*
[ 3/4 ] 
f(z) = 202/189*z^3 - 157/168*z + 1
*
[ -12/5 ] 
f(z) = 200/189*z^3 - 131/28*z + 1
*
[ -7/3 ] 
f(z) = 207/196*z^3 - 121/28*z + 1
*
-2 | 0.10864327999730915646503660597094895932 | 0.015802125458188718124857407397544097999
f(z) = 219/184*z^3 - 121/23*z + 1
*
57/40 | 0.12589748599025512170835232937825953547 | 0.015296808232744569278736729511039436035
f(z) = 200/189*z^3 - 139/56*z + 1
*
[ -2 ] 
f(z) = 203/192*z^3 - 131/48*z + 1
*
[ -2 ] 
f(z) = 205/192*z^3 - 133/48*z + 1
*
[ -2 ] 
f(z) = 209/192*z^3 - 137/48*z + 1
*
[ -2 ] 
f(z) = 211/192*z^3 - 139/48*z + 1
*
[ 4/11 ] 
f(z) = 209/192*z^3 - 125/66*z + 1
*
[ 12/29 ] 
f(z) = 203/192*z^3 - 139/87*z + 1
*
[ -8/5 ] 
f(z) = 205/192*z^3 - 133/120*z + 1
*
[ 4/5 ] 
f(z) = 203/192*z^3 - 139/150*z + 1
*
-12/5 | 0.20523273419837440143044239656508720857 | 0.023391001821981748087412008915294275188
f(z) = 205/192*z^3 - 101/15*z + 1
*
[ 4 ] 
f(z) = 211/192*z^3 - 101/6*z + 1
*
[ 4 ] 
f(z) = 215/192*z^3 - 103/6*z + 1
*
[ -4 ] 
f(z) = 217/192*z^3 - 101/6*z + 1
*
-2 | 0.10565733096251118000302534646852608629 | 0.015542550323160772374172622328726581299
f(z) = 201/184*z^3 - 112/23*z + 1
*
-2 | 0.10604380107138845789635405789419772823 | 0.015579030332160218624405110362873796024
f(z) = 203/184*z^3 - 113/23*z + 1
*
-2 | 0.10641278243711462227454819056839706246 | 0.015613028650586646400510716786245150944
f(z) = 205/184*z^3 - 114/23*z + 1
*
-2 | 0.10710630899781371241972297491763947982 | 0.015674785832458093258668047883711733515
f(z) = 209/184*z^3 - 116/23*z + 1
*
-2 | 0.10743398041687326023678162129925181154 | 0.015703013533316210280660043224968929135
f(z) = 211/184*z^3 - 117/23*z + 1
*
-2 | 0.10775057943087874732890162469056443884 | 0.015729721879197000175215045823920153550
f(z) = 213/184*z^3 - 118/23*z + 1
*
-2 | 0.10805710929663597769231228909586483433 | 0.015755060825186595298747399371826070025
f(z) = 215/184*z^3 - 119/23*z + 1
*
-2 | 0.10835442884655259379956607560238018232 | 0.015779158520693804038799407021490131638
f(z) = 217/184*z^3 - 120/23*z + 1
*
[ 12/7 ] 
f(z) = 203/192*z^3 - 113/42*z + 1
*
[ -9/5 ] 
f(z) = 200/189*z^3 - 118/63*z + 1
*
[ 6/5 ] 
f(z) = 215/189*z^3 - 103/70*z + 1
*
[ -21/13 ] 
f(z) = 208/189*z^3 - 114/91*z + 1
*
[ 3/4 ] 
f(z) = 209/189*z^3 - 107/112*z + 1
*
[ 3/5 ] 
f(z) = 215/189*z^3 - 113/105*z + 1
*
[ 3/4 ] 
f(z) = 215/189*z^3 - 109/112*z + 1
*
[ 4 ] 
f(z) = 203/192*z^3 - 97/6*z + 1
*
[ -4 ] 
f(z) = 205/192*z^3 - 95/6*z + 1
*
[ -4 ] 
f(z) = 209/192*z^3 - 97/6*z + 1
*
[ 12/5 ] 
f(z) = 215/192*z^3 - 88/15*z + 1
*
[ 2 ] 
f(z) = 201/184*z^3 - 89/23*z + 1
*
[ 2 ] 
f(z) = 203/184*z^3 - 90/23*z + 1
*
[ 2 ] 
f(z) = 205/184*z^3 - 91/23*z + 1
*
[ 2 ] 
f(z) = 209/184*z^3 - 93/23*z + 1
*
[ 2 ] 
f(z) = 211/184*z^3 - 94/23*z + 1
*
[ 2 ] 
f(z) = 213/184*z^3 - 95/23*z + 1
*
[ 2 ] 
f(z) = 215/184*z^3 - 96/23*z + 1
*
[ 2 ] 
f(z) = 217/184*z^3 - 97/23*z + 1
*
[ 2 ] 
f(z) = 219/184*z^3 - 98/23*z + 1
*
[ 4/3 ] 
f(z) = 205/192*z^3 - 89/54*z + 1
*
[ 3/2 ] 
f(z) = 206/189*z^3 - 89/42*z + 1
*
[ 4/3 ] 
f(z) = 209/192*z^3 - 91/54*z + 1
*
[ 4/3 ] 
f(z) = 217/192*z^3 - 95/54*z + 1
*
[ 3/2 ] 
f(z) = 218/189*z^3 - 95/42*z + 1
*
[ 2/3 ] 
f(z) = 207/188*z^3 - 93/94*z + 1
*
[ 2/3 ] 
f(z) = 207/196*z^3 - 95/98*z + 1
*
-3/2 | 0.19511514343361037065921575659300682443 | 0.029018442257579544402607951149282480786
f(z) = 208/189*z^3 - 89/84*z + 1
*
[ 21/26 ] 
f(z) = 208/189*z^3 - 87/91*z + 1
*
[ 3 ] 
f(z) = 200/189*z^3 - 62/7*z + 1
*
[ -12/5 ] 
f(z) = 205/192*z^3 - 71/15*z + 1
*
[ 3 ] 
f(z) = 206/189*z^3 - 64/7*z + 1
*
[ 3 ] 
f(z) = 209/189*z^3 - 65/7*z + 1
*
[ -3 ] 
f(z) = 211/189*z^3 - 61/7*z + 1
*
[ 3 ] 
f(z) = 212/189*z^3 - 66/7*z + 1
*
[ -3 ] 
f(z) = 214/189*z^3 - 62/7*z + 1
*
[ 3 ] 
f(z) = 215/189*z^3 - 67/7*z + 1
*
[ 3 ] 
f(z) = 218/189*z^3 - 68/7*z + 1
*
[ -21/10 ] 
f(z) = 200/189*z^3 - 67/21*z + 1
*
[ -2 ] 
f(z) = 201/184*z^3 - 66/23*z + 1
*
[ -2 ] 
f(z) = 203/184*z^3 - 67/23*z + 1
*
-12/7 | 0.19138882880077898681003090181697869462 | 0.022614912062298295512602323818897916704
f(z) = 203/192*z^3 - 74/21*z + 1
*
[ -2 ] 
f(z) = 205/184*z^3 - 68/23*z + 1
*
[ -2 ] 
f(z) = 209/184*z^3 - 70/23*z + 1
*
[ -2 ] 
f(z) = 211/184*z^3 - 71/23*z + 1
*
[ 3/2 ] 
f(z) = 211/189*z^3 - 61/28*z + 1
*
[ -2 ] 
f(z) = 213/184*z^3 - 72/23*z + 1
*
[ -2 ] 
f(z) = 215/184*z^3 - 73/23*z + 1
*
[ -2 ] 
f(z) = 217/184*z^3 - 74/23*z + 1
*
[ 12/7 ] 
f(z) = 217/192*z^3 - 61/21*z + 1
*
[ -2 ] 
f(z) = 219/184*z^3 - 75/23*z + 1
*
[ 21/40 ] 
f(z) = 200/189*z^3 - 67/56*z + 1
*
21/20 | 0.16914078756843277472539117924166181981 | 0.026545996778180375713242499537640805075
f(z) = 200/189*z^3 - 65/42*z + 1
*
[ -12/7 ] 
f(z) = 217/192*z^3 - 73/42*z + 1
*
-3/2 | 0.21486284146197488143903135910644392980 | 0.028268069825345361584763784958286665825
f(z) = 200/189*z^3 - 71/70*z + 1
*
[ 9/10 ] 
f(z) = 200/189*z^3 - 61/63*z + 1
*
[ 2/3 ] 
f(z) = 201/184*z^3 - 68/69*z + 1
*
[ 4/5 ] 
f(z) = 209/192*z^3 - 71/75*z + 1
*
[ 2/3 ] 
f(z) = 213/184*z^3 - 70/69*z + 1
*
[ 4/5 ] 
f(z) = 217/192*z^3 - 73/75*z + 1
*
[ 2/3 ] 
f(z) = 219/184*z^3 - 71/69*z + 1
*
[ -3 ] 
f(z) = 202/189*z^3 - 58/7*z + 1
*
[ -4 ] 
f(z) = 203/192*z^3 - 47/3*z + 1
*
[ -3 ] 
f(z) = 205/189*z^3 - 59/7*z + 1
*
[ 4 ] 
f(z) = 205/192*z^3 - 49/3*z + 1
*
[ -3 ] 
f(z) = 208/189*z^3 - 60/7*z + 1
*
[ 4 ] 
f(z) = 209/192*z^3 - 50/3*z + 1
*
[ -4 ] 
f(z) = 211/192*z^3 - 49/3*z + 1
*
[ -4 ] 
f(z) = 215/192*z^3 - 50/3*z + 1
*
[ 4 ] 
f(z) = 217/192*z^3 - 52/3*z + 1
*
[ 3/2 ] 
f(z) = 200/189*z^3 - 43/21*z + 1
*
4/7 | 0.23238473725235280582772314766372015855 | 0.029256277202003301308637990853425462883
f(z) = 203/192*z^3 - 44/21*z + 1
*
[ 4/3 ] 
f(z) = 203/192*z^3 - 44/27*z + 1
*
[ 3/2 ] 
f(z) = 205/189*z^3 - 59/28*z + 1
*
[ 3/8 ] 
f(z) = 208/189*z^3 - 51/28*z + 1
*
[ 4/3 ] 
f(z) = 211/192*z^3 - 46/27*z + 1
*
3/4 | 0.19513731617163682904360855456317621106 | 0.026719536146990046730200081746042875030
f(z) = 212/189*z^3 - 55/28*z + 1
*
[ 3/2 ] 
f(z) = 212/189*z^3 - 46/21*z + 1
*
[ 4/3 ] 
f(z) = 215/192*z^3 - 47/27*z + 1
*
[ 21/20 ] 
f(z) = 200/189*z^3 - 47/42*z + 1
*
[ 3/4 ] 
f(z) = 206/189*z^3 - 53/56*z + 1
*
[ 12/19 ] 
f(z) = 209/192*z^3 - 58/57*z + 1
*
[ 4/7 ] 
f(z) = 217/192*z^3 - 47/42*z + 1
*
[ 3/4 ] 
f(z) = 218/189*z^3 - 55/56*z + 1
*
[ 21/10 ] 
f(z) = 200/189*z^3 - 29/7*z + 1
*
3/4 | 0.18354692926111277511025128725650764024 | 0.027845269156727687176500073476111966839
f(z) = 200/189*z^3 - 27/14*z + 1
*
[ 3/2 ] 
f(z) = 202/189*z^3 - 29/14*z + 1
*
[ 3/2 ] 
f(z) = 214/189*z^3 - 31/14*z + 1
*
[ 3/5 ] 
f(z) = 200/189*z^3 - 22/21*z + 1
*
[ -12/7 ] 
f(z) = 203/192*z^3 - 32/21*z + 1
*
[ 4/7 ] 
f(z) = 203/192*z^3 - 23/21*z + 1
*
[ 3/5 ] 
f(z) = 205/189*z^3 - 37/35*z + 1
*
[ 12/11 ] 
f(z) = 209/192*z^3 - 40/33*z + 1
*
[ 3/4 ] 
f(z) = 212/189*z^3 - 27/28*z + 1
*
[ 4/5 ] 
f(z) = 215/192*z^3 - 29/30*z + 1
*
[ 3/10 ] 
f(z) = 200/189*z^3 - 17/7*z + 1
*
[ 4/5 ] 
f(z) = 205/192*z^3 - 14/15*z + 1
*
[ 3/2 ] 
f(z) = 208/189*z^3 - 15/7*z + 1
*
[ 3/4 ] 
f(z) = 208/189*z^3 - 20/21*z + 1
*
[ -1 ]
f(z) = 202/181*z^3 + 160/181*z + 1
*
[ 12/5 ] 
f(z) = 205/216*z^3 - 293/60*z + 1
*
-18/11 | 0.23773540506626975754372925927515220217 | 0.026817216284326150988481612896376030207
f(z) = 209/216*z^3 - 295/99*z + 1
*
[ -2 ] 
f(z) = 217/204*z^3 - 281/102*z + 1
*
[ 5/3 ] 
f(z) = 201/200*z^3 - 287/120*z + 1
*
-5/3 | 0.21089461320779720339845917340340900747 | 0.029069326216572836236309372318015769901
f(z) = 213/200*z^3 - 283/120*z + 1
*
[ 3/2 ] 
f(z) = 218/207*z^3 - 281/138*z + 1
*
-5/3 | 0.21315047201743899359544504831164555929 | 0.029240310081066772911320846223066336169
f(z) = 219/200*z^3 - 293/120*z + 1
*
[ 10/29 ] 
f(z) = 203/200*z^3 - 293/145*z + 1
*
[ 5/4 ] 
f(z) = 208/205*z^3 - 284/205*z + 1
*
[ 5/4 ] 
f(z) = 208/215*z^3 - 282/215*z + 1
*
[ -7/4 ] 
f(z) = 208/217*z^3 - 296/217*z + 1
*
[ 18/31 ] 
f(z) = 217/216*z^3 - 296/279*z + 1
*
[ 6/43 ] 
f(z) = 215/216*z^3 - 266/43*z + 1
*
[ -24/11 ] 
f(z) = 209/216*z^3 - 277/88*z + 1
*
[ -2 ] 
f(z) = 209/204*z^3 - 265/102*z + 1
*
[ -2 ] 
f(z) = 211/204*z^3 - 269/102*z + 1
*
[ -2 ] 
f(z) = 211/212*z^3 - 263/106*z + 1
*
[ -2 ] 
f(z) = 213/212*z^3 - 267/106*z + 1
*
[ -2 ] 
f(z) = 215/204*z^3 - 277/102*z + 1
*
[ -2 ] 
f(z) = 215/212*z^3 - 271/106*z + 1
*
[ -2 ] 
f(z) = 217/212*z^3 - 275/106*z + 1
*
[ -2 ] 
f(z) = 219/212*z^3 - 279/106*z + 1
*
-5/3 | 0.20877723881316928338724872128567045363 | 0.029071164224223104599378922667646822122
f(z) = 201/200*z^3 - 263/120*z + 1
*
[ 3/2 ] 
f(z) = 206/207*z^3 - 263/138*z + 1
*
[ 3/2 ] 
f(z) = 214/207*z^3 - 275/138*z + 1
*
[ -12/7 ] 
f(z) = 215/216*z^3 - 263/196*z + 1
*
[ 1/2 ] 
f(z) = 200/211*z^3 - 261/211*z + 1
*
[ 1/2 ] 
f(z) = 200/213*z^3 - 263/213*z + 1
*
[ 1/2 ] 
f(z) = 200/217*z^3 - 267/217*z + 1
*
[ 1/2 ] 
f(z) = 200/219*z^3 - 269/219*z + 1
*
[ 1/2 ] 
f(z) = 204/211*z^3 - 262/211*z + 1
*
[ 1/2 ] 
f(z) = 204/215*z^3 - 266/215*z + 1
*
[ 1/2 ] 
f(z) = 204/217*z^3 - 268/217*z + 1
*
[ 1/2 ] 
f(z) = 208/209*z^3 - 261/209*z + 1
*
[ 1/2 ] 
f(z) = 208/211*z^3 - 263/211*z + 1
*
[ 1/2 ] 
f(z) = 208/213*z^3 - 265/213*z + 1
*
[ 1/2 ] 
f(z) = 208/215*z^3 - 267/215*z + 1
*
[ 1/2 ] 
f(z) = 208/217*z^3 - 269/217*z + 1
*
[ 1/2 ] 
f(z) = 208/219*z^3 - 271/219*z + 1
*
[ 1/2 ] 
f(z) = 212/209*z^3 - 262/209*z + 1
*
[ 1/2 ] 
f(z) = 212/211*z^3 - 264/211*z + 1
*
[ 1/2 ] 
f(z) = 212/213*z^3 - 266/213*z + 1
*
[ 1/2 ] 
f(z) = 212/215*z^3 - 268/215*z + 1
*
[ 1/2 ] 
f(z) = 212/217*z^3 - 270/217*z + 1
*
[ 1/2 ] 
f(z) = 212/219*z^3 - 272/219*z + 1
*
[ 7/6 ] 
f(z) = 216/203*z^3 - 265/203*z + 1
*
[ -5/3 ] 
f(z) = 216/205*z^3 - 272/205*z + 1
*
[ 1/2 ] 
f(z) = 216/209*z^3 - 263/209*z + 1
*
[ 1/2 ] 
f(z) = 216/211*z^3 - 265/211*z + 1
*
[ 1/2 ] 
f(z) = 216/215*z^3 - 269/215*z + 1
*
[ 1/2 ] 
f(z) = 216/217*z^3 - 271/217*z + 1
*
[ 7/6 ] 
f(z) = 216/217*z^3 - 263/217*z + 1
*
[ 42/41 ] 
f(z) = 205/216*z^3 - 279/287*z + 1
*
[ -30/19 ] 
f(z) = 209/200*z^3 - 277/285*z + 1
*
[ 5/7 ] 
f(z) = 217/200*z^3 - 267/280*z + 1
*
-2 | 0.10537491398990152708899707785440019108 | 0.015335979318533300246826503755836837894
f(z) = 215/208*z^3 - 241/52*z + 1
*
-2 | 0.10586906337123385270643287564464503785 | 0.015389386212963491885299524237809248452
f(z) = 217/208*z^3 - 243/52*z + 1
*
-2 | 0.10632503868928690484259745447403054464 | 0.015437274355873228013343353476019598060
f(z) = 219/208*z^3 - 245/52*z + 1
*
[ -12/5 ] 
f(z) = 215/216*z^3 - 259/60*z + 1
*
[ 3/11 ] 
f(z) = 209/216*z^3 - 241/88*z + 1
*
[ -2 ] 
f(z) = 201/212*z^3 - 243/106*z + 1
*
[ -2 ] 
f(z) = 203/204*z^3 - 253/102*z + 1
*
[ -2 ] 
f(z) = 203/212*z^3 - 247/106*z + 1
*
[ -2 ] 
f(z) = 205/204*z^3 - 257/102*z + 1
*
[ -2 ] 
f(z) = 205/212*z^3 - 251/106*z + 1
*
[ -2 ] 
f(z) = 207/212*z^3 - 255/106*z + 1
*
[ -2 ] 
f(z) = 209/212*z^3 - 259/106*z + 1
*
[ 3/2 ] 
f(z) = 202/207*z^3 - 257/138*z + 1
*
3/5 | 0.22289005526325803609123934781886318273 | 0.029014505485193139599493103194057184641
f(z) = 205/216*z^3 - 241/120*z + 1
*
[ 4/3 ] 
f(z) = 213/208*z^3 - 245/156*z + 1
*
[ 4/3 ] 
f(z) = 219/208*z^3 - 253/156*z + 1
*
[ 3/7 ] 
f(z) = 203/216*z^3 - 253/168*z + 1
*
[ -12/7 ] 
f(z) = 209/216*z^3 - 247/196*z + 1
*
[ 1/2 ] 
f(z) = 200/201*z^3 - 251/201*z + 1
*
[ 1/2 ] 
f(z) = 200/203*z^3 - 253/203*z + 1
*
[ 1/2 ] 
f(z) = 200/207*z^3 - 257/207*z + 1
*
[ 1/2 ] 
f(z) = 200/209*z^3 - 259/209*z + 1
*
[ 1/2 ] 
f(z) = 204/203*z^3 - 254/203*z + 1
*
[ 1/2 ] 
f(z) = 204/205*z^3 - 256/205*z + 1
*
[ 1/2 ] 
f(z) = 204/209*z^3 - 260/209*z + 1
*
[ -5/3 ] 
f(z) = 207/205*z^3 - 247/205*z + 1
*
[ 1/2 ] 
f(z) = 208/201*z^3 - 253/201*z + 1
*
[ 1/2 ] 
f(z) = 208/203*z^3 - 255/203*z + 1
*
[ 1/2 ] 
f(z) = 208/205*z^3 - 257/205*z + 1
*
[ 1/2 ] 
f(z) = 208/207*z^3 - 259/207*z + 1
*
[ 1/2 ] 
f(z) = 212/201*z^3 - 254/201*z + 1
*
[ 1/2 ] 
f(z) = 212/203*z^3 - 256/203*z + 1
*
[ 1/2 ] 
f(z) = 212/205*z^3 - 258/205*z + 1
*
[ 1/2 ] 
f(z) = 212/207*z^3 - 260/207*z + 1
*
[ 1/2 ] 
f(z) = 216/203*z^3 - 257/203*z + 1
*
[ 1/2 ] 
f(z) = 216/205*z^3 - 259/205*z + 1
*
[ -5/3 ] 
f(z) = 216/215*z^3 - 256/215*z + 1
*
[ 18/29 ] 
f(z) = 203/216*z^3 - 254/261*z + 1
*
[ 3/4 ] 
f(z) = 212/207*z^3 - 251/276*z + 1
*
[ 5/7 ] 
f(z) = 203/200*z^3 - 257/280*z + 1
*
-2 | 0.099918368247163545477471256188620501941 | 0.014669620218160788066353005745794207239
f(z) = 201/208*z^3 - 227/52*z + 1
*
-2 | 0.099242924094830574543491413134580825348 | 0.014551713483985538431651311021486016123
f(z) = 203/208*z^3 - 229/52*z + 1
*
-2 | 0.10132650789165419682565047712568550933 | 0.014838304328636657198670796210151870580
f(z) = 205/208*z^3 - 231/52*z + 1
*
[ 6/41 ] 
f(z) = 205/216*z^3 - 240/41*z + 1
*
-2 | 0.10262333744641194193063669977970388274 | 0.015009264610608396578957109557131423075
f(z) = 207/208*z^3 - 233/52*z + 1
*
-2 | 0.10350816499406416997224636519109198672 | 0.015119775234161817609763162632208184998
f(z) = 209/208*z^3 - 235/52*z + 1
*
-2 | 0.10422005820827350714275724204929082422 | 0.015204941351368102256858556155209698140
f(z) = 211/208*z^3 - 237/52*z + 1
*
-2 | 0.10483131458885204403053182780536316618 | 0.015275391601601854327445107835222716628
f(z) = 213/208*z^3 - 239/52*z + 1
*
[ 2/5 ] 
f(z) = 205/216*z^3 - 223/135*z + 1
*
[ 2/5 ] 
f(z) = 215/216*z^3 - 224/135*z + 1
*
[ 4/3 ] 
f(z) = 201/208*z^3 - 229/156*z + 1
*
[ 6/13 ] 
f(z) = 203/216*z^3 - 231/169*z + 1
*
[ 6/13 ] 
f(z) = 209/216*z^3 - 232/169*z + 1
*
[ 6/13 ] 
f(z) = 215/216*z^3 - 233/169*z + 1
*
[ 11/10 ] 
f(z) = 200/209*z^3 - 223/209*z + 1
*
[ -5/3 ] 
f(z) = 207/215*z^3 - 231/215*z + 1
*
[ 12/19 ] 
f(z) = 209/216*z^3 - 221/228*z + 1
*
[ 2/3 ] 
f(z) = 217/200*z^3 - 221/225*z + 1
*
[ 2/3 ] 
f(z) = 203/216*z^3 - 223/243*z + 1
*
[ 2/3 ] 
f(z) = 205/216*z^3 - 224/243*z + 1
*
[ 2/3 ] 
f(z) = 209/216*z^3 - 226/243*z + 1
*
[ 2/3 ] 
f(z) = 211/216*z^3 - 227/243*z + 1
*
[ 2/3 ] 
f(z) = 215/216*z^3 - 229/243*z + 1
*
[ 2/3 ] 
f(z) = 217/216*z^3 - 230/243*z + 1
*
[ 4/5 ] 
f(z) = 205/208*z^3 - 229/260*z + 1
*
[ 4/5 ] 
f(z) = 215/208*z^3 - 237/260*z + 1
*
[ 18/11 ] 
f(z) = 209/216*z^3 - 218/99*z + 1
*
[ 12/31 ] 
f(z) = 217/216*z^3 - 215/124*z + 1
*
[ 24/19 ] 
f(z) = 209/216*z^3 - 203/152*z + 1
*
[ 3/5 ] 
f(z) = 200/201*z^3 - 206/201*z + 1
*
[ 3/5 ] 
f(z) = 200/213*z^3 - 214/213*z + 1
*
[ 3/5 ] 
f(z) = 200/219*z^3 - 218/219*z + 1
*
[ 3/5 ] 
f(z) = 203/216*z^3 - 201/200*z + 1
*
[ 2/3 ] 
f(z) = 207/218*z^3 - 201/218*z + 1
*
[ 3/5 ] 
f(z) = 209/216*z^3 - 203/200*z + 1
*
[ 2/3 ] 
f(z) = 203/200*z^3 - 214/225*z + 1
*
[ 2/3 ] 
f(z) = 209/200*z^3 - 217/225*z + 1
*
[ 2/3 ] 
f(z) = 211/200*z^3 - 218/225*z + 1
*
[ 3 ] 
f(z) = 203/216*z^3 - 187/24*z + 1
*
[ 3 ] 
f(z) = 209/216*z^3 - 193/24*z + 1
*
[ 3 ] 
f(z) = 215/216*z^3 - 199/24*z + 1
*
[ -3 ] 
f(z) = 217/216*z^3 - 185/24*z + 1
*
[ 2 ] 
f(z) = 207/208*z^3 - 181/52*z + 1
*
[ 2 ] 
f(z) = 209/208*z^3 - 183/52*z + 1
*
[ 2 ] 
f(z) = 211/208*z^3 - 185/52*z + 1
*
[ 2 ] 
f(z) = 213/208*z^3 - 187/52*z + 1
*
[ 2 ] 
f(z) = 215/208*z^3 - 189/52*z + 1
*
[ 2 ] 
f(z) = 217/208*z^3 - 191/52*z + 1
*
[ 2 ] 
f(z) = 219/208*z^3 - 193/52*z + 1
*
[ 12/7 ] 
f(z) = 203/216*z^3 - 197/84*z + 1
*
[ 3/2 ] 
f(z) = 217/216*z^3 - 185/96*z + 1
*
[ 12/29 ] 
f(z) = 203/216*z^3 - 183/116*z + 1
*
[ 7/10 ] 
f(z) = 200/203*z^3 - 185/203*z + 1
*
[ 9/10 ] 
f(z) = 200/207*z^3 - 185/207*z + 1
*
[ 7/10 ] 
f(z) = 200/217*z^3 - 191/217*z + 1
*
[ 2/3 ] 
f(z) = 207/202*z^3 - 193/202*z + 1
*
[ 2/3 ] 
f(z) = 207/206*z^3 - 195/206*z + 1
*
[ 2/3 ] 
f(z) = 207/214*z^3 - 199/214*z + 1
*
[ 3/4 ] 
f(z) = 208/201*z^3 - 184/201*z + 1
*
[ 3/4 ] 
f(z) = 208/213*z^3 - 188/213*z + 1
*
[ 3/4 ] 
f(z) = 208/219*z^3 - 190/219*z + 1
*
[ 5/6 ] 
f(z) = 216/205*z^3 - 191/205*z + 1
*
[ 5/6 ] 
f(z) = 216/215*z^3 - 193/215*z + 1
*
[ 10/3 ] 
f(z) = 213/200*z^3 - 167/15*z + 1
*
[ 10/3 ] 
f(z) = 219/200*z^3 - 172/15*z + 1
*
[ -10/3 ] 
f(z) = 219/200*z^3 - 163/15*z + 1
*
[ -3 ] 
f(z) = 205/216*z^3 - 173/24*z + 1
*
[ -3 ] 
f(z) = 211/216*z^3 - 179/24*z + 1
*
[ 2 ] 
f(z) = 201/208*z^3 - 175/52*z + 1
*
[ 2 ] 
f(z) = 203/208*z^3 - 177/52*z + 1
*
[ 2 ] 
f(z) = 205/208*z^3 - 179/52*z + 1
*
[ 3/10 ] 
f(z) = 200/207*z^3 - 167/69*z + 1
*
[ 3/2 ] 
f(z) = 205/216*z^3 - 173/96*z + 1
*
[ 3/2 ] 
f(z) = 211/216*z^3 - 179/96*z + 1
*
[ 10/23 ] 
f(z) = 207/200*z^3 - 172/115*z + 1
*
[ 6/5 ] 
f(z) = 200/207*z^3 - 169/138*z + 1
*
[ 10/9 ] 
f(z) = 213/200*z^3 - 164/135*z + 1
*
[ -5/3 ] 
f(z) = 213/200*z^3 - 163/120*z + 1
*
[ -5/3 ] 
f(z) = 219/200*z^3 - 173/120*z + 1
*
[ 10/9 ] 
f(z) = 219/200*z^3 - 169/135*z + 1
*
[ 10/3 ] 
f(z) = 201/200*z^3 - 157/15*z + 1
*
[ -10/3 ] 
f(z) = 201/200*z^3 - 148/15*z + 1
*
[ -10/3 ] 
f(z) = 213/200*z^3 - 158/15*z + 1
*
3/7 | 0.23614851051068802726519385297875197262 | 0.028642821169861982271386135833104712269
f(z) = 217/216*z^3 - 141/56*z + 1
*
[ -2 ] 
f(z) = 219/208*z^3 - 141/52*z + 1
*
[ 4/3 ] 
f(z) = 207/200*z^3 - 159/100*z + 1
*
[ 10/9 ] 
f(z) = 201/200*z^3 - 154/135*z + 1
*
[ -5/3 ] 
f(z) = 201/200*z^3 - 143/120*z + 1
*
[ 2/3 ] 
f(z) = 201/208*z^3 - 145/156*z + 1
*
[ 30/29 ] 
f(z) = 203/216*z^3 - 141/145*z + 1
*
[ 2/3 ] 
f(z) = 213/208*z^3 - 149/156*z + 1
*
[ 30/31 ] 
f(z) = 217/216*z^3 - 151/155*z + 1
*
[ 2/3 ] 
f(z) = 219/208*z^3 - 151/156*z + 1
*
[ 5/6 ] 
f(z) = 207/200*z^3 - 147/160*z + 1
*
[ 18/19 ] 
f(z) = 209/216*z^3 - 158/171*z + 1
*
-2 | 0.089777939188342868036697134189809546368 | 0.013058168516883592841680879181350927989
f(z) = 215/216*z^3 - 121/27*z + 1
*
-2 | 0.10692732601220369439790623936375610935 | 0.015552540576787981692481594124703739254
f(z) = 217/200*z^3 - 121/25*z + 1
*
-2 | 0.090629463940764415971820479366587359447 | 0.013166260846634538901207843644960003687
f(z) = 217/216*z^3 - 122/27*z + 1
*
-2 | 0.10729591339907534688196634910103477156 | 0.015587491331885953731632940791922285561
f(z) = 219/200*z^3 - 122/25*z + 1
*
[ -2 ] 
f(z) = 201/208*z^3 - 123/52*z + 1
*
[ -2 ] 
f(z) = 203/208*z^3 - 125/52*z + 1
*
[ -2 ] 
f(z) = 205/208*z^3 - 127/52*z + 1
*
[ -2 ] 
f(z) = 207/208*z^3 - 129/52*z + 1
*
[ -2 ] 
f(z) = 209/208*z^3 - 131/52*z + 1
*
[ -2 ] 
f(z) = 211/208*z^3 - 133/52*z + 1
*
[ -2 ] 
f(z) = 213/208*z^3 - 135/52*z + 1
*
[ -2 ] 
f(z) = 215/208*z^3 - 137/52*z + 1
*
[ -2 ] 
f(z) = 217/208*z^3 - 139/52*z + 1
*
[ 3/2 ] 
f(z) = 200/207*z^3 - 127/69*z + 1
*
[ 3/2 ] 
f(z) = 208/207*z^3 - 133/69*z + 1
*
[ 3/2 ] 
f(z) = 212/207*z^3 - 136/69*z + 1
*
[ 3/4 ] 
f(z) = 200/207*z^3 - 121/138*z + 1
*
[ 6/11 ] 
f(z) = 205/216*z^3 - 135/121*z + 1
*
[ 3/5 ] 
f(z) = 205/216*z^3 - 121/120*z + 1
*
[ 6/11 ] 
f(z) = 211/216*z^3 - 136/121*z + 1
*
[ 6/11 ] 
f(z) = 217/216*z^3 - 137/121*z + 1
*
[ 6/7 ] 
f(z) = 205/216*z^3 - 127/147*z + 1
*
[ 6/7 ] 
f(z) = 211/216*z^3 - 130/147*z + 1
*
[ -6 ] 
f(z) = 209/216*z^3 - 101/3*z + 1
*
[ 6 ] 
f(z) = 211/216*z^3 - 103/3*z + 1
*
[ -6 ] 
f(z) = 215/216*z^3 - 104/3*z + 1
*
[ 6 ] 
f(z) = 217/216*z^3 - 106/3*z + 1
*
-2 | 0.10279743221038661171766168681801205182 | 0.015102102134151916246636056834991148415
f(z) = 201/200*z^3 - 113/25*z + 1
*
-2 | 0.10353282236039353672187923047943519361 | 0.015190476978122256640408455622838934886
f(z) = 203/200*z^3 - 114/25*z + 1
*
-2 | 0.087712390250946697228871292093115440454 | 0.012852811773185468178255371276539219645
f(z) = 203/216*z^3 - 115/27*z + 1
*
-2 | 0.087901993536514496713563242095399781641 | 0.012864274157361778952073215663237825704
f(z) = 205/216*z^3 - 116/27*z + 1
*
-2 | 0.10472045077070293091861036464266115938 | 0.015325620437006616747554189368614004366
f(z) = 207/200*z^3 - 116/25*z + 1
*
-2 | 0.10522738993117407604052299917986459362 | 0.015380488759264563632814991725665399315
f(z) = 209/200*z^3 - 117/25*z + 1
*
-2 | 0.086741911639912434912351872644792236814 | 0.012662819565076896125303378479012174747
f(z) = 209/216*z^3 - 118/27*z + 1
*
-2 | 0.10569472005616640475461394385236021049 | 0.015429601950768126487498906155574689768
f(z) = 211/200*z^3 - 118/25*z + 1
*
-2 | 0.086595794442977354049248377930315171547 | 0.012625934725952709724683869790574749314
f(z) = 211/216*z^3 - 119/27*z + 1
*
-2 | 0.10613034690251861396826221568687324493 | 0.015474132907416114460539050573468586954
f(z) = 213/200*z^3 - 119/25*z + 1
*
[ 12/5 ] 
f(z) = 215/216*z^3 - 103/20*z + 1
*
-4/3 | 0.14820210159197792821216685063394302181 | 0.024535737096529764452875599758807720486
f(z) = 207/208*z^3 - 105/52*z + 1
*
[ 10/19 ] 
f(z) = 209/200*z^3 - 113/95*z + 1
*
[ -12/7 ] 
f(z) = 217/216*z^3 - 115/84*z + 1
*
[ 3/4 ] 
f(z) = 205/216*z^3 - 111/128*z + 1
*
[ 3/4 ] 
f(z) = 211/216*z^3 - 113/128*z + 1
*
[ 3/4 ] 
f(z) = 217/216*z^3 - 115/128*z + 1
*
[ -6 ] 
f(z) = 203/216*z^3 - 98/3*z + 1
*
[ 6 ] 
f(z) = 205/216*z^3 - 100/3*z + 1
*
[ 2 ] 
f(z) = 201/200*z^3 - 88/25*z + 1
*
[ 2 ] 
f(z) = 203/200*z^3 - 89/25*z + 1
*
[ 2 ] 
f(z) = 203/216*z^3 - 88/27*z + 1
*
[ 2 ] 
f(z) = 205/216*z^3 - 89/27*z + 1
*
[ -12/5 ] 
f(z) = 205/216*z^3 - 81/20*z + 1
*
[ 2 ] 
f(z) = 207/200*z^3 - 91/25*z + 1
*
[ 2 ] 
f(z) = 209/200*z^3 - 92/25*z + 1
*
[ 2 ] 
f(z) = 209/216*z^3 - 91/27*z + 1
*
[ 2 ] 
f(z) = 211/200*z^3 - 93/25*z + 1
*
[ 2 ] 
f(z) = 211/216*z^3 - 92/27*z + 1
*
[ 2 ] 
f(z) = 213/200*z^3 - 94/25*z + 1
*
[ 2 ] 
f(z) = 215/216*z^3 - 94/27*z + 1
*
[ 2 ] 
f(z) = 217/200*z^3 - 96/25*z + 1
*
[ 2 ] 
f(z) = 217/216*z^3 - 95/27*z + 1
*
[ 2 ] 
f(z) = 219/200*z^3 - 97/25*z + 1
*
[ 5/3 ] 
f(z) = 207/200*z^3 - 99/40*z + 1
*
3/5 | 0.21443028153872091721826260084830410189 | 0.027883264804740047930065851833679404469
f(z) = 215/216*z^3 - 81/40*z + 1
*
[ 3/7 ] 
f(z) = 217/216*z^3 - 85/56*z + 1
*
[ 6/5 ] 
f(z) = 203/216*z^3 - 89/75*z + 1
*
[ 6/5 ] 
f(z) = 209/216*z^3 - 92/75*z + 1
*
[ -18/11 ] 
f(z) = 209/216*z^3 - 97/99*z + 1
*
[ 2/3 ] 
f(z) = 207/212*z^3 - 99/106*z + 1
*
[ 3 ] 
f(z) = 205/216*z^3 - 63/8*z + 1
*
[ 3 ] 
f(z) = 211/216*z^3 - 65/8*z + 1
*
[ -3 ] 
f(z) = 215/216*z^3 - 61/8*z + 1
*
[ 3 ] 
f(z) = 217/216*z^3 - 67/8*z + 1
*
[ -2 ] 
f(z) = 201/200*z^3 - 63/25*z + 1
*
[ -2 ] 
f(z) = 203/200*z^3 - 64/25*z + 1
*
[ 10/7 ] 
f(z) = 203/200*z^3 - 62/35*z + 1
*
[ -2 ] 
f(z) = 203/216*z^3 - 61/27*z + 1
*
[ -2 ] 
f(z) = 205/216*z^3 - 62/27*z + 1
*
[ -2 ] 
f(z) = 207/200*z^3 - 66/25*z + 1
*
[ -2 ] 
f(z) = 209/200*z^3 - 67/25*z + 1
*
[ -2 ] 
f(z) = 209/216*z^3 - 64/27*z + 1
*
[ -2 ] 
f(z) = 211/200*z^3 - 68/25*z + 1
*
[ -2 ] 
f(z) = 211/216*z^3 - 65/27*z + 1
*
[ -2 ] 
f(z) = 213/200*z^3 - 69/25*z + 1
*
[ -2 ] 
f(z) = 215/216*z^3 - 67/27*z + 1
*
[ 3/2 ] 
f(z) = 215/216*z^3 - 61/32*z + 1
*
[ -2 ] 
f(z) = 217/200*z^3 - 71/25*z + 1
*
[ 10/7 ] 
f(z) = 217/200*z^3 - 67/35*z + 1
*
[ 12/7 ] 
f(z) = 217/216*z^3 - 71/28*z + 1
*
[ -2 ] 
f(z) = 217/216*z^3 - 68/27*z + 1
*
[ -2 ] 
f(z) = 219/200*z^3 - 72/25*z + 1
*
[ 4/3 ] 
f(z) = 207/208*z^3 - 79/52*z + 1
*
[ 3/5 ] 
f(z) = 200/207*z^3 - 70/69*z + 1
*
[ 2/3 ] 
f(z) = 201/200*z^3 - 71/75*z + 1
*
[ 3/4 ] 
f(z) = 208/207*z^3 - 62/69*z + 1
*
[ 2/3 ] 
f(z) = 213/200*z^3 - 73/75*z + 1
*
[ 2/3 ] 
f(z) = 219/200*z^3 - 74/75*z + 1
*
[ -3 ] 
f(z) = 203/216*z^3 - 57/8*z + 1
*
[ 10/3 ] 
f(z) = 207/200*z^3 - 54/5*z + 1
*
[ -10/3 ] 
f(z) = 207/200*z^3 - 51/5*z + 1
*
[ -3 ] 
f(z) = 209/216*z^3 - 59/8*z + 1
*
[ 6/19 ] 
f(z) = 209/216*z^3 - 43/19*z + 1
*
[ 3/2 ] 
f(z) = 203/216*z^3 - 57/32*z + 1
*
[ 3/2 ] 
f(z) = 209/216*z^3 - 59/32*z + 1
*
[ 10/9 ] 
f(z) = 207/200*z^3 - 53/45*z + 1
*
[ -5/3 ] 
f(z) = 207/200*z^3 - 51/40*z + 1
*
[ 2/3 ] 
f(z) = 207/208*z^3 - 49/52*z + 1
*
[ 10/11 ] 
f(z) = 209/200*z^3 - 53/55*z + 1
*
[ 12/11 ] 
f(z) = 209/216*z^3 - 47/44*z + 1
*
[ 6/7 ] 
f(z) = 209/216*z^3 - 43/49*z + 1
*
[ 6/7 ] 
f(z) = 215/216*z^3 - 44/49*z + 1
*
[ 3/5 ] 
f(z) = 215/216*z^3 - 41/40*z + 1
*
[ 6 ] 
f(z) = 203/216*z^3 - 33*z + 1
*
[ -6 ] 
f(z) = 205/216*z^3 - 33*z + 1
*
[ 6 ] 
f(z) = 209/216*z^3 - 34*z + 1
*
[ -6 ] 
f(z) = 211/216*z^3 - 34*z + 1
*
[ 6 ] 
f(z) = 215/216*z^3 - 35*z + 1
*
[ -6 ] 
f(z) = 217/216*z^3 - 35*z + 1
*
[ -12/7 ] 
f(z) = 203/216*z^3 - 33/28*z + 1
*
[ 2/3 ] 
f(z) = 207/200*z^3 - 24/25*z + 1
*
[ 6/11 ] 
f(z) = 209/216*z^3 - 37/33*z + 1
*
[ 6/5 ] 
f(z) = 211/216*z^3 - 31/25*z + 1
*
[ 6/5 ] 
f(z) = 217/216*z^3 - 32/25*z + 1
*
[ 6/7 ] 
f(z) = 203/216*z^3 - 6/7*z + 1
*
[ 6/5 ] 
f(z) = 205/216*z^3 - 6/5*z + 1
*
[ 6/5 ] 
f(z) = 215/216*z^3 - 19/15*z + 1
*
[ 6/7 ] 
f(z) = 217/216*z^3 - 19/21*z + 1
*
[ -1 ]
f(z) = 202/201*z^3 + 200/201*z + 1
*
[ -8/3 ] 
f(z) = 207/224*z^3 - 291/56*z + 1
*
[ -15/7 ] 
f(z) = 203/225*z^3 - 281/105*z + 1
*
[ 13/10 ] 
f(z) = 200/221*z^3 - 287/221*z + 1
*
[ 1/2 ] 
f(z) = 200/231*z^3 - 281/231*z + 1
*
[ 1/2 ] 
f(z) = 200/233*z^3 - 283/233*z + 1
*
[ 1/2 ] 
f(z) = 200/237*z^3 - 287/237*z + 1
*
[ 1/2 ] 
f(z) = 200/239*z^3 - 289/239*z + 1
*
[ 1/2 ] 
f(z) = 204/233*z^3 - 284/233*z + 1
*
[ 1/2 ] 
f(z) = 204/235*z^3 - 286/235*z + 1
*
[ 1/2 ] 
f(z) = 204/239*z^3 - 290/239*z + 1
*
[ 1/2 ] 
f(z) = 208/229*z^3 - 281/229*z + 1
*
[ 1/2 ] 
f(z) = 208/231*z^3 - 283/231*z + 1
*
[ 1/2 ] 
f(z) = 208/233*z^3 - 285/233*z + 1
*
[ 1/2 ] 
f(z) = 208/235*z^3 - 287/235*z + 1
*
[ 1/2 ] 
f(z) = 208/237*z^3 - 289/237*z + 1
*
[ 1/2 ] 
f(z) = 208/239*z^3 - 291/239*z + 1
*
[ 1/2 ] 
f(z) = 212/229*z^3 - 282/229*z + 1
*
[ 1/2 ] 
f(z) = 212/231*z^3 - 284/231*z + 1
*
[ 1/2 ] 
f(z) = 212/233*z^3 - 286/233*z + 1
*
[ 1/2 ] 
f(z) = 212/235*z^3 - 288/235*z + 1
*
[ 1/2 ] 
f(z) = 212/237*z^3 - 290/237*z + 1
*
[ 1/2 ] 
f(z) = 212/239*z^3 - 292/239*z + 1
*
[ 1/2 ] 
f(z) = 216/227*z^3 - 281/227*z + 1
*
[ 1/2 ] 
f(z) = 216/229*z^3 - 283/229*z + 1
*
[ 1/2 ] 
f(z) = 216/233*z^3 - 287/233*z + 1
*
[ 1/2 ] 
f(z) = 216/235*z^3 - 289/235*z + 1
*
[ 1/2 ] 
f(z) = 216/239*z^3 - 293/239*z + 1
*
[ -2 ] 
f(z) = 213/220*z^3 - 261/110*z + 1
*
[ -2 ] 
f(z) = 217/220*z^3 - 269/110*z + 1
*
[ -2 ] 
f(z) = 217/228*z^3 - 263/114*z + 1
*
[ -2 ] 
f(z) = 219/220*z^3 - 273/110*z + 1
*
[ -2 ] 
f(z) = 219/236*z^3 - 261/118*z + 1
*
[ 3/2 ] 
f(z) = 214/225*z^3 - 271/150*z + 1
*
[ 3/2 ] 
f(z) = 218/225*z^3 - 277/150*z + 1
*
[ 1/2 ] 
f(z) = 200/221*z^3 - 271/221*z + 1
*
[ 1/2 ] 
f(z) = 200/223*z^3 - 273/223*z + 1
*
[ 1/2 ] 
f(z) = 200/227*z^3 - 277/227*z + 1
*
[ 1/2 ] 
f(z) = 200/229*z^3 - 279/229*z + 1
*
[ 1/2 ] 
f(z) = 204/223*z^3 - 274/223*z + 1
*
[ 1/2 ] 
f(z) = 204/227*z^3 - 278/227*z + 1
*
[ 1/2 ] 
f(z) = 204/229*z^3 - 280/229*z + 1
*
[ 1/2 ] 
f(z) = 208/223*z^3 - 275/223*z + 1
*
[ 1/2 ] 
f(z) = 208/225*z^3 - 277/225*z + 1
*
[ 1/2 ] 
f(z) = 208/227*z^3 - 279/227*z + 1
*
[ -7/4 ] 
f(z) = 208/231*z^3 - 274/231*z + 1
*
[ 5/4 ] 
f(z) = 208/235*z^3 - 278/235*z + 1
*
[ 1/2 ] 
f(z) = 212/221*z^3 - 274/221*z + 1
*
[ 1/2 ] 
f(z) = 212/223*z^3 - 276/223*z + 1
*
[ 1/2 ] 
f(z) = 212/225*z^3 - 278/225*z + 1
*
[ 1/2 ] 
f(z) = 212/227*z^3 - 280/227*z + 1
*
[ 1/2 ] 
f(z) = 216/221*z^3 - 275/221*z + 1
*
[ 1/2 ] 
f(z) = 216/223*z^3 - 277/223*z + 1
*
-2 | 0.10214270608047161070927584770574757422 | 0.014865572541670190853075804432540375516
f(z) = 213/224*z^3 - 241/56*z + 1
*
-2 | 0.10194471383769127731310227283288522587 | 0.014818933158187911837979682257540861809
f(z) = 215/224*z^3 - 243/56*z + 1
*
-2 | 0.10087055754285546980671066917238851290 | 0.014628074110167485855503632284116267005
f(z) = 219/224*z^3 - 247/56*z + 1
*
[ -2 ] 
f(z) = 203/220*z^3 - 241/110*z + 1
*
[ -2 ] 
f(z) = 207/220*z^3 - 249/110*z + 1
*
[ -2 ] 
f(z) = 209/236*z^3 - 241/118*z + 1
*
[ -2 ] 
f(z) = 211/220*z^3 - 257/110*z + 1
*
[ -2 ] 
f(z) = 211/228*z^3 - 251/114*z + 1
*
[ -2 ] 
f(z) = 211/236*z^3 - 245/118*z + 1
*
[ -2 ] 
f(z) = 213/236*z^3 - 249/118*z + 1
*
[ -2 ] 
f(z) = 215/228*z^3 - 259/114*z + 1
*
[ -2 ] 
f(z) = 215/236*z^3 - 253/118*z + 1
*
[ -2 ] 
f(z) = 217/236*z^3 - 257/118*z + 1
*
[ 3/2 ] 
f(z) = 202/225*z^3 - 253/150*z + 1
*
[ 3/2 ] 
f(z) = 206/225*z^3 - 259/150*z + 1
*
[ 15/11 ] 
f(z) = 209/225*z^3 - 241/165*z + 1
*
[ 15/19 ] 
f(z) = 209/225*z^3 - 241/285*z + 1
*
-2 | 0.10079906141739965447116101117912049158 | 0.014779885564426497065998816835622834748
f(z) = 201/224*z^3 - 229/56*z + 1
*
-2 | 0.10028244838469260625591675468976832430 | 0.014666895864612670257605430837962206497
f(z) = 205/224*z^3 - 233/56*z + 1
*
-2 | 0.10021810378585074905915207473536367172 | 0.014639185263528346432608860712159169862
f(z) = 207/224*z^3 - 235/56*z + 1
*
[ 5/2 ] 
f(z) = 208/225*z^3 - 233/45*z + 1
*
-2 | 0.10161891705844500001061063007360454141 | 0.014825453954127011972299748840349237493
f(z) = 209/224*z^3 - 237/56*z + 1
*
-2 | 0.10201740729552765193963245240377238712 | 0.014865365875942352072846145183383833536
f(z) = 211/224*z^3 - 239/56*z + 1
*
[ 5/2 ] 
f(z) = 212/225*z^3 - 238/45*z + 1
*
[ -2 ] 
f(z) = 201/220*z^3 - 237/110*z + 1
*
[ -2 ] 
f(z) = 201/236*z^3 - 225/118*z + 1
*
[ -2 ] 
f(z) = 203/228*z^3 - 235/114*z + 1
*
[ -2 ] 
f(z) = 203/236*z^3 - 229/118*z + 1
*
[ -2 ] 
f(z) = 205/228*z^3 - 239/114*z + 1
*
[ -2 ] 
f(z) = 205/236*z^3 - 233/118*z + 1
*
[ -2 ] 
f(z) = 207/236*z^3 - 237/118*z + 1
*
[ 2/5 ] 
f(z) = 205/232*z^3 - 238/145*z + 1
*
[ 2/5 ] 
f(z) = 215/232*z^3 - 239/145*z + 1
*
[ 5/4 ] 
f(z) = 212/225*z^3 - 229/180*z + 1
*
[ -17/10 ] 
f(z) = 200/221*z^3 - 227/221*z + 1
*
[ 3/5 ] 
f(z) = 200/231*z^3 - 226/231*z + 1
*
[ 11/10 ] 
f(z) = 200/231*z^3 - 221/231*z + 1
*
[ 3/5 ] 
f(z) = 200/237*z^3 - 230/237*z + 1
*
[ -5/3 ] 
f(z) = 207/220*z^3 - 223/220*z + 1
*
[ -5/3 ] 
f(z) = 216/235*z^3 - 224/235*z + 1
*
[ 2/3 ] 
f(z) = 205/232*z^3 - 233/261*z + 1
*
[ 2/3 ] 
f(z) = 209/232*z^3 - 235/261*z + 1
*
[ 2/3 ] 
f(z) = 211/232*z^3 - 236/261*z + 1
*
[ 2/3 ] 
f(z) = 215/232*z^3 - 238/261*z + 1
*
[ 2/3 ] 
f(z) = 217/232*z^3 - 239/261*z + 1
*
[ -5/2 ] 
f(z) = 212/225*z^3 - 202/45*z + 1
*
4/3 | 0.21048329949534477595054263090497390012 | 0.028434269228699873028724857500631312565
f(z) = 213/224*z^3 - 205/84*z + 1
*
4/3 | 0.20320653675781995116143614926262618959 | 0.027379773036505370550441536177395337042
f(z) = 219/224*z^3 - 209/84*z + 1
*
[ 15/13 ] 
f(z) = 208/225*z^3 - 214/195*z + 1
*
[ 15/26 ] 
f(z) = 208/225*z^3 - 203/195*z + 1
*
[ 2/3 ] 
f(z) = 207/226*z^3 - 205/226*z + 1
*
[ 2/3 ] 
f(z) = 207/238*z^3 - 211/238*z + 1
*
[ 15/16 ] 
f(z) = 208/225*z^3 - 211/240*z + 1
*
[ 15/4 ] 
f(z) = 208/225*z^3 - 184/15*z + 1
*
[ -5/2 ] 
f(z) = 208/225*z^3 - 197/45*z + 1
*
[ 2 ] 
f(z) = 209/224*z^3 - 181/56*z + 1
*
[ 2 ] 
f(z) = 211/224*z^3 - 183/56*z + 1
*
[ 2 ] 
f(z) = 213/224*z^3 - 185/56*z + 1
*
[ 2 ] 
f(z) = 215/224*z^3 - 187/56*z + 1
*
[ 2 ] 
f(z) = 219/224*z^3 - 191/56*z + 1
*
[ 7/10 ] 
f(z) = 200/231*z^3 - 197/231*z + 1
*
[ -5/3 ] 
f(z) = 207/235*z^3 - 199/235*z + 1
*
[ 3/4 ] 
f(z) = 208/231*z^3 - 194/231*z + 1
*
[ 3/4 ] 
f(z) = 208/237*z^3 - 196/237*z + 1
*
[ 5/6 ] 
f(z) = 216/235*z^3 - 197/235*z + 1
*
[ -15/4 ] 
f(z) = 208/225*z^3 - 176/15*z + 1
*
[ 2 ] 
f(z) = 201/224*z^3 - 173/56*z + 1
*
[ 2 ] 
f(z) = 205/224*z^3 - 177/56*z + 1
*
[ 2 ] 
f(z) = 207/224*z^3 - 179/56*z + 1
*
[ 15/8 ] 
f(z) = 208/225*z^3 - 167/60*z + 1
*
[ 5/8 ] 
f(z) = 208/225*z^3 - 173/180*z + 1
*
[ 4/3 ] 
f(z) = 207/232*z^3 - 155/116*z + 1
*
[ 2/3 ] 
f(z) = 201/224*z^3 - 151/168*z + 1
*
[ 2/3 ] 
f(z) = 213/224*z^3 - 155/168*z + 1
*
[ 2/3 ] 
f(z) = 219/224*z^3 - 157/168*z + 1
*
-2 | 0.10086681344446543174137130126239201467 | 0.014671041233812498485594800665324751929
f(z) = 213/232*z^3 - 121/29*z + 1
*
-2 | 0.10167636945959818007066266596847992955 | 0.014771108026401110786665576126968677934
f(z) = 215/232*z^3 - 122/29*z + 1
*
-2 | 0.10240366338879495300057471544929325556 | 0.014859144259788672600740379353860831772
f(z) = 217/232*z^3 - 123/29*z + 1
*
-2 | 0.10271758111711659788140735926032529091 | 0.014887203373228878571038065544889338465
f(z) = 219/232*z^3 - 124/29*z + 1
*
[ -2 ] 
f(z) = 205/224*z^3 - 121/56*z + 1
*
[ -2 ] 
f(z) = 207/224*z^3 - 123/56*z + 1
*
[ -2 ] 
f(z) = 209/224*z^3 - 125/56*z + 1
*
[ -2 ] 
f(z) = 211/224*z^3 - 127/56*z + 1
*
[ -2 ] 
f(z) = 213/224*z^3 - 129/56*z + 1
*
[ -2 ] 
f(z) = 215/224*z^3 - 131/56*z + 1
*
[ -2 ] 
f(z) = 219/224*z^3 - 135/56*z + 1
*
[ 3/2 ] 
f(z) = 208/225*z^3 - 131/75*z + 1
*
[ 3/2 ] 
f(z) = 212/225*z^3 - 134/75*z + 1
*
[ 4/3 ] 
f(z) = 213/224*z^3 - 121/84*z + 1
*
[ 4/3 ] 
f(z) = 219/224*z^3 - 125/84*z + 1
*
[ 4/5 ] 
f(z) = 215/224*z^3 - 121/140*z + 1
*
-2 | 0.10088685422481226688834918734971454784 | 0.014783313327005335735679277729985215599
f(z) = 201/232*z^3 - 115/29*z + 1
*
-2 | 0.10087118990503240946304056023346377247 | 0.014743767791662850714341583154791556846
f(z) = 205/232*z^3 - 117/29*z + 1
*
-2 | 0.10145711190545664680536083072438491880 | 0.014810984417611913277922566160407180763
f(z) = 207/232*z^3 - 118/29*z + 1
*
-2 | 0.10132235703362917185969530312916234559 | 0.014773113110344860305101206863521523940
f(z) = 209/232*z^3 - 119/29*z + 1
*
-2 | 0.10096750260319166431998404221131158866 | 0.014703434330963337462338312766294278586
f(z) = 211/232*z^3 - 120/29*z + 1
*
[ -2 ] 
f(z) = 201/224*z^3 - 117/56*z + 1
*
[ -15/8 ] 
f(z) = 208/225*z^3 - 103/60*z + 1
*
[ 4/3 ] 
f(z) = 201/224*z^3 - 113/84*z + 1
*
[ 2/3 ] 
f(z) = 207/220*z^3 - 101/110*z + 1
*
[ 2/3 ] 
f(z) = 207/236*z^3 - 105/118*z + 1
*
[ 4/5 ] 
f(z) = 205/224*z^3 - 117/140*z + 1
*
[ 2 ] 
f(z) = 201/232*z^3 - 86/29*z + 1
*
[ 2 ] 
f(z) = 205/232*z^3 - 88/29*z + 1
*
[ 2 ] 
f(z) = 207/232*z^3 - 89/29*z + 1
*
[ 2 ] 
f(z) = 209/232*z^3 - 90/29*z + 1
*
[ 2 ] 
f(z) = 211/232*z^3 - 91/29*z + 1
*
[ 2 ] 
f(z) = 213/232*z^3 - 92/29*z + 1
*
[ 2 ] 
f(z) = 215/232*z^3 - 93/29*z + 1
*
[ 2 ] 
f(z) = 217/232*z^3 - 94/29*z + 1
*
[ 2 ] 
f(z) = 219/232*z^3 - 95/29*z + 1
*
[ -2 ] 
f(z) = 209/232*z^3 - 61/29*z + 1
*
[ -2 ] 
f(z) = 211/232*z^3 - 62/29*z + 1
*
[ -2 ] 
f(z) = 213/232*z^3 - 63/29*z + 1
*
[ -2 ] 
f(z) = 215/232*z^3 - 64/29*z + 1
*
[ -2 ] 
f(z) = 217/232*z^3 - 65/29*z + 1
*
[ -2 ] 
f(z) = 219/232*z^3 - 66/29*z + 1
*
[ 3/4 ] 
f(z) = 208/225*z^3 - 64/75*z + 1
*
[ 2/3 ] 
f(z) = 201/232*z^3 - 77/87*z + 1
*
[ 2/3 ] 
f(z) = 213/232*z^3 - 79/87*z + 1
*
[ 2/3 ] 
f(z) = 219/232*z^3 - 80/87*z + 1
*
[ -2 ] 
f(z) = 201/232*z^3 - 57/29*z + 1
*
[ -2 ] 
f(z) = 205/232*z^3 - 59/29*z + 1
*
[ -2 ] 
f(z) = 207/232*z^3 - 60/29*z + 1
*
[ 2/3 ] 
f(z) = 207/224*z^3 - 51/56*z + 1
*
[ 5/4 ] 
f(z) = 208/225*z^3 - 56/45*z + 1
*
[ 4/3 ] 
f(z) = 207/224*z^3 - 39/28*z + 1
*
[ 2/3 ] 
f(z) = 207/232*z^3 - 26/29*z + 1
*
[ -1 ]
f(z) = 202/221*z^3 + 240/221*z + 1
*
[ 9/2 ] 
f(z) = 202/243*z^3 - 289/18*z + 1
*
[ -9/2 ] 
f(z) = 202/243*z^3 - 281/18*z + 1
*
[ 9/2 ] 
f(z) = 206/243*z^3 - 295/18*z + 1
*
[ -9/2 ] 
f(z) = 206/243*z^3 - 287/18*z + 1
*
[ -9/2 ] 
f(z) = 214/243*z^3 - 299/18*z + 1
*
[ 9/4 ] 
f(z) = 214/243*z^3 - 281/72*z + 1
*
[ 9/4 ] 
f(z) = 218/243*z^3 - 287/72*z + 1
*
[ -11/5 ] 
f(z) = 205/242*z^3 - 291/110*z + 1
*
[ 35/18 ] 
f(z) = 216/245*z^3 - 299/105*z + 1
*
[ 7/4 ] 
f(z) = 204/245*z^3 - 297/140*z + 1
*
[ 11/7 ] 
f(z) = 217/242*z^3 - 285/154*z + 1
*
[ 3/7 ] 
f(z) = 203/243*z^3 - 281/189*z + 1
*
[ 3/7 ] 
f(z) = 217/243*z^3 - 283/189*z + 1
*
[ -9/5 ] 
f(z) = 211/243*z^3 - 283/225*z + 1
*
[ -9/5 ] 
f(z) = 212/243*z^3 - 286/225*z + 1
*
[ -9/5 ] 
f(z) = 214/243*z^3 - 292/225*z + 1
*
[ 1/2 ] 
f(z) = 200/241*z^3 - 291/241*z + 1
*
[ 1/2 ] 
f(z) = 200/243*z^3 - 293/243*z + 1
*
[ 1/2 ] 
f(z) = 200/247*z^3 - 297/247*z + 1
*
[ 13/10 ] 
f(z) = 200/247*z^3 - 281/247*z + 1
*
[ 1/2 ] 
f(z) = 200/249*z^3 - 299/249*z + 1
*
[ 1/2 ] 
f(z) = 204/241*z^3 - 292/241*z + 1
*
[ 1/2 ] 
f(z) = 204/245*z^3 - 296/245*z + 1
*
[ 1/2 ] 
f(z) = 204/247*z^3 - 298/247*z + 1
*
[ 1/2 ] 
f(z) = 208/241*z^3 - 293/241*z + 1
*
[ 1/2 ] 
f(z) = 208/243*z^3 - 295/243*z + 1
*
[ 1/2 ] 
f(z) = 208/245*z^3 - 297/245*z + 1
*
[ 1/2 ] 
f(z) = 212/241*z^3 - 294/241*z + 1
*
[ 1/2 ] 
f(z) = 212/243*z^3 - 296/243*z + 1
*
[ 1/2 ] 
f(z) = 212/245*z^3 - 298/245*z + 1
*
[ 1/2 ] 
f(z) = 216/241*z^3 - 295/241*z + 1
*
[ 1/2 ] 
f(z) = 216/245*z^3 - 299/245*z + 1
*
[ 5/9 ] 
f(z) = 201/250*z^3 - 283/270*z + 1
*
[ 6/5 ] 
f(z) = 205/243*z^3 - 283/270*z + 1
*
[ 5/9 ] 
f(z) = 213/250*z^3 - 287/270*z + 1
*
[ 6/5 ] 
f(z) = 215/243*z^3 - 299/270*z + 1
*
[ 5/9 ] 
f(z) = 219/250*z^3 - 289/270*z + 1
*
[ 9/16 ] 
f(z) = 200/243*z^3 - 299/288*z + 1
*
[ -7/4 ] 
f(z) = 206/245*z^3 - 281/280*z + 1
*
[ 9/8 ] 
f(z) = 214/243*z^3 - 289/288*z + 1
*
[ 9/8 ] 
f(z) = 218/243*z^3 - 295/288*z + 1
*
[ 10/3 ] 
f(z) = 213/250*z^3 - 263/30*z + 1
*
[ 10/3 ] 
f(z) = 219/250*z^3 - 271/30*z + 1
*
[ 9/4 ] 
f(z) = 202/243*z^3 - 263/72*z + 1
*
[ 9/4 ] 
f(z) = 206/243*z^3 - 269/72*z + 1
*
[ 11/7 ] 
f(z) = 203/242*z^3 - 263/154*z + 1
*
[ -9/5 ] 
f(z) = 206/243*z^3 - 268/225*z + 1
*
[ -9/5 ] 
f(z) = 208/243*z^3 - 274/225*z + 1
*
[ -9/5 ] 
f(z) = 209/243*z^3 - 277/225*z + 1
*
[ -20/11 ] 
f(z) = 209/250*z^3 - 267/220*z + 1
*
[ 5/4 ] 
f(z) = 208/245*z^3 - 276/245*z + 1
*
[ 5/4 ] 
f(z) = 208/255*z^3 - 274/255*z + 1
*
[ 9/8 ] 
f(z) = 202/243*z^3 - 271/288*z + 1
*
[ -7/4 ] 
f(z) = 202/245*z^3 - 267/280*z + 1
*
[ 9/8 ] 
f(z) = 206/243*z^3 - 277/288*z + 1
*
[ 10/3 ] 
f(z) = 201/250*z^3 - 247/30*z + 1
*
[ -10/3 ] 
f(z) = 219/250*z^3 - 253/30*z + 1
*
-9/40 | 0.14460305566887067157324665991517285333 | 0.016334409677739452356099363999881440103
f(z) = 200/243*z^3 - 259/72*z + 1
*
[ 9/40 ] 
f(z) = 200/243*z^3 - 251/72*z + 1
*
-2 | 0.10272456762090110905482187780762489778 | 0.014950255092880926634240714984348664733
f(z) = 209/256*z^3 - 241/64*z + 1
*
-2 | 0.081150991822785783762890347946980139536 | 0.011810495355583167662801568518210967003
f(z) = 211/240*z^3 - 241/60*z + 1
*
-2 | 0.10268864389030653875022608892375882277 | 0.014927072651733646427615828650118213365
f(z) = 211/256*z^3 - 243/64*z + 1
*
-2 | 0.10272948380250283268337681144156445957 | 0.014915237703612135978133168382217785645
f(z) = 213/256*z^3 - 245/64*z + 1
*
-2 | 0.10313652513336227983845292887193918344 | 0.014956680818136643974539525574305989774
f(z) = 215/256*z^3 - 247/64*z + 1
*
-2 | 0.081169516943916947810924163487177674468 | 0.011771063214730999459952250822359549851
f(z) = 217/240*z^3 - 247/60*z + 1
*
-2 | 0.10325674767409692195405156600636563926 | 0.014956623384591164262145866502406738687
f(z) = 217/256*z^3 - 249/64*z + 1
*
-2 | 0.10297033735049611395735257041473059264 | 0.014897873558940255093391994946841786475
f(z) = 219/256*z^3 - 251/64*z + 1
*
[ -2 ] 
f(z) = 213/244*z^3 - 243/122*z + 1
*
[ -2 ] 
f(z) = 215/244*z^3 - 247/122*z + 1
*
[ -2 ] 
f(z) = 215/252*z^3 - 241/126*z + 1
*
[ -2 ] 
f(z) = 217/244*z^3 - 251/122*z + 1
*
[ -2 ] 
f(z) = 219/244*z^3 - 255/122*z + 1
*
[ 2/5 ] 
f(z) = 205/248*z^3 - 253/155*z + 1
*
[ 2/5 ] 
f(z) = 215/248*z^3 - 254/155*z + 1
*
[ 5/12 ] 
f(z) = 207/250*z^3 - 247/160*z + 1
*
[ 16/11 ] 
f(z) = 209/256*z^3 - 249/176*z + 1
*
[ -9/5 ] 
f(z) = 202/243*z^3 - 256/225*z + 1
*
[ -9/5 ] 
f(z) = 203/243*z^3 - 259/225*z + 1
*
[ 7/6 ] 
f(z) = 216/259*z^3 - 257/259*z + 1
*
[ 10/9 ] 
f(z) = 201/250*z^3 - 241/270*z + 1
*
[ 2/3 ] 
f(z) = 203/248*z^3 - 241/279*z + 1
*
[ 2/3 ] 
f(z) = 205/248*z^3 - 242/279*z + 1
*
[ 2/3 ] 
f(z) = 209/248*z^3 - 244/279*z + 1
*
[ 2/3 ] 
f(z) = 211/248*z^3 - 245/279*z + 1
*
[ 10/9 ] 
f(z) = 213/250*z^3 - 257/270*z + 1
*
[ 2/3 ] 
f(z) = 215/248*z^3 - 247/279*z + 1
*
[ -10/3 ] 
f(z) = 201/250*z^3 - 229/30*z + 1
*
[ 11/3 ] 
f(z) = 207/242*z^3 - 237/22*z + 1
*
[ -11/3 ] 
f(z) = 207/242*z^3 - 225/22*z + 1
*
27/20 | 0.21940164334986887885854948463102036173 | 0.028751563259438619958489092517631138592
f(z) = 200/243*z^3 - 229/54*z + 1
*
-2 | 0.10518317085454412361787117335492154263 | 0.015383655250571692471993967759886072029
f(z) = 201/256*z^3 - 233/64*z + 1
*
-2 | 0.081724093405236655140244471099758727627 | 0.011952627672256241727664619757231741677
f(z) = 203/240*z^3 - 233/60*z + 1
*
-2 | 0.10489886138593508991431438915965636491 | 0.015322918791631452580678631820760609039
f(z) = 203/256*z^3 - 235/64*z + 1
*
-2 | 0.10453059512205643068000590245943363911 | 0.015250246407253490100218194176576530973
f(z) = 205/256*z^3 - 237/64*z + 1
*
-2 | 0.10400263099262732514475760157929510079 | 0.015154640788776481080342213364975805202
f(z) = 207/256*z^3 - 239/64*z + 1
*
-2 | 0.081171231022845035830518795207060923508 | 0.011827785862659654104141365799655256905
f(z) = 209/240*z^3 - 239/60*z + 1
*
[ -9/4 ] 
f(z) = 218/243*z^3 - 223/72*z + 1
*
[ 9/26 ] 
f(z) = 208/243*z^3 - 233/117*z + 1
*
[ -2 ] 
f(z) = 203/244*z^3 - 223/122*z + 1
*
[ -2 ] 
f(z) = 205/244*z^3 - 227/122*z + 1
*
[ -2 ] 
f(z) = 205/252*z^3 - 221/126*z + 1
*
[ -2 ] 
f(z) = 207/244*z^3 - 231/122*z + 1
*
[ -2 ] 
f(z) = 209/244*z^3 - 235/122*z + 1
*
[ -2 ] 
f(z) = 209/252*z^3 - 229/126*z + 1
*
[ -2 ] 
f(z) = 211/244*z^3 - 239/122*z + 1
*
[ -2 ] 
f(z) = 211/252*z^3 - 233/126*z + 1
*
[ 8/19 ] 
f(z) = 209/256*z^3 - 231/152*z + 1
*
[ 9/19 ] 
f(z) = 209/243*z^3 - 223/171*z + 1
*
[ 8/15 ] 
f(z) = 207/256*z^3 - 221/200*z + 1
*
[ 6/5 ] 
f(z) = 215/252*z^3 - 223/210*z + 1
*
[ 3/5 ] 
f(z) = 200/249*z^3 - 238/249*z + 1
*
[ 9/14 ] 
f(z) = 203/243*z^3 - 227/252*z + 1
*
[ -7/4 ] 
f(z) = 208/259*z^3 - 230/259*z + 1
*
[ 9/14 ] 
f(z) = 217/243*z^3 - 233/252*z + 1
*
[ 7/8 ] 
f(z) = 216/245*z^3 - 229/280*z + 1
*
[ 5 ] 
f(z) = 209/250*z^3 - 201/10*z + 1
*
[ 5 ] 
f(z) = 211/250*z^3 - 203/10*z + 1
*
[ -5 ] 
f(z) = 213/250*z^3 - 201/10*z + 1
*
[ 4 ] 
f(z) = 213/256*z^3 - 201/16*z + 1
*
[ 4 ] 
f(z) = 215/256*z^3 - 203/16*z + 1
*
[ 5 ] 
f(z) = 217/250*z^3 - 209/10*z + 1
*
[ 4 ] 
f(z) = 217/256*z^3 - 205/16*z + 1
*
[ 5 ] 
f(z) = 219/250*z^3 - 211/10*z + 1
*
[ -5 ] 
f(z) = 219/250*z^3 - 207/10*z + 1
*
[ 4 ] 
f(z) = 219/256*z^3 - 207/16*z + 1
*
[ -9/4 ] 
f(z) = 206/243*z^3 - 205/72*z + 1
*
[ -9/4 ] 
f(z) = 214/243*z^3 - 217/72*z + 1
*
[ 11/6 ] 
f(z) = 207/242*z^3 - 213/88*z + 1
*
[ -2 ] 
f(z) = 201/244*z^3 - 219/122*z + 1
*
[ 4/9 ] 
f(z) = 207/256*z^3 - 203/144*z + 1
*
[ 11/9 ] 
f(z) = 207/242*z^3 - 217/198*z + 1
*
[ 6/5 ] 
f(z) = 205/252*z^3 - 211/210*z + 1
*
[ 11/10 ] 
f(z) = 200/253*z^3 - 219/253*z + 1
*
[ 7/10 ] 
f(z) = 200/259*z^3 - 209/259*z + 1
*
[ 2/3 ] 
f(z) = 207/242*z^3 - 213/242*z + 1
*
[ 2/3 ] 
f(z) = 207/250*z^3 - 217/250*z + 1
*
[ 2/3 ] 
f(z) = 207/254*z^3 - 219/254*z + 1
*
[ 3/4 ] 
f(z) = 208/255*z^3 - 202/255*z + 1
*
[ -5/3 ] 
f(z) = 216/245*z^3 - 208/245*z + 1
*
[ 20/21 ] 
f(z) = 217/250*z^3 - 211/252*z + 1
*
9/20 | 0.12625048917471096868284104912182735736 | 0.014806062666696173562504100409410969908
f(z) = 200/243*z^3 - 187/18*z + 1
*
[ 5 ] 
f(z) = 201/250*z^3 - 193/10*z + 1
*
[ -5 ] 
f(z) = 201/250*z^3 - 189/10*z + 1
*
[ 4 ] 
f(z) = 201/256*z^3 - 189/16*z + 1
*
[ -4 ] 
f(z) = 201/256*z^3 - 181/16*z + 1
*
[ -5 ] 
f(z) = 203/250*z^3 - 191/10*z + 1
*
[ 4 ] 
f(z) = 203/256*z^3 - 191/16*z + 1
*
[ -4 ] 
f(z) = 203/256*z^3 - 183/16*z + 1
*
[ 4 ] 
f(z) = 205/256*z^3 - 193/16*z + 1
*
[ -4 ] 
f(z) = 205/256*z^3 - 185/16*z + 1
*
[ 5 ] 
f(z) = 207/250*z^3 - 199/10*z + 1
*
[ 4 ] 
f(z) = 207/256*z^3 - 195/16*z + 1
*
[ -4 ] 
f(z) = 207/256*z^3 - 187/16*z + 1
*
[ -5 ] 
f(z) = 209/250*z^3 - 197/10*z + 1
*
[ 4 ] 
f(z) = 209/256*z^3 - 197/16*z + 1
*
[ -4 ] 
f(z) = 209/256*z^3 - 189/16*z + 1
*
[ -5 ] 
f(z) = 211/250*z^3 - 199/10*z + 1
*
[ 4 ] 
f(z) = 211/256*z^3 - 199/16*z + 1
*
[ -4 ] 
f(z) = 211/256*z^3 - 191/16*z + 1
*
[ -4 ] 
f(z) = 213/256*z^3 - 193/16*z + 1
*
[ -4 ] 
f(z) = 215/256*z^3 - 195/16*z + 1
*
[ -4 ] 
f(z) = 217/256*z^3 - 197/16*z + 1
*
[ -4 ] 
f(z) = 219/256*z^3 - 199/16*z + 1
*
[ 3 ] 
f(z) = 202/243*z^3 - 184/27*z + 1
*
[ 3 ] 
f(z) = 203/243*z^3 - 185/27*z + 1
*
[ 3 ] 
f(z) = 205/243*z^3 - 187/27*z + 1
*
[ 3 ] 
f(z) = 206/243*z^3 - 188/27*z + 1
*
10/3 | 0.32344837613742362213340290670975071041 | 0.029921971919802806923840526460471059572
f(z) = 207/250*z^3 - 198/23*z + 1
*
[ 3 ] 
f(z) = 208/243*z^3 - 190/27*z + 1
*
[ 3 ] 
f(z) = 209/243*z^3 - 191/27*z + 1
*
[ 3 ] 
f(z) = 211/243*z^3 - 193/27*z + 1
*
[ 3 ] 
f(z) = 212/243*z^3 - 194/27*z + 1
*
[ 3 ] 
f(z) = 214/243*z^3 - 196/27*z + 1
*
[ 3 ] 
f(z) = 215/243*z^3 - 197/27*z + 1
*
[ 3 ] 
f(z) = 217/243*z^3 - 199/27*z + 1
*
[ -3 ] 
f(z) = 217/243*z^3 - 181/27*z + 1
*
[ 3 ] 
f(z) = 218/243*z^3 - 200/27*z + 1
*
[ -3 ] 
f(z) = 218/243*z^3 - 182/27*z + 1
*
21/10 | 0.17291792969111954680670567864196491081 | 0.023278160143159288395418906869755666824
f(z) = 200/243*z^3 - 187/54*z + 1
*
5/6 | 0.12619263214182549432318250774152673426 | 0.014896754663885065849796269960544651954
f(z) = 207/250*z^3 - 191/40*z + 1
*
[ 5/2 ] 
f(z) = 207/250*z^3 - 183/40*z + 1
*
[ 5/2 ] 
f(z) = 211/250*z^3 - 187/40*z + 1
*
[ 5/2 ] 
f(z) = 213/250*z^3 - 189/40*z + 1
*
[ 5/2 ] 
f(z) = 217/250*z^3 - 193/40*z + 1
*
[ -9/4 ] 
f(z) = 202/243*z^3 - 199/72*z + 1
*
[ 2 ] 
f(z) = 211/240*z^3 - 181/60*z + 1
*
[ 2 ] 
f(z) = 213/256*z^3 - 181/64*z + 1
*
[ 2 ] 
f(z) = 215/256*z^3 - 183/64*z + 1
*
[ 2 ] 
f(z) = 217/240*z^3 - 187/60*z + 1
*
[ 2 ] 
f(z) = 217/256*z^3 - 185/64*z + 1
*
[ 2 ] 
f(z) = 219/256*z^3 - 187/64*z + 1
*
[ 5/3 ] 
f(z) = 217/250*z^3 - 181/90*z + 1
*
[ 3/8 ] 
f(z) = 208/243*z^3 - 193/108*z + 1
*
[ -35/18 ] 
f(z) = 216/245*z^3 - 191/105*z + 1
*
[ 3/2 ] 
f(z) = 217/243*z^3 - 181/108*z + 1
*
[ 4/3 ] 
f(z) = 217/256*z^3 - 181/144*z + 1
*
[ 5/4 ] 
f(z) = 213/250*z^3 - 181/160*z + 1
*
[ 5/4 ] 
f(z) = 219/250*z^3 - 187/160*z + 1
*
[ 27/40 ] 
f(z) = 200/243*z^3 - 185/216*z + 1
*
-7/36 | 0.18350239755344863015358902626138203174 | 0.025161381147120124521184053533626589737
f(z) = 216/245*z^3 - 187/210*z + 1
*
[ 35/36 ] 
f(z) = 216/245*z^3 - 181/210*z + 1
*
[ 3/4 ] 
f(z) = 218/243*z^3 - 181/216*z + 1
*
[ 9/10 ] 
f(z) = 208/243*z^3 - 181/225*z + 1
*
[ 9/10 ] 
f(z) = 212/243*z^3 - 184/225*z + 1
*
[ 10/11 ] 
f(z) = 201/250*z^3 - 185/242*z + 1
*
[ 3/4 ] 
f(z) = 208/249*z^3 - 200/249*z + 1
*
[ 10/11 ] 
f(z) = 211/250*z^3 - 193/242*z + 1
*
[ 5/6 ] 
f(z) = 216/245*z^3 - 199/245*z + 1
*
[ 18/5 ] 
f(z) = 200/243*z^3 - 179/18*z + 1
*
[ -18/5 ] 
f(z) = 200/243*z^3 - 169/18*z + 1
*
[ -10 ] 
f(z) = 209/250*z^3 - 165/2*z + 1
*
[ 10 ] 
f(z) = 211/250*z^3 - 167/2*z + 1
*
[ 10/3 ] 
f(z) = 217/250*z^3 - 161/18*z + 1
*
[ -10 ] 
f(z) = 219/250*z^3 - 173/2*z + 1
*
[ -3 ] 
f(z) = 200/243*z^3 - 164/27*z + 1
*
[ -3 ] 
f(z) = 202/243*z^3 - 166/27*z + 1
*
[ -3 ] 
f(z) = 203/243*z^3 - 167/27*z + 1
*
[ -3 ] 
f(z) = 205/243*z^3 - 169/27*z + 1
*
[ -3 ] 
f(z) = 206/243*z^3 - 170/27*z + 1
*
[ -3 ] 
f(z) = 208/243*z^3 - 172/27*z + 1
*
[ -3 ] 
f(z) = 209/243*z^3 - 173/27*z + 1
*
[ -3 ] 
f(z) = 211/243*z^3 - 175/27*z + 1
*
[ -3 ] 
f(z) = 212/243*z^3 - 176/27*z + 1
*
[ -3 ] 
f(z) = 214/243*z^3 - 178/27*z + 1
*
[ -3 ] 
f(z) = 215/243*z^3 - 179/27*z + 1
*
[ 5/2 ] 
f(z) = 201/250*z^3 - 177/40*z + 1
*
[ 5/2 ] 
f(z) = 203/250*z^3 - 179/40*z + 1
*
[ -5/2 ] 
f(z) = 217/250*z^3 - 161/40*z + 1
*
[ -5/2 ] 
f(z) = 219/250*z^3 - 163/40*z + 1
*
[ 2 ] 
f(z) = 201/256*z^3 - 169/64*z + 1
*
[ 2 ] 
f(z) = 203/240*z^3 - 173/60*z + 1
*
[ 2 ] 
f(z) = 203/256*z^3 - 171/64*z + 1
*
[ 2 ] 
f(z) = 205/256*z^3 - 173/64*z + 1
*
[ 2 ] 
f(z) = 207/256*z^3 - 175/64*z + 1
*
[ 2 ] 
f(z) = 209/240*z^3 - 179/60*z + 1
*
[ 2 ] 
f(z) = 209/256*z^3 - 177/64*z + 1
*
[ 2 ] 
f(z) = 211/256*z^3 - 179/64*z + 1
*
[ 5/3 ] 
f(z) = 203/250*z^3 - 167/90*z + 1
*
[ 5/3 ] 
f(z) = 209/250*z^3 - 173/90*z + 1
*
[ 3/2 ] 
f(z) = 203/243*z^3 - 167/108*z + 1
*
[ 3/2 ] 
f(z) = 205/243*z^3 - 169/108*z + 1
*
[ 3/2 ] 
f(z) = 209/243*z^3 - 173/108*z + 1
*
[ 3/2 ] 
f(z) = 211/243*z^3 - 175/108*z + 1
*
[ 3/2 ] 
f(z) = 215/243*z^3 - 179/108*z + 1
*
[ 7/18 ] 
f(z) = 216/245*z^3 - 179/105*z + 1
*
[ 4/3 ] 
f(z) = 203/256*z^3 - 167/144*z + 1
*
[ 4/3 ] 
f(z) = 205/256*z^3 - 169/144*z + 1
*
[ 4/3 ] 
f(z) = 209/256*z^3 - 173/144*z + 1
*
[ 4/3 ] 
f(z) = 211/256*z^3 - 175/144*z + 1
*
[ 4/3 ] 
f(z) = 215/256*z^3 - 179/144*z + 1
*
[ 5/4 ] 
f(z) = 201/250*z^3 - 169/160*z + 1
*
[ 5/4 ] 
f(z) = 203/250*z^3 - 171/160*z + 1
*
[ 5/4 ] 
f(z) = 209/250*z^3 - 177/160*z + 1
*
[ 5/4 ] 
f(z) = 211/250*z^3 - 179/160*z + 1
*
[ 5/9 ] 
f(z) = 217/250*z^3 - 173/162*z + 1
*
[ 2/3 ] 
f(z) = 201/256*z^3 - 163/192*z + 1
*
[ -40/23 ] 
f(z) = 207/250*z^3 - 171/184*z + 1
*
[ 2/3 ] 
f(z) = 213/256*z^3 - 167/192*z + 1
*
[ 2/3 ] 
f(z) = 219/256*z^3 - 169/192*z + 1
*
[ 8/9 ] 
f(z) = 201/256*z^3 - 161/216*z + 1
*
[ 3/4 ] 
f(z) = 202/243*z^3 - 173/216*z + 1
*
[ 3/4 ] 
f(z) = 206/243*z^3 - 175/216*z + 1
*
[ 8/9 ] 
f(z) = 213/256*z^3 - 169/216*z + 1
*
[ 3/4 ] 
f(z) = 214/243*z^3 - 179/216*z + 1
*
[ 8/9 ] 
f(z) = 219/256*z^3 - 173/216*z + 1
*
[ 9/2 ] 
f(z) = 200/243*z^3 - 143/9*z + 1
*
[ 10 ] 
f(z) = 201/250*z^3 - 159/2*z + 1
*
[ 9/2 ] 
f(z) = 208/243*z^3 - 149/9*z + 1
*
[ -9/2 ] 
f(z) = 208/243*z^3 - 145/9*z + 1
*
[ 9/2 ] 
f(z) = 212/243*z^3 - 152/9*z + 1
*
[ -9/2 ] 
f(z) = 212/243*z^3 - 148/9*z + 1
*
[ 27/10 ] 
f(z) = 200/243*z^3 - 145/27*z + 1
*
[ 7/3 ] 
f(z) = 207/245*z^3 - 141/35*z + 1
*
[ 7/3 ] 
f(z) = 216/245*z^3 - 148/35*z + 1
*
[ -5/2 ] 
f(z) = 203/250*z^3 - 147/40*z + 1
*
[ -5/2 ] 
f(z) = 207/250*z^3 - 151/40*z + 1
*
[ -5/2 ] 
f(z) = 209/250*z^3 - 153/40*z + 1
*
[ -5/2 ] 
f(z) = 213/250*z^3 - 157/40*z + 1
*
[ 15/7 ] 
f(z) = 217/250*z^3 - 145/42*z + 1
*
[ 7/4 ] 
f(z) = 216/245*z^3 - 159/70*z + 1
*
[ 10/7 ] 
f(z) = 213/250*z^3 - 141/98*z + 1
*
[ 5/12 ] 
f(z) = 219/250*z^3 - 149/96*z + 1
*
[ 5/11 ] 
f(z) = 209/250*z^3 - 151/110*z + 1
*
[ 4/3 ] 
f(z) = 207/248*z^3 - 153/124*z + 1
*
[ 7/6 ] 
f(z) = 207/245*z^3 - 141/140*z + 1
*
[ -16/9 ] 
f(z) = 207/256*z^3 - 143/144*z + 1
*
[ 9/16 ] 
f(z) = 208/243*z^3 - 151/144*z + 1
*
[ 9/8 ] 
f(z) = 212/243*z^3 - 143/144*z + 1
*
[ -7/4 ] 
f(z) = 212/245*z^3 - 151/140*z + 1
*
[ 10/9 ] 
f(z) = 209/250*z^3 - 151/162*z + 1
*
[ 9/10 ] 
f(z) = 205/243*z^3 - 143/180*z + 1
*
[ 20/21 ] 
f(z) = 207/250*z^3 - 157/196*z + 1
*
[ 9/10 ] 
f(z) = 215/243*z^3 - 149/180*z + 1
*
[ -9/2 ] 
f(z) = 200/243*z^3 - 139/9*z + 1
*
[ -10/3 ] 
f(z) = 203/250*z^3 - 139/18*z + 1
*
[ -27/10 ] 
f(z) = 200/243*z^3 - 125/27*z + 1
*
-2 | 0.10261318672730568928501655354939751027 | 0.014925050590976182608584238967925664110
f(z) = 211/248*z^3 - 121/31*z + 1
*
[ 9/4 ] 
f(z) = 212/243*z^3 - 139/36*z + 1
*
-2 | 0.10216533767645714468096439696108491701 | 0.014842143237346269906382625382033601794
f(z) = 213/248*z^3 - 122/31*z + 1
*
[ 8/3 ] 
f(z) = 213/256*z^3 - 127/24*z + 1
*
-2 | 0.10210312378223983555868247331150575410 | 0.014815534869052058926724970559981186785
f(z) = 215/248*z^3 - 123/31*z + 1
*
-2 | 0.10212136747287569000345209655677420974 | 0.014783582125961380393224544007629597264
f(z) = 219/248*z^3 - 125/31*z + 1
*
[ 8/3 ] 
f(z) = 219/256*z^3 - 131/24*z + 1
*
[ -2 ] 
f(z) = 211/240*z^3 - 121/60*z + 1
*
[ -2 ] 
f(z) = 217/240*z^3 - 127/60*z + 1
*
[ -2 ] 
f(z) = 217/256*z^3 - 121/64*z + 1
*
[ -2 ] 
f(z) = 219/256*z^3 - 123/64*z + 1
*
[ 3/5 ] 
f(z) = 205/243*z^3 - 131/135*z + 1
*
[ 3/5 ] 
f(z) = 215/243*z^3 - 133/135*z + 1
*
[ -7/4 ] 
f(z) = 204/245*z^3 - 137/140*z + 1
*
-2 | 0.10323830980881548670242993475956887540 | 0.015108712186050332321987464829921807586
f(z) = 201/248*z^3 - 116/31*z + 1
*
[ 8/3 ] 
f(z) = 201/256*z^3 - 119/24*z + 1
*
[ -8/3 ] 
f(z) = 201/256*z^3 - 101/24*z + 1
*
-2 | 0.10220652687979804649129542771818852428 | 0.014938946398142081801434787466622067604
f(z) = 203/248*z^3 - 117/31*z + 1
*
-2 | 0.10225802375181417038057233350881866132 | 0.014927903701568428910210271220707162824
f(z) = 205/248*z^3 - 118/31*z + 1
*
[ -7/3 ] 
f(z) = 207/245*z^3 - 111/35*z + 1
*
-2 | 0.10214431959361933731811405998637708915 | 0.014892957794447235258596471619964386450
f(z) = 207/248*z^3 - 119/31*z + 1
*
-2 | 0.10264452563109539671916946883386060092 | 0.014947651503088543288382984490654972317
f(z) = 209/248*z^3 - 120/31*z + 1
*
[ -9/4 ] 
f(z) = 212/243*z^3 - 107/36*z + 1
*
[ -8/3 ] 
f(z) = 213/256*z^3 - 109/24*z + 1
*
[ -7/3 ] 
f(z) = 216/245*z^3 - 118/35*z + 1
*
[ -8/3 ] 
f(z) = 219/256*z^3 - 113/24*z + 1
*
[ 9/5 ] 
f(z) = 205/243*z^3 - 103/45*z + 1
*
[ 9/5 ] 
f(z) = 215/243*z^3 - 109/45*z + 1
*
[ 5/14 ] 
f(z) = 217/250*z^3 - 107/56*z + 1
*
[ -2 ] 
f(z) = 201/256*z^3 - 105/64*z + 1
*
[ -2 ] 
f(z) = 203/240*z^3 - 113/60*z + 1
*
[ -2 ] 
f(z) = 203/256*z^3 - 107/64*z + 1
*
[ -2 ] 
f(z) = 205/256*z^3 - 109/64*z + 1
*
[ -2 ] 
f(z) = 207/256*z^3 - 111/64*z + 1
*
[ -2 ] 
f(z) = 209/240*z^3 - 119/60*z + 1
*
[ -2 ] 
f(z) = 209/256*z^3 - 113/64*z + 1
*
[ -2 ] 
f(z) = 211/256*z^3 - 115/64*z + 1
*
[ -2 ] 
f(z) = 213/256*z^3 - 117/64*z + 1
*
[ -2 ] 
f(z) = 215/256*z^3 - 119/64*z + 1
*
[ 10/7 ] 
f(z) = 217/250*z^3 - 103/70*z + 1
*
[ -11/6 ] 
f(z) = 207/242*z^3 - 117/88*z + 1
*
[ 4/7 ] 
f(z) = 203/256*z^3 - 113/112*z + 1
*
[ 7/6 ] 
f(z) = 204/245*z^3 - 104/105*z + 1
*
[ 4/7 ] 
f(z) = 217/256*z^3 - 115/112*z + 1
*
[ 5/8 ] 
f(z) = 201/250*z^3 - 117/128*z + 1
*
[ 2/3 ] 
f(z) = 207/244*z^3 - 107/122*z + 1
*
[ 5/8 ] 
f(z) = 211/250*z^3 - 119/128*z + 1
*
[ 20/31 ] 
f(z) = 217/250*z^3 - 113/124*z + 1
*
[ 7/8 ] 
f(z) = 208/245*z^3 - 111/140*z + 1
*
[ 2 ] 
f(z) = 201/248*z^3 - 85/31*z + 1
*
[ 2 ] 
f(z) = 203/248*z^3 - 86/31*z + 1
*
[ 2 ] 
f(z) = 205/248*z^3 - 87/31*z + 1
*
[ 2 ] 
f(z) = 207/248*z^3 - 88/31*z + 1
*
[ -20/9 ] 
f(z) = 207/250*z^3 - 95/36*z + 1
*
[ 2 ] 
f(z) = 209/248*z^3 - 89/31*z + 1
*
[ 2 ] 
f(z) = 211/248*z^3 - 90/31*z + 1
*
[ 2 ] 
f(z) = 213/248*z^3 - 91/31*z + 1
*
[ 2 ] 
f(z) = 215/248*z^3 - 92/31*z + 1
*
[ 2 ] 
f(z) = 219/248*z^3 - 94/31*z + 1
*
[ 3/2 ] 
f(z) = 202/243*z^3 - 83/54*z + 1
*
[ -15/7 ] 
f(z) = 203/250*z^3 - 95/42*z + 1
*
[ 3/2 ] 
f(z) = 206/243*z^3 - 85/54*z + 1
*
[ 3/2 ] 
f(z) = 214/243*z^3 - 89/54*z + 1
*
[ 3/2 ] 
f(z) = 218/243*z^3 - 91/54*z + 1
*
-63/40 | 0.21305285220962085699748300152540388890 | 0.027291038621605218186374744785827838640
f(z) = 200/243*z^3 - 91/72*z + 1
*
[ 15/11 ] 
f(z) = 209/250*z^3 - 85/66*z + 1
*
[ 10/9 ] 
f(z) = 207/250*z^3 - 83/90*z + 1
*
[ 5/7 ] 
f(z) = 209/250*z^3 - 81/98*z + 1
*
[ 2/3 ] 
f(z) = 213/248*z^3 - 82/93*z + 1
*
[ 2/3 ] 
f(z) = 219/248*z^3 - 83/93*z + 1
*
[ 5/7 ] 
f(z) = 219/250*z^3 - 83/98*z + 1
*
[ 20/29 ] 
f(z) = 203/250*z^3 - 97/116*z + 1
*
[ 9/13 ] 
f(z) = 208/243*z^3 - 100/117*z + 1
*
[ 10/11 ] 
f(z) = 209/250*z^3 - 87/110*z + 1
*
[ 3/4 ] 
f(z) = 212/243*z^3 - 89/108*z + 1
*
[ 7/9 ] 
f(z) = 216/245*z^3 - 86/105*z + 1
*
[ 5/6 ] 
f(z) = 201/250*z^3 - 91/120*z + 1
*
[ 5/6 ] 
f(z) = 219/250*z^3 - 97/120*z + 1
*
[ 9/4 ] 
f(z) = 200/243*z^3 - 65/18*z + 1
*
[ -10/3 ] 
f(z) = 207/250*z^3 - 79/10*z + 1
*
[ 3/10 ] 
f(z) = 200/243*z^3 - 65/27*z + 1
*
[ 7/4 ] 
f(z) = 208/245*z^3 - 76/35*z + 1
*
[ -2 ] 
f(z) = 215/248*z^3 - 61/31*z + 1
*
[ -2 ] 
f(z) = 219/248*z^3 - 63/31*z + 1
*
[ 5/3 ] 
f(z) = 219/250*z^3 - 61/30*z + 1
*
[ 8/5 ] 
f(z) = 205/256*z^3 - 67/40*z + 1
*
[ 10/23 ] 
f(z) = 207/250*z^3 - 67/46*z + 1
*
[ 8/5 ] 
f(z) = 215/256*z^3 - 71/40*z + 1
*
[ 4/3 ] 
f(z) = 219/256*z^3 - 61/48*z + 1
*
[ 9/8 ] 
f(z) = 200/243*z^3 - 67/72*z + 1
*
[ 9/7 ] 
f(z) = 203/243*z^3 - 73/63*z + 1
*
[ -7/4 ] 
f(z) = 216/245*z^3 - 79/70*z + 1
*
[ 7/12 ] 
f(z) = 216/245*z^3 - 71/70*z + 1
*
[ 9/7 ] 
f(z) = 217/243*z^3 - 79/63*z + 1
*
[ 2/3 ] 
f(z) = 201/248*z^3 - 80/93*z + 1
*
[ 4/5 ] 
f(z) = 205/256*z^3 - 61/80*z + 1
*
[ 9/11 ] 
f(z) = 209/243*z^3 - 79/99*z + 1
*
[ 8/11 ] 
f(z) = 209/256*z^3 - 71/88*z + 1
*
[ 4/5 ] 
f(z) = 215/256*z^3 - 63/80*z + 1
*
[ -5/3 ] 
f(z) = 217/250*z^3 - 73/90*z + 1
*
[ -9/4 ] 
f(z) = 200/243*z^3 - 49/18*z + 1
*
-9/5 | 0.20863399973071747523345626620826391256 | 0.029195977219559806994017978576481573371
f(z) = 200/243*z^3 - 47/18*z + 1
*
[ 8/3 ] 
f(z) = 207/256*z^3 - 41/8*z + 1
*
[ -10/3 ] 
f(z) = 213/250*z^3 - 49/6*z + 1
*
[ 5 ] 
f(z) = 213/250*z^3 - 41/2*z + 1
*
[ -5 ] 
f(z) = 217/250*z^3 - 41/2*z + 1
*
[ 3/2 ] 
f(z) = 200/243*z^3 - 41/27*z + 1
*
[ -2 ] 
f(z) = 201/248*z^3 - 54/31*z + 1
*
[ -2 ] 
f(z) = 203/248*z^3 - 55/31*z + 1
*
[ -2 ] 
f(z) = 205/248*z^3 - 56/31*z + 1
*
[ -2 ] 
f(z) = 207/248*z^3 - 57/31*z + 1
*
[ 3/2 ] 
f(z) = 208/243*z^3 - 43/27*z + 1
*
[ -2 ] 
f(z) = 209/248*z^3 - 58/31*z + 1
*
[ 10/19 ] 
f(z) = 209/250*z^3 - 43/38*z + 1
*
[ -2 ] 
f(z) = 211/248*z^3 - 59/31*z + 1
*
[ 3/2 ] 
f(z) = 212/243*z^3 - 44/27*z + 1
*
[ -2 ] 
f(z) = 213/248*z^3 - 60/31*z + 1
*
[ 5/3 ] 
f(z) = 213/250*z^3 - 59/30*z + 1
*
[ 6/5 ] 
f(z) = 200/243*z^3 - 55/54*z + 1
*
[ 3/4 ] 
f(z) = 200/243*z^3 - 43/54*z + 1
*
[ 4/3 ] 
f(z) = 201/256*z^3 - 55/48*z + 1
*
[ 8/7 ] 
f(z) = 203/256*z^3 - 51/56*z + 1
*
[ -9/5 ] 
f(z) = 205/243*z^3 - 53/45*z + 1
*
[ 4/3 ] 
f(z) = 213/256*z^3 - 59/48*z + 1
*
[ -9/5 ] 
f(z) = 215/243*z^3 - 59/45*z + 1
*
[ 8/7 ] 
f(z) = 217/256*z^3 - 55/56*z + 1
*
[ 10/9 ] 
f(z) = 219/250*z^3 - 53/54*z + 1
*
[ 5/7 ] 
f(z) = 203/250*z^3 - 57/70*z + 1
*
[ 5/6 ] 
f(z) = 203/250*z^3 - 55/72*z + 1
*
[ 2/3 ] 
f(z) = 207/256*z^3 - 55/64*z + 1
*
[ 8/9 ] 
f(z) = 207/256*z^3 - 55/72*z + 1
*
[ 5/7 ] 
f(z) = 217/250*z^3 - 59/70*z + 1
*
[ 9/20 ] 
f(z) = 200/243*z^3 - 25/18*z + 1
*
[ -5/2 ] 
f(z) = 201/250*z^3 - 29/8*z + 1
*
[ 5 ] 
f(z) = 203/250*z^3 - 39/2*z + 1
*
[ -5 ] 
f(z) = 207/250*z^3 - 39/2*z + 1
*
[ -8/3 ] 
f(z) = 207/256*z^3 - 35/8*z + 1
*
[ 9/4 ] 
f(z) = 208/243*z^3 - 34/9*z + 1
*
[ -9/4 ] 
f(z) = 208/243*z^3 - 26/9*z + 1
*
[ 5/2 ] 
f(z) = 209/250*z^3 - 37/8*z + 1
*
[ 5/3 ] 
f(z) = 211/250*z^3 - 35/18*z + 1
*
[ -5/2 ] 
f(z) = 211/250*z^3 - 31/8*z + 1
*
[ 5/2 ] 
f(z) = 219/250*z^3 - 39/8*z + 1
*
[ 3/5 ] 
f(z) = 200/243*z^3 - 26/27*z + 1
*
[ 2/3 ] 
f(z) = 207/248*z^3 - 27/31*z + 1
*
[ 5/4 ] 
f(z) = 207/250*z^3 - 35/32*z + 1
*
[ 9/8 ] 
f(z) = 208/243*z^3 - 35/36*z + 1
*
[ 3/4 ] 
f(z) = 208/243*z^3 - 22/27*z + 1
*
[ -7/4 ] 
f(z) = 208/245*z^3 - 36/35*z + 1
*
[ 7/6 ] 
f(z) = 216/245*z^3 - 37/35*z + 1
*
[ 5/4 ] 
f(z) = 217/250*z^3 - 37/32*z + 1
*
[ 5/6 ] 
f(z) = 207/250*z^3 - 31/40*z + 1
*
[ 9/5 ] 
f(z) = 200/243*z^3 - 20/9*z + 1
*
[ -9/5 ] 
f(z) = 200/243*z^3 - 10/9*z + 1
*
[ 9/10 ] 
f(z) = 200/243*z^3 - 7/9*z + 1
*
[ 5/3 ] 
f(z) = 201/250*z^3 - 11/6*z + 1
*
[ 10/7 ] 
f(z) = 203/250*z^3 - 19/14*z + 1
*
[ 5/3 ] 
f(z) = 207/250*z^3 - 19/10*z + 1
*
[ 5/9 ] 
f(z) = 207/250*z^3 - 19/18*z + 1
*
[ 10/3 ] 
f(z) = 207/250*z^3 - 17/2*z + 1
*
[ 4/3 ] 
f(z) = 207/256*z^3 - 19/16*z + 1
*
[ -5/3 ] 
f(z) = 219/250*z^3 - 5/6*z + 1
*
[ 5/6 ] 
f(z) = 213/250*z^3 - 19/24*z + 1
*
[ -1 ]
f(z) = 202/241*z^3 + 280/241*z + 1
*
[ 6 ] 
f(z) = 217/270*z^3 - 281/10*z + 1
*
5/6 | 0.17901020688282210270129787540893382883 | 0.024674438198407981479515111193573603690
f(z) = 204/275*z^3 - 283/165*z + 1
*
[ 5/3 ] 
f(z) = 213/275*z^3 - 289/165*z + 1
*
[ 5/3 ] 
f(z) = 219/275*z^3 - 299/165*z + 1
*
[ 30/19 ] 
f(z) = 209/270*z^3 - 297/190*z + 1
*
[ -6 ] 
f(z) = 209/270*z^3 - 267/10*z + 1
*
[ 6 ] 
f(z) = 211/270*z^3 - 273/10*z + 1
*
15/7 | 0.23286822152598770587621533414242414244 | 0.026259411426969874011250736789835191434
f(z) = 217/270*z^3 - 263/70*z + 1
*
[ 5/3 ] 
f(z) = 201/275*z^3 - 269/165*z + 1
*
[ 5/3 ] 
f(z) = 204/275*z^3 - 274/165*z + 1
*
[ 2/5 ] 
f(z) = 205/264*z^3 - 268/165*z + 1
*
[ 3/2 ] 
f(z) = 214/261*z^3 - 263/174*z + 1
*
[ 2/5 ] 
f(z) = 215/264*z^3 - 269/165*z + 1
*
[ 3/2 ] 
f(z) = 218/261*z^3 - 269/174*z + 1
*
[ 3/2 ] 
f(z) = 218/279*z^3 - 265/186*z + 1
*
[ 13/10 ] 
f(z) = 200/273*z^3 - 275/273*z + 1
*
[ 5/4 ] 
f(z) = 208/265*z^3 - 272/265*z + 1
*
-15/14 | 0.23499944518177773156357011310978269982 | 0.026313881337769586958959224566831925625
f(z) = 217/270*z^3 - 277/280*z + 1
*
[ -6 ] 
f(z) = 203/270*z^3 - 259/10*z + 1
*
3/7 | 0.25367661242841373724768760335251683384 | 0.028863300438769410894452395626065056938
f(z) = 203/270*z^3 - 243/70*z + 1
*
-2 | 0.10689591923051208820560604449211634668 | 0.015557342297919644130322000687798563528
f(z) = 207/272*z^3 - 241/68*z + 1
*
-2 | 0.10674980127235382108546804122966082680 | 0.015517412430265541480794043195942592237
f(z) = 209/272*z^3 - 243/68*z + 1
*
-2 | 0.10657716940841501659855745762976679035 | 0.015473881077419772312585175565814535174
f(z) = 211/272*z^3 - 245/68*z + 1
*
-2 | 0.10637114947009271765530732721237364155 | 0.015425760455137178695303249874725625789
f(z) = 213/272*z^3 - 247/68*z + 1
*
-2 | 0.10612086381414125842235858706679868523 | 0.015371487375577763572403375930991856528
f(z) = 215/272*z^3 - 249/68*z + 1
*
-2 | 0.10580699139186928513119865123225971768 | 0.015308284113340859597653711957232334820
f(z) = 217/272*z^3 - 251/68*z + 1
*
-2 | 0.10538761188362846643516225535149148978 | 0.015230119492518782829438739248467548124
f(z) = 219/272*z^3 - 253/68*z + 1
*
[ -2 ] 
f(z) = 219/260*z^3 - 243/130*z + 1
*
[ 12/7 ] 
f(z) = 203/270*z^3 - 251/140*z + 1
*
[ 3/2 ] 
f(z) = 202/261*z^3 - 245/174*z + 1
*
[ 3/2 ] 
f(z) = 206/261*z^3 - 251/174*z + 1
*
[ 3/2 ] 
f(z) = 202/279*z^3 - 241/186*z + 1
*
[ 3/2 ] 
f(z) = 206/279*z^3 - 247/186*z + 1
*
[ 3/2 ] 
f(z) = 214/279*z^3 - 259/186*z + 1
*
[ 4/3 ] 
f(z) = 219/272*z^3 - 241/204*z + 1
*
[ -9/5 ] 
f(z) = 200/261*z^3 - 242/261*z + 1
*
[ 3/5 ] 
f(z) = 200/267*z^3 - 250/267*z + 1
*
[ 2/3 ] 
f(z) = 203/264*z^3 - 250/297*z + 1
*
[ 2/3 ] 
f(z) = 205/264*z^3 - 251/297*z + 1
*
[ 2/3 ] 
f(z) = 211/264*z^3 - 254/297*z + 1
*
[ 2/3 ] 
f(z) = 215/264*z^3 - 256/297*z + 1
*
[ 2/3 ] 
f(z) = 217/264*z^3 - 257/297*z + 1
*
[ 5/2 ] 
f(z) = 204/275*z^3 - 222/55*z + 1
*
[ 5/2 ] 
f(z) = 208/275*z^3 - 227/55*z + 1
*
[ 5/2 ] 
f(z) = 212/275*z^3 - 232/55*z + 1
*
[ 5/2 ] 
f(z) = 216/275*z^3 - 237/55*z + 1
*
-2 | 0.10721595273596099471210047623906926099 | 0.015661383881911251455000296435843108499
f(z) = 201/272*z^3 - 235/68*z + 1
*
-2 | 0.10712604642992297676299782395489101442 | 0.015628903698324832505287847576158664085
f(z) = 203/272*z^3 - 237/68*z + 1
*
-2 | 0.10702021024149884175308120988755689959 | 0.015594344372540199262768551305186087425
f(z) = 205/272*z^3 - 239/68*z + 1
*
[ 15/7 ] 
f(z) = 217/270*z^3 - 221/70*z + 1
*
[ 3/10 ] 
f(z) = 200/279*z^3 - 223/93*z + 1
*
6/11 | 0.25731320230260313871596897718335594100 | 0.029505732193716224747939925911817002529
f(z) = 209/270*z^3 - 227/110*z + 1
*
[ -2 ] 
f(z) = 209/260*z^3 - 223/130*z + 1
*
[ -2 ] 
f(z) = 211/260*z^3 - 227/130*z + 1
*
[ -2 ] 
f(z) = 211/268*z^3 - 221/134*z + 1
*
[ -2 ] 
f(z) = 213/260*z^3 - 231/130*z + 1
*
[ -2 ] 
f(z) = 213/268*z^3 - 225/134*z + 1
*
[ -2 ] 
f(z) = 215/268*z^3 - 229/134*z + 1
*
[ -2 ] 
f(z) = 215/276*z^3 - 223/138*z + 1
*
[ -2 ] 
f(z) = 217/260*z^3 - 239/130*z + 1
*
[ -2 ] 
f(z) = 217/268*z^3 - 233/134*z + 1
*
[ -2 ] 
f(z) = 217/276*z^3 - 227/138*z + 1
*
[ -2 ] 
f(z) = 219/268*z^3 - 237/134*z + 1
*
-6/5 | 0.17503721500141806753810404332959762522 | 0.023408194564542544988737711421238017646
f(z) = 215/264*z^3 - 221/165*z + 1
*
[ 4/3 ] 
f(z) = 213/272*z^3 - 233/204*z + 1
*
-12/11 | 0.23972364812358975383552823361567268509 | 0.027573459862951721927887981328366789014
f(z) = 209/270*z^3 - 221/220*z + 1
*
[ 5/4 ] 
f(z) = 212/275*z^3 - 221/220*z + 1
*
[ 6/5 ] 
f(z) = 203/270*z^3 - 229/250*z + 1
*
[ 6/5 ] 
f(z) = 209/270*z^3 - 237/250*z + 1
*
[ 3/5 ] 
f(z) = 211/270*z^3 - 237/250*z + 1
*
[ 3/5 ] 
f(z) = 217/270*z^3 - 239/250*z + 1
*
[ 2/3 ] 
f(z) = 207/262*z^3 - 223/262*z + 1
*
[ 2/3 ] 
f(z) = 207/266*z^3 - 225/266*z + 1
*
[ 2/3 ] 
f(z) = 207/274*z^3 - 229/274*z + 1
*
[ 2/3 ] 
f(z) = 207/278*z^3 - 231/278*z + 1
*
[ 15/14 ] 
f(z) = 203/270*z^3 - 223/280*z + 1
*
[ 3/10 ] 
f(z) = 200/261*z^3 - 209/87*z + 1
*
[ -2 ] 
f(z) = 201/260*z^3 - 207/130*z + 1
*
[ -2 ] 
f(z) = 203/260*z^3 - 211/130*z + 1
*
[ -2 ] 
f(z) = 203/268*z^3 - 205/134*z + 1
*
[ -2 ] 
f(z) = 205/268*z^3 - 209/134*z + 1
*
[ -2 ] 
f(z) = 205/276*z^3 - 203/138*z + 1
*
[ -2 ] 
f(z) = 207/260*z^3 - 219/130*z + 1
*
[ -2 ] 
f(z) = 207/268*z^3 - 213/134*z + 1
*
[ -2 ] 
f(z) = 209/268*z^3 - 217/134*z + 1
*
[ -2 ] 
f(z) = 209/276*z^3 - 211/138*z + 1
*
[ -2 ] 
f(z) = 211/276*z^3 - 215/138*z + 1
*
[ 4/3 ] 
f(z) = 201/272*z^3 - 217/204*z + 1
*
[ 5/4 ] 
f(z) = 204/275*z^3 - 211/220*z + 1
*
[ 7/10 ] 
f(z) = 200/273*z^3 - 215/273*z + 1
*
[ -9/5 ] 
f(z) = 200/279*z^3 - 214/279*z + 1
*
[ 3/4 ] 
f(z) = 208/267*z^3 - 206/267*z + 1
*
[ 5/6 ] 
f(z) = 216/265*z^3 - 203/265*z + 1
*
[ 3 ] 
f(z) = 211/270*z^3 - 191/30*z + 1
*
[ 3 ] 
f(z) = 217/270*z^3 - 197/30*z + 1
*
[ -5/2 ] 
f(z) = 208/275*z^3 - 183/55*z + 1
*
[ -5/2 ] 
f(z) = 212/275*z^3 - 188/55*z + 1
*
[ -5/2 ] 
f(z) = 216/275*z^3 - 193/55*z + 1
*
[ 2 ] 
f(z) = 215/272*z^3 - 181/68*z + 1
*
[ 2 ] 
f(z) = 217/272*z^3 - 183/68*z + 1
*
[ 2 ] 
f(z) = 219/272*z^3 - 185/68*z + 1
*
[ -2 ] 
f(z) = 203/276*z^3 - 199/138*z + 1
*
[ 5/8 ] 
f(z) = 208/275*z^3 - 197/220*z + 1
*
[ 9/10 ] 
f(z) = 200/261*z^3 - 191/261*z + 1
*
[ 9/10 ] 
f(z) = 200/279*z^3 - 193/279*z + 1
*
[ -3 ] 
f(z) = 203/270*z^3 - 163/30*z + 1
*
[ -3 ] 
f(z) = 209/270*z^3 - 169/30*z + 1
*
[ -5/2 ] 
f(z) = 204/275*z^3 - 178/55*z + 1
*
[ 2 ] 
f(z) = 201/272*z^3 - 167/68*z + 1
*
3/7 | 0.19415253202962709717593410459142352248 | 0.022979001081265268916946164384256896500
f(z) = 203/270*z^3 - 173/70*z + 1
*
[ 2 ] 
f(z) = 203/272*z^3 - 169/68*z + 1
*
[ 2 ] 
f(z) = 205/272*z^3 - 171/68*z + 1
*
[ 2 ] 
f(z) = 207/272*z^3 - 173/68*z + 1
*
[ 2 ] 
f(z) = 209/272*z^3 - 175/68*z + 1
*
[ 2 ] 
f(z) = 211/272*z^3 - 177/68*z + 1
*
[ 2 ] 
f(z) = 213/272*z^3 - 179/68*z + 1
*
[ 5/12 ] 
f(z) = 216/275*z^3 - 169/110*z + 1
*
[ 3/2 ] 
f(z) = 203/270*z^3 - 163/120*z + 1
*
[ 3/2 ] 
f(z) = 209/270*z^3 - 169/120*z + 1
*
[ 6/5 ] 
f(z) = 200/261*z^3 - 163/174*z + 1
*
[ 6/5 ] 
f(z) = 215/264*z^3 - 166/165*z + 1
*
[ 5/9 ] 
f(z) = 216/275*z^3 - 172/165*z + 1
*
[ 6/5 ] 
f(z) = 200/279*z^3 - 161/186*z + 1
*
[ 2/3 ] 
f(z) = 201/272*z^3 - 169/204*z + 1
*
[ 2/3 ] 
f(z) = 213/272*z^3 - 173/204*z + 1
*
[ 2/3 ] 
f(z) = 219/272*z^3 - 175/204*z + 1
*
[ 6/7 ] 
f(z) = 203/264*z^3 - 169/231*z + 1
*
[ 6/7 ] 
f(z) = 217/264*z^3 - 178/231*z + 1
*
[ 6/5 ] 
f(z) = 205/264*z^3 - 157/165*z + 1
*
[ 6/7 ] 
f(z) = 203/270*z^3 - 151/210*z + 1
*
[ 5/6 ] 
f(z) = 207/275*z^3 - 159/220*z + 1
*
-2 | 0.084837294031184297883400139025495803070 | 0.012324799178634340868932412497915564538
f(z) = 211/264*z^3 - 122/33*z + 1
*
-2 | 0.083511958890431706834065449092221433482 | 0.012103668160575606861006113065830263338
f(z) = 215/264*z^3 - 124/33*z + 1
*
-2 | 0.082921922398020461803934137268220205941 | 0.012004177775423316614958988298793787183
f(z) = 217/264*z^3 - 125/33*z + 1
*
[ -15/7 ] 
f(z) = 203/270*z^3 - 139/70*z + 1
*
[ 3/2 ] 
f(z) = 200/261*z^3 - 121/87*z + 1
*
[ 3/2 ] 
f(z) = 208/261*z^3 - 127/87*z + 1
*
[ 3/2 ] 
f(z) = 208/279*z^3 - 125/93*z + 1
*
[ 3/2 ] 
f(z) = 212/261*z^3 - 130/87*z + 1
*
[ 3/2 ] 
f(z) = 212/279*z^3 - 128/93*z + 1
*
[ 15/11 ] 
f(z) = 209/270*z^3 - 129/110*z + 1
*
[ 3/4 ] 
f(z) = 200/261*z^3 - 133/174*z + 1
*
[ 3/4 ] 
f(z) = 203/270*z^3 - 121/160*z + 1
*
[ 3/4 ] 
f(z) = 209/270*z^3 - 123/160*z + 1
*
[ 3/4 ] 
f(z) = 200/279*z^3 - 137/186*z + 1
*
-2 | 0.085841250410917038513346256020108639481 | 0.012531338595653789907516647803170268088
f(z) = 203/264*z^3 - 118/33*z + 1
*
-2 | 0.085660578509003046172603591462831198525 | 0.012489577349558340263826777434795472671
f(z) = 205/264*z^3 - 119/33*z + 1
*
[ 3/7 ] 
f(z) = 203/270*z^3 - 103/70*z + 1
*
[ -2 ] 
f(z) = 203/272*z^3 - 101/68*z + 1
*
[ -2 ] 
f(z) = 205/272*z^3 - 103/68*z + 1
*
-4/3 | 0.17451548653546744419700456818944966107 | 0.028714340125308549531179106132053277871
f(z) = 207/272*z^3 - 109/68*z + 1
*
[ -2 ] 
f(z) = 207/272*z^3 - 105/68*z + 1
*
[ -2 ] 
f(z) = 209/272*z^3 - 107/68*z + 1
*
[ -2 ] 
f(z) = 211/272*z^3 - 109/68*z + 1
*
[ -2 ] 
f(z) = 213/272*z^3 - 111/68*z + 1
*
[ -2 ] 
f(z) = 215/272*z^3 - 113/68*z + 1
*
[ -2 ] 
f(z) = 217/272*z^3 - 115/68*z + 1
*
[ -2 ] 
f(z) = 219/272*z^3 - 117/68*z + 1
*
[ 3/2 ] 
f(z) = 200/279*z^3 - 119/93*z + 1
*
[ 6/11 ] 
f(z) = 209/270*z^3 - 117/110*z + 1
*
[ 5/4 ] 
f(z) = 216/275*z^3 - 113/110*z + 1
*
[ 2/3 ] 
f(z) = 207/260*z^3 - 111/130*z + 1
*
[ 2/3 ] 
f(z) = 207/268*z^3 - 113/134*z + 1
*
[ -12/7 ] 
f(z) = 217/270*z^3 - 109/140*z + 1
*
[ 5/6 ] 
f(z) = 204/275*z^3 - 118/165*z + 1
*
[ 2 ] 
f(z) = 203/264*z^3 - 85/33*z + 1
*
[ 2 ] 
f(z) = 205/264*z^3 - 86/33*z + 1
*
[ 2 ] 
f(z) = 211/264*z^3 - 89/33*z + 1
*
[ 2 ] 
f(z) = 215/264*z^3 - 91/33*z + 1
*
[ 2 ] 
f(z) = 217/264*z^3 - 92/33*z + 1
*
[ 5/3 ] 
f(z) = 207/275*z^3 - 93/55*z + 1
*
[ 5/3 ] 
f(z) = 216/275*z^3 - 98/55*z + 1
*
[ -2 ] 
f(z) = 201/272*z^3 - 99/68*z + 1
*
[ 3/5 ] 
f(z) = 200/261*z^3 - 82/87*z + 1
*
[ 3/5 ] 
f(z) = 200/279*z^3 - 86/93*z + 1
*
[ 3 ] 
f(z) = 203/270*z^3 - 61/10*z + 1
*
[ 3 ] 
f(z) = 209/270*z^3 - 63/10*z + 1
*
[ 4/3 ] 
f(z) = 207/272*z^3 - 75/68*z + 1
*
[ 3/4 ] 
f(z) = 208/261*z^3 - 68/87*z + 1
*
[ 3/4 ] 
f(z) = 208/279*z^3 - 70/93*z + 1
*
[ -3 ] 
f(z) = 211/270*z^3 - 57/10*z + 1
*
[ -3 ] 
f(z) = 217/270*z^3 - 59/10*z + 1
*
[ -2 ] 
f(z) = 203/264*z^3 - 52/33*z + 1
*
[ -2 ] 
f(z) = 205/264*z^3 - 53/33*z + 1
*
[ -2 ] 
f(z) = 211/264*z^3 - 56/33*z + 1
*
[ -2 ] 
f(z) = 215/264*z^3 - 58/33*z + 1
*
[ -2 ] 
f(z) = 217/264*z^3 - 59/33*z + 1
*
[ 5/4 ] 
f(z) = 208/275*z^3 - 54/55*z + 1
*
[ 3/2 ] 
f(z) = 211/270*z^3 - 57/40*z + 1
*
[ 5/6 ] 
f(z) = 216/275*z^3 - 41/55*z + 1
*
[ 3/2 ] 
f(z) = 217/270*z^3 - 59/40*z + 1
*
[ 2/3 ] 
f(z) = 207/272*z^3 - 57/68*z + 1
*
[ 6/7 ] 
f(z) = 217/270*z^3 - 53/70*z + 1
*
-3/20 | 0.16433743084840798478468369508452677059 | 0.020916833881699790847641580793323188385
f(z) = 200/297*z^3 - 287/66*z + 1
*
[ -17/6 ] 
f(z) = 207/289*z^3 - 299/68*z + 1
*
-12/5 | 0.25593491133466889125634212454869507690 | 0.028892342399074543778458145768298649421
f(z) = 215/288*z^3 - 293/60*z + 1
*
[ 9/4 ] 
f(z) = 208/297*z^3 - 296/99*z + 1
*
2/3 | 0.21210166673845843054098271818108787120 | 0.027298210964160460783288378778409457384
f(z) = 201/280*z^3 - 296/105*z + 1
*
2/3 | 0.22710021184577828083218630206061558812 | 0.029203264824587974195379879075012545877
f(z) = 213/280*z^3 - 298/105*z + 1
*
[ 17/10 ] 
f(z) = 210/289*z^3 - 287/170*z + 1
*
[ 2/5 ] 
f(z) = 205/296*z^3 - 298/185*z + 1
*
[ 2/5 ] 
f(z) = 215/296*z^3 - 299/185*z + 1
*
[ 4/3 ] 
f(z) = 207/284*z^3 - 297/284*z + 1
*
[ 4/3 ] 
f(z) = 207/292*z^3 - 295/292*z + 1
*
[ 10/3 ] 
f(z) = 207/280*z^3 - 263/35*z + 1
*
[ -33/16 ] 
f(z) = 208/297*z^3 - 263/176*z + 1
*
[ 9/20 ] 
f(z) = 200/297*z^3 - 269/198*z + 1
*
[ 6/11 ] 
f(z) = 209/288*z^3 - 277/264*z + 1
*
[ 3/5 ] 
f(z) = 200/291*z^3 - 266/291*z + 1
*
[ 13/10 ] 
f(z) = 200/299*z^3 - 269/299*z + 1
*
[ 5/4 ] 
f(z) = 208/285*z^3 - 268/285*z + 1
*
[ 5/4 ] 
f(z) = 208/295*z^3 - 266/295*z + 1
*
[ -10/3 ] 
f(z) = 207/280*z^3 - 242/35*z + 1
*
-2 | 0.094933306529976199584615152331442478051 | 0.013816336075237235261245254887590833724
f(z) = 205/288*z^3 - 241/72*z + 1
*
-2 | 0.094839307784217141240498617568557567152 | 0.013769667352433131493222097275890500945
f(z) = 209/288*z^3 - 245/72*z + 1
*
-2 | 0.094777483106590539551553238216521292247 | 0.013744466974610780161355121690651882107
f(z) = 211/288*z^3 - 247/72*z + 1
*
-2 | 0.094618706284735481454645680100288709567 | 0.013689549425698791227296993197978430530
f(z) = 215/288*z^3 - 251/72*z + 1
*
-2 | 0.094518760506053765557110728552927631420 | 0.013659404469488594110268957575612007840
f(z) = 217/288*z^3 - 253/72*z + 1
*
3/8 | 0.21098135876088040576280558450653547313 | 0.024005438603897888080870412941919737640
f(z) = 200/297*z^3 - 243/88*z + 1
*
3/4 | 0.26149027695773388624971281651376932951 | 0.029780341935313762127086142271589392009
f(z) = 214/297*z^3 - 241/88*z + 1
*
[ -17/8 ] 
f(z) = 216/289*z^3 - 259/136*z + 1
*
[ 17/11 ] 
f(z) = 209/289*z^3 - 257/187*z + 1
*
[ 7/5 ] 
f(z) = 215/294*z^3 - 241/210*z + 1
*
[ 4/7 ] 
f(z) = 203/288*z^3 - 247/252*z + 1
*
[ 4/7 ] 
f(z) = 217/288*z^3 - 251/252*z + 1
*
[ 33/25 ] 
f(z) = 200/297*z^3 - 256/275*z + 1
*
[ 3/5 ] 
f(z) = 203/297*z^3 - 251/275*z + 1
*
[ 3/5 ] 
f(z) = 206/297*z^3 - 252/275*z + 1
*
[ 3/5 ] 
f(z) = 212/297*z^3 - 254/275*z + 1
*
[ 3/5 ] 
f(z) = 218/297*z^3 - 256/275*z + 1
*
[ 2/3 ] 
f(z) = 207/298*z^3 - 241/298*z + 1
*
[ 7/6 ] 
f(z) = 216/287*z^3 - 253/287*z + 1
*
-2 | 0.094967124570758350093567935739416581344 | 0.013838040882973960879576043542772678283
f(z) = 203/288*z^3 - 239/72*z + 1
*
[ 12/5 ] 
f(z) = 215/288*z^3 - 223/60*z + 1
*
3/4 | 0.25582301952747117745264525428963325865 | 0.029162592175299377317264779751765140963
f(z) = 202/297*z^3 - 239/88*z + 1
*
[ -17/8 ] 
f(z) = 200/289*z^3 - 225/136*z + 1
*
[ 3/8 ] 
f(z) = 208/297*z^3 - 233/132*z + 1
*
[ -2 ] 
f(z) = 217/284*z^3 - 221/142*z + 1
*
[ -2 ] 
f(z) = 219/284*z^3 - 225/142*z + 1
*
[ 7/5 ] 
f(z) = 205/294*z^3 - 227/210*z + 1
*
[ 7/10 ] 
f(z) = 200/287*z^3 - 221/287*z + 1
*
[ 2/3 ] 
f(z) = 207/286*z^3 - 235/286*z + 1
*
[ 2/3 ] 
f(z) = 207/290*z^3 - 237/290*z + 1
*
[ 17/4 ] 
f(z) = 208/289*z^3 - 208/17*z + 1
*
[ 12/5 ] 
f(z) = 205/288*z^3 - 211/60*z + 1
*
-12/7 | 0.23893629048947486154321261785634779941 | 0.028042888208986190461139048804160472553
f(z) = 203/288*z^3 - 209/84*z + 1
*
[ -9/4 ] 
f(z) = 208/297*z^3 - 208/99*z + 1
*
[ 17/40 ] 
f(z) = 200/289*z^3 - 201/136*z + 1
*
[ -2 ] 
f(z) = 207/284*z^3 - 201/142*z + 1
*
[ -2 ] 
f(z) = 209/284*z^3 - 205/142*z + 1
*
[ -2 ] 
f(z) = 211/284*z^3 - 209/142*z + 1
*
[ -2 ] 
f(z) = 211/292*z^3 - 203/146*z + 1
*
[ -2 ] 
f(z) = 213/292*z^3 - 207/146*z + 1
*
[ -2 ] 
f(z) = 215/284*z^3 - 217/142*z + 1
*
[ -2 ] 
f(z) = 215/292*z^3 - 211/146*z + 1
*
[ -2 ] 
f(z) = 217/292*z^3 - 215/146*z + 1
*
[ 17/13 ] 
f(z) = 208/289*z^3 - 220/221*z + 1
*
[ 17/14 ] 
f(z) = 210/289*z^3 - 213/238*z + 1
*
[ 17/15 ] 
f(z) = 210/289*z^3 - 208/255*z + 1
*
[ 17/16 ] 
f(z) = 208/289*z^3 - 205/272*z + 1
*
[ 11/10 ] 
f(z) = 200/297*z^3 - 215/297*z + 1
*
[ 3/4 ] 
f(z) = 208/285*z^3 - 212/285*z + 1
*
[ 3/4 ] 
f(z) = 208/291*z^3 - 214/291*z + 1
*
[ 5/6 ] 
f(z) = 216/295*z^3 - 209/295*z + 1
*
[ -17/4 ] 
f(z) = 208/289*z^3 - 200/17*z + 1
*
[ -33/10 ] 
f(z) = 200/297*z^3 - 199/33*z + 1
*
[ 3 ] 
f(z) = 203/297*z^3 - 181/33*z + 1
*
[ 3 ] 
f(z) = 206/297*z^3 - 184/33*z + 1
*
[ 3 ] 
f(z) = 212/297*z^3 - 190/33*z + 1
*
[ 3 ] 
f(z) = 215/297*z^3 - 193/33*z + 1
*
[ 3 ] 
f(z) = 218/297*z^3 - 196/33*z + 1
*
-39/20 | 0.21849158671389978454098473822295092972 | 0.029329706049457614212999170811814534077
f(z) = 200/297*z^3 - 191/66*z + 1
*
[ 17/8 ] 
f(z) = 208/289*z^3 - 185/68*z + 1
*
[ 2 ] 
f(z) = 217/288*z^3 - 181/72*z + 1
*
[ -2 ] 
f(z) = 201/284*z^3 - 189/142*z + 1
*
[ -2 ] 
f(z) = 201/292*z^3 - 183/146*z + 1
*
[ -2 ] 
f(z) = 203/284*z^3 - 193/142*z + 1
*
[ -2 ] 
f(z) = 203/292*z^3 - 187/146*z + 1
*
[ -2 ] 
f(z) = 205/284*z^3 - 197/142*z + 1
*
[ -2 ] 
f(z) = 205/292*z^3 - 191/146*z + 1
*
[ -2 ] 
f(z) = 207/292*z^3 - 195/146*z + 1
*
[ -2 ] 
f(z) = 209/292*z^3 - 199/146*z + 1
*
[ 17/26 ] 
f(z) = 208/289*z^3 - 185/221*z + 1
*
[ 12/19 ] 
f(z) = 209/288*z^3 - 199/228*z + 1
*
[ 3/4 ] 
f(z) = 206/297*z^3 - 191/264*z + 1
*
[ 3/4 ] 
f(z) = 218/297*z^3 - 197/264*z + 1
*
[ 3 ] 
f(z) = 200/297*z^3 - 178/33*z + 1
*
[ -3 ] 
f(z) = 205/297*z^3 - 161/33*z + 1
*
[ -3 ] 
f(z) = 208/297*z^3 - 164/33*z + 1
*
[ -3 ] 
f(z) = 211/297*z^3 - 167/33*z + 1
*
[ -3 ] 
f(z) = 214/297*z^3 - 170/33*z + 1
*
[ -3 ] 
f(z) = 217/297*z^3 - 173/33*z + 1
*
[ 2 ] 
f(z) = 203/288*z^3 - 167/72*z + 1
*
[ 2 ] 
f(z) = 205/288*z^3 - 169/72*z + 1
*
[ -12/5 ] 
f(z) = 205/288*z^3 - 161/60*z + 1
*
[ 2 ] 
f(z) = 209/288*z^3 - 173/72*z + 1
*
[ 2 ] 
f(z) = 211/288*z^3 - 175/72*z + 1
*
[ 2 ] 
f(z) = 215/288*z^3 - 179/72*z + 1
*
[ -12/5 ] 
f(z) = 215/288*z^3 - 173/60*z + 1
*
[ 9/5 ] 
f(z) = 200/297*z^3 - 172/99*z + 1
*
[ 3/2 ] 
f(z) = 205/297*z^3 - 161/132*z + 1
*
[ 3/2 ] 
f(z) = 211/297*z^3 - 167/132*z + 1
*
[ 3/2 ] 
f(z) = 217/297*z^3 - 173/132*z + 1
*
[ 17/12 ] 
f(z) = 208/289*z^3 - 176/153*z + 1
*
[ -3 ] 
f(z) = 202/297*z^3 - 158/33*z + 1
*
[ 12/5 ] 
f(z) = 200/297*z^3 - 145/44*z + 1
*
[ 3/8 ] 
f(z) = 200/297*z^3 - 155/88*z + 1
*
[ 12/7 ] 
f(z) = 217/288*z^3 - 151/84*z + 1
*
-6/5 | 0.22185524629764769331775955647193431020 | 0.029788219014776311316895685622515759036
f(z) = 205/288*z^3 - 143/120*z + 1
*
-6/5 | 0.21302431124999830854628762597412258104 | 0.028445519295035306722005506260577512009
f(z) = 215/288*z^3 - 149/120*z + 1
*
[ 17/30 ] 
f(z) = 200/289*z^3 - 151/153*z + 1
*
[ 4/3 ] 
f(z) = 207/280*z^3 - 149/140*z + 1
*
[ -17/9 ] 
f(z) = 207/289*z^3 - 157/153*z + 1
*
[ 4/3 ] 
f(z) = 207/296*z^3 - 147/148*z + 1
*
[ 3/5 ] 
f(z) = 205/297*z^3 - 151/165*z + 1
*
[ 17/5 ] 
f(z) = 200/289*z^3 - 124/17*z + 1
*
[ 3/20 ] 
f(z) = 200/297*z^3 - 125/22*z + 1
*
-2 | 0.10907845088070824129775447022664002990 | 0.015865420904491457427137093721142527444
f(z) = 205/296*z^3 - 121/37*z + 1
*
-2 | 0.10774920487702963353792244244608283795 | 0.015672082557973885559049957673756738358
f(z) = 207/280*z^3 - 121/35*z + 1
*
-2 | 0.10905889897122460749908080974634005787 | 0.015843610334497971383631837043092241510
f(z) = 207/296*z^3 - 122/37*z + 1
*
-2 | 0.10766145811400220060056333594887854459 | 0.015640596104424179384461147478555770184
f(z) = 209/280*z^3 - 122/35*z + 1
*
-2 | 0.10903227569789933385035077943431922311 | 0.015820980030929359292874680890319233097
f(z) = 209/296*z^3 - 123/37*z + 1
*
-2 | 0.10755865151357992619338794572709192859 | 0.015607151798472673114197578573358037090
f(z) = 211/280*z^3 - 123/35*z + 1
*
-2 | 0.10899807040496237356115519625090760406 | 0.015797455739909318685937703983541133054
f(z) = 211/296*z^3 - 124/37*z + 1
*
-2 | 0.10743847213239682024851115386441170160 | 0.015571417933998108038923683180821642591
f(z) = 213/280*z^3 - 124/35*z + 1
*
-2 | 0.10895568510776326902847304372666165650 | 0.015772950938096633233384045611752522405
f(z) = 213/296*z^3 - 125/37*z + 1
*
-2 | 0.10890441399253746381633124896751619836 | 0.015747363931114200574042741541512178019
f(z) = 215/296*z^3 - 126/37*z + 1
*
-2 | 0.10884341596082857198945315030298095278 | 0.015720573965864712311161588864076093665
f(z) = 217/296*z^3 - 127/37*z + 1
*
-2 | 0.10693663861983396639985703383899172576 | 0.015445172519108131227522353902168917258
f(z) = 219/280*z^3 - 127/35*z + 1
*
-2 | 0.10877167708415047361647328022448618046 | 0.015692435911847959158511670557571367795
f(z) = 219/296*z^3 - 128/37*z + 1
*
[ -17/8 ] 
f(z) = 208/289*z^3 - 121/68*z + 1
*
[ 12/7 ] 
f(z) = 203/288*z^3 - 139/84*z + 1
*
[ 17/36 ] 
f(z) = 216/289*z^3 - 131/102*z + 1
*
[ 33/26 ] 
f(z) = 208/297*z^3 - 131/143*z + 1
*
[ 3/4 ] 
f(z) = 205/297*z^3 - 127/176*z + 1
*
[ 3/4 ] 
f(z) = 211/297*z^3 - 129/176*z + 1
*
[ 6/7 ] 
f(z) = 217/288*z^3 - 121/168*z + 1
*
[ 3/4 ] 
f(z) = 217/297*z^3 - 131/176*z + 1
*
[ 4/5 ] 
f(z) = 205/288*z^3 - 127/180*z + 1
*
[ 4/5 ] 
f(z) = 215/288*z^3 - 131/180*z + 1
*
[ -17/5 ] 
f(z) = 200/289*z^3 - 114/17*z + 1
*
-2 | 0.10793833119070289831504714232796247981 | 0.015757130390408377917436238603073693460
f(z) = 201/280*z^3 - 118/35*z + 1
*
-2 | 0.10909803653206563666842933493009312884 | 0.015906831236365808320273733966452837817
f(z) = 201/296*z^3 - 119/37*z + 1
*
-2 | 0.10909137033648923636847927674362098573 | 0.015886475929995588453454459647080816625
f(z) = 203/296*z^3 - 120/37*z + 1
*
[ 17/9 ] 
f(z) = 216/289*z^3 - 112/51*z + 1
*
[ -21/10 ] 
f(z) = 200/297*z^3 - 115/77*z + 1
*
[ -2 ] 
f(z) = 209/288*z^3 - 101/72*z + 1
*
[ -2 ] 
f(z) = 211/288*z^3 - 103/72*z + 1
*
[ -2 ] 
f(z) = 215/288*z^3 - 107/72*z + 1
*
[ -2 ] 
f(z) = 217/288*z^3 - 109/72*z + 1
*
[ 3/7 ] 
f(z) = 217/297*z^3 - 113/77*z + 1
*
[ 6/5 ] 
f(z) = 205/288*z^3 - 103/120*z + 1
*
[ 12/11 ] 
f(z) = 209/288*z^3 - 103/132*z + 1
*
[ 6/5 ] 
f(z) = 215/288*z^3 - 109/120*z + 1
*
[ 17/24 ] 
f(z) = 216/289*z^3 - 107/136*z + 1
*
[ 17/15 ] 
f(z) = 200/289*z^3 - 118/153*z + 1
*
[ 21/20 ] 
f(z) = 200/297*z^3 - 107/154*z + 1
*
[ 6/7 ] 
f(z) = 203/297*z^3 - 103/154*z + 1
*
[ 2/3 ] 
f(z) = 207/284*z^3 - 117/142*z + 1
*
[ 2/3 ] 
f(z) = 207/292*z^3 - 119/146*z + 1
*
[ 6/7 ] 
f(z) = 203/288*z^3 - 115/168*z + 1
*
[ 17/6 ] 
f(z) = 216/289*z^3 - 91/17*z + 1
*
[ 2 ] 
f(z) = 201/280*z^3 - 83/35*z + 1
*
[ 2 ] 
f(z) = 201/296*z^3 - 82/37*z + 1
*
[ 2 ] 
f(z) = 203/296*z^3 - 83/37*z + 1
*
[ 2 ] 
f(z) = 205/296*z^3 - 84/37*z + 1
*
[ 2 ] 
f(z) = 207/280*z^3 - 86/35*z + 1
*
[ 2 ] 
f(z) = 207/296*z^3 - 85/37*z + 1
*
[ 2 ] 
f(z) = 209/280*z^3 - 87/35*z + 1
*
[ 2 ] 
f(z) = 209/296*z^3 - 86/37*z + 1
*
[ 2 ] 
f(z) = 211/280*z^3 - 88/35*z + 1
*
[ 2 ] 
f(z) = 211/296*z^3 - 87/37*z + 1
*
[ 2 ] 
f(z) = 213/280*z^3 - 89/35*z + 1
*
[ 2 ] 
f(z) = 213/296*z^3 - 88/37*z + 1
*
[ 2 ] 
f(z) = 215/296*z^3 - 89/37*z + 1
*
[ 2 ] 
f(z) = 217/296*z^3 - 90/37*z + 1
*
[ 2 ] 
f(z) = 219/280*z^3 - 92/35*z + 1
*
[ 2 ] 
f(z) = 219/296*z^3 - 91/37*z + 1
*
[ 33/20 ] 
f(z) = 200/297*z^3 - 95/66*z + 1
*
[ -2 ] 
f(z) = 203/288*z^3 - 95/72*z + 1
*
[ -2 ] 
f(z) = 205/288*z^3 - 97/72*z + 1
*
[ 3/2 ] 
f(z) = 214/297*z^3 - 85/66*z + 1
*
[ 2/3 ] 
f(z) = 201/280*z^3 - 86/105*z + 1
*
[ 2/3 ] 
f(z) = 201/296*z^3 - 89/111*z + 1
*
[ 6/5 ] 
f(z) = 205/297*z^3 - 91/110*z + 1
*
[ 2/3 ] 
f(z) = 213/280*z^3 - 88/105*z + 1
*
[ 2/3 ] 
f(z) = 213/296*z^3 - 91/111*z + 1
*
[ 2/3 ] 
f(z) = 219/280*z^3 - 89/105*z + 1
*
[ 2/3 ] 
f(z) = 219/296*z^3 - 92/111*z + 1
*
[ 3/4 ] 
f(z) = 212/297*z^3 - 97/132*z + 1
*
[ 33/10 ] 
f(z) = 200/297*z^3 - 73/11*z + 1
*
[ 3 ] 
f(z) = 205/297*z^3 - 61/11*z + 1
*
[ 3 ] 
f(z) = 208/297*z^3 - 62/11*z + 1
*
[ 3 ] 
f(z) = 211/297*z^3 - 63/11*z + 1
*
[ 3 ] 
f(z) = 214/297*z^3 - 64/11*z + 1
*
[ -17/6 ] 
f(z) = 216/289*z^3 - 79/17*z + 1
*
[ 3 ] 
f(z) = 217/297*z^3 - 65/11*z + 1
*
[ 3/10 ] 
f(z) = 200/297*z^3 - 79/33*z + 1
*
[ 3/2 ] 
f(z) = 202/297*z^3 - 79/66*z + 1
*
[ 9/10 ] 
f(z) = 200/297*z^3 - 65/99*z + 1
*
[ 3/4 ] 
f(z) = 202/297*z^3 - 63/88*z + 1
*
[ 3/4 ] 
f(z) = 214/297*z^3 - 65/88*z + 1
*
[ -3 ] 
f(z) = 200/297*z^3 - 52/11*z + 1
*
[ 3 ] 
f(z) = 202/297*z^3 - 60/11*z + 1
*
[ -3 ] 
f(z) = 203/297*z^3 - 53/11*z + 1
*
[ -3 ] 
f(z) = 206/297*z^3 - 54/11*z + 1
*
[ -3 ] 
f(z) = 212/297*z^3 - 56/11*z + 1
*
[ -3 ] 
f(z) = 215/297*z^3 - 57/11*z + 1
*
[ -3 ] 
f(z) = 218/297*z^3 - 58/11*z + 1
*
[ -2 ] 
f(z) = 201/280*z^3 - 48/35*z + 1
*
[ -2 ] 
f(z) = 201/296*z^3 - 45/37*z + 1
*
[ -2 ] 
f(z) = 203/296*z^3 - 46/37*z + 1
*
[ -2 ] 
f(z) = 205/296*z^3 - 47/37*z + 1
*
[ -2 ] 
f(z) = 207/280*z^3 - 51/35*z + 1
*
[ -2 ] 
f(z) = 207/296*z^3 - 48/37*z + 1
*
[ 3/2 ] 
f(z) = 208/297*z^3 - 41/33*z + 1
*
[ -2 ] 
f(z) = 209/280*z^3 - 52/35*z + 1
*
[ -2 ] 
f(z) = 209/296*z^3 - 49/37*z + 1
*
[ -2 ] 
f(z) = 211/280*z^3 - 53/35*z + 1
*
[ -2 ] 
f(z) = 211/296*z^3 - 50/37*z + 1
*
[ -2 ] 
f(z) = 213/280*z^3 - 54/35*z + 1
*
[ -2 ] 
f(z) = 213/296*z^3 - 51/37*z + 1
*
[ -2 ] 
f(z) = 215/296*z^3 - 52/37*z + 1
*
[ 17/12 ] 
f(z) = 216/289*z^3 - 41/34*z + 1
*
[ -2 ] 
f(z) = 217/296*z^3 - 53/37*z + 1
*
[ -2 ] 
f(z) = 219/280*z^3 - 57/35*z + 1
*
[ -2 ] 
f(z) = 219/296*z^3 - 54/37*z + 1
*
[ 3/2 ] 
f(z) = 203/297*z^3 - 53/44*z + 1
*
[ 3/2 ] 
f(z) = 215/297*z^3 - 57/44*z + 1
*
[ 3/5 ] 
f(z) = 215/297*z^3 - 51/55*z + 1
*
[ -17/9 ] 
f(z) = 216/289*z^3 - 58/51*z + 1
*
[ 6/5 ] 
f(z) = 200/297*z^3 - 53/66*z + 1
*
[ 3/4 ] 
f(z) = 200/297*z^3 - 47/66*z + 1
*
[ 33/40 ] 
f(z) = 200/297*z^3 - 59/88*z + 1
*
[ 17/10 ] 
f(z) = 200/289*z^3 - 27/17*z + 1
*
[ 17/20 ] 
f(z) = 200/289*z^3 - 23/34*z + 1
*
[ 3/2 ] 
f(z) = 206/297*z^3 - 27/22*z + 1
*
[ 2/3 ] 
f(z) = 207/280*z^3 - 29/35*z + 1
*
[ 2/3 ] 
f(z) = 207/296*z^3 - 30/37*z + 1
*
[ 3/2 ] 
f(z) = 218/297*z^3 - 29/22*z + 1
*
[ 17/18 ] 
f(z) = 216/289*z^3 - 37/51*z + 1
*
[ -17/10 ]
f(z) = 200/289*z^3 - 7/17*z + 1
*
[ 3/2 ] 
f(z) = 200/297*z^3 - 13/11*z + 1
*
[ 3/5 ] 
f(z) = 200/297*z^3 - 10/11*z + 1
*
[ 3/4 ] 
f(z) = 208/297*z^3 - 8/11*z + 1
*
[ 3/2 ] 
f(z) = 212/297*z^3 - 14/11*z + 1
*
[ -17/20 ]
f(z) = 200/289*z^3 + 57/34*z + 1
*
[ 1/17 ] 
f(z) = 221*z^3 - 285/17*z + 1
*
[ 2/7 ] 
f(z) = 224*z^3 - 291/14*z + 1
*
[ -7/15 ] 
f(z) = 225/2*z^3 - 299/14*z + 1
*
[ 4/5 ] 
f(z) = 225/2*z^3 - 289/4*z + 1
*
[ 8/5 ] 
f(z) = 225/16*z^3 - 285/8*z + 1
*
[ 17/15 ] 
f(z) = 225/17*z^3 - 287/17*z + 1
*
[ 2/7 ] 
f(z) = 231*z^3 - 299/14*z + 1
*
[ -2/3 ] 
f(z) = 231/2*z^3 - 293/6*z + 1
*
[ -4/3 ] 
f(z) = 231/16*z^3 - 287/12*z + 1
*
[ 1/4 ] 
f(z) = 233*z^3 - 281/16*z + 1
*
[ 1/4 ] 
f(z) = 235*z^3 - 283/16*z + 1
*
[ 1/4 ] 
f(z) = 237*z^3 - 285/16*z + 1
*
[ -4/3 ] 
f(z) = 237/16*z^3 - 295/12*z + 1
*
[ 1/17 ] 
f(z) = 238*z^3 - 286/17*z + 1
*
[ 1/4 ] 
f(z) = 239*z^3 - 287/16*z + 1
*
[ 3/13 ] 
f(z) = 221/3*z^3 - 283/39*z + 1
*
[ 1/3 ] 
f(z) = 221/4*z^3 - 293/36*z + 1
*
[ 2/17 ] 
f(z) = 221/4*z^3 - 281/34*z + 1
*
[ 1/9 ] 
f(z) = 222*z^3 - 290/27*z + 1
*
1/3 | 0.12278539137533440211064342058003408748 | 0.017066713339287328589663900501241443238
f(z) = 222/5*z^3 - 283/30*z + 1
*
[ 1/3 ] 
f(z) = 223/4*z^3 - 295/36*z + 1
*
[ 3/14 ] 
f(z) = 224*z^3 - 293/21*z + 1
*
[ 3/16 ] 
f(z) = 224*z^3 - 293/24*z + 1
*
[ 1/10 ] 
f(z) = 224*z^3 - 281/25*z + 1
*
[ 1/14 ] 
f(z) = 224/3*z^3 - 281/21*z + 1
*
1/14 | 0.21203052055696579179139815684046093012 | 0.028818063330692761388777561850007262209
f(z) = 224/5*z^3 - 288/35*z + 1
*
[ -3/4 ] 
f(z) = 224/13*z^3 - 287/39*z + 1
*
[ 3/10 ] 
f(z) = 225/2*z^3 - 299/24*z + 1
*
[ -4/9 ] 
f(z) = 225/4*z^3 - 283/36*z + 1
*
[ 1/10 ] 
f(z) = 225/8*z^3 - 297/32*z + 1
*
[ 2/25 ] 
f(z) = 225/8*z^3 - 292/25*z + 1
*
[ 4/5 ] 
f(z) = 225/14*z^3 - 295/28*z + 1
*
[ -14/15 ] 
f(z) = 225/16*z^3 - 285/28*z + 1
*
[ -3/4 ] 
f(z) = 226/9*z^3 - 283/24*z + 1
*
[ 1/3 ] 
f(z) = 227/3*z^3 - 281/27*z + 1
*
[ 1/3 ] 
f(z) = 227/4*z^3 - 299/36*z + 1
*
[ 1/9 ] 
f(z) = 228*z^3 - 292/27*z + 1
*
[ 1/10 ] 
f(z) = 228*z^3 - 282/25*z + 1
*
1/3 | 0.10142131240562670760815446396332270335 | 0.014045123430090191989928392402348303142
f(z) = 228/5*z^3 - 287/30*z + 1
*
[ 1/3 ] 
f(z) = 229/3*z^3 - 283/27*z + 1
*
[ 1/10 ] 
f(z) = 230/3*z^3 - 293/30*z + 1
*
3/10 | 0.11161067695335795333341187507698961011 | 0.014418746396719348887490948445634087071
f(z) = 230/3*z^3 - 287/30*z + 1
*
[ 1/3 ] 
f(z) = 230/3*z^3 - 284/27*z + 1
*
[ -3/4 ] 
f(z) = 230/9*z^3 - 289/24*z + 1
*
[ 1/9 ] 
f(z) = 231*z^3 - 293/27*z + 1
*
[ 4/7 ] 
f(z) = 231/8*z^3 - 285/28*z + 1
*
[ 1/10 ] 
f(z) = 232*z^3 - 283/25*z + 1
*
[ 1/3 ] 
f(z) = 232/3*z^3 - 286/27*z + 1
*
[ 1/3 ] 
f(z) = 233/3*z^3 - 287/27*z + 1
*
[ 2/13 ] 
f(z) = 234*z^3 - 287/26*z + 1
*
[ 1/3 ] 
f(z) = 235/3*z^3 - 289/27*z + 1
*
[ 1/10 ] 
f(z) = 236*z^3 - 284/25*z + 1
*
[ 1/3 ] 
f(z) = 236/3*z^3 - 290/27*z + 1
*
[ 1/9 ] 
f(z) = 237*z^3 - 295/27*z + 1
*
[ 1/3 ] 
f(z) = 238/3*z^3 - 292/27*z + 1
*
[ 1/3 ] 
f(z) = 239/3*z^3 - 293/27*z + 1
*
1/6 | 0.19645510190932090614086848168571139466 | 0.027306529472042636827405823180504026895
f(z) = 222/7*z^3 - 289/42*z + 1
*
-5/14 | 0.20334839031645868448556722765317701118 | 0.025258462606446345765598655143316735417
f(z) = 224/3*z^3 - 295/42*z + 1
*
[ 1/6 ] 
f(z) = 224/5*z^3 - 281/45*z + 1
*
3/28 | 0.23488057713134438158637642205549301626 | 0.029175162218987154549676691897440871888
f(z) = 224/9*z^3 - 299/42*z + 1
*
[ 1/6 ] 
f(z) = 225/13*z^3 - 285/52*z + 1
*
[ 1/2 ] 
f(z) = 225/14*z^3 - 281/56*z + 1
*
[ 3/5 ] 
f(z) = 225/19*z^3 - 281/57*z + 1
*
[ 1/4 ] 
f(z) = 226/7*z^3 - 281/56*z + 1
*
[ 1/2 ] 
f(z) = 227/14*z^3 - 283/56*z + 1
*
[ 1/2 ] 
f(z) = 229/13*z^3 - 281/52*z + 1
*
[ 1/2 ] 
f(z) = 229/14*z^3 - 285/56*z + 1
*
[ 1/4 ] 
f(z) = 230/7*z^3 - 283/56*z + 1
*
[ 1/2 ] 
f(z) = 231/13*z^3 - 283/52*z + 1
*
[ 1/6 ] 
f(z) = 232/5*z^3 - 283/45*z + 1
*
[ 1/2 ] 
f(z) = 233/12*z^3 - 281/48*z + 1
*
[ 1/2 ] 
f(z) = 233/13*z^3 - 285/52*z + 1
*
[ 1/2 ] 
f(z) = 233/14*z^3 - 289/56*z + 1
*
[ 1/4 ] 
f(z) = 234/7*z^3 - 285/56*z + 1
*
[ 1/2 ] 
f(z) = 235/12*z^3 - 283/48*z + 1
*
[ 1/2 ] 
f(z) = 235/13*z^3 - 287/52*z + 1
*
[ 1/2 ] 
f(z) = 235/14*z^3 - 291/56*z + 1
*
[ 1/6 ] 
f(z) = 236/5*z^3 - 284/45*z + 1
*
[ 1/2 ] 
f(z) = 237/11*z^3 - 281/44*z + 1
*
[ 1/2 ] 
f(z) = 237/13*z^3 - 289/52*z + 1
*
[ 1/2 ] 
f(z) = 237/14*z^3 - 293/56*z + 1
*
[ 1/2 ] 
f(z) = 239/11*z^3 - 283/44*z + 1
*
[ 1/2 ] 
f(z) = 239/12*z^3 - 287/48*z + 1
*
[ 1/2 ] 
f(z) = 239/13*z^3 - 291/52*z + 1
*
[ 1/2 ] 
f(z) = 239/14*z^3 - 295/56*z + 1
*
[ 1/4 ] 
f(z) = 220/19*z^3 - 283/76*z + 1
*
[ 1/2 ] 
f(z) = 221/15*z^3 - 281/60*z + 1
*
[ 1/2 ] 
f(z) = 221/16*z^3 - 285/64*z + 1
*
[ 6/13 ] 
f(z) = 221/18*z^3 - 295/78*z + 1
*
[ 1/2 ] 
f(z) = 221/18*z^3 - 293/72*z + 1
*
[ 1/2 ] 
f(z) = 221/19*z^3 - 297/76*z + 1
*
[ 1/2 ] 
f(z) = 223/15*z^3 - 283/60*z + 1
*
[ 1/2 ] 
f(z) = 223/16*z^3 - 287/64*z + 1
*
[ 1/2 ] 
f(z) = 223/17*z^3 - 291/68*z + 1
*
[ 1/2 ] 
f(z) = 223/18*z^3 - 295/72*z + 1
*
[ 1/2 ] 
f(z) = 223/19*z^3 - 299/76*z + 1
*
[ 9/28 ] 
f(z) = 224/9*z^3 - 295/63*z + 1
*
[ 3/8 ] 
f(z) = 224/11*z^3 - 299/66*z + 1
*
3/8 | 0.19041983657250004968422113146695760789 | 0.023652571402739186525206196118353782654
f(z) = 224/15*z^3 - 297/70*z + 1
*
2/5 | 0.17898376165221541505973669646559747669 | 0.023509276450591584716142355196948132762
f(z) = 225/14*z^3 - 281/63*z + 1
*
[ 1/2 ] 
f(z) = 225/16*z^3 - 289/64*z + 1
*
[ 1/2 ] 
f(z) = 225/17*z^3 - 293/68*z + 1
*
[ 1/2 ] 
f(z) = 227/15*z^3 - 287/60*z + 1
*
[ 1/2 ] 
f(z) = 227/16*z^3 - 291/64*z + 1
*
[ 1/2 ] 
f(z) = 227/17*z^3 - 295/68*z + 1
*
[ 1/2 ] 
f(z) = 227/18*z^3 - 299/72*z + 1
*
[ 1/2 ] 
f(z) = 229/15*z^3 - 289/60*z + 1
*
[ 1/2 ] 
f(z) = 229/16*z^3 - 293/64*z + 1
*
[ 1/2 ] 
f(z) = 229/17*z^3 - 297/68*z + 1
*
[ 1/2 ] 
f(z) = 231/16*z^3 - 295/64*z + 1
*
[ 1/2 ] 
f(z) = 231/17*z^3 - 299/68*z + 1
*
[ 1/2 ] 
f(z) = 233/15*z^3 - 293/60*z + 1
*
[ 1/2 ] 
f(z) = 233/16*z^3 - 297/64*z + 1
*
[ 3/10 ] 
f(z) = 235/9*z^3 - 281/60*z + 1
*
[ 1/5 ] 
f(z) = 235/12*z^3 - 287/60*z + 1
*
[ 2/5 ] 
f(z) = 235/14*z^3 - 293/70*z + 1
*
[ 1/2 ] 
f(z) = 235/16*z^3 - 299/64*z + 1
*
1/4 | 0.17206568939195056013733458000714903263 | 0.025118616098244836941339600732621577548
f(z) = 236/15*z^3 - 299/60*z + 1
*
[ 1/4 ] 
f(z) = 236/19*z^3 - 287/76*z + 1
*
[ 1/2 ] 
f(z) = 239/15*z^3 - 299/60*z + 1
*
[ 1/4 ] 
f(z) = 221*z^3 - 269/16*z + 1
*
[ 1/4 ] 
f(z) = 223*z^3 - 271/16*z + 1
*
0 | 0.13914687150198884329500167905680290869 | 0.025006085217852188638034850221535675622
f(z) = 223/19*z^3 - 261/19*z + 1
*
1/14 | 0.17704341999993218987378154302055895907 | 0.021991049925826329833854331740570338547
f(z) = 224*z^3 - 275/14*z + 1
*
0 | 0.13923072510148166252100025716398938350 | 0.025003971109804593708820032372527613700
f(z) = 224/19*z^3 - 262/19*z + 1
*
[ 1/4 ] 
f(z) = 225*z^3 - 273/16*z + 1
*
[ 3/10 ] 
f(z) = 225*z^3 - 271/12*z + 1
*
[ 2/9 ] 
f(z) = 225*z^3 - 263/18*z + 1
*
[ -4/5 ] 
f(z) = 225/2*z^3 - 279/4*z + 1
*
14/45 | 0.18733192212467043088769189864309139336 | 0.024605796104604661355919943504617158669
f(z) = 225/2*z^3 - 277/18*z + 1
*
[ 8/15 ] 
f(z) = 225/2*z^3 - 263/8*z + 1
*
[ -8/5 ] 
f(z) = 225/16*z^3 - 275/8*z + 1
*
[ 1/15 ] 
f(z) = 225/19*z^3 - 267/19*z + 1
*
0 | 0.13931420068514022295157683343848549891 | 0.025001857429036660016973091637062569346
f(z) = 225/19*z^3 - 263/19*z + 1
*
0 | 0.13939730164616809289567405179396955652 | 0.024999744270892105777575627574845966754
f(z) = 226/19*z^3 - 264/19*z + 1
*
[ 1/4 ] 
f(z) = 227*z^3 - 275/16*z + 1
*
[ 1/3 ] 
f(z) = 227/2*z^3 - 263/18*z + 1
*
0 | 0.13950308589478577437550474079162683874 | 0.025070100508788702543424557882999538800
f(z) = 227/17*z^3 - 261/17*z + 1
*
0 | 0.11309304277760949816571590146442627031 | 0.020296108493147550798114812727655891718
f(z) = 227/18*z^3 - 263/18*z + 1
*
0 | 0.13948003133228140169843837379697479701 | 0.024997631728096831663736498914269817972
f(z) = 227/19*z^3 - 265/19*z + 1
*
0 | 0.13958534473230058036512427638426715761 | 0.025067656039962810868998670100636781903
f(z) = 228/17*z^3 - 262/17*z + 1
*
[ 1/4 ] 
f(z) = 229*z^3 - 277/16*z + 1
*
[ 1/3 ] 
f(z) = 229/2*z^3 - 265/18*z + 1
*
0 | 0.11400653036593330811548729301879791030 | 0.020488114342415768345011444194109912380
f(z) = 229/16*z^3 - 261/16*z + 1
*
0 | 0.13966723977125032639788682199968814424 | 0.025065215168982719118684344996554308486
f(z) = 229/17*z^3 - 263/17*z + 1
*
0 | 0.11325729897402506751040116845693008896 | 0.020297989778386221271577972635135347636
f(z) = 229/18*z^3 - 265/18*z + 1
*
0 | 0.13964439004803066249221865960741013314 | 0.024993408846781821958310984958468965851
f(z) = 229/19*z^3 - 267/19*z + 1
*
0 | 0.13974877421554229775326199508401877130 | 0.025062777946930482990131317442810568818
f(z) = 230/17*z^3 - 264/17*z + 1
*
0 | 0.13972602555285790856459175133336942410 | 0.024991298681237661678257008337474320888
f(z) = 230/19*z^3 - 268/19*z + 1
*
[ 1/4 ] 
f(z) = 231*z^3 - 279/16*z + 1
*
0 | 0.11416914149653176410898946431532080438 | 0.020489229270625716519245005573377489732
f(z) = 231/16*z^3 - 263/16*z + 1
*
0 | 0.13982995122694236731177728169767087902 | 0.025060344423079176433588694048983620410
f(z) = 231/17*z^3 - 265/17*z + 1
*
0 | 0.13980730273468439911201916195540141066 | 0.024989189477122610233571913282526242297
f(z) = 231/19*z^3 - 269/19*z + 1
*
[ 3/4 ] 
f(z) = 232/3*z^3 - 263/6*z + 1
*
0 | 0.11958964200551836000980666789092366357 | 0.021476695977546365233625429149523542431
f(z) = 232/15*z^3 - 262/15*z + 1
*
0 | 0.13991077392581087081547138663450079853 | 0.025057914644943850857083193056600151718
f(z) = 232/17*z^3 - 266/17*z + 1
*
0 | 0.13988822472557985687058573731340930902 | 0.024987081315072497363985468234323432369
f(z) = 232/19*z^3 - 270/19*z + 1
*
[ 1/3 ] 
f(z) = 233/2*z^3 - 269/18*z + 1
*
0 | 0.12718943545621699191765852514567852893 | 0.022857214305268899607971235351549181002
f(z) = 233/14*z^3 - 261/14*z + 1
*
0 | 0.11967001542044739725071368061930828442 | 0.021476437070724115269021562291534976243
f(z) = 233/15*z^3 - 263/15*z + 1
*
0 | 0.11433033708560599376262860235405874241 | 0.020490299826550832147116669544819683647
f(z) = 233/16*z^3 - 265/16*z + 1
*
0 | 0.13999124539182248858155690950416383504 | 0.025055488658330989397201981993149251712
f(z) = 233/17*z^3 - 267/17*z + 1
*
0 | 0.11358150387710002982410408509373114985 | 0.020301584151635598173621987345756752425
f(z) = 233/18*z^3 - 269/18*z + 1
*
0 | 0.13996879461672384152937619970597501604 | 0.024984974273491853064995910624957187083
f(z) = 233/19*z^3 - 271/19*z + 1
*
[ 2/9 ] 
f(z) = 234*z^3 - 271/18*z + 1
*
0 | 0.14007136866467054901546571560862576677 | 0.025053066507386504890975260918944400776
f(z) = 234/17*z^3 - 268/17*z + 1
*
0 | 0.14004901545911449902044557444248307266 | 0.024982868428612055988290500044865089272
f(z) = 234/19*z^3 - 272/19*z + 1
*
[ 1/3 ] 
f(z) = 235/2*z^3 - 271/18*z + 1
*
0 | 0.14019553506922112967727918354024348265 | 0.025194540554605430791619218780051956437
f(z) = 235/13*z^3 - 261/13*z + 1
*
0 | 0.12734904674079836010220648276593258835 | 0.022854545298889833725414208897380760360
f(z) = 235/14*z^3 - 263/14*z + 1
*
0 | 0.11449014156666152832960099354471326659 | 0.020491327407547767703367113435049343083
f(z) = 235/16*z^3 - 267/16*z + 1
*
0 | 0.14015114674475615673878593835549981361 | 0.025050648234642328453708487795163625686
f(z) = 235/17*z^3 - 269/17*z + 1
*
0 | 0.11374150228528890981524704390979554458 | 0.020303300576446552060673663299230606096
f(z) = 235/18*z^3 - 271/18*z + 1
*
0 | 0.14012889026426201993827930261669010157 | 0.024980763854547838855252746712551560843
f(z) = 235/19*z^3 - 273/19*z + 1
*
0 | 0.14027478021144874028185435548562820932 | 0.025191469406517715267128299672654142646
f(z) = 236/13*z^3 - 262/13*z + 1
*
0 | 0.11990802991310560767017621765712211887 | 0.021475438198913962191326721404005919284
f(z) = 236/15*z^3 - 266/15*z + 1
*
0 | 0.14023058259386253604715412566411495860 | 0.025048233881061633904573009043522031681
f(z) = 236/17*z^3 - 270/17*z + 1
*
0 | 0.14020842200486720128894830366374500769 | 0.024978660623352202332103536721263493363
f(z) = 236/19*z^3 - 274/19*z + 1
*
0 | 0.14035368767831116407361926691511454020 | 0.025188407726671680435972233572449703913
f(z) = 237/13*z^3 - 263/13*z + 1
*
0 | 0.12750729402980089378745432478903972816 | 0.022851875987967547546377645621009401077
f(z) = 237/14*z^3 - 265/14*z + 1
*
0 | 0.11464857874596499856790110457956248942 | 0.020492313359357643283947873213816531115
f(z) = 237/16*z^3 - 269/16*z + 1
*
0 | 0.14030967913581496872639240061904496321 | 0.025045823486082741683443637586225660627
f(z) = 237/17*z^3 - 271/17*z + 1
*
0 | 0.14028761361548549396269451632854900964 | 0.024976558805069787030120845459128607142
f(z) = 237/19*z^3 - 275/19*z + 1
*
0 | 0.14043226033546568533387740562812119223 | 0.025185355486158328503935448162634463207
f(z) = 238/13*z^3 - 264/13*z + 1
*
0 | 0.12006569795673960591234114913160715911 | 0.021474866311666679473654247058267100709
f(z) = 238/15*z^3 - 268/15*z + 1
*
0 | 0.14036646799317690691964692706852199036 | 0.024974458467788751577524201900319856426
f(z) = 238/19*z^3 - 276/19*z + 1
*
[ 1/3 ] 
f(z) = 239/2*z^3 - 275/18*z + 1
*
0 | 0.14053225881319461867899813746669998302 | 0.025255053180910183595087588780182913554
f(z) = 239/11*z^3 - 261/11*z + 1
*
0 | 0.094506932959411032614040721850709436646 | 0.016960574387150402399706934663358951946
f(z) = 239/12*z^3 - 263/12*z + 1
*
0 | 0.14051050101224369634650335287666061348 | 0.025182312655686396130819720315169530139
f(z) = 239/13*z^3 - 265/13*z + 1
*
0 | 0.12766420043938695152928684614856631476 | 0.022849206871694874766494513849908399176
f(z) = 239/14*z^3 - 267/14*z + 1
*
0 | 0.12014506501514663222831967538170224145 | 0.021474756580507829610707034324844350865
f(z) = 239/15*z^3 - 269/15*z + 1
*
0 | 0.11480567182383253900313848654040637388 | 0.020493258978360012834207775555299953277
f(z) = 239/16*z^3 - 271/16*z + 1
*
0 | 0.14046686580763112720470569287233841221 | 0.025041014722313894408089023885491822634
f(z) = 239/17*z^3 - 273/17*z + 1
*
0 | 0.11405741050661310308284471145249902982 | 0.020306579798845115714454906808842188955
f(z) = 239/18*z^3 - 275/18*z + 1
*
0 | 0.14044498799814212806139905937505794545 | 0.024972359677691203058140224305875376059
f(z) = 239/19*z^3 - 277/19*z + 1
*
[ 1/3 ] 
f(z) = 220/3*z^3 - 274/27*z + 1
*
[ 3/11 ] 
f(z) = 220/3*z^3 - 268/33*z + 1
*
[ 2/13 ] 
f(z) = 221*z^3 - 279/26*z + 1
*
[ 1/3 ] 
f(z) = 221/3*z^3 - 275/27*z + 1
*
[ 6/13 ] 
f(z) = 221/8*z^3 - 275/39*z + 1
*
[ 1/3 ] 
f(z) = 223/3*z^3 - 277/27*z + 1
*
[ 1/3 ] 
f(z) = 224/3*z^3 - 278/27*z + 1
*
1/16 | 0.17997589751841763853359324193664444401 | 0.024025336143945829857978242108891149689
f(z) = 224/3*z^3 - 271/24*z + 1
*
[ 1/8 ] 
f(z) = 224/19*z^3 - 273/38*z + 1
*
[ 1/10 ] 
f(z) = 225/7*z^3 - 261/28*z + 1
*
[ 3/5 ] 
f(z) = 225/11*z^3 - 265/33*z + 1
*
[ 3/5 ] 
f(z) = 225/13*z^3 - 269/39*z + 1
*
[ 1/3 ] 
f(z) = 226/3*z^3 - 280/27*z + 1
*
[ 1/2 ] 
f(z) = 227/9*z^3 - 263/36*z + 1
*
[ 1/2 ] 
f(z) = 229/8*z^3 - 261/32*z + 1
*
[ 1/2 ] 
f(z) = 229/9*z^3 - 265/36*z + 1
*
[ 3/10 ] 
f(z) = 230/3*z^3 - 277/30*z + 1
*
[ -2/5 ] 
f(z) = 230/3*z^3 - 263/30*z + 1
*
[ 2/11 ] 
f(z) = 231*z^3 - 267/22*z + 1
*
[ 1/2 ] 
f(z) = 231/8*z^3 - 263/32*z + 1
*
-2/3 | 0.18904184779549214881876698877340455126 | 0.028900929642411775900049405829898077021
f(z) = 231/10*z^3 - 263/30*z + 1
*
[ 3/4 ] 
f(z) = 232/15*z^3 - 271/30*z + 1
*
[ 1/2 ] 
f(z) = 233/7*z^3 - 261/28*z + 1
*
[ 1/2 ] 
f(z) = 233/8*z^3 - 265/32*z + 1
*
[ 1/2 ] 
f(z) = 233/9*z^3 - 269/36*z + 1
*
-1/4 | 0.22966361741655313389197016515737995774 | 0.026601835187384141512349589473427658941
f(z) = 234*z^3 - 263/24*z + 1
*
[ -2/5 ] 
f(z) = 235/3*z^3 - 271/30*z + 1
*
2/5 | 0.20551595099451596785716930063764094385 | 0.029072750023972601096308727220539229568
f(z) = 235/6*z^3 - 263/30*z + 1
*
[ 1/2 ] 
f(z) = 235/7*z^3 - 263/28*z + 1
*
[ 1/2 ] 
f(z) = 235/8*z^3 - 267/32*z + 1
*
[ 1/2 ] 
f(z) = 235/9*z^3 - 271/36*z + 1
*
[ 1/2 ] 
f(z) = 237/7*z^3 - 265/28*z + 1
*
[ 1/2 ] 
f(z) = 237/8*z^3 - 269/32*z + 1
*
-2/3 | 0.17044606032041140559163419280507768580 | 0.025956230060575525107423141738561861715
f(z) = 237/10*z^3 - 271/30*z + 1
*
[ 1/2 ] 
f(z) = 239/6*z^3 - 263/24*z + 1
*
[ 1/2 ] 
f(z) = 239/7*z^3 - 267/28*z + 1
*
[ 1/2 ] 
f(z) = 239/8*z^3 - 271/32*z + 1
*
[ 1/2 ] 
f(z) = 239/9*z^3 - 275/36*z + 1
*
[ 6/17 ] 
f(z) = 221/8*z^3 - 269/51*z + 1
*
[ 3/17 ] 
f(z) = 221/9*z^3 - 277/51*z + 1
*
[ 1/2 ] 
f(z) = 221/10*z^3 - 261/40*z + 1
*
[ 1/2 ] 
f(z) = 221/11*z^3 - 265/44*z + 1
*
[ 1/2 ] 
f(z) = 221/12*z^3 - 269/48*z + 1
*
[ 1/2 ] 
f(z) = 221/14*z^3 - 277/56*z + 1
*
[ 1/4 ] 
f(z) = 222/7*z^3 - 279/56*z + 1
*
[ 1/2 ] 
f(z) = 223/10*z^3 - 263/40*z + 1
*
[ 1/2 ] 
f(z) = 223/11*z^3 - 267/44*z + 1
*
[ 1/2 ] 
f(z) = 223/12*z^3 - 271/48*z + 1
*
[ 1/2 ] 
f(z) = 223/13*z^3 - 275/52*z + 1
*
[ 1/2 ] 
f(z) = 223/14*z^3 - 279/56*z + 1
*
[ 5/16 ] 
f(z) = 224/5*z^3 - 263/40*z + 1
*
[ 1/2 ] 
f(z) = 225/11*z^3 - 269/44*z + 1
*
[ 1/2 ] 
f(z) = 225/13*z^3 - 277/52*z + 1
*
[ 3/5 ] 
f(z) = 225/14*z^3 - 271/42*z + 1
*
[ 3/5 ] 
f(z) = 225/16*z^3 - 275/48*z + 1
*
[ 3/5 ] 
f(z) = 225/17*z^3 - 277/51*z + 1
*
[ 1/2 ] 
f(z) = 227/10*z^3 - 267/40*z + 1
*
[ 1/2 ] 
f(z) = 227/11*z^3 - 271/44*z + 1
*
[ 1/2 ] 
f(z) = 227/12*z^3 - 275/48*z + 1
*
[ 1/2 ] 
f(z) = 227/13*z^3 - 279/52*z + 1
*
[ 1/6 ] 
f(z) = 228/17*z^3 - 274/51*z + 1
*
[ 1/2 ] 
f(z) = 229/10*z^3 - 269/40*z + 1
*
[ 1/2 ] 
f(z) = 229/11*z^3 - 273/44*z + 1
*
[ 1/2 ] 
f(z) = 229/12*z^3 - 277/48*z + 1
*
[ 1/5 ] 
f(z) = 230/11*z^3 - 266/55*z + 1
*
[ 1/2 ] 
f(z) = 231/10*z^3 - 271/40*z + 1
*
[ 1/2 ] 
f(z) = 233/10*z^3 - 273/40*z + 1
*
[ 1/2 ] 
f(z) = 233/11*z^3 - 277/44*z + 1
*
[ 1/2 ] 
f(z) = 235/11*z^3 - 279/44*z + 1
*
[ 1/5 ] 
f(z) = 235/11*z^3 - 267/55*z + 1
*
[ 1/2 ] 
f(z) = 237/10*z^3 - 277/40*z + 1
*
[ 3/17 ] 
f(z) = 238/9*z^3 - 280/51*z + 1
*
[ 1/2 ] 
f(z) = 239/10*z^3 - 279/40*z + 1
*
[ 4/17 ] 
f(z) = 221/16*z^3 - 273/68*z + 1
*
[ 1/4 ] 
f(z) = 228/17*z^3 - 261/68*z + 1
*
[ -3/5 ] 
f(z) = 235/12*z^3 - 263/60*z + 1
*
[ 1/4 ] 
f(z) = 236/17*z^3 - 263/68*z + 1
*
0 | 0.13896426944128922205196777153602213406 | 0.025241762196207996737051159719958254844
f(z) = 220/13*z^3 - 246/13*z + 1
*
0 | 0.13891680933894682009025158742765229413 | 0.025087307834450765538327154698886173955
f(z) = 220/17*z^3 - 254/17*z + 1
*
0 | 0.13889300797663853273990054584228255858 | 0.025012429111457160255658047637513192935
f(z) = 220/19*z^3 - 258/19*z + 1
*
[ 1/3 ] 
f(z) = 221/2*z^3 - 257/18*z + 1
*
0 | 0.12624885255237898654257866132513333862 | 0.023017962940704756268551017546395719767
f(z) = 221/10*z^3 - 241/10*z + 1
*
0 | 0.13907250126585207599015809116322662269 | 0.025317849199457811619334903196446672403
f(z) = 221/11*z^3 - 243/11*z + 1
*
0 | 0.093046279699238369738420969189704370129 | 0.016913636142526212329943416834532944396
f(z) = 221/12*z^3 - 245/12*z + 1
*
0 | 0.12620175061293814748116448778383863887 | 0.022873190398018905303005476845168361344
f(z) = 221/14*z^3 - 249/14*z + 1
*
0 | 0.11868171432166196331428408839128628117 | 0.021479092416324236662404181974778085259
f(z) = 221/15*z^3 - 251/15*z + 1
*
0 | 0.11334141853159246728696645673083494379 | 0.020483181016353305838913155507579744158
f(z) = 221/16*z^3 - 253/16*z + 1
*
0 | 0.11259134679411855010192184508226635421 | 0.020290106870330387908396953741023722921
f(z) = 221/18*z^3 - 257/18*z + 1
*
0 | 0.13897801645026259495948395959223520995 | 0.025010314320892739957286055562073336554
f(z) = 221/19*z^3 - 259/19*z + 1
*
0 | 0.13915668933649731781811787843446810249 | 0.025314249743389494418614298426430869063
f(z) = 222/11*z^3 - 244/11*z + 1
*
0 | 0.13913324573621515302529048531195305030 | 0.025235339412519501501293375791035145446
f(z) = 222/13*z^3 - 248/13*z + 1
*
0 | 0.13908621954585947261230257481306343166 | 0.025082374899350634164885320047561729109
f(z) = 222/17*z^3 - 256/17*z + 1
*
0 | 0.13906263644714285100045123339618041125 | 0.025008199655146653448321907714279262997
f(z) = 222/19*z^3 - 260/19*z + 1
*
[ 1/3 ] 
f(z) = 223*z^3 - 241/9*z + 1
*
[ 1/3 ] 
f(z) = 223/2*z^3 - 259/18*z + 1
*
0 | 0.12570067338161578084518898938153680427 | 0.022918017732630419876018056493379251016
f(z) = 223/9*z^3 - 241/9*z + 1
*
0 | 0.12641674114828290066724872764511937539 | 0.023013895339099623852597417063330848475
f(z) = 223/10*z^3 - 243/10*z + 1
*
0 | 0.13924049639648576875862016965177033269 | 0.025310663682281215308996389726773903949
f(z) = 223/11*z^3 - 245/11*z + 1
*
0 | 0.093213347958469339948098009385890780706 | 0.016919001214483384531790327179280147156
f(z) = 223/12*z^3 - 247/12*z + 1
*
0 | 0.13921715915977987814564542162188529063 | 0.025232142760834964319952821477520451925
f(z) = 223/13*z^3 - 249/13*z + 1
*
0 | 0.12637006661293748013904137888456031156 | 0.022870535321724058957629855355082409563
f(z) = 223/14*z^3 - 251/14*z + 1
*
0 | 0.11885013770272559167993424007731819323 | 0.021478722570468617334169363810592561813
f(z) = 223/15*z^3 - 253/15*z + 1
*
0 | 0.11350994950747882546436307821628800071 | 0.020484488525483684947069185200548994215
f(z) = 223/16*z^3 - 255/16*z + 1
*
0 | 0.13917034696337633002690028510373019933 | 0.025079913274608525825814708937437223963
f(z) = 223/17*z^3 - 257/17*z + 1
*
0 | 0.11276009360444917507023188407289494965 | 0.020292168905071694443857103366953686513
f(z) = 223/18*z^3 - 259/18*z + 1
*
5/24 | 0.17809622793994472716963004188729000508 | 0.021452161633616385544333933609511573474
f(z) = 224*z^3 - 247/18*z + 1
*
[ 1/3 ] 
f(z) = 224*z^3 - 242/9*z + 1
*
0 | 0.12578399787347999788299686708790214616 | 0.022915909079105734901356751399694533593
f(z) = 224/9*z^3 - 242/9*z + 1
*
0 | 0.13932392587906214077037633705240699992 | 0.025307090948059815706588624540459035614
f(z) = 224/11*z^3 - 246/11*z + 1
*
0 | 0.13930069404509909925950471126677951510 | 0.025228955908109984365915704680164133801
f(z) = 224/13*z^3 - 250/13*z + 1
*
0 | 0.11893377840617576056700759268635472757 | 0.021478526068864757247878179040757873169
f(z) = 224/15*z^3 - 254/15*z + 1
*
0 | 0.13925409390374021695261292228128145863 | 0.025077454963271779775613665579172360970
f(z) = 224/17*z^3 - 258/17*z + 1
*
[ 3/5 ] 
f(z) = 225*z^3 - 245/3*z + 1
*
[ 3/5 ] 
f(z) = 225/2*z^3 - 247/6*z + 1
*
[ 3/5 ] 
f(z) = 225/4*z^3 - 251/12*z + 1
*
2/45 | 0.21801860673344029407505759290758475638 | 0.028636450869931832076026339587669475109
f(z) = 225/4*z^3 - 245/18*z + 1
*
0 | 0.11091701306147135421460806099109804333 | 0.020222628915247940377281086180435739548
f(z) = 225/8*z^3 - 241/8*z + 1
*
0 | 0.13940698117127311376619250544445166158 | 0.025303531472714664167662613838376940237
f(z) = 225/11*z^3 - 247/11*z + 1
*
0 | 0.13938385379218112298551952250996873405 | 0.025225778832546269166238219405664984133
f(z) = 225/13*z^3 - 251/13*z + 1
*
0 | 0.12653686648315948758095342223091737351 | 0.022867876324436796057767560927302580404
f(z) = 225/14*z^3 - 253/14*z + 1
*
0 | 0.11367696047556345312287492754741268319 | 0.020485745507255908109978460542548337547
f(z) = 225/16*z^3 - 257/16*z + 1
*
[ 16/15 ] 
f(z) = 225/16*z^3 - 255/16*z + 1
*
-6/5 | 0.13986994137435103079026357659576166421 | 0.020307640474466327734752137105463332364
f(z) = 225/16*z^3 - 245/12*z + 1
*
[ 6/5 ] 
f(z) = 225/16*z^3 - 241/12*z + 1
*
0 | 0.13933746379319413298437251220526930991 | 0.025075000026288058995953213745524902152
f(z) = 225/17*z^3 - 259/17*z + 1
*
[ -17/15 ] 
f(z) = 225/17*z^3 - 257/17*z + 1
*
[ 1/3 ] 
f(z) = 226*z^3 - 244/9*z + 1
*
0 | 0.12594953044208484360828944722337842461 | 0.022911711135666961895408303802850390720
f(z) = 226/9*z^3 - 244/9*z + 1
*
0 | 0.13948966561479251698244548185179350352 | 0.025299985188312882645411093942520937268
f(z) = 226/11*z^3 - 248/11*z + 1
*
0 | 0.13946664175542930107594848379795549361 | 0.025222611511633962237355793765668294167
f(z) = 226/13*z^3 - 252/13*z + 1
*
0 | 0.11909993490511506117669276158442424964 | 0.021478110682225981667313440416308411206
f(z) = 226/15*z^3 - 256/15*z + 1
*
0 | 0.13942046001190491361902962501995258529 | 0.025072548522516842120569769118759984015
f(z) = 226/17*z^3 - 260/17*z + 1
*
[ 1/3 ] 
f(z) = 227*z^3 - 245/9*z + 1
*
[ 1/2 ] 
f(z) = 227/4*z^3 - 243/16*z + 1
*
0 | 0.13961769337949319677370198130931922413 | 0.025455398818318180054653334717183898618
f(z) = 227/7*z^3 - 241/7*z + 1
*
0 | 0.10822924918025677718023952412139656117 | 0.019702901614448040762154796832617383168
f(z) = 227/8*z^3 - 243/8*z + 1
*
0 | 0.12603174513257212206569074453431238215 | 0.022909621819058849966074192202938827585
f(z) = 227/9*z^3 - 245/9*z + 1
*
0 | 0.12674801987780051850387497059952979853 | 0.023005824264581915920529122551738365203
f(z) = 227/10*z^3 - 247/10*z + 1
*
0 | 0.13957198250672816768337809966546458675 | 0.025296452027013863934437649062294276004
f(z) = 227/11*z^3 - 249/11*z + 1
*
0 | 0.093546075469641614170125982936485961394 | 0.016930028451991582373140779266072265032
f(z) = 227/12*z^3 - 251/12*z + 1
*
0 | 0.13954906124445404159202516383236875136 | 0.025219453922182746328898672558744584672
f(z) = 227/13*z^3 - 253/13*z + 1
*
0 | 0.12670217729458675311859786950153103622 | 0.022865214090979371631219682078241698600
f(z) = 227/14*z^3 - 255/14*z + 1
*
0 | 0.11918245739004985026552966024471730422 | 0.021477892097113011224902598329550712997
f(z) = 227/15*z^3 - 257/15*z + 1
*
0 | 0.11384247861083455991010539901792550181 | 0.020486953590573433886528287124353212131
f(z) = 227/16*z^3 - 259/16*z + 1
*
0 | 0.13969944376773808724086936183067086204 | 0.025451089215682285508619828275395761923
f(z) = 228/7*z^3 - 242/7*z + 1
*
0 | 0.13965393510041085432731586522370091788 | 0.025292931921083108880529283758219828688
f(z) = 228/11*z^3 - 250/11*z + 1
*
0 | 0.13963111552486682682530367672102504268 | 0.025216306040351853421698492613411809641
f(z) = 228/13*z^3 - 254/13*z + 1
*
[ 1/3 ] 
f(z) = 229*z^3 - 247/9*z + 1
*
[ 1/2 ] 
f(z) = 229/3*z^3 - 241/12*z + 1
*
[ 1/2 ] 
f(z) = 229/4*z^3 - 245/16*z + 1
*
0 | 0.10661205635840061062399881311435130951 | 0.019437739929334114223822641754918290950
f(z) = 229/6*z^3 - 241/6*z + 1
*
0 | 0.13978083484917039055338112930825148019 | 0.025446799802072507446700773963261563812
f(z) = 229/7*z^3 - 243/7*z + 1
*
0 | 0.11124494855238323701939226412446469664 | 0.020221728247394502132179000200971200828
f(z) = 229/8*z^3 - 245/8*z + 1
*
0 | 0.12619508753241003774138875949273035884 | 0.022905462425552630289823688312971082533
f(z) = 229/9*z^3 - 247/9*z + 1
*
0 | 0.12691146303087714695157374712143196224 | 0.023001820842402716119212923111534476941
f(z) = 229/10*z^3 - 249/10*z + 1
*
0 | 0.13973552660616593629522970809548180573 | 0.025289424802905410758484455532954488508
f(z) = 229/11*z^3 - 251/11*z + 1
*
0 | 0.093709720709330747156272013906703908393 | 0.016935319825259688876508487416618895593
f(z) = 229/12*z^3 - 253/12*z + 1
*
0 | 0.13971280781905671432448049992635778198 | 0.025213167841679020756389837751267739647
f(z) = 229/13*z^3 - 255/13*z + 1
*
0 | 0.12686602539954127388930456955281023118 | 0.022862549271017396117053567163149847921
f(z) = 229/14*z^3 - 257/14*z + 1
*
0 | 0.11934640722157486967648044564579617828 | 0.021477433869903320358046158567693231601
f(z) = 229/15*z^3 - 259/15*z + 1
*
[ 1/3 ] 
f(z) = 230*z^3 - 248/9*z + 1
*
0 | 0.13986186976843394998373185215019683222 | 0.025442530415007292695675478901715801083
f(z) = 230/7*z^3 - 244/7*z + 1
*
0 | 0.12627622159642977118749474548496352398 | 0.022903392319029186511696706238970766609
f(z) = 230/9*z^3 - 248/9*z + 1
*
0 | 0.13981676019206801778283847079157226854 | 0.025285930604997413097139446126138643437
f(z) = 230/11*z^3 - 252/11*z + 1
*
0 | 0.13979414130694978273807932732133394630 | 0.025210039301108430658810692251201886416
f(z) = 230/13*z^3 - 256/13*z + 1
*
[ 1/2 ] 
f(z) = 231/4*z^3 - 247/16*z + 1
*
0 | 0.13996494485522714811225273272857439125 | 0.025518710455912929119412142760456878495
f(z) = 231/5*z^3 - 241/5*z + 1
*
0 | 0.10142772756069854243073666638690903261 | 0.018409979722499905293485454570761797361
f(z) = 231/8*z^3 - 247/8*z + 1
*
0 | 0.12707347622837817884525195607960962125 | 0.022997838842935702047773998336366866936
f(z) = 231/10*z^3 - 251/10*z + 1
*
0 | 0.13987511912675197004689093428589551953 | 0.025206920393017670481013344026181678772
f(z) = 231/13*z^3 - 257/13*z + 1
*
[ 1/3 ] 
f(z) = 232*z^3 - 250/9*z + 1
*
[ -3/4 ] 
f(z) = 232/3*z^3 - 247/6*z + 1
*
0 | 0.14004517965855369554262163823659902129 | 0.025514076975439161091832955456677480075
f(z) = 232/5*z^3 - 242/5*z + 1
*
0 | 0.14002288349422661966914094705151154700 | 0.025434051079452902825106093874766608649
f(z) = 232/7*z^3 - 246/7*z + 1
*
0 | 0.12643743102842482819264950572558209788 | 0.022899271209073019554491229514055820798
f(z) = 232/9*z^3 - 250/9*z + 1
*
0 | 0.13997816606977091803486627395891104786 | 0.025278980700787506228488129462665752094
f(z) = 232/11*z^3 - 254/11*z + 1
*
0 | 0.13995574437567573811608848838364456909 | 0.025203811091243747589286010662728918421
f(z) = 232/13*z^3 - 258/13*z + 1
*
[ 1/3 ] 
f(z) = 233*z^3 - 251/9*z + 1
*
[ 1/2 ] 
f(z) = 233/2*z^3 - 241/8*z + 1
*
[ 1/2 ] 
f(z) = 233/3*z^3 - 245/12*z + 1
*
[ 1/2 ] 
f(z) = 233/4*z^3 - 249/16*z + 1
*
0 | 0.11446533936914143010460760145205156183 | 0.020869567416471874802678793786340832127
f(z) = 233/4*z^3 - 241/4*z + 1
*
0 | 0.14012506832765441019836432460066781504 | 0.025509466765119379468993970955516339977
f(z) = 233/5*z^3 - 243/5*z + 1
*
0 | 0.10693492834673749146205628337367648855 | 0.019438267438849946774291235685915993630
f(z) = 233/6*z^3 - 245/6*z + 1
*
0 | 0.14010286838736415777225997404532092817 | 0.025429840814799807867648901944962572279
f(z) = 233/7*z^3 - 247/7*z + 1
*
0 | 0.11156717762377344945096716517693848588 | 0.020220775730638281282455476045331259835
f(z) = 233/8*z^3 - 249/8*z + 1
*
0 | 0.12651751250534890055922532740834316859 | 0.022897220173452176044524847100466985550
f(z) = 233/9*z^3 - 251/9*z + 1
*
0 | 0.12723408427515802970117758579903795704 | 0.022993878261119347756296208391033955812
f(z) = 233/10*z^3 - 253/10*z + 1
*
0 | 0.14005834449303105068470753564566474467 | 0.025275524860282880966413157397183401106
f(z) = 233/11*z^3 - 255/11*z + 1
*
0 | 0.094031701995057984993890273404887767973 | 0.016945469940665543199394934418109750721
f(z) = 233/12*z^3 - 257/12*z + 1
*
0 | 0.14003602011065098432626872213414155840 | 0.025200711369108193000465923867965633667
f(z) = 233/13*z^3 - 259/13*z + 1
*
0 | 0.14020461383617721121827599733870807779 | 0.025504879619851752468641814973443209809
f(z) = 234/5*z^3 - 244/5*z + 1
*
0 | 0.14018250929293048364921630344073448507 | 0.025425649944317917306669270580111532317
f(z) = 234/7*z^3 - 248/7*z + 1
*
0 | 0.14013817726075458900292992705737248913 | 0.025272081671663642971336883351365764549
f(z) = 234/11*z^3 - 256/11*z + 1
*
[ 1/3 ] 
f(z) = 235*z^3 - 253/9*z + 1
*
[ 1/2 ] 
f(z) = 235/2*z^3 - 243/8*z + 1
*
[ 1/2 ] 
f(z) = 235/3*z^3 - 247/12*z + 1
*
0 | 0.11996215033132889704567984585801499799 | 0.021871757840081444233445467947526841250
f(z) = 235/3*z^3 - 241/3*z + 1
*
[ 1/2 ] 
f(z) = 235/4*z^3 - 251/16*z + 1
*
0 | 0.11462399543517449322898743736755793204 | 0.020867051391558274087186221508472079969
f(z) = 235/4*z^3 - 243/4*z + 1
*
0 | 0.10709377403968426791245849085512034290 | 0.019438414483817462180253511096434451684
f(z) = 235/6*z^3 - 247/6*z + 1
*
0 | 0.14026180915703299285563525681610081580 | 0.025421478314188300829629981522226768238
f(z) = 235/7*z^3 - 249/7*z + 1
*
0 | 0.10887375611340704758180914180528844433 | 0.019704041879056237921343981979014921255
f(z) = 235/8*z^3 - 251/8*z + 1
*
0 | 0.12667664395837569709169672691355743733 | 0.022893137057573503787067879360488886573
f(z) = 235/9*z^3 - 253/9*z + 1
*
0 | 0.14021766734052037461161305738032610793 | 0.025268651068273833006188621687735276446
f(z) = 235/11*z^3 - 257/11*z + 1
*
0 | 0.094191120808163557583082285398422869873 | 0.016950519210298457626202886446980802087
f(z) = 235/12*z^3 - 259/12*z + 1
*
[ 1/3 ] 
f(z) = 236*z^3 - 254/9*z + 1
*
0 | 0.12004092485636581589097275634355137366 | 0.021869609539260993531744625574527763511
f(z) = 236/3*z^3 - 242/3*z + 1
*
0 | 0.14036268707594892927313866504296931401 | 0.025495773716773556341888936254870229350
f(z) = 236/5*z^3 - 246/5*z + 1
*
0 | 0.14034077088809181561983071301125185053 | 0.025417325772257352941202296627691212446
f(z) = 236/7*z^3 - 250/7*z + 1
*
0 | 0.12675569981021416641503458021098483382 | 0.022891104942895773274175198101035848615
f(z) = 236/9*z^3 - 254/9*z + 1
*
0 | 0.14029681766185301712459762770739186675 | 0.025265232983652873310420074446341755495
f(z) = 236/11*z^3 - 258/11*z + 1
*
[ 1/2 ] 
f(z) = 237*z^3 - 241/4*z + 1
*
[ 1/2 ] 
f(z) = 237/2*z^3 - 245/8*z + 1
*
0 | 0.12763847429621519285872089189383554611 | 0.023271321772524226756076626182978351733
f(z) = 237/2*z^3 - 241/2*z + 1
*
[ 1/2 ] 
f(z) = 237/4*z^3 - 253/16*z + 1
*
0 | 0.11478130376123368485028025637950512857 | 0.020864554865143877474741737857138536240
f(z) = 237/4*z^3 - 245/4*z + 1
*
0 | 0.14044122056629816697756962631241311160 | 0.025491254561346688198676895830357113946
f(z) = 237/5*z^3 - 247/5*z + 1
*
0 | 0.14041939735747989976110082910995542235 | 0.025413192168015106233805909684131580591
f(z) = 237/7*z^3 - 251/7*z + 1
*
0 | 0.11188389548146382725302311368063895015 | 0.020219775909393481526494843130308309086
f(z) = 237/8*z^3 - 253/8*z + 1
*
0 | 0.12755118095836240900930845626271683477 | 0.022986021277589112197920816561912133631
f(z) = 237/10*z^3 - 257/10*z + 1
*
0 | 0.14037563111687078366820225420047917912 | 0.025261827351544390679522248288730909916
f(z) = 237/11*z^3 - 259/11*z + 1
*
[ 1/3 ] 
f(z) = 238*z^3 - 256/9*z + 1
*
0 | 0.12019747569729668202230680117567920382 | 0.021865344259295561625290032905824556588
f(z) = 238/3*z^3 - 244/3*z + 1
*
0 | 0.14051942241552918776118349170655616726 | 0.025486757675660786905004509809790879333
f(z) = 238/5*z^3 - 248/5*z + 1
*
0 | 0.12691280617370661361405717425222149902 | 0.022887059511513593811248084488000854287
f(z) = 238/9*z^3 - 256/9*z + 1
*
0 | 0.14045411056091975825043596254703627260 | 0.025258434105904588177695484354974192689
f(z) = 238/11*z^3 - 260/11*z + 1
*
[ 1/3 ] 
f(z) = 239*z^3 - 257/9*z + 1
*
[ 1/2 ] 
f(z) = 239*z^3 - 243/4*z + 1
*
0 | 0.14064045778128020540379875212841009375 | 0.025641871428733694030853032414369149862
f(z) = 239*z^3 - 241*z + 1
*
[ 1/2 ] 
f(z) = 239/2*z^3 - 247/8*z + 1
*
0 | 0.12779427497190895702620925244233207119 | 0.023264672403553562205643381430335196633
f(z) = 239/2*z^3 - 243/2*z + 1
*
[ 1/2 ] 
f(z) = 239/3*z^3 - 251/12*z + 1
*
0 | 0.12027422399101433693495627996717658834 | 0.021863039215369778017446137500782762693
f(z) = 239/3*z^3 - 245/3*z + 1
*
[ 1/2 ] 
f(z) = 239/4*z^3 - 255/16*z + 1
*
0 | 0.11493728705201883930221247986345644754 | 0.020862077608122690573363317853362891488
f(z) = 239/4*z^3 - 247/4*z + 1
*
0 | 0.14059729541287224751277730919187947303 | 0.025482282866965582631085281357496094389
f(z) = 239/5*z^3 - 249/5*z + 1
*
0 | 0.10740743534630597327608976854554608906 | 0.019438666210626153031822529129702983161
f(z) = 239/6*z^3 - 251/6*z + 1
*
0 | 0.14057565581524584883098411253759522556 | 0.025404981178647009233820272265660864015
f(z) = 239/7*z^3 - 253/7*z + 1
*
0 | 0.10538451175183357629535046485017654971 | 0.019018137450602091164441017782370234767
f(z) = 239/8*z^3 - 255/8*z + 1
*
0 | 0.12699086233960488671614625127944157838 | 0.022885046158454824370525393986063255721
f(z) = 239/9*z^3 - 257/9*z + 1
*
0 | 0.12770771609143078056967839153584380389 | 0.022982124815352266250051420478195654984
f(z) = 239/10*z^3 - 259/10*z + 1
*
-2 | 0.11483211893026941070522611785413157492 | 0.016712355287775012858042959464065847262
f(z) = 239/16*z^3 - 241/4*z + 1
*
[ 2/11 ] 
f(z) = 220*z^3 - 259/22*z + 1
*
[ 3/22 ] 
f(z) = 220/3*z^3 - 254/33*z + 1
*
[ -2/5 ] 
f(z) = 220/3*z^3 - 247/30*z + 1
*
[ 1/2 ] 
f(z) = 221/5*z^3 - 241/20*z + 1
*
[ 1/2 ] 
f(z) = 221/6*z^3 - 245/24*z + 1
*
[ 1/2 ] 
f(z) = 221/7*z^3 - 249/28*z + 1
*
[ 1/2 ] 
f(z) = 221/8*z^3 - 253/32*z + 1
*
[ 1/2 ] 
f(z) = 221/9*z^3 - 257/36*z + 1
*
[ 1/2 ] 
f(z) = 223/5*z^3 - 243/20*z + 1
*
[ 1/2 ] 
f(z) = 223/6*z^3 - 247/24*z + 1
*
[ 1/2 ] 
f(z) = 223/7*z^3 - 251/28*z + 1
*
[ 1/2 ] 
f(z) = 223/8*z^3 - 255/32*z + 1
*
[ 1/2 ] 
f(z) = 223/9*z^3 - 259/36*z + 1
*
[ 2/3 ] 
f(z) = 223/16*z^3 - 241/36*z + 1
*
5/16 | 0.17109985136940772781463124648879329501 | 0.022840455305458463547490106200970860394
f(z) = 224/3*z^3 - 247/24*z + 1
*
[ 1/7 ] 
f(z) = 224/5*z^3 - 242/35*z + 1
*
[ 1/8 ] 
f(z) = 224/17*z^3 - 245/34*z + 1
*
[ -7/15 ] 
f(z) = 225/4*z^3 - 255/28*z + 1
*
1/5 | 0.14827289552172907612237980318059720955 | 0.019475445474898843239127867630103396045
f(z) = 225/4*z^3 - 241/36*z + 1
*
[ 3/5 ] 
f(z) = 225/7*z^3 - 257/21*z + 1
*
[ 1/2 ] 
f(z) = 225/7*z^3 - 253/28*z + 1
*
[ 3/5 ] 
f(z) = 225/8*z^3 - 259/24*z + 1
*
[ 1/2 ] 
f(z) = 225/8*z^3 - 257/32*z + 1
*
[ 4/9 ] 
f(z) = 225/8*z^3 - 245/36*z + 1
*
4/45 | 0.14682684433623781527678835026258218782 | 0.019285508595890361672576706605841899063
f(z) = 225/16*z^3 - 247/36*z + 1
*
[ 2/15 ] 
f(z) = 225/19*z^3 - 255/38*z + 1
*
[ 1/2 ] 
f(z) = 227/5*z^3 - 247/20*z + 1
*
[ 1/2 ] 
f(z) = 227/6*z^3 - 251/24*z + 1
*
[ 1/2 ] 
f(z) = 227/7*z^3 - 255/28*z + 1
*
[ 1/2 ] 
f(z) = 227/8*z^3 - 259/32*z + 1
*
[ 2/3 ] 
f(z) = 227/16*z^3 - 245/36*z + 1
*
[ 1/2 ] 
f(z) = 229/5*z^3 - 249/20*z + 1
*
[ 1/2 ] 
f(z) = 229/6*z^3 - 253/24*z + 1
*
[ 1/2 ] 
f(z) = 229/7*z^3 - 257/28*z + 1
*
[ 2/3 ] 
f(z) = 229/16*z^3 - 247/36*z + 1
*
[ 1/11 ] 
f(z) = 231/2*z^3 - 241/22*z + 1
*
[ 1/2 ] 
f(z) = 231/5*z^3 - 251/20*z + 1
*
[ 1/7 ] 
f(z) = 231/5*z^3 - 243/35*z + 1
*
-3/4 | 0.16633081203013806354518630727274283940 | 0.027090218165393406742230114884392483140
f(z) = 232/15*z^3 - 251/30*z + 1
*
[ 1/2 ] 
f(z) = 233/5*z^3 - 253/20*z + 1
*
[ 1/2 ] 
f(z) = 233/6*z^3 - 257/24*z + 1
*
[ 2/3 ] 
f(z) = 233/16*z^3 - 251/36*z + 1
*
[ 1/2 ] 
f(z) = 235/6*z^3 - 259/24*z + 1
*
[ 2/3 ] 
f(z) = 235/16*z^3 - 253/36*z + 1
*
[ 1/2 ] 
f(z) = 237/5*z^3 - 257/20*z + 1
*
[ -2/3 ] 
f(z) = 237/10*z^3 - 241/30*z + 1
*
[ 1/7 ] 
f(z) = 238/5*z^3 - 244/35*z + 1
*
[ 1/2 ] 
f(z) = 239/5*z^3 - 259/20*z + 1
*
[ 2/3 ] 
f(z) = 239/16*z^3 - 257/36*z + 1
*
[ 3/8 ] 
f(z) = 220/9*z^3 - 245/48*z + 1
*
[ 4/13 ] 
f(z) = 221/8*z^3 - 253/52*z + 1
*
[ 1/6 ] 
f(z) = 222/7*z^3 - 247/42*z + 1
*
3/28 | 0.20974456709134870504457611523267433423 | 0.026052949308019729031876787581568223063
f(z) = 224/9*z^3 - 257/42*z + 1
*
[ -3/4 ] 
f(z) = 224/17*z^3 - 259/51*z + 1
*
[ -3/4 ] 
f(z) = 224/19*z^3 - 245/57*z + 1
*
[ 1/6 ] 
f(z) = 225/11*z^3 - 245/44*z + 1
*
7/30 | 0.20309925525879042815320231337393246984 | 0.029857022758193528658202847501808413501
f(z) = 225/14*z^3 - 249/56*z + 1
*
[ 4/11 ] 
f(z) = 231/8*z^3 - 245/44*z + 1
*
1/5 | 0.20052231997685501164822120801923283273 | 0.028366339715741650857956661611158481222
f(z) = 235/8*z^3 - 247/40*z + 1
*
[ 3/8 ] 
f(z) = 236/9*z^3 - 257/48*z + 1
*
[ 2/7 ] 
f(z) = 237/8*z^3 - 241/49*z + 1
*
[ 2/7 ] 
f(z) = 239/8*z^3 - 242/49*z + 1
*
[ 1/4 ] 
f(z) = 220/17*z^3 - 259/68*z + 1
*
[ 4/15 ] 
f(z) = 225/17*z^3 - 251/68*z + 1
*
[ 1/3 ] 
f(z) = 220*z^3 - 238/9*z + 1
*
[ 1/22 ] 
f(z) = 220*z^3 - 236/11*z + 1
*
[ -3/10 ] 
f(z) = 220*z^3 - 232/15*z + 1
*
0 | 0.13910552740039739816202040957789720497 | 0.025747516938016915500983087109629772006
f(z) = 220*z^3 - 222*z + 1
*
0 | 0.11873742782181623193042481280874439839 | 0.021905112288317830525334376365006624477
f(z) = 220/3*z^3 - 226/3*z + 1
*
0 | 0.13903510694476379791138579988973490461 | 0.025486145362434337160805285237791685476
f(z) = 220/7*z^3 - 234/7*z + 1
*
0 | 0.12544842644516450644786947658823291100 | 0.022924382569146239974269033904574639236
f(z) = 220/9*z^3 - 238/9*z + 1
*
[ 1/3 ] 
f(z) = 221*z^3 - 239/9*z + 1
*
[ 1/2 ] 
f(z) = 221*z^3 - 225/4*z + 1
*
0 | 0.13918956470707554591041826717710741314 | 0.025741657670603216044527752020014992838
f(z) = 221*z^3 - 223*z + 1
*
[ 1/2 ] 
f(z) = 221/2*z^3 - 229/8*z + 1
*
0 | 0.12634250293282239922451589711918832001 | 0.023327208424976655039357053198309812389
f(z) = 221/2*z^3 - 225/2*z + 1
*
[ 1/2 ] 
f(z) = 221/3*z^3 - 233/12*z + 1
*
0 | 0.11882157134157548506024101874583519550 | 0.021902795594186839615065925456845457407
f(z) = 221/3*z^3 - 227/3*z + 1
*
[ 1/2 ] 
f(z) = 221/4*z^3 - 237/16*z + 1
*
0 | 0.11348375214033306261019905568733730241 | 0.020885086146494513588883913397891586514
f(z) = 221/4*z^3 - 229/4*z + 1
*
0 | 0.13914287658058645864995070071329933971 | 0.025566372149565508231945202508384987129
f(z) = 221/5*z^3 - 231/5*z + 1
*
0 | 0.10595213092857418448998144099097624717 | 0.019437054394519537584188757941191855301
f(z) = 221/6*z^3 - 233/6*z + 1
*
0 | 0.13911946414069450428397027350724188222 | 0.025481689732723745071617275022335774544
f(z) = 221/7*z^3 - 235/7*z + 1
*
0 | 0.11058316538658649023276109448521700504 | 0.020223472773221948434420042270017368509
f(z) = 221/8*z^3 - 237/8*z + 1
*
0 | 0.12553289111100879669998802294193860560 | 0.022922254465974527975834735003808123703
f(z) = 221/9*z^3 - 239/9*z + 1
*
-2 | 0.11336928966717116366428308566958916081 | 0.016687989231811478090799223214884832916
f(z) = 221/16*z^3 - 223/4*z + 1
*
0 | 0.13927322237331641688735423579965738228 | 0.025735833614908244027217830714612596236
f(z) = 222*z^3 - 224*z + 1
*
-1 | 0.12219784043927689284789318286136239222 | 0.022618015439768799862937072092655044532
f(z) = 222*z^3 - 221*z + 1
*
0 | 0.13922674516544823365573241915470079899 | 0.025561494095474418214633182053154085218
f(z) = 222/5*z^3 - 232/5*z + 1
*
0 | 0.13920343880306856939136353607200986251 | 0.025477255481222869580825413821757472376
f(z) = 222/7*z^3 - 236/7*z + 1
*
[ 1/2 ] 
f(z) = 223*z^3 - 227/4*z + 1
*
0 | 0.13935650381376931760580775597482274026 | 0.025730044398189053093881270769570832187
f(z) = 223*z^3 - 225*z + 1
*
-1 | 0.12228094548742371901682133613928710548 | 0.022614584972654519403121957782465933616
f(z) = 223*z^3 - 222*z + 1
*
[ -1 ] 
f(z) = 223*z^3 - 221*z + 1
*
[ 1/2 ] 
f(z) = 223/2*z^3 - 231/8*z + 1
*
0 | 0.12650954671958943667960287263173914828 | 0.023319946969451156848757908985685265390
f(z) = 223/2*z^3 - 227/2*z + 1
*
-1 | 0.10947246795629527982097653087539978502 | 0.020245790698588075562198702759830375790
f(z) = 223/2*z^3 - 221/2*z + 1
*
[ 1/2 ] 
f(z) = 223/3*z^3 - 235/12*z + 1
*
0 | 0.11898975362759264711770271785986716330 | 0.021898388167403582232613390258700995284
f(z) = 223/3*z^3 - 229/3*z + 1
*
[ 1/2 ] 
f(z) = 223/4*z^3 - 239/16*z + 1
*
0 | 0.11365100589633315916228034004489857612 | 0.020882448195149069618715401988389555530
f(z) = 223/4*z^3 - 231/4*z + 1
*
0 | 0.13931023562738809638685558792621179454 | 0.025556641512271990174518223284455758698
f(z) = 223/5*z^3 - 233/5*z + 1
*
0 | 0.10611959547140274565812213917615807552 | 0.019437298893199584534767511241048962936
f(z) = 223/6*z^3 - 235/6*z + 1
*
0 | 0.13928703438560760453081433899098962609 | 0.025472842432324196547848952021525100554
f(z) = 223/7*z^3 - 237/7*z + 1
*
0 | 0.10314428811869591287632117355967017204 | 0.018834104735768329668967340992719222170
f(z) = 223/8*z^3 - 239/8*z + 1
*
-2 | 0.11353765705285199981516240470467443018 | 0.016690836242700868106229660791787224545
f(z) = 223/16*z^3 - 225/4*z + 1
*
[ 2 ] 
f(z) = 223/16*z^3 - 221/4*z + 1
*
0 | 0.13943941239722048823167159546816788940 | 0.025724289653316585372260289681838168763
f(z) = 224*z^3 - 226*z + 1
*
-1 | 0.12236367925239563754938184263969631190 | 0.022611175616419149525868069794942958903
f(z) = 224*z^3 - 223*z + 1
*
[ -1 ] 
f(z) = 224*z^3 - 222*z + 1
*
0 | 0.11907173197005824816533632203404843241 | 0.021895916776108194093679391272425677837
f(z) = 224/3*z^3 - 230/3*z + 1
*
-1 | 0.10207489292864553042175950461787402553 | 0.018862078552542367956904091366796361661
f(z) = 224/3*z^3 - 221/3*z + 1
*
0 | 0.13939335136067382747200165842275572303 | 0.025551814166952829696042120246707539809
f(z) = 224/5*z^3 - 234/5*z + 1
*
[ -3/5 ] 
f(z) = 225*z^3 - 235/3*z + 1
*
[ 1/2 ] 
f(z) = 225*z^3 - 229/4*z + 1
*
0 | 0.13952195144741077543577252520213200720 | 0.025718569018666368205299955966063378850
f(z) = 225*z^3 - 227*z + 1
*
7/60 | 0.20869074790041643412214303221429866662 | 0.025485244918805132725303022644764926048
f(z) = 225*z^3 - 225/16*z + 1
*
-1 | 0.12244604503696376088159436241065600800 | 0.022607787142780200264430029057806669493
f(z) = 225*z^3 - 224*z + 1
*
[ -1 ] 
f(z) = 225*z^3 - 223*z + 1
*
0 | 0.12667509716966261091908149763757534880 | 0.023312767397154924142461701362377665859
f(z) = 225/2*z^3 - 229/2*z + 1
*
[ -3/5 ] 
f(z) = 225/2*z^3 - 227/6*z + 1
*
-1 | 0.10963732321087899832074610438270714965 | 0.020242852803514359902140692750095139068
f(z) = 225/2*z^3 - 223/2*z + 1
*
[ -1 ] 
f(z) = 225/2*z^3 - 221/2*z + 1
*
0 | 0.11381676257213647761017685536657023149 | 0.020879831162754915410608898231888960652
f(z) = 225/4*z^3 - 233/4*z + 1
*
-1 | 0.11397048991923026548483154476129257019 | 0.021042905680412213290455593222046059935
f(z) = 225/4*z^3 - 221/4*z + 1
*
0 | 0.13945310189408285330388747449296021426 | 0.025464079249627930529882879627372424639
f(z) = 225/7*z^3 - 239/7*z + 1
*
-2 | 0.11370450575946286317130837930699828210 | 0.016693646482085609510304318032856404586
f(z) = 225/16*z^3 - 227/4*z + 1
*
[ 2 ] 
f(z) = 225/16*z^3 - 223/4*z + 1
*
[ -6/5 ] 
f(z) = 225/16*z^3 - 221/12*z + 1
*
[ 1/15 ] 
f(z) = 225/17*z^3 - 239/17*z + 1
*
0 | 0.13960412424383516365062927689687867609 | 0.025712882138011815043315090973725174108
f(z) = 226*z^3 - 228*z + 1
*
-1 | 0.12252804610002422793171384307380734593 | 0.022604419326961966502488810895285351413
f(z) = 226*z^3 - 225*z + 1
*
[ -1 ] 
f(z) = 226*z^3 - 224*z + 1
*
0 | 0.11923768143426412654731905709123027608 | 0.021891578994524931634174079518035202012
f(z) = 226/3*z^3 - 232/3*z + 1
*
-1 | 0.10223774303157886239456432164788699137 | 0.018861190462805685610754609606988705231
f(z) = 226/3*z^3 - 223/3*z + 1
*
0 | 0.13955847199166510145286614660048657770 | 0.025542234272896137047032684385385580970
f(z) = 226/5*z^3 - 236/5*z + 1
*
-1 | 0.12263652894003582321748260940763176910 | 0.022624432635616215437899138627805098543
f(z) = 226/5*z^3 - 221/5*z + 1
*
0 | 0.13953558049795944944145960392275395656 | 0.025459728774263650502303592453540901645
f(z) = 226/7*z^3 - 240/7*z + 1
*
[ 1/2 ] 
f(z) = 227*z^3 - 231/4*z + 1
*
0 | 0.13968593402252464560511751878193580649 | 0.025707228660420057236772083380996864165
f(z) = 227*z^3 - 229*z + 1
*
-1 | 0.12260968565737191090173644102910262065 | 0.022601071947625963612261499711052677953
f(z) = 227*z^3 - 226*z + 1
*
[ -1 ] 
f(z) = 227*z^3 - 225*z + 1
*
[ 1/2 ] 
f(z) = 227/2*z^3 - 235/8*z + 1
*
0 | 0.12683918074689579210618276092520809598 | 0.023305668086019631345129359086457808841
f(z) = 227/2*z^3 - 231/2*z + 1
*
-1 | 0.10980072382591410819055056682931009764 | 0.020239951238645770092839195879834801865
f(z) = 227/2*z^3 - 225/2*z + 1
*
[ -1 ] 
f(z) = 227/2*z^3 - 223/2*z + 1
*
[ 1/2 ] 
f(z) = 227/3*z^3 - 239/12*z + 1
*
0 | 0.11931959186296095286251612579603022426 | 0.021889332258316788878080235344169767458
f(z) = 227/3*z^3 - 233/3*z + 1
*
-1 | 0.10231914420230855129979543646427395280 | 0.018860845514261793394181546911867854433
f(z) = 227/3*z^3 - 224/3*z + 1
*
[ -1 ] 
f(z) = 227/3*z^3 - 221/3*z + 1
*
0 | 0.11398104873082601175154125059301268635 | 0.020877234807575608800020707422911343100
f(z) = 227/4*z^3 - 235/4*z + 1
*
-1 | 0.11413341389916834825438941793331726170 | 0.021038611145058279819095339548083910861
f(z) = 227/4*z^3 - 223/4*z + 1
*
0 | 0.13964048345362819587835766772087569500 | 0.025537481272954654168189741475798257240
f(z) = 227/5*z^3 - 237/5*z + 1
*
-1 | 0.12271769394664883797585758251153490018 | 0.022620981493138619082254385448586160652
f(z) = 227/5*z^3 - 222/5*z + 1
*
0 | 0.10644901506716049160226345726891245133 | 0.019437546522082971437884847462889076764
f(z) = 227/6*z^3 - 239/6*z + 1
*
-1 | 0.089564841629653098877158603663193578661 | 0.016509800337521752475666874331129423597
f(z) = 227/6*z^3 - 221/6*z + 1
*
-2 | 0.11386986296985072595208927575828906967 | 0.016696420782751535835943257167500567302
f(z) = 227/16*z^3 - 229/4*z + 1
*
[ 2 ] 
f(z) = 227/16*z^3 - 225/4*z + 1
*
[ -2 ] 
f(z) = 227/16*z^3 - 221/4*z + 1
*
0 | 0.13976738397681089820485724062723808959 | 0.025701608240150235843524959360835684361
f(z) = 228*z^3 - 230*z + 1
*
-1 | 0.12269096688245714211278779791492567643 | 0.022597744786803050287004696279073940460
f(z) = 228*z^3 - 227*z + 1
*
[ -1 ] 
f(z) = 228*z^3 - 226*z + 1
*
0 | 0.13972213331701817489167889817073842576 | 0.025532752608393056661812922147321870610
f(z) = 228/5*z^3 - 238/5*z + 1
*
-1 | 0.12279850475478527717884829759124548162 | 0.022617551570102061632346264122497523047
f(z) = 228/5*z^3 - 223/5*z + 1
*
-1 | 0.12285190064828837201320986954910829831 | 0.022627386253165585362739242616415367439
f(z) = 228/7*z^3 - 221/7*z + 1
*
[ 1/2 ] 
f(z) = 229*z^3 - 233/4*z + 1
*
0 | 0.13984847725807421553945678607672733694 | 0.025696020536554184850563482222352815939
f(z) = 229*z^3 - 231*z + 1
*
-1 | 0.12277189290712590609746794218990899644 | 0.022594437629827190283069970227454940380
f(z) = 229*z^3 - 228*z + 1
*
[ -1 ] 
f(z) = 229*z^3 - 227*z + 1
*
[ 1/2 ] 
f(z) = 229/2*z^3 - 237/8*z + 1
*
0 | 0.12700182321785569740127767835775688674 | 0.023298647459509242130575748967912042616
f(z) = 229/2*z^3 - 233/2*z + 1
*
-1 | 0.10996269524787981826417210687296226792 | 0.020237085220030094952641489041983297014
f(z) = 229/2*z^3 - 227/2*z + 1
*
[ -1 ] 
f(z) = 229/2*z^3 - 225/2*z + 1
*
0 | 0.11948233375645758336581982891657997076 | 0.021884872660555360036847623743509247362
f(z) = 229/3*z^3 - 235/3*z + 1
*
-1 | 0.10248088089575205622444759238972333761 | 0.018860162670949768553361134764450561233
f(z) = 229/3*z^3 - 226/3*z + 1
*
[ -1 ] 
f(z) = 229/3*z^3 - 223/3*z + 1
*
0 | 0.11414389023472128079922397582061719507 | 0.020874658889729366529131463974650592462
f(z) = 229/4*z^3 - 237/4*z + 1
*
-1 | 0.11429491695374377180460696029079888413 | 0.021034369605029955778827528986206189652
f(z) = 229/4*z^3 - 225/4*z + 1
*
[ -1 ] 
f(z) = 229/4*z^3 - 221/4*z + 1
*
0 | 0.13980342475652348293124604998346590154 | 0.025528048060726303162413067314919977385
f(z) = 229/5*z^3 - 239/5*z + 1
*
-1 | 0.12287896444251043002663504817989347269 | 0.022614142637796771282717867317515214248
f(z) = 229/5*z^3 - 224/5*z + 1
*
-1 | 0.089725880637565725873069821116591160861 | 0.016512784529439550347325225618531713948
f(z) = 229/6*z^3 - 223/6*z + 1
*
-1 | 0.12293213037781695506072197722883205005 | 0.022623927079340109124443252263164982029
f(z) = 229/7*z^3 - 222/7*z + 1
*
-1 | 0.11440124952884171495925969033708875226 | 0.021053938617767153264032206589295940536
f(z) = 229/8*z^3 - 221/8*z + 1
*
-2 | 0.11403375514269418638455922318500666428 | 0.016699159950857239763222292489894758004
f(z) = 229/16*z^3 - 231/4*z + 1
*
[ 2 ] 
f(z) = 229/16*z^3 - 227/4*z + 1
*
[ -2 ] 
f(z) = 229/16*z^3 - 223/4*z + 1
*
0 | 0.13992921697647513700938699657733685165 | 0.025690465213979439413209179764848673715
f(z) = 230*z^3 - 232*z + 1
*
-1 | 0.12285246682234392861181867098858827176 | 0.022591150265270806376946988721172755483
f(z) = 230*z^3 - 229*z + 1
*
[ -1 ] 
f(z) = 230*z^3 - 228*z + 1
*
0 | 0.11956317150581569481922934038171137882 | 0.021882659600876070230183253922766325251
f(z) = 230/3*z^3 - 236/3*z + 1
*
-1 | 0.10256122258746696465273887719503445257 | 0.018859824721419024531063249868492932547
f(z) = 230/3*z^3 - 227/3*z + 1
*
[ -1 ] 
f(z) = 230/3*z^3 - 224/3*z + 1
*
-1 | 0.12301201399736217129356013695248899523 | 0.022620489148717475882606389895921920612
f(z) = 230/7*z^3 - 223/7*z + 1
*
-1 | 0.10950159655523729038070789486062168411 | 0.020136079364557835728467850611259999007
f(z) = 230/9*z^3 - 221/9*z + 1
*
[ 1/2 ] 
f(z) = 231*z^3 - 235/4*z + 1
*
0 | 0.14000960620167019525574926009802952214 | 0.025684941941674504837617803410144769506
f(z) = 231*z^3 - 233*z + 1
*
-1 | 0.12293269167890508113914665649482060474 | 0.022587882484881681373837368480335705852
f(z) = 231*z^3 - 230*z + 1
*
[ -1 ] 
f(z) = 231*z^3 - 229*z + 1
*
[ 1/2 ] 
f(z) = 231/2*z^3 - 239/8*z + 1
*
0 | 0.12716304967610556286919347540689367397 | 0.023291703984975416031733854304434153577
f(z) = 231/2*z^3 - 235/2*z + 1
*
-1 | 0.11012326226132226406918449377223803501 | 0.020234253987602168272444459892042341117
f(z) = 231/2*z^3 - 229/2*z + 1
*
[ -1 ] 
f(z) = 231/2*z^3 - 227/2*z + 1
*
0 | 0.11430531226981291374675262016774879214 | 0.020872103171306275530569152408115438203
f(z) = 231/4*z^3 - 239/4*z + 1
*
-1 | 0.11445502365423192953794799537492729769 | 0.021030179920397642080033662341205201275
f(z) = 231/4*z^3 - 227/4*z + 1
*
[ -1 ] 
f(z) = 231/4*z^3 - 223/4*z + 1
*
-1 | 0.12303884256991972290958534917255706939 | 0.022607386847953523670884248183445072148
f(z) = 231/5*z^3 - 226/5*z + 1
*
[ -1 ] 
f(z) = 231/5*z^3 - 221/5*z + 1
*
-1 | 0.11456044816206212576941359896675546195 | 0.021049550816465832447403004435416516472
f(z) = 231/8*z^3 - 223/8*z + 1
*
-1 | 0.11033476890996739148215818046208182699 | 0.020273116614452037380582823016085364557
f(z) = 231/10*z^3 - 221/10*z + 1
*
-2 | 0.11419620803802929149748886506807702561 | 0.016701864767026190902424094216578709318
f(z) = 231/16*z^3 - 233/4*z + 1
*
[ 2 ] 
f(z) = 231/16*z^3 - 229/4*z + 1
*
[ -2 ] 
f(z) = 231/16*z^3 - 225/4*z + 1
*
0 | 0.14008964796351219572691493927762183466 | 0.025679450393696324078647178182147674521
f(z) = 232*z^3 - 234*z + 1
*
-1 | 0.12301257048812450681923326467226791533 | 0.022584634083521362478691663967758380411
f(z) = 232*z^3 - 231*z + 1
*
[ -1 ] 
f(z) = 232*z^3 - 230*z + 1
*
[ 1/12 ] 
f(z) = 232*z^3 - 227/18*z + 1
*
0 | 0.11972379601478717647839804321214156274 | 0.021878266473697960330375019528425450025
f(z) = 232/3*z^3 - 238/3*z + 1
*
-1 | 0.10272190140090315715880499318062918116 | 0.018859345401020802690932267817799549739
f(z) = 232/3*z^3 - 229/3*z + 1
*
[ -1 ] 
f(z) = 232/3*z^3 - 226/3*z + 1
*
-1 | 0.12311826696871667002728212038289125440 | 0.022604039550203488862495362388413540195
f(z) = 232/5*z^3 - 227/5*z + 1
*
[ -1 ] 
f(z) = 232/5*z^3 - 222/5*z + 1
*
-1 | 0.12317075476267802684126434914191341814 | 0.022613676106985975939429541092060885836
f(z) = 232/7*z^3 - 225/7*z + 1
*
-1 | 0.10965989121574498325114617314817596630 | 0.020133133605117615996020820409529063592
f(z) = 232/9*z^3 - 223/9*z + 1
*
-1 | 0.12327502301857666367301529743822605168 | 0.022632819357116051192806375405607797985
f(z) = 232/11*z^3 - 221/11*z + 1
*
[ 1/2 ] 
f(z) = 233*z^3 - 237/4*z + 1
*
0 | 0.14016934525273542730912462568303655929 | 0.025673990248819883497717046894680234300
f(z) = 233*z^3 - 235*z + 1
*
-1 | 0.12309210622251686153202837452943955860 | 0.022581404859105026760653132608383663202
f(z) = 233*z^3 - 232*z + 1
*
[ -1 ] 
f(z) = 233*z^3 - 231*z + 1
*
[ -1/2 ] 
f(z) = 233*z^3 - 221/4*z + 1
*
0 | 0.12732288456544080572382228331568826919 | 0.023284836172085236435245585241554699085
f(z) = 233/2*z^3 - 237/2*z + 1
*
-1 | 0.11028310115096939438375824498630476795 | 0.020231576440050546852135089194452373699
f(z) = 233/2*z^3 - 231/2*z + 1
*
[ -1 ] 
f(z) = 233/2*z^3 - 229/2*z + 1
*
0 | 0.11980255520040940665110845764345047355 | 0.021875897477333867642421454810396253158
f(z) = 233/3*z^3 - 239/3*z + 1
*
-1 | 0.10280121083895189172164080852147168595 | 0.018859014060285392891667930881253611663
f(z) = 233/3*z^3 - 230/3*z + 1
*
[ -1 ] 
f(z) = 233/3*z^3 - 227/3*z + 1
*
-1 | 0.11461375794000915012032626799813678654 | 0.021026040985830247425806289287158498652
f(z) = 233/4*z^3 - 229/4*z + 1
*
[ -1 ] 
f(z) = 233/4*z^3 - 225/4*z + 1
*
-1 | 0.12319735216666089644787880580562126307 | 0.022600712362627624393334540349917693337
f(z) = 233/5*z^3 - 228/5*z + 1
*
[ -1 ] 
f(z) = 233/5*z^3 - 223/5*z + 1
*
-1 | 0.090042783543741567605705675490698290594 | 0.016518464199209908429953991918014146340
f(z) = 233/6*z^3 - 227/6*z + 1
*
[ -1 ] 
f(z) = 233/6*z^3 - 221/6*z + 1
*
-1 | 0.12324961774178796137000748888944620154 | 0.022610300549460699533158175919485987082
f(z) = 233/7*z^3 - 226/7*z + 1
*
-1 | 0.11471828975968330073613311220445162047 | 0.021045217482302359628848210153253653330
f(z) = 233/8*z^3 - 225/8*z + 1
*
-1 | 0.10973853396311334779882787370126231468 | 0.020131674890557747443716069835354585419
f(z) = 233/9*z^3 - 224/9*z + 1
*
-1 | 0.11049217014605948064077748918205072112 | 0.020269930415512475113718541964263845672
f(z) = 233/10*z^3 - 223/10*z + 1
*
-1 | 0.12335344748788833307337096630856900434 | 0.022629348249634682585522335772772232175
f(z) = 233/11*z^3 - 222/11*z + 1
*
-1 | 0.094478249710501676678985247530054306244 | 0.017332156159841506467805588288264427926
f(z) = 233/12*z^3 - 221/12*z + 1
*
-2 | 0.11435724674165922141532220287800062035 | 0.016704535987384440586532959597493407536
f(z) = 233/16*z^3 - 235/4*z + 1
*
[ 2 ] 
f(z) = 233/16*z^3 - 231/4*z + 1
*
[ -2 ] 
f(z) = 233/16*z^3 - 227/4*z + 1
*
0 | 0.14024870102162619146658176549532476310 | 0.025668561190449898527174659149063296420
f(z) = 234*z^3 - 236*z + 1
*
-1 | 0.12317130181646005207804533113178111329 | 0.022578194612542766809718629310367596826
f(z) = 234*z^3 - 233*z + 1
*
[ -1 ] 
f(z) = 234*z^3 - 232*z + 1
*
-1 | 0.12327610104879952010840647281106833286 | 0.022597405073324706759939485520646587540
f(z) = 234/5*z^3 - 229/5*z + 1
*
[ -1 ] 
f(z) = 234/5*z^3 - 224/5*z + 1
*
-1 | 0.12332814627887969433333049310678234150 | 0.022606945342170413683487269197449370329
f(z) = 234/7*z^3 - 227/7*z + 1
*
-1 | 0.12343154118854789197414239050498529565 | 0.022625898380402594469047929454171644923
f(z) = 234/11*z^3 - 223/11*z + 1
*
[ 1/2 ] 
f(z) = 235*z^3 - 239/4*z + 1
*
0 | 0.14032771818467902576402230594669258524 | 0.025663162906534522721708425909525455823
f(z) = 235*z^3 - 237*z + 1
*
-1 | 0.12325016016684484201234434706208548566 | 0.022575003147682257002281774075606954400
f(z) = 235*z^3 - 234*z + 1
*
[ -1 ] 
f(z) = 235*z^3 - 233*z + 1
*
[ -1/2 ] 
f(z) = 235*z^3 - 223/4*z + 1
*
0 | 0.12748135170213048752637600295852850363 | 0.023278042571317524790949001203836948381
f(z) = 235/2*z^3 - 239/2*z + 1
*
-1 | 0.11044093116610725973385802889813293545 | 0.020228812403430209399406235682930683308
f(z) = 235/2*z^3 - 233/2*z + 1
*
[ -1 ] 
f(z) = 235/2*z^3 - 231/2*z + 1
*
-1 | 0.10295881794221282603807034536238136672 | 0.018858357960595582447058278472734015155
f(z) = 235/3*z^3 - 232/3*z + 1
*
[ -1 ] 
f(z) = 235/3*z^3 - 229/3*z + 1
*
-1 | 0.11477114314003646172838442325341088543 | 0.021021951729247327437325823319130248563
f(z) = 235/4*z^3 - 231/4*z + 1
*
[ -1 ] 
f(z) = 235/4*z^3 - 227/4*z + 1
*
-1 | 0.090200380068397105218907084073478396856 | 0.016521470326770192103531962993083586104
f(z) = 235/6*z^3 - 229/6*z + 1
*
[ -1 ] 
f(z) = 235/6*z^3 - 223/6*z + 1
*
-1 | 0.12340634319874541750853155507722442195 | 0.022603610270236881672478023289847248480
f(z) = 235/7*z^3 - 228/7*z + 1
*
[ -1 ] 
f(z) = 235/7*z^3 - 221/7*z + 1
*
-1 | 0.11487479726323205872559388633764483338 | 0.021040937442160342547313909509504606549
f(z) = 235/8*z^3 - 227/8*z + 1
*
-1 | 0.10989482447999847072808257516813393371 | 0.020128785270474055615059722505602230671
f(z) = 235/9*z^3 - 226/9*z + 1
*
-1 | 0.12350930689937740648407920369021345795 | 0.022622469522530895698489257509914155558
f(z) = 235/11*z^3 - 224/11*z + 1
*
-1 | 0.094632861370910930922774755694757498916 | 0.017333341720858733742754993510584536164
f(z) = 235/12*z^3 - 223/12*z + 1
*
-1 | 0.12356044895668825671415592842637705681 | 0.022631836910802103540424401435955285135
f(z) = 235/13*z^3 - 222/13*z + 1
*
-1 | 0.11074987723085101916168349569514666265 | 0.020285400227532125606863192487173164129
f(z) = 235/14*z^3 - 221/14*z + 1
*
-2 | 0.11451689568850595920955253072191773854 | 0.016707174344547092913365102440435513173
f(z) = 235/16*z^3 - 237/4*z + 1
*
[ 2 ] 
f(z) = 235/16*z^3 - 233/4*z + 1
*
[ -2 ] 
f(z) = 235/16*z^3 - 229/4*z + 1
*
0 | 0.14040639961923898646555001574855403549 | 0.025657795089481025446219764885270990424
f(z) = 236*z^3 - 238*z + 1
*
-1 | 0.12332868413371068468988757868406829804 | 0.022571830271252762062102965351033497832
f(z) = 236*z^3 - 235*z + 1
*
[ -1 ] 
f(z) = 236*z^3 - 234*z + 1
*
-1 | 0.10303712131583209191381244254216283561 | 0.018858033151946399707135748514389425107
f(z) = 236/3*z^3 - 233/3*z + 1
*
[ -1 ] 
f(z) = 236/3*z^3 - 230/3*z + 1
*
-1 | 0.12343260122320120037015618892958979222 | 0.022590849357710535738052263962294419906
f(z) = 236/5*z^3 - 231/5*z + 1
*
[ -1 ] 
f(z) = 236/5*z^3 - 226/5*z + 1
*
-1 | 0.12348421129053724133234877973073463139 | 0.022600295121997893601827717126257453663
f(z) = 236/7*z^3 - 229/7*z + 1
*
[ -1 ] 
f(z) = 236/7*z^3 - 222/7*z + 1
*
-1 | 0.10997247781747204460920356396457250014 | 0.020127354161290215936886405887732530051
f(z) = 236/9*z^3 - 227/9*z + 1
*
-1 | 0.12358674736432281803798227128060058323 | 0.022619061452559398889343513942497521927
f(z) = 236/11*z^3 - 225/11*z + 1
*
-1 | 0.12363767839982434180343169169443877248 | 0.022628382939259388008340132039198672668
f(z) = 236/13*z^3 - 223/13*z + 1
*
-1 | 0.10334371603881111969457928729737772226 | 0.018914146651395087569910992278577279216
f(z) = 236/15*z^3 - 221/15*z + 1
*
0 | 0.14048474816613034410271764744489891789 | 0.025652457436073385155849960464334610264
f(z) = 237*z^3 - 239*z + 1
*
-1 | 0.12340687654086813245249322154788185285 | 0.022568675792810450827100114256217456014
f(z) = 237*z^3 - 236*z + 1
*
[ -1 ] 
f(z) = 237*z^3 - 235*z + 1
*
[ -1/2 ] 
f(z) = 237*z^3 - 225/4*z + 1
*
-1 | 0.11059677523821896089459084587156642785 | 0.020225961745779160534040445589896777874
f(z) = 237/2*z^3 - 235/2*z + 1
*
[ -1 ] 
f(z) = 237/2*z^3 - 233/2*z + 1
*
-1 | 0.11492720199343800310497769516702386497 | 0.021017911110535063856834094526408307363
f(z) = 237/4*z^3 - 233/4*z + 1
*
[ -1 ] 
f(z) = 237/4*z^3 - 229/4*z + 1
*
-1 | 0.12351035810475312094609875103692743060 | 0.022587600523192715138108615973504769037
f(z) = 237/5*z^3 - 232/5*z + 1
*
[ -1 ] 
f(z) = 237/5*z^3 - 227/5*z + 1
*
-1 | 0.12356175330836427423580703341711786651 | 0.022596999688945212513447340411621051488
f(z) = 237/7*z^3 - 230/7*z + 1
*
[ -1 ] 
f(z) = 237/7*z^3 - 223/7*z + 1
*
-1 | 0.11502999303730445243721664961545493950 | 0.021036709558469674654247178170123501318
f(z) = 237/8*z^3 - 229/8*z + 1
*
[ -1 ] 
f(z) = 237/8*z^3 - 221/8*z + 1
*
-1 | 0.11080301455880969366115409403153043932 | 0.020263678836533015871231312935511854205
f(z) = 237/10*z^3 - 227/10*z + 1
*
-1 | 0.12366386529303521672973138288861112343 | 0.022615673950389920171214800173467547712
f(z) = 237/11*z^3 - 226/11*z + 1
*
-1 | 0.12371458704133123403591336273214112113 | 0.022624949954491346865590731444728501009
f(z) = 237/13*z^3 - 224/13*z + 1
*
-1 | 0.11090445866098797144473085683561980760 | 0.020282230955485610034688209825016756452
f(z) = 237/14*z^3 - 223/14*z + 1
*
-2 | 0.11467517868495856536738125800676475358 | 0.016709780548556508751467780711610982289
f(z) = 237/16*z^3 - 239/4*z + 1
*
[ 2 ] 
f(z) = 237/16*z^3 - 235/4*z + 1
*
[ -2 ] 
f(z) = 237/16*z^3 - 231/4*z + 1
*
-1 | 0.11523288608667467953236558776730990244 | 0.021073814682431992287387719644185419921
f(z) = 237/16*z^3 - 221/16*z + 1
*
0 | 0.14056276663027203546805979581488542489 | 0.025647149647391746870031610027870496903
f(z) = 238*z^3 - 240*z + 1
*
-1 | 0.12348474017650816061754792310014482178 | 0.022565539524684979312031533799803912163
f(z) = 238*z^3 - 237*z + 1
*
3/14 | 0.12501317334962570266074888246624332112 | 0.015412170892234909896468016197574984781
f(z) = 238*z^3 - 237/14*z + 1
*
[ -1 ] 
f(z) = 238*z^3 - 236*z + 1
*
-1 | 0.10319274170844698373931359323621411452 | 0.018857389895740035448146536317602433633
f(z) = 238/3*z^3 - 235/3*z + 1
*
[ -1 ] 
f(z) = 238/3*z^3 - 232/3*z + 1
*
-1 | 0.12358778985027510590219280831439853689 | 0.022584370770416800330027609798805867718
f(z) = 238/5*z^3 - 233/5*z + 1
*
[ -1 ] 
f(z) = 238/5*z^3 - 228/5*z + 1
*
-1 | 0.11012681430949086572120708071665679145 | 0.020124518847238271572759609452131752804
f(z) = 238/9*z^3 - 229/9*z + 1
*
-1 | 0.12374066336144005333119937753872159612 | 0.022612306799221161537946247350501261582
f(z) = 238/11*z^3 - 227/11*z + 1
*
-1 | 0.12379117753583014113290201031785510062 | 0.022621537734129612741763832929267299592
f(z) = 238/13*z^3 - 225/13*z + 1
*
-1 | 0.10349680188819341918877621593799442479 | 0.018912953700580565082629211047389812403
f(z) = 238/15*z^3 - 223/15*z + 1
*
-1 | 0.12356227779379873500258495808598334673 | 0.022562421281927308294423993071492393829
f(z) = 239*z^3 - 238*z + 1
*
[ -1 ] 
f(z) = 239*z^3 - 237*z + 1
*
[ -1/2 ] 
f(z) = 239*z^3 - 227/4*z + 1
*
-1 | 0.11075196000098048774004639682690658470 | 0.020223262503394008802257927458382599077
f(z) = 239/2*z^3 - 237/2*z + 1
*
[ -1 ] 
f(z) = 239/2*z^3 - 235/2*z + 1
*
-1 | 0.10327006422267853277881937951805434264 | 0.018857071400804977186505433863205325455
f(z) = 239/3*z^3 - 236/3*z + 1
*
[ -1 ] 
f(z) = 239/3*z^3 - 233/3*z + 1
*
-1 | 0.11508195666921948316008283041655306596 | 0.021013918120322534814641346815066752017
f(z) = 239/4*z^3 - 235/4*z + 1
*
[ -1 ] 
f(z) = 239/4*z^3 - 231/4*z + 1
*
-1 | 0.12366489916760336087538090953693284884 | 0.022581159902723649032753866835326231709
f(z) = 239/5*z^3 - 234/5*z + 1
*
[ -1 ] 
f(z) = 239/5*z^3 - 229/5*z + 1
*
-1 | 0.090509681718070885247045955771341672844 | 0.016527030785432461974800245620296554807
f(z) = 239/6*z^3 - 233/6*z + 1
*
[ -1 ] 
f(z) = 239/6*z^3 - 227/6*z + 1
*
-1 | 0.12371586996684101216464083635183138225 | 0.022590467149773558502580058819763627276
f(z) = 239/7*z^3 - 232/7*z + 1
*
[ -1 ] 
f(z) = 239/7*z^3 - 225/7*z + 1
*
-1 | 0.11518389888875122982114841834509559252 | 0.021032532727827005897646979067792837533
f(z) = 239/8*z^3 - 231/8*z + 1
*
[ -1 ] 
f(z) = 239/8*z^3 - 223/8*z + 1
*
-1 | 0.11020350282570996516442036087873062255 | 0.020123114447980203384285474637309247871
f(z) = 239/9*z^3 - 230/9*z + 1
*
[ -1 ] 
f(z) = 239/9*z^3 - 221/9*z + 1
*
-1 | 0.11095584940883229401588165349263969120 | 0.020260492625701660406634201333162916575
f(z) = 239/10*z^3 - 229/10*z + 1
*
-1 | 0.12381714421229458911892444766584669997 | 0.022608959785485131572603768554149939887
f(z) = 239/11*z^3 - 228/11*z + 1
*
-1 | 0.094940280900522788088047021950527672573 | 0.017336056380223330486070860323928539075
f(z) = 239/12*z^3 - 227/12*z + 1
*
-1 | 0.12386745250512160142501002084373845217 | 0.022618146059135993162021138340806321890
f(z) = 239/13*z^3 - 226/13*z + 1
*
-1 | 0.11105711872484076666879045978177729465 | 0.020278984361298577813005453064672899238
f(z) = 239/14*z^3 - 225/14*z + 1
*
-1 | 0.10357287273078825142969783018976230995 | 0.018912364110276753035854129056828669895
f(z) = 239/15*z^3 - 224/15*z + 1
*
[ 2 ] 
f(z) = 239/16*z^3 - 237/4*z + 1
*
[ -2 ] 
f(z) = 239/16*z^3 - 233/4*z + 1
*
-1 | 0.11538513797037738796183455549942685977 | 0.021069278901652116541170362575180367160
f(z) = 239/16*z^3 - 223/16*z + 1
*
-1 | 0.12396742325207857389960086076218291945 | 0.022636400676556337991363079691305423161
f(z) = 239/17*z^3 - 222/17*z + 1
*
-1 | 0.097593109500417227983721035189747049679 | 0.017820461795276043777546155344170712454
f(z) = 239/18*z^3 - 221/18*z + 1
*
[ 3/22 ] 
f(z) = 220/9*z^3 - 224/33*z + 1
*
[ 2/3 ] 
f(z) = 221/16*z^3 - 239/36*z + 1
*
[ 3/28 ] 
f(z) = 224*z^3 - 229/21*z + 1
*
[ 3/8 ] 
f(z) = 224/5*z^3 - 239/30*z + 1
*
5/8 | 0.13255693910325397222608222757426089288 | 0.021713583745868488599811428299243836039
f(z) = 224/15*z^3 - 223/30*z + 1
*
1/6 | 0.23544183256149549444909780664952167094 | 0.027989362322909977601259058088264538592
f(z) = 225*z^3 - 233/20*z + 1
*
[ -4/5 ] 
f(z) = 225/14*z^3 - 225/28*z + 1
*
[ 2/15 ] 
f(z) = 225/17*z^3 - 229/34*z + 1
*
[ -2/3 ] 
f(z) = 231/10*z^3 - 233/30*z + 1
*
1/2 | 0.073949146709010761865623421298579868155 | 0.012044061428190470894263162014229728073
f(z) = 232/15*z^3 - 221/30*z + 1
*
[ 2/3 ] 
f(z) = 234/17*z^3 - 225/34*z + 1
*
[ 2/3 ] 
f(z) = 234/19*z^3 - 227/38*z + 1
*
[ 1/10 ] 
f(z) = 235*z^3 - 227/20*z + 1
*
[ 2/5 ] 
f(z) = 235/6*z^3 - 233/30*z + 1
*
[ -3/7 ] 
f(z) = 238/3*z^3 - 236/21*z + 1
*
[ 1/5 ] 
f(z) = 220/9*z^3 - 224/45*z + 1
*
-1/2 | 0.18507417626078494893474883515107245803 | 0.026427594794016939231770502956164970527
f(z) = 220/9*z^3 - 221/45*z + 1
*
[ 2/7 ] 
f(z) = 221/8*z^3 - 233/49*z + 1
*
[ 1/4 ] 
f(z) = 222/5*z^3 - 231/40*z + 1
*
[ 2/7 ] 
f(z) = 223/8*z^3 - 234/49*z + 1
*
3/8 | 0.18683864770306821591263655061852123754 | 0.023207742087865359697918949763400812140
f(z) = 224/9*z^3 - 229/42*z + 1
*
[ 2/7 ] 
f(z) = 225/8*z^3 - 235/49*z + 1
*
1/3 | 0.19719817737766429471953134622068318693 | 0.028068764064211153239441054699421402833
f(z) = 225/8*z^3 - 221/40*z + 1
*
11/30 | 0.18426633643717706477140975185520707663 | 0.027088450883601268132786103381033940779
f(z) = 225/11*z^3 - 229/44*z + 1
*
[ 7/30 ] 
f(z) = 225/14*z^3 - 233/56*z + 1
*
[ 1/4 ] 
f(z) = 226/5*z^3 - 233/40*z + 1
*
[ 2/7 ] 
f(z) = 227/8*z^3 - 236/49*z + 1
*
[ 2/7 ] 
f(z) = 229/8*z^3 - 237/49*z + 1
*
[ 1/5 ] 
f(z) = 230/9*z^3 - 226/45*z + 1
*
[ 2/7 ] 
f(z) = 233/8*z^3 - 239/49*z + 1
*
[ 1/4 ] 
f(z) = 234/5*z^3 - 237/40*z + 1
*
[ 2/7 ] 
f(z) = 235/8*z^3 - 240/49*z + 1
*
[ 1/5 ] 
f(z) = 235/9*z^3 - 227/45*z + 1
*
[ 1/4 ] 
f(z) = 238/5*z^3 - 239/40*z + 1
*
[ 1/4 ] 
f(z) = 236/15*z^3 - 239/60*z + 1
*
-1 | 0.12203050305823441095753370930264325997 | 0.022624940637727574392776190344235684009
f(z) = 220*z^3 - 219*z + 1
*
[ -1 ] 
f(z) = 220*z^3 - 218*z + 1
*
-1 | 0.10174270921610668931936718096594483043 | 0.018863502965627266620277748233784414326
f(z) = 220/3*z^3 - 217/3*z + 1
*
[ -1 ] 
f(z) = 220/3*z^3 - 214/3*z + 1
*
-1 | 0.12219723289010977065466288742183808237 | 0.022655853011717527937392411541622003399
f(z) = 220/7*z^3 - 213/7*z + 1
*
[ -1 ] 
f(z) = 220/7*z^3 - 206/7*z + 1
*
-1 | 0.10868916534031071371142299343500836348 | 0.020151403560265437388472202791122554440
f(z) = 220/9*z^3 - 211/9*z + 1
*
[ -1 ] 
f(z) = 220/9*z^3 - 202/9*z + 1
*
-1 | 0.12236159881287836187221411268216896065 | 0.022686327107556746517037266050681549004
f(z) = 220/13*z^3 - 207/13*z + 1
*
-1 | 0.12246990380091436294348447175639545822 | 0.022706407283116745333043169186500955534
f(z) = 220/17*z^3 - 203/17*z + 1
*
-1 | 0.12252368346584629429494631561359198226 | 0.022716378246901276918371215072166346811
f(z) = 220/19*z^3 - 201/19*z + 1
*
-1 | 0.12211436076051792704866299500291089609 | 0.022621467249622567215627229071984699587
f(z) = 221*z^3 - 220*z + 1
*
[ -1 ] 
f(z) = 221*z^3 - 219*z + 1
*
[ -1/2 ] 
f(z) = 221*z^3 - 209/4*z + 1
*
-1 | 0.10930613192996722227082709671623623991 | 0.020248765732688012729475482362401793150
f(z) = 221/2*z^3 - 219/2*z + 1
*
[ -1 ] 
f(z) = 221/2*z^3 - 217/2*z + 1
*
-1 | 0.10182631544604072734878850844919729069 | 0.018863143087075004020174037997898671391
f(z) = 221/3*z^3 - 218/3*z + 1
*
[ -1 ] 
f(z) = 221/3*z^3 - 215/3*z + 1
*
-1 | 0.11364027760304035829307581259753568343 | 0.021051658478372492246237144813578859814
f(z) = 221/4*z^3 - 217/4*z + 1
*
[ -1 ] 
f(z) = 221/4*z^3 - 213/4*z + 1
*
-1 | 0.12222528031096823216488231394047434027 | 0.022642014898254780332256591232684661921
f(z) = 221/5*z^3 - 216/5*z + 1
*
[ -1 ] 
f(z) = 221/5*z^3 - 211/5*z + 1
*
-1 | 0.089073147268528589180954313759274155897 | 0.016500641457784274293473190049133871575
f(z) = 221/6*z^3 - 215/6*z + 1
*
[ -1 ] 
f(z) = 221/6*z^3 - 209/6*z + 1
*
-1 | 0.12228034335377439655298622849907356561 | 0.022652215228598784748425277790082232156
f(z) = 221/7*z^3 - 214/7*z + 1
*
[ -1 ] 
f(z) = 221/7*z^3 - 207/7*z + 1
*
-1 | 0.11375040447096982838413084844519473428 | 0.021072059283983354384735545267984377217
f(z) = 221/8*z^3 - 213/8*z + 1
*
[ -1 ] 
f(z) = 221/8*z^3 - 205/8*z + 1
*
-1 | 0.10877203142484683997408080529807323267 | 0.020149824567952423328785401392010799240
f(z) = 221/9*z^3 - 212/9*z + 1
*
[ -1 ] 
f(z) = 221/9*z^3 - 203/9*z + 1
*
-1 | 0.10952704406421189343933826680825262648 | 0.020289689311034874948397120753829640382
f(z) = 221/10*z^3 - 211/10*z + 1
*
[ -1 ] 
f(z) = 221/10*z^3 - 201/10*z + 1
*
-1 | 0.12238969162262375341381569365234006174 | 0.022672471800120538324388017866455123536
f(z) = 221/11*z^3 - 210/11*z + 1
*
-1 | 0.093515857875552263352305115931053147047 | 0.017323645663599441224278295378335388888
f(z) = 221/12*z^3 - 209/12*z + 1
*
-1 | 0.10963562744384869572974582388491901017 | 0.020309804188196001062463054442676951310
f(z) = 221/14*z^3 - 207/14*z + 1
*
-1 | 0.10215335101074033510382673948874865894 | 0.018923725841390219104198259661900921525
f(z) = 221/15*z^3 - 206/15*z + 1
*
[ 2 ] 
f(z) = 221/16*z^3 - 219/4*z + 1
*
[ -2 ] 
f(z) = 221/16*z^3 - 215/4*z + 1
*
-1 | 0.11396757716292167679180968930979812200 | 0.021112290137323656246463300133847145827
f(z) = 221/16*z^3 - 205/16*z + 1
*
-1 | 0.096179444861609676510810417621793174961 | 0.017817070395927074917383075425043870852
f(z) = 221/18*z^3 - 203/18*z + 1
*
-1 | 0.12260536107945258115802399195336885214 | 0.022712424181838894072416370270983650445
f(z) = 221/19*z^3 - 202/19*z + 1
*
[ -1 ] 
f(z) = 222*z^3 - 220*z + 1
*
-1 | 0.12230826392937498031322162564559652968 | 0.022638454100509230856604347980126775236
f(z) = 222/5*z^3 - 217/5*z + 1
*
[ -1 ] 
f(z) = 222/5*z^3 - 212/5*z + 1
*
-1 | 0.12236308246217690067917644443492235649 | 0.022648600649882298028370972196704467178
f(z) = 222/7*z^3 - 215/7*z + 1
*
[ -1 ] 
f(z) = 222/7*z^3 - 208/7*z + 1
*
-1 | 0.12247194854458782185970227831667072692 | 0.022668751044717311110433622790151000586
f(z) = 222/11*z^3 - 211/11*z + 1
*
-1 | 0.12252600210741014178072439014588482229 | 0.022678756003185437860384468976337068743
f(z) = 222/13*z^3 - 209/13*z + 1
*
-1 | 0.12263336491589244265334611370823432792 | 0.022698628151917201417404353710199090806
f(z) = 222/17*z^3 - 205/17*z + 1
*
-1 | 0.12268667986499751616257913361777190496 | 0.022708496397850960540961580799679107558
f(z) = 222/19*z^3 - 203/19*z + 1
*
[ -1/2 ] 
f(z) = 223*z^3 - 211/4*z + 1
*
[ -1 ] 
f(z) = 223/2*z^3 - 219/2*z + 1
*
-1 | 0.10199240396205449137581270222382489718 | 0.018862430910811087876622036227706697434
f(z) = 223/3*z^3 - 220/3*z + 1
*
[ -1 ] 
f(z) = 223/3*z^3 - 217/3*z + 1
*
-1 | 0.11380611978831772475873178981714520458 | 0.021047254387035356528064468271060513502
f(z) = 223/4*z^3 - 219/4*z + 1
*
[ -1 ] 
f(z) = 223/4*z^3 - 215/4*z + 1
*
-1 | 0.12239087733452947411017820708099530718 | 0.022634915720733578446350675458459008264
f(z) = 223/5*z^3 - 218/5*z + 1
*
[ -1 ] 
f(z) = 223/5*z^3 - 213/5*z + 1
*
-1 | 0.089237466672541523957668883605282872452 | 0.016503538345785600599685970620231564225
f(z) = 223/6*z^3 - 217/6*z + 1
*
[ -1 ] 
f(z) = 223/6*z^3 - 211/6*z + 1
*
-1 | 0.12244545351936216892061971902454208463 | 0.022645009016663394524621464706578153645
f(z) = 223/7*z^3 - 216/7*z + 1
*
[ -1 ] 
f(z) = 223/7*z^3 - 209/7*z + 1
*
-1 | 0.11391527291980799530117642252163257373 | 0.021067441119786551431436113739110830007
f(z) = 223/8*z^3 - 215/8*z + 1
*
[ -1 ] 
f(z) = 223/8*z^3 - 207/8*z + 1
*
-1 | 0.10893665928496758255224982940637080884 | 0.020146698475523186529647272705652988867
f(z) = 223/9*z^3 - 214/9*z + 1
*
[ -1 ] 
f(z) = 223/9*z^3 - 205/9*z + 1
*
-1 | 0.10969078031434832126679475039044875836 | 0.020286165291310527533723897087973525116
f(z) = 223/10*z^3 - 213/10*z + 1
*
[ -1 ] 
f(z) = 223/10*z^3 - 203/10*z + 1
*
-1 | 0.12255384164974198556125032511293504848 | 0.022665054270441331782488125495361714154
f(z) = 223/11*z^3 - 212/11*z + 1
*
[ -1 ] 
f(z) = 223/11*z^3 - 201/11*z + 1
*
-1 | 0.093678737022423745355152817853119723857 | 0.017324904956205474241298159113320328678
f(z) = 223/12*z^3 - 211/12*z + 1
*
-1 | 0.12260765953009194216659127047942191225 | 0.022675007325869312751253392859064362519
f(z) = 223/13*z^3 - 210/13*z + 1
*
-1 | 0.10979906893684473786804582917620052604 | 0.020306192142143708115422551855410823670
f(z) = 223/14*z^3 - 209/14*z + 1
*
-1 | 0.10231759209482443217913957076598132242 | 0.018922571062911735687020240778581842872
f(z) = 223/15*z^3 - 208/15*z + 1
*
[ -2 ] 
f(z) = 223/16*z^3 - 217/4*z + 1
*
-1 | 0.11413055166607020672724255971024416019 | 0.021107254677661388261960002146042757855
f(z) = 223/16*z^3 - 207/16*z + 1
*
-1 | 0.12271455737148861762926160503407520699 | 0.022694776966249686582044320534369716193
f(z) = 223/17*z^3 - 206/17*z + 1
*
-1 | 0.096341956581652388237098063109650983278 | 0.017817439625306523304570690707556009299
f(z) = 223/18*z^3 - 205/18*z + 1
*
-1 | 0.12276764296290224398038429978554208596 | 0.022704594592479691006501320432063404419
f(z) = 223/19*z^3 - 204/19*z + 1
*
3/56 | 0.17140221168165402972577325965488676193 | 0.021290339931807408804100653392499911069
f(z) = 224*z^3 - 219/14*z + 1
*
[ -1 ] 
f(z) = 224/3*z^3 - 218/3*z + 1
*
-1 | 0.12247312381512506306527258050888198198 | 0.022631399511640809372651288984578576297
f(z) = 224/5*z^3 - 219/5*z + 1
*
[ -1 ] 
f(z) = 224/5*z^3 - 214/5*z + 1
*
-1 | 0.10901842756818743342997400331490168740 | 0.020145151128429283592617230887289352077
f(z) = 224/9*z^3 - 215/9*z + 1
*
[ -1 ] 
f(z) = 224/9*z^3 - 206/9*z + 1
*
-1 | 0.12263537414268705205571807895522385869 | 0.022661381207784143016813644713146452484
f(z) = 224/11*z^3 - 213/11*z + 1
*
[ -1 ] 
f(z) = 224/11*z^3 - 202/11*z + 1
*
-1 | 0.12268895838730467218102161417021420104 | 0.022671282861385315281816224667656685679
f(z) = 224/13*z^3 - 211/13*z + 1
*
-1 | 0.10239865943365620705627673239207787525 | 0.018921906283681527327644512938610698620
f(z) = 224/15*z^3 - 209/15*z + 1
*
-1 | 0.12279539527295675735472772382274361858 | 0.022690950978004952671729988902391451264
f(z) = 224/17*z^3 - 207/17*z + 1
*
-1 | 0.12284825347252305764621896782080891282 | 0.022700718468165951136880292541398228697
f(z) = 224/19*z^3 - 205/19*z + 1
*
[ -1/2 ] 
f(z) = 225*z^3 - 213/4*z + 1
*
[ 2/3 ] 
f(z) = 225*z^3 - 201/2*z + 1
*
[ -1/2 ] 
f(z) = 225/2*z^3 - 201/8*z + 1
*
[ -1 ] 
f(z) = 225/4*z^3 - 217/4*z + 1
*
[ -3/5 ] 
f(z) = 225/4*z^3 - 211/12*z + 1
*
-1 | 0.12260910447752006369735787907842576360 | 0.022637893571473792354829420542599899899
f(z) = 225/7*z^3 - 218/7*z + 1
*
[ 2/3 ] 
f(z) = 225/7*z^3 - 207/14*z + 1
*
-1 | 0.11407868638386050686474959567609990144 | 0.021062882500743351183506265485962536824
f(z) = 225/8*z^3 - 217/8*z + 1
*
[ -1 ] 
f(z) = 225/8*z^3 - 209/8*z + 1
*
-1 | 0.12271654918586253168241028835720482044 | 0.022657731591518386922220978498113100679
f(z) = 225/11*z^3 - 214/11*z + 1
*
[ -1 ] 
f(z) = 225/11*z^3 - 203/11*z + 1
*
-1 | 0.12276990181493564349327644852717488297 | 0.022667582337463088506443922621324982189
f(z) = 225/13*z^3 - 212/13*z + 1
*
14/15 | 0.12425965718118111110498006767131937330 | 0.022942642852522801704299319865923976909
f(z) = 225/13*z^3 - 209/13*z + 1
*
[ -2 ] 
f(z) = 225/16*z^3 - 219/4*z + 1
*
-1 | 0.11429210394063789352812635536082891639 | 0.021102286784439887360551541609626490950
f(z) = 225/16*z^3 - 209/16*z + 1
*
-1 | 0.12287588170447987518620596282145352881 | 0.022687149901148040979187664469159872336
f(z) = 225/17*z^3 - 208/17*z + 1
*
-1 | 0.12292851445286455096870412592201485007 | 0.022696867732147490989420798159019079020
f(z) = 225/19*z^3 - 206/19*z + 1
*
[ 1/6 ] 
f(z) = 226*z^3 - 203/18*z + 1
*
[ -1 ] 
f(z) = 226/3*z^3 - 220/3*z + 1
*
[ -1 ] 
f(z) = 226/5*z^3 - 216/5*z + 1
*
-1 | 0.12269039077014831012232629829607721160 | 0.022634369261820034420353315113304804086
f(z) = 226/7*z^3 - 219/7*z + 1
*
[ -1 ] 
f(z) = 226/7*z^3 - 212/7*z + 1
*
-1 | 0.10918088878907660233131348191273197909 | 0.020142087230086012479435287215998546831
f(z) = 226/9*z^3 - 217/9*z + 1
*
[ -1 ] 
f(z) = 226/9*z^3 - 208/9*z + 1
*
-1 | 0.12279736990028311083247483498299859373 | 0.022654105160610313018758933322379001461
f(z) = 226/11*z^3 - 215/11*z + 1
*
[ -1 ] 
f(z) = 226/11*z^3 - 204/11*z + 1
*
-1 | 0.12285049290790474446926227145349761298 | 0.022663905486155441953833945361161773181
f(z) = 226/13*z^3 - 213/13*z + 1
*
-1 | 0.10255973687106807702538041501114100953 | 0.018920593056743819528773466198199511197
f(z) = 226/15*z^3 - 211/15*z + 1
*
-1 | 0.12295601971015865658949637621680274155 | 0.022683373454219125563573704390588591693
f(z) = 226/17*z^3 - 209/17*z + 1
*
-1 | 0.12300842892327735050093393306998392221 | 0.022693042096359750044157975085377829382
f(z) = 226/19*z^3 - 207/19*z + 1
*
[ -1/2 ] 
f(z) = 227*z^3 - 215/4*z + 1
*
[ -1/2 ] 
f(z) = 227/2*z^3 - 203/8*z + 1
*
[ -1 ] 
f(z) = 227/4*z^3 - 219/4*z + 1
*
[ -1 ] 
f(z) = 227/5*z^3 - 217/5*z + 1
*
[ -1 ] 
f(z) = 227/6*z^3 - 215/6*z + 1
*
-1 | 0.12277132179636888459850652453969342437 | 0.022630866902137270831549090466012052602
f(z) = 227/7*z^3 - 220/7*z + 1
*
[ -1 ] 
f(z) = 227/7*z^3 - 213/7*z + 1
*
-1 | 0.11424067032154686354806685572468778777 | 0.021058382096317349733739635587861671584
f(z) = 227/8*z^3 - 219/8*z + 1
*
[ -1 ] 
f(z) = 227/8*z^3 - 211/8*z + 1
*
-1 | 0.10926158798075215076082863490335425224 | 0.020140570443721458949789559880319123878
f(z) = 227/9*z^3 - 218/9*z + 1
*
[ -1 ] 
f(z) = 227/9*z^3 - 209/9*z + 1
*
-1 | 0.11001524245461235759789523667811507659 | 0.020279494207338012942758573070998033817
f(z) = 227/10*z^3 - 217/10*z + 1
*
[ -1 ] 
f(z) = 227/10*z^3 - 207/10*z + 1
*
-1 | 0.12287783936625911189829388245549962545 | 0.022650501658134466054320683625756136523
f(z) = 227/11*z^3 - 216/11*z + 1
*
[ -1 ] 
f(z) = 227/11*z^3 - 205/11*z + 1
*
-1 | 0.094002272428523961070233314271355586498 | 0.017327767468015425119652459799938185922
f(z) = 227/12*z^3 - 215/12*z + 1
*
[ -1 ] 
f(z) = 227/12*z^3 - 203/12*z + 1
*
-1 | 0.12293073472087509097298682785754428699 | 0.022660252043750099130664134780863834009
f(z) = 227/13*z^3 - 214/13*z + 1
*
[ -1 ] 
f(z) = 227/13*z^3 - 201/13*z + 1
*
-1 | 0.11012103385003724964681194014195751728 | 0.020298995105057621234697850062753133098
f(z) = 227/14*z^3 - 213/14*z + 1
*
-1 | 0.10263975306840170621712371009956070358 | 0.018919944467258599322774330323982012510
f(z) = 227/15*z^3 - 212/15*z + 1
*
-1 | 0.11445225860233889517690110711544015134 | 0.021097384903736811267371953815787928530
f(z) = 227/16*z^3 - 211/16*z + 1
*
-1 | 0.12303581229470324479323248365462106255 | 0.022679621360239569263873372065827454390
f(z) = 227/17*z^3 - 210/17*z + 1
*
-1 | 0.096663413638214281961189020700077556690 | 0.017818304929395721343836631572626822877
f(z) = 227/18*z^3 - 209/18*z + 1
*
-1 | 0.12308799986414082562383129705708912348 | 0.022689241277339157497143847312662033684
f(z) = 227/19*z^3 - 208/19*z + 1
*
[ -1 ] 
f(z) = 228/5*z^3 - 218/5*z + 1
*
[ -1 ] 
f(z) = 228/7*z^3 - 214/7*z + 1
*
-1 | 0.12295796062410135598955705200914239543 | 0.022646920831190489725790561705463696123
f(z) = 228/11*z^3 - 217/11*z + 1
*
[ -1 ] 
f(z) = 228/11*z^3 - 206/11*z + 1
*
-1 | 0.12301063026894833134531409021027368499 | 0.022656621750683640181505843293518056935
f(z) = 228/13*z^3 - 215/13*z + 1
*
[ -1 ] 
f(z) = 228/13*z^3 - 202/13*z + 1
*
-1 | 0.12311526242411016125656409707225842459 | 0.022675893346620327584155845524109555620
f(z) = 228/17*z^3 - 211/17*z + 1
*
[ -1/2 ] 
f(z) = 229*z^3 - 217/4*z + 1
*
[ -1/2 ] 
f(z) = 229/2*z^3 - 205/8*z + 1
*
[ -1 ] 
f(z) = 229/5*z^3 - 219/5*z + 1
*
[ -1 ] 
f(z) = 229/6*z^3 - 217/6*z + 1
*
[ -1 ] 
f(z) = 229/7*z^3 - 215/7*z + 1
*
[ -1 ] 
f(z) = 229/8*z^3 - 213/8*z + 1
*
-1 | 0.10942193885713792365194472695996403538 | 0.020137566622945411255405644301590582990
f(z) = 229/9*z^3 - 220/9*z + 1
*
[ -1 ] 
f(z) = 229/9*z^3 - 211/9*z + 1
*
-1 | 0.11017536603437038215628609544919852130 | 0.020276224282785137312826126268502511978
f(z) = 229/10*z^3 - 219/10*z + 1
*
[ -1 ] 
f(z) = 229/10*z^3 - 209/10*z + 1
*
-1 | 0.12303773667481083192348282123530865403 | 0.022643362430821984525124879209653840210
f(z) = 229/11*z^3 - 218/11*z + 1
*
[ -1 ] 
f(z) = 229/11*z^3 - 207/11*z + 1
*
-1 | 0.094161944482532419621322908275904426757 | 0.017329179597509839925725773625590823090
f(z) = 229/12*z^3 - 217/12*z + 1
*
[ -1 ] 
f(z) = 229/12*z^3 - 205/12*z + 1
*
-1 | 0.12309018252834500158014481970397542690 | 0.022653014351457575454814578656078171117
f(z) = 229/13*z^3 - 216/13*z + 1
*
[ -1 ] 
f(z) = 229/13*z^3 - 203/13*z + 1
*
-1 | 0.11028025841041367649812668656801911339 | 0.020295528247171737036964689261419159897
f(z) = 229/14*z^3 - 215/14*z + 1
*
[ -1 ] 
f(z) = 229/14*z^3 - 201/14*z + 1
*
-1 | 0.10279875537266737628113967514065165221 | 0.018918662991118410949733674153714024078
f(z) = 229/15*z^3 - 214/15*z + 1
*
-1 | 0.11461103963311016478007767580866077393 | 0.021092547531534038005048488811357103437
f(z) = 229/16*z^3 - 213/16*z + 1
*
-1 | 0.12319437302632474274017035163679108674 | 0.022672189145072631460312876512812851553
f(z) = 229/17*z^3 - 212/17*z + 1
*
-1 | 0.096821102897498531499252378392977338612 | 0.017818560249156489453005038135897800434
f(z) = 229/18*z^3 - 211/18*z + 1
*
-1 | 0.12324612288787518269075076649256910153 | 0.022681712978186763903106421667353742147
f(z) = 229/19*z^3 - 210/19*z + 1
*
[ 1/6 ] 
f(z) = 230*z^3 - 205/18*z + 1
*
[ -1 ] 
f(z) = 230/7*z^3 - 216/7*z + 1
*
[ -1 ] 
f(z) = 230/9*z^3 - 212/9*z + 1
*
-1 | 0.12311717048075356286852427922775357862 | 0.022639826211937360002699632857205018086
f(z) = 230/11*z^3 - 219/11*z + 1
*
[ -1 ] 
f(z) = 230/11*z^3 - 208/11*z + 1
*
-1 | 0.12316939443707031484383347720609167494 | 0.022649429594556487884107968283298320948
f(z) = 230/13*z^3 - 217/13*z + 1
*
[ -1 ] 
f(z) = 230/13*z^3 - 204/13*z + 1
*
-1 | 0.12327314699188946537512697253439578549 | 0.022668508491520882244106369505801766870
f(z) = 230/17*z^3 - 213/17*z + 1
*
-1 | 0.12332468074259025297443636877207008215 | 0.022677984953295948172149828611355213980
f(z) = 230/19*z^3 - 211/19*z + 1
*
[ -1/2 ] 
f(z) = 231*z^3 - 219/4*z + 1
*
[ -2/7 ] 
f(z) = 231*z^3 - 201/14*z + 1
*
[ -1/2 ] 
f(z) = 231/2*z^3 - 207/8*z + 1
*
[ -1 ] 
f(z) = 231/8*z^3 - 215/8*z + 1
*
[ -1 ] 
f(z) = 231/10*z^3 - 211/10*z + 1
*
-1 | 0.12324826889556575801457899695309563762 | 0.022645867232368184170908182295426182263
f(z) = 231/13*z^3 - 218/13*z + 1
*
[ -1 ] 
f(z) = 231/13*z^3 - 205/13*z + 1
*
-1 | 0.11476847040268966811634384801981989262 | 0.021087773211675478740429826697817561818
f(z) = 231/16*z^3 - 215/16*z + 1
*
-1 | 0.12335158717457851511665487126549829794 | 0.022664851126017694478156325066297839940
f(z) = 231/17*z^3 - 214/17*z + 1
*
-1 | 0.12340290661271066828875496735638646735 | 0.022674280655477173049590268893139651278
f(z) = 231/19*z^3 - 212/19*z + 1
*
[ -1 ] 
f(z) = 232/7*z^3 - 218/7*z + 1
*
[ -1 ] 
f(z) = 232/9*z^3 - 214/9*z + 1
*
[ -1 ] 
f(z) = 232/11*z^3 - 210/11*z + 1
*
-1 | 0.12332680876734685683920065860540464442 | 0.022642327021105796755116518070963039960
f(z) = 232/13*z^3 - 219/13*z + 1
*
[ -1 ] 
f(z) = 232/13*z^3 - 206/13*z + 1
*
-1 | 0.10303369370150465648591556788269304059 | 0.018916589266352630376323416313587147953
f(z) = 232/15*z^3 - 217/15*z + 1
*
[ -1 ] 
f(z) = 232/15*z^3 - 202/15*z + 1
*
-1 | 0.12342969639201895333466386291487342825 | 0.022661216792661024188647949117552709578
f(z) = 232/17*z^3 - 215/17*z + 1
*
-1 | 0.12348080329350082157770994824626572354 | 0.022670599822903628525258488931142221181
f(z) = 232/19*z^3 - 213/19*z + 1
*
[ -1/2 ] 
f(z) = 233/2*z^3 - 209/8*z + 1
*
[ -1 ] 
f(z) = 233/7*z^3 - 219/7*z + 1
*
[ -1 ] 
f(z) = 233/8*z^3 - 217/8*z + 1
*
[ -1 ] 
f(z) = 233/9*z^3 - 215/9*z + 1
*
[ -1 ] 
f(z) = 233/10*z^3 - 213/10*z + 1
*
[ -1 ] 
f(z) = 233/11*z^3 - 211/11*z + 1
*
[ -1 ] 
f(z) = 233/12*z^3 - 209/12*z + 1
*
-1 | 0.12340501687962746060029128557074935787 | 0.022638808720731780482489357154067589677
f(z) = 233/13*z^3 - 220/13*z + 1
*
[ -1 ] 
f(z) = 233/13*z^3 - 207/13*z + 1
*
-1 | 0.11059465742641325875352262285695185692 | 0.020288731838622366746886843458024390821
f(z) = 233/14*z^3 - 219/14*z + 1
*
[ -1 ] 
f(z) = 233/14*z^3 - 205/14*z + 1
*
-1 | 0.10311272096226970659980190616255916925 | 0.018916160992190458802689328349375218223
f(z) = 233/15*z^3 - 218/15*z + 1
*
[ -1 ] 
f(z) = 233/15*z^3 - 203/15*z + 1
*
-1 | 0.11492457368928375226560089802770386654 | 0.021083060533925947890072233601729668182
f(z) = 233/16*z^3 - 217/16*z + 1
*
[ -1 ] 
f(z) = 233/16*z^3 - 201/16*z + 1
*
-1 | 0.12350747742629881601615889942565235033 | 0.022657605239513322494584787450522408648
f(z) = 233/17*z^3 - 216/17*z + 1
*
-1 | 0.097133779502938457910326164072006815371 | 0.017819316508288454828900125040801710962
f(z) = 233/18*z^3 - 215/18*z + 1
*
-1 | 0.12355837354505551042308450595456744634 | 0.022666942197817735410516678940212802082
f(z) = 233/19*z^3 - 214/19*z + 1
*
[ 2/3 ] 
f(z) = 234*z^3 - 209/2*z + 1
*
[ -2/3 ] 
f(z) = 234*z^3 - 203/2*z + 1
*
[ 2/3 ] 
f(z) = 234/5*z^3 - 213/10*z + 1
*
[ -1 ] 
f(z) = 234/7*z^3 - 220/7*z + 1
*
[ 2/3 ] 
f(z) = 234/7*z^3 - 215/14*z + 1
*
[ -1 ] 
f(z) = 234/11*z^3 - 212/11*z + 1
*
-1 | 0.12358493302456247512247227301423510393 | 0.022654016218522656326758521598804067990
f(z) = 234/17*z^3 - 217/17*z + 1
*
-1 | 0.12363562009288769751622037008831967843 | 0.022663307526449980579170027623576670761
f(z) = 234/19*z^3 - 215/19*z + 1
*
[ -1/2 ] 
f(z) = 235/2*z^3 - 211/8*z + 1
*
[ 2/5 ] 
f(z) = 235/2*z^3 - 203/10*z + 1
*
[ -1 ] 
f(z) = 235/8*z^3 - 219/8*z + 1
*
[ -1 ] 
f(z) = 235/9*z^3 - 217/9*z + 1
*
[ -1 ] 
f(z) = 235/11*z^3 - 213/11*z + 1
*
[ -1 ] 
f(z) = 235/12*z^3 - 211/12*z + 1
*
[ -1 ] 
f(z) = 235/13*z^3 - 209/13*z + 1
*
[ -1 ] 
f(z) = 235/14*z^3 - 207/14*z + 1
*
-1 | 0.11507937169936942948851708905853822542 | 0.021078408132125245444734504326468196953
f(z) = 235/16*z^3 - 219/16*z + 1
*
[ -1 ] 
f(z) = 235/16*z^3 - 203/16*z + 1
*
-1 | 0.12366206589959358104396436080334544877 | 0.022650449485445739969484356937768601624
f(z) = 235/17*z^3 - 218/17*z + 1
*
[ -1 ] 
f(z) = 235/17*z^3 - 201/17*z + 1
*
-1 | 0.097288159336462632784320495455219804745 | 0.017819696950330387989067269266997192299
f(z) = 235/18*z^3 - 217/18*z + 1
*
-1 | 0.12371254562850403920946208569490847832 | 0.022659695558939722293276126672897247524
f(z) = 235/19*z^3 - 216/19*z + 1
*
[ -1 ] 
f(z) = 236/9*z^3 - 218/9*z + 1
*
[ -1 ] 
f(z) = 236/11*z^3 - 214/11*z + 1
*
[ -1 ] 
f(z) = 236/13*z^3 - 210/13*z + 1
*
[ -1 ] 
f(z) = 236/15*z^3 - 206/15*z + 1
*
-1 | 0.12373887873038589581387744391616376277 | 0.022646904799772822986654156185411342929
f(z) = 236/17*z^3 - 219/17*z + 1
*
[ -1 ] 
f(z) = 236/17*z^3 - 202/17*z + 1
*
-1 | 0.12378915280996848646189161392571048636 | 0.022656106049257909397247980355062207036
f(z) = 236/19*z^3 - 217/19*z + 1
*
[ -1/2 ] 
f(z) = 237/2*z^3 - 213/8*z + 1
*
[ -1 ] 
f(z) = 237/10*z^3 - 217/10*z + 1
*
[ -1 ] 
f(z) = 237/11*z^3 - 215/11*z + 1
*
[ -1 ] 
f(z) = 237/13*z^3 - 211/13*z + 1
*
[ -1 ] 
f(z) = 237/14*z^3 - 209/14*z + 1
*
[ -1 ] 
f(z) = 237/16*z^3 - 205/16*z + 1
*
-1 | 0.12381537416270231776952633359044870220 | 0.022643381924654381873737047737957769588
f(z) = 237/17*z^3 - 220/17*z + 1
*
[ -1 ] 
f(z) = 237/17*z^3 - 203/17*z + 1
*
-1 | 0.12386544426245425369460276138678417451 | 0.022652538755131660004266297573497548915
f(z) = 237/19*z^3 - 218/19*z + 1
*
[ -2/7 ] 
f(z) = 238*z^3 - 209/14*z + 1
*
[ 1/6 ] 
f(z) = 238*z^3 - 209/18*z + 1
*
[ -1/3 ] 
f(z) = 238*z^3 - 202/9*z + 1
*
[ -1 ] 
f(z) = 238/9*z^3 - 220/9*z + 1
*
[ -1 ] 
f(z) = 238/11*z^3 - 216/11*z + 1
*
[ -1 ] 
f(z) = 238/13*z^3 - 212/13*z + 1
*
[ -1 ] 
f(z) = 238/15*z^3 - 208/15*z + 1
*
-1 | 0.12394142257878444256107615275050167768 | 0.022648993437970647071722264464155174719
f(z) = 238/19*z^3 - 219/19*z + 1
*
[ -1/3 ] 
f(z) = 239*z^3 - 203/9*z + 1
*
[ -1/2 ] 
f(z) = 239/2*z^3 - 215/8*z + 1
*
[ -1/2 ] 
f(z) = 239/3*z^3 - 203/12*z + 1
*
[ -1 ] 
f(z) = 239/10*z^3 - 219/10*z + 1
*
[ -1 ] 
f(z) = 239/11*z^3 - 217/11*z + 1
*
[ -1 ] 
f(z) = 239/12*z^3 - 215/12*z + 1
*
[ -1 ] 
f(z) = 239/13*z^3 - 213/13*z + 1
*
[ -1 ] 
f(z) = 239/14*z^3 - 211/14*z + 1
*
[ -1 ] 
f(z) = 239/15*z^3 - 209/15*z + 1
*
[ -1 ] 
f(z) = 239/16*z^3 - 207/16*z + 1
*
[ -1 ] 
f(z) = 239/17*z^3 - 205/17*z + 1
*
[ -1 ] 
f(z) = 239/18*z^3 - 203/18*z + 1
*
-1 | 0.12401709031996159940752470366837299638 | 0.022645469862795239969988086371087393232
f(z) = 239/19*z^3 - 220/19*z + 1
*
[ -1 ] 
f(z) = 239/19*z^3 - 201/19*z + 1
*
3/20 | 0.17533248230315315347434901119530409916 | 0.020899387565559242901197519287482742386
f(z) = 220*z^3 - 219/20*z + 1
*
-1/2 | 0.10755573913817448220343768827577881643 | 0.015358379808263631605298710172023278395
f(z) = 220/7*z^3 - 219/35*z + 1
*
[ 2/13 ] 
f(z) = 221/2*z^3 - 211/26*z + 1
*
1/6 | 0.20844393510661141601824984792882516017 | 0.028972932756332623880772084042465357771
f(z) = 222/5*z^3 - 217/30*z + 1
*
[ 5/28 ] 
f(z) = 224/5*z^3 - 211/35*z + 1
*
2/15 | 0.13944890046428502365450894593409708578 | 0.020499971747616827104322207802045822061
f(z) = 225/7*z^3 - 205/28*z + 1
*
-3/5 | 0.11442324711285893272105003271405297897 | 0.017563820929996219855859072286532827274
f(z) = 225/8*z^3 - 211/24*z + 1
*
[ 2/3 ] 
f(z) = 225/11*z^3 - 211/22*z + 1
*
[ 2/3 ] 
f(z) = 225/13*z^3 - 213/26*z + 1
*
4/45 | 0.15758084399584118823542197275049939892 | 0.020698031992501264047518000434987432844
f(z) = 225/16*z^3 - 211/36*z + 1
*
[ 2/3 ] 
f(z) = 225/17*z^3 - 217/34*z + 1
*
[ 2/3 ] 
f(z) = 225/19*z^3 - 219/38*z + 1
*
[ 1/6 ] 
f(z) = 228/13*z^3 - 214/39*z + 1
*
[ 1/7 ] 
f(z) = 231/4*z^3 - 201/28*z + 1
*
10/21 | 0.19066215369330628035554251754779981397 | 0.022465358581882790829387092817189702892
f(z) = 231/8*z^3 - 211/21*z + 1
*
[ 2/21 ] 
f(z) = 231/8*z^3 - 205/21*z + 1
*
[ 2/3 ] 
f(z) = 234/11*z^3 - 219/22*z + 1
*
[ 1/6 ] 
f(z) = 234/19*z^3 - 203/38*z + 1
*
[ 1/4 ] 
f(z) = 220/13*z^3 - 211/52*z + 1
*
15/56 | 0.14526821555129081881448315587966313282 | 0.018044164424892836075079211422348618326
f(z) = 224/9*z^3 - 215/42*z + 1
*
[ 4/15 ] 
f(z) = 225/13*z^3 - 207/52*z + 1
*
[ 1/4 ] 
f(z) = 228/13*z^3 - 213/52*z + 1
*
[ 2/11 ] 
f(z) = 231/16*z^3 - 219/44*z + 1
*
[ 1/5 ] 
f(z) = 235/8*z^3 - 207/40*z + 1
*
[ 1/4 ] 
f(z) = 236/13*z^3 - 215/52*z + 1
*
[ -2/3 ] 
f(z) = 237/14*z^3 - 211/42*z + 1
*
[ 3/14 ] 
f(z) = 238/9*z^3 - 205/42*z + 1
*
[ -1/3 ] 
f(z) = 220*z^3 - 184/9*z + 1
*
[ -1 ] 
f(z) = 220/13*z^3 - 194/13*z + 1
*
[ -1 ] 
f(z) = 220/17*z^3 - 186/17*z + 1
*
[ -1 ] 
f(z) = 220/19*z^3 - 182/19*z + 1
*
[ -1/3 ] 
f(z) = 221*z^3 - 185/9*z + 1
*
[ -1/2 ] 
f(z) = 221/2*z^3 - 197/8*z + 1
*
[ -1/2 ] 
f(z) = 221/3*z^3 - 185/12*z + 1
*
[ -1 ] 
f(z) = 221/11*z^3 - 199/11*z + 1
*
[ -1 ] 
f(z) = 221/12*z^3 - 197/12*z + 1
*
[ -1 ] 
f(z) = 221/14*z^3 - 193/14*z + 1
*
[ -1 ] 
f(z) = 221/15*z^3 - 191/15*z + 1
*
[ -1 ] 
f(z) = 221/16*z^3 - 189/16*z + 1
*
[ -1 ] 
f(z) = 221/18*z^3 - 185/18*z + 1
*
[ -1 ] 
f(z) = 221/19*z^3 - 183/19*z + 1
*
[ -1 ] 
f(z) = 222/11*z^3 - 200/11*z + 1
*
[ -1 ] 
f(z) = 222/13*z^3 - 196/13*z + 1
*
[ -1 ] 
f(z) = 222/17*z^3 - 188/17*z + 1
*
[ -1 ] 
f(z) = 222/19*z^3 - 184/19*z + 1
*
[ -1/3 ] 
f(z) = 223*z^3 - 187/9*z + 1
*
[ -1/2 ] 
f(z) = 223/2*z^3 - 199/8*z + 1
*
[ -1/2 ] 
f(z) = 223/3*z^3 - 187/12*z + 1
*
[ -1 ] 
f(z) = 223/12*z^3 - 199/12*z + 1
*
[ -1 ] 
f(z) = 223/13*z^3 - 197/13*z + 1
*
[ -1 ] 
f(z) = 223/14*z^3 - 195/14*z + 1
*
[ -1 ] 
f(z) = 223/15*z^3 - 193/15*z + 1
*
[ -1 ] 
f(z) = 223/16*z^3 - 191/16*z + 1
*
[ -1 ] 
f(z) = 223/17*z^3 - 189/17*z + 1
*
[ -1 ] 
f(z) = 223/18*z^3 - 187/18*z + 1
*
[ -1 ] 
f(z) = 223/19*z^3 - 185/19*z + 1
*
[ 3/8 ] 
f(z) = 224*z^3 - 199/6*z + 1
*
5/16 | 0.20939462649874909278243056065866443356 | 0.027952500072147798404604989527876296649
f(z) = 224*z^3 - 199/8*z + 1
*
[ 1/28 ] 
f(z) = 224*z^3 - 191/7*z + 1
*
[ -1/3 ] 
f(z) = 224*z^3 - 188/9*z + 1
*
[ 5/8 ] 
f(z) = 224/5*z^3 - 181/10*z + 1
*
[ -1 ] 
f(z) = 224/13*z^3 - 198/13*z + 1
*
[ -1 ] 
f(z) = 224/15*z^3 - 194/15*z + 1
*
[ -1 ] 
f(z) = 224/17*z^3 - 190/17*z + 1
*
[ -1 ] 
f(z) = 224/19*z^3 - 186/19*z + 1
*
[ -2/3 ] 
f(z) = 225*z^3 - 195/2*z + 1
*
[ -3/10 ] 
f(z) = 225*z^3 - 191/12*z + 1
*
2/5 | 0.21623714391962105832573707044230279045 | 0.028402458124501080376996808917079107829
f(z) = 225/4*z^3 - 191/18*z + 1
*
[ 4/3 ] 
f(z) = 225/8*z^3 - 199/4*z + 1
*
[ 2/45 ] 
f(z) = 225/8*z^3 - 194/9*z + 1
*
[ -4/3 ] 
f(z) = 225/8*z^3 - 193/4*z + 1
*
[ -1 ] 
f(z) = 225/16*z^3 - 193/16*z + 1
*
[ -1 ] 
f(z) = 225/17*z^3 - 191/17*z + 1
*
[ -1 ] 
f(z) = 225/19*z^3 - 187/19*z + 1
*
[ -1/3 ] 
f(z) = 226*z^3 - 190/9*z + 1
*
[ -1 ] 
f(z) = 226/13*z^3 - 200/13*z + 1
*
[ -1 ] 
f(z) = 226/15*z^3 - 196/15*z + 1
*
[ -1 ] 
f(z) = 226/17*z^3 - 192/17*z + 1
*
[ -1 ] 
f(z) = 226/19*z^3 - 188/19*z + 1
*
[ -1/3 ] 
f(z) = 227*z^3 - 191/9*z + 1
*
[ -1/2 ] 
f(z) = 227/3*z^3 - 191/12*z + 1
*
[ -1 ] 
f(z) = 227/14*z^3 - 199/14*z + 1
*
[ -1 ] 
f(z) = 227/15*z^3 - 197/15*z + 1
*
[ -1 ] 
f(z) = 227/16*z^3 - 195/16*z + 1
*
[ -1 ] 
f(z) = 227/17*z^3 - 193/17*z + 1
*
[ -1 ] 
f(z) = 227/18*z^3 - 191/18*z + 1
*
[ -1 ] 
f(z) = 227/19*z^3 - 189/19*z + 1
*
[ -1 ] 
f(z) = 228/17*z^3 - 194/17*z + 1
*
[ -1/3 ] 
f(z) = 229*z^3 - 193/9*z + 1
*
[ -1/2 ] 
f(z) = 229/3*z^3 - 193/12*z + 1
*
[ -1/2 ] 
f(z) = 229/4*z^3 - 181/16*z + 1
*
[ -1 ] 
f(z) = 229/15*z^3 - 199/15*z + 1
*
[ -1 ] 
f(z) = 229/16*z^3 - 197/16*z + 1
*
[ -1 ] 
f(z) = 229/17*z^3 - 195/17*z + 1
*
[ -1 ] 
f(z) = 229/18*z^3 - 193/18*z + 1
*
[ -1 ] 
f(z) = 229/19*z^3 - 191/19*z + 1
*
[ -1/3 ] 
f(z) = 230*z^3 - 194/9*z + 1
*
[ -1 ] 
f(z) = 230/17*z^3 - 196/17*z + 1
*
[ -1 ] 
f(z) = 230/19*z^3 - 192/19*z + 1
*
[ -1/2 ] 
f(z) = 231/4*z^3 - 183/16*z + 1
*
[ -1 ] 
f(z) = 231/16*z^3 - 199/16*z + 1
*
[ -1 ] 
f(z) = 231/17*z^3 - 197/17*z + 1
*
[ -1 ] 
f(z) = 231/19*z^3 - 193/19*z + 1
*
[ -1/3 ] 
f(z) = 232*z^3 - 196/9*z + 1
*
[ -1 ] 
f(z) = 232/17*z^3 - 198/17*z + 1
*
[ -1 ] 
f(z) = 232/19*z^3 - 194/19*z + 1
*
[ -1/3 ] 
f(z) = 233*z^3 - 197/9*z + 1
*
[ -1/2 ] 
f(z) = 233/3*z^3 - 197/12*z + 1
*
[ -1/2 ] 
f(z) = 233/4*z^3 - 185/16*z + 1
*
[ -1 ] 
f(z) = 233/17*z^3 - 199/17*z + 1
*
[ -1 ] 
f(z) = 233/18*z^3 - 197/18*z + 1
*
[ -1 ] 
f(z) = 233/19*z^3 - 195/19*z + 1
*
[ -2/3 ] 
f(z) = 234/5*z^3 - 183/10*z + 1
*
[ -1 ] 
f(z) = 234/17*z^3 - 200/17*z + 1
*
[ -1 ] 
f(z) = 234/19*z^3 - 196/19*z + 1
*
[ -1/3 ] 
f(z) = 235*z^3 - 199/9*z + 1
*
[ -1/2 ] 
f(z) = 235/3*z^3 - 199/12*z + 1
*
[ -1/2 ] 
f(z) = 235/4*z^3 - 187/16*z + 1
*
[ -1 ] 
f(z) = 235/18*z^3 - 199/18*z + 1
*
[ -1 ] 
f(z) = 235/19*z^3 - 197/19*z + 1
*
[ -1/3 ] 
f(z) = 236*z^3 - 200/9*z + 1
*
[ 3/4 ] 
f(z) = 236/9*z^3 - 181/12*z + 1
*
[ -1 ] 
f(z) = 236/19*z^3 - 198/19*z + 1
*
[ -1/2 ] 
f(z) = 237/4*z^3 - 189/16*z + 1
*
[ -1 ] 
f(z) = 237/19*z^3 - 199/19*z + 1
*
[ 1/14 ] 
f(z) = 238*z^3 - 199/14*z + 1
*
[ -1 ] 
f(z) = 238/19*z^3 - 200/19*z + 1
*
[ -1/2 ] 
f(z) = 239/4*z^3 - 191/16*z + 1
*
[ 1/6 ] 
f(z) = 220/3*z^3 - 190/27*z + 1
*
[ 1/5 ] 
f(z) = 220/7*z^3 - 184/35*z + 1
*
[ 3/13 ] 
f(z) = 221/9*z^3 - 181/39*z + 1
*
[ 1/6 ] 
f(z) = 222/5*z^3 - 187/30*z + 1
*
[ 3/28 ] 
f(z) = 224/3*z^3 - 193/21*z + 1
*
[ 1/6 ] 
f(z) = 224/3*z^3 - 191/27*z + 1
*
[ 3/28 ] 
f(z) = 224/9*z^3 - 181/21*z + 1
*
[ 1/8 ] 
f(z) = 224/13*z^3 - 189/26*z + 1
*
[ 5/8 ] 
f(z) = 224/15*z^3 - 193/30*z + 1
*
-3/4 | 0.17510124851545644806001915306089789180 | 0.028682584626406492032926781457136970416
f(z) = 224/15*z^3 - 187/30*z + 1
*
[ -3/5 ] 
f(z) = 225/7*z^3 - 187/21*z + 1
*
[ 1/6 ] 
f(z) = 225/8*z^3 - 185/32*z + 1
*
[ 1/4 ] 
f(z) = 226/3*z^3 - 185/24*z + 1
*
[ 1/6 ] 
f(z) = 228/11*z^3 - 184/33*z + 1
*
[ 1/4 ] 
f(z) = 230/3*z^3 - 187/24*z + 1
*
[ 1/5 ] 
f(z) = 230/7*z^3 - 186/35*z + 1
*
[ 1/6 ] 
f(z) = 231/2*z^3 - 197/24*z + 1
*
[ 2/11 ] 
f(z) = 231/2*z^3 - 183/22*z + 1
*
[ -6/11 ] 
f(z) = 231/8*z^3 - 190/33*z + 1
*
[ -4/7 ] 
f(z) = 231/8*z^3 - 187/28*z + 1
*
[ 1/8 ] 
f(z) = 232/3*z^3 - 197/24*z + 1
*
[ 1/6 ] 
f(z) = 232/3*z^3 - 193/27*z + 1
*
[ -3/4 ] 
f(z) = 232/15*z^3 - 191/30*z + 1
*
[ 1/6 ] 
f(z) = 234/17*z^3 - 183/34*z + 1
*
[ 1/5 ] 
f(z) = 235/7*z^3 - 187/35*z + 1
*
[ 4/5 ] 
f(z) = 235/16*z^3 - 193/20*z + 1
*
[ 1/6 ] 
f(z) = 236/3*z^3 - 194/27*z + 1
*
[ 1/6 ] 
f(z) = 237/2*z^3 - 199/24*z + 1
*
[ 1/4 ] 
f(z) = 238/3*z^3 - 191/24*z + 1
*
[ 4/13 ] 
f(z) = 221/16*z^3 - 185/52*z + 1
*
[ 1/3 ] 
f(z) = 222/19*z^3 - 188/57*z + 1
*
[ 11/30 ] 
f(z) = 225/11*z^3 - 197/44*z + 1
*
[ 4/15 ] 
f(z) = 225/11*z^3 - 185/44*z + 1
*
1/5 | 0.12607301206542116526776993890929518626 | 0.019352044832622684548162236647325188395
f(z) = 225/14*z^3 - 181/42*z + 1
*
[ 1/4 ] 
f(z) = 228/11*z^3 - 189/44*z + 1
*
[ 1/3 ] 
f(z) = 231/19*z^3 - 191/57*z + 1
*
[ 1/4 ] 
f(z) = 236/11*z^3 - 191/44*z + 1
*
[ 1/3 ] 
f(z) = 237/17*z^3 - 181/51*z + 1
*
[ 1/3 ] 
f(z) = 237/19*z^3 - 193/57*z + 1
*
[ 1/8 ] 
f(z) = 220*z^3 - 167/16*z + 1
*
[ 3/4 ] 
f(z) = 220/9*z^3 - 169/12*z + 1
*
[ 3/2 ] 
f(z) = 220/9*z^3 - 164/3*z + 1
*
[ 1/13 ] 
f(z) = 221*z^3 - 173/13*z + 1
*
[ -1/2 ] 
f(z) = 221/4*z^3 - 173/16*z + 1
*
[ -1/2 ] 
f(z) = 223/4*z^3 - 175/16*z + 1
*
1/14 | 0.19781876989479446276459180995748417332 | 0.024571613251843201988111867714024547916
f(z) = 224*z^3 - 177/14*z + 1
*
[ -3/8 ] 
f(z) = 224*z^3 - 167/6*z + 1
*
[ 3/2 ] 
f(z) = 224/9*z^3 - 167/3*z + 1
*
[ -3/2 ] 
f(z) = 224/9*z^3 - 163/3*z + 1
*
[ 1/9 ] 
f(z) = 225/2*z^3 - 169/18*z + 1
*
[ 2/9 ] 
f(z) = 225/2*z^3 - 163/18*z + 1
*
[ -1/2 ] 
f(z) = 225/4*z^3 - 177/16*z + 1
*
[ -2/3 ] 
f(z) = 225/7*z^3 - 165/14*z + 1
*
[ 14/15 ] 
f(z) = 225/8*z^3 - 172/7*z + 1
*
[ 13/15 ] 
f(z) = 225/13*z^3 - 171/13*z + 1
*
[ -14/15 ] 
f(z) = 225/14*z^3 - 167/14*z + 1
*
[ -1/2 ] 
f(z) = 227/4*z^3 - 179/16*z + 1
*
[ 1/8 ] 
f(z) = 228*z^3 - 169/16*z + 1
*
[ 2/7 ] 
f(z) = 231/2*z^3 - 167/14*z + 1
*
[ 3/2 ] 
f(z) = 232/9*z^3 - 173/3*z + 1
*
[ -3/2 ] 
f(z) = 232/9*z^3 - 169/3*z + 1
*
[ -1/3 ] 
f(z) = 233/2*z^3 - 161/18*z + 1
*
[ 1/13 ] 
f(z) = 234*z^3 - 174/13*z + 1
*
[ -2/3 ] 
f(z) = 234/7*z^3 - 173/14*z + 1
*
[ -1/3 ] 
f(z) = 235/2*z^3 - 163/18*z + 1
*
[ 1/8 ] 
f(z) = 236*z^3 - 171/16*z + 1
*
[ 3/2 ] 
f(z) = 236/9*z^3 - 176/3*z + 1
*
[ -3/2 ] 
f(z) = 236/9*z^3 - 172/3*z + 1
*
[ 2/3 ] 
f(z) = 237/4*z^3 - 161/6*z + 1
*
[ -1/3 ] 
f(z) = 239/2*z^3 - 167/18*z + 1
*
[ 1/4 ] 
f(z) = 220/9*z^3 - 163/36*z + 1
*
[ 2/13 ] 
f(z) = 221/4*z^3 - 177/26*z + 1
*
[ -1/2 ] 
f(z) = 221/5*z^3 - 161/20*z + 1
*
[ -1/2 ] 
f(z) = 223/5*z^3 - 163/20*z + 1
*
1/4 | 0.15984175107428407594962309992015165575 | 0.021724842693625200825744782673437733689
f(z) = 224/3*z^3 - 176/21*z + 1
*
[ 3/16 ] 
f(z) = 224/3*z^3 - 167/24*z + 1
*
[ 1/8 ] 
f(z) = 224/11*z^3 - 161/22*z + 1
*
[ 1/6 ] 
f(z) = 225/7*z^3 - 165/28*z + 1
*
[ -3/5 ] 
f(z) = 225/8*z^3 - 179/24*z + 1
*
[ 2/15 ] 
f(z) = 225/13*z^3 - 177/26*z + 1
*
[ -1/2 ] 
f(z) = 227/5*z^3 - 167/20*z + 1
*
[ -1/2 ] 
f(z) = 229/5*z^3 - 169/20*z + 1
*
[ -1/2 ] 
f(z) = 231/5*z^3 - 171/20*z + 1
*
[ -3/8 ] 
f(z) = 232/3*z^3 - 173/24*z + 1
*
[ -1/2 ] 
f(z) = 233/5*z^3 - 173/20*z + 1
*
[ -1/2 ] 
f(z) = 233/6*z^3 - 161/24*z + 1
*
[ 1/5 ] 
f(z) = 235/6*z^3 - 167/30*z + 1
*
[ -1/2 ] 
f(z) = 235/6*z^3 - 163/24*z + 1
*
[ 3/5 ] 
f(z) = 235/18*z^3 - 161/30*z + 1
*
[ 1/4 ] 
f(z) = 236/9*z^3 - 167/36*z + 1
*
[ -1/2 ] 
f(z) = 237/5*z^3 - 177/20*z + 1
*
[ -1/2 ] 
f(z) = 239/5*z^3 - 179/20*z + 1
*
[ -1/2 ] 
f(z) = 239/6*z^3 - 167/24*z + 1
*
[ 1/3 ] 
f(z) = 222/17*z^3 - 176/51*z + 1
*
[ 1/3 ] 
f(z) = 228/17*z^3 - 178/51*z + 1
*
[ 1/3 ] 
f(z) = 231/16*z^3 - 173/48*z + 1
*
[ 4/11 ] 
f(z) = 231/16*z^3 - 161/44*z + 1
*
[ 1/3 ] 
f(z) = 231/17*z^3 - 179/51*z + 1
*
[ 1/3 ] 
f(z) = 237/14*z^3 - 163/42*z + 1
*
[ 1/3 ] 
f(z) = 237/16*z^3 - 175/48*z + 1
*
[ 1/10 ] 
f(z) = 220/3*z^3 - 146/15*z + 1
*
[ -3/2 ] 
f(z) = 220/9*z^3 - 160/3*z + 1
*
[ 3/5 ] 
f(z) = 220/9*z^3 - 142/15*z + 1
*
[ -1/3 ] 
f(z) = 221/2*z^3 - 149/18*z + 1
*
[ -1/3 ] 
f(z) = 223/2*z^3 - 151/18*z + 1
*
1/8 | 0.18650193136864449688421189264372455069 | 0.023165917626266300686672106530416220879
f(z) = 224*z^3 - 151/14*z + 1
*
[ -5/8 ] 
f(z) = 224/5*z^3 - 149/10*z + 1
*
2/45 | 0.16112013177263474306763365670450136314 | 0.021162912683435214255954702444044603592
f(z) = 225*z^3 - 157/9*z + 1
*
1/5 | 0.13529971426749044921492120941079857034 | 0.017771435559506871920834230111719294317
f(z) = 225/2*z^3 - 157/18*z + 1
*
1/30 | 0.19154351950670467801916927885568678276 | 0.028158248112771672059420902316163698174
f(z) = 225/2*z^3 - 153/8*z + 1
*
[ 1/10 ] 
f(z) = 225/4*z^3 - 153/16*z + 1
*
[ 4/5 ] 
f(z) = 225/4*z^3 - 145/4*z + 1
*
[ -14/15 ] 
f(z) = 225/8*z^3 - 157/7*z + 1
*
[ 1/15 ] 
f(z) = 225/11*z^3 - 155/11*z + 1
*
[ -13/15 ] 
f(z) = 225/13*z^3 - 141/13*z + 1
*
[ -1/3 ] 
f(z) = 227/2*z^3 - 155/18*z + 1
*
[ 1/12 ] 
f(z) = 228*z^3 - 151/12*z + 1
*
[ -1/3 ] 
f(z) = 229/2*z^3 - 157/18*z + 1
*
[ 3/5 ] 
f(z) = 230/9*z^3 - 148/15*z + 1
*
[ 2/3 ] 
f(z) = 231/4*z^3 - 157/6*z + 1
*
[ 1/4 ] 
f(z) = 234*z^3 - 141/8*z + 1
*
[ -2/5 ] 
f(z) = 235/2*z^3 - 153/10*z + 1
*
[ 3/5 ] 
f(z) = 235/9*z^3 - 151/15*z + 1
*
[ -3/4 ] 
f(z) = 236/9*z^3 - 149/12*z + 1
*
[ -2/3 ] 
f(z) = 237/4*z^3 - 143/6*z + 1
*
[ 1/4 ] 
f(z) = 238*z^3 - 143/8*z + 1
*
[ 3/11 ] 
f(z) = 220/9*z^3 - 148/33*z + 1
*
[ -1/2 ] 
f(z) = 221/6*z^3 - 149/24*z + 1
*
[ 2/5 ] 
f(z) = 221/8*z^3 - 148/25*z + 1
*
[ 1/3 ] 
f(z) = 222/13*z^3 - 152/39*z + 1
*
[ 1/2 ] 
f(z) = 222/17*z^3 - 145/34*z + 1
*
[ 1/2 ] 
f(z) = 222/19*z^3 - 149/38*z + 1
*
[ -1/2 ] 
f(z) = 223/6*z^3 - 151/24*z + 1
*
[ 2/5 ] 
f(z) = 223/8*z^3 - 149/25*z + 1
*
[ 1/7 ] 
f(z) = 224/3*z^3 - 158/21*z + 1
*
[ 3/14 ] 
f(z) = 224/3*z^3 - 149/21*z + 1
*
-5/8 | 0.17950918461466913503475319854558957861 | 0.029404629736109406368780437970561707385
f(z) = 224/15*z^3 - 157/30*z + 1
*
[ -3/5 ] 
f(z) = 225/11*z^3 - 155/33*z + 1
*
[ 2/15 ] 
f(z) = 225/11*z^3 - 151/22*z + 1
*
[ -2/3 ] 
f(z) = 225/11*z^3 - 145/22*z + 1
*
2/3 | 0.20405444993900590733364069638699821533 | 0.029044671141261146241996320630131572195
f(z) = 225/16*z^3 - 151/20*z + 1
*
[ 4/9 ] 
f(z) = 225/16*z^3 - 145/36*z + 1
*
[ 1/2 ] 
f(z) = 226/15*z^3 - 143/30*z + 1
*
[ 1/2 ] 
f(z) = 226/17*z^3 - 147/34*z + 1
*
[ 1/2 ] 
f(z) = 226/19*z^3 - 151/38*z + 1
*
[ -1/2 ] 
f(z) = 227/6*z^3 - 155/24*z + 1
*
[ -1/2 ] 
f(z) = 227/7*z^3 - 143/28*z + 1
*
[ 2/5 ] 
f(z) = 227/8*z^3 - 151/25*z + 1
*
1/6 | 0.19011730624068260178844390049144800593 | 0.029123549606141206767329182405903712484
f(z) = 228/7*z^3 - 145/21*z + 1
*
[ 1/4 ] 
f(z) = 228/7*z^3 - 141/28*z + 1
*
[ 1/3 ] 
f(z) = 228/11*z^3 - 142/33*z + 1
*
[ 1/3 ] 
f(z) = 228/13*z^3 - 154/39*z + 1
*
[ -1/2 ] 
f(z) = 229/6*z^3 - 157/24*z + 1
*
[ -1/2 ] 
f(z) = 229/7*z^3 - 145/28*z + 1
*
[ 2/5 ] 
f(z) = 229/8*z^3 - 152/25*z + 1
*
[ 1/2 ] 
f(z) = 230/13*z^3 - 141/26*z + 1
*
[ 1/2 ] 
f(z) = 230/17*z^3 - 149/34*z + 1
*
[ 1/2 ] 
f(z) = 230/19*z^3 - 153/38*z + 1
*
[ 2/11 ] 
f(z) = 231/4*z^3 - 141/22*z + 1
*
[ 2/5 ] 
f(z) = 231/8*z^3 - 153/25*z + 1
*
1/3 | 0.18659249464635277440255103542712084076 | 0.028526469786786175171262073213278417154
f(z) = 231/8*z^3 - 149/24*z + 1
*
[ 1/3 ] 
f(z) = 231/13*z^3 - 155/39*z + 1
*
[ 4/7 ] 
f(z) = 231/16*z^3 - 153/28*z + 1
*
1/4 | 0.15108007492398643188486184900005710292 | 0.024606338057155560398344332997791168440
f(z) = 232/15*z^3 - 149/30*z + 1
*
[ 1/4 ] 
f(z) = 232/19*z^3 - 143/38*z + 1
*
[ -1/2 ] 
f(z) = 233/7*z^3 - 149/28*z + 1
*
[ 2/5 ] 
f(z) = 233/8*z^3 - 154/25*z + 1
*
[ -2/3 ] 
f(z) = 233/16*z^3 - 143/36*z + 1
*
[ -2/3 ] 
f(z) = 234/11*z^3 - 153/22*z + 1
*
[ 1/2 ] 
f(z) = 234/17*z^3 - 151/34*z + 1
*
[ 1/2 ] 
f(z) = 234/19*z^3 - 155/38*z + 1
*
[ -1/2 ] 
f(z) = 235/7*z^3 - 151/28*z + 1
*
[ -2/3 ] 
f(z) = 235/16*z^3 - 145/36*z + 1
*
[ -4/5 ] 
f(z) = 235/16*z^3 - 143/20*z + 1
*
[ 1/4 ] 
f(z) = 236/7*z^3 - 143/28*z + 1
*
[ -1/2 ] 
f(z) = 237/7*z^3 - 153/28*z + 1
*
[ 2/5 ] 
f(z) = 237/8*z^3 - 156/25*z + 1
*
1/3 | 0.19094899249397197875367684446431792224 | 0.029078501255420995494960467277020235626
f(z) = 237/8*z^3 - 151/24*z + 1
*
[ 1/3 ] 
f(z) = 237/11*z^3 - 145/33*z + 1
*
[ 1/3 ] 
f(z) = 237/13*z^3 - 157/39*z + 1
*
[ 1/7 ] 
f(z) = 238/3*z^3 - 160/21*z + 1
*
[ 1/2 ] 
f(z) = 238/11*z^3 - 141/22*z + 1
*
[ 1/2 ] 
f(z) = 238/13*z^3 - 145/26*z + 1
*
[ 1/2 ] 
f(z) = 238/15*z^3 - 149/30*z + 1
*
[ 1/2 ] 
f(z) = 238/19*z^3 - 157/38*z + 1
*
[ -1/2 ] 
f(z) = 239/7*z^3 - 155/28*z + 1
*
[ 2/5 ] 
f(z) = 239/8*z^3 - 157/25*z + 1
*
[ -2/3 ] 
f(z) = 239/16*z^3 - 149/36*z + 1
*
[ 1/11 ] 
f(z) = 220*z^3 - 130/11*z + 1
*
[ 3/10 ] 
f(z) = 220/3*z^3 - 134/15*z + 1
*
[ -3/4 ] 
f(z) = 220/9*z^3 - 137/12*z + 1
*
[ 2/17 ] 
f(z) = 221/8*z^3 - 134/17*z + 1
*
[ 1/4 ] 
f(z) = 222*z^3 - 135/8*z + 1
*
[ 1/2 ] 
f(z) = 222/5*z^3 - 121/10*z + 1
*
[ 1/2 ] 
f(z) = 222/7*z^3 - 125/14*z + 1
*
[ 1/16 ] 
f(z) = 224*z^3 - 127/8*z + 1
*
[ 3/4 ] 
f(z) = 224/3*z^3 - 127/3*z + 1
*
[ 1/8 ] 
f(z) = 224/9*z^3 - 133/18*z + 1
*
[ 3/4 ] 
f(z) = 224/15*z^3 - 131/15*z + 1
*
1/10 | 0.16975637310019272032491540415568673638 | 0.021485409642481555682668012000645340538
f(z) = 225*z^3 - 131/12*z + 1
*
[ -4/5 ] 
f(z) = 225/4*z^3 - 135/4*z + 1
*
[ 8/15 ] 
f(z) = 225/4*z^3 - 135/8*z + 1
*
[ 6/5 ] 
f(z) = 225/8*z^3 - 121/3*z + 1
*
[ 11/15 ] 
f(z) = 225/11*z^3 - 125/11*z + 1
*
4/5 | 0.19271538214927128022009725757117409658 | 0.029581562732501789655068961305657458089
f(z) = 225/16*z^3 - 137/12*z + 1
*
[ 1/4 ] 
f(z) = 226*z^3 - 137/8*z + 1
*
[ 1/2 ] 
f(z) = 226/5*z^3 - 123/10*z + 1
*
[ 1/2 ] 
f(z) = 226/7*z^3 - 127/14*z + 1
*
[ 1/2 ] 
f(z) = 226/9*z^3 - 131/18*z + 1
*
1/12 | 0.18773049481399114487761232755380897551 | 0.023720559845967046489979998745703191048
f(z) = 228*z^3 - 139/12*z + 1
*
-1/4 | 0.12449137529385329729596843168486037056 | 0.015730023621844251950742806592886323961
f(z) = 228*z^3 - 127/12*z + 1
*
[ 1/4 ] 
f(z) = 230*z^3 - 139/8*z + 1
*
[ 1/2 ] 
f(z) = 230/3*z^3 - 121/6*z + 1
*
[ 1/2 ] 
f(z) = 230/7*z^3 - 129/14*z + 1
*
[ 1/2 ] 
f(z) = 230/9*z^3 - 133/18*z + 1
*
[ 1/6 ] 
f(z) = 231*z^3 - 137/12*z + 1
*
[ 1/11 ] 
f(z) = 231*z^3 - 131/11*z + 1
*
[ -2/3 ] 
f(z) = 231/4*z^3 - 139/6*z + 1
*
[ 2/3 ] 
f(z) = 233/8*z^3 - 121/9*z + 1
*
[ 1/2 ] 
f(z) = 234/5*z^3 - 127/10*z + 1
*
[ 1/2 ] 
f(z) = 234/7*z^3 - 131/14*z + 1
*
[ 2/3 ] 
f(z) = 235/8*z^3 - 122/9*z + 1
*
[ 1/6 ] 
f(z) = 237*z^3 - 139/12*z + 1
*
[ 1/2 ] 
f(z) = 238*z^3 - 121/2*z + 1
*
[ 1/2 ] 
f(z) = 238/3*z^3 - 125/6*z + 1
*
[ 1/2 ] 
f(z) = 238/5*z^3 - 129/10*z + 1
*
[ 1/2 ] 
f(z) = 238/9*z^3 - 137/18*z + 1
*
[ 2/3 ] 
f(z) = 239/8*z^3 - 124/9*z + 1
*
[ 1/4 ] 
f(z) = 220/7*z^3 - 139/28*z + 1
*
[ -2/3 ] 
f(z) = 221/16*z^3 - 131/36*z + 1
*
[ 1/3 ] 
f(z) = 222/11*z^3 - 140/33*z + 1
*
[ 1/2 ] 
f(z) = 222/11*z^3 - 133/22*z + 1
*
[ 1/2 ] 
f(z) = 222/13*z^3 - 137/26*z + 1
*
[ -2/3 ] 
f(z) = 223/16*z^3 - 133/36*z + 1
*
[ 3/16 ] 
f(z) = 224/9*z^3 - 125/24*z + 1
*
[ 3/7 ] 
f(z) = 224/9*z^3 - 124/21*z + 1
*
1/8 | 0.13216051400380110916712550136381238659 | 0.021648647050330965553713157217253714395
f(z) = 224/15*z^3 - 127/30*z + 1
*
[ -2/3 ] 
f(z) = 225/13*z^3 - 135/26*z + 1
*
[ 2/5 ] 
f(z) = 225/17*z^3 - 123/34*z + 1
*
[ 2/5 ] 
f(z) = 225/19*z^3 - 129/38*z + 1
*
[ 1/2 ] 
f(z) = 226/11*z^3 - 135/22*z + 1
*
[ 1/2 ] 
f(z) = 226/13*z^3 - 139/26*z + 1
*
[ -2/3 ] 
f(z) = 227/16*z^3 - 137/36*z + 1
*
[ 1/6 ] 
f(z) = 228/7*z^3 - 124/21*z + 1
*
[ -2/3 ] 
f(z) = 229/16*z^3 - 139/36*z + 1
*
[ 3/10 ] 
f(z) = 230/9*z^3 - 139/30*z + 1
*
[ 1/2 ] 
f(z) = 230/11*z^3 - 137/22*z + 1
*
[ 2/9 ] 
f(z) = 231/8*z^3 - 133/27*z + 1
*
[ 1/3 ] 
f(z) = 231/8*z^3 - 125/24*z + 1
*
[ 1/3 ] 
f(z) = 231/10*z^3 - 137/30*z + 1
*
[ 3/8 ] 
f(z) = 232/9*z^3 - 127/24*z + 1
*
[ 1/4 ] 
f(z) = 232/17*z^3 - 131/34*z + 1
*
[ 1/2 ] 
f(z) = 234/11*z^3 - 139/22*z + 1
*
[ 1/6 ] 
f(z) = 234/11*z^3 - 123/22*z + 1
*
[ -2/3 ] 
f(z) = 234/17*z^3 - 123/34*z + 1
*
[ 1/5 ] 
f(z) = 235/4*z^3 - 127/20*z + 1
*
[ 2/5 ] 
f(z) = 235/12*z^3 - 139/30*z + 1
*
[ 1/3 ] 
f(z) = 237/7*z^3 - 121/21*z + 1
*
[ 2/9 ] 
f(z) = 237/8*z^3 - 134/27*z + 1
*
[ 1/3 ] 
f(z) = 237/8*z^3 - 127/24*z + 1
*
[ 1/3 ] 
f(z) = 237/10*z^3 - 139/30*z + 1
*
[ 3/7 ] 
f(z) = 238/9*z^3 - 130/21*z + 1
*
[ 1/5 ] 
f(z) = 220/3*z^3 - 104/15*z + 1
*
[ 2/3 ] 
f(z) = 221/8*z^3 - 115/9*z + 1
*
-2 | 0.11345194349046379624810304142450146861 | 0.016711211621638155338737227876523219370
f(z) = 221/8*z^3 - 111*z + 1
*
[ 2 ] 
f(z) = 221/8*z^3 - 110*z + 1
*
[ -2 ] 
f(z) = 221/8*z^3 - 109*z + 1
*
[ 1/2 ] 
f(z) = 222*z^3 - 113/2*z + 1
*
[ -1/2 ] 
f(z) = 222*z^3 - 105/2*z + 1
*
[ 1/3 ] 
f(z) = 222/5*z^3 - 104/15*z + 1
*
[ 2/3 ] 
f(z) = 223/8*z^3 - 116/9*z + 1
*
-2 | 0.11361949407726319931717138111220249852 | 0.016713811415646224008277765787679195022
f(z) = 223/8*z^3 - 112*z + 1
*
[ 2 ] 
f(z) = 223/8*z^3 - 111*z + 1
*
[ -2 ] 
f(z) = 223/8*z^3 - 110*z + 1
*
[ 1/12 ] 
f(z) = 224*z^3 - 113/9*z + 1
*
1/16 | 0.22072500116925281558101225683780050474 | 0.029465014046791789155490170175388696762
f(z) = 224*z^3 - 111/8*z + 1
*
3/16 | 0.17316219275785555417203037856399666663 | 0.023115761309119095398792295408064164162
f(z) = 224*z^3 - 103/8*z + 1
*
[ 1/6 ] 
f(z) = 224*z^3 - 101/9*z + 1
*
[ -3/4 ] 
f(z) = 224/3*z^3 - 119/3*z + 1
*
1/5 | 0.20338607196479468835345101857740365579 | 0.026714487101411802351656897160710426876
f(z) = 225*z^3 - 118/9*z + 1
*
[ 1/30 ] 
f(z) = 225*z^3 - 117/4*z + 1
*
4/45 | 0.10873422112736089854276021180099940355 | 0.014282093752672242825881519668636767529
f(z) = 225*z^3 - 106/9*z + 1
*
[ 2/3 ] 
f(z) = 225/2*z^3 - 101/2*z + 1
*
[ 2/9 ] 
f(z) = 225/4*z^3 - 113/18*z + 1
*
[ -8/15 ] 
f(z) = 225/4*z^3 - 105/8*z + 1
*
[ 1/6 ] 
f(z) = 225/4*z^3 - 105/16*z + 1
*
[ -6/5 ] 
f(z) = 225/8*z^3 - 116/3*z + 1
*
-2 | 0.11378554189037697253839221206747877027 | 0.016716379369295839294786801739747561034
f(z) = 225/8*z^3 - 113*z + 1
*
[ 1/15 ] 
f(z) = 225/8*z^3 - 113/8*z + 1
*
[ 2 ] 
f(z) = 225/8*z^3 - 112*z + 1
*
[ -2 ] 
f(z) = 225/8*z^3 - 111*z + 1
*
[ 1/2 ] 
f(z) = 226*z^3 - 115/2*z + 1
*
[ -1/2 ] 
f(z) = 226*z^3 - 107/2*z + 1
*
[ 1/2 ] 
f(z) = 226/3*z^3 - 119/6*z + 1
*
[ 2/3 ] 
f(z) = 227/8*z^3 - 118/9*z + 1
*
-2 | 0.11395011365447234020569936382597108735 | 0.016718916172277109950875735586237314172
f(z) = 227/8*z^3 - 114*z + 1
*
[ 2 ] 
f(z) = 227/8*z^3 - 113*z + 1
*
[ -2 ] 
f(z) = 227/8*z^3 - 112*z + 1
*
[ 1/3 ] 
f(z) = 228/5*z^3 - 106/15*z + 1
*
[ 2/3 ] 
f(z) = 229/8*z^3 - 119/9*z + 1
*
-2 | 0.11411323538741744542701328735723337222 | 0.016721422493076494494402978176261479646
f(z) = 229/8*z^3 - 115*z + 1
*
[ 2 ] 
f(z) = 229/8*z^3 - 114*z + 1
*
[ -2 ] 
f(z) = 229/8*z^3 - 113*z + 1
*
[ 1/2 ] 
f(z) = 230*z^3 - 117/2*z + 1
*
[ 1/10 ] 
f(z) = 230*z^3 - 113/10*z + 1
*
[ -1/2 ] 
f(z) = 230*z^3 - 109/2*z + 1
*
[ 1/5 ] 
f(z) = 230/3*z^3 - 106/15*z + 1
*
[ 1/7 ] 
f(z) = 231/2*z^3 - 117/14*z + 1
*
[ 1/3 ] 
f(z) = 231/4*z^3 - 101/12*z + 1
*
[ 2/7 ] 
f(z) = 231/4*z^3 - 101/14*z + 1
*
[ 1/3 ] 
f(z) = 231/5*z^3 - 107/15*z + 1
*
-2 | 0.11427493242499427066751320017202089919 | 0.016723898979816113590025077466693586698
f(z) = 231/8*z^3 - 116*z + 1
*
[ 2 ] 
f(z) = 231/8*z^3 - 115*z + 1
*
[ -2 ] 
f(z) = 231/8*z^3 - 114*z + 1
*
[ 1/6 ] 
f(z) = 232*z^3 - 103/9*z + 1
*
-2 | 0.11443522944454053404014972320846708067 | 0.016726346261052594135722008424164812510
f(z) = 233/8*z^3 - 117*z + 1
*
[ 2 ] 
f(z) = 233/8*z^3 - 116*z + 1
*
[ -2 ] 
f(z) = 233/8*z^3 - 115*z + 1
*
[ 1/2 ] 
f(z) = 234*z^3 - 119/2*z + 1
*
[ -1/2 ] 
f(z) = 234*z^3 - 111/2*z + 1
*
[ 1/12 ] 
f(z) = 234*z^3 - 101/8*z + 1
*
[ 1/5 ] 
f(z) = 235/3*z^3 - 107/15*z + 1
*
[ 2/5 ] 
f(z) = 235/4*z^3 - 109/10*z + 1
*
-2 | 0.11459415048757579754212452232226266182 | 0.016728764946537738079997525969286602365
f(z) = 235/8*z^3 - 118*z + 1
*
[ 2 ] 
f(z) = 235/8*z^3 - 117*z + 1
*
[ -2 ] 
f(z) = 235/8*z^3 - 116*z + 1
*
[ -3/5 ] 
f(z) = 235/9*z^3 - 101/15*z + 1
*
[ 1/6 ] 
f(z) = 236*z^3 - 104/9*z + 1
*
[ 1/3 ] 
f(z) = 237/4*z^3 - 103/12*z + 1
*
[ 1/3 ] 
f(z) = 237/5*z^3 - 109/15*z + 1
*
-2 | 0.11475171898146372738915222044158003463 | 0.016731155627943160095235224868860540841
f(z) = 237/8*z^3 - 119*z + 1
*
[ 2 ] 
f(z) = 237/8*z^3 - 118*z + 1
*
[ -2 ] 
f(z) = 237/8*z^3 - 117*z + 1
*
[ -1/2 ] 
f(z) = 238*z^3 - 113/2*z + 1
*
[ -1/2 ] 
f(z) = 238/3*z^3 - 101/6*z + 1
*
-2 | 0.11490795776015937348987837083907022624 | 0.016733518879550900209330101367568788567
f(z) = 239/8*z^3 - 120*z + 1
*
[ 2 ] 
f(z) = 239/8*z^3 - 119*z + 1
*
[ -2 ] 
f(z) = 239/8*z^3 - 118*z + 1
*
[ 1/3 ] 
f(z) = 222/7*z^3 - 116/21*z + 1
*
[ 3/14 ] 
f(z) = 224/9*z^3 - 101/21*z + 1
*
[ 3/8 ] 
f(z) = 224/15*z^3 - 113/30*z + 1
*
[ 2/5 ] 
f(z) = 225/11*z^3 - 105/22*z + 1
*
[ 2/5 ] 
f(z) = 225/13*z^3 - 111/26*z + 1
*
[ 4/15 ] 
f(z) = 225/14*z^3 - 109/28*z + 1
*
[ 1/4 ] 
f(z) = 228/5*z^3 - 117/20*z + 1
*
[ 1/3 ] 
f(z) = 228/7*z^3 - 118/21*z + 1
*
-4/7 | 0.20131981529371620318888340127078750681 | 0.027248359726315576361539660706132729316
f(z) = 231/16*z^3 - 111/28*z + 1
*
[ 2/7 ] 
f(z) = 231/16*z^3 - 103/28*z + 1
*
[ 1/4 ] 
f(z) = 232/13*z^3 - 107/26*z + 1
*
[ 1/4 ] 
f(z) = 232/15*z^3 - 119/30*z + 1
*
[ 1/4 ] 
f(z) = 236/5*z^3 - 119/20*z + 1
*
[ 1/6 ] 
f(z) = 220*z^3 - 100/9*z + 1
*
[ 1/4 ] 
f(z) = 220/3*z^3 - 91/12*z + 1
*
[ -3/5 ] 
f(z) = 220/9*z^3 - 92/15*z + 1
*
[ -2/3 ] 
f(z) = 221/8*z^3 - 88/9*z + 1
*
[ -1/2 ] 
f(z) = 222/5*z^3 - 81/10*z + 1
*
[ -2/3 ] 
f(z) = 223/8*z^3 - 89/9*z + 1
*
[ 1/14 ] 
f(z) = 224*z^3 - 99/7*z + 1
*
3/8 | 0.12022701944762339028643099569742555589 | 0.019693872481912541445404107733175681938
f(z) = 224/5*z^3 - 83/10*z + 1
*
[ -3/4 ] 
f(z) = 224/15*z^3 - 91/15*z + 1
*
[ 1/9 ] 
f(z) = 225*z^3 - 97/9*z + 1
*
[ -2/3 ] 
f(z) = 225/2*z^3 - 95/2*z + 1
*
4/15 | 0.15052982534069480714425239400980084886 | 0.022128945845996640536626094406451881929
f(z) = 225/2*z^3 - 89/8*z + 1
*
[ 1/10 ] 
f(z) = 225/2*z^3 - 81/8*z + 1
*
[ 1/15 ] 
f(z) = 225/7*z^3 - 99/7*z + 1
*
[ 2/15 ] 
f(z) = 225/7*z^3 - 99/14*z + 1
*
[ 2/5 ] 
f(z) = 225/7*z^3 - 93/14*z + 1
*
[ -11/15 ] 
f(z) = 225/11*z^3 - 95/11*z + 1
*
[ 2/15 ] 
f(z) = 225/14*z^3 - 95/14*z + 1
*
[ 4/3 ] 
f(z) = 225/16*z^3 - 99/4*z + 1
*
1/15 | 0.15374555710315825151230823583258831784 | 0.028386762741802552301688869395449614644
f(z) = 225/16*z^3 - 97/16*z + 1
*
[ -4/3 ] 
f(z) = 225/16*z^3 - 93/4*z + 1
*
[ 1/5 ] 
f(z) = 225/19*z^3 - 85/19*z + 1
*
[ -1/2 ] 
f(z) = 226/3*z^3 - 95/6*z + 1
*
[ -1/2 ] 
f(z) = 226/5*z^3 - 83/10*z + 1
*
[ -2/3 ] 
f(z) = 227/8*z^3 - 91/9*z + 1
*
[ 1/3 ] 
f(z) = 228*z^3 - 82/3*z + 1
*
[ 1/6 ] 
f(z) = 228/5*z^3 - 94/15*z + 1
*
[ -2/3 ] 
f(z) = 229/8*z^3 - 92/9*z + 1
*
[ -1/2 ] 
f(z) = 230/3*z^3 - 97/6*z + 1
*
[ -3/5 ] 
f(z) = 230/9*z^3 - 98/15*z + 1
*
[ 1/3 ] 
f(z) = 231*z^3 - 83/3*z + 1
*
[ 1/3 ] 
f(z) = 231/2*z^3 - 89/6*z + 1
*
[ 2/3 ] 
f(z) = 231/16*z^3 - 83/12*z + 1
*
[ 1/8 ] 
f(z) = 232*z^3 - 85/8*z + 1
*
[ 3/4 ] 
f(z) = 232/9*z^3 - 89/6*z + 1
*
[ 1/4 ] 
f(z) = 232/9*z^3 - 83/18*z + 1
*
[ -2/3 ] 
f(z) = 233/8*z^3 - 94/9*z + 1
*
[ 1/9 ] 
f(z) = 234*z^3 - 98/9*z + 1
*
1/3 | 0.098484756584914728494250690913564303629 | 0.016017770905691247982236273596718154967
f(z) = 234/5*z^3 - 97/10*z + 1
*
[ -1/2 ] 
f(z) = 234/5*z^3 - 87/10*z + 1
*
[ 1/6 ] 
f(z) = 234/7*z^3 - 83/14*z + 1
*
[ 1/5 ] 
f(z) = 235/2*z^3 - 87/10*z + 1
*
[ -2/3 ] 
f(z) = 235/8*z^3 - 95/9*z + 1
*
[ 1/4 ] 
f(z) = 236/3*z^3 - 95/12*z + 1
*
[ 1/3 ] 
f(z) = 237*z^3 - 85/3*z + 1
*
[ 1/3 ] 
f(z) = 237/2*z^3 - 91/6*z + 1
*
[ 2/3 ] 
f(z) = 237/16*z^3 - 85/12*z + 1
*
[ -1/2 ] 
f(z) = 238/5*z^3 - 89/10*z + 1
*
[ -2/3 ] 
f(z) = 239/8*z^3 - 97/9*z + 1
*
-2/3 | 0.20002347500947238689981587192625701787 | 0.028470910847173144671647054170232228387
f(z) = 225/16*z^3 - 99/20*z + 1
*
[ 1/4 ] 
f(z) = 232/11*z^3 - 95/22*z + 1
*
[ 1/4 ] 
f(z) = 220*z^3 - 67/4*z + 1
*
[ 1/5 ] 
f(z) = 220*z^3 - 64/5*z + 1
*
[ 1/2 ] 
f(z) = 220/7*z^3 - 62/7*z + 1
*
[ 3/10 ] 
f(z) = 220/9*z^3 - 68/15*z + 1
*
[ 1/2 ] 
f(z) = 220/9*z^3 - 64/9*z + 1
*
[ 1/2 ] 
f(z) = 220/13*z^3 - 68/13*z + 1
*
[ 1/2 ] 
f(z) = 220/17*z^3 - 72/17*z + 1
*
[ 1/2 ] 
f(z) = 220/19*z^3 - 74/19*z + 1
*
[ 2/13 ] 
f(z) = 221/8*z^3 - 80/13*z + 1
*
[ 1/3 ] 
f(z) = 222*z^3 - 80/3*z + 1
*
[ 1/6 ] 
f(z) = 222*z^3 - 67/6*z + 1
*
[ -1/3 ] 
f(z) = 222*z^3 - 62/3*z + 1
*
[ 3/8 ] 
f(z) = 224/3*z^3 - 73/6*z + 1
*
[ 1/8 ] 
f(z) = 224/5*z^3 - 77/10*z + 1
*
[ 1/2 ] 
f(z) = 224/5*z^3 - 61/5*z + 1
*
[ 1/2 ] 
f(z) = 224/9*z^3 - 65/9*z + 1
*
[ 1/2 ] 
f(z) = 224/11*z^3 - 67/11*z + 1
*
[ 1/2 ] 
f(z) = 224/13*z^3 - 69/13*z + 1
*
1/4 | 0.14878023164115475445041794855120868630 | 0.027492602105814899313987282859844808137
f(z) = 224/15*z^3 - 74/15*z + 1
*
[ 1/2 ] 
f(z) = 224/15*z^3 - 71/15*z + 1
*
[ 1/2 ] 
f(z) = 224/17*z^3 - 73/17*z + 1
*
[ 1/4 ] 
f(z) = 224/17*z^3 - 65/17*z + 1
*
[ 1/2 ] 
f(z) = 224/19*z^3 - 75/19*z + 1
*
[ 1/4 ] 
f(z) = 224/19*z^3 - 71/19*z + 1
*
[ 2/5 ] 
f(z) = 225*z^3 - 75/2*z + 1
*
[ 4/15 ] 
f(z) = 225*z^3 - 75/4*z + 1
*
[ -2/5 ] 
f(z) = 225*z^3 - 65/2*z + 1
*
[ 1/6 ] 
f(z) = 225/2*z^3 - 65/8*z + 1
*
8/15 | 0.13310717578591738177691948727846519099 | 0.024576201676715798701381423793085760948
f(z) = 225/7*z^3 - 71/7*z + 1
*
1/15 | 0.13848136654755322693570987566672163769 | 0.025568463703366649333882634765040601689
f(z) = 225/7*z^3 - 64/7*z + 1
*
[ 4/5 ] 
f(z) = 225/8*z^3 - 73/4*z + 1
*
1/5 | 0.13687419197476003994933975079427984530 | 0.025271723529912876768285839722876111317
f(z) = 225/8*z^3 - 73/8*z + 1
*
[ 8/15 ] 
f(z) = 225/8*z^3 - 71/8*z + 1
*
[ -4/5 ] 
f(z) = 225/8*z^3 - 63/4*z + 1
*
[ 1/5 ] 
f(z) = 225/13*z^3 - 61/13*z + 1
*
[ 1/5 ] 
f(z) = 225/16*z^3 - 73/16*z + 1
*
[ 1/5 ] 
f(z) = 225/17*z^3 - 77/17*z + 1
*
[ 1/3 ] 
f(z) = 225/19*z^3 - 63/19*z + 1
*
[ -1/2 ] 
f(z) = 226/7*z^3 - 71/14*z + 1
*
[ 1/4 ] 
f(z) = 228*z^3 - 69/4*z + 1
*
[ -1/3 ] 
f(z) = 228*z^3 - 64/3*z + 1
*
[ 1/2 ] 
f(z) = 228/5*z^3 - 62/5*z + 1
*
[ 1/2 ] 
f(z) = 228/7*z^3 - 64/7*z + 1
*
[ 1/2 ] 
f(z) = 228/11*z^3 - 68/11*z + 1
*
[ 1/2 ] 
f(z) = 228/13*z^3 - 70/13*z + 1
*
[ 1/2 ] 
f(z) = 228/17*z^3 - 74/17*z + 1
*
[ 1/5 ] 
f(z) = 230*z^3 - 66/5*z + 1
*
[ -1/2 ] 
f(z) = 230/7*z^3 - 73/14*z + 1
*
[ 1/7 ] 
f(z) = 231*z^3 - 75/7*z + 1
*
[ -1/3 ] 
f(z) = 231*z^3 - 65/3*z + 1
*
-2/3 | 0.17216935234687465825513679491253577736 | 0.026321443620988984099248176569093866595
f(z) = 231/16*z^3 - 71/12*z + 1
*
[ 1/2 ] 
f(z) = 232/3*z^3 - 61/3*z + 1
*
[ 1/2 ] 
f(z) = 232/5*z^3 - 63/5*z + 1
*
[ 1/4 ] 
f(z) = 232/7*z^3 - 71/14*z + 1
*
[ 1/2 ] 
f(z) = 232/7*z^3 - 65/7*z + 1
*
[ -3/4 ] 
f(z) = 232/9*z^3 - 73/6*z + 1
*
[ 1/2 ] 
f(z) = 232/9*z^3 - 67/9*z + 1
*
[ 1/2 ] 
f(z) = 232/11*z^3 - 69/11*z + 1
*
[ 1/2 ] 
f(z) = 232/13*z^3 - 71/13*z + 1
*
[ 1/2 ] 
f(z) = 232/15*z^3 - 73/15*z + 1
*
[ 1/2 ] 
f(z) = 232/17*z^3 - 75/17*z + 1
*
[ 1/2 ] 
f(z) = 232/19*z^3 - 77/19*z + 1
*
[ 1/6 ] 
f(z) = 234/5*z^3 - 63/10*z + 1
*
[ -1/2 ] 
f(z) = 234/7*z^3 - 75/14*z + 1
*
[ 1/3 ] 
f(z) = 234/19*z^3 - 64/19*z + 1
*
[ 1/5 ] 
f(z) = 235*z^3 - 67/5*z + 1
*
[ 1/4 ] 
f(z) = 236*z^3 - 71/4*z + 1
*
[ 1/2 ] 
f(z) = 236/3*z^3 - 62/3*z + 1
*
[ 1/2 ] 
f(z) = 236/5*z^3 - 64/5*z + 1
*
[ 1/2 ] 
f(z) = 236/7*z^3 - 66/7*z + 1
*
[ 1/2 ] 
f(z) = 236/9*z^3 - 68/9*z + 1
*
[ 1/2 ] 
f(z) = 236/11*z^3 - 70/11*z + 1
*
[ 1/2 ] 
f(z) = 236/13*z^3 - 72/13*z + 1
*
[ 1/2 ] 
f(z) = 236/15*z^3 - 74/15*z + 1
*
[ 1/2 ] 
f(z) = 236/17*z^3 - 76/17*z + 1
*
[ 1/2 ] 
f(z) = 236/19*z^3 - 78/19*z + 1
*
[ -1/3 ] 
f(z) = 237*z^3 - 67/3*z + 1
*
-2/3 | 0.17903063708235286866779162718827420451 | 0.027263524866842979696411810624978115199
f(z) = 237/16*z^3 - 73/12*z + 1
*
[ 1/7 ] 
f(z) = 238*z^3 - 76/7*z + 1
*
[ 2/5 ] 
f(z) = 235/16*z^3 - 77/20*z + 1
*
[ 1/2 ] 
f(z) = 220*z^3 - 56*z + 1
*
[ 1/10 ] 
f(z) = 220*z^3 - 56/5*z + 1
*
[ -1/2 ] 
f(z) = 220*z^3 - 52*z + 1
*
[ 1/2 ] 
f(z) = 220/3*z^3 - 58/3*z + 1
*
[ -1/2 ] 
f(z) = 220/3*z^3 - 46/3*z + 1
*
[ 1/2 ] 
f(z) = 224*z^3 - 57*z + 1
*
[ -1/2 ] 
f(z) = 224*z^3 - 53*z + 1
*
[ 1/2 ] 
f(z) = 224/3*z^3 - 59/3*z + 1
*
[ -1/2 ] 
f(z) = 224/3*z^3 - 47/3*z + 1
*
1/8 | 0.10968457265275925639963720277594389857 | 0.017966959481995316629486067165375958849
f(z) = 224/3*z^3 - 43/6*z + 1
*
[ -1/2 ] 
f(z) = 224/5*z^3 - 41/5*z + 1
*
[ 3/4 ] 
f(z) = 224/9*z^3 - 43/3*z + 1
*
[ 1/4 ] 
f(z) = 224/9*z^3 - 41/9*z + 1
*
[ 1/4 ] 
f(z) = 224/11*z^3 - 47/11*z + 1
*
[ 1/4 ] 
f(z) = 224/13*z^3 - 53/13*z + 1
*
[ 1/4 ] 
f(z) = 224/15*z^3 - 59/15*z + 1
*
-4/15 | 0.17867033489735222396104926815730835156 | 0.026265799194817171316101216293311255661
f(z) = 225*z^3 - 51/4*z + 1
*
2/15 | 0.15403532439652918551169167914321806152 | 0.022644278927624683403095467856265774883
f(z) = 225*z^3 - 43/4*z + 1
*
1/5 | 0.13587405749934704226345679381590245392 | 0.020856492672303731386136393681317025135
f(z) = 225*z^3 - 41/3*z + 1
*
1/5 | 0.15386917512136654528093540385564569447 | 0.023618720029963210498014855109038620196
f(z) = 225/2*z^3 - 53/6*z + 1
*
[ 4/15 ] 
f(z) = 225/2*z^3 - 43/4*z + 1
*
[ 2/3 ] 
f(z) = 225/4*z^3 - 51/2*z + 1
*
[ -2/3 ] 
f(z) = 225/4*z^3 - 45/2*z + 1
*
-2/5 | 0.14045317294710860243879009647102274711 | 0.021559380990644638781558362243027930642
f(z) = 225/4*z^3 - 41/6*z + 1
*
2/5 | 0.14216917334614085907935644453088364911 | 0.018673729773547487874207847378985398122
f(z) = 225/8*z^3 - 56/9*z + 1
*
[ 2/9 ] 
f(z) = 225/8*z^3 - 44/9*z + 1
*
[ 1/5 ] 
f(z) = 225/11*z^3 - 53/11*z + 1
*
[ 1/3 ] 
f(z) = 225/11*z^3 - 47/11*z + 1
*
[ 1/3 ] 
f(z) = 225/13*z^3 - 51/13*z + 1
*
[ 2/5 ] 
f(z) = 225/14*z^3 - 57/14*z + 1
*
[ 1/3 ] 
f(z) = 225/14*z^3 - 53/14*z + 1
*
[ 1/3 ] 
f(z) = 225/16*z^3 - 57/16*z + 1
*
2/5 | 0.12474398377184044837072605111025700031 | 0.019148040702794709400777062531381946356
f(z) = 225/16*z^3 - 53/12*z + 1
*
2/5 | 0.17341226767126739603778518346977519445 | 0.026618559543573963655549555551535942294
f(z) = 225/16*z^3 - 49/12*z + 1
*
[ 1/3 ] 
f(z) = 225/17*z^3 - 59/17*z + 1
*
[ 1/2 ] 
f(z) = 228*z^3 - 58*z + 1
*
[ -1/2 ] 
f(z) = 228*z^3 - 54*z + 1
*
[ -1/2 ] 
f(z) = 228/5*z^3 - 42/5*z + 1
*
[ -1/3 ] 
f(z) = 231/2*z^3 - 53/6*z + 1
*
[ 2/11 ] 
f(z) = 231/8*z^3 - 60/11*z + 1
*
[ -2/3 ] 
f(z) = 231/16*z^3 - 47/12*z + 1
*
[ 1/2 ] 
f(z) = 232*z^3 - 59*z + 1
*
[ -1/2 ] 
f(z) = 232*z^3 - 55*z + 1
*
[ -1/2 ] 
f(z) = 232/3*z^3 - 49/3*z + 1
*
[ 1/4 ] 
f(z) = 232/3*z^3 - 47/6*z + 1
*
[ 1/4 ] 
f(z) = 232/5*z^3 - 59/10*z + 1
*
[ -1/2 ] 
f(z) = 232/5*z^3 - 43/5*z + 1
*
[ 1/3 ] 
f(z) = 234/11*z^3 - 48/11*z + 1
*
[ 1/3 ] 
f(z) = 234/17*z^3 - 60/17*z + 1
*
[ 1/2 ] 
f(z) = 236*z^3 - 60*z + 1
*
[ -1/2 ] 
f(z) = 236*z^3 - 56*z + 1
*
[ -1/2 ] 
f(z) = 236/3*z^3 - 50/3*z + 1
*
[ -1/2 ] 
f(z) = 236/5*z^3 - 44/5*z + 1
*
[ -1/3 ] 
f(z) = 237/2*z^3 - 55/6*z + 1
*
[ 2/3 ] 
f(z) = 237/8*z^3 - 41/3*z + 1
*
[ -2/3 ] 
f(z) = 237/16*z^3 - 49/12*z + 1
*
[ 1/4 ] 
f(z) = 224/3*z^3 - 23/3*z + 1
*
[ 1/4 ] 
f(z) = 224/5*z^3 - 29/5*z + 1
*
[ -3/4 ] 
f(z) = 224/9*z^3 - 35/3*z + 1
*
[ 3/8 ] 
f(z) = 224/9*z^3 - 31/6*z + 1
*
[ 1/3 ] 
f(z) = 225*z^3 - 27*z + 1
*
-4/15 | 0.17435956550840011823393962920216083466 | 0.028540268363048463438206732494166266159
f(z) = 225*z^3 - 25/2*z + 1
*
[ 2/15 ] 
f(z) = 225*z^3 - 21/2*z + 1
*
[ 2/5 ] 
f(z) = 225/2*z^3 - 39/2*z + 1
*
[ 1/3 ] 
f(z) = 225/4*z^3 - 33/4*z + 1
*
[ 4/15 ] 
f(z) = 225/4*z^3 - 27/4*z + 1
*
[ 1/5 ] 
f(z) = 225/4*z^3 - 25/4*z + 1
*
[ 2/5 ] 
f(z) = 225/4*z^3 - 21/2*z + 1
*
[ -7/15 ]
f(z) = 225/7*z^3 - 27/7*z + 1
*
[ 8/15 ] 
f(z) = 225/16*z^3 - 39/8*z + 1
*
[ 4/5 ] 
f(z) = 225/16*z^3 - 37/4*z + 1
*
-4/5 | 0.15442499332862577876590941983894036078 | 0.028512210236311883825749401317306053529
f(z) = 225/16*z^3 - 35/4*z + 1
*
4/15 | 0.092183112143697868414940401667740235819 | 0.017020200014419636100657046826857719797
f(z) = 225/16*z^3 - 31/4*z + 1
*
2/15 | 0.078953317980882738618842616576628805820 | 0.014577521116253265466724969259633958635
f(z) = 225/16*z^3 - 23/4*z + 1
*
[ 1/6 ] 
f(z) = 228*z^3 - 34/3*z + 1
*
[ -1/2 ] 
f(z) = 228/7*z^3 - 36/7*z + 1
*
[ 2/3 ] 
f(z) = 231/8*z^3 - 40/3*z + 1
*
[ 2/7 ] 
f(z) = 231/8*z^3 - 34/7*z + 1
*
[ -2/3 ] 
f(z) = 231/8*z^3 - 31/3*z + 1
*
[ 1/4 ] 
f(z) = 232*z^3 - 35/2*z + 1
*
[ -1/2 ] 
f(z) = 232/7*z^3 - 37/7*z + 1
*
[ 1/3 ] 
f(z) = 234*z^3 - 28*z + 1
*
[ 1/6 ] 
f(z) = 234*z^3 - 23/2*z + 1
*
[ -1/3 ] 
f(z) = 234*z^3 - 22*z + 1
*
[ 1/3 ] 
f(z) = 234/5*z^3 - 36/5*z + 1
*
[ 1/3 ] 
f(z) = 234/7*z^3 - 40/7*z + 1
*
[ 2/5 ] 
f(z) = 235/8*z^3 - 31/5*z + 1
*
[ -1/2 ] 
f(z) = 236/7*z^3 - 38/7*z + 1
*
[ -2/3 ] 
f(z) = 237/8*z^3 - 32/3*z + 1
*
[ 1/4 ] 
f(z) = 224*z^3 - 17*z + 1
*
[ -1/4 ]
f(z) = 224*z^3 - 9*z + 1
*
[ 1/15 ] 
f(z) = 225*z^3 - 15*z + 1
*
1/15 | 0.13651374547293072421579394495667280971 | 0.025205172603035190097164694103544668535
f(z) = 225*z^3 - 14*z + 1
*
[ -1/5 ]
f(z) = 225*z^3 - 3*z + 1
*
[ -4/15 ]
f(z) = 225/2*z^3 - 13/4*z + 1
*
[ 2/15 ] 
f(z) = 225/4*z^3 - 15/2*z + 1
*
2/15 | 0.14691898917869402379761804615275730040 | 0.027126341512963122038718404065461516475
f(z) = 225/4*z^3 - 13/2*z + 1
*
[ -2/5 ]
f(z) = 225/4*z^3 - 11/2*z + 1
*
2/5 | 0.18255990571596163512687908357984291797 | 0.028022710191308679915525838449774374835
f(z) = 225/8*z^3 - 20/3*z + 1
*
[ 4/15 ] 
f(z) = 225/8*z^3 - 19/4*z + 1
*
[ 2/3 ] 
f(z) = 225/8*z^3 - 13*z + 1
*
[ -2/3 ] 
f(z) = 225/8*z^3 - 10*z + 1
*
[ 2/15 ] 
f(z) = 225/8*z^3 - 7*z + 1
*
[ 2/5 ] 
f(z) = 225/8*z^3 - 6*z + 1
*
[ -2/5 ]
f(z) = 225/8*z^3 - z + 1
*
2/15 | 0.096456258637791227390864864374062456327 | 0.017809171077872251432546088728247065324
f(z) = 225/16*z^3 - 19/4*z + 1
*
4/15 | 0.15448194883050862967325337187987679877 | 0.028522726197548435000222985863347611897
f(z) = 225/16*z^3 - 17/4*z + 1
*
[ -8/15 ]
f(z) = 225/16*z^3 - 9/8*z + 1
*
[ -2/15 ]
f(z) = 225*z^3 + 9/2*z + 1
*
[ -1/15 ]
f(z) = 225*z^3 + 15*z + 1
*
[ -2/15 ]
f(z) = 225/2*z^3 + 13/2*z + 1
*
[ -4/15 ]
f(z) = 225/4*z^3 + 3/4*z + 1
*
[ -2/15 ]
f(z) = 225/4*z^3 + 15/2*z + 1
*
[ -2/15 ]
f(z) = 225/8*z^3 + 8*z + 1
*
[ -4/15 ]
f(z) = 225/8*z^3 + 11/4*z + 1
*
[ -4/15 ]
f(z) = 225/16*z^3 + 15/4*z + 1
*
[ 15/8 ] 
f(z) = 224/27*z^3 - 287/10*z + 1
*
[ 5/2 ] 
f(z) = 228/25*z^3 - 282/5*z + 1
*
[ 5/2 ] 
f(z) = 232/25*z^3 - 287/5*z + 1
*
[ -5/2 ] 
f(z) = 232/25*z^3 - 283/5*z + 1
*
[ 5/2 ] 
f(z) = 236/25*z^3 - 292/5*z + 1
*
[ -5/2 ] 
f(z) = 236/25*z^3 - 288/5*z + 1
*
0 | 0.13874918462056600591637838223241956350 | 0.024592603684536645557444576763746024821
f(z) = 220/31*z^3 - 282/31*z + 1
*
0 | 0.13867660799455714691645128007480070841 | 0.024399518203558535326716493876638856956
f(z) = 220/37*z^3 - 294/37*z + 1
*
0 | 0.11830867700871489019046158708529115940 | 0.020766497388352564939982733335892372465
f(z) = 220/39*z^3 - 298/39*z + 1
*
0 | 0.10566781152129533905699375610531397424 | 0.018740894767760599132673060299399311397
f(z) = 221/30*z^3 - 281/30*z + 1
*
0 | 0.13883486035192370512186756457281313660 | 0.024592359625219759485783243525578192208
f(z) = 221/31*z^3 - 283/31*z + 1
*
0 | 0.11315073396234522405938815139428936572 | 0.020017859451606666425891189234322243032
f(z) = 221/32*z^3 - 285/32*z + 1
*
0 | 0.11846615885702292650993603407108497570 | 0.020932331676409780096557734738626859499
f(z) = 221/33*z^3 - 287/33*z + 1
*
0 | 0.13878675204622476160623311149833393147 | 0.024463043177763191762703186124627986387
f(z) = 221/35*z^3 - 291/35*z + 1
*
0 | 0.099540765849909671816855848695527913083 | 0.017524250177167561507410492496016602912
f(z) = 221/36*z^3 - 293/36*z + 1
*
0 | 0.13876262360286262663973859669045448679 | 0.024400074716021153356737561816828719718
f(z) = 221/37*z^3 - 295/37*z + 1
*
0 | 0.12591513392568523881707831522239571106 | 0.022114692236323426390403296469710492604
f(z) = 221/38*z^3 - 297/38*z + 1
*
0 | 0.13892014144223011414708168443727830925 | 0.024592100368198867864514891427048647442
f(z) = 222/31*z^3 - 284/31*z + 1
*
0 | 0.13887225714132158000067290165480756197 | 0.024463322169411657914449088845629027124
f(z) = 222/35*z^3 - 292/35*z + 1
*
0 | 0.13902879033862361004549542660363622169 | 0.024657688012210820910687791693632399455
f(z) = 223/29*z^3 - 281/29*z + 1
*
0 | 0.10583787177104100326212697351114993517 | 0.018747474502899734262573569252389671638
f(z) = 223/30*z^3 - 283/30*z + 1
*
0 | 0.13900503151124380378223762099584098946 | 0.024591826198707946352677565774358471702
f(z) = 223/31*z^3 - 285/31*z + 1
*
0 | 0.11332101625968227524589056712816540197 | 0.020023212714428897661722135567437963035
f(z) = 223/32*z^3 - 287/32*z + 1
*
0 | 0.11863758613820289761478374896376884342 | 0.020936931274005907194651899584467832641
f(z) = 223/33*z^3 - 289/33*z + 1
*
0 | 0.12613389614545548511817144316248478954 | 0.022232806100672127505887633236752553786
f(z) = 223/34*z^3 - 291/34*z + 1
*
0 | 0.13895736913792087506167340125854198321 | 0.024463582130819600172657762587941903335
f(z) = 223/35*z^3 - 293/35*z + 1
*
0 | 0.099711495003073522017996068840779225563 | 0.017533308789867623278927199870996828833
f(z) = 223/36*z^3 - 295/36*z + 1
*
0 | 0.13893346505080483868406350923048929008 | 0.024401124194792260458826935965351137015
f(z) = 223/37*z^3 - 297/37*z + 1
*
0 | 0.12608608790270684614634383815103393704 | 0.022118645028128829748055496968868976898
f(z) = 223/38*z^3 - 299/38*z + 1
*
0 | 0.13911318368983434272901266029154427192 | 0.024657120711260343881889163489818106109
f(z) = 224/29*z^3 - 282/29*z + 1
*
0 | 0.13908953412913712479876733418784458727 | 0.024591537396334329059750408274965238228
f(z) = 224/31*z^3 - 286/31*z + 1
*
0 | 0.11872116485370209382725828303105054647 | 0.020938916789683343050598670811644287076
f(z) = 224/33*z^3 - 290/33*z + 1
*
0 | 0.13901829816786906775372492903850024401 | 0.024401617859555759708716424003135450170
f(z) = 224/37*z^3 - 298/37*z + 1
*
0 | 0.11353813359805354888609939588223682633 | 0.020136749150522973980390032925560546471
f(z) = 225/28*z^3 - 281/28*z + 1
*
0 | 0.13919719411216579982909569261058166534 | 0.024656541215590108282191788171476988037
f(z) = 225/29*z^3 - 283/29*z + 1
*
0 | 0.13917365281739799427102750322050470673 | 0.024591234235147777321945605043894424577
f(z) = 225/31*z^3 - 287/31*z + 1
*
0 | 0.12630284541875412064163766463542122676 | 0.022235740727007652885192605399149424424
f(z) = 225/34*z^3 - 293/34*z + 1
*
[ 17/15 ] 
f(z) = 225/34*z^3 - 285/34*z + 1
*
0 | 0.13910274431552943729931085179729632453 | 0.024402091262661091068041399454781844767
f(z) = 225/37*z^3 - 299/37*z + 1
*
[ -19/15 ] 
f(z) = 225/38*z^3 - 293/38*z + 1
*
0 | 0.13928082506561266909341112873126619835 | 0.024655949769554955627429202072937244406
f(z) = 226/29*z^3 - 284/29*z + 1
*
0 | 0.13925739104971126976697265478198105528 | 0.024590916983826140826447525929555776252
f(z) = 226/31*z^3 - 288/31*z + 1
*
0 | 0.11889027181167891965661004775024577130 | 0.020943355296502992449172445596987874291
f(z) = 226/33*z^3 - 292/33*z + 1
*
0 | 0.13921038228099050480201522974225548567 | 0.024464251054510380055408439185023168458
f(z) = 226/35*z^3 - 296/35*z + 1
*
0 | 0.12582424685482016930252454774388878171 | 0.022315773702417366383353467034113859985
f(z) = 227/27*z^3 - 281/27*z + 1
*
0 | 0.11370491297913404666871248150518900432 | 0.020140994157008470649183691462120019480
f(z) = 227/28*z^3 - 283/28*z + 1
*
0 | 0.13936407996347674129443742704512095140 | 0.024655346612596801018224489988548860365
f(z) = 227/29*z^3 - 285/29*z + 1
*
0 | 0.10617337673608751373201274707189288243 | 0.018760263340068968074143974035740305558
f(z) = 227/30*z^3 - 287/30*z + 1
*
0 | 0.13934075225282026347979711988692828877 | 0.024590585905777713783504008890450519975
f(z) = 227/31*z^3 - 289/31*z + 1
*
0 | 0.11365695321593559837667732713264583532 | 0.020033576065303382272894070041727347365
f(z) = 227/32*z^3 - 291/32*z + 1
*
0 | 0.11897373974910051717831926408126921538 | 0.020945444432486793619222582337188430426
f(z) = 227/33*z^3 - 293/33*z + 1
*
0 | 0.12647026685279559747640735880029602867 | 0.022238581834508390383173483582935097375
f(z) = 227/34*z^3 - 295/34*z + 1
*
0 | 0.13929395738534275506171351384248383135 | 0.024464438085532073540937083763485574965
f(z) = 227/35*z^3 - 297/35*z + 1
*
0 | 0.10004830123606790925573407051739119414 | 0.017550967735754303971795996199315854622
f(z) = 227/36*z^3 - 299/36*z + 1
*
[ 5/4 ] 
f(z) = 228/25*z^3 - 281/20*z + 1
*
0 | 0.13944696217320347776944926912413343542 | 0.024654731979357344916653864172001268462
f(z) = 228/29*z^3 - 286/29*z + 1
*
0 | 0.13942373980736893102650364599678549263 | 0.024590241259260385357455353481089701822
f(z) = 228/31*z^3 - 290/31*z + 1
*
0 | 0.13937715690261224332358060444683615734 | 0.024464607651735438230593094197654760905
f(z) = 228/35*z^3 - 298/35*z + 1
*
0 | 0.12672866032891830962184787751044595839 | 0.022476177495214780105744854655781371393
f(z) = 229/26*z^3 - 281/26*z + 1
*
0 | 0.12598943300015979759748462818320353434 | 0.022316999040900670107780292488615327905
f(z) = 229/27*z^3 - 283/27*z + 1
*
0 | 0.11387020347486473167876848252125442143 | 0.020145143111879911353552612565305826751
f(z) = 229/28*z^3 - 285/28*z + 1
*
0 | 0.13952947501719992248237643356130441786 | 0.024654106099787813021007859566595265350
f(z) = 229/29*z^3 - 287/29*z + 1
*
0 | 0.10633784293983069449334452433675213240 | 0.018766296432091200690200924048028195428
f(z) = 229/30*z^3 - 289/30*z + 1
*
0 | 0.13950635704872525291354497943071168547 | 0.024589883297497680211052773477333396569
f(z) = 229/31*z^3 - 291/31*z + 1
*
0 | 0.11382266319773788750364808597416703788 | 0.020038592316199784469962358487693312050
f(z) = 229/32*z^3 - 293/32*z + 1
*
0 | 0.11913852151139669458677118892322921053 | 0.020949364828631004373971234838263671744
f(z) = 229/33*z^3 - 295/33*z + 1
*
0 | 0.12663618784031079715646049027979985208 | 0.022241332179518433170563251251975075088
f(z) = 229/34*z^3 - 297/34*z + 1
*
0 | 0.13945998419441012919237376335460139655 | 0.024464760048744382072482039646834107412
f(z) = 229/35*z^3 - 299/35*z + 1
*
0 | 0.12607147670241741187609316135548040049 | 0.022317587474687237540432019216381324940
f(z) = 230/27*z^3 - 284/27*z + 1
*
0 | 0.13961162177363445571140797900996291544 | 0.024653469199255813439197755255399809448
f(z) = 230/29*z^3 - 288/29*z + 1
*
0 | 0.13958860726778631053926447951784333943 | 0.024589512268791781787250936006262215763
f(z) = 230/31*z^3 - 292/31*z + 1
*
0 | 0.11922087560485767901338112955088371032 | 0.020951378653990417569123681220522083665
f(z) = 230/33*z^3 - 296/33*z + 1
*
0 | 0.13973909634787617231847524191591513567 | 0.024783665544826110494375184773169723529
f(z) = 231/25*z^3 - 281/25*z + 1
*
0 | 0.12689228350374290032899825865307351492 | 0.022476924467523672966923500898634193300
f(z) = 231/26*z^3 - 283/26*z + 1
*
0 | 0.13969340567721887107766380015453888601 | 0.024652821498649397349120480943132118083
f(z) = 231/29*z^3 - 289/29*z + 1
*
0 | 0.13967049371176554304408923869007592673 | 0.024589128416633627843792261168764460616
f(z) = 231/31*z^3 - 293/31*z + 1
*
0 | 0.11398690316862011889900325453053481209 | 0.020043502218019623765456508564116504042
f(z) = 231/32*z^3 - 295/32*z + 1
*
0 | 0.12680063504369085814320539715764960657 | 0.022243994420993531242128886033245545082
f(z) = 231/34*z^3 - 299/34*z + 1
*
0 | 0.13982031851922782000338742385305237674 | 0.024782456846808549170317554258362185709
f(z) = 232/25*z^3 - 282/25*z + 1
*
0 | 0.12623448147842132152452110330270724302 | 0.022318717158843139036793703124870483868
f(z) = 232/27*z^3 - 286/27*z + 1
*
0 | 0.13975201958496265630960835979773658334 | 0.024588731979810164763307173788931373768
f(z) = 232/31*z^3 - 294/31*z + 1
*
0 | 0.11938552651626517017456202545297606997 | 0.020955514737304445870155610963755932034
f(z) = 232/33*z^3 - 298/33*z + 1
*
0 | 0.088190776057203372970753252728506496050 | 0.015641225362579826076725591706857719354
f(z) = 233/24*z^3 - 281/24*z + 1
*
0 | 0.13990118595974937797219621376226481860 | 0.024781242033850832395946760231475559807
f(z) = 233/25*z^3 - 283/25*z + 1
*
0 | 0.12705447341290965935077432991414775554 | 0.022477614615596846902934866261382208243
f(z) = 233/26*z^3 - 285/26*z + 1
*
0 | 0.12631544887011630577065109960478222263 | 0.022319258910006509414571271223926425572
f(z) = 233/27*z^3 - 287/27*z + 1
*
0 | 0.11419642252788350683607014928330434607 | 0.020153163327332126800523707297999814410
f(z) = 233/28*z^3 - 289/28*z + 1
*
0 | 0.13985589765197403560612778607779285907 | 0.024651494558973187600378439568086411842
f(z) = 233/29*z^3 - 291/29*z + 1
*
0 | 0.10666550317307876439062284171373630833 | 0.018778567222367707600543241814089524653
f(z) = 233/30*z^3 - 293/30*z + 1
*
0 | 0.13983318804951664092510112981961049366 | 0.024588323192508844280535747392746048076
f(z) = 233/31*z^3 - 295/31*z + 1
*
0 | 0.11414969898602684783791592514517833842 | 0.020048308596763509737974643904582401023
f(z) = 233/32*z^3 - 297/32*z + 1
*
0 | 0.11946576249234768630560125039040541138 | 0.020957274807526625348514881865232812099
f(z) = 233/33*z^3 - 299/33*z + 1
*
0 | 0.13998170175488565935349135155860222889 | 0.024780021266383224431684869029923047957
f(z) = 234/25*z^3 - 284/25*z + 1
*
0 | 0.13993661198208589635711618749945214755 | 0.024650815740180752764399102310300885170
f(z) = 234/29*z^3 - 292/29*z + 1
*
0 | 0.13991400222614234196401504073879804504 | 0.024587902284419443494050145829831364421
f(z) = 234/31*z^3 - 296/31*z + 1
*
0 | 0.14008425158568162821352066721947139230 | 0.024844881140163294390378722698660061813
f(z) = 235/23*z^3 - 281/23*z + 1
*
0 | 0.091204851837852060675947192926072275866 | 0.016155470681324921528148396436817644270
f(z) = 235/24*z^3 - 283/24*z + 1
*
0 | 0.12721525495156226428658719214768041115 | 0.022478249794179680313772340839743829096
f(z) = 235/26*z^3 - 287/26*z + 1
*
0 | 0.12647632914714555138681705405851982726 | 0.022320297448210104173809250935697657510
f(z) = 235/27*z^3 - 289/27*z + 1
*
0 | 0.11435740173401097755120843396364412634 | 0.020157039595423109910727582254991526668
f(z) = 235/28*z^3 - 291/28*z + 1
*
0 | 0.14001697597867755219312027240094517128 | 0.024650126962058458976453776186888685652
f(z) = 235/29*z^3 - 293/29*z + 1
*
0 | 0.13999446519485100992348574962851357268 | 0.024587469480833286358148028036789535530
f(z) = 235/31*z^3 - 297/31*z + 1
*
0 | 0.11431107583094892939098342553983822262 | 0.020053014183763851622595652473090086028
f(z) = 235/32*z^3 - 299/32*z + 1
*
0 | 0.14016397619940997980040055782828064779 | 0.024843368463370325999064897270190327363
f(z) = 236/23*z^3 - 282/23*z + 1
*
[ 5/4 ] 
f(z) = 236/25*z^3 - 291/20*z + 1
*
0 | 0.14014169055103942222074837843268431173 | 0.024777562492744393392034367095655904677
f(z) = 236/25*z^3 - 286/25*z + 1
*
0 | 0.12655624810652157529395835741799712149 | 0.022320794709034913328303714618229910883
f(z) = 236/27*z^3 - 290/27*z + 1
*
0 | 0.14009699267032222825616896806926436430 | 0.024649428424565281574332932670163131758
f(z) = 236/29*z^3 - 294/29*z + 1
*
0 | 0.14007457999565524915825443371154096621 | 0.024587025002739942277214735225951661312
f(z) = 236/31*z^3 - 298/31*z + 1
*
0 | 0.12741903142183959906382807078663357606 | 0.022598619436775520360503181516609215562
f(z) = 237/22*z^3 - 281/22*z + 1
*
0 | 0.14024335902336750918116653592669876559 | 0.024841852481495105807061779310207361138
f(z) = 237/23*z^3 - 283/23*z + 1
*
0 | 0.14022116952526401384878086997625005227 | 0.024776324790773000871593082697127549740
f(z) = 237/25*z^3 - 287/25*z + 1
*
0 | 0.12737465237170950737175574405776635163 | 0.022478831789869997828890202467017238138
f(z) = 237/26*z^3 - 289/26*z + 1
*
0 | 0.11451699339969821443214528040064250798 | 0.020160829834274165343654376992743187080
f(z) = 237/28*z^3 - 293/28*z + 1
*
0 | 0.14017666504648298470266227925201994264 | 0.024648720323750750726908420590384533743
f(z) = 237/29*z^3 - 295/29*z + 1
*
0 | 0.14015434962925876756810648985373100336 | 0.024586569066921474945823207623040230239
f(z) = 237/31*z^3 - 299/31*z + 1
*
0 | 0.14032240297595050734201609838396089215 | 0.024840333317155781932883644653089881868
f(z) = 238/23*z^3 - 284/23*z + 1
*
0 | 0.14030030880185641951438049824253217744 | 0.024775081742842808606193856279657396473
f(z) = 238/25*z^3 - 288/25*z + 1
*
0 | 0.12671505855921431218986805778848144348 | 0.022321746366485420298643720755921206038
f(z) = 238/27*z^3 - 292/27*z + 1
*
0 | 0.14025599605818336115878313885632614935 | 0.024648002851841619383625259280070586793
f(z) = 238/29*z^3 - 296/29*z + 1
*
0 | 0.12007839776496858806126804592532744515 | 0.021296708846298526750784437278836671081
f(z) = 239/21*z^3 - 281/21*z + 1
*
0 | 0.12757668868820202728997714085673524950 | 0.022598155823848154640868136949066586073
f(z) = 239/22*z^3 - 283/22*z + 1
*
0 | 0.14040111093833175479756705577745377085 | 0.024838811090242333755839905986071754863
f(z) = 239/23*z^3 - 285/23*z + 1
*
0 | 0.091521902494264500580746769960684500130 | 0.016171426820532970507032875818459364524
f(z) = 239/24*z^3 - 287/24*z + 1
*
0 | 0.14037911127259629800302771826688800156 | 0.024773833493177794799265482950094535451
f(z) = 239/25*z^3 - 289/25*z + 1
*
0 | 0.12753268930419215857966046984247903708 | 0.022479362324046661138825512845847432545
f(z) = 239/26*z^3 - 291/26*z + 1
*
0 | 0.12679395589506281508043160699930356713 | 0.022322201211593820993882874848218853260
f(z) = 239/27*z^3 - 293/27*z + 1
*
0 | 0.11467522124390201819564983124274292489 | 0.020164536341108369835643152290168642497
f(z) = 239/28*z^3 - 295/28*z + 1
*
0 | 0.14033498861866370504158426007176446533 | 0.024647276197326328428544227344029144750
f(z) = 239/29*z^3 - 297/29*z + 1
*
0 | 0.10714488695224159047238510195443520120 | 0.018795885894281492780364633158013025965
f(z) = 239/30*z^3 - 299/30*z + 1
*
[ 5/6 ] 
f(z) = 224/25*z^3 - 289/45*z + 1
*
[ 4/5 ] 
f(z) = 225/22*z^3 - 299/44*z + 1
*
[ 5/6 ] 
f(z) = 232/25*z^3 - 299/45*z + 1
*
[ 3/20 ] 
f(z) = 232/27*z^3 - 293/50*z + 1
*
15/28 | 0.098660521390487736490612157609879881230 | 0.012254894599342372461306130546450503252
f(z) = 224/25*z^3 - 299/70*z + 1
*
-4/5 | 0.17069397692985886613510982966987207338 | 0.026201305418888311058496073224818176164
f(z) = 225/22*z^3 - 289/66*z + 1
*
[ 3/5 ] 
f(z) = 225/22*z^3 - 287/66*z + 1
*
[ 3/5 ] 
f(z) = 225/23*z^3 - 289/69*z + 1
*
[ 3/5 ] 
f(z) = 225/26*z^3 - 295/78*z + 1
*
[ 3/4 ] 
f(z) = 232/33*z^3 - 283/66*z + 1
*
[ 3/4 ] 
f(z) = 232/39*z^3 - 287/78*z + 1
*
[ 3/5 ] 
f(z) = 233/27*z^3 - 283/75*z + 1
*
[ 3/16 ] 
f(z) = 236/27*z^3 - 297/64*z + 1
*
[ 3/5 ] 
f(z) = 236/27*z^3 - 286/75*z + 1
*
[ 3/5 ] 
f(z) = 239/27*z^3 - 289/75*z + 1
*
[ -3/4 ] 
f(z) = 220/21*z^3 - 299/84*z + 1
*
[ 3/5 ] 
f(z) = 225/28*z^3 - 299/84*z + 1
*
[ 5/18 ] 
f(z) = 234/25*z^3 - 299/90*z + 1
*
[ 1/3 ] 
f(z) = 222/35*z^3 - 284/105*z + 1
*
[ 1/3 ] 
f(z) = 228/35*z^3 - 286/105*z + 1
*
[ 1/3 ] 
f(z) = 228/37*z^3 - 298/111*z + 1
*
[ 4/9 ] 
f(z) = 231/32*z^3 - 289/108*z + 1
*
[ 1/3 ] 
f(z) = 231/34*z^3 - 281/102*z + 1
*
[ 1/3 ] 
f(z) = 231/37*z^3 - 299/111*z + 1
*
[ 4/9 ] 
f(z) = 237/32*z^3 - 293/108*z + 1
*
[ 1/3 ] 
f(z) = 237/34*z^3 - 283/102*z + 1
*
[ 1/3 ] 
f(z) = 237/35*z^3 - 289/105*z + 1
*
[ 6/17 ] 
f(z) = 238/27*z^3 - 299/102*z + 1
*
[ 5/2 ] 
f(z) = 224/25*z^3 - 277/5*z + 1
*
[ -5/2 ] 
f(z) = 224/25*z^3 - 273/5*z + 1
*
[ -5/2 ] 
f(z) = 228/25*z^3 - 278/5*z + 1
*
0 | 0.11852552032529259619025956118059185937 | 0.021285593993912448411454811736139967363
f(z) = 220/21*z^3 - 262/21*z + 1
*
0 | 0.13884526130570451993751461921569055591 | 0.024867082134061643020077562906170892007
f(z) = 220/23*z^3 - 266/23*z + 1
*
0 | 0.12523420623961166217220807329343311989 | 0.022310947454965042228339002587811718552
f(z) = 220/27*z^3 - 274/27*z + 1
*
0 | 0.13877327739326653513146298608992896764 | 0.024659314227047875298064441501430750278
f(z) = 220/29*z^3 - 278/29*z + 1
*
0 | 0.11329533928948334418387385449198561826 | 0.020360306189261353813479007024865898889
f(z) = 221/20*z^3 - 261/20*z + 1
*
0 | 0.11861063887722704197602236713674905458 | 0.021286317318631347076444797042054555271
f(z) = 221/21*z^3 - 263/21*z + 1
*
0 | 0.12610698304902854984780102310095320503 | 0.022600912048055844432953479596090208515
f(z) = 221/22*z^3 - 265/22*z + 1
*
0 | 0.13893049038342809907010631460931451897 | 0.024865635821407474581485099741350013402
f(z) = 221/23*z^3 - 267/23*z + 1
*
0 | 0.082443811813975927155673005921701198478 | 0.014736025903778299355325688991202448859
f(z) = 221/24*z^3 - 269/24*z + 1
*
0 | 0.13890665551542410905313339287568521553 | 0.024795378312524187488290984474007574698
f(z) = 221/25*z^3 - 271/25*z + 1
*
0 | 0.12531965772640154366527447338379505883 | 0.022311690390670234455287336777015639620
f(z) = 221/27*z^3 - 275/27*z + 1
*
0 | 0.11319999914783661851749619658621469021 | 0.020127959954480603406249868980780981659
f(z) = 221/28*z^3 - 277/28*z + 1
*
0 | 0.13885884077096696747825796344067083417 | 0.024658785027270685242031561761214519859
f(z) = 221/29*z^3 - 279/29*z + 1
*
0 | 0.13901532895493757801653156416220509892 | 0.024864183987463970730078510136066352142
f(z) = 222/23*z^3 - 268/23*z + 1
*
0 | 0.13899160403983743055406314524431843489 | 0.024794240395233105951987519087249746860
f(z) = 222/25*z^3 - 272/25*z + 1
*
0 | 0.13894401055099028098064051078312209135 | 0.024658242869057995428072422287284966205
f(z) = 222/29*z^3 - 280/29*z + 1
*
0 | 0.11346430279991189023012320201801348401 | 0.020362736231748899644381767706775850555
f(z) = 223/20*z^3 - 263/20*z + 1
*
0 | 0.11877971106456408951013051825714171688 | 0.021287717285409902431928159723262829468
f(z) = 223/21*z^3 - 265/21*z + 1
*
0 | 0.12627616413238488827076891248022767051 | 0.022600777565632901831550245084886635129
f(z) = 223/22*z^3 - 267/22*z + 1
*
0 | 0.13909978058282419431268733193267605859 | 0.024862726804813934805534360895307226097
f(z) = 223/23*z^3 - 269/23*z + 1
*
0 | 0.090219764772129712162498045700698006038 | 0.016104578938217254659169694412301405490
f(z) = 223/24*z^3 - 271/24*z + 1
*
0 | 0.13907616461062548668397517719929693997 | 0.024793094553038885998402092474209082196
f(z) = 223/25*z^3 - 273/25*z + 1
*
0 | 0.12622893212287046357601876036470708055 | 0.022473575997304029525282452527474309770
f(z) = 223/26*z^3 - 275/26*z + 1
*
0 | 0.12548938660853500611329996866824736845 | 0.022313121619994278051524759775671017463
f(z) = 223/27*z^3 - 277/27*z + 1
*
0 | 0.11336983825993796363568905339304196179 | 0.020132405360053692118366024623871019209
f(z) = 223/28*z^3 - 279/28*z + 1
*
0 | 0.13918384878114224906372551583411160702 | 0.024861264442104310242436482161054197614
f(z) = 224/23*z^3 - 270/23*z + 1
*
0 | 0.13916034075569825954584095997309395387 | 0.024791940985156850335419405302988376834
f(z) = 224/25*z^3 - 274/25*z + 1
*
0 | 0.12557367113669561116468334689527764084 | 0.022313810507108470742431701996475970184
f(z) = 224/27*z^3 - 278/27*z + 1
*
0 | 0.12644381343313771306953612772421113692 | 0.022600596322832365072136590140092530860
f(z) = 225/22*z^3 - 269/22*z + 1
*
0 | 0.13926753701628692313281567934286955157 | 0.024859797064143265936523517044589218190
f(z) = 225/23*z^3 - 271/23*z + 1
*
0 | 0.12639701124733336398154957508539299882 | 0.022474505299508045996724696623974815213
f(z) = 225/26*z^3 - 277/26*z + 1
*
0 | 0.11902942594770944010742004543103698831 | 0.021289519428792078304047406793859604300
f(z) = 226/21*z^3 - 268/21*z + 1
*
0 | 0.13935084870785233546993937970119430311 | 0.024858324831994583304954501600177129399
f(z) = 226/23*z^3 - 272/23*z + 1
*
0 | 0.13932755364164438599330686857207186400 | 0.024789611447735501712807073153976884819
f(z) = 226/25*z^3 - 276/25*z + 1
*
0 | 0.12574109783664440450746262812397329194 | 0.022315136268073286647357035636083600572
f(z) = 226/27*z^3 - 280/27*z + 1
*
0 | 0.11379767370441154354095672949632057912 | 0.020367390224045314931516012117612027789
f(z) = 227/20*z^3 - 267/20*z + 1
*
0 | 0.11911329346204857860038784637324418002 | 0.021290337495573463953471040427051770306
f(z) = 227/21*z^3 - 269/21*z + 1
*
0 | 0.12660995844334427694438763617562359060 | 0.022600370054889823108853430189156123730
f(z) = 227/22*z^3 - 271/22*z + 1
*
0 | 0.13943378722947037490711865597259044997 | 0.024856847903069429546321367188202869520
f(z) = 227/23*z^3 - 273/23*z + 1
*
0 | 0.090553984178405975614738712797079091954 | 0.016122071311758757558350595282391439115
f(z) = 227/24*z^3 - 275/24*z + 1
*
0 | 0.13941059720221615758823261322995121019 | 0.024788435855479061732664240303971069380
f(z) = 227/25*z^3 - 277/25*z + 1
*
0 | 0.12656357832721060076532075716078269560 | 0.022475371772694141353326922824610829671
f(z) = 227/26*z^3 - 279/26*z + 1
*
0 | 0.13951635590963082014899335020381987403 | 0.024855366431215598647201943773408044997
f(z) = 228/23*z^3 - 274/23*z + 1
*
0 | 0.13949326997813941267518823994549124335 | 0.024787253292298965183048303834599912113
f(z) = 228/25*z^3 - 278/25*z + 1
*
0 | 0.11396213513967898142365173733142535142 | 0.020369618271137584016075955263317919230
f(z) = 229/20*z^3 - 269/20*z + 1
*
0 | 0.11927785781782487059971498982111653550 | 0.021291561573678771904177827263186682161
f(z) = 229/21*z^3 - 271/21*z + 1
*
0 | 0.12677462592143070056689875097181483283 | 0.022600100428395253574132160067153061629
f(z) = 229/22*z^3 - 273/22*z + 1
*
0 | 0.13959855803248324668015310278794790890 | 0.024853880566804298837909849271001737928
f(z) = 229/23*z^3 - 275/23*z + 1
*
0 | 0.081843512567947120923305051079948840357 | 0.014552499610448559204206293909274038376
f(z) = 229/24*z^3 - 277/24*z + 1
*
0 | 0.13957557526621340240591965131428022099 | 0.024786063936858172554838348428569955208
f(z) = 229/25*z^3 - 279/25*z + 1
*
0 | 0.11935959477555161413002783400718843603 | 0.021292152909426180581119341237163271316
f(z) = 230/21*z^3 - 272/21*z + 1
*
0 | 0.11412514873374387885760708799321538309 | 0.020371782959759286764169126198000188092
f(z) = 231/20*z^3 - 271/20*z + 1
*
0 | 0.13976187552584913065579474274178134638 | 0.024850896244915351626016481337618092661
f(z) = 231/23*z^3 - 277/23*z + 1
*
0 | 0.11952199417991144029481299216529423096 | 0.021293295273964685532254925531927074086
f(z) = 232/21*z^3 - 274/21*z + 1
*
0 | 0.13984299724993246382107054959023431413 | 0.024849398071545430359539060320463779707
f(z) = 232/23*z^3 - 278/23*z + 1
*
0 | 0.11428673975862602774056152559209143346 | 0.020373886157468000818388794671568743313
f(z) = 233/20*z^3 - 273/20*z + 1
*
0 | 0.11960162925676897346932601742932056845 | 0.021293662707112315348166342574879628793
f(z) = 233/21*z^3 - 275/21*z + 1
*
0 | 0.12709963180091439528050290366052680403 | 0.022599437441488051188210906022778612941
f(z) = 233/22*z^3 - 277/22*z + 1
*
0 | 0.13992376512533137899226518751635809041 | 0.024847896073991071800375406396240157168
f(z) = 233/23*z^3 - 279/23*z + 1
*
0 | 0.14000418222591859111380556315757088344 | 0.024846390386461666310015420388077037034
f(z) = 234/23*z^3 - 280/23*z + 1
*
0 | 0.11976295355459600258435625836668547590 | 0.021294911230777140802792245533916544105
f(z) = 235/21*z^3 - 277/21*z + 1
*
0 | 0.12726002027829235926897915315381280737 | 0.022599047098372711466764698569329806947
f(z) = 235/22*z^3 - 279/22*z + 1
*
[ 6/5 ] 
f(z) = 235/36*z^3 - 277/30*z + 1
*
0 | 0.11984258154913152365603185346969907785 | 0.021295424679103501334725771109473235970
f(z) = 236/21*z^3 - 278/21*z + 1
*
0 | 0.11460575193134978083547107877169148353 | 0.020377915219016427572242833523308762886
f(z) = 237/20*z^3 - 277/20*z + 1
*
0 | 0.11476322043223969269694813432826808582 | 0.020379844495054765000332471334933479917
f(z) = 239/20*z^3 - 279/20*z + 1
*
[ 6/7 ] 
f(z) = 224/27*z^3 - 263/42*z + 1
*
[ 3/4 ] 
f(z) = 232/21*z^3 - 275/42*z + 1
*
[ 1/6 ] 
f(z) = 234/25*z^3 - 263/50*z + 1
*
[ 3/5 ] 
f(z) = 221/27*z^3 - 271/75*z + 1
*
[ 3/5 ] 
f(z) = 224/27*z^3 - 274/75*z + 1
*
[ 2/9 ] 
f(z) = 225/32*z^3 - 277/72*z + 1
*
[ 3/5 ] 
f(z) = 227/27*z^3 - 277/75*z + 1
*
[ 2/3 ] 
f(z) = 227/32*z^3 - 263/72*z + 1
*
[ 2/3 ] 
f(z) = 229/32*z^3 - 265/72*z + 1
*
[ 1/4 ] 
f(z) = 232/39*z^3 - 263/78*z + 1
*
[ 2/3 ] 
f(z) = 233/32*z^3 - 269/72*z + 1
*
[ 2/3 ] 
f(z) = 235/32*z^3 - 271/72*z + 1
*
[ -5/6 ] 
f(z) = 237/25*z^3 - 263/60*z + 1
*
[ 2/3 ] 
f(z) = 239/32*z^3 - 275/72*z + 1
*
[ 9/22 ] 
f(z) = 220/27*z^3 - 278/99*z + 1
*
[ 5/17 ] 
f(z) = 221/25*z^3 - 269/85*z + 1
*
[ 1/3 ] 
f(z) = 228/31*z^3 - 262/93*z + 1
*
[ 3/8 ] 
f(z) = 230/27*z^3 - 275/96*z + 1
*
[ 1/3 ] 
f(z) = 231/31*z^3 - 263/93*z + 1
*
[ 1/3 ] 
f(z) = 231/32*z^3 - 269/96*z + 1
*
[ 5/12 ] 
f(z) = 232/25*z^3 - 271/90*z + 1
*
[ 1/3 ] 
f(z) = 237/31*z^3 - 265/93*z + 1
*
[ 1/3 ] 
f(z) = 237/32*z^3 - 271/96*z + 1
*
[ 5/17 ] 
f(z) = 238/25*z^3 - 274/85*z + 1
*
[ 6/17 ] 
f(z) = 221/36*z^3 - 265/102*z + 1
*
-2 | 0.11450679855063509607457777105365089273 | 0.016665009041642395603413528026776335352
f(z) = 237/32*z^3 - 241/8*z + 1
*
-2 | 0.11466541223231925010275166308288917171 | 0.016668045016362208041979458518307450249
f(z) = 239/32*z^3 - 243/8*z + 1
*
-6/5 | 0.18582456662589414100372631293788211358 | 0.026947957841300398607511083032291284745
f(z) = 225/32*z^3 - 247/24*z + 1
*
[ 2/15 ] 
f(z) = 225/38*z^3 - 251/38*z + 1
*
[ -5/4 ] 
f(z) = 228/25*z^3 - 249/20*z + 1
*
[ 3/29 ] 
f(z) = 232/27*z^3 - 254/29*z + 1
*
[ -5/4 ] 
f(z) = 236/25*z^3 - 259/20*z + 1
*
3/5 | 0.26210233446424369265269336493721001257 | 0.027880377543078830139143795677552150077
f(z) = 220/27*z^3 - 258/55*z + 1
*
[ 3/17 ] 
f(z) = 221/27*z^3 - 251/51*z + 1
*
[ 3/4 ] 
f(z) = 229/27*z^3 - 245/48*z + 1
*
[ 1/6 ] 
f(z) = 234/23*z^3 - 243/46*z + 1
*
[ 3/4 ] 
f(z) = 235/27*z^3 - 251/48*z + 1
*
[ 2/3 ] 
f(z) = 221/32*z^3 - 257/72*z + 1
*
[ 4/17 ] 
f(z) = 221/32*z^3 - 247/68*z + 1
*
[ 2/3 ] 
f(z) = 223/32*z^3 - 259/72*z + 1
*
[ 9/14 ] 
f(z) = 224/27*z^3 - 251/63*z + 1
*
[ 9/16 ] 
f(z) = 224/27*z^3 - 245/72*z + 1
*
2/5 | 0.093246403169305971291829486283034429796 | 0.012247789687145618458199402231017571630
f(z) = 225/32*z^3 - 253/72*z + 1
*
[ -8/9 ] 
f(z) = 225/32*z^3 - 247/72*z + 1
*
[ 4/15 ] 
f(z) = 225/38*z^3 - 241/76*z + 1
*
[ 2/7 ] 
f(z) = 231/20*z^3 - 241/70*z + 1
*
[ -5/6 ] 
f(z) = 231/25*z^3 - 253/60*z + 1
*
[ 1/4 ] 
f(z) = 232/37*z^3 - 251/74*z + 1
*
[ 2/3 ] 
f(z) = 234/35*z^3 - 243/70*z + 1
*
[ 2/3 ] 
f(z) = 234/37*z^3 - 245/74*z + 1
*
[ -4/5 ] 
f(z) = 235/24*z^3 - 241/60*z + 1
*
[ 1/3 ] 
f(z) = 222/29*z^3 - 248/87*z + 1
*
[ 1/3 ] 
f(z) = 222/31*z^3 - 260/93*z + 1
*
1/5 | 0.15810470948359579897806451186821440540 | 0.024268869094581742316737640842685404622
f(z) = 225/28*z^3 - 251/84*z + 1
*
[ 1/3 ] 
f(z) = 228/29*z^3 - 250/87*z + 1
*
[ 1/3 ] 
f(z) = 231/29*z^3 - 251/87*z + 1
*
[ 1/3 ] 
f(z) = 237/28*z^3 - 247/84*z + 1
*
[ 1/3 ] 
f(z) = 237/29*z^3 - 253/87*z + 1
*
-2 | 0.11318622798944095590841783709137892659 | 0.016639173692137674750116316428589767401
f(z) = 221/32*z^3 - 225/8*z + 1
*
[ 3 ] 
f(z) = 223/27*z^3 - 221/3*z + 1
*
-2 | 0.11335656694922972531352641152779206396 | 0.016642563480082884716680988536255068943
f(z) = 223/32*z^3 - 227/8*z + 1
*
39/28 | 0.23911783445867423297469783901791972423 | 0.027475307036847812123493724729632445565
f(z) = 224/27*z^3 - 223/14*z + 1
*
-2 | 0.11352534583541968010738490450621752843 | 0.016645905195103454386544907738148256205
f(z) = 225/32*z^3 - 229/8*z + 1
*
[ 2 ] 
f(z) = 225/32*z^3 - 221/8*z + 1
*
[ 3 ] 
f(z) = 226/27*z^3 - 224/3*z + 1
*
[ -3 ] 
f(z) = 227/27*z^3 - 223/3*z + 1
*
[ 3/2 ] 
f(z) = 227/27*z^3 - 223/12*z + 1
*
-2 | 0.11369259310698658942142120720412554625 | 0.016649200012273157900863131472810165754
f(z) = 227/32*z^3 - 231/8*z + 1
*
[ 2 ] 
f(z) = 227/32*z^3 - 223/8*z + 1
*
[ 3 ] 
f(z) = 229/27*z^3 - 227/3*z + 1
*
-2 | 0.11385833644723977143990217356446655505 | 0.016652449066496911227528649140745142683
f(z) = 229/32*z^3 - 233/8*z + 1
*
[ 2 ] 
f(z) = 229/32*z^3 - 225/8*z + 1
*
[ -3 ] 
f(z) = 230/27*z^3 - 226/3*z + 1
*
-2 | 0.11402260279190368036309832884945872603 | 0.016655653454261898228181834106231993634
f(z) = 231/32*z^3 - 235/8*z + 1
*
[ 2 ] 
f(z) = 231/32*z^3 - 227/8*z + 1
*
[ 3 ] 
f(z) = 232/27*z^3 - 230/3*z + 1
*
[ -3 ] 
f(z) = 233/27*z^3 - 229/3*z + 1
*
[ 3/2 ] 
f(z) = 233/27*z^3 - 229/12*z + 1
*
-2 | 0.11418541835593337415867645216513408249 | 0.016658814235296319270120900605444626458
f(z) = 233/32*z^3 - 237/8*z + 1
*
[ 2 ] 
f(z) = 233/32*z^3 - 229/8*z + 1
*
[ -2 ] 
f(z) = 233/32*z^3 - 221/8*z + 1
*
[ 3 ] 
f(z) = 235/27*z^3 - 233/3*z + 1
*
-2 | 0.11434680865913211737024597538165276962 | 0.016661932434141462425101560654536341977
f(z) = 235/32*z^3 - 239/8*z + 1
*
[ 2 ] 
f(z) = 235/32*z^3 - 231/8*z + 1
*
[ -2 ] 
f(z) = 235/32*z^3 - 223/8*z + 1
*
[ -3 ] 
f(z) = 236/27*z^3 - 232/3*z + 1
*
[ 2 ] 
f(z) = 237/32*z^3 - 233/8*z + 1
*
[ -2 ] 
f(z) = 237/32*z^3 - 225/8*z + 1
*
[ 3 ] 
f(z) = 238/27*z^3 - 236/3*z + 1
*
[ -3 ] 
f(z) = 239/27*z^3 - 235/3*z + 1
*
[ 3/2 ] 
f(z) = 239/27*z^3 - 235/12*z + 1
*
[ 2 ] 
f(z) = 239/32*z^3 - 235/8*z + 1
*
[ -2 ] 
f(z) = 239/32*z^3 - 227/8*z + 1
*
[ 2/13 ] 
f(z) = 221/24*z^3 - 223/39*z + 1
*
[ 6/5 ] 
f(z) = 225/32*z^3 - 239/24*z + 1
*
[ -6/5 ] 
f(z) = 235/36*z^3 - 227/30*z + 1
*
[ 15/22 ] 
f(z) = 220/27*z^3 - 234/55*z + 1
*
[ 3/4 ] 
f(z) = 223/27*z^3 - 239/48*z + 1
*
3/56 | 0.22931497658107853215812252216240237100 | 0.028483843673693860582721701572886142909
f(z) = 224/27*z^3 - 239/42*z + 1
*
[ 2/3 ] 
f(z) = 225/23*z^3 - 223/46*z + 1
*
[ 2/3 ] 
f(z) = 225/29*z^3 - 229/58*z + 1
*
[ -14/15 ] 
f(z) = 225/32*z^3 - 227/56*z + 1
*
[ 2/3 ] 
f(z) = 234/23*z^3 - 231/46*z + 1
*
[ 2/3 ] 
f(z) = 234/25*z^3 - 233/50*z + 1
*
[ 2/3 ] 
f(z) = 234/29*z^3 - 237/58*z + 1
*
[ 2/5 ] 
f(z) = 221/24*z^3 - 223/75*z + 1
*
[ 6/13 ] 
f(z) = 221/27*z^3 - 227/78*z + 1
*
[ 1/3 ] 
f(z) = 222/25*z^3 - 224/75*z + 1
*
[ 2/5 ] 
f(z) = 223/24*z^3 - 224/75*z + 1
*
[ 15/56 ] 
f(z) = 224/27*z^3 - 233/70*z + 1
*
[ 2/3 ] 
f(z) = 225/31*z^3 - 231/62*z + 1
*
[ 2/3 ] 
f(z) = 225/37*z^3 - 237/74*z + 1
*
[ 2/5 ] 
f(z) = 227/24*z^3 - 226/75*z + 1
*
[ 1/3 ] 
f(z) = 228/25*z^3 - 226/75*z + 1
*
[ 2/5 ] 
f(z) = 229/24*z^3 - 227/75*z + 1
*
[ 1/3 ] 
f(z) = 231/25*z^3 - 227/75*z + 1
*
[ 1/3 ] 
f(z) = 231/26*z^3 - 233/78*z + 1
*
[ 3/10 ] 
f(z) = 232/27*z^3 - 233/75*z + 1
*
[ 1/4 ] 
f(z) = 232/33*z^3 - 227/66*z + 1
*
[ 1/4 ] 
f(z) = 232/35*z^3 - 239/70*z + 1
*
[ 2/5 ] 
f(z) = 233/24*z^3 - 229/75*z + 1
*
[ 2/3 ] 
f(z) = 234/31*z^3 - 239/62*z + 1
*
[ 1/3 ] 
f(z) = 237/25*z^3 - 229/75*z + 1
*
[ 1/3 ] 
f(z) = 237/26*z^3 - 235/78*z + 1
*
[ 2/5 ] 
f(z) = 239/24*z^3 - 232/75*z + 1
*
[ 2/5 ] 
f(z) = 235/36*z^3 - 229/90*z + 1
*
[ 3 ] 
f(z) = 220/27*z^3 - 218/3*z + 1
*
[ -3 ] 
f(z) = 221/27*z^3 - 217/3*z + 1
*
[ 3/2 ] 
f(z) = 221/27*z^3 - 217/12*z + 1
*
[ 2 ] 
f(z) = 221/32*z^3 - 217/8*z + 1
*
[ -2 ] 
f(z) = 221/32*z^3 - 209/8*z + 1
*
[ -3/2 ] 
f(z) = 223/27*z^3 - 203/12*z + 1
*
[ 2 ] 
f(z) = 223/32*z^3 - 219/8*z + 1
*
[ -2 ] 
f(z) = 223/32*z^3 - 211/8*z + 1
*
[ -3 ] 
f(z) = 224/27*z^3 - 220/3*z + 1
*
[ -2 ] 
f(z) = 225/32*z^3 - 213/8*z + 1
*
[ -2 ] 
f(z) = 227/32*z^3 - 215/8*z + 1
*
[ -3/2 ] 
f(z) = 229/27*z^3 - 209/12*z + 1
*
[ -2 ] 
f(z) = 229/32*z^3 - 217/8*z + 1
*
[ -2 ] 
f(z) = 231/32*z^3 - 219/8*z + 1
*
-6/5 | 0.17238217502120325613922702622451941339 | 0.023152788101997114666475613071688705545
f(z) = 235/24*z^3 - 214/15*z + 1
*
[ 6/5 ] 
f(z) = 235/24*z^3 - 209/15*z + 1
*
[ -3/2 ] 
f(z) = 235/27*z^3 - 215/12*z + 1
*
[ 3/22 ] 
f(z) = 220/27*z^3 - 214/33*z + 1
*
-1 | 0.11407467046289914765059220376008006115 | 0.021132128979888990633218035391062028197
f(z) = 221/20*z^3 - 201/20*z + 1
*
-1 | 0.11423672353456714404775722071488074369 | 0.021126890056928850914605361758762760808
f(z) = 223/20*z^3 - 203/20*z + 1
*
-1 | 0.10247685161181061583340103702491826921 | 0.018952024448843874886096692726965739512
f(z) = 223/21*z^3 - 202/21*z + 1
*
-1 | 0.11001076602024178236795901200998652243 | 0.020345343308843167183465587861825485087
f(z) = 223/22*z^3 - 201/22*z + 1
*
-1 | 0.12295326292644986646401013662693142682 | 0.022720122814444439358063725089456329929
f(z) = 224/23*z^3 - 201/23*z + 1
*
-1 | 0.11017096571770873383807831039186002824 | 0.020341381720484314223737144247607521210
f(z) = 225/22*z^3 - 203/22*z + 1
*
-1 | 0.12303307892760802206473870882363331632 | 0.022716173961164388840154304684238119139
f(z) = 225/23*z^3 - 202/23*z + 1
*
-1 | 0.10271696715083157344512175845287056081 | 0.018949599470277650561411112236493910867
f(z) = 226/21*z^3 - 205/21*z + 1
*
-1 | 0.12311255217653494234036579997993301313 | 0.022712251132602772278379493115995321107
f(z) = 226/23*z^3 - 203/23*z + 1
*
-1 | 0.12316427136481626653292638282551779979 | 0.022721792476453198032151657965827428841
f(z) = 226/25*z^3 - 201/25*z + 1
*
0 | 0.19225877072474854969617606932902020149 | 0.029894086974441528414092285320150786332
f(z) = 226/39*z^3 - 207/26*z + 1
*
-1 | 0.11455663439305569370492889870151340487 | 0.021116624858092235213858418768695923658
f(z) = 227/20*z^3 - 207/20*z + 1
*
-1 | 0.10279631838414217022222684586530199312 | 0.018948804699193630368102412136408641830
f(z) = 227/21*z^3 - 206/21*z + 1
*
-1 | 0.11033044278592471905788377642266634751 | 0.020337596186212778124200549257985961291
f(z) = 227/22*z^3 - 205/22*z + 1
*
-1 | 0.12319168560618049767580785107840638531 | 0.022708354032609815158663530087510590938
f(z) = 227/23*z^3 - 204/23*z + 1
*
-1 | 0.094316454279453868836131962612002275350 | 0.017385681706841125934658990416921797710
f(z) = 227/24*z^3 - 203/24*z + 1
*
-1 | 0.12324318886316342599489515582941401056 | 0.022717847808002577084310826414052581174
f(z) = 227/25*z^3 - 202/25*z + 1
*
-1 | 0.11043279778023090939596113706142023140 | 0.020356463640102004896647768146441999442
f(z) = 227/26*z^3 - 201/26*z + 1
*
-1 | 0.12327048211198676475492782235231826817 | 0.022704482369770525339274315107368169591
f(z) = 228/23*z^3 - 205/23*z + 1
*
-1 | 0.12332177123468914305656697912155688227 | 0.022713929018815827568953656398410675497
f(z) = 228/25*z^3 - 203/25*z + 1
*
-1 | 0.11471453999197083184498772991989799125 | 0.021111595314764936950290052325508325791
f(z) = 229/20*z^3 - 209/20*z + 1
*
-1 | 0.10295400750041651991022707281686488945 | 0.018947234958482142846553064759641275238
f(z) = 229/21*z^3 - 208/21*z + 1
*
-1 | 0.11048726421456537167069696167133544755 | 0.020333624749719399775829215207686272464
f(z) = 229/22*z^3 - 207/22*z + 1
*
-1 | 0.12334894455252522617205351438093626770 | 0.022700635857307702926867380651845124003
f(z) = 229/23*z^3 - 206/23*z + 1
*
-1 | 0.094473499523134774635572225437431954559 | 0.017386516914435248411676617190370900290
f(z) = 229/24*z^3 - 205/24*z + 1
*
-1 | 0.12340002131560661829991170761097710990 | 0.022710035816129295643889115190378115148
f(z) = 229/25*z^3 - 204/25*z + 1
*
-1 | 0.11059007048474016445872165504421162947 | 0.020352544795704002302501703729759981219
f(z) = 229/26*z^3 - 203/26*z + 1
*
-1 | 0.10988776392938454818491937543760368696 | 0.020223295166279414125860522722557072142
f(z) = 229/27*z^3 - 202/27*z + 1
*
-1 | 0.11491885309120400990426658706766310183 | 0.021149196262899481794247854242477529073
f(z) = 229/28*z^3 - 201/28*z + 1
*
-1 | 0.10303235110936773940810233872371618441 | 0.018946459817219799791772759032221640483
f(z) = 230/21*z^3 - 209/21*z + 1
*
-1 | 0.10996547568814166993487811113287301178 | 0.020221381381419416432494681736123954866
f(z) = 230/27*z^3 - 203/27*z + 1
*
-1 | 0.12357902347081175356663187073273387692 | 0.022724755644522197222355492252216882375
f(z) = 230/29*z^3 - 201/29*z + 1
*
-1 | 0.11487110989915657381799571813401679402 | 0.021106632384551620418842957375686386592
f(z) = 231/20*z^3 - 211/20*z + 1
*
-1 | 0.12350487849146086085739981539794817932 | 0.022693017159026514906726051719216104644
f(z) = 231/23*z^3 - 208/23*z + 1
*
-1 | 0.12355553577168666902499145560889610889 | 0.022702325022354953065992298525033550952
f(z) = 231/25*z^3 - 206/25*z + 1
*
-1 | 0.11074472438688031312543426406769706442 | 0.020348442599835400582718687053994109815
f(z) = 231/26*z^3 - 205/26*z + 1
*
-1 | 0.12365620481703057594877957151195655188 | 0.022720822140859709520423524849996511007
f(z) = 231/29*z^3 - 202/29*z + 1
*
-1 | 0.10318701685646173923425802828358849589 | 0.018944738806984911107814967899651359167
f(z) = 232/21*z^3 - 211/21*z + 1
*
-1 | 0.12358235552819612186282566550145492872 | 0.022689244422003186836442681275224687758
f(z) = 232/23*z^3 - 209/23*z + 1
*
-1 | 0.12363280564228893270433609602615982430 | 0.022698506868611178279679065835608651276
f(z) = 232/25*z^3 - 207/25*z + 1
*
-1 | 0.11011992686826141715723380561224666960 | 0.020217594378811152109739913377528724975
f(z) = 232/27*z^3 - 205/27*z + 1
*
-1 | 0.12378287984526571270848522920375437945 | 0.022726059914175199680259878312697025382
f(z) = 232/31*z^3 - 201/31*z + 1
*
-1 | 0.11502636653194599319806193583928727978 | 0.021101734561550107272328123456802193106
f(z) = 233/20*z^3 - 213/20*z + 1
*
-1 | 0.10326541173918923323584900531470075841 | 0.018944172311174944531295637748283647982
f(z) = 233/21*z^3 - 212/21*z + 1
*
-1 | 0.11079890009260649815925952371090575746 | 0.020326200417854207914983695462107820264
f(z) = 233/22*z^3 - 211/22*z + 1
*
-1 | 0.12365950957752280143085136767499121916 | 0.022685495732768701433826209546080745618
f(z) = 233/23*z^3 - 210/23*z + 1
*
-1 | 0.094782613989857151260135319727354059949 | 0.017387992177500926951515009117524102367
f(z) = 233/24*z^3 - 209/24*z + 1
*
-1 | 0.12370975421433070528929495840572537549 | 0.022694713175873517033935232561799425498
f(z) = 233/25*z^3 - 208/25*z + 1
*
-1 | 0.11089873780288352290150006289985215094 | 0.020344515773933143235411708215549744726
f(z) = 233/26*z^3 - 207/26*z + 1
*
-1 | 0.11019667167475917119029050769598735709 | 0.020215720841718877245670783670990927571
f(z) = 233/27*z^3 - 206/27*z + 1
*
-1 | 0.11522735083962640276085414637717001892 | 0.021138605390731093736721601608255958786
f(z) = 233/28*z^3 - 205/28*z + 1
*
-1 | 0.12380960825044180994994450851228625538 | 0.022713031526947666383564026897736934784
f(z) = 233/29*z^3 - 204/29*z + 1
*
-1 | 0.090654743766067035688216876188632306840 | 0.016630729087366249559293951734837859367
f(z) = 233/30*z^3 - 203/30*z + 1
*
-1 | 0.12385922214707964166506665053413324019 | 0.022722133259958809913578767046095046050
f(z) = 233/31*z^3 - 202/31*z + 1
*
-1 | 0.11532657918158069440849603158382270767 | 0.021156808957409179300335140010044289648
f(z) = 233/32*z^3 - 201/32*z + 1
*
-1 | 0.12373634332275728417491326344537741799 | 0.022681770826362066929369034194041679165
f(z) = 234/23*z^3 - 211/23*z + 1
*
-1 | 0.12378638415054422002097181850661313618 | 0.022690943673702998335835559282272068237
f(z) = 234/25*z^3 - 209/25*z + 1
*
-1 | 0.12388583561560738362586238201295627070 | 0.022709173849885146441123171785350468998
f(z) = 234/29*z^3 - 205/29*z + 1
*
-1 | 0.12393525069695691457834576835936313626 | 0.022718231993357291222764683863746358070
f(z) = 234/31*z^3 - 203/31*z + 1
*
-1 | 0.10341813734624907992149987385135615527 | 0.018942488780205659841635192594580110528
f(z) = 235/21*z^3 - 214/21*z + 1
*
-1 | 0.11095180205258760341184722863781186764 | 0.020322385603292512034763426663693436458
f(z) = 235/22*z^3 - 213/22*z + 1
*
-1 | 0.12381285941389704038353168673075172417 | 0.022678069441926465160910775495621309626
f(z) = 235/23*z^3 - 212/23*z + 1
*
-1 | 0.094936794033942371440452013981973300344 | 0.017389011269809664462313217664273704121
f(z) = 235/24*z^3 - 211/24*z + 1
*
-1 | 0.11105147994851584581024001623092781294 | 0.020340643014165554810040136123973077238
f(z) = 235/26*z^3 - 209/26*z + 1
*
-1 | 0.11034921293357152453688602508841298765 | 0.020212012917040973331757435524368244244
f(z) = 235/27*z^3 - 208/27*z + 1
*
-1 | 0.11537969203887179411453569670485981481 | 0.021133416033132441710831751868725349400
f(z) = 235/28*z^3 - 207/28*z + 1
*
-1 | 0.12396175021080423901932219743657386480 | 0.022705340888911124885450577792232844307
f(z) = 235/29*z^3 - 206/29*z + 1
*
-1 | 0.12401096806580263667804163133796607799 | 0.022714355832421193344802444086198272316
f(z) = 235/31*z^3 - 204/31*z + 1
*
-1 | 0.11547812828475699982121261502722842328 | 0.021151446018308090435497839766660468533
f(z) = 235/32*z^3 - 203/32*z + 1
*
-1 | 0.10371634492112814257687128770658621286 | 0.018997109698608072571112337673801266136
f(z) = 235/33*z^3 - 202/33*z + 1
*
-1 | 0.11124900886701343458036540877791767375 | 0.020376823218319487413772686833640286479
f(z) = 235/34*z^3 - 201/34*z + 1
*
-1 | 0.10349557422790366675582053115649777471 | 0.018941940001284238352732411916850761811
f(z) = 236/21*z^3 - 215/21*z + 1
*
-1 | 0.12388906046817027765022835761788442739 | 0.022674391322627762498210304012976513422
f(z) = 236/23*z^3 - 213/23*z + 1
*
-1 | 0.12393869860203091842923670584770537778 | 0.022683476180220740347054324941263651631
f(z) = 236/25*z^3 - 211/25*z + 1
*
-1 | 0.11042501457340405354620687650526568008 | 0.020210178225441635730997037520143957165
f(z) = 236/27*z^3 - 209/27*z + 1
*
-1 | 0.12403735459443319033734239774236036156 | 0.022701532371538988564578293869281453258
f(z) = 236/29*z^3 - 207/29*z + 1
*
-1 | 0.12408637679302186516594258084375357591 | 0.022710504499587217357334433450312148175
f(z) = 236/31*z^3 - 205/31*z + 1
*
-1 | 0.10379155956674563650652078642734500789 | 0.018996111752795645356664113675617619402
f(z) = 236/33*z^3 - 203/33*z + 1
*
-1 | 0.12418382018873104180897460008530344881 | 0.022728338759349669892492752496301773833
f(z) = 236/35*z^3 - 201/35*z + 1
*
-1 | 0.11533302686265039688032363799018442612 | 0.021092128448811842092882922635838298795
f(z) = 237/20*z^3 - 217/20*z + 1
*
2/3 | 0.19058911231950232967504293511176361608 | 0.029023697216036251542784659889256250008
f(z) = 237/20*z^3 - 203/30*z + 1
*
-1 | 0.11110409268565943041473812973637112511 | 0.020318740068318816060376302000283745472
f(z) = 237/22*z^3 - 215/22*z + 1
*
-1 | 0.12396494907057429894842445692459871283 | 0.022670736215574988037775148178893349777
f(z) = 237/23*z^3 - 214/23*z + 1
*
-1 | 0.12401438828000171276756550041321751984 | 0.022679777668695719548921411524493264349
f(z) = 237/25*z^3 - 212/25*z + 1
*
-1 | 0.11120297165366660795371738131362311285 | 0.020336823074989377469779282652640850362
f(z) = 237/26*z^3 - 211/26*z + 1
*
-1 | 0.11553078919216002050546721391092408755 | 0.021128295265636312780486476849914405415
f(z) = 237/28*z^3 - 209/28*z + 1
*
-1 | 0.12411265129360600519950475080503495084 | 0.022697748029494255629942078570524119708
f(z) = 237/29*z^3 - 208/29*z + 1
*
-1 | 0.12416147938703258262334847603137693898 | 0.022706677721590956134020155275776745524
f(z) = 237/31*z^3 - 206/31*z + 1
*
-1 | 0.11562844590250576341253768648002535104 | 0.021146154745566149480205746164221767213
f(z) = 237/32*z^3 - 205/32*z + 1
*
-1 | 0.11139828926255476101184488977133611076 | 0.020372542800787346927268513686964096946
f(z) = 237/34*z^3 - 203/34*z + 1
*
-1 | 0.12425853921788226819629108680914683312 | 0.022724428044071779585303691441161957251
f(z) = 237/35*z^3 - 202/35*z + 1
*
-1 | 0.12404052777440284460401497476493290043 | 0.022667103871742723269779422676811296388
f(z) = 238/23*z^3 - 215/23*z + 1
*
-1 | 0.12408976964859219403985359568163713606 | 0.022676102307150215989423619288023277651
f(z) = 238/25*z^3 - 213/25*z + 1
*
-1 | 0.11057569260494125750713360965724112864 | 0.020206546641954286380806141696832098680
f(z) = 238/27*z^3 - 211/27*z + 1
*
-1 | 0.12418764280465395389474005443493716431 | 0.022693987598631255698266310378715863704
f(z) = 238/29*z^3 - 209/29*z + 1
*
-1 | 0.12423627832576826179094964523454218982 | 0.022702875229381742165854124559846044956
f(z) = 238/31*z^3 - 207/31*z + 1
*
-1 | 0.10394107751704077981939912189480494097 | 0.018994140406308570619129952693859079270
f(z) = 238/33*z^3 - 205/33*z + 1
*
-1 | 0.12438100540399424021123749039511480518 | 0.022729322583114133043792127777625874954
f(z) = 238/37*z^3 - 201/37*z + 1
*
-1 | 0.11548447266895446672920027153857536140 | 0.021087417376898983492187309491801982595
f(z) = 239/20*z^3 - 219/20*z + 1
*
-1 | 0.10372290980215020132374718039124977463 | 0.018939760818013269032717944086579198884
f(z) = 239/21*z^3 - 218/21*z + 1
*
-1 | 0.11125579262477039184449004844754216852 | 0.020315262133997266599267603251163349059
f(z) = 239/22*z^3 - 217/22*z + 1
*
-1 | 0.12411579910176268769466490011637526333 | 0.022663494045895349233970869242321106856
f(z) = 239/23*z^3 - 216/23*z + 1
*
-1 | 0.095238303008888132389917227676126107905 | 0.017390475095063536803827493728752406790
f(z) = 239/24*z^3 - 215/24*z + 1
*
-1 | 0.12416484521092644806173753965319404579 | 0.022672449845326619463997317323697401880
f(z) = 239/25*z^3 - 214/25*z + 1
*
-1 | 0.11135388537944368148874179002493474273 | 0.020333173830796324635693491820624318748
f(z) = 239/26*z^3 - 213/26*z + 1
*
-1 | 0.11065057399610543134009470006989416802 | 0.020204749460457879288524084464850209385
f(z) = 239/27*z^3 - 212/27*z + 1
*
-1 | 0.11568066246933298066320902485287713855 | 0.021123241554037772109474829865141647861
f(z) = 239/28*z^3 - 211/28*z + 1
*
-1 | 0.12426233159362606068214561858212147388 | 0.022690250818851811620194876861894349921
f(z) = 239/29*z^3 - 210/29*z + 1
*
-1 | 0.091106881208946003123270101502164743403 | 0.016636079167698146873344471057837960074
f(z) = 239/30*z^3 - 209/30*z + 1
*
-1 | 0.12431077605717027433865838020838502168 | 0.022699096758039543022262247685579391878
f(z) = 239/31*z^3 - 208/31*z + 1
*
-1 | 0.11577755190789748666419660257757611215 | 0.021140933525808557248507243412081669816
f(z) = 239/32*z^3 - 207/32*z + 1
*
-1 | 0.10401435209522595472317773439112744133 | 0.018992978061278398356256961000933123202
f(z) = 239/33*z^3 - 206/33*z + 1
*
-1 | 0.11154701620927382086268716513338254180 | 0.020368439441166729359986411038666231439
f(z) = 239/34*z^3 - 205/34*z + 1
*
-1 | 0.12440707775903088586819178402439328992 | 0.022716681409329086725697071533281415918
f(z) = 239/35*z^3 - 204/35*z + 1
*
-1 | 0.10231054503157187323253958366477320804 | 0.018681863589777321612983975310443126913
f(z) = 239/36*z^3 - 203/36*z + 1
*
-1 | 0.12445493899440393171071989540100918614 | 0.022725420851291804713138769396346632144
f(z) = 239/37*z^3 - 202/37*z + 1
*
-1 | 0.11164273916810438458180910788437454983 | 0.020385918414216189882047102576835882651
f(z) = 239/38*z^3 - 201/38*z + 1
*
3/44 | 0.22106111867065347357880765460669797901 | 0.024086459157833772731414892415444086612
f(z) = 220/27*z^3 - 207/44*z + 1
*
[ -9/10 ] 
f(z) = 220/27*z^3 - 202/45*z + 1
*
6/17 | 0.23007803910550614160162230468182951592 | 0.027951345902757008404499157879649828031
f(z) = 221/24*z^3 - 203/51*z + 1
*
[ -15/16 ] 
f(z) = 224/27*z^3 - 209/40*z + 1
*
-3/4 | 0.22833430213800175279969851007536804849 | 0.024041206670177734485728145175063073340
f(z) = 238/27*z^3 - 211/56*z + 1
*
[ 6/11 ] 
f(z) = 220/27*z^3 - 215/66*z + 1
*
[ 1/3 ] 
f(z) = 222/23*z^3 - 212/69*z + 1
*
[ -3/4 ] 
f(z) = 224/23*z^3 - 217/69*z + 1
*
[ 4/15 ] 
f(z) = 225/34*z^3 - 219/68*z + 1
*
[ 1/3 ] 
f(z) = 228/23*z^3 - 214/69*z + 1
*
[ 1/3 ] 
f(z) = 231/23*z^3 - 215/69*z + 1
*
[ 1/4 ] 
f(z) = 232/31*z^3 - 215/62*z + 1
*
[ 1/3 ] 
f(z) = 237/22*z^3 - 211/66*z + 1
*
[ 1/3 ] 
f(z) = 237/23*z^3 - 217/69*z + 1
*
[ 5/14 ] 
f(z) = 238/25*z^3 - 211/70*z + 1
*
[ 9/8 ] 
f(z) = 224/27*z^3 - 187/18*z + 1
*
-6/5 | 0.21795012320663323879085728256411939450 | 0.029561592434506467284736566983431428457
f(z) = 235/24*z^3 - 199/15*z + 1
*
[ -6/5 ] 
f(z) = 235/24*z^3 - 184/15*z + 1
*
-1 | 0.10223254638309021717838732397883831002 | 0.018954320724690885725764354426907998305
f(z) = 220/21*z^3 - 199/21*z + 1
*
-1 | 0.12263051139087643482969897867049211740 | 0.022736184569105038807236498102911636055
f(z) = 220/23*z^3 - 197/23*z + 1
*
-1 | 0.10917326786859294528489726620587933691 | 0.020241158094504573656742890791549556609
f(z) = 220/27*z^3 - 193/27*z + 1
*
-1 | 0.12278896606610293266978235456321432626 | 0.022765562696138237201924682420586032392
f(z) = 220/29*z^3 - 191/29*z + 1
*
-1 | 0.12284131838731069329440596071008754301 | 0.022775269024719113314159184113670179792
f(z) = 220/31*z^3 - 189/31*z + 1
*
-1 | 0.12299701363232575218937856115757049365 | 0.022804135542415603780061086766656917424
f(z) = 220/37*z^3 - 183/37*z + 1
*
-1 | 0.10270482802977309975465086575715105104 | 0.019041883620464488106369122096892528168
f(z) = 220/39*z^3 - 181/39*z + 1
*
[ -1 ] 
f(z) = 221/20*z^3 - 181/20*z + 1
*
-1 | 0.10231399271943602197839671665054007191 | 0.018953484431039716087925750341763892984
f(z) = 221/21*z^3 - 200/21*z + 1
*
-1 | 0.10984916753257880370966091655902780141 | 0.020349362108276859098717738007415934100
f(z) = 221/22*z^3 - 199/22*z + 1
*
-1 | 0.12271172850370096052234930873307156173 | 0.022732128557221739238067733760089843600
f(z) = 221/23*z^3 - 198/23*z + 1
*
-1 | 0.093836126673803070400381130111389855508 | 0.017382974886514630489119722977606900042
f(z) = 221/24*z^3 - 197/24*z + 1
*
-1 | 0.12276455511316089331787628648081659768 | 0.022741914592282349770101771192413495943
f(z) = 221/25*z^3 - 196/25*z + 1
*
-1 | 0.10925403255694840476164357849805273115 | 0.020239114416879363761293417126024783392
f(z) = 221/27*z^3 - 194/27*z + 1
*
-1 | 0.11428598358015034627821695277056311592 | 0.021171274357480478496401563204251349907
f(z) = 221/28*z^3 - 193/28*z + 1
*
-1 | 0.12286950748615039332835253841543879474 | 0.022761356831946595439553454215563751201
f(z) = 221/29*z^3 - 192/29*z + 1
*
-1 | 0.089714870561089017026006183653228325161 | 0.016619519551692040408641712617664404317
f(z) = 221/30*z^3 - 191/30*z + 1
*
-1 | 0.12292163845802589085314299100854767855 | 0.022771014001387012700165985182114097636
f(z) = 221/31*z^3 - 190/31*z + 1
*
-1 | 0.11439024615854498668199817518562735005 | 0.021190588813927914923820240991602761152
f(z) = 221/32*z^3 - 189/32*z + 1
*
-1 | 0.10262990429017175936126005025689902855 | 0.019012006485339212353596741467751800658
f(z) = 221/33*z^3 - 188/33*z + 1
*
-1 | 0.12302522266664741290738258465400481217 | 0.022790202791045464123776102137742951622
f(z) = 221/35*z^3 - 186/35*z + 1
*
-1 | 0.10093049205833763466548479948383361011 | 0.018697193404333647950087743122847189364
f(z) = 221/36*z^3 - 185/36*z + 1
*
-1 | 0.12307668085429127233966246532110252661 | 0.022799735328408480506526227243979776067
f(z) = 221/37*z^3 - 184/37*z + 1
*
-1 | 0.11026626863248554756631304527751221586 | 0.020426629342143202418611290289706331781
f(z) = 221/38*z^3 - 183/38*z + 1
*
-1 | 0.12279259074418100997931357654021311448 | 0.022728099804032284431577759775132228309
f(z) = 222/23*z^3 - 199/23*z + 1
*
-1 | 0.12284519208838204115648575076050391632 | 0.022737835966398285704912975912181702224
f(z) = 222/25*z^3 - 197/25*z + 1
*
[ 5/6 ] 
f(z) = 222/25*z^3 - 191/30*z + 1
*
-1 | 0.12294969977789693507956915580799601053 | 0.022757179651413709879516379476808916951
f(z) = 222/29*z^3 - 193/29*z + 1
*
-1 | 0.12300161126680967998057024579528990739 | 0.022766788126109408838932829985702112243
f(z) = 222/31*z^3 - 191/31*z + 1
*
-1 | 0.12310476207057973001862560396211546180 | 0.022785880660510251311288685855514347624
f(z) = 222/35*z^3 - 187/35*z + 1
*
[ -1 ] 
f(z) = 223/20*z^3 - 183/20*z + 1
*
[ -1 ] 
f(z) = 223/21*z^3 - 181/21*z + 1
*
-1 | 0.12287310120195177905914002045441782662 | 0.022724097993426958823217158506112485952
f(z) = 223/23*z^3 - 200/23*z + 1
*
-1 | 0.093998308189493616411823014277623017886 | 0.017384006309108042761446425774242679824
f(z) = 223/24*z^3 - 199/24*z + 1
*
-1 | 0.12292547919552890232931679934958838119 | 0.022733784756820269601142701695567711311
f(z) = 223/25*z^3 - 198/25*z + 1
*
-1 | 0.11011617479804434340178154550868189621 | 0.020364837562448892216396658377020951904
f(z) = 223/26*z^3 - 197/26*z + 1
*
-1 | 0.10941451191881821378590032087172098282 | 0.020235072334177503868794104915291464785
f(z) = 223/27*z^3 - 196/27*z + 1
*
-1 | 0.11444624202218922292781714737505860098 | 0.021165638315071480961196502014109872779
f(z) = 223/28*z^3 - 195/28*z + 1
*
-1 | 0.12302954595796654583507034579478716708 | 0.022753030818687015508086959863609904123
f(z) = 223/29*z^3 - 194/29*z + 1
*
-1 | 0.089874690004400113836857216471288579911 | 0.016621386152141957221673457680611475207
f(z) = 223/30*z^3 - 193/30*z + 1
*
-1 | 0.12308123980674749977593895533194410169 | 0.022762591056638730302251578375583639243
f(z) = 223/31*z^3 - 192/31*z + 1
*
-1 | 0.11454963033887781119426605039849330329 | 0.021184758905475930038597120528527256082
f(z) = 223/32*z^3 - 191/32*z + 1
*
-1 | 0.10278803860426680174276163278115677715 | 0.019009575236133207646699037095167803992
f(z) = 223/33*z^3 - 190/33*z + 1
*
-1 | 0.11032230424542008692297368127485260998 | 0.020402959052959648011711482072728704160
f(z) = 223/34*z^3 - 189/34*z + 1
*
-1 | 0.12318396082315328662312754525491790877 | 0.022781588236818572953717191358837907543
f(z) = 223/35*z^3 - 188/35*z + 1
*
-1 | 0.10108901667581259677643719664062103194 | 0.018695358858280759334565726425654491628
f(z) = 223/36*z^3 - 187/36*z + 1
*
-1 | 0.12323499282162948665876314946911314412 | 0.022791026072462255431881064996462476825
f(z) = 223/37*z^3 - 186/37*z + 1
*
-1 | 0.11042436883136553226823796113451889378 | 0.020421834833175131061640143908877796266
f(z) = 223/38*z^3 - 185/38*z + 1
*
-1 | 0.10294113695571970043606904792756096808 | 0.019037889178786366041648378909689817635
f(z) = 223/39*z^3 - 184/39*z + 1
*
-1 | 0.12300541945971014352920128528691764359 | 0.022729760646032186768762761292093513368
f(z) = 224/25*z^3 - 199/25*z + 1
*
-1 | 0.10949423263407339772593480666289110949 | 0.020233073557451200997253047167615170531
f(z) = 224/27*z^3 - 197/27*z + 1
*
-1 | 0.12310904900401808744382574656841235766 | 0.022748910003420854324639706524785817043
f(z) = 224/29*z^3 - 195/29*z + 1
*
-1 | 0.12316052703235438793949833251775402220 | 0.022758422456349784241702062269160824801
f(z) = 224/31*z^3 - 193/31*z + 1
*
-1 | 0.10286814544433143607522286915276458584 | 0.019008661035595558271478805535903118685
f(z) = 224/33*z^3 - 191/33*z + 1
*
-1 | 0.12331364337900150269563071149393771303 | 0.022786716314665708011584255529979659692
f(z) = 224/37*z^3 - 187/37*z + 1
*
-1 | 0.10301957879149524208345338876470481394 | 0.019036643898057876309293663311337625342
f(z) = 224/39*z^3 - 185/39*z + 1
*
13/15 | 0.11312728968428321968425989207203824607 | 0.020887221669347009840321941436677716329
f(z) = 225/22*z^3 - 191/22*z + 1
*
-1 | 0.11460512421588799010673771725782874648 | 0.021160081184839609167564906451490452402
f(z) = 225/28*z^3 - 197/28*z + 1
*
-1 | 0.12318821185541407694714003149741273119 | 0.022744816880661027760293950805539712523
f(z) = 225/29*z^3 - 196/29*z + 1
*
-1 | 0.12323947586023551052536288949093135427 | 0.022754281994121732530751767990946154666
f(z) = 225/31*z^3 - 194/31*z + 1
*
[ -6/5 ] 
f(z) = 225/32*z^3 - 199/24*z + 1
*
-1 | 0.11470765282964222705853558526309338167 | 0.021179011523300932102529019209399294895
f(z) = 225/32*z^3 - 193/32*z + 1
*
-1 | 0.11048055443168622196967791592880599673 | 0.020398542535644144288907317626897239180
f(z) = 225/34*z^3 - 191/34*z + 1
*
-1 | 0.12339196079842544925226421303492659977 | 0.022782436002885653425420902422661130185
f(z) = 225/37*z^3 - 188/37*z + 1
*
-1 | 0.11058178065465139900984384426971667404 | 0.020417232407590383821354553140115255889
f(z) = 225/38*z^3 - 187/38*z + 1
*
[ -1 ] 
f(z) = 226/21*z^3 - 184/21*z + 1
*
-1 | 0.10965265094636614824164296066976799704 | 0.020229119627691208390012076073158456083
f(z) = 226/27*z^3 - 199/27*z + 1
*
-1 | 0.12326703741387516891706040616445827106 | 0.022740751130732286510426780959936048225
f(z) = 226/29*z^3 - 197/29*z + 1
*
-1 | 0.12331808916973259921372712409145578736 | 0.022750169344223073686162751794048579836
f(z) = 226/31*z^3 - 195/31*z + 1
*
-1 | 0.10302528488009702291603266116246703153 | 0.019006479045689826950123987189929719241
f(z) = 226/33*z^3 - 193/33*z + 1
*
-1 | 0.12341954208092901556492433567287646863 | 0.022768885746056109823946965082194230193
f(z) = 226/35*z^3 - 191/35*z + 1
*
-1 | 0.12346994789421847365636697162002765271 | 0.022778184793713993250535749152232214696
f(z) = 226/37*z^3 - 189/37*z + 1
*
-1 | 0.10317650459235415728637654821858741877 | 0.019034376607882015695390004997715846398
f(z) = 226/39*z^3 - 187/39*z + 1
*
[ -1 ] 
f(z) = 227/20*z^3 - 187/20*z + 1
*
[ -1 ] 
f(z) = 227/21*z^3 - 185/21*z + 1
*
[ -1 ] 
f(z) = 227/22*z^3 - 183/22*z + 1
*
[ -1 ] 
f(z) = 227/23*z^3 - 181/23*z + 1
*
-1 | 0.10973135435496012959335185288256104392 | 0.020227164121579171902126843679226413918
f(z) = 227/27*z^3 - 200/27*z + 1
*
-1 | 0.11476265361826625780660585837512331630 | 0.021154601102029356494114938554335988460
f(z) = 227/28*z^3 - 199/28*z + 1
*
-1 | 0.12334552854412070446543638616989032144 | 0.022736712439128670091160734219602989907
f(z) = 227/29*z^3 - 198/29*z + 1
*
-1 | 0.090191279012171395138435802702966327026 | 0.016625273729995353041422563881561430088
f(z) = 227/30*z^3 - 197/30*z + 1
*
-1 | 0.12339636980355665568025749825261364853 | 0.022746084186199540777619935583877843153
f(z) = 227/31*z^3 - 196/31*z + 1
*
-1 | 0.11486433672671576808760909080814318286 | 0.021173344704849999230456298407931213803
f(z) = 227/32*z^3 - 195/32*z + 1
*
-1 | 0.10310335677059387543136851507421315792 | 0.019005402158241603572858487328016519888
f(z) = 227/33*z^3 - 194/33*z + 1
*
-1 | 0.11063616871406303353465828632888627386 | 0.020393951715232057708533138780148145997
f(z) = 227/34*z^3 - 193/34*z + 1
*
-1 | 0.12349740695298823121438381790850339314 | 0.022764708717136414409484853687469153750
f(z) = 227/35*z^3 - 192/35*z + 1
*
-1 | 0.10140204619523696856158825096824718534 | 0.018691793632840523386879479425948343759
f(z) = 227/36*z^3 - 191/36*z + 1
*
-1 | 0.12354760744513633971371149164484479066 | 0.022773962349333271897330444760849271645
f(z) = 227/37*z^3 - 190/37*z + 1
*
-1 | 0.11073657025969494579036655107943563566 | 0.020412459083098743577633522322357405669
f(z) = 227/38*z^3 - 189/38*z + 1
*
-1 | 0.10325396049242906982674309723259848043 | 0.019033163468732923815052376566093567813
f(z) = 227/39*z^3 - 188/39*z + 1
*
[ -1 ] 
f(z) = 228/23*z^3 - 182/23*z + 1
*
-1 | 0.12342368807449568164412190007856021290 | 0.022732700496406611429071661400110331217
f(z) = 228/29*z^3 - 199/29*z + 1
*
-1 | 0.12347432056840727197313683789426062751 | 0.022742026204764828606979145905124802394
f(z) = 228/31*z^3 - 197/31*z + 1
*
-1 | 0.12357494535502386145013299022428137177 | 0.022760559706496595746436723192560155307
f(z) = 228/35*z^3 - 193/35*z + 1
*
-1 | 0.12362494219497081573254426245209942318 | 0.022769768337400534431851810705344753048
f(z) = 228/37*z^3 - 191/37*z + 1
*
[ -1 ] 
f(z) = 229/20*z^3 - 189/20*z + 1
*
[ -1 ] 
f(z) = 229/21*z^3 - 187/21*z + 1
*
[ -1 ] 
f(z) = 229/22*z^3 - 185/22*z + 1
*
[ -1 ] 
f(z) = 229/23*z^3 - 183/23*z + 1
*
[ -1 ] 
f(z) = 229/24*z^3 - 181/24*z + 1
*
-1 | 0.12350151879758449145789407043918355770 | 0.022728714998080724677043580182915686255
f(z) = 229/29*z^3 - 200/29*z + 1
*
-1 | 0.090347713060375156636200627953447499599 | 0.016627224028258718011603960739824648070
f(z) = 229/30*z^3 - 199/30*z + 1
*
-1 | 0.12355194423557890550129974454228179599 | 0.022737995089694066392694908680164971668
f(z) = 229/31*z^3 - 198/31*z + 1
*
-1 | 0.11501970454269908587561180011034419753 | 0.021167756552039984060612513049929565667
f(z) = 229/32*z^3 - 197/32*z + 1
*
-1 | 0.10325851882440618294591905237628092805 | 0.019003275978576744635185728314777086204
f(z) = 229/33*z^3 - 196/33*z + 1
*
-1 | 0.11079177799208018146688304937892450496 | 0.020389666221350746571958454096346423677
f(z) = 229/34*z^3 - 195/34*z + 1
*
-1 | 0.12365216001675327989013214512215212468 | 0.022756438392665551218411597012205618913
f(z) = 229/35*z^3 - 194/35*z + 1
*
-1 | 0.10155659601765568780678625528999015336 | 0.018690061057821274581822614461136676221
f(z) = 229/36*z^3 - 193/36*z + 1
*
-1 | 0.12370195485313455576317009903772962565 | 0.022765602430934109066031334062026349613
f(z) = 229/37*z^3 - 192/37*z + 1
*
-1 | 0.11089071607364354059532612018037388792 | 0.020407874381705406409724420587800669406
f(z) = 229/38*z^3 - 191/38*z + 1
*
-1 | 0.10340687190979344147610379927423289594 | 0.019030578274367773257553748375548805867
f(z) = 229/39*z^3 - 190/39*z + 1
*
[ -1 ] 
f(z) = 230/21*z^3 - 188/21*z + 1
*
3/5 | 0.22145461033474060531567857026018593475 | 0.028609250942320891052494890467767502767
f(z) = 230/27*z^3 - 187/30*z + 1
*
-1 | 0.12362924354155443727722762587010375423 | 0.022733990535719955035885889440935945895
f(z) = 230/31*z^3 - 199/31*z + 1
*
-1 | 0.10333458083751417715080496175539022207 | 0.019002036374856706127553537292698576206
f(z) = 230/33*z^3 - 197/33*z + 1
*
-1 | 0.12377864809523378729846380740565401246 | 0.022761464308203227977802064346840765044
f(z) = 230/37*z^3 - 193/37*z + 1
*
-1 | 0.10348440000527932067477002327702873502 | 0.019029586390083462632468299495284991788
f(z) = 230/39*z^3 - 191/39*z + 1
*
[ -1 ] 
f(z) = 231/20*z^3 - 191/20*z + 1
*
[ -1 ] 
f(z) = 231/23*z^3 - 185/23*z + 1
*
[ -1 ] 
f(z) = 231/25*z^3 - 181/25*z + 1
*
-1 | 0.12370622118858633243118934108339616735 | 0.022730012242431490776951241913343888912
f(z) = 231/31*z^3 - 200/31*z + 1
*
-1 | 0.11517377822641195262007136873373238760 | 0.021162245228576846916808872468980281408
f(z) = 231/32*z^3 - 199/32*z + 1
*
-1 | 0.11094479549218193819160281851422306494 | 0.020385204038582527396858154886996577628
f(z) = 231/34*z^3 - 197/34*z + 1
*
-1 | 0.12385502456362910955656438163127543725 | 0.022757353652620403041487547648157253910
f(z) = 231/37*z^3 - 194/37*z + 1
*
-1 | 0.11104358741871317545023879006081560134 | 0.020403356251769002117308885385555639226
f(z) = 231/38*z^3 - 193/38*z + 1
*
[ -1 ] 
f(z) = 232/21*z^3 - 190/21*z + 1
*
[ -1 ] 
f(z) = 232/23*z^3 - 186/23*z + 1
*
[ -1 ] 
f(z) = 232/25*z^3 - 182/25*z + 1
*
-1 | 0.10348781471225868126112029247909663115 | 0.018999964134602445843781319139420436530
f(z) = 232/33*z^3 - 199/33*z + 1
*
-1 | 0.12388188834864418187307014242610644771 | 0.022744237494003723647140794744808336297
f(z) = 232/35*z^3 - 197/35*z + 1
*
-1 | 0.12393108686798469764529647346477939659 | 0.022753270152636475856234829036857846700
f(z) = 232/37*z^3 - 195/37*z + 1
*
-1 | 0.10363541238690530146198887315056429471 | 0.019027062499104912377489390166192513882
f(z) = 232/39*z^3 - 193/39*z + 1
*
[ -1 ] 
f(z) = 233/20*z^3 - 193/20*z + 1
*
[ -1 ] 
f(z) = 233/21*z^3 - 191/21*z + 1
*
[ -1 ] 
f(z) = 233/22*z^3 - 189/22*z + 1
*
[ -1 ] 
f(z) = 233/23*z^3 - 187/23*z + 1
*
[ -1 ] 
f(z) = 233/24*z^3 - 185/24*z + 1
*
[ -1 ] 
f(z) = 233/25*z^3 - 183/25*z + 1
*
[ -1 ] 
f(z) = 233/26*z^3 - 181/26*z + 1
*
-1 | 0.10356395822197585706561287707064008475 | 0.018998941046587430003479875290310504694
f(z) = 233/33*z^3 - 200/33*z + 1
*
-1 | 0.11109785101585173113143942751801866240 | 0.020381043348387871551822138369791053218
f(z) = 233/34*z^3 - 199/34*z + 1
*
-1 | 0.12395783467206154940376801413383966183 | 0.022740223854222991281902617138883773003
f(z) = 233/35*z^3 - 198/35*z + 1
*
-1 | 0.10186187391347805575773761009549938323 | 0.018686691495791395367531475312940105769
f(z) = 233/36*z^3 - 197/36*z + 1
*
-1 | 0.12400683758580619937766925629543026037 | 0.022749213501638264161335477490603411519
f(z) = 233/37*z^3 - 196/37*z + 1
*
-1 | 0.11119520522699183025790125948851054481 | 0.020398903103362892244998727770244921465
f(z) = 233/38*z^3 - 195/38*z + 1
*
-1 | 0.10371200267169149234384092402437878706 | 0.019026099990883409903456339369118825893
f(z) = 233/39*z^3 - 194/39*z + 1
*
[ -1 ] 
f(z) = 234/23*z^3 - 188/23*z + 1
*
[ -1 ] 
f(z) = 234/25*z^3 - 184/25*z + 1
*
-1 | 0.12403347040290702646245891653013251803 | 0.022736236379143786155721962787163263650
f(z) = 234/35*z^3 - 199/35*z + 1
*
-1 | 0.12408227926296760325832200198216384997 | 0.022745183397848729326513412616985902911
f(z) = 234/37*z^3 - 197/37*z + 1
*
[ -1 ] 
f(z) = 235/21*z^3 - 193/21*z + 1
*
[ -1 ] 
f(z) = 235/22*z^3 - 191/22*z + 1
*
[ -1 ] 
f(z) = 235/23*z^3 - 189/23*z + 1
*
[ -1 ] 
f(z) = 235/24*z^3 - 187/24*z + 1
*
[ -1 ] 
f(z) = 235/26*z^3 - 183/26*z + 1
*
[ -1 ] 
f(z) = 235/27*z^3 - 181/27*z + 1
*
-1 | 0.10201264364354823170311901364625788808 | 0.018685052808361344387609098717184847534
f(z) = 235/36*z^3 - 199/36*z + 1
*
-1 | 0.12415741441422734818165992994997652472 | 0.022741179544229592106918165493653638927
f(z) = 235/37*z^3 - 198/37*z + 1
*
-1 | 0.11134624205773685257031382545014255331 | 0.020394632846993956523365865906537508189
f(z) = 235/38*z^3 - 197/38*z + 1
*
-1 | 0.10386219598476654486113636787937177864 | 0.019023824375621656412959289555199166368
f(z) = 235/39*z^3 - 196/39*z + 1
*
[ -1 ] 
f(z) = 236/21*z^3 - 194/21*z + 1
*
[ -1 ] 
f(z) = 236/23*z^3 - 190/23*z + 1
*
[ -1 ] 
f(z) = 236/25*z^3 - 186/25*z + 1
*
[ -1 ] 
f(z) = 236/27*z^3 - 182/27*z + 1
*
-1 | 0.12423224552373393766371772143880411409 | 0.022737201648386326260713325929441085099
f(z) = 236/37*z^3 - 199/37*z + 1
*
-1 | 0.10393683759236461700188594283122940768 | 0.019022700789721224647676507864900199661
f(z) = 236/39*z^3 - 197/39*z + 1
*
[ -1 ] 
f(z) = 237/20*z^3 - 197/20*z + 1
*
[ -1 ] 
f(z) = 237/22*z^3 - 193/22*z + 1
*
[ -1 ] 
f(z) = 237/23*z^3 - 191/23*z + 1
*
[ -1 ] 
f(z) = 237/25*z^3 - 187/25*z + 1
*
[ -1 ] 
f(z) = 237/26*z^3 - 185/26*z + 1
*
[ -1 ] 
f(z) = 237/28*z^3 - 181/28*z + 1
*
-1 | 0.12430677504552131396197042112922395611 | 0.022733249422475461945672466889218081579
f(z) = 237/37*z^3 - 200/37*z + 1
*
-1 | 0.11149476141720227912177473313798136394 | 0.020390185648919498444316896895654465272
f(z) = 237/38*z^3 - 199/38*z + 1
*
[ -1 ] 
f(z) = 238/23*z^3 - 192/23*z + 1
*
[ -1 ] 
f(z) = 238/25*z^3 - 188/25*z + 1
*
[ 5/7 ] 
f(z) = 238/25*z^3 - 184/35*z + 1
*
[ -1 ] 
f(z) = 238/27*z^3 - 184/27*z + 1
*
-1 | 0.10408418927598004504211138952929124634 | 0.019020292577404165966997027123331416366
f(z) = 238/39*z^3 - 199/39*z + 1
*
[ -1 ] 
f(z) = 239/20*z^3 - 199/20*z + 1
*
[ -1 ] 
f(z) = 239/21*z^3 - 197/21*z + 1
*
[ -1 ] 
f(z) = 239/22*z^3 - 195/22*z + 1
*
[ -1 ] 
f(z) = 239/23*z^3 - 193/23*z + 1
*
[ -1 ] 
f(z) = 239/24*z^3 - 191/24*z + 1
*
[ -1 ] 
f(z) = 239/25*z^3 - 189/25*z + 1
*
[ -1 ] 
f(z) = 239/26*z^3 - 187/26*z + 1
*
[ -1 ] 
f(z) = 239/27*z^3 - 185/27*z + 1
*
[ -1 ] 
f(z) = 239/28*z^3 - 183/28*z + 1
*
[ -1 ] 
f(z) = 239/29*z^3 - 181/29*z + 1
*
-1 | 0.10415897137014192800968056273658125938 | 0.019019385481604416425427921626000186648
f(z) = 239/39*z^3 - 200/39*z + 1
*
[ 3/14 ] 
f(z) = 220/27*z^3 - 198/49*z + 1
*
[ -5/6 ] 
f(z) = 224/25*z^3 - 181/45*z + 1
*
39/112 | 0.13805798555839845094911834553103513626 | 0.014629439290350559835098256412020253253
f(z) = 224/27*z^3 - 187/56*z + 1
*
[ -4/5 ] 
f(z) = 225/22*z^3 - 189/44*z + 1
*
[ -5/6 ] 
f(z) = 232/25*z^3 - 191/45*z + 1
*
[ 3/14 ] 
f(z) = 232/27*z^3 - 199/49*z + 1
*
[ 1/4 ] 
f(z) = 232/27*z^3 - 191/54*z + 1
*
[ -5/6 ] 
f(z) = 236/25*z^3 - 196/45*z + 1
*
[ -6/7 ] 
f(z) = 238/27*z^3 - 181/42*z + 1
*
[ 5/13 ] 
f(z) = 221/25*z^3 - 189/65*z + 1
*
[ 6/13 ] 
f(z) = 221/36*z^3 - 193/78*z + 1
*
[ 1/2 ] 
f(z) = 222/35*z^3 - 181/70*z + 1
*
[ 3/8 ] 
f(z) = 223/27*z^3 - 181/64*z + 1
*
[ 9/28 ] 
f(z) = 224/27*z^3 - 187/63*z + 1
*
[ 3/8 ] 
f(z) = 224/39*z^3 - 193/78*z + 1
*
-7/8 | 0.14249783866499464914499614930830699595 | 0.023341959873164150132638967730595209391
f(z) = 224/39*z^3 - 187/78*z + 1
*
[ 2/5 ] 
f(z) = 225/37*z^3 - 183/74*z + 1
*
[ 1/2 ] 
f(z) = 226/35*z^3 - 183/70*z + 1
*
[ 1/2 ] 
f(z) = 226/37*z^3 - 187/74*z + 1
*
[ 1/2 ] 
f(z) = 226/39*z^3 - 191/78*z + 1
*
[ 3/8 ] 
f(z) = 229/27*z^3 - 183/64*z + 1
*
[ 1/2 ] 
f(z) = 230/33*z^3 - 181/66*z + 1
*
[ 1/2 ] 
f(z) = 230/37*z^3 - 189/74*z + 1
*
[ 1/2 ] 
f(z) = 230/39*z^3 - 193/78*z + 1
*
[ 1/3 ] 
f(z) = 231/20*z^3 - 197/60*z + 1
*
[ 5/13 ] 
f(z) = 234/25*z^3 - 194/65*z + 1
*
[ 1/2 ] 
f(z) = 234/35*z^3 - 187/70*z + 1
*
[ 1/2 ] 
f(z) = 234/37*z^3 - 191/74*z + 1
*
[ 3/10 ] 
f(z) = 235/27*z^3 - 187/60*z + 1
*
[ 3/8 ] 
f(z) = 235/27*z^3 - 185/64*z + 1
*
[ 2/5 ] 
f(z) = 235/28*z^3 - 199/70*z + 1
*
[ 3/5 ] 
f(z) = 235/36*z^3 - 181/60*z + 1
*
[ 1/3 ] 
f(z) = 237/20*z^3 - 199/60*z + 1
*
[ 1/2 ] 
f(z) = 238/31*z^3 - 181/62*z + 1
*
[ 1/2 ] 
f(z) = 238/33*z^3 - 185/66*z + 1
*
[ 1/2 ] 
f(z) = 238/37*z^3 - 193/74*z + 1
*
[ 1/2 ] 
f(z) = 238/39*z^3 - 197/78*z + 1
*
26/15 | 0.17836606937352474230004064649953050284 | 0.027274826049239980107855286638473825788
f(z) = 225/32*z^3 - 173/8*z + 1
*
[ -1 ] 
f(z) = 220/21*z^3 - 178/21*z + 1
*
[ -1 ] 
f(z) = 220/23*z^3 - 174/23*z + 1
*
[ -1 ] 
f(z) = 220/27*z^3 - 166/27*z + 1
*
[ -1 ] 
f(z) = 220/29*z^3 - 162/29*z + 1
*
[ -1 ] 
f(z) = 221/21*z^3 - 179/21*z + 1
*
[ -1 ] 
f(z) = 221/22*z^3 - 177/22*z + 1
*
[ -1 ] 
f(z) = 221/23*z^3 - 175/23*z + 1
*
[ -1 ] 
f(z) = 221/24*z^3 - 173/24*z + 1
*
[ -1 ] 
f(z) = 221/25*z^3 - 171/25*z + 1
*
[ -1 ] 
f(z) = 221/27*z^3 - 167/27*z + 1
*
[ -1 ] 
f(z) = 221/28*z^3 - 165/28*z + 1
*
[ -1 ] 
f(z) = 221/29*z^3 - 163/29*z + 1
*
[ -1 ] 
f(z) = 221/30*z^3 - 161/30*z + 1
*
[ -1 ] 
f(z) = 222/23*z^3 - 176/23*z + 1
*
[ -1 ] 
f(z) = 222/25*z^3 - 172/25*z + 1
*
[ -1 ] 
f(z) = 222/29*z^3 - 164/29*z + 1
*
[ -1 ] 
f(z) = 223/22*z^3 - 179/22*z + 1
*
[ -1 ] 
f(z) = 223/23*z^3 - 177/23*z + 1
*
[ -1 ] 
f(z) = 223/24*z^3 - 175/24*z + 1
*
[ -1 ] 
f(z) = 223/25*z^3 - 173/25*z + 1
*
[ -1 ] 
f(z) = 223/26*z^3 - 171/26*z + 1
*
[ -1 ] 
f(z) = 223/27*z^3 - 169/27*z + 1
*
[ -1 ] 
f(z) = 223/28*z^3 - 167/28*z + 1
*
[ -1 ] 
f(z) = 223/29*z^3 - 165/29*z + 1
*
[ -1 ] 
f(z) = 223/30*z^3 - 163/30*z + 1
*
[ -1 ] 
f(z) = 223/31*z^3 - 161/31*z + 1
*
[ -1 ] 
f(z) = 224/23*z^3 - 178/23*z + 1
*
[ -1 ] 
f(z) = 224/25*z^3 - 174/25*z + 1
*
[ 5/7 ] 
f(z) = 224/25*z^3 - 174/35*z + 1
*
[ 5/28 ] 
f(z) = 224/25*z^3 - 171/35*z + 1
*
[ -1 ] 
f(z) = 224/27*z^3 - 170/27*z + 1
*
[ -1 ] 
f(z) = 224/29*z^3 - 166/29*z + 1
*
[ -1 ] 
f(z) = 224/31*z^3 - 162/31*z + 1
*
[ -1 ] 
f(z) = 225/23*z^3 - 179/23*z + 1
*
[ -1 ] 
f(z) = 225/29*z^3 - 167/29*z + 1
*
[ -1 ] 
f(z) = 225/31*z^3 - 163/31*z + 1
*
4/5 | 0.21196205140784209802300012910218801230 | 0.027840930470911163095132262762483270036
f(z) = 225/32*z^3 - 179/36*z + 1
*
[ -1 ] 
f(z) = 225/32*z^3 - 161/32*z + 1
*
[ 1/5 ] 
f(z) = 225/38*z^3 - 161/38*z + 1
*
[ -1 ] 
f(z) = 226/23*z^3 - 180/23*z + 1
*
[ -1 ] 
f(z) = 226/25*z^3 - 176/25*z + 1
*
[ -1 ] 
f(z) = 226/27*z^3 - 172/27*z + 1
*
[ -1 ] 
f(z) = 226/29*z^3 - 168/29*z + 1
*
[ -1 ] 
f(z) = 226/31*z^3 - 164/31*z + 1
*
[ -1 ] 
f(z) = 227/24*z^3 - 179/24*z + 1
*
[ -1 ] 
f(z) = 227/25*z^3 - 177/25*z + 1
*
[ -1 ] 
f(z) = 227/26*z^3 - 175/26*z + 1
*
[ -1 ] 
f(z) = 227/27*z^3 - 173/27*z + 1
*
[ -1 ] 
f(z) = 227/28*z^3 - 171/28*z + 1
*
[ -1 ] 
f(z) = 227/29*z^3 - 169/29*z + 1
*
[ -1 ] 
f(z) = 227/30*z^3 - 167/30*z + 1
*
[ -1 ] 
f(z) = 227/31*z^3 - 165/31*z + 1
*
[ -1 ] 
f(z) = 227/32*z^3 - 163/32*z + 1
*
[ -1 ] 
f(z) = 227/33*z^3 - 161/33*z + 1
*
[ -1 ] 
f(z) = 228/25*z^3 - 178/25*z + 1
*
[ -1 ] 
f(z) = 228/29*z^3 - 170/29*z + 1
*
[ -1 ] 
f(z) = 228/31*z^3 - 166/31*z + 1
*
[ -1 ] 
f(z) = 229/25*z^3 - 179/25*z + 1
*
[ -1 ] 
f(z) = 229/26*z^3 - 177/26*z + 1
*
[ -1 ] 
f(z) = 229/27*z^3 - 175/27*z + 1
*
[ -1 ] 
f(z) = 229/28*z^3 - 173/28*z + 1
*
[ -1 ] 
f(z) = 229/29*z^3 - 171/29*z + 1
*
[ -1 ] 
f(z) = 229/30*z^3 - 169/30*z + 1
*
[ -1 ] 
f(z) = 229/31*z^3 - 167/31*z + 1
*
[ -1 ] 
f(z) = 229/32*z^3 - 165/32*z + 1
*
[ -1 ] 
f(z) = 229/33*z^3 - 163/33*z + 1
*
[ -1 ] 
f(z) = 229/34*z^3 - 161/34*z + 1
*
[ -1 ] 
f(z) = 230/27*z^3 - 176/27*z + 1
*
[ -1 ] 
f(z) = 230/29*z^3 - 172/29*z + 1
*
[ -1 ] 
f(z) = 230/31*z^3 - 168/31*z + 1
*
[ -1 ] 
f(z) = 230/33*z^3 - 164/33*z + 1
*
[ 2/3 ] 
f(z) = 231/20*z^3 - 169/30*z + 1
*
[ 5/7 ] 
f(z) = 231/25*z^3 - 179/35*z + 1
*
[ -1 ] 
f(z) = 231/26*z^3 - 179/26*z + 1
*
[ -1 ] 
f(z) = 231/29*z^3 - 173/29*z + 1
*
[ -1 ] 
f(z) = 231/31*z^3 - 169/31*z + 1
*
[ -1 ] 
f(z) = 231/32*z^3 - 167/32*z + 1
*
[ -1 ] 
f(z) = 231/34*z^3 - 163/34*z + 1
*
[ -1 ] 
f(z) = 232/27*z^3 - 178/27*z + 1
*
[ -1 ] 
f(z) = 232/31*z^3 - 170/31*z + 1
*
[ -1 ] 
f(z) = 232/33*z^3 - 166/33*z + 1
*
[ -1 ] 
f(z) = 232/35*z^3 - 162/35*z + 1
*
[ -1 ] 
f(z) = 233/27*z^3 - 179/27*z + 1
*
[ -1 ] 
f(z) = 233/28*z^3 - 177/28*z + 1
*
[ -1 ] 
f(z) = 233/29*z^3 - 175/29*z + 1
*
[ -1 ] 
f(z) = 233/30*z^3 - 173/30*z + 1
*
[ -1 ] 
f(z) = 233/31*z^3 - 171/31*z + 1
*
[ -1 ] 
f(z) = 233/32*z^3 - 169/32*z + 1
*
[ -1 ] 
f(z) = 233/33*z^3 - 167/33*z + 1
*
[ -1 ] 
f(z) = 233/34*z^3 - 165/34*z + 1
*
[ -1 ] 
f(z) = 233/35*z^3 - 163/35*z + 1
*
[ -1 ] 
f(z) = 233/36*z^3 - 161/36*z + 1
*
[ -1 ] 
f(z) = 234/29*z^3 - 176/29*z + 1
*
[ -1 ] 
f(z) = 234/31*z^3 - 172/31*z + 1
*
[ -1 ] 
f(z) = 234/35*z^3 - 164/35*z + 1
*
[ -1 ] 
f(z) = 235/28*z^3 - 179/28*z + 1
*
[ -1 ] 
f(z) = 235/29*z^3 - 177/29*z + 1
*
[ -1 ] 
f(z) = 235/31*z^3 - 173/31*z + 1
*
[ -1 ] 
f(z) = 235/32*z^3 - 171/32*z + 1
*
[ -1 ] 
f(z) = 235/33*z^3 - 169/33*z + 1
*
[ -1 ] 
f(z) = 235/34*z^3 - 167/34*z + 1
*
[ -1 ] 
f(z) = 235/36*z^3 - 163/36*z + 1
*
[ -1 ] 
f(z) = 235/37*z^3 - 161/37*z + 1
*
[ -1 ] 
f(z) = 236/29*z^3 - 178/29*z + 1
*
[ -1 ] 
f(z) = 236/31*z^3 - 174/31*z + 1
*
[ -1 ] 
f(z) = 236/33*z^3 - 170/33*z + 1
*
[ -1 ] 
f(z) = 236/35*z^3 - 166/35*z + 1
*
[ -1 ] 
f(z) = 236/37*z^3 - 162/37*z + 1
*
[ 2/3 ] 
f(z) = 237/20*z^3 - 173/30*z + 1
*
[ -1 ] 
f(z) = 237/29*z^3 - 179/29*z + 1
*
[ -1 ] 
f(z) = 237/31*z^3 - 175/31*z + 1
*
[ -1 ] 
f(z) = 237/32*z^3 - 173/32*z + 1
*
[ -1 ] 
f(z) = 237/34*z^3 - 169/34*z + 1
*
[ -1 ] 
f(z) = 237/35*z^3 - 167/35*z + 1
*
[ -1 ] 
f(z) = 237/37*z^3 - 163/37*z + 1
*
[ -1 ] 
f(z) = 237/38*z^3 - 161/38*z + 1
*
[ -1 ] 
f(z) = 238/29*z^3 - 180/29*z + 1
*
[ -1 ] 
f(z) = 238/31*z^3 - 176/31*z + 1
*
[ -1 ] 
f(z) = 238/33*z^3 - 172/33*z + 1
*
[ -1 ] 
f(z) = 238/37*z^3 - 164/37*z + 1
*
[ -1 ] 
f(z) = 239/30*z^3 - 179/30*z + 1
*
[ -1 ] 
f(z) = 239/31*z^3 - 177/31*z + 1
*
[ -1 ] 
f(z) = 239/32*z^3 - 175/32*z + 1
*
[ -1 ] 
f(z) = 239/33*z^3 - 173/33*z + 1
*
[ -1 ] 
f(z) = 239/34*z^3 - 171/34*z + 1
*
[ -1 ] 
f(z) = 239/35*z^3 - 169/35*z + 1
*
[ -1 ] 
f(z) = 239/36*z^3 - 167/36*z + 1
*
[ -1 ] 
f(z) = 239/37*z^3 - 165/37*z + 1
*
[ -1 ] 
f(z) = 239/38*z^3 - 163/38*z + 1
*
[ -1 ] 
f(z) = 239/39*z^3 - 161/39*z + 1
*
-3/4 | 0.19984118061783278003011620137169094944 | 0.021774369296375561646540021819617707947
f(z) = 220/27*z^3 - 179/44*z + 1
*
21/110 | 0.24597115906960772895377673616574103678 | 0.026164470429411253058070226589662469222
f(z) = 220/27*z^3 - 163/55*z + 1
*
[ 1/2 ] 
f(z) = 222/25*z^3 - 161/50*z + 1
*
[ 1/2 ] 
f(z) = 222/29*z^3 - 169/58*z + 1
*
[ 4/15 ] 
f(z) = 225/26*z^3 - 175/52*z + 1
*
[ -4/5 ] 
f(z) = 225/26*z^3 - 171/52*z + 1
*
[ 8/15 ] 
f(z) = 225/28*z^3 - 177/56*z + 1
*
[ 1/2 ] 
f(z) = 226/25*z^3 - 163/50*z + 1
*
[ 1/2 ] 
f(z) = 226/27*z^3 - 167/54*z + 1
*
[ 1/2 ] 
f(z) = 226/29*z^3 - 171/58*z + 1
*
[ 1/2 ] 
f(z) = 230/27*z^3 - 169/54*z + 1
*
[ 1/2 ] 
f(z) = 230/29*z^3 - 173/58*z + 1
*
[ 5/11 ] 
f(z) = 231/25*z^3 - 171/55*z + 1
*
[ 2/7 ] 
f(z) = 231/32*z^3 - 173/56*z + 1
*
[ -3/4 ] 
f(z) = 232/21*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 232/23*z^3 - 167/46*z + 1
*
[ 1/4 ] 
f(z) = 232/25*z^3 - 179/50*z + 1
*
[ 5/8 ] 
f(z) = 232/25*z^3 - 169/40*z + 1
*
[ 1/2 ] 
f(z) = 234/23*z^3 - 163/46*z + 1
*
[ 1/2 ] 
f(z) = 234/25*z^3 - 167/50*z + 1
*
[ 5/9 ] 
f(z) = 234/25*z^3 - 166/45*z + 1
*
[ 1/2 ] 
f(z) = 234/29*z^3 - 175/58*z + 1
*
[ 2/3 ] 
f(z) = 237/28*z^3 - 179/42*z + 1
*
[ 1/2 ] 
f(z) = 238/23*z^3 - 165/46*z + 1
*
[ 1/2 ] 
f(z) = 238/25*z^3 - 169/50*z + 1
*
[ 1/2 ] 
f(z) = 238/27*z^3 - 173/54*z + 1
*
[ 1/2 ] 
f(z) = 238/29*z^3 - 177/58*z + 1
*
[ 1/2 ] 
f(z) = 222/31*z^3 - 173/62*z + 1
*
[ 3/8 ] 
f(z) = 224/33*z^3 - 173/66*z + 1
*
[ 2/5 ] 
f(z) = 225/31*z^3 - 165/62*z + 1
*
[ 1/2 ] 
f(z) = 226/31*z^3 - 175/62*z + 1
*
[ 1/2 ] 
f(z) = 226/33*z^3 - 179/66*z + 1
*
[ 5/12 ] 
f(z) = 228/25*z^3 - 179/60*z + 1
*
[ 1/2 ] 
f(z) = 230/31*z^3 - 177/62*z + 1
*
[ 1/2 ] 
f(z) = 234/31*z^3 - 179/62*z + 1
*
[ -29/45 ]
f(z) = 225/29*z^3 - 175/261*z + 1
*
[ -9/8 ] 
f(z) = 224/27*z^3 - 155/18*z + 1
*
-8/5 | 0.19073651802029551441705765056162037568 | 0.029911351007925848573204234302465401517
f(z) = 225/32*z^3 - 147/8*z + 1
*
[ 8/5 ] 
f(z) = 225/32*z^3 - 141/8*z + 1
*
[ 4/3 ] 
f(z) = 231/32*z^3 - 151/12*z + 1
*
[ 5/4 ] 
f(z) = 232/25*z^3 - 143/10*z + 1
*
[ 4/3 ] 
f(z) = 237/32*z^3 - 155/12*z + 1
*
[ -1 ] 
f(z) = 220/31*z^3 - 158/31*z + 1
*
[ -1 ] 
f(z) = 220/37*z^3 - 146/37*z + 1
*
[ -1 ] 
f(z) = 220/39*z^3 - 142/39*z + 1
*
[ -1 ] 
f(z) = 221/31*z^3 - 159/31*z + 1
*
[ -1 ] 
f(z) = 221/32*z^3 - 157/32*z + 1
*
[ -1 ] 
f(z) = 221/33*z^3 - 155/33*z + 1
*
[ -1 ] 
f(z) = 221/35*z^3 - 151/35*z + 1
*
[ -1 ] 
f(z) = 221/36*z^3 - 149/36*z + 1
*
[ -1 ] 
f(z) = 221/37*z^3 - 147/37*z + 1
*
[ -1 ] 
f(z) = 221/38*z^3 - 145/38*z + 1
*
[ -1 ] 
f(z) = 222/31*z^3 - 160/31*z + 1
*
[ -1 ] 
f(z) = 222/35*z^3 - 152/35*z + 1
*
[ -1 ] 
f(z) = 223/32*z^3 - 159/32*z + 1
*
[ -1 ] 
f(z) = 223/33*z^3 - 157/33*z + 1
*
[ -1 ] 
f(z) = 223/34*z^3 - 155/34*z + 1
*
[ -1 ] 
f(z) = 223/35*z^3 - 153/35*z + 1
*
[ -1 ] 
f(z) = 223/36*z^3 - 151/36*z + 1
*
[ -1 ] 
f(z) = 223/37*z^3 - 149/37*z + 1
*
[ -1 ] 
f(z) = 223/38*z^3 - 147/38*z + 1
*
[ -1 ] 
f(z) = 223/39*z^3 - 145/39*z + 1
*
[ -1 ] 
f(z) = 224/33*z^3 - 158/33*z + 1
*
[ -1 ] 
f(z) = 224/37*z^3 - 150/37*z + 1
*
[ -1 ] 
f(z) = 224/39*z^3 - 146/39*z + 1
*
[ 4/5 ] 
f(z) = 225/28*z^3 - 151/28*z + 1
*
11/15 | 0.12049511521975192166673022119387612806 | 0.022247577827528624324554078650334118094
f(z) = 225/28*z^3 - 149/28*z + 1
*
2/5 | 0.13161443007788395210833510927356491693 | 0.020202645354150919819845880577590033346
f(z) = 225/32*z^3 - 143/24*z + 1
*
[ -1 ] 
f(z) = 225/34*z^3 - 157/34*z + 1
*
[ 1/5 ] 
f(z) = 225/34*z^3 - 145/34*z + 1
*
[ 1/5 ] 
f(z) = 225/37*z^3 - 157/37*z + 1
*
[ -1 ] 
f(z) = 225/37*z^3 - 151/37*z + 1
*
[ -1 ] 
f(z) = 225/38*z^3 - 149/38*z + 1
*
[ -1 ] 
f(z) = 226/33*z^3 - 160/33*z + 1
*
[ -1 ] 
f(z) = 226/35*z^3 - 156/35*z + 1
*
[ -1 ] 
f(z) = 226/37*z^3 - 152/37*z + 1
*
[ -1 ] 
f(z) = 226/39*z^3 - 148/39*z + 1
*
[ -1 ] 
f(z) = 227/34*z^3 - 159/34*z + 1
*
[ -1 ] 
f(z) = 227/35*z^3 - 157/35*z + 1
*
[ -1 ] 
f(z) = 227/36*z^3 - 155/36*z + 1
*
[ -1 ] 
f(z) = 227/37*z^3 - 153/37*z + 1
*
[ -1 ] 
f(z) = 227/38*z^3 - 151/38*z + 1
*
[ -1 ] 
f(z) = 227/39*z^3 - 149/39*z + 1
*
[ -1 ] 
f(z) = 228/35*z^3 - 158/35*z + 1
*
[ -1 ] 
f(z) = 228/37*z^3 - 154/37*z + 1
*
[ -1 ] 
f(z) = 229/35*z^3 - 159/35*z + 1
*
[ -1 ] 
f(z) = 229/36*z^3 - 157/36*z + 1
*
[ -1 ] 
f(z) = 229/37*z^3 - 155/37*z + 1
*
[ -1 ] 
f(z) = 229/38*z^3 - 153/38*z + 1
*
[ -1 ] 
f(z) = 229/39*z^3 - 151/39*z + 1
*
[ -1 ] 
f(z) = 230/37*z^3 - 156/37*z + 1
*
[ -1 ] 
f(z) = 230/39*z^3 - 152/39*z + 1
*
[ -1 ] 
f(z) = 231/37*z^3 - 157/37*z + 1
*
[ -1 ] 
f(z) = 231/38*z^3 - 155/38*z + 1
*
[ -1 ] 
f(z) = 232/37*z^3 - 158/37*z + 1
*
[ -1 ] 
f(z) = 232/39*z^3 - 154/39*z + 1
*
[ -1 ] 
f(z) = 233/37*z^3 - 159/37*z + 1
*
[ -1 ] 
f(z) = 233/38*z^3 - 157/38*z + 1
*
[ -1 ] 
f(z) = 233/39*z^3 - 155/39*z + 1
*
[ -1 ] 
f(z) = 234/37*z^3 - 160/37*z + 1
*
[ -1 ] 
f(z) = 235/38*z^3 - 159/38*z + 1
*
[ -1 ] 
f(z) = 235/39*z^3 - 157/39*z + 1
*
[ -1 ] 
f(z) = 236/39*z^3 - 158/39*z + 1
*
[ -1 ] 
f(z) = 238/39*z^3 - 160/39*z + 1
*
[ 6/17 ] 
f(z) = 221/24*z^3 - 152/51*z + 1
*
[ 4/13 ] 
f(z) = 221/32*z^3 - 151/52*z + 1
*
[ 1/2 ] 
f(z) = 222/23*z^3 - 157/46*z + 1
*
3/8 | 0.16680644594396744488046386385303510825 | 0.020719487234853709710014943299115928833
f(z) = 224/27*z^3 - 155/42*z + 1
*
[ 4/15 ] 
f(z) = 225/22*z^3 - 153/44*z + 1
*
[ 2/5 ] 
f(z) = 225/23*z^3 - 141/46*z + 1
*
[ 2/5 ] 
f(z) = 225/29*z^3 - 159/58*z + 1
*
[ 1/2 ] 
f(z) = 226/21*z^3 - 155/42*z + 1
*
[ 1/2 ] 
f(z) = 226/23*z^3 - 159/46*z + 1
*
[ 3/7 ] 
f(z) = 227/27*z^3 - 141/49*z + 1
*
[ 1/2 ] 
f(z) = 230/21*z^3 - 157/42*z + 1
*
[ 6/23 ] 
f(z) = 230/27*z^3 - 157/46*z + 1
*
[ 3/7 ] 
f(z) = 230/27*z^3 - 142/49*z + 1
*
[ 1/4 ] 
f(z) = 232/21*z^3 - 155/42*z + 1
*
[ 3/7 ] 
f(z) = 233/27*z^3 - 143/49*z + 1
*
[ 3/7 ] 
f(z) = 236/27*z^3 - 144/49*z + 1
*
[ 3/7 ] 
f(z) = 239/27*z^3 - 145/49*z + 1
*
[ -8/5 ] 
f(z) = 225/32*z^3 - 131/8*z + 1
*
[ 16/15 ] 
f(z) = 225/32*z^3 - 127/16*z + 1
*
[ 6/5 ] 
f(z) = 230/27*z^3 - 121/10*z + 1
*
[ -4/3 ] 
f(z) = 231/32*z^3 - 133/12*z + 1
*
[ -5/4 ] 
f(z) = 232/25*z^3 - 127/10*z + 1
*
[ 5/3 ] 
f(z) = 234/25*z^3 - 128/5*z + 1
*
[ -5/3 ] 
f(z) = 234/25*z^3 - 122/5*z + 1
*
[ -4/3 ] 
f(z) = 237/32*z^3 - 137/12*z + 1
*
-2 | 0.094407719368181012128605563188732578953 | 0.013731568355764100610878905310107853463
f(z) = 239/24*z^3 - 121/3*z + 1
*
[ 2/3 ] 
f(z) = 221/24*z^3 - 124/27*z + 1
*
[ 6/13 ] 
f(z) = 221/24*z^3 - 122/39*z + 1
*
[ 2/3 ] 
f(z) = 223/24*z^3 - 125/27*z + 1
*
[ 3/4 ] 
f(z) = 224/33*z^3 - 137/33*z + 1
*
[ 1/4 ] 
f(z) = 224/37*z^3 - 125/37*z + 1
*
[ 3/4 ] 
f(z) = 224/39*z^3 - 139/39*z + 1
*
[ 1/4 ] 
f(z) = 224/39*z^3 - 131/39*z + 1
*
11/15 | 0.15817828968487822928352657218517928329 | 0.029205198932519364079338217433359244527
f(z) = 225/22*z^3 - 137/22*z + 1
*
[ 11/15 ] 
f(z) = 225/22*z^3 - 129/22*z + 1
*
[ 1/5 ] 
f(z) = 225/28*z^3 - 121/28*z + 1
*
[ 1/5 ] 
f(z) = 225/29*z^3 - 125/29*z + 1
*
[ 1/5 ] 
f(z) = 225/31*z^3 - 133/31*z + 1
*
[ 1/5 ] 
f(z) = 225/32*z^3 - 137/32*z + 1
*
-4/5 | 0.22551943212434494606605017990168762464 | 0.029621674200219412241564090146547371725
f(z) = 225/32*z^3 - 125/36*z + 1
*
[ 3/4 ] 
f(z) = 226/27*z^3 - 121/24*z + 1
*
[ 2/3 ] 
f(z) = 227/24*z^3 - 127/27*z + 1
*
[ 2/3 ] 
f(z) = 229/24*z^3 - 128/27*z + 1
*
[ 2/3 ] 
f(z) = 233/24*z^3 - 130/27*z + 1
*
[ 2/3 ] 
f(z) = 235/24*z^3 - 131/27*z + 1
*
[ 3/4 ] 
f(z) = 238/27*z^3 - 127/24*z + 1
*
[ 2/3 ] 
f(z) = 239/24*z^3 - 133/27*z + 1
*
[ 3/7 ] 
f(z) = 221/27*z^3 - 139/49*z + 1
*
[ 5/12 ] 
f(z) = 224/25*z^3 - 133/45*z + 1
*
[ 5/16 ] 
f(z) = 224/25*z^3 - 123/40*z + 1
*
[ 5/12 ] 
f(z) = 234/25*z^3 - 121/40*z + 1
*
[ 3/8 ] 
f(z) = 236/27*z^3 - 139/48*z + 1
*
-2 | 0.092937192702268811975041379341373596004 | 0.013671375013067733241257260022131594196
f(z) = 221/24*z^3 - 112/3*z + 1
*
[ 2 ] 
f(z) = 221/24*z^3 - 109/3*z + 1
*
[ -2 ] 
f(z) = 221/24*z^3 - 106/3*z + 1
*
-2 | 0.093106486197685546572745231368962282366 | 0.013678392871056371299170857843563207135
f(z) = 223/24*z^3 - 113/3*z + 1
*
[ 2 ] 
f(z) = 223/24*z^3 - 110/3*z + 1
*
[ -2 ] 
f(z) = 223/24*z^3 - 107/3*z + 1
*
[ -3/2 ] 
f(z) = 226/27*z^3 - 103/6*z + 1
*
-2 | 0.093440487997301428438234144862031009263 | 0.013692170522179435063955798859963670586
f(z) = 227/24*z^3 - 115/3*z + 1
*
[ 2 ] 
f(z) = 227/24*z^3 - 112/3*z + 1
*
[ -2 ] 
f(z) = 227/24*z^3 - 109/3*z + 1
*
-2 | 0.093605251064077164462777033244560335258 | 0.013698934049280228726201652764670958926
f(z) = 229/24*z^3 - 116/3*z + 1
*
[ 2 ] 
f(z) = 229/24*z^3 - 113/3*z + 1
*
[ -2 ] 
f(z) = 229/24*z^3 - 110/3*z + 1
*
[ 3/2 ] 
f(z) = 230/27*z^3 - 113/6*z + 1
*
-2 | 0.093930432995836636746196387842756853192 | 0.013712219412841906390036735241289407225
f(z) = 233/24*z^3 - 118/3*z + 1
*
[ 2 ] 
f(z) = 233/24*z^3 - 115/3*z + 1
*
[ -2 ] 
f(z) = 233/24*z^3 - 112/3*z + 1
*
-2 | 0.094090902376595684592462739402947239149 | 0.013718744649835909965996642596327650067
f(z) = 235/24*z^3 - 119/3*z + 1
*
[ 2 ] 
f(z) = 235/24*z^3 - 116/3*z + 1
*
[ -2 ] 
f(z) = 235/24*z^3 - 113/3*z + 1
*
[ -6/5 ] 
f(z) = 235/27*z^3 - 107/10*z + 1
*
[ -3/2 ] 
f(z) = 238/27*z^3 - 109/6*z + 1
*
[ 2 ] 
f(z) = 239/24*z^3 - 118/3*z + 1
*
[ -2 ] 
f(z) = 239/24*z^3 - 115/3*z + 1
*
[ 3/20 ] 
f(z) = 220/27*z^3 - 117/20*z + 1
*
[ -5/6 ] 
f(z) = 222/25*z^3 - 119/30*z + 1
*
[ 5/14 ] 
f(z) = 224/25*z^3 - 103/35*z + 1
*
[ 1/4 ] 
f(z) = 224/29*z^3 - 101/29*z + 1
*
[ 1/4 ] 
f(z) = 224/31*z^3 - 107/31*z + 1
*
[ 1/4 ] 
f(z) = 224/33*z^3 - 113/33*z + 1
*
[ 1/5 ] 
f(z) = 225/23*z^3 - 101/23*z + 1
*
8/15 | 0.14978902226871212583949777157574657568 | 0.027656249172882048749947329642743911822
f(z) = 225/28*z^3 - 113/28*z + 1
*
[ 2/3 ] 
f(z) = 225/34*z^3 - 117/34*z + 1
*
[ 2/3 ] 
f(z) = 225/38*z^3 - 119/38*z + 1
*
[ 1/3 ] 
f(z) = 225/38*z^3 - 101/38*z + 1
*
[ 4/11 ] 
f(z) = 231/32*z^3 - 119/44*z + 1
*
[ 2/5 ] 
f(z) = 235/32*z^3 - 107/40*z + 1
*
[ -6/5 ] 
f(z) = 220/27*z^3 - 99/10*z + 1
*
3/28 | 0.18713704392098172352959804592059791777 | 0.023244806702443050370578978593466712327
f(z) = 224/27*z^3 - 97/14*z + 1
*
[ 14/15 ] 
f(z) = 225/28*z^3 - 99/14*z + 1
*
[ 2/15 ] 
f(z) = 225/28*z^3 - 93/14*z + 1
*
[ -16/15 ] 
f(z) = 225/32*z^3 - 97/16*z + 1
*
[ 3/4 ] 
f(z) = 227/27*z^3 - 81/16*z + 1
*
[ 5/6 ] 
f(z) = 228/25*z^3 - 98/15*z + 1
*
[ 3/4 ] 
f(z) = 233/27*z^3 - 83/16*z + 1
*
[ 6/7 ] 
f(z) = 238/27*z^3 - 93/14*z + 1
*
[ 3/17 ] 
f(z) = 238/27*z^3 - 84/17*z + 1
*
[ 3/4 ] 
f(z) = 239/27*z^3 - 85/16*z + 1
*
3/5 | 0.17698830630187176005876965564751368391 | 0.021096759478823667643032336610641533813
f(z) = 220/27*z^3 - 87/20*z + 1
*
[ 1/2 ] 
f(z) = 220/27*z^3 - 82/27*z + 1
*
[ 1/2 ] 
f(z) = 220/29*z^3 - 84/29*z + 1
*
[ 1/2 ] 
f(z) = 220/31*z^3 - 86/31*z + 1
*
[ 1/2 ] 
f(z) = 220/37*z^3 - 92/37*z + 1
*
[ 1/2 ] 
f(z) = 220/39*z^3 - 94/39*z + 1
*
[ 6/17 ] 
f(z) = 221/27*z^3 - 97/34*z + 1
*
[ 3/5 ] 
f(z) = 223/27*z^3 - 91/25*z + 1
*
[ 1/4 ] 
f(z) = 224/23*z^3 - 83/23*z + 1
*
[ 1/4 ] 
f(z) = 224/25*z^3 - 89/25*z + 1
*
[ 1/2 ] 
f(z) = 224/25*z^3 - 81/25*z + 1
*
[ 1/4 ] 
f(z) = 224/27*z^3 - 95/27*z + 1
*
[ 1/2 ] 
f(z) = 224/27*z^3 - 83/27*z + 1
*
[ 1/2 ] 
f(z) = 224/29*z^3 - 85/29*z + 1
*
[ 1/2 ] 
f(z) = 224/31*z^3 - 87/31*z + 1
*
[ 1/2 ] 
f(z) = 224/33*z^3 - 89/33*z + 1
*
[ 1/2 ] 
f(z) = 224/37*z^3 - 93/37*z + 1
*
[ 1/2 ] 
f(z) = 224/39*z^3 - 95/39*z + 1
*
7/15 | 0.15536735024038243728140504807674375020 | 0.028686202009317625659538299900436461231
f(z) = 225/28*z^3 - 85/28*z + 1
*
[ 1/3 ] 
f(z) = 225/29*z^3 - 83/29*z + 1
*
[ 1/3 ] 
f(z) = 225/31*z^3 - 87/31*z + 1
*
[ 4/9 ] 
f(z) = 225/32*z^3 - 95/36*z + 1
*
[ 1/3 ] 
f(z) = 225/32*z^3 - 89/32*z + 1
*
[ 1/3 ] 
f(z) = 225/34*z^3 - 93/34*z + 1
*
[ 2/5 ] 
f(z) = 225/34*z^3 - 87/34*z + 1
*
[ 1/3 ] 
f(z) = 225/37*z^3 - 99/37*z + 1
*
[ 2/5 ] 
f(z) = 225/38*z^3 - 93/38*z + 1
*
[ 3/5 ] 
f(z) = 226/27*z^3 - 92/25*z + 1
*
[ 3/8 ] 
f(z) = 226/27*z^3 - 91/32*z + 1
*
[ 1/2 ] 
f(z) = 228/25*z^3 - 82/25*z + 1
*
[ 1/2 ] 
f(z) = 228/29*z^3 - 86/29*z + 1
*
[ 1/2 ] 
f(z) = 228/31*z^3 - 88/31*z + 1
*
[ 1/2 ] 
f(z) = 228/35*z^3 - 92/35*z + 1
*
[ 1/2 ] 
f(z) = 228/37*z^3 - 94/37*z + 1
*
[ 3/5 ] 
f(z) = 229/27*z^3 - 93/25*z + 1
*
[ 2/3 ] 
f(z) = 231/32*z^3 - 89/24*z + 1
*
[ 4/7 ] 
f(z) = 231/32*z^3 - 87/28*z + 1
*
[ 1/2 ] 
f(z) = 232/23*z^3 - 81/23*z + 1
*
[ 1/2 ] 
f(z) = 232/25*z^3 - 83/25*z + 1
*
[ 3/5 ] 
f(z) = 232/27*z^3 - 94/25*z + 1
*
[ 1/2 ] 
f(z) = 232/27*z^3 - 85/27*z + 1
*
[ 1/2 ] 
f(z) = 232/31*z^3 - 89/31*z + 1
*
[ 1/2 ] 
f(z) = 232/33*z^3 - 91/33*z + 1
*
[ 1/2 ] 
f(z) = 232/35*z^3 - 93/35*z + 1
*
[ 1/2 ] 
f(z) = 232/37*z^3 - 95/37*z + 1
*
[ 1/2 ] 
f(z) = 232/39*z^3 - 97/39*z + 1
*
[ 1/3 ] 
f(z) = 234/29*z^3 - 84/29*z + 1
*
[ 1/3 ] 
f(z) = 234/31*z^3 - 88/31*z + 1
*
[ 1/3 ] 
f(z) = 234/35*z^3 - 96/35*z + 1
*
[ 1/3 ] 
f(z) = 234/37*z^3 - 100/37*z + 1
*
[ 4/5 ] 
f(z) = 235/32*z^3 - 99/20*z + 1
*
[ 1/2 ] 
f(z) = 236/23*z^3 - 82/23*z + 1
*
[ 1/2 ] 
f(z) = 236/25*z^3 - 84/25*z + 1
*
[ 1/2 ] 
f(z) = 236/27*z^3 - 86/27*z + 1
*
[ 1/2 ] 
f(z) = 236/29*z^3 - 88/29*z + 1
*
[ 1/2 ] 
f(z) = 236/31*z^3 - 90/31*z + 1
*
[ 1/2 ] 
f(z) = 236/33*z^3 - 92/33*z + 1
*
[ 1/2 ] 
f(z) = 236/35*z^3 - 94/35*z + 1
*
[ 1/2 ] 
f(z) = 236/37*z^3 - 96/37*z + 1
*
[ 1/2 ] 
f(z) = 236/39*z^3 - 98/39*z + 1
*
[ 2/3 ] 
f(z) = 237/32*z^3 - 91/24*z + 1
*
[ 3/5 ] 
f(z) = 238/27*z^3 - 96/25*z + 1
*
[ 3/8 ] 
f(z) = 238/27*z^3 - 93/32*z + 1
*
[ -3 ] 
f(z) = 220/27*z^3 - 72*z + 1
*
[ 3/4 ] 
f(z) = 221/27*z^3 - 79/16*z + 1
*
[ 3 ] 
f(z) = 221/27*z^3 - 73*z + 1
*
[ -3/2 ] 
f(z) = 221/27*z^3 - 67/4*z + 1
*
[ -3 ] 
f(z) = 223/27*z^3 - 73*z + 1
*
[ 3/2 ] 
f(z) = 223/27*z^3 - 73/4*z + 1
*
[ 5/4 ] 
f(z) = 224/25*z^3 - 69/5*z + 1
*
[ -5/4 ] 
f(z) = 224/25*z^3 - 61/5*z + 1
*
[ 3 ] 
f(z) = 224/27*z^3 - 74*z + 1
*
3/4 | 0.10823293590633146041517300961088244750 | 0.013443910522829981519802876812484527053
f(z) = 224/27*z^3 - 73/14*z + 1
*
[ -14/15 ] 
f(z) = 225/28*z^3 - 69/14*z + 1
*
[ -3 ] 
f(z) = 226/27*z^3 - 74*z + 1
*
[ 3 ] 
f(z) = 227/27*z^3 - 75*z + 1
*
[ -3/2 ] 
f(z) = 227/27*z^3 - 69/4*z + 1
*
[ -5/6 ] 
f(z) = 228/25*z^3 - 62/15*z + 1
*
[ -3 ] 
f(z) = 229/27*z^3 - 75*z + 1
*
[ 3/2 ] 
f(z) = 229/27*z^3 - 75/4*z + 1
*
[ 3 ] 
f(z) = 230/27*z^3 - 76*z + 1
*
[ -3 ] 
f(z) = 232/27*z^3 - 76*z + 1
*
[ 3 ] 
f(z) = 233/27*z^3 - 77*z + 1
*
[ -3/2 ] 
f(z) = 233/27*z^3 - 71/4*z + 1
*
[ 5/6 ] 
f(z) = 234/25*z^3 - 67/10*z + 1
*
[ -3 ] 
f(z) = 235/27*z^3 - 77*z + 1
*
[ 3/2 ] 
f(z) = 235/27*z^3 - 77/4*z + 1
*
[ 3 ] 
f(z) = 236/27*z^3 - 78*z + 1
*
[ -3 ] 
f(z) = 238/27*z^3 - 78*z + 1
*
[ 3 ] 
f(z) = 239/27*z^3 - 79*z + 1
*
[ -3/2 ] 
f(z) = 239/27*z^3 - 73/4*z + 1
*
[ 1/2 ] 
f(z) = 220/21*z^3 - 76/21*z + 1
*
[ 1/2 ] 
f(z) = 220/23*z^3 - 78/23*z + 1
*
[ 1/2 ] 
f(z) = 224/23*z^3 - 79/23*z + 1
*
[ 3/10 ] 
f(z) = 224/27*z^3 - 77/25*z + 1
*
[ 1/3 ] 
f(z) = 225/23*z^3 - 71/23*z + 1
*
[ 1/3 ] 
f(z) = 225/26*z^3 - 77/26*z + 1
*
[ 2/5 ] 
f(z) = 225/26*z^3 - 75/26*z + 1
*
2/5 | 0.12243841609519808511533288554233467419 | 0.018794139036513617655959614634044633459
f(z) = 225/32*z^3 - 79/24*z + 1
*
[ 1/2 ] 
f(z) = 228/23*z^3 - 80/23*z + 1
*
[ 1/2 ] 
f(z) = 232/21*z^3 - 79/21*z + 1
*
[ 1/3 ] 
f(z) = 234/23*z^3 - 72/23*z + 1
*
[ 1/3 ] 
f(z) = 234/25*z^3 - 76/25*z + 1
*
[ 1/2 ] 
f(z) = 236/21*z^3 - 80/21*z + 1
*
[ 3/10 ] 
f(z) = 236/27*z^3 - 78/25*z + 1
*
[ 3/7 ] 
f(z) = 238/27*z^3 - 62/21*z + 1
*
[ 3/4 ] 
f(z) = 220/27*z^3 - 59/12*z + 1
*
[ -3/2 ] 
f(z) = 220/27*z^3 - 50/3*z + 1
*
[ 3/10 ] 
f(z) = 220/27*z^3 - 46/15*z + 1
*
[ 3/8 ] 
f(z) = 220/27*z^3 - 45/16*z + 1
*
[ 3/13 ] 
f(z) = 221/27*z^3 - 49/13*z + 1
*
[ 5/8 ] 
f(z) = 224/25*z^3 - 41/10*z + 1
*
[ 3/28 ] 
f(z) = 224/27*z^3 - 59/7*z + 1
*
[ 3/2 ] 
f(z) = 224/27*z^3 - 55/3*z + 1
*
[ 2/3 ] 
f(z) = 225/28*z^3 - 57/14*z + 1
*
[ 4/3 ] 
f(z) = 225/32*z^3 - 49/4*z + 1
*
[ -4/3 ] 
f(z) = 225/32*z^3 - 43/4*z + 1
*
-4/5 | 0.18928720043672768392764729870186455402 | 0.029055341258860033035562424597339854342
f(z) = 225/32*z^3 - 43/12*z + 1
*
[ 3/5 ] 
f(z) = 230/27*z^3 - 56/15*z + 1
*
[ 3/4 ] 
f(z) = 230/27*z^3 - 41/8*z + 1
*
[ -3/2 ] 
f(z) = 232/27*z^3 - 53/3*z + 1
*
[ -5/6 ] 
f(z) = 234/25*z^3 - 43/10*z + 1
*
[ 2/5 ] 
f(z) = 235/24*z^3 - 46/15*z + 1
*
[ 3/2 ] 
f(z) = 236/27*z^3 - 58/3*z + 1
*
[ 3/14 ] 
f(z) = 238/27*z^3 - 57/14*z + 1
*
3/20 | 0.20822113496203683874096520496741378504 | 0.024819669132317790839289836526364660408
f(z) = 220/27*z^3 - 57/20*z + 1
*
[ 3/11 ] 
f(z) = 220/27*z^3 - 36/11*z + 1
*
[ 3/16 ] 
f(z) = 224/27*z^3 - 37/8*z + 1
*
-3/4 | 0.094996299447329043104104277781791552779 | 0.015560936436458080089523547281269269386
f(z) = 224/27*z^3 - 23/6*z + 1
*
[ 2/5 ] 
f(z) = 225/28*z^3 - 39/14*z + 1
*
2/15 | 0.097138585610317115011347986685129717023 | 0.017935152304558553641442140354514618141
f(z) = 225/32*z^3 - 37/8*z + 1
*
[ 8/15 ] 
f(z) = 225/32*z^3 - 23/8*z + 1
*
[ 2/5 ] 
f(z) = 225/32*z^3 - 21/8*z + 1
*
[ 3/2 ] 
f(z) = 226/27*z^3 - 37/2*z + 1
*
[ -3/2 ] 
f(z) = 230/27*z^3 - 35/2*z + 1
*
[ 3/10 ] 
f(z) = 230/27*z^3 - 31/10*z + 1
*
[ 3/4 ] 
f(z) = 232/27*z^3 - 31/6*z + 1
*
[ 3/8 ] 
f(z) = 232/27*z^3 - 23/8*z + 1
*
[ 3/4 ] 
f(z) = 236/27*z^3 - 21/4*z + 1
*
[ 3/2 ] 
f(z) = 238/27*z^3 - 39/2*z + 1
*
[ 3/2 ] 
f(z) = 220/27*z^3 - 18*z + 1
*
[ 3/5 ] 
f(z) = 220/27*z^3 - 18/5*z + 1
*
[ -5/8 ]
f(z) = 224/25*z^3 - 9/10*z + 1
*
[ 3/7 ] 
f(z) = 224/27*z^3 - 20/7*z + 1
*
[ -3/2 ] 
f(z) = 224/27*z^3 - 17*z + 1
*
[ 3/8 ] 
f(z) = 224/27*z^3 - 17/6*z + 1
*
[ -3/4 ]
f(z) = 224/27*z^3 - 7/3*z + 1
*
[ 3/4 ] 
f(z) = 224/27*z^3 - 5*z + 1
*
[ 4/5 ] 
f(z) = 225/32*z^3 - 19/4*z + 1
*
[ 4/15 ] 
f(z) = 225/32*z^3 - 13/4*z + 1
*
[ -4/5 ]
f(z) = 225/32*z^3 - 9/4*z + 1
*
[ 3/2 ] 
f(z) = 232/27*z^3 - 19*z + 1
*
[ 3/5 ] 
f(z) = 235/27*z^3 - 19/5*z + 1
*
[ -3/2 ] 
f(z) = 236/27*z^3 - 18*z + 1
*
[ -8/15 ]
f(z) = 225/32*z^3 + 7/8*z + 1
*
[ -4/15 ]
f(z) = 225/32*z^3 + 17/4*z + 1
*
[ 6 ] 
f(z) = 221/54*z^3 - 293/2*z + 1
*
[ -6 ] 
f(z) = 223/54*z^3 - 295/2*z + 1
*
[ 7/5 ] 
f(z) = 220/49*z^3 - 298/35*z + 1
*
[ -26/15 ] 
f(z) = 225/52*z^3 - 297/26*z + 1
*
[ -3/2 ] 
f(z) = 226/45*z^3 - 289/30*z + 1
*
[ 6/5 ] 
f(z) = 223/54*z^3 - 289/50*z + 1
*
1/5 | 0.12253771254133231791425235386546675021 | 0.021625218022921493752973069397778460040
f(z) = 225/56*z^3 - 289/56*z + 1
*
[ 6/5 ] 
f(z) = 229/54*z^3 - 297/50*z + 1
*
2/9 | 0.14953420481805522781718261044721284764 | 0.019245564319467448212125661419848602003
f(z) = 225/56*z^3 - 296/63*z + 1
*
[ -7/6 ] 
f(z) = 232/49*z^3 - 289/63*z + 1
*
[ -7/6 ] 
f(z) = 236/49*z^3 - 296/63*z + 1
*
[ 4/15 ] 
f(z) = 225/46*z^3 - 285/92*z + 1
*
[ 1/4 ] 
f(z) = 232/43*z^3 - 287/86*z + 1
*
[ 1/4 ] 
f(z) = 232/45*z^3 - 299/90*z + 1
*
-14/17 | 0.18401054132441535311333538394053851357 | 0.022354772799301068602441360221338069451
f(z) = 221/56*z^3 - 293/119*z + 1
*
[ -16/15 ] 
f(z) = 225/56*z^3 - 295/112*z + 1
*
[ 2/3 ] 
f(z) = 227/48*z^3 - 281/108*z + 1
*
[ 2/3 ] 
f(z) = 229/48*z^3 - 283/108*z + 1
*
[ 3/4 ] 
f(z) = 232/51*z^3 - 295/102*z + 1
*
[ 3/4 ] 
f(z) = 232/57*z^3 - 299/114*z + 1
*
[ 2/3 ] 
f(z) = 233/48*z^3 - 287/108*z + 1
*
[ 2/3 ] 
f(z) = 235/48*z^3 - 289/108*z + 1
*
[ 2/3 ] 
f(z) = 239/48*z^3 - 293/108*z + 1
*
[ 2/5 ] 
f(z) = 221/40*z^3 - 298/125*z + 1
*
[ 5/13 ] 
f(z) = 221/50*z^3 - 293/130*z + 1
*
[ 3/8 ] 
f(z) = 221/54*z^3 - 287/128*z + 1
*
[ 2/5 ] 
f(z) = 223/40*z^3 - 299/125*z + 1
*
[ 3/8 ] 
f(z) = 227/54*z^3 - 289/128*z + 1
*
[ 3/8 ] 
f(z) = 232/45*z^3 - 287/120*z + 1
*
[ 7/12 ] 
f(z) = 232/49*z^3 - 293/126*z + 1
*
[ 3/8 ] 
f(z) = 233/54*z^3 - 291/128*z + 1
*
[ 7/18 ] 
f(z) = 234/49*z^3 - 289/126*z + 1
*
[ 2/5 ] 
f(z) = 235/52*z^3 - 289/130*z + 1
*
[ 3/8 ] 
f(z) = 239/54*z^3 - 293/128*z + 1
*
[ -7/5 ] 
f(z) = 230/49*z^3 - 262/35*z + 1
*
[ -7/5 ] 
f(z) = 235/49*z^3 - 269/35*z + 1
*
1/5 | 0.16084246881737016260161258338520658110 | 0.028749019905440930549390253155940477078
f(z) = 225/52*z^3 - 269/52*z + 1
*
[ 10/11 ] 
f(z) = 231/40*z^3 - 268/55*z + 1
*
7/8 | 0.22179301998899323245240161204406942483 | 0.029442233418666922460487600660054632630
f(z) = 232/49*z^3 - 267/56*z + 1
*
[ -7/6 ] 
f(z) = 220/49*z^3 - 268/63*z + 1
*
[ 3/13 ] 
f(z) = 221/54*z^3 - 277/78*z + 1
*
4/5 | 0.19387987319864839178188030336095726724 | 0.027426684210678219866025886394129042645
f(z) = 235/48*z^3 - 263/60*z + 1
*
[ 1/4 ] 
f(z) = 232/41*z^3 - 275/82*z + 1
*
[ 3/4 ] 
f(z) = 233/54*z^3 - 265/96*z + 1
*
[ 3/4 ] 
f(z) = 239/54*z^3 - 271/96*z + 1
*
[ 2/3 ] 
f(z) = 221/48*z^3 - 275/108*z + 1
*
[ 7/17 ] 
f(z) = 221/49*z^3 - 261/119*z + 1
*
[ 2/3 ] 
f(z) = 223/48*z^3 - 277/108*z + 1
*
[ 7/20 ] 
f(z) = 225/49*z^3 - 271/112*z + 1
*
[ 2/3 ] 
f(z) = 234/53*z^3 - 261/106*z + 1
*
[ 2/3 ] 
f(z) = 234/55*z^3 - 263/110*z + 1
*
[ 2/3 ] 
f(z) = 234/59*z^3 - 267/118*z + 1
*
[ -15/16 ] 
f(z) = 224/45*z^3 - 277/120*z + 1
*
-2 | 0.093810279106723792718752596887094680335 | 0.013652893708500924823036027711825226011
f(z) = 235/48*z^3 - 241/12*z + 1
*
-2 | 0.094133107988460803094060547359257580706 | 0.013667134589393086877761375608115487079
f(z) = 239/48*z^3 - 245/12*z + 1
*
[ -7/5 ] 
f(z) = 220/49*z^3 - 248/35*z + 1
*
[ 7/6 ] 
f(z) = 222/49*z^3 - 253/42*z + 1
*
[ -5/4 ] 
f(z) = 224/55*z^3 - 251/55*z + 1
*
[ 1/5 ] 
f(z) = 225/58*z^3 - 241/58*z + 1
*
[ 1/5 ] 
f(z) = 225/59*z^3 - 245/59*z + 1
*
[ 2/11 ] 
f(z) = 231/40*z^3 - 258/55*z + 1
*
-10/11 | 0.21968358140881327989558988859978561370 | 0.028019746389739548927049345547256557625
f(z) = 231/40*z^3 - 257/55*z + 1
*
2/5 | 0.18999636359126224551909900052849873298 | 0.026877314181321003825251861295006294322
f(z) = 235/48*z^3 - 257/60*z + 1
*
[ 3/4 ] 
f(z) = 221/54*z^3 - 253/96*z + 1
*
[ -14/13 ] 
f(z) = 221/56*z^3 - 241/91*z + 1
*
5/8 | 0.17079190540693962758117146198830862476 | 0.027976689611709639721566646261664312963
f(z) = 224/45*z^3 - 247/90*z + 1
*
[ 2/3 ] 
f(z) = 225/41*z^3 - 241/82*z + 1
*
[ 2/3 ] 
f(z) = 225/43*z^3 - 243/86*z + 1
*
[ 2/3 ] 
f(z) = 225/47*z^3 - 247/94*z + 1
*
[ 2/3 ] 
f(z) = 225/49*z^3 - 249/98*z + 1
*
[ 3/4 ] 
f(z) = 227/54*z^3 - 259/96*z + 1
*
[ 2/3 ] 
f(z) = 234/41*z^3 - 249/82*z + 1
*
[ 2/3 ] 
f(z) = 234/43*z^3 - 251/86*z + 1
*
[ 2/3 ] 
f(z) = 234/47*z^3 - 255/94*z + 1
*
[ 2/3 ] 
f(z) = 234/49*z^3 - 257/98*z + 1
*
[ 15/28 ] 
f(z) = 224/45*z^3 - 241/105*z + 1
*
[ 5/8 ] 
f(z) = 224/55*z^3 - 241/110*z + 1
*
[ 3/8 ] 
f(z) = 224/57*z^3 - 253/114*z + 1
*
[ 7/12 ] 
f(z) = 225/49*z^3 - 255/112*z + 1
*
[ 2/3 ] 
f(z) = 225/53*z^3 - 253/106*z + 1
*
[ 2/3 ] 
f(z) = 225/59*z^3 - 259/118*z + 1
*
[ 2/5 ] 
f(z) = 225/59*z^3 - 249/118*z + 1
*
[ 10/21 ] 
f(z) = 231/40*z^3 - 253/105*z + 1
*
[ 2/5 ] 
f(z) = 235/44*z^3 - 259/110*z + 1
*
[ 3/7 ] 
f(z) = 238/45*z^3 - 242/105*z + 1
*
-2 | 0.092633344915890042606341222453472783077 | 0.013600061863425980956918668717143302270
f(z) = 221/48*z^3 - 227/12*z + 1
*
-2 | 0.092806182708099609106249069678597612630 | 0.013607912026254209107191829814459976947
f(z) = 223/48*z^3 - 229/12*z + 1
*
-2 | 0.093146003065430922366891422256195936345 | 0.013623148907621832722394157707134924253
f(z) = 227/48*z^3 - 233/12*z + 1
*
[ 2 ] 
f(z) = 227/48*z^3 - 221/12*z + 1
*
[ 3 ] 
f(z) = 227/54*z^3 - 223/6*z + 1
*
-2 | 0.093315112740358137579765668423007866645 | 0.013630842848635131688904443044931003010
f(z) = 229/48*z^3 - 235/12*z + 1
*
[ 2 ] 
f(z) = 229/48*z^3 - 223/12*z + 1
*
[ -3 ] 
f(z) = 229/54*z^3 - 221/6*z + 1
*
-2 | 0.093646706447495642224200176511574310411 | 0.013645637458579290980346275022070754978
f(z) = 233/48*z^3 - 239/12*z + 1
*
[ 2 ] 
f(z) = 233/48*z^3 - 227/12*z + 1
*
[ 3 ] 
f(z) = 233/54*z^3 - 229/6*z + 1
*
[ 2 ] 
f(z) = 235/48*z^3 - 229/12*z + 1
*
[ -3 ] 
f(z) = 235/54*z^3 - 227/6*z + 1
*
[ 2 ] 
f(z) = 239/48*z^3 - 233/12*z + 1
*
[ -2 ] 
f(z) = 239/48*z^3 - 221/12*z + 1
*
[ 3 ] 
f(z) = 239/54*z^3 - 235/6*z + 1
*
[ 22/15 ] 
f(z) = 225/44*z^3 - 235/22*z + 1
*
[ 3/2 ] 
f(z) = 229/54*z^3 - 221/24*z + 1
*
[ 3/2 ] 
f(z) = 235/54*z^3 - 227/24*z + 1
*
1/4 | 0.14191264700022696042096563286276846929 | 0.026013619363435373431802342276508175757
f(z) = 224/55*z^3 - 234/55*z + 1
*
1/5 | 0.15107064647673902787744771721271697527 | 0.027802424632309593300226570161459968523
f(z) = 225/44*z^3 - 229/44*z + 1
*
13/15 | 0.15024392426755962672504733754657775493 | 0.027650278054211075239834822876895680112
f(z) = 225/52*z^3 - 229/52*z + 1
*
[ 1/5 ] 
f(z) = 225/53*z^3 - 221/53*z + 1
*
[ 1/5 ] 
f(z) = 225/56*z^3 - 233/56*z + 1
*
[ -6/5 ] 
f(z) = 239/54*z^3 - 227/50*z + 1
*
[ 10/13 ] 
f(z) = 221/40*z^3 - 232/65*z + 1
*
[ 10/17 ] 
f(z) = 221/40*z^3 - 222/85*z + 1
*
[ 5/8 ] 
f(z) = 224/45*z^3 - 229/90*z + 1
*
[ 6/17 ] 
f(z) = 221/54*z^3 - 239/102*z + 1
*
[ 1/2 ] 
f(z) = 222/55*z^3 - 221/110*z + 1
*
[ 1/2 ] 
f(z) = 222/59*z^3 - 229/118*z + 1
*
[ 3/7 ] 
f(z) = 224/45*z^3 - 236/105*z + 1
*
[ 3/8 ] 
f(z) = 224/51*z^3 - 233/102*z + 1
*
[ 2/5 ] 
f(z) = 225/53*z^3 - 231/106*z + 1
*
[ 1/2 ] 
f(z) = 226/55*z^3 - 223/110*z + 1
*
[ 1/2 ] 
f(z) = 226/57*z^3 - 227/114*z + 1
*
[ 1/2 ] 
f(z) = 226/59*z^3 - 231/118*z + 1
*
[ 1/2 ] 
f(z) = 230/53*z^3 - 221/106*z + 1
*
[ 1/2 ] 
f(z) = 230/57*z^3 - 229/114*z + 1
*
[ 1/2 ] 
f(z) = 230/59*z^3 - 233/118*z + 1
*
[ 5/11 ] 
f(z) = 231/50*z^3 - 237/110*z + 1
*
[ 1/2 ] 
f(z) = 234/53*z^3 - 223/106*z + 1
*
[ 1/2 ] 
f(z) = 234/55*z^3 - 227/110*z + 1
*
[ 1/2 ] 
f(z) = 234/59*z^3 - 235/118*z + 1
*
[ 1/2 ] 
f(z) = 238/53*z^3 - 225/106*z + 1
*
[ 1/2 ] 
f(z) = 238/55*z^3 - 229/110*z + 1
*
[ 1/2 ] 
f(z) = 238/57*z^3 - 233/114*z + 1
*
[ 1/2 ] 
f(z) = 238/59*z^3 - 237/118*z + 1
*
[ 2 ] 
f(z) = 221/48*z^3 - 215/12*z + 1
*
[ -2 ] 
f(z) = 221/48*z^3 - 203/12*z + 1
*
[ 3 ] 
f(z) = 221/54*z^3 - 217/6*z + 1
*
[ 2 ] 
f(z) = 223/48*z^3 - 217/12*z + 1
*
[ -2 ] 
f(z) = 223/48*z^3 - 205/12*z + 1
*
[ -3 ] 
f(z) = 223/54*z^3 - 215/6*z + 1
*
[ 14/5 ] 
f(z) = 225/56*z^3 - 216/7*z + 1
*
[ -14/5 ] 
f(z) = 225/56*z^3 - 211/7*z + 1
*
[ -2 ] 
f(z) = 227/48*z^3 - 209/12*z + 1
*
[ -2 ] 
f(z) = 229/48*z^3 - 211/12*z + 1
*
[ -2 ] 
f(z) = 233/48*z^3 - 215/12*z + 1
*
[ -2 ] 
f(z) = 235/48*z^3 - 217/12*z + 1
*
[ 3/2 ] 
f(z) = 223/54*z^3 - 215/24*z + 1
*
[ -22/15 ] 
f(z) = 225/44*z^3 - 205/22*z + 1
*
[ -6/5 ] 
f(z) = 221/54*z^3 - 203/50*z + 1
*
[ 1/5 ] 
f(z) = 225/49*z^3 - 205/49*z + 1
*
[ -6/5 ] 
f(z) = 227/54*z^3 - 211/50*z + 1
*
[ 7/8 ] 
f(z) = 232/49*z^3 - 211/56*z + 1
*
[ -6/5 ] 
f(z) = 233/54*z^3 - 219/50*z + 1
*
[ 4/5 ] 
f(z) = 235/48*z^3 - 203/60*z + 1
*
[ 1/2 ] 
f(z) = 222/47*z^3 - 205/94*z + 1
*
[ 1/2 ] 
f(z) = 222/49*z^3 - 209/98*z + 1
*
[ 3/7 ] 
f(z) = 223/54*z^3 - 205/98*z + 1
*
[ 2/5 ] 
f(z) = 225/43*z^3 - 201/86*z + 1
*
[ 8/15 ] 
f(z) = 225/44*z^3 - 205/88*z + 1
*
[ 2/5 ] 
f(z) = 225/47*z^3 - 213/94*z + 1
*
[ 2/5 ] 
f(z) = 225/49*z^3 - 219/98*z + 1
*
[ 1/2 ] 
f(z) = 226/45*z^3 - 203/90*z + 1
*
[ 1/2 ] 
f(z) = 226/47*z^3 - 207/94*z + 1
*
[ 1/2 ] 
f(z) = 226/49*z^3 - 211/98*z + 1
*
[ 3/7 ] 
f(z) = 229/54*z^3 - 207/98*z + 1
*
[ 1/2 ] 
f(z) = 230/43*z^3 - 201/86*z + 1
*
[ 1/2 ] 
f(z) = 230/47*z^3 - 209/94*z + 1
*
[ 1/2 ] 
f(z) = 230/49*z^3 - 213/98*z + 1
*
[ 1/2 ] 
f(z) = 234/43*z^3 - 203/86*z + 1
*
[ 1/2 ] 
f(z) = 234/47*z^3 - 211/94*z + 1
*
[ 1/2 ] 
f(z) = 234/49*z^3 - 215/98*z + 1
*
[ 7/13 ] 
f(z) = 234/49*z^3 - 204/91*z + 1
*
[ 3/7 ] 
f(z) = 235/54*z^3 - 209/98*z + 1
*
[ 1/2 ] 
f(z) = 238/41*z^3 - 201/82*z + 1
*
[ 1/2 ] 
f(z) = 238/43*z^3 - 205/86*z + 1
*
[ 1/2 ] 
f(z) = 238/45*z^3 - 209/90*z + 1
*
[ 1/2 ] 
f(z) = 238/47*z^3 - 213/94*z + 1
*
[ 1/2 ] 
f(z) = 222/53*z^3 - 217/106*z + 1
*
[ 8/15 ] 
f(z) = 225/52*z^3 - 219/104*z + 1
*
[ 1/2 ] 
f(z) = 226/51*z^3 - 215/102*z + 1
*
[ 1/2 ] 
f(z) = 226/53*z^3 - 219/106*z + 1
*
[ 1/2 ] 
f(z) = 230/51*z^3 - 217/102*z + 1
*
[ 7/4 ] 
f(z) = 232/49*z^3 - 197/14*z + 1
*
[ -7/4 ] 
f(z) = 232/49*z^3 - 181/14*z + 1
*
[ -3/2 ] 
f(z) = 221/54*z^3 - 181/24*z + 1
*
2/15 | 0.14437371260754440854145623861648469303 | 0.024157502596263139140105321209714940845
f(z) = 225/52*z^3 - 197/26*z + 1
*
[ 4/3 ] 
f(z) = 225/56*z^3 - 193/28*z + 1
*
[ -3/2 ] 
f(z) = 227/54*z^3 - 187/24*z + 1
*
[ -3/2 ] 
f(z) = 233/54*z^3 - 193/24*z + 1
*
[ -3/2 ] 
f(z) = 239/54*z^3 - 199/24*z + 1
*
-1 | 0.11459608494449364339919153504103530140 | 0.021228720081422090836407105126926949331
f(z) = 221/40*z^3 - 181/40*z + 1
*
-1 | 0.12325784421793230816230473280072284933 | 0.022814215157747902034551297117219991863
f(z) = 222/41*z^3 - 181/41*z + 1
*
[ -7/6 ] 
f(z) = 222/49*z^3 - 181/42*z + 1
*
-1 | 0.11475376422302578002692326333222913812 | 0.021222511337389674439329524555260982690
f(z) = 223/40*z^3 - 183/40*z + 1
*
-1 | 0.12333641158008396079823616745725775607 | 0.022809782413621931158976081432289311176
f(z) = 223/41*z^3 - 182/41*z + 1
*
-1 | 0.090180902612932874422024016814899137471 | 0.016678016979028019480522946189961237258
f(z) = 223/42*z^3 - 181/42*z + 1
*
-1 | 0.12341464639813479811513208614042204102 | 0.022805380325239472889663322989457468475
f(z) = 224/41*z^3 - 183/41*z + 1
*
-1 | 0.12346483241456417553151534904258387994 | 0.022814654031603209357886519092129895758
f(z) = 224/43*z^3 - 181/43*z + 1
*
1/4 | 0.12627217328199424293739020893829548995 | 0.023333413174483174414386068496670246621
f(z) = 224/45*z^3 - 194/45*z + 1
*
[ 1/4 ] 
f(z) = 224/57*z^3 - 185/57*z + 1
*
[ 1/4 ] 
f(z) = 224/59*z^3 - 191/59*z + 1
*
-1 | 0.12349255148019790805703291718591718988 | 0.022801008531882995710276803072921030043
f(z) = 225/41*z^3 - 184/41*z + 1
*
-1 | 0.12354253382659496524773007788501029511 | 0.022810237006742271538127001518409047714
f(z) = 225/43*z^3 - 182/43*z + 1
*
[ 1/5 ] 
f(z) = 225/43*z^3 - 181/43*z + 1
*
[ 1/5 ] 
f(z) = 225/44*z^3 - 185/44*z + 1
*
[ 1/5 ] 
f(z) = 225/46*z^3 - 193/46*z + 1
*
[ 1/5 ] 
f(z) = 225/47*z^3 - 197/47*z + 1
*
1/3 | 0.14658550629271074540620263975065554262 | 0.027064769004845003195326471410920265041
f(z) = 225/56*z^3 - 193/56*z + 1
*
-1 | 0.12357012959890871731306228189734721001 | 0.022796666678750007810987293199664950749
f(z) = 226/41*z^3 - 185/41*z + 1
*
-1 | 0.12361990992583985452380632732570192293 | 0.022805850334410901115183293884706816694
f(z) = 226/43*z^3 - 183/43*z + 1
*
-1 | 0.11010637145883563571275018509808012788 | 0.020312823637079654375658745714378598674
f(z) = 226/45*z^3 - 181/45*z + 1
*
-1 | 0.11506514430895369170539994716200408860 | 0.021210360268420325158948806687322205660
f(z) = 227/40*z^3 - 187/40*z + 1
*
-1 | 0.12364738349202102725346841713530489239 | 0.022792354416829408894322293445946093690
f(z) = 227/41*z^3 - 186/41*z + 1
*
-1 | 0.090492501614502654898342947689761496749 | 0.016680799145226939990158764609504163042
f(z) = 227/42*z^3 - 185/42*z + 1
*
-1 | 0.12369696343001665026397018097503944677 | 0.022801493660110149955265936978787105135
f(z) = 227/43*z^3 - 184/43*z + 1
*
-1 | 0.11516430471977091676277125157095149807 | 0.021228638853568149516790384547588923291
f(z) = 227/44*z^3 - 183/44*z + 1
*
-1 | 0.11018322616680092440476654365169594514 | 0.020310459232204095531233216143061356492
f(z) = 227/45*z^3 - 182/45*z + 1
*
-1 | 0.11093489536020418837065847705700006481 | 0.020449017042134339883113577087763090873
f(z) = 227/46*z^3 - 181/46*z + 1
*
-1 | 0.12372431586299056762756603605731885453 | 0.022788071402780973074871709048521977288
f(z) = 228/41*z^3 - 187/41*z + 1
*
-1 | 0.12377369702286894308986694042680677050 | 0.022797166635107872304974161905096567537
f(z) = 228/43*z^3 - 185/43*z + 1
*
-1 | 0.12387185856725080706869946389556814950 | 0.022815246446394590386393431102899691044
f(z) = 228/47*z^3 - 181/47*z + 1
*
-1 | 0.11521888937004674801715693045442727886 | 0.021204413713966445113133560679142816923
f(z) = 229/40*z^3 - 189/40*z + 1
*
-1 | 0.12380092938154638080480588381316886692 | 0.022783817298817869964364410889843539855
f(z) = 229/41*z^3 - 188/41*z + 1
*
-1 | 0.090645467650238657428524571865107564502 | 0.016682021566606969395993815389154084551
f(z) = 229/42*z^3 - 187/42*z + 1
*
-1 | 0.12385011335473095636580455776202181536 | 0.022792868916319170903792858933825539385
f(z) = 229/43*z^3 - 186/43*z + 1
*
-1 | 0.11531725783888337318510594044485372699 | 0.021222517045121826560801971349821995767
f(z) = 229/44*z^3 - 185/44*z + 1
*
-1 | 0.11033598325671731552332204710511855605 | 0.020305783620241465111316188383187015692
f(z) = 229/45*z^3 - 184/45*z + 1
*
-1 | 0.11108745719131329534623652605409792966 | 0.020444081813285650092051135218500723307
f(z) = 229/46*z^3 - 183/46*z + 1
*
-1 | 0.12394788516930544423075741267916209318 | 0.022810862441661566882785836301689838251
f(z) = 229/47*z^3 - 182/47*z + 1
*
-1 | 0.095070160808063467354180884444282831207 | 0.017496324019866555341034457170699123247
f(z) = 229/48*z^3 - 181/48*z + 1
*
-1 | 0.12387722668425034022349768296146951592 | 0.022779591772592134189346549803196376011
f(z) = 230/41*z^3 - 189/41*z + 1
*
-1 | 0.12392621504308068749659059134640877409 | 0.022788600166189844987165775160152588661
f(z) = 230/43*z^3 - 187/43*z + 1
*
-1 | 0.12402360021888213868561385678787581773 | 0.022806508175666951089992343830697555531
f(z) = 230/47*z^3 - 183/47*z + 1
*
-1 | 0.12407200107098217432121992314415079250 | 0.022815408533559969678967461934789228055
f(z) = 230/49*z^3 - 181/49*z + 1
*
-1 | 0.11537136636280277604368453456554199666 | 0.021198550441976551144541229957679320083
f(z) = 231/40*z^3 - 191/40*z + 1
*
-1 | 0.12395321037504509789776119093221238062 | 0.022775394497082996623833128850020932515
f(z) = 231/41*z^3 - 190/41*z + 1
*
-1 | 0.12400200467308163189339903583296461858 | 0.022784360052582751865275358694342163096
f(z) = 231/43*z^3 - 188/43*z + 1
*
-1 | 0.11123876971597295591125705982603939070 | 0.020439219411791143691549528431841417206
f(z) = 231/46*z^3 - 185/46*z + 1
*
-1 | 0.12409900626440950268851722444915697120 | 0.022802183306233484737172365009663674531
f(z) = 231/47*z^3 - 184/47*z + 1
*
-1 | 0.11133519276772803072944852257909421625 | 0.020456936363499694233369568664649388967
f(z) = 231/50*z^3 - 181/50*z + 1
*
-1 | 0.12402888302579074731080512109517940517 | 0.022771225150487993538982739874194538794
f(z) = 232/41*z^3 - 191/41*z + 1
*
-1 | 0.12407748479811337162397596426258970452 | 0.022780148248666996736605585144871813447
f(z) = 232/43*z^3 - 189/43*z + 1
*
-1 | 0.11056277705990464657723348580969208979 | 0.020298899968088673876344576942977838508
f(z) = 232/45*z^3 - 187/45*z + 1
*
-1 | 0.12417410582311377954392926056528732395 | 0.022797887496662140815751273404795771051
f(z) = 232/47*z^3 - 185/47*z + 1
*
-1 | 0.12422212901946066330102454040107205299 | 0.022806704370520737033032975502930233657
f(z) = 232/49*z^3 - 183/49*z + 1
*
-1 | 0.10392632485424803501812392359683360327 | 0.019080472907481869840546339246383836891
f(z) = 232/51*z^3 - 181/51*z + 1
*
-1 | 0.11552259606686081684297319059427111908 | 0.021192768506575797534276552627360203713
f(z) = 233/40*z^3 - 193/40*z + 1
*
-1 | 0.12410424717679047978082511786920808030 | 0.022767083416116772680936534667592395298
f(z) = 233/41*z^3 - 192/41*z + 1
*
-1 | 0.090948779556085786481993772787731053553 | 0.016684670330401585784631473160692402874
f(z) = 233/42*z^3 - 191/42*z + 1
*
-1 | 0.12415265794029130265984890687536758550 | 0.022775964432809868256657663476737866069
f(z) = 233/43*z^3 - 190/43*z + 1
*
-1 | 0.11561941809273171948558478336293386070 | 0.021210530631480194094495095431242708458
f(z) = 233/44*z^3 - 189/44*z + 1
*
-1 | 0.11063776067874716418764811057832402640 | 0.020296639185580396404998537852917751006
f(z) = 233/45*z^3 - 188/45*z + 1
*
-1 | 0.11138885326992528707126025157249551593 | 0.020434428085360916009620363742076712435
f(z) = 233/46*z^3 - 187/46*z + 1
*
-1 | 0.12424890138152707276440461896963728020 | 0.022793620415620412210290422965648086048
f(z) = 233/47*z^3 - 186/47*z + 1
*
-1 | 0.095370798619667283473578634692122546374 | 0.017495895402697473055929674775495597543
f(z) = 233/48*z^3 - 185/48*z + 1
*
-1 | 0.12429673795823596249650862810512238949 | 0.022802396097009634163038444437493160657
f(z) = 233/49*z^3 - 184/49*z + 1
*
-1 | 0.11148517903885710190677623784767219336 | 0.020452099171292956176098845738517333054
f(z) = 233/50*z^3 - 183/50*z + 1
*
-1 | 0.10399971497609437505290565224733291429 | 0.019078881182367150177706987986312910545
f(z) = 233/51*z^3 - 182/51*z + 1
*
-1 | 0.11581076916139091446127925783048613409 | 0.021245634230599739114851679066252572544
f(z) = 233/52*z^3 - 181/52*z + 1
*
-1 | 0.12417930533730550441430420411678057640 | 0.022762968982287517991115420573676347978
f(z) = 234/41*z^3 - 193/41*z + 1
*
-1 | 0.12422752659097576679488664123021101011 | 0.022771808288471440135565685444331089815
f(z) = 234/43*z^3 - 191/43*z + 1
*
-1 | 0.12432339539598525248816970547965604522 | 0.022789381737033358501324983399506867167
f(z) = 234/47*z^3 - 187/47*z + 1
*
-1 | 0.12437104680227581822170108968062908653 | 0.022798116586051946706936375566115872017
f(z) = 234/49*z^3 - 185/49*z + 1
*
-1 | 0.12446579303970603606743202271537818600 | 0.022815484259819764021576452446384726037
f(z) = 234/53*z^3 - 181/53*z + 1
*
-1 | 0.12425405998605949405035049534306234202 | 0.022758881542225917284918541799139424879
f(z) = 235/41*z^3 - 194/41*z + 1
*
-1 | 0.091098403228359523253132580005409386195 | 0.016685955919611609764673600146362072029
f(z) = 235/42*z^3 - 193/42*z + 1
*
-1 | 0.12430209321127084672682075564490801879 | 0.022767679504101761688337407411786756415
f(z) = 235/43*z^3 - 192/43*z + 1
*
-1 | 0.11576866569251365761182982692715175087 | 0.021204662037546906634128545273039316587
f(z) = 235/44*z^3 - 191/44*z + 1
*
-1 | 0.11153772769547285654673672171765497608 | 0.020429706139140388108145220362172620264
f(z) = 235/46*z^3 - 189/46*z + 1
*
-1 | 0.095519302725548135958188424562333497827 | 0.017495705942893666553918773192203172884
f(z) = 235/48*z^3 - 187/48*z + 1
*
-1 | 0.12444505796133808362024783022998153986 | 0.022793865512123223726692966000149220102
f(z) = 235/49*z^3 - 186/49*z + 1
*
-1 | 0.10414870247783140513692903314423442087 | 0.019076302076048292709621088073629099635
f(z) = 235/51*z^3 - 184/51*z + 1
*
-1 | 0.11595854102132558116015027004907403271 | 0.021239440378928319776098232337495095068
f(z) = 235/52*z^3 - 183/52*z + 1
*
-1 | 0.12453944086454632648617138287157926638 | 0.022811153070485250457915728503413079076
f(z) = 235/53*z^3 - 182/53*z + 1
*
-1 | 0.098163749255698206192368044834049471511 | 0.017980073579099583173763824431825495030
f(z) = 235/54*z^3 - 181/54*z + 1
*
-1 | 0.12432851357173281213938082724979868085 | 0.022754820793966599709141912079948492797
f(z) = 236/41*z^3 - 195/41*z + 1
*
-1 | 0.12437636023251307545684138559907151996 | 0.022763577773040562812334159311106852937
f(z) = 236/43*z^3 - 193/43*z + 1
*
-1 | 0.11086090322415841319272414766686258324 | 0.020289955324427997473417413847622870118
f(z) = 236/45*z^3 - 191/45*z + 1
*
-1 | 0.12447148847031576500824834067312552833 | 0.022780988308576300019453900470758361193
f(z) = 236/47*z^3 - 189/47*z + 1
*
-1 | 0.12451877381621189971316273349843515627 | 0.022789642554823895312894114641906339901
f(z) = 236/49*z^3 - 187/49*z + 1
*
-1 | 0.10422223738242076515728656427090297403 | 0.019074935155682790045764497169893843890
f(z) = 236/51*z^3 - 185/51*z + 1
*
-1 | 0.12461279617060209498882634930801916993 | 0.022806850689654054963852752011852964053
f(z) = 236/53*z^3 - 183/53*z + 1
*
-1 | 0.12465953677944354374272292040075727107 | 0.022815405237178460260098937127578505420
f(z) = 236/55*z^3 - 181/55*z + 1
*
-1 | 0.11582139420699346700474285558178434036 | 0.021181441172472136082722687615359318790
f(z) = 237/40*z^3 - 197/40*z + 1
*
-1 | 0.12440266851344676828080548046256784175 | 0.022750786440256972209575563453296058401
f(z) = 237/41*z^3 - 196/41*z + 1
*
-1 | 0.12445033005675030406314889400000565163 | 0.022759502793419401322515845476145061760
f(z) = 237/43*z^3 - 194/43*z + 1
*
-1 | 0.11591671777027107276536628729601851388 | 0.021198873965970602844844245351254368338
f(z) = 237/44*z^3 - 193/44*z + 1
*
-1 | 0.11168606449669564734231129625549719188 | 0.020425171196729083258827316030697079219
f(z) = 237/46*z^3 - 191/46*z + 1
*
-1 | 0.12454509229622028028658109125227604805 | 0.022776832931900706365878417661237785108
f(z) = 237/47*z^3 - 190/47*z + 1
*
-1 | 0.12459219671918103961020453360209172027 | 0.022785447398776518886408900227383878351
f(z) = 237/49*z^3 - 188/49*z + 1
*
-1 | 0.11177962165855673802225392770249281022 | 0.020442280950361322728859422846358345743
f(z) = 237/50*z^3 - 187/50*z + 1
*
-1 | 0.11610514001525155302170232093356663020 | 0.021233332666152595559932655007174730652
f(z) = 237/52*z^3 - 185/52*z + 1
*
-1 | 0.12468586127813580742980871341574352253 | 0.022802576793212060648718503889300880416
f(z) = 237/53*z^3 - 184/53*z + 1
*
-1 | 0.12473242497489211207963713314296924916 | 0.022811092371964754899594660969564071116
f(z) = 237/55*z^3 - 182/55*z + 1
*
-1 | 0.11619826784390798645315110587928637191 | 0.021250363903237179041325247876754777156
f(z) = 237/56*z^3 - 181/56*z + 1
*
-1 | 0.12447652720123814315860829297157846031 | 0.022746778188463386561993757493361796715
f(z) = 238/41*z^3 - 197/41*z + 1
*
-1 | 0.12452400505721096503377471364074661778 | 0.022755454268066182939837203096571636345
f(z) = 238/43*z^3 - 195/43*z + 1
*
-1 | 0.11100818206670137890613835016653102737 | 0.020285579549416437568441600125910941681
f(z) = 238/45*z^3 - 193/45*z + 1
*
-1 | 0.12461840411116151798846288830483636654 | 0.022772704703868770609749587576033153101
f(z) = 238/47*z^3 - 191/47*z + 1
*
-1 | 0.12475863847984941784537754528617957541 | 0.022798331062112087059428264696593382679
f(z) = 238/53*z^3 - 185/53*z + 1
*
-1 | 0.12480502660365940067393960591592273389 | 0.022806808004605660746036106842911143710
f(z) = 238/55*z^3 - 183/55*z + 1
*
-1 | 0.10450760088983200433685041355607549835 | 0.019097666603489736495973294658375387786
f(z) = 238/57*z^3 - 181/57*z + 1
*
-1 | 0.11596900173046274486623457964026752314 | 0.021175892184941372106559245957771899638
f(z) = 239/40*z^3 - 199/40*z + 1
*
-1 | 0.12455009199652421685242131059438611671 | 0.022742795750479570755803809223901983628
f(z) = 239/41*z^3 - 198/41*z + 1
*
-1 | 0.091394065706272297005199393928283976718 | 0.016688518939204524543637120588960721484
f(z) = 239/42*z^3 - 197/42*z + 1
*
-1 | 0.12459738757876396169381759565252977407 | 0.022751431904411986505736863770560918122
f(z) = 239/43*z^3 - 196/43*z + 1
*
-1 | 0.11606359336100592890734858638955541698 | 0.021193164577909243175445038915223378557
f(z) = 239/44*z^3 - 195/44*z + 1
*
-1 | 0.11108138370218785382698060237632709342 | 0.020283415136216915226055971960422723510
f(z) = 239/45*z^3 - 194/45*z + 1
*
-1 | 0.11183257829726605139048613796252869792 | 0.020420582961393667556674971527918487907
f(z) = 239/46*z^3 - 193/46*z + 1
*
-1 | 0.12469142622761865756969756566764401498 | 0.022768603323150184644099393210541434803
f(z) = 239/47*z^3 - 192/47*z + 1
*
-1 | 0.095813811118182132990337151457255974723 | 0.017495562639942936738210402682241447272
f(z) = 239/48*z^3 - 191/48*z + 1
*
-1 | 0.12473817293872913082244029983929614254 | 0.022777139253439355657085820628372624685
f(z) = 239/49*z^3 - 190/49*z + 1
*
-1 | 0.11192542002544897490150723341648641788 | 0.020437535822907769824035275174257476628
f(z) = 239/50*z^3 - 189/50*z + 1
*
-1 | 0.10444110189577832657412510820501209069 | 0.019070902399951639440749152770251403901
f(z) = 239/51*z^3 - 188/51*z + 1
*
-1 | 0.11625058465880186149346120884745817849 | 0.021227309112246549602659664506881089904
f(z) = 239/52*z^3 - 187/52*z + 1
*
-1 | 0.12483113004132004687572786751570487647 | 0.022794113182273070021656908620100066890
f(z) = 239/53*z^3 - 186/53*z + 1
*
-1 | 0.098455085281860615624628923958240729686 | 0.017977858219678316073913952523715840852
f(z) = 239/54*z^3 - 185/54*z + 1
*
-1 | 0.12487734391611569075821097193667744654 | 0.022802551816869541419653415969108129732
f(z) = 239/55*z^3 - 184/55*z + 1
*
-1 | 0.11634301283414387401663756712032526195 | 0.021244186459181400241360922038479801302
f(z) = 239/56*z^3 - 183/56*z + 1
*
-1 | 0.10457871160677782901718798403425768767 | 0.019096029876779448959089887828783463106
f(z) = 239/57*z^3 - 182/57*z + 1
*
-1 | 0.11211093192167589150052372489983060053 | 0.020471410219124921281454566644934280954
f(z) = 239/58*z^3 - 181/58*z + 1
*
[ 7/22 ] 
f(z) = 220/49*z^3 - 200/77*z + 1
*
[ 7/11 ] 
f(z) = 220/49*z^3 - 184/77*z + 1
*
[ 7/9 ] 
f(z) = 225/49*z^3 - 193/63*z + 1
*
[ 7/10 ] 
f(z) = 230/49*z^3 - 191/70*z + 1
*
[ 5/7 ] 
f(z) = 231/50*z^3 - 193/70*z + 1
*
[ 2/3 ] 
f(z) = 231/52*z^3 - 193/78*z + 1
*
[ 7/9 ] 
f(z) = 234/49*z^3 - 200/63*z + 1
*
[ 3/4 ] 
f(z) = 236/45*z^3 - 197/60*z + 1
*
[ 2/3 ] 
f(z) = 237/44*z^3 - 191/66*z + 1
*
[ 2/3 ] 
f(z) = 237/52*z^3 - 197/78*z + 1
*
[ 7/13 ] 
f(z) = 221/49*z^3 - 197/91*z + 1
*
[ 1/2 ] 
f(z) = 222/41*z^3 - 193/82*z + 1
*
[ 1/2 ] 
f(z) = 222/43*z^3 - 197/86*z + 1
*
[ 2/5 ] 
f(z) = 225/41*z^3 - 195/82*z + 1
*
[ 1/2 ] 
f(z) = 226/41*z^3 - 195/82*z + 1
*
[ 1/2 ] 
f(z) = 226/43*z^3 - 199/86*z + 1
*
[ 7/12 ] 
f(z) = 228/49*z^3 - 193/84*z + 1
*
[ 1/2 ] 
f(z) = 230/41*z^3 - 197/82*z + 1
*
[ 1/2 ] 
f(z) = 234/41*z^3 - 199/82*z + 1
*
[ 3/2 ] 
f(z) = 224/45*z^3 - 163/15*z + 1
*
[ 7/3 ] 
f(z) = 225/49*z^3 - 171/7*z + 1
*
[ -7/3 ] 
f(z) = 225/49*z^3 - 165/7*z + 1
*
[ 3/2 ] 
f(z) = 232/45*z^3 - 169/15*z + 1
*
[ 7/3 ] 
f(z) = 234/49*z^3 - 178/7*z + 1
*
[ -7/3 ] 
f(z) = 234/49*z^3 - 172/7*z + 1
*
[ 3/2 ] 
f(z) = 236/45*z^3 - 172/15*z + 1
*
[ 3/17 ] 
f(z) = 221/54*z^3 - 163/34*z + 1
*
[ 7/6 ] 
f(z) = 225/49*z^3 - 171/28*z + 1
*
[ 2/15 ] 
f(z) = 225/52*z^3 - 171/26*z + 1
*
-4/3 | 0.16005178234733414390725838171089826136 | 0.027217223798840909012395144114755598115
f(z) = 225/56*z^3 - 179/28*z + 1
*
-1 | 0.12309970044781972014211700847503849260 | 0.022823174086440285958605827312289758370
f(z) = 220/41*z^3 - 179/41*z + 1
*
-1 | 0.12315071806247701609484685952140543977 | 0.022832632955117971811410094687790164586
f(z) = 220/43*z^3 - 177/43*z + 1
*
-1 | 0.12325211333225147191352308572308288452 | 0.022851432041429192557263216395182375077
f(z) = 220/47*z^3 - 173/47*z + 1
*
-1 | 0.12330249552484424700119131292861540137 | 0.022860773100328754113639272121302454218
f(z) = 220/49*z^3 - 171/49*z + 1
*
-1 | 0.10300903199057268688873498256167326486 | 0.019098284244754038136673281865238889247
f(z) = 220/51*z^3 - 169/51*z + 1
*
-1 | 0.12340264009562357959917271252146924538 | 0.022879340302071681104806830534042172846
f(z) = 220/53*z^3 - 167/53*z + 1
*
-1 | 0.10315833420009752580144108802372821167 | 0.019125965468242636271001680729872619927
f(z) = 220/57*z^3 - 163/57*z + 1
*
-1 | 0.12355133957281595500209811344895667097 | 0.022906909776588500286836546745924368147
f(z) = 220/59*z^3 - 161/59*z + 1
*
-1 | 0.12317894146748025062179845394345837591 | 0.022818678924376832217378535611578225953
f(z) = 221/41*z^3 - 180/41*z + 1
*
-1 | 0.090024292952012473192702240883839325685 | 0.016676839497020190421282851110391613498
f(z) = 221/42*z^3 - 179/42*z + 1
*
-1 | 0.12322974860276459741099478233774702064 | 0.022828090855452948504925538032565414542
f(z) = 221/43*z^3 - 178/43*z + 1
*
-1 | 0.11469769978938363542115693479346531636 | 0.021247544049966318280810253451898254260
f(z) = 221/44*z^3 - 177/44*z + 1
*
-1 | 0.10971722869140156445454217795796910619 | 0.020324920673575355344715279936800905535
f(z) = 221/45*z^3 - 176/45*z + 1
*
-1 | 0.11047015505649042661103930468650043820 | 0.020464398938073972370048972253868397045
f(z) = 221/46*z^3 - 175/46*z + 1
*
-1 | 0.12333072801819178037500516451606585158 | 0.022846797111823989616880305194634793333
f(z) = 221/47*z^3 - 174/47*z + 1
*
-1 | 0.094454831253060216906579926562940638480 | 0.017497588804891561015647699885359179531
f(z) = 221/48*z^3 - 173/48*z + 1
*
-1 | 0.12338090478194813527341700010132400437 | 0.022856092267700311601284845707729926402
f(z) = 221/49*z^3 - 172/49*z + 1
*
-1 | 0.11056985699159302442424083908787967649 | 0.020482868543496307179919704785981780368
f(z) = 221/50*z^3 - 171/50*z + 1
*
-1 | 0.12348064336139196605457068319743758975 | 0.022874568661421417521739661030697619161
f(z) = 221/53*z^3 - 168/53*z + 1
*
-1 | 0.097106277878276603219209120919119271220 | 0.017988764557054589175485120715141027539
f(z) = 221/54*z^3 - 167/54*z + 1
*
-1 | 0.12353020944845810010103080087463926168 | 0.022883750690531469724486154687734934186
f(z) = 221/55*z^3 - 166/55*z + 1
*
-1 | 0.11499754500949104728283679085380930432 | 0.021303089841504447926317062503681358939
f(z) = 221/56*z^3 - 165/56*z + 1
*
-1 | 0.10323593779563828259567485705436297495 | 0.019124273109925412811906800731681554036
f(z) = 221/57*z^3 - 164/57*z + 1
*
-1 | 0.11076877869182409074073239902747720420 | 0.020519718433214365750587002525718646001
f(z) = 221/58*z^3 - 163/58*z + 1
*
-1 | 0.12362874564289065897985867469986487439 | 0.022902004344576549607682919539175546518
f(z) = 221/59*z^3 - 162/59*z + 1
*
-1 | 0.12330844260792913605811817526522113204 | 0.022823580586482662649870149760537158337
f(z) = 222/43*z^3 - 179/43*z + 1
*
-1 | 0.12340900957633417935581647991616947196 | 0.022842194869975228359453276825774472663
f(z) = 222/47*z^3 - 175/47*z + 1
*
-1 | 0.12345898258534252967325343511900673267 | 0.022851444544807937385912500648079789593
f(z) = 222/49*z^3 - 173/49*z + 1
*
-1 | 0.12355831846451630207625532957925389736 | 0.022869830961792056451043872485084468113
f(z) = 222/53*z^3 - 169/53*z + 1
*
-1 | 0.12360768555637261932880034342530694621 | 0.022878968485350646072955816679954511367
f(z) = 222/55*z^3 - 167/55*z + 1
*
-1 | 0.12370582834993093103368253994297024804 | 0.022897134070045303641801562256482048295
f(z) = 222/59*z^3 - 163/59*z + 1
*
-1 | 0.12338680293747860637506622880257303277 | 0.022819101769382112273153302671236092716
f(z) = 223/43*z^3 - 180/43*z + 1
*
-1 | 0.11485454749855186728607970978076912056 | 0.021241150152612456306939939019167215343
f(z) = 223/44*z^3 - 179/44*z + 1
*
-1 | 0.10987387060835644870513141918716137292 | 0.020320025930799457045471120230856453645
f(z) = 223/45*z^3 - 178/45*z + 1
*
-1 | 0.11062659200795476416400518361358886306 | 0.020459233899662457543823194323074823728
f(z) = 223/46*z^3 - 177/46*z + 1
*
-1 | 0.12348696082435007309520093178117424186 | 0.022837624925498608404442259646236269945
f(z) = 223/47*z^3 - 176/47*z + 1
*
-1 | 0.094609827111208175108868084491286113618 | 0.017497100353011410004032053575167061172
f(z) = 223/48*z^3 - 175/48*z + 1
*
-1 | 0.12353673173224571594788182170065820215 | 0.022846829535597799506856439037061272752
f(z) = 223/49*z^3 - 174/49*z + 1
*
-1 | 0.11072548221860766849776596397016549247 | 0.020477522612289428638063619176412015498
f(z) = 223/50*z^3 - 173/50*z + 1
*
-1 | 0.10324162813149181945031077206335025051 | 0.019093461886381519110257819808145255313
f(z) = 223/51*z^3 - 172/51*z + 1
*
-1 | 0.11505363647255517214543103328002925689 | 0.021277969581034191857099923682890594449
f(z) = 223/52*z^3 - 171/52*z + 1
*
-1 | 0.12363566816219935759253935119728258425 | 0.022865126796002183788421335274675013981
f(z) = 223/53*z^3 - 170/53*z + 1
*
-1 | 0.097261756237150283124561629617307844394 | 0.017987546974281959673266385687039415939
f(z) = 223/54*z^3 - 169/54*z + 1
*
-1 | 0.12368483785702768744719878980994389570 | 0.022874220218017710470791622461494799365
f(z) = 223/55*z^3 - 168/55*z + 1
*
-1 | 0.11515197637151070818091799825463388413 | 0.021296156519254758307835954203398444148
f(z) = 223/56*z^3 - 167/56*z + 1
*
-1 | 0.10339017286963447755674967164218945941 | 0.019120933685765940370621112888605294677
f(z) = 223/57*z^3 - 166/57*z + 1
*
-1 | 0.11092281823051111957511623549432981356 | 0.020514017848661430132316621881819906594
f(z) = 223/58*z^3 - 165/58*z + 1
*
-1 | 0.12378259039323169908828361901887354199 | 0.022892298529626001612461992303741270393
f(z) = 223/59*z^3 - 164/59*z + 1
*
-1 | 0.10995169639470775474157853112012390075 | 0.020317606757932327171408125287305281117
f(z) = 224/45*z^3 - 179/45*z + 1
*
-1 | 0.12356458454423839071708624023033246837 | 0.022833086894491576103587300633070977138
f(z) = 224/47*z^3 - 177/47*z + 1
*
-1 | 0.10331885249018460746078595667657299214 | 0.019091945685318478535499261854161211139
f(z) = 224/51*z^3 - 173/51*z + 1
*
[ 1/4 ] 
f(z) = 224/51*z^3 - 167/51*z + 1
*
[ 1/4 ] 
f(z) = 224/53*z^3 - 173/53*z + 1
*
-1 | 0.12371269517695326862997715042354902037 | 0.022860455763648144015100297974421037506
f(z) = 224/53*z^3 - 171/53*z + 1
*
[ 1/4 ] 
f(z) = 224/55*z^3 - 179/55*z + 1
*
-1 | 0.12376166905367404316653764031840015152 | 0.022869505482763455879768617710604077749
f(z) = 224/55*z^3 - 169/55*z + 1
*
-1 | 0.10346680975067611963965418872119709237 | 0.019119286213334126271703156219765772025
f(z) = 224/57*z^3 - 167/57*z + 1
*
-1 | 0.12385903443832972533571207358176759178 | 0.022887497307011146029086742912618535788
f(z) = 224/59*z^3 - 165/59*z + 1
*
[ 1/5 ] 
f(z) = 225/41*z^3 - 173/41*z + 1
*
-1 | 0.11078106337693542561822919200733623805 | 0.020454026910551022450821665005130970620
f(z) = 225/46*z^3 - 179/46*z + 1
*
-1 | 0.12364188348292636634369917187055694798 | 0.022828580399396322883244878001733524817
f(z) = 225/47*z^3 - 178/47*z + 1
*
-1 | 0.12369125506934848758561882182899524837 | 0.022837696106779078637375239947522652670
f(z) = 225/49*z^3 - 176/49*z + 1
*
[ 13/15 ] 
f(z) = 225/52*z^3 - 177/52*z + 1
*
-1 | 0.11520756668051932185779527304095758329 | 0.021271312960451843051851972034807049792
f(z) = 225/52*z^3 - 173/52*z + 1
*
-1 | 0.12378940219718038858678236936097338289 | 0.022855817470960576066991333419775301204
f(z) = 225/53*z^3 - 172/53*z + 1
*
-1 | 0.11107558266281493535459025261516391734 | 0.020508405386577729180457020999294666085
f(z) = 225/58*z^3 - 167/58*z + 1
*
-1 | 0.12393516311756566799723476466992093860 | 0.022882729992804881779177934148526030345
f(z) = 225/59*z^3 - 166/59*z + 1
*
-1 | 0.12371886035285770276991257977473659033 | 0.022824105068866288355402720443110882419
f(z) = 226/47*z^3 - 179/47*z + 1
*
-1 | 0.12376803467965108289654759628665941939 | 0.022833176927418992442031920610667044561
f(z) = 226/49*z^3 - 177/49*z + 1
*
-1 | 0.10347233916521088049340810798076964631 | 0.019088953245224351718818851959620903362
f(z) = 226/51*z^3 - 175/51*z + 1
*
-1 | 0.12386579187774200852286044859190002300 | 0.022851211530664622192929087695964245408
f(z) = 226/53*z^3 - 173/53*z + 1
*
-1 | 0.12391437877950566869836720529504835561 | 0.022860175018912587206066570912141098484
f(z) = 226/55*z^3 - 171/55*z + 1
*
-1 | 0.10361913545523108955297354241554246478 | 0.019116034758403386013247531792777156341
f(z) = 226/57*z^3 - 169/57*z + 1
*
-1 | 0.12401097903063446695563334571914515489 | 0.022877996184377207759396685897700206576
f(z) = 226/59*z^3 - 167/59*z + 1
*
-1 | 0.12379551783256843579908102895802299942 | 0.022819660537636063195707361835835644243
f(z) = 227/47*z^3 - 180/47*z + 1
*
-1 | 0.094917987207154369202251218141807270957 | 0.017496564374102965363600366286995676301
f(z) = 227/48*z^3 - 179/48*z + 1
*
-1 | 0.12384449647481945537554501409684847573 | 0.022828688941970331788926432932319637107
f(z) = 227/49*z^3 - 178/49*z + 1
*
-1 | 0.11103350529397884432194151053731567651 | 0.020467194155924677951786024748852309175
f(z) = 227/50*z^3 - 177/50*z + 1
*
-1 | 0.10354860679581331942782705533475687588 | 0.019087476651791713108496841025571498763
f(z) = 227/51*z^3 - 176/51*z + 1
*
-1 | 0.11536022438821126006168538918967411910 | 0.021264753410902136038275165329697672094
f(z) = 227/52*z^3 - 175/52*z + 1
*
-1 | 0.12394186684051524976920618523491289353 | 0.022846637561843699717145878032383953190
f(z) = 227/53*z^3 - 174/53*z + 1
*
-1 | 0.097567567177868736832147832545728194026 | 0.017984970711889735706187390703898023314
f(z) = 227/54*z^3 - 173/54*z + 1
*
-1 | 0.12399026254843030887866152838321325338 | 0.022855558511854134539601249453086058723
f(z) = 227/55*z^3 - 172/55*z + 1
*
-1 | 0.11545701629053772277509601772354074181 | 0.021282595400600577444549644124328622641
f(z) = 227/56*z^3 - 171/56*z + 1
*
-1 | 0.10369379586558209596506927192299620144 | 0.019114239860540350074410232447756569616
f(z) = 227/57*z^3 - 170/57*z + 1
*
-1 | 0.11122644085147814085533600809106759514 | 0.020502758641657740825612522133418032173
f(z) = 227/58*z^3 - 169/58*z + 1
*
-1 | 0.12408648474512434370020755679627115403 | 0.022873295485721906157611981940020942595
f(z) = 227/59*z^3 - 168/59*z + 1
*
-1 | 0.12392064308119184107588674471552212187 | 0.022824231785931802481669994242319144847
f(z) = 228/49*z^3 - 179/49*z + 1
*
-1 | 0.12401762967493842333523658981269317147 | 0.022842095189806729395495192739328879905
f(z) = 228/53*z^3 - 175/53*z + 1
*
-1 | 0.12406583569391521843835856549686547156 | 0.022850973979677780283780741757755483455
f(z) = 228/55*z^3 - 173/55*z + 1
*
-1 | 0.12416168279704469761857155484624343293 | 0.022868627507318078436796862902090512992
f(z) = 228/59*z^3 - 169/59*z + 1
*
-1 | 0.12399647709261563519499859207895546602 | 0.022819805100722594776896720477828949994
f(z) = 229/49*z^3 - 180/49*z + 1
*
-1 | 0.11118529367560891725164694481229232963 | 0.020462087240179338488928590734562363404
f(z) = 229/50*z^3 - 179/50*z + 1
*
-1 | 0.10370123729893704852762412010237724941 | 0.019084752078060906688106013241681333967
f(z) = 229/51*z^3 - 178/51*z + 1
*
-1 | 0.11551163051557728169318705369456393943 | 0.021258288598500296757616792285388087615
f(z) = 229/52*z^3 - 177/52*z + 1
*
-1 | 0.12409308293854514206102800117868208848 | 0.022837584045958717683803572841376207158
f(z) = 229/53*z^3 - 176/53*z + 1
*
-1 | 0.097717941831677732304755412842484108663 | 0.017983610822887087284905854956309776585
f(z) = 229/54*z^3 - 175/54*z + 1
*
-1 | 0.12414110075572032423995965315215815887 | 0.022846421048871964506663483490272113596
f(z) = 229/55*z^3 - 174/55*z + 1
*
-1 | 0.11560766662553158789273621389219098203 | 0.021275962691854996949529008811946515014
f(z) = 229/56*z^3 - 173/56*z + 1
*
-1 | 0.10384425903649426963895635401490849221 | 0.019111073214376616156688858085706595235
f(z) = 229/57*z^3 - 172/57*z + 1
*
-1 | 0.11137736970056985272450593856150266373 | 0.020497436127155024226484126976812015186
f(z) = 229/58*z^3 - 171/58*z + 1
*
-1 | 0.12423657569134317253855987374496596389 | 0.022863991865995180858866517591468475371
f(z) = 229/59*z^3 - 170/59*z + 1
*
-1 | 0.10377657167449232900783531393015028817 | 0.019083313386807028587896412272030129367
f(z) = 230/51*z^3 - 179/51*z + 1
*
-1 | 0.12416822915748746321152282809057165589 | 0.022833103767674593726302492635473850400
f(z) = 230/53*z^3 - 177/53*z + 1
*
-1 | 0.10391903319427498915851616562672560467 | 0.019109510415516944411533331244766941835
f(z) = 230/57*z^3 - 173/57*z + 1
*
-1 | 0.12431116590241215955994969990383749071 | 0.022859388184801456028419067107831215184
f(z) = 230/59*z^3 - 171/59*z + 1
*
-1 | 0.11566180546968565128536327031437916790 | 0.021251916266198637416436897281038780977
f(z) = 231/52*z^3 - 179/52*z + 1
*
-1 | 0.12424307082704833123113301093009644369 | 0.022828653998176205228309722787801365195
f(z) = 231/53*z^3 - 178/53*z + 1
*
-1 | 0.11152578063940840771912550186222029595 | 0.020491955335180591603604082411120753946
f(z) = 231/58*z^3 - 173/58*z + 1
*
-1 | 0.12438545587458499460941124849381561967 | 0.022854816092875660439044820209736814741
f(z) = 231/59*z^3 - 172/59*z + 1
*
-1 | 0.12431761041214358265978982156152510168 | 0.022824234386412380605846933718590305074
f(z) = 232/53*z^3 - 179/53*z + 1
*
-1 | 0.12436507237316431467883425563163748699 | 0.022832948219627036239593573038128621413
f(z) = 232/55*z^3 - 177/55*z + 1
*
-1 | 0.10406767896038959746661098071739796970 | 0.019106424976857727824483230625315089528
f(z) = 232/57*z^3 - 175/57*z + 1
*
-1 | 0.12445944802262210179367372046074189711 | 0.022850275225321991374313439785615099212
f(z) = 232/59*z^3 - 173/59*z + 1
*
-1 | 0.12439185034781376774577710268266760531 | 0.022819844586941967911088429656854776966
f(z) = 233/53*z^3 - 180/53*z + 1
*
-1 | 0.098016991544398437732104636795100163104 | 0.017981342890781178258163460044398763192
f(z) = 233/54*z^3 - 179/54*z + 1
*
-1 | 0.12443912988336106793616043265076699781 | 0.022828518078415206944457210520905155366
f(z) = 233/55*z^3 - 178/55*z + 1
*
-1 | 0.11590532868726041408888043305862917683 | 0.021262981296975256092395592579500017078
f(z) = 233/56*z^3 - 177/56*z + 1
*
-1 | 0.10414258901829089706847851439165285839 | 0.019105091608768208398702988571537645482
f(z) = 233/57*z^3 - 176/57*z + 1
*
-1 | 0.11167364958964639026759960529923385067 | 0.020486674335712499699499819682921515541
f(z) = 233/58*z^3 - 175/58*z + 1
*
-1 | 0.12453314473218732650628012970452191955 | 0.022845765223088119757356125695585009875
f(z) = 233/59*z^3 - 174/59*z + 1
*
-1 | 0.12451289155214002385375705093119290689 | 0.022824117759376993948490207466742622325
f(z) = 234/55*z^3 - 179/55*z + 1
*
-1 | 0.12460654836031469535380655188674553982 | 0.022841285732846238662496231942588416184
f(z) = 234/59*z^3 - 175/59*z + 1
*
-1 | 0.11605237921715472706916799403806548090 | 0.021256628166460182608903381000780258911
f(z) = 235/56*z^3 - 179/56*z + 1
*
-1 | 0.10428946088364574846466918768959732419 | 0.019102083961037488363417127896019516617
f(z) = 235/57*z^3 - 178/57*z + 1
*
-1 | 0.11182034344786487558883226139464171505 | 0.020481471195601147968919922453609020810
f(z) = 235/58*z^3 - 177/58*z + 1
*
-1 | 0.12467966123586583329969693993423684653 | 0.022836836406877040204763802553738269970
f(z) = 235/59*z^3 - 176/59*z + 1
*
-1 | 0.10436246096875360174753749169095447119 | 0.019100599120339216605427546823993974572
f(z) = 236/57*z^3 - 179/57*z + 1
*
-1 | 0.11196653293656412491182482016477733082 | 0.020476463324582354140301769841919262197
f(z) = 237/58*z^3 - 179/58*z + 1
*
-1 | 0.12482502390650479681665693916578718366 | 0.022828026884245642476668270664882422271
f(z) = 237/59*z^3 - 178/59*z + 1
*
-1 | 0.12489727822244425478744916446198368740 | 0.022823666019182443429116876567281677334
f(z) = 238/59*z^3 - 179/59*z + 1
*
-1 | 0.12496925082836367828884453082490176078 | 0.022819333981377067923846535420840999647
f(z) = 239/59*z^3 - 180/59*z + 1
*
[ 12/17 ] 
f(z) = 221/54*z^3 - 167/68*z + 1
*
[ 14/45 ] 
f(z) = 225/56*z^3 - 164/63*z + 1
*
-4/5 | 0.095709202656165528815269853226270857940 | 0.013539239705489743422010878042757396735
f(z) = 235/48*z^3 - 173/60*z + 1
*
[ -3/2 ] 
f(z) = 224/45*z^3 - 143/15*z + 1
*
[ -3/2 ] 
f(z) = 232/45*z^3 - 149/15*z + 1
*
[ -3/2 ] 
f(z) = 236/45*z^3 - 152/15*z + 1
*
[ 2/15 ] 
f(z) = 225/44*z^3 - 145/22*z + 1
*
[ -4/3 ] 
f(z) = 225/56*z^3 - 151/28*z + 1
*
[ -1 ] 
f(z) = 221/40*z^3 - 141/40*z + 1
*
[ -1 ] 
f(z) = 223/40*z^3 - 143/40*z + 1
*
[ -1 ] 
f(z) = 223/41*z^3 - 141/41*z + 1
*
[ -1 ] 
f(z) = 224/41*z^3 - 142/41*z + 1
*
[ 1/4 ] 
f(z) = 224/43*z^3 - 143/43*z + 1
*
[ 1/4 ] 
f(z) = 224/45*z^3 - 149/45*z + 1
*
[ 1/4 ] 
f(z) = 224/47*z^3 - 155/47*z + 1
*
[ 3/4 ] 
f(z) = 224/51*z^3 - 143/51*z + 1
*
[ 3/4 ] 
f(z) = 224/57*z^3 - 145/57*z + 1
*
[ -1 ] 
f(z) = 225/41*z^3 - 143/41*z + 1
*
[ 4/5 ] 
f(z) = 225/44*z^3 - 155/44*z + 1
*
[ 4/15 ] 
f(z) = 225/52*z^3 - 159/52*z + 1
*
[ 1/3 ] 
f(z) = 225/58*z^3 - 141/58*z + 1
*
[ 1/3 ] 
f(z) = 225/59*z^3 - 143/59*z + 1
*
[ -1 ] 
f(z) = 226/41*z^3 - 144/41*z + 1
*
[ -1 ] 
f(z) = 227/40*z^3 - 147/40*z + 1
*
[ -1 ] 
f(z) = 227/41*z^3 - 145/41*z + 1
*
[ -1 ] 
f(z) = 227/42*z^3 - 143/42*z + 1
*
[ -1 ] 
f(z) = 227/43*z^3 - 141/43*z + 1
*
[ -1 ] 
f(z) = 228/41*z^3 - 146/41*z + 1
*
[ -1 ] 
f(z) = 228/43*z^3 - 142/43*z + 1
*
[ -1 ] 
f(z) = 229/40*z^3 - 149/40*z + 1
*
[ -1 ] 
f(z) = 229/41*z^3 - 147/41*z + 1
*
[ -1 ] 
f(z) = 229/42*z^3 - 145/42*z + 1
*
[ -1 ] 
f(z) = 229/43*z^3 - 143/43*z + 1
*
[ -1 ] 
f(z) = 229/44*z^3 - 141/44*z + 1
*
[ -1 ] 
f(z) = 230/41*z^3 - 148/41*z + 1
*
[ -1 ] 
f(z) = 230/43*z^3 - 144/43*z + 1
*
[ -1 ] 
f(z) = 231/40*z^3 - 151/40*z + 1
*
[ -10/11 ] 
f(z) = 231/40*z^3 - 147/55*z + 1
*
[ -1 ] 
f(z) = 231/41*z^3 - 149/41*z + 1
*
[ -1 ] 
f(z) = 231/43*z^3 - 145/43*z + 1
*
[ -1 ] 
f(z) = 232/41*z^3 - 150/41*z + 1
*
[ -1 ] 
f(z) = 232/43*z^3 - 146/43*z + 1
*
[ -1 ] 
f(z) = 232/45*z^3 - 142/45*z + 1
*
[ -1 ] 
f(z) = 233/40*z^3 - 153/40*z + 1
*
[ -1 ] 
f(z) = 233/41*z^3 - 151/41*z + 1
*
[ -1 ] 
f(z) = 233/42*z^3 - 149/42*z + 1
*
[ -1 ] 
f(z) = 233/43*z^3 - 147/43*z + 1
*
[ -1 ] 
f(z) = 233/44*z^3 - 145/44*z + 1
*
[ -1 ] 
f(z) = 233/45*z^3 - 143/45*z + 1
*
[ -1 ] 
f(z) = 233/46*z^3 - 141/46*z + 1
*
[ -1 ] 
f(z) = 234/41*z^3 - 152/41*z + 1
*
[ -1 ] 
f(z) = 234/43*z^3 - 148/43*z + 1
*
[ 1/3 ] 
f(z) = 234/59*z^3 - 144/59*z + 1
*
[ -1 ] 
f(z) = 235/41*z^3 - 153/41*z + 1
*
[ -1 ] 
f(z) = 235/42*z^3 - 151/42*z + 1
*
[ -1 ] 
f(z) = 235/43*z^3 - 149/43*z + 1
*
[ -1 ] 
f(z) = 235/44*z^3 - 147/44*z + 1
*
[ -1 ] 
f(z) = 235/46*z^3 - 143/46*z + 1
*
[ -1 ] 
f(z) = 236/41*z^3 - 154/41*z + 1
*
[ -1 ] 
f(z) = 236/43*z^3 - 150/43*z + 1
*
[ -1 ] 
f(z) = 236/45*z^3 - 146/45*z + 1
*
[ -1 ] 
f(z) = 236/47*z^3 - 142/47*z + 1
*
[ -1 ] 
f(z) = 237/40*z^3 - 157/40*z + 1
*
[ -1 ] 
f(z) = 237/41*z^3 - 155/41*z + 1
*
[ -1 ] 
f(z) = 237/43*z^3 - 151/43*z + 1
*
[ -1 ] 
f(z) = 237/44*z^3 - 149/44*z + 1
*
[ -1 ] 
f(z) = 237/46*z^3 - 145/46*z + 1
*
[ -1 ] 
f(z) = 237/47*z^3 - 143/47*z + 1
*
[ -1 ] 
f(z) = 238/41*z^3 - 156/41*z + 1
*
[ -1 ] 
f(z) = 238/43*z^3 - 152/43*z + 1
*
[ -1 ] 
f(z) = 238/45*z^3 - 148/45*z + 1
*
[ -1 ] 
f(z) = 238/47*z^3 - 144/47*z + 1
*
[ -1 ] 
f(z) = 239/40*z^3 - 159/40*z + 1
*
[ 2/3 ] 
f(z) = 239/40*z^3 - 142/45*z + 1
*
[ -1 ] 
f(z) = 239/41*z^3 - 157/41*z + 1
*
[ -1 ] 
f(z) = 239/42*z^3 - 155/42*z + 1
*
[ -1 ] 
f(z) = 239/43*z^3 - 153/43*z + 1
*
[ -1 ] 
f(z) = 239/44*z^3 - 151/44*z + 1
*
[ -1 ] 
f(z) = 239/45*z^3 - 149/45*z + 1
*
[ -1 ] 
f(z) = 239/46*z^3 - 147/46*z + 1
*
[ -1 ] 
f(z) = 239/47*z^3 - 145/47*z + 1
*
[ -1 ] 
f(z) = 239/48*z^3 - 143/48*z + 1
*
[ -1 ] 
f(z) = 239/49*z^3 - 141/49*z + 1
*
[ 2/3 ] 
f(z) = 221/56*z^3 - 142/63*z + 1
*
[ 2/3 ] 
f(z) = 223/56*z^3 - 143/63*z + 1
*
[ 2/3 ] 
f(z) = 227/56*z^3 - 145/63*z + 1
*
[ 2/3 ] 
f(z) = 229/56*z^3 - 146/63*z + 1
*
[ 2/3 ] 
f(z) = 233/56*z^3 - 148/63*z + 1
*
[ 2/3 ] 
f(z) = 235/56*z^3 - 149/63*z + 1
*
[ 2/3 ] 
f(z) = 239/56*z^3 - 151/63*z + 1
*
-2 | 0.11404800098551009005241138173269541790 | 0.016588240155058806829105894298558921309
f(z) = 235/56*z^3 - 121/7*z + 1
*
-2 | 0.11441438482581994918243469606018254900 | 0.016641530551027823697482156026210687841
f(z) = 237/40*z^3 - 121/5*z + 1
*
-2 | 0.11421138233645617954003558475515870415 | 0.016592141077644856502055023041454776915
f(z) = 237/56*z^3 - 122/7*z + 1
*
-2 | 0.11457398651694808402028749838805947419 | 0.016644818661918740687293420005804109269
f(z) = 239/40*z^3 - 122/5*z + 1
*
-2 | 0.11437331364217162330993418329894108040 | 0.016595984075556448667951749188327703132
f(z) = 239/56*z^3 - 123/7*z + 1
*
[ -7/6 ] 
f(z) = 225/49*z^3 - 123/28*z + 1
*
-6/5 | 0.19547116408157118087093559273431353371 | 0.028297349310610494623557658376999953843
f(z) = 225/56*z^3 - 125/21*z + 1
*
[ 7/6 ] 
f(z) = 228/49*z^3 - 130/21*z + 1
*
[ -6/5 ] 
f(z) = 235/54*z^3 - 133/30*z + 1
*
[ -1 ] 
f(z) = 220/41*z^3 - 138/41*z + 1
*
[ -1 ] 
f(z) = 220/43*z^3 - 134/43*z + 1
*
[ -1 ] 
f(z) = 220/47*z^3 - 126/47*z + 1
*
[ -1 ] 
f(z) = 220/49*z^3 - 122/49*z + 1
*
[ 2/3 ] 
f(z) = 221/40*z^3 - 133/45*z + 1
*
[ -1 ] 
f(z) = 221/41*z^3 - 139/41*z + 1
*
[ -1 ] 
f(z) = 221/42*z^3 - 137/42*z + 1
*
[ -1 ] 
f(z) = 221/43*z^3 - 135/43*z + 1
*
[ -1 ] 
f(z) = 221/44*z^3 - 133/44*z + 1
*
[ -1 ] 
f(z) = 221/45*z^3 - 131/45*z + 1
*
[ -1 ] 
f(z) = 221/46*z^3 - 129/46*z + 1
*
[ -1 ] 
f(z) = 221/47*z^3 - 127/47*z + 1
*
[ -1 ] 
f(z) = 221/48*z^3 - 125/48*z + 1
*
[ -1 ] 
f(z) = 221/49*z^3 - 123/49*z + 1
*
[ -1 ] 
f(z) = 221/50*z^3 - 121/50*z + 1
*
[ -1 ] 
f(z) = 222/41*z^3 - 140/41*z + 1
*
[ -1 ] 
f(z) = 222/43*z^3 - 136/43*z + 1
*
[ -1 ] 
f(z) = 222/47*z^3 - 128/47*z + 1
*
[ -1 ] 
f(z) = 222/49*z^3 - 124/49*z + 1
*
[ 2/3 ] 
f(z) = 223/40*z^3 - 134/45*z + 1
*
[ -1 ] 
f(z) = 223/42*z^3 - 139/42*z + 1
*
[ -1 ] 
f(z) = 223/43*z^3 - 137/43*z + 1
*
[ -1 ] 
f(z) = 223/44*z^3 - 135/44*z + 1
*
[ -1 ] 
f(z) = 223/45*z^3 - 133/45*z + 1
*
[ -1 ] 
f(z) = 223/46*z^3 - 131/46*z + 1
*
[ -1 ] 
f(z) = 223/47*z^3 - 129/47*z + 1
*
[ -1 ] 
f(z) = 223/48*z^3 - 127/48*z + 1
*
[ -1 ] 
f(z) = 223/49*z^3 - 125/49*z + 1
*
[ -1 ] 
f(z) = 223/50*z^3 - 123/50*z + 1
*
[ -1 ] 
f(z) = 223/51*z^3 - 121/51*z + 1
*
[ 1/4 ] 
f(z) = 224/41*z^3 - 137/41*z + 1
*
[ -1 ] 
f(z) = 224/43*z^3 - 138/43*z + 1
*
[ -1 ] 
f(z) = 224/45*z^3 - 134/45*z + 1
*
[ -1 ] 
f(z) = 224/47*z^3 - 130/47*z + 1
*
[ -1 ] 
f(z) = 224/51*z^3 - 122/51*z + 1
*
[ -1 ] 
f(z) = 225/43*z^3 - 139/43*z + 1
*
[ -1 ] 
f(z) = 225/46*z^3 - 133/46*z + 1
*
[ 2/3 ] 
f(z) = 225/46*z^3 - 123/46*z + 1
*
[ -1 ] 
f(z) = 225/47*z^3 - 131/47*z + 1
*
[ -1 ] 
f(z) = 225/49*z^3 - 127/49*z + 1
*
[ 1/3 ] 
f(z) = 225/49*z^3 - 123/49*z + 1
*
[ -1 ] 
f(z) = 225/52*z^3 - 121/52*z + 1
*
[ 1/3 ] 
f(z) = 225/53*z^3 - 131/53*z + 1
*
[ 1/3 ] 
f(z) = 225/56*z^3 - 137/56*z + 1
*
[ 2/3 ] 
f(z) = 225/58*z^3 - 129/58*z + 1
*
[ 2/5 ] 
f(z) = 225/58*z^3 - 123/58*z + 1
*
[ -1 ] 
f(z) = 226/43*z^3 - 140/43*z + 1
*
[ -1 ] 
f(z) = 226/45*z^3 - 136/45*z + 1
*
[ -1 ] 
f(z) = 226/47*z^3 - 132/47*z + 1
*
[ -1 ] 
f(z) = 226/49*z^3 - 128/49*z + 1
*
[ -1 ] 
f(z) = 226/51*z^3 - 124/51*z + 1
*
[ 2/3 ] 
f(z) = 227/40*z^3 - 136/45*z + 1
*
[ -1 ] 
f(z) = 227/44*z^3 - 139/44*z + 1
*
[ -1 ] 
f(z) = 227/45*z^3 - 137/45*z + 1
*
[ -1 ] 
f(z) = 227/46*z^3 - 135/46*z + 1
*
[ -1 ] 
f(z) = 227/47*z^3 - 133/47*z + 1
*
[ -1 ] 
f(z) = 227/48*z^3 - 131/48*z + 1
*
[ -1 ] 
f(z) = 227/49*z^3 - 129/49*z + 1
*
[ -1 ] 
f(z) = 227/50*z^3 - 127/50*z + 1
*
[ -1 ] 
f(z) = 227/51*z^3 - 125/51*z + 1
*
[ -1 ] 
f(z) = 227/52*z^3 - 123/52*z + 1
*
[ -1 ] 
f(z) = 227/53*z^3 - 121/53*z + 1
*
[ -1 ] 
f(z) = 228/47*z^3 - 134/47*z + 1
*
[ -1 ] 
f(z) = 228/49*z^3 - 130/49*z + 1
*
[ -1 ] 
f(z) = 228/53*z^3 - 122/53*z + 1
*
[ 2/3 ] 
f(z) = 229/40*z^3 - 137/45*z + 1
*
[ -1 ] 
f(z) = 229/45*z^3 - 139/45*z + 1
*
[ -1 ] 
f(z) = 229/46*z^3 - 137/46*z + 1
*
[ -1 ] 
f(z) = 229/47*z^3 - 135/47*z + 1
*
[ -1 ] 
f(z) = 229/48*z^3 - 133/48*z + 1
*
[ -1 ] 
f(z) = 229/49*z^3 - 131/49*z + 1
*
[ -1 ] 
f(z) = 229/50*z^3 - 129/50*z + 1
*
[ -1 ] 
f(z) = 229/51*z^3 - 127/51*z + 1
*
[ -1 ] 
f(z) = 229/52*z^3 - 125/52*z + 1
*
[ -1 ] 
f(z) = 229/53*z^3 - 123/53*z + 1
*
[ -1 ] 
f(z) = 229/54*z^3 - 121/54*z + 1
*
[ -1 ] 
f(z) = 230/47*z^3 - 136/47*z + 1
*
[ -1 ] 
f(z) = 230/49*z^3 - 132/49*z + 1
*
[ -1 ] 
f(z) = 230/51*z^3 - 128/51*z + 1
*
[ -1 ] 
f(z) = 230/53*z^3 - 124/53*z + 1
*
[ -1 ] 
f(z) = 231/46*z^3 - 139/46*z + 1
*
[ -1 ] 
f(z) = 231/47*z^3 - 137/47*z + 1
*
[ -1 ] 
f(z) = 231/50*z^3 - 131/50*z + 1
*
[ -1 ] 
f(z) = 231/52*z^3 - 127/52*z + 1
*
[ -1 ] 
f(z) = 231/53*z^3 - 125/53*z + 1
*
[ -1 ] 
f(z) = 232/47*z^3 - 138/47*z + 1
*
[ -1 ] 
f(z) = 232/49*z^3 - 134/49*z + 1
*
[ -1 ] 
f(z) = 232/51*z^3 - 130/51*z + 1
*
[ -1 ] 
f(z) = 232/53*z^3 - 126/53*z + 1
*
[ -1 ] 
f(z) = 232/55*z^3 - 122/55*z + 1
*
[ 2/3 ] 
f(z) = 233/40*z^3 - 139/45*z + 1
*
[ -1 ] 
f(z) = 233/47*z^3 - 139/47*z + 1
*
[ -1 ] 
f(z) = 233/48*z^3 - 137/48*z + 1
*
[ -1 ] 
f(z) = 233/49*z^3 - 135/49*z + 1
*
[ -1 ] 
f(z) = 233/50*z^3 - 133/50*z + 1
*
[ -1 ] 
f(z) = 233/51*z^3 - 131/51*z + 1
*
[ -1 ] 
f(z) = 233/52*z^3 - 129/52*z + 1
*
[ -1 ] 
f(z) = 233/53*z^3 - 127/53*z + 1
*
[ -1 ] 
f(z) = 233/54*z^3 - 125/54*z + 1
*
[ -1 ] 
f(z) = 233/55*z^3 - 123/55*z + 1
*
[ -1 ] 
f(z) = 233/56*z^3 - 121/56*z + 1
*
[ -1 ] 
f(z) = 234/47*z^3 - 140/47*z + 1
*
[ -1 ] 
f(z) = 234/49*z^3 - 136/49*z + 1
*
[ 7/12 ] 
f(z) = 234/49*z^3 - 131/56*z + 1
*
[ 1/3 ] 
f(z) = 234/49*z^3 - 124/49*z + 1
*
[ 1/3 ] 
f(z) = 234/53*z^3 - 132/53*z + 1
*
[ -1 ] 
f(z) = 234/53*z^3 - 128/53*z + 1
*
[ 1/3 ] 
f(z) = 234/55*z^3 - 136/55*z + 1
*
[ -1 ] 
f(z) = 234/55*z^3 - 124/55*z + 1
*
[ -1 ] 
f(z) = 235/48*z^3 - 139/48*z + 1
*
[ -1 ] 
f(z) = 235/49*z^3 - 137/49*z + 1
*
[ -1 ] 
f(z) = 235/51*z^3 - 133/51*z + 1
*
[ -1 ] 
f(z) = 235/52*z^3 - 131/52*z + 1
*
[ -1 ] 
f(z) = 235/53*z^3 - 129/53*z + 1
*
[ -1 ] 
f(z) = 235/54*z^3 - 127/54*z + 1
*
[ -1 ] 
f(z) = 235/56*z^3 - 123/56*z + 1
*
[ -1 ] 
f(z) = 235/57*z^3 - 121/57*z + 1
*
[ -1 ] 
f(z) = 236/49*z^3 - 138/49*z + 1
*
[ -1 ] 
f(z) = 236/51*z^3 - 134/51*z + 1
*
[ -1 ] 
f(z) = 236/53*z^3 - 130/53*z + 1
*
[ -1 ] 
f(z) = 236/55*z^3 - 126/55*z + 1
*
[ -1 ] 
f(z) = 236/57*z^3 - 122/57*z + 1
*
[ -1 ] 
f(z) = 237/49*z^3 - 139/49*z + 1
*
[ -1 ] 
f(z) = 237/50*z^3 - 137/50*z + 1
*
[ -1 ] 
f(z) = 237/52*z^3 - 133/52*z + 1
*
[ -1 ] 
f(z) = 237/53*z^3 - 131/53*z + 1
*
[ -1 ] 
f(z) = 237/55*z^3 - 127/55*z + 1
*
[ -1 ] 
f(z) = 237/56*z^3 - 125/56*z + 1
*
[ -1 ] 
f(z) = 237/58*z^3 - 121/58*z + 1
*
[ -1 ] 
f(z) = 238/53*z^3 - 132/53*z + 1
*
[ -1 ] 
f(z) = 238/55*z^3 - 128/55*z + 1
*
[ -1 ] 
f(z) = 238/57*z^3 - 124/57*z + 1
*
[ -1 ] 
f(z) = 239/50*z^3 - 139/50*z + 1
*
[ -1 ] 
f(z) = 239/51*z^3 - 137/51*z + 1
*
[ -1 ] 
f(z) = 239/52*z^3 - 135/52*z + 1
*
[ -1 ] 
f(z) = 239/53*z^3 - 133/53*z + 1
*
[ -1 ] 
f(z) = 239/54*z^3 - 131/54*z + 1
*
[ -1 ] 
f(z) = 239/55*z^3 - 129/55*z + 1
*
[ -1 ] 
f(z) = 239/56*z^3 - 127/56*z + 1
*
[ -1 ] 
f(z) = 239/57*z^3 - 125/57*z + 1
*
[ -1 ] 
f(z) = 239/58*z^3 - 123/58*z + 1
*
[ -1 ] 
f(z) = 239/59*z^3 - 121/59*z + 1
*
[ 2/5 ] 
f(z) = 235/48*z^3 - 137/60*z + 1
*
-2 | 0.11308509285625698142094301512221206768 | 0.016613475506567064404350359698114763771
f(z) = 221/40*z^3 - 113/5*z + 1
*
[ 2 ] 
f(z) = 221/40*z^3 - 108/5*z + 1
*
[ -2 ] 
f(z) = 221/40*z^3 - 103/5*z + 1
*
-2 | 0.11286139328124527219352078082380519091 | 0.016559177633443987923739646557391940641
f(z) = 221/56*z^3 - 114/7*z + 1
*
[ 2 ] 
f(z) = 221/56*z^3 - 107/7*z + 1
*
-2 | 0.11325660853963819632781080160506260888 | 0.016617164155468108789249217597022850929
f(z) = 223/40*z^3 - 114/5*z + 1
*
[ 2 ] 
f(z) = 223/40*z^3 - 109/5*z + 1
*
[ -2 ] 
f(z) = 223/40*z^3 - 104/5*z + 1
*
-2 | 0.11303571537118323439122184780091230849 | 0.016563529612596605991441760797598201406
f(z) = 223/56*z^3 - 115/7*z + 1
*
[ 2 ] 
f(z) = 223/56*z^3 - 108/7*z + 1
*
[ -2 ] 
f(z) = 223/56*z^3 - 101/7*z + 1
*
-2 | 0.11320838398251491950997283696602394857 | 0.016567811830774810798760941649972165463
f(z) = 225/56*z^3 - 116/7*z + 1
*
[ 2 ] 
f(z) = 225/56*z^3 - 109/7*z + 1
*
[ -2 ] 
f(z) = 225/56*z^3 - 102/7*z + 1
*
-2 | 0.11359490992053910024384027045750478970 | 0.016624379098883570624317606217476263961
f(z) = 227/40*z^3 - 116/5*z + 1
*
[ 2 ] 
f(z) = 227/40*z^3 - 111/5*z + 1
*
[ -2 ] 
f(z) = 227/40*z^3 - 106/5*z + 1
*
-2 | 0.11337943075744123694999166317116847658 | 0.016572026175287868377186890096678103419
f(z) = 227/56*z^3 - 117/7*z + 1
*
[ 2 ] 
f(z) = 227/56*z^3 - 110/7*z + 1
*
[ -2 ] 
f(z) = 227/56*z^3 - 103/7*z + 1
*
-2 | 0.11376175344532136790353883134415464613 | 0.016627908106857189767013171468423273824
f(z) = 229/40*z^3 - 117/5*z + 1
*
[ 2 ] 
f(z) = 229/40*z^3 - 112/5*z + 1
*
[ -2 ] 
f(z) = 229/40*z^3 - 107/5*z + 1
*
-2 | 0.11354888642129590494210812841576494061 | 0.016576174462665226792358388849810382325
f(z) = 229/56*z^3 - 118/7*z + 1
*
[ 2 ] 
f(z) = 229/56*z^3 - 111/7*z + 1
*
[ -2 ] 
f(z) = 229/56*z^3 - 104/7*z + 1
*
-2 | 0.11392709608733708742947792811309553114 | 0.016631386535679350178176419378239059548
f(z) = 231/40*z^3 - 118/5*z + 1
*
[ 2 ] 
f(z) = 231/40*z^3 - 113/5*z + 1
*
[ -2 ] 
f(z) = 231/40*z^3 - 108/5*z + 1
*
-2 | 0.11409096481807834525525372506815909648 | 0.016634815626786419296053319414906692088
f(z) = 233/40*z^3 - 119/5*z + 1
*
[ 2 ] 
f(z) = 233/40*z^3 - 114/5*z + 1
*
[ -2 ] 
f(z) = 233/40*z^3 - 109/5*z + 1
*
-2 | 0.11388314294558996424516160249341354802 | 0.016584279798273045987069084680026612194
f(z) = 233/56*z^3 - 120/7*z + 1
*
[ 2 ] 
f(z) = 233/56*z^3 - 113/7*z + 1
*
[ -2 ] 
f(z) = 233/56*z^3 - 106/7*z + 1
*
[ 2 ] 
f(z) = 235/56*z^3 - 114/7*z + 1
*
[ -2 ] 
f(z) = 235/56*z^3 - 107/7*z + 1
*
[ 2 ] 
f(z) = 237/40*z^3 - 116/5*z + 1
*
[ -2 ] 
f(z) = 237/40*z^3 - 111/5*z + 1
*
[ 2 ] 
f(z) = 237/56*z^3 - 115/7*z + 1
*
[ -2 ] 
f(z) = 237/56*z^3 - 108/7*z + 1
*
[ 2 ] 
f(z) = 239/40*z^3 - 117/5*z + 1
*
[ -2 ] 
f(z) = 239/40*z^3 - 112/5*z + 1
*
[ 2 ] 
f(z) = 239/56*z^3 - 116/7*z + 1
*
[ -2 ] 
f(z) = 239/56*z^3 - 109/7*z + 1
*
-14/15 | 0.10574728511775404889175933604729612089 | 0.015545596631336293526457480507961708440
f(z) = 225/49*z^3 - 103/28*z + 1
*
[ 6/5 ] 
f(z) = 225/56*z^3 - 118/21*z + 1
*
[ 2/7 ] 
f(z) = 231/40*z^3 - 104/35*z + 1
*
[ 1/2 ] 
f(z) = 220/47*z^3 - 102/47*z + 1
*
[ 1/2 ] 
f(z) = 220/49*z^3 - 104/49*z + 1
*
[ -1 ] 
f(z) = 220/51*z^3 - 118/51*z + 1
*
[ 1/2 ] 
f(z) = 220/51*z^3 - 106/51*z + 1
*
[ -1 ] 
f(z) = 220/53*z^3 - 114/53*z + 1
*
[ 1/2 ] 
f(z) = 220/53*z^3 - 108/53*z + 1
*
[ 1/2 ] 
f(z) = 220/57*z^3 - 112/57*z + 1
*
[ 1/2 ] 
f(z) = 220/59*z^3 - 114/59*z + 1
*
[ -1 ] 
f(z) = 221/53*z^3 - 115/53*z + 1
*
[ -1 ] 
f(z) = 221/54*z^3 - 113/54*z + 1
*
[ 3/5 ] 
f(z) = 221/54*z^3 - 107/50*z + 1
*
[ -1 ] 
f(z) = 221/55*z^3 - 111/55*z + 1
*
[ -1 ] 
f(z) = 222/53*z^3 - 116/53*z + 1
*
[ -1 ] 
f(z) = 222/55*z^3 - 112/55*z + 1
*
[ -1 ] 
f(z) = 223/52*z^3 - 119/52*z + 1
*
[ -1 ] 
f(z) = 223/53*z^3 - 117/53*z + 1
*
[ -1 ] 
f(z) = 223/54*z^3 - 115/54*z + 1
*
[ -1 ] 
f(z) = 223/55*z^3 - 113/55*z + 1
*
[ 1/2 ] 
f(z) = 224/45*z^3 - 101/45*z + 1
*
[ 1/2 ] 
f(z) = 224/47*z^3 - 103/47*z + 1
*
[ 1/2 ] 
f(z) = 224/51*z^3 - 107/51*z + 1
*
[ -1 ] 
f(z) = 224/53*z^3 - 118/53*z + 1
*
[ 1/2 ] 
f(z) = 224/53*z^3 - 109/53*z + 1
*
[ -1 ] 
f(z) = 224/55*z^3 - 114/55*z + 1
*
[ 1/2 ] 
f(z) = 224/55*z^3 - 111/55*z + 1
*
[ 1/2 ] 
f(z) = 224/57*z^3 - 113/57*z + 1
*
[ 1/2 ] 
f(z) = 224/59*z^3 - 115/59*z + 1
*
[ 1/3 ] 
f(z) = 225/41*z^3 - 107/41*z + 1
*
[ 1/3 ] 
f(z) = 225/43*z^3 - 111/43*z + 1
*
[ 1/3 ] 
f(z) = 225/44*z^3 - 113/44*z + 1
*
[ 1/3 ] 
f(z) = 225/46*z^3 - 117/46*z + 1
*
[ 2/5 ] 
f(z) = 225/46*z^3 - 105/46*z + 1
*
[ 1/3 ] 
f(z) = 225/47*z^3 - 119/47*z + 1
*
[ -1 ] 
f(z) = 225/53*z^3 - 119/53*z + 1
*
[ -1 ] 
f(z) = 226/53*z^3 - 120/53*z + 1
*
[ -1 ] 
f(z) = 226/55*z^3 - 116/55*z + 1
*
[ -1 ] 
f(z) = 227/54*z^3 - 119/54*z + 1
*
[ 3/5 ] 
f(z) = 227/54*z^3 - 109/50*z + 1
*
[ -1 ] 
f(z) = 227/55*z^3 - 117/55*z + 1
*
[ -1 ] 
f(z) = 227/56*z^3 - 115/56*z + 1
*
[ 1/2 ] 
f(z) = 228/47*z^3 - 104/47*z + 1
*
[ 1/2 ] 
f(z) = 228/49*z^3 - 106/49*z + 1
*
[ 1/2 ] 
f(z) = 228/53*z^3 - 110/53*z + 1
*
[ -1 ] 
f(z) = 228/55*z^3 - 118/55*z + 1
*
[ 1/2 ] 
f(z) = 228/55*z^3 - 112/55*z + 1
*
[ 1/2 ] 
f(z) = 228/59*z^3 - 116/59*z + 1
*
[ -1 ] 
f(z) = 229/55*z^3 - 119/55*z + 1
*
[ -1 ] 
f(z) = 229/56*z^3 - 117/56*z + 1
*
[ -1 ] 
f(z) = 229/57*z^3 - 115/57*z + 1
*
[ -1 ] 
f(z) = 230/57*z^3 - 116/57*z + 1
*
[ 1/2 ] 
f(z) = 232/43*z^3 - 101/43*z + 1
*
[ 1/2 ] 
f(z) = 232/45*z^3 - 103/45*z + 1
*
[ 1/2 ] 
f(z) = 232/47*z^3 - 105/47*z + 1
*
[ 1/2 ] 
f(z) = 232/49*z^3 - 107/49*z + 1
*
[ 1/2 ] 
f(z) = 232/51*z^3 - 109/51*z + 1
*
[ 1/2 ] 
f(z) = 232/53*z^3 - 111/53*z + 1
*
[ 1/2 ] 
f(z) = 232/55*z^3 - 113/55*z + 1
*
[ -1 ] 
f(z) = 232/57*z^3 - 118/57*z + 1
*
[ 1/2 ] 
f(z) = 232/57*z^3 - 115/57*z + 1
*
[ 1/2 ] 
f(z) = 232/59*z^3 - 117/59*z + 1
*
[ 3/5 ] 
f(z) = 233/54*z^3 - 111/50*z + 1
*
[ -1 ] 
f(z) = 233/57*z^3 - 119/57*z + 1
*
[ -1 ] 
f(z) = 233/58*z^3 - 117/58*z + 1
*
[ 1/3 ] 
f(z) = 234/41*z^3 - 108/41*z + 1
*
[ 1/3 ] 
f(z) = 234/43*z^3 - 112/43*z + 1
*
[ 1/3 ] 
f(z) = 234/47*z^3 - 120/47*z + 1
*
[ 3/10 ] 
f(z) = 235/54*z^3 - 109/40*z + 1
*
[ -1 ] 
f(z) = 235/58*z^3 - 119/58*z + 1
*
[ 1/2 ] 
f(z) = 236/43*z^3 - 102/43*z + 1
*
[ 1/2 ] 
f(z) = 236/45*z^3 - 104/45*z + 1
*
[ 1/2 ] 
f(z) = 236/47*z^3 - 106/47*z + 1
*
[ 1/2 ] 
f(z) = 236/49*z^3 - 108/49*z + 1
*
[ 1/2 ] 
f(z) = 236/51*z^3 - 110/51*z + 1
*
[ 1/2 ] 
f(z) = 236/53*z^3 - 112/53*z + 1
*
[ 1/2 ] 
f(z) = 236/55*z^3 - 114/55*z + 1
*
[ 1/2 ] 
f(z) = 236/57*z^3 - 116/57*z + 1
*
[ -1 ] 
f(z) = 237/59*z^3 - 119/59*z + 1
*
[ -1 ] 
f(z) = 238/59*z^3 - 120/59*z + 1
*
[ 3/5 ] 
f(z) = 239/54*z^3 - 113/50*z + 1
*
[ -2 ] 
f(z) = 221/56*z^3 - 100/7*z + 1
*
[ 7/6 ] 
f(z) = 234/49*z^3 - 89/14*z + 1
*
[ 7/10 ] 
f(z) = 220/49*z^3 - 92/35*z + 1
*
[ 3/4 ] 
f(z) = 223/54*z^3 - 85/32*z + 1
*
[ 7/30 ] 
f(z) = 225/49*z^3 - 99/28*z + 1
*
[ 4/15 ] 
f(z) = 225/56*z^3 - 85/28*z + 1
*
[ -6/5 ] 
f(z) = 225/56*z^3 - 83/21*z + 1
*
[ -7/6 ] 
f(z) = 228/49*z^3 - 94/21*z + 1
*
[ 3/4 ] 
f(z) = 229/54*z^3 - 87/32*z + 1
*
[ 3/4 ] 
f(z) = 232/45*z^3 - 97/30*z + 1
*
[ 3/4 ] 
f(z) = 235/54*z^3 - 89/32*z + 1
*
[ 1/2 ] 
f(z) = 220/41*z^3 - 96/41*z + 1
*
[ 1/2 ] 
f(z) = 220/43*z^3 - 98/43*z + 1
*
[ 1/2 ] 
f(z) = 224/41*z^3 - 97/41*z + 1
*
[ 1/2 ] 
f(z) = 224/43*z^3 - 99/43*z + 1
*
[ 1/2 ] 
f(z) = 228/41*z^3 - 98/41*z + 1
*
[ 1/2 ] 
f(z) = 228/43*z^3 - 100/43*z + 1
*
[ 1/2 ] 
f(z) = 232/41*z^3 - 99/41*z + 1
*
[ 1/2 ] 
f(z) = 236/41*z^3 - 100/41*z + 1
*
[ -3 ] 
f(z) = 221/54*z^3 - 71/2*z + 1
*
[ 3/2 ] 
f(z) = 221/54*z^3 - 71/8*z + 1
*
[ 3 ] 
f(z) = 223/54*z^3 - 73/2*z + 1
*
[ -3/2 ] 
f(z) = 223/54*z^3 - 61/8*z + 1
*
[ 7/5 ] 
f(z) = 225/49*z^3 - 61/7*z + 1
*
[ -3 ] 
f(z) = 227/54*z^3 - 73/2*z + 1
*
[ 3/2 ] 
f(z) = 227/54*z^3 - 73/8*z + 1
*
[ 3 ] 
f(z) = 229/54*z^3 - 75/2*z + 1
*
[ -3/2 ] 
f(z) = 229/54*z^3 - 63/8*z + 1
*
2/3 | 0.19370670735148995056686835545218100273 | 0.029614098601516922584430990278715700925
f(z) = 231/40*z^3 - 61/15*z + 1
*
[ -3 ] 
f(z) = 233/54*z^3 - 75/2*z + 1
*
[ 3/2 ] 
f(z) = 233/54*z^3 - 75/8*z + 1
*
[ -7/6 ] 
f(z) = 234/49*z^3 - 65/14*z + 1
*
[ 3 ] 
f(z) = 235/54*z^3 - 77/2*z + 1
*
[ -3/2 ] 
f(z) = 235/54*z^3 - 65/8*z + 1
*
[ 6/5 ] 
f(z) = 235/54*z^3 - 61/10*z + 1
*
[ -3 ] 
f(z) = 239/54*z^3 - 77/2*z + 1
*
[ 3/2 ] 
f(z) = 239/54*z^3 - 77/8*z + 1
*
[ 3/8 ] 
f(z) = 224/45*z^3 - 71/30*z + 1
*
[ 2/3 ] 
f(z) = 225/44*z^3 - 61/22*z + 1
*
[ 7/10 ] 
f(z) = 225/49*z^3 - 75/28*z + 1
*
[ 2/3 ] 
f(z) = 225/52*z^3 - 63/26*z + 1
*
[ 4/5 ] 
f(z) = 225/56*z^3 - 79/28*z + 1
*
[ 3/5 ] 
f(z) = 235/54*z^3 - 67/30*z + 1
*
[ 2/5 ] 
f(z) = 235/56*z^3 - 76/35*z + 1
*
[ 3/4 ] 
f(z) = 224/45*z^3 - 47/15*z + 1
*
[ 14/15 ] 
f(z) = 225/49*z^3 - 57/14*z + 1
*
[ -7/5 ] 
f(z) = 225/49*z^3 - 51/7*z + 1
*
[ 2/15 ] 
f(z) = 225/56*z^3 - 46/7*z + 1
*
[ 2/3 ] 
f(z) = 231/40*z^3 - 46/15*z + 1
*
[ 2/3 ] 
f(z) = 237/40*z^3 - 47/15*z + 1
*
[ 6/13 ] 
f(z) = 221/54*z^3 - 53/26*z + 1
*
[ 2/5 ] 
f(z) = 225/44*z^3 - 51/22*z + 1
*
[ 2/5 ] 
f(z) = 225/52*z^3 - 57/26*z + 1
*
[ 2/3 ] 
f(z) = 237/56*z^3 - 50/21*z + 1
*
[ -14/15 ]
f(z) = 225/49*z^3 - 27/14*z + 1
*
14/15 | 0.072850080660443626994726522804716945296 | 0.013374994182647132302304639707862287163
f(z) = 225/56*z^3 - 29/7*z + 1
*
[ 14/15 ] 
f(z) = 225/56*z^3 - 25/7*z + 1
*
[ 7/15 ] 
f(z) = 225/49*z^3 - 15/7*z + 1
*
-14/15 | 0.11238480569171459910719386921263453170 | 0.020750133370122272357539224370851451595
f(z) = 225/56*z^3 - 18/7*z + 1
*
[ 2/3 ] 
f(z) = 225/56*z^3 - 16/7*z + 1
*
[ 2/5 ] 
f(z) = 225/56*z^3 - 15/7*z + 1
*
[ -14/15 ]
f(z) = 225/56*z^3 - 10/7*z + 1
*
[ -7/15 ]
f(z) = 225/49*z^3 + 15/7*z + 1
*
-34/15 | 0.19626881293162519216888718224138068605 | 0.027940016943302088918095668170888838496
f(z) = 225/64*z^3 - 281/16*z + 1
*
[ 5/2 ] 
f(z) = 232/75*z^3 - 281/15*z + 1
*
[ -12/5 ] 
f(z) = 235/64*z^3 - 296/15*z + 1
*
[ 5/2 ] 
f(z) = 236/75*z^3 - 286/15*z + 1
*
2/15 | 0.16514348850904080920167697676276387131 | 0.025939567279054335423880431935841280183
f(z) = 225/68*z^3 - 291/34*z + 1
*
[ 1/5 ] 
f(z) = 225/71*z^3 - 293/71*z + 1
*
-12/11 | 0.23475793896246159279166393638675877246 | 0.025706719150629247072458166223608520551
f(z) = 231/64*z^3 - 289/66*z + 1
*
[ 5/4 ] 
f(z) = 236/75*z^3 - 283/60*z + 1
*
3/4 | 0.19128546721176436085740917095674745497 | 0.027924371401672858706664059148985103619
f(z) = 236/63*z^3 - 289/84*z + 1
*
[ -6/5 ] 
f(z) = 225/68*z^3 - 299/102*z + 1
*
[ 3/8 ] 
f(z) = 224/69*z^3 - 293/138*z + 1
*
[ 5/16 ] 
f(z) = 224/75*z^3 - 299/120*z + 1
*
[ 2/3 ] 
f(z) = 221/64*z^3 - 293/144*z + 1
*
[ 2/3 ] 
f(z) = 223/64*z^3 - 295/144*z + 1
*
[ 2/5 ] 
f(z) = 225/71*z^3 - 285/142*z + 1
*
[ 2/5 ] 
f(z) = 225/73*z^3 - 291/146*z + 1
*
[ 2/3 ] 
f(z) = 227/64*z^3 - 299/144*z + 1
*
[ 2/3 ] 
f(z) = 234/73*z^3 - 281/146*z + 1
*
[ 2/3 ] 
f(z) = 234/77*z^3 - 285/154*z + 1
*
[ 2/3 ] 
f(z) = 234/79*z^3 - 287/158*z + 1
*
[ 5/2 ] 
f(z) = 224/75*z^3 - 271/15*z + 1
*
[ -5/2 ] 
f(z) = 232/75*z^3 - 269/15*z + 1
*
[ -5/2 ] 
f(z) = 236/75*z^3 - 274/15*z + 1
*
[ -15/8 ] 
f(z) = 224/75*z^3 - 269/30*z + 1
*
[ 4/25 ] 
f(z) = 225/64*z^3 - 267/50*z + 1
*
[ -3/2 ] 
f(z) = 226/63*z^3 - 269/42*z + 1
*
[ -3/2 ] 
f(z) = 230/63*z^3 - 275/42*z + 1
*
-8/7 | 0.17804161321164817542084256342029488720 | 0.023177792636953745367267180832228746702
f(z) = 231/64*z^3 - 271/56*z + 1
*
1/4 | 0.15314143301697780441108186075871943570 | 0.027282725445495148835666994737489916740
f(z) = 224/65*z^3 - 274/65*z + 1
*
[ 1/5 ] 
f(z) = 225/64*z^3 - 265/64*z + 1
*
[ 1/5 ] 
f(z) = 225/67*z^3 - 277/67*z + 1
*
[ -4/3 ] 
f(z) = 225/76*z^3 - 267/76*z + 1
*
3/4 | 0.15690848982909895537291229990632293780 | 0.023143111671561849301075359750662091647
f(z) = 220/63*z^3 - 277/84*z + 1
*
[ 4/15 ] 
f(z) = 235/64*z^3 - 271/90*z + 1
*
[ 3/10 ] 
f(z) = 220/63*z^3 - 278/105*z + 1
*
-15/14 | 0.21120037096216833864819413392973399505 | 0.028705233802500406102931726719091209392
f(z) = 224/75*z^3 - 262/105*z + 1
*
[ -6/5 ] 
f(z) = 225/76*z^3 - 277/114*z + 1
*
[ 4/11 ] 
f(z) = 221/64*z^3 - 267/121*z + 1
*
[ 2/3 ] 
f(z) = 225/61*z^3 - 261/122*z + 1
*
[ 4/11 ] 
f(z) = 225/64*z^3 - 268/121*z + 1
*
[ 2/5 ] 
f(z) = 225/67*z^3 - 273/134*z + 1
*
[ 2/3 ] 
f(z) = 225/67*z^3 - 267/134*z + 1
*
[ 4/11 ] 
f(z) = 229/64*z^3 - 269/121*z + 1
*
[ 4/11 ] 
f(z) = 233/64*z^3 - 270/121*z + 1
*
[ 2/3 ] 
f(z) = 234/61*z^3 - 269/122*z + 1
*
[ 2/3 ] 
f(z) = 234/67*z^3 - 275/134*z + 1
*
[ 4/11 ] 
f(z) = 237/64*z^3 - 271/121*z + 1
*
[ 1/2 ] 
f(z) = 222/77*z^3 - 265/154*z + 1
*
[ 1/2 ] 
f(z) = 222/79*z^3 - 269/158*z + 1
*
[ 2/3 ] 
f(z) = 225/71*z^3 - 271/142*z + 1
*
[ 2/3 ] 
f(z) = 225/73*z^3 - 273/146*z + 1
*
[ 8/15 ] 
f(z) = 225/76*z^3 - 261/152*z + 1
*
[ 2/3 ] 
f(z) = 225/77*z^3 - 277/154*z + 1
*
[ 2/3 ] 
f(z) = 225/79*z^3 - 279/158*z + 1
*
[ 1/2 ] 
f(z) = 226/75*z^3 - 263/150*z + 1
*
[ 1/2 ] 
f(z) = 226/77*z^3 - 267/154*z + 1
*
[ 1/2 ] 
f(z) = 226/79*z^3 - 271/158*z + 1
*
[ 1/2 ] 
f(z) = 230/73*z^3 - 261/146*z + 1
*
[ 1/2 ] 
f(z) = 230/77*z^3 - 269/154*z + 1
*
[ 1/2 ] 
f(z) = 230/79*z^3 - 273/158*z + 1
*
[ 2/3 ] 
f(z) = 234/71*z^3 - 279/142*z + 1
*
[ 1/2 ] 
f(z) = 234/73*z^3 - 263/146*z + 1
*
[ 1/2 ] 
f(z) = 234/77*z^3 - 271/154*z + 1
*
[ 1/2 ] 
f(z) = 234/79*z^3 - 275/158*z + 1
*
[ 1/2 ] 
f(z) = 238/71*z^3 - 261/142*z + 1
*
[ 1/2 ] 
f(z) = 238/73*z^3 - 265/146*z + 1
*
[ 1/2 ] 
f(z) = 238/75*z^3 - 269/150*z + 1
*
[ 1/2 ] 
f(z) = 238/79*z^3 - 277/158*z + 1
*
[ -5/2 ] 
f(z) = 224/75*z^3 - 259/15*z + 1
*
-2 | 0.11376888629038055757617752314626568866 | 0.016557615291710222206886418153125746085
f(z) = 233/64*z^3 - 241/16*z + 1
*
-2 | 0.11393517880350171249340136653204464701 | 0.016561896497580250491777471858326962548
f(z) = 235/64*z^3 - 243/16*z + 1
*
-2 | 0.11409996058921117041413884245804431030 | 0.016566111024490507863930401389190986180
f(z) = 237/64*z^3 - 245/16*z + 1
*
-2 | 0.11426325945899696474766635817873972344 | 0.016570260620651147711158456651051462537
f(z) = 239/64*z^3 - 247/16*z + 1
*
2/15 | 0.15716898680272251035958350206468059561 | 0.025178366764371443279004584055712669319
f(z) = 225/68*z^3 - 257/34*z + 1
*
[ 2/15 ] 
f(z) = 225/76*z^3 - 249/38*z + 1
*
[ 4/33 ] 
f(z) = 231/64*z^3 - 241/33*z + 1
*
-6/5 | 0.14746122867877888306520148410679935471 | 0.021334869790944098935763228892226947832
f(z) = 225/64*z^3 - 251/48*z + 1
*
[ 8/7 ] 
f(z) = 231/64*z^3 - 257/56*z + 1
*
[ 1/4 ] 
f(z) = 224/79*z^3 - 251/79*z + 1
*
[ 1/5 ] 
f(z) = 225/61*z^3 - 253/61*z + 1
*
[ 1/5 ] 
f(z) = 225/62*z^3 - 257/62*z + 1
*
-5/4 | 0.18107425645534666265521518689397122580 | 0.025435970779481186264553675813428410592
f(z) = 236/75*z^3 - 247/60*z + 1
*
[ -20/17 ] 
f(z) = 221/64*z^3 - 249/85*z + 1
*
[ 8/17 ] 
f(z) = 221/64*z^3 - 257/136*z + 1
*
[ 1/2 ] 
f(z) = 222/65*z^3 - 241/130*z + 1
*
[ 1/2 ] 
f(z) = 222/67*z^3 - 245/134*z + 1
*
[ 5/8 ] 
f(z) = 224/65*z^3 - 253/130*z + 1
*
[ 5/12 ] 
f(z) = 224/75*z^3 - 259/135*z + 1
*
[ 2/5 ] 
f(z) = 225/61*z^3 - 255/122*z + 1
*
[ 8/15 ] 
f(z) = 225/68*z^3 - 247/136*z + 1
*
[ 1/2 ] 
f(z) = 226/65*z^3 - 243/130*z + 1
*
[ 1/2 ] 
f(z) = 226/67*z^3 - 247/134*z + 1
*
[ 1/2 ] 
f(z) = 226/69*z^3 - 251/138*z + 1
*
[ 1/2 ] 
f(z) = 230/63*z^3 - 241/126*z + 1
*
[ 1/2 ] 
f(z) = 230/67*z^3 - 249/134*z + 1
*
[ 1/2 ] 
f(z) = 234/67*z^3 - 251/134*z + 1
*
[ 1/2 ] 
f(z) = 238/61*z^3 - 241/122*z + 1
*
[ 1/2 ] 
f(z) = 238/65*z^3 - 249/130*z + 1
*
[ 1/2 ] 
f(z) = 238/67*z^3 - 253/134*z + 1
*
[ 1/2 ] 
f(z) = 238/69*z^3 - 257/138*z + 1
*
[ 1/2 ] 
f(z) = 222/71*z^3 - 253/142*z + 1
*
[ 1/2 ] 
f(z) = 222/73*z^3 - 257/146*z + 1
*
[ 1/2 ] 
f(z) = 226/71*z^3 - 255/142*z + 1
*
[ 1/2 ] 
f(z) = 226/73*z^3 - 259/146*z + 1
*
[ 1/2 ] 
f(z) = 230/71*z^3 - 257/142*z + 1
*
[ 1/2 ] 
f(z) = 234/71*z^3 - 259/142*z + 1
*
-2 | 0.11273774222015182125681660367326261134 | 0.016530421071143365966555159693937502278
f(z) = 221/64*z^3 - 229/16*z + 1
*
-2 | 0.11291373086025853585904722444972873170 | 0.016535143036586261201450810956258965508
f(z) = 223/64*z^3 - 231/16*z + 1
*
-2 | 0.11308802369860127284609710889535209960 | 0.016539786311952627608792264472194211997
f(z) = 225/64*z^3 - 233/16*z + 1
*
-2 | 0.11326065392907124132767466303730038519 | 0.016544353098907203924068019116814630076
f(z) = 227/64*z^3 - 235/16*z + 1
*
-2 | 0.11343165375488932814818960301380831670 | 0.016548845513836688878113440172272694265
f(z) = 229/64*z^3 - 237/16*z + 1
*
[ 2 ] 
f(z) = 229/64*z^3 - 221/16*z + 1
*
-2 | 0.11360105442866151937524490866227556780 | 0.016553265592046924392168059496549306711
f(z) = 231/64*z^3 - 239/16*z + 1
*
[ 2 ] 
f(z) = 231/64*z^3 - 223/16*z + 1
*
[ 2 ] 
f(z) = 233/64*z^3 - 225/16*z + 1
*
[ 2 ] 
f(z) = 235/64*z^3 - 227/16*z + 1
*
[ 2 ] 
f(z) = 237/64*z^3 - 229/16*z + 1
*
[ 2 ] 
f(z) = 239/64*z^3 - 231/16*z + 1
*
[ 2/15 ] 
f(z) = 225/68*z^3 - 223/34*z + 1
*
[ 6/5 ] 
f(z) = 225/64*z^3 - 235/48*z + 1
*
-4/3 | 0.24917775779256534863346631201311854507 | 0.027944831598736661977292303244807650903
f(z) = 225/64*z^3 - 233/50*z + 1
*
[ -5/4 ] 
f(z) = 224/65*z^3 - 233/65*z + 1
*
[ 1/4 ] 
f(z) = 224/69*z^3 - 221/69*z + 1
*
[ 1/4 ] 
f(z) = 224/71*z^3 - 227/71*z + 1
*
[ 1/4 ] 
f(z) = 224/73*z^3 - 233/73*z + 1
*
[ 1/4 ] 
f(z) = 224/75*z^3 - 239/75*z + 1
*
[ 4/15 ] 
f(z) = 237/64*z^3 - 226/75*z + 1
*
[ -6/5 ] 
f(z) = 239/72*z^3 - 221/75*z + 1
*
[ 5/14 ] 
f(z) = 224/75*z^3 - 229/105*z + 1
*
[ 1/2 ] 
f(z) = 222/61*z^3 - 233/122*z + 1
*
-15/16 | 0.18881106969741067859946849935174972900 | 0.025204760635873833198077676256792921303
f(z) = 224/75*z^3 - 227/120*z + 1
*
[ 1/2 ] 
f(z) = 226/61*z^3 - 235/122*z + 1
*
[ 1/2 ] 
f(z) = 226/63*z^3 - 239/126*z + 1
*
[ 1/2 ] 
f(z) = 230/61*z^3 - 237/122*z + 1
*
[ 1/2 ] 
f(z) = 234/61*z^3 - 239/122*z + 1
*
[ 3/5 ] 
f(z) = 235/72*z^3 - 221/120*z + 1
*
[ 2 ] 
f(z) = 221/64*z^3 - 213/16*z + 1
*
[ 2 ] 
f(z) = 223/64*z^3 - 215/16*z + 1
*
[ 2 ] 
f(z) = 225/64*z^3 - 217/16*z + 1
*
[ -2 ] 
f(z) = 225/64*z^3 - 201/16*z + 1
*
[ 2 ] 
f(z) = 227/64*z^3 - 219/16*z + 1
*
[ -2 ] 
f(z) = 227/64*z^3 - 203/16*z + 1
*
[ -2 ] 
f(z) = 229/64*z^3 - 205/16*z + 1
*
[ -2 ] 
f(z) = 231/64*z^3 - 207/16*z + 1
*
[ -2 ] 
f(z) = 233/64*z^3 - 209/16*z + 1
*
[ -2 ] 
f(z) = 235/64*z^3 - 211/16*z + 1
*
[ -2 ] 
f(z) = 237/64*z^3 - 213/16*z + 1
*
[ -2 ] 
f(z) = 239/64*z^3 - 215/16*z + 1
*
[ 12/7 ] 
f(z) = 231/64*z^3 - 214/21*z + 1
*
[ 1/4 ] 
f(z) = 224/65*z^3 - 209/65*z + 1
*
[ 1/4 ] 
f(z) = 224/67*z^3 - 215/67*z + 1
*
[ 8/9 ] 
f(z) = 225/64*z^3 - 209/72*z + 1
*
[ 4/15 ] 
f(z) = 225/68*z^3 - 203/68*z + 1
*
[ -6/5 ] 
f(z) = 227/72*z^3 - 203/75*z + 1
*
[ -6/5 ] 
f(z) = 229/72*z^3 - 206/75*z + 1
*
[ -6/5 ] 
f(z) = 233/72*z^3 - 212/75*z + 1
*
[ 8/11 ] 
f(z) = 231/64*z^3 - 201/88*z + 1
*
[ 3/4 ] 
f(z) = 236/63*z^3 - 205/84*z + 1
*
[ 3/5 ] 
f(z) = 220/63*z^3 - 202/105*z + 1
*
[ 8/13 ] 
f(z) = 221/64*z^3 - 201/104*z + 1
*
[ 5/7 ] 
f(z) = 224/75*z^3 - 202/105*z + 1
*
[ 3/5 ] 
f(z) = 230/63*z^3 - 208/105*z + 1
*
[ 2/3 ] 
f(z) = 231/68*z^3 - 205/102*z + 1
*
[ 2/3 ] 
f(z) = 231/76*z^3 - 211/114*z + 1
*
[ 3/5 ] 
f(z) = 235/63*z^3 - 211/105*z + 1
*
[ 2/3 ] 
f(z) = 237/68*z^3 - 209/102*z + 1
*
[ 2/3 ] 
f(z) = 237/76*z^3 - 215/114*z + 1
*
[ 5/7 ] 
f(z) = 238/75*z^3 - 212/105*z + 1
*
[ 5/8 ] 
f(z) = 232/75*z^3 - 217/120*z + 1
*
[ -2 ] 
f(z) = 221/64*z^3 - 197/16*z + 1
*
[ -2 ] 
f(z) = 223/64*z^3 - 199/16*z + 1
*
[ 8/3 ] 
f(z) = 225/64*z^3 - 195/8*z + 1
*
[ -8/3 ] 
f(z) = 225/64*z^3 - 189/8*z + 1
*
[ 4/45 ] 
f(z) = 225/64*z^3 - 185/18*z + 1
*
[ -6/5 ] 
f(z) = 221/72*z^3 - 194/75*z + 1
*
[ -6/5 ] 
f(z) = 223/72*z^3 - 197/75*z + 1
*
[ 1/4 ] 
f(z) = 224/61*z^3 - 197/61*z + 1
*
-8/9 | 0.21641144080471888406520411505978729786 | 0.028425351786017725917974324910225979701
f(z) = 225/64*z^3 - 191/72*z + 1
*
[ 1/3 ] 
f(z) = 225/79*z^3 - 183/79*z + 1
*
[ 1/3 ] 
f(z) = 234/79*z^3 - 184/79*z + 1
*
[ -5/4 ] 
f(z) = 236/75*z^3 - 187/60*z + 1
*
[ 3/4 ] 
f(z) = 220/63*z^3 - 193/84*z + 1
*
[ 4/7 ] 
f(z) = 223/64*z^3 - 185/98*z + 1
*
2/3 | 0.20449855251341653456368556004210146247 | 0.029107883745693932299654050289413708419
f(z) = 225/64*z^3 - 197/80*z + 1
*
[ 4/7 ] 
f(z) = 227/64*z^3 - 187/98*z + 1
*
[ 4/7 ] 
f(z) = 235/64*z^3 - 191/98*z + 1
*
[ 4/7 ] 
f(z) = 239/64*z^3 - 193/98*z + 1
*
[ 15/28 ] 
f(z) = 224/75*z^3 - 181/105*z + 1
*
[ 28/15 ] 
f(z) = 225/64*z^3 - 165/14*z + 1
*
[ 3/2 ] 
f(z) = 232/63*z^3 - 167/21*z + 1
*
5/4 | 0.18545193279263082496107912045117198932 | 0.027517831953937530336846645642896155779
f(z) = 232/75*z^3 - 169/30*z + 1
*
[ 3/2 ] 
f(z) = 236/63*z^3 - 170/21*z + 1
*
-1 | 0.094751212404683059113889299337805782436 | 0.017552492883929325362158278794087276690
f(z) = 221/60*z^3 - 161/60*z + 1
*
-1 | 0.12375460807701617298127383912062379112 | 0.022906162876253298519206874141889007364
f(z) = 222/61*z^3 - 161/61*z + 1
*
-1 | 0.094904863107950428364380977005410863787 | 0.017551664182165034910056200314850872282
f(z) = 223/60*z^3 - 163/60*z + 1
*
-1 | 0.12383117721408687216384160023540746040 | 0.022901284155181975580554672970243071842
f(z) = 223/61*z^3 - 162/61*z + 1
*
-1 | 0.11101999235809056087753678829758002029 | 0.020531989189629797595581949944790603723
f(z) = 223/62*z^3 - 161/62*z + 1
*
-1 | 0.12390742988053511254487737214296265500 | 0.022896440139144226480489689985362435698
f(z) = 224/61*z^3 - 163/61*z + 1
*
-1 | 0.12398336869053016224631804289142644307 | 0.022891630413658393649484214872885516095
f(z) = 225/61*z^3 - 164/61*z + 1
*
-1 | 0.11117134214438922277950840895739199316 | 0.020526085908440897028412510205416021817
f(z) = 225/62*z^3 - 163/62*z + 1
*
-1 | 0.11549795345747616647461465184276505142 | 0.021324928431989012782305380412429795125
f(z) = 225/64*z^3 - 161/64*z + 1
*
[ 1/3 ] 
f(z) = 225/71*z^3 - 167/71*z + 1
*
[ 1/3 ] 
f(z) = 225/73*z^3 - 171/73*z + 1
*
[ 1/3 ] 
f(z) = 225/74*z^3 - 173/74*z + 1
*
[ 1/3 ] 
f(z) = 225/76*z^3 - 177/76*z + 1
*
[ 4/5 ] 
f(z) = 225/76*z^3 - 163/76*z + 1
*
[ 1/3 ] 
f(z) = 225/77*z^3 - 179/77*z + 1
*
-1 | 0.12405899622588426001984609994358355190 | 0.022886854571096644021191256153471817685
f(z) = 226/61*z^3 - 165/61*z + 1
*
-1 | 0.11054371264079446772049889602505119675 | 0.020393505928037566399153501814854943433
f(z) = 226/63*z^3 - 163/63*z + 1
*
-1 | 0.12415447415022034736067054593276918944 | 0.022904468685634951657009585741807294263
f(z) = 226/65*z^3 - 161/65*z + 1
*
-1 | 0.095209412100578316506835497439033137834 | 0.017550283743403116955486112244296875800
f(z) = 227/60*z^3 - 167/60*z + 1
*
-1 | 0.12413431503658587203187880122644442585 | 0.022882112210541010410155083439017584974
f(z) = 227/61*z^3 - 166/61*z + 1
*
-1 | 0.11132210189885170226762945079885522750 | 0.020520392176909734389049844074509623735
f(z) = 227/62*z^3 - 165/62*z + 1
*
-1 | 0.11061884593526165278581170775368248521 | 0.020390758546862660813304236103960406518
f(z) = 227/63*z^3 - 164/63*z + 1
*
-1 | 0.11564834210110180361104108902733738546 | 0.021317863156054093329750108816522818174
f(z) = 227/64*z^3 - 163/64*z + 1
*
-1 | 0.12422942329549329450078456818500276089 | 0.022899643848362731319765636398073512298
f(z) = 227/65*z^3 - 162/65*z + 1
*
-1 | 0.091073389324002701040916759084202034127 | 0.016787876207251140932853420092070469339
f(z) = 227/66*z^3 - 161/66*z + 1
*
-1 | 0.12420932764132198234684354392330877906 | 0.022877402937643087964776283447793974985
f(z) = 228/61*z^3 - 167/61*z + 1
*
-1 | 0.12430406910189562859335505350571174183 | 0.022894852823328831485132808929798667685
f(z) = 228/65*z^3 - 163/65*z + 1
*
-1 | 0.12435116930968353981969030515622876803 | 0.022903527940185774257227847882928547093
f(z) = 228/67*z^3 - 161/67*z + 1
*
-1 | 0.095358284359313396363843317714350022095 | 0.017549349101212539762611548100179188017
f(z) = 229/60*z^3 - 169/60*z + 1
*
-1 | 0.12428403652798968717307299252801128436 | 0.022872726364487277093024845927230056373
f(z) = 229/61*z^3 - 168/61*z + 1
*
-1 | 0.11147229182807464464789054118153108822 | 0.020514905207730493973479179982599983994
f(z) = 229/62*z^3 - 167/62*z + 1
*
-1 | 0.11076820070077251370037308014965062268 | 0.020385327152975101723427013805584170827
f(z) = 229/63*z^3 - 166/63*z + 1
*
-1 | 0.11579751451444037292932911430597096632 | 0.021310901521773900430793782530635754965
f(z) = 229/64*z^3 - 165/64*z + 1
*
-1 | 0.12437841402390602778193483470393488509 | 0.022890095213290106453415209102628900960
f(z) = 229/65*z^3 - 164/65*z + 1
*
-1 | 0.091221165413425474644864794574217652979 | 0.016787970631135896133592141611212796654
f(z) = 229/66*z^3 - 163/66*z + 1
*
-1 | 0.12442533423523715594553388637870442957 | 0.022898730217307690954417524546978862144
f(z) = 229/67*z^3 - 162/67*z + 1
*
-1 | 0.11589135537115341631396621988056658314 | 0.021328171609690003123098178580028078880
f(z) = 229/68*z^3 - 161/68*z + 1
*
-1 | 0.12435844415419735519486663660837663718 | 0.022868082109457467949142131283737400564
f(z) = 230/61*z^3 - 169/61*z + 1
*
-1 | 0.11084242708394164497593373662174122472 | 0.020382642618334628301081314819809808073
f(z) = 230/63*z^3 - 167/63*z + 1
*
-1 | 0.12449920207969281912275682099420344382 | 0.022893965866846680368988910333562385230
f(z) = 230/67*z^3 - 163/67*z + 1
*
-1 | 0.12443255294775560882636681435880642512 | 0.022863469797107065119297795531148770245
f(z) = 231/61*z^3 - 170/61*z + 1
*
-1 | 0.11162062736937487021953033335065829115 | 0.020509382650578139257071688998387863967
f(z) = 231/62*z^3 - 169/62*z + 1
*
-1 | 0.11594549028087845909787929844668718174 | 0.021304041043509346527813068955248031063
f(z) = 231/64*z^3 - 167/64*z + 1
*
-1 | 0.12452621088430515346398865770250052565 | 0.022880678681380772429604106908477620206
f(z) = 231/65*z^3 - 166/65*z + 1
*
-1 | 0.12457277522259808974299146249233478426 | 0.022889234499910267827001652270449498041
f(z) = 231/67*z^3 - 164/67*z + 1
*
-1 | 0.11603861938215959250791717775646971713 | 0.021321152758602638150156083341961383368
f(z) = 231/68*z^3 - 163/68*z + 1
*
-1 | 0.12450636530715837397861991150051469961 | 0.022858889058032254558849291221335594050
f(z) = 232/61*z^3 - 171/61*z + 1
*
-1 | 0.11098998990912795922786120977658844572 | 0.020377334601534680515740474704414471965
f(z) = 232/63*z^3 - 169/63*z + 1
*
-1 | 0.12459966758472344463918364153753811113 | 0.022876018996782454822881533351788909807
f(z) = 232/65*z^3 - 167/65*z + 1
*
-1 | 0.12464605601492859480670319934939407998 | 0.022884535733874729687552468998495161481
f(z) = 232/67*z^3 - 165/67*z + 1
*
-1 | 0.10434863315920931149051909981897331763 | 0.019158007085494216431747364249579249406
f(z) = 232/69*z^3 - 163/69*z + 1
*
-1 | 0.12473831586117803428384224149178600936 | 0.022901474286250941393659367987154927218
f(z) = 232/71*z^3 - 161/71*z + 1
*
-1 | 0.095655525368405212239875293593977078491 | 0.017548128890162908158577584052152651573
f(z) = 233/60*z^3 - 173/60*z + 1
*
-1 | 0.12457988360205423892164657628186808528 | 0.022854339528748418119189630400002258512
f(z) = 233/61*z^3 - 172/61*z + 1
*
-1 | 0.11176712776399918727454273264776091202 | 0.020503823026764504645376655335700172125
f(z) = 233/62*z^3 - 171/62*z + 1
*
-1 | 0.11106333108743584442714821117296972804 | 0.020374710623218173638101914865195027538
f(z) = 233/63*z^3 - 170/63*z + 1
*
-1 | 0.11609228851310825440412112945174012524 | 0.021297279316965473524447063632025657309
f(z) = 233/64*z^3 - 169/64*z + 1
*
-1 | 0.12467283292574173939731138119231341092 | 0.022871391201467163905437427741200588822
f(z) = 233/65*z^3 - 168/65*z + 1
*
-1 | 0.091515882639584327426709653164611256448 | 0.016788706118871868997356881259111464624
f(z) = 233/66*z^3 - 167/66*z + 1
*
-1 | 0.12471904677954498756868782633901055924 | 0.022879869192256793759327971279897317316
f(z) = 233/67*z^3 - 166/67*z + 1
*
-1 | 0.11618471663632115362640232679758286988 | 0.021314235374788261216821015985786714731
f(z) = 233/68*z^3 - 165/68*z + 1
*
-1 | 0.10442041697384328437857922294201240076 | 0.019156059503770059111768559595175703206
f(z) = 233/69*z^3 - 164/69*z + 1
*
-1 | 0.11195198733545352062828931165039132477 | 0.020537735752390831997518125611877094171
f(z) = 233/70*z^3 - 163/70*z + 1
*
-1 | 0.12481096118381915130369177221226676573 | 0.022896731007680979503278081371550603885
f(z) = 233/71*z^3 - 162/71*z + 1
*
-1 | 0.10271334676014042299866989802398420815 | 0.018842895282265400391509902797134827541
f(z) = 233/72*z^3 - 161/72*z + 1
*
-1 | 0.12465311017370835603999689652693967961 | 0.022849820851569604163599757322286814648
f(z) = 234/61*z^3 - 173/61*z + 1
*
-1 | 0.12479174981164078492851428079250402976 | 0.022875234504588513278454893702821660240
f(z) = 234/67*z^3 - 167/67*z + 1
*
[ 1/3 ] 
f(z) = 234/71*z^3 - 168/71*z + 1
*
-1 | 0.12488332136715299362991898246374445870 | 0.022892020236092827194771660217063515587
f(z) = 234/71*z^3 - 163/71*z + 1
*
[ 1/3 ] 
f(z) = 234/73*z^3 - 172/73*z + 1
*
-1 | 0.12492885554639362348834892463459868304 | 0.022900366982008927903628726191134184485
f(z) = 234/73*z^3 - 161/73*z + 1
*
[ 1/3 ] 
f(z) = 234/77*z^3 - 180/77*z + 1
*
-1 | 0.12472604733545511371492952336582654813 | 0.022845332674490965814230389435292656632
f(z) = 235/61*z^3 - 174/61*z + 1
*
-1 | 0.11191311607228724687662135572701780351 | 0.020498463808718393786700197128353251772
f(z) = 235/62*z^3 - 173/62*z + 1
*
-1 | 0.11120914460445601221401958951008276388 | 0.020369521517035727695622013152256790072
f(z) = 235/63*z^3 - 172/63*z + 1
*
-1 | 0.11623792786813357752023067579361666910 | 0.021290614015843464397410330502790473050
f(z) = 235/64*z^3 - 171/64*z + 1
*
-1 | 0.091662209156798361857977771266769236049 | 0.016789224918142393003408293120981094946
f(z) = 235/66*z^3 - 169/66*z + 1
*
-1 | 0.12486416737918130069398631952771395389 | 0.022870631306295222585978154803145635771
f(z) = 235/67*z^3 - 168/67*z + 1
*
-1 | 0.11632966554623362450320631082189093748 | 0.021307417063961747735834871623299979971
f(z) = 235/68*z^3 - 167/68*z + 1
*
-1 | 0.10456622841753498385649905585141984427 | 0.019152777833891428135184351466664873580
f(z) = 235/69*z^3 - 166/69*z + 1
*
-1 | 0.12495539864986267561550605944706615908 | 0.022887341598760652770851502402477170927
f(z) = 235/71*z^3 - 164/71*z + 1
*
-1 | 0.10285761493910792367552049288170553451 | 0.018839821204857859218295499838071147674
f(z) = 235/72*z^3 - 163/72*z + 1
*
-1 | 0.12500076446848453649186639904984145501 | 0.022895650987541968048460976985710854204
f(z) = 235/73*z^3 - 162/73*z + 1
*
-1 | 0.11218732670943281984493491387373430126 | 0.020548689349912899290778306696216700933
f(z) = 235/74*z^3 - 161/74*z + 1
*
-1 | 0.12479869737314179921116794480732819266 | 0.022840874651074081301271578723867816486
f(z) = 236/61*z^3 - 175/61*z + 1
*
-1 | 0.11128162151193941083640629603916863240 | 0.020366955917197713168052268216044203776
f(z) = 236/63*z^3 - 173/63*z + 1
*
-1 | 0.12489060375903519025772631143396255955 | 0.022857695517669728687418860440148546897
f(z) = 236/65*z^3 - 171/65*z + 1
*
-1 | 0.12493630172333388677403705845268048250 | 0.022866059238576485684642617449801744151
f(z) = 236/67*z^3 - 169/67*z + 1
*
-1 | 0.10463715967721648771381889493093304026 | 0.019150874955735580604345558853997799467
f(z) = 236/69*z^3 - 167/69*z + 1
*
-1 | 0.12502719524427554556107688744699979117 | 0.022882694728867027809223654923544145591
f(z) = 236/71*z^3 - 165/71*z + 1
*
-1 | 0.12507239395094373336486586579371404126 | 0.022890967074773908438107834943336838262
f(z) = 236/73*z^3 - 163/73*z + 1
*
-1 | 0.10477275733827303038437322858866422885 | 0.019175692275502236030751301587702081941
f(z) = 236/75*z^3 - 161/75*z + 1
*
-1 | 0.12487106254556346729360661458028099368 | 0.022836446440335073705247245559604901101
f(z) = 237/61*z^3 - 176/61*z + 1
*
-1 | 0.11205795849146389242586703675830135438 | 0.020493183249480763945624370693827536475
f(z) = 237/62*z^3 - 175/62*z + 1
*
-1 | 0.11638242656168120019786050729668888480 | 0.021284042888657954548388340036437739962
f(z) = 237/64*z^3 - 173/64*z + 1
*
-1 | 0.12496262649352815936588165956543985283 | 0.022853191674586590923319851317316313713
f(z) = 237/65*z^3 - 172/65*z + 1
*
-1 | 0.12500815505888968847846598881295756586 | 0.022861517948289951782778882063218213791
f(z) = 237/67*z^3 - 170/67*z + 1
*
-1 | 0.11647348409059565327797703547483425061 | 0.021300695508886003132282343541970207208
f(z) = 237/68*z^3 - 169/68*z + 1
*
-1 | 0.11224007673498896819999793472735935479 | 0.020526489072537653238674100545902018340
f(z) = 237/70*z^3 - 167/70*z + 1
*
-1 | 0.12509871333677656790193817439003003291 | 0.022878079265384039221978957020343426856
f(z) = 237/71*z^3 - 166/71*z + 1
*
-1 | 0.12514374616621928398750472346891417440 | 0.022886314878797275672584070645232648388
f(z) = 237/73*z^3 - 164/73*z + 1
*
-1 | 0.11233079491446527349019204559423730653 | 0.020543079632468377195238102064179828092
f(z) = 237/74*z^3 - 163/74*z + 1
*
-1 | 0.11665361922089197631856878476807033097 | 0.021333638659774414583197262521929541416
f(z) = 237/76*z^3 - 161/76*z + 1
*
-1 | 0.12494314508488922334211864918168032432 | 0.022832047706635450098702224719280127152
f(z) = 238/61*z^3 - 177/61*z + 1
*
-1 | 0.12503436915008595591926651890831004582 | 0.022848717946584587741233863529446060856
f(z) = 238/65*z^3 - 173/65*z + 1
*
-1 | 0.12507972957467711440872186418345792852 | 0.022857007087838034752673800751140354087
f(z) = 238/67*z^3 - 171/67*z + 1
*
-1 | 0.10478025235725434776883290487127657858 | 0.019147490795983382861980737359831133219
f(z) = 238/69*z^3 - 169/69*z + 1
*
-1 | 0.12516995508821361083144166590415400529 | 0.022873494852957292278418794885024869896
f(z) = 238/71*z^3 - 167/71*z + 1
*
-1 | 0.12521482326143029825014396721300137664 | 0.022881694040441303245540248100905941123
f(z) = 238/73*z^3 - 165/73*z + 1
*
-1 | 0.10491485838602357425497723381134713035 | 0.019172088634211095407775769104587286663
f(z) = 238/75*z^3 - 163/75*z + 1
*
-1 | 0.096090075653522103942853467761922459735 | 0.017546008430866266150170884370818048483
f(z) = 239/60*z^3 - 179/60*z + 1
*
-1 | 0.12501494719708012396379657184870767029 | 0.022827678119575582708632238033888671770
f(z) = 239/61*z^3 - 178/61*z + 1
*
-1 | 0.11220167292704157764351521224772402093 | 0.020487979489513598007056430893395426841
f(z) = 239/62*z^3 - 177/62*z + 1
*
-1 | 0.11149735967955915569670256484525946929 | 0.020359372179193050807380634872060157491
f(z) = 239/63*z^3 - 176/63*z + 1
*
-1 | 0.11652580238204559777598351890442222050 | 0.021277563755710152843953570273967942245
f(z) = 239/64*z^3 - 175/64*z + 1
*
-1 | 0.12510583390602602171954246969986653601 | 0.022844273995378288022831832529818332400
f(z) = 239/65*z^3 - 174/65*z + 1
*
-1 | 0.091947720413324072350002860371292443839 | 0.016789616061791326965453253189071925449
f(z) = 239/66*z^3 - 173/66*z + 1
*
-1 | 0.12515102743396721590993979027472706408 | 0.022852526315057336146307437346681770138
f(z) = 239/67*z^3 - 172/67*z + 1
*
-1 | 0.11661618982777555400252275311798298617 | 0.021294068466254255196660393479169761333
f(z) = 239/68*z^3 - 171/68*z + 1
*
-1 | 0.10485138448534208257161135855936888765 | 0.019145819832647608389011848949765695199
f(z) = 239/69*z^3 - 170/69*z + 1
*
-1 | 0.11238245093744127805025304367654811796 | 0.020520989480118929664521270500474582461
f(z) = 239/70*z^3 - 169/70*z + 1
*
-1 | 0.12524092263429482924110563919915282031 | 0.022868941141792722327820523175891128776
f(z) = 239/71*z^3 - 168/71*z + 1
*
-1 | 0.10314280780477801343558819729610269795 | 0.018833834431053642515741747517784376676
f(z) = 239/72*z^3 - 167/72*z + 1
*
-1 | 0.12528562735876040954399219590047948332 | 0.022877104206157464289262218651441318695
f(z) = 239/73*z^3 - 166/73*z + 1
*
-1 | 0.11247186075973695500880699402901469523 | 0.020537315677024621246286598979231301409
f(z) = 239/74*z^3 - 165/74*z + 1
*
-1 | 0.10498653376864254727510461095808382667 | 0.019170498036386004217416668814769365803
f(z) = 239/75*z^3 - 164/75*z + 1
*
-1 | 0.11679501245943165459476923043245800523 | 0.021326721405502436825072932508259338109
f(z) = 239/76*z^3 - 163/76*z + 1
*
-1 | 0.12537455852410561744297848913379002980 | 0.022893343000500182500998460725468075635
f(z) = 239/77*z^3 - 162/77*z + 1
*
-1 | 0.092217647585037420471923177031549566406 | 0.016838904652713866143641310056791780616
f(z) = 239/78*z^3 - 161/78*z + 1
*
[ 2/5 ] 
f(z) = 235/64*z^3 - 167/80*z + 1
*
[ 4/9 ] 
f(z) = 239/64*z^3 - 161/81*z + 1
*
[ 3/2 ] 
f(z) = 220/63*z^3 - 158/21*z + 1
*
5/4 | 0.17962460528012884925184419301837049573 | 0.027160769637567082101303534694211785460
f(z) = 224/75*z^3 - 149/30*z + 1
*
5/8 | 0.18691245311392655035145390554806404457 | 0.028439503612288450082917475188852571131
f(z) = 224/75*z^3 - 143/30*z + 1
*
-5/4 | 0.18123130773182380448981588402004888487 | 0.027348578072811673776164082483129443354
f(z) = 232/75*z^3 - 151/30*z + 1
*
[ -3/2 ] 
f(z) = 236/63*z^3 - 142/21*z + 1
*
[ -6/5 ] 
f(z) = 225/64*z^3 - 155/48*z + 1
*
[ -8/7 ] 
f(z) = 231/64*z^3 - 159/56*z + 1
*
3/4 | 0.18405709865837215739772700166602702036 | 0.029977289815919268077937471673354985210
f(z) = 232/63*z^3 - 143/42*z + 1
*
-1 | 0.12360050976926664123327892984347153096 | 0.022916026126582659483100877039619073018
f(z) = 220/61*z^3 - 159/61*z + 1
*
-1 | 0.11008637052174381495814913667896616637 | 0.020410450958222682786168650950303233875
f(z) = 220/63*z^3 - 157/63*z + 1
*
-1 | 0.12374685963292717642089432992318694084 | 0.022943159973405195394191167719182653340
f(z) = 220/67*z^3 - 153/67*z + 1
*
-1 | 0.10345162411387880132595987170400241608 | 0.019180342584804869713756026309956294292
f(z) = 220/69*z^3 - 151/69*z + 1
*
-1 | 0.12384347835494724252898635473552389024 | 0.022961073468764252595454830771626019685
f(z) = 220/71*z^3 - 149/71*z + 1
*
-1 | 0.12389150902870424018033857574819964925 | 0.022969978546718602661063290213341100288
f(z) = 220/73*z^3 - 147/73*z + 1
*
-1 | 0.12403450820357456189695109262859248227 | 0.022996491162512221957917201213523919716
f(z) = 220/79*z^3 - 141/79*z + 1
*
-1 | 0.12367771982225221635061048382570974620 | 0.022911076723841403507246192794889993581
f(z) = 221/61*z^3 - 160/61*z + 1
*
-1 | 0.11086607540826655545000243750879026699 | 0.020537742476175336279931154898097219287
f(z) = 221/62*z^3 - 159/62*z + 1
*
-1 | 0.11016338604309157875863046172982765562 | 0.020407570526193649390856171222211680263
f(z) = 221/63*z^3 - 158/63*z + 1
*
-1 | 0.11519344669790659290654383420389825070 | 0.021339380279427051798435467036003347593
f(z) = 221/64*z^3 - 157/64*z + 1
*
-1 | 0.090619616633194143883689623503129430964 | 0.016787122145784053891021670180017975306
f(z) = 221/66*z^3 - 155/66*z + 1
*
-1 | 0.12382349045802657574535305454898325694 | 0.022938080473790135948602052534510860148
f(z) = 221/67*z^3 - 154/67*z + 1
*
-1 | 0.10352806473085651614727943266747099447 | 0.019178389102971731858709797262654376246
f(z) = 221/69*z^3 - 152/69*z + 1
*
-1 | 0.11105968083377519355953073461154787492 | 0.020573607535495279306979705810495264362
f(z) = 221/70*z^3 - 151/70*z + 1
*
-1 | 0.12391973016220937680427876420311718129 | 0.022955908707117697974026572434893286323
f(z) = 221/71*z^3 - 150/71*z + 1
*
-1 | 0.10182318736899980685379360860456280284 | 0.018862563616389535239892542488198367655
f(z) = 221/72*z^3 - 149/72*z + 1
*
-1 | 0.12396757340400249638855850803500435094 | 0.022964771582217714490875194251187987800
f(z) = 221/73*z^3 - 148/73*z + 1
*
-1 | 0.11115601990965740441336225857479404455 | 0.020591454177252691335898852827190865193
f(z) = 221/74*z^3 - 147/74*z + 1
*
-1 | 0.10367159626803916143756435538498797979 | 0.019204978063905104581978350327329175916
f(z) = 221/75*z^3 - 146/75*z + 1
*
-1 | 0.11548162500997852803105734693086943222 | 0.021392764797087275456104719919557658385
f(z) = 221/76*z^3 - 145/76*z + 1
*
-1 | 0.12406271572655709137267598952380018561 | 0.022982396527558440266645051672473699000
f(z) = 221/77*z^3 - 144/77*z + 1
*
-1 | 0.12411001834920012293263697414834574258 | 0.022991159253926382438402406752165047731
f(z) = 221/79*z^3 - 142/79*z + 1
*
-1 | 0.12385159402118922394164814482608732947 | 0.022924114335746043727649257050870266924
f(z) = 222/65*z^3 - 157/65*z + 1
*
-1 | 0.12389980407902855021784758941647057157 | 0.022933037699928603754000224708810388876
f(z) = 222/67*z^3 - 155/67*z + 1
*
-1 | 0.12399566774779773816365108211531686267 | 0.022950781433635680432693738579620306888
f(z) = 222/71*z^3 - 151/71*z + 1
*
-1 | 0.12404332502567801366043208725678496477 | 0.022959602481888567231840753199639629340
f(z) = 222/73*z^3 - 149/73*z + 1
*
-1 | 0.12413809942829977513843401868598188532 | 0.022977144599605934566400116915680814863
f(z) = 222/77*z^3 - 145/77*z + 1
*
-1 | 0.12418522005624825761164757753823487432 | 0.022985866317490957154976517766638257230
f(z) = 222/79*z^3 - 143/79*z + 1
*
-1 | 0.11031645899675123059015968846292657015 | 0.020401878035208425745932228945134583883
f(z) = 223/63*z^3 - 160/63*z + 1
*
-1 | 0.11534632851385201329676033401421679338 | 0.021332099920085322912229953659504661436
f(z) = 223/64*z^3 - 159/64*z + 1
*
-1 | 0.12392778167948930255075858181545682448 | 0.022919150143074633912519101318907819504
f(z) = 223/65*z^3 - 158/65*z + 1
*
-1 | 0.090772118309453050987660348328722243118 | 0.016787356153278170661915858361339899906
f(z) = 223/66*z^3 - 157/66*z + 1
*
-1 | 0.12397580312167849223805016701835578311 | 0.022928031207745568580860309407578615011
f(z) = 223/67*z^3 - 156/67*z + 1
*
-1 | 0.11544237186204838192495008725966135151 | 0.021349862135205489824311954648988398578
f(z) = 223/68*z^3 - 155/68*z + 1
*
-1 | 0.10367896784116882472921651350713015488 | 0.019174343302427029498420066123139612048
f(z) = 223/69*z^3 - 154/69*z + 1
*
-1 | 0.11121143062588671099753164293901671911 | 0.020567393699766980703897229420064024818
f(z) = 223/70*z^3 - 153/70*z + 1
*
-1 | 0.12407129370213889833974121793707750767 | 0.022945691194240619472156919137578330480
f(z) = 223/71*z^3 - 152/71*z + 1
*
-1 | 0.10197456533416286580684222079364090102 | 0.018859131842713088737646176588852811730
f(z) = 223/72*z^3 - 151/72*z + 1
*
-1 | 0.12411876646684164470952060707097764723 | 0.022954470786735408503444631846497714384
f(z) = 223/73*z^3 - 150/73*z + 1
*
-1 | 0.11130637659833903384036910863858184483 | 0.020584952966693447185987594646474405312
f(z) = 223/74*z^3 - 149/74*z + 1
*
-1 | 0.10382242152391830084593335614288331326 | 0.019200873564237214008940297878001866484
f(z) = 223/75*z^3 - 148/75*z + 1
*
-1 | 0.11563226735152583547949261193009984443 | 0.021384981324590179071447494773204970042
f(z) = 223/76*z^3 - 147/76*z + 1
*
-1 | 0.12421317580682243694930235861642466233 | 0.022971930809085558207237395268853768887
f(z) = 223/77*z^3 - 146/77*z + 1
*
-1 | 0.091056588929091126483996363087636731631 | 0.016839966026176892877656959037201328127
f(z) = 223/78*z^3 - 145/78*z + 1
*
-1 | 0.12426011584719309612733619068942944147 | 0.022980611879773642485328881564874996691
f(z) = 223/79*z^3 - 144/79*z + 1
*
-1 | 0.12400365587335174259111214659145227035 | 0.022914221418979341540078198489436905691
f(z) = 224/65*z^3 - 159/65*z + 1
*
-1 | 0.12405149017913743809211102396514752146 | 0.022923060560587521650278964314920278416
f(z) = 224/67*z^3 - 157/67*z + 1
*
-1 | 0.10375550275098195173639458751617196078 | 0.019172632828678060673935147944964778338
f(z) = 224/69*z^3 - 155/69*z + 1
*
[ 3/4 ] 
f(z) = 224/69*z^3 - 149/69*z + 1
*
-1 | 0.12414661058363472335008653052847236067 | 0.022940637542449570676220000910825186436
f(z) = 224/71*z^3 - 153/71*z + 1
*
-1 | 0.12419390026885299500561345033524004557 | 0.022949376045442031054190842335332671631
f(z) = 224/73*z^3 - 151/73*z + 1
*
[ 3/4 ] 
f(z) = 224/75*z^3 - 151/75*z + 1
*
-1 | 0.10389737355949692480432879455421438107 | 0.019198848661560616186444816577993185288
f(z) = 224/75*z^3 - 149/75*z + 1
*
-1 | 0.12433470821355382709166906590049243883 | 0.022975395475270144998707439761357349694
f(z) = 224/79*z^3 - 145/79*z + 1
*
[ 1/3 ] 
f(z) = 225/61*z^3 - 147/61*z + 1
*
[ 1/3 ] 
f(z) = 225/62*z^3 - 149/62*z + 1
*
[ 1/3 ] 
f(z) = 225/64*z^3 - 153/64*z + 1
*
[ 12/25 ] 
f(z) = 225/64*z^3 - 142/75*z + 1
*
[ 1/3 ] 
f(z) = 225/67*z^3 - 159/67*z + 1
*
-1 | 0.12412686781252065636346719907569588400 | 0.022918125329065074107666128290168935215
f(z) = 225/67*z^3 - 158/67*z + 1
*
-1 | 0.11559325117344098963322952928672879734 | 0.021342523695903624816567853491391080242
f(z) = 225/68*z^3 - 157/68*z + 1
*
-1 | 0.12422162091918983669357441743629550178 | 0.022935620039213101392916147309514200541
f(z) = 225/71*z^3 - 154/71*z + 1
*
-1 | 0.12426872894184246481031204450091632158 | 0.022944317814208826096696290457595032117
f(z) = 225/73*z^3 - 152/73*z + 1
*
-1 | 0.11145680982343355072381092468071117442 | 0.020578793143876957086199773955049528193
f(z) = 225/74*z^3 - 151/74*z + 1
*
[ 2/5 ] 
f(z) = 225/74*z^3 - 147/74*z + 1
*
-1 | 0.11578168759861431356748804202992963715 | 0.021377315596197169590741752474239059733
f(z) = 225/76*z^3 - 149/76*z + 1
*
[ 11/15 ] 
f(z) = 225/77*z^3 - 149/77*z + 1
*
-1 | 0.12436241659519593042630047022020953951 | 0.022961615804717889329251440289530005518
f(z) = 225/77*z^3 - 148/77*z + 1
*
-1 | 0.12440899961640100666785906572132409584 | 0.022970216646235915171860300830758010699
f(z) = 225/79*z^3 - 146/79*z + 1
*
-1 | 0.12420193855142512486649759660630005850 | 0.022913225090899588757516470728477277437
f(z) = 226/67*z^3 - 159/67*z + 1
*
-1 | 0.10390558391782871529594936703810711129 | 0.019168879812007150555817806627706074301
f(z) = 226/69*z^3 - 157/69*z + 1
*
-1 | 0.12429632720472823740041680146919909369 | 0.022930638252758295386606121201542446701
f(z) = 226/71*z^3 - 155/71*z + 1
*
-1 | 0.12434325496522257556426380993049284031 | 0.022939295656594012392192861662344944642
f(z) = 226/73*z^3 - 153/73*z + 1
*
-1 | 0.10404636891428822316534806551676189891 | 0.019194852339899398912249402960999113712
f(z) = 226/75*z^3 - 151/75*z + 1
*
-1 | 0.12443658592927936269279332578707424519 | 0.022956513692095917081696270498249390602
f(z) = 226/77*z^3 - 149/77*z + 1
*
-1 | 0.12448299248685252688823656987290627717 | 0.022965074942522193148224838093065437253
f(z) = 226/79*z^3 - 147/79*z + 1
*
-1 | 0.12427670489444617066234633265600288013 | 0.022908359430773724150277979336909841553
f(z) = 227/67*z^3 - 160/67*z + 1
*
-1 | 0.11574290574269037739548589143406952633 | 0.021335294402661684393883426551307485414
f(z) = 227/68*z^3 - 159/68*z + 1
*
-1 | 0.10398016878584797111044657956169721489 | 0.019167027981968762269588018691061051435
f(z) = 227/69*z^3 - 158/69*z + 1
*
-1 | 0.11151188487104303571050612646125602357 | 0.020555375535572906448361238109158328094
f(z) = 227/70*z^3 - 157/70*z + 1
*
-1 | 0.12437073190569934003178954248791565830 | 0.022925691758435762688935080488515870415
f(z) = 227/71*z^3 - 156/71*z + 1
*
-1 | 0.10227364094607807510938301434302165782 | 0.018852457739981137142849249012935994868
f(z) = 227/72*z^3 - 155/72*z + 1
*
-1 | 0.12441748078818884409939433037656526701 | 0.022934309143358915914634406215992821207
f(z) = 227/73*z^3 - 154/73*z + 1
*
-1 | 0.11160473092077140591054556575111958738 | 0.020572490172468948318023279276692213976
f(z) = 227/74*z^3 - 153/74*z + 1
*
-1 | 0.10412041712975949541073956332627553552 | 0.019192880449449492397261020590238460414
f(z) = 227/75*z^3 - 152/75*z + 1
*
-1 | 0.11592990551386333148572962438822242120 | 0.021369764724152272237076377523681730258
f(z) = 227/76*z^3 - 151/76*z + 1
*
-1 | 0.12451045778959977552439994453065463131 | 0.022951447919036354708730495827507332757
f(z) = 227/77*z^3 - 150/77*z + 1
*
-1 | 0.091353897464266201539552466362930190557 | 0.016839583253280982462425599653546553643
f(z) = 227/78*z^3 - 149/78*z + 1
*
-1 | 0.12455668922655949616523645687130121852 | 0.022959969921416237304079091175723277291
f(z) = 227/79*z^3 - 148/79*z + 1
*
-1 | 0.12444483745757369606845195793739358994 | 0.022920780138570535119102930213076350672
f(z) = 228/71*z^3 - 157/71*z + 1
*
-1 | 0.12449140883021046060888053097559522934 | 0.022929357852317179214812605420677076575
f(z) = 228/73*z^3 - 155/73*z + 1
*
-1 | 0.12458403456422589156958212514584640504 | 0.022946418054475145056550599244829404097
f(z) = 228/77*z^3 - 151/77*z + 1
*
-1 | 0.12463009220818227779801860007444602534 | 0.022954901147485610814029091300326521153
f(z) = 228/79*z^3 - 149/79*z + 1
*
-1 | 0.10412740573354336659578488323847882282 | 0.019163182375806643034991962826377127346
f(z) = 229/69*z^3 - 160/69*z + 1
*
-1 | 0.11165932487474403845406709084469954173 | 0.020549326005582694369767263563083467865
f(z) = 229/70*z^3 - 159/70*z + 1
*
-1 | 0.12451864626632864872100491281187107624 | 0.022915902982316732022989403703374465385
f(z) = 229/71*z^3 - 158/71*z + 1
*
-1 | 0.10242137815831547259245277289413520725 | 0.018849212030229160758083827576783644965
f(z) = 229/72*z^3 - 157/72*z + 1
*
-1 | 0.12456504148151101901296512962684260168 | 0.022924441368187783729786997393917894675
f(z) = 229/73*z^3 - 156/73*z + 1
*
-1 | 0.11175276785949723495251754598155194898 | 0.020566522870768670891638930648742783328
f(z) = 229/74*z^3 - 155/74*z + 1
*
-1 | 0.10426659303925901463108315862179949029 | 0.019188797838950433707495898323214163276
f(z) = 229/75*z^3 - 154/75*z + 1
*
-1 | 0.11607694038240781371629902323474670054 | 0.021362325917019860044202345995034383639
f(z) = 229/76*z^3 - 153/76*z + 1
*
-1 | 0.12465731861246518839215461988785041314 | 0.022941423674403267369383658444946795051
f(z) = 229/77*z^3 - 152/77*z + 1
*
-1 | 0.091499551232392748686393145840777512547 | 0.016839203620012614471621685659770727386
f(z) = 229/78*z^3 - 151/78*z + 1
*
-1 | 0.12470320377585692530572117179693183743 | 0.022949868192426405666263170714973713595
f(z) = 229/79*z^3 - 150/79*z + 1
*
-1 | 0.12459216070892416602879172587352669241 | 0.022911059885515884703267134803955891399
f(z) = 230/71*z^3 - 159/71*z + 1
*
-1 | 0.12463838110353954130103592321511670070 | 0.022919559282451772249595686133566944652
f(z) = 230/73*z^3 - 157/73*z + 1
*
-1 | 0.12473031226532554079752410578047410002 | 0.022936464361720320645230156901618689509
f(z) = 230/77*z^3 - 153/77*z + 1
*
-1 | 0.12477602624565224667216199902449782828 | 0.022944870634915287672751261685467026170
f(z) = 230/79*z^3 - 151/79*z + 1
*
[ -12/11 ] 
f(z) = 231/64*z^3 - 157/66*z + 1
*
-1 | 0.12466538313376909018099971749774435393 | 0.022906250450558811785394973347989427159
f(z) = 231/71*z^3 - 160/71*z + 1
*
-1 | 0.12471143002943203060104984323969670614 | 0.022914711193212562568369152043889159311
f(z) = 231/73*z^3 - 158/73*z + 1
*
-1 | 0.11189898316723174863087386161844949961 | 0.020560528265020546868614496825314313145
f(z) = 231/74*z^3 - 157/74*z + 1
*
-1 | 0.11622281102721030996322701318655637169 | 0.021354996475650416539508281429278592932
f(z) = 231/76*z^3 - 155/76*z + 1
*
-1 | 0.12484856190601772305778685574399626423 | 0.022939908060465249957952512118580323647
f(z) = 231/79*z^3 - 152/79*z + 1
*
-1 | 0.12478419056446378111808663133188910989 | 0.022909896705059747017040183629859168278
f(z) = 232/73*z^3 - 159/73*z + 1
*
-1 | 0.10448625887673501021708501668356525065 | 0.019183274637082369314140720966573699299
f(z) = 232/75*z^3 - 157/75*z + 1
*
-1 | 0.12487543757014820837110408524479852445 | 0.022926649303809796944808380448664617519
f(z) = 232/77*z^3 - 155/77*z + 1
*
-1 | 0.12492081301822250121497611215646232391 | 0.022934980061284966198242540080843462014
f(z) = 232/79*z^3 - 153/79*z + 1
*
-1 | 0.12485666498649266668661872254585755009 | 0.022905115428936276105949670900980370408
f(z) = 233/73*z^3 - 160/73*z + 1
*
-1 | 0.11204339533845874869892205297630932775 | 0.020554504667852331840597046861520893174
f(z) = 233/74*z^3 - 159/74*z + 1
*
-1 | 0.10455856358894504705538052082026554021 | 0.019181402677603550693090401930240421740
f(z) = 233/75*z^3 - 158/75*z + 1
*
-1 | 0.11636753582376241823104645514004897859 | 0.021347773789348825665029262126415917671
f(z) = 233/76*z^3 - 157/76*z + 1
*
-1 | 0.12494757374665483593991511718086667767 | 0.022921792757657504057083895811570286439
f(z) = 233/77*z^3 - 156/77*z + 1
*
-1 | 0.091790500852271762792742142912590192936 | 0.016839085182425860019129737630629077817
f(z) = 233/78*z^3 - 155/78*z + 1
*
-1 | 0.12499278181678567272493700225682423302 | 0.022930086236141638529498539107406375833
f(z) = 233/79*z^3 - 154/79*z + 1
*
[ 1/3 ] 
f(z) = 234/61*z^3 - 148/61*z + 1
*
[ 1/3 ] 
f(z) = 234/67*z^3 - 160/67*z + 1
*
-1 | 0.12501942857773163152444881160187473563 | 0.022916969676776616061701250578979030139
f(z) = 234/77*z^3 - 157/77*z + 1
*
-1 | 0.12506447050989804725110183121194187124 | 0.022925226190227238548109967521209292274
f(z) = 234/79*z^3 - 155/79*z + 1
*
-1 | 0.11651113271420461914862015160312574187 | 0.021340655332233371524010295249412279826
f(z) = 235/76*z^3 - 159/76*z + 1
*
-1 | 0.12509100425949690965320786217051990045 | 0.022912179676538337600096886033559565848
f(z) = 235/77*z^3 - 158/77*z + 1
*
-1 | 0.091933765557298507194476536124441650520 | 0.016838964298503159152053363580862656979
f(z) = 235/78*z^3 - 157/78*z + 1
*
-1 | 0.12513588127983562126828307823847579157 | 0.022920399535028043206860701379476795321
f(z) = 235/79*z^3 - 156/79*z + 1
*
-1 | 0.12516230296235250151869517970100141878 | 0.022907422378417419245695766228364785565
f(z) = 236/77*z^3 - 159/77*z + 1
*
-1 | 0.12520701628336493817213891823466239184 | 0.022915605888197370657137488858848659140
f(z) = 236/79*z^3 - 157/79*z + 1
*
-1 | 0.12523332683138508638572832320053262073 | 0.022902697409869292388973955426734146584
f(z) = 237/77*z^3 - 160/77*z + 1
*
-1 | 0.12534846749309462812938470366548575487 | 0.022906116120348155665701881873118880375
f(z) = 238/79*z^3 - 159/79*z + 1
*
-1 | 0.12541878788881931705685669282081326350 | 0.022901419264369061939457656507540805569
f(z) = 239/79*z^3 - 160/79*z + 1
*
[ 2/3 ] 
f(z) = 221/72*z^3 - 151/81*z + 1
*
[ 4/9 ] 
f(z) = 223/64*z^3 - 157/81*z + 1
*
[ 2/3 ] 
f(z) = 223/72*z^3 - 152/81*z + 1
*
[ 4/9 ] 
f(z) = 227/64*z^3 - 158/81*z + 1
*
[ 2/3 ] 
f(z) = 227/72*z^3 - 154/81*z + 1
*
[ 2/3 ] 
f(z) = 229/72*z^3 - 155/81*z + 1
*
[ 2/3 ] 
f(z) = 233/72*z^3 - 157/81*z + 1
*
[ 4/9 ] 
f(z) = 235/64*z^3 - 160/81*z + 1
*
[ 2/3 ] 
f(z) = 235/72*z^3 - 158/81*z + 1
*
[ 2/3 ] 
f(z) = 239/72*z^3 - 160/81*z + 1
*
-2 | 0.10008392050558414075796451194107305283 | 0.014557169741338793321819116007095343523
f(z) = 233/72*z^3 - 121/9*z + 1
*
-2 | 0.10025181474604862322126638198249395848 | 0.014564154811261769280962839313906900997
f(z) = 235/72*z^3 - 122/9*z + 1
*
-2 | 0.10058298158691397929045309731923372251 | 0.014577828707461659085743295513358012149
f(z) = 239/72*z^3 - 124/9*z + 1
*
[ -3/2 ] 
f(z) = 220/63*z^3 - 130/21*z + 1
*
[ 12/11 ] 
f(z) = 231/64*z^3 - 139/33*z + 1
*
[ -3/2 ] 
f(z) = 232/63*z^3 - 139/21*z + 1
*
[ 5/4 ] 
f(z) = 232/75*z^3 - 139/30*z + 1
*
-5/4 | 0.18091613119041275609899887621323283764 | 0.028245070784880603364301105078521874378
f(z) = 232/75*z^3 - 121/30*z + 1
*
[ 4/5 ] 
f(z) = 221/64*z^3 - 123/50*z + 1
*
[ 4/5 ] 
f(z) = 229/64*z^3 - 127/50*z + 1
*
[ 4/5 ] 
f(z) = 233/64*z^3 - 129/50*z + 1
*
[ 4/5 ] 
f(z) = 237/64*z^3 - 131/50*z + 1
*
[ 1/2 ] 
f(z) = 220/67*z^3 - 122/67*z + 1
*
[ 1/2 ] 
f(z) = 220/69*z^3 - 124/69*z + 1
*
[ 1/2 ] 
f(z) = 220/71*z^3 - 126/71*z + 1
*
[ 1/2 ] 
f(z) = 220/73*z^3 - 128/73*z + 1
*
[ 1/2 ] 
f(z) = 220/79*z^3 - 134/79*z + 1
*
[ 1/2 ] 
f(z) = 224/65*z^3 - 121/65*z + 1
*
[ 1/2 ] 
f(z) = 224/67*z^3 - 123/67*z + 1
*
[ 1/2 ] 
f(z) = 224/69*z^3 - 125/69*z + 1
*
[ 1/2 ] 
f(z) = 224/71*z^3 - 127/71*z + 1
*
[ 1/2 ] 
f(z) = 224/73*z^3 - 129/73*z + 1
*
[ 1/2 ] 
f(z) = 224/75*z^3 - 131/75*z + 1
*
[ 1/2 ] 
f(z) = 224/79*z^3 - 135/79*z + 1
*
[ 2/3 ] 
f(z) = 225/62*z^3 - 131/62*z + 1
*
[ 2/5 ] 
f(z) = 225/62*z^3 - 129/62*z + 1
*
[ 28/45 ] 
f(z) = 225/64*z^3 - 124/63*z + 1
*
[ 2/3 ] 
f(z) = 225/74*z^3 - 137/74*z + 1
*
[ 7/15 ] 
f(z) = 225/77*z^3 - 137/77*z + 1
*
[ 1/2 ] 
f(z) = 228/65*z^3 - 122/65*z + 1
*
[ 1/2 ] 
f(z) = 228/67*z^3 - 124/67*z + 1
*
[ 1/2 ] 
f(z) = 228/71*z^3 - 128/71*z + 1
*
[ 1/2 ] 
f(z) = 228/73*z^3 - 130/73*z + 1
*
[ 1/2 ] 
f(z) = 228/77*z^3 - 134/77*z + 1
*
[ 1/2 ] 
f(z) = 228/79*z^3 - 136/79*z + 1
*
[ 1/2 ] 
f(z) = 232/63*z^3 - 121/63*z + 1
*
[ 1/2 ] 
f(z) = 232/65*z^3 - 123/65*z + 1
*
[ 1/2 ] 
f(z) = 232/67*z^3 - 125/67*z + 1
*
[ 1/2 ] 
f(z) = 232/69*z^3 - 127/69*z + 1
*
[ 1/2 ] 
f(z) = 232/71*z^3 - 129/71*z + 1
*
[ 1/2 ] 
f(z) = 232/73*z^3 - 131/73*z + 1
*
[ 1/2 ] 
f(z) = 232/75*z^3 - 133/75*z + 1
*
[ 1/2 ] 
f(z) = 232/77*z^3 - 135/77*z + 1
*
[ 1/2 ] 
f(z) = 232/79*z^3 - 137/79*z + 1
*
[ 1/2 ] 
f(z) = 236/63*z^3 - 122/63*z + 1
*
[ 1/2 ] 
f(z) = 236/65*z^3 - 124/65*z + 1
*
[ 1/2 ] 
f(z) = 236/67*z^3 - 126/67*z + 1
*
[ 1/2 ] 
f(z) = 236/69*z^3 - 128/69*z + 1
*
[ 1/2 ] 
f(z) = 236/71*z^3 - 130/71*z + 1
*
[ 1/2 ] 
f(z) = 236/73*z^3 - 132/73*z + 1
*
[ 1/2 ] 
f(z) = 236/75*z^3 - 134/75*z + 1
*
[ 1/2 ] 
f(z) = 236/77*z^3 - 136/77*z + 1
*
[ 1/2 ] 
f(z) = 236/79*z^3 - 138/79*z + 1
*
[ 4 ] 
f(z) = 221/64*z^3 - 109/2*z + 1
*
-2 | 0.099042247101049468517693306942813663070 | 0.014513016415823572683180043860663871442
f(z) = 221/72*z^3 - 115/9*z + 1
*
[ 2 ] 
f(z) = 221/72*z^3 - 106/9*z + 1
*
[ -4 ] 
f(z) = 223/64*z^3 - 109/2*z + 1
*
[ 4/3 ] 
f(z) = 223/64*z^3 - 107/18*z + 1
*
-2 | 0.099220108617659313616440757781259623807 | 0.014520656788637779577992511496052494438
f(z) = 223/72*z^3 - 116/9*z + 1
*
[ 2 ] 
f(z) = 223/72*z^3 - 107/9*z + 1
*
[ -12/5 ] 
f(z) = 225/64*z^3 - 113/6*z + 1
*
[ 4 ] 
f(z) = 225/64*z^3 - 111/2*z + 1
*
[ 2/15 ] 
f(z) = 225/64*z^3 - 105/16*z + 1
*
[ -4 ] 
f(z) = 227/64*z^3 - 111/2*z + 1
*
[ 4/3 ] 
f(z) = 227/64*z^3 - 109/18*z + 1
*
-2 | 0.099570630444354485100958491065046994110 | 0.014535590736481560249874624174677395673
f(z) = 227/72*z^3 - 118/9*z + 1
*
[ 2 ] 
f(z) = 227/72*z^3 - 109/9*z + 1
*
[ 4 ] 
f(z) = 229/64*z^3 - 113/2*z + 1
*
-2 | 0.099743359847657239463651033418438687140 | 0.014542890435782153496627776155591009134
f(z) = 229/72*z^3 - 119/9*z + 1
*
[ 2 ] 
f(z) = 229/72*z^3 - 110/9*z + 1
*
[ -2 ] 
f(z) = 229/72*z^3 - 101/9*z + 1
*
[ -4 ] 
f(z) = 231/64*z^3 - 113/2*z + 1
*
[ 4 ] 
f(z) = 233/64*z^3 - 115/2*z + 1
*
[ 2 ] 
f(z) = 233/72*z^3 - 112/9*z + 1
*
[ -2 ] 
f(z) = 233/72*z^3 - 103/9*z + 1
*
[ -4 ] 
f(z) = 235/64*z^3 - 115/2*z + 1
*
[ 4/3 ] 
f(z) = 235/64*z^3 - 113/18*z + 1
*
[ 2 ] 
f(z) = 235/72*z^3 - 113/9*z + 1
*
[ -2 ] 
f(z) = 235/72*z^3 - 104/9*z + 1
*
[ 4 ] 
f(z) = 237/64*z^3 - 117/2*z + 1
*
[ -4 ] 
f(z) = 239/64*z^3 - 117/2*z + 1
*
[ 4/3 ] 
f(z) = 239/64*z^3 - 115/18*z + 1
*
[ 2 ] 
f(z) = 239/72*z^3 - 115/9*z + 1
*
[ -2 ] 
f(z) = 239/72*z^3 - 106/9*z + 1
*
[ 12/13 ] 
f(z) = 221/64*z^3 - 118/39*z + 1
*
[ 4/17 ] 
f(z) = 221/64*z^3 - 117/34*z + 1
*
[ 12/17 ] 
f(z) = 221/64*z^3 - 109/51*z + 1
*
[ 6/17 ] 
f(z) = 221/72*z^3 - 113/51*z + 1
*
[ 2/3 ] 
f(z) = 231/64*z^3 - 101/48*z + 1
*
[ 3/4 ] 
f(z) = 232/63*z^3 - 101/42*z + 1
*
[ 4/9 ] 
f(z) = 237/64*z^3 - 107/54*z + 1
*
[ 2/3 ] 
f(z) = 237/64*z^3 - 103/48*z + 1
*
[ 1/2 ] 
f(z) = 220/61*z^3 - 116/61*z + 1
*
[ 1/2 ] 
f(z) = 220/63*z^3 - 118/63*z + 1
*
[ 1/2 ] 
f(z) = 224/61*z^3 - 117/61*z + 1
*
[ 1/2 ] 
f(z) = 228/61*z^3 - 118/61*z + 1
*
[ 1/2 ] 
f(z) = 232/61*z^3 - 119/61*z + 1
*
[ 1/2 ] 
f(z) = 236/61*z^3 - 120/61*z + 1
*
[ -2 ] 
f(z) = 221/72*z^3 - 97/9*z + 1
*
[ -2 ] 
f(z) = 223/72*z^3 - 98/9*z + 1
*
[ -2 ] 
f(z) = 227/72*z^3 - 100/9*z + 1
*
[ -4/3 ] 
f(z) = 229/64*z^3 - 83/18*z + 1
*
[ -4/3 ] 
f(z) = 233/64*z^3 - 85/18*z + 1
*
[ 4/21 ] 
f(z) = 231/64*z^3 - 92/21*z + 1
*
[ -5/4 ] 
f(z) = 232/75*z^3 - 91/30*z + 1
*
[ 4/7 ] 
f(z) = 221/64*z^3 - 92/49*z + 1
*
[ 4/7 ] 
f(z) = 225/64*z^3 - 93/49*z + 1
*
[ 4/7 ] 
f(z) = 229/64*z^3 - 94/49*z + 1
*
[ 4/7 ] 
f(z) = 233/64*z^3 - 95/49*z + 1
*
[ 2/5 ] 
f(z) = 235/72*z^3 - 91/45*z + 1
*
[ 4/7 ] 
f(z) = 237/64*z^3 - 96/49*z + 1
*
[ -1 ]
f(z) = 222/61*z^3 - 100/61*z + 1
*
[ -4/3 ] 
f(z) = 221/64*z^3 - 79/18*z + 1
*
[ 5/4 ] 
f(z) = 224/75*z^3 - 67/15*z + 1
*
[ -28/15 ] 
f(z) = 225/64*z^3 - 75/7*z + 1
*
[ 8/5 ] 
f(z) = 225/64*z^3 - 69/8*z + 1
*
-16/15 | 0.079157216102792406662916357989596558960 | 0.014235164203841715476900986689032433133
f(z) = 225/64*z^3 - 65/16*z + 1
*
[ 16/15 ] 
f(z) = 225/64*z^3 - 63/16*z + 1
*
-6/5 | 0.16307184584026608839347127459324627566 | 0.021834579375072089130972539140175461807
f(z) = 235/72*z^3 - 73/15*z + 1
*
[ 6/5 ] 
f(z) = 235/72*z^3 - 68/15*z + 1
*
[ 4/13 ] 
f(z) = 221/64*z^3 - 67/26*z + 1
*
[ 6/13 ] 
f(z) = 221/72*z^3 - 71/39*z + 1
*
[ 4/5 ] 
f(z) = 223/64*z^3 - 62/25*z + 1
*
[ 2/5 ] 
f(z) = 225/68*z^3 - 69/34*z + 1
*
[ 2/3 ] 
f(z) = 225/68*z^3 - 67/34*z + 1
*
[ 2/5 ] 
f(z) = 225/76*z^3 - 75/38*z + 1
*
[ 2/3 ] 
f(z) = 225/76*z^3 - 69/38*z + 1
*
[ 4/5 ] 
f(z) = 227/64*z^3 - 63/25*z + 1
*
[ 4/5 ] 
f(z) = 231/64*z^3 - 64/25*z + 1
*
[ 4/5 ] 
f(z) = 239/64*z^3 - 66/25*z + 1
*
[ -4 ] 
f(z) = 221/64*z^3 - 54*z + 1
*
[ 4/3 ] 
f(z) = 221/64*z^3 - 53/9*z + 1
*
[ 4 ] 
f(z) = 223/64*z^3 - 55*z + 1
*
[ -5/4 ] 
f(z) = 224/75*z^3 - 43/15*z + 1
*
[ 12/5 ] 
f(z) = 225/64*z^3 - 59/3*z + 1
*
[ -8/5 ] 
f(z) = 225/64*z^3 - 59/8*z + 1
*
[ -4 ] 
f(z) = 225/64*z^3 - 55*z + 1
*
4/5 | 0.092085711102805104815803144568769765072 | 0.012095334344753167684860453279748625792
f(z) = 225/64*z^3 - 53/18*z + 1
*
4/45 | 0.18117350960225775214764992594252918402 | 0.023796896899728705164793863110957540915
f(z) = 225/64*z^3 - 41/18*z + 1
*
[ 4 ] 
f(z) = 227/64*z^3 - 56*z + 1
*
[ -4/3 ] 
f(z) = 227/64*z^3 - 41/9*z + 1
*
[ -4 ] 
f(z) = 229/64*z^3 - 56*z + 1
*
[ 4/3 ] 
f(z) = 229/64*z^3 - 55/9*z + 1
*
[ 4 ] 
f(z) = 231/64*z^3 - 57*z + 1
*
[ -4 ] 
f(z) = 233/64*z^3 - 57*z + 1
*
[ 4/3 ] 
f(z) = 233/64*z^3 - 56/9*z + 1
*
[ 4 ] 
f(z) = 235/64*z^3 - 58*z + 1
*
[ -4/3 ] 
f(z) = 235/64*z^3 - 43/9*z + 1
*
[ -6/5 ] 
f(z) = 235/72*z^3 - 43/15*z + 1
*
[ -4 ] 
f(z) = 237/64*z^3 - 58*z + 1
*
-4/3 | 0.20676119967853987389114571625786294915 | 0.028799600261865279241854012563843287037
f(z) = 237/64*z^3 - 41/6*z + 1
*
[ 4 ] 
f(z) = 239/64*z^3 - 59*z + 1
*
[ -4/3 ] 
f(z) = 239/64*z^3 - 44/9*z + 1
*
[ 5/8 ] 
f(z) = 224/75*z^3 - 53/30*z + 1
*
[ 4/9 ] 
f(z) = 231/64*z^3 - 53/27*z + 1
*
[ 4/11 ] 
f(z) = 231/64*z^3 - 49/22*z + 1
*
[ -4/3 ] 
f(z) = 223/64*z^3 - 40/9*z + 1
*
[ 4/9 ] 
f(z) = 225/64*z^3 - 35/18*z + 1
*
[ 4/3 ] 
f(z) = 231/64*z^3 - 37/6*z + 1
*
[ 4/7 ] 
f(z) = 231/64*z^3 - 27/14*z + 1
*
[ -4/3 ] 
f(z) = 237/64*z^3 - 29/6*z + 1
*
[ 8/15 ] 
f(z) = 225/64*z^3 - 15/8*z + 1
*
4/15 | 0.14768915351716677442942300456172977436 | 0.022524652427584197614726839480067493394
f(z) = 225/64*z^3 - 11*z + 1
*
[ -4/3 ] 
f(z) = 225/64*z^3 - 9/2*z + 1
*
[ 4/3 ] 
f(z) = 225/64*z^3 - 6*z + 1
*
[ 4/5 ] 
f(z) = 225/64*z^3 - 5/2*z + 1
*
[ 4/15 ] 
f(z) = 225/64*z^3 - 3*z + 1
*
-4/3 | 0.20454921839178643013499776998521193118 | 0.028589827431341365170215195033490994676
f(z) = 231/64*z^3 - 20/3*z + 1
*
[ -4/3 ] 
f(z) = 231/64*z^3 - 14/3*z + 1
*
[ 4/5 ] 
f(z) = 235/64*z^3 - 13/5*z + 1
*
[ 4/3 ] 
f(z) = 237/64*z^3 - 19/3*z + 1
*
[ -4/15 ]
f(z) = 225/64*z^3 + 9/2*z + 1
*
[ -8/15 ]
f(z) = 225/64*z^3 + 15/8*z + 1
*
-3/2 | 0.12034512340382183132457265601058053149 | 0.015358803684484102803313578708760311666
f(z) = 220/81*z^3 - 281/45*z + 1
*
15/16 | 0.20156298118469002598269611974349006765 | 0.025565432495407367702294521069884585684
f(z) = 224/81*z^3 - 295/72*z + 1
*
[ 4/3 ] 
f(z) = 231/80*z^3 - 293/60*z + 1
*
[ 9/7 ] 
f(z) = 238/81*z^3 - 292/63*z + 1
*
[ 3/11 ] 
f(z) = 220/81*z^3 - 284/99*z + 1
*
[ 1/4 ] 
f(z) = 224/89*z^3 - 281/89*z + 1
*
[ 1/4 ] 
f(z) = 224/93*z^3 - 293/93*z + 1
*
[ 1/4 ] 
f(z) = 224/95*z^3 - 299/95*z + 1
*
1/3 | 0.13395252083507377538855899639021720556 | 0.023639681267930650221816860289343373296
f(z) = 225/88*z^3 - 289/88*z + 1
*
[ -7/5 ] 
f(z) = 225/91*z^3 - 285/91*z + 1
*
2/5 | 0.14414875702037111400508089661718460887 | 0.025565748427351839887543356898384400272
f(z) = 225/98*z^3 - 281/98*z + 1
*
[ -4/3 ] 
f(z) = 235/96*z^3 - 281/108*z + 1
*
[ -4/3 ] 
f(z) = 239/96*z^3 - 289/108*z + 1
*
-3/56 | 0.20722284042459984688619367665506191489 | 0.025739718706013831295705909901164515834
f(z) = 224/81*z^3 - 295/126*z + 1
*
33/56 | 0.11741406118014355686456173502098671386 | 0.014584323333832757434017496567642853217
f(z) = 224/81*z^3 - 289/126*z + 1
*
[ 6/7 ] 
f(z) = 238/81*z^3 - 293/126*z + 1
*
[ 3/8 ] 
f(z) = 220/81*z^3 - 295/144*z + 1
*
[ 3/4 ] 
f(z) = 233/81*z^3 - 281/144*z + 1
*
[ 3/4 ] 
f(z) = 235/81*z^3 - 283/144*z + 1
*
[ 3/8 ] 
f(z) = 236/81*z^3 - 299/144*z + 1
*
[ 3/4 ] 
f(z) = 239/81*z^3 - 287/144*z + 1
*
[ 1/2 ] 
f(z) = 222/85*z^3 - 281/170*z + 1
*
[ 1/2 ] 
f(z) = 222/89*z^3 - 289/178*z + 1
*
[ 2/3 ] 
f(z) = 225/83*z^3 - 283/166*z + 1
*
[ 2/3 ] 
f(z) = 225/89*z^3 - 289/178*z + 1
*
[ 1/2 ] 
f(z) = 226/85*z^3 - 283/170*z + 1
*
[ 1/2 ] 
f(z) = 226/87*z^3 - 287/174*z + 1
*
[ 1/2 ] 
f(z) = 226/89*z^3 - 291/178*z + 1
*
[ 1/2 ] 
f(z) = 230/83*z^3 - 281/166*z + 1
*
[ 1/2 ] 
f(z) = 230/87*z^3 - 289/174*z + 1
*
[ 1/2 ] 
f(z) = 230/89*z^3 - 293/178*z + 1
*
[ 2/3 ] 
f(z) = 234/83*z^3 - 291/166*z + 1
*
[ 1/2 ] 
f(z) = 234/83*z^3 - 283/166*z + 1
*
[ 2/3 ] 
f(z) = 234/85*z^3 - 293/170*z + 1
*
[ 1/2 ] 
f(z) = 234/85*z^3 - 287/170*z + 1
*
[ 2/3 ] 
f(z) = 234/89*z^3 - 297/178*z + 1
*
[ 1/2 ] 
f(z) = 234/89*z^3 - 295/178*z + 1
*
[ 1/2 ] 
f(z) = 238/81*z^3 - 281/162*z + 1
*
[ 1/2 ] 
f(z) = 238/83*z^3 - 285/166*z + 1
*
[ 1/2 ] 
f(z) = 238/87*z^3 - 293/174*z + 1
*
[ 1/2 ] 
f(z) = 238/89*z^3 - 297/178*z + 1
*
[ 1/2 ] 
f(z) = 222/91*z^3 - 293/182*z + 1
*
[ 5/8 ] 
f(z) = 224/95*z^3 - 289/190*z + 1
*
[ 2/3 ] 
f(z) = 225/91*z^3 - 291/182*z + 1
*
[ 8/15 ] 
f(z) = 225/92*z^3 - 289/184*z + 1
*
[ 2/3 ] 
f(z) = 225/97*z^3 - 297/194*z + 1
*
[ 1/2 ] 
f(z) = 226/91*z^3 - 295/182*z + 1
*
[ 1/2 ] 
f(z) = 226/93*z^3 - 299/186*z + 1
*
[ 1/2 ] 
f(z) = 230/91*z^3 - 297/182*z + 1
*
7/5 | 0.20998435615689306353808501515806369309 | 0.027765860983221097684995317417235487770
f(z) = 225/98*z^3 - 275/42*z + 1
*
[ 9/7 ] 
f(z) = 224/81*z^3 - 274/63*z + 1
*
[ 1/4 ] 
f(z) = 224/83*z^3 - 263/83*z + 1
*
[ 1/4 ] 
f(z) = 224/85*z^3 - 269/85*z + 1
*
[ 1/4 ] 
f(z) = 224/87*z^3 - 275/87*z + 1
*
-5/4 | 0.16656727997859299729239047435413873473 | 0.029674590855859788237320925316235186108
f(z) = 224/95*z^3 - 274/95*z + 1
*
13/15 | 0.14897920435595549512497389441391768106 | 0.026541208668729365057578818808574342449
f(z) = 225/91*z^3 - 274/91*z + 1
*
[ 4/15 ] 
f(z) = 225/92*z^3 - 269/92*z + 1
*
[ -4/3 ] 
f(z) = 227/96*z^3 - 265/108*z + 1
*
[ -4/3 ] 
f(z) = 229/96*z^3 - 269/108*z + 1
*
[ -4/3 ] 
f(z) = 233/96*z^3 - 277/108*z + 1
*
[ 6/7 ] 
f(z) = 224/81*z^3 - 277/126*z + 1
*
[ 3/4 ] 
f(z) = 221/81*z^3 - 269/144*z + 1
*
[ 3/4 ] 
f(z) = 223/81*z^3 - 271/144*z + 1
*
[ 3/4 ] 
f(z) = 227/81*z^3 - 275/144*z + 1
*
[ 3/4 ] 
f(z) = 229/81*z^3 - 277/144*z + 1
*
[ 9/17 ] 
f(z) = 238/81*z^3 - 262/153*z + 1
*
[ 1/2 ] 
f(z) = 222/83*z^3 - 277/166*z + 1
*
[ 5/8 ] 
f(z) = 224/85*z^3 - 277/170*z + 1
*
[ 1/2 ] 
f(z) = 226/81*z^3 - 275/162*z + 1
*
[ 1/2 ] 
f(z) = 226/83*z^3 - 279/166*z + 1
*
[ 1/2 ] 
f(z) = 230/81*z^3 - 277/162*z + 1
*
[ 7/13 ] 
f(z) = 221/98*z^3 - 275/182*z + 1
*
[ 14/5 ] 
f(z) = 225/98*z^3 - 243/14*z + 1
*
[ 9/4 ] 
f(z) = 232/81*z^3 - 251/18*z + 1
*
-2 | 0.092532437307277777527714271163536746739 | 0.013466920077143659697744921411834645946
f(z) = 229/96*z^3 - 241/24*z + 1
*
-2 | 0.11334565820956142411904676360020476293 | 0.016496019824167664677514455901146731271
f(z) = 231/80*z^3 - 241/20*z + 1
*
-2 | 0.11351697134810595633296232080250314480 | 0.016501104838116351464039599405507469988
f(z) = 233/80*z^3 - 243/20*z + 1
*
-2 | 0.092885610315134929470232614853926259935 | 0.013486011082843303513074681916025225265
f(z) = 233/96*z^3 - 245/24*z + 1
*
-2 | 0.093059552583003435278771417201711958315 | 0.013495335655945525895252506917310221962
f(z) = 235/96*z^3 - 247/24*z + 1
*
-2 | 0.11385474474741175494065560141617512880 | 0.016511018522444014305339758543654065443
f(z) = 237/80*z^3 - 247/20*z + 1
*
-2 | 0.11402126783250502325717975958673783104 | 0.016515851982738638278040097799416687070
f(z) = 239/80*z^3 - 249/20*z + 1
*
-2 | 0.093402332587202287556722506871362331142 | 0.013513563000748199847671803847474752638
f(z) = 239/96*z^3 - 251/24*z + 1
*
[ 9/8 ] 
f(z) = 232/81*z^3 - 253/72*z + 1
*
[ -3/2 ] 
f(z) = 238/99*z^3 - 247/66*z + 1
*
[ 1/4 ] 
f(z) = 224/81*z^3 - 257/81*z + 1
*
11/15 | 0.14340165851528528637407527127073011964 | 0.026145299498630857436542141858565718848
f(z) = 225/88*z^3 - 241/88*z + 1
*
[ -4/3 ] 
f(z) = 221/96*z^3 - 253/108*z + 1
*
[ -4/3 ] 
f(z) = 223/96*z^3 - 257/108*z + 1
*
[ 9/17 ] 
f(z) = 221/81*z^3 - 253/153*z + 1
*
[ -9/8 ] 
f(z) = 236/81*z^3 - 259/144*z + 1
*
[ 3/5 ] 
f(z) = 230/99*z^3 - 248/165*z + 1
*
[ 3/5 ] 
f(z) = 235/99*z^3 - 251/165*z + 1
*
[ -14/5 ] 
f(z) = 225/98*z^3 - 233/14*z + 1
*
[ 3 ] 
f(z) = 227/81*z^3 - 221/9*z + 1
*
[ 3 ] 
f(z) = 229/81*z^3 - 223/9*z + 1
*
[ 3 ] 
f(z) = 230/81*z^3 - 224/9*z + 1
*
[ -9/4 ] 
f(z) = 232/81*z^3 - 235/18*z + 1
*
[ 3 ] 
f(z) = 232/81*z^3 - 226/9*z + 1
*
[ 3 ] 
f(z) = 233/81*z^3 - 227/9*z + 1
*
[ -3 ] 
f(z) = 233/81*z^3 - 221/9*z + 1
*
[ 3 ] 
f(z) = 235/81*z^3 - 229/9*z + 1
*
[ -3 ] 
f(z) = 235/81*z^3 - 223/9*z + 1
*
[ 3 ] 
f(z) = 236/81*z^3 - 230/9*z + 1
*
[ -3 ] 
f(z) = 236/81*z^3 - 224/9*z + 1
*
[ 3 ] 
f(z) = 238/81*z^3 - 232/9*z + 1
*
[ -3 ] 
f(z) = 238/81*z^3 - 226/9*z + 1
*
[ 3 ] 
f(z) = 239/81*z^3 - 233/9*z + 1
*
[ -3 ] 
f(z) = 239/81*z^3 - 227/9*z + 1
*
-2 | 0.11246347913144183159078368610092816655 | 0.016469207948960219343844796546721186104
f(z) = 221/80*z^3 - 231/20*z + 1
*
-2 | 0.091803823358521962778608845367452465367 | 0.013426847258530515444265523401237761651
f(z) = 221/96*z^3 - 233/24*z + 1
*
-2 | 0.11264344891335549128253384368480696796 | 0.016474764643811667741059261399237835281
f(z) = 223/80*z^3 - 233/20*z + 1
*
-2 | 0.091988865213495292077958680855175150154 | 0.013437113547065741916191805664662841878
f(z) = 223/96*z^3 - 235/24*z + 1
*
-2 | 0.11299801449078640629239012374828391473 | 0.016485580728806930293828584904611691234
f(z) = 227/80*z^3 - 237/20*z + 1
*
-2 | 0.092352095495797385926529231125654907796 | 0.013456994500733407861682782791845152704
f(z) = 227/96*z^3 - 239/24*z + 1
*
-2 | 0.11317268390953319969689632300241517040 | 0.016490846004389073808260392171142304165
f(z) = 229/80*z^3 - 239/20*z + 1
*
[ 2 ] 
f(z) = 231/80*z^3 - 221/20*z + 1
*
[ 2 ] 
f(z) = 233/80*z^3 - 223/20*z + 1
*
[ 3/2 ] 
f(z) = 233/81*z^3 - 221/36*z + 1
*
[ 2 ] 
f(z) = 233/96*z^3 - 221/24*z + 1
*
[ 3/2 ] 
f(z) = 235/81*z^3 - 223/36*z + 1
*
[ 2 ] 
f(z) = 235/96*z^3 - 223/24*z + 1
*
[ 2 ] 
f(z) = 237/80*z^3 - 227/20*z + 1
*
[ 2 ] 
f(z) = 239/80*z^3 - 229/20*z + 1
*
[ 3/2 ] 
f(z) = 239/81*z^3 - 227/36*z + 1
*
[ 2 ] 
f(z) = 239/96*z^3 - 227/24*z + 1
*
[ 3/14 ] 
f(z) = 224/81*z^3 - 239/63*z + 1
*
[ -3/2 ] 
f(z) = 226/99*z^3 - 229/66*z + 1
*
[ -3/2 ] 
f(z) = 230/99*z^3 - 235/66*z + 1
*
-9/8 | 0.083757099952158909746627933783973188059 | 0.011027363961459062745405434477613105993
f(z) = 232/81*z^3 - 221/72*z + 1
*
[ -4/3 ] 
f(z) = 225/92*z^3 - 239/92*z + 1
*
[ 1/3 ] 
f(z) = 225/98*z^3 - 221/98*z + 1
*
[ 3/10 ] 
f(z) = 230/81*z^3 - 233/90*z + 1
*
[ -6/5 ] 
f(z) = 225/92*z^3 - 233/138*z + 1
*
[ 2/3 ] 
f(z) = 231/92*z^3 - 223/138*z + 1
*
[ 2/5 ] 
f(z) = 235/96*z^3 - 227/120*z + 1
*
[ 3/4 ] 
f(z) = 236/99*z^3 - 221/132*z + 1
*
[ 2/3 ] 
f(z) = 237/92*z^3 - 227/138*z + 1
*
[ 9/14 ] 
f(z) = 238/81*z^3 - 223/126*z + 1
*
[ 4/7 ] 
f(z) = 231/80*z^3 - 237/140*z + 1
*
[ 3 ] 
f(z) = 220/81*z^3 - 214/9*z + 1
*
[ -3 ] 
f(z) = 220/81*z^3 - 208/9*z + 1
*
[ 3 ] 
f(z) = 221/81*z^3 - 215/9*z + 1
*
[ -3 ] 
f(z) = 221/81*z^3 - 209/9*z + 1
*
[ 3 ] 
f(z) = 223/81*z^3 - 217/9*z + 1
*
[ -3 ] 
f(z) = 223/81*z^3 - 211/9*z + 1
*
[ 3 ] 
f(z) = 224/81*z^3 - 218/9*z + 1
*
[ -3 ] 
f(z) = 224/81*z^3 - 212/9*z + 1
*
[ 3 ] 
f(z) = 226/81*z^3 - 220/9*z + 1
*
[ -3 ] 
f(z) = 226/81*z^3 - 214/9*z + 1
*
[ -3 ] 
f(z) = 227/81*z^3 - 215/9*z + 1
*
[ -3 ] 
f(z) = 229/81*z^3 - 217/9*z + 1
*
[ -3 ] 
f(z) = 230/81*z^3 - 218/9*z + 1
*
[ -3 ] 
f(z) = 232/81*z^3 - 220/9*z + 1
*
[ 2 ] 
f(z) = 221/80*z^3 - 211/20*z + 1
*
[ 3/2 ] 
f(z) = 221/81*z^3 - 209/36*z + 1
*
[ 2 ] 
f(z) = 221/96*z^3 - 209/24*z + 1
*
[ 2 ] 
f(z) = 223/80*z^3 - 213/20*z + 1
*
[ 3/2 ] 
f(z) = 223/81*z^3 - 211/36*z + 1
*
[ 2 ] 
f(z) = 223/96*z^3 - 211/24*z + 1
*
[ 28/15 ] 
f(z) = 225/98*z^3 - 211/28*z + 1
*
[ 2 ] 
f(z) = 227/80*z^3 - 217/20*z + 1
*
[ 3/2 ] 
f(z) = 227/81*z^3 - 215/36*z + 1
*
[ 2 ] 
f(z) = 227/96*z^3 - 215/24*z + 1
*
[ 2 ] 
f(z) = 229/80*z^3 - 219/20*z + 1
*
[ 3/2 ] 
f(z) = 229/81*z^3 - 217/36*z + 1
*
[ 2 ] 
f(z) = 229/96*z^3 - 217/24*z + 1
*
[ -2 ] 
f(z) = 231/80*z^3 - 201/20*z + 1
*
[ -2 ] 
f(z) = 233/80*z^3 - 203/20*z + 1
*
[ -2 ] 
f(z) = 237/80*z^3 - 207/20*z + 1
*
[ -2 ] 
f(z) = 239/80*z^3 - 209/20*z + 1
*
[ -2 ] 
f(z) = 239/96*z^3 - 203/24*z + 1
*
[ -4/3 ] 
f(z) = 231/80*z^3 - 203/60*z + 1
*
[ -7/5 ] 
f(z) = 235/98*z^3 - 209/70*z + 1
*
[ -4/3 ] 
f(z) = 237/80*z^3 - 211/60*z + 1
*
[ 9/11 ] 
f(z) = 220/81*z^3 - 202/99*z + 1
*
[ 1/3 ] 
f(z) = 225/89*z^3 - 203/89*z + 1
*
[ 1/3 ] 
f(z) = 225/91*z^3 - 207/91*z + 1
*
[ 1/3 ] 
f(z) = 225/92*z^3 - 209/92*z + 1
*
[ 1/3 ] 
f(z) = 225/94*z^3 - 213/94*z + 1
*
[ 1/3 ] 
f(z) = 225/97*z^3 - 219/97*z + 1
*
[ 9/10 ] 
f(z) = 230/81*z^3 - 217/90*z + 1
*
[ -6/5 ] 
f(z) = 230/81*z^3 - 203/90*z + 1
*
[ 1/3 ] 
f(z) = 234/89*z^3 - 204/89*z + 1
*
[ 1/3 ] 
f(z) = 234/95*z^3 - 216/95*z + 1
*
[ 1/3 ] 
f(z) = 234/97*z^3 - 220/97*z + 1
*
[ -6/5 ] 
f(z) = 235/81*z^3 - 211/90*z + 1
*
[ 9/13 ] 
f(z) = 221/81*z^3 - 205/117*z + 1
*
[ 7/9 ] 
f(z) = 225/98*z^3 - 211/126*z + 1
*
[ -6/5 ] 
f(z) = 235/96*z^3 - 203/120*z + 1
*
15/8 | 0.21564849603634545030540494250684530792 | 0.029158546988237403798185453247554489887
f(z) = 224/81*z^3 - 181/18*z + 1
*
[ -2 ] 
f(z) = 221/80*z^3 - 191/20*z + 1
*
[ -2 ] 
f(z) = 221/96*z^3 - 185/24*z + 1
*
[ -2 ] 
f(z) = 223/80*z^3 - 193/20*z + 1
*
[ -2 ] 
f(z) = 223/96*z^3 - 187/24*z + 1
*
[ -28/15 ] 
f(z) = 225/98*z^3 - 181/28*z + 1
*
[ -2 ] 
f(z) = 227/80*z^3 - 197/20*z + 1
*
[ -2 ] 
f(z) = 227/96*z^3 - 191/24*z + 1
*
[ -2 ] 
f(z) = 229/80*z^3 - 199/20*z + 1
*
[ -2 ] 
f(z) = 229/96*z^3 - 193/24*z + 1
*
[ -2 ] 
f(z) = 233/96*z^3 - 197/24*z + 1
*
[ -2 ] 
f(z) = 235/96*z^3 - 199/24*z + 1
*
[ 4/3 ] 
f(z) = 225/88*z^3 - 189/44*z + 1
*
[ 7/30 ] 
f(z) = 225/98*z^3 - 191/56*z + 1
*
3/8 | 0.16647826235923301104661569492849249403 | 0.026086346253977160500756143739499369626
f(z) = 224/99*z^3 - 197/66*z + 1
*
[ -9/7 ] 
f(z) = 238/81*z^3 - 194/63*z + 1
*
[ 9/22 ] 
f(z) = 220/81*z^3 - 188/99*z + 1
*
[ -6/5 ] 
f(z) = 220/81*z^3 - 187/90*z + 1
*
[ -5/4 ] 
f(z) = 224/85*z^3 - 197/85*z + 1
*
[ 1/3 ] 
f(z) = 225/82*z^3 - 189/82*z + 1
*
[ 1/3 ] 
f(z) = 225/83*z^3 - 191/83*z + 1
*
[ 1/3 ] 
f(z) = 225/86*z^3 - 197/86*z + 1
*
[ 2/5 ] 
f(z) = 225/98*z^3 - 183/98*z + 1
*
[ 1/3 ] 
f(z) = 234/83*z^3 - 192/83*z + 1
*
[ 1/3 ] 
f(z) = 234/85*z^3 - 196/85*z + 1
*
[ 7/3 ] 
f(z) = 225/98*z^3 - 167/14*z + 1
*
[ -3/2 ] 
f(z) = 221/81*z^3 - 161/36*z + 1
*
[ -3/2 ] 
f(z) = 223/81*z^3 - 163/36*z + 1
*
[ -3/2 ] 
f(z) = 227/81*z^3 - 167/36*z + 1
*
[ -3/2 ] 
f(z) = 229/81*z^3 - 169/36*z + 1
*
[ 3/2 ] 
f(z) = 232/99*z^3 - 163/33*z + 1
*
[ -3/2 ] 
f(z) = 233/81*z^3 - 173/36*z + 1
*
[ -3/2 ] 
f(z) = 235/81*z^3 - 175/36*z + 1
*
[ 3/2 ] 
f(z) = 236/99*z^3 - 166/33*z + 1
*
[ -3/2 ] 
f(z) = 239/81*z^3 - 179/36*z + 1
*
4/15 | 0.14542523921420829516665991221416790942 | 0.024874157552906632964708917263681893575
f(z) = 225/88*z^3 - 173/44*z + 1
*
[ 7/6 ] 
f(z) = 225/98*z^3 - 167/56*z + 1
*
[ -9/7 ] 
f(z) = 224/81*z^3 - 176/63*z + 1
*
[ 14/15 ] 
f(z) = 225/88*z^3 - 177/77*z + 1
*
2/3 | 0.16694364175750776214892228111910339840 | 0.025522531127082964323237926690037774578
f(z) = 231/80*z^3 - 167/60*z + 1
*
2/3 | 0.17984586284057026246497727805743800185 | 0.027387670812439023482102773350091237173
f(z) = 237/80*z^3 - 169/60*z + 1
*
[ 2/3 ] 
f(z) = 223/88*z^3 - 161/99*z + 1
*
[ -5/4 ] 
f(z) = 224/95*z^3 - 179/95*z + 1
*
[ 2/5 ] 
f(z) = 225/86*z^3 - 165/86*z + 1
*
[ 22/45 ] 
f(z) = 225/88*z^3 - 164/99*z + 1
*
[ 4/5 ] 
f(z) = 225/92*z^3 - 167/92*z + 1
*
[ 2/5 ] 
f(z) = 225/94*z^3 - 177/94*z + 1
*
[ 2/3 ] 
f(z) = 227/88*z^3 - 163/99*z + 1
*
[ 2/3 ] 
f(z) = 229/88*z^3 - 164/99*z + 1
*
[ 2/3 ] 
f(z) = 233/88*z^3 - 166/99*z + 1
*
[ 2/3 ] 
f(z) = 235/88*z^3 - 167/99*z + 1
*
[ 2/3 ] 
f(z) = 239/88*z^3 - 169/99*z + 1
*
[ -7/3 ] 
f(z) = 225/98*z^3 - 155/14*z + 1
*
[ 3/2 ] 
f(z) = 224/99*z^3 - 157/33*z + 1
*
6/5 | 0.19237966637708135206560198422008108139 | 0.027159273290615677957627773113030098644
f(z) = 225/88*z^3 - 149/33*z + 1
*
[ 9/28 ] 
f(z) = 224/81*z^3 - 151/63*z + 1
*
[ 3/8 ] 
f(z) = 232/81*z^3 - 149/72*z + 1
*
[ 3/4 ] 
f(z) = 238/81*z^3 - 143/72*z + 1
*
[ 1/2 ] 
f(z) = 220/87*z^3 - 142/87*z + 1
*
[ 1/2 ] 
f(z) = 220/89*z^3 - 144/89*z + 1
*
[ 1/2 ] 
f(z) = 220/91*z^3 - 146/91*z + 1
*
[ 1/2 ] 
f(z) = 220/93*z^3 - 148/93*z + 1
*
[ 1/2 ] 
f(z) = 220/97*z^3 - 152/97*z + 1
*
-1 | 0.11557623068804063256855968538579449954 | 0.021410290329994148587323184392884723614
f(z) = 221/80*z^3 - 141/80*z + 1
*
[ 2/3 ] 
f(z) = 221/88*z^3 - 160/99*z + 1
*
-1 | 0.11572614785573240246239097108073181816 | 0.021402343544281826869837118157755904620
f(z) = 223/80*z^3 - 143/80*z + 1
*
-1 | 0.11074376705995857821239471223453964653 | 0.020480904202910873273754996339252034936
f(z) = 223/81*z^3 - 142/81*z + 1
*
-1 | 0.11149414099465852897081049661790876811 | 0.020619678032634674425799457764997799906
f(z) = 223/82*z^3 - 141/82*z + 1
*
-1 | 0.11081818148671890445945118645178199769 | 0.020477721644181055545458411387428875920
f(z) = 224/81*z^3 - 143/81*z + 1
*
-1 | 0.12442771286520842657024955140109122077 | 0.022992581494230627221765666566787707953
f(z) = 224/83*z^3 - 141/83*z + 1
*
[ 1/2 ] 
f(z) = 224/85*z^3 - 141/85*z + 1
*
[ 3/4 ] 
f(z) = 224/87*z^3 - 155/87*z + 1
*
[ 1/2 ] 
f(z) = 224/87*z^3 - 143/87*z + 1
*
[ 1/2 ] 
f(z) = 224/89*z^3 - 145/89*z + 1
*
[ 3/4 ] 
f(z) = 224/93*z^3 - 157/93*z + 1
*
[ 1/2 ] 
f(z) = 224/93*z^3 - 149/93*z + 1
*
[ 1/2 ] 
f(z) = 224/95*z^3 - 151/95*z + 1
*
[ 1/2 ] 
f(z) = 224/97*z^3 - 153/97*z + 1
*
[ 1/2 ] 
f(z) = 224/99*z^3 - 155/99*z + 1
*
[ 2/5 ] 
f(z) = 225/82*z^3 - 159/82*z + 1
*
-1 | 0.11164314605262375609069718469875751653 | 0.020613197275143497899826235109476180079
f(z) = 225/82*z^3 - 143/82*z + 1
*
[ 2/3 ] 
f(z) = 225/82*z^3 - 141/82*z + 1
*
-1 | 0.12450165233687435256950373048852335042 | 0.022987323552237073328688342055742929296
f(z) = 225/83*z^3 - 142/83*z + 1
*
[ 2/3 ] 
f(z) = 225/86*z^3 - 143/86*z + 1
*
[ 11/15 ] 
f(z) = 225/88*z^3 - 153/88*z + 1
*
[ 8/15 ] 
f(z) = 225/88*z^3 - 141/88*z + 1
*
[ 7/15 ] 
f(z) = 225/91*z^3 - 153/91*z + 1
*
[ 2/3 ] 
f(z) = 225/94*z^3 - 147/94*z + 1
*
[ 2/3 ] 
f(z) = 225/98*z^3 - 149/98*z + 1
*
-1 | 0.11096611394804357454972890333241768621 | 0.020471432056603439467671688735075953556
f(z) = 226/81*z^3 - 145/81*z + 1
*
-1 | 0.12457529595355043726070603165857321074 | 0.022982103421576438206536135401415287876
f(z) = 226/83*z^3 - 143/83*z + 1
*
-1 | 0.12462119607099007624396965261397424622 | 0.022990571242086000664085251158548832666
f(z) = 226/85*z^3 - 141/85*z + 1
*
-1 | 0.11602236879341137448672997999757850159 | 0.021386808803682975484755928309233633483
f(z) = 227/80*z^3 - 147/80*z + 1
*
-1 | 0.11103963678421822186703325762769890558 | 0.020468324394953538933271423176867471452
f(z) = 227/81*z^3 - 146/81*z + 1
*
-1 | 0.11179031286442151066347345364504565431 | 0.020606699140856137877642192652987489472
f(z) = 227/82*z^3 - 145/82*z + 1
*
-1 | 0.12464864608615970275691759639249236820 | 0.022976920650787730878379846732028338496
f(z) = 227/83*z^3 - 144/83*z + 1
*
-1 | 0.095769486428980651017581596571670130343 | 0.017653524202135003236336791729757069287
f(z) = 227/84*z^3 - 143/84*z + 1
*
-1 | 0.12469437468322074892259549339584972272 | 0.022985349962931380122303087375515888476
f(z) = 227/85*z^3 - 142/85*z + 1
*
-1 | 0.11188177044672710873007007039542950711 | 0.020623557836698658899218047322455456000
f(z) = 227/86*z^3 - 141/86*z + 1
*
-1 | 0.12472170507710743641482706820611758691 | 0.022971774795837742158369898165890217041
f(z) = 228/83*z^3 - 145/83*z + 1
*
-1 | 0.12476726344307739323324673255870871676 | 0.022980165929702382536013345668546663723
f(z) = 228/85*z^3 - 143/85*z + 1
*
[ 1/2 ] 
f(z) = 228/85*z^3 - 142/85*z + 1
*
[ 1/2 ] 
f(z) = 228/89*z^3 - 146/89*z + 1
*
[ 1/2 ] 
f(z) = 228/91*z^3 - 148/91*z + 1
*
[ 1/2 ] 
f(z) = 228/97*z^3 - 154/97*z + 1
*
-1 | 0.11616871110627577136525352706891754149 | 0.021379215026143942893431444933761783172
f(z) = 229/80*z^3 - 149/80*z + 1
*
-1 | 0.11118580745525720191569539011358282672 | 0.020462181794086945208006437273454542631
f(z) = 229/81*z^3 - 148/81*z + 1
*
-1 | 0.11193566034472075012844787838164053596 | 0.020600181656607159460760572121866468436
f(z) = 229/82*z^3 - 147/82*z + 1
*
-1 | 0.12479447524073847066379477491240687133 | 0.022966665419966173800512193793659422274
f(z) = 229/83*z^3 - 146/83*z + 1
*
-1 | 0.095916179317130558253104359738673476610 | 0.017652021810168249766965431128445109830
f(z) = 229/84*z^3 - 145/84*z + 1
*
-1 | 0.12483986465027677001702166406366584757 | 0.022975018701475351080632961882490875031
f(z) = 229/85*z^3 - 144/85*z + 1
*
-1 | 0.11202643954392471887058101428389318953 | 0.020616888289582602327513759181047835302
f(z) = 229/86*z^3 - 143/86*z + 1
*
-1 | 0.10454041986694983259158660988557300623 | 0.019239191809696766646802408108986258504
f(z) = 229/87*z^3 - 142/87*z + 1
*
-1 | 0.11635027254585699145463267206002527373 | 0.021412628851779935928315746405411585020
f(z) = 229/88*z^3 - 141/88*z + 1
*
-1 | 0.11125845992058315984437833818499779421 | 0.020459146253719065961456166062679498431
f(z) = 230/81*z^3 - 149/81*z + 1
*
-1 | 0.12486695886378530560216531728202006190 | 0.022961592093534666409613475989429304145
f(z) = 230/83*z^3 - 147/83*z + 1
*
-1 | 0.10461360284438465463839580734320441066 | 0.019237233755073608318050922490708666905
f(z) = 230/87*z^3 - 143/87*z + 1
*
-1 | 0.11631389957608882700972462623274326647 | 0.021371733255832212600639527583019015266
f(z) = 231/80*z^3 - 151/80*z + 1
*
-1 | 0.11208051123602107080630484973583813816 | 0.020593882571588816159674429534657791175
f(z) = 231/82*z^3 - 149/82*z + 1
*
-1 | 0.12493915820580729405893085442316731881 | 0.022956554393879611321239773382883897105
f(z) = 231/83*z^3 - 148/83*z + 1
*
-1 | 0.12498421346905766137735933348249676496 | 0.022964832932140881169753192357180923150
f(z) = 231/85*z^3 - 146/85*z + 1
*
-1 | 0.11217062213481403607788355244290219364 | 0.020610439716517025990210389070850111927
f(z) = 231/86*z^3 - 145/86*z + 1
*
-1 | 0.11140291048086797237261201056289926097 | 0.020453145227890195274721197497676370611
f(z) = 232/81*z^3 - 151/81*z + 1
*
-1 | 0.12501107549962110268331797483057006107 | 0.022951551905168635522269189522395104930
f(z) = 232/83*z^3 - 149/83*z + 1
*
[ 1/2 ] 
f(z) = 232/83*z^3 - 141/83*z + 1
*
-1 | 0.12505596554485572532116346289741849213 | 0.022959793544552267032317825842991838184
f(z) = 232/85*z^3 - 147/85*z + 1
*
[ 1/2 ] 
f(z) = 232/85*z^3 - 143/85*z + 1
*
[ 1/2 ] 
f(z) = 232/89*z^3 - 147/89*z + 1
*
-1 | 0.12514527061401161491990578273766186292 | 0.022976189611236232862966431536075851638
f(z) = 232/89*z^3 - 143/89*z + 1
*
[ 1/2 ] 
f(z) = 232/91*z^3 - 149/91*z + 1
*
[ 1/2 ] 
f(z) = 232/93*z^3 - 151/93*z + 1
*
[ 1/2 ] 
f(z) = 232/95*z^3 - 153/95*z + 1
*
[ 1/2 ] 
f(z) = 232/97*z^3 - 155/97*z + 1
*
[ 1/2 ] 
f(z) = 232/99*z^3 - 157/99*z + 1
*
-1 | 0.11645795234472590981195801741428703346 | 0.021364360816157331704836005578976760832
f(z) = 233/80*z^3 - 153/80*z + 1
*
-1 | 0.11147471304320709330365487585292077731 | 0.020450179170959228488515572735055144864
f(z) = 233/81*z^3 - 152/81*z + 1
*
-1 | 0.11222488356550811744488345973028333423 | 0.020587798916020889783248408481002199804
f(z) = 233/82*z^3 - 151/82*z + 1
*
-1 | 0.12508271295172265668462710989095259886 | 0.022946584218260652402079458779848887048
f(z) = 233/83*z^3 - 150/83*z + 1
*
-1 | 0.096204084785891078805418688995230422770 | 0.017648762819304801499563568525167611754
f(z) = 233/84*z^3 - 149/84*z + 1
*
-1 | 0.12512743899727378682434675312575089168 | 0.022954789268717024322675437074467823183
f(z) = 233/85*z^3 - 148/85*z + 1
*
-1 | 0.11231433602128095393323533279746800976 | 0.020604209083832918836851546557572777822
f(z) = 233/86*z^3 - 147/86*z + 1
*
-1 | 0.10482733530110930366277623855953518674 | 0.019230709193133347467335874084547283515
f(z) = 233/87*z^3 - 146/87*z + 1
*
-1 | 0.11663686017378009018273690314895138900 | 0.021397181687002069733248572002150515313
f(z) = 233/88*z^3 - 145/88*z + 1
*
-1 | 0.12521641933845650633608924288785115274 | 0.022971112826501599221889785399323474805
f(z) = 233/89*z^3 - 144/89*z + 1
*
-1 | 0.12515407274270077009270742303361165180 | 0.022941650930569374702734183478762497465
f(z) = 234/83*z^3 - 151/83*z + 1
*
-1 | 0.12519863599334453769085301130175953161 | 0.022949819698218691276152849001720096586
f(z) = 234/85*z^3 - 149/85*z + 1
*
-1 | 0.12528729398236272868926262781848341879 | 0.022966071351814041136452860588205809141
f(z) = 234/89*z^3 - 145/89*z + 1
*
-1 | 0.11161748370422303623700918952808947886 | 0.020444314575722900762461479483154657861
f(z) = 235/81*z^3 - 154/81*z + 1
*
-1 | 0.11236683851940833271465500838517767947 | 0.020581569466821124515843474593217615702
f(z) = 235/82*z^3 - 153/82*z + 1
*
-1 | 0.12522515702764265783910961188487904776 | 0.022936751645930189480579059629589263916
f(z) = 235/83*z^3 - 152/83*z + 1
*
-1 | 0.096346366391144102389467965218393622345 | 0.017647194304684738597996341871458890129
f(z) = 235/84*z^3 - 151/84*z + 1
*
-1 | 0.11245629431033478932838582610310640655 | 0.020597954555156988716470320303629547121
f(z) = 235/86*z^3 - 149/86*z + 1
*
-1 | 0.10496913273728583908884665811709463537 | 0.019226575436055008175532500142624634120
f(z) = 235/87*z^3 - 148/87*z + 1
*
-1 | 0.11677849728905529809767327426028643889 | 0.021389626920673193011844301281933465999
f(z) = 235/88*z^3 - 147/88*z + 1
*
-1 | 0.12535789666121997433574681197311435093 | 0.022961064779817996103641878992019150018
f(z) = 235/89*z^3 - 146/89*z + 1
*
-1 | 0.11168845611479493262809118336013608926 | 0.020441415493804979334942762262085198375
f(z) = 236/81*z^3 - 155/81*z + 1
*
-1 | 0.12529596793653152056379498793440300043 | 0.022931885974470298207021312498169129243
f(z) = 236/83*z^3 - 153/83*z + 1
*
[ 1/2 ] 
f(z) = 236/83*z^3 - 142/83*z + 1
*
-1 | 0.12534020915847244659562707322227991787 | 0.022939983079857076975991998583844977893
f(z) = 236/85*z^3 - 151/85*z + 1
*
[ 1/2 ] 
f(z) = 236/85*z^3 - 144/85*z + 1
*
-1 | 0.10504065747409467061691083541927292474 | 0.019224723824309288763804344737337374877
f(z) = 236/87*z^3 - 149/87*z + 1
*
[ 1/2 ] 
f(z) = 236/87*z^3 - 146/87*z + 1
*
[ 1/2 ] 
f(z) = 236/89*z^3 - 148/89*z + 1
*
-1 | 0.12542822946600162232721294162740755351 | 0.022956092709631590718156600414970952352
f(z) = 236/89*z^3 - 147/89*z + 1
*
[ 1/2 ] 
f(z) = 236/91*z^3 - 150/91*z + 1
*
[ 1/2 ] 
f(z) = 236/93*z^3 - 152/93*z + 1
*
[ 1/2 ] 
f(z) = 236/95*z^3 - 154/95*z + 1
*
[ 1/2 ] 
f(z) = 236/97*z^3 - 156/97*z + 1
*
[ 1/2 ] 
f(z) = 236/99*z^3 - 158/99*z + 1
*
-1 | 0.11674272122760970766384025245270162123 | 0.021349933653687783354139814543505067324
f(z) = 237/80*z^3 - 157/80*z + 1
*
-1 | 0.11250834971034547849216947986595613445 | 0.020575550891250718580294438252980778902
f(z) = 237/82*z^3 - 155/82*z + 1
*
-1 | 0.12536650757463638782611437486760081151 | 0.022927053532482028328277068596211600008
f(z) = 237/83*z^3 - 154/83*z + 1
*
-1 | 0.12541058953666626197985080597232575476 | 0.022935115251060844662504208645406772645
f(z) = 237/85*z^3 - 152/85*z + 1
*
-1 | 0.11259651398444440767382254474653364581 | 0.020591674392423590993627330400632820735
f(z) = 237/86*z^3 - 151/86*z + 1
*
-1 | 0.11691905257625531982110523605981311407 | 0.021382181168180008196039193691277001572
f(z) = 237/88*z^3 - 149/88*z + 1
*
-1 | 0.12549829446354360751447907342099595030 | 0.022951154746716270757161062178228519575
f(z) = 237/89*z^3 - 148/89*z + 1
*
-1 | 0.12554192017060911093233788861245218022 | 0.022959133025290296650197836255288947459
f(z) = 237/91*z^3 - 146/91*z + 1
*
-1 | 0.11182958568836837969709447192256644202 | 0.020435682435521649510198233762526511172
f(z) = 238/81*z^3 - 157/81*z + 1
*
-1 | 0.12543677802289440033566873683339820448 | 0.022922253942299225677624728077321253029
f(z) = 238/83*z^3 - 155/83*z + 1
*
-1 | 0.10518083491733858113873643393801822165 | 0.019220693052226214713444646676467072332
f(z) = 238/87*z^3 - 151/87*z + 1
*
-1 | 0.12556809369691597609086927394615451255 | 0.022946250502749601388069148261168635192
f(z) = 238/89*z^3 - 149/89*z + 1
*
-1 | 0.11688347154663259841524225411673903500 | 0.021342873998569498307599348517712804423
f(z) = 239/80*z^3 - 159/80*z + 1
*
-1 | 0.11189974701493753910114420539991877618 | 0.020432847941710718652604495244260851130
f(z) = 239/81*z^3 - 158/81*z + 1
*
-1 | 0.11264878179646602555099708890095934450 | 0.020569621385818514656031083460052681883
f(z) = 239/82*z^3 - 157/82*z + 1
*
-1 | 0.12550678133828570691291976312929071713 | 0.022917486832176640094059010363146353745
f(z) = 239/83*z^3 - 156/83*z + 1
*
-1 | 0.096626639178972609603993184460965364243 | 0.017643984710697666366746049800920918511
f(z) = 239/84*z^3 - 155/84*z + 1
*
-1 | 0.12555054822552492262548148854330593318 | 0.022925478647848229734301141919888936134
f(z) = 239/85*z^3 - 154/85*z + 1
*
-1 | 0.11273631591396033636860699608220160671 | 0.020585605079796252925136230856818996690
f(z) = 239/86*z^3 - 153/86*z + 1
*
-1 | 0.10524949171128286931920795505762183578 | 0.019218514048936216224885900025359625320
f(z) = 239/87*z^3 - 152/87*z + 1
*
-1 | 0.11705854252587805485093622450721555380 | 0.021374841887625148119599409725846600943
f(z) = 239/88*z^3 - 151/88*z + 1
*
-1 | 0.12563762918578729674072141520700979626 | 0.022941379595501147330225521521988778682
f(z) = 239/89*z^3 - 150/89*z + 1
*
-1 | 0.099260784636276620180048469604984560900 | 0.018124978591570837843328733392165305722
f(z) = 239/90*z^3 - 149/90*z + 1
*
-1 | 0.12568094594639548441616576533337981985 | 0.022949289218234400097837463004223700856
f(z) = 239/91*z^3 - 148/91*z + 1
*
3/8 | 0.20420984531740703063201803638029456153 | 0.029001264954782195101604299910222409070
f(z) = 224/81*z^3 - 127/18*z + 1
*
[ 9/4 ] 
f(z) = 224/81*z^3 - 121/9*z + 1
*
-2 | 0.11337798342235194090313709338810661762 | 0.016471068448333375786843539741269821283
f(z) = 233/88*z^3 - 122/11*z + 1
*
-2 | 0.11354967384410001568602888097519894522 | 0.016476470943187510584604684024872273754
f(z) = 235/88*z^3 - 123/11*z + 1
*
-2 | 0.11371971406845560454777703723623740953 | 0.016481779384507175125491608395951303779
f(z) = 237/88*z^3 - 124/11*z + 1
*
-2 | 0.11388813710397197977997740550286630918 | 0.016486996499498673994677606932533630426
f(z) = 239/88*z^3 - 125/11*z + 1
*
-6/5 | 0.20298675465912641039756858033596016854 | 0.029317972635644374641905135021812018966
f(z) = 225/88*z^3 - 127/33*z + 1
*
[ -3/2 ] 
f(z) = 236/99*z^3 - 122/33*z + 1
*
[ 4/15 ] 
f(z) = 225/88*z^3 - 129/44*z + 1
*
[ -4/3 ] 
f(z) = 225/88*z^3 - 123/44*z + 1
*
3/4 | 0.18948480744145145705364887366703040755 | 0.025753769630465946227941562327025739669
f(z) = 224/81*z^3 - 128/63*z + 1
*
[ 3/8 ] 
f(z) = 224/99*z^3 - 131/66*z + 1
*
[ 3/4 ] 
f(z) = 226/81*z^3 - 137/72*z + 1
*
[ 3/4 ] 
f(z) = 230/81*z^3 - 139/72*z + 1
*
[ -9/8 ] 
f(z) = 232/81*z^3 - 125/72*z + 1
*
-1 | 0.11051870156175044047567433810947192759 | 0.020490606852616800756163353558368382866
f(z) = 220/81*z^3 - 139/81*z + 1
*
[ 1/2 ] 
f(z) = 220/81*z^3 - 136/81*z + 1
*
[ 1/2 ] 
f(z) = 220/83*z^3 - 138/83*z + 1
*
-1 | 0.12412894798566085159655865353847823294 | 0.023014000673740923329079731200788547271
f(z) = 220/83*z^3 - 137/83*z + 1
*
-1 | 0.11059402958814087339665778262736807034 | 0.020487346473837505043598467511937179216
f(z) = 221/81*z^3 - 140/81*z + 1
*
-1 | 0.11134523472818119495841000538078391089 | 0.020626505884469776644887925463784741224
f(z) = 221/82*z^3 - 139/82*z + 1
*
-1 | 0.12420409517340788287060948132015816914 | 0.023008586817601206319521021976879349007
f(z) = 221/83*z^3 - 138/83*z + 1
*
-1 | 0.095326494532768016958889395205997052179 | 0.017659062870773777261937726528487080783
f(z) = 221/84*z^3 - 137/84*z + 1
*
-1 | 0.12427893672781669397308627361719367402 | 0.023003212656156835288181915910615763079
f(z) = 222/83*z^3 - 139/83*z + 1
*
-1 | 0.12432553612025019291112536347109977951 | 0.023011837896781021897915900953570152901
f(z) = 222/85*z^3 - 137/85*z + 1
*
-1 | 0.12435347513864523929562168474604595476 | 0.022997877706604761077784104273520820462
f(z) = 223/83*z^3 - 140/83*z + 1
*
-1 | 0.095474663061934002378682192049624781565 | 0.017657042738287676600750734754354220873
f(z) = 223/84*z^3 - 139/84*z + 1
*
-1 | 0.12439989770265977084891922544110797597 | 0.023006463075440194965842577004856921293
f(z) = 223/85*z^3 - 138/85*z + 1
*
[ 1/2 ] 
f(z) = 224/81*z^3 - 137/81*z + 1
*
[ 1/2 ] 
f(z) = 224/83*z^3 - 139/83*z + 1
*
-1 | 0.12447395995091999923180799020619648656 | 0.023001127338742339102741064272599737578
f(z) = 224/85*z^3 - 139/85*z + 1
*
-1 | 0.11173464019366030976739029230848848958 | 0.020630090267193518690601912166174748492
f(z) = 225/86*z^3 - 139/86*z + 1
*
-1 | 0.10439630040712545069039595515597533954 | 0.019243734978334910102928778904612137526
f(z) = 227/87*z^3 - 140/87*z + 1
*
[ 1/2 ] 
f(z) = 228/83*z^3 - 140/83*z + 1
*
[ 1/2 ] 
f(z) = 232/81*z^3 - 139/81*z + 1
*
[ 1/2 ] 
f(z) = 236/81*z^3 - 140/81*z + 1
*
-2 | 0.11231119598998432404231123874755468714 | 0.016436510231775099600708871706457761269
f(z) = 221/88*z^3 - 116/11*z + 1
*
[ 2 ] 
f(z) = 221/88*z^3 - 105/11*z + 1
*
-2 | 0.11249354476812424638756792583454549695 | 0.016442541261620506110854613819113062752
f(z) = 223/88*z^3 - 117/11*z + 1
*
[ 2 ] 
f(z) = 223/88*z^3 - 106/11*z + 1
*
3/2 | 0.14846353621429474847098514637889718901 | 0.021385794430772077859803523857881370845
f(z) = 224/81*z^3 - 115/18*z + 1
*
[ -9/4 ] 
f(z) = 224/81*z^3 - 113/9*z + 1
*
-2 | 0.11267402081884977836177643369504324904 | 0.016448459208781311112813648889496100959
f(z) = 225/88*z^3 - 118/11*z + 1
*
[ 2 ] 
f(z) = 225/88*z^3 - 107/11*z + 1
*
[ 3/2 ] 
f(z) = 226/81*z^3 - 107/18*z + 1
*
-2 | 0.11285266442664069111234097932575281587 | 0.016454267598859857143960501387039382532
f(z) = 227/88*z^3 - 119/11*z + 1
*
[ 2 ] 
f(z) = 227/88*z^3 - 108/11*z + 1
*
-2 | 0.11302951451648394666140498501392419177 | 0.016459969805188132677291737069495580999
f(z) = 229/88*z^3 - 120/11*z + 1
*
[ 2 ] 
f(z) = 229/88*z^3 - 109/11*z + 1
*
[ 3/2 ] 
f(z) = 230/81*z^3 - 109/18*z + 1
*
[ 2 ] 
f(z) = 233/88*z^3 - 111/11*z + 1
*
[ 2 ] 
f(z) = 235/88*z^3 - 112/11*z + 1
*
[ -2 ] 
f(z) = 235/88*z^3 - 101/11*z + 1
*
[ 2 ] 
f(z) = 237/88*z^3 - 113/11*z + 1
*
[ -2 ] 
f(z) = 237/88*z^3 - 102/11*z + 1
*
[ 3/2 ] 
f(z) = 238/81*z^3 - 113/18*z + 1
*
[ 2 ] 
f(z) = 239/88*z^3 - 114/11*z + 1
*
[ -2 ] 
f(z) = 239/88*z^3 - 103/11*z + 1
*
[ -3/2 ] 
f(z) = 224/99*z^3 - 113/33*z + 1
*
[ 6/5 ] 
f(z) = 225/88*z^3 - 116/33*z + 1
*
[ -3/2 ] 
f(z) = 232/99*z^3 - 119/33*z + 1
*
9/10 | 0.094520340392010994304814348276226323916 | 0.013496995129957004852450139762714214975
f(z) = 220/81*z^3 - 119/45*z + 1
*
[ 3/10 ] 
f(z) = 220/81*z^3 - 116/45*z + 1
*
[ 9/10 ] 
f(z) = 220/81*z^3 - 104/45*z + 1
*
[ 2/5 ] 
f(z) = 235/88*z^3 - 106/55*z + 1
*
[ 9/16 ] 
f(z) = 224/81*z^3 - 119/72*z + 1
*
[ 3/7 ] 
f(z) = 224/81*z^3 - 116/63*z + 1
*
[ 9/14 ] 
f(z) = 224/81*z^3 - 107/63*z + 1
*
[ 2/3 ] 
f(z) = 231/80*z^3 - 107/60*z + 1
*
[ 3/4 ] 
f(z) = 232/99*z^3 - 109/66*z + 1
*
[ 4/5 ] 
f(z) = 235/96*z^3 - 109/60*z + 1
*
[ 2/3 ] 
f(z) = 237/80*z^3 - 109/60*z + 1
*
[ 3/7 ] 
f(z) = 238/81*z^3 - 118/63*z + 1
*
[ -2 ] 
f(z) = 221/88*z^3 - 94/11*z + 1
*
[ -2 ] 
f(z) = 223/88*z^3 - 95/11*z + 1
*
9/8 | 0.18127941973058715766291236310350477719 | 0.027301627962238037791660445974835048729
f(z) = 224/81*z^3 - 85/18*z + 1
*
[ -2 ] 
f(z) = 225/88*z^3 - 96/11*z + 1
*
[ -3/2 ] 
f(z) = 226/81*z^3 - 83/18*z + 1
*
[ -2 ] 
f(z) = 227/88*z^3 - 97/11*z + 1
*
[ -2 ] 
f(z) = 229/88*z^3 - 98/11*z + 1
*
[ -3/2 ] 
f(z) = 230/81*z^3 - 85/18*z + 1
*
[ -2 ] 
f(z) = 233/88*z^3 - 100/11*z + 1
*
[ -3/2 ] 
f(z) = 238/81*z^3 - 89/18*z + 1
*
-6/5 | 0.17558469354406986695263282680023985758 | 0.026512408913080522339833537061649543557
f(z) = 225/88*z^3 - 94/33*z + 1
*
[ 4/5 ] 
f(z) = 225/88*z^3 - 83/44*z + 1
*
[ 2/5 ] 
f(z) = 225/92*z^3 - 87/46*z + 1
*
[ 7/10 ] 
f(z) = 225/98*z^3 - 87/56*z + 1
*
9/8 | 0.12897093582507457223562550154301246332 | 0.019879349157205028147944466250971083670
f(z) = 224/81*z^3 - 73/18*z + 1
*
[ 9/8 ] 
f(z) = 224/81*z^3 - 61/18*z + 1
*
[ 2/15 ] 
f(z) = 225/88*z^3 - 72/11*z + 1
*
-22/15 | 0.18090774690225094455005375335980153028 | 0.028999412146030352182412160048479620163
f(z) = 225/88*z^3 - 64/11*z + 1
*
[ 3/4 ] 
f(z) = 220/81*z^3 - 67/36*z + 1
*
[ -6/5 ] 
f(z) = 225/88*z^3 - 61/33*z + 1
*
[ 3/4 ] 
f(z) = 236/81*z^3 - 71/36*z + 1
*
[ 3/5 ] 
f(z) = 220/81*z^3 - 74/45*z + 1
*
[ 2/3 ] 
f(z) = 225/92*z^3 - 73/46*z + 1
*
[ 3/5 ] 
f(z) = 230/81*z^3 - 76/45*z + 1
*
[ 3/5 ] 
f(z) = 235/81*z^3 - 77/45*z + 1
*
[ 3/2 ] 
f(z) = 220/81*z^3 - 52/9*z + 1
*
[ 3/2 ] 
f(z) = 224/81*z^3 - 53/9*z + 1
*
[ -3/2 ] 
f(z) = 224/81*z^3 - 41/9*z + 1
*
[ 22/15 ] 
f(z) = 225/88*z^3 - 57/11*z + 1
*
[ -22/15 ] 
f(z) = 225/88*z^3 - 42/11*z + 1
*
[ 7/5 ] 
f(z) = 225/98*z^3 - 59/14*z + 1
*
[ 3/2 ] 
f(z) = 232/81*z^3 - 55/9*z + 1
*
[ -3/2 ] 
f(z) = 232/81*z^3 - 43/9*z + 1
*
[ 3/2 ] 
f(z) = 236/81*z^3 - 56/9*z + 1
*
[ -3/2 ] 
f(z) = 236/81*z^3 - 44/9*z + 1
*
[ 3/4 ] 
f(z) = 224/99*z^3 - 53/33*z + 1
*
[ 2/3 ] 
f(z) = 237/88*z^3 - 56/33*z + 1
*
[ -3/2 ] 
f(z) = 220/81*z^3 - 40/9*z + 1
*
[ 3/8 ] 
f(z) = 224/81*z^3 - 37/18*z + 1
*
-3/4 | 0.17946475635222300664101543741320167695 | 0.029397352132961403747547800791242004077
f(z) = 224/81*z^3 - 31/18*z + 1
*
[ 2/5 ] 
f(z) = 225/88*z^3 - 21/11*z + 1
*
[ -7/5 ] 
f(z) = 225/98*z^3 - 39/14*z + 1
*
[ 14/15 ] 
f(z) = 225/98*z^3 - 29/14*z + 1
*
[ 7/15 ] 
f(z) = 225/98*z^3 - 23/14*z + 1
*
[ 3/4 ] 
f(z) = 232/81*z^3 - 35/18*z + 1
*
[ 3/4 ] 
f(z) = 224/81*z^3 - 17/9*z + 1
*
[ 2/3 ] 
f(z) = 225/88*z^3 - 18/11*z + 1
*
[ -14/15 ]
f(z) = 225/98*z^3 + 1/14*z + 1
*
[ -5/3 ] 
f(z) = 231/100*z^3 - 289/60*z + 1
*
[ -5/3 ] 
f(z) = 237/100*z^3 - 299/60*z + 1
*
[ 4/3 ] 
f(z) = 237/112*z^3 - 295/84*z + 1
*
13/15 | 0.14253286284731149706657621515766157809 | 0.025153923396967345907366143211643181409
f(z) = 225/104*z^3 - 289/104*z + 1
*
7/15 | 0.13377890062269396610167416672606972799 | 0.023609041109337573168376267732002494600
f(z) = 225/112*z^3 - 289/112*z + 1
*
[ 3/4 ] 
f(z) = 223/108*z^3 - 287/192*z + 1
*
[ 3/4 ] 
f(z) = 229/108*z^3 - 293/192*z + 1
*
[ 3/4 ] 
f(z) = 235/108*z^3 - 299/192*z + 1
*
[ 12/17 ] 
f(z) = 221/108*z^3 - 293/204*z + 1
*
[ 8/5 ] 
f(z) = 225/112*z^3 - 267/56*z + 1
*
-16/15 | 0.16439630833845024619340360649279624798 | 0.029503188064993108074839100048268994720
f(z) = 225/112*z^3 - 263/112*z + 1
*
[ 1/3 ] 
f(z) = 225/118*z^3 - 261/118*z + 1
*
[ 17/15 ] 
f(z) = 225/119*z^3 - 275/119*z + 1
*
[ 1/3 ] 
f(z) = 225/119*z^3 - 263/119*z + 1
*
[ 1/3 ] 
f(z) = 234/119*z^3 - 264/119*z + 1
*
[ 3/5 ] 
f(z) = 220/117*z^3 - 262/195*z + 1
*
[ 3/5 ] 
f(z) = 230/117*z^3 - 268/195*z + 1
*
[ 3/5 ] 
f(z) = 235/117*z^3 - 271/195*z + 1
*
-2 | 0.11234879698973371652382619994870748430 | 0.016350939344650588223904648193374584078
f(z) = 227/112*z^3 - 241/28*z + 1
*
-2 | 0.11253404528366459875137855665030184520 | 0.016358224299243213423582216625054157337
f(z) = 229/112*z^3 - 243/28*z + 1
*
-2 | 0.11289854647652051452419700232419328363 | 0.016372352299996810480398886219851739045
f(z) = 233/112*z^3 - 247/28*z + 1
*
-2 | 0.11307789323229406808156205793708226063 | 0.016379205236411917741626123918321395229
f(z) = 235/112*z^3 - 249/28*z + 1
*
-2 | 0.11325536369902307324950836467277866659 | 0.016385923671558298148375864760855976688
f(z) = 237/112*z^3 - 251/28*z + 1
*
-2 | 0.11343100049770349173854798096744110317 | 0.016392511993189517054200311442219455169
f(z) = 239/112*z^3 - 253/28*z + 1
*
-6/5 | 0.13397807521723441677469237200357505515 | 0.019318084918479711797695452751055896983
f(z) = 225/112*z^3 - 257/84*z + 1
*
[ 2/7 ] 
f(z) = 231/104*z^3 - 244/91*z + 1
*
-4/3 | 0.19140129362945289599708315770684402862 | 0.027660410183866069888909690923932648311
f(z) = 237/112*z^3 - 253/84*z + 1
*
[ 1/3 ] 
f(z) = 225/109*z^3 - 243/109*z + 1
*
[ 1/3 ] 
f(z) = 225/113*z^3 - 251/113*z + 1
*
[ 1/3 ] 
f(z) = 225/116*z^3 - 257/116*z + 1
*
[ 1/3 ] 
f(z) = 234/109*z^3 - 244/109*z + 1
*
[ 1/3 ] 
f(z) = 234/113*z^3 - 252/113*z + 1
*
[ 1/3 ] 
f(z) = 234/115*z^3 - 256/115*z + 1
*
[ 2/5 ] 
f(z) = 235/112*z^3 - 257/140*z + 1
*
[ 10/17 ] 
f(z) = 221/100*z^3 - 249/170*z + 1
*
[ 2/3 ] 
f(z) = 231/116*z^3 - 241/174*z + 1
*
[ 2/3 ] 
f(z) = 237/116*z^3 - 245/174*z + 1
*
[ 3 ] 
f(z) = 229/108*z^3 - 221/12*z + 1
*
[ 3 ] 
f(z) = 235/108*z^3 - 227/12*z + 1
*
[ -3 ] 
f(z) = 239/108*z^3 - 223/12*z + 1
*
-2 | 0.11178045723638170026901513050611995855 | 0.016328135940607672848996918987537274131
f(z) = 221/112*z^3 - 235/28*z + 1
*
-2 | 0.11197205591661161955948507841866169587 | 0.016335900905004812170735867501678953204
f(z) = 223/112*z^3 - 237/28*z + 1
*
[ 12/5 ] 
f(z) = 235/108*z^3 - 239/20*z + 1
*
[ 2 ] 
f(z) = 235/112*z^3 - 221/28*z + 1
*
[ 2 ] 
f(z) = 237/112*z^3 - 223/28*z + 1
*
[ 2 ] 
f(z) = 239/112*z^3 - 225/28*z + 1
*
3/13 | 0.25278598657703254052846399869221159678 | 0.028928658963095482929500658639790806433
f(z) = 221/108*z^3 - 231/52*z + 1
*
[ 3/2 ] 
f(z) = 239/108*z^3 - 223/48*z + 1
*
[ -3/2 ] 
f(z) = 238/117*z^3 - 227/78*z + 1
*
[ 6/5 ] 
f(z) = 225/112*z^3 - 229/84*z + 1
*
[ 1/3 ] 
f(z) = 225/101*z^3 - 227/101*z + 1
*
[ 1/3 ] 
f(z) = 225/103*z^3 - 231/103*z + 1
*
[ 1/3 ] 
f(z) = 225/104*z^3 - 233/104*z + 1
*
[ 1/3 ] 
f(z) = 225/106*z^3 - 237/106*z + 1
*
[ 1/3 ] 
f(z) = 225/107*z^3 - 239/107*z + 1
*
[ -7/5 ] 
f(z) = 225/119*z^3 - 237/119*z + 1
*
[ 10/11 ] 
f(z) = 231/100*z^3 - 221/110*z + 1
*
[ 1/3 ] 
f(z) = 234/101*z^3 - 228/101*z + 1
*
[ 1/3 ] 
f(z) = 234/103*z^3 - 232/103*z + 1
*
[ 1/3 ] 
f(z) = 234/107*z^3 - 240/107*z + 1
*
[ 2/3 ] 
f(z) = 231/100*z^3 - 229/150*z + 1
*
[ 5/7 ] 
f(z) = 231/100*z^3 - 221/140*z + 1
*
[ 4/5 ] 
f(z) = 235/112*z^3 - 223/140*z + 1
*
[ 3/4 ] 
f(z) = 236/117*z^3 - 229/156*z + 1
*
[ 2/3 ] 
f(z) = 237/100*z^3 - 233/150*z + 1
*
[ -3 ] 
f(z) = 221/108*z^3 - 205/12*z + 1
*
[ 3 ] 
f(z) = 223/108*z^3 - 215/12*z + 1
*
[ -3 ] 
f(z) = 227/108*z^3 - 211/12*z + 1
*
[ -3 ] 
f(z) = 233/108*z^3 - 217/12*z + 1
*
[ 2 ] 
f(z) = 221/112*z^3 - 207/28*z + 1
*
[ 2 ] 
f(z) = 223/112*z^3 - 209/28*z + 1
*
-28/15 | 0.16659596058066517097933329521112400202 | 0.024759274164232731784399075851062593463
f(z) = 225/112*z^3 - 209/28*z + 1
*
28/15 | 0.097419990544850620683254889902919448302 | 0.014499151632300061126636436689753523292
f(z) = 225/112*z^3 - 207/28*z + 1
*
[ 2 ] 
f(z) = 227/112*z^3 - 213/28*z + 1
*
[ 2 ] 
f(z) = 229/112*z^3 - 215/28*z + 1
*
[ 2 ] 
f(z) = 233/112*z^3 - 219/28*z + 1
*
[ 3/2 ] 
f(z) = 221/108*z^3 - 205/48*z + 1
*
[ 3/2 ] 
f(z) = 227/108*z^3 - 211/48*z + 1
*
[ 3/2 ] 
f(z) = 233/108*z^3 - 217/48*z + 1
*
[ -3/2 ] 
f(z) = 226/117*z^3 - 209/78*z + 1
*
[ -3/2 ] 
f(z) = 230/117*z^3 - 215/78*z + 1
*
[ -10/7 ] 
f(z) = 231/100*z^3 - 211/70*z + 1
*
[ 2/5 ] 
f(z) = 225/118*z^3 - 213/118*z + 1
*
[ 10/13 ] 
f(z) = 221/100*z^3 - 209/130*z + 1
*
[ 3/4 ] 
f(z) = 220/117*z^3 - 217/156*z + 1
*
[ -2 ] 
f(z) = 223/112*z^3 - 181/28*z + 1
*
[ -2 ] 
f(z) = 227/112*z^3 - 185/28*z + 1
*
[ -2 ] 
f(z) = 229/112*z^3 - 187/28*z + 1
*
[ -2 ] 
f(z) = 233/112*z^3 - 191/28*z + 1
*
[ -2 ] 
f(z) = 235/112*z^3 - 193/28*z + 1
*
[ -2 ] 
f(z) = 237/112*z^3 - 195/28*z + 1
*
[ -2 ] 
f(z) = 239/112*z^3 - 197/28*z + 1
*
[ 4/3 ] 
f(z) = 225/104*z^3 - 187/52*z + 1
*
[ -8/5 ] 
f(z) = 225/112*z^3 - 197/56*z + 1
*
[ 13/15 ] 
f(z) = 225/104*z^3 - 185/104*z + 1
*
[ 2/5 ] 
f(z) = 225/106*z^3 - 195/106*z + 1
*
[ -4/3 ] 
f(z) = 225/116*z^3 - 197/116*z + 1
*
[ 7/15 ] 
f(z) = 225/119*z^3 - 185/119*z + 1
*
[ -2 ] 
f(z) = 221/112*z^3 - 179/28*z + 1
*
[ 3/2 ] 
f(z) = 232/117*z^3 - 161/39*z + 1
*
[ 3/2 ] 
f(z) = 236/117*z^3 - 164/39*z + 1
*
[ 3/13 ] 
f(z) = 221/108*z^3 - 179/52*z + 1
*
[ 6/7 ] 
f(z) = 223/108*z^3 - 165/98*z + 1
*
[ 14/15 ] 
f(z) = 225/104*z^3 - 178/91*z + 1
*
[ 6/7 ] 
f(z) = 229/108*z^3 - 169/98*z + 1
*
[ 6/7 ] 
f(z) = 235/108*z^3 - 173/98*z + 1
*
[ -4/3 ] 
f(z) = 237/112*z^3 - 169/84*z + 1
*
[ 1/2 ] 
f(z) = 220/107*z^3 - 162/107*z + 1
*
[ 1/2 ] 
f(z) = 220/109*z^3 - 164/109*z + 1
*
[ 1/2 ] 
f(z) = 220/111*z^3 - 166/111*z + 1
*
[ 1/2 ] 
f(z) = 220/113*z^3 - 168/113*z + 1
*
[ 1/2 ] 
f(z) = 220/117*z^3 - 172/117*z + 1
*
[ 1/2 ] 
f(z) = 220/119*z^3 - 174/119*z + 1
*
[ 2/3 ] 
f(z) = 223/104*z^3 - 170/117*z + 1
*
[ 1/2 ] 
f(z) = 224/107*z^3 - 163/107*z + 1
*
[ 1/2 ] 
f(z) = 224/109*z^3 - 165/109*z + 1
*
[ 1/2 ] 
f(z) = 224/111*z^3 - 167/111*z + 1
*
[ 3/4 ] 
f(z) = 224/111*z^3 - 163/111*z + 1
*
[ 1/2 ] 
f(z) = 224/113*z^3 - 169/113*z + 1
*
[ 1/2 ] 
f(z) = 224/115*z^3 - 171/115*z + 1
*
[ 1/2 ] 
f(z) = 224/117*z^3 - 173/117*z + 1
*
[ 26/45 ] 
f(z) = 225/104*z^3 - 170/117*z + 1
*
[ 7/15 ] 
f(z) = 225/112*z^3 - 177/112*z + 1
*
[ 4/5 ] 
f(z) = 225/116*z^3 - 173/116*z + 1
*
[ 2/3 ] 
f(z) = 227/104*z^3 - 172/117*z + 1
*
[ 1/2 ] 
f(z) = 228/107*z^3 - 164/107*z + 1
*
[ 1/2 ] 
f(z) = 228/109*z^3 - 166/109*z + 1
*
[ 1/2 ] 
f(z) = 228/113*z^3 - 170/113*z + 1
*
[ 1/2 ] 
f(z) = 228/115*z^3 - 172/115*z + 1
*
[ 1/2 ] 
f(z) = 228/119*z^3 - 176/119*z + 1
*
[ 2/3 ] 
f(z) = 229/104*z^3 - 173/117*z + 1
*
[ 1/2 ] 
f(z) = 232/103*z^3 - 161/103*z + 1
*
[ 1/2 ] 
f(z) = 232/105*z^3 - 163/105*z + 1
*
[ 1/2 ] 
f(z) = 232/107*z^3 - 165/107*z + 1
*
[ 1/2 ] 
f(z) = 232/109*z^3 - 167/109*z + 1
*
[ 1/2 ] 
f(z) = 232/111*z^3 - 169/111*z + 1
*
[ 1/2 ] 
f(z) = 232/113*z^3 - 171/113*z + 1
*
[ 1/2 ] 
f(z) = 232/115*z^3 - 173/115*z + 1
*
[ 1/2 ] 
f(z) = 232/117*z^3 - 175/117*z + 1
*
[ 1/2 ] 
f(z) = 232/119*z^3 - 177/119*z + 1
*
[ 2/3 ] 
f(z) = 233/104*z^3 - 175/117*z + 1
*
[ 2/3 ] 
f(z) = 235/104*z^3 - 176/117*z + 1
*
[ 1/2 ] 
f(z) = 236/103*z^3 - 162/103*z + 1
*
[ 1/2 ] 
f(z) = 236/105*z^3 - 164/105*z + 1
*
[ 1/2 ] 
f(z) = 236/107*z^3 - 166/107*z + 1
*
[ 1/2 ] 
f(z) = 236/109*z^3 - 168/109*z + 1
*
[ 1/2 ] 
f(z) = 236/111*z^3 - 170/111*z + 1
*
[ 1/2 ] 
f(z) = 236/113*z^3 - 172/113*z + 1
*
[ 1/2 ] 
f(z) = 236/115*z^3 - 174/115*z + 1
*
[ 1/2 ] 
f(z) = 236/117*z^3 - 176/117*z + 1
*
[ 1/2 ] 
f(z) = 236/119*z^3 - 178/119*z + 1
*
[ 2/3 ] 
f(z) = 239/104*z^3 - 178/117*z + 1
*
[ -6 ] 
f(z) = 221/108*z^3 - 145/2*z + 1
*
[ 6 ] 
f(z) = 223/108*z^3 - 147/2*z + 1
*
[ -6 ] 
f(z) = 227/108*z^3 - 149/2*z + 1
*
[ 6 ] 
f(z) = 229/108*z^3 - 151/2*z + 1
*
[ -6 ] 
f(z) = 233/108*z^3 - 153/2*z + 1
*
[ 6 ] 
f(z) = 235/108*z^3 - 155/2*z + 1
*
[ -6 ] 
f(z) = 239/108*z^3 - 157/2*z + 1
*
[ 3/2 ] 
f(z) = 220/117*z^3 - 152/39*z + 1
*
[ 3/2 ] 
f(z) = 224/117*z^3 - 155/39*z + 1
*
[ -28/15 ] 
f(z) = 225/112*z^3 - 153/28*z + 1
*
12/13 | 0.18838274610135933011657467848587473419 | 0.022734325401171719832329640640875197033
f(z) = 221/108*z^3 - 147/52*z + 1
*
[ -3/2 ] 
f(z) = 223/108*z^3 - 143/48*z + 1
*
[ 4/15 ] 
f(z) = 225/104*z^3 - 151/52*z + 1
*
[ 6/5 ] 
f(z) = 227/108*z^3 - 143/50*z + 1
*
[ -3/2 ] 
f(z) = 229/108*z^3 - 149/48*z + 1
*
[ 6/5 ] 
f(z) = 233/108*z^3 - 147/50*z + 1
*
[ -3/2 ] 
f(z) = 235/108*z^3 - 155/48*z + 1
*
[ 6/5 ] 
f(z) = 239/108*z^3 - 151/50*z + 1
*
[ 3/8 ] 
f(z) = 224/117*z^3 - 151/78*z + 1
*
[ 1/2 ] 
f(z) = 220/101*z^3 - 156/101*z + 1
*
[ 1/2 ] 
f(z) = 220/103*z^3 - 158/103*z + 1
*
[ 3/5 ] 
f(z) = 223/108*z^3 - 141/100*z + 1
*
[ 1/2 ] 
f(z) = 224/101*z^3 - 157/101*z + 1
*
[ 1/2 ] 
f(z) = 224/103*z^3 - 159/103*z + 1
*
[ 8/15 ] 
f(z) = 225/104*z^3 - 155/104*z + 1
*
[ 2/3 ] 
f(z) = 225/106*z^3 - 153/106*z + 1
*
[ 2/3 ] 
f(z) = 225/118*z^3 - 159/118*z + 1
*
[ 1/2 ] 
f(z) = 228/101*z^3 - 158/101*z + 1
*
[ 1/2 ] 
f(z) = 228/103*z^3 - 160/103*z + 1
*
[ 3/5 ] 
f(z) = 229/108*z^3 - 143/100*z + 1
*
[ 1/2 ] 
f(z) = 232/101*z^3 - 159/101*z + 1
*
[ 1/2 ] 
f(z) = 236/101*z^3 - 160/101*z + 1
*
-2 | 0.11271132724301273184292415122301241874 | 0.016393821446638616960512621912821570612
f(z) = 229/104*z^3 - 121/13*z + 1
*
-2 | 0.11289150345375416521383574757260546809 | 0.016400394719451924014700049588171756396
f(z) = 231/104*z^3 - 122/13*z + 1
*
-2 | 0.11306981011005774843332140723155366355 | 0.016406840968895447115076001022787295953
f(z) = 233/104*z^3 - 123/13*z + 1
*
-2 | 0.11324628879680279852639118671536303517 | 0.016413164272814801027025487814464314291
f(z) = 235/104*z^3 - 124/13*z + 1
*
-2 | 0.11342097962060738819568346716318929845 | 0.016419368527096989899168315964065183146
f(z) = 237/104*z^3 - 125/13*z + 1
*
-2 | 0.11359392128340899948877167173149310734 | 0.016425457456065611526891950101432545292
f(z) = 239/104*z^3 - 126/13*z + 1
*
4/3 | 0.16939167440709488535059622416031073943 | 0.027400412152711847794578959934029767676
f(z) = 225/112*z^3 - 121/28*z + 1
*
[ 6/5 ] 
f(z) = 221/108*z^3 - 139/50*z + 1
*
8/15 | 0.16604449783465027434645499454282429741 | 0.029581455239847788423807474308670740627
f(z) = 225/112*z^3 - 137/56*z + 1
*
[ 6/13 ] 
f(z) = 221/108*z^3 - 125/78*z + 1
*
[ 2/5 ] 
f(z) = 235/104*z^3 - 121/65*z + 1
*
[ 2/3 ] 
f(z) = 237/112*z^3 - 121/84*z + 1
*
-2 | 0.11215914156879246915706970983187086446 | 0.016373295739150352950963417597760717706
f(z) = 223/104*z^3 - 118/13*z + 1
*
[ 2 ] 
f(z) = 223/104*z^3 - 105/13*z + 1
*
-2 | 0.11234519194950685811683660173974027989 | 0.016380276541756865031485916140057496399
f(z) = 225/104*z^3 - 119/13*z + 1
*
[ 2 ] 
f(z) = 225/104*z^3 - 106/13*z + 1
*
-2 | 0.11252923833597647665245436382870911605 | 0.016387116879466622120155142628975105395
f(z) = 227/104*z^3 - 120/13*z + 1
*
[ 2 ] 
f(z) = 227/104*z^3 - 107/13*z + 1
*
[ 2 ] 
f(z) = 229/104*z^3 - 108/13*z + 1
*
[ 2 ] 
f(z) = 231/104*z^3 - 109/13*z + 1
*
[ 2 ] 
f(z) = 233/104*z^3 - 110/13*z + 1
*
[ 2 ] 
f(z) = 235/104*z^3 - 111/13*z + 1
*
[ 2 ] 
f(z) = 237/104*z^3 - 112/13*z + 1
*
[ 2 ] 
f(z) = 239/104*z^3 - 113/13*z + 1
*
[ -3/2 ] 
f(z) = 224/117*z^3 - 103/39*z + 1
*
[ 6/5 ] 
f(z) = 225/104*z^3 - 115/39*z + 1
*
[ -3/2 ] 
f(z) = 232/117*z^3 - 109/39*z + 1
*
[ -3/2 ] 
f(z) = 236/117*z^3 - 112/39*z + 1
*
[ -4/3 ] 
f(z) = 225/104*z^3 - 109/52*z + 1
*
[ 2/5 ] 
f(z) = 225/116*z^3 - 105/58*z + 1
*
[ 3/4 ] 
f(z) = 232/117*z^3 - 113/78*z + 1
*
[ 3/4 ] 
f(z) = 239/108*z^3 - 101/64*z + 1
*
[ -2 ] 
f(z) = 223/104*z^3 - 92/13*z + 1
*
[ -2 ] 
f(z) = 225/104*z^3 - 93/13*z + 1
*
[ 2/15 ] 
f(z) = 225/104*z^3 - 85/13*z + 1
*
[ -2 ] 
f(z) = 227/104*z^3 - 94/13*z + 1
*
[ -2 ] 
f(z) = 229/104*z^3 - 95/13*z + 1
*
[ -2 ] 
f(z) = 231/104*z^3 - 96/13*z + 1
*
[ -2 ] 
f(z) = 233/104*z^3 - 97/13*z + 1
*
[ -2 ] 
f(z) = 235/104*z^3 - 98/13*z + 1
*
[ -2 ] 
f(z) = 237/104*z^3 - 99/13*z + 1
*
[ -2 ] 
f(z) = 239/104*z^3 - 100/13*z + 1
*
[ -3/2 ] 
f(z) = 220/117*z^3 - 100/39*z + 1
*
[ 4/3 ] 
f(z) = 225/112*z^3 - 93/28*z + 1
*
[ 4/15 ] 
f(z) = 225/112*z^3 - 81/28*z + 1
*
[ 6/5 ] 
f(z) = 235/108*z^3 - 89/30*z + 1
*
[ 12/13 ] 
f(z) = 221/108*z^3 - 95/52*z + 1
*
[ 4/5 ] 
f(z) = 225/104*z^3 - 85/52*z + 1
*
[ 8/15 ] 
f(z) = 225/112*z^3 - 81/56*z + 1
*
[ 3/4 ] 
f(z) = 221/108*z^3 - 95/64*z + 1
*
[ 3/4 ] 
f(z) = 227/108*z^3 - 97/64*z + 1
*
[ 3/4 ] 
f(z) = 233/108*z^3 - 99/64*z + 1
*
[ 3 ] 
f(z) = 221/108*z^3 - 71/4*z + 1
*
[ -3 ] 
f(z) = 223/108*z^3 - 69/4*z + 1
*
[ 3/2 ] 
f(z) = 223/108*z^3 - 69/16*z + 1
*
[ 26/15 ] 
f(z) = 225/104*z^3 - 79/13*z + 1
*
[ -26/15 ] 
f(z) = 225/104*z^3 - 64/13*z + 1
*
[ 3 ] 
f(z) = 227/108*z^3 - 73/4*z + 1
*
[ -3 ] 
f(z) = 229/108*z^3 - 71/4*z + 1
*
[ 3/2 ] 
f(z) = 229/108*z^3 - 71/16*z + 1
*
[ 3 ] 
f(z) = 233/108*z^3 - 75/4*z + 1
*
[ -3 ] 
f(z) = 235/108*z^3 - 73/4*z + 1
*
[ 3/2 ] 
f(z) = 235/108*z^3 - 73/16*z + 1
*
[ 3 ] 
f(z) = 239/108*z^3 - 77/4*z + 1
*
[ 6/17 ] 
f(z) = 221/108*z^3 - 71/34*z + 1
*
[ 2/3 ] 
f(z) = 225/116*z^3 - 79/58*z + 1
*
[ -3/2 ] 
f(z) = 221/108*z^3 - 47/16*z + 1
*
[ -3/2 ] 
f(z) = 227/108*z^3 - 49/16*z + 1
*
[ -3/2 ] 
f(z) = 233/108*z^3 - 51/16*z + 1
*
[ -3/2 ] 
f(z) = 239/108*z^3 - 53/16*z + 1
*
[ 3/4 ] 
f(z) = 224/117*z^3 - 55/39*z + 1
*
[ 2/3 ] 
f(z) = 231/104*z^3 - 58/39*z + 1
*
[ 2/3 ] 
f(z) = 237/104*z^3 - 59/39*z + 1
*
[ 2/5 ] 
f(z) = 225/104*z^3 - 24/13*z + 1
*
[ 3/5 ] 
f(z) = 235/108*z^3 - 29/20*z + 1
*
[ 2/3 ] 
f(z) = 225/104*z^3 - 19/13*z + 1
*
[ -15/2 ] 
f(z) = 224/125*z^3 - 299/3*z + 1
*
[ 15/4 ] 
f(z) = 228/125*z^3 - 299/12*z + 1
*
[ 8/3 ] 
f(z) = 231/128*z^3 - 293/24*z + 1
*
[ -11/4 ] 
f(z) = 232/121*z^3 - 289/22*z + 1
*
[ -8/3 ] 
f(z) = 237/128*z^3 - 283/24*z + 1
*
3/2 | 0.11821265420099634501488077361491477924 | 0.013220993464228439779355493796268146280
f(z) = 224/135*z^3 - 283/70*z + 1
*
-5/3 | 0.19986108645738447733682585972665237344 | 0.022546684356361054174394211988806529484
f(z) = 228/125*z^3 - 283/60*z + 1
*
[ 11/8 ] 
f(z) = 232/121*z^3 - 295/88*z + 1
*
[ -3/2 ] 
f(z) = 220/123*z^3 - 290/123*z + 1
*
[ -3/2 ] 
f(z) = 224/123*z^3 - 299/123*z + 1
*
[ -3/2 ] 
f(z) = 224/129*z^3 - 289/129*z + 1
*
[ 1/3 ] 
f(z) = 225/128*z^3 - 281/128*z + 1
*
[ 1/3 ] 
f(z) = 225/131*z^3 - 287/131*z + 1
*
[ 1/3 ] 
f(z) = 225/134*z^3 - 293/134*z + 1
*
[ 1/3 ] 
f(z) = 225/136*z^3 - 297/136*z + 1
*
[ 1/3 ] 
f(z) = 225/137*z^3 - 299/137*z + 1
*
[ 1/3 ] 
f(z) = 234/131*z^3 - 288/131*z + 1
*
[ 1/3 ] 
f(z) = 234/133*z^3 - 292/133*z + 1
*
[ 16/45 ] 
f(z) = 225/128*z^3 - 293/144*z + 1
*
[ 15/14 ] 
f(z) = 228/125*z^3 - 298/147*z + 1
*
[ -55/39 ] 
f(z) = 234/125*z^3 - 288/143*z + 1
*
[ 11/12 ] 
f(z) = 225/121*z^3 - 291/176*z + 1
*
[ -15/11 ] 
f(z) = 231/125*z^3 - 281/165*z + 1
*
[ 2/5 ] 
f(z) = 235/128*z^3 - 287/160*z + 1
*
[ 22/45 ] 
f(z) = 225/121*z^3 - 295/198*z + 1
*
[ 11/19 ] 
f(z) = 228/121*z^3 - 284/209*z + 1
*
[ 4/5 ] 
f(z) = 231/128*z^3 - 281/200*z + 1
*
[ 4/5 ] 
f(z) = 233/128*z^3 - 283/200*z + 1
*
[ 3/5 ] 
f(z) = 235/126*z^3 - 281/210*z + 1
*
[ 4/5 ] 
f(z) = 237/128*z^3 - 287/200*z + 1
*
[ 4/5 ] 
f(z) = 239/128*z^3 - 289/200*z + 1
*
[ 11/3 ] 
f(z) = 225/121*z^3 - 267/11*z + 1
*
[ -11/3 ] 
f(z) = 225/121*z^3 - 261/11*z + 1
*
[ 16/5 ] 
f(z) = 225/128*z^3 - 277/16*z + 1
*
[ -16/5 ] 
f(z) = 225/128*z^3 - 267/16*z + 1
*
[ 11/3 ] 
f(z) = 234/121*z^3 - 278/11*z + 1
*
[ -11/3 ] 
f(z) = 234/121*z^3 - 272/11*z + 1
*
[ -8/3 ] 
f(z) = 231/128*z^3 - 275/24*z + 1
*
15/8 | 0.30035453054749774071008480278850148397 | 0.028755585549860479671643690033727448078
f(z) = 224/125*z^3 - 275/42*z + 1
*
[ 5/28 ] 
f(z) = 238/125*z^3 - 261/56*z + 1
*
65/56 | 0.25119870350836937299679029633731099305 | 0.028525454527203701666409580973864654095
f(z) = 224/125*z^3 - 267/70*z + 1
*
-4/45 | 0.24901765933303411271192915308572645740 | 0.029734490195734990606103193731166933210
f(z) = 225/128*z^3 - 271/72*z + 1
*
[ 5/19 ] 
f(z) = 228/125*z^3 - 278/95*z + 1
*
[ 11/9 ] 
f(z) = 234/121*z^3 - 268/99*z + 1
*
3/7 | 0.19041848742218094445970534919166806901 | 0.024346323178427340726240831728979186827
f(z) = 224/135*z^3 - 277/105*z + 1
*
[ -3/2 ] 
f(z) = 220/129*z^3 - 280/129*z + 1
*
[ 1/3 ] 
f(z) = 225/121*z^3 - 267/121*z + 1
*
[ 1/3 ] 
f(z) = 225/122*z^3 - 269/122*z + 1
*
[ 1/3 ] 
f(z) = 225/124*z^3 - 273/124*z + 1
*
[ 1/3 ] 
f(z) = 225/127*z^3 - 279/127*z + 1
*
[ 1/3 ] 
f(z) = 234/121*z^3 - 268/121*z + 1
*
[ 1/3 ] 
f(z) = 234/125*z^3 - 276/125*z + 1
*
[ 1/3 ] 
f(z) = 234/127*z^3 - 280/127*z + 1
*
[ 55/56 ] 
f(z) = 224/125*z^3 - 269/154*z + 1
*
[ 25/28 ] 
f(z) = 224/125*z^3 - 271/175*z + 1
*
-8/7 | 0.21913937766006672341982498314081068468 | 0.025820775666171817360939653250423234354
f(z) = 231/128*z^3 - 277/168*z + 1
*
[ 10/13 ] 
f(z) = 221/120*z^3 - 271/195*z + 1
*
[ 5/6 ] 
f(z) = 227/125*z^3 - 263/180*z + 1
*
[ 10/19 ] 
f(z) = 228/125*z^3 - 267/190*z + 1
*
[ 5/6 ] 
f(z) = 233/125*z^3 - 269/180*z + 1
*
[ 11/18 ] 
f(z) = 234/121*z^3 - 269/198*z + 1
*
[ 4/5 ] 
f(z) = 221/128*z^3 - 271/200*z + 1
*
[ 4/5 ] 
f(z) = 223/128*z^3 - 273/200*z + 1
*
[ 4/5 ] 
f(z) = 227/128*z^3 - 277/200*z + 1
*
[ 4/5 ] 
f(z) = 229/128*z^3 - 279/200*z + 1
*
[ -4/3 ] 
f(z) = 237/136*z^3 - 275/204*z + 1
*
[ 15/7 ] 
f(z) = 224/135*z^3 - 248/35*z + 1
*
-2 | 0.11194278062726524565886603418450804902 | 0.016272276621407450267994494865630808506
f(z) = 227/128*z^3 - 243/32*z + 1
*
-2 | 0.11213578476878132303906016717914975390 | 0.016280933408785552787876378139120648335
f(z) = 229/128*z^3 - 245/32*z + 1
*
-2 | 0.11232650262800184693094928784674047835 | 0.016289395488671153443132982803014269634
f(z) = 231/128*z^3 - 247/32*z + 1
*
-2 | 0.11251499577226956157402266385294466125 | 0.016297670174506791388538859592552355384
f(z) = 233/128*z^3 - 249/32*z + 1
*
-2 | 0.11270132302895787711221670958776991656 | 0.016305764394027271791148709769777645319
f(z) = 235/128*z^3 - 251/32*z + 1
*
-2 | 0.11288554065752036562318029537347739500 | 0.016313684715524923417834767104666257427
f(z) = 237/128*z^3 - 253/32*z + 1
*
-2 | 0.11306770250769001880613108235241971977 | 0.016321437371922775979076985650317657426
f(z) = 239/128*z^3 - 255/32*z + 1
*
[ 11/6 ] 
f(z) = 225/121*z^3 - 255/44*z + 1
*
[ -28/15 ] 
f(z) = 225/128*z^3 - 257/56*z + 1
*
[ 20/11 ] 
f(z) = 231/125*z^3 - 249/44*z + 1
*
-15/8 | 0.19775448712850742432250590958132543793 | 0.022594663214941243557040010684530488286
f(z) = 232/125*z^3 - 253/40*z + 1
*
[ -15/8 ] 
f(z) = 236/125*z^3 - 245/48*z + 1
*
[ 10/7 ] 
f(z) = 231/125*z^3 - 243/70*z + 1
*
[ -11/7 ] 
f(z) = 238/121*z^3 - 248/77*z + 1
*
[ 10/7 ] 
f(z) = 238/125*z^3 - 251/70*z + 1
*
[ 11/9 ] 
f(z) = 225/121*z^3 - 257/99*z + 1
*
-6/5 | 0.18781639931568177881390040742674568586 | 0.027050711175479206996734827680548047372
f(z) = 225/128*z^3 - 259/96*z + 1
*
[ 5/18 ] 
f(z) = 234/125*z^3 - 247/90*z + 1
*
[ 4/13 ] 
f(z) = 221/128*z^3 - 251/104*z + 1
*
[ 11/10 ] 
f(z) = 230/121*z^3 - 243/110*z + 1
*
[ 5/12 ] 
f(z) = 227/125*z^3 - 247/144*z + 1
*
[ 11/20 ] 
f(z) = 225/121*z^3 - 243/176*z + 1
*
[ 11/17 ] 
f(z) = 221/121*z^3 - 245/187*z + 1
*
[ 5/6 ] 
f(z) = 221/125*z^3 - 257/180*z + 1
*
[ 5/6 ] 
f(z) = 223/125*z^3 - 259/180*z + 1
*
[ 2/3 ] 
f(z) = 231/124*z^3 - 247/186*z + 1
*
[ 2/3 ] 
f(z) = 237/124*z^3 - 251/186*z + 1
*
[ 11/17 ] 
f(z) = 238/121*z^3 - 256/187*z + 1
*
[ -4/3 ] 
f(z) = 231/136*z^3 - 259/204*z + 1
*
-85/28 | 0.28387595327518996280518568954400024259 | 0.027686399186088081450471743586189984406
f(z) = 224/125*z^3 - 227/14*z + 1
*
[ 5 ] 
f(z) = 226/125*z^3 - 222/5*z + 1
*
[ 5 ] 
f(z) = 227/125*z^3 - 223/5*z + 1
*
[ -5 ] 
f(z) = 227/125*z^3 - 221/5*z + 1
*
[ 4 ] 
f(z) = 227/128*z^3 - 221/8*z + 1
*
[ 5 ] 
f(z) = 228/125*z^3 - 224/5*z + 1
*
[ -5 ] 
f(z) = 228/125*z^3 - 222/5*z + 1
*
[ -5 ] 
f(z) = 229/125*z^3 - 223/5*z + 1
*
[ 4 ] 
f(z) = 229/128*z^3 - 223/8*z + 1
*
[ 5 ] 
f(z) = 231/125*z^3 - 227/5*z + 1
*
[ 4 ] 
f(z) = 231/128*z^3 - 225/8*z + 1
*
[ -4 ] 
f(z) = 231/128*z^3 - 221/8*z + 1
*
[ 5 ] 
f(z) = 232/125*z^3 - 228/5*z + 1
*
[ -5 ] 
f(z) = 232/125*z^3 - 226/5*z + 1
*
[ -15/4 ] 
f(z) = 232/135*z^3 - 229/10*z + 1
*
[ 5 ] 
f(z) = 233/125*z^3 - 229/5*z + 1
*
[ -5 ] 
f(z) = 233/125*z^3 - 227/5*z + 1
*
[ 4 ] 
f(z) = 233/128*z^3 - 227/8*z + 1
*
[ -4 ] 
f(z) = 233/128*z^3 - 223/8*z + 1
*
[ 3 ] 
f(z) = 233/135*z^3 - 223/15*z + 1
*
[ -5 ] 
f(z) = 234/125*z^3 - 228/5*z + 1
*
[ 4 ] 
f(z) = 235/128*z^3 - 229/8*z + 1
*
[ -4 ] 
f(z) = 235/128*z^3 - 225/8*z + 1
*
[ 5 ] 
f(z) = 236/125*z^3 - 232/5*z + 1
*
[ 3 ] 
f(z) = 236/135*z^3 - 226/15*z + 1
*
[ 5 ] 
f(z) = 237/125*z^3 - 233/5*z + 1
*
[ -5 ] 
f(z) = 237/125*z^3 - 231/5*z + 1
*
[ 4 ] 
f(z) = 237/128*z^3 - 231/8*z + 1
*
[ -4 ] 
f(z) = 237/128*z^3 - 227/8*z + 1
*
[ 5 ] 
f(z) = 238/125*z^3 - 234/5*z + 1
*
[ -5 ] 
f(z) = 238/125*z^3 - 232/5*z + 1
*
[ -5 ] 
f(z) = 239/125*z^3 - 233/5*z + 1
*
[ 4 ] 
f(z) = 239/128*z^3 - 233/8*z + 1
*
[ -4 ] 
f(z) = 239/128*z^3 - 229/8*z + 1
*
[ 3 ] 
f(z) = 239/135*z^3 - 229/15*z + 1
*
-2 | 0.11134938967850757562212368227296262654 | 0.016245058472227343151489311014754212148
f(z) = 221/128*z^3 - 237/32*z + 1
*
[ 5/37 ] 
f(z) = 222/125*z^3 - 238/37*z + 1
*
-2 | 0.11154965238650604267038648879468209906 | 0.016254347566940111632879075075155791250
f(z) = 223/128*z^3 - 239/32*z + 1
*
[ 32/15 ] 
f(z) = 225/128*z^3 - 239/32*z + 1
*
[ 12/5 ] 
f(z) = 225/128*z^3 - 229/24*z + 1
*
[ 5/2 ] 
f(z) = 233/125*z^3 - 221/20*z + 1
*
[ 2 ] 
f(z) = 237/128*z^3 - 221/32*z + 1
*
[ -15/7 ] 
f(z) = 238/135*z^3 - 232/35*z + 1
*
[ 5/2 ] 
f(z) = 239/125*z^3 - 227/20*z + 1
*
[ 2 ] 
f(z) = 239/128*z^3 - 223/32*z + 1
*
-3/16 | 0.22966369731945116565022324054589362837 | 0.026308740309928703933617021235801810199
f(z) = 224/135*z^3 - 229/40*z + 1
*
[ 15/8 ] 
f(z) = 232/135*z^3 - 223/40*z + 1
*
[ 5/3 ] 
f(z) = 239/125*z^3 - 221/45*z + 1
*
[ -11/7 ] 
f(z) = 224/121*z^3 - 226/77*z + 1
*
3/8 | 0.12269492498561156145688366089958970366 | 0.014097989568508316390706237690926092977
f(z) = 224/135*z^3 - 223/70*z + 1
*
-5/3 | 0.18462792731781933151645903636371331840 | 0.021403536817534635458385384316122291378
f(z) = 228/125*z^3 - 223/60*z + 1
*
[ 4/3 ] 
f(z) = 239/128*z^3 - 221/72*z + 1
*
[ 6/5 ] 
f(z) = 225/128*z^3 - 227/96*z + 1
*
[ 5/4 ] 
f(z) = 237/125*z^3 - 221/80*z + 1
*
[ 5/4 ] 
f(z) = 239/125*z^3 - 223/80*z + 1
*
[ 2/5 ] 
f(z) = 225/134*z^3 - 237/134*z + 1
*
[ 11/12 ] 
f(z) = 228/121*z^3 - 221/132*z + 1
*
[ 3/8 ] 
f(z) = 232/135*z^3 - 229/120*z + 1
*
-35/26 | 0.23191105602244466995614944559865075370 | 0.026615395387653243697706901555839533497
f(z) = 234/125*z^3 - 233/130*z + 1
*
[ 11/13 ] 
f(z) = 234/121*z^3 - 224/143*z + 1
*
[ 11/14 ] 
f(z) = 238/121*z^3 - 229/154*z + 1
*
[ 10/17 ] 
f(z) = 221/125*z^3 - 223/170*z + 1
*
[ 10/17 ] 
f(z) = 238/125*z^3 - 231/170*z + 1
*
[ 5 ] 
f(z) = 221/125*z^3 - 217/5*z + 1
*
[ 4 ] 
f(z) = 221/128*z^3 - 215/8*z + 1
*
[ -4 ] 
f(z) = 221/128*z^3 - 211/8*z + 1
*
[ 3 ] 
f(z) = 221/135*z^3 - 211/15*z + 1
*
[ 5 ] 
f(z) = 222/125*z^3 - 218/5*z + 1
*
[ -5 ] 
f(z) = 222/125*z^3 - 216/5*z + 1
*
[ 5 ] 
f(z) = 223/125*z^3 - 219/5*z + 1
*
[ -5 ] 
f(z) = 223/125*z^3 - 217/5*z + 1
*
[ 4 ] 
f(z) = 223/128*z^3 - 217/8*z + 1
*
[ -4 ] 
f(z) = 223/128*z^3 - 213/8*z + 1
*
[ -3 ] 
f(z) = 223/135*z^3 - 203/15*z + 1
*
[ -5 ] 
f(z) = 224/125*z^3 - 218/5*z + 1
*
[ 3 ] 
f(z) = 224/135*z^3 - 214/15*z + 1
*
[ 4 ] 
f(z) = 225/128*z^3 - 219/8*z + 1
*
[ -4 ] 
f(z) = 225/128*z^3 - 215/8*z + 1
*
[ -3 ] 
f(z) = 226/135*z^3 - 206/15*z + 1
*
[ -4 ] 
f(z) = 227/128*z^3 - 217/8*z + 1
*
[ 3 ] 
f(z) = 227/135*z^3 - 217/15*z + 1
*
[ -4 ] 
f(z) = 229/128*z^3 - 219/8*z + 1
*
[ -3 ] 
f(z) = 229/135*z^3 - 209/15*z + 1
*
[ -3 ] 
f(z) = 232/135*z^3 - 212/15*z + 1
*
[ 10/3 ] 
f(z) = 234/125*z^3 - 201/10*z + 1
*
[ -3 ] 
f(z) = 238/135*z^3 - 218/15*z + 1
*
[ 5/2 ] 
f(z) = 221/125*z^3 - 209/20*z + 1
*
[ 2 ] 
f(z) = 221/128*z^3 - 205/32*z + 1
*
[ 5/2 ] 
f(z) = 223/125*z^3 - 211/20*z + 1
*
[ 2 ] 
f(z) = 223/128*z^3 - 207/32*z + 1
*
[ -12/5 ] 
f(z) = 225/128*z^3 - 209/24*z + 1
*
[ 2 ] 
f(z) = 227/128*z^3 - 211/32*z + 1
*
[ 5/2 ] 
f(z) = 229/125*z^3 - 217/20*z + 1
*
[ -5/2 ] 
f(z) = 229/125*z^3 - 201/20*z + 1
*
[ 2 ] 
f(z) = 229/128*z^3 - 213/32*z + 1
*
[ 5/2 ] 
f(z) = 231/125*z^3 - 219/20*z + 1
*
[ -5/2 ] 
f(z) = 231/125*z^3 - 203/20*z + 1
*
[ 2 ] 
f(z) = 231/128*z^3 - 215/32*z + 1
*
[ 2 ] 
f(z) = 233/128*z^3 - 217/32*z + 1
*
[ 2 ] 
f(z) = 235/128*z^3 - 219/32*z + 1
*
[ -5/2 ] 
f(z) = 237/125*z^3 - 209/20*z + 1
*
[ -5/2 ] 
f(z) = 239/125*z^3 - 211/20*z + 1
*
[ 5/3 ] 
f(z) = 221/125*z^3 - 203/45*z + 1
*
[ 5/3 ] 
f(z) = 224/125*z^3 - 206/45*z + 1
*
[ -11/6 ] 
f(z) = 225/121*z^3 - 207/44*z + 1
*
4/3 | 0.23531223745610252533231797714079954697 | 0.028963477961647529945197294351161435801
f(z) = 225/128*z^3 - 211/40*z + 1
*
[ 5/3 ] 
f(z) = 226/125*z^3 - 208/45*z + 1
*
[ 5/3 ] 
f(z) = 227/125*z^3 - 209/45*z + 1
*
[ 5/3 ] 
f(z) = 229/125*z^3 - 211/45*z + 1
*
[ 5/3 ] 
f(z) = 232/125*z^3 - 214/45*z + 1
*
5/8 | 0.24007377795097984749740322579466110803 | 0.027980078969854508672117194432543726691
f(z) = 232/125*z^3 - 213/40*z + 1
*
10/9 | 0.24609965968754316069900511067449933730 | 0.028698122250547661849268547162872991994
f(z) = 234/125*z^3 - 212/45*z + 1
*
-8/5 | 0.21456351620862782556758298268528367835 | 0.026535860003299403756882515362095355499
f(z) = 235/128*z^3 - 203/40*z + 1
*
[ 5/3 ] 
f(z) = 236/125*z^3 - 218/45*z + 1
*
[ 4/3 ] 
f(z) = 221/128*z^3 - 203/72*z + 1
*
[ 4/3 ] 
f(z) = 223/128*z^3 - 205/72*z + 1
*
[ 3/2 ] 
f(z) = 223/135*z^3 - 203/60*z + 1
*
[ 5/21 ] 
f(z) = 224/125*z^3 - 208/63*z + 1
*
5/4 | 0.16037454574783743580867480817437577568 | 0.018753759141922470806634482749554026925
f(z) = 224/125*z^3 - 207/70*z + 1
*
[ 4/3 ] 
f(z) = 227/128*z^3 - 209/72*z + 1
*
[ 4/3 ] 
f(z) = 229/128*z^3 - 211/72*z + 1
*
[ 3/2 ] 
f(z) = 229/135*z^3 - 209/60*z + 1
*
[ 4/3 ] 
f(z) = 233/128*z^3 - 215/72*z + 1
*
[ 4/3 ] 
f(z) = 235/128*z^3 - 217/72*z + 1
*
[ 5/17 ] 
f(z) = 221/125*z^3 - 217/85*z + 1
*
[ 5/4 ] 
f(z) = 223/125*z^3 - 207/80*z + 1
*
[ 5/4 ] 
f(z) = 227/125*z^3 - 211/80*z + 1
*
[ 5/4 ] 
f(z) = 229/125*z^3 - 213/80*z + 1
*
[ 5/4 ] 
f(z) = 233/125*z^3 - 217/80*z + 1
*
[ -10/7 ] 
f(z) = 236/125*z^3 - 211/98*z + 1
*
[ 5/17 ] 
f(z) = 238/125*z^3 - 218/85*z + 1
*
[ 15/14 ] 
f(z) = 224/125*z^3 - 209/105*z + 1
*
[ 8/17 ] 
f(z) = 221/128*z^3 - 205/136*z + 1
*
[ 2/5 ] 
f(z) = 225/122*z^3 - 219/122*z + 1
*
[ -7/5 ] 
f(z) = 225/133*z^3 - 213/133*z + 1
*
[ 7/15 ] 
f(z) = 225/133*z^3 - 201/133*z + 1
*
[ 11/13 ] 
f(z) = 221/121*z^3 - 213/143*z + 1
*
[ 15/29 ] 
f(z) = 232/135*z^3 - 202/145*z + 1
*
[ 5/8 ] 
f(z) = 222/125*z^3 - 207/160*z + 1
*
[ 5/8 ] 
f(z) = 226/125*z^3 - 209/160*z + 1
*
[ 5/8 ] 
f(z) = 234/125*z^3 - 213/160*z + 1
*
[ -5/2 ] 
f(z) = 221/125*z^3 - 193/20*z + 1
*
[ -5/2 ] 
f(z) = 227/125*z^3 - 199/20*z + 1
*
[ 11/6 ] 
f(z) = 228/121*z^3 - 194/33*z + 1
*
[ -2 ] 
f(z) = 229/128*z^3 - 181/32*z + 1
*
[ -2 ] 
f(z) = 231/128*z^3 - 183/32*z + 1
*
[ -2 ] 
f(z) = 233/128*z^3 - 185/32*z + 1
*
[ -2 ] 
f(z) = 235/128*z^3 - 187/32*z + 1
*
[ -2 ] 
f(z) = 237/128*z^3 - 189/32*z + 1
*
[ -2 ] 
f(z) = 239/128*z^3 - 191/32*z + 1
*
-5/56 | 0.19787354182378232054715177700304020107 | 0.023273546263143763229599355172050986448
f(z) = 224/125*z^3 - 197/70*z + 1
*
-87/56 | 0.12218693209056725007270888593762776130 | 0.014329507833278698901263482251122221693
f(z) = 224/135*z^3 - 187/70*z + 1
*
56/45 | 0.17729546510449330043129501290526113347 | 0.022151695346910080391555119189761484644
f(z) = 225/128*z^3 - 187/72*z + 1
*
[ 4/15 ] 
f(z) = 225/136*z^3 - 195/68*z + 1
*
[ 4/3 ] 
f(z) = 225/136*z^3 - 183/68*z + 1
*
[ -10/7 ] 
f(z) = 221/125*z^3 - 187/98*z + 1
*
[ 5/14 ] 
f(z) = 226/125*z^3 - 199/98*z + 1
*
[ -10/7 ] 
f(z) = 226/125*z^3 - 195/98*z + 1
*
[ 10/9 ] 
f(z) = 234/125*z^3 - 199/90*z + 1
*
[ 15/14 ] 
f(z) = 224/135*z^3 - 193/105*z + 1
*
[ 1/2 ] 
f(z) = 220/127*z^3 - 182/127*z + 1
*
[ 1/2 ] 
f(z) = 220/129*z^3 - 184/129*z + 1
*
[ 1/2 ] 
f(z) = 220/131*z^3 - 186/131*z + 1
*
[ 1/2 ] 
f(z) = 220/133*z^3 - 188/133*z + 1
*
[ 1/2 ] 
f(z) = 220/137*z^3 - 192/137*z + 1
*
[ 1/2 ] 
f(z) = 220/139*z^3 - 194/139*z + 1
*
[ 6/13 ] 
f(z) = 221/135*z^3 - 197/130*z + 1
*
[ 5/9 ] 
f(z) = 222/125*z^3 - 182/135*z + 1
*
[ 15/16 ] 
f(z) = 224/125*z^3 - 197/120*z + 1
*
[ 5/11 ] 
f(z) = 224/125*z^3 - 190/121*z + 1
*
[ 1/2 ] 
f(z) = 224/125*z^3 - 181/125*z + 1
*
[ 1/2 ] 
f(z) = 224/127*z^3 - 183/127*z + 1
*
[ 1/2 ] 
f(z) = 224/129*z^3 - 185/129*z + 1
*
[ 1/2 ] 
f(z) = 224/131*z^3 - 187/131*z + 1
*
[ 1/2 ] 
f(z) = 224/135*z^3 - 191/135*z + 1
*
[ 1/2 ] 
f(z) = 224/137*z^3 - 193/137*z + 1
*
[ 1/2 ] 
f(z) = 224/139*z^3 - 195/139*z + 1
*
[ -4/3 ] 
f(z) = 225/124*z^3 - 183/124*z + 1
*
[ 8/15 ] 
f(z) = 225/136*z^3 - 183/136*z + 1
*
[ 2/3 ] 
f(z) = 227/120*z^3 - 181/135*z + 1
*
[ 5/9 ] 
f(z) = 228/125*z^3 - 184/135*z + 1
*
[ 1/2 ] 
f(z) = 228/125*z^3 - 182/125*z + 1
*
[ 1/2 ] 
f(z) = 228/127*z^3 - 184/127*z + 1
*
[ 1/2 ] 
f(z) = 228/131*z^3 - 188/131*z + 1
*
[ 1/2 ] 
f(z) = 228/137*z^3 - 194/137*z + 1
*
[ 1/2 ] 
f(z) = 228/139*z^3 - 196/139*z + 1
*
[ 2/3 ] 
f(z) = 229/120*z^3 - 182/135*z + 1
*
[ 5/11 ] 
f(z) = 229/125*z^3 - 191/121*z + 1
*
[ 1/2 ] 
f(z) = 232/123*z^3 - 181/123*z + 1
*
[ 1/2 ] 
f(z) = 232/125*z^3 - 183/125*z + 1
*
[ 1/2 ] 
f(z) = 232/127*z^3 - 185/127*z + 1
*
[ 1/2 ] 
f(z) = 232/129*z^3 - 187/129*z + 1
*
[ 1/2 ] 
f(z) = 232/131*z^3 - 189/131*z + 1
*
[ 1/2 ] 
f(z) = 232/133*z^3 - 191/133*z + 1
*
[ 1/2 ] 
f(z) = 232/135*z^3 - 193/135*z + 1
*
[ 1/2 ] 
f(z) = 232/137*z^3 - 195/137*z + 1
*
[ 1/2 ] 
f(z) = 232/139*z^3 - 197/139*z + 1
*
[ 2/3 ] 
f(z) = 233/120*z^3 - 184/135*z + 1
*
[ 5/11 ] 
f(z) = 234/125*z^3 - 192/121*z + 1
*
[ 10/13 ] 
f(z) = 234/125*z^3 - 183/130*z + 1
*
[ 1/2 ] 
f(z) = 236/123*z^3 - 182/123*z + 1
*
[ 1/2 ] 
f(z) = 236/125*z^3 - 184/125*z + 1
*
[ 1/2 ] 
f(z) = 236/127*z^3 - 186/127*z + 1
*
[ 1/2 ] 
f(z) = 236/129*z^3 - 188/129*z + 1
*
[ 1/2 ] 
f(z) = 236/131*z^3 - 190/131*z + 1
*
[ 1/2 ] 
f(z) = 236/133*z^3 - 192/133*z + 1
*
[ 1/2 ] 
f(z) = 236/135*z^3 - 194/135*z + 1
*
[ 1/2 ] 
f(z) = 236/137*z^3 - 196/137*z + 1
*
[ 1/2 ] 
f(z) = 236/139*z^3 - 198/139*z + 1
*
[ 5/9 ] 
f(z) = 237/125*z^3 - 187/135*z + 1
*
[ 10/21 ] 
f(z) = 238/125*z^3 - 193/126*z + 1
*
[ 2/3 ] 
f(z) = 239/120*z^3 - 187/135*z + 1
*
[ 5/11 ] 
f(z) = 239/125*z^3 - 193/121*z + 1
*
[ 2/3 ] 
f(z) = 223/136*z^3 - 188/153*z + 1
*
[ 34/45 ] 
f(z) = 225/136*z^3 - 194/153*z + 1
*
[ 2/3 ] 
f(z) = 227/136*z^3 - 190/153*z + 1
*
[ 2/3 ] 
f(z) = 229/136*z^3 - 191/153*z + 1
*
[ 2/3 ] 
f(z) = 233/136*z^3 - 193/153*z + 1
*
[ 2/3 ] 
f(z) = 235/136*z^3 - 194/153*z + 1
*
[ 2/3 ] 
f(z) = 239/136*z^3 - 196/153*z + 1
*
[ -2 ] 
f(z) = 221/128*z^3 - 173/32*z + 1
*
[ -2 ] 
f(z) = 223/128*z^3 - 175/32*z + 1
*
[ 5/28 ] 
f(z) = 224/125*z^3 - 163/35*z + 1
*
-3/28 | 0.16186490846821761234718934639500113697 | 0.019279493665194252085573063440816959376
f(z) = 224/135*z^3 - 164/35*z + 1
*
[ 15/8 ] 
f(z) = 224/135*z^3 - 161/30*z + 1
*
[ -2 ] 
f(z) = 225/128*z^3 - 177/32*z + 1
*
[ -2 ] 
f(z) = 227/128*z^3 - 179/32*z + 1
*
[ 15/7 ] 
f(z) = 231/125*z^3 - 167/21*z + 1
*
[ -5/3 ] 
f(z) = 233/125*z^3 - 161/45*z + 1
*
[ 5/21 ] 
f(z) = 234/125*z^3 - 162/49*z + 1
*
[ 8/5 ] 
f(z) = 235/128*z^3 - 173/40*z + 1
*
[ -5/3 ] 
f(z) = 236/125*z^3 - 164/45*z + 1
*
[ -5/3 ] 
f(z) = 238/125*z^3 - 166/45*z + 1
*
[ -5/3 ] 
f(z) = 239/125*z^3 - 167/45*z + 1
*
15/56 | 0.19791296459351804533166423657012046740 | 0.023575028240154907030895836807007010910
f(z) = 224/125*z^3 - 177/70*z + 1
*
-5/4 | 0.17302256994316311727838501579767006547 | 0.020814429689096249898839861883372801675
f(z) = 228/125*z^3 - 163/60*z + 1
*
[ 10/33 ] 
f(z) = 231/125*z^3 - 163/66*z + 1
*
-5/4 | 0.17412005130174373197976899257608459737 | 0.017570636167901065887076747590247698434
f(z) = 234/125*z^3 - 161/72*z + 1
*
[ 20/17 ] 
f(z) = 238/125*z^3 - 169/68*z + 1
*
[ 11/12 ] 
f(z) = 224/121*z^3 - 163/99*z + 1
*
[ 9/8 ] 
f(z) = 224/135*z^3 - 179/90*z + 1
*
[ 4/11 ] 
f(z) = 231/128*z^3 - 175/88*z + 1
*
[ -11/8 ] 
f(z) = 232/121*z^3 - 167/88*z + 1
*
[ 15/16 ] 
f(z) = 232/125*z^3 - 163/96*z + 1
*
[ 3/7 ] 
f(z) = 224/135*z^3 - 172/105*z + 1
*
[ 14/15 ] 
f(z) = 225/136*z^3 - 180/119*z + 1
*
[ 10/11 ] 
f(z) = 231/125*z^3 - 179/110*z + 1
*
[ 15/34 ] 
f(z) = 238/125*z^3 - 167/102*z + 1
*
[ 1/2 ] 
f(z) = 220/123*z^3 - 178/123*z + 1
*
[ 2/3 ] 
f(z) = 221/120*z^3 - 178/135*z + 1
*
[ 2/3 ] 
f(z) = 223/120*z^3 - 179/135*z + 1
*
[ 1/2 ] 
f(z) = 224/121*z^3 - 177/121*z + 1
*
[ 1/2 ] 
f(z) = 224/123*z^3 - 179/123*z + 1
*
[ 3/4 ] 
f(z) = 224/123*z^3 - 167/123*z + 1
*
[ 3/4 ] 
f(z) = 224/129*z^3 - 169/129*z + 1
*
[ 2/3 ] 
f(z) = 225/122*z^3 - 161/122*z + 1
*
[ 4/5 ] 
f(z) = 225/124*z^3 - 175/124*z + 1
*
[ 2/3 ] 
f(z) = 225/134*z^3 - 167/134*z + 1
*
[ 1/2 ] 
f(z) = 228/121*z^3 - 178/121*z + 1
*
[ 15/22 ] 
f(z) = 231/125*z^3 - 175/132*z + 1
*
[ 1/2 ] 
f(z) = 232/121*z^3 - 179/121*z + 1
*
[ 3/5 ] 
f(z) = 233/135*z^3 - 161/125*z + 1
*
[ 1/2 ] 
f(z) = 236/121*z^3 - 180/121*z + 1
*
[ 3/5 ] 
f(z) = 236/135*z^3 - 162/125*z + 1
*
[ 3/5 ] 
f(z) = 239/135*z^3 - 163/125*z + 1
*
[ 11/4 ] 
f(z) = 224/121*z^3 - 147/11*z + 1
*
[ 5/56 ] 
f(z) = 224/125*z^3 - 143/14*z + 1
*
2/15 | 0.084850605106716941295086817068518883827 | 0.012025013791523819760540366513656189486
f(z) = 225/136*z^3 - 145/17*z + 1
*
[ -15/4 ] 
f(z) = 232/125*z^3 - 149/6*z + 1
*
[ -15/8 ] 
f(z) = 224/125*z^3 - 143/30*z + 1
*
[ -15/7 ] 
f(z) = 224/125*z^3 - 142/21*z + 1
*
[ -11/6 ] 
f(z) = 228/121*z^3 - 158/33*z + 1
*
-5/3 | 0.23683905270588347511702972806257016401 | 0.028802648158759079904708935623259592907
f(z) = 228/125*z^3 - 149/30*z + 1
*
[ -5/3 ] 
f(z) = 221/125*z^3 - 149/45*z + 1
*
[ -5/3 ] 
f(z) = 223/125*z^3 - 151/45*z + 1
*
[ -5/3 ] 
f(z) = 224/125*z^3 - 152/45*z + 1
*
4/3 | 0.18392108079730278130228054119020028215 | 0.023691945890144157114764591674013569934
f(z) = 225/128*z^3 - 147/40*z + 1
*
[ -5/3 ] 
f(z) = 226/125*z^3 - 154/45*z + 1
*
[ -5/3 ] 
f(z) = 229/125*z^3 - 157/45*z + 1
*
[ 11/28 ] 
f(z) = 224/121*z^3 - 141/77*z + 1
*
5/28 | 0.19751998888876559045903085125853192731 | 0.023982061170563255464355762448689153630
f(z) = 224/125*z^3 - 151/70*z + 1
*
3/14 | 0.10847623954515847933837022397682891346 | 0.012987926941531402142432888283840367916
f(z) = 224/135*z^3 - 157/70*z + 1
*
-5/4 | 0.18420721927101522705746855813089267496 | 0.022514484610086930769255123503746228801
f(z) = 228/125*z^3 - 143/60*z + 1
*
[ -10/7 ] 
f(z) = 238/125*z^3 - 153/70*z + 1
*
[ 5/14 ] 
f(z) = 238/125*z^3 - 143/70*z + 1
*
[ 20/21 ] 
f(z) = 231/125*z^3 - 145/84*z + 1
*
[ 11/12 ] 
f(z) = 234/121*z^3 - 151/88*z + 1
*
[ 2/5 ] 
f(z) = 235/136*z^3 - 151/85*z + 1
*
[ 3/8 ] 
f(z) = 236/135*z^3 - 153/80*z + 1
*
[ 3/5 ] 
f(z) = 221/135*z^3 - 157/125*z + 1
*
[ 3/5 ] 
f(z) = 224/135*z^3 - 158/125*z + 1
*
[ 3/5 ] 
f(z) = 227/135*z^3 - 159/125*z + 1
*
[ -11/4 ] 
f(z) = 224/121*z^3 - 139/11*z + 1
*
44/15 | 0.22548116003618137738681849919256750876 | 0.029728135269033817482357421535561093650
f(z) = 225/128*z^3 - 123/8*z + 1
*
[ 34/15 ] 
f(z) = 225/136*z^3 - 135/17*z + 1
*
-2 | 0.11151279955773428677607567698289302308 | 0.016219496031865134468800486001667100886
f(z) = 225/136*z^3 - 121/17*z + 1
*
-2 | 0.091810282536674481662233973936911846574 | 0.013353772115792305065364795587819749972
f(z) = 227/120*z^3 - 121/15*z + 1
*
-2 | 0.11171315167062158071034349725624399455 | 0.016229208812891108011492252581944643836
f(z) = 227/136*z^3 - 122/17*z + 1
*
[ 5/38 ] 
f(z) = 228/125*z^3 - 126/19*z + 1
*
-2 | 0.091999139330698171751201015624846478156 | 0.013365241428389611782795809600101791645
f(z) = 229/120*z^3 - 122/15*z + 1
*
-2 | 0.11191095818413697053949087893897052863 | 0.016238687336758152461968528308251274150
f(z) = 229/136*z^3 - 123/17*z + 1
*
-2 | 0.11210629453505017500341677195752089730 | 0.016247941082836496882975668684121131437
f(z) = 231/136*z^3 - 124/17*z + 1
*
-2 | 0.092370495698057916875939324362518408577 | 0.013387565596731150630610754780552627330
f(z) = 233/120*z^3 - 124/15*z + 1
*
-2 | 0.11229923243311445818750879976082604002 | 0.016256978989224099257056634114127224286
f(z) = 233/136*z^3 - 125/17*z + 1
*
-2 | 0.11248984012020959993202295590988177102 | 0.016265809492783056105896118340024963821
f(z) = 235/136*z^3 - 126/17*z + 1
*
-2 | 0.11267818260651365028442004397540574523 | 0.016274440565540515733193528415549117884
f(z) = 237/136*z^3 - 127/17*z + 1
*
-2 | 0.092912412231398618045049587661824881511 | 0.013419612348038401846123871704201035407
f(z) = 239/120*z^3 - 127/15*z + 1
*
-2 | 0.11286432188615084153101941124493941593 | 0.016282879747844551592190768400149414724
f(z) = 239/136*z^3 - 128/17*z + 1
*
[ 3/14 ] 
f(z) = 224/135*z^3 - 131/35*z + 1
*
3/2 | 0.19019585887594291772101334012512082432 | 0.026835115482015244010943596128068115696
f(z) = 226/135*z^3 - 133/30*z + 1
*
[ 11/6 ] 
f(z) = 234/121*z^3 - 133/22*z + 1
*
3/2 | 0.18644966492798077586640006544268821787 | 0.026143795149828052205421846789587377521
f(z) = 238/135*z^3 - 139/30*z + 1
*
4/3 | 0.22948404814998298464047474578932558898 | 0.029775811928825152443357535366202801395
f(z) = 225/128*z^3 - 139/40*z + 1
*
-8/7 | 0.22857982925638599891507045579097474417 | 0.029658488515998489680319770964165202649
f(z) = 231/128*z^3 - 139/56*z + 1
*
[ 8/7 ] 
f(z) = 231/128*z^3 - 125/56*z + 1
*
[ 10/29 ] 
f(z) = 232/125*z^3 - 123/58*z + 1
*
[ -8/5 ] 
f(z) = 235/128*z^3 - 123/40*z + 1
*
[ 10/9 ] 
f(z) = 237/125*z^3 - 121/54*z + 1
*
[ 5/13 ] 
f(z) = 221/125*z^3 - 121/65*z + 1
*
[ 15/13 ] 
f(z) = 221/135*z^3 - 133/65*z + 1
*
[ -3/2 ] 
f(z) = 221/135*z^3 - 121/60*z + 1
*
[ -10/7 ] 
f(z) = 224/125*z^3 - 137/70*z + 1
*
-5/56 | 0.19887093081608723035082782372210113741 | 0.024664439928493953449814190996357455611
f(z) = 224/125*z^3 - 127/70*z + 1
*
[ -3/2 ] 
f(z) = 227/135*z^3 - 127/60*z + 1
*
[ -3/2 ] 
f(z) = 233/135*z^3 - 133/60*z + 1
*
[ 5/13 ] 
f(z) = 234/125*z^3 - 122/65*z + 1
*
[ 15/14 ] 
f(z) = 238/135*z^3 - 137/70*z + 1
*
[ -3/2 ] 
f(z) = 239/135*z^3 - 139/60*z + 1
*
[ 5/6 ] 
f(z) = 226/125*z^3 - 131/90*z + 1
*
[ 2/3 ] 
f(z) = 231/128*z^3 - 125/96*z + 1
*
[ 2/3 ] 
f(z) = 237/128*z^3 - 127/96*z + 1
*
[ 5/6 ] 
f(z) = 238/125*z^3 - 137/90*z + 1
*
[ 15/17 ] 
f(z) = 238/135*z^3 - 128/85*z + 1
*
[ 8/13 ] 
f(z) = 221/128*z^3 - 133/104*z + 1
*
-2 | 0.091230315350345253966745163424585211839 | 0.013318048914371990952770872404680088282
f(z) = 221/120*z^3 - 118/15*z + 1
*
[ 2 ] 
f(z) = 221/120*z^3 - 103/15*z + 1
*
-2 | 0.091425930591861999562961835673178155596 | 0.013330183519159870184280966187388740583
f(z) = 223/120*z^3 - 119/15*z + 1
*
[ 2 ] 
f(z) = 223/120*z^3 - 104/15*z + 1
*
-2 | 0.11130982239677522461971752179219812211 | 0.016209538928919107817620023776160814259
f(z) = 223/136*z^3 - 120/17*z + 1
*
[ 2 ] 
f(z) = 223/136*z^3 - 103/17*z + 1
*
[ 15/4 ] 
f(z) = 224/135*z^3 - 113/5*z + 1
*
[ -34/15 ] 
f(z) = 225/136*z^3 - 120/17*z + 1
*
[ 2/15 ] 
f(z) = 225/136*z^3 - 111/17*z + 1
*
[ 2 ] 
f(z) = 225/136*z^3 - 104/17*z + 1
*
[ 5/2 ] 
f(z) = 226/125*z^3 - 107/10*z + 1
*
[ 2 ] 
f(z) = 227/120*z^3 - 106/15*z + 1
*
[ 2 ] 
f(z) = 227/136*z^3 - 105/17*z + 1
*
[ 2 ] 
f(z) = 229/120*z^3 - 107/15*z + 1
*
[ 2 ] 
f(z) = 229/136*z^3 - 106/17*z + 1
*
[ 10/3 ] 
f(z) = 231/125*z^3 - 119/6*z + 1
*
[ 2 ] 
f(z) = 231/136*z^3 - 107/17*z + 1
*
[ 2 ] 
f(z) = 233/120*z^3 - 109/15*z + 1
*
[ 2 ] 
f(z) = 233/136*z^3 - 108/17*z + 1
*
[ 5/2 ] 
f(z) = 234/125*z^3 - 111/10*z + 1
*
[ -5/2 ] 
f(z) = 234/125*z^3 - 103/10*z + 1
*
[ 2 ] 
f(z) = 235/136*z^3 - 109/17*z + 1
*
[ 2 ] 
f(z) = 237/136*z^3 - 110/17*z + 1
*
[ 5/2 ] 
f(z) = 238/125*z^3 - 113/10*z + 1
*
[ 2 ] 
f(z) = 239/120*z^3 - 112/15*z + 1
*
[ 2 ] 
f(z) = 239/136*z^3 - 111/17*z + 1
*
[ 3/2 ] 
f(z) = 226/135*z^3 - 103/30*z + 1
*
[ -11/6 ] 
f(z) = 234/121*z^3 - 109/22*z + 1
*
[ 5/26 ] 
f(z) = 234/125*z^3 - 111/26*z + 1
*
[ 3/2 ] 
f(z) = 238/135*z^3 - 109/30*z + 1
*
[ 10/9 ] 
f(z) = 222/125*z^3 - 113/54*z + 1
*
[ 5/4 ] 
f(z) = 222/125*z^3 - 103/40*z + 1
*
15/16 | 0.13977896738735895998655970502420746646 | 0.017500404935327669960430946885089309867
f(z) = 224/135*z^3 - 109/40*z + 1
*
15/16 | 0.21687825614928182146203058131529916197 | 0.027414919036167306773809417090248874322
f(z) = 224/135*z^3 - 101/40*z + 1
*
-4/3 | 0.21480576316895622459707480940457406221 | 0.028444643683891139792698862099532120191
f(z) = 225/128*z^3 - 119/40*z + 1
*
[ 6/5 ] 
f(z) = 225/136*z^3 - 113/51*z + 1
*
[ 5/4 ] 
f(z) = 234/125*z^3 - 109/40*z + 1
*
[ 5/4 ] 
f(z) = 238/125*z^3 - 111/40*z + 1
*
[ 11/14 ] 
f(z) = 224/121*z^3 - 109/77*z + 1
*
[ 2/5 ] 
f(z) = 225/124*z^3 - 111/62*z + 1
*
[ 4/9 ] 
f(z) = 225/128*z^3 - 115/72*z + 1
*
[ 8/9 ] 
f(z) = 225/128*z^3 - 109/72*z + 1
*
[ -4/3 ] 
f(z) = 227/128*z^3 - 101/72*z + 1
*
[ 5/12 ] 
f(z) = 228/125*z^3 - 103/60*z + 1
*
[ -4/3 ] 
f(z) = 229/128*z^3 - 103/72*z + 1
*
[ -4/3 ] 
f(z) = 233/128*z^3 - 107/72*z + 1
*
[ -4/3 ] 
f(z) = 235/128*z^3 - 109/72*z + 1
*
[ -4/3 ] 
f(z) = 239/128*z^3 - 113/72*z + 1
*
[ 5/9 ] 
f(z) = 221/125*z^3 - 109/81*z + 1
*
[ 3/4 ] 
f(z) = 223/135*z^3 - 101/80*z + 1
*
[ 11/16 ] 
f(z) = 224/121*z^3 - 117/88*z + 1
*
[ 5/9 ] 
f(z) = 226/125*z^3 - 110/81*z + 1
*
[ 3/4 ] 
f(z) = 229/135*z^3 - 103/80*z + 1
*
[ 8/11 ] 
f(z) = 231/128*z^3 - 117/88*z + 1
*
[ 5/9 ] 
f(z) = 236/125*z^3 - 112/81*z + 1
*
[ 5/8 ] 
f(z) = 236/125*z^3 - 107/80*z + 1
*
[ -2 ] 
f(z) = 221/120*z^3 - 88/15*z + 1
*
[ -5/2 ] 
f(z) = 222/125*z^3 - 97/10*z + 1
*
[ -2 ] 
f(z) = 223/120*z^3 - 89/15*z + 1
*
[ -2 ] 
f(z) = 223/136*z^3 - 86/17*z + 1
*
3/8 | 0.21674419890654276709611046496620571185 | 0.027843142669118208882107326345817427169
f(z) = 224/135*z^3 - 89/10*z + 1
*
[ 11/5 ] 
f(z) = 225/121*z^3 - 93/11*z + 1
*
[ -11/5 ] 
f(z) = 225/121*z^3 - 83/11*z + 1
*
[ 8/3 ] 
f(z) = 225/128*z^3 - 95/8*z + 1
*
[ -8/3 ] 
f(z) = 225/128*z^3 - 89/8*z + 1
*
[ -2 ] 
f(z) = 225/136*z^3 - 87/17*z + 1
*
[ -5/2 ] 
f(z) = 226/125*z^3 - 99/10*z + 1
*
[ -2 ] 
f(z) = 227/120*z^3 - 91/15*z + 1
*
[ -2 ] 
f(z) = 227/136*z^3 - 88/17*z + 1
*
[ -2 ] 
f(z) = 229/120*z^3 - 92/15*z + 1
*
[ -2 ] 
f(z) = 229/136*z^3 - 89/17*z + 1
*
[ -2 ] 
f(z) = 231/136*z^3 - 90/17*z + 1
*
[ -2 ] 
f(z) = 233/120*z^3 - 94/15*z + 1
*
[ -2 ] 
f(z) = 233/136*z^3 - 91/17*z + 1
*
-5/39 | 0.26707325435939835767086630545404648763 | 0.028958052753561979058917641300918523747
f(z) = 234/125*z^3 - 81/13*z + 1
*
[ -2 ] 
f(z) = 235/136*z^3 - 92/17*z + 1
*
[ -2 ] 
f(z) = 237/136*z^3 - 93/17*z + 1
*
[ -2 ] 
f(z) = 239/120*z^3 - 97/15*z + 1
*
[ -2 ] 
f(z) = 239/136*z^3 - 94/17*z + 1
*
[ 22/15 ] 
f(z) = 225/121*z^3 - 81/22*z + 1
*
-4/3 | 0.20807748805396664662111940486095816791 | 0.028934093419355627398489574306635822847
f(z) = 231/128*z^3 - 83/24*z + 1
*
[ 15/13 ] 
f(z) = 234/125*z^3 - 92/39*z + 1
*
-4/3 | 0.20846424779023029058240217892113884881 | 0.028892212650551448199448908059962267374
f(z) = 237/128*z^3 - 85/24*z + 1
*
3/7 | 0.22988059756717745373555560449642772772 | 0.029364816550915260340993763809953896344
f(z) = 238/135*z^3 - 93/35*z + 1
*
[ 11/10 ] 
f(z) = 225/121*z^3 - 95/44*z + 1
*
[ 11/30 ] 
f(z) = 225/121*z^3 - 87/44*z + 1
*
[ 5/11 ] 
f(z) = 231/125*z^3 - 87/55*z + 1
*
[ 5/14 ] 
f(z) = 236/125*z^3 - 100/49*z + 1
*
[ 5/12 ] 
f(z) = 237/125*z^3 - 83/48*z + 1
*
[ 15/14 ] 
f(z) = 238/125*z^3 - 89/42*z + 1
*
[ -4/3 ] 
f(z) = 221/128*z^3 - 95/72*z + 1
*
[ 5/8 ] 
f(z) = 223/125*z^3 - 83/64*z + 1
*
[ -4/3 ] 
f(z) = 223/128*z^3 - 97/72*z + 1
*
[ 6/7 ] 
f(z) = 224/135*z^3 - 97/70*z + 1
*
[ 2/3 ] 
f(z) = 225/124*z^3 - 81/62*z + 1
*
[ 4/5 ] 
f(z) = 225/136*z^3 - 89/68*z + 1
*
[ 5/6 ] 
f(z) = 231/125*z^3 - 89/60*z + 1
*
[ 5/8 ] 
f(z) = 233/125*z^3 - 85/64*z + 1
*
[ 5/6 ] 
f(z) = 237/125*z^3 - 91/60*z + 1
*
[ -3 ] 
f(z) = 221/135*z^3 - 67/5*z + 1
*
[ 5/3 ] 
f(z) = 222/125*z^3 - 68/15*z + 1
*
[ 3 ] 
f(z) = 223/135*z^3 - 71/5*z + 1
*
5/56 | 0.23836002718348397830925209631538579518 | 0.026139484173898717770850173512932324614
f(z) = 224/125*z^3 - 73/14*z + 1
*
[ -3 ] 
f(z) = 224/135*z^3 - 68/5*z + 1
*
[ 3 ] 
f(z) = 226/135*z^3 - 72/5*z + 1
*
[ -3 ] 
f(z) = 227/135*z^3 - 69/5*z + 1
*
5/3 | 0.26165777139065244531329721896533399835 | 0.028782087249276385195249877171385111232
f(z) = 228/125*z^3 - 71/12*z + 1
*
5/6 | 0.089414529848536429071435292953090191285 | 0.012044683162810056119186288331754256349
f(z) = 228/125*z^3 - 67/15*z + 1
*
[ 3 ] 
f(z) = 229/135*z^3 - 73/5*z + 1
*
[ 5/3 ] 
f(z) = 231/125*z^3 - 71/15*z + 1
*
[ 3 ] 
f(z) = 232/135*z^3 - 74/5*z + 1
*
[ -3 ] 
f(z) = 233/135*z^3 - 71/5*z + 1
*
[ -3 ] 
f(z) = 236/135*z^3 - 72/5*z + 1
*
[ 5/3 ] 
f(z) = 237/125*z^3 - 73/15*z + 1
*
[ 3 ] 
f(z) = 238/135*z^3 - 76/5*z + 1
*
[ -3 ] 
f(z) = 239/135*z^3 - 73/5*z + 1
*
[ 3/2 ] 
f(z) = 221/135*z^3 - 67/20*z + 1
*
[ 11/8 ] 
f(z) = 224/121*z^3 - 71/22*z + 1
*
[ 5/14 ] 
f(z) = 224/125*z^3 - 71/35*z + 1
*
-8/5 | 0.19827853030717727314540759787990301752 | 0.028072657260779922468046638445367275116
f(z) = 225/128*z^3 - 73/24*z + 1
*
[ 3/2 ] 
f(z) = 227/135*z^3 - 69/20*z + 1
*
[ 5/18 ] 
f(z) = 228/125*z^3 - 74/27*z + 1
*
-10/7 | 0.19341411103867395106315098677184033256 | 0.021636654208571105098221463882318130074
f(z) = 231/125*z^3 - 61/21*z + 1
*
[ 4/3 ] 
f(z) = 231/128*z^3 - 71/24*z + 1
*
[ 3/2 ] 
f(z) = 233/135*z^3 - 71/20*z + 1
*
[ 4/3 ] 
f(z) = 237/128*z^3 - 73/24*z + 1
*
[ 3/2 ] 
f(z) = 239/135*z^3 - 73/20*z + 1
*
[ 15/17 ] 
f(z) = 221/125*z^3 - 77/51*z + 1
*
[ 5/7 ] 
f(z) = 222/125*z^3 - 64/49*z + 1
*
[ 5/12 ] 
f(z) = 224/125*z^3 - 77/45*z + 1
*
[ 15/16 ] 
f(z) = 224/135*z^3 - 61/40*z + 1
*
[ 5/7 ] 
f(z) = 227/125*z^3 - 65/49*z + 1
*
[ 15/19 ] 
f(z) = 228/125*z^3 - 80/57*z + 1
*
[ 4/7 ] 
f(z) = 231/128*z^3 - 75/56*z + 1
*
[ 2/3 ] 
f(z) = 231/136*z^3 - 64/51*z + 1
*
[ 5/6 ] 
f(z) = 232/125*z^3 - 67/45*z + 1
*
[ 5/7 ] 
f(z) = 232/125*z^3 - 66/49*z + 1
*
[ 20/39 ] 
f(z) = 234/125*z^3 - 75/52*z + 1
*
[ 5/12 ] 
f(z) = 234/125*z^3 - 69/40*z + 1
*
[ 5/9 ] 
f(z) = 234/125*z^3 - 62/45*z + 1
*
[ 5/6 ] 
f(z) = 236/125*z^3 - 68/45*z + 1
*
[ 5/7 ] 
f(z) = 237/125*z^3 - 67/49*z + 1
*
[ 2/3 ] 
f(z) = 237/136*z^3 - 65/51*z + 1
*
[ 3/4 ] 
f(z) = 236/135*z^3 - 79/60*z + 1
*
[ -5 ] 
f(z) = 221/125*z^3 - 43*z + 1
*
[ 5/4 ] 
f(z) = 221/125*z^3 - 41/16*z + 1
*
[ 5/3 ] 
f(z) = 223/125*z^3 - 41/9*z + 1
*
[ 5/2 ] 
f(z) = 224/125*z^3 - 53/5*z + 1
*
5/4 | 0.14793325717839699236595668773655424633 | 0.020687936429134974774561049684645738808
f(z) = 224/125*z^3 - 51/10*z + 1
*
[ -5/2 ] 
f(z) = 224/125*z^3 - 49/5*z + 1
*
[ 10/7 ] 
f(z) = 224/125*z^3 - 47/14*z + 1
*
[ 5 ] 
f(z) = 224/125*z^3 - 44*z + 1
*
[ -15/8 ] 
f(z) = 224/135*z^3 - 43/10*z + 1
*
28/15 | 0.12116417422305714020117310325596219887 | 0.018072298012628697234722192577142239813
f(z) = 225/128*z^3 - 51/8*z + 1
*
8/15 | 0.16762982313698433921259166330069685530 | 0.025655837263024578847720546445697881384
f(z) = 225/128*z^3 - 43/8*z + 1
*
[ -5 ] 
f(z) = 226/125*z^3 - 44*z + 1
*
[ 5/2 ] 
f(z) = 227/125*z^3 - 43/4*z + 1
*
[ 5/2 ] 
f(z) = 228/125*z^3 - 54/5*z + 1
*
[ -5/3 ] 
f(z) = 228/125*z^3 - 52/15*z + 1
*
[ 5 ] 
f(z) = 229/125*z^3 - 45*z + 1
*
[ -5/3 ] 
f(z) = 231/125*z^3 - 53/15*z + 1
*
[ -5 ] 
f(z) = 231/125*z^3 - 45*z + 1
*
[ 5/4 ] 
f(z) = 231/125*z^3 - 43/16*z + 1
*
[ -5/2 ] 
f(z) = 232/125*z^3 - 51/5*z + 1
*
[ 3/2 ] 
f(z) = 232/135*z^3 - 53/15*z + 1
*
[ 5/3 ] 
f(z) = 233/125*z^3 - 43/9*z + 1
*
[ -5/2 ] 
f(z) = 233/125*z^3 - 41/4*z + 1
*
[ 5 ] 
f(z) = 234/125*z^3 - 46*z + 1
*
-5/3 | 0.16444052632612232959429932849503995735 | 0.023720412889944099881658267404528723613
f(z) = 234/125*z^3 - 41/10*z + 1
*
[ 5/2 ] 
f(z) = 236/125*z^3 - 56/5*z + 1
*
[ -5/2 ] 
f(z) = 236/125*z^3 - 52/5*z + 1
*
[ -5 ] 
f(z) = 236/125*z^3 - 46*z + 1
*
[ 5/2 ] 
f(z) = 237/125*z^3 - 45/4*z + 1
*
[ 5/3 ] 
f(z) = 238/125*z^3 - 44/9*z + 1
*
[ 5 ] 
f(z) = 239/125*z^3 - 47*z + 1
*
[ 5/6 ] 
f(z) = 222/125*z^3 - 43/30*z + 1
*
[ 5/12 ] 
f(z) = 222/125*z^3 - 41/24*z + 1
*
[ -3/2 ] 
f(z) = 223/135*z^3 - 41/20*z + 1
*
[ 5/7 ] 
f(z) = 224/125*z^3 - 46/35*z + 1
*
[ 15/28 ] 
f(z) = 224/135*z^3 - 47/35*z + 1
*
[ -22/15 ] 
f(z) = 225/121*z^3 - 51/22*z + 1
*
[ 2/5 ] 
f(z) = 225/128*z^3 - 57/32*z + 1
*
[ 2/3 ] 
f(z) = 225/128*z^3 - 41/32*z + 1
*
[ 5/4 ] 
f(z) = 228/125*z^3 - 53/20*z + 1
*
[ 5/6 ] 
f(z) = 229/125*z^3 - 53/36*z + 1
*
[ -3/2 ] 
f(z) = 229/135*z^3 - 43/20*z + 1
*
[ 5/14 ] 
f(z) = 231/125*z^3 - 57/28*z + 1
*
[ 5/7 ] 
f(z) = 231/125*z^3 - 47/35*z + 1
*
5/6 | 0.23191116329874937745923463833133317454 | 0.026040314236116860656735898262846418226
f(z) = 234/125*z^3 - 59/26*z + 1
*
[ 5/7 ] 
f(z) = 238/125*z^3 - 48/35*z + 1
*
[ 5/8 ] 
f(z) = 238/125*z^3 - 43/32*z + 1
*
[ 3/7 ] 
f(z) = 238/135*z^3 - 58/35*z + 1
*
[ 5/6 ] 
f(z) = 239/125*z^3 - 55/36*z + 1
*
[ 3/4 ] 
f(z) = 226/135*z^3 - 51/40*z + 1
*
[ 5/8 ] 
f(z) = 232/125*z^3 - 53/40*z + 1
*
[ 4/5 ] 
f(z) = 235/128*z^3 - 57/40*z + 1
*
[ 3/4 ] 
f(z) = 238/135*z^3 - 53/40*z + 1
*
[ 5/2 ] 
f(z) = 222/125*z^3 - 21/2*z + 1
*
[ -5/2 ] 
f(z) = 223/125*z^3 - 39/4*z + 1
*
[ 15/8 ] 
f(z) = 224/125*z^3 - 35/6*z + 1
*
15/28 | 0.19752030234661249973267067874429427074 | 0.023906210114864371829889938097000581927
f(z) = 224/125*z^3 - 31/14*z + 1
*
[ -3/2 ] 
f(z) = 224/135*z^3 - 31/15*z + 1
*
3/2 | 0.18480979149247777924123859121389398204 | 0.028935851493577334566422487922623397415
f(z) = 224/135*z^3 - 22/5*z + 1
*
[ 8/5 ] 
f(z) = 225/128*z^3 - 33/8*z + 1
*
[ 16/15 ] 
f(z) = 225/128*z^3 - 31/16*z + 1
*
[ 2/5 ] 
f(z) = 225/136*z^3 - 30/17*z + 1
*
[ 2/3 ] 
f(z) = 225/136*z^3 - 21/17*z + 1
*
[ 5/4 ] 
f(z) = 226/125*z^3 - 21/8*z + 1
*
[ -3/2 ] 
f(z) = 226/135*z^3 - 21/10*z + 1
*
[ -5/3 ] 
f(z) = 227/125*z^3 - 31/9*z + 1
*
[ 5/6 ] 
f(z) = 228/125*z^3 - 22/15*z + 1
*
[ 5/8 ] 
f(z) = 228/125*z^3 - 21/16*z + 1
*
[ -10/7 ] 
f(z) = 231/125*z^3 - 29/14*z + 1
*
[ -5/3 ] 
f(z) = 232/125*z^3 - 32/9*z + 1
*
[ 5/12 ] 
f(z) = 232/125*z^3 - 31/18*z + 1
*
[ 5/4 ] 
f(z) = 232/125*z^3 - 27/10*z + 1
*
[ -10/3 ] 
f(z) = 234/125*z^3 - 39/2*z + 1
*
[ 5/3 ] 
f(z) = 234/125*z^3 - 24/5*z + 1
*
[ -3/2 ] 
f(z) = 236/135*z^3 - 34/15*z + 1
*
3/2 | 0.18713274138890531850724540711818174977 | 0.029097046786253584759009353987348604265
f(z) = 236/135*z^3 - 23/5*z + 1
*
[ -5/2 ] 
f(z) = 238/125*z^3 - 21/2*z + 1
*
[ -3/2 ] 
f(z) = 238/135*z^3 - 23/10*z + 1
*
[ 10/13 ] 
f(z) = 221/125*z^3 - 35/26*z + 1
*
[ -11/8 ] 
f(z) = 224/121*z^3 - 39/22*z + 1
*
[ 15/28 ] 
f(z) = 224/125*z^3 - 29/21*z + 1
*
[ 5/9 ] 
f(z) = 231/125*z^3 - 37/27*z + 1
*
[ -4/3 ] 
f(z) = 231/128*z^3 - 35/24*z + 1
*
[ -4/3 ] 
f(z) = 237/128*z^3 - 37/24*z + 1
*
[ -5/3 ] 
f(z) = 222/125*z^3 - 10/3*z + 1
*
[ 5/16 ] 
f(z) = 224/125*z^3 - 19/8*z + 1
*
-5/4 | 0.23663692405206412385052413538537635115 | 0.029393322898557363848765081476902914327
f(z) = 224/125*z^3 - 19/14*z + 1
*
[ 5/4 ] 
f(z) = 224/125*z^3 - 13/5*z + 1
*
[ 5/6 ] 
f(z) = 224/125*z^3 - 13/9*z + 1
*
[ 5/8 ] 
f(z) = 224/125*z^3 - 13/10*z + 1
*
[ -5/4 ]
f(z) = 224/125*z^3 - z + 1
*
[ 3/8 ] 
f(z) = 224/135*z^3 - 19/10*z + 1
*
[ 3/4 ] 
f(z) = 224/135*z^3 - 19/15*z + 1
*
[ 3/2 ] 
f(z) = 224/135*z^3 - 17/5*z + 1
*
[ 11/15 ] 
f(z) = 225/121*z^3 - 15/11*z + 1
*
[ -16/15 ]
f(z) = 225/128*z^3 - 1/16*z + 1
*
[ 5/3 ] 
f(z) = 228/125*z^3 - 14/3*z + 1
*
[ -5/2 ] 
f(z) = 228/125*z^3 - 10*z + 1
*
[ 5/2 ] 
f(z) = 232/125*z^3 - 11*z + 1
*
[ 3/4 ] 
f(z) = 232/135*z^3 - 13/10*z + 1
*
[ -3/2 ] 
f(z) = 232/135*z^3 - 11/5*z + 1
*
[ -5/3 ] 
f(z) = 234/125*z^3 - 18/5*z + 1
*
[ 5/6 ] 
f(z) = 234/125*z^3 - 3/2*z + 1
*
[ 5/4 ] 
f(z) = 236/125*z^3 - 11/4*z + 1
*
[ 3/2 ] 
f(z) = 236/135*z^3 - 18/5*z + 1
*
[ -5/3 ] 
f(z) = 237/125*z^3 - 11/3*z + 1
*
[ -11/15 ]
f(z) = 225/121*z^3 + 15/11*z + 1
*
[ -8/15 ]
f(z) = 225/128*z^3 + 19/8*z + 1
*
[ -1 ]
f(z) = 239/120*z^3 + 1/120*z + 1
*
[ -1 ]
f(z) = 222/121*z^3 + 20/121*z + 1
*
4/15 | 0.14516421129426250947550018886262027175 | 0.022776859797882013046105904324204620381
f(z) = 225/152*z^3 - 293/76*z + 1
*
[ -7/4 ] 
f(z) = 236/147*z^3 - 281/84*z + 1
*
[ 7/5 ] 
f(z) = 230/147*z^3 - 292/105*z + 1
*
[ 7/5 ] 
f(z) = 235/147*z^3 - 299/105*z + 1
*
[ -3/2 ] 
f(z) = 232/141*z^3 - 287/141*z + 1
*
[ -3/2 ] 
f(z) = 236/141*z^3 - 296/141*z + 1
*
[ -3/2 ] 
f(z) = 236/147*z^3 - 286/147*z + 1
*
[ 7/5 ] 
f(z) = 220/147*z^3 - 278/105*z + 1
*
[ -3/2 ] 
f(z) = 224/141*z^3 - 269/141*z + 1
*
[ 2/5 ] 
f(z) = 225/154*z^3 - 267/154*z + 1
*
[ 2/5 ] 
f(z) = 225/158*z^3 - 273/158*z + 1
*
[ -3/2 ] 
f(z) = 232/147*z^3 - 277/147*z + 1
*
[ -3/2 ] 
f(z) = 236/159*z^3 - 266/159*z + 1
*
[ 2/3 ] 
f(z) = 237/140*z^3 - 263/210*z + 1
*
[ 7/11 ] 
f(z) = 220/147*z^3 - 272/231*z + 1
*
[ 2/3 ] 
f(z) = 231/148*z^3 - 265/222*z + 1
*
[ 2/3 ] 
f(z) = 237/148*z^3 - 269/222*z + 1
*
-2 | 0.097483877498366226439200702030533566323 | 0.014187539259568465073948366069270864243
f(z) = 223/144*z^3 - 241/36*z + 1
*
-2 | 0.097899177523712379495340519750111583608 | 0.014213928170431608690557158318882403655
f(z) = 227/144*z^3 - 245/36*z + 1
*
-2 | 0.098102594704078930749511155883492828156 | 0.014226668917947641312792104983588174045
f(z) = 229/144*z^3 - 247/36*z + 1
*
-2 | 0.098501414633135945314107699197599001268 | 0.014251304388623880293734180961582294913
f(z) = 233/144*z^3 - 251/36*z + 1
*
-2 | 0.098696983432930158515022925021140750284 | 0.014263221496037939841217757658756254557
f(z) = 235/144*z^3 - 253/36*z + 1
*
-2 | 0.099080821966810733576913900752339984195 | 0.014286305646980989188034155159285653370
f(z) = 239/144*z^3 - 257/36*z + 1
*
[ -7/4 ] 
f(z) = 220/147*z^3 - 253/84*z + 1
*
[ -3/2 ] 
f(z) = 220/141*z^3 - 260/141*z + 1
*
[ -3/2 ] 
f(z) = 220/147*z^3 - 250/147*z + 1
*
[ 2/5 ] 
f(z) = 225/142*z^3 - 249/142*z + 1
*
[ 2/5 ] 
f(z) = 225/146*z^3 - 255/146*z + 1
*
[ -3/2 ] 
f(z) = 232/159*z^3 - 257/159*z + 1
*
[ 12/17 ] 
f(z) = 221/144*z^3 - 241/204*z + 1
*
[ 7/10 ] 
f(z) = 230/147*z^3 - 251/210*z + 1
*
[ 3/4 ] 
f(z) = 236/153*z^3 - 245/204*z + 1
*
-2 | 0.097271797986740938262564549398814962137 | 0.014173864096495688733073315162010216693
f(z) = 221/144*z^3 - 239/36*z + 1
*
[ 2 ] 
f(z) = 239/144*z^3 - 221/36*z + 1
*
-7/5 | 0.21952487304321310957874458707754504696 | 0.029677761038575729220829789812164447013
f(z) = 220/147*z^3 - 233/105*z + 1
*
[ -3/2 ] 
f(z) = 220/159*z^3 - 230/159*z + 1
*
[ 6/13 ] 
f(z) = 221/144*z^3 - 233/156*z + 1
*
[ -3/2 ] 
f(z) = 224/159*z^3 - 239/159*z + 1
*
[ 7/8 ] 
f(z) = 232/147*z^3 - 227/168*z + 1
*
[ 4/5 ] 
f(z) = 235/144*z^3 - 233/180*z + 1
*
[ 3/4 ] 
f(z) = 220/153*z^3 - 233/204*z + 1
*
[ 2 ] 
f(z) = 221/144*z^3 - 203/36*z + 1
*
[ 2 ] 
f(z) = 223/144*z^3 - 205/36*z + 1
*
[ 2 ] 
f(z) = 227/144*z^3 - 209/36*z + 1
*
[ 2 ] 
f(z) = 229/144*z^3 - 211/36*z + 1
*
[ 2 ] 
f(z) = 233/144*z^3 - 215/36*z + 1
*
[ 2 ] 
f(z) = 235/144*z^3 - 217/36*z + 1
*
[ 4/15 ] 
f(z) = 225/152*z^3 - 217/76*z + 1
*
[ 1/2 ] 
f(z) = 220/147*z^3 - 202/147*z + 1
*
[ 1/2 ] 
f(z) = 220/149*z^3 - 204/149*z + 1
*
[ 1/2 ] 
f(z) = 220/151*z^3 - 206/151*z + 1
*
[ 1/2 ] 
f(z) = 220/153*z^3 - 208/153*z + 1
*
[ 1/2 ] 
f(z) = 220/157*z^3 - 212/157*z + 1
*
[ 1/2 ] 
f(z) = 220/159*z^3 - 214/159*z + 1
*
[ 12/13 ] 
f(z) = 221/144*z^3 - 217/156*z + 1
*
[ 1/2 ] 
f(z) = 224/145*z^3 - 201/145*z + 1
*
[ 1/2 ] 
f(z) = 224/149*z^3 - 205/149*z + 1
*
[ 1/2 ] 
f(z) = 224/151*z^3 - 207/151*z + 1
*
[ 1/2 ] 
f(z) = 224/153*z^3 - 209/153*z + 1
*
[ 1/2 ] 
f(z) = 224/155*z^3 - 211/155*z + 1
*
[ 1/2 ] 
f(z) = 224/157*z^3 - 213/157*z + 1
*
[ 1/2 ] 
f(z) = 224/159*z^3 - 215/159*z + 1
*
[ 14/15 ] 
f(z) = 225/154*z^3 - 207/154*z + 1
*
[ 1/2 ] 
f(z) = 228/145*z^3 - 202/145*z + 1
*
[ 1/2 ] 
f(z) = 228/149*z^3 - 206/149*z + 1
*
[ 1/2 ] 
f(z) = 228/151*z^3 - 208/151*z + 1
*
[ 1/2 ] 
f(z) = 228/155*z^3 - 212/155*z + 1
*
[ 1/2 ] 
f(z) = 228/157*z^3 - 214/157*z + 1
*
[ 1/2 ] 
f(z) = 232/143*z^3 - 201/143*z + 1
*
[ 1/2 ] 
f(z) = 232/147*z^3 - 205/147*z + 1
*
[ 1/2 ] 
f(z) = 232/149*z^3 - 207/149*z + 1
*
[ 1/2 ] 
f(z) = 232/151*z^3 - 209/151*z + 1
*
[ 1/2 ] 
f(z) = 232/153*z^3 - 211/153*z + 1
*
[ 1/2 ] 
f(z) = 232/155*z^3 - 213/155*z + 1
*
[ 1/2 ] 
f(z) = 232/157*z^3 - 215/157*z + 1
*
[ 1/2 ] 
f(z) = 232/159*z^3 - 217/159*z + 1
*
[ 1/2 ] 
f(z) = 236/143*z^3 - 202/143*z + 1
*
[ 1/2 ] 
f(z) = 236/145*z^3 - 204/145*z + 1
*
[ 1/2 ] 
f(z) = 236/147*z^3 - 206/147*z + 1
*
[ 1/2 ] 
f(z) = 236/149*z^3 - 208/149*z + 1
*
[ 1/2 ] 
f(z) = 236/151*z^3 - 210/151*z + 1
*
[ 1/2 ] 
f(z) = 236/153*z^3 - 212/153*z + 1
*
[ 1/2 ] 
f(z) = 236/155*z^3 - 214/155*z + 1
*
[ 1/2 ] 
f(z) = 236/157*z^3 - 216/157*z + 1
*
[ 1/2 ] 
f(z) = 236/159*z^3 - 218/159*z + 1
*
[ 38/45 ] 
f(z) = 225/152*z^3 - 212/171*z + 1
*
[ 2/3 ] 
f(z) = 233/152*z^3 - 202/171*z + 1
*
[ 2/3 ] 
f(z) = 235/152*z^3 - 203/171*z + 1
*
[ 2/3 ] 
f(z) = 239/152*z^3 - 205/171*z + 1
*
[ -2 ] 
f(z) = 235/144*z^3 - 181/36*z + 1
*
[ -2 ] 
f(z) = 239/144*z^3 - 185/36*z + 1
*
[ 7/4 ] 
f(z) = 232/147*z^3 - 185/42*z + 1
*
[ 4/3 ] 
f(z) = 225/152*z^3 - 181/76*z + 1
*
[ 3/8 ] 
f(z) = 224/153*z^3 - 191/102*z + 1
*
[ 14/15 ] 
f(z) = 225/152*z^3 - 181/133*z + 1
*
[ 1/2 ] 
f(z) = 220/141*z^3 - 196/141*z + 1
*
[ 1/2 ] 
f(z) = 224/141*z^3 - 197/141*z + 1
*
[ 1/2 ] 
f(z) = 224/143*z^3 - 199/143*z + 1
*
[ 13/15 ] 
f(z) = 225/143*z^3 - 191/143*z + 1
*
[ 4/5 ] 
f(z) = 225/148*z^3 - 181/148*z + 1
*
[ 8/15 ] 
f(z) = 225/152*z^3 - 197/152*z + 1
*
[ 1/2 ] 
f(z) = 228/143*z^3 - 200/143*z + 1
*
[ 1/2 ] 
f(z) = 232/141*z^3 - 199/141*z + 1
*
[ 1/2 ] 
f(z) = 236/141*z^3 - 200/141*z + 1
*
[ 2/3 ] 
f(z) = 221/152*z^3 - 196/171*z + 1
*
[ 2/3 ] 
f(z) = 223/152*z^3 - 197/171*z + 1
*
[ 2/3 ] 
f(z) = 227/152*z^3 - 199/171*z + 1
*
[ 2/3 ] 
f(z) = 229/152*z^3 - 200/171*z + 1
*
[ 38/15 ] 
f(z) = 225/152*z^3 - 169/19*z + 1
*
[ -2 ] 
f(z) = 221/144*z^3 - 167/36*z + 1
*
[ -2 ] 
f(z) = 223/144*z^3 - 169/36*z + 1
*
[ -2 ] 
f(z) = 227/144*z^3 - 173/36*z + 1
*
[ -2 ] 
f(z) = 229/144*z^3 - 175/36*z + 1
*
[ -2 ] 
f(z) = 233/144*z^3 - 179/36*z + 1
*
[ 2/5 ] 
f(z) = 235/152*z^3 - 166/95*z + 1
*
[ -3/2 ] 
f(z) = 226/153*z^3 - 169/102*z + 1
*
[ -3/2 ] 
f(z) = 230/153*z^3 - 175/102*z + 1
*
[ 3/4 ] 
f(z) = 224/141*z^3 - 173/141*z + 1
*
[ 3/4 ] 
f(z) = 224/159*z^3 - 179/159*z + 1
*
[ 2/3 ] 
f(z) = 225/142*z^3 - 171/142*z + 1
*
[ 11/15 ] 
f(z) = 225/143*z^3 - 173/143*z + 1
*
[ 2/3 ] 
f(z) = 225/146*z^3 - 173/146*z + 1
*
[ 2/3 ] 
f(z) = 225/158*z^3 - 179/158*z + 1
*
[ -38/15 ] 
f(z) = 225/152*z^3 - 154/19*z + 1
*
[ 3/2 ] 
f(z) = 220/153*z^3 - 148/51*z + 1
*
[ 3/2 ] 
f(z) = 224/153*z^3 - 151/51*z + 1
*
[ 3/2 ] 
f(z) = 232/153*z^3 - 157/51*z + 1
*
[ 3/2 ] 
f(z) = 236/153*z^3 - 160/51*z + 1
*
-6/5 | 0.17290038123772423046073801613629081167 | 0.023046665335030279875511895785651751509
f(z) = 235/144*z^3 - 151/60*z + 1
*
[ -7/5 ] 
f(z) = 230/147*z^3 - 142/105*z + 1
*
[ -7/5 ] 
f(z) = 235/147*z^3 - 149/105*z + 1
*
-2 | 0.11075725693214972575103510454345575096 | 0.016109602632486983841938426860002443870
f(z) = 223/152*z^3 - 121/19*z + 1
*
[ 2/15 ] 
f(z) = 225/152*z^3 - 124/19*z + 1
*
-2 | 0.11097362216594746941287408170596281318 | 0.016121773129847834123923423659542563191
f(z) = 225/152*z^3 - 122/19*z + 1
*
-2 | 0.11118676736926769048631777436533602870 | 0.016133604613800274366754444281071995026
f(z) = 227/152*z^3 - 123/19*z + 1
*
-2 | 0.11139681024666674063445156731088600689 | 0.016145113146504624965794059052963180404
f(z) = 229/152*z^3 - 124/19*z + 1
*
-2 | 0.11160386127937237885110741590026746010 | 0.016156313704242471650797743872004412648
f(z) = 231/152*z^3 - 125/19*z + 1
*
-2 | 0.11180802434184513740005265847584263150 | 0.016167220273097095380551627106746449777
f(z) = 233/152*z^3 - 126/19*z + 1
*
-2 | 0.11200939725204960168208852717299034694 | 0.016177845934259163119625428605591420636
f(z) = 235/152*z^3 - 127/19*z + 1
*
-2 | 0.11220807226393172042832407320498605728 | 0.016188202940288473421364321594819764090
f(z) = 237/152*z^3 - 128/19*z + 1
*
-2 | 0.11240413650934335958822471876839914700 | 0.016198302783466255889321690832419784057
f(z) = 239/152*z^3 - 129/19*z + 1
*
[ -7/4 ] 
f(z) = 232/147*z^3 - 137/42*z + 1
*
[ 2/5 ] 
f(z) = 225/148*z^3 - 129/74*z + 1
*
[ 6/5 ] 
f(z) = 235/144*z^3 - 131/60*z + 1
*
[ -7/5 ] 
f(z) = 220/147*z^3 - 128/105*z + 1
*
[ 7/10 ] 
f(z) = 220/147*z^3 - 122/105*z + 1
*
[ 3/4 ] 
f(z) = 232/153*z^3 - 121/102*z + 1
*
-2 | 0.11053754604712983387056269796304487238 | 0.016097075866056264064750738875682550517
f(z) = 221/152*z^3 - 120/19*z + 1
*
[ 2 ] 
f(z) = 221/152*z^3 - 101/19*z + 1
*
[ 2 ] 
f(z) = 223/152*z^3 - 102/19*z + 1
*
[ 2 ] 
f(z) = 225/152*z^3 - 103/19*z + 1
*
[ 2 ] 
f(z) = 227/152*z^3 - 104/19*z + 1
*
[ 2 ] 
f(z) = 229/152*z^3 - 105/19*z + 1
*
[ 2 ] 
f(z) = 231/152*z^3 - 106/19*z + 1
*
[ 2 ] 
f(z) = 233/152*z^3 - 107/19*z + 1
*
[ 2 ] 
f(z) = 235/152*z^3 - 108/19*z + 1
*
[ 2 ] 
f(z) = 237/152*z^3 - 109/19*z + 1
*
[ 2 ] 
f(z) = 239/152*z^3 - 110/19*z + 1
*
[ 6/5 ] 
f(z) = 225/152*z^3 - 112/57*z + 1
*
[ -2 ] 
f(z) = 221/152*z^3 - 82/19*z + 1
*
[ -2 ] 
f(z) = 223/152*z^3 - 83/19*z + 1
*
[ -2 ] 
f(z) = 225/152*z^3 - 84/19*z + 1
*
[ -2 ] 
f(z) = 227/152*z^3 - 85/19*z + 1
*
[ -2 ] 
f(z) = 229/152*z^3 - 86/19*z + 1
*
[ -2 ] 
f(z) = 231/152*z^3 - 87/19*z + 1
*
[ -2 ] 
f(z) = 233/152*z^3 - 88/19*z + 1
*
[ -2 ] 
f(z) = 235/152*z^3 - 89/19*z + 1
*
[ -2 ] 
f(z) = 237/152*z^3 - 90/19*z + 1
*
[ -2 ] 
f(z) = 239/152*z^3 - 91/19*z + 1
*
[ -3/2 ] 
f(z) = 224/153*z^3 - 83/51*z + 1
*
[ -3/2 ] 
f(z) = 232/153*z^3 - 89/51*z + 1
*
[ -3/2 ] 
f(z) = 236/153*z^3 - 92/51*z + 1
*
[ 2/3 ] 
f(z) = 225/148*z^3 - 87/74*z + 1
*
[ 4/5 ] 
f(z) = 225/152*z^3 - 91/76*z + 1
*
[ -3/2 ] 
f(z) = 220/153*z^3 - 80/51*z + 1
*
[ 2/3 ] 
f(z) = 231/152*z^3 - 67/57*z + 1
*
[ 2/3 ] 
f(z) = 237/152*z^3 - 68/57*z + 1
*
[ 3/4 ] 
f(z) = 224/153*z^3 - 59/51*z + 1
*
[ 2/5 ] 
f(z) = 225/152*z^3 - 33/19*z + 1
*
[ 2/3 ] 
f(z) = 225/152*z^3 - 22/19*z + 1
*
[ 13/6 ] 
f(z) = 225/169*z^3 - 297/52*z + 1
*
[ 2/15 ] 
f(z) = 225/176*z^3 - 287/44*z + 1
*
[ -13/7 ] 
f(z) = 231/169*z^3 - 289/91*z + 1
*
[ -9/5 ] 
f(z) = 235/162*z^3 - 283/90*z + 1
*
[ 13/9 ] 
f(z) = 225/169*z^3 - 289/117*z + 1
*
2/5 | 0.18828052212594370582138876938583353902 | 0.024340009608524551928328483849058551251
f(z) = 235/168*z^3 - 286/105*z + 1
*
[ 4/3 ] 
f(z) = 237/176*z^3 - 283/132*z + 1
*
[ 2/5 ] 
f(z) = 225/166*z^3 - 285/166*z + 1
*
[ -3/2 ] 
f(z) = 221/171*z^3 - 283/228*z + 1
*
[ -3/2 ] 
f(z) = 223/171*z^3 - 289/228*z + 1
*
[ 13/24 ] 
f(z) = 224/169*z^3 - 289/234*z + 1
*
[ 2/3 ] 
f(z) = 231/172*z^3 - 283/258*z + 1
*
[ 2/3 ] 
f(z) = 237/164*z^3 - 281/246*z + 1
*
[ 2/3 ] 
f(z) = 237/172*z^3 - 287/258*z + 1
*
[ 13/20 ] 
f(z) = 220/169*z^3 - 283/260*z + 1
*
[ 5/2 ] 
f(z) = 228/175*z^3 - 264/35*z + 1
*
[ 5/2 ] 
f(z) = 232/175*z^3 - 269/35*z + 1
*
[ 5/2 ] 
f(z) = 236/175*z^3 - 274/35*z + 1
*
-2 | 0.11153411575080859888555200041856913245 | 0.016046193067492603639859574744560072718
f(z) = 239/176*z^3 - 261/44*z + 1
*
[ -13/7 ] 
f(z) = 224/169*z^3 - 276/91*z + 1
*
-6/5 | 0.16389434236796417097271375214403339957 | 0.023527673457024070912232858152221467167
f(z) = 225/176*z^3 - 265/132*z + 1
*
[ 13/10 ] 
f(z) = 230/169*z^3 - 269/130*z + 1
*
[ 5/4 ] 
f(z) = 236/175*z^3 - 267/140*z + 1
*
[ -23/15 ] 
f(z) = 225/161*z^3 - 263/161*z + 1
*
[ 26/45 ] 
f(z) = 225/169*z^3 - 275/234*z + 1
*
[ 13/19 ] 
f(z) = 228/169*z^3 - 270/247*z + 1
*
[ 2/3 ] 
f(z) = 231/164*z^3 - 277/246*z + 1
*
[ -5/2 ] 
f(z) = 232/175*z^3 - 241/35*z + 1
*
[ -5/2 ] 
f(z) = 236/175*z^3 - 246/35*z + 1
*
-2 | 0.11020661149156252229727461726467396487 | 0.016039171474552361914297534780960305625
f(z) = 221/160*z^3 - 241/40*z + 1
*
-2 | 0.10941226056946759211132000305983790951 | 0.015904434031239790371029319194349231843
f(z) = 221/176*z^3 - 243/44*z + 1
*
-2 | 0.11043557124296458676699125857478415587 | 0.016053184975744434269552345781259883303
f(z) = 223/160*z^3 - 243/40*z + 1
*
-2 | 0.10966711133980995784062088292910829056 | 0.015922508060552642813270135676270344701
f(z) = 223/176*z^3 - 245/44*z + 1
*
[ -13/6 ] 
f(z) = 225/169*z^3 - 249/52*z + 1
*
-2 | 0.10991657675746410647633364829913388946 | 0.015939912199464006046633036045230405767
f(z) = 225/176*z^3 - 247/44*z + 1
*
-2 | 0.11088219033614054886612613418921020893 | 0.016079943813591467580630368736272700518
f(z) = 227/160*z^3 - 247/40*z + 1
*
-2 | 0.11016095604578376198829350509468193820 | 0.015956690176448547976639936223142185205
f(z) = 227/176*z^3 - 249/44*z + 1
*
-2 | 0.11110016024679530966759797791985684166 | 0.016092732845157156724520823624298254670
f(z) = 229/160*z^3 - 249/40*z + 1
*
-2 | 0.11040052103779463682669906500061597148 | 0.015972881565530422352741862799389995525
f(z) = 229/176*z^3 - 251/44*z + 1
*
-2 | 0.11131475963035783976284162778530995627 | 0.016105154716276242176970216920133461602
f(z) = 231/160*z^3 - 251/40*z + 1
*
-2 | 0.11152611856830743531548675701626843623 | 0.016117227461304716875826519023720431911
f(z) = 233/160*z^3 - 253/40*z + 1
*
-2 | 0.11086617837090995936327736783667316394 | 0.016003645133075539624417748263512319968
f(z) = 233/176*z^3 - 255/44*z + 1
*
-2 | 0.11109270548080428498815706167795178064 | 0.016018279967241744377794949420272295974
f(z) = 235/176*z^3 - 257/44*z + 1
*
-2 | 0.11193959406443136964593586391671553657 | 0.016140391480998545293438885223080056047
f(z) = 237/160*z^3 - 257/40*z + 1
*
-2 | 0.11131529237458686380498517104212176475 | 0.016032454218110201140432637656675869957
f(z) = 237/176*z^3 - 259/44*z + 1
*
-2 | 0.11214193159843253141756906345879187327 | 0.016151512931683911986516196372512369427
f(z) = 239/160*z^3 - 259/40*z + 1
*
[ 8/5 ] 
f(z) = 225/176*z^3 - 255/88*z + 1
*
2/3 | 0.20247671903390014465042937497337736500 | 0.029194795088449554914658349583751208406
f(z) = 231/160*z^3 - 257/120*z + 1
*
2/3 | 0.19364615103436726510249606686853333339 | 0.027890355266950975964596124601075299030
f(z) = 237/160*z^3 - 259/120*z + 1
*
[ 5/4 ] 
f(z) = 228/175*z^3 - 257/140*z + 1
*
[ 13/11 ] 
f(z) = 231/169*z^3 - 251/143*z + 1
*
[ 16/15 ] 
f(z) = 225/176*z^3 - 245/176*z + 1
*
[ -3/2 ] 
f(z) = 232/165*z^3 - 247/165*z + 1
*
[ -3/2 ] 
f(z) = 236/165*z^3 - 256/165*z + 1
*
[ 3/4 ] 
f(z) = 220/171*z^3 - 241/228*z + 1
*
[ 9/13 ] 
f(z) = 221/162*z^3 - 257/234*z + 1
*
[ 4/5 ] 
f(z) = 235/176*z^3 - 243/220*z + 1
*
[ 3/4 ] 
f(z) = 236/171*z^3 - 253/228*z + 1
*
[ 13/17 ] 
f(z) = 238/169*z^3 - 250/221*z + 1
*
[ 3 ] 
f(z) = 233/162*z^3 - 221/18*z + 1
*
[ 3 ] 
f(z) = 235/162*z^3 - 223/18*z + 1
*
[ 3 ] 
f(z) = 239/162*z^3 - 227/18*z + 1
*
[ 13/6 ] 
f(z) = 228/169*z^3 - 226/39*z + 1
*
[ -5/2 ] 
f(z) = 228/175*z^3 - 236/35*z + 1
*
-6/5 | 0.17641870187555326329941692459130104690 | 0.023481280663384902928616671194814164304
f(z) = 235/168*z^3 - 229/105*z + 1
*
[ -5/3 ] 
f(z) = 237/175*z^3 - 227/105*z + 1
*
[ 6/5 ] 
f(z) = 225/176*z^3 - 221/132*z + 1
*
[ 13/11 ] 
f(z) = 220/169*z^3 - 238/143*z + 1
*
[ 13/12 ] 
f(z) = 228/169*z^3 - 235/156*z + 1
*
[ 1/2 ] 
f(z) = 220/167*z^3 - 222/167*z + 1
*
[ 1/2 ] 
f(z) = 220/169*z^3 - 224/169*z + 1
*
[ 1/2 ] 
f(z) = 220/171*z^3 - 226/171*z + 1
*
[ 1/2 ] 
f(z) = 220/173*z^3 - 228/173*z + 1
*
[ 1/2 ] 
f(z) = 220/177*z^3 - 232/177*z + 1
*
[ 1/2 ] 
f(z) = 220/179*z^3 - 234/179*z + 1
*
[ -3/2 ] 
f(z) = 224/165*z^3 - 229/165*z + 1
*
[ 1/2 ] 
f(z) = 224/165*z^3 - 221/165*z + 1
*
[ 1/2 ] 
f(z) = 224/167*z^3 - 223/167*z + 1
*
[ 1/2 ] 
f(z) = 224/169*z^3 - 225/169*z + 1
*
[ 1/2 ] 
f(z) = 224/171*z^3 - 227/171*z + 1
*
[ 1/2 ] 
f(z) = 224/173*z^3 - 229/173*z + 1
*
[ 1/2 ] 
f(z) = 224/177*z^3 - 233/177*z + 1
*
[ 1/2 ] 
f(z) = 224/179*z^3 - 235/179*z + 1
*
[ 7/15 ] 
f(z) = 225/161*z^3 - 233/161*z + 1
*
[ 1/2 ] 
f(z) = 228/167*z^3 - 224/167*z + 1
*
[ 1/2 ] 
f(z) = 228/169*z^3 - 226/169*z + 1
*
[ 1/2 ] 
f(z) = 228/173*z^3 - 230/173*z + 1
*
[ 1/2 ] 
f(z) = 228/175*z^3 - 232/175*z + 1
*
[ 1/2 ] 
f(z) = 228/179*z^3 - 236/179*z + 1
*
[ 1/2 ] 
f(z) = 232/163*z^3 - 221/163*z + 1
*
[ 1/2 ] 
f(z) = 232/165*z^3 - 223/165*z + 1
*
[ 1/2 ] 
f(z) = 232/167*z^3 - 225/167*z + 1
*
[ 1/2 ] 
f(z) = 232/169*z^3 - 227/169*z + 1
*
[ 1/2 ] 
f(z) = 232/171*z^3 - 229/171*z + 1
*
[ 1/2 ] 
f(z) = 232/173*z^3 - 231/173*z + 1
*
[ 1/2 ] 
f(z) = 232/175*z^3 - 233/175*z + 1
*
[ 1/2 ] 
f(z) = 232/177*z^3 - 235/177*z + 1
*
[ -3/2 ] 
f(z) = 232/177*z^3 - 227/177*z + 1
*
[ 1/2 ] 
f(z) = 232/179*z^3 - 237/179*z + 1
*
[ 1/2 ] 
f(z) = 236/163*z^3 - 222/163*z + 1
*
[ 1/2 ] 
f(z) = 236/165*z^3 - 224/165*z + 1
*
[ 1/2 ] 
f(z) = 236/167*z^3 - 226/167*z + 1
*
[ 1/2 ] 
f(z) = 236/169*z^3 - 228/169*z + 1
*
[ 1/2 ] 
f(z) = 236/171*z^3 - 230/171*z + 1
*
[ 1/2 ] 
f(z) = 236/173*z^3 - 232/173*z + 1
*
[ 1/2 ] 
f(z) = 236/175*z^3 - 234/175*z + 1
*
[ 1/2 ] 
f(z) = 236/179*z^3 - 238/179*z + 1
*
[ 13/14 ] 
f(z) = 238/169*z^3 - 235/182*z + 1
*
[ 5/6 ] 
f(z) = 222/175*z^3 - 227/210*z + 1
*
[ 13/20 ] 
f(z) = 225/169*z^3 - 229/208*z + 1
*
[ 3 ] 
f(z) = 221/162*z^3 - 209/18*z + 1
*
[ 3 ] 
f(z) = 223/162*z^3 - 211/18*z + 1
*
[ 3 ] 
f(z) = 227/162*z^3 - 215/18*z + 1
*
[ -3 ] 
f(z) = 227/162*z^3 - 203/18*z + 1
*
[ 3 ] 
f(z) = 229/162*z^3 - 217/18*z + 1
*
[ -3 ] 
f(z) = 229/162*z^3 - 205/18*z + 1
*
[ -3 ] 
f(z) = 233/162*z^3 - 209/18*z + 1
*
[ -3 ] 
f(z) = 235/162*z^3 - 211/18*z + 1
*
[ -3 ] 
f(z) = 239/162*z^3 - 215/18*z + 1
*
[ 2 ] 
f(z) = 221/160*z^3 - 201/40*z + 1
*
[ 2 ] 
f(z) = 223/160*z^3 - 203/40*z + 1
*
[ 2 ] 
f(z) = 223/176*z^3 - 201/44*z + 1
*
[ 2 ] 
f(z) = 225/176*z^3 - 203/44*z + 1
*
[ 2 ] 
f(z) = 227/160*z^3 - 207/40*z + 1
*
[ 2 ] 
f(z) = 227/176*z^3 - 205/44*z + 1
*
[ 2 ] 
f(z) = 229/160*z^3 - 209/40*z + 1
*
[ 2 ] 
f(z) = 229/176*z^3 - 207/44*z + 1
*
[ 2 ] 
f(z) = 231/160*z^3 - 211/40*z + 1
*
[ 2 ] 
f(z) = 233/160*z^3 - 213/40*z + 1
*
[ 2 ] 
f(z) = 233/176*z^3 - 211/44*z + 1
*
[ 2 ] 
f(z) = 235/176*z^3 - 213/44*z + 1
*
[ 2 ] 
f(z) = 237/160*z^3 - 217/40*z + 1
*
[ 2 ] 
f(z) = 237/176*z^3 - 215/44*z + 1
*
[ 2 ] 
f(z) = 239/160*z^3 - 219/40*z + 1
*
[ 2 ] 
f(z) = 239/176*z^3 - 217/44*z + 1
*
[ 3/2 ] 
f(z) = 227/162*z^3 - 203/72*z + 1
*
[ 3/2 ] 
f(z) = 229/162*z^3 - 205/72*z + 1
*
[ 3/2 ] 
f(z) = 233/162*z^3 - 209/72*z + 1
*
[ 3/2 ] 
f(z) = 235/162*z^3 - 211/72*z + 1
*
[ 3/2 ] 
f(z) = 239/162*z^3 - 215/72*z + 1
*
[ -5/3 ] 
f(z) = 222/175*z^3 - 202/105*z + 1
*
[ 3/8 ] 
f(z) = 224/171*z^3 - 211/114*z + 1
*
[ -5/3 ] 
f(z) = 228/175*z^3 - 212/105*z + 1
*
[ -13/8 ] 
f(z) = 232/169*z^3 - 209/104*z + 1
*
[ 1/2 ] 
f(z) = 220/161*z^3 - 216/161*z + 1
*
[ 1/2 ] 
f(z) = 220/163*z^3 - 218/163*z + 1
*
[ 1/2 ] 
f(z) = 224/163*z^3 - 219/163*z + 1
*
[ -3/2 ] 
f(z) = 224/177*z^3 - 209/177*z + 1
*
[ 1/2 ] 
f(z) = 228/161*z^3 - 218/161*z + 1
*
[ 1/2 ] 
f(z) = 228/163*z^3 - 220/163*z + 1
*
[ 1/2 ] 
f(z) = 232/161*z^3 - 219/161*z + 1
*
[ 1/2 ] 
f(z) = 236/161*z^3 - 220/161*z + 1
*
[ 2/3 ] 
f(z) = 221/168*z^3 - 205/189*z + 1
*
[ 2/3 ] 
f(z) = 223/168*z^3 - 206/189*z + 1
*
[ 2/3 ] 
f(z) = 227/168*z^3 - 208/189*z + 1
*
[ 2/3 ] 
f(z) = 229/168*z^3 - 209/189*z + 1
*
[ 2/3 ] 
f(z) = 233/168*z^3 - 211/189*z + 1
*
[ 2/3 ] 
f(z) = 235/168*z^3 - 212/189*z + 1
*
[ 2/3 ] 
f(z) = 239/168*z^3 - 214/189*z + 1
*
[ -3 ] 
f(z) = 221/162*z^3 - 197/18*z + 1
*
[ -3 ] 
f(z) = 223/162*z^3 - 199/18*z + 1
*
[ -13/6 ] 
f(z) = 228/169*z^3 - 190/39*z + 1
*
[ 2 ] 
f(z) = 221/176*z^3 - 199/44*z + 1
*
[ 3/2 ] 
f(z) = 221/162*z^3 - 197/72*z + 1
*
[ 3/2 ] 
f(z) = 223/162*z^3 - 199/72*z + 1
*
[ 6/5 ] 
f(z) = 235/168*z^3 - 194/105*z + 1
*
[ 2/5 ] 
f(z) = 235/168*z^3 - 181/105*z + 1
*
[ -3/2 ] 
f(z) = 220/177*z^3 - 200/177*z + 1
*
[ 3/4 ] 
f(z) = 224/165*z^3 - 181/165*z + 1
*
[ 3/4 ] 
f(z) = 224/177*z^3 - 185/177*z + 1
*
[ 4/5 ] 
f(z) = 225/164*z^3 - 185/164*z + 1
*
[ 2/3 ] 
f(z) = 225/166*z^3 - 183/166*z + 1
*
[ 4/5 ] 
f(z) = 225/172*z^3 - 187/172*z + 1
*
[ 11/15 ] 
f(z) = 225/176*z^3 - 185/176*z + 1
*
[ 2/3 ] 
f(z) = 225/178*z^3 - 189/178*z + 1
*
[ 13/4 ] 
f(z) = 224/169*z^3 - 173/13*z + 1
*
[ -13/4 ] 
f(z) = 224/169*z^3 - 165/13*z + 1
*
[ -2 ] 
f(z) = 221/160*z^3 - 161/40*z + 1
*
[ -2 ] 
f(z) = 223/160*z^3 - 163/40*z + 1
*
[ -2 ] 
f(z) = 227/160*z^3 - 167/40*z + 1
*
[ -2 ] 
f(z) = 227/176*z^3 - 161/44*z + 1
*
[ -2 ] 
f(z) = 229/160*z^3 - 169/40*z + 1
*
[ -2 ] 
f(z) = 229/176*z^3 - 163/44*z + 1
*
[ -2 ] 
f(z) = 231/160*z^3 - 171/40*z + 1
*
[ -2 ] 
f(z) = 233/160*z^3 - 173/40*z + 1
*
[ -2 ] 
f(z) = 233/176*z^3 - 167/44*z + 1
*
[ -2 ] 
f(z) = 235/176*z^3 - 169/44*z + 1
*
[ -2 ] 
f(z) = 237/160*z^3 - 177/40*z + 1
*
[ -2 ] 
f(z) = 237/176*z^3 - 171/44*z + 1
*
[ -2 ] 
f(z) = 239/160*z^3 - 179/40*z + 1
*
[ -2 ] 
f(z) = 239/176*z^3 - 173/44*z + 1
*
-4/3 | 0.21472771350694666016077698448469704095 | 0.029784655164566727251944849566672604315
f(z) = 231/160*z^3 - 169/60*z + 1
*
-4/3 | 0.21556472568303207236602073948127216287 | 0.029804048016757690325146086171790596172
f(z) = 237/160*z^3 - 173/60*z + 1
*
[ 6/5 ] 
f(z) = 235/162*z^3 - 173/90*z + 1
*
[ 13/12 ] 
f(z) = 224/169*z^3 - 173/117*z + 1
*
[ -3/2 ] 
f(z) = 238/171*z^3 - 167/114*z + 1
*
[ 13/22 ] 
f(z) = 220/169*z^3 - 164/143*z + 1
*
[ 4/7 ] 
f(z) = 231/160*z^3 - 171/140*z + 1
*
[ 3/2 ] 
f(z) = 220/171*z^3 - 146/57*z + 1
*
[ -2 ] 
f(z) = 221/176*z^3 - 155/44*z + 1
*
[ -2 ] 
f(z) = 223/176*z^3 - 157/44*z + 1
*
[ 3/2 ] 
f(z) = 224/171*z^3 - 149/57*z + 1
*
[ -2 ] 
f(z) = 225/176*z^3 - 159/44*z + 1
*
[ 3/2 ] 
f(z) = 232/171*z^3 - 155/57*z + 1
*
[ 3/2 ] 
f(z) = 236/171*z^3 - 158/57*z + 1
*
[ 4/3 ] 
f(z) = 237/160*z^3 - 143/60*z + 1
*
[ 2/5 ] 
f(z) = 225/164*z^3 - 141/82*z + 1
*
[ 2/5 ] 
f(z) = 225/172*z^3 - 147/86*z + 1
*
[ -8/5 ] 
f(z) = 225/176*z^3 - 145/88*z + 1
*
[ -3/2 ] 
f(z) = 226/171*z^3 - 149/114*z + 1
*
[ -3/2 ] 
f(z) = 230/171*z^3 - 155/114*z + 1
*
[ 2/3 ] 
f(z) = 237/176*z^3 - 145/132*z + 1
*
-2 | 0.089490187115186925371400077986369318234 | 0.013016315082773570343560979115627157781
f(z) = 221/168*z^3 - 121/21*z + 1
*
-2 | 0.089731606007247869344818022033442307073 | 0.013035823886711377331646769371569550662
f(z) = 223/168*z^3 - 122/21*z + 1
*
-2 | 0.090199187442204070859797826321565436810 | 0.013072870612296002343872768855466717115
f(z) = 227/168*z^3 - 124/21*z + 1
*
-2 | 0.090426795093664675745039322332942586050 | 0.013090619375124871559237298879892537542
f(z) = 229/168*z^3 - 125/21*z + 1
*
-2 | 0.090869522076153989447699278252252254533 | 0.013124551728099590162430748105098453736
f(z) = 233/168*z^3 - 127/21*z + 1
*
-2 | 0.091087033097509707549915759316931298387 | 0.013141081093906613074278248255454728074
f(z) = 235/168*z^3 - 128/21*z + 1
*
-2 | 0.091509908747355356809968365247403364868 | 0.013172624873175399006987409885832644956
f(z) = 239/168*z^3 - 130/21*z + 1
*
[ 4/15 ] 
f(z) = 225/176*z^3 - 125/44*z + 1
*
[ 13/10 ] 
f(z) = 220/169*z^3 - 128/65*z + 1
*
[ 4/3 ] 
f(z) = 231/160*z^3 - 139/60*z + 1
*
[ 5/4 ] 
f(z) = 232/175*z^3 - 131/70*z + 1
*
[ 13/28 ] 
f(z) = 224/169*z^3 - 131/91*z + 1
*
[ -13/9 ] 
f(z) = 225/169*z^3 - 127/117*z + 1
*
[ 3/4 ] 
f(z) = 232/171*z^3 - 125/114*z + 1
*
[ 2/3 ] 
f(z) = 231/160*z^3 - 137/120*z + 1
*
[ 2/3 ] 
f(z) = 237/160*z^3 - 139/120*z + 1
*
[ 13/5 ] 
f(z) = 225/169*z^3 - 109/13*z + 1
*
[ 2 ] 
f(z) = 223/168*z^3 - 101/21*z + 1
*
[ 2 ] 
f(z) = 227/168*z^3 - 103/21*z + 1
*
[ 2 ] 
f(z) = 229/168*z^3 - 104/21*z + 1
*
[ 2 ] 
f(z) = 233/168*z^3 - 106/21*z + 1
*
[ 5/3 ] 
f(z) = 234/175*z^3 - 116/35*z + 1
*
[ 2 ] 
f(z) = 235/168*z^3 - 107/21*z + 1
*
[ 2 ] 
f(z) = 239/168*z^3 - 109/21*z + 1
*
[ 13/10 ] 
f(z) = 225/169*z^3 - 105/52*z + 1
*
[ 22/15 ] 
f(z) = 225/176*z^3 - 107/44*z + 1
*
[ -3/2 ] 
f(z) = 221/162*z^3 - 101/72*z + 1
*
[ -3/2 ] 
f(z) = 223/162*z^3 - 103/72*z + 1
*
[ -3/2 ] 
f(z) = 227/162*z^3 - 107/72*z + 1
*
[ -3/2 ] 
f(z) = 229/162*z^3 - 109/72*z + 1
*
[ -3/2 ] 
f(z) = 233/162*z^3 - 113/72*z + 1
*
[ -3/2 ] 
f(z) = 235/162*z^3 - 115/72*z + 1
*
[ -3/2 ] 
f(z) = 239/162*z^3 - 119/72*z + 1
*
[ 13/14 ] 
f(z) = 224/169*z^3 - 111/91*z + 1
*
[ 8/15 ] 
f(z) = 225/176*z^3 - 109/88*z + 1
*
[ 3/5 ] 
f(z) = 235/162*z^3 - 107/90*z + 1
*
[ 13/16 ] 
f(z) = 224/169*z^3 - 115/104*z + 1
*
[ 5/6 ] 
f(z) = 228/175*z^3 - 116/105*z + 1
*
[ -13/5 ] 
f(z) = 225/169*z^3 - 99/13*z + 1
*
[ 2 ] 
f(z) = 221/168*z^3 - 100/21*z + 1
*
[ 13/8 ] 
f(z) = 224/169*z^3 - 81/26*z + 1
*
[ 26/15 ] 
f(z) = 225/169*z^3 - 93/26*z + 1
*
[ -2 ] 
f(z) = 227/168*z^3 - 82/21*z + 1
*
[ -2 ] 
f(z) = 229/168*z^3 - 83/21*z + 1
*
[ -2 ] 
f(z) = 233/168*z^3 - 85/21*z + 1
*
[ -2 ] 
f(z) = 235/168*z^3 - 86/21*z + 1
*
[ -2 ] 
f(z) = 239/168*z^3 - 88/21*z + 1
*
[ 13/30 ] 
f(z) = 225/169*z^3 - 81/52*z + 1
*
[ 4/3 ] 
f(z) = 225/176*z^3 - 89/44*z + 1
*
[ -3/2 ] 
f(z) = 236/171*z^3 - 82/57*z + 1
*
[ 2/3 ] 
f(z) = 225/164*z^3 - 91/82*z + 1
*
[ 2/3 ] 
f(z) = 225/172*z^3 - 93/86*z + 1
*
[ -2 ] 
f(z) = 221/168*z^3 - 79/21*z + 1
*
[ -2 ] 
f(z) = 223/168*z^3 - 80/21*z + 1
*
[ -26/15 ] 
f(z) = 225/169*z^3 - 63/26*z + 1
*
[ -5/3 ] 
f(z) = 234/175*z^3 - 74/35*z + 1
*
[ -3/2 ] 
f(z) = 220/171*z^3 - 70/57*z + 1
*
[ -3/2 ] 
f(z) = 224/171*z^3 - 73/57*z + 1
*
[ 3/4 ] 
f(z) = 224/171*z^3 - 61/57*z + 1
*
[ 2/5 ] 
f(z) = 225/176*z^3 - 75/44*z + 1
*
[ -3/2 ] 
f(z) = 232/171*z^3 - 79/57*z + 1
*
[ 5/6 ] 
f(z) = 234/175*z^3 - 79/70*z + 1
*
[ -13/8 ] 
f(z) = 224/169*z^3 - 49/26*z + 1
*
[ 13/15 ] 
f(z) = 225/169*z^3 - 15/13*z + 1
*
[ -13/15 ]
f(z) = 225/169*z^3 + 15/13*z + 1
*
[ -1 ]
f(z) = 222/161*z^3 + 100/161*z + 1
*
[ 21/11 ] 
f(z) = 220/189*z^3 - 290/77*z + 1
*
3/11 | 0.24737792650329209402768237822363483481 | 0.027602170479539239682853774506164959847
f(z) = 220/189*z^3 - 289/77*z + 1
*
[ -2 ] 
f(z) = 221/196*z^3 - 295/98*z + 1
*
[ -2 ] 
f(z) = 223/196*z^3 - 299/98*z + 1
*
[ 14/45 ] 
f(z) = 225/196*z^3 - 293/126*z + 1
*
[ -12/7 ] 
f(z) = 235/192*z^3 - 296/147*z + 1
*
[ 7/5 ] 
f(z) = 235/196*z^3 - 289/140*z + 1
*
[ -3/2 ] 
f(z) = 227/180*z^3 - 281/240*z + 1
*
[ -3/2 ] 
f(z) = 229/180*z^3 - 287/240*z + 1
*
[ -3/2 ] 
f(z) = 233/180*z^3 - 299/240*z + 1
*
[ 2/3 ] 
f(z) = 231/188*z^3 - 295/282*z + 1
*
[ 2/3 ] 
f(z) = 237/188*z^3 - 299/282*z + 1
*
4/17 | 0.21199102337463581924291854512200403721 | 0.021718162280304897159006856026638112640
f(z) = 221/192*z^3 - 271/51*z + 1
*
-2 | 0.090430352912623284033080012411528421445 | 0.012995763969410964588944347887774393424
f(z) = 239/192*z^3 - 263/48*z + 1
*
[ 4/15 ] 
f(z) = 225/184*z^3 - 261/92*z + 1
*
[ -12/7 ] 
f(z) = 223/192*z^3 - 269/147*z + 1
*
[ -12/7 ] 
f(z) = 227/192*z^3 - 278/147*z + 1
*
[ -8/5 ] 
f(z) = 225/184*z^3 - 277/184*z + 1
*
[ 17/15 ] 
f(z) = 225/187*z^3 - 267/187*z + 1
*
[ -3/2 ] 
f(z) = 221/180*z^3 - 263/240*z + 1
*
[ -3/2 ] 
f(z) = 223/180*z^3 - 269/240*z + 1
*
[ 28/45 ] 
f(z) = 225/196*z^3 - 265/252*z + 1
*
[ -3/2 ] 
f(z) = 235/198*z^3 - 265/264*z + 1
*
[ -3/2 ] 
f(z) = 239/198*z^3 - 277/264*z + 1
*
[ 46/15 ] 
f(z) = 225/184*z^3 - 249/23*z + 1
*
-2 | 0.088005068037197429378231647154516691255 | 0.012777407812355605934027954078444078685
f(z) = 221/192*z^3 - 245/48*z + 1
*
-2 | 0.088304749179236903433303862944093930869 | 0.012805802275107185963347508121698779744
f(z) = 223/192*z^3 - 247/48*z + 1
*
-2 | 0.088876935934907301626111563685794287015 | 0.012858823112886529240386310624196757256
f(z) = 227/192*z^3 - 251/48*z + 1
*
-2 | 0.089152854279681663895341344515511342011 | 0.012883949066783970872364908785413973725
f(z) = 229/192*z^3 - 253/48*z + 1
*
-2 | 0.089681934607564592374075132747754004585 | 0.012931095073528996338898511497606920178
f(z) = 233/192*z^3 - 257/48*z + 1
*
-2 | 0.089937047493689956071918048404709114293 | 0.012953400792430327105146705513611198207
f(z) = 235/192*z^3 - 259/48*z + 1
*
3/10 | 0.23573158552363267060666934603034813587 | 0.026846761965769568146395060747457394165
f(z) = 230/189*z^3 - 241/70*z + 1
*
[ 21/13 ] 
f(z) = 221/189*z^3 - 243/91*z + 1
*
[ 3/10 ] 
f(z) = 220/189*z^3 - 256/105*z + 1
*
[ 1/2 ] 
f(z) = 220/189*z^3 - 244/189*z + 1
*
[ 1/2 ] 
f(z) = 220/191*z^3 - 246/191*z + 1
*
[ 1/2 ] 
f(z) = 220/193*z^3 - 248/193*z + 1
*
[ 1/2 ] 
f(z) = 220/197*z^3 - 252/197*z + 1
*
[ 1/2 ] 
f(z) = 220/199*z^3 - 254/199*z + 1
*
[ 1/2 ] 
f(z) = 224/185*z^3 - 241/185*z + 1
*
[ 1/2 ] 
f(z) = 224/187*z^3 - 243/187*z + 1
*
[ 1/2 ] 
f(z) = 224/191*z^3 - 247/191*z + 1
*
[ 1/2 ] 
f(z) = 224/193*z^3 - 249/193*z + 1
*
[ 1/2 ] 
f(z) = 224/195*z^3 - 251/195*z + 1
*
[ 1/2 ] 
f(z) = 224/197*z^3 - 253/197*z + 1
*
[ 1/2 ] 
f(z) = 224/199*z^3 - 255/199*z + 1
*
[ 7/15 ] 
f(z) = 225/182*z^3 - 257/182*z + 1
*
-4/3 | 0.16125623772162679567242692226636335202 | 0.029142397810624732869446661400940951838
f(z) = 225/196*z^3 - 253/196*z + 1
*
[ 1/2 ] 
f(z) = 228/185*z^3 - 242/185*z + 1
*
[ 1/2 ] 
f(z) = 228/187*z^3 - 244/187*z + 1
*
[ 1/2 ] 
f(z) = 228/191*z^3 - 248/191*z + 1
*
[ 1/2 ] 
f(z) = 228/193*z^3 - 250/193*z + 1
*
[ 1/2 ] 
f(z) = 228/197*z^3 - 254/197*z + 1
*
[ 1/2 ] 
f(z) = 228/199*z^3 - 256/199*z + 1
*
[ 1/2 ] 
f(z) = 232/183*z^3 - 241/183*z + 1
*
[ 1/2 ] 
f(z) = 232/185*z^3 - 243/185*z + 1
*
[ 1/2 ] 
f(z) = 232/187*z^3 - 245/187*z + 1
*
[ 1/2 ] 
f(z) = 232/189*z^3 - 247/189*z + 1
*
[ 1/2 ] 
f(z) = 232/191*z^3 - 249/191*z + 1
*
[ 1/2 ] 
f(z) = 232/193*z^3 - 251/193*z + 1
*
[ 1/2 ] 
f(z) = 232/195*z^3 - 253/195*z + 1
*
[ 1/2 ] 
f(z) = 232/197*z^3 - 255/197*z + 1
*
[ 1/2 ] 
f(z) = 232/199*z^3 - 257/199*z + 1
*
[ 1/2 ] 
f(z) = 236/183*z^3 - 242/183*z + 1
*
[ 1/2 ] 
f(z) = 236/185*z^3 - 244/185*z + 1
*
[ 1/2 ] 
f(z) = 236/187*z^3 - 246/187*z + 1
*
[ 1/2 ] 
f(z) = 236/189*z^3 - 248/189*z + 1
*
[ 1/2 ] 
f(z) = 236/191*z^3 - 250/191*z + 1
*
[ 1/2 ] 
f(z) = 236/193*z^3 - 252/193*z + 1
*
[ 1/2 ] 
f(z) = 236/195*z^3 - 254/195*z + 1
*
[ 1/2 ] 
f(z) = 236/197*z^3 - 256/197*z + 1
*
[ 1/2 ] 
f(z) = 236/199*z^3 - 258/199*z + 1
*
[ 46/45 ] 
f(z) = 225/184*z^3 - 260/207*z + 1
*
[ 21/22 ] 
f(z) = 220/189*z^3 - 256/231*z + 1
*
[ 7/9 ] 
f(z) = 225/196*z^3 - 247/252*z + 1
*
[ -46/15 ] 
f(z) = 225/184*z^3 - 234/23*z + 1
*
[ 3 ] 
f(z) = 235/189*z^3 - 221/21*z + 1
*
-12/5 | 0.20625188068096093068447502698390585014 | 0.023175780238670807858194246127011400864
f(z) = 235/192*z^3 - 229/30*z + 1
*
[ 1/2 ] 
f(z) = 220/181*z^3 - 236/181*z + 1
*
[ 1/2 ] 
f(z) = 220/183*z^3 - 238/183*z + 1
*
[ 14/13 ] 
f(z) = 221/196*z^3 - 225/182*z + 1
*
[ 1/2 ] 
f(z) = 224/181*z^3 - 237/181*z + 1
*
[ 1/2 ] 
f(z) = 224/183*z^3 - 239/183*z + 1
*
14/15 | 0.15450962970854596584317733908264761157 | 0.028300615368741374846432032278827501994
f(z) = 225/182*z^3 - 235/182*z + 1
*
[ 1/2 ] 
f(z) = 228/181*z^3 - 238/181*z + 1
*
[ 1/2 ] 
f(z) = 232/181*z^3 - 239/181*z + 1
*
[ 1/2 ] 
f(z) = 236/181*z^3 - 240/181*z + 1
*
[ -3/2 ] 
f(z) = 236/183*z^3 - 226/183*z + 1
*
[ 2/3 ] 
f(z) = 235/184*z^3 - 221/207*z + 1
*
[ 2/3 ] 
f(z) = 239/184*z^3 - 223/207*z + 1
*
[ 14/17 ] 
f(z) = 221/196*z^3 - 233/238*z + 1
*
[ 3 ] 
f(z) = 220/189*z^3 - 206/21*z + 1
*
[ 3 ] 
f(z) = 223/189*z^3 - 209/21*z + 1
*
[ 3 ] 
f(z) = 226/189*z^3 - 212/21*z + 1
*
[ 3 ] 
f(z) = 229/189*z^3 - 215/21*z + 1
*
[ -3 ] 
f(z) = 230/189*z^3 - 202/21*z + 1
*
[ 3 ] 
f(z) = 232/189*z^3 - 218/21*z + 1
*
[ -3 ] 
f(z) = 233/189*z^3 - 205/21*z + 1
*
[ -3 ] 
f(z) = 236/189*z^3 - 208/21*z + 1
*
[ -3 ] 
f(z) = 239/189*z^3 - 211/21*z + 1
*
[ 2 ] 
f(z) = 227/192*z^3 - 203/48*z + 1
*
[ 2 ] 
f(z) = 229/192*z^3 - 205/48*z + 1
*
[ 2 ] 
f(z) = 233/192*z^3 - 209/48*z + 1
*
[ 2 ] 
f(z) = 235/192*z^3 - 211/48*z + 1
*
[ 2 ] 
f(z) = 239/192*z^3 - 215/48*z + 1
*
[ 3/11 ] 
f(z) = 220/189*z^3 - 212/77*z + 1
*
[ 3/2 ] 
f(z) = 233/189*z^3 - 205/84*z + 1
*
[ 3/2 ] 
f(z) = 239/189*z^3 - 211/84*z + 1
*
[ 3/8 ] 
f(z) = 220/189*z^3 - 205/112*z + 1
*
[ 14/15 ] 
f(z) = 225/182*z^3 - 209/182*z + 1
*
[ -3/2 ] 
f(z) = 232/183*z^3 - 217/183*z + 1
*
[ -3/2 ] 
f(z) = 236/195*z^3 - 206/195*z + 1
*
[ 2/3 ] 
f(z) = 221/184*z^3 - 214/207*z + 1
*
[ 2/3 ] 
f(z) = 223/184*z^3 - 215/207*z + 1
*
[ 2/3 ] 
f(z) = 227/184*z^3 - 217/207*z + 1
*
[ 2/3 ] 
f(z) = 229/184*z^3 - 218/207*z + 1
*
[ 21/29 ] 
f(z) = 232/189*z^3 - 208/203*z + 1
*
[ 2/3 ] 
f(z) = 233/184*z^3 - 220/207*z + 1
*
[ -3 ] 
f(z) = 221/189*z^3 - 193/21*z + 1
*
[ -3 ] 
f(z) = 227/189*z^3 - 199/21*z + 1
*
[ 2 ] 
f(z) = 221/192*z^3 - 197/48*z + 1
*
[ 2 ] 
f(z) = 223/192*z^3 - 199/48*z + 1
*
[ 3/2 ] 
f(z) = 221/189*z^3 - 193/84*z + 1
*
[ 3/2 ] 
f(z) = 227/189*z^3 - 199/84*z + 1
*
[ 2/5 ] 
f(z) = 235/184*z^3 - 196/115*z + 1
*
[ -8/5 ] 
f(z) = 235/192*z^3 - 181/120*z + 1
*
[ 3/5 ] 
f(z) = 223/189*z^3 - 191/175*z + 1
*
[ 14/15 ] 
f(z) = 225/184*z^3 - 183/161*z + 1
*
[ 3/5 ] 
f(z) = 226/189*z^3 - 192/175*z + 1
*
[ 3/5 ] 
f(z) = 229/189*z^3 - 193/175*z + 1
*
[ 3/5 ] 
f(z) = 232/189*z^3 - 194/175*z + 1
*
[ -3/2 ] 
f(z) = 220/183*z^3 - 190/183*z + 1
*
[ -3/2 ] 
f(z) = 224/183*z^3 - 199/183*z + 1
*
[ 3/4 ] 
f(z) = 224/183*z^3 - 187/183*z + 1
*
-5/4 | 0.14905041983162422681015652580445135582 | 0.027542529279151901918488950864426488245
f(z) = 224/195*z^3 - 194/195*z + 1
*
[ 3/4 ] 
f(z) = 224/195*z^3 - 191/195*z + 1
*
[ 13/15 ] 
f(z) = 225/182*z^3 - 197/182*z + 1
*
[ 2/3 ] 
f(z) = 225/182*z^3 - 191/182*z + 1
*
[ 11/15 ] 
f(z) = 225/187*z^3 - 189/187*z + 1
*
[ 4/5 ] 
f(z) = 225/188*z^3 - 191/188*z + 1
*
[ 2/3 ] 
f(z) = 225/194*z^3 - 197/194*z + 1
*
[ 4/5 ] 
f(z) = 225/196*z^3 - 193/196*z + 1
*
[ -3/2 ] 
f(z) = 232/195*z^3 - 197/195*z + 1
*
4/13 | 0.26252148479422455326500896949503485492 | 0.028244268963682176581204586377948404822
f(z) = 221/192*z^3 - 170/39*z + 1
*
[ -12/5 ] 
f(z) = 235/192*z^3 - 169/30*z + 1
*
[ 4/17 ] 
f(z) = 221/192*z^3 - 169/51*z + 1
*
[ -2 ] 
f(z) = 233/192*z^3 - 161/48*z + 1
*
[ -2 ] 
f(z) = 235/192*z^3 - 163/48*z + 1
*
[ -2 ] 
f(z) = 239/192*z^3 - 167/48*z + 1
*
[ 3/10 ] 
f(z) = 230/189*z^3 - 171/70*z + 1
*
[ 4/3 ] 
f(z) = 225/184*z^3 - 177/92*z + 1
*
[ 2/5 ] 
f(z) = 225/196*z^3 - 165/98*z + 1
*
[ 21/20 ] 
f(z) = 220/189*z^3 - 173/140*z + 1
*
[ 4/7 ] 
f(z) = 223/192*z^3 - 166/147*z + 1
*
[ 4/7 ] 
f(z) = 227/192*z^3 - 167/147*z + 1
*
[ 4/7 ] 
f(z) = 235/192*z^3 - 169/147*z + 1
*
[ 4/7 ] 
f(z) = 239/192*z^3 - 170/147*z + 1
*
[ 3/4 ] 
f(z) = 226/189*z^3 - 169/168*z + 1
*
[ 2/15 ] 
f(z) = 225/184*z^3 - 150/23*z + 1
*
[ 7/3 ] 
f(z) = 225/196*z^3 - 159/28*z + 1
*
[ -2 ] 
f(z) = 221/192*z^3 - 149/48*z + 1
*
[ -2 ] 
f(z) = 223/192*z^3 - 151/48*z + 1
*
[ -2 ] 
f(z) = 227/192*z^3 - 155/48*z + 1
*
[ -2 ] 
f(z) = 229/192*z^3 - 157/48*z + 1
*
[ 2/5 ] 
f(z) = 225/188*z^3 - 159/94*z + 1
*
[ 7/6 ] 
f(z) = 225/196*z^3 - 159/112*z + 1
*
[ -14/9 ] 
f(z) = 225/196*z^3 - 143/126*z + 1
*
[ 4/5 ] 
f(z) = 223/192*z^3 - 149/150*z + 1
*
[ 4/5 ] 
f(z) = 227/192*z^3 - 151/150*z + 1
*
[ 4/5 ] 
f(z) = 239/192*z^3 - 157/150*z + 1
*
[ -21/10 ] 
f(z) = 220/189*z^3 - 128/35*z + 1
*
-2 | 0.10892430886976367364284689964630349942 | 0.015824057660277500681501400648691327799
f(z) = 221/184*z^3 - 122/23*z + 1
*
4/13 | 0.24595946638887667210981213939858138677 | 0.027225733591019783492950771098994733239
f(z) = 221/192*z^3 - 131/39*z + 1
*
-2 | 0.10919808224608958016296857207101122470 | 0.015845039164531078234311343323057871202
f(z) = 223/184*z^3 - 123/23*z + 1
*
-2 | 0.10946510056433532163114130399596734494 | 0.015865143986540527379471434969218696577
f(z) = 225/184*z^3 - 124/23*z + 1
*
[ -7/3 ] 
f(z) = 225/196*z^3 - 135/28*z + 1
*
-2 | 0.10972580830147603359153425889177320018 | 0.015884437689235020810459859344659903108
f(z) = 227/184*z^3 - 125/23*z + 1
*
-2 | 0.10998060235916370744770451774922014530 | 0.015902978650907432232450280241094965839
f(z) = 229/184*z^3 - 126/23*z + 1
*
-2 | 0.11022983890252377352257384719200218588 | 0.015920819099761787381095792417941872007
f(z) = 231/184*z^3 - 127/23*z + 1
*
-2 | 0.11047383898698159833454910771884793879 | 0.015938005965448417681852510990063768303
f(z) = 233/184*z^3 - 128/23*z + 1
*
-2 | 0.11071289322557274604594508008268087535 | 0.015954581585637001932762289745193771327
f(z) = 235/184*z^3 - 129/23*z + 1
*
-2 | 0.11094726568928411493331009417504859326 | 0.015970584296661753136817248973167657034
f(z) = 237/184*z^3 - 130/23*z + 1
*
-2 | 0.11117719718890361311040493279289490399 | 0.015986048930637917918683980164731508727
f(z) = 239/184*z^3 - 131/23*z + 1
*
[ -4 ] 
f(z) = 221/192*z^3 - 103/6*z + 1
*
[ 4 ] 
f(z) = 223/192*z^3 - 107/6*z + 1
*
[ 14/5 ] 
f(z) = 225/196*z^3 - 117/14*z + 1
*
[ -14/5 ] 
f(z) = 225/196*z^3 - 107/14*z + 1
*
[ 4 ] 
f(z) = 227/192*z^3 - 109/6*z + 1
*
[ -4 ] 
f(z) = 229/192*z^3 - 107/6*z + 1
*
[ -4 ] 
f(z) = 233/192*z^3 - 109/6*z + 1
*
[ 4 ] 
f(z) = 235/192*z^3 - 113/6*z + 1
*
[ 4 ] 
f(z) = 239/192*z^3 - 115/6*z + 1
*
[ 2 ] 
f(z) = 225/184*z^3 - 101/23*z + 1
*
[ 2 ] 
f(z) = 227/184*z^3 - 102/23*z + 1
*
[ 2 ] 
f(z) = 229/184*z^3 - 103/23*z + 1
*
[ 2 ] 
f(z) = 231/184*z^3 - 104/23*z + 1
*
[ 2 ] 
f(z) = 233/184*z^3 - 105/23*z + 1
*
[ 2 ] 
f(z) = 235/184*z^3 - 106/23*z + 1
*
[ 2 ] 
f(z) = 237/184*z^3 - 107/23*z + 1
*
[ 2 ] 
f(z) = 239/184*z^3 - 108/23*z + 1
*
[ 4/3 ] 
f(z) = 229/192*z^3 - 101/54*z + 1
*
[ 3/2 ] 
f(z) = 230/189*z^3 - 101/42*z + 1
*
[ 3/8 ] 
f(z) = 232/189*z^3 - 103/56*z + 1
*
[ 4/3 ] 
f(z) = 233/192*z^3 - 103/54*z + 1
*
[ 6/5 ] 
f(z) = 225/184*z^3 - 110/69*z + 1
*
[ 6/5 ] 
f(z) = 230/189*z^3 - 111/70*z + 1
*
[ 3/4 ] 
f(z) = 221/189*z^3 - 111/112*z + 1
*
[ 12/17 ] 
f(z) = 221/192*z^3 - 101/102*z + 1
*
[ 7/10 ] 
f(z) = 225/196*z^3 - 111/112*z + 1
*
[ 3/4 ] 
f(z) = 227/189*z^3 - 113/112*z + 1
*
[ 3/5 ] 
f(z) = 230/189*z^3 - 116/105*z + 1
*
[ 3/4 ] 
f(z) = 233/189*z^3 - 115/112*z + 1
*
[ 3/4 ] 
f(z) = 239/189*z^3 - 117/112*z + 1
*
[ 12/5 ] 
f(z) = 235/192*z^3 - 97/15*z + 1
*
[ 2 ] 
f(z) = 221/184*z^3 - 99/23*z + 1
*
[ 4/13 ] 
f(z) = 221/192*z^3 - 92/39*z + 1
*
[ 2 ] 
f(z) = 223/184*z^3 - 100/23*z + 1
*
[ 28/15 ] 
f(z) = 225/196*z^3 - 99/28*z + 1
*
[ -2 ] 
f(z) = 231/184*z^3 - 81/23*z + 1
*
[ -2 ] 
f(z) = 233/184*z^3 - 82/23*z + 1
*
[ -2 ] 
f(z) = 235/184*z^3 - 83/23*z + 1
*
[ -2 ] 
f(z) = 237/184*z^3 - 84/23*z + 1
*
[ -2 ] 
f(z) = 239/184*z^3 - 85/23*z + 1
*
[ 4/3 ] 
f(z) = 221/192*z^3 - 97/54*z + 1
*
[ 12/13 ] 
f(z) = 221/192*z^3 - 83/78*z + 1
*
[ 3/4 ] 
f(z) = 220/189*z^3 - 83/84*z + 1
*
[ 4/5 ] 
f(z) = 225/184*z^3 - 95/92*z + 1
*
[ 2/3 ] 
f(z) = 225/188*z^3 - 97/94*z + 1
*
[ 2/3 ] 
f(z) = 225/196*z^3 - 99/98*z + 1
*
[ -3/2 ] 
f(z) = 229/189*z^3 - 89/84*z + 1
*
[ -3/2 ] 
f(z) = 235/189*z^3 - 95/84*z + 1
*
[ -3 ] 
f(z) = 220/189*z^3 - 64/7*z + 1
*
[ 3 ] 
f(z) = 221/189*z^3 - 69/7*z + 1
*
[ -3 ] 
f(z) = 223/189*z^3 - 65/7*z + 1
*
[ -3 ] 
f(z) = 226/189*z^3 - 66/7*z + 1
*
[ 3 ] 
f(z) = 227/189*z^3 - 71/7*z + 1
*
[ -3 ] 
f(z) = 229/189*z^3 - 67/7*z + 1
*
[ 3 ] 
f(z) = 230/189*z^3 - 72/7*z + 1
*
[ -3 ] 
f(z) = 232/189*z^3 - 68/7*z + 1
*
[ 3 ] 
f(z) = 233/189*z^3 - 73/7*z + 1
*
[ -3 ] 
f(z) = 235/189*z^3 - 69/7*z + 1
*
[ 3 ] 
f(z) = 236/189*z^3 - 74/7*z + 1
*
[ 3 ] 
f(z) = 239/189*z^3 - 75/7*z + 1
*
[ -2 ] 
f(z) = 221/184*z^3 - 76/23*z + 1
*
[ -2 ] 
f(z) = 223/184*z^3 - 77/23*z + 1
*
[ 3/2 ] 
f(z) = 223/189*z^3 - 65/28*z + 1
*
[ -2 ] 
f(z) = 225/184*z^3 - 78/23*z + 1
*
[ -28/15 ] 
f(z) = 225/196*z^3 - 69/28*z + 1
*
[ -2 ] 
f(z) = 227/184*z^3 - 79/23*z + 1
*
[ -2 ] 
f(z) = 229/184*z^3 - 80/23*z + 1
*
[ 3/2 ] 
f(z) = 229/189*z^3 - 67/28*z + 1
*
[ 3/2 ] 
f(z) = 235/189*z^3 - 69/28*z + 1
*
[ 4/5 ] 
f(z) = 221/192*z^3 - 74/75*z + 1
*
[ 4/5 ] 
f(z) = 229/192*z^3 - 76/75*z + 1
*
[ 2/3 ] 
f(z) = 231/184*z^3 - 73/69*z + 1
*
[ 4/5 ] 
f(z) = 233/192*z^3 - 77/75*z + 1
*
[ 2/3 ] 
f(z) = 237/184*z^3 - 74/69*z + 1
*
[ 4 ] 
f(z) = 221/192*z^3 - 53/3*z + 1
*
[ -4 ] 
f(z) = 223/192*z^3 - 52/3*z + 1
*
[ -4 ] 
f(z) = 227/192*z^3 - 53/3*z + 1
*
[ 4 ] 
f(z) = 229/192*z^3 - 55/3*z + 1
*
[ 4 ] 
f(z) = 233/192*z^3 - 56/3*z + 1
*
[ -4 ] 
f(z) = 235/192*z^3 - 55/3*z + 1
*
[ -4 ] 
f(z) = 239/192*z^3 - 56/3*z + 1
*
[ 4/3 ] 
f(z) = 223/192*z^3 - 49/27*z + 1
*
[ 7/5 ] 
f(z) = 225/196*z^3 - 55/28*z + 1
*
[ 4/3 ] 
f(z) = 227/192*z^3 - 50/27*z + 1
*
[ 4/3 ] 
f(z) = 235/192*z^3 - 52/27*z + 1
*
3/4 | 0.21920791821336713024595088903781915714 | 0.029869363616897407424501700081495644737
f(z) = 236/189*z^3 - 57/28*z + 1
*
[ 3/2 ] 
f(z) = 236/189*z^3 - 52/21*z + 1
*
[ 4/3 ] 
f(z) = 239/192*z^3 - 53/27*z + 1
*
[ -3/2 ] 
f(z) = 226/189*z^3 - 43/42*z + 1
*
[ 3/4 ] 
f(z) = 230/189*z^3 - 57/56*z + 1
*
[ 3/4 ] 
f(z) = 232/189*z^3 - 43/42*z + 1
*
[ 3/2 ] 
f(z) = 226/189*z^3 - 33/14*z + 1
*
[ 3/5 ] 
f(z) = 220/189*z^3 - 38/35*z + 1
*
[ 2/5 ] 
f(z) = 225/184*z^3 - 39/23*z + 1
*
[ 2/3 ] 
f(z) = 225/184*z^3 - 24/23*z + 1
*
[ 7/15 ] 
f(z) = 225/196*z^3 - 39/28*z + 1
*
[ -3/2 ] 
f(z) = 227/189*z^3 - 29/28*z + 1
*
[ -3/2 ] 
f(z) = 232/189*z^3 - 23/21*z + 1
*
[ -3/2 ] 
f(z) = 233/189*z^3 - 31/28*z + 1
*
[ 3/5 ] 
f(z) = 235/189*z^3 - 39/35*z + 1
*
[ 4/5 ] 
f(z) = 235/192*z^3 - 31/30*z + 1
*
[ 3/4 ] 
f(z) = 236/189*z^3 - 29/28*z + 1
*
[ -3/2 ] 
f(z) = 239/189*z^3 - 33/28*z + 1
*
[ 3/2 ] 
f(z) = 220/189*z^3 - 16/7*z + 1
*
[ 14/15 ] 
f(z) = 225/196*z^3 - 15/14*z + 1
*
[ -3/2 ] 
f(z) = 230/189*z^3 - 15/14*z + 1
*
[ 3/2 ] 
f(z) = 232/189*z^3 - 17/7*z + 1
*
[ -3/2 ] 
f(z) = 236/189*z^3 - 8/7*z + 1
*
[ -14/15 ]
f(z) = 225/196*z^3 + 15/14*z + 1
*
[ -1 ]
f(z) = 222/181*z^3 + 140/181*z + 1
*
[ -2 ] 
f(z) = 221/212*z^3 - 283/106*z + 1
*
[ -2 ] 
f(z) = 223/204*z^3 - 293/102*z + 1
*
[ -2 ] 
f(z) = 223/212*z^3 - 287/106*z + 1
*
[ -2 ] 
f(z) = 225/212*z^3 - 291/106*z + 1
*
[ -2 ] 
f(z) = 227/212*z^3 - 295/106*z + 1
*
[ -2 ] 
f(z) = 229/212*z^3 - 299/106*z + 1
*
[ 3/2 ] 
f(z) = 226/207*z^3 - 293/138*z + 1
*
[ -12/7 ] 
f(z) = 227/216*z^3 - 295/196*z + 1
*
[ 7/15 ] 
f(z) = 225/203*z^3 - 281/203*z + 1
*
[ 7/15 ] 
f(z) = 225/217*z^3 - 297/217*z + 1
*
-2 | 0.10918874339739469326664253344216576245 | 0.015708768976713758833014966134406253023
f(z) = 235/208*z^3 - 261/52*z + 1
*
-2 | 0.10948513243224800267097434912947207142 | 0.015734130116953021928873442120635651247
f(z) = 237/208*z^3 - 263/52*z + 1
*
-2 | 0.10977225380395726938685981065272382207 | 0.015758236097879503156087079661123366476
f(z) = 239/208*z^3 - 265/52*z + 1
*
[ -30/13 ] 
f(z) = 221/216*z^3 - 261/65*z + 1
*
-6/5 | 0.15606030120055586424241899659217851144 | 0.022354988234749912228285634690761947222
f(z) = 225/208*z^3 - 269/156*z + 1
*
[ 4/3 ] 
f(z) = 231/208*z^3 - 269/156*z + 1
*
[ 4/3 ] 
f(z) = 237/208*z^3 - 277/156*z + 1
*
[ -12/7 ] 
f(z) = 221/216*z^3 - 279/196*z + 1
*
[ 1/2 ] 
f(z) = 220/207*z^3 - 262/207*z + 1
*
[ 1/2 ] 
f(z) = 220/211*z^3 - 266/211*z + 1
*
[ 1/2 ] 
f(z) = 220/213*z^3 - 268/213*z + 1
*
[ 1/2 ] 
f(z) = 220/217*z^3 - 272/217*z + 1
*
[ 1/2 ] 
f(z) = 220/219*z^3 - 274/219*z + 1
*
[ 1/2 ] 
f(z) = 224/205*z^3 - 261/205*z + 1
*
[ 1/2 ] 
f(z) = 224/207*z^3 - 263/207*z + 1
*
[ 1/2 ] 
f(z) = 224/209*z^3 - 265/209*z + 1
*
[ 1/2 ] 
f(z) = 224/211*z^3 - 267/211*z + 1
*
[ 1/2 ] 
f(z) = 224/213*z^3 - 269/213*z + 1
*
[ 1/2 ] 
f(z) = 224/215*z^3 - 271/215*z + 1
*
[ 1/2 ] 
f(z) = 224/219*z^3 - 275/219*z + 1
*
[ 1/2 ] 
f(z) = 228/205*z^3 - 262/205*z + 1
*
[ 1/2 ] 
f(z) = 228/211*z^3 - 268/211*z + 1
*
[ 1/2 ] 
f(z) = 228/215*z^3 - 272/215*z + 1
*
[ 1/2 ] 
f(z) = 228/217*z^3 - 274/217*z + 1
*
[ 1/2 ] 
f(z) = 232/205*z^3 - 263/205*z + 1
*
[ 1/2 ] 
f(z) = 232/207*z^3 - 265/207*z + 1
*
[ 1/2 ] 
f(z) = 232/209*z^3 - 267/209*z + 1
*
[ 1/2 ] 
f(z) = 232/211*z^3 - 269/211*z + 1
*
[ 1/2 ] 
f(z) = 232/213*z^3 - 271/213*z + 1
*
[ 1/2 ] 
f(z) = 232/215*z^3 - 273/215*z + 1
*
[ 1/2 ] 
f(z) = 232/217*z^3 - 275/217*z + 1
*
[ 1/2 ] 
f(z) = 232/219*z^3 - 277/219*z + 1
*
[ 1/2 ] 
f(z) = 236/203*z^3 - 262/203*z + 1
*
[ 1/2 ] 
f(z) = 236/205*z^3 - 264/205*z + 1
*
[ 1/2 ] 
f(z) = 236/207*z^3 - 266/207*z + 1
*
[ 1/2 ] 
f(z) = 236/209*z^3 - 268/209*z + 1
*
[ 1/2 ] 
f(z) = 236/211*z^3 - 270/211*z + 1
*
[ 1/2 ] 
f(z) = 236/213*z^3 - 272/213*z + 1
*
[ 1/2 ] 
f(z) = 236/215*z^3 - 274/215*z + 1
*
[ 1/2 ] 
f(z) = 236/217*z^3 - 276/217*z + 1
*
[ 1/2 ] 
f(z) = 236/219*z^3 - 278/219*z + 1
*
[ 3/4 ] 
f(z) = 236/207*z^3 - 269/276*z + 1
*
[ 5/7 ] 
f(z) = 231/200*z^3 - 277/280*z + 1
*
-2 | 0.10715045034546021697824115466819864561 | 0.015520621822843027185663529774901755637
f(z) = 223/208*z^3 - 249/52*z + 1
*
-2 | 0.10788957026610164281956785613584348836 | 0.015591690690967155326240361627108697796
f(z) = 227/208*z^3 - 253/52*z + 1
*
-2 | 0.10823399935774714599376492773151561394 | 0.015623687426655313453334719411450298665
f(z) = 229/208*z^3 - 255/52*z + 1
*
-2 | 0.10856435309685828150408335278333064196 | 0.015653720870705130211758230817671633278
f(z) = 231/208*z^3 - 257/52*z + 1
*
-2 | 0.10888217484499538258183417755060164946 | 0.015682018581026410092039903620965433934
f(z) = 233/208*z^3 - 259/52*z + 1
*
[ 8/5 ] 
f(z) = 225/208*z^3 - 249/104*z + 1
*
[ 3/8 ] 
f(z) = 224/207*z^3 - 251/138*z + 1
*
3/5 | 0.21443028153872091721826260084830410189 | 0.027824192538615560016149232017809661261
f(z) = 235/216*z^3 - 247/120*z + 1
*
[ 1/2 ] 
f(z) = 220/201*z^3 - 256/201*z + 1
*
[ 1/2 ] 
f(z) = 220/203*z^3 - 258/203*z + 1
*
[ 1/2 ] 
f(z) = 224/201*z^3 - 257/201*z + 1
*
[ 16/15 ] 
f(z) = 225/208*z^3 - 243/208*z + 1
*
[ 1/2 ] 
f(z) = 228/203*z^3 - 260/203*z + 1
*
[ 1/2 ] 
f(z) = 232/201*z^3 - 259/201*z + 1
*
[ 1/2 ] 
f(z) = 236/201*z^3 - 260/201*z + 1
*
[ 2/3 ] 
f(z) = 239/216*z^3 - 241/243*z + 1
*
[ 3/4 ] 
f(z) = 220/207*z^3 - 257/276*z + 1
*
[ -20/13 ] 
f(z) = 221/200*z^3 - 251/260*z + 1
*
[ 4/5 ] 
f(z) = 235/208*z^3 - 253/260*z + 1
*
[ 3 ] 
f(z) = 239/216*z^3 - 223/24*z + 1
*
[ 30/17 ] 
f(z) = 221/216*z^3 - 234/85*z + 1
*
[ 2/5 ] 
f(z) = 235/216*z^3 - 226/135*z + 1
*
[ 6/13 ] 
f(z) = 227/216*z^3 - 235/169*z + 1
*
[ 6/13 ] 
f(z) = 233/216*z^3 - 236/169*z + 1
*
[ 6/13 ] 
f(z) = 239/216*z^3 - 237/169*z + 1
*
[ 2/3 ] 
f(z) = 221/200*z^3 - 223/225*z + 1
*
[ 2/3 ] 
f(z) = 223/200*z^3 - 224/225*z + 1
*
[ 2/3 ] 
f(z) = 227/200*z^3 - 226/225*z + 1
*
[ 2/3 ] 
f(z) = 229/200*z^3 - 227/225*z + 1
*
[ 2/3 ] 
f(z) = 233/200*z^3 - 229/225*z + 1
*
[ 2/3 ] 
f(z) = 239/200*z^3 - 232/225*z + 1
*
[ 2/3 ] 
f(z) = 221/216*z^3 - 232/243*z + 1
*
[ 2/3 ] 
f(z) = 223/216*z^3 - 233/243*z + 1
*
[ 2/3 ] 
f(z) = 227/216*z^3 - 235/243*z + 1
*
[ 2/3 ] 
f(z) = 229/216*z^3 - 236/243*z + 1
*
[ 2/3 ] 
f(z) = 233/216*z^3 - 238/243*z + 1
*
[ 2/3 ] 
f(z) = 235/216*z^3 - 239/243*z + 1
*
[ 3 ] 
f(z) = 221/216*z^3 - 205/24*z + 1
*
[ 3 ] 
f(z) = 227/216*z^3 - 211/24*z + 1
*
[ 3 ] 
f(z) = 233/216*z^3 - 217/24*z + 1
*
[ -3 ] 
f(z) = 235/216*z^3 - 203/24*z + 1
*
[ 2 ] 
f(z) = 227/208*z^3 - 201/52*z + 1
*
[ 2 ] 
f(z) = 229/208*z^3 - 203/52*z + 1
*
[ 2 ] 
f(z) = 231/208*z^3 - 205/52*z + 1
*
[ 2 ] 
f(z) = 233/208*z^3 - 207/52*z + 1
*
[ 2 ] 
f(z) = 235/208*z^3 - 209/52*z + 1
*
[ 2 ] 
f(z) = 237/208*z^3 - 211/52*z + 1
*
[ 2 ] 
f(z) = 239/208*z^3 - 213/52*z + 1
*
[ 3/2 ] 
f(z) = 235/216*z^3 - 203/96*z + 1
*
[ -5/3 ] 
f(z) = 237/200*z^3 - 203/120*z + 1
*
[ 6/5 ] 
f(z) = 225/208*z^3 - 217/156*z + 1
*
[ 3/5 ] 
f(z) = 221/216*z^3 - 207/200*z + 1
*
[ 2/3 ] 
f(z) = 225/202*z^3 - 201/202*z + 1
*
[ 2/3 ] 
f(z) = 225/206*z^3 - 203/206*z + 1
*
[ 13/15 ] 
f(z) = 225/208*z^3 - 201/208*z + 1
*
[ 2/3 ] 
f(z) = 225/214*z^3 - 207/214*z + 1
*
[ 2/3 ] 
f(z) = 225/218*z^3 - 209/218*z + 1
*
[ 3/5 ] 
f(z) = 227/216*z^3 - 209/200*z + 1
*
[ 3/5 ] 
f(z) = 233/216*z^3 - 211/200*z + 1
*
[ 3/5 ] 
f(z) = 239/216*z^3 - 213/200*z + 1
*
[ 10/3 ] 
f(z) = 231/200*z^3 - 182/15*z + 1
*
[ 10/3 ] 
f(z) = 237/200*z^3 - 187/15*z + 1
*
[ -3 ] 
f(z) = 223/216*z^3 - 191/24*z + 1
*
[ -3 ] 
f(z) = 229/216*z^3 - 197/24*z + 1
*
[ 2 ] 
f(z) = 223/208*z^3 - 197/52*z + 1
*
-26/15 | 0.16098296921043796688230777682427049481 | 0.024249653588405934803596490247551042030
f(z) = 225/208*z^3 - 191/52*z + 1
*
[ 3/2 ] 
f(z) = 223/216*z^3 - 191/96*z + 1
*
[ 3/2 ] 
f(z) = 229/216*z^3 - 197/96*z + 1
*
[ 18/13 ] 
f(z) = 221/216*z^3 - 197/117*z + 1
*
[ -5/3 ] 
f(z) = 231/200*z^3 - 193/120*z + 1
*
[ 10/9 ] 
f(z) = 237/200*z^3 - 184/135*z + 1
*
[ 3/4 ] 
f(z) = 224/201*z^3 - 193/201*z + 1
*
[ 3/4 ] 
f(z) = 224/213*z^3 - 197/213*z + 1
*
[ 3/4 ] 
f(z) = 224/219*z^3 - 199/219*z + 1
*
[ 11/15 ] 
f(z) = 225/209*z^3 - 197/209*z + 1
*
[ 4/5 ] 
f(z) = 225/212*z^3 - 197/212*z + 1
*
[ -10/3 ] 
f(z) = 231/200*z^3 - 173/15*z + 1
*
[ -10/3 ] 
f(z) = 237/200*z^3 - 178/15*z + 1
*
[ -2 ] 
f(z) = 239/208*z^3 - 161/52*z + 1
*
[ 2/5 ] 
f(z) = 225/212*z^3 - 177/106*z + 1
*
[ 10/9 ] 
f(z) = 231/200*z^3 - 179/135*z + 1
*
[ 18/17 ] 
f(z) = 221/216*z^3 - 167/153*z + 1
*
[ -2 ] 
f(z) = 223/208*z^3 - 145/52*z + 1
*
[ -2 ] 
f(z) = 227/208*z^3 - 149/52*z + 1
*
[ -2 ] 
f(z) = 229/208*z^3 - 151/52*z + 1
*
[ -2 ] 
f(z) = 231/208*z^3 - 153/52*z + 1
*
[ -2 ] 
f(z) = 233/208*z^3 - 155/52*z + 1
*
[ -2 ] 
f(z) = 235/208*z^3 - 157/52*z + 1
*
[ -2 ] 
f(z) = 237/208*z^3 - 159/52*z + 1
*
[ 3/2 ] 
f(z) = 220/207*z^3 - 142/69*z + 1
*
[ 3/2 ] 
f(z) = 224/207*z^3 - 145/69*z + 1
*
[ 3/2 ] 
f(z) = 232/207*z^3 - 151/69*z + 1
*
[ 3/2 ] 
f(z) = 236/207*z^3 - 154/69*z + 1
*
[ 10/21 ] 
f(z) = 231/200*z^3 - 143/105*z + 1
*
[ 12/13 ] 
f(z) = 221/216*z^3 - 149/156*z + 1
*
[ 2/3 ] 
f(z) = 231/208*z^3 - 155/156*z + 1
*
[ 6/7 ] 
f(z) = 235/216*z^3 - 142/147*z + 1
*
[ 2/3 ] 
f(z) = 237/208*z^3 - 157/156*z + 1
*
-2 | 0.10764805695740483375341710290256002289 | 0.015620124853766221308587712441859159628
f(z) = 221/200*z^3 - 123/25*z + 1
*
-2 | 0.091913699686659214731907821384600745791 | 0.013321360619473960801290154590104372799
f(z) = 221/216*z^3 - 124/27*z + 1
*
-2 | 0.10798571539389796768116148971033926933 | 0.015650731734420527380048025663775625245
f(z) = 223/200*z^3 - 124/25*z + 1
*
-2 | 0.092443315776298615476578128950001098812 | 0.013382540643495437746163743385856377815
f(z) = 223/216*z^3 - 125/27*z + 1
*
-2 | 0.10862368679242659203873781176426490681 | 0.015706771330470745071955068380341843655
f(z) = 227/200*z^3 - 126/25*z + 1
*
-2 | 0.093370625561174911709487489513438212280 | 0.013485793443875064967703754714162304777
f(z) = 227/216*z^3 - 127/27*z + 1
*
-2 | 0.10892642931337198772338660999167591246 | 0.015732563827973439499652523333774313975
f(z) = 229/200*z^3 - 127/25*z + 1
*
-2 | 0.093786253628398308550090064302665504106 | 0.013530496301324479047862758706402568550
f(z) = 229/216*z^3 - 128/27*z + 1
*
-2 | 0.10921965303104693525003691988396764628 | 0.015757065179550465440157763324659562585
f(z) = 231/200*z^3 - 128/25*z + 1
*
-2 | 0.10950416422859329466219920747849527045 | 0.015780394417048227358573911044796902087
f(z) = 233/200*z^3 - 129/25*z + 1
*
-2 | 0.094547830672224540418973325185888854165 | 0.013609926215271352083593179468599160580
f(z) = 233/216*z^3 - 130/27*z + 1
*
-2 | 0.094900475085651879928037263192547668588 | 0.013645636664884666392842402934007733318
f(z) = 235/216*z^3 - 131/27*z + 1
*
-2 | 0.11004974928705687391403920083076265757 | 0.015823934416318556081557827104755125675
f(z) = 237/200*z^3 - 131/25*z + 1
*
-2 | 0.11031196508866856343289800411022615768 | 0.015844313065873948562914281317712441738
f(z) = 239/200*z^3 - 132/25*z + 1
*
-2 | 0.095561042125129114302306422061104638200 | 0.013710747804493014020165253031500292930
f(z) = 239/216*z^3 - 133/27*z + 1
*
[ 8/15 ] 
f(z) = 225/208*z^3 - 123/104*z + 1
*
[ 6/11 ] 
f(z) = 223/216*z^3 - 138/121*z + 1
*
[ 6/11 ] 
f(z) = 229/216*z^3 - 139/121*z + 1
*
[ 3/4 ] 
f(z) = 232/207*z^3 - 133/138*z + 1
*
[ 6/11 ] 
f(z) = 235/216*z^3 - 140/121*z + 1
*
[ 3/5 ] 
f(z) = 235/216*z^3 - 127/120*z + 1
*
[ 3/4 ] 
f(z) = 235/216*z^3 - 121/128*z + 1
*
[ 6/7 ] 
f(z) = 223/216*z^3 - 136/147*z + 1
*
[ 6/7 ] 
f(z) = 229/216*z^3 - 139/147*z + 1
*
[ -6 ] 
f(z) = 221/216*z^3 - 107/3*z + 1
*
[ 6 ] 
f(z) = 223/216*z^3 - 109/3*z + 1
*
[ -6 ] 
f(z) = 227/216*z^3 - 110/3*z + 1
*
[ 6 ] 
f(z) = 229/216*z^3 - 112/3*z + 1
*
[ -6 ] 
f(z) = 233/216*z^3 - 113/3*z + 1
*
[ 6 ] 
f(z) = 235/216*z^3 - 115/3*z + 1
*
[ -6 ] 
f(z) = 239/216*z^3 - 116/3*z + 1
*
[ 2 ] 
f(z) = 227/200*z^3 - 101/25*z + 1
*
[ 2 ] 
f(z) = 229/200*z^3 - 102/25*z + 1
*
[ 2 ] 
f(z) = 229/216*z^3 - 101/27*z + 1
*
[ 2 ] 
f(z) = 231/200*z^3 - 103/25*z + 1
*
[ 2 ] 
f(z) = 233/200*z^3 - 104/25*z + 1
*
[ 2 ] 
f(z) = 233/216*z^3 - 103/27*z + 1
*
[ 2 ] 
f(z) = 235/216*z^3 - 104/27*z + 1
*
[ 2 ] 
f(z) = 237/200*z^3 - 106/25*z + 1
*
[ 2 ] 
f(z) = 239/200*z^3 - 107/25*z + 1
*
[ 2 ] 
f(z) = 239/216*z^3 - 106/27*z + 1
*
[ 6/5 ] 
f(z) = 227/216*z^3 - 101/75*z + 1
*
[ 6/5 ] 
f(z) = 233/216*z^3 - 104/75*z + 1
*
[ 6/5 ] 
f(z) = 239/216*z^3 - 107/75*z + 1
*
[ -8/5 ] 
f(z) = 225/208*z^3 - 119/104*z + 1
*
[ 2/3 ] 
f(z) = 225/212*z^3 - 103/106*z + 1
*
[ 3/4 ] 
f(z) = 223/216*z^3 - 117/128*z + 1
*
[ 3/4 ] 
f(z) = 229/216*z^3 - 119/128*z + 1
*
[ 2 ] 
f(z) = 221/200*z^3 - 98/25*z + 1
*
[ 2 ] 
f(z) = 221/216*z^3 - 97/27*z + 1
*
[ 2 ] 
f(z) = 223/200*z^3 - 99/25*z + 1
*
[ 2 ] 
f(z) = 223/216*z^3 - 98/27*z + 1
*
[ 2 ] 
f(z) = 227/216*z^3 - 100/27*z + 1
*
[ -12/5 ] 
f(z) = 235/216*z^3 - 97/20*z + 1
*
[ -2 ] 
f(z) = 237/200*z^3 - 81/25*z + 1
*
[ -2 ] 
f(z) = 239/200*z^3 - 82/25*z + 1
*
[ 6/17 ] 
f(z) = 221/216*z^3 - 100/51*z + 1
*
[ 6/5 ] 
f(z) = 221/216*z^3 - 98/75*z + 1
*
[ 10/17 ] 
f(z) = 221/200*z^3 - 92/85*z + 1
*
[ -3 ] 
f(z) = 221/216*z^3 - 63/8*z + 1
*
[ 3 ] 
f(z) = 223/216*z^3 - 69/8*z + 1
*
[ -3 ] 
f(z) = 227/216*z^3 - 65/8*z + 1
*
[ 3 ] 
f(z) = 229/216*z^3 - 71/8*z + 1
*
[ -3 ] 
f(z) = 233/216*z^3 - 67/8*z + 1
*
[ 3 ] 
f(z) = 235/216*z^3 - 73/8*z + 1
*
[ -3 ] 
f(z) = 239/216*z^3 - 69/8*z + 1
*
[ -2 ] 
f(z) = 221/200*z^3 - 73/25*z + 1
*
[ -2 ] 
f(z) = 221/216*z^3 - 70/27*z + 1
*
[ 3/2 ] 
f(z) = 221/216*z^3 - 63/32*z + 1
*
[ -2 ] 
f(z) = 223/200*z^3 - 74/25*z + 1
*
[ -2 ] 
f(z) = 223/216*z^3 - 71/27*z + 1
*
[ -2 ] 
f(z) = 227/200*z^3 - 76/25*z + 1
*
[ -2 ] 
f(z) = 227/216*z^3 - 73/27*z + 1
*
[ 3/2 ] 
f(z) = 227/216*z^3 - 65/32*z + 1
*
[ -2 ] 
f(z) = 229/200*z^3 - 77/25*z + 1
*
[ -2 ] 
f(z) = 229/216*z^3 - 74/27*z + 1
*
[ -2 ] 
f(z) = 231/200*z^3 - 78/25*z + 1
*
[ 10/7 ] 
f(z) = 231/200*z^3 - 72/35*z + 1
*
[ -2 ] 
f(z) = 233/200*z^3 - 79/25*z + 1
*
[ -2 ] 
f(z) = 233/216*z^3 - 76/27*z + 1
*
[ 3/2 ] 
f(z) = 233/216*z^3 - 67/32*z + 1
*
[ -2 ] 
f(z) = 235/216*z^3 - 77/27*z + 1
*
[ -2 ] 
f(z) = 239/216*z^3 - 79/27*z + 1
*
[ 3/2 ] 
f(z) = 239/216*z^3 - 69/32*z + 1
*
[ 10/13 ] 
f(z) = 221/200*z^3 - 62/65*z + 1
*
[ 12/17 ] 
f(z) = 221/216*z^3 - 63/68*z + 1
*
[ 3/4 ] 
f(z) = 224/207*z^3 - 65/69*z + 1
*
[ 2/3 ] 
f(z) = 231/200*z^3 - 76/75*z + 1
*
[ 2/3 ] 
f(z) = 237/200*z^3 - 77/75*z + 1
*
[ 6/7 ] 
f(z) = 221/216*z^3 - 45/49*z + 1
*
[ 2/3 ] 
f(z) = 225/208*z^3 - 51/52*z + 1
*
[ 4/5 ] 
f(z) = 225/208*z^3 - 49/52*z + 1
*
[ 6/7 ] 
f(z) = 227/216*z^3 - 46/49*z + 1
*
[ 10/11 ] 
f(z) = 231/200*z^3 - 58/55*z + 1
*
[ 6/7 ] 
f(z) = 233/216*z^3 - 47/49*z + 1
*
[ 6/7 ] 
f(z) = 239/216*z^3 - 48/49*z + 1
*
[ 6 ] 
f(z) = 221/216*z^3 - 36*z + 1
*
[ -6 ] 
f(z) = 223/216*z^3 - 36*z + 1
*
[ 6 ] 
f(z) = 227/216*z^3 - 37*z + 1
*
[ -6 ] 
f(z) = 229/216*z^3 - 37*z + 1
*
[ 6 ] 
f(z) = 233/216*z^3 - 38*z + 1
*
[ -6 ] 
f(z) = 235/216*z^3 - 38*z + 1
*
-6/5 | 0.22271409169008252774104331532476833737 | 0.029558209306309804669993237768164960850
f(z) = 235/216*z^3 - 26/15*z + 1
*
[ 6 ] 
f(z) = 239/216*z^3 - 39*z + 1
*
[ 6/5 ] 
f(z) = 223/216*z^3 - 33/25*z + 1
*
[ 6/5 ] 
f(z) = 229/216*z^3 - 34/25*z + 1
*
[ 6/13 ] 
f(z) = 221/216*z^3 - 18/13*z + 1
*
[ 6/5 ] 
f(z) = 235/216*z^3 - 7/5*z + 1
*
[ -2 ] 
f(z) = 223/220*z^3 - 281/110*z + 1
*
[ -2 ] 
f(z) = 227/220*z^3 - 289/110*z + 1
*
[ -2 ] 
f(z) = 227/228*z^3 - 283/114*z + 1
*
[ -2 ] 
f(z) = 229/220*z^3 - 293/110*z + 1
*
[ -2 ] 
f(z) = 229/228*z^3 - 287/114*z + 1
*
[ -2 ] 
f(z) = 229/236*z^3 - 281/118*z + 1
*
[ -2 ] 
f(z) = 231/236*z^3 - 285/118*z + 1
*
[ -2 ] 
f(z) = 233/228*z^3 - 295/114*z + 1
*
[ -2 ] 
f(z) = 233/236*z^3 - 289/118*z + 1
*
[ -2 ] 
f(z) = 235/228*z^3 - 299/114*z + 1
*
[ -2 ] 
f(z) = 235/236*z^3 - 293/118*z + 1
*
[ -2 ] 
f(z) = 237/236*z^3 - 297/118*z + 1
*
[ 3/2 ] 
f(z) = 226/225*z^3 - 289/150*z + 1
*
[ 1/2 ] 
f(z) = 220/227*z^3 - 282/227*z + 1
*
[ 1/2 ] 
f(z) = 220/229*z^3 - 284/229*z + 1
*
[ 1/2 ] 
f(z) = 220/233*z^3 - 288/233*z + 1
*
[ 1/2 ] 
f(z) = 220/237*z^3 - 292/237*z + 1
*
[ 1/2 ] 
f(z) = 220/239*z^3 - 294/239*z + 1
*
[ 1/2 ] 
f(z) = 224/225*z^3 - 281/225*z + 1
*
[ 1/2 ] 
f(z) = 224/227*z^3 - 283/227*z + 1
*
[ 1/2 ] 
f(z) = 224/229*z^3 - 285/229*z + 1
*
[ 1/2 ] 
f(z) = 224/233*z^3 - 289/233*z + 1
*
[ 1/2 ] 
f(z) = 224/235*z^3 - 291/235*z + 1
*
[ 1/2 ] 
f(z) = 224/237*z^3 - 293/237*z + 1
*
[ 1/2 ] 
f(z) = 224/239*z^3 - 295/239*z + 1
*
-7/5 | 0.12753632113687553493438654335070337696 | 0.022619421554044563205103753741829970857
f(z) = 225/224*z^3 - 281/224*z + 1
*
[ 1/2 ] 
f(z) = 228/227*z^3 - 284/227*z + 1
*
[ 1/2 ] 
f(z) = 228/229*z^3 - 286/229*z + 1
*
[ 1/2 ] 
f(z) = 228/233*z^3 - 290/233*z + 1
*
[ 1/2 ] 
f(z) = 228/235*z^3 - 292/235*z + 1
*
[ 1/2 ] 
f(z) = 228/239*z^3 - 296/239*z + 1
*
[ 1/2 ] 
f(z) = 232/223*z^3 - 281/223*z + 1
*
[ 1/2 ] 
f(z) = 232/225*z^3 - 283/225*z + 1
*
[ 1/2 ] 
f(z) = 232/227*z^3 - 285/227*z + 1
*
[ 1/2 ] 
f(z) = 232/229*z^3 - 287/229*z + 1
*
[ 1/2 ] 
f(z) = 232/231*z^3 - 289/231*z + 1
*
[ 1/2 ] 
f(z) = 232/233*z^3 - 291/233*z + 1
*
[ 1/2 ] 
f(z) = 232/235*z^3 - 293/235*z + 1
*
[ 1/2 ] 
f(z) = 232/237*z^3 - 295/237*z + 1
*
[ 1/2 ] 
f(z) = 232/239*z^3 - 297/239*z + 1
*
[ 1/2 ] 
f(z) = 236/223*z^3 - 282/223*z + 1
*
[ 1/2 ] 
f(z) = 236/225*z^3 - 284/225*z + 1
*
[ 1/2 ] 
f(z) = 236/227*z^3 - 286/227*z + 1
*
[ 1/2 ] 
f(z) = 236/229*z^3 - 288/229*z + 1
*
[ 1/2 ] 
f(z) = 236/231*z^3 - 290/231*z + 1
*
[ 1/2 ] 
f(z) = 236/233*z^3 - 292/233*z + 1
*
[ 1/2 ] 
f(z) = 236/235*z^3 - 294/235*z + 1
*
[ 1/2 ] 
f(z) = 236/237*z^3 - 296/237*z + 1
*
[ 1/2 ] 
f(z) = 236/239*z^3 - 298/239*z + 1
*
[ -8/5 ] 
f(z) = 235/224*z^3 - 297/280*z + 1
*
[ 5/2 ] 
f(z) = 232/225*z^3 - 263/45*z + 1
*
-2 | 0.10708720912239892890078648346138545905 | 0.015406425388946617241032646925249747531
f(z) = 233/224*z^3 - 261/56*z + 1
*
-2 | 0.10752228514879675908727647990412934568 | 0.015452048944181539011261290125839112986
f(z) = 235/224*z^3 - 263/56*z + 1
*
[ 5/2 ] 
f(z) = 236/225*z^3 - 268/45*z + 1
*
-2 | 0.10792870282815466239522258946242597776 | 0.015493587149457107397988037545521412728
f(z) = 237/224*z^3 - 265/56*z + 1
*
-2 | 0.10831137941676566569735916462864463891 | 0.015531757546140259211628967152509444837
f(z) = 239/224*z^3 - 267/56*z + 1
*
[ -2 ] 
f(z) = 221/220*z^3 - 277/110*z + 1
*
[ -2 ] 
f(z) = 221/228*z^3 - 271/114*z + 1
*
[ -2 ] 
f(z) = 221/236*z^3 - 265/118*z + 1
*
[ -2 ] 
f(z) = 223/228*z^3 - 275/114*z + 1
*
[ -2 ] 
f(z) = 223/236*z^3 - 269/118*z + 1
*
[ -2 ] 
f(z) = 225/236*z^3 - 273/118*z + 1
*
[ -2 ] 
f(z) = 227/236*z^3 - 277/118*z + 1
*
[ 3/8 ] 
f(z) = 224/225*z^3 - 271/150*z + 1
*
[ 1/2 ] 
f(z) = 220/221*z^3 - 276/221*z + 1
*
[ 1/2 ] 
f(z) = 220/223*z^3 - 278/223*z + 1
*
[ 1/2 ] 
f(z) = 224/221*z^3 - 277/221*z + 1
*
[ 1/2 ] 
f(z) = 224/223*z^3 - 279/223*z + 1
*
[ 17/15 ] 
f(z) = 225/221*z^3 - 263/221*z + 1
*
[ 8/15 ] 
f(z) = 225/232*z^3 - 267/232*z + 1
*
[ 17/15 ] 
f(z) = 225/238*z^3 - 261/238*z + 1
*
[ 1/2 ] 
f(z) = 228/221*z^3 - 278/221*z + 1
*
[ 1/2 ] 
f(z) = 228/223*z^3 - 280/223*z + 1
*
[ 1/2 ] 
f(z) = 232/221*z^3 - 279/221*z + 1
*
[ -5/3 ] 
f(z) = 234/235*z^3 - 274/235*z + 1
*
[ 1/2 ] 
f(z) = 236/221*z^3 - 280/221*z + 1
*
-2 | 0.10287865701417294595531172399052378859 | 0.014901857379142659777780795555431074052
f(z) = 221/224*z^3 - 249/56*z + 1
*
-2 | 0.10403189930149382689772903502087901125 | 0.015051461632242509465169456812964808198
f(z) = 223/224*z^3 - 251/56*z + 1
*
[ 5/2 ] 
f(z) = 224/225*z^3 - 253/45*z + 1
*
-2 | 0.10485255564743746075138209198213355388 | 0.015152795694524340575244631150393125185
f(z) = 225/224*z^3 - 253/56*z + 1
*
-2 | 0.10552177049234420487714096335272939988 | 0.015232174442989756708218232412343088230
f(z) = 227/224*z^3 - 255/56*z + 1
*
-2 | 0.10610018081241201938764928463951876727 | 0.015298415800323184919979334542801036906
f(z) = 229/224*z^3 - 257/56*z + 1
*
[ -15/8 ] 
f(z) = 232/225*z^3 - 251/120*z + 1
*
[ 2/5 ] 
f(z) = 235/232*z^3 - 241/145*z + 1
*
[ 5/4 ] 
f(z) = 236/225*z^3 - 259/180*z + 1
*
[ 15/14 ] 
f(z) = 238/225*z^3 - 241/210*z + 1
*
[ 28/45 ] 
f(z) = 225/224*z^3 - 251/252*z + 1
*
[ 15/17 ] 
f(z) = 238/225*z^3 - 244/255*z + 1
*
[ 2/3 ] 
f(z) = 221/232*z^3 - 241/261*z + 1
*
[ 2/3 ] 
f(z) = 223/232*z^3 - 242/261*z + 1
*
[ 2/3 ] 
f(z) = 227/232*z^3 - 244/261*z + 1
*
[ 2/3 ] 
f(z) = 229/232*z^3 - 245/261*z + 1
*
[ 2/3 ] 
f(z) = 233/232*z^3 - 247/261*z + 1
*
[ 2/3 ] 
f(z) = 235/232*z^3 - 248/261*z + 1
*
[ 2/3 ] 
f(z) = 239/232*z^3 - 250/261*z + 1
*
[ -5/2 ] 
f(z) = 232/225*z^3 - 227/45*z + 1
*
[ -5/2 ] 
f(z) = 236/225*z^3 - 232/45*z + 1
*
[ 15/13 ] 
f(z) = 221/225*z^3 - 229/195*z + 1
*
[ 15/17 ] 
f(z) = 221/225*z^3 - 229/255*z + 1
*
[ -5/2 ] 
f(z) = 224/225*z^3 - 217/45*z + 1
*
2/5 | 0.19173090661882753037953368897547572964 | 0.028576868315299311591972681152318492293
f(z) = 225/224*z^3 - 205/56*z + 1
*
[ 2 ] 
f(z) = 229/224*z^3 - 201/56*z + 1
*
[ 2 ] 
f(z) = 233/224*z^3 - 205/56*z + 1
*
[ 2 ] 
f(z) = 235/224*z^3 - 207/56*z + 1
*
[ 2 ] 
f(z) = 237/224*z^3 - 209/56*z + 1
*
[ 2 ] 
f(z) = 239/224*z^3 - 211/56*z + 1
*
[ 6/5 ] 
f(z) = 225/224*z^3 - 215/168*z + 1
*
[ 3/4 ] 
f(z) = 224/237*z^3 - 205/237*z + 1
*
[ 13/15 ] 
f(z) = 225/221*z^3 - 203/221*z + 1
*
[ 2/3 ] 
f(z) = 225/226*z^3 - 213/226*z + 1
*
[ 4/5 ] 
f(z) = 225/236*z^3 - 203/236*z + 1
*
[ 14/15 ] 
f(z) = 225/238*z^3 - 213/238*z + 1
*
[ 15/4 ] 
f(z) = 224/225*z^3 - 199/15*z + 1
*
[ -15/4 ] 
f(z) = 224/225*z^3 - 191/15*z + 1
*
[ 2/15 ] 
f(z) = 225/232*z^3 - 189/29*z + 1
*
[ 2 ] 
f(z) = 221/224*z^3 - 193/56*z + 1
*
[ 2 ] 
f(z) = 223/224*z^3 - 195/56*z + 1
*
[ 2 ] 
f(z) = 227/224*z^3 - 199/56*z + 1
*
[ 2/5 ] 
f(z) = 225/236*z^3 - 195/118*z + 1
*
[ 14/15 ] 
f(z) = 225/232*z^3 - 186/203*z + 1
*
-8/5 | 0.13902426921493810905348434912199143078 | 0.021413914573058858646859692894224691629
f(z) = 225/224*z^3 - 165/56*z + 1
*
[ 4/3 ] 
f(z) = 225/232*z^3 - 171/116*z + 1
*
[ 2/3 ] 
f(z) = 237/224*z^3 - 163/168*z + 1
*
[ -2 ] 
f(z) = 227/224*z^3 - 143/56*z + 1
*
[ -2 ] 
f(z) = 229/224*z^3 - 145/56*z + 1
*
[ -2 ] 
f(z) = 233/224*z^3 - 149/56*z + 1
*
[ -2 ] 
f(z) = 235/224*z^3 - 151/56*z + 1
*
[ -2 ] 
f(z) = 237/224*z^3 - 153/56*z + 1
*
[ -2 ] 
f(z) = 239/224*z^3 - 155/56*z + 1
*
[ 3/2 ] 
f(z) = 224/225*z^3 - 143/75*z + 1
*
[ 3/2 ] 
f(z) = 232/225*z^3 - 149/75*z + 1
*
[ 3/2 ] 
f(z) = 236/225*z^3 - 152/75*z + 1
*
-2 | 0.10278525211450733777042121968358027264 | 0.014879689271455027885235865629932137129
f(z) = 221/232*z^3 - 125/29*z + 1
*
-2 | 0.10251523029387799172017622564265672333 | 0.014823500542689674857854333810755629152
f(z) = 223/232*z^3 - 126/29*z + 1
*
-2 | 0.10104715538095494290589154668627276102 | 0.014594537172356070795723515610397053476
f(z) = 225/232*z^3 - 127/29*z + 1
*
-2 | 0.10138255815905911675833234627988315835 | 0.014626411388871150316196987990200293211
f(z) = 227/232*z^3 - 128/29*z + 1
*
-2 | 0.10360416732467059384471298673998402580 | 0.014930159370197355239691005549283313701
f(z) = 229/232*z^3 - 129/29*z + 1
*
-2 | 0.10469782045412654804079161081071782034 | 0.015070992122709736748999934239233107975
f(z) = 231/232*z^3 - 130/29*z + 1
*
-2 | 0.10548978339816277187959457802294419518 | 0.015168261853373458387626317062946829618
f(z) = 233/232*z^3 - 131/29*z + 1
*
-2 | 0.10613955618210250162795246746248925699 | 0.015245022201085752395343050647333304307
f(z) = 235/232*z^3 - 132/29*z + 1
*
-2 | 0.10670289697089858469644129337021543090 | 0.015309340269240135093856454000301397564
f(z) = 237/232*z^3 - 133/29*z + 1
*
-2 | 0.10720677115091739735371932129124707506 | 0.015365120868963092152361263991604662580
f(z) = 239/232*z^3 - 134/29*z + 1
*
[ -2 ] 
f(z) = 221/224*z^3 - 137/56*z + 1
*
[ -2 ] 
f(z) = 223/224*z^3 - 139/56*z + 1
*
[ 8/5 ] 
f(z) = 225/224*z^3 - 123/56*z + 1
*
[ 5/4 ] 
f(z) = 232/225*z^3 - 127/90*z + 1
*
[ 4/3 ] 
f(z) = 237/224*z^3 - 137/84*z + 1
*
[ 15/28 ] 
f(z) = 224/225*z^3 - 121/105*z + 1
*
[ 16/15 ] 
f(z) = 225/224*z^3 - 121/112*z + 1
*
[ 3/4 ] 
f(z) = 232/225*z^3 - 137/150*z + 1
*
[ 4/5 ] 
f(z) = 235/224*z^3 - 129/140*z + 1
*
[ 2 ] 
f(z) = 231/232*z^3 - 101/29*z + 1
*
[ 2 ] 
f(z) = 233/232*z^3 - 102/29*z + 1
*
[ 2 ] 
f(z) = 235/232*z^3 - 103/29*z + 1
*
[ 2 ] 
f(z) = 237/232*z^3 - 104/29*z + 1
*
[ 2 ] 
f(z) = 239/232*z^3 - 105/29*z + 1
*
[ 6/5 ] 
f(z) = 225/232*z^3 - 107/87*z + 1
*
[ 15/14 ] 
f(z) = 224/225*z^3 - 113/105*z + 1
*
[ 4/5 ] 
f(z) = 225/232*z^3 - 101/116*z + 1
*
[ 2/3 ] 
f(z) = 225/236*z^3 - 109/118*z + 1
*
[ 15/16 ] 
f(z) = 224/225*z^3 - 113/120*z + 1
*
[ 2 ] 
f(z) = 221/232*z^3 - 96/29*z + 1
*
[ 2 ] 
f(z) = 223/232*z^3 - 97/29*z + 1
*
[ 15/8 ] 
f(z) = 224/225*z^3 - 91/30*z + 1
*
-4/15 | 0.16016064872591724638726162662223630045 | 0.024222573314680009530545943913533980781
f(z) = 225/224*z^3 - 93/28*z + 1
*
[ 28/15 ] 
f(z) = 225/224*z^3 - 85/28*z + 1
*
[ 2 ] 
f(z) = 225/232*z^3 - 98/29*z + 1
*
[ 2 ] 
f(z) = 227/232*z^3 - 99/29*z + 1
*
[ 2 ] 
f(z) = 229/232*z^3 - 100/29*z + 1
*
[ 2/5 ] 
f(z) = 225/224*z^3 - 93/56*z + 1
*
[ 5/8 ] 
f(z) = 224/225*z^3 - 89/90*z + 1
*
[ 2/3 ] 
f(z) = 231/232*z^3 - 82/87*z + 1
*
-4/3 | 0.19654584745314502568191718308811937490 | 0.029630093810519383503270706144963076470
f(z) = 237/224*z^3 - 95/84*z + 1
*
[ 2/3 ] 
f(z) = 237/232*z^3 - 83/87*z + 1
*
[ -2 ] 
f(z) = 221/232*z^3 - 67/29*z + 1
*
[ -2 ] 
f(z) = 223/232*z^3 - 68/29*z + 1
*
[ 4/15 ] 
f(z) = 225/224*z^3 - 79/28*z + 1
*
[ -2 ] 
f(z) = 225/232*z^3 - 69/29*z + 1
*
[ -2 ] 
f(z) = 227/232*z^3 - 70/29*z + 1
*
[ -2 ] 
f(z) = 229/232*z^3 - 71/29*z + 1
*
[ -2 ] 
f(z) = 231/232*z^3 - 72/29*z + 1
*
[ -2 ] 
f(z) = 233/232*z^3 - 73/29*z + 1
*
[ -2 ] 
f(z) = 235/232*z^3 - 74/29*z + 1
*
[ -2 ] 
f(z) = 237/232*z^3 - 75/29*z + 1
*
[ -2 ] 
f(z) = 239/232*z^3 - 76/29*z + 1
*
[ 5/4 ] 
f(z) = 224/225*z^3 - 61/45*z + 1
*
[ 8/15 ] 
f(z) = 225/224*z^3 - 65/56*z + 1
*
[ 3/4 ] 
f(z) = 224/225*z^3 - 67/75*z + 1
*
[ -15/8 ] 
f(z) = 224/225*z^3 - 59/30*z + 1
*
[ -28/15 ] 
f(z) = 225/224*z^3 - 55/28*z + 1
*
[ 4/3 ] 
f(z) = 225/224*z^3 - 43/28*z + 1
*
[ 2/5 ] 
f(z) = 225/232*z^3 - 48/29*z + 1
*
[ 4/5 ] 
f(z) = 225/224*z^3 - 25/28*z + 1
*
[ 2/3 ] 
f(z) = 225/232*z^3 - 27/29*z + 1
*
[ 10/3 ] 
f(z) = 231/250*z^3 - 287/30*z + 1
*
[ -44/15 ] 
f(z) = 225/242*z^3 - 293/44*z + 1
*
[ 9/4 ] 
f(z) = 226/243*z^3 - 299/72*z + 1
*
[ 28/15 ] 
f(z) = 225/256*z^3 - 291/112*z + 1
*
[ -2 ] 
f(z) = 233/244*z^3 - 283/122*z + 1
*
[ -2 ] 
f(z) = 235/244*z^3 - 287/122*z + 1
*
[ -2 ] 
f(z) = 235/252*z^3 - 281/126*z + 1
*
[ -2 ] 
f(z) = 237/244*z^3 - 291/122*z + 1
*
[ -2 ] 
f(z) = 239/244*z^3 - 295/122*z + 1
*
[ -2 ] 
f(z) = 239/252*z^3 - 289/126*z + 1
*
[ 8/21 ] 
f(z) = 231/256*z^3 - 295/168*z + 1
*
[ 16/11 ] 
f(z) = 231/256*z^3 - 281/176*z + 1
*
[ 3/7 ] 
f(z) = 224/243*z^3 - 284/189*z + 1
*
[ 3/7 ] 
f(z) = 238/243*z^3 - 286/189*z + 1
*
[ 1/2 ] 
f(z) = 220/241*z^3 - 296/241*z + 1
*
[ 1/2 ] 
f(z) = 220/243*z^3 - 298/243*z + 1
*
[ 1/2 ] 
f(z) = 224/241*z^3 - 297/241*z + 1
*
[ 1/2 ] 
f(z) = 224/243*z^3 - 299/243*z + 1
*
[ 5/4 ] 
f(z) = 224/255*z^3 - 299/255*z + 1
*
[ 8/15 ] 
f(z) = 225/248*z^3 - 281/248*z + 1
*
[ 1/2 ] 
f(z) = 228/241*z^3 - 298/241*z + 1
*
[ 1/2 ] 
f(z) = 232/241*z^3 - 299/241*z + 1
*
[ 5/9 ] 
f(z) = 231/250*z^3 - 293/270*z + 1
*
[ 10/9 ] 
f(z) = 231/250*z^3 - 281/270*z + 1
*
[ 10/9 ] 
f(z) = 237/250*z^3 - 289/270*z + 1
*
[ -22/13 ] 
f(z) = 221/242*z^3 - 293/286*z + 1
*
[ 7/12 ] 
f(z) = 234/245*z^3 - 291/280*z + 1
*
[ -10/3 ] 
f(z) = 231/250*z^3 - 269/30*z + 1
*
[ -10/3 ] 
f(z) = 237/250*z^3 - 277/30*z + 1
*
-2 | 0.10329601739796289372437325216470727108 | 0.014860994119270371998923508867501255394
f(z) = 229/256*z^3 - 261/64*z + 1
*
-2 | 0.10302942320908722894160391407512781360 | 0.014806378862897752574488685318700442218
f(z) = 231/256*z^3 - 263/64*z + 1
*
-2 | 0.081156722861317011243254785218730566995 | 0.011663048753726015380204123815223575158
f(z) = 233/240*z^3 - 263/60*z + 1
*
-2 | 0.10286181321376800967030453338650730636 | 0.014766215340475263383962187813422370514
f(z) = 233/256*z^3 - 265/64*z + 1
*
-2 | 0.10269059562376486048785051989561376642 | 0.014725742041931384382084041346580953005
f(z) = 235/256*z^3 - 267/64*z + 1
*
-2 | 0.10334389047912898803088908504562681331 | 0.014803581936095758447310795785358869189
f(z) = 237/256*z^3 - 269/64*z + 1
*
-2 | 0.084996920652750821204333313266253490827 | 0.012175454914317751796693166279233960289
f(z) = 239/240*z^3 - 269/60*z + 1
*
-2 | 0.10412689062773554106547775415388573445 | 0.014899933349095675637768156252916156354
f(z) = 239/256*z^3 - 271/64*z + 1
*
[ -2 ] 
f(z) = 223/244*z^3 - 263/122*z + 1
*
[ -2 ] 
f(z) = 225/244*z^3 - 267/122*z + 1
*
[ -2 ] 
f(z) = 227/244*z^3 - 271/122*z + 1
*
[ -2 ] 
f(z) = 227/252*z^3 - 265/126*z + 1
*
[ -2 ] 
f(z) = 229/244*z^3 - 275/122*z + 1
*
[ -2 ] 
f(z) = 229/252*z^3 - 269/126*z + 1
*
[ -2 ] 
f(z) = 231/244*z^3 - 279/122*z + 1
*
[ -2 ] 
f(z) = 233/252*z^3 - 277/126*z + 1
*
[ 16/45 ] 
f(z) = 225/256*z^3 - 277/144*z + 1
*
-27/16 | 0.17236350818487605361247391867642145540 | 0.022099746015068879032983620828715558457
f(z) = 224/243*z^3 - 271/216*z + 1
*
[ 11/3 ] 
f(z) = 225/242*z^3 - 259/22*z + 1
*
[ -11/3 ] 
f(z) = 225/242*z^3 - 247/22*z + 1
*
12/5 | 0.18563794293130784892531320837721928338 | 0.022414689344320242767727430402591869098
f(z) = 225/256*z^3 - 247/48*z + 1
*
-2 | 0.081350720134021987739817411618971653877 | 0.011769921063384333897982164010211458564
f(z) = 221/240*z^3 - 251/60*z + 1
*
-2 | 0.10275356586376126625816116677063046993 | 0.014849459613104597636132493485527780885
f(z) = 221/256*z^3 - 253/64*z + 1
*
-2 | 0.082247748334025791413527370388329929784 | 0.011886055796586642397017188135181529303
f(z) = 223/240*z^3 - 253/60*z + 1
*
-2 | 0.10271029182750732782800575252667592988 | 0.014826334650255741987897143151454366853
f(z) = 223/256*z^3 - 255/64*z + 1
*
-2 | 0.10269567150351392310012309543955739808 | 0.014807525034588494888215881122188660873
f(z) = 225/256*z^3 - 257/64*z + 1
*
-104/45 | 0.25798601533714023666257480089416370795 | 0.028618013962940817175507080763736075443
f(z) = 225/256*z^3 - 257/72*z + 1
*
-88/45 | 0.26871245165894092862816074425396156341 | 0.029886198186136131139230464237628445269
f(z) = 225/256*z^3 - 251/72*z + 1
*
-2 | 0.083037355076217086812073050843002093981 | 0.011973023751590409195022476988513800037
f(z) = 227/240*z^3 - 257/60*z + 1
*
-2 | 0.10310002605500633055604501886109283358 | 0.014849230616495451121305642939735128518
f(z) = 227/256*z^3 - 259/64*z + 1
*
-2 | 0.083051893914223742039076214978321003460 | 0.011961749895301204418293951835506830441
f(z) = 229/240*z^3 - 259/60*z + 1
*
[ -9/4 ] 
f(z) = 230/243*z^3 - 241/72*z + 1
*
[ -9/4 ] 
f(z) = 238/243*z^3 - 253/72*z + 1
*
[ -2 ] 
f(z) = 221/244*z^3 - 259/122*z + 1
*
[ -2 ] 
f(z) = 221/252*z^3 - 253/126*z + 1
*
[ -2 ] 
f(z) = 223/252*z^3 - 257/126*z + 1
*
[ 2/5 ] 
f(z) = 235/248*z^3 - 256/155*z + 1
*
[ 9/20 ] 
f(z) = 220/243*z^3 - 253/180*z + 1
*
[ 22/45 ] 
f(z) = 225/242*z^3 - 251/198*z + 1
*
[ 6/5 ] 
f(z) = 235/252*z^3 - 247/210*z + 1
*
[ -5/3 ] 
f(z) = 234/245*z^3 - 258/245*z + 1
*
[ 2/3 ] 
f(z) = 221/248*z^3 - 250/279*z + 1
*
[ 2/3 ] 
f(z) = 223/248*z^3 - 251/279*z + 1
*
[ 2/3 ] 
f(z) = 227/248*z^3 - 253/279*z + 1
*
[ 2/3 ] 
f(z) = 229/248*z^3 - 254/279*z + 1
*
[ 2/3 ] 
f(z) = 233/248*z^3 - 256/279*z + 1
*
[ 2/3 ] 
f(z) = 235/248*z^3 - 257/279*z + 1
*
[ 2/3 ] 
f(z) = 239/248*z^3 - 259/279*z + 1
*
[ 32/45 ] 
f(z) = 225/256*z^3 - 245/288*z + 1
*
[ 7/8 ] 
f(z) = 232/245*z^3 - 243/280*z + 1
*
[ 5 ] 
f(z) = 229/250*z^3 - 221/10*z + 1
*
[ 5 ] 
f(z) = 231/250*z^3 - 223/10*z + 1
*
[ -5 ] 
f(z) = 233/250*z^3 - 221/10*z + 1
*
[ 4 ] 
f(z) = 233/256*z^3 - 221/16*z + 1
*
[ 4 ] 
f(z) = 235/256*z^3 - 223/16*z + 1
*
[ 5 ] 
f(z) = 237/250*z^3 - 229/10*z + 1
*
[ 4 ] 
f(z) = 237/256*z^3 - 225/16*z + 1
*
[ 5 ] 
f(z) = 239/250*z^3 - 231/10*z + 1
*
[ -5 ] 
f(z) = 239/250*z^3 - 227/10*z + 1
*
[ 4 ] 
f(z) = 239/256*z^3 - 227/16*z + 1
*
[ 3 ] 
f(z) = 239/243*z^3 - 221/27*z + 1
*
[ -9/4 ] 
f(z) = 226/243*z^3 - 235/72*z + 1
*
[ 11/6 ] 
f(z) = 225/242*z^3 - 235/88*z + 1
*
-9/56 | 0.20982947945382385874615341509152162430 | 0.024060842474108737332390119044265254435
f(z) = 224/243*z^3 - 227/126*z + 1
*
-28/45 | 0.22852081890042848918091164215489344266 | 0.027846961507580182461246883238601741887
f(z) = 225/256*z^3 - 229/144*z + 1
*
[ 11/9 ] 
f(z) = 225/242*z^3 - 239/198*z + 1
*
[ 16/13 ] 
f(z) = 221/256*z^3 - 233/208*z + 1
*
[ 7/6 ] 
f(z) = 222/245*z^3 - 229/210*z + 1
*
[ -27/16 ] 
f(z) = 224/243*z^3 - 223/216*z + 1
*
[ 2/3 ] 
f(z) = 225/242*z^3 - 221/242*z + 1
*
[ 2/3 ] 
f(z) = 225/254*z^3 - 227/254*z + 1
*
[ 16/17 ] 
f(z) = 221/256*z^3 - 225/272*z + 1
*
[ 11/13 ] 
f(z) = 221/242*z^3 - 239/286*z + 1
*
[ 5 ] 
f(z) = 221/250*z^3 - 213/10*z + 1
*
[ -5 ] 
f(z) = 221/250*z^3 - 209/10*z + 1
*
[ 4 ] 
f(z) = 221/256*z^3 - 209/16*z + 1
*
[ -4 ] 
f(z) = 221/256*z^3 - 201/16*z + 1
*
[ -5 ] 
f(z) = 223/250*z^3 - 211/10*z + 1
*
[ 4 ] 
f(z) = 223/256*z^3 - 211/16*z + 1
*
[ -4 ] 
f(z) = 223/256*z^3 - 203/16*z + 1
*
[ 4 ] 
f(z) = 225/256*z^3 - 213/16*z + 1
*
[ -4 ] 
f(z) = 225/256*z^3 - 205/16*z + 1
*
[ 5 ] 
f(z) = 227/250*z^3 - 219/10*z + 1
*
[ 4 ] 
f(z) = 227/256*z^3 - 215/16*z + 1
*
[ -4 ] 
f(z) = 227/256*z^3 - 207/16*z + 1
*
[ -5 ] 
f(z) = 229/250*z^3 - 217/10*z + 1
*
[ 4 ] 
f(z) = 229/256*z^3 - 217/16*z + 1
*
[ -4 ] 
f(z) = 229/256*z^3 - 209/16*z + 1
*
[ -5 ] 
f(z) = 231/250*z^3 - 219/10*z + 1
*
[ 4 ] 
f(z) = 231/256*z^3 - 219/16*z + 1
*
[ -4 ] 
f(z) = 231/256*z^3 - 211/16*z + 1
*
[ -4 ] 
f(z) = 233/256*z^3 - 213/16*z + 1
*
[ -4 ] 
f(z) = 235/256*z^3 - 215/16*z + 1
*
[ -4 ] 
f(z) = 237/256*z^3 - 217/16*z + 1
*
[ -4 ] 
f(z) = 239/256*z^3 - 219/16*z + 1
*
[ 3 ] 
f(z) = 220/243*z^3 - 202/27*z + 1
*
[ 3 ] 
f(z) = 221/243*z^3 - 203/27*z + 1
*
[ 3 ] 
f(z) = 223/243*z^3 - 205/27*z + 1
*
[ 3 ] 
f(z) = 224/243*z^3 - 206/27*z + 1
*
[ 2/15 ] 
f(z) = 225/248*z^3 - 202/31*z + 1
*
[ 3 ] 
f(z) = 226/243*z^3 - 208/27*z + 1
*
[ 3 ] 
f(z) = 227/243*z^3 - 209/27*z + 1
*
[ 3 ] 
f(z) = 229/243*z^3 - 211/27*z + 1
*
[ 3 ] 
f(z) = 230/243*z^3 - 212/27*z + 1
*
[ 3 ] 
f(z) = 232/243*z^3 - 214/27*z + 1
*
[ 3 ] 
f(z) = 233/243*z^3 - 215/27*z + 1
*
[ 3 ] 
f(z) = 235/243*z^3 - 217/27*z + 1
*
[ 3 ] 
f(z) = 236/243*z^3 - 218/27*z + 1
*
[ 3 ] 
f(z) = 238/243*z^3 - 220/27*z + 1
*
[ -3 ] 
f(z) = 238/243*z^3 - 202/27*z + 1
*
[ -3 ] 
f(z) = 239/243*z^3 - 203/27*z + 1
*
[ 12/5 ] 
f(z) = 225/256*z^3 - 215/48*z + 1
*
[ 5/2 ] 
f(z) = 227/250*z^3 - 203/40*z + 1
*
[ 5/2 ] 
f(z) = 231/250*z^3 - 207/40*z + 1
*
[ 5/2 ] 
f(z) = 233/250*z^3 - 209/40*z + 1
*
[ 5/2 ] 
f(z) = 237/250*z^3 - 213/40*z + 1
*
[ 2 ] 
f(z) = 233/240*z^3 - 203/60*z + 1
*
[ 2 ] 
f(z) = 233/256*z^3 - 201/64*z + 1
*
[ 2 ] 
f(z) = 235/256*z^3 - 203/64*z + 1
*
[ 2 ] 
f(z) = 237/256*z^3 - 205/64*z + 1
*
[ 2 ] 
f(z) = 239/240*z^3 - 209/60*z + 1
*
[ 2 ] 
f(z) = 239/256*z^3 - 207/64*z + 1
*
[ 5/3 ] 
f(z) = 239/250*z^3 - 203/90*z + 1
*
[ 3/2 ] 
f(z) = 239/243*z^3 - 203/108*z + 1
*
[ 2/5 ] 
f(z) = 225/244*z^3 - 201/122*z + 1
*
[ 4/9 ] 
f(z) = 225/256*z^3 - 205/144*z + 1
*
[ 4/3 ] 
f(z) = 239/256*z^3 - 203/144*z + 1
*
[ 5/4 ] 
f(z) = 233/250*z^3 - 201/160*z + 1
*
[ 5/4 ] 
f(z) = 239/250*z^3 - 207/160*z + 1
*
[ 6/5 ] 
f(z) = 225/256*z^3 - 211/192*z + 1
*
[ 9/10 ] 
f(z) = 236/243*z^3 - 202/225*z + 1
*
[ 10/11 ] 
f(z) = 221/250*z^3 - 201/242*z + 1
*
[ 3/4 ] 
f(z) = 224/249*z^3 - 209/249*z + 1
*
[ 3/4 ] 
f(z) = 224/255*z^3 - 211/255*z + 1
*
[ 4/5 ] 
f(z) = 225/244*z^3 - 205/244*z + 1
*
[ 13/15 ] 
f(z) = 225/247*z^3 - 207/247*z + 1
*
[ 11/15 ] 
f(z) = 225/253*z^3 - 213/253*z + 1
*
[ -10 ] 
f(z) = 229/250*z^3 - 181/2*z + 1
*
[ 10 ] 
f(z) = 231/250*z^3 - 183/2*z + 1
*
[ -10 ] 
f(z) = 239/250*z^3 - 189/2*z + 1
*
[ -3 ] 
f(z) = 220/243*z^3 - 184/27*z + 1
*
[ -3 ] 
f(z) = 221/243*z^3 - 185/27*z + 1
*
[ -3 ] 
f(z) = 223/243*z^3 - 187/27*z + 1
*
[ -3 ] 
f(z) = 224/243*z^3 - 188/27*z + 1
*
[ -3 ] 
f(z) = 226/243*z^3 - 190/27*z + 1
*
[ -3 ] 
f(z) = 227/243*z^3 - 191/27*z + 1
*
[ -3 ] 
f(z) = 229/243*z^3 - 193/27*z + 1
*
[ -3 ] 
f(z) = 230/243*z^3 - 194/27*z + 1
*
[ 20/7 ] 
f(z) = 231/250*z^3 - 193/28*z + 1
*
[ -3 ] 
f(z) = 232/243*z^3 - 196/27*z + 1
*
[ -3 ] 
f(z) = 233/243*z^3 - 197/27*z + 1
*
[ -3 ] 
f(z) = 235/243*z^3 - 199/27*z + 1
*
[ -3 ] 
f(z) = 236/243*z^3 - 200/27*z + 1
*
[ 5/2 ] 
f(z) = 221/250*z^3 - 197/40*z + 1
*
[ 5/2 ] 
f(z) = 223/250*z^3 - 199/40*z + 1
*
[ -5/2 ] 
f(z) = 237/250*z^3 - 181/40*z + 1
*
[ -5/2 ] 
f(z) = 239/250*z^3 - 183/40*z + 1
*
[ 2 ] 
f(z) = 221/240*z^3 - 191/60*z + 1
*
[ 2 ] 
f(z) = 221/256*z^3 - 189/64*z + 1
*
[ 2 ] 
f(z) = 223/240*z^3 - 193/60*z + 1
*
[ 2 ] 
f(z) = 223/256*z^3 - 191/64*z + 1
*
[ 2 ] 
f(z) = 225/256*z^3 - 193/64*z + 1
*
[ 2 ] 
f(z) = 227/240*z^3 - 197/60*z + 1
*
[ 2 ] 
f(z) = 227/256*z^3 - 195/64*z + 1
*
[ 2 ] 
f(z) = 229/240*z^3 - 199/60*z + 1
*
[ 2 ] 
f(z) = 229/256*z^3 - 197/64*z + 1
*
[ 2 ] 
f(z) = 231/256*z^3 - 199/64*z + 1
*
[ 5/3 ] 
f(z) = 223/250*z^3 - 187/90*z + 1
*
[ 5/3 ] 
f(z) = 227/250*z^3 - 191/90*z + 1
*
[ 5/3 ] 
f(z) = 229/250*z^3 - 193/90*z + 1
*
[ 5/3 ] 
f(z) = 233/250*z^3 - 197/90*z + 1
*
[ 3/2 ] 
f(z) = 221/243*z^3 - 185/108*z + 1
*
[ 3/2 ] 
f(z) = 223/243*z^3 - 187/108*z + 1
*
[ 3/2 ] 
f(z) = 227/243*z^3 - 191/108*z + 1
*
[ 3/2 ] 
f(z) = 229/243*z^3 - 193/108*z + 1
*
[ 3/2 ] 
f(z) = 233/243*z^3 - 197/108*z + 1
*
[ 3/2 ] 
f(z) = 235/243*z^3 - 199/108*z + 1
*
[ 4/3 ] 
f(z) = 221/256*z^3 - 185/144*z + 1
*
[ 4/3 ] 
f(z) = 223/256*z^3 - 187/144*z + 1
*
[ 4/3 ] 
f(z) = 227/256*z^3 - 191/144*z + 1
*
[ 4/3 ] 
f(z) = 229/256*z^3 - 193/144*z + 1
*
[ 4/3 ] 
f(z) = 233/256*z^3 - 197/144*z + 1
*
[ 4/3 ] 
f(z) = 235/256*z^3 - 199/144*z + 1
*
[ -7/4 ] 
f(z) = 236/245*z^3 - 193/140*z + 1
*
[ 5/4 ] 
f(z) = 221/250*z^3 - 189/160*z + 1
*
[ 5/4 ] 
f(z) = 223/250*z^3 - 191/160*z + 1
*
[ 5/4 ] 
f(z) = 229/250*z^3 - 197/160*z + 1
*
[ 5/4 ] 
f(z) = 231/250*z^3 - 199/160*z + 1
*
[ 14/15 ] 
f(z) = 225/248*z^3 - 187/217*z + 1
*
[ 3/4 ] 
f(z) = 226/243*z^3 - 185/216*z + 1
*
[ 3/4 ] 
f(z) = 230/243*z^3 - 187/216*z + 1
*
[ 8/9 ] 
f(z) = 231/256*z^3 - 181/216*z + 1
*
[ 8/9 ] 
f(z) = 237/256*z^3 - 185/216*z + 1
*
[ 3/4 ] 
f(z) = 238/243*z^3 - 191/216*z + 1
*
[ 9/10 ] 
f(z) = 224/243*z^3 - 193/225*z + 1
*
[ 9/10 ] 
f(z) = 232/243*z^3 - 199/225*z + 1
*
[ 10 ] 
f(z) = 221/250*z^3 - 175/2*z + 1
*
[ 9/2 ] 
f(z) = 224/243*z^3 - 161/9*z + 1
*
[ 10/3 ] 
f(z) = 227/250*z^3 - 169/18*z + 1
*
[ 9/2 ] 
f(z) = 232/243*z^3 - 167/9*z + 1
*
[ -9/2 ] 
f(z) = 232/243*z^3 - 163/9*z + 1
*
[ -10/3 ] 
f(z) = 233/250*z^3 - 163/18*z + 1
*
[ 9/2 ] 
f(z) = 236/243*z^3 - 170/9*z + 1
*
[ -9/2 ] 
f(z) = 236/243*z^3 - 166/9*z + 1
*
[ 7/3 ] 
f(z) = 234/245*z^3 - 162/35*z + 1
*
[ -5/2 ] 
f(z) = 223/250*z^3 - 167/40*z + 1
*
[ -12/5 ] 
f(z) = 225/256*z^3 - 175/48*z + 1
*
[ -5/2 ] 
f(z) = 227/250*z^3 - 171/40*z + 1
*
[ -5/2 ] 
f(z) = 229/250*z^3 - 173/40*z + 1
*
[ -5/2 ] 
f(z) = 233/250*z^3 - 177/40*z + 1
*
8/5 | 0.24708911059154430591342390647562184179 | 0.028785751507707243646061743392021954209
f(z) = 225/256*z^3 - 167/72*z + 1
*
[ 7/4 ] 
f(z) = 232/245*z^3 - 173/70*z + 1
*
[ 11/30 ] 
f(z) = 225/242*z^3 - 163/88*z + 1
*
[ -28/15 ] 
f(z) = 225/256*z^3 - 171/112*z + 1
*
[ 8/17 ] 
f(z) = 221/256*z^3 - 179/136*z + 1
*
[ 4/3 ] 
f(z) = 225/248*z^3 - 169/124*z + 1
*
[ 9/17 ] 
f(z) = 221/243*z^3 - 175/153*z + 1
*
[ -16/9 ] 
f(z) = 225/256*z^3 - 175/144*z + 1
*
[ -7/4 ] 
f(z) = 228/245*z^3 - 179/140*z + 1
*
[ 9/8 ] 
f(z) = 236/243*z^3 - 161/144*z + 1
*
[ 9/17 ] 
f(z) = 238/243*z^3 - 178/153*z + 1
*
[ 10/17 ] 
f(z) = 221/250*z^3 - 171/170*z + 1
*
[ 5/9 ] 
f(z) = 227/250*z^3 - 175/162*z + 1
*
[ 10/9 ] 
f(z) = 229/250*z^3 - 167/162*z + 1
*
[ 15/14 ] 
f(z) = 231/250*z^3 - 167/168*z + 1
*
[ 10/9 ] 
f(z) = 239/250*z^3 - 175/162*z + 1
*
[ 27/28 ] 
f(z) = 224/243*z^3 - 169/189*z + 1
*
[ 2/3 ] 
f(z) = 231/256*z^3 - 173/192*z + 1
*
[ 9/10 ] 
f(z) = 235/243*z^3 - 161/180*z + 1
*
[ 2/3 ] 
f(z) = 237/256*z^3 - 175/192*z + 1
*
[ 9/2 ] 
f(z) = 220/243*z^3 - 158/9*z + 1
*
[ -9/2 ] 
f(z) = 220/243*z^3 - 154/9*z + 1
*
[ -10/3 ] 
f(z) = 223/250*z^3 - 155/18*z + 1
*
[ -9/2 ] 
f(z) = 224/243*z^3 - 157/9*z + 1
*
[ 9/4 ] 
f(z) = 220/243*z^3 - 145/36*z + 1
*
[ 9/4 ] 
f(z) = 236/243*z^3 - 157/36*z + 1
*
[ 8/3 ] 
f(z) = 237/256*z^3 - 143/24*z + 1
*
[ -2 ] 
f(z) = 233/240*z^3 - 143/60*z + 1
*
[ -2 ] 
f(z) = 237/256*z^3 - 141/64*z + 1
*
[ -2 ] 
f(z) = 239/240*z^3 - 149/60*z + 1
*
[ -2 ] 
f(z) = 239/256*z^3 - 143/64*z + 1
*
[ 9/22 ] 
f(z) = 220/243*z^3 - 158/99*z + 1
*
[ 10/7 ] 
f(z) = 223/250*z^3 - 149/98*z + 1
*
[ 10/7 ] 
f(z) = 233/250*z^3 - 157/98*z + 1
*
[ 5/11 ] 
f(z) = 231/250*z^3 - 153/110*z + 1
*
[ 9/8 ] 
f(z) = 220/243*z^3 - 149/144*z + 1
*
44/15 | 0.099820629236275514444005896027450991512 | 0.013132733878325446229840945526707981884
f(z) = 225/256*z^3 - 125/16*z + 1
*
[ -16/5 ] 
f(z) = 225/256*z^3 - 123/16*z + 1
*
-2 | 0.10267331405667070150720224193156764737 | 0.014846359143668578378912121773046887404
f(z) = 221/248*z^3 - 126/31*z + 1
*
-2 | 0.10263456611099780901719103087746349601 | 0.014823811562318502544332811148775690552
f(z) = 223/248*z^3 - 127/31*z + 1
*
-2 | 0.10216736925563228804161475386640679849 | 0.014739635696577224671597540949870109361
f(z) = 225/248*z^3 - 128/31*z + 1
*
-2 | 0.10216946279399132403526557641491041782 | 0.014723407384777122005424889774048441492
f(z) = 227/248*z^3 - 129/31*z + 1
*
-2 | 0.10210731751794848580701797728420018366 | 0.014698095636654403162705815332393795812
f(z) = 229/248*z^3 - 130/31*z + 1
*
-2 | 0.10339339439522388170819979050437535569 | 0.014866824346168723751697765728302247912
f(z) = 231/248*z^3 - 131/31*z + 1
*
[ 8/3 ] 
f(z) = 231/256*z^3 - 139/24*z + 1
*
[ -8/3 ] 
f(z) = 231/256*z^3 - 121/24*z + 1
*
-2 | 0.10382311401391366787112558488509726349 | 0.014912307296748091790856189850670805384
f(z) = 233/248*z^3 - 132/31*z + 1
*
[ -7/3 ] 
f(z) = 234/245*z^3 - 132/35*z + 1
*
-2 | 0.10401149020192478648947536333306894058 | 0.014923187098156189231399158269843605866
f(z) = 235/248*z^3 - 133/31*z + 1
*
[ -9/4 ] 
f(z) = 236/243*z^3 - 125/36*z + 1
*
-2 | 0.10397581433311049244646604988025631661 | 0.014902052711093488780408992090682591152
f(z) = 237/248*z^3 - 134/31*z + 1
*
[ -8/3 ] 
f(z) = 237/256*z^3 - 125/24*z + 1
*
-2 | 0.10354575932680220231534048260860482189 | 0.014824619151468840633164673319682151062
f(z) = 239/248*z^3 - 135/31*z + 1
*
[ 9/5 ] 
f(z) = 235/243*z^3 - 121/45*z + 1
*
[ -2 ] 
f(z) = 221/240*z^3 - 131/60*z + 1
*
[ -2 ] 
f(z) = 221/256*z^3 - 125/64*z + 1
*
[ -2 ] 
f(z) = 223/240*z^3 - 133/60*z + 1
*
[ -2 ] 
f(z) = 223/256*z^3 - 127/64*z + 1
*
[ 9/28 ] 
f(z) = 224/243*z^3 - 139/63*z + 1
*
[ -2 ] 
f(z) = 225/256*z^3 - 129/64*z + 1
*
[ -2 ] 
f(z) = 227/240*z^3 - 137/60*z + 1
*
[ -2 ] 
f(z) = 227/256*z^3 - 131/64*z + 1
*
[ -2 ] 
f(z) = 229/240*z^3 - 139/60*z + 1
*
[ -2 ] 
f(z) = 229/256*z^3 - 133/64*z + 1
*
-15/11 | 0.28304333735801406869589247682368880917 | 0.029169167283180153721105351018496341066
f(z) = 231/250*z^3 - 131/66*z + 1
*
[ -2 ] 
f(z) = 231/256*z^3 - 135/64*z + 1
*
[ -2 ] 
f(z) = 233/256*z^3 - 137/64*z + 1
*
[ -2 ] 
f(z) = 235/256*z^3 - 139/64*z + 1
*
[ -11/6 ] 
f(z) = 225/242*z^3 - 139/88*z + 1
*
[ -30/17 ] 
f(z) = 221/250*z^3 - 121/102*z + 1
*
[ 3/5 ] 
f(z) = 220/243*z^3 - 134/135*z + 1
*
[ 5/8 ] 
f(z) = 221/250*z^3 - 121/128*z + 1
*
[ 3/5 ] 
f(z) = 230/243*z^3 - 136/135*z + 1
*
[ 5/8 ] 
f(z) = 231/250*z^3 - 123/128*z + 1
*
[ 3/5 ] 
f(z) = 235/243*z^3 - 137/135*z + 1
*
[ 9/14 ] 
f(z) = 238/243*z^3 - 121/126*z + 1
*
[ -9/4 ] 
f(z) = 220/243*z^3 - 113/36*z + 1
*
[ 32/15 ] 
f(z) = 225/256*z^3 - 111/32*z + 1
*
[ 2 ] 
f(z) = 233/248*z^3 - 101/31*z + 1
*
[ 2 ] 
f(z) = 235/248*z^3 - 102/31*z + 1
*
[ 2 ] 
f(z) = 237/248*z^3 - 103/31*z + 1
*
[ 2 ] 
f(z) = 239/248*z^3 - 104/31*z + 1
*
[ 9/5 ] 
f(z) = 220/243*z^3 - 112/45*z + 1
*
-15/8 | 0.14241341516484059542789987935857187165 | 0.020845196589541696264552302401740620484
f(z) = 224/243*z^3 - 103/54*z + 1
*
[ 9/5 ] 
f(z) = 230/243*z^3 - 118/45*z + 1
*
-8/5 | 0.24208206039953948500863987759327667987 | 0.029677525299402412293493749965075451797
f(z) = 235/256*z^3 - 109/40*z + 1
*
[ 3/2 ] 
f(z) = 238/243*z^3 - 101/54*z + 1
*
[ 2/5 ] 
f(z) = 225/256*z^3 - 105/64*z + 1
*
[ 10/7 ] 
f(z) = 231/250*z^3 - 111/70*z + 1
*
[ 6/5 ] 
f(z) = 225/248*z^3 - 106/93*z + 1
*
[ 9/13 ] 
f(z) = 221/243*z^3 - 103/117*z + 1
*
[ 7/6 ] 
f(z) = 228/245*z^3 - 118/105*z + 1
*
[ 4/7 ] 
f(z) = 231/256*z^3 - 117/112*z + 1
*
[ 10/13 ] 
f(z) = 221/250*z^3 - 107/130*z + 1
*
[ 2/3 ] 
f(z) = 225/244*z^3 - 111/122*z + 1
*
[ 4/5 ] 
f(z) = 225/248*z^3 - 103/124*z + 1
*
[ 5/6 ] 
f(z) = 231/250*z^3 - 101/120*z + 1
*
[ 5/6 ] 
f(z) = 237/250*z^3 - 103/120*z + 1
*
[ 2 ] 
f(z) = 221/248*z^3 - 95/31*z + 1
*
[ 2 ] 
f(z) = 223/248*z^3 - 96/31*z + 1
*
[ 11/5 ] 
f(z) = 225/242*z^3 - 87/22*z + 1
*
[ 2 ] 
f(z) = 225/248*z^3 - 97/31*z + 1
*
[ -32/15 ] 
f(z) = 225/256*z^3 - 81/32*z + 1
*
[ 2 ] 
f(z) = 227/248*z^3 - 98/31*z + 1
*
[ 2 ] 
f(z) = 229/248*z^3 - 99/31*z + 1
*
[ 2 ] 
f(z) = 231/248*z^3 - 100/31*z + 1
*
[ 3/8 ] 
f(z) = 224/243*z^3 - 97/54*z + 1
*
[ 3/2 ] 
f(z) = 226/243*z^3 - 95/54*z + 1
*
[ 3/2 ] 
f(z) = 230/243*z^3 - 97/54*z + 1
*
[ 9/7 ] 
f(z) = 224/243*z^3 - 82/63*z + 1
*
[ -7/4 ] 
f(z) = 232/245*z^3 - 93/70*z + 1
*
[ 7/6 ] 
f(z) = 234/245*z^3 - 81/70*z + 1
*
[ 9/7 ] 
f(z) = 238/243*z^3 - 88/63*z + 1
*
[ 9/11 ] 
f(z) = 220/243*z^3 - 82/99*z + 1
*
[ 11/10 ] 
f(z) = 225/242*z^3 - 91/88*z + 1
*
[ -5/3 ] 
f(z) = 227/250*z^3 - 83/90*z + 1
*
[ 5/7 ] 
f(z) = 229/250*z^3 - 85/98*z + 1
*
[ 2/3 ] 
f(z) = 231/248*z^3 - 85/93*z + 1
*
[ -5/3 ] 
f(z) = 233/250*z^3 - 89/90*z + 1
*
[ 2/3 ] 
f(z) = 237/248*z^3 - 86/93*z + 1
*
[ 5/7 ] 
f(z) = 239/250*z^3 - 87/98*z + 1
*
[ 3/4 ] 
f(z) = 220/243*z^3 - 91/108*z + 1
*
[ 8/13 ] 
f(z) = 221/256*z^3 - 99/104*z + 1
*
[ 3/4 ] 
f(z) = 236/243*z^3 - 95/108*z + 1
*
9/8 | 0.20143929816711086792958662511450552423 | 0.026553049078400000976482659497369530010
f(z) = 224/243*z^3 - 73/18*z + 1
*
-12/5 | 0.17698401425912665683277717662353887415 | 0.025259271101337842162427969082703414728
f(z) = 225/256*z^3 - 69/16*z + 1
*
[ 9/4 ] 
f(z) = 232/243*z^3 - 77/18*z + 1
*
[ -9/4 ] 
f(z) = 232/243*z^3 - 61/18*z + 1
*
[ -2 ] 
f(z) = 221/248*z^3 - 64/31*z + 1
*
[ -2 ] 
f(z) = 223/248*z^3 - 65/31*z + 1
*
[ -11/5 ] 
f(z) = 225/242*z^3 - 67/22*z + 1
*
[ -2 ] 
f(z) = 225/248*z^3 - 66/31*z + 1
*
[ -2 ] 
f(z) = 227/248*z^3 - 67/31*z + 1
*
[ -2 ] 
f(z) = 229/248*z^3 - 68/31*z + 1
*
[ -2 ] 
f(z) = 231/248*z^3 - 69/31*z + 1
*
[ -2 ] 
f(z) = 233/248*z^3 - 70/31*z + 1
*
[ -2 ] 
f(z) = 235/248*z^3 - 71/31*z + 1
*
[ -2 ] 
f(z) = 237/248*z^3 - 72/31*z + 1
*
[ 5/3 ] 
f(z) = 237/250*z^3 - 67/30*z + 1
*
[ -2 ] 
f(z) = 239/248*z^3 - 73/31*z + 1
*
[ -9/5 ] 
f(z) = 220/243*z^3 - 62/45*z + 1
*
4/5 | 0.19908438546978388897916415093118914141 | 0.028298050409920020958785828158659706537
f(z) = 225/256*z^3 - 71/48*z + 1
*
[ -9/5 ] 
f(z) = 230/243*z^3 - 68/45*z + 1
*
[ 4/3 ] 
f(z) = 231/256*z^3 - 65/48*z + 1
*
[ -9/5 ] 
f(z) = 235/243*z^3 - 71/45*z + 1
*
[ 8/5 ] 
f(z) = 235/256*z^3 - 79/40*z + 1
*
[ 4/3 ] 
f(z) = 237/256*z^3 - 67/48*z + 1
*
[ 20/17 ] 
f(z) = 221/250*z^3 - 73/68*z + 1
*
[ 9/16 ] 
f(z) = 224/243*z^3 - 77/72*z + 1
*
[ 5/7 ] 
f(z) = 231/250*z^3 - 61/70*z + 1
*
[ 9/8 ] 
f(z) = 232/243*z^3 - 79/72*z + 1
*
[ 5/6 ] 
f(z) = 233/250*z^3 - 61/72*z + 1
*
[ -5/3 ] 
f(z) = 221/250*z^3 - 77/90*z + 1
*
[ -5/3 ] 
f(z) = 223/250*z^3 - 79/90*z + 1
*
[ 9/10 ] 
f(z) = 230/243*z^3 - 79/90*z + 1
*
[ 8/11 ] 
f(z) = 231/256*z^3 - 75/88*z + 1
*
[ 4/5 ] 
f(z) = 235/256*z^3 - 67/80*z + 1
*
[ 5 ] 
f(z) = 223/250*z^3 - 43/2*z + 1
*
-4/15 | 0.13840781492654780114004472328606173246 | 0.020526511205294796659700864909325048804
f(z) = 225/256*z^3 - 53/16*z + 1
*
[ 8/3 ] 
f(z) = 225/256*z^3 - 45/8*z + 1
*
[ 4/15 ] 
f(z) = 225/256*z^3 - 45/16*z + 1
*
[ -5 ] 
f(z) = 227/250*z^3 - 43/2*z + 1
*
[ 5/2 ] 
f(z) = 229/250*z^3 - 41/8*z + 1
*
[ 5 ] 
f(z) = 233/250*z^3 - 45/2*z + 1
*
[ 10/3 ] 
f(z) = 237/250*z^3 - 59/6*z + 1
*
[ -5 ] 
f(z) = 237/250*z^3 - 45/2*z + 1
*
[ 5/2 ] 
f(z) = 239/250*z^3 - 43/8*z + 1
*
[ 3/2 ] 
f(z) = 220/243*z^3 - 46/27*z + 1
*
[ 5/13 ] 
f(z) = 221/250*z^3 - 45/26*z + 1
*
[ 3/2 ] 
f(z) = 224/243*z^3 - 47/27*z + 1
*
[ 2/5 ] 
f(z) = 225/248*z^3 - 51/31*z + 1
*
[ 3/2 ] 
f(z) = 232/243*z^3 - 49/27*z + 1
*
[ 3/2 ] 
f(z) = 236/243*z^3 - 50/27*z + 1
*
[ 5/4 ] 
f(z) = 237/250*z^3 - 41/32*z + 1
*
-4/5 | 0.19787286273144327608506632905836162424 | 0.029783131417329750784358923871302158070
f(z) = 225/256*z^3 - 47/48*z + 1
*
[ 10/21 ] 
f(z) = 231/250*z^3 - 55/42*z + 1
*
[ 8/7 ] 
f(z) = 231/256*z^3 - 59/56*z + 1
*
[ 3/4 ] 
f(z) = 232/243*z^3 - 47/54*z + 1
*
[ 5/9 ] 
f(z) = 237/250*z^3 - 59/54*z + 1
*
[ 5/6 ] 
f(z) = 223/250*z^3 - 59/72*z + 1
*
[ 9/14 ] 
f(z) = 224/243*z^3 - 59/63*z + 1
*
[ 8/9 ] 
f(z) = 225/256*z^3 - 59/72*z + 1
*
[ 2/3 ] 
f(z) = 225/256*z^3 - 57/64*z + 1
*
[ 5/3 ] 
f(z) = 221/250*z^3 - 37/18*z + 1
*
[ -5/2 ] 
f(z) = 221/250*z^3 - 33/8*z + 1
*
[ 9/4 ] 
f(z) = 224/243*z^3 - 37/9*z + 1
*
[ -9/4 ] 
f(z) = 224/243*z^3 - 29/9*z + 1
*
[ -8/3 ] 
f(z) = 225/256*z^3 - 39/8*z + 1
*
-28/15 | 0.077016353395549478824136902384241840897 | 0.012543615884051791808036994973552756218
f(z) = 225/256*z^3 - 29/16*z + 1
*
[ -5/2 ] 
f(z) = 231/250*z^3 - 35/8*z + 1
*
[ 3/4 ] 
f(z) = 224/243*z^3 - 23/27*z + 1
*
[ 22/15 ] 
f(z) = 225/242*z^3 - 37/22*z + 1
*
[ 2/3 ] 
f(z) = 225/248*z^3 - 28/31*z + 1
*
[ 5/4 ] 
f(z) = 227/250*z^3 - 39/32*z + 1
*
[ -5/3 ] 
f(z) = 231/250*z^3 - 29/30*z + 1
*
[ -5/3 ] 
f(z) = 237/250*z^3 - 31/30*z + 1
*
[ 9/10 ] 
f(z) = 220/243*z^3 - 38/45*z + 1
*
[ 9/8 ] 
f(z) = 224/243*z^3 - 19/18*z + 1
*
[ 8/5 ] 
f(z) = 225/256*z^3 - 15/8*z + 1
*
[ 16/15 ] 
f(z) = 225/256*z^3 - 15/16*z + 1
*
[ 8/15 ] 
f(z) = 225/256*z^3 - 9/8*z + 1
*
[ -8/5 ]
f(z) = 225/256*z^3 - 5/8*z + 1
*
[ -5/3 ] 
f(z) = 229/250*z^3 - 17/18*z + 1
*
[ 5/3 ] 
f(z) = 231/250*z^3 - 13/6*z + 1
*
[ -5/3 ] 
f(z) = 239/250*z^3 - 19/18*z + 1
*
[ 11/15 ] 
f(z) = 225/242*z^3 - 19/22*z + 1
*
[ -22/15 ]
f(z) = 225/242*z^3 - 7/22*z + 1
*
[ 10/11 ] 
f(z) = 231/250*z^3 - 19/22*z + 1
*
[ -16/15 ]
f(z) = 225/256*z^3 + 15/16*z + 1
*
[ -8/15 ]
f(z) = 225/256*z^3 + 21/8*z + 1
*
[ -1 ]
f(z) = 222/241*z^3 + 260/241*z + 1
*
[ -6 ] 
f(z) = 221/270*z^3 - 283/10*z + 1
*
[ 6 ] 
f(z) = 223/270*z^3 - 289/10*z + 1
*
[ -6 ] 
f(z) = 227/270*z^3 - 291/10*z + 1
*
[ 6 ] 
f(z) = 229/270*z^3 - 297/10*z + 1
*
[ -6 ] 
f(z) = 233/270*z^3 - 299/10*z + 1
*
[ -2 ] 
f(z) = 239/260*z^3 - 283/130*z + 1
*
[ 3/2 ] 
f(z) = 226/261*z^3 - 281/174*z + 1
*
[ 3/2 ] 
f(z) = 230/261*z^3 - 287/174*z + 1
*
[ 3/2 ] 
f(z) = 238/261*z^3 - 299/174*z + 1
*
[ 3/2 ] 
f(z) = 230/279*z^3 - 283/186*z + 1
*
[ 3/2 ] 
f(z) = 238/279*z^3 - 295/186*z + 1
*
[ 5/4 ] 
f(z) = 224/265*z^3 - 297/265*z + 1
*
[ 5/2 ] 
f(z) = 236/275*z^3 - 262/55*z + 1
*
-2 | 0.10383951897859420912956121787886266469 | 0.014939186618817168820385858464198270427
f(z) = 227/272*z^3 - 261/68*z + 1
*
-2 | 0.10433570072755644163526067455575861001 | 0.014994104264400681455572941806200963552
f(z) = 229/272*z^3 - 263/68*z + 1
*
-2 | 0.10435814888510675202935241866761555665 | 0.014981020174789277345725803185186305367
f(z) = 231/272*z^3 - 265/68*z + 1
*
-2 | 0.10394680742034143236870034875644309382 | 0.014905881720292903069631921970344848771
f(z) = 233/272*z^3 - 267/68*z + 1
*
-2 | 0.10386955330238944417978590473930310825 | 0.014878880946408004747639334467964403919
f(z) = 235/272*z^3 - 269/68*z + 1
*
-2 | 0.10383309262063844330169274870432744849 | 0.014857892616894287185772613874789224835
f(z) = 237/272*z^3 - 271/68*z + 1
*
-2 | 0.10382895494547717604312116630810895441 | 0.014841684616902549775916265188046681530
f(z) = 239/272*z^3 - 273/68*z + 1
*
[ -2 ] 
f(z) = 229/260*z^3 - 263/130*z + 1
*
[ -2 ] 
f(z) = 231/260*z^3 - 267/130*z + 1
*
[ -2 ] 
f(z) = 231/268*z^3 - 261/134*z + 1
*
[ -2 ] 
f(z) = 233/260*z^3 - 271/130*z + 1
*
[ -2 ] 
f(z) = 233/268*z^3 - 265/134*z + 1
*
[ -2 ] 
f(z) = 235/268*z^3 - 269/134*z + 1
*
[ -2 ] 
f(z) = 235/276*z^3 - 263/138*z + 1
*
[ -2 ] 
f(z) = 237/260*z^3 - 279/130*z + 1
*
[ -2 ] 
f(z) = 237/268*z^3 - 273/134*z + 1
*
[ -2 ] 
f(z) = 239/268*z^3 - 277/134*z + 1
*
[ -2 ] 
f(z) = 239/276*z^3 - 271/138*z + 1
*
[ 2/5 ] 
f(z) = 235/264*z^3 - 271/165*z + 1
*
[ 3/2 ] 
f(z) = 226/279*z^3 - 277/186*z + 1
*
-6/5 | 0.17096516029007882209291531149641309896 | 0.024387668270134924121919899332684842579
f(z) = 225/272*z^3 - 277/204*z + 1
*
[ 4/3 ] 
f(z) = 237/272*z^3 - 265/204*z + 1
*
[ 6/5 ] 
f(z) = 227/270*z^3 - 261/250*z + 1
*
[ 6/5 ] 
f(z) = 233/270*z^3 - 269/250*z + 1
*
[ 6/5 ] 
f(z) = 239/270*z^3 - 277/250*z + 1
*
[ 2/3 ] 
f(z) = 227/264*z^3 - 262/297*z + 1
*
[ 2/3 ] 
f(z) = 229/264*z^3 - 263/297*z + 1
*
[ 2/3 ] 
f(z) = 233/264*z^3 - 265/297*z + 1
*
[ 2/3 ] 
f(z) = 235/264*z^3 - 266/297*z + 1
*
[ 2/3 ] 
f(z) = 239/264*z^3 - 268/297*z + 1
*
[ 5/2 ] 
f(z) = 224/275*z^3 - 247/55*z + 1
*
[ 5/2 ] 
f(z) = 228/275*z^3 - 252/55*z + 1
*
[ 5/2 ] 
f(z) = 232/275*z^3 - 257/55*z + 1
*
-2 | 0.10399618426636965865778850790959549703 | 0.014995043895041432555195938034426122952
f(z) = 223/272*z^3 - 257/68*z + 1
*
[ 34/15 ] 
f(z) = 225/272*z^3 - 251/68*z + 1
*
[ -2 ] 
f(z) = 221/268*z^3 - 241/134*z + 1
*
[ -2 ] 
f(z) = 223/260*z^3 - 251/130*z + 1
*
[ -2 ] 
f(z) = 223/268*z^3 - 245/134*z + 1
*
[ -2 ] 
f(z) = 225/268*z^3 - 249/134*z + 1
*
[ -2 ] 
f(z) = 227/260*z^3 - 259/130*z + 1
*
[ -2 ] 
f(z) = 227/268*z^3 - 253/134*z + 1
*
[ -2 ] 
f(z) = 227/276*z^3 - 247/138*z + 1
*
[ -2 ] 
f(z) = 229/268*z^3 - 257/134*z + 1
*
[ -2 ] 
f(z) = 229/276*z^3 - 251/138*z + 1
*
[ -2 ] 
f(z) = 233/276*z^3 - 259/138*z + 1
*
[ 4/3 ] 
f(z) = 231/272*z^3 - 257/204*z + 1
*
[ 5/4 ] 
f(z) = 228/275*z^3 - 241/220*z + 1
*
[ 5/4 ] 
f(z) = 236/275*z^3 - 251/220*z + 1
*
[ 6/5 ] 
f(z) = 221/270*z^3 - 253/250*z + 1
*
[ 3/5 ] 
f(z) = 223/270*z^3 - 241/250*z + 1
*
[ 3/5 ] 
f(z) = 229/270*z^3 - 243/250*z + 1
*
[ 17/15 ] 
f(z) = 225/272*z^3 - 257/272*z + 1
*
[ 2/3 ] 
f(z) = 221/264*z^3 - 259/297*z + 1
*
[ 2/3 ] 
f(z) = 223/264*z^3 - 260/297*z + 1
*
[ -2 ] 
f(z) = 221/276*z^3 - 235/138*z + 1
*
[ -2 ] 
f(z) = 223/276*z^3 - 239/138*z + 1
*
[ 8/5 ] 
f(z) = 225/272*z^3 - 237/136*z + 1
*
[ 2/3 ] 
f(z) = 225/262*z^3 - 231/262*z + 1
*
[ 2/3 ] 
f(z) = 225/266*z^3 - 233/266*z + 1
*
[ 16/15 ] 
f(z) = 225/272*z^3 - 239/272*z + 1
*
[ 2/3 ] 
f(z) = 225/274*z^3 - 237/274*z + 1
*
[ 2/3 ] 
f(z) = 225/278*z^3 - 239/278*z + 1
*
[ -5/3 ] 
f(z) = 234/265*z^3 - 226/265*z + 1
*
[ 3 ] 
f(z) = 223/270*z^3 - 203/30*z + 1
*
[ 3 ] 
f(z) = 229/270*z^3 - 209/30*z + 1
*
[ -5/2 ] 
f(z) = 224/275*z^3 - 203/55*z + 1
*
[ -5/2 ] 
f(z) = 228/275*z^3 - 208/55*z + 1
*
[ -5/2 ] 
f(z) = 232/275*z^3 - 213/55*z + 1
*
[ -5/2 ] 
f(z) = 236/275*z^3 - 218/55*z + 1
*
[ 2 ] 
f(z) = 235/272*z^3 - 201/68*z + 1
*
[ 2 ] 
f(z) = 237/272*z^3 - 203/68*z + 1
*
[ 2 ] 
f(z) = 239/272*z^3 - 205/68*z + 1
*
-24/13 | 0.18399384309992596608244181224377164597 | 0.021276634191074199479185135937711375577
f(z) = 221/270*z^3 - 211/130*z + 1
*
[ 2/5 ] 
f(z) = 225/268*z^3 - 219/134*z + 1
*
[ 6/5 ] 
f(z) = 225/272*z^3 - 209/204*z + 1
*
[ 12/13 ] 
f(z) = 221/270*z^3 - 203/260*z + 1
*
[ 3/4 ] 
f(z) = 224/267*z^3 - 215/267*z + 1
*
[ 14/15 ] 
f(z) = 225/266*z^3 - 215/266*z + 1
*
[ 4/5 ] 
f(z) = 225/268*z^3 - 211/268*z + 1
*
[ -3 ] 
f(z) = 221/270*z^3 - 181/30*z + 1
*
[ -3 ] 
f(z) = 227/270*z^3 - 187/30*z + 1
*
[ -3 ] 
f(z) = 233/270*z^3 - 193/30*z + 1
*
[ -3 ] 
f(z) = 239/270*z^3 - 199/30*z + 1
*
[ 2 ] 
f(z) = 223/272*z^3 - 189/68*z + 1
*
[ 2 ] 
f(z) = 227/272*z^3 - 193/68*z + 1
*
[ 2 ] 
f(z) = 229/272*z^3 - 195/68*z + 1
*
[ 2 ] 
f(z) = 231/272*z^3 - 197/68*z + 1
*
[ 2 ] 
f(z) = 233/272*z^3 - 199/68*z + 1
*
[ 3/2 ] 
f(z) = 221/270*z^3 - 181/120*z + 1
*
[ 3/2 ] 
f(z) = 227/270*z^3 - 187/120*z + 1
*
[ 3/2 ] 
f(z) = 233/270*z^3 - 193/120*z + 1
*
[ 3/2 ] 
f(z) = 239/270*z^3 - 199/120*z + 1
*
[ 6/5 ] 
f(z) = 235/264*z^3 - 184/165*z + 1
*
[ 2/3 ] 
f(z) = 237/272*z^3 - 181/204*z + 1
*
[ -30/17 ] 
f(z) = 221/270*z^3 - 167/170*z + 1
*
[ 2/3 ] 
f(z) = 231/272*z^3 - 179/204*z + 1
*
[ 3/2 ] 
f(z) = 232/279*z^3 - 143/93*z + 1
*
[ 3/2 ] 
f(z) = 236/261*z^3 - 148/87*z + 1
*
[ 3/2 ] 
f(z) = 236/279*z^3 - 146/93*z + 1
*
[ 8/15 ] 
f(z) = 225/272*z^3 - 151/136*z + 1
*
[ 3/4 ] 
f(z) = 232/279*z^3 - 149/186*z + 1
*
-2 | 0.083132998296528214938501925299798231211 | 0.012007142895947090325627608542371895399
f(z) = 221/264*z^3 - 127/33*z + 1
*
-2 | 0.083485334049753967240013018239886335063 | 0.012044387742053856877894009740575600569
f(z) = 223/264*z^3 - 128/33*z + 1
*
-2 | 0.082920855683470395322167773613085679797 | 0.011936251942909263446737662125881392476
f(z) = 227/264*z^3 - 130/33*z + 1
*
-2 | 0.082914912680262291782342505265382288490 | 0.011922245610618228466003436203059160175
f(z) = 229/264*z^3 - 131/33*z + 1
*
-2 | 0.082914678328980268839100455394209734196 | 0.011896293914111338263620395031679658430
f(z) = 233/264*z^3 - 133/33*z + 1
*
-2 | 0.083464633637946361243063628221812867988 | 0.011962343146455206934100794663900549673
f(z) = 235/264*z^3 - 134/33*z + 1
*
-2 | 0.082933123026536058411054554450999020290 | 0.011860981021565539614679863985665844447
f(z) = 239/264*z^3 - 136/33*z + 1
*
[ -2 ] 
f(z) = 223/272*z^3 - 121/68*z + 1
*
[ -2 ] 
f(z) = 225/272*z^3 - 123/68*z + 1
*
[ -2 ] 
f(z) = 227/272*z^3 - 125/68*z + 1
*
[ -2 ] 
f(z) = 229/272*z^3 - 127/68*z + 1
*
[ -2 ] 
f(z) = 231/272*z^3 - 129/68*z + 1
*
[ -2 ] 
f(z) = 233/272*z^3 - 131/68*z + 1
*
[ -2 ] 
f(z) = 235/272*z^3 - 133/68*z + 1
*
[ -2 ] 
f(z) = 237/272*z^3 - 135/68*z + 1
*
[ -2 ] 
f(z) = 239/272*z^3 - 137/68*z + 1
*
[ 3/2 ] 
f(z) = 220/261*z^3 - 136/87*z + 1
*
[ 3/2 ] 
f(z) = 220/279*z^3 - 134/93*z + 1
*
[ 3/2 ] 
f(z) = 224/261*z^3 - 139/87*z + 1
*
[ 3/2 ] 
f(z) = 224/279*z^3 - 137/93*z + 1
*
[ 5/4 ] 
f(z) = 232/275*z^3 - 123/110*z + 1
*
[ 15/17 ] 
f(z) = 221/270*z^3 - 131/170*z + 1
*
[ 3/4 ] 
f(z) = 221/270*z^3 - 127/160*z + 1
*
[ 3/4 ] 
f(z) = 227/270*z^3 - 129/160*z + 1
*
[ 5/6 ] 
f(z) = 228/275*z^3 - 128/165*z + 1
*
[ 3/4 ] 
f(z) = 233/270*z^3 - 131/160*z + 1
*
[ 3/4 ] 
f(z) = 239/270*z^3 - 133/160*z + 1
*
[ 2 ] 
f(z) = 235/264*z^3 - 101/33*z + 1
*
[ 2 ] 
f(z) = 239/264*z^3 - 103/33*z + 1
*
[ 5/3 ] 
f(z) = 234/275*z^3 - 108/55*z + 1
*
[ 2/5 ] 
f(z) = 225/272*z^3 - 111/68*z + 1
*
[ 5/8 ] 
f(z) = 224/275*z^3 - 101/110*z + 1
*
[ 2/3 ] 
f(z) = 225/268*z^3 - 117/134*z + 1
*
[ 2 ] 
f(z) = 221/264*z^3 - 94/33*z + 1
*
[ 2 ] 
f(z) = 223/264*z^3 - 95/33*z + 1
*
[ 2 ] 
f(z) = 227/264*z^3 - 97/33*z + 1
*
[ 2 ] 
f(z) = 229/264*z^3 - 98/33*z + 1
*
[ 2 ] 
f(z) = 233/264*z^3 - 100/33*z + 1
*
[ 4/3 ] 
f(z) = 225/272*z^3 - 83/68*z + 1
*
[ 5/6 ] 
f(z) = 234/275*z^3 - 87/110*z + 1
*
[ 3 ] 
f(z) = 221/270*z^3 - 67/10*z + 1
*
[ -3 ] 
f(z) = 223/270*z^3 - 61/10*z + 1
*
[ 3 ] 
f(z) = 227/270*z^3 - 69/10*z + 1
*
[ -3 ] 
f(z) = 229/270*z^3 - 63/10*z + 1
*
[ 3 ] 
f(z) = 233/270*z^3 - 71/10*z + 1
*
[ 3 ] 
f(z) = 239/270*z^3 - 73/10*z + 1
*
[ -2 ] 
f(z) = 221/264*z^3 - 61/33*z + 1
*
[ -2 ] 
f(z) = 223/264*z^3 - 62/33*z + 1
*
[ -2 ] 
f(z) = 227/264*z^3 - 64/33*z + 1
*
[ -2 ] 
f(z) = 229/264*z^3 - 65/33*z + 1
*
[ -2 ] 
f(z) = 233/264*z^3 - 67/33*z + 1
*
[ -2 ] 
f(z) = 235/264*z^3 - 68/33*z + 1
*
[ -2 ] 
f(z) = 239/264*z^3 - 70/33*z + 1
*
[ 3/2 ] 
f(z) = 223/270*z^3 - 61/40*z + 1
*
[ 3/2 ] 
f(z) = 229/270*z^3 - 63/40*z + 1
*
[ 3/4 ] 
f(z) = 224/261*z^3 - 71/87*z + 1
*
[ 3/4 ] 
f(z) = 224/279*z^3 - 73/93*z + 1
*
[ 5/4 ] 
f(z) = 224/275*z^3 - 59/55*z + 1
*
[ 2/3 ] 
f(z) = 225/272*z^3 - 59/68*z + 1
*
[ 4/5 ] 
f(z) = 225/272*z^3 - 53/68*z + 1
*
[ 17/6 ] 
f(z) = 228/289*z^3 - 290/51*z + 1
*
[ 3/14 ] 
f(z) = 224/297*z^3 - 285/77*z + 1
*
[ -17/8 ] 
f(z) = 232/289*z^3 - 293/136*z + 1
*
[ 17/11 ] 
f(z) = 231/289*z^3 - 291/187*z + 1
*
[ 5/4 ] 
f(z) = 224/285*z^3 - 293/285*z + 1
*
[ 5/4 ] 
f(z) = 224/295*z^3 - 291/295*z + 1
*
-2 | 0.093698323974763627991172538086254712542 | 0.013465404739512534695518306317493826238
f(z) = 227/288*z^3 - 263/72*z + 1
*
-2 | 0.093424892780031646275803102531849223315 | 0.013411508526335312476566413159778773003
f(z) = 229/288*z^3 - 265/72*z + 1
*
-2 | 0.092582765286931313611011531193094322825 | 0.013262095566957615053304024861641961918
f(z) = 233/288*z^3 - 269/72*z + 1
*
-2 | 0.091322148072913177624100758967249384763 | 0.013067651510379529747781113600386009107
f(z) = 235/288*z^3 - 271/72*z + 1
*
-2 | 0.091412299379985223860048103582555866420 | 0.013053183626220989137926318481881517444
f(z) = 239/288*z^3 - 275/72*z + 1
*
[ 17/45 ] 
f(z) = 225/289*z^3 - 269/153*z + 1
*
[ -2 ] 
f(z) = 237/284*z^3 - 261/142*z + 1
*
[ -2 ] 
f(z) = 239/284*z^3 - 265/142*z + 1
*
[ 17/11 ] 
f(z) = 220/289*z^3 - 274/187*z + 1
*
[ 17/12 ] 
f(z) = 228/289*z^3 - 263/204*z + 1
*
[ 7/5 ] 
f(z) = 235/294*z^3 - 269/210*z + 1
*
[ 3/5 ] 
f(z) = 233/297*z^3 - 261/275*z + 1
*
[ 3/5 ] 
f(z) = 236/297*z^3 - 262/275*z + 1
*
[ 3/5 ] 
f(z) = 239/297*z^3 - 263/275*z + 1
*
[ -33/8 ] 
f(z) = 224/297*z^3 - 255/22*z + 1
*
[ 2/15 ] 
f(z) = 225/296*z^3 - 241/37*z + 1
*
[ -17/6 ] 
f(z) = 228/289*z^3 - 254/51*z + 1
*
-2 | 0.094266931121184179692968696261898705443 | 0.013592198405976653998126748434824297623
f(z) = 221/288*z^3 - 257/72*z + 1
*
-2 | 0.094108470731304976503455771664106887002 | 0.013554200113482930665909195921265884469
f(z) = 223/288*z^3 - 259/72*z + 1
*
[ 12/5 ] 
f(z) = 235/288*z^3 - 247/60*z + 1
*
3/2 | 0.16925281079142875893127718752381915318 | 0.019257568449901068967766209863584302664
f(z) = 224/297*z^3 - 243/154*z + 1
*
[ -2 ] 
f(z) = 227/284*z^3 - 241/142*z + 1
*
[ -2 ] 
f(z) = 229/284*z^3 - 245/142*z + 1
*
[ -2 ] 
f(z) = 231/284*z^3 - 249/142*z + 1
*
[ -2 ] 
f(z) = 231/292*z^3 - 243/146*z + 1
*
[ -2 ] 
f(z) = 233/284*z^3 - 253/142*z + 1
*
[ -2 ] 
f(z) = 233/292*z^3 - 247/146*z + 1
*
[ -2 ] 
f(z) = 235/284*z^3 - 257/142*z + 1
*
[ -2 ] 
f(z) = 235/292*z^3 - 251/146*z + 1
*
[ -2 ] 
f(z) = 237/292*z^3 - 255/146*z + 1
*
[ -2 ] 
f(z) = 239/292*z^3 - 259/146*z + 1
*
[ -33/17 ] 
f(z) = 221/297*z^3 - 241/187*z + 1
*
[ 17/13 ] 
f(z) = 234/289*z^3 - 254/221*z + 1
*
[ 3/5 ] 
f(z) = 221/297*z^3 - 257/275*z + 1
*
[ 3/5 ] 
f(z) = 224/297*z^3 - 258/275*z + 1
*
[ 3/5 ] 
f(z) = 227/297*z^3 - 259/275*z + 1
*
[ 2/3 ] 
f(z) = 225/286*z^3 - 243/286*z + 1
*
[ 2/3 ] 
f(z) = 225/298*z^3 - 249/298*z + 1
*
[ 17/4 ] 
f(z) = 224/289*z^3 - 225/17*z + 1
*
15/4 | 0.22177268152411966098753135253798127315 | 0.025305258761422432474681757291111926641
f(z) = 224/297*z^3 - 237/22*z + 1
*
[ 33/16 ] 
f(z) = 224/297*z^3 - 237/88*z + 1
*
[ -9/4 ] 
f(z) = 224/297*z^3 - 235/99*z + 1
*
[ -2 ] 
f(z) = 221/284*z^3 - 229/142*z + 1
*
[ -2 ] 
f(z) = 221/292*z^3 - 223/146*z + 1
*
[ -2 ] 
f(z) = 223/284*z^3 - 233/142*z + 1
*
[ -2 ] 
f(z) = 223/292*z^3 - 227/146*z + 1
*
[ -2 ] 
f(z) = 225/284*z^3 - 237/142*z + 1
*
[ 2/5 ] 
f(z) = 225/284*z^3 - 231/142*z + 1
*
[ 2/5 ] 
f(z) = 225/292*z^3 - 237/146*z + 1
*
[ -2 ] 
f(z) = 225/292*z^3 - 231/146*z + 1
*
[ -2 ] 
f(z) = 227/292*z^3 - 235/146*z + 1
*
[ -2 ] 
f(z) = 229/292*z^3 - 239/146*z + 1
*
[ 3/4 ] 
f(z) = 224/285*z^3 - 221/285*z + 1
*
[ 3/4 ] 
f(z) = 224/291*z^3 - 223/291*z + 1
*
[ -17/4 ] 
f(z) = 224/289*z^3 - 217/17*z + 1
*
[ 3 ] 
f(z) = 224/297*z^3 - 202/33*z + 1
*
[ 3 ] 
f(z) = 227/297*z^3 - 205/33*z + 1
*
[ 3 ] 
f(z) = 230/297*z^3 - 208/33*z + 1
*
[ 3 ] 
f(z) = 233/297*z^3 - 211/33*z + 1
*
[ 3 ] 
f(z) = 236/297*z^3 - 214/33*z + 1
*
[ 3 ] 
f(z) = 239/297*z^3 - 217/33*z + 1
*
[ -33/14 ] 
f(z) = 224/297*z^3 - 213/77*z + 1
*
[ 2 ] 
f(z) = 239/288*z^3 - 203/72*z + 1
*
6/5 | 0.22357771648554937214638507538870906674 | 0.025770466317636962090748760493568763697
f(z) = 235/297*z^3 - 217/110*z + 1
*
[ -17/9 ] 
f(z) = 234/289*z^3 - 208/153*z + 1
*
[ 17/20 ] 
f(z) = 225/289*z^3 - 201/272*z + 1
*
[ 3/4 ] 
f(z) = 230/297*z^3 - 203/264*z + 1
*
[ 4/5 ] 
f(z) = 225/284*z^3 - 215/284*z + 1
*
[ 13/15 ] 
f(z) = 225/286*z^3 - 213/286*z + 1
*
[ 4/5 ] 
f(z) = 225/292*z^3 - 217/292*z + 1
*
[ 13/15 ] 
f(z) = 225/299*z^3 - 215/299*z + 1
*
[ 3 ] 
f(z) = 221/297*z^3 - 199/33*z + 1
*
[ -3 ] 
f(z) = 226/297*z^3 - 182/33*z + 1
*
[ -3 ] 
f(z) = 229/297*z^3 - 185/33*z + 1
*
[ -3 ] 
f(z) = 232/297*z^3 - 188/33*z + 1
*
[ 17/6 ] 
f(z) = 234/289*z^3 - 199/34*z + 1
*
[ -3 ] 
f(z) = 235/297*z^3 - 191/33*z + 1
*
[ -3 ] 
f(z) = 238/297*z^3 - 194/33*z + 1
*
[ 2 ] 
f(z) = 221/288*z^3 - 185/72*z + 1
*
[ 2 ] 
f(z) = 223/288*z^3 - 187/72*z + 1
*
[ 2 ] 
f(z) = 227/288*z^3 - 191/72*z + 1
*
[ 2 ] 
f(z) = 229/288*z^3 - 193/72*z + 1
*
[ 2 ] 
f(z) = 233/288*z^3 - 197/72*z + 1
*
[ 2 ] 
f(z) = 235/288*z^3 - 199/72*z + 1
*
[ -12/5 ] 
f(z) = 235/288*z^3 - 197/60*z + 1
*
[ 3/2 ] 
f(z) = 229/297*z^3 - 185/132*z + 1
*
[ 17/12 ] 
f(z) = 234/289*z^3 - 181/136*z + 1
*
[ 3/2 ] 
f(z) = 235/297*z^3 - 191/132*z + 1
*
[ 17/12 ] 
f(z) = 224/289*z^3 - 193/153*z + 1
*
[ -17/9 ] 
f(z) = 225/289*z^3 - 191/153*z + 1
*
[ 14/15 ] 
f(z) = 225/296*z^3 - 190/259*z + 1
*
[ -3 ] 
f(z) = 223/297*z^3 - 179/33*z + 1
*
[ -17/6 ] 
f(z) = 234/289*z^3 - 175/34*z + 1
*
[ 3/2 ] 
f(z) = 223/297*z^3 - 179/132*z + 1
*
[ 4/3 ] 
f(z) = 225/296*z^3 - 163/148*z + 1
*
[ 9/8 ] 
f(z) = 224/297*z^3 - 167/198*z + 1
*
[ 12/17 ] 
f(z) = 221/288*z^3 - 163/204*z + 1
*
[ 17/5 ] 
f(z) = 225/289*z^3 - 141/17*z + 1
*
[ 17/10 ] 
f(z) = 220/289*z^3 - 152/85*z + 1
*
-15/14 | 0.24132420919209037848461117316898547589 | 0.028850170880819877975143622795094383038
f(z) = 224/297*z^3 - 159/154*z + 1
*
[ 3/5 ] 
f(z) = 235/297*z^3 - 157/165*z + 1
*
[ -17/5 ] 
f(z) = 225/289*z^3 - 131/17*z + 1
*
-2 | 0.10670056675988497895612763619296503155 | 0.015393637852452782950461218761725035769
f(z) = 221/280*z^3 - 128/35*z + 1
*
-2 | 0.10868795799286342438919737175077921351 | 0.015662772804973420025956368573168237906
f(z) = 221/296*z^3 - 129/37*z + 1
*
-2 | 0.10640828904643871819558945131588277790 | 0.015334254931992976422002026646125423800
f(z) = 223/280*z^3 - 129/35*z + 1
*
-2 | 0.10859071800079120451496982927108434221 | 0.015631365089461278056554199230345959204
f(z) = 223/296*z^3 - 130/37*z + 1
*
-2 | 0.10847800185387847942752422118512262545 | 0.015597934552958966481718784157282729324
f(z) = 225/296*z^3 - 131/37*z + 1
*
-2 | 0.10546193863812717984873956722060955832 | 0.015164258085445809346514532512661716224
f(z) = 227/280*z^3 - 131/35*z + 1
*
-2 | 0.10834726350839130001335524066726978745 | 0.015562119317499431574070563436715589446
f(z) = 227/296*z^3 - 132/37*z + 1
*
-2 | 0.10436360448614439257229817565138080614 | 0.014989938950252425294076191869155549256
f(z) = 229/280*z^3 - 132/35*z + 1
*
-2 | 0.10819507745973432733529333780955598670 | 0.015523432852433427978736186716929809581
f(z) = 229/296*z^3 - 133/37*z + 1
*
-2 | 0.10801663402648775041350073331914412071 | 0.015481192277856727208709699360224645849
f(z) = 231/296*z^3 - 134/37*z + 1
*
-2 | 0.10439922876866809154761844349789600929 | 0.014962737441266435718138912252339940756
f(z) = 233/280*z^3 - 134/35*z + 1
*
-2 | 0.10780477810805510183808881401027651581 | 0.015434381751130266212578267190694727769
f(z) = 233/296*z^3 - 135/37*z + 1
*
-2 | 0.10754794918779541249746000420257794114 | 0.015381359554210634545072531371110023336
f(z) = 235/296*z^3 - 136/37*z + 1
*
-2 | 0.10492304135031321884320705195083206956 | 0.015005948850892817605100982545126903685
f(z) = 237/280*z^3 - 136/35*z + 1
*
-2 | 0.10722491654662944704000482201257735260 | 0.015319109118556358094086986245329947832
f(z) = 237/296*z^3 - 137/37*z + 1
*
-2 | 0.10475611623035979675510517663762093645 | 0.014966394258476104997537512933684560137
f(z) = 239/280*z^3 - 137/35*z + 1
*
-2 | 0.10678654850738014262136947618300586719 | 0.015240644133965804153309199303930809157
f(z) = 239/296*z^3 - 138/37*z + 1
*
[ 17/10 ] 
f(z) = 225/289*z^3 - 125/68*z + 1
*
[ -2 ] 
f(z) = 229/288*z^3 - 121/72*z + 1
*
[ -2 ] 
f(z) = 233/288*z^3 - 125/72*z + 1
*
[ -2 ] 
f(z) = 235/288*z^3 - 127/72*z + 1
*
[ -2 ] 
f(z) = 239/288*z^3 - 131/72*z + 1
*
[ -15/8 ] 
f(z) = 224/297*z^3 - 123/110*z + 1
*
[ 6/5 ] 
f(z) = 235/288*z^3 - 121/120*z + 1
*
[ 2/3 ] 
f(z) = 225/284*z^3 - 121/142*z + 1
*
[ 2/3 ] 
f(z) = 225/292*z^3 - 123/146*z + 1
*
[ 3/4 ] 
f(z) = 223/297*z^3 - 133/176*z + 1
*
[ 3/4 ] 
f(z) = 229/297*z^3 - 135/176*z + 1
*
[ 3/4 ] 
f(z) = 235/297*z^3 - 137/176*z + 1
*
[ 17/22 ] 
f(z) = 220/289*z^3 - 140/187*z + 1
*
[ 4/5 ] 
f(z) = 235/288*z^3 - 139/180*z + 1
*
[ 17/8 ] 
f(z) = 224/289*z^3 - 101/34*z + 1
*
[ 34/15 ] 
f(z) = 225/289*z^3 - 117/34*z + 1
*
[ 2 ] 
f(z) = 237/280*z^3 - 101/35*z + 1
*
[ 2 ] 
f(z) = 239/280*z^3 - 102/35*z + 1
*
[ 2 ] 
f(z) = 239/296*z^3 - 101/37*z + 1
*
[ -2 ] 
f(z) = 221/288*z^3 - 113/72*z + 1
*
[ -2 ] 
f(z) = 223/288*z^3 - 115/72*z + 1
*
[ -2 ] 
f(z) = 227/288*z^3 - 119/72*z + 1
*
[ 3/7 ] 
f(z) = 238/297*z^3 - 114/77*z + 1
*
[ 17/14 ] 
f(z) = 224/289*z^3 - 115/119*z + 1
*
[ 17/28 ] 
f(z) = 224/289*z^3 - 111/119*z + 1
*
[ 6/5 ] 
f(z) = 225/296*z^3 - 103/111*z + 1
*
[ 6/5 ] 
f(z) = 235/297*z^3 - 107/110*z + 1
*
[ 17/16 ] 
f(z) = 224/289*z^3 - 111/136*z + 1
*
[ 3/4 ] 
f(z) = 236/297*z^3 - 103/132*z + 1
*
[ 12/13 ] 
f(z) = 221/288*z^3 - 115/156*z + 1
*
[ 6/7 ] 
f(z) = 224/297*z^3 - 111/154*z + 1
*
[ 4/5 ] 
f(z) = 225/296*z^3 - 109/148*z + 1
*
[ 2 ] 
f(z) = 221/280*z^3 - 93/35*z + 1
*
[ 2 ] 
f(z) = 221/296*z^3 - 92/37*z + 1
*
[ 2 ] 
f(z) = 223/280*z^3 - 94/35*z + 1
*
[ 2 ] 
f(z) = 223/296*z^3 - 93/37*z + 1
*
3/8 | 0.22765116524585111840013097363445664267 | 0.029508837669358869598091287270086133849
f(z) = 224/297*z^3 - 83/22*z + 1
*
[ -34/15 ] 
f(z) = 225/289*z^3 - 87/34*z + 1
*
[ 2 ] 
f(z) = 225/296*z^3 - 94/37*z + 1
*
[ 2 ] 
f(z) = 227/280*z^3 - 96/35*z + 1
*
[ 2 ] 
f(z) = 227/296*z^3 - 95/37*z + 1
*
[ 2 ] 
f(z) = 229/280*z^3 - 97/35*z + 1
*
[ 2 ] 
f(z) = 229/296*z^3 - 96/37*z + 1
*
[ 2 ] 
f(z) = 231/296*z^3 - 97/37*z + 1
*
[ 2 ] 
f(z) = 233/280*z^3 - 99/35*z + 1
*
[ 2 ] 
f(z) = 233/296*z^3 - 98/37*z + 1
*
[ 2 ] 
f(z) = 235/296*z^3 - 99/37*z + 1
*
[ 2 ] 
f(z) = 237/296*z^3 - 100/37*z + 1
*
[ 3/2 ] 
f(z) = 226/297*z^3 - 91/66*z + 1
*
[ 3/2 ] 
f(z) = 238/297*z^3 - 97/66*z + 1
*
[ 2/3 ] 
f(z) = 231/296*z^3 - 94/111*z + 1
*
[ 2/3 ] 
f(z) = 237/280*z^3 - 92/105*z + 1
*
[ 2/3 ] 
f(z) = 237/296*z^3 - 95/111*z + 1
*
[ 3 ] 
f(z) = 223/297*z^3 - 67/11*z + 1
*
[ 3 ] 
f(z) = 226/297*z^3 - 68/11*z + 1
*
[ -3 ] 
f(z) = 227/297*z^3 - 61/11*z + 1
*
[ 3 ] 
f(z) = 229/297*z^3 - 69/11*z + 1
*
[ -3 ] 
f(z) = 230/297*z^3 - 62/11*z + 1
*
[ 3 ] 
f(z) = 232/297*z^3 - 70/11*z + 1
*
[ -3 ] 
f(z) = 233/297*z^3 - 63/11*z + 1
*
[ 3 ] 
f(z) = 235/297*z^3 - 71/11*z + 1
*
[ -3 ] 
f(z) = 236/297*z^3 - 64/11*z + 1
*
[ 3 ] 
f(z) = 238/297*z^3 - 72/11*z + 1
*
[ -3 ] 
f(z) = 239/297*z^3 - 65/11*z + 1
*
[ -17/8 ] 
f(z) = 224/289*z^3 - 69/34*z + 1
*
3/8 | 0.20801640386533856788549579191385800810 | 0.028084855942571631254487339540384698266
f(z) = 224/297*z^3 - 61/22*z + 1
*
[ -2 ] 
f(z) = 227/280*z^3 - 61/35*z + 1
*
[ -2 ] 
f(z) = 229/280*z^3 - 62/35*z + 1
*
[ -2 ] 
f(z) = 233/280*z^3 - 64/35*z + 1
*
[ -2 ] 
f(z) = 233/296*z^3 - 61/37*z + 1
*
[ -2 ] 
f(z) = 235/296*z^3 - 62/37*z + 1
*
[ -2 ] 
f(z) = 237/280*z^3 - 66/35*z + 1
*
[ -2 ] 
f(z) = 237/296*z^3 - 63/37*z + 1
*
[ -2 ] 
f(z) = 239/280*z^3 - 67/35*z + 1
*
[ -2 ] 
f(z) = 239/296*z^3 - 64/37*z + 1
*
[ 3/2 ] 
f(z) = 227/297*z^3 - 61/44*z + 1
*
[ 3/2 ] 
f(z) = 233/297*z^3 - 63/44*z + 1
*
[ 3/2 ] 
f(z) = 239/297*z^3 - 65/44*z + 1
*
[ 33/28 ] 
f(z) = 224/297*z^3 - 69/77*z + 1
*
[ 17/30 ] 
f(z) = 225/289*z^3 - 69/68*z + 1
*
[ 3/4 ] 
f(z) = 226/297*z^3 - 67/88*z + 1
*
[ 3/4 ] 
f(z) = 238/297*z^3 - 69/88*z + 1
*
[ -3 ] 
f(z) = 221/297*z^3 - 59/11*z + 1
*
[ -3 ] 
f(z) = 224/297*z^3 - 60/11*z + 1
*
[ -2 ] 
f(z) = 221/280*z^3 - 58/35*z + 1
*
[ -2 ] 
f(z) = 221/296*z^3 - 55/37*z + 1
*
[ -2 ] 
f(z) = 223/280*z^3 - 59/35*z + 1
*
[ -2 ] 
f(z) = 223/296*z^3 - 56/37*z + 1
*
[ 2/5 ] 
f(z) = 225/296*z^3 - 60/37*z + 1
*
[ -2 ] 
f(z) = 225/296*z^3 - 57/37*z + 1
*
[ -2 ] 
f(z) = 227/296*z^3 - 58/37*z + 1
*
[ -2 ] 
f(z) = 229/296*z^3 - 59/37*z + 1
*
[ -2 ] 
f(z) = 231/296*z^3 - 60/37*z + 1
*
[ 3/2 ] 
f(z) = 232/297*z^3 - 47/33*z + 1
*
[ 3/2 ] 
f(z) = 221/297*z^3 - 59/44*z + 1
*
[ 3/5 ] 
f(z) = 230/297*z^3 - 52/55*z + 1
*
[ 3/8 ] 
f(z) = 224/297*z^3 - 39/22*z + 1
*
[ 3/4 ] 
f(z) = 224/297*z^3 - 25/33*z + 1
*
[ 2/3 ] 
f(z) = 225/296*z^3 - 31/37*z + 1
*
[ 3/2 ] 
f(z) = 230/297*z^3 - 31/22*z + 1
*
[ 3/2 ] 
f(z) = 224/297*z^3 - 15/11*z + 1
*
[ 17/15 ] 
f(z) = 225/289*z^3 - 15/17*z + 1
*
[ 3/2 ] 
f(z) = 236/297*z^3 - 16/11*z + 1
*
[ 3/4 ] 
f(z) = 232/297*z^3 - 17/22*z + 1
*
[ 1/24 ] 
f(z) = 240*z^3 - 281/12*z + 1
*
[ 1/4 ] 
f(z) = 241*z^3 - 289/16*z + 1
*
[ 2/33 ] 
f(z) = 242*z^3 - 295/18*z + 1
*
[ 1/33 ] 
f(z) = 242*z^3 - 290/9*z + 1
*
[ -7/22 ] 
f(z) = 242*z^3 - 285/14*z + 1
*
[ 1/22 ] 
f(z) = 242/7*z^3 - 295/14*z + 1
*
[ 1/4 ] 
f(z) = 243*z^3 - 291/16*z + 1
*
[ 10/9 ] 
f(z) = 243/10*z^3 - 299/10*z + 1
*
[ -10/9 ] 
f(z) = 243/10*z^3 - 281/10*z + 1
*
0 | 0.14075578023918504580116600549516607678 | 0.024963981248774015847420993290127030614
f(z) = 243/19*z^3 - 281/19*z + 1
*
0 | 0.14083267003631729269394407582837308362 | 0.024961891123970640561706549883800081321
f(z) = 244/19*z^3 - 282/19*z + 1
*
[ 1/4 ] 
f(z) = 245*z^3 - 293/16*z + 1
*
[ 1/3 ] 
f(z) = 245/2*z^3 - 281/18*z + 1
*
[ -4/7 ] 
f(z) = 245/3*z^3 - 287/12*z + 1
*
1/35 | 0.13382293433768276925860934403844161508 | 0.018819948430255994679158873464397717563
f(z) = 245/3*z^3 - 286/15*z + 1
*
0 | 0.11452139191850435472197216043241309571 | 0.020311136605394980500723652501013947335
f(z) = 245/18*z^3 - 281/18*z + 1
*
0 | 0.14090924188185371551606820339883678863 | 0.024959802906068966816664823220582305547
f(z) = 245/19*z^3 - 283/19*z + 1
*
0 | 0.14098549839470417837943202088084810484 | 0.024957716649208206870013355222028296708
f(z) = 246/19*z^3 - 284/19*z + 1
*
[ 1/4 ] 
f(z) = 247*z^3 - 295/16*z + 1
*
[ 1/3 ] 
f(z) = 247/2*z^3 - 283/18*z + 1
*
0 | 0.14108260001667127676133200969583809551 | 0.025021944927303101621738912354079456872
f(z) = 247/17*z^3 - 281/17*z + 1
*
0 | 0.11467350436474429143462227276193348501 | 0.020312564522149022293943434587920638648
f(z) = 247/18*z^3 - 283/18*z + 1
*
[ 3/4 ] 
f(z) = 248/3*z^3 - 281/6*z + 1
*
0 | 0.14115814691658962015561764243427890581 | 0.025019580284068452750010929170954261396
f(z) = 248/17*z^3 - 282/17*z + 1
*
0 | 0.14113707573737975666518108938206469615 | 0.024953550227457193558624854853419109221
f(z) = 248/19*z^3 - 286/19*z + 1
*
[ 1/4 ] 
f(z) = 249*z^3 - 297/16*z + 1
*
0 | 0.11557174778568791315288422720501772524 | 0.020497424260000375050992563261494552608
f(z) = 249/16*z^3 - 281/16*z + 1
*
0 | 0.14123338685661453322133163601163152870 | 0.025017219968108136129687803563190261780
f(z) = 249/17*z^3 - 283/17*z + 1
*
0 | 0.14121240164598683922490715822300290449 | 0.024951470163252942705645076530220632009
f(z) = 249/19*z^3 - 287/19*z + 1
*
2/25 | 0.20763853401421347039570038058210115590 | 0.029118143302221608096834245437979960926
f(z) = 250/3*z^3 - 293/15*z + 1
*
0 | 0.14130832232124226222672707402680288899 | 0.025014864002502415918372029154108936607
f(z) = 250/17*z^3 - 284/17*z + 1
*
0 | 0.14128742238049326559208899396129612156 | 0.024949392261536936818114088696233040010
f(z) = 250/19*z^3 - 288/19*z + 1
*
[ 1/4 ] 
f(z) = 251*z^3 - 299/16*z + 1
*
[ 1/3 ] 
f(z) = 251/2*z^3 - 287/18*z + 1
*
0 | 0.12106009635178069511392173658864567490 | 0.021470819671953293361552993042449286706
f(z) = 251/15*z^3 - 281/15*z + 1
*
0 | 0.11572123199410858397688698028117304630 | 0.020498152598409500368355884292996253821
f(z) = 251/16*z^3 - 283/16*z + 1
*
0 | 0.14138295576492523539076415293530572841 | 0.025012512409303826526793508984954240617
f(z) = 251/17*z^3 - 285/17*z + 1
*
0 | 0.11497403120785564077865592972900736806 | 0.020315291545168980884591897971034134728
f(z) = 251/18*z^3 - 287/18*z + 1
*
0 | 0.14136214040383576096776073042250272771 | 0.024947316569082007025031965425737387793
f(z) = 251/19*z^3 - 289/19*z + 1
*
[ 1/42 ] 
f(z) = 252*z^3 - 288/7*z + 1
*
[ 2/9 ] 
f(z) = 252*z^3 - 287/18*z + 1
*
0 | 0.14145728961255455083109870398592503295 | 0.025010165209565588483303803713500815767
f(z) = 252/17*z^3 - 286/17*z + 1
*
0 | 0.14143655814925289640810162457120533184 | 0.024945243131297210304473618758396668914
f(z) = 252/19*z^3 - 290/19*z + 1
*
[ 1/3 ] 
f(z) = 253/2*z^3 - 289/18*z + 1
*
0 | 0.12872682479900036859398182840606563823 | 0.022830565359630228697522703563459895179
f(z) = 253/14*z^3 - 281/14*z + 1
*
0 | 0.12120726669296517329455532789000751583 | 0.021469915294671297300320778029348897964
f(z) = 253/15*z^3 - 283/15*z + 1
*
0 | 0.11586951914761447265049366949403743104 | 0.020498848463449415435818762949953465950
f(z) = 253/16*z^3 - 285/16*z + 1
*
0 | 0.14153132625993281710460021299709502645 | 0.025007822423369228186961044734508279121
f(z) = 253/17*z^3 - 287/17*z + 1
*
0 | 0.11512248519049304747360209490085712965 | 0.020316593071257398578139021550100390235
f(z) = 253/18*z^3 - 289/18*z + 1
*
0 | 0.14151067802076067669037065115733643999 | 0.024943171992262063608309513223005806454
f(z) = 253/19*z^3 - 291/19*z + 1
*
0 | 0.12128092623570543682519260443729979713 | 0.021469548474199364180488518041694912218
f(z) = 254/15*z^3 - 284/15*z + 1
*
0 | 0.14160506807423757691194667623460159831 | 0.025005484069851425685396084316954889351
f(z) = 254/17*z^3 - 288/17*z + 1
*
0 | 0.14158450239361864540483042129387854665 | 0.024941103194759863683889810605854189095
f(z) = 254/19*z^3 - 292/19*z + 1
*
[ 1/17 ] 
f(z) = 255*z^3 - 287/17*z + 1
*
0 | 0.14171937945123016101294195360831902654 | 0.025134882028976084721589945858596830665
f(z) = 255/13*z^3 - 281/13*z + 1
*
0 | 0.12887377031280586951821548173688578547 | 0.022827912944607775135379259328901119631
f(z) = 255/14*z^3 - 283/14*z + 1
*
0 | 0.11601662826662331731612797857668070121 | 0.020499512825317970303113996926877179588
f(z) = 255/16*z^3 - 287/16*z + 1
*
0 | 0.14165803361478673327944558753349288245 | 0.024939036780310119464693736712483290725
f(z) = 255/19*z^3 - 293/19*z + 1
*
3/64 | 0.22508485723545018656345186719797990494 | 0.027060733942732024829609554045860161849
f(z) = 256*z^3 - 281/16*z + 1
*
0 | 0.14179237692493023760722368741188081553 | 0.025131994402267524795322314505040601985
f(z) = 256/13*z^3 - 282/13*z + 1
*
0 | 0.12142737210505027232155011519572990979 | 0.021468802672726822575817921870767753526
f(z) = 256/15*z^3 - 286/15*z + 1
*
0 | 0.14175167653192783016584710435222084619 | 0.025000820732829851244113697461962558048
f(z) = 256/17*z^3 - 290/17*z + 1
*
[ 17/16 ] 
f(z) = 256/17*z^3 - 288/17*z + 1
*
0 | 0.14173127400337306948432788599261198717 | 0.024936972789200123029792662526712568607
f(z) = 256/19*z^3 - 294/19*z + 1
*
[ 1/16 ] 
f(z) = 256/19*z^3 - 286/19*z + 1
*
[ 1/3 ] 
f(z) = 257/2*z^3 - 293/18*z + 1
*
0 | 0.095859715728966205454723254126993895362 | 0.017001363225753486646635831225465728466
f(z) = 257/12*z^3 - 281/12*z + 1
*
0 | 0.14186508777406524350401796536280327972 | 0.025129115612315580845343606516219364616
f(z) = 257/13*z^3 - 283/13*z + 1
*
0 | 0.12901955894180654578464973952304416057 | 0.022825264202571109839864422975544429545
f(z) = 257/14*z^3 - 285/14*z + 1
*
0 | 0.12150119662792693288186219151538364440 | 0.021468606490111379599371674310188344730
f(z) = 257/15*z^3 - 287/15*z + 1
*
0 | 0.11616257792177132998928082928613211854 | 0.020500146620703346195691124566340146248
f(z) = 257/16*z^3 - 289/16*z + 1
*
0 | 0.14182454777058649750968873610736141128 | 0.024998495783106491300493964891347436800
f(z) = 257/17*z^3 - 291/17*z + 1
*
0 | 0.11541586971952878086428466902561269640 | 0.020319077898497360425086259561115290909
f(z) = 257/18*z^3 - 293/18*z + 1
*
0 | 0.14180422585107296960046869096692585588 | 0.024934911260515684290952568516511968676
f(z) = 257/19*z^3 - 295/19*z + 1
*
0 | 0.14193751424075914796975447434336134108 | 0.025126245625606028017482444137931047804
f(z) = 258/13*z^3 - 284/13*z + 1
*
0 | 0.14189713336758243676723865673899261675 | 0.024996175333671167576423682342763973156
f(z) = 258/17*z^3 - 292/17*z + 1
*
0 | 0.14187689142259930806527571867756801408 | 0.024932852232171053755094493789180289697
f(z) = 258/19*z^3 - 296/19*z + 1
*
[ 1/3 ] 
f(z) = 259/2*z^3 - 295/18*z + 1
*
0 | 0.14202971924820986135386367096648784882 | 0.025189922872480945606121520333359833176
f(z) = 259/11*z^3 - 281/11*z + 1
*
0 | 0.096005241194576241133909883245080785757 | 0.017005782347302713826516084573668674995
f(z) = 259/12*z^3 - 283/12*z + 1
*
0 | 0.14200965854092910007209674138607329609 | 0.025123384408527021653798077188368521945
f(z) = 259/13*z^3 - 285/13*z + 1
*
0 | 0.12164592563282974587728781235781931491 | 0.021467837197652290628190949479409683602
f(z) = 259/15*z^3 - 289/15*z + 1
*
0 | 0.11630738624798445425587408637523212008 | 0.020500750754146780929443396157474112088
f(z) = 259/16*z^3 - 291/16*z + 1
*
0 | 0.14196943555360497753990449527604103276 | 0.024993859399313616825850768367111705852
f(z) = 259/17*z^3 - 293/17*z + 1
*
0 | 0.11556083709532638198782620547037298054 | 0.020320263383328991101846408185404877177
f(z) = 259/18*z^3 - 295/18*z + 1
*
0 | 0.14194927295610447721911140387911354957 | 0.024930795740938056927477039817342659768
f(z) = 259/19*z^3 - 297/19*z + 1
*
[ 1/9 ] 
f(z) = 240*z^3 - 296/27*z + 1
*
5/12 | 0.14352916731820975249975023149459529127 | 0.021815425903817790715248354377596192950
f(z) = 240/13*z^3 - 281/39*z + 1
*
[ 1/3 ] 
f(z) = 241/3*z^3 - 295/27*z + 1
*
[ 1/3 ] 
f(z) = 242/3*z^3 - 296/27*z + 1
*
[ 5/11 ] 
f(z) = 242/7*z^3 - 292/35*z + 1
*
1/11 | 0.18445782981522463177415262395718320193 | 0.029837479199746556849360739631592830151
f(z) = 242/15*z^3 - 289/30*z + 1
*
[ 17/22 ] 
f(z) = 242/17*z^3 - 299/34*z + 1
*
[ -5/18 ] 
f(z) = 243*z^3 - 283/20*z + 1
*
2/27 | 0.15700088095010108838205237647573347426 | 0.021551783198846422092205279829021837458
f(z) = 243/5*z^3 - 293/30*z + 1
*
1/18 | 0.13613822381667675116016042015178290078 | 0.019789385472460575874345220777161475647
f(z) = 243/7*z^3 - 283/28*z + 1
*
1/27 | 0.12959699531240061891813141270240853904 | 0.019660711464386901721303833146390888383
f(z) = 243/8*z^3 - 289/24*z + 1
*
[ 1/10 ] 
f(z) = 244*z^3 - 286/25*z + 1
*
[ 1/3 ] 
f(z) = 244/3*z^3 - 298/27*z + 1
*
3/14 | 0.23395132857769926786714686050477426252 | 0.029294577894295079979729479172577474286
f(z) = 245/2*z^3 - 287/24*z + 1
*
[ 1/3 ] 
f(z) = 245/3*z^3 - 299/27*z + 1
*
16/35 | 0.20980668186685911770729426519575834455 | 0.029505786527545558160916733361568957180
f(z) = 245/4*z^3 - 281/20*z + 1
*
[ 1/2 ] 
f(z) = 245/9*z^3 - 281/36*z + 1
*
22/35 | 0.18047931885003418610977140575637416747 | 0.025381385412716444536035852162235750404
f(z) = 245/12*z^3 - 287/30*z + 1
*
[ 1/9 ] 
f(z) = 246*z^3 - 298/27*z + 1
*
-1/4 | 0.11234150365575422783360321609083881112 | 0.012937523663524543724689732180420870174
f(z) = 246*z^3 - 281/24*z + 1
*
1/3 | 0.19408392966728089466281879885977796082 | 0.026597438558738954899127654563932838913
f(z) = 246/5*z^3 - 299/30*z + 1
*
[ 2/13 ] 
f(z) = 247*z^3 - 295/26*z + 1
*
[ 1/2 ] 
f(z) = 247/9*z^3 - 283/36*z + 1
*
[ 1/10 ] 
f(z) = 248*z^3 - 287/25*z + 1
*
[ 3/4 ] 
f(z) = 248/15*z^3 - 289/30*z + 1
*
[ 1/9 ] 
f(z) = 249*z^3 - 299/27*z + 1
*
[ 1/2 ] 
f(z) = 249/8*z^3 - 281/32*z + 1
*
-2/3 | 0.19277411672112588860551708441466955052 | 0.029137275907485780629828647812898736446
f(z) = 249/10*z^3 - 287/30*z + 1
*
[ 3/5 ] 
f(z) = 250/7*z^3 - 284/21*z + 1
*
[ 3/5 ] 
f(z) = 250/11*z^3 - 292/33*z + 1
*
[ 3/5 ] 
f(z) = 250/13*z^3 - 296/39*z + 1
*
[ 1/2 ] 
f(z) = 251/8*z^3 - 283/32*z + 1
*
[ 1/2 ] 
f(z) = 251/9*z^3 - 287/36*z + 1
*
[ 1/10 ] 
f(z) = 252*z^3 - 288/25*z + 1
*
2/21 | 0.16269040155255082424302110292118596430 | 0.021763614520224910243595995084800002164
f(z) = 252/5*z^3 - 296/35*z + 1
*
[ 5/14 ] 
f(z) = 252/5*z^3 - 288/35*z + 1
*
[ 5/42 ] 
f(z) = 252/5*z^3 - 284/35*z + 1
*
[ 2/11 ] 
f(z) = 253*z^3 - 283/22*z + 1
*
[ 3/11 ] 
f(z) = 253/3*z^3 - 295/33*z + 1
*
[ 1/2 ] 
f(z) = 253/7*z^3 - 281/28*z + 1
*
[ 1/2 ] 
f(z) = 253/8*z^3 - 285/32*z + 1
*
[ 1/2 ] 
f(z) = 253/9*z^3 - 289/36*z + 1
*
[ 2/17 ] 
f(z) = 255/4*z^3 - 285/34*z + 1
*
[ 1/2 ] 
f(z) = 255/7*z^3 - 283/28*z + 1
*
[ 1/2 ] 
f(z) = 255/8*z^3 - 287/32*z + 1
*
[ 1/10 ] 
f(z) = 256*z^3 - 289/25*z + 1
*
1/4 | 0.17544009673097579356420562862722289697 | 0.025310655752685881791266640669277895339
f(z) = 256/9*z^3 - 289/36*z + 1
*
[ 1/2 ] 
f(z) = 257/6*z^3 - 281/24*z + 1
*
[ 1/2 ] 
f(z) = 257/7*z^3 - 285/28*z + 1
*
[ 1/2 ] 
f(z) = 257/8*z^3 - 289/32*z + 1
*
[ 1/2 ] 
f(z) = 257/9*z^3 - 293/36*z + 1
*
[ 1/2 ] 
f(z) = 259/6*z^3 - 283/24*z + 1
*
[ 1/2 ] 
f(z) = 259/8*z^3 - 291/32*z + 1
*
[ 1/2 ] 
f(z) = 259/9*z^3 - 295/36*z + 1
*
[ -3/4 ] 
f(z) = 240/17*z^3 - 286/51*z + 1
*
[ 1/2 ] 
f(z) = 241/10*z^3 - 281/40*z + 1
*
[ 1/2 ] 
f(z) = 241/11*z^3 - 285/44*z + 1
*
[ 1/2 ] 
f(z) = 241/12*z^3 - 289/48*z + 1
*
[ 1/2 ] 
f(z) = 241/13*z^3 - 293/52*z + 1
*
[ 1/2 ] 
f(z) = 241/14*z^3 - 297/56*z + 1
*
13/44 | 0.12393248338897478496402995493716122100 | 0.016375036055031344892342843214582833199
f(z) = 242/5*z^3 - 289/40*z + 1
*
[ 3/22 ] 
f(z) = 242/7*z^3 - 293/42*z + 1
*
[ 1/4 ] 
f(z) = 242/7*z^3 - 289/56*z + 1
*
[ 1/2 ] 
f(z) = 243/10*z^3 - 283/40*z + 1
*
[ 1/2 ] 
f(z) = 243/11*z^3 - 287/44*z + 1
*
[ 1/2 ] 
f(z) = 243/13*z^3 - 295/52*z + 1
*
[ 1/6 ] 
f(z) = 243/13*z^3 - 287/52*z + 1
*
[ 1/2 ] 
f(z) = 243/14*z^3 - 299/56*z + 1
*
7/18 | 0.14488772379403859580565984745573088110 | 0.021061234207437888844476264980277152632
f(z) = 243/14*z^3 - 283/56*z + 1
*
[ 1/6 ] 
f(z) = 244/5*z^3 - 286/45*z + 1
*
[ 1/2 ] 
f(z) = 245/11*z^3 - 289/44*z + 1
*
[ 1/2 ] 
f(z) = 245/12*z^3 - 293/48*z + 1
*
[ 1/2 ] 
f(z) = 245/13*z^3 - 297/52*z + 1
*
1/6 | 0.20285207607173073962537376474462033392 | 0.027799033330991228292023339766473357058
f(z) = 246/7*z^3 - 293/42*z + 1
*
[ 1/4 ] 
f(z) = 246/7*z^3 - 291/56*z + 1
*
[ 6/19 ] 
f(z) = 247/8*z^3 - 299/57*z + 1
*
[ 1/2 ] 
f(z) = 247/10*z^3 - 287/40*z + 1
*
[ 1/2 ] 
f(z) = 247/11*z^3 - 291/44*z + 1
*
[ 1/2 ] 
f(z) = 247/12*z^3 - 295/48*z + 1
*
[ 1/6 ] 
f(z) = 248/5*z^3 - 287/45*z + 1
*
[ 1/2 ] 
f(z) = 249/10*z^3 - 289/40*z + 1
*
[ 1/2 ] 
f(z) = 249/11*z^3 - 293/44*z + 1
*
[ 1/4 ] 
f(z) = 250/7*z^3 - 293/56*z + 1
*
9/25 | 0.18685067046462677415391334396811500867 | 0.026202961914250241863996433633408781783
f(z) = 250/9*z^3 - 287/45*z + 1
*
[ 1/2 ] 
f(z) = 251/10*z^3 - 291/40*z + 1
*
[ 1/2 ] 
f(z) = 251/11*z^3 - 295/44*z + 1
*
[ 1/2 ] 
f(z) = 251/12*z^3 - 299/48*z + 1
*
[ 5/18 ] 
f(z) = 252/5*z^3 - 292/45*z + 1
*
[ 1/2 ] 
f(z) = 253/10*z^3 - 293/40*z + 1
*
[ 1/4 ] 
f(z) = 254/7*z^3 - 295/56*z + 1
*
[ 6/17 ] 
f(z) = 255/8*z^3 - 296/51*z + 1
*
[ 1/2 ] 
f(z) = 255/11*z^3 - 299/44*z + 1
*
[ 1/6 ] 
f(z) = 256/5*z^3 - 289/45*z + 1
*
-33/64 | 0.15269701001068112685492951735378460065 | 0.018357934925081838587332103147791120165
f(z) = 256/9*z^3 - 283/48*z + 1
*
[ -3/4 ] 
f(z) = 256/19*z^3 - 299/57*z + 1
*
[ 1/2 ] 
f(z) = 257/10*z^3 - 297/40*z + 1
*
[ 1/4 ] 
f(z) = 258/7*z^3 - 297/56*z + 1
*
[ 1/7 ] 
f(z) = 259/6*z^3 - 289/42*z + 1
*
[ 1/2 ] 
f(z) = 259/10*z^3 - 299/40*z + 1
*
4/11 | 0.18388374116503675284952911871050305207 | 0.026745823098151867945302878262924323687
f(z) = 242/15*z^3 - 293/60*z + 1
*
8/27 | 0.19585248413174221634964422989728400068 | 0.026885010144015371042394229183961631292
f(z) = 243/10*z^3 - 293/60*z + 1
*
4/27 | 0.20957840171850720858312800820924829962 | 0.028769190654627989473782149409020426109
f(z) = 243/10*z^3 - 287/60*z + 1
*
[ 4/9 ] 
f(z) = 243/19*z^3 - 287/76*z + 1
*
[ 1/4 ] 
f(z) = 244/19*z^3 - 289/76*z + 1
*
[ 3/10 ] 
f(z) = 245/9*z^3 - 287/60*z + 1
*
[ -3/5 ] 
f(z) = 245/12*z^3 - 281/60*z + 1
*
[ 3/10 ] 
f(z) = 250/11*z^3 - 289/66*z + 1
*
[ 1/4 ] 
f(z) = 252/19*z^3 - 291/76*z + 1
*
[ 4/17 ] 
f(z) = 255/16*z^3 - 281/68*z + 1
*
[ 15/32 ] 
f(z) = 256/15*z^3 - 293/60*z + 1
*
3/8 | 0.11591391484042683221238241019568827090 | 0.016722843011030941101269030669292283131
f(z) = 256/15*z^3 - 289/60*z + 1
*
1/4 | 0.15075297082298934475116363281550586122 | 0.018409902797869560533706890090811864803
f(z) = 240*z^3 - 271/15*z + 1
*
0 | 0.14061007865734636849864708515742644982 | 0.025251684510965932035490126787452507383
f(z) = 240/11*z^3 - 262/11*z + 1
*
0 | 0.14058841250226210475382152018096018234 | 0.025179279205601918614437710189212868815
f(z) = 240/13*z^3 - 266/13*z + 1
*
0 | 0.14054496160110074419802814148409448004 | 0.025038616425153793326756079190116224497
f(z) = 240/17*z^3 - 274/17*z + 1
*
0 | 0.14052317645434521111655796252215867716 | 0.024970262499102224523158968745476184728
f(z) = 240/19*z^3 - 278/19*z + 1
*
[ 1/3 ] 
f(z) = 241/2*z^3 - 277/18*z + 1
*
0 | 0.12786293910798936159924950409680250953 | 0.022978249651079845858154318048699246698
f(z) = 241/10*z^3 - 261/10*z + 1
*
0 | 0.14068757284207735153134117981439422261 | 0.025248328030711749325398314290540231979
f(z) = 241/11*z^3 - 263/11*z + 1
*
0 | 0.094661304550070491493472433255739639302 | 0.016965212922892556313481404615048991550
f(z) = 241/12*z^3 - 265/12*z + 1
*
0 | 0.14066599756402193099689060031045158639 | 0.025176255105907109733438900488471731762
f(z) = 241/13*z^3 - 267/13*z + 1
*
0 | 0.12781978850299337188409438286489453195 | 0.022846538423594242683277228938187863719
f(z) = 241/14*z^3 - 269/14*z + 1
*
0 | 0.12030074475834481049399025155344635891 | 0.021474150871268735539550579934059342149
f(z) = 241/15*z^3 - 271/15*z + 1
*
0 | 0.11496144341502258349575110840145809646 | 0.020494165513712505996015206387466486032
f(z) = 241/16*z^3 - 273/16*z + 1
*
0 | 0.14062272941585296642702844589553522013 | 0.025036222229934420166524656370466944968
f(z) = 241/17*z^3 - 275/17*z + 1
*
0 | 0.11421336630154979047500979730969365602 | 0.020308145587366401228542557515193721277
f(z) = 241/18*z^3 - 277/18*z + 1
*
0 | 0.14060103615012316758200281144828414132 | 0.024968166994537542753545597629226199893
f(z) = 241/19*z^3 - 279/19*z + 1
*
[ 9/22 ] 
f(z) = 242/3*z^3 - 269/18*z + 1
*
[ 5/11 ] 
f(z) = 242/3*z^3 - 268/15*z + 1
*
0 | 0.14074325892149441657190868632246076705 | 0.025173240326278581072930626336081291641
f(z) = 242/13*z^3 - 268/13*z + 1
*
0 | 0.12037706294518573461046541686843498851 | 0.021473655602100880553341102623421243723
f(z) = 242/15*z^3 - 272/15*z + 1
*
0 | 0.14070017199534337410785499094680651875 | 0.025033832169085035777398954972874520341
f(z) = 242/17*z^3 - 276/17*z + 1
*
0 | 0.14067856983878279281995996440657093273 | 0.024966073224749877979503524900440998115
f(z) = 242/19*z^3 - 280/19*z + 1
*
5/18 | 0.23772424105427249013568799091396405872 | 0.029797592354251854285128926606452781354
f(z) = 243*z^3 - 265/12*z + 1
*
[ 1/18 ] 
f(z) = 243/4*z^3 - 275/16*z + 1
*
16/27 | 0.18255274798819175709714099974207293198 | 0.027694445357895935144286162733466742662
f(z) = 243/4*z^3 - 265/12*z + 1
*
0 | 0.12801687182268878840545751471398977452 | 0.022974395733395755356505909052730043415
f(z) = 243/10*z^3 - 263/10*z + 1
*
0 | 0.14084159505682669433711208614241221603 | 0.025241651379049131139909486530509715645
f(z) = 243/11*z^3 - 265/11*z + 1
*
0 | 0.14082019926469495450426132014659936686 | 0.025170234836084923777292433564585254229
f(z) = 243/13*z^3 - 269/13*z + 1
*
0 | 0.12797408019075534020226836427452757465 | 0.022843871092805483593836110274974383914
f(z) = 243/14*z^3 - 271/14*z + 1
*
0 | 0.11511591556827789154951936147530269762 | 0.020495034169382760252755061892819685345
f(z) = 243/16*z^3 - 275/16*z + 1
*
0 | 0.14077729204874656355986824045177360969 | 0.025031446273747998174417999281040989848
f(z) = 243/17*z^3 - 277/17*z + 1
*
[ 1/3 ] 
f(z) = 244*z^3 - 262/9*z + 1
*
0 | 0.12737628293250098610950140993602760811 | 0.022875072267253871196371381124631669873
f(z) = 244/9*z^3 - 262/9*z + 1
*
0 | 0.14091812841468982658308227202353332787 | 0.025238331078155169174433695622671234601
f(z) = 244/11*z^3 - 266/11*z + 1
*
0 | 0.14089682125024514442046129342797099143 | 0.025167238604403674829994703777584838067
f(z) = 244/13*z^3 - 270/13*z + 1
*
0 | 0.12053080391339875227761971029944678302 | 0.021473018543123503966917355424376799883
f(z) = 244/15*z^3 - 274/15*z + 1
*
0 | 0.14085409225152495648436060918241731773 | 0.025029064573814523029565719616302813264
f(z) = 244/17*z^3 - 278/17*z + 1
*
[ 1/3 ] 
f(z) = 245*z^3 - 263/9*z + 1
*
-8/21 | 0.13557872550880031284546929752977037969 | 0.017611096789386882745441990435270316869
f(z) = 245/2*z^3 - 275/18*z + 1
*
3/35 | 0.18685197322363797941803203802471536095 | 0.026277592234578795181334583439717964375
f(z) = 245/3*z^3 - 274/15*z + 1
*
[ 6/7 ] 
f(z) = 245/4*z^3 - 271/6*z + 1
*
[ 1/2 ] 
f(z) = 245/4*z^3 - 261/16*z + 1
*
0 | 0.11250152978886077530924971542955439045 | 0.020217650678540619227552612634652859386
f(z) = 245/8*z^3 - 261/8*z + 1
*
0 | 0.12745241370481694114620621067061127852 | 0.022873095928219472364467642600941049265
f(z) = 245/9*z^3 - 263/9*z + 1
*
0 | 0.14099434676992770516242133370268310907 | 0.025235022707991923274671831683040445635
f(z) = 245/11*z^3 - 267/11*z + 1
*
0 | 0.094968256322609948166853468602369468858 | 0.016974647998619115394936662226608591840
f(z) = 245/12*z^3 - 269/12*z + 1
*
0 | 0.14097312750192326587441514630040597215 | 0.025164251600037689149120526548799268210
f(z) = 245/13*z^3 - 271/13*z + 1
*
0 | 0.11526910978505904724750771012120139254 | 0.020495866106078828133304688883914661754
f(z) = 245/16*z^3 - 277/16*z + 1
*
0 | 0.14093057524598585981268223684302599182 | 0.025026687097959422178175884710052370857
f(z) = 245/17*z^3 - 279/17*z + 1
*
0 | 0.14107025270500123731451650332592771586 | 0.025231726204469079531422117594171225163
f(z) = 246/11*z^3 - 268/11*z + 1
*
0 | 0.14104912061120345514710772364226090017 | 0.025161273791530938008220864473450081206
f(z) = 246/13*z^3 - 272/13*z + 1
*
0 | 0.14100674364182706618008222142095077695 | 0.025024313873674851896249160810448405083
f(z) = 246/17*z^3 - 280/17*z + 1
*
[ 1/3 ] 
f(z) = 247*z^3 - 265/9*z + 1
*
[ 1/2 ] 
f(z) = 247/4*z^3 - 263/16*z + 1
*
0 | 0.14118782908863985771439921517969671851 | 0.025372865719540203521901542319197446179
f(z) = 247/7*z^3 - 261/7*z + 1
*
0 | 0.10377846016434673932344789659985395389 | 0.018624477996310344522296593385378273432
f(z) = 247/8*z^3 - 263/8*z + 1
*
0 | 0.12760374268608578816238848383684902461 | 0.022869161530331213333576384290736356949
f(z) = 247/9*z^3 - 265/9*z + 1
*
0 | 0.12832095092501828351924117335226619340 | 0.022966751395983037358843494763287704337
f(z) = 247/10*z^3 - 267/10*z + 1
*
0 | 0.14114584877074287189528223914460323217 | 0.025228441503766696667934211739380774184
f(z) = 247/11*z^3 - 269/11*z + 1
*
0 | 0.095120878680148165004024186697040694339 | 0.016979446834583799552558199193528436099
f(z) = 247/12*z^3 - 271/12*z + 1
*
0 | 0.12827885961374245217924603402983591673 | 0.022838541465048230370965681425649097058
f(z) = 247/14*z^3 - 275/14*z + 1
*
0 | 0.12076008188474010902688872790790461808 | 0.021472209457364647384912415328822209517
f(z) = 247/15*z^3 - 277/15*z + 1
*
0 | 0.11542104703750924572151106334280358329 | 0.020496662443083845311214546381843975094
f(z) = 247/16*z^3 - 279/16*z + 1
*
[ 1/3 ] 
f(z) = 248*z^3 - 266/9*z + 1
*
[ -3/4 ] 
f(z) = 248/3*z^3 - 265/6*z + 1
*
0 | 0.14126294719650594091763620825726905605 | 0.025368930945470585478372793621521448093
f(z) = 248/7*z^3 - 262/7*z + 1
*
0 | 0.12767894594812801425916584706924162325 | 0.022867203430817195142339822968536018119
f(z) = 248/9*z^3 - 266/9*z + 1
*
0 | 0.14122113748687100018322585319846648279 | 0.025225168542339949974724456238198480428
f(z) = 248/11*z^3 - 270/11*z + 1
*
0 | 0.14120017761010405958590428824758580028 | 0.025155345635067538391236188104476975662
f(z) = 248/13*z^3 - 274/13*z + 1
*
0 | 0.12083450880115598145868119263609867646 | 0.021471685168568817223209693042662616971
f(z) = 248/15*z^3 - 278/15*z + 1
*
[ 1/2 ] 
f(z) = 249/4*z^3 - 265/16*z + 1
*
0 | 0.14133776182499424691314581843922850855 | 0.025365013423678673836164528585210341447
f(z) = 249/7*z^3 - 263/7*z + 1
*
0 | 0.11280278996166869255045925815170361639 | 0.020216532606349035745696841440057306782
f(z) = 249/8*z^3 - 265/8*z + 1
*
0 | 0.12847113831408350520751021595574522712 | 0.022962960838781724289576446551147537808
f(z) = 249/10*z^3 - 269/10*z + 1
*
0 | 0.14129612134249394111636409260807062447 | 0.025221907256923587814991870017784376799
f(z) = 249/11*z^3 - 271/11*z + 1
*
0 | 0.14127524652585195691490589602908876042 | 0.025152395223038958801708683442422668471
f(z) = 249/13*z^3 - 275/13*z + 1
*
0 | 0.12842938863654187655134038274870957182 | 0.022835879955076341303507801610373786317
f(z) = 249/14*z^3 - 277/14*z + 1
*
[ 3/5 ] 
f(z) = 250*z^3 - 272/3*z + 1
*
[ 1/3 ] 
f(z) = 250*z^3 - 268/9*z + 1
*
[ -3/5 ] 
f(z) = 250*z^3 - 262/3*z + 1
*
0 | 0.14141227541639305511003911738168738013 | 0.025361113023180031409461731590685567620
f(z) = 250/7*z^3 - 264/7*z + 1
*
0 | 0.12782844241846660918768994926952423284 | 0.022863305327673422156379201095955384628
f(z) = 250/9*z^3 - 268/9*z + 1
*
0 | 0.14137080279660376301795413160752448479 | 0.025218657584536112305080329812562158930
f(z) = 250/11*z^3 - 272/11*z + 1
*
0 | 0.14135001235246048821367393255940229638 | 0.025149453878753638925443318765864546420
f(z) = 250/13*z^3 - 276/13*z + 1
*
[ 1/3 ] 
f(z) = 251*z^3 - 269/9*z + 1
*
[ 1/2 ] 
f(z) = 251/3*z^3 - 263/12*z + 1
*
[ 1/2 ] 
f(z) = 251/4*z^3 - 267/16*z + 1
*
0 | 0.14150709007948934208760546447812257787 | 0.025430240114363043828199242985430127924
f(z) = 251/5*z^3 - 261/5*z + 1
*
0 | 0.10831671588798396175945207040488990194 | 0.019438930665319484652778368538076523245
f(z) = 251/6*z^3 - 263/6*z + 1
*
0 | 0.14148649038362658359057720542347804410 | 0.025357229614360175690521537924207444729
f(z) = 251/7*z^3 - 265/7*z + 1
*
0 | 0.11009914436356766771175319465661129290 | 0.019705431258735393501373553175393669103
f(z) = 251/8*z^3 - 267/8*z + 1
*
0 | 0.12790274049848687679654347998781823887 | 0.022861365282365893632640334098410533019
f(z) = 251/9*z^3 - 269/9*z + 1
*
0 | 0.12862011743734329435400498129090848773 | 0.022959191254202293614005680136406224003
f(z) = 251/10*z^3 - 271/10*z + 1
*
0 | 0.14144518427856018678095780654556659304 | 0.025215419462483695319291242086172713660
f(z) = 251/11*z^3 - 273/11*z + 1
*
0 | 0.095420383480100680257230738572973725706 | 0.016988476443297124725936879465508106923
f(z) = 251/12*z^3 - 275/12*z + 1
*
0 | 0.14142447752759430594491365808562972374 | 0.025146521569679373312590196646916589602
f(z) = 251/13*z^3 - 277/13*z + 1
*
0 | 0.12857870389221873188149387913327552152 | 0.022833221138529278987056953975835716784
f(z) = 251/14*z^3 - 279/14*z + 1
*
0 | 0.14158092664161032726940735955560703300 | 0.025426035789628415422638225268127959781
f(z) = 252/5*z^3 - 262/5*z + 1
*
0 | 0.14151926818856480862000216335422866469 | 0.025212192828363840531791676022891766949
f(z) = 252/11*z^3 - 274/11*z + 1
*
0 | 0.14149864445962672966165944366878988829 | 0.025143598263108874066324476425765863566
f(z) = 252/13*z^3 - 278/13*z + 1
*
[ 1/3 ] 
f(z) = 253*z^3 - 271/9*z + 1
*
[ 1/2 ] 
f(z) = 253/2*z^3 - 261/8*z + 1
*
[ 1/2 ] 
f(z) = 253/3*z^3 - 265/12*z + 1
*
[ 1/2 ] 
f(z) = 253/4*z^3 - 269/16*z + 1
*
0 | 0.11599386140680668556997092532033775693 | 0.020845257617199723984711626029983918640
f(z) = 253/4*z^3 - 261/4*z + 1
*
0 | 0.14165446997204583462051675436345644697 | 0.025421851074831653303518375068015502370
f(z) = 253/5*z^3 - 263/5*z + 1
*
0 | 0.10846417754885260592222690716024735475 | 0.019438965851663161143161011936903678740
f(z) = 253/6*z^3 - 265/6*z + 1
*
0 | 0.14163403395327819348692226772201921085 | 0.025349513260043645389897877084688473044
f(z) = 253/7*z^3 - 267/7*z + 1
*
0 | 0.11309922751614342387970205731219807312 | 0.020215381963848937356717262568283547270
f(z) = 253/8*z^3 - 269/8*z + 1
*
0 | 0.12805044830912677213236541166125688907 | 0.022857503098982646369900340772631480710
f(z) = 253/9*z^3 - 271/9*z + 1
*
0 | 0.12876790758119958668179874452130285660 | 0.022955442559089247397741649057096027687
f(z) = 253/10*z^3 - 273/10*z + 1
*
0 | 0.095568338718380485550189718172981238652 | 0.016992894956895082982788770571023084732
f(z) = 253/12*z^3 - 277/12*z + 1
*
0 | 0.14157251552810717999995861429197973624 | 0.025140683926172068494700461309920702597
f(z) = 253/13*z^3 - 279/13*z + 1
*
[ 1/3 ] 
f(z) = 254*z^3 - 272/9*z + 1
*
0 | 0.14172772239065359077748458382808837357 | 0.025417685808982997185646373355448111455
f(z) = 254/5*z^3 - 264/5*z + 1
*
0 | 0.14170736723889774290703238882963170876 | 0.025345680062011114355361053416456133706
f(z) = 254/7*z^3 - 268/7*z + 1
*
0 | 0.12812386273868165511667588069195666316 | 0.022855580918385651839275147890841497607
f(z) = 254/9*z^3 - 272/9*z + 1
*
0 | 0.14166655275051382677667885323237539928 | 0.025205773775788767708697430056979641914
f(z) = 254/11*z^3 - 276/11*z + 1
*
0 | 0.14164609308421932524128673315422879570 | 0.025137778525847962540307248041783164020
f(z) = 254/13*z^3 - 280/13*z + 1
*
[ 1/2 ] 
f(z) = 255/2*z^3 - 263/8*z + 1
*
[ 1/2 ] 
f(z) = 255/4*z^3 - 271/16*z + 1
*
0 | 0.11613999728160778065371856535851541726 | 0.020842926561421130357261202391707470166
f(z) = 255/4*z^3 - 263/4*z + 1
*
0 | 0.14178041126764694041577318327977460466 | 0.025341863350551799041594295707145947233
f(z) = 255/7*z^3 - 269/7*z + 1
*
0 | 0.10326273635826788266201134001854941147 | 0.018432800099383206553137381879710342616
f(z) = 255/8*z^3 - 271/8*z + 1
*
0 | 0.14173975806120785535478656302198957667 | 0.025202581234014822000372627602226414942
f(z) = 255/11*z^3 - 277/11*z + 1
*
[ 1/3 ] 
f(z) = 256*z^3 - 274/9*z + 1
*
0 | 0.12154885297518131497543105008255922143 | 0.021828543994194692307727020886372922869
f(z) = 256/3*z^3 - 262/3*z + 1
*
0 | 0.14187336363513984403349492522287033130 | 0.025409412989492269476256146929597444694
f(z) = 256/5*z^3 - 266/5*z + 1
*
0 | 0.14185316831247943611701048195982029611 | 0.025338063002642744634897387395344255519
f(z) = 256/7*z^3 - 270/7*z + 1
*
0 | 0.12826982418542267670099964684595495481 | 0.022851754272175627998230183391739756804
f(z) = 256/9*z^3 - 274/9*z + 1
*
0 | 0.14181267511833364364080060310800130317 | 0.025199399933541688663869989019744085654
f(z) = 256/11*z^3 - 278/11*z + 1
*
[ 1/3 ] 
f(z) = 257*z^3 - 275/9*z + 1
*
[ 1/2 ] 
f(z) = 257*z^3 - 261/4*z + 1
*
[ 1/2 ] 
f(z) = 257/2*z^3 - 265/8*z + 1
*
0 | 0.12914046157619475420073018369687059925 | 0.023207833222473388147297322477316979499
f(z) = 257/2*z^3 - 261/2*z + 1
*
[ 1/2 ] 
f(z) = 257/3*z^3 - 269/12*z + 1
*
0 | 0.12162116759377609204478135864417906447 | 0.021826598276258149318954339473331425976
f(z) = 257/3*z^3 - 263/3*z + 1
*
[ 1/2 ] 
f(z) = 257/4*z^3 - 273/16*z + 1
*
0 | 0.11628498896925189263343915463332723877 | 0.020840612824600054433990081979709040220
f(z) = 257/4*z^3 - 265/4*z + 1
*
0 | 0.14194575696533990987704582241190383721 | 0.025405305123109029247236452567061416041
f(z) = 257/5*z^3 - 267/5*z + 1
*
0 | 0.10875562424314219789655512584008229598 | 0.019439005314851835954209958419067972827
f(z) = 257/6*z^3 - 269/6*z + 1
*
0 | 0.14192564061966249372532597494404831649 | 0.025334278896529350260504464843204232573
f(z) = 257/7*z^3 - 271/7*z + 1
*
0 | 0.11339099442667874385506360256520828412 | 0.020214201722880742376672427443168327702
f(z) = 257/8*z^3 - 273/8*z + 1
*
0 | 0.12834237573683114694328595125749814127 | 0.022849849763354188018399698980977053316
f(z) = 257/9*z^3 - 275/9*z + 1
*
0 | 0.12905999580005740573454423603427560938 | 0.022948007480074575791733915546553272952
f(z) = 257/10*z^3 - 277/10*z + 1
*
0 | 0.14188530618309253872083797179229316854 | 0.025196229813470270827793619479209677477
f(z) = 257/11*z^3 - 279/11*z + 1
*
0 | 0.14201786839319127647856202912325661785 | 0.025401216080137409942937662870763865435
f(z) = 258/5*z^3 - 268/5*z + 1
*
0 | 0.14199783040919312662658803901523301829 | 0.025330510911709268925731943932456699553
f(z) = 258/7*z^3 - 272/7*z + 1
*
0 | 0.14195765349018233353744707178953667033 | 0.025193070813209991680865599554200024275
f(z) = 258/11*z^3 - 280/11*z + 1
*
[ 1/3 ] 
f(z) = 259*z^3 - 277/9*z + 1
*
[ 1/2 ] 
f(z) = 259*z^3 - 263/4*z + 1
*
0 | 0.14212952116915454352696573470361243504 | 0.025542097209692608299655158852327462964
f(z) = 259*z^3 - 261*z + 1
*
[ 1/2 ] 
f(z) = 259/2*z^3 - 267/8*z + 1
*
0 | 0.12928417152039754258368202289043912432 | 0.023201830167259288653423799314202216300
f(z) = 259/2*z^3 - 263/2*z + 1
*
[ 1/2 ] 
f(z) = 259/3*z^3 - 271/12*z + 1
*
0 | 0.12176598875681589666519691917708600760 | 0.021822918412594224464454482429879233663
f(z) = 259/3*z^3 - 265/3*z + 1
*
[ 1/2 ] 
f(z) = 259/4*z^3 - 275/16*z + 1
*
0 | 0.11642885424776187548641375618620974835 | 0.020838316202862176109400233497031977546
f(z) = 259/4*z^3 - 267/4*z + 1
*
0 | 0.14208970010566591720329736758303443441 | 0.025397145708663539215158034287735555618
f(z) = 259/5*z^3 - 269/5*z + 1
*
0 | 0.10889964537566133366908289982651553626 | 0.019439010284783788078341095735497643943
f(z) = 259/6*z^3 - 271/6*z + 1
*
0 | 0.11068271440336627484398465963984559999 | 0.019705754868548630892608268117708371046
f(z) = 259/8*z^3 - 275/8*z + 1
*
0 | 0.12848663163274601110808909213593812907 | 0.022846058265535218414857984230127443552
f(z) = 259/9*z^3 - 277/9*z + 1
*
0 | 0.12920433021423836882479540902898695344 | 0.022944320906440562132701529243395908289
f(z) = 259/10*z^3 - 279/10*z + 1
*
-2 | 0.11633237839184500931860950655406453227 | 0.016736509642007150873490554932889112017
f(z) = 259/16*z^3 - 261/4*z + 1
*
7/12 | 0.12757177620564699842903861979372261904 | 0.019390014470456906455125603275670914395
f(z) = 240/7*z^3 - 278/21*z + 1
*
1/2 | 0.19752606311670212897350048120076948836 | 0.028764814646394368709915229325439408445
f(z) = 240/7*z^3 - 275/28*z + 1
*
[ 1/2 ] 
f(z) = 241/5*z^3 - 261/20*z + 1
*
[ 1/2 ] 
f(z) = 241/6*z^3 - 265/24*z + 1
*
[ 1/2 ] 
f(z) = 241/7*z^3 - 269/28*z + 1
*
[ 1/2 ] 
f(z) = 241/8*z^3 - 273/32*z + 1
*
[ 1/2 ] 
f(z) = 241/9*z^3 - 277/36*z + 1
*
7/44 | 0.19615266701878246623027010469077610632 | 0.025917393946201399788796428653780408574
f(z) = 242/3*z^3 - 265/24*z + 1
*
8/11 | 0.18095502831261847052896498874734799665 | 0.029270873992043815215740716322475703058
f(z) = 242/15*z^3 - 271/30*z + 1
*
[ -19/22 ] 
f(z) = 242/19*z^3 - 279/38*z + 1
*
5/27 | 0.19513434354323990491120058844379000213 | 0.023793645545048388510091860122687742525
f(z) = 243/2*z^3 - 269/30*z + 1
*
5/54 | 0.22723281159946321143541523424714593647 | 0.028482542039141471378330362187222799603
f(z) = 243/2*z^3 - 265/24*z + 1
*
5/27 | 0.20719311298527669094363351606669313880 | 0.025264027849892153874998017682490438978
f(z) = 243/2*z^3 - 263/30*z + 1
*
[ 1/2 ] 
f(z) = 243/5*z^3 - 263/20*z + 1
*
2/27 | 0.11762819784021813464232876357965664585 | 0.016147026708271243692997896823040956801
f(z) = 243/5*z^3 - 263/30*z + 1
*
[ -5/9 ] 
f(z) = 243/7*z^3 - 277/35*z + 1
*
[ 1/2 ] 
f(z) = 243/7*z^3 - 271/28*z + 1
*
[ 1/2 ] 
f(z) = 243/8*z^3 - 275/32*z + 1
*
1/27 | 0.13469445858179869465022949283294171960 | 0.020434029968402837476321858641166925066
f(z) = 243/8*z^3 - 265/24*z + 1
*
5/9 | 0.18763706291542404251057570228502333118 | 0.028465769172444468563325521830430486170
f(z) = 243/10*z^3 - 271/30*z + 1
*
2/27 | 0.15578103458772799107990701060096209158 | 0.023633001407710355565768445617792992106
f(z) = 243/11*z^3 - 268/33*z + 1
*
13/70 | 0.12895142732101160481945942985195826885 | 0.015176129426334126044536317494939363913
f(z) = 245*z^3 - 269/20*z + 1
*
1/14 | 0.21790645542575047789672943598519105106 | 0.025645133513276374544240621663014114917
f(z) = 245*z^3 - 261/20*z + 1
*
6/35 | 0.21217411604328796134128990337995720797 | 0.025845553048325780030889623114553965751
f(z) = 245/2*z^3 - 263/30*z + 1
*
4/35 | 0.15868408357166523917237577930503387328 | 0.022316251577516292232404390925184499403
f(z) = 245/6*z^3 - 271/30*z + 1
*
[ 1/2 ] 
f(z) = 245/6*z^3 - 269/24*z + 1
*
[ 1/2 ] 
f(z) = 245/8*z^3 - 277/32*z + 1
*
[ 2/3 ] 
f(z) = 245/16*z^3 - 263/36*z + 1
*
[ 1/2 ] 
f(z) = 247/5*z^3 - 267/20*z + 1
*
[ 1/2 ] 
f(z) = 247/6*z^3 - 271/24*z + 1
*
[ 1/2 ] 
f(z) = 247/7*z^3 - 275/28*z + 1
*
[ 1/2 ] 
f(z) = 247/8*z^3 - 279/32*z + 1
*
[ 2/3 ] 
f(z) = 247/16*z^3 - 265/36*z + 1
*
[ 1/2 ] 
f(z) = 249/5*z^3 - 269/20*z + 1
*
[ 1/2 ] 
f(z) = 249/7*z^3 - 277/28*z + 1
*
[ 3/20 ] 
f(z) = 250*z^3 - 271/24*z + 1
*
1/10 | 0.19734220271928913038382550611751332111 | 0.025222525844744013759468172097063878762
f(z) = 250/3*z^3 - 271/30*z + 1
*
2/5 | 0.20469945213575722706816714998381250805 | 0.028705981813410512373293092257026840716
f(z) = 250/7*z^3 - 263/35*z + 1
*
[ 1/2 ] 
f(z) = 251/5*z^3 - 271/20*z + 1
*
[ 1/2 ] 
f(z) = 251/6*z^3 - 275/24*z + 1
*
[ 1/2 ] 
f(z) = 251/7*z^3 - 279/28*z + 1
*
[ 2/3 ] 
f(z) = 251/16*z^3 - 269/36*z + 1
*
2/21 | 0.17673915926368657467479433033792408327 | 0.023642961699870505069778138824102675340
f(z) = 252/5*z^3 - 261/35*z + 1
*
[ 1/2 ] 
f(z) = 253/5*z^3 - 273/20*z + 1
*
[ 1/2 ] 
f(z) = 253/6*z^3 - 277/24*z + 1
*
[ 2/3 ] 
f(z) = 253/16*z^3 - 271/36*z + 1
*
[ 2/15 ] 
f(z) = 255/2*z^3 - 263/30*z + 1
*
[ -7/16 ] 
f(z) = 256/3*z^3 - 274/21*z + 1
*
-17/32 | 0.17362341478575419937839137459204202751 | 0.025048563949361510850778589962791491802
f(z) = 256/5*z^3 - 269/20*z + 1
*
[ 1/2 ] 
f(z) = 257/5*z^3 - 277/20*z + 1
*
[ 2/3 ] 
f(z) = 257/16*z^3 - 275/36*z + 1
*
[ -3/7 ] 
f(z) = 259/3*z^3 - 263/21*z + 1
*
[ 1/2 ] 
f(z) = 259/5*z^3 - 279/20*z + 1
*
[ 2/3 ] 
f(z) = 259/16*z^3 - 277/36*z + 1
*
[ 1/5 ] 
f(z) = 240/11*z^3 - 268/55*z + 1
*
[ 1/6 ] 
f(z) = 240/17*z^3 - 275/51*z + 1
*
[ -3/4 ] 
f(z) = 240/19*z^3 - 272/57*z + 1
*
[ -14/27 ] 
f(z) = 243/7*z^3 - 269/42*z + 1
*
[ -5/9 ] 
f(z) = 243/8*z^3 - 263/40*z + 1
*
4/9 | 0.095681667803815744486991279347423233119 | 0.013908521455130672540846784390835665661
f(z) = 243/10*z^3 - 267/40*z + 1
*
2/27 | 0.084073639061781575891371577029151111631 | 0.012754520699883321433595643218656542080
f(z) = 243/14*z^3 - 277/42*z + 1
*
[ 3/8 ] 
f(z) = 244/9*z^3 - 263/48*z + 1
*
[ 8/35 ] 
f(z) = 245/4*z^3 - 263/40*z + 1
*
6/35 | 0.18449159226952445712465837349943075975 | 0.019820924372860196313613026820766123464
f(z) = 245/8*z^3 - 278/45*z + 1
*
[ 1/5 ] 
f(z) = 245/11*z^3 - 269/55*z + 1
*
[ 4/13 ] 
f(z) = 247/8*z^3 - 269/52*z + 1
*
2/5 | 0.17781174261366239901227444744234509471 | 0.024935389891974231783629732167434488372
f(z) = 250/9*z^3 - 272/45*z + 1
*
[ 4/11 ] 
f(z) = 253/8*z^3 - 261/44*z + 1
*
[ 1/5 ] 
f(z) = 255/11*z^3 - 271/55*z + 1
*
[ 9/16 ] 
f(z) = 256/15*z^3 - 278/45*z + 1
*
[ 3/16 ] 
f(z) = 256/19*z^3 - 274/57*z + 1
*
[ 4/11 ] 
f(z) = 242/19*z^3 - 261/76*z + 1
*
10/27 | 0.17882955852878211175850600040919440367 | 0.021805526650763337539803209058062644263
f(z) = 243/16*z^3 - 263/60*z + 1
*
[ 4/9 ] 
f(z) = 243/17*z^3 - 277/68*z + 1
*
[ 1/4 ] 
f(z) = 244/17*z^3 - 265/68*z + 1
*
[ 13/35 ] 
f(z) = 245/13*z^3 - 279/65*z + 1
*
[ 8/21 ] 
f(z) = 245/16*z^3 - 277/72*z + 1
*
[ 1/4 ] 
f(z) = 252/17*z^3 - 267/68*z + 1
*
2/5 | 0.093578398703961439153643392507463406583 | 0.011343779807911895529934803527127138945
f(z) = 255/16*z^3 - 263/60*z + 1
*
[ 5/16 ] 
f(z) = 256/13*z^3 - 268/65*z + 1
*
3/8 | 0.18641894589348979282460478143517457950 | 0.026894568876828571373660703311931857124
f(z) = 256/15*z^3 - 269/60*z + 1
*
7/30 | 0.13811435188789908688573578179799951196 | 0.016866478845266146640605003605180665452
f(z) = 240*z^3 - 256/15*z + 1
*
[ 1/16 ] 
f(z) = 240*z^3 - 255/16*z + 1
*
1/20 | 0.14074307355430432414477934760523516222 | 0.017187497463320432462240890468479217019
f(z) = 240*z^3 - 244/15*z + 1
*
0 | 0.14071782435405816200607871197327415598 | 0.025636622489537286468946810150616656064
f(z) = 240*z^3 - 242*z + 1
*
0 | 0.14065329336670704077168830226693096823 | 0.025400903500528405941954950106245785058
f(z) = 240/7*z^3 - 254/7*z + 1
*
[ 1/3 ] 
f(z) = 241*z^3 - 259/9*z + 1
*
[ 1/2 ] 
f(z) = 241*z^3 - 245/4*z + 1
*
0 | 0.14079486904937405944021320056840771666 | 0.025631402543305817679701108872276297249
f(z) = 241*z^3 - 243*z + 1
*
[ 1/2 ] 
f(z) = 241/2*z^3 - 249/8*z + 1
*
0 | 0.12794877578715009435092772824149548565 | 0.023258093128931823654272801065931801452
f(z) = 241/2*z^3 - 245/2*z + 1
*
[ 1/2 ] 
f(z) = 241/3*z^3 - 253/12*z + 1
*
0 | 0.12042984813019762703240702731017443287 | 0.021859023320165293002345460782449559557
f(z) = 241/3*z^3 - 247/3*z + 1
*
[ 1/2 ] 
f(z) = 241/4*z^3 - 257/16*z + 1
*
0 | 0.11509196744327516700217315208383611421 | 0.020859619393764108181447730128919046039
f(z) = 241/4*z^3 - 249/4*z + 1
*
0 | 0.14075206583419689905426878066709688362 | 0.025473398721284433615476021366960000700
f(z) = 241/5*z^3 - 251/5*z + 1
*
0 | 0.10756229595987814404619811302924189591 | 0.019438771873731517843058068385467856624
f(z) = 241/6*z^3 - 253/6*z + 1
*
0 | 0.14073060678385261875231291259775624701 | 0.025396844174071690828236226940784581643
f(z) = 241/7*z^3 - 255/7*z + 1
*
0 | 0.11219528748293284617456633494921392258 | 0.020218732950577549900399152905245050347
f(z) = 241/8*z^3 - 257/8*z + 1
*
0 | 0.12714599450908917639936364547403818637 | 0.022881038084558259379995507448782718714
f(z) = 241/9*z^3 - 259/9*z + 1
*
-2 | 0.11498773903704667777132732147832729100 | 0.016714899229734692323775532754331283349
f(z) = 241/16*z^3 - 243/4*z + 1
*
[ 1/3 ] 
f(z) = 242*z^3 - 260/9*z + 1
*
[ 5/11 ] 
f(z) = 242*z^3 - 256/5*z + 1
*
4/33 | 0.20776064153967448535690011405876588824 | 0.024794482401572085189999475547531873255
f(z) = 242*z^3 - 253/18*z + 1
*
0 | 0.14087159453442661344995537854278682601 | 0.025626211307534246040912569087071841994
f(z) = 242*z^3 - 244*z + 1
*
-1 | 0.12379296155409039400628443550637320964 | 0.022553172896127810540233510567060179997
f(z) = 242*z^3 - 241*z + 1
*
0 | 0.12050666212952897298361252858142014112 | 0.021856936523093857731901382249147674001
f(z) = 242/3*z^3 - 248/3*z + 1
*
0 | 0.14082896866376176238740023626134477339 | 0.025468989010426625226853187861349523666
f(z) = 242/5*z^3 - 252/5*z + 1
*
0 | 0.14080759876195900872502751956335103842 | 0.025392803056670150668564264849391652169
f(z) = 242/7*z^3 - 256/7*z + 1
*
0 | 0.12722307595642230860568078796009977638 | 0.022879043325698904593511125270550552247
f(z) = 242/9*z^3 - 260/9*z + 1
*
-17/54 | 0.14474391844355245728784163760771994872 | 0.018142955293117916804313161128546855022
f(z) = 243*z^3 - 253/12*z + 1
*
[ 1/2 ] 
f(z) = 243*z^3 - 247/4*z + 1
*
0 | 0.14094800344339914583212009806510266609 | 0.025621048503637255982032060092826570644
f(z) = 243*z^3 - 245*z + 1
*
-1 | 0.12386922194939459931461717027457925906 | 0.022550124958017002296899920707899241565
f(z) = 243*z^3 - 242*z + 1
*
[ -1 ] 
f(z) = 243*z^3 - 241*z + 1
*
[ 1/2 ] 
f(z) = 243/2*z^3 - 251/8*z + 1
*
0 | 0.12810199825234318077862254892186738496 | 0.023251582648600887643607618882042873570
f(z) = 243/2*z^3 - 247/2*z + 1
*
-1 | 0.11105848183189310628513475972405991177 | 0.020217957322602610493995023656438500986
f(z) = 243/2*z^3 - 241/2*z + 1
*
[ 1/2 ] 
f(z) = 243/4*z^3 - 259/16*z + 1
*
0 | 0.11524536652064577394074226046886066050 | 0.020857179997764004791766515655709513676
f(z) = 243/4*z^3 - 251/4*z + 1
*
0 | 0.14090555345373810181323493337640813560 | 0.025464600628744334214662696644756742065
f(z) = 243/5*z^3 - 253/5*z + 1
*
0 | 0.14088427196282340615564864957317658807 | 0.025388780007236762846514268074014041720
f(z) = 243/7*z^3 - 257/7*z + 1
*
0 | 0.10949658414717290139431588647568821343 | 0.019704871723830830218477814005694039161
f(z) = 243/8*z^3 - 259/8*z + 1
*
-2 | 0.11514206105088860167439965965194803431 | 0.016717413021946706051878088895747181917
f(z) = 243/16*z^3 - 245/4*z + 1
*
[ 2 ] 
f(z) = 243/16*z^3 - 241/4*z + 1
*
0 | 0.14102409837800224562587601168863608459 | 0.025615913856878906446794864593265412461
f(z) = 244*z^3 - 246*z + 1
*
-1 | 0.12394516958687039158156121098371325038 | 0.022547094159604246323629864795852322678
f(z) = 244*z^3 - 243*z + 1
*
[ -1 ] 
f(z) = 244*z^3 - 242*z + 1
*
0 | 0.12065934082124865755619418491363623338 | 0.021852792696749639058893378157914863296
f(z) = 244/3*z^3 - 250/3*z + 1
*
-1 | 0.10365190683219461719513129461075135254 | 0.018855509343024725542481272420754411210
f(z) = 244/3*z^3 - 241/3*z + 1
*
0 | 0.14098182282387820875326257806748646894 | 0.025460233394901580182565519177718843821
f(z) = 244/5*z^3 - 254/5*z + 1
*
0 | 0.14096062901531597597098252154958665962 | 0.025384774886184535414820418062241310299
f(z) = 244/7*z^3 - 258/7*z + 1
*
[ 1/2 ] 
f(z) = 245*z^3 - 249/4*z + 1
*
0 | 0.14109988190800532652301675547189756204 | 0.025610807096303825277090055709163861907
f(z) = 245*z^3 - 247*z + 1
*
-1 | 0.12402080702140030375351968265299333212 | 0.022544080331237521543155709912508293222
f(z) = 245*z^3 - 244*z + 1
*
[ -1 ] 
f(z) = 245*z^3 - 243*z + 1
*
[ 1/2 ] 
f(z) = 245/2*z^3 - 253/8*z + 1
*
0 | 0.12825396334833201723909837386817309892 | 0.023245139696708671967120723791710346055
f(z) = 245/2*z^3 - 249/2*z + 1
*
-1 | 0.11120986089598262992804249440854015073 | 0.020215350132596445278180314176559332518
f(z) = 245/2*z^3 - 243/2*z + 1
*
[ -1 ] 
f(z) = 245/2*z^3 - 241/2*z + 1
*
[ 1/2 ] 
f(z) = 245/3*z^3 - 257/12*z + 1
*
3/7 | 0.20908870292258466325339332873434775900 | 0.029404814846031248525859476350762918379
f(z) = 245/3*z^3 - 256/15*z + 1
*
0 | 0.12073521070294753651741167890837886676 | 0.021850735502222682431970372798046269078
f(z) = 245/3*z^3 - 251/3*z + 1
*
2/35 | 0.13529942159613297279244207371070545657 | 0.019027591568552793456221506439936958163
f(z) = 245/3*z^3 - 244/15*z + 1
*
-1 | 0.10372733954654686540451626069735995670 | 0.018855202860270019502035492667994652447
f(z) = 245/3*z^3 - 242/3*z + 1
*
[ -6/7 ] 
f(z) = 245/4*z^3 - 257/6*z + 1
*
0 | 0.11539750533774973353846355434374147361 | 0.020854759198287882067194010533127766037
f(z) = 245/4*z^3 - 253/4*z + 1
*
-1 | 0.11553860916065084565752140453290481657 | 0.021002215263989648699366721882796500892
f(z) = 245/4*z^3 - 241/4*z + 1
*
0 | 0.10786818543285807236535401762613894286 | 0.019438945111327463255344301399871758080
f(z) = 245/6*z^3 - 257/6*z + 1
*
-2 | 0.11529510646920227147240167818437057141 | 0.016719897292672368799226504898579552631
f(z) = 245/16*z^3 - 247/4*z + 1
*
[ 2 ] 
f(z) = 245/16*z^3 - 243/4*z + 1
*
0 | 0.14117535657175735203127812859167193084 | 0.025605727954669909388148469578558728139
f(z) = 246*z^3 - 248*z + 1
*
-1 | 0.12409613677668832756694117537216178538 | 0.022541083305652701243826982688483062570
f(z) = 246*z^3 - 245*z + 1
*
[ -1 ] 
f(z) = 246*z^3 - 244*z + 1
*
0 | 0.14113342562300306791375150573307672311 | 0.025451561656247235864769469141720740297
f(z) = 246/5*z^3 - 256/5*z + 1
*
-1 | 0.12419585692104801537632478459393669688 | 0.022559196682423715193419243683265016435
f(z) = 246/5*z^3 - 241/5*z + 1
*
0 | 0.14111240502926525018658012394215439578 | 0.025376817878259717585202320597376334919
f(z) = 246/7*z^3 - 260/7*z + 1
*
[ 1/2 ] 
f(z) = 247*z^3 - 251/4*z + 1
*
0 | 0.14125052487669699220747458647798899306 | 0.025600676168382491805180232342256631132
f(z) = 247*z^3 - 249*z + 1
*
-1 | 0.12417116134576517643875568972185458830 | 0.022538102917930118797090644754274903789
f(z) = 247*z^3 - 246*z + 1
*
[ -1 ] 
f(z) = 247*z^3 - 245*z + 1
*
[ 1/2 ] 
f(z) = 247/2*z^3 - 255/8*z + 1
*
0 | 0.12840469154364113097612966420899400526 | 0.023238763040449929071732583766386468736
f(z) = 247/2*z^3 - 251/2*z + 1
*
-1 | 0.11136001253777868676748262281257618878 | 0.020212772404774177934819434124354849630
f(z) = 247/2*z^3 - 245/2*z + 1
*
[ -1 ] 
f(z) = 247/2*z^3 - 243/2*z + 1
*
[ 1/2 ] 
f(z) = 247/3*z^3 - 259/12*z + 1
*
0 | 0.12088602427376997297652913740895419521 | 0.021846650144551706448080533087273916378
f(z) = 247/3*z^3 - 253/3*z + 1
*
-1 | 0.10387728938208519418405660817264400080 | 0.018854595652929290637870474191665592699
f(z) = 247/3*z^3 - 244/3*z + 1
*
[ -1 ] 
f(z) = 247/3*z^3 - 241/3*z + 1
*
0 | 0.11554840443352357657666540438445433778 | 0.020852356776006765087457250072122083261
f(z) = 247/4*z^3 - 255/4*z + 1
*
-1 | 0.11568835805913467474389021116304215064 | 0.020998403269198803548835334961364946797
f(z) = 247/4*z^3 - 243/4*z + 1
*
0 | 0.14120876413240609645839169249127551602 | 0.025447256799520431365150243119166405447
f(z) = 247/5*z^3 - 257/5*z + 1
*
-1 | 0.12427048036637779984096097603046620715 | 0.022556130149728669348878734125603054129
f(z) = 247/5*z^3 - 242/5*z + 1
*
0 | 0.10801822241261040604651168063918127988 | 0.019438827549321975029930032177045189910
f(z) = 247/6*z^3 - 259/6*z + 1
*
-1 | 0.091115479891249746382052711411542308360 | 0.016538220637940545594166225352876660090
f(z) = 247/6*z^3 - 241/6*z + 1
*
-2 | 0.11544689625924733865894693102654918754 | 0.016722352651658128456800837876816770244
f(z) = 247/16*z^3 - 249/4*z + 1
*
[ 2 ] 
f(z) = 247/16*z^3 - 245/4*z + 1
*
[ -2 ] 
f(z) = 247/16*z^3 - 241/4*z + 1
*
0 | 0.14132538929985246831146151038618311127 | 0.025595651477429937791067019874015575408
f(z) = 248*z^3 - 250*z + 1
*
-1 | 0.12424588319148335460253062820630593992 | 0.022535139005452099910740956213094553775
f(z) = 248*z^3 - 247*z + 1
*
[ -1 ] 
f(z) = 248*z^3 - 246*z + 1
*
0 | 0.12096097296433545694862879171304330769 | 0.021844621821876106060045804251343903331
f(z) = 248/3*z^3 - 254/3*z + 1
*
-1 | 0.10395077780297304895337964715273714781 | 0.018854107414606362144120181455601640357
f(z) = 248/3*z^3 - 245/3*z + 1
*
[ -1 ] 
f(z) = 248/3*z^3 - 242/3*z + 1
*
0 | 0.14128379738383104824427391360443289018 | 0.025442972386737681245663864430774311388
f(z) = 248/5*z^3 - 258/5*z + 1
*
-1 | 0.12434480430251513976319627411893600270 | 0.022553080855358220938401609577824739701
f(z) = 248/5*z^3 - 243/5*z + 1
*
-1 | 0.12439394891669579332416256686215850875 | 0.022561994476344950377200106017417128016
f(z) = 248/7*z^3 - 241/7*z + 1
*
[ 1/2 ] 
f(z) = 249*z^3 - 253/4*z + 1
*
0 | 0.14139995228833133450664723328901607642 | 0.025590653625320633415140331734987074391
f(z) = 249*z^3 - 251*z + 1
*
-1 | 0.12432030474700227829175001152316709598 | 0.022532191407861436025351117065432587625
f(z) = 249*z^3 - 248*z + 1
*
[ -1 ] 
f(z) = 249*z^3 - 247*z + 1
*
[ 1/2 ] 
f(z) = 249/2*z^3 - 257/8*z + 1
*
0 | 0.12855420281102124941320301668467725092 | 0.023232451478954913368039084409679303897
f(z) = 249/2*z^3 - 253/2*z + 1
*
-1 | 0.11150960864127659106222288014654653892 | 0.020210341752573195207693625373973216135
f(z) = 249/2*z^3 - 247/2*z + 1
*
[ -1 ] 
f(z) = 249/2*z^3 - 245/2*z + 1
*
0 | 0.11569808384886192238495707448324582834 | 0.020849972514126482140197000622320161618
f(z) = 249/4*z^3 - 257/4*z + 1
*
-1 | 0.11583690570838766303588464906154941809 | 0.020994634278184746031656272584001020914
f(z) = 249/4*z^3 - 245/4*z + 1
*
[ -1 ] 
f(z) = 249/4*z^3 - 241/4*z + 1
*
0 | 0.14135852784100923105007294676787117343 | 0.025438708247124563016665161154911760300
f(z) = 249/5*z^3 - 259/5*z + 1
*
-1 | 0.12441883112414070434880207051449846713 | 0.022550048629116837508773992976654482929
f(z) = 249/5*z^3 - 244/5*z + 1
*
-1 | 0.12446778087481146601034703408037471922 | 0.022558920431303336658817895903302861758
f(z) = 249/7*z^3 - 242/7*z + 1
*
-1 | 0.11593480576002717463028700128127456406 | 0.021012377982295431013929314549764160226
f(z) = 249/8*z^3 - 241/8*z + 1
*
-2 | 0.11559745087544266695484447907372946064 | 0.016724779690836420814174142178411012780
f(z) = 249/16*z^3 - 251/4*z + 1
*
[ 2 ] 
f(z) = 249/16*z^3 - 247/4*z + 1
*
[ -2 ] 
f(z) = 249/16*z^3 - 243/4*z + 1
*
0 | 0.14147421625980043873930093807218423890 | 0.025585682359021330995920764820997886908
f(z) = 250*z^3 - 252*z + 1
*
-1 | 0.12439442841626368788445430098251150373 | 0.022529259967020774229418590699736573837
f(z) = 250*z^3 - 249*z + 1
*
[ -1 ] 
f(z) = 250*z^3 - 248*z + 1
*
0 | 0.12110893281678913072035902131722995502 | 0.021840407097767039649338831691240382071
f(z) = 250/3*z^3 - 256/3*z + 1
*
-1 | 0.10409996180233720331362600657071711949 | 0.018853698930579728788423323555812561243
f(z) = 250/3*z^3 - 247/3*z + 1
*
[ -1 ] 
f(z) = 250/3*z^3 - 244/3*z + 1
*
[ 7/10 ] 
f(z) = 250/7*z^3 - 251/14*z + 1
*
-1 | 0.12454131962376262969036085543123690314 | 0.022555863652111388604100884071521775591
f(z) = 250/7*z^3 - 243/7*z + 1
*
-1 | 0.11102675697801930212671892568517813175 | 0.020108221108446371748097221462634491920
f(z) = 250/9*z^3 - 241/9*z + 1
*
[ 1/2 ] 
f(z) = 251*z^3 - 255/4*z + 1
*
0 | 0.14154818360295629815889624242812935256 | 0.025580737428896816897359670748197860693
f(z) = 251*z^3 - 253*z + 1
*
-1 | 0.12446825657445758325597434551428310484 | 0.022526344526972899810614258596645531070
f(z) = 251*z^3 - 250*z + 1
*
[ -1 ] 
f(z) = 251*z^3 - 249*z + 1
*
[ 1/2 ] 
f(z) = 251/2*z^3 - 259/8*z + 1
*
0 | 0.12870251664333219447999595596698787366 | 0.023226203842223598212446893463842298296
f(z) = 251/2*z^3 - 255/2*z + 1
*
-1 | 0.11165736419978101166906240418743298881 | 0.020207821047395576502154132914475965164
f(z) = 251/2*z^3 - 249/2*z + 1
*
[ -1 ] 
f(z) = 251/2*z^3 - 247/2*z + 1
*
0 | 0.12118401603405269666597916068109434137 | 0.021838593340595896493266403020751739562
f(z) = 251/3*z^3 - 257/3*z + 1
*
-1 | 0.10417359488921692735064548991616823831 | 0.018853403700436865225204674241666439233
f(z) = 251/3*z^3 - 248/3*z + 1
*
[ -1 ] 
f(z) = 251/3*z^3 - 245/3*z + 1
*
0 | 0.11584656314259096938111457910379875228 | 0.020847606198410910641125467278811426686
f(z) = 251/4*z^3 - 259/4*z + 1
*
-1 | 0.11598427122772698268391124765570141797 | 0.020990907443318416312327607265898969983
f(z) = 251/4*z^3 - 247/4*z + 1
*
[ -1 ] 
f(z) = 251/4*z^3 - 243/4*z + 1
*
-1 | 0.12456600286000349607130034715367320756 | 0.022544034712125625356971255475965073812
f(z) = 251/5*z^3 - 246/5*z + 1
*
[ -1 ] 
f(z) = 251/5*z^3 - 241/5*z + 1
*
-1 | 0.091411265499573691797252309424913610458 | 0.016543669180890204443795364929086301320
f(z) = 251/6*z^3 - 245/6*z + 1
*
-1 | 0.12461456748330431854794863540615292794 | 0.022552823968650983339803295033803518138
f(z) = 251/7*z^3 - 244/7*z + 1
*
-1 | 0.11608140101178197678999224459760380766 | 0.021008486053637782481577463353094868612
f(z) = 251/8*z^3 - 243/8*z + 1
*
-1 | 0.11109981463001347006563393448860773622 | 0.020106915370357062164865191828399718708
f(z) = 251/9*z^3 - 242/9*z + 1
*
-1 | 0.11185097592842868944979070272331857667 | 0.020242861021634882945507779513635184536
f(z) = 251/10*z^3 - 241/10*z + 1
*
-2 | 0.11574679027597179566323775975229923143 | 0.016727178984994261208120435412256937755
f(z) = 251/16*z^3 - 253/4*z + 1
*
[ 2 ] 
f(z) = 251/16*z^3 - 249/4*z + 1
*
[ -2 ] 
f(z) = 251/16*z^3 - 245/4*z + 1
*
0 | 0.14162185667798611788719401161397600670 | 0.025575818588650868169960881645859488667
f(z) = 252*z^3 - 254*z + 1
*
-1 | 0.12454179156847890813080059220327383501 | 0.022523444933901888277122686094085974874
f(z) = 252*z^3 - 251*z + 1
*
[ -1 ] 
f(z) = 252*z^3 - 250*z + 1
*
-1 | 0.12463915242237888405625369040957869877 | 0.022541052692742646678768980276744104163
f(z) = 252/5*z^3 - 247/5*z + 1
*
[ -1 ] 
f(z) = 252/5*z^3 - 242/5*z + 1
*
-1 | 0.12478367380995329152693591343637746746 | 0.022567189457549128863789116982800007350
f(z) = 252/11*z^3 - 241/11*z + 1
*
[ 1/2 ] 
f(z) = 253*z^3 - 257/4*z + 1
*
0 | 0.14169523781701967559701723349685090536 | 0.025570925595268465506458316334004950236
f(z) = 253*z^3 - 255*z + 1
*
-1 | 0.12461503571737520297320785918172780564 | 0.022520561036095104375355175771811327150
f(z) = 253*z^3 - 252*z + 1
*
[ -1 ] 
f(z) = 253*z^3 - 251*z + 1
*
[ -1/2 ] 
f(z) = 253*z^3 - 241/4*z + 1
*
0 | 0.12884965206879478496519495984517208520 | 0.023220018990103247653929607899013002047
f(z) = 253/2*z^3 - 257/2*z + 1
*
-1 | 0.11180329802763980965169774871022886598 | 0.020205210252306047382177095803634207755
f(z) = 253/2*z^3 - 251/2*z + 1
*
[ -1 ] 
f(z) = 253/2*z^3 - 249/2*z + 1
*
0 | 0.12133123280940198709510316823575754083 | 0.021834620661682525594491903642116895664
f(z) = 253/3*z^3 - 259/3*z + 1
*
-1 | 0.10431998849623540346914507783617633200 | 0.018852818640139722697238349385455670465
f(z) = 253/3*z^3 - 250/3*z + 1
*
[ -1 ] 
f(z) = 253/3*z^3 - 247/3*z + 1
*
-1 | 0.11613047328360359960295405570793700758 | 0.020987221940581199688631237531190838222
f(z) = 253/4*z^3 - 249/4*z + 1
*
[ -1 ] 
f(z) = 253/4*z^3 - 245/4*z + 1
*
-1 | 0.12471201416739978679581796888210945030 | 0.022538087084138920167564768515008300116
f(z) = 253/5*z^3 - 248/5*z + 1
*
[ -1 ] 
f(z) = 253/5*z^3 - 243/5*z + 1
*
-1 | 0.091556434715474172909729234863204179724 | 0.016546175703335289105508205520288528402
f(z) = 253/6*z^3 - 247/6*z + 1
*
[ -1 ] 
f(z) = 253/6*z^3 - 241/6*z + 1
*
-1 | 0.12476019967649785494300385052071701114 | 0.022546795220299627892160961799746236725
f(z) = 253/7*z^3 - 246/7*z + 1
*
-1 | 0.11622684482680510127402323568665286296 | 0.021004638307782139965458646078839340348
f(z) = 253/8*z^3 - 245/8*z + 1
*
-1 | 0.11124507084463005806773421248718802931 | 0.020104326845463467848198144400749190626
f(z) = 253/9*z^3 - 244/9*z + 1
*
-1 | 0.11199669745369393047605900702157954703 | 0.020240161601103761549315978323337166843
f(z) = 253/10*z^3 - 243/10*z + 1
*
-1 | 0.095978783428291241338987934184064042399 | 0.017345387239379546300375311123190070095
f(z) = 253/12*z^3 - 241/12*z + 1
*
-2 | 0.11589493393872106635382472885502795365 | 0.016729551092411316440686302323694517715
f(z) = 253/16*z^3 - 255/4*z + 1
*
[ 2 ] 
f(z) = 253/16*z^3 - 251/4*z + 1
*
[ -2 ] 
f(z) = 253/16*z^3 - 247/4*z + 1
*
0 | 0.14176832932457228821532449391941479611 | 0.025566058208959230927724351278256071154
f(z) = 254*z^3 - 256*z + 1
*
-1 | 0.12468799131278543990186377591443095633 | 0.022517692683906026299227275737074452925
f(z) = 254*z^3 - 253*z + 1
*
[ -1 ] 
f(z) = 254*z^3 - 252*z + 1
*
0 | 0.12140440463596625974713258433577979879 | 0.021832647990277875395078035395147244287
f(z) = 254/3*z^3 - 260/3*z + 1
*
-1 | 0.10439171997451813834002064458728422016 | 0.018852342109143739063687316980369061310
f(z) = 254/3*z^3 - 251/3*z + 1
*
[ -1 ] 
f(z) = 254/3*z^3 - 248/3*z + 1
*
-1 | 0.12478459035116701863098203039224202735 | 0.022535137727626240518620496070960912516
f(z) = 254/5*z^3 - 249/5*z + 1
*
[ -1 ] 
f(z) = 254/5*z^3 - 244/5*z + 1
*
-1 | 0.12483258851426144626298524551732855831 | 0.022543805826892039629004301742883365839
f(z) = 254/7*z^3 - 247/7*z + 1
*
-1 | 0.11131727387700185831197000668704984764 | 0.020103043903278453928464265720860137940
f(z) = 254/9*z^3 - 245/9*z + 1
*
-1 | 0.12492799250763801655286347633251596952 | 0.022561035054671336868759811203490160262
f(z) = 254/11*z^3 - 243/11*z + 1
*
-1 | 0.12497540239334102388908645423459987889 | 0.022569596915562666842822674601502010249
f(z) = 254/13*z^3 - 241/13*z + 1
*
[ 1/2 ] 
f(z) = 255*z^3 - 259/4*z + 1
*
0 | 0.14184113347797907111215573711089543129 | 0.025561216193102059529472526844960883586
f(z) = 255*z^3 - 257*z + 1
*
-1 | 0.12476066061937024724932678354973947060 | 0.022514839729717873932598097290030139264
f(z) = 255*z^3 - 254*z + 1
*
[ -1 ] 
f(z) = 255*z^3 - 253*z + 1
*
[ -1/2 ] 
f(z) = 255*z^3 - 243/4*z + 1
*
0 | 0.12899562766564159142459762875899095102 | 0.023213895811307269273495815421169320535
f(z) = 255/2*z^3 - 259/2*z + 1
*
-1 | 0.11194873277462160526535804240213832357 | 0.020202744710172589756754286712091107718
f(z) = 255/2*z^3 - 253/2*z + 1
*
[ -1 ] 
f(z) = 255/2*z^3 - 251/2*z + 1
*
-1 | 0.11627553010379284973644574382964091165 | 0.020983576968719776439155957279723752200
f(z) = 255/4*z^3 - 251/4*z + 1
*
[ -1 ] 
f(z) = 255/4*z^3 - 247/4*z + 1
*
-1 | 0.12490469547167509282783624853465237969 | 0.022540832872099757807629183097607913422
f(z) = 255/7*z^3 - 248/7*z + 1
*
[ -1 ] 
f(z) = 255/7*z^3 - 241/7*z + 1
*
-1 | 0.11637115515336775906241180343500970651 | 0.021000833872094902839369106985000524431
f(z) = 255/8*z^3 - 247/8*z + 1
*
-1 | 0.12499973222059409939208116399936927017 | 0.022557983608235028457206946579206177253
f(z) = 255/11*z^3 - 244/11*z + 1
*
-1 | 0.12504696071019156737514802955141741805 | 0.022566506662446866654199586137033303544
f(z) = 255/13*z^3 - 242/13*z + 1
*
-1 | 0.11223509658568059263154883956695702560 | 0.020254423142126831007586595644416908824
f(z) = 255/14*z^3 - 241/14*z + 1
*
-2 | 0.11604190087658236955541345790873460082 | 0.016731896555469092475084639101222119404
f(z) = 255/16*z^3 - 257/4*z + 1
*
[ 2 ] 
f(z) = 255/16*z^3 - 253/4*z + 1
*
[ -2 ] 
f(z) = 255/16*z^3 - 249/4*z + 1
*
0 | 0.14191365252782069437049130677039231853 | 0.025556399314190915505236920522153179893
f(z) = 256*z^3 - 258*z + 1
*
-1 | 0.12483304587523372570640069916790600935 | 0.022512002027908020591213793610309204989
f(z) = 256*z^3 - 255*z + 1
*
[ -1 ] 
f(z) = 256*z^3 - 254*z + 1
*
-1 | 0.10453743159826363404097878703957653902 | 0.018851954269260521104192843741155649314
f(z) = 256/3*z^3 - 253/3*z + 1
*
[ -1 ] 
f(z) = 256/3*z^3 - 250/3*z + 1
*
[ 9/16 ] 
f(z) = 256/3*z^3 - 250/9*z + 1
*
-1 | 0.12492889492763311805872400400788083562 | 0.022529287146979334309454287130171696234
f(z) = 256/5*z^3 - 251/5*z + 1
*
[ -1 ] 
f(z) = 256/5*z^3 - 246/5*z + 1
*
-1 | 0.12497652273560401981843096547665960931 | 0.022537876197275338285893712401826745440
f(z) = 256/7*z^3 - 249/7*z + 1
*
[ -1 ] 
f(z) = 256/7*z^3 - 242/7*z + 1
*
-1 | 0.11146084077142922564380484999634992358 | 0.020100500279281915793341225508028242242
f(z) = 256/9*z^3 - 247/9*z + 1
*
-1 | 0.12507119505681015037899230898154834434 | 0.022554949108314529736713255522783301782
f(z) = 256/11*z^3 - 245/11*z + 1
*
-1 | 0.12511824353332339797037349201457682187 | 0.022563433683782910132759491707589771366
f(z) = 256/13*z^3 - 243/13*z + 1
*
0 | 0.14198588869834083514548523275680993580 | 0.025551607341781763517153743417494067278
f(z) = 257*z^3 - 259*z + 1
*
-1 | 0.12490514929233705248733098128290611324 | 0.022509179434813168334390633884800180313
f(z) = 257*z^3 - 256*z + 1
*
[ -1 ] 
f(z) = 257*z^3 - 255*z + 1
*
[ -1/2 ] 
f(z) = 257*z^3 - 245/4*z + 1
*
-1 | 0.11209368638231827114281418963555790077 | 0.020200423397949295838467576018486235765
f(z) = 257/2*z^3 - 255/2*z + 1
*
[ -1 ] 
f(z) = 257/2*z^3 - 253/2*z + 1
*
-1 | 0.10460934892649156529369433755905687313 | 0.018851669597979002487506156809729462468
f(z) = 257/3*z^3 - 254/3*z + 1
*
[ -1 ] 
f(z) = 257/3*z^3 - 251/3*z + 1
*
-1 | 0.11641945949103349639897414916649853396 | 0.020979971748437790985767159346035318405
f(z) = 257/4*z^3 - 253/4*z + 1
*
[ -1 ] 
f(z) = 257/4*z^3 - 249/4*z + 1
*
-1 | 0.12500062770204822958976481283759749855 | 0.022526385616211738934380950901308499449
f(z) = 257/5*z^3 - 252/5*z + 1
*
[ -1 ] 
f(z) = 257/5*z^3 - 247/5*z + 1
*
-1 | 0.091844295638248368267650326929695144329 | 0.016551277047408264976819665168299660866
f(z) = 257/6*z^3 - 251/6*z + 1
*
[ -1 ] 
f(z) = 257/6*z^3 - 245/6*z + 1
*
-1 | 0.12504807246756154389332265324691526476 | 0.022534935645944158827376038843016493690
f(z) = 257/7*z^3 - 250/7*z + 1
*
[ -1 ] 
f(z) = 257/7*z^3 - 243/7*z + 1
*
-1 | 0.11651434952329940632617877756334651421 | 0.020997071898231051873151113966183211948
f(z) = 257/8*z^3 - 249/8*z + 1
*
[ -1 ] 
f(z) = 257/8*z^3 - 241/8*z + 1
*
-1 | 0.11153220894906446938702716082662773563 | 0.020099239448646066230578971436776459722
f(z) = 257/9*z^3 - 248/9*z + 1
*
-1 | 0.11228281831764617996432885672998150126 | 0.020234506898055328372265254848324991924
f(z) = 257/10*z^3 - 247/10*z + 1
*
-1 | 0.12514238314551373594610842232913482046 | 0.022551931390192270514656183165768144706
f(z) = 257/11*z^3 - 246/11*z + 1
*
-1 | 0.096264830656417257937340349553614066754 | 0.017347902458654966280775301373585197292
f(z) = 257/12*z^3 - 245/12*z + 1
*
-1 | 0.12518925297620468527325293622718007092 | 0.022560377810816873347940413642548627878
f(z) = 257/13*z^3 - 244/13*z + 1
*
-1 | 0.11237655845763546500633524530830005163 | 0.020251399825554457281101648253869114975
f(z) = 257/14*z^3 - 243/14*z + 1
*
-1 | 0.10489229663456671946713297360035869674 | 0.018902659655377088591047997340348594138
f(z) = 257/15*z^3 - 242/15*z + 1
*
-2 | 0.11618770965215069520635689803376964068 | 0.016734215901232773045795130118078216279
f(z) = 257/16*z^3 - 259/4*z + 1
*
[ 2 ] 
f(z) = 257/16*z^3 - 255/4*z + 1
*
[ -2 ] 
f(z) = 257/16*z^3 - 251/4*z + 1
*
-1 | 0.11670183363235567852273955690611519903 | 0.021030858443268091558571602581456830854
f(z) = 257/16*z^3 - 241/16*z + 1
*
0 | 0.14205784418785551970861326356440782861 | 0.025546840048440607314288752299572682766
f(z) = 258*z^3 - 260*z + 1
*
-1 | 0.12497697305690406461862593748884068894 | 0.022506371808695267500489783708204532193
f(z) = 258*z^3 - 257*z + 1
*
[ -1 ] 
f(z) = 258*z^3 - 256*z + 1
*
-1 | 0.12507208367944057952081655762569603600 | 0.022523499724193657974067128746881822576
f(z) = 258/5*z^3 - 253/5*z + 1
*
[ -1 ] 
f(z) = 258/5*z^3 - 248/5*z + 1
*
-1 | 0.12511934680409945025589308771894507854 | 0.022532011063766020065334716122641975112
f(z) = 258/7*z^3 - 251/7*z + 1
*
[ -1 ] 
f(z) = 258/7*z^3 - 244/7*z + 1
*
-1 | 0.12521329859146247675953706244170020883 | 0.022548930291418629151681324075525253505
f(z) = 258/11*z^3 - 247/11*z + 1
*
-1 | 0.12525999112807222221152866740212515060 | 0.022557338877127866676880710637970399279
f(z) = 258/13*z^3 - 245/13*z + 1
*
-1 | 0.12535281895253812821214851486907192214 | 0.022574055696878899730367213092944263236
f(z) = 258/17*z^3 - 241/17*z + 1
*
-1 | 0.12504851932981900728592579216042383508 | 0.022503579009708161684719906575928155281
f(z) = 259*z^3 - 258*z + 1
*
[ -1 ] 
f(z) = 259*z^3 - 257*z + 1
*
[ -1/2 ] 
f(z) = 259*z^3 - 247/4*z + 1
*
-1 | 0.11223621995807437740046362866693620108 | 0.020197893242668965246823390858654954303
f(z) = 259/2*z^3 - 257/2*z + 1
*
[ -1 ] 
f(z) = 259/2*z^3 - 255/2*z + 1
*
-1 | 0.10475131746301638362936973153899839746 | 0.018850919319425286416677094454772048097
f(z) = 259/3*z^3 - 256/3*z + 1
*
[ -1 ] 
f(z) = 259/3*z^3 - 253/3*z + 1
*
-1 | 0.11656227883614079267237950124836979086 | 0.020976405521622455894400816820335283920
f(z) = 259/4*z^3 - 255/4*z + 1
*
[ -1 ] 
f(z) = 259/4*z^3 - 251/4*z + 1
*
-1 | 0.12514326498782122551736408403433106140 | 0.022520629322755501245694913353865163484
f(z) = 259/5*z^3 - 254/5*z + 1
*
[ -1 ] 
f(z) = 259/5*z^3 - 249/5*z + 1
*
-1 | 0.091987785223850418707326468489004840761 | 0.016554009626080864276850631061866238497
f(z) = 259/6*z^3 - 253/6*z + 1
*
[ -1 ] 
f(z) = 259/6*z^3 - 247/6*z + 1
*
-1 | 0.11665644506477294598148543794726710641 | 0.020993351561267121969425235172104883058
f(z) = 259/8*z^3 - 251/8*z + 1
*
[ -1 ] 
f(z) = 259/8*z^3 - 243/8*z + 1
*
-1 | 0.11167412536819195829133698451583564497 | 0.020096739385892892115809350216942360793
f(z) = 259/9*z^3 - 250/9*z + 1
*
[ -1 ] 
f(z) = 259/9*z^3 - 241/9*z + 1
*
-1 | 0.11242455633470810467490426502087998588 | 0.020231786027283237657396034616660414837
f(z) = 259/10*z^3 - 249/10*z + 1
*
-1 | 0.12528394347531761770442943343944975441 | 0.022545945651771692927217670715250562753
f(z) = 259/11*z^3 - 248/11*z + 1
*
-1 | 0.096406214008353252853204636646332237405 | 0.017349144680727754341787451366433740865
f(z) = 259/12*z^3 - 247/12*z + 1
*
-1 | 0.12533046005430049691370469691732063989 | 0.022554316718586499550048490346895557527
f(z) = 259/13*z^3 - 246/13*z + 1
*
-1 | 0.10503211963946508328555016944663863146 | 0.018901452136588396053332739565330585075
f(z) = 259/15*z^3 - 244/15*z + 1
*
[ 2 ] 
f(z) = 259/16*z^3 - 257/4*z + 1
*
[ -2 ] 
f(z) = 259/16*z^3 - 253/4*z + 1
*
-1 | 0.11684251606028216714806017554917842054 | 0.021026836670657444181252073153427823475
f(z) = 259/16*z^3 - 243/16*z + 1
*
-1 | 0.12542294011157652793438183721318923939 | 0.022570959316890638241827615467869458562
f(z) = 259/17*z^3 - 242/17*z + 1
*
-1 | 0.099047424798534557431034287912374715363 | 0.017824453752891757715147131688709702537
f(z) = 259/18*z^3 - 241/18*z + 1
*
[ 7/12 ] 
f(z) = 240/7*z^3 - 260/21*z + 1
*
[ 2/3 ] 
f(z) = 241/16*z^3 - 259/36*z + 1
*
13/44 | 0.11786302227578619254317671838187633934 | 0.015573086139679970970175716489752406845
f(z) = 242/3*z^3 - 241/24*z + 1
*
[ -7/27 ] 
f(z) = 243*z^3 - 241/21*z + 1
*
[ 5/27 ] 
f(z) = 243/2*z^3 - 257/30*z + 1
*
5/54 | 0.20319901049603683067631228903902289056 | 0.025470020451830690336971179124782844120
f(z) = 243/2*z^3 - 241/24*z + 1
*
8/27 | 0.19716603995308964143638176058222219944 | 0.027065324229579386603494658784194301787
f(z) = 243/4*z^3 - 245/24*z + 1
*
[ 10/27 ] 
f(z) = 243/5*z^3 - 251/30*z + 1
*
1/27 | 0.091038453315149775606938661292293619783 | 0.013811128556480895436212282447136394228
f(z) = 243/7*z^3 - 253/21*z + 1
*
4/27 | 0.14718166846875649165423304666881483668 | 0.022328421346774747932762510272895889495
f(z) = 243/7*z^3 - 247/21*z + 1
*
1/9 | 0.080556986114375077036659910759039368313 | 0.012221021456689608134815516735077691437
f(z) = 243/10*z^3 - 259/30*z + 1
*
14/27 | 0.10893420318855901946222230742970900644 | 0.016526030810594120988795425926993219401
f(z) = 243/10*z^3 - 241/30*z + 1
*
6/35 | 0.12833380616198397373678354346522503273 | 0.015103442377880506102338459909596274647
f(z) = 245*z^3 - 249/20*z + 1
*
11/70 | 0.19643302978370354776178684990333437306 | 0.023117953368467181885106904623327728733
f(z) = 245*z^3 - 241/20*z + 1
*
[ 6/35 ] 
f(z) = 245/2*z^3 - 253/30*z + 1
*
13/35 | 0.14253626273142045036758554989921426614 | 0.020045331746184769844102962975587981854
f(z) = 245/4*z^3 - 249/20*z + 1
*
2/35 | 0.095547284779448760380980239538257095889 | 0.013437121081672928595232690169851026475
f(z) = 245/12*z^3 - 257/30*z + 1
*
-3/4 | 0.16380983501096162195349179314076531984 | 0.026392947890254915517595765028985132356
f(z) = 248/15*z^3 - 259/30*z + 1
*
[ -2/3 ] 
f(z) = 249/10*z^3 - 257/30*z + 1
*
-3/5 | 0.14228816312667823928596205551925990125 | 0.018186007971993726046036565367965870011
f(z) = 250/9*z^3 - 253/30*z + 1
*
12/25 | 0.13150621488358778749395312505321150207 | 0.016807955206438678387040653568271974553
f(z) = 250/9*z^3 - 247/30*z + 1
*
1/6 | 0.20799563584693952603781458487028969292 | 0.027824240380891057974381863508333794976
f(z) = 252/5*z^3 - 249/35*z + 1
*
[ 1/7 ] 
f(z) = 252/5*z^3 - 246/35*z + 1
*
[ 2/3 ] 
f(z) = 252/17*z^3 - 241/34*z + 1
*
[ 2/3 ] 
f(z) = 252/19*z^3 - 243/38*z + 1
*
[ 1/11 ] 
f(z) = 253/2*z^3 - 243/22*z + 1
*
[ 2/23 ] 
f(z) = 253/8*z^3 - 247/23*z + 1
*
5/32 | 0.18217165787205228893416968751353340015 | 0.021329303772806443427865921085332708799
f(z) = 256*z^3 - 241/20*z + 1
*
[ 1/7 ] 
f(z) = 259/5*z^3 - 247/35*z + 1
*
[ 2/7 ] 
f(z) = 241/8*z^3 - 243/49*z + 1
*
2/11 | 0.099396818723539768066134005858671403794 | 0.013133170947966127786775824017083589938
f(z) = 242/5*z^3 - 249/40*z + 1
*
[ 1/4 ] 
f(z) = 242/5*z^3 - 241/40*z + 1
*
[ 2/7 ] 
f(z) = 243/8*z^3 - 244/49*z + 1
*
[ 4/9 ] 
f(z) = 243/13*z^3 - 257/52*z + 1
*
7/27 | 0.18760670702836446063059569511841741532 | 0.028461163985917687658085204636226974069
f(z) = 243/16*z^3 - 241/48*z + 1
*
1/7 | 0.074318880602534949829466221294421871839 | 0.010451702522115532677854151608948801158
f(z) = 245/8*z^3 - 249/40*z + 1
*
[ 11/35 ] 
f(z) = 245/11*z^3 - 241/55*z + 1
*
[ 1/4 ] 
f(z) = 246/5*z^3 - 243/40*z + 1
*
[ 1/6 ] 
f(z) = 246/7*z^3 - 251/42*z + 1
*
[ 2/7 ] 
f(z) = 247/8*z^3 - 246/49*z + 1
*
[ 2/7 ] 
f(z) = 249/8*z^3 - 247/49*z + 1
*
4/25 | 0.20311441276232532294388447934544103004 | 0.028483704171958399266425676706261346758
f(z) = 250/9*z^3 - 257/45*z + 1
*
[ 9/25 ] 
f(z) = 250/9*z^3 - 242/45*z + 1
*
[ 2/7 ] 
f(z) = 251/8*z^3 - 248/49*z + 1
*
[ 2/7 ] 
f(z) = 253/8*z^3 - 249/49*z + 1
*
[ 1/4 ] 
f(z) = 254/5*z^3 - 247/40*z + 1
*
[ 2/7 ] 
f(z) = 255/8*z^3 - 250/49*z + 1
*
[ 5/16 ] 
f(z) = 256/11*z^3 - 246/55*z + 1
*
[ 13/32 ] 
f(z) = 256/13*z^3 - 245/52*z + 1
*
[ 3/16 ] 
f(z) = 256/17*z^3 - 248/51*z + 1
*
[ 2/7 ] 
f(z) = 257/8*z^3 - 251/49*z + 1
*
[ 1/4 ] 
f(z) = 258/5*z^3 - 249/40*z + 1
*
[ 1/6 ] 
f(z) = 258/7*z^3 - 253/42*z + 1
*
[ 2/7 ] 
f(z) = 259/6*z^3 - 253/42*z + 1
*
[ 4/11 ] 
f(z) = 242/17*z^3 - 247/68*z + 1
*
10/27 | 0.23017152933066010742369735814509233759 | 0.028065893906788728712450173984981783287
f(z) = 243/16*z^3 - 251/60*z + 1
*
[ 1/4 ] 
f(z) = 244/15*z^3 - 241/60*z + 1
*
[ 12/35 ] 
f(z) = 245/12*z^3 - 259/60*z + 1
*
[ 3/11 ] 
f(z) = 253/18*z^3 - 245/66*z + 1
*
11/32 | 0.18383722763116367464445557743993895562 | 0.026522105663425535111233118017092938951
f(z) = 256/15*z^3 - 241/60*z + 1
*
-1 | 0.12363949211146894212489003527943077063 | 0.022559320882258721747681684898824874981
f(z) = 240*z^3 - 239*z + 1
*
[ -1 ] 
f(z) = 240*z^3 - 238*z + 1
*
13/60 | 0.23459644013861325044947292599304325855 | 0.028648839462999669826128833739282952381
f(z) = 240*z^3 - 229/15*z + 1
*
[ 1/15 ] 
f(z) = 240*z^3 - 226/15*z + 1
*
-1 | 0.12379244994569516081786995897124332507 | 0.022587229641869717587754998919355453890
f(z) = 240/7*z^3 - 233/7*z + 1
*
[ -1 ] 
f(z) = 240/7*z^3 - 226/7*z + 1
*
-1 | 0.12389331045573387401030749522318006963 | 0.022605632698785061745524400970849374099
f(z) = 240/11*z^3 - 229/11*z + 1
*
-1 | 0.12394341453872440335471024803802045369 | 0.022614774713738306797094233831308192114
f(z) = 240/13*z^3 - 227/13*z + 1
*
-1 | 0.12404298203938157022504311103783097218 | 0.022632941847543292524405034936464617764
f(z) = 240/17*z^3 - 223/17*z + 1
*
-1 | 0.12409245001568647723613493261030791450 | 0.022641967798166352793918693221325049954
f(z) = 240/19*z^3 - 221/19*z + 1
*
-1 | 0.12371638581438099193908345366989127645 | 0.022556238146021013502818084959159283815
f(z) = 241*z^3 - 240*z + 1
*
[ -1 ] 
f(z) = 241*z^3 - 239*z + 1
*
[ -1/2 ] 
f(z) = 241*z^3 - 229/4*z + 1
*
-1 | 0.11090585511265705621865999336320762264 | 0.020220594573967925692690657627294689668
f(z) = 241/2*z^3 - 239/2*z + 1
*
[ -1 ] 
f(z) = 241/2*z^3 - 237/2*z + 1
*
-1 | 0.10342374736875781929861886467907031835 | 0.018856440561590033353447992158046435050
f(z) = 241/3*z^3 - 238/3*z + 1
*
[ -1 ] 
f(z) = 241/3*z^3 - 235/3*z + 1
*
-1 | 0.11523542878516945652987947827110027279 | 0.021009971778814953060723569677457666735
f(z) = 241/4*z^3 - 237/4*z + 1
*
[ -1 ] 
f(z) = 241/4*z^3 - 233/4*z + 1
*
-1 | 0.12381816118113846479067573427891854179 | 0.022574794050276287470036450525245873161
f(z) = 241/5*z^3 - 236/5*z + 1
*
[ -1 ] 
f(z) = 241/5*z^3 - 231/5*z + 1
*
-1 | 0.090663386688591496616291564681101065495 | 0.016529944096014355937651558689811260692
f(z) = 241/6*z^3 - 235/6*z + 1
*
[ -1 ] 
f(z) = 241/6*z^3 - 229/6*z + 1
*
-1 | 0.12386871452810314783635647171380869471 | 0.022584011045468215149184062137388597808
f(z) = 241/7*z^3 - 234/7*z + 1
*
[ -1 ] 
f(z) = 241/7*z^3 - 227/7*z + 1
*
-1 | 0.11533653608507231066064269699315074452 | 0.021028405879681201001189711720834940046
f(z) = 241/8*z^3 - 233/8*z + 1
*
[ -1 ] 
f(z) = 241/8*z^3 - 225/8*z + 1
*
-1 | 0.11035593355463626833577496449012370524 | 0.020120331690092878609329136151274987517
f(z) = 241/9*z^3 - 232/9*z + 1
*
[ -1 ] 
f(z) = 241/9*z^3 - 223/9*z + 1
*
-1 | 0.11110807456057390173635513501867922016 | 0.020257463659618494757549491656318930246
f(z) = 241/10*z^3 - 231/10*z + 1
*
[ -1 ] 
f(z) = 241/10*z^3 - 221/10*z + 1
*
-1 | 0.12396916466980553517377013946447591797 | 0.022602325331834776851992597430112266331
f(z) = 241/11*z^3 - 230/11*z + 1
*
-1 | 0.095092097539580138620467066183127485556 | 0.017337396204942316788618966531383194303
f(z) = 241/12*z^3 - 229/12*z + 1
*
-1 | 0.12401906619440348683553601676256587541 | 0.022611423485367726912677262521238683187
f(z) = 241/13*z^3 - 228/13*z + 1
*
-1 | 0.11120787818664966178460304995299245642 | 0.020275660071862373885258464481748438730
f(z) = 241/14*z^3 - 227/14*z + 1
*
-1 | 0.10372511671496272607327113132880528102 | 0.018911386870425045804352877387176440939
f(z) = 241/15*z^3 - 226/15*z + 1
*
[ 2 ] 
f(z) = 241/16*z^3 - 239/4*z + 1
*
[ -2 ] 
f(z) = 241/16*z^3 - 235/4*z + 1
*
-1 | 0.11553614795256121504714600725309411646 | 0.021064799545647220030192429970670682232
f(z) = 241/16*z^3 - 225/16*z + 1
*
-1 | 0.12411823368973494380809170192903144633 | 0.022629503916883054577500492050774383682
f(z) = 241/17*z^3 - 224/17*z + 1
*
-1 | 0.097744373367218219027005343180192702872 | 0.017820964851110974321057222742095541740
f(z) = 241/18*z^3 - 223/18*z + 1
*
-1 | 0.12416750416486626528109606732203503010 | 0.022638487016116951751664202015061585202
f(z) = 241/19*z^3 - 222/19*z + 1
*
[ -1 ] 
f(z) = 242*z^3 - 240*z + 1
*
[ -5/11 ] 
f(z) = 242*z^3 - 234/5*z + 1
*
-1 | 0.10350011329315380771787557659569380612 | 0.018856128172112424677017308620724709823
f(z) = 242/3*z^3 - 239/3*z + 1
*
[ -1 ] 
f(z) = 242/3*z^3 - 236/3*z + 1
*
1/22 | 0.16462217729276568055118196400157488282 | 0.026628909142595098472736050285048400087
f(z) = 242/3*z^3 - 223/6*z + 1
*
-1 | 0.12389431912679083821174136636458760398 | 0.022571638686369416000799128167224386737
f(z) = 242/5*z^3 - 237/5*z + 1
*
[ -1 ] 
f(z) = 242/5*z^3 - 232/5*z + 1
*
-1 | 0.12394466630149011144909292900021387248 | 0.022580811166949647680114217969776410303
f(z) = 242/7*z^3 - 235/7*z + 1
*
[ -1 ] 
f(z) = 242/7*z^3 - 228/7*z + 1
*
-1 | 0.11043168093280065677992477541148431130 | 0.020118953145807340589458466406783780544
f(z) = 242/9*z^3 - 233/9*z + 1
*
[ -1 ] 
f(z) = 242/9*z^3 - 224/9*z + 1
*
-1 | 0.12409440999868709573135417150065691896 | 0.022608092164597590337975310019117415690
f(z) = 242/13*z^3 - 229/13*z + 1
*
-1 | 0.10380026128484474670280497152050545755 | 0.018910810518071758485850527970361373635
f(z) = 242/15*z^3 - 227/15*z + 1
*
-1 | 0.12419318069073932346835096697222334126 | 0.022626086664987265235073092294975394380
f(z) = 242/17*z^3 - 225/17*z + 1
*
-1 | 0.12424225523611254185375025685655656182 | 0.022635027292085175493045576316213778319
f(z) = 242/19*z^3 - 223/19*z + 1
*
[ -1/2 ] 
f(z) = 243*z^3 - 231/4*z + 1
*
2/27 | 0.23234993777999349953962763561402783206 | 0.029123949239671351461833884281023752926
f(z) = 243*z^3 - 229/12*z + 1
*
[ -1 ] 
f(z) = 243/2*z^3 - 239/2*z + 1
*
-1 | 0.11538763942598372143622368549072653958 | 0.021006071134680758808358246202876284371
f(z) = 243/4*z^3 - 239/4*z + 1
*
[ -1 ] 
f(z) = 243/4*z^3 - 235/4*z + 1
*
-1 | 0.12397016514421954032896821780885172730 | 0.022568501449135141593609063284183075583
f(z) = 243/5*z^3 - 238/5*z + 1
*
[ -1 ] 
f(z) = 243/5*z^3 - 233/5*z + 1
*
[ 2/3 ] 
f(z) = 243/5*z^3 - 221/10*z + 1
*
-1 | 0.12402030782156972229893285636287433396 | 0.022577629815505587328104822425254588166
f(z) = 243/7*z^3 - 236/7*z + 1
*
[ -1 ] 
f(z) = 243/7*z^3 - 229/7*z + 1
*
[ 2/3 ] 
f(z) = 243/7*z^3 - 223/14*z + 1
*
-1 | 0.11548792537205909434921096532725913843 | 0.021024327975080196440164832591010072568
f(z) = 243/8*z^3 - 235/8*z + 1
*
[ -1 ] 
f(z) = 243/8*z^3 - 227/8*z + 1
*
-1 | 0.11125905845535427633578645453758413405 | 0.020254471864726354053161008490912154299
f(z) = 243/10*z^3 - 233/10*z + 1
*
[ -1 ] 
f(z) = 243/10*z^3 - 223/10*z + 1
*
-1 | 0.12411994716473197121772220611876272488 | 0.022595768943237909630990305136008976012
f(z) = 243/11*z^3 - 232/11*z + 1
*
[ -1 ] 
f(z) = 243/11*z^3 - 221/11*z + 1
*
-1 | 0.12416944844737344307195238076140531299 | 0.022604780545083631597207665343890212460
f(z) = 243/13*z^3 - 230/13*z + 1
*
-1 | 0.11135806158384249184574134663679159868 | 0.020272495170948104192945757494678034802
f(z) = 243/14*z^3 - 229/14*z + 1
*
[ -2 ] 
f(z) = 243/16*z^3 - 237/4*z + 1
*
10/9 | 0.12884476746588519742223489323077899783 | 0.018820775388045437998709517286664477338
f(z) = 243/16*z^3 - 235/12*z + 1
*
-1 | 0.11568593613496451732691944336385543644 | 0.021060375407818360894756669173090683259
f(z) = 243/16*z^3 - 227/16*z + 1
*
-1 | 0.12426782549988642292504106994638329875 | 0.022622689875523080107531211279870366850
f(z) = 243/17*z^3 - 226/17*z + 1
*
-1 | 0.12431670566822919890005751594870501037 | 0.022631588404849023712233966506208472183
f(z) = 243/19*z^3 - 224/19*z + 1
*
[ -1 ] 
f(z) = 244/3*z^3 - 238/3*z + 1
*
-1 | 0.12404570177827147373962928706101148615 | 0.022565382155765346174897239587604188659
f(z) = 244/5*z^3 - 239/5*z + 1
*
[ -1 ] 
f(z) = 244/5*z^3 - 234/5*z + 1
*
-1 | 0.12409564161286031059365331922366516226 | 0.022574466803085953362330233111591093599
f(z) = 244/7*z^3 - 237/7*z + 1
*
[ -1 ] 
f(z) = 244/7*z^3 - 230/7*z + 1
*
-1 | 0.11058225239405392062438021063731777036 | 0.020116221272845585324689897600679452463
f(z) = 244/9*z^3 - 235/9*z + 1
*
[ -1 ] 
f(z) = 244/9*z^3 - 226/9*z + 1
*
-1 | 0.12419488044590675844173544507893423296 | 0.022592519522045841979740715209165803859
f(z) = 244/11*z^3 - 233/11*z + 1
*
[ -1 ] 
f(z) = 244/11*z^3 - 222/11*z + 1
*
-1 | 0.12424418400602714322124771430728046785 | 0.022601488423505603124462473069215019629
f(z) = 244/13*z^3 - 231/13*z + 1
*
-1 | 0.10394860796312382047810767777915248716 | 0.018909482792402541912075593303033997110
f(z) = 244/15*z^3 - 229/15*z + 1
*
-1 | 0.12434217054504313058709684993583328382 | 0.022619313335351149031583856164362640694
f(z) = 244/17*z^3 - 227/17*z + 1
*
-1 | 0.12439085787069057973215641348865421158 | 0.022628170136462570778993243155587032664
f(z) = 244/19*z^3 - 225/19*z + 1
*
[ -1/2 ] 
f(z) = 245*z^3 - 233/4*z + 1
*
2/7 | 0.13232973178351977209814801844167623054 | 0.016956994987779011617252434093874714780
f(z) = 245*z^3 - 233/10*z + 1
*
[ -1/2 ] 
f(z) = 245/2*z^3 - 221/8*z + 1
*
[ -1 ] 
f(z) = 245/3*z^3 - 239/3*z + 1
*
[ -1 ] 
f(z) = 245/4*z^3 - 237/4*z + 1
*
-22/35 | 0.16128330787487530291219341793260554934 | 0.022681788827070586415905655956689214116
f(z) = 245/4*z^3 - 227/10*z + 1
*
-1 | 0.090966130287313211837905099660980333547 | 0.016535513659938872663753372215001529691
f(z) = 245/6*z^3 - 239/6*z + 1
*
[ -1 ] 
f(z) = 245/6*z^3 - 233/6*z + 1
*
-1 | 0.11563808699072121047076966763619465327 | 0.021020298005475894017054025185241312396
f(z) = 245/8*z^3 - 237/8*z + 1
*
[ -1 ] 
f(z) = 245/8*z^3 - 229/8*z + 1
*
-1 | 0.11065708145584294354538581127965038269 | 0.020114867766747824090395485366682145157
f(z) = 245/9*z^3 - 236/9*z + 1
*
[ -1 ] 
f(z) = 245/9*z^3 - 227/9*z + 1
*
-1 | 0.12426951169934947502690089100301802452 | 0.022589289021400884167776313586842250706
f(z) = 245/11*z^3 - 234/11*z + 1
*
[ -1 ] 
f(z) = 245/11*z^3 - 223/11*z + 1
*
-1 | 0.095393080290816188640546811717023562040 | 0.017340229569295293570909477665944528839
f(z) = 245/12*z^3 - 233/12*z + 1
*
[ -1 ] 
f(z) = 245/12*z^3 - 221/12*z + 1
*
-1 | 0.12431861911046565805277769346633101014 | 0.022598215599510243713344454990585651680
f(z) = 245/13*z^3 - 232/13*z + 1
*
[ -2 ] 
f(z) = 245/16*z^3 - 239/4*z + 1
*
-1 | 0.12441621822492590658543978062412828288 | 0.022615956834465034974312794804220625187
f(z) = 245/17*z^3 - 228/17*z + 1
*
-1 | 0.098041969865555462235081398123485009153 | 0.017821735703594156850375456843998358112
f(z) = 245/18*z^3 - 227/18*z + 1
*
-1 | 0.12446471422411006463777194146520321666 | 0.022624772272193662521413233910730573851
f(z) = 245/19*z^3 - 226/19*z + 1
*
[ -1 ] 
f(z) = 246/5*z^3 - 236/5*z + 1
*
-1 | 0.12424539595419484529560313429142961437 | 0.022568195056603997901841102249444212028
f(z) = 246/7*z^3 - 239/7*z + 1
*
[ -1 ] 
f(z) = 246/7*z^3 - 232/7*z + 1
*
-1 | 0.12434384335031958716558201635892723318 | 0.022586077248708541008016537564556541810
f(z) = 246/11*z^3 - 235/11*z + 1
*
[ -1 ] 
f(z) = 246/11*z^3 - 224/11*z + 1
*
-1 | 0.12439275616723599725517843084159780811 | 0.022594961875655558540158235268228063256
f(z) = 246/13*z^3 - 233/13*z + 1
*
-1 | 0.12448997090956571907178809932667673482 | 0.022612620165932032849450065180308126061
f(z) = 246/17*z^3 - 229/17*z + 1
*
-1 | 0.12453827708069933252856403979799769212 | 0.022621394600463055602903027158663371613
f(z) = 246/19*z^3 - 227/19*z + 1
*
[ -1/2 ] 
f(z) = 247*z^3 - 235/4*z + 1
*
[ -1/2 ] 
f(z) = 247/2*z^3 - 223/8*z + 1
*
[ -1 ] 
f(z) = 247/4*z^3 - 239/4*z + 1
*
[ -1 ] 
f(z) = 247/5*z^3 - 237/5*z + 1
*
[ -1 ] 
f(z) = 247/6*z^3 - 235/6*z + 1
*
-1 | 0.12431982140179898878136733809548055910 | 0.022565085959776248629905515377022842010
f(z) = 247/7*z^3 - 240/7*z + 1
*
[ -1 ] 
f(z) = 247/7*z^3 - 233/7*z + 1
*
-1 | 0.11578704069353226130502634151062259841 | 0.021016314991583939554237453062805518342
f(z) = 247/8*z^3 - 239/8*z + 1
*
[ -1 ] 
f(z) = 247/8*z^3 - 231/8*z + 1
*
-1 | 0.11080583846365390345161449519536606485 | 0.020112185181608136652245991914810777483
f(z) = 247/9*z^3 - 238/9*z + 1
*
[ -1 ] 
f(z) = 247/9*z^3 - 229/9*z + 1
*
-1 | 0.11155803445465563973468829016882439133 | 0.020248715036655914618050664459834082689
f(z) = 247/10*z^3 - 237/10*z + 1
*
[ -1 ] 
f(z) = 247/10*z^3 - 227/10*z + 1
*
-1 | 0.12441787779497770721321742702412789653 | 0.022582884014149510304369807465694757577
f(z) = 247/11*z^3 - 236/11*z + 1
*
[ -1 ] 
f(z) = 247/11*z^3 - 225/11*z + 1
*
-1 | 0.095541252156151235991839323749381260856 | 0.017341535270070885650766187408990853977
f(z) = 247/12*z^3 - 235/12*z + 1
*
[ -1 ] 
f(z) = 247/12*z^3 - 223/12*z + 1
*
-1 | 0.11165547450998984816270368908512581205 | 0.020266401220562465421013833394723313893
f(z) = 247/14*z^3 - 233/14*z + 1
*
-1 | 0.10417044255205644090732011889828095352 | 0.018907805401826873560830293684371679880
f(z) = 247/15*z^3 - 232/15*z + 1
*
-1 | 0.11598192510147216569972085373658972730 | 0.021051688139387708902566939968757002794
f(z) = 247/16*z^3 - 231/16*z + 1
*
-1 | 0.12456343094076374535252570255049174477 | 0.022609303125835350185893334068891157544
f(z) = 247/17*z^3 - 230/17*z + 1
*
-1 | 0.098188340968788484725696051315379017132 | 0.017822003999246981493960531273147658346
f(z) = 247/18*z^3 - 229/18*z + 1
*
[ 1/12 ] 
f(z) = 248*z^3 - 229/18*z + 1
*
[ -1 ] 
f(z) = 248/5*z^3 - 238/5*z + 1
*
[ -1 ] 
f(z) = 248/7*z^3 - 234/7*z + 1
*
-1 | 0.11087977121051527016497095796066909162 | 0.020110855932914841995587586743546048239
f(z) = 248/9*z^3 - 239/9*z + 1
*
[ -1 ] 
f(z) = 248/9*z^3 - 230/9*z + 1
*
-1 | 0.12449161740084931065416646958374591779 | 0.022579709130628177188639049689570197890
f(z) = 248/11*z^3 - 237/11*z + 1
*
[ -1 ] 
f(z) = 248/11*z^3 - 226/11*z + 1
*
-1 | 0.12454014562040176814584412345445833589 | 0.022588510952831141657296727236311302993
f(z) = 248/13*z^3 - 235/13*z + 1
*
[ -1 ] 
f(z) = 248/13*z^3 - 222/13*z + 1
*
-1 | 0.10424483427161345676754049161078204096 | 0.018907442005870454733036183549458956794
f(z) = 248/15*z^3 - 233/15*z + 1
*
-1 | 0.12463660063253805717483442352318538002 | 0.022606005513217612776548478912987615959
f(z) = 248/17*z^3 - 231/17*z + 1
*
-1 | 0.12468453157291749666888785942272700607 | 0.022614699003708947988789372681016737903
f(z) = 248/19*z^3 - 229/19*z + 1
*
[ -1/2 ] 
f(z) = 249*z^3 - 237/4*z + 1
*
[ -1/2 ] 
f(z) = 249/2*z^3 - 225/8*z + 1
*
[ -1 ] 
f(z) = 249/5*z^3 - 239/5*z + 1
*
[ -1 ] 
f(z) = 249/7*z^3 - 235/7*z + 1
*
[ -1 ] 
f(z) = 249/8*z^3 - 233/8*z + 1
*
-1 | 0.11170476100786104617554302506761909824 | 0.020245711763019410061999421345943628779
f(z) = 249/10*z^3 - 239/10*z + 1
*
[ -1 ] 
f(z) = 249/10*z^3 - 229/10*z + 1
*
-1 | 0.12456506450727925140274363535061360329 | 0.022576552413722274862273517044748347669
f(z) = 249/11*z^3 - 238/11*z + 1
*
[ -1 ] 
f(z) = 249/11*z^3 - 227/11*z + 1
*
-1 | 0.12461340268769744182640508457926001262 | 0.022585313373049931828127986279818167964
f(z) = 249/13*z^3 - 236/13*z + 1
*
[ -1 ] 
f(z) = 249/13*z^3 - 223/13*z + 1
*
-1 | 0.11180143789338578151788645220149246955 | 0.020263233776770842499987427877938547620
f(z) = 249/14*z^3 - 235/14*z + 1
*
[ -1 ] 
f(z) = 249/14*z^3 - 221/14*z + 1
*
-1 | 0.11612816372883832646983461628400364757 | 0.021047422770613432860909596804645652422
f(z) = 249/16*z^3 - 233/16*z + 1
*
-1 | 0.12470948227156150342824408493047291449 | 0.022602727130025659581829659492730710055
f(z) = 249/17*z^3 - 232/17*z + 1
*
-1 | 0.12475722777496845701435288521473120640 | 0.022611380670763188375737912314391419245
f(z) = 249/19*z^3 - 230/19*z + 1
*
1/20 | 0.13475792943677461950403804144842021769 | 0.017729201256569359196387845902753901689
f(z) = 250*z^3 - 221/8*z + 1
*
2/5 | 0.19410780718571263332796230875930217592 | 0.027220664856585249883704755508873467133
f(z) = 250/3*z^3 - 233/15*z + 1
*
1/25 | 0.18274714691434749813850126828655133190 | 0.025627505208449699570002155069819411840
f(z) = 250/3*z^3 - 227/15*z + 1
*
[ -1 ] 
f(z) = 250/7*z^3 - 236/7*z + 1
*
[ 6/5 ] 
f(z) = 250/9*z^3 - 239/6*z + 1
*
[ -1 ] 
f(z) = 250/9*z^3 - 232/9*z + 1
*
[ -6/5 ] 
f(z) = 250/9*z^3 - 229/6*z + 1
*
-1 | 0.12463822142587729370889460279804465329 | 0.022573413681633680624007479739190164771
f(z) = 250/11*z^3 - 239/11*z + 1
*
[ -1 ] 
f(z) = 250/11*z^3 - 228/11*z + 1
*
-1 | 0.12468637105001424824801336074083091045 | 0.022582134131683628041242294494538571517
f(z) = 250/13*z^3 - 237/13*z + 1
*
[ -1 ] 
f(z) = 250/13*z^3 - 224/13*z + 1
*
-1 | 0.12478207811759099766099303287834851273 | 0.022599467781056592268208524442174324555
f(z) = 250/17*z^3 - 233/17*z + 1
*
-1 | 0.12482963961389004859062234582614478718 | 0.022608081714398977565097668502793329240
f(z) = 250/19*z^3 - 231/19*z + 1
*
[ -1/2 ] 
f(z) = 251*z^3 - 239/4*z + 1
*
[ -1/2 ] 
f(z) = 251/2*z^3 - 227/8*z + 1
*
[ -1 ] 
f(z) = 251/6*z^3 - 239/6*z + 1
*
[ -1 ] 
f(z) = 251/7*z^3 - 237/7*z + 1
*
[ -1 ] 
f(z) = 251/8*z^3 - 235/8*z + 1
*
[ -1 ] 
f(z) = 251/9*z^3 - 233/9*z + 1
*
[ -1 ] 
f(z) = 251/10*z^3 - 231/10*z + 1
*
-1 | 0.12471109044095487292063840563869577722 | 0.022570292755140317018683205429493058444
f(z) = 251/11*z^3 - 240/11*z + 1
*
[ -1 ] 
f(z) = 251/11*z^3 - 229/11*z + 1
*
-1 | 0.095833051792199183559393604844409602966 | 0.017343926886699257700794502875307658341
f(z) = 251/12*z^3 - 239/12*z + 1
*
[ -1 ] 
f(z) = 251/12*z^3 - 227/12*z + 1
*
-1 | 0.12475905297437231603309228020553273663 | 0.022578973045054247491870701854625672338
f(z) = 251/13*z^3 - 238/13*z + 1
*
[ -1 ] 
f(z) = 251/13*z^3 - 225/13*z + 1
*
-1 | 0.11194690150789551647046107707489546367 | 0.020260221694239199766704256082473786586
f(z) = 251/14*z^3 - 237/14*z + 1
*
[ -1 ] 
f(z) = 251/14*z^3 - 223/14*z + 1
*
-1 | 0.10446214694337695247135227320874942444 | 0.018905626035390887183341766904006288868
f(z) = 251/15*z^3 - 236/15*z + 1
*
[ -1 ] 
f(z) = 251/15*z^3 - 221/15*z + 1
*
-1 | 0.11627325627201630772717550737918378004 | 0.021043208141102430621902444198296479968
f(z) = 251/16*z^3 - 235/16*z + 1
*
-1 | 0.12485439040388841213041467631116446621 | 0.022596227273905045829652134738301762386
f(z) = 251/17*z^3 - 234/17*z + 1
*
-1 | 0.098478930226167416984407762573634006591 | 0.017822779654628900245946557986007366140
f(z) = 251/18*z^3 - 233/18*z + 1
*
-1 | 0.12490176930646321915753535628186730981 | 0.022604801937936525516565018398325758111
f(z) = 251/19*z^3 - 232/19*z + 1
*
[ 2/3 ] 
f(z) = 252*z^3 - 225/2*z + 1
*
[ -2/7 ] 
f(z) = 252*z^3 - 225/14*z + 1
*
[ 2/3 ] 
f(z) = 252/5*z^3 - 229/10*z + 1
*
[ -1 ] 
f(z) = 252/11*z^3 - 230/11*z + 1
*
-1 | 0.12483145070118948780031749682111339697 | 0.022575829932086383261771420235610041192
f(z) = 252/13*z^3 - 239/13*z + 1
*
[ -1 ] 
f(z) = 252/13*z^3 - 226/13*z + 1
*
-1 | 0.12492642133763327460353032132812780403 | 0.022593005418911647770122632028927652011
f(z) = 252/17*z^3 - 235/17*z + 1
*
-1 | 0.12497361904363898527061653414127644524 | 0.022601541147511967424884864243513292593
f(z) = 252/19*z^3 - 233/19*z + 1
*
[ -1/2 ] 
f(z) = 253/2*z^3 - 229/8*z + 1
*
[ -1 ] 
f(z) = 253/7*z^3 - 239/7*z + 1
*
[ -1 ] 
f(z) = 253/8*z^3 - 237/8*z + 1
*
[ -1 ] 
f(z) = 253/9*z^3 - 235/9*z + 1
*
[ -1 ] 
f(z) = 253/10*z^3 - 233/10*z + 1
*
[ -1 ] 
f(z) = 253/12*z^3 - 229/12*z + 1
*
-1 | 0.12490356644469598509912508938241364366 | 0.022572704614259730154122334087642188703
f(z) = 253/13*z^3 - 240/13*z + 1
*
[ -1 ] 
f(z) = 253/13*z^3 - 227/13*z + 1
*
-1 | 0.11209188331630088658141435584532987593 | 0.020257363690853790227756294101899660251
f(z) = 253/14*z^3 - 239/14*z + 1
*
[ -1 ] 
f(z) = 253/14*z^3 - 225/14*z + 1
*
-1 | 0.10460629355347756066365949989686538719 | 0.018904559992854078074897470382765710861
f(z) = 253/15*z^3 - 238/15*z + 1
*
[ -1 ] 
f(z) = 253/15*z^3 - 223/15*z + 1
*
-1 | 0.11641722055979161595179602790593170354 | 0.021039043211571100287076189315672625586
f(z) = 253/16*z^3 - 237/16*z + 1
*
[ -1 ] 
f(z) = 253/16*z^3 - 221/16*z + 1
*
-1 | 0.12499817310032745879194303799689113010 | 0.022589802029112634319965596382368343768
f(z) = 253/17*z^3 - 236/17*z + 1
*
-1 | 0.098623184196034052985571354336489633731 | 0.017823286142597893276110650132834728140
f(z) = 253/18*z^3 - 235/18*z + 1
*
-1 | 0.12504519099093830693937419795749017243 | 0.022598299152025567124267377154649170821
f(z) = 253/19*z^3 - 234/19*z + 1
*
[ -1 ] 
f(z) = 254/7*z^3 - 240/7*z + 1
*
[ -1 ] 
f(z) = 254/9*z^3 - 236/9*z + 1
*
[ -1 ] 
f(z) = 254/11*z^3 - 232/11*z + 1
*
[ -1 ] 
f(z) = 254/13*z^3 - 228/13*z + 1
*
-1 | 0.10467898179403398278359052844056173594 | 0.018904219385404056764345362129760029349
f(z) = 254/15*z^3 - 239/15*z + 1
*
[ -1 ] 
f(z) = 254/15*z^3 - 224/15*z + 1
*
-1 | 0.12506964784819205413803880127877514348 | 0.022586616920190593119362377017457895361
f(z) = 254/17*z^3 - 237/17*z + 1
*
-1 | 0.12511648728884425151805253518702489355 | 0.022595075763091080886136878894140959858
f(z) = 254/19*z^3 - 235/19*z + 1
*
[ 1/15 ] 
f(z) = 255*z^3 - 227/15*z + 1
*
[ -1/2 ] 
f(z) = 255/2*z^3 - 231/8*z + 1
*
[ -1 ] 
f(z) = 255/8*z^3 - 239/8*z + 1
*
[ -1 ] 
f(z) = 255/11*z^3 - 233/11*z + 1
*
[ -1 ] 
f(z) = 255/13*z^3 - 229/13*z + 1
*
[ -1 ] 
f(z) = 255/14*z^3 - 227/14*z + 1
*
-1 | 0.11656007400803440477805828451149014648 | 0.021034926972545198147806485906670475829
f(z) = 255/16*z^3 - 239/16*z + 1
*
[ -1 ] 
f(z) = 255/16*z^3 - 223/16*z + 1
*
-1 | 0.12518751005318662462291157761212565481 | 0.022591870794986251027767126374407577054
f(z) = 255/19*z^3 - 236/19*z + 1
*
9/64 | 0.22728376979855995102025074204676245923 | 0.027325097296910932909774606766796087532
f(z) = 256*z^3 - 225/16*z + 1
*
[ -1 ] 
f(z) = 256/9*z^3 - 238/9*z + 1
*
5/8 | 0.17712963619469138516410062459935799058 | 0.028393783081394166738114917115864378872
f(z) = 256/9*z^3 - 227/18*z + 1
*
[ -1 ] 
f(z) = 256/11*z^3 - 234/11*z + 1
*
[ -1 ] 
f(z) = 256/13*z^3 - 230/13*z + 1
*
-1 | 0.12521177480024082972258476387677598518 | 0.022580300820651640226782906917243642350
f(z) = 256/17*z^3 - 239/17*z + 1
*
[ -1 ] 
f(z) = 256/17*z^3 - 222/17*z + 1
*
-1 | 0.12525826137551924110415297641462435441 | 0.022588684064604399674735906651131650155
f(z) = 256/19*z^3 - 237/19*z + 1
*
[ -1/3 ] 
f(z) = 257*z^3 - 221/9*z + 1
*
[ -1/2 ] 
f(z) = 257/2*z^3 - 233/8*z + 1
*
[ -1/2 ] 
f(z) = 257/3*z^3 - 221/12*z + 1
*
[ -1 ] 
f(z) = 257/9*z^3 - 239/9*z + 1
*
[ -1 ] 
f(z) = 257/10*z^3 - 237/10*z + 1
*
[ -1 ] 
f(z) = 257/11*z^3 - 235/11*z + 1
*
[ -1 ] 
f(z) = 257/12*z^3 - 233/12*z + 1
*
[ -1 ] 
f(z) = 257/13*z^3 - 231/13*z + 1
*
[ -1 ] 
f(z) = 257/14*z^3 - 229/14*z + 1
*
[ -1 ] 
f(z) = 257/15*z^3 - 227/15*z + 1
*
[ -1 ] 
f(z) = 257/16*z^3 - 225/16*z + 1
*
-1 | 0.12528243119392918684783567177767036291 | 0.022577169474203529003871719569579975571
f(z) = 257/17*z^3 - 240/17*z + 1
*
[ -1 ] 
f(z) = 257/17*z^3 - 223/17*z + 1
*
-1 | 0.098907088713150602410504994985848389334 | 0.017824064258621209995125504057401985582
f(z) = 257/18*z^3 - 239/18*z + 1
*
[ -1 ] 
f(z) = 257/18*z^3 - 221/18*z + 1
*
-1 | 0.12532874332349000448014686466914898075 | 0.022585515391407093913938855845231146774
f(z) = 257/19*z^3 - 238/19*z + 1
*
[ -1 ] 
f(z) = 258/11*z^3 - 236/11*z + 1
*
[ -1 ] 
f(z) = 258/13*z^3 - 232/13*z + 1
*
[ -1 ] 
f(z) = 258/17*z^3 - 224/17*z + 1
*
-1 | 0.12539895794120395876166636265608385164 | 0.022582364597377854437335481591125108022
f(z) = 258/19*z^3 - 239/19*z + 1
*
[ -2/7 ] 
f(z) = 259*z^3 - 233/14*z + 1
*
[ -1/3 ] 
f(z) = 259*z^3 - 223/9*z + 1
*
[ -1/2 ] 
f(z) = 259/2*z^3 - 235/8*z + 1
*
[ -1/2 ] 
f(z) = 259/3*z^3 - 223/12*z + 1
*
[ -1 ] 
f(z) = 259/10*z^3 - 239/10*z + 1
*
[ -1 ] 
f(z) = 259/11*z^3 - 237/11*z + 1
*
[ -1 ] 
f(z) = 259/12*z^3 - 235/12*z + 1
*
[ -1 ] 
f(z) = 259/13*z^3 - 233/13*z + 1
*
[ -1 ] 
f(z) = 259/15*z^3 - 229/15*z + 1
*
[ -1 ] 
f(z) = 259/16*z^3 - 227/16*z + 1
*
[ -1 ] 
f(z) = 259/17*z^3 - 225/17*z + 1
*
[ -1 ] 
f(z) = 259/18*z^3 - 223/18*z + 1
*
-1 | 0.12546890724957947224961102011103714537 | 0.022579231506976880610807229706810531862
f(z) = 259/19*z^3 - 240/19*z + 1
*
[ -1 ] 
f(z) = 259/19*z^3 - 221/19*z + 1
*
1/10 | 0.13458548132333948599155285234944702328 | 0.015877723874648649410282757989046799476
f(z) = 240*z^3 - 223/20*z + 1
*
[ 1/12 ] 
f(z) = 240/7*z^3 - 236/21*z + 1
*
5/22 | 0.18600427335281189425542693241925655745 | 0.023872646935671320722148483514576745401
f(z) = 242/3*z^3 - 239/30*z + 1
*
5/22 | 0.22707858562453203424390975428307305307 | 0.029144313749091139146017232042315554161
f(z) = 242/3*z^3 - 233/30*z + 1
*
[ 5/22 ] 
f(z) = 242/3*z^3 - 227/30*z + 1
*
6/11 | 0.20203698219860291583681793704706333488 | 0.026694880772849626813760448841645173019
f(z) = 242/9*z^3 - 227/24*z + 1
*
7/11 | 0.079685433334286014092444385305080223742 | 0.012889734537244937287307216778702080089
f(z) = 242/13*z^3 - 235/26*z + 1
*
[ 15/22 ] 
f(z) = 242/15*z^3 - 239/30*z + 1
*
2/27 | 0.19025142205937134529779534257891033094 | 0.028862384546663034154257177076347220556
f(z) = 243/7*z^3 - 235/21*z + 1
*
[ 4/9 ] 
f(z) = 243/7*z^3 - 227/28*z + 1
*
2/27 | 0.17111807994261054064676549808278165520 | 0.025959731458138525694875424179351363676
f(z) = 243/11*z^3 - 235/33*z + 1
*
[ 2/3 ] 
f(z) = 243/11*z^3 - 227/22*z + 1
*
14/27 | 0.15901970144264905917531574912051131364 | 0.024124328343264576366498728136976844099
f(z) = 243/13*z^3 - 235/39*z + 1
*
[ 2/3 ] 
f(z) = 243/13*z^3 - 229/26*z + 1
*
[ 2/3 ] 
f(z) = 243/17*z^3 - 233/34*z + 1
*
[ 2/3 ] 
f(z) = 243/19*z^3 - 235/38*z + 1
*
[ 1/10 ] 
f(z) = 245*z^3 - 229/20*z + 1
*
[ 3/14 ] 
f(z) = 245/2*z^3 - 223/24*z + 1
*
8/35 | 0.19255711768932044488699772827590391405 | 0.024674651988719771041076364678420858214
f(z) = 245/3*z^3 - 233/30*z + 1
*
6/35 | 0.10185378303033123564219402326885637350 | 0.013051746308661025077811165579639372755
f(z) = 245/3*z^3 - 227/30*z + 1
*
[ 4/21 ] 
f(z) = 245/4*z^3 - 233/36*z + 1
*
3/35 | 0.20191971197438143839925946482483626292 | 0.028396616657806608642452326708379218808
f(z) = 245/4*z^3 - 229/20*z + 1
*
3/35 | 0.10801228649257277950479911738898348431 | 0.015190114248241007884547505243643974166
f(z) = 245/6*z^3 - 239/30*z + 1
*
3/35 | 0.12222964519869401650807283611454068984 | 0.017189546998598123697169956426371809619
f(z) = 245/6*z^3 - 229/30*z + 1
*
1/14 | 0.17799257695444074669906652797783918900 | 0.025842645134456320336074867847275734046
f(z) = 245/6*z^3 - 221/24*z + 1
*
[ -4/7 ] 
f(z) = 245/9*z^3 - 221/36*z + 1
*
2/35 | 0.11794482154937757231381398776712847953 | 0.016586958507230918834855114365939979602
f(z) = 245/12*z^3 - 227/30*z + 1
*
6/35 | 0.17530555158953544952599444221100579143 | 0.024653781930438631850663465899995146270
f(z) = 245/16*z^3 - 239/20*z + 1
*
-3/8 | 0.080716030662563932850281187882090598464 | 0.010630503038064489385601433906939732940
f(z) = 248/3*z^3 - 223/24*z + 1
*
1/2 | 0.17666443345719701587215656726265930721 | 0.028464073515397872647516222131718766898
f(z) = 248/15*z^3 - 229/30*z + 1
*
[ 4/25 ] 
f(z) = 250*z^3 - 233/20*z + 1
*
[ 6/25 ] 
f(z) = 250/3*z^3 - 239/30*z + 1
*
[ 1/10 ] 
f(z) = 250/13*z^3 - 239/26*z + 1
*
[ 1/12 ] 
f(z) = 252/5*z^3 - 227/20*z + 1
*
[ 2/3 ] 
f(z) = 252/11*z^3 - 235/22*z + 1
*
[ 2/3 ] 
f(z) = 252/13*z^3 - 237/26*z + 1
*
[ 1/10 ] 
f(z) = 255*z^3 - 231/20*z + 1
*
[ 2/15 ] 
f(z) = 255/4*z^3 - 229/30*z + 1
*
[ 5/32 ] 
f(z) = 256*z^3 - 233/20*z + 1
*
[ -7/16 ] 
f(z) = 256/5*z^3 - 228/35*z + 1
*
-1/2 | 0.11325820795089803905143712406382591471 | 0.016339705495073156693674387763110382509
f(z) = 256/5*z^3 - 221/20*z + 1
*
-1/2 | 0.18124430024935345104716548817444848391 | 0.026148025315913253774685894618921113298
f(z) = 256/7*z^3 - 221/28*z + 1
*
5/8 | 0.16739345014672803871654888527563306592 | 0.026833077822664273944162453783382587261
f(z) = 256/11*z^3 - 233/22*z + 1
*
1/6 | 0.21746333096873308734471697612775339396 | 0.029608121068411607083619107177932653834
f(z) = 258/5*z^3 - 223/30*z + 1
*
8/27 | 0.11305378988013639817061888303985990540 | 0.015519089794655502445609658539830671656
f(z) = 243/7*z^3 - 233/42*z + 1
*
[ 1/6 ] 
f(z) = 243/10*z^3 - 227/40*z + 1
*
7/18 | 0.17286838348645885158191985195776681196 | 0.025128571395358616254557369178421206216
f(z) = 243/11*z^3 - 235/44*z + 1
*
[ 7/18 ] 
f(z) = 243/14*z^3 - 235/56*z + 1
*
[ -19/27 ] 
f(z) = 243/19*z^3 - 223/57*z + 1
*
[ -18/35 ] 
f(z) = 245/8*z^3 - 232/45*z + 1
*
[ 1/5 ] 
f(z) = 245/9*z^3 - 229/45*z + 1
*
[ 3/14 ] 
f(z) = 245/12*z^3 - 221/48*z + 1
*
[ -2/3 ] 
f(z) = 249/14*z^3 - 227/42*z + 1
*
[ 3/10 ] 
f(z) = 250/7*z^3 - 233/42*z + 1
*
[ 2/11 ] 
f(z) = 253/16*z^3 - 221/44*z + 1
*
[ -2/3 ] 
f(z) = 255/14*z^3 - 235/42*z + 1
*
[ 5/16 ] 
f(z) = 256/9*z^3 - 224/45*z + 1
*
7/32 | 0.17089620057409115412434215059974433616 | 0.024655110107500692933027315270818661349
f(z) = 256/11*z^3 - 225/44*z + 1
*
3/8 | 0.13322020675459405503603334041891455862 | 0.019219613163105522933972990598293064345
f(z) = 256/11*z^3 - 221/44*z + 1
*
[ 4/11 ] 
f(z) = 242/15*z^3 - 233/60*z + 1
*
[ 10/27 ] 
f(z) = 243/16*z^3 - 227/60*z + 1
*
12/35 | 0.14911760174140712841002242945057732569 | 0.018164453601212847693038715471417469077
f(z) = 245/16*z^3 - 233/60*z + 1
*
[ 12/35 ] 
f(z) = 245/16*z^3 - 223/60*z + 1
*
[ 4/15 ] 
f(z) = 255/16*z^3 - 233/60*z + 1
*
7/60 | 0.19159095828495482030571583317190692476 | 0.023397024282315620860235873109699753206
f(z) = 240*z^3 - 214/15*z + 1
*
[ -1 ] 
f(z) = 240/11*z^3 - 218/11*z + 1
*
[ -1 ] 
f(z) = 240/13*z^3 - 214/13*z + 1
*
[ -1 ] 
f(z) = 240/17*z^3 - 206/17*z + 1
*
[ -1 ] 
f(z) = 240/19*z^3 - 202/19*z + 1
*
[ -1/3 ] 
f(z) = 241*z^3 - 205/9*z + 1
*
[ -1/2 ] 
f(z) = 241/2*z^3 - 217/8*z + 1
*
[ -1/2 ] 
f(z) = 241/3*z^3 - 205/12*z + 1
*
[ -1 ] 
f(z) = 241/11*z^3 - 219/11*z + 1
*
[ -1 ] 
f(z) = 241/12*z^3 - 217/12*z + 1
*
[ -1 ] 
f(z) = 241/13*z^3 - 215/13*z + 1
*
[ -1 ] 
f(z) = 241/14*z^3 - 213/14*z + 1
*
[ -1 ] 
f(z) = 241/15*z^3 - 211/15*z + 1
*
[ -1 ] 
f(z) = 241/16*z^3 - 209/16*z + 1
*
[ -1 ] 
f(z) = 241/17*z^3 - 207/17*z + 1
*
[ -1 ] 
f(z) = 241/18*z^3 - 205/18*z + 1
*
[ -1 ] 
f(z) = 241/19*z^3 - 203/19*z + 1
*
[ 1/6 ] 
f(z) = 242*z^3 - 211/18*z + 1
*
7/11 | 0.15076535411542517939998665830991713982 | 0.024387460927885928269852796044070109549
f(z) = 242/3*z^3 - 205/6*z + 1
*
[ -5/11 ] 
f(z) = 242/3*z^3 - 202/15*z + 1
*
[ -1 ] 
f(z) = 242/13*z^3 - 216/13*z + 1
*
[ -1 ] 
f(z) = 242/15*z^3 - 212/15*z + 1
*
[ -1 ] 
f(z) = 242/17*z^3 - 208/17*z + 1
*
[ -1 ] 
f(z) = 242/19*z^3 - 204/19*z + 1
*
[ 2/3 ] 
f(z) = 243*z^3 - 217/2*z + 1
*
[ -2/3 ] 
f(z) = 243*z^3 - 211/2*z + 1
*
1/18 | 0.17186655125467544007522193358539804452 | 0.021542647106185431988712427015723095454
f(z) = 243*z^3 - 205/12*z + 1
*
[ 1/12 ] 
f(z) = 243*z^3 - 203/16*z + 1
*
[ 4/3 ] 
f(z) = 243/8*z^3 - 215/4*z + 1
*
[ -4/3 ] 
f(z) = 243/8*z^3 - 209/4*z + 1
*
[ -1 ] 
f(z) = 243/13*z^3 - 217/13*z + 1
*
[ -1 ] 
f(z) = 243/14*z^3 - 215/14*z + 1
*
[ -1 ] 
f(z) = 243/16*z^3 - 211/16*z + 1
*
[ -1 ] 
f(z) = 243/17*z^3 - 209/17*z + 1
*
[ -1 ] 
f(z) = 243/19*z^3 - 205/19*z + 1
*
[ -1/3 ] 
f(z) = 244*z^3 - 208/9*z + 1
*
[ -1 ] 
f(z) = 244/13*z^3 - 218/13*z + 1
*
[ -1 ] 
f(z) = 244/15*z^3 - 214/15*z + 1
*
[ -1 ] 
f(z) = 244/17*z^3 - 210/17*z + 1
*
[ -1 ] 
f(z) = 244/19*z^3 - 206/19*z + 1
*
[ 2/21 ] 
f(z) = 245*z^3 - 211/18*z + 1
*
[ -1/3 ] 
f(z) = 245*z^3 - 209/9*z + 1
*
[ -1/2 ] 
f(z) = 245/3*z^3 - 209/12*z + 1
*
[ 1/14 ] 
f(z) = 245/4*z^3 - 213/16*z + 1
*
[ -1 ] 
f(z) = 245/13*z^3 - 219/13*z + 1
*
[ -1 ] 
f(z) = 245/16*z^3 - 213/16*z + 1
*
[ -1 ] 
f(z) = 245/17*z^3 - 211/17*z + 1
*
[ -1 ] 
f(z) = 245/18*z^3 - 209/18*z + 1
*
[ -1 ] 
f(z) = 245/19*z^3 - 207/19*z + 1
*
[ -1 ] 
f(z) = 246/13*z^3 - 220/13*z + 1
*
[ -1 ] 
f(z) = 246/17*z^3 - 212/17*z + 1
*
[ -1 ] 
f(z) = 246/19*z^3 - 208/19*z + 1
*
[ -1/3 ] 
f(z) = 247*z^3 - 211/9*z + 1
*
[ -1/2 ] 
f(z) = 247/3*z^3 - 211/12*z + 1
*
[ -1 ] 
f(z) = 247/14*z^3 - 219/14*z + 1
*
[ -1 ] 
f(z) = 247/15*z^3 - 217/15*z + 1
*
[ -1 ] 
f(z) = 247/16*z^3 - 215/16*z + 1
*
[ -1 ] 
f(z) = 247/17*z^3 - 213/17*z + 1
*
[ -1 ] 
f(z) = 247/18*z^3 - 211/18*z + 1
*
[ -1/3 ] 
f(z) = 248*z^3 - 212/9*z + 1
*
[ -1 ] 
f(z) = 248/15*z^3 - 218/15*z + 1
*
[ -1 ] 
f(z) = 248/17*z^3 - 214/17*z + 1
*
[ -1 ] 
f(z) = 248/19*z^3 - 210/19*z + 1
*
[ -1/2 ] 
f(z) = 249/4*z^3 - 201/16*z + 1
*
[ -1 ] 
f(z) = 249/16*z^3 - 217/16*z + 1
*
[ -1 ] 
f(z) = 249/17*z^3 - 215/17*z + 1
*
[ -1 ] 
f(z) = 249/19*z^3 - 211/19*z + 1
*
[ 1/6 ] 
f(z) = 250*z^3 - 215/18*z + 1
*
[ -1/3 ] 
f(z) = 250*z^3 - 214/9*z + 1
*
[ -7/10 ] 
f(z) = 250/7*z^3 - 211/14*z + 1
*
[ -1 ] 
f(z) = 250/17*z^3 - 216/17*z + 1
*
[ -1 ] 
f(z) = 250/19*z^3 - 212/19*z + 1
*
[ -1/3 ] 
f(z) = 251*z^3 - 215/9*z + 1
*
[ -1/2 ] 
f(z) = 251/3*z^3 - 215/12*z + 1
*
[ -1/2 ] 
f(z) = 251/4*z^3 - 203/16*z + 1
*
[ -1 ] 
f(z) = 251/16*z^3 - 219/16*z + 1
*
[ -1 ] 
f(z) = 251/17*z^3 - 217/17*z + 1
*
[ -1 ] 
f(z) = 251/18*z^3 - 215/18*z + 1
*
[ -1 ] 
f(z) = 251/19*z^3 - 213/19*z + 1
*
[ -2/3 ] 
f(z) = 252*z^3 - 219/2*z + 1
*
[ -1 ] 
f(z) = 252/17*z^3 - 218/17*z + 1
*
[ -1 ] 
f(z) = 252/19*z^3 - 214/19*z + 1
*
[ -1/3 ] 
f(z) = 253*z^3 - 217/9*z + 1
*
[ -1/2 ] 
f(z) = 253/3*z^3 - 217/12*z + 1
*
[ -1/2 ] 
f(z) = 253/4*z^3 - 205/16*z + 1
*
[ -1 ] 
f(z) = 253/17*z^3 - 219/17*z + 1
*
[ -1 ] 
f(z) = 253/18*z^3 - 217/18*z + 1
*
[ -1 ] 
f(z) = 253/19*z^3 - 215/19*z + 1
*
[ -1/3 ] 
f(z) = 254*z^3 - 218/9*z + 1
*
[ 1/6 ] 
f(z) = 254*z^3 - 217/18*z + 1
*
[ -1 ] 
f(z) = 254/17*z^3 - 220/17*z + 1
*
[ -1 ] 
f(z) = 254/19*z^3 - 216/19*z + 1
*
1/5 | 0.17980797130868377383903018110396832210 | 0.021796718713746296107257425774679426730
f(z) = 255*z^3 - 218/15*z + 1
*
[ 2/5 ] 
f(z) = 255/2*z^3 - 219/10*z + 1
*
[ -1/2 ] 
f(z) = 255/4*z^3 - 207/16*z + 1
*
[ -1 ] 
f(z) = 255/19*z^3 - 217/19*z + 1
*
[ -1/3 ] 
f(z) = 256*z^3 - 220/9*z + 1
*
[ 1/24 ] 
f(z) = 256*z^3 - 211/9*z + 1
*
[ -9/16 ] 
f(z) = 256/3*z^3 - 218/9*z + 1
*
-9/16 | 0.16873451539910082879914771801632097176 | 0.025397329261827550700093720788421355473
f(z) = 256/5*z^3 - 218/15*z + 1
*
[ -1 ] 
f(z) = 256/19*z^3 - 218/19*z + 1
*
[ -1/2 ] 
f(z) = 257/4*z^3 - 209/16*z + 1
*
[ -1 ] 
f(z) = 257/19*z^3 - 219/19*z + 1
*
[ -1 ] 
f(z) = 258/19*z^3 - 220/19*z + 1
*
[ -1/2 ] 
f(z) = 259/4*z^3 - 211/16*z + 1
*
[ 7/20 ] 
f(z) = 240/7*z^3 - 212/35*z + 1
*
[ 1/8 ] 
f(z) = 240/7*z^3 - 211/28*z + 1
*
[ 1/6 ] 
f(z) = 240/13*z^3 - 215/39*z + 1
*
5/44 | 0.22476202732879945433360092283095811446 | 0.029697511101746009166603038890829212957
f(z) = 242/3*z^3 - 217/24*z + 1
*
[ 3/22 ] 
f(z) = 242/5*z^3 - 217/30*z + 1
*
5/11 | 0.061912438936276417031717222290511367095 | 0.010014815369004490796450863596617429913
f(z) = 242/15*z^3 - 211/30*z + 1
*
[ -17/22 ] 
f(z) = 242/17*z^3 - 211/34*z + 1
*
7/54 | 0.16781878048926079326944698745064573785 | 0.021035278473199671413361669494502462437
f(z) = 243/2*z^3 - 217/24*z + 1
*
4/27 | 0.19254296948614960585676698419572053194 | 0.024134336868555230834386021591404902433
f(z) = 243/2*z^3 - 205/24*z + 1
*
[ 4/9 ] 
f(z) = 243/5*z^3 - 217/20*z + 1
*
8/27 | 0.10671766668945524995106498702521233821 | 0.014649319176169968200481739056120389707
f(z) = 243/5*z^3 - 203/30*z + 1
*
2/27 | 0.18928839201191009874552068139088494556 | 0.028716286592393112225647100087593887027
f(z) = 243/7*z^3 - 214/21*z + 1
*
11/27 | 0.17752103347094160054595689901465568414 | 0.026931101369431132984130718058461919796
f(z) = 243/8*z^3 - 217/24*z + 1
*
4/27 | 0.15302385149213317779219177378543254107 | 0.023214718706276553512104391015364583528
f(z) = 243/10*z^3 - 211/30*z + 1
*
[ 13/27 ] 
f(z) = 243/13*z^3 - 211/39*z + 1
*
[ 4/35 ] 
f(z) = 245*z^3 - 219/20*z + 1
*
[ 6/35 ] 
f(z) = 245/3*z^3 - 217/30*z + 1
*
3/35 | 0.19741552343922813110560344425974055870 | 0.027763178179034096645049742944263452332
f(z) = 245/4*z^3 - 209/20*z + 1
*
[ 4/5 ] 
f(z) = 245/16*z^3 - 201/20*z + 1
*
24/35 | 0.18726332437187453184085519981953577784 | 0.026335441865771335632450769724877625515
f(z) = 245/18*z^3 - 217/30*z + 1
*
[ 2/13 ] 
f(z) = 247/2*z^3 - 219/26*z + 1
*
[ -3/4 ] 
f(z) = 248/15*z^3 - 209/30*z + 1
*
[ 1/6 ] 
f(z) = 249/2*z^3 - 203/24*z + 1
*
[ -3/5 ] 
f(z) = 250/7*z^3 - 214/21*z + 1
*
[ 1/10 ] 
f(z) = 250/11*z^3 - 203/22*z + 1
*
[ 5/21 ] 
f(z) = 252/5*z^3 - 212/35*z + 1
*
[ 5/12 ] 
f(z) = 252/5*z^3 - 203/20*z + 1
*
[ -6/11 ] 
f(z) = 253/8*z^3 - 217/33*z + 1
*
[ 1/6 ] 
f(z) = 255/2*z^3 - 205/24*z + 1
*
[ 4/5 ] 
f(z) = 255/16*z^3 - 209/20*z + 1
*
3/32 | 0.18080666796304309248336612230753008660 | 0.026084888322993968445783490702854956542
f(z) = 256/7*z^3 - 205/28*z + 1
*
[ 5/16 ] 
f(z) = 256/7*z^3 - 202/35*z + 1
*
1/8 | 0.15425363854694670938042893070689204100 | 0.024726773263417629431980695474332529968
f(z) = 256/15*z^3 - 203/30*z + 1
*
[ 1/7 ] 
f(z) = 259/4*z^3 - 205/28*z + 1
*
[ -4/7 ] 
f(z) = 259/8*z^3 - 219/28*z + 1
*
[ 4/11 ] 
f(z) = 242/13*z^3 - 219/52*z + 1
*
[ 3/11 ] 
f(z) = 242/19*z^3 - 206/57*z + 1
*
7/27 | 0.18480395858569676264199924070548596273 | 0.028035968723437117937901873980961144467
f(z) = 243/14*z^3 - 211/42*z + 1
*
11/27 | 0.084094115998166575225514530054631832945 | 0.012757627185006449557154572305154496133
f(z) = 243/16*z^3 - 217/48*z + 1
*
-17/27 | 0.15748812078774616749890824067180353504 | 0.023891977544792004158078006038169064303
f(z) = 243/17*z^3 - 220/51*z + 1
*
10/27 | 0.15740177495287733862493312041790826388 | 0.023878878317133095590769308159600948134
f(z) = 243/17*z^3 - 202/51*z + 1
*
[ 1/4 ] 
f(z) = 244/13*z^3 - 217/52*z + 1
*
[ 1/5 ] 
f(z) = 245/8*z^3 - 209/40*z + 1
*
[ 9/35 ] 
f(z) = 245/9*z^3 - 211/45*z + 1
*
[ 3/7 ] 
f(z) = 245/17*z^3 - 203/51*z + 1
*
[ 3/7 ] 
f(z) = 245/19*z^3 - 211/57*z + 1
*
[ 1/4 ] 
f(z) = 252/13*z^3 - 219/52*z + 1
*
[ 1/5 ] 
f(z) = 255/8*z^3 - 211/40*z + 1
*
11/32 | 0.13321869352860792249904530055404026766 | 0.019219394850742929161730590636833944970
f(z) = 256/11*z^3 - 213/44*z + 1
*
[ 11/32 ] 
f(z) = 256/11*z^3 - 205/44*z + 1
*
[ 3/8 ] 
f(z) = 256/19*z^3 - 203/57*z + 1
*
[ 12/35 ] 
f(z) = 245/18*z^3 - 211/60*z + 1
*
11/60 | 0.15023635049271643670572441136449875117 | 0.018346813294479972141558479363055406671
f(z) = 240*z^3 - 196/15*z + 1
*
1/12 | 0.11937684902376369179410802948270368665 | 0.014578261210015866783483483428977931000
f(z) = 240*z^3 - 184/15*z + 1
*
1/6 | 0.17084783966300042763067739061559659062 | 0.020863881515907046282059829367552785265
f(z) = 240*z^3 - 181/15*z + 1
*
[ -1/2 ] 
f(z) = 241/4*z^3 - 193/16*z + 1
*
3/22 | 0.24740758635062061268744680808747896262 | 0.029526011280699956399333921192230679442
f(z) = 242*z^3 - 199/18*z + 1
*
-7/11 | 0.15928748722125964741032502988357645286 | 0.025765981804649599208885592773376611931
f(z) = 242/3*z^3 - 187/6*z + 1
*
[ -9/22 ] 
f(z) = 242/3*z^3 - 181/18*z + 1
*
-7/11 | 0.099579280193306126377301191733287604905 | 0.016107717977978030854877273824814450645
f(z) = 242/5*z^3 - 181/10*z + 1
*
[ 1/11 ] 
f(z) = 242/19*z^3 - 192/19*z + 1
*
[ 4/9 ] 
f(z) = 243*z^3 - 197/4*z + 1
*
2/9 | 0.093706125253446673206790209032096901124 | 0.011745612937980546664431830497623548358
f(z) = 243*z^3 - 193/12*z + 1
*
[ 5/27 ] 
f(z) = 243*z^3 - 191/15*z + 1
*
1/18 | 0.11035109251385921852360117092444635593 | 0.013831979675238986267067744323753185888
f(z) = 243*z^3 - 181/12*z + 1
*
13/27 | 0.14173351329968763181208424254516764659 | 0.021501900588835373681161662986683546324
f(z) = 243/2*z^3 - 181/6*z + 1
*
[ -1/2 ] 
f(z) = 243/4*z^3 - 195/16*z + 1
*
13/27 | 0.087920264574233885527251801322356061300 | 0.013338078938479596832814243867094984362
f(z) = 243/4*z^3 - 193/12*z + 1
*
1/27 | 0.17354718158473302799980243470047927084 | 0.026328242058159117966141300961118771317
f(z) = 243/4*z^3 - 181/12*z + 1
*
[ -2/3 ] 
f(z) = 243/5*z^3 - 191/10*z + 1
*
2/27 | 0.14645357349298791734335388116801324652 | 0.022217964578832335767300421696908968603
f(z) = 243/5*z^3 - 184/15*z + 1
*
[ -2/3 ] 
f(z) = 243/7*z^3 - 181/14*z + 1
*
[ 8/9 ] 
f(z) = 243/8*z^3 - 193/8*z + 1
*
[ 10/9 ] 
f(z) = 243/8*z^3 - 187/5*z + 1
*
4/27 | 0.19476751881460719038546509369995129900 | 0.029547505949639341720826873852739235031
f(z) = 243/10*z^3 - 188/15*z + 1
*
[ 3/4 ] 
f(z) = 244/9*z^3 - 187/12*z + 1
*
[ 3/2 ] 
f(z) = 244/9*z^3 - 182/3*z + 1
*
3/14 | 0.23513588540677756140896783261216579103 | 0.029442904011999209292418538577593226523
f(z) = 245*z^3 - 187/12*z + 1
*
[ 3/35 ] 
f(z) = 245*z^3 - 187/15*z + 1
*
[ 1/21 ] 
f(z) = 245*z^3 - 185/9*z + 1
*
[ 2/21 ] 
f(z) = 245/2*z^3 - 191/18*z + 1
*
12/35 | 0.089632408514609551217421218664135062006 | 0.012605293063354894058795826259359175507
f(z) = 245/3*z^3 - 184/15*z + 1
*
[ -1/2 ] 
f(z) = 245/4*z^3 - 197/16*z + 1
*
[ 2/21 ] 
f(z) = 245/4*z^3 - 181/18*z + 1
*
[ 6/7 ] 
f(z) = 245/6*z^3 - 181/6*z + 1
*
[ -1/2 ] 
f(z) = 247/4*z^3 - 199/16*z + 1
*
[ 3/2 ] 
f(z) = 248/9*z^3 - 185/3*z + 1
*
[ -3/2 ] 
f(z) = 248/9*z^3 - 181/3*z + 1
*
[ 2/15 ] 
f(z) = 250*z^3 - 197/18*z + 1
*
9/25 | 0.21193244113088297356463341417163824825 | 0.029720298404805086542632042973656622631
f(z) = 250/3*z^3 - 197/15*z + 1
*
[ -2/3 ] 
f(z) = 252/5*z^3 - 199/10*z + 1
*
[ -1/3 ] 
f(z) = 253/2*z^3 - 181/18*z + 1
*
2/15 | 0.21382150255355736749969131621910789694 | 0.025919913962598568293422855379478665895
f(z) = 255/8*z^3 - 196/15*z + 1
*
3/32 | 0.16496158266845648375572646581762686056 | 0.020542945843645352481913504339365240647
f(z) = 256*z^3 - 191/12*z + 1
*
3/32 | 0.13577453265471517504147937712572636130 | 0.019588124493997420682651105361497909785
f(z) = 256/3*z^3 - 197/12*z + 1
*
[ 7/8 ] 
f(z) = 256/7*z^3 - 197/7*z + 1
*
[ -7/8 ] 
f(z) = 256/7*z^3 - 181/7*z + 1
*
[ 3/2 ] 
f(z) = 256/9*z^3 - 191/3*z + 1
*
[ -3/2 ] 
f(z) = 256/9*z^3 - 187/3*z + 1
*
[ 1/16 ] 
f(z) = 256/13*z^3 - 196/13*z + 1
*
[ -15/16 ] 
f(z) = 256/15*z^3 - 194/15*z + 1
*
[ -1/3 ] 
f(z) = 257/2*z^3 - 185/18*z + 1
*
[ -1/3 ] 
f(z) = 259/2*z^3 - 187/18*z + 1
*
[ 2/7 ] 
f(z) = 259/2*z^3 - 183/14*z + 1
*
[ -7/12 ] 
f(z) = 240/7*z^3 - 188/21*z + 1
*
[ 1/5 ] 
f(z) = 240/7*z^3 - 188/35*z + 1
*
[ 1/6 ] 
f(z) = 240/11*z^3 - 185/33*z + 1
*
[ -1/2 ] 
f(z) = 241/5*z^3 - 181/20*z + 1
*
9/44 | 0.20575552048831708763340918672399805447 | 0.027186206347073544335165493344005712835
f(z) = 242/3*z^3 - 185/24*z + 1
*
3/22 | 0.16458302301419816316325456943409527900 | 0.022605393219557036194749929219534964124
f(z) = 242/5*z^3 - 197/30*z + 1
*
3/11 | 0.14842277011125913813534957100129044718 | 0.020385790828568565467640242347689181020
f(z) = 242/5*z^3 - 193/30*z + 1
*
[ 4/11 ] 
f(z) = 242/9*z^3 - 191/36*z + 1
*
3/44 | 0.082323031743002787921849473783054750621 | 0.010877233926800214477043601013016935514
f(z) = 242/9*z^3 - 187/24*z + 1
*
[ 13/22 ] 
f(z) = 242/13*z^3 - 187/26*z + 1
*
[ 2/11 ] 
f(z) = 242/19*z^3 - 187/38*z + 1
*
[ 8/27 ] 
f(z) = 243/4*z^3 - 185/24*z + 1
*
4/27 | 0.11010573784468475748124217026180877631 | 0.015114405579239125460942550465882483618
f(z) = 243/5*z^3 - 197/30*z + 1
*
2/27 | 0.17953878059690989573608193008883733996 | 0.027237206800009450461432971594276885131
f(z) = 243/7*z^3 - 193/21*z + 1
*
[ 7/18 ] 
f(z) = 243/7*z^3 - 191/28*z + 1
*
[ 14/27 ] 
f(z) = 243/8*z^3 - 191/21*z + 1
*
[ 1/6 ] 
f(z) = 243/8*z^3 - 187/32*z + 1
*
11/27 | 0.17211993492336631520269090673991541350 | 0.026111719408617755910164162871277716784
f(z) = 243/11*z^3 - 199/33*z + 1
*
[ 1/6 ] 
f(z) = 244/3*z^3 - 196/27*z + 1
*
[ 4/35 ] 
f(z) = 245/2*z^3 - 187/20*z + 1
*
[ 6/35 ] 
f(z) = 245/4*z^3 - 199/30*z + 1
*
[ 4/21 ] 
f(z) = 245/8*z^3 - 193/36*z + 1
*
5/14 | 0.13617087433563185448266655837702458414 | 0.019770574949342478468776296612670303160
f(z) = 245/9*z^3 - 197/36*z + 1
*
-22/35 | 0.097940328872412675431244779228903474062 | 0.013773662547033905956992115067597318704
f(z) = 245/12*z^3 - 197/30*z + 1
*
[ 3/7 ] 
f(z) = 245/13*z^3 - 187/39*z + 1
*
-4/5 | 0.17067217224448886942838365037275452136 | 0.024002174933751849607985406638820069480
f(z) = 245/16*z^3 - 191/20*z + 1
*
[ 4/7 ] 
f(z) = 245/18*z^3 - 187/36*z + 1
*
[ 1/6 ] 
f(z) = 246/5*z^3 - 191/30*z + 1
*
[ 2/13 ] 
f(z) = 247/4*z^3 - 181/26*z + 1
*
[ -1/2 ] 
f(z) = 247/5*z^3 - 187/20*z + 1
*
[ 3/13 ] 
f(z) = 247/9*z^3 - 187/39*z + 1
*
[ 1/8 ] 
f(z) = 248/3*z^3 - 199/24*z + 1
*
[ 1/6 ] 
f(z) = 248/3*z^3 - 197/27*z + 1
*
[ -3/8 ] 
f(z) = 248/3*z^3 - 191/24*z + 1
*
[ -1/2 ] 
f(z) = 249/5*z^3 - 189/20*z + 1
*
[ 1/4 ] 
f(z) = 250/3*z^3 - 197/24*z + 1
*
[ 3/20 ] 
f(z) = 250/3*z^3 - 181/24*z + 1
*
[ 7/25 ] 
f(z) = 250/7*z^3 - 188/35*z + 1
*
3/25 | 0.12431354044470562818861011625653965528 | 0.015888651507444330730520817740559713877
f(z) = 250/9*z^3 - 187/30*z + 1
*
[ -3/5 ] 
f(z) = 250/11*z^3 - 182/33*z + 1
*
[ -1/2 ] 
f(z) = 251/5*z^3 - 191/20*z + 1
*
[ 2/11 ] 
f(z) = 253/2*z^3 - 191/22*z + 1
*
[ -1/2 ] 
f(z) = 253/5*z^3 - 193/20*z + 1
*
[ -1/2 ] 
f(z) = 253/6*z^3 - 181/24*z + 1
*
[ 1/4 ] 
f(z) = 254/3*z^3 - 199/24*z + 1
*
[ 1/5 ] 
f(z) = 255/7*z^3 - 191/35*z + 1
*
[ 1/6 ] 
f(z) = 256/3*z^3 - 199/27*z + 1
*
[ 3/16 ] 
f(z) = 256/13*z^3 - 196/39*z + 1
*
[ -1/2 ] 
f(z) = 257/5*z^3 - 197/20*z + 1
*
[ -1/2 ] 
f(z) = 257/6*z^3 - 185/24*z + 1
*
[ 1/6 ] 
f(z) = 258/5*z^3 - 193/30*z + 1
*
[ -1/2 ] 
f(z) = 259/5*z^3 - 199/20*z + 1
*
[ -1/2 ] 
f(z) = 259/6*z^3 - 187/24*z + 1
*
[ 1/3 ] 
f(z) = 240/17*z^3 - 182/51*z + 1
*
[ 1/3 ] 
f(z) = 240/19*z^3 - 194/57*z + 1
*
[ 3/11 ] 
f(z) = 242/17*z^3 - 190/51*z + 1
*
5/27 | 0.12459668813245326653113537867681573143 | 0.018902132174324918341730951107226806717
f(z) = 243/14*z^3 - 193/42*z + 1
*
[ 1/4 ] 
f(z) = 244/11*z^3 - 193/44*z + 1
*
[ 8/35 ] 
f(z) = 245/8*z^3 - 199/40*z + 1
*
[ -4/7 ] 
f(z) = 245/11*z^3 - 199/44*z + 1
*
[ 3/7 ] 
f(z) = 245/16*z^3 - 199/48*z + 1
*
[ 1/3 ] 
f(z) = 246/17*z^3 - 184/51*z + 1
*
[ 1/3 ] 
f(z) = 246/19*z^3 - 196/57*z + 1
*
[ 4/13 ] 
f(z) = 247/16*z^3 - 193/52*z + 1
*
[ 1/3 ] 
f(z) = 249/17*z^3 - 185/51*z + 1
*
[ 1/3 ] 
f(z) = 249/19*z^3 - 197/57*z + 1
*
[ 1/4 ] 
f(z) = 252/11*z^3 - 195/44*z + 1
*
[ 1/3 ] 
f(z) = 255/16*z^3 - 181/48*z + 1
*
[ 1/3 ] 
f(z) = 255/19*z^3 - 199/57*z + 1
*
[ 3/8 ] 
f(z) = 256/17*z^3 - 193/51*z + 1
*
[ 1/3 ] 
f(z) = 258/17*z^3 - 188/51*z + 1
*
[ 1/3 ] 
f(z) = 258/19*z^3 - 200/57*z + 1
*
5/24 | 0.10642162191322386444146194319764403585 | 0.013360242677188829000982490219986637475
f(z) = 240*z^3 - 173/12*z + 1
*
[ 3/20 ] 
f(z) = 240*z^3 - 166/15*z + 1
*
[ -1/3 ] 
f(z) = 241/2*z^3 - 169/18*z + 1
*
[ 9/11 ] 
f(z) = 242/9*z^3 - 164/9*z + 1
*
1/11 | 0.12093563931557252484186411463607813937 | 0.022032612747503470969792389576824098699
f(z) = 242/15*z^3 - 167/15*z + 1
*
[ 1/11 ] 
f(z) = 242/17*z^3 - 172/17*z + 1
*
[ -4/9 ] 
f(z) = 243*z^3 - 179/4*z + 1
*
1/6 | 0.18599194182783119592638880977788607152 | 0.023313197001630865408400931583604597258
f(z) = 243*z^3 - 173/12*z + 1
*
2/27 | 0.16981164569873996843760913346861104405 | 0.021285074559899446108633068965944101685
f(z) = 243*z^3 - 169/12*z + 1
*
1/18 | 0.16688608055582546835736799544700181183 | 0.024258969197031474111579011541329209363
f(z) = 243/4*z^3 - 179/16*z + 1
*
[ -10/9 ] 
f(z) = 243/8*z^3 - 178/5*z + 1
*
[ -8/9 ] 
f(z) = 243/8*z^3 - 175/8*z + 1
*
4/27 | 0.17065046791871809864648774449675966024 | 0.025888791656973647925565068787339182434
f(z) = 243/16*z^3 - 169/12*z + 1
*
4/27 | 0.10028110379604002409979525619928491887 | 0.015213299060765513188981299167926834970
f(z) = 243/16*z^3 - 163/12*z + 1
*
[ 1/8 ] 
f(z) = 244*z^3 - 173/16*z + 1
*
[ -3/2 ] 
f(z) = 244/9*z^3 - 178/3*z + 1
*
[ 3/14 ] 
f(z) = 245*z^3 - 179/12*z + 1
*
[ 1/35 ] 
f(z) = 245*z^3 - 171/5*z + 1
*
8/35 | 0.19496226643667042354300793003970611432 | 0.024982852532195487294405022942242945631
f(z) = 245*z^3 - 163/10*z + 1
*
-12/35 | 0.18801025226392974083041379508476112547 | 0.022902081738967272381217242572229695765
f(z) = 245/2*z^3 - 176/15*z + 1
*
[ -1/3 ] 
f(z) = 245/2*z^3 - 173/18*z + 1
*
[ 2/35 ] 
f(z) = 245/2*z^3 - 169/10*z + 1
*
[ 4/7 ] 
f(z) = 245/2*z^3 - 163/4*z + 1
*
[ -2/5 ] 
f(z) = 245/2*z^3 - 161/10*z + 1
*
[ 3/35 ] 
f(z) = 245/3*z^3 - 169/15*z + 1
*
[ 1/14 ] 
f(z) = 245/3*z^3 - 161/12*z + 1
*
[ 2/35 ] 
f(z) = 245/4*z^3 - 167/10*z + 1
*
-6/7 | 0.16364267816796638966328347183380068563 | 0.029746409258576269925510618696318670570
f(z) = 245/6*z^3 - 173/6*z + 1
*
[ 4/7 ] 
f(z) = 245/6*z^3 - 169/12*z + 1
*
[ -6/7 ] 
f(z) = 245/6*z^3 - 167/6*z + 1
*
18/35 | 0.19824051640795400153040294767384453179 | 0.024148260300063856040424321782136658032
f(z) = 245/8*z^3 - 169/15*z + 1
*
[ 3/35 ] 
f(z) = 245/9*z^3 - 163/15*z + 1
*
[ 1/13 ] 
f(z) = 247*z^3 - 175/13*z + 1
*
[ -1/3 ] 
f(z) = 247/2*z^3 - 175/18*z + 1
*
[ 2/19 ] 
f(z) = 247/8*z^3 - 168/19*z + 1
*
[ 2/3 ] 
f(z) = 249/4*z^3 - 169/6*z + 1
*
3/50 | 0.19221904324538437083425988722447459407 | 0.024567729149172937701755297987243661356
f(z) = 250*z^3 - 169/10*z + 1
*
[ 3/25 ] 
f(z) = 250*z^3 - 164/15*z + 1
*
11/50 | 0.22037814411598214727559170037353702170 | 0.028166775068832086254072143301834288328
f(z) = 250*z^3 - 161/10*z + 1
*
[ 1/10 ] 
f(z) = 250/9*z^3 - 167/18*z + 1
*
[ -1/3 ] 
f(z) = 251/2*z^3 - 179/18*z + 1
*
[ 1/8 ] 
f(z) = 252*z^3 - 175/16*z + 1
*
[ 2/21 ] 
f(z) = 252*z^3 - 165/14*z + 1
*
[ 5/6 ] 
f(z) = 252/5*z^3 - 176/5*z + 1
*
[ -5/6 ] 
f(z) = 252/5*z^3 - 164/5*z + 1
*
[ -2/5 ] 
f(z) = 255/2*z^3 - 169/10*z + 1
*
[ 2/3 ] 
f(z) = 255/4*z^3 - 173/6*z + 1
*
3/8 | 0.14505308811740731329690155345445825371 | 0.020926737089261335601409572624116897418
f(z) = 256/3*z^3 - 173/12*z + 1
*
21/32 | 0.16873210200792473626926117188805107152 | 0.024342896680560372204093835969095863138
f(z) = 256/9*z^3 - 179/12*z + 1
*
[ 1/16 ] 
f(z) = 256/11*z^3 - 166/11*z + 1
*
[ 13/16 ] 
f(z) = 256/13*z^3 - 172/13*z + 1
*
[ -1/4 ] 
f(z) = 257*z^3 - 177/16*z + 1
*
[ -1/4 ] 
f(z) = 259*z^3 - 179/16*z + 1
*
5/12 | 0.097511180608436796929009577119205935015 | 0.014821014955385030817114572934280670893
f(z) = 240/7*z^3 - 167/21*z + 1
*
[ -1/2 ] 
f(z) = 241/6*z^3 - 169/24*z + 1
*
[ 4/11 ] 
f(z) = 242/5*z^3 - 163/20*z + 1
*
[ 4/11 ] 
f(z) = 242/7*z^3 - 177/28*z + 1
*
[ 6/11 ] 
f(z) = 242/15*z^3 - 169/30*z + 1
*
[ 2/11 ] 
f(z) = 242/17*z^3 - 169/34*z + 1
*
7/27 | 0.12772703430712129332626246704284696336 | 0.019377026154508935600761443506523633342
f(z) = 243/7*z^3 - 172/21*z + 1
*
[ 1/6 ] 
f(z) = 243/7*z^3 - 167/28*z + 1
*
-14/27 | 0.18669443941137150060081490796876127643 | 0.028322767024222957684706681032651610709
f(z) = 243/7*z^3 - 166/21*z + 1
*
[ 2/15 ] 
f(z) = 243/8*z^3 - 176/25*z + 1
*
5/27 | 0.093456751710800619533501119867404602001 | 0.014178000233382586403757663561567446618
f(z) = 243/10*z^3 - 169/30*z + 1
*
[ 11/27 ] 
f(z) = 243/11*z^3 - 169/33*z + 1
*
8/27 | 0.19157939774612496671010535811715841536 | 0.029063847140344677425141479759832114378
f(z) = 243/11*z^3 - 163/33*z + 1
*
[ -2/3 ] 
f(z) = 243/11*z^3 - 161/22*z + 1
*
[ 1/4 ] 
f(z) = 244/9*z^3 - 169/36*z + 1
*
4/35 | 0.16648264175935013937012123470813495961 | 0.021333416790141855757203608546612339195
f(z) = 245/2*z^3 - 177/20*z + 1
*
[ 4/35 ] 
f(z) = 245/4*z^3 - 171/20*z + 1
*
[ -1/2 ] 
f(z) = 245/6*z^3 - 173/24*z + 1
*
-4/7 | 0.18961856958667393817064224402260268773 | 0.026666667553673850328652257642260697454
f(z) = 245/8*z^3 - 177/20*z + 1
*
[ 3/7 ] 
f(z) = 245/8*z^3 - 167/24*z + 1
*
[ 4/35 ] 
f(z) = 245/8*z^3 - 163/20*z + 1
*
[ 6/35 ] 
f(z) = 245/9*z^3 - 169/30*z + 1
*
[ 3/7 ] 
f(z) = 245/11*z^3 - 179/33*z + 1
*
6/35 | 0.18986962097529266251453328760794909212 | 0.026701973715584978852990650569925344573
f(z) = 245/12*z^3 - 173/30*z + 1
*
-22/35 | 0.099505187942193717768122756113966204672 | 0.013993733696569331241855020060297417084
f(z) = 245/12*z^3 - 167/30*z + 1
*
[ 6/35 ] 
f(z) = 245/12*z^3 - 163/30*z + 1
*
[ 4/21 ] 
f(z) = 245/16*z^3 - 173/36*z + 1
*
[ 3/5 ] 
f(z) = 245/18*z^3 - 167/30*z + 1
*
[ 1/2 ] 
f(z) = 246/19*z^3 - 161/38*z + 1
*
[ -1/2 ] 
f(z) = 247/6*z^3 - 175/24*z + 1
*
[ -1/2 ] 
f(z) = 247/7*z^3 - 163/28*z + 1
*
[ 2/5 ] 
f(z) = 247/8*z^3 - 161/25*z + 1
*
[ -1/2 ] 
f(z) = 249/7*z^3 - 165/28*z + 1
*
[ 2/5 ] 
f(z) = 249/8*z^3 - 162/25*z + 1
*
[ 1/3 ] 
f(z) = 249/13*z^3 - 161/39*z + 1
*
[ -3/5 ] 
f(z) = 250/13*z^3 - 166/39*z + 1
*
[ 1/2 ] 
f(z) = 250/19*z^3 - 163/38*z + 1
*
[ -1/2 ] 
f(z) = 251/6*z^3 - 179/24*z + 1
*
[ -1/2 ] 
f(z) = 251/7*z^3 - 167/28*z + 1
*
[ 2/5 ] 
f(z) = 251/8*z^3 - 163/25*z + 1
*
[ -2/3 ] 
f(z) = 251/16*z^3 - 161/36*z + 1
*
[ -2/3 ] 
f(z) = 252/11*z^3 - 169/22*z + 1
*
[ -1/2 ] 
f(z) = 253/7*z^3 - 169/28*z + 1
*
[ 2/5 ] 
f(z) = 253/8*z^3 - 164/25*z + 1
*
[ -2/3 ] 
f(z) = 253/16*z^3 - 163/36*z + 1
*
[ 1/2 ] 
f(z) = 254/17*z^3 - 161/34*z + 1
*
[ 1/2 ] 
f(z) = 254/19*z^3 - 165/38*z + 1
*
[ -1/2 ] 
f(z) = 255/7*z^3 - 171/28*z + 1
*
[ 1/3 ] 
f(z) = 255/13*z^3 - 163/39*z + 1
*
3/32 | 0.18067088991117833061119502699224863709 | 0.026065299690785282803444216249669238385
f(z) = 256/5*z^3 - 169/20*z + 1
*
[ 9/32 ] 
f(z) = 256/9*z^3 - 173/36*z + 1
*
[ 3/16 ] 
f(z) = 256/11*z^3 - 170/33*z + 1
*
[ 3/8 ] 
f(z) = 256/11*z^3 - 163/33*z + 1
*
[ 3/8 ] 
f(z) = 256/13*z^3 - 173/39*z + 1
*
-5/8 | 0.18483224264154206256167662763092895618 | 0.029628506650593147979744684711924967826
f(z) = 256/15*z^3 - 167/30*z + 1
*
[ -1/2 ] 
f(z) = 257/7*z^3 - 173/28*z + 1
*
[ 2/5 ] 
f(z) = 257/8*z^3 - 166/25*z + 1
*
[ -1/2 ] 
f(z) = 257/8*z^3 - 161/32*z + 1
*
[ -2/3 ] 
f(z) = 257/16*z^3 - 167/36*z + 1
*
[ 1/3 ] 
f(z) = 258/13*z^3 - 164/39*z + 1
*
[ 1/2 ] 
f(z) = 258/17*z^3 - 163/34*z + 1
*
[ 1/2 ] 
f(z) = 258/19*z^3 - 167/38*z + 1
*
[ 1/7 ] 
f(z) = 259/3*z^3 - 163/21*z + 1
*
[ 2/5 ] 
f(z) = 259/8*z^3 - 167/25*z + 1
*
[ -1/2 ] 
f(z) = 259/8*z^3 - 163/32*z + 1
*
[ 4/7 ] 
f(z) = 259/16*z^3 - 169/28*z + 1
*
[ -2/3 ] 
f(z) = 259/16*z^3 - 169/36*z + 1
*
[ 5/18 ] 
f(z) = 243/10*z^3 - 179/40*z + 1
*
[ 8/35 ] 
f(z) = 245/16*z^3 - 167/40*z + 1
*
[ 1/3 ] 
f(z) = 249/14*z^3 - 167/42*z + 1
*
[ 1/3 ] 
f(z) = 249/16*z^3 - 179/48*z + 1
*
[ 4/11 ] 
f(z) = 253/16*z^3 - 169/44*z + 1
*
[ 1/3 ] 
f(z) = 255/14*z^3 - 169/42*z + 1
*
[ 2/7 ] 
f(z) = 259/12*z^3 - 179/42*z + 1
*
[ 3/7 ] 
f(z) = 259/18*z^3 - 167/42*z + 1
*
1/6 | 0.22610591418505068724814044610268530485 | 0.028385489996789302355582364215934309713
f(z) = 240*z^3 - 149/12*z + 1
*
[ 5/22 ] 
f(z) = 242*z^3 - 159/10*z + 1
*
[ 1/4 ] 
f(z) = 242*z^3 - 145/8*z + 1
*
[ 6/11 ] 
f(z) = 242/3*z^3 - 149/6*z + 1
*
[ 4/11 ] 
f(z) = 242/3*z^3 - 149/12*z + 1
*
[ -9/11 ] 
f(z) = 242/9*z^3 - 142/9*z + 1
*
[ 1/11 ] 
f(z) = 242/15*z^3 - 152/15*z + 1
*
2/27 | 0.12826019077966219237062090921047954077 | 0.016076799165207633985622164889786309996
f(z) = 243*z^3 - 157/12*z + 1
*
2/27 | 0.23874153295831039671191837032231508998 | 0.029925105010627868570781709384502331146
f(z) = 243*z^3 - 151/12*z + 1
*
1/6 | 0.23594327376400129816439204917262466399 | 0.029574356654449401428002667591867866592
f(z) = 243*z^3 - 149/12*z + 1
*
5/54 | 0.086445808201837694921417581909873995876 | 0.010835567050749897770375355451526390881
f(z) = 243*z^3 - 145/12*z + 1
*
-13/27 | 0.13329036513793989998909735852571451522 | 0.020221019813327863812925002722715303482
f(z) = 243/4*z^3 - 145/12*z + 1
*
2/27 | 0.18661669054239838422265621313512421416 | 0.028310972012495424223832238194939204275
f(z) = 243/5*z^3 - 154/15*z + 1
*
11/27 | 0.12132846557160602511971432935696009907 | 0.018406321444953255835337653484222253079
f(z) = 243/5*z^3 - 151/15*z + 1
*
[ 7/9 ] 
f(z) = 243/7*z^3 - 149/7*z + 1
*
[ 7/9 ] 
f(z) = 243/14*z^3 - 151/14*z + 1
*
[ 2/27 ] 
f(z) = 243/16*z^3 - 151/12*z + 1
*
1/9 | 0.13656119316926939560433136848887056892 | 0.024860670971526784807089998536309525517
f(z) = 243/16*z^3 - 147/16*z + 1
*
[ 1/9 ] 
f(z) = 243/19*z^3 - 155/19*z + 1
*
[ -3/4 ] 
f(z) = 244/9*z^3 - 155/12*z + 1
*
[ -4/7 ] 
f(z) = 245/2*z^3 - 149/4*z + 1
*
[ 3/7 ] 
f(z) = 245/2*z^3 - 143/6*z + 1
*
8/35 | 0.21120030971727964902518023160537264914 | 0.029701776881558423766144081334502368742
f(z) = 245/3*z^3 - 154/15*z + 1
*
2/7 | 0.20187769833423953939059726127467733069 | 0.028390708144854391726645397483297746289
f(z) = 245/3*z^3 - 151/15*z + 1
*
5/14 | 0.19280961339708887803072773803682429756 | 0.027993922571321978559272769568025624410
f(z) = 245/3*z^3 - 149/12*z + 1
*
[ 3/7 ] 
f(z) = 245/4*z^3 - 151/12*z + 1
*
18/35 | 0.17208359790937269577889555406834410197 | 0.020962009134073887994740919930685544976
f(z) = 245/8*z^3 - 149/15*z + 1
*
[ 3/5 ] 
f(z) = 245/9*z^3 - 157/15*z + 1
*
[ 8/7 ] 
f(z) = 245/16*z^3 - 159/8*z + 1
*
[ -8/7 ] 
f(z) = 245/16*z^3 - 145/8*z + 1
*
[ 1/4 ] 
f(z) = 246*z^3 - 147/8*z + 1
*
[ 1/6 ] 
f(z) = 249*z^3 - 143/12*z + 1
*
[ -2/3 ] 
f(z) = 249/4*z^3 - 151/6*z + 1
*
3/50 | 0.17752802180577401905177091895617497908 | 0.022690053401966728105164715659054258729
f(z) = 250*z^3 - 159/10*z + 1
*
[ 1/20 ] 
f(z) = 250*z^3 - 157/8*z + 1
*
[ 3/10 ] 
f(z) = 250*z^3 - 149/6*z + 1
*
[ 1/4 ] 
f(z) = 250*z^3 - 149/8*z + 1
*
3/50 | 0.17392509490164915660226935279279529447 | 0.022229559317560066366350421413429722451
f(z) = 250*z^3 - 149/10*z + 1
*
1/5 | 0.12812029620119379406214877117050215106 | 0.016375197183582492991453835464757235272
f(z) = 250*z^3 - 141/10*z + 1
*
2/25 | 0.18463460062959634442864928395370964066 | 0.025892191857379538229158256663311996326
f(z) = 250/3*z^3 - 158/15*z + 1
*
2/25 | 0.12655391650180886875137115698222826842 | 0.017747260129975722129870255270227955570
f(z) = 250/3*z^3 - 143/15*z + 1
*
-3/5 | 0.096813833370374031042917039968499864260 | 0.015578429377542536519970424165284505153
f(z) = 250/7*z^3 - 159/14*z + 1
*
[ 1/2 ] 
f(z) = 250/9*z^3 - 143/18*z + 1
*
[ 1/18 ] 
f(z) = 252*z^3 - 160/9*z + 1
*
-1/4 | 0.15648125141420292820398205044139940726 | 0.019525167966937723486286446402572664515
f(z) = 252*z^3 - 145/12*z + 1
*
[ 1/21 ] 
f(z) = 252*z^3 - 144/7*z + 1
*
[ 1/4 ] 
f(z) = 254*z^3 - 151/8*z + 1
*
[ 1/2 ] 
f(z) = 254/7*z^3 - 141/14*z + 1
*
[ 1/2 ] 
f(z) = 254/9*z^3 - 145/18*z + 1
*
[ 1/6 ] 
f(z) = 255*z^3 - 145/12*z + 1
*
[ -2/3 ] 
f(z) = 255/4*z^3 - 155/6*z + 1
*
[ 3/32 ] 
f(z) = 256*z^3 - 143/12*z + 1
*
[ 5/16 ] 
f(z) = 256/3*z^3 - 158/15*z + 1
*
[ 3/4 ] 
f(z) = 256/3*z^3 - 145/3*z + 1
*
[ 3/4 ] 
f(z) = 256/15*z^3 - 149/15*z + 1
*
[ 1/4 ] 
f(z) = 258*z^3 - 153/8*z + 1
*
[ 1/2 ] 
f(z) = 258/7*z^3 - 143/14*z + 1
*
[ 1/3 ] 
f(z) = 240/11*z^3 - 146/33*z + 1
*
[ 1/3 ] 
f(z) = 240/13*z^3 - 158/39*z + 1
*
[ -1/2 ] 
f(z) = 241/7*z^3 - 157/28*z + 1
*
[ 2/5 ] 
f(z) = 241/8*z^3 - 158/25*z + 1
*
[ -2/3 ] 
f(z) = 241/16*z^3 - 151/36*z + 1
*
[ 3/11 ] 
f(z) = 242/13*z^3 - 158/39*z + 1
*
[ 1/2 ] 
f(z) = 242/17*z^3 - 155/34*z + 1
*
[ 1/2 ] 
f(z) = 242/19*z^3 - 159/38*z + 1
*
5/18 | 0.15753260589308030933758018524347898636 | 0.022899325223291876297764935536473669254
f(z) = 243/5*z^3 - 143/20*z + 1
*
[ -1/2 ] 
f(z) = 243/7*z^3 - 159/28*z + 1
*
[ 2/5 ] 
f(z) = 243/8*z^3 - 159/25*z + 1
*
1/3 | 0.096010564984961267236227430878257182308 | 0.014565430403319476307281094358617719351
f(z) = 243/8*z^3 - 145/24*z + 1
*
[ 5/27 ] 
f(z) = 243/10*z^3 - 157/30*z + 1
*
2/9 | 0.13321774671965501667612110758780179339 | 0.020210003124511447750533352164947722340
f(z) = 243/11*z^3 - 157/33*z + 1
*
4/27 | 0.15777001311675438549053510037116167042 | 0.023934742454050083882266850452484258208
f(z) = 243/11*z^3 - 148/33*z + 1
*
[ -2/3 ] 
f(z) = 243/13*z^3 - 151/26*z + 1
*
[ 2/9 ] 
f(z) = 243/17*z^3 - 143/34*z + 1
*
[ 2/9 ] 
f(z) = 243/19*z^3 - 157/38*z + 1
*
[ 1/4 ] 
f(z) = 244/7*z^3 - 145/28*z + 1
*
1/7 | 0.21179457590501000717319422935393340548 | 0.029785350441369246752280359133027868622
f(z) = 245/4*z^3 - 141/20*z + 1
*
3/14 | 0.13874235769344150051875461406076066165 | 0.020143927215049854010772408887778440907
f(z) = 245/6*z^3 - 149/24*z + 1
*
[ 4/35 ] 
f(z) = 245/16*z^3 - 159/20*z + 1
*
[ -2/3 ] 
f(z) = 245/16*z^3 - 155/36*z + 1
*
[ 6/35 ] 
f(z) = 245/18*z^3 - 157/30*z + 1
*
[ 1/3 ] 
f(z) = 246/11*z^3 - 148/33*z + 1
*
[ 1/2 ] 
f(z) = 246/11*z^3 - 145/22*z + 1
*
[ 1/3 ] 
f(z) = 246/13*z^3 - 160/39*z + 1
*
[ 1/2 ] 
f(z) = 246/13*z^3 - 149/26*z + 1
*
[ 1/2 ] 
f(z) = 246/17*z^3 - 157/34*z + 1
*
[ -2/3 ] 
f(z) = 247/16*z^3 - 157/36*z + 1
*
1/4 | 0.14657816581175636062636003577653683880 | 0.023616591103091911916591690980122129923
f(z) = 248/15*z^3 - 151/30*z + 1
*
[ 1/4 ] 
f(z) = 248/19*z^3 - 145/38*z + 1
*
1/3 | 0.18422614614468821849659714703294787923 | 0.027845273737427646618108955577574528704
f(z) = 249/8*z^3 - 155/24*z + 1
*
[ 1/3 ] 
f(z) = 249/10*z^3 - 143/30*z + 1
*
[ 1/3 ] 
f(z) = 249/11*z^3 - 149/33*z + 1
*
3/10 | 0.12552288722893383989404091779352896803 | 0.016043219461486290203201263189607266339
f(z) = 250/9*z^3 - 157/30*z + 1
*
[ 3/20 ] 
f(z) = 250/9*z^3 - 151/24*z + 1
*
[ 6/25 ] 
f(z) = 250/9*z^3 - 143/30*z + 1
*
[ 1/2 ] 
f(z) = 250/11*z^3 - 147/22*z + 1
*
[ 1/2 ] 
f(z) = 250/13*z^3 - 151/26*z + 1
*
[ 1/2 ] 
f(z) = 250/17*z^3 - 159/34*z + 1
*
[ -2/3 ] 
f(z) = 252/13*z^3 - 159/26*z + 1
*
[ 2/11 ] 
f(z) = 253/4*z^3 - 145/22*z + 1
*
[ 3/11 ] 
f(z) = 253/9*z^3 - 157/33*z + 1
*
[ 1/2 ] 
f(z) = 254/11*z^3 - 149/22*z + 1
*
[ 1/2 ] 
f(z) = 254/13*z^3 - 153/26*z + 1
*
[ 1/2 ] 
f(z) = 254/15*z^3 - 157/30*z + 1
*
1/3 | 0.19522984106690940493648157833843758563 | 0.029402634319202196736412091181131745382
f(z) = 255/8*z^3 - 157/24*z + 1
*
[ 1/3 ] 
f(z) = 255/11*z^3 - 151/33*z + 1
*
[ -4/5 ] 
f(z) = 255/16*z^3 - 159/20*z + 1
*
9/32 | 0.11503447358836672346366509435192849328 | 0.016595966457720911124705099610885929396
f(z) = 256/5*z^3 - 141/20*z + 1
*
[ 7/32 ] 
f(z) = 256/7*z^3 - 149/28*z + 1
*
[ 3/8 ] 
f(z) = 256/7*z^3 - 143/21*z + 1
*
1/8 | 0.11877323830999267225573470303583345348 | 0.019039284655572163703435277289938665496
f(z) = 256/15*z^3 - 143/30*z + 1
*
[ 1/3 ] 
f(z) = 258/11*z^3 - 152/33*z + 1
*
[ 1/2 ] 
f(z) = 258/11*z^3 - 151/22*z + 1
*
[ 1/2 ] 
f(z) = 258/13*z^3 - 155/26*z + 1
*
1/8 | 0.23094859864103324368696578699553413655 | 0.028993443891663532024478027432282908279
f(z) = 240*z^3 - 137/12*z + 1
*
[ 2/3 ] 
f(z) = 241/8*z^3 - 125/9*z + 1
*
-2 | 0.11506288908408746810478545949367268544 | 0.016735855258911889470122260072534903772
f(z) = 241/8*z^3 - 121*z + 1
*
[ 4/11 ] 
f(z) = 242*z^3 - 135/4*z + 1
*
[ 1/2 ] 
f(z) = 242*z^3 - 123/2*z + 1
*
[ 1/2 ] 
f(z) = 242/5*z^3 - 131/10*z + 1
*
[ 1/2 ] 
f(z) = 242/7*z^3 - 135/14*z + 1
*
1/11 | 0.16670021863920125795503270972006235317 | 0.026965048386521990175588331955663587780
f(z) = 242/7*z^3 - 123/14*z + 1
*
5/11 | 0.10161002836525248164313529639713215898 | 0.016436207185517062588181975253266042159
f(z) = 242/7*z^3 - 121/14*z + 1
*
[ 1/11 ] 
f(z) = 242/13*z^3 - 132/13*z + 1
*
4/27 | 0.17030009478171047491800628286674041569 | 0.021346299307512965564528558584626740555
f(z) = 243*z^3 - 139/12*z + 1
*
[ 1/18 ] 
f(z) = 243/2*z^3 - 139/8*z + 1
*
-4/9 | 0.17340695538870790683329340806668358777 | 0.026306968827455329701075930960857068081
f(z) = 243/4*z^3 - 127/12*z + 1
*
5/18 | 0.11739809667969774320967772504571970024 | 0.017065274717086027883910726245543331195
f(z) = 243/4*z^3 - 123/16*z + 1
*
-4/9 | 0.10824770475467614006277640152707865799 | 0.016421884510004439787425694573732060271
f(z) = 243/4*z^3 - 121/12*z + 1
*
8/27 | 0.14024871382213748567380481352406471483 | 0.021276646800811844142554717061157871005
f(z) = 243/5*z^3 - 139/15*z + 1
*
10/27 | 0.18931128679736486364959679285491292344 | 0.028719759881027467654303771086396844630
f(z) = 243/5*z^3 - 133/15*z + 1
*
-13/27 | 0.15580871551476669559393999345866059928 | 0.023637200785313692950610754941084410044
f(z) = 243/5*z^3 - 124/15*z + 1
*
[ -7/9 ] 
f(z) = 243/7*z^3 - 131/7*z + 1
*
1/9 | 0.14310700997874876915672989892934222477 | 0.026052322817587076245736086656002287191
f(z) = 243/8*z^3 - 131/8*z + 1
*
-2 | 0.11521653465919506742087776627027265593 | 0.016738165307474027882498469705667010681
f(z) = 243/8*z^3 - 122*z + 1
*
[ 2 ] 
f(z) = 243/8*z^3 - 121*z + 1
*
2/27 | 0.10319861945537197277334746021834908518 | 0.015655905260335846613883008332455513511
f(z) = 243/16*z^3 - 139/12*z + 1
*
[ 1/9 ] 
f(z) = 243/16*z^3 - 131/16*z + 1
*
2/27 | 0.19288594590677290365854380445676049708 | 0.029262059038227826596824054035020123992
f(z) = 243/16*z^3 - 127/12*z + 1
*
[ 1/9 ] 
f(z) = 243/17*z^3 - 139/17*z + 1
*
[ 3/7 ] 
f(z) = 245*z^3 - 139/3*z + 1
*
[ -3/7 ] 
f(z) = 245*z^3 - 125/3*z + 1
*
2/7 | 0.098787254379801707819194332317233390203 | 0.013892768397254690897896863561847794407
f(z) = 245/2*z^3 - 131/10*z + 1
*
2/35 | 0.15410256897667432009943037028476608439 | 0.021671938486961717723210768322248838324
f(z) = 245/2*z^3 - 129/10*z + 1
*
1/14 | 0.17752497670952862828727668381435047001 | 0.025774754510022348649781874448627493156
f(z) = 245/3*z^3 - 137/12*z + 1
*
1/14 | 0.10161173865866862133290808325259179124 | 0.014752952896025677265563804051705119886
f(z) = 245/3*z^3 - 125/12*z + 1
*
8/35 | 0.12472766720772892113638979158000646289 | 0.017540851844963633708652385826886915804
f(z) = 245/3*z^3 - 124/15*z + 1
*
[ -4/7 ] 
f(z) = 245/6*z^3 - 127/12*z + 1
*
[ 2/3 ] 
f(z) = 245/8*z^3 - 127/9*z + 1
*
-2 | 0.11536891565521935999161710652733340062 | 0.016740449551181523484168514787838262761
f(z) = 245/8*z^3 - 123*z + 1
*
[ 2 ] 
f(z) = 245/8*z^3 - 122*z + 1
*
[ -2 ] 
f(z) = 245/8*z^3 - 121*z + 1
*
[ 6/7 ] 
f(z) = 245/9*z^3 - 121/6*z + 1
*
[ 6/7 ] 
f(z) = 245/16*z^3 - 137/12*z + 1
*
[ 1/2 ] 
f(z) = 246*z^3 - 125/2*z + 1
*
[ 1/2 ] 
f(z) = 246/5*z^3 - 133/10*z + 1
*
[ 1/2 ] 
f(z) = 246/7*z^3 - 137/14*z + 1
*
[ 2/3 ] 
f(z) = 247/8*z^3 - 128/9*z + 1
*
-2 | 0.11552005272320912974525796577891155907 | 0.016742708501047038844876832755530699213
f(z) = 247/8*z^3 - 124*z + 1
*
[ 2 ] 
f(z) = 247/8*z^3 - 123*z + 1
*
[ -2 ] 
f(z) = 247/8*z^3 - 122*z + 1
*
-2 | 0.11566996601233617661282070844884303162 | 0.016744942653698095874858641168766828015
f(z) = 249/8*z^3 - 125*z + 1
*
[ 2 ] 
f(z) = 249/8*z^3 - 124*z + 1
*
[ -2 ] 
f(z) = 249/8*z^3 - 123*z + 1
*
7/50 | 0.17120989344771988564732958020355915995 | 0.021882526407712427393964668942225934536
f(z) = 250*z^3 - 139/10*z + 1
*
[ 1/15 ] 
f(z) = 250*z^3 - 136/9*z + 1
*
[ 1/2 ] 
f(z) = 250*z^3 - 127/2*z + 1
*
[ 1/25 ] 
f(z) = 250*z^3 - 122/5*z + 1
*
[ 1/2 ] 
f(z) = 250/3*z^3 - 131/6*z + 1
*
[ 3/25 ] 
f(z) = 250/3*z^3 - 128/15*z + 1
*
6/25 | 0.095080659336021749696327247934856810341 | 0.013333614961982341778033498967619382615
f(z) = 250/3*z^3 - 122/15*z + 1
*
[ 1/2 ] 
f(z) = 250/7*z^3 - 139/14*z + 1
*
[ 1/10 ] 
f(z) = 250/7*z^3 - 131/14*z + 1
*
6/25 | 0.19247404927576008803458799901625104205 | 0.026991555182078109333977817695237133281
f(z) = 250/9*z^3 - 124/15*z + 1
*
[ 2/3 ] 
f(z) = 251/8*z^3 - 130/9*z + 1
*
-2 | 0.11581867518603095378959745845044788661 | 0.016747152491899101053802692259553778286
f(z) = 251/8*z^3 - 126*z + 1
*
[ 2 ] 
f(z) = 251/8*z^3 - 125*z + 1
*
[ -2 ] 
f(z) = 251/8*z^3 - 124*z + 1
*
3/14 | 0.19944610239370958548489535331227886812 | 0.026680541990400814702948490229930189280
f(z) = 252*z^3 - 123/7*z + 1
*
[ 1/11 ] 
f(z) = 253*z^3 - 133/11*z + 1
*
[ 2/3 ] 
f(z) = 253/8*z^3 - 131/9*z + 1
*
-2 | 0.11596619943747476711823682829410740384 | 0.016749338485050270531081319754949040424
f(z) = 253/8*z^3 - 127*z + 1
*
[ 2 ] 
f(z) = 253/8*z^3 - 126*z + 1
*
[ -2 ] 
f(z) = 253/8*z^3 - 125*z + 1
*
[ 1/2 ] 
f(z) = 254*z^3 - 129/2*z + 1
*
[ -1/2 ] 
f(z) = 254*z^3 - 121/2*z + 1
*
[ 1/2 ] 
f(z) = 254/3*z^3 - 133/6*z + 1
*
[ 1/2 ] 
f(z) = 254/5*z^3 - 137/10*z + 1
*
[ 2/17 ] 
f(z) = 255/8*z^3 - 135/17*z + 1
*
-2 | 0.11611255750447908976438563989617438267 | 0.016751501089664657534325085594275747593
f(z) = 255/8*z^3 - 128*z + 1
*
[ 2 ] 
f(z) = 255/8*z^3 - 127*z + 1
*
[ -2 ] 
f(z) = 255/8*z^3 - 126*z + 1
*
3/32 | 0.20820667625895210935269475344578166981 | 0.025928330739099561533810272908767889501
f(z) = 256*z^3 - 139/12*z + 1
*
[ 5/16 ] 
f(z) = 256*z^3 - 136/5*z + 1
*
5/24 | 0.22981041982121544610393092303297397780 | 0.029682057218635529480604905719731682215
f(z) = 256*z^3 - 136/9*z + 1
*
[ 1/32 ] 
f(z) = 256*z^3 - 125/4*z + 1
*
3/16 | 0.21339393933986570321268724140886278170 | 0.027561722930246345789363421679022770956
f(z) = 256*z^3 - 124/9*z + 1
*
[ -3/4 ] 
f(z) = 256/3*z^3 - 137/3*z + 1
*
[ 3/32 ] 
f(z) = 256/3*z^3 - 125/12*z + 1
*
[ 3/8 ] 
f(z) = 256/5*z^3 - 133/15*z + 1
*
[ 1/16 ] 
f(z) = 256/9*z^3 - 136/9*z + 1
*
[ 11/16 ] 
f(z) = 256/11*z^3 - 126/11*z + 1
*
[ -13/16 ] 
f(z) = 256/13*z^3 - 140/13*z + 1
*
[ 1/8 ] 
f(z) = 256/17*z^3 - 123/17*z + 1
*
[ 1/8 ] 
f(z) = 256/19*z^3 - 137/19*z + 1
*
[ 2/3 ] 
f(z) = 257/8*z^3 - 133/9*z + 1
*
-2 | 0.11625776768378086567600607912146581220 | 0.016753640749824412728496072123892074721
f(z) = 257/8*z^3 - 129*z + 1
*
[ 2 ] 
f(z) = 257/8*z^3 - 128*z + 1
*
[ -2 ] 
f(z) = 257/8*z^3 - 127*z + 1
*
[ 1/2 ] 
f(z) = 258*z^3 - 131/2*z + 1
*
[ -1/2 ] 
f(z) = 258*z^3 - 123/2*z + 1
*
[ 1/2 ] 
f(z) = 258/5*z^3 - 139/10*z + 1
*
[ 1/7 ] 
f(z) = 259/2*z^3 - 121/14*z + 1
*
[ 2/3 ] 
f(z) = 259/8*z^3 - 134/9*z + 1
*
-2 | 0.11640184784478110037167475716434281807 | 0.016755757897617341198992935465654069884
f(z) = 259/8*z^3 - 130*z + 1
*
[ 2 ] 
f(z) = 259/8*z^3 - 129*z + 1
*
[ -2 ] 
f(z) = 259/8*z^3 - 128*z + 1
*
[ 1/6 ] 
f(z) = 240/7*z^3 - 125/21*z + 1
*
[ 1/3 ] 
f(z) = 240/7*z^3 - 122/21*z + 1
*
15/44 | 0.16626140717773472842896276185227862665 | 0.021967901091360316036238026080806058983
f(z) = 242/9*z^3 - 131/24*z + 1
*
-7/11 | 0.14655051637647179499939758377929330199 | 0.023705678357353113042728238246020445187
f(z) = 242/13*z^3 - 131/26*z + 1
*
[ 5/22 ] 
f(z) = 242/15*z^3 - 127/30*z + 1
*
[ 4/9 ] 
f(z) = 243/10*z^3 - 121/20*z + 1
*
[ 4/9 ] 
f(z) = 243/14*z^3 - 131/28*z + 1
*
[ -2/3 ] 
f(z) = 243/17*z^3 - 131/34*z + 1
*
[ 1/4 ] 
f(z) = 244/5*z^3 - 121/20*z + 1
*
[ 1/5 ] 
f(z) = 245/4*z^3 - 129/20*z + 1
*
[ 3/14 ] 
f(z) = 245/6*z^3 - 133/24*z + 1
*
2/35 | 0.20244316536712213247889215964739530992 | 0.028470231587159180653927351646701871528
f(z) = 245/16*z^3 - 131/20*z + 1
*
[ 2/7 ] 
f(z) = 245/17*z^3 - 125/34*z + 1
*
3/7 | 0.15231269131747487377277196580457226455 | 0.021420222251554708498097129604688558878
f(z) = 245/18*z^3 - 127/30*z + 1
*
[ 2/7 ] 
f(z) = 245/19*z^3 - 135/38*z + 1
*
[ 1/3 ] 
f(z) = 246/7*z^3 - 124/21*z + 1
*
[ 3/8 ] 
f(z) = 248/9*z^3 - 133/24*z + 1
*
[ 1/4 ] 
f(z) = 248/15*z^3 - 121/30*z + 1
*
[ 1/4 ] 
f(z) = 248/17*z^3 - 133/34*z + 1
*
[ 1/3 ] 
f(z) = 249/7*z^3 - 125/21*z + 1
*
[ 2/9 ] 
f(z) = 249/8*z^3 - 136/27*z + 1
*
[ 1/3 ] 
f(z) = 249/8*z^3 - 131/24*z + 1
*
[ 2/5 ] 
f(z) = 250/17*z^3 - 131/34*z + 1
*
[ 2/5 ] 
f(z) = 250/19*z^3 - 137/38*z + 1
*
[ 1/4 ] 
f(z) = 252/5*z^3 - 123/20*z + 1
*
[ -2/3 ] 
f(z) = 252/17*z^3 - 139/34*z + 1
*
[ 1/5 ] 
f(z) = 255/4*z^3 - 131/20*z + 1
*
[ 1/3 ] 
f(z) = 255/7*z^3 - 127/21*z + 1
*
[ 2/9 ] 
f(z) = 255/8*z^3 - 137/27*z + 1
*
[ 1/3 ] 
f(z) = 255/8*z^3 - 133/24*z + 1
*
[ 5/32 ] 
f(z) = 256/5*z^3 - 133/20*z + 1
*
[ 1/3 ] 
f(z) = 258/7*z^3 - 128/21*z + 1
*
[ 3/7 ] 
f(z) = 259/9*z^3 - 139/21*z + 1
*
1/10 | 0.22857586127957730291640240290302051324 | 0.029367760814776046019078430137685933074
f(z) = 240*z^3 - 109/10*z + 1
*
[ 2 ] 
f(z) = 241/8*z^3 - 120*z + 1
*
[ -2 ] 
f(z) = 241/8*z^3 - 119*z + 1
*
[ -1/2 ] 
f(z) = 242*z^3 - 115/2*z + 1
*
[ -4/11 ] 
f(z) = 242*z^3 - 113/4*z + 1
*
-4/11 | 0.15663952844931420818302338706005353438 | 0.022783162293414649804579035801294556813
f(z) = 242/3*z^3 - 101/12*z + 1
*
5/11 | 0.15337912321865748919623774484956150339 | 0.024810258275815028325326410008379696843
f(z) = 242/5*z^3 - 119/10*z + 1
*
9/22 | 0.17061476225486624425139436997428946455 | 0.027598256062368040679308310243919829598
f(z) = 242/5*z^3 - 101/10*z + 1
*
[ 7/11 ] 
f(z) = 242/7*z^3 - 102/7*z + 1
*
9/22 | 0.099993060149594165303229720332890385488 | 0.016174650083009212265385341894643467062
f(z) = 242/9*z^3 - 109/18*z + 1
*
[ 9/22 ] 
f(z) = 242/9*z^3 - 107/18*z + 1
*
1/11 | 0.10542117877842971078745606802368067498 | 0.019206116745697685392872779776434660551
f(z) = 242/15*z^3 - 107/15*z + 1
*
1/27 | 0.15778963503627732459378097033624915103 | 0.023937719227525332904179370833649942376
f(z) = 243*z^3 - 115/3*z + 1
*
2/27 | 0.079334376022000438442912141941151035685 | 0.010890367378163508365337708309845001989
f(z) = 243*z^3 - 113/6*z + 1
*
2/9 | 0.14557568135976604602846965392785113287 | 0.019983426237507401989974608591804860171
f(z) = 243*z^3 - 107/6*z + 1
*
10/27 | 0.11264161181674618729093604060736779053 | 0.017088468937679246286978139085532585773
f(z) = 243/2*z^3 - 115/6*z + 1
*
[ 2/3 ] 
f(z) = 243/2*z^3 - 109/2*z + 1
*
1/27 | 0.17317744970511389839822210533229311464 | 0.026272151314798484054292514863731812198
f(z) = 243/2*z^3 - 109/6*z + 1
*
[ -2/3 ] 
f(z) = 243/2*z^3 - 103/2*z + 1
*
[ 4/9 ] 
f(z) = 243/2*z^3 - 101/4*z + 1
*
[ 4/27 ] 
f(z) = 243/2*z^3 - 101/12*z + 1
*
1/3 | 0.11691096882962508022001069756036623872 | 0.017736158308612037645954717730312162378
f(z) = 243/4*z^3 - 113/12*z + 1
*
1/9 | 0.19037237119102473666162955652885171843 | 0.028880733320672595903213353198830557520
f(z) = 243/4*z^3 - 109/12*z + 1
*
[ 1/6 ] 
f(z) = 243/4*z^3 - 107/16*z + 1
*
1/3 | 0.17036226310799625485946051430367967540 | 0.025845069102970050401835645315640835629
f(z) = 243/5*z^3 - 116/15*z + 1
*
[ -2 ] 
f(z) = 243/8*z^3 - 120*z + 1
*
[ 2/3 ] 
f(z) = 243/10*z^3 - 113/10*z + 1
*
2/27 | 0.17269788848843657933521238099179446464 | 0.026199398742967052704490931317220552939
f(z) = 243/10*z^3 - 107/15*z + 1
*
[ 1/9 ] 
f(z) = 243/13*z^3 - 107/13*z + 1
*
20/27 | 0.11050187866351310126830035392683753950 | 0.016763857429248131558371816896447420541
f(z) = 243/16*z^3 - 115/12*z + 1
*
-4/3 | 0.14427725491411814018443432151837270811 | 0.023739017391490183574209259900755261957
f(z) = 243/16*z^3 - 109/4*z + 1
*
[ 4/3 ] 
f(z) = 243/16*z^3 - 107/4*z + 1
*
2/27 | 0.17541757642688921198311519753597927255 | 0.026611993183927629717469785405130969447
f(z) = 243/16*z^3 - 103/12*z + 1
*
[ -4/3 ] 
f(z) = 243/16*z^3 - 101/4*z + 1
*
[ 1/6 ] 
f(z) = 244*z^3 - 106/9*z + 1
*
[ -3/7 ] 
f(z) = 245/2*z^3 - 115/6*z + 1
*
[ 1/14 ] 
f(z) = 245/2*z^3 - 109/8*z + 1
*
3/35 | 0.12795723192148021327654114572977090246 | 0.017995035887973807554560483774073177339
f(z) = 245/2*z^3 - 109/10*z + 1
*
2/7 | 0.11069511194861863064802953914722039627 | 0.016071762908063769768024129736464565338
f(z) = 245/3*z^3 - 113/12*z + 1
*
-5/14 | 0.17069145287265746651916456620364318223 | 0.024782598912548687248021914251761661895
f(z) = 245/3*z^3 - 101/12*z + 1
*
[ 2/5 ] 
f(z) = 245/4*z^3 - 113/10*z + 1
*
6/35 | 0.18467244196576122169837184845060683152 | 0.025971077763958483533349174822952931172
f(z) = 245/4*z^3 - 103/10*z + 1
*
6/7 | 0.17806991829954009531831700199896474850 | 0.025042543686277326253728059514441278226
f(z) = 245/8*z^3 - 118/5*z + 1
*
3/35 | 0.15968162650995858403683979469375054646 | 0.022456539240079975538425254254386362640
f(z) = 245/9*z^3 - 118/15*z + 1
*
[ -6/7 ] 
f(z) = 245/9*z^3 - 107/6*z + 1
*
[ -3/5 ] 
f(z) = 245/9*z^3 - 107/15*z + 1
*
3/35 | 0.18035480955552159581546230413719358610 | 0.025363875271323926329806854722622247805
f(z) = 245/9*z^3 - 103/15*z + 1
*
4/7 | 0.15082791492882311305696799938491574426 | 0.027416985197989523450753751195087868034
f(z) = 245/12*z^3 - 101/12*z + 1
*
1/7 | 0.14610000289727335093739599191784019452 | 0.026557561435169706490266843766385218869
f(z) = 245/16*z^3 - 117/16*z + 1
*
[ -6/7 ] 
f(z) = 245/16*z^3 - 109/12*z + 1
*
3/7 | 0.15249748638399986059740715309708460058 | 0.027720474216551956804056440238303924899
f(z) = 245/16*z^3 - 109/16*z + 1
*
[ 1/7 ] 
f(z) = 245/16*z^3 - 101/16*z + 1
*
[ 1/7 ] 
f(z) = 245/17*z^3 - 107/17*z + 1
*
[ 1/7 ] 
f(z) = 245/18*z^3 - 113/18*z + 1
*
[ 1/7 ] 
f(z) = 245/19*z^3 - 119/19*z + 1
*
[ -1/2 ] 
f(z) = 246*z^3 - 117/2*z + 1
*
[ 1/3 ] 
f(z) = 246/5*z^3 - 112/15*z + 1
*
[ -2/3 ] 
f(z) = 247/8*z^3 - 101/9*z + 1
*
[ 1/6 ] 
f(z) = 248*z^3 - 107/9*z + 1
*
[ 1/3 ] 
f(z) = 249/4*z^3 - 107/12*z + 1
*
[ 1/3 ] 
f(z) = 249/5*z^3 - 113/15*z + 1
*
[ -1/2 ] 
f(z) = 250*z^3 - 119/2*z + 1
*
1/10 | 0.20292974310651250229719501442837669342 | 0.025936675579992292434218598130967235801
f(z) = 250*z^3 - 119/10*z + 1
*
3/25 | 0.089415054702047285358820674240309872350 | 0.011428237331168426477367022522588200664
f(z) = 250*z^3 - 111/10*z + 1
*
[ -3/10 ] 
f(z) = 250*z^3 - 109/6*z + 1
*
[ -1/2 ] 
f(z) = 250/3*z^3 - 107/6*z + 1
*
[ 2/5 ] 
f(z) = 250/7*z^3 - 101/14*z + 1
*
[ 3/25 ] 
f(z) = 250/9*z^3 - 116/15*z + 1
*
[ 2/5 ] 
f(z) = 250/9*z^3 - 107/18*z + 1
*
[ -2/3 ] 
f(z) = 251/8*z^3 - 103/9*z + 1
*
[ 1/6 ] 
f(z) = 252/19*z^3 - 102/19*z + 1
*
[ -2/3 ] 
f(z) = 253/8*z^3 - 104/9*z + 1
*
[ -1/2 ] 
f(z) = 254/3*z^3 - 109/6*z + 1
*
[ 2/5 ] 
f(z) = 255/4*z^3 - 117/10*z + 1
*
[ 1/3 ] 
f(z) = 255/4*z^3 - 109/12*z + 1
*
[ 2/15 ] 
f(z) = 255/8*z^3 - 106/15*z + 1
*
[ 1/12 ] 
f(z) = 256*z^3 - 115/9*z + 1
*
[ 3/8 ] 
f(z) = 256*z^3 - 113/3*z + 1
*
[ 1/6 ] 
f(z) = 256*z^3 - 109/9*z + 1
*
[ -5/16 ] 
f(z) = 256*z^3 - 104/5*z + 1
*
-3/8 | 0.19120783558870449582550985642965985864 | 0.027585459618293622519201479389677161079
f(z) = 256/3*z^3 - 115/12*z + 1
*
1/8 | 0.18158332728555652378167342992389271677 | 0.026196936578298999384298301067153664475
f(z) = 256/3*z^3 - 103/12*z + 1
*
[ 5/8 ] 
f(z) = 256/5*z^3 - 103/5*z + 1
*
[ 1/16 ] 
f(z) = 256/7*z^3 - 106/7*z + 1
*
[ 3/32 ] 
f(z) = 256/9*z^3 - 119/12*z + 1
*
[ -2/3 ] 
f(z) = 257/8*z^3 - 106/9*z + 1
*
[ 1/3 ] 
f(z) = 258/5*z^3 - 116/15*z + 1
*
[ 2/7 ] 
f(z) = 259/4*z^3 - 109/14*z + 1
*
[ -2/3 ] 
f(z) = 259/8*z^3 - 107/9*z + 1
*
[ 3/11 ] 
f(z) = 242/7*z^3 - 110/21*z + 1
*
[ -14/27 ] 
f(z) = 243/8*z^3 - 110/21*z + 1
*
[ 2/9 ] 
f(z) = 243/11*z^3 - 101/22*z + 1
*
[ 2/9 ] 
f(z) = 243/13*z^3 - 115/26*z + 1
*
[ 2/7 ] 
f(z) = 245/13*z^3 - 105/26*z + 1
*
[ 3/14 ] 
f(z) = 245/18*z^3 - 103/24*z + 1
*
[ 1/4 ] 
f(z) = 248/13*z^3 - 109/26*z + 1
*
[ 2/5 ] 
f(z) = 250/11*z^3 - 113/22*z + 1
*
[ 2/5 ] 
f(z) = 250/13*z^3 - 119/26*z + 1
*
[ 3/16 ] 
f(z) = 256/7*z^3 - 118/21*z + 1
*
[ 2/7 ] 
f(z) = 259/16*z^3 - 107/28*z + 1
*
[ 1/20 ] 
f(z) = 240*z^3 - 98/5*z + 1
*
[ 1/3 ] 
f(z) = 240*z^3 - 86/3*z + 1
*
[ -2/3 ] 
f(z) = 241/8*z^3 - 98/9*z + 1
*
-3/11 | 0.19858349230830649185562211906576417174 | 0.027275340119101401436271254083907924629
f(z) = 242*z^3 - 89/6*z + 1
*
3/22 | 0.14548445522133127024537797598969837366 | 0.019982214795796528794196239203828353150
f(z) = 242*z^3 - 83/6*z + 1
*
2/11 | 0.19254247363161046965099019869842753628 | 0.028005232577956588475770923344783887695
f(z) = 242/3*z^3 - 89/12*z + 1
*
1/22 | 0.12449163941739113398453742006499703990 | 0.020137484569669217358291634318625312509
f(z) = 242/3*z^3 - 85/6*z + 1
*
1/11 | 0.13784189978575342098177873217014011667 | 0.022296992336030961866567994513334025849
f(z) = 242/5*z^3 - 99/10*z + 1
*
[ 3/11 ] 
f(z) = 242/5*z^3 - 94/15*z + 1
*
3/22 | 0.099446081528404596499910767753958442720 | 0.016086172064760822544858699084215112330
f(z) = 242/7*z^3 - 93/14*z + 1
*
[ 2/11 ] 
f(z) = 242/9*z^3 - 97/18*z + 1
*
[ 1/11 ] 
f(z) = 242/9*z^3 - 92/9*z + 1
*
2/11 | 0.14885746192914251045875463939586040574 | 0.027119539217904628046735843013441456985
f(z) = 242/9*z^3 - 89/9*z + 1
*
[ 2/27 ] 
f(z) = 243*z^3 - 83/6*z + 1
*
5/18 | 0.16699308182441195373563872930965413756 | 0.024274523163366099202353925106734111175
f(z) = 243/2*z^3 - 99/8*z + 1
*
-10/27 | 0.087472879774686872798122582904429413277 | 0.013270207739488884243003342837060777169
f(z) = 243/2*z^3 - 85/6*z + 1
*
[ -4/9 ] 
f(z) = 243/2*z^3 - 83/4*z + 1
*
1/9 | 0.18333975230739285072524079224990640327 | 0.027813839058372865834053871069989915185
f(z) = 243/4*z^3 - 89/12*z + 1
*
4/9 | 0.14294267459379986321391681961237756230 | 0.021685338262372010911561248444396405377
f(z) = 243/8*z^3 - 95/12*z + 1
*
[ 10/27 ] 
f(z) = 243/8*z^3 - 88/15*z + 1
*
10/27 | 0.12969390814242285717222632679278944998 | 0.019675413774295178437466144087084447839
f(z) = 243/10*z^3 - 83/15*z + 1
*
[ 1/9 ] 
f(z) = 243/11*z^3 - 91/11*z + 1
*
[ 8/9 ] 
f(z) = 243/16*z^3 - 97/8*z + 1
*
2/3 | 0.19615500575337734641147338902246695172 | 0.029757996789322839205724459192859103786
f(z) = 243/16*z^3 - 95/12*z + 1
*
-20/27 | 0.15674479569755417199426602269496039740 | 0.023779210268920556467797167312109402829
f(z) = 243/16*z^3 - 85/12*z + 1
*
[ 1/4 ] 
f(z) = 244/3*z^3 - 97/12*z + 1
*
1/14 | 0.16681877676291733820170750246582540162 | 0.024220327181125204131827411239441117293
f(z) = 245/2*z^3 - 93/8*z + 1
*
4/35 | 0.14976984056292544643033860366250081289 | 0.021062612994940298275648854022246810149
f(z) = 245/2*z^3 - 91/10*z + 1
*
[ 3/14 ] 
f(z) = 245/3*z^3 - 89/12*z + 1
*
[ -3/7 ] 
f(z) = 245/4*z^3 - 95/12*z + 1
*
[ 4/7 ] 
f(z) = 245/4*z^3 - 83/4*z + 1
*
4/35 | 0.13876932924222829307706167355307931323 | 0.019515575808925830165099231176362222720
f(z) = 245/6*z^3 - 98/15*z + 1
*
[ -2/3 ] 
f(z) = 245/8*z^3 - 100/9*z + 1
*
6/35 | 0.24467137957695998415020882897848347175 | 0.029804140289069057065755598515983958780
f(z) = 245/8*z^3 - 91/15*z + 1
*
[ 2/21 ] 
f(z) = 245/8*z^3 - 88/9*z + 1
*
[ 6/35 ] 
f(z) = 245/8*z^3 - 86/15*z + 1
*
[ 2/35 ] 
f(z) = 245/8*z^3 - 83/5*z + 1
*
12/35 | 0.15014815987899148194985737504219539363 | 0.021115817253640577147651210778050286089
f(z) = 245/9*z^3 - 88/15*z + 1
*
[ 2/7 ] 
f(z) = 245/9*z^3 - 85/18*z + 1
*
[ 6/7 ] 
f(z) = 245/12*z^3 - 91/6*z + 1
*
[ 4/7 ] 
f(z) = 245/12*z^3 - 89/12*z + 1
*
[ 1/7 ] 
f(z) = 245/13*z^3 - 83/13*z + 1
*
2/7 | 0.14263242201172556814744828394986386921 | 0.025927236379912133382614779890927082291
f(z) = 245/18*z^3 - 83/18*z + 1
*
[ 1/3 ] 
f(z) = 246*z^3 - 88/3*z + 1
*
[ -1/2 ] 
f(z) = 246/5*z^3 - 93/10*z + 1
*
[ -1/2 ] 
f(z) = 246/7*z^3 - 81/14*z + 1
*
[ 2/13 ] 
f(z) = 247/8*z^3 - 81/13*z + 1
*
[ 1/8 ] 
f(z) = 248*z^3 - 87/8*z + 1
*
[ 3/4 ] 
f(z) = 248/9*z^3 - 95/6*z + 1
*
[ 1/4 ] 
f(z) = 248/9*z^3 - 85/18*z + 1
*
[ 1/2 ] 
f(z) = 248/19*z^3 - 81/19*z + 1
*
[ 1/3 ] 
f(z) = 249*z^3 - 89/3*z + 1
*
[ 1/3 ] 
f(z) = 249/2*z^3 - 95/6*z + 1
*
[ 2/3 ] 
f(z) = 249/16*z^3 - 89/12*z + 1
*
1/25 | 0.17111714066452624137614450384101129304 | 0.023996573887364341320489726689315263432
f(z) = 250*z^3 - 97/5*z + 1
*
6/25 | 0.20189309865124220336218930455471401014 | 0.028312433461189899406319567024077817655
f(z) = 250*z^3 - 92/5*z + 1
*
[ 2/5 ] 
f(z) = 250*z^3 - 83/2*z + 1
*
[ 3/5 ] 
f(z) = 250/3*z^3 - 92/3*z + 1
*
[ 2/5 ] 
f(z) = 250/3*z^3 - 89/6*z + 1
*
3/25 | 0.22428191805291204079746938665691762337 | 0.028665720746236487186446845985778246935
f(z) = 250/3*z^3 - 87/10*z + 1
*
[ -3/5 ] 
f(z) = 250/3*z^3 - 82/3*z + 1
*
[ -1/2 ] 
f(z) = 250/7*z^3 - 83/14*z + 1
*
[ 1/5 ] 
f(z) = 250/19*z^3 - 86/19*z + 1
*
[ 1/14 ] 
f(z) = 252*z^3 - 100/7*z + 1
*
[ 1/9 ] 
f(z) = 252*z^3 - 100/9*z + 1
*
1/6 | 0.10228337814339226037000849607489566273 | 0.013682774106499122273730411964771957813
f(z) = 252*z^3 - 85/7*z + 1
*
[ 1/6 ] 
f(z) = 252/17*z^3 - 92/17*z + 1
*
[ 1/2 ] 
f(z) = 252/19*z^3 - 82/19*z + 1
*
[ -1/2 ] 
f(z) = 254/5*z^3 - 97/10*z + 1
*
[ -1/2 ] 
f(z) = 254/7*z^3 - 85/14*z + 1
*
[ 1/3 ] 
f(z) = 255*z^3 - 91/3*z + 1
*
[ 1/3 ] 
f(z) = 255/2*z^3 - 97/6*z + 1
*
[ 1/5 ] 
f(z) = 255/2*z^3 - 91/10*z + 1
*
[ 2/3 ] 
f(z) = 255/16*z^3 - 91/12*z + 1
*
[ -3/8 ] 
f(z) = 256*z^3 - 97/3*z + 1
*
1/32 | 0.12095039355026380341503477287571535856 | 0.017449453296853405385037209650356064264
f(z) = 256*z^3 - 93/4*z + 1
*
1/8 | 0.18540474024245891616851550222126075937 | 0.026748249930510190538671114538041850638
f(z) = 256/3*z^3 - 91/12*z + 1
*
3/8 | 0.12155147157505602846560520241368137015 | 0.019484633917121014481155808225894458289
f(z) = 256/5*z^3 - 97/10*z + 1
*
3/16 | 0.15057902806281920981042909086294567950 | 0.022664628790333252855333724049534694226
f(z) = 256/5*z^3 - 97/15*z + 1
*
[ 3/16 ] 
f(z) = 256/5*z^3 - 92/15*z + 1
*
[ -5/8 ] 
f(z) = 256/5*z^3 - 87/5*z + 1
*
1/8 | 0.097032896748333903433165495150961233597 | 0.015554319882434682807363277125758359484
f(z) = 256/7*z^3 - 85/14*z + 1
*
3/32 | 0.15408879285979665680209831788947703507 | 0.022230313731539535051359197378552377871
f(z) = 256/9*z^3 - 95/12*z + 1
*
[ 9/16 ] 
f(z) = 256/9*z^3 - 88/9*z + 1
*
3/32 | 0.11979970351773267386797684417709336952 | 0.017283443816500103327510020067878323740
f(z) = 256/9*z^3 - 83/12*z + 1
*
[ -11/16 ] 
f(z) = 256/11*z^3 - 94/11*z + 1
*
[ 1/8 ] 
f(z) = 256/11*z^3 - 81/11*z + 1
*
[ 1/8 ] 
f(z) = 256/13*z^3 - 95/13*z + 1
*
[ 1/2 ] 
f(z) = 256/17*z^3 - 81/17*z + 1
*
[ 1/2 ] 
f(z) = 256/19*z^3 - 83/19*z + 1
*
[ 1/3 ] 
f(z) = 258*z^3 - 92/3*z + 1
*
[ -1/4 ] 
f(z) = 258*z^3 - 89/8*z + 1
*
[ -1/2 ] 
f(z) = 258/5*z^3 - 99/10*z + 1
*
[ -1/2 ] 
f(z) = 258/7*z^3 - 87/14*z + 1
*
4/27 | 0.15156081831215389891947809503826188584 | 0.022992767007897596611696654987368419521
f(z) = 243/14*z^3 - 92/21*z + 1
*
[ 8/27 ] 
f(z) = 243/16*z^3 - 89/24*z + 1
*
[ 2/7 ] 
f(z) = 245/11*z^3 - 95/22*z + 1
*
[ 1/4 ] 
f(z) = 248/11*z^3 - 97/22*z + 1
*
[ 2/5 ] 
f(z) = 255/16*z^3 - 81/20*z + 1
*
9/32 | 0.18641545406615544800362771891625745057 | 0.026894065112630681393500868537449892085
f(z) = 256/15*z^3 - 87/20*z + 1
*
1/6 | 0.11657015060702651494527848340678307312 | 0.016029120561673592923410565901404391461
f(z) = 240*z^3 - 73/6*z + 1
*
[ -1/3 ] 
f(z) = 240*z^3 - 68/3*z + 1
*
[ 1/5 ] 
f(z) = 240*z^3 - 68/5*z + 1
*
[ 1/2 ] 
f(z) = 240*z^3 - 61*z + 1
*
[ 1/2 ] 
f(z) = 240/7*z^3 - 67/7*z + 1
*
[ 1/2 ] 
f(z) = 240/11*z^3 - 71/11*z + 1
*
[ 1/2 ] 
f(z) = 240/13*z^3 - 73/13*z + 1
*
[ 1/2 ] 
f(z) = 240/17*z^3 - 77/17*z + 1
*
[ 1/4 ] 
f(z) = 240/17*z^3 - 66/17*z + 1
*
[ 1/2 ] 
f(z) = 240/19*z^3 - 79/19*z + 1
*
[ 1/4 ] 
f(z) = 240/19*z^3 - 72/19*z + 1
*
3/22 | 0.16631779907903801343240679607969880101 | 0.022843663816216313645528046689113349374
f(z) = 242*z^3 - 67/6*z + 1
*
[ 3/22 ] 
f(z) = 242*z^3 - 65/6*z + 1
*
[ 3/11 ] 
f(z) = 242*z^3 - 62/3*z + 1
*
4/11 | 0.11626871252267879382283951729190367849 | 0.018807362609393582704812679618569747230
f(z) = 242/3*z^3 - 79/6*z + 1
*
3/22 | 0.099838614886454514066418439252769322419 | 0.016149667368363567145969973092978514020
f(z) = 242/3*z^3 - 71/6*z + 1
*
1/11 | 0.11289281604578490307958398946919796918 | 0.018261285270140915635814709069821602179
f(z) = 242/3*z^3 - 61/6*z + 1
*
1/11 | 0.14036332138799028952941722743115601116 | 0.022704851762144218090891986166420367052
f(z) = 242/5*z^3 - 79/10*z + 1
*
[ -7/11 ] 
f(z) = 242/7*z^3 - 80/7*z + 1
*
[ 1/11 ] 
f(z) = 242/7*z^3 - 72/7*z + 1
*
1/11 | 0.14522929263125764900353386321071064433 | 0.026458542595444260152290429906604419654
f(z) = 242/15*z^3 - 77/15*z + 1
*
[ 1/27 ] 
f(z) = 243*z^3 - 79/3*z + 1
*
2/27 | 0.15459957677527249044852621358052734417 | 0.021222152010427555920907945410761666283
f(z) = 243*z^3 - 77/6*z + 1
*
[ 1/18 ] 
f(z) = 243*z^3 - 71/4*z + 1
*
1/27 | 0.12191860910338927399878182629698382116 | 0.018495850076948124984132500191828926010
f(z) = 243*z^3 - 61/3*z + 1
*
2/27 | 0.11882194168681812102594911391179043298 | 0.018026065384551416186097091661052597998
f(z) = 243/2*z^3 - 73/6*z + 1
*
[ 1/6 ] 
f(z) = 243/2*z^3 - 67/8*z + 1
*
-1/3 | 0.16171321459723104545928531284485941607 | 0.024532951898387229752189880494559570228
f(z) = 243/2*z^3 - 65/6*z + 1
*
2/9 | 0.093266473053996537380672892365752376063 | 0.014149133717147096212137285415870131150
f(z) = 243/2*z^3 - 61/6*z + 1
*
4/27 | 0.15403331340808457520383618441100859448 | 0.023367860678557361097094628155003071414
f(z) = 243/4*z^3 - 79/12*z + 1
*
[ 2/27 ] 
f(z) = 243/4*z^3 - 77/6*z + 1
*
2/27 | 0.19145047502840590071180711308053297297 | 0.029044288721199471975127047155238213190
f(z) = 243/4*z^3 - 71/6*z + 1
*
10/27 | 0.067874349839490934522216998700589028613 | 0.010296982617616272170027849739824464402
f(z) = 243/4*z^3 - 65/6*z + 1
*
[ 5/9 ] 
f(z) = 243/5*z^3 - 79/5*z + 1
*
[ -5/9 ] 
f(z) = 243/5*z^3 - 61/5*z + 1
*
[ 2/9 ] 
f(z) = 243/7*z^3 - 73/14*z + 1
*
2/27 | 0.18758038498511471077488807005616273232 | 0.028457170759869205912362172165789134458
f(z) = 243/8*z^3 - 80/3*z + 1
*
[ 4/27 ] 
f(z) = 243/8*z^3 - 77/12*z + 1
*
[ 1/9 ] 
f(z) = 243/8*z^3 - 67/8*z + 1
*
4/27 | 0.11552593910077660703378690772350712669 | 0.017526040243738335557684765890617237402
f(z) = 243/8*z^3 - 65/12*z + 1
*
8/27 | 0.18365087455208328525698545084172771415 | 0.027861038336938436966509886789875335122
f(z) = 243/10*z^3 - 77/15*z + 1
*
2/9 | 0.15183239187648754539922764113049996197 | 0.027640759791711386342581242713155261049
f(z) = 243/14*z^3 - 75/14*z + 1
*
[ -2/3 ] 
f(z) = 243/14*z^3 - 73/14*z + 1
*
4/9 | 0.085712772354959091584028966173265013078 | 0.015603825524084026321508579043665033549
f(z) = 243/14*z^3 - 69/14*z + 1
*
[ 2/9 ] 
f(z) = 243/14*z^3 - 61/14*z + 1
*
[ -8/9 ] 
f(z) = 243/16*z^3 - 79/8*z + 1
*
-2/3 | 0.19369830754722191089786206448827334329 | 0.029385299610118428812716836364145195314
f(z) = 243/16*z^3 - 71/12*z + 1
*
[ 1/3 ] 
f(z) = 243/17*z^3 - 61/17*z + 1
*
[ 1/3 ] 
f(z) = 243/19*z^3 - 65/19*z + 1
*
[ 1/4 ] 
f(z) = 244*z^3 - 73/4*z + 1
*
[ 1/2 ] 
f(z) = 244*z^3 - 62*z + 1
*
[ 1/2 ] 
f(z) = 244/3*z^3 - 64/3*z + 1
*
[ 1/2 ] 
f(z) = 244/5*z^3 - 66/5*z + 1
*
[ 1/2 ] 
f(z) = 244/7*z^3 - 68/7*z + 1
*
[ 1/2 ] 
f(z) = 244/9*z^3 - 70/9*z + 1
*
[ 1/2 ] 
f(z) = 244/11*z^3 - 72/11*z + 1
*
[ 1/2 ] 
f(z) = 244/13*z^3 - 74/13*z + 1
*
[ 1/2 ] 
f(z) = 244/15*z^3 - 76/15*z + 1
*
[ 1/2 ] 
f(z) = 244/17*z^3 - 78/17*z + 1
*
[ 1/2 ] 
f(z) = 244/19*z^3 - 80/19*z + 1
*
2/35 | 0.10447100638950774810592335611946362687 | 0.014692092670350612661600162367628746707
f(z) = 245*z^3 - 74/5*z + 1
*
[ 1/5 ] 
f(z) = 245*z^3 - 69/5*z + 1
*
6/35 | 0.14227372759770747389754796444738539021 | 0.020008410588372305947810817444647395768
f(z) = 245*z^3 - 61/5*z + 1
*
[ -4/7 ] 
f(z) = 245/4*z^3 - 69/4*z + 1
*
6/35 | 0.17051132463194609515300581560502150104 | 0.020770485902324433728662106993497423454
f(z) = 245/8*z^3 - 76/15*z + 1
*
[ 6/7 ] 
f(z) = 245/8*z^3 - 68/3*z + 1
*
22/35 | 0.15021368373292481662670339220173190833 | 0.021125032083356276669061298354392843212
f(z) = 245/8*z^3 - 68/5*z + 1
*
[ -6/7 ] 
f(z) = 245/8*z^3 - 61/3*z + 1
*
3/7 | 0.063683655219683502393795320311791709221 | 0.011576198168196441531882516460257967698
f(z) = 245/8*z^3 - 61/8*z + 1
*
6/35 | 0.12325498943339391030831220166747270604 | 0.017333744446635089520548361358682968113
f(z) = 245/9*z^3 - 77/15*z + 1
*
[ 1/7 ] 
f(z) = 245/11*z^3 - 71/11*z + 1
*
[ -6/7 ] 
f(z) = 245/12*z^3 - 77/6*z + 1
*
[ 1/7 ] 
f(z) = 245/12*z^3 - 77/12*z + 1
*
[ 3/7 ] 
f(z) = 245/12*z^3 - 61/12*z + 1
*
[ 2/7 ] 
f(z) = 245/18*z^3 - 65/18*z + 1
*
[ 6/7 ] 
f(z) = 245/18*z^3 - 61/6*z + 1
*
[ 1/6 ] 
f(z) = 246*z^3 - 71/6*z + 1
*
[ -1/3 ] 
f(z) = 246*z^3 - 70/3*z + 1
*
[ 1/2 ] 
f(z) = 248*z^3 - 63*z + 1
*
[ 1/2 ] 
f(z) = 248/3*z^3 - 65/3*z + 1
*
[ 1/2 ] 
f(z) = 248/5*z^3 - 67/5*z + 1
*
[ 1/4 ] 
f(z) = 248/5*z^3 - 61/10*z + 1
*
[ 1/4 ] 
f(z) = 248/7*z^3 - 73/14*z + 1
*
[ 1/2 ] 
f(z) = 248/7*z^3 - 69/7*z + 1
*
[ -3/4 ] 
f(z) = 248/9*z^3 - 79/6*z + 1
*
[ 1/2 ] 
f(z) = 248/9*z^3 - 71/9*z + 1
*
[ 1/2 ] 
f(z) = 248/11*z^3 - 73/11*z + 1
*
[ 1/2 ] 
f(z) = 248/13*z^3 - 75/13*z + 1
*
[ 1/2 ] 
f(z) = 248/15*z^3 - 77/15*z + 1
*
[ 1/2 ] 
f(z) = 248/17*z^3 - 79/17*z + 1
*
[ -1/3 ] 
f(z) = 249*z^3 - 71/3*z + 1
*
-2/3 | 0.19307865636508416843666578627178969394 | 0.029183306234490813940592400805520424288
f(z) = 249/16*z^3 - 77/12*z + 1
*
[ -2/5 ] 
f(z) = 250*z^3 - 73/2*z + 1
*
1/5 | 0.20803811371159313270388938051386592416 | 0.029174178271569652615914373839284058211
f(z) = 250*z^3 - 73/5*z + 1
*
2/25 | 0.12550081870487102207312609411428738866 | 0.017599579196337503355002927685104122587
f(z) = 250*z^3 - 63/5*z + 1
*
[ 1/5 ] 
f(z) = 250/13*z^3 - 62/13*z + 1
*
[ 1/5 ] 
f(z) = 250/17*z^3 - 78/17*z + 1
*
[ 1/7 ] 
f(z) = 252*z^3 - 78/7*z + 1
*
[ 1/4 ] 
f(z) = 252*z^3 - 75/4*z + 1
*
[ 1/2 ] 
f(z) = 252*z^3 - 64*z + 1
*
[ 1/2 ] 
f(z) = 252/5*z^3 - 68/5*z + 1
*
[ 1/2 ] 
f(z) = 252/11*z^3 - 74/11*z + 1
*
[ 1/6 ] 
f(z) = 252/11*z^3 - 62/11*z + 1
*
[ 1/2 ] 
f(z) = 252/13*z^3 - 76/13*z + 1
*
[ 1/6 ] 
f(z) = 252/13*z^3 - 72/13*z + 1
*
[ 1/2 ] 
f(z) = 252/17*z^3 - 80/17*z + 1
*
[ 1/3 ] 
f(z) = 252/17*z^3 - 62/17*z + 1
*
[ 1/3 ] 
f(z) = 252/19*z^3 - 66/19*z + 1
*
[ 2/11 ] 
f(z) = 253/8*z^3 - 61/11*z + 1
*
[ -1/3 ] 
f(z) = 255*z^3 - 73/3*z + 1
*
[ 1/5 ] 
f(z) = 255*z^3 - 71/5*z + 1
*
[ -1/3 ] 
f(z) = 255/2*z^3 - 61/6*z + 1
*
[ -2/5 ] 
f(z) = 255/4*z^3 - 67/10*z + 1
*
-2/3 | 0.17913906246803310152043517932389904656 | 0.026979278973172593749525250684222578088
f(z) = 255/16*z^3 - 79/12*z + 1
*
[ 1/2 ] 
f(z) = 256*z^3 - 65*z + 1
*
[ -1/2 ] 
f(z) = 256*z^3 - 61*z + 1
*
[ 1/2 ] 
f(z) = 256/3*z^3 - 67/3*z + 1
*
[ 1/16 ] 
f(z) = 256/5*z^3 - 76/5*z + 1
*
1/8 | 0.18618257717440121923817667970359994882 | 0.029844964532159483573430880020953591687
f(z) = 256/5*z^3 - 73/10*z + 1
*
[ 1/2 ] 
f(z) = 256/5*z^3 - 69/5*z + 1
*
[ 1/2 ] 
f(z) = 256/7*z^3 - 71/7*z + 1
*
3/8 | 0.20218763558865571846945174870442707705 | 0.029169509919281849476245258765761374553
f(z) = 256/9*z^3 - 77/12*z + 1
*
3/8 | 0.18864480439231803092651622427159657592 | 0.027215692378626576541359308367969663036
f(z) = 256/9*z^3 - 71/12*z + 1
*
[ 1/2 ] 
f(z) = 256/11*z^3 - 75/11*z + 1
*
[ 1/2 ] 
f(z) = 256/13*z^3 - 77/13*z + 1
*
[ 3/16 ] 
f(z) = 256/15*z^3 - 74/15*z + 1
*
[ 1/4 ] 
f(z) = 256/17*z^3 - 67/17*z + 1
*
[ 1/4 ] 
f(z) = 256/19*z^3 - 73/19*z + 1
*
[ -1/3 ] 
f(z) = 258*z^3 - 74/3*z + 1
*
[ 1/6 ] 
f(z) = 258*z^3 - 73/6*z + 1
*
[ 1/7 ] 
f(z) = 259*z^3 - 79/7*z + 1
*
[ -1/2 ] 
f(z) = 240*z^3 - 57*z + 1
*
1/4 | 0.18110427484187542174339952024338414632 | 0.027526578482256223036909118715563157746
f(z) = 240*z^3 - 56/3*z + 1
*
[ 1/8 ] 
f(z) = 240*z^3 - 43/4*z + 1
*
[ 1/4 ] 
f(z) = 240/11*z^3 - 48/11*z + 1
*
[ 1/4 ] 
f(z) = 240/13*z^3 - 54/13*z + 1
*
7/22 | 0.15652655384539857526488854918162894577 | 0.025319379498547104735561917278083674625
f(z) = 242*z^3 - 55/2*z + 1
*
9/44 | 0.21305330874057068522429178679264797176 | 0.028150453512020356627338398784338666579
f(z) = 242/3*z^3 - 59/8*z + 1
*
5/11 | 0.15785035935048959826855073195618498384 | 0.028757906761863602432353580205190223554
f(z) = 242/3*z^3 - 56/3*z + 1
*
[ 3/22 ] 
f(z) = 242/3*z^3 - 47/6*z + 1
*
[ 5/22 ] 
f(z) = 242/5*z^3 - 59/10*z + 1
*
[ 5/11 ] 
f(z) = 242/5*z^3 - 56/5*z + 1
*
[ 1/11 ] 
f(z) = 242/5*z^3 - 52/5*z + 1
*
[ 6/11 ] 
f(z) = 242/9*z^3 - 53/6*z + 1
*
[ 3/22 ] 
f(z) = 242/9*z^3 - 41/6*z + 1
*
[ 3/11 ] 
f(z) = 242/15*z^3 - 58/15*z + 1
*
1/18 | 0.18552363940545504883374638153454215319 | 0.026968170375075696461235294936331754618
f(z) = 243*z^3 - 59/4*z + 1
*
2/9 | 0.18977234037915493966615274479797309975 | 0.028789704723647823006523246758784513091
f(z) = 243*z^3 - 49/3*z + 1
*
[ 1/6 ] 
f(z) = 243*z^3 - 47/4*z + 1
*
1/9 | 0.18715020240756475758454991149612912937 | 0.028391909250419637763362288077658312069
f(z) = 243/2*z^3 - 53/6*z + 1
*
8/27 | 0.17436288569754149213588592492594739839 | 0.026451989704958969119726412396293494864
f(z) = 243/2*z^3 - 41/3*z + 1
*
2/27 | 0.17878113783733286565674472600075928447 | 0.027122267440086647334849874731949905521
f(z) = 243/4*z^3 - 59/6*z + 1
*
[ 2/3 ] 
f(z) = 243/4*z^3 - 55/2*z + 1
*
[ 4/9 ] 
f(z) = 243/4*z^3 - 53/4*z + 1
*
[ -2/3 ] 
f(z) = 243/4*z^3 - 49/2*z + 1
*
2/9 | 0.081488939422554511614980498077972638581 | 0.012362404866437869998541772282213394012
f(z) = 243/4*z^3 - 41/6*z + 1
*
[ 2/9 ] 
f(z) = 243/5*z^3 - 59/10*z + 1
*
[ 1/9 ] 
f(z) = 243/5*z^3 - 43/5*z + 1
*
[ 1/9 ] 
f(z) = 243/7*z^3 - 59/7*z + 1
*
[ 1/3 ] 
f(z) = 243/7*z^3 - 41/7*z + 1
*
1/9 | 0.061918851081554769167325977512265819621 | 0.011272193424419345438205105900509034261
f(z) = 243/8*z^3 - 51/8*z + 1
*
[ 1/3 ] 
f(z) = 243/8*z^3 - 43/8*z + 1
*
[ 1/3 ] 
f(z) = 243/11*z^3 - 49/11*z + 1
*
[ 1/3 ] 
f(z) = 243/13*z^3 - 53/13*z + 1
*
[ 1/3 ] 
f(z) = 243/14*z^3 - 55/14*z + 1
*
[ 1/3 ] 
f(z) = 243/16*z^3 - 59/16*z + 1
*
4/27 | 0.098915469764338357727497609686577929080 | 0.015006123449953610732532429704613146092
f(z) = 243/16*z^3 - 49/12*z + 1
*
[ -1/2 ] 
f(z) = 244*z^3 - 58*z + 1
*
[ -1/2 ] 
f(z) = 244/3*z^3 - 52/3*z + 1
*
[ -1/2 ] 
f(z) = 244/5*z^3 - 46/5*z + 1
*
3/35 | 0.17515678921944465436752808729052394616 | 0.024632861001247176637385905352262941873
f(z) = 245*z^3 - 59/5*z + 1
*
[ 1/14 ] 
f(z) = 245*z^3 - 57/4*z + 1
*
1/7 | 0.11704414007111164473407826300466816409 | 0.016460292782428631509265550043501810165
f(z) = 245*z^3 - 56/5*z + 1
*
[ 2/7 ] 
f(z) = 245*z^3 - 45/2*z + 1
*
6/35 | 0.20493885172305344350653748898720135699 | 0.028821207963138219538290703818909421804
f(z) = 245/2*z^3 - 43/5*z + 1
*
[ 2/7 ] 
f(z) = 245/3*z^3 - 55/6*z + 1
*
[ 3/7 ] 
f(z) = 245/3*z^3 - 49/3*z + 1
*
[ 3/7 ] 
f(z) = 245/6*z^3 - 53/6*z + 1
*
[ 1/7 ] 
f(z) = 245/6*z^3 - 41/6*z + 1
*
-22/35 | 0.17158268933685545978043549205652410155 | 0.024130223872508236045990103352100492628
f(z) = 245/8*z^3 - 53/5*z + 1
*
[ 1/7 ] 
f(z) = 245/8*z^3 - 53/8*z + 1
*
[ 4/7 ] 
f(z) = 245/8*z^3 - 43/4*z + 1
*
[ 1/7 ] 
f(z) = 245/9*z^3 - 59/9*z + 1
*
[ 3/14 ] 
f(z) = 245/9*z^3 - 59/12*z + 1
*
1/7 | 0.11743581709002526916977276027403747441 | 0.021347083266320076415317169631097944053
f(z) = 245/12*z^3 - 53/12*z + 1
*
[ -6/7 ] 
f(z) = 245/18*z^3 - 47/6*z + 1
*
[ -1/2 ] 
f(z) = 248*z^3 - 59*z + 1
*
[ -1/2 ] 
f(z) = 248/3*z^3 - 53/3*z + 1
*
[ 1/4 ] 
f(z) = 248/3*z^3 - 49/6*z + 1
*
[ -1/2 ] 
f(z) = 248/5*z^3 - 47/5*z + 1
*
[ -1/2 ] 
f(z) = 248/7*z^3 - 41/7*z + 1
*
[ -1/3 ] 
f(z) = 249/2*z^3 - 59/6*z + 1
*
[ 2/3 ] 
f(z) = 249/8*z^3 - 43/3*z + 1
*
[ -2/3 ] 
f(z) = 249/16*z^3 - 53/12*z + 1
*
1/10 | 0.10329174181917782930192833174765931181 | 0.016620797350906529505239439637105176499
f(z) = 250/3*z^3 - 53/6*z + 1
*
1/5 | 0.076707782710283683700175355666235677607 | 0.012343140789482573029764853521934364148
f(z) = 250/3*z^3 - 47/6*z + 1
*
3/10 | 0.13713953295282392605211441133838516064 | 0.022067285785509446972542976679354627290
f(z) = 250/9*z^3 - 47/6*z + 1
*
[ 1/5 ] 
f(z) = 250/9*z^3 - 46/9*z + 1
*
[ 1/5 ] 
f(z) = 250/11*z^3 - 54/11*z + 1
*
[ -1/2 ] 
f(z) = 252*z^3 - 60*z + 1
*
[ 1/12 ] 
f(z) = 252*z^3 - 51/4*z + 1
*
[ -1/2 ] 
f(z) = 252/5*z^3 - 48/5*z + 1
*
[ 1/3 ] 
f(z) = 252/11*z^3 - 50/11*z + 1
*
[ 1/3 ] 
f(z) = 252/13*z^3 - 54/13*z + 1
*
[ 2/3 ] 
f(z) = 255/8*z^3 - 44/3*z + 1
*
[ -2/3 ] 
f(z) = 255/16*z^3 - 55/12*z + 1
*
-3/8 | 0.18209635283212722077435448281876541712 | 0.029189945021652987593512117389568979255
f(z) = 256/3*z^3 - 59/6*z + 1
*
[ -1/2 ] 
f(z) = 256/3*z^3 - 55/3*z + 1
*
1/4 | 0.074481994586004305277469083431430700270 | 0.011939422691638559148509813366416722771
f(z) = 256/3*z^3 - 53/6*z + 1
*
1/8 | 0.11015839696893337130112004767888466739 | 0.017658330335484221420601605336383696475
f(z) = 256/3*z^3 - 47/6*z + 1
*
[ 1/16 ] 
f(z) = 256/3*z^3 - 46/3*z + 1
*
[ 3/8 ] 
f(z) = 256/3*z^3 - 41/3*z + 1
*
3/8 | 0.14928890444313955645279534651853066772 | 0.026922295262482971662131422468366276367
f(z) = 256/5*z^3 - 46/5*z + 1
*
7/16 | 0.078060795324276490324158084454728753504 | 0.014077240287772759346495670765393573935
f(z) = 256/7*z^3 - 60/7*z + 1
*
[ 7/16 ] 
f(z) = 256/7*z^3 - 58/7*z + 1
*
[ 1/8 ] 
f(z) = 256/7*z^3 - 53/7*z + 1
*
[ -1/2 ] 
f(z) = 256/7*z^3 - 43/7*z + 1
*
-15/32 | 0.15780146740560210065354774148548221558 | 0.022765939447106354897773422214523396709
f(z) = 256/9*z^3 - 59/12*z + 1
*
[ -9/16 ] 
f(z) = 256/9*z^3 - 56/9*z + 1
*
[ 3/4 ] 
f(z) = 256/9*z^3 - 49/3*z + 1
*
[ 1/4 ] 
f(z) = 256/9*z^3 - 43/9*z + 1
*
[ -3/4 ] 
f(z) = 256/9*z^3 - 41/3*z + 1
*
[ 1/4 ] 
f(z) = 256/11*z^3 - 49/11*z + 1
*
[ 1/4 ] 
f(z) = 256/13*z^3 - 55/13*z + 1
*
[ 5/16 ] 
f(z) = 256/15*z^3 - 58/15*z + 1
*
[ 1/12 ] 
f(z) = 240*z^3 - 38/3*z + 1
*
[ -1/2 ] 
f(z) = 240/7*z^3 - 39/7*z + 1
*
[ 1/4 ] 
f(z) = 240/7*z^3 - 36/7*z + 1
*
[ -3/11 ] 
f(z) = 242*z^3 - 40/3*z + 1
*
1/22 | 0.13930492252194520914054523624143424866 | 0.022533647567763910426638951412596094695
f(z) = 242*z^3 - 35/2*z + 1
*
5/22 | 0.11739874643937518582736531708361199332 | 0.018990154326710283962057962061387145853
f(z) = 242*z^3 - 33/2*z + 1
*
-3/11 | 0.17557991321002840366750305467175737069 | 0.028401407592973465781146066579167610913
f(z) = 242*z^3 - 29/2*z + 1
*
[ 2/11 ] 
f(z) = 242*z^3 - 25/2*z + 1
*
1/11 | 0.073866368648339312492914862933142810321 | 0.011948455862857194826822229668645160698
f(z) = 242*z^3 - 23/2*z + 1
*
[ 1/11 ] 
f(z) = 242/3*z^3 - 32/3*z + 1
*
1/11 | 0.10661966519402994926321889530937412915 | 0.019424462530509386982456890377234037962
f(z) = 242/3*z^3 - 29/3*z + 1
*
2/11 | 0.10836655952615717056493314957282164667 | 0.019742719799817192336977893812440228821
f(z) = 242/3*z^3 - 23/3*z + 1
*
[ -5/11 ] 
f(z) = 242/5*z^3 - 34/5*z + 1
*
3/11 | 0.12264691369670690698461268795083040165 | 0.022344380609794851675381586328349081146
f(z) = 242/5*z^3 - 33/5*z + 1
*
2/27 | 0.12793025649993802829425728362587476684 | 0.019407856289779421411892201727532634711
f(z) = 243*z^3 - 37/3*z + 1
*
[ 2/9 ] 
f(z) = 243*z^3 - 31/2*z + 1
*
[ 1/3 ] 
f(z) = 243*z^3 - 29*z + 1
*
[ -1/3 ] 
f(z) = 243*z^3 - 23*z + 1
*
[ 1/3 ] 
f(z) = 243/2*z^3 - 31/2*z + 1
*
4/27 | 0.14363327718206894079132677578450945804 | 0.021790107190014100474936153512768047852
f(z) = 243/2*z^3 - 26/3*z + 1
*
-4/9 | 0.12178596347376159631908709486089739924 | 0.022170872241272204532940411916280314683
f(z) = 243/5*z^3 - 38/5*z + 1
*
[ 1/3 ] 
f(z) = 243/5*z^3 - 37/5*z + 1
*
[ 2/27 ] 
f(z) = 243/8*z^3 - 38/3*z + 1
*
2/27 | 0.15787725667139010973968710047961313074 | 0.023951012002422139652728072366958870211
f(z) = 243/8*z^3 - 35/3*z + 1
*
14/27 | 0.15088168634812123368036857128282839391 | 0.022889738248944486885660236052727812412
f(z) = 243/8*z^3 - 29/3*z + 1
*
[ 4/9 ] 
f(z) = 243/8*z^3 - 29/4*z + 1
*
2/27 | 0.10485147619634402543695889321836984201 | 0.015906654433940405966497267984908740780
f(z) = 243/8*z^3 - 26/3*z + 1
*
2/27 | 0.14192125440939964073051814557713137325 | 0.021530382142587094219279411954940639364
f(z) = 243/8*z^3 - 23/3*z + 1
*
[ 2/3 ] 
f(z) = 243/16*z^3 - 29/4*z + 1
*
[ -1/2 ] 
f(z) = 244/7*z^3 - 40/7*z + 1
*
[ -2/7 ] 
f(z) = 245*z^3 - 31/2*z + 1
*
[ 2/7 ] 
f(z) = 245/2*z^3 - 25/2*z + 1
*
2/7 | 0.10945123067574555800013434110941703257 | 0.019895672314735404577443309511558374121
f(z) = 245/3*z^3 - 29/3*z + 1
*
[ 1/7 ] 
f(z) = 245/3*z^3 - 23/3*z + 1
*
-3/7 | 0.10404004639692548409174105557682725022 | 0.018912045647576244651406766307457067059
f(z) = 245/4*z^3 - 37/4*z + 1
*
[ 1/7 ] 
f(z) = 245/4*z^3 - 29/4*z + 1
*
[ -3/7 ]
f(z) = 245/6*z^3 - 25/6*z + 1
*
-18/35 | 0.20432676626854971647549556277350291810 | 0.028735128422694110257344328288583679558
f(z) = 245/8*z^3 - 33/5*z + 1
*
[ 2/5 ] 
f(z) = 245/8*z^3 - 32/5*z + 1
*
[ -4/7 ] 
f(z) = 245/8*z^3 - 29/4*z + 1
*
2/7 | 0.13109235528059774808101995305372102577 | 0.018435938340405449720748776028341498981
f(z) = 245/8*z^3 - 27/5*z + 1
*
[ 2/7 ] 
f(z) = 245/12*z^3 - 25/6*z + 1
*
[ 4/7 ] 
f(z) = 245/16*z^3 - 23/4*z + 1
*
[ 3/7 ] 
f(z) = 245/18*z^3 - 23/6*z + 1
*
[ 1/4 ] 
f(z) = 248*z^3 - 37/2*z + 1
*
[ -2/3 ] 
f(z) = 249/8*z^3 - 34/3*z + 1
*
1/5 | 0.12582899510737580146928513901392273062 | 0.020247293653049843735814308577041141074
f(z) = 250*z^3 - 29/2*z + 1
*
[ 1/10 ] 
f(z) = 250*z^3 - 23/2*z + 1
*
1/5 | 0.11407267563410351064734766533763754109 | 0.020659871967049841155832489119047356878
f(z) = 250/3*z^3 - 31/3*z + 1
*
[ 1/5 ] 
f(z) = 250/3*z^3 - 22/3*z + 1
*
[ 1/5 ] 
f(z) = 250/7*z^3 - 38/7*z + 1
*
[ 3/5 ] 
f(z) = 250/9*z^3 - 32/3*z + 1
*
[ 3/10 ] 
f(z) = 250/9*z^3 - 29/6*z + 1
*
[ -3/5 ] 
f(z) = 250/9*z^3 - 22/3*z + 1
*
[ 1/3 ] 
f(z) = 252*z^3 - 30*z + 1
*
[ -1/3 ] 
f(z) = 252*z^3 - 24*z + 1
*
[ 1/3 ] 
f(z) = 252/5*z^3 - 38/5*z + 1
*
[ 1/6 ] 
f(z) = 252/5*z^3 - 32/5*z + 1
*
[ -2/3 ] 
f(z) = 255/8*z^3 - 35/3*z + 1
*
[ 2/5 ] 
f(z) = 255/8*z^3 - 33/5*z + 1
*
[ 3/16 ] 
f(z) = 256*z^3 - 40/3*z + 1
*
-1/4 | 0.14822363535797926851590848179222201238 | 0.023760167074832300338870398624888923781
f(z) = 256*z^3 - 25/2*z + 1
*
3/16 | 0.099782345451970055650317700205845499771 | 0.017994436868978326415323213112560903743
f(z) = 256/3*z^3 - 31/3*z + 1
*
[ 5/16 ] 
f(z) = 256/5*z^3 - 36/5*z + 1
*
[ 1/4 ] 
f(z) = 256/5*z^3 - 31/5*z + 1
*
[ -7/16 ]
f(z) = 256/7*z^3 - 26/7*z + 1
*
[ 2/7 ] 
f(z) = 259/8*z^3 - 36/7*z + 1
*
[ 1/4 ] 
f(z) = 240*z^3 - 18*z + 1
*
[ -1/4 ]
f(z) = 240*z^3 - 10*z + 1
*
2/11 | 0.10101910905704332839670082488654555616 | 0.018404127373435544781159593676500629449
f(z) = 242*z^3 - 13*z + 1
*
[ 1/11 ] 
f(z) = 242*z^3 - 12*z + 1
*
[ -2/11 ]
f(z) = 242*z^3 - 3/2*z + 1
*
[ -3/11 ]
f(z) = 242/3*z^3 - 4/3*z + 1
*
-6/11 | 0.13148739875338550747207920843813976296 | 0.023954980965953135647099146912892714188
f(z) = 242/9*z^3 - 20/3*z + 1
*
[ 3/11 ] 
f(z) = 242/9*z^3 - 14/3*z + 1
*
[ -2/9 ]
f(z) = 243*z^3 - 13/2*z + 1
*
[ 1/9 ] 
f(z) = 243*z^3 - 11*z + 1
*
[ -2/9 ]
f(z) = 243/2*z^3 - 1/2*z + 1
*
[ 2/9 ] 
f(z) = 243/4*z^3 - 13/2*z + 1
*
2/9 | 0.15258317369443517257495157680673414041 | 0.023147865003315178483301497723840006896
f(z) = 243/8*z^3 - 17/3*z + 1
*
[ 2/3 ] 
f(z) = 243/8*z^3 - 14*z + 1
*
[ -2/3 ] 
f(z) = 243/8*z^3 - 11*z + 1
*
[ -4/9 ]
f(z) = 243/8*z^3 - 11/4*z + 1
*
[ 2/9 ] 
f(z) = 243/8*z^3 - 5*z + 1
*
4/9 | 0.15445748194600941718285420369264154206 | 0.028118651782652862218497481994016938348
f(z) = 243/16*z^3 - 19/4*z + 1
*
[ 1/7 ] 
f(z) = 245*z^3 - 11*z + 1
*
[ 1/7 ] 
f(z) = 245/2*z^3 - 17/2*z + 1
*
[ -2/7 ]
f(z) = 245/2*z^3 - 11/2*z + 1
*
[ 2/7 ] 
f(z) = 245/4*z^3 - 15/2*z + 1
*
[ -2/7 ]
f(z) = 245/4*z^3 - 1/2*z + 1
*
2/7 | 0.13328982473013526235551740346015778917 | 0.024228970833371787529378641114498125451
f(z) = 245/6*z^3 - 19/3*z + 1
*
[ 2/7 ] 
f(z) = 245/8*z^3 - 5*z + 1
*
[ 3/7 ] 
f(z) = 245/9*z^3 - 19/3*z + 1
*
[ -3/7 ]
f(z) = 245/9*z^3 - 5/3*z + 1
*
[ 1/5 ] 
f(z) = 250*z^3 - 14*z + 1
*
[ -1/5 ]
f(z) = 250*z^3 - 4*z + 1
*
[ 1/6 ] 
f(z) = 252*z^3 - 12*z + 1
*
[ 1/4 ] 
f(z) = 256*z^3 - 19*z + 1
*
[ 1/16 ] 
f(z) = 256*z^3 - 16*z + 1
*
[ -3/16 ]
f(z) = 256*z^3 - 8/3*z + 1
*
[ -5/16 ]
f(z) = 256/5*z^3 - 4/5*z + 1
*
[ 3/8 ] 
f(z) = 256/9*z^3 - 17/3*z + 1
*
[ 3/16 ] 
f(z) = 256/9*z^3 - 16/3*z + 1
*
[ -3/8 ]
f(z) = 256/9*z^3 - 1/3*z + 1
*
[ -1/11 ]
f(z) = 242*z^3 + 10*z + 1
*
[ -3/11 ]
f(z) = 242/9*z^3 + 8/3*z + 1
*
[ -1/9 ]
f(z) = 243*z^3 + 7*z + 1
*
[ -2/9 ]
f(z) = 243/4*z^3 + 5/2*z + 1
*
[ -2/9 ]
f(z) = 243/8*z^3 + 4*z + 1
*
[ -4/9 ]
f(z) = 243/16*z^3 + 1/4*z + 1
*
[ -1/7 ]
f(z) = 245*z^3 + 3*z + 1
*
[ -2/7 ]
f(z) = 245/8*z^3 + 2*z + 1
*
[ -3/7 ]
f(z) = 245/18*z^3 + 5/6*z + 1
*
[ -1/8 ]
f(z) = 256*z^3 + 5*z + 1
*
[ -1/16 ]
f(z) = 256*z^3 + 16*z + 1
*
[ -3/16 ]
f(z) = 256/3*z^3 + 10/3*z + 1
*
[ -3/16 ]
f(z) = 256/9*z^3 + 16/3*z + 1
*
[ 14/9 ] 
f(z) = 243/28*z^3 - 289/14*z + 1
*
[ -5/2 ] 
f(z) = 244/25*z^3 - 298/5*z + 1
*
[ -10/7 ] 
f(z) = 245/24*z^3 - 287/15*z + 1
*
0 | 0.14047948575509094694573508559268821676 | 0.024837285917980852551643870793563175441
f(z) = 240/23*z^3 - 286/23*z + 1
*
0 | 0.14041364560402354897821843366075892904 | 0.024646540545037332690796997872737896220
f(z) = 240/29*z^3 - 298/29*z + 1
*
0 | 0.11491936111224438539278716611942581866 | 0.020381719109880647515944949502657286972
f(z) = 241/20*z^3 - 281/20*z + 1
*
0 | 0.12023566476105028950752691605409038873 | 0.021297811659736657996831087562252665946
f(z) = 241/21*z^3 - 283/21*z + 1
*
0 | 0.12773301493980797772885238568347573397 | 0.022597657574593907517211052270186677857
f(z) = 241/22*z^3 - 285/22*z + 1
*
0 | 0.14055753023483182797057042070013849364 | 0.024835757914996126902930474609194932286
f(z) = 241/23*z^3 - 287/23*z + 1
*
0 | 0.088825957476102577759347801611707755907 | 0.015675832824670634829405888704894512011
f(z) = 241/24*z^3 - 289/24*z + 1
*
0 | 0.14053571718038860851008255723999633918 | 0.024771321950503708578074318774244806454
f(z) = 241/25*z^3 - 291/25*z + 1
*
0 | 0.12768938877971976039988317227688909259 | 0.022479843055652481852417727784880907186
f(z) = 241/26*z^3 - 293/26*z + 1
*
0 | 0.12695074911394908976475440289818118592 | 0.022323070025690343084778738882321141537
f(z) = 241/27*z^3 - 295/27*z + 1
*
0 | 0.11483210838244769199386094141006321824 | 0.020168161336545599993987315144122909971
f(z) = 241/28*z^3 - 297/28*z + 1
*
0 | 0.14049196985385039172906275116935144246 | 0.024645796076231349395538310220315354324
f(z) = 241/29*z^3 - 299/29*z + 1
*
0 | 0.12031328989434688450335592329269460876 | 0.021298254306344648135077222125396022518
f(z) = 242/21*z^3 - 284/21*z + 1
*
0 | 0.14061352621960171682826881228360489122 | 0.024770058931112398120869881466563575573
f(z) = 242/25*z^3 - 292/25*z + 1
*
1/11 | 0.14569153466664096865488149838485685895 | 0.025557929447231076472089950693253738527
f(z) = 242/27*z^3 - 299/27*z + 1
*
0 | 0.12702865061962779497718846634893730500 | 0.022323484419442026745829537060308571882
f(z) = 242/27*z^3 - 296/27*z + 1
*
[ 1/11 ] 
f(z) = 242/29*z^3 - 292/29*z + 1
*
0 | 0.11507419617908921622297629335699081069 | 0.020383540624060847661548805677558798618
f(z) = 243/20*z^3 - 283/20*z + 1
*
0 | 0.12788803246477291670221771816253718037 | 0.022597125954146613185415987800575920074
f(z) = 243/22*z^3 - 287/22*z + 1
*
0 | 0.14071263924140630994961787384869906882 | 0.024832693862713629187188559900796382579
f(z) = 243/23*z^3 - 289/23*z + 1
*
0 | 0.14069100965848675871140506937617550126 | 0.024768791257354556595175426363661384074
f(z) = 243/25*z^3 - 293/25*z + 1
*
0 | 0.12784477324902421881418325458401644789 | 0.022480275583839715779921365915312189070
f(z) = 243/26*z^3 - 295/26*z + 1
*
0 | 0.11498767734830927707464015820777071986 | 0.020171706967693628805219316603969371934
f(z) = 243/28*z^3 - 299/28*z + 1
*
1/9 | 0.12096658095916176601995899211540866958 | 0.021321996872473511244252567881701493548
f(z) = 243/32*z^3 - 291/32*z + 1
*
[ 1/9 ] 
f(z) = 243/35*z^3 - 283/35*z + 1
*
[ 1/9 ] 
f(z) = 243/37*z^3 - 299/37*z + 1
*
0 | 0.12046757069154667254209386656526376590 | 0.021299106278954202570629581326162558413
f(z) = 244/21*z^3 - 286/21*z + 1
*
0 | 0.14078970921094239765524324693507134234 | 0.024831158030199449355327950947092389228
f(z) = 244/23*z^3 - 290/23*z + 1
*
0 | 0.14076817021103472244937219045351046202 | 0.024767519059022369694035668953162167625
f(z) = 244/25*z^3 - 294/25*z + 1
*
0 | 0.12718347721574013559805465116845340501 | 0.022324274214035136873672090117541972564
f(z) = 244/27*z^3 - 298/27*z + 1
*
0 | 0.12804176299597754898072384541685641820 | 0.022596562179935322349481027900872223153
f(z) = 245/22*z^3 - 289/22*z + 1
*
0 | 0.14086645973001159843484148263992952285 | 0.024829619800643294547820213713039464886
f(z) = 245/23*z^3 - 291/23*z + 1
*
-8/7 | 0.11869454133067851301061322589280110586 | 0.020821983377703657645631933549716653487
f(z) = 245/24*z^3 - 299/24*z + 1
*
0 | 0.082090930107897226998788796430191333000 | 0.014452189353820139704417677098481835618
f(z) = 245/24*z^3 - 293/24*z + 1
*
0 | 0.12799886460217432254659356528269591635 | 0.022480661450485871835078103881111073537
f(z) = 245/26*z^3 - 297/26*z + 1
*
0 | 0.12726040771982297401570479401161213234 | 0.022324650017389275939685821517741887297
f(z) = 245/27*z^3 - 299/27*z + 1
*
-8/7 | 0.087388749847219683458608721022864904676 | 0.015384875753334189756359239534513591023
f(z) = 245/36*z^3 - 293/36*z + 1
*
[ 6/5 ] 
f(z) = 245/36*z^3 - 289/30*z + 1
*
0 | 0.14094289343615261098342811241576220037 | 0.024828079276546312775509854867370438874
f(z) = 246/23*z^3 - 292/23*z + 1
*
0 | 0.14092153334466052389435863358520094393 | 0.024764961594398985609699386705695397433
f(z) = 246/25*z^3 - 296/25*z + 1
*
0 | 0.11538003555958786286578604445392825734 | 0.020387030325547448386361883859628681898
f(z) = 247/20*z^3 - 287/20*z + 1
*
0 | 0.12069557451740028594119204330558387707 | 0.021300121074646023428773924783203683969
f(z) = 247/21*z^3 - 289/21*z + 1
*
0 | 0.12819422772936017586128189786544976481 | 0.022595967423741224406515031213841869372
f(z) = 247/22*z^3 - 291/22*z + 1
*
0 | 0.14101901293436995163688338477079605910 | 0.024826536558150961912435572153623693445
f(z) = 247/23*z^3 - 293/23*z + 1
*
0 | 0.092140168113859914729270569917696283235 | 0.016201963669693483768784988113560818481
f(z) = 247/24*z^3 - 295/24*z + 1
*
0 | 0.14099774118696264775706174407539353133 | 0.024763676574467763278597612197326350795
f(z) = 247/25*z^3 - 297/25*z + 1
*
0 | 0.12077232869667238758059323601342321457 | 0.021300681678723031448627958486294308808
f(z) = 248/21*z^3 - 290/21*z + 1
*
0 | 0.14109482079766689840198530299217147828 | 0.024824991743493046009476700542283302089
f(z) = 248/23*z^3 - 294/23*z + 1
*
0 | 0.14107363666645980291110942469180870391 | 0.024762387522798810897785267573006172894
f(z) = 248/25*z^3 - 298/25*z + 1
*
[ 3/31 ] 
f(z) = 248/27*z^3 - 292/31*z + 1
*
0 | 0.11553108159788352788927459037260860556 | 0.020388701373346203988530088014812604615
f(z) = 249/20*z^3 - 289/20*z + 1
*
0 | 0.12834544734146182596715362569566941947 | 0.022595342813652898331938250538361801008
f(z) = 249/22*z^3 - 293/22*z + 1
*
0 | 0.14117031956756756566122530102812819191 | 0.024823444928452414933299299502774554914
f(z) = 249/23*z^3 - 295/23*z + 1
*
0 | 0.14114922233363645681361087834006873119 | 0.024761094556310001256152698601767185309
f(z) = 249/25*z^3 - 299/25*z + 1
*
0 | 0.12092284718905395229901781399762275816 | 0.021301407706061932436494793912014452483
f(z) = 250/21*z^3 - 292/21*z + 1
*
0 | 0.14124551175462837451303790095170938179 | 0.024821896206802365842094959467878645741
f(z) = 250/23*z^3 - 296/23*z + 1
*
0 | 0.11568090550647751159809002592795357061 | 0.020390325045615054232849427014142750968
f(z) = 251/20*z^3 - 291/20*z + 1
*
0 | 0.12099765009187323650817084382513132301 | 0.021301755848016637785250966201475919473
f(z) = 251/21*z^3 - 293/21*z + 1
*
0 | 0.12849544200626049379224487057592304886 | 0.022594689435925589823727124294903661596
f(z) = 251/22*z^3 - 295/22*z + 1
*
0 | 0.14132039983893917620238531634461875312 | 0.024820345670257783772140977698288277669
f(z) = 251/23*z^3 - 297/23*z + 1
*
0 | 0.092440694339638293326427034206267269217 | 0.016216403714817152967292777709805485488
f(z) = 251/24*z^3 - 299/24*z + 1
*
0 | 0.14139498627061427883298513902129644192 | 0.024818793408522057415738209378278399657
f(z) = 252/23*z^3 - 298/23*z + 1
*
0 | 0.11582952690487978049820337762373838021 | 0.020391902654684229448369645671594725297
f(z) = 253/20*z^3 - 293/20*z + 1
*
0 | 0.12114532180305659679030822989727181940 | 0.021302241387067771363387735042086705316
f(z) = 253/21*z^3 - 295/21*z + 1
*
0 | 0.12121922902352894185844409799683306108 | 0.021302560936008248526326828980395503321
f(z) = 254/21*z^3 - 296/21*z + 1
*
0 | 0.12879183477334728157774488537506526770 | 0.022593300523934575876042846929003998271
f(z) = 255/22*z^3 - 299/22*z + 1
*
0 | 0.12136719796953348774344835972300195374 | 0.021303353763987484256367299338444972706
f(z) = 256/21*z^3 - 298/21*z + 1
*
1/8 | 0.13542765383513872469165391969290620866 | 0.023973848724653007608788424790994605281
f(z) = 256/35*z^3 - 284/35*z + 1
*
0 | 0.11612323832037732732384421274897424711 | 0.020394924715372398686702080530532020415
f(z) = 257/20*z^3 - 297/20*z + 1
*
0 | 0.12143919708866722020458033959942339203 | 0.021303464462930180783286571037553652388
f(z) = 257/21*z^3 - 299/21*z + 1
*
0 | 0.11626836529158085962079273440219876177 | 0.020396371579628348000390597051194395475
f(z) = 259/20*z^3 - 299/20*z + 1
*
1/22 | 0.17566720487041277876661165943545007906 | 0.028415527693506141348925052684330850241
f(z) = 242/21*z^3 - 295/42*z + 1
*
[ -8/9 ] 
f(z) = 243/20*z^3 - 299/40*z + 1
*
2/3 | 0.18603543821491166008689142282894945553 | 0.028222792234320996724397563099657914623
f(z) = 243/28*z^3 - 281/42*z + 1
*
[ -10/9 ] 
f(z) = 243/32*z^3 - 299/40*z + 1
*
[ -12/13 ] 
f(z) = 247/27*z^3 - 297/52*z + 1
*
[ 3/4 ] 
f(z) = 248/21*z^3 - 293/42*z + 1
*
3/4 | 0.21629862579735211320755661405832594567 | 0.026004412899078125187845321470669994585
f(z) = 256/27*z^3 - 281/48*z + 1
*
[ 3/5 ] 
f(z) = 242/27*z^3 - 292/75*z + 1
*
[ 2/11 ] 
f(z) = 242/31*z^3 - 295/62*z + 1
*
3/22 | 0.16592916486297286250953530097387015404 | 0.026840324480612727929052124105729245701
f(z) = 242/35*z^3 - 289/70*z + 1
*
4/27 | 0.14276480276674650717835703434683735212 | 0.021658353943322719349731599109964459703
f(z) = 243/26*z^3 - 289/78*z + 1
*
7/27 | 0.14249891543997367802849450464675824806 | 0.021618017097540789816046524935997739158
f(z) = 243/26*z^3 - 283/78*z + 1
*
[ 2/9 ] 
f(z) = 243/37*z^3 - 283/74*z + 1
*
[ 2/3 ] 
f(z) = 245/32*z^3 - 281/72*z + 1
*
[ 2/3 ] 
f(z) = 247/32*z^3 - 283/72*z + 1
*
[ 3/5 ] 
f(z) = 248/27*z^3 - 298/75*z + 1
*
[ -5/6 ] 
f(z) = 249/25*z^3 - 283/60*z + 1
*
[ 2/3 ] 
f(z) = 251/32*z^3 - 287/72*z + 1
*
[ 2/3 ] 
f(z) = 253/32*z^3 - 289/72*z + 1
*
[ 9/16 ] 
f(z) = 256/21*z^3 - 292/63*z + 1
*
[ 2/3 ] 
f(z) = 257/32*z^3 - 293/72*z + 1
*
[ 2/3 ] 
f(z) = 259/32*z^3 - 295/72*z + 1
*
[ 4/11 ] 
f(z) = 242/23*z^3 - 289/92*z + 1
*
5/33 | 0.14946901708620363722243890532549559739 | 0.017837868069041580999109686071330579316
f(z) = 242/25*z^3 - 299/90*z + 1
*
[ 10/33 ] 
f(z) = 242/25*z^3 - 287/90*z + 1
*
[ 3/8 ] 
f(z) = 242/27*z^3 - 281/96*z + 1
*
[ 3/11 ] 
f(z) = 242/29*z^3 - 286/87*z + 1
*
[ 5/18 ] 
f(z) = 243/20*z^3 - 283/80*z + 1
*
[ 7/27 ] 
f(z) = 243/28*z^3 - 289/84*z + 1
*
[ 5/12 ] 
f(z) = 248/25*z^3 - 281/90*z + 1
*
[ 3/8 ] 
f(z) = 254/27*z^3 - 287/96*z + 1
*
-5/8 | 0.16604553145107116406863619174555886486 | 0.023955306478623277250448141414503396403
f(z) = 256/21*z^3 - 295/84*z + 1
*
[ 3/7 ] 
f(z) = 245/37*z^3 - 283/111*z + 1
*
[ -6/7 ] 
f(z) = 245/38*z^3 - 293/114*z + 1
*
[ 3/7 ] 
f(z) = 245/38*z^3 - 287/114*z + 1
*
[ 1/3 ] 
f(z) = 246/35*z^3 - 292/105*z + 1
*
[ 1/3 ] 
f(z) = 249/34*z^3 - 287/102*z + 1
*
[ 1/3 ] 
f(z) = 249/35*z^3 - 293/105*z + 1
*
[ -4/5 ] 
f(z) = 253/32*z^3 - 281/100*z + 1
*
[ 3/8 ] 
f(z) = 256/35*z^3 - 283/105*z + 1
*
[ 3/8 ] 
f(z) = 256/37*z^3 - 293/111*z + 1
*
[ -4/5 ] 
f(z) = 257/32*z^3 - 289/100*z + 1
*
[ 1/3 ] 
f(z) = 258/35*z^3 - 296/105*z + 1
*
[ -4/5 ] 
f(z) = 259/32*z^3 - 293/100*z + 1
*
[ 15/11 ] 
f(z) = 242/25*z^3 - 266/15*z + 1
*
[ -14/9 ] 
f(z) = 243/28*z^3 - 271/14*z + 1
*
48/35 | 0.21227749008365894960154385452128872168 | 0.027282496466670175798193821466623556301
f(z) = 245/27*z^3 - 266/15*z + 1
*
[ 12/7 ] 
f(z) = 245/32*z^3 - 265/12*z + 1
*
[ 9/5 ] 
f(z) = 250/27*z^3 - 266/9*z + 1
*
-2 | 0.11603470608750692317699061549379425685 | 0.016693684115179770994818496141442080645
f(z) = 257/32*z^3 - 261/8*z + 1
*
-2 | 0.11618076122674430285516262823064085565 | 0.016696360260234029575686559624491284878
f(z) = 259/32*z^3 - 263/8*z + 1
*
1/11 | 0.15242346224643069266491150899031334116 | 0.027102238227164117225692636871614908813
f(z) = 242/25*z^3 - 277/25*z + 1
*
[ 1/11 ] 
f(z) = 242/27*z^3 - 272/27*z + 1
*
[ 1/9 ] 
f(z) = 243/34*z^3 - 275/34*z + 1
*
[ -5/4 ] 
f(z) = 244/25*z^3 - 269/20*z + 1
*
[ -8/7 ] 
f(z) = 245/24*z^3 - 275/24*z + 1
*
-6/5 | 0.20816262687682322748628921437304325016 | 0.028181608123424557104264618500975345522
f(z) = 245/36*z^3 - 269/30*z + 1
*
1/7 | 0.16397338461683543639517911356729135656 | 0.029269886958785834980165875085020610768
f(z) = 245/38*z^3 - 271/38*z + 1
*
1/7 | 0.14720317695130190784313891647854353580 | 0.026157265028591261355827615270847742012
f(z) = 245/39*z^3 - 278/39*z + 1
*
[ -5/4 ] 
f(z) = 252/25*z^3 - 279/20*z + 1
*
[ 5/42 ] 
f(z) = 252/25*z^3 - 264/35*z + 1
*
1/8 | 0.15431814793827300161006115111643274497 | 0.027601235430559476308310740127055518943
f(z) = 256/33*z^3 - 268/33*z + 1
*
[ 1/8 ] 
f(z) = 256/37*z^3 - 263/37*z + 1
*
[ 1/8 ] 
f(z) = 256/39*z^3 - 277/39*z + 1
*
[ 3/22 ] 
f(z) = 242/21*z^3 - 275/42*z + 1
*
[ 5/33 ] 
f(z) = 242/25*z^3 - 262/45*z + 1
*
15/44 | 0.23271911169887466777910325561685142420 | 0.025356695075507329999431629283387389741
f(z) = 242/27*z^3 - 263/40*z + 1
*
[ 2/11 ] 
f(z) = 242/29*z^3 - 277/58*z + 1
*
[ -8/9 ] 
f(z) = 243/28*z^3 - 265/56*z + 1
*
[ 3/4 ] 
f(z) = 247/27*z^3 - 263/48*z + 1
*
[ 7/10 ] 
f(z) = 250/21*z^3 - 263/42*z + 1
*
3/20 | 0.25241919059468954877631948246042592046 | 0.027406065400439718545201960210270040111
f(z) = 250/27*z^3 - 267/40*z + 1
*
[ 3/4 ] 
f(z) = 253/27*z^3 - 269/48*z + 1
*
3/8 | 0.16503694469136681583827085821593749943 | 0.026455331296633448969286187454508246635
f(z) = 256/21*z^3 - 275/42*z + 1
*
[ 3/4 ] 
f(z) = 259/27*z^3 - 275/48*z + 1
*
[ 2/3 ] 
f(z) = 241/32*z^3 - 277/72*z + 1
*
[ 5/22 ] 
f(z) = 242/35*z^3 - 263/70*z + 1
*
1/11 | 0.14539466331692229805566509900392079811 | 0.023518710194186395508516576542631397283
f(z) = 242/39*z^3 - 277/78*z + 1
*
-20/27 | 0.19588845517660529479410512635440297590 | 0.029717559324179850920485209054610883210
f(z) = 243/20*z^3 - 271/60*z + 1
*
[ 20/27 ] 
f(z) = 243/32*z^3 - 271/60*z + 1
*
[ 2/9 ] 
f(z) = 243/35*z^3 - 269/70*z + 1
*
3/14 | 0.21343061551048746993953160927052915427 | 0.025118377607919165757799492923481195833
f(z) = 245/27*z^3 - 269/60*z + 1
*
[ 1/4 ] 
f(z) = 248/39*z^3 - 265/78*z + 1
*
[ 2/3 ] 
f(z) = 252/37*z^3 - 261/74*z + 1
*
[ -3/4 ] 
f(z) = 256/23*z^3 - 271/69*z + 1
*
5/8 | 0.14709192866068280103851797466626755446 | 0.023578755114840029129880030695613696187
f(z) = 256/35*z^3 - 263/70*z + 1
*
[ 1/3 ] 
f(z) = 240/31*z^3 - 266/93*z + 1
*
[ 4/11 ] 
f(z) = 242/21*z^3 - 275/84*z + 1
*
5/27 | 0.11381222177142913635275961890019484199 | 0.017266058120984627074038816358508481714
f(z) = 243/28*z^3 - 277/84*z + 1
*
[ 3/7 ] 
f(z) = 245/32*z^3 - 263/96*z + 1
*
[ 1/3 ] 
f(z) = 246/31*z^3 - 268/93*z + 1
*
[ 1/3 ] 
f(z) = 249/31*z^3 - 269/93*z + 1
*
[ 1/3 ] 
f(z) = 249/32*z^3 - 275/96*z + 1
*
3/20 | 0.18914527804255988045029993021683004992 | 0.024884581672944526816852690126647025698
f(z) = 250/33*z^3 - 279/88*z + 1
*
[ 1/3 ] 
f(z) = 255/31*z^3 - 271/93*z + 1
*
[ 1/3 ] 
f(z) = 255/32*z^3 - 277/96*z + 1
*
[ 3/8 ] 
f(z) = 256/31*z^3 - 263/93*z + 1
*
[ 1/3 ] 
f(z) = 258/31*z^3 - 272/93*z + 1
*
4/27 | 0.16514027631705742172471866189392434320 | 0.025052859566630096422597201038333575742
f(z) = 243/34*z^3 - 271/102*z + 1
*
[ 3/7 ] 
f(z) = 245/34*z^3 - 271/102*z + 1
*
[ -4/5 ] 
f(z) = 251/32*z^3 - 277/100*z + 1
*
-2 | 0.11482267328119553645684122027612238467 | 0.016671041285924388619393639964004457967
f(z) = 241/32*z^3 - 245/8*z + 1
*
[ -15/11 ] 
f(z) = 242/25*z^3 - 244/15*z + 1
*
-2 | 0.11497860467083650521478522254573092954 | 0.016673998748287613995082929460431183438
f(z) = 243/32*z^3 - 247/8*z + 1
*
[ 3 ] 
f(z) = 244/27*z^3 - 242/3*z + 1
*
[ 2/35 ] 
f(z) = 245/24*z^3 - 248/15*z + 1
*
[ -3 ] 
f(z) = 245/27*z^3 - 241/3*z + 1
*
[ 3/2 ] 
f(z) = 245/27*z^3 - 241/12*z + 1
*
[ -12/7 ] 
f(z) = 245/32*z^3 - 251/12*z + 1
*
-2 | 0.11513322879188887482497004080055642123 | 0.016676918272956929289127038304950952155
f(z) = 245/32*z^3 - 249/8*z + 1
*
[ 2 ] 
f(z) = 245/32*z^3 - 241/8*z + 1
*
[ 3 ] 
f(z) = 247/27*z^3 - 245/3*z + 1
*
-2 | 0.11528656747171781901551368857361835545 | 0.016679800702135035872827750255179792106
f(z) = 247/32*z^3 - 251/8*z + 1
*
[ 2 ] 
f(z) = 247/32*z^3 - 243/8*z + 1
*
[ -3 ] 
f(z) = 248/27*z^3 - 244/3*z + 1
*
-2 | 0.11543864199322690564377753794458019954 | 0.016682646851817152959216189026561812920
f(z) = 249/32*z^3 - 253/8*z + 1
*
[ 2 ] 
f(z) = 249/32*z^3 - 245/8*z + 1
*
[ -9/5 ] 
f(z) = 250/27*z^3 - 256/9*z + 1
*
[ 3 ] 
f(z) = 250/27*z^3 - 248/3*z + 1
*
[ -3 ] 
f(z) = 251/27*z^3 - 247/3*z + 1
*
[ 3/2 ] 
f(z) = 251/27*z^3 - 247/12*z + 1
*
-2 | 0.11558947311289504319690279204110684906 | 0.016685457512832690371459070099453261558
f(z) = 251/32*z^3 - 255/8*z + 1
*
[ 2 ] 
f(z) = 251/32*z^3 - 247/8*z + 1
*
[ 3 ] 
f(z) = 253/27*z^3 - 251/3*z + 1
*
-2 | 0.11573908107806937914193030285864055335 | 0.016688233451836757585129198698130364352
f(z) = 253/32*z^3 - 257/8*z + 1
*
[ 2 ] 
f(z) = 253/32*z^3 - 249/8*z + 1
*
[ -2 ] 
f(z) = 253/32*z^3 - 241/8*z + 1
*
[ -3 ] 
f(z) = 254/27*z^3 - 250/3*z + 1
*
-2 | 0.11588748564355084292077473405587444392 | 0.016690975412254337487071846490666299558
f(z) = 255/32*z^3 - 259/8*z + 1
*
[ 2 ] 
f(z) = 255/32*z^3 - 251/8*z + 1
*
[ -2 ] 
f(z) = 255/32*z^3 - 243/8*z + 1
*
[ 3 ] 
f(z) = 256/27*z^3 - 254/3*z + 1
*
[ -3 ] 
f(z) = 257/27*z^3 - 253/3*z + 1
*
[ 3/2 ] 
f(z) = 257/27*z^3 - 253/12*z + 1
*
[ 2 ] 
f(z) = 257/32*z^3 - 253/8*z + 1
*
[ -2 ] 
f(z) = 257/32*z^3 - 245/8*z + 1
*
[ 3 ] 
f(z) = 259/27*z^3 - 257/3*z + 1
*
[ 2 ] 
f(z) = 259/32*z^3 - 255/8*z + 1
*
[ -2 ] 
f(z) = 259/32*z^3 - 247/8*z + 1
*
[ 1/11 ] 
f(z) = 242/25*z^3 - 252/25*z + 1
*
2/27 | 0.18283159207294122084775848466666694348 | 0.027736747828571238508883865842174281240
f(z) = 243/20*z^3 - 257/30*z + 1
*
1/9 | 0.13813752603890724649024098098864605230 | 0.024928885788080281459459122492203043561
f(z) = 243/28*z^3 - 255/28*z + 1
*
[ 1/9 ] 
f(z) = 243/31*z^3 - 251/31*z + 1
*
[ 1/9 ] 
f(z) = 243/32*z^3 - 259/32*z + 1
*
[ 2/21 ] 
f(z) = 245/24*z^3 - 259/27*z + 1
*
1/7 | 0.11526461019135339790770139793597508556 | 0.020771856148288851077003501711071741891
f(z) = 245/36*z^3 - 257/36*z + 1
*
-24/25 | 0.15678222118182256686797710963008518495 | 0.020038509610536371200006133044215748911
f(z) = 250/27*z^3 - 251/30*z + 1
*
[ 1/8 ] 
f(z) = 256/35*z^3 - 249/35*z + 1
*
[ 3/4 ] 
f(z) = 241/27*z^3 - 257/48*z + 1
*
[ 2/11 ] 
f(z) = 242/25*z^3 - 241/50*z + 1
*
[ 2/11 ] 
f(z) = 242/27*z^3 - 259/54*z + 1
*
[ -21/22 ] 
f(z) = 242/27*z^3 - 257/42*z + 1
*
[ 2/3 ] 
f(z) = 243/25*z^3 - 241/50*z + 1
*
[ 2/3 ] 
f(z) = 243/29*z^3 - 245/58*z + 1
*
[ 2/3 ] 
f(z) = 252/23*z^3 - 247/46*z + 1
*
[ 2/3 ] 
f(z) = 252/25*z^3 - 249/50*z + 1
*
[ 2/3 ] 
f(z) = 252/29*z^3 - 253/58*z + 1
*
3/64 | 0.23729863326610955494472688855746808647 | 0.028529130118562088050454906562991628846
f(z) = 256/27*z^3 - 257/48*z + 1
*
[ -3/4 ] 
f(z) = 240/23*z^3 - 244/69*z + 1
*
[ 3/11 ] 
f(z) = 242/25*z^3 - 254/75*z + 1
*
[ -10/11 ] 
f(z) = 242/35*z^3 - 253/70*z + 1
*
7/22 | 0.15287391193279700319599336180561086623 | 0.024728536446774538995883457416951816928
f(z) = 242/35*z^3 - 249/70*z + 1
*
[ -20/27 ] 
f(z) = 243/20*z^3 - 259/60*z + 1
*
10/27 | 0.21463559929361909376681578755679679390 | 0.026903541953055123181886781807730992693
f(z) = 243/25*z^3 - 257/60*z + 1
*
[ 13/27 ] 
f(z) = 243/26*z^3 - 253/78*z + 1
*
[ 2/3 ] 
f(z) = 243/31*z^3 - 247/62*z + 1
*
[ 2/9 ] 
f(z) = 243/31*z^3 - 241/62*z + 1
*
[ 2/3 ] 
f(z) = 243/35*z^3 - 251/70*z + 1
*
[ 2/3 ] 
f(z) = 243/37*z^3 - 253/74*z + 1
*
[ -4/5 ] 
f(z) = 245/24*z^3 - 257/60*z + 1
*
-6/7 | 0.20476590448279986773560160876816614797 | 0.026598215534773302127479208902904564192
f(z) = 245/32*z^3 - 257/72*z + 1
*
[ 1/4 ] 
f(z) = 248/35*z^3 - 241/70*z + 1
*
[ 1/4 ] 
f(z) = 248/37*z^3 - 253/74*z + 1
*
[ 2/3 ] 
f(z) = 252/31*z^3 - 255/62*z + 1
*
[ 6/23 ] 
f(z) = 253/24*z^3 - 245/69*z + 1
*
[ 1/3 ] 
f(z) = 255/26*z^3 - 241/78*z + 1
*
[ 4/17 ] 
f(z) = 255/32*z^3 - 251/68*z + 1
*
[ -3/4 ] 
f(z) = 256/25*z^3 - 257/75*z + 1
*
[ 2/5 ] 
f(z) = 257/24*z^3 - 241/75*z + 1
*
[ 2/7 ] 
f(z) = 259/20*z^3 - 249/70*z + 1
*
[ 2/5 ] 
f(z) = 259/24*z^3 - 242/75*z + 1
*
[ 1/3 ] 
f(z) = 240/29*z^3 - 254/87*z + 1
*
[ 5/12 ] 
f(z) = 243/25*z^3 - 247/80*z + 1
*
-7/9 | 0.099374151505377882918889652744427474407 | 0.015075708468825555517977738532130129716
f(z) = 243/28*z^3 - 253/84*z + 1
*
[ 3/7 ] 
f(z) = 245/29*z^3 - 251/87*z + 1
*
[ 3/7 ] 
f(z) = 245/31*z^3 - 259/93*z + 1
*
[ 18/35 ] 
f(z) = 245/36*z^3 - 247/90*z + 1
*
[ 1/3 ] 
f(z) = 246/29*z^3 - 256/87*z + 1
*
[ 1/3 ] 
f(z) = 249/28*z^3 - 251/84*z + 1
*
[ 1/3 ] 
f(z) = 249/29*z^3 - 257/87*z + 1
*
[ 1/3 ] 
f(z) = 255/28*z^3 - 253/84*z + 1
*
[ 1/3 ] 
f(z) = 255/29*z^3 - 259/87*z + 1
*
[ 3/8 ] 
f(z) = 256/29*z^3 - 253/87*z + 1
*
[ 1/3 ] 
f(z) = 258/29*z^3 - 260/87*z + 1
*
[ 3 ] 
f(z) = 241/27*z^3 - 239/3*z + 1
*
[ -3/2 ] 
f(z) = 241/27*z^3 - 221/12*z + 1
*
[ 2 ] 
f(z) = 241/32*z^3 - 237/8*z + 1
*
[ -2 ] 
f(z) = 241/32*z^3 - 229/8*z + 1
*
[ -3 ] 
f(z) = 242/27*z^3 - 238/3*z + 1
*
[ -15/11 ] 
f(z) = 242/27*z^3 - 224/15*z + 1
*
[ 2 ] 
f(z) = 243/32*z^3 - 239/8*z + 1
*
[ -2 ] 
f(z) = 243/32*z^3 - 231/8*z + 1
*
6/5 | 0.21503317881302956018039291782574172403 | 0.028555042832434780950511621451196720319
f(z) = 245/24*z^3 - 233/15*z + 1
*
-6/5 | 0.20623355198698858942171392535338598101 | 0.027546975295895486183696645194476300405
f(z) = 245/24*z^3 - 223/15*z + 1
*
[ -2 ] 
f(z) = 245/32*z^3 - 233/8*z + 1
*
[ 12/7 ] 
f(z) = 245/36*z^3 - 235/12*z + 1
*
[ -12/7 ] 
f(z) = 245/36*z^3 - 221/12*z + 1
*
[ -3/2 ] 
f(z) = 247/27*z^3 - 227/12*z + 1
*
[ -2 ] 
f(z) = 247/32*z^3 - 235/8*z + 1
*
[ -2 ] 
f(z) = 249/32*z^3 - 237/8*z + 1
*
[ -2 ] 
f(z) = 251/32*z^3 - 239/8*z + 1
*
[ -3/2 ] 
f(z) = 253/27*z^3 - 233/12*z + 1
*
[ -3/2 ] 
f(z) = 259/27*z^3 - 239/12*z + 1
*
-1 | 0.11563468945240228852225727670181479595 | 0.021082765844315338509633629655369547005
f(z) = 241/20*z^3 - 221/20*z + 1
*
1/11 | 0.15937035275779637244332122525715371545 | 0.029034826173804364660214988093563708614
f(z) = 242/21*z^3 - 233/21*z + 1
*
-1 | 0.10394748709347943765133656104819856225 | 0.018937632795164302104655670373847799328
f(z) = 242/21*z^3 - 221/21*z + 1
*
[ 1/11 ] 
f(z) = 242/23*z^3 - 232/23*z + 1
*
10/11 | 0.11685083388859318813546991923860239096 | 0.021288424048201267871704313011776356982
f(z) = 242/35*z^3 - 228/35*z + 1
*
-1 | 0.11578369700840747564038799945909443851 | 0.021078172564185777395058333063889952722
f(z) = 243/20*z^3 - 223/20*z + 1
*
-1 | 0.11155423976440677161155391683361224852 | 0.020308208986019682208279675909176616630
f(z) = 243/22*z^3 - 221/22*z + 1
*
[ 1/9 ] 
f(z) = 243/28*z^3 - 227/28*z + 1
*
[ 1/9 ] 
f(z) = 243/29*z^3 - 235/29*z + 1
*
-1 | 0.10409570567851540517328468949848801161 | 0.018936241608826381471802211448319002498
f(z) = 244/21*z^3 - 223/21*z + 1
*
-1 | 0.12448763124510015890187711188705890250 | 0.022645774359299396475501292729597704564
f(z) = 244/23*z^3 - 221/23*z + 1
*
-1 | 0.11170102578685960159255562186853179875 | 0.020304632415317789709647973783819498149
f(z) = 245/22*z^3 - 223/22*z + 1
*
-1 | 0.12456110959392131109266356896323446098 | 0.022642294694541785955270257173877483745
f(z) = 245/23*z^3 - 222/23*z + 1
*
-1 | 0.095684074639926122558051762720504625504 | 0.017393125531995637363576954188680020141
f(z) = 245/24*z^3 - 221/24*z + 1
*
1/7 | 0.13671324155926153027072238354538456600 | 0.024851267896717099203493254129887247342
f(z) = 245/32*z^3 - 229/32*z + 1
*
[ -6/5 ] 
f(z) = 245/36*z^3 - 239/30*z + 1
*
[ 1/7 ] 
f(z) = 245/36*z^3 - 221/36*z + 1
*
[ 1/7 ] 
f(z) = 245/37*z^3 - 227/37*z + 1
*
[ 1/7 ] 
f(z) = 245/38*z^3 - 233/38*z + 1
*
[ 1/7 ] 
f(z) = 245/39*z^3 - 239/39*z + 1
*
-1 | 0.12463429738904095378819495588529002595 | 0.022638835931237580812591900402651562111
f(z) = 246/23*z^3 - 223/23*z + 1
*
-1 | 0.12468201557624227658441930604023784804 | 0.022647503563130387685782843571272652034
f(z) = 246/25*z^3 - 221/25*z + 1
*
-1 | 0.11607816126166901482873541218305785039 | 0.021069155806271352559473831466476940280
f(z) = 247/20*z^3 - 227/20*z + 1
*
-1 | 0.10431583168953176784274070711590397449 | 0.018934194744634447804389362207829788892
f(z) = 247/21*z^3 - 226/21*z + 1
*
-1 | 0.11184729878957372353317827643167057938 | 0.020301218929510040076647323790712455040
f(z) = 247/22*z^3 - 225/22*z + 1
*
-1 | 0.12470719692046106325345795033994340224 | 0.022635397851948868245222862774735819684
f(z) = 247/23*z^3 - 224/23*z + 1
*
[ 2/13 ] 
f(z) = 247/24*z^3 - 224/39*z + 1
*
-1 | 0.095829977032226938901934237449508331628 | 0.017393941246639314852862743645406531612
f(z) = 247/24*z^3 - 223/24*z + 1
*
-1 | 0.12475473125590625615623949461654556205 | 0.022644025730860429289260818437446985368
f(z) = 247/25*z^3 - 222/25*z + 1
*
-1 | 0.10438862911840419439640652743342677439 | 0.018933522844747851690577925606941532044
f(z) = 248/21*z^3 - 227/21*z + 1
*
-1 | 0.12477981045120327753304013192996636854 | 0.022631980242421256499653181601241695746
f(z) = 248/23*z^3 - 225/23*z + 1
*
-1 | 0.12482716234713525743828696512043060726 | 0.022640568708530466095564273322098028785
f(z) = 248/25*z^3 - 223/25*z + 1
*
-1 | 0.11131121046084703855560949633057357226 | 0.020189108372584415650944099711609455613
f(z) = 248/27*z^3 - 221/27*z + 1
*
-1 | 0.11622365523626084459158305156200712106 | 0.021064729942820322753138595129889814296
f(z) = 249/20*z^3 - 229/20*z + 1
*
-1 | 0.11199307705268965831521984682612615728 | 0.020297967042808631249986083728646586519
f(z) = 249/22*z^3 - 227/22*z + 1
*
-1 | 0.12485214021773127978756718198989614291 | 0.022628582891524082891625415406580972397
f(z) = 249/23*z^3 - 226/23*z + 1
*
-1 | 0.12489931107017178141901605658059694426 | 0.022637132280766848556582216442275715917
f(z) = 249/25*z^3 - 224/25*z + 1
*
-1 | 0.11208676709616394760778948016232106002 | 0.020314947712192201506423753946358217838
f(z) = 249/26*z^3 - 223/26*z + 1
*
-1 | 0.11641234342571213491639647858868555617 | 0.021098928366076856895937653793756928537
f(z) = 249/28*z^3 - 221/28*z + 1
*
-1 | 0.10453337067243362694880810405401620363 | 0.018932194255738025353259798081849402032
f(z) = 250/21*z^3 - 229/21*z + 1
*
-1 | 0.12492418843036494435643477625405681198 | 0.022625205591191988063214858522977576095
f(z) = 250/23*z^3 - 227/23*z + 1
*
-1 | 0.11145486985082670666004612755930464950 | 0.020185757267657864950920801603840650865
f(z) = 250/27*z^3 - 223/27*z + 1
*
-1 | 0.12506460501127398251588400802346281505 | 0.022650636647029906316519046595563594513
f(z) = 250/29*z^3 - 221/29*z + 1
*
-1 | 0.11636801456644813317123766223595759192 | 0.021060357557715996937772289220248706885
f(z) = 251/20*z^3 - 231/20*z + 1
*
-1 | 0.10460428560826811445961684578896046186 | 0.018931350381694612336458709410078769036
f(z) = 251/21*z^3 - 230/21*z + 1
*
-1 | 0.11213707415059795697560360911984320758 | 0.020294639260508856999686677999894116562
f(z) = 251/22*z^3 - 229/22*z + 1
*
-1 | 0.12499595727368643765548880028099801583 | 0.022621848136367819781123574054785287484
f(z) = 251/23*z^3 - 228/23*z + 1
*
-1 | 0.096118375951068707324908466324313639127 | 0.017395565035103134404166614714673011213
f(z) = 251/24*z^3 - 227/24*z + 1
*
-1 | 0.12504277016355801969445029660691513053 | 0.022630320363058965532279742270109426663
f(z) = 251/25*z^3 - 226/25*z + 1
*
-1 | 0.11223004825828485655434424727648179686 | 0.020311465773866422330570924856456086537
f(z) = 251/26*z^3 - 225/26*z + 1
*
-1 | 0.11152628348456533485071151831364610266 | 0.020184097975882768798953118163668459494
f(z) = 251/27*z^3 - 224/27*z + 1
*
-1 | 0.11655527079912014182921084656257739101 | 0.021094247310236707445751700136871585437
f(z) = 251/28*z^3 - 223/28*z + 1
*
-1 | 0.12513584310250921672347166268432858977 | 0.022647164762961830619108988099029272875
f(z) = 251/29*z^3 - 222/29*z + 1
*
-1 | 0.091979952341095704727108366087245347629 | 0.016646590488480125002879355447534144998
f(z) = 251/30*z^3 - 221/30*z + 1
*
-1 | 0.12506744890693846080923112728418439849 | 0.022618510324946830711662803899591883573
f(z) = 252/23*z^3 - 229/23*z + 1
*
-1 | 0.12511408484650977059472003900405289245 | 0.022626944457808149089100487734312120837
f(z) = 252/25*z^3 - 227/25*z + 1
*
-1 | 0.12520680798404418988080991086302662914 | 0.022643713483338079574598856123765544838
f(z) = 252/29*z^3 - 223/29*z + 1
*
-1 | 0.12525289879609005122582273097869840030 | 0.022652049029615354466138177294616608091
f(z) = 252/31*z^3 - 221/31*z + 1
*
-1 | 0.11651125681930822925049079196841302415 | 0.021056037543834929096752553572665899717
f(z) = 253/20*z^3 - 233/20*z + 1
*
-1 | 0.10474838275494714839015464167640862456 | 0.018930238503603962611187916206544568073
f(z) = 253/21*z^3 - 232/21*z + 1
*
-1 | 0.096260907514321856624708833221506723958 | 0.017396373002555146223248556522510360535
f(z) = 253/24*z^3 - 229/24*z + 1
*
-1 | 0.12518512578725282161225155785586526473 | 0.022623588316397528698007555074492808024
f(z) = 253/25*z^3 - 228/25*z + 1
*
-1 | 0.11237222862519658865376723797883076798 | 0.020308027991544499670260464873214511772
f(z) = 253/26*z^3 - 227/26*z + 1
*
-1 | 0.11166828927237934991432343099692161631 | 0.020180811327282696662696568629900482315
f(z) = 253/27*z^3 - 226/27*z + 1
*
-1 | 0.11669710268048291595971207730835789580 | 0.021089623804399685500006640306371365134
f(z) = 253/28*z^3 - 225/28*z + 1
*
-1 | 0.12527750174507877550067608608739006550 | 0.022640282597184041165778694324386326366
f(z) = 253/29*z^3 - 224/29*z + 1
*
-1 | 0.092120786268237717043902712376465409148 | 0.016648165912756336856821165205432700823
f(z) = 253/30*z^3 - 223/30*z + 1
*
-1 | 0.12532342095433322137019112096555333440 | 0.022648581165240381914972240339025631580
f(z) = 253/31*z^3 - 222/31*z + 1
*
-1 | 0.11678894153584168347503561369817449597 | 0.021106221019460338520411634403378854488
f(z) = 253/32*z^3 - 221/32*z + 1
*
-1 | 0.10481846839130339345203282149525372159 | 0.018929409592558466886231195744626586490
f(z) = 254/21*z^3 - 233/21*z + 1
*
-1 | 0.12520960905584347257501688466270223000 | 0.022611892838331395130626815658394913181
f(z) = 254/23*z^3 - 231/23*z + 1
*
-1 | 0.12525589508048617420350624362290535321 | 0.022620251738554990153673317669047696265
f(z) = 254/25*z^3 - 229/25*z + 1
*
-1 | 0.11173888561035548797375672892905415584 | 0.020179183741154023936815920629406992110
f(z) = 254/27*z^3 - 227/27*z + 1
*
-1 | 0.12534792645092279559768362448514550822 | 0.022636871896558594618617202039082112176
f(z) = 254/29*z^3 - 225/29*z + 1
*
-1 | 0.12539367533174962263513943283016045693 | 0.022645133792738371314430671041648455007
f(z) = 254/31*z^3 - 223/31*z + 1
*
-1 | 0.10509561026019280013370591689779515034 | 0.018979459283533439940255244319924217845
f(z) = 254/33*z^3 - 221/33*z + 1
*
-1 | 0.11242109848539914595668643920235241297 | 0.020287989836474200382365167736540016502
f(z) = 255/22*z^3 - 233/22*z + 1
*
-1 | 0.12528028176676230787948321873427241641 | 0.022608612773204691978942273335295515398
f(z) = 255/23*z^3 - 232/23*z + 1
*
-1 | 0.11251397713204493854879650613594337971 | 0.020304751112289522962871756296453138046
f(z) = 255/26*z^3 - 229/26*z + 1
*
-1 | 0.11683785574714020265686824405522017728 | 0.021085056647274079144862568091775257733
f(z) = 255/28*z^3 - 227/28*z + 1
*
-1 | 0.12541808414335913767240178550079784471 | 0.022633481176498238990271345618086325677
f(z) = 255/29*z^3 - 226/29*z + 1
*
-1 | 0.12546366395596419099683716615271354692 | 0.022641706703444142478408093736352354040
f(z) = 255/31*z^3 - 224/31*z + 1
*
-1 | 0.11692901579975053253741039263417938995 | 0.021101507778296349191260967628280938219
f(z) = 255/32*z^3 - 223/32*z + 1
*
-1 | 0.10496092599178699126127635276844795600 | 0.018928325926933074429809822972936341287
f(z) = 256/21*z^3 - 235/21*z + 1
*
-1 | 0.12535068565888768584520896176155838448 | 0.022605351571513571115523602435674522887
f(z) = 256/23*z^3 - 233/23*z + 1
*
-1 | 0.12539662698375940421985092983204093483 | 0.022613636486709108227032280077185651596
f(z) = 256/25*z^3 - 231/25*z + 1
*
-1 | 0.11187927545556053349938531782026046799 | 0.020175959484748438002656465318941254860
f(z) = 256/27*z^3 - 229/27*z + 1
*
-1 | 0.12548797684099999418559311843302678161 | 0.022630110234962472465857837946716888753
f(z) = 256/29*z^3 - 227/29*z + 1
*
-1 | 0.12553338883164034218284306411009679601 | 0.022638299691674188225537971825732411004
f(z) = 256/31*z^3 - 225/31*z + 1
*
[ 1/8 ] 
f(z) = 256/31*z^3 - 221/31*z + 1
*
[ 1/8 ] 
f(z) = 256/33*z^3 - 235/33*z + 1
*
-1 | 0.10523395578116381313806051940040055981 | 0.018977563267326686817869221784525738838
f(z) = 256/33*z^3 - 223/33*z + 1
*
-1 | 0.12562369539313726066209636450258197747 | 0.022654585295228105537277764152173142683
f(z) = 256/35*z^3 - 221/35*z + 1
*
-1 | 0.11679445834876513209965113981085191342 | 0.021047550360083141420934655566072230110
f(z) = 257/20*z^3 - 237/20*z + 1
*
-1 | 0.10503123485243429576815902112974429009 | 0.018927697736625563632677949491527972717
f(z) = 257/21*z^3 - 236/21*z + 1
*
-1 | 0.11256181154896002560625018292602680666 | 0.020284784318484519283272965141006878362
f(z) = 257/22*z^3 - 235/22*z + 1
*
-1 | 0.12542082277047604108156256280976062130 | 0.022602109045121210412270837855623901213
f(z) = 257/23*z^3 - 234/23*z + 1
*
-1 | 0.096541685824330740289530779464556135327 | 0.017397794578293962014341073933530523996
f(z) = 257/24*z^3 - 233/24*z + 1
*
-1 | 0.12546659366482312667249852622936046354 | 0.022610357426229495370661665320342961006
f(z) = 257/25*z^3 - 232/25*z + 1
*
-1 | 0.11265335377484168473480265554048153810 | 0.020301281159486725089373250775563535523
f(z) = 257/26*z^3 - 231/26*z + 1
*
-1 | 0.11194907300529356495458033751536937302 | 0.020174362595247680539855925882015850039
f(z) = 257/27*z^3 - 230/27*z + 1
*
-1 | 0.11697754629821725807627132134503093781 | 0.021080544672406682597847295800046670119
f(z) = 257/28*z^3 - 229/28*z + 1
*
-1 | 0.12555760653963638034634930870120614734 | 0.022626758872780389476978051757840449222
f(z) = 257/29*z^3 - 228/29*z + 1
*
-1 | 0.092399519905747257852993189929741119487 | 0.016651334112585336446872944174252523837
f(z) = 257/30*z^3 - 227/30*z + 1
*
-1 | 0.12560285194082563639067036135330511350 | 0.022634912554672121979462534038444351307
f(z) = 257/31*z^3 - 226/31*z + 1
*
-1 | 0.11706803751881689104744056432727278037 | 0.021096852111557851069874449174155647192
f(z) = 257/32*z^3 - 225/32*z + 1
*
-1 | 0.10530428716073855109464933261344516893 | 0.018976904542249929337425012188164242466
f(z) = 257/33*z^3 - 224/33*z + 1
*
-1 | 0.11283433956198579456984035806492170012 | 0.020333896640762384565529562912550400321
f(z) = 257/34*z^3 - 223/34*z + 1
*
-1 | 0.12569282903580741559347399717128002760 | 0.022651127343153162997953157653431234454
f(z) = 257/35*z^3 - 222/35*z + 1
*
-1 | 0.10359473020830462295540703358154278321 | 0.018668824976160107237193189127503464644
f(z) = 257/36*z^3 - 221/36*z + 1
*
-1 | 0.12549069511667862455173164765839677410 | 0.022598885008533694085400117244290825774
f(z) = 258/23*z^3 - 235/23*z + 1
*
-1 | 0.12553629684113304299958913370716179678 | 0.022607097156264472525263150018088620864
f(z) = 258/25*z^3 - 233/25*z + 1
*
[ 5/6 ] 
f(z) = 258/25*z^3 - 221/30*z + 1
*
-1 | 0.12562697521258108193198055651235813253 | 0.022623426893598463746678532462463244776
f(z) = 258/29*z^3 - 229/29*z + 1
*
-1 | 0.12567205524329095799102233821324772721 | 0.022631545092555338089639590721509472626
f(z) = 258/31*z^3 - 227/31*z + 1
*
-1 | 0.12576170526988712884954150969503421092 | 0.022647689641282039530207003297070164902
f(z) = 258/35*z^3 - 223/35*z + 1
*
-1 | 0.12580627850415594470442488767464044008 | 0.022655716574233226320910645891479352070
f(z) = 258/37*z^3 - 221/37*z + 1
*
-1 | 0.11693445078353252163235783743658293936 | 0.021043381131315497464416753617402061510
f(z) = 259/20*z^3 - 239/20*z + 1
*
-1 | 0.11270211512461645040270966141795073973 | 0.020281735168560690693553245235447265195
f(z) = 259/22*z^3 - 237/22*z + 1
*
-1 | 0.12556030468988956639474550818208479635 | 0.022595679278852359611310510315913893194
f(z) = 259/23*z^3 - 236/23*z + 1
*
-1 | 0.096682032491754056320421159036087067533 | 0.017398780638568862220719067425827960253
f(z) = 259/24*z^3 - 235/24*z + 1
*
-1 | 0.12560573849113891218197081389484107522 | 0.022603855490306965965859210352336451253
f(z) = 259/25*z^3 - 234/25*z + 1
*
-1 | 0.11279233101548849828180754568239375943 | 0.020297970310240502834968503233693153778
f(z) = 259/26*z^3 - 233/26*z + 1
*
-1 | 0.11208788329462855882424275902523686102 | 0.020171198757650033368764086379532622550
f(z) = 259/27*z^3 - 232/27*z + 1
*
-1 | 0.12569608481100518087484181591630522823 | 0.022620114103829486323531637452264586942
f(z) = 259/29*z^3 - 230/29*z + 1
*
-1 | 0.092538866717787969629612817601789999536 | 0.016653181579544006781153115156079730472
f(z) = 259/30*z^3 - 229/30*z + 1
*
-1 | 0.12574100067686335577115511691411717833 | 0.022628197108262853211826113983243602348
f(z) = 259/31*z^3 - 228/31*z + 1
*
-1 | 0.11720602240700209445057658117328694789 | 0.021092252829423520897195648670155913695
f(z) = 259/32*z^3 - 227/32*z + 1
*
-1 | 0.10544107519198571760957373618362759095 | 0.018975047278993352272425915807041243837
f(z) = 259/33*z^3 - 226/33*z + 1
*
-1 | 0.11297199857212041813690738992602721080 | 0.020330303064581109356911802657061862326
f(z) = 259/34*z^3 - 225/34*z + 1
*
-1 | 0.10373206573512672890950381056933806347 | 0.018667496021714340164855644169570896082
f(z) = 259/36*z^3 - 223/36*z + 1
*
-1 | 0.11306147644005703123049520379003258422 | 0.020346405392553669763854472248061506397
f(z) = 259/38*z^3 - 221/38*z + 1
*
[ 2/11 ] 
f(z) = 242/23*z^3 - 223/46*z + 1
*
[ 2/3 ] 
f(z) = 243/23*z^3 - 239/46*z + 1
*
[ 2/9 ] 
f(z) = 243/29*z^3 - 227/58*z + 1
*
-3/4 | 0.15628700810004918947266466143938448805 | 0.025180874276763803122515822485465675283
f(z) = 248/21*z^3 - 223/42*z + 1
*
-3/4 | 0.088130775395518871405850293675890294562 | 0.014127314734757127599165635038574598501
f(z) = 256/21*z^3 - 239/42*z + 1
*
[ -5/6 ] 
f(z) = 256/25*z^3 - 221/45*z + 1
*
[ 6/7 ] 
f(z) = 259/36*z^3 - 229/42*z + 1
*
[ 2/5 ] 
f(z) = 241/24*z^3 - 233/75*z + 1
*
[ 3/11 ] 
f(z) = 242/23*z^3 - 238/69*z + 1
*
-19/22 | 0.084152777371447595548179428067810886643 | 0.013612361952521611867750194926609397870
f(z) = 242/35*z^3 - 221/70*z + 1
*
[ 13/22 ] 
f(z) = 242/39*z^3 - 223/78*z + 1
*
[ 3/10 ] 
f(z) = 244/27*z^3 - 236/75*z + 1
*
[ 3/7 ] 
f(z) = 245/22*z^3 - 223/66*z + 1
*
[ 3/7 ] 
f(z) = 245/23*z^3 - 227/69*z + 1
*
4/35 | 0.12780925442803340733991730851770471935 | 0.017974225338501920559832240680529638124
f(z) = 245/24*z^3 - 233/60*z + 1
*
[ 3/7 ] 
f(z) = 245/26*z^3 - 239/78*z + 1
*
33/70 | 0.15051050837938505775005130595294540674 | 0.017713390248117927358721812830735986984
f(z) = 245/27*z^3 - 221/60*z + 1
*
12/35 | 0.20969132513790422482264006939559060498 | 0.029489563540799983747608082947935792656
f(z) = 245/36*z^3 - 223/60*z + 1
*
[ 2/7 ] 
f(z) = 245/37*z^3 - 225/74*z + 1
*
[ 2/7 ] 
f(z) = 245/39*z^3 - 235/78*z + 1
*
[ 1/3 ] 
f(z) = 246/25*z^3 - 232/75*z + 1
*
[ 2/5 ] 
f(z) = 247/24*z^3 - 236/75*z + 1
*
[ 1/4 ] 
f(z) = 248/33*z^3 - 229/66*z + 1
*
[ 1/3 ] 
f(z) = 249/23*z^3 - 221/69*z + 1
*
[ 1/3 ] 
f(z) = 249/25*z^3 - 233/75*z + 1
*
[ 1/3 ] 
f(z) = 249/26*z^3 - 239/78*z + 1
*
[ 9/20 ] 
f(z) = 250/27*z^3 - 223/72*z + 1
*
[ 3/10 ] 
f(z) = 250/39*z^3 - 227/78*z + 1
*
[ 2/5 ] 
f(z) = 251/24*z^3 - 238/75*z + 1
*
[ 10/21 ] 
f(z) = 252/25*z^3 - 237/70*z + 1
*
[ 2/5 ] 
f(z) = 253/24*z^3 - 239/75*z + 1
*
[ 6/11 ] 
f(z) = 253/27*z^3 - 239/66*z + 1
*
[ 1/3 ] 
f(z) = 255/23*z^3 - 223/69*z + 1
*
[ 3/8 ] 
f(z) = 256/23*z^3 - 223/69*z + 1
*
[ 3/8 ] 
f(z) = 256/25*z^3 - 233/75*z + 1
*
[ 3/10 ] 
f(z) = 256/27*z^3 - 239/75*z + 1
*
1/8 | 0.12716815768520507585572296632102112829 | 0.020384985605714564787044375048918545898
f(z) = 256/33*z^3 - 239/66*z + 1
*
[ 1/3 ] 
f(z) = 258/23*z^3 - 224/69*z + 1
*
[ 1/3 ] 
f(z) = 258/25*z^3 - 236/75*z + 1
*
[ 16/35 ] 
f(z) = 245/32*z^3 - 223/80*z + 1
*
[ 2/5 ] 
f(z) = 245/36*z^3 - 233/90*z + 1
*
[ 3/7 ] 
f(z) = 259/36*z^3 - 223/84*z + 1
*
[ -21/11 ] 
f(z) = 242/27*z^3 - 218/7*z + 1
*
[ 6/5 ] 
f(z) = 245/24*z^3 - 218/15*z + 1
*
[ -15/7 ] 
f(z) = 245/27*z^3 - 201/5*z + 1
*
[ 12/5 ] 
f(z) = 250/27*z^3 - 211/4*z + 1
*
-1 | 0.12419076554407974473890369620849737433 | 0.022659906496513098930023362838835040728
f(z) = 240/23*z^3 - 217/23*z + 1
*
-1 | 0.12433672009677730654165872520947603515 | 0.022686537434025866408815582897136164813
f(z) = 240/29*z^3 - 211/29*z + 1
*
-1 | 0.12438497499967038911346626677633687843 | 0.022695342046693846665547951875072318672
f(z) = 240/31*z^3 - 209/31*z + 1
*
-1 | 0.12452857818331417072864948397896107482 | 0.022721543952284119537339526801621802465
f(z) = 240/37*z^3 - 203/37*z + 1
*
[ -1 ] 
f(z) = 241/20*z^3 - 201/20*z + 1
*
-1 | 0.10387293033871642105398954328263926187 | 0.018938336568936422210221628884224395666
f(z) = 241/21*z^3 - 220/21*z + 1
*
-1 | 0.11140496558323531288730673675391875697 | 0.020311593470851535732681333664135458751
f(z) = 241/22*z^3 - 219/22*z + 1
*
-1 | 0.12426542956259495612041299683404494545 | 0.022656340985719864432541453181122564649
f(z) = 241/23*z^3 - 218/23*z + 1
*
-1 | 0.095388773244610831594700102166048066622 | 0.017391486759000784275308815681698656325
f(z) = 241/24*z^3 - 217/24*z + 1
*
-1 | 0.12431408877791506916032999976858404182 | 0.022665212638747344004143128989433585383
f(z) = 241/25*z^3 - 216/25*z + 1
*
-1 | 0.11150228453780981875035558127374482696 | 0.020329336872431322164207030349912014499
f(z) = 241/26*z^3 - 215/26*z + 1
*
-1 | 0.11079943380149305363427207146098595589 | 0.020201191611113606574776907691167106983
f(z) = 241/27*z^3 - 214/27*z + 1
*
-1 | 0.11582933155328112772937238110308022153 | 0.021118253411720129255947845629925750373
f(z) = 241/28*z^3 - 213/28*z + 1
*
-1 | 0.12441081072104702575689924242239721336 | 0.022682847191914000705773326703174677509
f(z) = 241/29*z^3 - 212/29*z + 1
*
-1 | 0.091255171138834113544235471357087807583 | 0.016637839512639377869487026695750686935
f(z) = 241/30*z^3 - 211/30*z + 1
*
-1 | 0.12445887754266359845315058059311649705 | 0.022691610838444480701084878974518739929
f(z) = 241/31*z^3 - 210/31*z + 1
*
-1 | 0.11592546569633875960821035233573722491 | 0.021135780795910167049682090009388338225
f(z) = 241/32*z^3 - 209/32*z + 1
*
-1 | 0.10416207892822273479155447619964084929 | 0.018991054763066955445819691223736247841
f(z) = 241/33*z^3 - 208/33*z + 1
*
-1 | 0.11169455682275788798666185656826564322 | 0.020364392369887214772612735479273913435
f(z) = 241/34*z^3 - 207/34*z + 1
*
-1 | 0.12455443288331689351592276632148722767 | 0.022709032694132487253259008554325360852
f(z) = 241/35*z^3 - 206/35*z + 1
*
-1 | 0.10245771539141526485161592839200539871 | 0.018680311529092243365101448257200226322
f(z) = 241/36*z^3 - 205/36*z + 1
*
-1 | 0.12460192530905813263892896223647036592 | 0.022717691615568802638528736383980904392
f(z) = 241/37*z^3 - 204/37*z + 1
*
-1 | 0.11179019429073099952779276508168505603 | 0.020381829199205204779904941923195702683
f(z) = 241/38*z^3 - 203/38*z + 1
*
-1 | 0.10430559173045163847020538041896224555 | 0.019017220326527035767125184196234856772
f(z) = 241/39*z^3 - 202/39*z + 1
*
[ 1/11 ] 
f(z) = 242/21*z^3 - 212/21*z + 1
*
-1 | 0.12433979358885018351449435296907821959 | 0.022652797279212709784455158014629478146
f(z) = 242/23*z^3 - 219/23*z + 1
*
-1 | 0.12438826163886997415706072075591728794 | 0.022661627412188863553418600106099640340
f(z) = 242/25*z^3 - 217/25*z + 1
*
-1 | 0.11087341703610493606761283600938451913 | 0.020199430667204468853175500646258607032
f(z) = 242/27*z^3 - 215/27*z + 1
*
-1 | 0.12448460584452773191426649998623146818 | 0.022679179844091787920806991241611835944
f(z) = 242/29*z^3 - 213/29*z + 1
*
-1 | 0.12453248604697150447433415541481490935 | 0.022687902880284311446432981940995885764
f(z) = 242/31*z^3 - 211/31*z + 1
*
-1 | 0.12462767253452662966224067246524082987 | 0.022705244393761778800128337369564382827
f(z) = 242/35*z^3 - 207/35*z + 1
*
-1 | 0.12467498268218614486073641386320846353 | 0.022713863574743568042252807031296020396
f(z) = 242/37*z^3 - 205/37*z + 1
*
-1 | 0.10437846822912067752346680508583982170 | 0.019016150926930939886496314751396549803
f(z) = 242/39*z^3 - 203/39*z + 1
*
[ -1 ] 
f(z) = 243/20*z^3 - 203/20*z + 1
*
-1 | 0.12441386002516436463591726466969660298 | 0.022649275146193042307328007503917466145
f(z) = 243/23*z^3 - 220/23*z + 1
*
-1 | 0.12446213840712027618615555960562483046 | 0.022658064121603911105473311915210078322
f(z) = 243/25*z^3 - 218/25*z + 1
*
[ 1/9 ] 
f(z) = 243/25*z^3 - 203/25*z + 1
*
-1 | 0.11165014490086764024217177980314832982 | 0.020325668309468018681758602392578863295
f(z) = 243/26*z^3 - 217/26*z + 1
*
[ 1/9 ] 
f(z) = 243/26*z^3 - 211/26*z + 1
*
-1 | 0.11597681565550463147075197990403781995 | 0.021113329397781964646905650317230792050
f(z) = 243/28*z^3 - 215/28*z + 1
*
-1 | 0.12455810781692460232132867201536774489 | 0.022675535145875935874961309098556652390
f(z) = 243/29*z^3 - 214/29*z + 1
*
-1 | 0.12460580284529649077708408315693323753 | 0.022684217923023770438040935594363613451
f(z) = 243/31*z^3 - 212/31*z + 1
*
-1 | 0.11607220620077247460052022093642947743 | 0.021130695041012387417685809768278289192
f(z) = 243/32*z^3 - 211/32*z + 1
*
-10/9 | 0.074351098001255181967272802047075213163 | 0.011081789442032192726920184640988534414
f(z) = 243/32*z^3 - 205/24*z + 1
*
-1 | 0.11184092989982388488244905958254141014 | 0.020360400307448405501902415891087000844
f(z) = 243/34*z^3 - 209/34*z + 1
*
-1 | 0.12470062332025917489108276513672467252 | 0.022701479786183455035280041449736254954
f(z) = 243/35*z^3 - 208/35*z + 1
*
-1 | 0.12474775258590459392990575604040928701 | 0.022710059567445970435756847612097126285
f(z) = 243/37*z^3 - 206/37*z + 1
*
-1 | 0.11193518889762896300392759843563501060 | 0.020377559954901348516437012838189741187
f(z) = 243/38*z^3 - 205/38*z + 1
*
[ -1 ] 
f(z) = 244/21*z^3 - 202/21*z + 1
*
-1 | 0.12453572143869453894958139373288619950 | 0.022654522535018871581476490082863295094
f(z) = 244/25*z^3 - 219/25*z + 1
*
-1 | 0.11102050200447516694975001211809171030 | 0.020195944066920687774962432063357120982
f(z) = 244/27*z^3 - 217/27*z + 1
*
-1 | 0.12463131896000584347589813927954697728 | 0.022671912856252165410983267797565908892
f(z) = 244/29*z^3 - 215/29*z + 1
*
-1 | 0.12467883024266689874729917553704490338 | 0.022680555721217157667019239515900199945
f(z) = 244/31*z^3 - 213/31*z + 1
*
-1 | 0.10438148044704383233015286236812447480 | 0.018988227423488836124792418806780291875
f(z) = 244/33*z^3 - 211/33*z + 1
*
-1 | 0.12477328751281131616317006979200637303 | 0.022697738617259852332536892036016463002
f(z) = 244/35*z^3 - 209/35*z + 1
*
-1 | 0.12482023727650619008281396617373752533 | 0.022706279335275148247038633062290467053
f(z) = 244/37*z^3 - 207/37*z + 1
*
-1 | 0.10452336519986788187047608750100139523 | 0.019014037940287506925629062079292825291
f(z) = 244/39*z^3 - 205/39*z + 1
*
[ -1 ] 
f(z) = 245/22*z^3 - 201/22*z + 1
*
-1 | 0.11179748536179817305922028423742644850 | 0.020322166508655506386805980728198816796
f(z) = 245/26*z^3 - 219/26*z + 1
*
-1 | 0.11109360838800737644894884931256701050 | 0.020194218147234910627287318497070823818
f(z) = 245/27*z^3 - 218/27*z + 1
*
[ 15/14 ] 
f(z) = 245/27*z^3 - 207/20*z + 1
*
-1 | 0.12470424156804415404747304068644206417 | 0.022668312737804778008964847854831268394
f(z) = 245/29*z^3 - 216/29*z + 1
*
-1 | 0.12475157051687342157526972523828464726 | 0.022676916033090672448138274070865532258
f(z) = 245/31*z^3 - 214/31*z + 1
*
-1 | 0.11621779190627767058503469964444695060 | 0.021125674792634382717537522209243798086
f(z) = 245/32*z^3 - 213/32*z + 1
*
-1 | 0.10445507342374194715739726678125590769 | 0.018987487848420579799067965721330958754
f(z) = 245/33*z^3 - 212/33*z + 1
*
[ 1/7 ] 
f(z) = 245/33*z^3 - 203/33*z + 1
*
-1 | 0.11198615379359795600898326883299968492 | 0.020356462014261505066588299879900694713
f(z) = 245/34*z^3 - 211/34*z + 1
*
[ 1/7 ] 
f(z) = 245/34*z^3 - 209/34*z + 1
*
-1 | 0.10274858877064665010467393382394044827 | 0.018677288874334191059849407080135445162
f(z) = 245/36*z^3 - 209/36*z + 1
*
-1 | 0.12489243898379179297262964753775429793 | 0.022702522623715405693745665736149756421
f(z) = 245/37*z^3 - 208/37*z + 1
*
-1 | 0.11207969750189826763360896000726517729 | 0.020373466071282680419838076553423302439
f(z) = 245/38*z^3 - 207/38*z + 1
*
-1 | 0.10459539012673763343794425367478984247 | 0.019012994141276772112670659722032458104
f(z) = 245/39*z^3 - 206/39*z + 1
*
[ 5/6 ] 
f(z) = 246/25*z^3 - 211/30*z + 1
*
-1 | 0.12477687790824949585776802072789558315 | 0.022664734556647865963483942788544655056
f(z) = 246/29*z^3 - 217/29*z + 1
*
-1 | 0.12482402591889692323696965184705535304 | 0.022673298620472124381126177211523933901
f(z) = 246/31*z^3 - 215/31*z + 1
*
-1 | 0.12491776507429997455774394135413936861 | 0.022690325597828752550188997102685613603
f(z) = 246/35*z^3 - 211/35*z + 1
*
-1 | 0.12496435991148399655749777772641628109 | 0.022698789182061583110977535602686865874
f(z) = 246/37*z^3 - 209/37*z + 1
*
[ -1 ] 
f(z) = 247/20*z^3 - 207/20*z + 1
*
[ -1 ] 
f(z) = 247/21*z^3 - 205/21*z + 1
*
[ -1 ] 
f(z) = 247/22*z^3 - 203/22*z + 1
*
[ -1 ] 
f(z) = 247/23*z^3 - 201/23*z + 1
*
-1 | 0.11123896037263225319702136463944543729 | 0.020190800425717692767014515332304973480
f(z) = 247/27*z^3 - 220/27*z + 1
*
-1 | 0.11626830349290343924704397366518497301 | 0.021103668209394273647417640246391761282
f(z) = 247/28*z^3 - 219/28*z + 1
*
-1 | 0.12484923022119337755996293270608519802 | 0.022661178082358120142564291128053845393
f(z) = 247/29*z^3 - 218/29*z + 1
*
-1 | 0.091693692514193027373419993520612067004 | 0.016643171058497971067421165706955222824
f(z) = 247/30*z^3 - 217/30*z + 1
*
-1 | 0.12489619867332788399711051521420615399 | 0.022669703248722278362809641421396192912
f(z) = 247/31*z^3 - 216/31*z + 1
*
-1 | 0.11636224086409726323059982546609413465 | 0.021120718626873343271344700153155183206
f(z) = 247/32*z^3 - 215/32*z + 1
*
-1 | 0.10459831025931278679002509718224393980 | 0.018985466964438417920184806830672261593
f(z) = 247/33*z^3 - 214/33*z + 1
*
-1 | 0.11213024642738426993078435550386896448 | 0.020352576289079237659336408717002711367
f(z) = 247/34*z^3 - 213/34*z + 1
*
-1 | 0.12498958285581504002837248780023372975 | 0.022686653257830605594740110147570045462
f(z) = 247/35*z^3 - 212/35*z + 1
*
-1 | 0.10289232781041244922366128721764151782 | 0.018675816900826368267118540264068120673
f(z) = 247/36*z^3 - 211/36*z + 1
*
-1 | 0.12503600223763266579420287728751182603 | 0.022695078763346166467794043718833788528
f(z) = 247/37*z^3 - 210/37*z + 1
*
[ -1 ] 
f(z) = 248/21*z^3 - 206/21*z + 1
*
[ -1 ] 
f(z) = 248/23*z^3 - 202/23*z + 1
*
-1 | 0.12492130072122485011044402866161366810 | 0.022657643087909191760866336976908643690
f(z) = 248/29*z^3 - 219/29*z + 1
*
-1 | 0.10467105935940216584203339831431809131 | 0.018984748725048639763648366688630140882
f(z) = 248/33*z^3 - 215/33*z + 1
*
-1 | 0.12506112287011898540260375346987274366 | 0.022683003377364531589877256217314483408
f(z) = 248/35*z^3 - 213/35*z + 1
*
-1 | 0.12510736811501261253296517687399458325 | 0.022691391124268088526067829740829264621
f(z) = 248/37*z^3 - 211/37*z + 1
*
-1 | 0.10480979685932209102479082326230853175 | 0.019009912285930138030457211543265078312
f(z) = 248/39*z^3 - 209/39*z + 1
*
2/3 | 0.19239877585012452915405134829555164648 | 0.029080544170343165930067544208978311788
f(z) = 249/20*z^3 - 211/30*z + 1
*
[ -1 ] 
f(z) = 249/20*z^3 - 209/20*z + 1
*
[ -1 ] 
f(z) = 249/22*z^3 - 205/22*z + 1
*
[ -1 ] 
f(z) = 249/23*z^3 - 203/23*z + 1
*
-1 | 0.12499309159687840769583357672116713854 | 0.022654129349607565961684057290793396889
f(z) = 249/29*z^3 - 220/29*z + 1
*
-1 | 0.12503970500828180704220274296793719607 | 0.022662577706535681606909408957098566654
f(z) = 249/31*z^3 - 218/31*z + 1
*
-1 | 0.11650557070512037581552034738040390090 | 0.021115825162688926935632890387968692452
f(z) = 249/32*z^3 - 217/32*z + 1
*
-1 | 0.11227387744734936052008775273068782678 | 0.020348860163226500927847161289724018155
f(z) = 249/34*z^3 - 215/34*z + 1
*
-1 | 0.12513238725993050880700554255523198833 | 0.022679375720653407497455477798318426519
f(z) = 249/35*z^3 - 214/35*z + 1
*
-1 | 0.12517845967151359293341617634328919075 | 0.022687726025123175584504506511819087237
f(z) = 249/37*z^3 - 212/37*z + 1
*
-1 | 0.11236537056764033122517592110418426054 | 0.020365442655548201519785071855874542864
f(z) = 249/38*z^3 - 211/38*z + 1
*
[ -1 ] 
f(z) = 250/21*z^3 - 208/21*z + 1
*
[ -1 ] 
f(z) = 250/23*z^3 - 204/23*z + 1
*
-1 | 0.12511104290969547591706541664424184726 | 0.022659047083889336780907054651518310285
f(z) = 250/31*z^3 - 219/31*z + 1
*
-1 | 0.10481366163130281491468095639214828164 | 0.018982958168231262505587411175109616563
f(z) = 250/33*z^3 - 217/33*z + 1
*
-1 | 0.12524927901052280380283243498662496623 | 0.022684083229736195187332138331917634085
f(z) = 250/37*z^3 - 213/37*z + 1
*
-1 | 0.10495136596007206532699899743145639204 | 0.019007898004049672252711686084241630769
f(z) = 250/39*z^3 - 211/39*z + 1
*
[ -1 ] 
f(z) = 251/20*z^3 - 211/20*z + 1
*
[ -1 ] 
f(z) = 251/21*z^3 - 209/21*z + 1
*
[ -1 ] 
f(z) = 251/22*z^3 - 207/22*z + 1
*
[ -1 ] 
f(z) = 251/23*z^3 - 205/23*z + 1
*
[ -1 ] 
f(z) = 251/24*z^3 - 203/24*z + 1
*
[ -1 ] 
f(z) = 251/25*z^3 - 201/25*z + 1
*
-1 | 0.12518210680608135677116047445657564528 | 0.022655537597565939920890522428886031498
f(z) = 251/31*z^3 - 220/31*z + 1
*
-1 | 0.11664779865284454053964804615152827931 | 0.021110993060267280982850922839282223447
f(z) = 251/32*z^3 - 219/32*z + 1
*
-1 | 0.10488455266059836068983866738121129429 | 0.018982073291728895368113933521598870446
f(z) = 251/33*z^3 - 218/33*z + 1
*
-1 | 0.11241575967792458046137975582513108323 | 0.020345075945138445651670974327892095543
f(z) = 251/34*z^3 - 217/34*z + 1
*
-1 | 0.12527409761370802174661640457177763169 | 0.022672186152650931653577670688026820428
f(z) = 251/35*z^3 - 216/35*z + 1
*
-1 | 0.10317649752567417280119621349380156081 | 0.018672948383103291343788932076146940563
f(z) = 251/36*z^3 - 215/36*z + 1
*
-1 | 0.12531982821130005048995769335388273043 | 0.022680462505394461563391102285274941355
f(z) = 251/37*z^3 - 214/37*z + 1
*
-1 | 0.11250722130014953745623116860700906917 | 0.020361628727911640058351238910696366154
f(z) = 251/38*z^3 - 213/38*z + 1
*
-1 | 0.10502174616156848150111765819866843671 | 0.019006902659109531871758439824876625332
f(z) = 251/39*z^3 - 212/39*z + 1
*
[ -1 ] 
f(z) = 252/23*z^3 - 206/23*z + 1
*
[ -1 ] 
f(z) = 252/25*z^3 - 202/25*z + 1
*
-1 | 0.12539010932934575434599955805773459212 | 0.022676863622782956899102317512401046075
f(z) = 252/37*z^3 - 215/37*z + 1
*
[ -1 ] 
f(z) = 253/20*z^3 - 213/20*z + 1
*
[ -1 ] 
f(z) = 253/21*z^3 - 211/21*z + 1
*
[ -1 ] 
f(z) = 253/24*z^3 - 205/24*z + 1
*
[ -1 ] 
f(z) = 253/25*z^3 - 203/25*z + 1
*
[ -1 ] 
f(z) = 253/26*z^3 - 201/26*z + 1
*
-1 | 0.11255656197025601323779352927859424503 | 0.020341340908597409783929983004204002746
f(z) = 253/34*z^3 - 219/34*z + 1
*
-1 | 0.12541473057118466492248922802411854807 | 0.022665082735758318014004204204920019295
f(z) = 253/35*z^3 - 218/35*z + 1
*
-1 | 0.10331696178239643724720949341292528594 | 0.018671550591707146853814235335535743916
f(z) = 253/36*z^3 - 217/36*z + 1
*
-1 | 0.12546012439676196328363316599154344281 | 0.022673286355920927839939606078338124915
f(z) = 253/37*z^3 - 216/37*z + 1
*
-1 | 0.11264669789993023806521920671165905648 | 0.020357630369127496711957729355260442401
f(z) = 253/38*z^3 - 215/38*z + 1
*
-1 | 0.10516170807479177625076938959778019737 | 0.019004935092500631397557785600689459289
f(z) = 253/39*z^3 - 214/39*z + 1
*
[ -1 ] 
f(z) = 254/21*z^3 - 212/21*z + 1
*
[ -1 ] 
f(z) = 254/23*z^3 - 208/23*z + 1
*
[ -1 ] 
f(z) = 254/25*z^3 - 204/25*z + 1
*
-1 | 0.12548464812708266690872931514584703854 | 0.022661562780216135899291462443380163044
f(z) = 254/35*z^3 - 219/35*z + 1
*
-1 | 0.12552987542260652462025645913497375224 | 0.022669730482099917861383300234244255132
f(z) = 254/37*z^3 - 217/37*z + 1
*
-1 | 0.10523129380034454007328971084888019795 | 0.019003962687808651944575044445972898792
f(z) = 254/39*z^3 - 215/39*z + 1
*
[ -1 ] 
f(z) = 255/22*z^3 - 211/22*z + 1
*
[ -1 ] 
f(z) = 255/23*z^3 - 209/23*z + 1
*
[ -1 ] 
f(z) = 255/26*z^3 - 203/26*z + 1
*
-1 | 0.12559936439324057517867875260015061630 | 0.022666195781823197353613255599487526091
f(z) = 255/37*z^3 - 218/37*z + 1
*
-1 | 0.11278577289551957604013782211171032494 | 0.020353800532382908321019406431112111636
f(z) = 255/38*z^3 - 217/38*z + 1
*
[ -1 ] 
f(z) = 256/21*z^3 - 214/21*z + 1
*
[ -1 ] 
f(z) = 256/23*z^3 - 210/23*z + 1
*
[ -1 ] 
f(z) = 256/25*z^3 - 206/25*z + 1
*
[ -1 ] 
f(z) = 256/27*z^3 - 202/27*z + 1
*
[ 1/8 ] 
f(z) = 256/29*z^3 - 207/29*z + 1
*
[ 7/8 ] 
f(z) = 256/35*z^3 - 201/35*z + 1
*
-1 | 0.12566859327266949953242020686604663609 | 0.022662682038746554426063217284545837280
f(z) = 256/37*z^3 - 219/37*z + 1
*
[ -1 ] 
f(z) = 257/20*z^3 - 217/20*z + 1
*
[ -1 ] 
f(z) = 257/21*z^3 - 215/21*z + 1
*
[ -1 ] 
f(z) = 257/22*z^3 - 213/22*z + 1
*
[ -1 ] 
f(z) = 257/23*z^3 - 211/23*z + 1
*
[ -1 ] 
f(z) = 257/24*z^3 - 209/24*z + 1
*
[ -1 ] 
f(z) = 257/25*z^3 - 207/25*z + 1
*
[ -1 ] 
f(z) = 257/26*z^3 - 205/26*z + 1
*
[ -1 ] 
f(z) = 257/27*z^3 - 203/27*z + 1
*
[ -1 ] 
f(z) = 257/28*z^3 - 201/28*z + 1
*
-1 | 0.12573756400287750331955663830090171749 | 0.022659189039620410559988361925922523881
f(z) = 257/37*z^3 - 220/37*z + 1
*
-1 | 0.11292446203579019131176640383362671278 | 0.020350137627987215251166562870966009321
f(z) = 257/38*z^3 - 219/38*z + 1
*
-1 | 0.10543849366321814005917091464453123704 | 0.019001089920216705425214386750395415144
f(z) = 257/39*z^3 - 218/39*z + 1
*
[ -1 ] 
f(z) = 258/23*z^3 - 212/23*z + 1
*
[ -1 ] 
f(z) = 258/25*z^3 - 208/25*z + 1
*
[ -1 ] 
f(z) = 259/20*z^3 - 219/20*z + 1
*
[ -1 ] 
f(z) = 259/22*z^3 - 215/22*z + 1
*
[ -1 ] 
f(z) = 259/23*z^3 - 213/23*z + 1
*
[ -1 ] 
f(z) = 259/24*z^3 - 211/24*z + 1
*
[ -1 ] 
f(z) = 259/25*z^3 - 209/25*z + 1
*
[ -1 ] 
f(z) = 259/26*z^3 - 207/26*z + 1
*
[ -1 ] 
f(z) = 259/27*z^3 - 205/27*z + 1
*
[ -1 ] 
f(z) = 259/29*z^3 - 201/29*z + 1
*
-1 | 0.10557534838105037881331012216868679333 | 0.018999210918316681306029616555589590424
f(z) = 259/39*z^3 - 220/39*z + 1
*
[ 2/11 ] 
f(z) = 242/21*z^3 - 205/42*z + 1
*
[ -5/6 ] 
f(z) = 244/25*z^3 - 206/45*z + 1
*
24/35 | 0.17154398505011654553368454970364717214 | 0.018666095254459713158169967757382202031
f(z) = 245/27*z^3 - 219/40*z + 1
*
[ -5/6 ] 
f(z) = 248/25*z^3 - 211/45*z + 1
*
[ 1/4 ] 
f(z) = 248/29*z^3 - 205/58*z + 1
*
[ 3/14 ] 
f(z) = 256/27*z^3 - 201/49*z + 1
*
[ -6/7 ] 
f(z) = 259/27*z^3 - 205/42*z + 1
*
[ 1/3 ] 
f(z) = 240/23*z^3 - 218/69*z + 1
*
[ 6/11 ] 
f(z) = 242/39*z^3 - 209/78*z + 1
*
[ 11/27 ] 
f(z) = 243/22*z^3 - 217/66*z + 1
*
3/14 | 0.15234887175001289203247277000540362630 | 0.017929744894397471925663388566333318260
f(z) = 245/27*z^3 - 209/60*z + 1
*
[ -6/7 ] 
f(z) = 245/33*z^3 - 217/66*z + 1
*
[ 2/7 ] 
f(z) = 245/33*z^3 - 205/66*z + 1
*
[ 4/7 ] 
f(z) = 245/34*z^3 - 211/68*z + 1
*
3/7 | 0.15839799034803836048759834036289743220 | 0.022276017369967703033721627977482219035
f(z) = 245/36*z^3 - 203/60*z + 1
*
[ 4/7 ] 
f(z) = 245/38*z^3 - 217/76*z + 1
*
[ 1/3 ] 
f(z) = 246/23*z^3 - 220/69*z + 1
*
[ 6/13 ] 
f(z) = 247/36*z^3 - 205/78*z + 1
*
[ 1/3 ] 
f(z) = 249/20*z^3 - 203/60*z + 1
*
[ 1/3 ] 
f(z) = 249/22*z^3 - 215/66*z + 1
*
[ 21/50 ] 
f(z) = 250/27*z^3 - 211/70*z + 1
*
[ 1/2 ] 
f(z) = 250/39*z^3 - 203/78*z + 1
*
[ 1/2 ] 
f(z) = 254/37*z^3 - 201/74*z + 1
*
[ 1/2 ] 
f(z) = 254/39*z^3 - 205/78*z + 1
*
[ 1/3 ] 
f(z) = 255/22*z^3 - 217/66*z + 1
*
[ 2/5 ] 
f(z) = 255/28*z^3 - 207/70*z + 1
*
[ 15/32 ] 
f(z) = 256/25*z^3 - 203/60*z + 1
*
[ 1/2 ] 
f(z) = 258/37*z^3 - 203/74*z + 1
*
10/9 | 0.14855170965203067877994848661639057527 | 0.021649367378025431924269639628155013437
f(z) = 243/25*z^3 - 191/15*z + 1
*
[ -6/5 ] 
f(z) = 245/24*z^3 - 193/15*z + 1
*
[ -1 ] 
f(z) = 240/23*z^3 - 194/23*z + 1
*
[ -1 ] 
f(z) = 240/29*z^3 - 182/29*z + 1
*
[ -1 ] 
f(z) = 241/21*z^3 - 199/21*z + 1
*
[ -1 ] 
f(z) = 241/22*z^3 - 197/22*z + 1
*
[ -1 ] 
f(z) = 241/23*z^3 - 195/23*z + 1
*
[ -1 ] 
f(z) = 241/24*z^3 - 193/24*z + 1
*
[ -1 ] 
f(z) = 241/25*z^3 - 191/25*z + 1
*
[ -1 ] 
f(z) = 241/26*z^3 - 189/26*z + 1
*
[ -1 ] 
f(z) = 241/27*z^3 - 187/27*z + 1
*
[ -1 ] 
f(z) = 241/28*z^3 - 185/28*z + 1
*
[ -1 ] 
f(z) = 241/29*z^3 - 183/29*z + 1
*
[ -1 ] 
f(z) = 241/30*z^3 - 181/30*z + 1
*
[ -1 ] 
f(z) = 242/21*z^3 - 200/21*z + 1
*
[ -1 ] 
f(z) = 242/23*z^3 - 196/23*z + 1
*
[ -1 ] 
f(z) = 242/25*z^3 - 192/25*z + 1
*
[ -1 ] 
f(z) = 242/27*z^3 - 188/27*z + 1
*
[ -1 ] 
f(z) = 242/29*z^3 - 184/29*z + 1
*
10/27 | 0.16666540663133787992054569788248249387 | 0.025284231806259394710300632213571877115
f(z) = 243/20*z^3 - 197/30*z + 1
*
-8/9 | 0.10798193895903533523024625265483899140 | 0.019657879321547737284224713643850751642
f(z) = 243/20*z^3 - 187/20*z + 1
*
1/9 | 0.11265222776258510941506606561360755225 | 0.020508095335281162117726328856157414569
f(z) = 243/20*z^3 - 183/20*z + 1
*
[ -1 ] 
f(z) = 243/22*z^3 - 199/22*z + 1
*
[ -1 ] 
f(z) = 243/23*z^3 - 197/23*z + 1
*
[ 1/9 ] 
f(z) = 243/23*z^3 - 187/23*z + 1
*
[ -1 ] 
f(z) = 243/25*z^3 - 193/25*z + 1
*
[ -1 ] 
f(z) = 243/26*z^3 - 191/26*z + 1
*
[ -1 ] 
f(z) = 243/28*z^3 - 187/28*z + 1
*
[ -1 ] 
f(z) = 243/29*z^3 - 185/29*z + 1
*
[ -1 ] 
f(z) = 243/31*z^3 - 181/31*z + 1
*
26/27 | 0.16744633880403084000101903024690886523 | 0.025402704322412737344803849639991338115
f(z) = 243/32*z^3 - 181/24*z + 1
*
[ -1 ] 
f(z) = 244/23*z^3 - 198/23*z + 1
*
[ -1 ] 
f(z) = 244/25*z^3 - 194/25*z + 1
*
[ -1 ] 
f(z) = 244/27*z^3 - 190/27*z + 1
*
[ -1 ] 
f(z) = 244/29*z^3 - 186/29*z + 1
*
[ -1 ] 
f(z) = 244/31*z^3 - 182/31*z + 1
*
[ -1 ] 
f(z) = 245/23*z^3 - 199/23*z + 1
*
[ -1 ] 
f(z) = 245/24*z^3 - 197/24*z + 1
*
[ -1 ] 
f(z) = 245/26*z^3 - 193/26*z + 1
*
[ -1 ] 
f(z) = 245/27*z^3 - 191/27*z + 1
*
[ -1 ] 
f(z) = 245/29*z^3 - 187/29*z + 1
*
[ 1/7 ] 
f(z) = 245/31*z^3 - 191/31*z + 1
*
[ -1 ] 
f(z) = 245/31*z^3 - 183/31*z + 1
*
[ 1/7 ] 
f(z) = 245/32*z^3 - 197/32*z + 1
*
[ -1 ] 
f(z) = 245/32*z^3 - 181/32*z + 1
*
[ -1 ] 
f(z) = 246/23*z^3 - 200/23*z + 1
*
[ -1 ] 
f(z) = 246/25*z^3 - 196/25*z + 1
*
[ -1 ] 
f(z) = 246/29*z^3 - 188/29*z + 1
*
[ -1 ] 
f(z) = 246/31*z^3 - 184/31*z + 1
*
[ -1 ] 
f(z) = 247/24*z^3 - 199/24*z + 1
*
[ -1 ] 
f(z) = 247/25*z^3 - 197/25*z + 1
*
[ -1 ] 
f(z) = 247/27*z^3 - 193/27*z + 1
*
[ -1 ] 
f(z) = 247/28*z^3 - 191/28*z + 1
*
[ -1 ] 
f(z) = 247/29*z^3 - 189/29*z + 1
*
[ -1 ] 
f(z) = 247/30*z^3 - 187/30*z + 1
*
[ -1 ] 
f(z) = 247/31*z^3 - 185/31*z + 1
*
[ -1 ] 
f(z) = 247/32*z^3 - 183/32*z + 1
*
[ -1 ] 
f(z) = 247/33*z^3 - 181/33*z + 1
*
[ -1 ] 
f(z) = 248/25*z^3 - 198/25*z + 1
*
[ -1 ] 
f(z) = 248/27*z^3 - 194/27*z + 1
*
[ -1 ] 
f(z) = 248/29*z^3 - 190/29*z + 1
*
[ -1 ] 
f(z) = 248/33*z^3 - 182/33*z + 1
*
[ 2/3 ] 
f(z) = 249/20*z^3 - 181/30*z + 1
*
[ -1 ] 
f(z) = 249/25*z^3 - 199/25*z + 1
*
[ -1 ] 
f(z) = 249/26*z^3 - 197/26*z + 1
*
[ -1 ] 
f(z) = 249/28*z^3 - 193/28*z + 1
*
[ -1 ] 
f(z) = 249/29*z^3 - 191/29*z + 1
*
[ -1 ] 
f(z) = 249/31*z^3 - 187/31*z + 1
*
[ -1 ] 
f(z) = 249/32*z^3 - 185/32*z + 1
*
[ -1 ] 
f(z) = 249/34*z^3 - 181/34*z + 1
*
[ -1 ] 
f(z) = 250/27*z^3 - 196/27*z + 1
*
[ -1 ] 
f(z) = 250/29*z^3 - 192/29*z + 1
*
[ -1 ] 
f(z) = 250/31*z^3 - 188/31*z + 1
*
[ -1 ] 
f(z) = 250/33*z^3 - 184/33*z + 1
*
[ -1 ] 
f(z) = 251/26*z^3 - 199/26*z + 1
*
[ -1 ] 
f(z) = 251/27*z^3 - 197/27*z + 1
*
[ -1 ] 
f(z) = 251/28*z^3 - 195/28*z + 1
*
[ -1 ] 
f(z) = 251/29*z^3 - 193/29*z + 1
*
[ -1 ] 
f(z) = 251/30*z^3 - 191/30*z + 1
*
[ -1 ] 
f(z) = 251/31*z^3 - 189/31*z + 1
*
[ -1 ] 
f(z) = 251/32*z^3 - 187/32*z + 1
*
[ -1 ] 
f(z) = 251/33*z^3 - 185/33*z + 1
*
[ -1 ] 
f(z) = 251/34*z^3 - 183/34*z + 1
*
[ -1 ] 
f(z) = 251/35*z^3 - 181/35*z + 1
*
[ 5/7 ] 
f(z) = 252/25*z^3 - 194/35*z + 1
*
[ -1 ] 
f(z) = 252/29*z^3 - 194/29*z + 1
*
[ -1 ] 
f(z) = 252/31*z^3 - 190/31*z + 1
*
[ 1/6 ] 
f(z) = 252/37*z^3 - 192/37*z + 1
*
[ -1 ] 
f(z) = 253/27*z^3 - 199/27*z + 1
*
[ -1 ] 
f(z) = 253/28*z^3 - 197/28*z + 1
*
[ -1 ] 
f(z) = 253/29*z^3 - 195/29*z + 1
*
[ -1 ] 
f(z) = 253/30*z^3 - 193/30*z + 1
*
[ -1 ] 
f(z) = 253/31*z^3 - 191/31*z + 1
*
[ -1 ] 
f(z) = 253/32*z^3 - 189/32*z + 1
*
[ -1 ] 
f(z) = 253/34*z^3 - 185/34*z + 1
*
[ -1 ] 
f(z) = 253/35*z^3 - 183/35*z + 1
*
[ -1 ] 
f(z) = 253/36*z^3 - 181/36*z + 1
*
[ -1 ] 
f(z) = 254/27*z^3 - 200/27*z + 1
*
[ -1 ] 
f(z) = 254/29*z^3 - 196/29*z + 1
*
[ -1 ] 
f(z) = 254/31*z^3 - 192/31*z + 1
*
[ -1 ] 
f(z) = 254/33*z^3 - 188/33*z + 1
*
[ -1 ] 
f(z) = 254/35*z^3 - 184/35*z + 1
*
[ -1 ] 
f(z) = 255/28*z^3 - 199/28*z + 1
*
[ -1 ] 
f(z) = 255/29*z^3 - 197/29*z + 1
*
[ -1 ] 
f(z) = 255/31*z^3 - 193/31*z + 1
*
[ -1 ] 
f(z) = 255/32*z^3 - 191/32*z + 1
*
[ -1 ] 
f(z) = 255/37*z^3 - 181/37*z + 1
*
[ 7/8 ] 
f(z) = 256/21*z^3 - 199/21*z + 1
*
[ 1/8 ] 
f(z) = 256/27*z^3 - 193/27*z + 1
*
[ -1 ] 
f(z) = 256/29*z^3 - 198/29*z + 1
*
[ -1 ] 
f(z) = 256/31*z^3 - 194/31*z + 1
*
1/16 | 0.16355290320492078076275797373392696261 | 0.029494620297091482514501583546414068742
f(z) = 256/33*z^3 - 199/33*z + 1
*
[ -1 ] 
f(z) = 256/33*z^3 - 190/33*z + 1
*
[ -1 ] 
f(z) = 256/35*z^3 - 186/35*z + 1
*
[ -1 ] 
f(z) = 256/37*z^3 - 182/37*z + 1
*
[ -1 ] 
f(z) = 257/29*z^3 - 199/29*z + 1
*
[ -1 ] 
f(z) = 257/30*z^3 - 197/30*z + 1
*
[ -1 ] 
f(z) = 257/31*z^3 - 195/31*z + 1
*
[ -1 ] 
f(z) = 257/32*z^3 - 193/32*z + 1
*
[ -1 ] 
f(z) = 257/33*z^3 - 191/33*z + 1
*
[ -1 ] 
f(z) = 257/34*z^3 - 189/34*z + 1
*
[ -1 ] 
f(z) = 257/35*z^3 - 187/35*z + 1
*
[ -1 ] 
f(z) = 257/36*z^3 - 185/36*z + 1
*
[ -1 ] 
f(z) = 257/37*z^3 - 183/37*z + 1
*
[ -1 ] 
f(z) = 257/38*z^3 - 181/38*z + 1
*
[ -1 ] 
f(z) = 258/29*z^3 - 200/29*z + 1
*
[ -1 ] 
f(z) = 258/31*z^3 - 196/31*z + 1
*
[ -1 ] 
f(z) = 258/35*z^3 - 188/35*z + 1
*
[ -1 ] 
f(z) = 258/37*z^3 - 184/37*z + 1
*
[ 5/7 ] 
f(z) = 259/25*z^3 - 199/35*z + 1
*
[ -1 ] 
f(z) = 259/30*z^3 - 199/30*z + 1
*
[ -1 ] 
f(z) = 259/31*z^3 - 197/31*z + 1
*
[ -1 ] 
f(z) = 259/32*z^3 - 195/32*z + 1
*
[ -1 ] 
f(z) = 259/33*z^3 - 193/33*z + 1
*
[ -1 ] 
f(z) = 259/34*z^3 - 191/34*z + 1
*
[ -1 ] 
f(z) = 259/36*z^3 - 187/36*z + 1
*
[ -1 ] 
f(z) = 259/38*z^3 - 183/38*z + 1
*
[ -1 ] 
f(z) = 259/39*z^3 - 181/39*z + 1
*
5/22 | 0.12558536314000136185280823244399546867 | 0.020314402832539067795696527045825471825
f(z) = 242/21*z^3 - 193/42*z + 1
*
[ 2/9 ] 
f(z) = 243/23*z^3 - 185/46*z + 1
*
[ 2/9 ] 
f(z) = 243/25*z^3 - 199/50*z + 1
*
[ 3/14 ] 
f(z) = 244/27*z^3 - 200/49*z + 1
*
[ 4/7 ] 
f(z) = 245/22*z^3 - 193/44*z + 1
*
[ 4/7 ] 
f(z) = 245/26*z^3 - 199/52*z + 1
*
[ 24/35 ] 
f(z) = 245/27*z^3 - 189/40*z + 1
*
[ 2/7 ] 
f(z) = 245/29*z^3 - 185/58*z + 1
*
[ 3/14 ] 
f(z) = 245/36*z^3 - 191/48*z + 1
*
[ 1/2 ] 
f(z) = 246/29*z^3 - 181/58*z + 1
*
[ 6/19 ] 
f(z) = 247/24*z^3 - 182/57*z + 1
*
[ -3/4 ] 
f(z) = 248/21*z^3 - 181/42*z + 1
*
[ 1/4 ] 
f(z) = 248/25*z^3 - 181/50*z + 1
*
[ 1/4 ] 
f(z) = 248/27*z^3 - 193/54*z + 1
*
[ 2/3 ] 
f(z) = 249/28*z^3 - 187/42*z + 1
*
[ 1/2 ] 
f(z) = 250/29*z^3 - 183/58*z + 1
*
[ 5/11 ] 
f(z) = 253/25*z^3 - 181/55*z + 1
*
[ 1/2 ] 
f(z) = 254/27*z^3 - 181/54*z + 1
*
[ 1/2 ] 
f(z) = 254/29*z^3 - 185/58*z + 1
*
[ 2/3 ] 
f(z) = 255/28*z^3 - 191/42*z + 1
*
[ 5/24 ] 
f(z) = 256/25*z^3 - 191/45*z + 1
*
[ 1/2 ] 
f(z) = 258/29*z^3 - 187/58*z + 1
*
[ 3/8 ] 
f(z) = 241/27*z^3 - 187/64*z + 1
*
[ 1/2 ] 
f(z) = 242/31*z^3 - 183/62*z + 1
*
[ 7/22 ] 
f(z) = 242/35*z^3 - 199/70*z + 1
*
[ 1/2 ] 
f(z) = 242/35*z^3 - 191/70*z + 1
*
[ 1/2 ] 
f(z) = 242/37*z^3 - 195/74*z + 1
*
[ 1/2 ] 
f(z) = 242/39*z^3 - 199/78*z + 1
*
10/27 | 0.19594221353033192663874043475769804760 | 0.024560415790468957377768050493254196736
f(z) = 243/25*z^3 - 197/60*z + 1
*
[ 4/9 ] 
f(z) = 243/34*z^3 - 181/68*z + 1
*
[ 4/9 ] 
f(z) = 243/38*z^3 - 191/76*z + 1
*
[ 12/35 ] 
f(z) = 245/24*z^3 - 187/60*z + 1
*
[ 2/7 ] 
f(z) = 245/31*z^3 - 195/62*z + 1
*
[ 8/21 ] 
f(z) = 245/32*z^3 - 197/72*z + 1
*
[ 3/5 ] 
f(z) = 245/36*z^3 - 187/60*z + 1
*
[ 1/2 ] 
f(z) = 246/31*z^3 - 185/62*z + 1
*
[ 1/2 ] 
f(z) = 246/35*z^3 - 193/70*z + 1
*
[ 1/2 ] 
f(z) = 246/37*z^3 - 197/74*z + 1
*
[ 5/13 ] 
f(z) = 247/25*z^3 - 199/65*z + 1
*
[ 3/8 ] 
f(z) = 247/27*z^3 - 189/64*z + 1
*
[ 12/25 ] 
f(z) = 250/27*z^3 - 193/60*z + 1
*
[ 1/2 ] 
f(z) = 250/31*z^3 - 187/62*z + 1
*
[ 3/10 ] 
f(z) = 250/33*z^3 - 199/66*z + 1
*
[ 1/2 ] 
f(z) = 250/33*z^3 - 191/66*z + 1
*
[ 1/2 ] 
f(z) = 250/37*z^3 - 199/74*z + 1
*
[ 2/5 ] 
f(z) = 250/37*z^3 - 191/74*z + 1
*
[ 2/5 ] 
f(z) = 250/39*z^3 - 197/78*z + 1
*
[ 3/8 ] 
f(z) = 253/27*z^3 - 191/64*z + 1
*
[ 6/11 ] 
f(z) = 253/36*z^3 - 193/66*z + 1
*
[ 1/2 ] 
f(z) = 254/31*z^3 - 189/62*z + 1
*
[ 1/2 ] 
f(z) = 254/33*z^3 - 193/66*z + 1
*
[ 1/2 ] 
f(z) = 254/35*z^3 - 197/70*z + 1
*
[ 4/15 ] 
f(z) = 255/32*z^3 - 199/60*z + 1
*
[ 15/32 ] 
f(z) = 256/27*z^3 - 193/60*z + 1
*
[ 1/2 ] 
f(z) = 258/31*z^3 - 191/62*z + 1
*
[ 1/2 ] 
f(z) = 258/35*z^3 - 199/70*z + 1
*
[ 3/8 ] 
f(z) = 259/27*z^3 - 193/64*z + 1
*
[ 3/35 ] 
f(z) = 245/27*z^3 - 161/15*z + 1
*
[ 4/3 ] 
f(z) = 249/32*z^3 - 163/12*z + 1
*
[ 4/3 ] 
f(z) = 255/32*z^3 - 167/12*z + 1
*
[ -1 ] 
f(z) = 240/31*z^3 - 178/31*z + 1
*
[ -1 ] 
f(z) = 240/37*z^3 - 166/37*z + 1
*
[ -1 ] 
f(z) = 241/31*z^3 - 179/31*z + 1
*
[ -1 ] 
f(z) = 241/32*z^3 - 177/32*z + 1
*
[ -1 ] 
f(z) = 241/33*z^3 - 175/33*z + 1
*
[ -1 ] 
f(z) = 241/34*z^3 - 173/34*z + 1
*
[ -1 ] 
f(z) = 241/35*z^3 - 171/35*z + 1
*
[ -1 ] 
f(z) = 241/36*z^3 - 169/36*z + 1
*
[ -1 ] 
f(z) = 241/37*z^3 - 167/37*z + 1
*
[ -1 ] 
f(z) = 241/38*z^3 - 165/38*z + 1
*
[ -1 ] 
f(z) = 241/39*z^3 - 163/39*z + 1
*
[ -1 ] 
f(z) = 242/31*z^3 - 180/31*z + 1
*
[ -1 ] 
f(z) = 242/35*z^3 - 172/35*z + 1
*
[ -1 ] 
f(z) = 242/37*z^3 - 168/37*z + 1
*
[ -1 ] 
f(z) = 242/39*z^3 - 164/39*z + 1
*
[ 1/9 ] 
f(z) = 243/20*z^3 - 163/20*z + 1
*
[ 1/9 ] 
f(z) = 243/22*z^3 - 179/22*z + 1
*
7/9 | 0.12061068521108476195498518838452055183 | 0.021956915365894145580408783775216162013
f(z) = 243/28*z^3 - 167/28*z + 1
*
[ -1 ] 
f(z) = 243/32*z^3 - 179/32*z + 1
*
8/9 | 0.15831726742799389083207018509829258344 | 0.024017764510888558867067398599084432115
f(z) = 243/32*z^3 - 163/24*z + 1
*
[ -1 ] 
f(z) = 243/34*z^3 - 175/34*z + 1
*
[ -1 ] 
f(z) = 243/35*z^3 - 173/35*z + 1
*
[ -1 ] 
f(z) = 243/37*z^3 - 169/37*z + 1
*
[ -1 ] 
f(z) = 243/38*z^3 - 167/38*z + 1
*
[ -1 ] 
f(z) = 244/33*z^3 - 178/33*z + 1
*
[ -1 ] 
f(z) = 244/35*z^3 - 174/35*z + 1
*
[ -1 ] 
f(z) = 244/37*z^3 - 170/37*z + 1
*
[ -1 ] 
f(z) = 244/39*z^3 - 166/39*z + 1
*
1/7 | 0.11522247987584218914515511215890616491 | 0.020944750358197242015096302988691734560
f(z) = 245/24*z^3 - 173/24*z + 1
*
[ 1/7 ] 
f(z) = 245/26*z^3 - 161/26*z + 1
*
[ 1/7 ] 
f(z) = 245/27*z^3 - 167/27*z + 1
*
[ 1/7 ] 
f(z) = 245/29*z^3 - 179/29*z + 1
*
[ 4/21 ] 
f(z) = 245/32*z^3 - 163/36*z + 1
*
[ -1 ] 
f(z) = 245/33*z^3 - 179/33*z + 1
*
[ -1 ] 
f(z) = 245/34*z^3 - 177/34*z + 1
*
[ -1 ] 
f(z) = 245/36*z^3 - 173/36*z + 1
*
[ -1 ] 
f(z) = 245/37*z^3 - 171/37*z + 1
*
[ -1 ] 
f(z) = 245/38*z^3 - 169/38*z + 1
*
[ -1 ] 
f(z) = 245/39*z^3 - 167/39*z + 1
*
[ -1 ] 
f(z) = 246/35*z^3 - 176/35*z + 1
*
[ -1 ] 
f(z) = 246/37*z^3 - 172/37*z + 1
*
[ -1 ] 
f(z) = 247/34*z^3 - 179/34*z + 1
*
[ -1 ] 
f(z) = 247/35*z^3 - 177/35*z + 1
*
[ -1 ] 
f(z) = 247/36*z^3 - 175/36*z + 1
*
[ -1 ] 
f(z) = 247/37*z^3 - 173/37*z + 1
*
[ -1 ] 
f(z) = 248/35*z^3 - 178/35*z + 1
*
[ -1 ] 
f(z) = 248/37*z^3 - 174/37*z + 1
*
[ -1 ] 
f(z) = 248/39*z^3 - 170/39*z + 1
*
[ -1 ] 
f(z) = 249/35*z^3 - 179/35*z + 1
*
[ -1 ] 
f(z) = 249/37*z^3 - 175/37*z + 1
*
[ -1 ] 
f(z) = 249/38*z^3 - 173/38*z + 1
*
3/25 | 0.22829870613837863132832364682836082284 | 0.029179110887333954812402824987894662497
f(z) = 250/27*z^3 - 179/30*z + 1
*
[ -1 ] 
f(z) = 250/37*z^3 - 176/37*z + 1
*
[ -1 ] 
f(z) = 250/39*z^3 - 172/39*z + 1
*
[ 1/5 ] 
f(z) = 250/39*z^3 - 166/39*z + 1
*
[ -1 ] 
f(z) = 251/36*z^3 - 179/36*z + 1
*
[ -1 ] 
f(z) = 251/37*z^3 - 177/37*z + 1
*
[ -1 ] 
f(z) = 251/38*z^3 - 175/38*z + 1
*
[ -1 ] 
f(z) = 251/39*z^3 - 173/39*z + 1
*
[ 1/6 ] 
f(z) = 252/31*z^3 - 162/31*z + 1
*
[ -1 ] 
f(z) = 252/37*z^3 - 178/37*z + 1
*
[ -1 ] 
f(z) = 253/37*z^3 - 179/37*z + 1
*
[ -1 ] 
f(z) = 253/38*z^3 - 177/38*z + 1
*
[ -1 ] 
f(z) = 253/39*z^3 - 175/39*z + 1
*
[ -1 ] 
f(z) = 254/37*z^3 - 180/37*z + 1
*
[ -1 ] 
f(z) = 254/39*z^3 - 176/39*z + 1
*
[ -1 ] 
f(z) = 255/38*z^3 - 179/38*z + 1
*
[ 1/8 ] 
f(z) = 256/23*z^3 - 165/23*z + 1
*
[ 1/8 ] 
f(z) = 256/25*z^3 - 179/25*z + 1
*
[ -1 ] 
f(z) = 257/39*z^3 - 179/39*z + 1
*
[ 6/7 ] 
f(z) = 259/24*z^3 - 170/21*z + 1
*
[ 6/11 ] 
f(z) = 242/21*z^3 - 179/42*z + 1
*
-7/11 | 0.16050597597752600041475571422564332760 | 0.025963081775719634997184311897540920733
f(z) = 242/21*z^3 - 169/42*z + 1
*
[ 1/2 ] 
f(z) = 242/23*z^3 - 167/46*z + 1
*
[ 1/2 ] 
f(z) = 242/25*z^3 - 171/50*z + 1
*
[ 1/2 ] 
f(z) = 242/27*z^3 - 175/54*z + 1
*
[ 1/2 ] 
f(z) = 242/29*z^3 - 179/58*z + 1
*
[ 4/9 ] 
f(z) = 243/26*z^3 - 161/52*z + 1
*
[ 16/27 ] 
f(z) = 243/32*z^3 - 161/48*z + 1
*
4/27 | 0.17005221147208659795855372544368720912 | 0.025798032242755918424711246170043879880
f(z) = 243/38*z^3 - 179/57*z + 1
*
4/9 | 0.17005221147208659795855372544368720912 | 0.025798032242755918424711246170043879880
f(z) = 243/38*z^3 - 167/57*z + 1
*
[ 18/35 ] 
f(z) = 245/24*z^3 - 164/45*z + 1
*
[ 2/7 ] 
f(z) = 245/27*z^3 - 175/54*z + 1
*
[ 1/2 ] 
f(z) = 246/23*z^3 - 169/46*z + 1
*
[ 1/2 ] 
f(z) = 246/25*z^3 - 173/50*z + 1
*
[ 1/4 ] 
f(z) = 248/23*z^3 - 169/46*z + 1
*
[ 5/8 ] 
f(z) = 248/25*z^3 - 179/40*z + 1
*
[ 1/2 ] 
f(z) = 250/21*z^3 - 167/42*z + 1
*
[ 1/2 ] 
f(z) = 250/23*z^3 - 171/46*z + 1
*
[ 1/2 ] 
f(z) = 250/27*z^3 - 179/54*z + 1
*
[ 2/5 ] 
f(z) = 250/27*z^3 - 161/54*z + 1
*
[ 2/5 ] 
f(z) = 250/29*z^3 - 167/58*z + 1
*
[ 5/9 ] 
f(z) = 252/25*z^3 - 176/45*z + 1
*
[ 1/2 ] 
f(z) = 254/21*z^3 - 169/42*z + 1
*
[ 1/2 ] 
f(z) = 254/23*z^3 - 173/46*z + 1
*
[ 1/2 ] 
f(z) = 254/25*z^3 - 177/50*z + 1
*
[ 1/2 ] 
f(z) = 258/23*z^3 - 175/46*z + 1
*
[ 1/2 ] 
f(z) = 258/25*z^3 - 179/50*z + 1
*
[ 2/7 ] 
f(z) = 259/32*z^3 - 177/56*z + 1
*
[ 12/35 ] 
f(z) = 245/27*z^3 - 179/60*z + 1
*
[ 12/35 ] 
f(z) = 245/32*z^3 - 169/60*z + 1
*
[ 12/35 ] 
f(z) = 245/36*z^3 - 163/60*z + 1
*
[ 2/5 ] 
f(z) = 250/31*z^3 - 173/62*z + 1
*
[ 2/5 ] 
f(z) = 250/33*z^3 - 179/66*z + 1
*
10/9 | 0.16825962412348626537434582335552872976 | 0.029201340450786014182223295129809559306
f(z) = 243/20*z^3 - 159/10*z + 1
*
-10/9 | 0.12445392569855896423011115698137893380 | 0.021794153978308168545339128769188188270
f(z) = 243/20*z^3 - 151/10*z + 1
*
[ 10/9 ] 
f(z) = 243/20*z^3 - 149/10*z + 1
*
[ 5/4 ] 
f(z) = 248/25*z^3 - 153/10*z + 1
*
[ -4/3 ] 
f(z) = 249/32*z^3 - 145/12*z + 1
*
[ 3/50 ] 
f(z) = 250/27*z^3 - 157/10*z + 1
*
[ -4/3 ] 
f(z) = 255/32*z^3 - 149/12*z + 1
*
[ -15/8 ] 
f(z) = 256/27*z^3 - 159/5*z + 1
*
[ 15/22 ] 
f(z) = 242/25*z^3 - 149/30*z + 1
*
14/27 | 0.11526875635926326474452858050781540935 | 0.017487023940448856472114706523291749516
f(z) = 243/20*z^3 - 143/30*z + 1
*
[ 7/9 ] 
f(z) = 243/28*z^3 - 155/28*z + 1
*
2/3 | 0.18958458736052504949892460535211736344 | 0.028761221363235402103335927018084830857
f(z) = 243/32*z^3 - 157/24*z + 1
*
[ 7/9 ] 
f(z) = 243/35*z^3 - 157/35*z + 1
*
[ 2/9 ] 
f(z) = 243/38*z^3 - 145/38*z + 1
*
[ 1/7 ] 
f(z) = 245/23*z^3 - 143/23*z + 1
*
[ 1/7 ] 
f(z) = 245/24*z^3 - 149/24*z + 1
*
[ 9/14 ] 
f(z) = 245/27*z^3 - 155/36*z + 1
*
3/70 | 0.13947661854277311874032424476637935134 | 0.016414825790824397529710410140555009660
f(z) = 245/27*z^3 - 147/20*z + 1
*
[ 4/35 ] 
f(z) = 245/32*z^3 - 157/20*z + 1
*
[ 6/35 ] 
f(z) = 245/36*z^3 - 151/30*z + 1
*
[ 3/13 ] 
f(z) = 247/27*z^3 - 149/39*z + 1
*
[ 3/16 ] 
f(z) = 248/27*z^3 - 149/32*z + 1
*
[ -21/25 ] 
f(z) = 250/27*z^3 - 152/35*z + 1
*
-39/50 | 0.22226008358782258824290804747391181474 | 0.028407307840396714955825939209630573982
f(z) = 250/27*z^3 - 149/30*z + 1
*
[ 1/5 ] 
f(z) = 250/33*z^3 - 142/33*z + 1
*
[ 1/5 ] 
f(z) = 250/37*z^3 - 158/37*z + 1
*
[ 1/6 ] 
f(z) = 252/29*z^3 - 152/29*z + 1
*
[ 2/11 ] 
f(z) = 253/24*z^3 - 160/33*z + 1
*
[ 3/23 ] 
f(z) = 253/27*z^3 - 157/23*z + 1
*
21/32 | 0.24059027269731087493448691084994841932 | 0.027101489372230939419503669384134115779
f(z) = 256/27*z^3 - 153/28*z + 1
*
[ 3/20 ] 
f(z) = 256/27*z^3 - 147/25*z + 1
*
[ 3/4 ] 
f(z) = 256/33*z^3 - 155/33*z + 1
*
[ 3/16 ] 
f(z) = 256/33*z^3 - 152/33*z + 1
*
[ 2/3 ] 
f(z) = 257/24*z^3 - 142/27*z + 1
*
[ -5/6 ] 
f(z) = 258/25*z^3 - 149/30*z + 1
*
[ 2/3 ] 
f(z) = 259/24*z^3 - 143/27*z + 1
*
5/44 | 0.19075730005992454487513819800487815300 | 0.025204511205006503612559388302713609776
f(z) = 242/25*z^3 - 157/40*z + 1
*
[ 3/7 ] 
f(z) = 242/27*z^3 - 146/49*z + 1
*
[ 4/9 ] 
f(z) = 243/22*z^3 - 151/44*z + 1
*
[ 2/7 ] 
f(z) = 245/23*z^3 - 155/46*z + 1
*
[ 9/35 ] 
f(z) = 245/27*z^3 - 157/45*z + 1
*
[ 8/35 ] 
f(z) = 245/32*z^3 - 151/40*z + 1
*
6/35 | 0.097469186464591780717654620587399358568 | 0.013707404279253574659029286878180749502
f(z) = 245/32*z^3 - 149/40*z + 1
*
[ 4/13 ] 
f(z) = 247/32*z^3 - 155/52*z + 1
*
[ 1/4 ] 
f(z) = 248/21*z^3 - 157/42*z + 1
*
[ 3/7 ] 
f(z) = 248/27*z^3 - 148/49*z + 1
*
[ 2/5 ] 
f(z) = 250/23*z^3 - 149/46*z + 1
*
[ 3/7 ] 
f(z) = 251/27*z^3 - 149/49*z + 1
*
[ 5/18 ] 
f(z) = 252/25*z^3 - 152/45*z + 1
*
[ 3/10 ] 
f(z) = 254/27*z^3 - 159/50*z + 1
*
[ 3/7 ] 
f(z) = 254/27*z^3 - 150/49*z + 1
*
[ 5/12 ] 
f(z) = 256/25*z^3 - 143/45*z + 1
*
[ 3/7 ] 
f(z) = 257/27*z^3 - 151/49*z + 1
*
[ -3/4 ] 
f(z) = 257/27*z^3 - 145/48*z + 1
*
[ -29/48 ]
f(z) = 256/29*z^3 - 148/261*z + 1
*
-2 | 0.094564113677049021851589190175978176938 | 0.013737869929547403950148170363431318566
f(z) = 241/24*z^3 - 122/3*z + 1
*
[ 12/11 ] 
f(z) = 242/27*z^3 - 127/12*z + 1
*
[ -10/9 ] 
f(z) = 243/20*z^3 - 131/10*z + 1
*
[ 5/3 ] 
f(z) = 243/25*z^3 - 133/5*z + 1
*
[ -5/3 ] 
f(z) = 243/25*z^3 - 127/5*z + 1
*
6/7 | 0.16826018349653284172152335425528729830 | 0.023662969220803228700155075280478334081
f(z) = 245/24*z^3 - 127/15*z + 1
*
-2 | 0.094872986261281008649489416367113242523 | 0.013750259943201505302781255565736826792
f(z) = 245/24*z^3 - 124/3*z + 1
*
26/35 | 0.20623696638842400464546288656816760062 | 0.029003765991623727689775654315651747701
f(z) = 245/24*z^3 - 122/15*z + 1
*
[ 2 ] 
f(z) = 245/24*z^3 - 121/3*z + 1
*
[ 3/28 ] 
f(z) = 245/27*z^3 - 135/16*z + 1
*
[ 9/7 ] 
f(z) = 245/27*z^3 - 133/9*z + 1
*
[ 6/5 ] 
f(z) = 245/27*z^3 - 129/10*z + 1
*
3/14 | 0.14183660199521281450615662814933376548 | 0.020282610505170010221219183095607090455
f(z) = 245/27*z^3 - 121/12*z + 1
*
-2 | 0.095025507793045466193522205015440087664 | 0.013756351224858033245821227660436314274
f(z) = 247/24*z^3 - 125/3*z + 1
*
[ 2 ] 
f(z) = 247/24*z^3 - 122/3*z + 1
*
[ -5/4 ] 
f(z) = 248/25*z^3 - 137/10*z + 1
*
[ 9/10 ] 
f(z) = 250/27*z^3 - 137/18*z + 1
*
-2 | 0.095325791881400630240620316883971458892 | 0.013768183852898405209334347233694079907
f(z) = 251/24*z^3 - 127/3*z + 1
*
[ 2 ] 
f(z) = 251/24*z^3 - 124/3*z + 1
*
[ -2 ] 
f(z) = 251/24*z^3 - 121/3*z + 1
*
[ 5/3 ] 
f(z) = 252/25*z^3 - 138/5*z + 1
*
[ -5/3 ] 
f(z) = 252/25*z^3 - 132/5*z + 1
*
-2 | 0.095475661816386312144486452559107928833 | 0.013774226382809229290298100004905584593
f(z) = 253/24*z^3 - 128/3*z + 1
*
[ 2 ] 
f(z) = 253/24*z^3 - 125/3*z + 1
*
[ -2 ] 
f(z) = 253/24*z^3 - 122/3*z + 1
*
[ 3/2 ] 
f(z) = 254/27*z^3 - 125/6*z + 1
*
[ 15/16 ] 
f(z) = 256/25*z^3 - 136/15*z + 1
*
-2 | 0.095768752529667846519441365701038737806 | 0.013785674894815587725247629727179851014
f(z) = 257/24*z^3 - 130/3*z + 1
*
[ 2 ] 
f(z) = 257/24*z^3 - 127/3*z + 1
*
[ -2 ] 
f(z) = 257/24*z^3 - 124/3*z + 1
*
-2 | 0.095915111483834753686484122832057503804 | 0.013791530135113078736018602477235948378
f(z) = 259/24*z^3 - 131/3*z + 1
*
[ 2 ] 
f(z) = 259/24*z^3 - 128/3*z + 1
*
[ -2 ] 
f(z) = 259/24*z^3 - 125/3*z + 1
*
[ 1/4 ] 
f(z) = 240/37*z^3 - 126/37*z + 1
*
[ 2/3 ] 
f(z) = 241/24*z^3 - 134/27*z + 1
*
7/11 | 0.12661582904399805970147995715704917469 | 0.023067455919681844671193568292772863537
f(z) = 242/21*z^3 - 128/21*z + 1
*
[ 15/22 ] 
f(z) = 242/27*z^3 - 139/30*z + 1
*
[ 3/11 ] 
f(z) = 242/39*z^3 - 122/39*z + 1
*
2/27 | 0.19531282284238074881533088786921102048 | 0.029630232135725525601487497246974022840
f(z) = 243/20*z^3 - 137/30*z + 1
*
[ 5/6 ] 
f(z) = 243/25*z^3 - 139/20*z + 1
*
-20/27 | 0.14652903051487111512151449783071813652 | 0.020114294129326162071697147295856455614
f(z) = 243/25*z^3 - 127/30*z + 1
*
[ 2/3 ] 
f(z) = 243/26*z^3 - 121/26*z + 1
*
-7/9 | 0.16052341315788946181883506432205476300 | 0.029222941489667519487497247340297310897
f(z) = 243/28*z^3 - 131/28*z + 1
*
14/27 | 0.16616065784328217488712830102039104693 | 0.025207658115179284975427808860931923493
f(z) = 243/32*z^3 - 133/24*z + 1
*
[ 2/9 ] 
f(z) = 243/34*z^3 - 131/34*z + 1
*
[ 2/3 ] 
f(z) = 243/34*z^3 - 125/34*z + 1
*
5/9 | 0.12321374480233256869234709169655335576 | 0.022430796755734340594091625515135434586
f(z) = 243/35*z^3 - 138/35*z + 1
*
[ 2/3 ] 
f(z) = 243/38*z^3 - 127/38*z + 1
*
[ 1/7 ] 
f(z) = 245/22*z^3 - 137/22*z + 1
*
[ 2/3 ] 
f(z) = 245/24*z^3 - 136/27*z + 1
*
[ 6/7 ] 
f(z) = 245/32*z^3 - 139/24*z + 1
*
-6/7 | 0.15566185280499633497129879021100276493 | 0.023585591993594730072144480043551286428
f(z) = 245/32*z^3 - 131/24*z + 1
*
-6/7 | 0.17088949199789351043350004073486182119 | 0.024032737307624409495927323588555548480
f(z) = 245/36*z^3 - 121/30*z + 1
*
[ -5/6 ] 
f(z) = 246/25*z^3 - 139/30*z + 1
*
[ 2/3 ] 
f(z) = 247/24*z^3 - 137/27*z + 1
*
[ 6/13 ] 
f(z) = 247/24*z^3 - 131/39*z + 1
*
[ 3/4 ] 
f(z) = 250/27*z^3 - 133/24*z + 1
*
3/10 | 0.22982089940535846020257558649400196149 | 0.029373664097382528452386326845734795466
f(z) = 250/27*z^3 - 131/30*z + 1
*
[ 1/5 ] 
f(z) = 250/29*z^3 - 126/29*z + 1
*
[ 1/5 ] 
f(z) = 250/31*z^3 - 134/31*z + 1
*
[ 2/3 ] 
f(z) = 251/24*z^3 - 139/27*z + 1
*
[ 1/6 ] 
f(z) = 252/23*z^3 - 122/23*z + 1
*
[ 1/6 ] 
f(z) = 252/25*z^3 - 132/25*z + 1
*
[ 5/21 ] 
f(z) = 252/25*z^3 - 132/35*z + 1
*
[ 2/3 ] 
f(z) = 253/24*z^3 - 140/27*z + 1
*
[ 6/11 ] 
f(z) = 253/24*z^3 - 131/33*z + 1
*
[ 21/32 ] 
f(z) = 256/27*z^3 - 129/28*z + 1
*
[ 11/16 ] 
f(z) = 256/33*z^3 - 136/33*z + 1
*
3/8 | 0.14172507324677426421696061760294598580 | 0.025558257542843291375905740043456173195
f(z) = 256/33*z^3 - 124/33*z + 1
*
[ 1/4 ] 
f(z) = 256/37*z^3 - 127/37*z + 1
*
[ -6/7 ] 
f(z) = 259/24*z^3 - 121/21*z + 1
*
[ 7/22 ] 
f(z) = 242/21*z^3 - 139/42*z + 1
*
[ 14/27 ] 
f(z) = 243/28*z^3 - 137/42*z + 1
*
[ 9/25 ] 
f(z) = 250/27*z^3 - 134/45*z + 1
*
6/25 | 0.24285725799543753060120076695551847482 | 0.026367891759393226215772699022818033110
f(z) = 250/27*z^3 - 123/40*z + 1
*
[ 4/11 ] 
f(z) = 253/32*z^3 - 123/44*z + 1
*
[ -6/7 ] 
f(z) = 259/36*z^3 - 131/42*z + 1
*
[ 2 ] 
f(z) = 241/24*z^3 - 119/3*z + 1
*
[ -2 ] 
f(z) = 241/24*z^3 - 116/3*z + 1
*
[ 3/2 ] 
f(z) = 242/27*z^3 - 119/6*z + 1
*
[ 21/22 ] 
f(z) = 242/27*z^3 - 115/14*z + 1
*
9/22 | 0.18367135206950834802891427074427575664 | 0.029710260347598181861955482354843381411
f(z) = 242/27*z^3 - 107/18*z + 1
*
[ 10/9 ] 
f(z) = 243/25*z^3 - 119/10*z + 1
*
[ -10/9 ] 
f(z) = 243/25*z^3 - 101/10*z + 1
*
[ -2 ] 
f(z) = 245/24*z^3 - 118/3*z + 1
*
2/7 | 0.13046352825357596701357676091070928034 | 0.018347504378927378349659006205726971447
f(z) = 245/24*z^3 - 113/15*z + 1
*
[ -9/7 ] 
f(z) = 245/27*z^3 - 119/9*z + 1
*
-57/35 | 0.23561003609977517593782622017747089776 | 0.029239230614623006214667274217022097121
f(z) = 245/27*z^3 - 117/5*z + 1
*
6/7 | 0.16478274395761114274114663912589063861 | 0.023921174514002015488549758204447795736
f(z) = 245/27*z^3 - 109/12*z + 1
*
[ 12/7 ] 
f(z) = 245/27*z^3 - 105/4*z + 1
*
[ -2 ] 
f(z) = 247/24*z^3 - 119/3*z + 1
*
3/20 | 0.23285992608298762149053001382268172801 | 0.028837284113736982145323391699871228094
f(z) = 250/27*z^3 - 119/8*z + 1
*
[ -3/2 ] 
f(z) = 250/27*z^3 - 115/6*z + 1
*
[ 3/25 ] 
f(z) = 250/27*z^3 - 112/15*z + 1
*
[ -15/16 ] 
f(z) = 256/25*z^3 - 104/15*z + 1
*
[ 9/8 ] 
f(z) = 256/27*z^3 - 107/9*z + 1
*
[ -21/16 ] 
f(z) = 256/27*z^3 - 102/7*z + 1
*
[ 6/7 ] 
f(z) = 259/27*z^3 - 101/14*z + 1
*
[ 1/4 ] 
f(z) = 240/29*z^3 - 102/29*z + 1
*
[ 1/4 ] 
f(z) = 240/31*z^3 - 108/31*z + 1
*
[ 7/11 ] 
f(z) = 242/21*z^3 - 110/21*z + 1
*
[ 7/11 ] 
f(z) = 242/35*z^3 - 118/35*z + 1
*
10/27 | 0.11508566149862367787936017026310679399 | 0.017459247253057535452391682979708759738
f(z) = 243/20*z^3 - 113/30*z + 1
*
10/27 | 0.10682179279778704215003586501709099427 | 0.016205564343858324323007210504707962297
f(z) = 243/20*z^3 - 107/30*z + 1
*
[ 10/27 ] 
f(z) = 243/20*z^3 - 101/30*z + 1
*
[ 2/3 ] 
f(z) = 243/22*z^3 - 119/22*z + 1
*
2/9 | 0.16084635902421139784007737246228288356 | 0.029281733088788162098681418003644599220
f(z) = 243/22*z^3 - 111/22*z + 1
*
[ 2/9 ] 
f(z) = 243/26*z^3 - 103/26*z + 1
*
-7/9 | 0.10830010716959740241484635419640947758 | 0.019715801158731589442406719343809493301
f(z) = 243/28*z^3 - 115/28*z + 1
*
[ 5/9 ] 
f(z) = 243/35*z^3 - 103/35*z + 1
*
[ 1/3 ] 
f(z) = 243/37*z^3 - 101/37*z + 1
*
[ 1/3 ] 
f(z) = 243/38*z^3 - 103/38*z + 1
*
6/35 | 0.18743537792364179758911342010232829193 | 0.022059031168083414159337257920764131669
f(z) = 245/27*z^3 - 117/20*z + 1
*
[ 4/5 ] 
f(z) = 245/32*z^3 - 103/20*z + 1
*
[ 2/7 ] 
f(z) = 245/34*z^3 - 105/34*z + 1
*
[ 4/7 ] 
f(z) = 245/36*z^3 - 107/36*z + 1
*
[ 2/7 ] 
f(z) = 245/38*z^3 - 115/38*z + 1
*
[ 6/19 ] 
f(z) = 247/27*z^3 - 117/38*z + 1
*
[ 1/2 ] 
f(z) = 248/39*z^3 - 101/39*z + 1
*
[ 3/5 ] 
f(z) = 250/21*z^3 - 104/21*z + 1
*
[ 1/5 ] 
f(z) = 250/23*z^3 - 102/23*z + 1
*
12/25 | 0.15358096362223883209525047558331798029 | 0.019629353330634410670056697783814903617
f(z) = 250/27*z^3 - 119/30*z + 1
*
[ 1/5 ] 
f(z) = 250/27*z^3 - 118/27*z + 1
*
[ 3/5 ] 
f(z) = 250/33*z^3 - 112/33*z + 1
*
[ 3/5 ] 
f(z) = 250/39*z^3 - 116/39*z + 1
*
[ 5/14 ] 
f(z) = 252/25*z^3 - 108/35*z + 1
*
[ 1/3 ] 
f(z) = 252/37*z^3 - 102/37*z + 1
*
[ 3/5 ] 
f(z) = 253/27*z^3 - 101/25*z + 1
*
[ 4/5 ] 
f(z) = 255/32*z^3 - 107/20*z + 1
*
[ 5/32 ] 
f(z) = 256/25*z^3 - 113/20*z + 1
*
[ 9/32 ] 
f(z) = 256/27*z^3 - 119/36*z + 1
*
[ 3/5 ] 
f(z) = 256/27*z^3 - 102/25*z + 1
*
[ 1/4 ] 
f(z) = 256/29*z^3 - 103/29*z + 1
*
[ 1/4 ] 
f(z) = 256/31*z^3 - 109/31*z + 1
*
[ 1/4 ] 
f(z) = 256/33*z^3 - 115/33*z + 1
*
[ 5/16 ] 
f(z) = 256/35*z^3 - 102/35*z + 1
*
[ 1/2 ] 
f(z) = 256/37*z^3 - 101/37*z + 1
*
-7/8 | 0.14249822014206181950293049951191893439 | 0.025697684441807048211308127826060126517
f(z) = 256/39*z^3 - 118/39*z + 1
*
[ 1/2 ] 
f(z) = 256/39*z^3 - 103/39*z + 1
*
[ 3/8 ] 
f(z) = 256/39*z^3 - 101/39*z + 1
*
[ 3/14 ] 
f(z) = 259/27*z^3 - 115/28*z + 1
*
[ 3/5 ] 
f(z) = 259/27*z^3 - 103/25*z + 1
*
[ 15/44 ] 
f(z) = 242/27*z^3 - 119/40*z + 1
*
[ 2/5 ] 
f(z) = 255/32*z^3 - 111/40*z + 1
*
[ 10/11 ] 
f(z) = 242/25*z^3 - 81/10*z + 1
*
-9/11 | 0.17393671532150641316255095100699186066 | 0.028135607638214398965174441838268094910
f(z) = 242/27*z^3 - 95/18*z + 1
*
[ 15/11 ] 
f(z) = 242/27*z^3 - 82/5*z + 1
*
20/27 | 0.13914919042614343273135197342580675404 | 0.021109841913207220704104036071911650708
f(z) = 243/32*z^3 - 83/12*z + 1
*
2/35 | 0.14887458410771223186755662200264118023 | 0.020936710208528133063054845672945447111
f(z) = 245/24*z^3 - 98/15*z + 1
*
22/35 | 0.13635441744689482151207819830862431988 | 0.019175959018450214709070019924151027353
f(z) = 245/24*z^3 - 83/15*z + 1
*
[ 3/4 ] 
f(z) = 245/27*z^3 - 87/16*z + 1
*
[ 3 ] 
f(z) = 245/27*z^3 - 81*z + 1
*
-8/7 | 0.10426299774729038452915872371633481242 | 0.018036260813588392721065365563200225348
f(z) = 245/32*z^3 - 81/8*z + 1
*
[ -3 ] 
f(z) = 247/27*z^3 - 81*z + 1
*
[ 3/2 ] 
f(z) = 247/27*z^3 - 81/4*z + 1
*
[ 3 ] 
f(z) = 248/27*z^3 - 82*z + 1
*
[ -9/10 ] 
f(z) = 250/27*z^3 - 97/18*z + 1
*
[ -3 ] 
f(z) = 250/27*z^3 - 82*z + 1
*
[ 3/4 ] 
f(z) = 251/27*z^3 - 89/16*z + 1
*
[ 3 ] 
f(z) = 251/27*z^3 - 83*z + 1
*
[ -3 ] 
f(z) = 253/27*z^3 - 83*z + 1
*
[ 3/2 ] 
f(z) = 253/27*z^3 - 83/4*z + 1
*
[ 3 ] 
f(z) = 254/27*z^3 - 84*z + 1
*
33/64 | 0.16996394217151166076366174734762996122 | 0.020433844708398202287250801424729770537
f(z) = 256/27*z^3 - 99/16*z + 1
*
[ -15/16 ] 
f(z) = 256/27*z^3 - 94/15*z + 1
*
[ -9/8 ] 
f(z) = 256/27*z^3 - 91/9*z + 1
*
[ -3 ] 
f(z) = 256/27*z^3 - 84*z + 1
*
[ 3/4 ] 
f(z) = 257/27*z^3 - 91/16*z + 1
*
[ 3 ] 
f(z) = 257/27*z^3 - 85*z + 1
*
[ -3 ] 
f(z) = 259/27*z^3 - 85*z + 1
*
[ 3/2 ] 
f(z) = 259/27*z^3 - 85/4*z + 1
*
[ 1/4 ] 
f(z) = 240/23*z^3 - 84/23*z + 1
*
[ 1/2 ] 
f(z) = 240/23*z^3 - 83/23*z + 1
*
[ 1/2 ] 
f(z) = 240/29*z^3 - 89/29*z + 1
*
[ 1/2 ] 
f(z) = 240/31*z^3 - 91/31*z + 1
*
[ 1/2 ] 
f(z) = 240/37*z^3 - 97/37*z + 1
*
[ 3/5 ] 
f(z) = 241/27*z^3 - 97/25*z + 1
*
3/11 | 0.12621441336550909920444157297534223882 | 0.022994324159309327421585447293165339661
f(z) = 242/21*z^3 - 95/21*z + 1
*
[ 5/11 ] 
f(z) = 242/35*z^3 - 92/35*z + 1
*
[ 5/9 ] 
f(z) = 243/20*z^3 - 91/20*z + 1
*
[ 2/9 ] 
f(z) = 243/22*z^3 - 89/22*z + 1
*
[ -5/6 ] 
f(z) = 243/25*z^3 - 91/20*z + 1
*
[ 10/27 ] 
f(z) = 243/25*z^3 - 91/30*z + 1
*
[ 1/3 ] 
f(z) = 243/29*z^3 - 85/29*z + 1
*
[ 1/3 ] 
f(z) = 243/31*z^3 - 89/31*z + 1
*
[ 1/3 ] 
f(z) = 243/32*z^3 - 91/32*z + 1
*
[ 1/3 ] 
f(z) = 243/34*z^3 - 95/34*z + 1
*
[ 1/3 ] 
f(z) = 243/35*z^3 - 97/35*z + 1
*
[ 1/2 ] 
f(z) = 244/21*z^3 - 82/21*z + 1
*
[ 1/2 ] 
f(z) = 244/23*z^3 - 84/23*z + 1
*
[ 1/2 ] 
f(z) = 244/25*z^3 - 86/25*z + 1
*
[ 3/5 ] 
f(z) = 244/27*z^3 - 98/25*z + 1
*
[ 1/2 ] 
f(z) = 244/27*z^3 - 88/27*z + 1
*
[ 1/2 ] 
f(z) = 244/29*z^3 - 90/29*z + 1
*
[ 1/2 ] 
f(z) = 244/31*z^3 - 92/31*z + 1
*
[ 1/2 ] 
f(z) = 244/33*z^3 - 94/33*z + 1
*
[ 1/2 ] 
f(z) = 244/35*z^3 - 96/35*z + 1
*
[ 1/2 ] 
f(z) = 244/37*z^3 - 98/37*z + 1
*
[ 1/2 ] 
f(z) = 244/39*z^3 - 100/39*z + 1
*
[ 2/7 ] 
f(z) = 245/26*z^3 - 85/26*z + 1
*
-6/7 | 0.23686058107923768683308639557871990580 | 0.027875820447545394967460930686364297866
f(z) = 245/27*z^3 - 93/20*z + 1
*
3/70 | 0.24459949981110381407320921976729294337 | 0.028786603947462071646463623915391114757
f(z) = 245/27*z^3 - 87/20*z + 1
*
[ -6/7 ] 
f(z) = 245/32*z^3 - 83/24*z + 1
*
[ 3/7 ] 
f(z) = 245/33*z^3 - 89/33*z + 1
*
[ 3/7 ] 
f(z) = 245/39*z^3 - 97/39*z + 1
*
[ 3/5 ] 
f(z) = 247/27*z^3 - 99/25*z + 1
*
[ 6/13 ] 
f(z) = 247/27*z^3 - 81/26*z + 1
*
[ 1/2 ] 
f(z) = 248/21*z^3 - 83/21*z + 1
*
[ 1/2 ] 
f(z) = 248/23*z^3 - 85/23*z + 1
*
[ 1/2 ] 
f(z) = 248/25*z^3 - 87/25*z + 1
*
[ 1/2 ] 
f(z) = 248/27*z^3 - 89/27*z + 1
*
[ 1/2 ] 
f(z) = 248/29*z^3 - 91/29*z + 1
*
[ 1/2 ] 
f(z) = 248/33*z^3 - 95/33*z + 1
*
[ 1/2 ] 
f(z) = 248/35*z^3 - 97/35*z + 1
*
[ 1/2 ] 
f(z) = 248/37*z^3 - 99/37*z + 1
*
[ 2/3 ] 
f(z) = 249/32*z^3 - 95/24*z + 1
*
[ 1/5 ] 
f(z) = 250/21*z^3 - 94/21*z + 1
*
[ 3/8 ] 
f(z) = 250/27*z^3 - 95/32*z + 1
*
[ 1/2 ] 
f(z) = 252/23*z^3 - 86/23*z + 1
*
[ 1/2 ] 
f(z) = 252/25*z^3 - 88/25*z + 1
*
[ 1/2 ] 
f(z) = 252/29*z^3 - 92/29*z + 1
*
[ 1/3 ] 
f(z) = 252/29*z^3 - 86/29*z + 1
*
[ 1/2 ] 
f(z) = 252/31*z^3 - 94/31*z + 1
*
[ 1/3 ] 
f(z) = 252/31*z^3 - 90/31*z + 1
*
[ 1/2 ] 
f(z) = 252/37*z^3 - 100/37*z + 1
*
[ 2/3 ] 
f(z) = 255/32*z^3 - 97/24*z + 1
*
[ 3/16 ] 
f(z) = 256/21*z^3 - 100/21*z + 1
*
[ -3/4 ] 
f(z) = 256/21*z^3 - 95/21*z + 1
*
[ 1/2 ] 
f(z) = 256/21*z^3 - 85/21*z + 1
*
[ 1/2 ] 
f(z) = 256/23*z^3 - 87/23*z + 1
*
[ 1/4 ] 
f(z) = 256/23*z^3 - 85/23*z + 1
*
[ 1/4 ] 
f(z) = 256/25*z^3 - 91/25*z + 1
*
[ 1/2 ] 
f(z) = 256/25*z^3 - 89/25*z + 1
*
15/32 | 0.18879517538967687464424373215423933448 | 0.027237386327844889665947394731969415011
f(z) = 256/25*z^3 - 81/20*z + 1
*
[ 1/4 ] 
f(z) = 256/27*z^3 - 97/27*z + 1
*
[ 1/2 ] 
f(z) = 256/27*z^3 - 91/27*z + 1
*
[ 1/2 ] 
f(z) = 256/29*z^3 - 93/29*z + 1
*
[ 1/2 ] 
f(z) = 256/31*z^3 - 95/31*z + 1
*
[ 1/2 ] 
f(z) = 256/35*z^3 - 99/35*z + 1
*
[ 7/16 ] 
f(z) = 256/35*z^3 - 94/35*z + 1
*
[ 4/7 ] 
f(z) = 259/32*z^3 - 95/28*z + 1
*
[ -3 ] 
f(z) = 241/27*z^3 - 79*z + 1
*
[ 3/2 ] 
f(z) = 241/27*z^3 - 79/4*z + 1
*
[ 3 ] 
f(z) = 242/27*z^3 - 80*z + 1
*
[ 5/27 ] 
f(z) = 243/25*z^3 - 71/15*z + 1
*
[ 2/3 ] 
f(z) = 243/28*z^3 - 61/14*z + 1
*
2/9 | 0.15718357531889837630708116263583642093 | 0.027309001947282032012380954213518525808
f(z) = 243/32*z^3 - 79/8*z + 1
*
[ 4/27 ] 
f(z) = 243/32*z^3 - 71/12*z + 1
*
[ -3 ] 
f(z) = 244/27*z^3 - 80*z + 1
*
[ 3/4 ] 
f(z) = 244/27*z^3 - 65/12*z + 1
*
[ 6/35 ] 
f(z) = 245/24*z^3 - 77/15*z + 1
*
18/35 | 0.15728312089935527051215625218756222294 | 0.022119229703978111203664079890354795756
f(z) = 245/24*z^3 - 68/15*z + 1
*
[ -3/2 ] 
f(z) = 245/27*z^3 - 75/4*z + 1
*
[ 8/7 ] 
f(z) = 245/32*z^3 - 79/8*z + 1
*
[ 3/2 ] 
f(z) = 248/27*z^3 - 61/3*z + 1
*
[ 6/5 ] 
f(z) = 250/27*z^3 - 79/6*z + 1
*
3/50 | 0.15345939416869367712728896615298319650 | 0.019613815403917661983171644106094418125
f(z) = 250/27*z^3 - 67/10*z + 1
*
3/25 | 0.11643761466965294751684072744050448394 | 0.016328602808801035562902167122270166093
f(z) = 250/27*z^3 - 67/15*z + 1
*
[ -3/2 ] 
f(z) = 251/27*z^3 - 77/4*z + 1
*
[ 5/4 ] 
f(z) = 256/25*z^3 - 79/5*z + 1
*
[ -5/4 ] 
f(z) = 256/25*z^3 - 71/5*z + 1
*
[ -3/2 ] 
f(z) = 257/27*z^3 - 79/4*z + 1
*
[ 4/9 ] 
f(z) = 243/20*z^3 - 73/20*z + 1
*
[ 1/3 ] 
f(z) = 243/20*z^3 - 67/20*z + 1
*
[ 1/3 ] 
f(z) = 243/22*z^3 - 71/22*z + 1
*
[ 1/3 ] 
f(z) = 243/23*z^3 - 73/23*z + 1
*
[ 1/3 ] 
f(z) = 243/25*z^3 - 77/25*z + 1
*
[ 5/18 ] 
f(z) = 243/25*z^3 - 67/20*z + 1
*
[ 1/3 ] 
f(z) = 243/26*z^3 - 79/26*z + 1
*
[ 8/27 ] 
f(z) = 243/32*z^3 - 73/24*z + 1
*
[ 2/7 ] 
f(z) = 245/22*z^3 - 75/22*z + 1
*
[ 3/7 ] 
f(z) = 245/24*z^3 - 77/24*z + 1
*
4/35 | 0.15371129020036771717726245232766863078 | 0.021616911697806412403099368793340145631
f(z) = 245/32*z^3 - 77/20*z + 1
*
4/7 | 0.16547729877902931748126612043441620960 | 0.023271603218182136170032197921096186123
f(z) = 245/32*z^3 - 73/20*z + 1
*
12/35 | 0.20247578817371992562297287944456094760 | 0.028474819437073392250306946232500104869
f(z) = 245/32*z^3 - 63/20*z + 1
*
[ 3/10 ] 
f(z) = 248/27*z^3 - 79/25*z + 1
*
[ 3/8 ] 
f(z) = 248/27*z^3 - 71/24*z + 1
*
[ 1/3 ] 
f(z) = 252/23*z^3 - 74/23*z + 1
*
[ 1/3 ] 
f(z) = 252/25*z^3 - 78/25*z + 1
*
[ 5/12 ] 
f(z) = 252/25*z^3 - 63/20*z + 1
*
[ 1/4 ] 
f(z) = 256/21*z^3 - 79/21*z + 1
*
[ 7/16 ] 
f(z) = 256/21*z^3 - 76/21*z + 1
*
[ 3/8 ] 
f(z) = 256/21*z^3 - 71/21*z + 1
*
5/32 | 0.17882773899360748035080028657893277354 | 0.025799389221946341979522560734290165888
f(z) = 256/25*z^3 - 73/20*z + 1
*
[ 2/7 ] 
f(z) = 259/24*z^3 - 71/21*z + 1
*
[ 3/7 ] 
f(z) = 259/27*z^3 - 65/21*z + 1
*
[ -10/11 ] 
f(z) = 242/25*z^3 - 59/10*z + 1
*
[ 9/11 ] 
f(z) = 242/27*z^3 - 56/9*z + 1
*
[ 9/22 ] 
f(z) = 242/27*z^3 - 53/18*z + 1
*
3/11 | 0.069206950513658257021449694286248803975 | 0.011194758978231952769930462061900845335
f(z) = 242/27*z^3 - 47/6*z + 1
*
[ 3/4 ] 
f(z) = 242/27*z^3 - 43/8*z + 1
*
[ 2/3 ] 
f(z) = 243/20*z^3 - 59/10*z + 1
*
[ 2/9 ] 
f(z) = 243/20*z^3 - 41/10*z + 1
*
5/27 | 0.18895202967461054087659919571386149253 | 0.028665258226764788063051741529286960624
f(z) = 243/25*z^3 - 56/15*z + 1
*
10/27 | 0.17882772601389522216608361959274627771 | 0.027129335171053992991677588708684935124
f(z) = 243/25*z^3 - 53/15*z + 1
*
[ 2/9 ] 
f(z) = 243/28*z^3 - 55/14*z + 1
*
20/27 | 0.18562276531713073660405861225226230635 | 0.028160187057766669439024364496830001701
f(z) = 243/32*z^3 - 59/12*z + 1
*
[ 4/3 ] 
f(z) = 243/32*z^3 - 53/4*z + 1
*
[ 8/9 ] 
f(z) = 243/32*z^3 - 49/8*z + 1
*
[ -4/3 ] 
f(z) = 243/32*z^3 - 47/4*z + 1
*
-8/9 | 0.12587848943076500464906613055530587379 | 0.022915907773682812529306154003978790349
f(z) = 243/32*z^3 - 47/8*z + 1
*
4/27 | 0.15885547018395126549481397225875157486 | 0.024099413387613737736198771526414829995
f(z) = 243/32*z^3 - 47/12*z + 1
*
[ -3/2 ] 
f(z) = 244/27*z^3 - 56/3*z + 1
*
[ 3/8 ] 
f(z) = 244/27*z^3 - 47/16*z + 1
*
2/7 | 0.20493800760728675265646868693114850908 | 0.028821089252430844065273609563090890050
f(z) = 245/24*z^3 - 53/15*z + 1
*
[ 4/7 ] 
f(z) = 245/24*z^3 - 49/12*z + 1
*
[ 2/5 ] 
f(z) = 245/24*z^3 - 47/15*z + 1
*
[ 3/5 ] 
f(z) = 245/27*z^3 - 59/15*z + 1
*
12/35 | 0.20041761794744039148888189993221408977 | 0.028185372357535232876051371349838258821
f(z) = 245/27*z^3 - 56/15*z + 1
*
[ 3/14 ] 
f(z) = 245/27*z^3 - 49/12*z + 1
*
[ 6/7 ] 
f(z) = 245/27*z^3 - 41/6*z + 1
*
[ 2/7 ] 
f(z) = 245/36*z^3 - 55/18*z + 1
*
[ 3/20 ] 
f(z) = 250/27*z^3 - 47/8*z + 1
*
[ 3/2 ] 
f(z) = 250/27*z^3 - 41/2*z + 1
*
[ 3/4 ] 
f(z) = 254/27*z^3 - 45/8*z + 1
*
[ -3/2 ] 
f(z) = 256/27*z^3 - 59/3*z + 1
*
[ 15/16 ] 
f(z) = 256/27*z^3 - 42/5*z + 1
*
15/32 | 0.18331334126195668924851930053615275281 | 0.026446524836741110873642181606568165712
f(z) = 256/27*z^3 - 41/12*z + 1
*
[ -3/4 ] 
f(z) = 259/27*z^3 - 49/16*z + 1
*
[ -4/5 ] 
f(z) = 255/32*z^3 - 57/20*z + 1
*
[ 5/22 ] 
f(z) = 242/25*z^3 - 39/10*z + 1
*
[ -12/11 ] 
f(z) = 242/27*z^3 - 35/4*z + 1
*
[ -9/11 ] 
f(z) = 242/27*z^3 - 34/9*z + 1
*
6/11 | 0.22141682674844001440161137471449643189 | 0.029255514148108180908922107754170825842
f(z) = 242/27*z^3 - 31/8*z + 1
*
15/44 | 0.18643009904629188518684338260574135471 | 0.024632763825482059883250562153113654334
f(z) = 242/27*z^3 - 27/8*z + 1
*
3/11 | 0.18341639657998596381463486769732172213 | 0.029669019327235393982856088723725825397
f(z) = 242/27*z^3 - 23/6*z + 1
*
6/7 | 0.13848704912134750479318112049390913315 | 0.025173704600139957544332822684935870029
f(z) = 245/24*z^3 - 25/3*z + 1
*
[ 6/7 ] 
f(z) = 245/24*z^3 - 23/3*z + 1
*
-6/7 | 0.20972758417913356766757200763977499561 | 0.029494662766051948689296461466853858065
f(z) = 245/27*z^3 - 32/5*z + 1
*
[ 2/7 ] 
f(z) = 245/32*z^3 - 25/8*z + 1
*
[ 6/7 ] 
f(z) = 245/36*z^3 - 31/6*z + 1
*
[ 3/7 ] 
f(z) = 245/36*z^3 - 31/12*z + 1
*
[ 6/25 ] 
f(z) = 250/27*z^3 - 37/10*z + 1
*
[ -6/5 ] 
f(z) = 250/27*z^3 - 23/2*z + 1
*
[ 5/6 ] 
f(z) = 252/25*z^3 - 36/5*z + 1
*
[ -5/6 ] 
f(z) = 252/25*z^3 - 24/5*z + 1
*
[ 3/11 ] 
f(z) = 253/27*z^3 - 37/11*z + 1
*
[ -3/2 ] 
f(z) = 254/27*z^3 - 39/2*z + 1
*
[ 5/8 ] 
f(z) = 256/25*z^3 - 23/5*z + 1
*
[ 3/32 ] 
f(z) = 256/27*z^3 - 39/4*z + 1
*
[ 9/16 ] 
f(z) = 256/27*z^3 - 34/9*z + 1
*
3/32 | 0.20360111534377149672623851811345226809 | 0.029373431942592097445860070039021048639
f(z) = 256/27*z^3 - 31/4*z + 1
*
3/32 | 0.090090753270076288994840480954788730295 | 0.012997348297269022555305224211141054406
f(z) = 256/27*z^3 - 27/4*z + 1
*
[ 3/2 ] 
f(z) = 256/27*z^3 - 21*z + 1
*
[ 5/11 ] 
f(z) = 242/25*z^3 - 16/5*z + 1
*
[ 3/22 ] 
f(z) = 242/27*z^3 - 13/2*z + 1
*
[ 3/11 ] 
f(z) = 242/27*z^3 - 10/3*z + 1
*
[ 5/9 ] 
f(z) = 243/25*z^3 - 19/5*z + 1
*
[ 4/9 ] 
f(z) = 243/32*z^3 - 11/4*z + 1
*
[ 3/2 ] 
f(z) = 244/27*z^3 - 20*z + 1
*
[ -6/7 ] 
f(z) = 245/24*z^3 - 16/3*z + 1
*
[ 2/7 ] 
f(z) = 245/24*z^3 - 10/3*z + 1
*
[ -6/7 ] 
f(z) = 245/27*z^3 - 9/2*z + 1
*
[ 3/7 ] 
f(z) = 245/27*z^3 - 3*z + 1
*
[ 4/7 ] 
f(z) = 245/32*z^3 - 13/4*z + 1
*
[ -6/7 ] 
f(z) = 245/36*z^3 - 17/6*z + 1
*
[ -3/2 ] 
f(z) = 248/27*z^3 - 19*z + 1
*
[ 3/4 ] 
f(z) = 248/27*z^3 - 11/2*z + 1
*
[ 3/10 ] 
f(z) = 250/27*z^3 - 19/6*z + 1
*
3/5 | 0.18410549034698377920792173548634053759 | 0.029624633996426222169801393498434411560
f(z) = 250/27*z^3 - 13/2*z + 1
*
[ 3/5 ] 
f(z) = 250/27*z^3 - 4*z + 1
*
[ -3/5 ]
f(z) = 250/27*z^3 - 2/3*z + 1
*
[ 5/16 ] 
f(z) = 256/25*z^3 - 16/5*z + 1
*
[ -5/8 ]
f(z) = 256/25*z^3 - 7/5*z + 1
*
[ 3/4 ] 
f(z) = 256/27*z^3 - 17/3*z + 1
*
[ 3/16 ] 
f(z) = 256/27*z^3 - 14/3*z + 1
*
-3/4 | 0.086976373038422248101268424406606618603 | 0.013942264673004479966377011166364985679
f(z) = 256/27*z^3 - 9/2*z + 1
*
3/8 | 0.15934770966270434780900810758615027099 | 0.028736268813424739813406064445633148627
f(z) = 256/27*z^3 - 6*z + 1
*
[ -9/16 ]
f(z) = 256/27*z^3 - 2/9*z + 1
*
[ -5/11 ]
f(z) = 242/25*z^3 + 6/5*z + 1
*
[ -6/11 ]
f(z) = 242/27*z^3 + 1/6*z + 1
*
[ -3/11 ]
f(z) = 242/27*z^3 + 4*z + 1
*
[ -4/9 ]
f(z) = 243/32*z^3 + 7/4*z + 1
*
[ -3/7 ]
f(z) = 245/27*z^3 + 5/3*z + 1
*
[ -5/16 ]
f(z) = 256/25*z^3 + 16/5*z + 1
*
[ -3/16 ]
f(z) = 256/27*z^3 + 6*z + 1
*
[ -3/8 ]
f(z) = 256/27*z^3 + 7/3*z + 1
*
[ -5/27 ]
f(z) = 243/25*z^3 + 91/15*z + 1
*
[ 15/8 ] 
f(z) = 256/45*z^3 - 293/15*z + 1
*
[ -7/5 ] 
f(z) = 255/49*z^3 - 297/35*z + 1
*
[ -11/9 ] 
f(z) = 243/44*z^3 - 283/44*z + 1
*
[ 1/7 ] 
f(z) = 245/46*z^3 - 281/46*z + 1
*
[ 1/7 ] 
f(z) = 245/47*z^3 - 287/47*z + 1
*
5/7 | 0.16577779939145034682622053332013296626 | 0.029401804092440928927288335086926711413
f(z) = 245/52*z^3 - 281/52*z + 1
*
[ 7/6 ] 
f(z) = 246/49*z^3 - 281/42*z + 1
*
1/5 | 0.16609871162217182020337667005544708448 | 0.029206863264671187548864216839210084568
f(z) = 250/57*z^3 - 295/57*z + 1
*
[ 1/6 ] 
f(z) = 252/55*z^3 - 282/55*z + 1
*
[ 10/11 ] 
f(z) = 253/40*z^3 - 293/55*z + 1
*
[ 1/8 ] 
f(z) = 256/41*z^3 - 291/41*z + 1
*
[ 17/16 ] 
f(z) = 256/51*z^3 - 286/51*z + 1
*
[ 7/6 ] 
f(z) = 258/49*z^3 - 295/42*z + 1
*
[ 6/7 ] 
f(z) = 245/44*z^3 - 281/66*z + 1
*
[ 6/35 ] 
f(z) = 245/48*z^3 - 299/60*z + 1
*
[ 6/7 ] 
f(z) = 245/52*z^3 - 283/78*z + 1
*
[ -28/27 ] 
f(z) = 243/49*z^3 - 283/84*z + 1
*
[ 9/35 ] 
f(z) = 245/54*z^3 - 287/90*z + 1
*
[ -14/13 ] 
f(z) = 247/56*z^3 - 290/91*z + 1
*
[ 1/4 ] 
f(z) = 248/43*z^3 - 289/86*z + 1
*
[ 3/4 ] 
f(z) = 251/54*z^3 - 283/96*z + 1
*
[ 3/4 ] 
f(z) = 257/54*z^3 - 289/96*z + 1
*
[ 2/3 ] 
f(z) = 241/48*z^3 - 295/108*z + 1
*
[ 2/3 ] 
f(z) = 245/48*z^3 - 299/108*z + 1
*
[ 2/7 ] 
f(z) = 245/51*z^3 - 295/102*z + 1
*
[ 6/19 ] 
f(z) = 247/54*z^3 - 299/114*z + 1
*
[ 3/10 ] 
f(z) = 250/51*z^3 - 283/102*z + 1
*
[ 2/3 ] 
f(z) = 252/59*z^3 - 283/118*z + 1
*
[ 10/23 ] 
f(z) = 253/40*z^3 - 287/115*z + 1
*
[ 14/33 ] 
f(z) = 242/49*z^3 - 283/126*z + 1
*
[ 3/7 ] 
f(z) = 245/41*z^3 - 299/123*z + 1
*
[ 2/5 ] 
f(z) = 245/52*z^3 - 293/130*z + 1
*
[ 3/8 ] 
f(z) = 245/54*z^3 - 295/128*z + 1
*
[ 3/8 ] 
f(z) = 248/45*z^3 - 293/120*z + 1
*
[ -14/15 ] 
f(z) = 250/49*z^3 - 299/126*z + 1
*
[ 3/8 ] 
f(z) = 251/54*z^3 - 297/128*z + 1
*
[ 2/5 ] 
f(z) = 255/52*z^3 - 297/130*z + 1
*
[ 3/8 ] 
f(z) = 257/54*z^3 - 299/128*z + 1
*
46/27 | 0.21610656845556360544498701921042788495 | 0.028119677069349597481034930725131410992
f(z) = 243/40*z^3 - 272/15*z + 1
*
[ -15/8 ] 
f(z) = 256/45*z^3 - 277/15*z + 1
*
-2 | 0.095519379573619652932981193968749656392 | 0.013727109001142190115073041882103546615
f(z) = 257/48*z^3 - 263/12*z + 1
*
-2 | 0.095666105256262712356282330524974150609 | 0.013733243337474710820136707745317074231
f(z) = 259/48*z^3 - 265/12*z + 1
*
[ -7/5 ] 
f(z) = 240/49*z^3 - 276/35*z + 1
*
[ 2/27 ] 
f(z) = 243/56*z^3 - 263/21*z + 1
*
[ -11/9 ] 
f(z) = 243/55*z^3 - 263/55*z + 1
*
[ 1/7 ] 
f(z) = 245/43*z^3 - 263/43*z + 1
*
[ 1/7 ] 
f(z) = 245/44*z^3 - 269/44*z + 1
*
3/7 | 0.10477438841876312889930995421343897227 | 0.018777681301127185413748653283106136891
f(z) = 245/44*z^3 - 265/44*z + 1
*
1/5 | 0.16256915617477659193177792730186512201 | 0.029135668077986616315537844335467027027
f(z) = 250/51*z^3 - 265/51*z + 1
*
[ 1/6 ] 
f(z) = 252/53*z^3 - 272/53*z + 1
*
[ -12/11 ] 
f(z) = 242/45*z^3 - 269/60*z + 1
*
[ 2/3 ] 
f(z) = 243/47*z^3 - 263/94*z + 1
*
[ 2/3 ] 
f(z) = 243/49*z^3 - 265/98*z + 1
*
[ 2/7 ] 
f(z) = 245/47*z^3 - 275/94*z + 1
*
[ 3/4 ] 
f(z) = 245/54*z^3 - 277/96*z + 1
*
[ 1/4 ] 
f(z) = 248/41*z^3 - 277/82*z + 1
*
[ 2/3 ] 
f(z) = 252/41*z^3 - 265/82*z + 1
*
[ 2/3 ] 
f(z) = 252/43*z^3 - 267/86*z + 1
*
[ 2/3 ] 
f(z) = 252/47*z^3 - 271/94*z + 1
*
[ 14/27 ] 
f(z) = 243/40*z^3 - 269/105*z + 1
*
[ 7/12 ] 
f(z) = 243/49*z^3 - 269/112*z + 1
*
[ 2/3 ] 
f(z) = 243/53*z^3 - 269/106*z + 1
*
[ 2/3 ] 
f(z) = 243/55*z^3 - 271/110*z + 1
*
[ 2/3 ] 
f(z) = 243/59*z^3 - 275/118*z + 1
*
[ 2/5 ] 
f(z) = 245/44*z^3 - 263/110*z + 1
*
[ 2/3 ] 
f(z) = 252/53*z^3 - 277/106*z + 1
*
[ 2/3 ] 
f(z) = 252/55*z^3 - 279/110*z + 1
*
[ 2/5 ] 
f(z) = 255/44*z^3 - 267/110*z + 1
*
[ 7/17 ] 
f(z) = 255/49*z^3 - 275/119*z + 1
*
[ -6/7 ] 
f(z) = 259/40*z^3 - 272/105*z + 1
*
-2 | 0.094291381258258594094325352603105257752 | 0.013673973323780427065626349525218564033
f(z) = 241/48*z^3 - 247/12*z + 1
*
-2 | 0.094605901588391382622738203155952486810 | 0.013687696826668784360587103759949980841
f(z) = 245/48*z^3 - 251/12*z + 1
*
[ 3 ] 
f(z) = 245/54*z^3 - 241/6*z + 1
*
-2 | 0.094762195416746810569265639247219068490 | 0.013694584532042812264016939609195290462
f(z) = 247/48*z^3 - 253/12*z + 1
*
[ 2 ] 
f(z) = 247/48*z^3 - 241/12*z + 1
*
-2 | 0.095067794753065819190548551144177838715 | 0.013707673655368962323337564412842691240
f(z) = 251/48*z^3 - 257/12*z + 1
*
[ 2 ] 
f(z) = 251/48*z^3 - 245/12*z + 1
*
[ 3 ] 
f(z) = 251/54*z^3 - 247/6*z + 1
*
-2 | 0.095220244376145855640254470369884195973 | 0.013714326001683734658805644182370344691
f(z) = 253/48*z^3 - 259/12*z + 1
*
[ 2 ] 
f(z) = 253/48*z^3 - 247/12*z + 1
*
[ -3 ] 
f(z) = 253/54*z^3 - 245/6*z + 1
*
[ 2 ] 
f(z) = 257/48*z^3 - 251/12*z + 1
*
[ 3 ] 
f(z) = 257/54*z^3 - 253/6*z + 1
*
[ 2 ] 
f(z) = 259/48*z^3 - 253/12*z + 1
*
[ -2 ] 
f(z) = 259/48*z^3 - 241/12*z + 1
*
[ -3 ] 
f(z) = 259/54*z^3 - 251/6*z + 1
*
12/11 | 0.099807312425266425215511127361629098956 | 0.015013837414849693924643124648437997389
f(z) = 242/45*z^3 - 257/30*z + 1
*
3/19 | 0.26231730233597911661902405514258830849 | 0.029818627632575448869273668344916654596
f(z) = 247/54*z^3 - 245/38*z + 1
*
[ 3/2 ] 
f(z) = 253/54*z^3 - 245/24*z + 1
*
[ 3/2 ] 
f(z) = 259/54*z^3 - 251/24*z + 1
*
[ 1/7 ] 
f(z) = 245/41*z^3 - 251/41*z + 1
*
-7/6 | 0.21929821406463755359349748830884338236 | 0.029351834662053558033160689995850709607
f(z) = 246/49*z^3 - 251/42*z + 1
*
[ 1/5 ] 
f(z) = 250/59*z^3 - 246/59*z + 1
*
[ -6/5 ] 
f(z) = 251/54*z^3 - 243/50*z + 1
*
[ 1/6 ] 
f(z) = 252/47*z^3 - 242/47*z + 1
*
5/6 | 0.12934077206510309666080065870075981119 | 0.023391342943022395741236405005955591690
f(z) = 252/55*z^3 - 241/55*z + 1
*
[ 2/11 ] 
f(z) = 253/40*z^3 - 259/55*z + 1
*
[ -6/5 ] 
f(z) = 257/54*z^3 - 251/50*z + 1
*
[ 7/33 ] 
f(z) = 242/49*z^3 - 248/63*z + 1
*
20/27 | 0.18895823654269299494336692374909243358 | 0.028666199849231979361539495198037245928
f(z) = 243/40*z^3 - 257/60*z + 1
*
[ 22/27 ] 
f(z) = 243/44*z^3 - 257/66*z + 1
*
[ 10/13 ] 
f(z) = 247/40*z^3 - 257/65*z + 1
*
[ 2/3 ] 
f(z) = 243/41*z^3 - 257/82*z + 1
*
[ 2/3 ] 
f(z) = 243/43*z^3 - 259/86*z + 1
*
[ 2/7 ] 
f(z) = 245/41*z^3 - 245/82*z + 1
*
[ 2/7 ] 
f(z) = 245/43*z^3 - 255/86*z + 1
*
[ 10/19 ] 
f(z) = 247/40*z^3 - 248/95*z + 1
*
[ 2/7 ] 
f(z) = 259/48*z^3 - 247/84*z + 1
*
[ 7/16 ] 
f(z) = 240/49*z^3 - 249/112*z + 1
*
5/11 | 0.15740242709223105798917996741703089290 | 0.025461058763722009609417514441131626720
f(z) = 242/51*z^3 - 253/102*z + 1
*
[ 10/27 ] 
f(z) = 243/56*z^3 - 241/105*z + 1
*
[ 4/9 ] 
f(z) = 243/58*z^3 - 241/116*z + 1
*
[ 4/7 ] 
f(z) = 245/54*z^3 - 241/108*z + 1
*
[ 4/7 ] 
f(z) = 245/58*z^3 - 247/116*z + 1
*
[ 1/2 ] 
f(z) = 246/59*z^3 - 241/118*z + 1
*
[ 2/5 ] 
f(z) = 250/57*z^3 - 251/114*z + 1
*
[ 2/5 ] 
f(z) = 250/59*z^3 - 257/118*z + 1
*
[ 1/2 ] 
f(z) = 250/59*z^3 - 243/118*z + 1
*
[ 5/11 ] 
f(z) = 253/50*z^3 - 247/110*z + 1
*
[ 1/2 ] 
f(z) = 254/57*z^3 - 241/114*z + 1
*
[ 1/2 ] 
f(z) = 254/59*z^3 - 245/118*z + 1
*
[ 1/2 ] 
f(z) = 258/59*z^3 - 247/118*z + 1
*
[ 3/7 ] 
f(z) = 259/45*z^3 - 251/105*z + 1
*
[ 2 ] 
f(z) = 241/48*z^3 - 235/12*z + 1
*
[ -2 ] 
f(z) = 241/48*z^3 - 223/12*z + 1
*
[ -3 ] 
f(z) = 241/54*z^3 - 233/6*z + 1
*
[ 2 ] 
f(z) = 245/48*z^3 - 239/12*z + 1
*
[ -2 ] 
f(z) = 245/48*z^3 - 227/12*z + 1
*
[ -2 ] 
f(z) = 247/48*z^3 - 229/12*z + 1
*
[ -3 ] 
f(z) = 247/54*z^3 - 239/6*z + 1
*
[ -2 ] 
f(z) = 251/48*z^3 - 233/12*z + 1
*
[ -2 ] 
f(z) = 253/48*z^3 - 235/12*z + 1
*
[ -2 ] 
f(z) = 257/48*z^3 - 239/12*z + 1
*
[ 3/2 ] 
f(z) = 241/54*z^3 - 233/24*z + 1
*
3/22 | 0.17272618892601045191724366827242652761 | 0.026549634499028551131550217446851191110
f(z) = 242/45*z^3 - 223/30*z + 1
*
-46/27 | 0.16496306419137286520972218735767385293 | 0.021906049056039505584913523278170927591
f(z) = 243/56*z^3 - 233/21*z + 1
*
[ 3/2 ] 
f(z) = 247/54*z^3 - 239/24*z + 1
*
[ 7/8 ] 
f(z) = 248/49*z^3 - 225/56*z + 1
*
[ 1/5 ] 
f(z) = 250/53*z^3 - 222/53*z + 1
*
[ 1/5 ] 
f(z) = 250/57*z^3 - 238/57*z + 1
*
[ 1/6 ] 
f(z) = 252/43*z^3 - 222/43*z + 1
*
[ -9/8 ] 
f(z) = 256/45*z^3 - 239/45*z + 1
*
[ 3/16 ] 
f(z) = 256/51*z^3 - 230/51*z + 1
*
[ -7/6 ] 
f(z) = 258/49*z^3 - 223/42*z + 1
*
20/27 | 0.15125833088546172894817684324074342728 | 0.022946877687674826117515572984963059698
f(z) = 243/40*z^3 - 233/60*z + 1
*
[ 20/27 ] 
f(z) = 243/40*z^3 - 221/60*z + 1
*
4/35 | 0.19026714417990699184002277870838809492 | 0.026757878678719277171420001689789891460
f(z) = 245/48*z^3 - 229/60*z + 1
*
[ 7/24 ] 
f(z) = 240/49*z^3 - 239/84*z + 1
*
7/54 | 0.21621476183200132147832095100190731779 | 0.027101482396028612360465366103013011048
f(z) = 243/49*z^3 - 235/84*z + 1
*
[ -28/27 ] 
f(z) = 243/56*z^3 - 227/84*z + 1
*
[ 4/7 ] 
f(z) = 245/46*z^3 - 229/92*z + 1
*
[ 1/2 ] 
f(z) = 246/49*z^3 - 221/98*z + 1
*
[ 2/5 ] 
f(z) = 250/47*z^3 - 221/94*z + 1
*
[ 2/5 ] 
f(z) = 250/49*z^3 - 227/98*z + 1
*
[ 1/2 ] 
f(z) = 250/49*z^3 - 223/98*z + 1
*
[ 1/2 ] 
f(z) = 254/47*z^3 - 221/94*z + 1
*
[ 1/2 ] 
f(z) = 254/49*z^3 - 225/98*z + 1
*
[ 21/32 ] 
f(z) = 256/49*z^3 - 233/84*z + 1
*
[ 1/2 ] 
f(z) = 258/47*z^3 - 223/94*z + 1
*
[ 1/2 ] 
f(z) = 258/49*z^3 - 227/98*z + 1
*
[ 7/15 ] 
f(z) = 240/49*z^3 - 232/105*z + 1
*
[ 1/2 ] 
f(z) = 242/53*z^3 - 227/106*z + 1
*
[ 6/11 ] 
f(z) = 242/57*z^3 - 239/114*z + 1
*
[ 1/2 ] 
f(z) = 242/57*z^3 - 235/114*z + 1
*
[ 1/2 ] 
f(z) = 242/59*z^3 - 239/118*z + 1
*
[ 4/9 ] 
f(z) = 243/50*z^3 - 221/100*z + 1
*
[ 1/2 ] 
f(z) = 246/53*z^3 - 229/106*z + 1
*
[ 1/2 ] 
f(z) = 246/55*z^3 - 233/110*z + 1
*
[ 2/5 ] 
f(z) = 250/51*z^3 - 233/102*z + 1
*
[ 1/2 ] 
f(z) = 250/51*z^3 - 227/102*z + 1
*
[ 2/5 ] 
f(z) = 250/53*z^3 - 239/106*z + 1
*
[ 1/2 ] 
f(z) = 250/53*z^3 - 231/106*z + 1
*
[ 1/2 ] 
f(z) = 250/57*z^3 - 239/114*z + 1
*
[ 1/2 ] 
f(z) = 254/51*z^3 - 229/102*z + 1
*
[ 1/2 ] 
f(z) = 254/53*z^3 - 233/106*z + 1
*
[ 1/2 ] 
f(z) = 254/55*z^3 - 237/110*z + 1
*
[ 7/15 ] 
f(z) = 255/49*z^3 - 239/105*z + 1
*
[ 1/2 ] 
f(z) = 258/53*z^3 - 235/106*z + 1
*
[ 1/2 ] 
f(z) = 258/55*z^3 - 239/110*z + 1
*
2/27 | 0.22064912083486826961560219852289989908 | 0.029847104195944392188204599545565312867
f(z) = 243/40*z^3 - 203/15*z + 1
*
[ 15/7 ] 
f(z) = 245/54*z^3 - 203/10*z + 1
*
[ 7/4 ] 
f(z) = 248/49*z^3 - 211/14*z + 1
*
[ 4/3 ] 
f(z) = 243/40*z^3 - 211/20*z + 1
*
7/27 | 0.18729873859257242510910116924759007985 | 0.025615652977853964122794763107094183647
f(z) = 243/49*z^3 - 214/21*z + 1
*
[ 4/3 ] 
f(z) = 243/56*z^3 - 209/28*z + 1
*
[ -3/2 ] 
f(z) = 245/54*z^3 - 205/24*z + 1
*
[ 3/19 ] 
f(z) = 247/54*z^3 - 207/38*z + 1
*
[ -3/2 ] 
f(z) = 251/54*z^3 - 211/24*z + 1
*
[ -3/2 ] 
f(z) = 257/54*z^3 - 217/24*z + 1
*
-1 | 0.11611544017089270731445326397133355961 | 0.021170417351621819156375907486426310439
f(z) = 241/40*z^3 - 201/40*z + 1
*
-1 | 0.12476904622173874235826391864221665300 | 0.022731000504372838967189327006867224600
f(z) = 242/41*z^3 - 201/41*z + 1
*
-1 | 0.11626072792870827760488605665102175737 | 0.021165015015380115492278082681423094550
f(z) = 243/40*z^3 - 203/40*z + 1
*
-1 | 0.12484145850454945798200826377184474985 | 0.022727118528029502115250964596972938111
f(z) = 243/41*z^3 - 202/41*z + 1
*
-28/27 | 0.21759477362000401850641396621260095942 | 0.029740086219699102983399558031727213760
f(z) = 243/49*z^3 - 215/42*z + 1
*
[ 2/9 ] 
f(z) = 243/58*z^3 - 215/58*z + 1
*
-1 | 0.12491358828828812237208987125306148865 | 0.022723260989820921809652934623830207629
f(z) = 244/41*z^3 - 203/41*z + 1
*
-1 | 0.12495999314420903749608290496332620485 | 0.022731702582659103514235475295519978898
f(z) = 244/43*z^3 - 201/43*z + 1
*
-1 | 0.12498543777191667032677493845551461425 | 0.022719427627001130168524905432827906816
f(z) = 245/41*z^3 - 204/41*z + 1
*
-1 | 0.12503166850211473701765131322187247862 | 0.022727831291840830355560277975654326253
f(z) = 245/43*z^3 - 202/43*z + 1
*
-1 | 0.11649734486918595482705906534095403393 | 0.021176490979079229358175873041355957664
f(z) = 245/44*z^3 - 201/44*z + 1
*
2/7 | 0.14492535679727556997158491447858641634 | 0.026344038263734808666692777415921761347
f(z) = 245/54*z^3 - 209/54*z + 1
*
69/70 | 0.10467582195251277945191212938430520317 | 0.012158822279848005363412167836395128124
f(z) = 245/54*z^3 - 203/40*z + 1
*
-1 | 0.12510306703789118815508412354110594539 | 0.022723984236256207679794425244000898453
f(z) = 246/43*z^3 - 203/43*z + 1
*
[ -7/6 ] 
f(z) = 246/49*z^3 - 209/42*z + 1
*
-1 | 0.11654792285352660183305262359488945472 | 0.021154421458854685381719725432137253143
f(z) = 247/40*z^3 - 207/40*z + 1
*
-1 | 0.12512830450702850528620260736696338661 | 0.022711832396191792507653847311164658062
f(z) = 247/41*z^3 - 206/41*z + 1
*
-1 | 0.091972224423801286626484120571932595168 | 0.016693726926516295365267770286627144460
f(z) = 247/42*z^3 - 205/42*z + 1
*
-1 | 0.12517419088503337322187271462060262950 | 0.022720161157063449034820686181896605003
f(z) = 247/43*z^3 - 204/43*z + 1
*
-1 | 0.11663969603618373872308344304814774763 | 0.021171079058038065272913967672911177945
f(z) = 247/44*z^3 - 203/44*z + 1
*
-1 | 0.11165678836767549352767782248327543870 | 0.020266639696706343402207202135802326858
f(z) = 247/45*z^3 - 202/45*z + 1
*
-1 | 0.11240663541589210801259859323415466063 | 0.020402743199019189731427016548436834766
f(z) = 247/46*z^3 - 201/46*z + 1
*
[ 12/13 ] 
f(z) = 247/54*z^3 - 207/52*z + 1
*
-1 | 0.12519932602995555456552805024162551354 | 0.022708070022133034346432327490490896592
f(z) = 248/41*z^3 - 207/41*z + 1
*
-1 | 0.12524504215242893181642542162888157003 | 0.022716361799279002971502503796280633686
f(z) = 248/43*z^3 - 205/43*z + 1
*
-1 | 0.11172747063595657234128389027865699518 | 0.020264607702361566586504329003164773308
f(z) = 248/45*z^3 - 203/45*z + 1
*
-1 | 0.12533595716874726274345853728418010704 | 0.022732851541053859385613748915018794197
f(z) = 248/47*z^3 - 201/47*z + 1
*
-1 | 0.11668986471642735484861469222073317728 | 0.021149227171689323640634480355335340638
f(z) = 249/40*z^3 - 209/40*z + 1
*
-1 | 0.12527007579643067382864480008503029228 | 0.022704330811178672980581476119007433265
f(z) = 249/41*z^3 - 208/41*z + 1
*
-1 | 0.12531562292473567020463977585778474869 | 0.022712585911704167374928047313808244726
f(z) = 249/43*z^3 - 206/43*z + 1
*
-1 | 0.11678095939053003559234073728798155774 | 0.021165737448407961220537667527365699783
f(z) = 249/44*z^3 - 205/44*z + 1
*
-1 | 0.11254756325596355105261510503463136387 | 0.020398463814358630019995710088075208508
f(z) = 249/46*z^3 - 203/46*z + 1
*
-1 | 0.12540620366350959728498307350414676901 | 0.022729003041215497944381641712043750900
f(z) = 249/47*z^3 - 202/47*z + 1
*
-1 | 0.12534055588124802556019819310617779661 | 0.022700614519567467158223139733416058481
f(z) = 250/41*z^3 - 209/41*z + 1
*
-1 | 0.12538593526275184946280346870004760800 | 0.022708833246853395954795182846568725668
f(z) = 250/43*z^3 - 207/43*z + 1
*
-1 | 0.12547618417891614893646207303328172681 | 0.022725178362305058212057855679450766773
f(z) = 250/47*z^3 - 203/47*z + 1
*
[ 1/5 ] 
f(z) = 250/49*z^3 - 206/49*z + 1
*
-1 | 0.12552105694615868112026006635337489493 | 0.022733305335928536407507750269014997298
f(z) = 250/49*z^3 - 201/49*z + 1
*
[ 1/5 ] 
f(z) = 250/51*z^3 - 214/51*z + 1
*
-1 | 0.11683072531380427507045576989806940297 | 0.021144099244135797986835790827963389792
f(z) = 251/40*z^3 - 211/40*z + 1
*
-1 | 0.12541076833549869964727589559141876551 | 0.022696920907121965663155475478955100933
f(z) = 251/41*z^3 - 210/41*z + 1
*
-1 | 0.092253698735430273979732746637064756509 | 0.016696133285668002800181652372849310041
f(z) = 251/42*z^3 - 209/42*z + 1
*
-1 | 0.12545598120377941770933872250253901071 | 0.022705103560884251144481597728789605844
f(z) = 251/43*z^3 - 208/43*z + 1
*
-1 | 0.11692115145896365187880952054161229872 | 0.021160464625608685075845491277516572977
f(z) = 251/44*z^3 - 207/44*z + 1
*
-1 | 0.11193791012186732709310402425225830094 | 0.020258594427456324552025590060431125786
f(z) = 251/45*z^3 - 206/45*z + 1
*
-1 | 0.11268742472006820883746503883245885754 | 0.020394242057878212319092440436710107010
f(z) = 251/46*z^3 - 205/46*z + 1
*
-1 | 0.12554590072525786639961495614899564638 | 0.022721377253279969525578680861414974172
f(z) = 251/47*z^3 - 204/47*z + 1
*
-1 | 0.096667265316837661568487435875571764015 | 0.017494903382893895137321520640558453620
f(z) = 251/48*z^3 - 203/48*z + 1
*
-1 | 0.12559061057673053599387938399125114694 | 0.022729468870739242442113397311099987669
f(z) = 251/49*z^3 - 202/49*z + 1
*
-1 | 0.11277684481418966464098810639626468350 | 0.020410425363592061437553683219400636358
f(z) = 251/50*z^3 - 201/50*z + 1
*
[ 1/6 ] 
f(z) = 252/41*z^3 - 212/41*z + 1
*
-1 | 0.12548071518693086335306407273075248247 | 0.022693249737181231443111220181132637894
f(z) = 252/41*z^3 - 211/41*z + 1
*
-1 | 0.12552576276198034734976063518491839970 | 0.022701396613528959075024566149049041876
f(z) = 252/43*z^3 - 209/43*z + 1
*
-1 | 0.12561535529008154161925026480495189182 | 0.022717599466786186813968232663019775014
f(z) = 252/47*z^3 - 205/47*z + 1
*
-1 | 0.11697052101706046703110500562280424843 | 0.021139036255327738174524663227225490981
f(z) = 253/40*z^3 - 213/40*z + 1
*
-1 | 0.12555039844030308870049923189473034431 | 0.022689600776535097399685785753508966645
f(z) = 253/41*z^3 - 212/41*z + 1
*
-1 | 0.092392782371845373593823417966445512206 | 0.016697321336238049117717450779052278126
f(z) = 253/42*z^3 - 211/42*z + 1
*
-1 | 0.12559528192872623398878450172114252007 | 0.022697712168027523657542873714456871271
f(z) = 253/43*z^3 - 210/43*z + 1
*
-1 | 0.11207688386094114289271927753040357170 | 0.020254652973419150899343566463358542031
f(z) = 253/45*z^3 - 208/45*z + 1
*
-1 | 0.12568454983853216579841618793576955428 | 0.022713844759089075734426702358350406173
f(z) = 253/47*z^3 - 206/47*z + 1
*
-1 | 0.096805752991820739371483559580832268909 | 0.017494838053426556602058022996207415833
f(z) = 253/48*z^3 - 205/48*z + 1
*
-1 | 0.12572893739101788159337545902179452982 | 0.022721866524514434094505502721940774456
f(z) = 253/49*z^3 - 204/49*z + 1
*
-1 | 0.11291501134131826691982835292591868570 | 0.020406120257998437415792203847115199931
f(z) = 253/50*z^3 - 203/50*z + 1
*
-1 | 0.10542849071304589054706446491124114306 | 0.019053148333010376297018158587177262981
f(z) = 253/51*z^3 - 202/51*z + 1
*
-1 | 0.11723784243415560750679975129108303946 | 0.021187346864519395627926212255175175105
f(z) = 253/52*z^3 - 201/52*z + 1
*
-1 | 0.12561982007773101194808262428043382014 | 0.022685973795359912940584182027679038912
f(z) = 254/41*z^3 - 213/41*z + 1
*
-1 | 0.12566454067294130952223641427573819394 | 0.022694049991062358127479768582844706495
f(z) = 254/43*z^3 - 211/43*z + 1
*
-1 | 0.11214598088993218168527656400599126339 | 0.020252702019073678183670243080053054172
f(z) = 254/45*z^3 - 209/45*z + 1
*
-1 | 0.12575348631368885847911933110929547100 | 0.022710112890005867257995480822921509138
f(z) = 254/47*z^3 - 207/47*z + 1
*
-1 | 0.12579771445744735159092208054421619278 | 0.022718100152761869677101021482763682211
f(z) = 254/49*z^3 - 205/49*z + 1
*
-1 | 0.10549814311630283402907144847087102768 | 0.019052153622848947690647314834999185676
f(z) = 254/51*z^3 - 203/51*z + 1
*
-1 | 0.12588568897279374983569442979257737978 | 0.022733987673923521763513918009497855081
f(z) = 254/53*z^3 - 201/53*z + 1
*
-1 | 0.12568898205902747575975478931503305072 | 0.022682368567155741645913604100905064840
f(z) = 255/41*z^3 - 214/41*z + 1
*
-1 | 0.12573354094143901790491372225127580724 | 0.022690409852694393678259808690241424874
f(z) = 255/43*z^3 - 212/43*z + 1
*
-1 | 0.11719838598447287127825752500444436250 | 0.021150119468126134642868632679395327260
f(z) = 255/44*z^3 - 211/44*z + 1
*
-1 | 0.11296466448019876610997309802565979026 | 0.020386084069020593275875418574605451447
f(z) = 255/46*z^3 - 209/46*z + 1
*
-1 | 0.12582216663689451412221312883671057618 | 0.022706403622839639925689709313186550591
f(z) = 255/47*z^3 - 208/47*z + 1
*
-1 | 0.12586623651573666262550325342729846373 | 0.022714356660713222697892771539910866050
f(z) = 255/49*z^3 - 206/49*z + 1
*
-1 | 0.11737466925087674348299038876816681108 | 0.021181932296548254425104107777956638803
f(z) = 255/52*z^3 - 203/52*z + 1
*
-1 | 0.12595389783794209720592879026536877400 | 0.022730176395957908361140015008911742645
f(z) = 255/53*z^3 - 202/53*z + 1
*
-1 | 0.12575788632203630071311986332389964324 | 0.022678784868684971608248243240051327759
f(z) = 256/41*z^3 - 215/41*z + 1
*
-1 | 0.12580228465925229819459001088145009199 | 0.022686791526300626042286008472893421637
f(z) = 256/43*z^3 - 213/43*z + 1
*
-1 | 0.11228340493710689978715937928800067843 | 0.020248838934611434314447078906259071070
f(z) = 256/45*z^3 - 211/45*z + 1
*
-1 | 0.12589059270807930684271140736577964136 | 0.022702716724314789269619059502089934134
f(z) = 256/47*z^3 - 209/47*z + 1
*
-1 | 0.12593450545351613981746748055629036080 | 0.022710635811823981568343945505496079538
f(z) = 256/49*z^3 - 207/49*z + 1
*
-1 | 0.10563462093722566627655086024574545699 | 0.019049817971540116582675670381113069127
f(z) = 256/51*z^3 - 205/51*z + 1
*
-1 | 0.12602185581104814246141882790201625715 | 0.022726388302777893834239101949054332140
f(z) = 256/53*z^3 - 203/53*z + 1
*
-1 | 0.11724698139036617416845898277583316741 | 0.021129099618856656114342647203151575459
f(z) = 257/40*z^3 - 217/40*z + 1
*
-1 | 0.12582653478295982895122621731233796792 | 0.022675222479912301172761691339671910686
f(z) = 257/41*z^3 - 216/41*z + 1
*
-1 | 0.092668977336986214479138069626398676959 | 0.016699893084766746831164309947988249119
f(z) = 257/42*z^3 - 215/42*z + 1
*
-1 | 0.12587077372995771569290385937346427726 | 0.022683194788513062065334753168930023141
f(z) = 257/43*z^3 - 214/43*z + 1
*
-1 | 0.11733545966774574970986464934979635308 | 0.021145044305147841871052356184981631039
f(z) = 257/44*z^3 - 213/44*z + 1
*
-1 | 0.11235173575880907077545057195447886896 | 0.020246926522531281496969743484610166443
f(z) = 257/45*z^3 - 212/45*z + 1
*
-1 | 0.11310076951841895204004154049534183395 | 0.020381910031164146974042167244405464149
f(z) = 257/46*z^3 - 211/46*z + 1
*
-1 | 0.12595876640607819029204124441619002669 | 0.022699051964513945123552241757821641549
f(z) = 257/47*z^3 - 210/47*z + 1
*
-1 | 0.097079653589115729509007322462830534188 | 0.017494741846011079173627093187214542445
f(z) = 257/48*z^3 - 209/48*z + 1
*
-1 | 0.12600252313749710180637014125007871834 | 0.022706937372958428138604609385996108767
f(z) = 257/49*z^3 - 208/49*z + 1
*
-1 | 0.11318893548798547228266947768930406097 | 0.020397798436408131844170915954345671120
f(z) = 257/50*z^3 - 207/50*z + 1
*
-1 | 0.10570248370155293629779534880589007121 | 0.019048663612538817642152766461587496438
f(z) = 257/51*z^3 - 206/51*z + 1
*
-1 | 0.11751049026731396047205798836386581134 | 0.021176586600998614256039942871868743724
f(z) = 257/52*z^3 - 205/52*z + 1
*
-1 | 0.12608956473505159851503185971321102430 | 0.022722623154919758061162093367528134017
f(z) = 257/53*z^3 - 204/53*z + 1
*
-1 | 0.099712054305993255040926750808758202101 | 0.017969127252987749188149233218415167758
f(z) = 257/54*z^3 - 203/54*z + 1
*
-1 | 0.12613285247888984317530284216178345528 | 0.022730424047027919169448485058957520131
f(z) = 257/55*z^3 - 202/55*z + 1
*
-1 | 0.11759706610721368441904351954936251764 | 0.021192188448689148978944653234284575465
f(z) = 257/56*z^3 - 201/56*z + 1
*
-1 | 0.12589492933668037905856993940736086658 | 0.022671681183946063930438218843269428634
f(z) = 258/41*z^3 - 217/41*z + 1
*
-1 | 0.12602668958894252612284636513907978977 | 0.022695409116816298735284395255461838317
f(z) = 258/47*z^3 - 211/47*z + 1
*
-1 | 0.12607029141378033578360123665381626799 | 0.022703261114326996469012681567082979699
f(z) = 258/49*z^3 - 209/49*z + 1
*
-1 | 0.12615702643261960727737380652290188954 | 0.022718880716363141271678628065409280324
f(z) = 258/53*z^3 - 205/53*z + 1
*
-1 | 0.12620016247494066759923610962384649824 | 0.022726648833825798656914663485308132578
f(z) = 258/55*z^3 - 203/55*z + 1
*
-1 | 0.11738367699950388646926316333097334660 | 0.021124223333194597978291793548832327999
f(z) = 259/40*z^3 - 219/40*z + 1
*
-1 | 0.12596307185707574762815693702249701322 | 0.022668160766980857905749196687775172919
f(z) = 259/41*z^3 - 218/41*z + 1
*
-1 | 0.12600699543897217193778219462591180982 | 0.022676065201202814095856114135182060279
f(z) = 259/43*z^3 - 216/43*z + 1
*
-1 | 0.11747152453873781001232122428436053310 | 0.021140032269202428254676797140863270118
f(z) = 259/44*z^3 - 215/44*z + 1
*
-1 | 0.11248764434956513641576099658682000523 | 0.020243139269484821356776545056053115376
f(z) = 259/45*z^3 - 214/45*z + 1
*
-1 | 0.11323652238284740701044928997496716770 | 0.020377906446904600778433401672076489550
f(z) = 259/46*z^3 - 213/46*z + 1
*
-1 | 0.12609436409424597102126134076025446720 | 0.022691787957837302740633985591048384862
f(z) = 259/47*z^3 - 212/47*z + 1
*
-1 | 0.097215096647284476487009545671705356167 | 0.017494710213789043539809717099791400442
f(z) = 259/48*z^3 - 211/48*z + 1
*
-1 | 0.11332407090989817851544224251998694688 | 0.020393661573044673407092382207731450479
f(z) = 259/50*z^3 - 209/50*z + 1
*
-1 | 0.10583643249335422784185066891968442693 | 0.019046195296707542891160205053766010879
f(z) = 259/51*z^3 - 208/51*z + 1
*
-1 | 0.11764532019323942392902385111491181950 | 0.021171308323197962369202314190480722652
f(z) = 259/52*z^3 - 207/52*z + 1
*
-1 | 0.12622424270644353695290909711484382937 | 0.022715160754467947990698319762361733842
f(z) = 259/53*z^3 - 206/53*z + 1
*
-1 | 0.099847232986371725027458599595413577857 | 0.017968386258802791584575907818524340269
f(z) = 259/54*z^3 - 205/54*z + 1
*
-1 | 0.12626722811015026606892014222312800240 | 0.022722896355287236642649844479688030495
f(z) = 259/55*z^3 - 204/55*z + 1
*
-1 | 0.10596642370143393565740223491716769246 | 0.019069588355955798707857813341431124994
f(z) = 259/57*z^3 - 202/57*z + 1
*
-1 | 0.11349536383679319259462514518974680016 | 0.020424487239232844918708928048039352268
f(z) = 259/58*z^3 - 201/58*z + 1
*
[ 3/4 ] 
f(z) = 244/45*z^3 - 203/60*z + 1
*
-10/13 | 0.20831833691547404188618663573126870946 | 0.025800052562573013648902654308231928057
f(z) = 247/40*z^3 - 218/65*z + 1
*
[ 2/3 ] 
f(z) = 249/52*z^3 - 205/78*z + 1
*
[ 7/11 ] 
f(z) = 253/49*z^3 - 205/77*z + 1
*
[ 2/3 ] 
f(z) = 255/44*z^3 - 203/66*z + 1
*
[ 2/3 ] 
f(z) = 255/52*z^3 - 209/78*z + 1
*
15/32 | 0.20693329534308863650663198373734410312 | 0.029854163898628520149289059857017865599
f(z) = 256/45*z^3 - 203/60*z + 1
*
[ 5/7 ] 
f(z) = 259/50*z^3 - 213/70*z + 1
*
[ 3/7 ] 
f(z) = 241/54*z^3 - 211/98*z + 1
*
[ 1/2 ] 
f(z) = 242/41*z^3 - 203/82*z + 1
*
[ 1/2 ] 
f(z) = 242/43*z^3 - 207/86*z + 1
*
[ 1/2 ] 
f(z) = 242/47*z^3 - 215/94*z + 1
*
[ 1/2 ] 
f(z) = 242/49*z^3 - 219/98*z + 1
*
[ 4/9 ] 
f(z) = 243/46*z^3 - 211/92*z + 1
*
14/27 | 0.21621457667905202901793630713911090656 | 0.027101459187995297219326386377700288737
f(z) = 243/49*z^3 - 211/84*z + 1
*
[ 1/2 ] 
f(z) = 246/43*z^3 - 209/86*z + 1
*
[ 1/2 ] 
f(z) = 246/47*z^3 - 217/94*z + 1
*
[ 7/13 ] 
f(z) = 247/49*z^3 - 211/91*z + 1
*
[ 3/7 ] 
f(z) = 247/54*z^3 - 213/98*z + 1
*
[ 1/2 ] 
f(z) = 250/41*z^3 - 207/82*z + 1
*
[ 2/5 ] 
f(z) = 250/41*z^3 - 203/82*z + 1
*
[ 1/2 ] 
f(z) = 250/43*z^3 - 211/86*z + 1
*
[ 2/5 ] 
f(z) = 250/43*z^3 - 209/86*z + 1
*
[ 1/2 ] 
f(z) = 250/47*z^3 - 219/94*z + 1
*
[ 3/7 ] 
f(z) = 253/54*z^3 - 215/98*z + 1
*
[ 1/2 ] 
f(z) = 254/41*z^3 - 209/82*z + 1
*
[ 1/2 ] 
f(z) = 254/43*z^3 - 213/86*z + 1
*
[ 1/2 ] 
f(z) = 254/45*z^3 - 217/90*z + 1
*
[ 1/2 ] 
f(z) = 258/41*z^3 - 211/82*z + 1
*
[ 4/7 ] 
f(z) = 259/48*z^3 - 211/84*z + 1
*
[ 2/27 ] 
f(z) = 243/40*z^3 - 188/15*z + 1
*
[ 7/3 ] 
f(z) = 243/49*z^3 - 185/7*z + 1
*
-12/7 | 0.12144268427476273532286616406103592572 | 0.018381885047957519016496475421739734785
f(z) = 245/48*z^3 - 185/12*z + 1
*
[ 3/2 ] 
f(z) = 248/45*z^3 - 181/15*z + 1
*
[ -7/4 ] 
f(z) = 248/49*z^3 - 195/14*z + 1
*
[ 3/2 ] 
f(z) = 256/45*z^3 - 187/15*z + 1
*
[ 3/22 ] 
f(z) = 242/45*z^3 - 193/30*z + 1
*
[ -4/3 ] 
f(z) = 243/40*z^3 - 181/20*z + 1
*
[ 7/6 ] 
f(z) = 243/49*z^3 - 185/28*z + 1
*
10/9 | 0.19469099876053446174505734437062663932 | 0.028246209348470841699898260386952191807
f(z) = 243/50*z^3 - 197/30*z + 1
*
-4/3 | 0.15114341591475785871211399407897582500 | 0.025333506285324421992703302372062691216
f(z) = 243/56*z^3 - 195/28*z + 1
*
[ 10/9 ] 
f(z) = 243/56*z^3 - 184/35*z + 1
*
[ 6/5 ] 
f(z) = 245/54*z^3 - 191/30*z + 1
*
[ 21/16 ] 
f(z) = 256/49*z^3 - 184/21*z + 1
*
-1 | 0.12462336523255852795677463484436570133 | 0.022738838842637260673476828590043004861
f(z) = 240/41*z^3 - 199/41*z + 1
*
-1 | 0.12467047993836940782454614203895698938 | 0.022747435414400129189488948777485132211
f(z) = 240/43*z^3 - 197/43*z + 1
*
-1 | 0.12476416093065887537142152139028712190 | 0.022764528493072121437173954217844615667
f(z) = 240/47*z^3 - 193/47*z + 1
*
-1 | 0.12481073082139080710706443235776744898 | 0.022773025657615034672121146272674697287
f(z) = 240/49*z^3 - 191/49*z + 1
*
-1 | 0.12490333820142706888858192945359889018 | 0.022789922844481669471326783829601787931
f(z) = 240/53*z^3 - 187/53*z + 1
*
[ 1/4 ] 
f(z) = 240/59*z^3 - 192/59*z + 1
*
-1 | 0.12504094391881227556181604999645653553 | 0.022815030449509095229120842210534582007
f(z) = 240/59*z^3 - 181/59*z + 1
*
-1 | 0.12469634921487758460489405583848707826 | 0.022734907185618970083902083081706027468
f(z) = 241/41*z^3 - 200/41*z + 1
*
-1 | 0.091540142395125666249598888091461684473 | 0.016689796086373492439834685997955065348
f(z) = 241/42*z^3 - 199/42*z + 1
*
-1 | 0.12474328442552043533898080214339906600 | 0.022743464514397408568704553521506944436
f(z) = 241/43*z^3 - 198/43*z + 1
*
-1 | 0.11620931104794752729932255856490462432 | 0.021187532092275504274652546501673110115
f(z) = 241/44*z^3 - 197/44*z + 1
*
-1 | 0.11122692290652728184597907059074237753 | 0.020279132346243460141712092538869817903
f(z) = 241/45*z^3 - 196/45*z + 1
*
-1 | 0.11197728755184411191813208038075168204 | 0.020415940445871549781079279138043805555
f(z) = 241/46*z^3 - 195/46*z + 1
*
-1 | 0.12483661047836963670747979957488421375 | 0.022760479921527496510283178414178496243
f(z) = 241/47*z^3 - 194/47*z + 1
*
-1 | 0.095958818888061375605901936360218537332 | 0.017495418709511074804691189865748347323
f(z) = 241/48*z^3 - 193/48*z + 1
*
-1 | 0.12488300488517720259684107589544287551 | 0.022768938649784923424229871454451555105
f(z) = 241/49*z^3 - 192/49*z + 1
*
-1 | 0.11207072894044034851692654444646596201 | 0.020432976881263656135778552798994942121
f(z) = 241/50*z^3 - 191/50*z + 1
*
-1 | 0.10458558414845460063468061510219846157 | 0.019068269147731938305189372831973001974
f(z) = 241/51*z^3 - 190/51*z + 1
*
-1 | 0.11639489303164159172760237593937289131 | 0.021221367799585082944420088327990637580
f(z) = 241/52*z^3 - 189/52*z + 1
*
-1 | 0.12497526517277081064351275774379270755 | 0.022785759744296236791867450191340591676
f(z) = 241/53*z^3 - 188/53*z + 1
*
-1 | 0.098599047805739108363664108293785147451 | 0.017976790937087315879289073260447290777
f(z) = 241/54*z^3 - 187/54*z + 1
*
-1 | 0.12502113446165354621732880103974251990 | 0.022794122731921658918349777362763147856
f(z) = 241/55*z^3 - 186/55*z + 1
*
-1 | 0.11648663202603293554315330298141819238 | 0.021238093850796054385314787516695466849
f(z) = 241/56*z^3 - 185/56*z + 1
*
-1 | 0.10472319368163576939106475674136605529 | 0.019093358414454086718834996186704351667
f(z) = 241/57*z^3 - 184/57*z + 1
*
-1 | 0.11225355812305313126126675595533236628 | 0.020466310691946128551683202808478711947
f(z) = 241/58*z^3 - 183/58*z + 1
*
-1 | 0.12511235966272727209089346629584276452 | 0.022810755107227423974197911430966078823
f(z) = 241/59*z^3 - 182/59*z + 1
*
-1 | 0.12481580330267628184327675943069532495 | 0.022739518925107460499741068943994115630
f(z) = 242/43*z^3 - 199/43*z + 1
*
-1 | 0.11129926499594467232960425359477958014 | 0.020277013613319966478636072958253517153
f(z) = 242/45*z^3 - 197/45*z + 1
*
-1 | 0.12490877710228248636366358207032333952 | 0.022756457320885418084128545516583678598
f(z) = 242/47*z^3 - 195/47*z + 1
*
-1 | 0.12495499734647951705783766899291615838 | 0.022764877938225777995141672147760647309
f(z) = 242/49*z^3 - 193/49*z + 1
*
[ 21/22 ] 
f(z) = 242/49*z^3 - 191/42*z + 1
*
-1 | 0.10465637011466315071504962418204299723 | 0.019066780374632300134323071832884604246
f(z) = 242/51*z^3 - 191/51*z + 1
*
-1 | 0.12504691314208305876272526314505916768 | 0.022781623581953075383375414496325239982
f(z) = 242/53*z^3 - 189/53*z + 1
*
-1 | 0.10479346853145035202249243402963355012 | 0.019091757596751960909736339081426942797
f(z) = 242/57*z^3 - 185/57*z + 1
*
-1 | 0.12518350020383186234680675126092180619 | 0.022806507643052533480997056364217184206
f(z) = 242/59*z^3 - 183/59*z + 1
*
[ 8/9 ] 
f(z) = 243/40*z^3 - 197/40*z + 1
*
-1 | 0.12488803880568686406846066897729153203 | 0.022735598371486173657318737488562755387
f(z) = 243/43*z^3 - 200/43*z + 1
*
-1 | 0.11635388897675849362968568309389734851 | 0.021181974783445910346696598117846883870
f(z) = 243/44*z^3 - 199/44*z + 1
*
-1 | 0.11212151456012942882294353967654670945 | 0.020411480140288379941314165837766077745
f(z) = 243/46*z^3 - 197/46*z + 1
*
-1 | 0.12498066300778853764336902309703733869 | 0.022752460407903764705630786481517552174
f(z) = 243/47*z^3 - 196/47*z + 1
*
-1 | 0.12502671039577706517897191701400013122 | 0.022760843235669937350742054055895980419
f(z) = 243/49*z^3 - 194/49*z + 1
*
-1 | 0.11221426190167815868882999154464876702 | 0.020428364593976982144563890499035167597
f(z) = 243/50*z^3 - 193/50*z + 1
*
[ 2/9 ] 
f(z) = 243/50*z^3 - 187/50*z + 1
*
-1 | 0.11653808279107528210588459690601597654 | 0.021215506870464542513070042064640893660
f(z) = 243/52*z^3 - 191/52*z + 1
*
-1 | 0.12511828427062956787507930979310259485 | 0.022777514062274930320202735219445609135
f(z) = 243/53*z^3 - 190/53*z + 1
*
-1 | 0.12516381409252077467953206223396960178 | 0.022785802668248272266758137496168771052
f(z) = 243/55*z^3 - 188/55*z + 1
*
[ 8/9 ] 
f(z) = 243/56*z^3 - 199/56*z + 1
*
-1 | 0.11662914284261746222062322821144429569 | 0.021232084156643013308942714365753464562
f(z) = 243/56*z^3 - 187/56*z + 1
*
-1 | 0.11239573312765750174025126077883314522 | 0.020461401039655074396848499797792979738
f(z) = 243/58*z^3 - 185/58*z + 1
*
-1 | 0.12525436766102544600571263278377596248 | 0.022802287750281070740396324055137835640
f(z) = 243/59*z^3 - 184/59*z + 1
*
-1 | 0.11144310525225117402178737884155293184 | 0.020272820602339697392096530793052835360
f(z) = 244/45*z^3 - 199/45*z + 1
*
-1 | 0.12505227037454585461207765023493623642 | 0.022748488903643831125574334683465552377
f(z) = 244/47*z^3 - 197/47*z + 1
*
-1 | 0.12509814619804034878277711657395594142 | 0.022756834259218618414689772058175562684
f(z) = 244/49*z^3 - 195/49*z + 1
*
-1 | 0.10480021068818681740355720943267941210 | 0.019064399413135496665871678921393802039
f(z) = 244/51*z^3 - 193/51*z + 1
*
-1 | 0.12518938069460475606962824998757039581 | 0.022773430894581645006870704014219333015
f(z) = 244/53*z^3 - 191/53*z + 1
*
-1 | 0.12523474266694913438319357662119048593 | 0.022781682774546980949804921903899845325
f(z) = 244/55*z^3 - 189/55*z + 1
*
-1 | 0.10493629821893141102140939600461361891 | 0.019089155346584729089885961389353609052
f(z) = 244/57*z^3 - 187/57*z + 1
*
-1 | 0.12532496412876632779160947640326679823 | 0.022798095126892698235190827737808341181
f(z) = 244/59*z^3 - 185/59*z + 1
*
-1 | 0.11226462478359665343734440274052109556 | 0.020407081523352157914857631714818186404
f(z) = 245/46*z^3 - 199/46*z + 1
*
-1 | 0.12512360135687891688204940674864976197 | 0.022744542533386985085166798404642930334
f(z) = 245/47*z^3 - 198/47*z + 1
*
-1 | 0.096245464695076532071118528820716157486 | 0.017495173106144101382991441717394665873
f(z) = 245/48*z^3 - 197/48*z + 1
*
-1 | 0.10487120233873142257216706842531051357 | 0.019063130346747934425225812525535250777
f(z) = 245/51*z^3 - 194/51*z + 1
*
-1 | 0.11668017118512660281257446811184624217 | 0.021209724524741603343779458017288524834
f(z) = 245/52*z^3 - 193/52*z + 1
*
-1 | 0.12526020452551876922697069045150266325 | 0.022769373792602924721630347169183329075
f(z) = 245/53*z^3 - 192/53*z + 1
*
-1 | 0.098883649584933771718316953559433377311 | 0.017974733379246790417759696001494455476
f(z) = 245/54*z^3 - 191/54*z + 1
*
-1 | 0.10500679001585924093604215444332427203 | 0.019087777013371930730878104957289736262
f(z) = 245/57*z^3 - 188/57*z + 1
*
-1 | 0.11253747384482312415533602954107016653 | 0.020456679097358678430652343229945718199
f(z) = 245/58*z^3 - 187/58*z + 1
*
-1 | 0.12539529167744705524661825828795350631 | 0.022793929475459139877647413158908417414
f(z) = 245/59*z^3 - 186/59*z + 1
*
-1 | 0.12519465808417035113276693057189861280 | 0.022740621026553279489697798988687097471
f(z) = 246/47*z^3 - 199/47*z + 1
*
-1 | 0.12524019459616594048736664838381129781 | 0.022748892374372821379929885113686956859
f(z) = 246/49*z^3 - 197/49*z + 1
*
-1 | 0.12533075785057709088560643601045444845 | 0.022765342474393148845430576540427890532
f(z) = 246/53*z^3 - 193/53*z + 1
*
-1 | 0.12537578782227943284224078814584531414 | 0.022773521813168377728243618256437334772
f(z) = 246/55*z^3 - 191/55*z + 1
*
-1 | 0.12546535235376256404106892154604462745 | 0.022789790503055364321412824328649589635
f(z) = 246/59*z^3 - 187/59*z + 1
*
-1 | 0.12526544266124510857621250179574580042 | 0.022736724116621966202567079133729927853
f(z) = 247/47*z^3 - 200/47*z + 1
*
-1 | 0.096387137291771078450539446481439008538 | 0.017495070487400939881930542644733529431
f(z) = 247/48*z^3 - 199/48*z + 1
*
-1 | 0.12531081139794444303792935904484847263 | 0.022744958921273094209780023457777544380
f(z) = 247/49*z^3 - 198/49*z + 1
*
-1 | 0.11249737329748710743592324880838285061 | 0.020419212882412489171869164031550433037
f(z) = 247/50*z^3 - 197/50*z + 1
*
-1 | 0.10501133887312974103366861927148872812 | 0.019060435107647895967636211062272054333
f(z) = 247/51*z^3 - 196/51*z + 1
*
-1 | 0.12540104273305286954080224338680642000 | 0.022761336662248175414333093591704277606
f(z) = 247/53*z^3 - 194/53*z + 1
*
-1 | 0.099024974853495411409715754842369946657 | 0.017973860037265711665218428004129512069
f(z) = 247/54*z^3 - 193/54*z + 1
*
-1 | 0.12544590852649597720923307785281752620 | 0.022769480178497488816504296269456965314
f(z) = 247/55*z^3 - 192/55*z + 1
*
-1 | 0.11691090704276870826034065533440439036 | 0.021220306121010170868971844934191264955
f(z) = 247/56*z^3 - 191/56*z + 1
*
-1 | 0.11267684037909606765825143475975261983 | 0.020451787656714712910940060816352810898
f(z) = 247/58*z^3 - 189/58*z + 1
*
-1 | 0.12553514818107129588662471206707385197 | 0.022785677921172846828218760528621535539
f(z) = 247/59*z^3 - 188/59*z + 1
*
-1 | 0.12538115936527408481755614771358146754 | 0.022741050104707785939367895399649194360
f(z) = 248/49*z^3 - 199/49*z + 1
*
-1 | 0.10508255511992903965469346271841887295 | 0.019059383907522540613075456568206538045
f(z) = 248/51*z^3 - 197/51*z + 1
*
-1 | 0.12547106121265213065997137103461477494 | 0.022757356082624083408232735149260403668
f(z) = 248/53*z^3 - 195/53*z + 1
*
-1 | 0.12551576402476707134324097755965824590 | 0.022765464070261728124398060623714450162
f(z) = 248/55*z^3 - 193/55*z + 1
*
-1 | 0.10521666510297076773472278349594405537 | 0.019083708150968148210206876879840791252
f(z) = 248/57*z^3 - 191/57*z + 1
*
-1 | 0.12560468115974944970604228787331114587 | 0.022781591445634852722197736504048141387
f(z) = 248/59*z^3 - 189/59*z + 1
*
-1 | 0.12545124054135994229701794010625257342 | 0.022737165662391512381137617548179337461
f(z) = 249/49*z^3 - 200/49*z + 1
*
-1 | 0.11263763741122971056143115416320541628 | 0.020414789129129123895858069462045709255
f(z) = 249/50*z^3 - 199/50*z + 1
*
-1 | 0.11696111089775046224216664641189231106 | 0.021198388657326456604536456383693842099
f(z) = 249/52*z^3 - 197/52*z + 1
*
-1 | 0.12554081530587203622621581903585927177 | 0.022753400466057799900687331176970304752
f(z) = 249/53*z^3 - 196/53*z + 1
*
-1 | 0.12558535632050120972970581127961666243 | 0.022761473215470434312666731231072123838
f(z) = 249/55*z^3 - 194/55*z + 1
*
-1 | 0.11705019330963361366243719830738823376 | 0.021214534225499812597206081716849781882
f(z) = 249/56*z^3 - 193/56*z + 1
*
-1 | 0.11281645743550148410058375361609183797 | 0.020447199016014855528558119858781365044
f(z) = 249/58*z^3 - 191/58*z + 1
*
-1 | 0.12567395326753852243783185102927864573 | 0.022777530796513687251375432882946274121
f(z) = 249/59*z^3 - 190/59*z + 1
*
[ 1/5 ] 
f(z) = 250/43*z^3 - 182/43*z + 1
*
[ 1/5 ] 
f(z) = 250/47*z^3 - 198/47*z + 1
*
-1 | 0.10522212563978505616838164826564873547 | 0.019056935692397165135909376780175397740
f(z) = 250/51*z^3 - 199/51*z + 1
*
-1 | 0.12561030700635235028562679721811789875 | 0.022749469547089560846204747125055707149
f(z) = 250/53*z^3 - 197/53*z + 1
*
-1 | 0.10535526831862621389939771446219082645 | 0.019081049361011649653913507329822225647
f(z) = 250/57*z^3 - 193/57*z + 1
*
-1 | 0.12574296645988629170845993459962556641 | 0.022773495698049858399618295503188773645
f(z) = 250/59*z^3 - 191/59*z + 1
*
-1 | 0.10529151751997965971987505015459158963 | 0.019055726051758599927161114182963730716
f(z) = 251/51*z^3 - 200/51*z + 1
*
-1 | 0.11709999477677411001698103647026898835 | 0.021192831803427515588500523131806353158
f(z) = 251/52*z^3 - 199/52*z + 1
*
-1 | 0.12567953828522026476952676347132795429 | 0.022745563064187155874842257578784685677
f(z) = 251/53*z^3 - 198/53*z + 1
*
-1 | 0.099302495257947457769033401811663991925 | 0.017971828979788739144235619699164310248
f(z) = 251/54*z^3 - 197/54*z + 1
*
-1 | 0.12572375920500122442106177541948100057 | 0.022753566194476762159718722429329824838
f(z) = 251/55*z^3 - 196/55*z + 1
*
-1 | 0.11718843699104242494553203966571362856 | 0.021208838131821330825805754904406369126
f(z) = 251/56*z^3 - 195/56*z + 1
*
-1 | 0.10542314816175190340266247290527526651 | 0.019079548649330651069428485943485544391
f(z) = 251/57*z^3 - 194/57*z + 1
*
-1 | 0.11295373224052549505568524219215285510 | 0.020442438562923304821595646974274649690
f(z) = 251/58*z^3 - 193/58*z + 1
*
-1 | 0.12581172267028138858441221076345134978 | 0.022769485878573100855458150140401766284
f(z) = 251/59*z^3 - 192/59*z + 1
*
-1 | 0.12574851109142873578558131998907256383 | 0.022741680759671909001708642709230230075
f(z) = 252/53*z^3 - 199/53*z + 1
*
-1 | 0.12579257368861034281192709633903061443 | 0.022749649502282448176464752878798056577
f(z) = 252/55*z^3 - 197/55*z + 1
*
[ 5/6 ] 
f(z) = 252/55*z^3 - 186/55*z + 1
*
-1 | 0.12588022381058160471715572869822960971 | 0.022765501070425210949151017337540984739
f(z) = 252/59*z^3 - 193/59*z + 1
*
-1 | 0.12581722735208847661729654834787203214 | 0.022737822379646348643089325086471894940
f(z) = 253/53*z^3 - 200/53*z + 1
*
-1 | 0.099440026291988645155111085102788013994 | 0.017970906709994900486327768659466583842
f(z) = 253/54*z^3 - 199/54*z + 1
*
-1 | 0.11732565361704868872377672630542092755 | 0.021203216194352758689827015488255860114
f(z) = 253/56*z^3 - 197/56*z + 1
*
-1 | 0.10556124202134238323729962958358839462 | 0.019077139289831133315034563719814755679
f(z) = 253/57*z^3 - 196/57*z + 1
*
-1 | 0.11309063664328629115777119350869787237 | 0.020437859448295054637175789808019082572
f(z) = 253/58*z^3 - 195/58*z + 1
*
-1 | 0.12594847177133607441171994970978937771 | 0.022761541009884643918316419857464498452
f(z) = 253/59*z^3 - 194/59*z + 1
*
-1 | 0.12592943831269377912849550883668965715 | 0.022741888468383521958238126957001190333
f(z) = 254/55*z^3 - 199/55*z + 1
*
-1 | 0.10562835897253787950717862309921253408 | 0.019075669605441986546496578476797486952
f(z) = 254/57*z^3 - 197/57*z + 1
*
-1 | 0.12601646842210146848031750019176783470 | 0.022757605437092826357711075850954333821
f(z) = 254/59*z^3 - 195/59*z + 1
*
-1 | 0.11746185837249982504387886733932012905 | 0.021197666816466416664675916566721008714
f(z) = 255/56*z^3 - 199/56*z + 1
*
-1 | 0.11322718573245873582045217761619317640 | 0.020433459771352842510293108690322644985
f(z) = 255/58*z^3 - 197/58*z + 1
*
-1 | 0.12608421561175233318235917506096587120 | 0.022753694095982138152189772315882531789
f(z) = 255/59*z^3 - 196/59*z + 1
*
1/4 | 0.14364819003486694637104067724655172791 | 0.025905066424497244382990960389290788526
f(z) = 256/45*z^3 - 196/45*z + 1
*
[ -17/16 ] 
f(z) = 256/51*z^3 - 190/51*z + 1
*
-1 | 0.10576494391937964838802680625204750680 | 0.019073320011548542941519168503214753384
f(z) = 256/57*z^3 - 199/57*z + 1
*
[ 1/4 ] 
f(z) = 256/57*z^3 - 187/57*z + 1
*
-1 | 0.12615171516878570409773464378411696472 | 0.022749806734205519585681485153886897224
f(z) = 256/59*z^3 - 197/59*z + 1
*
[ 1/4 ] 
f(z) = 256/59*z^3 - 193/59*z + 1
*
-1 | 0.10583234834198285054920500440471367602 | 0.019072066542764159184781448182641461801
f(z) = 257/57*z^3 - 200/57*z + 1
*
-1 | 0.11336143784635053175400323273155363826 | 0.020428885117456643137027444071252307971
f(z) = 257/58*z^3 - 199/58*z + 1
*
-1 | 0.12621896890162012142781683406336278388 | 0.022745943103067660664961827947248761930
f(z) = 257/59*z^3 - 198/59*z + 1
*
-1 | 0.12628597859888916996491995643270993096 | 0.022742102957457730996955191760278678416
f(z) = 258/59*z^3 - 199/59*z + 1
*
6/7 | 0.20274578336220408153762635579484566405 | 0.027022905193676724734661442649111890712
f(z) = 259/54*z^3 - 197/42*z + 1
*
-1 | 0.12635274602972966381263877390607510809 | 0.022738286055783609813996800860295002324
f(z) = 259/59*z^3 - 200/59*z + 1
*
[ 20/27 ] 
f(z) = 243/50*z^3 - 181/60*z + 1
*
-6/7 | 0.081637961505075885701129993920466464252 | 0.011481008341961875870242361221869568473
f(z) = 245/48*z^3 - 191/60*z + 1
*
[ 12/19 ] 
f(z) = 247/54*z^3 - 183/76*z + 1
*
[ 2/3 ] 
f(z) = 249/44*z^3 - 199/66*z + 1
*
[ 3/11 ] 
f(z) = 253/54*z^3 - 199/66*z + 1
*
[ 7/24 ] 
f(z) = 256/49*z^3 - 181/63*z + 1
*
[ 18/35 ] 
f(z) = 245/54*z^3 - 193/90*z + 1
*
[ -7/3 ] 
f(z) = 243/49*z^3 - 179/7*z + 1
*
[ 14/9 ] 
f(z) = 243/49*z^3 - 163/14*z + 1
*
[ 3/2 ] 
f(z) = 244/45*z^3 - 178/15*z + 1
*
[ 12/7 ] 
f(z) = 245/48*z^3 - 175/12*z + 1
*
[ -12/7 ] 
f(z) = 245/48*z^3 - 161/12*z + 1
*
[ -3/2 ] 
f(z) = 248/45*z^3 - 161/15*z + 1
*
[ -3/2 ] 
f(z) = 256/45*z^3 - 167/15*z + 1
*
-10/9 | 0.11236359346866195917428154080411000805 | 0.016615124611074259359044439513303188028
f(z) = 243/50*z^3 - 173/30*z + 1
*
5/27 | 0.18670751019613515281315474984160027842 | 0.027753163143439316726329118898911476462
f(z) = 243/50*z^3 - 167/30*z + 1
*
[ -4/3 ] 
f(z) = 243/56*z^3 - 167/28*z + 1
*
-8/7 | 0.14018117855284973692336515235339036825 | 0.024223892237007796783871485975902754073
f(z) = 245/48*z^3 - 163/24*z + 1
*
[ 1/4 ] 
f(z) = 240/49*z^3 - 162/49*z + 1
*
[ 1/4 ] 
f(z) = 240/53*z^3 - 174/53*z + 1
*
[ -1 ] 
f(z) = 241/40*z^3 - 161/40*z + 1
*
[ 9/11 ] 
f(z) = 242/45*z^3 - 172/45*z + 1
*
9/11 | 0.15891637551238160776341909464307993406 | 0.028952118504658947667161146250394808529
f(z) = 242/51*z^3 - 179/51*z + 1
*
[ 3/11 ] 
f(z) = 242/57*z^3 - 170/57*z + 1
*
[ -1 ] 
f(z) = 243/40*z^3 - 163/40*z + 1
*
[ -1 ] 
f(z) = 243/41*z^3 - 161/41*z + 1
*
[ 2/9 ] 
f(z) = 243/46*z^3 - 173/46*z + 1
*
4/9 | 0.16009991474687167584808204810445835358 | 0.029145844516443014684614438282740962690
f(z) = 243/52*z^3 - 165/52*z + 1
*
[ 7/9 ] 
f(z) = 243/56*z^3 - 163/56*z + 1
*
[ -1 ] 
f(z) = 244/41*z^3 - 162/41*z + 1
*
[ -1 ] 
f(z) = 245/41*z^3 - 163/41*z + 1
*
-15/14 | 0.18609605550756076737019919947754220985 | 0.021901408016852700131848198475313263056
f(z) = 245/54*z^3 - 179/40*z + 1
*
[ 2/7 ] 
f(z) = 245/58*z^3 - 165/58*z + 1
*
[ -1 ] 
f(z) = 247/40*z^3 - 167/40*z + 1
*
[ -1 ] 
f(z) = 247/41*z^3 - 165/41*z + 1
*
[ -1 ] 
f(z) = 247/42*z^3 - 163/42*z + 1
*
[ -1 ] 
f(z) = 247/43*z^3 - 161/43*z + 1
*
[ -1 ] 
f(z) = 248/41*z^3 - 166/41*z + 1
*
[ -1 ] 
f(z) = 248/43*z^3 - 162/43*z + 1
*
[ -1 ] 
f(z) = 249/40*z^3 - 169/40*z + 1
*
[ -1 ] 
f(z) = 249/41*z^3 - 167/41*z + 1
*
[ -1 ] 
f(z) = 249/43*z^3 - 163/43*z + 1
*
[ -1 ] 
f(z) = 249/44*z^3 - 161/44*z + 1
*
[ 1/5 ] 
f(z) = 250/41*z^3 - 174/41*z + 1
*
[ -1 ] 
f(z) = 250/41*z^3 - 168/41*z + 1
*
[ -1 ] 
f(z) = 250/43*z^3 - 164/43*z + 1
*
[ -1 ] 
f(z) = 251/40*z^3 - 171/40*z + 1
*
[ -1 ] 
f(z) = 251/41*z^3 - 169/41*z + 1
*
[ -1 ] 
f(z) = 251/42*z^3 - 167/42*z + 1
*
[ -1 ] 
f(z) = 251/43*z^3 - 165/43*z + 1
*
[ -1 ] 
f(z) = 251/44*z^3 - 163/44*z + 1
*
[ -1 ] 
f(z) = 251/45*z^3 - 161/45*z + 1
*
[ -1 ] 
f(z) = 252/41*z^3 - 170/41*z + 1
*
[ -1 ] 
f(z) = 252/43*z^3 - 166/43*z + 1
*
[ -1 ] 
f(z) = 253/40*z^3 - 173/40*z + 1
*
[ -10/11 ] 
f(z) = 253/40*z^3 - 172/55*z + 1
*
[ -1 ] 
f(z) = 253/41*z^3 - 171/41*z + 1
*
[ -1 ] 
f(z) = 253/42*z^3 - 169/42*z + 1
*
[ -1 ] 
f(z) = 253/43*z^3 - 167/43*z + 1
*
[ -1 ] 
f(z) = 253/45*z^3 - 163/45*z + 1
*
[ -12/11 ] 
f(z) = 253/54*z^3 - 161/44*z + 1
*
[ -1 ] 
f(z) = 254/41*z^3 - 172/41*z + 1
*
[ -1 ] 
f(z) = 254/43*z^3 - 168/43*z + 1
*
[ -1 ] 
f(z) = 254/45*z^3 - 164/45*z + 1
*
[ -1 ] 
f(z) = 255/41*z^3 - 173/41*z + 1
*
[ -1 ] 
f(z) = 255/43*z^3 - 169/43*z + 1
*
[ -1 ] 
f(z) = 255/44*z^3 - 167/44*z + 1
*
[ -1 ] 
f(z) = 255/46*z^3 - 163/46*z + 1
*
[ -1 ] 
f(z) = 255/47*z^3 - 161/47*z + 1
*
[ -1 ] 
f(z) = 256/41*z^3 - 174/41*z + 1
*
[ -1 ] 
f(z) = 256/43*z^3 - 170/43*z + 1
*
[ -1 ] 
f(z) = 256/45*z^3 - 166/45*z + 1
*
[ -1 ] 
f(z) = 256/47*z^3 - 162/47*z + 1
*
[ 1/4 ] 
f(z) = 256/49*z^3 - 163/49*z + 1
*
[ 1/4 ] 
f(z) = 256/51*z^3 - 169/51*z + 1
*
[ 3/4 ] 
f(z) = 256/51*z^3 - 161/51*z + 1
*
[ 1/4 ] 
f(z) = 256/53*z^3 - 175/53*z + 1
*
[ 3/4 ] 
f(z) = 256/57*z^3 - 163/57*z + 1
*
[ -1 ] 
f(z) = 257/40*z^3 - 177/40*z + 1
*
[ -1 ] 
f(z) = 257/41*z^3 - 175/41*z + 1
*
[ -1 ] 
f(z) = 257/42*z^3 - 173/42*z + 1
*
[ -1 ] 
f(z) = 257/43*z^3 - 171/43*z + 1
*
[ -1 ] 
f(z) = 257/44*z^3 - 169/44*z + 1
*
[ -1 ] 
f(z) = 257/45*z^3 - 167/45*z + 1
*
[ -1 ] 
f(z) = 257/46*z^3 - 165/46*z + 1
*
[ -1 ] 
f(z) = 257/47*z^3 - 163/47*z + 1
*
[ -1 ] 
f(z) = 257/48*z^3 - 161/48*z + 1
*
[ -1 ] 
f(z) = 258/41*z^3 - 176/41*z + 1
*
[ -1 ] 
f(z) = 258/47*z^3 - 164/47*z + 1
*
[ -1 ] 
f(z) = 259/40*z^3 - 179/40*z + 1
*
[ -1 ] 
f(z) = 259/41*z^3 - 177/41*z + 1
*
[ -1 ] 
f(z) = 259/43*z^3 - 173/43*z + 1
*
[ -1 ] 
f(z) = 259/44*z^3 - 171/44*z + 1
*
[ -1 ] 
f(z) = 259/45*z^3 - 169/45*z + 1
*
[ -1 ] 
f(z) = 259/46*z^3 - 167/46*z + 1
*
[ -1 ] 
f(z) = 259/47*z^3 - 165/47*z + 1
*
[ -1 ] 
f(z) = 259/48*z^3 - 163/48*z + 1
*
4/27 | 0.11883716435261362724768852471577672724 | 0.018028374762474899585047988565690616582
f(z) = 243/40*z^3 - 173/60*z + 1
*
-22/27 | 0.10760574995626619819620902822932796604 | 0.016324495770132097656095240561383941044
f(z) = 243/44*z^3 - 167/66*z + 1
*
[ -26/27 ] 
f(z) = 243/52*z^3 - 179/78*z + 1
*
4/35 | 0.17348732483885027156835929027218669892 | 0.024398078871379558645686653460761897513
f(z) = 245/48*z^3 - 169/60*z + 1
*
[ 9/14 ] 
f(z) = 245/54*z^3 - 175/72*z + 1
*
[ 6/13 ] 
f(z) = 247/54*z^3 - 167/78*z + 1
*
[ 14/25 ] 
f(z) = 250/49*z^3 - 167/70*z + 1
*
15/32 | 0.12219198822860364589423583046877327701 | 0.017628577545376907226531370149850865351
f(z) = 256/45*z^3 - 167/60*z + 1
*
[ 15/11 ] 
f(z) = 242/45*z^3 - 146/15*z + 1
*
34/27 | 0.20960512242473416054374080172473617359 | 0.029508041530386914963795181237828728081
f(z) = 243/40*z^3 - 152/15*z + 1
*
[ -14/9 ] 
f(z) = 243/49*z^3 - 145/14*z + 1
*
[ -3/2 ] 
f(z) = 244/45*z^3 - 158/15*z + 1
*
[ 12/7 ] 
f(z) = 245/54*z^3 - 155/12*z + 1
*
10/27 | 0.17692766956991469374743123102805150331 | 0.024977831706508866920292706820872939088
f(z) = 243/56*z^3 - 149/21*z + 1
*
[ 8/7 ] 
f(z) = 245/48*z^3 - 157/24*z + 1
*
[ 6/35 ] 
f(z) = 245/54*z^3 - 149/30*z + 1
*
[ -21/16 ] 
f(z) = 256/49*z^3 - 152/21*z + 1
*
[ -1 ] 
f(z) = 240/41*z^3 - 158/41*z + 1
*
[ -1 ] 
f(z) = 240/43*z^3 - 154/43*z + 1
*
[ 1/4 ] 
f(z) = 240/43*z^3 - 144/43*z + 1
*
[ 1/4 ] 
f(z) = 240/47*z^3 - 156/47*z + 1
*
[ -1 ] 
f(z) = 240/47*z^3 - 146/47*z + 1
*
[ -1 ] 
f(z) = 240/49*z^3 - 142/49*z + 1
*
[ 2/3 ] 
f(z) = 241/40*z^3 - 143/45*z + 1
*
[ -1 ] 
f(z) = 241/41*z^3 - 159/41*z + 1
*
[ -1 ] 
f(z) = 241/42*z^3 - 157/42*z + 1
*
[ -1 ] 
f(z) = 241/43*z^3 - 155/43*z + 1
*
[ -1 ] 
f(z) = 241/44*z^3 - 153/44*z + 1
*
[ -1 ] 
f(z) = 241/45*z^3 - 151/45*z + 1
*
[ -1 ] 
f(z) = 241/46*z^3 - 149/46*z + 1
*
[ -1 ] 
f(z) = 241/47*z^3 - 147/47*z + 1
*
[ -1 ] 
f(z) = 241/48*z^3 - 145/48*z + 1
*
[ -1 ] 
f(z) = 241/49*z^3 - 143/49*z + 1
*
[ -1 ] 
f(z) = 241/50*z^3 - 141/50*z + 1
*
[ -1 ] 
f(z) = 242/41*z^3 - 160/41*z + 1
*
[ -1 ] 
f(z) = 242/43*z^3 - 156/43*z + 1
*
[ -1 ] 
f(z) = 242/45*z^3 - 152/45*z + 1
*
[ -1 ] 
f(z) = 242/47*z^3 - 148/47*z + 1
*
[ -1 ] 
f(z) = 242/49*z^3 - 144/49*z + 1
*
[ 3/11 ] 
f(z) = 242/51*z^3 - 154/51*z + 1
*
[ -1 ] 
f(z) = 243/43*z^3 - 157/43*z + 1
*
-8/9 | 0.068050035933267198595937925116889796366 | 0.012388362415965125932183884358546559608
f(z) = 243/44*z^3 - 159/44*z + 1
*
[ -1 ] 
f(z) = 243/44*z^3 - 155/44*z + 1
*
[ -1 ] 
f(z) = 243/46*z^3 - 151/46*z + 1
*
[ -1 ] 
f(z) = 243/47*z^3 - 149/47*z + 1
*
[ -1 ] 
f(z) = 243/49*z^3 - 145/49*z + 1
*
[ 5/6 ] 
f(z) = 243/50*z^3 - 143/40*z + 1
*
[ -1 ] 
f(z) = 243/50*z^3 - 143/50*z + 1
*
[ 1/3 ] 
f(z) = 243/58*z^3 - 143/58*z + 1
*
[ 1/3 ] 
f(z) = 243/59*z^3 - 145/59*z + 1
*
[ -1 ] 
f(z) = 244/43*z^3 - 158/43*z + 1
*
[ -1 ] 
f(z) = 244/45*z^3 - 154/45*z + 1
*
[ -1 ] 
f(z) = 244/47*z^3 - 150/47*z + 1
*
[ -1 ] 
f(z) = 244/49*z^3 - 146/49*z + 1
*
[ -1 ] 
f(z) = 244/51*z^3 - 142/51*z + 1
*
[ -1 ] 
f(z) = 245/43*z^3 - 159/43*z + 1
*
[ -1 ] 
f(z) = 245/46*z^3 - 153/46*z + 1
*
[ -1 ] 
f(z) = 245/47*z^3 - 151/47*z + 1
*
[ -1 ] 
f(z) = 245/48*z^3 - 149/48*z + 1
*
[ -1 ] 
f(z) = 245/51*z^3 - 143/51*z + 1
*
[ -1 ] 
f(z) = 245/52*z^3 - 141/52*z + 1
*
[ 2/7 ] 
f(z) = 245/54*z^3 - 155/54*z + 1
*
[ -1 ] 
f(z) = 246/43*z^3 - 160/43*z + 1
*
[ -1 ] 
f(z) = 246/47*z^3 - 152/47*z + 1
*
[ -1 ] 
f(z) = 246/49*z^3 - 148/49*z + 1
*
[ 2/3 ] 
f(z) = 247/40*z^3 - 146/45*z + 1
*
[ -1 ] 
f(z) = 247/44*z^3 - 159/44*z + 1
*
[ -1 ] 
f(z) = 247/45*z^3 - 157/45*z + 1
*
[ -1 ] 
f(z) = 247/46*z^3 - 155/46*z + 1
*
[ -1 ] 
f(z) = 247/47*z^3 - 153/47*z + 1
*
[ -1 ] 
f(z) = 247/48*z^3 - 151/48*z + 1
*
[ -1 ] 
f(z) = 247/49*z^3 - 149/49*z + 1
*
[ -1 ] 
f(z) = 247/50*z^3 - 147/50*z + 1
*
[ -1 ] 
f(z) = 247/51*z^3 - 145/51*z + 1
*
[ -1 ] 
f(z) = 247/53*z^3 - 141/53*z + 1
*
[ -1 ] 
f(z) = 248/45*z^3 - 158/45*z + 1
*
[ -1 ] 
f(z) = 248/47*z^3 - 154/47*z + 1
*
[ -1 ] 
f(z) = 248/49*z^3 - 150/49*z + 1
*
[ -1 ] 
f(z) = 248/51*z^3 - 146/51*z + 1
*
[ -1 ] 
f(z) = 248/53*z^3 - 142/53*z + 1
*
[ -1 ] 
f(z) = 249/46*z^3 - 157/46*z + 1
*
[ -1 ] 
f(z) = 249/47*z^3 - 155/47*z + 1
*
[ -1 ] 
f(z) = 249/49*z^3 - 151/49*z + 1
*
[ -1 ] 
f(z) = 249/50*z^3 - 149/50*z + 1
*
[ -1 ] 
f(z) = 249/52*z^3 - 145/52*z + 1
*
[ -1 ] 
f(z) = 249/53*z^3 - 143/53*z + 1
*
[ -1 ] 
f(z) = 250/47*z^3 - 156/47*z + 1
*
[ -1 ] 
f(z) = 250/49*z^3 - 152/49*z + 1
*
[ -1 ] 
f(z) = 250/51*z^3 - 148/51*z + 1
*
[ -1 ] 
f(z) = 250/53*z^3 - 144/53*z + 1
*
[ 2/3 ] 
f(z) = 251/40*z^3 - 148/45*z + 1
*
[ -1 ] 
f(z) = 251/46*z^3 - 159/46*z + 1
*
[ -1 ] 
f(z) = 251/47*z^3 - 157/47*z + 1
*
[ -1 ] 
f(z) = 251/48*z^3 - 155/48*z + 1
*
[ -1 ] 
f(z) = 251/49*z^3 - 153/49*z + 1
*
[ -1 ] 
f(z) = 251/50*z^3 - 151/50*z + 1
*
[ -1 ] 
f(z) = 251/51*z^3 - 149/51*z + 1
*
[ -1 ] 
f(z) = 251/52*z^3 - 147/52*z + 1
*
[ -1 ] 
f(z) = 251/53*z^3 - 145/53*z + 1
*
[ -1 ] 
f(z) = 251/54*z^3 - 143/54*z + 1
*
[ -1 ] 
f(z) = 251/55*z^3 - 141/55*z + 1
*
[ -1 ] 
f(z) = 252/47*z^3 - 158/47*z + 1
*
[ -1 ] 
f(z) = 252/53*z^3 - 146/53*z + 1
*
[ -1 ] 
f(z) = 252/55*z^3 - 142/55*z + 1
*
[ 1/3 ] 
f(z) = 252/59*z^3 - 146/59*z + 1
*
[ 2/3 ] 
f(z) = 253/40*z^3 - 149/45*z + 1
*
[ -1 ] 
f(z) = 253/47*z^3 - 159/47*z + 1
*
[ -1 ] 
f(z) = 253/48*z^3 - 157/48*z + 1
*
[ -1 ] 
f(z) = 253/49*z^3 - 155/49*z + 1
*
[ -1 ] 
f(z) = 253/50*z^3 - 153/50*z + 1
*
[ -1 ] 
f(z) = 253/51*z^3 - 151/51*z + 1
*
[ -1 ] 
f(z) = 253/52*z^3 - 149/52*z + 1
*
[ -1 ] 
f(z) = 253/53*z^3 - 147/53*z + 1
*
[ 6/23 ] 
f(z) = 253/54*z^3 - 145/46*z + 1
*
[ -1 ] 
f(z) = 253/54*z^3 - 145/54*z + 1
*
[ -1 ] 
f(z) = 253/56*z^3 - 141/56*z + 1
*
[ -1 ] 
f(z) = 254/47*z^3 - 160/47*z + 1
*
[ -1 ] 
f(z) = 254/49*z^3 - 156/49*z + 1
*
[ -1 ] 
f(z) = 254/51*z^3 - 152/51*z + 1
*
[ -1 ] 
f(z) = 254/53*z^3 - 148/53*z + 1
*
[ -1 ] 
f(z) = 254/55*z^3 - 144/55*z + 1
*
[ -1 ] 
f(z) = 255/49*z^3 - 157/49*z + 1
*
[ -1 ] 
f(z) = 255/52*z^3 - 151/52*z + 1
*
[ -1 ] 
f(z) = 255/53*z^3 - 149/53*z + 1
*
[ -1 ] 
f(z) = 255/56*z^3 - 143/56*z + 1
*
[ 1/4 ] 
f(z) = 256/43*z^3 - 145/43*z + 1
*
[ 1/4 ] 
f(z) = 256/45*z^3 - 151/45*z + 1
*
[ 1/4 ] 
f(z) = 256/47*z^3 - 157/47*z + 1
*
[ -1 ] 
f(z) = 256/49*z^3 - 158/49*z + 1
*
[ -1 ] 
f(z) = 256/51*z^3 - 154/51*z + 1
*
[ -1 ] 
f(z) = 256/53*z^3 - 150/53*z + 1
*
[ -1 ] 
f(z) = 256/57*z^3 - 142/57*z + 1
*
[ 2/3 ] 
f(z) = 257/40*z^3 - 151/45*z + 1
*
[ -1 ] 
f(z) = 257/49*z^3 - 159/49*z + 1
*
[ -1 ] 
f(z) = 257/50*z^3 - 157/50*z + 1
*
[ -1 ] 
f(z) = 257/51*z^3 - 155/51*z + 1
*
[ -1 ] 
f(z) = 257/52*z^3 - 153/52*z + 1
*
[ -1 ] 
f(z) = 257/53*z^3 - 151/53*z + 1
*
[ -1 ] 
f(z) = 257/54*z^3 - 149/54*z + 1
*
[ -1 ] 
f(z) = 257/55*z^3 - 147/55*z + 1
*
[ -1 ] 
f(z) = 257/56*z^3 - 145/56*z + 1
*
[ -1 ] 
f(z) = 257/57*z^3 - 143/57*z + 1
*
[ -1 ] 
f(z) = 257/58*z^3 - 141/58*z + 1
*
[ -1 ] 
f(z) = 258/49*z^3 - 160/49*z + 1
*
[ -1 ] 
f(z) = 258/53*z^3 - 152/53*z + 1
*
[ -1 ] 
f(z) = 258/55*z^3 - 148/55*z + 1
*
[ 2/3 ] 
f(z) = 259/40*z^3 - 152/45*z + 1
*
[ -1 ] 
f(z) = 259/50*z^3 - 159/50*z + 1
*
[ -1 ] 
f(z) = 259/51*z^3 - 157/51*z + 1
*
[ -1 ] 
f(z) = 259/52*z^3 - 155/52*z + 1
*
[ -1 ] 
f(z) = 259/53*z^3 - 153/53*z + 1
*
[ 6/7 ] 
f(z) = 259/54*z^3 - 155/42*z + 1
*
[ -1 ] 
f(z) = 259/54*z^3 - 151/54*z + 1
*
[ -1 ] 
f(z) = 259/55*z^3 - 149/55*z + 1
*
[ -1 ] 
f(z) = 259/57*z^3 - 145/57*z + 1
*
[ -1 ] 
f(z) = 259/58*z^3 - 143/58*z + 1
*
[ -1 ] 
f(z) = 259/59*z^3 - 141/59*z + 1
*
[ 2/3 ] 
f(z) = 241/56*z^3 - 152/63*z + 1
*
[ 2/3 ] 
f(z) = 247/56*z^3 - 155/63*z + 1
*
[ 7/15 ] 
f(z) = 250/49*z^3 - 142/63*z + 1
*
[ 2/3 ] 
f(z) = 251/56*z^3 - 157/63*z + 1
*
[ 2/3 ] 
f(z) = 253/56*z^3 - 158/63*z + 1
*
[ 15/32 ] 
f(z) = 256/45*z^3 - 143/60*z + 1
*
[ 7/12 ] 
f(z) = 256/49*z^3 - 157/63*z + 1
*
[ 2/3 ] 
f(z) = 257/56*z^3 - 160/63*z + 1
*
-2 | 0.11473221517374665542824976394369140657 | 0.016648061994023924481487799494564114167
f(z) = 241/40*z^3 - 123/5*z + 1
*
-2 | 0.11453382081969393938636646744896992250 | 0.016599770605108300959920763865816102056
f(z) = 241/56*z^3 - 124/7*z + 1
*
3/11 | 0.12478252103056612487752131322953049342 | 0.020758105971713792517145283109556163718
f(z) = 242/45*z^3 - 136/15*z + 1
*
[ -15/11 ] 
f(z) = 242/45*z^3 - 124/15*z + 1
*
2/27 | 0.17025186232402256542397861320469887118 | 0.024562151747697790362618532727762987405
f(z) = 243/40*z^3 - 128/15*z + 1
*
-2 | 0.11488909438504102822890393775238310577 | 0.016651261593923777270706359092636373271
f(z) = 243/40*z^3 - 124/5*z + 1
*
[ 5/3 ] 
f(z) = 243/50*z^3 - 131/10*z + 1
*
-2 | 0.11469292908599261705660881826726305977 | 0.016603502071789188603338609579146276920
f(z) = 243/56*z^3 - 125/7*z + 1
*
10/7 | 0.13715720470808627432072049798181454040 | 0.021904876924380801469898019248655863267
f(z) = 245/48*z^3 - 131/12*z + 1
*
[ 9/7 ] 
f(z) = 245/54*z^3 - 131/18*z + 1
*
-2 | 0.11519889581154948237524449180662231629 | 0.016657533614122238602142241459953085140
f(z) = 247/40*z^3 - 126/5*z + 1
*
[ 2 ] 
f(z) = 247/40*z^3 - 121/5*z + 1
*
-2 | 0.11500704640374373554219284168700849659 | 0.016610805197774733718334802138790455186
f(z) = 247/56*z^3 - 127/7*z + 1
*
-2 | 0.11535186225109522576845005816101315895 | 0.016660607962462331022105808627504965521
f(z) = 249/40*z^3 - 127/5*z + 1
*
[ 2 ] 
f(z) = 249/40*z^3 - 122/5*z + 1
*
-2 | 0.11516210261172511544466211550740566225 | 0.016614379433628176503189386833762871793
f(z) = 249/56*z^3 - 128/7*z + 1
*
[ 2 ] 
f(z) = 249/56*z^3 - 121/7*z + 1
*
-2 | 0.11550356773280006471914131302686345798 | 0.016663642437309314381596196131630016248
f(z) = 251/40*z^3 - 128/5*z + 1
*
[ 2 ] 
f(z) = 251/40*z^3 - 123/5*z + 1
*
-2 | 0.11531585426680290632103500863637200310 | 0.016617903763643748001127448754432861362
f(z) = 251/56*z^3 - 129/7*z + 1
*
[ 2 ] 
f(z) = 251/56*z^3 - 122/7*z + 1
*
-2 | 0.11565403300925893936197147172036722484 | 0.016666637928020157202673640510410306735
f(z) = 253/40*z^3 - 129/5*z + 1
*
[ 2 ] 
f(z) = 253/40*z^3 - 124/5*z + 1
*
-2 | 0.11546832344443914352454366860226173743 | 0.016621379370701631724209700626125966739
f(z) = 253/56*z^3 - 130/7*z + 1
*
[ 2 ] 
f(z) = 253/56*z^3 - 123/7*z + 1
*
-2 | 0.11561953165627922629516035810281909480 | 0.016624807398717141963995601393138345549
f(z) = 255/56*z^3 - 131/7*z + 1
*
[ 2 ] 
f(z) = 255/56*z^3 - 124/7*z + 1
*
-2 | 0.11595132341593383827911296762966646219 | 0.016672515376960278220795322010877168265
f(z) = 257/40*z^3 - 131/5*z + 1
*
[ 2 ] 
f(z) = 257/40*z^3 - 126/5*z + 1
*
[ -2 ] 
f(z) = 257/40*z^3 - 121/5*z + 1
*
-2 | 0.11576949986947563815351975196401488918 | 0.016628188954273705570098645260016332292
f(z) = 257/56*z^3 - 132/7*z + 1
*
[ 2 ] 
f(z) = 257/56*z^3 - 125/7*z + 1
*
-2 | 0.11609818756013493688046758501458183768 | 0.016675398979655077539021688390753212052
f(z) = 259/40*z^3 - 132/5*z + 1
*
[ 2 ] 
f(z) = 259/40*z^3 - 127/5*z + 1
*
[ -2 ] 
f(z) = 259/40*z^3 - 122/5*z + 1
*
[ 7/6 ] 
f(z) = 240/49*z^3 - 137/21*z + 1
*
-21/22 | 0.10745692411332966963186997813667469657 | 0.017381987749243181630414295122232209502
f(z) = 242/45*z^3 - 137/30*z + 1
*
[ -7/6 ] 
f(z) = 243/49*z^3 - 137/28*z + 1
*
[ 5/27 ] 
f(z) = 243/50*z^3 - 137/30*z + 1
*
[ -10/9 ] 
f(z) = 243/56*z^3 - 121/35*z + 1
*
-8/7 | 0.16223756063092132720371192396628447011 | 0.028828799479097250607264740841752474329
f(z) = 245/48*z^3 - 139/24*z + 1
*
12/35 | 0.21195858822024780312370880347559289097 | 0.025753412403638993605670100394234430691
f(z) = 245/54*z^3 - 139/20*z + 1
*
[ 1/4 ] 
f(z) = 240/41*z^3 - 138/41*z + 1
*
[ -1 ] 
f(z) = 240/53*z^3 - 134/53*z + 1
*
[ -1 ] 
f(z) = 240/59*z^3 - 122/59*z + 1
*
[ -1 ] 
f(z) = 241/51*z^3 - 139/51*z + 1
*
[ -1 ] 
f(z) = 241/52*z^3 - 137/52*z + 1
*
[ -1 ] 
f(z) = 241/53*z^3 - 135/53*z + 1
*
[ -1 ] 
f(z) = 241/54*z^3 - 133/54*z + 1
*
[ -1 ] 
f(z) = 241/55*z^3 - 131/55*z + 1
*
[ -1 ] 
f(z) = 241/56*z^3 - 129/56*z + 1
*
[ -1 ] 
f(z) = 241/57*z^3 - 127/57*z + 1
*
[ -1 ] 
f(z) = 241/58*z^3 - 125/58*z + 1
*
[ -1 ] 
f(z) = 241/59*z^3 - 123/59*z + 1
*
[ -1 ] 
f(z) = 242/51*z^3 - 140/51*z + 1
*
[ -1 ] 
f(z) = 242/53*z^3 - 136/53*z + 1
*
[ -1 ] 
f(z) = 242/57*z^3 - 128/57*z + 1
*
[ -1 ] 
f(z) = 242/59*z^3 - 124/59*z + 1
*
[ 2/3 ] 
f(z) = 243/46*z^3 - 131/46*z + 1
*
[ 1/3 ] 
f(z) = 243/47*z^3 - 121/47*z + 1
*
[ 1/3 ] 
f(z) = 243/49*z^3 - 125/49*z + 1
*
[ 2/3 ] 
f(z) = 243/50*z^3 - 133/50*z + 1
*
[ 1/3 ] 
f(z) = 243/50*z^3 - 127/50*z + 1
*
[ -1 ] 
f(z) = 243/52*z^3 - 139/52*z + 1
*
[ 1/3 ] 
f(z) = 243/52*z^3 - 131/52*z + 1
*
[ -1 ] 
f(z) = 243/53*z^3 - 137/53*z + 1
*
[ 1/3 ] 
f(z) = 243/53*z^3 - 133/53*z + 1
*
[ 1/3 ] 
f(z) = 243/55*z^3 - 137/55*z + 1
*
[ -1 ] 
f(z) = 243/55*z^3 - 133/55*z + 1
*
[ 1/3 ] 
f(z) = 243/56*z^3 - 139/56*z + 1
*
[ -1 ] 
f(z) = 243/56*z^3 - 131/56*z + 1
*
[ 2/3 ] 
f(z) = 243/58*z^3 - 137/58*z + 1
*
[ -1 ] 
f(z) = 243/58*z^3 - 127/58*z + 1
*
[ -1 ] 
f(z) = 243/59*z^3 - 125/59*z + 1
*
[ -1 ] 
f(z) = 244/53*z^3 - 138/53*z + 1
*
[ -1 ] 
f(z) = 244/55*z^3 - 134/55*z + 1
*
[ -1 ] 
f(z) = 244/57*z^3 - 130/57*z + 1
*
[ -1 ] 
f(z) = 244/59*z^3 - 126/59*z + 1
*
[ 2/7 ] 
f(z) = 245/46*z^3 - 135/46*z + 1
*
[ -1 ] 
f(z) = 245/53*z^3 - 139/53*z + 1
*
[ -1 ] 
f(z) = 245/54*z^3 - 137/54*z + 1
*
[ -15/14 ] 
f(z) = 245/54*z^3 - 131/40*z + 1
*
[ -1 ] 
f(z) = 245/57*z^3 - 131/57*z + 1
*
[ 3/7 ] 
f(z) = 245/57*z^3 - 121/57*z + 1
*
[ -1 ] 
f(z) = 245/58*z^3 - 129/58*z + 1
*
[ -1 ] 
f(z) = 245/59*z^3 - 127/59*z + 1
*
[ -1 ] 
f(z) = 246/53*z^3 - 140/53*z + 1
*
[ -1 ] 
f(z) = 246/55*z^3 - 136/55*z + 1
*
[ -1 ] 
f(z) = 246/59*z^3 - 128/59*z + 1
*
[ -1 ] 
f(z) = 247/54*z^3 - 139/54*z + 1
*
[ -1 ] 
f(z) = 247/55*z^3 - 137/55*z + 1
*
[ -1 ] 
f(z) = 247/56*z^3 - 135/56*z + 1
*
[ -1 ] 
f(z) = 247/58*z^3 - 131/58*z + 1
*
[ -1 ] 
f(z) = 247/59*z^3 - 129/59*z + 1
*
[ -1 ] 
f(z) = 248/55*z^3 - 138/55*z + 1
*
[ -1 ] 
f(z) = 248/57*z^3 - 134/57*z + 1
*
[ -1 ] 
f(z) = 248/59*z^3 - 130/59*z + 1
*
[ 1/2 ] 
f(z) = 248/59*z^3 - 121/59*z + 1
*
[ -1 ] 
f(z) = 249/55*z^3 - 139/55*z + 1
*
[ -1 ] 
f(z) = 249/56*z^3 - 137/56*z + 1
*
[ -1 ] 
f(z) = 249/58*z^3 - 133/58*z + 1
*
[ -1 ] 
f(z) = 249/59*z^3 - 131/59*z + 1
*
[ 7/20 ] 
f(z) = 250/49*z^3 - 139/56*z + 1
*
[ 3/5 ] 
f(z) = 250/51*z^3 - 124/51*z + 1
*
[ -1 ] 
f(z) = 250/57*z^3 - 136/57*z + 1
*
[ 3/5 ] 
f(z) = 250/57*z^3 - 128/57*z + 1
*
[ -1 ] 
f(z) = 250/59*z^3 - 132/59*z + 1
*
[ -1 ] 
f(z) = 251/56*z^3 - 139/56*z + 1
*
[ -1 ] 
f(z) = 251/57*z^3 - 137/57*z + 1
*
[ -1 ] 
f(z) = 251/58*z^3 - 135/58*z + 1
*
[ -1 ] 
f(z) = 251/59*z^3 - 133/59*z + 1
*
[ 1/3 ] 
f(z) = 252/47*z^3 - 122/47*z + 1
*
[ 1/3 ] 
f(z) = 252/53*z^3 - 134/53*z + 1
*
[ 1/3 ] 
f(z) = 252/55*z^3 - 138/55*z + 1
*
[ -1 ] 
f(z) = 252/59*z^3 - 134/59*z + 1
*
[ 1/2 ] 
f(z) = 252/59*z^3 - 122/59*z + 1
*
[ -1 ] 
f(z) = 253/57*z^3 - 139/57*z + 1
*
[ -1 ] 
f(z) = 253/58*z^3 - 137/58*z + 1
*
[ -1 ] 
f(z) = 253/59*z^3 - 135/59*z + 1
*
[ -1 ] 
f(z) = 254/57*z^3 - 140/57*z + 1
*
[ -1 ] 
f(z) = 254/59*z^3 - 136/59*z + 1
*
[ -1 ] 
f(z) = 255/58*z^3 - 139/58*z + 1
*
[ -1 ] 
f(z) = 255/59*z^3 - 137/59*z + 1
*
[ 1/4 ] 
f(z) = 256/41*z^3 - 139/41*z + 1
*
7/16 | 0.11118309383530628037373593112807945293 | 0.020050412263361081189086285197408926414
f(z) = 256/45*z^3 - 139/45*z + 1
*
[ 5/8 ] 
f(z) = 256/45*z^3 - 127/45*z + 1
*
[ 5/16 ] 
f(z) = 256/45*z^3 - 124/45*z + 1
*
[ 3/8 ] 
f(z) = 256/51*z^3 - 121/51*z + 1
*
[ 5/8 ] 
f(z) = 256/55*z^3 - 133/55*z + 1
*
[ 3/8 ] 
f(z) = 256/57*z^3 - 131/57*z + 1
*
[ 1/2 ] 
f(z) = 256/57*z^3 - 121/57*z + 1
*
[ -1 ] 
f(z) = 256/59*z^3 - 138/59*z + 1
*
[ 1/2 ] 
f(z) = 256/59*z^3 - 123/59*z + 1
*
[ -1 ] 
f(z) = 257/59*z^3 - 139/59*z + 1
*
[ -1 ] 
f(z) = 258/59*z^3 - 140/59*z + 1
*
[ 7/4 ] 
f(z) = 240/49*z^3 - 102/7*z + 1
*
[ 2 ] 
f(z) = 241/40*z^3 - 118/5*z + 1
*
[ -2 ] 
f(z) = 241/40*z^3 - 113/5*z + 1
*
[ 2 ] 
f(z) = 241/56*z^3 - 117/7*z + 1
*
[ -2 ] 
f(z) = 241/56*z^3 - 110/7*z + 1
*
[ 14/11 ] 
f(z) = 242/49*z^3 - 109/14*z + 1
*
[ 2 ] 
f(z) = 243/40*z^3 - 119/5*z + 1
*
[ -2 ] 
f(z) = 243/40*z^3 - 114/5*z + 1
*
-10/9 | 0.16517284969234030996927179888280661972 | 0.024565283437099912045418273439959736862
f(z) = 243/40*z^3 - 104/15*z + 1
*
[ -5/3 ] 
f(z) = 243/50*z^3 - 119/10*z + 1
*
[ 2 ] 
f(z) = 243/56*z^3 - 118/7*z + 1
*
[ -2 ] 
f(z) = 243/56*z^3 - 111/7*z + 1
*
-10/7 | 0.10544172180697772618655246504519947515 | 0.017102120942964387971599896783349958904
f(z) = 245/48*z^3 - 119/12*z + 1
*
2/7 | 0.12692113608909473476907643135522455611 | 0.020947112641915473024053372833973426484
f(z) = 245/48*z^3 - 107/12*z + 1
*
[ 3/35 ] 
f(z) = 245/54*z^3 - 107/10*z + 1
*
[ -9/7 ] 
f(z) = 245/54*z^3 - 103/18*z + 1
*
[ -2 ] 
f(z) = 247/40*z^3 - 116/5*z + 1
*
[ 2 ] 
f(z) = 247/56*z^3 - 120/7*z + 1
*
[ -2 ] 
f(z) = 247/56*z^3 - 113/7*z + 1
*
[ -2 ] 
f(z) = 249/40*z^3 - 117/5*z + 1
*
[ -2 ] 
f(z) = 249/56*z^3 - 114/7*z + 1
*
[ -2 ] 
f(z) = 251/40*z^3 - 118/5*z + 1
*
[ -2 ] 
f(z) = 251/56*z^3 - 115/7*z + 1
*
[ -2 ] 
f(z) = 253/40*z^3 - 119/5*z + 1
*
[ -2 ] 
f(z) = 253/56*z^3 - 116/7*z + 1
*
[ -2 ] 
f(z) = 255/56*z^3 - 117/7*z + 1
*
[ 7/4 ] 
f(z) = 256/49*z^3 - 109/7*z + 1
*
[ -7/4 ] 
f(z) = 256/49*z^3 - 101/7*z + 1
*
[ -2 ] 
f(z) = 257/56*z^3 - 118/7*z + 1
*
[ 7/8 ] 
f(z) = 240/49*z^3 - 109/28*z + 1
*
[ -7/6 ] 
f(z) = 240/49*z^3 - 101/21*z + 1
*
15/22 | 0.13423347879038622691529232344778431433 | 0.021713302359297260997833071276838910045
f(z) = 242/45*z^3 - 107/30*z + 1
*
3/22 | 0.065227375419548538921419407273254958579 | 0.010551031958276914496810908889270314920
f(z) = 242/45*z^3 - 103/30*z + 1
*
2/9 | 0.13079011202717678465490212011627395941 | 0.023810058084410964072615352770362911646
f(z) = 243/44*z^3 - 105/22*z + 1
*
7/9 | 0.15690566687041089482983611676925060890 | 0.023360895239502098934807058728124709244
f(z) = 243/49*z^3 - 118/21*z + 1
*
20/27 | 0.18970901910464025167090229382138469178 | 0.028780098472323943795005683257720431567
f(z) = 243/50*z^3 - 113/30*z + 1
*
[ -8/7 ] 
f(z) = 245/48*z^3 - 115/24*z + 1
*
-39/35 | 0.18065918269850353756920479482873685769 | 0.025406680242555692754149349574418774940
f(z) = 245/54*z^3 - 119/30*z + 1
*
3/7 | 0.18687561579690370137774171684843839894 | 0.026280917165479627653496834120027589858
f(z) = 245/54*z^3 - 101/30*z + 1
*
3/13 | 0.23138877633289167461382451462713647925 | 0.028655097491800794010614672128474000254
f(z) = 247/54*z^3 - 119/26*z + 1
*
[ 3/4 ] 
f(z) = 248/45*z^3 - 103/30*z + 1
*
[ 7/25 ] 
f(z) = 250/49*z^3 - 104/35*z + 1
*
[ 7/32 ] 
f(z) = 256/49*z^3 - 107/28*z + 1
*
[ 2/7 ] 
f(z) = 259/40*z^3 - 106/35*z + 1
*
[ 1/2 ] 
f(z) = 240/41*z^3 - 101/41*z + 1
*
[ 1/2 ] 
f(z) = 240/43*z^3 - 103/43*z + 1
*
[ 1/2 ] 
f(z) = 240/47*z^3 - 107/47*z + 1
*
[ 1/2 ] 
f(z) = 240/49*z^3 - 109/49*z + 1
*
[ 1/2 ] 
f(z) = 240/53*z^3 - 113/53*z + 1
*
[ 1/2 ] 
f(z) = 240/59*z^3 - 119/59*z + 1
*
-9/11 | 0.11262616228665832205970338265835428119 | 0.020518753883826320610658315680365608087
f(z) = 242/45*z^3 - 107/45*z + 1
*
[ 5/11 ] 
f(z) = 242/45*z^3 - 104/45*z + 1
*
[ -21/22 ] 
f(z) = 242/49*z^3 - 103/42*z + 1
*
[ 1/3 ] 
f(z) = 243/41*z^3 - 109/41*z + 1
*
[ 1/3 ] 
f(z) = 243/43*z^3 - 113/43*z + 1
*
[ 1/3 ] 
f(z) = 243/44*z^3 - 115/44*z + 1
*
[ 4/9 ] 
f(z) = 243/44*z^3 - 103/44*z + 1
*
[ 1/3 ] 
f(z) = 243/46*z^3 - 119/46*z + 1
*
[ 5/18 ] 
f(z) = 243/50*z^3 - 119/40*z + 1
*
[ 4/9 ] 
f(z) = 243/52*z^3 - 113/52*z + 1
*
[ 5/9 ] 
f(z) = 243/55*z^3 - 119/55*z + 1
*
[ 1/2 ] 
f(z) = 244/41*z^3 - 102/41*z + 1
*
[ 1/2 ] 
f(z) = 244/43*z^3 - 104/43*z + 1
*
[ 1/2 ] 
f(z) = 244/45*z^3 - 106/45*z + 1
*
[ 1/2 ] 
f(z) = 244/47*z^3 - 108/47*z + 1
*
[ 1/2 ] 
f(z) = 244/49*z^3 - 110/49*z + 1
*
[ 1/2 ] 
f(z) = 244/51*z^3 - 112/51*z + 1
*
[ 1/2 ] 
f(z) = 244/53*z^3 - 114/53*z + 1
*
[ 1/2 ] 
f(z) = 244/55*z^3 - 116/55*z + 1
*
[ 1/2 ] 
f(z) = 244/57*z^3 - 118/57*z + 1
*
[ 1/2 ] 
f(z) = 244/59*z^3 - 120/59*z + 1
*
[ 4/7 ] 
f(z) = 245/44*z^3 - 113/44*z + 1
*
[ 3/7 ] 
f(z) = 245/48*z^3 - 109/48*z + 1
*
[ 3/7 ] 
f(z) = 245/51*z^3 - 113/51*z + 1
*
[ 4/7 ] 
f(z) = 245/52*z^3 - 119/52*z + 1
*
[ 1/2 ] 
f(z) = 248/41*z^3 - 103/41*z + 1
*
[ 1/2 ] 
f(z) = 248/43*z^3 - 105/43*z + 1
*
[ 1/2 ] 
f(z) = 248/45*z^3 - 107/45*z + 1
*
[ 1/2 ] 
f(z) = 248/47*z^3 - 109/47*z + 1
*
[ 1/2 ] 
f(z) = 248/49*z^3 - 111/49*z + 1
*
[ 1/2 ] 
f(z) = 248/51*z^3 - 113/51*z + 1
*
[ 1/2 ] 
f(z) = 248/53*z^3 - 115/53*z + 1
*
[ 1/2 ] 
f(z) = 248/55*z^3 - 117/55*z + 1
*
[ 1/2 ] 
f(z) = 248/57*z^3 - 119/57*z + 1
*
[ 3/5 ] 
f(z) = 251/54*z^3 - 117/50*z + 1
*
[ 1/3 ] 
f(z) = 252/41*z^3 - 110/41*z + 1
*
[ 1/2 ] 
f(z) = 252/41*z^3 - 104/41*z + 1
*
[ 1/3 ] 
f(z) = 252/43*z^3 - 114/43*z + 1
*
[ 1/2 ] 
f(z) = 252/43*z^3 - 106/43*z + 1
*
[ 1/2 ] 
f(z) = 252/47*z^3 - 110/47*z + 1
*
[ 1/2 ] 
f(z) = 252/53*z^3 - 116/53*z + 1
*
[ 1/2 ] 
f(z) = 252/55*z^3 - 118/55*z + 1
*
[ 1/2 ] 
f(z) = 256/41*z^3 - 105/41*z + 1
*
[ 1/2 ] 
f(z) = 256/43*z^3 - 107/43*z + 1
*
[ 9/16 ] 
f(z) = 256/45*z^3 - 116/45*z + 1
*
[ 1/2 ] 
f(z) = 256/45*z^3 - 109/45*z + 1
*
[ 1/2 ] 
f(z) = 256/47*z^3 - 111/47*z + 1
*
[ 1/2 ] 
f(z) = 256/49*z^3 - 113/49*z + 1
*
[ 1/2 ] 
f(z) = 256/51*z^3 - 115/51*z + 1
*
[ 1/2 ] 
f(z) = 256/53*z^3 - 117/53*z + 1
*
[ 1/2 ] 
f(z) = 256/55*z^3 - 119/55*z + 1
*
[ 3/5 ] 
f(z) = 257/54*z^3 - 119/50*z + 1
*
[ -7/4 ] 
f(z) = 240/49*z^3 - 94/7*z + 1
*
[ -14/11 ] 
f(z) = 242/49*z^3 - 87/14*z + 1
*
2/3 | 0.16044323777525989139571094043274900716 | 0.024340288111676391080491616220250232958
f(z) = 243/40*z^3 - 88/15*z + 1
*
[ 3 ] 
f(z) = 247/54*z^3 - 81/2*z + 1
*
[ -3 ] 
f(z) = 251/54*z^3 - 81/2*z + 1
*
[ 3/2 ] 
f(z) = 251/54*z^3 - 81/8*z + 1
*
[ 3 ] 
f(z) = 253/54*z^3 - 83/2*z + 1
*
[ -3 ] 
f(z) = 257/54*z^3 - 83/2*z + 1
*
[ 3/2 ] 
f(z) = 257/54*z^3 - 83/8*z + 1
*
[ 3 ] 
f(z) = 259/54*z^3 - 85/2*z + 1
*
[ 7/10 ] 
f(z) = 240/49*z^3 - 99/35*z + 1
*
[ 7/20 ] 
f(z) = 240/49*z^3 - 86/35*z + 1
*
[ 3/4 ] 
f(z) = 241/54*z^3 - 91/32*z + 1
*
[ 15/22 ] 
f(z) = 242/45*z^3 - 89/30*z + 1
*
[ 2/9 ] 
f(z) = 243/44*z^3 - 83/22*z + 1
*
5/9 | 0.17882708685425376098655343957981014452 | 0.027129238206357703873222862869247074822
f(z) = 243/50*z^3 - 89/30*z + 1
*
[ 2/9 ] 
f(z) = 243/52*z^3 - 97/26*z + 1
*
-10/9 | 0.12983633970155458117531149008346270018 | 0.019573361509398634569815585337184229572
f(z) = 243/56*z^3 - 95/21*z + 1
*
6/7 | 0.20878427076762141147857003510486392762 | 0.029362001575755297198329060148531414323
f(z) = 245/48*z^3 - 97/20*z + 1
*
[ 3/13 ] 
f(z) = 247/54*z^3 - 93/26*z + 1
*
[ 3/4 ] 
f(z) = 247/54*z^3 - 93/32*z + 1
*
[ 3/4 ] 
f(z) = 253/54*z^3 - 95/32*z + 1
*
[ 3/4 ] 
f(z) = 259/54*z^3 - 97/32*z + 1
*
[ 14/27 ] 
f(z) = 243/49*z^3 - 95/42*z + 1
*
[ 3 ] 
f(z) = 241/54*z^3 - 79/2*z + 1
*
[ -3/2 ] 
f(z) = 241/54*z^3 - 67/8*z + 1
*
-26/27 | 0.15643354499769659920430528012483523141 | 0.023731991502866319977125191317467951985
f(z) = 243/40*z^3 - 77/15*z + 1
*
2/27 | 0.14927556296606867655955483656581893924 | 0.022646078831420020205727070091734632085
f(z) = 243/40*z^3 - 68/15*z + 1
*
-14/9 | 0.11248477177642957751757223651933271964 | 0.017547847577900648252574471790145745484
f(z) = 243/56*z^3 - 76/7*z + 1
*
[ 14/9 ] 
f(z) = 243/56*z^3 - 71/7*z + 1
*
[ -14/9 ] 
f(z) = 243/56*z^3 - 62/7*z + 1
*
[ -3 ] 
f(z) = 245/54*z^3 - 79/2*z + 1
*
[ 3/2 ] 
f(z) = 245/54*z^3 - 79/8*z + 1
*
3/35 | 0.12961530460244541084226682413029652148 | 0.016966148376927040834803206045212898982
f(z) = 245/54*z^3 - 77/10*z + 1
*
[ -3/2 ] 
f(z) = 247/54*z^3 - 69/8*z + 1
*
2/3 | 0.18864886686987538164618541804306676046 | 0.028513755773415684901967120652735188743
f(z) = 249/40*z^3 - 64/15*z + 1
*
[ 7/5 ] 
f(z) = 250/49*z^3 - 68/7*z + 1
*
[ -3/2 ] 
f(z) = 253/54*z^3 - 71/8*z + 1
*
[ 15/16 ] 
f(z) = 256/45*z^3 - 76/15*z + 1
*
[ 3/16 ] 
f(z) = 256/45*z^3 - 68/15*z + 1
*
[ -3/2 ] 
f(z) = 259/54*z^3 - 73/8*z + 1
*
[ 6/11 ] 
f(z) = 242/45*z^3 - 73/30*z + 1
*
[ 2/3 ] 
f(z) = 243/44*z^3 - 65/22*z + 1
*
[ 7/27 ] 
f(z) = 243/49*z^3 - 67/21*z + 1
*
[ 7/18 ] 
f(z) = 243/49*z^3 - 65/28*z + 1
*
5/27 | 0.17882812047067465070873463678254471198 | 0.027129395012726300449951668763661192914
f(z) = 243/50*z^3 - 77/30*z + 1
*
[ 10/27 ] 
f(z) = 243/50*z^3 - 71/30*z + 1
*
[ 2/3 ] 
f(z) = 243/52*z^3 - 67/26*z + 1
*
[ 2/7 ] 
f(z) = 245/44*z^3 - 65/22*z + 1
*
[ 2/7 ] 
f(z) = 245/52*z^3 - 75/26*z + 1
*
3/7 | 0.18420656713166150769322171113177004594 | 0.025905560291963836015343165995477239028
f(z) = 245/54*z^3 - 71/30*z + 1
*
[ 2/5 ] 
f(z) = 255/56*z^3 - 78/35*z + 1
*
[ 3/11 ] 
f(z) = 242/45*z^3 - 46/15*z + 1
*
[ 10/9 ] 
f(z) = 243/50*z^3 - 59/10*z + 1
*
[ -10/9 ] 
f(z) = 243/50*z^3 - 41/10*z + 1
*
10/9 | 0.13448181884958193526850787843615542903 | 0.023214483503879288131671392164927326477
f(z) = 243/56*z^3 - 41/7*z + 1
*
-6/5 | 0.20880818032335033425225531722233321722 | 0.028452290934992822361153562898927806070
f(z) = 245/54*z^3 - 57/10*z + 1
*
[ -12/7 ] 
f(z) = 245/54*z^3 - 47/4*z + 1
*
48/35 | 0.17636771928967467425724163123368569425 | 0.022560267254347996100956930786920052685
f(z) = 245/54*z^3 - 46/5*z + 1
*
[ 2/3 ] 
f(z) = 249/40*z^3 - 49/15*z + 1
*
[ -7/5 ] 
f(z) = 250/49*z^3 - 58/7*z + 1
*
[ 7/10 ] 
f(z) = 250/49*z^3 - 41/14*z + 1
*
[ 3/4 ] 
f(z) = 256/45*z^3 - 53/15*z + 1
*
[ -15/16 ] 
f(z) = 256/45*z^3 - 44/15*z + 1
*
[ 7/12 ] 
f(z) = 240/49*z^3 - 50/21*z + 1
*
[ 4/9 ] 
f(z) = 243/40*z^3 - 49/20*z + 1
*
[ 4/9 ] 
f(z) = 243/56*z^3 - 59/28*z + 1
*
2/9 | 0.12094321190764098647650138890250708147 | 0.018347875945429473790627917115371321823
f(z) = 243/56*z^3 - 50/21*z + 1
*
[ 14/27 ] 
f(z) = 243/56*z^3 - 44/21*z + 1
*
[ 12/35 ] 
f(z) = 245/54*z^3 - 49/20*z + 1
*
[ 2/3 ] 
f(z) = 249/56*z^3 - 52/21*z + 1
*
[ 6/11 ] 
f(z) = 253/54*z^3 - 49/22*z + 1
*
[ 2/3 ] 
f(z) = 255/56*z^3 - 53/21*z + 1
*
[ 7/22 ] 
f(z) = 242/49*z^3 - 37/14*z + 1
*
-10/9 | 0.16422660847087954689254656008891795006 | 0.028725872437260466970720072772047766357
f(z) = 243/40*z^3 - 38/5*z + 1
*
[ 10/27 ] 
f(z) = 243/40*z^3 - 38/15*z + 1
*
[ 10/9 ] 
f(z) = 243/40*z^3 - 37/5*z + 1
*
[ -10/9 ] 
f(z) = 243/40*z^3 - 28/5*z + 1
*
[ 7/9 ] 
f(z) = 243/49*z^3 - 23/7*z + 1
*
[ 5/9 ] 
f(z) = 243/50*z^3 - 23/10*z + 1
*
2/9 | 0.15741004696677988334298088680848793697 | 0.028230180020466616461792153807217714541
f(z) = 243/56*z^3 - 33/7*z + 1
*
[ 2/9 ] 
f(z) = 243/56*z^3 - 26/7*z + 1
*
[ 4/7 ] 
f(z) = 245/48*z^3 - 29/12*z + 1
*
[ 3/14 ] 
f(z) = 245/54*z^3 - 31/8*z + 1
*
[ 3/5 ] 
f(z) = 245/54*z^3 - 23/10*z + 1
*
[ 3/8 ] 
f(z) = 256/45*z^3 - 37/15*z + 1
*
[ 7/8 ] 
f(z) = 256/49*z^3 - 29/7*z + 1
*
[ 3/7 ] 
f(z) = 259/54*z^3 - 31/14*z + 1
*
[ 7/11 ] 
f(z) = 242/49*z^3 - 18/7*z + 1
*
[ 2/9 ] 
f(z) = 243/40*z^3 - 19/5*z + 1
*
[ 2/3 ] 
f(z) = 243/40*z^3 - 16/5*z + 1
*
[ 2/3 ] 
f(z) = 243/56*z^3 - 17/7*z + 1
*
12/35 | 0.12781786425673424166826021364732199888 | 0.017975436166324109575174191613313074875
f(z) = 245/54*z^3 - 16/5*z + 1
*
[ 3/7 ] 
f(z) = 245/54*z^3 - 13/6*z + 1
*
[ 6/7 ] 
f(z) = 245/54*z^3 - 7/2*z + 1
*
[ 7/16 ] 
f(z) = 256/49*z^3 - 16/7*z + 1
*
[ -7/8 ]
f(z) = 256/49*z^3 - 13/7*z + 1
*
[ -7/11 ]
f(z) = 242/49*z^3 + 4/7*z + 1
*
[ -7/16 ]
f(z) = 256/49*z^3 + 16/7*z + 1
*
[ -7/27 ]
f(z) = 243/49*z^3 + 95/21*z + 1
*
[ 5/2 ] 
f(z) = 244/75*z^3 - 296/15*z + 1
*
[ -5/2 ] 
f(z) = 244/75*z^3 - 284/15*z + 1
*
[ -20/7 ] 
f(z) = 245/64*z^3 - 299/10*z + 1
*
[ -16/7 ] 
f(z) = 245/64*z^3 - 297/16*z + 1
*
[ -5/2 ] 
f(z) = 248/75*z^3 - 289/15*z + 1
*
[ -5/2 ] 
f(z) = 256/75*z^3 - 299/15*z + 1
*
[ 21/11 ] 
f(z) = 242/63*z^3 - 284/21*z + 1
*
[ -3/2 ] 
f(z) = 242/63*z^3 - 293/42*z + 1
*
26/27 | 0.13198967579021065814076062900049930999 | 0.018714716613466162790622050689905481576
f(z) = 243/64*z^3 - 289/48*z + 1
*
[ 10/7 ] 
f(z) = 245/72*z^3 - 299/45*z + 1
*
3/8 | 0.17782691180878553382873644966174132594 | 0.026367934636417045843840753295376176003
f(z) = 256/63*z^3 - 283/42*z + 1
*
[ 8/7 ] 
f(z) = 259/64*z^3 - 289/56*z + 1
*
[ 10/9 ] 
f(z) = 243/70*z^3 - 293/70*z + 1
*
[ -4/3 ] 
f(z) = 243/76*z^3 - 299/76*z + 1
*
[ 5/4 ] 
f(z) = 244/75*z^3 - 293/60*z + 1
*
2/7 | 0.14713924301697358260573144421409715411 | 0.025904009111165986216099998219400165309
f(z) = 245/78*z^3 - 293/78*z + 1
*
[ 1/5 ] 
f(z) = 250/69*z^3 - 286/69*z + 1
*
[ 1/5 ] 
f(z) = 250/71*z^3 - 294/71*z + 1
*
6/23 | 0.25031344891103580783032416386668268470 | 0.028391770744297199144111258765142533791
f(z) = 253/72*z^3 - 281/69*z + 1
*
[ -5/4 ] 
f(z) = 256/65*z^3 - 283/65*z + 1
*
7/8 | 0.14306963808095747126157326797777761844 | 0.025326657911530497057485297644462665408
f(z) = 256/77*z^3 - 284/77*z + 1
*
3/4 | 0.16212678637588008612373402230022457980 | 0.023553086014572620393567518691975997217
f(z) = 244/63*z^3 - 295/84*z + 1
*
12/35 | 0.22215030021150221645718333458302494061 | 0.023866801981239812050203267933967226807
f(z) = 245/64*z^3 - 293/90*z + 1
*
22/27 | 0.13154300115789096882430407704883172122 | 0.019955933273688641874838670698381976100
f(z) = 243/76*z^3 - 299/114*z + 1
*
[ 6/7 ] 
f(z) = 245/68*z^3 - 287/102*z + 1
*
[ 6/7 ] 
f(z) = 245/76*z^3 - 289/114*z + 1
*
-10/11 | 0.14946225748286196222444311417791255367 | 0.019748251533592457440626939628224394756
f(z) = 242/75*z^3 - 293/120*z + 1
*
[ 2/3 ] 
f(z) = 243/65*z^3 - 281/130*z + 1
*
[ 2/3 ] 
f(z) = 243/67*z^3 - 283/134*z + 1
*
[ 7/10 ] 
f(z) = 250/63*z^3 - 299/126*z + 1
*
[ 2/5 ] 
f(z) = 250/67*z^3 - 281/134*z + 1
*
[ 2/5 ] 
f(z) = 250/69*z^3 - 287/138*z + 1
*
[ 2/3 ] 
f(z) = 252/61*z^3 - 285/122*z + 1
*
[ 2/3 ] 
f(z) = 252/65*z^3 - 289/130*z + 1
*
[ 2/3 ] 
f(z) = 252/67*z^3 - 291/134*z + 1
*
[ -12/11 ] 
f(z) = 253/72*z^3 - 299/132*z + 1
*
[ 2/3 ] 
f(z) = 243/71*z^3 - 287/142*z + 1
*
[ 2/3 ] 
f(z) = 243/73*z^3 - 289/146*z + 1
*
[ 4/9 ] 
f(z) = 243/74*z^3 - 281/148*z + 1
*
[ 2/3 ] 
f(z) = 243/77*z^3 - 293/154*z + 1
*
[ 2/3 ] 
f(z) = 243/79*z^3 - 295/158*z + 1
*
[ 1/2 ] 
f(z) = 246/79*z^3 - 281/158*z + 1
*
[ 2/5 ] 
f(z) = 250/71*z^3 - 293/142*z + 1
*
[ 2/5 ] 
f(z) = 250/73*z^3 - 299/146*z + 1
*
[ 1/2 ] 
f(z) = 250/79*z^3 - 283/158*z + 1
*
[ 2/3 ] 
f(z) = 252/71*z^3 - 295/142*z + 1
*
[ 2/3 ] 
f(z) = 252/73*z^3 - 297/146*z + 1
*
[ 1/2 ] 
f(z) = 254/77*z^3 - 281/154*z + 1
*
[ 1/2 ] 
f(z) = 254/79*z^3 - 285/158*z + 1
*
[ 1/2 ] 
f(z) = 258/77*z^3 - 283/154*z + 1
*
[ 1/2 ] 
f(z) = 258/79*z^3 - 287/158*z + 1
*
-2 | 0.11536700967557238933548142173366708538 | 0.016597623950410894629506353734104385216
f(z) = 253/64*z^3 - 261/16*z + 1
*
-2 | 0.11551935883523236518561463873127155443 | 0.016601309991247484048024438977025230731
f(z) = 255/64*z^3 - 263/16*z + 1
*
-2 | 0.11567044359980053751016334375828361496 | 0.016604944297193629586084702222352476169
f(z) = 257/64*z^3 - 265/16*z + 1
*
-2 | 0.11582028516634115644912744984368978558 | 0.016608528095709793480843688620728507669
f(z) = 259/64*z^3 - 267/16*z + 1
*
[ -21/11 ] 
f(z) = 242/63*z^3 - 262/21*z + 1
*
[ 3/22 ] 
f(z) = 242/63*z^3 - 269/42*z + 1
*
28/51 | 0.21597270533804387608418864515400171728 | 0.022068422083049727172611408819321841249
f(z) = 255/64*z^3 - 278/51*z + 1
*
[ 2/9 ] 
f(z) = 243/74*z^3 - 271/74*z + 1
*
[ -9/7 ] 
f(z) = 245/72*z^3 - 277/72*z + 1
*
6/7 | 0.11374062092343078365634241176381957621 | 0.020303143249926657261544166866478233361
f(z) = 245/78*z^3 - 271/78*z + 1
*
[ 12/13 ] 
f(z) = 247/64*z^3 - 263/78*z + 1
*
[ 1/5 ] 
f(z) = 250/63*z^3 - 262/63*z + 1
*
[ 1/5 ] 
f(z) = 250/67*z^3 - 278/67*z + 1
*
[ 4/21 ] 
f(z) = 259/64*z^3 - 277/63*z + 1
*
[ 4/11 ] 
f(z) = 241/64*z^3 - 272/121*z + 1
*
[ 9/22 ] 
f(z) = 242/63*z^3 - 263/126*z + 1
*
[ 15/44 ] 
f(z) = 242/75*z^3 - 277/120*z + 1
*
[ 2/3 ] 
f(z) = 243/61*z^3 - 277/122*z + 1
*
[ 4/11 ] 
f(z) = 245/64*z^3 - 273/121*z + 1
*
[ 24/35 ] 
f(z) = 245/64*z^3 - 271/120*z + 1
*
[ 4/11 ] 
f(z) = 249/64*z^3 - 274/121*z + 1
*
[ 2/5 ] 
f(z) = 250/61*z^3 - 263/122*z + 1
*
[ 2/5 ] 
f(z) = 250/63*z^3 - 269/126*z + 1
*
[ 1/2 ] 
f(z) = 250/69*z^3 - 263/138*z + 1
*
[ 12/23 ] 
f(z) = 253/64*z^3 - 275/138*z + 1
*
[ 1/2 ] 
f(z) = 254/67*z^3 - 261/134*z + 1
*
[ 1/2 ] 
f(z) = 254/69*z^3 - 265/138*z + 1
*
[ 8/17 ] 
f(z) = 255/64*z^3 - 273/136*z + 1
*
[ 5/12 ] 
f(z) = 256/75*z^3 - 269/135*z + 1
*
[ 4/11 ] 
f(z) = 257/64*z^3 - 276/121*z + 1
*
[ 1/2 ] 
f(z) = 258/67*z^3 - 263/134*z + 1
*
[ 1/2 ] 
f(z) = 242/71*z^3 - 263/142*z + 1
*
[ 1/2 ] 
f(z) = 242/73*z^3 - 267/146*z + 1
*
[ 1/2 ] 
f(z) = 242/75*z^3 - 271/150*z + 1
*
[ 6/11 ] 
f(z) = 242/75*z^3 - 269/150*z + 1
*
[ 1/2 ] 
f(z) = 242/79*z^3 - 279/158*z + 1
*
[ 4/9 ] 
f(z) = 243/70*z^3 - 271/140*z + 1
*
[ 4/7 ] 
f(z) = 245/74*z^3 - 271/148*z + 1
*
[ 4/7 ] 
f(z) = 245/78*z^3 - 277/156*z + 1
*
[ 1/2 ] 
f(z) = 246/71*z^3 - 265/142*z + 1
*
[ 1/2 ] 
f(z) = 246/73*z^3 - 269/146*z + 1
*
[ 1/2 ] 
f(z) = 246/77*z^3 - 277/154*z + 1
*
[ 1/2 ] 
f(z) = 250/71*z^3 - 267/142*z + 1
*
[ 1/2 ] 
f(z) = 250/73*z^3 - 271/146*z + 1
*
[ 1/2 ] 
f(z) = 250/77*z^3 - 279/154*z + 1
*
[ 1/2 ] 
f(z) = 254/71*z^3 - 269/142*z + 1
*
[ 1/2 ] 
f(z) = 254/73*z^3 - 273/146*z + 1
*
[ 1/2 ] 
f(z) = 254/75*z^3 - 277/150*z + 1
*
[ 1/2 ] 
f(z) = 258/71*z^3 - 271/142*z + 1
*
[ 1/2 ] 
f(z) = 258/73*z^3 - 275/146*z + 1
*
-2 | 0.11442510244562450204851121999595631999 | 0.016574346970757763371085906865358574609
f(z) = 241/64*z^3 - 249/16*z + 1
*
-2 | 0.11458551583261151685332965704901096432 | 0.016578371698924693523071554098127070331
f(z) = 243/64*z^3 - 251/16*z + 1
*
[ -28/9 ] 
f(z) = 243/64*z^3 - 248/7*z + 1
*
-2 | 0.11474452518229065513197617671695453697 | 0.016582336371454447255202770500400469778
f(z) = 245/64*z^3 - 253/16*z + 1
*
-2 | 0.11490215536254178599005188370808481727 | 0.016586242499453970877103395801024719707
f(z) = 247/64*z^3 - 255/16*z + 1
*
-2 | 0.11505843057227052610008012589730789126 | 0.016590091541307675794155083791544873405
f(z) = 249/64*z^3 - 257/16*z + 1
*
[ 2 ] 
f(z) = 249/64*z^3 - 241/16*z + 1
*
-2 | 0.11521337436570428766311863710938452384 | 0.016593884905016411596193476529824574483
f(z) = 251/64*z^3 - 259/16*z + 1
*
[ 2 ] 
f(z) = 251/64*z^3 - 243/16*z + 1
*
[ 2 ] 
f(z) = 253/64*z^3 - 245/16*z + 1
*
[ 2 ] 
f(z) = 255/64*z^3 - 247/16*z + 1
*
[ 2 ] 
f(z) = 257/64*z^3 - 249/16*z + 1
*
[ 2 ] 
f(z) = 259/64*z^3 - 251/16*z + 1
*
[ 4/45 ] 
f(z) = 243/64*z^3 - 257/25*z + 1
*
[ 12/7 ] 
f(z) = 259/64*z^3 - 241/21*z + 1
*
[ 1/4 ] 
f(z) = 240/77*z^3 - 246/77*z + 1
*
[ 1/4 ] 
f(z) = 240/79*z^3 - 252/79*z + 1
*
[ 2/9 ] 
f(z) = 243/70*z^3 - 257/70*z + 1
*
1/3 | 0.16593834248698015544268938722871448321 | 0.029945939429638865094468153834736846448
f(z) = 243/76*z^3 - 255/76*z + 1
*
-5/4 | 0.18146047170824869665715823865188165155 | 0.025348902268815496985028042213084096429
f(z) = 244/75*z^3 - 257/60*z + 1
*
6/7 | 0.13720508565629489211135079643134545913 | 0.024725753180745162104861108176720805318
f(z) = 245/66*z^3 - 257/66*z + 1
*
2/7 | 0.13441898216254425569628509410459873441 | 0.024327233195775901687541270526157747122
f(z) = 245/66*z^3 - 251/66*z + 1
*
-8/7 | 0.14562715755745927021422190690941633934 | 0.026243496273886298505448163773598376411
f(z) = 245/72*z^3 - 257/72*z + 1
*
[ 1/5 ] 
f(z) = 250/61*z^3 - 254/61*z + 1
*
[ -6/5 ] 
f(z) = 253/72*z^3 - 242/75*z + 1
*
[ 1/4 ] 
f(z) = 256/75*z^3 - 241/75*z + 1
*
[ 1/4 ] 
f(z) = 256/77*z^3 - 247/77*z + 1
*
[ 1/4 ] 
f(z) = 256/79*z^3 - 253/79*z + 1
*
[ -6/5 ] 
f(z) = 257/72*z^3 - 248/75*z + 1
*
[ -6/5 ] 
f(z) = 259/72*z^3 - 251/75*z + 1
*
[ 12/17 ] 
f(z) = 255/64*z^3 - 245/102*z + 1
*
[ 1/2 ] 
f(z) = 242/61*z^3 - 243/122*z + 1
*
[ 1/2 ] 
f(z) = 242/65*z^3 - 251/130*z + 1
*
[ 1/2 ] 
f(z) = 242/67*z^3 - 255/134*z + 1
*
[ 4/9 ] 
f(z) = 243/62*z^3 - 251/124*z + 1
*
[ 4/7 ] 
f(z) = 245/62*z^3 - 253/124*z + 1
*
[ 4/7 ] 
f(z) = 245/66*z^3 - 259/132*z + 1
*
[ 24/35 ] 
f(z) = 245/72*z^3 - 247/120*z + 1
*
[ 1/2 ] 
f(z) = 246/61*z^3 - 245/122*z + 1
*
[ 1/2 ] 
f(z) = 246/65*z^3 - 253/130*z + 1
*
[ 1/2 ] 
f(z) = 246/67*z^3 - 257/134*z + 1
*
[ 1/2 ] 
f(z) = 250/61*z^3 - 247/122*z + 1
*
[ 1/2 ] 
f(z) = 250/63*z^3 - 251/126*z + 1
*
[ 1/2 ] 
f(z) = 250/67*z^3 - 259/134*z + 1
*
[ 1/2 ] 
f(z) = 254/61*z^3 - 249/122*z + 1
*
[ 1/2 ] 
f(z) = 254/63*z^3 - 253/126*z + 1
*
[ 1/2 ] 
f(z) = 254/65*z^3 - 257/130*z + 1
*
[ 8/15 ] 
f(z) = 255/64*z^3 - 241/120*z + 1
*
[ 1/2 ] 
f(z) = 258/61*z^3 - 251/122*z + 1
*
[ 1/2 ] 
f(z) = 258/65*z^3 - 259/130*z + 1
*
[ 2 ] 
f(z) = 241/64*z^3 - 233/16*z + 1
*
[ 2 ] 
f(z) = 243/64*z^3 - 235/16*z + 1
*
-124/35 | 0.25056909375842831430601399834677316232 | 0.026005197658449996721740145950991545120
f(z) = 245/64*z^3 - 239/5*z + 1
*
[ 2 ] 
f(z) = 245/64*z^3 - 237/16*z + 1
*
[ -2 ] 
f(z) = 245/64*z^3 - 221/16*z + 1
*
[ 2 ] 
f(z) = 247/64*z^3 - 239/16*z + 1
*
[ -2 ] 
f(z) = 247/64*z^3 - 223/16*z + 1
*
[ -2 ] 
f(z) = 249/64*z^3 - 225/16*z + 1
*
[ -2 ] 
f(z) = 251/64*z^3 - 227/16*z + 1
*
[ -2 ] 
f(z) = 253/64*z^3 - 229/16*z + 1
*
[ -2 ] 
f(z) = 255/64*z^3 - 231/16*z + 1
*
[ -2 ] 
f(z) = 257/64*z^3 - 233/16*z + 1
*
[ -2 ] 
f(z) = 259/64*z^3 - 235/16*z + 1
*
2/3 | 0.17191442585189343158758275384882858431 | 0.025143492427726551624422041933886594575
f(z) = 243/64*z^3 - 233/48*z + 1
*
[ -44/35 ] 
f(z) = 245/64*z^3 - 234/55*z + 1
*
[ -10/7 ] 
f(z) = 245/72*z^3 - 236/45*z + 1
*
[ 6/5 ] 
f(z) = 250/63*z^3 - 233/42*z + 1
*
[ 1/4 ] 
f(z) = 240/71*z^3 - 228/71*z + 1
*
[ 1/4 ] 
f(z) = 240/73*z^3 - 234/73*z + 1
*
[ -6/5 ] 
f(z) = 241/72*z^3 - 224/75*z + 1
*
-13/11 | 0.16439517523716678341779515643754636441 | 0.029950271516794028074285772267971739389
f(z) = 242/65*z^3 - 223/65*z + 1
*
[ 2/9 ] 
f(z) = 243/62*z^3 - 229/62*z + 1
*
[ -11/9 ] 
f(z) = 243/77*z^3 - 223/77*z + 1
*
3/7 | 0.16387522659965726291504740171299788768 | 0.029788681121264905045486051627281576732
f(z) = 245/78*z^3 - 227/78*z + 1
*
[ -6/5 ] 
f(z) = 247/72*z^3 - 233/75*z + 1
*
[ 4/15 ] 
f(z) = 249/64*z^3 - 227/75*z + 1
*
[ -6/5 ] 
f(z) = 251/72*z^3 - 239/75*z + 1
*
[ 1/4 ] 
f(z) = 256/69*z^3 - 223/69*z + 1
*
[ 1/4 ] 
f(z) = 256/71*z^3 - 229/71*z + 1
*
[ 1/4 ] 
f(z) = 256/73*z^3 - 235/73*z + 1
*
2/7 | 0.16481201719206340909069915582241321273 | 0.021812346125339097817771525490611746020
f(z) = 259/72*z^3 - 239/63*z + 1
*
[ -12/11 ] 
f(z) = 242/63*z^3 - 223/84*z + 1
*
[ -10/9 ] 
f(z) = 243/64*z^3 - 223/80*z + 1
*
[ -20/19 ] 
f(z) = 247/64*z^3 - 221/95*z + 1
*
[ 2/3 ] 
f(z) = 249/76*z^3 - 223/114*z + 1
*
[ 2/3 ] 
f(z) = 255/76*z^3 - 227/114*z + 1
*
[ 5/7 ] 
f(z) = 259/75*z^3 - 227/105*z + 1
*
[ 3/5 ] 
f(z) = 245/72*z^3 - 227/120*z + 1
*
[ 5/8 ] 
f(z) = 248/75*z^3 - 227/120*z + 1
*
[ -2 ] 
f(z) = 241/64*z^3 - 217/16*z + 1
*
[ 8/3 ] 
f(z) = 243/64*z^3 - 211/8*z + 1
*
[ -8/3 ] 
f(z) = 243/64*z^3 - 205/8*z + 1
*
-18/7 | 0.16032884367295404982751270626408565076 | 0.021616460049420816890877156378905190319
f(z) = 245/72*z^3 - 208/9*z + 1
*
8/27 | 0.18409969419851537639805834960640749304 | 0.024805342995696810068090241607571032975
f(z) = 243/64*z^3 - 209/24*z + 1
*
2/27 | 0.15638836337072558816739014859588007467 | 0.023113203108312455447016875910003887333
f(z) = 243/64*z^3 - 217/48*z + 1
*
[ 4/21 ] 
f(z) = 243/64*z^3 - 215/49*z + 1
*
[ 1/4 ] 
f(z) = 240/67*z^3 - 216/67*z + 1
*
[ -13/11 ] 
f(z) = 242/65*z^3 - 218/65*z + 1
*
[ 3/11 ] 
f(z) = 242/69*z^3 - 202/69*z + 1
*
[ 3/11 ] 
f(z) = 242/75*z^3 - 218/75*z + 1
*
5/9 | 0.16227754348614799361233202178043317472 | 0.029542277136346864765624113738950269339
f(z) = 243/70*z^3 - 201/70*z + 1
*
[ 2/7 ] 
f(z) = 245/74*z^3 - 205/74*z + 1
*
[ 2/7 ] 
f(z) = 245/78*z^3 - 215/78*z + 1
*
[ 6/23 ] 
f(z) = 253/72*z^3 - 212/69*z + 1
*
[ 1/4 ] 
f(z) = 256/65*z^3 - 211/65*z + 1
*
[ 1/4 ] 
f(z) = 256/67*z^3 - 217/67*z + 1
*
[ 7/8 ] 
f(z) = 256/77*z^3 - 207/77*z + 1
*
[ 3/4 ] 
f(z) = 244/63*z^3 - 211/84*z + 1
*
16/35 | 0.13829539092118802257480075911710793013 | 0.019448924342902876663926858438185895877
f(z) = 245/64*z^3 - 209/80*z + 1
*
[ 8/11 ] 
f(z) = 253/64*z^3 - 217/88*z + 1
*
[ 4/7 ] 
f(z) = 255/64*z^3 - 201/98*z + 1
*
21/32 | 0.15810470948359579897806451186821440540 | 0.022809688031317392181267905926850145158
f(z) = 256/63*z^3 - 215/84*z + 1
*
[ 8/13 ] 
f(z) = 247/64*z^3 - 217/104*z + 1
*
[ 2/3 ] 
f(z) = 249/68*z^3 - 217/102*z + 1
*
-16/9 | 0.12282546232186851150629328165471495075 | 0.018388148585646291466389529145509373455
f(z) = 243/64*z^3 - 199/16*z + 1
*
[ 16/9 ] 
f(z) = 243/64*z^3 - 185/16*z + 1
*
[ 18/7 ] 
f(z) = 245/72*z^3 - 197/9*z + 1
*
[ -18/7 ] 
f(z) = 245/72*z^3 - 190/9*z + 1
*
15/11 | 0.12765882537736732872134990313521851112 | 0.018521030400712815082166833294107083089
f(z) = 242/75*z^3 - 197/30*z + 1
*
[ 3/2 ] 
f(z) = 256/63*z^3 - 185/21*z + 1
*
21/22 | 0.16908714397707724800307189921901349803 | 0.026758663904196798692366694470504477746
f(z) = 242/63*z^3 - 185/42*z + 1
*
24/35 | 0.18816181052007779498144382422059759072 | 0.025556278159439257827773687487402173649
f(z) = 245/64*z^3 - 197/40*z + 1
*
[ 36/35 ] 
f(z) = 245/64*z^3 - 181/45*z + 1
*
[ -8/7 ] 
f(z) = 259/64*z^3 - 191/56*z + 1
*
[ 1/4 ] 
f(z) = 240/61*z^3 - 198/61*z + 1
*
-1 | 0.096234049204913907148666392531264109637 | 0.017545599294168995482577227881344470251
f(z) = 241/60*z^3 - 181/60*z + 1
*
-1 | 0.12522869264588178883527231305978458210 | 0.022814741010655625218415722351563515543
f(z) = 242/61*z^3 - 181/61*z + 1
*
-1 | 0.12529939459915634896782729165867829045 | 0.022810484807349400253887675910536469969
f(z) = 243/61*z^3 - 182/61*z + 1
*
-1 | 0.11248643953359849196691364758483213782 | 0.020477913945413839779383480012381616787
f(z) = 243/62*z^3 - 181/62*z + 1
*
[ 1/3 ] 
f(z) = 243/77*z^3 - 181/77*z + 1
*
[ 1/3 ] 
f(z) = 243/79*z^3 - 185/79*z + 1
*
-1 | 0.11185141142676042569906584304117182618 | 0.020347096330819422768332749025864388658
f(z) = 244/63*z^3 - 181/63*z + 1
*
[ -5/4 ] 
f(z) = 244/75*z^3 - 197/60*z + 1
*
-1 | 0.12543999123359053491399560692475680888 | 0.022802054808688872713457446490893959001
f(z) = 245/61*z^3 - 184/61*z + 1
*
-1 | 0.11262687333930711861538803315464218479 | 0.020472929833292620757941456221042085193
f(z) = 245/62*z^3 - 183/62*z + 1
*
-1 | 0.11694936435131914160546806720255361831 | 0.021258657542587694166995802272080851261
f(z) = 245/64*z^3 - 181/64*z + 1
*
[ 6/7 ] 
f(z) = 245/66*z^3 - 191/66*z + 1
*
[ 2/7 ] 
f(z) = 245/66*z^3 - 185/66*z + 1
*
[ -8/7 ] 
f(z) = 245/72*z^3 - 185/72*z + 1
*
[ 6/7 ] 
f(z) = 245/78*z^3 - 193/78*z + 1
*
-1 | 0.12550989000533555319103501015110518893 | 0.022797880415766760441948348276370594783
f(z) = 246/61*z^3 - 185/61*z + 1
*
-1 | 0.12559848364501827188339104248092009267 | 0.022813972750824964125172546230342807869
f(z) = 246/65*z^3 - 181/65*z + 1
*
-1 | 0.096655312114363276057513252023869518278 | 0.017543746457618776094317076124422221968
f(z) = 247/60*z^3 - 187/60*z + 1
*
-1 | 0.12557952510167774173485544219061906547 | 0.022793732702919019172998428513724006899
f(z) = 247/61*z^3 - 186/61*z + 1
*
-1 | 0.11276624673395525636929478552931661941 | 0.020468015656883949465006663026094660985
f(z) = 247/62*z^3 - 185/62*z + 1
*
-1 | 0.11206062741302843576578100324192597737 | 0.020339939856484173121940896529363423451
f(z) = 247/63*z^3 - 184/63*z + 1
*
-1 | 0.11708841846826849728255935040380053865 | 0.021252525927394056116037875259347687372
f(z) = 247/64*z^3 - 183/64*z + 1
*
-1 | 0.092510073618367582440574028362973621351 | 0.016791351047689697089369319948559894639
f(z) = 247/66*z^3 - 181/66*z + 1
*
-1 | 0.12564889851022171741232660145588031107 | 0.022789611382503180676401605631847795860
f(z) = 248/61*z^3 - 187/61*z + 1
*
-1 | 0.11212984235713616132451041449001570513 | 0.020337588009118858001683038943959481154
f(z) = 248/63*z^3 - 185/63*z + 1
*
-1 | 0.12573685818607693970588686064910396711 | 0.022805565098403908527183681077603577774
f(z) = 248/65*z^3 - 183/65*z + 1
*
-1 | 0.12578060341264568297262687802909562185 | 0.022813499403639860196778646309547811663
f(z) = 248/67*z^3 - 181/67*z + 1
*
-1 | 0.12571801219612289728934945630751788354 | 0.022785516171180429850260027741988770995
f(z) = 249/61*z^3 - 188/61*z + 1
*
-1 | 0.11290392351992095176494752644168052041 | 0.020463051636066312843457180917569269978
f(z) = 249/62*z^3 - 187/62*z + 1
*
-1 | 0.11722643269015864382270120117326173636 | 0.021246476388637798794853601777896179960
f(z) = 249/64*z^3 - 185/64*z + 1
*
-1 | 0.12580565829601289833088552767208683309 | 0.022801401417785101370499641818354445289
f(z) = 249/65*z^3 - 184/65*z + 1
*
-1 | 0.12584924833881782284741678079184567508 | 0.022809301810162325780252552986075743447
f(z) = 249/67*z^3 - 182/67*z + 1
*
-1 | 0.11731361312721187310607453555680920126 | 0.021262277237088918314619898113714587287
f(z) = 249/68*z^3 - 181/68*z + 1
*
-1 | 0.12578686810242510954991450518984603340 | 0.022781446789833700150738627138447516318
f(z) = 250/61*z^3 - 189/61*z + 1
*
-1 | 0.11226749841865941211020303727875144410 | 0.020332933636361989050254271391015178987
f(z) = 250/63*z^3 - 187/63*z + 1
*
-1 | 0.12591763882607317770462505166452525451 | 0.022805130870114883936027025517500160586
f(z) = 250/67*z^3 - 183/67*z + 1
*
-1 | 0.10561625035775152343819156298152889602 | 0.019128316206328079858034106064579232041
f(z) = 250/69*z^3 - 181/69*z + 1
*
-1 | 0.096932603951629034565396510259677763385 | 0.017542924538392699501025962818769377656
f(z) = 251/60*z^3 - 191/60*z + 1
*
-1 | 0.12585546815039186812601009651882433495 | 0.022777402963487655078825561081979531349
f(z) = 251/61*z^3 - 190/61*z + 1
*
-1 | 0.11304122355987172467183427773054307435 | 0.020458272797747133970699300877952895609
f(z) = 251/62*z^3 - 189/62*z + 1
*
-1 | 0.11233594337606493958506044007975737397 | 0.020330630739878552073373149679451103807
f(z) = 251/63*z^3 - 188/63*z + 1
*
-1 | 0.11736342250287534112293504394169798450 | 0.021240507121451783040734462526414444533
f(z) = 251/64*z^3 - 187/64*z + 1
*
-1 | 0.12594249378854307297712420962144472783 | 0.022793152919031549226317596898320470017
f(z) = 251/65*z^3 - 186/65*z + 1
*
-1 | 0.092785109127602770877792473340415815289 | 0.016792308277659880587462177744906051094
f(z) = 251/66*z^3 - 185/66*z + 1
*
-1 | 0.12598577675991326543446076844550153715 | 0.022800986298819051954355207933908247389
f(z) = 251/67*z^3 - 184/67*z + 1
*
-1 | 0.11744998878998997534124457985095772995 | 0.021256173943351859961041185155618487272
f(z) = 251/68*z^3 - 183/68*z + 1
*
-1 | 0.10568423633023659790997382629217522444 | 0.019126800552724062175241714645383911932
f(z) = 251/69*z^3 - 182/69*z + 1
*
-1 | 0.11321501102857801591337368833508905165 | 0.020489724964767779796661231829062838448
f(z) = 251/70*z^3 - 181/70*z + 1
*
-1 | 0.12592381423983145347328514902187881113 | 0.022773384421230504860462997579113407626
f(z) = 252/61*z^3 - 191/61*z + 1
*
[ 5/6 ] 
f(z) = 252/65*z^3 - 188/65*z + 1
*
-1 | 0.12601053294457215157805453161560801552 | 0.022789067542103970434438342734315027026
f(z) = 252/65*z^3 - 187/65*z + 1
*
-1 | 0.12605366400489562451101490936188507217 | 0.022796867815810506837875173612862926856
f(z) = 252/67*z^3 - 185/67*z + 1
*
-1 | 0.12613947636010657696143691121950025453 | 0.022812387022920833156850499369146900950
f(z) = 252/71*z^3 - 181/71*z + 1
*
[ 1/3 ] 
f(z) = 252/79*z^3 - 186/79*z + 1
*
-1 | 0.097069198285990044770373524984660847103 | 0.017542448165584030682782093450846460260
f(z) = 253/60*z^3 - 193/60*z + 1
*
-1 | 0.12599190824941593819986187537488338371 | 0.022769390896137609026246569584631821386
f(z) = 253/61*z^3 - 192/61*z + 1
*
-1 | 0.11317750995129404927733430533663228312 | 0.020453559284387333014511995393049501611
f(z) = 253/62*z^3 - 191/62*z + 1
*
-1 | 0.11247207658403294454281291363318110682 | 0.020326072620255304069816564368786519715
f(z) = 253/63*z^3 - 190/63*z + 1
*
-1 | 0.11749940304798207421197386637879305737 | 0.021234616375252249570056595111387019068
f(z) = 253/64*z^3 - 189/64*z + 1
*
-1 | 0.12607832218786021863052220331275588665 | 0.022785007714476589266004174601518984064
f(z) = 253/65*z^3 - 188/65*z + 1
*
-1 | 0.12612130240494368791587706080600688422 | 0.022792775144759786840664203552053959845
f(z) = 253/67*z^3 - 186/67*z + 1
*
-1 | 0.11758536381964229349097098497044566188 | 0.021250151296810787310426875808948597189
f(z) = 253/68*z^3 - 185/68*z + 1
*
-1 | 0.11334943419468573504620538973230587968 | 0.020484629615464139634980393168362715924
f(z) = 253/70*z^3 - 183/70*z + 1
*
-1 | 0.12620681608513641791689147324580495059 | 0.022808229267475517639411579621940509240
f(z) = 253/71*z^3 - 182/71*z + 1
*
-1 | 0.10410761512295902516206600744044796095 | 0.018814438299534923429099802933191212820
f(z) = 253/72*z^3 - 181/72*z + 1
*
-1 | 0.12605975203699429263940562780056680754 | 0.022765422125196817112221993180824283451
f(z) = 254/61*z^3 - 193/61*z + 1
*
-1 | 0.11253976854782774730460585546698991095 | 0.020323817042820942850982609815276617975
f(z) = 254/63*z^3 - 191/63*z + 1
*
-1 | 0.12614586335327785644878315569464721428 | 0.022780973166931187371110683667286427720
f(z) = 254/65*z^3 - 189/65*z + 1
*
-1 | 0.12618869378365093393414563483441967064 | 0.022788708013394797856221236022574858091
f(z) = 254/67*z^3 - 187/67*z + 1
*
-1 | 0.10588773745441651116694749313789346600 | 0.019122511365280026566634095272544277315
f(z) = 254/69*z^3 - 185/69*z + 1
*
-1 | 0.12627391087171800706385398630920867907 | 0.022804097564387708477997011347624642583
f(z) = 254/71*z^3 - 183/71*z + 1
*
-1 | 0.12631630014809320323345372951891860288 | 0.022811752741830702144532654761683127670
f(z) = 254/73*z^3 - 181/73*z + 1
*
-1 | 0.12612734743989970195076704939262208454 | 0.022761477849235501166234363810104377491
f(z) = 255/61*z^3 - 194/61*z + 1
*
-1 | 0.11331279759416570761294211897250749012 | 0.020448909652234572730796796392918903672
f(z) = 255/62*z^3 - 193/62*z + 1
*
-1 | 0.11763438913287798123117858859758460792 | 0.021228802451682486050995193768601835838
f(z) = 255/64*z^3 - 191/64*z + 1
*
-1 | 0.12625583994457944045286017685444558076 | 0.022784666153425076554571610589131282823
f(z) = 255/67*z^3 - 188/67*z + 1
*
-1 | 0.12634076250157937079719125243164087306 | 0.022799991639446063557932309024156382247
f(z) = 255/71*z^3 - 184/71*z + 1
*
-1 | 0.12638300596228938393473563579536234851 | 0.022807615074131266819847557279281030311
f(z) = 255/73*z^3 - 182/73*z + 1
*
-1 | 0.11356801489749438117954419992910875473 | 0.020494967252860997518255542022009039265
f(z) = 255/74*z^3 - 181/74*z + 1
*
[ 1/4 ] 
f(z) = 256/61*z^3 - 199/61*z + 1
*
-1 | 0.12619469627525122292163076072198635815 | 0.022757557812849235156821141239420796902
f(z) = 256/61*z^3 - 195/61*z + 1
*
-1 | 0.12628020868932762921172981762748818617 | 0.022772978854814544524663596917991556431
f(z) = 256/65*z^3 - 191/65*z + 1
*
[ 13/16 ] 
f(z) = 256/65*z^3 - 184/65*z + 1
*
-1 | 0.12632274267155296612956245441773545146 | 0.022780649300467763635595303746190909481
f(z) = 256/67*z^3 - 189/67*z + 1
*
-1 | 0.10602149186072186569686842285253879957 | 0.019119585066889129139788506003572497642
f(z) = 256/69*z^3 - 187/69*z + 1
*
-1 | 0.12640737273701608600937069146136693001 | 0.022795911222436982558705794779254677140
f(z) = 256/71*z^3 - 185/71*z + 1
*
-1 | 0.12644947138748142380358248698867162753 | 0.022803503161718790144630397189382727287
f(z) = 256/73*z^3 - 183/73*z + 1
*
-1 | 0.10614778906989478663438961821402235401 | 0.019142361111558115281823554425368347618
f(z) = 256/75*z^3 - 181/75*z + 1
*
-1 | 0.097338358764783178793966144665922839269 | 0.017541363152280721766720292432827699462
f(z) = 257/60*z^3 - 197/60*z + 1
*
-1 | 0.12626180034024990534918178509660283476 | 0.022753661764332077745710629907354300977
f(z) = 257/61*z^3 - 196/61*z + 1
*
-1 | 0.11344710106148264545688932946495959875 | 0.020444322500873549599399988898059742846
f(z) = 257/62*z^3 - 195/62*z + 1
*
-1 | 0.11274136773041977008222723558458926086 | 0.020317142170262494127568373934920589270
f(z) = 257/63*z^3 - 194/63*z + 1
*
-1 | 0.11776839524058312266710348574426058013 | 0.021223063702650038463377795180718418984
f(z) = 257/64*z^3 - 193/64*z + 1
*
-1 | 0.12634701642992664754386754146563552268 | 0.022769018571190196593076375228515112744
f(z) = 257/65*z^3 - 192/65*z + 1
*
-1 | 0.093188531043439777627793461581917132460 | 0.016793521951717734691013524735693238460
f(z) = 257/66*z^3 - 191/66*z + 1
*
-1 | 0.12638940372894467863220568810323752934 | 0.022776657193975241982262794767758417886
f(z) = 257/67*z^3 - 190/67*z + 1
*
-1 | 0.11785317016289040706838503094030573277 | 0.021238341006657104562251810984129043654
f(z) = 257/68*z^3 - 189/68*z + 1
*
-1 | 0.10608800720354165625208458755042907078 | 0.019118138872219997448143513517425825232
f(z) = 257/69*z^3 - 188/69*z + 1
*
-1 | 0.11361730563973760328614668311525816463 | 0.020474995098554857425660849289646014703
f(z) = 257/70*z^3 - 187/70*z + 1
*
-1 | 0.12647374332117363930151966749921798916 | 0.022791856047070541216785027184565210854
f(z) = 257/71*z^3 - 186/71*z + 1
*
-1 | 0.10437425124693267517310844953564312920 | 0.018809302602832038424410126027948342391
f(z) = 257/72*z^3 - 185/72*z + 1
*
-1 | 0.12651569815638978758248848181609129562 | 0.022799416735476013042537536920694416749
f(z) = 257/73*z^3 - 184/73*z + 1
*
-1 | 0.11370121562154142445359707010125138020 | 0.020490116531478119568000225090371414349
f(z) = 257/74*z^3 - 183/74*z + 1
*
-1 | 0.10621387295469445571063590387609802700 | 0.019140821161888976840671823930563834126
f(z) = 257/75*z^3 - 182/75*z + 1
*
-1 | 0.11802099261757978594274327911343322283 | 0.021268584321421916941820727161741163319
f(z) = 257/76*z^3 - 181/76*z + 1
*
-1 | 0.12632866141246949966350990968071523201 | 0.022749789455608416202439760414835146074
f(z) = 258/61*z^3 - 197/61*z + 1
*
-1 | 0.12641358323316466799015365805704061916 | 0.022765082529400230416977780583826112849
f(z) = 258/65*z^3 - 193/65*z + 1
*
-1 | 0.12645582486195964707781940755943072252 | 0.022772689577164395865637909701055045575
f(z) = 258/67*z^3 - 191/67*z + 1
*
-1 | 0.12653987597832466376227074503365187245 | 0.022787825850908085124736684561382050094
f(z) = 258/71*z^3 - 187/71*z + 1
*
-1 | 0.12658168798300660782661232805620830566 | 0.022795355530179563968031235024151081755
f(z) = 258/73*z^3 - 185/73*z + 1
*
-1 | 0.12666489105261066402035483111648775087 | 0.022810339084144189237908038980056676482
f(z) = 258/77*z^3 - 181/77*z + 1
*
-1 | 0.097473021150253683451917795121862361768 | 0.017541125992738000545402811156767413779
f(z) = 259/60*z^3 - 199/60*z + 1
*
-1 | 0.12639528125014186934610929570056293292 | 0.022745940642166330512206866146131797492
f(z) = 259/61*z^3 - 198/61*z + 1
*
-1 | 0.11358043460877917439204784328195657672 | 0.020439796471593718646932567321247898437
f(z) = 259/62*z^3 - 197/62*z + 1
*
-1 | 0.11790143553916740897029155499203039219 | 0.021217398528452514189464432138738035203
f(z) = 259/64*z^3 - 195/64*z + 1
*
-1 | 0.12647991083586521953825003859594184709 | 0.022761170479185521368583354400357535068
f(z) = 259/65*z^3 - 194/65*z + 1
*
-1 | 0.093321280040236376020380607464271876929 | 0.016793983726697199033510483253307107002
f(z) = 259/66*z^3 - 193/66*z + 1
*
-1 | 0.12652200779691221281315726701359872428 | 0.022768746196947448675110718224110044068
f(z) = 259/67*z^3 - 192/67*z + 1
*
-1 | 0.11798562977917982336454562415898820226 | 0.021232550021188581293975175337589478347
f(z) = 259/68*z^3 - 191/68*z + 1
*
-1 | 0.10621928922574960041344801450649925663 | 0.019115093727276992090199322210505451126
f(z) = 259/69*z^3 - 190/69*z + 1
*
-1 | 0.12660577241414116465819988116540113908 | 0.022783820375291439529113263435537347300
f(z) = 259/71*z^3 - 188/71*z + 1
*
-1 | 0.10450613776577262615414089706920773394 | 0.018806797080169107224402129832816096525
f(z) = 259/72*z^3 - 187/72*z + 1
*
-1 | 0.12664744256286539908815698967727885418 | 0.022791319284428370742853035430114666606
f(z) = 259/73*z^3 - 186/73*z + 1
*
-1 | 0.10634430089335594414866717074028288550 | 0.019137590674495493812956135539141315605
f(z) = 259/75*z^3 - 184/75*z + 1
*
-1 | 0.11815231342772270095223846149395731480 | 0.021262546207266704779608602793560226875
f(z) = 259/76*z^3 - 183/76*z + 1
*
-1 | 0.093571311620961014142385640326173565381 | 0.016838979104986475592132412130860529965
f(z) = 259/78*z^3 - 181/78*z + 1
*
[ 4/7 ] 
f(z) = 243/64*z^3 - 195/98*z + 1
*
[ -36/35 ] 
f(z) = 245/64*z^3 - 187/90*z + 1
*
[ 4/7 ] 
f(z) = 247/64*z^3 - 197/98*z + 1
*
[ 4/7 ] 
f(z) = 251/64*z^3 - 199/98*z + 1
*
[ 21/32 ] 
f(z) = 256/63*z^3 - 191/84*z + 1
*
-28/27 | 0.15809570218312218764245395471449384511 | 0.023984151614698658040195917248889961258
f(z) = 243/70*z^3 - 197/105*z + 1
*
[ -20/9 ] 
f(z) = 243/64*z^3 - 173/10*z + 1
*
[ -16/9 ] 
f(z) = 243/64*z^3 - 167/16*z + 1
*
[ 15/8 ] 
f(z) = 256/75*z^3 - 173/15*z + 1
*
[ 3/2 ] 
f(z) = 244/63*z^3 - 176/21*z + 1
*
[ 3/2 ] 
f(z) = 248/63*z^3 - 179/21*z + 1
*
21/22 | 0.10229897571136979132378363062251438679 | 0.016455759629601997296643975568218404140
f(z) = 242/63*z^3 - 167/42*z + 1
*
-28/27 | 0.23242288024716005183481631656790364451 | 0.026966253480457766692660700528599665950
f(z) = 243/64*z^3 - 173/42*z + 1
*
-8/7 | 0.16409866415512295741800960474113864875 | 0.022688333865701909097824190427968919878
f(z) = 245/64*z^3 - 173/40*z + 1
*
[ -6/5 ] 
f(z) = 250/63*z^3 - 163/42*z + 1
*
-1 | 0.12508647106229889251485392491345436049 | 0.022823337353890757239949678996740179480
f(z) = 240/61*z^3 - 179/61*z + 1
*
-1 | 0.12522205077487116571332866033134827274 | 0.022848075293110734027023070308224084696
f(z) = 240/67*z^3 - 173/67*z + 1
*
-1 | 0.12531161808597832767236988819498148391 | 0.022864417787546135636140191843733724611
f(z) = 240/71*z^3 - 169/71*z + 1
*
-1 | 0.12535616055584362624305219665287262208 | 0.022872545027907764386547078807260635975
f(z) = 240/73*z^3 - 167/73*z + 1
*
-1 | 0.12544477051489474353808507840969180360 | 0.022888712843429003759886718712666747525
f(z) = 240/77*z^3 - 163/77*z + 1
*
-1 | 0.12548884089794131689641615720627776687 | 0.022896753946603832154063967269559570927
f(z) = 240/79*z^3 - 161/79*z + 1
*
-1 | 0.12515771883531164153260699876254656235 | 0.022819025089349715927002431423929796952
f(z) = 241/61*z^3 - 180/61*z + 1
*
-1 | 0.11234427686690771950643519147462681437 | 0.020482850728879975924336998077237187183
f(z) = 241/62*z^3 - 179/62*z + 1
*
-1 | 0.11163979651519631712049649281945651147 | 0.020354408352570693975507376234243615133
f(z) = 241/63*z^3 - 178/63*z + 1
*
-1 | 0.11666807270339369810797467294107465102 | 0.021271174506207901950244543499993350075
f(z) = 241/64*z^3 - 177/64*z + 1
*
-1 | 0.12524793829886916999237907286150824879 | 0.022835474096423549497548011241605432051
f(z) = 241/65*z^3 - 176/65*z + 1
*
-1 | 0.092090311598684475534423125878570151244 | 0.016790104121516858912814684778718821553
f(z) = 241/66*z^3 - 175/66*z + 1
*
-1 | 0.12529280171073002022369498921976194794 | 0.022843653690382062395636974114577800404
f(z) = 241/67*z^3 - 174/67*z + 1
*
-1 | 0.11675779990885041622671910946790972628 | 0.021287533763723679037505797455480990135
f(z) = 241/68*z^3 - 173/68*z + 1
*
-1 | 0.10499386455670798019513926803835246276 | 0.019142707711858238641113721423823677559
f(z) = 241/69*z^3 - 172/69*z + 1
*
-1 | 0.11252438647120873601836438760827614063 | 0.020515688700182295495056596563362324593
f(z) = 241/70*z^3 - 171/70*z + 1
*
-1 | 0.12538204352985428295073634786130956924 | 0.022859924451215402330149084004048812354
f(z) = 241/71*z^3 - 170/71*z + 1
*
-1 | 0.10328376675927602944406645146256578493 | 0.018830918995125638677840312749399129200
f(z) = 241/72*z^3 - 169/72*z + 1
*
-1 | 0.12542642492614272852449448621198255078 | 0.022868016163055716571172565385133355707
f(z) = 241/73*z^3 - 168/73*z + 1
*
-1 | 0.11261249749013881497378157142448848033 | 0.020531753291086667046862930254650946653
f(z) = 241/74*z^3 - 167/74*z + 1
*
-1 | 0.10512701020842486640170987090673079326 | 0.019166983114089429204536338614685367755
f(z) = 241/75*z^3 - 166/75*z + 1
*
-1 | 0.11693532915121679872235035297465007015 | 0.021319901277875820796137003535897744703
f(z) = 241/76*z^3 - 165/76*z + 1
*
-1 | 0.12551471600681275785843930183580201822 | 0.022884113583204658857334432196436124841
f(z) = 241/77*z^3 - 164/77*z + 1
*
-1 | 0.092355960638142878424120682156399430745 | 0.016838537827026779684596184861584970207
f(z) = 241/78*z^3 - 163/78*z + 1
*
-1 | 0.12555862855548955495942588529229344013 | 0.022892119813737764503668970697337417653
f(z) = 241/79*z^3 - 162/79*z + 1
*
-1 | 0.11171060477298918121497502173912987251 | 0.020351953391755479164839789237388903066
f(z) = 242/63*z^3 - 179/63*z + 1
*
[ 9/11 ] 
f(z) = 242/63*z^3 - 176/63*z + 1
*
-1 | 0.12531858216512699314916471599281230124 | 0.022831117498007057476418521435739155225
f(z) = 242/65*z^3 - 177/65*z + 1
*
-1 | 0.12536328233049694489353733568048888913 | 0.022839261180373308417579214190479829669
f(z) = 242/67*z^3 - 175/67*z + 1
*
-1 | 0.10506418305913952903670019883428243583 | 0.019141077618438329963230511982733579615
f(z) = 242/69*z^3 - 173/69*z + 1
*
-1 | 0.12545220102851970130472909731334686276 | 0.022855460799035226927984643726302301543
f(z) = 242/71*z^3 - 171/71*z + 1
*
-1 | 0.12549642251932038307661306499834999302 | 0.022863517274259923152166971196592973164
f(z) = 242/73*z^3 - 169/73*z + 1
*
-1 | 0.10519581536296999795133390325911788636 | 0.019165058998879794158942953618721909453
f(z) = 242/75*z^3 - 167/75*z + 1
*
-1 | 0.12562815287325569861207458008750943111 | 0.022887516517921875235393869201641272161
f(z) = 242/79*z^3 - 163/79*z + 1
*
-1 | 0.11680925449855475817767781031749289857 | 0.021264873095524381968432628653462783313
f(z) = 243/64*z^3 - 179/64*z + 1
*
-1 | 0.12538895659024122901625997232617577478 | 0.022826789374849452438017026668019062218
f(z) = 243/65*z^3 - 178/65*z + 1
*
-1 | 0.12543349469911207726713477284755407229 | 0.022834897441604256997601195075246092319
f(z) = 243/67*z^3 - 176/67*z + 1
*
[ 1/3 ] 
f(z) = 243/67*z^3 - 161/67*z + 1
*
-1 | 0.11689833109014224934111999102807868536 | 0.021281089297091812489711867289150438937
f(z) = 243/68*z^3 - 175/68*z + 1
*
[ 1/3 ] 
f(z) = 243/68*z^3 - 163/68*z + 1
*
-1 | 0.11266394356833453483772043817987939305 | 0.020510228172474095568086668758535167214
f(z) = 243/70*z^3 - 173/70*z + 1
*
-1 | 0.12552209262094598005417256011187698354 | 0.022851026502374424330368099098538747522
f(z) = 243/71*z^3 - 172/71*z + 1
*
[ 1/3 ] 
f(z) = 243/71*z^3 - 169/71*z + 1
*
[ 1/3 ] 
f(z) = 243/73*z^3 - 173/73*z + 1
*
-1 | 0.12556615536160314359353068164311951803 | 0.022859048029370191419354057835403163609
f(z) = 243/73*z^3 - 170/73*z + 1
*
[ 1/3 ] 
f(z) = 243/74*z^3 - 175/74*z + 1
*
-1 | 0.11275206940790590592386729782276404368 | 0.020526271291685552680246685111145125067
f(z) = 243/74*z^3 - 169/74*z + 1
*
[ 1/3 ] 
f(z) = 243/76*z^3 - 179/76*z + 1
*
-1 | 0.11707458563547999222972823269950189057 | 0.021313176057299350876777056047981775260
f(z) = 243/76*z^3 - 167/76*z + 1
*
[ 7/9 ] 
f(z) = 243/77*z^3 - 169/77*z + 1
*
-1 | 0.12565381556802406127079723757671741782 | 0.022875006381069896425770338232581101372
f(z) = 243/77*z^3 - 166/77*z + 1
*
-1 | 0.12569741584014780893804630375238989237 | 0.022882943716665624372529341661475213277
f(z) = 243/79*z^3 - 164/79*z + 1
*
-1 | 0.12545906362854351178401226860953238143 | 0.022822489413965845162920971940694975801
f(z) = 244/65*z^3 - 179/65*z + 1
*
-1 | 0.12550344085787019756998331382322378485 | 0.022830562157514514503940826524773412640
f(z) = 244/67*z^3 - 177/67*z + 1
*
-1 | 0.10520402087365835821151196688124837838 | 0.019137857267965835758819785221743749642
f(z) = 244/69*z^3 - 175/69*z + 1
*
-1 | 0.12559172032283943937952396593143314951 | 0.022846621237635631455434052796937945525
f(z) = 244/71*z^3 - 173/71*z + 1
*
-1 | 0.12563562545613850044869413180515715770 | 0.022854608101326112622366135024534561866
f(z) = 244/73*z^3 - 171/73*z + 1
*
-1 | 0.10533470407558865357884056527501393711 | 0.019161630090003372209054470658377538225
f(z) = 244/75*z^3 - 169/75*z + 1
*
-1 | 0.12572297361699895331567962059386750676 | 0.022870497766200938967628449853846426758
f(z) = 244/77*z^3 - 167/77*z + 1
*
-1 | 0.12576641942253727276338320986472285572 | 0.022878401072732185277353403628647203439
f(z) = 244/79*z^3 - 165/79*z + 1
*
[ 2/7 ] 
f(z) = 245/62*z^3 - 175/62*z + 1
*
-1 | 0.092370955102020073321563467570594933449 | 0.016790877934972194117699614285504321699
f(z) = 245/66*z^3 - 179/66*z + 1
*
-1 | 0.12557312282478137215561379529845530986 | 0.022826255016367845617995481291849225077
f(z) = 245/67*z^3 - 178/67*z + 1
*
-1 | 0.11703779974527431310718385375541854620 | 0.021274733027607768284046094246844861290
f(z) = 245/68*z^3 - 177/68*z + 1
*
-1 | 0.10527251060306984981115767907023283811 | 0.019136078797625809188587854146769623321
f(z) = 245/69*z^3 - 176/69*z + 1
*
-1 | 0.12566108612699498525139425570705873239 | 0.022842244686157386925704408592462568482
f(z) = 245/71*z^3 - 174/71*z + 1
*
-1 | 0.10356249244943552891139791093905240637 | 0.018825237515833839408355652038851746268
f(z) = 245/72*z^3 - 173/72*z + 1
*
-1 | 0.12570483478334513857001074375271371518 | 0.022850197168058035866000010496498628101
f(z) = 245/73*z^3 - 172/73*z + 1
*
-1 | 0.11289124472044724571219019533778065920 | 0.020520986363457553592102119462155074823
f(z) = 245/74*z^3 - 171/74*z + 1
*
-1 | 0.11721279788088827485074293317515820229 | 0.021306543593285003359698464340661194402
f(z) = 245/76*z^3 - 169/76*z + 1
*
-1 | 0.092632807187295554766949358463922630077 | 0.016838476516106518516881612777883012918
f(z) = 245/78*z^3 - 167/78*z + 1
*
-1 | 0.12583516556459916612101076970221110517 | 0.022873888254036187467280372549349013423
f(z) = 245/79*z^3 - 166/79*z + 1
*
-1 | 0.12564254259492473069826059497726675209 | 0.022821975711158759381760485477551430646
f(z) = 246/67*z^3 - 179/67*z + 1
*
-1 | 0.12573019200364306030213091754739558933 | 0.022837896534118513361540154586790524657
f(z) = 246/71*z^3 - 175/71*z + 1
*
-1 | 0.12577378530125655830348941192470494797 | 0.022845814912390370734791779164464097531
f(z) = 246/73*z^3 - 173/73*z + 1
*
-1 | 0.12586051603258441825817707431804474093 | 0.022861568864856590656165047404152712706
f(z) = 246/77*z^3 - 169/77*z + 1
*
-1 | 0.12590365618864619817328321811043889169 | 0.022869404933543864338426077325188933374
f(z) = 246/79*z^3 - 167/79*z + 1
*
-1 | 0.12571170214079553373124061329719487102 | 0.022817723939521282536648459914069490714
f(z) = 247/67*z^3 - 180/67*z + 1
*
-1 | 0.11717622187676954988756905859040638370 | 0.021268462979410758338164690514070664243
f(z) = 247/68*z^3 - 179/68*z + 1
*
-1 | 0.10541180970153437196577981437239194138 | 0.019133123907916736559876725147621286174
f(z) = 247/69*z^3 - 178/69*z + 1
*
-1 | 0.11294120428139925514766057054960281177 | 0.020499771913069564726680404561817242809
f(z) = 247/70*z^3 - 177/70*z + 1
*
-1 | 0.12579903990079003525478062624447838569 | 0.022833576472444738904594030726274275676
f(z) = 247/71*z^3 - 176/71*z + 1
*
-1 | 0.10370029115724495742841469199272417287 | 0.018822468996751598038897254107144534773
f(z) = 247/72*z^3 - 175/72*z + 1
*
-1 | 0.12584247894585820994490759958742775253 | 0.022841461021947154552217064839387145748
f(z) = 247/73*z^3 - 174/73*z + 1
*
-1 | 0.11302873485484220478692676659746630850 | 0.020515659443244379514434849987552024950
f(z) = 247/74*z^3 - 173/74*z + 1
*
-1 | 0.10554109459615110818384124300656281640 | 0.019156590196135559972324552474121859341
f(z) = 247/75*z^3 - 172/75*z + 1
*
-1 | 0.12592890424564719480042079530072905594 | 0.022857147935722029511655025811538398331
f(z) = 247/77*z^3 - 170/77*z + 1
*
-1 | 0.12597189319545638067450404255317316626 | 0.022864950789175539611083643266224029716
f(z) = 247/79*z^3 - 168/79*z + 1
*
-1 | 0.10548055573603056951802946956362283410 | 0.019131571403620748139140590224651377649
f(z) = 248/69*z^3 - 179/69*z + 1
*
-1 | 0.12586763174455218948443883083798673366 | 0.022829284196717496590400592531638229799
f(z) = 248/71*z^3 - 177/71*z + 1
*
-1 | 0.12591091763141828863594650006354649991 | 0.022837135189059822198052792170441673057
f(z) = 248/73*z^3 - 175/73*z + 1
*
-1 | 0.10561041475863447112995366707051124730 | 0.019155124627681951187435070036288257728
f(z) = 248/75*z^3 - 173/75*z + 1
*
-1 | 0.12599703965734366696191750936758984424 | 0.022852755600584190384113706082240165310
f(z) = 248/77*z^3 - 171/77*z + 1
*
-1 | 0.12603987846459456423752083032003859172 | 0.022860525503710388395214725240707512910
f(z) = 248/79*z^3 - 169/79*z + 1
*
-1 | 0.11307828720570824816334069978978443856 | 0.020494653842566167049441502240846838297
f(z) = 249/70*z^3 - 179/70*z + 1
*
-1 | 0.12593596943948342536863599306971494529 | 0.022825019407084842114181188012410951114
f(z) = 249/71*z^3 - 178/71*z + 1
*
-1 | 0.12597910325081233245820229899233006162 | 0.022832837110677118354100749074906813649
f(z) = 249/73*z^3 - 176/73*z + 1
*
-1 | 0.11316455516545149252108871146616495903 | 0.020510289310845111543864371640674648815
f(z) = 249/74*z^3 - 175/74*z + 1
*
-1 | 0.11748615174350696223397002558005980452 | 0.021293548662424627616235678474090055426
f(z) = 249/76*z^3 - 173/76*z + 1
*
-1 | 0.12606492413760903205173655716108524389 | 0.022848391550090944448519953331548869368
f(z) = 249/77*z^3 - 172/77*z + 1
*
-1 | 0.12610761385472797896518076463652205471 | 0.022856128764693410783902792358573331085
f(z) = 249/79*z^3 - 170/79*z + 1
*
-1 | 0.12600405486889685728287603353778896371 | 0.022820781808174432390987609047620605666
f(z) = 250/71*z^3 - 179/71*z + 1
*
-1 | 0.12604703767584176281143306888837411403 | 0.022828566488277093926480781596998539330
f(z) = 250/73*z^3 - 177/73*z + 1
*
-1 | 0.12613255953563073477134451408687461457 | 0.022844055479517130377953241694660950789
f(z) = 250/77*z^3 - 173/77*z + 1
*
-1 | 0.12617510120393591341480745551080640281 | 0.022851760264344557821686566287847710785
f(z) = 250/79*z^3 - 171/79*z + 1
*
-1 | 0.12607188989518041241075663691308492031 | 0.022816571109008509103117492016919753882
f(z) = 251/71*z^3 - 180/71*z + 1
*
-1 | 0.10397283755519246180030117111531830469 | 0.018817070509975195921444713290738044186
f(z) = 251/72*z^3 - 179/72*z + 1
*
-1 | 0.12611472275754650252743114208279019651 | 0.022824323027781130204739908415082508610
f(z) = 251/73*z^3 - 178/73*z + 1
*
-1 | 0.11330002494435587547161001697596940862 | 0.020505110837512398235286065479606014473
f(z) = 251/74*z^3 - 177/74*z + 1
*
-1 | 0.10581376985537352164652167133369041259 | 0.019150243612788795507139821825081419307
f(z) = 251/75*z^3 - 176/75*z + 1
*
-1 | 0.11762132354356933905917293949384677687 | 0.021287182216423186779774242704289404990
f(z) = 251/76*z^3 - 175/76*z + 1
*
-1 | 0.12619994768015526016963770683082890044 | 0.022839747088676697086613675982453900992
f(z) = 251/77*z^3 - 174/77*z + 1
*
-1 | 0.093042117866907829412356339464939603001 | 0.016838821883356329138979403726728404395
f(z) = 251/78*z^3 - 173/78*z + 1
*
-1 | 0.12624234233001366237821023945651921296 | 0.022847419699469951565566492720651613526
f(z) = 251/79*z^3 - 172/79*z + 1
*
[ 1/3 ] 
f(z) = 252/67*z^3 - 162/67*z + 1
*
[ 1/3 ] 
f(z) = 252/71*z^3 - 170/71*z + 1
*
-1 | 0.12618216032651180364425853487008842286 | 0.022820106439469936066664894242065981769
f(z) = 252/73*z^3 - 179/73*z + 1
*
[ 1/3 ] 
f(z) = 252/73*z^3 - 174/73*z + 1
*
-1 | 0.12630933903077087057749004552822699558 | 0.022843106771375142761909497757399153297
f(z) = 252/79*z^3 - 173/79*z + 1
*
-1 | 0.12624935219316941334362665140982965280 | 0.022815916437901465225391707735280784659
f(z) = 253/73*z^3 - 180/73*z + 1
*
-1 | 0.11343515887399428728641654675859781173 | 0.020500121870163214834335642345002094573
f(z) = 253/74*z^3 - 179/74*z + 1
*
-1 | 0.10594810448391459091113497176802109960 | 0.019147053483176878089303703419058778397
f(z) = 253/75*z^3 - 178/75*z + 1
*
-1 | 0.11775551149077973261197076169966129838 | 0.021280900563871069188601080376563500310
f(z) = 253/76*z^3 - 177/76*z + 1
*
-1 | 0.093176013880113158358028206823907147935 | 0.016838867762684870544648128584235171509
f(z) = 253/78*z^3 - 175/78*z + 1
*
-1 | 0.12637609308432439609462008264172062789 | 0.022838821185780351405007946541166918509
f(z) = 253/79*z^3 - 174/79*z + 1
*
-1 | 0.10601490656635157494251085050610762229 | 0.019145477129274537116702213258354667755
f(z) = 254/75*z^3 - 179/75*z + 1
*
-1 | 0.12640064657988125639402775837064716246 | 0.022826985058992849510607642817726986688
f(z) = 254/77*z^3 - 177/77*z + 1
*
-1 | 0.12644260624938581416714048940037595938 | 0.022834562652737637125110055695876338974
f(z) = 254/79*z^3 - 175/79*z + 1
*
-1 | 0.11788872986025454665373799274719484279 | 0.021274701861682357074259830899127504100
f(z) = 255/76*z^3 - 179/76*z + 1
*
-1 | 0.12646706359948672070825576737786921578 | 0.022822784473044043769190348203760156315
f(z) = 255/77*z^3 - 178/77*z + 1
*
-1 | 0.12650888026554367889012096642490298468 | 0.022830330886549947977660094133304463836
f(z) = 255/79*z^3 - 176/79*z + 1
*
[ 5/16 ] 
f(z) = 256/65*z^3 - 168/65*z + 1
*
[ 3/4 ] 
f(z) = 256/69*z^3 - 167/69*z + 1
*
[ 3/4 ] 
f(z) = 256/75*z^3 - 169/75*z + 1
*
5/8 | 0.17882773899360748035080028657893277354 | 0.025799389221946341979522560734290165888
f(z) = 256/75*z^3 - 161/60*z + 1
*
[ 3/8 ] 
f(z) = 256/75*z^3 - 161/75*z + 1
*
-1 | 0.12653324221306116313873706577636238266 | 0.022818610131048173177363538122822183230
f(z) = 256/77*z^3 - 179/77*z + 1
*
-1 | 0.12657491685354065736273837483902055344 | 0.022826125605691997773498099193933366677
f(z) = 256/79*z^3 - 177/79*z + 1
*
-1 | 0.12659918413283931248377175416087247781 | 0.022814461758318063571352815231981685262
f(z) = 257/77*z^3 - 180/77*z + 1
*
-1 | 0.093440270953762466570905910697435166294 | 0.016838888046265966572329890650441767830
f(z) = 257/78*z^3 - 179/78*z + 1
*
-1 | 0.12664071771554564790342356762745844067 | 0.022821946532732923604007114984932863029
f(z) = 257/79*z^3 - 178/79*z + 1
*
-1 | 0.12670628453542099112769721770951948814 | 0.022817793394260676677708034008442725809
f(z) = 258/79*z^3 - 179/79*z + 1
*
[ 2/7 ] 
f(z) = 259/72*z^3 - 176/63*z + 1
*
-1 | 0.12677161897898487993478538518763541446 | 0.022813665920808100997549324748899168954
f(z) = 259/79*z^3 - 180/79*z + 1
*
[ 2/3 ] 
f(z) = 241/72*z^3 - 161/81*z + 1
*
[ 2/3 ] 
f(z) = 245/72*z^3 - 163/81*z + 1
*
[ 4/9 ] 
f(z) = 247/64*z^3 - 163/81*z + 1
*
[ 2/3 ] 
f(z) = 247/72*z^3 - 164/81*z + 1
*
[ 4/9 ] 
f(z) = 251/64*z^3 - 164/81*z + 1
*
[ 2/3 ] 
f(z) = 251/72*z^3 - 166/81*z + 1
*
[ 2/3 ] 
f(z) = 253/72*z^3 - 167/81*z + 1
*
[ 2/5 ] 
f(z) = 255/64*z^3 - 171/80*z + 1
*
[ 2/3 ] 
f(z) = 257/72*z^3 - 169/81*z + 1
*
[ 4/9 ] 
f(z) = 259/64*z^3 - 166/81*z + 1
*
[ 2/3 ] 
f(z) = 259/72*z^3 - 170/81*z + 1
*
14/9 | 0.17062120953819152939188541221688420599 | 0.026536338034801114907732385235004467333
f(z) = 243/64*z^3 - 155/16*z + 1
*
4/27 | 0.25260783502194265915137622080129224619 | 0.029970388730478706593934887015030540726
f(z) = 243/64*z^3 - 143/6*z + 1
*
[ 20/7 ] 
f(z) = 245/64*z^3 - 153/5*z + 1
*
[ -15/8 ] 
f(z) = 256/75*z^3 - 157/15*z + 1
*
[ -3/2 ] 
f(z) = 244/63*z^3 - 148/21*z + 1
*
[ 4/19 ] 
f(z) = 247/64*z^3 - 149/38*z + 1
*
[ -3/2 ] 
f(z) = 248/63*z^3 - 151/21*z + 1
*
[ 5/4 ] 
f(z) = 248/75*z^3 - 149/30*z + 1
*
-12/11 | 0.22911877704198852532930401072784252191 | 0.024846209485097911626989062482538592795
f(z) = 253/64*z^3 - 158/33*z + 1
*
[ -3/2 ] 
f(z) = 256/63*z^3 - 157/21*z + 1
*
[ 21/16 ] 
f(z) = 256/63*z^3 - 142/21*z + 1
*
[ 21/22 ] 
f(z) = 242/63*z^3 - 149/42*z + 1
*
[ 4/15 ] 
f(z) = 243/64*z^3 - 151/50*z + 1
*
[ 8/35 ] 
f(z) = 245/64*z^3 - 143/40*z + 1
*
[ 6/7 ] 
f(z) = 245/64*z^3 - 143/48*z + 1
*
[ 6/19 ] 
f(z) = 247/72*z^3 - 143/57*z + 1
*
3/4 | 0.15778207435152137909019782504712447832 | 0.025421758504899090421374942392043890207
f(z) = 248/63*z^3 - 149/42*z + 1
*
3/10 | 0.18517587497866928692477931343646365136 | 0.029796870863937990847321063321608365321
f(z) = 250/63*z^3 - 155/42*z + 1
*
[ 4/5 ] 
f(z) = 257/64*z^3 - 141/50*z + 1
*
-10/11 | 0.14360105340659710287718329362141083308 | 0.026161902461069730239409193666919565826
f(z) = 242/65*z^3 - 148/65*z + 1
*
[ 1/3 ] 
f(z) = 243/61*z^3 - 149/61*z + 1
*
[ 1/3 ] 
f(z) = 243/62*z^3 - 151/62*z + 1
*
[ 1/3 ] 
f(z) = 243/64*z^3 - 155/64*z + 1
*
[ 1/3 ] 
f(z) = 243/65*z^3 - 157/65*z + 1
*
[ 2/3 ] 
f(z) = 243/70*z^3 - 143/70*z + 1
*
[ 2/3 ] 
f(z) = 243/74*z^3 - 145/74*z + 1
*
[ 4/9 ] 
f(z) = 243/76*z^3 - 143/76*z + 1
*
[ 8/21 ] 
f(z) = 245/64*z^3 - 157/72*z + 1
*
[ 3/7 ] 
f(z) = 245/78*z^3 - 149/78*z + 1
*
[ 1/2 ] 
f(z) = 248/79*z^3 - 141/79*z + 1
*
[ 1/3 ] 
f(z) = 252/61*z^3 - 150/61*z + 1
*
[ 1/3 ] 
f(z) = 252/65*z^3 - 158/65*z + 1
*
[ 1/2 ] 
f(z) = 252/79*z^3 - 142/79*z + 1
*
[ 3/8 ] 
f(z) = 256/69*z^3 - 151/69*z + 1
*
5/32 | 0.19594221353033192663874043475769804760 | 0.028268485976101621790092450311773268228
f(z) = 256/75*z^3 - 149/60*z + 1
*
[ 11/16 ] 
f(z) = 256/77*z^3 - 156/77*z + 1
*
[ 7/16 ] 
f(z) = 256/77*z^3 - 148/77*z + 1
*
[ 1/2 ] 
f(z) = 256/77*z^3 - 141/77*z + 1
*
[ 1/2 ] 
f(z) = 256/79*z^3 - 143/79*z + 1
*
[ 16/35 ] 
f(z) = 245/64*z^3 - 159/80*z + 1
*
-2 | 0.10074631178578321990201983936083908418 | 0.014584522426890065638491913355757806614
f(z) = 241/72*z^3 - 125/9*z + 1
*
[ 4 ] 
f(z) = 245/64*z^3 - 121/2*z + 1
*
-2 | 0.10106860360461151002083636578679417975 | 0.014597635002238135679204747877109869037
f(z) = 245/72*z^3 - 127/9*z + 1
*
[ -4 ] 
f(z) = 247/64*z^3 - 121/2*z + 1
*
-2 | 0.10122761804990151731198969713201213332 | 0.014604058256159503977505113556278415534
f(z) = 247/72*z^3 - 128/9*z + 1
*
[ 4 ] 
f(z) = 249/64*z^3 - 123/2*z + 1
*
[ -4 ] 
f(z) = 251/64*z^3 - 123/2*z + 1
*
[ 4/3 ] 
f(z) = 251/64*z^3 - 121/18*z + 1
*
-2 | 0.10154151062544659365009871571633185639 | 0.014616649134875437059986677934423246497
f(z) = 251/72*z^3 - 130/9*z + 1
*
[ 2 ] 
f(z) = 251/72*z^3 - 121/9*z + 1
*
[ 4 ] 
f(z) = 253/64*z^3 - 125/2*z + 1
*
-2 | 0.10169643733487311274106102596081478639 | 0.014622820725949141227807163372624528301
f(z) = 253/72*z^3 - 131/9*z + 1
*
[ 2 ] 
f(z) = 253/72*z^3 - 122/9*z + 1
*
[ -4 ] 
f(z) = 255/64*z^3 - 125/2*z + 1
*
[ 4 ] 
f(z) = 257/64*z^3 - 127/2*z + 1
*
-2 | 0.10200236818223779419111965389271484779 | 0.014634925640267187782117854691200142203
f(z) = 257/72*z^3 - 133/9*z + 1
*
[ 2 ] 
f(z) = 257/72*z^3 - 124/9*z + 1
*
[ -4 ] 
f(z) = 259/64*z^3 - 127/2*z + 1
*
[ 4/3 ] 
f(z) = 259/64*z^3 - 125/18*z + 1
*
-2 | 0.10215341710768356790467081149429329266 | 0.014640862551746841394774238499699608473
f(z) = 259/72*z^3 - 134/9*z + 1
*
[ 2 ] 
f(z) = 259/72*z^3 - 125/9*z + 1
*
[ 2/9 ] 
f(z) = 243/68*z^3 - 125/34*z + 1
*
[ 2/9 ] 
f(z) = 243/76*z^3 - 139/38*z + 1
*
-12/13 | 0.26580111961836335818301089240186912856 | 0.028976623672645028008070498205982958190
f(z) = 247/64*z^3 - 125/39*z + 1
*
-5/4 | 0.18397962933968152454414059925415661820 | 0.028371623484487080218562581786848399901
f(z) = 248/75*z^3 - 131/30*z + 1
*
[ 4/5 ] 
f(z) = 241/64*z^3 - 133/50*z + 1
*
[ 4/15 ] 
f(z) = 245/64*z^3 - 136/45*z + 1
*
[ 12/19 ] 
f(z) = 247/64*z^3 - 121/57*z + 1
*
[ 4/5 ] 
f(z) = 249/64*z^3 - 137/50*z + 1
*
[ 4/5 ] 
f(z) = 253/64*z^3 - 139/50*z + 1
*
[ 1/2 ] 
f(z) = 240/61*z^3 - 121/61*z + 1
*
[ 1/2 ] 
f(z) = 240/67*z^3 - 127/67*z + 1
*
[ 1/2 ] 
f(z) = 240/71*z^3 - 131/71*z + 1
*
[ 1/2 ] 
f(z) = 240/73*z^3 - 133/73*z + 1
*
[ 1/2 ] 
f(z) = 240/77*z^3 - 137/77*z + 1
*
[ 1/2 ] 
f(z) = 240/79*z^3 - 139/79*z + 1
*
[ -1 ] 
f(z) = 241/60*z^3 - 121/60*z + 1
*
[ 5/11 ] 
f(z) = 242/65*z^3 - 128/65*z + 1
*
[ 2/3 ] 
f(z) = 243/62*z^3 - 139/62*z + 1
*
[ 5/9 ] 
f(z) = 243/65*z^3 - 127/65*z + 1
*
[ 4/9 ] 
f(z) = 243/68*z^3 - 133/68*z + 1
*
[ 5/9 ] 
f(z) = 243/70*z^3 - 131/70*z + 1
*
[ 1/2 ] 
f(z) = 244/63*z^3 - 124/63*z + 1
*
[ 1/2 ] 
f(z) = 244/65*z^3 - 126/65*z + 1
*
[ 1/2 ] 
f(z) = 244/67*z^3 - 128/67*z + 1
*
[ 1/2 ] 
f(z) = 244/69*z^3 - 130/69*z + 1
*
[ 1/2 ] 
f(z) = 244/71*z^3 - 132/71*z + 1
*
[ 1/2 ] 
f(z) = 244/73*z^3 - 134/73*z + 1
*
[ 1/2 ] 
f(z) = 244/75*z^3 - 136/75*z + 1
*
[ 1/2 ] 
f(z) = 244/77*z^3 - 138/77*z + 1
*
[ 1/2 ] 
f(z) = 244/79*z^3 - 140/79*z + 1
*
[ -1 ] 
f(z) = 245/61*z^3 - 123/61*z + 1
*
[ 3/7 ] 
f(z) = 245/66*z^3 - 133/66*z + 1
*
[ 4/7 ] 
f(z) = 245/68*z^3 - 131/68*z + 1
*
[ 3/7 ] 
f(z) = 245/69*z^3 - 137/69*z + 1
*
[ 12/35 ] 
f(z) = 245/72*z^3 - 139/60*z + 1
*
[ 4/7 ] 
f(z) = 245/76*z^3 - 137/76*z + 1
*
[ -1 ] 
f(z) = 246/61*z^3 - 124/61*z + 1
*
[ -1 ] 
f(z) = 247/60*z^3 - 127/60*z + 1
*
[ -1 ] 
f(z) = 247/61*z^3 - 125/61*z + 1
*
[ -1 ] 
f(z) = 248/61*z^3 - 126/61*z + 1
*
[ 1/2 ] 
f(z) = 248/61*z^3 - 123/61*z + 1
*
[ 1/2 ] 
f(z) = 248/63*z^3 - 125/63*z + 1
*
[ 1/2 ] 
f(z) = 248/65*z^3 - 127/65*z + 1
*
[ 1/2 ] 
f(z) = 248/67*z^3 - 129/67*z + 1
*
[ 1/2 ] 
f(z) = 248/69*z^3 - 131/69*z + 1
*
[ 1/2 ] 
f(z) = 248/71*z^3 - 133/71*z + 1
*
[ 1/2 ] 
f(z) = 248/73*z^3 - 135/73*z + 1
*
[ 1/2 ] 
f(z) = 248/75*z^3 - 137/75*z + 1
*
[ 1/2 ] 
f(z) = 248/77*z^3 - 139/77*z + 1
*
[ -1 ] 
f(z) = 249/61*z^3 - 127/61*z + 1
*
[ -1 ] 
f(z) = 249/62*z^3 - 125/62*z + 1
*
[ -1 ] 
f(z) = 250/61*z^3 - 128/61*z + 1
*
[ 3/5 ] 
f(z) = 250/69*z^3 - 136/69*z + 1
*
[ -1 ] 
f(z) = 251/60*z^3 - 131/60*z + 1
*
[ -1 ] 
f(z) = 251/61*z^3 - 129/61*z + 1
*
[ -1 ] 
f(z) = 251/62*z^3 - 127/62*z + 1
*
[ -1 ] 
f(z) = 252/61*z^3 - 130/61*z + 1
*
[ 1/2 ] 
f(z) = 252/61*z^3 - 124/61*z + 1
*
[ 1/2 ] 
f(z) = 252/65*z^3 - 128/65*z + 1
*
[ 1/2 ] 
f(z) = 252/67*z^3 - 130/67*z + 1
*
[ 1/2 ] 
f(z) = 252/71*z^3 - 134/71*z + 1
*
[ 1/2 ] 
f(z) = 252/73*z^3 - 136/73*z + 1
*
[ -1 ] 
f(z) = 253/60*z^3 - 133/60*z + 1
*
[ -1 ] 
f(z) = 253/61*z^3 - 131/61*z + 1
*
[ -1 ] 
f(z) = 253/62*z^3 - 129/62*z + 1
*
[ -1 ] 
f(z) = 253/63*z^3 - 127/63*z + 1
*
[ -1 ] 
f(z) = 254/61*z^3 - 132/61*z + 1
*
[ -1 ] 
f(z) = 254/63*z^3 - 128/63*z + 1
*
[ -1 ] 
f(z) = 255/61*z^3 - 133/61*z + 1
*
[ -1 ] 
f(z) = 255/62*z^3 - 131/62*z + 1
*
[ -1 ] 
f(z) = 256/61*z^3 - 134/61*z + 1
*
[ 1/2 ] 
f(z) = 256/61*z^3 - 125/61*z + 1
*
[ 1/2 ] 
f(z) = 256/63*z^3 - 127/63*z + 1
*
[ 1/2 ] 
f(z) = 256/67*z^3 - 131/67*z + 1
*
[ 1/2 ] 
f(z) = 256/69*z^3 - 133/69*z + 1
*
[ 1/2 ] 
f(z) = 256/71*z^3 - 135/71*z + 1
*
[ 1/2 ] 
f(z) = 256/73*z^3 - 137/73*z + 1
*
[ 1/2 ] 
f(z) = 256/75*z^3 - 139/75*z + 1
*
[ -1 ] 
f(z) = 257/60*z^3 - 137/60*z + 1
*
[ -1 ] 
f(z) = 257/61*z^3 - 135/61*z + 1
*
[ -1 ] 
f(z) = 257/62*z^3 - 133/62*z + 1
*
[ -1 ] 
f(z) = 257/63*z^3 - 131/63*z + 1
*
[ -1 ] 
f(z) = 257/64*z^3 - 129/64*z + 1
*
[ -1 ] 
f(z) = 258/61*z^3 - 136/61*z + 1
*
[ -1 ] 
f(z) = 259/60*z^3 - 139/60*z + 1
*
[ -1 ] 
f(z) = 259/61*z^3 - 137/61*z + 1
*
[ -1 ] 
f(z) = 259/62*z^3 - 135/62*z + 1
*
[ -1 ] 
f(z) = 259/64*z^3 - 131/64*z + 1
*
[ 4 ] 
f(z) = 241/64*z^3 - 119/2*z + 1
*
[ 2 ] 
f(z) = 241/72*z^3 - 116/9*z + 1
*
[ -2 ] 
f(z) = 241/72*z^3 - 107/9*z + 1
*
[ -4 ] 
f(z) = 243/64*z^3 - 119/2*z + 1
*
[ 2 ] 
f(z) = 245/72*z^3 - 118/9*z + 1
*
[ 12/7 ] 
f(z) = 245/72*z^3 - 115/12*z + 1
*
[ -2 ] 
f(z) = 245/72*z^3 - 109/9*z + 1
*
[ -12/7 ] 
f(z) = 245/72*z^3 - 101/12*z + 1
*
[ 4/3 ] 
f(z) = 247/64*z^3 - 119/18*z + 1
*
[ 2 ] 
f(z) = 247/72*z^3 - 119/9*z + 1
*
[ -2 ] 
f(z) = 247/72*z^3 - 110/9*z + 1
*
[ -2 ] 
f(z) = 251/72*z^3 - 112/9*z + 1
*
[ -2 ] 
f(z) = 253/72*z^3 - 113/9*z + 1
*
[ -2 ] 
f(z) = 257/72*z^3 - 115/9*z + 1
*
[ -2 ] 
f(z) = 259/72*z^3 - 116/9*z + 1
*
6/11 | 0.12881268165501521477500458234051908518 | 0.022043587326825641759706501956765118640
f(z) = 242/63*z^3 - 115/21*z + 1
*
10/11 | 0.18444866838951097046961299315368792133 | 0.029107423213947376259405447096559869370
f(z) = 242/75*z^3 - 113/30*z + 1
*
[ 5/22 ] 
f(z) = 242/75*z^3 - 107/30*z + 1
*
[ 2/7 ] 
f(z) = 245/76*z^3 - 105/38*z + 1
*
[ -5/4 ] 
f(z) = 248/75*z^3 - 101/30*z + 1
*
[ 4/23 ] 
f(z) = 253/64*z^3 - 112/23*z + 1
*
[ -21/16 ] 
f(z) = 256/63*z^3 - 110/21*z + 1
*
[ 3/4 ] 
f(z) = 248/63*z^3 - 107/42*z + 1
*
[ 4/9 ] 
f(z) = 249/64*z^3 - 109/54*z + 1
*
[ 2/3 ] 
f(z) = 249/64*z^3 - 107/48*z + 1
*
[ 3/10 ] 
f(z) = 250/63*z^3 - 113/42*z + 1
*
[ 2/3 ] 
f(z) = 255/64*z^3 - 109/48*z + 1
*
[ 4/7 ] 
f(z) = 257/64*z^3 - 101/49*z + 1
*
[ -1 ]
f(z) = 242/61*z^3 - 120/61*z + 1
*
[ 15/32 ] 
f(z) = 256/75*z^3 - 113/60*z + 1
*
[ -4/3 ] 
f(z) = 241/64*z^3 - 89/18*z + 1
*
[ 15/11 ] 
f(z) = 242/75*z^3 - 86/15*z + 1
*
[ 20/9 ] 
f(z) = 243/64*z^3 - 91/5*z + 1
*
[ -4/3 ] 
f(z) = 245/64*z^3 - 91/18*z + 1
*
[ -4/3 ] 
f(z) = 253/64*z^3 - 95/18*z + 1
*
-4/3 | 0.26119505827380310930386129459038689956 | 0.029871857532427447669824845413164717845
f(z) = 255/64*z^3 - 98/15*z + 1
*
[ -4/3 ] 
f(z) = 257/64*z^3 - 97/18*z + 1
*
3/11 | 0.15840127873967654948333537037205867687 | 0.028709131135704252621906134561959899323
f(z) = 242/63*z^3 - 83/21*z + 1
*
[ 10/11 ] 
f(z) = 242/75*z^3 - 83/30*z + 1
*
[ 28/27 ] 
f(z) = 243/64*z^3 - 85/21*z + 1
*
[ 2/7 ] 
f(z) = 245/68*z^3 - 95/34*z + 1
*
[ -12/11 ] 
f(z) = 253/64*z^3 - 92/33*z + 1
*
[ 4/15 ] 
f(z) = 255/64*z^3 - 91/30*z + 1
*
[ 3/16 ] 
f(z) = 256/63*z^3 - 94/21*z + 1
*
15/16 | 0.13247443497608221621338353851614637682 | 0.023710137685909350618911796028229369965
f(z) = 256/63*z^3 - 89/21*z + 1
*
[ 4/7 ] 
f(z) = 241/64*z^3 - 97/49*z + 1
*
[ 6/11 ] 
f(z) = 242/63*z^3 - 83/42*z + 1
*
[ -28/27 ] 
f(z) = 243/64*z^3 - 89/42*z + 1
*
[ 2/5 ] 
f(z) = 245/72*z^3 - 92/45*z + 1
*
[ 18/35 ] 
f(z) = 245/72*z^3 - 83/45*z + 1
*
[ 4/7 ] 
f(z) = 249/64*z^3 - 99/49*z + 1
*
[ 4/7 ] 
f(z) = 253/64*z^3 - 100/49*z + 1
*
10/11 | 0.066041355002789723537714645688616254983 | 0.011045762973175305004087300085543652940
f(z) = 242/75*z^3 - 79/15*z + 1
*
[ -15/11 ] 
f(z) = 242/75*z^3 - 64/15*z + 1
*
[ 4/21 ] 
f(z) = 245/64*z^3 - 79/18*z + 1
*
12/35 | 0.15375461265695431291592781055644178117 | 0.019688046488924621337741331902942424991
f(z) = 245/64*z^3 - 77/10*z + 1
*
[ 12/7 ] 
f(z) = 245/64*z^3 - 65/6*z + 1
*
[ 6/35 ] 
f(z) = 245/72*z^3 - 74/15*z + 1
*
[ 6/5 ] 
f(z) = 245/72*z^3 - 71/15*z + 1
*
[ 4 ] 
f(z) = 247/64*z^3 - 61*z + 1
*
[ -4 ] 
f(z) = 249/64*z^3 - 61*z + 1
*
[ 4 ] 
f(z) = 251/64*z^3 - 62*z + 1
*
[ -4 ] 
f(z) = 253/64*z^3 - 62*z + 1
*
[ 4/3 ] 
f(z) = 253/64*z^3 - 61/9*z + 1
*
[ 4 ] 
f(z) = 255/64*z^3 - 63*z + 1
*
[ 5/4 ] 
f(z) = 256/75*z^3 - 77/15*z + 1
*
[ -4 ] 
f(z) = 257/64*z^3 - 63*z + 1
*
[ 4/3 ] 
f(z) = 257/64*z^3 - 62/9*z + 1
*
[ 4 ] 
f(z) = 259/64*z^3 - 64*z + 1
*
[ 3/11 ] 
f(z) = 242/63*z^3 - 62/21*z + 1
*
5/22 | 0.17882812047067465070873463678254471198 | 0.028926830214897855205054016770335195104
f(z) = 242/75*z^3 - 77/30*z + 1
*
5/11 | 0.17882812047067465070873463678254471198 | 0.028926830214897855205054016770335195104
f(z) = 242/75*z^3 - 71/30*z + 1
*
[ 20/27 ] 
f(z) = 243/64*z^3 - 73/30*z + 1
*
[ 4/5 ] 
f(z) = 243/64*z^3 - 67/25*z + 1
*
[ 8/27 ] 
f(z) = 243/64*z^3 - 65/24*z + 1
*
[ 2/3 ] 
f(z) = 243/68*z^3 - 71/34*z + 1
*
[ 2/3 ] 
f(z) = 243/76*z^3 - 73/38*z + 1
*
[ 12/35 ] 
f(z) = 245/64*z^3 - 71/30*z + 1
*
3/7 | 0.15465764198987314769382524818330604984 | 0.028113139952861649395969762285331137061
f(z) = 245/72*z^3 - 71/24*z + 1
*
[ 4/7 ] 
f(z) = 245/72*z^3 - 67/36*z + 1
*
[ 4/5 ] 
f(z) = 247/64*z^3 - 68/25*z + 1
*
[ 6/13 ] 
f(z) = 247/72*z^3 - 74/39*z + 1
*
[ 4/5 ] 
f(z) = 251/64*z^3 - 69/25*z + 1
*
[ 6/11 ] 
f(z) = 253/72*z^3 - 62/33*z + 1
*
[ 4/5 ] 
f(z) = 259/64*z^3 - 71/25*z + 1
*
[ -4 ] 
f(z) = 241/64*z^3 - 59*z + 1
*
[ 4/3 ] 
f(z) = 241/64*z^3 - 58/9*z + 1
*
[ 4 ] 
f(z) = 243/64*z^3 - 60*z + 1
*
[ 2/9 ] 
f(z) = 243/64*z^3 - 59/16*z + 1
*
[ -4 ] 
f(z) = 245/64*z^3 - 60*z + 1
*
[ 4/3 ] 
f(z) = 245/64*z^3 - 59/9*z + 1
*
[ 2/7 ] 
f(z) = 245/64*z^3 - 45/16*z + 1
*
-8/7 | 0.17217863668722997130658515996482359782 | 0.029721773212829735583011991710685312312
f(z) = 245/64*z^3 - 41/8*z + 1
*
[ -6/5 ] 
f(z) = 245/72*z^3 - 46/15*z + 1
*
[ -4/3 ] 
f(z) = 247/64*z^3 - 46/9*z + 1
*
-4/3 | 0.21085125340973535672547563159525187572 | 0.029175746522479214615085228587448584255
f(z) = 249/64*z^3 - 43/6*z + 1
*
[ -4/3 ] 
f(z) = 251/64*z^3 - 47/9*z + 1
*
[ 4/17 ] 
f(z) = 255/64*z^3 - 59/17*z + 1
*
[ 4/3 ] 
f(z) = 255/64*z^3 - 41/6*z + 1
*
[ -5/4 ] 
f(z) = 256/75*z^3 - 53/15*z + 1
*
[ 15/16 ] 
f(z) = 256/75*z^3 - 46/15*z + 1
*
[ -4/3 ] 
f(z) = 259/64*z^3 - 49/9*z + 1
*
[ 15/22 ] 
f(z) = 242/75*z^3 - 59/30*z + 1
*
-8/9 | 0.10268950481048686148769706704839035532 | 0.015578669240231743171778858100408213261
f(z) = 243/64*z^3 - 53/24*z + 1
*
[ 3/7 ] 
f(z) = 245/72*z^3 - 47/24*z + 1
*
[ 3/5 ] 
f(z) = 250/63*z^3 - 44/21*z + 1
*
[ 4/9 ] 
f(z) = 255/64*z^3 - 55/27*z + 1
*
[ 3/4 ] 
f(z) = 256/63*z^3 - 55/21*z + 1
*
[ 3/8 ] 
f(z) = 256/63*z^3 - 47/21*z + 1
*
[ 6/7 ] 
f(z) = 259/72*z^3 - 59/21*z + 1
*
[ 5/11 ] 
f(z) = 242/75*z^3 - 28/15*z + 1
*
[ 4/27 ] 
f(z) = 243/64*z^3 - 35/6*z + 1
*
[ 2/3 ] 
f(z) = 243/64*z^3 - 35/16*z + 1
*
20/27 | 0.19869166597587243220651480815706176173 | 0.029078112578127158534746875319209895486
f(z) = 243/64*z^3 - 29/6*z + 1
*
[ 8/9 ] 
f(z) = 243/64*z^3 - 25/8*z + 1
*
-28/27 | 0.12512591870201063050281337349433329976 | 0.018954939678137550632305553576083068798
f(z) = 243/64*z^3 - 23/6*z + 1
*
[ 4/35 ] 
f(z) = 245/64*z^3 - 39/5*z + 1
*
[ 8/7 ] 
f(z) = 245/64*z^3 - 39/8*z + 1
*
[ -12/7 ] 
f(z) = 245/64*z^3 - 29/3*z + 1
*
[ 4/5 ] 
f(z) = 245/64*z^3 - 27/10*z + 1
*
[ -8/7 ] 
f(z) = 245/64*z^3 - 25/8*z + 1
*
2/7 | 0.14869627019750914512203688693626295551 | 0.026525422845648095186076433159796862921
f(z) = 245/72*z^3 - 34/9*z + 1
*
[ 2/7 ] 
f(z) = 245/72*z^3 - 25/9*z + 1
*
[ 4/13 ] 
f(z) = 247/64*z^3 - 34/13*z + 1
*
[ -4/3 ] 
f(z) = 249/64*z^3 - 31/6*z + 1
*
[ 4/11 ] 
f(z) = 253/64*z^3 - 25/11*z + 1
*
-4/3 | 0.21275455335593273731538740296345698117 | 0.029345757039629661159156885714445302826
f(z) = 255/64*z^3 - 22/3*z + 1
*
[ 5/16 ] 
f(z) = 256/75*z^3 - 38/15*z + 1
*
[ 5/8 ] 
f(z) = 256/75*z^3 - 29/15*z + 1
*
[ 4/7 ] 
f(z) = 259/64*z^3 - 29/14*z + 1
*
20/27 | 0.15403881661200971441936632211501635875 | 0.023368695550571492513009855095883984445
f(z) = 243/64*z^3 - 17/6*z + 1
*
[ 4/3 ] 
f(z) = 243/64*z^3 - 13/2*z + 1
*
4/9 | 0.18043167874262764859242095204990215063 | 0.027372665286278561214905975721399156228
f(z) = 243/64*z^3 - 10/3*z + 1
*
[ -8/9 ]
f(z) = 243/64*z^3 - 7/8*z + 1
*
4/9 | 0.080605956693860607466241447454232384904 | 0.013545756778620132181782222599245726883
f(z) = 243/64*z^3 - 6*z + 1
*
[ -4/3 ] 
f(z) = 243/64*z^3 - 5*z + 1
*
[ 4/9 ] 
f(z) = 243/64*z^3 - 2*z + 1
*
4/35 | 0.16155116326464695733669975246953879779 | 0.022719458189554810238555345026384393511
f(z) = 245/64*z^3 - 19/5*z + 1
*
4/7 | 0.080327954038417998113438876320921239332 | 0.011296777790690744263914474120330875984
f(z) = 245/64*z^3 - 14/5*z + 1
*
[ 4/7 ] 
f(z) = 245/64*z^3 - 2*z + 1
*
[ 6/7 ] 
f(z) = 245/72*z^3 - 8/3*z + 1
*
[ 4/3 ] 
f(z) = 249/64*z^3 - 20/3*z + 1
*
[ -4/3 ] 
f(z) = 255/64*z^3 - 16/3*z + 1
*
[ 4/5 ] 
f(z) = 255/64*z^3 - 14/5*z + 1
*
[ -15/16 ]
f(z) = 256/75*z^3 - 14/15*z + 1
*
[ -4/9 ]
f(z) = 243/64*z^3 + 5/2*z + 1
*
[ -15/22 ]
f(z) = 242/75*z^3 + 29/30*z + 1
*
[ 22/7 ] 
f(z) = 245/88*z^3 - 295/11*z + 1
*
[ -22/7 ] 
f(z) = 245/88*z^3 - 288/11*z + 1
*
[ 20/9 ] 
f(z) = 243/80*z^3 - 289/20*z + 1
*
3/2 | 0.23413228246554360145223620429508171367 | 0.029773991058616134398719234651626424545
f(z) = 256/81*z^3 - 289/36*z + 1
*
[ 10/7 ] 
f(z) = 245/88*z^3 - 296/55*z + 1
*
[ 9/44 ] 
f(z) = 242/81*z^3 - 289/72*z + 1
*
4/7 | 0.21476221505218945411375382259071256106 | 0.027750914957100813216663444121029747794
f(z) = 245/96*z^3 - 287/60*z + 1
*
6/5 | 0.18536090799223616956011932232294497555 | 0.027316854145801776039307367192092704253
f(z) = 250/99*z^3 - 295/66*z + 1
*
[ 1/4 ] 
f(z) = 240/89*z^3 - 282/89*z + 1
*
[ 1/4 ] 
f(z) = 240/91*z^3 - 288/91*z + 1
*
[ 2/9 ] 
f(z) = 243/82*z^3 - 299/82*z + 1
*
[ 22/21 ] 
f(z) = 245/88*z^3 - 298/99*z + 1
*
21/50 | 0.096447336733758870062398964885005257278 | 0.012264955995382150078942014893797222115
f(z) = 250/81*z^3 - 289/90*z + 1
*
[ 3/11 ] 
f(z) = 253/81*z^3 - 287/99*z + 1
*
-17/16 | 0.15856509987255063949087113395295928765 | 0.027898807857639737125205983825876137880
f(z) = 256/85*z^3 - 294/85*z + 1
*
[ 17/16 ] 
f(z) = 256/85*z^3 - 284/85*z + 1
*
[ 1/4 ] 
f(z) = 256/89*z^3 - 283/89*z + 1
*
[ 1/4 ] 
f(z) = 256/91*z^3 - 289/91*z + 1
*
[ 1/4 ] 
f(z) = 256/93*z^3 - 295/93*z + 1
*
-19/16 | 0.16573833108253416682557792381552752253 | 0.029394804123260053727085029922592127919
f(z) = 256/95*z^3 - 281/95*z + 1
*
[ -4/3 ] 
f(z) = 241/96*z^3 - 293/108*z + 1
*
[ 27/35 ] 
f(z) = 245/81*z^3 - 283/135*z + 1
*
[ 6/7 ] 
f(z) = 245/92*z^3 - 293/138*z + 1
*
-33/32 | 0.16647480436772648858837174954454680485 | 0.024017237469427935049337153574061186177
f(z) = 256/99*z^3 - 295/132*z + 1
*
[ 3/4 ] 
f(z) = 241/81*z^3 - 289/144*z + 1
*
[ 3/4 ] 
f(z) = 245/81*z^3 - 293/144*z + 1
*
[ 3/4 ] 
f(z) = 247/81*z^3 - 295/144*z + 1
*
[ 3/4 ] 
f(z) = 251/81*z^3 - 299/144*z + 1
*
[ 1/2 ] 
f(z) = 242/81*z^3 - 283/162*z + 1
*
[ 1/2 ] 
f(z) = 242/83*z^3 - 287/166*z + 1
*
[ 1/2 ] 
f(z) = 242/85*z^3 - 291/170*z + 1
*
[ 1/2 ] 
f(z) = 242/87*z^3 - 295/174*z + 1
*
[ 6/11 ] 
f(z) = 242/87*z^3 - 289/174*z + 1
*
[ 1/2 ] 
f(z) = 242/89*z^3 - 299/178*z + 1
*
[ 2/3 ] 
f(z) = 243/83*z^3 - 299/166*z + 1
*
[ 4/7 ] 
f(z) = 245/82*z^3 - 283/164*z + 1
*
[ 4/7 ] 
f(z) = 245/86*z^3 - 289/172*z + 1
*
[ 1/2 ] 
f(z) = 246/83*z^3 - 289/166*z + 1
*
[ 1/2 ] 
f(z) = 246/85*z^3 - 293/170*z + 1
*
[ 1/2 ] 
f(z) = 250/81*z^3 - 287/162*z + 1
*
[ 1/2 ] 
f(z) = 250/83*z^3 - 291/166*z + 1
*
[ 1/2 ] 
f(z) = 250/87*z^3 - 299/174*z + 1
*
[ 1/2 ] 
f(z) = 254/81*z^3 - 289/162*z + 1
*
[ 1/2 ] 
f(z) = 254/83*z^3 - 293/166*z + 1
*
[ 1/2 ] 
f(z) = 254/85*z^3 - 297/170*z + 1
*
[ -7/6 ] 
f(z) = 255/98*z^3 - 283/168*z + 1
*
[ 1/2 ] 
f(z) = 258/83*z^3 - 295/166*z + 1
*
[ 1/2 ] 
f(z) = 258/85*z^3 - 299/170*z + 1
*
[ 13/22 ] 
f(z) = 242/91*z^3 - 295/182*z + 1
*
[ 6/11 ] 
f(z) = 242/93*z^3 - 299/186*z + 1
*
[ 7/13 ] 
f(z) = 247/98*z^3 - 289/182*z + 1
*
[ 9/4 ] 
f(z) = 248/81*z^3 - 269/18*z + 1
*
[ -20/9 ] 
f(z) = 243/80*z^3 - 271/20*z + 1
*
[ -12/7 ] 
f(z) = 245/81*z^3 - 263/36*z + 1
*
-2 | 0.11498915221801670767521643919104086204 | 0.016543262343873601549762005159824022931
f(z) = 251/80*z^3 - 261/20*z + 1
*
-2 | 0.094391222604729128402362982994594494349 | 0.013564981339179911278948599960909931296
f(z) = 251/96*z^3 - 263/24*z + 1
*
-2 | 0.11514551004534727836513140976832507222 | 0.016547584107436205628529769926392934939
f(z) = 253/80*z^3 - 263/20*z + 1
*
-2 | 0.094550933200338416814089487426124442575 | 0.013573156029999028604947037922353650021
f(z) = 253/96*z^3 - 265/24*z + 1
*
-2 | 0.11545420436578120939287085380323201550 | 0.016556032427505664782458900044254857060
f(z) = 257/80*z^3 - 267/20*z + 1
*
-2 | 0.094867121284665444866212879233117148966 | 0.013589320050445572136505407678479967686
f(z) = 257/96*z^3 - 269/24*z + 1
*
-2 | 0.11560658783319197660535335250146453515 | 0.016560162264132447948338816595564239186
f(z) = 259/80*z^3 - 269/20*z + 1
*
-2 | 0.095022617885740122614223606926018762273 | 0.013597166539965707024697023330246588167
f(z) = 259/96*z^3 - 271/24*z + 1
*
[ 9/8 ] 
f(z) = 248/81*z^3 - 271/72*z + 1
*
-6/5 | 0.10004476560791162702351854166610931429 | 0.012839526166642866656029209333884900266
f(z) = 250/81*z^3 - 269/72*z + 1
*
[ -3/2 ] 
f(z) = 250/99*z^3 - 265/66*z + 1
*
[ -3/2 ] 
f(z) = 254/99*z^3 - 271/66*z + 1
*
[ 1/4 ] 
f(z) = 240/83*z^3 - 264/83*z + 1
*
[ 3/11 ] 
f(z) = 242/93*z^3 - 266/93*z + 1
*
[ -4/3 ] 
f(z) = 243/92*z^3 - 271/92*z + 1
*
-22/21 | 0.11257401731194506267438508582910213468 | 0.014622883549101463559320648153944962227
f(z) = 245/88*z^3 - 271/99*z + 1
*
3/7 | 0.11584835254315601296112090495338471694 | 0.020706761204078526658407678143587577352
f(z) = 245/96*z^3 - 269/96*z + 1
*
5/6 | 0.16160822939340017307307422718327472056 | 0.028735370972015059688184813731293574313
f(z) = 252/85*z^3 - 277/85*z + 1
*
[ 1/4 ] 
f(z) = 256/83*z^3 - 265/83*z + 1
*
[ 1/4 ] 
f(z) = 256/85*z^3 - 271/85*z + 1
*
[ 1/4 ] 
f(z) = 256/87*z^3 - 277/87*z + 1
*
11/16 | 0.16054887514330608384139711652116894748 | 0.028773593014412472450704541300020944157
f(z) = 256/99*z^3 - 265/99*z + 1
*
[ 27/32 ] 
f(z) = 256/81*z^3 - 263/108*z + 1
*
-8/7 | 0.17373810960892231666601525986211457156 | 0.024433347537869413626155992443283376484
f(z) = 245/96*z^3 - 271/120*z + 1
*
6/7 | 0.12078922592120312044617351840857117430 | 0.016986976216134778508839792898722916164
f(z) = 245/96*z^3 - 269/120*z + 1
*
[ 4/11 ] 
f(z) = 253/96*z^3 - 277/132*z + 1
*
[ -9/8 ] 
f(z) = 244/81*z^3 - 277/144*z + 1
*
[ -7/6 ] 
f(z) = 249/98*z^3 - 269/168*z + 1
*
[ -8/7 ] 
f(z) = 259/96*z^3 - 277/168*z + 1
*
[ 3 ] 
f(z) = 247/81*z^3 - 241/9*z + 1
*
[ -9/4 ] 
f(z) = 248/81*z^3 - 253/18*z + 1
*
[ 3 ] 
f(z) = 248/81*z^3 - 242/9*z + 1
*
[ 3 ] 
f(z) = 250/81*z^3 - 244/9*z + 1
*
[ 3 ] 
f(z) = 251/81*z^3 - 245/9*z + 1
*
[ 3 ] 
f(z) = 253/81*z^3 - 247/9*z + 1
*
[ -3 ] 
f(z) = 253/81*z^3 - 241/9*z + 1
*
[ 3 ] 
f(z) = 254/81*z^3 - 248/9*z + 1
*
[ -3 ] 
f(z) = 254/81*z^3 - 242/9*z + 1
*
[ 3 ] 
f(z) = 256/81*z^3 - 250/9*z + 1
*
[ -3 ] 
f(z) = 256/81*z^3 - 244/9*z + 1
*
[ 3 ] 
f(z) = 257/81*z^3 - 251/9*z + 1
*
[ -3 ] 
f(z) = 257/81*z^3 - 245/9*z + 1
*
[ 3 ] 
f(z) = 259/81*z^3 - 253/9*z + 1
*
[ -3 ] 
f(z) = 259/81*z^3 - 247/9*z + 1
*
-2 | 0.11418625548732398420588137206295203957 | 0.016520606226903892856521101045505002449
f(z) = 241/80*z^3 - 251/20*z + 1
*
-2 | 0.093570206656336850370213568229992267987 | 0.013522323951028515592927025569481714613
f(z) = 241/96*z^3 - 253/24*z + 1
*
-2 | 0.11434973682691479605748087471584332920 | 0.016525283424536277758924517213444771310
f(z) = 243/80*z^3 - 253/20*z + 1
*
-2 | 0.11467229279464017776357227093303842551 | 0.016534414951190962792837247176768220517
f(z) = 247/80*z^3 - 257/20*z + 1
*
-2 | 0.094068430415166473073651723641806587371 | 0.013548433210107166184022222801204147636
f(z) = 247/96*z^3 - 259/24*z + 1
*
-2 | 0.11483142152757402040457536223727773808 | 0.016538873223690595975096454929813130907
f(z) = 249/80*z^3 - 259/20*z + 1
*
[ 2 ] 
f(z) = 251/80*z^3 - 241/20*z + 1
*
[ 2 ] 
f(z) = 253/80*z^3 - 243/20*z + 1
*
[ 3/2 ] 
f(z) = 253/81*z^3 - 241/36*z + 1
*
[ 2 ] 
f(z) = 253/96*z^3 - 241/24*z + 1
*
[ 2 ] 
f(z) = 257/80*z^3 - 247/20*z + 1
*
[ 3/2 ] 
f(z) = 257/81*z^3 - 245/36*z + 1
*
[ 2 ] 
f(z) = 257/96*z^3 - 245/24*z + 1
*
[ 2 ] 
f(z) = 259/80*z^3 - 249/20*z + 1
*
[ 3/2 ] 
f(z) = 259/81*z^3 - 247/36*z + 1
*
[ 2 ] 
f(z) = 259/96*z^3 - 247/24*z + 1
*
36/35 | 0.15909139102055100803856681446646114502 | 0.020676276231463562392721257501455860354
f(z) = 245/81*z^3 - 244/45*z + 1
*
[ 3/11 ] 
f(z) = 242/87*z^3 - 250/87*z + 1
*
[ 2/7 ] 
f(z) = 245/94*z^3 - 255/94*z + 1
*
3/5 | 0.11118309383530628037373593112807945293 | 0.014210434560460617393160516954085619299
f(z) = 250/81*z^3 - 241/90*z + 1
*
[ 1/4 ] 
f(z) = 256/81*z^3 - 259/81*z + 1
*
[ -5/4 ] 
f(z) = 256/85*z^3 - 247/85*z + 1
*
[ 7/11 ] 
f(z) = 253/98*z^3 - 249/154*z + 1
*
[ 4/7 ] 
f(z) = 259/80*z^3 - 253/140*z + 1
*
[ 3/5 ] 
f(z) = 245/99*z^3 - 257/165*z + 1
*
[ 3 ] 
f(z) = 241/81*z^3 - 235/9*z + 1
*
[ -3 ] 
f(z) = 241/81*z^3 - 229/9*z + 1
*
[ 3 ] 
f(z) = 242/81*z^3 - 236/9*z + 1
*
[ -3 ] 
f(z) = 242/81*z^3 - 230/9*z + 1
*
[ 3 ] 
f(z) = 244/81*z^3 - 238/9*z + 1
*
[ -3 ] 
f(z) = 244/81*z^3 - 232/9*z + 1
*
[ 3 ] 
f(z) = 245/81*z^3 - 239/9*z + 1
*
[ -3 ] 
f(z) = 245/81*z^3 - 233/9*z + 1
*
[ -3 ] 
f(z) = 247/81*z^3 - 235/9*z + 1
*
[ -3 ] 
f(z) = 248/81*z^3 - 236/9*z + 1
*
[ -3 ] 
f(z) = 250/81*z^3 - 238/9*z + 1
*
[ -3 ] 
f(z) = 251/81*z^3 - 239/9*z + 1
*
[ 2 ] 
f(z) = 241/80*z^3 - 231/20*z + 1
*
[ 3/2 ] 
f(z) = 241/81*z^3 - 229/36*z + 1
*
[ 2 ] 
f(z) = 241/96*z^3 - 229/24*z + 1
*
[ 2 ] 
f(z) = 243/80*z^3 - 233/20*z + 1
*
[ 3/2 ] 
f(z) = 245/81*z^3 - 233/36*z + 1
*
[ 2 ] 
f(z) = 245/96*z^3 - 233/24*z + 1
*
[ 2 ] 
f(z) = 247/80*z^3 - 237/20*z + 1
*
[ 3/2 ] 
f(z) = 247/81*z^3 - 235/36*z + 1
*
[ 2 ] 
f(z) = 247/96*z^3 - 235/24*z + 1
*
[ 2 ] 
f(z) = 249/80*z^3 - 239/20*z + 1
*
[ -2 ] 
f(z) = 251/80*z^3 - 221/20*z + 1
*
[ 3/2 ] 
f(z) = 251/81*z^3 - 239/36*z + 1
*
[ 2 ] 
f(z) = 251/96*z^3 - 239/24*z + 1
*
[ -2 ] 
f(z) = 253/80*z^3 - 223/20*z + 1
*
[ 27/16 ] 
f(z) = 256/81*z^3 - 232/27*z + 1
*
9/8 | 0.12691490239368621181872163772275369150 | 0.016709470858322806939318617833241022094
f(z) = 256/81*z^3 - 221/36*z + 1
*
[ -2 ] 
f(z) = 257/80*z^3 - 227/20*z + 1
*
[ -2 ] 
f(z) = 257/96*z^3 - 221/24*z + 1
*
[ -2 ] 
f(z) = 259/80*z^3 - 229/20*z + 1
*
[ -2 ] 
f(z) = 259/96*z^3 - 223/24*z + 1
*
[ 15/11 ] 
f(z) = 242/81*z^3 - 238/45*z + 1
*
[ 27/22 ] 
f(z) = 242/81*z^3 - 233/54*z + 1
*
33/35 | 0.14289219101464892333005684654327103816 | 0.018757771176373330174596387806193779956
f(z) = 245/81*z^3 - 226/45*z + 1
*
-4/3 | 0.18988752621890791166290441212510976117 | 0.027842678971046867571193569601183581197
f(z) = 243/80*z^3 - 229/60*z + 1
*
[ -4/3 ] 
f(z) = 249/80*z^3 - 227/60*z + 1
*
[ 6/5 ] 
f(z) = 250/99*z^3 - 229/66*z + 1
*
[ -7/5 ] 
f(z) = 255/98*z^3 - 237/70*z + 1
*
[ -21/16 ] 
f(z) = 256/81*z^3 - 232/63*z + 1
*
[ -9/7 ] 
f(z) = 259/81*z^3 - 221/63*z + 1
*
[ 1/3 ] 
f(z) = 243/97*z^3 - 221/97*z + 1
*
[ 1/3 ] 
f(z) = 243/98*z^3 - 223/98*z + 1
*
[ 28/27 ] 
f(z) = 243/98*z^3 - 221/84*z + 1
*
[ -6/5 ] 
f(z) = 245/81*z^3 - 227/90*z + 1
*
[ 2/7 ] 
f(z) = 245/82*z^3 - 225/82*z + 1
*
[ 2/7 ] 
f(z) = 245/86*z^3 - 235/86*z + 1
*
[ -9/7 ] 
f(z) = 245/99*z^3 - 229/99*z + 1
*
39/50 | 0.084690940831711845423566986633766894464 | 0.010824443096857882629736950125082699942
f(z) = 250/81*z^3 - 229/90*z + 1
*
[ 1/3 ] 
f(z) = 252/97*z^3 - 222/97*z + 1
*
[ 9/11 ] 
f(z) = 253/81*z^3 - 229/99*z + 1
*
[ 5/16 ] 
f(z) = 256/95*z^3 - 234/95*z + 1
*
[ -5/4 ] 
f(z) = 256/95*z^3 - 229/95*z + 1
*
[ 9/13 ] 
f(z) = 247/81*z^3 - 223/117*z + 1
*
[ 3/4 ] 
f(z) = 244/99*z^3 - 227/132*z + 1
*
[ -6/5 ] 
f(z) = 245/96*z^3 - 221/120*z + 1
*
[ 2/3 ] 
f(z) = 249/92*z^3 - 235/138*z + 1
*
[ 2/3 ] 
f(z) = 255/92*z^3 - 239/138*z + 1
*
45/22 | 0.18744778427937112121761882552833444000 | 0.024738652220379838333258624669787169927
f(z) = 242/81*z^3 - 217/18*z + 1
*
[ -2 ] 
f(z) = 241/80*z^3 - 211/20*z + 1
*
[ -2 ] 
f(z) = 241/96*z^3 - 205/24*z + 1
*
[ -2 ] 
f(z) = 243/80*z^3 - 213/20*z + 1
*
-46/27 | 0.13340458056964412677793859681183418063 | 0.017906463859833800926500254850360559688
f(z) = 243/88*z^3 - 215/33*z + 1
*
[ -2 ] 
f(z) = 245/96*z^3 - 209/24*z + 1
*
[ -2 ] 
f(z) = 247/80*z^3 - 217/20*z + 1
*
[ -2 ] 
f(z) = 247/96*z^3 - 211/24*z + 1
*
[ -2 ] 
f(z) = 249/80*z^3 - 219/20*z + 1
*
[ -2 ] 
f(z) = 251/96*z^3 - 215/24*z + 1
*
[ -2 ] 
f(z) = 253/96*z^3 - 217/24*z + 1
*
45/32 | 0.18319716192812786496708219213965861567 | 0.024177671099840914140456752826727993207
f(z) = 256/81*z^3 - 217/36*z + 1
*
[ 4/3 ] 
f(z) = 243/88*z^3 - 205/44*z + 1
*
[ -10/7 ] 
f(z) = 245/88*z^3 - 219/55*z + 1
*
-45/44 | 0.17472998631634649814685720881949104687 | 0.023060205168973716391750792803668439691
f(z) = 242/81*z^3 - 217/72*z + 1
*
[ 2/7 ] 
f(z) = 259/88*z^3 - 211/77*z + 1
*
[ 1/3 ] 
f(z) = 243/89*z^3 - 205/89*z + 1
*
[ 1/3 ] 
f(z) = 243/91*z^3 - 209/91*z + 1
*
[ 1/3 ] 
f(z) = 243/92*z^3 - 211/92*z + 1
*
[ 1/3 ] 
f(z) = 243/94*z^3 - 215/94*z + 1
*
[ 1/3 ] 
f(z) = 243/95*z^3 - 217/95*z + 1
*
[ 1/3 ] 
f(z) = 252/89*z^3 - 206/89*z + 1
*
[ 1/3 ] 
f(z) = 252/95*z^3 - 218/95*z + 1
*
[ 5/16 ] 
f(z) = 256/85*z^3 - 212/85*z + 1
*
[ 7/8 ] 
f(z) = 256/91*z^3 - 209/91*z + 1
*
[ 7/3 ] 
f(z) = 243/98*z^3 - 181/14*z + 1
*
[ -3/2 ] 
f(z) = 241/81*z^3 - 181/36*z + 1
*
[ -3/2 ] 
f(z) = 247/81*z^3 - 187/36*z + 1
*
[ -3/2 ] 
f(z) = 251/81*z^3 - 191/36*z + 1
*
[ -3/2 ] 
f(z) = 253/81*z^3 - 193/36*z + 1
*
[ -27/16 ] 
f(z) = 256/81*z^3 - 200/27*z + 1
*
[ 3/2 ] 
f(z) = 256/99*z^3 - 181/33*z + 1
*
[ -3/2 ] 
f(z) = 257/81*z^3 - 197/36*z + 1
*
[ -3/2 ] 
f(z) = 259/81*z^3 - 199/36*z + 1
*
[ 10/9 ] 
f(z) = 243/88*z^3 - 182/55*z + 1
*
[ 7/6 ] 
f(z) = 243/98*z^3 - 181/56*z + 1
*
-48/35 | 0.21229226571898030119639177075083304300 | 0.028704739977240467309895356157655173685
f(z) = 245/81*z^3 - 181/45*z + 1
*
-6/5 | 0.11698825130807226661495982141244714334 | 0.015391363319128850307571766664302262585
f(z) = 250/81*z^3 - 197/72*z + 1
*
-6/5 | 0.16796702078749275119125783067671240442 | 0.026581400279911726892509128842572825998
f(z) = 250/99*z^3 - 185/66*z + 1
*
[ 1/3 ] 
f(z) = 243/80*z^3 - 187/80*z + 1
*
[ 1/3 ] 
f(z) = 243/82*z^3 - 191/82*z + 1
*
[ 1/3 ] 
f(z) = 243/83*z^3 - 193/83*z + 1
*
[ 1/3 ] 
f(z) = 243/85*z^3 - 197/85*z + 1
*
[ 1/3 ] 
f(z) = 243/86*z^3 - 199/86*z + 1
*
[ 1/3 ] 
f(z) = 252/83*z^3 - 194/83*z + 1
*
[ 1/3 ] 
f(z) = 252/85*z^3 - 198/85*z + 1
*
[ 5/6 ] 
f(z) = 252/85*z^3 - 192/85*z + 1
*
[ 5/6 ] 
f(z) = 252/95*z^3 - 194/95*z + 1
*
[ 3/8 ] 
f(z) = 256/87*z^3 - 181/87*z + 1
*
[ 13/16 ] 
f(z) = 256/91*z^3 - 190/91*z + 1
*
[ 3/8 ] 
f(z) = 256/93*z^3 - 191/93*z + 1
*
[ -19/16 ] 
f(z) = 256/95*z^3 - 186/95*z + 1
*
[ 24/35 ] 
f(z) = 245/96*z^3 - 199/120*z + 1
*
[ 22/9 ] 
f(z) = 243/88*z^3 - 175/11*z + 1
*
[ -22/9 ] 
f(z) = 243/88*z^3 - 166/11*z + 1
*
[ -7/3 ] 
f(z) = 243/98*z^3 - 169/14*z + 1
*
34/27 | 0.20868537044325286407575937255387273679 | 0.029142558457938348191118053782492012427
f(z) = 243/88*z^3 - 161/33*z + 1
*
[ 3/2 ] 
f(z) = 244/99*z^3 - 172/33*z + 1
*
[ 3/2 ] 
f(z) = 248/99*z^3 - 175/33*z + 1
*
[ -15/11 ] 
f(z) = 242/81*z^3 - 172/45*z + 1
*
[ 2/9 ] 
f(z) = 243/92*z^3 - 167/46*z + 1
*
-33/25 | 0.11704023903066246877262945133615545073 | 0.015999555009131418017409232381972618244
f(z) = 250/81*z^3 - 167/45*z + 1
*
20/27 | 0.066076535685402961996085588404847110360 | 0.010024242456743635838920114017026113131
f(z) = 243/80*z^3 - 169/60*z + 1
*
4/5 | 0.20524639121677801657289534690127234287 | 0.028377431788565544908512278198971803183
f(z) = 245/96*z^3 - 173/60*z + 1
*
4/7 | 0.17723727232256160660324336075781326504 | 0.024625059288887229736832584973302278915
f(z) = 245/96*z^3 - 167/60*z + 1
*
[ 3/10 ] 
f(z) = 250/99*z^3 - 169/66*z + 1
*
-1 | 0.11702315459911072679710722409252631543 | 0.021335913802853301388924273383143878611
f(z) = 241/80*z^3 - 161/80*z + 1
*
[ 2/3 ] 
f(z) = 241/88*z^3 - 170/99*z + 1
*
[ 15/22 ] 
f(z) = 242/81*z^3 - 167/90*z + 1
*
-1 | 0.11210864163583387092514993151838649491 | 0.020424469583904627881427662595736161919
f(z) = 242/81*z^3 - 161/81*z + 1
*
[ -13/11 ] 
f(z) = 242/91*z^3 - 170/91*z + 1
*
[ 5/11 ] 
f(z) = 242/95*z^3 - 164/95*z + 1
*
-1 | 0.11716178652322802185178921583056988746 | 0.021329050791024338905458392973370686736
f(z) = 243/80*z^3 - 163/80*z + 1
*
-1 | 0.11292712607088959539532508513922323526 | 0.020558139979991582363743402663565303099
f(z) = 243/82*z^3 - 161/82*z + 1
*
[ 7/9 ] 
f(z) = 243/91*z^3 - 173/91*z + 1
*
[ 4/9 ] 
f(z) = 243/92*z^3 - 163/92*z + 1
*
-1 | 0.11224660018988692072113138158888314909 | 0.020418985846826624254642072217981277341
f(z) = 244/81*z^3 - 163/81*z + 1
*
-1 | 0.12585286128529920058623905009661560702 | 0.022894125871250119896784296257489646021
f(z) = 244/83*z^3 - 161/83*z + 1
*
-1 | 0.11231519397256177448716828800649413514 | 0.020416273818465335988828347336069421265
f(z) = 245/81*z^3 - 164/81*z + 1
*
-1 | 0.11306376569745364341864468052180192226 | 0.020552346639671404480906275318973274159
f(z) = 245/82*z^3 - 163/82*z + 1
*
-1 | 0.12592130370393526430036766567469666602 | 0.022889546151927798866456982494879294023
f(z) = 245/83*z^3 - 162/83*z + 1
*
[ 3/7 ] 
f(z) = 245/87*z^3 - 161/87*z + 1
*
[ 2/3 ] 
f(z) = 245/88*z^3 - 172/99*z + 1
*
[ 3/7 ] 
f(z) = 245/93*z^3 - 169/93*z + 1
*
[ 3/7 ] 
f(z) = 245/96*z^3 - 173/96*z + 1
*
-1 | 0.12598949274778722789204487126694530663 | 0.022884996466693283059706631732741582586
f(z) = 246/83*z^3 - 163/83*z + 1
*
-1 | 0.12603219176287680666854498134299832346 | 0.022892752405606478307909260185747020938
f(z) = 246/85*z^3 - 161/85*z + 1
*
-1 | 0.11743595972629467608220601902305574048 | 0.021315607568547507922291545414035610669
f(z) = 247/80*z^3 - 167/80*z + 1
*
-1 | 0.11245162010295942227265142148094416957 | 0.020410908295454349927709084603939958267
f(z) = 247/81*z^3 - 166/81*z + 1
*
-1 | 0.11320004181460413416946747480549791235 | 0.020546753087274340535346883103474357882
f(z) = 247/82*z^3 - 165/82*z + 1
*
-1 | 0.12605743029484371395025656701966982053 | 0.022880476487158863524568990158188277682
f(z) = 247/83*z^3 - 164/83*z + 1
*
-1 | 0.097176679068925661093067895943896033679 | 0.017638378914564348356948275187870031216
f(z) = 247/84*z^3 - 163/84*z + 1
*
-1 | 0.12609998103064247165780097897781516695 | 0.022888199801109319392834634625381248804
f(z) = 247/85*z^3 - 162/85*z + 1
*
-1 | 0.11328514360292760925254183372238950145 | 0.020562199772663659390015310790544662475
f(z) = 247/86*z^3 - 161/86*z + 1
*
[ 2/3 ] 
f(z) = 247/88*z^3 - 173/99*z + 1
*
-1 | 0.11251945620826660102700364178082532242 | 0.020408254352889319602467924541411082556
f(z) = 248/81*z^3 - 167/81*z + 1
*
-1 | 0.12612511820220483919478817514611248384 | 0.022875985889893771251821816791504980340
f(z) = 248/83*z^3 - 165/83*z + 1
*
-1 | 0.12616752169333303034736778751972504574 | 0.022883676837411264077571426200554292607
f(z) = 248/85*z^3 - 163/85*z + 1
*
-1 | 0.10586614421515566126119871532671900361 | 0.019201507644184897711655431366576386785
f(z) = 248/87*z^3 - 161/87*z + 1
*
[ 1/2 ] 
f(z) = 248/99*z^3 - 161/99*z + 1
*
-1 | 0.11757153150122359246813912657801136215 | 0.021309023150257833600317501781490001662
f(z) = 249/80*z^3 - 169/80*z + 1
*
-1 | 0.11333596940818554588294441805915840125 | 0.020541356951285483323844312655991103238
f(z) = 249/82*z^3 - 167/82*z + 1
*
-1 | 0.12623481557658639597294329165665176321 | 0.022879183192931469898527231999966058671
f(z) = 249/85*z^3 - 164/85*z + 1
*
-1 | 0.11342048425914985854253163390438812915 | 0.020556674680779552101853286219456204558
f(z) = 249/86*z^3 - 163/86*z + 1
*
-1 | 0.11774056368786532142528707896829815827 | 0.021339659059582956403648830665921458144
f(z) = 249/88*z^3 - 161/88*z + 1
*
[ 18/25 ] 
f(z) = 250/81*z^3 - 179/90*z + 1
*
-1 | 0.11265438373705552925846212991864919360 | 0.020403003011868120171375999069084139285
f(z) = 250/81*z^3 - 169/81*z + 1
*
-1 | 0.12625975242365159549551811165865842442 | 0.022867091572665844761042083578576448022
f(z) = 250/83*z^3 - 167/83*z + 1
*
-1 | 0.10599916381665757205966693246139603208 | 0.019197666232453828817818830842918833473
f(z) = 250/87*z^3 - 163/87*z + 1
*
-1 | 0.12638566766684588470525165107607206287 | 0.022889896269659523751361030723025558253
f(z) = 250/89*z^3 - 161/89*z + 1
*
-1 | 0.11770611316043707819030659157658392065 | 0.021302527495407874349951725591139622919
f(z) = 251/80*z^3 - 171/80*z + 1
*
-1 | 0.11272147879460793643566625328956574498 | 0.020400405186026233162677912356750818473
f(z) = 251/81*z^3 - 170/81*z + 1
*
-1 | 0.11346960671541218489671901392586118840 | 0.020535801854687717053722866953445257349
f(z) = 251/82*z^3 - 169/82*z + 1
*
-1 | 0.12632670235025395689011583577897540613 | 0.022862687229782778739467070557981137502
f(z) = 251/83*z^3 - 168/83*z + 1
*
-1 | 0.097446692834647048962223123332905656764 | 0.017635964672600917613290723772384441213
f(z) = 251/84*z^3 - 167/84*z + 1
*
-1 | 0.12636867020702225750605279786642972079 | 0.022870282599290150751965540316885458312
f(z) = 251/85*z^3 - 166/85*z + 1
*
-1 | 0.11355354273353164079522129900298177422 | 0.020550992648826060541407033376737152161
f(z) = 251/86*z^3 - 165/86*z + 1
*
-1 | 0.10606582624580450017109725136035713694 | 0.019195860939224768052488279413356151116
f(z) = 251/87*z^3 - 164/87*z + 1
*
[ 2/3 ] 
f(z) = 251/88*z^3 - 175/99*z + 1
*
-1 | 0.11787398763344509246016885824841428374 | 0.021332909524692588959656940947970604592
f(z) = 251/88*z^3 - 163/88*z + 1
*
-1 | 0.12645218770588419770731007642884971403 | 0.022885397649546114624395177242576553371
f(z) = 251/89*z^3 - 162/89*z + 1
*
-1 | 0.10007380725059227731386696638975330746 | 0.018111421516571075043495240114711793559
f(z) = 251/90*z^3 - 161/90*z + 1
*
-1 | 0.12639340986278570482109775162698877151 | 0.022858311023149473986801272462112166670
f(z) = 252/83*z^3 - 169/83*z + 1
*
-1 | 0.12643523450605120945837147147068744270 | 0.022865875030681457410812507987542822072
f(z) = 252/85*z^3 - 167/85*z + 1
*
-1 | 0.12651846828034915865951631062921441277 | 0.022880927900151460763595303220294900833
f(z) = 252/89*z^3 - 163/89*z + 1
*
-1 | 0.11783971912382513021780311839111886495 | 0.021296118656365180301786971372794290762
f(z) = 253/80*z^3 - 173/80*z + 1
*
-1 | 0.11285494043200479776647404272817126808 | 0.020395264179741910548158958214511015018
f(z) = 253/81*z^3 - 172/81*z + 1
*
-1 | 0.11360292448873625098357026940676750664 | 0.020530440649472665492638837309270008449
f(z) = 253/82*z^3 - 171/82*z + 1
*
-1 | 0.12645987671843755778017176724356120361 | 0.022853962652739047077065369172426455412
f(z) = 253/83*z^3 - 170/83*z + 1
*
-1 | 0.097579724253663186353842824859891885579 | 0.017634710958346617167604833456839484523
f(z) = 253/84*z^3 - 169/84*z + 1
*
-1 | 0.12650155912991105246947886922650755759 | 0.022861495542219971749646938896290094525
f(z) = 253/85*z^3 - 168/85*z + 1
*
-1 | 0.11368628961042649584272250164080964188 | 0.020545506482423711891277095323860201287
f(z) = 253/86*z^3 - 167/86*z + 1
*
-1 | 0.10619946514037886902970209308789039644 | 0.019192479646828712761187902205749460770
f(z) = 253/87*z^3 - 166/87*z + 1
*
-1 | 0.12658451111691699612991675819746310413 | 0.022876486713033978486402847166286225234
f(z) = 253/89*z^3 - 164/89*z + 1
*
-1 | 0.10020664252696472512596700983772718317 | 0.018109450406681680079259756643333960838
f(z) = 253/90*z^3 - 163/90*z + 1
*
-1 | 0.12662578303539218683840969953755673083 | 0.022883945417786150515298678415890697463
f(z) = 253/91*z^3 - 162/91*z + 1
*
-1 | 0.11292131052777839817585488608621159733 | 0.020392720591270815334532478373600388645
f(z) = 254/81*z^3 - 173/81*z + 1
*
-1 | 0.12652610465528656801352987997004320129 | 0.022849641822943793352107316960485395231
f(z) = 254/83*z^3 - 171/83*z + 1
*
-1 | 0.12656764580653608113786989713321214095 | 0.022857143835509106679373974676991448559
f(z) = 254/85*z^3 - 169/85*z + 1
*
-1 | 0.10626541144402440737590862897505487017 | 0.019190716384409429238289629458828932408
f(z) = 254/87*z^3 - 167/87*z + 1
*
-1 | 0.12665031792357350890493462943465656867 | 0.022872073784298696523515092467581144802
f(z) = 254/89*z^3 - 165/89*z + 1
*
-1 | 0.12669145120999390319925496755097128889 | 0.022879502139611358849738987749690592486
f(z) = 254/91*z^3 - 163/91*z + 1
*
-1 | 0.10638777882448612591732613288770390675 | 0.019212814992613482040280998745646765330
f(z) = 254/93*z^3 - 161/93*z + 1
*
-1 | 0.11373528461164215868036236050884020372 | 0.020525153457286146406708438048222797058
f(z) = 255/82*z^3 - 173/82*z + 1
*
-1 | 0.12659209539257328006170960071858192440 | 0.022845348242492584708857084116911708535
f(z) = 255/83*z^3 - 172/83*z + 1
*
-1 | 0.11381808660987639373016510451566360981 | 0.020540096258248317160027515774811259568
f(z) = 255/86*z^3 - 169/86*z + 1
*
-1 | 0.11813796983833208163654425047986435968 | 0.021319680768757676327622644684465747760
f(z) = 255/88*z^3 - 167/88*z + 1
*
-1 | 0.12671589038988384607854538834131485121 | 0.022867688814512251513227745193057779946
f(z) = 255/89*z^3 - 166/89*z + 1
*
-1 | 0.12675688598061609373355070886770860739 | 0.022875087053271002985054694212390656582
f(z) = 255/91*z^3 - 164/91*z + 1
*
-1 | 0.11821996130151646016245113147052265357 | 0.021334477297115548244891530062211342702
f(z) = 255/92*z^3 - 163/92*z + 1
*
-1 | 0.11398207179009772538389602192881556793 | 0.020569689721703887792945606509757584787
f(z) = 255/94*z^3 - 161/94*z + 1
*
-1 | 0.11305333792053314890422272979669373030 | 0.020387686246737171071369212153316677136
f(z) = 256/81*z^3 - 175/81*z + 1
*
-1 | 0.12665785063097386939014820533457406877 | 0.022841081624370133275571194730858660386
f(z) = 256/83*z^3 - 173/83*z + 1
*
-1 | 0.12669911213660817464391606927061740524 | 0.022848522595564911302083483648439305857
f(z) = 256/85*z^3 - 171/85*z + 1
*
[ 3/4 ] 
f(z) = 256/87*z^3 - 173/87*z + 1
*
-1 | 0.10639556626103538043855532299788526339 | 0.019187044477171106716826930330420641393
f(z) = 256/87*z^3 - 169/87*z + 1
*
-1 | 0.12678123018725742241509515657776129809 | 0.022863331508619803612248737946387105402
f(z) = 256/89*z^3 - 167/89*z + 1
*
[ 7/16 ] 
f(z) = 256/91*z^3 - 166/91*z + 1
*
-1 | 0.12682208900912566707915419860786761258 | 0.022870699861080538875730382094397661419
f(z) = 256/91*z^3 - 165/91*z + 1
*
[ 3/4 ] 
f(z) = 256/93*z^3 - 175/93*z + 1
*
-1 | 0.10651917745936401465033970560217275651 | 0.019209336135024489554248143383965534975
f(z) = 256/93*z^3 - 163/93*z + 1
*
-1 | 0.12690341182770988363067807061518965494 | 0.022885365364465859132114648686668149593
f(z) = 256/95*z^3 - 161/95*z + 1
*
[ 1/2 ] 
f(z) = 256/97*z^3 - 161/97*z + 1
*
[ 11/16 ] 
f(z) = 256/99*z^3 - 166/99*z + 1
*
[ 1/2 ] 
f(z) = 256/99*z^3 - 163/99*z + 1
*
-1 | 0.11810406008212177285967058285569613786 | 0.021283553924157784895759686626915851587
f(z) = 257/80*z^3 - 177/80*z + 1
*
-1 | 0.11311899862038442594641887330901479691 | 0.020385195100910278976600168022792587556
f(z) = 257/81*z^3 - 176/81*z + 1
*
-1 | 0.11386735294376266217063860635504376606 | 0.020520056168217552525012269387544286046
f(z) = 257/82*z^3 - 175/82*z + 1
*
-1 | 0.12672337205286737007404910973028455703 | 0.022836841685738071647090939882906961383
f(z) = 257/83*z^3 - 174/83*z + 1
*
-1 | 0.097842939492619097115493126679220385677 | 0.017632293736060137731681129382522658863
f(z) = 257/84*z^3 - 173/84*z + 1
*
-1 | 0.12676449515351735742049001941666697774 | 0.022844252487107677277881780222096033829
f(z) = 257/85*z^3 - 172/85*z + 1
*
-1 | 0.11394894729321266598391360119880121409 | 0.020534760300617558086520609985673171975
f(z) = 257/86*z^3 - 171/86*z + 1
*
-1 | 0.10646184535132887597933144471813259766 | 0.019185508312117356273192716117918574478
f(z) = 257/87*z^3 - 170/87*z + 1
*
[ 2/3 ] 
f(z) = 257/88*z^3 - 178/99*z + 1
*
-1 | 0.11826855535985563859349233944294577307 | 0.021313197647764607960100294453178206525
f(z) = 257/88*z^3 - 169/88*z + 1
*
-1 | 0.12684633896920807412276230471522235467 | 0.022859001575863821466660961715302116804
f(z) = 257/89*z^3 - 168/89*z + 1
*
-1 | 0.10046754334223024899617037182294126961 | 0.018105274068183428640793390881140688028
f(z) = 257/90*z^3 - 167/90*z + 1
*
-1 | 0.12688706193962441044844326839718744678 | 0.022866340269692004086633114268588315857
f(z) = 257/91*z^3 - 166/91*z + 1
*
-1 | 0.11835000157714529104117500784411528907 | 0.021327875085241335286779427349172423025
f(z) = 257/92*z^3 - 165/92*z + 1
*
-1 | 0.10658298175200001174811440985251467547 | 0.019207338324684830939905952938544682200
f(z) = 257/93*z^3 - 164/93*z + 1
*
-1 | 0.11411184193953839516349749886926086452 | 0.020564115574150233937560790791086494319
f(z) = 257/94*z^3 - 163/94*z + 1
*
-1 | 0.12696811553505569441176327211790794657 | 0.022880946952712969450547808527775462972
f(z) = 257/95*z^3 - 162/95*z + 1
*
-1 | 0.098086253375536038532657916426168785042 | 0.017676141374693035622750961855694327573
f(z) = 257/96*z^3 - 161/96*z + 1
*
-1 | 0.12678866132259809774676983461648113709 | 0.022832628147857801841238222423001507377
f(z) = 258/83*z^3 - 175/83*z + 1
*
-1 | 0.12682964695064087933455731324250412438 | 0.022840009009795654414094137050734264788
f(z) = 258/85*z^3 - 173/85*z + 1
*
-1 | 0.12691121837160955752856434255498611306 | 0.022854698729704687321649509890431387212
f(z) = 258/89*z^3 - 169/89*z + 1
*
-1 | 0.12695180639870224526643039818349026756 | 0.022862007990013892445553839585893115784
f(z) = 258/91*z^3 - 167/91*z + 1
*
-1 | 0.12703259256390753224121090867607753328 | 0.022876556297807208990755679119481253525
f(z) = 258/95*z^3 - 163/95*z + 1
*
-1 | 0.12707279285109473046269346410991704943 | 0.022883795732305590211552058509523781676
f(z) = 258/97*z^3 - 161/97*z + 1
*
-1 | 0.11823482238314973061739459106750378232 | 0.021277394418244424786674531042137381778
f(z) = 259/80*z^3 - 179/80*z + 1
*
-1 | 0.11324962239753514201196214253610167025 | 0.020380263909568962649065367079341330779
f(z) = 259/81*z^3 - 178/81*z + 1
*
-1 | 0.11399783863278095437612635689470339598 | 0.020514911990621334254661086779984680193
f(z) = 259/82*z^3 - 177/82*z + 1
*
-1 | 0.12685372008673337134592316889680697034 | 0.022828440736015066579808505059319718620
f(z) = 259/83*z^3 - 176/83*z + 1
*
-1 | 0.12689456916508152379274033527351223766 | 0.022835791886328624939099762375659060557
f(z) = 259/85*z^3 - 174/85*z + 1
*
-1 | 0.11407953707157195643036917534535895523 | 0.020529614342013868587106345637054747995
f(z) = 259/86*z^3 - 173/86*z + 1
*
-1 | 0.10659164703993737662807127602174152475 | 0.019182102785331937880784432251808883591
f(z) = 259/87*z^3 - 172/87*z + 1
*
[ 2/3 ] 
f(z) = 259/88*z^3 - 179/99*z + 1
*
-1 | 0.11839822151758271088884792944018124062 | 0.021306799527169642310645850854838908835
f(z) = 259/88*z^3 - 171/88*z + 1
*
-1 | 0.12697587001294649057564449423952431317 | 0.022850422687743074531336246360052191007
f(z) = 259/89*z^3 - 170/89*z + 1
*
-1 | 0.10059693968627268386939077973732226314 | 0.018103302562056497709061087435424594732
f(z) = 259/90*z^3 - 169/90*z + 1
*
-1 | 0.11847912975438581873531327201822104504 | 0.021321359674776290108557010114883241027
f(z) = 259/92*z^3 - 167/92*z + 1
*
-1 | 0.10671197645704613859704800922393111603 | 0.019203757120462105577386378967878468746
f(z) = 259/93*z^3 - 166/93*z + 1
*
-1 | 0.11424070357650538172168746321892705903 | 0.020558617669657613072719851792051730882
f(z) = 259/94*z^3 - 165/94*z + 1
*
-1 | 0.12709684450556903450309754595435683038 | 0.022872193109875866646774923304113279393
f(z) = 259/95*z^3 - 164/95*z + 1
*
-1 | 0.098215883695173730313167728180195615794 | 0.017674810630209552035758328582517369660
f(z) = 259/96*z^3 - 163/96*z + 1
*
-1 | 0.12713691316190523598436679332159912569 | 0.022879403816396080017087081282831273062
f(z) = 259/97*z^3 - 162/97*z + 1
*
12/11 | 0.14706231346114811537102298188070650157 | 0.020539230724911082874164035608745526116
f(z) = 242/81*z^3 - 143/36*z + 1
*
[ 3/16 ] 
f(z) = 256/99*z^3 - 146/33*z + 1
*
[ -27/22 ] 
f(z) = 242/81*z^3 - 145/54*z + 1
*
9/35 | 0.12336327677353504812376016300464682361 | 0.017052841492306501856616295037436070118
f(z) = 245/81*z^3 - 154/45*z + 1
*
24/25 | 0.14264258574388858354598613910853927448 | 0.019648227283811617849501635758693400704
f(z) = 250/81*z^3 - 158/45*z + 1
*
3/25 | 0.21559125675546292703971232622403791578 | 0.029855715132816141334363894124687830167
f(z) = 250/81*z^3 - 152/45*z + 1
*
[ 3/4 ] 
f(z) = 242/81*z^3 - 145/72*z + 1
*
[ 3/8 ] 
f(z) = 248/81*z^3 - 151/72*z + 1
*
[ -9/8 ] 
f(z) = 248/81*z^3 - 143/72*z + 1
*
[ 3/4 ] 
f(z) = 250/81*z^3 - 149/72*z + 1
*
[ 3/4 ] 
f(z) = 254/81*z^3 - 151/72*z + 1
*
-1 | 0.12557651955420114713554862432461198297 | 0.022912751836172219452842250006069709717
f(z) = 240/83*z^3 - 157/83*z + 1
*
[ 1/2 ] 
f(z) = 240/83*z^3 - 143/83*z + 1
*
-1 | 0.12570690292678209200352972591800219490 | 0.022936541648711345734374316814904189332
f(z) = 240/89*z^3 - 151/89*z + 1
*
[ 1/2 ] 
f(z) = 240/89*z^3 - 149/89*z + 1
*
[ 1/2 ] 
f(z) = 240/91*z^3 - 151/91*z + 1
*
-1 | 0.12575006686541254110559509710943292212 | 0.022944417361604347001107429597053812405
f(z) = 240/91*z^3 - 149/91*z + 1
*
[ 1/2 ] 
f(z) = 240/97*z^3 - 157/97*z + 1
*
-1 | 0.11203927297767552630531255659194753838 | 0.020427241762325569417945744824318421051
f(z) = 241/81*z^3 - 160/81*z + 1
*
-1 | 0.11278880332973719843935115942630306475 | 0.020563897751808967342340363113263922029
f(z) = 241/82*z^3 - 159/82*z + 1
*
-1 | 0.12564599468080288601929210523948477130 | 0.022908048594032230060730106380287456031
f(z) = 241/83*z^3 - 158/83*z + 1
*
-1 | 0.096766730600463954864928030259068013904 | 0.017642718914459301586678967102028777865
f(z) = 241/84*z^3 - 157/84*z + 1
*
-1 | 0.12568945100366776902275362610962539007 | 0.022915971644491862367991347665755193972
f(z) = 241/85*z^3 - 156/85*z + 1
*
-1 | 0.11287506417229216065554011457467025559 | 0.020579625014568367947509685319941052355
f(z) = 241/86*z^3 - 155/86*z + 1
*
-1 | 0.10538911956997017172436474451891871417 | 0.019214771457892067072048988608333673495
f(z) = 241/87*z^3 - 154/87*z + 1
*
-1 | 0.11719698325248488734975085855774982371 | 0.021367606617643352671711938995244252275
f(z) = 241/88*z^3 - 153/88*z + 1
*
-1 | 0.12577591689383145004889114935587898169 | 0.022931736291973287369564691254388819900
f(z) = 241/89*z^3 - 152/89*z + 1
*
-1 | 0.099398919819576569330191035924655698995 | 0.018122625326862691469237618008077003295
f(z) = 241/90*z^3 - 151/90*z + 1
*
-1 | 0.12581892909552144326341895291864943549 | 0.022939578369302961492636033968570302115
f(z) = 241/91*z^3 - 150/91*z + 1
*
-1 | 0.11728300797843551130988252964723652344 | 0.021383290831114474889180934103169800877
f(z) = 241/92*z^3 - 149/92*z + 1
*
-1 | 0.12571520870537816261624729707967623679 | 0.022903376751079124015843076554958640218
f(z) = 242/83*z^3 - 159/83*z + 1
*
-1 | 0.12575851140703050933506945725000996234 | 0.022911265837057635736046967790172985265
f(z) = 242/85*z^3 - 157/85*z + 1
*
[ 5/11 ] 
f(z) = 242/85*z^3 - 152/85*z + 1
*
-1 | 0.10545699373466754911813075850388308607 | 0.019212641679669365865582969565777231722
f(z) = 242/87*z^3 - 155/87*z + 1
*
-1 | 0.12584467303851697277708125625648112598 | 0.022926963160617324429977723827720343387
f(z) = 242/89*z^3 - 153/89*z + 1
*
-1 | 0.12588753457667030025737102436374947900 | 0.022934771873394129571894055563380353803
f(z) = 242/91*z^3 - 151/91*z + 1
*
[ 7/11 ] 
f(z) = 242/91*z^3 - 150/91*z + 1
*
-1 | 0.10558661324317027475608435861051352479 | 0.019236256359771317807239838584806897138
f(z) = 242/93*z^3 - 149/93*z + 1
*
[ 2/3 ] 
f(z) = 243/82*z^3 - 149/82*z + 1
*
-1 | 0.12578416359268631008455310153200625183 | 0.022898735958102076683309259133346579182
f(z) = 243/83*z^3 - 160/83*z + 1
*
-1 | 0.12582731376456481923042549977257064775 | 0.022906591353917978537758687938087900248
f(z) = 243/85*z^3 - 158/85*z + 1
*
[ 5/9 ] 
f(z) = 243/85*z^3 - 143/85*z + 1
*
-1 | 0.11301342674416877526870698963206014820 | 0.020573850831612185575536882255731846769
f(z) = 243/86*z^3 - 157/86*z + 1
*
[ 2/3 ] 
f(z) = 243/86*z^3 - 151/86*z + 1
*
-1 | 0.11733439050608499212474742534473572625 | 0.021360472974198027009599190892437996571
f(z) = 243/88*z^3 - 155/88*z + 1
*
-1 | 0.12591317329040821201008955797338751292 | 0.022922221895598425898233093478566741594
f(z) = 243/89*z^3 - 154/89*z + 1
*
-1 | 0.12595588522696263861484862362115206290 | 0.022929997511617833061948232157412643152
f(z) = 243/91*z^3 - 152/91*z + 1
*
-1 | 0.11741981469546583090981484440696614609 | 0.021376024263813474847833919316728070669
f(z) = 243/92*z^3 - 151/92*z + 1
*
[ 2/3 ] 
f(z) = 243/94*z^3 - 155/94*z + 1
*
[ 5/9 ] 
f(z) = 243/95*z^3 - 151/95*z + 1
*
[ 2/3 ] 
f(z) = 243/98*z^3 - 157/98*z + 1
*
[ 1/2 ] 
f(z) = 244/81*z^3 - 142/81*z + 1
*
[ 1/2 ] 
f(z) = 244/83*z^3 - 144/83*z + 1
*
-1 | 0.12589586000714892336947437342582444078 | 0.022901947847963854060350782967413227879
f(z) = 244/85*z^3 - 159/85*z + 1
*
[ 1/2 ] 
f(z) = 244/85*z^3 - 146/85*z + 1
*
-1 | 0.10559507393945745154217026281887693722 | 0.019208994451652484856327906782304713906
f(z) = 244/87*z^3 - 157/87*z + 1
*
[ 1/2 ] 
f(z) = 244/87*z^3 - 148/87*z + 1
*
-1 | 0.12598141955739374151384476424373966699 | 0.022917512143386203931021677323707130963
f(z) = 244/89*z^3 - 155/89*z + 1
*
[ 1/2 ] 
f(z) = 244/89*z^3 - 150/89*z + 1
*
-1 | 0.12602398294298543982853818924866911332 | 0.022925254927279165132149135109801464868
f(z) = 244/91*z^3 - 153/91*z + 1
*
[ 1/2 ] 
f(z) = 244/91*z^3 - 152/91*z + 1
*
[ 1/2 ] 
f(z) = 244/93*z^3 - 154/93*z + 1
*
-1 | 0.10572276534898707610292801385440959117 | 0.019232223031222253052360606582505375404
f(z) = 244/93*z^3 - 151/93*z + 1
*
[ 1/2 ] 
f(z) = 244/95*z^3 - 156/95*z + 1
*
[ 1/2 ] 
f(z) = 244/97*z^3 - 158/97*z + 1
*
[ 1/2 ] 
f(z) = 244/99*z^3 - 160/99*z + 1
*
[ 18/35 ] 
f(z) = 245/81*z^3 - 157/90*z + 1
*
-1 | 0.11314946270057401233150188425980535155 | 0.020567924349322645031210969164241363062
f(z) = 245/86*z^3 - 159/86*z + 1
*
-1 | 0.10566321656382462771815305406867035299 | 0.019207099997831587339610070950043237929
f(z) = 245/87*z^3 - 158/87*z + 1
*
-1 | 0.11747077968309063915324228109536158120 | 0.021353438647530570084514602406659368868
f(z) = 245/88*z^3 - 157/88*z + 1
*
[ -8/7 ] 
f(z) = 245/88*z^3 - 155/88*z + 1
*
-1 | 0.12604941372600600868987525342485188435 | 0.022912833555857537171211242474698787738
f(z) = 245/89*z^3 - 156/89*z + 1
*
-1 | 0.11755561174147663293173740019294564737 | 0.021368859130470888900293057313550823871
f(z) = 245/92*z^3 - 153/92*z + 1
*
[ 4/7 ] 
f(z) = 245/92*z^3 - 149/92*z + 1
*
-1 | 0.10578943181034095843066164975232080570 | 0.019230042975907839654485238974299272968
f(z) = 245/93*z^3 - 152/93*z + 1
*
-1 | 0.11331978143789736154580211298957638179 | 0.020598884309899824426745130062966804141
f(z) = 245/94*z^3 - 151/94*z + 1
*
-1 | 0.12611715766174010598965744754456713433 | 0.022908185790191719241519060963032791275
f(z) = 246/89*z^3 - 157/89*z + 1
*
-1 | 0.12615942705291291929547897654298102177 | 0.022915863691313010153274847223170558697
f(z) = 246/91*z^3 - 155/91*z + 1
*
-1 | 0.10579771623982098181548817015515891016 | 0.019203169167881621166943228658328810351
f(z) = 247/87*z^3 - 160/87*z + 1
*
-1 | 0.11760616583686279612928887101051029124 | 0.021346501399254002420141035461271318858
f(z) = 247/88*z^3 - 159/88*z + 1
*
-1 | 0.12618465320936659843343819020159489758 | 0.022903568508768062941910636617362354519
f(z) = 247/89*z^3 - 158/89*z + 1
*
-1 | 0.099806559150633008280591914928515080230 | 0.018115724115341566774972319729820919091
f(z) = 247/90*z^3 - 157/90*z + 1
*
-1 | 0.11769041399283865781593060667687279438 | 0.021361793143242306173672098016775934908
f(z) = 247/92*z^3 - 155/92*z + 1
*
-1 | 0.10592512285061680695384776279205717527 | 0.019226294531898673628555409894243247682
f(z) = 247/93*z^3 - 154/93*z + 1
*
-1 | 0.11345429448759836072985149008663308392 | 0.020592902071056057760615942086733638703
f(z) = 247/94*z^3 - 153/94*z + 1
*
[ 1/2 ] 
f(z) = 248/81*z^3 - 143/81*z + 1
*
[ 1/2 ] 
f(z) = 248/83*z^3 - 145/83*z + 1
*
[ 1/2 ] 
f(z) = 248/85*z^3 - 147/85*z + 1
*
[ 1/2 ] 
f(z) = 248/87*z^3 - 149/87*z + 1
*
-1 | 0.12625190219323854005355814317152053599 | 0.022898981379065892859389246658564615682
f(z) = 248/89*z^3 - 159/89*z + 1
*
[ 1/2 ] 
f(z) = 248/89*z^3 - 151/89*z + 1
*
-1 | 0.12629388166089996194744817153574236688 | 0.022906595419183963102605744162252508519
f(z) = 248/91*z^3 - 157/91*z + 1
*
[ 1/2 ] 
f(z) = 248/91*z^3 - 153/91*z + 1
*
[ 1/2 ] 
f(z) = 248/95*z^3 - 157/95*z + 1
*
-1 | 0.12637742505651705067910790642377362714 | 0.022921748130765698814831133394058723932
f(z) = 248/95*z^3 - 153/95*z + 1
*
[ 1/2 ] 
f(z) = 248/97*z^3 - 159/97*z + 1
*
-1 | 0.12631890641759280862657535956641096572 | 0.022894424073566861207963698806463354278
f(z) = 249/89*z^3 - 160/89*z + 1
*
-1 | 0.12636074242349946670261144324429452599 | 0.022902006558944029426083030756760982524
f(z) = 249/91*z^3 - 158/91*z + 1
*
-1 | 0.11782423599800982204770292461364153988 | 0.021354824084407747099949876520997191538
f(z) = 249/92*z^3 - 157/92*z + 1
*
-1 | 0.11358717912683759850979002219859716244 | 0.020586886967284897572709608403965253113
f(z) = 249/94*z^3 - 155/94*z + 1
*
-1 | 0.12644400157310382435112615769163023208 | 0.022917096701291724992971701342274077758
f(z) = 249/95*z^3 - 154/95*z + 1
*
[ 3/5 ] 
f(z) = 250/87*z^3 - 148/87*z + 1
*
-1 | 0.12642736119711573103360755418271437083 | 0.022897447446945767929746515595601281217
f(z) = 250/91*z^3 - 159/91*z + 1
*
-1 | 0.10612527920579984368991686685967941336 | 0.019220507178177863742879955723288831291
f(z) = 250/93*z^3 - 157/93*z + 1
*
[ 3/5 ] 
f(z) = 250/93*z^3 - 152/93*z + 1
*
-1 | 0.12649373973640503417304839187409273051 | 0.022892917762553785186336300615355579187
f(z) = 251/91*z^3 - 160/91*z + 1
*
-1 | 0.11795709198713937130959415877684443164 | 0.021347949803672385512225412880850046269
f(z) = 251/92*z^3 - 159/92*z + 1
*
-1 | 0.10619048350799404982507756636614487834 | 0.019218421490108608733211451226958318211
f(z) = 251/93*z^3 - 158/93*z + 1
*
-1 | 0.11371975378224074756825766015319334669 | 0.020581073630519341158879966035403939021
f(z) = 251/94*z^3 - 157/94*z + 1
*
-1 | 0.12657643621302752424483515843999121183 | 0.022907884223680768234083241773934093424
f(z) = 251/95*z^3 - 156/95*z + 1
*
-1 | 0.097694981645122993874383566334936256096 | 0.017680900140011659620089310104955016852
f(z) = 251/96*z^3 - 155/96*z + 1
*
[ 1/2 ] 
f(z) = 252/83*z^3 - 146/83*z + 1
*
[ 1/2 ] 
f(z) = 252/85*z^3 - 148/85*z + 1
*
[ 1/2 ] 
f(z) = 252/89*z^3 - 152/89*z + 1
*
[ 1/2 ] 
f(z) = 252/95*z^3 - 158/95*z + 1
*
-1 | 0.12664229778659828625957458892794910899 | 0.022903322527931172167545203245310758103
f(z) = 252/95*z^3 - 157/95*z + 1
*
[ 1/2 ] 
f(z) = 252/97*z^3 - 160/97*z + 1
*
-1 | 0.10632328204428850377909123653708704363 | 0.019214855968640483175005760440593409255
f(z) = 253/93*z^3 - 160/93*z + 1
*
-1 | 0.11385138015559373447114437334973091711 | 0.020575341820330713896334647616126942460
f(z) = 253/94*z^3 - 159/94*z + 1
*
-1 | 0.12670792446496478576935520060642932103 | 0.022898790103803633172844709094350708107
f(z) = 253/95*z^3 - 158/95*z + 1
*
-1 | 0.097826332198089346282464959560398280420 | 0.017679278206852897691612181976680377278
f(z) = 253/96*z^3 - 157/96*z + 1
*
-1 | 0.12674879622834317183592763632192967844 | 0.022906176492103543919995362816335163515
f(z) = 253/97*z^3 - 156/97*z + 1
*
-1 | 0.12677331792699855792083618454518535759 | 0.022894286639346595921978873866202095899
f(z) = 254/95*z^3 - 159/95*z + 1
*
-1 | 0.12681405358870306514521788579427415525 | 0.022901643186692335355038671785628204440
f(z) = 254/97*z^3 - 157/97*z + 1
*
-1 | 0.12687908030597636111358650831417035666 | 0.022897138761218919007324932395739468810
f(z) = 255/97*z^3 - 158/97*z + 1
*
-1 | 0.11406327300589828757225505399201637286 | 0.020584343638656007893699432954631987791
f(z) = 255/98*z^3 - 157/98*z + 1
*
[ 1/2 ] 
f(z) = 256/81*z^3 - 145/81*z + 1
*
[ 1/2 ] 
f(z) = 256/83*z^3 - 147/83*z + 1
*
[ 5/8 ] 
f(z) = 256/85*z^3 - 151/85*z + 1
*
[ 1/2 ] 
f(z) = 256/85*z^3 - 149/85*z + 1
*
[ 1/2 ] 
f(z) = 256/87*z^3 - 151/87*z + 1
*
[ 1/2 ] 
f(z) = 256/89*z^3 - 153/89*z + 1
*
[ 1/2 ] 
f(z) = 256/91*z^3 - 155/91*z + 1
*
[ 1/2 ] 
f(z) = 256/93*z^3 - 157/93*z + 1
*
[ 1/2 ] 
f(z) = 256/95*z^3 - 159/95*z + 1
*
[ 5/8 ] 
f(z) = 256/95*z^3 - 157/95*z + 1
*
-1 | 0.12694387801401188834654924338597839965 | 0.022892662910253558020177378918886524066
f(z) = 256/97*z^3 - 159/97*z + 1
*
[ 9/16 ] 
f(z) = 256/99*z^3 - 158/99*z + 1
*
-1 | 0.12700844832927508940061750638874277402 | 0.022888215332818476072230280027203175964
f(z) = 257/97*z^3 - 160/97*z + 1
*
-1 | 0.11419315993328482338812273368391194446 | 0.020578769904439158730400052745939526139
f(z) = 257/98*z^3 - 159/98*z + 1
*
-1 | 0.11361374080784759784428524854282190187 | 0.020445790214552581559782560570500966444
f(z) = 259/99*z^3 - 160/99*z + 1
*
-2 | 0.11405497492900526580170010230410996276 | 0.016492124905830033949399186952202524346
f(z) = 241/88*z^3 - 126/11*z + 1
*
[ 18/11 ] 
f(z) = 242/81*z^3 - 137/18*z + 1
*
-2 | 0.11422025853610322708678759703792035563 | 0.016497167117239490739101493525293741907
f(z) = 243/88*z^3 - 127/11*z + 1
*
-2 | 0.11438401797393704633548983250857866191 | 0.016502125548795303238609130242545508750
f(z) = 245/88*z^3 - 128/11*z + 1
*
-2 | 0.11454628238694240447867593867524257863 | 0.016507002521832370927072184641666357608
f(z) = 247/88*z^3 - 129/11*z + 1
*
-2 | 0.11470708005282289461865474988697918426 | 0.016511800268588994124515792145043497507
f(z) = 249/88*z^3 - 130/11*z + 1
*
-2 | 0.11486643841805673995482072001424598973 | 0.016516520936565181786562997452591397194
f(z) = 251/88*z^3 - 131/11*z + 1
*
[ 3/2 ] 
f(z) = 254/81*z^3 - 121/18*z + 1
*
-2 | 0.11518094307646398452227923233013875158 | 0.016525739226841125141990085717072035084
f(z) = 255/88*z^3 - 133/11*z + 1
*
[ 2 ] 
f(z) = 255/88*z^3 - 122/11*z + 1
*
[ 9/4 ] 
f(z) = 256/81*z^3 - 139/9*z + 1
*
[ -9/4 ] 
f(z) = 256/81*z^3 - 131/9*z + 1
*
-2 | 0.11533614040060465104348532732370916375 | 0.016530240756157899977416968575783342227
f(z) = 257/88*z^3 - 134/11*z + 1
*
[ 2 ] 
f(z) = 257/88*z^3 - 123/11*z + 1
*
-2 | 0.11549000054501512089375240796444134279 | 0.016534673027788713622934619314881415492
f(z) = 259/88*z^3 - 135/11*z + 1
*
[ 2 ] 
f(z) = 259/88*z^3 - 124/11*z + 1
*
[ 12/11 ] 
f(z) = 242/81*z^3 - 125/36*z + 1
*
[ -3/2 ] 
f(z) = 244/99*z^3 - 128/33*z + 1
*
10/7 | 0.15451723907354936787639512612727694108 | 0.024502139859538151895014740994429383867
f(z) = 245/96*z^3 - 137/24*z + 1
*
[ -3/2 ] 
f(z) = 248/99*z^3 - 131/33*z + 1
*
3/8 | 0.20193342571048691302174446131582790682 | 0.028876446305437623230452044239403603527
f(z) = 256/81*z^3 - 121/36*z + 1
*
[ -3/2 ] 
f(z) = 256/99*z^3 - 137/33*z + 1
*
[ -4/3 ] 
f(z) = 243/88*z^3 - 139/44*z + 1
*
[ 7/27 ] 
f(z) = 243/98*z^3 - 127/42*z + 1
*
3/7 | 0.11118363549367125445551155374953821533 | 0.015636111228881199683738916754333012752
f(z) = 245/81*z^3 - 121/45*z + 1
*
[ 2/7 ] 
f(z) = 245/92*z^3 - 125/46*z + 1
*
6/25 | 0.17101301603504018000271445693785381492 | 0.023981971993274401728859261270602110020
f(z) = 250/81*z^3 - 128/45*z + 1
*
[ 15/16 ] 
f(z) = 256/81*z^3 - 128/45*z + 1
*
2/3 | 0.11568985227701871024957353313298094263 | 0.017550906944201095645672159301789448269
f(z) = 243/80*z^3 - 131/60*z + 1
*
[ 10/27 ] 
f(z) = 243/80*z^3 - 127/60*z + 1
*
[ 20/27 ] 
f(z) = 243/80*z^3 - 121/60*z + 1
*
-36/35 | 0.14532996949556178156210431620921191472 | 0.020438219687931180158211759840774110584
f(z) = 245/96*z^3 - 137/60*z + 1
*
[ 12/35 ] 
f(z) = 245/96*z^3 - 133/60*z + 1
*
[ 6/7 ] 
f(z) = 245/99*z^3 - 131/66*z + 1
*
[ 9/20 ] 
f(z) = 250/81*z^3 - 133/72*z + 1
*
[ 3/7 ] 
f(z) = 259/81*z^3 - 121/63*z + 1
*
[ 5/9 ] 
f(z) = 243/80*z^3 - 139/80*z + 1
*
[ 4/7 ] 
f(z) = 259/96*z^3 - 137/84*z + 1
*
[ 2 ] 
f(z) = 241/88*z^3 - 115/11*z + 1
*
[ -2 ] 
f(z) = 241/88*z^3 - 104/11*z + 1
*
12/11 | 0.10289108508153901739961336278830374211 | 0.015060272891801641566013937403227363074
f(z) = 242/81*z^3 - 103/18*z + 1
*
[ 2 ] 
f(z) = 243/88*z^3 - 116/11*z + 1
*
[ -2 ] 
f(z) = 243/88*z^3 - 105/11*z + 1
*
[ 2 ] 
f(z) = 245/88*z^3 - 117/11*z + 1
*
[ -2 ] 
f(z) = 245/88*z^3 - 106/11*z + 1
*
[ 2 ] 
f(z) = 247/88*z^3 - 118/11*z + 1
*
[ -2 ] 
f(z) = 247/88*z^3 - 107/11*z + 1
*
[ 2 ] 
f(z) = 249/88*z^3 - 119/11*z + 1
*
[ -2 ] 
f(z) = 249/88*z^3 - 108/11*z + 1
*
[ 3/2 ] 
f(z) = 250/81*z^3 - 119/18*z + 1
*
[ 2 ] 
f(z) = 251/88*z^3 - 120/11*z + 1
*
[ -2 ] 
f(z) = 251/88*z^3 - 109/11*z + 1
*
[ -2 ] 
f(z) = 255/88*z^3 - 111/11*z + 1
*
[ -2 ] 
f(z) = 257/88*z^3 - 112/11*z + 1
*
[ -2 ] 
f(z) = 259/88*z^3 - 113/11*z + 1
*
[ 4/3 ] 
f(z) = 243/80*z^3 - 103/20*z + 1
*
-10/9 | 0.19774411234759386133122748916936481427 | 0.029285573789565156263081848127610462745
f(z) = 243/88*z^3 - 107/33*z + 1
*
-15/14 | 0.11563467939101148418719022576587560199 | 0.016699083324432268701525807743097296997
f(z) = 245/81*z^3 - 113/36*z + 1
*
[ 9/32 ] 
f(z) = 256/81*z^3 - 101/36*z + 1
*
[ 8/9 ] 
f(z) = 243/80*z^3 - 101/40*z + 1
*
[ 7/18 ] 
f(z) = 243/98*z^3 - 109/56*z + 1
*
-28/27 | 0.072071857473836302114733573041501733953 | 0.010933771968090734363242298954584879372
f(z) = 243/98*z^3 - 103/42*z + 1
*
[ 2/5 ] 
f(z) = 245/88*z^3 - 107/55*z + 1
*
[ 2/5 ] 
f(z) = 255/88*z^3 - 108/55*z + 1
*
4/27 | 0.088442489105037293838825123594784235061 | 0.013417303813986939733390693142327797916
f(z) = 243/80*z^3 - 109/60*z + 1
*
[ 4/5 ] 
f(z) = 245/96*z^3 - 113/60*z + 1
*
[ 3/4 ] 
f(z) = 248/99*z^3 - 115/66*z + 1
*
[ 2/3 ] 
f(z) = 249/80*z^3 - 113/60*z + 1
*
[ -6/5 ] 
f(z) = 250/99*z^3 - 119/66*z + 1
*
3/22 | 0.085511506861690003347140816986952123348 | 0.012627336181300689304509505560692986231
f(z) = 242/81*z^3 - 97/18*z + 1
*
-15/11 | 0.16971288255337968107205646886141260566 | 0.025559647017612191666800344904089377478
f(z) = 242/81*z^3 - 85/18*z + 1
*
[ 12/7 ] 
f(z) = 245/96*z^3 - 85/12*z + 1
*
[ 9/5 ] 
f(z) = 250/81*z^3 - 86/9*z + 1
*
[ -3/2 ] 
f(z) = 254/81*z^3 - 97/18*z + 1
*
2/27 | 0.17172561435854954824880206939291822678 | 0.026051898400957443966992764496957541962
f(z) = 243/88*z^3 - 83/33*z + 1
*
-10/7 | 0.065110305158274231767644362297853080478 | 0.011082735804245202277279511592074833159
f(z) = 245/96*z^3 - 89/24*z + 1
*
-8/7 | 0.10365753955609893162837853891673230335 | 0.017856180797023967922065264037214736121
f(z) = 245/96*z^3 - 83/24*z + 1
*
3/8 | 0.17003630703386098939883166175906159517 | 0.029811148617498781930786368338585492983
f(z) = 256/99*z^3 - 100/33*z + 1
*
-8/9 | 0.16135337201384322399001903908881269847 | 0.029374033711102608930809186053989199859
f(z) = 243/80*z^3 - 91/40*z + 1
*
-38/35 | 0.13721250049169794666025368652171754118 | 0.019296633988940115948793354863889382710
f(z) = 245/88*z^3 - 98/55*z + 1
*
[ 22/35 ] 
f(z) = 245/88*z^3 - 93/55*z + 1
*
9/11 | 0.18545444635834680454678853497121025874 | 0.028241769075711856433065102968037035922
f(z) = 242/81*z^3 - 79/18*z + 1
*
21/22 | 0.15495333907587116407235672783334785262 | 0.023884230279153619378824410252908821761
f(z) = 242/81*z^3 - 73/18*z + 1
*
[ 14/9 ] 
f(z) = 243/98*z^3 - 79/14*z + 1
*
[ -14/9 ] 
f(z) = 243/98*z^3 - 61/14*z + 1
*
[ -12/7 ] 
f(z) = 245/96*z^3 - 71/12*z + 1
*
4/7 | 0.18573947465476396609979299067939437472 | 0.029556891990847373538442188414669092917
f(z) = 245/96*z^3 - 67/12*z + 1
*
[ 6/5 ] 
f(z) = 250/81*z^3 - 77/18*z + 1
*
[ -9/5 ] 
f(z) = 250/81*z^3 - 76/9*z + 1
*
9/10 | 0.13413468032828341461700196426214476130 | 0.020764189513265548740947653507676711765
f(z) = 250/81*z^3 - 71/18*z + 1
*
-9/8 | 0.18122858714257495054862092021154548871 | 0.028054375791853383235710660263612097788
f(z) = 256/81*z^3 - 71/18*z + 1
*
-9/8 | 0.15491258615949727523173757374918946254 | 0.024312935231106233977046635670221009870
f(z) = 256/81*z^3 - 65/18*z + 1
*
[ 3/2 ] 
f(z) = 256/81*z^3 - 61/9*z + 1
*
-10/9 | 0.15513380525104546118750091275617751156 | 0.027073491060663592739363737506635505528
f(z) = 243/80*z^3 - 77/20*z + 1
*
[ 22/27 ] 
f(z) = 243/88*z^3 - 68/33*z + 1
*
2/9 | 0.15993103172452974766323735777845157509 | 0.024262583105094692301866844301256021217
f(z) = 243/88*z^3 - 65/33*z + 1
*
10/27 | 0.13032635276491909813782228924281417678 | 0.019771359758306058521333551956776205751
f(z) = 243/88*z^3 - 62/33*z + 1
*
[ 3/4 ] 
f(z) = 244/81*z^3 - 73/36*z + 1
*
[ 6/7 ] 
f(z) = 245/88*z^3 - 73/33*z + 1
*
[ 8/7 ] 
f(z) = 245/96*z^3 - 77/24*z + 1
*
-33/32 | 0.20704312417759999671297025824006211393 | 0.029870008850118135550118179181486540312
f(z) = 256/81*z^3 - 73/36*z + 1
*
[ 3/8 ] 
f(z) = 256/99*z^3 - 67/33*z + 1
*
[ 4/9 ] 
f(z) = 243/88*z^3 - 79/44*z + 1
*
[ 2/3 ] 
f(z) = 243/92*z^3 - 77/46*z + 1
*
[ 14/27 ] 
f(z) = 243/98*z^3 - 67/42*z + 1
*
[ 4/7 ] 
f(z) = 245/88*z^3 - 73/44*z + 1
*
[ -1 ]
f(z) = 242/81*z^3 - 80/81*z + 1
*
21/22 | 0.10797886755861875358795904290486817724 | 0.017403152922524399782711317520864969597
f(z) = 242/81*z^3 - 55/18*z + 1
*
2/9 | 0.17990622390055238560003243465835735752 | 0.029928169665555538269477581889965222263
f(z) = 243/88*z^3 - 51/11*z + 1
*
[ 3/2 ] 
f(z) = 244/81*z^3 - 58/9*z + 1
*
[ -3/2 ] 
f(z) = 244/81*z^3 - 46/9*z + 1
*
[ 9/7 ] 
f(z) = 245/81*z^3 - 43/9*z + 1
*
[ 6/7 ] 
f(z) = 245/81*z^3 - 43/18*z + 1
*
[ 3/2 ] 
f(z) = 248/81*z^3 - 59/9*z + 1
*
[ -3/2 ] 
f(z) = 248/81*z^3 - 47/9*z + 1
*
6/5 | 0.10011598271494970703677031958191332846 | 0.016802424780507215932552364035711511435
f(z) = 250/81*z^3 - 43/9*z + 1
*
21/16 | 0.15662463251221014449253352600961285305 | 0.025473764354644725013761237527370393676
f(z) = 256/81*z^3 - 52/9*z + 1
*
3/4 | 0.10705080584800609971139713315937881398 | 0.017160185191120627007849703242368860155
f(z) = 256/81*z^3 - 47/18*z + 1
*
[ 6/7 ] 
f(z) = 245/96*z^3 - 49/24*z + 1
*
[ 3/7 ] 
f(z) = 245/99*z^3 - 59/33*z + 1
*
[ 2/3 ] 
f(z) = 249/88*z^3 - 58/33*z + 1
*
[ 3/5 ] 
f(z) = 250/99*z^3 - 52/33*z + 1
*
[ 2/3 ] 
f(z) = 255/88*z^3 - 59/33*z + 1
*
[ 3/4 ] 
f(z) = 256/99*z^3 - 59/33*z + 1
*
[ 9/22 ] 
f(z) = 242/81*z^3 - 35/18*z + 1
*
9/11 | 0.14762844982740096131105663936825327094 | 0.026069129450088793356172163982021370990
f(z) = 242/81*z^3 - 32/9*z + 1
*
[ 6/11 ] 
f(z) = 242/81*z^3 - 31/18*z + 1
*
[ 2/9 ] 
f(z) = 243/88*z^3 - 40/11*z + 1
*
[ 7/9 ] 
f(z) = 243/98*z^3 - 25/14*z + 1
*
-9/7 | 0.16395464507427097464718647207741446136 | 0.028952108292010374997979788362450338676
f(z) = 245/81*z^3 - 32/9*z + 1
*
[ -9/7 ] 
f(z) = 245/81*z^3 - 29/9*z + 1
*
6/7 | 0.086545782760189700919955176688590559084 | 0.015731997926274407164123187311804896438
f(z) = 245/81*z^3 - 26/9*z + 1
*
[ 2/7 ] 
f(z) = 245/88*z^3 - 30/11*z + 1
*
[ 3/4 ] 
f(z) = 248/81*z^3 - 37/18*z + 1
*
[ 3/16 ] 
f(z) = 256/81*z^3 - 40/9*z + 1
*
[ 9/8 ] 
f(z) = 256/81*z^3 - 35/9*z + 1
*
[ 9/11 ] 
f(z) = 242/81*z^3 - 20/9*z + 1
*
[ 2/3 ] 
f(z) = 243/88*z^3 - 19/11*z + 1
*
[ 3/7 ] 
f(z) = 245/81*z^3 - 17/9*z + 1
*
[ 4/7 ] 
f(z) = 245/96*z^3 - 19/12*z + 1
*
[ 3/5 ] 
f(z) = 250/81*z^3 - 16/9*z + 1
*
[ 9/16 ] 
f(z) = 256/81*z^3 - 16/9*z + 1
*
[ -9/16 ]
f(z) = 256/81*z^3 + 16/9*z + 1
*
-50/27 | 0.20722766070346791840380345822978336428 | 0.026705923346054065594468652322684308454
f(z) = 243/104*z^3 - 293/39*z + 1
*
5/9 | 0.16662519011560332490234074330259727843 | 0.022857900243816137219837867753272492780
f(z) = 243/100*z^3 - 293/60*z + 1
*
20/27 | 0.19694049763285253297454120875280963818 | 0.027172479815201302218690204919825610126
f(z) = 243/100*z^3 - 281/60*z + 1
*
[ 10/7 ] 
f(z) = 245/104*z^3 - 293/65*z + 1
*
[ 3/11 ] 
f(z) = 242/105*z^3 - 298/105*z + 1
*
[ 10/9 ] 
f(z) = 243/110*z^3 - 289/110*z + 1
*
7/9 | 0.14338835558583621118155159741233557434 | 0.025274138072749783555848138687870628891
f(z) = 243/112*z^3 - 291/112*z + 1
*
6/7 | 0.15954593765668098246023221439695787315 | 0.027988337328946018663700087653359347326
f(z) = 245/102*z^3 - 299/102*z + 1
*
[ 2/7 ] 
f(z) = 245/106*z^3 - 285/106*z + 1
*
[ -7/5 ] 
f(z) = 250/119*z^3 - 286/119*z + 1
*
-9/8 | 0.13735839668169141918606310023335120675 | 0.024240743636524037917086811228468211077
f(z) = 256/105*z^3 - 289/105*z + 1
*
[ 17/16 ] 
f(z) = 256/119*z^3 - 282/119*z + 1
*
16/27 | 0.12710397898544031831540204601600666948 | 0.019282504588816831252972957575346431194
f(z) = 243/110*z^3 - 293/165*z + 1
*
[ 6/7 ] 
f(z) = 245/116*z^3 - 299/174*z + 1
*
[ 10/3 ] 
f(z) = 243/100*z^3 - 263/10*z + 1
*
-2 | 0.11411601043764067996271670243582711016 | 0.016417645159491105636737814805976504148
f(z) = 247/112*z^3 - 261/28*z + 1
*
-2 | 0.11428306627011564528809975823223285340 | 0.016423642141284335497093638235968052232
f(z) = 249/112*z^3 - 263/28*z + 1
*
-2 | 0.11444851400886331364128553142465077033 | 0.016429531528286083109319153005768112533
f(z) = 251/112*z^3 - 265/28*z + 1
*
-2 | 0.11461238686140576109051549512690922403 | 0.016435316530002909430560463909731511520
f(z) = 253/112*z^3 - 267/28*z + 1
*
-2 | 0.11477471693833261445458119939352258039 | 0.016441000222765417162396588898229946814
f(z) = 255/112*z^3 - 269/28*z + 1
*
-2 | 0.11493553530409021287348087766269777019 | 0.016446585556809301289582082516255354572
f(z) = 257/112*z^3 - 271/28*z + 1
*
[ 5/27 ] 
f(z) = 243/100*z^3 - 269/60*z + 1
*
3/10 | 0.18284701280077373261392449201016404611 | 0.027228082490845446892482130165160015197
f(z) = 250/117*z^3 - 275/78*z + 1
*
-4/3 | 0.12602743385779289832262406304432404513 | 0.017996038249174351737294725304277360452
f(z) = 243/112*z^3 - 275/84*z + 1
*
-4/3 | 0.16691025123109052441175622212776977832 | 0.023909198392069298775562463291887695404
f(z) = 249/112*z^3 - 269/84*z + 1
*
-4/3 | 0.15805219419445352147876100007453038060 | 0.022545672316168132387380221852432973819
f(z) = 255/112*z^3 - 277/84*z + 1
*
[ -15/11 ] 
f(z) = 242/105*z^3 - 268/105*z + 1
*
7/11 | 0.12544924352786592742052592265869369284 | 0.022513599373496968601848557665168065153
f(z) = 242/105*z^3 - 263/105*z + 1
*
[ 1/3 ] 
f(z) = 243/118*z^3 - 263/118*z + 1
*
[ 1/3 ] 
f(z) = 243/119*z^3 - 265/119*z + 1
*
[ 2/7 ] 
f(z) = 245/102*z^3 - 275/102*z + 1
*
4/7 | 0.14241400836531425057602548396968377531 | 0.025455112641655069787835710518930161943
f(z) = 245/108*z^3 - 269/108*z + 1
*
[ 5/16 ] 
f(z) = 256/115*z^3 - 278/115*z + 1
*
[ 2/5 ] 
f(z) = 255/112*z^3 - 261/140*z + 1
*
2/3 | 0.16324263236739826695253933171513097353 | 0.024764974573104955390754718240789162642
f(z) = 243/110*z^3 - 272/165*z + 1
*
[ 3/5 ] 
f(z) = 245/117*z^3 - 277/195*z + 1
*
[ -10/3 ] 
f(z) = 243/100*z^3 - 257/10*z + 1
*
[ 26/9 ] 
f(z) = 243/104*z^3 - 245/13*z + 1
*
[ 18/7 ] 
f(z) = 245/108*z^3 - 259/18*z + 1
*
[ -18/7 ] 
f(z) = 245/108*z^3 - 245/18*z + 1
*
[ 3 ] 
f(z) = 253/108*z^3 - 245/12*z + 1
*
[ -3 ] 
f(z) = 257/108*z^3 - 241/12*z + 1
*
[ 3 ] 
f(z) = 259/108*z^3 - 251/12*z + 1
*
-2 | 0.11360484468802838497639062465393147965 | 0.016398974389672070317246261992824928812
f(z) = 241/112*z^3 - 255/28*z + 1
*
-2 | 0.11377693584878583216671879629443366701 | 0.016405314861610485487697326425232384202
f(z) = 243/112*z^3 - 257/28*z + 1
*
[ 2 ] 
f(z) = 255/112*z^3 - 241/28*z + 1
*
[ 2 ] 
f(z) = 257/112*z^3 - 243/28*z + 1
*
[ 3/2 ] 
f(z) = 257/108*z^3 - 241/48*z + 1
*
[ -3/2 ] 
f(z) = 250/117*z^3 - 245/78*z + 1
*
[ -3/2 ] 
f(z) = 254/117*z^3 - 251/78*z + 1
*
[ -10/7 ] 
f(z) = 259/100*z^3 - 251/70*z + 1
*
[ 2/7 ] 
f(z) = 259/104*z^3 - 246/91*z + 1
*
[ -4/3 ] 
f(z) = 243/100*z^3 - 257/100*z + 1
*
[ 1/3 ] 
f(z) = 243/107*z^3 - 241/107*z + 1
*
[ 1/3 ] 
f(z) = 243/109*z^3 - 245/109*z + 1
*
[ 1/3 ] 
f(z) = 243/110*z^3 - 247/110*z + 1
*
[ 1/3 ] 
f(z) = 243/112*z^3 - 251/112*z + 1
*
[ 1/3 ] 
f(z) = 243/113*z^3 - 253/113*z + 1
*
[ 1/3 ] 
f(z) = 243/115*z^3 - 257/115*z + 1
*
[ 1/3 ] 
f(z) = 243/116*z^3 - 259/116*z + 1
*
[ 1/3 ] 
f(z) = 252/107*z^3 - 242/107*z + 1
*
[ 1/3 ] 
f(z) = 252/109*z^3 - 246/109*z + 1
*
[ 1/3 ] 
f(z) = 252/113*z^3 - 254/113*z + 1
*
[ 1/3 ] 
f(z) = 252/115*z^3 - 258/115*z + 1
*
[ 10/11 ] 
f(z) = 253/100*z^3 - 241/110*z + 1
*
-21/16 | 0.16140467168430688780214565313995390163 | 0.029107214926907604971785429940615418819
f(z) = 256/119*z^3 - 254/119*z + 1
*
[ 2/3 ] 
f(z) = 249/100*z^3 - 241/150*z + 1
*
[ 5/7 ] 
f(z) = 259/100*z^3 - 241/140*z + 1
*
[ 2/3 ] 
f(z) = 249/116*z^3 - 253/174*z + 1
*
[ 2/3 ] 
f(z) = 255/116*z^3 - 257/174*z + 1
*
[ 3 ] 
f(z) = 241/108*z^3 - 233/12*z + 1
*
[ -26/9 ] 
f(z) = 243/104*z^3 - 236/13*z + 1
*
[ -3 ] 
f(z) = 245/108*z^3 - 229/12*z + 1
*
[ 3 ] 
f(z) = 247/108*z^3 - 239/12*z + 1
*
[ -3 ] 
f(z) = 251/108*z^3 - 235/12*z + 1
*
[ 2 ] 
f(z) = 241/112*z^3 - 227/28*z + 1
*
[ 20/9 ] 
f(z) = 243/100*z^3 - 229/20*z + 1
*
[ 2 ] 
f(z) = 243/112*z^3 - 229/28*z + 1
*
[ -12/5 ] 
f(z) = 245/108*z^3 - 233/20*z + 1
*
[ 2 ] 
f(z) = 247/112*z^3 - 233/28*z + 1
*
[ 2 ] 
f(z) = 249/112*z^3 - 235/28*z + 1
*
[ 2 ] 
f(z) = 251/112*z^3 - 237/28*z + 1
*
[ 2 ] 
f(z) = 253/112*z^3 - 239/28*z + 1
*
[ 3/2 ] 
f(z) = 245/108*z^3 - 229/48*z + 1
*
[ 3/2 ] 
f(z) = 251/108*z^3 - 235/48*z + 1
*
[ -3/2 ] 
f(z) = 242/117*z^3 - 233/78*z + 1
*
[ 6/5 ] 
f(z) = 250/117*z^3 - 227/78*z + 1
*
[ 5/18 ] 
f(z) = 243/100*z^3 - 223/80*z + 1
*
24/35 | 0.17610660716475874468915307688973564592 | 0.020193889555797545499092521455221105647
f(z) = 245/108*z^3 - 227/80*z + 1
*
[ 1/3 ] 
f(z) = 243/100*z^3 - 227/100*z + 1
*
[ 1/3 ] 
f(z) = 243/101*z^3 - 229/101*z + 1
*
[ 1/3 ] 
f(z) = 243/103*z^3 - 233/103*z + 1
*
[ 1/3 ] 
f(z) = 243/104*z^3 - 235/104*z + 1
*
[ 1/3 ] 
f(z) = 243/106*z^3 - 239/106*z + 1
*
[ -4/3 ] 
f(z) = 243/116*z^3 - 229/116*z + 1
*
-8/7 | 0.16318214474351938137596125552384541712 | 0.029662695059601885317570357560711234207
f(z) = 245/104*z^3 - 229/104*z + 1
*
[ 1/3 ] 
f(z) = 252/101*z^3 - 230/101*z + 1
*
[ 1/3 ] 
f(z) = 252/103*z^3 - 234/103*z + 1
*
[ 15/16 ] 
f(z) = 256/105*z^3 - 232/105*z + 1
*
[ 3/8 ] 
f(z) = 256/111*z^3 - 221/111*z + 1
*
[ 10/13 ] 
f(z) = 247/100*z^3 - 229/130*z + 1
*
[ 3/4 ] 
f(z) = 244/117*z^3 - 235/156*z + 1
*
[ -6/5 ] 
f(z) = 251/108*z^3 - 227/150*z + 1
*
[ 4/5 ] 
f(z) = 255/112*z^3 - 239/140*z + 1
*
[ -6/5 ] 
f(z) = 257/108*z^3 - 239/150*z + 1
*
[ -24/7 ] 
f(z) = 245/108*z^3 - 203/8*z + 1
*
[ -20/9 ] 
f(z) = 243/100*z^3 - 211/20*z + 1
*
-15/7 | 0.24734289106224812666081649189671811558 | 0.028479619368851999264357487113858208023
f(z) = 245/108*z^3 - 219/20*z + 1
*
-15/7 | 0.15429672534699505670401761052345236826 | 0.017922634156221176202332868965632269815
f(z) = 245/108*z^3 - 203/20*z + 1
*
[ -2 ] 
f(z) = 247/112*z^3 - 205/28*z + 1
*
[ -2 ] 
f(z) = 249/112*z^3 - 207/28*z + 1
*
[ -2 ] 
f(z) = 251/112*z^3 - 209/28*z + 1
*
[ -2 ] 
f(z) = 253/112*z^3 - 211/28*z + 1
*
[ -2 ] 
f(z) = 255/112*z^3 - 213/28*z + 1
*
[ -2 ] 
f(z) = 257/112*z^3 - 215/28*z + 1
*
[ 4/3 ] 
f(z) = 243/104*z^3 - 203/52*z + 1
*
[ 2/9 ] 
f(z) = 243/116*z^3 - 209/58*z + 1
*
[ -10/7 ] 
f(z) = 245/104*z^3 - 202/65*z + 1
*
39/35 | 0.21784664979631558415339348656414474619 | 0.028893819217869473908488964237078011689
f(z) = 245/108*z^3 - 209/60*z + 1
*
2/11 | 0.13791155879419941360952967060191469391 | 0.025125364082198117258177291427384466291
f(z) = 242/105*z^3 - 218/105*z + 1
*
[ 8/9 ] 
f(z) = 243/104*z^3 - 205/104*z + 1
*
[ -26/21 ] 
f(z) = 245/104*z^3 - 211/117*z + 1
*
[ 7/8 ] 
f(z) = 256/119*z^3 - 213/119*z + 1
*
[ 7/16 ] 
f(z) = 256/119*z^3 - 202/119*z + 1
*
[ 9/14 ] 
f(z) = 245/108*z^3 - 215/144*z + 1
*
[ -2 ] 
f(z) = 241/112*z^3 - 199/28*z + 1
*
[ 2/9 ] 
f(z) = 243/100*z^3 - 181/50*z + 1
*
[ 3/14 ] 
f(z) = 245/108*z^3 - 181/48*z + 1
*
[ 10/9 ] 
f(z) = 243/104*z^3 - 181/65*z + 1
*
[ 3/10 ] 
f(z) = 250/117*z^3 - 197/78*z + 1
*
-28/27 | 0.10817808220127101875631311243210083609 | 0.016195295434870615875200225221960814308
f(z) = 243/112*z^3 - 199/84*z + 1
*
2/9 | 0.19511514343361037065921575659300682443 | 0.029391150264672870370831115695106631648
f(z) = 243/112*z^3 - 191/84*z + 1
*
[ 6/7 ] 
f(z) = 247/108*z^3 - 181/98*z + 1
*
[ -4/3 ] 
f(z) = 249/112*z^3 - 185/84*z + 1
*
[ 6/7 ] 
f(z) = 253/108*z^3 - 185/98*z + 1
*
[ -4/3 ] 
f(z) = 255/112*z^3 - 193/84*z + 1
*
[ 5/11 ] 
f(z) = 242/115*z^3 - 188/115*z + 1
*
[ 9/11 ] 
f(z) = 242/117*z^3 - 188/117*z + 1
*
[ 4/9 ] 
f(z) = 243/116*z^3 - 193/116*z + 1
*
[ 7/9 ] 
f(z) = 243/119*z^3 - 181/119*z + 1
*
[ 6/7 ] 
f(z) = 245/102*z^3 - 197/102*z + 1
*
[ 3/7 ] 
f(z) = 245/102*z^3 - 181/102*z + 1
*
[ 2/3 ] 
f(z) = 245/104*z^3 - 181/117*z + 1
*
[ 3/7 ] 
f(z) = 245/111*z^3 - 193/111*z + 1
*
[ 6/7 ] 
f(z) = 245/114*z^3 - 199/114*z + 1
*
[ 3/7 ] 
f(z) = 245/114*z^3 - 197/114*z + 1
*
[ -9/7 ] 
f(z) = 245/117*z^3 - 197/117*z + 1
*
[ 1/2 ] 
f(z) = 248/119*z^3 - 181/119*z + 1
*
[ 2/3 ] 
f(z) = 251/104*z^3 - 184/117*z + 1
*
[ 5/6 ] 
f(z) = 252/115*z^3 - 198/115*z + 1
*
[ 2/3 ] 
f(z) = 253/104*z^3 - 185/117*z + 1
*
[ 7/16 ] 
f(z) = 256/105*z^3 - 184/105*z + 1
*
[ 3/4 ] 
f(z) = 256/111*z^3 - 181/111*z + 1
*
[ -5/4 ] 
f(z) = 256/115*z^3 - 193/115*z + 1
*
[ 13/16 ] 
f(z) = 256/117*z^3 - 196/117*z + 1
*
[ 1/2 ] 
f(z) = 256/117*z^3 - 181/117*z + 1
*
[ 1/2 ] 
f(z) = 256/119*z^3 - 183/119*z + 1
*
[ 2/3 ] 
f(z) = 257/104*z^3 - 187/117*z + 1
*
[ 2/3 ] 
f(z) = 259/104*z^3 - 188/117*z + 1
*
[ -6 ] 
f(z) = 245/108*z^3 - 161/2*z + 1
*
[ 6 ] 
f(z) = 247/108*z^3 - 163/2*z + 1
*
[ -6 ] 
f(z) = 251/108*z^3 - 165/2*z + 1
*
[ 6 ] 
f(z) = 253/108*z^3 - 167/2*z + 1
*
[ -6 ] 
f(z) = 257/108*z^3 - 169/2*z + 1
*
[ 6 ] 
f(z) = 259/108*z^3 - 171/2*z + 1
*
[ 3/2 ] 
f(z) = 244/117*z^3 - 170/39*z + 1
*
[ -15/7 ] 
f(z) = 245/108*z^3 - 179/20*z + 1
*
-3/35 | 0.16027694615659087733126704233364971840 | 0.019049224102839682839734841021882809058
f(z) = 245/108*z^3 - 167/20*z + 1
*
[ 3/2 ] 
f(z) = 248/117*z^3 - 173/39*z + 1
*
[ 3/2 ] 
f(z) = 256/117*z^3 - 179/39*z + 1
*
[ 3/16 ] 
f(z) = 256/117*z^3 - 172/39*z + 1
*
[ -3/2 ] 
f(z) = 241/108*z^3 - 161/48*z + 1
*
[ -3/2 ] 
f(z) = 247/108*z^3 - 167/48*z + 1
*
[ -3/2 ] 
f(z) = 253/108*z^3 - 173/48*z + 1
*
3/11 | 0.24374754061702969482898002110430554688 | 0.028928933061794579678222034521093171097
f(z) = 253/108*z^3 - 169/44*z + 1
*
[ 6/5 ] 
f(z) = 257/108*z^3 - 163/50*z + 1
*
[ -3/2 ] 
f(z) = 259/108*z^3 - 179/48*z + 1
*
20/27 | 0.17888898685795219910346977139937525475 | 0.026736392735141636405501718423632733239
f(z) = 243/100*z^3 - 161/60*z + 1
*
[ 6/7 ] 
f(z) = 241/108*z^3 - 177/98*z + 1
*
14/27 | 0.16604553145107116406863619174555886486 | 0.025190192688810870234805868058428365493
f(z) = 243/112*z^3 - 163/84*z + 1
*
[ 1/2 ] 
f(z) = 240/101*z^3 - 161/101*z + 1
*
[ 1/2 ] 
f(z) = 240/103*z^3 - 163/103*z + 1
*
[ 1/2 ] 
f(z) = 240/107*z^3 - 167/107*z + 1
*
[ 1/2 ] 
f(z) = 240/109*z^3 - 169/109*z + 1
*
[ 1/2 ] 
f(z) = 240/113*z^3 - 173/113*z + 1
*
[ 1/2 ] 
f(z) = 240/119*z^3 - 179/119*z + 1
*
[ 2/3 ] 
f(z) = 241/104*z^3 - 179/117*z + 1
*
[ 5/11 ] 
f(z) = 242/105*z^3 - 176/105*z + 1
*
[ 7/11 ] 
f(z) = 242/119*z^3 - 166/119*z + 1
*
[ 4/9 ] 
f(z) = 243/100*z^3 - 173/100*z + 1
*
[ 2/3 ] 
f(z) = 243/106*z^3 - 161/106*z + 1
*
[ 7/9 ] 
f(z) = 243/112*z^3 - 179/112*z + 1
*
[ 5/9 ] 
f(z) = 243/115*z^3 - 167/115*z + 1
*
[ 2/3 ] 
f(z) = 243/118*z^3 - 167/118*z + 1
*
[ 1/2 ] 
f(z) = 244/101*z^3 - 162/101*z + 1
*
[ 1/2 ] 
f(z) = 244/103*z^3 - 164/103*z + 1
*
[ 1/2 ] 
f(z) = 244/105*z^3 - 166/105*z + 1
*
[ 1/2 ] 
f(z) = 244/107*z^3 - 168/107*z + 1
*
[ 1/2 ] 
f(z) = 244/109*z^3 - 170/109*z + 1
*
[ 1/2 ] 
f(z) = 244/111*z^3 - 172/111*z + 1
*
[ 1/2 ] 
f(z) = 244/113*z^3 - 174/113*z + 1
*
[ 1/2 ] 
f(z) = 244/115*z^3 - 176/115*z + 1
*
[ 1/2 ] 
f(z) = 244/117*z^3 - 178/117*z + 1
*
[ 1/2 ] 
f(z) = 244/119*z^3 - 180/119*z + 1
*
[ 4/7 ] 
f(z) = 245/108*z^3 - 161/108*z + 1
*
[ 4/7 ] 
f(z) = 245/116*z^3 - 167/116*z + 1
*
[ 1/2 ] 
f(z) = 248/101*z^3 - 163/101*z + 1
*
[ 1/2 ] 
f(z) = 248/103*z^3 - 165/103*z + 1
*
[ 1/2 ] 
f(z) = 248/105*z^3 - 167/105*z + 1
*
[ 1/2 ] 
f(z) = 248/107*z^3 - 169/107*z + 1
*
[ 1/2 ] 
f(z) = 248/109*z^3 - 171/109*z + 1
*
[ 1/2 ] 
f(z) = 248/111*z^3 - 173/111*z + 1
*
[ 1/2 ] 
f(z) = 248/113*z^3 - 175/113*z + 1
*
[ 1/2 ] 
f(z) = 248/115*z^3 - 177/115*z + 1
*
[ 1/2 ] 
f(z) = 248/117*z^3 - 179/117*z + 1
*
[ 3/5 ] 
f(z) = 250/111*z^3 - 164/111*z + 1
*
[ 1/2 ] 
f(z) = 252/101*z^3 - 164/101*z + 1
*
[ 1/2 ] 
f(z) = 252/103*z^3 - 166/103*z + 1
*
[ 1/2 ] 
f(z) = 252/107*z^3 - 170/107*z + 1
*
[ 1/2 ] 
f(z) = 252/109*z^3 - 172/109*z + 1
*
[ 1/2 ] 
f(z) = 252/113*z^3 - 176/113*z + 1
*
[ 1/2 ] 
f(z) = 252/115*z^3 - 178/115*z + 1
*
[ 1/2 ] 
f(z) = 256/101*z^3 - 165/101*z + 1
*
[ 1/2 ] 
f(z) = 256/103*z^3 - 167/103*z + 1
*
[ 3/4 ] 
f(z) = 256/105*z^3 - 179/105*z + 1
*
[ 5/8 ] 
f(z) = 256/105*z^3 - 163/105*z + 1
*
[ 1/2 ] 
f(z) = 256/107*z^3 - 171/107*z + 1
*
[ 1/2 ] 
f(z) = 256/109*z^3 - 173/109*z + 1
*
[ 1/2 ] 
f(z) = 256/111*z^3 - 175/111*z + 1
*
[ 1/2 ] 
f(z) = 256/113*z^3 - 177/113*z + 1
*
[ 1/2 ] 
f(z) = 256/115*z^3 - 179/115*z + 1
*
[ 5/8 ] 
f(z) = 256/115*z^3 - 169/115*z + 1
*
[ 9/16 ] 
f(z) = 256/117*z^3 - 172/117*z + 1
*
[ 6 ] 
f(z) = 241/108*z^3 - 159/2*z + 1
*
-14/9 | 0.12749209789206918702135867058717315746 | 0.019789104079728286894917917006857834337
f(z) = 243/112*z^3 - 157/28*z + 1
*
14/9 | 0.18396386498343689914507278147058353442 | 0.028669400075299700299200093154143502270
f(z) = 243/112*z^3 - 153/28*z + 1
*
14/9 | 0.18533002214134184177562795964612059592 | 0.029126073172334725116332911572457163950
f(z) = 243/112*z^3 - 145/28*z + 1
*
12/7 | 0.22515721985051924476957868036629313614 | 0.027263095198957330499192864564581054353
f(z) = 245/108*z^3 - 143/20*z + 1
*
[ -12/7 ] 
f(z) = 259/108*z^3 - 153/28*z + 1
*
4/9 | 0.13334890447928261696341125164744461677 | 0.023635430857444076640289744952489097829
f(z) = 243/104*z^3 - 141/52*z + 1
*
[ 2/7 ] 
f(z) = 245/108*z^3 - 145/54*z + 1
*
[ 2/7 ] 
f(z) = 245/116*z^3 - 155/58*z + 1
*
[ 6/5 ] 
f(z) = 251/108*z^3 - 159/50*z + 1
*
5/27 | 0.17882840770708293169972531005900450458 | 0.027040377785717136902920785755848209136
f(z) = 243/100*z^3 - 149/60*z + 1
*
3/5 | 0.20352839395323112981609549173137631385 | 0.028263236250336039019360813082425003717
f(z) = 245/108*z^3 - 149/60*z + 1
*
[ 5/6 ] 
f(z) = 243/100*z^3 - 151/80*z + 1
*
14/27 | 0.10810611939196185028363070796906554054 | 0.016400405084827983889517854695207941834
f(z) = 243/112*z^3 - 151/84*z + 1
*
[ 12/23 ] 
f(z) = 253/108*z^3 - 143/92*z + 1
*
[ 3/7 ] 
f(z) = 259/108*z^3 - 149/84*z + 1
*
[ 3/5 ] 
f(z) = 241/108*z^3 - 147/100*z + 1
*
[ 3/5 ] 
f(z) = 247/108*z^3 - 149/100*z + 1
*
[ 3/5 ] 
f(z) = 253/108*z^3 - 151/100*z + 1
*
[ 3/5 ] 
f(z) = 259/108*z^3 - 153/100*z + 1
*
-2 | 0.11376515115131832621397528381073039119 | 0.016431434622152262656844078294064848585
f(z) = 241/104*z^3 - 127/13*z + 1
*
-2 | 0.11393470531911692350894962270455387640 | 0.016437303434903538658345213130663325650
f(z) = 243/104*z^3 - 128/13*z + 1
*
-2 | 0.11410261867073527083843204961621183211 | 0.016443067159377416924663604997224316697
f(z) = 245/104*z^3 - 129/13*z + 1
*
-2 | 0.11443365674404983275813561819862160634 | 0.016454291727771561234978237483298565545
f(z) = 249/104*z^3 - 131/13*z + 1
*
-2 | 0.11459684567331159948624198554489317958 | 0.016459758447328250477357626522391278706
f(z) = 251/104*z^3 - 132/13*z + 1
*
-2 | 0.11475852229887280098110883465611719828 | 0.016465131843119348612310358970905746763
f(z) = 253/104*z^3 - 133/13*z + 1
*
-2 | 0.11491871623685828660146865782622173549 | 0.016470414565510296960837447490971558623
f(z) = 255/104*z^3 - 134/13*z + 1
*
[ 2 ] 
f(z) = 255/104*z^3 - 121/13*z + 1
*
-2 | 0.11507745618636786458514035596016492898 | 0.016475609160375946442998076473747415086
f(z) = 257/104*z^3 - 135/13*z + 1
*
[ 2 ] 
f(z) = 257/104*z^3 - 122/13*z + 1
*
-2 | 0.11523476996903185604578984744217306943 | 0.016480718074367272196321294350526720434
f(z) = 259/104*z^3 - 136/13*z + 1
*
[ 2 ] 
f(z) = 259/104*z^3 - 123/13*z + 1
*
[ 5/3 ] 
f(z) = 243/100*z^3 - 127/20*z + 1
*
[ 14/9 ] 
f(z) = 243/112*z^3 - 137/28*z + 1
*
[ 9/7 ] 
f(z) = 245/108*z^3 - 127/36*z + 1
*
[ -3/2 ] 
f(z) = 248/117*z^3 - 121/39*z + 1
*
[ -3/2 ] 
f(z) = 256/117*z^3 - 127/39*z + 1
*
[ -4/3 ] 
f(z) = 243/104*z^3 - 125/52*z + 1
*
[ 3/11 ] 
f(z) = 253/108*z^3 - 125/44*z + 1
*
6/7 | 0.18431696386628418848211972743798468582 | 0.025921085738799614052092752299851132118
f(z) = 245/104*z^3 - 132/65*z + 1
*
[ 2/5 ] 
f(z) = 245/104*z^3 - 122/65*z + 1
*
[ 12/35 ] 
f(z) = 245/108*z^3 - 131/60*z + 1
*
[ 6/7 ] 
f(z) = 245/117*z^3 - 133/78*z + 1
*
[ 2/5 ] 
f(z) = 255/104*z^3 - 123/65*z + 1
*
[ 18/35 ] 
f(z) = 245/108*z^3 - 139/90*z + 1
*
[ 2/3 ] 
f(z) = 249/112*z^3 - 125/84*z + 1
*
[ 2/3 ] 
f(z) = 255/112*z^3 - 127/84*z + 1
*
[ 2 ] 
f(z) = 241/104*z^3 - 114/13*z + 1
*
[ -2 ] 
f(z) = 241/104*z^3 - 101/13*z + 1
*
[ 2 ] 
f(z) = 243/104*z^3 - 115/13*z + 1
*
[ -2 ] 
f(z) = 243/104*z^3 - 102/13*z + 1
*
[ 2 ] 
f(z) = 245/104*z^3 - 116/13*z + 1
*
[ -2 ] 
f(z) = 245/104*z^3 - 103/13*z + 1
*
[ 2 ] 
f(z) = 249/104*z^3 - 118/13*z + 1
*
[ -2 ] 
f(z) = 249/104*z^3 - 105/13*z + 1
*
[ 2 ] 
f(z) = 251/104*z^3 - 119/13*z + 1
*
[ -2 ] 
f(z) = 251/104*z^3 - 106/13*z + 1
*
[ 2 ] 
f(z) = 253/104*z^3 - 120/13*z + 1
*
[ -2 ] 
f(z) = 253/104*z^3 - 107/13*z + 1
*
[ -2 ] 
f(z) = 255/104*z^3 - 108/13*z + 1
*
[ -2 ] 
f(z) = 257/104*z^3 - 109/13*z + 1
*
[ -2 ] 
f(z) = 259/104*z^3 - 110/13*z + 1
*
[ 3/11 ] 
f(z) = 242/117*z^3 - 110/39*z + 1
*
[ -5/3 ] 
f(z) = 243/100*z^3 - 103/20*z + 1
*
10/9 | 0.18355860651055783757010897631230050045 | 0.026763412693387344074985711822355001228
f(z) = 243/104*z^3 - 119/39*z + 1
*
26/27 | 0.14788991457078633967215114464522480613 | 0.021812923008419120386415589249744583950
f(z) = 243/104*z^3 - 110/39*z + 1
*
-4/3 | 0.17509289827101038515378581513145193597 | 0.028557564880590576355903502943850220690
f(z) = 243/112*z^3 - 115/28*z + 1
*
[ -3/2 ] 
f(z) = 244/117*z^3 - 118/39*z + 1
*
6/7 | 0.17369360946088172651625056915404019351 | 0.025517550134512897954697035037401635072
f(z) = 245/104*z^3 - 113/39*z + 1
*
-57/35 | 0.092425781339874575382852964477795747252 | 0.011598652122458453105892818852431007357
f(z) = 245/108*z^3 - 107/20*z + 1
*
[ 8/9 ] 
f(z) = 243/112*z^3 - 103/56*z + 1
*
[ 12/11 ] 
f(z) = 253/108*z^3 - 119/44*z + 1
*
[ 6/11 ] 
f(z) = 242/117*z^3 - 113/78*z + 1
*
[ 20/27 ] 
f(z) = 243/100*z^3 - 101/60*z + 1
*
[ 26/35 ] 
f(z) = 245/104*z^3 - 107/65*z + 1
*
[ 3/4 ] 
f(z) = 245/108*z^3 - 103/64*z + 1
*
3/35 | 0.21205197568183535599232099664971163942 | 0.029821549397473352967172536745391328873
f(z) = 245/108*z^3 - 101/60*z + 1
*
[ 3/4 ] 
f(z) = 248/117*z^3 - 119/78*z + 1
*
[ 3/4 ] 
f(z) = 251/108*z^3 - 105/64*z + 1
*
[ 6/11 ] 
f(z) = 253/108*z^3 - 101/66*z + 1
*
[ 3/4 ] 
f(z) = 257/108*z^3 - 107/64*z + 1
*
[ 3 ] 
f(z) = 251/108*z^3 - 81/4*z + 1
*
[ 3 ] 
f(z) = 257/108*z^3 - 83/4*z + 1
*
[ -3 ] 
f(z) = 259/108*z^3 - 81/4*z + 1
*
[ 3/2 ] 
f(z) = 259/108*z^3 - 81/16*z + 1
*
[ 26/27 ] 
f(z) = 243/104*z^3 - 86/39*z + 1
*
10/9 | 0.13481837002088097423266936242197011699 | 0.022948078232290666114057223212407657311
f(z) = 243/112*z^3 - 89/28*z + 1
*
[ 6/19 ] 
f(z) = 247/108*z^3 - 91/38*z + 1
*
[ 4/9 ] 
f(z) = 243/104*z^3 - 89/52*z + 1
*
[ 2/3 ] 
f(z) = 243/116*z^3 - 83/58*z + 1
*
[ -6/5 ] 
f(z) = 259/108*z^3 - 81/50*z + 1
*
[ 3/5 ] 
f(z) = 245/108*z^3 - 89/60*z + 1
*
[ -3 ] 
f(z) = 241/108*z^3 - 75/4*z + 1
*
[ 3/2 ] 
f(z) = 241/108*z^3 - 75/16*z + 1
*
[ 3 ] 
f(z) = 245/108*z^3 - 79/4*z + 1
*
[ -12/7 ] 
f(z) = 245/108*z^3 - 61/12*z + 1
*
[ -3 ] 
f(z) = 247/108*z^3 - 77/4*z + 1
*
[ 3/2 ] 
f(z) = 247/108*z^3 - 77/16*z + 1
*
[ -3 ] 
f(z) = 253/108*z^3 - 79/4*z + 1
*
[ 3/2 ] 
f(z) = 253/108*z^3 - 79/16*z + 1
*
-10/9 | 0.18738484093082642899161411227056006528 | 0.028421594903605446750352298432704762461
f(z) = 243/100*z^3 - 73/30*z + 1
*
[ 10/27 ] 
f(z) = 243/100*z^3 - 61/30*z + 1
*
-10/9 | 0.10810742367066928901212440196731079857 | 0.019666020620080837172912749787238915693
f(z) = 243/112*z^3 - 61/28*z + 1
*
[ 6/7 ] 
f(z) = 245/104*z^3 - 74/39*z + 1
*
[ -9/7 ] 
f(z) = 245/108*z^3 - 71/36*z + 1
*
[ 3/7 ] 
f(z) = 245/117*z^3 - 67/39*z + 1
*
[ 2/3 ] 
f(z) = 249/104*z^3 - 61/39*z + 1
*
[ 2/3 ] 
f(z) = 255/104*z^3 - 62/39*z + 1
*
[ 3/8 ] 
f(z) = 256/117*z^3 - 77/39*z + 1
*
[ 3/4 ] 
f(z) = 256/117*z^3 - 61/39*z + 1
*
[ 2/3 ] 
f(z) = 243/100*z^3 - 79/50*z + 1
*
[ 4/7 ] 
f(z) = 245/104*z^3 - 79/52*z + 1
*
[ 24/35 ] 
f(z) = 245/108*z^3 - 61/40*z + 1
*
[ -6/5 ] 
f(z) = 253/108*z^3 - 77/50*z + 1
*
[ 2/9 ] 
f(z) = 243/104*z^3 - 47/13*z + 1
*
[ -3/2 ] 
f(z) = 245/108*z^3 - 55/16*z + 1
*
[ 6/35 ] 
f(z) = 245/108*z^3 - 49/10*z + 1
*
[ -3/2 ] 
f(z) = 251/108*z^3 - 57/16*z + 1
*
[ -3/2 ] 
f(z) = 257/108*z^3 - 59/16*z + 1
*
[ -4/3 ] 
f(z) = 243/112*z^3 - 59/28*z + 1
*
[ 4/9 ] 
f(z) = 243/112*z^3 - 47/28*z + 1
*
[ 2/3 ] 
f(z) = 243/112*z^3 - 41/28*z + 1
*
[ 6/13 ] 
f(z) = 247/108*z^3 - 43/26*z + 1
*
[ 3/5 ] 
f(z) = 250/117*z^3 - 56/39*z + 1
*
[ 10/9 ] 
f(z) = 243/100*z^3 - 29/10*z + 1
*
[ 2/7 ] 
f(z) = 245/104*z^3 - 35/13*z + 1
*
[ 6/5 ] 
f(z) = 245/108*z^3 - 31/10*z + 1
*
[ 12/7 ] 
f(z) = 245/108*z^3 - 25/4*z + 1
*
[ 6/7 ] 
f(z) = 259/108*z^3 - 27/14*z + 1
*
[ 5/9 ] 
f(z) = 243/100*z^3 - 31/20*z + 1
*
[ 2/3 ] 
f(z) = 243/104*z^3 - 20/13*z + 1
*
6/35 | 0.080328987654838887835620073523655806787 | 0.011296923151482854265864138943914970638
f(z) = 245/108*z^3 - 19/10*z + 1
*
[ 6/7 ] 
f(z) = 245/108*z^3 - 11/6*z + 1
*
[ 3/7 ] 
f(z) = 245/108*z^3 - 7/4*z + 1
*
[ 11/3 ] 
f(z) = 243/121*z^3 - 289/11*z + 1
*
[ -11/3 ] 
f(z) = 243/121*z^3 - 283/11*z + 1
*
85/27 | 0.22637923650390532954716843049943924342 | 0.025448365769784996135055378800111784281
f(z) = 243/125*z^3 - 292/15*z + 1
*
[ -11/3 ] 
f(z) = 252/121*z^3 - 294/11*z + 1
*
-95/24 | 0.30489579645680945303308893767439254189 | 0.029071484401619658571257357635584386466
f(z) = 256/125*z^3 - 287/9*z + 1
*
[ -8/3 ] 
f(z) = 249/128*z^3 - 299/24*z + 1
*
185/84 | 0.29358499778952470750027347576179540146 | 0.028011689571734305241625941093728441631
f(z) = 252/125*z^3 - 285/28*z + 1
*
[ -35/16 ] 
f(z) = 256/125*z^3 - 292/35*z + 1
*
-65/33 | 0.25980447084229960087415238975716144101 | 0.029297345917635646428699221882377039770
f(z) = 242/125*z^3 - 284/45*z + 1
*
-95/48 | 0.15713672459889919007548992385648520493 | 0.017624188589169842374712954031943194399
f(z) = 256/125*z^3 - 298/45*z + 1
*
5/6 | 0.23867057063437526918959546370833176123 | 0.026819785554327319592936055716133288808
f(z) = 243/125*z^3 - 293/60*z + 1
*
3/13 | 0.23056818121725520431599388654906361316 | 0.025736510416388764154637156659269188359
f(z) = 247/135*z^3 - 288/65*z + 1
*
3/2 | 0.22367092471767218738501151244783459476 | 0.028545550708676689871699619861336911162
f(z) = 256/135*z^3 - 281/60*z + 1
*
[ -11/7 ] 
f(z) = 259/121*z^3 - 281/77*z + 1
*
5/33 | 0.20551394424988442178466817700974670681 | 0.023184393290191294705176204018727518964
f(z) = 242/125*z^3 - 283/90*z + 1
*
[ -18/11 ] 
f(z) = 242/135*z^3 - 287/90*z + 1
*
[ 10/7 ] 
f(z) = 245/136*z^3 - 287/85*z + 1
*
[ 11/9 ] 
f(z) = 252/121*z^3 - 290/99*z + 1
*
[ -10/7 ] 
f(z) = 259/120*z^3 - 284/105*z + 1
*
[ 2/7 ] 
f(z) = 259/120*z^3 - 281/105*z + 1
*
[ 1/3 ] 
f(z) = 243/127*z^3 - 281/127*z + 1
*
[ -40/27 ] 
f(z) = 243/128*z^3 - 299/120*z + 1
*
[ 1/3 ] 
f(z) = 243/128*z^3 - 283/128*z + 1
*
[ 1/3 ] 
f(z) = 243/131*z^3 - 289/131*z + 1
*
[ 1/3 ] 
f(z) = 243/133*z^3 - 293/133*z + 1
*
[ 1/3 ] 
f(z) = 243/134*z^3 - 295/134*z + 1
*
[ 1/3 ] 
f(z) = 243/136*z^3 - 299/136*z + 1
*
36/35 | 0.21148320584974558905892108583465894532 | 0.025019422359379448432220475488917386789
f(z) = 245/128*z^3 - 293/120*z + 1
*
[ 1/3 ] 
f(z) = 252/127*z^3 - 282/127*z + 1
*
[ 1/3 ] 
f(z) = 252/131*z^3 - 290/131*z + 1
*
[ 33/32 ] 
f(z) = 256/121*z^3 - 293/132*z + 1
*
[ 5/14 ] 
f(z) = 259/125*z^3 - 289/140*z + 1
*
[ 15/14 ] 
f(z) = 259/135*z^3 - 299/140*z + 1
*
[ 2/5 ] 
f(z) = 245/128*z^3 - 289/160*z + 1
*
[ 11/24 ] 
f(z) = 252/121*z^3 - 285/176*z + 1
*
[ -15/11 ] 
f(z) = 253/135*z^3 - 289/165*z + 1
*
[ 2/5 ] 
f(z) = 255/128*z^3 - 291/160*z + 1
*
[ 55/64 ] 
f(z) = 256/125*z^3 - 295/176*z + 1
*
[ 10/13 ] 
f(z) = 247/120*z^3 - 296/195*z + 1
*
[ 5/6 ] 
f(z) = 247/125*z^3 - 283/180*z + 1
*
[ 5/6 ] 
f(z) = 251/125*z^3 - 287/180*z + 1
*
[ 5/6 ] 
f(z) = 253/125*z^3 - 289/180*z + 1
*
[ 5/6 ] 
f(z) = 257/125*z^3 - 293/180*z + 1
*
[ 4/5 ] 
f(z) = 241/128*z^3 - 291/200*z + 1
*
[ 4/5 ] 
f(z) = 243/128*z^3 - 293/200*z + 1
*
[ 8/15 ] 
f(z) = 243/128*z^3 - 283/200*z + 1
*
[ 11/19 ] 
f(z) = 247/121*z^3 - 295/209*z + 1
*
[ 4/5 ] 
f(z) = 247/128*z^3 - 297/200*z + 1
*
[ 4/5 ] 
f(z) = 249/128*z^3 - 299/200*z + 1
*
[ 35/8 ] 
f(z) = 256/125*z^3 - 269/7*z + 1
*
-2 | 0.11360235872086715419605015479493039999 | 0.016343747100934638625129842660139497819
f(z) = 245/128*z^3 - 261/32*z + 1
*
-2 | 0.11377679262954999345598746923400086826 | 0.016350885455892619115852500063024584389
f(z) = 247/128*z^3 - 263/32*z + 1
*
-2 | 0.11394940858771436284231853985744012278 | 0.016357882994238099337880200905797059411
f(z) = 249/128*z^3 - 265/32*z + 1
*
-2 | 0.11412024868537360162461987156705629114 | 0.016364744343862438151922870229099666497
f(z) = 251/128*z^3 - 267/32*z + 1
*
-2 | 0.11428935341858191541168533999593744380 | 0.016371473919854725121709042423123296745
f(z) = 253/128*z^3 - 269/32*z + 1
*
-2 | 0.11445676177466402890080039772761569063 | 0.016378075937106307037293587806904272347
f(z) = 255/128*z^3 - 271/32*z + 1
*
[ 33/16 ] 
f(z) = 256/121*z^3 - 280/33*z + 1
*
-2 | 0.11462251131157111225887790768768430133 | 0.016384554422001219774045577830460029551
f(z) = 257/128*z^3 - 273/32*z + 1
*
-2 | 0.11478663823185467087386329369802823336 | 0.016390913223270894338577304597059465735
f(z) = 259/128*z^3 - 275/32*z + 1
*
[ 11/6 ] 
f(z) = 243/121*z^3 - 277/44*z + 1
*
5/108 | 0.26844835933586786832138592982855185434 | 0.025755321159161010537878248740149999076
f(z) = 243/125*z^3 - 269/48*z + 1
*
68/35 | 0.14558987909677956919948947905595126142 | 0.017324290245398267385926641754456916111
f(z) = 245/128*z^3 - 279/40*z + 1
*
[ -11/7 ] 
f(z) = 252/121*z^3 - 270/77*z + 1
*
[ 10/7 ] 
f(z) = 252/125*z^3 - 267/70*z + 1
*
-32/27 | 0.17549373966977830099203790000894219254 | 0.025112101288144550753897957230391095433
f(z) = 243/128*z^3 - 271/96*z + 1
*
[ 5/19 ] 
f(z) = 247/125*z^3 - 279/95*z + 1
*
[ -65/44 ] 
f(z) = 242/125*z^3 - 265/104*z + 1
*
[ 1/3 ] 
f(z) = 243/121*z^3 - 269/121*z + 1
*
[ 1/3 ] 
f(z) = 243/122*z^3 - 271/122*z + 1
*
[ 1/3 ] 
f(z) = 243/124*z^3 - 275/124*z + 1
*
[ 1/3 ] 
f(z) = 243/125*z^3 - 277/125*z + 1
*
20/27 | 0.24300785334572658527710263261163995339 | 0.029121071852943928912500345757173456042
f(z) = 243/128*z^3 - 263/120*z + 1
*
[ -7/5 ] 
f(z) = 250/133*z^3 - 262/133*z + 1
*
[ 1/3 ] 
f(z) = 252/121*z^3 - 270/121*z + 1
*
[ 1/3 ] 
f(z) = 252/125*z^3 - 278/125*z + 1
*
[ 8/19 ] 
f(z) = 247/128*z^3 - 261/152*z + 1
*
[ 20/21 ] 
f(z) = 252/125*z^3 - 263/140*z + 1
*
[ 32/35 ] 
f(z) = 245/128*z^3 - 271/160*z + 1
*
[ 15/16 ] 
f(z) = 248/135*z^3 - 269/160*z + 1
*
-10/11 | 0.20888822731808496307878026457664015588 | 0.026337249714117841936823135248130487279
f(z) = 253/120*z^3 - 271/165*z + 1
*
[ 5/6 ] 
f(z) = 241/125*z^3 - 277/180*z + 1
*
[ 11/17 ] 
f(z) = 255/121*z^3 - 267/187*z + 1
*
[ 2/3 ] 
f(z) = 255/124*z^3 - 263/186*z + 1
*
-115/96 | 0.095973881172459133379950553390130263662 | 0.010513426796827605267986846801284823066
f(z) = 256/125*z^3 - 277/180*z + 1
*
[ 25/44 ] 
f(z) = 242/125*z^3 - 277/200*z + 1
*
[ 5 ] 
f(z) = 246/125*z^3 - 242/5*z + 1
*
[ 5 ] 
f(z) = 247/125*z^3 - 243/5*z + 1
*
[ -5 ] 
f(z) = 247/125*z^3 - 241/5*z + 1
*
[ 4 ] 
f(z) = 247/128*z^3 - 241/8*z + 1
*
[ 5 ] 
f(z) = 248/125*z^3 - 244/5*z + 1
*
[ -5 ] 
f(z) = 248/125*z^3 - 242/5*z + 1
*
[ 15/4 ] 
f(z) = 248/135*z^3 - 251/10*z + 1
*
[ -5 ] 
f(z) = 249/125*z^3 - 243/5*z + 1
*
[ 4 ] 
f(z) = 249/128*z^3 - 243/8*z + 1
*
[ 5 ] 
f(z) = 251/125*z^3 - 247/5*z + 1
*
[ 4 ] 
f(z) = 251/128*z^3 - 245/8*z + 1
*
[ -4 ] 
f(z) = 251/128*z^3 - 241/8*z + 1
*
[ 3 ] 
f(z) = 251/135*z^3 - 241/15*z + 1
*
[ 5 ] 
f(z) = 252/125*z^3 - 248/5*z + 1
*
[ -5 ] 
f(z) = 252/125*z^3 - 246/5*z + 1
*
[ 5 ] 
f(z) = 253/125*z^3 - 249/5*z + 1
*
[ -5 ] 
f(z) = 253/125*z^3 - 247/5*z + 1
*
[ 4 ] 
f(z) = 253/128*z^3 - 247/8*z + 1
*
[ -4 ] 
f(z) = 253/128*z^3 - 243/8*z + 1
*
[ -5 ] 
f(z) = 254/125*z^3 - 248/5*z + 1
*
[ 3 ] 
f(z) = 254/135*z^3 - 244/15*z + 1
*
[ 4 ] 
f(z) = 255/128*z^3 - 249/8*z + 1
*
[ -4 ] 
f(z) = 255/128*z^3 - 245/8*z + 1
*
[ 5 ] 
f(z) = 256/125*z^3 - 252/5*z + 1
*
[ -55/16 ] 
f(z) = 256/125*z^3 - 252/11*z + 1
*
[ 5 ] 
f(z) = 257/125*z^3 - 253/5*z + 1
*
[ -5 ] 
f(z) = 257/125*z^3 - 251/5*z + 1
*
[ 4 ] 
f(z) = 257/128*z^3 - 251/8*z + 1
*
[ -4 ] 
f(z) = 257/128*z^3 - 247/8*z + 1
*
[ 3 ] 
f(z) = 257/135*z^3 - 247/15*z + 1
*
[ 5 ] 
f(z) = 258/125*z^3 - 254/5*z + 1
*
[ -5 ] 
f(z) = 258/125*z^3 - 252/5*z + 1
*
[ -5 ] 
f(z) = 259/125*z^3 - 253/5*z + 1
*
[ 4 ] 
f(z) = 259/128*z^3 - 253/8*z + 1
*
[ -4 ] 
f(z) = 259/128*z^3 - 249/8*z + 1
*
-2 | 0.11324786016517483530121409792328586483 | 0.016329028282871927915992057719513009120
f(z) = 241/128*z^3 - 257/32*z + 1
*
3/22 | 0.20420201757149341061207282153683751524 | 0.026441867750666610907342617555447333718
f(z) = 242/135*z^3 - 251/30*z + 1
*
[ 22/9 ] 
f(z) = 243/121*z^3 - 251/22*z + 1
*
-2 | 0.11342606308604411696582859851162518527 | 0.016336463075064810615016659070701919553
f(z) = 243/128*z^3 - 259/32*z + 1
*
[ 5/2 ] 
f(z) = 253/125*z^3 - 241/20*z + 1
*
[ -33/16 ] 
f(z) = 256/121*z^3 - 248/33*z + 1
*
15/32 | 0.28492919272379741273181875586479569660 | 0.027456730218838466417172836377355810396
f(z) = 256/125*z^3 - 257/36*z + 1
*
-5/2 | 0.24006968070955937789690218359593733148 | 0.027429433650352949337086126892518259900
f(z) = 256/125*z^3 - 253/20*z + 1
*
[ 2 ] 
f(z) = 257/128*z^3 - 241/32*z + 1
*
[ 5/2 ] 
f(z) = 259/125*z^3 - 247/20*z + 1
*
[ 2 ] 
f(z) = 259/128*z^3 - 243/32*z + 1
*
[ -15/7 ] 
f(z) = 259/135*z^3 - 257/35*z + 1
*
[ 5/33 ] 
f(z) = 242/125*z^3 - 254/45*z + 1
*
16/27 | 0.15233614258843056577865090577105968060 | 0.019969298105538270738578861821341935520
f(z) = 243/128*z^3 - 257/48*z + 1
*
[ 5/3 ] 
f(z) = 259/125*z^3 - 241/45*z + 1
*
-5/62 | 0.28033950199294441194724460886125888161 | 0.027034805214973925100476933874798179219
f(z) = 248/125*z^3 - 255/62*z + 1
*
[ 55/42 ] 
f(z) = 252/125*z^3 - 248/77*z + 1
*
45/32 | 0.18459961546096264289438040440690044291 | 0.021035305868001582422776891396861589802
f(z) = 256/125*z^3 - 259/60*z + 1
*
[ 4/3 ] 
f(z) = 259/128*z^3 - 241/72*z + 1
*
-15/11 | 0.17081663792727533898696611438933414491 | 0.019516848702235946794603370605720277101
f(z) = 242/125*z^3 - 253/90*z + 1
*
-10/7 | 0.18295443704688343078731316027016757257 | 0.024032378535149714635998913949918051397
f(z) = 245/136*z^3 - 253/85*z + 1
*
45/64 | 0.25188499280263117086125986859585245541 | 0.028727916780901642249452024046050194112
f(z) = 256/125*z^3 - 257/80*z + 1
*
[ -10/7 ] 
f(z) = 256/125*z^3 - 243/98*z + 1
*
[ 5/4 ] 
f(z) = 257/125*z^3 - 241/80*z + 1
*
[ 5/4 ] 
f(z) = 259/125*z^3 - 243/80*z + 1
*
[ 4/13 ] 
f(z) = 247/128*z^3 - 253/104*z + 1
*
[ 15/44 ] 
f(z) = 242/125*z^3 - 259/120*z + 1
*
[ 15/44 ] 
f(z) = 242/135*z^3 - 257/120*z + 1
*
[ 12/35 ] 
f(z) = 245/128*z^3 - 257/120*z + 1
*
[ 3/8 ] 
f(z) = 256/123*z^3 - 241/123*z + 1
*
[ 3/8 ] 
f(z) = 256/129*z^3 - 251/129*z + 1
*
[ 5/12 ] 
f(z) = 247/125*z^3 - 251/144*z + 1
*
[ 5/12 ] 
f(z) = 257/125*z^3 - 253/144*z + 1
*
[ 11/16 ] 
f(z) = 240/121*z^3 - 245/176*z + 1
*
6/35 | 0.17926562965225774610597968240529257213 | 0.025210700408493820149244875244553217603
f(z) = 245/128*z^3 - 249/160*z + 1
*
[ 20/41 ] 
f(z) = 246/125*z^3 - 249/164*z + 1
*
[ 25/42 ] 
f(z) = 252/125*z^3 - 244/175*z + 1
*
[ 6/11 ] 
f(z) = 253/120*z^3 - 241/165*z + 1
*
[ 11/15 ] 
f(z) = 255/121*z^3 - 247/165*z + 1
*
[ 2/3 ] 
f(z) = 249/124*z^3 - 259/186*z + 1
*
[ 5 ] 
f(z) = 241/125*z^3 - 237/5*z + 1
*
[ 4 ] 
f(z) = 241/128*z^3 - 235/8*z + 1
*
[ -4 ] 
f(z) = 241/128*z^3 - 231/8*z + 1
*
[ -3 ] 
f(z) = 241/135*z^3 - 221/15*z + 1
*
[ 5 ] 
f(z) = 242/125*z^3 - 238/5*z + 1
*
[ -5 ] 
f(z) = 242/125*z^3 - 236/5*z + 1
*
[ 3 ] 
f(z) = 242/135*z^3 - 232/15*z + 1
*
[ 5 ] 
f(z) = 243/125*z^3 - 239/5*z + 1
*
[ -5 ] 
f(z) = 243/125*z^3 - 237/5*z + 1
*
[ 4 ] 
f(z) = 243/128*z^3 - 237/8*z + 1
*
[ -4 ] 
f(z) = 243/128*z^3 - 233/8*z + 1
*
[ -5 ] 
f(z) = 244/125*z^3 - 238/5*z + 1
*
[ -3 ] 
f(z) = 244/135*z^3 - 224/15*z + 1
*
[ 4 ] 
f(z) = 245/128*z^3 - 239/8*z + 1
*
[ -4 ] 
f(z) = 245/128*z^3 - 235/8*z + 1
*
[ -4 ] 
f(z) = 247/128*z^3 - 237/8*z + 1
*
[ -3 ] 
f(z) = 247/135*z^3 - 227/15*z + 1
*
[ 3 ] 
f(z) = 248/135*z^3 - 238/15*z + 1
*
[ -4 ] 
f(z) = 249/128*z^3 - 239/8*z + 1
*
[ -3 ] 
f(z) = 253/135*z^3 - 233/15*z + 1
*
[ -3 ] 
f(z) = 256/135*z^3 - 236/15*z + 1
*
[ -3 ] 
f(z) = 259/135*z^3 - 239/15*z + 1
*
[ 5/2 ] 
f(z) = 241/125*z^3 - 229/20*z + 1
*
[ 2 ] 
f(z) = 241/128*z^3 - 225/32*z + 1
*
[ 25/11 ] 
f(z) = 242/125*z^3 - 236/25*z + 1
*
[ -22/9 ] 
f(z) = 243/121*z^3 - 233/22*z + 1
*
[ 5/2 ] 
f(z) = 243/125*z^3 - 231/20*z + 1
*
[ 2 ] 
f(z) = 243/128*z^3 - 227/32*z + 1
*
[ 2 ] 
f(z) = 245/128*z^3 - 229/32*z + 1
*
[ 2 ] 
f(z) = 247/128*z^3 - 231/32*z + 1
*
[ 5/2 ] 
f(z) = 249/125*z^3 - 237/20*z + 1
*
[ -5/2 ] 
f(z) = 249/125*z^3 - 221/20*z + 1
*
[ 2 ] 
f(z) = 249/128*z^3 - 233/32*z + 1
*
[ 5/2 ] 
f(z) = 251/125*z^3 - 239/20*z + 1
*
[ -5/2 ] 
f(z) = 251/125*z^3 - 223/20*z + 1
*
[ 2 ] 
f(z) = 251/128*z^3 - 235/32*z + 1
*
[ 2 ] 
f(z) = 253/128*z^3 - 237/32*z + 1
*
[ 2 ] 
f(z) = 255/128*z^3 - 239/32*z + 1
*
[ -5/2 ] 
f(z) = 257/125*z^3 - 229/20*z + 1
*
[ -5/2 ] 
f(z) = 259/125*z^3 - 231/20*z + 1
*
[ 5/3 ] 
f(z) = 241/125*z^3 - 223/45*z + 1
*
5/44 | 0.15868982409936811975163890492734890482 | 0.018303505548388560968672422327333522205
f(z) = 242/125*z^3 - 233/40*z + 1
*
[ 5/3 ] 
f(z) = 242/125*z^3 - 224/45*z + 1
*
[ -11/6 ] 
f(z) = 243/121*z^3 - 229/44*z + 1
*
[ 5/3 ] 
f(z) = 244/125*z^3 - 226/45*z + 1
*
[ 5/3 ] 
f(z) = 247/125*z^3 - 229/45*z + 1
*
[ 20/13 ] 
f(z) = 247/125*z^3 - 225/52*z + 1
*
[ 5/3 ] 
f(z) = 251/125*z^3 - 233/45*z + 1
*
[ 5/3 ] 
f(z) = 254/125*z^3 - 236/45*z + 1
*
[ 5/3 ] 
f(z) = 256/125*z^3 - 238/45*z + 1
*
[ 5/3 ] 
f(z) = 257/125*z^3 - 239/45*z + 1
*
[ 4/3 ] 
f(z) = 241/128*z^3 - 223/72*z + 1
*
[ 3/2 ] 
f(z) = 241/135*z^3 - 221/60*z + 1
*
[ -35/22 ] 
f(z) = 242/125*z^3 - 229/70*z + 1
*
[ 2/9 ] 
f(z) = 243/124*z^3 - 223/62*z + 1
*
55/54 | 0.24253314573184113254815560263402582552 | 0.028030095763281335736658550425763806250
f(z) = 243/125*z^3 - 229/60*z + 1
*
[ 4/3 ] 
f(z) = 245/128*z^3 - 227/72*z + 1
*
[ 4/3 ] 
f(z) = 247/128*z^3 - 229/72*z + 1
*
[ 3/2 ] 
f(z) = 247/135*z^3 - 227/60*z + 1
*
[ 3/13 ] 
f(z) = 247/135*z^3 - 223/65*z + 1
*
[ 4/3 ] 
f(z) = 251/128*z^3 - 233/72*z + 1
*
[ 11/42 ] 
f(z) = 252/121*z^3 - 228/77*z + 1
*
[ 4/3 ] 
f(z) = 253/128*z^3 - 235/72*z + 1
*
[ 3/2 ] 
f(z) = 253/135*z^3 - 233/60*z + 1
*
45/32 | 0.18410552051277375631594354034081984634 | 0.021172896483372582890307814842819205972
f(z) = 256/125*z^3 - 239/60*z + 1
*
[ 4/3 ] 
f(z) = 257/128*z^3 - 239/72*z + 1
*
[ 3/2 ] 
f(z) = 259/135*z^3 - 239/60*z + 1
*
[ 5/4 ] 
f(z) = 243/125*z^3 - 227/80*z + 1
*
[ -10/7 ] 
f(z) = 246/125*z^3 - 227/98*z + 1
*
[ 5/4 ] 
f(z) = 247/125*z^3 - 231/80*z + 1
*
[ 5/18 ] 
f(z) = 248/125*z^3 - 223/81*z + 1
*
[ 5/4 ] 
f(z) = 249/125*z^3 - 233/80*z + 1
*
[ -10/7 ] 
f(z) = 251/125*z^3 - 235/98*z + 1
*
[ 5/4 ] 
f(z) = 253/125*z^3 - 237/80*z + 1
*
[ 15/14 ] 
f(z) = 252/125*z^3 - 236/105*z + 1
*
[ -65/48 ] 
f(z) = 256/125*z^3 - 236/117*z + 1
*
[ 3/7 ] 
f(z) = 245/132*z^3 - 221/132*z + 1
*
[ 3/7 ] 
f(z) = 245/138*z^3 - 229/138*z + 1
*
-5/4 | 0.14788286331892537394873757306804815029 | 0.017030553992592612777710039072973990707
f(z) = 246/125*z^3 - 233/120*z + 1
*
[ 11/13 ] 
f(z) = 247/121*z^3 - 235/143*z + 1
*
[ 15/31 ] 
f(z) = 248/135*z^3 - 232/155*z + 1
*
[ 11/15 ] 
f(z) = 240/121*z^3 - 236/165*z + 1
*
[ 5/8 ] 
f(z) = 254/125*z^3 - 223/160*z + 1
*
[ 10/3 ] 
f(z) = 243/125*z^3 - 209/10*z + 1
*
[ -10/3 ] 
f(z) = 243/125*z^3 - 203/10*z + 1
*
[ 10/3 ] 
f(z) = 252/125*z^3 - 217/10*z + 1
*
[ -10/3 ] 
f(z) = 252/125*z^3 - 211/10*z + 1
*
[ 11/6 ] 
f(z) = 240/121*z^3 - 205/33*z + 1
*
[ -5/2 ] 
f(z) = 241/125*z^3 - 213/20*z + 1
*
[ -25/11 ] 
f(z) = 242/125*z^3 - 214/25*z + 1
*
[ 21/11 ] 
f(z) = 242/135*z^3 - 212/35*z + 1
*
[ -55/27 ] 
f(z) = 243/125*z^3 - 217/33*z + 1
*
10/27 | 0.23587651902700540433134089683790898095 | 0.027551773278557550182325830929280832745
f(z) = 243/125*z^3 - 209/30*z + 1
*
[ -5/2 ] 
f(z) = 247/125*z^3 - 219/20*z + 1
*
[ -2 ] 
f(z) = 249/128*z^3 - 201/32*z + 1
*
[ -2 ] 
f(z) = 251/128*z^3 - 203/32*z + 1
*
[ -2 ] 
f(z) = 253/128*z^3 - 205/32*z + 1
*
[ -2 ] 
f(z) = 255/128*z^3 - 207/32*z + 1
*
[ -2 ] 
f(z) = 257/128*z^3 - 209/32*z + 1
*
[ -2 ] 
f(z) = 259/128*z^3 - 211/32*z + 1
*
14/9 | 0.22171133486917266358222675369168526802 | 0.029815829142224124832871141524345774304
f(z) = 243/136*z^3 - 212/51*z + 1
*
-8/5 | 0.22450476381829317439676660124047644164 | 0.027507241343485506990526987113467754909
f(z) = 255/128*z^3 - 219/40*z + 1
*
35/24 | 0.23123382538014799073286789278308865084 | 0.026935097971721017451803794751439334230
f(z) = 256/125*z^3 - 214/45*z + 1
*
[ 10/37 ] 
f(z) = 259/125*z^3 - 211/74*z + 1
*
[ 5/21 ] 
f(z) = 259/125*z^3 - 209/63*z + 1
*
[ -10/7 ] 
f(z) = 241/125*z^3 - 219/98*z + 1
*
34/35 | 0.20196105235001897354529717345773263002 | 0.027074926503128731977882796918110168639
f(z) = 245/136*z^3 - 217/85*z + 1
*
[ 5/14 ] 
f(z) = 246/125*z^3 - 201/98*z + 1
*
[ 35/36 ] 
f(z) = 243/125*z^3 - 209/112*z + 1
*
[ -25/18 ] 
f(z) = 243/125*z^3 - 203/100*z + 1
*
[ 11/24 ] 
f(z) = 240/121*z^3 - 211/132*z + 1
*
[ 5/11 ] 
f(z) = 242/135*z^3 - 212/135*z + 1
*
[ -4/3 ] 
f(z) = 243/124*z^3 - 215/124*z + 1
*
[ 4/9 ] 
f(z) = 243/124*z^3 - 203/124*z + 1
*
[ 8/9 ] 
f(z) = 243/136*z^3 - 209/136*z + 1
*
[ 3/7 ] 
f(z) = 245/123*z^3 - 209/123*z + 1
*
[ 3/7 ] 
f(z) = 245/129*z^3 - 217/129*z + 1
*
[ 6/7 ] 
f(z) = 245/138*z^3 - 203/138*z + 1
*
[ 5/12 ] 
f(z) = 246/125*z^3 - 209/120*z + 1
*
[ 1/2 ] 
f(z) = 248/139*z^3 - 201/139*z + 1
*
[ 1/2 ] 
f(z) = 252/139*z^3 - 202/139*z + 1
*
[ 8/17 ] 
f(z) = 255/128*z^3 - 213/136*z + 1
*
-4/5 | 0.17422755860711266165569475899177938176 | 0.021120248782644369071544251946480053098
f(z) = 255/128*z^3 - 203/120*z + 1
*
[ 7/16 ] 
f(z) = 256/133*z^3 - 220/133*z + 1
*
[ 7/8 ] 
f(z) = 256/133*z^3 - 215/133*z + 1
*
[ 1/2 ] 
f(z) = 256/137*z^3 - 201/137*z + 1
*
[ 1/2 ] 
f(z) = 256/139*z^3 - 203/139*z + 1
*
[ 5/12 ] 
f(z) = 258/125*z^3 - 211/120*z + 1
*
[ 16/21 ] 
f(z) = 245/128*z^3 - 205/144*z + 1
*
[ 15/26 ] 
f(z) = 247/125*z^3 - 217/156*z + 1
*
[ 2/3 ] 
f(z) = 251/136*z^3 - 202/153*z + 1
*
[ 2/3 ] 
f(z) = 253/136*z^3 - 203/153*z + 1
*
[ 2/3 ] 
f(z) = 257/136*z^3 - 205/153*z + 1
*
[ 2/3 ] 
f(z) = 259/136*z^3 - 206/153*z + 1
*
[ 5/8 ] 
f(z) = 242/125*z^3 - 217/160*z + 1
*
[ 5/8 ] 
f(z) = 246/125*z^3 - 219/160*z + 1
*
[ 40/11 ] 
f(z) = 242/125*z^3 - 199/8*z + 1
*
[ -35/9 ] 
f(z) = 243/125*z^3 - 197/7*z + 1
*
[ 5/64 ] 
f(z) = 256/125*z^3 - 189/16*z + 1
*
[ -2 ] 
f(z) = 241/128*z^3 - 193/32*z + 1
*
[ 3/22 ] 
f(z) = 242/135*z^3 - 191/30*z + 1
*
[ 20/9 ] 
f(z) = 243/125*z^3 - 181/20*z + 1
*
-4/27 | 0.15511375289541308762033695196228145613 | 0.019230820738242026166208018443061719682
f(z) = 243/128*z^3 - 199/24*z + 1
*
[ -2 ] 
f(z) = 243/128*z^3 - 195/32*z + 1
*
[ -2 ] 
f(z) = 245/128*z^3 - 197/32*z + 1
*
[ -2 ] 
f(z) = 247/128*z^3 - 199/32*z + 1
*
65/44 | 0.17369793869317009399766164164437129037 | 0.020479465515107074337284226456603182730
f(z) = 242/125*z^3 - 193/40*z + 1
*
8/7 | 0.16315129449986310787865643177469074165 | 0.020330728608720108833293164172274133099
f(z) = 245/128*z^3 - 191/40*z + 1
*
[ 8/5 ] 
f(z) = 245/128*z^3 - 181/40*z + 1
*
[ -15/8 ] 
f(z) = 248/135*z^3 - 197/40*z + 1
*
[ -5/3 ] 
f(z) = 253/125*z^3 - 181/45*z + 1
*
[ -5/3 ] 
f(z) = 254/125*z^3 - 182/45*z + 1
*
[ 8/5 ] 
f(z) = 255/128*z^3 - 189/40*z + 1
*
[ -5/3 ] 
f(z) = 259/125*z^3 - 187/45*z + 1
*
[ 4/3 ] 
f(z) = 243/136*z^3 - 199/68*z + 1
*
[ -11/8 ] 
f(z) = 248/121*z^3 - 189/88*z + 1
*
[ 11/12 ] 
f(z) = 256/121*z^3 - 185/99*z + 1
*
3/4 | 0.10682179279778704215003586501709099427 | 0.012527556674605572089243901395095390419
f(z) = 256/135*z^3 - 187/80*z + 1
*
[ 22/25 ] 
f(z) = 250/121*z^3 - 191/110*z + 1
*
[ 6/7 ] 
f(z) = 259/120*z^3 - 184/105*z + 1
*
[ 1/2 ] 
f(z) = 240/121*z^3 - 181/121*z + 1
*
[ 1/2 ] 
f(z) = 240/127*z^3 - 187/127*z + 1
*
[ 1/2 ] 
f(z) = 240/131*z^3 - 191/131*z + 1
*
[ 1/2 ] 
f(z) = 240/133*z^3 - 193/133*z + 1
*
[ 1/2 ] 
f(z) = 240/137*z^3 - 197/137*z + 1
*
[ 1/2 ] 
f(z) = 240/139*z^3 - 199/139*z + 1
*
[ 2/3 ] 
f(z) = 241/120*z^3 - 188/135*z + 1
*
[ 7/9 ] 
f(z) = 243/133*z^3 - 185/133*z + 1
*
[ 1/2 ] 
f(z) = 244/121*z^3 - 182/121*z + 1
*
[ 1/2 ] 
f(z) = 244/123*z^3 - 184/123*z + 1
*
[ 5/11 ] 
f(z) = 244/125*z^3 - 194/121*z + 1
*
[ 1/2 ] 
f(z) = 244/125*z^3 - 186/125*z + 1
*
[ 1/2 ] 
f(z) = 244/127*z^3 - 188/127*z + 1
*
[ 1/2 ] 
f(z) = 244/129*z^3 - 190/129*z + 1
*
[ 1/2 ] 
f(z) = 244/131*z^3 - 192/131*z + 1
*
[ 1/2 ] 
f(z) = 244/133*z^3 - 194/133*z + 1
*
[ 1/2 ] 
f(z) = 244/135*z^3 - 196/135*z + 1
*
[ 1/2 ] 
f(z) = 244/137*z^3 - 198/137*z + 1
*
[ 1/2 ] 
f(z) = 244/139*z^3 - 200/139*z + 1
*
[ 2/3 ] 
f(z) = 247/120*z^3 - 191/135*z + 1
*
[ 10/13 ] 
f(z) = 247/125*z^3 - 191/130*z + 1
*
[ 1/2 ] 
f(z) = 248/121*z^3 - 183/121*z + 1
*
[ 1/2 ] 
f(z) = 248/123*z^3 - 185/123*z + 1
*
[ 1/2 ] 
f(z) = 248/125*z^3 - 187/125*z + 1
*
[ 1/2 ] 
f(z) = 248/127*z^3 - 189/127*z + 1
*
[ 1/2 ] 
f(z) = 248/129*z^3 - 191/129*z + 1
*
[ 1/2 ] 
f(z) = 248/131*z^3 - 193/131*z + 1
*
[ 1/2 ] 
f(z) = 248/133*z^3 - 195/133*z + 1
*
[ 1/2 ] 
f(z) = 248/135*z^3 - 197/135*z + 1
*
[ 1/2 ] 
f(z) = 248/137*z^3 - 199/137*z + 1
*
[ 5/11 ] 
f(z) = 249/125*z^3 - 195/121*z + 1
*
[ 5/9 ] 
f(z) = 249/125*z^3 - 191/135*z + 1
*
[ 2/3 ] 
f(z) = 251/120*z^3 - 193/135*z + 1
*
[ 1/2 ] 
f(z) = 252/121*z^3 - 184/121*z + 1
*
[ 1/2 ] 
f(z) = 252/125*z^3 - 188/125*z + 1
*
[ 1/2 ] 
f(z) = 252/127*z^3 - 190/127*z + 1
*
[ 1/2 ] 
f(z) = 252/131*z^3 - 194/131*z + 1
*
[ 1/2 ] 
f(z) = 252/137*z^3 - 200/137*z + 1
*
[ 2/3 ] 
f(z) = 253/120*z^3 - 194/135*z + 1
*
[ 5/11 ] 
f(z) = 254/125*z^3 - 196/121*z + 1
*
[ 1/2 ] 
f(z) = 256/121*z^3 - 185/121*z + 1
*
[ 1/2 ] 
f(z) = 256/123*z^3 - 187/123*z + 1
*
[ 3/4 ] 
f(z) = 256/123*z^3 - 185/123*z + 1
*
[ 1/2 ] 
f(z) = 256/125*z^3 - 189/125*z + 1
*
[ 1/2 ] 
f(z) = 256/127*z^3 - 191/127*z + 1
*
[ 1/2 ] 
f(z) = 256/129*z^3 - 193/129*z + 1
*
[ 3/4 ] 
f(z) = 256/129*z^3 - 187/129*z + 1
*
[ 1/2 ] 
f(z) = 256/131*z^3 - 195/131*z + 1
*
[ 1/2 ] 
f(z) = 256/133*z^3 - 197/133*z + 1
*
[ 1/2 ] 
f(z) = 256/135*z^3 - 199/135*z + 1
*
[ 5/8 ] 
f(z) = 256/135*z^3 - 181/135*z + 1
*
[ 2/3 ] 
f(z) = 257/120*z^3 - 196/135*z + 1
*
[ 5/9 ] 
f(z) = 258/125*z^3 - 194/135*z + 1
*
[ 2/3 ] 
f(z) = 259/120*z^3 - 197/135*z + 1
*
[ 5/11 ] 
f(z) = 259/125*z^3 - 197/121*z + 1
*
[ 2/3 ] 
f(z) = 241/136*z^3 - 197/153*z + 1
*
[ 2/3 ] 
f(z) = 245/136*z^3 - 199/153*z + 1
*
[ 2/3 ] 
f(z) = 247/136*z^3 - 200/153*z + 1
*
[ 15/4 ] 
f(z) = 248/125*z^3 - 163/6*z + 1
*
[ 11/4 ] 
f(z) = 256/121*z^3 - 169/11*z + 1
*
[ -11/4 ] 
f(z) = 256/121*z^3 - 161/11*z + 1
*
[ -11/6 ] 
f(z) = 240/121*z^3 - 169/33*z + 1
*
-155/88 | 0.17934626127797044952879238002881382957 | 0.017967677073606274524097775939170096572
f(z) = 242/125*z^3 - 173/32*z + 1
*
[ -20/9 ] 
f(z) = 243/125*z^3 - 163/20*z + 1
*
-4/27 | 0.14900453178082788922310826330029618965 | 0.018772520825160554440561323675408746718
f(z) = 243/128*z^3 - 175/24*z + 1
*
5/3 | 0.12463281247817469904343890967028595860 | 0.014949593540575441387621685003518711012
f(z) = 246/125*z^3 - 167/30*z + 1
*
-5/42 | 0.21508017372587501783860108087541829719 | 0.025893083077915301967281850435640108604
f(z) = 252/125*z^3 - 162/35*z + 1
*
-5/3 | 0.20801337152895219685025202690878580677 | 0.024915437653458622560420688776420939940
f(z) = 258/125*z^3 - 169/30*z + 1
*
[ -15/7 ] 
f(z) = 259/125*z^3 - 169/21*z + 1
*
[ -5/3 ] 
f(z) = 241/125*z^3 - 169/45*z + 1
*
-69/44 | 0.17173881539005619914438138820109698469 | 0.020470472983044523825078395240945268511
f(z) = 242/135*z^3 - 163/40*z + 1
*
-2/27 | 0.20049038652663066444499820864266453181 | 0.027589810097117153883263385370256759151
f(z) = 243/136*z^3 - 179/51*z + 1
*
[ -5/3 ] 
f(z) = 244/125*z^3 - 172/45*z + 1
*
24/35 | 0.23045099214644599672625235037065237102 | 0.029341888843944973967688700634850621949
f(z) = 245/128*z^3 - 161/40*z + 1
*
[ -5/3 ] 
f(z) = 248/125*z^3 - 176/45*z + 1
*
[ -5/3 ] 
f(z) = 251/125*z^3 - 179/45*z + 1
*
[ 15/11 ] 
f(z) = 253/135*z^3 - 177/55*z + 1
*
5/6 | 0.15226084496392041608309036125298388571 | 0.018186550427995509233581938245250213238
f(z) = 243/125*z^3 - 173/60*z + 1
*
[ 2/7 ] 
f(z) = 245/124*z^3 - 165/62*z + 1
*
[ 2/7 ] 
f(z) = 245/132*z^3 - 175/66*z + 1
*
-15/13 | 0.23391302236345871793579457660571827557 | 0.027801013747920367980858577011339761616
f(z) = 247/135*z^3 - 167/65*z + 1
*
[ -10/7 ] 
f(z) = 252/125*z^3 - 169/70*z + 1
*
3/8 | 0.17438605020257800709268520874195879115 | 0.023958639956026885130519330437313946184
f(z) = 256/135*z^3 - 161/60*z + 1
*
[ -10/7 ] 
f(z) = 259/125*z^3 - 177/70*z + 1
*
[ 10/9 ] 
f(z) = 243/136*z^3 - 179/85*z + 1
*
[ -10/7 ] 
f(z) = 245/136*z^3 - 168/85*z + 1
*
[ 4/11 ] 
f(z) = 253/128*z^3 - 177/88*z + 1
*
[ 11/24 ] 
f(z) = 256/121*z^3 - 161/99*z + 1
*
[ 7/11 ] 
f(z) = 242/133*z^3 - 174/133*z + 1
*
[ 3/5 ] 
f(z) = 242/135*z^3 - 164/125*z + 1
*
[ 3/4 ] 
f(z) = 242/135*z^3 - 161/120*z + 1
*
[ 2/3 ] 
f(z) = 243/122*z^3 - 169/122*z + 1
*
[ 20/27 ] 
f(z) = 243/128*z^3 - 167/120*z + 1
*
[ 5/9 ] 
f(z) = 243/130*z^3 - 179/130*z + 1
*
[ 2/3 ] 
f(z) = 243/130*z^3 - 173/130*z + 1
*
[ 2/3 ] 
f(z) = 243/134*z^3 - 175/134*z + 1
*
[ 4/7 ] 
f(z) = 245/124*z^3 - 173/124*z + 1
*
[ 24/35 ] 
f(z) = 245/128*z^3 - 163/120*z + 1
*
[ 4/7 ] 
f(z) = 245/132*z^3 - 179/132*z + 1
*
[ 3/5 ] 
f(z) = 248/135*z^3 - 166/125*z + 1
*
[ 3/5 ] 
f(z) = 250/123*z^3 - 172/123*z + 1
*
[ 3/5 ] 
f(z) = 250/129*z^3 - 176/129*z + 1
*
[ 3/5 ] 
f(z) = 251/135*z^3 - 167/125*z + 1
*
[ 3/5 ] 
f(z) = 254/135*z^3 - 168/125*z + 1
*
[ 3/4 ] 
f(z) = 254/135*z^3 - 167/120*z + 1
*
[ 8/15 ] 
f(z) = 255/128*z^3 - 173/120*z + 1
*
[ 3/5 ] 
f(z) = 257/135*z^3 - 169/125*z + 1
*
[ 11/4 ] 
f(z) = 240/121*z^3 - 158/11*z + 1
*
[ -11/4 ] 
f(z) = 240/121*z^3 - 150/11*z + 1
*
10/27 | 0.14838104151896483201193271649536491384 | 0.018151245819241448644338380431741563108
f(z) = 243/125*z^3 - 142/15*z + 1
*
[ 16/7 ] 
f(z) = 245/128*z^3 - 151/16*z + 1
*
10/27 | 0.21697175840546025371922961952433434901 | 0.026386531893033978478693483993695649701
f(z) = 243/125*z^3 - 149/30*z + 1
*
[ 11/8 ] 
f(z) = 240/121*z^3 - 153/44*z + 1
*
10/11 | 0.24278130082641074072899435975263301805 | 0.029430484558362449111929986260465540804
f(z) = 242/125*z^3 - 153/40*z + 1
*
-34/27 | 0.20868254194747218582144461344767822045 | 0.029297549982286996071547014674997563209
f(z) = 243/136*z^3 - 155/51*z + 1
*
4/35 | 0.13993844105010983917927887073666672262 | 0.017964159470630562106685665718453213444
f(z) = 245/128*z^3 - 151/40*z + 1
*
[ 5/18 ] 
f(z) = 258/125*z^3 - 149/54*z + 1
*
-8/7 | 0.23130973442296951705038331617319508296 | 0.029594335320145432164402024522917530055
f(z) = 259/128*z^3 - 155/56*z + 1
*
[ 8/7 ] 
f(z) = 259/128*z^3 - 141/56*z + 1
*
[ 5/16 ] 
f(z) = 244/125*z^3 - 153/64*z + 1
*
[ 10/31 ] 
f(z) = 248/125*z^3 - 143/62*z + 1
*
[ -3/2 ] 
f(z) = 251/135*z^3 - 151/60*z + 1
*
[ -3/2 ] 
f(z) = 257/135*z^3 - 157/60*z + 1
*
[ 9/22 ] 
f(z) = 242/135*z^3 - 157/90*z + 1
*
[ 10/21 ] 
f(z) = 243/125*z^3 - 151/98*z + 1
*
-10/9 | 0.14775227260613956843936557165551739815 | 0.022414985724895022180872561527154053231
f(z) = 243/128*z^3 - 145/96*z + 1
*
[ 11/21 ] 
f(z) = 245/121*z^3 - 145/99*z + 1
*
[ 6/7 ] 
f(z) = 245/128*z^3 - 151/96*z + 1
*
[ 2/5 ] 
f(z) = 245/136*z^3 - 152/85*z + 1
*
[ 34/35 ] 
f(z) = 245/136*z^3 - 147/85*z + 1
*
[ 5/12 ] 
f(z) = 248/125*z^3 - 157/90*z + 1
*
[ 11/15 ] 
f(z) = 250/121*z^3 - 146/99*z + 1
*
[ -35/27 ] 
f(z) = 243/125*z^3 - 157/105*z + 1
*
[ 22/35 ] 
f(z) = 245/121*z^3 - 153/110*z + 1
*
[ 8/13 ] 
f(z) = 247/128*z^3 - 141/104*z + 1
*
[ 6/11 ] 
f(z) = 253/135*z^3 - 153/110*z + 1
*
[ 15/23 ] 
f(z) = 253/135*z^3 - 153/115*z + 1
*
[ 25/32 ] 
f(z) = 256/125*z^3 - 153/100*z + 1
*
[ -21/16 ] 
f(z) = 256/135*z^3 - 158/105*z + 1
*
-2 | 0.093088178342655199080526647791751915305 | 0.013429785326033606034810346745290309415
f(z) = 241/120*z^3 - 128/15*z + 1
*
-2 | 0.11304831713446095066971933419448484993 | 0.016291134178617180350379283195042213100
f(z) = 241/136*z^3 - 129/17*z + 1
*
[ -35/11 ] 
f(z) = 242/125*z^3 - 128/7*z + 1
*
55/27 | 0.10239682226135413794427062021956859629 | 0.012699494396541245650822328961457214076
f(z) = 243/125*z^3 - 127/15*z + 1
*
-2 | 0.11323022488877547487680814294232295204 | 0.016299210623005167669977638048519823181
f(z) = 243/136*z^3 - 130/17*z + 1
*
[ -16/7 ] 
f(z) = 245/128*z^3 - 137/16*z + 1
*
-2 | 0.11341009921436166929036096830212546843 | 0.016307115497693411909978207492446441048
f(z) = 245/136*z^3 - 131/17*z + 1
*
[ 10/3 ] 
f(z) = 246/125*z^3 - 127/6*z + 1
*
-2 | 0.093608709590869174517136894191957800036 | 0.013459895101608711734939974581184150604
f(z) = 247/120*z^3 - 131/15*z + 1
*
-2 | 0.11358799185700137711617167547933328284 | 0.016314854894114666956890519947794493024
f(z) = 247/136*z^3 - 132/17*z + 1
*
[ -10/3 ] 
f(z) = 249/125*z^3 - 125/6*z + 1
*
-2 | 0.11376395238350313897713618431339667898 | 0.016322434599762439460912958484872637963
f(z) = 249/136*z^3 - 133/17*z + 1
*
-2 | 0.093946360290592996521199945059776435534 | 0.013479079177555769667929803291880181208
f(z) = 251/120*z^3 - 133/15*z + 1
*
-2 | 0.11393802831129952531198288137957039128 | 0.016329860117790470243381663604191945420
f(z) = 251/136*z^3 - 134/17*z + 1
*
-2 | 0.094111661183061986833691197529758241277 | 0.013488299607690175024926219203221354972
f(z) = 253/120*z^3 - 134/15*z + 1
*
-2 | 0.11411026522815382556787478342694760274 | 0.016337136685061778992635091529012175346
f(z) = 253/136*z^3 - 135/17*z + 1
*
[ 5/2 ] 
f(z) = 254/125*z^3 - 121/10*z + 1
*
[ 45/16 ] 
f(z) = 256/125*z^3 - 140/9*z + 1
*
-2 | 0.094439524473680533349315292606482948174 | 0.013506610707395968938586176421464815091
f(z) = 257/120*z^3 - 136/15*z + 1
*
[ 2 ] 
f(z) = 257/120*z^3 - 121/15*z + 1
*
-2 | 0.11444939538794977172692653843141062356 | 0.016351262681919206769554049744935640770
f(z) = 257/136*z^3 - 137/17*z + 1
*
[ 5/2 ] 
f(z) = 258/125*z^3 - 123/10*z + 1
*
-2 | 0.094602153650056037165286558590118366780 | 0.013515708487265766077195824835539899828
f(z) = 259/120*z^3 - 137/15*z + 1
*
[ 2 ] 
f(z) = 259/120*z^3 - 122/15*z + 1
*
-2 | 0.11461637111453710841343955420685473854 | 0.016358121397307755018244774402459863309
f(z) = 259/136*z^3 - 138/17*z + 1
*
[ 2 ] 
f(z) = 259/136*z^3 - 121/17*z + 1
*
15/22 | 0.10527981766323189071961145752193539034 | 0.013007025725773663795885223979517673624
f(z) = 242/125*z^3 - 131/30*z + 1
*
5/3 | 0.29277100204700414057605332166709743762 | 0.029966460161644472841311251731395355855
f(z) = 243/125*z^3 - 140/27*z + 1
*
40/27 | 0.21755014981870026269283861194285058802 | 0.026729816789082521357163688364406697007
f(z) = 243/125*z^3 - 137/30*z + 1
*
[ 4/27 ] 
f(z) = 243/128*z^3 - 139/24*z + 1
*
[ 12/7 ] 
f(z) = 245/128*z^3 - 125/24*z + 1
*
15/8 | 0.16608605124326430087217502550344813255 | 0.020179803083587002591255970064592745558
f(z) = 256/135*z^3 - 139/20*z + 1
*
15/32 | 0.11109827652239876529502861336924872349 | 0.013648396757946130024933375062370459765
f(z) = 256/135*z^3 - 127/20*z + 1
*
5/6 | 0.14884402127221181265101384725740581241 | 0.018255566814877222218461183020392324172
f(z) = 258/125*z^3 - 139/30*z + 1
*
15/14 | 0.28535549588904677629351791125643192960 | 0.029268845793065816654285838617414378966
f(z) = 259/135*z^3 - 127/28*z + 1
*
[ 11/10 ] 
f(z) = 240/121*z^3 - 127/55*z + 1
*
-34/27 | 0.18980867413578288761886029753413563620 | 0.027117762217796436696648128875282383137
f(z) = 243/136*z^3 - 137/51*z + 1
*
[ 34/27 ] 
f(z) = 243/136*z^3 - 134/51*z + 1
*
[ 11/35 ] 
f(z) = 245/121*z^3 - 131/55*z + 1
*
[ 8/35 ] 
f(z) = 245/128*z^3 - 139/40*z + 1
*
[ -8/5 ] 
f(z) = 245/128*z^3 - 131/40*z + 1
*
[ 5/18 ] 
f(z) = 252/125*z^3 - 124/45*z + 1
*
[ -8/5 ] 
f(z) = 255/128*z^3 - 139/40*z + 1
*
[ 5/4 ] 
f(z) = 258/125*z^3 - 121/40*z + 1
*
[ 5/12 ] 
f(z) = 242/125*z^3 - 125/72*z + 1
*
-12/11 | 0.20559934649107153244679067035049237273 | 0.029008424466872702600169861563840483815
f(z) = 242/135*z^3 - 133/60*z + 1
*
[ 25/27 ] 
f(z) = 243/125*z^3 - 131/75*z + 1
*
[ 8/21 ] 
f(z) = 245/128*z^3 - 137/72*z + 1
*
[ 5/13 ] 
f(z) = 247/125*z^3 - 123/65*z + 1
*
[ -4/3 ] 
f(z) = 247/128*z^3 - 121/72*z + 1
*
[ -4/3 ] 
f(z) = 251/128*z^3 - 125/72*z + 1
*
[ -4/3 ] 
f(z) = 253/128*z^3 - 127/72*z + 1
*
[ -4/3 ] 
f(z) = 257/128*z^3 - 131/72*z + 1
*
[ -4/3 ] 
f(z) = 259/128*z^3 - 133/72*z + 1
*
[ 5/6 ] 
f(z) = 242/125*z^3 - 139/90*z + 1
*
[ 5/12 ] 
f(z) = 243/125*z^3 - 139/80*z + 1
*
[ 16/35 ] 
f(z) = 245/128*z^3 - 127/80*z + 1
*
[ 2/3 ] 
f(z) = 249/128*z^3 - 131/96*z + 1
*
[ 11/20 ] 
f(z) = 250/121*z^3 - 127/88*z + 1
*
[ 11/18 ] 
f(z) = 252/121*z^3 - 140/99*z + 1
*
[ 8/11 ] 
f(z) = 253/128*z^3 - 125/88*z + 1
*
[ 2/3 ] 
f(z) = 255/128*z^3 - 133/96*z + 1
*
[ 2 ] 
f(z) = 241/120*z^3 - 113/15*z + 1
*
[ 2 ] 
f(z) = 241/136*z^3 - 112/17*z + 1
*
[ -45/22 ] 
f(z) = 242/125*z^3 - 119/18*z + 1
*
[ -5/2 ] 
f(z) = 242/125*z^3 - 107/10*z + 1
*
40/9 | 0.28668415749451716994405622572463373911 | 0.029919331234844558275816233586812868768
f(z) = 243/125*z^3 - 116/3*z + 1
*
[ 8/3 ] 
f(z) = 243/128*z^3 - 103/8*z + 1
*
[ 2 ] 
f(z) = 243/136*z^3 - 113/17*z + 1
*
[ 2 ] 
f(z) = 245/136*z^3 - 114/17*z + 1
*
[ 5/2 ] 
f(z) = 246/125*z^3 - 117/10*z + 1
*
[ -5/2 ] 
f(z) = 246/125*z^3 - 109/10*z + 1
*
[ 2 ] 
f(z) = 247/120*z^3 - 116/15*z + 1
*
[ -2 ] 
f(z) = 247/120*z^3 - 101/15*z + 1
*
[ 2 ] 
f(z) = 247/136*z^3 - 115/17*z + 1
*
[ 2 ] 
f(z) = 249/136*z^3 - 116/17*z + 1
*
[ 11/5 ] 
f(z) = 250/121*z^3 - 104/11*z + 1
*
[ 2 ] 
f(z) = 251/120*z^3 - 118/15*z + 1
*
[ -2 ] 
f(z) = 251/120*z^3 - 103/15*z + 1
*
[ 2 ] 
f(z) = 251/136*z^3 - 117/17*z + 1
*
[ 2 ] 
f(z) = 253/120*z^3 - 119/15*z + 1
*
[ -2 ] 
f(z) = 253/120*z^3 - 104/15*z + 1
*
[ 2 ] 
f(z) = 253/136*z^3 - 118/17*z + 1
*
[ -2 ] 
f(z) = 253/136*z^3 - 101/17*z + 1
*
[ -5/2 ] 
f(z) = 254/125*z^3 - 113/10*z + 1
*
[ 15/8 ] 
f(z) = 256/125*z^3 - 101/15*z + 1
*
[ -2 ] 
f(z) = 257/120*z^3 - 106/15*z + 1
*
[ 2 ] 
f(z) = 257/136*z^3 - 120/17*z + 1
*
[ -2 ] 
f(z) = 257/136*z^3 - 103/17*z + 1
*
[ -2 ] 
f(z) = 259/120*z^3 - 107/15*z + 1
*
[ -2 ] 
f(z) = 259/136*z^3 - 104/17*z + 1
*
[ 20/11 ] 
f(z) = 242/125*z^3 - 119/20*z + 1
*
-15/11 | 0.14875068143059463869406900349558925392 | 0.018987841574372713995567928667579681432
f(z) = 242/125*z^3 - 101/30*z + 1
*
10/9 | 0.21204354959987154561087528477900990861 | 0.026512073978700099431923225487612341104
f(z) = 243/125*z^3 - 119/30*z + 1
*
[ 2/9 ] 
f(z) = 243/128*z^3 - 115/32*z + 1
*
-5/3 | 0.18396572310678496969207986756897790271 | 0.019182103079279747949590073886688646916
f(z) = 252/125*z^3 - 117/28*z + 1
*
[ 5/21 ] 
f(z) = 252/125*z^3 - 116/35*z + 1
*
5/3 | 0.17926185543026660840686357012898417433 | 0.022662046241426302558191584341633536408
f(z) = 252/125*z^3 - 109/20*z + 1
*
-55/42 | 0.16357894272113871007377014845564345033 | 0.020727960533564142192033744500059787206
f(z) = 252/125*z^3 - 107/35*z + 1
*
[ 25/16 ] 
f(z) = 256/125*z^3 - 116/25*z + 1
*
[ 5/32 ] 
f(z) = 256/125*z^3 - 109/20*z + 1
*
5/8 | 0.21081735192292413562812886369919443347 | 0.026843386819175551515941665770318491197
f(z) = 256/125*z^3 - 103/20*z + 1
*
[ 21/16 ] 
f(z) = 256/135*z^3 - 106/35*z + 1
*
51/32 | 0.089155865148279655432721010317437768884 | 0.011242055962586980562316172411704403311
f(z) = 256/135*z^3 - 103/20*z + 1
*
[ 25/22 ] 
f(z) = 242/125*z^3 - 119/50*z + 1
*
-38/27 | 0.17023680023571469537344140694588066990 | 0.025318417990636749563257083148084115592
f(z) = 243/136*z^3 - 104/51*z + 1
*
3/8 | 0.18476452320253291106899371475949788119 | 0.022929297039927231349291321393609747195
f(z) = 248/135*z^3 - 117/40*z + 1
*
[ 5/4 ] 
f(z) = 254/125*z^3 - 119/40*z + 1
*
[ 5/14 ] 
f(z) = 256/125*z^3 - 101/49*z + 1
*
[ 9/8 ] 
f(z) = 256/135*z^3 - 103/45*z + 1
*
[ -4/3 ] 
f(z) = 241/128*z^3 - 115/72*z + 1
*
[ 22/27 ] 
f(z) = 243/121*z^3 - 103/66*z + 1
*
[ 4/9 ] 
f(z) = 243/136*z^3 - 109/68*z + 1
*
[ -4/3 ] 
f(z) = 245/128*z^3 - 119/72*z + 1
*
[ 6/7 ] 
f(z) = 245/132*z^3 - 101/66*z + 1
*
[ 11/14 ] 
f(z) = 252/121*z^3 - 120/77*z + 1
*
[ 11/21 ] 
f(z) = 252/121*z^3 - 114/77*z + 1
*
[ 10/21 ] 
f(z) = 252/125*z^3 - 109/70*z + 1
*
[ 5/9 ] 
f(z) = 241/125*z^3 - 113/81*z + 1
*
[ 3/4 ] 
f(z) = 241/135*z^3 - 107/80*z + 1
*
[ 5/8 ] 
f(z) = 244/125*z^3 - 109/80*z + 1
*
[ 3/4 ] 
f(z) = 247/135*z^3 - 109/80*z + 1
*
[ 5/9 ] 
f(z) = 251/125*z^3 - 115/81*z + 1
*
[ 5/8 ] 
f(z) = 252/125*z^3 - 111/80*z + 1
*
[ 3/4 ] 
f(z) = 253/135*z^3 - 111/80*z + 1
*
[ 5/9 ] 
f(z) = 256/125*z^3 - 116/81*z + 1
*
[ -5/4 ] 
f(z) = 257/125*z^3 - 113/80*z + 1
*
[ 3/4 ] 
f(z) = 259/135*z^3 - 113/80*z + 1
*
[ -2 ] 
f(z) = 241/120*z^3 - 98/15*z + 1
*
[ -2 ] 
f(z) = 241/136*z^3 - 95/17*z + 1
*
45/22 | 0.16150455423055108434707017675574902418 | 0.021016147677993888496292823324385054235
f(z) = 242/125*z^3 - 87/10*z + 1
*
6/11 | 0.14766408590337157084751643327225180633 | 0.022123414144405715956824884085472318458
f(z) = 242/135*z^3 - 88/15*z + 1
*
-5/3 | 0.13679568812952185907895093644255028426 | 0.017939018114066700713549925835815623674
f(z) = 243/125*z^3 - 82/15*z + 1
*
[ -8/3 ] 
f(z) = 243/128*z^3 - 97/8*z + 1
*
[ 16/9 ] 
f(z) = 243/128*z^3 - 89/16*z + 1
*
[ -2 ] 
f(z) = 243/136*z^3 - 96/17*z + 1
*
[ -2 ] 
f(z) = 245/136*z^3 - 97/17*z + 1
*
[ -2 ] 
f(z) = 247/136*z^3 - 98/17*z + 1
*
[ -2 ] 
f(z) = 249/136*z^3 - 99/17*z + 1
*
[ -11/5 ] 
f(z) = 250/121*z^3 - 94/11*z + 1
*
[ -2 ] 
f(z) = 251/136*z^3 - 100/17*z + 1
*
[ 3 ] 
f(z) = 253/135*z^3 - 81/5*z + 1
*
-15/8 | 0.14961917549620104667439556824955070503 | 0.016180023595637394733661224662026739604
f(z) = 256/125*z^3 - 83/12*z + 1
*
[ 3 ] 
f(z) = 256/135*z^3 - 82/5*z + 1
*
[ 3 ] 
f(z) = 259/135*z^3 - 83/5*z + 1
*
[ -20/11 ] 
f(z) = 242/125*z^3 - 97/20*z + 1
*
21/22 | 0.10512653318874083910378671280385098832 | 0.015723709185850942076272353844706731552
f(z) = 242/135*z^3 - 89/30*z + 1
*
10/9 | 0.097984077810679156829864919056815560320 | 0.012712802177507284226763446468338745673
f(z) = 243/125*z^3 - 89/30*z + 1
*
4/3 | 0.17217514124221860023162871371488173568 | 0.023941713578842555458341813918343947379
f(z) = 243/128*z^3 - 83/24*z + 1
*
[ -12/7 ] 
f(z) = 245/128*z^3 - 97/24*z + 1
*
[ 2/7 ] 
f(z) = 245/128*z^3 - 85/32*z + 1
*
-4/3 | 0.20896105838111015083409183462812985550 | 0.028777658829518928860337456327255703867
f(z) = 249/128*z^3 - 89/24*z + 1
*
5/7 | 0.26996181015313199262434635103532221622 | 0.028617402896783599435748982252269691648
f(z) = 252/125*z^3 - 100/21*z + 1
*
5/6 | 0.19751933674941187109478400425940929829 | 0.025943899318656100934527012459851540648
f(z) = 252/125*z^3 - 81/35*z + 1
*
[ 5/23 ] 
f(z) = 253/125*z^3 - 85/23*z + 1
*
-4/3 | 0.20905656678355758337143880958511371930 | 0.028702965987752473320659636786527858625
f(z) = 255/128*z^3 - 91/24*z + 1
*
5/24 | 0.27118980290813933034801611424655541761 | 0.028904742360777677022020898983061867771
f(z) = 256/125*z^3 - 95/36*z + 1
*
[ -25/16 ] 
f(z) = 256/125*z^3 - 84/25*z + 1
*
-3/32 | 0.21737264957570389029249586251473749062 | 0.028005641773253422140328106407833660505
f(z) = 256/135*z^3 - 87/20*z + 1
*
3/7 | 0.22907222317061112319499036395348099293 | 0.029221632375702981175999765359084417384
f(z) = 259/135*z^3 - 94/35*z + 1
*
[ -11/8 ] 
f(z) = 240/121*z^3 - 89/44*z + 1
*
[ 35/44 ] 
f(z) = 242/125*z^3 - 83/56*z + 1
*
12/35 | 0.17926562965225774610597968240529257213 | 0.024331259562087470705328741998209571315
f(z) = 245/128*z^3 - 99/40*z + 1
*
[ 11/25 ] 
f(z) = 250/121*z^3 - 92/55*z + 1
*
[ 11/12 ] 
f(z) = 252/121*z^3 - 81/44*z + 1
*
[ 5/11 ] 
f(z) = 253/125*z^3 - 89/55*z + 1
*
[ 11/32 ] 
f(z) = 256/121*z^3 - 95/44*z + 1
*
[ 2/3 ] 
f(z) = 243/124*z^3 - 85/62*z + 1
*
[ 5/8 ] 
f(z) = 243/125*z^3 - 87/64*z + 1
*
[ -4/3 ] 
f(z) = 243/136*z^3 - 97/68*z + 1
*
[ 4/7 ] 
f(z) = 245/136*z^3 - 91/68*z + 1
*
[ 5/8 ] 
f(z) = 253/125*z^3 - 89/64*z + 1
*
[ 35/48 ] 
f(z) = 256/125*z^3 - 92/63*z + 1
*
[ 3 ] 
f(z) = 241/135*z^3 - 77/5*z + 1
*
45/22 | 0.090847946641673996321427511199630189804 | 0.012012663720430223642968689043416373343
f(z) = 242/125*z^3 - 77/10*z + 1
*
-20/11 | 0.13584012124508988124774098136476331682 | 0.018532709438656596319610230858093142215
f(z) = 242/125*z^3 - 61/10*z + 1
*
20/9 | 0.13276662729810091696333787385264595381 | 0.018656446594978985267722514213894690339
f(z) = 243/128*z^3 - 77/8*z + 1
*
[ -16/9 ] 
f(z) = 243/128*z^3 - 71/16*z + 1
*
[ 2/9 ] 
f(z) = 243/136*z^3 - 61/17*z + 1
*
[ 3 ] 
f(z) = 244/135*z^3 - 78/5*z + 1
*
[ 5/3 ] 
f(z) = 246/125*z^3 - 76/15*z + 1
*
[ 3 ] 
f(z) = 247/135*z^3 - 79/5*z + 1
*
[ -3 ] 
f(z) = 248/135*z^3 - 76/5*z + 1
*
[ 5/3 ] 
f(z) = 249/125*z^3 - 77/15*z + 1
*
[ -3 ] 
f(z) = 251/135*z^3 - 77/5*z + 1
*
[ 11/6 ] 
f(z) = 252/121*z^3 - 72/11*z + 1
*
[ -3 ] 
f(z) = 254/135*z^3 - 78/5*z + 1
*
15/32 | 0.16982125396070127294886615157493092858 | 0.018463324179830186730698260254224654746
f(z) = 256/125*z^3 - 79/12*z + 1
*
[ 5/2 ] 
f(z) = 256/125*z^3 - 61/5*z + 1
*
[ -15/8 ] 
f(z) = 256/135*z^3 - 77/15*z + 1
*
[ -3 ] 
f(z) = 257/135*z^3 - 79/5*z + 1
*
[ -5/3 ] 
f(z) = 258/125*z^3 - 62/15*z + 1
*
[ -3/2 ] 
f(z) = 242/135*z^3 - 71/30*z + 1
*
10/9 | 0.18018548082990517601164514493363656584 | 0.024083959006536096074010302033063541009
f(z) = 243/125*z^3 - 71/20*z + 1
*
-4/3 | 0.074329610016195893141591823777192485959 | 0.010565283893182317307832591165338418180
f(z) = 243/128*z^3 - 71/24*z + 1
*
[ 8/27 ] 
f(z) = 243/128*z^3 - 61/24*z + 1
*
[ 4/3 ] 
f(z) = 249/128*z^3 - 77/24*z + 1
*
[ 3/2 ] 
f(z) = 251/135*z^3 - 77/20*z + 1
*
[ -15/11 ] 
f(z) = 253/125*z^3 - 67/33*z + 1
*
[ -3/2 ] 
f(z) = 254/135*z^3 - 77/30*z + 1
*
[ 4/3 ] 
f(z) = 255/128*z^3 - 79/24*z + 1
*
15/32 | 0.18790665060595062287542410696258458941 | 0.020486721481193853532550348991962246259
f(z) = 256/125*z^3 - 77/36*z + 1
*
-45/32 | 0.10253183088239566184218723619579715192 | 0.013757154699942701931477154091655790040
f(z) = 256/125*z^3 - 69/20*z + 1
*
[ 3/2 ] 
f(z) = 257/135*z^3 - 79/20*z + 1
*
[ 11/20 ] 
f(z) = 240/121*z^3 - 78/55*z + 1
*
[ 5/7 ] 
f(z) = 242/125*z^3 - 68/49*z + 1
*
[ 9/11 ] 
f(z) = 242/135*z^3 - 64/45*z + 1
*
[ 11/18 ] 
f(z) = 243/121*z^3 - 61/44*z + 1
*
[ 16/27 ] 
f(z) = 243/128*z^3 - 65/48*z + 1
*
[ 11/14 ] 
f(z) = 245/121*z^3 - 67/44*z + 1
*
[ 6/7 ] 
f(z) = 245/136*z^3 - 76/51*z + 1
*
[ 5/7 ] 
f(z) = 247/125*z^3 - 69/49*z + 1
*
[ 5/6 ] 
f(z) = 248/125*z^3 - 71/45*z + 1
*
[ 3/8 ] 
f(z) = 248/135*z^3 - 77/40*z + 1
*
[ 2/3 ] 
f(z) = 249/136*z^3 - 67/51*z + 1
*
[ 5/9 ] 
f(z) = 252/125*z^3 - 64/45*z + 1
*
[ 4/5 ] 
f(z) = 255/128*z^3 - 61/40*z + 1
*
[ 5/12 ] 
f(z) = 256/125*z^3 - 79/45*z + 1
*
[ 9/16 ] 
f(z) = 256/135*z^3 - 62/45*z + 1
*
[ 5/7 ] 
f(z) = 257/125*z^3 - 71/49*z + 1
*
[ 4/7 ] 
f(z) = 259/128*z^3 - 79/56*z + 1
*
[ -5 ] 
f(z) = 241/125*z^3 - 47*z + 1
*
[ 5/4 ] 
f(z) = 241/125*z^3 - 45/16*z + 1
*
[ 15/11 ] 
f(z) = 242/135*z^3 - 46/15*z + 1
*
21/11 | 0.11796383423272890614964140575651167015 | 0.016829355422860782273895365509625266569
f(z) = 242/135*z^3 - 41/5*z + 1
*
5/27 | 0.10937235798402944668589299445658986015 | 0.015253909969178718903055211719920051988
f(z) = 243/125*z^3 - 52/15*z + 1
*
5/18 | 0.11721070188010319759806701986310659392 | 0.013380004236136591240578655274958559451
f(z) = 243/125*z^3 - 51/4*z + 1
*
-80/27 | 0.25605078097758176089553877089236858944 | 0.029295299313329716565048150182429093824
f(z) = 243/125*z^3 - 50/3*z + 1
*
5/9 | 0.19100056178808385444780343991243421096 | 0.027101822640356551803695147646688413879
f(z) = 243/125*z^3 - 46/15*z + 1
*
[ -5/2 ] 
f(z) = 243/125*z^3 - 43/4*z + 1
*
65/54 | 0.094595819992838811910861380540959599738 | 0.011074348470974433825717643788109738213
f(z) = 243/125*z^3 - 41/12*z + 1
*
4/9 | 0.18243111090941464769218663663903320304 | 0.027728248250560122371807123429051499587
f(z) = 243/128*z^3 - 45/8*z + 1
*
[ 5/2 ] 
f(z) = 244/125*z^3 - 58/5*z + 1
*
[ -5/2 ] 
f(z) = 244/125*z^3 - 54/5*z + 1
*
[ 5 ] 
f(z) = 244/125*z^3 - 48*z + 1
*
[ 3/2 ] 
f(z) = 244/135*z^3 - 56/15*z + 1
*
[ 11/7 ] 
f(z) = 245/121*z^3 - 51/11*z + 1
*
[ 2/7 ] 
f(z) = 245/136*z^3 - 45/17*z + 1
*
[ -5/3 ] 
f(z) = 246/125*z^3 - 58/15*z + 1
*
[ -5 ] 
f(z) = 246/125*z^3 - 48*z + 1
*
[ 5/2 ] 
f(z) = 247/125*z^3 - 47/4*z + 1
*
[ 5/2 ] 
f(z) = 248/125*z^3 - 59/5*z + 1
*
[ 5/3 ] 
f(z) = 248/125*z^3 - 46/9*z + 1
*
[ -5/3 ] 
f(z) = 249/125*z^3 - 59/15*z + 1
*
[ 5 ] 
f(z) = 249/125*z^3 - 49*z + 1
*
[ -5 ] 
f(z) = 251/125*z^3 - 49*z + 1
*
[ 5/4 ] 
f(z) = 251/125*z^3 - 47/16*z + 1
*
[ -11/6 ] 
f(z) = 252/121*z^3 - 60/11*z + 1
*
[ -5/2 ] 
f(z) = 252/125*z^3 - 56/5*z + 1
*
[ 5/42 ] 
f(z) = 252/125*z^3 - 52/7*z + 1
*
[ 10/9 ] 
f(z) = 252/125*z^3 - 43/18*z + 1
*
[ 5/3 ] 
f(z) = 253/125*z^3 - 47/9*z + 1
*
[ -5/2 ] 
f(z) = 253/125*z^3 - 45/4*z + 1
*
[ 5 ] 
f(z) = 254/125*z^3 - 50*z + 1
*
[ 11/8 ] 
f(z) = 256/121*z^3 - 41/11*z + 1
*
5/4 | 0.21002930119650469829338487989519749085 | 0.023870748335687596465015373476786560811
f(z) = 256/125*z^3 - 53/16*z + 1
*
[ -5 ] 
f(z) = 256/125*z^3 - 50*z + 1
*
[ 3/2 ] 
f(z) = 256/135*z^3 - 59/15*z + 1
*
[ 5/2 ] 
f(z) = 257/125*z^3 - 49/4*z + 1
*
[ 10/7 ] 
f(z) = 259/125*z^3 - 55/14*z + 1
*
[ 5 ] 
f(z) = 259/125*z^3 - 51*z + 1
*
[ 11/12 ] 
f(z) = 240/121*z^3 - 58/33*z + 1
*
[ -3/2 ] 
f(z) = 241/135*z^3 - 47/20*z + 1
*
[ 20/33 ] 
f(z) = 242/125*z^3 - 49/36*z + 1
*
[ 15/22 ] 
f(z) = 242/125*z^3 - 41/30*z + 1
*
[ 12/11 ] 
f(z) = 242/135*z^3 - 41/20*z + 1
*
[ 6/11 ] 
f(z) = 242/135*z^3 - 41/30*z + 1
*
[ 11/27 ] 
f(z) = 243/121*z^3 - 59/33*z + 1
*
[ 10/27 ] 
f(z) = 243/125*z^3 - 59/30*z + 1
*
10/9 | 0.10657057306495398773720727036812113007 | 0.014903513130421445443048304854255591253
f(z) = 243/125*z^3 - 51/20*z + 1
*
[ 2/3 ] 
f(z) = 243/128*z^3 - 43/32*z + 1
*
[ 5/4 ] 
f(z) = 244/125*z^3 - 57/20*z + 1
*
[ 5/6 ] 
f(z) = 246/125*z^3 - 47/30*z + 1
*
[ 10/19 ] 
f(z) = 247/125*z^3 - 55/38*z + 1
*
[ -3/2 ] 
f(z) = 247/135*z^3 - 49/20*z + 1
*
[ 3/4 ] 
f(z) = 248/135*z^3 - 41/30*z + 1
*
[ -4/3 ] 
f(z) = 249/128*z^3 - 41/24*z + 1
*
[ 11/10 ] 
f(z) = 250/121*z^3 - 53/22*z + 1
*
[ 5/4 ] 
f(z) = 252/125*z^3 - 59/20*z + 1
*
[ -3/2 ] 
f(z) = 253/135*z^3 - 51/20*z + 1
*
[ -4/3 ] 
f(z) = 255/128*z^3 - 43/24*z + 1
*
15/32 | 0.18420721927101522705746855813089267496 | 0.025777724553315900554664693264820220562
f(z) = 256/135*z^3 - 47/20*z + 1
*
[ 5/6 ] 
f(z) = 258/125*z^3 - 49/30*z + 1
*
[ 5/8 ] 
f(z) = 258/125*z^3 - 45/32*z + 1
*
[ 5/6 ] 
f(z) = 259/125*z^3 - 59/36*z + 1
*
[ 5/7 ] 
f(z) = 259/125*z^3 - 51/35*z + 1
*
[ 3/7 ] 
f(z) = 259/135*z^3 - 59/35*z + 1
*
[ -3/2 ] 
f(z) = 259/135*z^3 - 53/20*z + 1
*
[ 4/5 ] 
f(z) = 245/128*z^3 - 59/40*z + 1
*
[ -5/4 ] 
f(z) = 258/125*z^3 - 57/40*z + 1
*
15/11 | 0.21298544331275296609858272080407037635 | 0.025006529560395915244515204040130780532
f(z) = 242/125*z^3 - 40/9*z + 1
*
5/22 | 0.20616770527165054120421265968162803680 | 0.024429677229319437429334183113802939760
f(z) = 242/125*z^3 - 37/2*z + 1
*
20/11 | 0.18427789779099383235943995916586987758 | 0.027090150484141816236419117582087835367
f(z) = 242/125*z^3 - 36/5*z + 1
*
[ -5/3 ] 
f(z) = 242/125*z^3 - 34/9*z + 1
*
5/11 | 0.13764177511029589269897650833082033619 | 0.020496488017405966746582066290733348826
f(z) = 242/125*z^3 - 33/5*z + 1
*
35/44 | 0.23344507366101894361469963681730594496 | 0.028484162373079701555860685975394057381
f(z) = 242/125*z^3 - 29/8*z + 1
*
[ -15/11 ] 
f(z) = 242/125*z^3 - 28/15*z + 1
*
15/11 | 0.21612417537036641549151411395445802955 | 0.026857100072099336688369510856666762991
f(z) = 242/125*z^3 - 25/6*z + 1
*
[ 5/2 ] 
f(z) = 242/125*z^3 - 23/2*z + 1
*
10/11 | 0.10058187144986260648034546531422484771 | 0.016058674098786201942943287510180417023
f(z) = 242/125*z^3 - 21/5*z + 1
*
-15/11 | 0.12891208561013292432148300538000147144 | 0.019155342585464772317228206392303991182
f(z) = 242/135*z^3 - 31/10*z + 1
*
3/11 | 0.18420656713166150769322171113177004594 | 0.028642059440715761437513360547052712700
f(z) = 242/135*z^3 - 23/10*z + 1
*
[ 11/9 ] 
f(z) = 243/121*z^3 - 31/11*z + 1
*
10/27 | 0.089413217357450020811153296290343757751 | 0.013091642411739429871771184098594305281
f(z) = 243/125*z^3 - 37/15*z + 1
*
10/9 | 0.093831583998460964346164443675544970951 | 0.014668221952690908781554677325962312236
f(z) = 243/125*z^3 - 24/5*z + 1
*
[ 10/9 ] 
f(z) = 243/125*z^3 - 23/10*z + 1
*
[ 2/3 ] 
f(z) = 243/136*z^3 - 22/17*z + 1
*
[ -11/7 ] 
f(z) = 245/121*z^3 - 37/11*z + 1
*
[ 5/4 ] 
f(z) = 246/125*z^3 - 23/8*z + 1
*
[ -5/3 ] 
f(z) = 247/125*z^3 - 35/9*z + 1
*
[ 5/4 ] 
f(z) = 248/125*z^3 - 29/10*z + 1
*
[ -3/2 ] 
f(z) = 248/135*z^3 - 37/15*z + 1
*
5/12 | 0.23564060771237976632782569007250925649 | 0.029004953159838163551310454467443421237
f(z) = 252/125*z^3 - 27/4*z + 1
*
[ 5/3 ] 
f(z) = 252/125*z^3 - 26/5*z + 1
*
[ 5/6 ] 
f(z) = 254/125*z^3 - 29/18*z + 1
*
[ 3/2 ] 
f(z) = 254/135*z^3 - 39/10*z + 1
*
[ -11/8 ] 
f(z) = 256/121*z^3 - 25/11*z + 1
*
[ 5/24 ] 
f(z) = 256/125*z^3 - 35/9*z + 1
*
-5/4 | 0.14583714280683386659431208438161441070 | 0.022142930741766674005075778524211007831
f(z) = 256/125*z^3 - 29/10*z + 1
*
[ 15/16 ] 
f(z) = 256/125*z^3 - 28/15*z + 1
*
[ 15/8 ] 
f(z) = 256/135*z^3 - 31/5*z + 1
*
[ 3/8 ] 
f(z) = 256/135*z^3 - 29/15*z + 1
*
[ 15/16 ] 
f(z) = 256/135*z^3 - 26/15*z + 1
*
[ 3/16 ] 
f(z) = 256/135*z^3 - 22/5*z + 1
*
[ -5/3 ] 
f(z) = 257/125*z^3 - 37/9*z + 1
*
[ -5/2 ] 
f(z) = 258/125*z^3 - 23/2*z + 1
*
[ -5/4 ] 
f(z) = 259/125*z^3 - 23/16*z + 1
*
[ 5/6 ] 
f(z) = 243/125*z^3 - 31/20*z + 1
*
[ 3/4 ] 
f(z) = 244/135*z^3 - 27/20*z + 1
*
[ 5/9 ] 
f(z) = 246/125*z^3 - 38/27*z + 1
*
[ 10/11 ] 
f(z) = 253/125*z^3 - 39/22*z + 1
*
[ 15/32 ] 
f(z) = 256/135*z^3 - 31/20*z + 1
*
[ 10/11 ] 
f(z) = 242/125*z^3 - 17/10*z + 1
*
[ 15/11 ] 
f(z) = 242/125*z^3 - 10/3*z + 1
*
[ 5/11 ] 
f(z) = 242/125*z^3 - 8/5*z + 1
*
[ 5/22 ] 
f(z) = 242/125*z^3 - 7/2*z + 1
*
-15/11 | 0.12292963928602361694519577061491467631 | 0.021590344661326787468152042830057426298
f(z) = 242/135*z^3 - 11/5*z + 1
*
[ -15/11 ] 
f(z) = 242/135*z^3 - 8/5*z + 1
*
[ -5/3 ] 
f(z) = 243/125*z^3 - 19/5*z + 1
*
[ 20/27 ] 
f(z) = 243/125*z^3 - 17/12*z + 1
*
-10/9 | 0.11508533515596651375253226375175770472 | 0.015566243711450481146638423825303994929
f(z) = 243/125*z^3 - 13/6*z + 1
*
[ 5/18 ] 
f(z) = 243/125*z^3 - 11/4*z + 1
*
20/27 | 0.14532235888748932346005402190565973507 | 0.021037566187333533129607764990196900686
f(z) = 243/125*z^3 - 8/3*z + 1
*
-10/9 | 0.14075745295448300669391123121317165168 | 0.020460847927536854697020564406045622622
f(z) = 243/125*z^3 - 7/4*z + 1
*
[ 5/9 ] 
f(z) = 243/125*z^3 - 7/5*z + 1
*
[ 5/3 ] 
f(z) = 243/125*z^3 - 5*z + 1
*
[ 5/6 ] 
f(z) = 244/125*z^3 - 14/9*z + 1
*
[ -3/2 ] 
f(z) = 244/135*z^3 - 12/5*z + 1
*
[ 8/7 ] 
f(z) = 245/128*z^3 - 19/8*z + 1
*
[ 4/7 ] 
f(z) = 245/128*z^3 - 11/8*z + 1
*
[ -5/2 ] 
f(z) = 248/125*z^3 - 11*z + 1
*
[ 5/8 ] 
f(z) = 248/125*z^3 - 11/8*z + 1
*
[ 3/2 ] 
f(z) = 248/135*z^3 - 19/5*z + 1
*
[ 5/6 ] 
f(z) = 249/125*z^3 - 19/12*z + 1
*
5/42 | 0.10142500840100133750933448606468437337 | 0.013238223571353216836318604047384873697
f(z) = 252/125*z^3 - 17/7*z + 1
*
[ 5/2 ] 
f(z) = 252/125*z^3 - 12*z + 1
*
[ 5/7 ] 
f(z) = 252/125*z^3 - 10/7*z + 1
*
[ 5/6 ] 
f(z) = 252/125*z^3 - 8/5*z + 1
*
[ 5/12 ] 
f(z) = 252/125*z^3 - 7/4*z + 1
*
[ -5/3 ] 
f(z) = 252/125*z^3 - 4*z + 1
*
[ 11/16 ] 
f(z) = 256/121*z^3 - 16/11*z + 1
*
5/8 | 0.16642957075299949963529019867458559865 | 0.026678568486959026838705675490675247999
f(z) = 256/125*z^3 - 19/10*z + 1
*
[ 15/32 ] 
f(z) = 256/125*z^3 - 19/12*z + 1
*
[ -15/8 ] 
f(z) = 256/125*z^3 - 17/3*z + 1
*
[ 5/16 ] 
f(z) = 256/125*z^3 - 12/5*z + 1
*
5/4 | 0.20672263929777706376136736430418198208 | 0.028607342938575909643468389772988649385
f(z) = 256/125*z^3 - 11/2*z + 1
*
[ 5/4 ] 
f(z) = 256/125*z^3 - 3*z + 1
*
[ -3/2 ] 
f(z) = 256/135*z^3 - 13/5*z + 1
*
[ 5/3 ] 
f(z) = 258/125*z^3 - 16/3*z + 1
*
[ -10/11 ]
f(z) = 242/125*z^3 + 1/2*z + 1
*
[ -5/11 ]
f(z) = 242/125*z^3 + 14/5*z + 1
*
[ -8/9 ]
f(z) = 243/128*z^3 + 5/8*z + 1
*
[ -11/16 ]
f(z) = 256/121*z^3 + 16/11*z + 1
*
[ -5/16 ]
f(z) = 256/125*z^3 + 4*z + 1
*
[ -15/16 ]
f(z) = 256/125*z^3 + 4/15*z + 1
*
[ -5/8 ]
f(z) = 256/125*z^3 + 9/5*z + 1
*
[ -15/16 ]
f(z) = 256/135*z^3 + 2/5*z + 1
*
[ 21/10 ] 
f(z) = 250/147*z^3 - 293/42*z + 1
*
[ 6/35 ] 
f(z) = 245/144*z^3 - 293/60*z + 1
*
[ -7/4 ] 
f(z) = 244/147*z^3 - 295/84*z + 1
*
[ 10/7 ] 
f(z) = 245/152*z^3 - 284/95*z + 1
*
[ 7/25 ] 
f(z) = 250/147*z^3 - 284/105*z + 1
*
[ -14/9 ] 
f(z) = 243/152*z^3 - 296/133*z + 1
*
-12/11 | 0.16647480436772648858837174954454680485 | 0.020440429247177513265132864719072566521
f(z) = 253/144*z^3 - 287/132*z + 1
*
[ -3/2 ] 
f(z) = 244/159*z^3 - 284/159*z + 1
*
-9/7 | 0.12416555104701709500564977813365477862 | 0.021859467941151788469992956584427001501
f(z) = 245/144*z^3 - 293/144*z + 1
*
[ -3/2 ] 
f(z) = 248/159*z^3 - 293/159*z + 1
*
[ 3/8 ] 
f(z) = 256/147*z^3 - 281/147*z + 1
*
-14/11 | 0.11749422894949532997787768545732969588 | 0.015393160144541298530117900879408395086
f(z) = 242/147*z^3 - 295/168*z + 1
*
[ 7/15 ] 
f(z) = 250/147*z^3 - 286/189*z + 1
*
[ 14/27 ] 
f(z) = 243/140*z^3 - 293/210*z + 1
*
[ 12/19 ] 
f(z) = 247/144*z^3 - 289/228*z + 1
*
[ 7/11 ] 
f(z) = 253/147*z^3 - 293/231*z + 1
*
[ 2/3 ] 
f(z) = 255/148*z^3 - 281/222*z + 1
*
-2 | 0.099639370374297841589418471611838652323 | 0.014319193697012974248038098515575573817
f(z) = 245/144*z^3 - 263/36*z + 1
*
-2 | 0.099821218029480808207899006642013378354 | 0.014329726017065326687156091667624725858
f(z) = 247/144*z^3 - 265/36*z + 1
*
-2 | 0.10017875708241498958227395356158691650 | 0.014350189758196364278252573779281182116
f(z) = 251/144*z^3 - 269/36*z + 1
*
-2 | 0.10035455503948631668197665450344546086 | 0.014360134758198700696854255739204184134
f(z) = 253/144*z^3 - 271/36*z + 1
*
-2 | 0.10070045719315759099749404302562001349 | 0.014379482497455855666452381663848685905
f(z) = 257/144*z^3 - 275/36*z + 1
*
-2 | 0.10087065490461070396607272175148309583 | 0.014388896929824707874612160114371648534
f(z) = 259/144*z^3 - 277/36*z + 1
*
[ 14/9 ] 
f(z) = 243/140*z^3 - 269/70*z + 1
*
[ 2/9 ] 
f(z) = 243/148*z^3 - 265/74*z + 1
*
-12/7 | 0.089331115353158657203270081573010503767 | 0.011016395471812615461836339550270550077
f(z) = 245/144*z^3 - 277/60*z + 1
*
7/8 | 0.20576448486084752057115790204852539039 | 0.027260690927451365921004789503820571566
f(z) = 256/147*z^3 - 271/84*z + 1
*
[ 12/11 ] 
f(z) = 253/144*z^3 - 265/132*z + 1
*
[ -13/9 ] 
f(z) = 243/143*z^3 - 265/143*z + 1
*
[ 3/8 ] 
f(z) = 256/141*z^3 - 271/141*z + 1
*
[ 17/16 ] 
f(z) = 256/153*z^3 - 280/153*z + 1
*
-2/35 | 0.18504081940790012563972890830366135805 | 0.026022883865044488388533113305233034339
f(z) = 245/144*z^3 - 271/180*z + 1
*
[ 2/3 ] 
f(z) = 249/140*z^3 - 271/210*z + 1
*
[ 14/25 ] 
f(z) = 250/147*z^3 - 277/210*z + 1
*
[ 5/7 ] 
f(z) = 259/150*z^3 - 269/210*z + 1
*
[ 2/3 ] 
f(z) = 249/148*z^3 - 277/222*z + 1
*
-2 | 0.099269233538315560839889012039647339082 | 0.014297491458893908977777096515051775244
f(z) = 241/144*z^3 - 259/36*z + 1
*
[ 2 ] 
f(z) = 259/144*z^3 - 241/36*z + 1
*
[ -21/10 ] 
f(z) = 250/147*z^3 - 253/42*z + 1
*
[ 2/9 ] 
f(z) = 243/140*z^3 - 251/70*z + 1
*
6/7 | 0.15010700288478053498599376904364925419 | 0.018720561113195654973995813875913231451
f(z) = 245/144*z^3 - 253/60*z + 1
*
21/25 | 0.21731713928130076338587660445309211467 | 0.029086678925415748373811349072783464405
f(z) = 250/147*z^3 - 251/105*z + 1
*
[ 3/10 ] 
f(z) = 250/153*z^3 - 253/102*z + 1
*
[ 3/7 ] 
f(z) = 245/156*z^3 - 253/156*z + 1
*
[ 3/7 ] 
f(z) = 245/159*z^3 - 257/159*z + 1
*
[ 12/13 ] 
f(z) = 247/144*z^3 - 241/156*z + 1
*
[ 21/44 ] 
f(z) = 242/147*z^3 - 247/168*z + 1
*
[ 7/8 ] 
f(z) = 248/147*z^3 - 241/168*z + 1
*
[ 18/35 ] 
f(z) = 245/144*z^3 - 251/180*z + 1
*
[ 4/5 ] 
f(z) = 245/144*z^3 - 241/180*z + 1
*
[ 7/12 ] 
f(z) = 256/147*z^3 - 247/189*z + 1
*
[ 3/4 ] 
f(z) = 244/153*z^3 - 251/204*z + 1
*
[ 2 ] 
f(z) = 241/144*z^3 - 223/36*z + 1
*
[ 2 ] 
f(z) = 245/144*z^3 - 227/36*z + 1
*
[ 2 ] 
f(z) = 247/144*z^3 - 229/36*z + 1
*
[ 2 ] 
f(z) = 251/144*z^3 - 233/36*z + 1
*
[ 2 ] 
f(z) = 253/144*z^3 - 235/36*z + 1
*
[ 21/8 ] 
f(z) = 256/147*z^3 - 239/21*z + 1
*
[ -21/8 ] 
f(z) = 256/147*z^3 - 223/21*z + 1
*
[ 2 ] 
f(z) = 257/144*z^3 - 239/36*z + 1
*
[ 3/16 ] 
f(z) = 256/153*z^3 - 224/51*z + 1
*
35/32 | 0.21633424956105626024928433873134241003 | 0.029212663054560638953209220186741986345
f(z) = 256/147*z^3 - 235/84*z + 1
*
6/11 | 0.17453494585305322645594455628533853266 | 0.026613248197272979903277148861025349479
f(z) = 242/153*z^3 - 235/102*z + 1
*
[ 6/5 ] 
f(z) = 250/153*z^3 - 223/102*z + 1
*
[ 5/11 ] 
f(z) = 242/145*z^3 - 224/145*z + 1
*
[ 5/11 ] 
f(z) = 242/155*z^3 - 236/155*z + 1
*
8/9 | 0.11804222559927484688003032377734899388 | 0.021489332827758920763284180139266690179
f(z) = 243/140*z^3 - 227/140*z + 1
*
[ 4/9 ] 
f(z) = 243/140*z^3 - 223/140*z + 1
*
[ 4/9 ] 
f(z) = 243/148*z^3 - 233/148*z + 1
*
[ 3/7 ] 
f(z) = 245/141*z^3 - 233/141*z + 1
*
[ 6/13 ] 
f(z) = 247/144*z^3 - 239/156*z + 1
*
[ 1/2 ] 
f(z) = 248/159*z^3 - 221/159*z + 1
*
[ -11/8 ] 
f(z) = 256/143*z^3 - 237/143*z + 1
*
[ 1/2 ] 
f(z) = 256/157*z^3 - 221/157*z + 1
*
[ 1/2 ] 
f(z) = 256/159*z^3 - 223/159*z + 1
*
[ -2 ] 
f(z) = 257/144*z^3 - 203/36*z + 1
*
[ -2 ] 
f(z) = 259/144*z^3 - 205/36*z + 1
*
[ 2/7 ] 
f(z) = 245/156*z^3 - 205/78*z + 1
*
[ -3/2 ] 
f(z) = 250/153*z^3 - 205/102*z + 1
*
[ -3/2 ] 
f(z) = 254/153*z^3 - 211/102*z + 1
*
[ 1/2 ] 
f(z) = 240/143*z^3 - 203/143*z + 1
*
[ 1/2 ] 
f(z) = 240/149*z^3 - 209/149*z + 1
*
[ 1/2 ] 
f(z) = 240/151*z^3 - 211/151*z + 1
*
[ 1/2 ] 
f(z) = 240/157*z^3 - 217/157*z + 1
*
[ 8/9 ] 
f(z) = 243/152*z^3 - 211/152*z + 1
*
[ 1/2 ] 
f(z) = 244/141*z^3 - 202/141*z + 1
*
[ 1/2 ] 
f(z) = 244/143*z^3 - 204/143*z + 1
*
[ 1/2 ] 
f(z) = 244/145*z^3 - 206/145*z + 1
*
[ 1/2 ] 
f(z) = 244/147*z^3 - 208/147*z + 1
*
[ 1/2 ] 
f(z) = 244/149*z^3 - 210/149*z + 1
*
[ 1/2 ] 
f(z) = 244/151*z^3 - 212/151*z + 1
*
[ 1/2 ] 
f(z) = 244/153*z^3 - 214/153*z + 1
*
[ 1/2 ] 
f(z) = 244/155*z^3 - 216/155*z + 1
*
[ 1/2 ] 
f(z) = 244/157*z^3 - 218/157*z + 1
*
[ 1/2 ] 
f(z) = 244/159*z^3 - 220/159*z + 1
*
-12/13 | 0.20170698499279103735632169909188136405 | 0.024981242132149404766266772436088117816
f(z) = 247/144*z^3 - 215/156*z + 1
*
[ 1/2 ] 
f(z) = 248/141*z^3 - 203/141*z + 1
*
[ 1/2 ] 
f(z) = 248/143*z^3 - 205/143*z + 1
*
[ 1/2 ] 
f(z) = 248/145*z^3 - 207/145*z + 1
*
[ 1/2 ] 
f(z) = 248/147*z^3 - 209/147*z + 1
*
[ 1/2 ] 
f(z) = 248/149*z^3 - 211/149*z + 1
*
[ 1/2 ] 
f(z) = 248/151*z^3 - 213/151*z + 1
*
[ 1/2 ] 
f(z) = 248/153*z^3 - 215/153*z + 1
*
[ 1/2 ] 
f(z) = 248/157*z^3 - 219/157*z + 1
*
[ 1/2 ] 
f(z) = 252/143*z^3 - 206/143*z + 1
*
[ 1/2 ] 
f(z) = 252/145*z^3 - 208/145*z + 1
*
[ 5/6 ] 
f(z) = 252/145*z^3 - 204/145*z + 1
*
[ 1/2 ] 
f(z) = 252/149*z^3 - 212/149*z + 1
*
[ 1/2 ] 
f(z) = 252/151*z^3 - 214/151*z + 1
*
[ 1/2 ] 
f(z) = 252/155*z^3 - 218/155*z + 1
*
[ 5/6 ] 
f(z) = 252/155*z^3 - 206/155*z + 1
*
[ 1/2 ] 
f(z) = 252/157*z^3 - 220/157*z + 1
*
[ 1/2 ] 
f(z) = 256/141*z^3 - 205/141*z + 1
*
[ 1/2 ] 
f(z) = 256/143*z^3 - 207/143*z + 1
*
[ 13/16 ] 
f(z) = 256/143*z^3 - 202/143*z + 1
*
[ 1/2 ] 
f(z) = 256/145*z^3 - 209/145*z + 1
*
[ 1/2 ] 
f(z) = 256/147*z^3 - 211/147*z + 1
*
[ 1/2 ] 
f(z) = 256/149*z^3 - 213/149*z + 1
*
[ 1/2 ] 
f(z) = 256/151*z^3 - 215/151*z + 1
*
[ 1/2 ] 
f(z) = 256/155*z^3 - 219/155*z + 1
*
[ 2/3 ] 
f(z) = 241/152*z^3 - 206/171*z + 1
*
[ 2/3 ] 
f(z) = 245/152*z^3 - 208/171*z + 1
*
[ 2/3 ] 
f(z) = 251/152*z^3 - 211/171*z + 1
*
[ 2/3 ] 
f(z) = 253/152*z^3 - 212/171*z + 1
*
[ 2/3 ] 
f(z) = 257/152*z^3 - 214/171*z + 1
*
[ 2/3 ] 
f(z) = 259/152*z^3 - 215/171*z + 1
*
[ -2 ] 
f(z) = 241/144*z^3 - 187/36*z + 1
*
[ -2 ] 
f(z) = 245/144*z^3 - 191/36*z + 1
*
[ -2 ] 
f(z) = 247/144*z^3 - 193/36*z + 1
*
[ -2 ] 
f(z) = 251/144*z^3 - 197/36*z + 1
*
[ -2 ] 
f(z) = 253/144*z^3 - 199/36*z + 1
*
7/11 | 0.12345869851871386376746996223415992784 | 0.017054155590886185446094097138337699682
f(z) = 242/147*z^3 - 199/42*z + 1
*
-38/27 | 0.21697828428848673041791475548762086982 | 0.029470153228796445913087067791015610212
f(z) = 243/152*z^3 - 197/57*z + 1
*
[ 7/4 ] 
f(z) = 248/147*z^3 - 199/42*z + 1
*
[ 4/3 ] 
f(z) = 243/152*z^3 - 197/76*z + 1
*
[ 2/7 ] 
f(z) = 245/148*z^3 - 195/74*z + 1
*
6/7 | 0.12451541557076312208438666982063662988 | 0.021134238778511854609525007381396333306
f(z) = 245/156*z^3 - 181/78*z + 1
*
[ -3/2 ] 
f(z) = 242/153*z^3 - 193/102*z + 1
*
[ 9/11 ] 
f(z) = 242/153*z^3 - 196/153*z + 1
*
[ 5/9 ] 
f(z) = 243/145*z^3 - 191/145*z + 1
*
[ 2/3 ] 
f(z) = 243/146*z^3 - 181/146*z + 1
*
[ 7/9 ] 
f(z) = 243/154*z^3 - 191/154*z + 1
*
[ 2/3 ] 
f(z) = 243/154*z^3 - 185/154*z + 1
*
[ 5/9 ] 
f(z) = 243/155*z^3 - 199/155*z + 1
*
[ 2/3 ] 
f(z) = 243/158*z^3 - 187/158*z + 1
*
[ 4/7 ] 
f(z) = 245/148*z^3 - 191/148*z + 1
*
[ 4/7 ] 
f(z) = 245/156*z^3 - 197/156*z + 1
*
[ 3/5 ] 
f(z) = 250/141*z^3 - 184/141*z + 1
*
[ 3/5 ] 
f(z) = 250/147*z^3 - 188/147*z + 1
*
[ 3/5 ] 
f(z) = 250/159*z^3 - 196/159*z + 1
*
[ 3/4 ] 
f(z) = 256/141*z^3 - 191/141*z + 1
*
[ 11/16 ] 
f(z) = 256/143*z^3 - 186/143*z + 1
*
[ 5/8 ] 
f(z) = 256/145*z^3 - 187/145*z + 1
*
[ 3/4 ] 
f(z) = 256/147*z^3 - 193/147*z + 1
*
[ 9/16 ] 
f(z) = 256/153*z^3 - 200/153*z + 1
*
[ 5/8 ] 
f(z) = 256/155*z^3 - 193/155*z + 1
*
[ 3/4 ] 
f(z) = 256/159*z^3 - 197/159*z + 1
*
2/7 | 0.17585753530856919277797384922966317718 | 0.027037168498170693191047425713220128343
f(z) = 245/144*z^3 - 167/36*z + 1
*
21/22 | 0.18882488308283049624450050898391138928 | 0.026823010443469768085536235295460879779
f(z) = 242/147*z^3 - 163/42*z + 1
*
[ 38/27 ] 
f(z) = 243/152*z^3 - 164/57*z + 1
*
[ 3/2 ] 
f(z) = 244/153*z^3 - 166/51*z + 1
*
[ 3/2 ] 
f(z) = 248/153*z^3 - 169/51*z + 1
*
[ 3/2 ] 
f(z) = 256/153*z^3 - 175/51*z + 1
*
[ -14/9 ] 
f(z) = 243/140*z^3 - 179/70*z + 1
*
[ 10/9 ] 
f(z) = 243/152*z^3 - 178/95*z + 1
*
[ 38/35 ] 
f(z) = 245/152*z^3 - 173/95*z + 1
*
[ 2/5 ] 
f(z) = 245/152*z^3 - 167/95*z + 1
*
[ 2/5 ] 
f(z) = 255/152*z^3 - 168/95*z + 1
*
[ 6/11 ] 
f(z) = 253/144*z^3 - 179/132*z + 1
*
[ 2/3 ] 
f(z) = 243/142*z^3 - 179/142*z + 1
*
[ 3/11 ] 
f(z) = 242/153*z^3 - 142/51*z + 1
*
-38/27 | 0.17078877287005399334317233016497533359 | 0.023977533352231043765388069522331355373
f(z) = 243/152*z^3 - 155/57*z + 1
*
-38/27 | 0.18012122934105989712379078671162865478 | 0.025577095980387701130026584804740959120
f(z) = 243/152*z^3 - 143/57*z + 1
*
[ -7/4 ] 
f(z) = 248/147*z^3 - 151/42*z + 1
*
[ 10/9 ] 
f(z) = 243/140*z^3 - 143/70*z + 1
*
-6/5 | 0.13796747407352229297342974588352895871 | 0.018295277133610010488982613031791701330
f(z) = 245/144*z^3 - 157/60*z + 1
*
[ 8/7 ] 
f(z) = 245/144*z^3 - 151/72*z + 1
*
[ -10/7 ] 
f(z) = 245/152*z^3 - 151/95*z + 1
*
[ 21/25 ] 
f(z) = 250/147*z^3 - 146/105*z + 1
*
[ 24/35 ] 
f(z) = 245/144*z^3 - 151/120*z + 1
*
-2 | 0.11259767239560918022404208215114788329 | 0.016208156257208827053958087808204095001
f(z) = 241/152*z^3 - 130/19*z + 1
*
-2 | 0.11278875796405508836194807304223204417 | 0.016217773511376310203213280015145250475
f(z) = 243/152*z^3 - 131/19*z + 1
*
-2 | 0.11297746721408125438205535598624046074 | 0.016227164102194842928952639033222502133
f(z) = 245/152*z^3 - 132/19*z + 1
*
-2 | 0.11334803428126354249454408892717586462 | 0.016245300817233716720441310104543415341
f(z) = 249/152*z^3 - 134/19*z + 1
*
-2 | 0.11353002239750075146112187717224315189 | 0.016254063471482326216544800997404421141
f(z) = 251/152*z^3 - 135/19*z + 1
*
-2 | 0.11370989525691736888883378152035689714 | 0.016262632593432615738921957375624566971
f(z) = 253/152*z^3 - 136/19*z + 1
*
-2 | 0.11388771055439146109235396170730703015 | 0.016271015370635210209122004130272391012
f(z) = 255/152*z^3 - 137/19*z + 1
*
-2 | 0.11406352335283244099207117641190965516 | 0.016279218613069737900595386583427985761
f(z) = 257/152*z^3 - 138/19*z + 1
*
-2 | 0.11423738625237218089417468013561281879 | 0.016287248778893812320730652325469724756
f(z) = 259/152*z^3 - 139/19*z + 1
*
[ 6/5 ] 
f(z) = 245/144*z^3 - 137/60*z + 1
*
6/7 | 0.21148255371039186969467423883553631631 | 0.028674606017184313499360311467729818729
f(z) = 245/144*z^3 - 133/60*z + 1
*
[ 12/35 ] 
f(z) = 245/144*z^3 - 127/60*z + 1
*
[ 6/7 ] 
f(z) = 259/144*z^3 - 125/84*z + 1
*
[ 6/11 ] 
f(z) = 242/153*z^3 - 133/102*z + 1
*
[ 6/7 ] 
f(z) = 245/153*z^3 - 137/102*z + 1
*
[ 3/4 ] 
f(z) = 248/153*z^3 - 127/102*z + 1
*
[ 2 ] 
f(z) = 241/152*z^3 - 111/19*z + 1
*
[ 2 ] 
f(z) = 243/152*z^3 - 112/19*z + 1
*
[ 2 ] 
f(z) = 245/152*z^3 - 113/19*z + 1
*
[ 2 ] 
f(z) = 249/152*z^3 - 115/19*z + 1
*
[ 2 ] 
f(z) = 251/152*z^3 - 116/19*z + 1
*
[ 2 ] 
f(z) = 253/152*z^3 - 117/19*z + 1
*
[ 2 ] 
f(z) = 255/152*z^3 - 118/19*z + 1
*
[ 2 ] 
f(z) = 257/152*z^3 - 119/19*z + 1
*
[ 2 ] 
f(z) = 259/152*z^3 - 120/19*z + 1
*
[ -2 ] 
f(z) = 259/152*z^3 - 101/19*z + 1
*
[ 21/11 ] 
f(z) = 242/147*z^3 - 116/21*z + 1
*
4/7 | 0.15612944931741705152180723909063549953 | 0.025323417326899106582099885170622865051
f(z) = 245/144*z^3 - 119/36*z + 1
*
[ 7/4 ] 
f(z) = 256/147*z^3 - 103/21*z + 1
*
[ 14/11 ] 
f(z) = 242/147*z^3 - 103/42*z + 1
*
[ -3/2 ] 
f(z) = 248/153*z^3 - 101/51*z + 1
*
[ -3/2 ] 
f(z) = 256/153*z^3 - 107/51*z + 1
*
[ 4/9 ] 
f(z) = 243/152*z^3 - 119/76*z + 1
*
6/35 | 0.19484470269150555804399777554104683376 | 0.027015633310937150206710755276686997295
f(z) = 245/144*z^3 - 113/60*z + 1
*
[ 6/7 ] 
f(z) = 245/156*z^3 - 103/78*z + 1
*
[ 21/32 ] 
f(z) = 256/147*z^3 - 107/84*z + 1
*
[ -2 ] 
f(z) = 241/152*z^3 - 92/19*z + 1
*
[ -2 ] 
f(z) = 243/152*z^3 - 93/19*z + 1
*
[ -2 ] 
f(z) = 245/152*z^3 - 94/19*z + 1
*
[ -2 ] 
f(z) = 249/152*z^3 - 96/19*z + 1
*
[ -2 ] 
f(z) = 251/152*z^3 - 97/19*z + 1
*
[ -2 ] 
f(z) = 253/152*z^3 - 98/19*z + 1
*
[ -2 ] 
f(z) = 255/152*z^3 - 99/19*z + 1
*
[ -2 ] 
f(z) = 257/152*z^3 - 100/19*z + 1
*
[ -21/11 ] 
f(z) = 242/147*z^3 - 94/21*z + 1
*
[ 2/7 ] 
f(z) = 245/144*z^3 - 95/36*z + 1
*
[ 7/22 ] 
f(z) = 242/147*z^3 - 97/42*z + 1
*
-38/27 | 0.15159680379391229393341481733857007476 | 0.022998226240745189218710222726416607742
f(z) = 243/152*z^3 - 86/57*z + 1
*
[ -38/27 ] 
f(z) = 243/152*z^3 - 83/57*z + 1
*
[ -3/2 ] 
f(z) = 244/153*z^3 - 98/51*z + 1
*
[ 3/7 ] 
f(z) = 245/153*z^3 - 83/51*z + 1
*
[ 3/8 ] 
f(z) = 256/153*z^3 - 97/51*z + 1
*
[ 2/3 ] 
f(z) = 243/140*z^3 - 89/70*z + 1
*
[ 2/3 ] 
f(z) = 243/148*z^3 - 91/74*z + 1
*
[ 4/7 ] 
f(z) = 245/152*z^3 - 97/76*z + 1
*
[ 2/9 ] 
f(z) = 243/152*z^3 - 68/19*z + 1
*
-12/7 | 0.15688567171652281756086820965756342205 | 0.023558904834159350854324852017429148575
f(z) = 245/144*z^3 - 65/12*z + 1
*
[ 7/5 ] 
f(z) = 250/147*z^3 - 64/21*z + 1
*
[ -7/4 ] 
f(z) = 256/147*z^3 - 79/21*z + 1
*
[ 21/22 ] 
f(z) = 242/147*z^3 - 65/42*z + 1
*
[ 3/7 ] 
f(z) = 245/144*z^3 - 79/48*z + 1
*
[ 6/7 ] 
f(z) = 245/152*z^3 - 77/57*z + 1
*
[ 2/3 ] 
f(z) = 249/152*z^3 - 70/57*z + 1
*
[ 3/5 ] 
f(z) = 250/153*z^3 - 64/51*z + 1
*
[ 2/3 ] 
f(z) = 255/152*z^3 - 71/57*z + 1
*
[ 3/4 ] 
f(z) = 256/153*z^3 - 65/51*z + 1
*
[ 12/7 ] 
f(z) = 245/144*z^3 - 55/12*z + 1
*
6/7 | 0.092058679530522891529035404976022297295 | 0.014261169292813952444777853233631577019
f(z) = 245/144*z^3 - 53/12*z + 1
*
[ -12/7 ] 
f(z) = 245/144*z^3 - 41/12*z + 1
*
[ 2/7 ] 
f(z) = 245/152*z^3 - 50/19*z + 1
*
[ 4/7 ] 
f(z) = 245/144*z^3 - 47/36*z + 1
*
[ 21/16 ] 
f(z) = 256/147*z^3 - 58/21*z + 1
*
[ 7/10 ] 
f(z) = 250/147*z^3 - 53/42*z + 1
*
[ 2/3 ] 
f(z) = 243/152*z^3 - 23/19*z + 1
*
[ 7/11 ] 
f(z) = 242/147*z^3 - 26/21*z + 1
*
[ -7/5 ] 
f(z) = 250/147*z^3 - 34/21*z + 1
*
[ 7/16 ] 
f(z) = 256/147*z^3 - 34/21*z + 1
*
[ 7/8 ] 
f(z) = 256/147*z^3 - 31/21*z + 1
*
[ -21/16 ]
f(z) = 256/147*z^3 - 26/21*z + 1
*
[ 6/7 ] 
f(z) = 245/144*z^3 - 17/12*z + 1
*
[ -1 ]
f(z) = 242/141*z^3 + 40/141*z + 1
*
[ -7/16 ]
f(z) = 256/147*z^3 + 62/21*z + 1
*
[ 26/9 ] 
f(z) = 243/169*z^3 - 295/26*z + 1
*
[ 5/2 ] 
f(z) = 244/175*z^3 - 284/35*z + 1
*
[ 5/2 ] 
f(z) = 248/175*z^3 - 289/35*z + 1
*
[ -39/16 ] 
f(z) = 256/169*z^3 - 296/39*z + 1
*
[ 5/2 ] 
f(z) = 256/175*z^3 - 299/35*z + 1
*
-2/9 | 0.20678969780846457076963264183934823882 | 0.029320555338137653012664024731465018840
f(z) = 243/176*z^3 - 289/44*z + 1
*
-2 | 0.11354626634519327842875414779026660563 | 0.016163977140059438711748840100950506347
f(z) = 259/176*z^3 - 281/44*z + 1
*
[ 2/9 ] 
f(z) = 243/164*z^3 - 293/82*z + 1
*
3/7 | 0.22858554544636519141299494584064996869 | 0.029068626994018090787094457252549604698
f(z) = 245/162*z^3 - 289/90*z + 1
*
40/27 | 0.18134086641132442912253822309376916237 | 0.024807634263698793716676487944503057202
f(z) = 243/175*z^3 - 299/105*z + 1
*
[ 3/10 ] 
f(z) = 250/171*z^3 - 281/114*z + 1
*
28/27 | 0.13321874193948224756522731219904256437 | 0.018834110285748631287836855834523162397
f(z) = 243/176*z^3 - 295/132*z + 1
*
[ 4/3 ] 
f(z) = 249/176*z^3 - 299/132*z + 1
*
[ 10/9 ] 
f(z) = 243/170*z^3 - 283/170*z + 1
*
[ 3/7 ] 
f(z) = 245/177*z^3 - 281/177*z + 1
*
[ -3/2 ] 
f(z) = 248/165*z^3 - 283/165*z + 1
*
[ -3/2 ] 
f(z) = 256/177*z^3 - 281/177*z + 1
*
[ 36/35 ] 
f(z) = 245/162*z^3 - 283/180*z + 1
*
[ -18/13 ] 
f(z) = 247/162*z^3 - 281/234*z + 1
*
[ 6/11 ] 
f(z) = 253/168*z^3 - 296/231*z + 1
*
[ 16/27 ] 
f(z) = 243/160*z^3 - 293/240*z + 1
*
[ 2/3 ] 
f(z) = 249/164*z^3 - 289/246*z + 1
*
[ 2/3 ] 
f(z) = 249/172*z^3 - 295/258*z + 1
*
[ 2/3 ] 
f(z) = 255/164*z^3 - 293/246*z + 1
*
[ 2/3 ] 
f(z) = 255/172*z^3 - 299/258*z + 1
*
[ -26/9 ] 
f(z) = 243/169*z^3 - 277/26*z + 1
*
[ -5/2 ] 
f(z) = 248/175*z^3 - 261/35*z + 1
*
[ -5/2 ] 
f(z) = 256/175*z^3 - 271/35*z + 1
*
-2 | 0.11234147190581343706011865039832990037 | 0.016162345803812138205907048321539290224
f(z) = 241/160*z^3 - 261/40*z + 1
*
-2 | 0.11174933909322404321469207555304972700 | 0.016059519705694804331338759247061961225
f(z) = 241/176*z^3 - 263/44*z + 1
*
-2 | 0.11253830970398508729784397989919214192 | 0.016172902828794628837054472116164273539
f(z) = 243/160*z^3 - 263/40*z + 1
*
[ -13/6 ] 
f(z) = 243/169*z^3 - 275/52*z + 1
*
-2 | 0.11196111402463244348389240480683837294 | 0.016072455538105778009782139891789988413
f(z) = 243/176*z^3 - 265/44*z + 1
*
-2 | 0.11216958148769895824369544299845506496 | 0.016085020365360492710752268916505001391
f(z) = 245/176*z^3 - 267/44*z + 1
*
-2 | 0.11292423010919731585699230586837993868 | 0.016193236320920810757755128694051058648
f(z) = 247/160*z^3 - 267/40*z + 1
*
-2 | 0.11237487277897500052570878736224175823 | 0.016097232541074683217450260271567514388
f(z) = 247/176*z^3 - 269/44*z + 1
*
-2 | 0.11311347685918200561908636626473162631 | 0.016203034499651878811462684141193841177
f(z) = 249/160*z^3 - 269/40*z + 1
*
-2 | 0.11257711045777326858764492599775077259 | 0.016109109110454976079825844611968749049
f(z) = 249/176*z^3 - 271/44*z + 1
*
-2 | 0.11330035011840235440987055388934105071 | 0.016212600366880965703924268495652016539
f(z) = 251/160*z^3 - 271/40*z + 1
*
-2 | 0.11277640914788176969255597343995467254 | 0.016120665932528831516650131078121103684
f(z) = 251/176*z^3 - 273/44*z + 1
*
-2 | 0.11348492151961892395721817627137459565 | 0.016221943241676538803363051544940413102
f(z) = 253/160*z^3 - 273/40*z + 1
*
-2 | 0.11316661255739565056169749320110586311 | 0.016142878476655379336773680519308934611
f(z) = 255/176*z^3 - 277/44*z + 1
*
-2 | 0.11384742737232064929265011634807487339 | 0.016239994671742219373918096618051546302
f(z) = 257/160*z^3 - 277/40*z + 1
*
-2 | 0.11335771284567744542036357515911032102 | 0.016153560899936125100872446066100798204
f(z) = 257/176*z^3 - 279/44*z + 1
*
-2 | 0.11402548793431615711769808428645845465 | 0.016248719361508746721368298917096505527
f(z) = 259/160*z^3 - 279/40*z + 1
*
[ 3/14 ] 
f(z) = 245/162*z^3 - 269/72*z + 1
*
18/35 | 0.19383993460816624396035116335240437171 | 0.024853365816987444073358670923109300435
f(z) = 245/162*z^3 - 271/90*z + 1
*
[ 9/35 ] 
f(z) = 245/162*z^3 - 269/90*z + 1
*
[ 13/44 ] 
f(z) = 242/169*z^3 - 261/104*z + 1
*
[ -5/3 ] 
f(z) = 258/175*z^3 - 262/105*z + 1
*
[ -44/27 ] 
f(z) = 243/176*z^3 - 271/132*z + 1
*
2/3 | 0.20247671903390014465042937497337736500 | 0.029097969488273387213156992294837729422
f(z) = 249/160*z^3 - 263/120*z + 1
*
[ 5/4 ] 
f(z) = 244/175*z^3 - 277/140*z + 1
*
[ 13/11 ] 
f(z) = 253/169*z^3 - 277/143*z + 1
*
[ 4/9 ] 
f(z) = 243/172*z^3 - 263/172*z + 1
*
[ -3/2 ] 
f(z) = 244/165*z^3 - 274/165*z + 1
*
[ 3/7 ] 
f(z) = 245/174*z^3 - 277/174*z + 1
*
[ -3/2 ] 
f(z) = 248/177*z^3 - 263/177*z + 1
*
[ 7/16 ] 
f(z) = 256/175*z^3 - 274/175*z + 1
*
[ 13/24 ] 
f(z) = 252/169*z^3 - 267/208*z + 1
*
[ 26/33 ] 
f(z) = 242/169*z^3 - 271/234*z + 1
*
[ 9/13 ] 
f(z) = 247/162*z^3 - 275/234*z + 1
*
[ 13/17 ] 
f(z) = 255/169*z^3 - 263/221*z + 1
*
[ 3 ] 
f(z) = 253/162*z^3 - 241/18*z + 1
*
[ 3 ] 
f(z) = 257/162*z^3 - 245/18*z + 1
*
[ 3 ] 
f(z) = 259/162*z^3 - 247/18*z + 1
*
[ -5/2 ] 
f(z) = 244/175*z^3 - 256/35*z + 1
*
2/9 | 0.095729840242073745837131300384801250043 | 0.013898963274110775592761572901706085659
f(z) = 243/176*z^3 - 245/44*z + 1
*
[ 3/16 ] 
f(z) = 256/171*z^3 - 250/57*z + 1
*
[ 5/22 ] 
f(z) = 242/175*z^3 - 243/70*z + 1
*
-4/27 | 0.11087569749874082428010009342196015787 | 0.014534369968876932578109719209328588497
f(z) = 243/160*z^3 - 257/60*z + 1
*
-3/14 | 0.15303877906439315094590157129765804115 | 0.019879083097426524764920052804561434686
f(z) = 245/162*z^3 - 245/72*z + 1
*
[ -16/9 ] 
f(z) = 243/160*z^3 - 259/80*z + 1
*
[ 15/11 ] 
f(z) = 242/175*z^3 - 242/105*z + 1
*
10/9 | 0.16785299786265721619799791744554222727 | 0.023448022581960358964415299792513761096
f(z) = 243/175*z^3 - 257/105*z + 1
*
[ -5/3 ] 
f(z) = 246/175*z^3 - 242/105*z + 1
*
[ -5/3 ] 
f(z) = 249/175*z^3 - 247/105*z + 1
*
10/9 | 0.13321874193948224756522731219904256437 | 0.019319151964894140429962311358335156638
f(z) = 243/176*z^3 - 247/132*z + 1
*
[ 4/9 ] 
f(z) = 243/164*z^3 - 253/164*z + 1
*
[ -3/2 ] 
f(z) = 244/177*z^3 - 254/177*z + 1
*
[ 1/2 ] 
f(z) = 248/179*z^3 - 241/179*z + 1
*
[ 1/2 ] 
f(z) = 252/179*z^3 - 242/179*z + 1
*
[ 1/2 ] 
f(z) = 256/177*z^3 - 241/177*z + 1
*
[ 1/2 ] 
f(z) = 256/179*z^3 - 243/179*z + 1
*
[ 6/11 ] 
f(z) = 253/162*z^3 - 257/198*z + 1
*
[ 9/11 ] 
f(z) = 253/162*z^3 - 251/198*z + 1
*
[ 13/15 ] 
f(z) = 255/169*z^3 - 251/195*z + 1
*
[ 13/16 ] 
f(z) = 240/169*z^3 - 243/208*z + 1
*
[ 5/6 ] 
f(z) = 246/175*z^3 - 247/210*z + 1
*
[ 5/6 ] 
f(z) = 258/175*z^3 - 257/210*z + 1
*
[ 3/4 ] 
f(z) = 244/171*z^3 - 259/228*z + 1
*
[ 4/5 ] 
f(z) = 255/176*z^3 - 259/220*z + 1
*
[ 3 ] 
f(z) = 241/162*z^3 - 229/18*z + 1
*
[ 3 ] 
f(z) = 245/162*z^3 - 233/18*z + 1
*
[ -3 ] 
f(z) = 245/162*z^3 - 221/18*z + 1
*
[ 3 ] 
f(z) = 247/162*z^3 - 235/18*z + 1
*
[ -3 ] 
f(z) = 247/162*z^3 - 223/18*z + 1
*
[ 3 ] 
f(z) = 251/162*z^3 - 239/18*z + 1
*
[ -3 ] 
f(z) = 251/162*z^3 - 227/18*z + 1
*
[ -3 ] 
f(z) = 253/162*z^3 - 229/18*z + 1
*
[ -3 ] 
f(z) = 257/162*z^3 - 233/18*z + 1
*
[ -3 ] 
f(z) = 259/162*z^3 - 235/18*z + 1
*
[ 13/6 ] 
f(z) = 240/169*z^3 - 239/39*z + 1
*
[ 35/16 ] 
f(z) = 256/175*z^3 - 226/35*z + 1
*
[ 2 ] 
f(z) = 241/160*z^3 - 221/40*z + 1
*
[ 2 ] 
f(z) = 243/176*z^3 - 221/44*z + 1
*
24/35 | 0.18019124300692155042603220420336640511 | 0.021669785953501450206396107519799118010
f(z) = 245/162*z^3 - 227/45*z + 1
*
[ 2 ] 
f(z) = 245/176*z^3 - 223/44*z + 1
*
[ 2 ] 
f(z) = 247/160*z^3 - 227/40*z + 1
*
[ 2 ] 
f(z) = 247/176*z^3 - 225/44*z + 1
*
[ 2 ] 
f(z) = 249/160*z^3 - 229/40*z + 1
*
[ 2 ] 
f(z) = 249/176*z^3 - 227/44*z + 1
*
[ 2 ] 
f(z) = 251/160*z^3 - 231/40*z + 1
*
[ 2 ] 
f(z) = 251/176*z^3 - 229/44*z + 1
*
[ 2 ] 
f(z) = 253/160*z^3 - 233/40*z + 1
*
[ 2 ] 
f(z) = 255/176*z^3 - 233/44*z + 1
*
[ 2 ] 
f(z) = 257/160*z^3 - 237/40*z + 1
*
[ 2 ] 
f(z) = 257/176*z^3 - 235/44*z + 1
*
[ 2 ] 
f(z) = 259/160*z^3 - 239/40*z + 1
*
[ 2 ] 
f(z) = 259/176*z^3 - 237/44*z + 1
*
[ -39/22 ] 
f(z) = 242/169*z^3 - 229/78*z + 1
*
[ 3/2 ] 
f(z) = 245/162*z^3 - 221/72*z + 1
*
[ 3/2 ] 
f(z) = 247/162*z^3 - 223/72*z + 1
*
[ 3/2 ] 
f(z) = 251/162*z^3 - 227/72*z + 1
*
[ 3/2 ] 
f(z) = 253/162*z^3 - 229/72*z + 1
*
[ 3/2 ] 
f(z) = 257/162*z^3 - 233/72*z + 1
*
[ 3/2 ] 
f(z) = 259/162*z^3 - 235/72*z + 1
*
24/35 | 0.22193804070919174057510898291402931251 | 0.029083946317351061565544995512095040843
f(z) = 245/162*z^3 - 229/90*z + 1
*
[ 2/7 ] 
f(z) = 245/172*z^3 - 225/86*z + 1
*
[ 35/27 ] 
f(z) = 243/175*z^3 - 221/105*z + 1
*
[ -13/8 ] 
f(z) = 248/169*z^3 - 235/104*z + 1
*
[ 6/5 ] 
f(z) = 250/171*z^3 - 221/114*z + 1
*
[ 35/32 ] 
f(z) = 256/175*z^3 - 233/140*z + 1
*
[ 1/2 ] 
f(z) = 240/161*z^3 - 221/161*z + 1
*
[ 1/2 ] 
f(z) = 240/163*z^3 - 223/163*z + 1
*
[ 1/2 ] 
f(z) = 240/167*z^3 - 227/167*z + 1
*
[ 1/2 ] 
f(z) = 240/169*z^3 - 229/169*z + 1
*
[ 1/2 ] 
f(z) = 240/173*z^3 - 233/173*z + 1
*
[ 1/2 ] 
f(z) = 240/179*z^3 - 239/179*z + 1
*
[ 1/2 ] 
f(z) = 244/161*z^3 - 222/161*z + 1
*
[ 1/2 ] 
f(z) = 244/163*z^3 - 224/163*z + 1
*
[ 1/2 ] 
f(z) = 244/165*z^3 - 226/165*z + 1
*
[ 1/2 ] 
f(z) = 244/167*z^3 - 228/167*z + 1
*
[ 1/2 ] 
f(z) = 244/169*z^3 - 230/169*z + 1
*
[ 1/2 ] 
f(z) = 244/171*z^3 - 232/171*z + 1
*
[ 1/2 ] 
f(z) = 244/173*z^3 - 234/173*z + 1
*
[ 1/2 ] 
f(z) = 244/175*z^3 - 236/175*z + 1
*
[ 1/2 ] 
f(z) = 244/177*z^3 - 238/177*z + 1
*
[ 1/2 ] 
f(z) = 244/179*z^3 - 240/179*z + 1
*
[ 1/2 ] 
f(z) = 248/161*z^3 - 223/161*z + 1
*
[ 1/2 ] 
f(z) = 248/163*z^3 - 225/163*z + 1
*
[ 1/2 ] 
f(z) = 248/165*z^3 - 227/165*z + 1
*
[ 1/2 ] 
f(z) = 248/167*z^3 - 229/167*z + 1
*
[ 1/2 ] 
f(z) = 248/169*z^3 - 231/169*z + 1
*
[ 1/2 ] 
f(z) = 248/171*z^3 - 233/171*z + 1
*
[ 1/2 ] 
f(z) = 248/173*z^3 - 235/173*z + 1
*
[ 1/2 ] 
f(z) = 248/175*z^3 - 237/175*z + 1
*
[ 1/2 ] 
f(z) = 248/177*z^3 - 239/177*z + 1
*
[ 1/2 ] 
f(z) = 252/163*z^3 - 226/163*z + 1
*
[ 1/2 ] 
f(z) = 252/167*z^3 - 230/167*z + 1
*
[ 1/2 ] 
f(z) = 252/169*z^3 - 232/169*z + 1
*
[ 1/2 ] 
f(z) = 252/173*z^3 - 236/173*z + 1
*
[ 1/2 ] 
f(z) = 256/161*z^3 - 225/161*z + 1
*
[ 1/2 ] 
f(z) = 256/163*z^3 - 227/163*z + 1
*
[ 15/16 ] 
f(z) = 256/165*z^3 - 236/165*z + 1
*
[ 1/2 ] 
f(z) = 256/165*z^3 - 229/165*z + 1
*
[ 1/2 ] 
f(z) = 256/167*z^3 - 231/167*z + 1
*
[ 1/2 ] 
f(z) = 256/169*z^3 - 233/169*z + 1
*
[ 1/2 ] 
f(z) = 256/171*z^3 - 235/171*z + 1
*
[ 1/2 ] 
f(z) = 256/173*z^3 - 237/173*z + 1
*
[ 1/2 ] 
f(z) = 256/175*z^3 - 239/175*z + 1
*
[ 7/8 ] 
f(z) = 256/175*z^3 - 221/175*z + 1
*
[ 13/15 ] 
f(z) = 240/169*z^3 - 238/195*z + 1
*
-36/35 | 0.17536338833159751272718334978161432034 | 0.022471413316573936005675718637835907290
f(z) = 245/162*z^3 - 233/180*z + 1
*
[ 2/3 ] 
f(z) = 253/168*z^3 - 221/189*z + 1
*
[ 2/3 ] 
f(z) = 257/168*z^3 - 223/189*z + 1
*
[ 15/22 ] 
f(z) = 242/175*z^3 - 233/210*z + 1
*
[ -3 ] 
f(z) = 241/162*z^3 - 217/18*z + 1
*
[ -13/6 ] 
f(z) = 240/169*z^3 - 203/39*z + 1
*
[ 2 ] 
f(z) = 241/176*z^3 - 219/44*z + 1
*
6/5 | 0.20768407256263990695347983476397086580 | 0.025316280191691042774433513832876405970
f(z) = 245/162*z^3 - 203/45*z + 1
*
[ 3/2 ] 
f(z) = 241/162*z^3 - 217/72*z + 1
*
[ 35/22 ] 
f(z) = 242/175*z^3 - 219/70*z + 1
*
36/35 | 0.12317255109454430261570808685829639568 | 0.016336837987901641712373066972138466702
f(z) = 245/162*z^3 - 209/90*z + 1
*
[ 2/7 ] 
f(z) = 245/164*z^3 - 215/82*z + 1
*
[ 13/42 ] 
f(z) = 252/169*z^3 - 216/91*z + 1
*
[ 13/33 ] 
f(z) = 242/169*z^3 - 206/117*z + 1
*
[ 26/25 ] 
f(z) = 250/169*z^3 - 203/130*z + 1
*
[ 3/7 ] 
f(z) = 259/162*z^3 - 205/126*z + 1
*
[ 5/9 ] 
f(z) = 243/160*z^3 - 203/160*z + 1
*
[ 5/9 ] 
f(z) = 243/170*z^3 - 211/170*z + 1
*
[ 4/7 ] 
f(z) = 245/164*z^3 - 203/164*z + 1
*
[ 4/7 ] 
f(z) = 245/172*z^3 - 209/172*z + 1
*
[ 6/7 ] 
f(z) = 245/174*z^3 - 209/174*z + 1
*
[ -7/5 ] 
f(z) = 250/161*z^3 - 214/161*z + 1
*
[ 3/5 ] 
f(z) = 250/177*z^3 - 208/177*z + 1
*
[ 7/8 ] 
f(z) = 256/161*z^3 - 219/161*z + 1
*
[ 9/16 ] 
f(z) = 256/171*z^3 - 214/171*z + 1
*
[ 3/4 ] 
f(z) = 256/177*z^3 - 203/177*z + 1
*
[ 2/3 ] 
f(z) = 241/168*z^3 - 215/189*z + 1
*
[ 2/3 ] 
f(z) = 247/168*z^3 - 218/189*z + 1
*
[ 2/3 ] 
f(z) = 251/168*z^3 - 220/189*z + 1
*
[ 13/4 ] 
f(z) = 240/169*z^3 - 186/13*z + 1
*
[ 13/4 ] 
f(z) = 256/169*z^3 - 199/13*z + 1
*
[ -13/4 ] 
f(z) = 256/169*z^3 - 191/13*z + 1
*
[ 26/11 ] 
f(z) = 242/169*z^3 - 193/26*z + 1
*
[ -35/16 ] 
f(z) = 256/175*z^3 - 194/35*z + 1
*
[ -2 ] 
f(z) = 241/160*z^3 - 181/40*z + 1
*
[ -2 ] 
f(z) = 247/160*z^3 - 187/40*z + 1
*
[ -2 ] 
f(z) = 247/176*z^3 - 181/44*z + 1
*
[ -2 ] 
f(z) = 249/160*z^3 - 189/40*z + 1
*
[ -2 ] 
f(z) = 249/176*z^3 - 183/44*z + 1
*
[ -2 ] 
f(z) = 251/160*z^3 - 191/40*z + 1
*
[ -2 ] 
f(z) = 251/176*z^3 - 185/44*z + 1
*
[ -2 ] 
f(z) = 253/160*z^3 - 193/40*z + 1
*
[ -2 ] 
f(z) = 255/176*z^3 - 189/44*z + 1
*
[ -2 ] 
f(z) = 257/160*z^3 - 197/40*z + 1
*
[ -2 ] 
f(z) = 257/176*z^3 - 191/44*z + 1
*
[ -2 ] 
f(z) = 259/160*z^3 - 199/40*z + 1
*
[ -2 ] 
f(z) = 259/176*z^3 - 193/44*z + 1
*
-35/22 | 0.17610665284400174631809777814811115590 | 0.025867851896406725264775410514788561970
f(z) = 242/175*z^3 - 181/70*z + 1
*
-4/27 | 0.21610978772452682408067427412737578067 | 0.029352193374415111603913266852692686906
f(z) = 243/160*z^3 - 197/60*z + 1
*
-4/3 | 0.21705783690388892124127971364566978351 | 0.029824082015580582985494985541515746345
f(z) = 249/160*z^3 - 181/60*z + 1
*
[ 6/5 ] 
f(z) = 245/162*z^3 - 181/90*z + 1
*
[ -3/2 ] 
f(z) = 250/171*z^3 - 185/114*z + 1
*
[ -3/2 ] 
f(z) = 254/171*z^3 - 191/114*z + 1
*
[ 13/12 ] 
f(z) = 256/169*z^3 - 199/117*z + 1
*
[ 13/24 ] 
f(z) = 240/169*z^3 - 197/156*z + 1
*
[ 7/11 ] 
f(z) = 242/161*z^3 - 190/161*z + 1
*
[ 9/11 ] 
f(z) = 242/171*z^3 - 200/171*z + 1
*
[ 7/11 ] 
f(z) = 242/175*z^3 - 198/175*z + 1
*
[ 7/9 ] 
f(z) = 243/161*z^3 - 193/161*z + 1
*
[ 2/3 ] 
f(z) = 243/166*z^3 - 191/166*z + 1
*
[ 2/3 ] 
f(z) = 243/170*z^3 - 193/170*z + 1
*
[ 7/9 ] 
f(z) = 243/175*z^3 - 197/175*z + 1
*
[ 2/3 ] 
f(z) = 243/178*z^3 - 197/178*z + 1
*
[ 11/16 ] 
f(z) = 256/165*z^3 - 196/165*z + 1
*
[ -13/4 ] 
f(z) = 240/169*z^3 - 178/13*z + 1
*
[ 18/7 ] 
f(z) = 245/162*z^3 - 169/18*z + 1
*
[ -26/11 ] 
f(z) = 242/169*z^3 - 171/26*z + 1
*
12/7 | 0.21559605880878978512438011489088205390 | 0.029570265344368988272142919440383881050
f(z) = 245/162*z^3 - 163/36*z + 1
*
[ 13/8 ] 
f(z) = 240/169*z^3 - 175/52*z + 1
*
[ -2 ] 
f(z) = 241/176*z^3 - 175/44*z + 1
*
10/9 | 0.092865488221314647902970174265851449788 | 0.014277578997675299672626481947048857827
f(z) = 243/160*z^3 - 167/40*z + 1
*
[ -2 ] 
f(z) = 243/176*z^3 - 177/44*z + 1
*
[ 3/2 ] 
f(z) = 244/171*z^3 - 164/57*z + 1
*
[ -2 ] 
f(z) = 245/176*z^3 - 179/44*z + 1
*
[ 3/2 ] 
f(z) = 248/171*z^3 - 167/57*z + 1
*
[ 3/2 ] 
f(z) = 256/171*z^3 - 173/57*z + 1
*
[ -3/2 ] 
f(z) = 242/171*z^3 - 173/114*z + 1
*
[ -13/9 ] 
f(z) = 252/169*z^3 - 166/117*z + 1
*
[ 6/7 ] 
f(z) = 259/162*z^3 - 169/126*z + 1
*
[ 5/6 ] 
f(z) = 243/175*z^3 - 163/140*z + 1
*
[ 4/7 ] 
f(z) = 259/160*z^3 - 179/140*z + 1
*
4/9 | 0.19253786064344396347293070155845541444 | 0.027130536817591946344439184091405998017
f(z) = 243/160*z^3 - 151/20*z + 1
*
[ 12/7 ] 
f(z) = 245/162*z^3 - 145/36*z + 1
*
[ 3/11 ] 
f(z) = 242/171*z^3 - 158/57*z + 1
*
[ 2/9 ] 
f(z) = 243/160*z^3 - 143/40*z + 1
*
[ 2/9 ] 
f(z) = 243/176*z^3 - 157/44*z + 1
*
[ 13/10 ] 
f(z) = 240/169*z^3 - 141/65*z + 1
*
10/11 | 0.18016173869298713996700822446151511930 | 0.027028245911572406588421274753705221798
f(z) = 242/175*z^3 - 157/70*z + 1
*
[ 5/4 ] 
f(z) = 248/175*z^3 - 141/70*z + 1
*
[ 4/3 ] 
f(z) = 249/160*z^3 - 151/60*z + 1
*
[ 8/7 ] 
f(z) = 245/176*z^3 - 149/88*z + 1
*
[ 6/11 ] 
f(z) = 242/171*z^3 - 143/114*z + 1
*
[ 13/15 ] 
f(z) = 250/169*z^3 - 148/117*z + 1
*
[ 13/24 ] 
f(z) = 256/169*z^3 - 151/117*z + 1
*
[ 15/16 ] 
f(z) = 256/175*z^3 - 142/105*z + 1
*
-10/9 | 0.15359454547016214288678191214661319262 | 0.023301296713810166598607684890555246057
f(z) = 243/160*z^3 - 157/120*z + 1
*
[ 22/27 ] 
f(z) = 243/176*z^3 - 151/132*z + 1
*
[ 26/35 ] 
f(z) = 245/169*z^3 - 149/130*z + 1
*
[ 6/7 ] 
f(z) = 245/176*z^3 - 157/132*z + 1
*
[ 2/3 ] 
f(z) = 249/160*z^3 - 143/120*z + 1
*
[ 2/3 ] 
f(z) = 249/176*z^3 - 149/132*z + 1
*
[ 2/3 ] 
f(z) = 255/176*z^3 - 151/132*z + 1
*
[ 13/5 ] 
f(z) = 250/169*z^3 - 122/13*z + 1
*
-2 | 0.091715534727594061882079311755924020068 | 0.013187677535742693192850210470941901362
f(z) = 241/168*z^3 - 131/21*z + 1
*
[ 20/9 ] 
f(z) = 243/160*z^3 - 139/20*z + 1
*
[ -20/9 ] 
f(z) = 243/160*z^3 - 121/20*z + 1
*
[ 5/3 ] 
f(z) = 243/175*z^3 - 121/35*z + 1
*
-2 | 0.092318830069496744828218990547338190098 | 0.013231346931456795976008492621183277176
f(z) = 247/168*z^3 - 134/21*z + 1
*
-2 | 0.092705564225154332857441537172474131725 | 0.013258622101042176011691370798027345044
f(z) = 251/168*z^3 - 136/21*z + 1
*
-2 | 0.092896635880293111593404931201837664952 | 0.013272042988050635898463013772575525300
f(z) = 253/168*z^3 - 137/21*z + 1
*
-2 | 0.093269429715066861300615967592694763077 | 0.013297769277378755469544545523292763020
f(z) = 257/168*z^3 - 139/21*z + 1
*
2/3 | 0.17222386083352414132662073714310569514 | 0.027642143272966504347638160740948577206
f(z) = 243/160*z^3 - 127/40*z + 1
*
[ -3/2 ] 
f(z) = 241/162*z^3 - 121/72*z + 1
*
[ -35/22 ] 
f(z) = 242/175*z^3 - 131/70*z + 1
*
[ -3/2 ] 
f(z) = 245/162*z^3 - 125/72*z + 1
*
[ 13/35 ] 
f(z) = 245/169*z^3 - 123/65*z + 1
*
[ -3/2 ] 
f(z) = 247/162*z^3 - 127/72*z + 1
*
[ -3/2 ] 
f(z) = 251/162*z^3 - 131/72*z + 1
*
[ -3/2 ] 
f(z) = 253/162*z^3 - 133/72*z + 1
*
[ -3/2 ] 
f(z) = 257/162*z^3 - 137/72*z + 1
*
[ -3/2 ] 
f(z) = 259/162*z^3 - 139/72*z + 1
*
[ 18/35 ] 
f(z) = 245/162*z^3 - 121/90*z + 1
*
[ 13/14 ] 
f(z) = 252/169*z^3 - 124/91*z + 1
*
[ 13/21 ] 
f(z) = 245/169*z^3 - 137/117*z + 1
*
[ 6/7 ] 
f(z) = 245/171*z^3 - 139/114*z + 1
*
[ 3/4 ] 
f(z) = 248/171*z^3 - 131/114*z + 1
*
[ 13/20 ] 
f(z) = 250/169*z^3 - 121/104*z + 1
*
[ 13/18 ] 
f(z) = 252/169*z^3 - 136/117*z + 1
*
12/7 | 0.13158146980594654448222648555740073316 | 0.019001997841934344189254096444996280973
f(z) = 245/162*z^3 - 113/18*z + 1
*
[ -13/5 ] 
f(z) = 250/169*z^3 - 112/13*z + 1
*
[ 2 ] 
f(z) = 241/168*z^3 - 110/21*z + 1
*
[ -12/7 ] 
f(z) = 245/162*z^3 - 103/36*z + 1
*
[ 2 ] 
f(z) = 247/168*z^3 - 113/21*z + 1
*
[ 2 ] 
f(z) = 251/168*z^3 - 115/21*z + 1
*
[ 2 ] 
f(z) = 253/168*z^3 - 116/21*z + 1
*
[ 2 ] 
f(z) = 257/168*z^3 - 118/21*z + 1
*
[ -13/8 ] 
f(z) = 240/169*z^3 - 111/52*z + 1
*
[ 2/7 ] 
f(z) = 245/176*z^3 - 115/44*z + 1
*
[ 3/8 ] 
f(z) = 256/171*z^3 - 107/57*z + 1
*
-15/11 | 0.10482876158275104229567445258655774451 | 0.016452471383405730234875387995659853453
f(z) = 242/175*z^3 - 117/70*z + 1
*
4/27 | 0.15359351185374125316460071494387862517 | 0.022746943368328924512189333978440498293
f(z) = 243/160*z^3 - 107/60*z + 1
*
[ 26/27 ] 
f(z) = 243/169*z^3 - 107/78*z + 1
*
[ 10/9 ] 
f(z) = 243/175*z^3 - 113/70*z + 1
*
[ 8/9 ] 
f(z) = 243/176*z^3 - 107/88*z + 1
*
[ 13/21 ] 
f(z) = 252/169*z^3 - 108/91*z + 1
*
[ 13/6 ] 
f(z) = 252/169*z^3 - 84/13*z + 1
*
[ -2 ] 
f(z) = 241/168*z^3 - 89/21*z + 1
*
[ -2 ] 
f(z) = 247/168*z^3 - 92/21*z + 1
*
[ -2 ] 
f(z) = 251/168*z^3 - 94/21*z + 1
*
[ -2 ] 
f(z) = 253/168*z^3 - 95/21*z + 1
*
[ 5/16 ] 
f(z) = 256/175*z^3 - 82/35*z + 1
*
[ -2 ] 
f(z) = 257/168*z^3 - 97/21*z + 1
*
10/9 | 0.074115350899873666580069766285825649184 | 0.012664522657242345012589628337359843351
f(z) = 243/160*z^3 - 87/40*z + 1
*
[ 4/3 ] 
f(z) = 243/176*z^3 - 97/44*z + 1
*
[ -3/2 ] 
f(z) = 244/171*z^3 - 88/57*z + 1
*
[ 3/7 ] 
f(z) = 245/171*z^3 - 91/57*z + 1
*
[ -3/2 ] 
f(z) = 248/171*z^3 - 91/57*z + 1
*
[ 13/12 ] 
f(z) = 252/169*z^3 - 87/52*z + 1
*
[ 13/32 ] 
f(z) = 256/169*z^3 - 89/52*z + 1
*
[ -3/2 ] 
f(z) = 256/171*z^3 - 97/57*z + 1
*
[ 10/11 ] 
f(z) = 242/175*z^3 - 87/70*z + 1
*
-28/27 | 0.15359454547016214288678191214661319262 | 0.023301296713810166598607684890555246057
f(z) = 243/160*z^3 - 83/60*z + 1
*
[ 9/14 ] 
f(z) = 245/162*z^3 - 85/72*z + 1
*
[ 13/25 ] 
f(z) = 250/169*z^3 - 86/65*z + 1
*
[ 2/3 ] 
f(z) = 243/164*z^3 - 95/82*z + 1
*
[ 2/3 ] 
f(z) = 243/172*z^3 - 97/86*z + 1
*
12/7 | 0.12964852098007024112506505755809830571 | 0.019820811247789265032704923883491652454
f(z) = 245/162*z^3 - 77/18*z + 1
*
9/7 | 0.17848000501529750357898355325547287033 | 0.027628892389321805765322532423578117184
f(z) = 245/162*z^3 - 71/18*z + 1
*
[ -13/6 ] 
f(z) = 252/169*z^3 - 72/13*z + 1
*
[ 13/12 ] 
f(z) = 240/169*z^3 - 62/39*z + 1
*
[ -5/3 ] 
f(z) = 243/175*z^3 - 79/35*z + 1
*
[ 5/4 ] 
f(z) = 256/175*z^3 - 73/35*z + 1
*
-10/9 | 0.092741084479479936562813532813119639765 | 0.016112793283298343405231533456010359307
f(z) = 243/160*z^3 - 79/40*z + 1
*
[ 10/9 ] 
f(z) = 243/160*z^3 - 71/40*z + 1
*
[ 4/9 ] 
f(z) = 243/176*z^3 - 67/44*z + 1
*
[ 13/14 ] 
f(z) = 245/169*z^3 - 69/52*z + 1
*
[ 3/5 ] 
f(z) = 250/171*z^3 - 68/57*z + 1
*
[ 3/4 ] 
f(z) = 256/171*z^3 - 67/57*z + 1
*
[ 13/20 ] 
f(z) = 240/169*z^3 - 74/65*z + 1
*
[ 20/27 ] 
f(z) = 243/160*z^3 - 71/60*z + 1
*
[ 9/7 ] 
f(z) = 245/162*z^3 - 41/18*z + 1
*
[ 13/7 ] 
f(z) = 245/169*z^3 - 59/13*z + 1
*
[ -13/7 ] 
f(z) = 245/169*z^3 - 45/13*z + 1
*
[ 13/8 ] 
f(z) = 256/169*z^3 - 47/13*z + 1
*
[ 5/11 ] 
f(z) = 242/175*z^3 - 52/35*z + 1
*
[ 4/3 ] 
f(z) = 243/160*z^3 - 49/20*z + 1
*
[ 13/27 ] 
f(z) = 243/169*z^3 - 55/39*z + 1
*
[ 5/9 ] 
f(z) = 243/175*z^3 - 43/35*z + 1
*
[ 13/10 ] 
f(z) = 250/169*z^3 - 59/26*z + 1
*
[ 5/8 ] 
f(z) = 256/175*z^3 - 41/35*z + 1
*
[ 8/9 ] 
f(z) = 243/160*z^3 - 53/40*z + 1
*
[ 2/3 ] 
f(z) = 243/160*z^3 - 47/40*z + 1
*
[ 13/18 ] 
f(z) = 243/169*z^3 - 59/52*z + 1
*
[ 2/3 ] 
f(z) = 243/176*z^3 - 49/44*z + 1
*
[ 4/7 ] 
f(z) = 245/176*z^3 - 53/44*z + 1
*
[ 13/11 ] 
f(z) = 242/169*z^3 - 24/13*z + 1
*
[ 13/9 ] 
f(z) = 243/169*z^3 - 35/13*z + 1
*
-12/7 | 0.19047821418479499070572364809553782690 | 0.029298527498000621271830858650070333356
f(z) = 245/162*z^3 - 37/9*z + 1
*
[ 3/7 ] 
f(z) = 245/162*z^3 - 29/18*z + 1
*
[ 6/7 ] 
f(z) = 245/162*z^3 - 23/18*z + 1
*
[ -13/8 ] 
f(z) = 256/169*z^3 - 31/13*z + 1
*
[ 13/22 ] 
f(z) = 242/169*z^3 - 31/26*z + 1
*
[ 4/9 ] 
f(z) = 243/160*z^3 - 31/20*z + 1
*
[ -13/9 ] 
f(z) = 243/169*z^3 - 17/13*z + 1
*
[ 13/16 ] 
f(z) = 256/169*z^3 - 16/13*z + 1
*
[ -13/16 ]
f(z) = 256/169*z^3 + 16/13*z + 1
*
[ -1 ]
f(z) = 242/161*z^3 + 80/161*z + 1
*
[ -36/7 ] 
f(z) = 245/192*z^3 - 293/9*z + 1
*
[ -28/9 ] 
f(z) = 243/196*z^3 - 299/28*z + 1
*
-3/22 | 0.18590474509024264905798237538709597279 | 0.023725718193616651574789062620329583676
f(z) = 242/189*z^3 - 281/42*z + 1
*
[ 16/7 ] 
f(z) = 245/192*z^3 - 293/48*z + 1
*
-2 | 0.092425708952182685074699658328941461387 | 0.013157341890177541877471240263238024319
f(z) = 257/192*z^3 - 281/48*z + 1
*
-2 | 0.092628868720366387117743332619844633938 | 0.013172963183895599314127156632574405387
f(z) = 259/192*z^3 - 283/48*z + 1
*
-46/27 | 0.21577679754693550496662806059706225635 | 0.027807671020286008563616075434237213694
f(z) = 243/184*z^3 - 293/69*z + 1
*
3/11 | 0.25035948333731579972591143644690634545 | 0.027924086975490555847178829189647757640
f(z) = 253/189*z^3 - 290/77*z + 1
*
7/9 | 0.19986179256244804348246113677917165824 | 0.026327544776643998283184747950458921478
f(z) = 243/196*z^3 - 283/84*z + 1
*
51/64 | 0.22149058940899485298277676242236753744 | 0.024771676558293068924424398189073414894
f(z) = 256/189*z^3 - 283/112*z + 1
*
[ 14/11 ] 
f(z) = 253/196*z^3 - 289/154*z + 1
*
3/44 | 0.18692180146257888046688357971144431148 | 0.023855517962123679202877246527211090061
f(z) = 242/189*z^3 - 281/168*z + 1
*
[ 44/35 ] 
f(z) = 245/192*z^3 - 299/165*z + 1
*
[ 5/11 ] 
f(z) = 242/195*z^3 - 284/195*z + 1
*
[ -14/9 ] 
f(z) = 243/182*z^3 - 289/182*z + 1
*
[ 4/9 ] 
f(z) = 243/188*z^3 - 283/188*z + 1
*
[ 10/9 ] 
f(z) = 243/190*z^3 - 281/190*z + 1
*
[ 4/9 ] 
f(z) = 243/196*z^3 - 293/196*z + 1
*
[ 3/7 ] 
f(z) = 245/183*z^3 - 289/183*z + 1
*
[ 8/7 ] 
f(z) = 245/184*z^3 - 297/184*z + 1
*
[ 3/7 ] 
f(z) = 245/186*z^3 - 293/186*z + 1
*
[ -11/7 ] 
f(z) = 245/187*z^3 - 299/187*z + 1
*
[ -11/7 ] 
f(z) = 245/198*z^3 - 281/198*z + 1
*
[ 7/16 ] 
f(z) = 256/189*z^3 - 292/189*z + 1
*
[ -3/2 ] 
f(z) = 241/198*z^3 - 283/264*z + 1
*
[ -3/2 ] 
f(z) = 245/198*z^3 - 295/264*z + 1
*
[ 8/11 ] 
f(z) = 253/192*z^3 - 283/264*z + 1
*
-2 | 0.090669203555467292054497769480643067449 | 0.013015918567049060424372191669040212940
f(z) = 241/192*z^3 - 265/48*z + 1
*
-2 | 0.091131683515123146613903326954916581878 | 0.013054234146167815325817744136264999349
f(z) = 245/192*z^3 - 269/48*z + 1
*
-2 | 0.091356837454119657056345744855343245330 | 0.013072615352714414957761047429943585025
f(z) = 247/192*z^3 - 271/48*z + 1
*
-2 | 0.091796047231401122040269067429764731764 | 0.013107980750947907880477184235210475301
f(z) = 251/192*z^3 - 275/48*z + 1
*
-2 | 0.092009447325920660558782036908926025591 | 0.013124872197913062922556621984271101382
f(z) = 253/192*z^3 - 277/48*z + 1
*
[ 10/7 ] 
f(z) = 245/184*z^3 - 278/115*z + 1
*
[ -12/7 ] 
f(z) = 245/198*z^3 - 271/132*z + 1
*
[ 8/7 ] 
f(z) = 259/192*z^3 - 275/168*z + 1
*
[ 5/11 ] 
f(z) = 242/185*z^3 - 272/185*z + 1
*
[ 6/13 ] 
f(z) = 247/189*z^3 - 263/182*z + 1
*
[ -20/13 ] 
f(z) = 247/192*z^3 - 272/195*z + 1
*
[ 1/2 ] 
f(z) = 248/199*z^3 - 261/199*z + 1
*
[ 1/2 ] 
f(z) = 252/199*z^3 - 262/199*z + 1
*
[ -3/2 ] 
f(z) = 256/183*z^3 - 271/183*z + 1
*
[ 17/16 ] 
f(z) = 256/187*z^3 - 278/187*z + 1
*
[ 1/2 ] 
f(z) = 256/197*z^3 - 261/197*z + 1
*
[ 1/2 ] 
f(z) = 256/199*z^3 - 263/199*z + 1
*
[ 14/17 ] 
f(z) = 255/196*z^3 - 261/238*z + 1
*
[ 14/19 ] 
f(z) = 247/196*z^3 - 277/266*z + 1
*
[ 42/11 ] 
f(z) = 242/189*z^3 - 251/14*z + 1
*
124/35 | 0.28565201275074042388597885625063317756 | 0.029582694169692854346918747249857451090
f(z) = 245/192*z^3 - 244/15*z + 1
*
[ -21/4 ] 
f(z) = 256/189*z^3 - 253/7*z + 1
*
[ 3 ] 
f(z) = 256/189*z^3 - 242/21*z + 1
*
15/44 | 0.21939949863978903483383142840837882976 | 0.024871589471195668212257090287422229644
f(z) = 242/189*z^3 - 251/56*z + 1
*
[ -16/7 ] 
f(z) = 245/192*z^3 - 251/48*z + 1
*
[ 9/5 ] 
f(z) = 250/189*z^3 - 242/63*z + 1
*
4/11 | 0.25539635440593873038352072568025192054 | 0.028306405519632440562394266353528836870
f(z) = 253/192*z^3 - 259/66*z + 1
*
[ 7/27 ] 
f(z) = 243/196*z^3 - 247/84*z + 1
*
[ 2/7 ] 
f(z) = 245/188*z^3 - 245/94*z + 1
*
21/25 | 0.18938218021676643607621075547604559003 | 0.024497689135475847040839964823021703320
f(z) = 250/189*z^3 - 253/105*z + 1
*
[ 12/37 ] 
f(z) = 259/192*z^3 - 247/111*z + 1
*
[ -14/9 ] 
f(z) = 243/184*z^3 - 250/161*z + 1
*
[ 21/20 ] 
f(z) = 256/189*z^3 - 253/175*z + 1
*
[ 1/2 ] 
f(z) = 240/181*z^3 - 241/181*z + 1
*
[ 1/2 ] 
f(z) = 240/187*z^3 - 247/187*z + 1
*
[ 1/2 ] 
f(z) = 240/191*z^3 - 251/191*z + 1
*
[ 1/2 ] 
f(z) = 240/193*z^3 - 253/193*z + 1
*
[ 1/2 ] 
f(z) = 240/197*z^3 - 257/197*z + 1
*
[ 1/2 ] 
f(z) = 240/199*z^3 - 259/199*z + 1
*
[ 1/2 ] 
f(z) = 244/181*z^3 - 242/181*z + 1
*
[ 1/2 ] 
f(z) = 244/185*z^3 - 246/185*z + 1
*
[ 1/2 ] 
f(z) = 244/187*z^3 - 248/187*z + 1
*
[ 1/2 ] 
f(z) = 244/189*z^3 - 250/189*z + 1
*
[ 1/2 ] 
f(z) = 244/191*z^3 - 252/191*z + 1
*
[ 1/2 ] 
f(z) = 244/193*z^3 - 254/193*z + 1
*
[ 1/2 ] 
f(z) = 244/195*z^3 - 256/195*z + 1
*
[ 1/2 ] 
f(z) = 244/197*z^3 - 258/197*z + 1
*
[ 1/2 ] 
f(z) = 244/199*z^3 - 260/199*z + 1
*
[ 14/13 ] 
f(z) = 247/196*z^3 - 253/182*z + 1
*
[ 1/2 ] 
f(z) = 248/181*z^3 - 243/181*z + 1
*
[ -3/2 ] 
f(z) = 248/183*z^3 - 253/183*z + 1
*
[ 1/2 ] 
f(z) = 248/183*z^3 - 245/183*z + 1
*
[ 1/2 ] 
f(z) = 248/185*z^3 - 247/185*z + 1
*
[ 1/2 ] 
f(z) = 248/187*z^3 - 249/187*z + 1
*
[ 1/2 ] 
f(z) = 248/189*z^3 - 251/189*z + 1
*
[ 1/2 ] 
f(z) = 248/191*z^3 - 253/191*z + 1
*
[ 1/2 ] 
f(z) = 248/193*z^3 - 255/193*z + 1
*
[ 1/2 ] 
f(z) = 248/195*z^3 - 257/195*z + 1
*
[ 1/2 ] 
f(z) = 248/197*z^3 - 259/197*z + 1
*
[ 1/2 ] 
f(z) = 252/181*z^3 - 244/181*z + 1
*
[ 1/2 ] 
f(z) = 252/185*z^3 - 248/185*z + 1
*
[ 1/2 ] 
f(z) = 252/187*z^3 - 250/187*z + 1
*
[ 1/2 ] 
f(z) = 252/191*z^3 - 254/191*z + 1
*
[ 1/2 ] 
f(z) = 252/193*z^3 - 256/193*z + 1
*
[ 1/2 ] 
f(z) = 252/197*z^3 - 260/197*z + 1
*
[ 1/2 ] 
f(z) = 256/181*z^3 - 245/181*z + 1
*
[ 1/2 ] 
f(z) = 256/183*z^3 - 247/183*z + 1
*
[ 1/2 ] 
f(z) = 256/185*z^3 - 249/185*z + 1
*
[ 1/2 ] 
f(z) = 256/187*z^3 - 251/187*z + 1
*
[ 1/2 ] 
f(z) = 256/189*z^3 - 253/189*z + 1
*
[ 1/2 ] 
f(z) = 256/191*z^3 - 255/191*z + 1
*
[ 1/2 ] 
f(z) = 256/193*z^3 - 257/193*z + 1
*
[ 1/2 ] 
f(z) = 256/195*z^3 - 259/195*z + 1
*
[ -3/2 ] 
f(z) = 256/195*z^3 - 251/195*z + 1
*
[ 14/15 ] 
f(z) = 255/196*z^3 - 253/210*z + 1
*
[ 6/7 ] 
f(z) = 259/180*z^3 - 257/210*z + 1
*
[ 3 ] 
f(z) = 241/189*z^3 - 227/21*z + 1
*
[ 3 ] 
f(z) = 244/189*z^3 - 230/21*z + 1
*
[ 4/35 ] 
f(z) = 245/192*z^3 - 233/30*z + 1
*
[ 3 ] 
f(z) = 247/189*z^3 - 233/21*z + 1
*
[ 3 ] 
f(z) = 250/189*z^3 - 236/21*z + 1
*
[ -3 ] 
f(z) = 251/189*z^3 - 223/21*z + 1
*
[ 3 ] 
f(z) = 253/189*z^3 - 239/21*z + 1
*
[ -3 ] 
f(z) = 254/189*z^3 - 226/21*z + 1
*
[ -3 ] 
f(z) = 257/189*z^3 - 229/21*z + 1
*
51/44 | 0.12026980601403494317325427960047706714 | 0.013791164446615010433927983215833119807
f(z) = 242/189*z^3 - 227/56*z + 1
*
15/22 | 0.22772987762387094314401126346882011703 | 0.029982655164653026028146929431732793861
f(z) = 242/189*z^3 - 221/42*z + 1
*
[ 2 ] 
f(z) = 247/192*z^3 - 223/48*z + 1
*
[ 21/10 ] 
f(z) = 250/189*z^3 - 223/42*z + 1
*
[ 2 ] 
f(z) = 251/192*z^3 - 227/48*z + 1
*
[ 2 ] 
f(z) = 253/192*z^3 - 229/48*z + 1
*
[ 2 ] 
f(z) = 257/192*z^3 - 233/48*z + 1
*
[ 2 ] 
f(z) = 259/192*z^3 - 235/48*z + 1
*
[ 46/27 ] 
f(z) = 243/184*z^3 - 236/69*z + 1
*
[ 42/25 ] 
f(z) = 250/189*z^3 - 233/70*z + 1
*
35/27 | 0.21673113780514376919973009705957507184 | 0.029474870557399077071593070685786200889
f(z) = 243/196*z^3 - 223/84*z + 1
*
[ 3/2 ] 
f(z) = 251/189*z^3 - 223/84*z + 1
*
33/32 | 0.16946426901544479212713773071529019734 | 0.022157222931630889630996709659173516830
f(z) = 256/189*z^3 - 233/84*z + 1
*
[ 3/2 ] 
f(z) = 257/189*z^3 - 229/84*z + 1
*
[ 46/35 ] 
f(z) = 245/184*z^3 - 237/115*z + 1
*
[ -18/11 ] 
f(z) = 242/189*z^3 - 229/126*z + 1
*
[ 21/44 ] 
f(z) = 242/189*z^3 - 233/168*z + 1
*
-3/20 | 0.19118632845919260665135026439111212917 | 0.025054077686504126583234631279737420762
f(z) = 250/189*z^3 - 229/168*z + 1
*
[ 5/9 ] 
f(z) = 243/185*z^3 - 223/185*z + 1
*
[ 5/9 ] 
f(z) = 243/190*z^3 - 227/190*z + 1
*
[ -3/2 ] 
f(z) = 244/195*z^3 - 224/195*z + 1
*
[ 4/7 ] 
f(z) = 245/188*z^3 - 221/188*z + 1
*
[ -52/35 ] 
f(z) = 245/192*z^3 - 223/195*z + 1
*
[ -3/2 ] 
f(z) = 248/195*z^3 - 233/195*z + 1
*
[ 7/8 ] 
f(z) = 256/189*z^3 - 223/189*z + 1
*
[ 15/16 ] 
f(z) = 256/195*z^3 - 238/195*z + 1
*
[ 2/3 ] 
f(z) = 241/184*z^3 - 224/207*z + 1
*
[ 15/22 ] 
f(z) = 242/189*z^3 - 223/210*z + 1
*
[ 2/3 ] 
f(z) = 245/184*z^3 - 226/207*z + 1
*
[ 2/3 ] 
f(z) = 247/184*z^3 - 227/207*z + 1
*
[ 21/31 ] 
f(z) = 248/189*z^3 - 234/217*z + 1
*
[ 2/3 ] 
f(z) = 251/184*z^3 - 229/207*z + 1
*
[ 2/3 ] 
f(z) = 257/184*z^3 - 232/207*z + 1
*
[ 2/3 ] 
f(z) = 259/184*z^3 - 233/207*z + 1
*
-39/11 | 0.25435457860360249316713411412001266902 | 0.029445420231893023322623731967967420425
f(z) = 242/189*z^3 - 209/14*z + 1
*
[ -3 ] 
f(z) = 242/189*z^3 - 214/21*z + 1
*
[ 12/5 ] 
f(z) = 245/192*z^3 - 203/30*z + 1
*
[ -3 ] 
f(z) = 248/189*z^3 - 220/21*z + 1
*
[ 2 ] 
f(z) = 241/192*z^3 - 217/48*z + 1
*
14/9 | 0.15575319073594477015055088203177047268 | 0.019514540684283834786427819186252120395
f(z) = 243/196*z^3 - 209/42*z + 1
*
[ 4/19 ] 
f(z) = 247/192*z^3 - 217/57*z + 1
*
[ 3/11 ] 
f(z) = 253/189*z^3 - 213/77*z + 1
*
[ 3/8 ] 
f(z) = 244/189*z^3 - 207/112*z + 1
*
[ 9/22 ] 
f(z) = 242/189*z^3 - 209/126*z + 1
*
[ 3/5 ] 
f(z) = 253/189*z^3 - 201/175*z + 1
*
[ 3/5 ] 
f(z) = 256/189*z^3 - 202/175*z + 1
*
[ 7/11 ] 
f(z) = 242/189*z^3 - 206/189*z + 1
*
[ 8/9 ] 
f(z) = 243/184*z^3 - 215/184*z + 1
*
[ 2/3 ] 
f(z) = 243/190*z^3 - 203/190*z + 1
*
[ 2/3 ] 
f(z) = 243/194*z^3 - 205/194*z + 1
*
[ 6/7 ] 
f(z) = 245/186*z^3 - 211/186*z + 1
*
[ 3/5 ] 
f(z) = 250/183*z^3 - 212/183*z + 1
*
[ 5/6 ] 
f(z) = 252/185*z^3 - 212/185*z + 1
*
[ 3/4 ] 
f(z) = 256/183*z^3 - 205/183*z + 1
*
[ 5/8 ] 
f(z) = 256/185*z^3 - 211/185*z + 1
*
[ 11/16 ] 
f(z) = 256/187*z^3 - 206/187*z + 1
*
[ 5/8 ] 
f(z) = 256/195*z^3 - 217/195*z + 1
*
[ 13/16 ] 
f(z) = 256/195*z^3 - 214/195*z + 1
*
[ 3/4 ] 
f(z) = 256/195*z^3 - 209/195*z + 1
*
-3/25 | 0.12934659441820869072576222323225416551 | 0.015059315479429835588954701781448783961
f(z) = 250/189*z^3 - 199/35*z + 1
*
[ 12/5 ] 
f(z) = 250/189*z^3 - 197/28*z + 1
*
3/8 | 0.23026242494146146657854565028035911516 | 0.026808548890281820531778661626620200225
f(z) = 256/189*z^3 - 199/28*z + 1
*
-33/20 | 0.22909903685637448515336896887056566165 | 0.026935959557179207061578118471744151572
f(z) = 250/189*z^3 - 183/56*z + 1
*
[ -2 ] 
f(z) = 253/192*z^3 - 181/48*z + 1
*
15/8 | 0.15849736711686764061747258875371248956 | 0.021246538611155090952709233070488516511
f(z) = 256/189*z^3 - 193/42*z + 1
*
[ -2 ] 
f(z) = 257/192*z^3 - 185/48*z + 1
*
12/7 | 0.25018069026574340053573533637594716082 | 0.028696997304252198206169186357940703495
f(z) = 259/192*z^3 - 191/42*z + 1
*
[ -2 ] 
f(z) = 259/192*z^3 - 187/48*z + 1
*
[ 4/13 ] 
f(z) = 247/192*z^3 - 185/78*z + 1
*
[ 4/3 ] 
f(z) = 243/184*z^3 - 193/92*z + 1
*
[ 7/18 ] 
f(z) = 243/196*z^3 - 197/112*z + 1
*
[ 2/5 ] 
f(z) = 245/184*z^3 - 197/115*z + 1
*
-54/35 | 0.19696498393503878716119278508575606426 | 0.026845669555512821434117588786419986876
f(z) = 245/184*z^3 - 192/115*z + 1
*
[ 2/5 ] 
f(z) = 255/184*z^3 - 198/115*z + 1
*
[ -8/5 ] 
f(z) = 245/192*z^3 - 197/120*z + 1
*
[ 3/5 ] 
f(z) = 241/189*z^3 - 197/175*z + 1
*
[ 3/5 ] 
f(z) = 244/189*z^3 - 198/175*z + 1
*
[ 3/5 ] 
f(z) = 247/189*z^3 - 199/175*z + 1
*
[ 3/4 ] 
f(z) = 250/189*z^3 - 181/168*z + 1
*
[ 21/23 ] 
f(z) = 253/189*z^3 - 195/161*z + 1
*
-20/7 | 0.24475621940515818409362478958041466659 | 0.026400563959084583588691173569901628723
f(z) = 245/192*z^3 - 166/15*z + 1
*
[ 7/3 ] 
f(z) = 243/196*z^3 - 173/28*z + 1
*
[ -21/8 ] 
f(z) = 256/189*z^3 - 167/21*z + 1
*
[ -2 ] 
f(z) = 241/192*z^3 - 169/48*z + 1
*
[ -2 ] 
f(z) = 245/192*z^3 - 173/48*z + 1
*
[ -2 ] 
f(z) = 247/192*z^3 - 175/48*z + 1
*
[ -2 ] 
f(z) = 251/192*z^3 - 179/48*z + 1
*
15/11 | 0.21486450117114498800317875705378763100 | 0.025500978413981431362351977472698723142
f(z) = 242/189*z^3 - 169/70*z + 1
*
[ -9/5 ] 
f(z) = 250/189*z^3 - 172/63*z + 1
*
-39/25 | 0.17246690934500697464034792042631822008 | 0.020498024732935513522872730307338861420
f(z) = 250/189*z^3 - 167/70*z + 1
*
3/4 | 0.19532532902389334287955813023761085378 | 0.026573008542223027256789200007340378970
f(z) = 244/189*z^3 - 173/84*z + 1
*
[ -21/13 ] 
f(z) = 247/189*z^3 - 163/91*z + 1
*
[ 10/9 ] 
f(z) = 243/184*z^3 - 176/115*z + 1
*
[ 7/6 ] 
f(z) = 243/196*z^3 - 173/112*z + 1
*
-8/7 | 0.10682179279778704215003586501709099427 | 0.014841646717533473260688662297155101204
f(z) = 245/192*z^3 - 167/120*z + 1
*
[ 20/21 ] 
f(z) = 245/192*z^3 - 163/135*z + 1
*
[ 4/7 ] 
f(z) = 247/192*z^3 - 172/147*z + 1
*
[ 4/5 ] 
f(z) = 247/192*z^3 - 161/150*z + 1
*
[ 4/7 ] 
f(z) = 251/192*z^3 - 173/147*z + 1
*
[ 4/5 ] 
f(z) = 251/192*z^3 - 163/150*z + 1
*
[ 4/5 ] 
f(z) = 259/192*z^3 - 167/150*z + 1
*
[ 21/5 ] 
f(z) = 250/189*z^3 - 158/7*z + 1
*
[ -7/3 ] 
f(z) = 243/196*z^3 - 149/28*z + 1
*
-76/35 | 0.18303448532125645924168624713572485932 | 0.021715932428163400106382267731713387733
f(z) = 245/192*z^3 - 143/30*z + 1
*
21/32 | 0.22326561875788348609142792861327493134 | 0.027034051241578490696811138799194003800
f(z) = 256/189*z^3 - 143/28*z + 1
*
-2 | 0.11327314304446264316489418124828075940 | 0.016116946012358940098853080263909892511
f(z) = 259/184*z^3 - 141/23*z + 1
*
3/10 | 0.20911379797261894147753277437901894221 | 0.029149012114654739504721483754404825556
f(z) = 250/189*z^3 - 145/42*z + 1
*
[ 12/7 ] 
f(z) = 259/192*z^3 - 149/42*z + 1
*
[ -46/27 ] 
f(z) = 243/184*z^3 - 155/69*z + 1
*
33/32 | 0.18443799583934253359416581012692627721 | 0.025612223182696013294601517403279099141
f(z) = 256/189*z^3 - 149/84*z + 1
*
[ 9/10 ] 
f(z) = 250/189*z^3 - 149/126*z + 1
*
[ 4 ] 
f(z) = 251/192*z^3 - 121/6*z + 1
*
[ -4 ] 
f(z) = 257/192*z^3 - 121/6*z + 1
*
[ 4 ] 
f(z) = 259/192*z^3 - 125/6*z + 1
*
-2 | 0.11140290805403682738955367679472866319 | 0.016001007236505518838844026334550736423
f(z) = 241/184*z^3 - 132/23*z + 1
*
-24/11 | 0.17974283227036300953802466171196954992 | 0.025703195132656391888045085703812122093
f(z) = 242/189*z^3 - 121/21*z + 1
*
-2 | 0.11162460050022998075287540999435526199 | 0.016015488238731575831005693481802706122
f(z) = 243/184*z^3 - 133/23*z + 1
*
-2 | 0.11184246065632423240786928909289939751 | 0.016029518544565975372246195851471266316
f(z) = 245/184*z^3 - 134/23*z + 1
*
68/35 | 0.20725732042001334016233885392273944223 | 0.024715516234993914005104966900036740771
f(z) = 245/192*z^3 - 137/30*z + 1
*
-2 | 0.11205666030970667778689731850427663468 | 0.016043122608565630599973367468856874169
f(z) = 247/184*z^3 - 135/23*z + 1
*
-2 | 0.11226735841590949489900575656359733894 | 0.016056322961409848970715054782703690236
f(z) = 249/184*z^3 - 136/23*z + 1
*
24/25 | 0.17527329974579114339549680581886347533 | 0.021352680254399883220455904296620146408
f(z) = 250/189*z^3 - 136/35*z + 1
*
-2 | 0.11247470241023835119231026603756732493 | 0.016069140408706216914640353700031064823
f(z) = 251/184*z^3 - 137/23*z + 1
*
-2 | 0.11287986692799040189238784614908977712 | 0.016093702202911094091650004705429489425
f(z) = 255/184*z^3 - 139/23*z + 1
*
-2 | 0.11307793433197905799372476668873966373 | 0.016105480992268377830073426396939123995
f(z) = 257/184*z^3 - 140/23*z + 1
*
6/11 | 0.11809111758878769124374995890001627814 | 0.014452407719061374933283294361008733078
f(z) = 242/189*z^3 - 131/56*z + 1
*
[ 2/7 ] 
f(z) = 245/192*z^3 - 125/48*z + 1
*
[ 4/11 ] 
f(z) = 253/192*z^3 - 127/66*z + 1
*
[ 12/11 ] 
f(z) = 242/189*z^3 - 121/84*z + 1
*
[ 4/9 ] 
f(z) = 243/184*z^3 - 139/92*z + 1
*
[ 12/19 ] 
f(z) = 247/192*z^3 - 125/114*z + 1
*
[ 3/4 ] 
f(z) = 251/189*z^3 - 121/112*z + 1
*
[ 3/4 ] 
f(z) = 257/189*z^3 - 123/112*z + 1
*
[ 24/35 ] 
f(z) = 245/192*z^3 - 127/120*z + 1
*
[ -4 ] 
f(z) = 241/192*z^3 - 113/6*z + 1
*
[ -4 ] 
f(z) = 245/192*z^3 - 115/6*z + 1
*
[ 4 ] 
f(z) = 247/192*z^3 - 119/6*z + 1
*
[ -4 ] 
f(z) = 253/192*z^3 - 119/6*z + 1
*
[ 2 ] 
f(z) = 241/184*z^3 - 109/23*z + 1
*
[ 2 ] 
f(z) = 243/184*z^3 - 110/23*z + 1
*
[ 2 ] 
f(z) = 245/184*z^3 - 111/23*z + 1
*
[ 4/21 ] 
f(z) = 245/192*z^3 - 116/27*z + 1
*
4/7 | 0.23896073589241401717699686654719068856 | 0.029361532850916005371129228163706930979
f(z) = 245/192*z^3 - 107/30*z + 1
*
[ 2 ] 
f(z) = 247/184*z^3 - 112/23*z + 1
*
[ 2 ] 
f(z) = 249/184*z^3 - 113/23*z + 1
*
[ 2 ] 
f(z) = 251/184*z^3 - 114/23*z + 1
*
[ 2 ] 
f(z) = 255/184*z^3 - 116/23*z + 1
*
[ -15/8 ] 
f(z) = 256/189*z^3 - 113/35*z + 1
*
3/32 | 0.15483800529674958787930441410079607098 | 0.019524206486991692274738775798068449490
f(z) = 256/189*z^3 - 103/28*z + 1
*
[ 2 ] 
f(z) = 257/184*z^3 - 117/23*z + 1
*
[ 2 ] 
f(z) = 259/184*z^3 - 118/23*z + 1
*
[ 4/3 ] 
f(z) = 241/192*z^3 - 107/54*z + 1
*
[ 3/2 ] 
f(z) = 242/189*z^3 - 107/42*z + 1
*
[ 4/3 ] 
f(z) = 245/192*z^3 - 109/54*z + 1
*
[ 3/10 ] 
f(z) = 250/189*z^3 - 103/42*z + 1
*
[ 4/3 ] 
f(z) = 253/192*z^3 - 113/54*z + 1
*
[ 3/2 ] 
f(z) = 254/189*z^3 - 113/42*z + 1
*
[ 4/3 ] 
f(z) = 257/192*z^3 - 115/54*z + 1
*
[ 3/7 ] 
f(z) = 245/198*z^3 - 103/66*z + 1
*
[ 21/50 ] 
f(z) = 250/189*z^3 - 113/70*z + 1
*
-12/11 | 0.19843817480588359735312461176783792809 | 0.024327097776056650865976320706374434565
f(z) = 253/192*z^3 - 109/66*z + 1
*
[ 9/8 ] 
f(z) = 256/189*z^3 - 101/63*z + 1
*
[ -3/2 ] 
f(z) = 241/189*z^3 - 101/84*z + 1
*
[ 2/3 ] 
f(z) = 243/188*z^3 - 101/94*z + 1
*
[ 28/27 ] 
f(z) = 243/196*z^3 - 109/84*z + 1
*
[ 2/3 ] 
f(z) = 243/196*z^3 - 103/98*z + 1
*
[ 4/7 ] 
f(z) = 245/184*z^3 - 109/92*z + 1
*
[ 36/35 ] 
f(z) = 245/192*z^3 - 119/90*z + 1
*
[ -3/2 ] 
f(z) = 247/189*z^3 - 107/84*z + 1
*
[ -3/2 ] 
f(z) = 253/189*z^3 - 113/84*z + 1
*
[ 21/25 ] 
f(z) = 250/189*z^3 - 118/105*z + 1
*
[ 3/22 ] 
f(z) = 242/189*z^3 - 89/14*z + 1
*
-4/35 | 0.15877059805066991956424846936468155208 | 0.018244926787552110273441493145072614226
f(z) = 245/192*z^3 - 94/15*z + 1
*
[ -12/5 ] 
f(z) = 245/192*z^3 - 89/15*z + 1
*
[ 3 ] 
f(z) = 257/189*z^3 - 81/7*z + 1
*
[ -2 ] 
f(z) = 241/184*z^3 - 86/23*z + 1
*
[ 21/11 ] 
f(z) = 242/189*z^3 - 88/21*z + 1
*
[ -2 ] 
f(z) = 243/184*z^3 - 87/23*z + 1
*
[ 2/9 ] 
f(z) = 243/184*z^3 - 82/23*z + 1
*
[ -2 ] 
f(z) = 245/184*z^3 - 88/23*z + 1
*
[ -2 ] 
f(z) = 247/184*z^3 - 89/23*z + 1
*
[ -2 ] 
f(z) = 249/184*z^3 - 90/23*z + 1
*
[ -2 ] 
f(z) = 251/184*z^3 - 91/23*z + 1
*
[ -2 ] 
f(z) = 255/184*z^3 - 93/23*z + 1
*
[ 3/16 ] 
f(z) = 256/189*z^3 - 92/21*z + 1
*
3/2 | 0.23084921696948462329807698076230221185 | 0.029923378877918021977884867861596935526
f(z) = 256/189*z^3 - 83/28*z + 1
*
[ -2 ] 
f(z) = 257/184*z^3 - 94/23*z + 1
*
[ -2 ] 
f(z) = 259/184*z^3 - 95/23*z + 1
*
-12/7 | 0.25450515050413465243076782841277718135 | 0.029318601193603005533859853595722414185
f(z) = 259/192*z^3 - 92/21*z + 1
*
[ 12/23 ] 
f(z) = 253/192*z^3 - 88/69*z + 1
*
[ 4/5 ] 
f(z) = 253/192*z^3 - 82/75*z + 1
*
[ 4/5 ] 
f(z) = 257/192*z^3 - 83/75*z + 1
*
[ 3/4 ] 
f(z) = 244/189*z^3 - 89/84*z + 1
*
[ -3 ] 
f(z) = 241/189*z^3 - 71/7*z + 1
*
[ 3 ] 
f(z) = 242/189*z^3 - 76/7*z + 1
*
-21/11 | 0.16270537839601222381471781363583952867 | 0.021780521633091600785919345224030098848
f(z) = 242/189*z^3 - 65/14*z + 1
*
[ -3 ] 
f(z) = 244/189*z^3 - 72/7*z + 1
*
-68/35 | 0.20142197168282495761068791498555981986 | 0.023725685782670618892808939888770389469
f(z) = 245/192*z^3 - 76/15*z + 1
*
44/35 | 0.23694939145203954263940064546960804762 | 0.028487142665792932037233125237267764273
f(z) = 245/192*z^3 - 64/15*z + 1
*
[ -3 ] 
f(z) = 247/189*z^3 - 73/7*z + 1
*
[ 3 ] 
f(z) = 248/189*z^3 - 78/7*z + 1
*
[ -3 ] 
f(z) = 250/189*z^3 - 74/7*z + 1
*
[ -21/10 ] 
f(z) = 250/189*z^3 - 61/14*z + 1
*
[ 3 ] 
f(z) = 251/189*z^3 - 79/7*z + 1
*
[ -3 ] 
f(z) = 253/189*z^3 - 75/7*z + 1
*
[ 4 ] 
f(z) = 253/192*z^3 - 61/3*z + 1
*
[ 3 ] 
f(z) = 254/189*z^3 - 80/7*z + 1
*
[ 4 ] 
f(z) = 257/192*z^3 - 62/3*z + 1
*
[ -4 ] 
f(z) = 259/192*z^3 - 61/3*z + 1
*
[ 3/2 ] 
f(z) = 241/189*z^3 - 71/28*z + 1
*
[ 15/11 ] 
f(z) = 242/189*z^3 - 74/35*z + 1
*
[ 3/2 ] 
f(z) = 247/189*z^3 - 73/28*z + 1
*
[ 3/2 ] 
f(z) = 253/189*z^3 - 75/28*z + 1
*
[ 21/20 ] 
f(z) = 250/189*z^3 - 79/56*z + 1
*
[ 6/5 ] 
f(z) = 250/189*z^3 - 73/42*z + 1
*
[ 3/4 ] 
f(z) = 254/189*z^3 - 61/56*z + 1
*
[ 4/5 ] 
f(z) = 241/192*z^3 - 79/75*z + 1
*
[ 9/11 ] 
f(z) = 242/189*z^3 - 68/63*z + 1
*
[ 6/7 ] 
f(z) = 245/184*z^3 - 79/69*z + 1
*
[ 6/7 ] 
f(z) = 245/198*z^3 - 71/66*z + 1
*
[ 2/3 ] 
f(z) = 249/184*z^3 - 76/69*z + 1
*
[ 2/3 ] 
f(z) = 255/184*z^3 - 77/69*z + 1
*
[ 9/16 ] 
f(z) = 256/189*z^3 - 76/63*z + 1
*
[ 4 ] 
f(z) = 241/192*z^3 - 58/3*z + 1
*
21/22 | 0.11340844844369184362311149325761869256 | 0.015380807168743257511048454175074305281
f(z) = 242/189*z^3 - 59/14*z + 1
*
21/22 | 0.16051642206583093189206877639159782276 | 0.022462464449936233601000491271436817165
f(z) = 242/189*z^3 - 47/14*z + 1
*
21/22 | 0.14244634572202946219542839636820686487 | 0.020322162266395849163119327991459388577
f(z) = 242/189*z^3 - 41/14*z + 1
*
[ 4 ] 
f(z) = 245/192*z^3 - 59/3*z + 1
*
44/35 | 0.22119595773614920570132121347601434318 | 0.027475358022164794864037260984100933111
f(z) = 245/192*z^3 - 49/15*z + 1
*
-52/35 | 0.23638683354200873293003441994867024300 | 0.029594505048263013643005539152771162597
f(z) = 245/192*z^3 - 46/15*z + 1
*
[ -4 ] 
f(z) = 247/192*z^3 - 58/3*z + 1
*
[ -4 ] 
f(z) = 251/192*z^3 - 59/3*z + 1
*
[ 3/11 ] 
f(z) = 242/189*z^3 - 58/21*z + 1
*
[ 2/7 ] 
f(z) = 245/184*z^3 - 60/23*z + 1
*
36/35 | 0.16642957075299949963529019867458559865 | 0.022381515355149741910014969040611364981
f(z) = 245/192*z^3 - 53/30*z + 1
*
-8/7 | 0.15403374040751984737045500197121824925 | 0.026372742832641189147052586498829568635
f(z) = 245/192*z^3 - 43/24*z + 1
*
[ 4/3 ] 
f(z) = 247/192*z^3 - 55/27*z + 1
*
[ 12/13 ] 
f(z) = 247/192*z^3 - 46/39*z + 1
*
[ 3/2 ] 
f(z) = 248/189*z^3 - 55/21*z + 1
*
[ 4/3 ] 
f(z) = 251/192*z^3 - 56/27*z + 1
*
[ 12/11 ] 
f(z) = 253/192*z^3 - 49/33*z + 1
*
[ 21/16 ] 
f(z) = 256/189*z^3 - 44/21*z + 1
*
[ 15/16 ] 
f(z) = 256/189*z^3 - 44/35*z + 1
*
[ 4/3 ] 
f(z) = 259/192*z^3 - 58/27*z + 1
*
[ -12/7 ] 
f(z) = 259/192*z^3 - 50/21*z + 1
*
[ 3/4 ] 
f(z) = 242/189*z^3 - 59/56*z + 1
*
3/11 | 0.16914078756843277472539117924166181981 | 0.027359829268062442488707308788812759849
f(z) = 242/189*z^3 - 53/42*z + 1
*
[ 14/27 ] 
f(z) = 243/196*z^3 - 53/42*z + 1
*
[ 6/7 ] 
f(z) = 245/192*z^3 - 53/48*z + 1
*
[ -3/2 ] 
f(z) = 250/189*z^3 - 55/42*z + 1
*
[ -21/11 ] 
f(z) = 242/189*z^3 - 22/7*z + 1
*
[ 14/9 ] 
f(z) = 243/196*z^3 - 37/14*z + 1
*
-4/35 | 0.086952188940575926414224021397014603658 | 0.011314174719241945113557127283591105466
f(z) = 245/192*z^3 - 34/15*z + 1
*
[ 12/35 ] 
f(z) = 245/192*z^3 - 31/15*z + 1
*
-12/7 | 0.15404132942906051334483771865341780756 | 0.023044170058744936756190853893352594727
f(z) = 245/192*z^3 - 25/6*z + 1
*
[ 3/2 ] 
f(z) = 250/189*z^3 - 37/14*z + 1
*
[ 2/3 ] 
f(z) = 243/184*z^3 - 25/23*z + 1
*
[ 7/9 ] 
f(z) = 243/196*z^3 - 29/28*z + 1
*
[ -3/2 ] 
f(z) = 244/189*z^3 - 26/21*z + 1
*
[ 8/7 ] 
f(z) = 245/192*z^3 - 37/24*z + 1
*
[ -3/2 ] 
f(z) = 251/189*z^3 - 37/28*z + 1
*
[ -3/2 ] 
f(z) = 256/189*z^3 - 29/21*z + 1
*
[ 3/4 ] 
f(z) = 256/189*z^3 - 23/21*z + 1
*
[ -3/2 ] 
f(z) = 257/189*z^3 - 39/28*z + 1
*
[ 4/7 ] 
f(z) = 259/192*z^3 - 25/21*z + 1
*
15/11 | 0.12122410792418644721940829304272455112 | 0.019426081623939664851347395609461936570
f(z) = 242/189*z^3 - 19/7*z + 1
*
[ -14/9 ] 
f(z) = 243/196*z^3 - 19/14*z + 1
*
[ 3/2 ] 
f(z) = 244/189*z^3 - 18/7*z + 1
*
[ 4/5 ] 
f(z) = 245/192*z^3 - 16/15*z + 1
*
[ -12/7 ] 
f(z) = 245/192*z^3 - 13/6*z + 1
*
[ 12/7 ] 
f(z) = 245/192*z^3 - 10/3*z + 1
*
[ 4/7 ] 
f(z) = 245/192*z^3 - 7/6*z + 1
*
[ 3/4 ] 
f(z) = 248/189*z^3 - 15/14*z + 1
*
[ -3/2 ] 
f(z) = 248/189*z^3 - 9/7*z + 1
*
[ 3/5 ] 
f(z) = 250/189*z^3 - 8/7*z + 1
*
[ -3/2 ] 
f(z) = 254/189*z^3 - 19/14*z + 1
*
[ -21/16 ]
f(z) = 256/189*z^3 - 4/7*z + 1
*
[ -1 ]
f(z) = 242/181*z^3 + 120/181*z + 1
*
[ -24/7 ] 
f(z) = 245/216*z^3 - 289/24*z + 1
*
12/35 | 0.25127653322932178338801912262471285805 | 0.026100310858947812386083671694984973456
f(z) = 245/216*z^3 - 281/20*z + 1
*
2/9 | 0.15653925347333368765211506002883295078 | 0.022195582723404710712086228065111893431
f(z) = 243/208*z^3 - 289/52*z + 1
*
-2 | 0.11181134739251900382137649756720906908 | 0.015917001249142617012928463443830986934
f(z) = 255/208*z^3 - 281/52*z + 1
*
-2 | 0.11204073337906291806622213002214530504 | 0.015933568835377014332757180574544666143
f(z) = 257/208*z^3 - 283/52*z + 1
*
-2 | 0.11226554259625472301134697515848314384 | 0.015949565991925373853622698706585889251
f(z) = 259/208*z^3 - 285/52*z + 1
*
[ 40/27 ] 
f(z) = 243/200*z^3 - 281/120*z + 1
*
-57/35 | 0.14000149009299680059104869296955461705 | 0.017867407843842035217470219006239449109
f(z) = 245/216*z^3 - 281/120*z + 1
*
26/27 | 0.19384142212267391566350723723201226087 | 0.027404783058702588235327466851334160398
f(z) = 243/208*z^3 - 295/156*z + 1
*
[ -12/7 ] 
f(z) = 245/208*z^3 - 293/156*z + 1
*
[ 4/3 ] 
f(z) = 249/208*z^3 - 293/156*z + 1
*
[ 5/11 ] 
f(z) = 242/205*z^3 - 296/205*z + 1
*
[ 8/7 ] 
f(z) = 245/216*z^3 - 293/216*z + 1
*
[ 1/2 ] 
f(z) = 248/219*z^3 - 281/219*z + 1
*
[ 1/2 ] 
f(z) = 256/217*z^3 - 281/217*z + 1
*
[ 1/2 ] 
f(z) = 256/219*z^3 - 283/219*z + 1
*
[ -3/2 ] 
f(z) = 247/207*z^3 - 281/276*z + 1
*
[ -3/2 ] 
f(z) = 251/207*z^3 - 293/276*z + 1
*
[ 9/14 ] 
f(z) = 245/216*z^3 - 295/288*z + 1
*
[ 5/7 ] 
f(z) = 259/200*z^3 - 297/280*z + 1
*
-2 | 0.11005088974597709206822720343753992659 | 0.015781201813472121840610867068764096458
f(z) = 241/208*z^3 - 267/52*z + 1
*
-2 | 0.11032171727208907130327841300948367837 | 0.015803126565067612322643929688551871835
f(z) = 243/208*z^3 - 269/52*z + 1
*
-2 | 0.11109290817049696498580210229488023809 | 0.015863468480237208605615972132780205494
f(z) = 249/208*z^3 - 275/52*z + 1
*
-2 | 0.11133774634755740621981653817336212603 | 0.015881996187185889504446111417914822182
f(z) = 251/208*z^3 - 277/52*z + 1
*
-2 | 0.11157711689746189745871113837790271566 | 0.015899824613576531759046584568751095961
f(z) = 253/208*z^3 - 279/52*z + 1
*
[ 50/27 ] 
f(z) = 243/200*z^3 - 278/75*z + 1
*
[ -78/35 ] 
f(z) = 245/216*z^3 - 272/65*z + 1
*
[ 18/11 ] 
f(z) = 253/216*z^3 - 272/99*z + 1
*
[ 2/7 ] 
f(z) = 245/204*z^3 - 265/102*z + 1
*
[ 2/7 ] 
f(z) = 245/212*z^3 - 275/106*z + 1
*
[ 10/7 ] 
f(z) = 245/216*z^3 - 272/135*z + 1
*
[ 1/2 ] 
f(z) = 240/203*z^3 - 263/203*z + 1
*
[ 1/2 ] 
f(z) = 240/209*z^3 - 269/209*z + 1
*
[ 1/2 ] 
f(z) = 240/211*z^3 - 271/211*z + 1
*
[ 1/2 ] 
f(z) = 240/217*z^3 - 277/217*z + 1
*
[ 1/2 ] 
f(z) = 244/201*z^3 - 262/201*z + 1
*
[ 1/2 ] 
f(z) = 244/203*z^3 - 264/203*z + 1
*
[ 1/2 ] 
f(z) = 244/205*z^3 - 266/205*z + 1
*
[ 1/2 ] 
f(z) = 244/207*z^3 - 268/207*z + 1
*
[ 1/2 ] 
f(z) = 244/209*z^3 - 270/209*z + 1
*
[ 1/2 ] 
f(z) = 244/211*z^3 - 272/211*z + 1
*
[ 1/2 ] 
f(z) = 244/213*z^3 - 274/213*z + 1
*
[ 1/2 ] 
f(z) = 244/215*z^3 - 276/215*z + 1
*
[ 1/2 ] 
f(z) = 244/217*z^3 - 278/217*z + 1
*
[ 1/2 ] 
f(z) = 244/219*z^3 - 280/219*z + 1
*
[ -11/7 ] 
f(z) = 245/209*z^3 - 263/209*z + 1
*
[ 1/2 ] 
f(z) = 248/201*z^3 - 263/201*z + 1
*
[ 1/2 ] 
f(z) = 248/203*z^3 - 265/203*z + 1
*
[ 1/2 ] 
f(z) = 248/205*z^3 - 267/205*z + 1
*
[ 1/2 ] 
f(z) = 248/207*z^3 - 269/207*z + 1
*
[ 1/2 ] 
f(z) = 248/209*z^3 - 271/209*z + 1
*
[ 1/2 ] 
f(z) = 248/211*z^3 - 273/211*z + 1
*
[ 1/2 ] 
f(z) = 248/213*z^3 - 275/213*z + 1
*
[ 1/2 ] 
f(z) = 248/215*z^3 - 277/215*z + 1
*
[ 1/2 ] 
f(z) = 252/205*z^3 - 268/205*z + 1
*
[ 1/2 ] 
f(z) = 252/209*z^3 - 272/209*z + 1
*
[ 1/2 ] 
f(z) = 252/211*z^3 - 274/211*z + 1
*
[ 1/2 ] 
f(z) = 252/215*z^3 - 278/215*z + 1
*
[ 1/2 ] 
f(z) = 256/201*z^3 - 265/201*z + 1
*
[ 1/2 ] 
f(z) = 256/203*z^3 - 267/203*z + 1
*
[ 1/2 ] 
f(z) = 256/205*z^3 - 269/205*z + 1
*
[ 1/2 ] 
f(z) = 256/207*z^3 - 271/207*z + 1
*
[ 1/2 ] 
f(z) = 256/211*z^3 - 275/211*z + 1
*
[ 1/2 ] 
f(z) = 256/213*z^3 - 277/213*z + 1
*
[ 1/2 ] 
f(z) = 256/215*z^3 - 279/215*z + 1
*
[ 3/4 ] 
f(z) = 244/207*z^3 - 275/276*z + 1
*
[ 4/5 ] 
f(z) = 245/208*z^3 - 261/260*z + 1
*
[ 4/5 ] 
f(z) = 255/208*z^3 - 269/260*z + 1
*
[ 3 ] 
f(z) = 257/216*z^3 - 241/24*z + 1
*
66/35 | 0.32644806514419848671233873113355384573 | 0.029893263574662738178229236072274044424
f(z) = 245/216*z^3 - 256/55*z + 1
*
[ -24/13 ] 
f(z) = 247/216*z^3 - 245/104*z + 1
*
[ 5/9 ] 
f(z) = 243/215*z^3 - 247/215*z + 1
*
[ -3/2 ] 
f(z) = 256/201*z^3 - 241/201*z + 1
*
[ 9/16 ] 
f(z) = 256/207*z^3 - 242/207*z + 1
*
[ 2/3 ] 
f(z) = 257/200*z^3 - 241/225*z + 1
*
[ 2/3 ] 
f(z) = 259/200*z^3 - 242/225*z + 1
*
[ 2/3 ] 
f(z) = 241/216*z^3 - 242/243*z + 1
*
[ 2/3 ] 
f(z) = 245/216*z^3 - 244/243*z + 1
*
[ 2/3 ] 
f(z) = 247/216*z^3 - 245/243*z + 1
*
[ 2/3 ] 
f(z) = 251/216*z^3 - 247/243*z + 1
*
[ 2/3 ] 
f(z) = 253/216*z^3 - 248/243*z + 1
*
[ 2/3 ] 
f(z) = 257/216*z^3 - 250/243*z + 1
*
[ 2/3 ] 
f(z) = 259/216*z^3 - 251/243*z + 1
*
[ 3 ] 
f(z) = 245/216*z^3 - 229/24*z + 1
*
[ 3 ] 
f(z) = 251/216*z^3 - 235/24*z + 1
*
[ -3 ] 
f(z) = 253/216*z^3 - 221/24*z + 1
*
[ -3 ] 
f(z) = 259/216*z^3 - 227/24*z + 1
*
15/7 | 0.25659004984581128479970296439440677883 | 0.029422809348971415765335236580913659034
f(z) = 245/216*z^3 - 227/40*z + 1
*
[ 2 ] 
f(z) = 249/208*z^3 - 223/52*z + 1
*
[ 2 ] 
f(z) = 251/208*z^3 - 225/52*z + 1
*
[ 2 ] 
f(z) = 253/208*z^3 - 227/52*z + 1
*
[ 2 ] 
f(z) = 255/208*z^3 - 229/52*z + 1
*
[ 2 ] 
f(z) = 257/208*z^3 - 231/52*z + 1
*
[ 2 ] 
f(z) = 259/208*z^3 - 233/52*z + 1
*
12/7 | 0.23277433657834764715296857626402783629 | 0.028053403486803531989133110883010788712
f(z) = 245/216*z^3 - 223/60*z + 1
*
[ 30/19 ] 
f(z) = 247/216*z^3 - 236/95*z + 1
*
[ 3/2 ] 
f(z) = 253/216*z^3 - 221/96*z + 1
*
[ 3/2 ] 
f(z) = 259/216*z^3 - 227/96*z + 1
*
[ 18/13 ] 
f(z) = 247/216*z^3 - 224/117*z + 1
*
[ 2/5 ] 
f(z) = 245/216*z^3 - 227/135*z + 1
*
[ -5/3 ] 
f(z) = 249/200*z^3 - 223/120*z + 1
*
2/27 | 0.16986572751617017206835706058061527812 | 0.024812840805159227522786688385740261111
f(z) = 243/208*z^3 - 235/156*z + 1
*
[ -14/9 ] 
f(z) = 243/200*z^3 - 227/175*z + 1
*
[ 6/13 ] 
f(z) = 245/216*z^3 - 238/169*z + 1
*
[ 6/13 ] 
f(z) = 251/216*z^3 - 239/169*z + 1
*
[ 6/13 ] 
f(z) = 257/216*z^3 - 240/169*z + 1
*
[ 24/23 ] 
f(z) = 253/216*z^3 - 227/184*z + 1
*
[ 7/11 ] 
f(z) = 242/217*z^3 - 222/217*z + 1
*
[ 5/9 ] 
f(z) = 243/205*z^3 - 239/205*z + 1
*
[ 4/7 ] 
f(z) = 245/204*z^3 - 233/204*z + 1
*
[ 4/7 ] 
f(z) = 245/212*z^3 - 239/212*z + 1
*
[ -3/2 ] 
f(z) = 248/201*z^3 - 223/201*z + 1
*
[ 3/5 ] 
f(z) = 250/201*z^3 - 224/201*z + 1
*
[ 3/5 ] 
f(z) = 250/213*z^3 - 232/213*z + 1
*
[ 3/5 ] 
f(z) = 250/219*z^3 - 236/219*z + 1
*
[ 7/8 ] 
f(z) = 256/203*z^3 - 225/203*z + 1
*
[ 5/8 ] 
f(z) = 256/205*z^3 - 223/205*z + 1
*
[ -3/2 ] 
f(z) = 256/213*z^3 - 221/213*z + 1
*
[ 5/8 ] 
f(z) = 256/215*z^3 - 229/215*z + 1
*
[ 7/8 ] 
f(z) = 256/217*z^3 - 227/217*z + 1
*
[ 2/3 ] 
f(z) = 241/200*z^3 - 233/225*z + 1
*
[ 2/3 ] 
f(z) = 247/200*z^3 - 236/225*z + 1
*
[ 2/3 ] 
f(z) = 251/200*z^3 - 238/225*z + 1
*
[ 2/3 ] 
f(z) = 253/200*z^3 - 239/225*z + 1
*
[ -3 ] 
f(z) = 241/216*z^3 - 209/24*z + 1
*
[ -3 ] 
f(z) = 247/216*z^3 - 215/24*z + 1
*
[ 2 ] 
f(z) = 241/208*z^3 - 215/52*z + 1
*
[ 2 ] 
f(z) = 243/208*z^3 - 217/52*z + 1
*
10/9 | 0.18605347503172677994849404823458517911 | 0.027730665594544185243658166849706115027
f(z) = 243/208*z^3 - 205/52*z + 1
*
[ 2 ] 
f(z) = 245/208*z^3 - 219/52*z + 1
*
[ 3/2 ] 
f(z) = 241/216*z^3 - 209/96*z + 1
*
[ 3/2 ] 
f(z) = 247/216*z^3 - 215/96*z + 1
*
[ 6/5 ] 
f(z) = 250/207*z^3 - 217/138*z + 1
*
-26/27 | 0.084968991413557633531528935753024770061 | 0.012610131854644626530027997614550051214
f(z) = 243/208*z^3 - 211/156*z + 1
*
[ 36/35 ] 
f(z) = 245/216*z^3 - 211/180*z + 1
*
[ 7/11 ] 
f(z) = 242/203*z^3 - 214/203*z + 1
*
[ 9/11 ] 
f(z) = 242/207*z^3 - 208/207*z + 1
*
[ 8/9 ] 
f(z) = 243/200*z^3 - 217/200*z + 1
*
[ 2/3 ] 
f(z) = 243/202*z^3 - 209/202*z + 1
*
[ 7/9 ] 
f(z) = 243/203*z^3 - 205/203*z + 1
*
[ 2/3 ] 
f(z) = 243/206*z^3 - 211/206*z + 1
*
[ 2/3 ] 
f(z) = 243/214*z^3 - 215/214*z + 1
*
[ 7/9 ] 
f(z) = 243/217*z^3 - 209/217*z + 1
*
[ 2/3 ] 
f(z) = 243/218*z^3 - 217/218*z + 1
*
[ -3/2 ] 
f(z) = 244/201*z^3 - 214/201*z + 1
*
[ 3/5 ] 
f(z) = 251/216*z^3 - 217/200*z + 1
*
[ 5/6 ] 
f(z) = 252/205*z^3 - 216/205*z + 1
*
[ 5/6 ] 
f(z) = 252/215*z^3 - 218/215*z + 1
*
[ 18/23 ] 
f(z) = 253/216*z^3 - 206/207*z + 1
*
[ 3/4 ] 
f(z) = 256/201*z^3 - 211/201*z + 1
*
[ 11/16 ] 
f(z) = 256/209*z^3 - 216/209*z + 1
*
[ 3/4 ] 
f(z) = 256/213*z^3 - 215/213*z + 1
*
[ 3/4 ] 
f(z) = 256/219*z^3 - 217/219*z + 1
*
[ 3/5 ] 
f(z) = 257/216*z^3 - 219/200*z + 1
*
[ 10/3 ] 
f(z) = 249/200*z^3 - 197/15*z + 1
*
[ -10/3 ] 
f(z) = 249/200*z^3 - 188/15*z + 1
*
[ 2/9 ] 
f(z) = 243/208*z^3 - 185/52*z + 1
*
4/9 | 0.13358050617541750195042321638851217120 | 0.020286216861764597585180092666060711769
f(z) = 243/208*z^3 - 181/52*z + 1
*
[ 66/35 ] 
f(z) = 245/216*z^3 - 196/55*z + 1
*
[ -2 ] 
f(z) = 259/208*z^3 - 181/52*z + 1
*
[ 3/11 ] 
f(z) = 242/207*z^3 - 190/69*z + 1
*
[ -50/27 ] 
f(z) = 243/200*z^3 - 197/75*z + 1
*
[ 4/3 ] 
f(z) = 243/200*z^3 - 191/100*z + 1
*
[ 10/9 ] 
f(z) = 249/200*z^3 - 194/135*z + 1
*
[ 18/19 ] 
f(z) = 247/216*z^3 - 185/171*z + 1
*
[ 30/37 ] 
f(z) = 259/216*z^3 - 189/185*z + 1
*
10/27 | 0.24867621887964213099771583618024566133 | 0.028033554961576793809074332900502499419
f(z) = 243/200*z^3 - 178/15*z + 1
*
[ -2 ] 
f(z) = 241/208*z^3 - 163/52*z + 1
*
[ -2 ] 
f(z) = 243/208*z^3 - 165/52*z + 1
*
[ -2 ] 
f(z) = 245/208*z^3 - 167/52*z + 1
*
39/35 | 0.16152962240757235389271570894062511702 | 0.019253584368481948958107473459141888774
f(z) = 245/216*z^3 - 163/40*z + 1
*
[ -2 ] 
f(z) = 249/208*z^3 - 171/52*z + 1
*
[ -2 ] 
f(z) = 251/208*z^3 - 173/52*z + 1
*
[ -2 ] 
f(z) = 253/208*z^3 - 175/52*z + 1
*
[ -2 ] 
f(z) = 255/208*z^3 - 177/52*z + 1
*
[ -2 ] 
f(z) = 257/208*z^3 - 179/52*z + 1
*
[ 3/2 ] 
f(z) = 248/207*z^3 - 163/69*z + 1
*
[ 3/2 ] 
f(z) = 256/207*z^3 - 169/69*z + 1
*
[ -12/7 ] 
f(z) = 259/216*z^3 - 163/84*z + 1
*
[ 10/23 ] 
f(z) = 253/200*z^3 - 177/115*z + 1
*
[ 6/11 ] 
f(z) = 242/207*z^3 - 163/138*z + 1
*
-48/35 | 0.17184066489333097000648272678166236381 | 0.023608933255847788089012139734688339683
f(z) = 245/216*z^3 - 161/120*z + 1
*
[ 12/11 ] 
f(z) = 253/216*z^3 - 173/132*z + 1
*
[ 26/27 ] 
f(z) = 243/208*z^3 - 175/156*z + 1
*
-26/27 | 0.15233260044991267277976037858406676478 | 0.023109851403930588877857174016353582460
f(z) = 243/208*z^3 - 163/156*z + 1
*
[ 6/7 ] 
f(z) = 245/208*z^3 - 161/156*z + 1
*
[ 2/3 ] 
f(z) = 249/208*z^3 - 161/156*z + 1
*
[ 2/3 ] 
f(z) = 255/208*z^3 - 163/156*z + 1
*
[ 5/6 ] 
f(z) = 243/200*z^3 - 167/160*z + 1
*
-2 | 0.11242620287417434065320774423915838148 | 0.015996440050986643355178533507099566988
f(z) = 257/200*z^3 - 141/25*z + 1
*
-2 | 0.098038918683291442666014597379429583481 | 0.013935348352344302981486207246979559093
f(z) = 257/216*z^3 - 142/27*z + 1
*
-2 | 0.11263902303173904194181154886959482390 | 0.016010621548017247168671517199228470959
f(z) = 259/200*z^3 - 142/25*z + 1
*
-2 | 0.098279023470162236990915231290987949828 | 0.013955556629004759799589400337293973344
f(z) = 259/216*z^3 - 143/27*z + 1
*
-5/3 | 0.18265493987983512053092470951708297584 | 0.027563410241900609198683059628712569187
f(z) = 243/200*z^3 - 151/40*z + 1
*
3/7 | 0.20125650209062022854563866373272488875 | 0.024369083876361785615529140319488308668
f(z) = 259/216*z^3 - 143/56*z + 1
*
[ 3/2 ] 
f(z) = 244/207*z^3 - 160/69*z + 1
*
[ 48/35 ] 
f(z) = 245/216*z^3 - 149/80*z + 1
*
[ -18/11 ] 
f(z) = 253/216*z^3 - 151/99*z + 1
*
[ 4/9 ] 
f(z) = 243/200*z^3 - 149/100*z + 1
*
[ 8/7 ] 
f(z) = 245/208*z^3 - 147/104*z + 1
*
[ 6/11 ] 
f(z) = 241/216*z^3 - 141/121*z + 1
*
[ 6/7 ] 
f(z) = 245/207*z^3 - 143/138*z + 1
*
[ -54/35 ] 
f(z) = 245/216*z^3 - 142/135*z + 1
*
[ 6/11 ] 
f(z) = 247/216*z^3 - 142/121*z + 1
*
[ -3/2 ] 
f(z) = 250/207*z^3 - 145/138*z + 1
*
[ -3/2 ] 
f(z) = 254/207*z^3 - 151/138*z + 1
*
[ 6/11 ] 
f(z) = 259/216*z^3 - 144/121*z + 1
*
[ 6/7 ] 
f(z) = 241/216*z^3 - 145/147*z + 1
*
[ 6/7 ] 
f(z) = 247/216*z^3 - 148/147*z + 1
*
[ 6/7 ] 
f(z) = 253/216*z^3 - 151/147*z + 1
*
[ 6 ] 
f(z) = 247/216*z^3 - 121/3*z + 1
*
[ -6 ] 
f(z) = 251/216*z^3 - 122/3*z + 1
*
[ 6 ] 
f(z) = 253/216*z^3 - 124/3*z + 1
*
[ -6 ] 
f(z) = 257/216*z^3 - 125/3*z + 1
*
[ 6 ] 
f(z) = 259/216*z^3 - 127/3*z + 1
*
-2 | 0.11056777954725823355308795804671027473 | 0.015863859444837444569257325164390463097
f(z) = 241/200*z^3 - 133/25*z + 1
*
-2 | 0.095872286522668987706105751559289217601 | 0.013740636478371027232404035114496232414
f(z) = 241/216*z^3 - 134/27*z + 1
*
2/9 | 0.16346941328931870444101104530287778547 | 0.023306441869223499578332129472637690916
f(z) = 243/200*z^3 - 139/25*z + 1
*
-2 | 0.11081761208074837209935222019501457538 | 0.015882634890977150733077522865330775737
f(z) = 243/200*z^3 - 134/25*z + 1
*
-2 | 0.096462947654379704552578641870689098938 | 0.013795997903597291944069445404592084152
f(z) = 245/216*z^3 - 136/27*z + 1
*
2/7 | 0.19105348531286840128647291805574809455 | 0.027690022098299874188367797734443460716
f(z) = 245/216*z^3 - 124/27*z + 1
*
-2 | 0.11130079232592688338056840753751918857 | 0.015918086010587385658285570909962438312
f(z) = 247/200*z^3 - 136/25*z + 1
*
-2 | 0.096744290070821406419511128867877998768 | 0.013821753226058057425615504463664464879
f(z) = 247/216*z^3 - 137/27*z + 1
*
-2 | 0.11153478014974014993360922499848464789 | 0.015934854720871053787112373327699757915
f(z) = 249/200*z^3 - 137/25*z + 1
*
-2 | 0.11176407588204155254132007582342828050 | 0.015951040007272307768856123857292700453
f(z) = 251/200*z^3 - 138/25*z + 1
*
-2 | 0.097282819549566439418571725503557835183 | 0.013869973183871939280904778641629450148
f(z) = 251/216*z^3 - 139/27*z + 1
*
-2 | 0.11198892945536622056363955404958198004 | 0.015966677935820357742187623934648521930
f(z) = 253/200*z^3 - 139/25*z + 1
*
-2 | 0.097541238428216123924506680172266078395 | 0.013892618137645620266142908152444933421
f(z) = 253/216*z^3 - 140/27*z + 1
*
-4/3 | 0.15961441901938131418069403191603132273 | 0.025818865549058619883429983505857473900
f(z) = 243/208*z^3 - 121/52*z + 1
*
[ 2/7 ] 
f(z) = 245/208*z^3 - 135/52*z + 1
*
[ 6/19 ] 
f(z) = 247/216*z^3 - 130/57*z + 1
*
[ 3/8 ] 
f(z) = 256/207*z^3 - 127/69*z + 1
*
[ 4/7 ] 
f(z) = 245/216*z^3 - 121/108*z + 1
*
[ 3/4 ] 
f(z) = 241/216*z^3 - 123/128*z + 1
*
[ 3/4 ] 
f(z) = 247/216*z^3 - 125/128*z + 1
*
[ 3/4 ] 
f(z) = 248/207*z^3 - 139/138*z + 1
*
[ 3/4 ] 
f(z) = 253/216*z^3 - 127/128*z + 1
*
[ 3/4 ] 
f(z) = 259/216*z^3 - 129/128*z + 1
*
[ 6 ] 
f(z) = 241/216*z^3 - 118/3*z + 1
*
[ -6 ] 
f(z) = 245/216*z^3 - 119/3*z + 1
*
6/35 | 0.26168238422733104138291159832009451223 | 0.029364917734885519645868255721236828293
f(z) = 245/216*z^3 - 103/15*z + 1
*
[ 24/7 ] 
f(z) = 245/216*z^3 - 101/8*z + 1
*
[ 2 ] 
f(z) = 241/200*z^3 - 108/25*z + 1
*
[ 2 ] 
f(z) = 241/216*z^3 - 107/27*z + 1
*
[ 20/9 ] 
f(z) = 243/200*z^3 - 109/20*z + 1
*
[ 2 ] 
f(z) = 243/200*z^3 - 109/25*z + 1
*
[ 12/5 ] 
f(z) = 245/216*z^3 - 119/20*z + 1
*
[ 3/14 ] 
f(z) = 245/216*z^3 - 119/32*z + 1
*
[ 2 ] 
f(z) = 245/216*z^3 - 109/27*z + 1
*
[ 2 ] 
f(z) = 247/200*z^3 - 111/25*z + 1
*
[ 2 ] 
f(z) = 247/216*z^3 - 110/27*z + 1
*
[ 2 ] 
f(z) = 249/200*z^3 - 112/25*z + 1
*
[ 2 ] 
f(z) = 251/200*z^3 - 113/25*z + 1
*
[ 2 ] 
f(z) = 251/216*z^3 - 112/27*z + 1
*
[ 2 ] 
f(z) = 253/200*z^3 - 114/25*z + 1
*
[ 2 ] 
f(z) = 253/216*z^3 - 113/27*z + 1
*
[ 2 ] 
f(z) = 257/200*z^3 - 116/25*z + 1
*
[ 2 ] 
f(z) = 257/216*z^3 - 115/27*z + 1
*
[ 2 ] 
f(z) = 259/200*z^3 - 117/25*z + 1
*
-10/7 | 0.23842582735303582922443454085851906826 | 0.028644527070750256906527649029923266002
f(z) = 259/200*z^3 - 103/35*z + 1
*
[ 2 ] 
f(z) = 259/216*z^3 - 116/27*z + 1
*
[ 5/3 ] 
f(z) = 243/200*z^3 - 119/40*z + 1
*
[ 3/7 ] 
f(z) = 245/207*z^3 - 107/69*z + 1
*
[ 9/7 ] 
f(z) = 245/216*z^3 - 119/72*z + 1
*
[ 6/5 ] 
f(z) = 251/216*z^3 - 113/75*z + 1
*
[ 6/5 ] 
f(z) = 257/216*z^3 - 116/75*z + 1
*
[ 10/19 ] 
f(z) = 247/200*z^3 - 118/95*z + 1
*
[ 8/9 ] 
f(z) = 243/208*z^3 - 109/104*z + 1
*
[ 2/3 ] 
f(z) = 243/212*z^3 - 107/106*z + 1
*
[ 6/7 ] 
f(z) = 245/204*z^3 - 107/102*z + 1
*
[ 24/35 ] 
f(z) = 245/216*z^3 - 119/120*z + 1
*
[ -30/7 ] 
f(z) = 245/216*z^3 - 98/5*z + 1
*
138/35 | 0.26777595849997891467004021107124413928 | 0.027147026768019031518686609978095579098
f(z) = 245/216*z^3 - 89/5*z + 1
*
[ 3 ] 
f(z) = 259/216*z^3 - 81/8*z + 1
*
[ -2 ] 
f(z) = 241/200*z^3 - 83/25*z + 1
*
[ -20/9 ] 
f(z) = 243/200*z^3 - 91/20*z + 1
*
[ 2/9 ] 
f(z) = 243/200*z^3 - 89/25*z + 1
*
[ -2 ] 
f(z) = 243/200*z^3 - 84/25*z + 1
*
[ -2 ] 
f(z) = 245/216*z^3 - 82/27*z + 1
*
[ -2 ] 
f(z) = 247/200*z^3 - 86/25*z + 1
*
[ -2 ] 
f(z) = 247/216*z^3 - 83/27*z + 1
*
[ -2 ] 
f(z) = 249/200*z^3 - 87/25*z + 1
*
[ -2 ] 
f(z) = 251/200*z^3 - 88/25*z + 1
*
[ -2 ] 
f(z) = 251/216*z^3 - 85/27*z + 1
*
[ -2 ] 
f(z) = 253/200*z^3 - 89/25*z + 1
*
[ -2 ] 
f(z) = 253/216*z^3 - 86/27*z + 1
*
[ -2 ] 
f(z) = 257/200*z^3 - 91/25*z + 1
*
[ -2 ] 
f(z) = 257/216*z^3 - 88/27*z + 1
*
[ -2 ] 
f(z) = 259/200*z^3 - 92/25*z + 1
*
[ 10/7 ] 
f(z) = 259/200*z^3 - 82/35*z + 1
*
[ -2 ] 
f(z) = 259/216*z^3 - 89/27*z + 1
*
[ 12/7 ] 
f(z) = 259/216*z^3 - 87/28*z + 1
*
5/9 | 0.17886751949418436156985795352541314368 | 0.029441536099982741154094116198302468800
f(z) = 243/200*z^3 - 87/40*z + 1
*
[ 4/3 ] 
f(z) = 243/208*z^3 - 95/52*z + 1
*
3/5 | 0.21290751024841169444991718409194807122 | 0.027597720186157668976464780559606142940
f(z) = 245/216*z^3 - 83/40*z + 1
*
[ 3/7 ] 
f(z) = 259/216*z^3 - 87/56*z + 1
*
[ -3/2 ] 
f(z) = 257/216*z^3 - 97/96*z + 1
*
[ 3 ] 
f(z) = 241/216*z^3 - 75/8*z + 1
*
[ 10/3 ] 
f(z) = 243/200*z^3 - 64/5*z + 1
*
[ -10/3 ] 
f(z) = 243/200*z^3 - 61/5*z + 1
*
10/9 | 0.19011534450330570752220308155213105442 | 0.024374532981390910009522352314473108685
f(z) = 243/200*z^3 - 61/15*z + 1
*
[ 6/35 ] 
f(z) = 245/216*z^3 - 73/15*z + 1
*
-6/35 | 0.23009398556645842434245071424080647703 | 0.023873727066355758747695358644285268302
f(z) = 245/216*z^3 - 71/5*z + 1
*
[ -3 ] 
f(z) = 245/216*z^3 - 71/8*z + 1
*
[ 18/7 ] 
f(z) = 245/216*z^3 - 62/9*z + 1
*
[ 3 ] 
f(z) = 247/216*z^3 - 77/8*z + 1
*
[ -3 ] 
f(z) = 251/216*z^3 - 73/8*z + 1
*
[ 3 ] 
f(z) = 253/216*z^3 - 79/8*z + 1
*
[ -3 ] 
f(z) = 257/216*z^3 - 75/8*z + 1
*
[ -2 ] 
f(z) = 241/216*z^3 - 80/27*z + 1
*
-12/7 | 0.15972371098137480108348093420172572146 | 0.019356545838525017963817899019393754565
f(z) = 245/216*z^3 - 71/20*z + 1
*
[ 3/2 ] 
f(z) = 245/216*z^3 - 71/32*z + 1
*
[ 2/7 ] 
f(z) = 245/216*z^3 - 70/27*z + 1
*
[ 3/2 ] 
f(z) = 251/216*z^3 - 73/32*z + 1
*
[ 6/23 ] 
f(z) = 253/216*z^3 - 67/23*z + 1
*
[ 3/2 ] 
f(z) = 257/216*z^3 - 75/32*z + 1
*
[ -5/3 ] 
f(z) = 243/200*z^3 - 71/40*z + 1
*
[ 4/9 ] 
f(z) = 243/208*z^3 - 77/52*z + 1
*
-14/9 | 0.098843297772246629143007702359222682909 | 0.017586520985569319458137777991970868173
f(z) = 243/208*z^3 - 69/52*z + 1
*
[ 10/11 ] 
f(z) = 253/200*z^3 - 63/55*z + 1
*
[ 20/27 ] 
f(z) = 243/200*z^3 - 61/60*z + 1
*
[ 10/13 ] 
f(z) = 247/200*z^3 - 67/65*z + 1
*
[ 12/19 ] 
f(z) = 247/216*z^3 - 79/76*z + 1
*
[ -3/2 ] 
f(z) = 248/207*z^3 - 71/69*z + 1
*
[ 2/3 ] 
f(z) = 249/200*z^3 - 79/75*z + 1
*
[ 3/5 ] 
f(z) = 250/207*z^3 - 76/69*z + 1
*
[ -3/2 ] 
f(z) = 256/207*z^3 - 77/69*z + 1
*
[ 3/4 ] 
f(z) = 256/207*z^3 - 71/69*z + 1
*
-66/35 | 0.22568839327677886802522013350487914845 | 0.027070341741900987786911472668757193579
f(z) = 245/216*z^3 - 58/15*z + 1
*
[ -18/7 ] 
f(z) = 245/216*z^3 - 55/9*z + 1
*
15/7 | 0.15366990518182352636501172249232639743 | 0.021504371563653032029776301767250068982
f(z) = 245/216*z^3 - 47/8*z + 1
*
-6/35 | 0.18329900003771352097750627693488752882 | 0.020167456880738976981328953768516341400
f(z) = 245/216*z^3 - 41/5*z + 1
*
[ 6 ] 
f(z) = 251/216*z^3 - 41*z + 1
*
[ -6 ] 
f(z) = 253/216*z^3 - 41*z + 1
*
[ 6 ] 
f(z) = 257/216*z^3 - 42*z + 1
*
[ -6 ] 
f(z) = 259/216*z^3 - 42*z + 1
*
[ 6/13 ] 
f(z) = 247/216*z^3 - 55/39*z + 1
*
[ 5/9 ] 
f(z) = 243/200*z^3 - 47/40*z + 1
*
[ 2/3 ] 
f(z) = 243/208*z^3 - 53/52*z + 1
*
[ 4/7 ] 
f(z) = 245/208*z^3 - 59/52*z + 1
*
[ 18/35 ] 
f(z) = 245/216*z^3 - 56/45*z + 1
*
[ 3/5 ] 
f(z) = 245/216*z^3 - 43/40*z + 1
*
[ 12/13 ] 
f(z) = 247/216*z^3 - 55/52*z + 1
*
[ 6/7 ] 
f(z) = 251/216*z^3 - 50/49*z + 1
*
[ 6/7 ] 
f(z) = 257/216*z^3 - 51/49*z + 1
*
[ -6 ] 
f(z) = 241/216*z^3 - 39*z + 1
*
[ 10/27 ] 
f(z) = 243/200*z^3 - 28/15*z + 1
*
[ 6 ] 
f(z) = 245/216*z^3 - 40*z + 1
*
[ 12/7 ] 
f(z) = 245/216*z^3 - 35/12*z + 1
*
-6/35 | 0.16407936052861209595144952880244611420 | 0.019005239730752954647755888896299865932
f(z) = 245/216*z^3 - 26/5*z + 1
*
[ 6/5 ] 
f(z) = 245/216*z^3 - 22/15*z + 1
*
6/7 | 0.18786357666649785678941677868317063299 | 0.022312116416502213112279649374236342941
f(z) = 245/216*z^3 - 21/5*z + 1
*
[ -6 ] 
f(z) = 247/216*z^3 - 40*z + 1
*
[ 6/5 ] 
f(z) = 241/216*z^3 - 36/25*z + 1
*
[ 2/3 ] 
f(z) = 243/200*z^3 - 26/25*z + 1
*
[ 3/7 ] 
f(z) = 245/216*z^3 - 37/24*z + 1
*
[ 6/5 ] 
f(z) = 247/216*z^3 - 37/25*z + 1
*
[ 6/5 ] 
f(z) = 253/216*z^3 - 38/25*z + 1
*
[ 6/5 ] 
f(z) = 259/216*z^3 - 39/25*z + 1
*
[ -3/2 ] 
f(z) = 259/216*z^3 - 33/32*z + 1
*
[ 6/7 ] 
f(z) = 259/216*z^3 - 22/21*z + 1
*
-10/9 | 0.17513437528137845516582208163932650064 | 0.026402226433560374861329161061662448622
f(z) = 243/200*z^3 - 19/15*z + 1
*
[ 10/9 ] 
f(z) = 243/200*z^3 - 7/5*z + 1
*
6/7 | 0.12792249569742688894802433706251802075 | 0.016456919780221074407818837756762079642
f(z) = 245/216*z^3 - 11/5*z + 1
*
[ -12/7 ] 
f(z) = 245/216*z^3 - 7/4*z + 1
*
6/7 | 0.16155193985622673570216277941398860071 | 0.023892657134680371811669741230963974006
f(z) = 245/216*z^3 - 4*z + 1
*
[ 6/7 ] 
f(z) = 245/216*z^3 - z + 1
*
[ 6/11 ] 
f(z) = 253/216*z^3 - 13/11*z + 1
*
[ -1 ]
f(z) = 242/201*z^3 + 160/201*z + 1
*
[ 5/2 ] 
f(z) = 248/225*z^3 - 283/45*z + 1
*
-2 | 0.11055034552672820060859477295242240849 | 0.015737490235806001890135047600612086875
f(z) = 253/224*z^3 - 281/56*z + 1
*
-2 | 0.11082620452169000225937469491181494866 | 0.015760847909979007091342818544580336403
f(z) = 255/224*z^3 - 283/56*z + 1
*
[ 5/2 ] 
f(z) = 256/225*z^3 - 293/45*z + 1
*
-2 | 0.11109399535779572154078761058789880647 | 0.015783124272050025862129470583500381254
f(z) = 257/224*z^3 - 285/56*z + 1
*
[ -58/27 ] 
f(z) = 243/232*z^3 - 293/87*z + 1
*
[ 2/7 ] 
f(z) = 245/228*z^3 - 295/114*z + 1
*
[ -15/8 ] 
f(z) = 248/225*z^3 - 281/120*z + 1
*
[ 1/2 ] 
f(z) = 240/221*z^3 - 281/221*z + 1
*
[ 1/2 ] 
f(z) = 240/223*z^3 - 283/223*z + 1
*
[ 1/2 ] 
f(z) = 240/227*z^3 - 287/227*z + 1
*
[ 1/2 ] 
f(z) = 240/229*z^3 - 289/229*z + 1
*
[ 1/2 ] 
f(z) = 240/233*z^3 - 293/233*z + 1
*
[ 1/2 ] 
f(z) = 240/239*z^3 - 299/239*z + 1
*
[ -5/3 ] 
f(z) = 243/235*z^3 - 299/235*z + 1
*
[ 1/2 ] 
f(z) = 244/221*z^3 - 282/221*z + 1
*
[ 1/2 ] 
f(z) = 244/223*z^3 - 284/223*z + 1
*
[ 1/2 ] 
f(z) = 244/225*z^3 - 286/225*z + 1
*
[ 1/2 ] 
f(z) = 244/227*z^3 - 288/227*z + 1
*
[ 1/2 ] 
f(z) = 244/229*z^3 - 290/229*z + 1
*
[ 1/2 ] 
f(z) = 244/231*z^3 - 292/231*z + 1
*
[ 1/2 ] 
f(z) = 244/233*z^3 - 294/233*z + 1
*
[ 1/2 ] 
f(z) = 244/235*z^3 - 296/235*z + 1
*
[ 1/2 ] 
f(z) = 244/237*z^3 - 298/237*z + 1
*
[ 8/7 ] 
f(z) = 245/232*z^3 - 291/232*z + 1
*
[ 1/2 ] 
f(z) = 248/221*z^3 - 283/221*z + 1
*
[ 1/2 ] 
f(z) = 248/223*z^3 - 285/223*z + 1
*
[ 1/2 ] 
f(z) = 248/225*z^3 - 287/225*z + 1
*
[ 1/2 ] 
f(z) = 248/227*z^3 - 289/227*z + 1
*
[ 1/2 ] 
f(z) = 248/229*z^3 - 291/229*z + 1
*
[ 1/2 ] 
f(z) = 248/231*z^3 - 293/231*z + 1
*
[ 1/2 ] 
f(z) = 248/233*z^3 - 295/233*z + 1
*
[ 1/2 ] 
f(z) = 248/235*z^3 - 297/235*z + 1
*
[ 1/2 ] 
f(z) = 248/237*z^3 - 299/237*z + 1
*
[ 1/2 ] 
f(z) = 252/221*z^3 - 284/221*z + 1
*
[ 1/2 ] 
f(z) = 252/223*z^3 - 286/223*z + 1
*
[ 1/2 ] 
f(z) = 252/227*z^3 - 290/227*z + 1
*
[ 1/2 ] 
f(z) = 252/229*z^3 - 292/229*z + 1
*
[ 1/2 ] 
f(z) = 252/233*z^3 - 296/233*z + 1
*
[ 1/2 ] 
f(z) = 252/235*z^3 - 298/235*z + 1
*
[ 1/2 ] 
f(z) = 256/221*z^3 - 285/221*z + 1
*
[ 1/2 ] 
f(z) = 256/223*z^3 - 287/223*z + 1
*
[ 9/8 ] 
f(z) = 256/225*z^3 - 299/225*z + 1
*
[ 1/2 ] 
f(z) = 256/225*z^3 - 289/225*z + 1
*
[ 1/2 ] 
f(z) = 256/227*z^3 - 291/227*z + 1
*
[ 1/2 ] 
f(z) = 256/229*z^3 - 293/229*z + 1
*
[ 1/2 ] 
f(z) = 256/231*z^3 - 295/231*z + 1
*
[ 1/2 ] 
f(z) = 256/233*z^3 - 297/233*z + 1
*
[ 1/2 ] 
f(z) = 256/235*z^3 - 299/235*z + 1
*
[ 28/9 ] 
f(z) = 243/224*z^3 - 275/28*z + 1
*
-2 | 0.10867396563185444070366697436568579747 | 0.015567093004656261312502497108355514211
f(z) = 241/224*z^3 - 269/56*z + 1
*
-2 | 0.10901925992784064118438026341456168535 | 0.015600002044619664202603330918578689119
f(z) = 243/224*z^3 - 271/56*z + 1
*
[ 5/2 ] 
f(z) = 244/225*z^3 - 278/45*z + 1
*
-2 | 0.10966634478514855607714514787437318368 | 0.015659762918188155109131736785835666854
f(z) = 247/224*z^3 - 275/56*z + 1
*
-2 | 0.10997135016670465483954958492460124725 | 0.015687083862782038750823735238413233141
f(z) = 249/224*z^3 - 277/56*z + 1
*
-2 | 0.11026568042748109914721756219899957508 | 0.015712943912189481133538814395765912517
f(z) = 251/224*z^3 - 279/56*z + 1
*
[ -45/22 ] 
f(z) = 242/225*z^3 - 271/90*z + 1
*
[ 10/7 ] 
f(z) = 245/232*z^3 - 269/145*z + 1
*
[ 5/4 ] 
f(z) = 244/225*z^3 - 269/180*z + 1
*
[ 10/9 ] 
f(z) = 243/230*z^3 - 277/230*z + 1
*
[ 5/9 ] 
f(z) = 243/235*z^3 - 263/235*z + 1
*
[ 17/16 ] 
f(z) = 256/221*z^3 - 276/221*z + 1
*
[ 15/19 ] 
f(z) = 247/225*z^3 - 271/285*z + 1
*
[ -28/9 ] 
f(z) = 243/224*z^3 - 257/28*z + 1
*
[ -5/2 ] 
f(z) = 244/225*z^3 - 242/45*z + 1
*
[ -5/2 ] 
f(z) = 248/225*z^3 - 247/45*z + 1
*
[ -5/2 ] 
f(z) = 256/225*z^3 - 257/45*z + 1
*
[ 15/44 ] 
f(z) = 242/225*z^3 - 247/120*z + 1
*
[ 2/5 ] 
f(z) = 245/232*z^3 - 242/145*z + 1
*
[ 2/5 ] 
f(z) = 255/232*z^3 - 243/145*z + 1
*
[ 15/13 ] 
f(z) = 247/225*z^3 - 259/195*z + 1
*
[ 5/9 ] 
f(z) = 243/220*z^3 - 251/220*z + 1
*
[ 5/9 ] 
f(z) = 243/230*z^3 - 259/230*z + 1
*
[ 4/7 ] 
f(z) = 245/228*z^3 - 251/228*z + 1
*
[ 4/7 ] 
f(z) = 245/236*z^3 - 257/236*z + 1
*
[ 3/5 ] 
f(z) = 250/231*z^3 - 244/231*z + 1
*
[ 3/5 ] 
f(z) = 250/237*z^3 - 248/237*z + 1
*
[ 5/8 ] 
f(z) = 256/235*z^3 - 241/235*z + 1
*
[ 2/3 ] 
f(z) = 241/232*z^3 - 251/261*z + 1
*
[ 2/3 ] 
f(z) = 245/232*z^3 - 253/261*z + 1
*
[ 2/3 ] 
f(z) = 247/232*z^3 - 254/261*z + 1
*
[ 2/3 ] 
f(z) = 251/232*z^3 - 256/261*z + 1
*
[ 2/3 ] 
f(z) = 253/232*z^3 - 257/261*z + 1
*
[ 2/3 ] 
f(z) = 257/232*z^3 - 259/261*z + 1
*
[ 2/3 ] 
f(z) = 259/232*z^3 - 260/261*z + 1
*
[ 15/4 ] 
f(z) = 256/225*z^3 - 229/15*z + 1
*
[ -15/4 ] 
f(z) = 256/225*z^3 - 221/15*z + 1
*
[ 30/11 ] 
f(z) = 242/225*z^3 - 221/30*z + 1
*
[ 2 ] 
f(z) = 249/224*z^3 - 221/56*z + 1
*
[ 2 ] 
f(z) = 251/224*z^3 - 223/56*z + 1
*
[ 2 ] 
f(z) = 253/224*z^3 - 225/56*z + 1
*
[ 2 ] 
f(z) = 255/224*z^3 - 227/56*z + 1
*
[ 2 ] 
f(z) = 257/224*z^3 - 229/56*z + 1
*
-15/8 | 0.22620438244813135576675002245715996758 | 0.027874084432062526290485072239904704857
f(z) = 256/225*z^3 - 223/60*z + 1
*
4/3 | 0.20676891071121185824828923603822736448 | 0.027457600424110815969141739363151098215
f(z) = 255/224*z^3 - 233/84*z + 1
*
[ -12/7 ] 
f(z) = 245/234*z^3 - 233/156*z + 1
*
[ 2/3 ] 
f(z) = 243/226*z^3 - 221/226*z + 1
*
[ 2/3 ] 
f(z) = 243/230*z^3 - 223/230*z + 1
*
[ 8/9 ] 
f(z) = 243/232*z^3 - 221/232*z + 1
*
[ 2/3 ] 
f(z) = 243/238*z^3 - 227/238*z + 1
*
[ 5/6 ] 
f(z) = 252/235*z^3 - 222/235*z + 1
*
[ 7/8 ] 
f(z) = 256/231*z^3 - 229/231*z + 1
*
[ 11/16 ] 
f(z) = 256/231*z^3 - 226/231*z + 1
*
[ 3/4 ] 
f(z) = 256/231*z^3 - 221/231*z + 1
*
[ 3/4 ] 
f(z) = 256/237*z^3 - 223/237*z + 1
*
[ 2 ] 
f(z) = 241/224*z^3 - 213/56*z + 1
*
[ 2 ] 
f(z) = 243/224*z^3 - 215/56*z + 1
*
[ 2 ] 
f(z) = 247/224*z^3 - 219/56*z + 1
*
[ 3/11 ] 
f(z) = 242/225*z^3 - 206/75*z + 1
*
[ -16/9 ] 
f(z) = 243/224*z^3 - 209/112*z + 1
*
[ 14/27 ] 
f(z) = 243/224*z^3 - 205/168*z + 1
*
[ -17/11 ] 
f(z) = 242/221*z^3 - 214/221*z + 1
*
[ 9/11 ] 
f(z) = 242/225*z^3 - 212/225*z + 1
*
[ 7/9 ] 
f(z) = 243/224*z^3 - 211/224*z + 1
*
[ 7/9 ] 
f(z) = 243/238*z^3 - 215/238*z + 1
*
[ 6/7 ] 
f(z) = 245/222*z^3 - 217/222*z + 1
*
[ 13/16 ] 
f(z) = 256/221*z^3 - 220/221*z + 1
*
[ -30/11 ] 
f(z) = 242/225*z^3 - 199/30*z + 1
*
[ 2/9 ] 
f(z) = 243/224*z^3 - 199/56*z + 1
*
28/27 | 0.14661518501362902233991960048648582166 | 0.019997392918167274742248483399491328844
f(z) = 243/224*z^3 - 191/84*z + 1
*
[ 4/3 ] 
f(z) = 243/232*z^3 - 187/116*z + 1
*
[ -58/35 ] 
f(z) = 245/232*z^3 - 188/145*z + 1
*
-45/32 | 0.12389161978242138219844760048504921919 | 0.017873782546780032375276621127745895708
f(z) = 256/225*z^3 - 197/180*z + 1
*
[ -2 ] 
f(z) = 247/224*z^3 - 163/56*z + 1
*
[ -2 ] 
f(z) = 249/224*z^3 - 165/56*z + 1
*
[ -2 ] 
f(z) = 251/224*z^3 - 167/56*z + 1
*
[ -2 ] 
f(z) = 253/224*z^3 - 169/56*z + 1
*
[ -2 ] 
f(z) = 255/224*z^3 - 171/56*z + 1
*
[ -2 ] 
f(z) = 257/224*z^3 - 173/56*z + 1
*
[ 3/2 ] 
f(z) = 248/225*z^3 - 161/75*z + 1
*
[ 3/2 ] 
f(z) = 256/225*z^3 - 167/75*z + 1
*
-10/9 | 0.16220012248573893134523336239615608428 | 0.028088782515222515839081793305452398221
f(z) = 243/220*z^3 - 161/110*z + 1
*
[ 4/9 ] 
f(z) = 243/232*z^3 - 169/116*z + 1
*
[ 6/11 ] 
f(z) = 242/225*z^3 - 173/150*z + 1
*
[ 10/9 ] 
f(z) = 243/232*z^3 - 173/145*z + 1
*
[ 2/3 ] 
f(z) = 249/224*z^3 - 167/168*z + 1
*
[ 2/3 ] 
f(z) = 255/224*z^3 - 169/168*z + 1
*
-2 | 0.10988136970509616716461629764813943211 | 0.015634351230158269178627413575576945447
f(z) = 253/232*z^3 - 141/29*z + 1
*
-2 | 0.11019201953702980581421924604637594663 | 0.015662802063916912361727899962940716717
f(z) = 255/232*z^3 - 142/29*z + 1
*
-2 | 0.11049109592176805423948976202206471707 | 0.015689662877095796468048577919604462061
f(z) = 257/232*z^3 - 143/29*z + 1
*
-2 | 0.11077976373013607375089687071289297432 | 0.015715102691676908282115756726062880411
f(z) = 259/232*z^3 - 144/29*z + 1
*
[ -2 ] 
f(z) = 241/224*z^3 - 157/56*z + 1
*
[ -2 ] 
f(z) = 243/224*z^3 - 159/56*z + 1
*
-2/9 | 0.11260808706870701287232953653472741339 | 0.017735961871616700888448712418306241054
f(z) = 243/224*z^3 - 143/56*z + 1
*
[ 3/2 ] 
f(z) = 244/225*z^3 - 158/75*z + 1
*
6/7 | 0.16956774638880177277952386298246471851 | 0.027725758222952516240177156821790188749
f(z) = 245/234*z^3 - 151/78*z + 1
*
[ 4/3 ] 
f(z) = 249/224*z^3 - 145/84*z + 1
*
[ 4/3 ] 
f(z) = 255/224*z^3 - 149/84*z + 1
*
[ 3/4 ] 
f(z) = 248/225*z^3 - 143/150*z + 1
*
-2 | 0.10766655984228509920180385028034129811 | 0.015414593078343099629206316577830403052
f(z) = 241/232*z^3 - 135/29*z + 1
*
15/11 | 0.19772239884208806563560067017283678009 | 0.026180639102502014403391501182139961455
f(z) = 242/225*z^3 - 127/30*z + 1
*
-2 | 0.10809198936464887525693708284671778484 | 0.015459167430932741913424474622561249333
f(z) = 243/232*z^3 - 136/29*z + 1
*
-2 | 0.10848966353102806074827364447025291392 | 0.015499802167199971095029902517883672786
f(z) = 245/232*z^3 - 137/29*z + 1
*
-2 | 0.10886430598177696738730795461836702013 | 0.015537183002452419513285557257509344890
f(z) = 247/232*z^3 - 138/29*z + 1
*
-2 | 0.10921943280574812427343173430395187370 | 0.015571820504252448686128174024321039058
f(z) = 249/232*z^3 - 139/29*z + 1
*
-2 | 0.10955774476611638295527987793160596794 | 0.015604106904767477004629728637552969695
f(z) = 251/232*z^3 - 140/29*z + 1
*
[ 14/9 ] 
f(z) = 243/224*z^3 - 127/56*z + 1
*
[ 3/8 ] 
f(z) = 256/225*z^3 - 137/75*z + 1
*
-44/27 | 0.12592458290361147302291897717072718269 | 0.017990710446207003691108401084525333468
f(z) = 243/224*z^3 - 137/84*z + 1
*
[ 5/4 ] 
f(z) = 248/225*z^3 - 137/90*z + 1
*
[ 10/9 ] 
f(z) = 243/220*z^3 - 139/110*z + 1
*
[ 4/7 ] 
f(z) = 245/232*z^3 - 127/116*z + 1
*
[ 4/5 ] 
f(z) = 255/224*z^3 - 137/140*z + 1
*
[ 2 ] 
f(z) = 241/232*z^3 - 106/29*z + 1
*
[ 2 ] 
f(z) = 243/232*z^3 - 107/29*z + 1
*
[ 2/9 ] 
f(z) = 243/232*z^3 - 103/29*z + 1
*
[ 2 ] 
f(z) = 245/232*z^3 - 108/29*z + 1
*
[ 2 ] 
f(z) = 247/232*z^3 - 109/29*z + 1
*
[ 2 ] 
f(z) = 249/232*z^3 - 110/29*z + 1
*
[ 2 ] 
f(z) = 251/232*z^3 - 111/29*z + 1
*
[ 2 ] 
f(z) = 253/232*z^3 - 112/29*z + 1
*
[ 2 ] 
f(z) = 255/232*z^3 - 113/29*z + 1
*
[ 2 ] 
f(z) = 257/232*z^3 - 114/29*z + 1
*
[ 2 ] 
f(z) = 259/232*z^3 - 115/29*z + 1
*
[ 5/16 ] 
f(z) = 256/225*z^3 - 104/45*z + 1
*
[ 3/7 ] 
f(z) = 245/234*z^3 - 119/78*z + 1
*
[ 2/3 ] 
f(z) = 243/220*z^3 - 109/110*z + 1
*
[ 2/3 ] 
f(z) = 243/236*z^3 - 113/118*z + 1
*
[ 6/7 ] 
f(z) = 245/228*z^3 - 109/114*z + 1
*
[ -2 ] 
f(z) = 249/232*z^3 - 81/29*z + 1
*
[ -2 ] 
f(z) = 251/232*z^3 - 82/29*z + 1
*
[ -2 ] 
f(z) = 253/232*z^3 - 83/29*z + 1
*
[ -2 ] 
f(z) = 255/232*z^3 - 84/29*z + 1
*
[ -2 ] 
f(z) = 257/232*z^3 - 85/29*z + 1
*
[ -2 ] 
f(z) = 259/232*z^3 - 86/29*z + 1
*
[ 15/32 ] 
f(z) = 256/225*z^3 - 83/60*z + 1
*
[ 10/11 ] 
f(z) = 242/225*z^3 - 89/90*z + 1
*
[ 28/27 ] 
f(z) = 243/224*z^3 - 95/84*z + 1
*
[ 6/7 ] 
f(z) = 245/232*z^3 - 82/87*z + 1
*
[ 2/3 ] 
f(z) = 249/232*z^3 - 85/87*z + 1
*
[ 2/3 ] 
f(z) = 255/232*z^3 - 86/87*z + 1
*
[ -2 ] 
f(z) = 241/232*z^3 - 77/29*z + 1
*
[ -2 ] 
f(z) = 243/232*z^3 - 78/29*z + 1
*
[ -2 ] 
f(z) = 245/232*z^3 - 79/29*z + 1
*
[ 2/7 ] 
f(z) = 245/232*z^3 - 75/29*z + 1
*
[ -2 ] 
f(z) = 247/232*z^3 - 80/29*z + 1
*
[ 5/11 ] 
f(z) = 242/225*z^3 - 64/45*z + 1
*
[ 5/4 ] 
f(z) = 256/225*z^3 - 71/45*z + 1
*
[ 6/7 ] 
f(z) = 245/234*z^3 - 73/78*z + 1
*
[ 3/4 ] 
f(z) = 256/225*z^3 - 73/75*z + 1
*
[ 15/8 ] 
f(z) = 256/225*z^3 - 53/15*z + 1
*
[ 4/3 ] 
f(z) = 243/224*z^3 - 47/28*z + 1
*
[ 4/9 ] 
f(z) = 243/224*z^3 - 41/28*z + 1
*
[ 5/8 ] 
f(z) = 256/225*z^3 - 47/45*z + 1
*
[ 15/11 ] 
f(z) = 242/225*z^3 - 26/15*z + 1
*
[ -15/8 ] 
f(z) = 256/225*z^3 - 37/15*z + 1
*
[ 15/22 ] 
f(z) = 242/225*z^3 - 29/30*z + 1
*
[ 2/3 ] 
f(z) = 243/232*z^3 - 28/29*z + 1
*
[ -15/11 ]
f(z) = 242/225*z^3 - 4/15*z + 1
*
[ 15/16 ] 
f(z) = 256/225*z^3 - 16/15*z + 1
*
[ -15/16 ]
f(z) = 256/225*z^3 + 16/15*z + 1
*
[ -1 ]
f(z) = 242/221*z^3 + 200/221*z + 1
*
[ 11/3 ] 
f(z) = 243/242*z^3 - 281/22*z + 1
*
5/27 | 0.21694285100888450567302023882233630698 | 0.024473708573126080275663825782225790446
f(z) = 243/250*z^3 - 283/30*z + 1
*
[ -10/3 ] 
f(z) = 249/250*z^3 - 293/30*z + 1
*
[ -27/8 ] 
f(z) = 256/243*z^3 - 289/27*z + 1
*
7/16 | 0.22867541637963696715993373042817188530 | 0.029932738702056756459521331922521984809
f(z) = 256/245*z^3 - 297/35*z + 1
*
[ 9/44 ] 
f(z) = 242/243*z^3 - 283/72*z + 1
*
2/7 | 0.15918799131492386087863458444785343602 | 0.022527239140528888222490801635591624560
f(z) = 245/256*z^3 - 293/64*z + 1
*
-2 | 0.10273502410663048499522570017850344545 | 0.014624933382614288859376229468182021475
f(z) = 249/256*z^3 - 281/64*z + 1
*
-2 | 0.088300404466903477444117038015173960745 | 0.012570080595357691704775569838773948843
f(z) = 251/240*z^3 - 281/60*z + 1
*
-2 | 0.10371588505520965336432494552960402449 | 0.014749673123418239576775388975395915008
f(z) = 251/256*z^3 - 283/64*z + 1
*
-2 | 0.088688730406882952167641270151961221415 | 0.012612627106601353305668894604981838266
f(z) = 253/240*z^3 - 283/60*z + 1
*
-2 | 0.10561387590830511994119165796747730571 | 0.015004563684518513536342274168333762486
f(z) = 253/256*z^3 - 285/64*z + 1
*
-2 | 0.10656259352891721851980997290527177561 | 0.015124321977310340413161962792480092506
f(z) = 255/256*z^3 - 287/64*z + 1
*
-2 | 0.089404793798199652366754593036062208095 | 0.012689132677237963465253953151115608335
f(z) = 257/240*z^3 - 287/60*z + 1
*
-2 | 0.10727943499016753136311578577687064267 | 0.015211070201315380743525094708260306491
f(z) = 257/256*z^3 - 289/64*z + 1
*
-2 | 0.089735427737209152482913167973446741151 | 0.012723518640649584164407724440844076733
f(z) = 259/240*z^3 - 289/60*z + 1
*
-2 | 0.10787721326872889672942344657020233031 | 0.015280886154005210132726497276309365379
f(z) = 259/256*z^3 - 291/64*z + 1
*
9/5 | 0.22535104820995324372443084256789378848 | 0.025163932870783351220137726465618606700
f(z) = 250/243*z^3 - 287/90*z + 1
*
3/32 | 0.21945553738739863720270206026103283667 | 0.027907587706952802529765915374180818646
f(z) = 256/243*z^3 - 289/108*z + 1
*
[ -2 ] 
f(z) = 241/244*z^3 - 299/122*z + 1
*
[ -2 ] 
f(z) = 241/252*z^3 - 293/126*z + 1
*
[ -15/8 ] 
f(z) = 256/243*z^3 - 293/135*z + 1
*
[ 21/16 ] 
f(z) = 256/243*z^3 - 298/189*z + 1
*
[ 3/7 ] 
f(z) = 259/243*z^3 - 289/189*z + 1
*
[ -5/3 ] 
f(z) = 243/245*z^3 - 283/245*z + 1
*
[ 8/7 ] 
f(z) = 245/248*z^3 - 289/248*z + 1
*
-16/15 | 0.24098489573167488406249782616549828545 | 0.028579562186279600857626932222338663558
f(z) = 255/256*z^3 - 287/240*z + 1
*
[ 5/9 ] 
f(z) = 249/250*z^3 - 299/270*z + 1
*
[ -11/3 ] 
f(z) = 243/242*z^3 - 269/22*z + 1
*
-18/7 | 0.11278959918763693786194074353433345101 | 0.012639673929578190985084220758056846186
f(z) = 245/243*z^3 - 278/45*z + 1
*
-8/35 | 0.23517008981609564159224127377223574365 | 0.025977078412792937421264337154758171203
f(z) = 245/256*z^3 - 267/40*z + 1
*
-2 | 0.085762141646980535810364388008311341302 | 0.012272047947577342989109016152310016556
f(z) = 241/240*z^3 - 271/60*z + 1
*
-2 | 0.10447390139124986204162350616319221842 | 0.014933875583747751676896548601000986476
f(z) = 241/256*z^3 - 273/64*z + 1
*
21/11 | 0.21621743358533896796894214767516410707 | 0.028562681630860074806922947556764030148
f(z) = 242/245*z^3 - 277/70*z + 1
*
-2 | 0.10461214335892027572536096690367180639 | 0.014938050197384299274974919520971887667
f(z) = 243/256*z^3 - 275/64*z + 1
*
-2 | 0.10452793409390792883465336485333264855 | 0.014910596856806992507368856664171618801
f(z) = 245/256*z^3 - 277/64*z + 1
*
-2 | 0.087433622213445541612501258839610122021 | 0.012472144444984609365356979465188674538
f(z) = 247/240*z^3 - 277/60*z + 1
*
-2 | 0.10400241483672636640927437248208530415 | 0.014820423768540614687464274658835117798
f(z) = 247/256*z^3 - 279/64*z + 1
*
[ -9/4 ] 
f(z) = 250/243*z^3 - 271/72*z + 1
*
[ -9/4 ] 
f(z) = 254/243*z^3 - 277/72*z + 1
*
-12/7 | 0.099883733758815326541267796367542119359 | 0.011937391099051315757193510625541566093
f(z) = 245/256*z^3 - 269/80*z + 1
*
[ 12/7 ] 
f(z) = 245/243*z^3 - 275/108*z + 1
*
[ -50/27 ] 
f(z) = 243/250*z^3 - 269/150*z + 1
*
[ 10/7 ] 
f(z) = 245/248*z^3 - 266/155*z + 1
*
-35/27 | 0.24601729670909409353522602836736829601 | 0.027889972343162570553956876852678979156
f(z) = 243/250*z^3 - 271/210*z + 1
*
[ 16/13 ] 
f(z) = 247/256*z^3 - 265/208*z + 1
*
[ 7/6 ] 
f(z) = 258/245*z^3 - 271/210*z + 1
*
[ 5/9 ] 
f(z) = 243/245*z^3 - 271/245*z + 1
*
[ 4/7 ] 
f(z) = 245/244*z^3 - 263/244*z + 1
*
[ -13/8 ] 
f(z) = 256/247*z^3 - 277/247*z + 1
*
[ 17/16 ] 
f(z) = 256/255*z^3 - 274/255*z + 1
*
[ 2/3 ] 
f(z) = 245/248*z^3 - 262/279*z + 1
*
[ 2/3 ] 
f(z) = 247/248*z^3 - 263/279*z + 1
*
[ 2/3 ] 
f(z) = 251/248*z^3 - 265/279*z + 1
*
[ 2/3 ] 
f(z) = 253/248*z^3 - 266/279*z + 1
*
[ 2/3 ] 
f(z) = 257/248*z^3 - 268/279*z + 1
*
[ 2/3 ] 
f(z) = 259/248*z^3 - 269/279*z + 1
*
[ 11/13 ] 
f(z) = 247/242*z^3 - 261/286*z + 1
*
-110/27 | 0.25023567103046773374141266607562740678 | 0.026481766305961173147111788856764594758
f(z) = 243/250*z^3 - 254/15*z + 1
*
[ 5 ] 
f(z) = 249/250*z^3 - 241/10*z + 1
*
[ 5 ] 
f(z) = 251/250*z^3 - 243/10*z + 1
*
[ -5 ] 
f(z) = 253/250*z^3 - 241/10*z + 1
*
[ 4 ] 
f(z) = 253/256*z^3 - 241/16*z + 1
*
[ 4 ] 
f(z) = 255/256*z^3 - 243/16*z + 1
*
[ 5 ] 
f(z) = 257/250*z^3 - 249/10*z + 1
*
[ 4 ] 
f(z) = 257/256*z^3 - 245/16*z + 1
*
[ 5 ] 
f(z) = 259/250*z^3 - 251/10*z + 1
*
[ -5 ] 
f(z) = 259/250*z^3 - 247/10*z + 1
*
[ 4 ] 
f(z) = 259/256*z^3 - 247/16*z + 1
*
-5/27 | 0.23060685585300191737370826804673411996 | 0.026277875693364405262840719211846118456
f(z) = 243/250*z^3 - 259/30*z + 1
*
[ 24/7 ] 
f(z) = 245/256*z^3 - 253/24*z + 1
*
[ 3 ] 
f(z) = 259/243*z^3 - 241/27*z + 1
*
20/27 | 0.18419603034855032298708653806650575210 | 0.022176319955346853244250686633069125931
f(z) = 243/256*z^3 - 253/48*z + 1
*
18/25 | 0.18671320809566011446788887182093983140 | 0.021234288637049790213962892783098661305
f(z) = 250/243*z^3 - 244/45*z + 1
*
[ -9/4 ] 
f(z) = 242/243*z^3 - 259/72*z + 1
*
-20/9 | 0.20779638887203773369550187292474838910 | 0.023763560872450986772234255098507422054
f(z) = 243/250*z^3 - 251/60*z + 1
*
[ -45/22 ] 
f(z) = 242/243*z^3 - 241/90*z + 1
*
[ 11/6 ] 
f(z) = 243/242*z^3 - 257/88*z + 1
*
[ -20/9 ] 
f(z) = 243/256*z^3 - 259/80*z + 1
*
[ 11/35 ] 
f(z) = 245/242*z^3 - 251/110*z + 1
*
[ -27/14 ] 
f(z) = 245/243*z^3 - 241/108*z + 1
*
65/54 | 0.092742118095900826284994730015854207220 | 0.010655515283112282817429538630743609100
f(z) = 243/250*z^3 - 241/120*z + 1
*
[ 7/18 ] 
f(z) = 243/245*z^3 - 241/140*z + 1
*
[ 2/5 ] 
f(z) = 245/248*z^3 - 257/155*z + 1
*
[ 2/5 ] 
f(z) = 255/248*z^3 - 258/155*z + 1
*
[ 5/12 ] 
f(z) = 243/250*z^3 - 251/160*z + 1
*
[ 14/27 ] 
f(z) = 243/245*z^3 - 251/210*z + 1
*
[ 7/6 ] 
f(z) = 246/245*z^3 - 257/210*z + 1
*
[ 7/11 ] 
f(z) = 242/259*z^3 - 246/259*z + 1
*
20/27 | 0.22161329771242752985793820501637742711 | 0.026630884906877784654005359776940103414
f(z) = 243/256*z^3 - 257/240*z + 1
*
[ 3/5 ] 
f(z) = 250/249*z^3 - 256/249*z + 1
*
[ 16/15 ] 
f(z) = 255/256*z^3 - 257/240*z + 1
*
[ 5/8 ] 
f(z) = 256/245*z^3 - 247/245*z + 1
*
[ 5/8 ] 
f(z) = 256/255*z^3 - 253/255*z + 1
*
[ 15/16 ] 
f(z) = 256/255*z^3 - 242/255*z + 1
*
[ 9/14 ] 
f(z) = 259/243*z^3 - 251/252*z + 1
*
[ 2/3 ] 
f(z) = 241/248*z^3 - 260/279*z + 1
*
[ 15/22 ] 
f(z) = 242/243*z^3 - 251/270*z + 1
*
[ 16/17 ] 
f(z) = 255/256*z^3 - 257/272*z + 1
*
[ 35/44 ] 
f(z) = 242/245*z^3 - 247/280*z + 1
*
[ 7/8 ] 
f(z) = 248/245*z^3 - 257/280*z + 1
*
[ 5 ] 
f(z) = 241/250*z^3 - 233/10*z + 1
*
[ -5 ] 
f(z) = 241/250*z^3 - 229/10*z + 1
*
[ 4 ] 
f(z) = 241/256*z^3 - 229/16*z + 1
*
[ -4 ] 
f(z) = 241/256*z^3 - 221/16*z + 1
*
[ -5 ] 
f(z) = 243/250*z^3 - 231/10*z + 1
*
[ 4 ] 
f(z) = 243/256*z^3 - 231/16*z + 1
*
[ -4 ] 
f(z) = 243/256*z^3 - 223/16*z + 1
*
[ 4 ] 
f(z) = 245/256*z^3 - 233/16*z + 1
*
[ -4 ] 
f(z) = 245/256*z^3 - 225/16*z + 1
*
[ 5 ] 
f(z) = 247/250*z^3 - 239/10*z + 1
*
[ 4 ] 
f(z) = 247/256*z^3 - 235/16*z + 1
*
[ -4 ] 
f(z) = 247/256*z^3 - 227/16*z + 1
*
[ -5 ] 
f(z) = 249/250*z^3 - 237/10*z + 1
*
[ 4 ] 
f(z) = 249/256*z^3 - 237/16*z + 1
*
[ -4 ] 
f(z) = 249/256*z^3 - 229/16*z + 1
*
[ 18/5 ] 
f(z) = 250/243*z^3 - 227/18*z + 1
*
[ -5 ] 
f(z) = 251/250*z^3 - 239/10*z + 1
*
[ 4 ] 
f(z) = 251/256*z^3 - 239/16*z + 1
*
[ -4 ] 
f(z) = 251/256*z^3 - 231/16*z + 1
*
[ -4 ] 
f(z) = 253/256*z^3 - 233/16*z + 1
*
[ -4 ] 
f(z) = 255/256*z^3 - 235/16*z + 1
*
[ -4 ] 
f(z) = 257/256*z^3 - 237/16*z + 1
*
[ -4 ] 
f(z) = 259/256*z^3 - 239/16*z + 1
*
[ 3 ] 
f(z) = 241/243*z^3 - 223/27*z + 1
*
[ 3 ] 
f(z) = 242/243*z^3 - 224/27*z + 1
*
5/27 | 0.20459801352294281828120768918209042713 | 0.023718627939176922903409563658137708000
f(z) = 243/250*z^3 - 223/30*z + 1
*
[ 3 ] 
f(z) = 244/243*z^3 - 226/27*z + 1
*
[ 3 ] 
f(z) = 245/243*z^3 - 227/27*z + 1
*
[ -24/7 ] 
f(z) = 245/256*z^3 - 239/24*z + 1
*
[ 3 ] 
f(z) = 247/243*z^3 - 229/27*z + 1
*
[ 3 ] 
f(z) = 248/243*z^3 - 230/27*z + 1
*
[ 3 ] 
f(z) = 250/243*z^3 - 232/27*z + 1
*
[ 3 ] 
f(z) = 251/243*z^3 - 233/27*z + 1
*
[ 3 ] 
f(z) = 253/243*z^3 - 235/27*z + 1
*
[ 3 ] 
f(z) = 254/243*z^3 - 236/27*z + 1
*
[ 3 ] 
f(z) = 256/243*z^3 - 238/27*z + 1
*
[ 3 ] 
f(z) = 257/243*z^3 - 239/27*z + 1
*
[ -3 ] 
f(z) = 257/243*z^3 - 221/27*z + 1
*
[ -3 ] 
f(z) = 259/243*z^3 - 223/27*z + 1
*
4/9 | 0.20789075690135353922859946920882338667 | 0.025333035007791345888118704778995647038
f(z) = 243/256*z^3 - 229/48*z + 1
*
[ 5/2 ] 
f(z) = 247/250*z^3 - 223/40*z + 1
*
[ 5/2 ] 
f(z) = 251/250*z^3 - 227/40*z + 1
*
[ 5/2 ] 
f(z) = 253/250*z^3 - 229/40*z + 1
*
[ 5/2 ] 
f(z) = 257/250*z^3 - 233/40*z + 1
*
-9/44 | 0.11217051703139966099550374149430117707 | 0.012862430710675121772432272074125777334
f(z) = 242/243*z^3 - 227/72*z + 1
*
-21/11 | 0.079534287357809692718639910286683457405 | 0.010790367143157974032519299193380825995
f(z) = 242/245*z^3 - 227/70*z + 1
*
[ 2/9 ] 
f(z) = 243/256*z^3 - 227/64*z + 1
*
[ 2 ] 
f(z) = 251/240*z^3 - 221/60*z + 1
*
[ 2 ] 
f(z) = 253/240*z^3 - 223/60*z + 1
*
[ 2 ] 
f(z) = 253/256*z^3 - 221/64*z + 1
*
[ 2 ] 
f(z) = 255/256*z^3 - 223/64*z + 1
*
[ 2 ] 
f(z) = 257/240*z^3 - 227/60*z + 1
*
[ 2 ] 
f(z) = 257/256*z^3 - 225/64*z + 1
*
[ 2 ] 
f(z) = 259/240*z^3 - 229/60*z + 1
*
[ 2 ] 
f(z) = 259/256*z^3 - 227/64*z + 1
*
44/35 | 0.15108549120066693251409227428613531273 | 0.018491015497224160087194209757152945792
f(z) = 245/256*z^3 - 221/80*z + 1
*
[ 5/3 ] 
f(z) = 257/250*z^3 - 221/90*z + 1
*
[ 5/3 ] 
f(z) = 259/250*z^3 - 223/90*z + 1
*
-7/27 | 0.082006581806334347779174257658816456451 | 0.011092992270559301132180135990151821953
f(z) = 243/245*z^3 - 232/105*z + 1
*
[ 30/19 ] 
f(z) = 247/250*z^3 - 239/114*z + 1
*
[ 3/2 ] 
f(z) = 257/243*z^3 - 221/108*z + 1
*
[ 3/2 ] 
f(z) = 259/243*z^3 - 223/108*z + 1
*
[ 5/13 ] 
f(z) = 247/250*z^3 - 227/130*z + 1
*
[ -62/35 ] 
f(z) = 245/248*z^3 - 238/155*z + 1
*
[ 8/19 ] 
f(z) = 247/256*z^3 - 235/152*z + 1
*
[ 4/3 ] 
f(z) = 257/256*z^3 - 221/144*z + 1
*
[ 4/3 ] 
f(z) = 259/256*z^3 - 223/144*z + 1
*
[ 9/19 ] 
f(z) = 247/243*z^3 - 229/171*z + 1
*
[ 5/4 ] 
f(z) = 253/250*z^3 - 221/160*z + 1
*
[ 5/4 ] 
f(z) = 259/250*z^3 - 227/160*z + 1
*
[ 11/21 ] 
f(z) = 245/242*z^3 - 235/198*z + 1
*
[ 10/19 ] 
f(z) = 247/250*z^3 - 223/190*z + 1
*
[ -18/11 ] 
f(z) = 253/243*z^3 - 233/198*z + 1
*
[ 8/15 ] 
f(z) = 243/256*z^3 - 229/200*z + 1
*
[ 2/3 ] 
f(z) = 243/242*z^3 - 229/242*z + 1
*
[ 8/9 ] 
f(z) = 243/248*z^3 - 223/248*z + 1
*
[ 2/3 ] 
f(z) = 243/250*z^3 - 233/250*z + 1
*
[ 2/3 ] 
f(z) = 243/254*z^3 - 235/254*z + 1
*
[ 7/9 ] 
f(z) = 243/259*z^3 - 221/259*z + 1
*
[ 6/7 ] 
f(z) = 245/246*z^3 - 221/246*z + 1
*
[ 6/7 ] 
f(z) = 245/258*z^3 - 223/258*z + 1
*
[ 10/11 ] 
f(z) = 251/250*z^3 - 225/242*z + 1
*
[ 13/16 ] 
f(z) = 256/247*z^3 - 226/247*z + 1
*
[ 3/4 ] 
f(z) = 256/249*z^3 - 227/249*z + 1
*
[ 11/16 ] 
f(z) = 256/253*z^3 - 236/253*z + 1
*
[ 7/8 ] 
f(z) = 256/259*z^3 - 233/259*z + 1
*
[ -18/5 ] 
f(z) = 250/243*z^3 - 217/18*z + 1
*
[ -10 ] 
f(z) = 259/250*z^3 - 205/2*z + 1
*
[ -3 ] 
f(z) = 241/243*z^3 - 205/27*z + 1
*
[ -3 ] 
f(z) = 244/243*z^3 - 208/27*z + 1
*
[ 22/7 ] 
f(z) = 245/242*z^3 - 205/22*z + 1
*
[ -3 ] 
f(z) = 245/243*z^3 - 209/27*z + 1
*
[ -3 ] 
f(z) = 247/243*z^3 - 211/27*z + 1
*
[ -3 ] 
f(z) = 248/243*z^3 - 212/27*z + 1
*
[ -3 ] 
f(z) = 250/243*z^3 - 214/27*z + 1
*
[ -3 ] 
f(z) = 251/243*z^3 - 215/27*z + 1
*
[ -3 ] 
f(z) = 253/243*z^3 - 217/27*z + 1
*
[ -3 ] 
f(z) = 254/243*z^3 - 218/27*z + 1
*
[ -3 ] 
f(z) = 256/243*z^3 - 220/27*z + 1
*
[ 5/2 ] 
f(z) = 241/250*z^3 - 217/40*z + 1
*
-20/81 | 0.24710419076930032594954159817694900607 | 0.024365597827618166512994491784814160631
f(z) = 243/250*z^3 - 203/54*z + 1
*
[ -5/2 ] 
f(z) = 257/250*z^3 - 201/40*z + 1
*
[ -5/2 ] 
f(z) = 259/250*z^3 - 203/40*z + 1
*
[ 2 ] 
f(z) = 241/240*z^3 - 211/60*z + 1
*
[ 2 ] 
f(z) = 241/256*z^3 - 209/64*z + 1
*
-18/11 | 0.24786732542051961386997578905135423247 | 0.028662820027234186928943717961741176102
f(z) = 242/243*z^3 - 211/72*z + 1
*
[ 2 ] 
f(z) = 243/256*z^3 - 211/64*z + 1
*
[ 2 ] 
f(z) = 245/256*z^3 - 213/64*z + 1
*
[ 2 ] 
f(z) = 247/240*z^3 - 217/60*z + 1
*
[ 2 ] 
f(z) = 247/256*z^3 - 215/64*z + 1
*
[ 2 ] 
f(z) = 249/256*z^3 - 217/64*z + 1
*
[ 2 ] 
f(z) = 251/256*z^3 - 219/64*z + 1
*
[ 5/3 ] 
f(z) = 247/250*z^3 - 211/90*z + 1
*
[ 5/3 ] 
f(z) = 253/250*z^3 - 217/90*z + 1
*
[ 3/2 ] 
f(z) = 241/243*z^3 - 205/108*z + 1
*
[ -21/11 ] 
f(z) = 242/245*z^3 - 218/105*z + 1
*
-14/9 | 0.16148396361875792100024043493638745144 | 0.022260822251227097016466774081726330489
f(z) = 243/245*z^3 - 202/105*z + 1
*
[ 3/2 ] 
f(z) = 245/243*z^3 - 209/108*z + 1
*
[ 3/2 ] 
f(z) = 247/243*z^3 - 211/108*z + 1
*
[ 3/2 ] 
f(z) = 251/243*z^3 - 215/108*z + 1
*
[ 3/2 ] 
f(z) = 253/243*z^3 - 217/108*z + 1
*
[ 15/11 ] 
f(z) = 242/243*z^3 - 214/135*z + 1
*
[ 40/27 ] 
f(z) = 243/256*z^3 - 211/120*z + 1
*
[ 4/3 ] 
f(z) = 241/256*z^3 - 205/144*z + 1
*
[ -7/4 ] 
f(z) = 244/245*z^3 - 207/140*z + 1
*
[ 4/3 ] 
f(z) = 245/256*z^3 - 209/144*z + 1
*
[ 4/3 ] 
f(z) = 247/256*z^3 - 211/144*z + 1
*
[ 4/3 ] 
f(z) = 251/256*z^3 - 215/144*z + 1
*
[ 4/3 ] 
f(z) = 253/256*z^3 - 217/144*z + 1
*
[ 5/4 ] 
f(z) = 241/250*z^3 - 209/160*z + 1
*
[ 5/4 ] 
f(z) = 243/250*z^3 - 211/160*z + 1
*
[ 5/4 ] 
f(z) = 249/250*z^3 - 217/160*z + 1
*
[ 5/4 ] 
f(z) = 251/250*z^3 - 219/160*z + 1
*
-14/9 | 0.15183334042227445807985618810820349442 | 0.022439999755445327369789623892583901072
f(z) = 243/256*z^3 - 217/192*z + 1
*
[ 22/21 ] 
f(z) = 245/242*z^3 - 211/198*z + 1
*
-35/27 | 0.21952552518256682894299143407666767598 | 0.025613386933897520330613829570073735334
f(z) = 243/250*z^3 - 211/210*z + 1
*
[ 9/10 ] 
f(z) = 244/243*z^3 - 208/225*z + 1
*
[ 9/10 ] 
f(z) = 248/243*z^3 - 211/225*z + 1
*
[ 9/10 ] 
f(z) = 256/243*z^3 - 217/225*z + 1
*
[ 30/37 ] 
f(z) = 259/250*z^3 - 203/222*z + 1
*
[ 10/11 ] 
f(z) = 241/250*z^3 - 217/242*z + 1
*
[ 20/27 ] 
f(z) = 243/256*z^3 - 209/240*z + 1
*
[ 10 ] 
f(z) = 241/250*z^3 - 191/2*z + 1
*
9/22 | 0.17149062722427376690650683651512157389 | 0.020061817328634884576960435110391765573
f(z) = 242/243*z^3 - 191/18*z + 1
*
[ 10/3 ] 
f(z) = 247/250*z^3 - 185/18*z + 1
*
[ -10 ] 
f(z) = 249/250*z^3 - 197/2*z + 1
*
[ 10 ] 
f(z) = 251/250*z^3 - 199/2*z + 1
*
[ 9/2 ] 
f(z) = 256/243*z^3 - 185/9*z + 1
*
[ -9/2 ] 
f(z) = 256/243*z^3 - 181/9*z + 1
*
[ 10/3 ] 
f(z) = 257/250*z^3 - 193/18*z + 1
*
70/27 | 0.19567409990343574012157447536016250707 | 0.022987540791066120415841417940713973239
f(z) = 243/250*z^3 - 199/30*z + 1
*
[ 5/36 ] 
f(z) = 243/250*z^3 - 199/32*z + 1
*
[ -22/7 ] 
f(z) = 245/242*z^3 - 191/22*z + 1
*
-39/16 | 0.19947258151702649369787216808178712286 | 0.026852939455249587925453129655077478463
f(z) = 256/243*z^3 - 187/27*z + 1
*
[ -20/7 ] 
f(z) = 259/250*z^3 - 199/28*z + 1
*
[ -5/2 ] 
f(z) = 243/250*z^3 - 187/40*z + 1
*
4/3 | 0.18966390842197110475824761898604413438 | 0.023543792814442568772326844318844995344
f(z) = 243/256*z^3 - 197/48*z + 1
*
16/9 | 0.23316067470574299903116622839890530742 | 0.029131620653227440872636038158029439977
f(z) = 243/256*z^3 - 187/48*z + 1
*
-8/35 | 0.24217208594658266846090832575174336521 | 0.027845971650900418085232061551810922828
f(z) = 245/256*z^3 - 187/40*z + 1
*
[ -5/2 ] 
f(z) = 247/250*z^3 - 191/40*z + 1
*
[ -5/2 ] 
f(z) = 249/250*z^3 - 193/40*z + 1
*
[ -5/2 ] 
f(z) = 253/250*z^3 - 197/40*z + 1
*
63/44 | 0.20453701660373343803301637439672337841 | 0.023987137834397908348798276980310323421
f(z) = 242/243*z^3 - 187/72*z + 1
*
[ 7/4 ] 
f(z) = 248/245*z^3 - 187/70*z + 1
*
-52/35 | 0.15829889805620880423619714838595906235 | 0.019751967380087635417859090735043409086
f(z) = 245/256*z^3 - 189/80*z + 1
*
4/7 | 0.10703780369760436071659238902540278836 | 0.013428258960898791273633361603306423044
f(z) = 245/256*z^3 - 181/80*z + 1
*
9/10 | 0.19303750217931089246469364162958177510 | 0.022554991173228061469626868109600840698
f(z) = 250/243*z^3 - 193/90*z + 1
*
-9/5 | 0.22175237634650913212568225718389542033 | 0.026006074131971576594800323673767984046
f(z) = 250/243*z^3 - 187/90*z + 1
*
[ 4/3 ] 
f(z) = 243/248*z^3 - 185/124*z + 1
*
[ 8/17 ] 
f(z) = 255/256*z^3 - 183/136*z + 1
*
[ 5/9 ] 
f(z) = 257/250*z^3 - 181/162*z + 1
*
[ 10/9 ] 
f(z) = 259/250*z^3 - 191/162*z + 1
*
[ 36/35 ] 
f(z) = 245/243*z^3 - 187/180*z + 1
*
[ 2/3 ] 
f(z) = 255/256*z^3 - 181/192*z + 1
*
[ 3/4 ] 
f(z) = 242/243*z^3 - 193/216*z + 1
*
[ 21/22 ] 
f(z) = 242/245*z^3 - 199/210*z + 1
*
[ 8/9 ] 
f(z) = 249/256*z^3 - 193/216*z + 1
*
[ 3/4 ] 
f(z) = 250/243*z^3 - 197/216*z + 1
*
[ -8/5 ] 
f(z) = 253/256*z^3 - 181/200*z + 1
*
[ 3/4 ] 
f(z) = 254/243*z^3 - 199/216*z + 1
*
[ 8/9 ] 
f(z) = 255/256*z^3 - 197/216*z + 1
*
[ -8/5 ] 
f(z) = 257/256*z^3 - 189/200*z + 1
*
[ -8/5 ] 
f(z) = 259/256*z^3 - 193/200*z + 1
*
[ 9/2 ] 
f(z) = 244/243*z^3 - 176/9*z + 1
*
[ -9/2 ] 
f(z) = 244/243*z^3 - 172/9*z + 1
*
[ 9/2 ] 
f(z) = 248/243*z^3 - 179/9*z + 1
*
[ -9/2 ] 
f(z) = 248/243*z^3 - 175/9*z + 1
*
[ -10/3 ] 
f(z) = 253/250*z^3 - 179/18*z + 1
*
[ 7/3 ] 
f(z) = 243/245*z^3 - 169/35*z + 1
*
[ 9/4 ] 
f(z) = 244/243*z^3 - 163/36*z + 1
*
-9/32 | 0.24475240853591516098397229692326345513 | 0.029173355802474116995205371230684656801
f(z) = 256/243*z^3 - 163/36*z + 1
*
72/35 | 0.10600793970936319946420929121304254717 | 0.012266760309282996125171674576723908651
f(z) = 245/256*z^3 - 177/40*z + 1
*
-9/5 | 0.23518138277808380121683140544215783055 | 0.028073846304927834173562789938070724811
f(z) = 250/243*z^3 - 161/45*z + 1
*
-63/44 | 0.21345726967960673479563579118085358366 | 0.025162285364505256219526476102147645943
f(z) = 242/243*z^3 - 179/72*z + 1
*
[ 2/7 ] 
f(z) = 245/256*z^3 - 165/64*z + 1
*
[ -2 ] 
f(z) = 251/240*z^3 - 161/60*z + 1
*
[ -2 ] 
f(z) = 253/240*z^3 - 163/60*z + 1
*
[ -2 ] 
f(z) = 257/240*z^3 - 167/60*z + 1
*
[ -2 ] 
f(z) = 257/256*z^3 - 161/64*z + 1
*
[ -2 ] 
f(z) = 259/240*z^3 - 169/60*z + 1
*
[ -2 ] 
f(z) = 259/256*z^3 - 163/64*z + 1
*
[ -11/6 ] 
f(z) = 243/242*z^3 - 161/88*z + 1
*
[ 10/7 ] 
f(z) = 243/250*z^3 - 165/98*z + 1
*
[ 10/7 ] 
f(z) = 253/250*z^3 - 173/98*z + 1
*
[ 21/16 ] 
f(z) = 256/245*z^3 - 164/105*z + 1
*
[ 4/9 ] 
f(z) = 243/248*z^3 - 179/124*z + 1
*
[ 7/6 ] 
f(z) = 243/245*z^3 - 169/140*z + 1
*
[ 10/9 ] 
f(z) = 243/248*z^3 - 172/155*z + 1
*
[ 9/8 ] 
f(z) = 244/243*z^3 - 167/144*z + 1
*
20/21 | 0.15839504144503908559415506808220670791 | 0.020167453636124730957538368814754641116
f(z) = 245/256*z^3 - 161/144*z + 1
*
[ 35/32 ] 
f(z) = 256/245*z^3 - 163/140*z + 1
*
[ 5/9 ] 
f(z) = 247/250*z^3 - 179/162*z + 1
*
[ 9/10 ] 
f(z) = 245/243*z^3 - 167/180*z + 1
*
[ 6/7 ] 
f(z) = 245/256*z^3 - 167/192*z + 1
*
[ 2/3 ] 
f(z) = 249/256*z^3 - 179/192*z + 1
*
[ -8/5 ] 
f(z) = 251/256*z^3 - 177/200*z + 1
*
80/27 | 0.23311340625634550037372555808953938751 | 0.026145604377414771771341126724861517160
f(z) = 243/250*z^3 - 149/15*z + 1
*
4/9 | 0.16175028601075682165294082809691467680 | 0.020764186813234893897153150724177281378
f(z) = 243/256*z^3 - 151/16*z + 1
*
[ 8/3 ] 
f(z) = 249/256*z^3 - 151/24*z + 1
*
-2 | 0.10731606068525354389239245340362228333 | 0.015269349025164345548442515261056959323
f(z) = 251/248*z^3 - 141/31*z + 1
*
-2 | 0.10785160320068167693613618281575525212 | 0.015330132983366485930029371660674664747
f(z) = 253/248*z^3 - 142/31*z + 1
*
-2 | 0.10833230617335212195950646619225685654 | 0.015383116154098694753279371277375583584
f(z) = 255/248*z^3 - 143/31*z + 1
*
[ 8/3 ] 
f(z) = 255/256*z^3 - 155/24*z + 1
*
45/32 | 0.18876457620949131973817889298797772573 | 0.022706835830354095179789805917307446030
f(z) = 256/243*z^3 - 151/36*z + 1
*
[ 35/16 ] 
f(z) = 256/245*z^3 - 156/35*z + 1
*
-2 | 0.10877199480743450727929453925664370545 | 0.015430282669147565439191204514943660955
f(z) = 257/248*z^3 - 144/31*z + 1
*
-2 | 0.10917952532583199473252959825015393335 | 0.015472904361070058035001515818493715405
f(z) = 259/248*z^3 - 145/31*z + 1
*
[ -2 ] 
f(z) = 241/240*z^3 - 151/60*z + 1
*
[ -2 ] 
f(z) = 241/256*z^3 - 145/64*z + 1
*
[ 7/22 ] 
f(z) = 242/245*z^3 - 157/70*z + 1
*
[ 35/22 ] 
f(z) = 242/245*z^3 - 149/70*z + 1
*
[ 14/9 ] 
f(z) = 243/245*z^3 - 143/70*z + 1
*
[ -2 ] 
f(z) = 243/256*z^3 - 147/64*z + 1
*
[ -2 ] 
f(z) = 245/256*z^3 - 149/64*z + 1
*
[ -2 ] 
f(z) = 247/240*z^3 - 157/60*z + 1
*
[ -2 ] 
f(z) = 247/256*z^3 - 151/64*z + 1
*
[ -2 ] 
f(z) = 249/256*z^3 - 153/64*z + 1
*
[ -2 ] 
f(z) = 251/256*z^3 - 155/64*z + 1
*
[ -2 ] 
f(z) = 253/256*z^3 - 157/64*z + 1
*
[ -2 ] 
f(z) = 255/256*z^3 - 159/64*z + 1
*
-40/27 | 0.20493774745077423904735864986670651910 | 0.020843401878036564484997504107200685443
f(z) = 243/250*z^3 - 149/96*z + 1
*
52/35 | 0.13249287697988264536923363527577037378 | 0.017037520759525421965641073360871106045
f(z) = 245/256*z^3 - 149/80*z + 1
*
[ 5/12 ] 
f(z) = 249/250*z^3 - 151/96*z + 1
*
[ 35/27 ] 
f(z) = 243/245*z^3 - 151/105*z + 1
*
[ -12/7 ] 
f(z) = 245/243*z^3 - 149/108*z + 1
*
[ 27/25 ] 
f(z) = 250/243*z^3 - 152/135*z + 1
*
[ -11/7 ] 
f(z) = 259/242*z^3 - 155/154*z + 1
*
[ 32/35 ] 
f(z) = 245/256*z^3 - 143/160*z + 1
*
-80/27 | 0.24846453048648187951915697105236475420 | 0.028506571221594599941054222938420431561
f(z) = 243/250*z^3 - 122/15*z + 1
*
-2 | 0.10231294467295890170237392464347200993 | 0.014632656419295310787472170554174418220
f(z) = 241/248*z^3 - 136/31*z + 1
*
[ -27/11 ] 
f(z) = 242/243*z^3 - 124/27*z + 1
*
[ -7/3 ] 
f(z) = 243/245*z^3 - 139/35*z + 1
*
-2 | 0.10256686593036651101594935073095988803 | 0.014653618410160617419839605375279019732
f(z) = 243/248*z^3 - 137/31*z + 1
*
20/27 | 0.097941639615531206626907216845182027772 | 0.012012441821160066849846649443946989357
f(z) = 243/250*z^3 - 139/30*z + 1
*
[ -9/4 ] 
f(z) = 244/243*z^3 - 131/36*z + 1
*
-2 | 0.10496939612283493919222572350950883880 | 0.014981298989683639965907836931834674697
f(z) = 245/248*z^3 - 138/31*z + 1
*
-2 | 0.10596167976384746836502562867180468976 | 0.015107350543985546538035030190719966323
f(z) = 247/248*z^3 - 139/31*z + 1
*
-2 | 0.10670191651963527336422691005703478974 | 0.015197356570914967374212920163866095255
f(z) = 249/248*z^3 - 140/31*z + 1
*
[ -8/3 ] 
f(z) = 249/256*z^3 - 133/24*z + 1
*
[ -8/3 ] 
f(z) = 255/256*z^3 - 137/24*z + 1
*
[ -35/16 ] 
f(z) = 256/245*z^3 - 124/35*z + 1
*
-21/11 | 0.20768518248490023302703993613139823186 | 0.029302719253845149610729768849516620535
f(z) = 242/243*z^3 - 133/54*z + 1
*
-5/18 | 0.13324632399576816482391343572858060835 | 0.016342525213645601595465598418926085542
f(z) = 243/250*z^3 - 139/40*z + 1
*
[ -35/18 ] 
f(z) = 243/250*z^3 - 121/56*z + 1
*
[ 9/35 ] 
f(z) = 245/243*z^3 - 133/45*z + 1
*
[ 9/5 ] 
f(z) = 245/243*z^3 - 127/45*z + 1
*
[ 8/35 ] 
f(z) = 245/256*z^3 - 137/40*z + 1
*
[ 3/10 ] 
f(z) = 250/243*z^3 - 131/54*z + 1
*
-36/25 | 0.16514297924790375128108955956096609789 | 0.020409118073224199690998406049293444164
f(z) = 250/243*z^3 - 121/45*z + 1
*
[ 8/21 ] 
f(z) = 245/256*z^3 - 127/72*z + 1
*
[ 10/7 ] 
f(z) = 259/250*z^3 - 127/70*z + 1
*
[ 4/7 ] 
f(z) = 259/256*z^3 - 121/112*z + 1
*
[ 5/8 ] 
f(z) = 241/250*z^3 - 125/128*z + 1
*
[ -44/27 ] 
f(z) = 243/242*z^3 - 139/132*z + 1
*
5/18 | 0.090523540014547549117221239000670285878 | 0.011294735904184138092054434079255768308
f(z) = 243/250*z^3 - 121/120*z + 1
*
[ 3/5 ] 
f(z) = 245/243*z^3 - 139/135*z + 1
*
6/7 | 0.13688411871965229142699722628082326351 | 0.019250452607206693079661734558812464674
f(z) = 245/243*z^3 - 136/135*z + 1
*
[ 27/35 ] 
f(z) = 245/243*z^3 - 121/135*z + 1
*
[ 4/7 ] 
f(z) = 245/248*z^3 - 133/124*z + 1
*
[ 5/8 ] 
f(z) = 251/250*z^3 - 127/128*z + 1
*
[ 15/23 ] 
f(z) = 253/250*z^3 - 133/138*z + 1
*
[ 8/15 ] 
f(z) = 255/256*z^3 - 139/120*z + 1
*
[ 15/16 ] 
f(z) = 256/243*z^3 - 134/135*z + 1
*
[ 25/27 ] 
f(z) = 243/250*z^3 - 137/150*z + 1
*
[ 16/21 ] 
f(z) = 245/256*z^3 - 125/144*z + 1
*
[ 10/3 ] 
f(z) = 243/250*z^3 - 101/10*z + 1
*
[ 18/7 ] 
f(z) = 245/243*z^3 - 109/18*z + 1
*
4/7 | 0.20123757821945284358927595409143723194 | 0.026831761022269242834172408626639296677
f(z) = 245/256*z^3 - 113/16*z + 1
*
[ 2 ] 
f(z) = 241/248*z^3 - 105/31*z + 1
*
[ 22/9 ] 
f(z) = 243/242*z^3 - 119/22*z + 1
*
[ -22/9 ] 
f(z) = 243/242*z^3 - 101/22*z + 1
*
[ 2/9 ] 
f(z) = 243/248*z^3 - 110/31*z + 1
*
[ 2 ] 
f(z) = 243/248*z^3 - 106/31*z + 1
*
-5/27 | 0.12099073087858062792565525395441218074 | 0.015295487884877804641898743090046334248
f(z) = 243/250*z^3 - 109/30*z + 1
*
5/9 | 0.20068683144657721446368510809718078319 | 0.025553467003061075996482571625342154338
f(z) = 243/250*z^3 - 103/30*z + 1
*
5/6 | 0.18468158374459904046504028128365540484 | 0.019556612432978503790962189978264096423
f(z) = 243/250*z^3 - 101/24*z + 1
*
56/27 | 0.11731771817899351795717005812938978885 | 0.014319046332836550754485281897677667456
f(z) = 243/256*z^3 - 113/24*z + 1
*
8/27 | 0.23303758373789215871956411895290084688 | 0.028633744555836987530551127597302083107
f(z) = 243/256*z^3 - 107/24*z + 1
*
8/9 | 0.23112187003775370695961425297034709621 | 0.028601160327016665888404425517909199644
f(z) = 243/256*z^3 - 101/24*z + 1
*
15/7 | 0.19436046125447685842217193855241553354 | 0.027962255897955071294210092371927577885
f(z) = 245/243*z^3 - 116/27*z + 1
*
[ 2 ] 
f(z) = 245/248*z^3 - 107/31*z + 1
*
[ 2 ] 
f(z) = 247/248*z^3 - 108/31*z + 1
*
[ 5/19 ] 
f(z) = 247/250*z^3 - 109/38*z + 1
*
[ 2 ] 
f(z) = 249/248*z^3 - 109/31*z + 1
*
[ 2 ] 
f(z) = 251/248*z^3 - 110/31*z + 1
*
[ 2 ] 
f(z) = 253/248*z^3 - 111/31*z + 1
*
[ 2 ] 
f(z) = 255/248*z^3 - 112/31*z + 1
*
[ 3/16 ] 
f(z) = 256/243*z^3 - 118/27*z + 1
*
33/16 | 0.19169879305435769886502441223690323399 | 0.027719268197790163983621279295649136860
f(z) = 256/243*z^3 - 112/27*z + 1
*
[ 2 ] 
f(z) = 257/248*z^3 - 113/31*z + 1
*
[ 2 ] 
f(z) = 259/248*z^3 - 114/31*z + 1
*
[ 5/18 ] 
f(z) = 243/250*z^3 - 107/40*z + 1
*
4/3 | 0.10382087903464469331314523670916356187 | 0.014053189652542281536770092977139689000
f(z) = 243/256*z^3 - 101/48*z + 1
*
[ 12/7 ] 
f(z) = 245/256*z^3 - 115/48*z + 1
*
-8/5 | 0.23549713558263051649372537365129287545 | 0.028743266132342594355222064326701935290
f(z) = 245/256*z^3 - 113/40*z + 1
*
[ 3/2 ] 
f(z) = 250/243*z^3 - 107/54*z + 1
*
[ 3/2 ] 
f(z) = 254/243*z^3 - 109/54*z + 1
*
[ 11/27 ] 
f(z) = 243/242*z^3 - 107/66*z + 1
*
[ -7/4 ] 
f(z) = 248/245*z^3 - 107/70*z + 1
*
[ 9/20 ] 
f(z) = 250/243*z^3 - 103/72*z + 1
*
[ 32/27 ] 
f(z) = 243/256*z^3 - 113/96*z + 1
*
[ 18/35 ] 
f(z) = 245/243*z^3 - 109/90*z + 1
*
[ 16/35 ] 
f(z) = 245/256*z^3 - 111/80*z + 1
*
-12/7 | 0.16642957075299949963529019867458559865 | 0.022297827483335292844095187975958916205
f(z) = 245/256*z^3 - 109/80*z + 1
*
[ -5/3 ] 
f(z) = 247/250*z^3 - 103/90*z + 1
*
[ -5/3 ] 
f(z) = 251/250*z^3 - 107/90*z + 1
*
[ -5/3 ] 
f(z) = 253/250*z^3 - 109/90*z + 1
*
[ -5/3 ] 
f(z) = 257/250*z^3 - 113/90*z + 1
*
[ 12/11 ] 
f(z) = 242/243*z^3 - 119/108*z + 1
*
[ 22/35 ] 
f(z) = 245/242*z^3 - 109/110*z + 1
*
[ 9/13 ] 
f(z) = 247/243*z^3 - 109/117*z + 1
*
[ 8/13 ] 
f(z) = 247/256*z^3 - 103/104*z + 1
*
[ 10/11 ] 
f(z) = 253/250*z^3 - 103/110*z + 1
*
[ 27/32 ] 
f(z) = 256/243*z^3 - 101/108*z + 1
*
[ 2/3 ] 
f(z) = 243/244*z^3 - 115/122*z + 1
*
[ 24/35 ] 
f(z) = 245/256*z^3 - 109/120*z + 1
*
[ 5/6 ] 
f(z) = 249/250*z^3 - 107/120*z + 1
*
[ -18/7 ] 
f(z) = 245/243*z^3 - 95/18*z + 1
*
[ 9/4 ] 
f(z) = 248/243*z^3 - 83/18*z + 1
*
-20/9 | 0.20630409547478615361973755175928102827 | 0.026471007596340229288480689517516968683
f(z) = 243/250*z^3 - 97/20*z + 1
*
-5/3 | 0.091283749767335682672904058178293938948 | 0.011951707106712626333878186730482358117
f(z) = 243/250*z^3 - 83/30*z + 1
*
-8/27 | 0.10320370344410898529653132355755231277 | 0.012974462334443819064966017372507573232
f(z) = 243/256*z^3 - 89/24*z + 1
*
-56/27 | 0.23180347203205919155088412019584895462 | 0.029399609696288873334051268002253619995
f(z) = 243/256*z^3 - 83/24*z + 1
*
[ -2 ] 
f(z) = 255/248*z^3 - 81/31*z + 1
*
[ 9/32 ] 
f(z) = 256/243*z^3 - 95/36*z + 1
*
[ 7/4 ] 
f(z) = 256/245*z^3 - 97/35*z + 1
*
[ -2 ] 
f(z) = 257/248*z^3 - 82/31*z + 1
*
[ -2 ] 
f(z) = 259/248*z^3 - 83/31*z + 1
*
16/27 | 0.077017387011970368546318099586976408352 | 0.010674265476825573708222148145256164196
f(z) = 243/256*z^3 - 85/48*z + 1
*
9/7 | 0.19303726880794332022206426630959686490 | 0.024692570680713986841711505712893691482
f(z) = 245/243*z^3 - 92/45*z + 1
*
[ 8/5 ] 
f(z) = 245/256*z^3 - 83/40*z + 1
*
[ 9/25 ] 
f(z) = 250/243*z^3 - 86/45*z + 1
*
[ 8/5 ] 
f(z) = 255/256*z^3 - 87/40*z + 1
*
[ 14/11 ] 
f(z) = 242/245*z^3 - 97/70*z + 1
*
[ 9/8 ] 
f(z) = 248/243*z^3 - 85/72*z + 1
*
[ 9/7 ] 
f(z) = 259/243*z^3 - 97/63*z + 1
*
[ -5/3 ] 
f(z) = 241/250*z^3 - 97/90*z + 1
*
[ 11/18 ] 
f(z) = 243/242*z^3 - 89/88*z + 1
*
[ 6/7 ] 
f(z) = 245/248*z^3 - 83/93*z + 1
*
[ 2/3 ] 
f(z) = 249/248*z^3 - 88/93*z + 1
*
[ 5/7 ] 
f(z) = 249/250*z^3 - 89/98*z + 1
*
[ 18/25 ] 
f(z) = 250/243*z^3 - 83/90*z + 1
*
[ 9/11 ] 
f(z) = 253/243*z^3 - 91/99*z + 1
*
[ 2/3 ] 
f(z) = 255/248*z^3 - 89/93*z + 1
*
[ 3/4 ] 
f(z) = 244/243*z^3 - 97/108*z + 1
*
10/27 | 0.21907838150960567223607480832555948951 | 0.024098397909327259153793748257544083532
f(z) = 243/250*z^3 - 71/6*z + 1
*
5/9 | 0.13049803781404479042384653016475439774 | 0.017803887356364771420280258801991613291
f(z) = 243/250*z^3 - 61/10*z + 1
*
20/9 | 0.25830042483794772251514995822005984740 | 0.028895290752742393947730520484598282239
f(z) = 243/250*z^3 - 61/12*z + 1
*
-20/9 | 0.17779951385754677127698401550318593053 | 0.025272597818897110237522320940982220523
f(z) = 243/256*z^3 - 71/16*z + 1
*
[ 16/7 ] 
f(z) = 245/256*z^3 - 71/16*z + 1
*
[ -9/4 ] 
f(z) = 248/243*z^3 - 67/18*z + 1
*
9/10 | 0.19850194494077942504325154519389008153 | 0.026262023580673400411584386663652356026
f(z) = 250/243*z^3 - 71/18*z + 1
*
9/16 | 0.21130128666696329452577936584020554296 | 0.028344631066253595952169426548958280444
f(z) = 256/243*z^3 - 64/9*z + 1
*
[ -2 ] 
f(z) = 241/248*z^3 - 74/31*z + 1
*
[ 3/11 ] 
f(z) = 242/243*z^3 - 74/27*z + 1
*
[ -2 ] 
f(z) = 243/248*z^3 - 75/31*z + 1
*
[ -20/9 ] 
f(z) = 243/250*z^3 - 67/20*z + 1
*
40/27 | 0.23148387066739383324786512956856568664 | 0.029952305525694037229405319017680455024
f(z) = 243/256*z^3 - 71/24*z + 1
*
[ 2/7 ] 
f(z) = 245/248*z^3 - 80/31*z + 1
*
[ -2 ] 
f(z) = 245/248*z^3 - 76/31*z + 1
*
[ -2 ] 
f(z) = 247/248*z^3 - 77/31*z + 1
*
[ -2 ] 
f(z) = 249/248*z^3 - 78/31*z + 1
*
[ 5/3 ] 
f(z) = 249/250*z^3 - 71/30*z + 1
*
[ -2 ] 
f(z) = 251/248*z^3 - 79/31*z + 1
*
[ -2 ] 
f(z) = 253/248*z^3 - 80/31*z + 1
*
9/8 | 0.18310335239005905396103456681866620881 | 0.024224773009668429653968453811679164192
f(z) = 256/243*z^3 - 71/36*z + 1
*
[ 27/16 ] 
f(z) = 256/243*z^3 - 70/27*z + 1
*
[ 27/22 ] 
f(z) = 242/243*z^3 - 71/54*z + 1
*
28/27 | 0.077017387011970368546318099586976408352 | 0.011188756537151951520527145551207966076
f(z) = 243/256*z^3 - 61/48*z + 1
*
[ -9/5 ] 
f(z) = 245/243*z^3 - 77/45*z + 1
*
8/7 | 0.18383711257691563125199157019859826771 | 0.023540065278427139016260905618070784070
f(z) = 245/256*z^3 - 77/40*z + 1
*
[ 10/9 ] 
f(z) = 249/250*z^3 - 61/54*z + 1
*
[ 4/3 ] 
f(z) = 249/256*z^3 - 71/48*z + 1
*
[ 6/5 ] 
f(z) = 250/243*z^3 - 71/54*z + 1
*
[ -20/11 ] 
f(z) = 253/250*z^3 - 79/44*z + 1
*
[ 4/3 ] 
f(z) = 255/256*z^3 - 73/48*z + 1
*
[ 8/7 ] 
f(z) = 259/256*z^3 - 67/56*z + 1
*
-20/27 | 0.18449464170931221280363786388512986685 | 0.024659930241811028318981028662120290278
f(z) = 243/250*z^3 - 71/60*z + 1
*
[ 5/6 ] 
f(z) = 253/250*z^3 - 65/72*z + 1
*
[ 11/14 ] 
f(z) = 245/242*z^3 - 79/88*z + 1
*
[ 4/5 ] 
f(z) = 245/256*z^3 - 69/80*z + 1
*
[ 8/11 ] 
f(z) = 253/256*z^3 - 79/88*z + 1
*
[ 4/5 ] 
f(z) = 255/256*z^3 - 71/80*z + 1
*
[ 5/3 ] 
f(z) = 241/250*z^3 - 41/18*z + 1
*
[ 18/11 ] 
f(z) = 242/243*z^3 - 41/18*z + 1
*
85/27 | 0.17105202924034280708377707255648767069 | 0.019206701949082054609693729666509137549
f(z) = 243/250*z^3 - 59/6*z + 1
*
[ 5 ] 
f(z) = 243/250*z^3 - 47/2*z + 1
*
10/9 | 0.12452790791851422075288369919314558860 | 0.017963049974006681069991456054602779712
f(z) = 243/250*z^3 - 41/10*z + 1
*
-20/9 | 0.077094495413112701929885570816429560333 | 0.011371000501959428014867128753472246214
f(z) = 243/256*z^3 - 55/16*z + 1
*
[ 8/3 ] 
f(z) = 243/256*z^3 - 49/8*z + 1
*
[ -8/3 ] 
f(z) = 243/256*z^3 - 43/8*z + 1
*
[ 16/9 ] 
f(z) = 243/256*z^3 - 41/16*z + 1
*
[ -16/7 ] 
f(z) = 245/256*z^3 - 57/16*z + 1
*
12/7 | 0.10425828774021629140045599796439282756 | 0.015644040967751780738212443950454952401
f(z) = 245/256*z^3 - 49/16*z + 1
*
[ -5 ] 
f(z) = 247/250*z^3 - 47/2*z + 1
*
[ 5/2 ] 
f(z) = 249/250*z^3 - 45/8*z + 1
*
[ 5/3 ] 
f(z) = 251/250*z^3 - 43/18*z + 1
*
[ 5 ] 
f(z) = 253/250*z^3 - 49/2*z + 1
*
[ 9/4 ] 
f(z) = 256/243*z^3 - 43/9*z + 1
*
[ -5 ] 
f(z) = 257/250*z^3 - 49/2*z + 1
*
[ 5/2 ] 
f(z) = 259/250*z^3 - 47/8*z + 1
*
-10/27 | 0.097010511241706580263284391563468378882 | 0.013898202837303096983630982589865847323
f(z) = 243/250*z^3 - 43/30*z + 1
*
[ 8/27 ] 
f(z) = 243/256*z^3 - 59/24*z + 1
*
8/9 | 0.15403270679109895764827380476848368179 | 0.020714380122729040169837855599834734195
f(z) = 243/256*z^3 - 53/24*z + 1
*
[ 3/2 ] 
f(z) = 244/243*z^3 - 52/27*z + 1
*
[ 11/7 ] 
f(z) = 245/242*z^3 - 47/22*z + 1
*
[ 3/7 ] 
f(z) = 245/243*z^3 - 41/27*z + 1
*
[ 5/4 ] 
f(z) = 247/250*z^3 - 43/32*z + 1
*
[ 3/2 ] 
f(z) = 248/243*z^3 - 53/27*z + 1
*
[ 3/2 ] 
f(z) = 256/243*z^3 - 55/27*z + 1
*
[ 3/8 ] 
f(z) = 256/243*z^3 - 49/27*z + 1
*
[ -7/4 ] 
f(z) = 256/245*z^3 - 57/35*z + 1
*
[ 7/16 ] 
f(z) = 256/245*z^3 - 52/35*z + 1
*
[ 5/4 ] 
f(z) = 257/250*z^3 - 45/32*z + 1
*
[ 35/27 ] 
f(z) = 243/250*z^3 - 59/42*z + 1
*
[ 16/27 ] 
f(z) = 243/256*z^3 - 49/48*z + 1
*
[ 6/7 ] 
f(z) = 245/243*z^3 - 49/54*z + 1
*
[ -12/7 ] 
f(z) = 245/256*z^3 - 59/48*z + 1
*
[ 3/4 ] 
f(z) = 248/243*z^3 - 49/54*z + 1
*
[ 22/27 ] 
f(z) = 243/242*z^3 - 59/66*z + 1
*
[ 20/27 ] 
f(z) = 243/250*z^3 - 53/60*z + 1
*
[ 2/3 ] 
f(z) = 243/256*z^3 - 59/64*z + 1
*
[ -5/2 ] 
f(z) = 241/250*z^3 - 37/8*z + 1
*
[ 9/22 ] 
f(z) = 242/243*z^3 - 29/18*z + 1
*
20/9 | 0.12095063312994027689153245650164300910 | 0.014243100336342748304674074819759053039
f(z) = 243/250*z^3 - 39/8*z + 1
*
20/27 | 0.20493774745077423904735864986670651910 | 0.027777777777777777777777777777777777778
f(z) = 243/250*z^3 - 32/15*z + 1
*
10/9 | 0.11552707793043229063753117902506746113 | 0.015870589067809670358601250653092486993
f(z) = 243/250*z^3 - 29/15*z + 1
*
[ 5/3 ] 
f(z) = 243/250*z^3 - 23/10*z + 1
*
[ 9/5 ] 
f(z) = 250/243*z^3 - 26/9*z + 1
*
[ -5/2 ] 
f(z) = 251/250*z^3 - 39/8*z + 1
*
[ -9/4 ] 
f(z) = 256/243*z^3 - 35/9*z + 1
*
[ -5/3 ] 
f(z) = 259/250*z^3 - 23/18*z + 1
*
[ 7/11 ] 
f(z) = 242/245*z^3 - 34/35*z + 1
*
[ 11/9 ] 
f(z) = 243/242*z^3 - 29/22*z + 1
*
[ 7/9 ] 
f(z) = 243/245*z^3 - 31/35*z + 1
*
[ 2/3 ] 
f(z) = 243/248*z^3 - 29/31*z + 1
*
-40/27 | 0.16766422965880733285185340174252717136 | 0.024537311725675458092852783693758084831
f(z) = 243/256*z^3 - 29/24*z + 1
*
[ 9/14 ] 
f(z) = 245/243*z^3 - 35/36*z + 1
*
[ 10/13 ] 
f(z) = 247/250*z^3 - 23/26*z + 1
*
[ 3/5 ] 
f(z) = 250/243*z^3 - 28/27*z + 1
*
[ 5/11 ] 
f(z) = 253/250*z^3 - 31/22*z + 1
*
[ -27/16 ] 
f(z) = 256/243*z^3 - 38/27*z + 1
*
[ 3/4 ] 
f(z) = 256/243*z^3 - 25/27*z + 1
*
[ 7/8 ] 
f(z) = 256/245*z^3 - 33/35*z + 1
*
[ -8/5 ] 
f(z) = 255/256*z^3 - 37/40*z + 1
*
[ -18/11 ] 
f(z) = 242/243*z^3 - 19/18*z + 1
*
[ 9/11 ] 
f(z) = 242/243*z^3 - 8/9*z + 1
*
[ -10/3 ] 
f(z) = 243/250*z^3 - 19/2*z + 1
*
20/9 | 0.16324202480594128658249407964764841326 | 0.019282300380522457917538667876316043004
f(z) = 243/250*z^3 - 19/3*z + 1
*
[ 20/9 ] 
f(z) = 243/250*z^3 - 17/4*z + 1
*
35/27 | 0.16409817744361560910376564904988619194 | 0.021418468629170237297731229648349659099
f(z) = 243/250*z^3 - 17/6*z + 1
*
[ 10/27 ] 
f(z) = 243/250*z^3 - 11/6*z + 1
*
-40/27 | 0.20595986219261234609539529703586022683 | 0.027581308113248760877948494720395323214
f(z) = 243/250*z^3 - 7/3*z + 1
*
[ 5/6 ] 
f(z) = 243/250*z^3 - 7/8*z + 1
*
[ 8/9 ] 
f(z) = 243/256*z^3 - 7/8*z + 1
*
[ 9/7 ] 
f(z) = 245/243*z^3 - 13/9*z + 1
*
[ 4/7 ] 
f(z) = 245/256*z^3 - 17/16*z + 1
*
[ 8/7 ] 
f(z) = 245/256*z^3 - 9/8*z + 1
*
[ -5/3 ] 
f(z) = 249/250*z^3 - 7/6*z + 1
*
[ 9/10 ] 
f(z) = 250/243*z^3 - 17/18*z + 1
*
[ -9/5 ] 
f(z) = 250/243*z^3 - 16/9*z + 1
*
[ 9/8 ] 
f(z) = 256/243*z^3 - 11/9*z + 1
*
[ 9/16 ] 
f(z) = 256/243*z^3 - 10/9*z + 1
*
[ 5/7 ] 
f(z) = 259/250*z^3 - 13/14*z + 1
*
[ -8/9 ]
f(z) = 243/256*z^3 + 11/8*z + 1
*
[ -9/7 ]
f(z) = 245/243*z^3 + 1/9*z + 1
*
[ -9/8 ]
f(z) = 256/243*z^3 + 5/9*z + 1
*
[ -9/16 ]
f(z) = 256/243*z^3 + 22/9*z + 1
*
[ 5/2 ] 
f(z) = 252/275*z^3 - 282/55*z + 1
*
[ 5/2 ] 
f(z) = 256/275*z^3 - 287/55*z + 1
*
-2 | 0.10381266752607959166459916901552730754 | 0.014778342245431099911868162151242493227
f(z) = 247/272*z^3 - 281/68*z + 1
*
-2 | 0.10387953804233631775732667510355132927 | 0.014772946588852240867811711854761999860
f(z) = 249/272*z^3 - 283/68*z + 1
*
-2 | 0.10387746745447268092666665029953872283 | 0.014757872129987501826757256633962528783
f(z) = 251/272*z^3 - 285/68*z + 1
*
-2 | 0.10499897304989584184220319046494910038 | 0.014902398891620631378443962296681194762
f(z) = 253/272*z^3 - 287/68*z + 1
*
-2 | 0.10568150868910531541463250940337381829 | 0.014969862994503722977628823169650660212
f(z) = 257/272*z^3 - 291/68*z + 1
*
-2 | 0.10573352257436568972715002228363254287 | 0.014962713760808313450798990493058920173
f(z) = 259/272*z^3 - 293/68*z + 1
*
[ -2 ] 
f(z) = 241/260*z^3 - 287/130*z + 1
*
[ -2 ] 
f(z) = 241/268*z^3 - 281/134*z + 1
*
[ -2 ] 
f(z) = 243/260*z^3 - 291/130*z + 1
*
[ -2 ] 
f(z) = 243/268*z^3 - 285/134*z + 1
*
[ -2 ] 
f(z) = 245/268*z^3 - 289/134*z + 1
*
[ -2 ] 
f(z) = 245/276*z^3 - 283/138*z + 1
*
[ -2 ] 
f(z) = 247/268*z^3 - 293/134*z + 1
*
[ -2 ] 
f(z) = 247/276*z^3 - 287/138*z + 1
*
[ -2 ] 
f(z) = 249/268*z^3 - 297/134*z + 1
*
[ -2 ] 
f(z) = 251/276*z^3 - 295/138*z + 1
*
[ -66/35 ] 
f(z) = 245/264*z^3 - 292/165*z + 1
*
[ -15/8 ] 
f(z) = 256/275*z^3 - 287/165*z + 1
*
[ 4/3 ] 
f(z) = 249/272*z^3 - 281/204*z + 1
*
[ 6/5 ] 
f(z) = 251/270*z^3 - 293/250*z + 1
*
[ 13/11 ] 
f(z) = 242/273*z^3 - 296/273*z + 1
*
[ 5/9 ] 
f(z) = 243/260*z^3 - 283/260*z + 1
*
[ 5/9 ] 
f(z) = 243/265*z^3 - 287/265*z + 1
*
[ 8/7 ] 
f(z) = 245/264*z^3 - 287/264*z + 1
*
[ 4/7 ] 
f(z) = 245/268*z^3 - 281/268*z + 1
*
[ 4/7 ] 
f(z) = 245/276*z^3 - 287/276*z + 1
*
[ -12/7 ] 
f(z) = 245/276*z^3 - 283/276*z + 1
*
[ 9/8 ] 
f(z) = 256/261*z^3 - 295/261*z + 1
*
[ 9/16 ] 
f(z) = 256/261*z^3 - 284/261*z + 1
*
[ 9/16 ] 
f(z) = 256/279*z^3 - 298/279*z + 1
*
[ 9/8 ] 
f(z) = 256/279*z^3 - 293/279*z + 1
*
[ 22/21 ] 
f(z) = 245/264*z^3 - 289/297*z + 1
*
[ 22/7 ] 
f(z) = 245/264*z^3 - 280/33*z + 1
*
[ 5/2 ] 
f(z) = 244/275*z^3 - 272/55*z + 1
*
[ 5/2 ] 
f(z) = 248/275*z^3 - 277/55*z + 1
*
-2 | 0.10417891037473001919783018486467867509 | 0.014876186862429076674393432398869468526
f(z) = 241/272*z^3 - 275/68*z + 1
*
-2 | 0.10441451400290815761540995737070540943 | 0.014894417820389410466557867439323286963
f(z) = 243/272*z^3 - 277/68*z + 1
*
-2 | 0.10427536856685895240930933802436486355 | 0.014859319884136771836965846896694216304
f(z) = 245/272*z^3 - 279/68*z + 1
*
[ 15/7 ] 
f(z) = 259/270*z^3 - 271/70*z + 1
*
[ -2 ] 
f(z) = 241/276*z^3 - 275/138*z + 1
*
4/7 | 0.15992999810810885794105616057571700764 | 0.025404803875092002202739452892241445240
f(z) = 245/264*z^3 - 271/132*z + 1
*
[ 2/5 ] 
f(z) = 245/264*z^3 - 272/165*z + 1
*
[ 10/7 ] 
f(z) = 245/264*z^3 - 263/165*z + 1
*
[ 5/4 ] 
f(z) = 244/275*z^3 - 261/220*z + 1
*
[ 5/4 ] 
f(z) = 252/275*z^3 - 271/220*z + 1
*
[ 3/5 ] 
f(z) = 250/267*z^3 - 268/267*z + 1
*
[ 3/5 ] 
f(z) = 250/273*z^3 - 272/273*z + 1
*
[ -5/3 ] 
f(z) = 252/265*z^3 - 276/265*z + 1
*
[ 2/3 ] 
f(z) = 241/264*z^3 - 269/297*z + 1
*
[ 2/3 ] 
f(z) = 245/264*z^3 - 271/297*z + 1
*
[ 2/3 ] 
f(z) = 247/264*z^3 - 272/297*z + 1
*
[ 2/3 ] 
f(z) = 251/264*z^3 - 274/297*z + 1
*
[ 2/3 ] 
f(z) = 257/264*z^3 - 277/297*z + 1
*
[ 2/3 ] 
f(z) = 259/264*z^3 - 278/297*z + 1
*
[ -22/7 ] 
f(z) = 245/264*z^3 - 259/33*z + 1
*
[ -5/2 ] 
f(z) = 256/275*z^3 - 243/55*z + 1
*
[ 2/9 ] 
f(z) = 243/272*z^3 - 241/68*z + 1
*
[ 3/11 ] 
f(z) = 242/279*z^3 - 254/93*z + 1
*
8/9 | 0.17152167805070522974857957401461409251 | 0.027617569304651972344909174316147314371
f(z) = 243/272*z^3 - 249/136*z + 1
*
-6/5 | 0.18166041628715510611670799120295642209 | 0.023925130997953359656355562847173515554
f(z) = 245/264*z^3 - 248/165*z + 1
*
[ -55/32 ] 
f(z) = 256/275*z^3 - 257/220*z + 1
*
[ 3/5 ] 
f(z) = 241/270*z^3 - 247/250*z + 1
*
[ 3/5 ] 
f(z) = 247/270*z^3 - 249/250*z + 1
*
[ 3/5 ] 
f(z) = 253/270*z^3 - 251/250*z + 1
*
[ 3/5 ] 
f(z) = 259/270*z^3 - 253/250*z + 1
*
[ -5/3 ] 
f(z) = 243/260*z^3 - 259/260*z + 1
*
[ -5/3 ] 
f(z) = 243/265*z^3 - 251/265*z + 1
*
[ 2/3 ] 
f(z) = 243/266*z^3 - 241/266*z + 1
*
[ 2/3 ] 
f(z) = 243/274*z^3 - 245/274*z + 1
*
[ 2/3 ] 
f(z) = 243/278*z^3 - 247/278*z + 1
*
[ 5/8 ] 
f(z) = 256/265*z^3 - 259/265*z + 1
*
[ 11/16 ] 
f(z) = 256/275*z^3 - 246/275*z + 1
*
[ 3 ] 
f(z) = 241/270*z^3 - 221/30*z + 1
*
[ 3 ] 
f(z) = 247/270*z^3 - 227/30*z + 1
*
[ 3 ] 
f(z) = 253/270*z^3 - 233/30*z + 1
*
[ 3 ] 
f(z) = 259/270*z^3 - 239/30*z + 1
*
[ -5/2 ] 
f(z) = 244/275*z^3 - 228/55*z + 1
*
[ -5/2 ] 
f(z) = 248/275*z^3 - 233/55*z + 1
*
[ -5/2 ] 
f(z) = 252/275*z^3 - 238/55*z + 1
*
[ 2 ] 
f(z) = 257/272*z^3 - 223/68*z + 1
*
[ 2 ] 
f(z) = 259/272*z^3 - 225/68*z + 1
*
[ 3/11 ] 
f(z) = 242/261*z^3 - 238/87*z + 1
*
-15/11 | 0.19794572738735727113763141574290027746 | 0.022768085718202390370910657484743955625
f(z) = 253/270*z^3 - 221/110*z + 1
*
[ 12/11 ] 
f(z) = 253/270*z^3 - 227/220*z + 1
*
[ 9/11 ] 
f(z) = 242/279*z^3 - 224/279*z + 1
*
[ 2/3 ] 
f(z) = 243/262*z^3 - 239/262*z + 1
*
[ 7/9 ] 
f(z) = 243/266*z^3 - 223/266*z + 1
*
[ 5/6 ] 
f(z) = 252/265*z^3 - 228/265*z + 1
*
[ 3/4 ] 
f(z) = 256/267*z^3 - 233/267*z + 1
*
[ 13/16 ] 
f(z) = 256/273*z^3 - 232/273*z + 1
*
[ -3 ] 
f(z) = 251/270*z^3 - 211/30*z + 1
*
[ -3 ] 
f(z) = 257/270*z^3 - 217/30*z + 1
*
[ 2 ] 
f(z) = 241/272*z^3 - 207/68*z + 1
*
[ 2 ] 
f(z) = 243/272*z^3 - 209/68*z + 1
*
[ 2 ] 
f(z) = 245/272*z^3 - 211/68*z + 1
*
[ 2 ] 
f(z) = 247/272*z^3 - 213/68*z + 1
*
[ 2 ] 
f(z) = 249/272*z^3 - 215/68*z + 1
*
[ 2 ] 
f(z) = 251/272*z^3 - 217/68*z + 1
*
[ 2 ] 
f(z) = 253/272*z^3 - 219/68*z + 1
*
[ 3/2 ] 
f(z) = 251/270*z^3 - 211/120*z + 1
*
[ 3/2 ] 
f(z) = 257/270*z^3 - 217/120*z + 1
*
[ 6/5 ] 
f(z) = 250/261*z^3 - 211/174*z + 1
*
[ 6/11 ] 
f(z) = 242/279*z^3 - 203/186*z + 1
*
[ 6/5 ] 
f(z) = 250/279*z^3 - 209/186*z + 1
*
[ -12/7 ] 
f(z) = 245/272*z^3 - 217/204*z + 1
*
[ 6/7 ] 
f(z) = 259/264*z^3 - 205/231*z + 1
*
[ 9/11 ] 
f(z) = 242/261*z^3 - 220/261*z + 1
*
[ 6/11 ] 
f(z) = 242/261*z^3 - 193/174*z + 1
*
[ 6/5 ] 
f(z) = 245/264*z^3 - 193/165*z + 1
*
[ 2/3 ] 
f(z) = 249/272*z^3 - 185/204*z + 1
*
[ 2/7 ] 
f(z) = 245/272*z^3 - 175/68*z + 1
*
[ 3/2 ] 
f(z) = 256/261*z^3 - 163/87*z + 1
*
[ 3/8 ] 
f(z) = 256/279*z^3 - 167/93*z + 1
*
[ 3/2 ] 
f(z) = 256/279*z^3 - 161/93*z + 1
*
[ 6/13 ] 
f(z) = 247/270*z^3 - 177/130*z + 1
*
[ -12/7 ] 
f(z) = 259/270*z^3 - 173/140*z + 1
*
[ -5/3 ] 
f(z) = 258/275*z^3 - 166/165*z + 1
*
[ 6/7 ] 
f(z) = 245/272*z^3 - 169/204*z + 1
*
[ 5/6 ] 
f(z) = 243/275*z^3 - 179/220*z + 1
*
2/7 | 0.17367638156784649510177322947891546655 | 0.024472763168375066014309967857756401355
f(z) = 245/264*z^3 - 151/33*z + 1
*
-2 | 0.084840789165070664654516562860675569926 | 0.012059353238302823859184442773901532560
f(z) = 251/264*z^3 - 142/33*z + 1
*
-2 | 0.083127360515381750383135326216287716335 | 0.011780795851640983240572871652410758978
f(z) = 257/264*z^3 - 145/33*z + 1
*
-2 | 0.084232345611483732016304358068936954295 | 0.011925778171541894167597484158011757204
f(z) = 259/264*z^3 - 146/33*z + 1
*
[ -2 ] 
f(z) = 243/272*z^3 - 141/68*z + 1
*
[ -2 ] 
f(z) = 245/272*z^3 - 143/68*z + 1
*
[ -2 ] 
f(z) = 247/272*z^3 - 145/68*z + 1
*
[ -2 ] 
f(z) = 249/272*z^3 - 147/68*z + 1
*
[ -2 ] 
f(z) = 251/272*z^3 - 149/68*z + 1
*
[ -2 ] 
f(z) = 253/272*z^3 - 151/68*z + 1
*
[ -2 ] 
f(z) = 257/272*z^3 - 155/68*z + 1
*
[ -2 ] 
f(z) = 259/272*z^3 - 157/68*z + 1
*
[ 3/2 ] 
f(z) = 244/261*z^3 - 154/87*z + 1
*
[ 3/2 ] 
f(z) = 244/279*z^3 - 152/93*z + 1
*
[ 3/2 ] 
f(z) = 248/261*z^3 - 157/87*z + 1
*
[ 3/8 ] 
f(z) = 256/261*z^3 - 157/87*z + 1
*
[ -12/7 ] 
f(z) = 245/264*z^3 - 151/132*z + 1
*
[ 8/7 ] 
f(z) = 245/272*z^3 - 143/136*z + 1
*
[ 15/13 ] 
f(z) = 247/270*z^3 - 141/130*z + 1
*
[ 6/7 ] 
f(z) = 245/261*z^3 - 149/174*z + 1
*
[ 22/35 ] 
f(z) = 245/264*z^3 - 158/165*z + 1
*
[ -5/3 ] 
f(z) = 246/275*z^3 - 146/165*z + 1
*
[ 3/4 ] 
f(z) = 248/261*z^3 - 151/174*z + 1
*
[ -5/3 ] 
f(z) = 249/275*z^3 - 151/165*z + 1
*
[ 15/16 ] 
f(z) = 256/275*z^3 - 146/165*z + 1
*
[ 6/7 ] 
f(z) = 245/279*z^3 - 151/186*z + 1
*
[ 15/19 ] 
f(z) = 247/270*z^3 - 159/190*z + 1
*
-2 | 0.083049649998796485375766892653587872151 | 0.011865214649397361619972185269368182170
f(z) = 241/264*z^3 - 137/33*z + 1
*
-2 | 0.083893237968106009560117340947067699596 | 0.011960970768666453365840614093803895666
f(z) = 245/264*z^3 - 139/33*z + 1
*
-2 | 0.084465422938097929866265398240870750353 | 0.012030253927699574725843816155296230462
f(z) = 247/264*z^3 - 140/33*z + 1
*
[ 5/16 ] 
f(z) = 256/275*z^3 - 126/55*z + 1
*
[ -2 ] 
f(z) = 241/272*z^3 - 139/68*z + 1
*
-4/3 | 0.15740204561516388763124561721341895446 | 0.025327750860931395188067053372124598159
f(z) = 243/272*z^3 - 125/68*z + 1
*
[ 3/7 ] 
f(z) = 245/261*z^3 - 131/87*z + 1
*
[ 3/7 ] 
f(z) = 245/279*z^3 - 139/93*z + 1
*
[ 5/4 ] 
f(z) = 248/275*z^3 - 133/110*z + 1
*
[ 10/9 ] 
f(z) = 243/260*z^3 - 137/130*z + 1
*
[ 2/3 ] 
f(z) = 243/268*z^3 - 121/134*z + 1
*
[ 4/7 ] 
f(z) = 245/264*z^3 - 139/132*z + 1
*
[ 3/4 ] 
f(z) = 251/270*z^3 - 137/160*z + 1
*
[ 3/4 ] 
f(z) = 257/270*z^3 - 139/160*z + 1
*
[ 2 ] 
f(z) = 241/264*z^3 - 104/33*z + 1
*
[ 2 ] 
f(z) = 245/264*z^3 - 106/33*z + 1
*
[ 2 ] 
f(z) = 247/264*z^3 - 107/33*z + 1
*
[ 2 ] 
f(z) = 251/264*z^3 - 109/33*z + 1
*
[ 2 ] 
f(z) = 257/264*z^3 - 112/33*z + 1
*
[ 2 ] 
f(z) = 259/264*z^3 - 113/33*z + 1
*
[ 5/3 ] 
f(z) = 243/275*z^3 - 113/55*z + 1
*
[ 5/3 ] 
f(z) = 252/275*z^3 - 118/55*z + 1
*
[ 10/9 ] 
f(z) = 243/275*z^3 - 109/110*z + 1
*
[ 2/3 ] 
f(z) = 243/260*z^3 - 119/130*z + 1
*
[ 8/9 ] 
f(z) = 243/272*z^3 - 113/136*z + 1
*
[ 6/7 ] 
f(z) = 245/276*z^3 - 113/138*z + 1
*
[ 2/7 ] 
f(z) = 245/264*z^3 - 85/33*z + 1
*
[ 4/9 ] 
f(z) = 243/272*z^3 - 97/68*z + 1
*
[ 4/3 ] 
f(z) = 243/272*z^3 - 91/68*z + 1
*
[ 3/5 ] 
f(z) = 250/261*z^3 - 88/87*z + 1
*
[ 3/5 ] 
f(z) = 250/279*z^3 - 92/93*z + 1
*
[ -3 ] 
f(z) = 241/270*z^3 - 67/10*z + 1
*
[ -3 ] 
f(z) = 247/270*z^3 - 69/10*z + 1
*
[ 3 ] 
f(z) = 251/270*z^3 - 77/10*z + 1
*
[ -3 ] 
f(z) = 253/270*z^3 - 71/10*z + 1
*
[ 3 ] 
f(z) = 257/270*z^3 - 79/10*z + 1
*
[ -3 ] 
f(z) = 259/270*z^3 - 73/10*z + 1
*
[ -2 ] 
f(z) = 241/264*z^3 - 71/33*z + 1
*
-10/7 | 0.13200397786505112089287779829396018210 | 0.020469257541439709563019340543097143927
f(z) = 245/264*z^3 - 79/33*z + 1
*
[ -2 ] 
f(z) = 245/264*z^3 - 73/33*z + 1
*
[ -2 ] 
f(z) = 247/264*z^3 - 74/33*z + 1
*
[ -2 ] 
f(z) = 251/264*z^3 - 76/33*z + 1
*
[ -2 ] 
f(z) = 257/264*z^3 - 79/33*z + 1
*
[ -2 ] 
f(z) = 259/264*z^3 - 80/33*z + 1
*
[ 3/2 ] 
f(z) = 241/270*z^3 - 67/40*z + 1
*
[ 3/2 ] 
f(z) = 247/270*z^3 - 69/40*z + 1
*
[ 3/2 ] 
f(z) = 253/270*z^3 - 71/40*z + 1
*
[ 5/4 ] 
f(z) = 256/275*z^3 - 69/55*z + 1
*
[ 3/2 ] 
f(z) = 259/270*z^3 - 73/40*z + 1
*
[ 2/3 ] 
f(z) = 243/272*z^3 - 61/68*z + 1
*
[ 4/7 ] 
f(z) = 245/272*z^3 - 71/68*z + 1
*
[ 6/7 ] 
f(z) = 259/270*z^3 - 61/70*z + 1
*
[ 3/4 ] 
f(z) = 256/261*z^3 - 77/87*z + 1
*
[ 3/4 ] 
f(z) = 256/279*z^3 - 79/93*z + 1
*
[ 5/9 ] 
f(z) = 243/275*z^3 - 59/55*z + 1
*
[ -5/3 ] 
f(z) = 243/275*z^3 - 47/55*z + 1
*
[ -5/3 ] 
f(z) = 252/275*z^3 - 52/55*z + 1
*
[ 5/6 ] 
f(z) = 252/275*z^3 - 46/55*z + 1
*
[ 5/8 ] 
f(z) = 256/275*z^3 - 53/55*z + 1
*
[ 6/7 ] 
f(z) = 245/264*z^3 - 28/33*z + 1
*
[ -1 ]
f(z) = 242/261*z^3 + 280/261*z + 1
*
[ -10/3 ] 
f(z) = 243/280*z^3 - 292/35*z + 1
*
-2 | 0.091822170331706812177424825607755270887 | 0.013071424626858139043102943960102786430
f(z) = 245/288*z^3 - 281/72*z + 1
*
-2 | 0.091328110468049079403382436708449293350 | 0.012987979379109512950375721922475484033
f(z) = 247/288*z^3 - 283/72*z + 1
*
-2 | 0.091328291888793785130018197599642025771 | 0.012962132831245972975846835962497938225
f(z) = 251/288*z^3 - 287/72*z + 1
*
-2 | 0.091347102706171096508687700608865659694 | 0.012952036819337137988199061958592587905
f(z) = 253/288*z^3 - 289/72*z + 1
*
-2 | 0.091899718296719343917577213437000682140 | 0.013005044626273573312119445784203896958
f(z) = 257/288*z^3 - 293/72*z + 1
*
-2 | 0.091836522545830751001404498943720488089 | 0.012983602522485578407699140921300618549
f(z) = 259/288*z^3 - 295/72*z + 1
*
[ -9/4 ] 
f(z) = 256/297*z^3 - 289/99*z + 1
*
[ -2 ] 
f(z) = 247/284*z^3 - 281/142*z + 1
*
[ -2 ] 
f(z) = 249/284*z^3 - 285/142*z + 1
*
[ -2 ] 
f(z) = 251/284*z^3 - 289/142*z + 1
*
[ -2 ] 
f(z) = 251/292*z^3 - 283/146*z + 1
*
[ -2 ] 
f(z) = 253/284*z^3 - 293/142*z + 1
*
[ -2 ] 
f(z) = 253/292*z^3 - 287/146*z + 1
*
[ -2 ] 
f(z) = 255/284*z^3 - 297/142*z + 1
*
[ -2 ] 
f(z) = 255/292*z^3 - 291/146*z + 1
*
[ 17/48 ] 
f(z) = 256/289*z^3 - 296/153*z + 1
*
[ -2 ] 
f(z) = 257/292*z^3 - 295/146*z + 1
*
[ -2 ] 
f(z) = 259/292*z^3 - 299/146*z + 1
*
33/25 | 0.19461837570845651522421070904227854452 | 0.024716651015014842186182129451193973539
f(z) = 250/297*z^3 - 292/165*z + 1
*
[ 33/70 ] 
f(z) = 245/297*z^3 - 287/220*z + 1
*
[ 12/25 ] 
f(z) = 250/297*z^3 - 281/220*z + 1
*
[ 15/32 ] 
f(z) = 256/297*z^3 - 291/220*z + 1
*
[ 6/11 ] 
f(z) = 253/288*z^3 - 289/264*z + 1
*
[ -7/4 ] 
f(z) = 240/287*z^3 - 284/287*z + 1
*
[ 13/11 ] 
f(z) = 242/299*z^3 - 292/299*z + 1
*
[ 5/9 ] 
f(z) = 243/280*z^3 - 299/280*z + 1
*
[ 4/7 ] 
f(z) = 245/284*z^3 - 293/284*z + 1
*
[ 4/7 ] 
f(z) = 245/292*z^3 - 299/292*z + 1
*
[ 8/7 ] 
f(z) = 245/296*z^3 - 283/296*z + 1
*
[ 3/5 ] 
f(z) = 250/291*z^3 - 284/291*z + 1
*
[ -17/6 ] 
f(z) = 240/289*z^3 - 271/51*z + 1
*
-2 | 0.091466879344646286143518022966509955638 | 0.013047476499755231422600685249187272710
f(z) = 241/288*z^3 - 277/72*z + 1
*
12/7 | 0.10973273942676972310532159852554906950 | 0.012508341076119810219041452623223640784
f(z) = 245/288*z^3 - 269/60*z + 1
*
[ 66/35 ] 
f(z) = 245/297*z^3 - 271/110*z + 1
*
-3/2 | 0.22753843380981226340919660031573861541 | 0.025614797154062508217438065637870315614
f(z) = 250/297*z^3 - 267/110*z + 1
*
[ 12/7 ] 
f(z) = 245/297*z^3 - 265/132*z + 1
*
[ -2 ] 
f(z) = 241/284*z^3 - 269/142*z + 1
*
[ -2 ] 
f(z) = 241/292*z^3 - 263/146*z + 1
*
[ -2 ] 
f(z) = 243/284*z^3 - 273/142*z + 1
*
[ -2 ] 
f(z) = 243/292*z^3 - 267/146*z + 1
*
[ -2 ] 
f(z) = 245/284*z^3 - 277/142*z + 1
*
[ -2 ] 
f(z) = 245/292*z^3 - 271/146*z + 1
*
[ -2 ] 
f(z) = 247/292*z^3 - 275/146*z + 1
*
[ -2 ] 
f(z) = 249/292*z^3 - 279/146*z + 1
*
[ 17/13 ] 
f(z) = 247/289*z^3 - 271/221*z + 1
*
[ 17/30 ] 
f(z) = 240/289*z^3 - 263/255*z + 1
*
[ 4/7 ] 
f(z) = 259/288*z^3 - 263/252*z + 1
*
[ 17/28 ] 
f(z) = 245/289*z^3 - 261/272*z + 1
*
[ 3/5 ] 
f(z) = 248/297*z^3 - 266/275*z + 1
*
[ 3/5 ] 
f(z) = 251/297*z^3 - 267/275*z + 1
*
[ 3/5 ] 
f(z) = 254/297*z^3 - 268/275*z + 1
*
[ 3/5 ] 
f(z) = 257/297*z^3 - 269/275*z + 1
*
[ -19/11 ] 
f(z) = 242/285*z^3 - 272/285*z + 1
*
[ 7/11 ] 
f(z) = 242/287*z^3 - 262/287*z + 1
*
[ 10/9 ] 
f(z) = 243/290*z^3 - 271/290*z + 1
*
[ 5/8 ] 
f(z) = 256/295*z^3 - 277/295*z + 1
*
[ 17/4 ] 
f(z) = 240/289*z^3 - 242/17*z + 1
*
[ 17/4 ] 
f(z) = 256/289*z^3 - 259/17*z + 1
*
[ -17/4 ] 
f(z) = 256/289*z^3 - 251/17*z + 1
*
[ 34/11 ] 
f(z) = 242/289*z^3 - 249/34*z + 1
*
[ 12/5 ] 
f(z) = 245/288*z^3 - 259/60*z + 1
*
3/8 | 0.20857990994641714994496326581986640016 | 0.023710089311463863250071263547831216003
f(z) = 248/297*z^3 - 245/88*z + 1
*
-12/7 | 0.25049788245505719930349498832850223437 | 0.028703352062804434222883717581836462319
f(z) = 259/288*z^3 - 257/84*z + 1
*
-15/8 | 0.16817351003594153294457782208747865463 | 0.021710170747167539880908663538818983620
f(z) = 256/297*z^3 - 257/132*z + 1
*
-51/32 | 0.22750882040484369366588537381802045510 | 0.029552423077829191735469623203190527097
f(z) = 256/297*z^3 - 245/132*z + 1
*
[ -17/9 ] 
f(z) = 252/289*z^3 - 242/153*z + 1
*
[ -15/8 ] 
f(z) = 256/297*z^3 - 247/165*z + 1
*
[ 10/7 ] 
f(z) = 245/296*z^3 - 257/185*z + 1
*
[ 17/15 ] 
f(z) = 240/289*z^3 - 242/255*z + 1
*
[ 2/3 ] 
f(z) = 243/286*z^3 - 251/286*z + 1
*
[ 2/3 ] 
f(z) = 243/290*z^3 - 253/290*z + 1
*
[ 2/3 ] 
f(z) = 243/298*z^3 - 257/298*z + 1
*
[ 15/16 ] 
f(z) = 256/285*z^3 - 244/285*z + 1
*
[ 3/4 ] 
f(z) = 256/291*z^3 - 241/291*z + 1
*
[ -17/4 ] 
f(z) = 240/289*z^3 - 234/17*z + 1
*
[ -34/11 ] 
f(z) = 242/289*z^3 - 227/34*z + 1
*
[ 24/7 ] 
f(z) = 245/288*z^3 - 223/24*z + 1
*
[ 3 ] 
f(z) = 245/297*z^3 - 223/33*z + 1
*
[ 3 ] 
f(z) = 248/297*z^3 - 226/33*z + 1
*
[ 3 ] 
f(z) = 251/297*z^3 - 229/33*z + 1
*
[ 3 ] 
f(z) = 254/297*z^3 - 232/33*z + 1
*
[ 3 ] 
f(z) = 257/297*z^3 - 235/33*z + 1
*
15/7 | 0.26039306956210456401178308418443381511 | 0.029755270115872937138476396011473526968
f(z) = 245/297*z^3 - 234/55*z + 1
*
8/7 | 0.19366055891355414000954393167885021332 | 0.028323991849219270855016735308707947261
f(z) = 245/288*z^3 - 233/72*z + 1
*
[ 2 ] 
f(z) = 257/288*z^3 - 221/72*z + 1
*
[ 2 ] 
f(z) = 259/288*z^3 - 223/72*z + 1
*
[ 9/5 ] 
f(z) = 250/297*z^3 - 226/99*z + 1
*
[ 17/44 ] 
f(z) = 242/289*z^3 - 233/136*z + 1
*
6/35 | 0.10597350540199220883489049281474376707 | 0.013427832282643825441028848062313607034
f(z) = 245/288*z^3 - 223/120*z + 1
*
[ 17/12 ] 
f(z) = 256/289*z^3 - 227/153*z + 1
*
[ 34/25 ] 
f(z) = 250/289*z^3 - 227/170*z + 1
*
[ 17/16 ] 
f(z) = 240/289*z^3 - 239/272*z + 1
*
[ 17/24 ] 
f(z) = 252/289*z^3 - 231/272*z + 1
*
[ 7/9 ] 
f(z) = 243/287*z^3 - 229/287*z + 1
*
[ 8/9 ] 
f(z) = 243/296*z^3 - 229/296*z + 1
*
[ 6/7 ] 
f(z) = 245/282*z^3 - 227/282*z + 1
*
[ 5/6 ] 
f(z) = 252/295*z^3 - 234/295*z + 1
*
[ 3/4 ] 
f(z) = 256/285*z^3 - 239/285*z + 1
*
[ 7/8 ] 
f(z) = 256/287*z^3 - 237/287*z + 1
*
[ 13/16 ] 
f(z) = 256/299*z^3 - 238/299*z + 1
*
[ -24/7 ] 
f(z) = 245/288*z^3 - 209/24*z + 1
*
[ -3 ] 
f(z) = 247/297*z^3 - 203/33*z + 1
*
[ -3 ] 
f(z) = 250/297*z^3 - 206/33*z + 1
*
[ -3 ] 
f(z) = 256/297*z^3 - 212/33*z + 1
*
[ -3 ] 
f(z) = 259/297*z^3 - 215/33*z + 1
*
-3/8 | 0.21922620046316017272506396387644943105 | 0.025407056420577692963319681283906062398
f(z) = 256/297*z^3 - 207/44*z + 1
*
3/4 | 0.23262863727515120706161549860537534770 | 0.027052541217171464373293845264968713011
f(z) = 256/297*z^3 - 201/44*z + 1
*
[ 17/8 ] 
f(z) = 240/289*z^3 - 219/68*z + 1
*
[ 2 ] 
f(z) = 241/288*z^3 - 205/72*z + 1
*
[ -12/5 ] 
f(z) = 245/288*z^3 - 209/60*z + 1
*
[ 2 ] 
f(z) = 245/288*z^3 - 209/72*z + 1
*
[ 2 ] 
f(z) = 247/288*z^3 - 211/72*z + 1
*
[ 2 ] 
f(z) = 251/288*z^3 - 215/72*z + 1
*
[ 2 ] 
f(z) = 253/288*z^3 - 217/72*z + 1
*
-10/27 | 0.18231473948647808162726593483100549465 | 0.024517759210847409737221309970660472296
f(z) = 243/280*z^3 - 212/105*z + 1
*
[ 3/2 ] 
f(z) = 247/297*z^3 - 203/132*z + 1
*
[ 3/2 ] 
f(z) = 259/297*z^3 - 215/132*z + 1
*
[ 4/9 ] 
f(z) = 243/296*z^3 - 209/148*z + 1
*
[ 33/25 ] 
f(z) = 250/297*z^3 - 202/165*z + 1
*
33/70 | 0.22787677603182908469803003758876261049 | 0.026224490396413980408331376348856648991
f(z) = 245/297*z^3 - 207/220*z + 1
*
[ 12/19 ] 
f(z) = 247/288*z^3 - 211/228*z + 1
*
[ 3/4 ] 
f(z) = 254/297*z^3 - 215/264*z + 1
*
[ 33/7 ] 
f(z) = 245/297*z^3 - 193/11*z + 1
*
[ -3 ] 
f(z) = 241/297*z^3 - 197/33*z + 1
*
2/9 | 0.19673134919846248314410976069403060980 | 0.026776007133418488016487057103480126897
f(z) = 243/280*z^3 - 194/35*z + 1
*
[ -3 ] 
f(z) = 244/297*z^3 - 200/33*z + 1
*
-3/7 | 0.23395371557435530616745915826589501266 | 0.027419839443563895880098650069747940830
f(z) = 245/297*z^3 - 188/55*z + 1
*
[ 2/7 ] 
f(z) = 245/288*z^3 - 185/72*z + 1
*
33/20 | 0.14320187705052919452531277001098864347 | 0.016752460149021505687636059455130469250
f(z) = 250/297*z^3 - 191/88*z + 1
*
[ 12/7 ] 
f(z) = 259/288*z^3 - 187/84*z + 1
*
[ 10/27 ] 
f(z) = 243/280*z^3 - 191/105*z + 1
*
[ 17/42 ] 
f(z) = 252/289*z^3 - 192/119*z + 1
*
[ 3/2 ] 
f(z) = 241/297*z^3 - 197/132*z + 1
*
[ 4/9 ] 
f(z) = 243/280*z^3 - 199/140*z + 1
*
[ 4/3 ] 
f(z) = 243/280*z^3 - 181/140*z + 1
*
[ -33/19 ] 
f(z) = 247/297*z^3 - 195/209*z + 1
*
[ -33/10 ] 
f(z) = 250/297*z^3 - 173/22*z + 1
*
[ 15/7 ] 
f(z) = 245/297*z^3 - 179/55*z + 1
*
[ 3/14 ] 
f(z) = 245/297*z^3 - 163/44*z + 1
*
[ 17/10 ] 
f(z) = 240/289*z^3 - 169/85*z + 1
*
[ 33/20 ] 
f(z) = 250/297*z^3 - 167/88*z + 1
*
[ 17/33 ] 
f(z) = 242/289*z^3 - 178/153*z + 1
*
[ 4/3 ] 
f(z) = 243/296*z^3 - 179/148*z + 1
*
[ 33/28 ] 
f(z) = 245/297*z^3 - 175/176*z + 1
*
[ 10/9 ] 
f(z) = 243/296*z^3 - 169/185*z + 1
*
-36/35 | 0.17245516522897076076326250757246563627 | 0.023713657574805326740012565094904638873
f(z) = 245/288*z^3 - 167/180*z + 1
*
[ 17/24 ] 
f(z) = 240/289*z^3 - 169/204*z + 1
*
[ 17/5 ] 
f(z) = 250/289*z^3 - 158/17*z + 1
*
[ -17/5 ] 
f(z) = 250/289*z^3 - 148/17*z + 1
*
[ 33/8 ] 
f(z) = 256/297*z^3 - 153/11*z + 1
*
-2 | 0.10556371796505285667857293563711760777 | 0.015020018846292741315422921191547683057
f(z) = 245/296*z^3 - 141/37*z + 1
*
-2 | 0.10441167532153637788612638362453723954 | 0.014856101711211549335565665847353547043
f(z) = 247/280*z^3 - 141/35*z + 1
*
-2 | 0.10537857086152339945225368534666627102 | 0.014978613733708983749247296432907836304
f(z) = 247/296*z^3 - 142/37*z + 1
*
-2 | 0.10487237051800942098812437437274284631 | 0.014906661918881941486184362156489145613
f(z) = 249/280*z^3 - 142/35*z + 1
*
-2 | 0.10588083442954763790031460888905514403 | 0.015035008780448861215575794147861619098
f(z) = 249/296*z^3 - 143/37*z + 1
*
-2 | 0.10494477157870341256530764558926907651 | 0.014902088471902752520698575615442357420
f(z) = 251/280*z^3 - 143/35*z + 1
*
-2 | 0.10594223155894064329754542948677061696 | 0.015028855381835912946472814040675890912
f(z) = 251/296*z^3 - 144/37*z + 1
*
-2 | 0.10448094040465395913467496847768662063 | 0.014821558130254871694474662932736113345
f(z) = 253/280*z^3 - 144/35*z + 1
*
-2 | 0.10571665629095843487285668868865129510 | 0.014982147131345847747899344937132639500
f(z) = 253/296*z^3 - 145/37*z + 1
*
-2 | 0.10537943682519711163499843130843400583 | 0.014919824187443481286721040914471344373
f(z) = 255/296*z^3 - 146/37*z + 1
*
-2 | 0.10436026829537969875602534015287597544 | 0.014775528338648290051405027539169263971
f(z) = 257/280*z^3 - 146/35*z + 1
*
-2 | 0.10537702693192704393740355621122179385 | 0.014905078225897940481572160060738570365
f(z) = 257/296*z^3 - 147/37*z + 1
*
[ -12/5 ] 
f(z) = 250/297*z^3 - 151/44*z + 1
*
[ 15/8 ] 
f(z) = 256/297*z^3 - 141/55*z + 1
*
[ -17/8 ] 
f(z) = 240/289*z^3 - 155/68*z + 1
*
[ -2 ] 
f(z) = 251/288*z^3 - 143/72*z + 1
*
[ -2 ] 
f(z) = 253/288*z^3 - 145/72*z + 1
*
[ -2 ] 
f(z) = 257/288*z^3 - 149/72*z + 1
*
[ -2 ] 
f(z) = 259/288*z^3 - 151/72*z + 1
*
[ 3/7 ] 
f(z) = 245/288*z^3 - 143/96*z + 1
*
[ 3/8 ] 
f(z) = 248/297*z^3 - 157/88*z + 1
*
-2/27 | 0.094844410088305599040582610499048194132 | 0.013279742983141917528626190639600658684
f(z) = 243/280*z^3 - 158/105*z + 1
*
[ 4/7 ] 
f(z) = 245/296*z^3 - 151/148*z + 1
*
[ 17/15 ] 
f(z) = 250/289*z^3 - 152/153*z + 1
*
[ 34/35 ] 
f(z) = 245/289*z^3 - 141/170*z + 1
*
[ 3/4 ] 
f(z) = 247/297*z^3 - 141/176*z + 1
*
[ 3/4 ] 
f(z) = 259/297*z^3 - 145/176*z + 1
*
[ 36/35 ] 
f(z) = 245/288*z^3 - 157/180*z + 1
*
[ 4/5 ] 
f(z) = 245/288*z^3 - 143/180*z + 1
*
[ 9/10 ] 
f(z) = 250/297*z^3 - 157/198*z + 1
*
-2 | 0.10435053377454658953545417708332907026 | 0.014892974561654005767746428793997773814
f(z) = 241/280*z^3 - 138/35*z + 1
*
-2 | 0.10601542974793998855808549637924935193 | 0.015115013879006556636946087214668446307
f(z) = 241/296*z^3 - 139/37*z + 1
*
-2 | 0.10434795561424536311032978594525735321 | 0.014877275893756645963609989201597932325
f(z) = 243/280*z^3 - 139/35*z + 1
*
[ 2/9 ] 
f(z) = 243/280*z^3 - 124/35*z + 1
*
-2 | 0.10551064459259065419989407208142232581 | 0.015027685914203880568561467269015200721
f(z) = 243/296*z^3 - 140/37*z + 1
*
[ 2/9 ] 
f(z) = 243/296*z^3 - 131/37*z + 1
*
[ -33/14 ] 
f(z) = 245/297*z^3 - 139/44*z + 1
*
-6/25 | 0.22312196190255569483562195014366363456 | 0.027306453104469411242500864504689676561
f(z) = 250/297*z^3 - 131/55*z + 1
*
[ -2 ] 
f(z) = 241/288*z^3 - 133/72*z + 1
*
[ -2 ] 
f(z) = 245/288*z^3 - 137/72*z + 1
*
[ 12/35 ] 
f(z) = 245/288*z^3 - 121/60*z + 1
*
[ -2 ] 
f(z) = 247/288*z^3 - 139/72*z + 1
*
[ 14/27 ] 
f(z) = 243/280*z^3 - 122/105*z + 1
*
[ 17/14 ] 
f(z) = 252/289*z^3 - 132/119*z + 1
*
[ 6/5 ] 
f(z) = 245/288*z^3 - 127/120*z + 1
*
[ 12/11 ] 
f(z) = 253/288*z^3 - 127/132*z + 1
*
[ 2/3 ] 
f(z) = 243/284*z^3 - 125/142*z + 1
*
[ 2/3 ] 
f(z) = 243/292*z^3 - 127/146*z + 1
*
[ 17/21 ] 
f(z) = 245/289*z^3 - 121/153*z + 1
*
[ 12/13 ] 
f(z) = 247/288*z^3 - 127/156*z + 1
*
[ 17/18 ] 
f(z) = 252/289*z^3 - 128/153*z + 1
*
[ 17/24 ] 
f(z) = 256/289*z^3 - 131/153*z + 1
*
[ 3/4 ] 
f(z) = 241/297*z^3 - 139/176*z + 1
*
[ 33/35 ] 
f(z) = 245/297*z^3 - 131/165*z + 1
*
[ 15/16 ] 
f(z) = 256/297*z^3 - 136/165*z + 1
*
[ 6/7 ] 
f(z) = 259/288*z^3 - 139/168*z + 1
*
[ 17/6 ] 
f(z) = 252/289*z^3 - 108/17*z + 1
*
[ 2 ] 
f(z) = 241/280*z^3 - 103/35*z + 1
*
[ 2 ] 
f(z) = 241/296*z^3 - 102/37*z + 1
*
[ 2 ] 
f(z) = 243/296*z^3 - 103/37*z + 1
*
6/7 | 0.17755422603709206523989426562227554829 | 0.024558531868465072717239815140238233327
f(z) = 245/288*z^3 - 115/24*z + 1
*
[ 2 ] 
f(z) = 245/296*z^3 - 104/37*z + 1
*
[ 2 ] 
f(z) = 247/280*z^3 - 106/35*z + 1
*
[ 2 ] 
f(z) = 247/296*z^3 - 105/37*z + 1
*
[ 2 ] 
f(z) = 249/280*z^3 - 107/35*z + 1
*
[ 2 ] 
f(z) = 249/296*z^3 - 106/37*z + 1
*
[ 2 ] 
f(z) = 251/280*z^3 - 108/35*z + 1
*
[ 2 ] 
f(z) = 251/296*z^3 - 107/37*z + 1
*
[ 2 ] 
f(z) = 253/280*z^3 - 109/35*z + 1
*
[ 2 ] 
f(z) = 253/296*z^3 - 108/37*z + 1
*
[ 2 ] 
f(z) = 255/296*z^3 - 109/37*z + 1
*
[ 33/16 ] 
f(z) = 256/297*z^3 - 104/33*z + 1
*
[ 2 ] 
f(z) = 257/280*z^3 - 111/35*z + 1
*
[ 2 ] 
f(z) = 257/296*z^3 - 110/37*z + 1
*
-24/35 | 0.20317826421773545225091395483745152867 | 0.025323765967163668420792002770396967102
f(z) = 245/297*z^3 - 113/55*z + 1
*
51/32 | 0.13494140827073070382990669124427174058 | 0.016856367376538302141588878253376338040
f(z) = 256/297*z^3 - 111/44*z + 1
*
[ 3/2 ] 
f(z) = 250/297*z^3 - 103/66*z + 1
*
[ 3/7 ] 
f(z) = 259/297*z^3 - 115/77*z + 1
*
[ 17/35 ] 
f(z) = 245/289*z^3 - 107/85*z + 1
*
[ 9/7 ] 
f(z) = 245/297*z^3 - 113/99*z + 1
*
[ -9/5 ] 
f(z) = 250/297*z^3 - 116/99*z + 1
*
[ 9/16 ] 
f(z) = 256/297*z^3 - 104/99*z + 1
*
[ 34/27 ] 
f(z) = 243/289*z^3 - 115/102*z + 1
*
[ 24/35 ] 
f(z) = 245/288*z^3 - 103/120*z + 1
*
[ 17/20 ] 
f(z) = 250/289*z^3 - 109/136*z + 1
*
[ -17/6 ] 
f(z) = 252/289*z^3 - 96/17*z + 1
*
14/9 | 0.13780105841440157025064522536622264899 | 0.020741333478221721529455633140486057520
f(z) = 243/280*z^3 - 96/35*z + 1
*
-14/9 | 0.17714413007204226371540509948948060589 | 0.027112007208373980030821011786963250925
f(z) = 243/280*z^3 - 86/35*z + 1
*
[ 2/7 ] 
f(z) = 245/296*z^3 - 95/37*z + 1
*
-8/7 | 0.082487977090166245353904911205556827682 | 0.014040672285203806126922175199178953020
f(z) = 245/288*z^3 - 89/72*z + 1
*
[ 17/12 ] 
f(z) = 252/289*z^3 - 99/68*z + 1
*
[ 21/16 ] 
f(z) = 256/297*z^3 - 96/77*z + 1
*
[ 9/8 ] 
f(z) = 256/297*z^3 - 97/99*z + 1
*
[ -12/7 ] 
f(z) = 259/288*z^3 - 89/84*z + 1
*
[ 6/7 ] 
f(z) = 245/296*z^3 - 86/111*z + 1
*
[ 2/3 ] 
f(z) = 249/280*z^3 - 94/105*z + 1
*
[ 2/3 ] 
f(z) = 249/296*z^3 - 97/111*z + 1
*
[ 33/50 ] 
f(z) = 250/297*z^3 - 97/110*z + 1
*
[ 17/21 ] 
f(z) = 252/289*z^3 - 96/119*z + 1
*
[ 2/3 ] 
f(z) = 255/296*z^3 - 98/111*z + 1
*
[ 3 ] 
f(z) = 241/297*z^3 - 73/11*z + 1
*
[ 3 ] 
f(z) = 244/297*z^3 - 74/11*z + 1
*
[ 17/7 ] 
f(z) = 245/289*z^3 - 75/17*z + 1
*
[ -17/7 ] 
f(z) = 245/289*z^3 - 61/17*z + 1
*
[ -3 ] 
f(z) = 245/297*z^3 - 67/11*z + 1
*
[ 3 ] 
f(z) = 247/297*z^3 - 75/11*z + 1
*
[ -3 ] 
f(z) = 248/297*z^3 - 68/11*z + 1
*
[ 3 ] 
f(z) = 250/297*z^3 - 76/11*z + 1
*
[ -3 ] 
f(z) = 251/297*z^3 - 69/11*z + 1
*
[ -3 ] 
f(z) = 254/297*z^3 - 70/11*z + 1
*
[ 3 ] 
f(z) = 256/297*z^3 - 78/11*z + 1
*
[ -3 ] 
f(z) = 257/297*z^3 - 71/11*z + 1
*
[ 3 ] 
f(z) = 259/297*z^3 - 79/11*z + 1
*
[ -2 ] 
f(z) = 241/280*z^3 - 68/35*z + 1
*
[ -2 ] 
f(z) = 241/296*z^3 - 65/37*z + 1
*
[ -2 ] 
f(z) = 243/280*z^3 - 69/35*z + 1
*
-14/9 | 0.074911505455414080538756684285884922675 | 0.011949330823026813695663006485343948134
f(z) = 243/280*z^3 - 66/35*z + 1
*
[ 14/9 ] 
f(z) = 243/280*z^3 - 61/35*z + 1
*
[ -2 ] 
f(z) = 243/296*z^3 - 66/37*z + 1
*
[ -2 ] 
f(z) = 245/296*z^3 - 67/37*z + 1
*
[ -2 ] 
f(z) = 247/280*z^3 - 71/35*z + 1
*
[ -2 ] 
f(z) = 247/296*z^3 - 68/37*z + 1
*
[ -2 ] 
f(z) = 249/280*z^3 - 72/35*z + 1
*
[ -2 ] 
f(z) = 249/296*z^3 - 69/37*z + 1
*
[ 17/10 ] 
f(z) = 250/289*z^3 - 71/34*z + 1
*
[ -2 ] 
f(z) = 251/280*z^3 - 73/35*z + 1
*
[ -2 ] 
f(z) = 251/296*z^3 - 70/37*z + 1
*
[ -2 ] 
f(z) = 253/280*z^3 - 74/35*z + 1
*
[ -2 ] 
f(z) = 253/296*z^3 - 71/37*z + 1
*
[ -2 ] 
f(z) = 255/296*z^3 - 72/37*z + 1
*
[ -2 ] 
f(z) = 257/280*z^3 - 76/35*z + 1
*
[ -2 ] 
f(z) = 257/296*z^3 - 73/37*z + 1
*
[ 17/12 ] 
f(z) = 240/289*z^3 - 70/51*z + 1
*
[ 3/2 ] 
f(z) = 245/297*z^3 - 67/44*z + 1
*
[ 3/2 ] 
f(z) = 251/297*z^3 - 69/44*z + 1
*
[ 3/2 ] 
f(z) = 257/297*z^3 - 71/44*z + 1
*
[ 8/7 ] 
f(z) = 245/288*z^3 - 71/72*z + 1
*
[ 17/14 ] 
f(z) = 245/289*z^3 - 73/68*z + 1
*
[ 17/32 ] 
f(z) = 256/289*z^3 - 77/68*z + 1
*
[ -17/10 ] 
f(z) = 240/289*z^3 - 69/85*z + 1
*
[ 17/20 ] 
f(z) = 240/289*z^3 - 66/85*z + 1
*
[ 17/25 ] 
f(z) = 250/289*z^3 - 74/85*z + 1
*
[ 3/4 ] 
f(z) = 250/297*z^3 - 71/88*z + 1
*
[ 17/9 ] 
f(z) = 243/289*z^3 - 43/17*z + 1
*
[ 17/8 ] 
f(z) = 256/289*z^3 - 59/17*z + 1
*
[ -17/8 ] 
f(z) = 256/289*z^3 - 43/17*z + 1
*
[ 3/16 ] 
f(z) = 256/297*z^3 - 48/11*z + 1
*
[ 3/2 ] 
f(z) = 244/297*z^3 - 50/33*z + 1
*
[ 3/7 ] 
f(z) = 245/297*z^3 - 49/33*z + 1
*
[ 3/10 ] 
f(z) = 250/297*z^3 - 53/22*z + 1
*
6/5 | 0.19790452292230021449840465548599499522 | 0.027864067704757341299038015101136454397
f(z) = 250/297*z^3 - 45/22*z + 1
*
[ 3/8 ] 
f(z) = 256/297*z^3 - 59/33*z + 1
*
[ 3/2 ] 
f(z) = 256/297*z^3 - 53/33*z + 1
*
[ 17/27 ] 
f(z) = 243/289*z^3 - 47/51*z + 1
*
[ 3/5 ] 
f(z) = 245/297*z^3 - 53/55*z + 1
*
[ 17/18 ] 
f(z) = 243/289*z^3 - 55/68*z + 1
*
[ 3/4 ] 
f(z) = 248/297*z^3 - 53/66*z + 1
*
[ 17/11 ] 
f(z) = 242/289*z^3 - 28/17*z + 1
*
[ -17/9 ] 
f(z) = 243/289*z^3 - 25/17*z + 1
*
[ 12/7 ] 
f(z) = 245/288*z^3 - 25/12*z + 1
*
[ -33/16 ] 
f(z) = 256/297*z^3 - 24/11*z + 1
*
[ 17/22 ] 
f(z) = 242/289*z^3 - 27/34*z + 1
*
[ 10/9 ] 
f(z) = 243/280*z^3 - 34/35*z + 1
*
[ 2/3 ] 
f(z) = 243/280*z^3 - 31/35*z + 1
*
[ 2/3 ] 
f(z) = 243/296*z^3 - 32/37*z + 1
*
[ 4/7 ] 
f(z) = 245/288*z^3 - 37/36*z + 1
*
[ -17/10 ] 
f(z) = 250/289*z^3 - 31/34*z + 1
*
[ 3/5 ] 
f(z) = 250/297*z^3 - 32/33*z + 1
*
[ 6/5 ] 
f(z) = 250/297*z^3 - 23/22*z + 1
*
[ 3/2 ] 
f(z) = 254/297*z^3 - 35/22*z + 1
*
[ 3/4 ] 
f(z) = 244/297*z^3 - 35/44*z + 1
*
[ -12/7 ] 
f(z) = 245/297*z^3 - 37/44*z + 1
*
[ 33/32 ] 
f(z) = 256/297*z^3 - 39/44*z + 1
*
[ -17/11 ]
f(z) = 242/289*z^3 - 6/17*z + 1
*
[ -12/7 ] 
f(z) = 245/288*z^3 - 11/12*z + 1
*
[ 3/2 ] 
f(z) = 248/297*z^3 - 17/11*z + 1
*
[ 17/16 ] 
f(z) = 256/289*z^3 - 16/17*z + 1
*
[ 3/4 ] 
f(z) = 256/297*z^3 - 9/11*z + 1
*
[ 6/7 ] 
f(z) = 245/288*z^3 - 19/24*z + 1
*
[ 6/7 ] 
f(z) = 245/297*z^3 - 17/22*z + 1
*
[ -17/16 ]
f(z) = 256/289*z^3 + 16/17*z + 1
*
[ -3/10 ] 
f(z) = 260*z^3 - 286/15*z + 1
*
0 | 0.14210150564009559233829492744298018145 | 0.025186785931315867318479786193082941001
f(z) = 260/11*z^3 - 282/11*z + 1
*
0 | 0.14204145653331330228171097326867000139 | 0.024991547994024858830688324623933280682
f(z) = 260/17*z^3 - 294/17*z + 1
*
0 | 0.14202137266359412956597567467527906905 | 0.024928741822474463166248919215804802234
f(z) = 260/19*z^3 - 298/19*z + 1
*
[ 2/9 ] 
f(z) = 261*z^3 - 295/18*z + 1
*
0 | 0.12934754835450993450290974759614121261 | 0.022940654843515589441206421721957670256
f(z) = 261/10*z^3 - 281/10*z + 1
*
0 | 0.14217301482347041759420323752754098191 | 0.025183659930061926504185816828531948020
f(z) = 261/11*z^3 - 283/11*z + 1
*
0 | 0.14215310937676486208651021813409400880 | 0.025117688148382128268675972505634693699
f(z) = 261/13*z^3 - 287/13*z + 1
*
0 | 0.12930773742274781180637414560221619771 | 0.022819978893227694800251759134382778100
f(z) = 261/14*z^3 - 289/14*z + 1
*
0 | 0.11645107095800359926622439116887787063 | 0.020501326099341023892028437811490974348
f(z) = 261/16*z^3 - 293/16*z + 1
*
0 | 0.14211319848573989486014504276308964217 | 0.024989241131019252355399404742845281310
f(z) = 261/17*z^3 - 295/17*z + 1
*
0 | 0.14209319273133289452149450802548060751 | 0.024926690511351611070874728156356854176
f(z) = 261/19*z^3 - 299/19*z + 1
*
0 | 0.14224424893106480097165347187287661586 | 0.025180544809382355171180163466707311076
f(z) = 262/11*z^3 - 284/11*z + 1
*
0 | 0.14222442021685335343307187614514960859 | 0.025114853037688705781529284123983862352
f(z) = 262/13*z^3 - 288/13*z + 1
*
0 | 0.12186092008300993446242816263730965850 | 0.021466655826137379934105846262928948496
f(z) = 262/15*z^3 - 292/15*z + 1
*
0 | 0.14218466356468620245192915051529279116 | 0.024986938822755945664447459179182396397
f(z) = 262/17*z^3 - 296/17*z + 1
*
[ 1/3 ] 
f(z) = 263*z^3 - 281/9*z + 1
*
[ 1/3 ] 
f(z) = 263/2*z^3 - 299/18*z + 1
*
0 | 0.12877181534781607830851216546082896411 | 0.022838544735078248537540036915834661989
f(z) = 263/9*z^3 - 281/9*z + 1
*
0 | 0.12948966735510596293892018767436950452 | 0.022937009186848085169950512812356188390
f(z) = 263/10*z^3 - 283/10*z + 1
*
0 | 0.14231521007109047415690182847210380004 | 0.025177440510257914641485547854880183399
f(z) = 263/11*z^3 - 285/11*z + 1
*
0 | 0.096289852340152458019257871289511234355 | 0.017013897856595409773099279312675534742
f(z) = 263/12*z^3 - 287/12*z + 1
*
0 | 0.14229545750003834807846232469721189201 | 0.025112026561388196800342233110069086124
f(z) = 263/13*z^3 - 289/13*z + 1
*
0 | 0.12945016217553107972910608519006827071 | 0.022817342865792681129338324591012062019
f(z) = 263/14*z^3 - 291/14*z + 1
*
0 | 0.12193203376373999980008292314171905762 | 0.021466255016648144373024485042999142288
f(z) = 263/15*z^3 - 293/15*z + 1
*
0 | 0.11659364935538908102413841067242401688 | 0.020501873500367976265699545323782031181
f(z) = 263/16*z^3 - 295/16*z + 1
*
0 | 0.14225585389911069043077127373811564298 | 0.024984641080959739482045441746828481315
f(z) = 263/17*z^3 - 297/17*z + 1
*
0 | 0.11584741094145337721141962350982467251 | 0.020322525685934658802104830192159424147
f(z) = 263/18*z^3 - 299/18*z + 1
*
0 | 0.14236622331715100576650710275414806570 | 0.025109208685517246162315695236842327588
f(z) = 264/13*z^3 - 290/13*z + 1
*
0 | 0.14232677159350946508645547156405054088 | 0.024982347916641379696626310663396294881
f(z) = 264/17*z^3 - 298/17*z + 1
*
[ 1/3 ] 
f(z) = 265*z^3 - 283/9*z + 1
*
[ 1/2 ] 
f(z) = 265/4*z^3 - 281/16*z + 1
*
0 | 0.11396108928317683080040881645086116132 | 0.020211763176764295959336969780635938224
f(z) = 265/8*z^3 - 281/8*z + 1
*
0 | 0.12891277698900515369105794169565421869 | 0.022834822349107810021440138562824146912
f(z) = 265/9*z^3 - 283/9*z + 1
*
0 | 0.14245632176092829127104542873190216982 | 0.025171264142192850355855890723051445809
f(z) = 265/11*z^3 - 287/11*z + 1
*
0 | 0.096432072856754407561945750207690063492 | 0.017018145325882140966520466241986083696
f(z) = 265/12*z^3 - 289/12*z + 1
*
0 | 0.14243671973514234070448110245034020160 | 0.025106399376067279751264004284833704971
f(z) = 265/13*z^3 - 291/13*z + 1
*
0 | 0.12959149987056550860764884788412368812 | 0.022814711592539233510636042807305474208
f(z) = 265/14*z^3 - 293/14*z + 1
*
0 | 0.11673513834702815209719639115988756920 | 0.020502393772878763486808590474954563856
f(z) = 265/16*z^3 - 297/16*z + 1
*
0 | 0.14239741872828963434404254816804716793 | 0.024980059340117296555808807070213767810
f(z) = 265/17*z^3 - 299/17*z + 1
*
[ 1/3 ] 
f(z) = 266*z^3 - 284/9*z + 1
*
0 | 0.12898285746472086918905010381993878665 | 0.022832969673217344306615669373265533687
f(z) = 266/9*z^3 - 284/9*z + 1
*
0 | 0.14252647640790448390218528847188924782 | 0.025168191956812485232689168369219512525
f(z) = 266/11*z^3 - 288/11*z + 1
*
0 | 0.14250694879744551079269163180575466578 | 0.025103598598992169835394764026629398115
f(z) = 266/13*z^3 - 292/13*z + 1
*
0 | 0.12214271715108638233698623312435066803 | 0.021464850881831563599144052414607659908
f(z) = 266/15*z^3 - 296/15*z + 1
*
[ 1/2 ] 
f(z) = 267/4*z^3 - 283/16*z + 1
*
0 | 0.14263517902827494988576288603608382112 | 0.025297305223463245993761728507581167846
f(z) = 267/7*z^3 - 281/7*z + 1
*
0 | 0.11124845477881608756998017627184681470 | 0.019705872147209133367290949999363002344
f(z) = 267/8*z^3 - 283/8*z + 1
*
0 | 0.12977067452851490023124847546172436352 | 0.022929778658399221833806946186300125348
f(z) = 267/10*z^3 - 287/10*z + 1
*
0 | 0.14259636628235392694396320825695693393 | 0.025165130360109682754680573114591874039
f(z) = 267/11*z^3 - 289/11*z + 1
*
0 | 0.14257691252433126219526605204963596817 | 0.025100806320215621999324749033240464524
f(z) = 267/13*z^3 - 293/13*z + 1
*
0 | 0.12973176697668048400982812409128638047 | 0.022812085308591318813415246599322908212
f(z) = 267/14*z^3 - 295/14*z + 1
*
0 | 0.11687555445516823291552289654209720073 | 0.020502887705219292235182347973389707661
f(z) = 267/16*z^3 - 299/16*z + 1
*
[ 1/3 ] 
f(z) = 268*z^3 - 286/9*z + 1
*
0 | 0.14270466024356960934842145449735030850 | 0.025293692088381252461660071835025893483
f(z) = 268/7*z^3 - 282/7*z + 1
*
0 | 0.12912222776370396315165108690353920363 | 0.022829281244130252339683186672721777276
f(z) = 268/9*z^3 - 286/9*z + 1
*
0 | 0.14266599337537083800695879147651137924 | 0.025162079294669695584080552212657319165
f(z) = 268/11*z^3 - 290/11*z + 1
*
0 | 0.14264661291325668385001076128377416899 | 0.025098022505638292936499061908299826009
f(z) = 268/13*z^3 - 294/13*z + 1
*
0 | 0.12228252889836556203930059472667119396 | 0.021464020063566418852950499888771598100
f(z) = 268/15*z^3 - 298/15*z + 1
*
[ 1/3 ] 
f(z) = 269*z^3 - 287/9*z + 1
*
[ 1/2 ] 
f(z) = 269/3*z^3 - 281/12*z + 1
*
[ 1/2 ] 
f(z) = 269/4*z^3 - 285/16*z + 1
*
0 | 0.10960341414026797454915274075063220872 | 0.019438900276420394848979510488967144940
f(z) = 269/6*z^3 - 281/6*z + 1
*
0 | 0.14277388173863018547778963801977664620 | 0.025290093827334188030220179237574285983
f(z) = 269/7*z^3 - 283/7*z + 1
*
0 | 0.11423968751155595507761594887444671192 | 0.020210509718503590485583229021155351812
f(z) = 269/8*z^3 - 285/8*z + 1
*
0 | 0.12919152153423647802528201401713779292 | 0.022827445446243224672878710272130133079
f(z) = 269/9*z^3 - 287/9*z + 1
*
0 | 0.12990959505917236784268509665857874408 | 0.022926193562463103796612204061155287466
f(z) = 269/10*z^3 - 289/10*z + 1
*
0 | 0.14273535965567353638411461889722196555 | 0.025159038703401095934645514585903297564
f(z) = 269/11*z^3 - 291/11*z + 1
*
0 | 0.096711257785777477163126313680972984574 | 0.017026112486837437811451430948957268883
f(z) = 269/12*z^3 - 293/12*z + 1
*
0 | 0.14271605193920742245655313716923736833 | 0.025095247121144648049020509224000703670
f(z) = 269/13*z^3 - 295/13*z + 1
*
0 | 0.12987097959125418709181190919461843192 | 0.022809464236328470367686438646707596145
f(z) = 269/14*z^3 - 297/14*z + 1
*
0 | 0.12235307452385721325522309545004155542 | 0.021463781361680993032455463230986690338
f(z) = 269/15*z^3 - 299/15*z + 1
*
[ 1/30 ] 
f(z) = 270*z^3 - 293/10*z + 1
*
0 | 0.14284284544790626418562259826074425120 | 0.025286510333671294392822372864435287856
f(z) = 270/7*z^3 - 284/7*z + 1
*
0 | 0.14280446706993847842187956619805459467 | 0.025156008529536292982029131091982018598
f(z) = 270/11*z^3 - 292/11*z + 1
*
0 | 0.14278523155503350454464473255640256291 | 0.025092480132609567494453848160822464054
f(z) = 270/13*z^3 - 296/13*z + 1
*
[ 1/3 ] 
f(z) = 271*z^3 - 289/9*z + 1
*
[ 1/2 ] 
f(z) = 271/3*z^3 - 283/12*z + 1
*
[ 1/2 ] 
f(z) = 271/4*z^3 - 287/16*z + 1
*
0 | 0.14293062544503465936965110264228338950 | 0.025349704626141229854579818177384569568
f(z) = 271/5*z^3 - 281/5*z + 1
*
0 | 0.10974204800395016324689358589992947495 | 0.019439036447187795346859276152049132495
f(z) = 271/6*z^3 - 283/6*z + 1
*
0 | 0.14291155328431517426837527673355036583 | 0.025282941501804502124665905769228428862
f(z) = 271/7*z^3 - 285/7*z + 1
*
0 | 0.10772169622602965676243611578260464327 | 0.019033843047702049859439214127696139453
f(z) = 271/8*z^3 - 287/8*z + 1
*
0 | 0.12932933602042516705021209238466448314 | 0.022823790571886251670399557831094636560
f(z) = 271/9*z^3 - 289/9*z + 1
*
0 | 0.13004748118820631585343014149467819174 | 0.022922628424987166642363697733606788717
f(z) = 271/10*z^3 - 291/10*z + 1
*
0 | 0.14287331754312808269936778289334573601 | 0.025152988716631936588679056378458538875
f(z) = 271/11*z^3 - 293/11*z + 1
*
0 | 0.096849287547614951401947502513747430671 | 0.017030017096811877580548743492807345010
f(z) = 271/12*z^3 - 295/12*z + 1
*
0 | 0.14285415369177890840442772628533482730 | 0.025089721505904709022983094753921312398
f(z) = 271/13*z^3 - 297/13*z + 1
*
0 | 0.13000915345130129636711592583691137273 | 0.022806848585990024005648193445251465971
f(z) = 271/14*z^3 - 299/14*z + 1
*
[ 1/3 ] 
f(z) = 272*z^3 - 290/9*z + 1
*
[ 1/17 ] 
f(z) = 272*z^3 - 288/17*z + 1
*
0 | 0.14299900884837558571583568989107343142 | 0.025345863916294226800451760088558267332
f(z) = 272/5*z^3 - 282/5*z + 1
*
0 | 0.14298000713956037463576246252706142346 | 0.025279387227195260658580674123162966693
f(z) = 272/7*z^3 - 286/7*z + 1
*
0 | 0.12939786055261932208153249894008658440 | 0.022821971450609933854575044330683958772
f(z) = 272/9*z^3 - 290/9*z + 1
*
0 | 0.14294191297881248305249256374988721683 | 0.025149979208569212217222461281011058250
f(z) = 272/11*z^3 - 294/11*z + 1
*
0 | 0.14292282025900502495373331763702595950 | 0.025086971206904635662927000365215083371
f(z) = 272/13*z^3 - 298/13*z + 1
*
[ 1/2 ] 
f(z) = 273/2*z^3 - 281/8*z + 1
*
[ 1/2 ] 
f(z) = 273/4*z^3 - 289/16*z + 1
*
0 | 0.11740578182614163954776945668622754048 | 0.020822702492394798794246841617271670347
f(z) = 273/4*z^3 - 281/4*z + 1
*
0 | 0.14306714065993773569880438875559063115 | 0.025342039922413033749846580572000263804
f(z) = 273/5*z^3 - 283/5*z + 1
*
0 | 0.11451415643049681262743796002570452240 | 0.020209236390675534760928666872901122372
f(z) = 273/8*z^3 - 289/8*z + 1
*
0 | 0.13018434820635479793400555274952552968 | 0.022919083127807046352806113959064968730
f(z) = 273/10*z^3 - 293/10*z + 1
*
0 | 0.14301025525948534391359377939706805266 | 0.025146979949554031720056869920516851968
f(z) = 273/11*z^3 - 295/11*z + 1
*
[ 1/3 ] 
f(z) = 274*z^3 - 292/9*z + 1
*
0 | 0.14313502272422383058688661655401980468 | 0.025338232516141836662099987955690301095
f(z) = 274/5*z^3 - 284/5*z + 1
*
0 | 0.14311616036917354266875045258079191151 | 0.025272321936765109362535200348958632502
f(z) = 274/7*z^3 - 288/7*z + 1
*
0 | 0.12953415357866103907936347483605594369 | 0.022818349727779737932977718250523373724
f(z) = 274/9*z^3 - 292/9*z + 1
*
0 | 0.14307834624687386897556097802522981848 | 0.025143990884117124513819040099503531425
f(z) = 274/11*z^3 - 296/11*z + 1
*
[ 3/5 ] 
f(z) = 275*z^3 - 299/3*z + 1
*
[ 1/3 ] 
f(z) = 275*z^3 - 293/9*z + 1
*
[ -3/5 ] 
f(z) = 275*z^3 - 289/3*z + 1
*
[ 1/2 ] 
f(z) = 275/2*z^3 - 283/8*z + 1
*
[ -3/5 ] 
f(z) = 275/2*z^3 - 281/6*z + 1
*
[ 1/2 ] 
f(z) = 275/3*z^3 - 287/12*z + 1
*
0 | 0.12287778249684945863406279405548772156 | 0.021793198495505297722529547250136438676
f(z) = 275/3*z^3 - 281/3*z + 1
*
[ 1/2 ] 
f(z) = 275/4*z^3 - 291/16*z + 1
*
0 | 0.11754122902819499343177073949664006162 | 0.020820535762591983417957610364429336230
f(z) = 275/4*z^3 - 283/4*z + 1
*
0 | 0.11001421867355915250651459701882220411 | 0.019438919406303486190896838751245299016
f(z) = 275/6*z^3 - 287/6*z + 1
*
0 | 0.14318386342366325057557679038358272874 | 0.025268810716998766117879505571548200713
f(z) = 275/7*z^3 - 289/7*z + 1
*
[ 2/55 ] 
f(z) = 275/8*z^3 - 292/11*z + 1
*
0 | 0.11179742276735724393038731756854453768 | 0.019705808659673868937064037579353209780
f(z) = 275/8*z^3 - 291/8*z + 1
*
0 | 0.12960192576402901992879386490090881995 | 0.022816547081384583138689105423405405274
f(z) = 275/9*z^3 - 293/9*z + 1
*
0 | 0.097122298370550736009293438098365124692 | 0.017037673844174432650436614519259774391
f(z) = 275/12*z^3 - 299/12*z + 1
*
-6/5 | 0.19606938818877494207188054060692894437 | 0.027667086041656463349862372238080134827
f(z) = 275/16*z^3 - 299/12*z + 1
*
[ 6/5 ] 
f(z) = 275/16*z^3 - 295/12*z + 1
*
0 | 0.14327004488822290852644134034484481250 | 0.025330666959974875852006664482137320991
f(z) = 276/5*z^3 - 286/5*z + 1
*
0 | 0.14325131985782960688481440384230377881 | 0.025265313646574052132212711217800119638
f(z) = 276/7*z^3 - 290/7*z + 1
*
0 | 0.14321378168669484596228205942241742909 | 0.025138043113725019729826409533462349741
f(z) = 276/11*z^3 - 298/11*z + 1
*
[ 1/3 ] 
f(z) = 277*z^3 - 295/9*z + 1
*
[ 1/2 ] 
f(z) = 277*z^3 - 281/4*z + 1
*
[ 1/2 ] 
f(z) = 277/2*z^3 - 285/8*z + 1
*
0 | 0.13052971317437963457281052617567941381 | 0.023150319699523909713851602598355544177
f(z) = 277/2*z^3 - 281/2*z + 1
*
[ 1/2 ] 
f(z) = 277/3*z^3 - 289/12*z + 1
*
0 | 0.12301114469078351291269405569648615978 | 0.021789443231170246752268321473311525469
f(z) = 277/3*z^3 - 283/3*z + 1
*
[ 1/2 ] 
f(z) = 277/4*z^3 - 293/16*z + 1
*
0 | 0.11767569273612544002304968292212979203 | 0.020818384429093691798203264276644819251
f(z) = 277/4*z^3 - 285/4*z + 1
*
0 | 0.14333718857706270464229567388998112587 | 0.025326908560277868153862909330299857489
f(z) = 277/5*z^3 - 287/5*z + 1
*
0 | 0.11014881849507586178152708830184310298 | 0.019438850012152545805079234320472001214
f(z) = 277/6*z^3 - 289/6*z + 1
*
0 | 0.14331853146188176787995600065140923063 | 0.025261830626008915040727953036968926213
f(z) = 277/7*z^3 - 291/7*z + 1
*
0 | 0.11478461666251510631741300367534981425 | 0.020207945174112967019293427084556702249
f(z) = 277/8*z^3 - 293/8*z + 1
*
0 | 0.12973673055720763533036785037888694057 | 0.022812958106557924724356574877522879640
f(z) = 277/9*z^3 - 295/9*z + 1
*
0 | 0.13045508439992799166551223738339752810 | 0.022912051571741237507370144886975412339
f(z) = 277/10*z^3 - 297/10*z + 1
*
0 | 0.14328112976146071633606258068933540882 | 0.025135084299454880344322571184983590022
f(z) = 277/11*z^3 - 299/11*z + 1
*
[ 1/3 ] 
f(z) = 278*z^3 - 296/9*z + 1
*
0 | 0.12307901221255588367909384563919834612 | 0.021787851568007726220424673754289200632
f(z) = 278/3*z^3 - 284/3*z + 1
*
0 | 0.14340408969745254464335700996084198747 | 0.025323166248550257101613539652743206898
f(z) = 278/5*z^3 - 288/5*z + 1
*
0 | 0.14338550000660662123099842327716934263 | 0.025258361556795635690451937629158838634
f(z) = 278/7*z^3 - 292/7*z + 1
*
0 | 0.12980376673692237484770295591297558493 | 0.022811171733322662262155986925756626564
f(z) = 278/9*z^3 - 296/9*z + 1
*
[ 1/2 ] 
f(z) = 279*z^3 - 283/4*z + 1
*
0 | 0.14350770990363681792038509503046655731 | 0.025452054423634609166377249737005172979
f(z) = 279*z^3 - 281*z + 1
*
[ 1/2 ] 
f(z) = 279/2*z^3 - 287/8*z + 1
*
0 | 0.13066307382819932007500290239036913006 | 0.023144859246262019314973570393907382788
f(z) = 279/2*z^3 - 283/2*z + 1
*
[ 1/2 ] 
f(z) = 279/4*z^3 - 295/16*z + 1
*
0 | 0.11780918712954234615095956352318878564 | 0.020816248313580023242878759422070996313
f(z) = 279/4*z^3 - 287/4*z + 1
*
0 | 0.14347074999573416717849735343543129769 | 0.025319439903232265703946685438633409998
f(z) = 279/5*z^3 - 289/5*z + 1
*
0 | 0.14345222724364872959369916796879028929 | 0.025254906341388911194034574008951178617
f(z) = 279/7*z^3 - 293/7*z + 1
*
0 | 0.10530454143026636582626385848811391662 | 0.018516792289749108718800881464460964483
f(z) = 279/8*z^3 - 295/8*z + 1
*
0 | 0.13058898251287199646343522624330116882 | 0.022908565067191119625672506868575131444
f(z) = 279/10*z^3 - 299/10*z + 1
*
-2 | 0.11772006543643237192439656606700802325 | 0.016758141926534124512591035982564738895
f(z) = 279/16*z^3 - 281/4*z + 1
*
[ 1/2 ] 
f(z) = 261/5*z^3 - 281/20*z + 1
*
[ 1/2 ] 
f(z) = 261/7*z^3 - 289/28*z + 1
*
[ 1/2 ] 
f(z) = 261/8*z^3 - 293/32*z + 1
*
[ 1/2 ] 
f(z) = 263/5*z^3 - 283/20*z + 1
*
[ 1/2 ] 
f(z) = 263/6*z^3 - 287/24*z + 1
*
[ 1/2 ] 
f(z) = 263/7*z^3 - 291/28*z + 1
*
[ 1/2 ] 
f(z) = 263/8*z^3 - 295/32*z + 1
*
[ 1/2 ] 
f(z) = 263/9*z^3 - 299/36*z + 1
*
[ 2/3 ] 
f(z) = 263/16*z^3 - 281/36*z + 1
*
[ 1/10 ] 
f(z) = 264*z^3 - 291/25*z + 1
*
[ 1/2 ] 
f(z) = 265/6*z^3 - 289/24*z + 1
*
2/5 | 0.21239042846589076808010121948824479902 | 0.029543117672833623977374122478448245574
f(z) = 265/6*z^3 - 287/30*z + 1
*
[ 1/2 ] 
f(z) = 265/7*z^3 - 293/28*z + 1
*
[ 1/2 ] 
f(z) = 265/8*z^3 - 297/32*z + 1
*
[ 2/3 ] 
f(z) = 265/16*z^3 - 283/36*z + 1
*
[ 1/2 ] 
f(z) = 267/5*z^3 - 287/20*z + 1
*
[ 1/2 ] 
f(z) = 267/7*z^3 - 295/28*z + 1
*
[ 1/2 ] 
f(z) = 267/8*z^3 - 299/32*z + 1
*
[ -2/3 ] 
f(z) = 267/10*z^3 - 281/30*z + 1
*
[ 1/10 ] 
f(z) = 268*z^3 - 292/25*z + 1
*
[ 1/2 ] 
f(z) = 269/5*z^3 - 289/20*z + 1
*
[ 1/2 ] 
f(z) = 269/6*z^3 - 293/24*z + 1
*
[ 1/2 ] 
f(z) = 269/7*z^3 - 297/28*z + 1
*
[ 2/3 ] 
f(z) = 269/16*z^3 - 287/36*z + 1
*
1/12 | 0.087516944123904334222556832649251892998 | 0.0099717638633653284488720541429329866625
f(z) = 270*z^3 - 293/24*z + 1
*
[ -4/15 ] 
f(z) = 270*z^3 - 289/20*z + 1
*
[ 1/2 ] 
f(z) = 271/5*z^3 - 291/20*z + 1
*
[ 1/2 ] 
f(z) = 271/6*z^3 - 295/24*z + 1
*
[ 1/2 ] 
f(z) = 271/7*z^3 - 299/28*z + 1
*
[ 2/3 ] 
f(z) = 271/16*z^3 - 289/36*z + 1
*
[ 1/10 ] 
f(z) = 272*z^3 - 293/25*z + 1
*
[ 1/2 ] 
f(z) = 273/5*z^3 - 293/20*z + 1
*
-2/3 | 0.23017200433499104594274424499518667195 | 0.026597198720068503274708293751262365204
f(z) = 273/8*z^3 - 290/21*z + 1
*
[ -2/3 ] 
f(z) = 273/10*z^3 - 289/30*z + 1
*
[ 2/11 ] 
f(z) = 275*z^3 - 299/22*z + 1
*
[ 1/2 ] 
f(z) = 275/6*z^3 - 299/24*z + 1
*
[ 1/10 ] 
f(z) = 275/8*z^3 - 299/32*z + 1
*
[ 2/25 ] 
f(z) = 275/8*z^3 - 293/25*z + 1
*
[ 6/55 ] 
f(z) = 275/8*z^3 - 283/33*z + 1
*
[ -4/5 ] 
f(z) = 275/14*z^3 - 289/28*z + 1
*
[ 2/3 ] 
f(z) = 275/16*z^3 - 293/36*z + 1
*
[ 1/10 ] 
f(z) = 276*z^3 - 294/25*z + 1
*
[ 1/2 ] 
f(z) = 277/5*z^3 - 297/20*z + 1
*
[ 2/3 ] 
f(z) = 277/16*z^3 - 295/36*z + 1
*
[ 1/2 ] 
f(z) = 279/5*z^3 - 299/20*z + 1
*
[ 4/9 ] 
f(z) = 279/8*z^3 - 293/36*z + 1
*
[ 1/6 ] 
f(z) = 261/13*z^3 - 289/52*z + 1
*
[ 1/4 ] 
f(z) = 262/7*z^3 - 299/56*z + 1
*
[ 1/6 ] 
f(z) = 268/5*z^3 - 292/45*z + 1
*
[ 3/8 ] 
f(z) = 268/9*z^3 - 281/48*z + 1
*
1/9 | 0.12309919900439564817040454994095693208 | 0.016657128136830902530919554689348237300
f(z) = 270/7*z^3 - 293/42*z + 1
*
[ 1/6 ] 
f(z) = 272/5*z^3 - 293/45*z + 1
*
[ 3/17 ] 
f(z) = 272/9*z^3 - 286/51*z + 1
*
[ 4/13 ] 
f(z) = 273/8*z^3 - 285/52*z + 1
*
[ 1/6 ] 
f(z) = 279/13*z^3 - 291/52*z + 1
*
[ 1/4 ] 
f(z) = 260/19*z^3 - 293/76*z + 1
*
[ 3/10 ] 
f(z) = 265/9*z^3 - 299/60*z + 1
*
[ 1/5 ] 
f(z) = 265/12*z^3 - 293/60*z + 1
*
[ 1/4 ] 
f(z) = 268/19*z^3 - 295/76*z + 1
*
[ 1/4 ] 
f(z) = 276/19*z^3 - 297/76*z + 1
*
[ 1/3 ] 
f(z) = 260*z^3 - 278/9*z + 1
*
0 | 0.14220092178989515264439874680877248398 | 0.025537378603972257522618840041949422075
f(z) = 260*z^3 - 262*z + 1
*
0 | 0.12183643240289198692307980878675501381 | 0.021820813638090557701620250779845283334
f(z) = 260/3*z^3 - 266/3*z + 1
*
0 | 0.14214137118637436491017984436103590878 | 0.025323022830105929128708251355297483532
f(z) = 260/7*z^3 - 274/7*z + 1
*
0 | 0.12855834035437118352320313123430015709 | 0.022844171232782520857307873806386024086
f(z) = 260/9*z^3 - 278/9*z + 1
*
[ 1/2 ] 
f(z) = 261*z^3 - 265/4*z + 1
*
0 | 0.14227204817298816470394143936724859500 | 0.025532684012574575324020280686747057808
f(z) = 261*z^3 - 263*z + 1
*
[ 1/2 ] 
f(z) = 261/2*z^3 - 269/8*z + 1
*
0 | 0.12942677480882489503139963871454124654 | 0.023195885615473970997494529346864413644
f(z) = 261/2*z^3 - 265/2*z + 1
*
[ 1/2 ] 
f(z) = 261/4*z^3 - 277/16*z + 1
*
0 | 0.11657161048400762357550899728374482274 | 0.020836036494934206684521708963020564437
f(z) = 261/4*z^3 - 269/4*z + 1
*
0 | 0.14223253300600683318635543219160102936 | 0.025389060381206276148993656625070882019
f(z) = 261/5*z^3 - 271/5*z + 1
*
0 | 0.14221272648630097171584707204624183682 | 0.025319302498437538072407359767158488923
f(z) = 261/7*z^3 - 275/7*z + 1
*
0 | 0.11367823559517117191611967071748223422 | 0.020212994619968115694223559286394871926
f(z) = 261/8*z^3 - 277/8*z + 1
*
-2 | 0.11647592479947942179940556434598611217 | 0.016738778275868006125980380140033487615
f(z) = 261/16*z^3 - 263/4*z + 1
*
[ 1/3 ] 
f(z) = 262*z^3 - 280/9*z + 1
*
0 | 0.14234290241697670317436351427316965813 | 0.025528013219607313587948448953920540569
f(z) = 262*z^3 - 264*z + 1
*
-1 | 0.12526151443553979941189132715952745085 | 0.022495288204767654322548576129644806190
f(z) = 262*z^3 - 261*z + 1
*
0 | 0.12197959817187488312248666091519923518 | 0.021817185158375995427226023600008320257
f(z) = 262/3*z^3 - 268/3*z + 1
*
0 | 0.14230353844261445572677460706137576735 | 0.025385045129972048936960047307038850979
f(z) = 262/5*z^3 - 272/5*z + 1
*
0 | 0.14228380789390453224545693205401451475 | 0.025315597818261571853888038066748294271
f(z) = 262/7*z^3 - 276/7*z + 1
*
0 | 0.12870093009831112025598432345494415768 | 0.022840414489642017084203554547098670399
f(z) = 262/9*z^3 - 280/9*z + 1
*
[ 1/2 ] 
f(z) = 263*z^3 - 267/4*z + 1
*
0 | 0.14241348659640771371296173684273077575 | 0.025523366011944136257538114285000545812
f(z) = 263*z^3 - 265*z + 1
*
-1 | 0.12533197185739453889866741210873240024 | 0.022492553352551715722056480756148513880
f(z) = 263*z^3 - 262*z + 1
*
[ -1 ] 
f(z) = 263*z^3 - 261*z + 1
*
[ 1/2 ] 
f(z) = 263/2*z^3 - 271/8*z + 1
*
0 | 0.12956828835519683017750816633410119948 | 0.023189998562243163396885599036080797929
f(z) = 263/2*z^3 - 267/2*z + 1
*
-1 | 0.11251931222544184275649935192844588620 | 0.020193144621572122661635782495809304597
f(z) = 263/2*z^3 - 261/2*z + 1
*
[ 1/2 ] 
f(z) = 263/3*z^3 - 275/12*z + 1
*
0 | 0.12205025724842089846720463139684601670 | 0.021815291078895100083116242239814469927
f(z) = 263/3*z^3 - 269/3*z + 1
*
[ 1/2 ] 
f(z) = 263/4*z^3 - 279/16*z + 1
*
0 | 0.11671327464628750631932707432176674275 | 0.020833773502140751990883251866550597529
f(z) = 263/4*z^3 - 271/4*z + 1
*
0 | 0.14237427266208641214844404786013843371 | 0.025381047959684400250358760510972148802
f(z) = 263/5*z^3 - 273/5*z + 1
*
0 | 0.10918437034181427310913555101708308396 | 0.019438992339775743374124668886271443609
f(z) = 263/6*z^3 - 275/6*z + 1
*
0 | 0.14235461750379651167828588123134768012 | 0.025311908675103369544572115692681774862
f(z) = 263/7*z^3 - 277/7*z + 1
*
0 | 0.10462895042981826829647253202874540783 | 0.018580183890007589091938228987398693877
f(z) = 263/8*z^3 - 279/8*z + 1
*
-2 | 0.11661836616931014940077766918502741355 | 0.016741022287170205627842070564904835907
f(z) = 263/16*z^3 - 265/4*z + 1
*
[ 2 ] 
f(z) = 263/16*z^3 - 261/4*z + 1
*
0 | 0.14248380276219642710644952698926223527 | 0.025518742179178754453252640247225603924
f(z) = 264*z^3 - 266*z + 1
*
-1 | 0.12540216222531969744092084825690389620 | 0.022489832655495290198726544487414308160
f(z) = 264*z^3 - 263*z + 1
*
[ -1 ] 
f(z) = 264*z^3 - 262*z + 1
*
0 | 0.14244473772846751039174198343356394415 | 0.025377068726857848347824636954401374301
f(z) = 264/5*z^3 - 274/5*z + 1
*
0 | 0.14242515738665165346808902319789978993 | 0.025308234955648629914674213367359078255
f(z) = 264/7*z^3 - 278/7*z + 1
*
[ 1/2 ] 
f(z) = 265*z^3 - 269/4*z + 1
*
0 | 0.14255385294198392887754083937661983281 | 0.025514141513579993191650423661986103137
f(z) = 265*z^3 - 267*z + 1
*
-1 | 0.12547208755609812476547652013802554658 | 0.022487125984441517597810999112854885129
f(z) = 265*z^3 - 264*z + 1
*
[ -1 ] 
f(z) = 265*z^3 - 263*z + 1
*
[ 1/2 ] 
f(z) = 265/2*z^3 - 273/8*z + 1
*
0 | 0.12970872868841735008455753912754180105 | 0.023184168027207219248514147725715921978
f(z) = 265/2*z^3 - 269/2*z + 1
*
-1 | 0.11265990399948631608402299821489424346 | 0.020190924563193089347243156570374897075
f(z) = 265/2*z^3 - 263/2*z + 1
*
[ -1 ] 
f(z) = 265/2*z^3 - 261/2*z + 1
*
[ 1/2 ] 
f(z) = 265/3*z^3 - 277/12*z + 1
*
0 | 0.12218973807327387928858363292469548464 | 0.021811343525570994718176432647171193561
f(z) = 265/3*z^3 - 271/3*z + 1
*
-1 | 0.10517381521962584723613293637155849802 | 0.018849266631119775027093226715011096396
f(z) = 265/3*z^3 - 262/3*z + 1
*
0 | 0.11685386331643220725703705471166382388 | 0.020831527028398083529212458291679420044
f(z) = 265/4*z^3 - 273/4*z + 1
*
-1 | 0.11698424460946705543965789082643026453 | 0.020965933523275920653008872586018285086
f(z) = 265/4*z^3 - 261/4*z + 1
*
0 | 0.10932614145021715585074563594990153929 | 0.019439153830858551017700573710758683359
f(z) = 265/6*z^3 - 277/6*z + 1
*
0 | 0.14249542958957132267457553212848590041 | 0.025304576547728850769884691130998811756
f(z) = 265/7*z^3 - 279/7*z + 1
*
-2 | 0.11675971939858240664524981796255192368 | 0.016743242147033720648755420941267213409
f(z) = 265/16*z^3 - 267/4*z + 1
*
[ 2 ] 
f(z) = 265/16*z^3 - 263/4*z + 1
*
0 | 0.14262363914048799142179968589823328858 | 0.025509563810047767341375415090396924413
f(z) = 266*z^3 - 268*z + 1
*
-1 | 0.12554174984375254299740049025946261657 | 0.022484433211910790855005250250755580563
f(z) = 266*z^3 - 265*z + 1
*
[ -1 ] 
f(z) = 266*z^3 - 264*z + 1
*
0 | 0.12226063109957304067903995502745216074 | 0.021809658930814886201299975234595657351
f(z) = 266/3*z^3 - 272/3*z + 1
*
-1 | 0.10524433738833210959603918673157396875 | 0.018849181868859529220534705588257747740
f(z) = 266/3*z^3 - 263/3*z + 1
*
0 | 0.14258486854112687913707570457486489155 | 0.025369163507687522125033232167705202444
f(z) = 266/5*z^3 - 276/5*z + 1
*
-1 | 0.12563401712579067387005906587773517921 | 0.022500958212902197133316155396038906924
f(z) = 266/5*z^3 - 261/5*z + 1
*
[ 1/2 ] 
f(z) = 267*z^3 - 271/4*z + 1
*
0 | 0.14269316333984732044314426865917403988 | 0.025505008866069945071791477550149892300
f(z) = 267*z^3 - 269*z + 1
*
-1 | 0.12561115105988673897795577841433382605 | 0.022481754212072590277661685717261776050
f(z) = 267*z^3 - 266*z + 1
*
[ -1 ] 
f(z) = 267*z^3 - 265*z + 1
*
[ 1/2 ] 
f(z) = 267/2*z^3 - 275/8*z + 1
*
0 | 0.12984811196416026530086241499340320614 | 0.023178393053750011690876540298375460741
f(z) = 267/2*z^3 - 271/2*z + 1
*
-1 | 0.11279879406901268703665500992908437131 | 0.020188611777538003512127894278363618972
f(z) = 267/2*z^3 - 265/2*z + 1
*
[ -1 ] 
f(z) = 267/2*z^3 - 263/2*z + 1
*
0 | 0.11699339270145255936927746382385995363 | 0.020829296880205112622568129999072085964
f(z) = 267/4*z^3 - 275/4*z + 1
*
-1 | 0.11712278988720833059714074688054878573 | 0.020962516087612811842653316215523857796
f(z) = 267/4*z^3 - 263/4*z + 1
*
0 | 0.14265453829954233727885972471585926234 | 0.025365237242344823488009866650224925966
f(z) = 267/5*z^3 - 277/5*z + 1
*
-1 | 0.12570307483344270335552155660253573647 | 0.022498206634217389565622726653354676147
f(z) = 267/5*z^3 - 262/5*z + 1
*
-2 | 0.11690000099960007013105256925846400482 | 0.016745438313808690485464593782850024356
f(z) = 267/16*z^3 - 269/4*z + 1
*
[ 2 ] 
f(z) = 267/16*z^3 - 265/4*z + 1
*
[ -2 ] 
f(z) = 267/16*z^3 - 261/4*z + 1
*
0 | 0.14276242749995936348278006436738282581 | 0.025500476481680077648999333540384654863
f(z) = 268*z^3 - 270*z + 1
*
-1 | 0.12568029315402038701188806943490061395 | 0.022479088860717896778341881424903751937
f(z) = 268*z^3 - 267*z + 1
*
[ -1 ] 
f(z) = 268*z^3 - 266*z + 1
*
0 | 0.12239853062368450578351550023377632795 | 0.021805761119969411074978137225248086697
f(z) = 268/3*z^3 - 274/3*z + 1
*
-1 | 0.10538253710199998570531157116919302368 | 0.018848646485735695411564423677443203978
f(z) = 268/3*z^3 - 265/3*z + 1
*
[ -1 ] 
f(z) = 268/3*z^3 - 262/3*z + 1
*
0 | 0.14272394692983060360908230540338135893 | 0.025361328356420062031950151713884218899
f(z) = 268/5*z^3 - 278/5*z + 1
*
-1 | 0.12577187596739171465207259335883458651 | 0.022495469298320518343423472414893759311
f(z) = 268/5*z^3 - 263/5*z + 1
*
-1 | 0.12581739636044275519435454612324675825 | 0.022503611043813705179144215599352084261
f(z) = 268/7*z^3 - 261/7*z + 1
*
[ 1/2 ] 
f(z) = 269*z^3 - 273/4*z + 1
*
0 | 0.14283143355881182448117873446201981320 | 0.025495966459415975014609006745400114191
f(z) = 269*z^3 - 271*z + 1
*
-1 | 0.12574917805391764420643188115084356847 | 0.022476437035232170004339145667462648066
f(z) = 269*z^3 - 268*z + 1
*
[ -1 ] 
f(z) = 269*z^3 - 267*z + 1
*
[ 1/2 ] 
f(z) = 269/2*z^3 - 277/8*z + 1
*
0 | 0.12998645397602225061486220044962847474 | 0.023172672708257416109920836930440560006
f(z) = 269/2*z^3 - 273/2*z + 1
*
-1 | 0.11293665020005028792513982235619200590 | 0.020186322856942030899901837218738608960
f(z) = 269/2*z^3 - 267/2*z + 1
*
[ -1 ] 
f(z) = 269/2*z^3 - 265/2*z + 1
*
0 | 0.12246864188086998904353156464703341411 | 0.021804100567984389328850660580006875343
f(z) = 269/3*z^3 - 275/3*z + 1
*
-1 | 0.10545125211197621835555427216424679119 | 0.018848381079397326589603990498393465789
f(z) = 269/3*z^3 - 266/3*z + 1
*
[ -1 ] 
f(z) = 269/3*z^3 - 263/3*z + 1
*
0 | 0.11713187864475183817524602860662876585 | 0.020827082866631838630403364886681605557
f(z) = 269/4*z^3 - 277/4*z + 1
*
-1 | 0.11726030632311595604293393848489414998 | 0.020959134147767433827491726628712403655
f(z) = 269/4*z^3 - 265/4*z + 1
*
[ -1 ] 
f(z) = 269/4*z^3 - 261/4*z + 1
*
0 | 0.14279309638215222717346804409989330116 | 0.025357436714263845979821063789388544828
f(z) = 269/5*z^3 - 279/5*z + 1
*
-1 | 0.12584042242714962416377160533286789137 | 0.022492746075509860536320329695442547855
f(z) = 269/5*z^3 - 264/5*z + 1
*
-1 | 0.092683423947760852732877891625464736183 | 0.016566256533926311001411395797574036369
f(z) = 269/6*z^3 - 263/6*z + 1
*
-1 | 0.12588577558990347608335654342080334750 | 0.022500852510261652787825371823780335805
f(z) = 269/7*z^3 - 262/7*z + 1
*
-1 | 0.11735101308663824546652666926821656644 | 0.020975347095561846197228190719774910137
f(z) = 269/8*z^3 - 261/8*z + 1
*
-2 | 0.11703922711133975214549765068574860488 | 0.016747611233520593119909193799270665609
f(z) = 269/16*z^3 - 271/4*z + 1
*
[ 2 ] 
f(z) = 269/16*z^3 - 267/4*z + 1
*
[ -2 ] 
f(z) = 269/16*z^3 - 263/4*z + 1
*
0 | 0.14290018343280802457206143987174660449 | 0.025491478604279107145239497451900072881
f(z) = 270*z^3 - 272*z + 1
*
-1 | 0.12581780766590965687639760838619129903 | 0.022473798614568877699921693996313183539
f(z) = 270*z^3 - 269*z + 1
*
[ -1 ] 
f(z) = 270*z^3 - 268*z + 1
*
2/9 | 0.22489003224547846759988701364688699519 | 0.027074072832714487391195649770736938714
f(z) = 270*z^3 - 263/15*z + 1
*
-1 | 0.12595390324793937686317346501200664435 | 0.022498108247359413040097741603244036960
f(z) = 270/7*z^3 - 263/7*z + 1
*
[ 1/2 ] 
f(z) = 271*z^3 - 275/4*z + 1
*
0 | 0.14296867901708624567737442396702671063 | 0.025487012723694811735905565657593852732
f(z) = 271*z^3 - 273*z + 1
*
-1 | 0.12588618387521111291061052670754987575 | 0.022471173479223563018733801650927679083
f(z) = 271*z^3 - 270*z + 1
*
[ -1 ] 
f(z) = 271*z^3 - 269*z + 1
*
[ 1/2 ] 
f(z) = 271/2*z^3 - 279/8*z + 1
*
0 | 0.13012377016626238621799260227479185227 | 0.023167006079404044657047514382657098006
f(z) = 271/2*z^3 - 275/2*z + 1
*
-1 | 0.11307283553350532413721033082782328362 | 0.020183940960350693366208848408455099686
f(z) = 271/2*z^3 - 269/2*z + 1
*
[ -1 ] 
f(z) = 271/2*z^3 - 267/2*z + 1
*
0 | 0.12260602891561760033071339894776924226 | 0.021800435148135817256035679807595133630
f(z) = 271/3*z^3 - 277/3*z + 1
*
-1 | 0.10558792190004208981583798876573640267 | 0.018847854762827328788446459265798936414
f(z) = 271/3*z^3 - 268/3*z + 1
*
[ -1 ] 
f(z) = 271/3*z^3 - 265/3*z + 1
*
0 | 0.11726933663692191091042310196706784049 | 0.020824884799305520261381755530537746989
f(z) = 271/4*z^3 - 279/4*z + 1
*
-1 | 0.11739680908527090066100824190716605993 | 0.020955787058232384282710175079453712320
f(z) = 271/4*z^3 - 267/4*z + 1
*
[ -1 ] 
f(z) = 271/4*z^3 - 263/4*z + 1
*
-1 | 0.12597675881736417598455279785610622285 | 0.022487341458705804719533535026984357458
f(z) = 271/5*z^3 - 266/5*z + 1
*
[ -1 ] 
f(z) = 271/5*z^3 - 261/5*z + 1
*
-1 | 0.092819594615191988533492502779031945158 | 0.016568658677720892142966652898131048170
f(z) = 271/6*z^3 - 265/6*z + 1
*
-1 | 0.12602178117894190711481787278099113321 | 0.022495378125370197472875141249704337274
f(z) = 271/7*z^3 - 264/7*z + 1
*
-1 | 0.11748685423695514316584749649318494095 | 0.020971860468055223904621385577070705586
f(z) = 271/8*z^3 - 263/8*z + 1
*
-1 | 0.11250351441995721163270555734087775892 | 0.020082314927103024408058559718170174536
f(z) = 271/9*z^3 - 262/9*z + 1
*
-1 | 0.11325292926528543588115983759811387385 | 0.020216088391981183420578734493442659177
f(z) = 271/10*z^3 - 261/10*z + 1
*
-2 | 0.11717741351062978273365445269431153327 | 0.016749761340296522641999915522586922029
f(z) = 271/16*z^3 - 273/4*z + 1
*
[ 2 ] 
f(z) = 271/16*z^3 - 269/4*z + 1
*
[ -2 ] 
f(z) = 271/16*z^3 - 265/4*z + 1
*
0 | 0.14303692218583318994929046496514468983 | 0.025482568627473289278829712995882082699
f(z) = 272*z^3 - 274*z + 1
*
-1 | 0.12595430854623097152121734803108918305 | 0.022468561511208436872486186091408722737
f(z) = 272*z^3 - 271*z + 1
*
[ -1 ] 
f(z) = 272*z^3 - 270*z + 1
*
0 | 0.12267434209061574534364575391413993671 | 0.021798614301197148541330910177747990041
f(z) = 272/3*z^3 - 278/3*z + 1
*
-1 | 0.10565588040031448476459906002859349720 | 0.018847593823469764931874321096953102049
f(z) = 272/3*z^3 - 269/3*z + 1
*
[ -1 ] 
f(z) = 272/3*z^3 - 266/3*z + 1
*
-1 | 0.12604455244299012806205368578708503149 | 0.022484659813590844158592478092360829461
f(z) = 272/5*z^3 - 267/5*z + 1
*
[ -1 ] 
f(z) = 272/5*z^3 - 262/5*z + 1
*
-1 | 0.12608941120709251507639470135745547187 | 0.022492662016232299031505521270638656648
f(z) = 272/7*z^3 - 265/7*z + 1
*
-1 | 0.11257098210924178519277582084545135293 | 0.020081155341901402244563122225871534156
f(z) = 272/9*z^3 - 263/9*z + 1
*
-1 | 0.12617861084513573353320387343345905685 | 0.022508574036847425142057786255626278441
f(z) = 272/11*z^3 - 261/11*z + 1
*
[ 1/2 ] 
f(z) = 273*z^3 - 277/4*z + 1
*
0 | 0.14310491479259168468579565355115555704 | 0.025478146127771367121363682056112581830
f(z) = 273*z^3 - 275*z + 1
*
-1 | 0.12602218352287749842547953199172671031 | 0.022465962594027482759188759164971292234
f(z) = 273*z^3 - 272*z + 1
*
[ -1 ] 
f(z) = 273*z^3 - 271*z + 1
*
[ -1/2 ] 
f(z) = 273*z^3 - 261/4*z + 1
*
0 | 0.13026007563614644688120567549904448276 | 0.023161392277466966049137750473372554024
f(z) = 273/2*z^3 - 277/2*z + 1
*
-1 | 0.11320932143144739455672406324879564407 | 0.020181814895410232020110002047463913718
f(z) = 273/2*z^3 - 271/2*z + 1
*
[ -1 ] 
f(z) = 273/2*z^3 - 269/2*z + 1
*
-1 | 0.11753231300877083050197846731710775423 | 0.020952474190111417875384661224526189409
f(z) = 273/4*z^3 - 269/4*z + 1
*
[ -1 ] 
f(z) = 273/4*z^3 - 265/4*z + 1
*
-1 | 0.12611209878536459576070232730123381567 | 0.022481991779264545276838567284188346475
f(z) = 273/5*z^3 - 268/5*z + 1
*
[ -1 ] 
f(z) = 273/5*z^3 - 263/5*z + 1
*
-1 | 0.11762170613067026262916680081678895007 | 0.020968410293395895587922456812051363144
f(z) = 273/8*z^3 - 265/8*z + 1
*
-1 | 0.11338745889058677229918626782936780752 | 0.020213571443200041178046263753225451945
f(z) = 273/10*z^3 - 263/10*z + 1
*
-1 | 0.12624567366624932880414828504433513658 | 0.022505804160494341390250029535822540007
f(z) = 273/11*z^3 - 262/11*z + 1
*
-2 | 0.11731457562291353039835436527384078751 | 0.016751889056773515553153056937970716792
f(z) = 273/16*z^3 - 275/4*z + 1
*
[ 2 ] 
f(z) = 273/16*z^3 - 271/4*z + 1
*
[ -2 ] 
f(z) = 273/16*z^3 - 267/4*z + 1
*
0 | 0.14317265867056275902701995340582328541 | 0.025473745039055014583174054975162682847
f(z) = 274*z^3 - 276*z + 1
*
-1 | 0.12608981062885773123628743033010226865 | 0.022463376612652061860133592080423799686
f(z) = 274*z^3 - 273*z + 1
*
[ -1 ] 
f(z) = 274*z^3 - 272*z + 1
*
0 | 0.12281021705246130921913297861050742948 | 0.021794996033815978964595181582811305092
f(z) = 274/3*z^3 - 280/3*z + 1
*
-1 | 0.10579002014965228403905521575123010401 | 0.018846892168603280824476093230553489551
f(z) = 274/3*z^3 - 271/3*z + 1
*
[ -1 ] 
f(z) = 274/3*z^3 - 268/3*z + 1
*
-1 | 0.12617939964194821046728635325991268093 | 0.022479337234143761231840354624459727676
f(z) = 274/5*z^3 - 269/5*z + 1
*
[ -1 ] 
f(z) = 274/5*z^3 - 264/5*z + 1
*
-1 | 0.12622393475227366185129863394232946975 | 0.022487271332472065516704464672780177426
f(z) = 274/7*z^3 - 267/7*z + 1
*
-1 | 0.11270518447734240423121832163217591950 | 0.020078854845496447773208336913296919201
f(z) = 274/9*z^3 - 265/9*z + 1
*
-1 | 0.12631249447722465151351398601882340699 | 0.022503048582389131097622167826696100312
f(z) = 274/11*z^3 - 263/11*z + 1
*
-1 | 0.12635652233901765667189109577859575285 | 0.022510892312473056825199478217309872333
f(z) = 274/13*z^3 - 261/13*z + 1
*
[ 1/2 ] 
f(z) = 275*z^3 - 279/4*z + 1
*
0 | 0.14324015563290221551685936232091443862 | 0.025469365178062591694175861797383707291
f(z) = 275*z^3 - 277*z + 1
*
-1 | 0.12615719166797149665952945087285559197 | 0.022460803453497006530012685003181790505
f(z) = 275*z^3 - 274*z + 1
*
[ -1 ] 
f(z) = 275*z^3 - 273*z + 1
*
[ -1/2 ] 
f(z) = 275*z^3 - 263/4*z + 1
*
0 | 0.13039538515591326763909492310499142660 | 0.023155830433665209086268208640094311609
f(z) = 275/2*z^3 - 279/2*z + 1
*
-1 | 0.11334351395401270872148608677517500938 | 0.020179478918252531978082802833337891740
f(z) = 275/2*z^3 - 273/2*z + 1
*
[ -1 ] 
f(z) = 275/2*z^3 - 271/2*z + 1
*
[ 1/15 ] 
f(z) = 275/2*z^3 - 263/18*z + 1
*
-1 | 0.10585723861638650527709764521309261416 | 0.018846635687248103454870658109623207282
f(z) = 275/3*z^3 - 272/3*z + 1
*
[ -1 ] 
f(z) = 275/3*z^3 - 269/3*z + 1
*
-1 | 0.11766683260540608080660489020140170573 | 0.020949194930569546200772792619428636493
f(z) = 275/4*z^3 - 271/4*z + 1
*
[ -1 ] 
f(z) = 275/4*z^3 - 267/4*z + 1
*
[ -3/5 ] 
f(z) = 275/4*z^3 - 265/12*z + 1
*
-1 | 0.093087934681843655909636023797651909106 | 0.016573211381271361246946190280128734736
f(z) = 275/6*z^3 - 269/6*z + 1
*
[ -1 ] 
f(z) = 275/6*z^3 - 263/6*z + 1
*
-1 | 0.12629083181923840259930620624928104501 | 0.022484596509853251017258999261857443099
f(z) = 275/7*z^3 - 268/7*z + 1
*
[ -1 ] 
f(z) = 275/7*z^3 - 261/7*z + 1
*
-1 | 0.11775558307289826771938031943472403201 | 0.020964995906957752115853457938172982374
f(z) = 275/8*z^3 - 267/8*z + 1
*
-1 | 0.11277192268101864781704949092834913577 | 0.020077713818152312029587061856821308910
f(z) = 275/9*z^3 - 266/9*z + 1
*
[ 6/5 ] 
f(z) = 275/9*z^3 - 263/6*z + 1
*
-1 | 0.097500020401058931226165980733417615332 | 0.017358731325469947175441125849532438188
f(z) = 275/12*z^3 - 263/12*z + 1
*
-1 | 0.12642294640212937752934409379442794422 | 0.022508117956711902698713820046130825741
f(z) = 275/13*z^3 - 262/13*z + 1
*
-1 | 0.11360941347138196340509976069401440546 | 0.020226819198414513272340742471361427652
f(z) = 275/14*z^3 - 261/14*z + 1
*
-2 | 0.11745072853261548592601492543889289105 | 0.016753994794489814224770598461598596641
f(z) = 275/16*z^3 - 277/4*z + 1
*
[ -6/5 ] 
f(z) = 275/16*z^3 - 275/12*z + 1
*
[ 2 ] 
f(z) = 275/16*z^3 - 273/4*z + 1
*
[ -2 ] 
f(z) = 275/16*z^3 - 269/4*z + 1
*
0 | 0.14330740747301181648545363953368778817 | 0.025465006363768814581401402340683871548
f(z) = 276*z^3 - 278*z + 1
*
-1 | 0.12622432842440009801052670559037547454 | 0.022458243004397190629328205021304752394
f(z) = 276*z^3 - 275*z + 1
*
[ -1 ] 
f(z) = 276*z^3 - 274*z + 1
*
-1 | 0.12631327199022905621325415857983473106 | 0.022474068132880727935135498548107197877
f(z) = 276/5*z^3 - 271/5*z + 1
*
[ -1 ] 
f(z) = 276/5*z^3 - 266/5*z + 1
*
-1 | 0.12635748808378182751186891954641094167 | 0.022481935204039740260944917722759361759
f(z) = 276/7*z^3 - 269/7*z + 1
*
[ -1 ] 
f(z) = 276/7*z^3 - 262/7*z + 1
*
-1 | 0.12644541701240299082575155670663591862 | 0.022497579804971589236508717944356677694
f(z) = 276/11*z^3 - 265/11*z + 1
*
-1 | 0.12648913302605440110484266798231383576 | 0.022505357900288253489784663556785682981
f(z) = 276/13*z^3 - 263/13*z + 1
*
0 | 0.14337441596482520216967740463424797690 | 0.025460668417349420985564339437566481508
f(z) = 277*z^3 - 279*z + 1
*
-1 | 0.12629122266298978856499929708583792737 | 0.022455695154584565462982206670814033255
f(z) = 277*z^3 - 276*z + 1
*
[ -1 ] 
f(z) = 277*z^3 - 275*z + 1
*
[ -1/2 ] 
f(z) = 277*z^3 - 265/4*z + 1
*
-1 | 0.11347738381979626632870389761104004414 | 0.020177281399809406051984096649452538224
f(z) = 277/2*z^3 - 275/2*z + 1
*
[ -1 ] 
f(z) = 277/2*z^3 - 273/2*z + 1
*
-1 | 0.10599198159094474799662801951929424369 | 0.018846310751048737651716344061329424039
f(z) = 277/3*z^3 - 274/3*z + 1
*
[ -1 ] 
f(z) = 277/3*z^3 - 271/3*z + 1
*
-1 | 0.11780038207298669580270994703711880949 | 0.020945948682305313079910154420514864508
f(z) = 277/4*z^3 - 273/4*z + 1
*
[ -1 ] 
f(z) = 277/4*z^3 - 269/4*z + 1
*
-1 | 0.12637984698033168446444175326995325353 | 0.022471453341191274041816223793591693800
f(z) = 277/5*z^3 - 272/5*z + 1
*
[ -1 ] 
f(z) = 277/5*z^3 - 267/5*z + 1
*
-1 | 0.093221166201799633906104421618890830614 | 0.016575546946509521730253048510231969702
f(z) = 277/6*z^3 - 271/6*z + 1
*
[ -1 ] 
f(z) = 277/6*z^3 - 265/6*z + 1
*
-1 | 0.12642390527334352068750486663022016423 | 0.022479287294937571043815675932728405366
f(z) = 277/7*z^3 - 270/7*z + 1
*
[ -1 ] 
f(z) = 277/7*z^3 - 263/7*z + 1
*
-1 | 0.11788849906067506976034719783436445532 | 0.020961616661217439663531046095545134920
f(z) = 277/8*z^3 - 269/8*z + 1
*
[ -1 ] 
f(z) = 277/8*z^3 - 261/8*z + 1
*
-1 | 0.11290468179770277682733965876612858198 | 0.020075449920539751633380233197797771460
f(z) = 277/9*z^3 - 268/9*z + 1
*
-1 | 0.11365427314800716975920532580076128286 | 0.020208733885157521746323677531506998943
f(z) = 277/10*z^3 - 267/10*z + 1
*
-1 | 0.12651152216191290399876068335620419997 | 0.022494866351808036047327762045521341784
f(z) = 277/11*z^3 - 266/11*z + 1
*
-1 | 0.097632312433621366586718987780536927245 | 0.017359887718381008763463175295155465224
f(z) = 277/12*z^3 - 265/12*z + 1
*
-1 | 0.12655508390248469953788461333631637685 | 0.022502612014143523179853324444867313230
f(z) = 277/13*z^3 - 264/13*z + 1
*
-1 | 0.11374074487458248762341652623224156917 | 0.020224109322108097527998359086125171751
f(z) = 277/14*z^3 - 263/14*z + 1
*
-1 | 0.10625484483754868816537967891972816102 | 0.018893050158654554602430153120155583771
f(z) = 277/15*z^3 - 262/15*z + 1
*
-2 | 0.11758588699312758725273284881284923633 | 0.016756078954259905406225381994324143368
f(z) = 277/16*z^3 - 279/4*z + 1
*
[ 2 ] 
f(z) = 277/16*z^3 - 275/4*z + 1
*
[ -2 ] 
f(z) = 277/16*z^3 - 271/4*z + 1
*
-1 | 0.11806274987096862319804108638555516628 | 0.020992599994768917599927320446169259183
f(z) = 277/16*z^3 - 261/16*z + 1
*
0 | 0.14344118286308865453803478256279495479 | 0.025456351162146519826998620020059012428
f(z) = 278*z^3 - 280*z + 1
*
-1 | 0.12635787612953014334957660710068840091 | 0.022453159794665650393964708692839021409
f(z) = 278*z^3 - 277*z + 1
*
[ -1 ] 
f(z) = 278*z^3 - 276*z + 1
*
-1 | 0.10605744235142287660128483781100538228 | 0.018845874697109733617357763207153079141
f(z) = 278/3*z^3 - 275/3*z + 1
*
[ -1 ] 
f(z) = 278/3*z^3 - 272/3*z + 1
*
-1 | 0.12644618348200286338593525578859554691 | 0.022468851567563774197765009181436686699
f(z) = 278/5*z^3 - 273/5*z + 1
*
[ -1 ] 
f(z) = 278/5*z^3 - 268/5*z + 1
*
-1 | 0.12649008509684056338687465032537944069 | 0.022476652663968593992995964177641005494
f(z) = 278/7*z^3 - 271/7*z + 1
*
[ -1 ] 
f(z) = 278/7*z^3 - 264/7*z + 1
*
-1 | 0.11297070612305003787570192636311764306 | 0.020074326938645480841329991872651658133
f(z) = 278/9*z^3 - 269/9*z + 1
*
-1 | 0.12657739215242818764930141297090105396 | 0.022492166689135502862255911596590713423
f(z) = 278/11*z^3 - 267/11*z + 1
*
-1 | 0.12662080070509462096571365274314093339 | 0.022499880170869522026671918307732057178
f(z) = 278/13*z^3 - 265/13*z + 1
*
-1 | 0.10632040958309680086704936847023226256 | 0.018892602653089959219179982498763430630
f(z) = 278/15*z^3 - 263/15*z + 1
*
-1 | 0.12670713547599100976763797233609718576 | 0.022515221425931337977061109392274051196
f(z) = 278/17*z^3 - 261/17*z + 1
*
-1 | 0.12642429055102743914991539529719986584 | 0.022450636816599467496726446477855658033
f(z) = 279*z^3 - 278*z + 1
*
[ -1 ] 
f(z) = 279*z^3 - 277*z + 1
*
[ -1/2 ] 
f(z) = 279*z^3 - 267/4*z + 1
*
-1 | 0.11361029288206227667911925664655270916 | 0.020175105693736851895270177195699448330
f(z) = 279/2*z^3 - 277/2*z + 1
*
[ -1 ] 
f(z) = 279/2*z^3 - 275/2*z + 1
*
-1 | 0.11793297530433552813572030193079465905 | 0.020942734863044193781819155857795299310
f(z) = 279/4*z^3 - 275/4*z + 1
*
[ -1 ] 
f(z) = 279/4*z^3 - 271/4*z + 1
*
-1 | 0.12651228319783340163350516755061814234 | 0.022466262697886692329264136493037201875
f(z) = 279/5*z^3 - 274/5*z + 1
*
[ -1 ] 
f(z) = 279/5*z^3 - 269/5*z + 1
*
-1 | 0.12655602924493141251382116428524298839 | 0.022474031194045766213078362159896425949
f(z) = 279/7*z^3 - 272/7*z + 1
*
[ -1 ] 
f(z) = 279/7*z^3 - 265/7*z + 1
*
-1 | 0.11802046779174176661584811558575417089 | 0.020958271925189269030465814344199337163
f(z) = 279/8*z^3 - 271/8*z + 1
*
[ -1 ] 
f(z) = 279/8*z^3 - 263/8*z + 1
*
-1 | 0.11378593314206735641297080667478177421 | 0.020206296184666722489788821206353784141
f(z) = 279/10*z^3 - 269/10*z + 1
*
-1 | 0.12664302865127187064712492896538475569 | 0.022489480694031064039161834092037664631
f(z) = 279/11*z^3 - 268/11*z + 1
*
-1 | 0.12668628508979588511642644219921054460 | 0.022497162244681255276858809110987009613
f(z) = 279/13*z^3 - 266/13*z + 1
*
-1 | 0.11387179425656162191131953648555046482 | 0.020221543544883477555697783463156795573
f(z) = 279/14*z^3 - 265/14*z + 1
*
[ 2 ] 
f(z) = 279/16*z^3 - 277/4*z + 1
*
[ -2 ] 
f(z) = 279/16*z^3 - 273/4*z + 1
*
-1 | 0.11819349731398407090405391897562580253 | 0.020988998796943742349193338545251617443
f(z) = 279/16*z^3 - 263/16*z + 1
*
-1 | 0.12677231897406402561490662667115225662 | 0.022512440285643215617089149184834978242
f(z) = 279/17*z^3 - 262/17*z + 1
*
[ 4/9 ] 
f(z) = 261/8*z^3 - 277/36*z + 1
*
[ -3/7 ] 
f(z) = 266/3*z^3 - 272/21*z + 1
*
[ 1/9 ] 
f(z) = 270/11*z^3 - 274/33*z + 1
*
3/8 | 0.19744867541582398327620858929449939308 | 0.028238837588342056681320422044892488137
f(z) = 272/7*z^3 - 265/28*z + 1
*
[ 1/8 ] 
f(z) = 272/9*z^3 - 269/36*z + 1
*
12/55 | 0.13763241852790102691576768956331616391 | 0.017172569906976275134908599676828650245
f(z) = 275/3*z^3 - 265/33*z + 1
*
1/5 | 0.13584530389582908852354866122924920421 | 0.016949589367367330014159245894042705522
f(z) = 275/3*z^3 - 262/33*z + 1
*
[ 4/15 ] 
f(z) = 275/4*z^3 - 275/36*z + 1
*
[ 1/10 ] 
f(z) = 275/7*z^3 - 263/28*z + 1
*
[ -4/5 ] 
f(z) = 275/18*z^3 - 271/36*z + 1
*
[ 2/3 ] 
f(z) = 279/13*z^3 - 261/26*z + 1
*
[ 2/3 ] 
f(z) = 279/17*z^3 - 265/34*z + 1
*
[ 2/3 ] 
f(z) = 279/19*z^3 - 267/38*z + 1
*
[ 3/8 ] 
f(z) = 260/9*z^3 - 275/48*z + 1
*
[ 1/5 ] 
f(z) = 260/11*z^3 - 272/55*z + 1
*
[ 1/6 ] 
f(z) = 264/17*z^3 - 277/51*z + 1
*
[ 1/5 ] 
f(z) = 265/11*z^3 - 273/55*z + 1
*
[ 1/5 ] 
f(z) = 270/11*z^3 - 274/55*z + 1
*
[ 4/11 ] 
f(z) = 275/8*z^3 - 277/44*z + 1
*
[ 1/6 ] 
f(z) = 276/17*z^3 - 278/51*z + 1
*
[ 2/7 ] 
f(z) = 277/8*z^3 - 261/49*z + 1
*
[ 2/7 ] 
f(z) = 279/8*z^3 - 262/49*z + 1
*
[ 1/4 ] 
f(z) = 260/17*z^3 - 269/68*z + 1
*
[ 1/4 ] 
f(z) = 268/17*z^3 - 271/68*z + 1
*
[ -5/8 ] 
f(z) = 272/15*z^3 - 269/60*z + 1
*
[ 1/4 ] 
f(z) = 276/17*z^3 - 273/68*z + 1
*
-1 | 0.12511979024701662816411393819222093485 | 0.022500800899864939923668413657733827938
f(z) = 260*z^3 - 259*z + 1
*
[ -1 ] 
f(z) = 260*z^3 - 258*z + 1
*
-1 | 0.10482344016808437917866258276412858550 | 0.018850825694356618464108176552706336648
f(z) = 260/3*z^3 - 257/3*z + 1
*
[ -1 ] 
f(z) = 260/3*z^3 - 254/3*z + 1
*
-1 | 0.12526107771460592894317440377642584810 | 0.022526209199955570709477177805937639905
f(z) = 260/7*z^3 - 253/7*z + 1
*
[ -1 ] 
f(z) = 260/7*z^3 - 246/7*z + 1
*
-1 | 0.11174467777810413655219246852211525697 | 0.020095500011155394820351091290998024231
f(z) = 260/9*z^3 - 251/9*z + 1
*
[ -1 ] 
f(z) = 260/9*z^3 - 242/9*z + 1
*
-1 | 0.12535431985401049530133145258137431922 | 0.022542977313217889932411715099616732815
f(z) = 260/11*z^3 - 249/11*z + 1
*
-1 | 0.12549279668349924906421974136920289638 | 0.022567880164824494899389196769676186209
f(z) = 260/17*z^3 - 243/17*z + 1
*
-1 | 0.12553859324669770867658903079946110577 | 0.022576115947096765708588134288813299304
f(z) = 260/19*z^3 - 241/19*z + 1
*
-1 | 0.12519078791986479380027690068506279610 | 0.022498037343005978378891989565621967110
f(z) = 261*z^3 - 260*z + 1
*
[ -1 ] 
f(z) = 261*z^3 - 259*z + 1
*
[ -1/2 ] 
f(z) = 261*z^3 - 249/4*z + 1
*
-1 | 0.11237830704194421838993133825417333440 | 0.020195506317859615963499251904043454101
f(z) = 261/2*z^3 - 259/2*z + 1
*
[ -1 ] 
f(z) = 261/2*z^3 - 257/2*z + 1
*
-1 | 0.11670400513061770524318386148552339889 | 0.020972877550604316773676841093784765104
f(z) = 261/4*z^3 - 257/4*z + 1
*
[ -1 ] 
f(z) = 261/4*z^3 - 253/4*z + 1
*
-1 | 0.12528481198773053807576442942744272008 | 0.022514934408877461614461136887467201941
f(z) = 261/5*z^3 - 256/5*z + 1
*
[ -1 ] 
f(z) = 261/5*z^3 - 251/5*z + 1
*
-1 | 0.12533153844028003611448499311552716484 | 0.022523331619980867370024814191091866263
f(z) = 261/7*z^3 - 254/7*z + 1
*
[ -1 ] 
f(z) = 261/7*z^3 - 247/7*z + 1
*
-1 | 0.11679745851460298577084476257036243923 | 0.020989672058871785699237246355676608469
f(z) = 261/8*z^3 - 253/8*z + 1
*
[ -1 ] 
f(z) = 261/8*z^3 - 245/8*z + 1
*
-1 | 0.11256586978057707756332418696320094516 | 0.020229213218886707870893665437309086365
f(z) = 261/10*z^3 - 251/10*z + 1
*
[ -1 ] 
f(z) = 261/10*z^3 - 241/10*z + 1
*
-1 | 0.12542442976110206400411920493253890212 | 0.022540025119873470245194658303957061870
f(z) = 261/11*z^3 - 250/11*z + 1
*
-1 | 0.12547059837419127001198468202957930395 | 0.022548322081643697541079462578328231908
f(z) = 261/13*z^3 - 248/13*z + 1
*
-1 | 0.11265755532498267460073992521583561520 | 0.020245690028691366401904132062698585201
f(z) = 261/14*z^3 - 247/14*z + 1
*
[ 2 ] 
f(z) = 261/16*z^3 - 259/4*z + 1
*
[ -2 ] 
f(z) = 261/16*z^3 - 255/4*z + 1
*
-1 | 0.11698213754297167825136168658398923259 | 0.021022860728307818682340675657368268606
f(z) = 261/16*z^3 - 245/16*z + 1
*
-1 | 0.12556239065805406697210265578514832442 | 0.022564818073596930719728794683134009332
f(z) = 261/17*z^3 - 244/17*z + 1
*
-1 | 0.12560801790814553697629408007489631120 | 0.022573017747019176832737636499852040709
f(z) = 261/19*z^3 - 242/19*z + 1
*
[ -1 ] 
f(z) = 262*z^3 - 260*z + 1
*
-1 | 0.10496480484659294213103321876195004290 | 0.018850271346482827325230858548766352524
f(z) = 262/3*z^3 - 259/3*z + 1
*
[ -1 ] 
f(z) = 262/3*z^3 - 256/3*z + 1
*
-1 | 0.12535518181453226746716086166427368523 | 0.022512109609932008130261678919600082835
f(z) = 262/5*z^3 - 257/5*z + 1
*
[ -1 ] 
f(z) = 262/5*z^3 - 252/5*z + 1
*
-1 | 0.12540173207467547257149461306248416473 | 0.022520469412403238686769590273819143173
f(z) = 262/7*z^3 - 255/7*z + 1
*
[ -1 ] 
f(z) = 262/7*z^3 - 248/7*z + 1
*
-1 | 0.11188498124212083520386653818807200856 | 0.020093042225844496027438827341138585946
f(z) = 262/9*z^3 - 253/9*z + 1
*
[ -1 ] 
f(z) = 262/9*z^3 - 244/9*z + 1
*
-1 | 0.12549427520713563856424846524705831005 | 0.022537088917966814795013405387572163359
f(z) = 262/11*z^3 - 251/11*z + 1
*
-1 | 0.12554027178251579980878823759602033070 | 0.022545349286079652138324559623788090059
f(z) = 262/13*z^3 - 249/13*z + 1
*
-1 | 0.10524244905732771386047621547303380419 | 0.018900132523453332475123093049755544717
f(z) = 262/15*z^3 - 247/15*z + 1
*
-1 | 0.12563172400262208981973493826508082225 | 0.022561772878413876303064041656472365730
f(z) = 262/17*z^3 - 245/17*z + 1
*
-1 | 0.12567718318735202700058608090971999688 | 0.022569936738372474790073582654437842727
f(z) = 262/19*z^3 - 243/19*z + 1
*
[ -1/2 ] 
f(z) = 263*z^3 - 251/4*z + 1
*
[ -1 ] 
f(z) = 263/2*z^3 - 259/2*z + 1
*
-1 | 0.10503508455557433097748083338847459906 | 0.018849996598985523125626857227287482097
f(z) = 263/3*z^3 - 260/3*z + 1
*
[ -1 ] 
f(z) = 263/3*z^3 - 257/3*z + 1
*
-1 | 0.11684465497878717159213037675211612355 | 0.020969387117448507371888483623286144962
f(z) = 263/4*z^3 - 259/4*z + 1
*
[ -1 ] 
f(z) = 263/4*z^3 - 255/4*z + 1
*
-1 | 0.12542528524359340317036109493746737228 | 0.022509299728488203358565703684605898406
f(z) = 263/5*z^3 - 258/5*z + 1
*
[ -1 ] 
f(z) = 263/5*z^3 - 253/5*z + 1
*
-1 | 0.092269451028354872991025228425211815355 | 0.016559027351993930832416452660768047236
f(z) = 263/6*z^3 - 257/6*z + 1
*
[ -1 ] 
f(z) = 263/6*z^3 - 251/6*z + 1
*
-1 | 0.12547166063513594074617643507758561467 | 0.022517622433006910406034981427611577646
f(z) = 263/7*z^3 - 256/7*z + 1
*
[ -1 ] 
f(z) = 263/7*z^3 - 249/7*z + 1
*
-1 | 0.11693740623007924119530799571555886976 | 0.020986032610512133188141863106452170780
f(z) = 263/8*z^3 - 255/8*z + 1
*
[ -1 ] 
f(z) = 263/8*z^3 - 247/8*z + 1
*
-1 | 0.11195473632410153897919056621392415794 | 0.020091823678525677368152098758213404974
f(z) = 263/9*z^3 - 254/9*z + 1
*
[ -1 ] 
f(z) = 263/9*z^3 - 245/9*z + 1
*
-1 | 0.11270547061324590301472969373884034445 | 0.020226553315360744292613811480957347215
f(z) = 263/10*z^3 - 253/10*z + 1
*
[ -1 ] 
f(z) = 263/10*z^3 - 243/10*z + 1
*
-1 | 0.12556385817998300550844609619484824484 | 0.022534168555801550955946265579309707838
f(z) = 263/11*z^3 - 252/11*z + 1
*
[ -1 ] 
f(z) = 263/11*z^3 - 241/11*z + 1
*
-1 | 0.096685782650347484734198004012560935740 | 0.017351599057027464727702009667922623760
f(z) = 263/12*z^3 - 251/12*z + 1
*
-1 | 0.12560968399521567410626000545655464589 | 0.022542392631261065577047420354840084355
f(z) = 263/13*z^3 - 250/13*z + 1
*
-1 | 0.11279712269123966283983299046588463101 | 0.020243001546594929943830172939186761914
f(z) = 263/14*z^3 - 249/14*z + 1
*
-1 | 0.10531169183890923111125344589052090515 | 0.018899637596297794791158220064742985458
f(z) = 263/15*z^3 - 248/15*z + 1
*
[ -2 ] 
f(z) = 263/16*z^3 - 257/4*z + 1
*
-1 | 0.11712071396648958756129391497770350695 | 0.021018929715536831189325757380521235236
f(z) = 263/16*z^3 - 247/16*z + 1
*
-1 | 0.12570079866255182187336779097706294647 | 0.022558744416730380291659814152741662942
f(z) = 263/17*z^3 - 246/17*z + 1
*
-1 | 0.099324293166752846552176486685503389930 | 0.017825116210567843967122843312428799875
f(z) = 263/18*z^3 - 245/18*z + 1
*
-1 | 0.12574609101591867465845508233746693297 | 0.022566872755090249926840723778489435149
f(z) = 263/19*z^3 - 244/19*z + 1
*
-1 | 0.12549512428435122192688305685786869921 | 0.022506504626008627416179841863069341823
f(z) = 264/5*z^3 - 259/5*z + 1
*
[ -1 ] 
f(z) = 264/5*z^3 - 254/5*z + 1
*
-1 | 0.12554132611623452729036792854978518164 | 0.022514790539496832547023995088502040994
f(z) = 264/7*z^3 - 257/7*z + 1
*
[ -1 ] 
f(z) = 264/7*z^3 - 250/7*z + 1
*
-1 | 0.12567883696365036513420062314852366173 | 0.022539451963923796058139628151298178208
f(z) = 264/13*z^3 - 251/13*z + 1
*
-1 | 0.12576961656148701162356140010283709693 | 0.022555732528211124772598168132085521932
f(z) = 264/17*z^3 - 247/17*z + 1
*
-1 | 0.12581474330394349621965641798245514171 | 0.022563825633370750625086077550519921293
f(z) = 264/19*z^3 - 245/19*z + 1
*
[ -1/2 ] 
f(z) = 265*z^3 - 253/4*z + 1
*
[ -1/2 ] 
f(z) = 265/2*z^3 - 241/8*z + 1
*
[ -1 ] 
f(z) = 265/3*z^3 - 259/3*z + 1
*
[ -1 ] 
f(z) = 265/4*z^3 - 257/4*z + 1
*
-1 | 0.092407007695748110482847726701403070246 | 0.016561197509131204161113011319232501641
f(z) = 265/6*z^3 - 259/6*z + 1
*
[ -1 ] 
f(z) = 265/6*z^3 - 253/6*z + 1
*
-1 | 0.12561073049011512987655896865587374067 | 0.022511973591465662328546427337279520692
f(z) = 265/7*z^3 - 258/7*z + 1
*
[ -1 ] 
f(z) = 265/7*z^3 - 251/7*z + 1
*
-1 | 0.11707630420035601137639984654216682570 | 0.020982432456693845475593734826276312084
f(z) = 265/8*z^3 - 257/8*z + 1
*
[ -1 ] 
f(z) = 265/8*z^3 - 249/8*z + 1
*
-1 | 0.11209346308805773596125464513811391342 | 0.020089406939742842598433471268704648163
f(z) = 265/9*z^3 - 256/9*z + 1
*
[ -1 ] 
f(z) = 265/9*z^3 - 247/9*z + 1
*
-1 | 0.12570224454628006256719812295050472882 | 0.022528374754070118270968226964666696466
f(z) = 265/11*z^3 - 254/11*z + 1
*
[ -1 ] 
f(z) = 265/11*z^3 - 243/11*z + 1
*
-1 | 0.096823999815349382201746426871007658764 | 0.017352811486394084346135035643179262698
f(z) = 265/12*z^3 - 253/12*z + 1
*
[ -1 ] 
f(z) = 265/12*z^3 - 241/12*z + 1
*
-1 | 0.12574773261738986097413262175723858619 | 0.022536527132864150354755316194035358710
f(z) = 265/13*z^3 - 252/13*z + 1
*
-1 | 0.11293435128484403524443087276451663157 | 0.020240111046036675839113748780187791342
f(z) = 265/14*z^3 - 251/14*z + 1
*
[ -2 ] 
f(z) = 265/16*z^3 - 259/4*z + 1
*
-1 | 0.11725826086266605341822815704593371521 | 0.021015042756472631098059358869593903610
f(z) = 265/16*z^3 - 249/16*z + 1
*
-1 | 0.12583817960168842298936995062502499082 | 0.022552737054691785697355240528097480642
f(z) = 265/17*z^3 - 248/17*z + 1
*
-1 | 0.099462160922865123167064489345777180798 | 0.017825623108066007080041307798936909939
f(z) = 265/18*z^3 - 247/18*z + 1
*
-1 | 0.12588314194033912790494144980761180194 | 0.022560795211637181845139223042034880293
f(z) = 265/19*z^3 - 246/19*z + 1
*
3/14 | 0.10301697653803767309802479189090586387 | 0.012528586746698502261073400152859396846
f(z) = 266*z^3 - 255/14*z + 1
*
[ -2/7 ] 
f(z) = 266*z^3 - 241/14*z + 1
*
[ -1 ] 
f(z) = 266/3*z^3 - 260/3*z + 1
*
[ -1 ] 
f(z) = 266/5*z^3 - 256/5*z + 1
*
-1 | 0.11216243866361396623356248128137581390 | 0.020088208617099891910339118735608979211
f(z) = 266/9*z^3 - 257/9*z + 1
*
[ -1 ] 
f(z) = 266/9*z^3 - 248/9*z + 1
*
-1 | 0.12577105180514080902965881591484189184 | 0.022525501021166368026199145880160375547
f(z) = 266/11*z^3 - 255/11*z + 1
*
[ -1 ] 
f(z) = 266/11*z^3 - 244/11*z + 1
*
-1 | 0.12581637286453792172675397039928135196 | 0.022533617988903202011211833454198934425
f(z) = 266/13*z^3 - 253/13*z + 1
*
-1 | 0.10551684623635649827621843237650173879 | 0.018897987999096561513624114426444621762
f(z) = 266/15*z^3 - 251/15*z + 1
*
-1 | 0.12590648966434966430811624855521540186 | 0.022549757840141217027839018071019497342
f(z) = 266/17*z^3 - 249/17*z + 1
*
[ -1/2 ] 
f(z) = 267*z^3 - 255/4*z + 1
*
[ -1/2 ] 
f(z) = 267/2*z^3 - 243/8*z + 1
*
[ -1 ] 
f(z) = 267/4*z^3 - 259/4*z + 1
*
[ -1 ] 
f(z) = 267/5*z^3 - 257/5*z + 1
*
-1 | 0.12574876369465610246770655284304645052 | 0.022506383979455945822053253100506036560
f(z) = 267/7*z^3 - 260/7*z + 1
*
[ -1 ] 
f(z) = 267/7*z^3 - 253/7*z + 1
*
-1 | 0.11721416805741756481808510053184618431 | 0.020978870858233562731685044920246192054
f(z) = 267/8*z^3 - 259/8*z + 1
*
[ -1 ] 
f(z) = 267/8*z^3 - 251/8*z + 1
*
-1 | 0.11298090185253210064187331501459406885 | 0.020221205240734888508704331222608031151
f(z) = 267/10*z^3 - 257/10*z + 1
*
[ -1 ] 
f(z) = 267/10*z^3 - 247/10*z + 1
*
-1 | 0.12583960432228559803723489163420193521 | 0.022522642541260407413963360693603972178
f(z) = 267/11*z^3 - 256/11*z + 1
*
[ -1 ] 
f(z) = 267/11*z^3 - 245/11*z + 1
*
-1 | 0.12588475959204936240350849012754238903 | 0.022530724384851863624426672353681279004
f(z) = 267/13*z^3 - 254/13*z + 1
*
[ -1 ] 
f(z) = 267/13*z^3 - 241/13*z + 1
*
-1 | 0.11307121282034945685221698371387555689 | 0.020237369004572672345435301133239689811
f(z) = 267/14*z^3 - 253/14*z + 1
*
-1 | 0.11739479341955252829553045723344069126 | 0.021011198999180609902506487807281312899
f(z) = 267/16*z^3 - 251/16*z + 1
*
-1 | 0.12597454860990720634051634378892414708 | 0.022546794730624437934769824888435826033
f(z) = 267/17*z^3 - 250/17*z + 1
*
-1 | 0.12601918570983415828595689132820742331 | 0.022554783832713145136726382743522721942
f(z) = 267/19*z^3 - 248/19*z + 1
*
[ -1 ] 
f(z) = 268/5*z^3 - 258/5*z + 1
*
[ -1 ] 
f(z) = 268/7*z^3 - 254/7*z + 1
*
-1 | 0.11229962377367204360267517775410350490 | 0.020085831744042276827643902671264225350
f(z) = 268/9*z^3 - 259/9*z + 1
*
[ -1 ] 
f(z) = 268/9*z^3 - 250/9*z + 1
*
-1 | 0.12590790397719838364121778018602941069 | 0.022519799172505673378506477610129218645
f(z) = 268/11*z^3 - 257/11*z + 1
*
[ -1 ] 
f(z) = 268/11*z^3 - 246/11*z + 1
*
-1 | 0.12595289466604149452582517417875924981 | 0.022527846175476694430570831021159287603
f(z) = 268/13*z^3 - 255/13*z + 1
*
[ -1 ] 
f(z) = 268/13*z^3 - 242/13*z + 1
*
-1 | 0.10565407381380694812594263778720475374 | 0.018897213351076911375747812984938167569
f(z) = 268/15*z^3 - 253/15*z + 1
*
-1 | 0.12604235827834471715139863058082969207 | 0.022543847574266402970392241836045582565
f(z) = 268/17*z^3 - 251/17*z + 1
*
-1 | 0.12608683451761352788605354917716039492 | 0.022551802563148302830487636069873634945
f(z) = 268/19*z^3 - 249/19*z + 1
*
[ -1/2 ] 
f(z) = 269*z^3 - 257/4*z + 1
*
[ -1/2 ] 
f(z) = 269/2*z^3 - 245/8*z + 1
*
[ -1 ] 
f(z) = 269/5*z^3 - 259/5*z + 1
*
[ -1 ] 
f(z) = 269/6*z^3 - 257/6*z + 1
*
[ -1 ] 
f(z) = 269/7*z^3 - 255/7*z + 1
*
[ -1 ] 
f(z) = 269/8*z^3 - 253/8*z + 1
*
-1 | 0.11236783707336404790610793522507711133 | 0.020084653067726430478137739074985389420
f(z) = 269/9*z^3 - 260/9*z + 1
*
[ -1 ] 
f(z) = 269/9*z^3 - 251/9*z + 1
*
-1 | 0.11311806723139968052859866383702322439 | 0.020218749378891104808415105878914219008
f(z) = 269/10*z^3 - 259/10*z + 1
*
[ -1 ] 
f(z) = 269/10*z^3 - 249/10*z + 1
*
-1 | 0.12597595262863709161444086171495392732 | 0.022516970774925384769965443036168598587
f(z) = 269/11*z^3 - 258/11*z + 1
*
[ -1 ] 
f(z) = 269/11*z^3 - 247/11*z + 1
*
-1 | 0.097097376876675991532141385522663314976 | 0.017355207496617306550089220364301104658
f(z) = 269/12*z^3 - 257/12*z + 1
*
[ -1 ] 
f(z) = 269/12*z^3 - 245/12*z + 1
*
-1 | 0.12602077993209985502527623507836703554 | 0.022524983217466424957121420185753144676
f(z) = 269/13*z^3 - 256/13*z + 1
*
[ -1 ] 
f(z) = 269/13*z^3 - 243/13*z + 1
*
-1 | 0.11320772225740827972712779365740778014 | 0.020234774338880190020335577364913927884
f(z) = 269/14*z^3 - 255/14*z + 1
*
[ -1 ] 
f(z) = 269/14*z^3 - 241/14*z + 1
*
-1 | 0.10572179693907724340583396759979042420 | 0.018896738324077976945877147094387748539
f(z) = 269/15*z^3 - 254/15*z + 1
*
-1 | 0.11753032649149518738181733248706316777 | 0.021007397614827364265595023344958824085
f(z) = 269/16*z^3 - 253/16*z + 1
*
-1 | 0.12610992048949183845528352660222070886 | 0.022540916221216535714223788612245753090
f(z) = 269/17*z^3 - 252/17*z + 1
*
-1 | 0.099732926159116543082740914448850388663 | 0.017826286182114773027271092391154106532
f(z) = 269/18*z^3 - 251/18*z + 1
*
-1 | 0.12615423702371996017889149521632758162 | 0.022548837368746987162603679260586027273
f(z) = 269/19*z^3 - 250/19*z + 1
*
[ 2/3 ] 
f(z) = 270*z^3 - 241/2*z + 1
*
[ -1 ] 
f(z) = 270/7*z^3 - 256/7*z + 1
*
[ 2/3 ] 
f(z) = 270/7*z^3 - 247/14*z + 1
*
-1 | 0.12604375211493727751020634998080080981 | 0.022514157210380766952745606399589781940
f(z) = 270/11*z^3 - 259/11*z + 1
*
[ -1 ] 
f(z) = 270/11*z^3 - 248/11*z + 1
*
-1 | 0.12608841721557834774678005162375841537 | 0.022522135369399181020632266687775426267
f(z) = 270/13*z^3 - 257/13*z + 1
*
[ -1 ] 
f(z) = 270/13*z^3 - 244/13*z + 1
*
-1 | 0.12617723704331752484041828390292455898 | 0.022538000523614006948573716898922198924
f(z) = 270/17*z^3 - 253/17*z + 1
*
-1 | 0.12622139501570996435184590828707200485 | 0.022545888098490613767528212407518998507
f(z) = 270/19*z^3 - 251/19*z + 1
*
[ -1/2 ] 
f(z) = 271*z^3 - 259/4*z + 1
*
[ -1/2 ] 
f(z) = 271/2*z^3 - 247/8*z + 1
*
[ -1 ] 
f(z) = 271/6*z^3 - 259/6*z + 1
*
[ -1 ] 
f(z) = 271/7*z^3 - 257/7*z + 1
*
[ -1 ] 
f(z) = 271/8*z^3 - 255/8*z + 1
*
[ -1 ] 
f(z) = 271/9*z^3 - 253/9*z + 1
*
[ -1 ] 
f(z) = 271/10*z^3 - 251/10*z + 1
*
-1 | 0.12611130425431024330322518122243648195 | 0.022511358342539935828581660547050966108
f(z) = 271/11*z^3 - 260/11*z + 1
*
[ -1 ] 
f(z) = 271/11*z^3 - 249/11*z + 1
*
-1 | 0.097232566576032048004071815039325860590 | 0.017356391337798082426566118961917943007
f(z) = 271/12*z^3 - 259/12*z + 1
*
[ -1 ] 
f(z) = 271/12*z^3 - 247/12*z + 1
*
-1 | 0.12615580832189391966177756805373554443 | 0.022519302491710389853934988311968922105
f(z) = 271/13*z^3 - 258/13*z + 1
*
[ -1 ] 
f(z) = 271/13*z^3 - 245/13*z + 1
*
-1 | 0.11334258994994482556237372271977374202 | 0.020232093172944631507707041170095091438
f(z) = 271/14*z^3 - 257/14*z + 1
*
[ -1 ] 
f(z) = 271/14*z^3 - 243/14*z + 1
*
-1 | 0.10585650454225309484090388612120489668 | 0.018895797809163648638950888736983121438
f(z) = 271/15*z^3 - 256/15*z + 1
*
[ -1 ] 
f(z) = 271/15*z^3 - 241/15*z + 1
*
-1 | 0.11766487460884199670146091823238014794 | 0.021003637796880052184654822298560092491
f(z) = 271/16*z^3 - 255/16*z + 1
*
-1 | 0.12624430972021806420138334507017758111 | 0.022535100335553738960578390961187283273
f(z) = 271/17*z^3 - 254/17*z + 1
*
-1 | 0.099867157098148937223882493130200762771 | 0.017826675993721031841033110337025364791
f(z) = 271/18*z^3 - 253/18*z + 1
*
-1 | 0.12628831026174457090289789134113369544 | 0.022542954603364430861442407039419184902
f(z) = 271/19*z^3 - 252/19*z + 1
*
[ 1/16 ] 
f(z) = 272*z^3 - 257/16*z + 1
*
[ -1 ] 
f(z) = 272/7*z^3 - 258/7*z + 1
*
[ -1 ] 
f(z) = 272/9*z^3 - 254/9*z + 1
*
[ -1 ] 
f(z) = 272/11*z^3 - 250/11*z + 1
*
-1 | 0.12622295503681589079590466518431947816 | 0.022516484446661351633734282351972694043
f(z) = 272/13*z^3 - 259/13*z + 1
*
[ -1 ] 
f(z) = 272/13*z^3 - 246/13*z + 1
*
-1 | 0.10592349258631847354636713804724789932 | 0.018895332252839750171505313519757783354
f(z) = 272/15*z^3 - 257/15*z + 1
*
[ -1 ] 
f(z) = 272/15*z^3 - 242/15*z + 1
*
-1 | 0.12635498451086899707393643783356034812 | 0.022540036736323327519748554808270231523
f(z) = 272/19*z^3 - 253/19*z + 1
*
[ -2/7 ] 
f(z) = 273*z^3 - 249/14*z + 1
*
[ -1/2 ] 
f(z) = 273/2*z^3 - 249/8*z + 1
*
[ -1 ] 
f(z) = 273/8*z^3 - 257/8*z + 1
*
[ -1 ] 
f(z) = 273/10*z^3 - 253/10*z + 1
*
[ -1 ] 
f(z) = 273/11*z^3 - 251/11*z + 1
*
-1 | 0.11779845198729929759176370841100268055 | 0.020999918760339387397560453237302683490
f(z) = 273/16*z^3 - 257/16*z + 1
*
[ -1 ] 
f(z) = 273/16*z^3 - 241/16*z + 1
*
-1 | 0.12637773046865733079509255765587716584 | 0.022529345914019398149093831497698090141
f(z) = 273/17*z^3 - 256/17*z + 1
*
-1 | 0.12642141949328728830689017569138570430 | 0.022537134352258353045977117622810535452
f(z) = 273/19*z^3 - 254/19*z + 1
*
[ -1 ] 
f(z) = 274/7*z^3 - 260/7*z + 1
*
[ -1 ] 
f(z) = 274/9*z^3 - 256/9*z + 1
*
[ -1 ] 
f(z) = 274/11*z^3 - 252/11*z + 1
*
[ -1 ] 
f(z) = 274/13*z^3 - 248/13*z + 1
*
-1 | 0.10605674593048073833928784474573247214 | 0.018894410375167086959552485710385121926
f(z) = 274/15*z^3 - 259/15*z + 1
*
[ -1 ] 
f(z) = 274/15*z^3 - 244/15*z + 1
*
-1 | 0.12644408200564530760635232421802790920 | 0.022526491398217777826539591625395746649
f(z) = 274/17*z^3 - 257/17*z + 1
*
-1 | 0.12648761692063204366706795672821229468 | 0.022534247307963930023671975912197985852
f(z) = 274/19*z^3 - 255/19*z + 1
*
[ -3/10 ] 
f(z) = 275*z^3 - 245/12*z + 1
*
[ -1/2 ] 
f(z) = 275/2*z^3 - 251/8*z + 1
*
[ -1 ] 
f(z) = 275/8*z^3 - 259/8*z + 1
*
[ -1 ] 
f(z) = 275/9*z^3 - 257/9*z + 1
*
[ -6/5 ] 
f(z) = 275/9*z^3 - 253/6*z + 1
*
[ -1 ] 
f(z) = 275/12*z^3 - 251/12*z + 1
*
[ -1 ] 
f(z) = 275/13*z^3 - 249/13*z + 1
*
[ -1 ] 
f(z) = 275/14*z^3 - 247/14*z + 1
*
-1 | 0.11793107253695298722979589625969401047 | 0.020996239741004616651545333105607067610
f(z) = 275/16*z^3 - 259/16*z + 1
*
[ -1 ] 
f(z) = 275/16*z^3 - 243/16*z + 1
*
-1 | 0.12651019659714725103556171873736905564 | 0.022523651827240135669723611138220264377
f(z) = 275/17*z^3 - 258/17*z + 1
*
[ -1 ] 
f(z) = 275/17*z^3 - 241/17*z + 1
*
-1 | 0.10013338621593333571704156241502591363 | 0.017827571121339216038724059362952985335
f(z) = 275/18*z^3 - 257/18*z + 1
*
-1 | 0.12655357848622933048119802409781426965 | 0.022531375462105744132377905052395995402
f(z) = 275/19*z^3 - 256/19*z + 1
*
[ -1 ] 
f(z) = 276/11*z^3 - 254/11*z + 1
*
[ -1 ] 
f(z) = 276/13*z^3 - 250/13*z + 1
*
-1 | 0.12657607592983817727593498261122300631 | 0.022520827064474406688659772913716618984
f(z) = 276/17*z^3 - 259/17*z + 1
*
[ -1 ] 
f(z) = 276/17*z^3 - 242/17*z + 1
*
-1 | 0.12661930586535889081751710086856556222 | 0.022528518675189294282882994668651623115
f(z) = 276/19*z^3 - 257/19*z + 1
*
[ -1/3 ] 
f(z) = 277*z^3 - 241/9*z + 1
*
[ -1/2 ] 
f(z) = 277/2*z^3 - 253/8*z + 1
*
[ -1/2 ] 
f(z) = 277/3*z^3 - 241/12*z + 1
*
[ -1 ] 
f(z) = 277/9*z^3 - 259/9*z + 1
*
[ -1 ] 
f(z) = 277/10*z^3 - 257/10*z + 1
*
[ -1 ] 
f(z) = 277/11*z^3 - 255/11*z + 1
*
[ -1 ] 
f(z) = 277/12*z^3 - 253/12*z + 1
*
[ -1 ] 
f(z) = 277/13*z^3 - 251/13*z + 1
*
[ -1 ] 
f(z) = 277/14*z^3 - 249/14*z + 1
*
[ -1 ] 
f(z) = 277/15*z^3 - 247/15*z + 1
*
[ -1 ] 
f(z) = 277/16*z^3 - 245/16*z + 1
*
-1 | 0.12664172167244312365230034344912488041 | 0.022518016975074585077608441123041284218
f(z) = 277/17*z^3 - 260/17*z + 1
*
[ -1 ] 
f(z) = 277/17*z^3 - 243/17*z + 1
*
-1 | 0.10026475959095014049569501757341432378 | 0.017827960080252687107928247409531467475
f(z) = 277/18*z^3 - 259/18*z + 1
*
[ -1 ] 
f(z) = 277/18*z^3 - 241/18*z + 1
*
-1 | 0.12668480071550973988942410012901523493 | 0.022525676809529087085914921374697390060
f(z) = 277/19*z^3 - 258/19*z + 1
*
[ -1/3 ] 
f(z) = 278*z^3 - 242/9*z + 1
*
[ -1 ] 
f(z) = 278/9*z^3 - 260/9*z + 1
*
[ -1 ] 
f(z) = 278/11*z^3 - 256/11*z + 1
*
[ -1 ] 
f(z) = 278/13*z^3 - 252/13*z + 1
*
[ -1 ] 
f(z) = 278/15*z^3 - 248/15*z + 1
*
[ -1 ] 
f(z) = 278/17*z^3 - 244/17*z + 1
*
-1 | 0.12675006467663125399031561698188996887 | 0.022522849729218460113080476049378261450
f(z) = 278/19*z^3 - 259/19*z + 1
*
[ 2/3 ] 
f(z) = 279*z^3 - 249/2*z + 1
*
[ -2/3 ] 
f(z) = 279*z^3 - 243/2*z + 1
*
[ -1/2 ] 
f(z) = 279/2*z^3 - 255/8*z + 1
*
[ 2/3 ] 
f(z) = 279/5*z^3 - 253/10*z + 1
*
[ 2/3 ] 
f(z) = 279/7*z^3 - 255/14*z + 1
*
[ 4/3 ] 
f(z) = 279/8*z^3 - 247/4*z + 1
*
[ -4/3 ] 
f(z) = 279/8*z^3 - 241/4*z + 1
*
[ -1 ] 
f(z) = 279/10*z^3 - 259/10*z + 1
*
[ -1 ] 
f(z) = 279/11*z^3 - 257/11*z + 1
*
[ -1 ] 
f(z) = 279/13*z^3 - 253/13*z + 1
*
[ -1 ] 
f(z) = 279/14*z^3 - 251/14*z + 1
*
[ -1 ] 
f(z) = 279/16*z^3 - 247/16*z + 1
*
[ -1 ] 
f(z) = 279/17*z^3 - 245/17*z + 1
*
-1 | 0.12681509937137984316298248216185563076 | 0.022520037300100018839478939643537228085
f(z) = 279/19*z^3 - 260/19*z + 1
*
[ -1 ] 
f(z) = 279/19*z^3 - 241/19*z + 1
*
-1/4 | 0.20980233806112065025274182715266203868 | 0.024519891206884761418428339333977450077
f(z) = 260*z^3 - 257/20*z + 1
*
[ 2/3 ] 
f(z) = 261/11*z^3 - 243/22*z + 1
*
[ 2/3 ] 
f(z) = 261/13*z^3 - 245/26*z + 1
*
[ 2/3 ] 
f(z) = 261/17*z^3 - 249/34*z + 1
*
[ 2/3 ] 
f(z) = 261/19*z^3 - 251/38*z + 1
*
3/22 | 0.14913221696037803700624548193069221972 | 0.017206918454703392933230410247095377200
f(z) = 264*z^3 - 251/22*z + 1
*
1/12 | 0.12277644376661291303314711784152572623 | 0.016664128685405656103556583526445001249
f(z) = 264/5*z^3 - 251/30*z + 1
*
[ 2/5 ] 
f(z) = 265/6*z^3 - 257/30*z + 1
*
[ 1/7 ] 
f(z) = 266/5*z^3 - 248/35*z + 1
*
[ 2/3 ] 
f(z) = 270/11*z^3 - 251/22*z + 1
*
[ 2/3 ] 
f(z) = 270/13*z^3 - 253/26*z + 1
*
[ 2/3 ] 
f(z) = 270/17*z^3 - 257/34*z + 1
*
[ 2/3 ] 
f(z) = 270/19*z^3 - 259/38*z + 1
*
1/8 | 0.16885573175212901140478208665907312319 | 0.024149514170034703353358197502274462492
f(z) = 272/5*z^3 - 257/20*z + 1
*
1/2 | 0.14614435796419676344778234452939590340 | 0.023201386808624193106409546653029509119
f(z) = 272/15*z^3 - 241/30*z + 1
*
[ 1/7 ] 
f(z) = 273/5*z^3 - 249/35*z + 1
*
[ 1/11 ] 
f(z) = 275/2*z^3 - 245/22*z + 1
*
6/55 | 0.22055959430736688783212029560479159235 | 0.027519497894529566290451224603996756185
f(z) = 275/6*z^3 - 260/33*z + 1
*
[ -3/5 ] 
f(z) = 275/7*z^3 - 241/21*z + 1
*
[ -6/11 ] 
f(z) = 275/8*z^3 - 244/33*z + 1
*
[ 2/15 ] 
f(z) = 275/16*z^3 - 245/36*z + 1
*
[ 2/3 ] 
f(z) = 279/11*z^3 - 259/22*z + 1
*
[ 2/7 ] 
f(z) = 261/8*z^3 - 253/49*z + 1
*
[ 1/6 ] 
f(z) = 261/11*z^3 - 249/44*z + 1
*
[ 1/4 ] 
f(z) = 262/5*z^3 - 251/40*z + 1
*
[ 2/7 ] 
f(z) = 263/8*z^3 - 254/49*z + 1
*
[ 2/7 ] 
f(z) = 265/8*z^3 - 255/49*z + 1
*
1/5 | 0.19238749210702065487528093856401922592 | 0.026760746042808844108555922086995446422
f(z) = 265/8*z^3 - 253/40*z + 1
*
[ 1/4 ] 
f(z) = 266/5*z^3 - 253/40*z + 1
*
[ 2/7 ] 
f(z) = 267/8*z^3 - 256/49*z + 1
*
[ -2/3 ] 
f(z) = 267/14*z^3 - 251/42*z + 1
*
[ 2/7 ] 
f(z) = 269/8*z^3 - 257/49*z + 1
*
-4/9 | 0.097101403433447163536376208562342957199 | 0.013139244871928744681742944867822974511
f(z) = 270/7*z^3 - 257/42*z + 1
*
[ 2/7 ] 
f(z) = 271/8*z^3 - 258/49*z + 1
*
[ 3/16 ] 
f(z) = 272/9*z^3 - 259/48*z + 1
*
[ 1/4 ] 
f(z) = 274/5*z^3 - 257/40*z + 1
*
[ 2/7 ] 
f(z) = 275/8*z^3 - 260/49*z + 1
*
6/55 | 0.20927588938788421063389178409502704363 | 0.026111615844558708435369029579842776618
f(z) = 275/16*z^3 - 251/44*z + 1
*
[ 1/4 ] 
f(z) = 278/5*z^3 - 259/40*z + 1
*
[ 1/6 ] 
f(z) = 279/11*z^3 - 251/44*z + 1
*
[ 1/4 ] 
f(z) = 268/15*z^3 - 247/60*z + 1
*
1/8 | 0.17208567638360331091597639598927068289 | 0.024611456402239874758003566951354345268
f(z) = 272/15*z^3 - 257/60*z + 1
*
[ 3/8 ] 
f(z) = 272/15*z^3 - 253/60*z + 1
*
[ 3/11 ] 
f(z) = 275/18*z^3 - 251/66*z + 1
*
[ -1/3 ] 
f(z) = 260*z^3 - 224/9*z + 1
*
[ -1 ] 
f(z) = 260/11*z^3 - 238/11*z + 1
*
[ -1 ] 
f(z) = 260/17*z^3 - 226/17*z + 1
*
[ -1 ] 
f(z) = 260/19*z^3 - 222/19*z + 1
*
[ 2/3 ] 
f(z) = 261*z^3 - 233/2*z + 1
*
[ -2/3 ] 
f(z) = 261*z^3 - 227/2*z + 1
*
[ -1/2 ] 
f(z) = 261/2*z^3 - 237/8*z + 1
*
[ 2/3 ] 
f(z) = 261/5*z^3 - 237/10*z + 1
*
[ 2/3 ] 
f(z) = 261/7*z^3 - 239/14*z + 1
*
[ 4/3 ] 
f(z) = 261/8*z^3 - 231/4*z + 1
*
[ -4/3 ] 
f(z) = 261/8*z^3 - 225/4*z + 1
*
[ -1 ] 
f(z) = 261/11*z^3 - 239/11*z + 1
*
[ -1 ] 
f(z) = 261/13*z^3 - 235/13*z + 1
*
[ -1 ] 
f(z) = 261/14*z^3 - 233/14*z + 1
*
[ -1 ] 
f(z) = 261/16*z^3 - 229/16*z + 1
*
[ -1 ] 
f(z) = 261/17*z^3 - 227/17*z + 1
*
[ -1 ] 
f(z) = 261/19*z^3 - 223/19*z + 1
*
[ -1/3 ] 
f(z) = 262*z^3 - 226/9*z + 1
*
[ 1/6 ] 
f(z) = 262*z^3 - 221/18*z + 1
*
[ -1 ] 
f(z) = 262/11*z^3 - 240/11*z + 1
*
[ -1 ] 
f(z) = 262/13*z^3 - 236/13*z + 1
*
[ -1 ] 
f(z) = 262/15*z^3 - 232/15*z + 1
*
[ -1 ] 
f(z) = 262/17*z^3 - 228/17*z + 1
*
[ -1 ] 
f(z) = 262/19*z^3 - 224/19*z + 1
*
[ -1/3 ] 
f(z) = 263*z^3 - 227/9*z + 1
*
[ -1/2 ] 
f(z) = 263/2*z^3 - 239/8*z + 1
*
[ -1/2 ] 
f(z) = 263/3*z^3 - 227/12*z + 1
*
[ -1 ] 
f(z) = 263/12*z^3 - 239/12*z + 1
*
[ -1 ] 
f(z) = 263/13*z^3 - 237/13*z + 1
*
[ -1 ] 
f(z) = 263/14*z^3 - 235/14*z + 1
*
[ -1 ] 
f(z) = 263/15*z^3 - 233/15*z + 1
*
[ -1 ] 
f(z) = 263/16*z^3 - 231/16*z + 1
*
[ -1 ] 
f(z) = 263/17*z^3 - 229/17*z + 1
*
[ -1 ] 
f(z) = 263/18*z^3 - 227/18*z + 1
*
[ -1 ] 
f(z) = 263/19*z^3 - 225/19*z + 1
*
[ 1/22 ] 
f(z) = 264*z^3 - 237/11*z + 1
*
[ -1 ] 
f(z) = 264/13*z^3 - 238/13*z + 1
*
[ -1 ] 
f(z) = 264/17*z^3 - 230/17*z + 1
*
[ -1 ] 
f(z) = 264/19*z^3 - 226/19*z + 1
*
[ -1/3 ] 
f(z) = 265*z^3 - 229/9*z + 1
*
[ 2/5 ] 
f(z) = 265/2*z^3 - 227/10*z + 1
*
[ -1/2 ] 
f(z) = 265/3*z^3 - 229/12*z + 1
*
[ -1 ] 
f(z) = 265/13*z^3 - 239/13*z + 1
*
[ -1 ] 
f(z) = 265/14*z^3 - 237/14*z + 1
*
[ -1 ] 
f(z) = 265/16*z^3 - 233/16*z + 1
*
[ -1 ] 
f(z) = 265/17*z^3 - 231/17*z + 1
*
[ -1 ] 
f(z) = 265/18*z^3 - 229/18*z + 1
*
[ -1 ] 
f(z) = 265/19*z^3 - 227/19*z + 1
*
[ -1/3 ] 
f(z) = 266*z^3 - 230/9*z + 1
*
[ 1/6 ] 
f(z) = 266*z^3 - 223/18*z + 1
*
[ -1 ] 
f(z) = 266/13*z^3 - 240/13*z + 1
*
[ -1 ] 
f(z) = 266/15*z^3 - 236/15*z + 1
*
[ -1 ] 
f(z) = 266/17*z^3 - 232/17*z + 1
*
[ -1 ] 
f(z) = 267/14*z^3 - 239/14*z + 1
*
[ -1 ] 
f(z) = 267/16*z^3 - 235/16*z + 1
*
[ -1 ] 
f(z) = 267/17*z^3 - 233/17*z + 1
*
[ -1 ] 
f(z) = 267/19*z^3 - 229/19*z + 1
*
[ -1/3 ] 
f(z) = 268*z^3 - 232/9*z + 1
*
[ -1 ] 
f(z) = 268/15*z^3 - 238/15*z + 1
*
[ -1 ] 
f(z) = 268/17*z^3 - 234/17*z + 1
*
[ -1 ] 
f(z) = 268/19*z^3 - 230/19*z + 1
*
[ -1/3 ] 
f(z) = 269*z^3 - 233/9*z + 1
*
[ -1/2 ] 
f(z) = 269/3*z^3 - 233/12*z + 1
*
[ -1/2 ] 
f(z) = 269/4*z^3 - 221/16*z + 1
*
[ -1 ] 
f(z) = 269/15*z^3 - 239/15*z + 1
*
[ -1 ] 
f(z) = 269/16*z^3 - 237/16*z + 1
*
[ -1 ] 
f(z) = 269/17*z^3 - 235/17*z + 1
*
[ -1 ] 
f(z) = 269/18*z^3 - 233/18*z + 1
*
[ -1 ] 
f(z) = 269/19*z^3 - 231/19*z + 1
*
[ -2/3 ] 
f(z) = 270*z^3 - 235/2*z + 1
*
1/15 | 0.17883705991700090867820621311796993055 | 0.021529845218290039147242151786942116639
f(z) = 270*z^3 - 233/15*z + 1
*
4/15 | 0.22272829956050516828060111183591566082 | 0.028189862139705230447812387852751671713
f(z) = 270*z^3 - 227/10*z + 1
*
[ -1 ] 
f(z) = 270/17*z^3 - 236/17*z + 1
*
[ -1 ] 
f(z) = 270/19*z^3 - 232/19*z + 1
*
[ -1/3 ] 
f(z) = 271*z^3 - 235/9*z + 1
*
[ -1/2 ] 
f(z) = 271/3*z^3 - 235/12*z + 1
*
[ -1/2 ] 
f(z) = 271/4*z^3 - 223/16*z + 1
*
[ -1 ] 
f(z) = 271/16*z^3 - 239/16*z + 1
*
[ -1 ] 
f(z) = 271/17*z^3 - 237/17*z + 1
*
[ -1 ] 
f(z) = 271/18*z^3 - 235/18*z + 1
*
[ -1 ] 
f(z) = 271/19*z^3 - 233/19*z + 1
*
[ -1/3 ] 
f(z) = 272*z^3 - 236/9*z + 1
*
[ -1 ] 
f(z) = 272/19*z^3 - 234/19*z + 1
*
[ -1/2 ] 
f(z) = 273/4*z^3 - 225/16*z + 1
*
[ -1 ] 
f(z) = 273/17*z^3 - 239/17*z + 1
*
[ -1 ] 
f(z) = 273/19*z^3 - 235/19*z + 1
*
[ -1/3 ] 
f(z) = 274*z^3 - 238/9*z + 1
*
[ 1/6 ] 
f(z) = 274*z^3 - 227/18*z + 1
*
[ -1 ] 
f(z) = 274/17*z^3 - 240/17*z + 1
*
[ -1 ] 
f(z) = 274/19*z^3 - 236/19*z + 1
*
[ -1/3 ] 
f(z) = 275*z^3 - 239/9*z + 1
*
[ -1/2 ] 
f(z) = 275/3*z^3 - 239/12*z + 1
*
[ -1/2 ] 
f(z) = 275/4*z^3 - 227/16*z + 1
*
[ -1 ] 
f(z) = 275/18*z^3 - 239/18*z + 1
*
[ -1 ] 
f(z) = 275/19*z^3 - 237/19*z + 1
*
[ -1 ] 
f(z) = 276/19*z^3 - 238/19*z + 1
*
[ -1/2 ] 
f(z) = 277/4*z^3 - 229/16*z + 1
*
[ -1 ] 
f(z) = 277/19*z^3 - 239/19*z + 1
*
[ 1/6 ] 
f(z) = 278*z^3 - 229/18*z + 1
*
[ -1 ] 
f(z) = 278/19*z^3 - 240/19*z + 1
*
[ -1/2 ] 
f(z) = 279/4*z^3 - 231/16*z + 1
*
[ -2/3 ] 
f(z) = 279/5*z^3 - 223/10*z + 1
*
[ 1/10 ] 
f(z) = 265*z^3 - 233/20*z + 1
*
-1/2 | 0.19805406904809499531585772994940081229 | 0.028325420151748544352746129199044317134
f(z) = 272/5*z^3 - 237/20*z + 1
*
-1/2 | 0.20056205835089863190685710459159143800 | 0.028684109327282487842202950772884279689
f(z) = 272/7*z^3 - 237/28*z + 1
*
[ 2/13 ] 
f(z) = 273/2*z^3 - 227/26*z + 1
*
[ -4/7 ] 
f(z) = 273/8*z^3 - 235/28*z + 1
*
[ 1/10 ] 
f(z) = 275/6*z^3 - 227/24*z + 1
*
[ -3/5 ] 
f(z) = 275/8*z^3 - 233/24*z + 1
*
[ 1/5 ] 
f(z) = 260/9*z^3 - 232/45*z + 1
*
[ 1/6 ] 
f(z) = 261/10*z^3 - 229/40*z + 1
*
[ 1/5 ] 
f(z) = 265/9*z^3 - 233/45*z + 1
*
[ 1/4 ] 
f(z) = 268/13*z^3 - 223/52*z + 1
*
[ 2/9 ] 
f(z) = 270/7*z^3 - 227/42*z + 1
*
[ 2/11 ] 
f(z) = 275/16*z^3 - 223/44*z + 1
*
[ 1/4 ] 
f(z) = 276/13*z^3 - 225/52*z + 1
*
[ 1/6 ] 
f(z) = 279/10*z^3 - 231/40*z + 1
*
[ 1/12 ] 
f(z) = 261*z^3 - 205/16*z + 1
*
[ -1/2 ] 
f(z) = 261/4*z^3 - 213/16*z + 1
*
[ -2/3 ] 
f(z) = 261/5*z^3 - 207/10*z + 1
*
[ -1/2 ] 
f(z) = 263/4*z^3 - 215/16*z + 1
*
[ -1/2 ] 
f(z) = 265/4*z^3 - 217/16*z + 1
*
[ 1/14 ] 
f(z) = 266*z^3 - 201/14*z + 1
*
[ -1/2 ] 
f(z) = 267/4*z^3 - 219/16*z + 1
*
[ 3/4 ] 
f(z) = 268/9*z^3 - 205/12*z + 1
*
1/15 | 0.17301084700606484579468095742519036160 | 0.020828438797051216619008651303514926851
f(z) = 270*z^3 - 218/15*z + 1
*
2/9 | 0.23930271515387251731298528188311110984 | 0.029604476909890373561939713281959764660
f(z) = 270*z^3 - 211/12*z + 1
*
[ -2/3 ] 
f(z) = 270/7*z^3 - 205/14*z + 1
*
[ 3/2 ] 
f(z) = 272/9*z^3 - 203/3*z + 1
*
[ 2/15 ] 
f(z) = 275*z^3 - 205/18*z + 1
*
[ -1/3 ] 
f(z) = 275/2*z^3 - 203/18*z + 1
*
[ -1/3 ] 
f(z) = 277/2*z^3 - 205/18*z + 1
*
[ 1/12 ] 
f(z) = 279*z^3 - 207/16*z + 1
*
[ -2/3 ] 
f(z) = 279/7*z^3 - 213/14*z + 1
*
[ -1/2 ] 
f(z) = 261/5*z^3 - 201/20*z + 1
*
[ 1/4 ] 
f(z) = 262/3*z^3 - 203/24*z + 1
*
[ -1/2 ] 
f(z) = 263/5*z^3 - 203/20*z + 1
*
[ 1/6 ] 
f(z) = 264/13*z^3 - 217/39*z + 1
*
[ 4/5 ] 
f(z) = 265/16*z^3 - 217/20*z + 1
*
-4/5 | 0.16726125625714097965798799184278044563 | 0.023265732883552572731602534823571303142
f(z) = 265/16*z^3 - 207/20*z + 1
*
[ 1/4 ] 
f(z) = 266/3*z^3 - 205/24*z + 1
*
[ 1/6 ] 
f(z) = 267/2*z^3 - 209/24*z + 1
*
[ -1/2 ] 
f(z) = 267/5*z^3 - 207/20*z + 1
*
[ 1/6 ] 
f(z) = 268/3*z^3 - 202/27*z + 1
*
[ -1/2 ] 
f(z) = 269/5*z^3 - 209/20*z + 1
*
[ 1/6 ] 
f(z) = 270/19*z^3 - 205/38*z + 1
*
[ -1/2 ] 
f(z) = 271/5*z^3 - 211/20*z + 1
*
[ 1/6 ] 
f(z) = 272/3*z^3 - 203/27*z + 1
*
[ 1/8 ] 
f(z) = 272/7*z^3 - 213/28*z + 1
*
[ 1/6 ] 
f(z) = 273/2*z^3 - 211/24*z + 1
*
[ 1/7 ] 
f(z) = 273/4*z^3 - 207/28*z + 1
*
[ -1/2 ] 
f(z) = 273/5*z^3 - 213/20*z + 1
*
[ 2/21 ] 
f(z) = 273/8*z^3 - 206/21*z + 1
*
[ 1/4 ] 
f(z) = 274/3*z^3 - 209/24*z + 1
*
1/5 | 0.21608934584753923992081250803776548045 | 0.026961739373688190002464342697156267139
f(z) = 275/2*z^3 - 213/22*z + 1
*
[ -1/2 ] 
f(z) = 275/6*z^3 - 203/24*z + 1
*
[ 1/6 ] 
f(z) = 276/13*z^3 - 218/39*z + 1
*
[ -1/2 ] 
f(z) = 277/5*z^3 - 217/20*z + 1
*
[ -1/2 ] 
f(z) = 277/6*z^3 - 205/24*z + 1
*
[ 1/4 ] 
f(z) = 278/3*z^3 - 211/24*z + 1
*
[ -1/2 ] 
f(z) = 279/5*z^3 - 219/20*z + 1
*
[ 1/3 ] 
f(z) = 264/19*z^3 - 202/57*z + 1
*
[ 1/5 ] 
f(z) = 265/8*z^3 - 213/40*z + 1
*
[ 3/14 ] 
f(z) = 266/9*z^3 - 211/42*z + 1
*
[ 1/3 ] 
f(z) = 267/19*z^3 - 203/57*z + 1
*
[ 4/13 ] 
f(z) = 273/16*z^3 - 201/52*z + 1
*
[ 1/3 ] 
f(z) = 273/19*z^3 - 205/57*z + 1
*
[ 3/10 ] 
f(z) = 275/12*z^3 - 211/48*z + 1
*
2/5 | 0.14991989207807182541261144700957085427 | 0.018705693431051050218617246986661417386
f(z) = 275/16*z^3 - 203/44*z + 1
*
[ 1/4 ] 
f(z) = 276/11*z^3 - 201/44*z + 1
*
[ 1/3 ] 
f(z) = 276/19*z^3 - 206/57*z + 1
*
[ 3/4 ] 
f(z) = 260/9*z^3 - 199/12*z + 1
*
[ 3/2 ] 
f(z) = 260/9*z^3 - 194/3*z + 1
*
[ -3/2 ] 
f(z) = 260/9*z^3 - 190/3*z + 1
*
[ -1/4 ] 
f(z) = 261*z^3 - 181/16*z + 1
*
[ -2/3 ] 
f(z) = 261/7*z^3 - 197/14*z + 1
*
[ -1/4 ] 
f(z) = 263*z^3 - 183/16*z + 1
*
[ -1/3 ] 
f(z) = 263/2*z^3 - 191/18*z + 1
*
[ -1/4 ] 
f(z) = 265*z^3 - 185/16*z + 1
*
[ -1/3 ] 
f(z) = 265/2*z^3 - 193/18*z + 1
*
[ -1/4 ] 
f(z) = 267*z^3 - 187/16*z + 1
*
[ 2/3 ] 
f(z) = 267/4*z^3 - 181/6*z + 1
*
[ 3/2 ] 
f(z) = 268/9*z^3 - 200/3*z + 1
*
[ -3/2 ] 
f(z) = 268/9*z^3 - 196/3*z + 1
*
[ -1/4 ] 
f(z) = 269*z^3 - 189/16*z + 1
*
[ -1/3 ] 
f(z) = 269/2*z^3 - 197/18*z + 1
*
7/45 | 0.21631292018904249397213722337669209582 | 0.026041491022877649080774404578361991394
f(z) = 270*z^3 - 188/15*z + 1
*
7/30 | 0.17238255828271913678537472377141001297 | 0.021817795775697847843036119470332050726
f(z) = 270*z^3 - 187/10*z + 1
*
4/45 | 0.12104124659720721278582765610386553262 | 0.014571919855292875476143224912934935250
f(z) = 270*z^3 - 182/15*z + 1
*
[ -1/4 ] 
f(z) = 271*z^3 - 191/16*z + 1
*
[ -1/3 ] 
f(z) = 271/2*z^3 - 199/18*z + 1
*
[ -3/2 ] 
f(z) = 272/9*z^3 - 199/3*z + 1
*
[ -1/4 ] 
f(z) = 273*z^3 - 193/16*z + 1
*
[ 2/7 ] 
f(z) = 273/2*z^3 - 191/14*z + 1
*
[ 2/3 ] 
f(z) = 273/4*z^3 - 185/6*z + 1
*
[ -1/4 ] 
f(z) = 275*z^3 - 195/16*z + 1
*
[ 6/5 ] 
f(z) = 275/12*z^3 - 197/6*z + 1
*
4/5 | 0.13678286784334133803746803880730568332 | 0.024352580061552863964172464350380566832
f(z) = 275/12*z^3 - 191/12*z + 1
*
[ -6/5 ] 
f(z) = 275/12*z^3 - 187/6*z + 1
*
[ 1/8 ] 
f(z) = 276*z^3 - 181/16*z + 1
*
[ -1/4 ] 
f(z) = 277*z^3 - 197/16*z + 1
*
[ -1/4 ] 
f(z) = 279*z^3 - 199/16*z + 1
*
[ 2/9 ] 
f(z) = 279/2*z^3 - 187/18*z + 1
*
[ 1/6 ] 
f(z) = 260/3*z^3 - 200/27*z + 1
*
[ 1/5 ] 
f(z) = 260/7*z^3 - 192/35*z + 1
*
[ 3/13 ] 
f(z) = 260/9*z^3 - 190/39*z + 1
*
[ 1/6 ] 
f(z) = 261/8*z^3 - 189/32*z + 1
*
[ -1/2 ] 
f(z) = 263/6*z^3 - 191/24*z + 1
*
1/4 | 0.21593922020403637654056213319551914992 | 0.029308871012313430625317077005724184592
f(z) = 264/5*z^3 - 199/30*z + 1
*
[ -1/2 ] 
f(z) = 265/6*z^3 - 193/24*z + 1
*
[ 1/5 ] 
f(z) = 265/7*z^3 - 193/35*z + 1
*
[ -1/2 ] 
f(z) = 265/7*z^3 - 181/28*z + 1
*
[ -1/2 ] 
f(z) = 267/7*z^3 - 183/28*z + 1
*
[ -1/2 ] 
f(z) = 269/6*z^3 - 197/24*z + 1
*
[ -1/2 ] 
f(z) = 269/7*z^3 - 185/28*z + 1
*
[ 1/5 ] 
f(z) = 270/7*z^3 - 194/35*z + 1
*
[ -2/3 ] 
f(z) = 270/11*z^3 - 185/22*z + 1
*
[ 1/6 ] 
f(z) = 270/17*z^3 - 185/34*z + 1
*
[ -1/2 ] 
f(z) = 271/6*z^3 - 199/24*z + 1
*
[ -1/2 ] 
f(z) = 271/7*z^3 - 187/28*z + 1
*
[ -2/3 ] 
f(z) = 271/16*z^3 - 181/36*z + 1
*
[ 2/13 ] 
f(z) = 273/4*z^3 - 185/26*z + 1
*
[ 2/11 ] 
f(z) = 275/2*z^3 - 199/22*z + 1
*
[ -1/2 ] 
f(z) = 275/7*z^3 - 191/28*z + 1
*
[ 4/15 ] 
f(z) = 275/8*z^3 - 187/36*z + 1
*
[ -3/5 ] 
f(z) = 275/13*z^3 - 193/39*z + 1
*
[ -2/3 ] 
f(z) = 275/16*z^3 - 185/36*z + 1
*
[ 1/6 ] 
f(z) = 276/11*z^3 - 188/33*z + 1
*
[ -1/2 ] 
f(z) = 277/7*z^3 - 193/28*z + 1
*
[ -1/2 ] 
f(z) = 277/8*z^3 - 181/32*z + 1
*
[ -2/3 ] 
f(z) = 277/16*z^3 - 187/36*z + 1
*
[ -1/2 ] 
f(z) = 279/7*z^3 - 195/28*z + 1
*
[ 1/6 ] 
f(z) = 279/8*z^3 - 191/32*z + 1
*
[ -1/2 ] 
f(z) = 279/8*z^3 - 183/32*z + 1
*
[ -2/3 ] 
f(z) = 279/11*z^3 - 193/22*z + 1
*
[ -2/3 ] 
f(z) = 279/13*z^3 - 183/26*z + 1
*
[ 1/4 ] 
f(z) = 260/11*z^3 - 197/44*z + 1
*
[ 1/3 ] 
f(z) = 264/17*z^3 - 190/51*z + 1
*
[ 1/3 ] 
f(z) = 267/16*z^3 - 185/48*z + 1
*
[ 1/3 ] 
f(z) = 267/17*z^3 - 191/51*z + 1
*
[ 1/4 ] 
f(z) = 268/11*z^3 - 199/44*z + 1
*
[ 1/3 ] 
f(z) = 273/16*z^3 - 187/48*z + 1
*
[ 1/3 ] 
f(z) = 273/17*z^3 - 193/51*z + 1
*
[ -3/5 ] 
f(z) = 275/14*z^3 - 185/42*z + 1
*
[ 1/3 ] 
f(z) = 276/17*z^3 - 194/51*z + 1
*
[ 1/8 ] 
f(z) = 260*z^3 - 177/16*z + 1
*
[ 1/13 ] 
f(z) = 260*z^3 - 176/13*z + 1
*
[ -3/4 ] 
f(z) = 260/9*z^3 - 167/12*z + 1
*
[ 3/5 ] 
f(z) = 260/9*z^3 - 166/15*z + 1
*
[ 2/9 ] 
f(z) = 261/2*z^3 - 179/18*z + 1
*
[ 1/9 ] 
f(z) = 261/2*z^3 - 173/18*z + 1
*
[ -2/5 ] 
f(z) = 265/2*z^3 - 177/10*z + 1
*
[ 3/5 ] 
f(z) = 265/9*z^3 - 169/15*z + 1
*
[ -2/3 ] 
f(z) = 267/4*z^3 - 163/6*z + 1
*
[ 1/8 ] 
f(z) = 268*z^3 - 179/16*z + 1
*
[ -3/4 ] 
f(z) = 268/9*z^3 - 173/12*z + 1
*
2/15 | 0.18397362012890564389055131251392182107 | 0.022148225694730778282980585574425328943
f(z) = 270*z^3 - 172/15*z + 1
*
[ 3/8 ] 
f(z) = 272/3*z^3 - 173/12*z + 1
*
[ 1/13 ] 
f(z) = 273*z^3 - 177/13*z + 1
*
[ -2/3 ] 
f(z) = 273/4*z^3 - 167/6*z + 1
*
[ 1/4 ] 
f(z) = 274*z^3 - 161/8*z + 1
*
[ 2/15 ] 
f(z) = 275/2*z^3 - 161/18*z + 1
*
[ 4/5 ] 
f(z) = 275/4*z^3 - 177/4*z + 1
*
[ -4/5 ] 
f(z) = 275/4*z^3 - 167/4*z + 1
*
6/55 | 0.20288840461614216937722833875958281572 | 0.025314641338510555308625725196271747266
f(z) = 275/8*z^3 - 175/11*z + 1
*
[ 4/5 ] 
f(z) = 275/12*z^3 - 179/12*z + 1
*
[ 1/4 ] 
f(z) = 278*z^3 - 163/8*z + 1
*
[ 1/9 ] 
f(z) = 279/2*z^3 - 175/18*z + 1
*
[ 1/4 ] 
f(z) = 260/9*z^3 - 173/36*z + 1
*
[ -1/2 ] 
f(z) = 261/7*z^3 - 177/28*z + 1
*
[ 1/6 ] 
f(z) = 261/7*z^3 - 169/28*z + 1
*
[ 2/15 ] 
f(z) = 261/8*z^3 - 177/25*z + 1
*
[ 2/5 ] 
f(z) = 261/8*z^3 - 168/25*z + 1
*
[ -1/2 ] 
f(z) = 261/8*z^3 - 165/32*z + 1
*
[ -2/3 ] 
f(z) = 261/11*z^3 - 177/22*z + 1
*
[ -2/3 ] 
f(z) = 261/13*z^3 - 167/26*z + 1
*
[ 4/9 ] 
f(z) = 261/16*z^3 - 161/36*z + 1
*
[ 1/2 ] 
f(z) = 262/15*z^3 - 161/30*z + 1
*
[ 1/2 ] 
f(z) = 262/17*z^3 - 165/34*z + 1
*
[ 1/2 ] 
f(z) = 262/19*z^3 - 169/38*z + 1
*
[ -1/2 ] 
f(z) = 263/7*z^3 - 179/28*z + 1
*
[ 2/5 ] 
f(z) = 263/8*z^3 - 169/25*z + 1
*
[ -1/2 ] 
f(z) = 263/8*z^3 - 167/32*z + 1
*
[ -2/3 ] 
f(z) = 263/16*z^3 - 173/36*z + 1
*
[ 1/3 ] 
f(z) = 264/13*z^3 - 166/39*z + 1
*
[ 1/5 ] 
f(z) = 265/6*z^3 - 173/30*z + 1
*
[ -1/2 ] 
f(z) = 265/8*z^3 - 169/32*z + 1
*
[ -2/3 ] 
f(z) = 265/16*z^3 - 175/36*z + 1
*
[ -4/5 ] 
f(z) = 265/16*z^3 - 167/20*z + 1
*
[ 3/5 ] 
f(z) = 265/18*z^3 - 179/30*z + 1
*
[ 1/7 ] 
f(z) = 266/3*z^3 - 164/21*z + 1
*
[ 1/2 ] 
f(z) = 266/15*z^3 - 163/30*z + 1
*
[ 1/2 ] 
f(z) = 266/17*z^3 - 167/34*z + 1
*
[ 2/5 ] 
f(z) = 267/8*z^3 - 171/25*z + 1
*
[ -1/2 ] 
f(z) = 267/8*z^3 - 171/32*z + 1
*
1/3 | 0.19125545258238286708549472889920419646 | 0.028605957272600061768422284061090287768
f(z) = 267/8*z^3 - 161/24*z + 1
*
[ 1/3 ] 
f(z) = 267/13*z^3 - 167/39*z + 1
*
[ 1/4 ] 
f(z) = 268/9*z^3 - 175/36*z + 1
*
[ -1/2 ] 
f(z) = 269/8*z^3 - 173/32*z + 1
*
[ 2/5 ] 
f(z) = 269/8*z^3 - 172/25*z + 1
*
[ -2/3 ] 
f(z) = 269/16*z^3 - 179/36*z + 1
*
[ 1/9 ] 
f(z) = 270/7*z^3 - 178/21*z + 1
*
[ -2/3 ] 
f(z) = 270/13*z^3 - 175/26*z + 1
*
[ 1/2 ] 
f(z) = 270/13*z^3 - 161/26*z + 1
*
[ 1/2 ] 
f(z) = 270/17*z^3 - 169/34*z + 1
*
[ 1/2 ] 
f(z) = 270/19*z^3 - 173/38*z + 1
*
[ -1/2 ] 
f(z) = 271/8*z^3 - 175/32*z + 1
*
[ 2/5 ] 
f(z) = 271/8*z^3 - 173/25*z + 1
*
[ -1/2 ] 
f(z) = 273/8*z^3 - 177/32*z + 1
*
[ 2/5 ] 
f(z) = 273/8*z^3 - 174/25*z + 1
*
1/3 | 0.19254904765888974981917333126478993801 | 0.028704030130208375232581628017154533586
f(z) = 273/8*z^3 - 163/24*z + 1
*
[ 4/7 ] 
f(z) = 273/16*z^3 - 177/28*z + 1
*
[ 1/2 ] 
f(z) = 274/13*z^3 - 163/26*z + 1
*
[ 1/2 ] 
f(z) = 274/15*z^3 - 167/30*z + 1
*
[ 1/2 ] 
f(z) = 274/17*z^3 - 171/34*z + 1
*
[ 1/2 ] 
f(z) = 274/19*z^3 - 175/38*z + 1
*
1/10 | 0.098909887620616181856257455753842923692 | 0.014123798813920546968986374447061572772
f(z) = 275/6*z^3 - 179/24*z + 1
*
[ -1/2 ] 
f(z) = 275/8*z^3 - 179/32*z + 1
*
[ 3/11 ] 
f(z) = 275/9*z^3 - 163/33*z + 1
*
[ 1/3 ] 
f(z) = 276/13*z^3 - 170/39*z + 1
*
[ 2/5 ] 
f(z) = 277/8*z^3 - 176/25*z + 1
*
[ 1/2 ] 
f(z) = 278/11*z^3 - 161/22*z + 1
*
[ 1/2 ] 
f(z) = 278/13*z^3 - 165/26*z + 1
*
[ 1/2 ] 
f(z) = 278/15*z^3 - 169/30*z + 1
*
[ 1/2 ] 
f(z) = 278/17*z^3 - 173/34*z + 1
*
[ 1/2 ] 
f(z) = 278/19*z^3 - 177/38*z + 1
*
[ 1/6 ] 
f(z) = 279/7*z^3 - 171/28*z + 1
*
[ 2/15 ] 
f(z) = 279/8*z^3 - 178/25*z + 1
*
[ 2/5 ] 
f(z) = 279/8*z^3 - 177/25*z + 1
*
[ 4/9 ] 
f(z) = 279/16*z^3 - 169/36*z + 1
*
[ -2/3 ] 
f(z) = 279/17*z^3 - 163/34*z + 1
*
[ 1/3 ] 
f(z) = 267/14*z^3 - 173/42*z + 1
*
[ 4/11 ] 
f(z) = 275/16*z^3 - 177/44*z + 1
*
3/10 | 0.11206162833689303343525019349582144853 | 0.015628976289421651342386586922326387975
f(z) = 260/3*z^3 - 157/15*z + 1
*
[ 3/10 ] 
f(z) = 260/3*z^3 - 152/15*z + 1
*
[ 1/10 ] 
f(z) = 260/3*z^3 - 148/15*z + 1
*
[ 1/4 ] 
f(z) = 262*z^3 - 155/8*z + 1
*
[ 1/2 ] 
f(z) = 262/5*z^3 - 141/10*z + 1
*
[ 1/2 ] 
f(z) = 262/7*z^3 - 145/14*z + 1
*
[ 1/2 ] 
f(z) = 262/9*z^3 - 149/18*z + 1
*
[ 1/4 ] 
f(z) = 266*z^3 - 157/8*z + 1
*
[ 1/2 ] 
f(z) = 266/5*z^3 - 143/10*z + 1
*
[ 1/2 ] 
f(z) = 266/9*z^3 - 151/18*z + 1
*
[ 1/6 ] 
f(z) = 267*z^3 - 149/12*z + 1
*
[ 1/4 ] 
f(z) = 270*z^3 - 159/8*z + 1
*
-4/15 | 0.16345169048130417680325625117734916181 | 0.020687450271302577560067834232737190004
f(z) = 270*z^3 - 157/10*z + 1
*
1/15 | 0.21423800832463038759299993434337626018 | 0.027115278712554161306509354290901784133
f(z) = 270*z^3 - 147/10*z + 1
*
[ 1/2 ] 
f(z) = 270/7*z^3 - 149/14*z + 1
*
[ 3/4 ] 
f(z) = 272/3*z^3 - 154/3*z + 1
*
[ -3/4 ] 
f(z) = 272/3*z^3 - 146/3*z + 1
*
[ 3/4 ] 
f(z) = 272/15*z^3 - 158/15*z + 1
*
[ 1/6 ] 
f(z) = 273*z^3 - 151/12*z + 1
*
[ 1/2 ] 
f(z) = 274/3*z^3 - 143/6*z + 1
*
[ 1/2 ] 
f(z) = 274/5*z^3 - 147/10*z + 1
*
[ 1/2 ] 
f(z) = 274/7*z^3 - 151/14*z + 1
*
[ 1/2 ] 
f(z) = 274/9*z^3 - 155/18*z + 1
*
[ 1/10 ] 
f(z) = 275/4*z^3 - 155/16*z + 1
*
[ 6/5 ] 
f(z) = 275/8*z^3 - 148/3*z + 1
*
[ -6/5 ] 
f(z) = 275/8*z^3 - 143/3*z + 1
*
[ 2/3 ] 
f(z) = 275/8*z^3 - 142/9*z + 1
*
[ -4/5 ] 
f(z) = 275/12*z^3 - 149/12*z + 1
*
[ 1/12 ] 
f(z) = 276*z^3 - 155/12*z + 1
*
[ 2/3 ] 
f(z) = 277/8*z^3 - 143/9*z + 1
*
[ 1/2 ] 
f(z) = 278*z^3 - 141/2*z + 1
*
[ 1/2 ] 
f(z) = 278/3*z^3 - 145/6*z + 1
*
[ 1/2 ] 
f(z) = 278/5*z^3 - 149/10*z + 1
*
[ 1/2 ] 
f(z) = 278/7*z^3 - 153/14*z + 1
*
[ 1/2 ] 
f(z) = 278/9*z^3 - 157/18*z + 1
*
[ 1/4 ] 
f(z) = 260/7*z^3 - 149/28*z + 1
*
[ 2/9 ] 
f(z) = 261/16*z^3 - 155/36*z + 1
*
[ -2/3 ] 
f(z) = 261/17*z^3 - 147/34*z + 1
*
[ 1/2 ] 
f(z) = 262/11*z^3 - 153/22*z + 1
*
[ 1/2 ] 
f(z) = 262/13*z^3 - 157/26*z + 1
*
[ 1/4 ] 
f(z) = 264/19*z^3 - 147/38*z + 1
*
[ 2/5 ] 
f(z) = 265/12*z^3 - 151/30*z + 1
*
[ 3/7 ] 
f(z) = 266/9*z^3 - 142/21*z + 1
*
[ 1/2 ] 
f(z) = 266/11*z^3 - 155/22*z + 1
*
[ 1/2 ] 
f(z) = 266/13*z^3 - 159/26*z + 1
*
[ 1/3 ] 
f(z) = 267/10*z^3 - 149/30*z + 1
*
[ 1/3 ] 
f(z) = 267/11*z^3 - 155/33*z + 1
*
[ 1/4 ] 
f(z) = 268/7*z^3 - 151/28*z + 1
*
[ 1/2 ] 
f(z) = 270/11*z^3 - 157/22*z + 1
*
[ 1/6 ] 
f(z) = 270/13*z^3 - 145/26*z + 1
*
[ -2/3 ] 
f(z) = 270/17*z^3 - 155/34*z + 1
*
[ -2/3 ] 
f(z) = 270/19*z^3 - 145/38*z + 1
*
[ 1/8 ] 
f(z) = 272/5*z^3 - 157/20*z + 1
*
[ 1/3 ] 
f(z) = 273/10*z^3 - 151/30*z + 1
*
[ 1/3 ] 
f(z) = 273/11*z^3 - 157/33*z + 1
*
[ 1/2 ] 
f(z) = 274/11*z^3 - 159/22*z + 1
*
[ 2/11 ] 
f(z) = 275/4*z^3 - 149/22*z + 1
*
[ 3/10 ] 
f(z) = 275/6*z^3 - 155/24*z + 1
*
12/55 | 0.23269370715015897868370147778233123552 | 0.029033486410322042658916586441129217497
f(z) = 275/12*z^3 - 157/33*z + 1
*
[ 4/15 ] 
f(z) = 275/16*z^3 - 143/36*z + 1
*
[ 2/5 ] 
f(z) = 275/19*z^3 - 145/38*z + 1
*
[ 1/4 ] 
f(z) = 276/7*z^3 - 153/28*z + 1
*
[ 1/3 ] 
f(z) = 276/11*z^3 - 158/33*z + 1
*
[ 2/9 ] 
f(z) = 279/16*z^3 - 157/36*z + 1
*
[ -2/3 ] 
f(z) = 279/19*z^3 - 153/38*z + 1
*
[ 2/9 ] 
f(z) = 261/4*z^3 - 121/18*z + 1
*
-2 | 0.11654481544275256009975255108020122750 | 0.016757852953554757229926338246251855203
f(z) = 261/8*z^3 - 131*z + 1
*
[ 2 ] 
f(z) = 261/8*z^3 - 130*z + 1
*
[ -2 ] 
f(z) = 261/8*z^3 - 129*z + 1
*
2/3 | 0.15811910533269865559698369013041426934 | 0.028415585487766391332696103413846803018
f(z) = 261/10*z^3 - 131/10*z + 1
*
[ 2/3 ] 
f(z) = 261/10*z^3 - 121/10*z + 1
*
[ 2/3 ] 
f(z) = 261/14*z^3 - 123/14*z + 1
*
[ 1/2 ] 
f(z) = 262*z^3 - 133/2*z + 1
*
[ -1/2 ] 
f(z) = 262*z^3 - 125/2*z + 1
*
[ 1/2 ] 
f(z) = 262/3*z^3 - 137/6*z + 1
*
[ 2/3 ] 
f(z) = 263/8*z^3 - 136/9*z + 1
*
-2 | 0.11668668753154101361748596544931870100 | 0.016759926326971579681936742614782375738
f(z) = 263/8*z^3 - 132*z + 1
*
[ 2 ] 
f(z) = 263/8*z^3 - 131*z + 1
*
[ -2 ] 
f(z) = 263/8*z^3 - 130*z + 1
*
[ 1/11 ] 
f(z) = 264*z^3 - 134/11*z + 1
*
[ 2/5 ] 
f(z) = 265/4*z^3 - 121/10*z + 1
*
[ 2/3 ] 
f(z) = 265/8*z^3 - 137/9*z + 1
*
-2 | 0.11682748077578314853797240186531327241 | 0.016761978416409556239043040452638546885
f(z) = 265/8*z^3 - 133*z + 1
*
[ 2 ] 
f(z) = 265/8*z^3 - 132*z + 1
*
[ -2 ] 
f(z) = 265/8*z^3 - 131*z + 1
*
[ 1/2 ] 
f(z) = 266*z^3 - 135/2*z + 1
*
[ -1/2 ] 
f(z) = 266*z^3 - 127/2*z + 1
*
[ 1/2 ] 
f(z) = 266/3*z^3 - 139/6*z + 1
*
-2 | 0.11696721146266307063484604216536969047 | 0.016764009609984453811747665969638331577
f(z) = 267/8*z^3 - 134*z + 1
*
[ 2 ] 
f(z) = 267/8*z^3 - 133*z + 1
*
[ -2 ] 
f(z) = 267/8*z^3 - 132*z + 1
*
[ 2/3 ] 
f(z) = 269/8*z^3 - 139/9*z + 1
*
-2 | 0.11710589551322814436228562569253463582 | 0.016766020285738004697055879130731228096
f(z) = 269/8*z^3 - 135*z + 1
*
[ 2 ] 
f(z) = 269/8*z^3 - 134*z + 1
*
[ -2 ] 
f(z) = 269/8*z^3 - 133*z + 1
*
[ 1/2 ] 
f(z) = 270*z^3 - 137/2*z + 1
*
1/15 | 0.20647718282356581464321089543568555622 | 0.026133020950980906855850493048116750764
f(z) = 270*z^3 - 137/10*z + 1
*
[ -1/2 ] 
f(z) = 270*z^3 - 129/2*z + 1
*
[ 2/3 ] 
f(z) = 271/8*z^3 - 140/9*z + 1
*
-2 | 0.11724354849328385122033672604062228832 | 0.016768010811975353468661984503103204467
f(z) = 271/8*z^3 - 136*z + 1
*
[ 2 ] 
f(z) = 271/8*z^3 - 135*z + 1
*
[ -2 ] 
f(z) = 271/8*z^3 - 134*z + 1
*
-3/8 | 0.11108266850139605699323238944002769762 | 0.015886890241650966720744275219419612244
f(z) = 272/3*z^3 - 125/12*z + 1
*
[ 1/7 ] 
f(z) = 273/2*z^3 - 123/14*z + 1
*
[ 1/3 ] 
f(z) = 273/5*z^3 - 121/15*z + 1
*
-2 | 0.11738018562388632491524705133560473735 | 0.016769981547588707784415089613677421330
f(z) = 273/8*z^3 - 137*z + 1
*
[ 2 ] 
f(z) = 273/8*z^3 - 136*z + 1
*
[ -2 ] 
f(z) = 273/8*z^3 - 135*z + 1
*
[ 1/2 ] 
f(z) = 274*z^3 - 139/2*z + 1
*
[ -1/2 ] 
f(z) = 274*z^3 - 131/2*z + 1
*
[ 1/15 ] 
f(z) = 275*z^3 - 137/9*z + 1
*
[ 1/11 ] 
f(z) = 275*z^3 - 135/11*z + 1
*
3/10 | 0.17336711810465128602717240857837264336 | 0.024755889992022650811035779486851529646
f(z) = 275/2*z^3 - 123/8*z + 1
*
[ 3/10 ] 
f(z) = 275/3*z^3 - 127/12*z + 1
*
[ 2/15 ] 
f(z) = 275/4*z^3 - 139/18*z + 1
*
-2 | 0.11751582179145026430866401746149647861 | 0.016771932842367857152440509933649554710
f(z) = 275/8*z^3 - 138*z + 1
*
[ 2 ] 
f(z) = 275/8*z^3 - 137*z + 1
*
[ -2 ] 
f(z) = 275/8*z^3 - 136*z + 1
*
[ 6/5 ] 
f(z) = 275/18*z^3 - 131/6*z + 1
*
[ -6/5 ] 
f(z) = 275/18*z^3 - 121/6*z + 1
*
[ 1/3 ] 
f(z) = 276/5*z^3 - 122/15*z + 1
*
-2 | 0.11765047155748902300292255407104439435 | 0.016773865037298187006687363781185532816
f(z) = 277/8*z^3 - 139*z + 1
*
[ 2 ] 
f(z) = 277/8*z^3 - 138*z + 1
*
[ -2 ] 
f(z) = 277/8*z^3 - 137*z + 1
*
[ -1/2 ] 
f(z) = 278*z^3 - 133/2*z + 1
*
[ -1/2 ] 
f(z) = 278/3*z^3 - 121/6*z + 1
*
[ 2/3 ] 
f(z) = 279/2*z^3 - 125/2*z + 1
*
[ 2/9 ] 
f(z) = 279/4*z^3 - 125/18*z + 1
*
-2 | 0.11778414916800282444021235009411345055 | 0.016775778464846781036198077824335772174
f(z) = 279/8*z^3 - 140*z + 1
*
[ 2 ] 
f(z) = 279/8*z^3 - 139*z + 1
*
[ -2 ] 
f(z) = 279/8*z^3 - 138*z + 1
*
2/3 | 0.16191432151581991814403542093510504044 | 0.028753015831958314909206713660323047235
f(z) = 279/10*z^3 - 139/10*z + 1
*
[ 2/3 ] 
f(z) = 279/10*z^3 - 129/10*z + 1
*
[ 2/3 ] 
f(z) = 279/14*z^3 - 131/14*z + 1
*
-4/3 | 0.15229978130496874349839571631070752684 | 0.024506739426358305574627233130310047454
f(z) = 279/16*z^3 - 125/4*z + 1
*
[ 4/3 ] 
f(z) = 279/16*z^3 - 123/4*z + 1
*
[ 1/6 ] 
f(z) = 261/5*z^3 - 129/20*z + 1
*
[ -2/3 ] 
f(z) = 261/19*z^3 - 137/38*z + 1
*
[ 1/3 ] 
f(z) = 264/7*z^3 - 130/21*z + 1
*
[ 1/6 ] 
f(z) = 264/7*z^3 - 127/21*z + 1
*
[ 1/4 ] 
f(z) = 264/17*z^3 - 135/34*z + 1
*
[ 1/5 ] 
f(z) = 265/4*z^3 - 133/20*z + 1
*
[ 1/3 ] 
f(z) = 267/7*z^3 - 131/21*z + 1
*
[ 2/9 ] 
f(z) = 267/8*z^3 - 139/27*z + 1
*
[ 1/3 ] 
f(z) = 267/8*z^3 - 137/24*z + 1
*
[ 1/4 ] 
f(z) = 268/5*z^3 - 127/20*z + 1
*
[ 1/6 ] 
f(z) = 270/11*z^3 - 125/22*z + 1
*
[ 2/9 ] 
f(z) = 273/8*z^3 - 140/27*z + 1
*
[ 1/3 ] 
f(z) = 273/8*z^3 - 139/24*z + 1
*
6/55 | 0.23180283951498444441400988096237098075 | 0.028922331735380426366671980694067550609
f(z) = 275/12*z^3 - 127/22*z + 1
*
[ 2/5 ] 
f(z) = 275/13*z^3 - 127/26*z + 1
*
[ 2/5 ] 
f(z) = 275/17*z^3 - 139/34*z + 1
*
[ 1/4 ] 
f(z) = 276/5*z^3 - 129/20*z + 1
*
[ 1/3 ] 
f(z) = 276/7*z^3 - 134/21*z + 1
*
[ 1/6 ] 
f(z) = 276/7*z^3 - 128/21*z + 1
*
[ 1/6 ] 
f(z) = 279/5*z^3 - 131/20*z + 1
*
[ 1/6 ] 
f(z) = 260*z^3 - 110/9*z + 1
*
[ 1/5 ] 
f(z) = 260/3*z^3 - 112/15*z + 1
*
[ 1/4 ] 
f(z) = 260/3*z^3 - 101/12*z + 1
*
[ -3/5 ] 
f(z) = 260/9*z^3 - 116/15*z + 1
*
[ 1/9 ] 
f(z) = 261*z^3 - 101/9*z + 1
*
[ 2/3 ] 
f(z) = 261/2*z^3 - 117/2*z + 1
*
[ -2/3 ] 
f(z) = 261/2*z^3 - 111/2*z + 1
*
[ 1/6 ] 
f(z) = 261/4*z^3 - 109/16*z + 1
*
[ 4/3 ] 
f(z) = 261/16*z^3 - 115/4*z + 1
*
[ -4/3 ] 
f(z) = 261/16*z^3 - 109/4*z + 1
*
[ -1/2 ] 
f(z) = 262/3*z^3 - 113/6*z + 1
*
[ -1/2 ] 
f(z) = 262/5*z^3 - 101/10*z + 1
*
[ -2/3 ] 
f(z) = 263/8*z^3 - 109/9*z + 1
*
[ 1/3 ] 
f(z) = 264/5*z^3 - 118/15*z + 1
*
[ 1/5 ] 
f(z) = 265/3*z^3 - 113/15*z + 1
*
[ -2/3 ] 
f(z) = 265/8*z^3 - 110/9*z + 1
*
[ -3/5 ] 
f(z) = 265/9*z^3 - 119/15*z + 1
*
[ -1/2 ] 
f(z) = 266/3*z^3 - 115/6*z + 1
*
[ -1/2 ] 
f(z) = 266/5*z^3 - 103/10*z + 1
*
[ 1/3 ] 
f(z) = 267/2*z^3 - 101/6*z + 1
*
[ 1/3 ] 
f(z) = 267/4*z^3 - 113/12*z + 1
*
[ 1/3 ] 
f(z) = 267/5*z^3 - 119/15*z + 1
*
[ 1/6 ] 
f(z) = 268*z^3 - 112/9*z + 1
*
[ 1/4 ] 
f(z) = 268/3*z^3 - 103/12*z + 1
*
[ -2/3 ] 
f(z) = 269/8*z^3 - 112/9*z + 1
*
[ 1/10 ] 
f(z) = 270*z^3 - 117/10*z + 1
*
[ 2/15 ] 
f(z) = 270*z^3 - 113/10*z + 1
*
[ 1/18 ] 
f(z) = 270*z^3 - 107/6*z + 1
*
[ 1/12 ] 
f(z) = 270*z^3 - 103/8*z + 1
*
[ 2/9 ] 
f(z) = 270*z^3 - 101/6*z + 1
*
[ -2/3 ] 
f(z) = 271/8*z^3 - 113/9*z + 1
*
[ 1/12 ] 
f(z) = 272*z^3 - 116/9*z + 1
*
[ 1/6 ] 
f(z) = 272*z^3 - 113/9*z + 1
*
[ -3/8 ] 
f(z) = 272/3*z^3 - 109/12*z + 1
*
[ 1/8 ] 
f(z) = 272/3*z^3 - 101/12*z + 1
*
[ -3/4 ] 
f(z) = 272/15*z^3 - 118/15*z + 1
*
[ 1/3 ] 
f(z) = 273/2*z^3 - 103/6*z + 1
*
[ 1/3 ] 
f(z) = 273/4*z^3 - 115/12*z + 1
*
[ 2/7 ] 
f(z) = 273/4*z^3 - 113/14*z + 1
*
[ -1/2 ] 
f(z) = 274/3*z^3 - 119/6*z + 1
*
[ -1/2 ] 
f(z) = 274/5*z^3 - 107/10*z + 1
*
[ 1/10 ] 
f(z) = 275/3*z^3 - 119/12*z + 1
*
[ 3/5 ] 
f(z) = 275/3*z^3 - 101/3*z + 1
*
[ 3/5 ] 
f(z) = 275/6*z^3 - 103/6*z + 1
*
[ 2/5 ] 
f(z) = 275/7*z^3 - 109/14*z + 1
*
[ -2/3 ] 
f(z) = 275/8*z^3 - 115/9*z + 1
*
[ 2/5 ] 
f(z) = 275/9*z^3 - 115/18*z + 1
*
[ 3/5 ] 
f(z) = 275/12*z^3 - 107/12*z + 1
*
[ -2/3 ] 
f(z) = 277/8*z^3 - 116/9*z + 1
*
[ -1/2 ] 
f(z) = 278/5*z^3 - 109/10*z + 1
*
[ 1/9 ] 
f(z) = 279*z^3 - 103/9*z + 1
*
[ -2/3 ] 
f(z) = 279/2*z^3 - 119/2*z + 1
*
[ 1/6 ] 
f(z) = 279/4*z^3 - 111/16*z + 1
*
[ -4/3 ] 
f(z) = 279/16*z^3 - 117/4*z + 1
*
[ 1/4 ] 
f(z) = 264/13*z^3 - 111/26*z + 1
*
[ 2/7 ] 
f(z) = 273/16*z^3 - 109/28*z + 1
*
[ 1/2 ] 
f(z) = 260/17*z^3 - 82/17*z + 1
*
[ 1/2 ] 
f(z) = 260/19*z^3 - 84/19*z + 1
*
[ -2/3 ] 
f(z) = 261/10*z^3 - 91/10*z + 1
*
[ -2/3 ] 
f(z) = 261/14*z^3 - 81/14*z + 1
*
[ -1/4 ] 
f(z) = 262*z^3 - 91/8*z + 1
*
[ -1/2 ] 
f(z) = 262/7*z^3 - 89/14*z + 1
*
[ 1/3 ] 
f(z) = 264*z^3 - 94/3*z + 1
*
[ 1/8 ] 
f(z) = 264*z^3 - 89/8*z + 1
*
[ 1/6 ] 
f(z) = 264/5*z^3 - 97/15*z + 1
*
[ 1/2 ] 
f(z) = 264/17*z^3 - 83/17*z + 1
*
[ 1/2 ] 
f(z) = 264/19*z^3 - 85/19*z + 1
*
[ 1/5 ] 
f(z) = 265/2*z^3 - 93/10*z + 1
*
[ -1/4 ] 
f(z) = 266*z^3 - 93/8*z + 1
*
[ 1/3 ] 
f(z) = 267*z^3 - 95/3*z + 1
*
[ 2/3 ] 
f(z) = 267/16*z^3 - 95/12*z + 1
*
-2/3 | 0.17970131406628768372101858887506396610 | 0.026877812070722735212573746799565720535
f(z) = 267/16*z^3 - 83/12*z + 1
*
[ 1/2 ] 
f(z) = 268/15*z^3 - 82/15*z + 1
*
[ 1/2 ] 
f(z) = 268/17*z^3 - 84/17*z + 1
*
[ 1/2 ] 
f(z) = 268/19*z^3 - 86/19*z + 1
*
1/18 | 0.18388310121837070644951953753867951860 | 0.024882082125350585180525962380058907359
f(z) = 270*z^3 - 95/6*z + 1
*
[ -1/4 ] 
f(z) = 270*z^3 - 95/8*z + 1
*
[ -1/2 ] 
f(z) = 270/7*z^3 - 93/14*z + 1
*
[ 1/6 ] 
f(z) = 270/7*z^3 - 85/14*z + 1
*
[ 1/2 ] 
f(z) = 272/13*z^3 - 81/13*z + 1
*
[ 1/2 ] 
f(z) = 272/15*z^3 - 83/15*z + 1
*
[ 1/2 ] 
f(z) = 272/19*z^3 - 87/19*z + 1
*
[ 1/3 ] 
f(z) = 273*z^3 - 97/3*z + 1
*
[ 1/7 ] 
f(z) = 273*z^3 - 81/7*z + 1
*
[ 2/13 ] 
f(z) = 273/8*z^3 - 82/13*z + 1
*
[ 2/3 ] 
f(z) = 273/16*z^3 - 97/12*z + 1
*
-2/3 | 0.19800625553584636290541299298407128110 | 0.029517557183349014589658360114481706331
f(z) = 273/16*z^3 - 85/12*z + 1
*
[ -1/4 ] 
f(z) = 274*z^3 - 97/8*z + 1
*
[ -1/2 ] 
f(z) = 274/7*z^3 - 95/14*z + 1
*
[ 2/5 ] 
f(z) = 275*z^3 - 91/2*z + 1
*
[ -2/5 ] 
f(z) = 275*z^3 - 81/2*z + 1
*
[ 1/10 ] 
f(z) = 275/2*z^3 - 83/8*z + 1
*
[ 2/5 ] 
f(z) = 275/3*z^3 - 97/6*z + 1
*
[ -3/5 ] 
f(z) = 275/3*z^3 - 91/3*z + 1
*
[ -3/5 ] 
f(z) = 275/6*z^3 - 83/6*z + 1
*
[ 4/5 ] 
f(z) = 275/8*z^3 - 89/4*z + 1
*
-3/5 | 0.086459818913514796593541542645079124115 | 0.015393153363403686245805137515195642502
f(z) = 275/12*z^3 - 83/12*z + 1
*
[ 1/5 ] 
f(z) = 275/18*z^3 - 83/18*z + 1
*
[ 1/5 ] 
f(z) = 275/19*z^3 - 87/19*z + 1
*
[ 1/3 ] 
f(z) = 276*z^3 - 98/3*z + 1
*
[ 1/4 ] 
f(z) = 276*z^3 - 81/4*z + 1
*
[ 1/6 ] 
f(z) = 276/5*z^3 - 98/15*z + 1
*
[ 1/2 ] 
f(z) = 276/13*z^3 - 82/13*z + 1
*
[ 1/2 ] 
f(z) = 276/17*z^3 - 86/17*z + 1
*
[ 1/2 ] 
f(z) = 276/19*z^3 - 88/19*z + 1
*
[ -1/4 ] 
f(z) = 278*z^3 - 99/8*z + 1
*
[ -1/2 ] 
f(z) = 278/7*z^3 - 97/14*z + 1
*
[ -2/3 ] 
f(z) = 279/10*z^3 - 99/10*z + 1
*
[ -2/3 ] 
f(z) = 279/14*z^3 - 89/14*z + 1
*
[ 2/5 ] 
f(z) = 265/16*z^3 - 83/20*z + 1
*
[ 3/10 ] 
f(z) = 275/18*z^3 - 89/24*z + 1
*
[ 1/4 ] 
f(z) = 260*z^3 - 77/4*z + 1
*
[ 1/5 ] 
f(z) = 260*z^3 - 72/5*z + 1
*
[ 1/2 ] 
f(z) = 260*z^3 - 66*z + 1
*
[ -1/2 ] 
f(z) = 260*z^3 - 62*z + 1
*
[ 1/2 ] 
f(z) = 260/3*z^3 - 68/3*z + 1
*
[ 1/2 ] 
f(z) = 260/7*z^3 - 72/7*z + 1
*
[ 1/2 ] 
f(z) = 260/9*z^3 - 74/9*z + 1
*
[ 3/10 ] 
f(z) = 260/9*z^3 - 74/15*z + 1
*
[ 1/2 ] 
f(z) = 260/11*z^3 - 76/11*z + 1
*
[ 1/6 ] 
f(z) = 261/2*z^3 - 69/8*z + 1
*
[ 1/3 ] 
f(z) = 261/16*z^3 - 61/16*z + 1
*
[ 1/3 ] 
f(z) = 261/17*z^3 - 63/17*z + 1
*
[ 1/3 ] 
f(z) = 261/19*z^3 - 67/19*z + 1
*
[ -1/3 ] 
f(z) = 264*z^3 - 76/3*z + 1
*
1/12 | 0.13178182776208866266731767963933906835 | 0.017886406128523036263204748656037211176
f(z) = 264*z^3 - 71/6*z + 1
*
[ 1/2 ] 
f(z) = 264*z^3 - 67*z + 1
*
[ -1/2 ] 
f(z) = 264*z^3 - 63*z + 1
*
[ 1/2 ] 
f(z) = 264/5*z^3 - 71/5*z + 1
*
[ 1/4 ] 
f(z) = 264/5*z^3 - 63/10*z + 1
*
[ 1/4 ] 
f(z) = 264/7*z^3 - 75/14*z + 1
*
[ 1/2 ] 
f(z) = 264/7*z^3 - 73/7*z + 1
*
[ 1/2 ] 
f(z) = 264/13*z^3 - 79/13*z + 1
*
[ 1/5 ] 
f(z) = 265*z^3 - 73/5*z + 1
*
[ -2/5 ] 
f(z) = 265/4*z^3 - 71/10*z + 1
*
[ 1/7 ] 
f(z) = 266*z^3 - 80/7*z + 1
*
[ -1/3 ] 
f(z) = 267*z^3 - 77/3*z + 1
*
[ -1/3 ] 
f(z) = 267/2*z^3 - 65/6*z + 1
*
[ 1/4 ] 
f(z) = 268*z^3 - 79/4*z + 1
*
[ 1/2 ] 
f(z) = 268*z^3 - 68*z + 1
*
[ -1/2 ] 
f(z) = 268*z^3 - 64*z + 1
*
[ 1/2 ] 
f(z) = 268/3*z^3 - 70/3*z + 1
*
[ 1/2 ] 
f(z) = 268/5*z^3 - 72/5*z + 1
*
[ 1/2 ] 
f(z) = 268/7*z^3 - 74/7*z + 1
*
[ 1/2 ] 
f(z) = 268/9*z^3 - 76/9*z + 1
*
[ 1/2 ] 
f(z) = 268/11*z^3 - 78/11*z + 1
*
[ 1/2 ] 
f(z) = 268/13*z^3 - 80/13*z + 1
*
1/6 | 0.12239260177511725637326484614174463662 | 0.016561515162218455414913597694917463464
f(z) = 270*z^3 - 77/6*z + 1
*
[ 1/15 ] 
f(z) = 270*z^3 - 76/5*z + 1
*
[ 1/5 ] 
f(z) = 270*z^3 - 74/5*z + 1
*
1/9 | 0.19655271373773662175039480497500342871 | 0.026596466628953563252211718793037036784
f(z) = 270*z^3 - 71/6*z + 1
*
[ 1/3 ] 
f(z) = 270/17*z^3 - 64/17*z + 1
*
[ 1/3 ] 
f(z) = 270/19*z^3 - 68/19*z + 1
*
[ 1/2 ] 
f(z) = 272*z^3 - 69*z + 1
*
[ -1/2 ] 
f(z) = 272*z^3 - 65*z + 1
*
[ 1/2 ] 
f(z) = 272/3*z^3 - 71/3*z + 1
*
[ 1/2 ] 
f(z) = 272/5*z^3 - 73/5*z + 1
*
[ 1/2 ] 
f(z) = 272/7*z^3 - 75/7*z + 1
*
[ 1/2 ] 
f(z) = 272/9*z^3 - 77/9*z + 1
*
[ 3/8 ] 
f(z) = 272/9*z^3 - 71/12*z + 1
*
[ 1/2 ] 
f(z) = 272/11*z^3 - 79/11*z + 1
*
1/4 | 0.16132317555751590857361459813132094030 | 0.028777893626934513539190512990600798526
f(z) = 272/15*z^3 - 77/15*z + 1
*
[ 1/4 ] 
f(z) = 272/15*z^3 - 62/15*z + 1
*
[ 1/4 ] 
f(z) = 272/19*z^3 - 74/19*z + 1
*
[ -1/3 ] 
f(z) = 273*z^3 - 79/3*z + 1
*
[ -1/3 ] 
f(z) = 273/2*z^3 - 67/6*z + 1
*
[ -2/3 ] 
f(z) = 273/16*z^3 - 61/12*z + 1
*
-3/10 | 0.10938603513156568776051073540313281304 | 0.015619736210565256172118499071875529498
f(z) = 275/2*z^3 - 75/8*z + 1
*
[ -2/5 ] 
f(z) = 275/3*z^3 - 67/6*z + 1
*
[ -4/5 ] 
f(z) = 275/8*z^3 - 79/4*z + 1
*
[ 2/15 ] 
f(z) = 275/8*z^3 - 64/9*z + 1
*
[ 2/11 ] 
f(z) = 275/8*z^3 - 62/11*z + 1
*
[ 3/10 ] 
f(z) = 275/9*z^3 - 61/12*z + 1
*
[ -3/5 ] 
f(z) = 275/12*z^3 - 67/12*z + 1
*
[ 1/5 ] 
f(z) = 275/13*z^3 - 63/13*z + 1
*
2/5 | 0.16743786016151418546445942454629180065 | 0.029810340718900667014103415958289022785
f(z) = 275/14*z^3 - 79/14*z + 1
*
[ 1/5 ] 
f(z) = 275/14*z^3 - 67/14*z + 1
*
[ 2/5 ] 
f(z) = 275/14*z^3 - 65/14*z + 1
*
[ 1/5 ] 
f(z) = 275/16*z^3 - 75/16*z + 1
*
[ 1/5 ] 
f(z) = 275/17*z^3 - 79/17*z + 1
*
[ 2/5 ] 
f(z) = 275/18*z^3 - 71/18*z + 1
*
[ -1/3 ] 
f(z) = 276*z^3 - 80/3*z + 1
*
[ 1/2 ] 
f(z) = 276*z^3 - 70*z + 1
*
[ -1/2 ] 
f(z) = 276*z^3 - 66*z + 1
*
[ 1/2 ] 
f(z) = 276/5*z^3 - 74/5*z + 1
*
[ 1/2 ] 
f(z) = 276/7*z^3 - 76/7*z + 1
*
[ 1/2 ] 
f(z) = 276/11*z^3 - 80/11*z + 1
*
[ 1/6 ] 
f(z) = 279/2*z^3 - 71/8*z + 1
*
[ 2/3 ] 
f(z) = 279/4*z^3 - 63/2*z + 1
*
[ 1/3 ] 
f(z) = 279/16*z^3 - 63/16*z + 1
*
[ 1/3 ] 
f(z) = 279/17*z^3 - 65/17*z + 1
*
[ 1/3 ] 
f(z) = 279/19*z^3 - 69/19*z + 1
*
[ 1/10 ] 
f(z) = 260*z^3 - 58/5*z + 1
*
[ -1/4 ] 
f(z) = 260*z^3 - 45/4*z + 1
*
[ -1/2 ] 
f(z) = 260/3*z^3 - 56/3*z + 1
*
[ -1/2 ] 
f(z) = 260/7*z^3 - 44/7*z + 1
*
[ 1/6 ] 
f(z) = 261*z^3 - 49/4*z + 1
*
[ 2/3 ] 
f(z) = 261/4*z^3 - 59/2*z + 1
*
[ -2/3 ] 
f(z) = 261/4*z^3 - 53/2*z + 1
*
[ 1/3 ] 
f(z) = 261/7*z^3 - 43/7*z + 1
*
[ 2/9 ] 
f(z) = 261/8*z^3 - 46/9*z + 1
*
[ 1/3 ] 
f(z) = 261/8*z^3 - 45/8*z + 1
*
[ 1/3 ] 
f(z) = 261/10*z^3 - 49/10*z + 1
*
[ 1/3 ] 
f(z) = 261/11*z^3 - 51/11*z + 1
*
[ 1/3 ] 
f(z) = 261/13*z^3 - 55/13*z + 1
*
[ 1/3 ] 
f(z) = 261/14*z^3 - 57/14*z + 1
*
[ -1/2 ] 
f(z) = 264/5*z^3 - 51/5*z + 1
*
[ -1/2 ] 
f(z) = 264/7*z^3 - 45/7*z + 1
*
[ 2/3 ] 
f(z) = 267/8*z^3 - 46/3*z + 1
*
[ -2/3 ] 
f(z) = 267/16*z^3 - 59/12*z + 1
*
[ -1/4 ] 
f(z) = 268*z^3 - 47/4*z + 1
*
[ -1/2 ] 
f(z) = 268/3*z^3 - 58/3*z + 1
*
[ -1/2 ] 
f(z) = 268/5*z^3 - 52/5*z + 1
*
[ -1/2 ] 
f(z) = 268/7*z^3 - 46/7*z + 1
*
[ 1/3 ] 
f(z) = 270/7*z^3 - 44/7*z + 1
*
[ 1/3 ] 
f(z) = 270/11*z^3 - 52/11*z + 1
*
[ 1/3 ] 
f(z) = 270/13*z^3 - 56/13*z + 1
*
[ 1/8 ] 
f(z) = 272*z^3 - 45/4*z + 1
*
[ -1/2 ] 
f(z) = 272/3*z^3 - 59/3*z + 1
*
[ -1/2 ] 
f(z) = 272/5*z^3 - 53/5*z + 1
*
[ -1/2 ] 
f(z) = 272/7*z^3 - 47/7*z + 1
*
[ 3/4 ] 
f(z) = 272/9*z^3 - 52/3*z + 1
*
[ -3/4 ] 
f(z) = 272/9*z^3 - 44/3*z + 1
*
[ 1/4 ] 
f(z) = 272/9*z^3 - 44/9*z + 1
*
[ 1/4 ] 
f(z) = 272/11*z^3 - 50/11*z + 1
*
[ 1/4 ] 
f(z) = 272/13*z^3 - 56/13*z + 1
*
[ 2/3 ] 
f(z) = 273/8*z^3 - 47/3*z + 1
*
[ 1/10 ] 
f(z) = 275*z^3 - 47/4*z + 1
*
[ 2/5 ] 
f(z) = 275/2*z^3 - 47/2*z + 1
*
[ 2/5 ] 
f(z) = 275/6*z^3 - 53/6*z + 1
*
[ 1/5 ] 
f(z) = 275/8*z^3 - 43/8*z + 1
*
[ 1/5 ] 
f(z) = 275/9*z^3 - 47/9*z + 1
*
[ 1/5 ] 
f(z) = 275/12*z^3 - 59/12*z + 1
*
[ 4/5 ] 
f(z) = 275/16*z^3 - 45/4*z + 1
*
[ -1/4 ] 
f(z) = 276*z^3 - 49/4*z + 1
*
[ -1/2 ] 
f(z) = 276/5*z^3 - 54/5*z + 1
*
[ -1/2 ] 
f(z) = 276/7*z^3 - 48/7*z + 1
*
[ 1/6 ] 
f(z) = 279*z^3 - 51/4*z + 1
*
[ -2/3 ] 
f(z) = 279/4*z^3 - 57/2*z + 1
*
[ 1/3 ] 
f(z) = 279/5*z^3 - 41/5*z + 1
*
[ 1/3 ] 
f(z) = 279/7*z^3 - 45/7*z + 1
*
[ 1/3 ] 
f(z) = 279/8*z^3 - 47/8*z + 1
*
[ 2/9 ] 
f(z) = 279/8*z^3 - 47/9*z + 1
*
[ 1/3 ] 
f(z) = 279/10*z^3 - 51/10*z + 1
*
[ 1/3 ] 
f(z) = 279/11*z^3 - 53/11*z + 1
*
[ 1/3 ] 
f(z) = 279/13*z^3 - 57/13*z + 1
*
[ 1/3 ] 
f(z) = 279/14*z^3 - 59/14*z + 1
*
[ 1/3 ] 
f(z) = 261*z^3 - 31*z + 1
*
[ -1/3 ] 
f(z) = 261*z^3 - 25*z + 1
*
[ 1/3 ] 
f(z) = 261/2*z^3 - 33/2*z + 1
*
[ -1/3 ] 
f(z) = 261/2*z^3 - 21/2*z + 1
*
[ 1/3 ] 
f(z) = 261/4*z^3 - 37/4*z + 1
*
[ 1/3 ] 
f(z) = 261/5*z^3 - 39/5*z + 1
*
[ 2/3 ] 
f(z) = 261/16*z^3 - 31/4*z + 1
*
[ 1/4 ] 
f(z) = 264*z^3 - 39/2*z + 1
*
[ 1/6 ] 
f(z) = 264*z^3 - 37/3*z + 1
*
[ -1/4 ] 
f(z) = 264*z^3 - 23/2*z + 1
*
[ 2/5 ] 
f(z) = 265/8*z^3 - 34/5*z + 1
*
[ -2/3 ] 
f(z) = 267/8*z^3 - 37/3*z + 1
*
[ 1/9 ] 
f(z) = 270*z^3 - 34/3*z + 1
*
[ 1/3 ] 
f(z) = 270*z^3 - 32*z + 1
*
[ -1/3 ] 
f(z) = 270*z^3 - 26*z + 1
*
[ 1/6 ] 
f(z) = 270*z^3 - 25/2*z + 1
*
[ 1/4 ] 
f(z) = 272/3*z^3 - 26/3*z + 1
*
[ 1/4 ] 
f(z) = 272/5*z^3 - 32/5*z + 1
*
[ 1/4 ] 
f(z) = 272/7*z^3 - 38/7*z + 1
*
[ -2/3 ] 
f(z) = 273/8*z^3 - 38/3*z + 1
*
[ 2/7 ] 
f(z) = 273/8*z^3 - 37/7*z + 1
*
[ -2/5 ] 
f(z) = 275/2*z^3 - 37/2*z + 1
*
[ 1/5 ] 
f(z) = 275/3*z^3 - 23/3*z + 1
*
[ 1/5 ] 
f(z) = 275/4*z^3 - 27/4*z + 1
*
[ 2/5 ] 
f(z) = 275/4*z^3 - 25/2*z + 1
*
[ 1/5 ] 
f(z) = 275/6*z^3 - 35/6*z + 1
*
2/5 | 0.14439368421418123271018752908338409014 | 0.025707596358015742538124284830603519554
f(z) = 275/6*z^3 - 28/3*z + 1
*
[ 1/5 ] 
f(z) = 275/7*z^3 - 39/7*z + 1
*
[ 3/5 ] 
f(z) = 275/9*z^3 - 35/3*z + 1
*
[ -3/5 ] 
f(z) = 275/9*z^3 - 25/3*z + 1
*
[ 2/5 ] 
f(z) = 275/12*z^3 - 31/6*z + 1
*
[ -4/5 ] 
f(z) = 275/16*z^3 - 35/4*z + 1
*
[ 3/5 ] 
f(z) = 275/18*z^3 - 37/6*z + 1
*
[ 1/6 ] 
f(z) = 276*z^3 - 38/3*z + 1
*
[ 1/3 ] 
f(z) = 279*z^3 - 33*z + 1
*
[ -1/3 ] 
f(z) = 279*z^3 - 27*z + 1
*
[ 1/3 ] 
f(z) = 279/2*z^3 - 35/2*z + 1
*
[ -1/3 ] 
f(z) = 279/2*z^3 - 23/2*z + 1
*
[ 1/3 ] 
f(z) = 279/4*z^3 - 39/4*z + 1
*
[ 2/3 ] 
f(z) = 279/16*z^3 - 33/4*z + 1
*
[ -2/3 ] 
f(z) = 279/16*z^3 - 21/4*z + 1
*
[ 2/3 ] 
f(z) = 261/8*z^3 - 15*z + 1
*
[ -2/3 ] 
f(z) = 261/8*z^3 - 12*z + 1
*
[ -2/3 ] 
f(z) = 261/16*z^3 - 19/4*z + 1
*
[ 1/4 ] 
f(z) = 272*z^3 - 20*z + 1
*
[ -1/4 ] 
f(z) = 272*z^3 - 12*z + 1
*
[ 1/5 ] 
f(z) = 275*z^3 - 15*z + 1
*
[ -1/5 ]
f(z) = 275*z^3 - 5*z + 1
*
[ 1/5 ] 
f(z) = 275/2*z^3 - 19/2*z + 1
*
[ -2/5 ] 
f(z) = 275/4*z^3 - 15/2*z + 1
*
[ 2/5 ] 
f(z) = 275/8*z^3 - 7*z + 1
*
[ -2/5 ]
f(z) = 275/8*z^3 - 2*z + 1
*
[ 2/5 ] 
f(z) = 275/16*z^3 - 17/4*z + 1
*
[ 2/3 ] 
f(z) = 279/8*z^3 - 16*z + 1
*
[ -2/3 ] 
f(z) = 279/8*z^3 - 13*z + 1
*
[ 9/5 ] 
f(z) = 275/27*z^3 - 293/9*z + 1
*
[ -9/5 ] 
f(z) = 275/27*z^3 - 283/9*z + 1
*
-2 | 0.11744571308813112661266711819558577195 | 0.016719086260249323912310568946702811306
f(z) = 277/32*z^3 - 281/8*z + 1
*
-2 | 0.11758105838721436122772120002444047375 | 0.016721471120781352040884527099065196821
f(z) = 279/32*z^3 - 283/8*z + 1
*
[ -5/4 ] 
f(z) = 268/25*z^3 - 299/20*z + 1
*
[ 6/5 ] 
f(z) = 275/32*z^3 - 293/24*z + 1
*
[ 3/4 ] 
f(z) = 265/27*z^3 - 281/48*z + 1
*
[ 3/4 ] 
f(z) = 271/27*z^3 - 287/48*z + 1
*
[ 3/22 ] 
f(z) = 275/27*z^3 - 287/44*z + 1
*
[ 3/20 ] 
f(z) = 275/27*z^3 - 283/48*z + 1
*
[ 3/4 ] 
f(z) = 277/27*z^3 - 293/48*z + 1
*
[ 3/16 ] 
f(z) = 260/27*z^3 - 299/64*z + 1
*
21/130 | 0.22719187904641769145025673268609571793 | 0.023337470064043759286594390492690986628
f(z) = 260/27*z^3 - 298/65*z + 1
*
3/10 | 0.18601161302633652188478419112805530268 | 0.019107375090989500188791802961290764506
f(z) = 260/27*z^3 - 283/65*z + 1
*
[ 2/9 ] 
f(z) = 261/32*z^3 - 281/72*z + 1
*
[ 2/3 ] 
f(z) = 263/32*z^3 - 299/72*z + 1
*
[ -4/5 ] 
f(z) = 265/24*z^3 - 289/60*z + 1
*
[ -3/4 ] 
f(z) = 272/23*z^3 - 298/69*z + 1
*
[ -3/4 ] 
f(z) = 272/25*z^3 - 284/75*z + 1
*
[ 6/25 ] 
f(z) = 275/24*z^3 - 287/75*z + 1
*
[ 2/9 ] 
f(z) = 279/32*z^3 - 283/72*z + 1
*
[ 2/3 ] 
f(z) = 279/35*z^3 - 283/70*z + 1
*
[ 2/3 ] 
f(z) = 279/37*z^3 - 285/74*z + 1
*
[ 3/8 ] 
f(z) = 266/27*z^3 - 293/96*z + 1
*
[ 1/3 ] 
f(z) = 267/32*z^3 - 281/96*z + 1
*
[ 3/8 ] 
f(z) = 272/21*z^3 - 293/84*z + 1
*
[ 5/17 ] 
f(z) = 272/25*z^3 - 284/85*z + 1
*
[ 1/3 ] 
f(z) = 273/32*z^3 - 283/96*z + 1
*
[ 3/10 ] 
f(z) = 275/21*z^3 - 295/84*z + 1
*
[ 3/8 ] 
f(z) = 278/27*z^3 - 299/96*z + 1
*
[ -4/5 ] 
f(z) = 261/32*z^3 - 297/100*z + 1
*
[ 1/3 ] 
f(z) = 264/35*z^3 - 298/105*z + 1
*
[ 1/3 ] 
f(z) = 267/34*z^3 - 293/102*z + 1
*
[ 1/3 ] 
f(z) = 267/35*z^3 - 299/105*z + 1
*
[ 1/3 ] 
f(z) = 273/34*z^3 - 295/102*z + 1
*
-2 | 0.11632566943137213708986792555959122688 | 0.016699004526382095736155306292834996456
f(z) = 261/32*z^3 - 265/8*z + 1
*
-2 | 0.11646944863888503807233492588712388958 | 0.016701617572712625755020129239330457830
f(z) = 263/32*z^3 - 267/8*z + 1
*
[ 3 ] 
f(z) = 265/27*z^3 - 263/3*z + 1
*
-2 | 0.11661211636769321986274306151482735424 | 0.016704200039181933427433379527774673911
f(z) = 265/32*z^3 - 269/8*z + 1
*
[ 2 ] 
f(z) = 265/32*z^3 - 261/8*z + 1
*
[ -3 ] 
f(z) = 266/27*z^3 - 262/3*z + 1
*
-2 | 0.11675368973012574659373894938675601909 | 0.016706752547324207566563057506897415832
f(z) = 267/32*z^3 - 271/8*z + 1
*
[ 2 ] 
f(z) = 267/32*z^3 - 263/8*z + 1
*
[ 3 ] 
f(z) = 268/27*z^3 - 266/3*z + 1
*
[ -3 ] 
f(z) = 269/27*z^3 - 265/3*z + 1
*
[ 3/2 ] 
f(z) = 269/27*z^3 - 265/12*z + 1
*
-2 | 0.11689418544493141249200978850794236297 | 0.016709275700929758739513419072668285813
f(z) = 269/32*z^3 - 273/8*z + 1
*
[ 2 ] 
f(z) = 269/32*z^3 - 265/8*z + 1
*
[ 3 ] 
f(z) = 271/27*z^3 - 269/3*z + 1
*
-2 | 0.11703361984930045499878954682288359120 | 0.016711770086692981521160023102135985842
f(z) = 271/32*z^3 - 275/8*z + 1
*
[ 2 ] 
f(z) = 271/32*z^3 - 267/8*z + 1
*
[ -3 ] 
f(z) = 272/27*z^3 - 268/3*z + 1
*
-2 | 0.11717200891042905688109412258109601487 | 0.016714236274831616817222189787657575536
f(z) = 273/32*z^3 - 277/8*z + 1
*
[ 2 ] 
f(z) = 273/32*z^3 - 269/8*z + 1
*
[ -2 ] 
f(z) = 273/32*z^3 - 261/8*z + 1
*
[ 3 ] 
f(z) = 274/27*z^3 - 272/3*z + 1
*
[ -3 ] 
f(z) = 275/27*z^3 - 271/3*z + 1
*
[ 3/2 ] 
f(z) = 275/27*z^3 - 271/12*z + 1
*
-2 | 0.11730936823664742394856126900903034972 | 0.016716674819678803971356462606518302488
f(z) = 275/32*z^3 - 279/8*z + 1
*
[ 2 ] 
f(z) = 275/32*z^3 - 271/8*z + 1
*
[ -2 ] 
f(z) = 275/32*z^3 - 263/8*z + 1
*
[ 3 ] 
f(z) = 277/27*z^3 - 275/3*z + 1
*
[ 2 ] 
f(z) = 277/32*z^3 - 273/8*z + 1
*
[ -2 ] 
f(z) = 277/32*z^3 - 265/8*z + 1
*
[ -3 ] 
f(z) = 278/27*z^3 - 274/3*z + 1
*
[ 2 ] 
f(z) = 279/32*z^3 - 275/8*z + 1
*
[ -2 ] 
f(z) = 279/32*z^3 - 267/8*z + 1
*
[ -6/5 ] 
f(z) = 265/36*z^3 - 263/30*z + 1
*
[ 6/55 ] 
f(z) = 275/24*z^3 - 274/33*z + 1
*
[ 2/3 ] 
f(z) = 270/23*z^3 - 263/46*z + 1
*
[ 2/3 ] 
f(z) = 270/29*z^3 - 269/58*z + 1
*
[ 2/3 ] 
f(z) = 279/23*z^3 - 271/46*z + 1
*
[ 2/3 ] 
f(z) = 279/25*z^3 - 273/50*z + 1
*
[ 2/3 ] 
f(z) = 279/29*z^3 - 277/58*z + 1
*
[ 2/3 ] 
f(z) = 261/31*z^3 - 263/62*z + 1
*
[ 2/3 ] 
f(z) = 261/35*z^3 - 267/70*z + 1
*
[ 2/3 ] 
f(z) = 261/37*z^3 - 269/74*z + 1
*
[ 2/3 ] 
f(z) = 270/31*z^3 - 271/62*z + 1
*
[ 2/3 ] 
f(z) = 270/37*z^3 - 277/74*z + 1
*
[ 1/3 ] 
f(z) = 264/29*z^3 - 262/87*z + 1
*
[ 1/3 ] 
f(z) = 264/31*z^3 - 274/93*z + 1
*
[ 1/3 ] 
f(z) = 267/29*z^3 - 263/87*z + 1
*
[ 1/3 ] 
f(z) = 267/31*z^3 - 275/93*z + 1
*
[ 5/16 ] 
f(z) = 272/25*z^3 - 261/80*z + 1
*
[ 1/3 ] 
f(z) = 273/29*z^3 - 265/87*z + 1
*
[ 1/3 ] 
f(z) = 273/31*z^3 - 277/93*z + 1
*
[ 1/3 ] 
f(z) = 276/29*z^3 - 266/87*z + 1
*
[ 1/3 ] 
f(z) = 276/31*z^3 - 278/93*z + 1
*
[ 5/12 ] 
f(z) = 279/25*z^3 - 267/80*z + 1
*
[ -3 ] 
f(z) = 260/27*z^3 - 256/3*z + 1
*
[ 2 ] 
f(z) = 261/32*z^3 - 257/8*z + 1
*
[ -2 ] 
f(z) = 261/32*z^3 - 249/8*z + 1
*
[ 3 ] 
f(z) = 262/27*z^3 - 260/3*z + 1
*
[ -3 ] 
f(z) = 263/27*z^3 - 259/3*z + 1
*
[ 3/2 ] 
f(z) = 263/27*z^3 - 259/12*z + 1
*
[ 2 ] 
f(z) = 263/32*z^3 - 259/8*z + 1
*
[ -2 ] 
f(z) = 263/32*z^3 - 251/8*z + 1
*
-6/5 | 0.15338987671900014647932549859372442435 | 0.020278297309438394040003997769836288045
f(z) = 265/24*z^3 - 241/15*z + 1
*
[ -3/2 ] 
f(z) = 265/27*z^3 - 245/12*z + 1
*
[ -2 ] 
f(z) = 265/32*z^3 - 253/8*z + 1
*
[ -2 ] 
f(z) = 267/32*z^3 - 255/8*z + 1
*
[ -2 ] 
f(z) = 269/32*z^3 - 257/8*z + 1
*
[ -3/2 ] 
f(z) = 271/27*z^3 - 251/12*z + 1
*
[ -2 ] 
f(z) = 271/32*z^3 - 259/8*z + 1
*
[ -3/2 ] 
f(z) = 277/27*z^3 - 257/12*z + 1
*
-1 | 0.11707339248064768508297481512029252838 | 0.021039260153774192903346883870994574063
f(z) = 261/20*z^3 - 241/20*z + 1
*
-1 | 0.10537882834244255856216288023519239356 | 0.018924624414180051759200524411935202643
f(z) = 262/21*z^3 - 241/21*z + 1
*
-1 | 0.11721129910124638289899896441602348487 | 0.021035186469071225491800217994998436418
f(z) = 263/20*z^3 - 243/20*z + 1
*
-1 | 0.10544653699471157104547411717577205077 | 0.018923837421899105100213635037618578012
f(z) = 263/21*z^3 - 242/21*z + 1
*
-1 | 0.11297764424576613083375865861980674994 | 0.020275398632799654756153881005875779462
f(z) = 263/22*z^3 - 241/22*z + 1
*
-1 | 0.12590447914436728268438547576560139814 | 0.022579919008465073422713688598895964241
f(z) = 264/23*z^3 - 241/23*z + 1
*
-1 | 0.10558429402273410600322743933236949880 | 0.018922832702580180598542219312518595836
f(z) = 265/21*z^3 - 244/21*z + 1
*
-1 | 0.11311485696722053369619867652703782792 | 0.020272461300978382431849307019206667428
f(z) = 265/22*z^3 - 243/22*z + 1
*
-1 | 0.12597255268774642837220373839478567767 | 0.022576819418936770412251591594306098136
f(z) = 265/23*z^3 - 242/23*z + 1
*
-1 | 0.097093788507746774502731180691665059013 | 0.017401163055522201926574143033043006719
f(z) = 265/24*z^3 - 241/24*z + 1
*
-1 | 0.12604037679559509229677245135787143073 | 0.022573736924901217832748871534272575327
f(z) = 266/23*z^3 - 243/23*z + 1
*
-1 | 0.12608466891246289179009105211676016991 | 0.022581669609802994707152480593195675627
f(z) = 266/25*z^3 - 241/25*z + 1
*
-1 | 0.11748406802929394833332126131675541826 | 0.021027177276719269027586066645349874557
f(z) = 267/20*z^3 - 247/20*z + 1
*
-1 | 0.11325041745845534432573131151397227197 | 0.020269442865798887691307321768307783049
f(z) = 267/22*z^3 - 245/22*z + 1
*
-1 | 0.12610795329002666204605905156028928560 | 0.022570671362626288441064731101165666608
f(z) = 267/23*z^3 - 244/23*z + 1
*
-1 | 0.12615208697902880335648480538814177473 | 0.022578570364747088581501527301107599823
f(z) = 267/25*z^3 - 242/25*z + 1
*
-1 | 0.11333803308960676707886745632937291395 | 0.020285124221061230536200825103222079743
f(z) = 267/26*z^3 - 241/26*z + 1
*
-1 | 0.10578647053727730426385994374285641502 | 0.018920893735941313055173610649900425678
f(z) = 268/21*z^3 - 247/21*z + 1
*
-1 | 0.12617528397325283129874266474920890714 | 0.022567622570590212783966623496916253117
f(z) = 268/23*z^3 - 245/23*z + 1
*
-1 | 0.12621926036437024464517613601656299398 | 0.022575488156983224766815892569977670523
f(z) = 268/25*z^3 - 243/25*z + 1
*
-1 | 0.11269995860160516885345798213750293374 | 0.020157435349868693198683524240449628695
f(z) = 268/27*z^3 - 241/27*z + 1
*
-1 | 0.11761895996115446157089506032801536974 | 0.021023239981599389241795184115487849614
f(z) = 269/20*z^3 - 249/20*z + 1
*
-1 | 0.10585474814660094043548494477250696049 | 0.018920502053518682932287591001931368581
f(z) = 269/21*z^3 - 248/21*z + 1
*
-1 | 0.11338434026716061245703699021403172005 | 0.020266343082604178543426441986180093696
f(z) = 269/22*z^3 - 247/22*z + 1
*
-1 | 0.12624237062787250066349966481792006594 | 0.022564590389443259920360904824254763692
f(z) = 269/23*z^3 - 246/23*z + 1
*
-1 | 0.097362256509253765629363506093885721644 | 0.017402552143124634490925942961440409768
f(z) = 269/24*z^3 - 245/24*z + 1
*
-1 | 0.12628619083903251755158738454841333810 | 0.022572422824074255211714231187785637131
f(z) = 269/25*z^3 - 244/25*z + 1
*
-1 | 0.11347263321313734039263674646037858837 | 0.020282124584094790113158292798851004886
f(z) = 269/26*z^3 - 243/26*z + 1
*
-1 | 0.11276673403835485202757035674890141380 | 0.020155952003082626201908821291927642848
f(z) = 269/27*z^3 - 242/27*z + 1
*
-1 | 0.11779424464897658652756094916003793549 | 0.021054570407054616121947069823106162058
f(z) = 269/28*z^3 - 241/28*z + 1
*
-1 | 0.12630921501715545308911981869980341555 | 0.022561574661970227011116612916507010508
f(z) = 270/23*z^3 - 247/23*z + 1
*
-1 | 0.12643972830826099820294178437647044388 | 0.022584887176114640576620479106817667528
f(z) = 270/29*z^3 - 241/29*z + 1
*
-1 | 0.11775287608465715841671442143630186589 | 0.021019346402611007180831200300149630721
f(z) = 271/20*z^3 - 251/20*z + 1
*
-1 | 0.10598850773790746837239152718166778749 | 0.018919360893038696663261394751611669608
f(z) = 271/21*z^3 - 250/21*z + 1
*
-1 | 0.11351859604382990077692299480727254569 | 0.020263510945311237072120851764821079119
f(z) = 271/22*z^3 - 249/22*z + 1
*
-1 | 0.12637581888532091689783402522161668640 | 0.022558575233053717693266225507201684798
f(z) = 271/23*z^3 - 248/23*z + 1
*
-1 | 0.097496583573337000971201643837852803008 | 0.017403519398759755204774351448374960415
f(z) = 271/24*z^3 - 247/24*z + 1
*
-1 | 0.12641933004298538435842747305313886304 | 0.022566342143941486921640875558109103759
f(z) = 271/25*z^3 - 246/25*z + 1
*
-1 | 0.11360561873549062416152039774890842849 | 0.020279044834263463581394377751094988554
f(z) = 271/26*z^3 - 245/26*z + 1
*
-1 | 0.11289956643728911321125783671159916379 | 0.020153011752714036621010565700507438268
f(z) = 271/27*z^3 - 244/27*z + 1
*
-1 | 0.11792692447877998329140216002799920793 | 0.021050414717955217257709745262410256318
f(z) = 271/28*z^3 - 243/28*z + 1
*
-1 | 0.12650587357721744110153018732711067384 | 0.022581790501428925363568816753471412178
f(z) = 271/29*z^3 - 242/29*z + 1
*
-1 | 0.093348365635438239242694876336283638862 | 0.016663046361587122202461748032950225658
f(z) = 271/30*z^3 - 241/30*z + 1
*
-1 | 0.10605502682957315652850599702071309294 | 0.018918796199960807462992501995756269147
f(z) = 272/21*z^3 - 251/21*z + 1
*
-1 | 0.12644218395781112664986190875315231056 | 0.022555591949638189727818642978999901725
f(z) = 272/23*z^3 - 249/23*z + 1
*
-1 | 0.12648554221867288783055791697432485280 | 0.022563326482600465706202040753823737155
f(z) = 272/25*z^3 - 247/25*z + 1
*
-1 | 0.11296562682293415685437138639448005555 | 0.020151554672635020345968838137480312759
f(z) = 272/27*z^3 - 245/27*z + 1
*
-1 | 0.12657178326425893811713294361702000653 | 0.022578710729951002929151694824364670281
f(z) = 272/29*z^3 - 243/29*z + 1
*
-1 | 0.12661466896637848341834506678529308846 | 0.022586360964763499937537180976724029576
f(z) = 272/31*z^3 - 241/31*z + 1
*
-1 | 0.11788583042111559997344715622385682579 | 0.021015495705372127556671313425456727142
f(z) = 273/20*z^3 - 253/20*z + 1
*
-1 | 0.11365059015727034478614016876631002981 | 0.020260479828925313609775392479443768467
f(z) = 273/22*z^3 - 251/22*z + 1
*
-1 | 0.12650831194155998928433895501916386734 | 0.022552624660694752964473044832606321607
f(z) = 273/23*z^3 - 250/23*z + 1
*
-1 | 0.12655151837701141677639070013683440783 | 0.022560327067807043803060322749165430381
f(z) = 273/25*z^3 - 248/25*z + 1
*
-1 | 0.12663745904263198061360553157904128681 | 0.022575647702041149999649966568694121589
f(z) = 273/29*z^3 - 244/29*z + 1
*
-1 | 0.12668019616025370851774582417633335315 | 0.022583266443908862473580329184031684662
f(z) = 273/31*z^3 - 242/31*z + 1
*
-1 | 0.11814413443755728864915160849300591235 | 0.021061543537658834273405951649103889455
f(z) = 273/32*z^3 - 241/32*z + 1
*
-1 | 0.10618735219762235156245686756383635084 | 0.018917678375587917476941115041580130897
f(z) = 274/21*z^3 - 253/21*z + 1
*
-1 | 0.12657420452525696029783825024849946636 | 0.022549673217186699202835176635323695430
f(z) = 274/23*z^3 - 251/23*z + 1
*
-1 | 0.12661726019546191211650788319806010926 | 0.022557343747662558453460312707426120079
f(z) = 274/25*z^3 - 249/25*z + 1
*
-1 | 0.11309704438842958651623236740415210772 | 0.020148666170600755055589101635107582685
f(z) = 274/27*z^3 - 247/27*z + 1
*
-1 | 0.12670290256780812850849197002730160556 | 0.022572601260180177698701981272179676281
f(z) = 274/29*z^3 - 245/29*z + 1
*
-1 | 0.12674549212786763671425205566252093489 | 0.022580188751370880932288318764773234562
f(z) = 274/31*z^3 - 243/31*z + 1
*
-1 | 0.10644325713063305279640251937264301639 | 0.018963268807190479042441932352989230841
f(z) = 274/33*z^3 - 241/33*z + 1
*
-1 | 0.10625316185601886570923326882217871994 | 0.018917125161137620261783472797353085117
f(z) = 275/21*z^3 - 254/21*z + 1
*
-1 | 0.12663986337960623211413425039546361967 | 0.022546737472035746048941687493291508569
f(z) = 275/23*z^3 - 252/23*z + 1
*
-1 | 0.11386810492341886569073615248255057063 | 0.020272876167363162958123103141501070114
f(z) = 275/26*z^3 - 249/26*z + 1
*
-1 | 0.11316240488338393428084753259691360496 | 0.020147234579382462249482376930245478021
f(z) = 275/27*z^3 - 248/27*z + 1
*
-1 | 0.11818946411842009715698206069933615265 | 0.021042243321526966227548115342682858885
f(z) = 275/28*z^3 - 247/28*z + 1
*
-1 | 0.12676811547773504119823282724058121318 | 0.022569571248933310928271481134843104627
f(z) = 275/29*z^3 - 246/29*z + 1
*
-1 | 0.12681055849654858696020380798477461314 | 0.022577127728995526436656723451426565929
f(z) = 275/31*z^3 - 244/31*z + 1
*
[ -6/5 ] 
f(z) = 275/32*z^3 - 253/24*z + 1
*
-1 | 0.11827435050237067828068352128359599149 | 0.021057356343310219293099609493588261027
f(z) = 275/32*z^3 - 243/32*z + 1
*
-1 | 0.11403788046203627040976772329523849362 | 0.020303102704223092355610168291002243313
f(z) = 275/34*z^3 - 241/34*z + 1
*
-1 | 0.12674804743365038564497343755770158027 | 0.022551424793697100701517285798964607910
f(z) = 276/25*z^3 - 251/25*z + 1
*
-1 | 0.12683309939308308990354863995138079515 | 0.022566557514914816162020872718109424665
f(z) = 276/29*z^3 - 247/29*z + 1
*
-1 | 0.12687539687649363878869744641683998526 | 0.022574083220717857992779034290290729023
f(z) = 276/31*z^3 - 245/31*z + 1
*
-1 | 0.12695954170773376377076170623090279506 | 0.022589054542737499788998556523403732928
f(z) = 276/35*z^3 - 241/35*z + 1
*
-1 | 0.11814890832591990208208047162877171644 | 0.021007919729257028723520609103395933273
f(z) = 277/20*z^3 - 257/20*z + 1
*
-1 | 0.10638408344204436558685006869907691847 | 0.018916029924338693002165741182078588518
f(z) = 277/21*z^3 - 256/21*z + 1
*
-1 | 0.11391306473517127873687711524449761594 | 0.020254749315742400959879805067711295723
f(z) = 277/22*z^3 - 255/22*z + 1
*
-1 | 0.12677048649467524254161405885344452988 | 0.022540912498086463425836851641753195276
f(z) = 277/23*z^3 - 254/23*z + 1
*
-1 | 0.097890799601976831427328221568850391657 | 0.017405849020612213894992365066578434663
f(z) = 277/24*z^3 - 253/24*z + 1
*
-1 | 0.12681309612016928057709957323643808412 | 0.022548488865949323113403341150404979317
f(z) = 277/25*z^3 - 252/25*z + 1
*
-1 | 0.11399893647921525386590992691504882055 | 0.020270018070498143127269494768885650300
f(z) = 277/26*z^3 - 251/26*z + 1
*
-1 | 0.11329243745439387569362964903301623997 | 0.020144396302065858951760167518258625904
f(z) = 277/27*z^3 - 250/27*z + 1
*
-1 | 0.11831935036505045277327884420106130363 | 0.021038225829645769795091280429472752868
f(z) = 277/28*z^3 - 249/28*z + 1
*
-1 | 0.12689785591748764448987665050526900075 | 0.022563559906753359424061542474166452137
f(z) = 277/29*z^3 - 248/29*z + 1
*
-1 | 0.093738872387270894144913783149861011085 | 0.016667599680147299140432536504201119782
f(z) = 277/30*z^3 - 247/30*z + 1
*
-1 | 0.12694000886100841459105139917857645731 | 0.022571055072526651376553289875544881014
f(z) = 277/31*z^3 - 246/31*z + 1
*
-1 | 0.11840365659147424367666259566897764037 | 0.021053216221537516268942725319167832406
f(z) = 277/32*z^3 - 245/32*z + 1
*
-1 | 0.10663837392146928700769457073258604277 | 0.018961245018200893880775329086919046918
f(z) = 277/33*z^3 - 244/33*z + 1
*
-1 | 0.11416689950789117922445053978500253197 | 0.020299883380926344777338622362717568840
f(z) = 277/34*z^3 - 243/34*z + 1
*
-1 | 0.12702386762585235925990342357732180387 | 0.022585965901796241366422153328771395044
f(z) = 277/35*z^3 - 242/35*z + 1
*
-1 | 0.10492425286367475275716322382563309926 | 0.018656459150107716554306783242456386826
f(z) = 277/36*z^3 - 241/36*z + 1
*
-1 | 0.10644919864511321648344506425064210984 | 0.018915487822402993294825749927007353243
f(z) = 278/21*z^3 - 257/21*z + 1
*
-1 | 0.12683545400914609187704891405722204649 | 0.022538022984629544266166267139775956313
f(z) = 278/23*z^3 - 255/23*z + 1
*
-1 | 0.12687791700085253140861403735886835480 | 0.022545568444931258141870136949718987345
f(z) = 278/25*z^3 - 253/25*z + 1
*
-1 | 0.11335711274172431888262629347199696004 | 0.020142989453563950998301855340103779860
f(z) = 278/27*z^3 - 251/27*z + 1
*
-1 | 0.12696238663778712553815484715159950460 | 0.022560578275058076735403935353916806371
f(z) = 278/29*z^3 - 249/29*z + 1
*
-1 | 0.12700439602674267855759965669444854098 | 0.022568043132429756283342080364141827710
f(z) = 278/31*z^3 - 247/31*z + 1
*
-1 | 0.10670261853149915431284177452404909950 | 0.018960519263089259240906350025414069745
f(z) = 278/33*z^3 - 245/33*z + 1
*
-1 | 0.12708797066567938052442166618434913064 | 0.022582893925908618096400495585209290881
f(z) = 278/35*z^3 - 243/35*z + 1
*
-1 | 0.12712953854933890830793424783005872842 | 0.022590280330007217272839607513928990254
f(z) = 278/37*z^3 - 241/37*z + 1
*
-1 | 0.11827905846988590212719972393368718980 | 0.021004192890012314034890291846605699142
f(z) = 279/20*z^3 - 259/20*z + 1
*
-1 | 0.11404291945866390320102407079274167928 | 0.020251932244284680391850695813085385182
f(z) = 279/22*z^3 - 257/22*z + 1
*
-1 | 0.12690019430225858540749486899785773463 | 0.022535148600149760361009234144166315619
f(z) = 279/23*z^3 - 256/23*z + 1
*
-1 | 0.12694251166649196652796395718892472668 | 0.022542663388417889382328054494114437971
f(z) = 279/25*z^3 - 254/25*z + 1
*
-1 | 0.11412755453369374434909686517937512273 | 0.020266961882364189218610303303338387726
f(z) = 279/26*z^3 - 253/26*z + 1
*
-1 | 0.11844833139257837828138334621944751011 | 0.021034252658540097290269802550200423365
f(z) = 279/28*z^3 - 251/28*z + 1
*
-1 | 0.12702669312425691022529465383902212527 | 0.022557612472385339803738335462403278562
f(z) = 279/29*z^3 - 250/29*z + 1
*
-1 | 0.11853206534453348713439179332777525860 | 0.021049122273677893767724283072463535880
f(z) = 279/32*z^3 - 247/32*z + 1
*
-1 | 0.11429502509872592086200503502584578189 | 0.020296701585206267312207286184853888194
f(z) = 279/34*z^3 - 245/34*z + 1
*
-1 | 0.12715185236774148162177918234479459179 | 0.022579838460029528484300630974292655615
f(z) = 279/35*z^3 - 244/35*z + 1
*
-1 | 0.12719328059944650237934644226973216318 | 0.022587195354657210407951935700637386138
f(z) = 279/37*z^3 - 242/37*z + 1
*
-1 | 0.11437788188154341781169785703383373137 | 0.020311415431182540940539084110585959877
f(z) = 279/38*z^3 - 241/38*z + 1
*
[ -9/10 ] 
f(z) = 260/27*z^3 - 256/45*z + 1
*
[ 2/3 ] 
f(z) = 261/23*z^3 - 255/46*z + 1
*
[ 2/3 ] 
f(z) = 261/25*z^3 - 257/50*z + 1
*
[ 1/6 ] 
f(z) = 270/23*z^3 - 245/46*z + 1
*
[ -5/6 ] 
f(z) = 272/25*z^3 - 241/45*z + 1
*
[ 3/17 ] 
f(z) = 272/27*z^3 - 254/51*z + 1
*
[ 15/26 ] 
f(z) = 260/27*z^3 - 256/65*z + 1
*
[ 6/13 ] 
f(z) = 260/27*z^3 - 251/78*z + 1
*
[ 2/5 ] 
f(z) = 263/24*z^3 - 244/75*z + 1
*
[ 1/4 ] 
f(z) = 264/35*z^3 - 243/70*z + 1
*
[ 1/4 ] 
f(z) = 264/37*z^3 - 255/74*z + 1
*
[ 1/3 ] 
f(z) = 267/26*z^3 - 245/78*z + 1
*
[ 3/10 ] 
f(z) = 268/27*z^3 - 242/75*z + 1
*
[ 2/5 ] 
f(z) = 269/24*z^3 - 247/75*z + 1
*
[ 2/5 ] 
f(z) = 271/24*z^3 - 248/75*z + 1
*
[ 2/7 ] 
f(z) = 273/20*z^3 - 253/70*z + 1
*
[ 1/3 ] 
f(z) = 273/25*z^3 - 241/75*z + 1
*
[ 1/3 ] 
f(z) = 276/25*z^3 - 242/75*z + 1
*
[ 2/5 ] 
f(z) = 277/24*z^3 - 251/75*z + 1
*
[ 5/12 ] 
f(z) = 261/25*z^3 - 257/80*z + 1
*
[ 2/5 ] 
f(z) = 265/36*z^3 - 241/90*z + 1
*
[ 1/3 ] 
f(z) = 267/28*z^3 - 257/84*z + 1
*
[ 6/5 ] 
f(z) = 265/24*z^3 - 236/15*z + 1
*
[ -12/5 ] 
f(z) = 275/27*z^3 - 229/4*z + 1
*
-1 | 0.10524057319520171161050199529429639475 | 0.018925840423628424103184802739827469443
f(z) = 260/21*z^3 - 239/21*z + 1
*
-1 | 0.12562965346008740633832891837338648981 | 0.022592491675727190402624269766161364087
f(z) = 260/23*z^3 - 237/23*z + 1
*
-1 | 0.11215689994164208924715197254135759910 | 0.020169631599851054422608883170201273496
f(z) = 260/27*z^3 - 233/27*z + 1
*
-1 | 0.12576493726426830248771197123262245066 | 0.022616820312602628593106572883538137516
f(z) = 260/29*z^3 - 231/29*z + 1
*
-1 | 0.12580969015775268547401534123493336875 | 0.022624868407504298035160418351195899286
f(z) = 260/31*z^3 - 229/31*z + 1
*
-1 | 0.10551063652084177058667621192323116357 | 0.018974407010165898333806921349445071414
f(z) = 260/33*z^3 - 227/33*z + 1
*
-1 | 0.12594294639455274253679449931018998623 | 0.022648832418688970182073340228724456863
f(z) = 260/37*z^3 - 223/37*z + 1
*
[ -1 ] 
f(z) = 261/20*z^3 - 221/20*z + 1
*
-1 | 0.11284006870046786782502565840557300259 | 0.020278489508633072193595728265834059098
f(z) = 261/22*z^3 - 239/22*z + 1
*
-1 | 0.12569874337517023833381596795326558122 | 0.022589322021311227259151579665335940475
f(z) = 261/23*z^3 - 238/23*z + 1
*
-1 | 0.12574384501531617797811345968900117966 | 0.022597427237366610510527982790107157449
f(z) = 261/25*z^3 - 236/25*z + 1
*
-1 | 0.11293092453865110305412492522397786270 | 0.020294817211926903673446088800996784657
f(z) = 261/26*z^3 - 235/26*z + 1
*
-1 | 0.11725380322678344817482036523409906475 | 0.021071681770181304922388182329851920953
f(z) = 261/28*z^3 - 233/28*z + 1
*
-1 | 0.12587812558087219270200838092784092737 | 0.022621558798710029558587019285047553774
f(z) = 261/31*z^3 - 230/31*z + 1
*
-1 | 0.11734298582867890976256519445570974576 | 0.021087708776170554370841231807943072313
f(z) = 261/32*z^3 - 229/32*z + 1
*
-1 | 0.11310864080834420162510881908903825297 | 0.020326754603954297595993869883095214535
f(z) = 261/34*z^3 - 227/34*z + 1
*
-1 | 0.12596680853176697022766011990986236315 | 0.022637496012414569880855252505940089148
f(z) = 261/35*z^3 - 226/35*z + 1
*
-1 | 0.12601090351865993692934012175747247179 | 0.022645420322807059304775835660530895401
f(z) = 261/37*z^3 - 224/37*z + 1
*
-1 | 0.11319683116584815361408728623592205570 | 0.020342603293697244156678789575881844365
f(z) = 261/38*z^3 - 223/38*z + 1
*
-1 | 0.12576757636128461221715385627141017921 | 0.022586170140215972407717662203888852751
f(z) = 262/23*z^3 - 239/23*z + 1
*
-1 | 0.12581251373665372663969427233047343114 | 0.022594240290210959572535941473015241134
f(z) = 262/25*z^3 - 237/25*z + 1
*
-1 | 0.11229416584578125177178310440817607166 | 0.020166526293395279904525461144916765591
f(z) = 262/27*z^3 - 235/27*z + 1
*
-1 | 0.12590187834563148404693892696790043549 | 0.022610288975581880273866867309940859073
f(z) = 262/29*z^3 - 233/29*z + 1
*
-1 | 0.12594630882015317067670811784920176395 | 0.022618268092982335004428186143143486028
f(z) = 262/31*z^3 - 231/31*z + 1
*
-1 | 0.10564693513391628992839874445505366459 | 0.018972772798550422635010407287380549146
f(z) = 262/33*z^3 - 229/33*z + 1
*
-1 | 0.12603467403772378396612038357618140390 | 0.022634137301058618298475090400185589605
f(z) = 262/35*z^3 - 227/35*z + 1
*
-1 | 0.12607861188443039432828314510369940715 | 0.022642027949109746038614922466407157025
f(z) = 262/37*z^3 - 225/37*z + 1
*
-1 | 0.10577875019291573467968833558968554555 | 0.018996445015474215918759385977080566883
f(z) = 262/39*z^3 - 223/39*z + 1
*
[ -1 ] 
f(z) = 263/20*z^3 - 223/20*z + 1
*
[ -1 ] 
f(z) = 263/21*z^3 - 221/21*z + 1
*
-1 | 0.12583615432314833148661171135971749297 | 0.022583035859467760717296705532101945687
f(z) = 263/23*z^3 - 240/23*z + 1
*
-1 | 0.096957551753054413892520100011760291339 | 0.017400371776004279096179600697308544116
f(z) = 263/24*z^3 - 239/24*z + 1
*
-1 | 0.12588092862666396195377222079265269894 | 0.022591071226626864775553769288981120786
f(z) = 263/25*z^3 - 238/25*z + 1
*
-1 | 0.11306719326240693059774648119993050113 | 0.020291469440627951873129314457703691098
f(z) = 263/26*z^3 - 237/26*z + 1
*
-1 | 0.11236241888118232193279461127971898287 | 0.020164987944037097268683282780190873889
f(z) = 263/27*z^3 - 236/27*z + 1
*
-1 | 0.11739040041157371935075565374314504201 | 0.021067328672838937616548784100946186465
f(z) = 263/28*z^3 - 235/28*z + 1
*
-1 | 0.12596997072628061659951708052336293114 | 0.022607051061193974602647402311048712844
f(z) = 263/29*z^3 - 234/29*z + 1
*
-1 | 0.092813081744079066761713758475853002157 | 0.016656589392200440812542607349074745421
f(z) = 263/30*z^3 - 233/30*z + 1
*
-1 | 0.12601424172885382387389160849437651314 | 0.022614996104047699312351959371194241912
f(z) = 263/31*z^3 - 232/31*z + 1
*
-1 | 0.11747894280893314184617012008720232993 | 0.021083218828934428300024826628952448359
f(z) = 263/32*z^3 - 231/32*z + 1
*
-1 | 0.10571470973674372789089215791662732066 | 0.018971964724282263900356962067506763976
f(z) = 263/33*z^3 - 230/33*z + 1
*
-1 | 0.11324428119498782253629964207866954206 | 0.020323250315951615651115509939760069329
f(z) = 263/34*z^3 - 229/34*z + 1
*
-1 | 0.12610229148434311811735386859209913265 | 0.022630797848755550068586742257213151770
f(z) = 263/35*z^3 - 228/35*z + 1
*
-1 | 0.10400371521846013755733414744392374976 | 0.018664903126845611117867270030233086396
f(z) = 263/36*z^3 - 227/36*z + 1
*
-1 | 0.12614607330840729738092575585103154065 | 0.022638655101769617954375056900869311932
f(z) = 263/37*z^3 - 226/37*z + 1
*
-1 | 0.11333184521888097754419320594197723504 | 0.020338964889415933967324643138523433192
f(z) = 263/38*z^3 - 225/38*z + 1
*
-1 | 0.10584502309559913716769376330750902287 | 0.018995351256331249437164258432926760262
f(z) = 263/39*z^3 - 224/39*z + 1
*
-1 | 0.12594909155599683652883269114039943650 | 0.022587919872677478194495426398866442353
f(z) = 264/25*z^3 - 239/25*z + 1
*
-1 | 0.12603781346748565464681468882404905951 | 0.022603831408067705375190870684964424719
f(z) = 264/29*z^3 - 235/29*z + 1
*
-1 | 0.12608192613986246518347402555983054006 | 0.022611742648210108983918990114728253901
f(z) = 264/31*z^3 - 233/31*z + 1
*
-1 | 0.12616966268021792307412419904551415284 | 0.022627477465499949592521056074112640934
f(z) = 264/35*z^3 - 229/35*z + 1
*
-1 | 0.12621328958728744725698389307214391752 | 0.022635301587683006647465891988351768894
f(z) = 264/37*z^3 - 227/37*z + 1
*
[ -1 ] 
f(z) = 265/21*z^3 - 223/21*z + 1
*
[ -1 ] 
f(z) = 265/22*z^3 - 221/22*z + 1
*
-1 | 0.11320310860268438547137415251109925024 | 0.020288277772065000540661748745083830685
f(z) = 265/26*z^3 - 239/26*z + 1
*
-1 | 0.11249817440835818164208799197862994859 | 0.020161939362086233139760300916831999352
f(z) = 265/27*z^3 - 238/27*z + 1
*
-1 | 0.11752599671605900489694397792545398391 | 0.021063026415492470634561217510593808552
f(z) = 265/28*z^3 - 237/28*z + 1
*
-1 | 0.12610540839429251405538479621225788210 | 0.022600629838202474432051812881546868258
f(z) = 265/29*z^3 - 236/29*z + 1
*
-1 | 0.12614936386599517097286255496395920737 | 0.022608507544305365847366015736166621021
f(z) = 265/31*z^3 - 234/31*z + 1
*
-1 | 0.11761390804348827357222373957639524645 | 0.021078781896523083128415775683327834057
f(z) = 265/32*z^3 - 233/32*z + 1
*
-1 | 0.10584848502212992220106404359767249330 | 0.018970181052345327193924331701840650118
f(z) = 265/33*z^3 - 232/33*z + 1
*
-1 | 0.11337958646924079099401719714987557844 | 0.020319906161263076614674716627009782370
f(z) = 265/34*z^3 - 231/34*z + 1
*
-1 | 0.10413805850126124783539638466193898432 | 0.018663638159730207615614350659078540889
f(z) = 265/36*z^3 - 229/36*z + 1
*
-1 | 0.12628026249820960855572250046046345521 | 0.022631967216421533431377863452053351672
f(z) = 265/37*z^3 - 228/37*z + 1
*
-1 | 0.11346588086590686038494538282622588088 | 0.020335371855724513514010008104277557520
f(z) = 265/38*z^3 - 227/38*z + 1
*
-1 | 0.10597993936267875708114283244848974246 | 0.018993740318590911084446423817665571830
f(z) = 265/39*z^3 - 226/39*z + 1
*
-1 | 0.11256568055490382644544917306821673743 | 0.020160428937306004179594190861739696705
f(z) = 266/27*z^3 - 239/27*z + 1
*
-1 | 0.12617275731179289005204001014771716178 | 0.022597446176036494889620039995749941904
f(z) = 266/29*z^3 - 237/29*z + 1
*
-1 | 0.12621655670028801525669675021832622605 | 0.022605290613656385085315151206908351348
f(z) = 266/31*z^3 - 235/31*z + 1
*
-1 | 0.10591655651943683161003456835076687666 | 0.018969575810921863647873247359709526206
f(z) = 266/33*z^3 - 233/33*z + 1
*
-1 | 0.12634699379903763157555413526647025822 | 0.022628651800184701654404971695293569593
f(z) = 266/37*z^3 - 229/37*z + 1
*
-1 | 0.10604651900626274820870675556209670404 | 0.018992851994810713391743740797858583199
f(z) = 266/39*z^3 - 227/39*z + 1
*
[ -1 ] 
f(z) = 267/20*z^3 - 227/20*z + 1
*
2/3 | 0.19653479421624156677107012444782509244 | 0.029395585067083823015061776291810159515
f(z) = 267/20*z^3 - 223/30*z + 1
*
[ -1 ] 
f(z) = 267/22*z^3 - 223/22*z + 1
*
[ -1 ] 
f(z) = 267/23*z^3 - 221/23*z + 1
*
-1 | 0.11766060671046888260729369941803094885 | 0.021058773987724696362059290356828012561
f(z) = 267/28*z^3 - 239/28*z + 1
*
-1 | 0.12623986200541428301784976147938321722 | 0.022594280248403960147180723236333255063
f(z) = 267/29*z^3 - 238/29*z + 1
*
-1 | 0.12628350641628400109276976711265616367 | 0.022602091680029452615657417359307281995
f(z) = 267/31*z^3 - 236/31*z + 1
*
-1 | 0.11774789590826958444505338657608783115 | 0.021074396918282738614695881520382594850
f(z) = 267/32*z^3 - 235/32*z + 1
*
-1 | 0.11351326663319927839464448310256341296 | 0.020316487339888786795325879876890575126
f(z) = 267/34*z^3 - 233/34*z + 1
*
-1 | 0.12637031655511814445713901323104206418 | 0.022617628869107949614197036461859597907
f(z) = 267/35*z^3 - 232/35*z + 1
*
-1 | 0.12641348522863846515101418498451508265 | 0.022625355153753509101676599668035158678
f(z) = 267/37*z^3 - 230/37*z + 1
*
-1 | 0.11359960434074554819295469806454136687 | 0.020331939973702831176254042168435944121
f(z) = 267/38*z^3 - 229/38*z + 1
*
[ -1 ] 
f(z) = 268/21*z^3 - 226/21*z + 1
*
[ -1 ] 
f(z) = 268/23*z^3 - 222/23*z + 1
*
-1 | 0.12630672424120477084543781150854231853 | 0.022591131884493127588586823701157023039
f(z) = 268/29*z^3 - 239/29*z + 1
*
-1 | 0.12635021476831480433011590347639757257 | 0.022598910569591417638878739562631026640
f(z) = 268/31*z^3 - 237/31*z + 1
*
-1 | 0.10604887433415139327567450024607857636 | 0.018967827094539496160248562258012368751
f(z) = 268/33*z^3 - 235/33*z + 1
*
-1 | 0.12643672044367430924685499674548931532 | 0.022614382913859262949857757995780262692
f(z) = 268/35*z^3 - 233/35*z + 1
*
-1 | 0.12647973850715517040717166872994417394 | 0.022622077094445054715872351776131329220
f(z) = 268/37*z^3 - 231/37*z + 1
*
-1 | 0.10617792995189791064493710642061897376 | 0.018990909891583449456708239913335979585
f(z) = 268/39*z^3 - 229/39*z + 1
*
[ -1 ] 
f(z) = 269/20*z^3 - 229/20*z + 1
*
[ -1 ] 
f(z) = 269/21*z^3 - 227/21*z + 1
*
[ -1 ] 
f(z) = 269/22*z^3 - 225/22*z + 1
*
[ -1 ] 
f(z) = 269/23*z^3 - 223/23*z + 1
*
[ -1 ] 
f(z) = 269/24*z^3 - 221/24*z + 1
*
-1 | 0.12637334576611264170601101723645187337 | 0.022588000915805294023827296912758903402
f(z) = 269/29*z^3 - 240/29*z + 1
*
-1 | 0.093214303540644957161645565778436615998 | 0.016661146074577089975658243611713205920
f(z) = 269/30*z^3 - 239/30*z + 1
*
-1 | 0.12641668349177744192789986534138280356 | 0.022595747110867796864472193383110678313
f(z) = 269/31*z^3 - 238/31*z + 1
*
-1 | 0.11788092046862336082590620164490773577 | 0.021070062863012718251686670159813532401
f(z) = 269/32*z^3 - 237/32*z + 1
*
-1 | 0.10611519135118418537607215120726350612 | 0.018967053731864917836445328728880984556
f(z) = 269/33*z^3 - 236/33*z + 1
*
-1 | 0.11364533565975679108783516195360777803 | 0.020312993459162969496897217039901218386
f(z) = 269/34*z^3 - 235/34*z + 1
*
-1 | 0.12650288683419781938735566697901091816 | 0.022611155116137679495058478564694651925
f(z) = 269/35*z^3 - 234/35*z + 1
*
-1 | 0.10440385309312870239168199354161249657 | 0.018661168737637159401641890052421105279
f(z) = 269/36*z^3 - 233/36*z + 1
*
-1 | 0.12654575533627504300872892727222673323 | 0.022618817442068114616077028116727337590
f(z) = 269/37*z^3 - 232/37*z + 1
*
-1 | 0.11373107301709635684770527559426359707 | 0.020328318174152229132679744527107365181
f(z) = 269/38*z^3 - 231/38*z + 1
*
-1 | 0.10624379827017848670920171393632205046 | 0.018990040962173741014611643994164242748
f(z) = 269/39*z^3 - 230/39*z + 1
*
[ -1 ] 
f(z) = 270/23*z^3 - 224/23*z + 1
*
-1 | 0.12648291430340597424005169804962991935 | 0.022592601134701767605670813715536476722
f(z) = 270/31*z^3 - 239/31*z + 1
*
-1 | 0.12661153739949294878766117582666538504 | 0.022615576018879663115985188756065695027
f(z) = 270/37*z^3 - 233/37*z + 1
*
[ -1 ] 
f(z) = 271/20*z^3 - 231/20*z + 1
*
[ -1 ] 
f(z) = 271/21*z^3 - 229/21*z + 1
*
[ -1 ] 
f(z) = 271/22*z^3 - 227/22*z + 1
*
[ -1 ] 
f(z) = 271/23*z^3 - 225/23*z + 1
*
[ -1 ] 
f(z) = 271/24*z^3 - 223/24*z + 1
*
[ -1 ] 
f(z) = 271/25*z^3 - 221/25*z + 1
*
-1 | 0.12654890890153834791785836549296122881 | 0.022589472474214027586365762727673013061
f(z) = 271/31*z^3 - 240/31*z + 1
*
-1 | 0.11801299548820602717081204794042108050 | 0.021065778727926810139063300767234567199
f(z) = 271/32*z^3 - 239/32*z + 1
*
-1 | 0.10624711651595418740660867446682760325 | 0.018965523565826509773125928257148393130
f(z) = 271/33*z^3 - 238/33*z + 1
*
-1 | 0.11377711150140023795264594824744055090 | 0.020309656960031028839236221375457070439
f(z) = 271/34*z^3 - 237/34*z + 1
*
-1 | 0.12663451388075545102127576220199303128 | 0.022604753295980614206310948148644660700
f(z) = 271/35*z^3 - 236/35*z + 1
*
-1 | 0.10453533186902960280506650970156268781 | 0.018659963348048804193698514126285193721
f(z) = 271/36*z^3 - 235/36*z + 1
*
-1 | 0.12667708636236997501669713355499005434 | 0.022612352649542315140967844391575950589
f(z) = 271/37*z^3 - 234/37*z + 1
*
-1 | 0.11386290895004444264286759479683546463 | 0.020324972138338998378889609463670698992
f(z) = 271/38*z^3 - 233/38*z + 1
*
-1 | 0.10637483534506492305362055267371006812 | 0.018988321873608685652632748965385030280
f(z) = 271/39*z^3 - 232/39*z + 1
*
[ -1 ] 
f(z) = 272/21*z^3 - 230/21*z + 1
*
[ -1 ] 
f(z) = 272/23*z^3 - 226/23*z + 1
*
[ -1 ] 
f(z) = 272/25*z^3 - 222/25*z + 1
*
-1 | 0.10631376163665750246800201877106135416 | 0.018964951023842290586948756165234690484
f(z) = 272/33*z^3 - 239/33*z + 1
*
-1 | 0.12669997787163723824011054676634471001 | 0.022601578930765485842232646154838235283
f(z) = 272/35*z^3 - 237/35*z + 1
*
-1 | 0.12674240387278749705378476293474730451 | 0.022609147161082667119214062378660145471
f(z) = 272/37*z^3 - 235/37*z + 1
*
-1 | 0.10644000739399382026309436533230899209 | 0.018987471575913750716180003138514819399
f(z) = 272/39*z^3 - 233/39*z + 1
*
[ -1 ] 
f(z) = 273/20*z^3 - 233/20*z + 1
*
2/3 | 0.19779492560408949785386144393147367723 | 0.029486053414297348373471127596374347985
f(z) = 273/20*z^3 - 227/30*z + 1
*
[ -1 ] 
f(z) = 273/22*z^3 - 229/22*z + 1
*
[ -1 ] 
f(z) = 273/23*z^3 - 227/23*z + 1
*
[ -1 ] 
f(z) = 273/25*z^3 - 223/25*z + 1
*
-1 | 0.11390860754127900379943909298603498639 | 0.020306476563275620022112943101109953878
f(z) = 273/34*z^3 - 239/34*z + 1
*
-1 | 0.12680749156119675761254879975283232362 | 0.022605959382850514076070552865745850080
f(z) = 273/37*z^3 - 236/37*z + 1
*
-1 | 0.11399316893341946054353466307928146359 | 0.020321551314558448875721606038037351371
f(z) = 273/38*z^3 - 235/38*z + 1
*
[ -1 ] 
f(z) = 274/21*z^3 - 232/21*z + 1
*
[ -1 ] 
f(z) = 274/23*z^3 - 228/23*z + 1
*
[ -1 ] 
f(z) = 274/25*z^3 - 224/25*z + 1
*
-1 | 0.12683021499351958388027713516493394355 | 0.022595282450293506189559105308129319362
f(z) = 274/35*z^3 - 239/35*z + 1
*
-1 | 0.12687235104086405351334032563044683128 | 0.022602789146478921293603324036182609719
f(z) = 274/37*z^3 - 237/37*z + 1
*
-1 | 0.10657070023203038823645510798067609976 | 0.018985973277671439148840510916352943733
f(z) = 274/39*z^3 - 235/39*z + 1
*
[ -1 ] 
f(z) = 275/21*z^3 - 233/21*z + 1
*
[ -1 ] 
f(z) = 275/23*z^3 - 229/23*z + 1
*
[ -1 ] 
f(z) = 275/24*z^3 - 227/24*z + 1
*
[ -1 ] 
f(z) = 275/26*z^3 - 223/26*z + 1
*
[ -1 ] 
f(z) = 275/27*z^3 - 221/27*z + 1
*
[ -9/10 ] 
f(z) = 275/27*z^3 - 221/36*z + 1
*
-1 | 0.10479551887357679406198095348771314608 | 0.018657608980560556305434341980790498305
f(z) = 275/36*z^3 - 239/36*z + 1
*
4/5 | 0.14847863007546564514134567270324086043 | 0.026434872900045639464503710769831520158
f(z) = 275/36*z^3 - 221/36*z + 1
*
-1 | 0.12693698390811162243659482133957052820 | 0.022599636285845129510047249993071569424
f(z) = 275/37*z^3 - 238/37*z + 1
*
-1 | 0.11412251804070542449661205819913671555 | 0.020318171429153740834799827027366722376
f(z) = 275/38*z^3 - 237/38*z + 1
*
-1 | 0.10663519059404286909585275719751467169 | 0.018985140882515817999518017294969913299
f(z) = 275/39*z^3 - 236/39*z + 1
*
[ -1 ] 
f(z) = 276/25*z^3 - 226/25*z + 1
*
-1 | 0.12700139174255431993272311616331941975 | 0.022596500637032273226912436633325601945
f(z) = 276/37*z^3 - 239/37*z + 1
*
[ -1 ] 
f(z) = 277/20*z^3 - 237/20*z + 1
*
[ -1 ] 
f(z) = 277/21*z^3 - 235/21*z + 1
*
[ -1 ] 
f(z) = 277/22*z^3 - 233/22*z + 1
*
[ -1 ] 
f(z) = 277/23*z^3 - 231/23*z + 1
*
[ -1 ] 
f(z) = 277/24*z^3 - 229/24*z + 1
*
[ -1 ] 
f(z) = 277/25*z^3 - 227/25*z + 1
*
[ -1 ] 
f(z) = 277/26*z^3 - 225/26*z + 1
*
[ -1 ] 
f(z) = 277/27*z^3 - 223/27*z + 1
*
[ -1 ] 
f(z) = 277/28*z^3 - 221/28*z + 1
*
-1 | 0.12706557610733217473860309349369584551 | 0.022593382038291892265772989735283355312
f(z) = 277/37*z^3 - 240/37*z + 1
*
-1 | 0.11425031679665777455180153768578108144 | 0.020314715711849003299505459404563070976
f(z) = 277/38*z^3 - 239/38*z + 1
*
-1 | 0.10676350066915595135044400199623758971 | 0.018983493659416715927627956133523012480
f(z) = 277/39*z^3 - 238/39*z + 1
*
[ -1 ] 
f(z) = 278/21*z^3 - 236/21*z + 1
*
[ -1 ] 
f(z) = 278/23*z^3 - 232/23*z + 1
*
[ -1 ] 
f(z) = 278/25*z^3 - 228/25*z + 1
*
[ -1 ] 
f(z) = 278/27*z^3 - 224/27*z + 1
*
-1 | 0.10682732347284100281228733506787623676 | 0.018982678704676126492342503908142220353
f(z) = 278/39*z^3 - 239/39*z + 1
*
[ -1 ] 
f(z) = 279/20*z^3 - 239/20*z + 1
*
[ -1 ] 
f(z) = 279/22*z^3 - 235/22*z + 1
*
[ -1 ] 
f(z) = 279/23*z^3 - 233/23*z + 1
*
[ -1 ] 
f(z) = 279/25*z^3 - 229/25*z + 1
*
[ -1 ] 
f(z) = 279/26*z^3 - 227/26*z + 1
*
[ -1 ] 
f(z) = 279/28*z^3 - 223/28*z + 1
*
[ -1 ] 
f(z) = 279/29*z^3 - 221/29*z + 1
*
[ -5/6 ] 
f(z) = 268/25*z^3 - 236/45*z + 1
*
[ -4/5 ] 
f(z) = 275/26*z^3 - 235/52*z + 1
*
[ 1/3 ] 
f(z) = 264/23*z^3 - 226/69*z + 1
*
[ 1/3 ] 
f(z) = 264/25*z^3 - 238/75*z + 1
*
[ 5/14 ] 
f(z) = 266/25*z^3 - 221/70*z + 1
*
[ 1/3 ] 
f(z) = 267/22*z^3 - 221/66*z + 1
*
[ 1/3 ] 
f(z) = 267/23*z^3 - 227/69*z + 1
*
[ 1/3 ] 
f(z) = 267/25*z^3 - 239/75*z + 1
*
[ 1/3 ] 
f(z) = 273/22*z^3 - 223/66*z + 1
*
[ 1/3 ] 
f(z) = 273/23*z^3 - 229/69*z + 1
*
[ 21/55 ] 
f(z) = 275/27*z^3 - 239/77*z + 1
*
[ 8/15 ] 
f(z) = 275/32*z^3 - 239/72*z + 1
*
[ -6/5 ] 
f(z) = 265/24*z^3 - 211/15*z + 1
*
[ -1 ] 
f(z) = 260/21*z^3 - 218/21*z + 1
*
[ -1 ] 
f(z) = 260/23*z^3 - 214/23*z + 1
*
[ -1 ] 
f(z) = 260/27*z^3 - 206/27*z + 1
*
[ -1 ] 
f(z) = 260/29*z^3 - 202/29*z + 1
*
[ -1 ] 
f(z) = 261/22*z^3 - 217/22*z + 1
*
[ -1 ] 
f(z) = 261/23*z^3 - 215/23*z + 1
*
[ -1 ] 
f(z) = 261/25*z^3 - 211/25*z + 1
*
[ -1 ] 
f(z) = 261/26*z^3 - 209/26*z + 1
*
[ -1 ] 
f(z) = 261/28*z^3 - 205/28*z + 1
*
[ -1 ] 
f(z) = 262/21*z^3 - 220/21*z + 1
*
[ -1 ] 
f(z) = 262/23*z^3 - 216/23*z + 1
*
[ -1 ] 
f(z) = 262/25*z^3 - 212/25*z + 1
*
[ -1 ] 
f(z) = 262/27*z^3 - 208/27*z + 1
*
[ -1 ] 
f(z) = 262/29*z^3 - 204/29*z + 1
*
[ -1 ] 
f(z) = 263/22*z^3 - 219/22*z + 1
*
[ -1 ] 
f(z) = 263/23*z^3 - 217/23*z + 1
*
[ -1 ] 
f(z) = 263/24*z^3 - 215/24*z + 1
*
[ -1 ] 
f(z) = 263/25*z^3 - 213/25*z + 1
*
[ -1 ] 
f(z) = 263/26*z^3 - 211/26*z + 1
*
[ -1 ] 
f(z) = 263/27*z^3 - 209/27*z + 1
*
[ -1 ] 
f(z) = 263/28*z^3 - 207/28*z + 1
*
[ -1 ] 
f(z) = 263/29*z^3 - 205/29*z + 1
*
[ -1 ] 
f(z) = 263/30*z^3 - 203/30*z + 1
*
[ -1 ] 
f(z) = 263/31*z^3 - 201/31*z + 1
*
[ -1 ] 
f(z) = 264/23*z^3 - 218/23*z + 1
*
[ -1 ] 
f(z) = 264/25*z^3 - 214/25*z + 1
*
[ -1 ] 
f(z) = 264/29*z^3 - 206/29*z + 1
*
[ -1 ] 
f(z) = 264/31*z^3 - 202/31*z + 1
*
[ -1 ] 
f(z) = 265/23*z^3 - 219/23*z + 1
*
[ -1 ] 
f(z) = 265/24*z^3 - 217/24*z + 1
*
[ -1 ] 
f(z) = 265/26*z^3 - 213/26*z + 1
*
[ -1 ] 
f(z) = 265/27*z^3 - 211/27*z + 1
*
[ -1 ] 
f(z) = 265/28*z^3 - 209/28*z + 1
*
[ -1 ] 
f(z) = 265/29*z^3 - 207/29*z + 1
*
[ -1 ] 
f(z) = 265/31*z^3 - 203/31*z + 1
*
[ -1 ] 
f(z) = 265/32*z^3 - 201/32*z + 1
*
[ -1 ] 
f(z) = 266/23*z^3 - 220/23*z + 1
*
[ -1 ] 
f(z) = 266/25*z^3 - 216/25*z + 1
*
[ 5/7 ] 
f(z) = 266/25*z^3 - 204/35*z + 1
*
[ -1 ] 
f(z) = 266/27*z^3 - 212/27*z + 1
*
[ -1 ] 
f(z) = 266/29*z^3 - 208/29*z + 1
*
[ -1 ] 
f(z) = 266/31*z^3 - 204/31*z + 1
*
[ -1 ] 
f(z) = 267/25*z^3 - 217/25*z + 1
*
[ -1 ] 
f(z) = 267/26*z^3 - 215/26*z + 1
*
[ -1 ] 
f(z) = 267/28*z^3 - 211/28*z + 1
*
[ -1 ] 
f(z) = 267/29*z^3 - 209/29*z + 1
*
[ -1 ] 
f(z) = 267/31*z^3 - 205/31*z + 1
*
[ -1 ] 
f(z) = 267/32*z^3 - 203/32*z + 1
*
[ -1 ] 
f(z) = 268/25*z^3 - 218/25*z + 1
*
[ -1 ] 
f(z) = 268/27*z^3 - 214/27*z + 1
*
[ -1 ] 
f(z) = 268/29*z^3 - 210/29*z + 1
*
[ -1 ] 
f(z) = 268/31*z^3 - 206/31*z + 1
*
[ -1 ] 
f(z) = 268/33*z^3 - 202/33*z + 1
*
[ -1 ] 
f(z) = 269/25*z^3 - 219/25*z + 1
*
[ -1 ] 
f(z) = 269/26*z^3 - 217/26*z + 1
*
[ -1 ] 
f(z) = 269/27*z^3 - 215/27*z + 1
*
[ -1 ] 
f(z) = 269/28*z^3 - 213/28*z + 1
*
[ -1 ] 
f(z) = 269/29*z^3 - 211/29*z + 1
*
[ -1 ] 
f(z) = 269/30*z^3 - 209/30*z + 1
*
[ -1 ] 
f(z) = 269/31*z^3 - 207/31*z + 1
*
[ -1 ] 
f(z) = 269/32*z^3 - 205/32*z + 1
*
[ -1 ] 
f(z) = 269/33*z^3 - 203/33*z + 1
*
[ -1 ] 
f(z) = 269/34*z^3 - 201/34*z + 1
*
[ -1 ] 
f(z) = 270/29*z^3 - 212/29*z + 1
*
[ -1 ] 
f(z) = 270/31*z^3 - 208/31*z + 1
*
[ -1 ] 
f(z) = 271/26*z^3 - 219/26*z + 1
*
[ -1 ] 
f(z) = 271/27*z^3 - 217/27*z + 1
*
[ -1 ] 
f(z) = 271/28*z^3 - 215/28*z + 1
*
[ -1 ] 
f(z) = 271/29*z^3 - 213/29*z + 1
*
[ -1 ] 
f(z) = 271/30*z^3 - 211/30*z + 1
*
[ -1 ] 
f(z) = 271/31*z^3 - 209/31*z + 1
*
[ -1 ] 
f(z) = 271/32*z^3 - 207/32*z + 1
*
[ -1 ] 
f(z) = 271/33*z^3 - 205/33*z + 1
*
[ -1 ] 
f(z) = 271/34*z^3 - 203/34*z + 1
*
[ -1 ] 
f(z) = 271/35*z^3 - 201/35*z + 1
*
[ -1 ] 
f(z) = 272/27*z^3 - 218/27*z + 1
*
[ -1 ] 
f(z) = 272/29*z^3 - 214/29*z + 1
*
[ -1 ] 
f(z) = 272/31*z^3 - 210/31*z + 1
*
[ -1 ] 
f(z) = 272/33*z^3 - 206/33*z + 1
*
[ -1 ] 
f(z) = 272/35*z^3 - 202/35*z + 1
*
[ 5/7 ] 
f(z) = 273/25*z^3 - 209/35*z + 1
*
[ -1 ] 
f(z) = 273/29*z^3 - 215/29*z + 1
*
[ -1 ] 
f(z) = 273/31*z^3 - 211/31*z + 1
*
[ -1 ] 
f(z) = 273/32*z^3 - 209/32*z + 1
*
[ -1 ] 
f(z) = 273/34*z^3 - 205/34*z + 1
*
[ -1 ] 
f(z) = 274/27*z^3 - 220/27*z + 1
*
[ -1 ] 
f(z) = 274/29*z^3 - 216/29*z + 1
*
[ -1 ] 
f(z) = 274/31*z^3 - 212/31*z + 1
*
[ -1 ] 
f(z) = 274/33*z^3 - 208/33*z + 1
*
[ -1 ] 
f(z) = 274/35*z^3 - 204/35*z + 1
*
[ -1 ] 
f(z) = 275/28*z^3 - 219/28*z + 1
*
[ -1 ] 
f(z) = 275/29*z^3 - 217/29*z + 1
*
[ -1 ] 
f(z) = 275/31*z^3 - 213/31*z + 1
*
[ -1 ] 
f(z) = 275/32*z^3 - 211/32*z + 1
*
[ -1 ] 
f(z) = 275/34*z^3 - 207/34*z + 1
*
[ -1 ] 
f(z) = 275/36*z^3 - 203/36*z + 1
*
[ -1 ] 
f(z) = 275/37*z^3 - 201/37*z + 1
*
[ -1 ] 
f(z) = 276/29*z^3 - 218/29*z + 1
*
[ -1 ] 
f(z) = 276/31*z^3 - 214/31*z + 1
*
[ -1 ] 
f(z) = 276/35*z^3 - 206/35*z + 1
*
[ -1 ] 
f(z) = 276/37*z^3 - 202/37*z + 1
*
[ -1 ] 
f(z) = 277/29*z^3 - 219/29*z + 1
*
[ -1 ] 
f(z) = 277/30*z^3 - 217/30*z + 1
*
[ -1 ] 
f(z) = 277/31*z^3 - 215/31*z + 1
*
[ -1 ] 
f(z) = 277/32*z^3 - 213/32*z + 1
*
[ -1 ] 
f(z) = 277/33*z^3 - 211/33*z + 1
*
[ -1 ] 
f(z) = 277/34*z^3 - 209/34*z + 1
*
[ -1 ] 
f(z) = 277/35*z^3 - 207/35*z + 1
*
[ -1 ] 
f(z) = 277/36*z^3 - 205/36*z + 1
*
[ -1 ] 
f(z) = 277/37*z^3 - 203/37*z + 1
*
[ -1 ] 
f(z) = 277/38*z^3 - 201/38*z + 1
*
[ -1 ] 
f(z) = 278/29*z^3 - 220/29*z + 1
*
[ -1 ] 
f(z) = 278/31*z^3 - 216/31*z + 1
*
[ -1 ] 
f(z) = 278/33*z^3 - 212/33*z + 1
*
[ -1 ] 
f(z) = 278/35*z^3 - 208/35*z + 1
*
[ -1 ] 
f(z) = 278/37*z^3 - 204/37*z + 1
*
[ -1 ] 
f(z) = 279/32*z^3 - 215/32*z + 1
*
[ -1 ] 
f(z) = 279/34*z^3 - 211/34*z + 1
*
[ -1 ] 
f(z) = 279/35*z^3 - 209/35*z + 1
*
[ -1 ] 
f(z) = 279/37*z^3 - 205/37*z + 1
*
[ -1 ] 
f(z) = 279/38*z^3 - 203/38*z + 1
*
[ 5/22 ] 
f(z) = 264/25*z^3 - 217/55*z + 1
*
[ 1/4 ] 
f(z) = 264/29*z^3 - 207/58*z + 1
*
[ 3/14 ] 
f(z) = 268/27*z^3 - 202/49*z + 1
*
[ 1/2 ] 
f(z) = 262/35*z^3 - 201/70*z + 1
*
[ 1/2 ] 
f(z) = 262/37*z^3 - 205/74*z + 1
*
[ 1/2 ] 
f(z) = 262/39*z^3 - 209/78*z + 1
*
[ 1/4 ] 
f(z) = 264/31*z^3 - 219/62*z + 1
*
[ 2/5 ] 
f(z) = 265/28*z^3 - 211/70*z + 1
*
[ 1/2 ] 
f(z) = 266/37*z^3 - 207/74*z + 1
*
[ 1/2 ] 
f(z) = 266/39*z^3 - 211/78*z + 1
*
[ 1/3 ] 
f(z) = 267/20*z^3 - 209/60*z + 1
*
[ 1/2 ] 
f(z) = 270/37*z^3 - 209/74*z + 1
*
[ 1/3 ] 
f(z) = 273/20*z^3 - 211/60*z + 1
*
[ 5/13 ] 
f(z) = 273/25*z^3 - 209/65*z + 1
*
[ 1/2 ] 
f(z) = 274/33*z^3 - 203/66*z + 1
*
[ 1/2 ] 
f(z) = 274/35*z^3 - 207/70*z + 1
*
[ 1/2 ] 
f(z) = 274/37*z^3 - 211/74*z + 1
*
[ 1/2 ] 
f(z) = 274/39*z^3 - 215/78*z + 1
*
[ 6/11 ] 
f(z) = 275/36*z^3 - 205/66*z + 1
*
[ 2/5 ] 
f(z) = 275/39*z^3 - 205/78*z + 1
*
[ 1/2 ] 
f(z) = 278/31*z^3 - 201/62*z + 1
*
[ 1/2 ] 
f(z) = 278/33*z^3 - 205/66*z + 1
*
[ 1/2 ] 
f(z) = 278/35*z^3 - 209/70*z + 1
*
[ 1/2 ] 
f(z) = 278/37*z^3 - 213/74*z + 1
*
[ 1/2 ] 
f(z) = 278/39*z^3 - 217/78*z + 1
*
3/34 | 0.23308868279654955409755466156099542579 | 0.027218237234540944458919473665935280974
f(z) = 272/27*z^3 - 194/17*z + 1
*
[ 3/55 ] 
f(z) = 275/27*z^3 - 191/11*z + 1
*
[ -1 ] 
f(z) = 260/31*z^3 - 198/31*z + 1
*
[ -1 ] 
f(z) = 260/33*z^3 - 194/33*z + 1
*
[ -1 ] 
f(z) = 260/37*z^3 - 186/37*z + 1
*
[ -1 ] 
f(z) = 261/31*z^3 - 199/31*z + 1
*
[ -1 ] 
f(z) = 261/32*z^3 - 197/32*z + 1
*
[ -1 ] 
f(z) = 261/34*z^3 - 193/34*z + 1
*
[ -1 ] 
f(z) = 261/35*z^3 - 191/35*z + 1
*
[ -1 ] 
f(z) = 261/37*z^3 - 187/37*z + 1
*
[ -1 ] 
f(z) = 261/38*z^3 - 185/38*z + 1
*
[ -1 ] 
f(z) = 262/31*z^3 - 200/31*z + 1
*
[ -1 ] 
f(z) = 262/33*z^3 - 196/33*z + 1
*
[ -1 ] 
f(z) = 262/35*z^3 - 192/35*z + 1
*
[ -1 ] 
f(z) = 262/37*z^3 - 188/37*z + 1
*
[ -1 ] 
f(z) = 262/39*z^3 - 184/39*z + 1
*
[ -1 ] 
f(z) = 263/32*z^3 - 199/32*z + 1
*
[ -1 ] 
f(z) = 263/33*z^3 - 197/33*z + 1
*
[ -1 ] 
f(z) = 263/34*z^3 - 195/34*z + 1
*
[ -1 ] 
f(z) = 263/35*z^3 - 193/35*z + 1
*
[ -1 ] 
f(z) = 263/36*z^3 - 191/36*z + 1
*
[ -1 ] 
f(z) = 263/37*z^3 - 189/37*z + 1
*
[ -1 ] 
f(z) = 263/38*z^3 - 187/38*z + 1
*
[ -1 ] 
f(z) = 263/39*z^3 - 185/39*z + 1
*
5/12 | 0.17955291356700557366749506846367374642 | 0.024370251863686507129344128067925294895
f(z) = 264/25*z^3 - 187/30*z + 1
*
[ -1 ] 
f(z) = 264/35*z^3 - 194/35*z + 1
*
[ -1 ] 
f(z) = 264/37*z^3 - 190/37*z + 1
*
[ -1 ] 
f(z) = 265/33*z^3 - 199/33*z + 1
*
[ -1 ] 
f(z) = 265/34*z^3 - 197/34*z + 1
*
[ -1 ] 
f(z) = 265/36*z^3 - 193/36*z + 1
*
[ -1 ] 
f(z) = 265/37*z^3 - 191/37*z + 1
*
[ -1 ] 
f(z) = 265/38*z^3 - 189/38*z + 1
*
[ -1 ] 
f(z) = 265/39*z^3 - 187/39*z + 1
*
[ -1 ] 
f(z) = 266/33*z^3 - 200/33*z + 1
*
[ -1 ] 
f(z) = 266/37*z^3 - 192/37*z + 1
*
[ -1 ] 
f(z) = 266/39*z^3 - 188/39*z + 1
*
[ 2/3 ] 
f(z) = 267/20*z^3 - 193/30*z + 1
*
[ -1 ] 
f(z) = 267/34*z^3 - 199/34*z + 1
*
[ -1 ] 
f(z) = 267/35*z^3 - 197/35*z + 1
*
[ -1 ] 
f(z) = 267/37*z^3 - 193/37*z + 1
*
[ -1 ] 
f(z) = 267/38*z^3 - 191/38*z + 1
*
[ -1 ] 
f(z) = 268/35*z^3 - 198/35*z + 1
*
[ -1 ] 
f(z) = 268/37*z^3 - 194/37*z + 1
*
[ -1 ] 
f(z) = 268/39*z^3 - 190/39*z + 1
*
[ -1 ] 
f(z) = 269/35*z^3 - 199/35*z + 1
*
[ -1 ] 
f(z) = 269/36*z^3 - 197/36*z + 1
*
[ -1 ] 
f(z) = 269/37*z^3 - 195/37*z + 1
*
[ -1 ] 
f(z) = 269/38*z^3 - 193/38*z + 1
*
[ -1 ] 
f(z) = 269/39*z^3 - 191/39*z + 1
*
[ -1 ] 
f(z) = 270/37*z^3 - 196/37*z + 1
*
[ -1 ] 
f(z) = 271/36*z^3 - 199/36*z + 1
*
[ -1 ] 
f(z) = 271/37*z^3 - 197/37*z + 1
*
[ -1 ] 
f(z) = 271/38*z^3 - 195/38*z + 1
*
[ -1 ] 
f(z) = 271/39*z^3 - 193/39*z + 1
*
[ -1 ] 
f(z) = 272/37*z^3 - 198/37*z + 1
*
[ -1 ] 
f(z) = 272/39*z^3 - 194/39*z + 1
*
[ 2/3 ] 
f(z) = 273/20*z^3 - 197/30*z + 1
*
[ -1 ] 
f(z) = 273/37*z^3 - 199/37*z + 1
*
[ -1 ] 
f(z) = 273/38*z^3 - 197/38*z + 1
*
[ -1 ] 
f(z) = 274/37*z^3 - 200/37*z + 1
*
[ -1 ] 
f(z) = 274/39*z^3 - 196/39*z + 1
*
[ 2/15 ] 
f(z) = 275/24*z^3 - 181/27*z + 1
*
[ 3/25 ] 
f(z) = 275/27*z^3 - 187/25*z + 1
*
[ 4/5 ] 
f(z) = 275/28*z^3 - 183/28*z + 1
*
[ 4/5 ] 
f(z) = 275/36*z^3 - 185/36*z + 1
*
[ -1 ] 
f(z) = 275/38*z^3 - 199/38*z + 1
*
[ -1 ] 
f(z) = 275/39*z^3 - 197/39*z + 1
*
[ -1 ] 
f(z) = 277/39*z^3 - 199/39*z + 1
*
[ -1 ] 
f(z) = 278/39*z^3 - 200/39*z + 1
*
[ 5/9 ] 
f(z) = 261/25*z^3 - 181/45*z + 1
*
[ 1/2 ] 
f(z) = 262/25*z^3 - 181/50*z + 1
*
[ 1/2 ] 
f(z) = 262/27*z^3 - 185/54*z + 1
*
[ 1/2 ] 
f(z) = 262/29*z^3 - 189/58*z + 1
*
[ 5/8 ] 
f(z) = 264/25*z^3 - 189/40*z + 1
*
[ 5/11 ] 
f(z) = 264/25*z^3 - 186/55*z + 1
*
[ 1/4 ] 
f(z) = 264/25*z^3 - 183/50*z + 1
*
[ 1/2 ] 
f(z) = 266/25*z^3 - 183/50*z + 1
*
[ 1/2 ] 
f(z) = 266/27*z^3 - 187/54*z + 1
*
[ 1/2 ] 
f(z) = 266/29*z^3 - 191/58*z + 1
*
[ 2/3 ] 
f(z) = 267/28*z^3 - 199/42*z + 1
*
[ 1/2 ] 
f(z) = 270/23*z^3 - 181/46*z + 1
*
[ 1/2 ] 
f(z) = 270/29*z^3 - 193/58*z + 1
*
[ 1/2 ] 
f(z) = 274/23*z^3 - 183/46*z + 1
*
[ 1/2 ] 
f(z) = 274/25*z^3 - 187/50*z + 1
*
[ 1/2 ] 
f(z) = 274/27*z^3 - 191/54*z + 1
*
[ 1/2 ] 
f(z) = 274/29*z^3 - 195/58*z + 1
*
2/5 | 0.16865336254758324813769064183218047620 | 0.026728295852824489681237729958873879131
f(z) = 275/21*z^3 - 193/42*z + 1
*
3/10 | 0.26283469630464503922871459515892176719 | 0.027958280415063051647116478009855892056
f(z) = 275/27*z^3 - 191/44*z + 1
*
[ 1/2 ] 
f(z) = 278/21*z^3 - 181/42*z + 1
*
[ 1/2 ] 
f(z) = 278/23*z^3 - 185/46*z + 1
*
[ 1/2 ] 
f(z) = 278/25*z^3 - 189/50*z + 1
*
[ 1/2 ] 
f(z) = 278/27*z^3 - 193/54*z + 1
*
[ 1/2 ] 
f(z) = 278/29*z^3 - 197/58*z + 1
*
[ 5/9 ] 
f(z) = 279/25*z^3 - 191/45*z + 1
*
[ 1/2 ] 
f(z) = 262/31*z^3 - 193/62*z + 1
*
[ 1/2 ] 
f(z) = 262/33*z^3 - 197/66*z + 1
*
[ 3/8 ] 
f(z) = 265/27*z^3 - 195/64*z + 1
*
[ 3/10 ] 
f(z) = 265/27*z^3 - 193/60*z + 1
*
[ 3/5 ] 
f(z) = 265/36*z^3 - 199/60*z + 1
*
[ 1/2 ] 
f(z) = 266/31*z^3 - 195/62*z + 1
*
[ 1/2 ] 
f(z) = 266/33*z^3 - 199/66*z + 1
*
[ 1/2 ] 
f(z) = 270/31*z^3 - 197/62*z + 1
*
[ 3/8 ] 
f(z) = 271/27*z^3 - 197/64*z + 1
*
[ 1/2 ] 
f(z) = 274/31*z^3 - 199/62*z + 1
*
[ 2/5 ] 
f(z) = 275/31*z^3 - 181/62*z + 1
*
[ -4/5 ] 
f(z) = 275/34*z^3 - 199/68*z + 1
*
[ 2/5 ] 
f(z) = 275/37*z^3 - 199/74*z + 1
*
[ 5/12 ] 
f(z) = 276/25*z^3 - 199/60*z + 1
*
[ 3/8 ] 
f(z) = 277/27*z^3 - 199/64*z + 1
*
[ 5/4 ] 
f(z) = 264/25*z^3 - 163/10*z + 1
*
[ 4/3 ] 
f(z) = 267/32*z^3 - 175/12*z + 1
*
[ 3/34 ] 
f(z) = 272/27*z^3 - 177/17*z + 1
*
[ 4/3 ] 
f(z) = 273/32*z^3 - 179/12*z + 1
*
[ -4/3 ] 
f(z) = 273/32*z^3 - 161/12*z + 1
*
-8/5 | 0.17753803985467696377599375099715979201 | 0.027007404580920163220558871729042481984
f(z) = 275/32*z^3 - 179/8*z + 1
*
[ 8/5 ] 
f(z) = 275/32*z^3 - 173/8*z + 1
*
[ -8/5 ] 
f(z) = 275/32*z^3 - 163/8*z + 1
*
[ 3/4 ] 
f(z) = 272/33*z^3 - 164/33*z + 1
*
[ 3/4 ] 
f(z) = 272/39*z^3 - 166/39*z + 1
*
[ 2/11 ] 
f(z) = 275/24*z^3 - 161/33*z + 1
*
[ 1/5 ] 
f(z) = 275/38*z^3 - 163/38*z + 1
*
[ 1/5 ] 
f(z) = 275/39*z^3 - 167/39*z + 1
*
[ 1/2 ] 
f(z) = 262/21*z^3 - 173/42*z + 1
*
[ 1/2 ] 
f(z) = 262/23*z^3 - 177/46*z + 1
*
[ 1/4 ] 
f(z) = 264/23*z^3 - 171/46*z + 1
*
[ 1/2 ] 
f(z) = 266/23*z^3 - 179/46*z + 1
*
[ 3/14 ] 
f(z) = 266/27*z^3 - 173/42*z + 1
*
[ 3/10 ] 
f(z) = 266/27*z^3 - 161/50*z + 1
*
[ 2/7 ] 
f(z) = 273/32*z^3 - 179/56*z + 1
*
[ 1/2 ] 
f(z) = 274/21*z^3 - 179/42*z + 1
*
[ 12/55 ] 
f(z) = 275/27*z^3 - 179/44*z + 1
*
[ 2/5 ] 
f(z) = 275/27*z^3 - 169/54*z + 1
*
[ -3/4 ] 
f(z) = 275/27*z^3 - 163/48*z + 1
*
[ 2/5 ] 
f(z) = 275/29*z^3 - 175/58*z + 1
*
[ 3/10 ] 
f(z) = 278/27*z^3 - 163/50*z + 1
*
[ 5/3 ] 
f(z) = 261/25*z^3 - 143/5*z + 1
*
[ -5/4 ] 
f(z) = 264/25*z^3 - 147/10*z + 1
*
[ -4/3 ] 
f(z) = 267/32*z^3 - 157/12*z + 1
*
[ 5/3 ] 
f(z) = 279/25*z^3 - 153/5*z + 1
*
[ -5/3 ] 
f(z) = 279/25*z^3 - 147/5*z + 1
*
[ 5/6 ] 
f(z) = 261/25*z^3 - 149/20*z + 1
*
[ 2/3 ] 
f(z) = 263/24*z^3 - 145/27*z + 1
*
[ 2/3 ] 
f(z) = 265/24*z^3 - 146/27*z + 1
*
-15/19 | 0.24258224471221774998362736188154073287 | 0.026307350090478703233951099291996136717
f(z) = 266/27*z^3 - 151/38*z + 1
*
[ 2/3 ] 
f(z) = 269/24*z^3 - 148/27*z + 1
*
[ 2/3 ] 
f(z) = 271/24*z^3 - 149/27*z + 1
*
[ 3/4 ] 
f(z) = 272/21*z^3 - 160/21*z + 1
*
[ 3/4 ] 
f(z) = 274/27*z^3 - 145/24*z + 1
*
[ 2/3 ] 
f(z) = 275/24*z^3 - 151/27*z + 1
*
3/5 | 0.16647657529437792056931587024745722152 | 0.020771491612909195257596307378143053916
f(z) = 275/27*z^3 - 152/33*z + 1
*
[ 1/5 ] 
f(z) = 275/34*z^3 - 147/34*z + 1
*
[ 1/5 ] 
f(z) = 275/36*z^3 - 155/36*z + 1
*
[ 1/5 ] 
f(z) = 275/37*z^3 - 159/37*z + 1
*
[ 2/3 ] 
f(z) = 277/24*z^3 - 152/27*z + 1
*
[ 5/6 ] 
f(z) = 279/25*z^3 - 159/20*z + 1
*
[ 2/3 ] 
f(z) = 279/34*z^3 - 141/34*z + 1
*
[ 2/3 ] 
f(z) = 279/38*z^3 - 143/38*z + 1
*
[ 3/7 ] 
f(z) = 260/27*z^3 - 152/49*z + 1
*
[ 3/8 ] 
f(z) = 260/27*z^3 - 145/48*z + 1
*
[ 3/7 ] 
f(z) = 263/27*z^3 - 153/49*z + 1
*
[ -3/4 ] 
f(z) = 263/27*z^3 - 151/48*z + 1
*
[ -3/4 ] 
f(z) = 269/27*z^3 - 157/48*z + 1
*
[ 3/7 ] 
f(z) = 269/27*z^3 - 155/49*z + 1
*
[ 5/12 ] 
f(z) = 272/25*z^3 - 148/45*z + 1
*
[ 3/7 ] 
f(z) = 272/27*z^3 - 156/49*z + 1
*
[ 4/13 ] 
f(z) = 273/32*z^3 - 159/52*z + 1
*
[ 2/5 ] 
f(z) = 275/21*z^3 - 151/42*z + 1
*
[ 2/5 ] 
f(z) = 275/23*z^3 - 157/46*z + 1
*
[ 3/7 ] 
f(z) = 275/27*z^3 - 157/49*z + 1
*
[ 3/10 ] 
f(z) = 275/36*z^3 - 145/48*z + 1
*
[ 3/7 ] 
f(z) = 278/27*z^3 - 158/49*z + 1
*
[ 6/5 ] 
f(z) = 260/27*z^3 - 137/10*z + 1
*
[ -5/3 ] 
f(z) = 261/25*z^3 - 137/5*z + 1
*
[ -3/2 ] 
f(z) = 262/27*z^3 - 121/6*z + 1
*
-2 | 0.096202378550027373304605494794417271680 | 0.013802764402303879749351499946421706300
f(z) = 263/24*z^3 - 133/3*z + 1
*
[ 2 ] 
f(z) = 263/24*z^3 - 130/3*z + 1
*
[ -2 ] 
f(z) = 263/24*z^3 - 127/3*z + 1
*
-2 | 0.096344355044520398384380469484439978803 | 0.013808294424028852414246238219174340819
f(z) = 265/24*z^3 - 134/3*z + 1
*
[ 2 ] 
f(z) = 265/24*z^3 - 131/3*z + 1
*
[ -2 ] 
f(z) = 265/24*z^3 - 128/3*z + 1
*
[ -6/5 ] 
f(z) = 265/27*z^3 - 123/10*z + 1
*
[ 3/2 ] 
f(z) = 266/27*z^3 - 131/6*z + 1
*
-2 | 0.096624044277983794774550318503362370396 | 0.013819037720807539957133488063858629978
f(z) = 269/24*z^3 - 136/3*z + 1
*
[ 2 ] 
f(z) = 269/24*z^3 - 133/3*z + 1
*
[ -2 ] 
f(z) = 269/24*z^3 - 130/3*z + 1
*
-2 | 0.096762823068246748451847989874538824127 | 0.013824401015573745914624219748566201432
f(z) = 271/24*z^3 - 137/3*z + 1
*
[ 2 ] 
f(z) = 271/24*z^3 - 134/3*z + 1
*
[ -2 ] 
f(z) = 271/24*z^3 - 131/3*z + 1
*
[ -3/2 ] 
f(z) = 274/27*z^3 - 127/6*z + 1
*
-2 | 0.097038327368114031452099338925858063913 | 0.013835115024783700108396627026594247245
f(z) = 275/24*z^3 - 139/3*z + 1
*
[ 2 ] 
f(z) = 275/24*z^3 - 136/3*z + 1
*
[ -2 ] 
f(z) = 275/24*z^3 - 133/3*z + 1
*
-2 | 0.097174049569212059862332039492283112595 | 0.013840320107758544185884212866009628606
f(z) = 277/24*z^3 - 140/3*z + 1
*
[ 2 ] 
f(z) = 277/24*z^3 - 137/3*z + 1
*
[ -2 ] 
f(z) = 277/24*z^3 - 134/3*z + 1
*
[ 3/2 ] 
f(z) = 278/27*z^3 - 137/6*z + 1
*
[ 2/3 ] 
f(z) = 261/22*z^3 - 127/22*z + 1
*
[ 2/3 ] 
f(z) = 261/26*z^3 - 129/26*z + 1
*
[ 2/3 ] 
f(z) = 261/34*z^3 - 133/34*z + 1
*
[ 2/3 ] 
f(z) = 261/38*z^3 - 135/38*z + 1
*
[ 3/4 ] 
f(z) = 262/27*z^3 - 139/24*z + 1
*
-3/4 | 0.13637318793072586297876086121786552798 | 0.024327150034541567742883719240463759738
f(z) = 272/21*z^3 - 125/21*z + 1
*
[ 1/4 ] 
f(z) = 272/35*z^3 - 122/35*z + 1
*
[ 1/4 ] 
f(z) = 272/37*z^3 - 128/37*z + 1
*
[ 1/4 ] 
f(z) = 272/39*z^3 - 134/39*z + 1
*
[ 6/11 ] 
f(z) = 275/24*z^3 - 140/33*z + 1
*
2/5 | 0.17172458074212865852662087219018365933 | 0.021426291851018956267088850539532758662
f(z) = 275/24*z^3 - 128/33*z + 1
*
[ 1/5 ] 
f(z) = 275/28*z^3 - 123/28*z + 1
*
[ 1/5 ] 
f(z) = 275/29*z^3 - 127/29*z + 1
*
[ 1/5 ] 
f(z) = 275/31*z^3 - 135/31*z + 1
*
[ 1/5 ] 
f(z) = 275/32*z^3 - 139/32*z + 1
*
[ 4/15 ] 
f(z) = 275/32*z^3 - 121/36*z + 1
*
-4/5 | 0.12416482275049729066188168108689060153 | 0.022106085612440262239549934016097880606
f(z) = 275/36*z^3 - 131/36*z + 1
*
[ 3/5 ] 
f(z) = 275/39*z^3 - 125/39*z + 1
*
[ 2/3 ] 
f(z) = 279/22*z^3 - 135/22*z + 1
*
[ 2/3 ] 
f(z) = 279/26*z^3 - 137/26*z + 1
*
[ 4/11 ] 
f(z) = 275/32*z^3 - 127/44*z + 1
*
[ 5/6 ] 
f(z) = 264/25*z^3 - 113/15*z + 1
*
[ 3/19 ] 
f(z) = 266/27*z^3 - 106/19*z + 1
*
3/4 | 0.23819090186953833256337450421557295345 | 0.028224963492464711858906989612698556202
f(z) = 272/27*z^3 - 105/17*z + 1
*
[ 5/6 ] 
f(z) = 276/25*z^3 - 118/15*z + 1
*
[ 1/2 ] 
f(z) = 260/37*z^3 - 102/37*z + 1
*
[ -5/6 ] 
f(z) = 261/25*z^3 - 101/20*z + 1
*
[ 4/9 ] 
f(z) = 261/32*z^3 - 103/36*z + 1
*
[ 1/3 ] 
f(z) = 261/37*z^3 - 103/37*z + 1
*
[ 1/3 ] 
f(z) = 261/38*z^3 - 105/38*z + 1
*
[ 3/5 ] 
f(z) = 262/27*z^3 - 104/25*z + 1
*
[ 1/2 ] 
f(z) = 264/35*z^3 - 101/35*z + 1
*
[ 1/2 ] 
f(z) = 264/37*z^3 - 103/37*z + 1
*
[ 4/5 ] 
f(z) = 265/32*z^3 - 111/20*z + 1
*
[ 2/3 ] 
f(z) = 267/32*z^3 - 101/24*z + 1
*
[ 3/5 ] 
f(z) = 268/27*z^3 - 106/25*z + 1
*
[ 1/2 ] 
f(z) = 268/35*z^3 - 102/35*z + 1
*
[ 1/2 ] 
f(z) = 268/37*z^3 - 104/37*z + 1
*
[ 1/2 ] 
f(z) = 268/39*z^3 - 106/39*z + 1
*
[ 1/3 ] 
f(z) = 270/37*z^3 - 104/37*z + 1
*
[ 3/5 ] 
f(z) = 271/27*z^3 - 107/25*z + 1
*
[ -3/4 ] 
f(z) = 272/21*z^3 - 104/21*z + 1
*
[ 6/17 ] 
f(z) = 272/27*z^3 - 105/34*z + 1
*
[ 1/4 ] 
f(z) = 272/29*z^3 - 104/29*z + 1
*
[ 1/4 ] 
f(z) = 272/31*z^3 - 110/31*z + 1
*
[ 1/4 ] 
f(z) = 272/33*z^3 - 116/33*z + 1
*
[ 1/2 ] 
f(z) = 272/33*z^3 - 101/33*z + 1
*
[ 1/2 ] 
f(z) = 272/35*z^3 - 103/35*z + 1
*
[ 1/2 ] 
f(z) = 272/37*z^3 - 105/37*z + 1
*
[ 1/2 ] 
f(z) = 272/39*z^3 - 107/39*z + 1
*
[ -2/3 ] 
f(z) = 273/20*z^3 - 107/30*z + 1
*
[ 2/3 ] 
f(z) = 273/32*z^3 - 103/24*z + 1
*
[ 3/5 ] 
f(z) = 274/27*z^3 - 108/25*z + 1
*
[ 3/5 ] 
f(z) = 275/21*z^3 - 113/21*z + 1
*
[ 1/5 ] 
f(z) = 275/23*z^3 - 103/23*z + 1
*
[ 3/5 ] 
f(z) = 275/24*z^3 - 115/24*z + 1
*
[ 1/5 ] 
f(z) = 275/24*z^3 - 107/24*z + 1
*
[ 1/5 ] 
f(z) = 275/26*z^3 - 115/26*z + 1
*
[ 1/5 ] 
f(z) = 275/27*z^3 - 119/27*z + 1
*
[ 3/11 ] 
f(z) = 275/27*z^3 - 113/33*z + 1
*
[ -4/5 ] 
f(z) = 275/28*z^3 - 113/28*z + 1
*
[ 2/5 ] 
f(z) = 275/38*z^3 - 101/38*z + 1
*
[ 1/2 ] 
f(z) = 276/35*z^3 - 104/35*z + 1
*
[ 1/2 ] 
f(z) = 276/37*z^3 - 106/37*z + 1
*
[ 3/5 ] 
f(z) = 277/27*z^3 - 109/25*z + 1
*
[ -5/6 ] 
f(z) = 279/25*z^3 - 111/20*z + 1
*
[ 4/9 ] 
f(z) = 279/32*z^3 - 107/36*z + 1
*
[ 1/3 ] 
f(z) = 279/35*z^3 - 101/35*z + 1
*
[ 1/3 ] 
f(z) = 279/37*z^3 - 105/37*z + 1
*
[ 1/3 ] 
f(z) = 279/38*z^3 - 107/38*z + 1
*
[ 2/5 ] 
f(z) = 265/32*z^3 - 113/40*z + 1
*
[ 3 ] 
f(z) = 260/27*z^3 - 86*z + 1
*
[ -3 ] 
f(z) = 262/27*z^3 - 86*z + 1
*
[ 3/4 ] 
f(z) = 263/27*z^3 - 93/16*z + 1
*
[ 3 ] 
f(z) = 263/27*z^3 - 87*z + 1
*
[ -3/2 ] 
f(z) = 263/27*z^3 - 81/4*z + 1
*
[ -3 ] 
f(z) = 265/27*z^3 - 87*z + 1
*
[ 3/2 ] 
f(z) = 265/27*z^3 - 87/4*z + 1
*
[ 3 ] 
f(z) = 266/27*z^3 - 88*z + 1
*
[ -3 ] 
f(z) = 268/27*z^3 - 88*z + 1
*
[ 3/4 ] 
f(z) = 269/27*z^3 - 95/16*z + 1
*
[ 3 ] 
f(z) = 269/27*z^3 - 89*z + 1
*
[ -3/2 ] 
f(z) = 269/27*z^3 - 83/4*z + 1
*
[ -3 ] 
f(z) = 271/27*z^3 - 89*z + 1
*
[ 3/2 ] 
f(z) = 271/27*z^3 - 89/4*z + 1
*
[ 5/4 ] 
f(z) = 272/25*z^3 - 84/5*z + 1
*
[ 3 ] 
f(z) = 272/27*z^3 - 90*z + 1
*
[ -3 ] 
f(z) = 274/27*z^3 - 90*z + 1
*
[ 4/5 ] 
f(z) = 275/24*z^3 - 91/12*z + 1
*
[ 3/4 ] 
f(z) = 275/27*z^3 - 97/16*z + 1
*
[ 3 ] 
f(z) = 275/27*z^3 - 91*z + 1
*
[ -3/2 ] 
f(z) = 275/27*z^3 - 85/4*z + 1
*
[ -5/6 ] 
f(z) = 276/25*z^3 - 82/15*z + 1
*
[ -3 ] 
f(z) = 277/27*z^3 - 91*z + 1
*
[ 3/2 ] 
f(z) = 277/27*z^3 - 91/4*z + 1
*
[ 3 ] 
f(z) = 278/27*z^3 - 92*z + 1
*
[ 1/2 ] 
f(z) = 260/21*z^3 - 86/21*z + 1
*
[ 1/2 ] 
f(z) = 260/23*z^3 - 88/23*z + 1
*
[ 1/2 ] 
f(z) = 260/27*z^3 - 92/27*z + 1
*
[ 1/2 ] 
f(z) = 260/29*z^3 - 94/29*z + 1
*
[ 1/2 ] 
f(z) = 260/31*z^3 - 96/31*z + 1
*
[ 1/2 ] 
f(z) = 260/33*z^3 - 98/33*z + 1
*
[ 1/3 ] 
f(z) = 261/26*z^3 - 81/26*z + 1
*
[ 1/3 ] 
f(z) = 261/28*z^3 - 85/28*z + 1
*
[ 1/3 ] 
f(z) = 261/31*z^3 - 91/31*z + 1
*
[ 1/3 ] 
f(z) = 261/32*z^3 - 93/32*z + 1
*
[ 1/3 ] 
f(z) = 261/34*z^3 - 97/34*z + 1
*
[ 1/3 ] 
f(z) = 261/35*z^3 - 99/35*z + 1
*
[ 3/8 ] 
f(z) = 262/27*z^3 - 97/32*z + 1
*
[ 1/2 ] 
f(z) = 264/23*z^3 - 89/23*z + 1
*
[ 5/12 ] 
f(z) = 264/25*z^3 - 97/30*z + 1
*
[ 1/2 ] 
f(z) = 264/25*z^3 - 91/25*z + 1
*
[ 1/2 ] 
f(z) = 264/29*z^3 - 95/29*z + 1
*
[ 1/2 ] 
f(z) = 264/31*z^3 - 97/31*z + 1
*
[ 1/2 ] 
f(z) = 268/21*z^3 - 88/21*z + 1
*
[ 1/2 ] 
f(z) = 268/23*z^3 - 90/23*z + 1
*
[ 1/2 ] 
f(z) = 268/25*z^3 - 92/25*z + 1
*
[ 1/2 ] 
f(z) = 268/27*z^3 - 94/27*z + 1
*
[ 1/2 ] 
f(z) = 268/29*z^3 - 96/29*z + 1
*
[ 1/2 ] 
f(z) = 268/31*z^3 - 98/31*z + 1
*
[ 1/2 ] 
f(z) = 268/33*z^3 - 100/33*z + 1
*
[ 1/3 ] 
f(z) = 270/29*z^3 - 88/29*z + 1
*
[ 1/3 ] 
f(z) = 270/31*z^3 - 92/31*z + 1
*
[ 1/2 ] 
f(z) = 272/21*z^3 - 89/21*z + 1
*
[ 1/2 ] 
f(z) = 272/23*z^3 - 91/23*z + 1
*
[ 1/4 ] 
f(z) = 272/23*z^3 - 86/23*z + 1
*
[ 5/8 ] 
f(z) = 272/25*z^3 - 97/20*z + 1
*
[ 1/2 ] 
f(z) = 272/25*z^3 - 93/25*z + 1
*
[ 1/4 ] 
f(z) = 272/25*z^3 - 92/25*z + 1
*
[ 1/4 ] 
f(z) = 272/27*z^3 - 98/27*z + 1
*
[ 1/2 ] 
f(z) = 272/27*z^3 - 95/27*z + 1
*
[ 3/10 ] 
f(z) = 272/27*z^3 - 81/25*z + 1
*
[ 1/2 ] 
f(z) = 272/29*z^3 - 97/29*z + 1
*
[ 1/2 ] 
f(z) = 272/31*z^3 - 99/31*z + 1
*
[ 4/7 ] 
f(z) = 273/32*z^3 - 99/28*z + 1
*
[ 3/8 ] 
f(z) = 274/27*z^3 - 99/32*z + 1
*
[ 1/5 ] 
f(z) = 275/21*z^3 - 95/21*z + 1
*
[ 2/5 ] 
f(z) = 275/26*z^3 - 83/26*z + 1
*
[ 6/11 ] 
f(z) = 275/27*z^3 - 85/22*z + 1
*
[ 2/5 ] 
f(z) = 275/34*z^3 - 95/34*z + 1
*
[ 1/2 ] 
f(z) = 276/25*z^3 - 94/25*z + 1
*
[ 1/2 ] 
f(z) = 276/29*z^3 - 98/29*z + 1
*
[ 1/2 ] 
f(z) = 276/31*z^3 - 100/31*z + 1
*
[ -3/4 ] 
f(z) = 278/27*z^3 - 83/24*z + 1
*
[ 1/3 ] 
f(z) = 279/25*z^3 - 81/25*z + 1
*
[ 1/3 ] 
f(z) = 279/26*z^3 - 83/26*z + 1
*
[ 1/3 ] 
f(z) = 279/28*z^3 - 87/28*z + 1
*
[ 1/3 ] 
f(z) = 279/29*z^3 - 89/29*z + 1
*
[ 1/3 ] 
f(z) = 279/32*z^3 - 95/32*z + 1
*
[ 1/3 ] 
f(z) = 279/34*z^3 - 99/34*z + 1
*
[ 3/2 ] 
f(z) = 260/27*z^3 - 64/3*z + 1
*
[ 3/5 ] 
f(z) = 260/27*z^3 - 62/15*z + 1
*
[ 2/3 ] 
f(z) = 261/20*z^3 - 63/10*z + 1
*
[ 2/3 ] 
f(z) = 261/28*z^3 - 65/14*z + 1
*
[ -5/6 ] 
f(z) = 264/25*z^3 - 77/15*z + 1
*
[ -6/7 ] 
f(z) = 266/27*z^3 - 71/14*z + 1
*
[ 3/4 ] 
f(z) = 268/27*z^3 - 71/12*z + 1
*
[ -3/2 ] 
f(z) = 268/27*z^3 - 62/3*z + 1
*
[ -5/4 ] 
f(z) = 272/25*z^3 - 76/5*z + 1
*
[ 3/16 ] 
f(z) = 272/27*z^3 - 75/16*z + 1
*
[ 3/2 ] 
f(z) = 272/27*z^3 - 67/3*z + 1
*
[ -4/5 ] 
f(z) = 275/24*z^3 - 61/12*z + 1
*
[ -6/5 ] 
f(z) = 275/27*z^3 - 77/6*z + 1
*
[ 6/5 ] 
f(z) = 275/36*z^3 - 65/6*z + 1
*
[ 2/3 ] 
f(z) = 279/20*z^3 - 67/10*z + 1
*
[ 2/3 ] 
f(z) = 279/28*z^3 - 69/14*z + 1
*
[ 4/3 ] 
f(z) = 279/32*z^3 - 61/4*z + 1
*
[ 1/3 ] 
f(z) = 261/20*z^3 - 69/20*z + 1
*
[ 1/3 ] 
f(z) = 261/22*z^3 - 73/22*z + 1
*
[ 1/3 ] 
f(z) = 261/23*z^3 - 75/23*z + 1
*
[ 1/3 ] 
f(z) = 261/25*z^3 - 79/25*z + 1
*
[ -4/5 ] 
f(z) = 265/32*z^3 - 61/20*z + 1
*
[ -3/4 ] 
f(z) = 266/27*z^3 - 77/24*z + 1
*
[ 1/3 ] 
f(z) = 270/23*z^3 - 76/23*z + 1
*
[ 1/4 ] 
f(z) = 272/21*z^3 - 80/21*z + 1
*
12/55 | 0.12142285502675500825116890658633065465 | 0.013944126653063655924499270722586563667
f(z) = 275/27*z^3 - 73/22*z + 1
*
[ 1/3 ] 
f(z) = 279/20*z^3 - 71/20*z + 1
*
[ 1/3 ] 
f(z) = 279/22*z^3 - 75/22*z + 1
*
[ 1/3 ] 
f(z) = 279/23*z^3 - 77/23*z + 1
*
[ 3/13 ] 
f(z) = 260/27*z^3 - 50/13*z + 1
*
[ 4/3 ] 
f(z) = 261/32*z^3 - 57/4*z + 1
*
[ -4/3 ] 
f(z) = 261/32*z^3 - 51/4*z + 1
*
[ 3/2 ] 
f(z) = 262/27*z^3 - 43/2*z + 1
*
[ 2/5 ] 
f(z) = 265/24*z^3 - 49/15*z + 1
*
[ -3/4 ] 
f(z) = 265/27*z^3 - 51/16*z + 1
*
[ 3/4 ] 
f(z) = 266/27*z^3 - 47/8*z + 1
*
[ -3/2 ] 
f(z) = 266/27*z^3 - 41/2*z + 1
*
[ 3/8 ] 
f(z) = 268/27*z^3 - 49/16*z + 1
*
[ -3/4 ] 
f(z) = 271/27*z^3 - 53/16*z + 1
*
[ 3/2 ] 
f(z) = 274/27*z^3 - 45/2*z + 1
*
[ 6/5 ] 
f(z) = 275/24*z^3 - 49/3*z + 1
*
[ -6/5 ] 
f(z) = 275/24*z^3 - 44/3*z + 1
*
[ 2/5 ] 
f(z) = 275/28*z^3 - 43/14*z + 1
*
[ -6/5 ] 
f(z) = 275/36*z^3 - 55/6*z + 1
*
[ 2/5 ] 
f(z) = 275/36*z^3 - 49/18*z + 1
*
[ 3/5 ] 
f(z) = 275/36*z^3 - 41/12*z + 1
*
[ -3/4 ] 
f(z) = 277/27*z^3 - 55/16*z + 1
*
[ 3/4 ] 
f(z) = 278/27*z^3 - 49/8*z + 1
*
[ -3/2 ] 
f(z) = 278/27*z^3 - 43/2*z + 1
*
[ -4/3 ] 
f(z) = 279/32*z^3 - 55/4*z + 1
*
[ -3/4 ] 
f(z) = 260/27*z^3 - 37/12*z + 1
*
[ 3/4 ] 
f(z) = 260/27*z^3 - 23/4*z + 1
*
[ 2/3 ] 
f(z) = 261/32*z^3 - 33/8*z + 1
*
[ -3/4 ] 
f(z) = 262/27*z^3 - 25/8*z + 1
*
[ 3/5 ] 
f(z) = 265/27*z^3 - 21/5*z + 1
*
[ 3/7 ] 
f(z) = 266/27*z^3 - 22/7*z + 1
*
[ 3/2 ] 
f(z) = 268/27*z^3 - 22*z + 1
*
[ 3/8 ] 
f(z) = 272/27*z^3 - 37/12*z + 1
*
[ -3/2 ] 
f(z) = 272/27*z^3 - 21*z + 1
*
[ -3/4 ] 
f(z) = 274/27*z^3 - 27/8*z + 1
*
[ 6/5 ] 
f(z) = 275/27*z^3 - 29/2*z + 1
*
3/10 | 0.18770590323003772183957233251696538043 | 0.026803391219845124504918509017334180079
f(z) = 275/27*z^3 - 29/4*z + 1
*
[ 4/5 ] 
f(z) = 275/32*z^3 - 23/4*z + 1
*
[ 2/5 ] 
f(z) = 275/32*z^3 - 23/8*z + 1
*
[ -2/3 ] 
f(z) = 279/20*z^3 - 37/10*z + 1
*
[ 2/3 ] 
f(z) = 279/32*z^3 - 35/8*z + 1
*
[ -3/2 ] 
f(z) = 260/27*z^3 - 20*z + 1
*
[ 3/10 ] 
f(z) = 260/27*z^3 - 16/5*z + 1
*
[ -3/4 ] 
f(z) = 268/27*z^3 - 13/4*z + 1
*
[ -3/4 ] 
f(z) = 272/27*z^3 - 10/3*z + 1
*
[ 3/4 ] 
f(z) = 272/27*z^3 - 6*z + 1
*
2/5 | 0.13888872963217732437673369316571886190 | 0.024727503972856788127424225581586494279
f(z) = 275/24*z^3 - 19/3*z + 1
*
[ 2/5 ] 
f(z) = 275/24*z^3 - 10/3*z + 1
*
[ 3/5 ] 
f(z) = 275/27*z^3 - 13/3*z + 1
*
[ 3/10 ] 
f(z) = 275/27*z^3 - 13/4*z + 1
*
[ -3/5 ]
f(z) = 275/27*z^3 - z + 1
*
[ -4/5 ] 
f(z) = 275/32*z^3 - 13/4*z + 1
*
-2 | 0.096808275677161774767491468343914958979 | 0.013781225974062665626206022956979955460
f(z) = 275/48*z^3 - 281/12*z + 1
*
[ 9/5 ] 
f(z) = 275/54*z^3 - 289/18*z + 1
*
-2 | 0.096946060926049058375981905607828660113 | 0.013786920957199968349988749006884590380
f(z) = 277/48*z^3 - 283/12*z + 1
*
1/5 | 0.14557254269441016134671693365961600675 | 0.025818266361667470387736837916209423624
f(z) = 275/54*z^3 - 281/54*z + 1
*
1/5 | 0.12369354446833040570387317785932585534 | 0.021802661093556792125536666613454366576
f(z) = 275/56*z^3 - 291/56*z + 1
*
1/5 | 0.16412929512132602839483945670164519375 | 0.028843396702576572680566905299403546198
f(z) = 275/57*z^3 - 296/57*z + 1
*
2/9 | 0.18106085076674251477537792108781362543 | 0.023282972443447671710737099700069251895
f(z) = 261/56*z^3 - 298/63*z + 1
*
4/5 | 0.20265702001374453498760815416374016985 | 0.028189218472495177418371781618134167150
f(z) = 265/48*z^3 - 287/60*z + 1
*
[ 10/13 ] 
f(z) = 273/40*z^3 - 282/65*z + 1
*
42/55 | 0.21678220789406383662050298159545961911 | 0.027048188642378634919620651028702147862
f(z) = 275/56*z^3 - 281/77*z + 1
*
2/9 | 0.17506942652386735322795346358722514975 | 0.022363268792378163504707885449782005849
f(z) = 279/56*z^3 - 299/63*z + 1
*
[ 7/26 ] 
f(z) = 260/49*z^3 - 282/91*z + 1
*
[ 2/3 ] 
f(z) = 261/49*z^3 - 281/98*z + 1
*
[ 3/4 ] 
f(z) = 263/54*z^3 - 295/96*z + 1
*
[ 1/4 ] 
f(z) = 264/43*z^3 - 291/86*z + 1
*
[ 2/3 ] 
f(z) = 270/41*z^3 - 281/82*z + 1
*
[ 2/3 ] 
f(z) = 270/43*z^3 - 283/86*z + 1
*
[ 2/3 ] 
f(z) = 270/47*z^3 - 287/94*z + 1
*
[ 2/3 ] 
f(z) = 270/49*z^3 - 289/98*z + 1
*
[ 2/3 ] 
f(z) = 279/41*z^3 - 289/82*z + 1
*
[ 2/3 ] 
f(z) = 279/43*z^3 - 291/86*z + 1
*
[ 2/3 ] 
f(z) = 279/47*z^3 - 295/94*z + 1
*
[ 2/3 ] 
f(z) = 279/49*z^3 - 297/98*z + 1
*
[ 7/12 ] 
f(z) = 261/49*z^3 - 283/112*z + 1
*
[ 2/3 ] 
f(z) = 261/53*z^3 - 285/106*z + 1
*
[ 2/3 ] 
f(z) = 261/55*z^3 - 287/110*z + 1
*
[ 2/3 ] 
f(z) = 261/59*z^3 - 291/118*z + 1
*
-7/9 | 0.21633592427600638730015750106444636699 | 0.026044260440088771686484427352833112633
f(z) = 270/49*z^3 - 299/105*z + 1
*
7/15 | 0.24601767818616126389316037857098023444 | 0.029617588964890021844593409327230125800
f(z) = 270/49*z^3 - 281/105*z + 1
*
[ 2/3 ] 
f(z) = 270/53*z^3 - 293/106*z + 1
*
[ 2/3 ] 
f(z) = 270/59*z^3 - 299/118*z + 1
*
[ 7/17 ] 
f(z) = 272/49*z^3 - 282/119*z + 1
*
[ -6/7 ] 
f(z) = 273/40*z^3 - 299/105*z + 1
*
[ 7/20 ] 
f(z) = 275/49*z^3 - 285/112*z + 1
*
[ 7/12 ] 
f(z) = 279/49*z^3 - 297/112*z + 1
*
-2 | 0.095958103874362359450126460081839135651 | 0.013745598763028914546369827415627589023
f(z) = 263/48*z^3 - 269/12*z + 1
*
-2 | 0.096103414063267048704069669837347122033 | 0.013751821988832237604667114583899089023
f(z) = 265/48*z^3 - 271/12*z + 1
*
-2 | 0.096387577944439494317303328985041789836 | 0.013763626587768919613843301740940143686
f(z) = 269/48*z^3 - 275/12*z + 1
*
[ 2 ] 
f(z) = 269/48*z^3 - 263/12*z + 1
*
[ 3 ] 
f(z) = 269/54*z^3 - 265/6*z + 1
*
-2 | 0.096529567151645672300965050563116715099 | 0.013769653758460277315348142035770801800
f(z) = 271/48*z^3 - 277/12*z + 1
*
[ 2 ] 
f(z) = 271/48*z^3 - 265/12*z + 1
*
[ -3 ] 
f(z) = 271/54*z^3 - 263/6*z + 1
*
[ 2 ] 
f(z) = 275/48*z^3 - 269/12*z + 1
*
[ 3 ] 
f(z) = 275/54*z^3 - 271/6*z + 1
*
[ -9/5 ] 
f(z) = 275/54*z^3 - 269/18*z + 1
*
-14/5 | 0.22962559532426348517565175280418585913 | 0.029850310862240563154874791913538590058
f(z) = 275/56*z^3 - 274/7*z + 1
*
[ 14/5 ] 
f(z) = 275/56*z^3 - 265/7*z + 1
*
[ 2 ] 
f(z) = 277/48*z^3 - 271/12*z + 1
*
[ -3 ] 
f(z) = 277/54*z^3 - 269/6*z + 1
*
[ 3/2 ] 
f(z) = 271/54*z^3 - 263/24*z + 1
*
[ 3/2 ] 
f(z) = 277/54*z^3 - 269/24*z + 1
*
[ -10/9 ] 
f(z) = 261/40*z^3 - 277/45*z + 1
*
[ -6/5 ] 
f(z) = 269/54*z^3 - 267/50*z + 1
*
[ 12/11 ] 
f(z) = 275/54*z^3 - 263/44*z + 1
*
[ 14/15 ] 
f(z) = 275/56*z^3 - 274/63*z + 1
*
[ 2/3 ] 
f(z) = 261/41*z^3 - 273/82*z + 1
*
[ 2/3 ] 
f(z) = 261/43*z^3 - 275/86*z + 1
*
[ 2/3 ] 
f(z) = 261/47*z^3 - 279/94*z + 1
*
[ 1/4 ] 
f(z) = 264/41*z^3 - 279/82*z + 1
*
[ 2/5 ] 
f(z) = 265/44*z^3 - 271/110*z + 1
*
[ 7/16 ] 
f(z) = 272/49*z^3 - 263/112*z + 1
*
[ 10/21 ] 
f(z) = 273/40*z^3 - 278/105*z + 1
*
[ 2/5 ] 
f(z) = 275/59*z^3 - 265/118*z + 1
*
[ 2 ] 
f(z) = 263/48*z^3 - 257/12*z + 1
*
[ -2 ] 
f(z) = 263/48*z^3 - 245/12*z + 1
*
[ 3 ] 
f(z) = 263/54*z^3 - 259/6*z + 1
*
[ 2 ] 
f(z) = 265/48*z^3 - 259/12*z + 1
*
[ -2 ] 
f(z) = 265/48*z^3 - 247/12*z + 1
*
[ -3 ] 
f(z) = 265/54*z^3 - 257/6*z + 1
*
[ -2 ] 
f(z) = 269/48*z^3 - 251/12*z + 1
*
[ -2 ] 
f(z) = 271/48*z^3 - 253/12*z + 1
*
[ -2 ] 
f(z) = 275/48*z^3 - 257/12*z + 1
*
[ -14/5 ] 
f(z) = 275/56*z^3 - 260/7*z + 1
*
[ -2 ] 
f(z) = 277/48*z^3 - 259/12*z + 1
*
[ 3/2 ] 
f(z) = 265/54*z^3 - 257/24*z + 1
*
[ 4/3 ] 
f(z) = 279/40*z^3 - 243/20*z + 1
*
[ 4/3 ] 
f(z) = 279/56*z^3 - 241/28*z + 1
*
[ -6/5 ] 
f(z) = 263/54*z^3 - 259/50*z + 1
*
1/5 | 0.11894182499200525795610699833553687421 | 0.021176192321851676138144485837248796748
f(z) = 275/48*z^3 - 251/48*z + 1
*
[ 1/5 ] 
f(z) = 275/58*z^3 - 243/58*z + 1
*
[ 1/5 ] 
f(z) = 275/59*z^3 - 247/59*z + 1
*
[ 7/30 ] 
f(z) = 270/49*z^3 - 251/70*z + 1
*
[ 14/55 ] 
f(z) = 275/56*z^3 - 250/77*z + 1
*
[ 1/2 ] 
f(z) = 262/55*z^3 - 241/110*z + 1
*
[ 1/2 ] 
f(z) = 262/57*z^3 - 245/114*z + 1
*
[ 1/2 ] 
f(z) = 262/59*z^3 - 249/118*z + 1
*
[ 3/7 ] 
f(z) = 266/45*z^3 - 254/105*z + 1
*
[ 1/2 ] 
f(z) = 266/55*z^3 - 243/110*z + 1
*
[ 1/2 ] 
f(z) = 266/59*z^3 - 251/118*z + 1
*
[ 1/2 ] 
f(z) = 270/53*z^3 - 241/106*z + 1
*
[ 1/2 ] 
f(z) = 270/59*z^3 - 253/118*z + 1
*
[ 1/2 ] 
f(z) = 274/53*z^3 - 243/106*z + 1
*
[ 1/2 ] 
f(z) = 274/55*z^3 - 247/110*z + 1
*
[ 1/2 ] 
f(z) = 274/57*z^3 - 251/114*z + 1
*
[ 1/2 ] 
f(z) = 274/59*z^3 - 255/118*z + 1
*
[ 2/5 ] 
f(z) = 275/51*z^3 - 241/102*z + 1
*
[ 2/5 ] 
f(z) = 275/53*z^3 - 247/106*z + 1
*
[ 2/5 ] 
f(z) = 275/57*z^3 - 259/114*z + 1
*
[ 1/2 ] 
f(z) = 278/51*z^3 - 241/102*z + 1
*
[ 1/2 ] 
f(z) = 278/53*z^3 - 245/106*z + 1
*
[ 1/2 ] 
f(z) = 278/55*z^3 - 249/110*z + 1
*
[ 1/2 ] 
f(z) = 278/57*z^3 - 253/114*z + 1
*
[ 1/2 ] 
f(z) = 278/59*z^3 - 257/118*z + 1
*
[ 7/4 ] 
f(z) = 264/49*z^3 - 225/14*z + 1
*
[ 4/3 ] 
f(z) = 261/40*z^3 - 227/20*z + 1
*
[ 4/3 ] 
f(z) = 261/56*z^3 - 225/28*z + 1
*
[ -3/2 ] 
f(z) = 263/54*z^3 - 223/24*z + 1
*
[ -3/2 ] 
f(z) = 269/54*z^3 - 229/24*z + 1
*
[ -3/2 ] 
f(z) = 275/54*z^3 - 235/24*z + 1
*
-1 | 0.11751936961358367356834789464160967629 | 0.021119406707347632915479599071058268809
f(z) = 261/40*z^3 - 221/40*z + 1
*
-1 | 0.12616600564848446045673480854182966293 | 0.022657722697161889123680012579950318818
f(z) = 262/41*z^3 - 221/41*z + 1
*
-1 | 0.11765407386298527926229516267400310966 | 0.021114648515378988225288474468067384006
f(z) = 263/40*z^3 - 223/40*z + 1
*
-1 | 0.12623315836498676154035284351119060294 | 0.022654283717934313012734936136967226089
f(z) = 263/41*z^3 - 222/41*z + 1
*
-1 | 0.093075785841608373493984139229258907904 | 0.016703735270798242982259420890294310112
f(z) = 263/42*z^3 - 221/42*z + 1
*
-1 | 0.12630006811312720205341587515860959946 | 0.022650864593053839150416437858617061190
f(z) = 264/41*z^3 - 223/41*z + 1
*
-1 | 0.12634322264476355626227586085201613239 | 0.022658603998639877156388754836576436786
f(z) = 264/43*z^3 - 221/43*z + 1
*
[ 7/8 ] 
f(z) = 264/49*z^3 - 239/56*z + 1
*
7/12 | 0.21704214639060666312494772153365224222 | 0.029342119034557109420528261809048459467
f(z) = 264/49*z^3 - 233/42*z + 1
*
-1 | 0.12636673664706480067383571934653773492 | 0.022647465126096740283423321107889380428
f(z) = 265/41*z^3 - 224/41*z + 1
*
-1 | 0.093208560604669919904149271062251092159 | 0.016704851939349092754282667339240648748
f(z) = 265/42*z^3 - 223/42*z + 1
*
-1 | 0.12640974059491792416235077954148534466 | 0.022655172299955381817646531862683481282
f(z) = 265/43*z^3 - 222/43*z + 1
*
-1 | 0.11787381230850552123244428468676549738 | 0.021125361977122471173203102974230970566
f(z) = 265/44*z^3 - 221/44*z + 1
*
-1 | 0.12643316570200654055889410607190521473 | 0.022644085123357742564902992470479049733
f(z) = 266/41*z^3 - 225/41*z + 1
*
-1 | 0.12647602011522373172701782154968799435 | 0.022651760316614302962481428720688033133
f(z) = 266/43*z^3 - 223/43*z + 1
*
-1 | 0.11295560736420882121191623709286572468 | 0.020230264536317992340355419774026202003
f(z) = 266/45*z^3 - 221/45*z + 1
*
-1 | 0.11792057420754473214094503572948084734 | 0.021105302702118854696581176086804381410
f(z) = 267/40*z^3 - 227/40*z + 1
*
-1 | 0.12649935699447972131928789791486538739 | 0.022640724393801945234331048502628057574
f(z) = 267/41*z^3 - 226/41*z + 1
*
-1 | 0.12654206291126126128152049907376382722 | 0.022648367854723866613866904837299837436
f(z) = 267/43*z^3 - 224/43*z + 1
*
-1 | 0.11800598638688363344853271300775531658 | 0.021120589685849297197953528012587014478
f(z) = 267/44*z^3 - 223/44*z + 1
*
-1 | 0.11377043146575857466426379716706681348 | 0.020362514436279540261221626175118206405
f(z) = 267/46*z^3 - 221/46*z + 1
*
-1 | 0.12656531222259943080617929016150922762 | 0.022637382749017772286956780444640014384
f(z) = 268/41*z^3 - 227/41*z + 1
*
-1 | 0.12660787067035064996882713372529769431 | 0.022644994723057341689580058666164055991
f(z) = 268/43*z^3 - 225/43*z + 1
*
-1 | 0.11308716400179048089039712884603380778 | 0.020226690635480167205686628743704479539
f(z) = 268/45*z^3 - 223/45*z + 1
*
-1 | 0.12669253759215581802565163835213415262 | 0.022660138189157388289229194099825667235
f(z) = 268/47*z^3 - 221/47*z + 1
*
-1 | 0.11805239800891638220960257896236884616 | 0.021100712798042114708099044049981036463
f(z) = 269/40*z^3 - 229/40*z + 1
*
-1 | 0.12663103306633124137999468778192020193 | 0.022634060003170930140229760105363673966
f(z) = 269/41*z^3 - 228/41*z + 1
*
-1 | 0.093473212671602934173335169481988459163 | 0.016707423552250371290406223256973451422
f(z) = 269/42*z^3 - 227/42*z + 1
*
-1 | 0.12667344506181194939582668085838202886 | 0.022641640733007207479347673696430634821
f(z) = 269/43*z^3 - 226/43*z + 1
*
-1 | 0.11813722233872884095094284091691000027 | 0.021115874318280982770277728579571298328
f(z) = 269/44*z^3 - 225/44*z + 1
*
-1 | 0.11315259294950297688942965243777235907 | 0.020224920513693371134686166552238227468
f(z) = 269/45*z^3 - 224/45*z + 1
*
-1 | 0.11390137652700770677877989897391693743 | 0.020358758262720921300665339101134174464
f(z) = 269/46*z^3 - 223/46*z + 1
*
-1 | 0.12675782209113475082995395115038847936 | 0.022656722302653577034407236897471538022
f(z) = 269/47*z^3 - 222/47*z + 1
*
-1 | 0.097877813205923748356776703762724250851 | 0.017494702865778476473657057251858879075
f(z) = 269/48*z^3 - 221/48*z + 1
*
-1 | 0.12669652118774923271749473193959772785 | 0.022630755972959346054891257718198921032
f(z) = 270/41*z^3 - 229/41*z + 1
*
-1 | 0.12673878773722056659902511305437409142 | 0.022638305698539319286712447078720155574
f(z) = 270/43*z^3 - 227/43*z + 1
*
-1 | 0.12682287685643561666770596501269706415 | 0.022653325845257608921809794101127851189
f(z) = 270/47*z^3 - 223/47*z + 1
*
-1 | 0.12686470205562224105106903592340226407 | 0.022660796736071653137973364862469640193
f(z) = 270/49*z^3 - 221/49*z + 1
*
-1 | 0.11818328887540698559421403233464520709 | 0.021096176759929676020313547047502424863
f(z) = 271/40*z^3 - 231/40*z + 1
*
-1 | 0.12676177823128944067572429187628847704 | 0.022627470477569062794296718041114940531
f(z) = 271/41*z^3 - 230/41*z + 1
*
-1 | 0.093602126882700396886324876156872889356 | 0.016708343731274527280875270310745585316
f(z) = 271/42*z^3 - 229/42*z + 1
*
-1 | 0.12680390033065818452227553652573314532 | 0.022634989436148047274301289047202711637
f(z) = 271/43*z^3 - 228/43*z + 1
*
-1 | 0.11826753340625436609035036022351786497 | 0.021111214736370552648261551405003563610
f(z) = 271/44*z^3 - 227/44*z + 1
*
-1 | 0.11328276030908823586556271202922194847 | 0.020221413349333322484031733559080969652
f(z) = 271/45*z^3 - 226/45*z + 1
*
-1 | 0.11403140066873860592372464113482467277 | 0.020355048565505479831849401317618877790
f(z) = 271/46*z^3 - 225/46*z + 1
*
-1 | 0.12688770350183247283382639233729358589 | 0.022649948628170527207503412435236147631
f(z) = 271/47*z^3 - 224/47*z + 1
*
-1 | 0.098007552369174238914070287014587995345 | 0.017494729316323945765139806785435921426
f(z) = 271/48*z^3 - 223/48*z + 1
*
-1 | 0.12692938717701639806248736491901079392 | 0.022657389326327189946726642128898898061
f(z) = 271/49*z^3 - 222/49*z + 1
*
-1 | 0.11411411619863293051289716160014983921 | 0.020369813609328905156275326913297125959
f(z) = 271/50*z^3 - 221/50*z + 1
*
-1 | 0.12682680582399882926547366416575198313 | 0.022624203338631065707912372489051821233
f(z) = 272/41*z^3 - 231/41*z + 1
*
-1 | 0.12686878445895925776973426070767416915 | 0.022631691764812364266482546195548346642
f(z) = 272/43*z^3 - 229/43*z + 1
*
-1 | 0.11334750195157740437729224200425774355 | 0.020219676080441980144701975508260722383
f(z) = 272/45*z^3 - 227/45*z + 1
*
-1 | 0.12695230362412918568344487721421271153 | 0.022646590465155723471054310199150877913
f(z) = 272/47*z^3 - 225/47*z + 1
*
-1 | 0.12699384673199578236269219187828112962 | 0.022654001199137283055049969209277016995
f(z) = 272/49*z^3 - 223/49*z + 1
*
-1 | 0.11831325993498653824981409179869943296 | 0.021091693523897186162163657468780109035
f(z) = 273/40*z^3 - 233/40*z + 1
*
-1 | 0.12689160557577988039055310674171376789 | 0.022620954380179019104645846285759184219
f(z) = 273/41*z^3 - 232/41*z + 1
*
-1 | 0.12693344172195317703640533543545563491 | 0.022628412505952858955623070879064762452
f(z) = 273/43*z^3 - 230/43*z + 1
*
-1 | 0.11839693255287945838440967141988047389 | 0.021106609833479978389745301353178501283
f(z) = 273/44*z^3 - 229/44*z + 1
*
-1 | 0.11415986463433850654666008866473066674 | 0.020351268141205502118783046638184204349
f(z) = 273/46*z^3 - 227/46*z + 1
*
-1 | 0.12701667880339687634724520190117019284 | 0.022643251172494537280443823166511438711
f(z) = 273/47*z^3 - 226/47*z + 1
*
-1 | 0.11424332406144266071128415878786029785 | 0.020366146445286787240474319402558898735
f(z) = 273/50*z^3 - 223/50*z + 1
*
-1 | 0.12695617907963089368029516242519183752 | 0.022617723428607889439539459335381509621
f(z) = 274/41*z^3 - 233/41*z + 1
*
-1 | 0.12699787370270219332414976448499773689 | 0.022625151483389651628126522889489886158
f(z) = 274/43*z^3 - 231/43*z + 1
*
-1 | 0.11347630911161718582010717272592064035 | 0.020216233615348002801800997082206082846
f(z) = 274/45*z^3 - 229/45*z + 1
*
-1 | 0.12708083060320722257306444839971221343 | 0.022639930568942788997741143653803490392
f(z) = 274/47*z^3 - 227/47*z + 1
*
-1 | 0.12712209540786280565219356797268015545 | 0.022647282049948294876399099366804471857
f(z) = 274/49*z^3 - 225/49*z + 1
*
-1 | 0.10681958104302358367226054844557030793 | 0.019030312335372608381288975523587862048
f(z) = 274/51*z^3 - 223/51*z + 1
*
-1 | 0.12720420391864719751543763560466466176 | 0.022661909991664242450144886789724279199
f(z) = 274/53*z^3 - 221/53*z + 1
*
-1 | 0.12702052791188208647912346953470109933 | 0.022614510312633433474155960944874921760
f(z) = 275/41*z^3 - 234/41*z + 1
*
-1 | 0.093861625672660926269153306169567542854 | 0.016710957957972464871383782886582210891
f(z) = 275/42*z^3 - 233/42*z + 1
*
-1 | 0.12706208196773519082080086037515652914 | 0.022621908523301190174945854059120395512
f(z) = 275/43*z^3 - 232/43*z + 1
*
-1 | 0.11428808531642200953676222029266114424 | 0.020347648734323853291444416987833103188
f(z) = 275/46*z^3 - 229/46*z + 1
*
-1 | 0.12714476057086170327903774611130711466 | 0.022636628475688222720690611665717731695
f(z) = 275/47*z^3 - 228/47*z + 1
*
-1 | 0.098264330659117857700119599326309588080 | 0.017494807773088838243146959508924506276
f(z) = 275/48*z^3 - 227/48*z + 1
*
-1 | 0.12718588762063207374372195051312987207 | 0.022643950662947635208878249940281685511
f(z) = 275/49*z^3 - 226/49*z + 1
*
-1 | 0.10688323641399131107781575161162703163 | 0.019029302521940912253249321637657055288
f(z) = 275/51*z^3 - 224/51*z + 1
*
-1 | 0.11868994373625656504154096383948139932 | 0.021131347828214872184471312856718357126
f(z) = 275/52*z^3 - 223/52*z + 1
*
[ 1/5 ] 
f(z) = 275/53*z^3 - 223/53*z + 1
*
-1 | 0.12726772334907394904574815011167685071 | 0.022658520551415383716206738650403244201
f(z) = 275/53*z^3 - 222/53*z + 1
*
[ 1/5 ] 
f(z) = 275/54*z^3 - 227/54*z + 1
*
-1 | 0.10088957456386402643954953716134789828 | 0.017962201558432306987226746388920014294
f(z) = 275/54*z^3 - 221/54*z + 1
*
[ 1/5 ] 
f(z) = 275/56*z^3 - 235/56*z + 1
*
[ 1/5 ] 
f(z) = 275/57*z^3 - 239/57*z + 1
*
-1 | 0.12708465363242758185670789576596776547 | 0.022611314863252530187469211427756837734
f(z) = 276/41*z^3 - 235/41*z + 1
*
-1 | 0.12712606806727739515202527023242264689 | 0.022618683454183904779079111109047900403
f(z) = 276/43*z^3 - 233/43*z + 1
*
-1 | 0.12720847023761687029784847481401939842 | 0.022633344716308837005185569369656470838
f(z) = 276/47*z^3 - 229/47*z + 1
*
-1 | 0.12724946045119998069308215719021783521 | 0.022640637828412839953359754028295564105
f(z) = 276/49*z^3 - 227/49*z + 1
*
-1 | 0.12733102520827664919748129966557192451 | 0.022655150095246721922777638708547128296
f(z) = 276/53*z^3 - 223/53*z + 1
*
-1 | 0.12737160213330632818124111243881276043 | 0.022662369673707252506846460362586843677
f(z) = 276/55*z^3 - 221/55*z + 1
*
-1 | 0.11857049377557931460393380195340874635 | 0.021082881346854342319945404115832192865
f(z) = 277/40*z^3 - 237/40*z + 1
*
-1 | 0.12714855778495337036318049327597033601 | 0.022608136913704335810957052814561819795
f(z) = 277/41*z^3 - 236/41*z + 1
*
-1 | 0.093989134680477822944151180918129484193 | 0.016712098526911484950923624439168248232
f(z) = 277/42*z^3 - 235/42*z + 1
*
-1 | 0.12718983353547610160785160778528338383 | 0.022615476106812700280412162951048030112
f(z) = 277/43*z^3 - 234/43*z + 1
*
-1 | 0.11865304558955371952934625515032815493 | 0.021097559788712601906972782524876378596
f(z) = 277/44*z^3 - 233/44*z + 1
*
-1 | 0.11366785289349463662110762080122070663 | 0.020211148483880325671144849371916882903
f(z) = 277/45*z^3 - 232/45*z + 1
*
-1 | 0.11441542292814699210626418441155573534 | 0.020344073040717125388973279808393527198
f(z) = 277/46*z^3 - 231/46*z + 1
*
-1 | 0.12727196111890572974429722864091891800 | 0.022630079116732081642749221440845544047
f(z) = 277/47*z^3 - 230/47*z + 1
*
-1 | 0.098390360982882828611542460708483836098 | 0.017494675447691503390827097024374289039
f(z) = 277/48*z^3 - 229/48*z + 1
*
-1 | 0.12731281540581873571032262697488239604 | 0.022637343369887065526210958324524173178
f(z) = 277/49*z^3 - 228/49*z + 1
*
-1 | 0.11449713180267738266928205718722976216 | 0.020358601600494988357172907076679421476
f(z) = 277/50*z^3 - 227/50*z + 1
*
-1 | 0.10700885961961072048134605853251502830 | 0.019027120648519227465260032179601451378
f(z) = 277/51*z^3 - 226/51*z + 1
*
-1 | 0.11881646574435164401503256597660511633 | 0.021126617336029646280405081669609717409
f(z) = 277/52*z^3 - 225/52*z + 1
*
-1 | 0.12739411098448611448673452979491721052 | 0.022651798442009074455264434446139976465
f(z) = 277/53*z^3 - 224/53*z + 1
*
-1 | 0.10101517612566598686483587134982603236 | 0.017961390769949201303646430105885283524
f(z) = 277/54*z^3 - 223/54*z + 1
*
-1 | 0.12743455463493424345859163012554572979 | 0.022658989680372688072375009936295943681
f(z) = 277/55*z^3 - 222/55*z + 1
*
-1 | 0.11889735333434063013804638556909667922 | 0.021140999864160114678305109157886429574
f(z) = 277/56*z^3 - 221/56*z + 1
*
-1 | 0.12721224189716132917420049237908784307 | 0.022604976299432241939572464338777447019
f(z) = 278/41*z^3 - 237/41*z + 1
*
-1 | 0.12725337989062250589647450407338192287 | 0.022612286314202265806869799882112585008
f(z) = 278/43*z^3 - 235/43*z + 1
*
-1 | 0.11373126241378609332274986609836420005 | 0.020209473970645521938856331655475092558
f(z) = 278/45*z^3 - 233/45*z + 1
*
-1 | 0.12733523471455531344762303716192682210 | 0.022626831505194899376355122903521543200
f(z) = 278/47*z^3 - 231/47*z + 1
*
-1 | 0.12737595397525678594319877401058195141 | 0.022634067113257143014548772927098211380
f(z) = 278/49*z^3 - 229/49*z + 1
*
-1 | 0.10707289766611204336038376368566121481 | 0.019026316005110872908599608792017073717
f(z) = 278/51*z^3 - 227/51*z + 1
*
-1 | 0.12745698215068836319040581710976393592 | 0.022648465412964004116399462190577081170
f(z) = 278/53*z^3 - 225/53*z + 1
*
-1 | 0.12749729340156093285495484855011299986 | 0.022655628519729401340735448113630738310
f(z) = 278/55*z^3 - 223/55*z + 1
*
-1 | 0.10719383256413335294742846168423168244 | 0.019047805528939530156965595944821780516
f(z) = 278/57*z^3 - 221/57*z + 1
*
-1 | 0.11869778146554050060572615533857312244 | 0.021078550419417675207478085291904953869
f(z) = 279/40*z^3 - 239/40*z + 1
*
-1 | 0.12727570748098938024848114419117749462 | 0.022601832858046617230007377715445473939
f(z) = 279/41*z^3 - 238/41*z + 1
*
-1 | 0.12731670863536971798521539869790553474 | 0.022609113911569181830855578664341194232
f(z) = 279/43*z^3 - 236/43*z + 1
*
-1 | 0.11877978408116535359919321770995510157 | 0.021093112580956257933798640131417854593
f(z) = 279/44*z^3 - 235/44*z + 1
*
-1 | 0.11454254170716562523413445963136511375 | 0.020340655998222438285452270940593658932
f(z) = 279/46*z^3 - 233/46*z + 1
*
-1 | 0.12739829250900051895404346851606229313 | 0.022623601712204592027897571446636874891
f(z) = 279/47*z^3 - 232/47*z + 1
*
-1 | 0.12743887763501062469134044966605054073 | 0.022630808886713837502832569717294831267
f(z) = 279/49*z^3 - 230/49*z + 1
*
-1 | 0.11462306011478542610841968389921734205 | 0.020354954591622837427912990039484095515
f(z) = 279/50*z^3 - 229/50*z + 1
*
-1 | 0.11894212753483773077215797986827821096 | 0.021121941802793812162527559788334226866
f(z) = 279/52*z^3 - 227/52*z + 1
*
-1 | 0.12751964016483246487622909686643934371 | 0.022645150831742890958031113595564167193
f(z) = 279/53*z^3 - 226/53*z + 1
*
-1 | 0.12755981988252182684885796036707910179 | 0.022652286013164955357539816920343828102
f(z) = 279/55*z^3 - 224/55*z + 1
*
-1 | 0.11902248725385231164932068543937085852 | 0.021136212216006470493241156722470414647
f(z) = 279/56*z^3 - 223/56*z + 1
*
-1 | 0.11478378182199428917216276573717855234 | 0.020383495821012878064873487835501228215
f(z) = 279/58*z^3 - 221/58*z + 1
*
[ 7/9 ] 
f(z) = 261/49*z^3 - 221/63*z + 1
*
[ 2/9 ] 
f(z) = 261/56*z^3 - 235/63*z + 1
*
[ 4/5 ] 
f(z) = 265/48*z^3 - 227/60*z + 1
*
[ 3/4 ] 
f(z) = 268/45*z^3 - 221/60*z + 1
*
[ 5/7 ] 
f(z) = 273/50*z^3 - 223/70*z + 1
*
[ 7/9 ] 
f(z) = 279/49*z^3 - 235/63*z + 1
*
[ 2/9 ] 
f(z) = 279/56*z^3 - 236/63*z + 1
*
[ 1/2 ] 
f(z) = 262/45*z^3 - 221/90*z + 1
*
[ 1/2 ] 
f(z) = 262/47*z^3 - 225/94*z + 1
*
[ 1/2 ] 
f(z) = 262/49*z^3 - 229/98*z + 1
*
[ 1/2 ] 
f(z) = 266/45*z^3 - 223/90*z + 1
*
[ 1/2 ] 
f(z) = 266/47*z^3 - 227/94*z + 1
*
[ 1/2 ] 
f(z) = 270/43*z^3 - 221/86*z + 1
*
[ 1/2 ] 
f(z) = 270/47*z^3 - 229/94*z + 1
*
[ 1/2 ] 
f(z) = 270/49*z^3 - 233/98*z + 1
*
[ 3/7 ] 
f(z) = 271/54*z^3 - 221/98*z + 1
*
[ 1/2 ] 
f(z) = 274/43*z^3 - 223/86*z + 1
*
[ 1/2 ] 
f(z) = 274/45*z^3 - 227/90*z + 1
*
[ 1/2 ] 
f(z) = 274/47*z^3 - 231/94*z + 1
*
[ 1/2 ] 
f(z) = 274/49*z^3 - 235/98*z + 1
*
[ 2/5 ] 
f(z) = 275/47*z^3 - 229/94*z + 1
*
[ 2/5 ] 
f(z) = 275/49*z^3 - 235/98*z + 1
*
[ 7/12 ] 
f(z) = 276/49*z^3 - 221/84*z + 1
*
[ 3/7 ] 
f(z) = 277/54*z^3 - 223/98*z + 1
*
[ 1/2 ] 
f(z) = 278/41*z^3 - 221/82*z + 1
*
[ 1/2 ] 
f(z) = 278/43*z^3 - 225/86*z + 1
*
[ 1/2 ] 
f(z) = 278/45*z^3 - 229/90*z + 1
*
[ 1/2 ] 
f(z) = 278/47*z^3 - 233/94*z + 1
*
[ 1/2 ] 
f(z) = 278/49*z^3 - 237/98*z + 1
*
[ 5/9 ] 
f(z) = 279/50*z^3 - 227/90*z + 1
*
[ 1/2 ] 
f(z) = 262/51*z^3 - 233/102*z + 1
*
[ 1/2 ] 
f(z) = 262/53*z^3 - 237/106*z + 1
*
[ 1/2 ] 
f(z) = 266/51*z^3 - 235/102*z + 1
*
[ 1/2 ] 
f(z) = 266/53*z^3 - 239/106*z + 1
*
[ 1/2 ] 
f(z) = 274/51*z^3 - 239/102*z + 1
*
[ -7/4 ] 
f(z) = 264/49*z^3 - 209/14*z + 1
*
[ 7/3 ] 
f(z) = 270/49*z^3 - 206/7*z + 1
*
[ 7/3 ] 
f(z) = 279/49*z^3 - 213/7*z + 1
*
[ -7/3 ] 
f(z) = 279/49*z^3 - 207/7*z + 1
*
-4/3 | 0.16024392133729060074215646718704148651 | 0.026508483121630549887208035277308960057
f(z) = 261/56*z^3 - 211/28*z + 1
*
[ -4/3 ] 
f(z) = 279/40*z^3 - 213/20*z + 1
*
[ 7/6 ] 
f(z) = 279/49*z^3 - 213/28*z + 1
*
-1 | 0.12603096419732888947964645481756241521 | 0.022664661018241444931663966368850130022
f(z) = 260/41*z^3 - 219/41*z + 1
*
-1 | 0.12607473177998624440768949628168303449 | 0.022672531920688590032533887069660956558
f(z) = 260/43*z^3 - 217/43*z + 1
*
-1 | 0.12616179173938474894260518139442575774 | 0.022688188267369708167455508377602108597
f(z) = 260/47*z^3 - 213/47*z + 1
*
-1 | 0.12620508702641537006290238715988984606 | 0.022695974234972876675826897981650018933
f(z) = 260/49*z^3 - 211/49*z + 1
*
-1 | 0.10590458936215744949626377438247610100 | 0.019045253152321987332504146701050443267
f(z) = 260/51*z^3 - 209/51*z + 1
*
-1 | 0.12629121533953035848212139677335500369 | 0.022711463039912651497696357635864297311
f(z) = 260/53*z^3 - 207/53*z + 1
*
-1 | 0.10603206456285188510631122239319332039 | 0.019068177536265031966489394374583123747
f(z) = 260/57*z^3 - 203/57*z + 1
*
-1 | 0.12641927294406459287347951810818844996 | 0.022734492159907576954598940927508570435
f(z) = 260/59*z^3 - 201/59*z + 1
*
-1 | 0.12609860819023190508524841031298449887 | 0.022661181729927887220844341481912132255
f(z) = 261/41*z^3 - 220/41*z + 1
*
-1 | 0.12614222087990986577000224493477358524 | 0.022669019366684608981398156695263461206
f(z) = 261/43*z^3 - 218/43*z + 1
*
-1 | 0.11760659536065577356145233573299430562 | 0.021135082046943353381729980334930745851
f(z) = 261/44*z^3 - 217/44*z + 1
*
-1 | 0.11337128560186438333491279897852309899 | 0.020373954501572527431320474487778508278
f(z) = 261/46*z^3 - 215/46*z + 1
*
-1 | 0.12622897432187243193582636316514871604 | 0.022684609828325903709171094790356982130
f(z) = 261/47*z^3 - 214/47*z + 1
*
-1 | 0.12627211795461367664730329761914021098 | 0.022692363170857358776029431610628750178
f(z) = 261/49*z^3 - 212/49*z + 1
*
-1 | 0.11345757321991717899709409239887229222 | 0.020389461249995849681642660483506740053
f(z) = 261/50*z^3 - 211/50*z + 1
*
-1 | 0.11777917341745709781882228336900598711 | 0.021166096050697247107497327421703178529
f(z) = 261/52*z^3 - 209/52*z + 1
*
-1 | 0.12635794609548871968905434899661181643 | 0.022707787346633962368216359223024288253
f(z) = 261/53*z^3 - 208/53*z + 1
*
-1 | 0.12640063336615704111532597729247820336 | 0.022715458676334208705857586747378360121
f(z) = 261/55*z^3 - 206/55*z + 1
*
-1 | 0.11786454829701820294481092893162207007 | 0.021181438770880060183358256750180973410
f(z) = 261/56*z^3 - 205/56*z + 1
*
-1 | 0.12648556107288094514343483696782055772 | 0.022730721035083426779399972375365918849
f(z) = 261/59*z^3 - 202/59*z + 1
*
-1 | 0.12620946453969378748863668194316699500 | 0.022665527331228616325502792507951424455
f(z) = 262/43*z^3 - 219/43*z + 1
*
-1 | 0.11268965204333600443920157309121997394 | 0.020237550310908496706866236915303379756
f(z) = 262/45*z^3 - 217/45*z + 1
*
-1 | 0.12629591361962934978652900775146490595 | 0.022681052426681523542402370914885100677
f(z) = 262/47*z^3 - 215/47*z + 1
*
-1 | 0.12633890665938561011224565834075002511 | 0.022688773400074463041203494654804901059
f(z) = 262/49*z^3 - 213/49*z + 1
*
-1 | 0.10603810883756527206197936003501435908 | 0.019043022349989771756943795323618476424
f(z) = 262/51*z^3 - 211/51*z + 1
*
-1 | 0.12642443671880983267526520410158790815 | 0.022704133451767825749082832596585590868
f(z) = 262/53*z^3 - 209/53*z + 1
*
-1 | 0.12646697647318334886760567551688395116 | 0.022711773021184693371379564874392308380
f(z) = 262/55*z^3 - 207/55*z + 1
*
-1 | 0.10616572944007029389146178474719702652 | 0.019065941298775864543285587897771086825
f(z) = 262/57*z^3 - 205/57*z + 1
*
-1 | 0.12655161212850251596274030442836339429 | 0.022726972449894968134666283898516144381
f(z) = 262/59*z^3 - 203/59*z + 1
*
-1 | 0.12627646454065542149994681499336644328 | 0.022662055609274462238677727026629490865
f(z) = 263/43*z^3 - 220/43*z + 1
*
-1 | 0.11774068657452429807879574468812191778 | 0.021130192362702456413193545918396810189
f(z) = 263/44*z^3 - 219/44*z + 1
*
-1 | 0.11275650040089233903663277536032142616 | 0.020235711315543752882874495119729544927
f(z) = 263/45*z^3 - 218/45*z + 1
*
-1 | 0.11350572566306408423377884550345703996 | 0.020370170136646895565196728367594803367
f(z) = 263/46*z^3 - 217/46*z + 1
*
-1 | 0.12636261139126674564489927053669015273 | 0.022677515851420290963670109394901258563
f(z) = 263/47*z^3 - 216/47*z + 1
*
-1 | 0.097483041159780820508775576897940530863 | 0.017494678107755311044954557724060268688
f(z) = 263/48*z^3 - 215/48*z + 1
*
-1 | 0.12640545488821215077651761930638253368 | 0.022685204708673337970853129259471082293
f(z) = 263/49*z^3 - 214/49*z + 1
*
-1 | 0.11359076086306667348830006694444993351 | 0.020385430877737599935684237143236725326
f(z) = 263/50*z^3 - 213/50*z + 1
*
-1 | 0.10610450855257543926693710856781305506 | 0.019041919505428069077154388469913100367
f(z) = 263/51*z^3 - 212/51*z + 1
*
-1 | 0.11791206401708971887237881230410288408 | 0.021160948411723312600884751216676044338
f(z) = 263/52*z^3 - 211/52*z + 1
*
-1 | 0.12649068893514328707052332526158117310 | 0.022700501135591713067835972738700502296
f(z) = 263/53*z^3 - 210/53*z + 1
*
-1 | 0.10011273049745847898877035780258512697 | 0.017966612178940686584423915855475325199
f(z) = 263/54*z^3 - 209/54*z + 1
*
-1 | 0.12653308219237797118079948388488484079 | 0.022708109191110256505635588100288311579
f(z) = 263/55*z^3 - 208/55*z + 1
*
-1 | 0.11799685086306160008932990131981026680 | 0.021176164582253103928309350623294695137
f(z) = 263/56*z^3 - 207/56*z + 1
*
-1 | 0.10623168965030963682730528602143405892 | 0.019064743909958123207995236840637467364
f(z) = 263/57*z^3 - 206/57*z + 1
*
-1 | 0.11376033720715110225526954786309179484 | 0.020415863694760454786103263210666682646
f(z) = 263/58*z^3 - 205/58*z + 1
*
-1 | 0.12661742780485781256516786894789708308 | 0.022723246176195874570439623978129444615
f(z) = 263/59*z^3 - 204/59*z + 1
*
-1 | 0.12642906937636579183032300906232531528 | 0.022673999894480066087114536280709489427
f(z) = 264/47*z^3 - 217/47*z + 1
*
-1 | 0.12647176436969971165219763764954181539 | 0.022681656885701493934551176818065486635
f(z) = 264/49*z^3 - 215/49*z + 1
*
-1 | 0.12655670445156789890463687654541763258 | 0.022696890181468174890756815866833238549
f(z) = 264/53*z^3 - 211/53*z + 1
*
-1 | 0.12668300977774315954215307621822561392 | 0.022719541989050850078588355656153713077
f(z) = 264/59*z^3 - 205/59*z + 1
*
-1 | 0.11363790018635768821124804525453672628 | 0.020366201183633848847900979575924026409
f(z) = 265/46*z^3 - 219/46*z + 1
*
-1 | 0.12649528929575157711604056861832530872 | 0.022670504350700066780012029899721226960
f(z) = 265/47*z^3 - 218/47*z + 1
*
-1 | 0.097615570819754156789142385432630650736 | 0.017494676958216434402023384415859115839
f(z) = 265/48*z^3 - 217/48*z + 1
*
-1 | 0.12653783681385141210109793478335917462 | 0.022678129723151198797572773663853835309
f(z) = 265/49*z^3 - 216/49*z + 1
*
-1 | 0.10623659652634360797320160906423076007 | 0.019039738453208385418902782683149272086
f(z) = 265/51*z^3 - 214/51*z + 1
*
-1 | 0.11804400576653175925101821155197917103 | 0.021155864073699549826561793165413458747
f(z) = 265/52*z^3 - 213/52*z + 1
*
-1 | 0.10024503342407986887550236080427390478 | 0.017965929632867388892044523476012581832
f(z) = 265/54*z^3 - 211/54*z + 1
*
-1 | 0.11812821264815841731224917994063604436 | 0.021170955643408621613029349419597882520
f(z) = 265/56*z^3 - 209/56*z + 1
*
-1 | 0.10636187404477570053098287794971484038 | 0.019062190708485808218668944705062237299
f(z) = 265/57*z^3 - 208/57*z + 1
*
-1 | 0.11389141192413691109730236355838671889 | 0.020411635594561516741024495700534874846
f(z) = 265/58*z^3 - 207/58*z + 1
*
-1 | 0.12674835970508110819020624547511984035 | 0.022715859666678076638986430371055174311
f(z) = 265/59*z^3 - 206/59*z + 1
*
-1 | 0.12656127285176217399202682809903100782 | 0.022667029017769232916712339272280698022
f(z) = 266/47*z^3 - 219/47*z + 1
*
-1 | 0.10630125454913256416624505656512783864 | 0.019038474939428616870431431702577809045
f(z) = 266/51*z^3 - 215/51*z + 1
*
-1 | 0.12668803212174318690661060002066485718 | 0.022689731507924307699836918160124469028
f(z) = 266/53*z^3 - 213/53*z + 1
*
-1 | 0.12672999189763350172428214489374774819 | 0.022697246472306807722610929202955769799
f(z) = 266/55*z^3 - 211/55*z + 1
*
-1 | 0.12681347922717425013790480443309360491 | 0.022712198990392910851108392432414459578
f(z) = 266/59*z^3 - 207/59*z + 1
*
-1 | 0.12662702172851289167971985990560645250 | 0.022663573696175704905634117462804044889
f(z) = 267/47*z^3 - 220/47*z + 1
*
-1 | 0.12666927733873694458407839854865018559 | 0.022671136561694590117023490660414887320
f(z) = 267/49*z^3 - 218/49*z + 1
*
-1 | 0.11385429087867120658370290617752177512 | 0.020377523507477141602298513544210857979
f(z) = 267/50*z^3 - 217/50*z + 1
*
-1 | 0.11817501214608271085753604011414102367 | 0.021150841741831261163342464321886593489
f(z) = 267/52*z^3 - 215/52*z + 1
*
-1 | 0.12675334759916788696986793381881280379 | 0.022686183370163467806944300423427604947
f(z) = 267/53*z^3 - 214/53*z + 1
*
-1 | 0.12679516485039875660640059243508169379 | 0.022693667778642048536966093957564534213
f(z) = 267/55*z^3 - 212/55*z + 1
*
-1 | 0.11825864696712787247204047170495051723 | 0.021165810615808154842115771894638576391
f(z) = 267/56*z^3 - 211/56*z + 1
*
-1 | 0.11402156306954170330784006231049747324 | 0.020407461711608974600093997799277895202
f(z) = 267/58*z^3 - 209/58*z + 1
*
-1 | 0.12687836996695453314987634167925972746 | 0.022708559744552797884739881348020482665
f(z) = 267/59*z^3 - 208/59*z + 1
*
-1 | 0.12673464874883454840526175599259385182 | 0.022667670161030247599925810878903331969
f(z) = 268/49*z^3 - 219/49*z + 1
*
-1 | 0.10643297506488616011157722831788640532 | 0.019036527081156111566662271673017581801
f(z) = 268/51*z^3 - 217/51*z + 1
*
-1 | 0.12681843302454041423526425003094968867 | 0.022682655757669610608758627068193693608
f(z) = 268/53*z^3 - 215/53*z + 1
*
-1 | 0.12686010871890613355214389536165621821 | 0.022690109843059362553338570887137189221
f(z) = 268/55*z^3 - 213/55*z + 1
*
-1 | 0.10655800340983714915810919182449672993 | 0.019058889563019656350542994479943594141
f(z) = 268/57*z^3 - 211/57*z + 1
*
-1 | 0.12694303353022817457721759715407648542 | 0.022704941716503371908457851729500050633
f(z) = 268/59*z^3 - 209/59*z + 1
*
-1 | 0.12679978978083326655795553899643615236 | 0.022664223617172057603121541389586795989
f(z) = 269/49*z^3 - 220/49*z + 1
*
-1 | 0.11398466009231451403679212083522638592 | 0.020373644386357335647799045376162709833
f(z) = 269/50*z^3 - 219/50*z + 1
*
-1 | 0.10649797359863533603565258096688337204 | 0.019035472318898158551240656169796626756
f(z) = 269/51*z^3 - 218/51*z + 1
*
-1 | 0.11830509635027431112171831919086105768 | 0.021145880157752440424387859719378105192
f(z) = 269/52*z^3 - 217/52*z + 1
*
-1 | 0.12688329001598203837346616717361233853 | 0.022679148468425906252526829354211413648
f(z) = 269/53*z^3 - 216/53*z + 1
*
-1 | 0.10050490177678621003990297484390325978 | 0.017964269281740656933267266151772159234
f(z) = 269/54*z^3 - 215/54*z + 1
*
-1 | 0.12692482511142242169811362704746589148 | 0.022686572460947096732266127980630249983
f(z) = 269/55*z^3 - 214/55*z + 1
*
-1 | 0.11838816685353003240436278335059669440 | 0.021160728198628792689742909231754104022
f(z) = 269/56*z^3 - 213/56*z + 1
*
-1 | 0.10662154651805360384683837487022820555 | 0.019057559770963838152185788183853056632
f(z) = 269/57*z^3 - 212/57*z + 1
*
-1 | 0.11415080359793473034617379543184591541 | 0.020403340914801317740346077728996454315
f(z) = 269/58*z^3 - 211/58*z + 1
*
-1 | 0.12700747150591626556449452755455941613 | 0.022701344696525713049181838436264358079
f(z) = 269/59*z^3 - 210/59*z + 1
*
-1 | 0.12694792017456990506469676544991050561 | 0.022675661303186660799749987359399666980
f(z) = 270/53*z^3 - 217/53*z + 1
*
-1 | 0.12707168546629115683065344306813236571 | 0.022697768477784731801539731501176661375
f(z) = 270/59*z^3 - 211/59*z + 1
*
-1 | 0.10662728888914298343007287629109513471 | 0.019033385813191176976556452359516340887
f(z) = 271/51*z^3 - 220/51*z + 1
*
-1 | 0.11843427129590465701852045392478309478 | 0.021140978098230861793213187916906533923
f(z) = 271/52*z^3 - 219/52*z + 1
*
-1 | 0.12701232508457598513327418177928045230 | 0.022672194065428843511524361448188224651
f(z) = 271/53*z^3 - 218/53*z + 1
*
-1 | 0.10063379743311970530473466001015246723 | 0.017963524275502099548588918928671711624
f(z) = 271/54*z^3 - 217/54*z + 1
*
-1 | 0.12705358181723377014413574102909622579 | 0.022679558552683918630547723708759447562
f(z) = 271/55*z^3 - 216/55*z + 1
*
-1 | 0.11851678506754691256691537567629971052 | 0.021155707127421516911834600764758233372
f(z) = 271/56*z^3 - 215/56*z + 1
*
-1 | 0.10675106031244068350728199148813905081 | 0.019055479493681564048816956293594178786
f(z) = 271/57*z^3 - 214/57*z + 1
*
-1 | 0.11427979833199026522308305295538895184 | 0.020399388514584363061649134279762892355
f(z) = 271/58*z^3 - 213/58*z + 1
*
-1 | 0.12713567696720871461274035849248945479 | 0.022694212856278652643087293005834720198
f(z) = 271/59*z^3 - 212/59*z + 1
*
-1 | 0.12707650631370184427081234330837438082 | 0.022668746561304641698366519889572351817
f(z) = 272/53*z^3 - 219/53*z + 1
*
-1 | 0.12711762526345319664168987894941387171 | 0.022676081631159957066162743061280342796
f(z) = 272/55*z^3 - 217/55*z + 1
*
-1 | 0.10681496687987886801991039757055364098 | 0.019054359325686335919383955457242005703
f(z) = 272/57*z^3 - 215/57*z + 1
*
-1 | 0.12719944754833653319524617627268440340 | 0.022690677630789569421586494689901178917
f(z) = 272/59*z^3 - 213/59*z + 1
*
-1 | 0.12714046541330932088989372162853708692 | 0.022665318599595017595317009566337301844
f(z) = 273/53*z^3 - 220/53*z + 1
*
-1 | 0.12718144749999131296838402034605998350 | 0.022672624472265091478135270113486671990
f(z) = 273/55*z^3 - 218/55*z + 1
*
-1 | 0.11440660327325398609885087924396833510 | 0.020395254214747626756525758538817355157
f(z) = 273/58*z^3 - 215/58*z + 1
*
-1 | 0.12726299873337818834221102551158098605 | 0.022687162602835045864559803339746481528
f(z) = 273/59*z^3 - 214/59*z + 1
*
-1 | 0.12724505005288900567092718587347832492 | 0.022669186884952197672500886164918499277
f(z) = 274/55*z^3 - 219/55*z + 1
*
-1 | 0.10694212063593970776548760746419610626 | 0.019052143227273448275303856726837930048
f(z) = 274/57*z^3 - 217/57*z + 1
*
-1 | 0.12732633203029361390204207220275339342 | 0.022683667576620735320133330206957368755
f(z) = 274/59*z^3 - 215/59*z + 1
*
[ 1/5 ] 
f(z) = 275/48*z^3 - 203/48*z + 1
*
[ 1/5 ] 
f(z) = 275/49*z^3 - 207/49*z + 1
*
[ 1/5 ] 
f(z) = 275/51*z^3 - 215/51*z + 1
*
[ 1/5 ] 
f(z) = 275/52*z^3 - 219/52*z + 1
*
-1 | 0.11877136619763852538669415947379370343 | 0.021145844139345618896525764285565037923
f(z) = 275/56*z^3 - 219/56*z + 1
*
-1 | 0.10700537084280678407322171140620683960 | 0.019051047119805370796749399355696334342
f(z) = 275/57*z^3 - 218/57*z + 1
*
-1 | 0.11453318700295485359337677887319238377 | 0.020391286205438648940568022757445888822
f(z) = 275/58*z^3 - 217/58*z + 1
*
-1 | 0.12738944893151568186450099090232139190 | 0.022680192358993994572661907674331180973
f(z) = 275/59*z^3 - 216/59*z + 1
*
-1 | 0.12745235091416306421373869854378859954 | 0.022676736759398467287658939025898164837
f(z) = 276/59*z^3 - 217/59*z + 1
*
-1 | 0.10713019172734199592666536202456894604 | 0.019048694569225873611922616744788617222
f(z) = 277/57*z^3 - 220/57*z + 1
*
-1 | 0.11465956143484675669165531680054687109 | 0.020387483024137549013845580269535228281
f(z) = 277/58*z^3 - 219/58*z + 1
*
-1 | 0.12751503944024945303889521086015030952 | 0.022673300589829613328964734638028860273
f(z) = 277/59*z^3 - 218/59*z + 1
*
-1 | 0.12757751595688921353299927463811369711 | 0.022669883664791160857678060956799595488
f(z) = 278/59*z^3 - 219/59*z + 1
*
-1 | 0.12763978189649954273010961067062968307 | 0.022666485801252458767914833714673571977
f(z) = 279/59*z^3 - 220/59*z + 1
*
[ 7/11 ] 
f(z) = 264/49*z^3 - 212/77*z + 1
*
[ 7/22 ] 
f(z) = 264/49*z^3 - 207/77*z + 1
*
[ 2/3 ] 
f(z) = 267/44*z^3 - 211/66*z + 1
*
[ 2/3 ] 
f(z) = 267/52*z^3 - 217/78*z + 1
*
[ 7/10 ] 
f(z) = 270/49*z^3 - 219/70*z + 1
*
[ 2/3 ] 
f(z) = 273/44*z^3 - 215/66*z + 1
*
[ 7/11 ] 
f(z) = 275/49*z^3 - 219/77*z + 1
*
12/55 | 0.19437453896727839146315165896341897613 | 0.024252355616894188532911289355151451289
f(z) = 275/54*z^3 - 203/66*z + 1
*
[ 7/13 ] 
f(z) = 260/49*z^3 - 218/91*z + 1
*
[ 5/9 ] 
f(z) = 261/50*z^3 - 217/90*z + 1
*
[ 1/2 ] 
f(z) = 262/41*z^3 - 213/82*z + 1
*
[ 1/2 ] 
f(z) = 262/43*z^3 - 217/86*z + 1
*
[ 3/7 ] 
f(z) = 265/54*z^3 - 219/98*z + 1
*
[ 1/2 ] 
f(z) = 266/41*z^3 - 215/82*z + 1
*
[ 1/2 ] 
f(z) = 266/43*z^3 - 219/86*z + 1
*
[ 1/2 ] 
f(z) = 270/41*z^3 - 217/82*z + 1
*
[ 1/2 ] 
f(z) = 274/41*z^3 - 219/82*z + 1
*
[ 2/5 ] 
f(z) = 275/41*z^3 - 211/82*z + 1
*
[ 2/5 ] 
f(z) = 275/43*z^3 - 217/86*z + 1
*
[ 7/3 ] 
f(z) = 261/49*z^3 - 199/7*z + 1
*
[ -7/3 ] 
f(z) = 261/49*z^3 - 193/7*z + 1
*
[ 3/2 ] 
f(z) = 268/45*z^3 - 196/15*z + 1
*
[ -7/3 ] 
f(z) = 270/49*z^3 - 200/7*z + 1
*
[ 3/2 ] 
f(z) = 272/45*z^3 - 199/15*z + 1
*
[ -4/3 ] 
f(z) = 261/40*z^3 - 197/20*z + 1
*
[ 7/6 ] 
f(z) = 261/49*z^3 - 199/28*z + 1
*
[ -4/3 ] 
f(z) = 261/56*z^3 - 183/28*z + 1
*
[ 3/20 ] 
f(z) = 275/54*z^3 - 185/32*z + 1
*
[ 6/55 ] 
f(z) = 275/54*z^3 - 181/22*z + 1
*
[ -4/3 ] 
f(z) = 279/56*z^3 - 199/28*z + 1
*
[ -1 ] 
f(z) = 261/40*z^3 - 181/40*z + 1
*
1/3 | 0.16297677267784017690395524770394041816 | 0.029288556919185533790871517907736914165
f(z) = 261/56*z^3 - 197/56*z + 1
*
[ -1 ] 
f(z) = 263/40*z^3 - 183/40*z + 1
*
[ -1 ] 
f(z) = 263/41*z^3 - 181/41*z + 1
*
[ -1 ] 
f(z) = 264/41*z^3 - 182/41*z + 1
*
[ -1 ] 
f(z) = 265/41*z^3 - 183/41*z + 1
*
[ -1 ] 
f(z) = 265/42*z^3 - 181/42*z + 1
*
[ -1 ] 
f(z) = 266/41*z^3 - 184/41*z + 1
*
[ -1 ] 
f(z) = 267/40*z^3 - 187/40*z + 1
*
[ -1 ] 
f(z) = 267/41*z^3 - 185/41*z + 1
*
[ -1 ] 
f(z) = 267/43*z^3 - 181/43*z + 1
*
[ -1 ] 
f(z) = 268/41*z^3 - 186/41*z + 1
*
[ -1 ] 
f(z) = 268/43*z^3 - 182/43*z + 1
*
[ -1 ] 
f(z) = 269/40*z^3 - 189/40*z + 1
*
[ -1 ] 
f(z) = 269/41*z^3 - 187/41*z + 1
*
[ -1 ] 
f(z) = 269/42*z^3 - 185/42*z + 1
*
[ -1 ] 
f(z) = 269/43*z^3 - 183/43*z + 1
*
[ -1 ] 
f(z) = 269/44*z^3 - 181/44*z + 1
*
[ -1 ] 
f(z) = 270/41*z^3 - 188/41*z + 1
*
[ -1 ] 
f(z) = 270/43*z^3 - 184/43*z + 1
*
[ -1 ] 
f(z) = 271/40*z^3 - 191/40*z + 1
*
[ -1 ] 
f(z) = 271/41*z^3 - 189/41*z + 1
*
[ -1 ] 
f(z) = 271/42*z^3 - 187/42*z + 1
*
[ -1 ] 
f(z) = 271/43*z^3 - 185/43*z + 1
*
[ -1 ] 
f(z) = 271/44*z^3 - 183/44*z + 1
*
[ -1 ] 
f(z) = 271/45*z^3 - 181/45*z + 1
*
[ -1 ] 
f(z) = 272/41*z^3 - 190/41*z + 1
*
[ -1 ] 
f(z) = 272/43*z^3 - 186/43*z + 1
*
1/4 | 0.15975082153802482561888431897906504778 | 0.028497406731233251798299886621727694818
f(z) = 272/45*z^3 - 197/45*z + 1
*
[ -1 ] 
f(z) = 272/45*z^3 - 182/45*z + 1
*
[ 1/4 ] 
f(z) = 272/55*z^3 - 182/55*z + 1
*
[ 1/4 ] 
f(z) = 272/57*z^3 - 188/57*z + 1
*
[ 1/4 ] 
f(z) = 272/59*z^3 - 194/59*z + 1
*
[ -1 ] 
f(z) = 273/40*z^3 - 193/40*z + 1
*
[ -1 ] 
f(z) = 273/41*z^3 - 191/41*z + 1
*
[ -1 ] 
f(z) = 273/43*z^3 - 187/43*z + 1
*
[ -1 ] 
f(z) = 273/44*z^3 - 185/44*z + 1
*
[ -1 ] 
f(z) = 273/46*z^3 - 181/46*z + 1
*
[ -1 ] 
f(z) = 274/41*z^3 - 192/41*z + 1
*
[ -1 ] 
f(z) = 274/43*z^3 - 188/43*z + 1
*
[ -1 ] 
f(z) = 274/45*z^3 - 184/45*z + 1
*
[ -1 ] 
f(z) = 275/41*z^3 - 193/41*z + 1
*
[ -1 ] 
f(z) = 275/42*z^3 - 191/42*z + 1
*
[ -1 ] 
f(z) = 275/43*z^3 - 189/43*z + 1
*
[ 1/5 ] 
f(z) = 275/43*z^3 - 183/43*z + 1
*
[ 1/5 ] 
f(z) = 275/46*z^3 - 195/46*z + 1
*
[ -1 ] 
f(z) = 275/46*z^3 - 183/46*z + 1
*
[ 1/5 ] 
f(z) = 275/47*z^3 - 199/47*z + 1
*
[ -1 ] 
f(z) = 275/47*z^3 - 181/47*z + 1
*
[ 4/5 ] 
f(z) = 275/52*z^3 - 189/52*z + 1
*
[ -1 ] 
f(z) = 276/41*z^3 - 194/41*z + 1
*
[ -1 ] 
f(z) = 276/43*z^3 - 190/43*z + 1
*
[ -1 ] 
f(z) = 276/47*z^3 - 182/47*z + 1
*
[ -1 ] 
f(z) = 277/40*z^3 - 197/40*z + 1
*
[ -1 ] 
f(z) = 277/41*z^3 - 195/41*z + 1
*
[ -1 ] 
f(z) = 277/42*z^3 - 193/42*z + 1
*
[ -1 ] 
f(z) = 277/43*z^3 - 191/43*z + 1
*
[ -1 ] 
f(z) = 277/44*z^3 - 189/44*z + 1
*
[ -1 ] 
f(z) = 277/45*z^3 - 187/45*z + 1
*
[ -1 ] 
f(z) = 277/46*z^3 - 185/46*z + 1
*
[ -1 ] 
f(z) = 277/47*z^3 - 183/47*z + 1
*
[ -1 ] 
f(z) = 277/48*z^3 - 181/48*z + 1
*
[ -1 ] 
f(z) = 278/41*z^3 - 196/41*z + 1
*
[ -1 ] 
f(z) = 278/43*z^3 - 192/43*z + 1
*
[ -1 ] 
f(z) = 278/45*z^3 - 188/45*z + 1
*
[ -1 ] 
f(z) = 278/47*z^3 - 184/47*z + 1
*
[ -1 ] 
f(z) = 279/40*z^3 - 199/40*z + 1
*
[ -1 ] 
f(z) = 279/41*z^3 - 197/41*z + 1
*
[ -1 ] 
f(z) = 279/43*z^3 - 193/43*z + 1
*
[ -1 ] 
f(z) = 279/44*z^3 - 191/44*z + 1
*
[ -1 ] 
f(z) = 279/46*z^3 - 187/46*z + 1
*
[ -1 ] 
f(z) = 279/47*z^3 - 185/47*z + 1
*
[ -1 ] 
f(z) = 279/49*z^3 - 181/49*z + 1
*
-4/5 | 0.18251770013695419891197295014464477027 | 0.025387876146155807113893321739663168306
f(z) = 265/48*z^3 - 197/60*z + 1
*
[ -14/15 ] 
f(z) = 270/49*z^3 - 191/70*z + 1
*
[ 24/55 ] 
f(z) = 275/54*z^3 - 199/88*z + 1
*
[ -3/2 ] 
f(z) = 268/45*z^3 - 176/15*z + 1
*
[ -3/2 ] 
f(z) = 272/45*z^3 - 179/15*z + 1
*
[ -7/6 ] 
f(z) = 279/49*z^3 - 165/28*z + 1
*
[ -1 ] 
f(z) = 260/41*z^3 - 178/41*z + 1
*
[ -1 ] 
f(z) = 260/43*z^3 - 174/43*z + 1
*
[ -1 ] 
f(z) = 260/47*z^3 - 166/47*z + 1
*
[ -1 ] 
f(z) = 260/49*z^3 - 162/49*z + 1
*
[ 2/9 ] 
f(z) = 261/40*z^3 - 172/45*z + 1
*
[ -1 ] 
f(z) = 261/41*z^3 - 179/41*z + 1
*
[ -1 ] 
f(z) = 261/43*z^3 - 175/43*z + 1
*
[ -1 ] 
f(z) = 261/44*z^3 - 173/44*z + 1
*
[ -1 ] 
f(z) = 261/46*z^3 - 169/46*z + 1
*
[ -1 ] 
f(z) = 261/47*z^3 - 167/47*z + 1
*
[ -1 ] 
f(z) = 261/49*z^3 - 163/49*z + 1
*
[ -1 ] 
f(z) = 261/50*z^3 - 161/50*z + 1
*
[ -1 ] 
f(z) = 262/41*z^3 - 180/41*z + 1
*
[ -1 ] 
f(z) = 262/43*z^3 - 176/43*z + 1
*
[ -1 ] 
f(z) = 262/45*z^3 - 172/45*z + 1
*
[ -1 ] 
f(z) = 262/47*z^3 - 168/47*z + 1
*
[ -1 ] 
f(z) = 262/49*z^3 - 164/49*z + 1
*
[ -1 ] 
f(z) = 263/42*z^3 - 179/42*z + 1
*
[ -1 ] 
f(z) = 263/43*z^3 - 177/43*z + 1
*
[ -1 ] 
f(z) = 263/44*z^3 - 175/44*z + 1
*
[ -1 ] 
f(z) = 263/45*z^3 - 173/45*z + 1
*
[ -1 ] 
f(z) = 263/46*z^3 - 171/46*z + 1
*
[ -1 ] 
f(z) = 263/47*z^3 - 169/47*z + 1
*
[ -1 ] 
f(z) = 263/48*z^3 - 167/48*z + 1
*
[ -1 ] 
f(z) = 263/49*z^3 - 165/49*z + 1
*
[ -1 ] 
f(z) = 263/50*z^3 - 163/50*z + 1
*
[ -1 ] 
f(z) = 263/51*z^3 - 161/51*z + 1
*
[ -1 ] 
f(z) = 264/43*z^3 - 178/43*z + 1
*
[ -1 ] 
f(z) = 264/47*z^3 - 170/47*z + 1
*
[ -1 ] 
f(z) = 264/49*z^3 - 166/49*z + 1
*
[ -1 ] 
f(z) = 265/43*z^3 - 179/43*z + 1
*
[ -1 ] 
f(z) = 265/44*z^3 - 177/44*z + 1
*
[ -1 ] 
f(z) = 265/46*z^3 - 173/46*z + 1
*
[ -1 ] 
f(z) = 265/47*z^3 - 171/47*z + 1
*
[ -1 ] 
f(z) = 265/48*z^3 - 169/48*z + 1
*
[ -1 ] 
f(z) = 265/49*z^3 - 167/49*z + 1
*
[ -1 ] 
f(z) = 265/51*z^3 - 163/51*z + 1
*
[ -1 ] 
f(z) = 265/52*z^3 - 161/52*z + 1
*
[ -1 ] 
f(z) = 266/43*z^3 - 180/43*z + 1
*
[ -1 ] 
f(z) = 266/45*z^3 - 176/45*z + 1
*
[ -1 ] 
f(z) = 266/47*z^3 - 172/47*z + 1
*
[ -1 ] 
f(z) = 266/51*z^3 - 164/51*z + 1
*
[ -1 ] 
f(z) = 267/44*z^3 - 179/44*z + 1
*
[ -1 ] 
f(z) = 267/46*z^3 - 175/46*z + 1
*
[ -1 ] 
f(z) = 267/47*z^3 - 173/47*z + 1
*
[ -1 ] 
f(z) = 267/49*z^3 - 169/49*z + 1
*
[ -1 ] 
f(z) = 267/50*z^3 - 167/50*z + 1
*
[ -1 ] 
f(z) = 267/52*z^3 - 163/52*z + 1
*
[ -1 ] 
f(z) = 267/53*z^3 - 161/53*z + 1
*
[ -1 ] 
f(z) = 268/45*z^3 - 178/45*z + 1
*
[ -1 ] 
f(z) = 268/47*z^3 - 174/47*z + 1
*
[ -1 ] 
f(z) = 268/49*z^3 - 170/49*z + 1
*
[ -1 ] 
f(z) = 268/51*z^3 - 166/51*z + 1
*
[ -1 ] 
f(z) = 268/53*z^3 - 162/53*z + 1
*
[ -1 ] 
f(z) = 269/45*z^3 - 179/45*z + 1
*
[ -1 ] 
f(z) = 269/46*z^3 - 177/46*z + 1
*
[ -1 ] 
f(z) = 269/47*z^3 - 175/47*z + 1
*
[ -1 ] 
f(z) = 269/48*z^3 - 173/48*z + 1
*
[ -1 ] 
f(z) = 269/49*z^3 - 171/49*z + 1
*
[ -1 ] 
f(z) = 269/50*z^3 - 169/50*z + 1
*
[ -1 ] 
f(z) = 269/51*z^3 - 167/51*z + 1
*
[ -1 ] 
f(z) = 269/52*z^3 - 165/52*z + 1
*
[ -1 ] 
f(z) = 269/53*z^3 - 163/53*z + 1
*
[ -1 ] 
f(z) = 269/54*z^3 - 161/54*z + 1
*
[ -1 ] 
f(z) = 270/47*z^3 - 176/47*z + 1
*
[ -1 ] 
f(z) = 270/49*z^3 - 172/49*z + 1
*
[ -1 ] 
f(z) = 270/53*z^3 - 164/53*z + 1
*
[ -1 ] 
f(z) = 271/46*z^3 - 179/46*z + 1
*
[ -1 ] 
f(z) = 271/47*z^3 - 177/47*z + 1
*
[ -1 ] 
f(z) = 271/48*z^3 - 175/48*z + 1
*
[ -1 ] 
f(z) = 271/49*z^3 - 173/49*z + 1
*
[ -1 ] 
f(z) = 271/50*z^3 - 171/50*z + 1
*
[ -1 ] 
f(z) = 271/51*z^3 - 169/51*z + 1
*
[ -1 ] 
f(z) = 271/52*z^3 - 167/52*z + 1
*
[ -1 ] 
f(z) = 271/53*z^3 - 165/53*z + 1
*
[ -1 ] 
f(z) = 271/54*z^3 - 163/54*z + 1
*
[ -1 ] 
f(z) = 271/55*z^3 - 161/55*z + 1
*
[ -1 ] 
f(z) = 272/47*z^3 - 178/47*z + 1
*
[ -1 ] 
f(z) = 272/49*z^3 - 174/49*z + 1
*
[ 1/4 ] 
f(z) = 272/49*z^3 - 164/49*z + 1
*
[ 1/4 ] 
f(z) = 272/53*z^3 - 176/53*z + 1
*
[ -1 ] 
f(z) = 272/53*z^3 - 166/53*z + 1
*
[ -1 ] 
f(z) = 272/55*z^3 - 162/55*z + 1
*
[ 3/4 ] 
f(z) = 272/57*z^3 - 172/57*z + 1
*
[ -1 ] 
f(z) = 273/47*z^3 - 179/47*z + 1
*
[ -1 ] 
f(z) = 273/50*z^3 - 173/50*z + 1
*
[ -1 ] 
f(z) = 273/53*z^3 - 167/53*z + 1
*
[ -1 ] 
f(z) = 273/55*z^3 - 163/55*z + 1
*
[ -1 ] 
f(z) = 274/47*z^3 - 180/47*z + 1
*
[ -1 ] 
f(z) = 274/49*z^3 - 176/49*z + 1
*
[ -1 ] 
f(z) = 274/51*z^3 - 172/51*z + 1
*
[ -1 ] 
f(z) = 274/53*z^3 - 168/53*z + 1
*
[ -1 ] 
f(z) = 274/55*z^3 - 164/55*z + 1
*
[ 1/5 ] 
f(z) = 275/41*z^3 - 175/41*z + 1
*
[ 1/5 ] 
f(z) = 275/42*z^3 - 179/42*z + 1
*
[ -1 ] 
f(z) = 275/49*z^3 - 177/49*z + 1
*
[ -1 ] 
f(z) = 275/51*z^3 - 173/51*z + 1
*
[ -1 ] 
f(z) = 275/52*z^3 - 171/52*z + 1
*
[ -1 ] 
f(z) = 275/53*z^3 - 169/53*z + 1
*
[ 6/25 ] 
f(z) = 275/54*z^3 - 173/50*z + 1
*
[ -1 ] 
f(z) = 275/54*z^3 - 167/54*z + 1
*
[ -1 ] 
f(z) = 275/56*z^3 - 163/56*z + 1
*
[ -1 ] 
f(z) = 275/57*z^3 - 161/57*z + 1
*
[ -1 ] 
f(z) = 276/49*z^3 - 178/49*z + 1
*
[ -1 ] 
f(z) = 276/53*z^3 - 170/53*z + 1
*
[ -1 ] 
f(z) = 276/55*z^3 - 166/55*z + 1
*
[ 2/3 ] 
f(z) = 277/40*z^3 - 161/45*z + 1
*
[ -1 ] 
f(z) = 277/49*z^3 - 179/49*z + 1
*
[ -1 ] 
f(z) = 277/50*z^3 - 177/50*z + 1
*
[ -1 ] 
f(z) = 277/51*z^3 - 175/51*z + 1
*
[ -1 ] 
f(z) = 277/52*z^3 - 173/52*z + 1
*
[ -1 ] 
f(z) = 277/53*z^3 - 171/53*z + 1
*
[ -1 ] 
f(z) = 277/54*z^3 - 169/54*z + 1
*
[ -1 ] 
f(z) = 277/55*z^3 - 167/55*z + 1
*
[ -1 ] 
f(z) = 277/56*z^3 - 165/56*z + 1
*
[ -1 ] 
f(z) = 277/57*z^3 - 163/57*z + 1
*
[ -1 ] 
f(z) = 277/58*z^3 - 161/58*z + 1
*
[ -1 ] 
f(z) = 278/49*z^3 - 180/49*z + 1
*
[ -1 ] 
f(z) = 278/51*z^3 - 176/51*z + 1
*
[ -1 ] 
f(z) = 278/53*z^3 - 172/53*z + 1
*
[ -1 ] 
f(z) = 278/55*z^3 - 168/55*z + 1
*
[ -1 ] 
f(z) = 278/57*z^3 - 164/57*z + 1
*
[ 2/9 ] 
f(z) = 279/40*z^3 - 173/45*z + 1
*
[ -1 ] 
f(z) = 279/50*z^3 - 179/50*z + 1
*
[ 5/6 ] 
f(z) = 279/50*z^3 - 163/40*z + 1
*
[ -1 ] 
f(z) = 279/52*z^3 - 175/52*z + 1
*
[ -1 ] 
f(z) = 279/53*z^3 - 173/53*z + 1
*
[ -1 ] 
f(z) = 279/55*z^3 - 169/55*z + 1
*
[ -1 ] 
f(z) = 279/56*z^3 - 167/56*z + 1
*
[ -1 ] 
f(z) = 279/58*z^3 - 163/58*z + 1
*
[ -1 ] 
f(z) = 279/59*z^3 - 161/59*z + 1
*
[ 2/3 ] 
f(z) = 263/56*z^3 - 163/63*z + 1
*
[ 2/3 ] 
f(z) = 265/56*z^3 - 164/63*z + 1
*
[ 2/3 ] 
f(z) = 269/56*z^3 - 166/63*z + 1
*
[ 2/3 ] 
f(z) = 271/56*z^3 - 167/63*z + 1
*
[ 7/12 ] 
f(z) = 272/49*z^3 - 164/63*z + 1
*
[ 2/3 ] 
f(z) = 275/56*z^3 - 169/63*z + 1
*
[ 2/3 ] 
f(z) = 277/56*z^3 - 170/63*z + 1
*
[ 5/3 ] 
f(z) = 261/50*z^3 - 141/10*z + 1
*
-2 | 0.11706662641458495041789377169576850384 | 0.016656697669563718885625009746344861995
f(z) = 275/56*z^3 - 141/7*z + 1
*
-2 | 0.11736978319773283943936189814124700605 | 0.016699832002874811590330075311257900781
f(z) = 277/40*z^3 - 141/5*z + 1
*
-2 | 0.11720524031659138570778360053744262913 | 0.016659668165131332272327853038843366278
f(z) = 277/56*z^3 - 142/7*z + 1
*
-2 | 0.11750580255267692111196182949783498080 | 0.016702390377061698164124784308871994730
f(z) = 279/40*z^3 - 142/5*z + 1
*
[ 5/3 ] 
f(z) = 279/50*z^3 - 151/10*z + 1
*
-2 | 0.11734281369422441112897778949972827975 | 0.016662602289833280305840104618526059187
f(z) = 279/56*z^3 - 143/7*z + 1
*
[ -7/6 ] 
f(z) = 261/49*z^3 - 151/28*z + 1
*
[ 7/6 ] 
f(z) = 264/49*z^3 - 151/21*z + 1
*
[ -6/5 ] 
f(z) = 265/54*z^3 - 157/30*z + 1
*
[ 6/5 ] 
f(z) = 275/56*z^3 - 145/21*z + 1
*
[ 7/6 ] 
f(z) = 276/49*z^3 - 158/21*z + 1
*
[ -1 ] 
f(z) = 260/51*z^3 - 158/51*z + 1
*
[ -1 ] 
f(z) = 260/53*z^3 - 154/53*z + 1
*
[ -1 ] 
f(z) = 260/57*z^3 - 146/57*z + 1
*
[ -1 ] 
f(z) = 260/59*z^3 - 142/59*z + 1
*
[ 5/6 ] 
f(z) = 261/50*z^3 - 153/40*z + 1
*
[ 2/3 ] 
f(z) = 261/50*z^3 - 141/50*z + 1
*
[ -1 ] 
f(z) = 261/52*z^3 - 157/52*z + 1
*
[ -1 ] 
f(z) = 261/53*z^3 - 155/53*z + 1
*
[ -1 ] 
f(z) = 261/55*z^3 - 151/55*z + 1
*
[ -1 ] 
f(z) = 261/56*z^3 - 149/56*z + 1
*
[ 1/3 ] 
f(z) = 261/56*z^3 - 141/56*z + 1
*
[ 1/3 ] 
f(z) = 261/59*z^3 - 147/59*z + 1
*
[ -1 ] 
f(z) = 261/59*z^3 - 143/59*z + 1
*
[ -1 ] 
f(z) = 262/51*z^3 - 160/51*z + 1
*
[ -1 ] 
f(z) = 262/53*z^3 - 156/53*z + 1
*
[ -1 ] 
f(z) = 262/55*z^3 - 152/55*z + 1
*
[ -1 ] 
f(z) = 262/57*z^3 - 148/57*z + 1
*
[ -1 ] 
f(z) = 262/59*z^3 - 144/59*z + 1
*
[ 2/3 ] 
f(z) = 263/40*z^3 - 154/45*z + 1
*
[ -1 ] 
f(z) = 263/52*z^3 - 159/52*z + 1
*
[ -1 ] 
f(z) = 263/53*z^3 - 157/53*z + 1
*
[ -1 ] 
f(z) = 263/54*z^3 - 155/54*z + 1
*
[ -1 ] 
f(z) = 263/55*z^3 - 153/55*z + 1
*
[ -1 ] 
f(z) = 263/56*z^3 - 151/56*z + 1
*
[ -1 ] 
f(z) = 263/57*z^3 - 149/57*z + 1
*
[ -1 ] 
f(z) = 263/58*z^3 - 147/58*z + 1
*
[ -1 ] 
f(z) = 263/59*z^3 - 145/59*z + 1
*
[ -1 ] 
f(z) = 264/53*z^3 - 158/53*z + 1
*
[ -1 ] 
f(z) = 264/59*z^3 - 146/59*z + 1
*
[ -1 ] 
f(z) = 265/54*z^3 - 157/54*z + 1
*
[ -1 ] 
f(z) = 265/56*z^3 - 153/56*z + 1
*
[ -1 ] 
f(z) = 265/57*z^3 - 151/57*z + 1
*
[ -1 ] 
f(z) = 265/58*z^3 - 149/58*z + 1
*
[ -1 ] 
f(z) = 265/59*z^3 - 147/59*z + 1
*
[ -1 ] 
f(z) = 266/53*z^3 - 160/53*z + 1
*
[ -1 ] 
f(z) = 266/55*z^3 - 156/55*z + 1
*
[ -1 ] 
f(z) = 266/59*z^3 - 148/59*z + 1
*
[ -1 ] 
f(z) = 267/55*z^3 - 157/55*z + 1
*
[ -1 ] 
f(z) = 267/56*z^3 - 155/56*z + 1
*
[ -1 ] 
f(z) = 267/58*z^3 - 151/58*z + 1
*
[ -1 ] 
f(z) = 267/59*z^3 - 149/59*z + 1
*
[ -1 ] 
f(z) = 268/55*z^3 - 158/55*z + 1
*
[ -1 ] 
f(z) = 268/57*z^3 - 154/57*z + 1
*
[ -1 ] 
f(z) = 268/59*z^3 - 150/59*z + 1
*
[ 2/3 ] 
f(z) = 269/40*z^3 - 157/45*z + 1
*
[ -1 ] 
f(z) = 269/55*z^3 - 159/55*z + 1
*
[ -1 ] 
f(z) = 269/56*z^3 - 157/56*z + 1
*
[ -1 ] 
f(z) = 269/57*z^3 - 155/57*z + 1
*
[ -1 ] 
f(z) = 269/58*z^3 - 153/58*z + 1
*
[ -1 ] 
f(z) = 269/59*z^3 - 151/59*z + 1
*
[ 7/12 ] 
f(z) = 270/49*z^3 - 145/56*z + 1
*
[ -1 ] 
f(z) = 270/59*z^3 - 152/59*z + 1
*
[ 1/3 ] 
f(z) = 270/59*z^3 - 148/59*z + 1
*
[ 2/3 ] 
f(z) = 271/40*z^3 - 158/45*z + 1
*
[ -1 ] 
f(z) = 271/56*z^3 - 159/56*z + 1
*
[ -1 ] 
f(z) = 271/57*z^3 - 157/57*z + 1
*
[ -1 ] 
f(z) = 271/58*z^3 - 155/58*z + 1
*
[ -1 ] 
f(z) = 271/59*z^3 - 153/59*z + 1
*
[ 1/4 ] 
f(z) = 272/43*z^3 - 146/43*z + 1
*
[ 1/4 ] 
f(z) = 272/45*z^3 - 152/45*z + 1
*
[ 1/4 ] 
f(z) = 272/47*z^3 - 158/47*z + 1
*
[ -1 ] 
f(z) = 272/57*z^3 - 158/57*z + 1
*
[ -1 ] 
f(z) = 272/59*z^3 - 154/59*z + 1
*
[ -1 ] 
f(z) = 273/58*z^3 - 157/58*z + 1
*
[ -1 ] 
f(z) = 273/59*z^3 - 155/59*z + 1
*
[ -1 ] 
f(z) = 274/57*z^3 - 160/57*z + 1
*
[ -1 ] 
f(z) = 274/59*z^3 - 156/59*z + 1
*
-4/5 | 0.11011668109213457757108527776345202047 | 0.019604979298138284300091326519851645452
f(z) = 275/42*z^3 - 155/42*z + 1
*
2/5 | 0.12178394843605639201036554870559373080 | 0.021682198957093027608338790910545101611
f(z) = 275/42*z^3 - 149/42*z + 1
*
[ -1 ] 
f(z) = 275/58*z^3 - 159/58*z + 1
*
[ -1 ] 
f(z) = 275/59*z^3 - 157/59*z + 1
*
[ -1 ] 
f(z) = 276/59*z^3 - 158/59*z + 1
*
[ -1 ] 
f(z) = 277/59*z^3 - 159/59*z + 1
*
[ -1 ] 
f(z) = 278/59*z^3 - 160/59*z + 1
*
[ 2/3 ] 
f(z) = 279/46*z^3 - 147/46*z + 1
*
[ 2/3 ] 
f(z) = 279/50*z^3 - 149/50*z + 1
*
[ 1/3 ] 
f(z) = 279/55*z^3 - 141/55*z + 1
*
[ 1/3 ] 
f(z) = 279/56*z^3 - 143/56*z + 1
*
[ 2/3 ] 
f(z) = 279/58*z^3 - 153/58*z + 1
*
[ 1/3 ] 
f(z) = 279/58*z^3 - 147/58*z + 1
*
[ 1/3 ] 
f(z) = 279/59*z^3 - 149/59*z + 1
*
[ 2/5 ] 
f(z) = 265/48*z^3 - 143/60*z + 1
*
[ 3/8 ] 
f(z) = 272/45*z^3 - 151/60*z + 1
*
[ 7/15 ] 
f(z) = 275/49*z^3 - 149/63*z + 1
*
[ 6/11 ] 
f(z) = 275/54*z^3 - 155/66*z + 1
*
-2 | 0.11624388955860871876521188431745213625 | 0.016678246889192445453414685257262222663
f(z) = 261/40*z^3 - 133/5*z + 1
*
[ 2 ] 
f(z) = 261/40*z^3 - 128/5*z + 1
*
[ -2 ] 
f(z) = 261/40*z^3 - 123/5*z + 1
*
[ -5/3 ] 
f(z) = 261/50*z^3 - 129/10*z + 1
*
-2 | 0.11606579755623709538394173043636706056 | 0.016634816896907572984233507657897749605
f(z) = 261/56*z^3 - 134/7*z + 1
*
[ 2 ] 
f(z) = 261/56*z^3 - 127/7*z + 1
*
-2 | 0.11638844776745645424309030476139009044 | 0.016681059866829715791352578372160192057
f(z) = 263/40*z^3 - 134/5*z + 1
*
[ 2 ] 
f(z) = 263/40*z^3 - 129/5*z + 1
*
[ -2 ] 
f(z) = 263/40*z^3 - 124/5*z + 1
*
-2 | 0.11621216640415068034793650693799937496 | 0.016638065324059284526418759027837323301
f(z) = 263/56*z^3 - 135/7*z + 1
*
[ 2 ] 
f(z) = 263/56*z^3 - 128/7*z + 1
*
[ -2 ] 
f(z) = 263/56*z^3 - 121/7*z + 1
*
-2 | 0.11635737403531079776206387193418139865 | 0.016641271361629906445014482100213669060
f(z) = 265/56*z^3 - 136/7*z + 1
*
[ 2 ] 
f(z) = 265/56*z^3 - 129/7*z + 1
*
[ -2 ] 
f(z) = 265/56*z^3 - 122/7*z + 1
*
-2 | 0.11667420408364960655887747981033861780 | 0.016686583958735478918592506265599679593
f(z) = 267/40*z^3 - 136/5*z + 1
*
[ 2 ] 
f(z) = 267/40*z^3 - 131/5*z + 1
*
[ -2 ] 
f(z) = 267/40*z^3 - 126/5*z + 1
*
-2 | 0.11650143895656706962394800143125298080 | 0.016644435951305801913017703468629958344
f(z) = 267/56*z^3 - 137/7*z + 1
*
[ 2 ] 
f(z) = 267/56*z^3 - 130/7*z + 1
*
[ -2 ] 
f(z) = 267/56*z^3 - 123/7*z + 1
*
-2 | 0.11681543678663715765420876261295736577 | 0.016689296485375248108017892223652448047
f(z) = 269/40*z^3 - 137/5*z + 1
*
[ 2 ] 
f(z) = 269/40*z^3 - 132/5*z + 1
*
[ -2 ] 
f(z) = 269/40*z^3 - 127/5*z + 1
*
-2 | 0.11664437923015267579768164744670147598 | 0.016647560005661646549717385586269355568
f(z) = 269/56*z^3 - 138/7*z + 1
*
[ 2 ] 
f(z) = 269/56*z^3 - 131/7*z + 1
*
[ -2 ] 
f(z) = 269/56*z^3 - 124/7*z + 1
*
-2 | 0.11695559491703413308717804831839870809 | 0.016691976906469525151073783260523774275
f(z) = 271/40*z^3 - 138/5*z + 1
*
[ 2 ] 
f(z) = 271/40*z^3 - 133/5*z + 1
*
[ -2 ] 
f(z) = 271/40*z^3 - 128/5*z + 1
*
-2 | 0.11678621248800055801857325008864742412 | 0.016650644409306257594116789244974352983
f(z) = 271/56*z^3 - 139/7*z + 1
*
[ 2 ] 
f(z) = 271/56*z^3 - 132/7*z + 1
*
[ -2 ] 
f(z) = 271/56*z^3 - 125/7*z + 1
*
-2 | 0.11709469479168420232765031565136819090 | 0.016694625877972584454826926539836582911
f(z) = 273/40*z^3 - 139/5*z + 1
*
[ 2 ] 
f(z) = 273/40*z^3 - 134/5*z + 1
*
[ -2 ] 
f(z) = 273/40*z^3 - 129/5*z + 1
*
[ 2 ] 
f(z) = 275/56*z^3 - 134/7*z + 1
*
[ -2 ] 
f(z) = 275/56*z^3 - 127/7*z + 1
*
[ 2 ] 
f(z) = 277/40*z^3 - 136/5*z + 1
*
[ -2 ] 
f(z) = 277/40*z^3 - 131/5*z + 1
*
[ 2 ] 
f(z) = 277/56*z^3 - 135/7*z + 1
*
[ -2 ] 
f(z) = 277/56*z^3 - 128/7*z + 1
*
[ 2 ] 
f(z) = 279/40*z^3 - 137/5*z + 1
*
[ -2 ] 
f(z) = 279/40*z^3 - 132/5*z + 1
*
[ -5/3 ] 
f(z) = 279/50*z^3 - 139/10*z + 1
*
[ 2 ] 
f(z) = 279/56*z^3 - 136/7*z + 1
*
[ -2 ] 
f(z) = 279/56*z^3 - 129/7*z + 1
*
[ 7/8 ] 
f(z) = 272/49*z^3 - 123/28*z + 1
*
[ -7/6 ] 
f(z) = 276/49*z^3 - 122/21*z + 1
*
[ 1/2 ] 
f(z) = 260/57*z^3 - 122/57*z + 1
*
[ 1/2 ] 
f(z) = 260/59*z^3 - 124/59*z + 1
*
[ 2/3 ] 
f(z) = 261/46*z^3 - 139/46*z + 1
*
[ 1/3 ] 
f(z) = 261/46*z^3 - 121/46*z + 1
*
[ 1/3 ] 
f(z) = 261/47*z^3 - 123/47*z + 1
*
[ 1/3 ] 
f(z) = 261/49*z^3 - 127/49*z + 1
*
[ 1/3 ] 
f(z) = 261/50*z^3 - 129/50*z + 1
*
[ 1/3 ] 
f(z) = 261/52*z^3 - 133/52*z + 1
*
[ 1/3 ] 
f(z) = 261/53*z^3 - 135/53*z + 1
*
[ 1/3 ] 
f(z) = 261/55*z^3 - 139/55*z + 1
*
[ 3/5 ] 
f(z) = 263/54*z^3 - 121/50*z + 1
*
[ 1/2 ] 
f(z) = 264/59*z^3 - 125/59*z + 1
*
[ 1/2 ] 
f(z) = 268/55*z^3 - 122/55*z + 1
*
[ 1/2 ] 
f(z) = 268/57*z^3 - 124/57*z + 1
*
[ 1/2 ] 
f(z) = 268/59*z^3 - 126/59*z + 1
*
[ 3/5 ] 
f(z) = 269/54*z^3 - 123/50*z + 1
*
[ 1/3 ] 
f(z) = 270/47*z^3 - 124/47*z + 1
*
[ 1/3 ] 
f(z) = 270/49*z^3 - 128/49*z + 1
*
[ 1/3 ] 
f(z) = 270/53*z^3 - 136/53*z + 1
*
[ 1/4 ] 
f(z) = 272/41*z^3 - 140/41*z + 1
*
[ 1/2 ] 
f(z) = 272/53*z^3 - 121/53*z + 1
*
[ 1/2 ] 
f(z) = 272/55*z^3 - 123/55*z + 1
*
[ 1/2 ] 
f(z) = 272/57*z^3 - 125/57*z + 1
*
[ 1/2 ] 
f(z) = 272/59*z^3 - 127/59*z + 1
*
[ 3/5 ] 
f(z) = 275/42*z^3 - 127/42*z + 1
*
[ 3/5 ] 
f(z) = 275/48*z^3 - 131/48*z + 1
*
[ 3/5 ] 
f(z) = 275/51*z^3 - 133/51*z + 1
*
[ 2/5 ] 
f(z) = 275/54*z^3 - 125/54*z + 1
*
[ 3/5 ] 
f(z) = 275/57*z^3 - 137/57*z + 1
*
[ 2/5 ] 
f(z) = 275/58*z^3 - 131/58*z + 1
*
[ 1/2 ] 
f(z) = 276/53*z^3 - 122/53*z + 1
*
[ 1/2 ] 
f(z) = 276/55*z^3 - 124/55*z + 1
*
[ 1/2 ] 
f(z) = 276/59*z^3 - 128/59*z + 1
*
[ 1/3 ] 
f(z) = 279/46*z^3 - 123/46*z + 1
*
[ 1/3 ] 
f(z) = 279/47*z^3 - 125/47*z + 1
*
[ 1/3 ] 
f(z) = 279/49*z^3 - 129/49*z + 1
*
[ 1/3 ] 
f(z) = 279/50*z^3 - 131/50*z + 1
*
[ 1/3 ] 
f(z) = 279/52*z^3 - 135/52*z + 1
*
[ 1/3 ] 
f(z) = 279/53*z^3 - 137/53*z + 1
*
[ -2 ] 
f(z) = 261/56*z^3 - 120/7*z + 1
*
[ 7/6 ] 
f(z) = 270/49*z^3 - 103/14*z + 1
*
[ 7/4 ] 
f(z) = 272/49*z^3 - 116/7*z + 1
*
[ -7/4 ] 
f(z) = 272/49*z^3 - 108/7*z + 1
*
-6/5 | 0.067777056444295530504416666592393070672 | 0.011293512916960893149882310416612253925
f(z) = 275/48*z^3 - 101/12*z + 1
*
[ 12/5 ] 
f(z) = 275/54*z^3 - 115/4*z + 1
*
[ 7/10 ] 
f(z) = 260/49*z^3 - 106/35*z + 1
*
[ -7/6 ] 
f(z) = 264/49*z^3 - 115/21*z + 1
*
[ 3/4 ] 
f(z) = 271/54*z^3 - 101/32*z + 1
*
[ 2/7 ] 
f(z) = 273/40*z^3 - 107/35*z + 1
*
[ -6/5 ] 
f(z) = 275/56*z^3 - 110/21*z + 1
*
[ 3/4 ] 
f(z) = 277/54*z^3 - 103/32*z + 1
*
[ 1/2 ] 
f(z) = 260/41*z^3 - 106/41*z + 1
*
[ 1/2 ] 
f(z) = 260/43*z^3 - 108/43*z + 1
*
[ 1/2 ] 
f(z) = 260/47*z^3 - 112/47*z + 1
*
[ 1/2 ] 
f(z) = 260/49*z^3 - 114/49*z + 1
*
[ 1/2 ] 
f(z) = 260/51*z^3 - 116/51*z + 1
*
[ 1/2 ] 
f(z) = 260/53*z^3 - 118/53*z + 1
*
[ 1/3 ] 
f(z) = 261/40*z^3 - 109/40*z + 1
*
[ 1/3 ] 
f(z) = 261/41*z^3 - 111/41*z + 1
*
[ 1/3 ] 
f(z) = 261/43*z^3 - 115/43*z + 1
*
[ 1/3 ] 
f(z) = 261/44*z^3 - 117/44*z + 1
*
[ 1/2 ] 
f(z) = 264/41*z^3 - 107/41*z + 1
*
[ 1/2 ] 
f(z) = 264/43*z^3 - 109/43*z + 1
*
[ 1/2 ] 
f(z) = 264/47*z^3 - 113/47*z + 1
*
[ 1/2 ] 
f(z) = 264/49*z^3 - 115/49*z + 1
*
[ 7/12 ] 
f(z) = 264/49*z^3 - 107/42*z + 1
*
[ 1/2 ] 
f(z) = 264/53*z^3 - 119/53*z + 1
*
[ 3/10 ] 
f(z) = 265/54*z^3 - 111/40*z + 1
*
[ 1/2 ] 
f(z) = 268/41*z^3 - 108/41*z + 1
*
[ 1/2 ] 
f(z) = 268/43*z^3 - 110/43*z + 1
*
[ 1/2 ] 
f(z) = 268/45*z^3 - 112/45*z + 1
*
[ 1/2 ] 
f(z) = 268/47*z^3 - 114/47*z + 1
*
[ 1/2 ] 
f(z) = 268/49*z^3 - 116/49*z + 1
*
[ 1/2 ] 
f(z) = 268/51*z^3 - 118/51*z + 1
*
[ 1/2 ] 
f(z) = 268/53*z^3 - 120/53*z + 1
*
[ 1/3 ] 
f(z) = 270/41*z^3 - 112/41*z + 1
*
[ 1/3 ] 
f(z) = 270/43*z^3 - 116/43*z + 1
*
-7/9 | 0.21621223878392370056726141593813108107 | 0.029256688876150161486322668844878342998
f(z) = 270/49*z^3 - 107/42*z + 1
*
[ 7/18 ] 
f(z) = 270/49*z^3 - 101/42*z + 1
*
[ 1/2 ] 
f(z) = 272/41*z^3 - 109/41*z + 1
*
[ 1/2 ] 
f(z) = 272/43*z^3 - 111/43*z + 1
*
[ 1/2 ] 
f(z) = 272/45*z^3 - 113/45*z + 1
*
[ 1/2 ] 
f(z) = 272/47*z^3 - 115/47*z + 1
*
[ 1/2 ] 
f(z) = 272/49*z^3 - 117/49*z + 1
*
[ 2/5 ] 
f(z) = 275/42*z^3 - 107/42*z + 1
*
[ 2/5 ] 
f(z) = 275/46*z^3 - 113/46*z + 1
*
[ 1/2 ] 
f(z) = 276/41*z^3 - 110/41*z + 1
*
[ 1/2 ] 
f(z) = 276/43*z^3 - 112/43*z + 1
*
[ 1/2 ] 
f(z) = 276/47*z^3 - 116/47*z + 1
*
[ 1/2 ] 
f(z) = 276/49*z^3 - 118/49*z + 1
*
[ 1/3 ] 
f(z) = 279/40*z^3 - 111/40*z + 1
*
[ 1/3 ] 
f(z) = 279/41*z^3 - 113/41*z + 1
*
[ 1/3 ] 
f(z) = 279/43*z^3 - 117/43*z + 1
*
[ 1/3 ] 
f(z) = 279/44*z^3 - 119/44*z + 1
*
[ -3 ] 
f(z) = 263/54*z^3 - 85/2*z + 1
*
[ 3/2 ] 
f(z) = 263/54*z^3 - 85/8*z + 1
*
[ 3 ] 
f(z) = 265/54*z^3 - 87/2*z + 1
*
[ -3 ] 
f(z) = 269/54*z^3 - 87/2*z + 1
*
[ 3/2 ] 
f(z) = 269/54*z^3 - 87/8*z + 1
*
[ 3 ] 
f(z) = 271/54*z^3 - 89/2*z + 1
*
[ 6/5 ] 
f(z) = 275/48*z^3 - 97/12*z + 1
*
[ -3 ] 
f(z) = 275/54*z^3 - 89/2*z + 1
*
[ 3/2 ] 
f(z) = 275/54*z^3 - 89/8*z + 1
*
[ 3 ] 
f(z) = 277/54*z^3 - 91/2*z + 1
*
[ 3/4 ] 
f(z) = 265/54*z^3 - 99/32*z + 1
*
[ 7/15 ] 
f(z) = 270/49*z^3 - 82/35*z + 1
*
[ 7/10 ] 
f(z) = 275/49*z^3 - 89/28*z + 1
*
[ 4/5 ] 
f(z) = 275/56*z^3 - 95/28*z + 1
*
[ -3/2 ] 
f(z) = 265/54*z^3 - 75/8*z + 1
*
[ 6/5 ] 
f(z) = 265/54*z^3 - 69/10*z + 1
*
[ -7/6 ] 
f(z) = 270/49*z^3 - 79/14*z + 1
*
[ -3/2 ] 
f(z) = 271/54*z^3 - 77/8*z + 1
*
2/3 | 0.19780223265663342173813714638891310067 | 0.029487142704838817968795068251170843567
f(z) = 273/40*z^3 - 68/15*z + 1
*
[ 7/5 ] 
f(z) = 275/49*z^3 - 75/7*z + 1
*
[ -7/5 ] 
f(z) = 275/49*z^3 - 65/7*z + 1
*
[ -3/2 ] 
f(z) = 277/54*z^3 - 79/8*z + 1
*
[ 2/3 ] 
f(z) = 261/44*z^3 - 69/22*z + 1
*
[ 2/3 ] 
f(z) = 261/52*z^3 - 71/26*z + 1
*
[ 3/5 ] 
f(z) = 265/54*z^3 - 73/30*z + 1
*
[ 2/5 ] 
f(z) = 265/56*z^3 - 79/35*z + 1
*
[ 7/9 ] 
f(z) = 270/49*z^3 - 76/21*z + 1
*
[ 2/5 ] 
f(z) = 275/52*z^3 - 61/26*z + 1
*
[ 3/10 ] 
f(z) = 275/54*z^3 - 67/24*z + 1
*
[ 2/3 ] 
f(z) = 279/44*z^3 - 73/22*z + 1
*
[ 2/3 ] 
f(z) = 279/52*z^3 - 75/26*z + 1
*
[ 2/3 ] 
f(z) = 267/40*z^3 - 52/15*z + 1
*
[ 3/4 ] 
f(z) = 272/45*z^3 - 56/15*z + 1
*
[ 2/3 ] 
f(z) = 273/40*z^3 - 53/15*z + 1
*
4/5 | 0.065055918994645104028964841299447958650 | 0.011582440847851518107515447276006471074
f(z) = 275/48*z^3 - 53/12*z + 1
*
[ 4/5 ] 
f(z) = 275/48*z^3 - 47/12*z + 1
*
-4/5 | 0.10887513491298895315278975635533965326 | 0.019383936610523435304199326040785336209
f(z) = 275/48*z^3 - 41/12*z + 1
*
[ 6/5 ] 
f(z) = 275/54*z^3 - 43/6*z + 1
*
[ 2/3 ] 
f(z) = 267/56*z^3 - 55/21*z + 1
*
-4/5 | 0.15403374040751984737045500197121824925 | 0.027423894926305889702719709115218483523
f(z) = 275/48*z^3 - 35/12*z + 1
*
[ 2/5 ] 
f(z) = 275/48*z^3 - 29/12*z + 1
*
[ -7/9 ]
f(z) = 270/49*z^3 - 22/21*z + 1
*
[ 2/3 ] 
f(z) = 261/40*z^3 - 17/5*z + 1
*
[ 2/3 ] 
f(z) = 261/56*z^3 - 18/7*z + 1
*
[ 3/5 ] 
f(z) = 275/54*z^3 - 5/2*z + 1
*
[ 2/5 ] 
f(z) = 275/56*z^3 - 16/7*z + 1
*
[ 2/3 ] 
f(z) = 279/40*z^3 - 18/5*z + 1
*
[ 2/3 ] 
f(z) = 279/56*z^3 - 19/7*z + 1
*
[ -3/5 ]
f(z) = 275/54*z^3 + 5/6*z + 1
*
-2 | 0.11683603849053303786531180476080472258 | 0.016632295504589504520195219778245870377
f(z) = 273/64*z^3 - 281/16*z + 1
*
-2 | 0.11697663659968029827503908589852632150 | 0.016635514916579324881262156627482343924
f(z) = 275/64*z^3 - 283/16*z + 1
*
-2 | 0.11711616009748402936582310705180856628 | 0.016638693235675282495151906346475631709
f(z) = 277/64*z^3 - 285/16*z + 1
*
-2 | 0.11725462553633281736108833855256459544 | 0.016641831352004558867638593960162994344
f(z) = 279/64*z^3 - 287/16*z + 1
*
[ 4/55 ] 
f(z) = 275/64*z^3 - 281/22*z + 1
*
[ 6/5 ] 
f(z) = 275/64*z^3 - 289/48*z + 1
*
-5/4 | 0.19357203552824198043621739944232464956 | 0.026630095270608421090730152812109131297
f(z) = 268/75*z^3 - 287/60*z + 1
*
[ 1/5 ] 
f(z) = 275/68*z^3 - 283/68*z + 1
*
[ 1/5 ] 
f(z) = 275/69*z^3 - 287/69*z + 1
*
[ 1/5 ] 
f(z) = 275/71*z^3 - 295/71*z + 1
*
[ 1/5 ] 
f(z) = 275/72*z^3 - 299/72*z + 1
*
[ 3/10 ] 
f(z) = 260/63*z^3 - 284/105*z + 1
*
[ 2/3 ] 
f(z) = 261/61*z^3 - 293/122*z + 1
*
[ 2/3 ] 
f(z) = 261/65*z^3 - 297/130*z + 1
*
[ 2/3 ] 
f(z) = 261/67*z^3 - 299/134*z + 1
*
[ 2/5 ] 
f(z) = 275/67*z^3 - 289/134*z + 1
*
[ 2/5 ] 
f(z) = 275/69*z^3 - 295/138*z + 1
*
[ 4/11 ] 
f(z) = 277/64*z^3 - 281/121*z + 1
*
[ 1/2 ] 
f(z) = 262/75*z^3 - 281/150*z + 1
*
[ 1/2 ] 
f(z) = 262/77*z^3 - 285/154*z + 1
*
[ 1/2 ] 
f(z) = 262/79*z^3 - 289/158*z + 1
*
[ 1/2 ] 
f(z) = 266/75*z^3 - 283/150*z + 1
*
[ 1/2 ] 
f(z) = 266/79*z^3 - 291/158*z + 1
*
[ 1/2 ] 
f(z) = 270/73*z^3 - 281/146*z + 1
*
[ 1/2 ] 
f(z) = 270/77*z^3 - 289/154*z + 1
*
[ 1/2 ] 
f(z) = 270/79*z^3 - 293/158*z + 1
*
[ 1/2 ] 
f(z) = 274/73*z^3 - 283/146*z + 1
*
[ 1/2 ] 
f(z) = 274/75*z^3 - 287/150*z + 1
*
[ 1/2 ] 
f(z) = 274/77*z^3 - 291/154*z + 1
*
[ 1/2 ] 
f(z) = 274/79*z^3 - 295/158*z + 1
*
[ 1/2 ] 
f(z) = 278/71*z^3 - 281/142*z + 1
*
[ 1/2 ] 
f(z) = 278/73*z^3 - 285/146*z + 1
*
[ 1/2 ] 
f(z) = 278/75*z^3 - 289/150*z + 1
*
[ 1/2 ] 
f(z) = 278/77*z^3 - 293/154*z + 1
*
[ 1/2 ] 
f(z) = 278/79*z^3 - 297/158*z + 1
*
-2 | 0.11596890419316492676156559169735110959 | 0.016612062573834168972845663221894945877
f(z) = 261/64*z^3 - 269/16*z + 1
*
-2 | 0.11611632081828451628112812225957795406 | 0.016615548879876075910345485486176186466
f(z) = 263/64*z^3 - 271/16*z + 1
*
-2 | 0.11626255467707165009623806568366427173 | 0.016618988125023506821545410655345071850
f(z) = 265/64*z^3 - 273/16*z + 1
*
-2 | 0.11640762491915762000342557559002268227 | 0.016622381384869921368063242504031724019
f(z) = 267/64*z^3 - 275/16*z + 1
*
-2 | 0.11655155022461646265206854937985398652 | 0.016625729700865040612074550264467186078
f(z) = 269/64*z^3 - 277/16*z + 1
*
[ 2 ] 
f(z) = 269/64*z^3 - 261/16*z + 1
*
-2 | 0.11669434881946766602081818547006025134 | 0.016629034081694072538032025412883573450
f(z) = 271/64*z^3 - 279/16*z + 1
*
[ 2 ] 
f(z) = 271/64*z^3 - 263/16*z + 1
*
[ 2 ] 
f(z) = 273/64*z^3 - 265/16*z + 1
*
[ 2 ] 
f(z) = 275/64*z^3 - 267/16*z + 1
*
[ 2 ] 
f(z) = 277/64*z^3 - 269/16*z + 1
*
[ 2 ] 
f(z) = 279/64*z^3 - 271/16*z + 1
*
-12/7 | 0.26501900857849061488935234416552805376 | 0.027140558504114794300943345089313803177
f(z) = 273/64*z^3 - 272/21*z + 1
*
[ 6/55 ] 
f(z) = 275/72*z^3 - 271/33*z + 1
*
[ -6/5 ] 
f(z) = 269/72*z^3 - 266/75*z + 1
*
[ -6/5 ] 
f(z) = 271/72*z^3 - 269/75*z + 1
*
1/4 | 0.15444433858725973874604008309027524500 | 0.027461567894720406265495993696512754530
f(z) = 272/65*z^3 - 277/65*z + 1
*
[ 1/5 ] 
f(z) = 275/63*z^3 - 263/63*z + 1
*
[ 1/5 ] 
f(z) = 275/64*z^3 - 267/64*z + 1
*
[ 1/5 ] 
f(z) = 275/67*z^3 - 279/67*z + 1
*
[ -6/5 ] 
f(z) = 277/72*z^3 - 278/75*z + 1
*
[ 4/11 ] 
f(z) = 261/64*z^3 - 277/121*z + 1
*
[ 1/2 ] 
f(z) = 262/65*z^3 - 261/130*z + 1
*
[ 1/2 ] 
f(z) = 262/67*z^3 - 265/134*z + 1
*
[ 1/2 ] 
f(z) = 262/69*z^3 - 269/138*z + 1
*
[ 4/11 ] 
f(z) = 265/64*z^3 - 278/121*z + 1
*
[ 1/2 ] 
f(z) = 266/65*z^3 - 263/130*z + 1
*
[ 1/2 ] 
f(z) = 266/67*z^3 - 267/134*z + 1
*
[ 1/2 ] 
f(z) = 266/69*z^3 - 271/138*z + 1
*
[ 4/11 ] 
f(z) = 269/64*z^3 - 279/121*z + 1
*
[ 1/2 ] 
f(z) = 270/67*z^3 - 269/134*z + 1
*
[ 5/12 ] 
f(z) = 272/75*z^3 - 274/135*z + 1
*
[ 4/11 ] 
f(z) = 273/64*z^3 - 280/121*z + 1
*
[ 1/2 ] 
f(z) = 274/63*z^3 - 263/126*z + 1
*
[ 1/2 ] 
f(z) = 274/65*z^3 - 267/130*z + 1
*
[ 1/2 ] 
f(z) = 274/67*z^3 - 271/134*z + 1
*
[ 1/2 ] 
f(z) = 274/69*z^3 - 275/138*z + 1
*
[ 2/5 ] 
f(z) = 275/61*z^3 - 271/122*z + 1
*
[ 2/5 ] 
f(z) = 275/63*z^3 - 277/126*z + 1
*
[ 1/2 ] 
f(z) = 278/61*z^3 - 261/122*z + 1
*
[ 1/2 ] 
f(z) = 278/63*z^3 - 265/126*z + 1
*
[ 1/2 ] 
f(z) = 278/65*z^3 - 269/130*z + 1
*
[ 1/2 ] 
f(z) = 278/67*z^3 - 273/134*z + 1
*
[ 1/2 ] 
f(z) = 278/69*z^3 - 277/138*z + 1
*
[ 1/2 ] 
f(z) = 262/71*z^3 - 273/142*z + 1
*
[ 1/2 ] 
f(z) = 262/73*z^3 - 277/146*z + 1
*
[ 1/2 ] 
f(z) = 266/71*z^3 - 275/142*z + 1
*
[ 1/2 ] 
f(z) = 266/73*z^3 - 279/146*z + 1
*
[ 1/2 ] 
f(z) = 270/71*z^3 - 277/142*z + 1
*
[ 1/2 ] 
f(z) = 274/71*z^3 - 279/142*z + 1
*
[ 2 ] 
f(z) = 261/64*z^3 - 253/16*z + 1
*
[ 2 ] 
f(z) = 263/64*z^3 - 255/16*z + 1
*
[ 2 ] 
f(z) = 265/64*z^3 - 257/16*z + 1
*
[ -2 ] 
f(z) = 265/64*z^3 - 241/16*z + 1
*
[ 2 ] 
f(z) = 267/64*z^3 - 259/16*z + 1
*
[ -2 ] 
f(z) = 267/64*z^3 - 243/16*z + 1
*
[ -2 ] 
f(z) = 269/64*z^3 - 245/16*z + 1
*
[ -2 ] 
f(z) = 271/64*z^3 - 247/16*z + 1
*
[ -2 ] 
f(z) = 273/64*z^3 - 249/16*z + 1
*
[ -2 ] 
f(z) = 275/64*z^3 - 251/16*z + 1
*
[ 12/5 ] 
f(z) = 275/72*z^3 - 257/12*z + 1
*
[ -12/5 ] 
f(z) = 275/72*z^3 - 247/12*z + 1
*
[ -2 ] 
f(z) = 277/64*z^3 - 253/16*z + 1
*
[ -2 ] 
f(z) = 279/64*z^3 - 255/16*z + 1
*
[ 8/3 ] 
f(z) = 279/64*z^3 - 243/8*z + 1
*
6/5 | 0.24104833923836241032317820853605196410 | 0.027733857499726171456057120737650379851
f(z) = 275/72*z^3 - 248/33*z + 1
*
[ 6/5 ] 
f(z) = 275/63*z^3 - 257/42*z + 1
*
[ 8/9 ] 
f(z) = 261/64*z^3 - 241/72*z + 1
*
[ -6/5 ] 
f(z) = 263/72*z^3 - 257/75*z + 1
*
[ 1/4 ] 
f(z) = 272/75*z^3 - 242/75*z + 1
*
[ 1/4 ] 
f(z) = 272/77*z^3 - 248/77*z + 1
*
[ 1/4 ] 
f(z) = 272/79*z^3 - 254/79*z + 1
*
[ 1/5 ] 
f(z) = 275/61*z^3 - 255/61*z + 1
*
[ 1/5 ] 
f(z) = 275/62*z^3 - 259/62*z + 1
*
[ 6/25 ] 
f(z) = 275/72*z^3 - 254/75*z + 1
*
[ -6/5 ] 
f(z) = 275/78*z^3 - 253/78*z + 1
*
[ 8/9 ] 
f(z) = 279/64*z^3 - 257/72*z + 1
*
[ 3/10 ] 
f(z) = 275/72*z^3 - 257/96*z + 1
*
[ 18/55 ] 
f(z) = 275/72*z^3 - 244/99*z + 1
*
[ 1/2 ] 
f(z) = 262/61*z^3 - 253/122*z + 1
*
[ 1/2 ] 
f(z) = 262/63*z^3 - 257/126*z + 1
*
[ 1/2 ] 
f(z) = 266/61*z^3 - 255/122*z + 1
*
[ 1/2 ] 
f(z) = 270/61*z^3 - 257/122*z + 1
*
[ 1/2 ] 
f(z) = 274/61*z^3 - 259/122*z + 1
*
[ -2 ] 
f(z) = 261/64*z^3 - 237/16*z + 1
*
[ 8/3 ] 
f(z) = 261/64*z^3 - 227/8*z + 1
*
[ -8/3 ] 
f(z) = 261/64*z^3 - 221/8*z + 1
*
[ -2 ] 
f(z) = 263/64*z^3 - 239/16*z + 1
*
[ -8/3 ] 
f(z) = 279/64*z^3 - 237/8*z + 1
*
[ -12/7 ] 
f(z) = 273/64*z^3 - 230/21*z + 1
*
[ -5/4 ] 
f(z) = 268/75*z^3 - 227/60*z + 1
*
[ 1/4 ] 
f(z) = 272/69*z^3 - 224/69*z + 1
*
[ 1/4 ] 
f(z) = 272/71*z^3 - 230/71*z + 1
*
[ 1/4 ] 
f(z) = 272/73*z^3 - 236/73*z + 1
*
[ 4/15 ] 
f(z) = 273/64*z^3 - 229/75*z + 1
*
2/3 | 0.16037779148897263832623003981392722511 | 0.028480156261695393138031330910772034237
f(z) = 279/70*z^3 - 229/70*z + 1
*
[ 3/4 ] 
f(z) = 260/63*z^3 - 223/84*z + 1
*
[ 3/4 ] 
f(z) = 268/63*z^3 - 229/84*z + 1
*
[ 3/10 ] 
f(z) = 275/63*z^3 - 229/84*z + 1
*
[ 8/11 ] 
f(z) = 275/64*z^3 - 233/88*z + 1
*
[ 3/5 ] 
f(z) = 260/63*z^3 - 226/105*z + 1
*
[ 3/5 ] 
f(z) = 265/63*z^3 - 229/105*z + 1
*
[ 5/7 ] 
f(z) = 266/75*z^3 - 232/105*z + 1
*
[ 2/3 ] 
f(z) = 267/68*z^3 - 229/102*z + 1
*
[ 2/3 ] 
f(z) = 267/76*z^3 - 235/114*z + 1
*
[ 8/13 ] 
f(z) = 273/64*z^3 - 233/104*z + 1
*
[ 2/3 ] 
f(z) = 273/68*z^3 - 233/102*z + 1
*
[ 2/3 ] 
f(z) = 273/76*z^3 - 239/114*z + 1
*
[ 3/5 ] 
f(z) = 265/72*z^3 - 239/120*z + 1
*
[ -8/7 ] 
f(z) = 273/64*z^3 - 207/56*z + 1
*
[ -6/5 ] 
f(z) = 275/64*z^3 - 209/48*z + 1
*
[ 4/21 ] 
f(z) = 279/64*z^3 - 216/49*z + 1
*
-1 | 0.12659371065391548898789706477462679645 | 0.022734532780507511573650348111473577247
f(z) = 262/61*z^3 - 201/61*z + 1
*
-1 | 0.097736378690481316326462828434381977948 | 0.017540143026570824105919390322696909187
f(z) = 263/60*z^3 - 203/60*z + 1
*
-1 | 0.12665938275858235878030919999853432464 | 0.022730775572095964030755390682333676365
f(z) = 263/61*z^3 - 202/61*z + 1
*
-1 | 0.11384489957221710286861850091892871599 | 0.020431039579091303248025959003888005865
f(z) = 263/62*z^3 - 201/62*z + 1
*
-1 | 0.12672482213936610070725015141592261518 | 0.022727040687631034013292397631023514274
f(z) = 264/61*z^3 - 203/61*z + 1
*
-1 | 0.12679003044415857990675676674742128408 | 0.022723327902663876610289014905399170585
f(z) = 265/61*z^3 - 204/61*z + 1
*
-1 | 0.11397475371435634708069958854570620848 | 0.020426572122461360932469886323925612767
f(z) = 265/62*z^3 - 203/62*z + 1
*
-1 | 0.11326844484774176453293832973373032788 | 0.020299987343512903185687642380183576124
f(z) = 265/63*z^3 - 202/63*z + 1
*
-1 | 0.11829489872522250072846554892621728227 | 0.021200829146653847559764665497692881007
f(z) = 265/64*z^3 - 201/64*z + 1
*
-1 | 0.12685500930336874098168177610390072895 | 0.022719636995882262123330919839030294248
f(z) = 266/61*z^3 - 205/61*z + 1
*
-1 | 0.12693764845949031491441303033270547970 | 0.022734437606745315694623279100419874681
f(z) = 266/65*z^3 - 201/65*z + 1
*
-1 | 0.12691976033016958171221277183303748253 | 0.022715967749054766752011012003617883817
f(z) = 267/61*z^3 - 206/61*z + 1
*
-1 | 0.11410499624135114904614396854401508369 | 0.020422394494613719992066303626042262687
f(z) = 267/62*z^3 - 205/62*z + 1
*
-1 | 0.11842421148035010845080961379675723887 | 0.021195443181556470881760375670571197902
f(z) = 267/64*z^3 - 203/64*z + 1
*
-1 | 0.12700212278735671758557118085042204902 | 0.022730708896661166290916501824467916189
f(z) = 267/65*z^3 - 202/65*z + 1
*
-1 | 0.12698428512074077248857624121218638090 | 0.022712319946976165585585333025508695753
f(z) = 268/61*z^3 - 207/61*z + 1
*
-1 | 0.11346228311468697502052504889942898680 | 0.020293784176245704625475670875850390705
f(z) = 268/63*z^3 - 205/63*z + 1
*
-1 | 0.12706637273312384735523526924506686640 | 0.022727002079606632630806401411646913445
f(z) = 268/65*z^3 - 203/65*z + 1
*
-1 | 0.098127034712708136696870320755995986253 | 0.017539248775276693480739498053969657226
f(z) = 269/60*z^3 - 209/60*z + 1
*
-1 | 0.12704858525450701342186544404293359398 | 0.022708693377413997551665235568052680953
f(z) = 269/61*z^3 - 208/61*z + 1
*
-1 | 0.11423303139525770989097233907340418992 | 0.020418038330225244663428925128887895682
f(z) = 269/62*z^3 - 207/62*z + 1
*
-1 | 0.11352644630186631004581421781522130689 | 0.020291743147963012282138906622422373237
f(z) = 269/63*z^3 - 206/63*z + 1
*
-1 | 0.11855262484941022489392762796190377690 | 0.021190123458673806224038446761238941913
f(z) = 269/64*z^3 - 205/64*z + 1
*
-1 | 0.12713039985756411761615912857888628150 | 0.022723316938399716662059453165642345874
f(z) = 269/65*z^3 - 204/65*z + 1
*
-1 | 0.093970037436780611225381032351493193851 | 0.016796226125156828310150513545369304573
f(z) = 269/66*z^3 - 203/66*z + 1
*
-1 | 0.12717110306619021400590769247966968769 | 0.022730592239280205179779853957896971985
f(z) = 269/67*z^3 - 202/67*z + 1
*
-1 | 0.11863403155518483548833252886756615137 | 0.021204674112005346643115519983707958835
f(z) = 269/68*z^3 - 201/68*z + 1
*
-1 | 0.12711266229437221882970234803863855809 | 0.022705087831056272849874592029207059836
f(z) = 270/61*z^3 - 209/61*z + 1
*
-1 | 0.12723477461958223222461503990586897105 | 0.022726899749862025170008843611323528307
f(z) = 270/67*z^3 - 203/67*z + 1
*
-1 | 0.098254069871119903914667733457257968889 | 0.017538733649296475317676743125724078559
f(z) = 271/60*z^3 - 211/60*z + 1
*
-1 | 0.12717651778694961659562266420550659022 | 0.022701503101460294246974960765801167375
f(z) = 271/61*z^3 - 210/61*z + 1
*
-1 | 0.11436148026587920543673897931330879238 | 0.020413969057500465240454533167834514189
f(z) = 271/62*z^3 - 209/62*z + 1
*
-1 | 0.11365410767034502918739046165899991493 | 0.020287700297741617871391671310009764808
f(z) = 271/63*z^3 - 208/63*z + 1
*
-1 | 0.11868015129068098856751438309895655134 | 0.021184868633693963771018311437675262316
f(z) = 271/64*z^3 - 207/64*z + 1
*
-1 | 0.12725779180442788449462440765178470244 | 0.022716010829710425406706724947705183926
f(z) = 271/65*z^3 - 206/65*z + 1
*
-1 | 0.094098328935703352621878302211143812791 | 0.016796917727804832418366184789067470641
f(z) = 271/66*z^3 - 205/66*z + 1
*
-1 | 0.12729822731164336438623474730636223812 | 0.022723228725029741447668728739675960027
f(z) = 271/67*z^3 - 204/67*z + 1
*
-1 | 0.11876102258819438698967678328554313866 | 0.021199304474863912251277703910639241046
f(z) = 271/68*z^3 - 203/68*z + 1
*
-1 | 0.10699489160330015678879400956861003686 | 0.019099004327526695603167295677800553526
f(z) = 271/69*z^3 - 202/69*z + 1
*
-1 | 0.11452257298630485932214852839891269784 | 0.020442724734696251225282595260596094166
f(z) = 271/70*z^3 - 201/70*z + 1
*
-1 | 0.12724015326278784776466375524363047528 | 0.022697938985002564431040700509462426071
f(z) = 272/61*z^3 - 211/61*z + 1
*
-1 | 0.11371760891066424416518318459878895557 | 0.020285698204432416701843608477762193858
f(z) = 272/63*z^3 - 209/63*z + 1
*
[ 1/4 ] 
f(z) = 272/63*z^3 - 206/63*z + 1
*
[ 1/4 ] 
f(z) = 272/65*z^3 - 212/65*z + 1
*
-1 | 0.12732115966794411880494781004941410844 | 0.022712389442617418387888802253170844211
f(z) = 272/65*z^3 - 207/65*z + 1
*
[ 1/4 ] 
f(z) = 272/67*z^3 - 218/67*z + 1
*
-1 | 0.12736146264620967583276492201796164648 | 0.022719578954089447045795441845935826033
f(z) = 272/67*z^3 - 205/67*z + 1
*
-1 | 0.10705799524609417180899344426538153566 | 0.019097712330901499257585139316750520603
f(z) = 272/69*z^3 - 203/69*z + 1
*
-1 | 0.12744167376270908088898596223817522120 | 0.022733887542860652823919960641990900266
f(z) = 272/71*z^3 - 201/71*z + 1
*
-1 | 0.12730357023659314966071191558976930315 | 0.022694395280829752416839266104283240460
f(z) = 273/61*z^3 - 212/61*z + 1
*
-1 | 0.11448774656850176162103643703035280643 | 0.020409719622224570849848779933793313950
f(z) = 273/62*z^3 - 211/62*z + 1
*
-1 | 0.11880680300472333287814654161635441793 | 0.021179677399698191264497935993421532516
f(z) = 273/64*z^3 - 209/64*z + 1
*
-1 | 0.12742448211162943227425716911490524164 | 0.022715950229219023320741895828514118730
f(z) = 273/67*z^3 - 206/67*z + 1
*
-1 | 0.11888714592024228245135340291547628357 | 0.021194000123557488331528183837889531093
f(z) = 273/68*z^3 - 205/68*z + 1
*
-1 | 0.12750443238682568910767145130114772385 | 0.022730202957125576713559609411635442984
f(z) = 273/71*z^3 - 202/71*z + 1
*
-1 | 0.12736677020744770379186927253706679133 | 0.022690871790810692763589455568354646993
f(z) = 274/61*z^3 - 213/61*z + 1
*
-1 | 0.11384396003275901617870930185070854242 | 0.020281732017339473826143530488009772755
f(z) = 274/63*z^3 - 211/63*z + 1
*
-1 | 0.12744724666051363853098947912826921733 | 0.022705208975271946693988224483645456426
f(z) = 274/65*z^3 - 209/65*z + 1
*
-1 | 0.12748728718097555649790184342232900402 | 0.022712342345418327193923416745165528434
f(z) = 274/67*z^3 - 207/67*z + 1
*
-1 | 0.10718252535740521182447168916805007693 | 0.019094972237570204077750734366844237818
f(z) = 274/69*z^3 - 205/69*z + 1
*
-1 | 0.12756697831358351073817275303090173721 | 0.022726539622070050328483582623634584387
f(z) = 274/71*z^3 - 203/71*z + 1
*
-1 | 0.12760663108523459176401317992387943494 | 0.022733603913299383547759209872454387160
f(z) = 274/73*z^3 - 201/73*z + 1
*
-1 | 0.12742975465902422784663674936246708055 | 0.022687368319489392110644918308678448527
f(z) = 275/61*z^3 - 214/61*z + 1
*
-1 | 0.11461445088069474328973293503236259951 | 0.020405754282618018048733704608398818632
f(z) = 275/62*z^3 - 213/62*z + 1
*
-1 | 0.11390681287986080542473971454766818684 | 0.020279767663521519945284612505460914813
f(z) = 275/63*z^3 - 212/63*z + 1
*
-1 | 0.11893259194145644955803490757721669407 | 0.021174548485849058162099535993724818996
f(z) = 275/64*z^3 - 211/64*z + 1
*
[ -12/11 ] 
f(z) = 275/64*z^3 - 211/66*z + 1
*
-1 | 0.12754987931225444676399642188336691995 | 0.022708755100460424283564011579061915981
f(z) = 275/67*z^3 - 208/67*z + 1
*
-1 | 0.11901241336323227158019391732789149927 | 0.021188759750717762353296268323544376120
f(z) = 275/68*z^3 - 207/68*z + 1
*
-1 | 0.10724498835659583500147139404397540808 | 0.019093708198496755872763714232118918815
f(z) = 275/69*z^3 - 206/69*z + 1
*
-1 | 0.12762931298436898534071245051732867006 | 0.022722897331064683457235036734859657274
f(z) = 275/71*z^3 - 204/71*z + 1
*
-1 | 0.10552860418484219956078500690795913308 | 0.018788126193834559604408171948143082508
f(z) = 275/72*z^3 - 203/72*z + 1
*
-1 | 0.12766883822136412912782000803006879033 | 0.022729934334408395315587102348902615171
f(z) = 275/73*z^3 - 202/73*z + 1
*
-1 | 0.11485249450218241139995501264865132042 | 0.020448135148305523248800278050094075673
f(z) = 275/74*z^3 - 201/74*z + 1
*
-1 | 0.12749252505979688917434551771999253178 | 0.022683884674039018257258674062630934704
f(z) = 276/61*z^3 - 215/61*z + 1
*
-1 | 0.12757247847571578596301074748081754977 | 0.022698110245813905335504849164174059995
f(z) = 276/65*z^3 - 211/65*z + 1
*
-1 | 0.12761225994861123154015236247202475911 | 0.022705188294843842198250752189550071344
f(z) = 276/67*z^3 - 209/67*z + 1
*
-1 | 0.12769143782592446829868178728678190235 | 0.022719275880267899641638815714779996575
f(z) = 276/71*z^3 - 205/71*z + 1
*
-1 | 0.12773083635001554900408187563851350141 | 0.022726285793801185233342322627975281580
f(z) = 276/73*z^3 - 203/73*z + 1
*
-1 | 0.098633033004711809912686746406858077692 | 0.017537824677145715155371311663741917660
f(z) = 277/60*z^3 - 217/60*z + 1
*
-1 | 0.12755508286324861528633209533239638618 | 0.022680420664216847710269347430474635123
f(z) = 277/61*z^3 - 216/61*z + 1
*
-1 | 0.11473964855890150897638810177958033821 | 0.020401723222352907226736832407691343105
f(z) = 277/62*z^3 - 215/62*z + 1
*
-1 | 0.11403188044603766975613000198537681836 | 0.020275875798854459966973364681009406859
f(z) = 277/63*z^3 - 214/63*z + 1
*
-1 | 0.11905752980699161113399697435287140836 | 0.021169480656133959122292712276778289836
f(z) = 277/64*z^3 - 213/64*z + 1
*
-1 | 0.12763477731137380853847866343107410813 | 0.022694591041182693981762657144383173601
f(z) = 277/65*z^3 - 212/65*z + 1
*
-1 | 0.094474922675439911863263266747765488426 | 0.016798475924284029172706438099155828882
f(z) = 277/66*z^3 - 211/66*z + 1
*
-1 | 0.12767443051853153344132082603703159913 | 0.022701641731745818988694138671196106939
f(z) = 277/67*z^3 - 210/67*z + 1
*
-1 | 0.11913683648886770374268240208103165937 | 0.021183582084834855286997251262463355155
f(z) = 277/68*z^3 - 209/68*z + 1
*
-1 | 0.10736928380031005942291341754254368764 | 0.019091207252144271916425458279466454347
f(z) = 277/69*z^3 - 208/69*z + 1
*
-1 | 0.11489761192386978488292735969008037627 | 0.020429810504228273081490151156013078719
f(z) = 277/70*z^3 - 207/70*z + 1
*
-1 | 0.12775335425054644051487107425137479115 | 0.022715675068578088459457042958690925524
f(z) = 277/71*z^3 - 206/71*z + 1
*
-1 | 0.10565251895052840299440170908918386749 | 0.018785951294478255676374593714098146506
f(z) = 277/72*z^3 - 205/72*z + 1
*
-1 | 0.12779262687552771948847499373322623356 | 0.022722658088267851634452871427005740787
f(z) = 277/73*z^3 - 204/73*z + 1
*
-1 | 0.11497615743140538139038270038971967514 | 0.020443776589406561308889739189140803767
f(z) = 277/74*z^3 - 203/74*z + 1
*
-1 | 0.10748710270555932749320580138341480797 | 0.019112156494410969702673910277086827336
f(z) = 277/75*z^3 - 202/75*z + 1
*
-1 | 0.11929392956460286831287042778496608199 | 0.021211514621595691559304136189802665319
f(z) = 277/76*z^3 - 201/76*z + 1
*
-1 | 0.12761742950807487510822600869077565138 | 0.022676976102320148299121087566994350934
f(z) = 278/61*z^3 - 217/61*z + 1
*
-1 | 0.11409409804054098274267348785607744703 | 0.020273948038715278510380475841745523909
f(z) = 278/63*z^3 - 215/63*z + 1
*
-1 | 0.12769686666679597179666038010877065710 | 0.022691091686350467140325961210378188337
f(z) = 278/65*z^3 - 213/65*z + 1
*
-1 | 0.12773639243603981350805516285796244695 | 0.022698115216976522455717977791536580831
f(z) = 278/67*z^3 - 211/67*z + 1
*
-1 | 0.10743111907116783830580819629736705472 | 0.019089970149165512472266555945959633456
f(z) = 278/69*z^3 - 209/69*z + 1
*
-1 | 0.12781506365628036837733439226362548688 | 0.022712094697586751682746948353872213687
f(z) = 278/71*z^3 - 207/71*z + 1
*
-1 | 0.12785421118809145830043076601994970383 | 0.022719051017321186802107232468654052788
f(z) = 278/73*z^3 - 205/73*z + 1
*
-1 | 0.10754856268749396760490250895293419934 | 0.019110839289776350232665770505181813974
f(z) = 278/75*z^3 - 203/75*z + 1
*
-1 | 0.12793213519976875687990524372062567479 | 0.022732897722723533161431732984673424915
f(z) = 278/77*z^3 - 201/77*z + 1
*
-1 | 0.12767956641838400295684322002171028600 | 0.022673550803142974111865081190873428014
f(z) = 279/61*z^3 - 218/61*z + 1
*
-1 | 0.11918162807023420550932437458386680823 | 0.021164472708161219674232237745264710761
f(z) = 279/64*z^3 - 215/64*z + 1
*
-1 | 0.12775874794976313177130722780401626325 | 0.022687611991826152752448462770363013458
f(z) = 279/65*z^3 - 214/65*z + 1
*
-1 | 0.12779814710089436526739106336345638989 | 0.022694608558934216691971294466328000329
f(z) = 279/67*z^3 - 212/67*z + 1
*
-1 | 0.11926042663513591508882249206464401808 | 0.021178465889017263216755595283880680818
f(z) = 279/68*z^3 - 211/68*z + 1
*
-1 | 0.11502095036963832081600749246477830027 | 0.020425612608097614838075877197164179701
f(z) = 279/70*z^3 - 209/70*z + 1
*
-1 | 0.12787656742711228183098396491133002318 | 0.022708534571532619127281772962077061012
f(z) = 279/71*z^3 - 208/71*z + 1
*
-1 | 0.12791559066393944178464249497854594906 | 0.022715464383150277419821540504464226541
f(z) = 279/73*z^3 - 206/73*z + 1
*
-1 | 0.11509964923554176550374322939162421301 | 0.020439588084238913547293839493039813612
f(z) = 279/74*z^3 - 205/74*z + 1
*
-1 | 0.11941652211147585898910874037688939980 | 0.021206185584597502289120554134333128854
f(z) = 279/76*z^3 - 203/76*z + 1
*
-1 | 0.12799326834320865508613171713885793891 | 0.022729258515262298456860635664275825966
f(z) = 279/77*z^3 - 202/77*z + 1
*
[ 4/7 ] 
f(z) = 263/64*z^3 - 205/98*z + 1
*
[ 4/7 ] 
f(z) = 267/64*z^3 - 207/98*z + 1
*
[ 4/7 ] 
f(z) = 271/64*z^3 - 209/98*z + 1
*
[ 4/7 ] 
f(z) = 275/64*z^3 - 211/98*z + 1
*
[ 4/7 ] 
f(z) = 279/64*z^3 - 213/98*z + 1
*
[ 12/31 ] 
f(z) = 279/64*z^3 - 208/93*z + 1
*
[ 3/2 ] 
f(z) = 260/63*z^3 - 188/21*z + 1
*
[ 3/2 ] 
f(z) = 268/63*z^3 - 194/21*z + 1
*
[ 3/2 ] 
f(z) = 272/63*z^3 - 197/21*z + 1
*
[ 4/21 ] 
f(z) = 273/64*z^3 - 185/42*z + 1
*
[ -6/5 ] 
f(z) = 275/63*z^3 - 187/42*z + 1
*
-1 | 0.12646166159243722367330909249446835711 | 0.022742115082992437957521911435928447259
f(z) = 260/61*z^3 - 199/61*z + 1
*
-1 | 0.11294078915693748505809383964240808166 | 0.020310601586502175983127355025557554666
f(z) = 260/63*z^3 - 197/63*z + 1
*
-1 | 0.12658795424149834978307377498761220100 | 0.022764826803864337924115550164339630732
f(z) = 260/67*z^3 - 193/67*z + 1
*
-1 | 0.10628509293494662362693167862930103604 | 0.019113680657803843897881966779996378019
f(z) = 260/69*z^3 - 191/69*z + 1
*
-1 | 0.12667143431596184256135886381456890792 | 0.022779839365273692896643124401346642129
f(z) = 260/71*z^3 - 189/71*z + 1
*
-1 | 0.12671296357330592206206124084218597916 | 0.022787307740573664018796907512802563616
f(z) = 260/73*z^3 - 187/73*z + 1
*
-1 | 0.12679560657664888412501873935703740008 | 0.022802169768077991624387668501449019459
f(z) = 260/77*z^3 - 183/77*z + 1
*
-1 | 0.12683672269426907178022856475475776243 | 0.022809563846780655773000911090721595129
f(z) = 260/79*z^3 - 181/79*z + 1
*
-1 | 0.12652780415973928337981618747274677815 | 0.022738312540508179642132892295686400538
f(z) = 261/61*z^3 - 200/61*z + 1
*
-1 | 0.11371346432265720687847347302495133051 | 0.020435447441798342686739285816843439989
f(z) = 261/62*z^3 - 199/62*z + 1
*
-1 | 0.11803352389083867486805160789593685479 | 0.021211805375987322721948006906089606248
f(z) = 261/64*z^3 - 197/64*z + 1
*
-1 | 0.12661185529339810236174005734257260737 | 0.022753417370305948187343900026735775373
f(z) = 261/65*z^3 - 196/65*z + 1
*
-1 | 0.12665366588506312291876666509286368317 | 0.022760931152016587515256172171465812960
f(z) = 261/67*z^3 - 194/67*z + 1
*
-1 | 0.11811714538589908114198101552129868604 | 0.021226832995429667407048156168171974693
f(z) = 261/68*z^3 - 193/68*z + 1
*
-1 | 0.11388005766737662675717118917732378885 | 0.020465385932903558059330425466155026911
f(z) = 261/70*z^3 - 191/70*z + 1
*
-1 | 0.12673686335305461970244558819867132400 | 0.022775882569551513281190313780954254999
f(z) = 261/71*z^3 - 190/71*z + 1
*
-1 | 0.12677825267373430219646345288319872156 | 0.022783320644650530934267369294186917342
f(z) = 261/73*z^3 - 188/73*z + 1
*
-1 | 0.11396283660822636780696911568228991203 | 0.020480262136923010871231205666684965624
f(z) = 261/74*z^3 - 187/74*z + 1
*
-1 | 0.11828270566362418296375328689532254907 | 0.021256585834058353341314473187358579812
f(z) = 261/76*z^3 - 185/76*z + 1
*
[ 1/3 ] 
f(z) = 261/76*z^3 - 181/76*z + 1
*
-1 | 0.12686061847862820632837247986640240661 | 0.022798122604004568691356464557238313961
f(z) = 261/77*z^3 - 184/77*z + 1
*
[ 1/3 ] 
f(z) = 261/77*z^3 - 183/77*z + 1
*
[ 1/3 ] 
f(z) = 261/79*z^3 - 187/79*z + 1
*
-1 | 0.12690159731177200401941485721434990088 | 0.022805486910385738779839913268085630375
f(z) = 261/79*z^3 - 182/79*z + 1
*
-1 | 0.11307255002306144028164382047980515297 | 0.020306313653310679303810925196212179351
f(z) = 262/63*z^3 - 199/63*z + 1
*
-1 | 0.12667747552913266814433633971001638323 | 0.022749575828788845602979944766902169813
f(z) = 262/65*z^3 - 197/65*z + 1
*
-1 | 0.12671914439886335024556005496488682652 | 0.022757058999002638440919105192520661151
f(z) = 262/67*z^3 - 195/67*z + 1
*
-1 | 0.10641703414602062129424776958679406112 | 0.019111072253906350006145556067552271283
f(z) = 262/69*z^3 - 193/69*z + 1
*
-1 | 0.12680206117687447267991108187078892352 | 0.022771949740398957744392167180315204763
f(z) = 262/71*z^3 - 191/71*z + 1
*
-1 | 0.12684331150587850464917859900965711132 | 0.022779357746310978766356704698837439312
f(z) = 262/73*z^3 - 189/73*z + 1
*
-1 | 0.10654078631950855035144374417096227332 | 0.019133296484717561771620732195617057239
f(z) = 262/75*z^3 - 187/75*z + 1
*
-1 | 0.12692540197653192010623448428502809370 | 0.022794100093986839708437069694273165308
f(z) = 262/77*z^3 - 185/77*z + 1
*
-1 | 0.12696624444470741058881219093637956764 | 0.022801434853563569154938090173805017271
f(z) = 262/79*z^3 - 183/79*z + 1
*
-1 | 0.11313807950559143024021692734704433229 | 0.020304190956001566765331727785796605819
f(z) = 263/63*z^3 - 200/63*z + 1
*
-1 | 0.11816467386070460768408757814845153310 | 0.021206282737040978186860047112781091964
f(z) = 263/64*z^3 - 199/64*z + 1
*
-1 | 0.12674286332665976144555494796352550684 | 0.022745757313016140273793710765743396677
f(z) = 263/65*z^3 - 198/65*z + 1
*
-1 | 0.093583947639034913723521115664535908207 | 0.016794931923742873694769798805330246126
f(z) = 263/66*z^3 - 197/66*z + 1
*
-1 | 0.12678439143632557175596317306671196767 | 0.022753210105854600247657362182433920411
f(z) = 263/67*z^3 - 196/67*z + 1
*
-1 | 0.11824773038573796212134346149848966922 | 0.021221188377580296419180722353694175594
f(z) = 263/68*z^3 - 195/68*z + 1
*
-1 | 0.10648110771995597521028244610075372002 | 0.019109505427354450160776659366025986021
f(z) = 263/69*z^3 - 194/69*z + 1
*
-1 | 0.11401036292864984135005609900385397579 | 0.020460734263674182671766032014950097086
f(z) = 263/70*z^3 - 193/70*z + 1
*
-1 | 0.12686702942131667207323016713121854208 | 0.022768040633602736262422770105548793363
f(z) = 263/71*z^3 - 192/71*z + 1
*
-1 | 0.10476711538648259220209722847704368997 | 0.018801905830578137875238953229151975631
f(z) = 263/72*z^3 - 191/72*z + 1
*
-1 | 0.12690814169403926492424395569114857676 | 0.022775418798758469573062349676438862055
f(z) = 263/73*z^3 - 190/73*z + 1
*
-1 | 0.11409323990722453513639808524743516221 | 0.020475607682121716682754863061998469924
f(z) = 263/74*z^3 - 189/74*z + 1
*
-1 | 0.10660547932966435543638998270234515076 | 0.019131825630455471056105551617083360061
f(z) = 263/75*z^3 - 188/75*z + 1
*
-1 | 0.11841218241448556535968804112175483036 | 0.021250701565442285665739507808479688088
f(z) = 263/76*z^3 - 187/76*z + 1
*
-1 | 0.12698995867580202657524748907499856761 | 0.022790101986138123743539609487813305869
f(z) = 263/77*z^3 - 186/77*z + 1
*
-1 | 0.093829597942029461827041245641107628024 | 0.016839017263375622614606342866501379891
f(z) = 263/78*z^3 - 185/78*z + 1
*
-1 | 0.12703066568924853584526764886154904087 | 0.022797407421919589345082761604855342175
f(z) = 263/79*z^3 - 184/79*z + 1
*
-1 | 0.12680802033163487603991538448722825783 | 0.022741961590015496141240423094799687036
f(z) = 264/65*z^3 - 199/65*z + 1
*
-1 | 0.12684940863329942551578803927501031873 | 0.022749384236976386706357328514445477306
f(z) = 264/67*z^3 - 197/67*z + 1
*
-1 | 0.12693176970296552700021375965473902911 | 0.022764155008398892691490629052607112476
f(z) = 264/71*z^3 - 193/71*z + 1
*
-1 | 0.12697274484533657204802794939852855396 | 0.022771503558683887973329317564626639836
f(z) = 264/73*z^3 - 191/73*z + 1
*
-1 | 0.12709486262476803900678995602397732092 | 0.022793404364658347119472942457469494166
f(z) = 264/79*z^3 - 185/79*z + 1
*
-1 | 0.093714545060785291381463368139640229887 | 0.016795534547987036666688570414954651467
f(z) = 265/66*z^3 - 199/66*z + 1
*
-1 | 0.12691419760830652896670531724913225144 | 0.022745581160083200206887115251839902117
f(z) = 265/67*z^3 - 198/67*z + 1
*
-1 | 0.11837739789715901862835941347178092748 | 0.021215614660381106943311669747262747114
f(z) = 265/68*z^3 - 197/68*z + 1
*
-1 | 0.10661167063419563617169771057266837815 | 0.019106959289978153839792824259176497420
f(z) = 265/69*z^3 - 196/69*z + 1
*
-1 | 0.12699628362133873022125279791409112440 | 0.022760292627410866466918927165274611758
f(z) = 265/71*z^3 - 194/71*z + 1
*
-1 | 0.10489623269664078578776746236213929092 | 0.018799518250527530403389373408943910107
f(z) = 265/72*z^3 - 193/72*z + 1
*
-1 | 0.12703712254995179874013631277445626920 | 0.022767611786202905327319031436831302325
f(z) = 265/73*z^3 - 192/73*z + 1
*
-1 | 0.11422143260238303121805172605326834041 | 0.020470781949051501150329658035963019044
f(z) = 265/74*z^3 - 191/74*z + 1
*
-1 | 0.11854075649376280910408418990891739274 | 0.021244891812088881019720784475267689164
f(z) = 265/76*z^3 - 189/76*z + 1
*
-1 | 0.12711839801581921692285888550102809179 | 0.022782177987148495496974420791442920071
f(z) = 265/77*z^3 - 188/77*z + 1
*
-1 | 0.093957902964780635694848838715893603283 | 0.016839149187330677393493538732010939736
f(z) = 265/78*z^3 - 187/78*z + 1
*
-1 | 0.12715883681407368032852133018703627168 | 0.022789425434518819706553711442174293091
f(z) = 265/79*z^3 - 186/79*z + 1
*
-1 | 0.12697875996278496095540581154024011857 | 0.022741800646142330436933447201424954705
f(z) = 266/67*z^3 - 199/67*z + 1
*
-1 | 0.10667506232621043279592692318968923458 | 0.019105423631861697798469510331499073964
f(z) = 266/69*z^3 - 197/69*z + 1
*
-1 | 0.12706057275912739702547830595686172356 | 0.022756453256588899776376617283594305889
f(z) = 266/71*z^3 - 195/71*z + 1
*
-1 | 0.12710127638136557069814883031308391020 | 0.022763743244794704657090921914987191922
f(z) = 266/73*z^3 - 193/73*z + 1
*
-1 | 0.10679820795125404793180050172843147602 | 0.019127478920919547129249175373155955521
f(z) = 266/75*z^3 - 191/75*z + 1
*
-1 | 0.12722258980363987790300257387577820955 | 0.022785470387711143228745789651223784285
f(z) = 266/79*z^3 - 187/79*z + 1
*
-1 | 0.12704309728132943765524450619535758153 | 0.022738042469315233911378475939974023841
f(z) = 267/67*z^3 - 200/67*z + 1
*
-1 | 0.11850616076239811903245792814941075134 | 0.021210110379502780727662368362225352010
f(z) = 267/68*z^3 - 199/68*z + 1
*
-1 | 0.11426889715836695888992311852030078194 | 0.020451729311629495737242448790061115102
f(z) = 267/70*z^3 - 197/70*z + 1
*
-1 | 0.12712463868243188883280134519951565465 | 0.022752636665150755978371673826522091352
f(z) = 267/71*z^3 - 196/71*z + 1
*
-1 | 0.12716520789659146484491630687149552721 | 0.022759897701242031690095008944876885818
f(z) = 267/73*z^3 - 194/73*z + 1
*
-1 | 0.11434938373010747252389020645838194115 | 0.020466134715194183098963408904926424244
f(z) = 267/74*z^3 - 193/74*z + 1
*
-1 | 0.11866844044688041079892687977721306353 | 0.021239155029992482748504442753672069334
f(z) = 267/76*z^3 - 191/76*z + 1
*
-1 | 0.12724594900795506921095640682023769437 | 0.022774348662045827792733847089800061841
f(z) = 267/77*z^3 - 190/77*z + 1
*
-1 | 0.12728612312383522179228094804399122958 | 0.022781538983854711684795994484114186839
f(z) = 267/79*z^3 - 188/79*z + 1
*
-1 | 0.10680324213883482963720077588895697025 | 0.019102752789647179753723617828120089466
f(z) = 268/69*z^3 - 199/69*z + 1
*
-1 | 0.12718848294099351020954032072695632374 | 0.022748842625523716033773139217267792433
f(z) = 268/71*z^3 - 197/71*z + 1
*
-1 | 0.12722891863640562418065493326952475396 | 0.022756074925572538415815911018749976356
f(z) = 268/73*z^3 - 195/73*z + 1
*
-1 | 0.10692558396195101038760707342870907923 | 0.019124634762104393774751024591951156883
f(z) = 268/75*z^3 - 193/75*z + 1
*
-1 | 0.12730939521152715594153509727541359843 | 0.022770468909211215839136982787499494133
f(z) = 268/77*z^3 - 191/77*z + 1
*
-1 | 0.12734943828914603007891665692180174274 | 0.022777630985917610770263103210564785495
f(z) = 268/79*z^3 - 189/79*z + 1
*
-1 | 0.10686803336081370712215686451081565850 | 0.019101616885984782288112349436401481918
f(z) = 269/69*z^3 - 200/69*z + 1
*
-1 | 0.11439584711508236064501299038770267670 | 0.020447140049470007191390766469047199585
f(z) = 269/70*z^3 - 199/70*z + 1
*
-1 | 0.12725210706842216582180546871599442117 | 0.022745070913287820682133328062785064191
f(z) = 269/71*z^3 - 198/71*z + 1
*
-1 | 0.10515178778468278474673018168008261565 | 0.018794854756594460984523923123353289706
f(z) = 269/72*z^3 - 197/72*z + 1
*
-1 | 0.12729241012557237473738107759224962739 | 0.022752274691001386520832345103535392785
f(z) = 269/73*z^3 - 196/73*z + 1
*
-1 | 0.11447710564621658079005794589996604297 | 0.020461664218032211574663366112435523471
f(z) = 269/74*z^3 - 195/74*z + 1
*
-1 | 0.10698894364219970989151195558850690045 | 0.019123228417515584442926160569424301473
f(z) = 269/75*z^3 - 194/75*z + 1
*
-1 | 0.11879524655867676792386083266940342801 | 0.021233489718844283468361026985682102677
f(z) = 269/76*z^3 - 193/76*z + 1
*
-1 | 0.12737262390185886174214425707813691896 | 0.022766612119841584459379927609420232265
f(z) = 269/77*z^3 - 192/77*z + 1
*
-1 | 0.094213551248101923164282020742474629642 | 0.016839751839853953968912773282014306443
f(z) = 269/78*z^3 - 191/78*z + 1
*
-1 | 0.12741253679839602936159274010913252641 | 0.022773746160157352833354006010264713065
f(z) = 269/79*z^3 - 190/79*z + 1
*
-1 | 0.12731551258242006173801717188393175956 | 0.022741321307120327027123246858131029643
f(z) = 270/71*z^3 - 199/71*z + 1
*
-1 | 0.12735568387306592804839118440244822268 | 0.022748496773875079010662058586280182083
f(z) = 270/73*z^3 - 197/73*z + 1
*
-1 | 0.12743563657076380186799944641068912491 | 0.022762778065689706417199177006048793057
f(z) = 270/77*z^3 - 193/77*z + 1
*
[ 1/3 ] 
f(z) = 270/77*z^3 - 184/77*z + 1
*
-1 | 0.12747542013496224021697361213427823274 | 0.022769884276062880237176378426792613652
f(z) = 270/79*z^3 - 191/79*z + 1
*
[ 1/3 ] 
f(z) = 270/79*z^3 - 188/79*z + 1
*
-1 | 0.12737870098500153343798070090788829650 | 0.022737593588741349097613055248270758761
f(z) = 271/71*z^3 - 200/71*z + 1
*
-1 | 0.10527825016062428472626227966781500619 | 0.018792577152815983594184134609466547065
f(z) = 271/72*z^3 - 199/72*z + 1
*
-1 | 0.12741874137228825051863406536650128628 | 0.022744740953616489239203158637522214259
f(z) = 271/73*z^3 - 198/73*z + 1
*
-1 | 0.11460265403319463801831820284347795787 | 0.020457019513056058232514167503515990561
f(z) = 271/74*z^3 - 197/74*z + 1
*
-1 | 0.10711501385444026336289544708903383720 | 0.019120446616592825009738830375423196622
f(z) = 271/75*z^3 - 196/75*z + 1
*
-1 | 0.11892118686059216566611025977877259768 | 0.021227894420475352901789535002531948149
f(z) = 271/76*z^3 - 195/76*z + 1
*
-1 | 0.12749843469470997632610517108309420578 | 0.022758966521650623074741314702361390610
f(z) = 271/77*z^3 - 194/77*z + 1
*
-1 | 0.094339232930665822551162541611209286879 | 0.016839920027946092322443645484439139667
f(z) = 271/78*z^3 - 193/78*z + 1
*
-1 | 0.12753808976698714620090241494904139090 | 0.022766045106297805341666475304409476887
f(z) = 271/79*z^3 - 192/79*z + 1
*
[ 1/4 ] 
f(z) = 272/61*z^3 - 200/61*z + 1
*
-1 | 0.12748158410128317911113663995282563250 | 0.022741007012671057449465973717448922967
f(z) = 272/73*z^3 - 199/73*z + 1
*
-1 | 0.10717669372453964648917413840817370897 | 0.019118886549513164232533011853133455249
f(z) = 272/75*z^3 - 197/75*z + 1
*
-1 | 0.12756101973503013342537924473579895709 | 0.022755177265706666494701542430006331721
f(z) = 272/77*z^3 - 195/77*z + 1
*
-1 | 0.12760054714758722306725151986961606145 | 0.022762228426644856230126703183110649024
f(z) = 272/79*z^3 - 193/79*z + 1
*
-1 | 0.12754421352294686084838196014668547787 | 0.022737294736454125783677996167520416137
f(z) = 273/73*z^3 - 200/73*z + 1
*
-1 | 0.11472799716137809274474059345161698078 | 0.020452549072420319521056870432003116364
f(z) = 273/74*z^3 - 199/74*z + 1
*
-1 | 0.11904627313761001103618720067808777520 | 0.021222367717366288598839220230353181403
f(z) = 273/76*z^3 - 197/76*z + 1
*
-1 | 0.12766279371505790304007811736250834804 | 0.022758434015951498187564722039665774907
f(z) = 273/79*z^3 - 194/79*z + 1
*
-1 | 0.10730251834802547637477848562477163347 | 0.019116349442641242000990807963930329061
f(z) = 274/75*z^3 - 199/75*z + 1
*
-1 | 0.12768555633568417554139317012424821312 | 0.022747664745148163588270280533172577506
f(z) = 274/77*z^3 - 197/77*z + 1
*
-1 | 0.12772483089307504718257922688491097258 | 0.022754661656076701791917967992301315624
f(z) = 274/79*z^3 - 195/79*z + 1
*
[ 4/5 ] 
f(z) = 275/68*z^3 - 193/68*z + 1
*
-1 | 0.11917051693496143079860084929454597903 | 0.021216908231220170879586803065594354057
f(z) = 275/76*z^3 - 199/76*z + 1
*
[ 4/5 ] 
f(z) = 275/76*z^3 - 195/76*z + 1
*
-1 | 0.094587403592880657739659161584249354595 | 0.016840174176258669965914129891370023293
f(z) = 275/78*z^3 - 197/78*z + 1
*
-1 | 0.12778666009089299716313402958342869916 | 0.022750911131838829305787200313982527473
f(z) = 275/79*z^3 - 196/79*z + 1
*
-1 | 0.12780925776845222873496694313989991145 | 0.022740238787601863780025744848504620513
f(z) = 276/77*z^3 - 199/77*z + 1
*
-1 | 0.12784828270353927602296551857856716274 | 0.022747182230964611856462777429861586602
f(z) = 276/79*z^3 - 197/79*z + 1
*
-1 | 0.12787079879517752757179291732763417481 | 0.022736557746219450503862324740858979514
f(z) = 277/77*z^3 - 200/77*z + 1
*
-1 | 0.094710567441127500597459564109195463962 | 0.016840375645511486408732438401276022935
f(z) = 277/78*z^3 - 199/78*z + 1
*
-1 | 0.12790970011200600590019839911952991028 | 0.022743474744039190666742666204763584865
f(z) = 277/79*z^3 - 198/79*z + 1
*
-1 | 0.12797091368343810905993535871688909763 | 0.022739788464457196349210102916294090466
f(z) = 278/79*z^3 - 199/79*z + 1
*
[ 1/3 ] 
f(z) = 279/76*z^3 - 183/76*z + 1
*
[ 1/3 ] 
f(z) = 279/77*z^3 - 185/77*z + 1
*
-1 | 0.12803192477131835701806592793321795864 | 0.022736123188374841003124919446897450466
f(z) = 279/79*z^3 - 200/79*z + 1
*
[ 1/3 ] 
f(z) = 279/79*z^3 - 189/79*z + 1
*
[ 12/29 ] 
f(z) = 261/64*z^3 - 184/87*z + 1
*
[ 3/8 ] 
f(z) = 272/63*z^3 - 191/84*z + 1
*
[ -3/2 ] 
f(z) = 268/63*z^3 - 166/21*z + 1
*
[ -3/2 ] 
f(z) = 272/63*z^3 - 169/21*z + 1
*
[ 12/11 ] 
f(z) = 275/64*z^3 - 166/33*z + 1
*
[ 1/3 ] 
f(z) = 261/67*z^3 - 163/67*z + 1
*
[ 1/3 ] 
f(z) = 261/68*z^3 - 165/68*z + 1
*
[ 1/3 ] 
f(z) = 261/70*z^3 - 169/70*z + 1
*
[ 1/3 ] 
f(z) = 261/71*z^3 - 171/71*z + 1
*
[ 1/3 ] 
f(z) = 261/73*z^3 - 175/73*z + 1
*
[ 1/3 ] 
f(z) = 261/74*z^3 - 177/74*z + 1
*
[ 1/3 ] 
f(z) = 270/67*z^3 - 164/67*z + 1
*
[ 1/3 ] 
f(z) = 270/71*z^3 - 172/71*z + 1
*
[ 1/3 ] 
f(z) = 270/73*z^3 - 176/73*z + 1
*
[ 3/4 ] 
f(z) = 272/69*z^3 - 176/69*z + 1
*
[ 3/4 ] 
f(z) = 272/75*z^3 - 178/75*z + 1
*
[ 2/5 ] 
f(z) = 275/78*z^3 - 161/78*z + 1
*
[ 1/3 ] 
f(z) = 279/65*z^3 - 161/65*z + 1
*
[ 1/3 ] 
f(z) = 279/67*z^3 - 165/67*z + 1
*
[ 1/3 ] 
f(z) = 279/68*z^3 - 167/68*z + 1
*
[ 1/3 ] 
f(z) = 279/70*z^3 - 171/70*z + 1
*
[ 1/3 ] 
f(z) = 279/71*z^3 - 173/71*z + 1
*
[ 1/3 ] 
f(z) = 279/73*z^3 - 177/73*z + 1
*
[ 1/3 ] 
f(z) = 279/74*z^3 - 179/74*z + 1
*
[ 2/3 ] 
f(z) = 279/74*z^3 - 161/74*z + 1
*
[ 4/9 ] 
f(z) = 263/64*z^3 - 167/81*z + 1
*
[ 2/3 ] 
f(z) = 263/72*z^3 - 172/81*z + 1
*
[ 2/5 ] 
f(z) = 265/64*z^3 - 173/80*z + 1
*
[ 2/3 ] 
f(z) = 265/72*z^3 - 173/81*z + 1
*
[ 2/3 ] 
f(z) = 269/72*z^3 - 175/81*z + 1
*
[ 4/9 ] 
f(z) = 271/64*z^3 - 169/81*z + 1
*
[ 2/3 ] 
f(z) = 271/72*z^3 - 176/81*z + 1
*
[ 4/9 ] 
f(z) = 275/64*z^3 - 170/81*z + 1
*
[ 2/3 ] 
f(z) = 275/72*z^3 - 178/81*z + 1
*
[ 2/3 ] 
f(z) = 277/72*z^3 - 179/81*z + 1
*
[ 12/5 ] 
f(z) = 275/64*z^3 - 145/6*z + 1
*
-2 | 0.10331854796310025020309908084791071454 | 0.014685800052276315495041972581079436470
f(z) = 275/72*z^3 - 142/9*z + 1
*
-2 | 0.10345906971295091600963412615900554297 | 0.014691119785104375584210316417049624584
f(z) = 277/72*z^3 - 143/9*z + 1
*
[ -3/2 ] 
f(z) = 260/63*z^3 - 160/21*z + 1
*
[ 12/13 ] 
f(z) = 273/64*z^3 - 145/39*z + 1
*
[ 4/5 ] 
f(z) = 261/64*z^3 - 143/50*z + 1
*
[ 4/5 ] 
f(z) = 269/64*z^3 - 147/50*z + 1
*
[ 4/5 ] 
f(z) = 273/64*z^3 - 149/50*z + 1
*
[ 4/5 ] 
f(z) = 277/64*z^3 - 151/50*z + 1
*
[ 4/15 ] 
f(z) = 279/64*z^3 - 153/50*z + 1
*
[ 1/2 ] 
f(z) = 260/77*z^3 - 142/77*z + 1
*
[ 1/2 ] 
f(z) = 260/79*z^3 - 144/79*z + 1
*
[ 1/3 ] 
f(z) = 261/61*z^3 - 151/61*z + 1
*
[ 1/3 ] 
f(z) = 261/62*z^3 - 153/62*z + 1
*
[ 2/3 ] 
f(z) = 261/62*z^3 - 147/62*z + 1
*
[ 1/3 ] 
f(z) = 261/64*z^3 - 157/64*z + 1
*
[ 1/3 ] 
f(z) = 261/65*z^3 - 159/65*z + 1
*
[ 2/3 ] 
f(z) = 261/70*z^3 - 151/70*z + 1
*
[ 2/3 ] 
f(z) = 261/74*z^3 - 153/74*z + 1
*
[ -1 ] 
f(z) = 263/60*z^3 - 143/60*z + 1
*
[ -1 ] 
f(z) = 263/61*z^3 - 141/61*z + 1
*
[ -1 ] 
f(z) = 264/61*z^3 - 142/61*z + 1
*
[ 1/2 ] 
f(z) = 264/79*z^3 - 145/79*z + 1
*
[ -1 ] 
f(z) = 265/61*z^3 - 143/61*z + 1
*
[ -1 ] 
f(z) = 265/62*z^3 - 141/62*z + 1
*
[ -1 ] 
f(z) = 266/61*z^3 - 144/61*z + 1
*
[ -1 ] 
f(z) = 267/61*z^3 - 145/61*z + 1
*
[ -1 ] 
f(z) = 267/62*z^3 - 143/62*z + 1
*
[ -1 ] 
f(z) = 268/61*z^3 - 146/61*z + 1
*
[ -1 ] 
f(z) = 268/63*z^3 - 142/63*z + 1
*
[ 1/2 ] 
f(z) = 268/75*z^3 - 142/75*z + 1
*
[ 1/2 ] 
f(z) = 268/77*z^3 - 144/77*z + 1
*
[ 1/2 ] 
f(z) = 268/79*z^3 - 146/79*z + 1
*
[ -1 ] 
f(z) = 269/60*z^3 - 149/60*z + 1
*
[ -1 ] 
f(z) = 269/61*z^3 - 147/61*z + 1
*
[ -1 ] 
f(z) = 269/62*z^3 - 145/62*z + 1
*
[ -1 ] 
f(z) = 269/63*z^3 - 143/63*z + 1
*
[ -1 ] 
f(z) = 269/64*z^3 - 141/64*z + 1
*
[ 1/3 ] 
f(z) = 270/61*z^3 - 152/61*z + 1
*
[ -1 ] 
f(z) = 270/61*z^3 - 148/61*z + 1
*
[ -1 ] 
f(z) = 271/60*z^3 - 151/60*z + 1
*
[ -1 ] 
f(z) = 271/61*z^3 - 149/61*z + 1
*
[ -1 ] 
f(z) = 271/62*z^3 - 147/62*z + 1
*
[ -1 ] 
f(z) = 271/63*z^3 - 145/63*z + 1
*
[ -1 ] 
f(z) = 271/64*z^3 - 143/64*z + 1
*
[ -1 ] 
f(z) = 271/65*z^3 - 141/65*z + 1
*
[ -1 ] 
f(z) = 272/61*z^3 - 150/61*z + 1
*
[ -1 ] 
f(z) = 272/63*z^3 - 146/63*z + 1
*
[ -1 ] 
f(z) = 272/65*z^3 - 142/65*z + 1
*
[ 1/2 ] 
f(z) = 272/73*z^3 - 141/73*z + 1
*
[ 1/2 ] 
f(z) = 272/75*z^3 - 143/75*z + 1
*
[ 1/2 ] 
f(z) = 272/77*z^3 - 145/77*z + 1
*
[ 1/2 ] 
f(z) = 272/79*z^3 - 147/79*z + 1
*
[ -1 ] 
f(z) = 273/61*z^3 - 151/61*z + 1
*
[ -1 ] 
f(z) = 273/62*z^3 - 149/62*z + 1
*
[ -1 ] 
f(z) = 273/64*z^3 - 145/64*z + 1
*
[ -1 ] 
f(z) = 274/61*z^3 - 152/61*z + 1
*
[ -1 ] 
f(z) = 274/63*z^3 - 148/63*z + 1
*
[ -1 ] 
f(z) = 274/65*z^3 - 144/65*z + 1
*
[ -1 ] 
f(z) = 275/61*z^3 - 153/61*z + 1
*
[ -1 ] 
f(z) = 275/62*z^3 - 151/62*z + 1
*
[ -1 ] 
f(z) = 275/63*z^3 - 149/63*z + 1
*
[ 28/55 ] 
f(z) = 275/64*z^3 - 160/77*z + 1
*
[ 8/15 ] 
f(z) = 275/64*z^3 - 151/72*z + 1
*
[ -1 ] 
f(z) = 275/64*z^3 - 147/64*z + 1
*
[ -1 ] 
f(z) = 275/67*z^3 - 141/67*z + 1
*
[ 3/5 ] 
f(z) = 275/69*z^3 - 145/69*z + 1
*
[ 2/5 ] 
f(z) = 275/74*z^3 - 155/74*z + 1
*
[ 3/5 ] 
f(z) = 275/78*z^3 - 151/78*z + 1
*
[ -1 ] 
f(z) = 276/61*z^3 - 154/61*z + 1
*
[ -1 ] 
f(z) = 276/65*z^3 - 146/65*z + 1
*
[ -1 ] 
f(z) = 276/67*z^3 - 142/67*z + 1
*
[ 1/2 ] 
f(z) = 276/73*z^3 - 142/73*z + 1
*
[ 1/2 ] 
f(z) = 276/77*z^3 - 146/77*z + 1
*
[ 1/2 ] 
f(z) = 276/79*z^3 - 148/79*z + 1
*
[ -1 ] 
f(z) = 277/60*z^3 - 157/60*z + 1
*
[ -1 ] 
f(z) = 277/61*z^3 - 155/61*z + 1
*
[ -1 ] 
f(z) = 277/62*z^3 - 153/62*z + 1
*
[ -1 ] 
f(z) = 277/63*z^3 - 151/63*z + 1
*
[ -1 ] 
f(z) = 277/64*z^3 - 149/64*z + 1
*
[ -1 ] 
f(z) = 277/65*z^3 - 147/65*z + 1
*
[ -1 ] 
f(z) = 277/66*z^3 - 145/66*z + 1
*
[ -1 ] 
f(z) = 277/67*z^3 - 143/67*z + 1
*
[ -1 ] 
f(z) = 277/68*z^3 - 141/68*z + 1
*
[ -1 ] 
f(z) = 278/61*z^3 - 156/61*z + 1
*
[ -1 ] 
f(z) = 278/63*z^3 - 152/63*z + 1
*
[ -1 ] 
f(z) = 278/65*z^3 - 148/65*z + 1
*
[ -1 ] 
f(z) = 278/67*z^3 - 144/67*z + 1
*
[ -1 ] 
f(z) = 279/61*z^3 - 157/61*z + 1
*
[ 1/3 ] 
f(z) = 279/61*z^3 - 153/61*z + 1
*
[ 1/3 ] 
f(z) = 279/64*z^3 - 159/64*z + 1
*
[ -1 ] 
f(z) = 279/64*z^3 - 151/64*z + 1
*
[ -1 ] 
f(z) = 279/65*z^3 - 149/65*z + 1
*
[ -1 ] 
f(z) = 279/67*z^3 - 145/67*z + 1
*
[ -1 ] 
f(z) = 279/68*z^3 - 143/68*z + 1
*
[ 2/3 ] 
f(z) = 279/70*z^3 - 159/70*z + 1
*
[ 4 ] 
f(z) = 261/64*z^3 - 129/2*z + 1
*
[ -4 ] 
f(z) = 263/64*z^3 - 129/2*z + 1
*
[ 4/3 ] 
f(z) = 263/64*z^3 - 127/18*z + 1
*
-2 | 0.10245178957668121139569038994375873301 | 0.014652513826178016416574438293456098857
f(z) = 263/72*z^3 - 136/9*z + 1
*
[ 2 ] 
f(z) = 263/72*z^3 - 127/9*z + 1
*
[ 4 ] 
f(z) = 265/64*z^3 - 131/2*z + 1
*
-2 | 0.10259915450997609751376639176143708151 | 0.014658231444987343968499445482449597367
f(z) = 265/72*z^3 - 137/9*z + 1
*
[ 2 ] 
f(z) = 265/72*z^3 - 128/9*z + 1
*
[ -4 ] 
f(z) = 267/64*z^3 - 131/2*z + 1
*
[ 4 ] 
f(z) = 269/64*z^3 - 133/2*z + 1
*
-2 | 0.10289034133662878900531175422736630890 | 0.014669458408237838828996605602329275470
f(z) = 269/72*z^3 - 139/9*z + 1
*
[ 2 ] 
f(z) = 269/72*z^3 - 130/9*z + 1
*
[ -2 ] 
f(z) = 269/72*z^3 - 121/9*z + 1
*
[ -4 ] 
f(z) = 271/64*z^3 - 133/2*z + 1
*
[ 4/3 ] 
f(z) = 271/64*z^3 - 131/18*z + 1
*
-2 | 0.10303420156490179694040199733743505477 | 0.014674970715199763786735876381469554838
f(z) = 271/72*z^3 - 140/9*z + 1
*
[ 2 ] 
f(z) = 271/72*z^3 - 131/9*z + 1
*
[ -2 ] 
f(z) = 271/72*z^3 - 122/9*z + 1
*
[ 4 ] 
f(z) = 273/64*z^3 - 135/2*z + 1
*
[ -4 ] 
f(z) = 275/64*z^3 - 135/2*z + 1
*
[ 4/3 ] 
f(z) = 275/64*z^3 - 133/18*z + 1
*
[ 2 ] 
f(z) = 275/72*z^3 - 133/9*z + 1
*
[ -2 ] 
f(z) = 275/72*z^3 - 124/9*z + 1
*
[ 4 ] 
f(z) = 277/64*z^3 - 137/2*z + 1
*
[ 2 ] 
f(z) = 277/72*z^3 - 134/9*z + 1
*
[ -2 ] 
f(z) = 277/72*z^3 - 125/9*z + 1
*
[ -4 ] 
f(z) = 279/64*z^3 - 137/2*z + 1
*
[ 4/25 ] 
f(z) = 275/64*z^3 - 134/25*z + 1
*
[ 12/55 ] 
f(z) = 275/64*z^3 - 125/33*z + 1
*
4/5 | 0.14228793276455826287261093483878779269 | 0.025332692091310307058336784039175352348
f(z) = 275/72*z^3 - 133/36*z + 1
*
[ 4/15 ] 
f(z) = 265/64*z^3 - 137/45*z + 1
*
[ -1 ] 
f(z) = 260/61*z^3 - 138/61*z + 1
*
[ 1/2 ] 
f(z) = 260/61*z^3 - 126/61*z + 1
*
[ -1 ] 
f(z) = 260/63*z^3 - 134/63*z + 1
*
[ 1/2 ] 
f(z) = 260/63*z^3 - 128/63*z + 1
*
[ 1/2 ] 
f(z) = 260/67*z^3 - 132/67*z + 1
*
[ 1/2 ] 
f(z) = 260/69*z^3 - 134/69*z + 1
*
[ 1/2 ] 
f(z) = 260/71*z^3 - 136/71*z + 1
*
[ 1/2 ] 
f(z) = 260/73*z^3 - 138/73*z + 1
*
[ -1 ] 
f(z) = 261/61*z^3 - 139/61*z + 1
*
[ -1 ] 
f(z) = 261/62*z^3 - 137/62*z + 1
*
[ -1 ] 
f(z) = 261/64*z^3 - 133/64*z + 1
*
[ -1 ] 
f(z) = 261/65*z^3 - 131/65*z + 1
*
[ -1 ] 
f(z) = 262/61*z^3 - 140/61*z + 1
*
[ -1 ] 
f(z) = 262/63*z^3 - 136/63*z + 1
*
[ -1 ] 
f(z) = 262/65*z^3 - 132/65*z + 1
*
[ -1 ] 
f(z) = 263/62*z^3 - 139/62*z + 1
*
[ -1 ] 
f(z) = 263/63*z^3 - 137/63*z + 1
*
[ -1 ] 
f(z) = 263/64*z^3 - 135/64*z + 1
*
[ -1 ] 
f(z) = 263/65*z^3 - 133/65*z + 1
*
[ 1/2 ] 
f(z) = 264/61*z^3 - 127/61*z + 1
*
[ -1 ] 
f(z) = 264/65*z^3 - 134/65*z + 1
*
[ 1/2 ] 
f(z) = 264/65*z^3 - 131/65*z + 1
*
[ 1/2 ] 
f(z) = 264/67*z^3 - 133/67*z + 1
*
[ 1/2 ] 
f(z) = 264/71*z^3 - 137/71*z + 1
*
[ 1/2 ] 
f(z) = 264/73*z^3 - 139/73*z + 1
*
[ -1 ] 
f(z) = 265/63*z^3 - 139/63*z + 1
*
[ -1 ] 
f(z) = 265/64*z^3 - 137/64*z + 1
*
[ -1 ] 
f(z) = 265/66*z^3 - 133/66*z + 1
*
[ -1 ] 
f(z) = 266/65*z^3 - 136/65*z + 1
*
[ -1 ] 
f(z) = 267/64*z^3 - 139/64*z + 1
*
[ -1 ] 
f(z) = 267/65*z^3 - 137/65*z + 1
*
[ 1/2 ] 
f(z) = 268/61*z^3 - 128/61*z + 1
*
[ 1/2 ] 
f(z) = 268/63*z^3 - 130/63*z + 1
*
[ -1 ] 
f(z) = 268/65*z^3 - 138/65*z + 1
*
[ 1/2 ] 
f(z) = 268/65*z^3 - 132/65*z + 1
*
[ 1/2 ] 
f(z) = 268/69*z^3 - 136/69*z + 1
*
[ 1/2 ] 
f(z) = 268/71*z^3 - 138/71*z + 1
*
[ 1/2 ] 
f(z) = 268/73*z^3 - 140/73*z + 1
*
[ -1 ] 
f(z) = 269/65*z^3 - 139/65*z + 1
*
[ -1 ] 
f(z) = 269/66*z^3 - 137/66*z + 1
*
[ -1 ] 
f(z) = 269/67*z^3 - 135/67*z + 1
*
[ -1 ] 
f(z) = 270/67*z^3 - 136/67*z + 1
*
[ -1 ] 
f(z) = 271/66*z^3 - 139/66*z + 1
*
[ -1 ] 
f(z) = 271/67*z^3 - 137/67*z + 1
*
[ 1/2 ] 
f(z) = 272/61*z^3 - 129/61*z + 1
*
[ 1/2 ] 
f(z) = 272/63*z^3 - 131/63*z + 1
*
[ 1/2 ] 
f(z) = 272/65*z^3 - 133/65*z + 1
*
[ -1 ] 
f(z) = 272/67*z^3 - 138/67*z + 1
*
[ 1/2 ] 
f(z) = 272/67*z^3 - 135/67*z + 1
*
[ 1/2 ] 
f(z) = 272/69*z^3 - 137/69*z + 1
*
[ 1/2 ] 
f(z) = 272/71*z^3 - 139/71*z + 1
*
[ 5/8 ] 
f(z) = 272/75*z^3 - 121/60*z + 1
*
[ -1 ] 
f(z) = 273/67*z^3 - 139/67*z + 1
*
[ -1 ] 
f(z) = 273/68*z^3 - 137/68*z + 1
*
[ -1 ] 
f(z) = 274/67*z^3 - 140/67*z + 1
*
[ 2/5 ] 
f(z) = 275/62*z^3 - 137/62*z + 1
*
[ -1 ] 
f(z) = 275/68*z^3 - 139/68*z + 1
*
[ 1/2 ] 
f(z) = 276/61*z^3 - 130/61*z + 1
*
[ 1/2 ] 
f(z) = 276/65*z^3 - 134/65*z + 1
*
[ 1/2 ] 
f(z) = 276/67*z^3 - 136/67*z + 1
*
[ 1/2 ] 
f(z) = 276/71*z^3 - 140/71*z + 1
*
[ -1 ] 
f(z) = 277/69*z^3 - 139/69*z + 1
*
[ -1 ] 
f(z) = 278/69*z^3 - 140/69*z + 1
*
[ -2 ] 
f(z) = 263/72*z^3 - 118/9*z + 1
*
[ -4/3 ] 
f(z) = 265/64*z^3 - 101/18*z + 1
*
[ -2 ] 
f(z) = 265/72*z^3 - 119/9*z + 1
*
[ -4/3 ] 
f(z) = 269/64*z^3 - 103/18*z + 1
*
[ -4/3 ] 
f(z) = 277/64*z^3 - 107/18*z + 1
*
[ 4/7 ] 
f(z) = 261/64*z^3 - 102/49*z + 1
*
[ 4/7 ] 
f(z) = 265/64*z^3 - 103/49*z + 1
*
[ 2/3 ] 
f(z) = 267/64*z^3 - 113/48*z + 1
*
[ 4/7 ] 
f(z) = 269/64*z^3 - 104/49*z + 1
*
[ 2/3 ] 
f(z) = 273/64*z^3 - 115/48*z + 1
*
[ 4/9 ] 
f(z) = 273/64*z^3 - 113/54*z + 1
*
[ 4/7 ] 
f(z) = 277/64*z^3 - 106/49*z + 1
*
-6/5 | 0.21123544101740831868638346781697302982 | 0.027849935503134186048524335966355276306
f(z) = 265/72*z^3 - 82/15*z + 1
*
[ 5/4 ] 
f(z) = 272/75*z^3 - 82/15*z + 1
*
[ 8/5 ] 
f(z) = 275/64*z^3 - 85/8*z + 1
*
[ 4/5 ] 
f(z) = 275/72*z^3 - 97/36*z + 1
*
[ 2/3 ] 
f(z) = 279/76*z^3 - 81/38*z + 1
*
[ 2/5 ] 
f(z) = 265/72*z^3 - 94/45*z + 1
*
[ -4 ] 
f(z) = 261/64*z^3 - 64*z + 1
*
[ 4 ] 
f(z) = 263/64*z^3 - 65*z + 1
*
[ -4 ] 
f(z) = 265/64*z^3 - 65*z + 1
*
[ 4/3 ] 
f(z) = 265/64*z^3 - 64/9*z + 1
*
[ 6/5 ] 
f(z) = 265/72*z^3 - 77/15*z + 1
*
[ 4 ] 
f(z) = 267/64*z^3 - 66*z + 1
*
[ -4 ] 
f(z) = 269/64*z^3 - 66*z + 1
*
[ 4/3 ] 
f(z) = 269/64*z^3 - 65/9*z + 1
*
[ 4 ] 
f(z) = 271/64*z^3 - 67*z + 1
*
[ -4 ] 
f(z) = 273/64*z^3 - 67*z + 1
*
[ -8/5 ] 
f(z) = 275/64*z^3 - 75/8*z + 1
*
[ -12/5 ] 
f(z) = 275/64*z^3 - 70/3*z + 1
*
[ 4 ] 
f(z) = 275/64*z^3 - 68*z + 1
*
[ -4 ] 
f(z) = 277/64*z^3 - 68*z + 1
*
[ 4/3 ] 
f(z) = 277/64*z^3 - 67/9*z + 1
*
[ 4 ] 
f(z) = 279/64*z^3 - 69*z + 1
*
[ 4/15 ] 
f(z) = 261/64*z^3 - 76/25*z + 1
*
[ 2/3 ] 
f(z) = 261/68*z^3 - 75/34*z + 1
*
[ 2/3 ] 
f(z) = 261/76*z^3 - 77/38*z + 1
*
[ 4/5 ] 
f(z) = 263/64*z^3 - 72/25*z + 1
*
[ 4/5 ] 
f(z) = 267/64*z^3 - 73/25*z + 1
*
[ 4/5 ] 
f(z) = 271/64*z^3 - 74/25*z + 1
*
[ 4/13 ] 
f(z) = 273/64*z^3 - 69/26*z + 1
*
[ 2/5 ] 
f(z) = 275/68*z^3 - 73/34*z + 1
*
3/5 | 0.16546865283913063384072901407582317178 | 0.029459746527301575825426914657988803473
f(z) = 275/72*z^3 - 73/24*z + 1
*
[ 6/11 ] 
f(z) = 275/72*z^3 - 65/33*z + 1
*
[ 2/5 ] 
f(z) = 275/76*z^3 - 79/38*z + 1
*
[ 4/5 ] 
f(z) = 279/64*z^3 - 76/25*z + 1
*
[ 2/3 ] 
f(z) = 279/68*z^3 - 79/34*z + 1
*
[ -4/3 ] 
f(z) = 263/64*z^3 - 50/9*z + 1
*
[ -6/5 ] 
f(z) = 265/72*z^3 - 52/15*z + 1
*
[ 4/3 ] 
f(z) = 267/64*z^3 - 43/6*z + 1
*
[ -4/3 ] 
f(z) = 271/64*z^3 - 52/9*z + 1
*
[ -5/4 ] 
f(z) = 272/75*z^3 - 58/15*z + 1
*
-4/3 | 0.21801597760740570748667456099549725729 | 0.029800362112520309740659723522618303951
f(z) = 273/64*z^3 - 47/6*z + 1
*
[ 4/15 ] 
f(z) = 275/64*z^3 - 55/18*z + 1
*
[ -4/3 ] 
f(z) = 275/64*z^3 - 53/9*z + 1
*
[ 4/9 ] 
f(z) = 267/64*z^3 - 56/27*z + 1
*
[ 3/4 ] 
f(z) = 272/63*z^3 - 58/21*z + 1
*
[ 3/5 ] 
f(z) = 275/63*z^3 - 47/21*z + 1
*
[ 4/11 ] 
f(z) = 275/64*z^3 - 51/22*z + 1
*
[ 3/5 ] 
f(z) = 275/72*z^3 - 49/24*z + 1
*
[ 2/3 ] 
f(z) = 261/64*z^3 - 37/16*z + 1
*
[ 4/9 ] 
f(z) = 261/64*z^3 - 37/18*z + 1
*
[ 4/5 ] 
f(z) = 265/64*z^3 - 29/10*z + 1
*
-4/3 | 0.21633115930736183514526487706355777272 | 0.029657248375190769355428289687135111533
f(z) = 267/64*z^3 - 23/3*z + 1
*
[ -4/3 ] 
f(z) = 273/64*z^3 - 35/6*z + 1
*
[ 4/3 ] 
f(z) = 273/64*z^3 - 22/3*z + 1
*
[ 2/5 ] 
f(z) = 275/64*z^3 - 35/16*z + 1
*
[ 2/3 ] 
f(z) = 279/64*z^3 - 39/16*z + 1
*
[ -4/3 ] 
f(z) = 261/64*z^3 - 11/2*z + 1
*
[ 4/3 ] 
f(z) = 261/64*z^3 - 7*z + 1
*
[ -4/3 ] 
f(z) = 267/64*z^3 - 17/3*z + 1
*
[ 4/7 ] 
f(z) = 273/64*z^3 - 15/7*z + 1
*
[ 4/5 ] 
f(z) = 275/64*z^3 - 3*z + 1
*
[ -4/5 ]
f(z) = 275/64*z^3 - 1/2*z + 1
*
[ 2/5 ] 
f(z) = 275/72*z^3 - 19/9*z + 1
*
[ 6/5 ] 
f(z) = 275/72*z^3 - 16/3*z + 1
*
[ -6/5 ] 
f(z) = 275/72*z^3 - 11/3*z + 1
*
[ 4/9 ] 
f(z) = 279/64*z^3 - 19/9*z + 1
*
[ 4/3 ] 
f(z) = 279/64*z^3 - 15/2*z + 1
*
[ -4/3 ] 
f(z) = 279/64*z^3 - 6*z + 1
*
[ 14/5 ] 
f(z) = 275/98*z^3 - 299/14*z + 1
*
[ -14/5 ] 
f(z) = 275/98*z^3 - 289/14*z + 1
*
-2 | 0.095780282583416401895077005171438177111 | 0.013634885126386324515189449921343659307
f(z) = 269/96*z^3 - 281/24*z + 1
*
-2 | 0.11649478065123080006201607252821503085 | 0.016583715449155731464829192884684861868
f(z) = 271/80*z^3 - 281/20*z + 1
*
-2 | 0.095926980400365379976777483540352815229 | 0.013641995185875024435236678638896730573
f(z) = 271/96*z^3 - 283/24*z + 1
*
-2 | 0.11663865333359245344893917519690536016 | 0.016587449543629681462731722338722474429
f(z) = 273/80*z^3 - 283/20*z + 1
*
-2 | 0.096219849433021303267944180603673836225 | 0.013656386685431330801631949424679490542
f(z) = 275/96*z^3 - 287/24*z + 1
*
-2 | 0.11692300687473441296795174440968616609 | 0.016594765048101792447179563717415552367
f(z) = 277/80*z^3 - 287/20*z + 1
*
-2 | 0.096363994322825504907952805880419428239 | 0.013663378099055054649006777168893101382
f(z) = 277/96*z^3 - 289/24*z + 1
*
-2 | 0.11706352388682035555843684684682848892 | 0.016598348789019881882956967378261484274
f(z) = 279/80*z^3 - 289/20*z + 1
*
6/5 | 0.13806384772778945198401065675920705914 | 0.021709606740775481394372280504668465693
f(z) = 275/84*z^3 - 289/42*z + 1
*
[ -3/2 ] 
f(z) = 262/99*z^3 - 283/66*z + 1
*
[ -3/2 ] 
f(z) = 266/99*z^3 - 289/66*z + 1
*
1/3 | 0.14803045244720743824647547727177831560 | 0.026060907411900561271589118303808240972
f(z) = 261/88*z^3 - 293/88*z + 1
*
[ 1/4 ] 
f(z) = 272/89*z^3 - 284/89*z + 1
*
[ 1/4 ] 
f(z) = 272/91*z^3 - 290/91*z + 1
*
[ 1/4 ] 
f(z) = 272/93*z^3 - 296/93*z + 1
*
[ 3/11 ] 
f(z) = 275/81*z^3 - 289/99*z + 1
*
4/5 | 0.16097924572913801781735971947127268214 | 0.028550748431041865422225445741551397774
f(z) = 275/84*z^3 - 281/84*z + 1
*
2/5 | 0.14417736508535642370158013267994132884 | 0.025444141964780976947219046951917941624
f(z) = 275/98*z^3 - 289/98*z + 1
*
1/3 | 0.14040634160538834859558909835989094070 | 0.024689106740873047781525582703494295402
f(z) = 279/88*z^3 - 295/88*z + 1
*
[ 4/11 ] 
f(z) = 275/96*z^3 - 281/132*z + 1
*
[ 1/2 ] 
f(z) = 262/81*z^3 - 293/162*z + 1
*
[ 1/2 ] 
f(z) = 262/83*z^3 - 297/166*z + 1
*
[ 1/2 ] 
f(z) = 266/81*z^3 - 295/162*z + 1
*
[ 1/2 ] 
f(z) = 266/83*z^3 - 299/166*z + 1
*
[ 1/2 ] 
f(z) = 274/81*z^3 - 299/162*z + 1
*
[ 3 ] 
f(z) = 268/81*z^3 - 262/9*z + 1
*
[ 3 ] 
f(z) = 269/81*z^3 - 263/9*z + 1
*
[ 3 ] 
f(z) = 271/81*z^3 - 265/9*z + 1
*
[ 3 ] 
f(z) = 272/81*z^3 - 266/9*z + 1
*
[ 3 ] 
f(z) = 274/81*z^3 - 268/9*z + 1
*
[ -3 ] 
f(z) = 274/81*z^3 - 262/9*z + 1
*
[ 3 ] 
f(z) = 275/81*z^3 - 269/9*z + 1
*
[ -3 ] 
f(z) = 275/81*z^3 - 263/9*z + 1
*
[ 3 ] 
f(z) = 277/81*z^3 - 271/9*z + 1
*
[ -3 ] 
f(z) = 277/81*z^3 - 265/9*z + 1
*
[ 3 ] 
f(z) = 278/81*z^3 - 272/9*z + 1
*
[ -3 ] 
f(z) = 278/81*z^3 - 266/9*z + 1
*
-2 | 0.11575769243517418687311814898381957759 | 0.016564231309811090824541519817482461953
f(z) = 261/80*z^3 - 271/20*z + 1
*
-2 | 0.11590754011400763927236262278728103745 | 0.016568241065283086795292943658299464702
f(z) = 263/80*z^3 - 273/20*z + 1
*
-2 | 0.095329575965057134477776296893494079644 | 0.013612549607893638323982146996207571174
f(z) = 263/96*z^3 - 275/24*z + 1
*
-2 | 0.095480052138522063204966860312760234638 | 0.013619943583936081105145769293421333284
f(z) = 265/96*z^3 - 277/24*z + 1
*
-2 | 0.11620354960336316499255211477794944435 | 0.016576088454107359607035789507423213528
f(z) = 267/80*z^3 - 277/20*z + 1
*
-2 | 0.11634975249170999632726448596145851756 | 0.016579928841066062400264063824915144167
f(z) = 269/80*z^3 - 279/20*z + 1
*
[ 2 ] 
f(z) = 271/80*z^3 - 261/20*z + 1
*
3/2 | 0.18628358858399228948041415297061592937 | 0.023907227884505716978796787067093789807
f(z) = 272/81*z^3 - 269/36*z + 1
*
[ 2 ] 
f(z) = 273/80*z^3 - 263/20*z + 1
*
[ 3/2 ] 
f(z) = 275/81*z^3 - 263/36*z + 1
*
[ 2 ] 
f(z) = 275/96*z^3 - 263/24*z + 1
*
[ 2 ] 
f(z) = 277/80*z^3 - 267/20*z + 1
*
[ 3/2 ] 
f(z) = 277/81*z^3 - 265/36*z + 1
*
[ 2 ] 
f(z) = 277/96*z^3 - 265/24*z + 1
*
[ 2 ] 
f(z) = 279/80*z^3 - 269/20*z + 1
*
1/3 | 0.16697775954910239218758264489700858792 | 0.029845643183292461487599157096157562312
f(z) = 261/80*z^3 - 269/80*z + 1
*
[ 1/4 ] 
f(z) = 272/83*z^3 - 266/83*z + 1
*
[ 1/4 ] 
f(z) = 272/87*z^3 - 278/87*z + 1
*
3/5 | 0.096181012245001226788769298735624864890 | 0.012000625827600311423497231753650080055
f(z) = 275/81*z^3 - 268/99*z + 1
*
[ 9/26 ] 
f(z) = 260/81*z^3 - 266/117*z + 1
*
[ 3/8 ] 
f(z) = 272/99*z^3 - 271/132*z + 1
*
[ 9/17 ] 
f(z) = 272/81*z^3 - 280/153*z + 1
*
[ 9/16 ] 
f(z) = 272/81*z^3 - 265/144*z + 1
*
[ 4/7 ] 
f(z) = 273/80*z^3 - 261/140*z + 1
*
[ 9/20 ] 
f(z) = 275/81*z^3 - 275/144*z + 1
*
[ 7/11 ] 
f(z) = 275/98*z^3 - 263/154*z + 1
*
[ 3/5 ] 
f(z) = 260/99*z^3 - 266/165*z + 1
*
[ 3/5 ] 
f(z) = 265/99*z^3 - 269/165*z + 1
*
[ 3 ] 
f(z) = 260/81*z^3 - 254/9*z + 1
*
[ -3 ] 
f(z) = 260/81*z^3 - 248/9*z + 1
*
[ 3 ] 
f(z) = 262/81*z^3 - 256/9*z + 1
*
[ -3 ] 
f(z) = 262/81*z^3 - 250/9*z + 1
*
[ 3 ] 
f(z) = 263/81*z^3 - 257/9*z + 1
*
[ -3 ] 
f(z) = 263/81*z^3 - 251/9*z + 1
*
[ 3 ] 
f(z) = 265/81*z^3 - 259/9*z + 1
*
[ -3 ] 
f(z) = 265/81*z^3 - 253/9*z + 1
*
[ 3 ] 
f(z) = 266/81*z^3 - 260/9*z + 1
*
[ -3 ] 
f(z) = 266/81*z^3 - 254/9*z + 1
*
[ -3 ] 
f(z) = 268/81*z^3 - 256/9*z + 1
*
[ -3 ] 
f(z) = 269/81*z^3 - 257/9*z + 1
*
[ -3 ] 
f(z) = 271/81*z^3 - 259/9*z + 1
*
[ -3 ] 
f(z) = 272/81*z^3 - 260/9*z + 1
*
[ 2 ] 
f(z) = 261/80*z^3 - 251/20*z + 1
*
[ 2 ] 
f(z) = 263/80*z^3 - 253/20*z + 1
*
[ 3/2 ] 
f(z) = 263/81*z^3 - 251/36*z + 1
*
[ 2 ] 
f(z) = 263/96*z^3 - 251/24*z + 1
*
[ 3/2 ] 
f(z) = 265/81*z^3 - 253/36*z + 1
*
[ 2 ] 
f(z) = 265/96*z^3 - 253/24*z + 1
*
[ 2 ] 
f(z) = 267/80*z^3 - 257/20*z + 1
*
[ 2 ] 
f(z) = 269/80*z^3 - 259/20*z + 1
*
[ 3/2 ] 
f(z) = 269/81*z^3 - 257/36*z + 1
*
[ 2 ] 
f(z) = 269/96*z^3 - 257/24*z + 1
*
[ -2 ] 
f(z) = 271/80*z^3 - 241/20*z + 1
*
[ 3/2 ] 
f(z) = 271/81*z^3 - 259/36*z + 1
*
[ 2 ] 
f(z) = 271/96*z^3 - 259/24*z + 1
*
[ -2 ] 
f(z) = 273/80*z^3 - 243/20*z + 1
*
6/5 | 0.11609823617226044597241675243742639664 | 0.015033417609979191236057808338962526094
f(z) = 275/81*z^3 - 251/36*z + 1
*
[ -2 ] 
f(z) = 277/80*z^3 - 247/20*z + 1
*
[ -2 ] 
f(z) = 277/96*z^3 - 241/24*z + 1
*
[ -2 ] 
f(z) = 279/80*z^3 - 249/20*z + 1
*
[ -7/5 ] 
f(z) = 265/98*z^3 - 251/70*z + 1
*
[ -4/3 ] 
f(z) = 267/80*z^3 - 251/60*z + 1
*
[ -4/3 ] 
f(z) = 273/80*z^3 - 259/60*z + 1
*
[ -6/5 ] 
f(z) = 260/81*z^3 - 251/90*z + 1
*
[ -6/5 ] 
f(z) = 265/81*z^3 - 259/90*z + 1
*
[ 1/4 ] 
f(z) = 272/81*z^3 - 260/81*z + 1
*
[ -5/4 ] 
f(z) = 272/95*z^3 - 254/95*z + 1
*
[ 9/11 ] 
f(z) = 275/81*z^3 - 247/99*z + 1
*
3/5 | 0.16758492486205014719132243386841743590 | 0.029836523858284263795523470278846272387
f(z) = 275/96*z^3 - 259/96*z + 1
*
[ -6/5 ] 
f(z) = 265/96*z^3 - 257/120*z + 1
*
[ 9/14 ] 
f(z) = 266/81*z^3 - 241/126*z + 1
*
[ 2/3 ] 
f(z) = 267/92*z^3 - 247/138*z + 1
*
[ 3/4 ] 
f(z) = 268/99*z^3 - 245/132*z + 1
*
[ 2/3 ] 
f(z) = 273/92*z^3 - 251/138*z + 1
*
[ 7/9 ] 
f(z) = 279/98*z^3 - 253/126*z + 1
*
[ -2 ] 
f(z) = 261/80*z^3 - 231/20*z + 1
*
[ -2 ] 
f(z) = 263/80*z^3 - 233/20*z + 1
*
[ -2 ] 
f(z) = 263/96*z^3 - 227/24*z + 1
*
[ -2 ] 
f(z) = 265/96*z^3 - 229/24*z + 1
*
[ -2 ] 
f(z) = 267/80*z^3 - 237/20*z + 1
*
[ -2 ] 
f(z) = 269/80*z^3 - 239/20*z + 1
*
[ -2 ] 
f(z) = 269/96*z^3 - 233/24*z + 1
*
[ -2 ] 
f(z) = 271/96*z^3 - 235/24*z + 1
*
[ -2 ] 
f(z) = 275/96*z^3 - 239/24*z + 1
*
[ 4/3 ] 
f(z) = 261/88*z^3 - 221/44*z + 1
*
[ 4/3 ] 
f(z) = 279/88*z^3 - 237/44*z + 1
*
[ -9/7 ] 
f(z) = 266/81*z^3 - 230/63*z + 1
*
[ 1/3 ] 
f(z) = 261/97*z^3 - 223/97*z + 1
*
[ 1/3 ] 
f(z) = 261/98*z^3 - 225/98*z + 1
*
[ 1/3 ] 
f(z) = 270/97*z^3 - 224/97*z + 1
*
3/5 | 0.15553188833911116670858099001833514044 | 0.027690622536447187645323943839651834088
f(z) = 275/84*z^3 - 239/84*z + 1
*
[ 1/3 ] 
f(z) = 279/95*z^3 - 221/95*z + 1
*
[ 1/3 ] 
f(z) = 279/97*z^3 - 225/97*z + 1
*
[ 1/3 ] 
f(z) = 279/98*z^3 - 227/98*z + 1
*
[ 9/13 ] 
f(z) = 260/81*z^3 - 232/117*z + 1
*
[ 3/4 ] 
f(z) = 260/99*z^3 - 239/132*z + 1
*
[ 7/9 ] 
f(z) = 261/98*z^3 - 239/126*z + 1
*
[ 2/5 ] 
f(z) = 265/96*z^3 - 233/120*z + 1
*
[ 7/15 ] 
f(z) = 275/98*z^3 - 221/126*z + 1
*
-12/5 | 0.20905815767230907984013495694263056877 | 0.028241746276131023872781985563758847103
f(z) = 275/96*z^3 - 205/12*z + 1
*
[ 7/3 ] 
f(z) = 279/98*z^3 - 209/14*z + 1
*
[ -3/2 ] 
f(z) = 263/81*z^3 - 203/36*z + 1
*
[ -3/2 ] 
f(z) = 265/81*z^3 - 205/36*z + 1
*
[ -3/2 ] 
f(z) = 269/81*z^3 - 209/36*z + 1
*
[ -3/2 ] 
f(z) = 271/81*z^3 - 211/36*z + 1
*
[ -3/2 ] 
f(z) = 275/81*z^3 - 215/36*z + 1
*
[ -3/2 ] 
f(z) = 277/81*z^3 - 217/36*z + 1
*
-6/5 | 0.13599001259027802389126448429184746192 | 0.022604132335714528037649236182413799903
f(z) = 275/84*z^3 - 205/42*z + 1
*
[ 7/6 ] 
f(z) = 279/98*z^3 - 209/56*z + 1
*
[ 2/7 ] 
f(z) = 273/88*z^3 - 212/77*z + 1
*
[ 1/3 ] 
f(z) = 261/86*z^3 - 201/86*z + 1
*
[ 1/3 ] 
f(z) = 261/88*z^3 - 205/88*z + 1
*
[ 1/3 ] 
f(z) = 261/89*z^3 - 207/89*z + 1
*
[ 1/3 ] 
f(z) = 261/91*z^3 - 211/91*z + 1
*
[ 1/3 ] 
f(z) = 261/92*z^3 - 213/92*z + 1
*
[ 1/3 ] 
f(z) = 261/94*z^3 - 217/94*z + 1
*
[ 1/3 ] 
f(z) = 261/95*z^3 - 219/95*z + 1
*
[ 1/3 ] 
f(z) = 270/89*z^3 - 208/89*z + 1
*
[ 1/3 ] 
f(z) = 270/91*z^3 - 212/91*z + 1
*
[ 1/3 ] 
f(z) = 279/85*z^3 - 201/85*z + 1
*
[ 1/3 ] 
f(z) = 279/86*z^3 - 203/86*z + 1
*
[ 1/3 ] 
f(z) = 279/88*z^3 - 207/88*z + 1
*
[ 1/3 ] 
f(z) = 279/89*z^3 - 209/89*z + 1
*
[ 1/3 ] 
f(z) = 279/91*z^3 - 213/91*z + 1
*
[ 1/3 ] 
f(z) = 279/92*z^3 - 215/92*z + 1
*
[ 1/3 ] 
f(z) = 279/94*z^3 - 219/94*z + 1
*
[ 7/3 ] 
f(z) = 261/98*z^3 - 195/14*z + 1
*
[ -7/3 ] 
f(z) = 261/98*z^3 - 183/14*z + 1
*
[ 12/5 ] 
f(z) = 275/96*z^3 - 191/12*z + 1
*
[ -12/5 ] 
f(z) = 275/96*z^3 - 181/12*z + 1
*
[ -7/3 ] 
f(z) = 279/98*z^3 - 197/14*z + 1
*
[ 3/2 ] 
f(z) = 260/99*z^3 - 184/33*z + 1
*
[ 3/2 ] 
f(z) = 268/99*z^3 - 190/33*z + 1
*
[ 3/2 ] 
f(z) = 272/99*z^3 - 193/33*z + 1
*
-8/5 | 0.11268787087359355583624514068837181429 | 0.017056733397056032347109528418950694781
f(z) = 275/96*z^3 - 185/24*z + 1
*
[ 7/6 ] 
f(z) = 261/98*z^3 - 195/56*z + 1
*
[ 6/5 ] 
f(z) = 275/84*z^3 - 191/42*z + 1
*
2/3 | 0.18708993850224950548852423402271956987 | 0.027890219645962838459746004729134478051
f(z) = 273/80*z^3 - 181/60*z + 1
*
[ 1/3 ] 
f(z) = 261/80*z^3 - 189/80*z + 1
*
-1 | 0.11836466361777806166248715357528071037 | 0.021271314498553145238258572721997264274
f(z) = 261/80*z^3 - 181/80*z + 1
*
[ 1/3 ] 
f(z) = 261/82*z^3 - 193/82*z + 1
*
[ 1/3 ] 
f(z) = 261/83*z^3 - 195/83*z + 1
*
[ 1/3 ] 
f(z) = 261/85*z^3 - 199/85*z + 1
*
-1 | 0.11344383858564362011975010962304295721 | 0.020372992100079085199273198760502713664
f(z) = 262/81*z^3 - 181/81*z + 1
*
-1 | 0.11849359672382471416948189893380869630 | 0.021265312487694075905869541771098846563
f(z) = 263/80*z^3 - 183/80*z + 1
*
-1 | 0.11350812522084052958665518820191188109 | 0.020370600770430992078028918923980745917
f(z) = 263/81*z^3 - 182/81*z + 1
*
-1 | 0.11425541864621144408855960095838046271 | 0.020504712896738966710122882654572169908
f(z) = 263/82*z^3 - 181/82*z + 1
*
[ 2/3 ] 
f(z) = 263/88*z^3 - 181/99*z + 1
*
-1 | 0.12717561274046290625882001628760766247 | 0.022807886224912290746941224793105209945
f(z) = 264/83*z^3 - 181/83*z + 1
*
-1 | 0.11363602979733222127668564507385921431 | 0.020365865972237634633955803614526498908
f(z) = 265/81*z^3 - 184/81*z + 1
*
-1 | 0.11438319056710173554747776085841262952 | 0.020499772235277432074379755898122093834
f(z) = 265/82*z^3 - 183/82*z + 1
*
-1 | 0.12723932208476138648782188676970162711 | 0.022803850016568091297608157735207928865
f(z) = 265/83*z^3 - 182/83*z + 1
*
-1 | 0.098357317850190308177701309236628934433 | 0.017627612970096731301757334430689064005
f(z) = 265/84*z^3 - 181/84*z + 1
*
[ 2/3 ] 
f(z) = 265/88*z^3 - 182/99*z + 1
*
-1 | 0.11369965083018848077065971407273447073 | 0.020363522162871704068070268890415052828
f(z) = 266/81*z^3 - 185/81*z + 1
*
-1 | 0.12730281197238660170518250251418641657 | 0.022799838117948656007047450352792106987
f(z) = 266/83*z^3 - 183/83*z + 1
*
-1 | 0.12734273027588893704592558535278821380 | 0.022806987456158041406659197132424823202
f(z) = 266/85*z^3 - 181/85*z + 1
*
-1 | 0.11874878895064757540151597764243596637 | 0.021253535722293757580589885330719888038
f(z) = 267/80*z^3 - 187/80*z + 1
*
-1 | 0.11451008291378424477612534466267456367 | 0.020494896489280461892550510397197577563
f(z) = 267/82*z^3 - 185/82*z + 1
*
-1 | 0.12736608391643591123117967619851258299 | 0.022795850284011448211366638461843920583
f(z) = 267/83*z^3 - 184/83*z + 1
*
-1 | 0.12740587272781618698963668060166430578 | 0.022802971644418498388746298115893772753
f(z) = 267/85*z^3 - 182/85*z + 1
*
-1 | 0.11458966079830902276184918211337206626 | 0.020509139256944853414368537984082973216
f(z) = 267/86*z^3 - 181/86*z + 1
*
-1 | 0.11382623799376892872372975821292472780 | 0.020358880890001367603648789563676571493
f(z) = 268/81*z^3 - 187/81*z + 1
*
-1 | 0.12742913941435347308269473238254639971 | 0.022791886273129916278994885104078135245
f(z) = 268/83*z^3 - 185/83*z + 1
*
-1 | 0.12746879957688100592793210522266904926 | 0.022798979861912322822541032942868832516
f(z) = 268/85*z^3 - 183/85*z + 1
*
-1 | 0.10716366218135421893596965610600099200 | 0.019167217265020802818572531796676488454
f(z) = 268/87*z^3 - 181/87*z + 1
*
-1 | 0.11887507261873064627842099715131284850 | 0.021247757847195805216619142636188757281
f(z) = 269/80*z^3 - 189/80*z + 1
*
-1 | 0.11388920712078010663232051145718191034 | 0.020356583100250169107708986985463204332
f(z) = 269/81*z^3 - 188/81*z + 1
*
-1 | 0.11463610776289182829967228312592785035 | 0.020490084292972085107881033755966717471
f(z) = 269/82*z^3 - 187/82*z + 1
*
-1 | 0.12749197994814611146255483936622962838 | 0.022787945847033020736169023429418638176
f(z) = 269/83*z^3 - 186/83*z + 1
*
-1 | 0.098609717171524455119553276096926733759 | 0.017625523549088290829615509655846228409
f(z) = 269/84*z^3 - 185/84*z + 1
*
-1 | 0.12753151229681909916309279043686758389 | 0.022795011868135936167316028648282101663
f(z) = 269/85*z^3 - 184/85*z + 1
*
-1 | 0.11471517271722617394257708503319952202 | 0.020504216381112076430856053649101261656
f(z) = 269/86*z^3 - 183/86*z + 1
*
-1 | 0.10722728147372928064430664021219534300 | 0.019165828976393124365171961107437851596
f(z) = 269/87*z^3 - 182/87*z + 1
*
[ 2/3 ] 
f(z) = 269/88*z^3 - 184/99*z + 1
*
-1 | 0.11903320458338614583656311214119059040 | 0.021276022390963343300800150594700708698
f(z) = 269/88*z^3 - 181/88*z + 1
*
[ 1/3 ] 
f(z) = 270/83*z^3 - 196/83*z + 1
*
-1 | 0.12755460698459546568140650403168028575 | 0.022784028770746055734605302782207619981
f(z) = 270/83*z^3 - 187/83*z + 1
*
-1 | 0.12767245203638644705035225039978973847 | 0.022805078461650752255674232682250385674
f(z) = 270/89*z^3 - 181/89*z + 1
*
-1 | 0.11900049726722172898300347844426753090 | 0.021242051636551164232254757366254826957
f(z) = 271/80*z^3 - 191/80*z + 1
*
-1 | 0.11401450384062295488301694850345855585 | 0.020352032415963511043111572310715627470
f(z) = 271/81*z^3 - 190/81*z + 1
*
-1 | 0.11476127694313781559464454835635597591 | 0.020485334319473939425479379689779997231
f(z) = 271/82*z^3 - 189/82*z + 1
*
-1 | 0.12761702197546649728939559916037868337 | 0.022780134812532732426136314944979680292
f(z) = 271/83*z^3 - 188/83*z + 1
*
-1 | 0.098735666046651379014183684408127823566 | 0.017624700439885870570178013851626156415
f(z) = 271/84*z^3 - 187/84*z + 1
*
-1 | 0.12765630116888192082845670232846419581 | 0.022787146301341042908570069055495844181
f(z) = 271/85*z^3 - 186/85*z + 1
*
-1 | 0.11484048772165022709504256242580395322 | 0.020499473751543317245152209094569755265
f(z) = 271/86*z^3 - 185/86*z + 1
*
-1 | 0.10735078509273604267284743937370882354 | 0.019162532699704278212503511332322832596
f(z) = 271/87*z^3 - 184/87*z + 1
*
[ 2/3 ] 
f(z) = 271/88*z^3 - 185/99*z + 1
*
-1 | 0.11915761656423930030655279320012798658 | 0.021270098042213245293799235655770502677
f(z) = 271/88*z^3 - 183/88*z + 1
*
-1 | 0.12773449078089216512637442825564378476 | 0.022801103451217768690085781951067150423
f(z) = 271/89*z^3 - 182/89*z + 1
*
-1 | 0.10135544064439220804267683627366598761 | 0.018092340395678426526436931591033408490
f(z) = 271/90*z^3 - 181/90*z + 1
*
-1 | 0.11407683433835394310835066026032774749 | 0.020349779208977597719244978359947666938
f(z) = 272/81*z^3 - 191/81*z + 1
*
-1 | 0.12767922635771243034852038800942652944 | 0.022776263743838492739272657185589846872
f(z) = 272/83*z^3 - 189/83*z + 1
*
-1 | 0.10741273950908687870685095413630598250 | 0.019160993955689065509598231305192998319
f(z) = 272/87*z^3 - 185/87*z + 1
*
[ 3/4 ] 
f(z) = 272/87*z^3 - 182/87*z + 1
*
-1 | 0.12779632132868022001590721598619669826 | 0.022797151918194809162200948477872928053
f(z) = 272/89*z^3 - 183/89*z + 1
*
-1 | 0.12783511059090100326583452415504133294 | 0.022804071403000381871300499672910104804
f(z) = 272/91*z^3 - 181/91*z + 1
*
[ 3/4 ] 
f(z) = 272/93*z^3 - 184/93*z + 1
*
-1 | 0.11912507454875891992547481691893631655 | 0.021236415637389088283806217738811867722
f(z) = 273/80*z^3 - 193/80*z + 1
*
-1 | 0.11488625418143071763662350834546680201 | 0.020480761536237049830888240329052313903
f(z) = 273/82*z^3 - 191/82*z + 1
*
-1 | 0.12774122155367619798075858842532018567 | 0.022772415339235022952816741301276975390
f(z) = 273/83*z^3 - 190/83*z + 1
*
-1 | 0.12778025083525562906105066701903990810 | 0.022779373085526381955433644494546418693
f(z) = 273/85*z^3 - 188/85*z + 1
*
-1 | 0.11496366085301505573393176781386806213 | 0.020494560816171175212506672137268237569
f(z) = 273/86*z^3 - 187/86*z + 1
*
-1 | 0.11928119415294369155640146847727610766 | 0.021264247064283645641617415299038942654
f(z) = 273/88*z^3 - 185/88*z + 1
*
-1 | 0.12785794507880180123213903482068411848 | 0.022793223630886617674013063855796461766
f(z) = 273/89*z^3 - 184/89*z + 1
*
-1 | 0.11935852820685225575878287201556501988 | 0.021278033398671661632285230914597628696
f(z) = 273/92*z^3 - 181/92*z + 1
*
-1 | 0.11420086676101268488715493520018103787 | 0.020345316300735302230794369254371682548
f(z) = 274/81*z^3 - 193/81*z + 1
*
-1 | 0.12780300897128846658038870161603854132 | 0.022768589376365937332886898940433004100
f(z) = 274/83*z^3 - 191/83*z + 1
*
-1 | 0.12784191449367799260787856033923867611 | 0.022775520542313361417628246574706492091
f(z) = 274/85*z^3 - 189/85*z + 1
*
-1 | 0.10753602697291923287804804236216157590 | 0.019157949887253936648330777232953861850
f(z) = 274/87*z^3 - 187/87*z + 1
*
-1 | 0.12791936341619709695495332538349100249 | 0.022789318360758118257206083763065359830
f(z) = 274/89*z^3 - 185/89*z + 1
*
-1 | 0.12795790874452770883703610665130575874 | 0.022796185356771757252780529634278094003
f(z) = 274/91*z^3 - 183/91*z + 1
*
-1 | 0.10765166390429959375233670504443040551 | 0.019178551043897548476633530101997394618
f(z) = 274/93*z^3 - 181/93*z + 1
*
-1 | 0.11426257150314219112022266311600449843 | 0.020343106300096754760944655036500296492
f(z) = 275/81*z^3 - 194/81*z + 1
*
-1 | 0.11500974655199081988711299991330496752 | 0.020476132025350011888145500833300309186
f(z) = 275/82*z^3 - 193/82*z + 1
*
-1 | 0.12786459000426230737982390924859082176 | 0.022764785635893602943036370208537726583
f(z) = 275/83*z^3 - 192/83*z + 1
*
[ 4/5 ] 
f(z) = 275/84*z^3 - 197/84*z + 1
*
-1 | 0.098982985382508977084931922551346261961 | 0.017622755790000133944772249636213228016
f(z) = 275/84*z^3 - 191/84*z + 1
*
-1 | 0.11508731189691204250140635154175809204 | 0.020489941622282570938701120903448782853
f(z) = 275/86*z^3 - 189/86*z + 1
*
-1 | 0.10759736279142642021397990540022194975 | 0.019156444320140911084946439386737195847
f(z) = 275/87*z^3 - 188/87*z + 1
*
-1 | 0.12798057771188507219005964781941841478 | 0.022785435882379693623888144260972460423
f(z) = 275/89*z^3 - 186/89*z + 1
*
-1 | 0.12801900222890693036159740331869618121 | 0.022792276915484607091800072445854060468
f(z) = 275/91*z^3 - 184/91*z + 1
*
[ 4/5 ] 
f(z) = 275/92*z^3 - 199/92*z + 1
*
-1 | 0.11948079778483335112199259793870771703 | 0.021272150085388097226402065207503117679
f(z) = 275/92*z^3 - 183/92*z + 1
*
-1 | 0.10771367089690281114261123789370639685 | 0.019177151609694638832996329910256108100
f(z) = 275/93*z^3 - 182/93*z + 1
*
[ 2/5 ] 
f(z) = 275/94*z^3 - 185/94*z + 1
*
-1 | 0.11524036017066062632142625990597749806 | 0.020517190066466484027467113061626179914
f(z) = 275/94*z^3 - 181/94*z + 1
*
[ 2/5 ] 
f(z) = 275/98*z^3 - 191/98*z + 1
*
-1 | 0.12792596603228458340529928590004296484 | 0.022761003901447077553566206618494552495
f(z) = 276/83*z^3 - 193/83*z + 1
*
-1 | 0.12796462639152159167501319468830244481 | 0.022767882478288958261362415502077278456
f(z) = 276/85*z^3 - 191/85*z + 1
*
-1 | 0.12804158932315005813115612017163695184 | 0.022781575973373609339204845371408283150
f(z) = 276/89*z^3 - 187/89*z + 1
*
-1 | 0.12807989378950710303104745561057708236 | 0.022788391228596896217622349760376775505
f(z) = 276/91*z^3 - 185/91*z + 1
*
-1 | 0.12815615337193856214113915192665811186 | 0.022801959581505070600267480886828304305
f(z) = 276/95*z^3 - 181/95*z + 1
*
-1 | 0.11937173244632339838147258230977586172 | 0.021225348661343066844296491905182122468
f(z) = 277/80*z^3 - 197/80*z + 1
*
-1 | 0.11438536498576902463996533332233310521 | 0.020338728473004649598006005842568768534
f(z) = 277/81*z^3 - 196/81*z + 1
*
-1 | 0.11513241731878375737860211082109145307 | 0.020471560977916459183762424131591317959
f(z) = 277/82*z^3 - 195/82*z + 1
*
-1 | 0.12798713842120411825049462232896960973 | 0.022757243959571133366587116272030940461
f(z) = 277/83*z^3 - 194/83*z + 1
*
-1 | 0.099105411813387890433035101355108824206 | 0.017621817802728341208847604641937308801
f(z) = 277/84*z^3 - 193/84*z + 1
*
-1 | 0.12802567736148124056012383733127571375 | 0.022764096523638496808495395459703050655
f(z) = 277/85*z^3 - 192/85*z + 1
*
-1 | 0.11520884329898859371542883146801872105 | 0.020485150192409613813315095652573538829
f(z) = 277/86*z^3 - 191/86*z + 1
*
-1 | 0.10771942542517194804119685688750226305 | 0.019153465526496489988372874693301461903
f(z) = 277/87*z^3 - 190/87*z + 1
*
-1 | 0.11952589059754567606563199684118135854 | 0.021252759342595868515119227862671670049
f(z) = 277/88*z^3 - 189/88*z + 1
*
[ 2/3 ] 
f(z) = 277/88*z^3 - 188/99*z + 1
*
-1 | 0.12810239959372521695508457956106169129 | 0.022777738414361555440386023535325026510
f(z) = 277/89*z^3 - 188/89*z + 1
*
-1 | 0.10172298530899111363742622732063974652 | 0.018087245496138517211687022138178201052
f(z) = 277/90*z^3 - 187/90*z + 1
*
-1 | 0.12814058476284317034081783088984999864 | 0.022784528074791300450666530348788329608
f(z) = 277/91*z^3 - 186/91*z + 1
*
-1 | 0.11960226116615083321357042741794789547 | 0.021266338704417046532388661895032245147
f(z) = 277/92*z^3 - 185/92*z + 1
*
-1 | 0.10783501547043480631748563541641847709 | 0.019174018457765941111766451257112497285
f(z) = 277/93*z^3 - 184/93*z + 1
*
-1 | 0.11536223841857327299699767775784148523 | 0.020512425199895973800222011411777446283
f(z) = 277/94*z^3 - 183/94*z + 1
*
-1 | 0.12821660781468926983831191033799799782 | 0.022798045645062456561850513191962439186
f(z) = 277/95*z^3 - 182/95*z + 1
*
-1 | 0.099334530891641405311530030729025235893 | 0.017662557199076493831596123100904138911
f(z) = 277/96*z^3 - 181/96*z + 1
*
-1 | 0.11444645645927578763161671279505452905 | 0.020336560359555002835180641709217019652
f(z) = 278/81*z^3 - 197/81*z + 1
*
-1 | 0.12804810852321671153127798967107562843 | 0.022753505599676340038799257293981296996
f(z) = 278/83*z^3 - 195/83*z + 1
*
-1 | 0.12808652680977315201994287024034503397 | 0.022760332336192588106152544804480699354
f(z) = 278/85*z^3 - 193/85*z + 1
*
-1 | 0.10778015492900103503168785513065870103 | 0.019151992067624819754002110354521118091
f(z) = 278/87*z^3 - 191/87*z + 1
*
-1 | 0.12816300985397294477290097947046610212 | 0.022773922988913278214280268492834577746
f(z) = 278/89*z^3 - 189/89*z + 1
*
-1 | 0.12820107647215110271635739398262067015 | 0.022780687235725408315811552210013557320
f(z) = 278/91*z^3 - 187/91*z + 1
*
-1 | 0.10789435569691752196497777491132323795 | 0.019172284970364605161170262255782592429
f(z) = 278/93*z^3 - 185/93*z + 1
*
-1 | 0.12827686446774910546002004462725493337 | 0.022794154381801328198622117428587866088
f(z) = 278/95*z^3 - 183/95*z + 1
*
-1 | 0.12831458763903776724809402389373885247 | 0.022800857599826594765149086207973326447
f(z) = 278/97*z^3 - 181/97*z + 1
*
-1 | 0.11949383521131048452449678082699495864 | 0.021219914974084185614902645472368778112
f(z) = 279/80*z^3 - 199/80*z + 1
*
[ 1/3 ] 
f(z) = 279/80*z^3 - 191/80*z + 1
*
-1 | 0.11525362524485183431274387495378134919 | 0.020466931401321594218751567549526030527
f(z) = 279/82*z^3 - 197/82*z + 1
*
[ 1/3 ] 
f(z) = 279/82*z^3 - 195/82*z + 1
*
[ 1/3 ] 
f(z) = 279/83*z^3 - 197/83*z + 1
*
-1 | 0.12810887767704706436190716110009626588 | 0.022749788613990181225211830081206294731
f(z) = 279/83*z^3 - 196/83*z + 1
*
-1 | 0.12814717606786078879082700126752424053 | 0.022756589706241294741893653478149236138
f(z) = 279/85*z^3 - 194/85*z + 1
*
-1 | 0.11533022226125104499188345052685687490 | 0.020480533627514983104558463426612153064
f(z) = 279/86*z^3 - 193/86*z + 1
*
-1 | 0.11964703112235158687729215532594697810 | 0.021247119760012437897889768301173908890
f(z) = 279/88*z^3 - 191/88*z + 1
*
-1 | 0.12822342142106227399307470796879950956 | 0.022770129483496275608078544928660052582
f(z) = 279/89*z^3 - 190/89*z + 1
*
-1 | 0.12826137022756383323720432800535967905 | 0.022776868495980953468732280658315364985
f(z) = 279/91*z^3 - 188/91*z + 1
*
-1 | 0.11972292896169465614684694714351348152 | 0.021260597825175620374561765796035761326
f(z) = 279/92*z^3 - 187/92*z + 1
*
-1 | 0.11548267189007520259855122787767114874 | 0.020507605887399843823297357334524553758
f(z) = 279/94*z^3 - 185/94*z + 1
*
-1 | 0.12833692462739403317748991047663732601 | 0.022790285572581429421374853234255324672
f(z) = 279/95*z^3 - 184/95*z + 1
*
-1 | 0.12837453199895390534902581200640248796 | 0.022796963952478501663956332178589397677
f(z) = 279/97*z^3 - 182/97*z + 1
*
-1 | 0.11555723471213764806464443961538477364 | 0.020520846877963038159595469047400279818
f(z) = 279/98*z^3 - 181/98*z + 1
*
[ -4/3 ] 
f(z) = 279/88*z^3 - 171/44*z + 1
*
2/3 | 0.18512383242934225696536856788859116235 | 0.027688854718181961678098987384012680471
f(z) = 267/80*z^3 - 179/60*z + 1
*
[ 3/4 ] 
f(z) = 274/81*z^3 - 161/72*z + 1
*
[ 3/4 ] 
f(z) = 278/81*z^3 - 163/72*z + 1
*
-1 | 0.11331458876945704674541906913272881509 | 0.020377823491535299769200868379432593469
f(z) = 260/81*z^3 - 179/81*z + 1
*
-1 | 0.12691854997431663459318982922699671669 | 0.022824279179446197890108369987679894411
f(z) = 260/83*z^3 - 177/83*z + 1
*
-1 | 0.10665620649289035141243227631441939238 | 0.019180419518715029101198632634189366731
f(z) = 260/87*z^3 - 173/87*z + 1
*
-1 | 0.12704029549456083456689085420122090208 | 0.022846173171644051162552398668130564602
f(z) = 260/89*z^3 - 171/89*z + 1
*
-1 | 0.10677613643667316840154349779427817552 | 0.019201987008411596139737916097226921728
f(z) = 260/93*z^3 - 167/93*z + 1
*
-1 | 0.12720081082748474126622124796902719143 | 0.022875039296981745122313779373046362844
f(z) = 260/97*z^3 - 163/97*z + 1
*
[ 1/2 ] 
f(z) = 260/97*z^3 - 162/97*z + 1
*
[ 1/2 ] 
f(z) = 260/99*z^3 - 164/99*z + 1
*
-1 | 0.11367750848764652340709095771717713919 | 0.020443088820908813625616142270873438343
f(z) = 260/99*z^3 - 161/99*z + 1
*
-1 | 0.11412675481956070862684943161787249721 | 0.020509719879789517533749514699316832059
f(z) = 261/82*z^3 - 179/82*z + 1
*
-1 | 0.12698315259711607561999668436810260348 | 0.022820143211265999368463391095026513775
f(z) = 261/83*z^3 - 178/83*z + 1
*
-1 | 0.12702373130759593347045768359337510614 | 0.022827435611600529158054682282294365583
f(z) = 261/85*z^3 - 176/85*z + 1
*
-1 | 0.11420791251734072578910349255960640740 | 0.020524304730205955359051432649450162152
f(z) = 261/86*z^3 - 175/86*z + 1
*
-1 | 0.11852698122799098765774272178573150021 | 0.021300484597381307015650619769037491878
f(z) = 261/88*z^3 - 173/88*z + 1
*
-1 | 0.12710449640089401115338873762202646788 | 0.022841949907062864770517994835662855773
f(z) = 261/89*z^3 - 172/89*z + 1
*
-1 | 0.12714468495582436465708537273440109188 | 0.022849172192540956812632039616751818765
f(z) = 261/91*z^3 - 170/91*z + 1
*
-1 | 0.11860735860416908613723862025149778265 | 0.021314929216197391320864376360273927672
f(z) = 261/92*z^3 - 169/92*z + 1
*
-1 | 0.11436932153967483603421247381204185350 | 0.020553311546700275735902185715717911941
f(z) = 261/94*z^3 - 167/94*z + 1
*
[ 2/3 ] 
f(z) = 261/94*z^3 - 163/94*z + 1
*
-1 | 0.12722467940889325594057499934263977793 | 0.022863547996242498041676913677871061905
f(z) = 261/95*z^3 - 166/95*z + 1
*
-1 | 0.12726448739718895368541166318130027629 | 0.022870701890088104569333419180372695813
f(z) = 261/97*z^3 - 164/97*z + 1
*
[ 2/3 ] 
f(z) = 261/98*z^3 - 165/98*z + 1
*
-1 | 0.11444828563323754259233121981485204876 | 0.020567502184487998262412694259418105520
f(z) = 261/98*z^3 - 163/98*z + 1
*
-1 | 0.12704752954986884069933235945305565216 | 0.022816032568397219747352058449369412446
f(z) = 262/83*z^3 - 179/83*z + 1
*
-1 | 0.12708797442388078692514552618422803237 | 0.022823295925394012606821546687847315482
f(z) = 262/85*z^3 - 177/85*z + 1
*
-1 | 0.10678465058358690083159005135163978712 | 0.019177091236266003894390745450208748902
f(z) = 262/87*z^3 - 175/87*z + 1
*
-1 | 0.12716847429972474720951045911596676158 | 0.022837752623572364761996818230673542696
f(z) = 262/89*z^3 - 173/89*z + 1
*
-1 | 0.12720853145349449310980671189219282395 | 0.022844946351213082679844992518536392292
f(z) = 262/91*z^3 - 171/91*z + 1
*
-1 | 0.10690378948392956550123760587468848388 | 0.019198486985085458794511059522147014958
f(z) = 262/93*z^3 - 169/93*z + 1
*
-1 | 0.12728826547022442902262219624550046257 | 0.022859265511364915987684101082508910983
f(z) = 262/95*z^3 - 167/95*z + 1
*
-1 | 0.12732794440418091102287737589083869942 | 0.022866391315799192846743070875886140493
f(z) = 262/97*z^3 - 165/97*z + 1
*
-1 | 0.11380438463923172310258020336793247819 | 0.020437741336291854512349895594055102409
f(z) = 262/99*z^3 - 163/99*z + 1
*
-1 | 0.12711168241052093566174954790609940497 | 0.022811946991501576664492559011570400838
f(z) = 263/83*z^3 - 180/83*z + 1
*
-1 | 0.098230843632610376750477399051693876667 | 0.017628881589660367545371630465254667001
f(z) = 263/84*z^3 - 179/84*z + 1
*
-1 | 0.12715199433438479174479274760817261488 | 0.022819181523000717756398206800870414501
f(z) = 263/85*z^3 - 178/85*z + 1
*
-1 | 0.11433669490496927905973559917692226389 | 0.020519299043907276373116159793170753738
f(z) = 263/86*z^3 - 177/86*z + 1
*
-1 | 0.10684853835811574542521556552784741933 | 0.019175445930082471002226954095788657859
f(z) = 263/87*z^3 - 176/87*z + 1
*
-1 | 0.11865484713613184277331934070123031660 | 0.021294251101267201973427353661716050750
f(z) = 263/88*z^3 - 175/88*z + 1
*
-1 | 0.12723223074240273794641345574986251665 | 0.022833581054592020054294111892972007795
f(z) = 263/89*z^3 - 174/89*z + 1
*
-1 | 0.10085303633216248751242230069547077307 | 0.018099470285595479622988706107420938514
f(z) = 263/90*z^3 - 173/90*z + 1
*
-1 | 0.12727215735856886263663655277211586789 | 0.022840746437303186811785873851923133238
f(z) = 263/91*z^3 - 172/91*z + 1
*
-1 | 0.11873470062989697163512811554247501356 | 0.021308581913607276450282096296259332018
f(z) = 263/92*z^3 - 171/92*z + 1
*
-1 | 0.10696831925235937916289599658562292279 | 0.019196942265889401267502097476220351113
f(z) = 263/93*z^3 - 170/93*z + 1
*
-1 | 0.11449640398404502478582372868886153165 | 0.020547961043944150199169493459202373338
f(z) = 263/94*z^3 - 169/94*z + 1
*
-1 | 0.12735163264416159501397137725957130406 | 0.022855009374963162276840378360510862540
f(z) = 263/95*z^3 - 168/95*z + 1
*
-1 | 0.098469378864106615828053321144950288466 | 0.017671690031444058218145831390683949031
f(z) = 263/96*z^3 - 167/96*z + 1
*
-1 | 0.12739118336565672317256065354191719769 | 0.022862107298184008803405722979054084067
f(z) = 263/97*z^3 - 166/97*z + 1
*
-1 | 0.11457485353936579873250444763219874268 | 0.020562039900140111011964418841466092985
f(z) = 263/98*z^3 - 165/98*z + 1
*
-1 | 0.11386749614463122259150140499862756894 | 0.020435094846100009449592708487948573562
f(z) = 263/99*z^3 - 164/99*z + 1
*
-1 | 0.12721579259165599249490392811135674162 | 0.022815092146352716759614382632289544356
f(z) = 264/85*z^3 - 179/85*z + 1
*
-1 | 0.12729576726407821639023191862370770974 | 0.022829434937318490988127278721213149270
f(z) = 264/89*z^3 - 175/89*z + 1
*
-1 | 0.12733556419763858146446408825503603423 | 0.022836572185672840032377068697323673061
f(z) = 264/91*z^3 - 173/91*z + 1
*
-1 | 0.12741478244044800484109497654685715748 | 0.022850779317291872072819831741827904498
f(z) = 264/95*z^3 - 169/95*z + 1
*
[ 1/2 ] 
f(z) = 264/95*z^3 - 161/95*z + 1
*
-1 | 0.12745420578306738140191502890495589322 | 0.022857849565224574924334017917976869092
f(z) = 264/97*z^3 - 167/97*z + 1
*
[ 1/2 ] 
f(z) = 264/97*z^3 - 163/97*z + 1
*
-1 | 0.11446394026766505018006274123343186004 | 0.020514244208487898774924786701725757654
f(z) = 265/86*z^3 - 179/86*z + 1
*
-1 | 0.10697565308477169205598322031819425277 | 0.019172192278299720406406999466477531631
f(z) = 265/87*z^3 - 178/87*z + 1
*
-1 | 0.11878183162320892211607207626551966512 | 0.021288097332242090726155343140992795385
f(z) = 265/88*z^3 - 177/88*z + 1
*
-1 | 0.12735908538392751518826776786849235347 | 0.022825314012657715660525025813617065113
f(z) = 265/89*z^3 - 176/89*z + 1
*
-1 | 0.12739875348143461242525882721045595179 | 0.022832423334926753277499644727883672328
f(z) = 265/91*z^3 - 174/91*z + 1
*
-1 | 0.11886116807489002369243808208792447399 | 0.021302316022780046797886504049757410320
f(z) = 265/92*z^3 - 173/92*z + 1
*
-1 | 0.10709465840397393484935221665201679654 | 0.019193520429108744299847873990911174694
f(z) = 265/93*z^3 - 172/93*z + 1
*
-1 | 0.11462196308508872845476187662077895322 | 0.020542565081066303160515493907780918715
f(z) = 265/94*z^3 - 171/94*z + 1
*
-1 | 0.098596369035741658268492776731224394962 | 0.017670455758727468916577108698437020823
f(z) = 265/96*z^3 - 169/96*z + 1
*
-1 | 0.12751701314233671727890413392939576397 | 0.022853617848745565706005291281945587865
f(z) = 265/97*z^3 - 168/97*z + 1
*
-1 | 0.11470120904989028094451608145519659759 | 0.020556767554532398930663796090716656306
f(z) = 265/98*z^3 - 167/98*z + 1
*
-1 | 0.11399307348108131476883199384963960074 | 0.020429855393748018553580092683542155985
f(z) = 265/99*z^3 - 166/99*z + 1
*
-1 | 0.10703888307645892493261739886290061456 | 0.019170583655282198035806859432394831756
f(z) = 266/87*z^3 - 179/87*z + 1
*
-1 | 0.12742218660537470460404424509767787574 | 0.022821218025158472012030516183290524278
f(z) = 266/89*z^3 - 177/89*z + 1
*
-1 | 0.10715647077637858388365413096812788079 | 0.019191643524120065362835172401472091985
f(z) = 266/93*z^3 - 173/93*z + 1
*
-1 | 0.12757960691407559138375901174550386430 | 0.022849411884345465078110791913812036654
f(z) = 266/97*z^3 - 169/97*z + 1
*
-1 | 0.11405554225257630576146361896743669442 | 0.020427262049621173300516136394356783534
f(z) = 266/99*z^3 - 167/99*z + 1
*
-1 | 0.11890794681389330052607574395316243289 | 0.021282021632439610203643205019182361436
f(z) = 267/88*z^3 - 179/88*z + 1
*
-1 | 0.12752448534814335550436797310202063439 | 0.022824200808821059609364692530108087196
f(z) = 267/91*z^3 - 176/91*z + 1
*
-1 | 0.11898677292957714070971838681451879052 | 0.021296129849292520023874473456752182593
f(z) = 267/92*z^3 - 175/92*z + 1
*
-1 | 0.11474731504588146746010421616819721312 | 0.020537356051508921470116909111207936215
f(z) = 267/94*z^3 - 173/94*z + 1
*
-1 | 0.12760294242757545441269024371746735998 | 0.022838242975946401561083892405514401478
f(z) = 267/95*z^3 - 172/95*z + 1
*
-1 | 0.12764198855379238998219733620616672720 | 0.022845231411329213988533168764667490990
f(z) = 267/97*z^3 - 170/97*z + 1
*
-1 | 0.11482605968040188635513833673224616100 | 0.020551449684947273789978609417203086285
f(z) = 267/98*z^3 - 169/98*z + 1
*
-1 | 0.12754774428930073826582547810705151468 | 0.022813099857665294338808543853330220667
f(z) = 268/89*z^3 - 179/89*z + 1
*
-1 | 0.12758703087517596298159188985776805950 | 0.022820126628790351589936117292996499891
f(z) = 268/91*z^3 - 177/91*z + 1
*
-1 | 0.10728255655434326583572000418410792664 | 0.019188482628972371767952353007596883465
f(z) = 268/93*z^3 - 175/93*z + 1
*
-1 | 0.12766523750117311603187469088728241624 | 0.022834114610924770224584883928553067697
f(z) = 268/95*z^3 - 173/95*z + 1
*
[ 1/2 ] 
f(z) = 268/95*z^3 - 162/95*z + 1
*
-1 | 0.12770415950209990594888949131350869871 | 0.022841076172642310399704120839719125711
f(z) = 268/97*z^3 - 171/97*z + 1
*
[ 1/2 ] 
f(z) = 268/97*z^3 - 164/97*z + 1
*
-1 | 0.11417984724041774959464559926060363581 | 0.020422127191214630503350683725882979745
f(z) = 268/99*z^3 - 169/99*z + 1
*
[ 1/2 ] 
f(z) = 268/99*z^3 - 166/99*z + 1
*
-1 | 0.12761020368180784220666416111146515312 | 0.022809077184405091646515814760174916110
f(z) = 269/89*z^3 - 180/89*z + 1
*
-1 | 0.10123062591716094186324299408269438400 | 0.018093985381666866120777543143787611879
f(z) = 269/90*z^3 - 179/90*z + 1
*
-1 | 0.12764936473559544341701247672968459080 | 0.022816076840174713885642956484229979332
f(z) = 269/91*z^3 - 178/91*z + 1
*
-1 | 0.11911152693843778480962739482599227167 | 0.021290021746736583022251393834837934654
f(z) = 269/92*z^3 - 177/92*z + 1
*
-1 | 0.10734476562501036010397611266220660523 | 0.019186828120640211602353355946915446120
f(z) = 269/93*z^3 - 176/93*z + 1
*
-1 | 0.11487181940721612351835944597908693475 | 0.020532215446543955368764683330086207690
f(z) = 269/94*z^3 - 175/94*z + 1
*
-1 | 0.12772732251554897023106599265697889076 | 0.022830011031710984853066784510076056775
f(z) = 269/95*z^3 - 174/95*z + 1
*
-1 | 0.098845725773047943961055721859755162034 | 0.017667707780858310206902389703006361224
f(z) = 269/96*z^3 - 173/96*z + 1
*
-1 | 0.12776612118491867839402136902479814691 | 0.022836945914806325038820366163794866762
f(z) = 269/97*z^3 - 172/97*z + 1
*
-1 | 0.11494941698437126609195691641817929035 | 0.020546085255349117537660675990124982875
f(z) = 269/98*z^3 - 171/98*z + 1
*
-1 | 0.11424168630783077276230462966955084889 | 0.020419585311291080953038582308856612207
f(z) = 269/99*z^3 - 170/99*z + 1
*
-1 | 0.12771148836405319183841187535207159429 | 0.022812051199317301573459286596252430507
f(z) = 270/91*z^3 - 179/91*z + 1
*
-1 | 0.12782787501367686366024640796489414626 | 0.022832840387855797303036474754792605263
f(z) = 270/97*z^3 - 173/97*z + 1
*
-1 | 0.12777340318060337701883381020506075871 | 0.022808049465923165723608708564611652935
f(z) = 271/91*z^3 - 180/91*z + 1
*
-1 | 0.11923544160670690452474613064478397382 | 0.021283990115008549437178882349491026215
f(z) = 271/92*z^3 - 179/92*z + 1
*
-1 | 0.10746855688048344418477832562994638108 | 0.019183555421912249482252846543750149646
f(z) = 271/93*z^3 - 178/93*z + 1
*
-1 | 0.11499548761166608734247507300128860363 | 0.020527141834811768986002164581269106814
f(z) = 271/94*z^3 - 177/94*z + 1
*
-1 | 0.12785086802859684238895209529799077064 | 0.022821877242603793333454013215655259657
f(z) = 271/95*z^3 - 176/95*z + 1
*
-1 | 0.098968115335759772658268330578051898003 | 0.017666193542146042217997251233908156483
f(z) = 271/96*z^3 - 175/96*z + 1
*
-1 | 0.12788942238550670862058911028155986983 | 0.022828759345276476744999592734660832872
f(z) = 271/97*z^3 - 174/97*z + 1
*
-1 | 0.11507259655968604381644524005822176584 | 0.020540906081962786759909762803486305140
f(z) = 271/98*z^3 - 173/98*z + 1
*
-1 | 0.11436474460906197265593609041370590332 | 0.020414551755455853237612592673872333861
f(z) = 271/99*z^3 - 172/99*z + 1
*
-1 | 0.10753014187565860175072064096918744223 | 0.019181936965303619383358682108181604115
f(z) = 272/93*z^3 - 179/93*z + 1
*
[ 1/2 ] 
f(z) = 272/93*z^3 - 161/93*z + 1
*
-1 | 0.12791233132245656062500791767483385662 | 0.022817846547153229303186656190015941126
f(z) = 272/95*z^3 - 177/95*z + 1
*
[ 1/2 ] 
f(z) = 272/95*z^3 - 163/95*z + 1
*
-1 | 0.12795076468343769551846119178039571619 | 0.022824702543944876555184241959015138203
f(z) = 272/97*z^3 - 175/97*z + 1
*
[ 1/2 ] 
f(z) = 272/97*z^3 - 165/97*z + 1
*
-1 | 0.11442596660816843804399174968796883612 | 0.020412059729353726901800242165209936675
f(z) = 272/99*z^3 - 173/99*z + 1
*
[ 1/2 ] 
f(z) = 272/99*z^3 - 167/99*z + 1
*
-1 | 0.11511833087065444215979344958642750625 | 0.020522133825411038326828109841325592234
f(z) = 273/94*z^3 - 179/94*z + 1
*
-1 | 0.12797359014785610325770282125876694175 | 0.022813839666277609222651654181637328601
f(z) = 273/95*z^3 - 178/95*z + 1
*
-1 | 0.12801190327658642594743267923325950710 | 0.022820669744069106416616637662775079209
f(z) = 273/97*z^3 - 176/97*z + 1
*
-1 | 0.12803464586745955257271996033720381769 | 0.022809856365428144833235699539428982219
f(z) = 274/95*z^3 - 179/95*z + 1
*
-1 | 0.12807283952034330996936569674361440896 | 0.022816660709130953035891716203135619013
f(z) = 274/97*z^3 - 177/97*z + 1
*
-1 | 0.11454780311266333302606233927890628528 | 0.020407124323833120744308546103797009218
f(z) = 274/99*z^3 - 175/99*z + 1
*
[ 2/5 ] 
f(z) = 275/82*z^3 - 167/82*z + 1
*
[ 2/5 ] 
f(z) = 275/86*z^3 - 173/86*z + 1
*
[ 3/5 ] 
f(z) = 275/93*z^3 - 161/93*z + 1
*
-1 | 0.099213540692592740189119756884040382603 | 0.017663803449958992672748576679145552376
f(z) = 275/96*z^3 - 179/96*z + 1
*
[ 3/5 ] 
f(z) = 275/96*z^3 - 163/96*z + 1
*
-1 | 0.12813357475655612481361758154539892700 | 0.022812675205829177552981683653590777044
f(z) = 275/97*z^3 - 178/97*z + 1
*
-1 | 0.11531651024924432302557181395931706388 | 0.020530747691881436838430690659985409268
f(z) = 275/98*z^3 - 177/98*z + 1
*
[ 1/2 ] 
f(z) = 276/95*z^3 - 164/95*z + 1
*
-1 | 0.12819411031371050608594696824227077095 | 0.022808713004023999902268676578902305369
f(z) = 276/97*z^3 - 179/97*z + 1
*
[ 1/2 ] 
f(z) = 276/97*z^3 - 166/97*z + 1
*
-1 | 0.12825444750710743294224996282023978514 | 0.022804773876682741039521115688511401440
f(z) = 277/97*z^3 - 180/97*z + 1
*
-1 | 0.11543726588619005029122218262919558280 | 0.020525765746495310451760013816803477151
f(z) = 277/98*z^3 - 179/98*z + 1
*
-1 | 0.11472905915727303486244111465773987908 | 0.020399840333187497616734221056723766478
f(z) = 277/99*z^3 - 178/99*z + 1
*
-1 | 0.11478908342906796682801242158429072973 | 0.020397443450806233464510333828406453427
f(z) = 278/99*z^3 - 179/99*z + 1
*
[ 2/3 ] 
f(z) = 279/82*z^3 - 165/82*z + 1
*
[ 2/3 ] 
f(z) = 279/86*z^3 - 167/86*z + 1
*
[ 2/3 ] 
f(z) = 279/94*z^3 - 171/94*z + 1
*
[ 2/3 ] 
f(z) = 279/98*z^3 - 173/98*z + 1
*
-2 | 0.11638636689294748519908943454533903557 | 0.016559907683076625413195900904929511287
f(z) = 271/88*z^3 - 141/11*z + 1
*
[ 9/4 ] 
f(z) = 272/81*z^3 - 148/9*z + 1
*
-2 | 0.11653149717150222294497959527700592907 | 0.016563901651659762810247216500256137581
f(z) = 273/88*z^3 - 142/11*z + 1
*
-2 | 0.11681828464304060995864941138975113594 | 0.016571721022108662626252994433034294513
f(z) = 277/88*z^3 - 144/11*z + 1
*
-2 | 0.11695997967470889034447081624806744889 | 0.016575549070932707571289843673879480716
f(z) = 279/88*z^3 - 145/11*z + 1
*
[ -3/2 ] 
f(z) = 268/99*z^3 - 146/33*z + 1
*
[ 9/8 ] 
f(z) = 272/81*z^3 - 149/36*z + 1
*
[ -3/2 ] 
f(z) = 272/99*z^3 - 149/33*z + 1
*
[ -4/3 ] 
f(z) = 261/88*z^3 - 155/44*z + 1
*
[ 3/4 ] 
f(z) = 262/81*z^3 - 155/72*z + 1
*
[ 3/4 ] 
f(z) = 266/81*z^3 - 157/72*z + 1
*
[ 1/2 ] 
f(z) = 260/81*z^3 - 146/81*z + 1
*
[ 1/2 ] 
f(z) = 260/83*z^3 - 148/83*z + 1
*
[ 1/2 ] 
f(z) = 260/87*z^3 - 152/87*z + 1
*
[ 1/2 ] 
f(z) = 260/89*z^3 - 154/89*z + 1
*
[ 1/2 ] 
f(z) = 260/93*z^3 - 158/93*z + 1
*
[ 2/3 ] 
f(z) = 261/82*z^3 - 157/82*z + 1
*
[ 2/3 ] 
f(z) = 261/86*z^3 - 159/86*z + 1
*
[ 1/2 ] 
f(z) = 264/83*z^3 - 149/83*z + 1
*
[ 1/2 ] 
f(z) = 264/85*z^3 - 151/85*z + 1
*
[ 1/2 ] 
f(z) = 264/89*z^3 - 155/89*z + 1
*
[ 1/2 ] 
f(z) = 264/91*z^3 - 157/91*z + 1
*
[ 1/2 ] 
f(z) = 268/81*z^3 - 148/81*z + 1
*
[ 1/2 ] 
f(z) = 268/83*z^3 - 150/83*z + 1
*
[ 1/2 ] 
f(z) = 268/85*z^3 - 152/85*z + 1
*
[ 1/2 ] 
f(z) = 268/87*z^3 - 154/87*z + 1
*
[ 1/2 ] 
f(z) = 268/89*z^3 - 156/89*z + 1
*
[ 1/2 ] 
f(z) = 268/91*z^3 - 158/91*z + 1
*
[ 1/2 ] 
f(z) = 268/93*z^3 - 160/93*z + 1
*
[ 1/2 ] 
f(z) = 272/81*z^3 - 149/81*z + 1
*
[ 1/2 ] 
f(z) = 272/83*z^3 - 151/83*z + 1
*
[ 1/2 ] 
f(z) = 272/87*z^3 - 155/87*z + 1
*
[ 1/2 ] 
f(z) = 272/89*z^3 - 157/89*z + 1
*
[ 1/2 ] 
f(z) = 272/91*z^3 - 159/91*z + 1
*
[ 3/5 ] 
f(z) = 275/84*z^3 - 155/84*z + 1
*
[ 3/5 ] 
f(z) = 275/87*z^3 - 157/87*z + 1
*
[ 1/2 ] 
f(z) = 276/83*z^3 - 152/83*z + 1
*
[ 1/2 ] 
f(z) = 276/85*z^3 - 154/85*z + 1
*
[ 1/2 ] 
f(z) = 276/89*z^3 - 158/89*z + 1
*
[ 1/2 ] 
f(z) = 276/91*z^3 - 160/91*z + 1
*
-2 | 0.11564254727132776169547912659383896345 | 0.016539037822461279877829275909409660981
f(z) = 261/88*z^3 - 136/11*z + 1
*
[ 2 ] 
f(z) = 261/88*z^3 - 125/11*z + 1
*
[ 3/2 ] 
f(z) = 262/81*z^3 - 125/18*z + 1
*
-2 | 0.11579380368768700647022264246698554872 | 0.016543336857464134422662788486948949836
f(z) = 263/88*z^3 - 137/11*z + 1
*
[ 2 ] 
f(z) = 263/88*z^3 - 126/11*z + 1
*
-2 | 0.11594379227341687823345431891154587715 | 0.016547571789526255110641600630098013288
f(z) = 265/88*z^3 - 138/11*z + 1
*
[ 2 ] 
f(z) = 265/88*z^3 - 127/11*z + 1
*
[ 3/2 ] 
f(z) = 266/81*z^3 - 127/18*z + 1
*
-2 | 0.11609253490249587769363087218682533903 | 0.016551744217538061360872749716236607568
f(z) = 267/88*z^3 - 139/11*z + 1
*
[ 2 ] 
f(z) = 267/88*z^3 - 128/11*z + 1
*
-2 | 0.11624005286590971995016945418527535415 | 0.016555855685124057872986369407122958542
f(z) = 269/88*z^3 - 140/11*z + 1
*
[ 2 ] 
f(z) = 269/88*z^3 - 129/11*z + 1
*
[ 2 ] 
f(z) = 271/88*z^3 - 130/11*z + 1
*
[ -9/4 ] 
f(z) = 272/81*z^3 - 140/9*z + 1
*
[ 2 ] 
f(z) = 273/88*z^3 - 131/11*z + 1
*
[ 3/2 ] 
f(z) = 274/81*z^3 - 131/18*z + 1
*
[ 2 ] 
f(z) = 277/88*z^3 - 133/11*z + 1
*
[ -2 ] 
f(z) = 277/88*z^3 - 122/11*z + 1
*
[ 3/2 ] 
f(z) = 278/81*z^3 - 133/18*z + 1
*
[ 2 ] 
f(z) = 279/88*z^3 - 134/11*z + 1
*
[ -2 ] 
f(z) = 279/88*z^3 - 123/11*z + 1
*
[ -3/2 ] 
f(z) = 260/99*z^3 - 140/33*z + 1
*
-4/3 | 0.18169655334198904148298609308849716963 | 0.029390821394992766697174895131648730006
f(z) = 261/80*z^3 - 121/20*z + 1
*
[ -8/5 ] 
f(z) = 275/96*z^3 - 137/24*z + 1
*
-4/3 | 0.14255318498959224287403597119542459610 | 0.022822726274452605905586936342182764417
f(z) = 279/80*z^3 - 129/20*z + 1
*
[ 9/10 ] 
f(z) = 260/81*z^3 - 122/45*z + 1
*
2/5 | 0.13596347551602011514049633126651940612 | 0.024206696899666200850066293844976447787
f(z) = 275/84*z^3 - 127/42*z + 1
*
[ -6/5 ] 
f(z) = 275/84*z^3 - 121/42*z + 1
*
[ 4/5 ] 
f(z) = 265/96*z^3 - 121/60*z + 1
*
[ 3/7 ] 
f(z) = 266/81*z^3 - 122/63*z + 1
*
[ 2/3 ] 
f(z) = 273/80*z^3 - 121/60*z + 1
*
[ -2 ] 
f(z) = 261/88*z^3 - 114/11*z + 1
*
[ -3/2 ] 
f(z) = 262/81*z^3 - 101/18*z + 1
*
[ -2 ] 
f(z) = 263/88*z^3 - 115/11*z + 1
*
[ -2 ] 
f(z) = 265/88*z^3 - 116/11*z + 1
*
[ -3/2 ] 
f(z) = 266/81*z^3 - 103/18*z + 1
*
[ -2 ] 
f(z) = 267/88*z^3 - 117/11*z + 1
*
[ -2 ] 
f(z) = 269/88*z^3 - 118/11*z + 1
*
[ -2 ] 
f(z) = 271/88*z^3 - 119/11*z + 1
*
[ -2 ] 
f(z) = 273/88*z^3 - 120/11*z + 1
*
[ -3/2 ] 
f(z) = 274/81*z^3 - 107/18*z + 1
*
[ -3/2 ] 
f(z) = 278/81*z^3 - 109/18*z + 1
*
[ 4/3 ] 
f(z) = 261/80*z^3 - 111/20*z + 1
*
-6/5 | 0.097391028039281611045768315147098914562 | 0.013906913852574238352334366871962649186
f(z) = 275/81*z^3 - 119/36*z + 1
*
[ 9/10 ] 
f(z) = 275/81*z^3 - 103/36*z + 1
*
-6/5 | 0.16803376451034392550067235006572281982 | 0.027907841368610078523295719166946899492
f(z) = 275/96*z^3 - 103/24*z + 1
*
[ 4/3 ] 
f(z) = 279/80*z^3 - 119/20*z + 1
*
[ 3/10 ] 
f(z) = 260/81*z^3 - 118/45*z + 1
*
[ 2/5 ] 
f(z) = 265/88*z^3 - 109/55*z + 1
*
[ 7/10 ] 
f(z) = 275/98*z^3 - 101/56*z + 1
*
[ -7/6 ] 
f(z) = 279/98*z^3 - 113/56*z + 1
*
[ 2/3 ] 
f(z) = 267/80*z^3 - 119/60*z + 1
*
[ 9/5 ] 
f(z) = 275/81*z^3 - 95/9*z + 1
*
[ -9/5 ] 
f(z) = 275/81*z^3 - 85/9*z + 1
*
[ 6/5 ] 
f(z) = 275/81*z^3 - 85/18*z + 1
*
[ -4/3 ] 
f(z) = 261/80*z^3 - 81/20*z + 1
*
[ -9/8 ] 
f(z) = 272/81*z^3 - 85/36*z + 1
*
[ 3/10 ] 
f(z) = 275/81*z^3 - 95/36*z + 1
*
[ 6/5 ] 
f(z) = 275/96*z^3 - 95/24*z + 1
*
[ -4/3 ] 
f(z) = 279/80*z^3 - 89/20*z + 1
*
[ 3/5 ] 
f(z) = 260/81*z^3 - 82/45*z + 1
*
[ 2/3 ] 
f(z) = 261/92*z^3 - 81/46*z + 1
*
[ -7/6 ] 
f(z) = 261/98*z^3 - 99/56*z + 1
*
[ 3/5 ] 
f(z) = 265/81*z^3 - 83/45*z + 1
*
[ 2/5 ] 
f(z) = 275/84*z^3 - 85/42*z + 1
*
[ 2/5 ] 
f(z) = 275/92*z^3 - 91/46*z + 1
*
[ 2/3 ] 
f(z) = 279/92*z^3 - 85/46*z + 1
*
[ -1 ]
f(z) = 262/81*z^3 - 100/81*z + 1
*
[ 3/2 ] 
f(z) = 260/81*z^3 - 62/9*z + 1
*
[ 3/2 ] 
f(z) = 268/81*z^3 - 64/9*z + 1
*
[ 3/2 ] 
f(z) = 272/81*z^3 - 65/9*z + 1
*
[ 7/5 ] 
f(z) = 275/98*z^3 - 73/14*z + 1
*
[ 3/4 ] 
f(z) = 260/81*z^3 - 77/36*z + 1
*
[ 2/3 ] 
f(z) = 267/88*z^3 - 61/33*z + 1
*
[ 3/4 ] 
f(z) = 268/81*z^3 - 79/36*z + 1
*
[ 3/8 ] 
f(z) = 272/81*z^3 - 77/36*z + 1
*
[ 3/4 ] 
f(z) = 272/99*z^3 - 62/33*z + 1
*
[ 2/3 ] 
f(z) = 273/88*z^3 - 62/33*z + 1
*
-6/5 | 0.12983034714158659282412871502984776422 | 0.022982995083342349488625209144515373468
f(z) = 275/96*z^3 - 71/24*z + 1
*
[ -3/2 ] 
f(z) = 260/81*z^3 - 50/9*z + 1
*
[ -3/2 ] 
f(z) = 268/81*z^3 - 52/9*z + 1
*
[ -3/2 ] 
f(z) = 272/81*z^3 - 53/9*z + 1
*
[ -6/5 ] 
f(z) = 275/81*z^3 - 55/18*z + 1
*
[ -7/5 ] 
f(z) = 275/98*z^3 - 53/14*z + 1
*
[ -6/5 ] 
f(z) = 275/96*z^3 - 55/24*z + 1
*
[ 2/5 ] 
f(z) = 275/96*z^3 - 47/24*z + 1
*
[ 2/3 ] 
f(z) = 279/80*z^3 - 41/20*z + 1
*
[ 4/5 ] 
f(z) = 275/96*z^3 - 25/12*z + 1
*
[ 2/3 ] 
f(z) = 279/88*z^3 - 21/11*z + 1
*
[ 2/3 ] 
f(z) = 261/80*z^3 - 39/20*z + 1
*
[ 2/3 ] 
f(z) = 261/88*z^3 - 20/11*z + 1
*
[ 3/4 ] 
f(z) = 272/81*z^3 - 20/9*z + 1
*
[ 3/5 ] 
f(z) = 275/81*z^3 - 17/9*z + 1
*
[ 10/3 ] 
f(z) = 261/100*z^3 - 283/10*z + 1
*
[ -10/3 ] 
f(z) = 279/100*z^3 - 297/10*z + 1
*
-2 | 0.11571797127815042240999838962732540732 | 0.016473132077700059890691272387274626051
f(z) = 267/112*z^3 - 281/28*z + 1
*
-2 | 0.11587031882447735679168040474676681210 | 0.016478182936563106115294928735358094579
f(z) = 269/112*z^3 - 283/28*z + 1
*
-2 | 0.11602134649918849520205681493346657630 | 0.016483153064300789533241982033220870822
f(z) = 271/112*z^3 - 285/28*z + 1
*
[ 9/5 ] 
f(z) = 275/108*z^3 - 281/36*z + 1
*
-2 | 0.11631953833638341435329998311800122421 | 0.016492859638769437365119190104048794209
f(z) = 275/112*z^3 - 289/28*z + 1
*
-2 | 0.11646674882192585203348469282614377347 | 0.016497600146952141644585234999064022708
f(z) = 277/112*z^3 - 291/28*z + 1
*
-2 | 0.11661273213739766073389132073899515825 | 0.016502268054206661684448215340431328060
f(z) = 279/112*z^3 - 293/28*z + 1
*
[ -3/2 ] 
f(z) = 274/117*z^3 - 281/78*z + 1
*
[ -3/2 ] 
f(z) = 278/117*z^3 - 287/78*z + 1
*
-10/9 | 0.22045813869760099611099778120482870720 | 0.027546838564204493474467021023674033231
f(z) = 261/100*z^3 - 299/90*z + 1
*
[ 10/9 ] 
f(z) = 261/100*z^3 - 281/90*z + 1
*
-4/3 | 0.19481385639012048199843937607732556071 | 0.027568777610283618070653859148241464562
f(z) = 267/112*z^3 - 293/84*z + 1
*
[ 6/5 ] 
f(z) = 275/112*z^3 - 283/84*z + 1
*
[ -4/3 ] 
f(z) = 261/100*z^3 - 289/100*z + 1
*
2/3 | 0.14315185811231319634670518980722356320 | 0.025388941722821541889452620054716602168
f(z) = 261/110*z^3 - 281/110*z + 1
*
3/4 | 0.12545087206958206886558606684980942716 | 0.022085749977110444640330454227143484650
f(z) = 272/105*z^3 - 293/105*z + 1
*
2/5 | 0.15828889106676087540637982281805208289 | 0.027767820000121307231617800396273992140
f(z) = 275/102*z^3 - 299/102*z + 1
*
2/3 | 0.14315120597295947698245834280810093418 | 0.025263047393390911895837277106944418117
f(z) = 279/110*z^3 - 289/110*z + 1
*
[ -4/3 ] 
f(z) = 279/116*z^3 - 293/116*z + 1
*
[ 5/9 ] 
f(z) = 261/100*z^3 - 289/180*z + 1
*
[ 3/5 ] 
f(z) = 265/117*z^3 - 289/195*z + 1
*
[ 5/9 ] 
f(z) = 279/100*z^3 - 299/180*z + 1
*
[ -10/3 ] 
f(z) = 261/100*z^3 - 277/10*z + 1
*
[ 3 ] 
f(z) = 271/108*z^3 - 263/12*z + 1
*
[ 3 ] 
f(z) = 277/108*z^3 - 269/12*z + 1
*
-2 | 0.11525275621285605549729332889781347156 | 0.016457472358515955530558186390477714094
f(z) = 261/112*z^3 - 275/28*z + 1
*
-2 | 0.11540921606992137598205899673293681673 | 0.016462779153682911444038997153311898340
f(z) = 263/112*z^3 - 277/28*z + 1
*
[ 12/5 ] 
f(z) = 265/108*z^3 - 271/20*z + 1
*
-2 | 0.11556427892614774168149826589971298996 | 0.016467998256387865294434515171146157881
f(z) = 265/112*z^3 - 279/28*z + 1
*
[ 2 ] 
f(z) = 275/112*z^3 - 261/28*z + 1
*
[ 2 ] 
f(z) = 277/112*z^3 - 263/28*z + 1
*
[ 2 ] 
f(z) = 279/112*z^3 - 265/28*z + 1
*
[ -8/5 ] 
f(z) = 275/112*z^3 - 261/56*z + 1
*
[ -3/2 ] 
f(z) = 262/117*z^3 - 263/78*z + 1
*
[ -3/2 ] 
f(z) = 266/117*z^3 - 269/78*z + 1
*
[ -10/7 ] 
f(z) = 273/100*z^3 - 271/70*z + 1
*
[ 1/3 ] 
f(z) = 261/118*z^3 - 265/118*z + 1
*
[ 1/3 ] 
f(z) = 261/119*z^3 - 267/119*z + 1
*
[ 1/3 ] 
f(z) = 270/119*z^3 - 268/119*z + 1
*
3/5 | 0.16585454896290693207766230683248063145 | 0.029528450791204481667290318372128163035
f(z) = 275/102*z^3 - 269/102*z + 1
*
[ 1/3 ] 
f(z) = 279/115*z^3 - 261/115*z + 1
*
[ 1/3 ] 
f(z) = 279/116*z^3 - 263/116*z + 1
*
[ 1/3 ] 
f(z) = 279/118*z^3 - 267/118*z + 1
*
[ 1/3 ] 
f(z) = 279/119*z^3 - 269/119*z + 1
*
[ 2/5 ] 
f(z) = 265/112*z^3 - 263/140*z + 1
*
[ -6/5 ] 
f(z) = 269/108*z^3 - 263/150*z + 1
*
[ 2/3 ] 
f(z) = 267/116*z^3 - 265/174*z + 1
*
[ 2/3 ] 
f(z) = 273/116*z^3 - 269/174*z + 1
*
[ -6/5 ] 
f(z) = 275/116*z^3 - 275/174*z + 1
*
[ -3 ] 
f(z) = 263/108*z^3 - 247/12*z + 1
*
[ 3 ] 
f(z) = 265/108*z^3 - 257/12*z + 1
*
[ -3 ] 
f(z) = 269/108*z^3 - 253/12*z + 1
*
[ -3 ] 
f(z) = 275/108*z^3 - 259/12*z + 1
*
[ 2 ] 
f(z) = 261/112*z^3 - 247/28*z + 1
*
[ 2 ] 
f(z) = 263/112*z^3 - 249/28*z + 1
*
[ 2 ] 
f(z) = 265/112*z^3 - 251/28*z + 1
*
[ 2 ] 
f(z) = 267/112*z^3 - 253/28*z + 1
*
[ 2 ] 
f(z) = 269/112*z^3 - 255/28*z + 1
*
[ 2 ] 
f(z) = 271/112*z^3 - 257/28*z + 1
*
[ -9/5 ] 
f(z) = 275/108*z^3 - 241/36*z + 1
*
[ 3/2 ] 
f(z) = 263/108*z^3 - 247/48*z + 1
*
[ 3/2 ] 
f(z) = 269/108*z^3 - 253/48*z + 1
*
[ 3/2 ] 
f(z) = 275/108*z^3 - 259/48*z + 1
*
[ 6/5 ] 
f(z) = 275/117*z^3 - 251/78*z + 1
*
[ 1/3 ] 
f(z) = 261/106*z^3 - 241/106*z + 1
*
[ 1/3 ] 
f(z) = 261/107*z^3 - 243/107*z + 1
*
[ 1/3 ] 
f(z) = 261/109*z^3 - 247/109*z + 1
*
[ 1/3 ] 
f(z) = 261/110*z^3 - 249/110*z + 1
*
[ 1/3 ] 
f(z) = 261/112*z^3 - 253/112*z + 1
*
[ 1/3 ] 
f(z) = 261/113*z^3 - 255/113*z + 1
*
[ 1/3 ] 
f(z) = 261/115*z^3 - 259/115*z + 1
*
[ 1/3 ] 
f(z) = 270/107*z^3 - 244/107*z + 1
*
[ 1/3 ] 
f(z) = 270/109*z^3 - 248/109*z + 1
*
[ 1/3 ] 
f(z) = 270/113*z^3 - 256/113*z + 1
*
[ 1/3 ] 
f(z) = 279/106*z^3 - 243/106*z + 1
*
[ 1/3 ] 
f(z) = 279/107*z^3 - 245/107*z + 1
*
[ 1/3 ] 
f(z) = 279/109*z^3 - 249/109*z + 1
*
[ 1/3 ] 
f(z) = 279/110*z^3 - 251/110*z + 1
*
[ 1/3 ] 
f(z) = 279/112*z^3 - 255/112*z + 1
*
[ 1/3 ] 
f(z) = 279/113*z^3 - 257/113*z + 1
*
[ 10/13 ] 
f(z) = 273/100*z^3 - 249/130*z + 1
*
[ -6/5 ] 
f(z) = 263/108*z^3 - 251/150*z + 1
*
[ 4/5 ] 
f(z) = 265/112*z^3 - 247/140*z + 1
*
[ 2/3 ] 
f(z) = 267/100*z^3 - 253/150*z + 1
*
[ 3/4 ] 
f(z) = 268/117*z^3 - 253/156*z + 1
*
[ 2/3 ] 
f(z) = 273/100*z^3 - 257/150*z + 1
*
[ 5/7 ] 
f(z) = 273/100*z^3 - 251/140*z + 1
*
[ 26/55 ] 
f(z) = 275/104*z^3 - 244/143*z + 1
*
[ -2 ] 
f(z) = 263/112*z^3 - 221/28*z + 1
*
[ -2 ] 
f(z) = 265/112*z^3 - 223/28*z + 1
*
[ -2 ] 
f(z) = 267/112*z^3 - 225/28*z + 1
*
[ -2 ] 
f(z) = 269/112*z^3 - 227/28*z + 1
*
[ -2 ] 
f(z) = 271/112*z^3 - 229/28*z + 1
*
[ -2 ] 
f(z) = 275/112*z^3 - 233/28*z + 1
*
[ -2 ] 
f(z) = 277/112*z^3 - 235/28*z + 1
*
[ -2 ] 
f(z) = 279/112*z^3 - 237/28*z + 1
*
[ 4/3 ] 
f(z) = 279/104*z^3 - 235/52*z + 1
*
[ 1/3 ] 
f(z) = 261/100*z^3 - 229/100*z + 1
*
[ 1/3 ] 
f(z) = 261/101*z^3 - 231/101*z + 1
*
[ 1/3 ] 
f(z) = 261/103*z^3 - 235/103*z + 1
*
[ 1/3 ] 
f(z) = 261/104*z^3 - 237/104*z + 1
*
[ 1/3 ] 
f(z) = 270/101*z^3 - 232/101*z + 1
*
[ 1/3 ] 
f(z) = 270/103*z^3 - 236/103*z + 1
*
[ -5/4 ] 
f(z) = 272/105*z^3 - 236/105*z + 1
*
[ 2/5 ] 
f(z) = 275/118*z^3 - 221/118*z + 1
*
[ 1/3 ] 
f(z) = 279/100*z^3 - 231/100*z + 1
*
[ 1/3 ] 
f(z) = 279/101*z^3 - 233/101*z + 1
*
[ 1/3 ] 
f(z) = 279/103*z^3 - 237/103*z + 1
*
[ 1/3 ] 
f(z) = 279/104*z^3 - 239/104*z + 1
*
[ -2 ] 
f(z) = 261/112*z^3 - 219/28*z + 1
*
[ 4/3 ] 
f(z) = 261/104*z^3 - 219/52*z + 1
*
12/55 | 0.24514402803371974472782586800987413695 | 0.028410783648403583763773514128037732469
f(z) = 275/108*z^3 - 207/44*z + 1
*
[ -4/3 ] 
f(z) = 267/112*z^3 - 209/84*z + 1
*
[ 6/7 ] 
f(z) = 277/108*z^3 - 201/98*z + 1
*
[ -5/4 ] 
f(z) = 272/115*z^3 - 218/115*z + 1
*
[ -6/5 ] 
f(z) = 275/102*z^3 - 209/102*z + 1
*
[ 2/5 ] 
f(z) = 275/106*z^3 - 203/106*z + 1
*
[ 4/5 ] 
f(z) = 275/108*z^3 - 203/108*z + 1
*
[ 2/5 ] 
f(z) = 275/114*z^3 - 215/114*z + 1
*
[ 4/5 ] 
f(z) = 275/116*z^3 - 205/116*z + 1
*
21/10 | 0.16191828514183831284973214607458536152 | 0.019012989843616822316761329703821275572
f(z) = 275/108*z^3 - 185/16*z + 1
*
[ -6 ] 
f(z) = 275/108*z^3 - 181/2*z + 1
*
[ 6 ] 
f(z) = 277/108*z^3 - 183/2*z + 1
*
[ 3/2 ] 
f(z) = 268/117*z^3 - 188/39*z + 1
*
[ 3/2 ] 
f(z) = 272/117*z^3 - 191/39*z + 1
*
[ -3/2 ] 
f(z) = 265/108*z^3 - 185/48*z + 1
*
[ -3/2 ] 
f(z) = 271/108*z^3 - 191/48*z + 1
*
[ -3/2 ] 
f(z) = 277/108*z^3 - 197/48*z + 1
*
[ 6/7 ] 
f(z) = 265/108*z^3 - 193/98*z + 1
*
[ 6/7 ] 
f(z) = 271/108*z^3 - 197/98*z + 1
*
[ 1/2 ] 
f(z) = 260/119*z^3 - 184/119*z + 1
*
[ 2/3 ] 
f(z) = 263/104*z^3 - 190/117*z + 1
*
[ 1/2 ] 
f(z) = 264/115*z^3 - 181/115*z + 1
*
[ 1/2 ] 
f(z) = 264/119*z^3 - 185/119*z + 1
*
[ 2/3 ] 
f(z) = 265/104*z^3 - 191/117*z + 1
*
[ 1/2 ] 
f(z) = 268/115*z^3 - 182/115*z + 1
*
[ 1/2 ] 
f(z) = 268/117*z^3 - 184/117*z + 1
*
[ 1/2 ] 
f(z) = 268/119*z^3 - 186/119*z + 1
*
[ 2/3 ] 
f(z) = 269/104*z^3 - 193/117*z + 1
*
[ 2/3 ] 
f(z) = 271/104*z^3 - 194/117*z + 1
*
[ 3/4 ] 
f(z) = 272/105*z^3 - 188/105*z + 1
*
[ 3/4 ] 
f(z) = 272/111*z^3 - 190/111*z + 1
*
[ 1/2 ] 
f(z) = 272/113*z^3 - 181/113*z + 1
*
[ 1/2 ] 
f(z) = 272/115*z^3 - 183/115*z + 1
*
[ 1/2 ] 
f(z) = 272/117*z^3 - 185/117*z + 1
*
[ 2/5 ] 
f(z) = 275/102*z^3 - 197/102*z + 1
*
[ 2/3 ] 
f(z) = 275/104*z^3 - 196/117*z + 1
*
[ -6/5 ] 
f(z) = 275/114*z^3 - 187/114*z + 1
*
[ 1/2 ] 
f(z) = 276/113*z^3 - 182/113*z + 1
*
[ 1/2 ] 
f(z) = 276/119*z^3 - 188/119*z + 1
*
[ 2/3 ] 
f(z) = 277/104*z^3 - 197/117*z + 1
*
[ 2/3 ] 
f(z) = 279/118*z^3 - 183/118*z + 1
*
[ -6 ] 
f(z) = 263/108*z^3 - 173/2*z + 1
*
[ 6 ] 
f(z) = 265/108*z^3 - 175/2*z + 1
*
[ -6 ] 
f(z) = 269/108*z^3 - 177/2*z + 1
*
[ 6 ] 
f(z) = 271/108*z^3 - 179/2*z + 1
*
[ 12/5 ] 
f(z) = 275/108*z^3 - 169/12*z + 1
*
-5/3 | 0.19352560293690790600061099372540481437 | 0.028870680587739315868611085491323873005
f(z) = 279/100*z^3 - 163/20*z + 1
*
[ 6/5 ] 
f(z) = 263/108*z^3 - 167/50*z + 1
*
[ 6/5 ] 
f(z) = 269/108*z^3 - 171/50*z + 1
*
[ 12/55 ] 
f(z) = 275/108*z^3 - 163/44*z + 1
*
[ 5/6 ] 
f(z) = 261/100*z^3 - 161/80*z + 1
*
[ 5/6 ] 
f(z) = 279/100*z^3 - 171/80*z + 1
*
[ 1/2 ] 
f(z) = 260/101*z^3 - 166/101*z + 1
*
[ 1/2 ] 
f(z) = 260/103*z^3 - 168/103*z + 1
*
[ 1/2 ] 
f(z) = 260/107*z^3 - 172/107*z + 1
*
[ 1/2 ] 
f(z) = 260/109*z^3 - 174/109*z + 1
*
[ 1/2 ] 
f(z) = 260/111*z^3 - 176/111*z + 1
*
[ 1/2 ] 
f(z) = 260/113*z^3 - 178/113*z + 1
*
-1 | 0.11876659312068221010288605674667281239 | 0.021343545252235928893146161098030976498
f(z) = 261/100*z^3 - 161/100*z + 1
*
[ 2/3 ] 
f(z) = 261/106*z^3 - 169/106*z + 1
*
[ 2/3 ] 
f(z) = 261/110*z^3 - 171/110*z + 1
*
[ 2/3 ] 
f(z) = 261/118*z^3 - 175/118*z + 1
*
-1 | 0.11889290603279745658575963040286638860 | 0.021336974058186713631532649438742379500
f(z) = 263/100*z^3 - 163/100*z + 1
*
-1 | 0.12746991600000085866711813984482815077 | 0.022876236956820413085442445490582656000
f(z) = 263/101*z^3 - 162/101*z + 1
*
[ 1/2 ] 
f(z) = 264/101*z^3 - 167/101*z + 1
*
-1 | 0.12753268589911763848267762731266118361 | 0.022871924319961122546771023383356391621
f(z) = 264/101*z^3 - 163/101*z + 1
*
[ 1/2 ] 
f(z) = 264/103*z^3 - 169/103*z + 1
*
[ 1/2 ] 
f(z) = 264/107*z^3 - 173/107*z + 1
*
[ 1/2 ] 
f(z) = 264/109*z^3 - 175/109*z + 1
*
[ 1/2 ] 
f(z) = 264/113*z^3 - 179/113*z + 1
*
-1 | 0.12759524237052318839289441878949462916 | 0.022867638102525979532465033263576141277
f(z) = 265/101*z^3 - 164/101*z + 1
*
-1 | 0.12765758686892593276045497839063294114 | 0.022863378035756310436381482912750699170
f(z) = 266/101*z^3 - 165/101*z + 1
*
-1 | 0.11914295986184617624383399185266169760 | 0.021324084025277548626538121222115414316
f(z) = 267/100*z^3 - 167/100*z + 1
*
-1 | 0.12771972083414014033235989537567416990 | 0.022859143854662281392754887105305044985
f(z) = 267/101*z^3 - 166/101*z + 1
*
[ 1/2 ] 
f(z) = 268/101*z^3 - 168/101*z + 1
*
-1 | 0.12778164569128936925519525618318298333 | 0.022854935297955884869802617487731125576
f(z) = 268/101*z^3 - 167/101*z + 1
*
[ 1/2 ] 
f(z) = 268/103*z^3 - 170/103*z + 1
*
-1 | 0.12782021176873628799080847755103528525 | 0.022861833199450084896819536576407686988
f(z) = 268/103*z^3 - 165/103*z + 1
*
[ 1/2 ] 
f(z) = 268/105*z^3 - 172/105*z + 1
*
[ 1/2 ] 
f(z) = 268/107*z^3 - 174/107*z + 1
*
[ 1/2 ] 
f(z) = 268/109*z^3 - 176/109*z + 1
*
[ 1/2 ] 
f(z) = 268/111*z^3 - 178/111*z + 1
*
[ 1/2 ] 
f(z) = 268/113*z^3 - 180/113*z + 1
*
-1 | 0.11926672400014471533485393334299492638 | 0.021317761705275422874238858545499271308
f(z) = 269/100*z^3 - 169/100*z + 1
*
-1 | 0.12784336285100643926645600609124732967 | 0.022850752107985365841931554347836301578
f(z) = 269/101*z^3 - 168/101*z + 1
*
-1 | 0.094682902557554199069819483720828830082 | 0.016923643800959135842254032776514500591
f(z) = 269/102*z^3 - 167/102*z + 1
*
-1 | 0.12788180772016414880209509606902509217 | 0.022857623752749361791953208831133291496
f(z) = 269/103*z^3 - 166/103*z + 1
*
-1 | 0.12790487370963000212725205689355774826 | 0.022846594030671051347019979229881272596
f(z) = 270/101*z^3 - 169/101*z + 1
*
-1 | 0.12794319813759048850479006775478332662 | 0.022853439607557032102951007035494816030
f(z) = 270/103*z^3 - 167/103*z + 1
*
-1 | 0.11938966137641734822658881759787160414 | 0.021311518943768062711194789517043156870
f(z) = 271/100*z^3 - 171/100*z + 1
*
-1 | 0.12796617964939777966806166446111411592 | 0.022842460815442548276455401921059020897
f(z) = 271/101*z^3 - 170/101*z + 1
*
-1 | 0.094804565506689655305256603496327544759 | 0.016922983702763107639621830539611273776
f(z) = 271/102*z^3 - 169/102*z + 1
*
-1 | 0.12800438439591741602617118437559342717 | 0.022849280511300701650204214248966307884
f(z) = 271/103*z^3 - 168/103*z + 1
*
-1 | 0.11946607109522445120147681312181492278 | 0.021325158375784805325423392575905110015
f(z) = 271/104*z^3 - 167/104*z + 1
*
-1 | 0.12802728203863653717155150988771546180 | 0.022838352215177275253118408243553423900
f(z) = 272/101*z^3 - 171/101*z + 1
*
[ 1/2 ] 
f(z) = 272/101*z^3 - 169/101*z + 1
*
[ 1/2 ] 
f(z) = 272/103*z^3 - 171/103*z + 1
*
-1 | 0.12806536785623032686028234497154288140 | 0.022845146214883896125993111786513513450
f(z) = 272/103*z^3 - 169/103*z + 1
*
[ 1/2 ] 
f(z) = 272/105*z^3 - 173/105*z + 1
*
[ 1/2 ] 
f(z) = 272/107*z^3 - 175/107*z + 1
*
[ 1/2 ] 
f(z) = 272/109*z^3 - 177/109*z + 1
*
[ 1/2 ] 
f(z) = 272/111*z^3 - 179/111*z + 1
*
-1 | 0.11951178302267382182431473133813935693 | 0.021305354120018922249399767151691503055
f(z) = 273/100*z^3 - 173/100*z + 1
*
-1 | 0.12808818223194885821345629891076948653 | 0.022834267986140295427525449415778180914
f(z) = 273/101*z^3 - 172/101*z + 1
*
-1 | 0.12812614986598315306069426617623272441 | 0.022841036472625401811733213499376491653
f(z) = 273/103*z^3 - 170/103*z + 1
*
-1 | 0.12814888157039678552274721278344731164 | 0.022830207887925417966042779056726378308
f(z) = 274/101*z^3 - 173/101*z + 1
*
-1 | 0.12818673175918050907007551065468018362 | 0.022836951042199885317729763685179645957
f(z) = 274/103*z^3 - 171/103*z + 1
*
-1 | 0.10788083083767749064331050909610036244 | 0.019219377999747191642615121249221838243
f(z) = 274/105*z^3 - 169/105*z + 1
*
-1 | 0.12820938138168239090450845315465272090 | 0.022826171683397536918576750736804073934
f(z) = 275/101*z^3 - 174/101*z + 1
*
-1 | 0.095048564885522983181088318580770371483 | 0.016922278517814249837944636655629249255
f(z) = 275/102*z^3 - 173/102*z + 1
*
[ 3/5 ] 
f(z) = 275/102*z^3 - 167/102*z + 1
*
-1 | 0.12824711485655679574535571992420328596 | 0.022832889684579760779837138920656976877
f(z) = 275/103*z^3 - 172/103*z + 1
*
-1 | 0.11970856691833099693254026150488278629 | 0.021312701699391429160432194666659951291
f(z) = 275/104*z^3 - 171/104*z + 1
*
[ 12/25 ] 
f(z) = 275/108*z^3 - 167/100*z + 1
*
[ 3/5 ] 
f(z) = 275/111*z^3 - 173/111*z + 1
*
[ 3/5 ] 
f(z) = 275/114*z^3 - 175/114*z + 1
*
-1 | 0.12826968298032533579181858415119300883 | 0.022822159138636177037505907858601066804
f(z) = 276/101*z^3 - 175/101*z + 1
*
[ 1/2 ] 
f(z) = 276/101*z^3 - 170/101*z + 1
*
-1 | 0.12830730046575232347820591114047024713 | 0.022828852163978273838862140871647302663
f(z) = 276/103*z^3 - 173/103*z + 1
*
[ 1/2 ] 
f(z) = 276/103*z^3 - 172/103*z + 1
*
[ 1/2 ] 
f(z) = 276/107*z^3 - 176/107*z + 1
*
[ 1/2 ] 
f(z) = 276/109*z^3 - 178/109*z + 1
*
-1 | 0.11975362215722807083271264375612415813 | 0.021293252025883545487819221248157468416
f(z) = 277/100*z^3 - 177/100*z + 1
*
-1 | 0.12832978766783748255527484120933922450 | 0.022818170022880216975879307407290222250
f(z) = 277/101*z^3 - 176/101*z + 1
*
-1 | 0.095168855378392678732089487878395053317 | 0.016921863289666396399088370207648567394
f(z) = 277/102*z^3 - 175/102*z + 1
*
-1 | 0.12836728988148651389042898135624702633 | 0.022824838247793772591668324635625525094
f(z) = 277/103*z^3 - 174/103*z + 1
*
-1 | 0.11982862679880262355441719394981852429 | 0.021306588513810909753043951763300643043
f(z) = 277/104*z^3 - 173/104*z + 1
*
-1 | 0.10806104293429940647615327959068525367 | 0.019214208137761768472604505295154051982
f(z) = 277/105*z^3 - 172/105*z + 1
*
-1 | 0.11558727688361044668847713954220343045 | 0.020552439027162619858401136701947849617
f(z) = 277/106*z^3 - 171/106*z + 1
*
-1 | 0.12838969673289461529942124832113813631 | 0.022814204108473761122054768961563296161
f(z) = 278/101*z^3 - 177/101*z + 1
*
-1 | 0.12842708438572823820148226534649154882 | 0.022820847706555136538731720813898965849
f(z) = 278/103*z^3 - 175/103*z + 1
*
-1 | 0.10812072351629184848861497519726174137 | 0.019212509394646408449167362322702937526
f(z) = 278/105*z^3 - 173/105*z + 1
*
-1 | 0.12850153015215987820003807244828063552 | 0.022834076345251251226922445072322806988
f(z) = 278/107*z^3 - 171/107*z + 1
*
-1 | 0.11987336063095941217480825461469030041 | 0.021287311732429184941348643113090561600
f(z) = 279/100*z^3 - 179/100*z + 1
*
-1 | 0.12844941145150532751310172197381487684 | 0.022810261170813132130943250085942742864
f(z) = 279/101*z^3 - 178/101*z + 1
*
-1 | 0.12848668524786334901961682478816773347 | 0.022816880313868335362327095721401137862
f(z) = 279/103*z^3 - 176/103*z + 1
*
-1 | 0.11994790843429483089590745159799107727 | 0.021300550055941732163231243348665169996
f(z) = 279/104*z^3 - 175/104*z + 1
*
[ 2/3 ] 
f(z) = 279/106*z^3 - 177/106*z + 1
*
-1 | 0.11570698414317488364510568246850960499 | 0.020547439632211893714429421462526083368
f(z) = 279/106*z^3 - 173/106*z + 1
*
-1 | 0.12856090519333338757029876655361276092 | 0.022830060415833179732996485435015544691
f(z) = 279/107*z^3 - 172/107*z + 1
*
[ 2/3 ] 
f(z) = 279/110*z^3 - 179/110*z + 1
*
-2 | 0.11600086325300892618875974433696617164 | 0.016505056716771057319803335397916643943
f(z) = 269/104*z^3 - 141/13*z + 1
*
-2 | 0.11615015960985673575261027482841524171 | 0.016509697955487529327840848155356414229
f(z) = 271/104*z^3 - 142/13*z + 1
*
-2 | 0.11644501504739890028964217492132266593 | 0.016518769383382659202920809369101628618
f(z) = 275/104*z^3 - 144/13*z + 1
*
-2 | 0.11659061750402112808592346048343220217 | 0.016523203124890233070761378839303844271
f(z) = 277/104*z^3 - 145/13*z + 1
*
-2 | 0.11673503105152474798676329883319561636 | 0.016527571149327472252282504473984718519
f(z) = 279/104*z^3 - 146/13*z + 1
*
[ 6/5 ] 
f(z) = 275/104*z^3 - 142/39*z + 1
*
[ 5/3 ] 
f(z) = 279/100*z^3 - 147/20*z + 1
*
[ -4/3 ] 
f(z) = 261/104*z^3 - 141/52*z + 1
*
[ -4/3 ] 
f(z) = 279/104*z^3 - 157/52*z + 1
*
[ -6/5 ] 
f(z) = 275/112*z^3 - 143/84*z + 1
*
[ 3/5 ] 
f(z) = 271/108*z^3 - 157/100*z + 1
*
[ 3/5 ] 
f(z) = 277/108*z^3 - 159/100*z + 1
*
-2 | 0.11539068456636511467565533696160078279 | 0.016485743659854872769086136251213825744
f(z) = 261/104*z^3 - 137/13*z + 1
*
[ 2 ] 
f(z) = 261/104*z^3 - 124/13*z + 1
*
-2 | 0.11554522615506948686774386402932188796 | 0.016490688179572620533418965117111938901
f(z) = 263/104*z^3 - 138/13*z + 1
*
[ 2 ] 
f(z) = 263/104*z^3 - 125/13*z + 1
*
-2 | 0.11569842014042264788660121716130506568 | 0.016495553810982887364651230637347736378
f(z) = 265/104*z^3 - 139/13*z + 1
*
[ 2 ] 
f(z) = 265/104*z^3 - 126/13*z + 1
*
-2 | 0.11585029118788031824623538228472210334 | 0.016500342650383009353533124791412719025
f(z) = 267/104*z^3 - 140/13*z + 1
*
[ 2 ] 
f(z) = 267/104*z^3 - 127/13*z + 1
*
[ 2 ] 
f(z) = 269/104*z^3 - 128/13*z + 1
*
[ 2 ] 
f(z) = 271/104*z^3 - 129/13*z + 1
*
[ 2 ] 
f(z) = 275/104*z^3 - 131/13*z + 1
*
[ 2 ] 
f(z) = 277/104*z^3 - 132/13*z + 1
*
[ 2 ] 
f(z) = 279/104*z^3 - 133/13*z + 1
*
[ 5/3 ] 
f(z) = 261/100*z^3 - 137/20*z + 1
*
-4/3 | 0.11978485218615197856453519903512327637 | 0.019324879162275756009712657279338672821
f(z) = 261/112*z^3 - 123/28*z + 1
*
[ -3/2 ] 
f(z) = 268/117*z^3 - 136/39*z + 1
*
[ -3/2 ] 
f(z) = 272/117*z^3 - 139/39*z + 1
*
[ -5/3 ] 
f(z) = 279/100*z^3 - 123/20*z + 1
*
-4/3 | 0.15945531913276941803091803942155519704 | 0.025466027453498052029775712634389286775
f(z) = 279/112*z^3 - 131/28*z + 1
*
[ 2/5 ] 
f(z) = 265/104*z^3 - 124/65*z + 1
*
[ -6/5 ] 
f(z) = 275/117*z^3 - 121/78*z + 1
*
[ 2/3 ] 
f(z) = 267/112*z^3 - 131/84*z + 1
*
[ -2 ] 
f(z) = 261/104*z^3 - 111/13*z + 1
*
[ -2 ] 
f(z) = 263/104*z^3 - 112/13*z + 1
*
[ -2 ] 
f(z) = 265/104*z^3 - 113/13*z + 1
*
[ -2 ] 
f(z) = 267/104*z^3 - 114/13*z + 1
*
[ -2 ] 
f(z) = 269/104*z^3 - 115/13*z + 1
*
[ -2 ] 
f(z) = 271/104*z^3 - 116/13*z + 1
*
[ -2 ] 
f(z) = 275/104*z^3 - 118/13*z + 1
*
[ -2 ] 
f(z) = 277/104*z^3 - 119/13*z + 1
*
[ -2 ] 
f(z) = 279/104*z^3 - 120/13*z + 1
*
[ -5/3 ] 
f(z) = 261/100*z^3 - 113/20*z + 1
*
[ 4/3 ] 
f(z) = 261/112*z^3 - 109/28*z + 1
*
[ 6/5 ] 
f(z) = 265/108*z^3 - 101/30*z + 1
*
2/5 | 0.16582761753826932009355209557487003286 | 0.027284859966830062651030707510922752222
f(z) = 275/112*z^3 - 109/28*z + 1
*
[ 4/3 ] 
f(z) = 279/112*z^3 - 117/28*z + 1
*
[ 4/5 ] 
f(z) = 275/104*z^3 - 101/52*z + 1
*
[ 2/5 ] 
f(z) = 275/108*z^3 - 103/54*z + 1
*
[ 2/5 ] 
f(z) = 275/116*z^3 - 109/58*z + 1
*
[ 3/4 ] 
f(z) = 263/108*z^3 - 109/64*z + 1
*
[ 3/4 ] 
f(z) = 269/108*z^3 - 111/64*z + 1
*
[ 3/4 ] 
f(z) = 275/108*z^3 - 113/64*z + 1
*
[ 3 ] 
f(z) = 263/108*z^3 - 85/4*z + 1
*
[ -3 ] 
f(z) = 265/108*z^3 - 83/4*z + 1
*
[ 3/2 ] 
f(z) = 265/108*z^3 - 83/16*z + 1
*
[ 3 ] 
f(z) = 269/108*z^3 - 87/4*z + 1
*
[ -3 ] 
f(z) = 271/108*z^3 - 85/4*z + 1
*
[ 3/2 ] 
f(z) = 271/108*z^3 - 85/16*z + 1
*
[ 3 ] 
f(z) = 275/108*z^3 - 89/4*z + 1
*
[ -3 ] 
f(z) = 277/108*z^3 - 87/4*z + 1
*
[ 3/2 ] 
f(z) = 277/108*z^3 - 87/16*z + 1
*
6/5 | 0.17322776746856109325842620691536903192 | 0.020603161291989282595459420099640286922
f(z) = 275/108*z^3 - 83/22*z + 1
*
2/5 | 0.15739379162869896675640990972013703325 | 0.027227257393225828090854920145786872382
f(z) = 275/112*z^3 - 81/28*z + 1
*
[ 2/3 ] 
f(z) = 261/100*z^3 - 83/50*z + 1
*
[ -6/5 ] 
f(z) = 271/108*z^3 - 89/50*z + 1
*
[ -6/5 ] 
f(z) = 277/108*z^3 - 93/50*z + 1
*
[ 2/3 ] 
f(z) = 279/100*z^3 - 87/50*z + 1
*
[ 2/3 ] 
f(z) = 279/116*z^3 - 91/58*z + 1
*
[ -3/2 ] 
f(z) = 263/108*z^3 - 61/16*z + 1
*
[ -3/2 ] 
f(z) = 269/108*z^3 - 63/16*z + 1
*
[ -3/2 ] 
f(z) = 275/108*z^3 - 65/16*z + 1
*
[ -4/3 ] 
f(z) = 261/112*z^3 - 67/28*z + 1
*
[ 2/3 ] 
f(z) = 267/104*z^3 - 64/39*z + 1
*
[ 3/4 ] 
f(z) = 272/117*z^3 - 64/39*z + 1
*
[ -6/5 ] 
f(z) = 275/104*z^3 - 77/39*z + 1
*
[ -4/3 ] 
f(z) = 279/112*z^3 - 75/28*z + 1
*
[ -12/5 ] 
f(z) = 275/108*z^3 - 53/4*z + 1
*
[ 3/10 ] 
f(z) = 275/108*z^3 - 41/16*z + 1
*
[ 2/3 ] 
f(z) = 261/112*z^3 - 43/28*z + 1
*
[ 2/5 ] 
f(z) = 275/112*z^3 - 53/28*z + 1
*
[ 4/5 ] 
f(z) = 275/112*z^3 - 51/28*z + 1
*
[ 3/5 ] 
f(z) = 275/117*z^3 - 59/39*z + 1
*
[ 2/3 ] 
f(z) = 279/112*z^3 - 45/28*z + 1
*
[ -1 ]
f(z) = 262/101*z^3 - 60/101*z + 1
*
[ 2/3 ] 
f(z) = 261/104*z^3 - 21/13*z + 1
*
[ 2/5 ] 
f(z) = 275/104*z^3 - 25/13*z + 1
*
[ 2/3 ] 
f(z) = 279/104*z^3 - 22/13*z + 1
*
[ 3/5 ] 
f(z) = 265/108*z^3 - 31/20*z + 1
*
[ 6/11 ] 
f(z) = 275/108*z^3 - 35/22*z + 1
*
[ -6/5 ] 
f(z) = 265/108*z^3 - 17/10*z + 1
*
[ 3/5 ] 
f(z) = 275/108*z^3 - 19/12*z + 1
*
[ -6/5 ] 
f(z) = 275/108*z^3 - 11/6*z + 1
*
[ 6/5 ] 
f(z) = 275/108*z^3 - 7/2*z + 1
*
-2 | 0.11526962640582931095947040836043964722 | 0.016409307554883699579976816496513978499
f(z) = 265/128*z^3 - 281/32*z + 1
*
[ 15/7 ] 
f(z) = 266/135*z^3 - 298/35*z + 1
*
-2 | 0.11542760010059987938962645739843855768 | 0.016415222894720589444026190212231224073
f(z) = 267/128*z^3 - 283/32*z + 1
*
-2 | 0.11558411412532324376581087571621332393 | 0.016421035459562087966884768095185008884
f(z) = 269/128*z^3 - 285/32*z + 1
*
-2 | 0.11573919785309605621613586516547945438 | 0.016426748221465110860993531248426602855
f(z) = 271/128*z^3 - 287/32*z + 1
*
-2 | 0.11589287970116020439448464775204233101 | 0.016432364032570798464230796178218400744
f(z) = 273/128*z^3 - 289/32*z + 1
*
-2 | 0.11604518717472536928687589843102162382 | 0.016437885631322983982223777067774211603
f(z) = 275/128*z^3 - 291/32*z + 1
*
[ 12/5 ] 
f(z) = 275/128*z^3 - 283/24*z + 1
*
-2 | 0.11619614690819385748881444154474277289 | 0.016443315648292319846676574485963171454
f(z) = 277/128*z^3 - 293/32*z + 1
*
-2 | 0.11634578470397565004992560210347020717 | 0.016448656611635615762981327016240865602
f(z) = 279/128*z^3 - 295/32*z + 1
*
[ 11/6 ] 
f(z) = 261/121*z^3 - 299/44*z + 1
*
5/4 | 0.24388895196587542216512455795645599292 | 0.023193746723838382966986022276742278568
f(z) = 266/125*z^3 - 295/56*z + 1
*
[ -15/8 ] 
f(z) = 276/125*z^3 - 299/48*z + 1
*
[ -11/7 ] 
f(z) = 266/121*z^3 - 292/77*z + 1
*
[ 10/7 ] 
f(z) = 266/125*z^3 - 283/70*z + 1
*
[ 10/7 ] 
f(z) = 273/125*z^3 - 291/70*z + 1
*
5/6 | 0.21006411504146215923966561112109133233 | 0.023697706143752269734385794449826497193
f(z) = 273/125*z^3 - 283/60*z + 1
*
15/88 | 0.28405749549044819709437803488296606201 | 0.027084574944225276895038214780123846952
f(z) = 264/125*z^3 - 287/88*z + 1
*
5/4 | 0.20445717288152638536289033631271440695 | 0.022940218364245781247200248116090908358
f(z) = 272/125*z^3 - 297/85*z + 1
*
-55/42 | 0.16289032811345713791276680220697345520 | 0.015562767614781976115712277009590899663
f(z) = 273/125*z^3 - 281/84*z + 1
*
[ 6/5 ] 
f(z) = 275/128*z^3 - 281/96*z + 1
*
3/7 | 0.22492795976685147983369643657427785893 | 0.028680018088790421153273686696048136254
f(z) = 266/135*z^3 - 283/105*z + 1
*
[ 11/10 ] 
f(z) = 270/121*z^3 - 287/110*z + 1
*
[ 5/18 ] 
f(z) = 273/125*z^3 - 299/108*z + 1
*
[ 1/3 ] 
f(z) = 261/127*z^3 - 283/127*z + 1
*
[ 1/3 ] 
f(z) = 261/128*z^3 - 285/128*z + 1
*
[ 1/3 ] 
f(z) = 261/130*z^3 - 289/130*z + 1
*
[ 1/3 ] 
f(z) = 261/131*z^3 - 291/131*z + 1
*
[ 1/3 ] 
f(z) = 261/133*z^3 - 295/133*z + 1
*
[ 1/3 ] 
f(z) = 261/134*z^3 - 297/134*z + 1
*
5/19 | 0.28902853377512844090619838960713524556 | 0.027468853222879085547767167407240452992
f(z) = 266/125*z^3 - 297/133*z + 1
*
[ 1/3 ] 
f(z) = 270/127*z^3 - 284/127*z + 1
*
[ 1/3 ] 
f(z) = 270/131*z^3 - 292/131*z + 1
*
[ 1/3 ] 
f(z) = 270/133*z^3 - 296/133*z + 1
*
5/6 | 0.28019158855199891764682278609649774970 | 0.026629002748248695489550659805464255649
f(z) = 279/125*z^3 - 297/124*z + 1
*
[ 1/3 ] 
f(z) = 279/125*z^3 - 281/125*z + 1
*
[ 1/3 ] 
f(z) = 279/127*z^3 - 285/127*z + 1
*
[ 1/3 ] 
f(z) = 279/128*z^3 - 287/128*z + 1
*
[ 1/3 ] 
f(z) = 279/130*z^3 - 291/130*z + 1
*
[ 1/3 ] 
f(z) = 279/131*z^3 - 293/131*z + 1
*
[ 1/3 ] 
f(z) = 279/133*z^3 - 297/133*z + 1
*
[ 1/3 ] 
f(z) = 279/134*z^3 - 299/134*z + 1
*
[ 5/14 ] 
f(z) = 273/125*z^3 - 291/140*z + 1
*
[ 2/5 ] 
f(z) = 265/128*z^3 - 293/160*z + 1
*
[ 5/6 ] 
f(z) = 263/125*z^3 - 299/180*z + 1
*
[ 10/19 ] 
f(z) = 266/125*z^3 - 283/190*z + 1
*
[ 8/15 ] 
f(z) = 261/128*z^3 - 291/200*z + 1
*
[ 3/5 ] 
f(z) = 265/126*z^3 - 299/210*z + 1
*
[ 8/15 ] 
f(z) = 279/128*z^3 - 299/200*z + 1
*
[ 5 ] 
f(z) = 266/125*z^3 - 262/5*z + 1
*
[ 5 ] 
f(z) = 267/125*z^3 - 263/5*z + 1
*
[ -5 ] 
f(z) = 267/125*z^3 - 261/5*z + 1
*
[ 4 ] 
f(z) = 267/128*z^3 - 261/8*z + 1
*
[ 5 ] 
f(z) = 268/125*z^3 - 264/5*z + 1
*
[ -5 ] 
f(z) = 268/125*z^3 - 262/5*z + 1
*
[ -5 ] 
f(z) = 269/125*z^3 - 263/5*z + 1
*
[ 4 ] 
f(z) = 269/128*z^3 - 263/8*z + 1
*
[ 5 ] 
f(z) = 271/125*z^3 - 267/5*z + 1
*
[ 4 ] 
f(z) = 271/128*z^3 - 265/8*z + 1
*
[ -4 ] 
f(z) = 271/128*z^3 - 261/8*z + 1
*
[ 5 ] 
f(z) = 272/125*z^3 - 268/5*z + 1
*
[ -5 ] 
f(z) = 272/125*z^3 - 266/5*z + 1
*
[ 3 ] 
f(z) = 272/135*z^3 - 262/15*z + 1
*
[ 5 ] 
f(z) = 273/125*z^3 - 269/5*z + 1
*
[ -5 ] 
f(z) = 273/125*z^3 - 267/5*z + 1
*
[ 4 ] 
f(z) = 273/128*z^3 - 267/8*z + 1
*
[ -4 ] 
f(z) = 273/128*z^3 - 263/8*z + 1
*
[ -5 ] 
f(z) = 274/125*z^3 - 268/5*z + 1
*
[ 4 ] 
f(z) = 275/128*z^3 - 269/8*z + 1
*
[ -4 ] 
f(z) = 275/128*z^3 - 265/8*z + 1
*
[ 5 ] 
f(z) = 276/125*z^3 - 272/5*z + 1
*
[ 5 ] 
f(z) = 277/125*z^3 - 273/5*z + 1
*
[ -5 ] 
f(z) = 277/125*z^3 - 271/5*z + 1
*
[ 4 ] 
f(z) = 277/128*z^3 - 271/8*z + 1
*
[ -4 ] 
f(z) = 277/128*z^3 - 267/8*z + 1
*
[ 5 ] 
f(z) = 278/125*z^3 - 274/5*z + 1
*
[ -5 ] 
f(z) = 278/125*z^3 - 272/5*z + 1
*
[ 3 ] 
f(z) = 278/135*z^3 - 268/15*z + 1
*
[ -5 ] 
f(z) = 279/125*z^3 - 273/5*z + 1
*
[ 4 ] 
f(z) = 279/128*z^3 - 273/8*z + 1
*
[ -4 ] 
f(z) = 279/128*z^3 - 269/8*z + 1
*
-2 | 0.11494917745170201615232031787323084309 | 0.016397156022083765072873583553958978346
f(z) = 261/128*z^3 - 277/32*z + 1
*
-2 | 0.11511016266543420763914017815265313494 | 0.016403286341433530859294646413482046547
f(z) = 263/128*z^3 - 279/32*z + 1
*
[ 5/2 ] 
f(z) = 273/125*z^3 - 261/20*z + 1
*
[ -12/5 ] 
f(z) = 275/128*z^3 - 263/24*z + 1
*
[ 2 ] 
f(z) = 277/128*z^3 - 261/32*z + 1
*
[ 5/2 ] 
f(z) = 279/125*z^3 - 267/20*z + 1
*
[ 2 ] 
f(z) = 279/128*z^3 - 263/32*z + 1
*
[ -11/6 ] 
f(z) = 279/121*z^3 - 273/44*z + 1
*
[ 3/14 ] 
f(z) = 266/135*z^3 - 263/70*z + 1
*
[ -10/7 ] 
f(z) = 271/125*z^3 - 267/98*z + 1
*
[ -10/7 ] 
f(z) = 276/125*z^3 - 275/98*z + 1
*
[ 5/4 ] 
f(z) = 277/125*z^3 - 261/80*z + 1
*
[ 5/4 ] 
f(z) = 279/125*z^3 - 263/80*z + 1
*
[ 35/34 ] 
f(z) = 272/125*z^3 - 271/119*z + 1
*
[ 1/3 ] 
f(z) = 261/121*z^3 - 271/121*z + 1
*
[ 1/3 ] 
f(z) = 261/122*z^3 - 273/122*z + 1
*
[ 1/3 ] 
f(z) = 261/124*z^3 - 277/124*z + 1
*
[ 1/3 ] 
f(z) = 261/125*z^3 - 279/125*z + 1
*
[ 1/3 ] 
f(z) = 270/121*z^3 - 272/121*z + 1
*
[ 11/12 ] 
f(z) = 276/121*z^3 - 265/132*z + 1
*
[ 1/3 ] 
f(z) = 279/121*z^3 - 273/121*z + 1
*
[ 1/3 ] 
f(z) = 279/122*z^3 - 275/122*z + 1
*
[ 11/16 ] 
f(z) = 272/121*z^3 - 267/176*z + 1
*
[ 2/3 ] 
f(z) = 267/124*z^3 - 271/186*z + 1
*
[ 11/17 ] 
f(z) = 272/121*z^3 - 278/187*z + 1
*
[ 2/3 ] 
f(z) = 273/124*z^3 - 275/186*z + 1
*
[ 5 ] 
f(z) = 261/125*z^3 - 257/5*z + 1
*
[ 4 ] 
f(z) = 261/128*z^3 - 255/8*z + 1
*
[ -4 ] 
f(z) = 261/128*z^3 - 251/8*z + 1
*
[ 5 ] 
f(z) = 262/125*z^3 - 258/5*z + 1
*
[ -5 ] 
f(z) = 262/125*z^3 - 256/5*z + 1
*
[ -3 ] 
f(z) = 262/135*z^3 - 242/15*z + 1
*
[ 5 ] 
f(z) = 263/125*z^3 - 259/5*z + 1
*
[ -5 ] 
f(z) = 263/125*z^3 - 257/5*z + 1
*
[ 4 ] 
f(z) = 263/128*z^3 - 257/8*z + 1
*
[ -4 ] 
f(z) = 263/128*z^3 - 253/8*z + 1
*
[ 3 ] 
f(z) = 263/135*z^3 - 253/15*z + 1
*
[ -5 ] 
f(z) = 264/125*z^3 - 258/5*z + 1
*
[ 4 ] 
f(z) = 265/128*z^3 - 259/8*z + 1
*
[ -4 ] 
f(z) = 265/128*z^3 - 255/8*z + 1
*
[ 3 ] 
f(z) = 266/135*z^3 - 256/15*z + 1
*
[ -4 ] 
f(z) = 267/128*z^3 - 257/8*z + 1
*
[ -3 ] 
f(z) = 268/135*z^3 - 248/15*z + 1
*
[ -4 ] 
f(z) = 269/128*z^3 - 259/8*z + 1
*
[ 3 ] 
f(z) = 269/135*z^3 - 259/15*z + 1
*
[ -3 ] 
f(z) = 271/135*z^3 - 251/15*z + 1
*
[ -3 ] 
f(z) = 274/135*z^3 - 254/15*z + 1
*
[ -3 ] 
f(z) = 277/135*z^3 - 257/15*z + 1
*
[ 10/3 ] 
f(z) = 279/125*z^3 - 241/10*z + 1
*
[ 5/2 ] 
f(z) = 261/125*z^3 - 249/20*z + 1
*
[ 2 ] 
f(z) = 261/128*z^3 - 245/32*z + 1
*
[ 5/2 ] 
f(z) = 263/125*z^3 - 251/20*z + 1
*
[ 2 ] 
f(z) = 263/128*z^3 - 247/32*z + 1
*
[ 2 ] 
f(z) = 265/128*z^3 - 249/32*z + 1
*
[ 2 ] 
f(z) = 267/128*z^3 - 251/32*z + 1
*
[ 5/2 ] 
f(z) = 269/125*z^3 - 257/20*z + 1
*
[ -5/2 ] 
f(z) = 269/125*z^3 - 241/20*z + 1
*
[ 2 ] 
f(z) = 269/128*z^3 - 253/32*z + 1
*
[ 5/2 ] 
f(z) = 271/125*z^3 - 259/20*z + 1
*
[ -5/2 ] 
f(z) = 271/125*z^3 - 243/20*z + 1
*
[ 2 ] 
f(z) = 271/128*z^3 - 255/32*z + 1
*
[ 2 ] 
f(z) = 273/128*z^3 - 257/32*z + 1
*
[ 2 ] 
f(z) = 275/128*z^3 - 259/32*z + 1
*
[ -5/2 ] 
f(z) = 277/125*z^3 - 249/20*z + 1
*
[ -5/2 ] 
f(z) = 279/125*z^3 - 251/20*z + 1
*
[ -11/6 ] 
f(z) = 261/121*z^3 - 251/44*z + 1
*
[ 5/3 ] 
f(z) = 262/125*z^3 - 244/45*z + 1
*
[ 5/3 ] 
f(z) = 266/125*z^3 - 248/45*z + 1
*
[ 5/3 ] 
f(z) = 269/125*z^3 - 251/45*z + 1
*
[ 5/3 ] 
f(z) = 271/125*z^3 - 253/45*z + 1
*
[ 5/3 ] 
f(z) = 272/125*z^3 - 254/45*z + 1
*
[ 5/3 ] 
f(z) = 274/125*z^3 - 256/45*z + 1
*
[ 5/3 ] 
f(z) = 277/125*z^3 - 259/45*z + 1
*
[ 5/24 ] 
f(z) = 261/125*z^3 - 249/64*z + 1
*
[ 4/3 ] 
f(z) = 263/128*z^3 - 245/72*z + 1
*
[ 4/3 ] 
f(z) = 265/128*z^3 - 247/72*z + 1
*
[ 4/3 ] 
f(z) = 269/128*z^3 - 251/72*z + 1
*
[ 4/3 ] 
f(z) = 271/128*z^3 - 253/72*z + 1
*
[ 3/2 ] 
f(z) = 271/135*z^3 - 251/60*z + 1
*
[ 4/3 ] 
f(z) = 275/128*z^3 - 257/72*z + 1
*
[ 4/3 ] 
f(z) = 277/128*z^3 - 259/72*z + 1
*
[ 3/2 ] 
f(z) = 277/135*z^3 - 257/60*z + 1
*
[ -10/7 ] 
f(z) = 261/125*z^3 - 251/98*z + 1
*
[ 5/4 ] 
f(z) = 263/125*z^3 - 247/80*z + 1
*
[ 5/4 ] 
f(z) = 267/125*z^3 - 251/80*z + 1
*
[ 5/4 ] 
f(z) = 269/125*z^3 - 253/80*z + 1
*
[ 5/4 ] 
f(z) = 273/125*z^3 - 257/80*z + 1
*
[ 4/13 ] 
f(z) = 273/128*z^3 - 255/104*z + 1
*
[ -4/3 ] 
f(z) = 261/124*z^3 - 247/124*z + 1
*
[ 2/5 ] 
f(z) = 275/134*z^3 - 245/134*z + 1
*
[ 2/5 ] 
f(z) = 275/138*z^3 - 251/138*z + 1
*
[ 11/26 ] 
f(z) = 260/121*z^3 - 250/143*z + 1
*
[ 11/13 ] 
f(z) = 260/121*z^3 - 246/143*z + 1
*
[ 11/14 ] 
f(z) = 266/121*z^3 - 251/154*z + 1
*
[ 11/13 ] 
f(z) = 273/121*z^3 - 257/143*z + 1
*
[ 5/12 ] 
f(z) = 277/125*z^3 - 257/144*z + 1
*
[ 10/17 ] 
f(z) = 272/125*z^3 - 247/170*z + 1
*
[ 34/55 ] 
f(z) = 275/136*z^3 - 260/187*z + 1
*
[ -5/2 ] 
f(z) = 261/125*z^3 - 233/20*z + 1
*
[ -5/2 ] 
f(z) = 267/125*z^3 - 239/20*z + 1
*
[ -2 ] 
f(z) = 269/128*z^3 - 221/32*z + 1
*
[ -2 ] 
f(z) = 271/128*z^3 - 223/32*z + 1
*
[ -2 ] 
f(z) = 273/128*z^3 - 225/32*z + 1
*
[ -2 ] 
f(z) = 275/128*z^3 - 227/32*z + 1
*
[ 11/6 ] 
f(z) = 276/121*z^3 - 238/33*z + 1
*
[ -2 ] 
f(z) = 277/128*z^3 - 229/32*z + 1
*
[ -2 ] 
f(z) = 279/128*z^3 - 231/32*z + 1
*
[ -20/11 ] 
f(z) = 264/125*z^3 - 239/44*z + 1
*
-8/5 | 0.24455264327330205755658778484474453459 | 0.029832447401354985705885711837776660843
f(z) = 265/128*z^3 - 227/40*z + 1
*
[ 4/3 ] 
f(z) = 279/136*z^3 - 231/68*z + 1
*
[ 10/9 ] 
f(z) = 261/125*z^3 - 223/90*z + 1
*
[ 5/18 ] 
f(z) = 268/125*z^3 - 224/81*z + 1
*
[ 10/9 ] 
f(z) = 279/125*z^3 - 239/90*z + 1
*
[ 11/30 ] 
f(z) = 270/121*z^3 - 223/110*z + 1
*
[ 2/5 ] 
f(z) = 275/122*z^3 - 227/122*z + 1
*
[ 2/5 ] 
f(z) = 275/126*z^3 - 233/126*z + 1
*
[ 45/68 ] 
f(z) = 272/125*z^3 - 224/153*z + 1
*
[ 5/8 ] 
f(z) = 262/125*z^3 - 227/160*z + 1
*
[ 15/22 ] 
f(z) = 264/125*z^3 - 239/165*z + 1
*
[ 5/8 ] 
f(z) = 266/125*z^3 - 229/160*z + 1
*
[ 5/8 ] 
f(z) = 274/125*z^3 - 233/160*z + 1
*
[ -10/3 ] 
f(z) = 261/125*z^3 - 219/10*z + 1
*
[ -2 ] 
f(z) = 261/128*z^3 - 213/32*z + 1
*
[ -2 ] 
f(z) = 263/128*z^3 - 215/32*z + 1
*
5/12 | 0.11882748643922714489707778153926482453 | 0.013927138671452048043238380935112553096
f(z) = 264/125*z^3 - 203/30*z + 1
*
[ -2 ] 
f(z) = 265/128*z^3 - 217/32*z + 1
*
[ -2 ] 
f(z) = 267/128*z^3 - 219/32*z + 1
*
[ -11/6 ] 
f(z) = 276/121*z^3 - 202/33*z + 1
*
[ -5/3 ] 
f(z) = 274/125*z^3 - 202/45*z + 1
*
[ -5/3 ] 
f(z) = 278/125*z^3 - 206/45*z + 1
*
[ 4/3 ] 
f(z) = 261/136*z^3 - 215/68*z + 1
*
-20/17 | 0.30403723003418093319512521756794815311 | 0.029810635154167084698495832508369477157
f(z) = 272/125*z^3 - 215/68*z + 1
*
[ 4/15 ] 
f(z) = 275/128*z^3 - 209/72*z + 1
*
[ 15/14 ] 
f(z) = 273/125*z^3 - 205/84*z + 1
*
4/5 | 0.13321860347759116601995650665081137680 | 0.016435971519001463807036195197977530887
f(z) = 275/128*z^3 - 207/88*z + 1
*
[ 10/11 ] 
f(z) = 264/125*z^3 - 203/110*z + 1
*
[ 1/2 ] 
f(z) = 260/137*z^3 - 202/137*z + 1
*
[ 1/2 ] 
f(z) = 260/139*z^3 - 204/139*z + 1
*
[ 1/2 ] 
f(z) = 264/137*z^3 - 203/137*z + 1
*
[ 1/2 ] 
f(z) = 264/139*z^3 - 205/139*z + 1
*
[ 1/2 ] 
f(z) = 268/135*z^3 - 202/135*z + 1
*
[ 1/2 ] 
f(z) = 268/137*z^3 - 204/137*z + 1
*
[ 1/2 ] 
f(z) = 268/139*z^3 - 206/139*z + 1
*
[ 2/3 ] 
f(z) = 269/120*z^3 - 202/135*z + 1
*
[ 2/3 ] 
f(z) = 271/120*z^3 - 203/135*z + 1
*
[ 1/2 ] 
f(z) = 272/133*z^3 - 201/133*z + 1
*
[ 1/2 ] 
f(z) = 272/135*z^3 - 203/135*z + 1
*
[ 1/2 ] 
f(z) = 272/137*z^3 - 205/137*z + 1
*
[ 1/2 ] 
f(z) = 272/139*z^3 - 207/139*z + 1
*
[ 10/13 ] 
f(z) = 273/125*z^3 - 207/130*z + 1
*
[ 4/5 ] 
f(z) = 275/124*z^3 - 207/124*z + 1
*
[ 1/2 ] 
f(z) = 276/133*z^3 - 202/133*z + 1
*
[ 1/2 ] 
f(z) = 276/137*z^3 - 206/137*z + 1
*
[ 1/2 ] 
f(z) = 276/139*z^3 - 208/139*z + 1
*
[ 2/3 ] 
f(z) = 277/120*z^3 - 206/135*z + 1
*
[ 5/11 ] 
f(z) = 279/125*z^3 - 201/121*z + 1
*
[ 2/3 ] 
f(z) = 263/136*z^3 - 208/153*z + 1
*
[ 2/3 ] 
f(z) = 265/136*z^3 - 209/153*z + 1
*
[ 2/3 ] 
f(z) = 269/136*z^3 - 211/153*z + 1
*
[ 2/3 ] 
f(z) = 271/136*z^3 - 212/153*z + 1
*
[ 2/3 ] 
f(z) = 275/136*z^3 - 214/153*z + 1
*
[ 2/3 ] 
f(z) = 277/136*z^3 - 215/153*z + 1
*
[ 15/7 ] 
f(z) = 266/125*z^3 - 194/21*z + 1
*
[ -5/3 ] 
f(z) = 263/125*z^3 - 191/45*z + 1
*
[ 5/22 ] 
f(z) = 264/125*z^3 - 193/55*z + 1
*
[ 8/5 ] 
f(z) = 265/128*z^3 - 197/40*z + 1
*
[ -5/3 ] 
f(z) = 266/125*z^3 - 194/45*z + 1
*
[ -5/3 ] 
f(z) = 268/125*z^3 - 196/45*z + 1
*
[ -5/3 ] 
f(z) = 269/125*z^3 - 197/45*z + 1
*
[ -5/3 ] 
f(z) = 271/125*z^3 - 199/45*z + 1
*
[ -20/13 ] 
f(z) = 273/125*z^3 - 183/52*z + 1
*
[ 5/24 ] 
f(z) = 276/125*z^3 - 187/48*z + 1
*
[ -10/7 ] 
f(z) = 273/125*z^3 - 193/70*z + 1
*
5/11 | 0.13385997161807983460921222689925007739 | 0.013225154731702829226990325872585327414
f(z) = 264/125*z^3 - 199/88*z + 1
*
[ 11/12 ] 
f(z) = 272/121*z^3 - 196/99*z + 1
*
[ 5/16 ] 
f(z) = 272/125*z^3 - 193/80*z + 1
*
[ 1/2 ] 
f(z) = 260/121*z^3 - 186/121*z + 1
*
[ 1/2 ] 
f(z) = 260/123*z^3 - 188/123*z + 1
*
[ 1/2 ] 
f(z) = 260/127*z^3 - 192/127*z + 1
*
[ 1/2 ] 
f(z) = 260/129*z^3 - 194/129*z + 1
*
[ 1/2 ] 
f(z) = 260/131*z^3 - 196/131*z + 1
*
[ 1/2 ] 
f(z) = 260/133*z^3 - 198/133*z + 1
*
[ 2/3 ] 
f(z) = 261/130*z^3 - 181/130*z + 1
*
[ 2/3 ] 
f(z) = 261/134*z^3 - 183/134*z + 1
*
[ 2/3 ] 
f(z) = 263/120*z^3 - 199/135*z + 1
*
[ 5/9 ] 
f(z) = 264/125*z^3 - 196/135*z + 1
*
[ 1/2 ] 
f(z) = 264/125*z^3 - 191/125*z + 1
*
[ 1/2 ] 
f(z) = 264/127*z^3 - 193/127*z + 1
*
[ 1/2 ] 
f(z) = 264/131*z^3 - 197/131*z + 1
*
[ 1/2 ] 
f(z) = 264/133*z^3 - 199/133*z + 1
*
[ 5/9 ] 
f(z) = 267/125*z^3 - 197/135*z + 1
*
[ 1/2 ] 
f(z) = 268/121*z^3 - 188/121*z + 1
*
[ 1/2 ] 
f(z) = 268/123*z^3 - 190/123*z + 1
*
[ 1/2 ] 
f(z) = 268/125*z^3 - 192/125*z + 1
*
[ 1/2 ] 
f(z) = 268/127*z^3 - 194/127*z + 1
*
[ 1/2 ] 
f(z) = 268/129*z^3 - 196/129*z + 1
*
[ 1/2 ] 
f(z) = 268/131*z^3 - 198/131*z + 1
*
[ 1/2 ] 
f(z) = 268/133*z^3 - 200/133*z + 1
*
[ 5/11 ] 
f(z) = 269/125*z^3 - 199/121*z + 1
*
[ 1/2 ] 
f(z) = 272/121*z^3 - 189/121*z + 1
*
[ 3/4 ] 
f(z) = 272/123*z^3 - 194/123*z + 1
*
[ 1/2 ] 
f(z) = 272/123*z^3 - 191/123*z + 1
*
[ 1/2 ] 
f(z) = 272/125*z^3 - 193/125*z + 1
*
[ 1/2 ] 
f(z) = 272/127*z^3 - 195/127*z + 1
*
[ 1/2 ] 
f(z) = 272/129*z^3 - 197/129*z + 1
*
[ 3/4 ] 
f(z) = 272/129*z^3 - 196/129*z + 1
*
[ 1/2 ] 
f(z) = 272/131*z^3 - 199/131*z + 1
*
[ 5/9 ] 
f(z) = 273/125*z^3 - 199/135*z + 1
*
[ 5/11 ] 
f(z) = 274/125*z^3 - 200/121*z + 1
*
[ 3/5 ] 
f(z) = 275/123*z^3 - 181/123*z + 1
*
[ 3/5 ] 
f(z) = 275/129*z^3 - 185/129*z + 1
*
[ 3/5 ] 
f(z) = 275/138*z^3 - 191/138*z + 1
*
[ 1/2 ] 
f(z) = 276/121*z^3 - 190/121*z + 1
*
[ 1/2 ] 
f(z) = 276/125*z^3 - 194/125*z + 1
*
[ 1/2 ] 
f(z) = 276/127*z^3 - 196/127*z + 1
*
[ 1/2 ] 
f(z) = 276/131*z^3 - 200/131*z + 1
*
[ 2/3 ] 
f(z) = 279/122*z^3 - 185/122*z + 1
*
[ 2/3 ] 
f(z) = 279/130*z^3 - 189/130*z + 1
*
[ 2/3 ] 
f(z) = 279/134*z^3 - 191/134*z + 1
*
[ 11/4 ] 
f(z) = 272/121*z^3 - 180/11*z + 1
*
[ -11/4 ] 
f(z) = 272/121*z^3 - 172/11*z + 1
*
[ 15/8 ] 
f(z) = 264/125*z^3 - 167/24*z + 1
*
[ 5/31 ] 
f(z) = 279/125*z^3 - 163/31*z + 1
*
[ 11/8 ] 
f(z) = 272/121*z^3 - 175/44*z + 1
*
-8/7 | 0.23463258753102629662138297560293799249 | 0.029827419060677309950009690518867223055
f(z) = 273/128*z^3 - 163/56*z + 1
*
[ 5/21 ] 
f(z) = 279/125*z^3 - 163/49*z + 1
*
[ -3/2 ] 
f(z) = 263/135*z^3 - 163/60*z + 1
*
-15/14 | 0.24894298057100693356066901499244577949 | 0.029672852619387732061566913643233421311
f(z) = 266/135*z^3 - 163/70*z + 1
*
[ -3/2 ] 
f(z) = 269/135*z^3 - 169/60*z + 1
*
[ 11/12 ] 
f(z) = 270/121*z^3 - 173/88*z + 1
*
[ 4/11 ] 
f(z) = 275/128*z^3 - 179/88*z + 1
*
[ -11/9 ] 
f(z) = 279/121*z^3 - 161/99*z + 1
*
[ 3/7 ] 
f(z) = 266/135*z^3 - 178/105*z + 1
*
[ 2/3 ] 
f(z) = 261/122*z^3 - 177/122*z + 1
*
[ 3/5 ] 
f(z) = 263/135*z^3 - 171/125*z + 1
*
[ 3/4 ] 
f(z) = 266/135*z^3 - 173/120*z + 1
*
[ 3/5 ] 
f(z) = 266/135*z^3 - 172/125*z + 1
*
[ 3/5 ] 
f(z) = 269/135*z^3 - 173/125*z + 1
*
[ 3/5 ] 
f(z) = 272/135*z^3 - 174/125*z + 1
*
[ 3/4 ] 
f(z) = 278/135*z^3 - 179/120*z + 1
*
[ 3/5 ] 
f(z) = 278/135*z^3 - 176/125*z + 1
*
-2 | 0.11510740354918114139223750566581478391 | 0.016377931774143145027618646874736328880
f(z) = 265/136*z^3 - 141/17*z + 1
*
15/7 | 0.21063515761496873852323770402112770236 | 0.021543783511932108010058437987806569738
f(z) = 266/125*z^3 - 141/14*z + 1
*
-2 | 0.11526790309457731539971490865431937054 | 0.016384293146441635289183087569201323925
f(z) = 267/136*z^3 - 142/17*z + 1
*
-2 | 0.095388009001644622935878269232362062121 | 0.013558545442229726176114934089243554061
f(z) = 269/120*z^3 - 142/15*z + 1
*
-2 | 0.11542687060475940894309181338358227922 | 0.016390539632524755950016965328973505282
f(z) = 269/136*z^3 - 143/17*z + 1
*
-2 | 0.095540956836427381716011009124281204368 | 0.013566752969669700994769380422728054490
f(z) = 271/120*z^3 - 143/15*z + 1
*
-2 | 0.11558433843923633950419727229832814263 | 0.016396674690036428893117308099385302902
f(z) = 271/136*z^3 - 144/17*z + 1
*
-2 | 0.11574033784130353633372691424286102413 | 0.016402701631023787312350196745260918393
f(z) = 273/136*z^3 - 145/17*z + 1
*
-2 | 0.11589489899244224993337041964547320492 | 0.016408623629836187436413750990568268174
f(z) = 275/136*z^3 - 146/17*z + 1
*
[ 10/3 ] 
f(z) = 276/125*z^3 - 143/6*z + 1
*
-2 | 0.095991831805292927587640976752080552214 | 0.013590708938227778290902292291569057157
f(z) = 277/120*z^3 - 146/15*z + 1
*
-2 | 0.11604805106329577764691698861913520589 | 0.016414443730499266617713828804643702520
f(z) = 277/136*z^3 - 147/17*z + 1
*
-2 | 0.11619982226148475808949073891283488045 | 0.016420164853605320754677940094358686863
f(z) = 279/136*z^3 - 148/17*z + 1
*
[ 5/29 ] 
f(z) = 261/125*z^3 - 141/29*z + 1
*
[ 11/6 ] 
f(z) = 270/121*z^3 - 155/22*z + 1
*
-15/8 | 0.24233080876034304286137815747424286630 | 0.029470515706797134171674781519854759175
f(z) = 272/125*z^3 - 149/20*z + 1
*
3/8 | 0.20620718035497158604627949494153272277 | 0.024651950212577187371000785770199169206
f(z) = 272/135*z^3 - 159/20*z + 1
*
-15/8 | 0.19112403348574630070620074815167366945 | 0.022990659257908626057967269344852945501
f(z) = 272/135*z^3 - 151/20*z + 1
*
[ -8/5 ] 
f(z) = 265/128*z^3 - 147/40*z + 1
*
[ 8/7 ] 
f(z) = 273/128*z^3 - 149/56*z + 1
*
5/6 | 0.13381933751158837988025095028882063306 | 0.013555802021075741325507689472920959850
f(z) = 264/125*z^3 - 155/66*z + 1
*
[ -4/3 ] 
f(z) = 269/128*z^3 - 143/72*z + 1
*
[ -4/3 ] 
f(z) = 271/128*z^3 - 145/72*z + 1
*
[ -4/3 ] 
f(z) = 275/128*z^3 - 149/72*z + 1
*
[ -4/3 ] 
f(z) = 277/128*z^3 - 151/72*z + 1
*
[ 5/12 ] 
f(z) = 261/125*z^3 - 141/80*z + 1
*
[ 5/6 ] 
f(z) = 262/125*z^3 - 149/90*z + 1
*
[ 2/5 ] 
f(z) = 265/136*z^3 - 154/85*z + 1
*
[ 5/6 ] 
f(z) = 266/125*z^3 - 151/90*z + 1
*
[ 15/19 ] 
f(z) = 266/135*z^3 - 142/95*z + 1
*
[ 15/16 ] 
f(z) = 272/135*z^3 - 147/80*z + 1
*
[ 15/34 ] 
f(z) = 272/135*z^3 - 141/85*z + 1
*
[ 5/6 ] 
f(z) = 278/125*z^3 - 157/90*z + 1
*
[ 5/12 ] 
f(z) = 279/125*z^3 - 143/80*z + 1
*
[ 8/13 ] 
f(z) = 273/128*z^3 - 149/104*z + 1
*
-2 | 0.11478167298094989128214026417867534049 | 0.016364849760903424238051203837412741929
f(z) = 261/136*z^3 - 139/17*z + 1
*
[ 2 ] 
f(z) = 261/136*z^3 - 122/17*z + 1
*
-2 | 0.094919797603404768069089372060504350005 | 0.013533068361644165644106551770655418800
f(z) = 263/120*z^3 - 139/15*z + 1
*
[ 2 ] 
f(z) = 263/120*z^3 - 124/15*z + 1
*
-2 | 0.11494533843473773362270437066834631370 | 0.016371451903919160751726683111151802318
f(z) = 263/136*z^3 - 140/17*z + 1
*
[ 2 ] 
f(z) = 263/136*z^3 - 123/17*z + 1
*
[ -10/3 ] 
f(z) = 264/125*z^3 - 133/6*z + 1
*
[ 2 ] 
f(z) = 265/136*z^3 - 124/17*z + 1
*
[ 5/2 ] 
f(z) = 266/125*z^3 - 127/10*z + 1
*
[ 2 ] 
f(z) = 267/136*z^3 - 125/17*z + 1
*
[ 2 ] 
f(z) = 269/120*z^3 - 127/15*z + 1
*
[ 2 ] 
f(z) = 269/136*z^3 - 126/17*z + 1
*
[ 2 ] 
f(z) = 271/120*z^3 - 128/15*z + 1
*
[ 2 ] 
f(z) = 271/136*z^3 - 127/17*z + 1
*
[ 15/4 ] 
f(z) = 272/135*z^3 - 138/5*z + 1
*
[ 2 ] 
f(z) = 273/136*z^3 - 128/17*z + 1
*
[ 5/2 ] 
f(z) = 274/125*z^3 - 131/10*z + 1
*
[ -5/2 ] 
f(z) = 274/125*z^3 - 123/10*z + 1
*
[ 2 ] 
f(z) = 275/136*z^3 - 129/17*z + 1
*
[ 2 ] 
f(z) = 277/120*z^3 - 131/15*z + 1
*
[ 2 ] 
f(z) = 277/136*z^3 - 130/17*z + 1
*
[ 5/2 ] 
f(z) = 278/125*z^3 - 133/10*z + 1
*
[ 2 ] 
f(z) = 279/136*z^3 - 131/17*z + 1
*
[ 3/2 ] 
f(z) = 262/135*z^3 - 121/30*z + 1
*
[ -11/6 ] 
f(z) = 270/121*z^3 - 131/22*z + 1
*
[ 3/2 ] 
f(z) = 274/135*z^3 - 127/30*z + 1
*
[ 11/10 ] 
f(z) = 260/121*z^3 - 138/55*z + 1
*
[ 5/4 ] 
f(z) = 262/125*z^3 - 123/40*z + 1
*
[ 10/9 ] 
f(z) = 267/125*z^3 - 137/54*z + 1
*
[ 5/4 ] 
f(z) = 274/125*z^3 - 129/40*z + 1
*
[ 6/5 ] 
f(z) = 275/126*z^3 - 125/42*z + 1
*
[ 6/5 ] 
f(z) = 275/136*z^3 - 140/51*z + 1
*
[ 5/4 ] 
f(z) = 278/125*z^3 - 131/40*z + 1
*
[ 8/9 ] 
f(z) = 261/128*z^3 - 125/72*z + 1
*
[ 5/12 ] 
f(z) = 262/125*z^3 - 127/72*z + 1
*
[ -4/3 ] 
f(z) = 263/128*z^3 - 137/72*z + 1
*
[ -4/3 ] 
f(z) = 265/128*z^3 - 139/72*z + 1
*
[ 8/9 ] 
f(z) = 279/128*z^3 - 133/72*z + 1
*
[ 4/9 ] 
f(z) = 279/128*z^3 - 121/72*z + 1
*
[ -4/3 ] 
f(z) = 279/136*z^3 - 129/68*z + 1
*
[ -5/4 ] 
f(z) = 267/125*z^3 - 123/80*z + 1
*
[ 2/3 ] 
f(z) = 267/128*z^3 - 137/96*z + 1
*
[ -5/4 ] 
f(z) = 271/125*z^3 - 127/80*z + 1
*
[ -5/4 ] 
f(z) = 273/125*z^3 - 129/80*z + 1
*
[ 2/3 ] 
f(z) = 273/128*z^3 - 139/96*z + 1
*
[ 8/11 ] 
f(z) = 275/128*z^3 - 133/88*z + 1
*
[ -5/4 ] 
f(z) = 277/125*z^3 - 133/80*z + 1
*
[ 8/3 ] 
f(z) = 261/128*z^3 - 111/8*z + 1
*
[ -8/3 ] 
f(z) = 261/128*z^3 - 105/8*z + 1
*
[ -2 ] 
f(z) = 261/136*z^3 - 105/17*z + 1
*
[ -5/2 ] 
f(z) = 262/125*z^3 - 117/10*z + 1
*
[ -2 ] 
f(z) = 263/120*z^3 - 109/15*z + 1
*
[ -2 ] 
f(z) = 263/136*z^3 - 106/17*z + 1
*
[ -2 ] 
f(z) = 265/136*z^3 - 107/17*z + 1
*
[ -5/2 ] 
f(z) = 266/125*z^3 - 119/10*z + 1
*
[ -2 ] 
f(z) = 267/136*z^3 - 108/17*z + 1
*
[ -2 ] 
f(z) = 269/120*z^3 - 112/15*z + 1
*
[ -2 ] 
f(z) = 269/136*z^3 - 109/17*z + 1
*
[ -2 ] 
f(z) = 271/120*z^3 - 113/15*z + 1
*
[ -2 ] 
f(z) = 271/136*z^3 - 110/17*z + 1
*
[ -2 ] 
f(z) = 273/136*z^3 - 111/17*z + 1
*
[ -2 ] 
f(z) = 275/136*z^3 - 112/17*z + 1
*
[ -2 ] 
f(z) = 277/120*z^3 - 116/15*z + 1
*
[ -2 ] 
f(z) = 277/136*z^3 - 113/17*z + 1
*
[ 8/3 ] 
f(z) = 279/128*z^3 - 119/8*z + 1
*
[ -8/3 ] 
f(z) = 279/128*z^3 - 113/8*z + 1
*
[ -2 ] 
f(z) = 279/136*z^3 - 114/17*z + 1
*
5/4 | 0.13200944290327498457881056144386593918 | 0.016612769072911388894020252880233554041
f(z) = 264/125*z^3 - 113/30*z + 1
*
[ 11/9 ] 
f(z) = 270/121*z^3 - 104/33*z + 1
*
[ -15/8 ] 
f(z) = 272/135*z^3 - 111/20*z + 1
*
-3/2 | 0.20063290799734800081497108223682858151 | 0.028759016317898712110211426708104095568
f(z) = 278/135*z^3 - 119/30*z + 1
*
[ -11/8 ] 
f(z) = 272/121*z^3 - 111/44*z + 1
*
[ 5/14 ] 
f(z) = 276/125*z^3 - 102/49*z + 1
*
[ 4/9 ] 
f(z) = 261/128*z^3 - 119/72*z + 1
*
[ -4/3 ] 
f(z) = 261/136*z^3 - 113/68*z + 1
*
-5/4 | 0.26574495975942235636913030757513099704 | 0.027212342828219820110307673376453777090
f(z) = 264/125*z^3 - 119/66*z + 1
*
[ 6/7 ] 
f(z) = 266/135*z^3 - 113/70*z + 1
*
[ 5/6 ] 
f(z) = 267/125*z^3 - 101/60*z + 1
*
[ 5/6 ] 
f(z) = 273/125*z^3 - 103/60*z + 1
*
[ 2/5 ] 
f(z) = 275/124*z^3 - 115/62*z + 1
*
[ 8/15 ] 
f(z) = 275/128*z^3 - 107/72*z + 1
*
[ 4/5 ] 
f(z) = 275/136*z^3 - 105/68*z + 1
*
[ 5/12 ] 
f(z) = 276/125*z^3 - 107/60*z + 1
*
[ -5/4 ] 
f(z) = 261/125*z^3 - 117/80*z + 1
*
[ -5/4 ] 
f(z) = 263/125*z^3 - 119/80*z + 1
*
[ 5/9 ] 
f(z) = 266/125*z^3 - 118/81*z + 1
*
[ 5/9 ] 
f(z) = 271/125*z^3 - 119/81*z + 1
*
[ 3/4 ] 
f(z) = 271/135*z^3 - 117/80*z + 1
*
[ 5/8 ] 
f(z) = 276/125*z^3 - 117/80*z + 1
*
[ 3/4 ] 
f(z) = 277/135*z^3 - 119/80*z + 1
*
[ 3 ] 
f(z) = 262/135*z^3 - 84/5*z + 1
*
[ -3 ] 
f(z) = 263/135*z^3 - 81/5*z + 1
*
[ 5/3 ] 
f(z) = 264/125*z^3 - 82/15*z + 1
*
[ -3 ] 
f(z) = 266/135*z^3 - 82/5*z + 1
*
[ 5/3 ] 
f(z) = 267/125*z^3 - 83/15*z + 1
*
[ 3 ] 
f(z) = 268/135*z^3 - 86/5*z + 1
*
[ -3 ] 
f(z) = 269/135*z^3 - 83/5*z + 1
*
[ 3 ] 
f(z) = 271/135*z^3 - 87/5*z + 1
*
[ -15/4 ] 
f(z) = 272/125*z^3 - 88/3*z + 1
*
[ -3 ] 
f(z) = 272/135*z^3 - 84/5*z + 1
*
[ 3 ] 
f(z) = 274/135*z^3 - 88/5*z + 1
*
[ 5/3 ] 
f(z) = 276/125*z^3 - 86/15*z + 1
*
[ 3 ] 
f(z) = 277/135*z^3 - 89/5*z + 1
*
[ -3 ] 
f(z) = 278/135*z^3 - 86/5*z + 1
*
[ 3/2 ] 
f(z) = 263/135*z^3 - 81/20*z + 1
*
[ -3/2 ] 
f(z) = 266/135*z^3 - 83/30*z + 1
*
-4/3 | 0.20887762914429589930030614290262114881 | 0.028510012897584360255908179077716597505
f(z) = 267/128*z^3 - 95/24*z + 1
*
[ 4/3 ] 
f(z) = 267/128*z^3 - 83/24*z + 1
*
[ 3/2 ] 
f(z) = 269/135*z^3 - 83/20*z + 1
*
3/2 | 0.20168405649371157006831302184798747415 | 0.025558885157894579848374497530814683422
f(z) = 272/135*z^3 - 99/20*z + 1
*
-4/3 | 0.20856436638451766416011624949733612525 | 0.028386533131814646536691161779323506200
f(z) = 273/128*z^3 - 97/24*z + 1
*
[ 4/3 ] 
f(z) = 273/128*z^3 - 85/24*z + 1
*
[ -3/2 ] 
f(z) = 278/135*z^3 - 89/30*z + 1
*
[ 5/12 ] 
f(z) = 267/125*z^3 - 85/48*z + 1
*
[ 11/15 ] 
f(z) = 270/121*z^3 - 86/55*z + 1
*
[ 15/16 ] 
f(z) = 272/125*z^3 - 95/48*z + 1
*
[ 4/7 ] 
f(z) = 273/128*z^3 - 81/56*z + 1
*
[ 2/3 ] 
f(z) = 261/124*z^3 - 89/62*z + 1
*
[ 5/8 ] 
f(z) = 263/125*z^3 - 91/64*z + 1
*
[ 11/18 ] 
f(z) = 270/121*z^3 - 97/66*z + 1
*
[ 5/8 ] 
f(z) = 273/125*z^3 - 93/64*z + 1
*
[ -5/3 ] 
f(z) = 264/125*z^3 - 64/15*z + 1
*
[ 5/2 ] 
f(z) = 264/125*z^3 - 63/5*z + 1
*
[ 5/2 ] 
f(z) = 268/125*z^3 - 64/5*z + 1
*
[ 3/2 ] 
f(z) = 268/135*z^3 - 62/15*z + 1
*
[ -5/2 ] 
f(z) = 272/125*z^3 - 61/5*z + 1
*
[ -5/3 ] 
f(z) = 273/125*z^3 - 67/15*z + 1
*
[ -5/3 ] 
f(z) = 276/125*z^3 - 68/15*z + 1
*
5/4 | 0.26897784971673574625487976497390166133 | 0.029777223561613994987948742267413466184
f(z) = 276/125*z^3 - 67/12*z + 1
*
[ 5/2 ] 
f(z) = 276/125*z^3 - 66/5*z + 1
*
[ -5/2 ] 
f(z) = 276/125*z^3 - 62/5*z + 1
*
[ 5/16 ] 
f(z) = 264/125*z^3 - 77/32*z + 1
*
5/66 | 0.22263073012283971109250635717503068805 | 0.024414548510643551311814976011750475383
f(z) = 264/125*z^3 - 73/33*z + 1
*
[ 5/4 ] 
f(z) = 268/125*z^3 - 63/20*z + 1
*
[ 5/6 ] 
f(z) = 269/125*z^3 - 61/36*z + 1
*
[ 5/7 ] 
f(z) = 262/125*z^3 - 72/49*z + 1
*
[ 4/5 ] 
f(z) = 265/128*z^3 - 63/40*z + 1
*
[ -5/4 ] 
f(z) = 266/125*z^3 - 61/40*z + 1
*
[ 5/7 ] 
f(z) = 267/125*z^3 - 73/49*z + 1
*
[ 2/3 ] 
f(z) = 267/136*z^3 - 70/51*z + 1
*
[ 5/6 ] 
f(z) = 268/125*z^3 - 76/45*z + 1
*
[ 5/6 ] 
f(z) = 272/125*z^3 - 77/45*z + 1
*
[ 5/7 ] 
f(z) = 272/125*z^3 - 74/49*z + 1
*
[ 10/21 ] 
f(z) = 273/125*z^3 - 67/42*z + 1
*
[ 2/3 ] 
f(z) = 273/136*z^3 - 71/51*z + 1
*
[ 3/5 ] 
f(z) = 275/126*z^3 - 61/42*z + 1
*
[ 10/23 ] 
f(z) = 276/125*z^3 - 79/46*z + 1
*
[ 5/7 ] 
f(z) = 277/125*z^3 - 75/49*z + 1
*
[ -5/4 ] 
f(z) = 278/125*z^3 - 67/40*z + 1
*
[ 5/9 ] 
f(z) = 279/125*z^3 - 67/45*z + 1
*
[ -5 ] 
f(z) = 261/125*z^3 - 51*z + 1
*
[ 5/4 ] 
f(z) = 261/125*z^3 - 49/16*z + 1
*
[ 10/3 ] 
f(z) = 261/125*z^3 - 45/2*z + 1
*
[ 5/3 ] 
f(z) = 263/125*z^3 - 49/9*z + 1
*
[ -5/2 ] 
f(z) = 263/125*z^3 - 47/4*z + 1
*
[ -5/2 ] 
f(z) = 264/125*z^3 - 59/5*z + 1
*
[ 5 ] 
f(z) = 264/125*z^3 - 52*z + 1
*
[ 5/19 ] 
f(z) = 266/125*z^3 - 56/19*z + 1
*
[ -5 ] 
f(z) = 266/125*z^3 - 52*z + 1
*
[ 3/2 ] 
f(z) = 266/135*z^3 - 41/10*z + 1
*
[ 5/2 ] 
f(z) = 267/125*z^3 - 51/4*z + 1
*
[ 5/3 ] 
f(z) = 268/125*z^3 - 50/9*z + 1
*
[ 5 ] 
f(z) = 269/125*z^3 - 53*z + 1
*
[ -5 ] 
f(z) = 271/125*z^3 - 53*z + 1
*
[ 5/4 ] 
f(z) = 271/125*z^3 - 51/16*z + 1
*
[ 5/17 ] 
f(z) = 272/125*z^3 - 44/17*z + 1
*
[ -3/2 ] 
f(z) = 272/135*z^3 - 43/15*z + 1
*
[ -5/2 ] 
f(z) = 273/125*z^3 - 49/4*z + 1
*
[ 5 ] 
f(z) = 274/125*z^3 - 54*z + 1
*
8/5 | 0.11481018597567693219989211672435136594 | 0.017450342337756697650495491704549243885
f(z) = 275/128*z^3 - 45/8*z + 1
*
[ 8/5 ] 
f(z) = 275/128*z^3 - 41/8*z + 1
*
[ -5 ] 
f(z) = 276/125*z^3 - 54*z + 1
*
[ 5/2 ] 
f(z) = 277/125*z^3 - 53/4*z + 1
*
[ -5/3 ] 
f(z) = 277/125*z^3 - 41/9*z + 1
*
[ 5/3 ] 
f(z) = 278/125*z^3 - 52/9*z + 1
*
3/2 | 0.21734396062996333846729826746924009243 | 0.029911933468818969843179722223056929747
f(z) = 278/135*z^3 - 53/10*z + 1
*
[ 3/2 ] 
f(z) = 278/135*z^3 - 43/10*z + 1
*
[ 5 ] 
f(z) = 279/125*z^3 - 55*z + 1
*
[ -10/3 ] 
f(z) = 279/125*z^3 - 47/2*z + 1
*
[ 2/3 ] 
f(z) = 261/128*z^3 - 45/32*z + 1
*
[ 5/12 ] 
f(z) = 264/125*z^3 - 53/30*z + 1
*
[ 5/7 ] 
f(z) = 266/125*z^3 - 52/35*z + 1
*
[ -4/3 ] 
f(z) = 267/128*z^3 - 47/24*z + 1
*
[ -11/9 ] 
f(z) = 270/121*z^3 - 50/33*z + 1
*
[ -3/2 ] 
f(z) = 271/135*z^3 - 57/20*z + 1
*
3/8 | 0.20140834648281236222785393031542950501 | 0.027315627556316131633158543583385635909
f(z) = 272/135*z^3 - 59/20*z + 1
*
[ 5/7 ] 
f(z) = 273/125*z^3 - 53/35*z + 1
*
[ -4/3 ] 
f(z) = 273/128*z^3 - 49/24*z + 1
*
[ 2/5 ] 
f(z) = 275/128*z^3 - 59/32*z + 1
*
[ -3/2 ] 
f(z) = 277/135*z^3 - 59/20*z + 1
*
[ 5/8 ] 
f(z) = 278/125*z^3 - 47/32*z + 1
*
[ 2/3 ] 
f(z) = 279/128*z^3 - 47/32*z + 1
*
[ -5/4 ] 
f(z) = 262/125*z^3 - 59/40*z + 1
*
[ 3/4 ] 
f(z) = 262/135*z^3 - 57/40*z + 1
*
[ 5/8 ] 
f(z) = 264/125*z^3 - 57/40*z + 1
*
[ 3/4 ] 
f(z) = 274/135*z^3 - 59/40*z + 1
*
[ 5/3 ] 
f(z) = 261/125*z^3 - 27/5*z + 1
*
[ -5/3 ] 
f(z) = 261/125*z^3 - 21/5*z + 1
*
[ 4/3 ] 
f(z) = 261/128*z^3 - 27/8*z + 1
*
[ 2/3 ] 
f(z) = 261/136*z^3 - 23/17*z + 1
*
[ -5/3 ] 
f(z) = 262/125*z^3 - 38/9*z + 1
*
[ 5/2 ] 
f(z) = 262/125*z^3 - 25/2*z + 1
*
-3/2 | 0.20299559333218107201568328678422353608 | 0.029390878905925377576487022199987844568
f(z) = 262/135*z^3 - 37/10*z + 1
*
[ -3/2 ] 
f(z) = 262/135*z^3 - 27/10*z + 1
*
[ 5/4 ] 
f(z) = 264/125*z^3 - 31/10*z + 1
*
5/6 | 0.19326259714136892747603706746635130328 | 0.024016160629530616630246351946989470154
f(z) = 264/125*z^3 - 25/6*z + 1
*
[ -10/7 ] 
f(z) = 266/125*z^3 - 37/14*z + 1
*
[ 5/14 ] 
f(z) = 266/125*z^3 - 29/14*z + 1
*
[ 5/4 ] 
f(z) = 266/125*z^3 - 25/8*z + 1
*
[ 5/8 ] 
f(z) = 268/125*z^3 - 23/16*z + 1
*
[ -5/4 ] 
f(z) = 269/125*z^3 - 25/16*z + 1
*
[ -5/3 ] 
f(z) = 272/125*z^3 - 40/9*z + 1
*
[ 3/4 ] 
f(z) = 272/135*z^3 - 22/15*z + 1
*
[ 3/2 ] 
f(z) = 272/135*z^3 - 21/5*z + 1
*
[ 5/13 ] 
f(z) = 273/125*z^3 - 25/13*z + 1
*
[ 5/6 ] 
f(z) = 274/125*z^3 - 31/18*z + 1
*
[ -3/2 ] 
f(z) = 274/135*z^3 - 29/10*z + 1
*
[ -8/5 ] 
f(z) = 275/128*z^3 - 31/8*z + 1
*
[ 2/5 ] 
f(z) = 275/136*z^3 - 31/17*z + 1
*
[ 5/6 ] 
f(z) = 276/125*z^3 - 26/15*z + 1
*
[ -5/2 ] 
f(z) = 278/125*z^3 - 25/2*z + 1
*
[ 5/3 ] 
f(z) = 279/125*z^3 - 29/5*z + 1
*
[ -5/4 ] 
f(z) = 279/125*z^3 - 27/16*z + 1
*
[ -5/3 ] 
f(z) = 279/125*z^3 - 23/5*z + 1
*
[ 4/3 ] 
f(z) = 279/128*z^3 - 29/8*z + 1
*
[ 2/3 ] 
f(z) = 279/136*z^3 - 24/17*z + 1
*
[ 5/6 ] 
f(z) = 261/125*z^3 - 33/20*z + 1
*
[ -5/4 ] 
f(z) = 268/125*z^3 - 31/20*z + 1
*
[ 3/4 ] 
f(z) = 268/135*z^3 - 29/20*z + 1
*
[ 5/8 ] 
f(z) = 272/125*z^3 - 29/20*z + 1
*
[ 3/8 ] 
f(z) = 272/135*z^3 - 39/20*z + 1
*
[ 5/9 ] 
f(z) = 276/125*z^3 - 40/27*z + 1
*
[ -5/4 ] 
f(z) = 276/125*z^3 - 33/20*z + 1
*
[ 5/9 ] 
f(z) = 261/125*z^3 - 13/9*z + 1
*
[ -4/3 ] 
f(z) = 261/128*z^3 - 15/8*z + 1
*
-5/4 | 0.12793835462806389267063742765098170052 | 0.016459851393058067262377663315531400976
f(z) = 264/125*z^3 - 19/6*z + 1
*
[ 5/11 ] 
f(z) = 264/125*z^3 - 18/11*z + 1
*
[ 5/6 ] 
f(z) = 264/125*z^3 - 5/3*z + 1
*
[ -5/4 ] 
f(z) = 264/125*z^3 - 3/2*z + 1
*
[ -5/3 ] 
f(z) = 267/125*z^3 - 13/3*z + 1
*
[ -5/2 ] 
f(z) = 268/125*z^3 - 12*z + 1
*
[ -3/2 ] 
f(z) = 268/135*z^3 - 14/5*z + 1
*
[ 5/4 ] 
f(z) = 272/125*z^3 - 16/5*z + 1
*
[ 5/12 ] 
f(z) = 272/125*z^3 - 16/9*z + 1
*
[ 5/2 ] 
f(z) = 272/125*z^3 - 13*z + 1
*
[ -5/4 ] 
f(z) = 272/125*z^3 - 8/5*z + 1
*
[ 5/3 ] 
f(z) = 273/125*z^3 - 17/3*z + 1
*
[ -5/4 ] 
f(z) = 274/125*z^3 - 13/8*z + 1
*
[ 4/5 ] 
f(z) = 275/128*z^3 - 13/8*z + 1
*
[ 5/4 ] 
f(z) = 276/125*z^3 - 13/4*z + 1
*
[ 5/6 ] 
f(z) = 279/125*z^3 - 7/4*z + 1
*
[ -4/3 ] 
f(z) = 279/128*z^3 - 17/8*z + 1
*
[ -1 ]
f(z) = 262/121*z^3 - 20/121*z + 1
*
-2 | 0.10120576324027742293885324269456944022 | 0.014407234126790499218290931782188341117
f(z) = 263/144*z^3 - 281/36*z + 1
*
-2 | 0.10137075651469543541620808542326281817 | 0.014416167032364098285352364635807850951
f(z) = 265/144*z^3 - 283/36*z + 1
*
-2 | 0.10169581603179207030423066405566471349 | 0.014433585130346540654739633301440312302
f(z) = 269/144*z^3 - 287/36*z + 1
*
-2 | 0.10185595578744531227008103251584377140 | 0.014442079174325513338043094762475762442
f(z) = 271/144*z^3 - 289/36*z + 1
*
-2 | 0.10217162902329089027368971764313798375 | 0.014458657976478260179600020161111512972
f(z) = 275/144*z^3 - 293/36*z + 1
*
-2 | 0.10232722826442030556720799066712151250 | 0.014466750506040372059531513989005271766
f(z) = 277/144*z^3 - 295/36*z + 1
*
[ 12/11 ] 
f(z) = 275/144*z^3 - 289/132*z + 1
*
[ 2/5 ] 
f(z) = 275/158*z^3 - 281/158*z + 1
*
[ 7/15 ] 
f(z) = 275/147*z^3 - 293/189*z + 1
*
[ 2/3 ] 
f(z) = 267/140*z^3 - 283/210*z + 1
*
[ 2/3 ] 
f(z) = 267/148*z^3 - 289/222*z + 1
*
[ 2/3 ] 
f(z) = 273/148*z^3 - 293/222*z + 1
*
[ 2/5 ] 
f(z) = 275/146*z^3 - 263/146*z + 1
*
[ 3/4 ] 
f(z) = 260/153*z^3 - 263/204*z + 1
*
[ 3/4 ] 
f(z) = 268/153*z^3 - 269/204*z + 1
*
[ 38/55 ] 
f(z) = 275/152*z^3 - 274/209*z + 1
*
[ 2 ] 
f(z) = 263/144*z^3 - 245/36*z + 1
*
[ 2 ] 
f(z) = 265/144*z^3 - 247/36*z + 1
*
[ 2 ] 
f(z) = 269/144*z^3 - 251/36*z + 1
*
[ 2 ] 
f(z) = 271/144*z^3 - 253/36*z + 1
*
[ 2 ] 
f(z) = 275/144*z^3 - 257/36*z + 1
*
[ 2 ] 
f(z) = 277/144*z^3 - 259/36*z + 1
*
7/10 | 0.21658122802732998132158727691160780391 | 0.029146785847077582351876804155820976444
f(z) = 260/147*z^3 - 241/105*z + 1
*
[ -3/2 ] 
f(z) = 274/153*z^3 - 241/102*z + 1
*
[ 6/5 ] 
f(z) = 275/153*z^3 - 247/102*z + 1
*
[ -3/2 ] 
f(z) = 278/153*z^3 - 247/102*z + 1
*
[ 2/5 ] 
f(z) = 275/142*z^3 - 257/142*z + 1
*
[ -4/3 ] 
f(z) = 279/140*z^3 - 251/140*z + 1
*
[ 4/5 ] 
f(z) = 265/144*z^3 - 257/180*z + 1
*
[ 7/12 ] 
f(z) = 272/147*z^3 - 254/189*z + 1
*
[ -2 ] 
f(z) = 275/144*z^3 - 221/36*z + 1
*
[ -2 ] 
f(z) = 277/144*z^3 - 223/36*z + 1
*
[ -8/5 ] 
f(z) = 275/144*z^3 - 235/72*z + 1
*
[ 4/3 ] 
f(z) = 279/152*z^3 - 229/76*z + 1
*
[ -3/2 ] 
f(z) = 262/153*z^3 - 223/102*z + 1
*
[ -3/2 ] 
f(z) = 266/153*z^3 - 229/102*z + 1
*
[ 1/2 ] 
f(z) = 260/157*z^3 - 222/157*z + 1
*
[ 1/2 ] 
f(z) = 260/159*z^3 - 224/159*z + 1
*
[ 1/2 ] 
f(z) = 264/155*z^3 - 221/155*z + 1
*
[ 1/2 ] 
f(z) = 264/157*z^3 - 223/157*z + 1
*
[ 1/2 ] 
f(z) = 268/155*z^3 - 222/155*z + 1
*
[ 1/2 ] 
f(z) = 268/157*z^3 - 224/157*z + 1
*
[ 1/2 ] 
f(z) = 268/159*z^3 - 226/159*z + 1
*
[ 1/2 ] 
f(z) = 272/155*z^3 - 223/155*z + 1
*
[ 1/2 ] 
f(z) = 272/157*z^3 - 225/157*z + 1
*
[ 1/2 ] 
f(z) = 272/159*z^3 - 227/159*z + 1
*
[ 1/2 ] 
f(z) = 276/155*z^3 - 224/155*z + 1
*
[ 1/2 ] 
f(z) = 276/157*z^3 - 226/157*z + 1
*
[ -4/3 ] 
f(z) = 279/148*z^3 - 237/148*z + 1
*
[ 2/3 ] 
f(z) = 271/152*z^3 - 221/171*z + 1
*
[ 2/3 ] 
f(z) = 275/152*z^3 - 223/171*z + 1
*
[ 2/3 ] 
f(z) = 277/152*z^3 - 224/171*z + 1
*
[ -2 ] 
f(z) = 263/144*z^3 - 209/36*z + 1
*
[ -2 ] 
f(z) = 265/144*z^3 - 211/36*z + 1
*
[ -2 ] 
f(z) = 269/144*z^3 - 215/36*z + 1
*
[ -2 ] 
f(z) = 271/144*z^3 - 217/36*z + 1
*
[ 4/3 ] 
f(z) = 261/152*z^3 - 213/76*z + 1
*
-6/5 | 0.17567237336726250338249759942486791435 | 0.029060747549611827091267403467673881408
f(z) = 275/156*z^3 - 211/78*z + 1
*
[ 1/2 ] 
f(z) = 260/141*z^3 - 206/141*z + 1
*
[ 1/2 ] 
f(z) = 260/147*z^3 - 212/147*z + 1
*
[ 1/2 ] 
f(z) = 260/149*z^3 - 214/149*z + 1
*
[ 1/2 ] 
f(z) = 260/151*z^3 - 216/151*z + 1
*
[ 1/2 ] 
f(z) = 260/153*z^3 - 218/153*z + 1
*
[ -4/3 ] 
f(z) = 261/140*z^3 - 219/140*z + 1
*
[ -4/3 ] 
f(z) = 261/148*z^3 - 205/148*z + 1
*
[ 1/2 ] 
f(z) = 264/145*z^3 - 211/145*z + 1
*
[ 1/2 ] 
f(z) = 264/149*z^3 - 215/149*z + 1
*
[ 1/2 ] 
f(z) = 264/151*z^3 - 217/151*z + 1
*
[ 1/2 ] 
f(z) = 268/141*z^3 - 208/141*z + 1
*
[ 1/2 ] 
f(z) = 268/143*z^3 - 210/143*z + 1
*
[ 1/2 ] 
f(z) = 268/145*z^3 - 212/145*z + 1
*
[ 1/2 ] 
f(z) = 268/147*z^3 - 214/147*z + 1
*
[ 1/2 ] 
f(z) = 268/149*z^3 - 216/149*z + 1
*
[ 1/2 ] 
f(z) = 268/151*z^3 - 218/151*z + 1
*
[ 1/2 ] 
f(z) = 268/153*z^3 - 220/153*z + 1
*
[ 1/2 ] 
f(z) = 272/141*z^3 - 209/141*z + 1
*
[ 1/2 ] 
f(z) = 272/143*z^3 - 211/143*z + 1
*
[ 1/2 ] 
f(z) = 272/145*z^3 - 213/145*z + 1
*
[ 1/2 ] 
f(z) = 272/147*z^3 - 215/147*z + 1
*
[ 3/4 ] 
f(z) = 272/147*z^3 - 202/147*z + 1
*
[ 1/2 ] 
f(z) = 272/149*z^3 - 217/149*z + 1
*
[ 1/2 ] 
f(z) = 272/151*z^3 - 219/151*z + 1
*
[ 3/4 ] 
f(z) = 272/159*z^3 - 206/159*z + 1
*
[ 4/5 ] 
f(z) = 275/148*z^3 - 213/148*z + 1
*
[ 4/5 ] 
f(z) = 275/156*z^3 - 215/156*z + 1
*
[ 3/5 ] 
f(z) = 275/156*z^3 - 203/156*z + 1
*
[ 3/5 ] 
f(z) = 275/159*z^3 - 205/159*z + 1
*
[ 1/2 ] 
f(z) = 276/143*z^3 - 212/143*z + 1
*
[ 1/2 ] 
f(z) = 276/145*z^3 - 214/145*z + 1
*
[ 1/2 ] 
f(z) = 276/149*z^3 - 218/149*z + 1
*
[ 1/2 ] 
f(z) = 276/151*z^3 - 220/151*z + 1
*
[ 2/3 ] 
f(z) = 279/154*z^3 - 201/154*z + 1
*
[ 2/3 ] 
f(z) = 279/158*z^3 - 203/158*z + 1
*
[ 2/3 ] 
f(z) = 263/152*z^3 - 217/171*z + 1
*
[ 2/3 ] 
f(z) = 265/152*z^3 - 218/171*z + 1
*
[ 2/3 ] 
f(z) = 269/152*z^3 - 220/171*z + 1
*
[ 3/2 ] 
f(z) = 268/153*z^3 - 184/51*z + 1
*
[ 6/5 ] 
f(z) = 275/156*z^3 - 185/78*z + 1
*
[ -7/5 ] 
f(z) = 260/147*z^3 - 184/105*z + 1
*
[ -7/5 ] 
f(z) = 265/147*z^3 - 191/105*z + 1
*
[ 6/11 ] 
f(z) = 275/144*z^3 - 185/132*z + 1
*
[ 2/3 ] 
f(z) = 261/142*z^3 - 187/142*z + 1
*
[ 2/3 ] 
f(z) = 261/146*z^3 - 189/146*z + 1
*
[ 2/3 ] 
f(z) = 261/154*z^3 - 193/154*z + 1
*
[ 2/3 ] 
f(z) = 261/158*z^3 - 195/158*z + 1
*
[ 3/4 ] 
f(z) = 272/141*z^3 - 200/141*z + 1
*
[ 3/5 ] 
f(z) = 275/141*z^3 - 193/141*z + 1
*
[ 3/5 ] 
f(z) = 275/147*z^3 - 197/147*z + 1
*
[ 2/3 ] 
f(z) = 279/142*z^3 - 195/142*z + 1
*
[ 2/3 ] 
f(z) = 279/146*z^3 - 197/146*z + 1
*
[ 3/2 ] 
f(z) = 260/153*z^3 - 178/51*z + 1
*
-6/5 | 0.13238235928807594685305339013652493642 | 0.017384864477504460810486925433675635469
f(z) = 265/144*z^3 - 169/60*z + 1
*
[ 2/5 ] 
f(z) = 265/152*z^3 - 169/95*z + 1
*
-2 | 0.11457946136076583954448664238003829575 | 0.016302814093820668933522536560813709038
f(z) = 263/152*z^3 - 141/19*z + 1
*
-2 | 0.11474776779249891759941263865523925937 | 0.016310360602895032370160682315998590717
f(z) = 265/152*z^3 - 142/19*z + 1
*
-2 | 0.11491431302389340816298313629575882032 | 0.016317756793493262749221397505549586281
f(z) = 267/152*z^3 - 143/19*z + 1
*
-2 | 0.11507913943814284961142009094738962443 | 0.016325007682321399563130440148100692201
f(z) = 269/152*z^3 - 144/19*z + 1
*
-2 | 0.11524228772224152368393883085380649398 | 0.016332118050116399336366624357601177110
f(z) = 271/152*z^3 - 145/19*z + 1
*
-2 | 0.11540379696295943780232627465793008106 | 0.016339092456025356656334540910938145012
f(z) = 273/152*z^3 - 146/19*z + 1
*
-2 | 0.11556370473585171092064677606839596844 | 0.016345935250907754060020980509899776172
f(z) = 275/152*z^3 - 147/19*z + 1
*
-2 | 0.11572204718791323077019923166902728337 | 0.016352650589656328317653655941260826122
f(z) = 277/152*z^3 - 148/19*z + 1
*
-2 | 0.11587885911442711835235621229759223559 | 0.016359242442622352246924090509279791648
f(z) = 279/152*z^3 - 149/19*z + 1
*
[ 6/5 ] 
f(z) = 265/144*z^3 - 149/60*z + 1
*
-2 | 0.11440934954567929733960158831968448490 | 0.016295111998032178063963269914383845906
f(z) = 261/152*z^3 - 140/19*z + 1
*
[ 2 ] 
f(z) = 261/152*z^3 - 121/19*z + 1
*
[ 2 ] 
f(z) = 263/152*z^3 - 122/19*z + 1
*
[ 2 ] 
f(z) = 265/152*z^3 - 123/19*z + 1
*
[ 2 ] 
f(z) = 267/152*z^3 - 124/19*z + 1
*
[ 2 ] 
f(z) = 269/152*z^3 - 125/19*z + 1
*
[ 2 ] 
f(z) = 271/152*z^3 - 126/19*z + 1
*
[ 2 ] 
f(z) = 273/152*z^3 - 127/19*z + 1
*
-12/5 | 0.21167454943223195815418925088300315275 | 0.028529948971691895930031625743017067285
f(z) = 275/144*z^3 - 139/12*z + 1
*
[ 12/5 ] 
f(z) = 275/144*z^3 - 125/12*z + 1
*
[ 2 ] 
f(z) = 275/152*z^3 - 128/19*z + 1
*
[ 2 ] 
f(z) = 277/152*z^3 - 129/19*z + 1
*
[ 2 ] 
f(z) = 279/152*z^3 - 130/19*z + 1
*
4/5 | 0.14469989472541160982409410723551883378 | 0.023283832614022601551586639029965292269
f(z) = 275/144*z^3 - 125/36*z + 1
*
[ 6/5 ] 
f(z) = 275/152*z^3 - 139/57*z + 1
*
[ 2/5 ] 
f(z) = 275/148*z^3 - 133/74*z + 1
*
[ 2/5 ] 
f(z) = 275/156*z^3 - 139/78*z + 1
*
[ 7/8 ] 
f(z) = 272/147*z^3 - 131/84*z + 1
*
[ 7/10 ] 
f(z) = 260/147*z^3 - 136/105*z + 1
*
[ -2 ] 
f(z) = 261/152*z^3 - 102/19*z + 1
*
[ -2 ] 
f(z) = 263/152*z^3 - 103/19*z + 1
*
[ -2 ] 
f(z) = 265/152*z^3 - 104/19*z + 1
*
[ -2 ] 
f(z) = 267/152*z^3 - 105/19*z + 1
*
[ -2 ] 
f(z) = 269/152*z^3 - 106/19*z + 1
*
[ -2 ] 
f(z) = 271/152*z^3 - 107/19*z + 1
*
[ -2 ] 
f(z) = 273/152*z^3 - 108/19*z + 1
*
[ -12/5 ] 
f(z) = 275/144*z^3 - 115/12*z + 1
*
[ -2 ] 
f(z) = 275/152*z^3 - 109/19*z + 1
*
[ -2 ] 
f(z) = 277/152*z^3 - 110/19*z + 1
*
[ -2 ] 
f(z) = 279/152*z^3 - 111/19*z + 1
*
[ 7/4 ] 
f(z) = 272/147*z^3 - 110/21*z + 1
*
[ -3/2 ] 
f(z) = 260/153*z^3 - 110/51*z + 1
*
[ -3/2 ] 
f(z) = 268/153*z^3 - 116/51*z + 1
*
3/5 | 0.14774014987275090309640621600836124748 | 0.025358761954980368406287350701246698976
f(z) = 275/144*z^3 - 113/48*z + 1
*
[ 4/5 ] 
f(z) = 275/152*z^3 - 107/76*z + 1
*
[ -4/3 ] 
f(z) = 279/152*z^3 - 115/76*z + 1
*
[ 7/10 ] 
f(z) = 275/147*z^3 - 113/84*z + 1
*
[ -7/4 ] 
f(z) = 272/147*z^3 - 86/21*z + 1
*
4/5 | 0.16307559215476127199970364648294463629 | 0.027757874879847428801301195674111542619
f(z) = 275/144*z^3 - 89/36*z + 1
*
[ 2/3 ] 
f(z) = 261/140*z^3 - 93/70*z + 1
*
[ 2/3 ] 
f(z) = 261/148*z^3 - 95/74*z + 1
*
[ -4/3 ] 
f(z) = 261/152*z^3 - 99/76*z + 1
*
[ 2/3 ] 
f(z) = 279/140*z^3 - 97/70*z + 1
*
[ 2/3 ] 
f(z) = 279/148*z^3 - 99/74*z + 1
*
[ 2/5 ] 
f(z) = 275/144*z^3 - 65/36*z + 1
*
[ 7/5 ] 
f(z) = 275/147*z^3 - 71/21*z + 1
*
[ 2/3 ] 
f(z) = 267/152*z^3 - 73/57*z + 1
*
[ 2/3 ] 
f(z) = 273/152*z^3 - 74/57*z + 1
*
[ 3/5 ] 
f(z) = 275/144*z^3 - 65/48*z + 1
*
[ 3/5 ] 
f(z) = 275/153*z^3 - 67/51*z + 1
*
[ 4/5 ] 
f(z) = 275/144*z^3 - 53/36*z + 1
*
[ -7/5 ] 
f(z) = 275/147*z^3 - 41/21*z + 1
*
[ 2/3 ] 
f(z) = 261/152*z^3 - 24/19*z + 1
*
-6/5 | 0.14975398500216914184144272640597662031 | 0.024792660601310743457306575196350235622
f(z) = 275/144*z^3 - 35/12*z + 1
*
[ 6/5 ] 
f(z) = 275/144*z^3 - 31/12*z + 1
*
[ 2/5 ] 
f(z) = 275/152*z^3 - 34/19*z + 1
*
[ 2/3 ] 
f(z) = 279/152*z^3 - 25/19*z + 1
*
[ -1 ]
f(z) = 279/140*z^3 + 1/140*z + 1
*
[ -1 ]
f(z) = 262/141*z^3 + 20/141*z + 1
*
[ -5/2 ] 
f(z) = 264/175*z^3 - 281/35*z + 1
*
[ -5/2 ] 
f(z) = 268/175*z^3 - 286/35*z + 1
*
[ -5/2 ] 
f(z) = 272/175*z^3 - 291/35*z + 1
*
[ -5/2 ] 
f(z) = 276/175*z^3 - 296/35*z + 1
*
-2 | 0.11420149930863320146291724595821327794 | 0.016257253396367664480936325211869477523
f(z) = 261/160*z^3 - 281/40*z + 1
*
-2 | 0.11373235720415993750795613959099560654 | 0.016174138526844099584779702968891178303
f(z) = 261/176*z^3 - 283/44*z + 1
*
-2 | 0.11437551732565884936361347237059434971 | 0.016265603798080777975638524205875689493
f(z) = 263/160*z^3 - 283/40*z + 1
*
-2 | 0.11391606488875421664957442923226265103 | 0.016184055699244018721564488620975524492
f(z) = 263/176*z^3 - 285/44*z + 1
*
-2 | 0.11409746454583837868995982749715415687 | 0.016193738660440287515166840864582529417
f(z) = 265/176*z^3 - 287/44*z + 1
*
-2 | 0.11471778402013809725334799658401183066 | 0.016281779981014555635333176593241683809
f(z) = 267/160*z^3 - 287/40*z + 1
*
-2 | 0.11427662733024409454916084917667529941 | 0.016203196827511407055524550185849955645
f(z) = 267/176*z^3 - 289/44*z + 1
*
-2 | 0.11488613224790108343043389343381739464 | 0.016289618070234927575408656276146449051
f(z) = 269/160*z^3 - 289/40*z + 1
*
-2 | 0.11445362070075013477969663034446392710 | 0.016212439076314531450238542866514169620
f(z) = 269/176*z^3 - 291/44*z + 1
*
-2 | 0.11505268650812238228936320431098296034 | 0.016297297186047202270161266189944486395
f(z) = 271/160*z^3 - 291/40*z + 1
*
-2 | 0.11462850868833193495062940412297363832 | 0.016221473782125422651575588938177563492
f(z) = 271/176*z^3 - 293/44*z + 1
*
-2 | 0.11521749139061608107073364422220309948 | 0.016304822746292834704014543942246900141
f(z) = 273/160*z^3 - 293/40*z + 1
*
-2 | 0.11480135213978872466963529153552847141 | 0.016230308856512601465967618096056264925
f(z) = 273/176*z^3 - 295/44*z + 1
*
-2 | 0.11554202222904404917657605927485449814 | 0.016319433582671948002054003578581080682
f(z) = 277/160*z^3 - 297/40*z + 1
*
-2 | 0.11514113421133510422946763019866644459 | 0.016247409636897622834668344899942812252
f(z) = 277/176*z^3 - 299/44*z + 1
*
-2 | 0.11570182852980748539847499977427820959 | 0.016326528453432653028914843830924314295
f(z) = 279/160*z^3 - 299/40*z + 1
*
9/10 | 0.094462346138617905034615095719148893192 | 0.011960789480616951178576082299368679714
f(z) = 275/162*z^3 - 299/72*z + 1
*
2/5 | 0.15247398511409314272054046336641862494 | 0.019684557055546793542572799576732168187
f(z) = 265/168*z^3 - 289/105*z + 1
*
[ -5/3 ] 
f(z) = 276/175*z^3 - 292/105*z + 1
*
[ 13/11 ] 
f(z) = 264/169*z^3 - 290/143*z + 1
*
[ 13/12 ] 
f(z) = 276/169*z^3 - 287/156*z + 1
*
[ -3/2 ] 
f(z) = 260/177*z^3 - 290/177*z + 1
*
[ 2/5 ] 
f(z) = 275/162*z^3 - 287/162*z + 1
*
[ 2/5 ] 
f(z) = 275/166*z^3 - 293/166*z + 1
*
[ 4/9 ] 
f(z) = 261/160*z^3 - 283/180*z + 1
*
[ 14/15 ] 
f(z) = 275/168*z^3 - 283/189*z + 1
*
[ 4/9 ] 
f(z) = 279/160*z^3 - 287/180*z + 1
*
[ 42/55 ] 
f(z) = 275/168*z^3 - 292/231*z + 1
*
[ 13/19 ] 
f(z) = 266/169*z^3 - 296/247*z + 1
*
[ 3 ] 
f(z) = 275/162*z^3 - 263/18*z + 1
*
[ 3 ] 
f(z) = 277/162*z^3 - 265/18*z + 1
*
[ 13/6 ] 
f(z) = 264/169*z^3 - 265/39*z + 1
*
[ 13/6 ] 
f(z) = 276/169*z^3 - 278/39*z + 1
*
[ -13/8 ] 
f(z) = 264/169*z^3 - 261/104*z + 1
*
[ -5/3 ] 
f(z) = 264/175*z^3 - 272/105*z + 1
*
[ -5/3 ] 
f(z) = 267/175*z^3 - 277/105*z + 1
*
2/3 | 0.19364479051499827962831987439433050260 | 0.027738809808653495828780626338697859880
f(z) = 267/160*z^3 - 269/120*z + 1
*
[ -7/5 ] 
f(z) = 275/161*z^3 - 263/161*z + 1
*
[ 13/14 ] 
f(z) = 266/169*z^3 - 261/182*z + 1
*
[ 9/11 ] 
f(z) = 275/162*z^3 - 269/198*z + 1
*
[ 6/11 ] 
f(z) = 275/162*z^3 - 265/198*z + 1
*
[ 13/16 ] 
f(z) = 272/169*z^3 - 269/208*z + 1
*
[ 3/4 ] 
f(z) = 260/171*z^3 - 271/228*z + 1
*
[ 4/5 ] 
f(z) = 265/176*z^3 - 267/220*z + 1
*
[ 3/4 ] 
f(z) = 268/171*z^3 - 277/228*z + 1
*
[ 13/17 ] 
f(z) = 272/169*z^3 - 276/221*z + 1
*
[ 3 ] 
f(z) = 263/162*z^3 - 251/18*z + 1
*
[ 3 ] 
f(z) = 265/162*z^3 - 253/18*z + 1
*
[ -3 ] 
f(z) = 265/162*z^3 - 241/18*z + 1
*
[ 3 ] 
f(z) = 269/162*z^3 - 257/18*z + 1
*
[ -3 ] 
f(z) = 269/162*z^3 - 245/18*z + 1
*
[ 3 ] 
f(z) = 271/162*z^3 - 259/18*z + 1
*
[ -3 ] 
f(z) = 271/162*z^3 - 247/18*z + 1
*
[ -3 ] 
f(z) = 275/162*z^3 - 251/18*z + 1
*
[ -3 ] 
f(z) = 277/162*z^3 - 253/18*z + 1
*
[ 14/5 ] 
f(z) = 275/168*z^3 - 256/21*z + 1
*
[ -14/5 ] 
f(z) = 275/168*z^3 - 241/21*z + 1
*
[ -13/6 ] 
f(z) = 276/169*z^3 - 242/39*z + 1
*
[ 2 ] 
f(z) = 261/160*z^3 - 241/40*z + 1
*
[ 2 ] 
f(z) = 263/160*z^3 - 243/40*z + 1
*
[ 2 ] 
f(z) = 263/176*z^3 - 241/44*z + 1
*
[ 2 ] 
f(z) = 265/176*z^3 - 243/44*z + 1
*
[ 2 ] 
f(z) = 267/160*z^3 - 247/40*z + 1
*
[ 2 ] 
f(z) = 267/176*z^3 - 245/44*z + 1
*
[ 2 ] 
f(z) = 269/160*z^3 - 249/40*z + 1
*
[ 2 ] 
f(z) = 269/176*z^3 - 247/44*z + 1
*
[ 2 ] 
f(z) = 271/160*z^3 - 251/40*z + 1
*
[ 2 ] 
f(z) = 271/176*z^3 - 249/44*z + 1
*
[ 2 ] 
f(z) = 273/160*z^3 - 253/40*z + 1
*
[ 2 ] 
f(z) = 273/176*z^3 - 251/44*z + 1
*
[ 2 ] 
f(z) = 277/160*z^3 - 257/40*z + 1
*
[ 2 ] 
f(z) = 277/176*z^3 - 255/44*z + 1
*
[ 2 ] 
f(z) = 279/160*z^3 - 259/40*z + 1
*
[ 2 ] 
f(z) = 279/176*z^3 - 257/44*z + 1
*
[ 3/2 ] 
f(z) = 265/162*z^3 - 241/72*z + 1
*
[ 3/2 ] 
f(z) = 269/162*z^3 - 245/72*z + 1
*
[ 3/2 ] 
f(z) = 271/162*z^3 - 247/72*z + 1
*
[ 3/2 ] 
f(z) = 275/162*z^3 - 251/72*z + 1
*
[ 3/2 ] 
f(z) = 277/162*z^3 - 253/72*z + 1
*
-6/5 | 0.15834687136449262730044821891060352469 | 0.020767840550712374530535298832187475221
f(z) = 265/168*z^3 - 256/105*z + 1
*
[ 6/5 ] 
f(z) = 275/171*z^3 - 245/114*z + 1
*
[ 1/2 ] 
f(z) = 260/177*z^3 - 242/177*z + 1
*
[ 1/2 ] 
f(z) = 260/179*z^3 - 244/179*z + 1
*
[ 1/2 ] 
f(z) = 264/175*z^3 - 241/175*z + 1
*
[ 1/2 ] 
f(z) = 264/179*z^3 - 245/179*z + 1
*
[ 1/2 ] 
f(z) = 268/175*z^3 - 242/175*z + 1
*
[ 1/2 ] 
f(z) = 268/177*z^3 - 244/177*z + 1
*
[ 1/2 ] 
f(z) = 268/179*z^3 - 246/179*z + 1
*
[ 1/2 ] 
f(z) = 272/173*z^3 - 241/173*z + 1
*
[ 1/2 ] 
f(z) = 272/175*z^3 - 243/175*z + 1
*
[ 1/2 ] 
f(z) = 272/177*z^3 - 245/177*z + 1
*
[ 1/2 ] 
f(z) = 272/179*z^3 - 247/179*z + 1
*
[ -7/5 ] 
f(z) = 275/168*z^3 - 251/168*z + 1
*
[ 1/2 ] 
f(z) = 276/173*z^3 - 242/173*z + 1
*
[ 1/2 ] 
f(z) = 276/175*z^3 - 244/175*z + 1
*
[ 1/2 ] 
f(z) = 276/179*z^3 - 248/179*z + 1
*
[ 13/20 ] 
f(z) = 275/169*z^3 - 255/208*z + 1
*
[ -3 ] 
f(z) = 263/162*z^3 - 239/18*z + 1
*
[ -13/6 ] 
f(z) = 264/169*z^3 - 229/39*z + 1
*
[ 2 ] 
f(z) = 261/176*z^3 - 239/44*z + 1
*
[ 3/2 ] 
f(z) = 263/162*z^3 - 239/72*z + 1
*
[ 6/5 ] 
f(z) = 265/168*z^3 - 221/105*z + 1
*
[ -3/2 ] 
f(z) = 274/171*z^3 - 221/114*z + 1
*
[ -3/2 ] 
f(z) = 278/171*z^3 - 227/114*z + 1
*
[ 1/2 ] 
f(z) = 260/161*z^3 - 226/161*z + 1
*
[ 1/2 ] 
f(z) = 260/163*z^3 - 228/163*z + 1
*
[ 1/2 ] 
f(z) = 260/167*z^3 - 232/167*z + 1
*
[ 1/2 ] 
f(z) = 260/171*z^3 - 236/171*z + 1
*
[ 1/2 ] 
f(z) = 260/173*z^3 - 238/173*z + 1
*
[ 1/2 ] 
f(z) = 264/161*z^3 - 227/161*z + 1
*
[ 1/2 ] 
f(z) = 264/163*z^3 - 229/163*z + 1
*
[ 1/2 ] 
f(z) = 264/167*z^3 - 233/167*z + 1
*
[ 1/2 ] 
f(z) = 264/169*z^3 - 235/169*z + 1
*
[ 1/2 ] 
f(z) = 264/173*z^3 - 239/173*z + 1
*
[ 1/2 ] 
f(z) = 268/161*z^3 - 228/161*z + 1
*
[ 1/2 ] 
f(z) = 268/163*z^3 - 230/163*z + 1
*
[ 1/2 ] 
f(z) = 268/165*z^3 - 232/165*z + 1
*
[ 1/2 ] 
f(z) = 268/167*z^3 - 234/167*z + 1
*
[ 1/2 ] 
f(z) = 268/169*z^3 - 236/169*z + 1
*
[ 1/2 ] 
f(z) = 268/171*z^3 - 238/171*z + 1
*
[ 1/2 ] 
f(z) = 268/173*z^3 - 240/173*z + 1
*
[ 1/2 ] 
f(z) = 272/161*z^3 - 229/161*z + 1
*
[ 1/2 ] 
f(z) = 272/163*z^3 - 231/163*z + 1
*
[ 1/2 ] 
f(z) = 272/165*z^3 - 233/165*z + 1
*
[ 1/2 ] 
f(z) = 272/167*z^3 - 235/167*z + 1
*
[ 1/2 ] 
f(z) = 272/169*z^3 - 237/169*z + 1
*
[ 1/2 ] 
f(z) = 272/171*z^3 - 239/171*z + 1
*
[ 1/2 ] 
f(z) = 276/163*z^3 - 232/163*z + 1
*
[ 1/2 ] 
f(z) = 276/167*z^3 - 236/167*z + 1
*
[ 1/2 ] 
f(z) = 276/169*z^3 - 238/169*z + 1
*
[ 2/3 ] 
f(z) = 263/168*z^3 - 226/189*z + 1
*
[ 2/3 ] 
f(z) = 265/168*z^3 - 227/189*z + 1
*
[ 2/3 ] 
f(z) = 269/168*z^3 - 229/189*z + 1
*
[ -4/3 ] 
f(z) = 271/160*z^3 - 227/180*z + 1
*
[ 2/3 ] 
f(z) = 271/168*z^3 - 230/189*z + 1
*
[ 2/3 ] 
f(z) = 275/168*z^3 - 232/189*z + 1
*
[ -4/3 ] 
f(z) = 277/160*z^3 - 239/180*z + 1
*
[ 2/3 ] 
f(z) = 277/168*z^3 - 233/189*z + 1
*
[ 13/4 ] 
f(z) = 272/169*z^3 - 212/13*z + 1
*
[ -13/4 ] 
f(z) = 272/169*z^3 - 204/13*z + 1
*
[ -2 ] 
f(z) = 261/160*z^3 - 201/40*z + 1
*
[ -2 ] 
f(z) = 263/160*z^3 - 203/40*z + 1
*
[ -2 ] 
f(z) = 267/160*z^3 - 207/40*z + 1
*
[ -2 ] 
f(z) = 267/176*z^3 - 201/44*z + 1
*
[ -2 ] 
f(z) = 269/160*z^3 - 209/40*z + 1
*
[ -2 ] 
f(z) = 269/176*z^3 - 203/44*z + 1
*
[ -2 ] 
f(z) = 271/160*z^3 - 211/40*z + 1
*
[ -2 ] 
f(z) = 271/176*z^3 - 205/44*z + 1
*
[ 13/8 ] 
f(z) = 272/169*z^3 - 201/52*z + 1
*
[ -2 ] 
f(z) = 273/160*z^3 - 213/40*z + 1
*
[ -2 ] 
f(z) = 273/176*z^3 - 207/44*z + 1
*
[ -2 ] 
f(z) = 277/160*z^3 - 217/40*z + 1
*
[ -2 ] 
f(z) = 277/176*z^3 - 211/44*z + 1
*
[ -2 ] 
f(z) = 279/160*z^3 - 219/40*z + 1
*
[ -2 ] 
f(z) = 279/176*z^3 - 213/44*z + 1
*
[ -3/2 ] 
f(z) = 262/171*z^3 - 203/114*z + 1
*
[ 13/12 ] 
f(z) = 272/169*z^3 - 212/117*z + 1
*
[ -13/9 ] 
f(z) = 279/169*z^3 - 205/117*z + 1
*
[ 13/30 ] 
f(z) = 270/169*z^3 - 209/130*z + 1
*
[ 2/3 ] 
f(z) = 261/170*z^3 - 201/170*z + 1
*
[ 2/3 ] 
f(z) = 261/178*z^3 - 205/178*z + 1
*
[ 3/4 ] 
f(z) = 272/165*z^3 - 208/165*z + 1
*
[ 3/4 ] 
f(z) = 272/177*z^3 - 212/177*z + 1
*
[ 4/5 ] 
f(z) = 275/164*z^3 - 217/164*z + 1
*
[ 3/5 ] 
f(z) = 275/168*z^3 - 211/168*z + 1
*
[ 4/5 ] 
f(z) = 275/172*z^3 - 219/172*z + 1
*
[ 3/5 ] 
f(z) = 275/174*z^3 - 215/174*z + 1
*
[ 3/5 ] 
f(z) = 275/177*z^3 - 217/177*z + 1
*
[ -4/3 ] 
f(z) = 279/164*z^3 - 209/164*z + 1
*
[ 2/3 ] 
f(z) = 279/166*z^3 - 207/166*z + 1
*
[ 2/3 ] 
f(z) = 279/170*z^3 - 209/170*z + 1
*
[ 2/3 ] 
f(z) = 279/178*z^3 - 213/178*z + 1
*
[ 13/6 ] 
f(z) = 270/169*z^3 - 181/26*z + 1
*
[ -2 ] 
f(z) = 261/176*z^3 - 195/44*z + 1
*
[ -2 ] 
f(z) = 263/176*z^3 - 197/44*z + 1
*
[ -2 ] 
f(z) = 265/176*z^3 - 199/44*z + 1
*
[ 3/2 ] 
f(z) = 268/171*z^3 - 182/57*z + 1
*
[ 3/2 ] 
f(z) = 272/171*z^3 - 185/57*z + 1
*
-4/3 | 0.21888670954651597356128512207726104975 | 0.029812419278002250122457594976657757905
f(z) = 267/160*z^3 - 193/60*z + 1
*
-4/3 | 0.21939285821939087182009031386319365505 | 0.029798102470165657796315751503108123207
f(z) = 273/160*z^3 - 197/60*z + 1
*
[ 6/5 ] 
f(z) = 265/162*z^3 - 197/90*z + 1
*
[ 2/5 ] 
f(z) = 265/168*z^3 - 184/105*z + 1
*
[ 13/12 ] 
f(z) = 270/169*z^3 - 187/104*z + 1
*
[ 4/7 ] 
f(z) = 273/160*z^3 - 183/140*z + 1
*
[ 5/6 ] 
f(z) = 279/175*z^3 - 183/140*z + 1
*
[ 2/3 ] 
f(z) = 261/166*z^3 - 199/166*z + 1
*
[ 3/2 ] 
f(z) = 260/171*z^3 - 176/57*z + 1
*
[ 4/3 ] 
f(z) = 267/160*z^3 - 163/60*z + 1
*
[ 4/3 ] 
f(z) = 273/160*z^3 - 167/60*z + 1
*
[ 3/10 ] 
f(z) = 275/162*z^3 - 179/72*z + 1
*
[ -13/9 ] 
f(z) = 261/169*z^3 - 179/117*z + 1
*
[ 13/15 ] 
f(z) = 275/169*z^3 - 161/117*z + 1
*
[ 5/6 ] 
f(z) = 261/175*z^3 - 173/140*z + 1
*
[ 13/22 ] 
f(z) = 264/169*z^3 - 177/143*z + 1
*
[ 5/8 ] 
f(z) = 272/175*z^3 - 169/140*z + 1
*
-2 | 0.093811515617513517637995985149462891620 | 0.013334461121654929605503602672822242763
f(z) = 263/168*z^3 - 142/21*z + 1
*
-2 | 0.093987917250973531135746778451503042168 | 0.013346222371006727625530312511212940908
f(z) = 265/168*z^3 - 143/21*z + 1
*
-2 | 0.094334642576596339391258862097546858495 | 0.013369090020929523248218102871512617523
f(z) = 269/168*z^3 - 145/21*z + 1
*
[ -13/6 ] 
f(z) = 270/169*z^3 - 157/26*z + 1
*
-2 | 0.094505077161754468164238225627216083775 | 0.013380211344392136471818456250163249092
f(z) = 271/168*z^3 - 146/21*z + 1
*
-2 | 0.094840348565000030717661135658759324022 | 0.013401863513235917719344510245532689575
f(z) = 275/168*z^3 - 148/21*z + 1
*
-2 | 0.095004248254893239158310444965220776355 | 0.013412261236936701418975656644394577101
f(z) = 277/168*z^3 - 149/21*z + 1
*
[ 5/3 ] 
f(z) = 279/175*z^3 - 141/35*z + 1
*
[ -3/2 ] 
f(z) = 263/162*z^3 - 143/72*z + 1
*
[ 5/4 ] 
f(z) = 264/175*z^3 - 151/70*z + 1
*
[ -3/2 ] 
f(z) = 265/162*z^3 - 145/72*z + 1
*
[ -3/2 ] 
f(z) = 269/162*z^3 - 149/72*z + 1
*
[ -3/2 ] 
f(z) = 271/162*z^3 - 151/72*z + 1
*
[ -3/2 ] 
f(z) = 275/162*z^3 - 155/72*z + 1
*
[ -3/2 ] 
f(z) = 277/162*z^3 - 157/72*z + 1
*
[ 2/5 ] 
f(z) = 275/164*z^3 - 145/82*z + 1
*
[ 2/5 ] 
f(z) = 275/172*z^3 - 151/86*z + 1
*
[ 2/3 ] 
f(z) = 267/160*z^3 - 149/120*z + 1
*
[ 2/3 ] 
f(z) = 267/176*z^3 - 155/132*z + 1
*
[ 2/3 ] 
f(z) = 273/160*z^3 - 151/120*z + 1
*
[ 2/3 ] 
f(z) = 273/176*z^3 - 157/132*z + 1
*
[ 13/5 ] 
f(z) = 275/169*z^3 - 135/13*z + 1
*
[ -13/5 ] 
f(z) = 275/169*z^3 - 125/13*z + 1
*
[ 5/3 ] 
f(z) = 261/175*z^3 - 131/35*z + 1
*
[ 2 ] 
f(z) = 263/168*z^3 - 121/21*z + 1
*
[ 2 ] 
f(z) = 265/168*z^3 - 122/21*z + 1
*
[ 2 ] 
f(z) = 269/168*z^3 - 124/21*z + 1
*
[ 2 ] 
f(z) = 271/168*z^3 - 125/21*z + 1
*
[ 2 ] 
f(z) = 275/168*z^3 - 127/21*z + 1
*
[ 2 ] 
f(z) = 277/168*z^3 - 128/21*z + 1
*
2/3 | 0.13894266068771243240730440083590620064 | 0.022244682312438862447555607295784882936
f(z) = 261/160*z^3 - 129/40*z + 1
*
-4/3 | 0.16099466088933975423521905487176576024 | 0.025839842754352699561573731609542934375
f(z) = 261/176*z^3 - 127/44*z + 1
*
[ -13/8 ] 
f(z) = 272/169*z^3 - 137/52*z + 1
*
[ 13/10 ] 
f(z) = 275/169*z^3 - 131/52*z + 1
*
[ 13/12 ] 
f(z) = 264/169*z^3 - 137/78*z + 1
*
[ 5/6 ] 
f(z) = 264/175*z^3 - 131/105*z + 1
*
[ 5/6 ] 
f(z) = 276/175*z^3 - 136/105*z + 1
*
[ -2 ] 
f(z) = 265/168*z^3 - 101/21*z + 1
*
[ -2 ] 
f(z) = 269/168*z^3 - 103/21*z + 1
*
[ 13/9 ] 
f(z) = 270/169*z^3 - 118/39*z + 1
*
[ -2 ] 
f(z) = 271/168*z^3 - 104/21*z + 1
*
[ -2 ] 
f(z) = 275/168*z^3 - 106/21*z + 1
*
[ -2 ] 
f(z) = 277/168*z^3 - 107/21*z + 1
*
[ 4/3 ] 
f(z) = 261/176*z^3 - 105/44*z + 1
*
[ -3/2 ] 
f(z) = 268/171*z^3 - 106/57*z + 1
*
[ -3/2 ] 
f(z) = 272/171*z^3 - 109/57*z + 1
*
[ 4/3 ] 
f(z) = 279/176*z^3 - 113/44*z + 1
*
[ 9/10 ] 
f(z) = 275/162*z^3 - 107/72*z + 1
*
[ 2/3 ] 
f(z) = 261/172*z^3 - 101/86*z + 1
*
[ 3/5 ] 
f(z) = 265/162*z^3 - 113/90*z + 1
*
[ 4/5 ] 
f(z) = 275/168*z^3 - 109/84*z + 1
*
[ 2/3 ] 
f(z) = 279/164*z^3 - 103/82*z + 1
*
[ 2/3 ] 
f(z) = 279/172*z^3 - 105/86*z + 1
*
[ 9/5 ] 
f(z) = 275/162*z^3 - 91/18*z + 1
*
[ -5/3 ] 
f(z) = 261/175*z^3 - 89/35*z + 1
*
[ -2 ] 
f(z) = 263/168*z^3 - 100/21*z + 1
*
[ -5/3 ] 
f(z) = 279/175*z^3 - 99/35*z + 1
*
[ -3/2 ] 
f(z) = 260/171*z^3 - 100/57*z + 1
*
[ 13/18 ] 
f(z) = 270/169*z^3 - 95/78*z + 1
*
[ 13/15 ] 
f(z) = 270/169*z^3 - 88/65*z + 1
*
[ 2/3 ] 
f(z) = 261/164*z^3 - 99/82*z + 1
*
[ -9/5 ] 
f(z) = 275/162*z^3 - 71/18*z + 1
*
[ -13/9 ] 
f(z) = 270/169*z^3 - 64/39*z + 1
*
[ 5/4 ] 
f(z) = 272/175*z^3 - 78/35*z + 1
*
2/5 | 0.18283532295818552674505905665833729962 | 0.028351443447631551492278839977411433683
f(z) = 275/168*z^3 - 79/21*z + 1
*
[ 3/4 ] 
f(z) = 272/171*z^3 - 70/57*z + 1
*
[ 3/5 ] 
f(z) = 275/171*z^3 - 71/57*z + 1
*
[ -4/3 ] 
f(z) = 273/160*z^3 - 77/60*z + 1
*
[ 6/5 ] 
f(z) = 275/162*z^3 - 41/18*z + 1
*
[ 4/3 ] 
f(z) = 261/160*z^3 - 53/20*z + 1
*
2/5 | 0.12765464761882877003141924406266260473 | 0.020791050146462865524246734411343003622
f(z) = 275/168*z^3 - 58/21*z + 1
*
[ 6/5 ] 
f(z) = 275/168*z^3 - 46/21*z + 1
*
[ 4/3 ] 
f(z) = 279/160*z^3 - 57/20*z + 1
*
[ 2/3 ] 
f(z) = 261/160*z^3 - 49/40*z + 1
*
[ 2/3 ] 
f(z) = 261/176*z^3 - 51/44*z + 1
*
[ 2/3 ] 
f(z) = 279/160*z^3 - 51/40*z + 1
*
[ 2/3 ] 
f(z) = 279/176*z^3 - 53/44*z + 1
*
[ 3/5 ] 
f(z) = 275/162*z^3 - 23/18*z + 1
*
[ 2/5 ] 
f(z) = 275/168*z^3 - 37/21*z + 1
*
[ -4/3 ] 
f(z) = 279/160*z^3 - 27/20*z + 1
*
[ -1 ]
f(z) = 262/161*z^3 + 60/161*z + 1
*
-2 | 0.093024880669123758112612111903698204150 | 0.013202927974523333525248766054872801345
f(z) = 263/192*z^3 - 287/48*z + 1
*
-2 | 0.093220040446822875641126117628903431724 | 0.013217599249437169430771293274727072618
f(z) = 265/192*z^3 - 289/48*z + 1
*
-2 | 0.093600042924914052777612325902210662055 | 0.013245663401593732236163143516471019436
f(z) = 269/192*z^3 - 293/48*z + 1
*
-2 | 0.093786116416610305607277193130101024842 | 0.013259230902097225749195293100864550112
f(z) = 271/192*z^3 - 295/48*z + 1
*
-2 | 0.094149823524640411862334300560274244497 | 0.013285354191828538268064411648821684170
f(z) = 275/192*z^3 - 299/48*z + 1
*
[ -21/11 ] 
f(z) = 275/189*z^3 - 291/77*z + 1
*
[ 21/13 ] 
f(z) = 260/189*z^3 - 292/91*z + 1
*
3/4 | 0.21222702190113563275125303347058633851 | 0.023735632098377597126331396355147045110
f(z) = 272/189*z^3 - 283/119*z + 1
*
[ -3/2 ] 
f(z) = 268/183*z^3 - 298/183*z + 1
*
[ -3/2 ] 
f(z) = 272/195*z^3 - 287/195*z + 1
*
[ -36/25 ] 
f(z) = 275/192*z^3 - 287/225*z + 1
*
[ 7/9 ] 
f(z) = 279/196*z^3 - 289/252*z + 1
*
[ 8/11 ] 
f(z) = 275/192*z^3 - 299/264*z + 1
*
[ 21/4 ] 
f(z) = 272/189*z^3 - 272/7*z + 1
*
[ 3 ] 
f(z) = 277/189*z^3 - 263/21*z + 1
*
[ 9/5 ] 
f(z) = 275/189*z^3 - 269/63*z + 1
*
[ -3/2 ] 
f(z) = 260/183*z^3 - 280/183*z + 1
*
[ 1/2 ] 
f(z) = 260/197*z^3 - 262/197*z + 1
*
[ 1/2 ] 
f(z) = 260/199*z^3 - 264/199*z + 1
*
[ 1/2 ] 
f(z) = 264/197*z^3 - 263/197*z + 1
*
[ 1/2 ] 
f(z) = 264/199*z^3 - 265/199*z + 1
*
[ -3/2 ] 
f(z) = 268/195*z^3 - 278/195*z + 1
*
[ 1/2 ] 
f(z) = 268/195*z^3 - 262/195*z + 1
*
[ 1/2 ] 
f(z) = 268/197*z^3 - 264/197*z + 1
*
[ 1/2 ] 
f(z) = 268/199*z^3 - 266/199*z + 1
*
[ 1/2 ] 
f(z) = 272/193*z^3 - 261/193*z + 1
*
[ 1/2 ] 
f(z) = 272/195*z^3 - 263/195*z + 1
*
[ 1/2 ] 
f(z) = 272/197*z^3 - 265/197*z + 1
*
[ 1/2 ] 
f(z) = 272/199*z^3 - 267/199*z + 1
*
[ 1/2 ] 
f(z) = 276/193*z^3 - 262/193*z + 1
*
[ 1/2 ] 
f(z) = 276/197*z^3 - 266/197*z + 1
*
[ 1/2 ] 
f(z) = 276/199*z^3 - 268/199*z + 1
*
[ 8/15 ] 
f(z) = 275/192*z^3 - 277/216*z + 1
*
[ 7/9 ] 
f(z) = 261/196*z^3 - 275/252*z + 1
*
[ 3 ] 
f(z) = 262/189*z^3 - 248/21*z + 1
*
[ 3 ] 
f(z) = 265/189*z^3 - 251/21*z + 1
*
[ 3 ] 
f(z) = 268/189*z^3 - 254/21*z + 1
*
[ -3 ] 
f(z) = 269/189*z^3 - 241/21*z + 1
*
[ 3 ] 
f(z) = 271/189*z^3 - 257/21*z + 1
*
[ -3 ] 
f(z) = 272/189*z^3 - 244/21*z + 1
*
[ 3 ] 
f(z) = 274/189*z^3 - 260/21*z + 1
*
[ -3 ] 
f(z) = 275/189*z^3 - 247/21*z + 1
*
[ -3 ] 
f(z) = 278/189*z^3 - 250/21*z + 1
*
[ 2 ] 
f(z) = 265/192*z^3 - 241/48*z + 1
*
[ 2 ] 
f(z) = 269/192*z^3 - 245/48*z + 1
*
[ 2 ] 
f(z) = 271/192*z^3 - 247/48*z + 1
*
[ 2 ] 
f(z) = 275/192*z^3 - 251/48*z + 1
*
[ 2 ] 
f(z) = 277/192*z^3 - 253/48*z + 1
*
[ 12/55 ] 
f(z) = 275/192*z^3 - 241/66*z + 1
*
[ 3/2 ] 
f(z) = 269/189*z^3 - 241/84*z + 1
*
[ 3/2 ] 
f(z) = 275/189*z^3 - 247/84*z + 1
*
[ 21/16 ] 
f(z) = 272/189*z^3 - 251/112*z + 1
*
[ 1/2 ] 
f(z) = 260/181*z^3 - 246/181*z + 1
*
[ 1/2 ] 
f(z) = 260/183*z^3 - 248/183*z + 1
*
[ 1/2 ] 
f(z) = 260/187*z^3 - 252/187*z + 1
*
[ 1/2 ] 
f(z) = 260/189*z^3 - 254/189*z + 1
*
[ 1/2 ] 
f(z) = 260/191*z^3 - 256/191*z + 1
*
[ 1/2 ] 
f(z) = 260/193*z^3 - 258/193*z + 1
*
[ 1/2 ] 
f(z) = 264/181*z^3 - 247/181*z + 1
*
[ 1/2 ] 
f(z) = 264/185*z^3 - 251/185*z + 1
*
[ 1/2 ] 
f(z) = 264/191*z^3 - 257/191*z + 1
*
[ 1/2 ] 
f(z) = 264/193*z^3 - 259/193*z + 1
*
[ 1/2 ] 
f(z) = 268/181*z^3 - 248/181*z + 1
*
[ 1/2 ] 
f(z) = 268/183*z^3 - 250/183*z + 1
*
[ 1/2 ] 
f(z) = 268/185*z^3 - 252/185*z + 1
*
[ 1/2 ] 
f(z) = 268/187*z^3 - 254/187*z + 1
*
[ 1/2 ] 
f(z) = 268/189*z^3 - 256/189*z + 1
*
[ 1/2 ] 
f(z) = 268/191*z^3 - 258/191*z + 1
*
[ 1/2 ] 
f(z) = 268/193*z^3 - 260/193*z + 1
*
[ 1/2 ] 
f(z) = 272/181*z^3 - 249/181*z + 1
*
[ 1/2 ] 
f(z) = 272/183*z^3 - 251/183*z + 1
*
[ 1/2 ] 
f(z) = 272/185*z^3 - 253/185*z + 1
*
[ 1/2 ] 
f(z) = 272/189*z^3 - 257/189*z + 1
*
[ 1/2 ] 
f(z) = 272/191*z^3 - 259/191*z + 1
*
[ 1/2 ] 
f(z) = 276/181*z^3 - 250/181*z + 1
*
[ 1/2 ] 
f(z) = 276/185*z^3 - 254/185*z + 1
*
[ 1/2 ] 
f(z) = 276/187*z^3 - 256/187*z + 1
*
[ 1/2 ] 
f(z) = 276/191*z^3 - 260/191*z + 1
*
[ 2/3 ] 
f(z) = 275/184*z^3 - 241/207*z + 1
*
[ 2/3 ] 
f(z) = 277/184*z^3 - 242/207*z + 1
*
[ -3 ] 
f(z) = 260/189*z^3 - 232/21*z + 1
*
[ -3 ] 
f(z) = 263/189*z^3 - 235/21*z + 1
*
[ 12/5 ] 
f(z) = 265/192*z^3 - 221/30*z + 1
*
[ -21/8 ] 
f(z) = 272/189*z^3 - 239/28*z + 1
*
[ 2 ] 
f(z) = 263/192*z^3 - 239/48*z + 1
*
[ 3/2 ] 
f(z) = 263/189*z^3 - 235/84*z + 1
*
[ 4/3 ] 
f(z) = 279/184*z^3 - 225/92*z + 1
*
[ -8/5 ] 
f(z) = 265/192*z^3 - 229/120*z + 1
*
[ -14/9 ] 
f(z) = 279/196*z^3 - 227/126*z + 1
*
[ -7/5 ] 
f(z) = 275/182*z^3 - 227/182*z + 1
*
[ 3/5 ] 
f(z) = 275/183*z^3 - 221/183*z + 1
*
[ 3/5 ] 
f(z) = 275/186*z^3 - 223/186*z + 1
*
[ 4/5 ] 
f(z) = 275/188*z^3 - 223/188*z + 1
*
[ 3/5 ] 
f(z) = 275/192*z^3 - 227/192*z + 1
*
[ 4/5 ] 
f(z) = 275/196*z^3 - 225/196*z + 1
*
[ 2/3 ] 
f(z) = 279/194*z^3 - 221/194*z + 1
*
[ 2/3 ] 
f(z) = 263/184*z^3 - 235/207*z + 1
*
[ 2/3 ] 
f(z) = 265/184*z^3 - 236/207*z + 1
*
[ 2/3 ] 
f(z) = 269/184*z^3 - 238/207*z + 1
*
[ 2/3 ] 
f(z) = 271/184*z^3 - 239/207*z + 1
*
[ 7/3 ] 
f(z) = 279/196*z^3 - 201/28*z + 1
*
[ -2 ] 
f(z) = 275/192*z^3 - 203/48*z + 1
*
[ -2 ] 
f(z) = 277/192*z^3 - 205/48*z + 1
*
-3/2 | 0.25069579782466239802526736885492287554 | 0.028942647603692174863622414344278001323
f(z) = 260/189*z^3 - 214/91*z + 1
*
[ 4/3 ] 
f(z) = 261/184*z^3 - 209/92*z + 1
*
[ 3/8 ] 
f(z) = 268/189*z^3 - 209/112*z + 1
*
[ 7/6 ] 
f(z) = 279/196*z^3 - 201/112*z + 1
*
[ 3/5 ] 
f(z) = 262/189*z^3 - 204/175*z + 1
*
[ 3/5 ] 
f(z) = 268/189*z^3 - 206/175*z + 1
*
[ 3/5 ] 
f(z) = 271/189*z^3 - 207/175*z + 1
*
[ 3/5 ] 
f(z) = 274/189*z^3 - 208/175*z + 1
*
[ 21/25 ] 
f(z) = 275/189*z^3 - 213/175*z + 1
*
[ 3/5 ] 
f(z) = 277/189*z^3 - 209/175*z + 1
*
[ 2/3 ] 
f(z) = 261/182*z^3 - 207/182*z + 1
*
[ 2/3 ] 
f(z) = 261/190*z^3 - 211/190*z + 1
*
[ 2/3 ] 
f(z) = 261/194*z^3 - 213/194*z + 1
*
[ 3/4 ] 
f(z) = 272/183*z^3 - 214/183*z + 1
*
[ 3/4 ] 
f(z) = 272/195*z^3 - 218/195*z + 1
*
[ 2/3 ] 
f(z) = 279/182*z^3 - 215/182*z + 1
*
[ 2/3 ] 
f(z) = 279/190*z^3 - 219/190*z + 1
*
[ 21/10 ] 
f(z) = 260/189*z^3 - 194/35*z + 1
*
[ 7/3 ] 
f(z) = 261/196*z^3 - 187/28*z + 1
*
[ -12/5 ] 
f(z) = 275/189*z^3 - 195/28*z + 1
*
[ -2 ] 
f(z) = 263/192*z^3 - 191/48*z + 1
*
[ -2 ] 
f(z) = 265/192*z^3 - 193/48*z + 1
*
[ -2 ] 
f(z) = 269/192*z^3 - 197/48*z + 1
*
[ -2 ] 
f(z) = 271/192*z^3 - 199/48*z + 1
*
[ -9/5 ] 
f(z) = 275/189*z^3 - 199/63*z + 1
*
[ 7/6 ] 
f(z) = 261/196*z^3 - 187/112*z + 1
*
[ 2/5 ] 
f(z) = 265/184*z^3 - 199/115*z + 1
*
[ -14/9 ] 
f(z) = 261/196*z^3 - 199/126*z + 1
*
[ 6/11 ] 
f(z) = 275/189*z^3 - 195/154*z + 1
*
[ 3/4 ] 
f(z) = 262/189*z^3 - 187/168*z + 1
*
[ 3/4 ] 
f(z) = 274/189*z^3 - 193/168*z + 1
*
[ -21/5 ] 
f(z) = 275/189*z^3 - 171/7*z + 1
*
[ -7/3 ] 
f(z) = 261/196*z^3 - 163/28*z + 1
*
[ 21/10 ] 
f(z) = 275/189*z^3 - 165/28*z + 1
*
[ -7/3 ] 
f(z) = 279/196*z^3 - 177/28*z + 1
*
3/4 | 0.19532545094374037806892709246361150272 | 0.026450339396200930981572113131922751314
f(z) = 268/189*z^3 - 179/84*z + 1
*
[ 2/5 ] 
f(z) = 275/188*z^3 - 163/94*z + 1
*
[ 2/5 ] 
f(z) = 275/196*z^3 - 169/98*z + 1
*
[ 14/15 ] 
f(z) = 275/196*z^3 - 163/126*z + 1
*
[ 4/7 ] 
f(z) = 263/192*z^3 - 176/147*z + 1
*
[ 4/5 ] 
f(z) = 263/192*z^3 - 169/150*z + 1
*
[ 4/7 ] 
f(z) = 271/192*z^3 - 178/147*z + 1
*
[ 4/5 ] 
f(z) = 271/192*z^3 - 173/150*z + 1
*
[ 4/7 ] 
f(z) = 275/192*z^3 - 179/147*z + 1
*
[ 14/5 ] 
f(z) = 275/196*z^3 - 145/14*z + 1
*
-2 | 0.11346559752026076802787481536482612397 | 0.016128111658999817204360458324519491806
f(z) = 261/184*z^3 - 142/23*z + 1
*
-2 | 0.11365539580026676281039872338827673079 | 0.016138991376569018906796758720421234426
f(z) = 263/184*z^3 - 143/23*z + 1
*
-2 | 0.11384263005622186972921962961503044424 | 0.016149597740452892271912309386326564642
f(z) = 265/184*z^3 - 144/23*z + 1
*
-2 | 0.11402738707739112065790035488295356811 | 0.016159942530669210554582570410446325437
f(z) = 267/184*z^3 - 145/23*z + 1
*
-2 | 0.11420974870652116747152308952549938948 | 0.016170036797785942836294581655397501932
f(z) = 269/184*z^3 - 146/23*z + 1
*
-2 | 0.11438979223137948576733112538617943405 | 0.016179890922091935313212966007450555183
f(z) = 271/184*z^3 - 147/23*z + 1
*
-2 | 0.11456759073727194963495982092675388592 | 0.016189514666838990844072175010539930024
f(z) = 273/184*z^3 - 148/23*z + 1
*
-2 | 0.11474321342517912706231979324803944224 | 0.016198917226260139866889547104340260088
f(z) = 275/184*z^3 - 149/23*z + 1
*
-2 | 0.11491672589951466018533747354944801594 | 0.016208107268972309100998675721529447031
f(z) = 277/184*z^3 - 150/23*z + 1
*
-2 | 0.11508819042897077927317827840580163821 | 0.016217092977289942885956158025960472222
f(z) = 279/184*z^3 - 151/23*z + 1
*
[ 21/55 ] 
f(z) = 275/189*z^3 - 141/77*z + 1
*
4/5 | 0.21023379105632428766087052058503914723 | 0.024821921988909096345180397605254905814
f(z) = 275/192*z^3 - 149/66*z + 1
*
[ 3/8 ] 
f(z) = 272/189*z^3 - 157/84*z + 1
*
[ 4 ] 
f(z) = 263/192*z^3 - 127/6*z + 1
*
-12/5 | 0.23924771880363903584023011382649368026 | 0.026550884420154402943681099834282622610
f(z) = 265/192*z^3 - 128/15*z + 1
*
[ -4 ] 
f(z) = 265/192*z^3 - 125/6*z + 1
*
[ -4 ] 
f(z) = 269/192*z^3 - 127/6*z + 1
*
[ 4 ] 
f(z) = 271/192*z^3 - 131/6*z + 1
*
[ 4 ] 
f(z) = 275/192*z^3 - 133/6*z + 1
*
[ -14/5 ] 
f(z) = 275/196*z^3 - 135/14*z + 1
*
[ -4 ] 
f(z) = 277/192*z^3 - 131/6*z + 1
*
[ 2 ] 
f(z) = 265/184*z^3 - 121/23*z + 1
*
[ 2 ] 
f(z) = 267/184*z^3 - 122/23*z + 1
*
[ 2 ] 
f(z) = 269/184*z^3 - 123/23*z + 1
*
[ 2 ] 
f(z) = 271/184*z^3 - 124/23*z + 1
*
[ 2 ] 
f(z) = 273/184*z^3 - 125/23*z + 1
*
[ 2 ] 
f(z) = 275/184*z^3 - 126/23*z + 1
*
[ 2 ] 
f(z) = 277/184*z^3 - 127/23*z + 1
*
[ 2 ] 
f(z) = 279/184*z^3 - 128/23*z + 1
*
[ 4/3 ] 
f(z) = 269/192*z^3 - 121/54*z + 1
*
[ 4/3 ] 
f(z) = 277/192*z^3 - 125/54*z + 1
*
[ 3/2 ] 
f(z) = 278/189*z^3 - 125/42*z + 1
*
[ 6/5 ] 
f(z) = 260/189*z^3 - 127/70*z + 1
*
[ 6/5 ] 
f(z) = 275/184*z^3 - 137/69*z + 1
*
[ -3/2 ] 
f(z) = 265/189*z^3 - 125/84*z + 1
*
[ -3/2 ] 
f(z) = 271/189*z^3 - 131/84*z + 1
*
[ -3/2 ] 
f(z) = 277/189*z^3 - 137/84*z + 1
*
[ 3/5 ] 
f(z) = 260/189*z^3 - 122/105*z + 1
*
[ 3/4 ] 
f(z) = 263/189*z^3 - 125/112*z + 1
*
[ 3/4 ] 
f(z) = 269/189*z^3 - 127/112*z + 1
*
[ 21/34 ] 
f(z) = 272/189*z^3 - 139/119*z + 1
*
[ 3/4 ] 
f(z) = 275/189*z^3 - 129/112*z + 1
*
[ 7/10 ] 
f(z) = 275/196*z^3 - 125/112*z + 1
*
[ 2 ] 
f(z) = 261/184*z^3 - 119/23*z + 1
*
[ 2 ] 
f(z) = 263/184*z^3 - 120/23*z + 1
*
[ -2 ] 
f(z) = 271/184*z^3 - 101/23*z + 1
*
[ -2 ] 
f(z) = 273/184*z^3 - 102/23*z + 1
*
[ -2 ] 
f(z) = 275/184*z^3 - 103/23*z + 1
*
[ -2 ] 
f(z) = 277/184*z^3 - 104/23*z + 1
*
[ -2 ] 
f(z) = 279/184*z^3 - 105/23*z + 1
*
[ 4/3 ] 
f(z) = 265/192*z^3 - 119/54*z + 1
*
-6/5 | 0.12836162260900335442907603450980430228 | 0.021184851085814253034907931450315566744
f(z) = 275/192*z^3 - 107/48*z + 1
*
[ 12/11 ] 
f(z) = 275/192*z^3 - 107/66*z + 1
*
[ 12/25 ] 
f(z) = 275/192*z^3 - 106/75*z + 1
*
[ 2/3 ] 
f(z) = 261/188*z^3 - 105/94*z + 1
*
[ 2/3 ] 
f(z) = 261/196*z^3 - 107/98*z + 1
*
[ 4/5 ] 
f(z) = 275/184*z^3 - 111/92*z + 1
*
[ 36/55 ] 
f(z) = 275/192*z^3 - 113/99*z + 1
*
[ 2/3 ] 
f(z) = 279/188*z^3 - 109/94*z + 1
*
[ 2/3 ] 
f(z) = 279/196*z^3 - 111/98*z + 1
*
[ 3 ] 
f(z) = 260/189*z^3 - 82/7*z + 1
*
[ 3 ] 
f(z) = 263/189*z^3 - 83/7*z + 1
*
[ -12/5 ] 
f(z) = 265/192*z^3 - 98/15*z + 1
*
[ 3 ] 
f(z) = 269/189*z^3 - 85/7*z + 1
*
[ -3 ] 
f(z) = 271/189*z^3 - 81/7*z + 1
*
[ 3 ] 
f(z) = 272/189*z^3 - 86/7*z + 1
*
[ -3 ] 
f(z) = 274/189*z^3 - 82/7*z + 1
*
[ 3 ] 
f(z) = 275/189*z^3 - 87/7*z + 1
*
[ -3 ] 
f(z) = 277/189*z^3 - 83/7*z + 1
*
[ 3 ] 
f(z) = 278/189*z^3 - 88/7*z + 1
*
[ 3/10 ] 
f(z) = 260/189*z^3 - 86/35*z + 1
*
[ -2 ] 
f(z) = 261/184*z^3 - 96/23*z + 1
*
[ -2 ] 
f(z) = 263/184*z^3 - 97/23*z + 1
*
[ -2 ] 
f(z) = 265/184*z^3 - 98/23*z + 1
*
[ -2 ] 
f(z) = 267/184*z^3 - 99/23*z + 1
*
[ -2 ] 
f(z) = 269/184*z^3 - 100/23*z + 1
*
[ 3/2 ] 
f(z) = 271/189*z^3 - 81/28*z + 1
*
-8/5 | 0.16795956738943450691706622789653384098 | 0.025241316137552227990814031681824805108
f(z) = 275/192*z^3 - 97/24*z + 1
*
4/55 | 0.19855551828036191512053873085021113356 | 0.022902123819940290281366880960523214925
f(z) = 275/192*z^3 - 91/33*z + 1
*
[ 3/2 ] 
f(z) = 277/189*z^3 - 83/28*z + 1
*
[ 6/5 ] 
f(z) = 275/192*z^3 - 91/48*z + 1
*
[ 2/5 ] 
f(z) = 275/192*z^3 - 83/48*z + 1
*
[ 4/5 ] 
f(z) = 269/192*z^3 - 86/75*z + 1
*
[ 4/5 ] 
f(z) = 277/192*z^3 - 88/75*z + 1
*
[ 3/4 ] 
f(z) = 268/189*z^3 - 95/84*z + 1
*
[ -3 ] 
f(z) = 262/189*z^3 - 78/7*z + 1
*
[ -4 ] 
f(z) = 263/192*z^3 - 62/3*z + 1
*
[ -3 ] 
f(z) = 265/189*z^3 - 79/7*z + 1
*
[ 4 ] 
f(z) = 265/192*z^3 - 64/3*z + 1
*
[ -3 ] 
f(z) = 268/189*z^3 - 80/7*z + 1
*
[ 4 ] 
f(z) = 269/192*z^3 - 65/3*z + 1
*
[ -4 ] 
f(z) = 271/192*z^3 - 64/3*z + 1
*
[ -4 ] 
f(z) = 275/192*z^3 - 65/3*z + 1
*
[ 4 ] 
f(z) = 277/192*z^3 - 67/3*z + 1
*
[ 3/2 ] 
f(z) = 265/189*z^3 - 79/28*z + 1
*
[ 4/3 ] 
f(z) = 271/192*z^3 - 61/27*z + 1
*
[ 3/2 ] 
f(z) = 272/189*z^3 - 61/21*z + 1
*
[ 3/10 ] 
f(z) = 275/189*z^3 - 69/28*z + 1
*
[ 8/5 ] 
f(z) = 275/192*z^3 - 79/24*z + 1
*
[ 4/15 ] 
f(z) = 275/192*z^3 - 77/27*z + 1
*
[ 4/11 ] 
f(z) = 275/192*z^3 - 64/33*z + 1
*
[ 4/3 ] 
f(z) = 275/192*z^3 - 62/27*z + 1
*
[ 7/5 ] 
f(z) = 275/196*z^3 - 69/28*z + 1
*
[ -3/2 ] 
f(z) = 262/189*z^3 - 61/42*z + 1
*
[ -3/2 ] 
f(z) = 274/189*z^3 - 67/42*z + 1
*
[ 3/4 ] 
f(z) = 278/189*z^3 - 65/56*z + 1
*
[ 2/3 ] 
f(z) = 267/184*z^3 - 79/69*z + 1
*
[ 2/3 ] 
f(z) = 273/184*z^3 - 80/69*z + 1
*
[ 3/2 ] 
f(z) = 274/189*z^3 - 41/14*z + 1
*
[ -12/5 ] 
f(z) = 275/192*z^3 - 41/6*z + 1
*
[ 3/2 ] 
f(z) = 260/189*z^3 - 58/21*z + 1
*
[ -3/2 ] 
f(z) = 263/189*z^3 - 41/28*z + 1
*
[ 4/3 ] 
f(z) = 263/192*z^3 - 59/27*z + 1
*
[ 3/5 ] 
f(z) = 265/189*z^3 - 41/35*z + 1
*
[ -3/2 ] 
f(z) = 269/189*z^3 - 43/28*z + 1
*
[ -3/2 ] 
f(z) = 275/189*z^3 - 45/28*z + 1
*
-12/11 | 0.22000066371874778935965974093077447053 | 0.026710712862519555803513862313694976983
f(z) = 275/192*z^3 - 59/33*z + 1
*
[ -8/5 ] 
f(z) = 275/192*z^3 - 49/24*z + 1
*
[ 3/2 ] 
f(z) = 262/189*z^3 - 39/14*z + 1
*
[ 6/5 ] 
f(z) = 275/189*z^3 - 27/14*z + 1
*
[ 12/5 ] 
f(z) = 275/192*z^3 - 23/3*z + 1
*
[ -3/2 ] 
f(z) = 278/189*z^3 - 23/14*z + 1
*
[ 3/4 ] 
f(z) = 260/189*z^3 - 31/28*z + 1
*
[ 2/3 ] 
f(z) = 261/184*z^3 - 26/23*z + 1
*
[ -3/2 ] 
f(z) = 268/189*z^3 - 32/21*z + 1
*
[ 2/5 ] 
f(z) = 275/184*z^3 - 40/23*z + 1
*
[ 3/5 ] 
f(z) = 275/189*z^3 - 25/21*z + 1
*
[ 2/3 ] 
f(z) = 279/184*z^3 - 27/23*z + 1
*
[ -3/2 ] 
f(z) = 260/189*z^3 - 10/7*z + 1
*
[ 4/5 ] 
f(z) = 265/192*z^3 - 17/15*z + 1
*
[ 3/2 ] 
f(z) = 268/189*z^3 - 20/7*z + 1
*
[ -3/2 ] 
f(z) = 272/189*z^3 - 11/7*z + 1
*
[ 3/4 ] 
f(z) = 272/189*z^3 - 8/7*z + 1
*
[ 4/5 ] 
f(z) = 275/192*z^3 - 7/6*z + 1
*
[ -1 ]
f(z) = 262/181*z^3 + 100/181*z + 1
*
-2 | 0.11248601850741886622890230177614122543 | 0.015965027741092174691157044224466726996
f(z) = 261/208*z^3 - 287/52*z + 1
*
-2 | 0.11270238327600590680009735030882953945 | 0.015979985950000585660549127283888404391
f(z) = 263/208*z^3 - 289/52*z + 1
*
-2 | 0.11291484028927427636126219113875483836 | 0.015994469705663463403404299969485107588
f(z) = 265/208*z^3 - 291/52*z + 1
*
-2 | 0.11312357631089677489227254765170301085 | 0.016008505634988382770544072739106670632
f(z) = 267/208*z^3 - 293/52*z + 1
*
-2 | 0.11332876332700646863414348697583477203 | 0.016022118179272158182188586016965506481
f(z) = 269/208*z^3 - 295/52*z + 1
*
-2 | 0.11353056013734543372869309552110820059 | 0.016035329830839859823859139586209692235
f(z) = 271/208*z^3 - 297/52*z + 1
*
-12/55 | 0.28199839570466333063961521418370392304 | 0.029248475732924422543389155166319642336
f(z) = 275/216*z^3 - 285/44*z + 1
*
[ 18/11 ] 
f(z) = 275/216*z^3 - 299/99*z + 1
*
3/5 | 0.13482118027492029690648825266684187466 | 0.015031639336690323110837485963139501086
f(z) = 275/216*z^3 - 291/88*z + 1
*
[ 10/29 ] 
f(z) = 261/200*z^3 - 298/145*z + 1
*
[ 1/2 ] 
f(z) = 260/217*z^3 - 282/217*z + 1
*
[ 1/2 ] 
f(z) = 260/219*z^3 - 284/219*z + 1
*
[ 1/2 ] 
f(z) = 264/215*z^3 - 281/215*z + 1
*
[ 1/2 ] 
f(z) = 264/217*z^3 - 283/217*z + 1
*
[ 1/2 ] 
f(z) = 268/215*z^3 - 282/215*z + 1
*
[ 1/2 ] 
f(z) = 268/217*z^3 - 284/217*z + 1
*
[ 1/2 ] 
f(z) = 268/219*z^3 - 286/219*z + 1
*
[ 1/2 ] 
f(z) = 272/213*z^3 - 281/213*z + 1
*
[ 1/2 ] 
f(z) = 272/215*z^3 - 283/215*z + 1
*
[ 1/2 ] 
f(z) = 272/217*z^3 - 285/217*z + 1
*
[ 1/2 ] 
f(z) = 272/219*z^3 - 287/219*z + 1
*
[ 1/2 ] 
f(z) = 276/215*z^3 - 284/215*z + 1
*
[ 1/2 ] 
f(z) = 276/217*z^3 - 286/217*z + 1
*
[ -10/7 ] 
f(z) = 279/200*z^3 - 281/245*z + 1
*
[ 3/4 ] 
f(z) = 260/207*z^3 - 287/276*z + 1
*
[ 3/4 ] 
f(z) = 268/207*z^3 - 293/276*z + 1
*
[ 9/5 ] 
f(z) = 275/216*z^3 - 265/72*z + 1
*
[ -5/3 ] 
f(z) = 273/200*z^3 - 263/120*z + 1
*
[ 6/5 ] 
f(z) = 275/208*z^3 - 271/156*z + 1
*
[ 1/2 ] 
f(z) = 260/201*z^3 - 266/201*z + 1
*
[ 1/2 ] 
f(z) = 260/203*z^3 - 268/203*z + 1
*
[ 1/2 ] 
f(z) = 260/207*z^3 - 272/207*z + 1
*
[ 1/2 ] 
f(z) = 260/209*z^3 - 274/209*z + 1
*
[ 1/2 ] 
f(z) = 260/211*z^3 - 276/211*z + 1
*
[ 1/2 ] 
f(z) = 260/213*z^3 - 278/213*z + 1
*
[ 1/2 ] 
f(z) = 264/203*z^3 - 269/203*z + 1
*
[ 1/2 ] 
f(z) = 264/205*z^3 - 271/205*z + 1
*
[ 1/2 ] 
f(z) = 264/211*z^3 - 277/211*z + 1
*
[ 1/2 ] 
f(z) = 268/203*z^3 - 270/203*z + 1
*
[ 1/2 ] 
f(z) = 268/205*z^3 - 272/205*z + 1
*
[ 1/2 ] 
f(z) = 268/207*z^3 - 274/207*z + 1
*
[ 1/2 ] 
f(z) = 268/209*z^3 - 276/209*z + 1
*
[ 1/2 ] 
f(z) = 268/211*z^3 - 278/211*z + 1
*
[ 1/2 ] 
f(z) = 268/213*z^3 - 280/213*z + 1
*
[ -3/2 ] 
f(z) = 272/201*z^3 - 277/201*z + 1
*
[ 1/2 ] 
f(z) = 272/201*z^3 - 269/201*z + 1
*
[ 1/2 ] 
f(z) = 272/203*z^3 - 271/203*z + 1
*
[ 1/2 ] 
f(z) = 272/205*z^3 - 273/205*z + 1
*
[ 1/2 ] 
f(z) = 272/207*z^3 - 275/207*z + 1
*
[ 1/2 ] 
f(z) = 272/209*z^3 - 277/209*z + 1
*
[ 1/2 ] 
f(z) = 272/211*z^3 - 279/211*z + 1
*
[ 1/2 ] 
f(z) = 276/203*z^3 - 272/203*z + 1
*
[ 1/2 ] 
f(z) = 276/205*z^3 - 274/205*z + 1
*
[ 1/2 ] 
f(z) = 276/209*z^3 - 278/209*z + 1
*
[ 1/2 ] 
f(z) = 276/211*z^3 - 280/211*z + 1
*
[ -10/7 ] 
f(z) = 277/200*z^3 - 276/245*z + 1
*
[ 4/5 ] 
f(z) = 265/208*z^3 - 277/260*z + 1
*
[ 3 ] 
f(z) = 263/216*z^3 - 247/24*z + 1
*
[ 3 ] 
f(z) = 269/216*z^3 - 253/24*z + 1
*
[ 3 ] 
f(z) = 275/216*z^3 - 259/24*z + 1
*
[ -3 ] 
f(z) = 277/216*z^3 - 245/24*z + 1
*
[ 2 ] 
f(z) = 267/208*z^3 - 241/52*z + 1
*
[ 2 ] 
f(z) = 269/208*z^3 - 243/52*z + 1
*
[ 2 ] 
f(z) = 271/208*z^3 - 245/52*z + 1
*
[ 2 ] 
f(z) = 275/208*z^3 - 249/52*z + 1
*
[ 2 ] 
f(z) = 277/208*z^3 - 251/52*z + 1
*
[ 2 ] 
f(z) = 279/208*z^3 - 253/52*z + 1
*
-9/5 | 0.19837717874871133310717900590114737418 | 0.029841528002067903245936661074905146660
f(z) = 275/216*z^3 - 257/72*z + 1
*
[ 3/11 ] 
f(z) = 275/216*z^3 - 243/88*z + 1
*
[ 3/2 ] 
f(z) = 277/216*z^3 - 245/96*z + 1
*
3/5 | 0.19541389798426425578020410643244191895 | 0.025277926994454757247528688254892174343
f(z) = 265/216*z^3 - 253/120*z + 1
*
[ -5/3 ] 
f(z) = 267/200*z^3 - 253/120*z + 1
*
[ 6/5 ] 
f(z) = 275/207*z^3 - 241/138*z + 1
*
[ 6/13 ] 
f(z) = 263/216*z^3 - 241/169*z + 1
*
[ 6/13 ] 
f(z) = 269/216*z^3 - 242/169*z + 1
*
[ 6/13 ] 
f(z) = 275/216*z^3 - 243/169*z + 1
*
[ -3/2 ] 
f(z) = 260/201*z^3 - 250/201*z + 1
*
[ -3/2 ] 
f(z) = 268/213*z^3 - 248/213*z + 1
*
[ -3/2 ] 
f(z) = 272/213*z^3 - 257/213*z + 1
*
[ -3/2 ] 
f(z) = 272/219*z^3 - 247/219*z + 1
*
[ 3/5 ] 
f(z) = 275/213*z^3 - 241/213*z + 1
*
[ 24/25 ] 
f(z) = 275/216*z^3 - 243/200*z + 1
*
[ 3/5 ] 
f(z) = 275/219*z^3 - 245/219*z + 1
*
[ 2/3 ] 
f(z) = 263/200*z^3 - 244/225*z + 1
*
[ 2/3 ] 
f(z) = 269/200*z^3 - 247/225*z + 1
*
[ 2/3 ] 
f(z) = 271/200*z^3 - 248/225*z + 1
*
[ 2/3 ] 
f(z) = 277/200*z^3 - 251/225*z + 1
*
[ 2/3 ] 
f(z) = 263/216*z^3 - 253/243*z + 1
*
[ 2/3 ] 
f(z) = 265/216*z^3 - 254/243*z + 1
*
[ 2/3 ] 
f(z) = 269/216*z^3 - 256/243*z + 1
*
[ 2/3 ] 
f(z) = 271/216*z^3 - 257/243*z + 1
*
[ 2/3 ] 
f(z) = 275/216*z^3 - 259/243*z + 1
*
[ 2/3 ] 
f(z) = 277/216*z^3 - 260/243*z + 1
*
[ -24/5 ] 
f(z) = 275/216*z^3 - 225/8*z + 1
*
[ -3 ] 
f(z) = 265/216*z^3 - 233/24*z + 1
*
[ -3 ] 
f(z) = 271/216*z^3 - 239/24*z + 1
*
[ 2 ] 
f(z) = 261/208*z^3 - 235/52*z + 1
*
[ 2 ] 
f(z) = 263/208*z^3 - 237/52*z + 1
*
[ 2 ] 
f(z) = 265/208*z^3 - 239/52*z + 1
*
[ 3/2 ] 
f(z) = 265/216*z^3 - 233/96*z + 1
*
[ 3/2 ] 
f(z) = 271/216*z^3 - 239/96*z + 1
*
-3/55 | 0.23551365959552394140454519812051799507 | 0.026899177374870375516560109996675815003
f(z) = 275/216*z^3 - 235/88*z + 1
*
[ 3/10 ] 
f(z) = 275/216*z^3 - 235/96*z + 1
*
[ 4/3 ] 
f(z) = 279/200*z^3 - 223/100*z + 1
*
[ 2/5 ] 
f(z) = 265/216*z^3 - 229/135*z + 1
*
[ -3/2 ] 
f(z) = 260/213*z^3 - 230/213*z + 1
*
[ 2/3 ] 
f(z) = 261/214*z^3 - 223/214*z + 1
*
[ 2/3 ] 
f(z) = 261/218*z^3 - 225/218*z + 1
*
[ 3/5 ] 
f(z) = 263/216*z^3 - 221/200*z + 1
*
[ -3/2 ] 
f(z) = 268/219*z^3 - 238/219*z + 1
*
[ 3/5 ] 
f(z) = 269/216*z^3 - 223/200*z + 1
*
[ 3/4 ] 
f(z) = 272/213*z^3 - 224/213*z + 1
*
[ 3/4 ] 
f(z) = 272/219*z^3 - 226/219*z + 1
*
[ 3/5 ] 
f(z) = 275/201*z^3 - 233/201*z + 1
*
[ 3/5 ] 
f(z) = 275/204*z^3 - 235/204*z + 1
*
[ 4/5 ] 
f(z) = 275/204*z^3 - 227/204*z + 1
*
[ 4/5 ] 
f(z) = 275/212*z^3 - 229/212*z + 1
*
[ 2/3 ] 
f(z) = 279/202*z^3 - 225/202*z + 1
*
[ 2/3 ] 
f(z) = 279/206*z^3 - 227/206*z + 1
*
[ 2/3 ] 
f(z) = 279/214*z^3 - 231/214*z + 1
*
[ 2/3 ] 
f(z) = 279/218*z^3 - 233/218*z + 1
*
[ 18/25 ] 
f(z) = 275/216*z^3 - 236/225*z + 1
*
[ 10/3 ] 
f(z) = 267/200*z^3 - 212/15*z + 1
*
[ -10/3 ] 
f(z) = 267/200*z^3 - 203/15*z + 1
*
[ 10/3 ] 
f(z) = 273/200*z^3 - 217/15*z + 1
*
[ -10/3 ] 
f(z) = 273/200*z^3 - 208/15*z + 1
*
[ -2 ] 
f(z) = 279/208*z^3 - 201/52*z + 1
*
[ 18/55 ] 
f(z) = 275/216*z^3 - 217/99*z + 1
*
[ 4/3 ] 
f(z) = 261/200*z^3 - 207/100*z + 1
*
[ 10/9 ] 
f(z) = 267/200*z^3 - 209/135*z + 1
*
[ 10/9 ] 
f(z) = 273/200*z^3 - 214/135*z + 1
*
[ -3/2 ] 
f(z) = 260/219*z^3 - 220/219*z + 1
*
[ 2/3 ] 
f(z) = 261/202*z^3 - 217/202*z + 1
*
[ 2/3 ] 
f(z) = 261/206*z^3 - 219/206*z + 1
*
[ 3/4 ] 
f(z) = 272/201*z^3 - 220/201*z + 1
*
[ -2 ] 
f(z) = 261/208*z^3 - 183/52*z + 1
*
[ -2 ] 
f(z) = 263/208*z^3 - 185/52*z + 1
*
[ -2 ] 
f(z) = 265/208*z^3 - 187/52*z + 1
*
[ -2 ] 
f(z) = 267/208*z^3 - 189/52*z + 1
*
[ -2 ] 
f(z) = 269/208*z^3 - 191/52*z + 1
*
[ -2 ] 
f(z) = 271/208*z^3 - 193/52*z + 1
*
[ -2 ] 
f(z) = 275/208*z^3 - 197/52*z + 1
*
[ -2 ] 
f(z) = 277/208*z^3 - 199/52*z + 1
*
[ 3/2 ] 
f(z) = 272/207*z^3 - 181/69*z + 1
*
[ -9/5 ] 
f(z) = 275/216*z^3 - 185/72*z + 1
*
[ 6/5 ] 
f(z) = 275/204*z^3 - 181/102*z + 1
*
[ -8/5 ] 
f(z) = 275/208*z^3 - 183/104*z + 1
*
[ 2/5 ] 
f(z) = 275/212*z^3 - 181/106*z + 1
*
[ -3/2 ] 
f(z) = 274/207*z^3 - 181/138*z + 1
*
[ -3/2 ] 
f(z) = 278/207*z^3 - 187/138*z + 1
*
[ 5/6 ] 
f(z) = 279/200*z^3 - 187/160*z + 1
*
5/3 | 0.18278155126718847193437407117430343420 | 0.027121593915522532616580306796986568474
f(z) = 261/200*z^3 - 169/40*z + 1
*
[ 3/2 ] 
f(z) = 260/207*z^3 - 172/69*z + 1
*
[ 3/2 ] 
f(z) = 268/207*z^3 - 178/69*z + 1
*
[ -18/11 ] 
f(z) = 275/216*z^3 - 178/99*z + 1
*
[ 2/5 ] 
f(z) = 275/204*z^3 - 175/102*z + 1
*
[ -3/2 ] 
f(z) = 262/207*z^3 - 163/138*z + 1
*
[ -3/2 ] 
f(z) = 266/207*z^3 - 169/138*z + 1
*
[ 2/3 ] 
f(z) = 267/208*z^3 - 167/156*z + 1
*
[ 6/7 ] 
f(z) = 277/216*z^3 - 163/147*z + 1
*
[ 5/6 ] 
f(z) = 261/200*z^3 - 177/160*z + 1
*
[ 18/5 ] 
f(z) = 275/216*z^3 - 142/9*z + 1
*
-2 | 0.11284820577770365366648126267752770628 | 0.016024370924793090167302616423471555473
f(z) = 261/200*z^3 - 143/25*z + 1
*
-2 | 0.11305391398169683071111247474175897612 | 0.016037711293972184826058178182974306221
f(z) = 263/200*z^3 - 144/25*z + 1
*
-2 | 0.098743543786233217646359554491556950857 | 0.013993918774768929570102193006770595956
f(z) = 263/216*z^3 - 145/27*z + 1
*
-2 | 0.098968566351798413494408497047962093278 | 0.014012160764357976230194299942524572234
f(z) = 265/216*z^3 - 146/27*z + 1
*
-2 | 0.11345549882281888743353332420293999215 | 0.016063248642551211524293155252289334166
f(z) = 267/200*z^3 - 146/25*z + 1
*
-2 | 0.11365164532577297933818280535052756038 | 0.016075483560349068918511527017644432969
f(z) = 269/200*z^3 - 147/25*z + 1
*
-2 | 0.099405444435085211258920292744677769559 | 0.014046955952281389256709133416986846278
f(z) = 269/216*z^3 - 148/27*z + 1
*
-2 | 0.11384485904068753688053855262986929882 | 0.016087385650013674728740140672994357513
f(z) = 271/200*z^3 - 148/25*z + 1
*
-2 | 0.099617753924435183138042626810321043836 | 0.014063574671805105696030982248293308814
f(z) = 271/216*z^3 - 149/27*z + 1
*
-2 | 0.11403525307364886013449958773626563890 | 0.016098970651717054448914046849286887137
f(z) = 273/200*z^3 - 149/25*z + 1
*
-2 | 0.10003110769311371790924433687472414765 | 0.014095397347321344351429725854853336671
f(z) = 275/216*z^3 - 151/27*z + 1
*
-2 | 0.11440799862158876754745391208466380795 | 0.016121247054770960913819069207755700557
f(z) = 277/200*z^3 - 151/25*z + 1
*
-2 | 0.10023250195119744699787435110956599183 | 0.014110651476719381143830518199796436406
f(z) = 277/216*z^3 - 152/27*z + 1
*
-2 | 0.11459054233002781515360547445147206619 | 0.016131964920266709669499827957219237968
f(z) = 279/200*z^3 - 152/25*z + 1
*
[ 10/21 ] 
f(z) = 273/200*z^3 - 148/105*z + 1
*
[ 6/11 ] 
f(z) = 265/216*z^3 - 145/121*z + 1
*
[ 6/11 ] 
f(z) = 271/216*z^3 - 146/121*z + 1
*
[ 6/11 ] 
f(z) = 277/216*z^3 - 147/121*z + 1
*
[ 6/7 ] 
f(z) = 265/216*z^3 - 157/147*z + 1
*
[ 6/7 ] 
f(z) = 271/216*z^3 - 160/147*z + 1
*
[ -6 ] 
f(z) = 263/216*z^3 - 128/3*z + 1
*
[ 6 ] 
f(z) = 265/216*z^3 - 130/3*z + 1
*
[ -6 ] 
f(z) = 269/216*z^3 - 131/3*z + 1
*
[ 6 ] 
f(z) = 271/216*z^3 - 133/3*z + 1
*
[ -18/5 ] 
f(z) = 275/216*z^3 - 137/9*z + 1
*
[ -6 ] 
f(z) = 275/216*z^3 - 134/3*z + 1
*
[ 6 ] 
f(z) = 277/216*z^3 - 136/3*z + 1
*
[ 2 ] 
f(z) = 267/200*z^3 - 121/25*z + 1
*
[ 2 ] 
f(z) = 269/200*z^3 - 122/25*z + 1
*
[ 2 ] 
f(z) = 269/216*z^3 - 121/27*z + 1
*
[ 2 ] 
f(z) = 271/200*z^3 - 123/25*z + 1
*
[ 2 ] 
f(z) = 271/216*z^3 - 122/27*z + 1
*
[ 2 ] 
f(z) = 273/200*z^3 - 124/25*z + 1
*
[ 2 ] 
f(z) = 275/216*z^3 - 124/27*z + 1
*
[ 2 ] 
f(z) = 277/200*z^3 - 126/25*z + 1
*
[ 2 ] 
f(z) = 277/216*z^3 - 125/27*z + 1
*
[ 2 ] 
f(z) = 279/200*z^3 - 127/25*z + 1
*
[ 5/3 ] 
f(z) = 261/200*z^3 - 129/40*z + 1
*
[ 5/3 ] 
f(z) = 279/200*z^3 - 139/40*z + 1
*
-4/3 | 0.14962497882850439021163802325931427818 | 0.023726363347661101324966215985650995557
f(z) = 279/208*z^3 - 137/52*z + 1
*
[ 6/5 ] 
f(z) = 269/216*z^3 - 122/75*z + 1
*
[ 24/55 ] 
f(z) = 275/216*z^3 - 135/88*z + 1
*
[ 3/5 ] 
f(z) = 265/216*z^3 - 133/120*z + 1
*
[ 3/4 ] 
f(z) = 265/216*z^3 - 131/128*z + 1
*
[ 3/4 ] 
f(z) = 271/216*z^3 - 133/128*z + 1
*
[ 3/4 ] 
f(z) = 277/216*z^3 - 135/128*z + 1
*
[ 2 ] 
f(z) = 261/200*z^3 - 118/25*z + 1
*
[ 2 ] 
f(z) = 263/200*z^3 - 119/25*z + 1
*
[ 2 ] 
f(z) = 263/216*z^3 - 118/27*z + 1
*
[ 2 ] 
f(z) = 265/216*z^3 - 119/27*z + 1
*
[ -12/5 ] 
f(z) = 265/216*z^3 - 113/20*z + 1
*
-10/7 | 0.24027888487502244671421021188287864962 | 0.028703688721071229408651710165226789887
f(z) = 273/200*z^3 - 108/35*z + 1
*
[ -2 ] 
f(z) = 277/200*z^3 - 101/25*z + 1
*
[ -2 ] 
f(z) = 279/200*z^3 - 102/25*z + 1
*
[ 4/3 ] 
f(z) = 261/208*z^3 - 103/52*z + 1
*
[ 4/3 ] 
f(z) = 279/208*z^3 - 111/52*z + 1
*
[ 6/5 ] 
f(z) = 263/216*z^3 - 119/75*z + 1
*
[ -3/2 ] 
f(z) = 263/216*z^3 - 103/96*z + 1
*
[ -3/2 ] 
f(z) = 269/216*z^3 - 109/96*z + 1
*
[ -3/2 ] 
f(z) = 275/216*z^3 - 115/96*z + 1
*
[ 2/3 ] 
f(z) = 261/212*z^3 - 111/106*z + 1
*
[ 4/5 ] 
f(z) = 275/216*z^3 - 115/108*z + 1
*
[ 2/3 ] 
f(z) = 279/212*z^3 - 115/106*z + 1
*
[ 3 ] 
f(z) = 265/216*z^3 - 83/8*z + 1
*
[ 3 ] 
f(z) = 271/216*z^3 - 85/8*z + 1
*
[ 6/55 ] 
f(z) = 275/216*z^3 - 90/11*z + 1
*
[ -3 ] 
f(z) = 275/216*z^3 - 81/8*z + 1
*
[ 3 ] 
f(z) = 277/216*z^3 - 87/8*z + 1
*
[ -2 ] 
f(z) = 261/200*z^3 - 93/25*z + 1
*
[ -2 ] 
f(z) = 263/200*z^3 - 94/25*z + 1
*
[ -2 ] 
f(z) = 263/216*z^3 - 91/27*z + 1
*
[ -2 ] 
f(z) = 265/216*z^3 - 92/27*z + 1
*
[ -2 ] 
f(z) = 267/200*z^3 - 96/25*z + 1
*
[ -2 ] 
f(z) = 269/200*z^3 - 97/25*z + 1
*
[ -2 ] 
f(z) = 269/216*z^3 - 94/27*z + 1
*
[ -2 ] 
f(z) = 271/200*z^3 - 98/25*z + 1
*
[ -2 ] 
f(z) = 271/216*z^3 - 95/27*z + 1
*
[ -2 ] 
f(z) = 273/200*z^3 - 99/25*z + 1
*
[ 10/7 ] 
f(z) = 273/200*z^3 - 87/35*z + 1
*
[ -2 ] 
f(z) = 275/216*z^3 - 97/27*z + 1
*
[ 6/25 ] 
f(z) = 275/216*z^3 - 81/25*z + 1
*
[ 3/2 ] 
f(z) = 275/216*z^3 - 81/32*z + 1
*
[ -2 ] 
f(z) = 277/216*z^3 - 98/27*z + 1
*
[ -5/3 ] 
f(z) = 261/200*z^3 - 81/40*z + 1
*
[ 2/5 ] 
f(z) = 275/208*z^3 - 89/52*z + 1
*
[ -5/3 ] 
f(z) = 279/200*z^3 - 91/40*z + 1
*
-10/9 | 0.22034863689598921091474608694680713473 | 0.027218325045987914817393784178330847519
f(z) = 279/200*z^3 - 82/45*z + 1
*
[ 2/3 ] 
f(z) = 267/200*z^3 - 82/75*z + 1
*
[ -3/2 ] 
f(z) = 268/207*z^3 - 86/69*z + 1
*
[ -3/2 ] 
f(z) = 272/207*z^3 - 89/69*z + 1
*
[ 2/3 ] 
f(z) = 273/200*z^3 - 83/75*z + 1
*
[ 42/55 ] 
f(z) = 275/216*z^3 - 81/77*z + 1
*
[ 10/3 ] 
f(z) = 261/200*z^3 - 69/5*z + 1
*
[ -10/3 ] 
f(z) = 261/200*z^3 - 66/5*z + 1
*
[ -3 ] 
f(z) = 263/216*z^3 - 77/8*z + 1
*
[ -3 ] 
f(z) = 269/216*z^3 - 79/8*z + 1
*
[ -12/5 ] 
f(z) = 275/216*z^3 - 71/12*z + 1
*
[ 10/3 ] 
f(z) = 279/200*z^3 - 74/5*z + 1
*
[ -10/3 ] 
f(z) = 279/200*z^3 - 71/5*z + 1
*
[ 3/2 ] 
f(z) = 263/216*z^3 - 77/32*z + 1
*
[ 3/2 ] 
f(z) = 269/216*z^3 - 79/32*z + 1
*
6/5 | 0.10447627281704212803886330279869888486 | 0.012195020614946689343417416911225768038
f(z) = 275/216*z^3 - 73/33*z + 1
*
-6/55 | 0.20708647898072937066275552900224336262 | 0.024689775475977478010287998767514151446
f(z) = 275/216*z^3 - 61/33*z + 1
*
[ 10/9 ] 
f(z) = 261/200*z^3 - 68/45*z + 1
*
[ 12/11 ] 
f(z) = 275/216*z^3 - 63/44*z + 1
*
[ 10/9 ] 
f(z) = 279/200*z^3 - 73/45*z + 1
*
[ -3/2 ] 
f(z) = 260/207*z^3 - 80/69*z + 1
*
[ 3/4 ] 
f(z) = 272/207*z^3 - 74/69*z + 1
*
[ 10/13 ] 
f(z) = 273/200*z^3 - 72/65*z + 1
*
[ 3/5 ] 
f(z) = 275/207*z^3 - 79/69*z + 1
*
[ 6 ] 
f(z) = 263/216*z^3 - 43*z + 1
*
[ -6 ] 
f(z) = 265/216*z^3 - 43*z + 1
*
[ 6 ] 
f(z) = 269/216*z^3 - 44*z + 1
*
[ -6 ] 
f(z) = 271/216*z^3 - 44*z + 1
*
[ 6 ] 
f(z) = 275/216*z^3 - 45*z + 1
*
[ -6 ] 
f(z) = 277/216*z^3 - 45*z + 1
*
[ 6/5 ] 
f(z) = 271/216*z^3 - 41/25*z + 1
*
[ 2/5 ] 
f(z) = 275/216*z^3 - 46/27*z + 1
*
[ 6/5 ] 
f(z) = 277/216*z^3 - 42/25*z + 1
*
[ 2/3 ] 
f(z) = 261/208*z^3 - 55/52*z + 1
*
[ 6/7 ] 
f(z) = 263/216*z^3 - 52/49*z + 1
*
[ 6/7 ] 
f(z) = 269/216*z^3 - 53/49*z + 1
*
[ 4/5 ] 
f(z) = 275/208*z^3 - 57/52*z + 1
*
[ 6/7 ] 
f(z) = 275/216*z^3 - 54/49*z + 1
*
[ 2/3 ] 
f(z) = 279/208*z^3 - 57/52*z + 1
*
-102/55 | 0.25568452965949913065457949696189244322 | 0.028287316529250524745652071805350899890
f(z) = 275/216*z^3 - 39/11*z + 1
*
[ 12/5 ] 
f(z) = 275/216*z^3 - 27/4*z + 1
*
[ 2/3 ] 
f(z) = 261/200*z^3 - 27/25*z + 1
*
[ -3/2 ] 
f(z) = 265/216*z^3 - 35/32*z + 1
*
[ -3/2 ] 
f(z) = 271/216*z^3 - 37/32*z + 1
*
[ 6/11 ] 
f(z) = 275/216*z^3 - 40/33*z + 1
*
[ -3/2 ] 
f(z) = 277/216*z^3 - 39/32*z + 1
*
[ 2/3 ] 
f(z) = 279/200*z^3 - 28/25*z + 1
*
[ 6/5 ] 
f(z) = 265/216*z^3 - 8/5*z + 1
*
[ 3/5 ] 
f(z) = 275/216*z^3 - 9/8*z + 1
*
[ 6/5 ] 
f(z) = 275/216*z^3 - 5/3*z + 1
*
[ -1 ]
f(z) = 262/201*z^3 + 140/201*z + 1
*
-2 | 0.11160784937108269806815260905186069891 | 0.015824792812871995133333801300499714264
f(z) = 261/224*z^3 - 289/56*z + 1
*
-2 | 0.11185496207390919480820791765844684331 | 0.015844337181329903921867053724441438525
f(z) = 263/224*z^3 - 291/56*z + 1
*
-2 | 0.11209613018310664343897118896596651790 | 0.015863108206240446781367217990548633008
f(z) = 265/224*z^3 - 293/56*z + 1
*
-2 | 0.11233174046668729654256760592014161778 | 0.015881161747502263474561807749038547940
f(z) = 267/224*z^3 - 295/56*z + 1
*
-2 | 0.11256213892985968146796115932939712789 | 0.015898547686380889149934981095222250255
f(z) = 269/224*z^3 - 297/56*z + 1
*
-2 | 0.11278763658250801305625866323469255710 | 0.015915310771301624471970261337038238831
f(z) = 271/224*z^3 - 299/56*z + 1
*
[ 5/4 ] 
f(z) = 268/225*z^3 - 299/180*z + 1
*
[ 1/2 ] 
f(z) = 260/223*z^3 - 288/223*z + 1
*
[ 1/2 ] 
f(z) = 260/227*z^3 - 292/227*z + 1
*
[ 1/2 ] 
f(z) = 260/229*z^3 - 294/229*z + 1
*
[ 1/2 ] 
f(z) = 260/231*z^3 - 296/231*z + 1
*
[ 1/2 ] 
f(z) = 260/233*z^3 - 298/233*z + 1
*
[ 1/2 ] 
f(z) = 264/221*z^3 - 287/221*z + 1
*
[ 1/2 ] 
f(z) = 264/223*z^3 - 289/223*z + 1
*
[ 1/2 ] 
f(z) = 264/227*z^3 - 293/227*z + 1
*
[ 1/2 ] 
f(z) = 264/229*z^3 - 295/229*z + 1
*
[ 1/2 ] 
f(z) = 264/233*z^3 - 299/233*z + 1
*
[ 1/2 ] 
f(z) = 268/221*z^3 - 288/221*z + 1
*
[ 1/2 ] 
f(z) = 268/223*z^3 - 290/223*z + 1
*
[ 1/2 ] 
f(z) = 268/225*z^3 - 292/225*z + 1
*
[ 1/2 ] 
f(z) = 268/227*z^3 - 294/227*z + 1
*
[ 1/2 ] 
f(z) = 268/229*z^3 - 296/229*z + 1
*
[ 1/2 ] 
f(z) = 268/231*z^3 - 298/231*z + 1
*
[ 1/2 ] 
f(z) = 272/223*z^3 - 291/223*z + 1
*
[ 1/2 ] 
f(z) = 272/225*z^3 - 293/225*z + 1
*
[ 1/2 ] 
f(z) = 272/227*z^3 - 295/227*z + 1
*
[ 1/2 ] 
f(z) = 272/229*z^3 - 297/229*z + 1
*
[ 1/2 ] 
f(z) = 272/231*z^3 - 299/231*z + 1
*
[ 1/2 ] 
f(z) = 276/221*z^3 - 290/221*z + 1
*
[ 1/2 ] 
f(z) = 276/223*z^3 - 292/223*z + 1
*
[ 1/2 ] 
f(z) = 276/227*z^3 - 296/227*z + 1
*
[ 1/2 ] 
f(z) = 276/229*z^3 - 298/229*z + 1
*
[ 15/19 ] 
f(z) = 266/225*z^3 - 286/285*z + 1
*
[ -5/2 ] 
f(z) = 268/225*z^3 - 272/45*z + 1
*
[ -5/2 ] 
f(z) = 272/225*z^3 - 277/45*z + 1
*
[ 6/5 ] 
f(z) = 275/224*z^3 - 269/168*z + 1
*
[ 15/14 ] 
f(z) = 266/225*z^3 - 271/210*z + 1
*
[ 15/17 ] 
f(z) = 272/225*z^3 - 274/255*z + 1
*
[ 15/16 ] 
f(z) = 272/225*z^3 - 271/240*z + 1
*
[ 2/3 ] 
f(z) = 263/232*z^3 - 262/261*z + 1
*
[ 2/3 ] 
f(z) = 265/232*z^3 - 263/261*z + 1
*
[ 2/3 ] 
f(z) = 269/232*z^3 - 265/261*z + 1
*
[ 2/3 ] 
f(z) = 271/232*z^3 - 266/261*z + 1
*
[ 2/3 ] 
f(z) = 275/232*z^3 - 268/261*z + 1
*
[ 2/3 ] 
f(z) = 277/232*z^3 - 269/261*z + 1
*
[ 15/4 ] 
f(z) = 272/225*z^3 - 244/15*z + 1
*
[ 2 ] 
f(z) = 269/224*z^3 - 241/56*z + 1
*
[ 2 ] 
f(z) = 271/224*z^3 - 243/56*z + 1
*
[ 2 ] 
f(z) = 275/224*z^3 - 247/56*z + 1
*
[ 2 ] 
f(z) = 277/224*z^3 - 249/56*z + 1
*
[ 2 ] 
f(z) = 279/224*z^3 - 251/56*z + 1
*
4/3 | 0.21573312967983082812130813929610820582 | 0.028520138595308948578280441182796975232
f(z) = 267/224*z^3 - 241/84*z + 1
*
[ 2/5 ] 
f(z) = 265/232*z^3 - 244/145*z + 1
*
[ 3/5 ] 
f(z) = 275/222*z^3 - 247/222*z + 1
*
[ 3/5 ] 
f(z) = 275/228*z^3 - 251/228*z + 1
*
[ 3/5 ] 
f(z) = 275/237*z^3 - 257/237*z + 1
*
[ 2/3 ] 
f(z) = 279/238*z^3 - 243/238*z + 1
*
[ -15/4 ] 
f(z) = 272/225*z^3 - 236/15*z + 1
*
[ 2 ] 
f(z) = 261/224*z^3 - 233/56*z + 1
*
[ 2 ] 
f(z) = 263/224*z^3 - 235/56*z + 1
*
[ 2 ] 
f(z) = 265/224*z^3 - 237/56*z + 1
*
[ 2 ] 
f(z) = 267/224*z^3 - 239/56*z + 1
*
[ 15/8 ] 
f(z) = 272/225*z^3 - 227/60*z + 1
*
[ 2/3 ] 
f(z) = 261/226*z^3 - 229/226*z + 1
*
[ 2/3 ] 
f(z) = 261/230*z^3 - 231/230*z + 1
*
[ 2/3 ] 
f(z) = 261/238*z^3 - 235/238*z + 1
*
[ 3/4 ] 
f(z) = 272/231*z^3 - 230/231*z + 1
*
[ 3/4 ] 
f(z) = 272/237*z^3 - 232/237*z + 1
*
[ 4/5 ] 
f(z) = 275/228*z^3 - 233/228*z + 1
*
[ 4/5 ] 
f(z) = 275/236*z^3 - 235/236*z + 1
*
[ 2/3 ] 
f(z) = 279/226*z^3 - 237/226*z + 1
*
[ 2/3 ] 
f(z) = 279/230*z^3 - 239/230*z + 1
*
2/5 | 0.17633019036652960462448734337980584078 | 0.026243465567773921216452593237479493061
f(z) = 275/224*z^3 - 207/56*z + 1
*
[ 4/3 ] 
f(z) = 279/232*z^3 - 219/116*z + 1
*
[ -2 ] 
f(z) = 265/224*z^3 - 181/56*z + 1
*
[ -2 ] 
f(z) = 267/224*z^3 - 183/56*z + 1
*
[ -2 ] 
f(z) = 269/224*z^3 - 185/56*z + 1
*
[ -2 ] 
f(z) = 271/224*z^3 - 187/56*z + 1
*
[ -2 ] 
f(z) = 275/224*z^3 - 191/56*z + 1
*
[ -2 ] 
f(z) = 277/224*z^3 - 193/56*z + 1
*
[ -2 ] 
f(z) = 279/224*z^3 - 195/56*z + 1
*
[ 2/5 ] 
f(z) = 275/228*z^3 - 193/114*z + 1
*
[ 2/5 ] 
f(z) = 275/236*z^3 - 199/118*z + 1
*
[ 5/8 ] 
f(z) = 272/225*z^3 - 193/180*z + 1
*
[ -2 ] 
f(z) = 261/224*z^3 - 177/56*z + 1
*
[ -2 ] 
f(z) = 263/224*z^3 - 179/56*z + 1
*
[ 3/2 ] 
f(z) = 268/225*z^3 - 176/75*z + 1
*
[ 3/2 ] 
f(z) = 272/225*z^3 - 179/75*z + 1
*
[ -15/8 ] 
f(z) = 272/225*z^3 - 163/60*z + 1
*
[ 6/5 ] 
f(z) = 275/228*z^3 - 179/114*z + 1
*
[ -3/2 ] 
f(z) = 274/225*z^3 - 161/150*z + 1
*
[ -3/2 ] 
f(z) = 278/225*z^3 - 167/150*z + 1
*
[ 2/3 ] 
f(z) = 267/224*z^3 - 173/168*z + 1
*
-2 | 0.11132965004708703792246569016072287312 | 0.015762266867182420696613959712110478524
f(z) = 263/232*z^3 - 146/29*z + 1
*
-2 | 0.11159242074763752904635838614319880849 | 0.015784216058167326666160090164109005312
f(z) = 265/232*z^3 - 147/29*z + 1
*
-2 | 0.11184793775414366468047204859631370353 | 0.015805201253458083693735875966964681399
f(z) = 267/232*z^3 - 148/29*z + 1
*
-2 | 0.11209674464663670234434432403214039248 | 0.015825300979984757239039213906117656822
f(z) = 269/232*z^3 - 149/29*z + 1
*
-2 | 0.11233931967927230642487419626680152355 | 0.015844584238130538743601828601058520157
f(z) = 271/232*z^3 - 150/29*z + 1
*
-2 | 0.11257608626121639828087853632775341304 | 0.015863112028373612851754295703813548766
f(z) = 273/232*z^3 - 151/29*z + 1
*
-2 | 0.11280742137008641833360044872391641332 | 0.015880938577346355572055899182862337187
f(z) = 275/232*z^3 - 152/29*z + 1
*
-2 | 0.11303366237591367505274059407259219032 | 0.015898112332704774063417050194211745128
f(z) = 277/232*z^3 - 153/29*z + 1
*
-2 | 0.11325511262814905082574071036936272517 | 0.015914676778006969280468487575099162397
f(z) = 279/232*z^3 - 154/29*z + 1
*
[ 8/5 ] 
f(z) = 275/224*z^3 - 155/56*z + 1
*
[ 4/3 ] 
f(z) = 267/224*z^3 - 157/84*z + 1
*
[ 4/5 ] 
f(z) = 265/224*z^3 - 141/140*z + 1
*
[ 2 ] 
f(z) = 271/232*z^3 - 121/29*z + 1
*
[ 2 ] 
f(z) = 273/232*z^3 - 122/29*z + 1
*
[ 2 ] 
f(z) = 275/232*z^3 - 123/29*z + 1
*
[ 2 ] 
f(z) = 277/232*z^3 - 124/29*z + 1
*
[ 2 ] 
f(z) = 279/232*z^3 - 125/29*z + 1
*
[ 6/5 ] 
f(z) = 275/232*z^3 - 134/87*z + 1
*
[ 2/3 ] 
f(z) = 279/236*z^3 - 121/118*z + 1
*
[ 2 ] 
f(z) = 263/232*z^3 - 117/29*z + 1
*
[ 2 ] 
f(z) = 265/232*z^3 - 118/29*z + 1
*
[ 2 ] 
f(z) = 267/232*z^3 - 119/29*z + 1
*
[ 2 ] 
f(z) = 269/232*z^3 - 120/29*z + 1
*
[ 6/5 ] 
f(z) = 275/234*z^3 - 119/78*z + 1
*
-4/3 | 0.20455370814884590348070464293767978531 | 0.029973990000983408098985454873851457446
f(z) = 267/224*z^3 - 115/84*z + 1
*
[ 2/3 ] 
f(z) = 261/220*z^3 - 113/110*z + 1
*
[ 2/3 ] 
f(z) = 261/236*z^3 - 117/118*z + 1
*
[ 4/5 ] 
f(z) = 275/232*z^3 - 117/116*z + 1
*
[ 2/3 ] 
f(z) = 279/220*z^3 - 117/110*z + 1
*
[ -2 ] 
f(z) = 263/232*z^3 - 88/29*z + 1
*
[ -2 ] 
f(z) = 265/232*z^3 - 89/29*z + 1
*
[ -2 ] 
f(z) = 267/232*z^3 - 90/29*z + 1
*
[ -2 ] 
f(z) = 269/232*z^3 - 91/29*z + 1
*
[ -2 ] 
f(z) = 271/232*z^3 - 92/29*z + 1
*
[ -2 ] 
f(z) = 273/232*z^3 - 93/29*z + 1
*
[ -2 ] 
f(z) = 275/232*z^3 - 94/29*z + 1
*
[ -2 ] 
f(z) = 277/232*z^3 - 95/29*z + 1
*
[ -2 ] 
f(z) = 279/232*z^3 - 96/29*z + 1
*
[ 2/5 ] 
f(z) = 275/224*z^3 - 95/56*z + 1
*
[ -8/5 ] 
f(z) = 275/224*z^3 - 85/56*z + 1
*
[ 3/5 ] 
f(z) = 275/234*z^3 - 85/78*z + 1
*
[ 2/3 ] 
f(z) = 267/232*z^3 - 88/87*z + 1
*
[ 2/3 ] 
f(z) = 273/232*z^3 - 89/87*z + 1
*
[ 5/4 ] 
f(z) = 272/225*z^3 - 76/45*z + 1
*
[ -3/2 ] 
f(z) = 268/225*z^3 - 76/75*z + 1
*
[ -3/2 ] 
f(z) = 272/225*z^3 - 79/75*z + 1
*
[ 3/4 ] 
f(z) = 272/225*z^3 - 76/75*z + 1
*
[ 4/3 ] 
f(z) = 261/224*z^3 - 51/28*z + 1
*
[ 2/5 ] 
f(z) = 275/232*z^3 - 49/29*z + 1
*
[ 4/3 ] 
f(z) = 279/224*z^3 - 55/28*z + 1
*
[ 2/3 ] 
f(z) = 261/224*z^3 - 57/56*z + 1
*
[ 2/3 ] 
f(z) = 279/224*z^3 - 59/56*z + 1
*
[ 4/5 ] 
f(z) = 275/224*z^3 - 29/28*z + 1
*
[ 2/3 ] 
f(z) = 279/232*z^3 - 30/29*z + 1
*
[ -1 ]
f(z) = 262/221*z^3 + 180/221*z + 1
*
[ -11/3 ] 
f(z) = 261/242*z^3 - 291/22*z + 1
*
-2 | 0.10839990441850008737208397876943053082 | 0.015340042609213405404253478507649076144
f(z) = 261/256*z^3 - 293/64*z + 1
*
[ -9/4 ] 
f(z) = 262/243*z^3 - 289/72*z + 1
*
-2 | 0.090358543654838308685817351515335595366 | 0.012786947711875745859886373740255287279
f(z) = 263/240*z^3 - 293/60*z + 1
*
-2 | 0.10886986152739568159797850212819900388 | 0.015391730539931274377664049345420955950
f(z) = 263/256*z^3 - 295/64*z + 1
*
-2 | 0.10930021256425402038428235084859018411 | 0.015437825347892279610031116023036803888
f(z) = 265/256*z^3 - 297/64*z + 1
*
[ -9/4 ] 
f(z) = 266/243*z^3 - 295/72*z + 1
*
-2 | 0.10969941943176542085884261523729635845 | 0.015479536628207694744774988994608677684
f(z) = 267/256*z^3 - 299/64*z + 1
*
-2 | 0.091208293595319160633851020042006794869 | 0.012870278884048810328699596578299166792
f(z) = 269/240*z^3 - 299/60*z + 1
*
-15/8 | 0.15261876539379592885499328217164745594 | 0.019477662159904415833068151839893772569
f(z) = 272/243*z^3 - 281/108*z + 1
*
[ 8/21 ] 
f(z) = 273/256*z^3 - 299/168*z + 1
*
[ 11/9 ] 
f(z) = 261/242*z^3 - 283/198*z + 1
*
[ 3/7 ] 
f(z) = 266/243*z^3 - 290/189*z + 1
*
[ -18/11 ] 
f(z) = 275/243*z^3 - 281/198*z + 1
*
[ 6/5 ] 
f(z) = 265/252*z^3 - 283/210*z + 1
*
[ 10/21 ] 
f(z) = 273/250*z^3 - 283/210*z + 1
*
[ 16/13 ] 
f(z) = 273/256*z^3 - 297/208*z + 1
*
[ 11/13 ] 
f(z) = 273/242*z^3 - 283/286*z + 1
*
[ 5 ] 
f(z) = 269/250*z^3 - 261/10*z + 1
*
[ 5 ] 
f(z) = 271/250*z^3 - 263/10*z + 1
*
[ -5 ] 
f(z) = 273/250*z^3 - 261/10*z + 1
*
[ 4 ] 
f(z) = 273/256*z^3 - 261/16*z + 1
*
[ 4 ] 
f(z) = 275/256*z^3 - 263/16*z + 1
*
[ 5 ] 
f(z) = 277/250*z^3 - 269/10*z + 1
*
[ 4 ] 
f(z) = 277/256*z^3 - 265/16*z + 1
*
[ 5 ] 
f(z) = 279/250*z^3 - 271/10*z + 1
*
[ -5 ] 
f(z) = 279/250*z^3 - 267/10*z + 1
*
[ 4 ] 
f(z) = 279/256*z^3 - 267/16*z + 1
*
[ 12/5 ] 
f(z) = 275/256*z^3 - 269/48*z + 1
*
[ 11/6 ] 
f(z) = 261/242*z^3 - 279/88*z + 1
*
[ 3/10 ] 
f(z) = 275/243*z^3 - 263/108*z + 1
*
[ -7/4 ] 
f(z) = 276/245*z^3 - 263/140*z + 1
*
[ -16/9 ] 
f(z) = 279/256*z^3 - 271/144*z + 1
*
[ 6/5 ] 
f(z) = 275/256*z^3 - 265/192*z + 1
*
20/21 | 0.19752102250518648018121204846126649476 | 0.022392148554403680328505516822759597327
f(z) = 273/250*z^3 - 271/210*z + 1
*
[ 3/5 ] 
f(z) = 275/246*z^3 - 263/246*z + 1
*
[ 3/5 ] 
f(z) = 275/249*z^3 - 265/249*z + 1
*
[ 3/5 ] 
f(z) = 275/258*z^3 - 271/258*z + 1
*
[ 2/3 ] 
f(z) = 263/248*z^3 - 271/279*z + 1
*
[ 2/3 ] 
f(z) = 265/248*z^3 - 272/279*z + 1
*
[ 2/3 ] 
f(z) = 269/248*z^3 - 274/279*z + 1
*
[ 2/3 ] 
f(z) = 271/248*z^3 - 275/279*z + 1
*
[ 2/3 ] 
f(z) = 275/248*z^3 - 277/279*z + 1
*
[ 2/3 ] 
f(z) = 277/248*z^3 - 278/279*z + 1
*
[ 7/8 ] 
f(z) = 264/245*z^3 - 271/280*z + 1
*
[ 5 ] 
f(z) = 261/250*z^3 - 253/10*z + 1
*
[ -5 ] 
f(z) = 261/250*z^3 - 249/10*z + 1
*
[ 4 ] 
f(z) = 261/256*z^3 - 249/16*z + 1
*
[ -4 ] 
f(z) = 261/256*z^3 - 241/16*z + 1
*
[ -5 ] 
f(z) = 263/250*z^3 - 251/10*z + 1
*
[ 4 ] 
f(z) = 263/256*z^3 - 251/16*z + 1
*
[ -4 ] 
f(z) = 263/256*z^3 - 243/16*z + 1
*
[ 4 ] 
f(z) = 265/256*z^3 - 253/16*z + 1
*
[ -4 ] 
f(z) = 265/256*z^3 - 245/16*z + 1
*
[ 5 ] 
f(z) = 267/250*z^3 - 259/10*z + 1
*
[ 4 ] 
f(z) = 267/256*z^3 - 255/16*z + 1
*
[ -4 ] 
f(z) = 267/256*z^3 - 247/16*z + 1
*
[ -5 ] 
f(z) = 269/250*z^3 - 257/10*z + 1
*
[ 4 ] 
f(z) = 269/256*z^3 - 257/16*z + 1
*
[ -4 ] 
f(z) = 269/256*z^3 - 249/16*z + 1
*
[ -5 ] 
f(z) = 271/250*z^3 - 259/10*z + 1
*
[ 4 ] 
f(z) = 271/256*z^3 - 259/16*z + 1
*
[ -4 ] 
f(z) = 271/256*z^3 - 251/16*z + 1
*
[ -4 ] 
f(z) = 273/256*z^3 - 253/16*z + 1
*
[ 18/5 ] 
f(z) = 275/243*z^3 - 251/18*z + 1
*
[ -18/5 ] 
f(z) = 275/243*z^3 - 241/18*z + 1
*
[ -4 ] 
f(z) = 275/256*z^3 - 255/16*z + 1
*
[ -4 ] 
f(z) = 277/256*z^3 - 257/16*z + 1
*
[ -4 ] 
f(z) = 279/256*z^3 - 259/16*z + 1
*
[ 3 ] 
f(z) = 260/243*z^3 - 242/27*z + 1
*
[ 3 ] 
f(z) = 262/243*z^3 - 244/27*z + 1
*
[ 3 ] 
f(z) = 263/243*z^3 - 245/27*z + 1
*
[ 3 ] 
f(z) = 265/243*z^3 - 247/27*z + 1
*
[ 3 ] 
f(z) = 266/243*z^3 - 248/27*z + 1
*
[ 3 ] 
f(z) = 268/243*z^3 - 250/27*z + 1
*
[ 3 ] 
f(z) = 269/243*z^3 - 251/27*z + 1
*
[ 3 ] 
f(z) = 271/243*z^3 - 253/27*z + 1
*
[ 3 ] 
f(z) = 272/243*z^3 - 254/27*z + 1
*
[ 3 ] 
f(z) = 274/243*z^3 - 256/27*z + 1
*
[ 3 ] 
f(z) = 275/243*z^3 - 257/27*z + 1
*
[ 3 ] 
f(z) = 277/243*z^3 - 259/27*z + 1
*
[ -3 ] 
f(z) = 277/243*z^3 - 241/27*z + 1
*
[ 3 ] 
f(z) = 278/243*z^3 - 260/27*z + 1
*
[ -3 ] 
f(z) = 278/243*z^3 - 242/27*z + 1
*
[ 5/2 ] 
f(z) = 267/250*z^3 - 243/40*z + 1
*
[ 5/2 ] 
f(z) = 271/250*z^3 - 247/40*z + 1
*
[ 5/2 ] 
f(z) = 273/250*z^3 - 249/40*z + 1
*
[ 5/2 ] 
f(z) = 277/250*z^3 - 253/40*z + 1
*
[ 2 ] 
f(z) = 271/240*z^3 - 241/60*z + 1
*
[ 2 ] 
f(z) = 273/256*z^3 - 241/64*z + 1
*
[ 2 ] 
f(z) = 275/256*z^3 - 243/64*z + 1
*
[ 2 ] 
f(z) = 277/240*z^3 - 247/60*z + 1
*
[ 2 ] 
f(z) = 277/256*z^3 - 245/64*z + 1
*
[ 2 ] 
f(z) = 279/256*z^3 - 247/64*z + 1
*
[ 5/3 ] 
f(z) = 277/250*z^3 - 241/90*z + 1
*
[ 3/2 ] 
f(z) = 277/243*z^3 - 241/108*z + 1
*
[ 2/5 ] 
f(z) = 265/248*z^3 - 259/155*z + 1
*
[ -7/4 ] 
f(z) = 268/245*z^3 - 249/140*z + 1
*
[ 4/3 ] 
f(z) = 277/256*z^3 - 241/144*z + 1
*
[ 5/12 ] 
f(z) = 261/250*z^3 - 253/160*z + 1
*
[ 5/4 ] 
f(z) = 273/250*z^3 - 241/160*z + 1
*
[ 5/4 ] 
f(z) = 279/250*z^3 - 247/160*z + 1
*
[ 9/20 ] 
f(z) = 260/243*z^3 - 259/180*z + 1
*
[ 15/31 ] 
f(z) = 279/250*z^3 - 247/186*z + 1
*
[ 2/3 ] 
f(z) = 261/250*z^3 - 241/250*z + 1
*
[ 2/3 ] 
f(z) = 261/254*z^3 - 243/254*z + 1
*
[ 10/11 ] 
f(z) = 271/250*z^3 - 241/242*z + 1
*
[ 2/3 ] 
f(z) = 279/242*z^3 - 245/242*z + 1
*
[ 2/3 ] 
f(z) = 279/250*z^3 - 249/250*z + 1
*
[ 2/3 ] 
f(z) = 279/254*z^3 - 251/254*z + 1
*
[ -10 ] 
f(z) = 279/250*z^3 - 221/2*z + 1
*
[ -3 ] 
f(z) = 260/243*z^3 - 224/27*z + 1
*
[ -3 ] 
f(z) = 262/243*z^3 - 226/27*z + 1
*
[ -3 ] 
f(z) = 263/243*z^3 - 227/27*z + 1
*
[ -3 ] 
f(z) = 265/243*z^3 - 229/27*z + 1
*
[ -3 ] 
f(z) = 266/243*z^3 - 230/27*z + 1
*
[ -3 ] 
f(z) = 268/243*z^3 - 232/27*z + 1
*
[ -3 ] 
f(z) = 269/243*z^3 - 233/27*z + 1
*
[ -3 ] 
f(z) = 271/243*z^3 - 235/27*z + 1
*
[ -3 ] 
f(z) = 272/243*z^3 - 236/27*z + 1
*
[ -3 ] 
f(z) = 274/243*z^3 - 238/27*z + 1
*
[ -3 ] 
f(z) = 275/243*z^3 - 239/27*z + 1
*
[ 5/2 ] 
f(z) = 261/250*z^3 - 237/40*z + 1
*
[ 5/2 ] 
f(z) = 263/250*z^3 - 239/40*z + 1
*
-15/7 | 0.28671624193496330853399565768055574149 | 0.027892442695919792311414784214278714012
f(z) = 273/250*z^3 - 233/42*z + 1
*
[ -12/5 ] 
f(z) = 275/256*z^3 - 229/48*z + 1
*
[ -5/2 ] 
f(z) = 277/250*z^3 - 221/40*z + 1
*
[ -5/2 ] 
f(z) = 279/250*z^3 - 223/40*z + 1
*
[ 2 ] 
f(z) = 261/256*z^3 - 229/64*z + 1
*
[ 2 ] 
f(z) = 263/240*z^3 - 233/60*z + 1
*
[ 2 ] 
f(z) = 263/256*z^3 - 231/64*z + 1
*
[ 2 ] 
f(z) = 265/256*z^3 - 233/64*z + 1
*
[ 2 ] 
f(z) = 267/256*z^3 - 235/64*z + 1
*
[ 2 ] 
f(z) = 269/240*z^3 - 239/60*z + 1
*
[ 2 ] 
f(z) = 269/256*z^3 - 237/64*z + 1
*
[ 2 ] 
f(z) = 271/256*z^3 - 239/64*z + 1
*
[ 5/3 ] 
f(z) = 263/250*z^3 - 227/90*z + 1
*
[ 5/3 ] 
f(z) = 269/250*z^3 - 233/90*z + 1
*
[ 9/26 ] 
f(z) = 260/243*z^3 - 236/117*z + 1
*
[ 3/2 ] 
f(z) = 263/243*z^3 - 227/108*z + 1
*
[ 3/2 ] 
f(z) = 265/243*z^3 - 229/108*z + 1
*
[ 3/2 ] 
f(z) = 269/243*z^3 - 233/108*z + 1
*
[ 3/2 ] 
f(z) = 271/243*z^3 - 235/108*z + 1
*
[ 3/2 ] 
f(z) = 275/243*z^3 - 239/108*z + 1
*
[ 5/13 ] 
f(z) = 273/250*z^3 - 229/130*z + 1
*
-7/6 | 0.21952514370549965858505708387305573754 | 0.029854848086625357850369231084770237931
f(z) = 261/245*z^3 - 223/140*z + 1
*
[ -16/9 ] 
f(z) = 261/256*z^3 - 239/144*z + 1
*
[ 4/3 ] 
f(z) = 263/256*z^3 - 227/144*z + 1
*
[ 4/3 ] 
f(z) = 265/256*z^3 - 229/144*z + 1
*
[ 4/3 ] 
f(z) = 269/256*z^3 - 233/144*z + 1
*
[ 4/3 ] 
f(z) = 271/256*z^3 - 235/144*z + 1
*
[ 4/3 ] 
f(z) = 275/256*z^3 - 239/144*z + 1
*
-7/6 | 0.21731740994358731239218910124860280525 | 0.029311880333688931773606534874099076267
f(z) = 279/245*z^3 - 237/140*z + 1
*
[ 5/4 ] 
f(z) = 261/250*z^3 - 229/160*z + 1
*
[ 5/4 ] 
f(z) = 263/250*z^3 - 231/160*z + 1
*
[ 9/19 ] 
f(z) = 266/243*z^3 - 232/171*z + 1
*
[ 5/4 ] 
f(z) = 269/250*z^3 - 237/160*z + 1
*
[ 5/4 ] 
f(z) = 271/250*z^3 - 239/160*z + 1
*
[ 8/15 ] 
f(z) = 261/256*z^3 - 233/200*z + 1
*
[ 7/12 ] 
f(z) = 264/245*z^3 - 227/210*z + 1
*
[ -8/5 ] 
f(z) = 273/256*z^3 - 221/200*z + 1
*
[ -8/5 ] 
f(z) = 277/256*z^3 - 229/200*z + 1
*
[ 8/15 ] 
f(z) = 279/256*z^3 - 237/200*z + 1
*
[ -8/5 ] 
f(z) = 279/256*z^3 - 233/200*z + 1
*
[ 9/10 ] 
f(z) = 268/243*z^3 - 226/225*z + 1
*
[ 9/10 ] 
f(z) = 272/243*z^3 - 229/225*z + 1
*
[ 2/3 ] 
f(z) = 261/242*z^3 - 237/242*z + 1
*
[ 10/11 ] 
f(z) = 261/250*z^3 - 233/242*z + 1
*
[ 3/4 ] 
f(z) = 272/249*z^3 - 236/249*z + 1
*
[ 4/5 ] 
f(z) = 275/244*z^3 - 237/244*z + 1
*
[ 4/5 ] 
f(z) = 275/252*z^3 - 239/252*z + 1
*
[ 10 ] 
f(z) = 261/250*z^3 - 207/2*z + 1
*
[ -10 ] 
f(z) = 269/250*z^3 - 213/2*z + 1
*
[ 10 ] 
f(z) = 271/250*z^3 - 215/2*z + 1
*
[ 10/3 ] 
f(z) = 277/250*z^3 - 209/18*z + 1
*
[ -5/2 ] 
f(z) = 263/250*z^3 - 207/40*z + 1
*
[ -5/2 ] 
f(z) = 267/250*z^3 - 211/40*z + 1
*
[ -5/2 ] 
f(z) = 269/250*z^3 - 213/40*z + 1
*
[ -5/2 ] 
f(z) = 273/250*z^3 - 217/40*z + 1
*
[ 7/4 ] 
f(z) = 264/245*z^3 - 201/70*z + 1
*
[ -11/6 ] 
f(z) = 279/242*z^3 - 205/88*z + 1
*
[ 4/3 ] 
f(z) = 261/248*z^3 - 201/124*z + 1
*
[ 2/5 ] 
f(z) = 275/244*z^3 - 205/122*z + 1
*
[ 2/5 ] 
f(z) = 275/252*z^3 - 211/126*z + 1
*
[ 4/9 ] 
f(z) = 261/256*z^3 - 209/144*z + 1
*
[ 9/20 ] 
f(z) = 275/243*z^3 - 209/144*z + 1
*
[ 4/9 ] 
f(z) = 279/256*z^3 - 211/144*z + 1
*
[ 15/29 ] 
f(z) = 261/250*z^3 - 211/174*z + 1
*
[ 3/4 ] 
f(z) = 262/243*z^3 - 203/216*z + 1
*
[ -8/5 ] 
f(z) = 263/256*z^3 - 201/200*z + 1
*
[ 3/4 ] 
f(z) = 266/243*z^3 - 205/216*z + 1
*
[ -8/5 ] 
f(z) = 267/256*z^3 - 209/200*z + 1
*
[ 8/9 ] 
f(z) = 267/256*z^3 - 205/216*z + 1
*
[ -8/5 ] 
f(z) = 269/256*z^3 - 213/200*z + 1
*
[ -8/5 ] 
f(z) = 271/256*z^3 - 217/200*z + 1
*
[ 8/9 ] 
f(z) = 273/256*z^3 - 209/216*z + 1
*
[ 3/4 ] 
f(z) = 274/243*z^3 - 209/216*z + 1
*
[ 3/4 ] 
f(z) = 278/243*z^3 - 211/216*z + 1
*
[ 9/2 ] 
f(z) = 260/243*z^3 - 188/9*z + 1
*
[ -9/2 ] 
f(z) = 260/243*z^3 - 184/9*z + 1
*
[ -20/3 ] 
f(z) = 261/250*z^3 - 181/4*z + 1
*
[ -10/3 ] 
f(z) = 263/250*z^3 - 187/18*z + 1
*
[ 9/2 ] 
f(z) = 268/243*z^3 - 194/9*z + 1
*
[ -9/2 ] 
f(z) = 268/243*z^3 - 190/9*z + 1
*
[ 9/2 ] 
f(z) = 272/243*z^3 - 197/9*z + 1
*
[ -9/2 ] 
f(z) = 272/243*z^3 - 193/9*z + 1
*
[ 20/3 ] 
f(z) = 279/250*z^3 - 195/4*z + 1
*
[ 7/3 ] 
f(z) = 261/245*z^3 - 183/35*z + 1
*
[ 9/4 ] 
f(z) = 268/243*z^3 - 181/36*z + 1
*
[ 7/3 ] 
f(z) = 279/245*z^3 - 197/35*z + 1
*
[ 5/18 ] 
f(z) = 261/250*z^3 - 193/72*z + 1
*
[ -2 ] 
f(z) = 271/240*z^3 - 181/60*z + 1
*
[ -2 ] 
f(z) = 277/240*z^3 - 187/60*z + 1
*
[ -2 ] 
f(z) = 277/256*z^3 - 181/64*z + 1
*
[ -2 ] 
f(z) = 279/256*z^3 - 183/64*z + 1
*
[ -11/6 ] 
f(z) = 261/242*z^3 - 183/88*z + 1
*
[ 10/7 ] 
f(z) = 263/250*z^3 - 181/98*z + 1
*
[ 3/8 ] 
f(z) = 272/243*z^3 - 197/108*z + 1
*
[ 7/6 ] 
f(z) = 261/245*z^3 - 183/140*z + 1
*
[ 9/8 ] 
f(z) = 268/243*z^3 - 185/144*z + 1
*
[ 9/17 ] 
f(z) = 272/243*z^3 - 184/153*z + 1
*
[ 20/39 ] 
f(z) = 273/250*z^3 - 193/156*z + 1
*
[ 7/6 ] 
f(z) = 279/245*z^3 - 197/140*z + 1
*
[ 10/9 ] 
f(z) = 269/250*z^3 - 199/162*z + 1
*
[ 5/9 ] 
f(z) = 277/250*z^3 - 185/162*z + 1
*
[ 2/3 ] 
f(z) = 267/256*z^3 - 185/192*z + 1
*
[ 2/3 ] 
f(z) = 273/256*z^3 - 187/192*z + 1
*
[ -8/5 ] 
f(z) = 261/256*z^3 - 197/200*z + 1
*
[ 16/5 ] 
f(z) = 275/256*z^3 - 165/16*z + 1
*
[ 9/4 ] 
f(z) = 260/243*z^3 - 175/36*z + 1
*
[ 8/3 ] 
f(z) = 267/256*z^3 - 163/24*z + 1
*
[ 8/3 ] 
f(z) = 273/256*z^3 - 167/24*z + 1
*
[ -7/3 ] 
f(z) = 279/245*z^3 - 167/35*z + 1
*
5/21 | 0.27516907768443678971109182676616486706 | 0.027473775196543602828628629558278348098
f(z) = 273/250*z^3 - 179/42*z + 1
*
[ -2 ] 
f(z) = 261/256*z^3 - 165/64*z + 1
*
[ -2 ] 
f(z) = 263/240*z^3 - 173/60*z + 1
*
[ -2 ] 
f(z) = 263/256*z^3 - 167/64*z + 1
*
[ -2 ] 
f(z) = 265/256*z^3 - 169/64*z + 1
*
[ -2 ] 
f(z) = 267/256*z^3 - 171/64*z + 1
*
[ -2 ] 
f(z) = 269/240*z^3 - 179/60*z + 1
*
[ -2 ] 
f(z) = 269/256*z^3 - 173/64*z + 1
*
[ -2 ] 
f(z) = 271/256*z^3 - 175/64*z + 1
*
[ -2 ] 
f(z) = 273/256*z^3 - 177/64*z + 1
*
[ -2 ] 
f(z) = 275/256*z^3 - 179/64*z + 1
*
[ 9/8 ] 
f(z) = 260/243*z^3 - 179/144*z + 1
*
[ 9/16 ] 
f(z) = 272/243*z^3 - 163/144*z + 1
*
[ -11/7 ] 
f(z) = 273/242*z^3 - 177/154*z + 1
*
[ 16/15 ] 
f(z) = 275/256*z^3 - 167/144*z + 1
*
[ 9/10 ] 
f(z) = 265/243*z^3 - 179/180*z + 1
*
[ -16/5 ] 
f(z) = 275/256*z^3 - 155/16*z + 1
*
[ -9/4 ] 
f(z) = 260/243*z^3 - 143/36*z + 1
*
[ -7/3 ] 
f(z) = 261/245*z^3 - 153/35*z + 1
*
-2 | 0.10956096542219347776055130164357996406 | 0.015511853082088660965687294922662499525
f(z) = 261/248*z^3 - 146/31*z + 1
*
-2 | 0.10992068421137155690626670269025356624 | 0.015547756892715330583137311444853986522
f(z) = 263/248*z^3 - 147/31*z + 1
*
-2 | 0.11026195044841367057460892103167203192 | 0.015581085824458467179506466564402634279
f(z) = 265/248*z^3 - 148/31*z + 1
*
-2 | 0.11058728498895653604092135623641560711 | 0.015612202433053402566210199178389780508
f(z) = 267/248*z^3 - 149/31*z + 1
*
[ -8/3 ] 
f(z) = 267/256*z^3 - 145/24*z + 1
*
[ -9/4 ] 
f(z) = 268/243*z^3 - 149/36*z + 1
*
-2 | 0.11089868037896534241143180258257785516 | 0.015641393308938123408627946530485950743
f(z) = 269/248*z^3 - 150/31*z + 1
*
-2 | 0.11119774398837188472754675876119427947 | 0.015668889626318867843309819471904744281
f(z) = 271/248*z^3 - 151/31*z + 1
*
-2 | 0.11148579486032491986826955354729724179 | 0.015694881054101872938491736713932133312
f(z) = 273/248*z^3 - 152/31*z + 1
*
[ -8/3 ] 
f(z) = 273/256*z^3 - 149/24*z + 1
*
-2 | 0.11176393133362797364987424116222375761 | 0.015719525473549072694519067841980459926
f(z) = 275/248*z^3 - 153/31*z + 1
*
-2 | 0.11203307953944721159691755602645314399 | 0.015742955950863616872189819225927369987
f(z) = 277/248*z^3 - 154/31*z + 1
*
[ -15/7 ] 
f(z) = 273/250*z^3 - 149/42*z + 1
*
[ 7/6 ] 
f(z) = 276/245*z^3 - 146/105*z + 1
*
[ 3/5 ] 
f(z) = 260/243*z^3 - 142/135*z + 1
*
[ 3/5 ] 
f(z) = 265/243*z^3 - 143/135*z + 1
*
[ 2 ] 
f(z) = 273/248*z^3 - 121/31*z + 1
*
[ 2 ] 
f(z) = 275/248*z^3 - 122/31*z + 1
*
[ 2 ] 
f(z) = 277/248*z^3 - 123/31*z + 1
*
[ 9/5 ] 
f(z) = 260/243*z^3 - 136/45*z + 1
*
[ 9/5 ] 
f(z) = 265/243*z^3 - 139/45*z + 1
*
[ 5/21 ] 
f(z) = 273/250*z^3 - 137/42*z + 1
*
[ 3/2 ] 
f(z) = 278/243*z^3 - 121/54*z + 1
*
[ -7/4 ] 
f(z) = 264/245*z^3 - 121/70*z + 1
*
[ 10/21 ] 
f(z) = 261/250*z^3 - 131/98*z + 1
*
[ -5/3 ] 
f(z) = 271/250*z^3 - 127/90*z + 1
*
[ 6/5 ] 
f(z) = 275/248*z^3 - 133/93*z + 1
*
-8/5 | 0.21686940714576652972376560880064544452 | 0.026000616630010616369629596744596982910
f(z) = 275/256*z^3 - 131/88*z + 1
*
[ -5/3 ] 
f(z) = 277/250*z^3 - 133/90*z + 1
*
[ 7/6 ] 
f(z) = 264/245*z^3 - 139/105*z + 1
*
[ 4/7 ] 
f(z) = 273/256*z^3 - 123/112*z + 1
*
[ 5/8 ] 
f(z) = 261/250*z^3 - 129/128*z + 1
*
[ 9/14 ] 
f(z) = 266/243*z^3 - 127/126*z + 1
*
[ 5/8 ] 
f(z) = 271/250*z^3 - 131/128*z + 1
*
[ 10/13 ] 
f(z) = 273/250*z^3 - 123/130*z + 1
*
[ 2/3 ] 
f(z) = 279/244*z^3 - 123/122*z + 1
*
[ 7/8 ] 
f(z) = 272/245*z^3 - 139/140*z + 1
*
[ 10/3 ] 
f(z) = 261/250*z^3 - 109/10*z + 1
*
[ -10/3 ] 
f(z) = 261/250*z^3 - 103/10*z + 1
*
[ 10/3 ] 
f(z) = 279/250*z^3 - 117/10*z + 1
*
[ -10/3 ] 
f(z) = 279/250*z^3 - 111/10*z + 1
*
[ 2 ] 
f(z) = 261/248*z^3 - 115/31*z + 1
*
[ 2 ] 
f(z) = 263/248*z^3 - 116/31*z + 1
*
[ 2 ] 
f(z) = 265/248*z^3 - 117/31*z + 1
*
[ 2 ] 
f(z) = 267/248*z^3 - 118/31*z + 1
*
[ 2 ] 
f(z) = 269/248*z^3 - 119/31*z + 1
*
[ 2 ] 
f(z) = 271/248*z^3 - 120/31*z + 1
*
[ 7/4 ] 
f(z) = 272/245*z^3 - 104/35*z + 1
*
[ 3/2 ] 
f(z) = 262/243*z^3 - 113/54*z + 1
*
[ 3/2 ] 
f(z) = 266/243*z^3 - 115/54*z + 1
*
[ 3/2 ] 
f(z) = 274/243*z^3 - 119/54*z + 1
*
[ 15/13 ] 
f(z) = 273/250*z^3 - 103/78*z + 1
*
[ 2/5 ] 
f(z) = 275/256*z^3 - 107/64*z + 1
*
[ 10/9 ] 
f(z) = 261/250*z^3 - 107/90*z + 1
*
[ 5/9 ] 
f(z) = 261/250*z^3 - 101/90*z + 1
*
[ -5/3 ] 
f(z) = 263/250*z^3 - 119/90*z + 1
*
[ 5/9 ] 
f(z) = 279/250*z^3 - 103/90*z + 1
*
[ 9/13 ] 
f(z) = 260/243*z^3 - 112/117*z + 1
*
[ 3/4 ] 
f(z) = 260/243*z^3 - 101/108*z + 1
*
[ 3/4 ] 
f(z) = 268/243*z^3 - 103/108*z + 1
*
[ 8/13 ] 
f(z) = 273/256*z^3 - 107/104*z + 1
*
[ 2/3 ] 
f(z) = 261/244*z^3 - 119/122*z + 1
*
[ 5/6 ] 
f(z) = 267/250*z^3 - 113/120*z + 1
*
[ 4/5 ] 
f(z) = 275/248*z^3 - 119/124*z + 1
*
[ -2 ] 
f(z) = 261/248*z^3 - 84/31*z + 1
*
[ -2 ] 
f(z) = 263/248*z^3 - 85/31*z + 1
*
[ -2 ] 
f(z) = 265/248*z^3 - 86/31*z + 1
*
[ -2 ] 
f(z) = 267/248*z^3 - 87/31*z + 1
*
[ -2 ] 
f(z) = 269/248*z^3 - 88/31*z + 1
*
[ -2 ] 
f(z) = 271/248*z^3 - 89/31*z + 1
*
[ -2 ] 
f(z) = 273/248*z^3 - 90/31*z + 1
*
[ -2 ] 
f(z) = 275/248*z^3 - 91/31*z + 1
*
[ -2 ] 
f(z) = 277/248*z^3 - 92/31*z + 1
*
[ -9/5 ] 
f(z) = 260/243*z^3 - 86/45*z + 1
*
[ -9/5 ] 
f(z) = 265/243*z^3 - 89/45*z + 1
*
[ 8/5 ] 
f(z) = 265/256*z^3 - 91/40*z + 1
*
[ 9/7 ] 
f(z) = 266/243*z^3 - 100/63*z + 1
*
[ 8/15 ] 
f(z) = 275/256*z^3 - 85/72*z + 1
*
[ 2/3 ] 
f(z) = 267/248*z^3 - 91/93*z + 1
*
[ 5/7 ] 
f(z) = 269/250*z^3 - 93/98*z + 1
*
[ 2/3 ] 
f(z) = 273/248*z^3 - 92/93*z + 1
*
[ 9/11 ] 
f(z) = 275/243*z^3 - 97/99*z + 1
*
[ 3/5 ] 
f(z) = 275/252*z^3 - 89/84*z + 1
*
[ 8/11 ] 
f(z) = 275/256*z^3 - 83/88*z + 1
*
[ 5/7 ] 
f(z) = 279/250*z^3 - 95/98*z + 1
*
[ 10/3 ] 
f(z) = 267/250*z^3 - 67/6*z + 1
*
[ -10/3 ] 
f(z) = 273/250*z^3 - 65/6*z + 1
*
[ 5/3 ] 
f(z) = 267/250*z^3 - 77/30*z + 1
*
[ -7/4 ] 
f(z) = 272/245*z^3 - 64/35*z + 1
*
[ 5/3 ] 
f(z) = 273/250*z^3 - 79/30*z + 1
*
[ 5/9 ] 
f(z) = 267/250*z^3 - 61/54*z + 1
*
[ 4/3 ] 
f(z) = 267/256*z^3 - 77/48*z + 1
*
[ 4/3 ] 
f(z) = 273/256*z^3 - 79/48*z + 1
*
[ 8/7 ] 
f(z) = 273/256*z^3 - 71/56*z + 1
*
[ 6/5 ] 
f(z) = 275/243*z^3 - 79/54*z + 1
*
[ 8/9 ] 
f(z) = 261/256*z^3 - 67/72*z + 1
*
[ 2/3 ] 
f(z) = 261/256*z^3 - 61/64*z + 1
*
[ 5/6 ] 
f(z) = 263/250*z^3 - 67/72*z + 1
*
[ 5/7 ] 
f(z) = 273/250*z^3 - 67/70*z + 1
*
[ 8/9 ] 
f(z) = 279/256*z^3 - 71/72*z + 1
*
[ 2/3 ] 
f(z) = 279/256*z^3 - 63/64*z + 1
*
[ 4/5 ] 
f(z) = 265/256*z^3 - 73/80*z + 1
*
[ -5/2 ] 
f(z) = 261/250*z^3 - 41/8*z + 1
*
[ 8/3 ] 
f(z) = 261/256*z^3 - 53/8*z + 1
*
[ -8/3 ] 
f(z) = 261/256*z^3 - 47/8*z + 1
*
[ 5 ] 
f(z) = 263/250*z^3 - 51/2*z + 1
*
[ -5 ] 
f(z) = 267/250*z^3 - 51/2*z + 1
*
[ 5/2 ] 
f(z) = 269/250*z^3 - 49/8*z + 1
*
[ 5/3 ] 
f(z) = 271/250*z^3 - 47/18*z + 1
*
[ -5/2 ] 
f(z) = 271/250*z^3 - 43/8*z + 1
*
[ 9/4 ] 
f(z) = 272/243*z^3 - 46/9*z + 1
*
[ 5 ] 
f(z) = 273/250*z^3 - 53/2*z + 1
*
[ -5 ] 
f(z) = 277/250*z^3 - 53/2*z + 1
*
[ 5/2 ] 
f(z) = 279/250*z^3 - 51/8*z + 1
*
[ 8/3 ] 
f(z) = 279/256*z^3 - 57/8*z + 1
*
[ -8/3 ] 
f(z) = 279/256*z^3 - 51/8*z + 1
*
[ 3/2 ] 
f(z) = 260/243*z^3 - 56/27*z + 1
*
[ 5/4 ] 
f(z) = 267/250*z^3 - 47/32*z + 1
*
[ -5/3 ] 
f(z) = 267/250*z^3 - 41/30*z + 1
*
[ 3/2 ] 
f(z) = 268/243*z^3 - 58/27*z + 1
*
[ 3/2 ] 
f(z) = 272/243*z^3 - 59/27*z + 1
*
[ 9/8 ] 
f(z) = 272/243*z^3 - 47/36*z + 1
*
[ -5/3 ] 
f(z) = 273/250*z^3 - 43/30*z + 1
*
[ 2/5 ] 
f(z) = 275/248*z^3 - 52/31*z + 1
*
[ 5/4 ] 
f(z) = 277/250*z^3 - 49/32*z + 1
*
[ 5/12 ] 
f(z) = 279/250*z^3 - 51/32*z + 1
*
[ 9/10 ] 
f(z) = 260/243*z^3 - 44/45*z + 1
*
[ -8/5 ] 
f(z) = 265/256*z^3 - 41/40*z + 1
*
[ 6/5 ] 
f(z) = 275/252*z^3 - 59/42*z + 1
*
[ 4/3 ] 
f(z) = 261/256*z^3 - 25/16*z + 1
*
[ -5/3 ] 
f(z) = 269/250*z^3 - 25/18*z + 1
*
[ -9/4 ] 
f(z) = 272/243*z^3 - 38/9*z + 1
*
[ 10/7 ] 
f(z) = 273/250*z^3 - 27/14*z + 1
*
[ 9/5 ] 
f(z) = 275/243*z^3 - 29/9*z + 1
*
[ 5/3 ] 
f(z) = 279/250*z^3 - 27/10*z + 1
*
[ 10/9 ] 
f(z) = 279/250*z^3 - 23/18*z + 1
*
[ 4/3 ] 
f(z) = 279/256*z^3 - 27/16*z + 1
*
[ 2/3 ] 
f(z) = 261/248*z^3 - 30/31*z + 1
*
[ 3/4 ] 
f(z) = 272/243*z^3 - 26/27*z + 1
*
[ 5/6 ] 
f(z) = 273/250*z^3 - 23/24*z + 1
*
[ 9/10 ] 
f(z) = 275/243*z^3 - 37/36*z + 1
*
[ 3/5 ] 
f(z) = 275/243*z^3 - 29/27*z + 1
*
[ 5/6 ] 
f(z) = 261/250*z^3 - 37/40*z + 1
*
[ 5/6 ] 
f(z) = 279/250*z^3 - 39/40*z + 1
*
[ -5/3 ] 
f(z) = 261/250*z^3 - 13/10*z + 1
*
[ 5/3 ] 
f(z) = 261/250*z^3 - 5/2*z + 1
*
[ -9/5 ] 
f(z) = 275/243*z^3 - 19/9*z + 1
*
[ 8/5 ] 
f(z) = 275/256*z^3 - 19/8*z + 1
*
[ 4/5 ] 
f(z) = 275/256*z^3 - 15/16*z + 1
*
[ -8/5 ] 
f(z) = 275/256*z^3 - 9/8*z + 1
*
[ -5/3 ] 
f(z) = 279/250*z^3 - 3/2*z + 1
*
[ -1 ]
f(z) = 262/241*z^3 + 220/241*z + 1
*
-2 | 0.10555316217353656542248666143922629381 | 0.014922824434785566254276655286748932340
f(z) = 261/272*z^3 - 295/68*z + 1
*
-2 | 0.10476438065966477342845565344017883544 | 0.014797173521993204280047190583197308562
f(z) = 263/272*z^3 - 297/68*z + 1
*
-2 | 0.10383507735549613465501355763917949338 | 0.014652027253589584460911362445824744191
f(z) = 265/272*z^3 - 299/68*z + 1
*
[ 5/4 ] 
f(z) = 268/275*z^3 - 291/220*z + 1
*
[ 3/5 ] 
f(z) = 275/273*z^3 - 281/273*z + 1
*
[ 3/5 ] 
f(z) = 275/276*z^3 - 283/276*z + 1
*
[ 2/3 ] 
f(z) = 265/264*z^3 - 281/297*z + 1
*
[ 2/3 ] 
f(z) = 269/264*z^3 - 283/297*z + 1
*
[ 2/3 ] 
f(z) = 271/264*z^3 - 284/297*z + 1
*
[ 2/3 ] 
f(z) = 277/264*z^3 - 287/297*z + 1
*
[ -5/2 ] 
f(z) = 272/275*z^3 - 263/55*z + 1
*
[ -5/2 ] 
f(z) = 276/275*z^3 - 268/55*z + 1
*
[ 2/5 ] 
f(z) = 265/264*z^3 - 274/165*z + 1
*
[ 6/5 ] 
f(z) = 275/272*z^3 - 263/204*z + 1
*
[ 3/5 ] 
f(z) = 275/267*z^3 - 277/267*z + 1
*
[ 2/3 ] 
f(z) = 279/274*z^3 - 261/274*z + 1
*
[ 2/3 ] 
f(z) = 279/278*z^3 - 263/278*z + 1
*
[ 2/3 ] 
f(z) = 263/264*z^3 - 280/297*z + 1
*
[ 3 ] 
f(z) = 271/270*z^3 - 251/30*z + 1
*
[ 3 ] 
f(z) = 277/270*z^3 - 257/30*z + 1
*
[ -5/2 ] 
f(z) = 268/275*z^3 - 258/55*z + 1
*
[ 2 ] 
f(z) = 275/272*z^3 - 241/68*z + 1
*
[ 2 ] 
f(z) = 277/272*z^3 - 243/68*z + 1
*
[ 2 ] 
f(z) = 279/272*z^3 - 245/68*z + 1
*
[ 3/5 ] 
f(z) = 271/270*z^3 - 257/250*z + 1
*
[ 3/5 ] 
f(z) = 277/270*z^3 - 259/250*z + 1
*
[ 2/3 ] 
f(z) = 261/262*z^3 - 247/262*z + 1
*
[ 2/3 ] 
f(z) = 261/266*z^3 - 249/266*z + 1
*
[ 2/3 ] 
f(z) = 261/274*z^3 - 253/274*z + 1
*
[ 2/3 ] 
f(z) = 261/278*z^3 - 255/278*z + 1
*
[ 3/4 ] 
f(z) = 272/267*z^3 - 242/267*z + 1
*
[ 3/4 ] 
f(z) = 272/273*z^3 - 244/273*z + 1
*
[ 4/5 ] 
f(z) = 275/268*z^3 - 243/268*z + 1
*
[ 4/5 ] 
f(z) = 275/276*z^3 - 245/276*z + 1
*
[ 2/3 ] 
f(z) = 279/262*z^3 - 255/262*z + 1
*
[ 2/3 ] 
f(z) = 279/266*z^3 - 257/266*z + 1
*
[ -3 ] 
f(z) = 263/270*z^3 - 223/30*z + 1
*
[ -3 ] 
f(z) = 269/270*z^3 - 229/30*z + 1
*
[ 2 ] 
f(z) = 261/272*z^3 - 227/68*z + 1
*
[ 2 ] 
f(z) = 263/272*z^3 - 229/68*z + 1
*
[ 2 ] 
f(z) = 265/272*z^3 - 231/68*z + 1
*
[ 2 ] 
f(z) = 267/272*z^3 - 233/68*z + 1
*
[ 2 ] 
f(z) = 269/272*z^3 - 235/68*z + 1
*
[ 2 ] 
f(z) = 271/272*z^3 - 237/68*z + 1
*
[ 2 ] 
f(z) = 273/272*z^3 - 239/68*z + 1
*
[ 3/2 ] 
f(z) = 263/270*z^3 - 223/120*z + 1
*
[ 3/2 ] 
f(z) = 269/270*z^3 - 229/120*z + 1
*
[ 2/5 ] 
f(z) = 275/268*z^3 - 223/134*z + 1
*
[ 2/5 ] 
f(z) = 275/276*z^3 - 229/138*z + 1
*
[ 6/5 ] 
f(z) = 275/261*z^3 - 235/174*z + 1
*
[ 6/5 ] 
f(z) = 275/279*z^3 - 233/186*z + 1
*
[ 6/5 ] 
f(z) = 265/264*z^3 - 211/165*z + 1
*
[ 5/8 ] 
f(z) = 272/275*z^3 - 217/220*z + 1
*
[ -5/3 ] 
f(z) = 267/275*z^3 - 181/165*z + 1
*
[ -5/3 ] 
f(z) = 273/275*z^3 - 191/165*z + 1
*
[ -5/3 ] 
f(z) = 276/275*z^3 - 196/165*z + 1
*
[ 2/3 ] 
f(z) = 267/272*z^3 - 191/204*z + 1
*
[ 2/3 ] 
f(z) = 273/272*z^3 - 193/204*z + 1
*
[ 5/6 ] 
f(z) = 261/275*z^3 - 189/220*z + 1
*
[ 5/6 ] 
f(z) = 279/275*z^3 - 199/220*z + 1
*
[ -2 ] 
f(z) = 263/272*z^3 - 161/68*z + 1
*
[ -2 ] 
f(z) = 265/272*z^3 - 163/68*z + 1
*
[ -2 ] 
f(z) = 267/272*z^3 - 165/68*z + 1
*
[ -2 ] 
f(z) = 269/272*z^3 - 167/68*z + 1
*
[ -2 ] 
f(z) = 271/272*z^3 - 169/68*z + 1
*
[ -2 ] 
f(z) = 273/272*z^3 - 171/68*z + 1
*
[ -2 ] 
f(z) = 275/272*z^3 - 173/68*z + 1
*
[ -2 ] 
f(z) = 277/272*z^3 - 175/68*z + 1
*
[ -2 ] 
f(z) = 279/272*z^3 - 177/68*z + 1
*
[ 3/2 ] 
f(z) = 260/261*z^3 - 166/87*z + 1
*
[ 3/2 ] 
f(z) = 260/279*z^3 - 164/93*z + 1
*
[ 3/2 ] 
f(z) = 268/261*z^3 - 172/87*z + 1
*
[ 3/2 ] 
f(z) = 268/279*z^3 - 170/93*z + 1
*
[ 3/2 ] 
f(z) = 272/261*z^3 - 175/87*z + 1
*
[ 3/2 ] 
f(z) = 272/279*z^3 - 173/93*z + 1
*
[ 6/5 ] 
f(z) = 275/276*z^3 - 175/138*z + 1
*
-2 | 0.086800938701872296480459217657669709955 | 0.012265816721518809378969846775560408604
f(z) = 263/264*z^3 - 148/33*z + 1
*
-2 | 0.087495826097857012785114318007978441520 | 0.012352256855057001861726552551207285652
f(z) = 265/264*z^3 - 149/33*z + 1
*
-2 | 0.088588568070175809278765782918084512990 | 0.012483027491910040065846863139103129580
f(z) = 269/264*z^3 - 151/33*z + 1
*
-2 | 0.089048283268922041678347486801294072723 | 0.012536146113759950872729986260647629978
f(z) = 271/264*z^3 - 152/33*z + 1
*
-2 | 0.090227653084230981119869755510240932768 | 0.012667323060906050297467461923959984056
f(z) = 277/264*z^3 - 155/33*z + 1
*
[ -2 ] 
f(z) = 261/272*z^3 - 159/68*z + 1
*
-4/3 | 0.15740084916712500608701312815349570327 | 0.024846014401519010378888032653224370674
f(z) = 279/272*z^3 - 141/68*z + 1
*
[ 3/4 ] 
f(z) = 263/270*z^3 - 141/160*z + 1
*
[ 3/4 ] 
f(z) = 269/270*z^3 - 143/160*z + 1
*
[ 5/6 ] 
f(z) = 276/275*z^3 - 148/165*z + 1
*
[ 2 ] 
f(z) = 277/264*z^3 - 122/33*z + 1
*
[ 5/3 ] 
f(z) = 261/275*z^3 - 123/55*z + 1
*
[ 5/3 ] 
f(z) = 279/275*z^3 - 133/55*z + 1
*
[ 2/3 ] 
f(z) = 261/260*z^3 - 123/130*z + 1
*
[ 2/3 ] 
f(z) = 261/268*z^3 - 125/134*z + 1
*
[ -8/5 ] 
f(z) = 275/272*z^3 - 131/136*z + 1
*
[ 2/3 ] 
f(z) = 279/260*z^3 - 127/130*z + 1
*
[ 2/3 ] 
f(z) = 279/268*z^3 - 129/134*z + 1
*
[ 2 ] 
f(z) = 263/264*z^3 - 115/33*z + 1
*
[ 2 ] 
f(z) = 265/264*z^3 - 116/33*z + 1
*
[ 2 ] 
f(z) = 269/264*z^3 - 118/33*z + 1
*
[ 2 ] 
f(z) = 271/264*z^3 - 119/33*z + 1
*
[ 2/5 ] 
f(z) = 275/272*z^3 - 113/68*z + 1
*
[ 4/3 ] 
f(z) = 279/272*z^3 - 107/68*z + 1
*
[ 3 ] 
f(z) = 263/270*z^3 - 81/10*z + 1
*
[ 3 ] 
f(z) = 269/270*z^3 - 83/10*z + 1
*
[ -2 ] 
f(z) = 263/264*z^3 - 82/33*z + 1
*
[ -2 ] 
f(z) = 265/264*z^3 - 83/33*z + 1
*
[ -2 ] 
f(z) = 269/264*z^3 - 85/33*z + 1
*
[ -2 ] 
f(z) = 271/264*z^3 - 86/33*z + 1
*
[ -2 ] 
f(z) = 277/264*z^3 - 89/33*z + 1
*
[ 4/3 ] 
f(z) = 261/272*z^3 - 99/68*z + 1
*
[ 3/4 ] 
f(z) = 272/279*z^3 - 82/93*z + 1
*
[ 3/5 ] 
f(z) = 275/261*z^3 - 91/87*z + 1
*
[ 3/5 ] 
f(z) = 275/279*z^3 - 95/93*z + 1
*
[ -3 ] 
f(z) = 271/270*z^3 - 77/10*z + 1
*
[ -3 ] 
f(z) = 277/270*z^3 - 79/10*z + 1
*
[ 3/2 ] 
f(z) = 271/270*z^3 - 77/40*z + 1
*
[ 5/4 ] 
f(z) = 272/275*z^3 - 74/55*z + 1
*
[ 3/2 ] 
f(z) = 277/270*z^3 - 79/40*z + 1
*
[ -5/3 ] 
f(z) = 279/275*z^3 - 67/55*z + 1
*
[ 2/3 ] 
f(z) = 261/272*z^3 - 63/68*z + 1
*
[ 4/5 ] 
f(z) = 275/272*z^3 - 61/68*z + 1
*
[ 2/3 ] 
f(z) = 279/272*z^3 - 65/68*z + 1
*
[ 3/4 ] 
f(z) = 272/261*z^3 - 80/87*z + 1
*
[ -5/3 ] 
f(z) = 261/275*z^3 - 57/55*z + 1
*
[ -1 ]
f(z) = 262/261*z^3 + 260/261*z + 1
*
[ 14/5 ] 
f(z) = 275/294*z^3 - 281/42*z + 1
*
-2 | 0.091390823057429519091759185604402416159 | 0.012896035369444084688182856055668531063
f(z) = 263/288*z^3 - 299/72*z + 1
*
[ 12/5 ] 
f(z) = 265/288*z^3 - 283/60*z + 1
*
[ -17/9 ] 
f(z) = 279/289*z^3 - 293/153*z + 1
*
[ 17/13 ] 
f(z) = 260/289*z^3 - 288/221*z + 1
*
[ 17/14 ] 
f(z) = 266/289*z^3 - 281/238*z + 1
*
[ 6/11 ] 
f(z) = 275/288*z^3 - 295/264*z + 1
*
[ 3/5 ] 
f(z) = 275/282*z^3 - 287/282*z + 1
*
[ 3/5 ] 
f(z) = 275/291*z^3 - 293/291*z + 1
*
[ 3/5 ] 
f(z) = 275/294*z^3 - 295/294*z + 1
*
[ 3/5 ] 
f(z) = 263/297*z^3 - 271/275*z + 1
*
[ 3/5 ] 
f(z) = 266/297*z^3 - 272/275*z + 1
*
[ 3/5 ] 
f(z) = 269/297*z^3 - 273/275*z + 1
*
[ 3/5 ] 
f(z) = 272/297*z^3 - 274/275*z + 1
*
[ 3/5 ] 
f(z) = 278/297*z^3 - 276/275*z + 1
*
[ -5/3 ] 
f(z) = 261/280*z^3 - 277/280*z + 1
*
[ 2/3 ] 
f(z) = 261/298*z^3 - 265/298*z + 1
*
[ 2/3 ] 
f(z) = 279/286*z^3 - 267/286*z + 1
*
[ 2/3 ] 
f(z) = 279/290*z^3 - 269/290*z + 1
*
[ 2/3 ] 
f(z) = 279/298*z^3 - 273/298*z + 1
*
[ 3 ] 
f(z) = 263/297*z^3 - 241/33*z + 1
*
[ 3 ] 
f(z) = 266/297*z^3 - 244/33*z + 1
*
[ 3 ] 
f(z) = 269/297*z^3 - 247/33*z + 1
*
[ 3 ] 
f(z) = 272/297*z^3 - 250/33*z + 1
*
[ 3 ] 
f(z) = 278/297*z^3 - 256/33*z + 1
*
[ -14/5 ] 
f(z) = 275/294*z^3 - 251/42*z + 1
*
[ 2 ] 
f(z) = 277/288*z^3 - 241/72*z + 1
*
[ -17/9 ] 
f(z) = 261/289*z^3 - 259/153*z + 1
*
[ 2/5 ] 
f(z) = 275/292*z^3 - 241/146*z + 1
*
[ -33/20 ] 
f(z) = 272/297*z^3 - 244/275*z + 1
*
[ 2/3 ] 
f(z) = 261/286*z^3 - 259/286*z + 1
*
[ -5/3 ] 
f(z) = 261/295*z^3 - 253/295*z + 1
*
[ 3/4 ] 
f(z) = 272/285*z^3 - 248/285*z + 1
*
[ 3/4 ] 
f(z) = 272/291*z^3 - 250/291*z + 1
*
[ 4/5 ] 
f(z) = 275/284*z^3 - 247/284*z + 1
*
[ 4/5 ] 
f(z) = 275/292*z^3 - 249/292*z + 1
*
[ 3 ] 
f(z) = 260/297*z^3 - 238/33*z + 1
*
[ -3 ] 
f(z) = 265/297*z^3 - 221/33*z + 1
*
[ -3 ] 
f(z) = 268/297*z^3 - 224/33*z + 1
*
[ 17/6 ] 
f(z) = 270/289*z^3 - 233/34*z + 1
*
[ -3 ] 
f(z) = 271/297*z^3 - 227/33*z + 1
*
[ -3 ] 
f(z) = 274/297*z^3 - 230/33*z + 1
*
[ -3 ] 
f(z) = 277/297*z^3 - 233/33*z + 1
*
[ 2 ] 
f(z) = 263/288*z^3 - 227/72*z + 1
*
[ -12/5 ] 
f(z) = 265/288*z^3 - 233/60*z + 1
*
[ 2 ] 
f(z) = 265/288*z^3 - 229/72*z + 1
*
[ 2 ] 
f(z) = 269/288*z^3 - 233/72*z + 1
*
[ 2 ] 
f(z) = 271/288*z^3 - 235/72*z + 1
*
[ 2 ] 
f(z) = 275/288*z^3 - 239/72*z + 1
*
6/5 | 0.22688817671560025661618513617530759103 | 0.025939340441719409826611745339407173041
f(z) = 265/297*z^3 - 233/110*z + 1
*
[ 3/2 ] 
f(z) = 265/297*z^3 - 221/132*z + 1
*
[ 3/2 ] 
f(z) = 271/297*z^3 - 227/132*z + 1
*
[ 3/2 ] 
f(z) = 277/297*z^3 - 233/132*z + 1
*
[ 2/5 ] 
f(z) = 275/284*z^3 - 235/142*z + 1
*
[ 3/4 ] 
f(z) = 266/297*z^3 - 221/264*z + 1
*
[ 17/20 ] 
f(z) = 275/289*z^3 - 235/272*z + 1
*
[ 3/4 ] 
f(z) = 278/297*z^3 - 227/264*z + 1
*
[ -3 ] 
f(z) = 262/297*z^3 - 218/33*z + 1
*
[ -17/6 ] 
f(z) = 270/289*z^3 - 209/34*z + 1
*
-8/5 | 0.14669567998866779423455188995630983596 | 0.021896510566507055549968665273460174256
f(z) = 275/288*z^3 - 203/72*z + 1
*
[ 17/12 ] 
f(z) = 270/289*z^3 - 215/136*z + 1
*
[ 4/3 ] 
f(z) = 279/280*z^3 - 213/140*z + 1
*
[ 4/3 ] 
f(z) = 279/296*z^3 - 211/148*z + 1
*
[ 17/26 ] 
f(z) = 260/289*z^3 - 202/221*z + 1
*
[ 17/10 ] 
f(z) = 260/289*z^3 - 186/85*z + 1
*
[ 4/3 ] 
f(z) = 261/280*z^3 - 197/140*z + 1
*
[ 4/3 ] 
f(z) = 261/296*z^3 - 195/148*z + 1
*
[ -17/10 ] 
f(z) = 270/289*z^3 - 189/170*z + 1
*
[ 17/30 ] 
f(z) = 270/289*z^3 - 181/170*z + 1
*
[ 17/5 ] 
f(z) = 275/289*z^3 - 175/17*z + 1
*
[ -17/5 ] 
f(z) = 275/289*z^3 - 165/17*z + 1
*
[ -2 ] 
f(z) = 269/288*z^3 - 161/72*z + 1
*
[ -2 ] 
f(z) = 271/288*z^3 - 163/72*z + 1
*
[ -2 ] 
f(z) = 275/288*z^3 - 167/72*z + 1
*
[ -2 ] 
f(z) = 277/288*z^3 - 169/72*z + 1
*
-6/5 | 0.21196132832759606778675859730308968772 | 0.027626857233797344173534337204404083808
f(z) = 265/288*z^3 - 179/120*z + 1
*
[ 17/15 ] 
f(z) = 275/289*z^3 - 169/153*z + 1
*
[ 3/5 ] 
f(z) = 265/297*z^3 - 163/165*z + 1
*
[ 33/34 ] 
f(z) = 272/297*z^3 - 167/187*z + 1
*
-2 | 0.10569104473927909636971648030558658794 | 0.014935172398658392162114241306126741803
f(z) = 261/280*z^3 - 148/35*z + 1
*
-2 | 0.10544110079767156569537281561851674790 | 0.014885687903284963021895900449949872190
f(z) = 261/296*z^3 - 149/37*z + 1
*
-2 | 0.10606204911064894099899995691435645778 | 0.014973350519865466678979117357818370108
f(z) = 263/280*z^3 - 149/35*z + 1
*
-2 | 0.10587396071260476585052434352265382831 | 0.014932695817677358766218791825838081282
f(z) = 263/296*z^3 - 150/37*z + 1
*
-2 | 0.10598309922667899023080453514855462350 | 0.014934093305091594422801307222034452939
f(z) = 265/296*z^3 - 151/37*z + 1
*
-2 | 0.10625806699968820672064751999794268381 | 0.014972839052366167308528863952386927066
f(z) = 267/280*z^3 - 151/35*z + 1
*
-2 | 0.10574872163127879252918732573631247231 | 0.014887220472398516242303898000451772933
f(z) = 267/296*z^3 - 152/37*z + 1
*
-2 | 0.10602812518444104700116737370691588773 | 0.014926554681195870397843451341285470680
f(z) = 269/280*z^3 - 152/35*z + 1
*
-2 | 0.10537779477563856793073875253208194481 | 0.014821319450344584632697773357467953608
f(z) = 269/296*z^3 - 153/37*z + 1
*
-2 | 0.10501468711651984688137371547378927950 | 0.014770248590282237315902781666436316391
f(z) = 271/280*z^3 - 153/35*z + 1
*
-2 | 0.10544360182980333741912259578010805616 | 0.014816998566236027941045577781639901498
f(z) = 271/296*z^3 - 154/37*z + 1
*
-2 | 0.10538514998786685775860438641861740028 | 0.014795328206887125869647558849970971056
f(z) = 273/296*z^3 - 155/37*z + 1
*
-2 | 0.10646407600277355214883694692529287706 | 0.014933319204605447737159550980249444161
f(z) = 275/296*z^3 - 156/37*z + 1
*
-2 | 0.10741710789059596234834672880349918157 | 0.015066997436055547575791849101596174691
f(z) = 277/280*z^3 - 156/35*z + 1
*
-2 | 0.10693926946417936335282397125693159677 | 0.014986540786251965582875023357438782818
f(z) = 277/296*z^3 - 157/37*z + 1
*
-2 | 0.10825628656608113980730196971156593264 | 0.015171108444257649500482744670737325303
f(z) = 279/280*z^3 - 157/35*z + 1
*
-2 | 0.10719527532235775680827476339149246539 | 0.015009062779373735286815014942657833662
f(z) = 279/296*z^3 - 158/37*z + 1
*
[ 17/9 ] 
f(z) = 270/289*z^3 - 146/51*z + 1
*
[ -2 ] 
f(z) = 263/288*z^3 - 155/72*z + 1
*
[ -2 ] 
f(z) = 265/288*z^3 - 157/72*z + 1
*
[ 8/5 ] 
f(z) = 275/288*z^3 - 149/72*z + 1
*
[ 17/10 ] 
f(z) = 275/289*z^3 - 159/68*z + 1
*
[ 17/12 ] 
f(z) = 264/289*z^3 - 157/102*z + 1
*
[ 3/4 ] 
f(z) = 265/297*z^3 - 147/176*z + 1
*
[ 3/4 ] 
f(z) = 271/297*z^3 - 149/176*z + 1
*
[ 7/10 ] 
f(z) = 275/294*z^3 - 149/168*z + 1
*
[ 3/4 ] 
f(z) = 277/297*z^3 - 151/176*z + 1
*
[ 17/22 ] 
f(z) = 264/289*z^3 - 157/187*z + 1
*
[ 4/5 ] 
f(z) = 265/288*z^3 - 151/180*z + 1
*
[ 2 ] 
f(z) = 277/280*z^3 - 121/35*z + 1
*
[ 2 ] 
f(z) = 279/280*z^3 - 122/35*z + 1
*
[ 2 ] 
f(z) = 279/296*z^3 - 121/37*z + 1
*
[ 6/5 ] 
f(z) = 265/297*z^3 - 123/110*z + 1
*
[ 6/5 ] 
f(z) = 275/296*z^3 - 130/111*z + 1
*
[ 6/5 ] 
f(z) = 265/288*z^3 - 139/120*z + 1
*
[ 12/11 ] 
f(z) = 275/288*z^3 - 139/132*z + 1
*
[ 2/3 ] 
f(z) = 261/284*z^3 - 129/142*z + 1
*
[ 2/3 ] 
f(z) = 261/292*z^3 - 131/146*z + 1
*
[ 6/7 ] 
f(z) = 266/297*z^3 - 127/154*z + 1
*
[ 4/5 ] 
f(z) = 275/296*z^3 - 125/148*z + 1
*
[ 2/3 ] 
f(z) = 279/284*z^3 - 133/142*z + 1
*
[ 2/3 ] 
f(z) = 279/292*z^3 - 135/146*z + 1
*
[ 2 ] 
f(z) = 261/280*z^3 - 113/35*z + 1
*
[ 2 ] 
f(z) = 261/296*z^3 - 112/37*z + 1
*
[ 2 ] 
f(z) = 263/280*z^3 - 114/35*z + 1
*
[ 2 ] 
f(z) = 263/296*z^3 - 113/37*z + 1
*
[ 2 ] 
f(z) = 265/296*z^3 - 114/37*z + 1
*
[ 2 ] 
f(z) = 267/280*z^3 - 116/35*z + 1
*
[ 2 ] 
f(z) = 267/296*z^3 - 115/37*z + 1
*
[ 2 ] 
f(z) = 269/280*z^3 - 117/35*z + 1
*
[ 2 ] 
f(z) = 269/296*z^3 - 116/37*z + 1
*
[ 2 ] 
f(z) = 271/280*z^3 - 118/35*z + 1
*
[ 2 ] 
f(z) = 271/296*z^3 - 117/37*z + 1
*
[ 2 ] 
f(z) = 273/296*z^3 - 118/37*z + 1
*
[ 2 ] 
f(z) = 275/296*z^3 - 119/37*z + 1
*
[ 2 ] 
f(z) = 277/296*z^3 - 120/37*z + 1
*
[ 3/2 ] 
f(z) = 262/297*z^3 - 109/66*z + 1
*
[ 3/2 ] 
f(z) = 274/297*z^3 - 115/66*z + 1
*
[ 2/5 ] 
f(z) = 275/288*z^3 - 119/72*z + 1
*
[ 2/3 ] 
f(z) = 273/296*z^3 - 101/111*z + 1
*
[ 3/4 ] 
f(z) = 260/297*z^3 - 109/132*z + 1
*
[ 3 ] 
f(z) = 265/297*z^3 - 81/11*z + 1
*
[ 3 ] 
f(z) = 268/297*z^3 - 82/11*z + 1
*
[ 3 ] 
f(z) = 271/297*z^3 - 83/11*z + 1
*
[ 3 ] 
f(z) = 274/297*z^3 - 84/11*z + 1
*
[ 3 ] 
f(z) = 277/297*z^3 - 85/11*z + 1
*
[ -2 ] 
f(z) = 267/280*z^3 - 81/35*z + 1
*
[ -2 ] 
f(z) = 269/280*z^3 - 82/35*z + 1
*
[ -2 ] 
f(z) = 271/280*z^3 - 83/35*z + 1
*
[ -2 ] 
f(z) = 273/296*z^3 - 81/37*z + 1
*
[ -2 ] 
f(z) = 275/296*z^3 - 82/37*z + 1
*
[ -2 ] 
f(z) = 277/280*z^3 - 86/35*z + 1
*
[ -2 ] 
f(z) = 277/296*z^3 - 83/37*z + 1
*
[ -2 ] 
f(z) = 279/280*z^3 - 87/35*z + 1
*
[ -2 ] 
f(z) = 279/296*z^3 - 84/37*z + 1
*
[ -17/9 ] 
f(z) = 270/289*z^3 - 92/51*z + 1
*
[ -17/10 ] 
f(z) = 260/289*z^3 - 86/85*z + 1
*
[ 17/15 ] 
f(z) = 270/289*z^3 - 92/85*z + 1
*
[ 3/5 ] 
f(z) = 275/288*z^3 - 97/96*z + 1
*
[ 2/3 ] 
f(z) = 267/280*z^3 - 97/105*z + 1
*
[ 2/3 ] 
f(z) = 267/296*z^3 - 100/111*z + 1
*
[ 17/18 ] 
f(z) = 270/289*z^3 - 91/102*z + 1
*
[ -3 ] 
f(z) = 260/297*z^3 - 72/11*z + 1
*
[ 3 ] 
f(z) = 262/297*z^3 - 80/11*z + 1
*
[ -3 ] 
f(z) = 263/297*z^3 - 73/11*z + 1
*
[ -3 ] 
f(z) = 266/297*z^3 - 74/11*z + 1
*
[ -3 ] 
f(z) = 269/297*z^3 - 75/11*z + 1
*
[ -3 ] 
f(z) = 272/297*z^3 - 76/11*z + 1
*
[ -3 ] 
f(z) = 278/297*z^3 - 78/11*z + 1
*
[ -2 ] 
f(z) = 261/280*z^3 - 78/35*z + 1
*
[ -2 ] 
f(z) = 261/296*z^3 - 75/37*z + 1
*
[ -2 ] 
f(z) = 263/280*z^3 - 79/35*z + 1
*
[ -2 ] 
f(z) = 263/296*z^3 - 76/37*z + 1
*
[ -2 ] 
f(z) = 265/296*z^3 - 77/37*z + 1
*
[ -2 ] 
f(z) = 267/296*z^3 - 78/37*z + 1
*
[ -2 ] 
f(z) = 269/296*z^3 - 79/37*z + 1
*
[ -2 ] 
f(z) = 271/296*z^3 - 80/37*z + 1
*
[ 2/5 ] 
f(z) = 275/296*z^3 - 61/37*z + 1
*
[ 3/2 ] 
f(z) = 263/297*z^3 - 73/44*z + 1
*
[ 3/2 ] 
f(z) = 269/297*z^3 - 75/44*z + 1
*
[ 3/8 ] 
f(z) = 272/297*z^3 - 79/44*z + 1
*
[ 7/5 ] 
f(z) = 275/294*z^3 - 65/42*z + 1
*
[ -17/10 ] 
f(z) = 275/289*z^3 - 79/68*z + 1
*
[ 3/4 ] 
f(z) = 262/297*z^3 - 73/88*z + 1
*
[ 3/4 ] 
f(z) = 274/297*z^3 - 75/88*z + 1
*
[ 12/5 ] 
f(z) = 275/288*z^3 - 59/12*z + 1
*
[ -12/5 ] 
f(z) = 275/288*z^3 - 49/12*z + 1
*
[ 3/2 ] 
f(z) = 268/297*z^3 - 56/33*z + 1
*
[ 3/5 ] 
f(z) = 260/297*z^3 - 54/55*z + 1
*
[ 2/3 ] 
f(z) = 261/280*z^3 - 32/35*z + 1
*
[ 2/3 ] 
f(z) = 261/296*z^3 - 33/37*z + 1
*
[ 3/2 ] 
f(z) = 266/297*z^3 - 37/22*z + 1
*
[ 3/4 ] 
f(z) = 272/297*z^3 - 28/33*z + 1
*
[ 4/5 ] 
f(z) = 275/288*z^3 - 31/36*z + 1
*
[ 6/5 ] 
f(z) = 275/288*z^3 - 29/24*z + 1
*
[ 3/2 ] 
f(z) = 278/297*z^3 - 39/22*z + 1
*
[ 2/3 ] 
f(z) = 279/280*z^3 - 33/35*z + 1
*
[ 2/3 ] 
f(z) = 279/296*z^3 - 34/37*z + 1
*
[ 3/4 ] 
f(z) = 268/297*z^3 - 37/44*z + 1
*
[ 3/2 ] 
f(z) = 260/297*z^3 - 18/11*z + 1
*
[ 3/2 ] 
f(z) = 272/297*z^3 - 19/11*z + 1
*
[ 1/3 ] 
f(z) = 280*z^3 - 298/9*z + 1
*
0 | 0.14357399880366348475903724021139404374 | 0.025447778029387247318589677224029304279
f(z) = 280*z^3 - 282*z + 1
*
0 | 0.12321196072923843146869518718288549294 | 0.021784324456328817889846676017616397769
f(z) = 280/3*z^3 - 286/3*z + 1
*
0 | 0.12993711544778260365585020926836326333 | 0.022807615103308756460768981206299037533
f(z) = 280/9*z^3 - 298/9*z + 1
*
[ 1/3 ] 
f(z) = 281*z^3 - 299/9*z + 1
*
[ 1/2 ] 
f(z) = 281*z^3 - 285/4*z + 1
*
0 | 0.14364005126198755209329867089333634560 | 0.025443521809044362278804480893991204968
f(z) = 281*z^3 - 283*z + 1
*
[ 1/2 ] 
f(z) = 281/2*z^3 - 289/8*z + 1
*
0 | 0.13079548095079110020455945479638208397 | 0.023139448264202546471201775208982139441
f(z) = 281/2*z^3 - 285/2*z + 1
*
[ 1/2 ] 
f(z) = 281/3*z^3 - 293/12*z + 1
*
0 | 0.12327704515041231372232671874953176772 | 0.021782389351296150502565493780739462404
f(z) = 281/3*z^3 - 287/3*z + 1
*
[ 1/2 ] 
f(z) = 281/4*z^3 - 297/16*z + 1
*
0 | 0.11794172608359433394626286130149155103 | 0.020814127240192427360624752391256086929
f(z) = 281/4*z^3 - 289/4*z + 1
*
0 | 0.14360335501765185219642454013252174904 | 0.025312034632083838869897157461237821836
f(z) = 281/5*z^3 - 291/5*z + 1
*
0 | 0.11041511823472570544227936319430137757 | 0.019438690658703878722523755801248036919
f(z) = 281/6*z^3 - 293/6*z + 1
*
0 | 0.14358496470719592681700828505782052343 | 0.025248037086555671592255693144397678045
f(z) = 281/7*z^3 - 295/7*z + 1
*
0 | 0.11505118362076328658743730446550674495 | 0.020206637898662493430440305088961444706
f(z) = 281/8*z^3 - 297/8*z + 1
*
0 | 0.13000343143632855562680515530245293287 | 0.022805844801828480727187368605719154470
f(z) = 281/9*z^3 - 299/9*z + 1
*
-2 | 0.11785327798237870396258611573804914592 | 0.016760184091743572245679014559804767649
f(z) = 281/16*z^3 - 283/4*z + 1
*
0 | 0.14370586895931425176201022964360843628 | 0.025439285594280185008476453566278721164
f(z) = 282*z^3 - 284*z + 1
*
-1 | 0.12662211653917930636526225054125010613 | 0.022443141112943764020210153749703734016
f(z) = 282*z^3 - 281*z + 1
*
0 | 0.14366930314108466526934380415001495228 | 0.025308355469578086068777930150270078141
f(z) = 282/5*z^3 - 292/5*z + 1
*
0 | 0.14365097834372829377171989686948382736 | 0.025244622856745722883135944511657066694
f(z) = 282/7*z^3 - 296/7*z + 1
*
[ 1/2 ] 
f(z) = 283*z^3 - 287/4*z + 1
*
0 | 0.14377145355849175475548947513881293649 | 0.025435069218771792506269252989163928682
f(z) = 283*z^3 - 285*z + 1
*
-1 | 0.12668759168419882505323286764817958070 | 0.022440666608180504504126295526011141855
f(z) = 283*z^3 - 282*z + 1
*
[ -1 ] 
f(z) = 283*z^3 - 281*z + 1
*
[ 1/2 ] 
f(z) = 283/2*z^3 - 291/8*z + 1
*
0 | 0.13092694808094985436516157594434819230 | 0.023134085962204355885849468863470353298
f(z) = 283/2*z^3 - 287/2*z + 1
*
-1 | 0.11387393521863925268873112398893585938 | 0.020170933724693673120342085052503437714
f(z) = 283/2*z^3 - 281/2*z + 1
*
[ 1/2 ] 
f(z) = 283/3*z^3 - 295/12*z + 1
*
0 | 0.12340961082939588069067782057094992310 | 0.021779088943001111791162525213603331101
f(z) = 283/3*z^3 - 289/3*z + 1
*
[ 1/2 ] 
f(z) = 283/4*z^3 - 299/16*z + 1
*
0 | 0.11807332317762379221360391157239865236 | 0.020812021035510417780492800315925204851
f(z) = 283/4*z^3 - 291/4*z + 1
*
0 | 0.14373501724252579276182214145769628263 | 0.025304691800096300532186262418447224754
f(z) = 283/5*z^3 - 293/5*z + 1
*
0 | 0.11054684569013803706931054406996174778 | 0.019438601147954827716463425798098704077
f(z) = 283/6*z^3 - 295/6*z + 1
*
0 | 0.14371675749315813709927914591617261373 | 0.025241222099952784564158954116226348709
f(z) = 283/7*z^3 - 297/7*z + 1
*
0 | 0.11233058430443732131983341742446456181 | 0.019705586566769900752577265334127434173
f(z) = 283/8*z^3 - 299/8*z + 1
*
-2 | 0.11798553844762503048333743493872000667 | 0.016762205820631048702930155872826557659
f(z) = 283/16*z^3 - 285/4*z + 1
*
[ 2 ] 
f(z) = 283/16*z^3 - 281/4*z + 1
*
0 | 0.14383680670476324766727798421129799883 | 0.025430872518168246954937282515989448193
f(z) = 284*z^3 - 286*z + 1
*
-1 | 0.12675283614668933521226088481686754754 | 0.022438203964610142943749027699559161582
f(z) = 284*z^3 - 283*z + 1
*
[ -1 ] 
f(z) = 284*z^3 - 282*z + 1
*
0 | 0.12347399455585531008855392301598223563 | 0.021777175964208434887717589304874317464
f(z) = 284/3*z^3 - 290/3*z + 1
*
-1 | 0.10645147126979349986153970066859224384 | 0.018844389579734470447426475442290946773
f(z) = 284/3*z^3 - 281/3*z + 1
*
0 | 0.14380049897699953990974360155926599031 | 0.025301043508417877322939134994915212294
f(z) = 284/5*z^3 - 294/5*z + 1
*
0 | 0.14378230381544537036078078958961961104 | 0.025237834723270689255622357765914340617
f(z) = 284/7*z^3 - 298/7*z + 1
*
[ 1/2 ] 
f(z) = 285*z^3 - 289/4*z + 1
*
0 | 0.14390193002601457678486104120945095271 | 0.025426695330060317590510264857387193633
f(z) = 285*z^3 - 287*z + 1
*
-1 | 0.12681785154643192068252442102890748070 | 0.022435753081866941993113527595509024397
f(z) = 285*z^3 - 284*z + 1
*
[ -1 ] 
f(z) = 285*z^3 - 283*z + 1
*
[ 1/2 ] 
f(z) = 285/2*z^3 - 293/8*z + 1
*
0 | 0.13105748847115415175260128660176235502 | 0.023128771567114596717715647815244640595
f(z) = 285/2*z^3 - 289/2*z + 1
*
-1 | 0.11400339073735292446020824382593171370 | 0.020168705697891241441638473999466520441
f(z) = 285/2*z^3 - 283/2*z + 1
*
[ -1 ] 
f(z) = 285/2*z^3 - 281/2*z + 1
*
0 | 0.11820399170351604255799761624517406032 | 0.020809929528527268232553762790103905448
f(z) = 285/4*z^3 - 293/4*z + 1
*
-1 | 0.11832515211442328868411372199854224735 | 0.020933282371855783254042920947559322371
f(z) = 285/4*z^3 - 281/4*z + 1
*
0 | 0.14384761895298538818301516094819744398 | 0.025234460634687634495755696884921868014
f(z) = 285/7*z^3 - 299/7*z + 1
*
-2 | 0.11811686035426437712583474359517666361 | 0.016764207474568671313566339009930606668
f(z) = 285/16*z^3 - 287/4*z + 1
*
[ 2 ] 
f(z) = 285/16*z^3 - 283/4*z + 1
*
0 | 0.14396682513301755301489968057148899868 | 0.025422537493950772285004629941130336556
f(z) = 286*z^3 - 288*z + 1
*
-1 | 0.12688263948620692108295628881846151384 | 0.022433313860794807378334000976515465032
f(z) = 286*z^3 - 285*z + 1
*
[ -1 ] 
f(z) = 286*z^3 - 284*z + 1
*
0 | 0.12360517364494411116716605095645250169 | 0.021773918325567462455116063945314944607
f(z) = 286/3*z^3 - 292/3*z + 1
*
-1 | 0.10658097289227161305229368255944213733 | 0.018843905093423816090098338807205678755
f(z) = 286/3*z^3 - 283/3*z + 1
*
0 | 0.14393077187791317472914202592766472663 | 0.025293792603653761882901650538109747521
f(z) = 286/5*z^3 - 296/5*z + 1
*
-1 | 0.12696849047142706386460712413529858903 | 0.022448492628390600348503013646056812713
f(z) = 286/5*z^3 - 281/5*z + 1
*
[ 1/2 ] 
f(z) = 287*z^3 - 291/4*z + 1
*
0 | 0.14403149361966900856036065836448024334 | 0.025418398851225226168688118859020823377
f(z) = 287*z^3 - 289*z + 1
*
-1 | 0.12694720155203101585179925851037988138 | 0.022430886203428424626425585332750297670
f(z) = 287*z^3 - 286*z + 1
*
[ -1 ] 
f(z) = 287*z^3 - 285*z + 1
*
[ 1/2 ] 
f(z) = 287/2*z^3 - 295/8*z + 1
*
0 | 0.13118711509558307219147472671446832447 | 0.023123504323240878407339540079703446180
f(z) = 287/2*z^3 - 291/2*z + 1
*
-1 | 0.11413259065417625043955753647979491256 | 0.020166613535131899889147112679374085615
f(z) = 287/2*z^3 - 285/2*z + 1
*
[ -1 ] 
f(z) = 287/2*z^3 - 283/2*z + 1
*
[ 1/2 ] 
f(z) = 287/3*z^3 - 299/12*z + 1
*
0 | 0.12366990498881375123055526645276652831 | 0.021772208962891775086759420738525055139
f(z) = 287/3*z^3 - 293/3*z + 1
*
-1 | 0.10664641928705921511973241301565329973 | 0.018843847408882621756537432474700634214
f(z) = 287/3*z^3 - 284/3*z + 1
*
[ -1 ] 
f(z) = 287/3*z^3 - 281/3*z + 1
*
0 | 0.11833374467375599745439483765982701034 | 0.020807852550624816992349977803412773706
f(z) = 287/4*z^3 - 295/4*z + 1
*
-1 | 0.11845405352655915309966125767062136432 | 0.020930192729770798809246305091435223055
f(z) = 287/4*z^3 - 283/4*z + 1
*
0 | 0.14399556626790558215365920831369717635 | 0.025290189766142658058945928436488607046
f(z) = 287/5*z^3 - 297/5*z + 1
*
-1 | 0.12703275506660891616346058381708129892 | 0.022446003048276821634280380146530520907
f(z) = 287/5*z^3 - 282/5*z + 1
*
0 | 0.11080752243790481511812126192935169592 | 0.019438403522692056775135662729406456814
f(z) = 287/6*z^3 - 299/6*z + 1
*
-1 | 0.093873313775744944090602925195824848733 | 0.016586908518652386691393668326404097862
f(z) = 287/6*z^3 - 281/6*z + 1
*
-2 | 0.11824725693814458735029750710468202080 | 0.016766189405862806531183850246473073279
f(z) = 287/16*z^3 - 289/4*z + 1
*
[ 2 ] 
f(z) = 287/16*z^3 - 285/4*z + 1
*
[ -2 ] 
f(z) = 287/16*z^3 - 281/4*z + 1
*
0 | 0.14409593706322569405219895703648007961 | 0.025414279245123534942976385127908532143
f(z) = 288*z^3 - 290*z + 1
*
-1 | 0.12701153931339018981599426145421187838 | 0.022428470012974756024497247366948612749
f(z) = 288*z^3 - 287*z + 1
*
[ -1 ] 
f(z) = 288*z^3 - 286*z + 1
*
[ -7/24 ] 
f(z) = 288*z^3 - 281/14*z + 1
*
0 | 0.14406013473851427400224683332541067814 | 0.025286601857551879549357798260048357562
f(z) = 288/5*z^3 - 298/5*z + 1
*
-1 | 0.12709679741168613501627327625632391372 | 0.022443525406455781779565306377135156286
f(z) = 288/5*z^3 - 283/5*z + 1
*
-1 | 0.12713919143098006588904129640008844208 | 0.022451011600195370291614900447334426910
f(z) = 288/7*z^3 - 281/7*z + 1
*
[ 1/2 ] 
f(z) = 289*z^3 - 293/4*z + 1
*
0 | 0.14416015702453510268496035226653382310 | 0.025410178520711720850659523582355508828
f(z) = 289*z^3 - 291*z + 1
*
-1 | 0.12707565432346866584442784934781166338 | 0.022426065193794889680428617959914652614
f(z) = 289*z^3 - 288*z + 1
*
[ -1 ] 
f(z) = 289*z^3 - 287*z + 1
*
[ 1/2 ] 
f(z) = 289/2*z^3 - 297/8*z + 1
*
[ -7/17 ] 
f(z) = 289/2*z^3 - 295/14*z + 1
*
0 | 0.13131584065785438868454998396762651182 | 0.023118283491842355360963776628080211977
f(z) = 289/2*z^3 - 293/2*z + 1
*
-1 | 0.11426089540843160339478423514751902136 | 0.020164541376338452760437377736482620983
f(z) = 289/2*z^3 - 287/2*z + 1
*
[ -1 ] 
f(z) = 289/2*z^3 - 285/2*z + 1
*
0 | 0.12379765918476228745116583907290465667 | 0.021768629443198324912623146364591090108
f(z) = 289/3*z^3 - 295/3*z + 1
*
-1 | 0.10677354295512411773185155315006346541 | 0.018843187926374092603913582575786233360
f(z) = 289/3*z^3 - 286/3*z + 1
*
[ -1 ] 
f(z) = 289/3*z^3 - 283/3*z + 1
*
0 | 0.11846259482920452218212426301208498779 | 0.020805789935547495287443197362306092353
f(z) = 289/4*z^3 - 297/4*z + 1
*
-1 | 0.11858206388488950112119009115197310424 | 0.020927132814347040285191824622982832427
f(z) = 289/4*z^3 - 285/4*z + 1
*
[ -1 ] 
f(z) = 289/4*z^3 - 281/4*z + 1
*
0 | 0.14412447885970351825875370992302961674 | 0.025283028768579967853837142369232054545
f(z) = 289/5*z^3 - 299/5*z + 1
*
-1 | 0.12716061903863448167937695669344474303 | 0.022441059602059989603174226957870442805
f(z) = 289/5*z^3 - 284/5*z + 1
*
[ 12/17 ] 
f(z) = 289/6*z^3 - 293/12*z + 1
*
-1 | 0.094001684036941422624237813770177417771 | 0.016589235017219419655928498334549748034
f(z) = 289/6*z^3 - 283/6*z + 1
*
-1 | 0.12720286797391537442282358188429590996 | 0.022448515612277068131819829708085565026
f(z) = 289/7*z^3 - 282/7*z + 1
*
-1 | 0.11866656210976527169793827178311575404 | 0.020942044897309842746679019176605670574
f(z) = 289/8*z^3 - 281/8*z + 1
*
-2 | 0.11837674115689664627936314390199915213 | 0.016768151958046911041308099159587158126
f(z) = 289/16*z^3 - 291/4*z + 1
*
[ 2 ] 
f(z) = 289/16*z^3 - 287/4*z + 1
*
[ -2 ] 
f(z) = 289/16*z^3 - 283/4*z + 1
*
0 | 0.14422415504826230581191728003793709000 | 0.025406096524854419576647707120044122277
f(z) = 290*z^3 - 292*z + 1
*
-1 | 0.12713954811937388807372628993504889986 | 0.022423671651386232767524266867401868921
f(z) = 290*z^3 - 289*z + 1
*
[ -1 ] 
f(z) = 290*z^3 - 288*z + 1
*
0 | 0.12386275238422221409036437232546319099 | 0.021767122688549993348285257914807348983
f(z) = 290/3*z^3 - 296/3*z + 1
*
-1 | 0.10683832414673762675548877718552733162 | 0.018843133673885922708174178691270699249
f(z) = 290/3*z^3 - 287/3*z + 1
*
[ -1 ] 
f(z) = 290/3*z^3 - 284/3*z + 1
*
-1 | 0.12726632630459201512129517031772619807 | 0.022446031589265048538487554436572885935
f(z) = 290/7*z^3 - 283/7*z + 1
*
-1 | 0.11374516379348574588655172178518455852 | 0.020061296760654482221323791351037837241
f(z) = 290/9*z^3 - 281/9*z + 1
*
[ 1/2 ] 
f(z) = 291*z^3 - 295/4*z + 1
*
0 | 0.14428793266311288241928444362722720824 | 0.025402033106187836650082896268080417594
f(z) = 291*z^3 - 293*z + 1
*
-1 | 0.12720322222235763718578479100126446522 | 0.022421289292365041240802286424720104670
f(z) = 291*z^3 - 290*z + 1
*
[ -1 ] 
f(z) = 291*z^3 - 289*z + 1
*
[ 1/2 ] 
f(z) = 291/2*z^3 - 299/8*z + 1
*
0 | 0.13144367759849565295831770717875589342 | 0.023113108350638922747318197375438597914
f(z) = 291/2*z^3 - 295/2*z + 1
*
-1 | 0.11438831731913600325930802751093957555 | 0.020162488885666082274674663851814832642
f(z) = 291/2*z^3 - 289/2*z + 1
*
[ -1 ] 
f(z) = 291/2*z^3 - 287/2*z + 1
*
0 | 0.11859055464660612184438560842539706709 | 0.020803741519375685679619777150992202171
f(z) = 291/4*z^3 - 299/4*z + 1
*
-1 | 0.11870919542417794725738860835986982383 | 0.020924102123897115202263408743359335366
f(z) = 291/4*z^3 - 287/4*z + 1
*
[ -1 ] 
f(z) = 291/4*z^3 - 283/4*z + 1
*
-1 | 0.12728760618733452288493117087542468601 | 0.022436163108116942929696047882271928531
f(z) = 291/5*z^3 - 286/5*z + 1
*
[ -1 ] 
f(z) = 291/5*z^3 - 281/5*z + 1
*
-1 | 0.12732956791353774522997796214143296489 | 0.022443559430206683974445310094715376103
f(z) = 291/7*z^3 - 284/7*z + 1
*
-1 | 0.11879311922374181831189047069991648478 | 0.020938894829267791591093307421283066682
f(z) = 291/8*z^3 - 283/8*z + 1
*
-1 | 0.11455616769565083234273236756664416196 | 0.020192074785959494080185747277867164616
f(z) = 291/10*z^3 - 281/10*z + 1
*
-2 | 0.11850532569768330249318590603179036784 | 0.016770095466162846158449286559821690545
f(z) = 291/16*z^3 - 293/4*z + 1
*
[ 2 ] 
f(z) = 291/16*z^3 - 289/4*z + 1
*
[ -2 ] 
f(z) = 291/16*z^3 - 285/4*z + 1
*
0 | 0.14435149138205202291889933611396885028 | 0.025397988115093202207771868040455187074
f(z) = 292*z^3 - 294*z + 1
*
-1 | 0.12726667813803335726180855329460132060 | 0.022418918024449278511724110483463625592
f(z) = 292*z^3 - 291*z + 1
*
[ -1 ] 
f(z) = 292*z^3 - 290*z + 1
*
0 | 0.12399021056985826825296997423391859673 | 0.021763766184204540533635492224798556098
f(z) = 292/3*z^3 - 298/3*z + 1
*
-1 | 0.10696516471753922674871326680112481217 | 0.018842664037111976889154455384793573170
f(z) = 292/3*z^3 - 289/3*z + 1
*
[ -1 ] 
f(z) = 292/3*z^3 - 286/3*z + 1
*
-1 | 0.12735077469496940315834199341386505065 | 0.022433732222821320491201179533804207621
f(z) = 292/5*z^3 - 287/5*z + 1
*
[ -1 ] 
f(z) = 292/5*z^3 - 282/5*z + 1
*
-1 | 0.12739259427605984341239416243307430489 | 0.022441099035360157431360523518195892805
f(z) = 292/7*z^3 - 285/7*z + 1
*
-1 | 0.11387114855647341392090873797690171025 | 0.020059201530102202637746439547337026046
f(z) = 292/9*z^3 - 283/9*z + 1
*
-1 | 0.12747578291695177486022366115045653079 | 0.022455753297952748896479444186219430960
f(z) = 292/11*z^3 - 281/11*z + 1
*
[ 1/2 ] 
f(z) = 293*z^3 - 297/4*z + 1
*
0 | 0.14441483270251988577277611762388156675 | 0.025393961403670713259728485476526563785
f(z) = 293*z^3 - 295*z + 1
*
-1 | 0.12732991735658977183662457031065089003 | 0.022416557756441795761505753730251784669
f(z) = 293*z^3 - 292*z + 1
*
[ -1 ] 
f(z) = 293*z^3 - 291*z + 1
*
[ -1/2 ] 
f(z) = 293*z^3 - 281/4*z + 1
*
0 | 0.13157063810215917139210197501763294317 | 0.023107978193337764305946008635592624936
f(z) = 293/2*z^3 - 297/2*z + 1
*
-1 | 0.11451486845274539367037961784394283817 | 0.020160455735263609311288671536174499985
f(z) = 293/2*z^3 - 291/2*z + 1
*
[ -1 ] 
f(z) = 293/2*z^3 - 289/2*z + 1
*
0 | 0.12405257857509936943409005856783050626 | 0.021761916766296755680741763323005178226
f(z) = 293/3*z^3 - 299/3*z + 1
*
-1 | 0.10702826068859071004561418679351288909 | 0.018842431041388996020627875576733136361
f(z) = 293/3*z^3 - 290/3*z + 1
*
[ -1 ] 
f(z) = 293/3*z^3 - 287/3*z + 1
*
-1 | 0.11883546012891498822111773503091171832 | 0.020921100168728679104818379458770791391
f(z) = 293/4*z^3 - 289/4*z + 1
*
[ -1 ] 
f(z) = 293/4*z^3 - 285/4*z + 1
*
-1 | 0.12741372845666308454047616235041158126 | 0.022431312783417607312110702127863629391
f(z) = 293/5*z^3 - 288/5*z + 1
*
[ -1 ] 
f(z) = 293/5*z^3 - 283/5*z + 1
*
-1 | 0.094253855529484280878519198426413276581 | 0.016593484391629176071011770744572238676
f(z) = 293/6*z^3 - 287/6*z + 1
*
[ -1 ] 
f(z) = 293/6*z^3 - 281/6*z + 1
*
-1 | 0.12745540685245164591501193187074925930 | 0.022438650306175700690816690074735802211
f(z) = 293/7*z^3 - 286/7*z + 1
*
-1 | 0.11891881726068442212808142014984474167 | 0.020935775274136058361882431466521875797
f(z) = 293/8*z^3 - 285/8*z + 1
*
-1 | 0.11393382095778278806602585646525775282 | 0.020058161749682922229459526688112074400
f(z) = 293/9*z^3 - 284/9*z + 1
*
-1 | 0.11468158543794618428489238407156666990 | 0.020189806425229638418857217717485568765
f(z) = 293/10*z^3 - 283/10*z + 1
*
-1 | 0.12753831613981083273983674601185443681 | 0.022453246568132172110073946838144782072
f(z) = 293/11*z^3 - 282/11*z + 1
*
-1 | 0.098657940210042016937258772545381509041 | 0.017368827851010394856560451373768369387
f(z) = 293/12*z^3 - 281/12*z + 1
*
-2 | 0.11863302298467960872643158837138933197 | 0.016772020257031198948472787900502325638
f(z) = 293/16*z^3 - 295/4*z + 1
*
[ 2 ] 
f(z) = 293/16*z^3 - 291/4*z + 1
*
[ -2 ] 
f(z) = 293/16*z^3 - 287/4*z + 1
*
[ 5/21 ] 
f(z) = 294*z^3 - 298/15*z + 1
*
0 | 0.14447795810664328358948673701101697317 | 0.025389952825713952870434418735319939760
f(z) = 294*z^3 - 296*z + 1
*
-1 | 0.12739294135300086492776385216633310335 | 0.022414208398213826760856550616158850914
f(z) = 294*z^3 - 293*z + 1
*
[ -1 ] 
f(z) = 294*z^3 - 292*z + 1
*
-1 | 0.12747646892758704565015464616315953095 | 0.022428904694915103155021026326933564748
f(z) = 294/5*z^3 - 289/5*z + 1
*
[ -1 ] 
f(z) = 294/5*z^3 - 284/5*z + 1
*
-1 | 0.12760063889205937527162309479752449247 | 0.022450751835195580263138299835530480700
f(z) = 294/11*z^3 - 283/11*z + 1
*
-1 | 0.12764173517550217779096700854442879121 | 0.022457982539280876443487566274679144328
f(z) = 294/13*z^3 - 281/13*z + 1
*
[ 1/2 ] 
f(z) = 295*z^3 - 299/4*z + 1
*
0 | 0.14454086906144377350978495777894130892 | 0.025385962236684775934492351680652820178
f(z) = 295*z^3 - 297*z + 1
*
-1 | 0.12745575158723230101473305739478637083 | 0.022411869860688790246252635137537922971
f(z) = 295*z^3 - 294*z + 1
*
[ -1 ] 
f(z) = 295*z^3 - 293*z + 1
*
[ -1/2 ] 
f(z) = 295*z^3 - 283/4*z + 1
*
0 | 0.13169673410459133499570733046120971944 | 0.023102892329176529600126347601974104768
f(z) = 295/2*z^3 - 299/2*z + 1
*
-1 | 0.11464056063001174543808045419394519431 | 0.020158441605028384324726524047172596673
f(z) = 295/2*z^3 - 293/2*z + 1
*
[ -1 ] 
f(z) = 295/2*z^3 - 291/2*z + 1
*
-1 | 0.10715381132720372696902257866563880232 | 0.018841968641159846179337484408922413753
f(z) = 295/3*z^3 - 292/3*z + 1
*
[ -1 ] 
f(z) = 295/3*z^3 - 289/3*z + 1
*
-1 | 0.11896086974009796557054017958044676815 | 0.020918126470775156896842766146044890541
f(z) = 295/4*z^3 - 291/4*z + 1
*
[ -1 ] 
f(z) = 295/4*z^3 - 287/4*z + 1
*
-1 | 0.094379636744990957869385757672042190218 | 0.016595752721132662506362558292987062804
f(z) = 295/6*z^3 - 289/6*z + 1
*
[ -1 ] 
f(z) = 295/6*z^3 - 283/6*z + 1
*
-1 | 0.12758039641416284344787636934239046024 | 0.022433787456444078481334021203108471843
f(z) = 295/7*z^3 - 288/7*z + 1
*
[ -1 ] 
f(z) = 295/7*z^3 - 281/7*z + 1
*
-1 | 0.11904366780549290687518656564652392937 | 0.020932685715401149221027244742976713360
f(z) = 295/8*z^3 - 287/8*z + 1
*
-1 | 0.11405853297988331032886906774276533154 | 0.020056097632413909608805926044490030015
f(z) = 295/9*z^3 - 286/9*z + 1
*
-1 | 0.12766275258585233223242547517318614361 | 0.022448268998305813193856447197553509137
f(z) = 295/11*z^3 - 284/11*z + 1
*
-1 | 0.098782239596192720082117769727279811155 | 0.017369908150924310235438732985947630443
f(z) = 295/12*z^3 - 283/12*z + 1
*
-1 | 0.12770371250551675129287908136451920890 | 0.022455471406809088504911774920188100344
f(z) = 295/13*z^3 - 282/13*z + 1
*
-1 | 0.11488807958777176166319324647775507299 | 0.020201965436634948783393308481087546623
f(z) = 295/14*z^3 - 281/14*z + 1
*
-2 | 0.11875984518629644259645928732291333766 | 0.016773926649511115287718126090147848302
f(z) = 295/16*z^3 - 297/4*z + 1
*
[ 2 ] 
f(z) = 295/16*z^3 - 293/4*z + 1
*
[ -2 ] 
f(z) = 295/16*z^3 - 289/4*z + 1
*
0 | 0.14460356701904222492571554073072232098 | 0.025381989493688651482900039157833997293
f(z) = 296*z^3 - 298*z + 1
*
-1 | 0.12751834950444435619346578505537051630 | 0.022409542055826393079844931649058046057
f(z) = 296*z^3 - 295*z + 1
*
[ -1 ] 
f(z) = 296*z^3 - 294*z + 1
*
-1 | 0.10721523526392612890060604375342180255 | 0.018841557571983277162773745375508896137
f(z) = 296/3*z^3 - 293/3*z + 1
*
[ -1 ] 
f(z) = 296/3*z^3 - 290/3*z + 1
*
-1 | 0.12760131574430390512005433321523370872 | 0.022424122196242040024466332840678409200
f(z) = 296/5*z^3 - 291/5*z + 1
*
[ -1 ] 
f(z) = 296/5*z^3 - 286/5*z + 1
*
-1 | 0.12764257624680956444436042065414508980 | 0.022431373144593695698146978856761354534
f(z) = 296/7*z^3 - 289/7*z + 1
*
[ -1 ] 
f(z) = 296/7*z^3 - 282/7*z + 1
*
-1 | 0.11412057542927915264694053695207794717 | 0.020055073206765489186026191758861648205
f(z) = 296/9*z^3 - 287/9*z + 1
*
-1 | 0.12772465861917858022341069067874949606 | 0.022445797957828761545482524643587678555
f(z) = 296/11*z^3 - 285/11*z + 1
*
-1 | 0.12776548307713297398595018765343342174 | 0.022452972277532479308164132679752786452
f(z) = 296/13*z^3 - 283/13*z + 1
*
-1 | 0.10746252635042423753861475340372160110 | 0.018885015474508256326229451789207390438
f(z) = 296/15*z^3 - 281/15*z + 1
*
0 | 0.14466605341685993585214310631504585736 | 0.025378034455450451706454792727772082231
f(z) = 297*z^3 - 299*z + 1
*
-1 | 0.12758073653519143102769185473726235533 | 0.022407224896607027591995143251009567318
f(z) = 297*z^3 - 296*z + 1
*
[ -1 ] 
f(z) = 297*z^3 - 295*z + 1
*
[ -1/2 ] 
f(z) = 297*z^3 - 285/4*z + 1
*
-1 | 0.11476605757196273138577564733684838406 | 0.020156560718730296509720470145052738687
f(z) = 297/2*z^3 - 295/2*z + 1
*
[ -1 ] 
f(z) = 297/2*z^3 - 293/2*z + 1
*
-1 | 0.11908543576178298053691314005272499569 | 0.020915180563240323808014526278759048428
f(z) = 297/4*z^3 - 293/4*z + 1
*
[ -1 ] 
f(z) = 297/4*z^3 - 289/4*z + 1
*
-1 | 0.12766342492752394803473724339728574057 | 0.022421747601630152379757577806632061811
f(z) = 297/5*z^3 - 292/5*z + 1
*
[ -1 ] 
f(z) = 297/5*z^3 - 287/5*z + 1
*
[ 5/9 ] 
f(z) = 297/5*z^3 - 287/15*z + 1
*
-1 | 0.12770454798836990020662037341252763496 | 0.022428970115763843201892496427600141292
f(z) = 297/7*z^3 - 290/7*z + 1
*
[ -1 ] 
f(z) = 297/7*z^3 - 283/7*z + 1
*
-1 | 0.11916768221028611199993840173839015361 | 0.020929625648906125179837994364130224951
f(z) = 297/8*z^3 - 289/8*z + 1
*
[ -1 ] 
f(z) = 297/8*z^3 - 281/8*z + 1
*
-1 | 0.11492990094422053683120853103974437886 | 0.020185336812909581008688677976385400936
f(z) = 297/10*z^3 - 287/10*z + 1
*
-1 | 0.12782704826543995819310951709408494536 | 0.022450485050798320926097362208327194780
f(z) = 297/13*z^3 - 284/13*z + 1
*
-1 | 0.11501128103696837169164292541316991884 | 0.020199629739019193848031308439164747285
f(z) = 297/14*z^3 - 283/14*z + 1
*
-2 | 0.11888580422215753930525139089640096199 | 0.016775814954750123439026838119279582450
f(z) = 297/16*z^3 - 299/4*z + 1
*
[ 2 ] 
f(z) = 297/16*z^3 - 295/4*z + 1
*
[ -2 ] 
f(z) = 297/16*z^3 - 291/4*z + 1
*
-1 | 0.11933044490763019161791690094400192442 | 0.020958211942285621251101131391487975914
f(z) = 297/16*z^3 - 281/16*z + 1
*
-1 | 0.12764291409561821396146215900796672512 | 0.022404918297016456672391914540544724443
f(z) = 298*z^3 - 297*z + 1
*
[ -1 ] 
f(z) = 298*z^3 - 296*z + 1
*
-1 | 0.10734055555939513556694660782722554035 | 0.018841283860559887405784433255969105461
f(z) = 298/3*z^3 - 295/3*z + 1
*
[ -1 ] 
f(z) = 298/3*z^3 - 292/3*z + 1
*
-1 | 0.12772532649521553004786949507091820204 | 0.022419383989003524244500001367266911710
f(z) = 298/5*z^3 - 293/5*z + 1
*
[ -1 ] 
f(z) = 298/5*z^3 - 288/5*z + 1
*
-1 | 0.12776631302704574906178500468305810200 | 0.022426578277095742324120289586882851941
f(z) = 298/7*z^3 - 291/7*z + 1
*
[ -1 ] 
f(z) = 298/7*z^3 - 284/7*z + 1
*
-1 | 0.11424404017024519166463203507283544120 | 0.020053039403487558691935627000519070314
f(z) = 298/9*z^3 - 289/9*z + 1
*
-1 | 0.12784785322668621949123506406569882274 | 0.022440890873480831164409002073213730903
f(z) = 298/11*z^3 - 287/11*z + 1
*
-1 | 0.12788840943185264960090410468532397044 | 0.022448009627151013128469326526037316461
f(z) = 298/13*z^3 - 285/13*z + 1
*
-1 | 0.10758518630832760101794822115353752059 | 0.018884223431327317779110954698095708236
f(z) = 298/15*z^3 - 283/15*z + 1
*
-1 | 0.12796910027126024527723529851517281360 | 0.022462173136947495582653619820977507519
f(z) = 298/17*z^3 - 281/17*z + 1
*
-1 | 0.12770488358765256254393919404034107125 | 0.022402622172030780337880996245508690787
f(z) = 299*z^3 - 298*z + 1
*
[ -1 ] 
f(z) = 299*z^3 - 297*z + 1
*
[ -1/2 ] 
f(z) = 299*z^3 - 287/4*z + 1
*
-1 | 0.11489006634889094402144002246899047738 | 0.020154583563495054665312097286976236927
f(z) = 299/2*z^3 - 297/2*z + 1
*
[ -1 ] 
f(z) = 299/2*z^3 - 295/2*z + 1
*
-1 | 0.10740238748460338315075171201703627496 | 0.018841057910993277988761680059094191512
f(z) = 299/3*z^3 - 296/3*z + 1
*
[ -1 ] 
f(z) = 299/3*z^3 - 293/3*z + 1
*
-1 | 0.11920916946741790429274725598707280926 | 0.020912261990256133946334367165852101537
f(z) = 299/4*z^3 - 295/4*z + 1
*
[ -1 ] 
f(z) = 299/4*z^3 - 291/4*z + 1
*
-1 | 0.12778702183079535983865213928972585895 | 0.022417031268811636738119825356676597412
f(z) = 299/5*z^3 - 294/5*z + 1
*
[ -1 ] 
f(z) = 299/5*z^3 - 289/5*z + 1
*
-1 | 0.094628420178120460813058918483466478452 | 0.016600185399578376581551702450948972056
f(z) = 299/6*z^3 - 293/6*z + 1
*
[ -1 ] 
f(z) = 299/6*z^3 - 287/6*z + 1
*
-1 | 0.12782787273719337481640494825576177063 | 0.022424197536817288868467078576488969510
f(z) = 299/7*z^3 - 292/7*z + 1
*
[ -1 ] 
f(z) = 299/7*z^3 - 285/7*z + 1
*
-1 | 0.11929087160059721836303154665750883421 | 0.020926594582470658182805456482984081523
f(z) = 299/8*z^3 - 291/8*z + 1
*
[ -1 ] 
f(z) = 299/8*z^3 - 283/8*z + 1
*
-1 | 0.11430546520638575558664932475119216994 | 0.020052029940258773553163819253372523977
f(z) = 299/9*z^3 - 290/9*z + 1
*
[ -1 ] 
f(z) = 299/9*z^3 - 281/9*z + 1
*
-1 | 0.11505282103907380953140964720752100128 | 0.020183134796059235145962680744794453062
f(z) = 299/10*z^3 - 289/10*z + 1
*
-1 | 0.12790914452769922481079853454467039003 | 0.022438454636192015007727379113064174374
f(z) = 299/11*z^3 - 288/11*z + 1
*
-1 | 0.099028362809414212358829591130827786449 | 0.017372045093415608507423792034472187977
f(z) = 299/12*z^3 - 287/12*z + 1
*
-1 | 0.11513366814013373900610606745919082607 | 0.020197317394311293753974750472331343517
f(z) = 299/14*z^3 - 285/14*z + 1
*
-1 | 0.10764517929021880926256697294831870557 | 0.018883649650125433081745696828873420009
f(z) = 299/15*z^3 - 284/15*z + 1
*
[ 2 ] 
f(z) = 299/16*z^3 - 297/4*z + 1
*
[ -2 ] 
f(z) = 299/16*z^3 - 293/4*z + 1
*
-1 | 0.11945256826580795358096000959535271576 | 0.020954960211062356752338569472952710769
f(z) = 299/16*z^3 - 283/16*z + 1
*
-1 | 0.12802999587799194673749053590733323788 | 0.022459654977663132880160081702560471218
f(z) = 299/17*z^3 - 282/17*z + 1
*
-1 | 0.10165084291590518539353383721006645034 | 0.017832093521705039512738504023549357296
f(z) = 299/18*z^3 - 281/18*z + 1
*
[ -3/7 ] 
f(z) = 280/3*z^3 - 290/21*z + 1
*
[ 1/14 ] 
f(z) = 280/3*z^3 - 283/21*z + 1
*
[ 2/3 ] 
f(z) = 281/16*z^3 - 299/36*z + 1
*
[ 1/10 ] 
f(z) = 284*z^3 - 296/25*z + 1
*
[ -3/7 ] 
f(z) = 287/3*z^3 - 299/21*z + 1
*
[ 1/10 ] 
f(z) = 288*z^3 - 297/25*z + 1
*
[ 3/8 ] 
f(z) = 288/5*z^3 - 293/30*z + 1
*
[ 5/12 ] 
f(z) = 288/7*z^3 - 299/35*z + 1
*
-7/17 | 0.21746133571919943251953621192283888647 | 0.028566961810915915754774735799236498138
f(z) = 289/5*z^3 - 283/35*z + 1
*
6/17 | 0.18902956121562215400879819085245969468 | 0.025345245777966496957889612107025430384
f(z) = 289/5*z^3 - 281/30*z + 1
*
[ 8/17 ] 
f(z) = 289/6*z^3 - 283/24*z + 1
*
3/34 | 0.20932398747377169402839007097085984669 | 0.029679890358992189230122273173130366445
f(z) = 289/7*z^3 - 289/28*z + 1
*
[ -14/17 ] 
f(z) = 289/16*z^3 - 281/28*z + 1
*
[ 2/17 ] 
f(z) = 289/19*z^3 - 293/38*z + 1
*
[ 1/10 ] 
f(z) = 290/3*z^3 - 299/30*z + 1
*
[ 1/10 ] 
f(z) = 292*z^3 - 298/25*z + 1
*
[ 3/28 ] 
f(z) = 294*z^3 - 281/24*z + 1
*
[ 1/14 ] 
f(z) = 294/11*z^3 - 289/22*z + 1
*
-13/21 | 0.16050154471275004564790720156835647604 | 0.023665142978456127710867226158082661850
f(z) = 294/13*z^3 - 281/39*z + 1
*
[ 2/5 ] 
f(z) = 295/6*z^3 - 281/30*z + 1
*
[ 1/10 ] 
f(z) = 296*z^3 - 299/25*z + 1
*
34/99 | 0.24477113674375488215225158388632842389 | 0.026633814212330674676414998835505635322
f(z) = 297/8*z^3 - 293/33*z + 1
*
14/33 | 0.23112181084959068871613933745254667426 | 0.025148616182755406030507056167956569816
f(z) = 297/8*z^3 - 281/33*z + 1
*
[ 5/9 ] 
f(z) = 297/10*z^3 - 299/30*z + 1
*
[ 2/3 ] 
f(z) = 297/17*z^3 - 281/34*z + 1
*
[ 2/3 ] 
f(z) = 297/19*z^3 - 283/38*z + 1
*
[ 1/6 ] 
f(z) = 284/5*z^3 - 296/45*z + 1
*
[ 3/8 ] 
f(z) = 284/9*z^3 - 293/48*z + 1
*
[ 1/7 ] 
f(z) = 287/6*z^3 - 293/42*z + 1
*
[ 6/17 ] 
f(z) = 289/7*z^3 - 293/42*z + 1
*
3/34 | 0.097698815075427412660261333230740262743 | 0.013852641327145892130977464919430842891
f(z) = 289/10*z^3 - 289/40*z + 1
*
13/34 | 0.16335617298731351214039631583090463027 | 0.023162148601509564312552367652613157416
f(z) = 289/13*z^3 - 285/52*z + 1
*
7/34 | 0.20632487126049943634302999713851888177 | 0.029254647932368963204538905486145340021
f(z) = 289/14*z^3 - 289/56*z + 1
*
13/34 | 0.13581139135379644510842032311532165335 | 0.019256594781751547407362117844814148029
f(z) = 289/14*z^3 - 281/56*z + 1
*
[ 9/17 ] 
f(z) = 289/15*z^3 - 283/45*z + 1
*
[ 3/17 ] 
f(z) = 289/19*z^3 - 293/57*z + 1
*
[ -2/3 ] 
f(z) = 291/14*z^3 - 283/42*z + 1
*
[ 1/6 ] 
f(z) = 292/5*z^3 - 298/45*z + 1
*
[ 3/8 ] 
f(z) = 292/9*z^3 - 299/48*z + 1
*
[ 1/6 ] 
f(z) = 296/5*z^3 - 299/45*z + 1
*
-4/9 | 0.20782765874045463574448075719526060079 | 0.027764062752737343336148996463938617369
f(z) = 297/7*z^3 - 289/42*z + 1
*
[ 4/11 ] 
f(z) = 297/8*z^3 - 293/44*z + 1
*
[ 1/6 ] 
f(z) = 297/13*z^3 - 293/52*z + 1
*
[ 1/4 ] 
f(z) = 284/19*z^3 - 299/76*z + 1
*
5/17 | 0.17882877261002837007298148378166734100 | 0.024578353560427100332931066789007460445
f(z) = 289/12*z^3 - 293/60*z + 1
*
[ 5/17 ] 
f(z) = 289/13*z^3 - 281/65*z + 1
*
[ 5/17 ] 
f(z) = 289/14*z^3 - 293/70*z + 1
*
[ 9/34 ] 
f(z) = 289/18*z^3 - 281/72*z + 1
*
[ 1/5 ] 
f(z) = 295/12*z^3 - 299/60*z + 1
*
-1 | 0.12649046763597314976836044860116085470 | 0.022448126113675909901446121279016097961
f(z) = 280*z^3 - 279*z + 1
*
[ -1 ] 
f(z) = 280*z^3 - 278*z + 1
*
-1 | 0.10618971907467329330470460237640002339 | 0.018845374282466127616935450770555455591
f(z) = 280/3*z^3 - 277/3*z + 1
*
[ -1 ] 
f(z) = 280/3*z^3 - 274/3*z + 1
*
-1 | 0.11310205270253079654029807776206498073 | 0.020072098635043499372238495905256698917
f(z) = 280/9*z^3 - 271/9*z + 1
*
[ -1 ] 
f(z) = 280/9*z^3 - 262/9*z + 1
*
-1 | 0.12670843330809539350231698047520095026 | 0.022486808245125795874832600224151851444
f(z) = 280/11*z^3 - 269/11*z + 1
*
-1 | 0.12675153869498808315257286060537856310 | 0.022494458111390269230607280486010389466
f(z) = 280/13*z^3 - 267/13*z + 1
*
-1 | 0.12683727378304264092034326270821337795 | 0.022509673424488443587055133963259374972
f(z) = 280/17*z^3 - 263/17*z + 1
*
-1 | 0.12687990640536130147016898128748036219 | 0.022517239389736672574598687755874660905
f(z) = 280/19*z^3 - 261/19*z + 1
*
-1 | 0.12655640907460766089518282965654892826 | 0.022445627580494533758289907655895873998
f(z) = 281*z^3 - 280*z + 1
*
[ -1 ] 
f(z) = 281*z^3 - 279*z + 1
*
[ -1/2 ] 
f(z) = 281*z^3 - 269/4*z + 1
*
-1 | 0.11374290697364351663429834524268636875 | 0.020173067081479623914492419233434327100
f(z) = 281/2*z^3 - 279/2*z + 1
*
[ -1 ] 
f(z) = 281/2*z^3 - 277/2*z + 1
*
-1 | 0.10625550479567662819172945981488575208 | 0.018845126109853652265815856913842662982
f(z) = 281/3*z^3 - 278/3*z + 1
*
[ -1 ] 
f(z) = 281/3*z^3 - 275/3*z + 1
*
-1 | 0.11806462589596164364404972719117971273 | 0.020939552905052123910434016525007345232
f(z) = 281/4*z^3 - 277/4*z + 1
*
[ -1 ] 
f(z) = 281/4*z^3 - 273/4*z + 1
*
-1 | 0.12664377899175346411918959949816445108 | 0.022461123221026158431722050937966819031
f(z) = 281/5*z^3 - 276/5*z + 1
*
[ -1 ] 
f(z) = 281/5*z^3 - 271/5*z + 1
*
-1 | 0.093485821196256901464306594828726774209 | 0.016580337115845821966303950146497434071
f(z) = 281/6*z^3 - 275/6*z + 1
*
[ -1 ] 
f(z) = 281/6*z^3 - 269/6*z + 1
*
-1 | 0.12668721718778582754197804867275745793 | 0.022468827276301116202734572633667170314
f(z) = 281/7*z^3 - 274/7*z + 1
*
[ -1 ] 
f(z) = 281/7*z^3 - 267/7*z + 1
*
-1 | 0.11815150267301772044416811188387517227 | 0.020954961083882836339617961616267331646
f(z) = 281/8*z^3 - 273/8*z + 1
*
[ -1 ] 
f(z) = 281/8*z^3 - 265/8*z + 1
*
-1 | 0.11316737826122186999313556168075032371 | 0.020070993206001043246743760989390814097
f(z) = 281/9*z^3 - 272/9*z + 1
*
[ -1 ] 
f(z) = 281/9*z^3 - 263/9*z + 1
*
-1 | 0.11391601146848446141250840646865212911 | 0.020203768324128022194684510318585668582
f(z) = 281/10*z^3 - 271/10*z + 1
*
[ -1 ] 
f(z) = 281/10*z^3 - 261/10*z + 1
*
-1 | 0.12677360775512748327917333342219491109 | 0.022484149222579437862267569896698759937
f(z) = 281/11*z^3 - 270/11*z + 1
*
-1 | 0.097894094289303255597984118698739795594 | 0.017362173901854045213344015752752654871
f(z) = 281/12*z^3 - 269/12*z + 1
*
-1 | 0.12681656314180477655930149400006090531 | 0.022491767648378531676381967860691684851
f(z) = 281/13*z^3 - 268/13*z + 1
*
-1 | 0.11400192261087295509484158449443508202 | 0.020219005241176847245422880520881563956
f(z) = 281/14*z^3 - 267/14*z + 1
*
-1 | 0.10651468855995552357697090788349575404 | 0.018891094088010216465307362919333171503
f(z) = 281/15*z^3 - 266/15*z + 1
*
[ 2 ] 
f(z) = 281/16*z^3 - 279/4*z + 1
*
[ -2 ] 
f(z) = 281/16*z^3 - 275/4*z + 1
*
-1 | 0.11832332791020764333676864715804948378 | 0.020985435441610713462057367977716562418
f(z) = 281/16*z^3 - 265/16*z + 1
*
-1 | 0.12690200150234632767434857381398798168 | 0.022506920714397283368256947378515807796
f(z) = 281/17*z^3 - 264/17*z + 1
*
-1 | 0.10052474229422013739215338581971816643 | 0.017828736961326806512410680833720280836
f(z) = 281/18*z^3 - 263/18*z + 1
*
-1 | 0.12694448736736892546145632953089613847 | 0.022514455867383255092290978167420640971
f(z) = 281/19*z^3 - 262/19*z + 1
*
[ -1 ] 
f(z) = 282*z^3 - 280*z + 1
*
-1 | 0.12670917838521046521852646639003628464 | 0.022458572392639883254607028450221735332
f(z) = 282/5*z^3 - 277/5*z + 1
*
[ -1 ] 
f(z) = 282/5*z^3 - 272/5*z + 1
*
-1 | 0.12675246427488312835959434423252373409 | 0.022466244601545207485274768071976838855
f(z) = 282/7*z^3 - 275/7*z + 1
*
[ -1 ] 
f(z) = 282/7*z^3 - 268/7*z + 1
*
-1 | 0.12683855360741866222449383027168803384 | 0.022481503508055558652290657512031505831
f(z) = 282/11*z^3 - 271/11*z + 1
*
-1 | 0.12688136003435528754708588038461934688 | 0.022489090734572834067517186827012628379
f(z) = 282/13*z^3 - 269/13*z + 1
*
-1 | 0.12696650371467008556048503946327161890 | 0.022504182028924947645508549545460888206
f(z) = 282/17*z^3 - 265/17*z + 1
*
-1 | 0.12700884382961748922348105772583362024 | 0.022511686603958716062255517609015757612
f(z) = 282/19*z^3 - 263/19*z + 1
*
[ -1/2 ] 
f(z) = 283*z^3 - 271/4*z + 1
*
[ -1 ] 
f(z) = 283/2*z^3 - 279/2*z + 1
*
-1 | 0.10638741287542828752965973484177802304 | 0.018844816859377606204085960040762352477
f(z) = 283/3*z^3 - 280/3*z + 1
*
[ -1 ] 
f(z) = 283/3*z^3 - 277/3*z + 1
*
-1 | 0.11819534715642757318383195462173773304 | 0.020936402254668217372288265244526140082
f(z) = 283/4*z^3 - 279/4*z + 1
*
[ -1 ] 
f(z) = 283/4*z^3 - 275/4*z + 1
*
-1 | 0.12677434762406338571691498043695849904 | 0.022456034025753908305909545835715621008
f(z) = 283/5*z^3 - 278/5*z + 1
*
[ -1 ] 
f(z) = 283/5*z^3 - 273/5*z + 1
*
-1 | 0.093615856293999774015487751133930243258 | 0.016582541292360908296042647657028711919
f(z) = 283/6*z^3 - 277/6*z + 1
*
[ -1 ] 
f(z) = 283/6*z^3 - 271/6*z + 1
*
-1 | 0.12681748227173756591911257671756860392 | 0.022463674633921206327975984338206138176
f(z) = 283/7*z^3 - 276/7*z + 1
*
[ -1 ] 
f(z) = 283/7*z^3 - 269/7*z + 1
*
-1 | 0.11828161682877588363016904919428077639 | 0.020951683537782283116034337379455975199
f(z) = 283/8*z^3 - 275/8*z + 1
*
[ -1 ] 
f(z) = 283/8*z^3 - 267/8*z + 1
*
-1 | 0.11329734204751162125710143557645889620 | 0.020068799530256676917558583149616456052
f(z) = 283/9*z^3 - 274/9*z + 1
*
[ -1 ] 
f(z) = 283/9*z^3 - 265/9*z + 1
*
-1 | 0.11404582544012825102969002351075924019 | 0.020201381309199473017696992513496894766
f(z) = 283/10*z^3 - 273/10*z + 1
*
[ -1 ] 
f(z) = 283/10*z^3 - 263/10*z + 1
*
-1 | 0.12690327246308148172060179236909607156 | 0.022478870984697214864915866693235054784
f(z) = 283/11*z^3 - 272/11*z + 1
*
[ -1 ] 
f(z) = 283/11*z^3 - 261/11*z + 1
*
-1 | 0.098023610280693372518352974096925887503 | 0.017363303925790986347333068635946528078
f(z) = 283/12*z^3 - 271/12*z + 1
*
-1 | 0.12694593095996227117994787178860922776 | 0.022486427250419703155807242720534505354
f(z) = 283/13*z^3 - 270/13*z + 1
*
-1 | 0.11413114279536964349060368621921424814 | 0.020216493904674777064454354553441251130
f(z) = 283/14*z^3 - 269/14*z + 1
*
-1 | 0.10664479526305947801139552789357450735 | 0.018890408004294519332207896014438897036
f(z) = 283/15*z^3 - 268/15*z + 1
*
[ -2 ] 
f(z) = 283/16*z^3 - 277/4*z + 1
*
-1 | 0.11845225443123405064993927884608136628 | 0.020981909240999755911656910016981991897
f(z) = 283/16*z^3 - 267/16*z + 1
*
-1 | 0.12703078198621685780999420534287710098 | 0.022501457243225057281375554002781260111
f(z) = 283/17*z^3 - 266/17*z + 1
*
-1 | 0.10065272512645931342818218543627659985 | 0.017829009279757471758090956881697591340
f(z) = 283/18*z^3 - 265/18*z + 1
*
-1 | 0.12707297734797316225365966813053188532 | 0.022508931472018869765002228031888191701
f(z) = 283/19*z^3 - 264/19*z + 1
*
[ -1 ] 
f(z) = 284/3*z^3 - 278/3*z + 1
*
-1 | 0.12683928832259390263168439859005876146 | 0.022453508013143511439234981623868501606
f(z) = 284/5*z^3 - 279/5*z + 1
*
[ -1 ] 
f(z) = 284/5*z^3 - 274/5*z + 1
*
-1 | 0.12688227278151218642722755126428938941 | 0.022461117263443841298596188430617986574
f(z) = 284/7*z^3 - 277/7*z + 1
*
[ -1 ] 
f(z) = 284/7*z^3 - 270/7*z + 1
*
-1 | 0.11336198347637819385711118513502969179 | 0.020067711180300687645405705712494595014
f(z) = 284/9*z^3 - 275/9*z + 1
*
[ -1 ] 
f(z) = 284/9*z^3 - 266/9*z + 1
*
-1 | 0.12696776590352657093854896059030339530 | 0.022476251537103091216208229865780255579
f(z) = 284/11*z^3 - 273/11*z + 1
*
[ -1 ] 
f(z) = 284/11*z^3 - 262/11*z + 1
*
-1 | 0.12701027748939515724384048409378757996 | 0.022483777077860810129824893355432638559
f(z) = 284/13*z^3 - 271/13*z + 1
*
-1 | 0.10670796232766888570739838456712817125 | 0.018889794470438818230862792906251493025
f(z) = 284/15*z^3 - 269/15*z + 1
*
-1 | 0.12709483786692592288663807590344638169 | 0.022498746234023627193181447602455784973
f(z) = 284/17*z^3 - 267/17*z + 1
*
-1 | 0.12713688946217945431015423980104303320 | 0.022506190345729687940089299224156379008
f(z) = 284/19*z^3 - 265/19*z + 1
*
[ -1/2 ] 
f(z) = 285*z^3 - 273/4*z + 1
*
[ -1/2 ] 
f(z) = 285/2*z^3 - 261/8*z + 1
*
[ -1 ] 
f(z) = 285/4*z^3 - 277/4*z + 1
*
-1 | 0.12694683739059974030804635273403343851 | 0.022458572381480654691751128767363360885
f(z) = 285/7*z^3 - 278/7*z + 1
*
[ -1 ] 
f(z) = 285/7*z^3 - 271/7*z + 1
*
-1 | 0.11841082310853284187458889002391844165 | 0.020948438702346181722053189013620396555
f(z) = 285/8*z^3 - 277/8*z + 1
*
[ -1 ] 
f(z) = 285/8*z^3 - 269/8*z + 1
*
-1 | 0.12703203549369458739421680275165293469 | 0.022473645051304110736914947794477908730
f(z) = 285/11*z^3 - 274/11*z + 1
*
[ -1 ] 
f(z) = 285/11*z^3 - 263/11*z + 1
*
-1 | 0.12707440117709954773450238228365636590 | 0.022481140100308865628180041492341853140
f(z) = 285/13*z^3 - 272/13*z + 1
*
-1 | 0.11426011953983327481915139365223181569 | 0.020214124414193525207693921445802917276
f(z) = 285/14*z^3 - 271/14*z + 1
*
[ -2 ] 
f(z) = 285/16*z^3 - 279/4*z + 1
*
-1 | 0.11858028938358988008372815132037960387 | 0.020978419524892220429444788916681854375
f(z) = 285/16*z^3 - 269/16*z + 1
*
-1 | 0.12715867289069734534270451723652433620 | 0.022496048879593568718368921171528992952
f(z) = 285/17*z^3 - 268/17*z + 1
*
[ -1 ] 
f(z) = 286/3*z^3 - 280/3*z + 1
*
[ -1 ] 
f(z) = 286/5*z^3 - 276/5*z + 1
*
-1 | 0.12701117766885578535787611461060803550 | 0.022456039880730510271196883118619729590
f(z) = 286/7*z^3 - 279/7*z + 1
*
[ -1 ] 
f(z) = 286/7*z^3 - 272/7*z + 1
*
-1 | 0.11349059328372779436488352140688981959 | 0.020065551202995288681421833582387770515
f(z) = 286/9*z^3 - 277/9*z + 1
*
[ -1 ] 
f(z) = 286/9*z^3 - 268/9*z + 1
*
-1 | 0.10683673330225022012641448729494115342 | 0.018889124467590755319296584975875054510
f(z) = 286/15*z^3 - 271/15*z + 1
*
-1 | 0.12722228857561256717987203143329067522 | 0.022493365059729696388713319888046427480
f(z) = 286/17*z^3 - 269/17*z + 1
*
-1 | 0.12726405555783314878070958903920017575 | 0.022500749614661455979495720314976362322
f(z) = 286/19*z^3 - 267/19*z + 1
*
[ -1/2 ] 
f(z) = 287*z^3 - 275/4*z + 1
*
[ -2/7 ] 
f(z) = 287*z^3 - 265/14*z + 1
*
[ -1/2 ] 
f(z) = 287/2*z^3 - 263/8*z + 1
*
[ -1 ] 
f(z) = 287/4*z^3 - 279/4*z + 1
*
[ -1 ] 
f(z) = 287/5*z^3 - 277/5*z + 1
*
[ -1 ] 
f(z) = 287/6*z^3 - 275/6*z + 1
*
-1 | 0.11853913409466543841844256522000441377 | 0.020945226007527086576582382918477560591
f(z) = 287/8*z^3 - 279/8*z + 1
*
[ -1 ] 
f(z) = 287/8*z^3 - 271/8*z + 1
*
-1 | 0.11355456476444952885481984974240476789 | 0.020064479476274514046529950938725176978
f(z) = 287/9*z^3 - 278/9*z + 1
*
[ -1 ] 
f(z) = 287/9*z^3 - 269/9*z + 1
*
-1 | 0.11430275468387440184494938230057228329 | 0.020196680601907780167584212242873200069
f(z) = 287/10*z^3 - 277/10*z + 1
*
[ -1 ] 
f(z) = 287/10*z^3 - 267/10*z + 1
*
-1 | 0.12715990930197586912997206599433069204 | 0.022468470516239327848036899163526127412
f(z) = 287/11*z^3 - 276/11*z + 1
*
[ -1 ] 
f(z) = 287/11*z^3 - 265/11*z + 1
*
-1 | 0.098278922159303622782898344316704719975 | 0.017365355771528390954407232979093086102
f(z) = 287/12*z^3 - 275/12*z + 1
*
[ -1 ] 
f(z) = 287/12*z^3 - 263/12*z + 1
*
-1 | 0.12720198616483485369606275418850541161 | 0.022475905271090542972734604807078987624
f(z) = 287/13*z^3 - 274/13*z + 1
*
[ -1 ] 
f(z) = 287/13*z^3 - 261/13*z + 1
*
-1 | 0.10689923940350654036126935132191502068 | 0.018888519360628191732502454494436961962
f(z) = 287/15*z^3 - 272/15*z + 1
*
-1 | 0.11870744501601976260112495319811037141 | 0.020974965640047821219450513977644581453
f(z) = 287/16*z^3 - 271/16*z + 1
*
-1 | 0.12728568642415121909655108152795216840 | 0.022490694655724227358600613369662249473
f(z) = 287/17*z^3 - 270/17*z + 1
*
-1 | 0.10090734443581647348252031300112259014 | 0.017829783819238063163525217216540976341
f(z) = 287/18*z^3 - 269/18*z + 1
*
-1 | 0.12732731254013378202441203701203093595 | 0.022498049766032136653941026270442073330
f(z) = 287/19*z^3 - 268/19*z + 1
*
1/18 | 0.086110646466519317261577826678960003811 | 0.010067496978970506777448825559583624548
f(z) = 288*z^3 - 277/18*z + 1
*
[ -1 ] 
f(z) = 288/5*z^3 - 278/5*z + 1
*
[ 2/3 ] 
f(z) = 288/5*z^3 - 261/10*z + 1
*
[ -1 ] 
f(z) = 288/7*z^3 - 274/7*z + 1
*
[ 2/3 ] 
f(z) = 288/7*z^3 - 263/14*z + 1
*
-1 | 0.12722351656965246029036094208182590122 | 0.022465902245992419908078108031900067193
f(z) = 288/11*z^3 - 277/11*z + 1
*
-1 | 0.12726545049414745225140606679475865386 | 0.022473307193394416485067264876002469735
f(z) = 288/13*z^3 - 275/13*z + 1
*
[ -1 ] 
f(z) = 288/13*z^3 - 262/13*z + 1
*
-1 | 0.12734886792340422910461319929341630049 | 0.022488037550342762047446039356311530857
f(z) = 288/17*z^3 - 271/17*z + 1
*
-1 | 0.12739035412041686113838754415518720227 | 0.022495363435303138127897025862640429432
f(z) = 288/19*z^3 - 269/19*z + 1
*
[ -1/2 ] 
f(z) = 289*z^3 - 277/4*z + 1
*
-6/17 | 0.21061709348744884129968200755830478696 | 0.026783625872736655014544128149846062836
f(z) = 289/2*z^3 - 277/18*z + 1
*
[ -1 ] 
f(z) = 289/5*z^3 - 279/5*z + 1
*
[ -1 ] 
f(z) = 289/6*z^3 - 277/6*z + 1
*
[ -1 ] 
f(z) = 289/7*z^3 - 275/7*z + 1
*
-1 | 0.11368184851570221879857431720312313076 | 0.020062352302941603889407121804956376135
f(z) = 289/9*z^3 - 280/9*z + 1
*
[ -1 ] 
f(z) = 289/9*z^3 - 271/9*z + 1
*
-1 | 0.11442989469282712004042379888608094962 | 0.020194366042516532746563724084742847800
f(z) = 289/10*z^3 - 279/10*z + 1
*
[ -1 ] 
f(z) = 289/10*z^3 - 269/10*z + 1
*
-1 | 0.12728690608661517790065373204273866688 | 0.022463346495534784429231030881802178509
f(z) = 289/11*z^3 - 278/11*z + 1
*
[ -1 ] 
f(z) = 289/11*z^3 - 267/11*z + 1
*
-1 | 0.098406809850508862166475005349763479239 | 0.017366643083366102655909970376428579974
f(z) = 289/12*z^3 - 277/12*z + 1
*
[ -1 ] 
f(z) = 289/12*z^3 - 265/12*z + 1
*
-1 | 0.12732869804072671862454081363724127571 | 0.022470721858600756120468962125632503614
f(z) = 289/13*z^3 - 276/13*z + 1
*
[ -1 ] 
f(z) = 289/13*z^3 - 263/13*z + 1
*
-1 | 0.11451347894106908408164250136851121014 | 0.020209116828654349549544334361372689801
f(z) = 289/14*z^3 - 275/14*z + 1
*
[ -1 ] 
f(z) = 289/14*z^3 - 261/14*z + 1
*
-1 | 0.10702670201709639146479606323262182533 | 0.018887864946991578902007169529779893777
f(z) = 289/15*z^3 - 274/15*z + 1
*
16/17 | 0.088473199567861135589119922694710156754 | 0.015613578792692864571008990503870613200
f(z) = 289/15*z^3 - 271/15*z + 1
*
-1 | 0.10103400500088260032153879873489843626 | 0.017830285391822209138342466193373357832
f(z) = 289/18*z^3 - 271/18*z + 1
*
-1 | 0.12745318176106835365347002569493738452 | 0.022492690504308780331763411734695211319
f(z) = 289/19*z^3 - 270/19*z + 1
*
[ -1 ] 
f(z) = 290/7*z^3 - 276/7*z + 1
*
[ -1 ] 
f(z) = 290/9*z^3 - 272/9*z + 1
*
-1 | 0.12735007933879648897998705313874174931 | 0.022460803157723394028349522336360265569
f(z) = 290/11*z^3 - 279/11*z + 1
*
[ -1 ] 
f(z) = 290/11*z^3 - 268/11*z + 1
*
-1 | 0.12739173028070427953267876136330408763 | 0.022468149157132125112715137619979904082
f(z) = 290/13*z^3 - 277/13*z + 1
*
[ -1 ] 
f(z) = 290/13*z^3 - 264/13*z + 1
*
-1 | 0.12747458774672685858648114611982736604 | 0.022482762773740324157828365386131120061
f(z) = 290/17*z^3 - 273/17*z + 1
*
-1 | 0.12751579690962826663663654909264100835 | 0.022490030856344031712711619196011050920
f(z) = 290/19*z^3 - 271/19*z + 1
*
[ -1/2 ] 
f(z) = 291*z^3 - 279/4*z + 1
*
[ -1/2 ] 
f(z) = 291/2*z^3 - 267/8*z + 1
*
[ -1 ] 
f(z) = 291/7*z^3 - 277/7*z + 1
*
[ -1 ] 
f(z) = 291/8*z^3 - 275/8*z + 1
*
[ -1 ] 
f(z) = 291/10*z^3 - 271/10*z + 1
*
-1 | 0.12741303779696915655147982952549333391 | 0.022458272126716401160669748315478840723
f(z) = 291/11*z^3 - 280/11*z + 1
*
[ -1 ] 
f(z) = 291/11*z^3 - 269/11*z + 1
*
-1 | 0.12745454867518394152018270624971566275 | 0.022465588980747086555599871961465017156
f(z) = 291/13*z^3 - 278/13*z + 1
*
[ -1 ] 
f(z) = 291/13*z^3 - 265/13*z + 1
*
-1 | 0.11463918978532402727933501903634262975 | 0.020206708552759563390453019874566888767
f(z) = 291/14*z^3 - 277/14*z + 1
*
[ -1 ] 
f(z) = 291/14*z^3 - 263/14*z + 1
*
-1 | 0.11895916606915671635389387683688075546 | 0.020968162832798583308009662285629415942
f(z) = 291/16*z^3 - 275/16*z + 1
*
-1 | 0.12753712896990246156307085142405636073 | 0.022480144875207810895629033328466541640
f(z) = 291/17*z^3 - 274/17*z + 1
*
-1 | 0.12757820099899097295804097931212437139 | 0.022487384376141271431107889994594445639
f(z) = 291/19*z^3 - 272/19*z + 1
*
[ -1 ] 
f(z) = 292/7*z^3 - 278/7*z + 1
*
[ -1 ] 
f(z) = 292/9*z^3 - 274/9*z + 1
*
[ -1 ] 
f(z) = 292/11*z^3 - 270/11*z + 1
*
-1 | 0.12751715467044501497827958123322565076 | 0.022463041222519199013055149054712008211
f(z) = 292/13*z^3 - 279/13*z + 1
*
[ -1 ] 
f(z) = 292/13*z^3 - 266/13*z + 1
*
-1 | 0.10721370779920894810685416230768784836 | 0.018886446644272148265521498021396870243
f(z) = 292/15*z^3 - 277/15*z + 1
*
[ -1 ] 
f(z) = 292/15*z^3 - 262/15*z + 1
*
-1 | 0.12759945964240587376572105883831884180 | 0.022477539820631375708470952455845794638
f(z) = 292/17*z^3 - 275/17*z + 1
*
-1 | 0.12764039544760216915670214353546309108 | 0.022484750949847502452984375663695864285
f(z) = 292/19*z^3 - 273/19*z + 1
*
[ -1/2 ] 
f(z) = 293/2*z^3 - 269/8*z + 1
*
[ -1 ] 
f(z) = 293/7*z^3 - 279/7*z + 1
*
[ -1 ] 
f(z) = 293/8*z^3 - 277/8*z + 1
*
[ -1 ] 
f(z) = 293/9*z^3 - 275/9*z + 1
*
[ -1 ] 
f(z) = 293/10*z^3 - 273/10*z + 1
*
[ -1 ] 
f(z) = 293/11*z^3 - 271/11*z + 1
*
[ -1 ] 
f(z) = 293/12*z^3 - 269/12*z + 1
*
-1 | 0.12757954969814221065868941437834463113 | 0.022460505776816415463094413692040763967
f(z) = 293/13*z^3 - 280/13*z + 1
*
[ -1 ] 
f(z) = 293/13*z^3 - 267/13*z + 1
*
-1 | 0.11476405288125612190904161027228176462 | 0.020204324900104684215708767921841174040
f(z) = 293/14*z^3 - 279/14*z + 1
*
[ -1 ] 
f(z) = 293/14*z^3 - 265/14*z + 1
*
-1 | 0.10727699921834833570186572303212913284 | 0.018886221705314025744595726749843707746
f(z) = 293/15*z^3 - 278/15*z + 1
*
[ -1 ] 
f(z) = 293/15*z^3 - 263/15*z + 1
*
-1 | 0.11908375476059733985500673371797296640 | 0.020964812683958972096609777914410354490
f(z) = 293/16*z^3 - 277/16*z + 1
*
[ -1 ] 
f(z) = 293/16*z^3 - 261/16*z + 1
*
-1 | 0.12766158117745674219716944566969191630 | 0.022474947499799324389194547203352266668
f(z) = 293/17*z^3 - 276/17*z + 1
*
-1 | 0.10128282565066027414443242622169732085 | 0.017830941526297541429204075757886038218
f(z) = 293/18*z^3 - 275/18*z + 1
*
-1 | 0.12770238165965253265948763232952773334 | 0.022482130465002005234074047814868760871
f(z) = 293/19*z^3 - 274/19*z + 1
*
9/28 | 0.18826188342484179622822852126289480667 | 0.024251109964896365241575061899458926362
f(z) = 294*z^3 - 267/8*z + 1
*
[ -1 ] 
f(z) = 294/11*z^3 - 272/11*z + 1
*
[ -1 ] 
f(z) = 294/13*z^3 - 268/13*z + 1
*
-1 | 0.12772349497409102014900185107449834019 | 0.022472367803838732051298092372420551343
f(z) = 294/17*z^3 - 277/17*z + 1
*
-1 | 0.12776416102526814452295583904604936361 | 0.022479522810514421961566256588860642138
f(z) = 294/19*z^3 - 275/19*z + 1
*
[ -1/2 ] 
f(z) = 295/2*z^3 - 271/8*z + 1
*
[ -1 ] 
f(z) = 295/8*z^3 - 279/8*z + 1
*
[ -1 ] 
f(z) = 295/9*z^3 - 277/9*z + 1
*
[ -1 ] 
f(z) = 295/11*z^3 - 273/11*z + 1
*
[ -1 ] 
f(z) = 295/12*z^3 - 271/12*z + 1
*
[ -1 ] 
f(z) = 295/13*z^3 - 269/13*z + 1
*
[ -1 ] 
f(z) = 295/14*z^3 - 267/14*z + 1
*
-1 | 0.11920751068649933070885485381459152020 | 0.020961495912516523103354312801432354498
f(z) = 295/16*z^3 - 279/16*z + 1
*
[ -1 ] 
f(z) = 295/16*z^3 - 263/16*z + 1
*
-1 | 0.12778520241735017791146887352040509260 | 0.022469800625194496480311232466473470924
f(z) = 295/17*z^3 - 278/17*z + 1
*
[ -1 ] 
f(z) = 295/17*z^3 - 261/17*z + 1
*
-1 | 0.10140631266995419829198121583302632947 | 0.017831326199946831656242430160168713807
f(z) = 295/18*z^3 - 277/18*z + 1
*
-1 | 0.12782573492069774232478829369178771315 | 0.022476927876643261582358884905894512044
f(z) = 295/19*z^3 - 276/19*z + 1
*
[ -1 ] 
f(z) = 296/9*z^3 - 278/9*z + 1
*
[ -1 ] 
f(z) = 296/11*z^3 - 274/11*z + 1
*
[ -1 ] 
f(z) = 296/13*z^3 - 270/13*z + 1
*
[ -1 ] 
f(z) = 296/15*z^3 - 266/15*z + 1
*
-1 | 0.12784670487846726825196736426487001033 | 0.022467245857608791437098936604583689828
f(z) = 296/17*z^3 - 279/17*z + 1
*
[ -1 ] 
f(z) = 296/17*z^3 - 262/17*z + 1
*
-1 | 0.12788710470849686632969887891561672962 | 0.022474345554974816101444788128004229903
f(z) = 296/19*z^3 - 277/19*z + 1
*
[ 2/3 ] 
f(z) = 297*z^3 - 265/2*z + 1
*
[ -1/2 ] 
f(z) = 297/2*z^3 - 273/8*z + 1
*
[ 2/3 ] 
f(z) = 297/5*z^3 - 269/10*z + 1
*
[ 2/3 ] 
f(z) = 297/7*z^3 - 271/14*z + 1
*
[ 4/3 ] 
f(z) = 297/8*z^3 - 263/4*z + 1
*
[ -1 ] 
f(z) = 297/10*z^3 - 277/10*z + 1
*
[ -1 ] 
f(z) = 297/13*z^3 - 271/13*z + 1
*
[ -1 ] 
f(z) = 297/14*z^3 - 269/14*z + 1
*
[ -1 ] 
f(z) = 297/16*z^3 - 265/16*z + 1
*
-1 | 0.12790800371504990920590894025044610278 | 0.022464703396100910914648896082485135593
f(z) = 297/17*z^3 - 280/17*z + 1
*
[ -1 ] 
f(z) = 297/17*z^3 - 263/17*z + 1
*
-1 | 0.12794827173770896059262504709491300424 | 0.022471775738402478881429584374151321399
f(z) = 297/19*z^3 - 278/19*z + 1
*
[ -1/3 ] 
f(z) = 298*z^3 - 262/9*z + 1
*
[ -1 ] 
f(z) = 298/9*z^3 - 280/9*z + 1
*
[ -1 ] 
f(z) = 298/11*z^3 - 276/11*z + 1
*
[ -1 ] 
f(z) = 298/13*z^3 - 272/13*z + 1
*
[ -1 ] 
f(z) = 298/15*z^3 - 268/15*z + 1
*
[ -1 ] 
f(z) = 298/17*z^3 - 264/17*z + 1
*
-1 | 0.12800923734404348923850790910765971175 | 0.022469218321106455914280643503027142493
f(z) = 298/19*z^3 - 279/19*z + 1
*
[ -1/3 ] 
f(z) = 299*z^3 - 263/9*z + 1
*
[ -1/2 ] 
f(z) = 299/2*z^3 - 275/8*z + 1
*
[ -1/2 ] 
f(z) = 299/3*z^3 - 263/12*z + 1
*
[ -1 ] 
f(z) = 299/10*z^3 - 279/10*z + 1
*
[ -1 ] 
f(z) = 299/11*z^3 - 277/11*z + 1
*
[ -1 ] 
f(z) = 299/12*z^3 - 275/12*z + 1
*
[ -1 ] 
f(z) = 299/14*z^3 - 271/14*z + 1
*
[ -1 ] 
f(z) = 299/15*z^3 - 269/15*z + 1
*
[ -1 ] 
f(z) = 299/16*z^3 - 267/16*z + 1
*
[ -1 ] 
f(z) = 299/17*z^3 - 265/17*z + 1
*
[ -1 ] 
f(z) = 299/18*z^3 - 263/18*z + 1
*
-1 | 0.12807000285005112677191109661021539654 | 0.022466673198533861269490225478759127947
f(z) = 299/19*z^3 - 280/19*z + 1
*
[ -1 ] 
f(z) = 299/19*z^3 - 261/19*z + 1
*
[ 2/15 ] 
f(z) = 285/2*z^3 - 271/30*z + 1
*
[ 2/3 ] 
f(z) = 288/11*z^3 - 267/22*z + 1
*
[ 2/3 ] 
f(z) = 288/13*z^3 - 269/26*z + 1
*
[ 3/34 ] 
f(z) = 289/2*z^3 - 275/24*z + 1
*
[ -7/17 ] 
f(z) = 289/3*z^3 - 271/21*z + 1
*
[ 6/17 ] 
f(z) = 289/5*z^3 - 271/30*z + 1
*
3/34 | 0.17326074701588236170884375090256144679 | 0.024566510685225741680673858533820729604
f(z) = 289/7*z^3 - 261/28*z + 1
*
20/51 | 0.21173305129187114655091063488483138103 | 0.026925539313039584771592959725802884136
f(z) = 289/8*z^3 - 263/36*z + 1
*
2/17 | 0.15125539394594724565498907542514358227 | 0.021446388264911051514157066339802967644
f(z) = 289/9*z^3 - 277/36*z + 1
*
[ 9/17 ] 
f(z) = 289/12*z^3 - 275/36*z + 1
*
[ 10/17 ] 
f(z) = 289/12*z^3 - 271/30*z + 1
*
2/17 | 0.18080787388542571310633763159238875168 | 0.028430815903577373628115256270150463858
f(z) = 289/15*z^3 - 263/30*z + 1
*
[ 11/21 ] 
f(z) = 294/11*z^3 - 272/33*z + 1
*
-3/8 | 0.20617636538728470078808311714474558144 | 0.026535604385919758772878201343465272681
f(z) = 296/3*z^3 - 277/24*z + 1
*
[ -3/4 ] 
f(z) = 296/15*z^3 - 263/30*z + 1
*
[ -6/11 ] 
f(z) = 297/8*z^3 - 271/33*z + 1
*
[ 2/3 ] 
f(z) = 297/13*z^3 - 277/26*z + 1
*
[ 1/5 ] 
f(z) = 280/11*z^3 - 276/55*z + 1
*
[ 2/7 ] 
f(z) = 281/8*z^3 - 263/49*z + 1
*
[ 1/4 ] 
f(z) = 282/5*z^3 - 261/40*z + 1
*
[ 2/7 ] 
f(z) = 283/8*z^3 - 264/49*z + 1
*
[ 2/7 ] 
f(z) = 285/8*z^3 - 265/49*z + 1
*
[ 1/5 ] 
f(z) = 285/11*z^3 - 277/55*z + 1
*
[ -2/3 ] 
f(z) = 285/14*z^3 - 275/42*z + 1
*
[ 1/4 ] 
f(z) = 286/5*z^3 - 263/40*z + 1
*
[ 2/7 ] 
f(z) = 287/6*z^3 - 269/42*z + 1
*
1/6 | 0.20870446857656304350040673760834244553 | 0.026956036122704044518441104313916249790
f(z) = 288/5*z^3 - 269/40*z + 1
*
-7/17 | 0.21638166082600759618432872397189065150 | 0.028425129556736062439162400957004034476
f(z) = 289/6*z^3 - 265/42*z + 1
*
[ 2/7 ] 
f(z) = 289/8*z^3 - 267/49*z + 1
*
2/17 | 0.20812698245482444955773981945568125200 | 0.029510167919866720554311987884302933742
f(z) = 289/11*z^3 - 269/44*z + 1
*
[ 7/34 ] 
f(z) = 289/14*z^3 - 265/56*z + 1
*
[ 1/5 ] 
f(z) = 290/11*z^3 - 278/55*z + 1
*
[ 2/7 ] 
f(z) = 291/8*z^3 - 268/49*z + 1
*
[ 2/7 ] 
f(z) = 293/8*z^3 - 269/49*z + 1
*
[ 1/4 ] 
f(z) = 294/5*z^3 - 267/40*z + 1
*
[ -4/7 ] 
f(z) = 294/11*z^3 - 263/44*z + 1
*
[ 2/7 ] 
f(z) = 295/8*z^3 - 270/49*z + 1
*
[ 1/5 ] 
f(z) = 295/11*z^3 - 279/55*z + 1
*
[ 2/7 ] 
f(z) = 297/8*z^3 - 271/49*z + 1
*
[ 1/4 ] 
f(z) = 298/5*z^3 - 269/40*z + 1
*
[ 2/7 ] 
f(z) = 299/8*z^3 - 272/49*z + 1
*
[ 1/4 ] 
f(z) = 284/17*z^3 - 275/68*z + 1
*
[ 5/17 ] 
f(z) = 289/12*z^3 - 269/60*z + 1
*
[ 1/4 ] 
f(z) = 292/17*z^3 - 277/68*z + 1
*
[ -2/7 ] 
f(z) = 280*z^3 - 257/14*z + 1
*
[ -1/3 ] 
f(z) = 280*z^3 - 244/9*z + 1
*
[ -1 ] 
f(z) = 280/11*z^3 - 258/11*z + 1
*
[ -1 ] 
f(z) = 280/13*z^3 - 254/13*z + 1
*
[ -1 ] 
f(z) = 280/17*z^3 - 246/17*z + 1
*
[ -1 ] 
f(z) = 280/19*z^3 - 242/19*z + 1
*
[ -1/3 ] 
f(z) = 281*z^3 - 245/9*z + 1
*
[ -1/2 ] 
f(z) = 281/2*z^3 - 257/8*z + 1
*
[ -1/2 ] 
f(z) = 281/3*z^3 - 245/12*z + 1
*
[ -1 ] 
f(z) = 281/11*z^3 - 259/11*z + 1
*
[ -1 ] 
f(z) = 281/12*z^3 - 257/12*z + 1
*
[ -1 ] 
f(z) = 281/13*z^3 - 255/13*z + 1
*
[ -1 ] 
f(z) = 281/14*z^3 - 253/14*z + 1
*
[ -1 ] 
f(z) = 281/15*z^3 - 251/15*z + 1
*
[ -1 ] 
f(z) = 281/16*z^3 - 249/16*z + 1
*
[ -1 ] 
f(z) = 281/17*z^3 - 247/17*z + 1
*
[ -1 ] 
f(z) = 281/18*z^3 - 245/18*z + 1
*
[ -1 ] 
f(z) = 281/19*z^3 - 243/19*z + 1
*
[ -1 ] 
f(z) = 282/11*z^3 - 260/11*z + 1
*
[ -1 ] 
f(z) = 282/13*z^3 - 256/13*z + 1
*
[ -1 ] 
f(z) = 282/17*z^3 - 248/17*z + 1
*
[ -1 ] 
f(z) = 282/19*z^3 - 244/19*z + 1
*
[ -1/3 ] 
f(z) = 283*z^3 - 247/9*z + 1
*
[ -1/2 ] 
f(z) = 283/2*z^3 - 259/8*z + 1
*
[ -1/2 ] 
f(z) = 283/3*z^3 - 247/12*z + 1
*
[ -1 ] 
f(z) = 283/12*z^3 - 259/12*z + 1
*
[ -1 ] 
f(z) = 283/13*z^3 - 257/13*z + 1
*
[ -1 ] 
f(z) = 283/14*z^3 - 255/14*z + 1
*
[ -1 ] 
f(z) = 283/15*z^3 - 253/15*z + 1
*
[ -1 ] 
f(z) = 283/16*z^3 - 251/16*z + 1
*
[ -1 ] 
f(z) = 283/17*z^3 - 249/17*z + 1
*
[ -1 ] 
f(z) = 283/18*z^3 - 247/18*z + 1
*
[ -1 ] 
f(z) = 283/19*z^3 - 245/19*z + 1
*
[ -1/3 ] 
f(z) = 284*z^3 - 248/9*z + 1
*
[ -1 ] 
f(z) = 284/13*z^3 - 258/13*z + 1
*
[ -1 ] 
f(z) = 284/15*z^3 - 254/15*z + 1
*
[ -1 ] 
f(z) = 284/17*z^3 - 250/17*z + 1
*
[ -1 ] 
f(z) = 284/19*z^3 - 246/19*z + 1
*
[ 2/5 ] 
f(z) = 285/2*z^3 - 243/10*z + 1
*
2/3 | 0.21893665647442986946453178198175903787 | 0.026186905711163730251893215184119095385
f(z) = 285/8*z^3 - 257/15*z + 1
*
[ -1 ] 
f(z) = 285/13*z^3 - 259/13*z + 1
*
[ -1 ] 
f(z) = 285/14*z^3 - 257/14*z + 1
*
[ -1 ] 
f(z) = 285/16*z^3 - 253/16*z + 1
*
[ -1 ] 
f(z) = 285/17*z^3 - 251/17*z + 1
*
[ -1/3 ] 
f(z) = 286*z^3 - 250/9*z + 1
*
[ -1 ] 
f(z) = 286/15*z^3 - 256/15*z + 1
*
[ -1 ] 
f(z) = 286/17*z^3 - 252/17*z + 1
*
[ -1 ] 
f(z) = 286/19*z^3 - 248/19*z + 1
*
[ -1/3 ] 
f(z) = 287*z^3 - 251/9*z + 1
*
[ -1/2 ] 
f(z) = 287/3*z^3 - 251/12*z + 1
*
[ -1 ] 
f(z) = 287/15*z^3 - 257/15*z + 1
*
[ -1 ] 
f(z) = 287/16*z^3 - 255/16*z + 1
*
[ -1 ] 
f(z) = 287/17*z^3 - 253/17*z + 1
*
[ -1 ] 
f(z) = 287/18*z^3 - 251/18*z + 1
*
[ -1 ] 
f(z) = 287/19*z^3 - 249/19*z + 1
*
[ 2/3 ] 
f(z) = 288*z^3 - 257/2*z + 1
*
[ 5/12 ] 
f(z) = 288*z^3 - 257/5*z + 1
*
[ 3/8 ] 
f(z) = 288*z^3 - 253/6*z + 1
*
[ -2/3 ] 
f(z) = 288*z^3 - 251/2*z + 1
*
[ 11/12 ] 
f(z) = 288/11*z^3 - 243/11*z + 1
*
[ -1 ] 
f(z) = 288/17*z^3 - 254/17*z + 1
*
[ -1 ] 
f(z) = 288/19*z^3 - 250/19*z + 1
*
[ -1/3 ] 
f(z) = 289*z^3 - 253/9*z + 1
*
[ -1/2 ] 
f(z) = 289/3*z^3 - 253/12*z + 1
*
[ 9/17 ] 
f(z) = 289/3*z^3 - 251/9*z + 1
*
[ 10/17 ] 
f(z) = 289/4*z^3 - 257/10*z + 1
*
[ -1/2 ] 
f(z) = 289/4*z^3 - 241/16*z + 1
*
[ -12/17 ] 
f(z) = 289/6*z^3 - 259/12*z + 1
*
[ 9/17 ] 
f(z) = 289/6*z^3 - 259/18*z + 1
*
[ -1 ] 
f(z) = 289/18*z^3 - 253/18*z + 1
*
[ -1 ] 
f(z) = 289/19*z^3 - 251/19*z + 1
*
[ -1/3 ] 
f(z) = 290*z^3 - 254/9*z + 1
*
[ -1 ] 
f(z) = 290/17*z^3 - 256/17*z + 1
*
[ -1 ] 
f(z) = 290/19*z^3 - 252/19*z + 1
*
[ -1/2 ] 
f(z) = 291/4*z^3 - 243/16*z + 1
*
[ -1 ] 
f(z) = 291/16*z^3 - 259/16*z + 1
*
[ -1 ] 
f(z) = 291/17*z^3 - 257/17*z + 1
*
[ -1 ] 
f(z) = 291/19*z^3 - 253/19*z + 1
*
[ -1/3 ] 
f(z) = 292*z^3 - 256/9*z + 1
*
[ -1 ] 
f(z) = 292/17*z^3 - 258/17*z + 1
*
[ -1 ] 
f(z) = 292/19*z^3 - 254/19*z + 1
*
[ -1/3 ] 
f(z) = 293*z^3 - 257/9*z + 1
*
[ -1/2 ] 
f(z) = 293/3*z^3 - 257/12*z + 1
*
[ -1/2 ] 
f(z) = 293/4*z^3 - 245/16*z + 1
*
[ -1 ] 
f(z) = 293/17*z^3 - 259/17*z + 1
*
[ -1 ] 
f(z) = 293/18*z^3 - 257/18*z + 1
*
[ -1 ] 
f(z) = 293/19*z^3 - 255/19*z + 1
*
[ 1/42 ] 
f(z) = 294*z^3 - 247/6*z + 1
*
[ -1 ] 
f(z) = 294/17*z^3 - 260/17*z + 1
*
[ -1 ] 
f(z) = 294/19*z^3 - 256/19*z + 1
*
[ -1/3 ] 
f(z) = 295*z^3 - 259/9*z + 1
*
[ 2/5 ] 
f(z) = 295/2*z^3 - 251/10*z + 1
*
[ -1/2 ] 
f(z) = 295/3*z^3 - 259/12*z + 1
*
[ -1/2 ] 
f(z) = 295/4*z^3 - 247/16*z + 1
*
[ -1 ] 
f(z) = 295/18*z^3 - 259/18*z + 1
*
[ -1 ] 
f(z) = 295/19*z^3 - 257/19*z + 1
*
[ -1/3 ] 
f(z) = 296*z^3 - 260/9*z + 1
*
[ -1 ] 
f(z) = 296/19*z^3 - 258/19*z + 1
*
[ -2/3 ] 
f(z) = 297*z^3 - 259/2*z + 1
*
[ -1/2 ] 
f(z) = 297/4*z^3 - 249/16*z + 1
*
[ -4/3 ] 
f(z) = 297/8*z^3 - 257/4*z + 1
*
[ -1 ] 
f(z) = 297/19*z^3 - 259/19*z + 1
*
[ -1 ] 
f(z) = 298/19*z^3 - 260/19*z + 1
*
[ -1/2 ] 
f(z) = 299/4*z^3 - 251/16*z + 1
*
1/10 | 0.14014337753672638555053348456825560193 | 0.017656137312563531957634271132899854236
f(z) = 280/3*z^3 - 253/30*z + 1
*
[ 1/7 ] 
f(z) = 287/5*z^3 - 251/35*z + 1
*
[ -4/7 ] 
f(z) = 287/8*z^3 - 251/28*z + 1
*
1/8 | 0.19933340606567183874052391401684825693 | 0.026739221247697971346080855206576356415
f(z) = 288/5*z^3 - 247/30*z + 1
*
5/34 | 0.20395656013068252436784903729463802849 | 0.023545695828635016375122900221746270173
f(z) = 289*z^3 - 249/20*z + 1
*
[ 5/34 ] 
f(z) = 289*z^3 - 241/20*z + 1
*
[ -7/17 ] 
f(z) = 289/4*z^3 - 247/28*z + 1
*
[ 3/34 ] 
f(z) = 289/6*z^3 - 257/24*z + 1
*
3/34 | 0.11700981691851592785757266634317509925 | 0.016590733718477672700154649862621254947
f(z) = 289/6*z^3 - 241/24*z + 1
*
5/34 | 0.074040960800931392759278202875638122090 | 0.010498212006980005394480183056298830342
f(z) = 289/9*z^3 - 241/36*z + 1
*
[ 3/34 ] 
f(z) = 289/18*z^3 - 251/24*z + 1
*
[ 5/42 ] 
f(z) = 294/5*z^3 - 247/30*z + 1
*
[ 4/5 ] 
f(z) = 295/16*z^3 - 241/20*z + 1
*
[ -3/8 ] 
f(z) = 296/3*z^3 - 245/24*z + 1
*
[ 1/11 ] 
f(z) = 297/2*z^3 - 247/22*z + 1
*
[ 1/9 ] 
f(z) = 297/10*z^3 - 251/30*z + 1
*
[ 2/23 ] 
f(z) = 299/8*z^3 - 248/23*z + 1
*
[ 1/6 ] 
f(z) = 282/7*z^3 - 257/42*z + 1
*
1/5 | 0.19902095525018777566508595038638518273 | 0.027406080054174155598220463096968201896
f(z) = 285/8*z^3 - 257/40*z + 1
*
[ 10/51 ] 
f(z) = 289/8*z^3 - 247/45*z + 1
*
[ 5/34 ] 
f(z) = 289/10*z^3 - 257/40*z + 1
*
13/34 | 0.098402161932793867349116497309799647222 | 0.013952368347746403879681195714140860355
f(z) = 289/10*z^3 - 249/40*z + 1
*
[ 5/17 ] 
f(z) = 289/11*z^3 - 257/55*z + 1
*
[ 13/34 ] 
f(z) = 289/13*z^3 - 253/52*z + 1
*
[ 3/17 ] 
f(z) = 289/16*z^3 - 251/48*z + 1
*
[ 5/28 ] 
f(z) = 294/5*z^3 - 259/40*z + 1
*
[ -4/7 ] 
f(z) = 294/13*z^3 - 241/52*z + 1
*
[ 1/4 ] 
f(z) = 284/15*z^3 - 251/60*z + 1
*
[ 4/15 ] 
f(z) = 285/16*z^3 - 241/60*z + 1
*
[ 4/17 ] 
f(z) = 289/15*z^3 - 259/60*z + 1
*
[ 1/4 ] 
f(z) = 292/15*z^3 - 253/60*z + 1
*
[ 1/12 ] 
f(z) = 280*z^3 - 233/18*z + 1
*
[ -1/2 ] 
f(z) = 281/4*z^3 - 233/16*z + 1
*
[ -1/2 ] 
f(z) = 283/4*z^3 - 235/16*z + 1
*
[ 1/15 ] 
f(z) = 285*z^3 - 229/15*z + 1
*
[ -1/2 ] 
f(z) = 285/4*z^3 - 237/16*z + 1
*
[ 1/6 ] 
f(z) = 286*z^3 - 233/18*z + 1
*
[ -1/2 ] 
f(z) = 287/4*z^3 - 239/16*z + 1
*
1/36 | 0.23275226024857668635971625879546997405 | 0.029611549670489537909487793582762940591
f(z) = 288*z^3 - 236/9*z + 1
*
-1/4 | 0.24056805754534779570778133571930993192 | 0.028125653353633316854453598646648390362
f(z) = 288*z^3 - 235/18*z + 1
*
[ -5/12 ] 
f(z) = 288*z^3 - 233/5*z + 1
*
[ -3/8 ] 
f(z) = 288*z^3 - 221/6*z + 1
*
[ -2/3 ] 
f(z) = 288/7*z^3 - 221/14*z + 1
*
[ 6/17 ] 
f(z) = 289*z^3 - 227/6*z + 1
*
[ -8/17 ] 
f(z) = 289/2*z^3 - 231/8*z + 1
*
4/51 | 0.14275115404605002535246401401385792948 | 0.018153291547054067266561685171805235054
f(z) = 289/2*z^3 - 223/18*z + 1
*
[ -10/17 ] 
f(z) = 289/4*z^3 - 223/10*z + 1
*
[ 2/51 ] 
f(z) = 289/8*z^3 - 221/9*z + 1
*
[ 12/17 ] 
f(z) = 289/8*z^3 - 221/12*z + 1
*
2/17 | 0.12898513642700158242785552911343285132 | 0.022763046894720944086789608237054697326
f(z) = 289/14*z^3 - 235/14*z + 1
*
[ 1/17 ] 
f(z) = 289/14*z^3 - 225/14*z + 1
*
[ 15/17 ] 
f(z) = 289/15*z^3 - 227/15*z + 1
*
[ -16/17 ] 
f(z) = 289/16*z^3 - 223/16*z + 1
*
[ 1/6 ] 
f(z) = 290*z^3 - 235/18*z + 1
*
[ 3/4 ] 
f(z) = 292/9*z^3 - 223/12*z + 1
*
[ -1/3 ] 
f(z) = 293/2*z^3 - 221/18*z + 1
*
1/14 | 0.13318446679736514150438660234824824365 | 0.020886023172319534293021054581814869122
f(z) = 294/5*z^3 - 233/10*z + 1
*
-11/21 | 0.16045332432723442439646880163057580274 | 0.023658033125901463787578358624190458105
f(z) = 294/5*z^3 - 227/15*z + 1
*
[ -1/3 ] 
f(z) = 295/2*z^3 - 223/18*z + 1
*
[ 1/12 ] 
f(z) = 296*z^3 - 235/18*z + 1
*
[ 3/2 ] 
f(z) = 296/9*z^3 - 221/3*z + 1
*
2/9 | 0.12178709017192402417341285699976607197 | 0.014890875281326580724617218467105988381
f(z) = 297*z^3 - 227/12*z + 1
*
[ -2/3 ] 
f(z) = 297/5*z^3 - 239/10*z + 1
*
[ -5/9 ] 
f(z) = 297/5*z^3 - 233/15*z + 1
*
[ -2/3 ] 
f(z) = 297/7*z^3 - 229/14*z + 1
*
[ 1/6 ] 
f(z) = 298*z^3 - 239/18*z + 1
*
[ -1/3 ] 
f(z) = 299/2*z^3 - 227/18*z + 1
*
[ 3/20 ] 
f(z) = 280/3*z^3 - 233/30*z + 1
*
[ -3/8 ] 
f(z) = 280/3*z^3 - 227/24*z + 1
*
[ -1/2 ] 
f(z) = 281/5*z^3 - 221/20*z + 1
*
[ -1/2 ] 
f(z) = 283/5*z^3 - 223/20*z + 1
*
[ 1/10 ] 
f(z) = 285*z^3 - 237/20*z + 1
*
[ 2/15 ] 
f(z) = 285/4*z^3 - 233/30*z + 1
*
[ 4/5 ] 
f(z) = 285/16*z^3 - 233/20*z + 1
*
-4/5 | 0.19100147655906197830965997799572911996 | 0.026301761794192685557916652525023629255
f(z) = 285/16*z^3 - 223/20*z + 1
*
[ -1/2 ] 
f(z) = 287/5*z^3 - 227/20*z + 1
*
[ -7/17 ] 
f(z) = 289/5*z^3 - 223/35*z + 1
*
5/34 | 0.20654078397482709762047632483940967627 | 0.029285262033340837460843657352311802205
f(z) = 289/5*z^3 - 221/20*z + 1
*
2/17 | 0.081178731474853708247893701072083933889 | 0.011510271129139565387663961837818881027
f(z) = 289/7*z^3 - 233/28*z + 1
*
13/34 | 0.20820380859014306474216769749946813881 | 0.029521061039668612844431952513765557017
f(z) = 289/7*z^3 - 225/28*z + 1
*
3/34 | 0.14752490084859108402447356793686470311 | 0.020917444461332967316493374458097121910
f(z) = 289/8*z^3 - 233/32*z + 1
*
[ 2/17 ] 
f(z) = 289/15*z^3 - 233/30*z + 1
*
[ 10/17 ] 
f(z) = 289/15*z^3 - 221/30*z + 1
*
[ -1/2 ] 
f(z) = 291/5*z^3 - 231/20*z + 1
*
[ -1/2 ] 
f(z) = 293/5*z^3 - 233/20*z + 1
*
[ -1/2 ] 
f(z) = 293/6*z^3 - 221/24*z + 1
*
[ -13/21 ] 
f(z) = 294/13*z^3 - 236/39*z + 1
*
[ 1/10 ] 
f(z) = 295*z^3 - 239/20*z + 1
*
[ -1/2 ] 
f(z) = 295/6*z^3 - 223/24*z + 1
*
-4/5 | 0.21765791043387905394367997766609419271 | 0.029830808976429319806439733905385461349
f(z) = 295/16*z^3 - 231/20*z + 1
*
[ -1/2 ] 
f(z) = 297/5*z^3 - 237/20*z + 1
*
10/99 | 0.14854588124463772897243308553856868800 | 0.016163439267017905610793773439202195037
f(z) = 297/8*z^3 - 227/33*z + 1
*
-5/9 | 0.18939159357583195146161917916025071789 | 0.027883096270834077677674955123627607608
f(z) = 297/10*z^3 - 221/30*z + 1
*
[ 1/4 ] 
f(z) = 298/3*z^3 - 221/24*z + 1
*
[ 2/13 ] 
f(z) = 299/2*z^3 - 235/26*z + 1
*
[ -1/2 ] 
f(z) = 299/5*z^3 - 239/20*z + 1
*
[ -1/2 ] 
f(z) = 299/6*z^3 - 227/24*z + 1
*
[ 1/5 ] 
f(z) = 280/9*z^3 - 236/45*z + 1
*
[ 1/4 ] 
f(z) = 284/13*z^3 - 227/52*z + 1
*
5/17 | 0.21302755849965140553582668761513123452 | 0.029278658990389907175222241543609761994
f(z) = 289/8*z^3 - 237/40*z + 1
*
[ 5/17 ] 
f(z) = 289/8*z^3 - 221/40*z + 1
*
[ 5/17 ] 
f(z) = 289/9*z^3 - 233/45*z + 1
*
14/51 | 0.20021481878568234429552549321100702679 | 0.025460795758503072298322834364441804165
f(z) = 289/10*z^3 - 233/45*z + 1
*
[ 4/17 ] 
f(z) = 289/13*z^3 - 233/52*z + 1
*
[ 3/17 ] 
f(z) = 289/14*z^3 - 223/42*z + 1
*
[ 1/5 ] 
f(z) = 290/9*z^3 - 238/45*z + 1
*
[ 1/4 ] 
f(z) = 292/13*z^3 - 229/52*z + 1
*
[ 3/7 ] 
f(z) = 294/17*z^3 - 230/51*z + 1
*
[ 3/7 ] 
f(z) = 294/19*z^3 - 238/57*z + 1
*
[ 1/5 ] 
f(z) = 295/9*z^3 - 239/45*z + 1
*
[ 2/9 ] 
f(z) = 297/7*z^3 - 235/42*z + 1
*
[ 1/6 ] 
f(z) = 297/10*z^3 - 233/40*z + 1
*
4/9 | 0.18095151682879414789980971759488213451 | 0.026640509585609026120911906853481960759
f(z) = 297/14*z^3 - 239/42*z + 1
*
2/9 | 0.19679297215720261366876726231991373583 | 0.028972761063366783834337225217647165752
f(z) = 297/14*z^3 - 233/42*z + 1
*
[ 2/11 ] 
f(z) = 297/16*z^3 - 225/44*z + 1
*
[ 3/2 ] 
f(z) = 280/9*z^3 - 209/3*z + 1
*
[ -3/2 ] 
f(z) = 280/9*z^3 - 205/3*z + 1
*
[ -1/4 ] 
f(z) = 281*z^3 - 201/16*z + 1
*
[ -1/3 ] 
f(z) = 281/2*z^3 - 209/18*z + 1
*
[ -1/4 ] 
f(z) = 283*z^3 - 203/16*z + 1
*
[ -1/3 ] 
f(z) = 283/2*z^3 - 211/18*z + 1
*
[ 3/4 ] 
f(z) = 284/9*z^3 - 217/12*z + 1
*
[ 3/2 ] 
f(z) = 284/9*z^3 - 212/3*z + 1
*
[ -3/2 ] 
f(z) = 284/9*z^3 - 208/3*z + 1
*
[ -1/4 ] 
f(z) = 285*z^3 - 205/16*z + 1
*
[ -1/4 ] 
f(z) = 287*z^3 - 207/16*z + 1
*
[ -1/3 ] 
f(z) = 287/2*z^3 - 215/18*z + 1
*
5/36 | 0.25163614744522522667004059341457076315 | 0.029419662470999708056305305738643622124
f(z) = 288*z^3 - 217/18*z + 1
*
-5/16 | 0.23006345457628523025938347499298117984 | 0.029714738905062662509037485659188097666
f(z) = 288*z^3 - 201/8*z + 1
*
[ 5/6 ] 
f(z) = 288/5*z^3 - 201/5*z + 1
*
[ -11/12 ] 
f(z) = 288/11*z^3 - 219/11*z + 1
*
[ 1/12 ] 
f(z) = 288/19*z^3 - 211/19*z + 1
*
[ -1/4 ] 
f(z) = 289*z^3 - 209/16*z + 1
*
-16/51 | 0.19597213133509828870046214035914209596 | 0.024921264272763668268262116742123426263
f(z) = 289/2*z^3 - 211/18*z + 1
*
4/51 | 0.19903677377004375532443618455907791145 | 0.025310986849655004635070972429526443139
f(z) = 289/2*z^3 - 205/18*z + 1
*
[ -9/17 ] 
f(z) = 289/3*z^3 - 217/9*z + 1
*
3/34 | 0.10423002351407080815336656075567038921 | 0.014778696447297611007470850374503150094
f(z) = 289/3*z^3 - 205/12*z + 1
*
-22/51 | 0.18238450663392287566232342259815350616 | 0.023193361515824689642334487940654586672
f(z) = 289/4*z^3 - 215/18*z + 1
*
[ 10/17 ] 
f(z) = 289/5*z^3 - 207/10*z + 1
*
1/17 | 0.13586827118788602904591141527773777892 | 0.023977769177341231076270645764778982006
f(z) = 289/12*z^3 - 205/12*z + 1
*
[ 1/17 ] 
f(z) = 289/13*z^3 - 209/13*z + 1
*
[ -1/4 ] 
f(z) = 291*z^3 - 211/16*z + 1
*
[ 3/2 ] 
f(z) = 292/9*z^3 - 218/3*z + 1
*
[ -3/2 ] 
f(z) = 292/9*z^3 - 214/3*z + 1
*
[ -1/4 ] 
f(z) = 293*z^3 - 213/16*z + 1
*
[ -1/4 ] 
f(z) = 295*z^3 - 215/16*z + 1
*
[ -2/5 ] 
f(z) = 295/2*z^3 - 201/10*z + 1
*
[ -3/2 ] 
f(z) = 296/9*z^3 - 217/3*z + 1
*
[ -1/4 ] 
f(z) = 297*z^3 - 217/16*z + 1
*
[ 1/18 ] 
f(z) = 297*z^3 - 215/12*z + 1
*
[ 1/12 ] 
f(z) = 297*z^3 - 209/16*z + 1
*
4/9 | 0.12820148252130196826959691324861678623 | 0.018874408371107727557891264223946599429
f(z) = 297/5*z^3 - 206/15*z + 1
*
[ -1/4 ] 
f(z) = 299*z^3 - 219/16*z + 1
*
[ 1/6 ] 
f(z) = 280/3*z^3 - 205/27*z + 1
*
[ 1/8 ] 
f(z) = 280/3*z^3 - 203/24*z + 1
*
[ -1/2 ] 
f(z) = 281/6*z^3 - 209/24*z + 1
*
[ -1/2 ] 
f(z) = 283/6*z^3 - 211/24*z + 1
*
[ 1/6 ] 
f(z) = 284/3*z^3 - 206/27*z + 1
*
[ 1/6 ] 
f(z) = 285/2*z^3 - 215/24*z + 1
*
[ -1/2 ] 
f(z) = 285/7*z^3 - 201/28*z + 1
*
[ 1/4 ] 
f(z) = 286/3*z^3 - 215/24*z + 1
*
[ 1/7 ] 
f(z) = 287/4*z^3 - 209/28*z + 1
*
[ -1/2 ] 
f(z) = 287/6*z^3 - 215/24*z + 1
*
1/8 | 0.22128521077445555201702570047193353621 | 0.029683906609172419547963057758293294236
f(z) = 288/5*z^3 - 217/30*z + 1
*
1/4 | 0.14703438036639266875093985815863051234 | 0.019723662507125690180873062672419450757
f(z) = 288/5*z^3 - 203/30*z + 1
*
13/24 | 0.14804459854063140530344774732092816691 | 0.023291707196228156764323006712382428484
f(z) = 288/13*z^3 - 205/26*z + 1
*
[ -17/24 ] 
f(z) = 288/17*z^3 - 207/34*z + 1
*
[ 5/17 ] 
f(z) = 289/7*z^3 - 209/35*z + 1
*
[ 3/17 ] 
f(z) = 289/13*z^3 - 209/39*z + 1
*
[ 2/17 ] 
f(z) = 289/13*z^3 - 203/26*z + 1
*
[ 1/4 ] 
f(z) = 290/3*z^3 - 217/24*z + 1
*
[ 1/6 ] 
f(z) = 291/2*z^3 - 217/24*z + 1
*
[ -1/2 ] 
f(z) = 291/7*z^3 - 207/28*z + 1
*
[ 1/6 ] 
f(z) = 292/3*z^3 - 208/27*z + 1
*
[ -1/2 ] 
f(z) = 293/7*z^3 - 209/28*z + 1
*
[ -2/3 ] 
f(z) = 293/16*z^3 - 203/36*z + 1
*
5/42 | 0.13419108416483636574852642091900944039 | 0.017951169828978552135525396837660672884
f(z) = 294/5*z^3 - 217/30*z + 1
*
[ 3/7 ] 
f(z) = 294/13*z^3 - 214/39*z + 1
*
8/21 | 0.18504144207578112217696081383021347518 | 0.027283427031809762742138524612197085992
f(z) = 294/13*z^3 - 206/39*z + 1
*
1/5 | 0.21492051994872844927732191750586696235 | 0.029455639645373789805626992020538774418
f(z) = 295/6*z^3 - 209/30*z + 1
*
[ -1/2 ] 
f(z) = 295/7*z^3 - 211/28*z + 1
*
[ -2/3 ] 
f(z) = 295/16*z^3 - 205/36*z + 1
*
[ 1/6 ] 
f(z) = 296/3*z^3 - 209/27*z + 1
*
[ 1/8 ] 
f(z) = 296/3*z^3 - 205/24*z + 1
*
[ 2/11 ] 
f(z) = 297/2*z^3 - 207/22*z + 1
*
[ -1/2 ] 
f(z) = 297/7*z^3 - 213/28*z + 1
*
[ 1/9 ] 
f(z) = 297/8*z^3 - 203/24*z + 1
*
[ -1/2 ] 
f(z) = 297/8*z^3 - 201/32*z + 1
*
[ -1/2 ] 
f(z) = 299/7*z^3 - 215/28*z + 1
*
[ -1/2 ] 
f(z) = 299/8*z^3 - 203/32*z + 1
*
[ -2/3 ] 
f(z) = 299/16*z^3 - 209/36*z + 1
*
[ 1/3 ] 
f(z) = 282/19*z^3 - 208/57*z + 1
*
[ 1/4 ] 
f(z) = 284/11*z^3 - 203/44*z + 1
*
[ 1/5 ] 
f(z) = 285/8*z^3 - 217/40*z + 1
*
4/17 | 0.089536796484442286311931495341081209325 | 0.012695354865082636587495919445292075835
f(z) = 289/10*z^3 - 209/40*z + 1
*
[ 11/34 ] 
f(z) = 289/11*z^3 - 213/44*z + 1
*
[ 4/17 ] 
f(z) = 289/11*z^3 - 207/44*z + 1
*
3/17 | 0.18100237732681573649928302455311459909 | 0.026755555725261191087190290017045616613
f(z) = 289/14*z^3 - 209/42*z + 1
*
[ 1/3 ] 
f(z) = 291/19*z^3 - 211/57*z + 1
*
[ 1/4 ] 
f(z) = 292/11*z^3 - 205/44*z + 1
*
[ 1/3 ] 
f(z) = 294/19*z^3 - 212/57*z + 1
*
[ 1/5 ] 
f(z) = 295/8*z^3 - 219/40*z + 1
*
[ 4/13 ] 
f(z) = 299/16*z^3 - 209/52*z + 1
*
[ 1/20 ] 
f(z) = 280*z^3 - 197/10*z + 1
*
[ 1/8 ] 
f(z) = 284*z^3 - 183/16*z + 1
*
[ -3/4 ] 
f(z) = 284/9*z^3 - 185/12*z + 1
*
[ -2/5 ] 
f(z) = 285/2*z^3 - 193/10*z + 1
*
[ 2/3 ] 
f(z) = 285/4*z^3 - 193/6*z + 1
*
2/15 | 0.20501042394317673509406977007294644241 | 0.024521195893172336684260932679001927387
f(z) = 285/8*z^3 - 197/15*z + 1
*
[ 2/7 ] 
f(z) = 287/2*z^3 - 199/14*z + 1
*
[ -5/6 ] 
f(z) = 288/5*z^3 - 189/5*z + 1
*
[ 1/12 ] 
f(z) = 288/17*z^3 - 189/17*z + 1
*
3/34 | 0.11880779875968216261860724633498490239 | 0.014575259510891736420924859216223574502
f(z) = 289*z^3 - 199/12*z + 1
*
[ -6/17 ] 
f(z) = 289*z^3 - 193/6*z + 1
*
11/51 | 0.19730141213459797689528815235927560831 | 0.025090305441379612430893672347542763798
f(z) = 289/2*z^3 - 193/18*z + 1
*
6/17 | 0.18006551685339654830665730688040609162 | 0.025531353869865076697642445866113194670
f(z) = 289/3*z^3 - 193/12*z + 1
*
[ -9/17 ] 
f(z) = 289/6*z^3 - 191/18*z + 1
*
1/17 | 0.14724743246995333781363518768258754354 | 0.025985941506816452836003121549385139377
f(z) = 289/6*z^3 - 187/6*z + 1
*
[ -12/17 ] 
f(z) = 289/8*z^3 - 187/12*z + 1
*
[ 12/17 ] 
f(z) = 289/9*z^3 - 197/12*z + 1
*
[ 1/17 ] 
f(z) = 289/12*z^3 - 193/12*z + 1
*
[ 14/17 ] 
f(z) = 289/14*z^3 - 199/14*z + 1
*
[ -15/17 ] 
f(z) = 289/15*z^3 - 193/15*z + 1
*
[ 3/5 ] 
f(z) = 290/9*z^3 - 184/15*z + 1
*
[ 2/3 ] 
f(z) = 291/4*z^3 - 197/6*z + 1
*
[ 1/8 ] 
f(z) = 292*z^3 - 185/16*z + 1
*
[ -3/4 ] 
f(z) = 292/9*z^3 - 191/12*z + 1
*
4/21 | 0.18186280027332856420889195323935217036 | 0.022263953318453332726870784901239828593
f(z) = 294*z^3 - 185/12*z + 1
*
[ 3/5 ] 
f(z) = 295/9*z^3 - 187/15*z + 1
*
1/18 | 0.10250726204418618830806809470874880832 | 0.012533535799036027755185991889706225299
f(z) = 297*z^3 - 191/12*z + 1
*
[ 4/9 ] 
f(z) = 297/4*z^3 - 191/12*z + 1
*
[ 3/20 ] 
f(z) = 280/9*z^3 - 191/30*z + 1
*
[ -1/2 ] 
f(z) = 281/7*z^3 - 197/28*z + 1
*
[ -1/2 ] 
f(z) = 281/8*z^3 - 185/32*z + 1
*
[ -2/3 ] 
f(z) = 281/16*z^3 - 191/36*z + 1
*
[ 1/6 ] 
f(z) = 282/5*z^3 - 197/30*z + 1
*
[ -1/2 ] 
f(z) = 283/7*z^3 - 199/28*z + 1
*
[ -1/2 ] 
f(z) = 283/8*z^3 - 187/32*z + 1
*
[ -2/3 ] 
f(z) = 283/16*z^3 - 193/36*z + 1
*
[ 1/5 ] 
f(z) = 285/7*z^3 - 197/35*z + 1
*
[ -1/2 ] 
f(z) = 285/8*z^3 - 189/32*z + 1
*
[ -4/5 ] 
f(z) = 285/16*z^3 - 183/20*z + 1
*
[ 3/13 ] 
f(z) = 286/9*z^3 - 196/39*z + 1
*
[ 1/2 ] 
f(z) = 286/19*z^3 - 181/38*z + 1
*
[ -1/2 ] 
f(z) = 287/8*z^3 - 191/32*z + 1
*
[ 2/5 ] 
f(z) = 287/8*z^3 - 181/25*z + 1
*
[ -2/3 ] 
f(z) = 287/16*z^3 - 197/36*z + 1
*
[ 4/7 ] 
f(z) = 287/16*z^3 - 185/28*z + 1
*
13/24 | 0.13752133260899989078510720851794301333 | 0.021636092393366339492747129935060917708
f(z) = 288/11*z^3 - 191/22*z + 1
*
[ 5/17 ] 
f(z) = 289/6*z^3 - 197/30*z + 1
*
3/34 | 0.088393583285367947106557980029535618209 | 0.012533259527539295623573664211905371931
f(z) = 289/6*z^3 - 193/24*z + 1
*
-15/34 | 0.18756515601718645800844800095486908383 | 0.026594722052363409484060556949078234420
f(z) = 289/6*z^3 - 185/24*z + 1
*
[ -8/17 ] 
f(z) = 289/6*z^3 - 181/24*z + 1
*
[ -1/2 ] 
f(z) = 289/8*z^3 - 193/32*z + 1
*
[ 2/5 ] 
f(z) = 289/8*z^3 - 182/25*z + 1
*
[ 3/17 ] 
f(z) = 289/11*z^3 - 181/33*z + 1
*
-9/17 | 0.18632818758647466970401602153647672685 | 0.027542810651350836100761023921780321235
f(z) = 289/12*z^3 - 187/36*z + 1
*
[ -2/3 ] 
f(z) = 289/16*z^3 - 199/36*z + 1
*
[ 1/5 ] 
f(z) = 290/7*z^3 - 198/35*z + 1
*
[ 1/2 ] 
f(z) = 290/19*z^3 - 183/38*z + 1
*
[ -1/2 ] 
f(z) = 291/8*z^3 - 195/32*z + 1
*
[ 2/5 ] 
f(z) = 291/8*z^3 - 183/25*z + 1
*
[ 1/4 ] 
f(z) = 292/9*z^3 - 181/36*z + 1
*
[ -1/2 ] 
f(z) = 293/8*z^3 - 197/32*z + 1
*
[ 2/5 ] 
f(z) = 293/8*z^3 - 184/25*z + 1
*
[ -1/2 ] 
f(z) = 293/9*z^3 - 185/36*z + 1
*
[ 1/6 ] 
f(z) = 294/5*z^3 - 199/30*z + 1
*
[ 3/14 ] 
f(z) = 294/5*z^3 - 191/30*z + 1
*
-4/7 | 0.15495499989099425665178136880449427940 | 0.022847332928850797719787697032988922592
f(z) = 294/11*z^3 - 200/33*z + 1
*
[ 1/2 ] 
f(z) = 294/17*z^3 - 181/34*z + 1
*
[ 1/2 ] 
f(z) = 294/19*z^3 - 185/38*z + 1
*
[ 1/5 ] 
f(z) = 295/7*z^3 - 199/35*z + 1
*
[ -1/2 ] 
f(z) = 295/8*z^3 - 199/32*z + 1
*
[ -1/2 ] 
f(z) = 295/9*z^3 - 187/36*z + 1
*
[ -4/5 ] 
f(z) = 295/16*z^3 - 191/20*z + 1
*
[ 3/5 ] 
f(z) = 295/18*z^3 - 197/30*z + 1
*
[ 2/9 ] 
f(z) = 297/5*z^3 - 193/30*z + 1
*
2/9 | 0.16764851152138213182742828971262695635 | 0.018242017291069323064744064834683665888
f(z) = 297/8*z^3 - 194/33*z + 1
*
[ 1/6 ] 
f(z) = 297/8*z^3 - 193/32*z + 1
*
[ 2/5 ] 
f(z) = 297/8*z^3 - 186/25*z + 1
*
[ -5/9 ] 
f(z) = 297/10*z^3 - 191/30*z + 1
*
[ -2/3 ] 
f(z) = 297/13*z^3 - 199/26*z + 1
*
[ 1/2 ] 
f(z) = 298/17*z^3 - 183/34*z + 1
*
[ 1/2 ] 
f(z) = 298/19*z^3 - 187/38*z + 1
*
[ 2/13 ] 
f(z) = 299/4*z^3 - 189/26*z + 1
*
[ 2/5 ] 
f(z) = 299/8*z^3 - 187/25*z + 1
*
[ 3/13 ] 
f(z) = 299/9*z^3 - 199/39*z + 1
*
[ -1/2 ] 
f(z) = 299/9*z^3 - 191/36*z + 1
*
[ 1/3 ] 
f(z) = 282/17*z^3 - 196/51*z + 1
*
[ 1/3 ] 
f(z) = 285/16*z^3 - 191/48*z + 1
*
[ 1/3 ] 
f(z) = 285/17*z^3 - 197/51*z + 1
*
[ 2/7 ] 
f(z) = 287/12*z^3 - 187/42*z + 1
*
[ 6/17 ] 
f(z) = 289/14*z^3 - 185/42*z + 1
*
[ 1/3 ] 
f(z) = 291/14*z^3 - 181/42*z + 1
*
[ 1/3 ] 
f(z) = 291/16*z^3 - 193/48*z + 1
*
[ 1/3 ] 
f(z) = 291/17*z^3 - 199/51*z + 1
*
[ 1/3 ] 
f(z) = 294/17*z^3 - 200/51*z + 1
*
[ 2/9 ] 
f(z) = 297/14*z^3 - 191/42*z + 1
*
[ 4/11 ] 
f(z) = 297/16*z^3 - 185/44*z + 1
*
1/20 | 0.22590497592849989304084539303099589826 | 0.028460918701204320594371084979218559680
f(z) = 280*z^3 - 167/10*z + 1
*
[ 3/10 ] 
f(z) = 280/3*z^3 - 161/15*z + 1
*
[ 3/5 ] 
f(z) = 280/9*z^3 - 178/15*z + 1
*
[ 1/4 ] 
f(z) = 282*z^3 - 165/8*z + 1
*
[ -2/3 ] 
f(z) = 285/4*z^3 - 175/6*z + 1
*
[ 2/19 ] 
f(z) = 285/8*z^3 - 169/19*z + 1
*
[ 1/13 ] 
f(z) = 286*z^3 - 178/13*z + 1
*
[ 1/4 ] 
f(z) = 286*z^3 - 167/8*z + 1
*
[ 1/2 ] 
f(z) = 286/9*z^3 - 161/18*z + 1
*
[ 5/24 ] 
f(z) = 288*z^3 - 163/10*z + 1
*
[ 1/18 ] 
f(z) = 288*z^3 - 161/9*z + 1
*
[ 5/17 ] 
f(z) = 289/3*z^3 - 161/15*z + 1
*
[ -10/17 ] 
f(z) = 289/5*z^3 - 173/10*z + 1
*
[ 14/17 ] 
f(z) = 289/8*z^3 - 173/7*z + 1
*
[ -12/17 ] 
f(z) = 289/9*z^3 - 163/12*z + 1
*
[ 1/17 ] 
f(z) = 289/10*z^3 - 161/10*z + 1
*
[ 1/17 ] 
f(z) = 289/11*z^3 - 177/11*z + 1
*
[ 13/17 ] 
f(z) = 289/13*z^3 - 173/13*z + 1
*
[ -14/17 ] 
f(z) = 289/14*z^3 - 165/14*z + 1
*
[ 1/4 ] 
f(z) = 290*z^3 - 169/8*z + 1
*
[ 1/2 ] 
f(z) = 290/9*z^3 - 163/18*z + 1
*
[ -2/3 ] 
f(z) = 291/4*z^3 - 179/6*z + 1
*
[ 4/21 ] 
f(z) = 294*z^3 - 179/12*z + 1
*
[ 3/7 ] 
f(z) = 294*z^3 - 166/3*z + 1
*
1/6 | 0.15179410961431453394059875243153630851 | 0.018559825606440665109163327305037515774
f(z) = 297*z^3 - 167/12*z + 1
*
[ 2/33 ] 
f(z) = 297/8*z^3 - 172/11*z + 1
*
[ 1/4 ] 
f(z) = 298*z^3 - 173/8*z + 1
*
[ 1/2 ] 
f(z) = 298/7*z^3 - 163/14*z + 1
*
[ 1/2 ] 
f(z) = 298/9*z^3 - 167/18*z + 1
*
[ 1/13 ] 
f(z) = 299*z^3 - 179/13*z + 1
*
[ 3/14 ] 
f(z) = 280/3*z^3 - 167/21*z + 1
*
[ 1/7 ] 
f(z) = 280/3*z^3 - 166/21*z + 1
*
[ 2/5 ] 
f(z) = 281/8*z^3 - 178/25*z + 1
*
[ 1/2 ] 
f(z) = 282/11*z^3 - 163/22*z + 1
*
[ 1/3 ] 
f(z) = 282/13*z^3 - 172/39*z + 1
*
[ 1/2 ] 
f(z) = 282/13*z^3 - 167/26*z + 1
*
[ 1/2 ] 
f(z) = 282/17*z^3 - 175/34*z + 1
*
[ 1/2 ] 
f(z) = 282/19*z^3 - 179/38*z + 1
*
[ 2/5 ] 
f(z) = 283/8*z^3 - 179/25*z + 1
*
[ 1/4 ] 
f(z) = 284/9*z^3 - 179/36*z + 1
*
1/3 | 0.20170590440687996535037544802455432815 | 0.029877480783687123506299534207140100424
f(z) = 285/8*z^3 - 167/24*z + 1
*
[ 1/3 ] 
f(z) = 285/11*z^3 - 161/33*z + 1
*
[ 1/3 ] 
f(z) = 285/13*z^3 - 173/39*z + 1
*
[ 3/11 ] 
f(z) = 286/9*z^3 - 166/33*z + 1
*
[ 1/2 ] 
f(z) = 286/15*z^3 - 173/30*z + 1
*
[ 1/2 ] 
f(z) = 286/17*z^3 - 177/34*z + 1
*
[ 1/7 ] 
f(z) = 287/3*z^3 - 167/21*z + 1
*
[ -2/3 ] 
f(z) = 288/17*z^3 - 171/34*z + 1
*
[ -2/3 ] 
f(z) = 288/19*z^3 - 161/38*z + 1
*
[ 5/17 ] 
f(z) = 289/4*z^3 - 173/20*z + 1
*
2/17 | 0.10057285607108397022154495331417937912 | 0.014260149432966891850136829867682620215
f(z) = 289/5*z^3 - 161/20*z + 1
*
9/34 | 0.18186168762353319097903755266328514401 | 0.025786031569096092355165387622173636400
f(z) = 289/6*z^3 - 169/24*z + 1
*
2/17 | 0.15224199203067910478670284968802074888 | 0.021586277263475548649533430438126055232
f(z) = 289/7*z^3 - 177/28*z + 1
*
9/34 | 0.16686877309580632928964481119245032196 | 0.023660197522482435905234582420351572215
f(z) = 289/8*z^3 - 177/32*z + 1
*
[ 3/17 ] 
f(z) = 289/10*z^3 - 167/30*z + 1
*
[ 6/17 ] 
f(z) = 289/10*z^3 - 163/30*z + 1
*
[ 2/17 ] 
f(z) = 289/11*z^3 - 173/22*z + 1
*
[ -10/17 ] 
f(z) = 289/12*z^3 - 169/30*z + 1
*
-10/17 | 0.082128061443063877419470819503559583649 | 0.012914082474555626832910726548613040400
f(z) = 289/15*z^3 - 173/30*z + 1
*
-10/17 | 0.16183153538486375418115956784114650783 | 0.025446914954798323900320325472137360132
f(z) = 289/15*z^3 - 167/30*z + 1
*
20/51 | 0.16696640264300696408580755718855910001 | 0.021232681486859004138270697037745735559
f(z) = 289/16*z^3 - 163/36*z + 1
*
-12/17 | 0.15874121021720335654889695727661323788 | 0.022507796509899123150056064029330682440
f(z) = 289/18*z^3 - 179/24*z + 1
*
[ 1/2 ] 
f(z) = 290/11*z^3 - 167/22*z + 1
*
[ 1/2 ] 
f(z) = 290/13*z^3 - 171/26*z + 1
*
[ 1/2 ] 
f(z) = 290/17*z^3 - 179/34*z + 1
*
1/3 | 0.19293095845317736380832772071965672923 | 0.028489780633958983558391669793107725390
f(z) = 291/8*z^3 - 169/24*z + 1
*
[ 1/3 ] 
f(z) = 291/11*z^3 - 163/33*z + 1
*
[ 1/3 ] 
f(z) = 291/13*z^3 - 175/39*z + 1
*
[ 1/2 ] 
f(z) = 294/11*z^3 - 169/22*z + 1
*
[ 1/3 ] 
f(z) = 294/11*z^3 - 164/33*z + 1
*
[ 1/3 ] 
f(z) = 294/13*z^3 - 176/39*z + 1
*
[ 1/2 ] 
f(z) = 294/13*z^3 - 173/26*z + 1
*
[ 1/5 ] 
f(z) = 295/6*z^3 - 179/30*z + 1
*
[ 2/5 ] 
f(z) = 295/12*z^3 - 163/30*z + 1
*
[ 1/9 ] 
f(z) = 297/7*z^3 - 179/21*z + 1
*
[ 1/6 ] 
f(z) = 297/7*z^3 - 173/28*z + 1
*
[ 2/15 ] 
f(z) = 297/8*z^3 - 179/25*z + 1
*
[ -2/3 ] 
f(z) = 297/17*z^3 - 179/34*z + 1
*
[ -2/3 ] 
f(z) = 297/19*z^3 - 169/38*z + 1
*
[ 1/2 ] 
f(z) = 298/11*z^3 - 171/22*z + 1
*
[ 1/2 ] 
f(z) = 298/13*z^3 - 175/26*z + 1
*
[ 1/2 ] 
f(z) = 298/15*z^3 - 179/30*z + 1
*
[ 1/3 ] 
f(z) = 285/14*z^3 - 179/42*z + 1
*
[ 3/7 ] 
f(z) = 287/18*z^3 - 179/42*z + 1
*
[ 1/10 ] 
f(z) = 280/3*z^3 - 149/15*z + 1
*
[ 2/3 ] 
f(z) = 281/8*z^3 - 145/9*z + 1
*
-2 | 0.11791686856253025022991224183688276126 | 0.016777673449237172432127840955547986860
f(z) = 281/8*z^3 - 141*z + 1
*
[ 1/2 ] 
f(z) = 282*z^3 - 143/2*z + 1
*
[ 1/2 ] 
f(z) = 282/5*z^3 - 151/10*z + 1
*
[ 1/2 ] 
f(z) = 282/7*z^3 - 155/14*z + 1
*
[ 2/3 ] 
f(z) = 283/8*z^3 - 146/9*z + 1
*
-2 | 0.11804864338287739392991352390358826746 | 0.016779550306713274416546712066644648987
f(z) = 283/8*z^3 - 142*z + 1
*
[ 2 ] 
f(z) = 283/8*z^3 - 141*z + 1
*
[ 1/6 ] 
f(z) = 285*z^3 - 155/12*z + 1
*
-2 | 0.11817948698153835978504739342832065000 | 0.016781409345792991962398028903716214523
f(z) = 285/8*z^3 - 143*z + 1
*
[ 2 ] 
f(z) = 285/8*z^3 - 142*z + 1
*
[ -2 ] 
f(z) = 285/8*z^3 - 141*z + 1
*
[ 1/2 ] 
f(z) = 286*z^3 - 145/2*z + 1
*
[ 1/2 ] 
f(z) = 286/3*z^3 - 149/6*z + 1
*
[ 1/2 ] 
f(z) = 286/5*z^3 - 153/10*z + 1
*
[ 1/2 ] 
f(z) = 286/7*z^3 - 157/14*z + 1
*
[ 2/3 ] 
f(z) = 287/8*z^3 - 148/9*z + 1
*
-2 | 0.11830941242982011326399498574077860168 | 0.016783250867511989879824786720604200005
f(z) = 287/8*z^3 - 144*z + 1
*
[ 2 ] 
f(z) = 287/8*z^3 - 143*z + 1
*
[ -2 ] 
f(z) = 287/8*z^3 - 142*z + 1
*
-13/48 | 0.22557283907757737871445121984514069913 | 0.029134736021454366897540139967278036336
f(z) = 288*z^3 - 145/8*z + 1
*
[ 1/12 ] 
f(z) = 288/13*z^3 - 145/13*z + 1
*
[ 3/34 ] 
f(z) = 289*z^3 - 151/12*z + 1
*
3/34 | 0.18470280301244348438077868018548903496 | 0.022659213573520480446768724116151174208
f(z) = 289*z^3 - 143/12*z + 1
*
[ 5/17 ] 
f(z) = 289/2*z^3 - 149/10*z + 1
*
11/34 | 0.17682522227382775813444739089974376890 | 0.025071914944526963265596318489140411132
f(z) = 289/2*z^3 - 145/8*z + 1
*
-13/34 | 0.18074060267258452221412176292441920315 | 0.025627073779170359075342947924963040337
f(z) = 289/3*z^3 - 145/12*z + 1
*
[ -14/17 ] 
f(z) = 289/8*z^3 - 156/7*z + 1
*
[ 2/3 ] 
f(z) = 289/8*z^3 - 149/9*z + 1
*
-2 | 0.11843843252568405511928596402389733682 | 0.016785075165658067314846446235862857633
f(z) = 289/8*z^3 - 145*z + 1
*
[ 2 ] 
f(z) = 289/8*z^3 - 144*z + 1
*
[ -2 ] 
f(z) = 289/8*z^3 - 143*z + 1
*
[ 1/17 ] 
f(z) = 289/9*z^3 - 145/9*z + 1
*
[ 2/17 ] 
f(z) = 289/9*z^3 - 143/18*z + 1
*
[ 12/17 ] 
f(z) = 289/12*z^3 - 149/12*z + 1
*
[ 1/2 ] 
f(z) = 290*z^3 - 147/2*z + 1
*
[ 1/2 ] 
f(z) = 290/3*z^3 - 151/6*z + 1
*
[ 1/2 ] 
f(z) = 290/7*z^3 - 159/14*z + 1
*
[ 1/6 ] 
f(z) = 291*z^3 - 157/12*z + 1
*
-2 | 0.11856655980131609078156564716493136458 | 0.016786882526996565075033014063524632072
f(z) = 291/8*z^3 - 146*z + 1
*
[ 2 ] 
f(z) = 291/8*z^3 - 145*z + 1
*
[ -2 ] 
f(z) = 291/8*z^3 - 144*z + 1
*
[ 2/3 ] 
f(z) = 293/8*z^3 - 151/9*z + 1
*
-2 | 0.11869380653043640000879470516644455772 | 0.016788673231487209964182862407636115770
f(z) = 293/8*z^3 - 147*z + 1
*
[ 2 ] 
f(z) = 293/8*z^3 - 146*z + 1
*
[ -2 ] 
f(z) = 293/8*z^3 - 145*z + 1
*
[ -3/7 ] 
f(z) = 294*z^3 - 152/3*z + 1
*
11/42 | 0.088934848481690996414404339269336039371 | 0.011897098669001257219206155114701302396
f(z) = 294*z^3 - 151/6*z + 1
*
[ 1/2 ] 
f(z) = 294*z^3 - 149/2*z + 1
*
2/21 | 0.23109452676154842646817493696318534751 | 0.028290985007579583532687899526537263928
f(z) = 294*z^3 - 143/12*z + 1
*
[ -1/2 ] 
f(z) = 294*z^3 - 141/2*z + 1
*
8/21 | 0.19996491764059993782858750029250474797 | 0.029483818209408681525941949701969770475
f(z) = 294/5*z^3 - 158/15*z + 1
*
[ 1/2 ] 
f(z) = 294/5*z^3 - 157/10*z + 1
*
[ 5/7 ] 
f(z) = 294/5*z^3 - 152/5*z + 1
*
[ 2/3 ] 
f(z) = 295/8*z^3 - 152/9*z + 1
*
-2 | 0.11882018473535957581206149752463360844 | 0.016790447552492779382083089418590106436
f(z) = 295/8*z^3 - 148*z + 1
*
[ 2 ] 
f(z) = 295/8*z^3 - 147*z + 1
*
[ -2 ] 
f(z) = 295/8*z^3 - 146*z + 1
*
-4/9 | 0.073674080070288196056080635668856261454 | 0.010846634892706906508923482228253811291
f(z) = 297/5*z^3 - 146/15*z + 1
*
-2 | 0.11894570619381529487878093432785829708 | 0.016792205756979949740878359141266034773
f(z) = 297/8*z^3 - 149*z + 1
*
[ 2 ] 
f(z) = 297/8*z^3 - 148*z + 1
*
[ -2 ] 
f(z) = 297/8*z^3 - 147*z + 1
*
[ 1/2 ] 
f(z) = 298*z^3 - 151/2*z + 1
*
[ -1/2 ] 
f(z) = 298*z^3 - 143/2*z + 1
*
[ 1/2 ] 
f(z) = 298/3*z^3 - 155/6*z + 1
*
[ 1/2 ] 
f(z) = 298/5*z^3 - 159/10*z + 1
*
[ 2/3 ] 
f(z) = 299/8*z^3 - 154/9*z + 1
*
-2 | 0.11907038244553920224546156016885603389 | 0.016793948105712673687180438808978062329
f(z) = 299/8*z^3 - 150*z + 1
*
[ 2 ] 
f(z) = 299/8*z^3 - 149*z + 1
*
[ -2 ] 
f(z) = 299/8*z^3 - 148*z + 1
*
[ 3/7 ] 
f(z) = 280/9*z^3 - 148/21*z + 1
*
[ 3/8 ] 
f(z) = 280/9*z^3 - 145/24*z + 1
*
[ 1/4 ] 
f(z) = 280/19*z^3 - 149/38*z + 1
*
[ 1/3 ] 
f(z) = 282/11*z^3 - 160/33*z + 1
*
[ 1/4 ] 
f(z) = 284/7*z^3 - 155/28*z + 1
*
[ 1/3 ] 
f(z) = 285/8*z^3 - 143/24*z + 1
*
[ 2/9 ] 
f(z) = 285/8*z^3 - 142/27*z + 1
*
[ 3/7 ] 
f(z) = 287/9*z^3 - 151/21*z + 1
*
-4/7 | 0.19570705503757585458853695165423554197 | 0.025732670406721098381451904148479767190
f(z) = 287/16*z^3 - 143/28*z + 1
*
5/12 | 0.16358025837833079828612757470751102755 | 0.025735916870926852614144350489456614363
f(z) = 288/19*z^3 - 157/38*z + 1
*
5/34 | 0.089658672313571932803596829928803724971 | 0.012712635547003682150120816413349247142
f(z) = 289/5*z^3 - 149/20*z + 1
*
[ 7/34 ] 
f(z) = 289/7*z^3 - 157/28*z + 1
*
[ 4/17 ] 
f(z) = 289/7*z^3 - 155/28*z + 1
*
[ 8/17 ] 
f(z) = 289/12*z^3 - 155/24*z + 1
*
2/17 | 0.17635778527403066121956240200518114870 | 0.027731069552125047324952556466788367618
f(z) = 289/15*z^3 - 143/30*z + 1
*
[ 4/17 ] 
f(z) = 289/18*z^3 - 149/36*z + 1
*
[ 3/10 ] 
f(z) = 290/9*z^3 - 157/30*z + 1
*
[ 1/3 ] 
f(z) = 291/8*z^3 - 145/24*z + 1
*
[ 2/9 ] 
f(z) = 291/8*z^3 - 143/27*z + 1
*
[ 1/3 ] 
f(z) = 291/10*z^3 - 157/30*z + 1
*
[ 1/4 ] 
f(z) = 292/7*z^3 - 157/28*z + 1
*
[ 2/7 ] 
f(z) = 294/19*z^3 - 143/38*z + 1
*
[ 3/8 ] 
f(z) = 296/9*z^3 - 151/24*z + 1
*
1/4 | 0.18653148114070856633256550243627790344 | 0.029220848635351660246268776953050448036
f(z) = 296/15*z^3 - 157/30*z + 1
*
[ 1/4 ] 
f(z) = 296/19*z^3 - 151/38*z + 1
*
[ 2/11 ] 
f(z) = 297/4*z^3 - 153/22*z + 1
*
1/9 | 0.11371862918583141525057065063139421071 | 0.016742176490036382351930549441957675004
f(z) = 297/8*z^3 - 155/24*z + 1
*
[ 2/9 ] 
f(z) = 297/10*z^3 - 149/30*z + 1
*
3/20 | 0.15886395471746885915826633287131284064 | 0.020014672457665284115433408515487370337
f(z) = 280*z^3 - 123/10*z + 1
*
[ -3/5 ] 
f(z) = 280/9*z^3 - 128/15*z + 1
*
[ 2 ] 
f(z) = 281/8*z^3 - 140*z + 1
*
[ -2 ] 
f(z) = 281/8*z^3 - 139*z + 1
*
[ -1/2 ] 
f(z) = 282*z^3 - 135/2*z + 1
*
[ 1/3 ] 
f(z) = 282/5*z^3 - 124/15*z + 1
*
[ -2 ] 
f(z) = 283/8*z^3 - 140*z + 1
*
[ 2/5 ] 
f(z) = 285/4*z^3 - 129/10*z + 1
*
[ -1/2 ] 
f(z) = 286*z^3 - 137/2*z + 1
*
[ 1/11 ] 
f(z) = 286*z^3 - 136/11*z + 1
*
[ -1/2 ] 
f(z) = 286/3*z^3 - 125/6*z + 1
*
[ 1/7 ] 
f(z) = 287/2*z^3 - 125/14*z + 1
*
[ -2/3 ] 
f(z) = 287/8*z^3 - 121/9*z + 1
*
[ 1/16 ] 
f(z) = 288*z^3 - 129/8*z + 1
*
3/16 | 0.14254755451382824273837582603518266247 | 0.018411282972929035417262398532094358621
f(z) = 288*z^3 - 121/8*z + 1
*
1/8 | 0.17311085545039473069907204140874041828 | 0.027235356084488015893806851232259828625
f(z) = 288/5*z^3 - 129/10*z + 1
*
1/12 | 0.12708386755366378148350308938539826443 | 0.019993976555732246416940289839469178178
f(z) = 288/7*z^3 - 137/14*z + 1
*
1/12 | 0.16136354169679607659782405390174979568 | 0.025387163073812593700502659331732025689
f(z) = 288/7*z^3 - 123/14*z + 1
*
[ 1/12 ] 
f(z) = 288/11*z^3 - 123/11*z + 1
*
[ 5/17 ] 
f(z) = 289*z^3 - 137/5*z + 1
*
9/34 | 0.093475976262023082611741052461080750489 | 0.013253888195705371143928092899676812566
f(z) = 289/3*z^3 - 121/12*z + 1
*
[ 8/17 ] 
f(z) = 289/4*z^3 - 137/8*z + 1
*
9/34 | 0.12903467848284482781855275778498220709 | 0.018295729773246886434129370438335313466
f(z) = 289/4*z^3 - 129/16*z + 1
*
[ 1/17 ] 
f(z) = 289/8*z^3 - 129/8*z + 1
*
[ -2/3 ] 
f(z) = 289/8*z^3 - 122/9*z + 1
*
[ 3/34 ] 
f(z) = 289/9*z^3 - 127/12*z + 1
*
[ 11/17 ] 
f(z) = 289/11*z^3 - 127/11*z + 1
*
3/17 | 0.15919365527069348346025712214716248991 | 0.028094187754103489291203333604527781672
f(z) = 289/12*z^3 - 121/12*z + 1
*
[ 2/17 ] 
f(z) = 289/18*z^3 - 139/18*z + 1
*
5/17 | 0.11203465413761087897293456749368171746 | 0.019771658631470131300558407594001632685
f(z) = 289/18*z^3 - 133/18*z + 1
*
1/17 | 0.090872181203315750823489160323148303670 | 0.016036946422329267818353685884026535912
f(z) = 289/18*z^3 - 127/18*z + 1
*
[ -1/2 ] 
f(z) = 290*z^3 - 139/2*z + 1
*
[ -1/2 ] 
f(z) = 290/3*z^3 - 127/6*z + 1
*
[ -3/5 ] 
f(z) = 290/9*z^3 - 134/15*z + 1
*
[ 1/3 ] 
f(z) = 291/4*z^3 - 121/12*z + 1
*
[ 1/3 ] 
f(z) = 291/5*z^3 - 127/15*z + 1
*
[ -2/3 ] 
f(z) = 293/8*z^3 - 124/9*z + 1
*
1/21 | 0.14785827325852339538419108621664165184 | 0.019779473356239487145380729693291192968
f(z) = 294*z^3 - 121/6*z + 1
*
[ -5/7 ] 
f(z) = 294/5*z^3 - 138/5*z + 1
*
-3/7 | 0.10835357893002057006993019749553405826 | 0.015976188529496881434543168639893971356
f(z) = 294/5*z^3 - 137/15*z + 1
*
[ 1/14 ] 
f(z) = 294/5*z^3 - 133/10*z + 1
*
[ 2/5 ] 
f(z) = 295/4*z^3 - 133/10*z + 1
*
[ -2/3 ] 
f(z) = 295/8*z^3 - 125/9*z + 1
*
[ -3/5 ] 
f(z) = 295/9*z^3 - 137/15*z + 1
*
[ 1/11 ] 
f(z) = 297*z^3 - 137/11*z + 1
*
[ 2/3 ] 
f(z) = 297/2*z^3 - 133/2*z + 1
*
[ -2/3 ] 
f(z) = 297/2*z^3 - 127/2*z + 1
*
[ -4/9 ] 
f(z) = 297/4*z^3 - 137/12*z + 1
*
1/3 | 0.10704842861190399824291208385139126720 | 0.015760159066574962517417588541220228423
f(z) = 297/4*z^3 - 131/12*z + 1
*
1/3 | 0.12618716363543425397648096128455482739 | 0.018577851135623459853837158593417760659
f(z) = 297/5*z^3 - 134/15*z + 1
*
[ 1/9 ] 
f(z) = 297/5*z^3 - 131/15*z + 1
*
[ 2/3 ] 
f(z) = 297/10*z^3 - 137/10*z + 1
*
[ 2/3 ] 
f(z) = 297/14*z^3 - 139/14*z + 1
*
[ 4/3 ] 
f(z) = 297/16*z^3 - 131/4*z + 1
*
[ -4/3 ] 
f(z) = 297/16*z^3 - 125/4*z + 1
*
[ -1/2 ] 
f(z) = 298/3*z^3 - 131/6*z + 1
*
[ -2/3 ] 
f(z) = 299/8*z^3 - 127/9*z + 1
*
[ 1/4 ] 
f(z) = 280/17*z^3 - 137/34*z + 1
*
[ 1/3 ] 
f(z) = 282/7*z^3 - 136/21*z + 1
*
[ 1/4 ] 
f(z) = 284/5*z^3 - 131/20*z + 1
*
[ 1/5 ] 
f(z) = 285/4*z^3 - 137/20*z + 1
*
[ 1/3 ] 
f(z) = 285/7*z^3 - 137/21*z + 1
*
1/6 | 0.19364542686245208266320558954950116757 | 0.027470339947016843237323347292581990520
f(z) = 288/5*z^3 - 127/20*z + 1
*
-13/24 | 0.18126233997329983404046491134311631546 | 0.028517820913287446157442256151536899837
f(z) = 288/13*z^3 - 121/26*z + 1
*
[ 3/17 ] 
f(z) = 289/7*z^3 - 125/21*z + 1
*
[ 3/17 ] 
f(z) = 289/8*z^3 - 139/24*z + 1
*
[ 4/17 ] 
f(z) = 289/14*z^3 - 123/28*z + 1
*
6/17 | 0.11508602529695352511599236216748007040 | 0.018096499494073625024183068523011274513
f(z) = 289/15*z^3 - 137/30*z + 1
*
[ 6/17 ] 
f(z) = 289/15*z^3 - 127/30*z + 1
*
[ 10/17 ] 
f(z) = 289/16*z^3 - 139/20*z + 1
*
[ 1/3 ] 
f(z) = 291/7*z^3 - 139/21*z + 1
*
[ 1/4 ] 
f(z) = 292/5*z^3 - 133/20*z + 1
*
[ 2/7 ] 
f(z) = 294/17*z^3 - 133/34*z + 1
*
[ 1/5 ] 
f(z) = 295/4*z^3 - 139/20*z + 1
*
[ 1/4 ] 
f(z) = 296/15*z^3 - 127/30*z + 1
*
[ 1/4 ] 
f(z) = 296/17*z^3 - 139/34*z + 1
*
[ 1/6 ] 
f(z) = 297/5*z^3 - 133/20*z + 1
*
[ 1/6 ] 
f(z) = 280*z^3 - 115/9*z + 1
*
[ 1/14 ] 
f(z) = 280*z^3 - 101/7*z + 1
*
[ 1/5 ] 
f(z) = 280/3*z^3 - 116/15*z + 1
*
[ 3/4 ] 
f(z) = 280/9*z^3 - 107/6*z + 1
*
[ -2/3 ] 
f(z) = 281/8*z^3 - 118/9*z + 1
*
[ -1/4 ] 
f(z) = 282*z^3 - 101/8*z + 1
*
[ -1/2 ] 
f(z) = 282/5*z^3 - 111/10*z + 1
*
[ -2/3 ] 
f(z) = 283/8*z^3 - 119/9*z + 1
*
[ 1/6 ] 
f(z) = 284*z^3 - 116/9*z + 1
*
[ 1/4 ] 
f(z) = 284/3*z^3 - 107/12*z + 1
*
[ 1/3 ] 
f(z) = 285*z^3 - 101/3*z + 1
*
[ 1/3 ] 
f(z) = 285/2*z^3 - 107/6*z + 1
*
[ 1/3 ] 
f(z) = 285/4*z^3 - 119/12*z + 1
*
2/5 | 0.21060015547601338531280266698089732191 | 0.025189780930316209731709076159464820147
f(z) = 285/8*z^3 - 113/15*z + 1
*
[ 2/15 ] 
f(z) = 285/8*z^3 - 107/15*z + 1
*
[ 2/3 ] 
f(z) = 285/16*z^3 - 101/12*z + 1
*
[ -1/4 ] 
f(z) = 286*z^3 - 103/8*z + 1
*
[ -1/2 ] 
f(z) = 286/5*z^3 - 113/10*z + 1
*
[ -1/2 ] 
f(z) = 286/7*z^3 - 101/14*z + 1
*
[ 2/7 ] 
f(z) = 287/4*z^3 - 117/14*z + 1
*
1/16 | 0.19398725225464622373586855204262820650 | 0.025055176895755083520754705814537913163
f(z) = 288*z^3 - 113/8*z + 1
*
1/6 | 0.12054564519402894599524045883095675892 | 0.015569540932435081177913068877156586662
f(z) = 288*z^3 - 105/8*z + 1
*
[ 1/9 ] 
f(z) = 288*z^3 - 104/9*z + 1
*
1/3 | 0.18559527469504295604792410307422043485 | 0.029199517157757404610454520951569830975
f(z) = 288/5*z^3 - 109/10*z + 1
*
1/4 | 0.14168566964939893356020638437611184655 | 0.020954543342799725851333568277081717819
f(z) = 288/5*z^3 - 104/15*z + 1
*
3/8 | 0.17554578351530848716420871692178167341 | 0.027618440858204257686854243257883440313
f(z) = 288/5*z^3 - 101/10*z + 1
*
1/12 | 0.14070230441193159553321150471645875769 | 0.022136551475046437978923189096342840857
f(z) = 288/7*z^3 - 109/14*z + 1
*
[ 1/8 ] 
f(z) = 288/7*z^3 - 107/14*z + 1
*
[ 7/12 ] 
f(z) = 288/7*z^3 - 103/7*z + 1
*
[ 1/6 ] 
f(z) = 288/19*z^3 - 103/19*z + 1
*
-11/34 | 0.13193154796876317430592094720790398950 | 0.018706474713490009479736972343726499944
f(z) = 289*z^3 - 109/4*z + 1
*
[ -5/17 ] 
f(z) = 289*z^3 - 103/5*z + 1
*
1/34 | 0.083640614926314392178725370111352041567 | 0.011859339727525241784472867829906035395
f(z) = 289*z^3 - 101/4*z + 1
*
[ 6/17 ] 
f(z) = 289/2*z^3 - 119/6*z + 1
*
9/34 | 0.15610765509372908328910968995824432694 | 0.022134386714574674375262741630856146382
f(z) = 289/2*z^3 - 105/8*z + 1
*
-6/17 | 0.084631358071411880296754721544137019350 | 0.011999816451073712328154922696982187533
f(z) = 289/3*z^3 - 113/12*z + 1
*
[ 4/17 ] 
f(z) = 289/3*z^3 - 103/12*z + 1
*
1/17 | 0.15365713732518997340171510983528951020 | 0.027117113797227184334303653878216246824
f(z) = 289/4*z^3 - 113/4*z + 1
*
[ -8/17 ] 
f(z) = 289/4*z^3 - 103/8*z + 1
*
4/17 | 0.098432162821219887345838647122261329689 | 0.015477792200213652520525881276182506969
f(z) = 289/6*z^3 - 107/12*z + 1
*
[ 1/17 ] 
f(z) = 289/7*z^3 - 113/7*z + 1
*
[ 2/17 ] 
f(z) = 289/7*z^3 - 113/14*z + 1
*
15/34 | 0.14002805070501941826736286662021658948 | 0.019854471731908529679380319839379931626
f(z) = 289/9*z^3 - 119/12*z + 1
*
[ 10/17 ] 
f(z) = 289/10*z^3 - 107/10*z + 1
*
[ -12/17 ] 
f(z) = 289/12*z^3 - 115/12*z + 1
*
1/17 | 0.098641434847293919713845736763937890326 | 0.017408049248079620637070165396210149265
f(z) = 289/12*z^3 - 109/12*z + 1
*
[ 2/17 ] 
f(z) = 289/14*z^3 - 109/14*z + 1
*
2/17 | 0.083736514618989542740921613288800715023 | 0.014777657812931728650275930070110672216
f(z) = 289/15*z^3 - 109/15*z + 1
*
[ 12/17 ] 
f(z) = 289/16*z^3 - 113/12*z + 1
*
[ 12/17 ] 
f(z) = 289/18*z^3 - 101/12*z + 1
*
[ 1/10 ] 
f(z) = 290*z^3 - 119/10*z + 1
*
[ -1/4 ] 
f(z) = 290*z^3 - 105/8*z + 1
*
[ 1/5 ] 
f(z) = 290/3*z^3 - 118/15*z + 1
*
[ -1/2 ] 
f(z) = 290/7*z^3 - 103/14*z + 1
*
[ 1/3 ] 
f(z) = 291*z^3 - 103/3*z + 1
*
[ 1/3 ] 
f(z) = 291/2*z^3 - 109/6*z + 1
*
[ 2/3 ] 
f(z) = 291/16*z^3 - 103/12*z + 1
*
[ 1/6 ] 
f(z) = 292*z^3 - 118/9*z + 1
*
[ 1/4 ] 
f(z) = 292/3*z^3 - 109/12*z + 1
*
5/28 | 0.13109803086043867240274598141781663032 | 0.016887501095499821387641575234123248610
f(z) = 294*z^3 - 115/8*z + 1
*
3/14 | 0.20172544983925563216323910561274619500 | 0.026985457576625487791766007135546658041
f(z) = 294*z^3 - 107/6*z + 1
*
[ -1/4 ] 
f(z) = 294*z^3 - 107/8*z + 1
*
[ 1/3 ] 
f(z) = 294*z^3 - 104/3*z + 1
*
1/7 | 0.086991736568674751422761709341627030109 | 0.012826492651683121671863841381696793006
f(z) = 294/5*z^3 - 113/15*z + 1
*
[ -3/7 ] 
f(z) = 294/5*z^3 - 112/15*z + 1
*
4/21 | 0.20209493392084261183819529813189964710 | 0.029797878363213406092728197596154493455
f(z) = 294/5*z^3 - 107/15*z + 1
*
[ 1/7 ] 
f(z) = 294/17*z^3 - 108/17*z + 1
*
[ 1/7 ] 
f(z) = 294/19*z^3 - 120/19*z + 1
*
[ 1/5 ] 
f(z) = 295/3*z^3 - 119/15*z + 1
*
[ 1/6 ] 
f(z) = 296*z^3 - 119/9*z + 1
*
[ 3/4 ] 
f(z) = 296/9*z^3 - 113/6*z + 1
*
[ 2/9 ] 
f(z) = 297*z^3 - 109/6*z + 1
*
[ 1/6 ] 
f(z) = 297/4*z^3 - 113/16*z + 1
*
[ 1/9 ] 
f(z) = 297/4*z^3 - 107/12*z + 1
*
[ 4/9 ] 
f(z) = 297/8*z^3 - 103/12*z + 1
*
4/9 | 0.14713845232201240540797122850949269382 | 0.021662395641618064235235391811284637611
f(z) = 297/10*z^3 - 118/15*z + 1
*
[ -2/3 ] 
f(z) = 297/10*z^3 - 107/10*z + 1
*
2/3 | 0.15307219278918040095966816171628860490 | 0.022535988041198053926052843697123618496
f(z) = 297/16*z^3 - 113/12*z + 1
*
2/9 | 0.15925266404203004502935580948541954445 | 0.023445905275055259584063733795151442963
f(z) = 297/16*z^3 - 101/12*z + 1
*
[ -1/4 ] 
f(z) = 298*z^3 - 109/8*z + 1
*
[ -1/2 ] 
f(z) = 298/5*z^3 - 119/10*z + 1
*
[ -1/2 ] 
f(z) = 298/7*z^3 - 107/14*z + 1
*
[ 3/14 ] 
f(z) = 280/9*z^3 - 107/21*z + 1
*
[ 1/4 ] 
f(z) = 280/11*z^3 - 101/22*z + 1
*
[ 1/4 ] 
f(z) = 280/13*z^3 - 113/26*z + 1
*
[ 2/7 ] 
f(z) = 287/16*z^3 - 111/28*z + 1
*
15/34 | 0.16345920632191615585083467312104019158 | 0.023176757620338383399535756738258747095
f(z) = 289/18*z^3 - 115/24*z + 1
*
[ 2/7 ] 
f(z) = 294/11*z^3 - 103/22*z + 1
*
[ 2/7 ] 
f(z) = 294/13*z^3 - 113/26*z + 1
*
[ 1/4 ] 
f(z) = 296/11*z^3 - 103/22*z + 1
*
[ 1/4 ] 
f(z) = 296/13*z^3 - 115/26*z + 1
*
[ 1/8 ] 
f(z) = 280*z^3 - 91/8*z + 1
*
[ 1/7 ] 
f(z) = 280*z^3 - 82/7*z + 1
*
[ -3/4 ] 
f(z) = 280/9*z^3 - 91/6*z + 1
*
[ 1/4 ] 
f(z) = 280/9*z^3 - 89/18*z + 1
*
[ 1/2 ] 
f(z) = 280/11*z^3 - 81/11*z + 1
*
[ 1/2 ] 
f(z) = 280/13*z^3 - 83/13*z + 1
*
[ 1/2 ] 
f(z) = 280/17*z^3 - 87/17*z + 1
*
[ 1/2 ] 
f(z) = 280/19*z^3 - 89/19*z + 1
*
[ 1/3 ] 
f(z) = 282*z^3 - 100/3*z + 1
*
[ -1/3 ] 
f(z) = 282*z^3 - 82/3*z + 1
*
[ -1/2 ] 
f(z) = 282/7*z^3 - 99/14*z + 1
*
[ 1/4 ] 
f(z) = 284*z^3 - 83/4*z + 1
*
[ 1/2 ] 
f(z) = 284/11*z^3 - 82/11*z + 1
*
[ 1/2 ] 
f(z) = 284/13*z^3 - 84/13*z + 1
*
[ 1/2 ] 
f(z) = 284/15*z^3 - 86/15*z + 1
*
[ 1/2 ] 
f(z) = 284/17*z^3 - 88/17*z + 1
*
[ 1/2 ] 
f(z) = 284/19*z^3 - 90/19*z + 1
*
[ -1/3 ] 
f(z) = 285*z^3 - 83/3*z + 1
*
[ 1/5 ] 
f(z) = 285/2*z^3 - 97/10*z + 1
*
-2/3 | 0.18341172291870481799108860298350249469 | 0.027167673862201714121484849186506875606
f(z) = 285/16*z^3 - 89/12*z + 1
*
[ 1/7 ] 
f(z) = 287*z^3 - 83/7*z + 1
*
5/48 | 0.17834799659326937365216256909380600877 | 0.023035228097267212737074636192110862325
f(z) = 288*z^3 - 97/8*z + 1
*
1/12 | 0.12273894973398598004553703205326459717 | 0.019310395022564492767265398001684746597
f(z) = 288/5*z^3 - 99/10*z + 1
*
-5/12 | 0.10223507930205348706206764157701031099 | 0.016084541791864550535484913849090093745
f(z) = 288/5*z^3 - 81/10*z + 1
*
7/24 | 0.11709892976493865809181677584458072751 | 0.018423056376002009783254624825009685488
f(z) = 288/7*z^3 - 85/14*z + 1
*
[ 7/24 ] 
f(z) = 288/7*z^3 - 83/14*z + 1
*
[ 1/2 ] 
f(z) = 288/11*z^3 - 83/11*z + 1
*
[ 1/2 ] 
f(z) = 288/13*z^3 - 85/13*z + 1
*
[ 1/6 ] 
f(z) = 288/17*z^3 - 93/17*z + 1
*
[ 1/2 ] 
f(z) = 288/17*z^3 - 89/17*z + 1
*
[ 1/2 ] 
f(z) = 288/19*z^3 - 91/19*z + 1
*
5/34 | 0.10355235684393149882014959472382072903 | 0.014682610601081834155133087898321017135
f(z) = 289/2*z^3 - 97/8*z + 1
*
-5/17 | 0.21443464222603578226573767452763969250 | 0.029472049577438308609480237494137485870
f(z) = 289/2*z^3 - 97/10*z + 1
*
[ -6/17 ] 
f(z) = 289/2*z^3 - 85/6*z + 1
*
3/34 | 0.11928509737345738498042440261099669864 | 0.016913344018680757820254503386924074709
f(z) = 289/2*z^3 - 81/8*z + 1
*
[ -5/17 ]
f(z) = 289/2*z^3 - 81/10*z + 1
*
[ 6/17 ] 
f(z) = 289/3*z^3 - 83/6*z + 1
*
[ 3/17 ] 
f(z) = 289/4*z^3 - 83/12*z + 1
*
[ 3/17 ] 
f(z) = 289/5*z^3 - 97/15*z + 1
*
[ 2/17 ] 
f(z) = 289/5*z^3 - 83/10*z + 1
*
[ 1/17 ] 
f(z) = 289/5*z^3 - 81/5*z + 1
*
[ 1/17 ] 
f(z) = 289/6*z^3 - 97/6*z + 1
*
2/17 | 0.10729346485852125263059467068778228485 | 0.018934942736241813371508821668148863171
f(z) = 289/6*z^3 - 85/6*z + 1
*
4/17 | 0.11305239330352141817051183092552908865 | 0.017776724610500074004880627554425342354
f(z) = 289/7*z^3 - 81/14*z + 1
*
9/17 | 0.12925952870207688997642216227508893149 | 0.022811471111635451021506074752243430513
f(z) = 289/8*z^3 - 89/8*z + 1
*
1/17 | 0.12542287065377364524430495753736142793 | 0.022134385134973624581068856971622792445
f(z) = 289/8*z^3 - 81/8*z + 1
*
15/34 | 0.18081559809360726274237844245915747561 | 0.025637707323372550888659547503944806644
f(z) = 289/9*z^3 - 95/12*z + 1
*
3/34 | 0.15417127517655041761161821599786274659 | 0.021859828866098668439437206740591443751
f(z) = 289/9*z^3 - 91/12*z + 1
*
[ 9/17 ] 
f(z) = 289/9*z^3 - 89/9*z + 1
*
2/17 | 0.10649203326320810471678782979061544938 | 0.018793507641529573081330032852187873757
f(z) = 289/12*z^3 - 95/6*z + 1
*
8/17 | 0.13082520801201730250862093309523806501 | 0.023087779161861362039442566990679314472
f(z) = 289/12*z^3 - 85/12*z + 1
*
3/17 | 0.15361224370620045370969103245592103535 | 0.027109191058354783181061100295550207896
f(z) = 289/15*z^3 - 94/15*z + 1
*
-10/17 | 0.16061933349581397187314331800197768233 | 0.028345788684211949273229051181562496545
f(z) = 289/15*z^3 - 82/15*z + 1
*
-12/17 | 0.15878308864925569651732635469174318834 | 0.023471126950523499780841201798289227915
f(z) = 289/16*z^3 - 97/12*z + 1
*
6/17 | 0.10337849698002890830410616334142521877 | 0.015281286232769995034046760105662573127
f(z) = 289/16*z^3 - 85/12*z + 1
*
[ 9/17 ] 
f(z) = 289/18*z^3 - 97/18*z + 1
*
[ -1/2 ] 
f(z) = 290/9*z^3 - 91/18*z + 1
*
[ -1/3 ] 
f(z) = 291*z^3 - 85/3*z + 1
*
-2/3 | 0.18495269475528846799553024960348123967 | 0.027311644245610005848213468026707959921
f(z) = 291/16*z^3 - 91/12*z + 1
*
[ 1/4 ] 
f(z) = 292*z^3 - 85/4*z + 1
*
[ 1/2 ] 
f(z) = 292/9*z^3 - 82/9*z + 1
*
[ 1/2 ] 
f(z) = 292/11*z^3 - 84/11*z + 1
*
[ 1/2 ] 
f(z) = 292/13*z^3 - 86/13*z + 1
*
[ 1/2 ] 
f(z) = 292/15*z^3 - 88/15*z + 1
*
[ 1/2 ] 
f(z) = 292/17*z^3 - 90/17*z + 1
*
[ 1/2 ] 
f(z) = 292/19*z^3 - 92/19*z + 1
*
4/21 | 0.14616391215278093630440507296247497421 | 0.019552813260674293386033986865175168248
f(z) = 294*z^3 - 91/6*z + 1
*
1/14 | 0.13251660101627132859590850000865386776 | 0.017727168871219464343302880415322129795
f(z) = 294*z^3 - 85/6*z + 1
*
5/14 | 0.11926195716135261913504347292550457350 | 0.018702691543136240396665672189997659493
f(z) = 294/5*z^3 - 97/10*z + 1
*
[ 1/7 ] 
f(z) = 294/13*z^3 - 84/13*z + 1
*
[ 1/5 ] 
f(z) = 295/2*z^3 - 99/10*z + 1
*
[ -2/5 ] 
f(z) = 295/4*z^3 - 83/10*z + 1
*
[ 1/8 ] 
f(z) = 296*z^3 - 93/8*z + 1
*
[ 1/2 ] 
f(z) = 296/7*z^3 - 81/7*z + 1
*
[ -3/4 ] 
f(z) = 296/9*z^3 - 97/6*z + 1
*
[ 1/4 ] 
f(z) = 296/9*z^3 - 91/18*z + 1
*
[ 1/2 ] 
f(z) = 296/9*z^3 - 83/9*z + 1
*
[ 1/2 ] 
f(z) = 296/11*z^3 - 85/11*z + 1
*
[ 1/2 ] 
f(z) = 296/13*z^3 - 87/13*z + 1
*
[ 1/2 ] 
f(z) = 296/15*z^3 - 89/15*z + 1
*
[ 1/2 ] 
f(z) = 296/17*z^3 - 91/17*z + 1
*
[ 1/2 ] 
f(z) = 296/19*z^3 - 93/19*z + 1
*
[ -2/3 ] 
f(z) = 297/14*z^3 - 97/14*z + 1
*
[ -1/2 ] 
f(z) = 298/9*z^3 - 95/18*z + 1
*
[ 2/13 ] 
f(z) = 299/8*z^3 - 83/13*z + 1
*
[ 2/5 ] 
f(z) = 285/16*z^3 - 87/20*z + 1
*
[ -13/24 ]
f(z) = 288/13*z^3 - 95/26*z + 1
*
[ 4/17 ] 
f(z) = 289/10*z^3 - 97/20*z + 1
*
-10/17 | 0.20957289929013630683991529738382540602 | 0.028803848174194179847250371281721280754
f(z) = 289/16*z^3 - 99/20*z + 1
*
[ 2/5 ] 
f(z) = 295/16*z^3 - 89/20*z + 1
*
[ 1/5 ] 
f(z) = 280*z^3 - 76/5*z + 1
*
[ 1/2 ] 
f(z) = 280*z^3 - 71*z + 1
*
[ -1/2 ] 
f(z) = 280*z^3 - 67*z + 1
*
[ 1/2 ] 
f(z) = 280/3*z^3 - 73/3*z + 1
*
[ -1/2 ] 
f(z) = 280/3*z^3 - 61/3*z + 1
*
[ 1/2 ] 
f(z) = 280/9*z^3 - 79/9*z + 1
*
[ 3/10 ] 
f(z) = 280/9*z^3 - 77/15*z + 1
*
[ 1/6 ] 
f(z) = 282*z^3 - 77/6*z + 1
*
[ 1/2 ] 
f(z) = 284*z^3 - 72*z + 1
*
[ -1/2 ] 
f(z) = 284*z^3 - 68*z + 1
*
[ 1/2 ] 
f(z) = 284/3*z^3 - 74/3*z + 1
*
[ -1/2 ] 
f(z) = 284/3*z^3 - 62/3*z + 1
*
[ 1/2 ] 
f(z) = 284/5*z^3 - 76/5*z + 1
*
[ 1/2 ] 
f(z) = 284/7*z^3 - 78/7*z + 1
*
[ 1/2 ] 
f(z) = 284/9*z^3 - 80/9*z + 1
*
[ 1/5 ] 
f(z) = 285*z^3 - 77/5*z + 1
*
[ -1/3 ] 
f(z) = 285/2*z^3 - 71/6*z + 1
*
[ -2/5 ] 
f(z) = 285/4*z^3 - 79/10*z + 1
*
[ -2/3 ] 
f(z) = 285/16*z^3 - 65/12*z + 1
*
[ 1/2 ] 
f(z) = 288*z^3 - 73*z + 1
*
1/8 | 0.20391067830633312335550151292031937223 | 0.027353231200017078165539601401809107621
f(z) = 288*z^3 - 71/6*z + 1
*
[ -1/2 ] 
f(z) = 288*z^3 - 69*z + 1
*
[ 1/2 ] 
f(z) = 288/5*z^3 - 77/5*z + 1
*
[ 5/24 ] 
f(z) = 288/5*z^3 - 63/10*z + 1
*
[ 1/6 ] 
f(z) = 288/11*z^3 - 63/11*z + 1
*
[ 1/6 ] 
f(z) = 288/13*z^3 - 73/13*z + 1
*
[ 1/4 ] 
f(z) = 288/17*z^3 - 69/17*z + 1
*
[ 1/3 ] 
f(z) = 288/17*z^3 - 66/17*z + 1
*
[ 1/4 ] 
f(z) = 288/19*z^3 - 75/19*z + 1
*
[ 1/3 ] 
f(z) = 288/19*z^3 - 70/19*z + 1
*
[ 4/17 ] 
f(z) = 289*z^3 - 77/4*z + 1
*
-9/34 | 0.11963342136467763527364758505020353086 | 0.016962732614768528056594768200895077225
f(z) = 289*z^3 - 69/4*z + 1
*
5/34 | 0.19254211405938431868138698627555848362 | 0.027300401180668022419920001639051843452
f(z) = 289/2*z^3 - 73/8*z + 1
*
8/17 | 0.14407880702268584101851695719966144727 | 0.025426748628893062409581776235309799293
f(z) = 289/3*z^3 - 70/3*z + 1
*
[ 1/17 ] 
f(z) = 289/4*z^3 - 65/4*z + 1
*
[ 6/17 ] 
f(z) = 289/4*z^3 - 65/6*z + 1
*
4/17 | 0.16086652996292021367143390496669809694 | 0.025295174375653986557899356984716015302
f(z) = 289/6*z^3 - 77/12*z + 1
*
[ 4/17 ] 
f(z) = 289/6*z^3 - 71/12*z + 1
*
8/17 | 0.10577110897307773507676968823161096950 | 0.018666280320007388199691819626490806096
f(z) = 289/7*z^3 - 78/7*z + 1
*
22/51 | 0.21926479039214399872975251463594038760 | 0.027883330909592936950404064080863066496
f(z) = 289/8*z^3 - 74/9*z + 1
*
[ 10/17 ] 
f(z) = 289/8*z^3 - 66/5*z + 1
*
7/17 | 0.16321018571771055343986654459157476955 | 0.028803017263085460037294999102318540024
f(z) = 289/8*z^3 - 65/8*z + 1
*
6/17 | 0.095787541871051972639703769446490009978 | 0.013581643340548438513878160343713782035
f(z) = 289/9*z^3 - 79/12*z + 1
*
[ -10/17 ] 
f(z) = 289/10*z^3 - 73/10*z + 1
*
7/17 | 0.16274132737204348560744799056839093758 | 0.028720274050921313736721118600999619444
f(z) = 289/10*z^3 - 69/10*z + 1
*
[ 3/17 ] 
f(z) = 289/12*z^3 - 65/12*z + 1
*
3/17 | 0.067504443524230120176075612527615075183 | 0.011913053364979970574378003430887489360
f(z) = 289/12*z^3 - 61/12*z + 1
*
7/17 | 0.11452705855687674212830851001724946079 | 0.020211513332933871360682644591318016290
f(z) = 289/14*z^3 - 71/14*z + 1
*
[ 7/17 ] 
f(z) = 289/14*z^3 - 69/14*z + 1
*
5/17 | 0.15715627975942320955285935911813189635 | 0.027734635672446018336900734532959713651
f(z) = 289/14*z^3 - 67/14*z + 1
*
4/17 | 0.10810677153131556964787755496818816955 | 0.019078473521613227240754216556679943093
f(z) = 289/14*z^3 - 65/14*z + 1
*
[ -12/17 ] 
f(z) = 289/16*z^3 - 79/12*z + 1
*
3/17 | 0.14400348788255627063312332034207182731 | 0.025413456453016582435375126691018237743
f(z) = 289/16*z^3 - 73/16*z + 1
*
3/17 | 0.13026170002098787182617196687621055718 | 0.022988332363721078809137525169782248369
f(z) = 289/18*z^3 - 67/6*z + 1
*
[ -12/17 ] 
f(z) = 289/18*z^3 - 67/12*z + 1
*
[ 1/5 ] 
f(z) = 290*z^3 - 78/5*z + 1
*
[ -1/3 ] 
f(z) = 291/2*z^3 - 73/6*z + 1
*
[ -2/3 ] 
f(z) = 291/16*z^3 - 67/12*z + 1
*
[ 1/2 ] 
f(z) = 292*z^3 - 74*z + 1
*
[ -1/2 ] 
f(z) = 292*z^3 - 70*z + 1
*
[ 1/2 ] 
f(z) = 292/3*z^3 - 76/3*z + 1
*
[ -1/2 ] 
f(z) = 292/3*z^3 - 64/3*z + 1
*
[ 1/2 ] 
f(z) = 292/5*z^3 - 78/5*z + 1
*
[ 1/2 ] 
f(z) = 292/7*z^3 - 80/7*z + 1
*
[ 2/7 ] 
f(z) = 294/5*z^3 - 73/10*z + 1
*
[ 1/7 ] 
f(z) = 294/11*z^3 - 72/11*z + 1
*
[ 1/5 ] 
f(z) = 295*z^3 - 79/5*z + 1
*
[ 1/2 ] 
f(z) = 296*z^3 - 75*z + 1
*
[ -1/2 ] 
f(z) = 296*z^3 - 71*z + 1
*
[ 1/2 ] 
f(z) = 296/3*z^3 - 77/3*z + 1
*
[ -1/2 ] 
f(z) = 296/3*z^3 - 65/3*z + 1
*
[ 1/2 ] 
f(z) = 296/5*z^3 - 79/5*z + 1
*
[ 1/4 ] 
f(z) = 296/5*z^3 - 67/10*z + 1
*
[ 1/4 ] 
f(z) = 296/7*z^3 - 79/14*z + 1
*
[ 1/6 ] 
f(z) = 297/2*z^3 - 73/8*z + 1
*
[ 2/9 ] 
f(z) = 297/2*z^3 - 65/6*z + 1
*
[ 2/3 ] 
f(z) = 297/4*z^3 - 67/2*z + 1
*
[ -2/3 ] 
f(z) = 297/4*z^3 - 61/2*z + 1
*
-4/9 | 0.19254203216458666810852955528851435255 | 0.028346918243114098062504595043602689208
f(z) = 297/8*z^3 - 67/12*z + 1
*
[ 2/11 ] 
f(z) = 297/8*z^3 - 63/11*z + 1
*
[ 1/3 ] 
f(z) = 297/14*z^3 - 61/14*z + 1
*
4/9 | 0.10207998196104258462735351992673546603 | 0.015028681635782858306688647949125752061
f(z) = 297/16*z^3 - 65/12*z + 1
*
[ 1/3 ] 
f(z) = 297/16*z^3 - 65/16*z + 1
*
[ 1/3 ] 
f(z) = 297/17*z^3 - 67/17*z + 1
*
[ 1/3 ] 
f(z) = 297/19*z^3 - 71/19*z + 1
*
[ 1/10 ] 
f(z) = 280*z^3 - 59/5*z + 1
*
[ 1/4 ] 
f(z) = 280*z^3 - 41/2*z + 1
*
[ 1/4 ] 
f(z) = 280/3*z^3 - 53/6*z + 1
*
[ -1/4 ] 
f(z) = 284*z^3 - 51/4*z + 1
*
[ -1/2 ] 
f(z) = 284/5*z^3 - 56/5*z + 1
*
[ -1/2 ] 
f(z) = 284/7*z^3 - 50/7*z + 1
*
[ 2/3 ] 
f(z) = 285/8*z^3 - 49/3*z + 1
*
[ 1/24 ] 
f(z) = 288*z^3 - 47/2*z + 1
*
[ -1/2 ] 
f(z) = 288/7*z^3 - 51/7*z + 1
*
[ 1/3 ] 
f(z) = 288/7*z^3 - 46/7*z + 1
*
[ 1/6 ] 
f(z) = 288/7*z^3 - 43/7*z + 1
*
[ 1/3 ] 
f(z) = 288/11*z^3 - 54/11*z + 1
*
[ 1/4 ] 
f(z) = 288/11*z^3 - 51/11*z + 1
*
[ 1/3 ] 
f(z) = 288/13*z^3 - 58/13*z + 1
*
[ 1/4 ] 
f(z) = 288/13*z^3 - 57/13*z + 1
*
[ -4/17 ]
f(z) = 289*z^3 - 43/4*z + 1
*
[ 3/17 ] 
f(z) = 289*z^3 - 41/3*z + 1
*
[ 3/17 ] 
f(z) = 289/2*z^3 - 55/6*z + 1
*
[ 4/17 ] 
f(z) = 289/2*z^3 - 45/4*z + 1
*
-6/17 | 0.12620861678001317938593687938990382918 | 0.019845451815840052241792197470792938183
f(z) = 289/3*z^3 - 59/6*z + 1
*
-8/17 | 0.12644991307624247681695973056386263362 | 0.022315635591213261223177709871783985753
f(z) = 289/3*z^3 - 58/3*z + 1
*
[ 1/17 ] 
f(z) = 289/3*z^3 - 49/3*z + 1
*
[ -6/17 ] 
f(z) = 289/3*z^3 - 49/6*z + 1
*
2/17 | 0.16592061468208290139428686679115513372 | 0.026089895032026797393946208439900225942
f(z) = 289/3*z^3 - 47/6*z + 1
*
6/17 | 0.10753105172026404262978982904898610521 | 0.018976871605142777408101567000766015705
f(z) = 289/5*z^3 - 46/5*z + 1
*
5/17 | 0.13748268016388359119624105603674266970 | 0.024262676944591519968478179574942029430
f(z) = 289/5*z^3 - 41/5*z + 1
*
[ 6/17 ] 
f(z) = 289/6*z^3 - 47/6*z + 1
*
[ 7/17 ] 
f(z) = 289/7*z^3 - 59/7*z + 1
*
[ -10/17 ] 
f(z) = 289/8*z^3 - 49/5*z + 1
*
[ -9/17 ] 
f(z) = 289/9*z^3 - 55/9*z + 1
*
3/17 | 0.092783699368710514292622658212840742984 | 0.016374287443506675397529897699641297013
f(z) = 289/10*z^3 - 59/10*z + 1
*
5/17 | 0.089413217357450020811153296290343757751 | 0.015779471310381471357385013847072792358
f(z) = 289/10*z^3 - 51/10*z + 1
*
6/17 | 0.14862780035507237262441244608659849986 | 0.026229546155935959067894060757485539144
f(z) = 289/11*z^3 - 58/11*z + 1
*
10/17 | 0.094144139145640085786148315651057127969 | 0.016614375218714926341418149221353703232
f(z) = 289/12*z^3 - 59/6*z + 1
*
[ 4/17 ] 
f(z) = 289/12*z^3 - 55/12*z + 1
*
[ 2/17 ] 
f(z) = 289/12*z^3 - 47/6*z + 1
*
6/17 | 0.12206819882056732306349893659194034090 | 0.018043975687285566477866967246590398844
f(z) = 289/16*z^3 - 53/12*z + 1
*
[ 6/17 ] 
f(z) = 289/16*z^3 - 49/12*z + 1
*
[ 8/17 ] 
f(z) = 289/16*z^3 - 41/8*z + 1
*
12/17 | 0.13760427644504040352155013526332828208 | 0.024284136020628259056176750510184976759
f(z) = 289/18*z^3 - 55/6*z + 1
*
6/17 | 0.064385818794318862011911164917810064886 | 0.011362684516750837885829106442803737107
f(z) = 289/18*z^3 - 41/6*z + 1
*
[ 2/3 ] 
f(z) = 291/8*z^3 - 50/3*z + 1
*
[ -2/3 ] 
f(z) = 291/8*z^3 - 41/3*z + 1
*
[ -1/4 ] 
f(z) = 292*z^3 - 53/4*z + 1
*
[ -1/2 ] 
f(z) = 292/5*z^3 - 58/5*z + 1
*
[ -1/2 ] 
f(z) = 292/7*z^3 - 52/7*z + 1
*
[ -1/2 ] 
f(z) = 292/9*z^3 - 46/9*z + 1
*
[ 2/7 ] 
f(z) = 294*z^3 - 53/2*z + 1
*
1/21 | 0.15654963419802985970573636776666543187 | 0.023082453711905486001474484015536423185
f(z) = 294*z^3 - 53/3*z + 1
*
4/21 | 0.15031285725118384306243031977643829961 | 0.022162872417931027739887275134138277957
f(z) = 294*z^3 - 47/3*z + 1
*
[ 1/4 ] 
f(z) = 296*z^3 - 43/2*z + 1
*
[ 1/4 ] 
f(z) = 296/3*z^3 - 55/6*z + 1
*
[ -1/2 ] 
f(z) = 296/5*z^3 - 59/5*z + 1
*
[ -1/2 ] 
f(z) = 296/7*z^3 - 53/7*z + 1
*
[ -1/2 ] 
f(z) = 296/9*z^3 - 47/9*z + 1
*
[ 1/6 ] 
f(z) = 297*z^3 - 53/4*z + 1
*
[ 1/9 ] 
f(z) = 297/2*z^3 - 59/6*z + 1
*
[ 2/9 ] 
f(z) = 297/4*z^3 - 43/6*z + 1
*
[ 1/3 ] 
f(z) = 297/4*z^3 - 41/4*z + 1
*
[ 1/3 ] 
f(z) = 297/5*z^3 - 43/5*z + 1
*
[ 1/3 ] 
f(z) = 297/7*z^3 - 47/7*z + 1
*
[ 1/3 ] 
f(z) = 297/8*z^3 - 49/8*z + 1
*
[ 1/3 ] 
f(z) = 297/10*z^3 - 53/10*z + 1
*
[ 1/3 ] 
f(z) = 297/13*z^3 - 59/13*z + 1
*
[ 4/9 ] 
f(z) = 297/16*z^3 - 59/12*z + 1
*
[ 2/9 ] 
f(z) = 297/16*z^3 - 53/12*z + 1
*
[ -11/24 ]
f(z) = 288/11*z^3 - 51/22*z + 1
*
[ -1/4 ] 
f(z) = 280*z^3 - 25/2*z + 1
*
[ -2/3 ] 
f(z) = 285/8*z^3 - 40/3*z + 1
*
[ 2/5 ] 
f(z) = 285/8*z^3 - 36/5*z + 1
*
[ 2/7 ] 
f(z) = 287/8*z^3 - 38/7*z + 1
*
[ 1/3 ] 
f(z) = 288*z^3 - 34*z + 1
*
[ -1/3 ] 
f(z) = 288*z^3 - 28*z + 1
*
1/6 | 0.073418121744329465353184708423517627116 | 0.011550798958035799782447782030842100390
f(z) = 288*z^3 - 27/2*z + 1
*
1/12 | 0.10436655397343314758745206577766670662 | 0.016419884549596614884772230594601933601
f(z) = 288*z^3 - 25/2*z + 1
*
[ 1/8 ] 
f(z) = 288*z^3 - 23/2*z + 1
*
[ 1/4 ] 
f(z) = 288*z^3 - 21*z + 1
*
[ 1/4 ] 
f(z) = 288/7*z^3 - 39/7*z + 1
*
[ 2/17 ] 
f(z) = 289*z^3 - 23/2*z + 1
*
[ 1/17 ] 
f(z) = 289/2*z^3 - 33/2*z + 1
*
1/17 | 0.10098000929810246830901354345337733994 | 0.017820756334842894586578595881042440835
f(z) = 289/2*z^3 - 27/2*z + 1
*
4/17 | 0.11406401150952170334954322637398568883 | 0.020129795687433142862184732022239515034
f(z) = 289/2*z^3 - 23/2*z + 1
*
2/17 | 0.12359588711232082171267936023320052291 | 0.021811962620395673180646881622155669141
f(z) = 289/3*z^3 - 40/3*z + 1
*
1/17 | 0.12042323552856053106287637171189094196 | 0.021252059217706959262785298226226492422
f(z) = 289/3*z^3 - 37/3*z + 1
*
5/17 | 0.11785695345002520150639443810232766098 | 0.020799166730115243000625091655414177088
f(z) = 289/3*z^3 - 34/3*z + 1
*
-6/17 | 0.13348606027365707430928042690374166946 | 0.023557361212083940631854665071928541380
f(z) = 289/3*z^3 - 29/3*z + 1
*
2/17 | 0.057664306073188342782067282433416731891 | 0.010176484978471882170700972923433708407
f(z) = 289/3*z^3 - 25/3*z + 1
*
[ 3/17 ] 
f(z) = 289/3*z^3 - 23/3*z + 1
*
[ -6/17 ]
f(z) = 289/4*z^3 - 31/6*z + 1
*
[ 4/17 ] 
f(z) = 289/4*z^3 - 29/4*z + 1
*
6/17 | 0.14234651444558490235302991706437598251 | 0.025121036992186439788634102201832999072
f(z) = 289/4*z^3 - 23/2*z + 1
*
[ 5/17 ] 
f(z) = 289/5*z^3 - 37/5*z + 1
*
4/17 | 0.16443305591053597573669013519506964329 | 0.029018827024710167099783572441872069400
f(z) = 289/5*z^3 - 36/5*z + 1
*
[ -7/17 ]
f(z) = 289/7*z^3 - 25/7*z + 1
*
[ -8/17 ]
f(z) = 289/8*z^3 - 39/8*z + 1
*
[ 4/17 ] 
f(z) = 289/8*z^3 - 21/4*z + 1
*
[ 6/17 ] 
f(z) = 289/9*z^3 - 35/6*z + 1
*
2/17 | 0.081821979441731884269055436780436563620 | 0.014439784355347930359889447364536417789
f(z) = 289/12*z^3 - 35/6*z + 1
*
[ 6/17 ] 
f(z) = 289/12*z^3 - 29/6*z + 1
*
4/17 | 0.096049134158952435481210449927535235645 | 0.016950565046655139365201120253212974054
f(z) = 289/16*z^3 - 33/4*z + 1
*
2/17 | 0.088145241583420743576899433455185968129 | 0.015555701403203574361687541991752508876
f(z) = 289/16*z^3 - 27/4*z + 1
*
2/17 | 0.080758109555211661178876010468029637780 | 0.014252034659626619725991692345588644902
f(z) = 289/16*z^3 - 23/4*z + 1
*
4/17 | 0.12456673490227889996451494813088409696 | 0.021983295956798809730793362477379095592
f(z) = 289/18*z^3 - 35/9*z + 1
*
[ 3/17 ] 
f(z) = 289/18*z^3 - 31/6*z + 1
*
3/17 | 0.12206912286241305370191951044620958804 | 0.021542522224544305510939803596249178922
f(z) = 289/18*z^3 - 25/6*z + 1
*
[ 6/17 ] 
f(z) = 289/18*z^3 - 23/6*z + 1
*
1/7 | 0.20279393457565139357370735347578292217 | 0.029900942483049071477180377761292700937
f(z) = 294*z^3 - 37/3*z + 1
*
2/21 | 0.096739044227343525307313442294583166029 | 0.014263683987194752527331778742190571272
f(z) = 294*z^3 - 35/3*z + 1
*
[ 1/14 ] 
f(z) = 294*z^3 - 29/2*z + 1
*
1/14 | 0.12802068040280423058572567838666103003 | 0.020076236829458707526752871577754922347
f(z) = 294*z^3 - 27/2*z + 1
*
1/7 | 0.11210599650882464493911114857906570486 | 0.017580491908277147943519812258537806373
f(z) = 294*z^3 - 25/2*z + 1
*
[ 1/7 ] 
f(z) = 294/5*z^3 - 36/5*z + 1
*
[ 2/5 ] 
f(z) = 295/8*z^3 - 37/5*z + 1
*
[ -1/4 ] 
f(z) = 296*z^3 - 27/2*z + 1
*
[ 1/3 ] 
f(z) = 297*z^3 - 35*z + 1
*
[ 1/9 ] 
f(z) = 297*z^3 - 35/3*z + 1
*
[ -1/3 ] 
f(z) = 297*z^3 - 29*z + 1
*
[ 1/3 ] 
f(z) = 297/2*z^3 - 37/2*z + 1
*
[ -1/3 ] 
f(z) = 297/2*z^3 - 25/2*z + 1
*
[ 2/3 ] 
f(z) = 297/16*z^3 - 35/4*z + 1
*
[ -2/3 ] 
f(z) = 297/16*z^3 - 23/4*z + 1
*
[ -1/6 ]
f(z) = 288*z^3 - z + 1
*
4/17 | 0.14404002277610463484518635693165129085 | 0.025419904060222903586609754741409704647
f(z) = 289*z^3 - 20*z + 1
*
[ 1/17 ] 
f(z) = 289*z^3 - 17*z + 1
*
1/17 | 0.12699764555742845040423996884397986232 | 0.022412298357950375952716440807851955083
f(z) = 289*z^3 - 15*z + 1
*
3/17 | 0.12819712790107539085773734224320370887 | 0.022623980677279297720105195708675412449
f(z) = 289*z^3 - 14*z + 1
*
[ -3/17 ]
f(z) = 289*z^3 - 7/3*z + 1
*
[ -4/17 ]
f(z) = 289/2*z^3 - 11/4*z + 1
*
[ 2/17 ] 
f(z) = 289/4*z^3 - 17/2*z + 1
*
2/17 | 0.092661297999771106516508640780601544978 | 0.016352686287138378426909274437514146818
f(z) = 289/4*z^3 - 15/2*z + 1
*
[ -5/17 ]
f(z) = 289/5*z^3 - 3/5*z + 1
*
2/17 | 0.11708763367811592630699976322062696349 | 0.020663398667762433027621947400978312445
f(z) = 289/6*z^3 - 20/3*z + 1
*
[ -6/17 ]
f(z) = 289/6*z^3 - 13/6*z + 1
*
[ 6/17 ] 
f(z) = 289/8*z^3 - 19/3*z + 1
*
10/17 | 0.10131581278820237495517969026471248030 | 0.017880018283965855461845260303274490946
f(z) = 289/8*z^3 - 14*z + 1
*
-10/17 | 0.14666653293050063597852384586007134417 | 0.025883425481916427563330599574482207520
f(z) = 289/8*z^3 - 11*z + 1
*
[ 2/17 ] 
f(z) = 289/8*z^3 - 8*z + 1
*
6/17 | 0.069249574611884386274623890026004365280 | 0.012221030717147142835772544501172557158
f(z) = 289/8*z^3 - 7*z + 1
*
2/17 | 0.12899252902829145507495391863311472152 | 0.022764351526669219628391354411555818834
f(z) = 289/8*z^3 - 6*z + 1
*
[ -6/17 ]
f(z) = 289/8*z^3 - 2/3*z + 1
*
6/17 | 0.16372955591749409096189923482857842297 | 0.028894674709368692048876481876545756224
f(z) = 289/9*z^3 - 19/3*z + 1
*
[ 3/17 ] 
f(z) = 289/9*z^3 - 17/3*z + 1
*
[ -6/17 ]
f(z) = 289/9*z^3 - 1/6*z + 1
*
[ 4/17 ] 
f(z) = 289/16*z^3 - 17/4*z + 1
*
[ -8/17 ]
f(z) = 289/16*z^3 - 7/8*z + 1
*
[ 1/7 ] 
f(z) = 294*z^3 - 12*z + 1
*
[ 2/3 ] 
f(z) = 297/8*z^3 - 17*z + 1
*
[ 2/9 ] 
f(z) = 297/8*z^3 - 16/3*z + 1
*
[ -2/3 ] 
f(z) = 297/8*z^3 - 14*z + 1
*
[ -1/12 ]
f(z) = 288*z^3 + 11*z + 1
*
[ -7/24 ]
f(z) = 288/7*z^3 + 13/14*z + 1
*
[ -2/17 ]
f(z) = 289*z^3 + 11/2*z + 1
*
[ -1/17 ]
f(z) = 289*z^3 + 17*z + 1
*
[ -2/17 ]
f(z) = 289/2*z^3 + 15/2*z + 1
*
[ -3/17 ]
f(z) = 289/3*z^3 + 11/3*z + 1
*
[ -4/17 ]
f(z) = 289/4*z^3 + 5/4*z + 1
*
[ -2/17 ]
f(z) = 289/4*z^3 + 17/2*z + 1
*
[ -2/17 ]
f(z) = 289/8*z^3 + 9*z + 1
*
[ -4/17 ]
f(z) = 289/8*z^3 + 13/4*z + 1
*
[ -3/17 ]
f(z) = 289/9*z^3 + 17/3*z + 1
*
[ -6/17 ]
f(z) = 289/12*z^3 + 5/6*z + 1
*
[ -4/17 ]
f(z) = 289/16*z^3 + 17/4*z + 1
*
[ -6/17 ]
f(z) = 289/18*z^3 + 11/6*z + 1
*
[ -1/7 ]
f(z) = 294*z^3 + 2*z + 1
*
[ -5/24 ]
f(z) = 288/5*z^3 + 33/10*z + 1
*
-2 | 0.11771541872832281648074642295620652184 | 0.016723829911254962466095589932877410743
f(z) = 281/32*z^3 - 285/8*z + 1
*
[ 3 ] 
f(z) = 283/27*z^3 - 281/3*z + 1
*
-2 | 0.11784880838754291692702015403269059565 | 0.016726163127888553174416777887295834712
f(z) = 283/32*z^3 - 287/8*z + 1
*
-2 | 0.11798124133184335628193074974477961836 | 0.016728471253614294386406258369638267544
f(z) = 285/32*z^3 - 289/8*z + 1
*
[ 2 ] 
f(z) = 285/32*z^3 - 281/8*z + 1
*
[ 3 ] 
f(z) = 286/27*z^3 - 284/3*z + 1
*
[ -3 ] 
f(z) = 287/27*z^3 - 283/3*z + 1
*
[ 3/2 ] 
f(z) = 287/27*z^3 - 283/12*z + 1
*
-2 | 0.11811273122796402374070674078730104915 | 0.016730754758533639382068420918186516545
f(z) = 287/32*z^3 - 291/8*z + 1
*
[ 2 ] 
f(z) = 287/32*z^3 - 283/8*z + 1
*
[ 3 ] 
f(z) = 289/27*z^3 - 287/3*z + 1
*
-2 | 0.11824329145098666412629715315548924590 | 0.016733014100353878147383955029898931789
f(z) = 289/32*z^3 - 293/8*z + 1
*
[ 2 ] 
f(z) = 289/32*z^3 - 285/8*z + 1
*
[ -3 ] 
f(z) = 290/27*z^3 - 286/3*z + 1
*
-2 | 0.11837293509260089402037500961712567008 | 0.016735249724806659021691478392239216700
f(z) = 291/32*z^3 - 295/8*z + 1
*
[ 2 ] 
f(z) = 291/32*z^3 - 287/8*z + 1
*
[ 3 ] 
f(z) = 292/27*z^3 - 290/3*z + 1
*
[ -3 ] 
f(z) = 293/27*z^3 - 289/3*z + 1
*
[ 3/2 ] 
f(z) = 293/27*z^3 - 289/12*z + 1
*
-2 | 0.11850167496907851838978878409704994822 | 0.016737462066049351843551472656862996519
f(z) = 293/32*z^3 - 297/8*z + 1
*
[ 2 ] 
f(z) = 293/32*z^3 - 289/8*z + 1
*
[ -2 ] 
f(z) = 293/32*z^3 - 281/8*z + 1
*
[ 3 ] 
f(z) = 295/27*z^3 - 293/3*z + 1
*
-2 | 0.11862952362896845295881415688782046733 | 0.016739651547050077656499741287040580255
f(z) = 295/32*z^3 - 299/8*z + 1
*
[ 2 ] 
f(z) = 295/32*z^3 - 291/8*z + 1
*
[ -2 ] 
f(z) = 295/32*z^3 - 283/8*z + 1
*
[ -3 ] 
f(z) = 296/27*z^3 - 292/3*z + 1
*
[ 2 ] 
f(z) = 297/32*z^3 - 293/8*z + 1
*
[ -2 ] 
f(z) = 297/32*z^3 - 285/8*z + 1
*
[ 3 ] 
f(z) = 298/27*z^3 - 296/3*z + 1
*
[ -3 ] 
f(z) = 299/27*z^3 - 295/3*z + 1
*
[ 3/2 ] 
f(z) = 299/27*z^3 - 295/12*z + 1
*
[ 2 ] 
f(z) = 299/32*z^3 - 295/8*z + 1
*
[ -2 ] 
f(z) = 299/32*z^3 - 287/8*z + 1
*
[ -20/17 ] 
f(z) = 289/25*z^3 - 283/20*z + 1
*
[ -6/5 ] 
f(z) = 295/36*z^3 - 299/30*z + 1
*
3/4 | 0.19540292400020155497301820955601585543 | 0.023616937270851830824543381673302915336
f(z) = 280/27*z^3 - 283/42*z + 1
*
[ -9/10 ] 
f(z) = 280/27*z^3 - 283/45*z + 1
*
[ 3/4 ] 
f(z) = 283/27*z^3 - 299/48*z + 1
*
[ 5/36 ] 
f(z) = 288/25*z^3 - 289/45*z + 1
*
[ 2/3 ] 
f(z) = 288/25*z^3 - 281/50*z + 1
*
[ 2/3 ] 
f(z) = 288/29*z^3 - 285/58*z + 1
*
[ -14/17 ] 
f(z) = 289/21*z^3 - 299/42*z + 1
*
[ 2/3 ] 
f(z) = 297/23*z^3 - 287/46*z + 1
*
[ 2/3 ] 
f(z) = 297/25*z^3 - 289/50*z + 1
*
[ 2/3 ] 
f(z) = 297/29*z^3 - 293/58*z + 1
*
[ 2/3 ] 
f(z) = 288/31*z^3 - 287/62*z + 1
*
[ 2/3 ] 
f(z) = 288/37*z^3 - 293/74*z + 1
*
[ -12/17 ] 
f(z) = 289/20*z^3 - 287/60*z + 1
*
[ 9/17 ] 
f(z) = 289/21*z^3 - 299/63*z + 1
*
14/85 | 0.15526477142416733943001023801925011002 | 0.017474337108650986737058532538155471139
f(z) = 289/24*z^3 - 287/75*z + 1
*
[ 10/17 ] 
f(z) = 289/28*z^3 - 299/70*z + 1
*
2/5 | 0.20835158797750996594555050872983200689 | 0.028555343605491948227805459031620372437
f(z) = 295/28*z^3 - 293/70*z + 1
*
[ 2/3 ] 
f(z) = 297/31*z^3 - 295/62*z + 1
*
[ 2/3 ] 
f(z) = 297/35*z^3 - 299/70*z + 1
*
[ 9/20 ] 
f(z) = 280/27*z^3 - 299/90*z + 1
*
[ 1/3 ] 
f(z) = 285/31*z^3 - 281/93*z + 1
*
[ 1/3 ] 
f(z) = 285/32*z^3 - 287/96*z + 1
*
[ -3/4 ] 
f(z) = 288/29*z^3 - 283/87*z + 1
*
[ 1/3 ] 
f(z) = 291/31*z^3 - 283/93*z + 1
*
[ 1/3 ] 
f(z) = 291/32*z^3 - 289/96*z + 1
*
[ 3/7 ] 
f(z) = 294/31*z^3 - 286/93*z + 1
*
[ 1/3 ] 
f(z) = 294/31*z^3 - 284/93*z + 1
*
[ 4/9 ] 
f(z) = 297/28*z^3 - 281/84*z + 1
*
[ 1/3 ] 
f(z) = 285/34*z^3 - 299/102*z + 1
*
[ 3 ] 
f(z) = 280/27*z^3 - 278/3*z + 1
*
[ -3 ] 
f(z) = 281/27*z^3 - 277/3*z + 1
*
[ 3/2 ] 
f(z) = 281/27*z^3 - 277/12*z + 1
*
[ 2 ] 
f(z) = 281/32*z^3 - 277/8*z + 1
*
[ -2 ] 
f(z) = 281/32*z^3 - 269/8*z + 1
*
[ -3/2 ] 
f(z) = 283/27*z^3 - 263/12*z + 1
*
[ 2 ] 
f(z) = 283/32*z^3 - 279/8*z + 1
*
[ -2 ] 
f(z) = 283/32*z^3 - 271/8*z + 1
*
[ -3 ] 
f(z) = 284/27*z^3 - 280/3*z + 1
*
[ -2 ] 
f(z) = 285/32*z^3 - 273/8*z + 1
*
[ -2 ] 
f(z) = 287/32*z^3 - 275/8*z + 1
*
[ -3/2 ] 
f(z) = 289/27*z^3 - 269/12*z + 1
*
[ -2 ] 
f(z) = 289/32*z^3 - 277/8*z + 1
*
[ -2 ] 
f(z) = 291/32*z^3 - 279/8*z + 1
*
-6/5 | 0.16660147978081958653404888522912696511 | 0.021719970311807013378309716237616700404
f(z) = 295/24*z^3 - 268/15*z + 1
*
[ 6/5 ] 
f(z) = 295/24*z^3 - 263/15*z + 1
*
[ -3/2 ] 
f(z) = 295/27*z^3 - 275/12*z + 1
*
-1 | 0.11840829999417973453583809940248816789 | 0.021000505810353964566561946410276924647
f(z) = 281/20*z^3 - 261/20*z + 1
*
-1 | 0.11853664550152792219048218635937650358 | 0.020996857760014096768839212112285569953
f(z) = 283/20*z^3 - 263/20*z + 1
*
-1 | 0.10677034911905388502958590111002303874 | 0.018912647847883663894845625769826869334
f(z) = 283/21*z^3 - 262/21*z + 1
*
-1 | 0.11429992771033548772980840968365172341 | 0.020246391434139859024885877984258293884
f(z) = 283/22*z^3 - 261/22*z + 1
*
-1 | 0.10683515210299333074413139501309014020 | 0.018912310022813836053291837325289845588
f(z) = 284/21*z^3 - 263/21*z + 1
*
-1 | 0.12722054233171323773854202793145435847 | 0.022520998851841943325410581734152337621
f(z) = 284/23*z^3 - 261/23*z + 1
*
-1 | 0.11442710602039790567159080792497697818 | 0.020243666528338128373114782266683788573
f(z) = 285/22*z^3 - 263/22*z + 1
*
-1 | 0.12728395200097610644176467856909984021 | 0.022518212409019874821483240833581246737
f(z) = 285/23*z^3 - 262/23*z + 1
*
-1 | 0.10696203559460848829382853853620080204 | 0.018911278370310092042116441449692221438
f(z) = 286/21*z^3 - 265/21*z + 1
*
-1 | 0.12734714520133267576583813335032328976 | 0.022515440166960449301019739568930603454
f(z) = 286/23*z^3 - 263/23*z + 1
*
-1 | 0.12738847049985122103584234075722866789 | 0.022522746630601271837300596170908874653
f(z) = 286/25*z^3 - 261/25*z + 1
*
-1 | 0.11879069758104172592850124650360242445 | 0.020989675919512987643438591452211185447
f(z) = 287/20*z^3 - 267/20*z + 1
*
-1 | 0.11455341655118970999424700956240165280 | 0.020240971202665797405037935906748376144
f(z) = 287/22*z^3 - 265/22*z + 1
*
-1 | 0.12741012340630323287734063610572106569 | 0.022512681999691048487692566271049979687
f(z) = 287/23*z^3 - 264/23*z + 1
*
-1 | 0.098529724129726083960208039843077284648 | 0.017409671127750214207768579531338279654
f(z) = 287/24*z^3 - 263/24*z + 1
*
-1 | 0.12745131076754980532318739303649265741 | 0.022519959584402222324092336023449175641
f(z) = 287/25*z^3 - 262/25*z + 1
*
-1 | 0.11463644373288942515021532844548651027 | 0.020255641658112854794250439886244576936
f(z) = 287/26*z^3 - 261/26*z + 1
*
-1 | 0.12747288807440782419278321326459853902 | 0.022509937782816328213089116595016866558
f(z) = 288/23*z^3 - 265/23*z + 1
*
[ 1/12 ] 
f(z) = 288/25*z^3 - 277/25*z + 1
*
-1 | 0.12751393841661128190027675469334994610 | 0.022517186701883916734641062428243239863
f(z) = 288/25*z^3 - 263/25*z + 1
*
-1 | 0.11891642808455955843995966607752670087 | 0.020986140760284383528186452271750605501
f(z) = 289/20*z^3 - 269/20*z + 1
*
-1 | 0.10715074497033326868076746551101856191 | 0.018909755806975191907905863696169081106
f(z) = 289/21*z^3 - 268/21*z + 1
*
-1 | 0.11467887106898111528575785600263856206 | 0.020238304910847137203761593883758575996
f(z) = 289/22*z^3 - 267/22*z + 1
*
-1 | 0.12753544064936924271391941715967293468 | 0.022507207393492833408006918020932078210
f(z) = 289/23*z^3 - 266/23*z + 1
*
-1 | 0.098653870956174861477444636220438311358 | 0.017410243948472909305819996375144254988
f(z) = 289/24*z^3 - 265/24*z + 1
*
-1 | 0.12757635488161533285715372770917976187 | 0.022514427857905074707054787325714958517
f(z) = 289/25*z^3 - 264/25*z + 1
*
-1 | 0.11476069984708029587791157328893860628 | 0.020252745895016375424232123507362738455
f(z) = 289/26*z^3 - 263/26*z + 1
*
-1 | 0.11405401264255419526328826875494846656 | 0.020128031106769197335702252039000898053
f(z) = 289/27*z^3 - 262/27*z + 1
*
-1 | 0.11908008814972238909882016412919188249 | 0.021015023171400046999200081253681593236
f(z) = 289/28*z^3 - 261/28*z + 1
*
-1 | 0.10721218940986977845666975631936942298 | 0.018909072494861305687739555320103382108
f(z) = 290/21*z^3 - 269/21*z + 1
*
-1 | 0.12759778256031259210935991667963633562 | 0.022504490710404110913224389032276956779
f(z) = 290/23*z^3 - 267/23*z + 1
*
-1 | 0.11411608505658220588303226903698294523 | 0.020126716346733104068407413535264435688
f(z) = 290/27*z^3 - 263/27*z + 1
*
-1 | 0.11904131044738089553078683628382977739 | 0.020982641891078146725455113285692299469
f(z) = 291/20*z^3 - 271/20*z + 1
*
-1 | 0.11480413324161531569634126472700300151 | 0.020235782069025722338843705865588067119
f(z) = 291/22*z^3 - 269/22*z + 1
*
-1 | 0.12765991522196149661089178428031470636 | 0.022501787613736308619640605767318775161
f(z) = 291/23*z^3 - 268/23*z + 1
*
-1 | 0.12770055992558090451030560139037559831 | 0.022508951792773064237737760488735156086
f(z) = 291/25*z^3 - 266/25*z + 1
*
-1 | 0.11488477081702311641923628905663913250 | 0.020249995532918112805767262313165158580
f(z) = 291/26*z^3 - 265/26*z + 1
*
-1 | 0.11920389233719054619167080367512129345 | 0.021011299149294054441619837151762223256
f(z) = 291/28*z^3 - 263/28*z + 1
*
-1 | 0.12778143066790952560100942153541867688 | 0.022523206355490577112350829825291656965
f(z) = 291/29*z^3 - 262/29*z + 1
*
-1 | 0.10733755009884089234111149335809685257 | 0.018908262334003568378090255476654095596
f(z) = 292/21*z^3 - 271/21*z + 1
*
-1 | 0.12772184003483102417200733599453278026 | 0.022499097985154249752291602874628366934
f(z) = 292/23*z^3 - 269/23*z + 1
*
-1 | 0.12776235130209219667727033736608527481 | 0.022506234329035322288269935606820268151
f(z) = 292/25*z^3 - 267/25*z + 1
*
-1 | 0.11423960883983623922183763760895034873 | 0.020124108393460553364081971062876999179
f(z) = 292/27*z^3 - 265/27*z + 1
*
-1 | 0.12784295787505972039855686499408716331 | 0.022520433742251959488822117756227705124
f(z) = 292/29*z^3 - 263/29*z + 1
*
-1 | 0.12788305556961576278445142582241302667 | 0.022527497232400153056793086339207043337
f(z) = 292/31*z^3 - 261/31*z + 1
*
-1 | 0.11916535603878477307626348500886186378 | 0.020979178669608403622993265161042928179
f(z) = 293/20*z^3 - 273/20*z + 1
*
-1 | 0.10739836830371628178563370333238044726 | 0.018907588852709384307743630914994422129
f(z) = 293/21*z^3 - 272/21*z + 1
*
-1 | 0.11492725794810614061615719823863415814 | 0.020233057313375178250131852919032821145
f(z) = 293/22*z^3 - 271/22*z + 1
*
-1 | 0.12778355838541738875859450830549798647 | 0.022496421707777971408255174364017848437
f(z) = 293/23*z^3 - 270/23*z + 1
*
-1 | 0.098902754087082772996270320837599570607 | 0.017411927575946943956915463709673127502
f(z) = 293/24*z^3 - 269/24*z + 1
*
-1 | 0.12782393709002435350634902998088907673 | 0.022503530418619410456012068502418958010
f(z) = 293/25*z^3 - 268/25*z + 1
*
-1 | 0.11500866779826856286461327455726033882 | 0.020247389597931669909199098322114663891
f(z) = 293/26*z^3 - 267/26*z + 1
*
-1 | 0.11430106296139067298164153117901127847 | 0.020122815067264310794911215676001431173
f(z) = 293/27*z^3 - 266/27*z + 1
*
-1 | 0.11932687387326198523929609520282048585 | 0.021007614043952628388047260270227125897
f(z) = 293/28*z^3 - 265/28*z + 1
*
-1 | 0.12790428121493850194100791994317076604 | 0.022517675081192974692460315340040825470
f(z) = 293/29*z^3 - 264/29*z + 1
*
-1 | 0.094744203236963890897714594910259896581 | 0.016679810590009345166249386752549682796
f(z) = 293/30*z^3 - 263/30*z + 1
*
-1 | 0.12794424900114703616935634676528126802 | 0.022524711449444370226151706174265158484
f(z) = 293/31*z^3 - 262/31*z + 1
*
-1 | 0.11940680973568268990516483571700967639 | 0.021021686831510846142429248283183567770
f(z) = 293/32*z^3 - 261/32*z + 1
*
-1 | 0.12784507164638449610623011676303908860 | 0.022493758666159716745154016483755006698
f(z) = 294/23*z^3 - 271/23*z + 1
*
-1 | 0.12788531865348383481581821746899988051 | 0.022500839943936554254791547487293138508
f(z) = 294/25*z^3 - 269/25*z + 1
*
-1 | 0.12796540203487236509438359607643854268 | 0.022514930250515646936474915325506966184
f(z) = 294/29*z^3 - 265/29*z + 1
*
-1 | 0.12800524075240753858968156602897667025 | 0.022521939691601370951879357674228463998
f(z) = 294/31*z^3 - 263/31*z + 1
*
-1 | 0.10752248903963873307951298011346586322 | 0.018906797076195001644327629447079421685
f(z) = 295/21*z^3 - 274/21*z + 1
*
-1 | 0.11505021267832978903457018330814041776 | 0.020230474983520409080108775603784473257
f(z) = 295/22*z^3 - 273/22*z + 1
*
-1 | 0.12790638117674739578379223636690890630 | 0.022491108746261370495150328790139704196
f(z) = 295/23*z^3 - 272/23*z + 1
*
-1 | 0.099025445386976978505005223418470676433 | 0.017412673553540858147070824799666264715
f(z) = 295/24*z^3 - 271/24*z + 1
*
-1 | 0.11513044530673259736612465741695765556 | 0.020244583120689205720634896226890606589
f(z) = 295/26*z^3 - 269/26*z + 1
*
-1 | 0.11442336244284146334237475882633917606 | 0.020120249389736269451742628154836741800
f(z) = 295/27*z^3 - 268/27*z + 1
*
-1 | 0.11944904362435049385188118373956317180 | 0.021003967160010483682269505198085497384
f(z) = 295/28*z^3 - 267/28*z + 1
*
-1 | 0.12802632166886793487938534649094627221 | 0.022512199129919676639057696387059884308
f(z) = 295/29*z^3 - 266/29*z + 1
*
-1 | 0.12806603214928280783822236495862479138 | 0.022519181836530248435721742577804847376
f(z) = 295/31*z^3 - 264/31*z + 1
*
-1 | 0.11952846486970093973204537128597741540 | 0.021017932623261859892186570487326425265
f(z) = 295/32*z^3 - 263/32*z + 1
*
-1 | 0.10776197130114770492116885081039931480 | 0.018948907731948415077262150590108583906
f(z) = 295/33*z^3 - 262/33*z + 1
*
-1 | 0.11528929007369149298998611560981018799 | 0.020272514447450067457923477605028074737
f(z) = 295/34*z^3 - 261/34*z + 1
*
-1 | 0.10758372705941236015410028446235501821 | 0.018906314780810606545799367971447824241
f(z) = 296/21*z^3 - 275/21*z + 1
*
-1 | 0.12796748832205270094795328601844175285 | 0.022488471835432327749274973548118001775
f(z) = 296/23*z^3 - 273/23*z + 1
*
-1 | 0.12800747449590217597314394428865877813 | 0.022495498838589235497747980696444234045
f(z) = 296/25*z^3 - 271/25*z + 1
*
-1 | 0.11448421047395428582099200696578123294 | 0.020118976910493521639423744563690772520
f(z) = 296/27*z^3 - 269/27*z + 1
*
-1 | 0.12808704143778706065609934406746658767 | 0.022509481600578800563964763749393578417
f(z) = 296/29*z^3 - 267/29*z + 1
*
-1 | 0.12812662450461807963074088962362289115 | 0.022516437763392195437758659735575514108
f(z) = 296/31*z^3 - 265/31*z + 1
*
-1 | 0.10782243708074993645054452937551874253 | 0.018948264682790205108357481624743488282
f(z) = 296/33*z^3 - 263/33*z + 1
*
-1 | 0.12820539546699566946045214653037668188 | 0.022530280643268216693568153003137732248
f(z) = 296/35*z^3 - 261/35*z + 1
*
-1 | 0.11941098125472157307956532914960813129 | 0.020972356679889718826611875498775994730
f(z) = 297/20*z^3 - 277/20*z + 1
*
-1 | 0.12802839441455603575635620328223882467 | 0.022485847822387786218922074033340050532
f(z) = 297/23*z^3 - 274/23*z + 1
*
-1 | 0.12806825143609841535106922938187931452 | 0.022492847979854055941599916267888063849
f(z) = 297/25*z^3 - 272/25*z + 1
*
-1 | 0.11525272261806557283960929262509936097 | 0.020242034540511659637435554610926626494
f(z) = 297/26*z^3 - 271/26*z + 1
*
-1 | 0.11957041224286871519027302862730920012 | 0.021000357819434135098673056284123032540
f(z) = 297/28*z^3 - 269/28*z + 1
*
-1 | 0.12814756264951904114997753901102272407 | 0.022506777545117606199290121240989460652
f(z) = 297/29*z^3 - 268/29*z + 1
*
-1 | 0.12818701911838883664680321855975891575 | 0.022513707352826841456402412634655220379
f(z) = 297/31*z^3 - 266/31*z + 1
*
-1 | 0.11964932545978340495318005680511769116 | 0.021014217483884609922809152850301654125
f(z) = 297/32*z^3 - 265/32*z + 1
*
-1 | 0.11541055128538526483900600360740347136 | 0.020269754261684366724449813252313375059
f(z) = 297/34*z^3 - 263/34*z + 1
*
-1 | 0.12826553936426270493901930206964471675 | 0.022527497999095350293956892385471388371
f(z) = 297/35*z^3 - 262/35*z + 1
*
-1 | 0.10770559872214960727465581360866348183 | 0.018905359193643176702751997537878521442
f(z) = 298/21*z^3 - 277/21*z + 1
*
-1 | 0.12808910077339656902777602591544781011 | 0.022483236597187452435626775731991373736
f(z) = 298/23*z^3 - 275/23*z + 1
*
-1 | 0.12812882947464520533853527307785802172 | 0.022490210100666505556270263530508069614
f(z) = 298/25*z^3 - 273/25*z + 1
*
-1 | 0.11460530969665475150938140804210927869 | 0.020116452357349960987022994711272484891
f(z) = 298/27*z^3 - 271/27*z + 1
*
-1 | 0.12820788659915003658106257344309860745 | 0.022504086847588790108873718771498889936
f(z) = 298/29*z^3 - 269/29*z + 1
*
-1 | 0.12824721727786857686133523347788234369 | 0.022510990486929043538274099992451733442
f(z) = 298/31*z^3 - 267/31*z + 1
*
-1 | 0.10794174550157742118291454767026235591 | 0.018946809589355862519435873724292506470
f(z) = 298/33*z^3 - 265/33*z + 1
*
-1 | 0.12832548839959548872278694257123819011 | 0.022524729268276464141267434388643922744
f(z) = 298/35*z^3 - 263/35*z + 1
*
-1 | 0.12836443101321470719592646262915036857 | 0.022531564791286830934709447960914661575
f(z) = 298/37*z^3 - 261/37*z + 1
*
-1 | 0.11953258250591812738780869542672799289 | 0.020968996704728161158906062797425281067
f(z) = 299/20*z^3 - 279/20*z + 1
*
-1 | 0.10776623500680087233636722409249279408 | 0.018904885842541606373400005757209770543
f(z) = 299/21*z^3 - 278/21*z + 1
*
-1 | 0.11529369898838686847992187897923407123 | 0.020225390797054922942848065992179975840
f(z) = 299/22*z^3 - 277/22*z + 1
*
-1 | 0.099268415002400036406802191305082141133 | 0.017414156236153056633390094798999099357
f(z) = 299/24*z^3 - 275/24*z + 1
*
-1 | 0.12818920990971898111871870657836389942 | 0.022487585090412645130314278622096867974
f(z) = 299/25*z^3 - 274/25*z + 1
*
-1 | 0.11466556348150452280074283998807451650 | 0.020115200160344747811175152957332327528
f(z) = 299/27*z^3 - 272/27*z + 1
*
-1 | 0.11969099017281363486983235750862202176 | 0.020996785360971500633360098284300427597
f(z) = 299/28*z^3 - 271/28*z + 1
*
-1 | 0.12826801456912972287487190569503133607 | 0.022501409393450850257127024917128613654
f(z) = 299/29*z^3 - 270/29*z + 1
*
-1 | 0.095106902773518112722569836990198593959 | 0.016684123182531124100487723886473289248
f(z) = 299/30*z^3 - 269/30*z + 1
*
-1 | 0.12830722025779385542581062067673835791 | 0.022508287049226120492255918448564686273
f(z) = 299/31*z^3 - 268/31*z + 1
*
-1 | 0.11976940182410445997395959961892231381 | 0.021010540720581908107843641312150866595
f(z) = 299/32*z^3 - 267/32*z + 1
*
-1 | 0.10800265792232504059223306216544355528 | 0.018946360319480168771948427226253256053
f(z) = 299/33*z^3 - 266/33*z + 1
*
-1 | 0.11553037931671025061405851251934923928 | 0.020266910430619614484239927025357895052
f(z) = 299/34*z^3 - 265/34*z + 1
*
-1 | 0.12838524383259446895317750162729696699 | 0.022521974330539599795480851324387017436
f(z) = 299/35*z^3 - 264/35*z + 1
*
-1 | 0.10628418244492070288302962928098463826 | 0.018644896853474457636240504643708063542
f(z) = 299/36*z^3 - 263/36*z + 1
*
-1 | 0.12842406386914286127158157939749304688 | 0.022528784333313700010708673601980644140
f(z) = 299/37*z^3 - 262/37*z + 1
*
-1 | 0.11560801965355261685910597392984723487 | 0.020280530482435369046691046815242955006
f(z) = 299/38*z^3 - 261/38*z + 1
*
[ 2/3 ] 
f(z) = 288/23*z^3 - 279/46*z + 1
*
-12/17 | 0.17566441033575977767017541139445452257 | 0.027622041030310639613485951502833871814
f(z) = 289/23*z^3 - 265/46*z + 1
*
6/17 | 0.18456604682133553990913981958509063390 | 0.027282333103300148245101901142813542222
f(z) = 289/28*z^3 - 271/42*z + 1
*
[ -5/6 ] 
f(z) = 292/25*z^3 - 266/45*z + 1
*
-3/4 | 0.16421593912474247998506879635382509883 | 0.025725036177976250824576143079959269330
f(z) = 296/21*z^3 - 277/42*z + 1
*
[ -5/6 ] 
f(z) = 296/25*z^3 - 271/45*z + 1
*
[ 15/28 ] 
f(z) = 280/27*z^3 - 269/70*z + 1
*
[ 1/4 ] 
f(z) = 280/39*z^3 - 269/78*z + 1
*
[ 6/11 ] 
f(z) = 286/27*z^3 - 263/66*z + 1
*
[ 5/8 ] 
f(z) = 288/35*z^3 - 267/70*z + 1
*
1/6 | 0.13699783011723632175491856555240610425 | 0.021553730274958443621213244878591930653
f(z) = 288/35*z^3 - 261/70*z + 1
*
-12/17 | 0.18396676106678120494638521088161022185 | 0.028927529558703914375348340779475184821
f(z) = 289/30*z^3 - 263/60*z + 1
*
[ 4/17 ] 
f(z) = 289/38*z^3 - 279/76*z + 1
*
[ 3/7 ] 
f(z) = 294/25*z^3 - 262/75*z + 1
*
[ 1/4 ] 
f(z) = 296/39*z^3 - 271/78*z + 1
*
[ 2/5 ] 
f(z) = 299/24*z^3 - 262/75*z + 1
*
[ 6/13 ] 
f(z) = 299/27*z^3 - 275/78*z + 1
*
[ 1/3 ] 
f(z) = 282/29*z^3 - 268/87*z + 1
*
[ 1/3 ] 
f(z) = 282/31*z^3 - 280/93*z + 1
*
[ 1/3 ] 
f(z) = 285/28*z^3 - 263/84*z + 1
*
[ 1/3 ] 
f(z) = 285/29*z^3 - 269/87*z + 1
*
[ 1/3 ] 
f(z) = 291/28*z^3 - 265/84*z + 1
*
[ 1/3 ] 
f(z) = 291/29*z^3 - 271/87*z + 1
*
[ 3/7 ] 
f(z) = 294/29*z^3 - 278/87*z + 1
*
[ 1/3 ] 
f(z) = 294/29*z^3 - 272/87*z + 1
*
[ 5/12 ] 
f(z) = 297/25*z^3 - 277/80*z + 1
*
-6/5 | 0.20774863377682896977474403703696537130 | 0.027289274245945337331830363070954005121
f(z) = 295/24*z^3 - 253/15*z + 1
*
-1 | 0.12696470895852118988334172837070480658 | 0.022532289206878414971882952510931623892
f(z) = 280/23*z^3 - 257/23*z + 1
*
-1 | 0.11348578922258406263269707901446306769 | 0.020140199939098833765064843355356575836
f(z) = 280/27*z^3 - 253/27*z + 1
*
12/35 | 0.14509002742683543699422038575340964940 | 0.015787579329174751531666630654564358948
f(z) = 280/27*z^3 - 241/35*z + 1
*
-1 | 0.12709077693083917841937003601172184087 | 0.022554662353206200210004388596764324474
f(z) = 280/29*z^3 - 251/29*z + 1
*
-1 | 0.12713250212657444355515482314918067863 | 0.022562067278442769305571299142884480622
f(z) = 280/31*z^3 - 249/31*z + 1
*
-1 | 0.10683044240602867092990829990040185930 | 0.018959082757223553712518016003036249017
f(z) = 280/33*z^3 - 247/33*z + 1
*
-1 | 0.12725680377272589638036900013685215672 | 0.022584126956781342976234703686482973943
f(z) = 280/37*z^3 - 243/37*z + 1
*
-1 | 0.10695327860298235716780870297404368694 | 0.018980882363882265129718695063756282280
f(z) = 280/39*z^3 - 241/39*z + 1
*
[ -1 ] 
f(z) = 281/20*z^3 - 241/20*z + 1
*
-1 | 0.10664318118717386063447514193715108445 | 0.018913883116858861125768878467953341643
f(z) = 281/21*z^3 - 260/21*z + 1
*
-1 | 0.11417252174971845401072655340100618153 | 0.020249262142143607058049002829134932042
f(z) = 281/22*z^3 - 259/22*z + 1
*
-1 | 0.12702899954591920541642246450155551519 | 0.022529444668816753121494802396308064160
f(z) = 281/23*z^3 - 258/23*z + 1
*
-1 | 0.098149021868116310834415080000097218122 | 0.017407387016984877993301009797121431945
f(z) = 281/24*z^3 - 257/24*z + 1
*
-1 | 0.12707102863297322548912781572747239486 | 0.022536898809167769107738481727722909804
f(z) = 281/25*z^3 - 256/25*z + 1
*
-1 | 0.11425592812408757936091502498635745660 | 0.020264054821792292768635887439860974335
f(z) = 281/26*z^3 - 255/26*z + 1
*
-1 | 0.11354979352785236625612532616262685730 | 0.020138817117240682279788166026657641424
f(z) = 281/27*z^3 - 254/27*z + 1
*
-1 | 0.11857641973866776124200168875143413179 | 0.021030322974109626733480635141948146633
f(z) = 281/28*z^3 - 253/28*z + 1
*
-1 | 0.12715463959536878329995313861717002107 | 0.022551727773874495808093474428251884615
f(z) = 281/29*z^3 - 252/29*z + 1
*
-1 | 0.093995752843828607977920986557914145933 | 0.016670776912112125733760939412781496259
f(z) = 281/30*z^3 - 251/30*z + 1
*
-1 | 0.12719622413275573754899308556268931227 | 0.022559103070361807428658523495522416194
f(z) = 281/31*z^3 - 250/31*z + 1
*
-1 | 0.11865958913948808592414750202859666591 | 0.021045073624910767692162027669358346645
f(z) = 281/32*z^3 - 249/32*z + 1
*
-1 | 0.10689402472318165252693601763816109456 | 0.018958371899618856025554062269154184705
f(z) = 281/33*z^3 - 248/33*z + 1
*
-1 | 0.11442292167356929808581226400605229338 | 0.020293672247313602065781866741837716015
f(z) = 281/34*z^3 - 247/34*z + 1
*
-1 | 0.12727895784124240461284632803255702585 | 0.022573776448206703316341764036284600516
f(z) = 281/35*z^3 - 246/35*z + 1
*
-1 | 0.10517906422618211177192828537461426982 | 0.018654212158422194398969284665073347296
f(z) = 281/36*z^3 - 245/36*z + 1
*
-1 | 0.12732010956866389449538085857274168316 | 0.022581074982945092265934482454512588781
f(z) = 281/37*z^3 - 244/37*z + 1
*
-1 | 0.11450457330223298149795699007097410958 | 0.020308153711047654778128355814190483960
f(z) = 281/38*z^3 - 243/38*z + 1
*
-1 | 0.10701748115816193617450761422742202166 | 0.018980267726011570663817893330336152877
f(z) = 281/39*z^3 - 242/39*z + 1
*
-1 | 0.12709306761614379540676228103832159100 | 0.022526614851706742474046316852473937260
f(z) = 282/23*z^3 - 259/23*z + 1
*
-1 | 0.12713495403325310385974055438335633827 | 0.022534039011052625451913080053231648612
f(z) = 282/25*z^3 - 257/25*z + 1
*
[ 5/6 ] 
f(z) = 282/25*z^3 - 241/30*z + 1
*
-1 | 0.12721828263979522877728819131913510897 | 0.022548808592595603502492440151620168874
f(z) = 282/29*z^3 - 253/29*z + 1
*
-1 | 0.12725972746476738811244160219356060331 | 0.022556154481928954052797860772232163245
f(z) = 282/31*z^3 - 251/31*z + 1
*
-1 | 0.12734218461495289569696632633977702903 | 0.022570769602162013287084255185525131391
f(z) = 282/35*z^3 - 247/35*z + 1
*
-1 | 0.12738319947137636030975255045933920712 | 0.022578039281706140345459950434484036437
f(z) = 282/37*z^3 - 245/37*z + 1
*
[ -1 ] 
f(z) = 283/20*z^3 - 243/20*z + 1
*
[ -1 ] 
f(z) = 283/21*z^3 - 241/21*z + 1
*
-1 | 0.12715691470481706041653815268541422113 | 0.022523799623002441829369293455147294320
f(z) = 283/23*z^3 - 260/23*z + 1
*
-1 | 0.098275760973349252452201248985031748182 | 0.017407968360197612932090119429852161606
f(z) = 283/24*z^3 - 259/24*z + 1
*
-1 | 0.12719865941781463220782553193104220373 | 0.022531194026626183050553393854068026770
f(z) = 283/25*z^3 - 258/25*z + 1
*
-1 | 0.11438341746918165494181314179772508916 | 0.020261180300346539855672681048233076266
f(z) = 283/26*z^3 - 257/26*z + 1
*
-1 | 0.11367714192692812963827267226356708729 | 0.020136074962353126286043801263617974290
f(z) = 283/27*z^3 - 256/27*z + 1
*
-1 | 0.11870362768214825344157381171121567562 | 0.021026435964122267558589143825154015498
f(z) = 283/28*z^3 - 255/28*z + 1
*
-1 | 0.12728170757040083400332359236036408920 | 0.022545904669395823003219465590334188790
f(z) = 283/29*z^3 - 254/29*z + 1
*
-1 | 0.094121647717891386678820312889000235592 | 0.016672134097512040195913173869918128194
f(z) = 283/30*z^3 - 253/30*z + 1
*
-1 | 0.12732301361937343179251857066460436662 | 0.022553221370752068425643521902580867957
f(z) = 283/31*z^3 - 252/31*z + 1
*
-1 | 0.11878624009973336499063725074436337421 | 0.021041069423453821830304518426177583884
f(z) = 283/32*z^3 - 251/32*z + 1
*
-1 | 0.10702053763138771510222176526232995235 | 0.018956964713646456632203447431514780638
f(z) = 283/33*z^3 - 250/33*z + 1
*
-1 | 0.11454929700093716212626438516825049874 | 0.020290563187966075462051729644455627017
f(z) = 283/34*z^3 - 249/34*z + 1
*
-1 | 0.12740519605586878171873161050448868061 | 0.022567778665858264183433086286013977921
f(z) = 283/35*z^3 - 248/35*z + 1
*
-1 | 0.10530516579308698026767515754260131310 | 0.018653114217945781766136312075567223151
f(z) = 283/36*z^3 - 247/36*z + 1
*
-1 | 0.12744607494981777507889094209889797751 | 0.022575019703581258046934557289964069205
f(z) = 283/37*z^3 - 246/37*z + 1
*
-1 | 0.11463105509593763862771254612342309404 | 0.020305045317810323477240762092470536338
f(z) = 283/38*z^3 - 245/38*z + 1
*
-1 | 0.10714317554166219275684203674209143530 | 0.018978688044411586029352661383606768080
f(z) = 283/39*z^3 - 244/39*z + 1
*
[ -1 ] 
f(z) = 284/21*z^3 - 242/21*z + 1
*
-1 | 0.12726214629665226974046610419363193639 | 0.022528363722557405196893755852765818936
f(z) = 284/25*z^3 - 259/25*z + 1
*
-1 | 0.11374048903701227254174579832755377329 | 0.020134715479608182059733975483757289389
f(z) = 284/27*z^3 - 257/27*z + 1
*
-1 | 0.12734491587801516334128563875801811279 | 0.022543015866092376578503435706472718239
f(z) = 284/29*z^3 - 255/29*z + 1
*
-1 | 0.12738608407801253582408646742571957482 | 0.022550303596264566763074425561660374071
f(z) = 284/31*z^3 - 253/31*z + 1
*
-1 | 0.10708243756556344524674507862127694735 | 0.018956085308758600466662398865299523860
f(z) = 284/33*z^3 - 251/33*z + 1
*
-1 | 0.12746799362701616028588873206798759978 | 0.022564803494042519240736034490128706599
f(z) = 284/35*z^3 - 249/35*z + 1
*
-1 | 0.12750873745798723385819944157380192675 | 0.022572016101013857823162333269390332695
f(z) = 284/37*z^3 - 247/37*z + 1
*
-1 | 0.10720570389141605813429125290547255492 | 0.018977906319203274972692605476179592618
f(z) = 284/39*z^3 - 245/39*z + 1
*
[ -1 ] 
f(z) = 285/22*z^3 - 241/22*z + 1
*
-1 | 0.11451068681258843025024366620668106199 | 0.020258453074499469661210590042800792986
f(z) = 285/26*z^3 - 259/26*z + 1
*
-1 | 0.11882996725009513407970349066430807777 | 0.021022590837484345966182770275346013989
f(z) = 285/28*z^3 - 257/28*z + 1
*
-1 | 0.12740790903822579828680434582151693275 | 0.022540142046264010233779409215368264394
f(z) = 285/29*z^3 - 256/29*z + 1
*
-1 | 0.12744894030700664422311956518318953065 | 0.022547401019695410204948326553717347839
f(z) = 285/31*z^3 - 254/31*z + 1
*
-1 | 0.11891203010105696998154301575941468300 | 0.021037108839791771105364211939448891560
f(z) = 285/32*z^3 - 253/32*z + 1
*
-1 | 0.11467416288246813541608136618378435978 | 0.020287374150624720289912195062574898761
f(z) = 285/34*z^3 - 251/34*z + 1
*
-1 | 0.12757118843513095196651600944761414911 | 0.022569028328342199610311223880625896254
f(z) = 285/37*z^3 - 248/37*z + 1
*
[ -1 ] 
f(z) = 286/21*z^3 - 244/21*z + 1
*
-1 | 0.11386653650337184584134635129436239377 | 0.020132019336652214433752934667697474737
f(z) = 286/27*z^3 - 259/27*z + 1
*
-1 | 0.12747068851158552601097722827358707667 | 0.022537283075222182141159369978424772577
f(z) = 286/29*z^3 - 257/29*z + 1
*
-1 | 0.12751158375776608297029939570749589799 | 0.022544513504039692941892424719617499539
f(z) = 286/31*z^3 - 255/31*z + 1
*
-1 | 0.12759295293794972395380214682237590757 | 0.022558899872143688884976847243149239957
f(z) = 286/35*z^3 - 251/35*z + 1
*
-1 | 0.12763342930594135253988761070309226411 | 0.022566056241768234260320509111441547947
f(z) = 286/37*z^3 - 249/37*z + 1
*
[ -1 ] 
f(z) = 287/20*z^3 - 247/20*z + 1
*
[ -1 ] 
f(z) = 287/22*z^3 - 243/22*z + 1
*
[ -1 ] 
f(z) = 287/23*z^3 - 241/23*z + 1
*
-1 | 0.11392923978432879226533657453306160026 | 0.020130682532595802295592255722186104969
f(z) = 287/27*z^3 - 260/27*z + 1
*
-1 | 0.12753325574381601742262069820614161558 | 0.022534438819982824527017449306571935701
f(z) = 287/29*z^3 - 258/29*z + 1
*
-1 | 0.094372922461734541286462590114520337915 | 0.016675186680318548803504271558558164728
f(z) = 287/30*z^3 - 257/30*z + 1
*
-1 | 0.12757401586699119619475141022238103579 | 0.022541640914029816405313123846453137372
f(z) = 287/31*z^3 - 256/31*z + 1
*
-1 | 0.11903697077834069266173874575104843371 | 0.021033191065936309641536668588594738888
f(z) = 287/32*z^3 - 255/32*z + 1
*
-1 | 0.10726996404570122755103213435327783308 | 0.018954024406507186189978439674618197828
f(z) = 287/33*z^3 - 254/33*z + 1
*
-1 | 0.11479883515955864833145306688561748056 | 0.020284335347831857974973906023529213737
f(z) = 287/34*z^3 - 253/34*z + 1
*
-1 | 0.10555481934705470360289640484202588409 | 0.018650967583769858162459152845224753614
f(z) = 287/36*z^3 - 251/36*z + 1
*
-1 | 0.12769546148075280426313230670208971381 | 0.022563099699327069525508007703714667213
f(z) = 287/37*z^3 - 250/37*z + 1
*
-1 | 0.11487952335603005124622023898405153417 | 0.020298592517197407941272883031956656529
f(z) = 287/38*z^3 - 249/38*z + 1
*
-1 | 0.10739203069539925335305615297657333393 | 0.018975592925506700688797784628300014380
f(z) = 287/39*z^3 - 248/39*z + 1
*
[ 1/12 ] 
f(z) = 288/23*z^3 - 255/23*z + 1
*
[ -1 ] 
f(z) = 288/23*z^3 - 242/23*z + 1
*
-1 | 0.12759561216600806592180359191815146974 | 0.022531609149238665597114158628283251205
f(z) = 288/29*z^3 - 259/29*z + 1
*
-1 | 0.12763623805687058356875752625448658660 | 0.022538783116107235793344290588218019077
f(z) = 288/31*z^3 - 257/31*z + 1
*
-1 | 0.12771707395811325093086952339963519340 | 0.022553057611139686876706131556949458489
f(z) = 288/35*z^3 - 253/35*z + 1
*
-1 | 0.12775728635573407674212738313698738005 | 0.022560158560857043983539680620105225834
f(z) = 288/37*z^3 - 251/37*z + 1
*
[ -1 ] 
f(z) = 289/20*z^3 - 249/20*z + 1
*
[ -1 ] 
f(z) = 289/22*z^3 - 245/22*z + 1
*
[ -1 ] 
f(z) = 289/23*z^3 - 243/23*z + 1
*
[ -1 ] 
f(z) = 289/24*z^3 - 241/24*z + 1
*
15/17 | 0.11737363882288204139980191168526513216 | 0.020713872301413446961488716320885651906
f(z) = 289/26*z^3 - 251/26*z + 1
*
-1 | 0.12765775919481845633812684771326171268 | 0.022528793933332098439171405356373362106
f(z) = 289/29*z^3 - 260/29*z + 1
*
-1 | 0.12769825173527600747104650313569912603 | 0.022535939978394765574420193039940820704
f(z) = 289/31*z^3 - 258/31*z + 1
*
-1 | 0.11916107353203693164681393042684945351 | 0.021029315314715770358196553845016633234
f(z) = 289/32*z^3 - 257/32*z + 1
*
[ 20/17 ] 
f(z) = 289/32*z^3 - 247/20*z + 1
*
-1 | 0.10739496774850498901695580437732545673 | 0.018952855769546678814307889588509921559
f(z) = 289/33*z^3 - 256/33*z + 1
*
-1 | 0.12777882361224800388718599276864396075 | 0.022550159147089037706911372618369321811
f(z) = 289/35*z^3 - 254/35*z + 1
*
-1 | 0.10567839408630770483957218255810804141 | 0.018649918176477933150285894412796609692
f(z) = 289/36*z^3 - 253/36*z + 1
*
-1 | 0.12781890531307757939878914884107894856 | 0.022557232687970394684262861228522255315
f(z) = 289/37*z^3 - 252/37*z + 1
*
-1 | 0.11500348885382207912470285994329792083 | 0.020295592828384653015102797371986459406
f(z) = 289/38*z^3 - 251/38*z + 1
*
-1 | 0.10751521401021988519842316863537750640 | 0.018974076596768737506901568608252204374
f(z) = 289/39*z^3 - 250/39*z + 1
*
[ -1 ] 
f(z) = 290/21*z^3 - 248/21*z + 1
*
[ -1 ] 
f(z) = 290/23*z^3 - 244/23*z + 1
*
-1 | 0.12776005829595403686739540214122962938 | 0.022533111370669430967947355639992119875
f(z) = 290/31*z^3 - 259/31*z + 1
*
-1 | 0.10745664271941502684973365632315842286 | 0.018952186858789912707150958062303177862
f(z) = 290/33*z^3 - 257/33*z + 1
*
-1 | 0.12788031972118544823196801483256147638 | 0.022554321944024504681312386095135032582
f(z) = 290/37*z^3 - 253/37*z + 1
*
-1 | 0.10757649942305126745393526839406498306 | 0.018973326051175849945602951947373792269
f(z) = 290/39*z^3 - 251/39*z + 1
*
[ -1 ] 
f(z) = 291/20*z^3 - 251/20*z + 1
*
[ -1 ] 
f(z) = 291/22*z^3 - 247/22*z + 1
*
[ -1 ] 
f(z) = 291/23*z^3 - 245/23*z + 1
*
[ -1 ] 
f(z) = 291/25*z^3 - 241/25*z + 1
*
-1 | 0.12782165911871449329143524614771881814 | 0.022530297164335852748535394064779676240
f(z) = 291/31*z^3 - 260/31*z + 1
*
-1 | 0.11928434953442882738264114931261102695 | 0.021025480819093102249126116201070668879
f(z) = 291/32*z^3 - 259/32*z + 1
*
-1 | 0.11504568757662495438406533668772992356 | 0.020278359289401544264166663022675434015
f(z) = 291/34*z^3 - 257/34*z + 1
*
-1 | 0.12790170809251745085434389446969934031 | 0.022544406879230147322572486125605846212
f(z) = 291/35*z^3 - 256/35*z + 1
*
-1 | 0.12794153093485254328970549542875061283 | 0.022551426194093716981278577179300918630
f(z) = 291/37*z^3 - 254/37*z + 1
*
-1 | 0.11512533354562039756788143446911941508 | 0.020292397969244857986505160982636585291
f(z) = 291/38*z^3 - 253/38*z + 1
*
[ -1 ] 
f(z) = 292/21*z^3 - 250/21*z + 1
*
[ -1 ] 
f(z) = 292/23*z^3 - 246/23*z + 1
*
[ -1 ] 
f(z) = 292/25*z^3 - 242/25*z + 1
*
-1 | 0.10757937937367588603388495235481978012 | 0.018950862256998003166680541890071909094
f(z) = 292/33*z^3 - 259/33*z + 1
*
-1 | 0.12796284563117140875532259574782305030 | 0.022541552811404436095729743192627924984
f(z) = 292/35*z^3 - 257/35*z + 1
*
-1 | 0.12800254029544641824026421972022080434 | 0.022548545304941701801964625115856667338
f(z) = 292/37*z^3 - 255/37*z + 1
*
-1 | 0.10769743087664841687508789312882206206 | 0.018971657857280220894820453402308969079
f(z) = 292/39*z^3 - 253/39*z + 1
*
[ -1 ] 
f(z) = 293/20*z^3 - 253/20*z + 1
*
[ -1 ] 
f(z) = 293/21*z^3 - 251/21*z + 1
*
[ -1 ] 
f(z) = 293/22*z^3 - 249/22*z + 1
*
[ -1 ] 
f(z) = 293/23*z^3 - 247/23*z + 1
*
[ -1 ] 
f(z) = 293/24*z^3 - 245/24*z + 1
*
[ -1 ] 
f(z) = 293/25*z^3 - 243/25*z + 1
*
[ -1 ] 
f(z) = 293/26*z^3 - 241/26*z + 1
*
-1 | 0.10763941014258925259981620527980090668 | 0.018950024506599606880713120819125062147
f(z) = 293/33*z^3 - 260/33*z + 1
*
-1 | 0.11516788970388074055808961598568734699 | 0.020275420771730758111671231956461274051
f(z) = 293/34*z^3 - 259/34*z + 1
*
-1 | 0.12802378182147365141645736253159445931 | 0.022538713281043705744435670312886483602
f(z) = 293/35*z^3 - 258/35*z + 1
*
-1 | 0.10592309467638826073088470581495693656 | 0.018647865473003268007859930685220933300
f(z) = 293/36*z^3 - 257/36*z + 1
*
-1 | 0.12806334913108432200986476052418655956 | 0.022545679144994364379231431463551729920
f(z) = 293/37*z^3 - 256/37*z + 1
*
-1 | 0.11524702460208717595391714058045028995 | 0.020289352548747676862480779970904303341
f(z) = 293/38*z^3 - 255/38*z + 1
*
-1 | 0.10775914680379746868195428086029796601 | 0.018971104264108760474018568416129740188
f(z) = 293/39*z^3 - 254/39*z + 1
*
[ -1 ] 
f(z) = 294/23*z^3 - 248/23*z + 1
*
[ 5/6 ] 
f(z) = 294/25*z^3 - 251/30*z + 1
*
[ -1 ] 
f(z) = 294/25*z^3 - 244/25*z + 1
*
-1 | 0.12812395875680729107299996922662302099 | 0.022542827584313280899489644136302513063
f(z) = 294/37*z^3 - 257/37*z + 1
*
[ -1 ] 
f(z) = 295/21*z^3 - 253/21*z + 1
*
[ -1 ] 
f(z) = 295/22*z^3 - 251/22*z + 1
*
[ -1 ] 
f(z) = 295/23*z^3 - 249/23*z + 1
*
[ -1 ] 
f(z) = 295/24*z^3 - 247/24*z + 1
*
[ -1 ] 
f(z) = 295/26*z^3 - 243/26*z + 1
*
[ -1 ] 
f(z) = 295/27*z^3 - 241/27*z + 1
*
-1 | 0.10604424194958978459254670138941346193 | 0.018646861522157299703488490657637733393
f(z) = 295/36*z^3 - 259/36*z + 1
*
-1 | 0.12818437047475138963544205789864767727 | 0.022539990494569650462397545704172713641
f(z) = 295/37*z^3 - 258/37*z + 1
*
-1 | 0.11536792042526911988653458356301453645 | 0.020286340839627056595271078314322932094
f(z) = 295/38*z^3 - 257/38*z + 1
*
-1 | 0.10787991751297313454835200835944184408 | 0.018969647440569438660791200395510720683
f(z) = 295/39*z^3 - 256/39*z + 1
*
[ -1 ] 
f(z) = 296/21*z^3 - 254/21*z + 1
*
[ -1 ] 
f(z) = 296/23*z^3 - 250/23*z + 1
*
[ -1 ] 
f(z) = 296/25*z^3 - 246/25*z + 1
*
[ -1 ] 
f(z) = 296/27*z^3 - 242/27*z + 1
*
-1 | 0.10793897487119555203845022831919366384 | 0.018968744547266439455466677021998435488
f(z) = 296/39*z^3 - 257/39*z + 1
*
[ -1 ] 
f(z) = 297/20*z^3 - 257/20*z + 1
*
[ -1 ] 
f(z) = 297/23*z^3 - 251/23*z + 1
*
[ -1 ] 
f(z) = 297/25*z^3 - 247/25*z + 1
*
[ -1 ] 
f(z) = 297/26*z^3 - 245/26*z + 1
*
[ -1 ] 
f(z) = 297/28*z^3 - 241/28*z + 1
*
-1 | 0.12830460533233029324508631936469262578 | 0.022534359222474889755649698299693812500
f(z) = 297/37*z^3 - 260/37*z + 1
*
-1 | 0.11548803135086600880021368549399029399 | 0.020283362219275613153198488216556853186
f(z) = 297/38*z^3 - 259/38*z + 1
*
[ -1 ] 
f(z) = 298/21*z^3 - 256/21*z + 1
*
[ -1 ] 
f(z) = 298/23*z^3 - 252/23*z + 1
*
[ -1 ] 
f(z) = 298/25*z^3 - 248/25*z + 1
*
[ -1 ] 
f(z) = 298/27*z^3 - 244/27*z + 1
*
-1 | 0.10805960802369807372169374938440202369 | 0.018967497774024032565009356467351501134
f(z) = 298/39*z^3 - 259/39*z + 1
*
[ -1 ] 
f(z) = 299/20*z^3 - 259/20*z + 1
*
[ -1 ] 
f(z) = 299/21*z^3 - 257/21*z + 1
*
[ -1 ] 
f(z) = 299/22*z^3 - 255/22*z + 1
*
[ -1 ] 
f(z) = 299/24*z^3 - 251/24*z + 1
*
[ -1 ] 
f(z) = 299/25*z^3 - 249/25*z + 1
*
[ -1 ] 
f(z) = 299/27*z^3 - 245/27*z + 1
*
[ -1 ] 
f(z) = 299/28*z^3 - 243/28*z + 1
*
[ -1 ] 
f(z) = 299/29*z^3 - 241/29*z + 1
*
[ -5/6 ] 
f(z) = 284/25*z^3 - 256/45*z + 1
*
[ 6/7 ] 
f(z) = 287/36*z^3 - 253/42*z + 1
*
[ 6/29 ] 
f(z) = 290/27*z^3 - 249/58*z + 1
*
-3/4 | 0.28419382336790947293355668597312770408 | 0.028754996726154095120606533743924873503
f(z) = 280/27*z^3 - 257/70*z + 1
*
[ 1/4 ] 
f(z) = 280/37*z^3 - 257/74*z + 1
*
[ 2/5 ] 
f(z) = 281/24*z^3 - 253/75*z + 1
*
[ 1/3 ] 
f(z) = 282/25*z^3 - 244/75*z + 1
*
[ 2/5 ] 
f(z) = 283/24*z^3 - 254/75*z + 1
*
[ 1/3 ] 
f(z) = 285/26*z^3 - 251/78*z + 1
*
[ 2/7 ] 
f(z) = 287/20*z^3 - 257/70*z + 1
*
[ 2/5 ] 
f(z) = 287/24*z^3 - 256/75*z + 1
*
[ 2/5 ] 
f(z) = 289/24*z^3 - 257/75*z + 1
*
[ 6/17 ] 
f(z) = 289/26*z^3 - 251/78*z + 1
*
[ 10/17 ] 
f(z) = 289/35*z^3 - 249/70*z + 1
*
[ -15/17 ] 
f(z) = 289/36*z^3 - 247/60*z + 1
*
[ 1/3 ] 
f(z) = 291/25*z^3 - 247/75*z + 1
*
[ 1/3 ] 
f(z) = 291/26*z^3 - 253/78*z + 1
*
[ 3/10 ] 
f(z) = 292/27*z^3 - 248/75*z + 1
*
[ 2/5 ] 
f(z) = 293/24*z^3 - 259/75*z + 1
*
[ 3/7 ] 
f(z) = 294/23*z^3 - 254/69*z + 1
*
[ 1/3 ] 
f(z) = 294/25*z^3 - 248/75*z + 1
*
[ 1/4 ] 
f(z) = 296/35*z^3 - 247/70*z + 1
*
[ 6/23 ] 
f(z) = 299/24*z^3 - 254/69*z + 1
*
[ 2/5 ] 
f(z) = 295/36*z^3 - 253/90*z + 1
*
30/17 | 0.18842841379164795466212011085893911067 | 0.027628733380708144770617778977217109364
f(z) = 289/32*z^3 - 229/8*z + 1
*
-30/17 | 0.17889525933325875770759432233667933572 | 0.026368397306019404249612165913015871141
f(z) = 289/32*z^3 - 221/8*z + 1
*
[ 10/7 ] 
f(z) = 294/25*z^3 - 237/10*z + 1
*
[ -10/7 ] 
f(z) = 294/25*z^3 - 223/10*z + 1
*
[ -6/5 ] 
f(z) = 295/24*z^3 - 238/15*z + 1
*
[ -1 ] 
f(z) = 280/23*z^3 - 234/23*z + 1
*
[ -1 ] 
f(z) = 280/27*z^3 - 226/27*z + 1
*
[ -1 ] 
f(z) = 280/29*z^3 - 222/29*z + 1
*
[ -1 ] 
f(z) = 281/21*z^3 - 239/21*z + 1
*
[ -1 ] 
f(z) = 281/22*z^3 - 237/22*z + 1
*
[ -1 ] 
f(z) = 281/23*z^3 - 235/23*z + 1
*
[ -1 ] 
f(z) = 281/24*z^3 - 233/24*z + 1
*
[ -1 ] 
f(z) = 281/25*z^3 - 231/25*z + 1
*
[ -1 ] 
f(z) = 281/26*z^3 - 229/26*z + 1
*
[ -1 ] 
f(z) = 281/27*z^3 - 227/27*z + 1
*
[ -1 ] 
f(z) = 281/28*z^3 - 225/28*z + 1
*
[ -1 ] 
f(z) = 281/29*z^3 - 223/29*z + 1
*
[ -1 ] 
f(z) = 281/30*z^3 - 221/30*z + 1
*
[ -1 ] 
f(z) = 282/23*z^3 - 236/23*z + 1
*
[ -1 ] 
f(z) = 282/25*z^3 - 232/25*z + 1
*
[ -1 ] 
f(z) = 282/29*z^3 - 224/29*z + 1
*
[ -1 ] 
f(z) = 283/22*z^3 - 239/22*z + 1
*
[ -1 ] 
f(z) = 283/23*z^3 - 237/23*z + 1
*
[ -1 ] 
f(z) = 283/24*z^3 - 235/24*z + 1
*
[ -1 ] 
f(z) = 283/25*z^3 - 233/25*z + 1
*
[ -1 ] 
f(z) = 283/26*z^3 - 231/26*z + 1
*
[ -1 ] 
f(z) = 283/27*z^3 - 229/27*z + 1
*
[ -1 ] 
f(z) = 283/28*z^3 - 227/28*z + 1
*
[ -1 ] 
f(z) = 283/29*z^3 - 225/29*z + 1
*
[ -1 ] 
f(z) = 283/30*z^3 - 223/30*z + 1
*
[ -1 ] 
f(z) = 283/31*z^3 - 221/31*z + 1
*
[ -1 ] 
f(z) = 284/23*z^3 - 238/23*z + 1
*
[ -1 ] 
f(z) = 284/25*z^3 - 234/25*z + 1
*
[ -1 ] 
f(z) = 284/27*z^3 - 230/27*z + 1
*
[ -1 ] 
f(z) = 284/29*z^3 - 226/29*z + 1
*
[ -1 ] 
f(z) = 284/31*z^3 - 222/31*z + 1
*
[ -1 ] 
f(z) = 285/23*z^3 - 239/23*z + 1
*
[ -1 ] 
f(z) = 285/26*z^3 - 233/26*z + 1
*
[ -1 ] 
f(z) = 285/28*z^3 - 229/28*z + 1
*
[ -1 ] 
f(z) = 285/29*z^3 - 227/29*z + 1
*
[ -1 ] 
f(z) = 285/31*z^3 - 223/31*z + 1
*
[ -1 ] 
f(z) = 285/32*z^3 - 221/32*z + 1
*
[ -1 ] 
f(z) = 286/23*z^3 - 240/23*z + 1
*
[ -1 ] 
f(z) = 286/25*z^3 - 236/25*z + 1
*
[ -1 ] 
f(z) = 286/27*z^3 - 232/27*z + 1
*
[ -1 ] 
f(z) = 286/29*z^3 - 228/29*z + 1
*
[ -1 ] 
f(z) = 286/31*z^3 - 224/31*z + 1
*
[ -1 ] 
f(z) = 287/24*z^3 - 239/24*z + 1
*
[ -1 ] 
f(z) = 287/25*z^3 - 237/25*z + 1
*
[ -1 ] 
f(z) = 287/26*z^3 - 235/26*z + 1
*
[ -1 ] 
f(z) = 287/27*z^3 - 233/27*z + 1
*
[ -1 ] 
f(z) = 287/29*z^3 - 229/29*z + 1
*
[ -1 ] 
f(z) = 287/30*z^3 - 227/30*z + 1
*
[ -1 ] 
f(z) = 287/31*z^3 - 225/31*z + 1
*
[ -1 ] 
f(z) = 287/32*z^3 - 223/32*z + 1
*
[ -1 ] 
f(z) = 287/33*z^3 - 221/33*z + 1
*
[ -1 ] 
f(z) = 288/25*z^3 - 238/25*z + 1
*
[ -1 ] 
f(z) = 288/29*z^3 - 230/29*z + 1
*
[ -1 ] 
f(z) = 288/31*z^3 - 226/31*z + 1
*
[ -1 ] 
f(z) = 289/25*z^3 - 239/25*z + 1
*
[ -1 ] 
f(z) = 289/27*z^3 - 235/27*z + 1
*
[ -1 ] 
f(z) = 289/28*z^3 - 233/28*z + 1
*
[ -1 ] 
f(z) = 289/29*z^3 - 231/29*z + 1
*
[ -1 ] 
f(z) = 289/31*z^3 - 227/31*z + 1
*
[ -1 ] 
f(z) = 289/32*z^3 - 225/32*z + 1
*
14/17 | 0.11129671351179811920595662606190569096 | 0.019641428300005527396474708258703633630
f(z) = 289/33*z^3 - 229/33*z + 1
*
11/17 | 0.12393867381257236564903099145720531603 | 0.021872456952912261530417276127913234623
f(z) = 289/36*z^3 - 229/36*z + 1
*
[ -1 ] 
f(z) = 290/27*z^3 - 236/27*z + 1
*
[ -1 ] 
f(z) = 290/31*z^3 - 228/31*z + 1
*
[ -1 ] 
f(z) = 290/33*z^3 - 224/33*z + 1
*
[ -1 ] 
f(z) = 291/26*z^3 - 239/26*z + 1
*
[ -1 ] 
f(z) = 291/28*z^3 - 235/28*z + 1
*
[ -1 ] 
f(z) = 291/29*z^3 - 233/29*z + 1
*
[ -1 ] 
f(z) = 291/31*z^3 - 229/31*z + 1
*
[ -1 ] 
f(z) = 291/32*z^3 - 227/32*z + 1
*
[ -1 ] 
f(z) = 291/34*z^3 - 223/34*z + 1
*
[ -1 ] 
f(z) = 291/35*z^3 - 221/35*z + 1
*
[ -1 ] 
f(z) = 292/27*z^3 - 238/27*z + 1
*
[ -1 ] 
f(z) = 292/29*z^3 - 234/29*z + 1
*
[ -1 ] 
f(z) = 292/31*z^3 - 230/31*z + 1
*
[ -1 ] 
f(z) = 292/33*z^3 - 226/33*z + 1
*
[ -1 ] 
f(z) = 292/35*z^3 - 222/35*z + 1
*
[ -1 ] 
f(z) = 293/27*z^3 - 239/27*z + 1
*
[ -1 ] 
f(z) = 293/28*z^3 - 237/28*z + 1
*
[ -1 ] 
f(z) = 293/29*z^3 - 235/29*z + 1
*
[ -1 ] 
f(z) = 293/30*z^3 - 233/30*z + 1
*
[ -1 ] 
f(z) = 293/31*z^3 - 231/31*z + 1
*
[ -1 ] 
f(z) = 293/32*z^3 - 229/32*z + 1
*
[ -1 ] 
f(z) = 293/33*z^3 - 227/33*z + 1
*
[ -1 ] 
f(z) = 293/34*z^3 - 225/34*z + 1
*
[ -1 ] 
f(z) = 293/35*z^3 - 223/35*z + 1
*
[ -1 ] 
f(z) = 293/36*z^3 - 221/36*z + 1
*
[ 5/42 ] 
f(z) = 294/25*z^3 - 227/30*z + 1
*
[ -1 ] 
f(z) = 294/29*z^3 - 236/29*z + 1
*
[ -1 ] 
f(z) = 294/31*z^3 - 232/31*z + 1
*
[ 1/7 ] 
f(z) = 294/37*z^3 - 228/37*z + 1
*
[ -1 ] 
f(z) = 295/28*z^3 - 239/28*z + 1
*
[ -1 ] 
f(z) = 295/29*z^3 - 237/29*z + 1
*
[ -1 ] 
f(z) = 295/31*z^3 - 233/31*z + 1
*
[ -1 ] 
f(z) = 295/32*z^3 - 231/32*z + 1
*
[ -1 ] 
f(z) = 295/33*z^3 - 229/33*z + 1
*
[ -1 ] 
f(z) = 295/34*z^3 - 227/34*z + 1
*
[ -1 ] 
f(z) = 295/36*z^3 - 223/36*z + 1
*
[ -1 ] 
f(z) = 295/37*z^3 - 221/37*z + 1
*
[ -1 ] 
f(z) = 296/29*z^3 - 238/29*z + 1
*
[ -1 ] 
f(z) = 296/31*z^3 - 234/31*z + 1
*
[ -1 ] 
f(z) = 296/33*z^3 - 230/33*z + 1
*
[ -1 ] 
f(z) = 296/35*z^3 - 226/35*z + 1
*
2/3 | 0.19898585447904551775184742224506735087 | 0.029295607224255513027891601018560765852
f(z) = 297/20*z^3 - 223/30*z + 1
*
[ -1 ] 
f(z) = 297/29*z^3 - 239/29*z + 1
*
[ -1 ] 
f(z) = 297/31*z^3 - 235/31*z + 1
*
2/9 | 0.12943238414221510377353706931984228627 | 0.018860112185520082435831337796726220275
f(z) = 297/32*z^3 - 239/24*z + 1
*
[ -1 ] 
f(z) = 297/32*z^3 - 233/32*z + 1
*
[ -1 ] 
f(z) = 297/34*z^3 - 229/34*z + 1
*
[ -1 ] 
f(z) = 297/35*z^3 - 227/35*z + 1
*
[ -1 ] 
f(z) = 297/37*z^3 - 223/37*z + 1
*
[ -1 ] 
f(z) = 297/38*z^3 - 221/38*z + 1
*
[ -1 ] 
f(z) = 298/29*z^3 - 240/29*z + 1
*
[ -1 ] 
f(z) = 298/31*z^3 - 236/31*z + 1
*
[ -1 ] 
f(z) = 298/33*z^3 - 232/33*z + 1
*
[ -1 ] 
f(z) = 298/35*z^3 - 228/35*z + 1
*
[ -1 ] 
f(z) = 298/37*z^3 - 224/37*z + 1
*
[ 2/13 ] 
f(z) = 299/24*z^3 - 226/39*z + 1
*
[ -1 ] 
f(z) = 299/30*z^3 - 239/30*z + 1
*
[ -1 ] 
f(z) = 299/31*z^3 - 237/31*z + 1
*
[ -1 ] 
f(z) = 299/32*z^3 - 235/32*z + 1
*
[ -1 ] 
f(z) = 299/33*z^3 - 233/33*z + 1
*
[ -1 ] 
f(z) = 299/34*z^3 - 231/34*z + 1
*
[ -1 ] 
f(z) = 299/35*z^3 - 229/35*z + 1
*
[ -1 ] 
f(z) = 299/36*z^3 - 227/36*z + 1
*
[ -1 ] 
f(z) = 299/37*z^3 - 225/37*z + 1
*
[ -1 ] 
f(z) = 299/38*z^3 - 223/38*z + 1
*
[ -6/7 ] 
f(z) = 280/27*z^3 - 229/42*z + 1
*
3/8 | 0.25523395003696379688785810448346657646 | 0.027374840148105401361333570802855605732
f(z) = 280/27*z^3 - 221/40*z + 1
*
[ -3/4 ] 
f(z) = 296/21*z^3 - 235/42*z + 1
*
[ 1/4 ] 
f(z) = 280/31*z^3 - 221/62*z + 1
*
[ 1/4 ] 
f(z) = 280/33*z^3 - 233/66*z + 1
*
[ 1/3 ] 
f(z) = 282/23*z^3 - 232/69*z + 1
*
[ 1/3 ] 
f(z) = 285/22*z^3 - 227/66*z + 1
*
[ 1/3 ] 
f(z) = 285/23*z^3 - 233/69*z + 1
*
[ 6/17 ] 
f(z) = 289/22*z^3 - 229/66*z + 1
*
[ 4/17 ] 
f(z) = 289/30*z^3 - 227/60*z + 1
*
[ -14/17 ] 
f(z) = 289/35*z^3 - 237/70*z + 1
*
[ 1/2 ] 
f(z) = 290/39*z^3 - 223/78*z + 1
*
[ 1/3 ] 
f(z) = 291/22*z^3 - 229/66*z + 1
*
[ 1/3 ] 
f(z) = 291/23*z^3 - 235/69*z + 1
*
[ 1/3 ] 
f(z) = 294/23*z^3 - 236/69*z + 1
*
[ 2/7 ] 
f(z) = 294/37*z^3 - 233/74*z + 1
*
[ 1/2 ] 
f(z) = 294/37*z^3 - 221/74*z + 1
*
[ 2/5 ] 
f(z) = 295/28*z^3 - 223/70*z + 1
*
[ 1/4 ] 
f(z) = 296/31*z^3 - 223/62*z + 1
*
[ 1/4 ] 
f(z) = 296/33*z^3 - 235/66*z + 1
*
1/3 | 0.15407494185673466445542234991396878674 | 0.022683617343313354070260654052825241988
f(z) = 297/20*z^3 - 239/60*z + 1
*
[ 1/2 ] 
f(z) = 298/37*z^3 - 223/74*z + 1
*
[ 1/2 ] 
f(z) = 298/39*z^3 - 227/78*z + 1
*
[ 6/13 ] 
f(z) = 299/36*z^3 - 229/78*z + 1
*
[ 3/7 ] 
f(z) = 287/36*z^3 - 235/84*z + 1
*
[ 18/17 ] 
f(z) = 289/27*z^3 - 215/18*z + 1
*
3/4 | 0.13108451887962664084652515257084945832 | 0.016514845764178076076242273883388061474
f(z) = 280/27*z^3 - 203/30*z + 1
*
[ -1 ] 
f(z) = 280/31*z^3 - 218/31*z + 1
*
[ -1 ] 
f(z) = 280/33*z^3 - 214/33*z + 1
*
[ -1 ] 
f(z) = 280/37*z^3 - 206/37*z + 1
*
[ -1 ] 
f(z) = 280/39*z^3 - 202/39*z + 1
*
[ -1 ] 
f(z) = 281/31*z^3 - 219/31*z + 1
*
[ -1 ] 
f(z) = 281/32*z^3 - 217/32*z + 1
*
[ -1 ] 
f(z) = 281/33*z^3 - 215/33*z + 1
*
[ -1 ] 
f(z) = 281/34*z^3 - 213/34*z + 1
*
[ -1 ] 
f(z) = 281/35*z^3 - 211/35*z + 1
*
[ -1 ] 
f(z) = 281/36*z^3 - 209/36*z + 1
*
[ -1 ] 
f(z) = 281/37*z^3 - 207/37*z + 1
*
[ -1 ] 
f(z) = 281/38*z^3 - 205/38*z + 1
*
[ -1 ] 
f(z) = 281/39*z^3 - 203/39*z + 1
*
[ -1 ] 
f(z) = 282/31*z^3 - 220/31*z + 1
*
[ -1 ] 
f(z) = 282/35*z^3 - 212/35*z + 1
*
[ -1 ] 
f(z) = 282/37*z^3 - 208/37*z + 1
*
[ -1 ] 
f(z) = 283/32*z^3 - 219/32*z + 1
*
[ -1 ] 
f(z) = 283/33*z^3 - 217/33*z + 1
*
[ -1 ] 
f(z) = 283/34*z^3 - 215/34*z + 1
*
[ -1 ] 
f(z) = 283/35*z^3 - 213/35*z + 1
*
[ -1 ] 
f(z) = 283/36*z^3 - 211/36*z + 1
*
[ -1 ] 
f(z) = 283/37*z^3 - 209/37*z + 1
*
[ -1 ] 
f(z) = 283/38*z^3 - 207/38*z + 1
*
[ -1 ] 
f(z) = 283/39*z^3 - 205/39*z + 1
*
[ -1 ] 
f(z) = 284/33*z^3 - 218/33*z + 1
*
[ -1 ] 
f(z) = 284/35*z^3 - 214/35*z + 1
*
[ -1 ] 
f(z) = 284/37*z^3 - 210/37*z + 1
*
[ -1 ] 
f(z) = 284/39*z^3 - 206/39*z + 1
*
[ -1 ] 
f(z) = 285/34*z^3 - 217/34*z + 1
*
[ -1 ] 
f(z) = 285/37*z^3 - 211/37*z + 1
*
[ 3/26 ] 
f(z) = 286/27*z^3 - 203/26*z + 1
*
[ -1 ] 
f(z) = 286/35*z^3 - 216/35*z + 1
*
[ -1 ] 
f(z) = 286/37*z^3 - 212/37*z + 1
*
[ 5/7 ] 
f(z) = 287/25*z^3 - 219/35*z + 1
*
[ -1 ] 
f(z) = 287/34*z^3 - 219/34*z + 1
*
[ -1 ] 
f(z) = 287/36*z^3 - 215/36*z + 1
*
[ -1 ] 
f(z) = 287/37*z^3 - 213/37*z + 1
*
[ -1 ] 
f(z) = 287/38*z^3 - 211/38*z + 1
*
[ -1 ] 
f(z) = 287/39*z^3 - 209/39*z + 1
*
[ 5/6 ] 
f(z) = 288/35*z^3 - 207/35*z + 1
*
[ -1 ] 
f(z) = 288/37*z^3 - 214/37*z + 1
*
11/17 | 0.15110314552571799913978055793023928845 | 0.026666390274265177128244804115718454406
f(z) = 289/27*z^3 - 202/27*z + 1
*
5/17 | 0.11426265391133368961757099856681812498 | 0.020164851713522515403851688166008723260
f(z) = 289/30*z^3 - 217/30*z + 1
*
[ -20/17 ] 
f(z) = 289/32*z^3 - 213/20*z + 1
*
12/17 | 0.14150357152985015392061447650669113302 | 0.017994639735817027108742281219737909298
f(z) = 289/32*z^3 - 209/36*z + 1
*
13/17 | 0.11087361193499487590638824211900881227 | 0.019566760153730756745358812104292578298
f(z) = 289/36*z^3 - 205/36*z + 1
*
[ -1 ] 
f(z) = 289/37*z^3 - 215/37*z + 1
*
[ -1 ] 
f(z) = 289/38*z^3 - 213/38*z + 1
*
[ -1 ] 
f(z) = 289/39*z^3 - 211/39*z + 1
*
[ -1 ] 
f(z) = 290/37*z^3 - 216/37*z + 1
*
[ -1 ] 
f(z) = 290/39*z^3 - 212/39*z + 1
*
[ 2/3 ] 
f(z) = 291/20*z^3 - 209/30*z + 1
*
[ -1 ] 
f(z) = 291/37*z^3 - 217/37*z + 1
*
[ -1 ] 
f(z) = 291/38*z^3 - 215/38*z + 1
*
[ -1 ] 
f(z) = 292/37*z^3 - 218/37*z + 1
*
[ -1 ] 
f(z) = 292/39*z^3 - 214/39*z + 1
*
[ -1 ] 
f(z) = 293/37*z^3 - 219/37*z + 1
*
[ -1 ] 
f(z) = 293/38*z^3 - 217/38*z + 1
*
[ -1 ] 
f(z) = 293/39*z^3 - 215/39*z + 1
*
[ -1 ] 
f(z) = 294/37*z^3 - 220/37*z + 1
*
[ -1 ] 
f(z) = 295/38*z^3 - 219/38*z + 1
*
[ -1 ] 
f(z) = 295/39*z^3 - 217/39*z + 1
*
[ -1 ] 
f(z) = 296/39*z^3 - 218/39*z + 1
*
[ -1 ] 
f(z) = 298/39*z^3 - 220/39*z + 1
*
[ 1/4 ] 
f(z) = 280/29*z^3 - 209/58*z + 1
*
[ 2/3 ] 
f(z) = 285/28*z^3 - 211/42*z + 1
*
[ 1/2 ] 
f(z) = 286/29*z^3 - 201/58*z + 1
*
[ 4/17 ] 
f(z) = 289/26*z^3 - 201/52*z + 1
*
[ -14/17 ] 
f(z) = 289/32*z^3 - 219/56*z + 1
*
3/34 | 0.17315211361333756514669390578369766032 | 0.024551107636985712233966542294054133186
f(z) = 289/36*z^3 - 211/48*z + 1
*
[ 2/3 ] 
f(z) = 291/28*z^3 - 215/42*z + 1
*
[ 3/14 ] 
f(z) = 292/27*z^3 - 204/49*z + 1
*
[ 1/2 ] 
f(z) = 294/29*z^3 - 205/58*z + 1
*
[ 5/8 ] 
f(z) = 296/25*z^3 - 209/40*z + 1
*
[ 1/4 ] 
f(z) = 296/29*z^3 - 211/58*z + 1
*
[ 5/11 ] 
f(z) = 297/25*z^3 - 201/55*z + 1
*
2/9 | 0.20242745999474002020347769749227179930 | 0.029802296122682887874140390779687212689
f(z) = 297/28*z^3 - 211/42*z + 1
*
[ 1/2 ] 
f(z) = 298/27*z^3 - 203/54*z + 1
*
[ 1/2 ] 
f(z) = 298/29*z^3 - 207/58*z + 1
*
[ 1/2 ] 
f(z) = 282/31*z^3 - 203/62*z + 1
*
[ 1/2 ] 
f(z) = 282/35*z^3 - 211/70*z + 1
*
[ 1/2 ] 
f(z) = 282/37*z^3 - 215/74*z + 1
*
[ 3/8 ] 
f(z) = 283/27*z^3 - 201/64*z + 1
*
[ 2/5 ] 
f(z) = 285/28*z^3 - 219/70*z + 1
*
[ 4/15 ] 
f(z) = 285/32*z^3 - 203/60*z + 1
*
[ 5/13 ] 
f(z) = 286/25*z^3 - 214/65*z + 1
*
[ 1/2 ] 
f(z) = 286/31*z^3 - 205/62*z + 1
*
[ 1/2 ] 
f(z) = 286/35*z^3 - 213/70*z + 1
*
[ 1/2 ] 
f(z) = 286/37*z^3 - 217/74*z + 1
*
[ 15/34 ] 
f(z) = 289/25*z^3 - 211/60*z + 1
*
[ 3/8 ] 
f(z) = 289/27*z^3 - 203/64*z + 1
*
-12/17 | 0.18273266147702249522448349620096119660 | 0.028733475740752690554960117203913364933
f(z) = 289/30*z^3 - 203/60*z + 1
*
[ 8/17 ] 
f(z) = 289/36*z^3 - 209/72*z + 1
*
[ 6/17 ] 
f(z) = 289/39*z^3 - 215/78*z + 1
*
[ 1/2 ] 
f(z) = 290/31*z^3 - 207/62*z + 1
*
[ 1/2 ] 
f(z) = 290/33*z^3 - 211/66*z + 1
*
[ 1/2 ] 
f(z) = 290/37*z^3 - 219/74*z + 1
*
[ 1/3 ] 
f(z) = 291/20*z^3 - 217/60*z + 1
*
[ 1/2 ] 
f(z) = 294/31*z^3 - 209/62*z + 1
*
[ 2/7 ] 
f(z) = 294/31*z^3 - 203/62*z + 1
*
[ 3/8 ] 
f(z) = 295/27*z^3 - 205/64*z + 1
*
[ 3/5 ] 
f(z) = 295/36*z^3 - 217/60*z + 1
*
[ 5/18 ] 
f(z) = 297/25*z^3 - 211/60*z + 1
*
[ 1/2 ] 
f(z) = 298/31*z^3 - 211/62*z + 1
*
[ 1/2 ] 
f(z) = 298/33*z^3 - 215/66*z + 1
*
[ 1/2 ] 
f(z) = 298/35*z^3 - 219/70*z + 1
*
[ 5/13 ] 
f(z) = 299/25*z^3 - 219/65*z + 1
*
[ 4/3 ] 
f(z) = 285/32*z^3 - 187/12*z + 1
*
[ -18/17 ] 
f(z) = 289/27*z^3 - 181/18*z + 1
*
[ 4/3 ] 
f(z) = 291/32*z^3 - 191/12*z + 1
*
[ 5/4 ] 
f(z) = 296/25*z^3 - 183/10*z + 1
*
[ 6/7 ] 
f(z) = 287/24*z^3 - 188/21*z + 1
*
-6/7 | 0.17774314932058297017252952981859087723 | 0.023370674489179767353169863000858168543
f(z) = 287/24*z^3 - 181/21*z + 1
*
[ 1/6 ] 
f(z) = 288/35*z^3 - 183/35*z + 1
*
[ 1/6 ] 
f(z) = 288/37*z^3 - 193/37*z + 1
*
-14/17 | 0.13334238566360861771069026772128661036 | 0.023532005795353698478529055186020842526
f(z) = 289/21*z^3 - 190/21*z + 1
*
[ 3/17 ] 
f(z) = 289/39*z^3 - 191/39*z + 1
*
[ 13/17 ] 
f(z) = 289/39*z^3 - 181/39*z + 1
*
[ 1/7 ] 
f(z) = 294/31*z^3 - 192/31*z + 1
*
[ 1/4 ] 
f(z) = 280/27*z^3 - 197/54*z + 1
*
3/5 | 0.22869507825217671998635423415745961904 | 0.024528442273863368713546269504975463812
f(z) = 280/27*z^3 - 181/40*z + 1
*
[ 1/2 ] 
f(z) = 282/23*z^3 - 187/46*z + 1
*
[ 1/2 ] 
f(z) = 282/25*z^3 - 191/50*z + 1
*
[ 1/2 ] 
f(z) = 282/29*z^3 - 199/58*z + 1
*
[ 1/2 ] 
f(z) = 286/21*z^3 - 185/42*z + 1
*
[ 1/2 ] 
f(z) = 286/23*z^3 - 189/46*z + 1
*
[ 5/11 ] 
f(z) = 286/25*z^3 - 196/55*z + 1
*
[ 1/2 ] 
f(z) = 286/25*z^3 - 193/50*z + 1
*
[ 1/2 ] 
f(z) = 286/27*z^3 - 197/54*z + 1
*
[ 2/7 ] 
f(z) = 287/32*z^3 - 181/56*z + 1
*
[ 5/9 ] 
f(z) = 288/25*z^3 - 196/45*z + 1
*
5/48 | 0.19131463621228811863419162933649812325 | 0.024709984791957390057398237857790117719
f(z) = 288/25*z^3 - 189/40*z + 1
*
[ 8/17 ] 
f(z) = 289/28*z^3 - 191/56*z + 1
*
[ 1/2 ] 
f(z) = 290/21*z^3 - 187/42*z + 1
*
[ 1/2 ] 
f(z) = 290/23*z^3 - 191/46*z + 1
*
[ 1/2 ] 
f(z) = 290/27*z^3 - 199/54*z + 1
*
[ -3/4 ] 
f(z) = 293/27*z^3 - 181/48*z + 1
*
[ 1/2 ] 
f(z) = 294/23*z^3 - 193/46*z + 1
*
[ 5/28 ] 
f(z) = 294/25*z^3 - 199/40*z + 1
*
[ 1/2 ] 
f(z) = 294/25*z^3 - 197/50*z + 1
*
[ 2/7 ] 
f(z) = 294/29*z^3 - 193/58*z + 1
*
[ 1/4 ] 
f(z) = 296/25*z^3 - 187/50*z + 1
*
[ 1/4 ] 
f(z) = 296/27*z^3 - 199/54*z + 1
*
[ 1/2 ] 
f(z) = 298/21*z^3 - 191/42*z + 1
*
[ 1/2 ] 
f(z) = 298/23*z^3 - 195/46*z + 1
*
[ 1/2 ] 
f(z) = 298/25*z^3 - 199/50*z + 1
*
[ -3/4 ] 
f(z) = 299/27*z^3 - 187/48*z + 1
*
[ 6/17 ] 
f(z) = 289/33*z^3 - 193/66*z + 1
*
[ 3/10 ] 
f(z) = 295/27*z^3 - 199/60*z + 1
*
[ -4/3 ] 
f(z) = 285/32*z^3 - 169/12*z + 1
*
2/17 | 0.16397174545870204884791532779900344290 | 0.025073719738762081194280519175973078492
f(z) = 289/32*z^3 - 173/8*z + 1
*
[ 18/17 ] 
f(z) = 289/36*z^3 - 161/18*z + 1
*
[ -4/3 ] 
f(z) = 291/32*z^3 - 173/12*z + 1
*
[ -5/4 ] 
f(z) = 296/25*z^3 - 167/10*z + 1
*
[ 5/3 ] 
f(z) = 297/25*z^3 - 163/5*z + 1
*
3/14 | 0.10889452011390668803747480444024414048 | 0.011849062994199576905269132336719283745
f(z) = 280/27*z^3 - 166/35*z + 1
*
[ -5/6 ] 
f(z) = 282/25*z^3 - 169/30*z + 1
*
[ 1/6 ] 
f(z) = 288/31*z^3 - 163/31*z + 1
*
12/17 | 0.16162109224383414770026332009966020645 | 0.028522577126586357898171730777814077338
f(z) = 289/20*z^3 - 169/20*z + 1
*
1/17 | 0.16512443142308311207243367666325781039 | 0.029140839635231991995285413129899089451
f(z) = 289/20*z^3 - 161/20*z + 1
*
21/34 | 0.19799957222593009257734061846353247540 | 0.028074210059319165065813188699914166166
f(z) = 289/21*z^3 - 167/28*z + 1
*
[ 2/17 ] 
f(z) = 289/22*z^3 - 169/22*z + 1
*
[ 14/17 ] 
f(z) = 289/24*z^3 - 176/21*z + 1
*
5/17 | 0.14219691519110753205821974745658790239 | 0.025094636005689744470433059696763709677
f(z) = 289/24*z^3 - 169/24*z + 1
*
[ 13/17 ] 
f(z) = 289/26*z^3 - 177/26*z + 1
*
12/17 | 0.063165797219996811823097000110871652774 | 0.011147377473798790651506112897248738494
f(z) = 289/30*z^3 - 179/30*z + 1
*
12/17 | 0.15598007878673277671123405876086194809 | 0.027527062004342629846426061748476079494
f(z) = 289/30*z^3 - 169/30*z + 1
*
[ -15/17 ] 
f(z) = 289/30*z^3 - 161/30*z + 1
*
1/17 | 0.15706972535054457741939951120810994879 | 0.027719360718115414503393070962684547110
f(z) = 289/33*z^3 - 166/33*z + 1
*
12/17 | 0.13428094088586163108958033945045221857 | 0.023697640201993424996896495484608061237
f(z) = 289/35*z^3 - 179/35*z + 1
*
[ -5/6 ] 
f(z) = 294/25*z^3 - 179/30*z + 1
*
[ 1/7 ] 
f(z) = 294/29*z^3 - 180/29*z + 1
*
[ 2/3 ] 
f(z) = 295/24*z^3 - 161/27*z + 1
*
[ 5/6 ] 
f(z) = 297/25*z^3 - 169/20*z + 1
*
[ 8/9 ] 
f(z) = 297/32*z^3 - 179/24*z + 1
*
-8/9 | 0.19542936969185627812640299009503269483 | 0.028772005274271134982622519726959048268
f(z) = 297/32*z^3 - 173/24*z + 1
*
[ 2/3 ] 
f(z) = 299/24*z^3 - 163/27*z + 1
*
[ 1/4 ] 
f(z) = 280/23*z^3 - 173/46*z + 1
*
[ -3/4 ] 
f(z) = 281/27*z^3 - 169/48*z + 1
*
[ -3/4 ] 
f(z) = 287/27*z^3 - 175/48*z + 1
*
[ 8/17 ] 
f(z) = 289/20*z^3 - 173/40*z + 1
*
[ 4/17 ] 
f(z) = 289/22*z^3 - 175/44*z + 1
*
[ 3/7 ] 
f(z) = 290/27*z^3 - 162/49*z + 1
*
[ 3/7 ] 
f(z) = 293/27*z^3 - 163/49*z + 1
*
[ 2/7 ] 
f(z) = 294/23*z^3 - 163/46*z + 1
*
[ 2/7 ] 
f(z) = 294/25*z^3 - 173/50*z + 1
*
[ 1/4 ] 
f(z) = 296/21*z^3 - 163/42*z + 1
*
[ 1/4 ] 
f(z) = 296/23*z^3 - 175/46*z + 1
*
[ 3/7 ] 
f(z) = 296/27*z^3 - 164/49*z + 1
*
[ 2/9 ] 
f(z) = 297/28*z^3 - 169/42*z + 1
*
[ 6/23 ] 
f(z) = 299/27*z^3 - 165/46*z + 1
*
[ 3/7 ] 
f(z) = 299/27*z^3 - 165/49*z + 1
*
[ 4/13 ] 
f(z) = 299/32*z^3 - 163/52*z + 1
*
-2 | 0.097442540978880783137654222887378559360 | 0.013850578638722906812092113824820126194
f(z) = 281/24*z^3 - 142/3*z + 1
*
-2 | 0.097575338550705637492497499403377788149 | 0.013855633833725513864754895347598279422
f(z) = 283/24*z^3 - 143/3*z + 1
*
-2 | 0.097838106064559801652065668877503965398 | 0.013865600289864844597703570561289898901
f(z) = 287/24*z^3 - 145/3*z + 1
*
[ 2 ] 
f(z) = 287/24*z^3 - 142/3*z + 1
*
[ 5/3 ] 
f(z) = 288/25*z^3 - 158/5*z + 1
*
[ -5/3 ] 
f(z) = 288/25*z^3 - 152/5*z + 1
*
-2 | 0.097967068971906614322791698998477585180 | 0.013870366831097952007851913251423034549
f(z) = 289/24*z^3 - 146/3*z + 1
*
[ 2 ] 
f(z) = 289/24*z^3 - 143/3*z + 1
*
[ -24/17 ] 
f(z) = 289/27*z^3 - 157/8*z + 1
*
21/17 | 0.093820658832641705653622720802772115687 | 0.015275168911751317928937697672054268378
f(z) = 289/36*z^3 - 155/12*z + 1
*
14/17 | 0.14153093011137737663187544209594883298 | 0.024977104249543084680263462316819785777
f(z) = 289/36*z^3 - 143/18*z + 1
*
[ 6/5 ] 
f(z) = 290/27*z^3 - 153/10*z + 1
*
[ 3/2 ] 
f(z) = 290/27*z^3 - 143/6*z + 1
*
-2 | 0.098225385539511774637648601281926772658 | 0.013880202155027933230804571400123615896
f(z) = 293/24*z^3 - 148/3*z + 1
*
[ 2 ] 
f(z) = 293/24*z^3 - 145/3*z + 1
*
[ -2 ] 
f(z) = 293/24*z^3 - 142/3*z + 1
*
-20/21 | 0.17761225626404358032259760190744925050 | 0.026188031066849182349943090332627212534
f(z) = 294/25*z^3 - 148/15*z + 1
*
-2 | 0.098352696913512262166959468694271460246 | 0.013884979762400698145051869395871675065
f(z) = 295/24*z^3 - 149/3*z + 1
*
[ 2 ] 
f(z) = 295/24*z^3 - 146/3*z + 1
*
[ -2 ] 
f(z) = 295/24*z^3 - 143/3*z + 1
*
[ -5/3 ] 
f(z) = 297/25*z^3 - 157/5*z + 1
*
-2 | 0.098603686292537149021162085240011462362 | 0.013894259198527438901041219191013249530
f(z) = 299/24*z^3 - 151/3*z + 1
*
[ 2 ] 
f(z) = 299/24*z^3 - 148/3*z + 1
*
[ -2 ] 
f(z) = 299/24*z^3 - 145/3*z + 1
*
[ 2/3 ] 
f(z) = 281/24*z^3 - 154/27*z + 1
*
[ 2/3 ] 
f(z) = 283/24*z^3 - 155/27*z + 1
*
[ 3/13 ] 
f(z) = 286/27*z^3 - 152/39*z + 1
*
[ 3/4 ] 
f(z) = 286/27*z^3 - 151/24*z + 1
*
[ 2/3 ] 
f(z) = 287/24*z^3 - 157/27*z + 1
*
[ 1/6 ] 
f(z) = 288/29*z^3 - 153/29*z + 1
*
12/17 | 0.084442541262001052746615434136010930583 | 0.014902256026563024670202647183729866796
f(z) = 289/22*z^3 - 155/22*z + 1
*
[ 2/3 ] 
f(z) = 289/24*z^3 - 158/27*z + 1
*
11/17 | 0.075836447607949538754932082674401218296 | 0.013383469297687454063258167651623556280
f(z) = 289/30*z^3 - 151/30*z + 1
*
[ 3/17 ] 
f(z) = 289/30*z^3 - 149/30*z + 1
*
10/17 | 0.12207075599134371970864776919364642531 | 0.021542810435972875148951268528109142762
f(z) = 289/35*z^3 - 149/35*z + 1
*
6/17 | 0.16359879791981115665847494117003860134 | 0.028871598791355449092029359712996871617
f(z) = 289/35*z^3 - 141/35*z + 1
*
9/17 | 0.13269782942223706264283122350620840369 | 0.023418255759070026735113247053260473709
f(z) = 289/36*z^3 - 145/36*z + 1
*
-13/17 | 0.16117030853551377979207519816569859323 | 0.028443023691391287825892342008939195756
f(z) = 289/39*z^3 - 142/39*z + 1
*
[ 2/3 ] 
f(z) = 293/24*z^3 - 160/27*z + 1
*
[ 1/7 ] 
f(z) = 294/23*z^3 - 144/23*z + 1
*
[ 1/7 ] 
f(z) = 294/25*z^3 - 156/25*z + 1
*
-5/7 | 0.19655857636501268965748230447048289277 | 0.026294268413066406698437575405230832310
f(z) = 294/25*z^3 - 143/30*z + 1
*
[ 3/16 ] 
f(z) = 296/27*z^3 - 151/32*z + 1
*
[ 2/3 ] 
f(z) = 297/26*z^3 - 145/26*z + 1
*
[ 2/3 ] 
f(z) = 297/34*z^3 - 149/34*z + 1
*
[ 2/3 ] 
f(z) = 297/38*z^3 - 151/38*z + 1
*
[ 3/4 ] 
f(z) = 298/27*z^3 - 157/24*z + 1
*
[ 6/13 ] 
f(z) = 299/24*z^3 - 149/39*z + 1
*
[ 3/7 ] 
f(z) = 281/27*z^3 - 159/49*z + 1
*
[ 3/7 ] 
f(z) = 284/27*z^3 - 160/49*z + 1
*
[ 3/8 ] 
f(z) = 284/27*z^3 - 151/48*z + 1
*
[ -6/7 ] 
f(z) = 287/36*z^3 - 155/42*z + 1
*
[ 5/18 ] 
f(z) = 288/25*z^3 - 157/45*z + 1
*
[ 6/17 ] 
f(z) = 289/21*z^3 - 149/42*z + 1
*
[ 10/17 ] 
f(z) = 289/32*z^3 - 153/40*z + 1
*
[ -6/5 ] 
f(z) = 280/27*z^3 - 131/10*z + 1
*
[ 2 ] 
f(z) = 281/24*z^3 - 139/3*z + 1
*
[ -2 ] 
f(z) = 281/24*z^3 - 136/3*z + 1
*
[ 2 ] 
f(z) = 283/24*z^3 - 140/3*z + 1
*
[ -2 ] 
f(z) = 283/24*z^3 - 137/3*z + 1
*
[ -3/2 ] 
f(z) = 286/27*z^3 - 133/6*z + 1
*
[ -2 ] 
f(z) = 287/24*z^3 - 139/3*z + 1
*
[ -2 ] 
f(z) = 289/24*z^3 - 140/3*z + 1
*
-18/17 | 0.20012098420491940874708905721458544600 | 0.029072720551997736437941793178138551654
f(z) = 289/24*z^3 - 122/9*z + 1
*
[ 18/17 ] 
f(z) = 289/24*z^3 - 121/9*z + 1
*
[ 15/17 ] 
f(z) = 289/25*z^3 - 137/15*z + 1
*
[ 15/17 ] 
f(z) = 289/27*z^3 - 127/15*z + 1
*
[ 3/34 ] 
f(z) = 289/27*z^3 - 125/12*z + 1
*
3/68 | 0.24656235681975055845022684624428838978 | 0.029216957764680744251869753913653930144
f(z) = 289/27*z^3 - 123/16*z + 1
*
[ 16/17 ] 
f(z) = 289/32*z^3 - 129/16*z + 1
*
[ 2/17 ] 
f(z) = 289/36*z^3 - 137/18*z + 1
*
[ -18/17 ] 
f(z) = 289/36*z^3 - 127/18*z + 1
*
5/21 | 0.14551915499202065724997212278439272806 | 0.021456065205811821767503474297395635701
f(z) = 294/25*z^3 - 133/15*z + 1
*
[ -6/5 ] 
f(z) = 295/27*z^3 - 139/10*z + 1
*
[ -3/2 ] 
f(z) = 298/27*z^3 - 139/6*z + 1
*
[ -6/7 ] 
f(z) = 287/24*z^3 - 139/21*z + 1
*
[ -5/7 ] 
f(z) = 287/25*z^3 - 121/35*z + 1
*
[ 1/6 ] 
f(z) = 288/23*z^3 - 123/23*z + 1
*
[ 1/6 ] 
f(z) = 288/25*z^3 - 133/25*z + 1
*
[ 1/4 ] 
f(z) = 288/37*z^3 - 129/37*z + 1
*
-12/17 | 0.16820519562193872876259284716320190151 | 0.029684526930316694369350065005657727051
f(z) = 289/20*z^3 - 129/20*z + 1
*
10/17 | 0.11634247228626944622149472499720022980 | 0.020531894029502530999059810839607229512
f(z) = 289/21*z^3 - 121/21*z + 1
*
[ -14/17 ] 
f(z) = 289/24*z^3 - 125/21*z + 1
*
9/34 | 0.19879098312774912395294543959602123656 | 0.028186423614384578459084788628296080243
f(z) = 289/24*z^3 - 123/32*z + 1
*
[ 3/17 ] 
f(z) = 289/24*z^3 - 121/24*z + 1
*
[ 5/34 ] 
f(z) = 289/25*z^3 - 121/20*z + 1
*
[ 9/34 ] 
f(z) = 289/27*z^3 - 127/36*z + 1
*
2/17 | 0.064499109084481764366297599123420943766 | 0.011382677767594543934320503865742613894
f(z) = 289/30*z^3 - 139/30*z + 1
*
4/51 | 0.22591562786836424799561877479440630981 | 0.028729100546586216485538914011664064707
f(z) = 289/32*z^3 - 137/36*z + 1
*
-12/17 | 0.20270040410852315520462292091588718206 | 0.025776881154324474954134894216196392219
f(z) = 289/32*z^3 - 131/36*z + 1
*
[ 11/17 ] 
f(z) = 289/33*z^3 - 139/33*z + 1
*
9/17 | 0.081379992328197045498511859696210125048 | 0.014361783326152214954860289097155052423
f(z) = 289/36*z^3 - 121/36*z + 1
*
5/42 | 0.18282316859626737704015289374462691331 | 0.024456839055806402059778725801656546060
f(z) = 294/25*z^3 - 137/30*z + 1
*
5/21 | 0.18282562347453362076387833811498024761 | 0.024457167452711018150057305491905213890
f(z) = 294/25*z^3 - 131/30*z + 1
*
[ 4/5 ] 
f(z) = 295/32*z^3 - 123/20*z + 1
*
[ 2/9 ] 
f(z) = 297/20*z^3 - 127/30*z + 1
*
[ -5/6 ] 
f(z) = 297/25*z^3 - 121/20*z + 1
*
[ -8/9 ] 
f(z) = 297/32*z^3 - 125/24*z + 1
*
[ 5/16 ] 
f(z) = 288/25*z^3 - 133/40*z + 1
*
[ 6/17 ] 
f(z) = 289/28*z^3 - 131/42*z + 1
*
[ 4/11 ] 
f(z) = 297/32*z^3 - 131/44*z + 1
*
[ 6/7 ] 
f(z) = 280/27*z^3 - 109/14*z + 1
*
[ 3/4 ] 
f(z) = 287/27*z^3 - 101/16*z + 1
*
10/17 | 0.21642149028711783040881388200102058808 | 0.029745123386554108321023905140301597063
f(z) = 289/24*z^3 - 109/15*z + 1
*
[ -18/17 ] 
f(z) = 289/24*z^3 - 104/9*z + 1
*
[ -15/17 ] 
f(z) = 289/25*z^3 - 103/15*z + 1
*
[ 21/17 ] 
f(z) = 289/27*z^3 - 113/7*z + 1
*
[ 2/17 ] 
f(z) = 289/28*z^3 - 107/14*z + 1
*
[ 14/17 ] 
f(z) = 289/28*z^3 - 101/14*z + 1
*
[ 3/4 ] 
f(z) = 293/27*z^3 - 103/16*z + 1
*
[ 3/4 ] 
f(z) = 299/27*z^3 - 105/16*z + 1
*
[ 1/2 ] 
f(z) = 280/31*z^3 - 101/31*z + 1
*
[ 1/2 ] 
f(z) = 280/33*z^3 - 103/33*z + 1
*
[ 1/2 ] 
f(z) = 280/37*z^3 - 107/37*z + 1
*
[ 1/2 ] 
f(z) = 280/39*z^3 - 109/39*z + 1
*
[ 3/5 ] 
f(z) = 283/27*z^3 - 111/25*z + 1
*
[ 1/2 ] 
f(z) = 284/31*z^3 - 102/31*z + 1
*
[ 1/2 ] 
f(z) = 284/33*z^3 - 104/33*z + 1
*
[ 1/2 ] 
f(z) = 284/35*z^3 - 106/35*z + 1
*
[ 1/2 ] 
f(z) = 284/37*z^3 - 108/37*z + 1
*
[ 1/2 ] 
f(z) = 284/39*z^3 - 110/39*z + 1
*
[ 4/5 ] 
f(z) = 285/32*z^3 - 119/20*z + 1
*
[ 2/3 ] 
f(z) = 285/32*z^3 - 107/24*z + 1
*
[ 3/5 ] 
f(z) = 286/27*z^3 - 112/25*z + 1
*
[ 3/8 ] 
f(z) = 286/27*z^3 - 101/32*z + 1
*
[ 4/7 ] 
f(z) = 287/32*z^3 - 103/28*z + 1
*
-5/8 | 0.18167755067153711406773660295648396756 | 0.024370808280603072883046913019056189196
f(z) = 288/25*z^3 - 107/30*z + 1
*
[ 1/4 ] 
f(z) = 288/29*z^3 - 105/29*z + 1
*
[ 1/2 ] 
f(z) = 288/29*z^3 - 101/29*z + 1
*
[ 1/4 ] 
f(z) = 288/31*z^3 - 111/31*z + 1
*
[ 1/2 ] 
f(z) = 288/31*z^3 - 103/31*z + 1
*
[ 1/2 ] 
f(z) = 288/35*z^3 - 107/35*z + 1
*
[ 1/3 ] 
f(z) = 288/35*z^3 - 102/35*z + 1
*
[ 1/2 ] 
f(z) = 288/37*z^3 - 109/37*z + 1
*
[ 1/3 ] 
f(z) = 288/37*z^3 - 106/37*z + 1
*
[ 6/17 ] 
f(z) = 289/20*z^3 - 109/30*z + 1
*
[ 3/17 ] 
f(z) = 289/21*z^3 - 107/21*z + 1
*
10/17 | 0.20547604772355533414423699438255700762 | 0.029134293883056819310677556151023789515
f(z) = 289/25*z^3 - 109/20*z + 1
*
[ -13/17 ] 
f(z) = 289/26*z^3 - 109/26*z + 1
*
8/17 | 0.14982188885263052732194614882573658792 | 0.026440276579760770373861881772881860190
f(z) = 289/26*z^3 - 103/26*z + 1
*
[ 3/5 ] 
f(z) = 289/27*z^3 - 113/25*z + 1
*
7/17 | 0.088909186321428990979043954598397311631 | 0.015690520889990710105879432214800266047
f(z) = 289/28*z^3 - 113/28*z + 1
*
[ 4/17 ] 
f(z) = 289/28*z^3 - 107/28*z + 1
*
[ 9/17 ] 
f(z) = 289/36*z^3 - 113/36*z + 1
*
[ -2/3 ] 
f(z) = 291/20*z^3 - 119/30*z + 1
*
[ 2/3 ] 
f(z) = 291/32*z^3 - 109/24*z + 1
*
[ 3/5 ] 
f(z) = 292/27*z^3 - 114/25*z + 1
*
[ 1/2 ] 
f(z) = 292/29*z^3 - 102/29*z + 1
*
[ 1/2 ] 
f(z) = 292/31*z^3 - 104/31*z + 1
*
[ 1/2 ] 
f(z) = 292/33*z^3 - 106/33*z + 1
*
[ 1/2 ] 
f(z) = 292/35*z^3 - 108/35*z + 1
*
[ 1/2 ] 
f(z) = 292/37*z^3 - 110/37*z + 1
*
[ 1/2 ] 
f(z) = 292/39*z^3 - 112/39*z + 1
*
5/14 | 0.20800414818216894496479895824570166838 | 0.027825379103156367295708014778520345188
f(z) = 294/25*z^3 - 119/30*z + 1
*
[ 10/21 ] 
f(z) = 294/25*z^3 - 113/30*z + 1
*
5/21 | 0.17882652976967538518000162948243708126 | 0.023922195917868014320285524175083965531
f(z) = 294/25*z^3 - 101/30*z + 1
*
[ 1/2 ] 
f(z) = 296/27*z^3 - 101/27*z + 1
*
[ 1/2 ] 
f(z) = 296/29*z^3 - 103/29*z + 1
*
[ 1/2 ] 
f(z) = 296/31*z^3 - 105/31*z + 1
*
[ 1/2 ] 
f(z) = 296/33*z^3 - 107/33*z + 1
*
[ 1/2 ] 
f(z) = 296/35*z^3 - 109/35*z + 1
*
[ 1/2 ] 
f(z) = 296/39*z^3 - 113/39*z + 1
*
[ 1/3 ] 
f(z) = 297/34*z^3 - 101/34*z + 1
*
[ 1/3 ] 
f(z) = 297/35*z^3 - 103/35*z + 1
*
[ 1/3 ] 
f(z) = 297/37*z^3 - 107/37*z + 1
*
[ 1/3 ] 
f(z) = 297/38*z^3 - 109/38*z + 1
*
[ 3/5 ] 
f(z) = 298/27*z^3 - 116/25*z + 1
*
[ 3/8 ] 
f(z) = 298/27*z^3 - 103/32*z + 1
*
[ 2/5 ] 
f(z) = 285/32*z^3 - 117/40*z + 1
*
[ 2/5 ] 
f(z) = 295/32*z^3 - 119/40*z + 1
*
[ -3 ] 
f(z) = 280/27*z^3 - 92*z + 1
*
[ 3/4 ] 
f(z) = 281/27*z^3 - 99/16*z + 1
*
[ 3 ] 
f(z) = 281/27*z^3 - 93*z + 1
*
[ -3/2 ] 
f(z) = 281/27*z^3 - 87/4*z + 1
*
[ -3 ] 
f(z) = 283/27*z^3 - 93*z + 1
*
[ 3/2 ] 
f(z) = 283/27*z^3 - 93/4*z + 1
*
[ 3 ] 
f(z) = 284/27*z^3 - 94*z + 1
*
[ -3 ] 
f(z) = 286/27*z^3 - 94*z + 1
*
[ 3 ] 
f(z) = 287/27*z^3 - 95*z + 1
*
[ -3/2 ] 
f(z) = 287/27*z^3 - 89/4*z + 1
*
[ 5/4 ] 
f(z) = 288/25*z^3 - 89/5*z + 1
*
[ -5/4 ] 
f(z) = 288/25*z^3 - 81/5*z + 1
*
[ -3 ] 
f(z) = 289/27*z^3 - 95*z + 1
*
[ 3/2 ] 
f(z) = 289/27*z^3 - 95/4*z + 1
*
3/34 | 0.19200404665071745970090285398800025007 | 0.027224109008482164205212023159775196039
f(z) = 289/27*z^3 - 89/12*z + 1
*
-14/17 | 0.15744075842526575059253881570085873112 | 0.027784839916055019295372902983969694451
f(z) = 289/28*z^3 - 95/14*z + 1
*
[ -16/17 ] 
f(z) = 289/32*z^3 - 95/16*z + 1
*
[ 3 ] 
f(z) = 290/27*z^3 - 96*z + 1
*
[ -3 ] 
f(z) = 292/27*z^3 - 96*z + 1
*
[ 3 ] 
f(z) = 293/27*z^3 - 97*z + 1
*
[ -3/2 ] 
f(z) = 293/27*z^3 - 91/4*z + 1
*
10/21 | 0.20128401327918802439576796528760165436 | 0.029678312205994903486453042495289966371
f(z) = 294/25*z^3 - 94/15*z + 1
*
[ -3 ] 
f(z) = 295/27*z^3 - 97*z + 1
*
[ 3/2 ] 
f(z) = 295/27*z^3 - 97/4*z + 1
*
[ 3 ] 
f(z) = 296/27*z^3 - 98*z + 1
*
[ -3 ] 
f(z) = 298/27*z^3 - 98*z + 1
*
[ 3 ] 
f(z) = 299/27*z^3 - 99*z + 1
*
[ -3/2 ] 
f(z) = 299/27*z^3 - 93/4*z + 1
*
[ 1/2 ] 
f(z) = 280/23*z^3 - 93/23*z + 1
*
[ 1/2 ] 
f(z) = 280/27*z^3 - 97/27*z + 1
*
[ 1/2 ] 
f(z) = 280/29*z^3 - 99/29*z + 1
*
[ 1/2 ] 
f(z) = 284/21*z^3 - 92/21*z + 1
*
[ 1/2 ] 
f(z) = 284/23*z^3 - 94/23*z + 1
*
[ 1/2 ] 
f(z) = 284/25*z^3 - 96/25*z + 1
*
[ 1/2 ] 
f(z) = 284/27*z^3 - 98/27*z + 1
*
[ 3/10 ] 
f(z) = 284/27*z^3 - 82/25*z + 1
*
[ 1/2 ] 
f(z) = 284/29*z^3 - 100/29*z + 1
*
[ 6/13 ] 
f(z) = 286/27*z^3 - 89/26*z + 1
*
[ 1/2 ] 
f(z) = 288/23*z^3 - 95/23*z + 1
*
[ 1/4 ] 
f(z) = 288/23*z^3 - 87/23*z + 1
*
[ 1/2 ] 
f(z) = 288/25*z^3 - 97/25*z + 1
*
[ 1/4 ] 
f(z) = 288/25*z^3 - 93/25*z + 1
*
[ 1/3 ] 
f(z) = 288/25*z^3 - 82/25*z + 1
*
[ 1/3 ] 
f(z) = 288/29*z^3 - 90/29*z + 1
*
[ 1/3 ] 
f(z) = 288/31*z^3 - 94/31*z + 1
*
[ 5/12 ] 
f(z) = 288/35*z^3 - 99/35*z + 1
*
[ 4/17 ] 
f(z) = 289/20*z^3 - 81/20*z + 1
*
3/17 | 0.13661676362125131402969258802021659804 | 0.024109861671352588086753116072744796083
f(z) = 289/21*z^3 - 100/21*z + 1
*
7/17 | 0.095243412202857239795004171704197584330 | 0.016808372797387092591450140502001454886
f(z) = 289/24*z^3 - 97/24*z + 1
*
[ 8/17 ] 
f(z) = 289/24*z^3 - 91/24*z + 1
*
5/34 | 0.17888782631079327597130880859962883324 | 0.025364370015777800406408668325775543989
f(z) = 289/25*z^3 - 81/20*z + 1
*
-21/34 | 0.24956016752424614178035444884692355376 | 0.027733125408199343139552834206207427107
f(z) = 289/27*z^3 - 89/28*z + 1
*
[ 7/17 ] 
f(z) = 289/28*z^3 - 89/28*z + 1
*
[ 5/17 ] 
f(z) = 289/30*z^3 - 97/30*z + 1
*
[ 7/17 ] 
f(z) = 289/35*z^3 - 99/35*z + 1
*
[ -3/4 ] 
f(z) = 290/27*z^3 - 89/24*z + 1
*
[ 1/2 ] 
f(z) = 292/21*z^3 - 94/21*z + 1
*
[ 1/2 ] 
f(z) = 292/23*z^3 - 96/23*z + 1
*
[ 1/2 ] 
f(z) = 292/25*z^3 - 98/25*z + 1
*
[ 1/2 ] 
f(z) = 292/27*z^3 - 100/27*z + 1
*
[ 1/2 ] 
f(z) = 296/21*z^3 - 95/21*z + 1
*
[ 1/2 ] 
f(z) = 296/23*z^3 - 97/23*z + 1
*
[ 1/2 ] 
f(z) = 296/25*z^3 - 99/25*z + 1
*
[ 3/10 ] 
f(z) = 296/27*z^3 - 83/25*z + 1
*
[ 1/3 ] 
f(z) = 297/25*z^3 - 83/25*z + 1
*
[ 1/3 ] 
f(z) = 297/26*z^3 - 85/26*z + 1
*
[ 1/3 ] 
f(z) = 297/28*z^3 - 89/28*z + 1
*
[ 1/3 ] 
f(z) = 297/29*z^3 - 91/29*z + 1
*
[ 1/3 ] 
f(z) = 297/31*z^3 - 95/31*z + 1
*
[ 1/3 ] 
f(z) = 297/32*z^3 - 97/32*z + 1
*
[ 2/9 ] 
f(z) = 297/32*z^3 - 95/24*z + 1
*
[ -3/2 ] 
f(z) = 280/27*z^3 - 65/3*z + 1
*
[ 3/2 ] 
f(z) = 284/27*z^3 - 70/3*z + 1
*
[ -6/7 ] 
f(z) = 287/27*z^3 - 79/14*z + 1
*
[ 2/17 ] 
f(z) = 289/20*z^3 - 77/10*z + 1
*
10/17 | 0.16928262852789956534636144382635956864 | 0.029874670201422835673228127806089074589
f(z) = 289/20*z^3 - 63/10*z + 1
*
[ 12/17 ] 
f(z) = 289/24*z^3 - 77/12*z + 1
*
[ 10/17 ] 
f(z) = 289/24*z^3 - 73/15*z + 1
*
6/17 | 0.18526289052828796797800309314851938542 | 0.026268285564541579654828888559833837496
f(z) = 289/27*z^3 - 77/12*z + 1
*
[ -14/17 ] 
f(z) = 289/28*z^3 - 67/14*z + 1
*
14/17 | 0.10354189237480839392724791403059054265 | 0.018272872495117320645038204314279372247
f(z) = 289/32*z^3 - 69/8*z + 1
*
[ 2/17 ] 
f(z) = 289/32*z^3 - 61/8*z + 1
*
-15/17 | 0.13955046277959750096315344074470479631 | 0.024627595213110179256844367003587642931
f(z) = 289/36*z^3 - 71/12*z + 1
*
[ 3/5 ] 
f(z) = 290/27*z^3 - 68/15*z + 1
*
[ 3/4 ] 
f(z) = 292/27*z^3 - 77/12*z + 1
*
[ -3/2 ] 
f(z) = 292/27*z^3 - 68/3*z + 1
*
-5/7 | 0.13144543787805601811410551688331837364 | 0.019380966624446825619147202341028739612
f(z) = 294/25*z^3 - 79/15*z + 1
*
10/21 | 0.18071731228520620605104549372171886406 | 0.026645855911017752810354197473035281366
f(z) = 294/25*z^3 - 64/15*z + 1
*
[ -3/4 ] 
f(z) = 295/27*z^3 - 61/16*z + 1
*
[ 3/2 ] 
f(z) = 296/27*z^3 - 73/3*z + 1
*
[ 2/3 ] 
f(z) = 297/20*z^3 - 71/10*z + 1
*
[ 5/9 ] 
f(z) = 297/25*z^3 - 67/15*z + 1
*
[ 2/3 ] 
f(z) = 297/28*z^3 - 73/14*z + 1
*
[ 4/3 ] 
f(z) = 297/32*z^3 - 65/4*z + 1
*
[ 3/7 ] 
f(z) = 280/27*z^3 - 68/21*z + 1
*
[ -4/5 ] 
f(z) = 285/32*z^3 - 69/20*z + 1
*
[ 2/7 ] 
f(z) = 287/24*z^3 - 73/21*z + 1
*
[ 1/3 ] 
f(z) = 288/23*z^3 - 78/23*z + 1
*
[ 5/17 ] 
f(z) = 289/20*z^3 - 73/20*z + 1
*
[ 15/34 ] 
f(z) = 289/27*z^3 - 67/20*z + 1
*
[ 6/17 ] 
f(z) = 289/32*z^3 - 71/24*z + 1
*
[ -4/5 ] 
f(z) = 295/32*z^3 - 73/20*z + 1
*
[ 3/8 ] 
f(z) = 296/27*z^3 - 77/24*z + 1
*
[ 1/3 ] 
f(z) = 297/20*z^3 - 73/20*z + 1
*
[ 1/3 ] 
f(z) = 297/23*z^3 - 79/23*z + 1
*
[ 3/20 ] 
f(z) = 280/27*z^3 - 59/10*z + 1
*
[ 3/10 ] 
f(z) = 280/27*z^3 - 49/15*z + 1
*
-3/4 | 0.23041776334901937569426076806978126938 | 0.029029467823964121482875306911554259447
f(z) = 280/27*z^3 - 41/10*z + 1
*
[ -3/4 ] 
f(z) = 283/27*z^3 - 57/16*z + 1
*
[ -3/4 ] 
f(z) = 284/27*z^3 - 43/12*z + 1
*
[ 3/2 ] 
f(z) = 286/27*z^3 - 47/2*z + 1
*
[ 5/8 ] 
f(z) = 288/25*z^3 - 51/10*z + 1
*
[ 5/24 ] 
f(z) = 288/25*z^3 - 43/10*z + 1
*
[ 5/6 ] 
f(z) = 288/25*z^3 - 41/5*z + 1
*
[ 10/17 ] 
f(z) = 289/20*z^3 - 57/10*z + 1
*
2/17 | 0.12306410766791796100107300202063947851 | 0.021718115214671978190697051273515232679
f(z) = 289/20*z^3 - 47/10*z + 1
*
2/17 | 0.12074263482788088625329773423774344170 | 0.019610694645955128027779972480060179190
f(z) = 289/24*z^3 - 59/3*z + 1
*
-12/17 | 0.079707139954982492452056986419725910318 | 0.014066561581428327224245876551733497305
f(z) = 289/24*z^3 - 59/12*z + 1
*
[ 4/17 ] 
f(z) = 289/24*z^3 - 47/12*z + 1
*
[ -12/17 ] 
f(z) = 289/24*z^3 - 43/12*z + 1
*
[ 10/17 ] 
f(z) = 289/25*z^3 - 47/10*z + 1
*
[ -3/4 ] 
f(z) = 289/27*z^3 - 59/16*z + 1
*
4/17 | 0.14532996949556178156210431620921191472 | 0.025647551357268733086888877259423681489
f(z) = 289/30*z^3 - 53/15*z + 1
*
[ 12/17 ] 
f(z) = 289/32*z^3 - 59/12*z + 1
*
14/17 | 0.083372003673999616239753192008741895780 | 0.014713329627806765829203279209763272110
f(z) = 289/32*z^3 - 53/8*z + 1
*
-12/17 | 0.18624837532931784182141576206068415147 | 0.027531012898606060304390998552086235987
f(z) = 289/32*z^3 - 41/12*z + 1
*
[ 3/17 ] 
f(z) = 289/36*z^3 - 59/12*z + 1
*
[ 12/17 ] 
f(z) = 289/36*z^3 - 53/12*z + 1
*
[ 3/4 ] 
f(z) = 290/27*z^3 - 51/8*z + 1
*
[ -3/2 ] 
f(z) = 290/27*z^3 - 45/2*z + 1
*
[ 3/8 ] 
f(z) = 292/27*z^3 - 51/16*z + 1
*
[ 5/21 ] 
f(z) = 294/25*z^3 - 58/15*z + 1
*
[ 2/5 ] 
f(z) = 295/24*z^3 - 52/15*z + 1
*
[ -2/3 ] 
f(z) = 297/20*z^3 - 41/10*z + 1
*
[ -4/3 ] 
f(z) = 297/32*z^3 - 59/4*z + 1
*
[ 3/2 ] 
f(z) = 298/27*z^3 - 49/2*z + 1
*
[ 3/13 ] 
f(z) = 299/27*z^3 - 51/13*z + 1
*
[ 3/4 ] 
f(z) = 280/27*z^3 - 37/6*z + 1
*
[ 3/14 ] 
f(z) = 280/27*z^3 - 29/7*z + 1
*
[ 3/8 ] 
f(z) = 280/27*z^3 - 25/8*z + 1
*
[ 3/2 ] 
f(z) = 280/27*z^3 - 23*z + 1
*
[ 3/5 ] 
f(z) = 280/27*z^3 - 22/5*z + 1
*
[ 3/4 ] 
f(z) = 284/27*z^3 - 25/4*z + 1
*
[ -3/2 ] 
f(z) = 284/27*z^3 - 22*z + 1
*
[ 3/11 ] 
f(z) = 286/27*z^3 - 38/11*z + 1
*
[ -3/4 ] 
f(z) = 286/27*z^3 - 29/8*z + 1
*
[ 3/7 ] 
f(z) = 287/27*z^3 - 23/7*z + 1
*
5/12 | 0.17889925268107175653392618835995141538 | 0.028146038775794614959216216694901917414
f(z) = 288/25*z^3 - 39/10*z + 1
*
[ -5/6 ] 
f(z) = 288/25*z^3 - 29/5*z + 1
*
[ -10/17 ]
f(z) = 289/20*z^3 - 23/10*z + 1
*
-18/17 | 0.14869033387074666785217622600309230258 | 0.026008328389623368826838861557167767279
f(z) = 289/24*z^3 - 38/3*z + 1
*
10/17 | 0.14322750105680664148450662005284739763 | 0.025276511801923227962309104871905406166
f(z) = 289/25*z^3 - 36/5*z + 1
*
[ 9/17 ] 
f(z) = 289/27*z^3 - 35/9*z + 1
*
[ -12/17 ]
f(z) = 289/27*z^3 - 35/12*z + 1
*
[ -15/17 ] 
f(z) = 289/27*z^3 - 31/5*z + 1
*
[ 8/17 ] 
f(z) = 289/32*z^3 - 25/8*z + 1
*
[ -12/17 ]
f(z) = 289/32*z^3 - 25/12*z + 1
*
3/17 | 0.16783213609316655007876258163207175920 | 0.029618690107693573103332486555254352024
f(z) = 289/36*z^3 - 35/12*z + 1
*
[ 3/10 ] 
f(z) = 290/27*z^3 - 33/10*z + 1
*
[ 3/2 ] 
f(z) = 292/27*z^3 - 24*z + 1
*
[ 5/14 ] 
f(z) = 294/25*z^3 - 33/10*z + 1
*
[ 5/7 ] 
f(z) = 294/25*z^3 - 32/5*z + 1
*
[ 3/5 ] 
f(z) = 295/27*z^3 - 23/5*z + 1
*
[ -3/2 ] 
f(z) = 296/27*z^3 - 23*z + 1
*
[ -3/4 ] 
f(z) = 296/27*z^3 - 23/6*z + 1
*
[ 2/3 ] 
f(z) = 297/32*z^3 - 37/8*z + 1
*
[ 4/9 ] 
f(z) = 297/32*z^3 - 37/12*z + 1
*
[ -3/4 ] 
f(z) = 298/27*z^3 - 31/8*z + 1
*
[ -3/4 ] 
f(z) = 280/27*z^3 - 7/2*z + 1
*
[ 5/12 ] 
f(z) = 288/25*z^3 - 17/5*z + 1
*
6/17 | 0.11604165556034504757135080242899497771 | 0.020478806476714549018220961351317348616
f(z) = 289/24*z^3 - 20/3*z + 1
*
2/17 | 0.14058950032643888282125668562707249165 | 0.024810962545651721436016852224474681312
f(z) = 289/24*z^3 - 14/3*z + 1
*
6/17 | 0.11552575614816327539962207250497467889 | 0.020387761548300655490807751345999599016
f(z) = 289/24*z^3 - 11/3*z + 1
*
[ 6/17 ] 
f(z) = 289/24*z^3 - 10/3*z + 1
*
[ 5/17 ] 
f(z) = 289/25*z^3 - 17/5*z + 1
*
[ -10/17 ]
f(z) = 289/25*z^3 - 13/10*z + 1
*
[ 6/17 ] 
f(z) = 289/27*z^3 - 19/6*z + 1
*
15/34 | 0.18310345414121452405929988835637313715 | 0.025962100707378046289382559851264072521
f(z) = 289/27*z^3 - 15/4*z + 1
*
12/17 | 0.13441196715885704920145941871058901566 | 0.021135373208097800875808906933769494575
f(z) = 289/27*z^3 - 13/2*z + 1
*
[ 3/17 ] 
f(z) = 289/27*z^3 - 5*z + 1
*
[ -9/17 ]
f(z) = 289/27*z^3 - 1/9*z + 1
*
[ 4/17 ] 
f(z) = 289/32*z^3 - 15/4*z + 1
*
[ -12/17 ]
f(z) = 289/36*z^3 - 19/12*z + 1
*
[ 6/17 ] 
f(z) = 289/36*z^3 - 17/6*z + 1
*
[ -3/4 ] 
f(z) = 292/27*z^3 - 15/4*z + 1
*
[ -5/7 ] 
f(z) = 294/25*z^3 - 18/5*z + 1
*
[ 3/4 ] 
f(z) = 296/27*z^3 - 13/2*z + 1
*
[ -6/17 ]
f(z) = 289/24*z^3 + 7/3*z + 1
*
[ -5/17 ]
f(z) = 289/25*z^3 + 17/5*z + 1
*
[ -6/17 ]
f(z) = 289/27*z^3 + 5/2*z + 1
*
[ -3/17 ]
f(z) = 289/27*z^3 + 19/3*z + 1
*
[ -8/17 ]
f(z) = 289/32*z^3 + 9/8*z + 1
*
[ -4/17 ]
f(z) = 289/32*z^3 + 19/4*z + 1
*
[ -6/17 ]
f(z) = 289/36*z^3 + 17/6*z + 1
*
[ -4/17 ]
f(z) = 289/24*z^3 + 55/12*z + 1
*
-2 | 0.097217537830126729482215259103287204233 | 0.013797987598576846721904507933189966844
f(z) = 281/48*z^3 - 287/12*z + 1
*
-2 | 0.097353326890469044607167090411784204336 | 0.013803654817889869041794027165185261929
f(z) = 283/48*z^3 - 289/12*z + 1
*
-2 | 0.097619911081051372256589941289606644504 | 0.013814528744504888426303303517952713272
f(z) = 287/48*z^3 - 293/12*z + 1
*
[ 2 ] 
f(z) = 287/48*z^3 - 281/12*z + 1
*
[ 3 ] 
f(z) = 287/54*z^3 - 283/6*z + 1
*
-2 | 0.097751768044806890077463020010465594484 | 0.013819884148276675280488471684771713782
f(z) = 289/48*z^3 - 295/12*z + 1
*
[ 2 ] 
f(z) = 289/48*z^3 - 283/12*z + 1
*
[ -3 ] 
f(z) = 289/54*z^3 - 281/6*z + 1
*
-2 | 0.098011646353866223418411192242524828628 | 0.013830290785352017563138445858626786551
f(z) = 293/48*z^3 - 299/12*z + 1
*
[ 2 ] 
f(z) = 293/48*z^3 - 287/12*z + 1
*
[ 3 ] 
f(z) = 293/54*z^3 - 289/6*z + 1
*
[ 2 ] 
f(z) = 295/48*z^3 - 289/12*z + 1
*
[ -3 ] 
f(z) = 295/54*z^3 - 287/6*z + 1
*
[ 2 ] 
f(z) = 299/48*z^3 - 293/12*z + 1
*
[ -2 ] 
f(z) = 299/48*z^3 - 281/12*z + 1
*
[ 3 ] 
f(z) = 299/54*z^3 - 295/6*z + 1
*
[ 24/17 ] 
f(z) = 289/48*z^3 - 281/24*z + 1
*
[ -26/17 ] 
f(z) = 289/52*z^3 - 295/26*z + 1
*
-3/68 | 0.24884225091366513749915741107862960642 | 0.027660570675851380416756964492731833475
f(z) = 289/54*z^3 - 299/32*z + 1
*
[ 3/2 ] 
f(z) = 289/54*z^3 - 281/24*z + 1
*
[ 3/2 ] 
f(z) = 295/54*z^3 - 287/24*z + 1
*
[ -6/5 ] 
f(z) = 281/54*z^3 - 283/50*z + 1
*
[ -6/5 ] 
f(z) = 287/54*z^3 - 291/50*z + 1
*
[ 1/6 ] 
f(z) = 288/55*z^3 - 283/55*z + 1
*
3/17 | 0.16510340300021554963891508882536900363 | 0.029137128579918830024036417507582044400
f(z) = 289/48*z^3 - 281/48*z + 1
*
7/17 | 0.13754445722342736018601505502746981887 | 0.024128728835327179078922080333161165011
f(z) = 289/50*z^3 - 299/50*z + 1
*
16/17 | 0.14124785450561229017815595789347372250 | 0.024927147615257327602910893794938006465
f(z) = 289/50*z^3 - 281/50*z + 1
*
[ -6/5 ] 
f(z) = 293/54*z^3 - 299/50*z + 1
*
[ 1/7 ] 
f(z) = 294/47*z^3 - 288/47*z + 1
*
[ 2/9 ] 
f(z) = 297/52*z^3 - 295/78*z + 1
*
[ 3/13 ] 
f(z) = 299/54*z^3 - 283/78*z + 1
*
[ 1/4 ] 
f(z) = 280/41*z^3 - 281/82*z + 1
*
[ 1/4 ] 
f(z) = 280/43*z^3 - 293/86*z + 1
*
[ 2/3 ] 
f(z) = 288/41*z^3 - 297/82*z + 1
*
[ 2/3 ] 
f(z) = 288/43*z^3 - 299/86*z + 1
*
[ 2/7 ] 
f(z) = 294/47*z^3 - 283/94*z + 1
*
[ 1/4 ] 
f(z) = 296/41*z^3 - 283/82*z + 1
*
[ 1/4 ] 
f(z) = 296/43*z^3 - 295/86*z + 1
*
[ 5/8 ] 
f(z) = 288/55*z^3 - 291/110*z + 1
*
[ -16/17 ] 
f(z) = 289/56*z^3 - 281/112*z + 1
*
[ 6/17 ] 
f(z) = 289/57*z^3 - 281/114*z + 1
*
[ 2/5 ] 
f(z) = 295/44*z^3 - 283/110*z + 1
*
[ 15/34 ] 
f(z) = 289/50*z^3 - 287/120*z + 1
*
[ 2 ] 
f(z) = 281/48*z^3 - 275/12*z + 1
*
[ -2 ] 
f(z) = 281/48*z^3 - 263/12*z + 1
*
[ 3 ] 
f(z) = 281/54*z^3 - 277/6*z + 1
*
[ 2 ] 
f(z) = 283/48*z^3 - 277/12*z + 1
*
[ -2 ] 
f(z) = 283/48*z^3 - 265/12*z + 1
*
[ -3 ] 
f(z) = 283/54*z^3 - 275/6*z + 1
*
[ -2 ] 
f(z) = 287/48*z^3 - 269/12*z + 1
*
[ -2 ] 
f(z) = 289/48*z^3 - 271/12*z + 1
*
[ -2 ] 
f(z) = 293/48*z^3 - 275/12*z + 1
*
[ -2 ] 
f(z) = 295/48*z^3 - 277/12*z + 1
*
[ 3/2 ] 
f(z) = 283/54*z^3 - 275/24*z + 1
*
[ 14/9 ] 
f(z) = 297/56*z^3 - 262/21*z + 1
*
[ 1/6 ] 
f(z) = 288/53*z^3 - 273/53*z + 1
*
[ -18/17 ] 
f(z) = 289/40*z^3 - 277/45*z + 1
*
7/17 | 0.14040741675872077485357344098333358531 | 0.024778828790511096364160661627883260162
f(z) = 289/45*z^3 - 274/45*z + 1
*
[ 3/17 ] 
f(z) = 289/57*z^3 - 275/57*z + 1
*
[ 1/7 ] 
f(z) = 294/43*z^3 - 264/43*z + 1
*
[ 7/8 ] 
f(z) = 296/49*z^3 - 267/56*z + 1
*
[ 2/11 ] 
f(z) = 297/40*z^3 - 261/55*z + 1
*
[ 7/36 ] 
f(z) = 288/49*z^3 - 275/63*z + 1
*
[ 10/17 ] 
f(z) = 289/45*z^3 - 263/90*z + 1
*
[ -33/34 ] 
f(z) = 289/54*z^3 - 265/88*z + 1
*
[ 2/7 ] 
f(z) = 294/43*z^3 - 263/86*z + 1
*
[ 2/5 ] 
f(z) = 285/44*z^3 - 279/110*z + 1
*
[ 1/2 ] 
f(z) = 286/59*z^3 - 261/118*z + 1
*
[ 3/7 ] 
f(z) = 287/45*z^3 - 263/105*z + 1
*
-3/4 | 0.058199773635452874689806108529837629037 | 0.0091565116172184123251447803331609126716
f(z) = 288/55*z^3 - 269/110*z + 1
*
[ 10/17 ] 
f(z) = 289/55*z^3 - 277/110*z + 1
*
[ 1/2 ] 
f(z) = 290/59*z^3 - 263/118*z + 1
*
[ 1/2 ] 
f(z) = 294/59*z^3 - 265/118*z + 1
*
[ 5/11 ] 
f(z) = 297/50*z^3 - 267/110*z + 1
*
[ 1/2 ] 
f(z) = 298/57*z^3 - 263/114*z + 1
*
[ 1/2 ] 
f(z) = 298/59*z^3 - 267/118*z + 1
*
[ 15/34 ] 
f(z) = 289/54*z^3 - 277/120*z + 1
*
[ 7/4 ] 
f(z) = 296/49*z^3 - 253/14*z + 1
*
[ -3/2 ] 
f(z) = 281/54*z^3 - 241/24*z + 1
*
[ -3/2 ] 
f(z) = 287/54*z^3 - 247/24*z + 1
*
[ -24/17 ] 
f(z) = 289/48*z^3 - 247/24*z + 1
*
-18/17 | 0.17837511437943245802785600111019932258 | 0.025898185534476709262297175724095147052
f(z) = 289/48*z^3 - 245/36*z + 1
*
[ 18/17 ] 
f(z) = 289/48*z^3 - 241/36*z + 1
*
[ -3/2 ] 
f(z) = 293/54*z^3 - 253/24*z + 1
*
[ 4/3 ] 
f(z) = 297/40*z^3 - 259/20*z + 1
*
10/9 | 0.18126179238245690134471880557034820085 | 0.025462314437908718050093965717038378520
f(z) = 297/50*z^3 - 247/30*z + 1
*
[ 4/3 ] 
f(z) = 297/56*z^3 - 257/28*z + 1
*
2/9 | 0.21623050353855150032371730140884353177 | 0.028493260094897188695683864264567097884
f(z) = 297/56*z^3 - 247/21*z + 1
*
[ -3/2 ] 
f(z) = 299/54*z^3 - 259/24*z + 1
*
-1 | 0.11882419918102700980422892505240833100 | 0.021074268319319442584702553187311137990
f(z) = 281/40*z^3 - 241/40*z + 1
*
-1 | 0.12746480794963204250305335609822447875 | 0.022592503979055739310792809349472402261
f(z) = 282/41*z^3 - 241/41*z + 1
*
[ -7/6 ] 
f(z) = 282/49*z^3 - 251/42*z + 1
*
-1 | 0.11894975874665946933661960966103958137 | 0.021070034118347040514040664315253953869
f(z) = 283/40*z^3 - 243/40*z + 1
*
-1 | 0.12752741423153652082906293894367235577 | 0.022589427647397486634624275687977890424
f(z) = 283/41*z^3 - 242/41*z + 1
*
-1 | 0.094367965447575618353536732956022229860 | 0.016715765316466036573053490537649661175
f(z) = 283/42*z^3 - 241/42*z + 1
*
-1 | 0.12758980931573651724450307757311451443 | 0.022586367707930669154632701312748344311
f(z) = 284/41*z^3 - 243/41*z + 1
*
-1 | 0.12763013972800457177784622377824422406 | 0.022593507130163400465480635356163297212
f(z) = 284/43*z^3 - 241/43*z + 1
*
-1 | 0.12765199462400312845997839839590943828 | 0.022583324010526652009550303016079611936
f(z) = 285/41*z^3 - 244/41*z + 1
*
-1 | 0.12769219351688273022015232759547542266 | 0.022590435725666227242520653321756245075
f(z) = 285/43*z^3 - 242/43*z + 1
*
-1 | 0.11915486982269533220171863221130754456 | 0.021080070394231548126923654630341184238
f(z) = 285/44*z^3 - 241/44*z + 1
*
-1 | 0.12771397156378295203209209825073458433 | 0.022580296406983382380536311794531574097
f(z) = 286/41*z^3 - 245/41*z + 1
*
-1 | 0.12775403979361414577644923561590026285 | 0.022587380616291207693142506213240329018
f(z) = 286/43*z^3 - 243/43*z + 1
*
-1 | 0.11423085961726336566048143716406767018 | 0.020196432993191563297488300144257953844
f(z) = 286/45*z^3 - 241/45*z + 1
*
-1 | 0.11919834953475362755440109162247279212 | 0.021061705822279841058010357931924664186
f(z) = 287/40*z^3 - 247/40*z + 1
*
-1 | 0.12781567994316280900537151969393836800 | 0.022584341653595472311783238341904439906
f(z) = 287/43*z^3 - 244/43*z + 1
*
-1 | 0.11927822664841225364940054180058056655 | 0.021075819677684527564743212841897402978
f(z) = 287/44*z^3 - 243/44*z + 1
*
-1 | 0.11429237079722207729967239668099456393 | 0.020194845825110812918860071309961424969
f(z) = 287/45*z^3 - 242/45*z + 1
*
-1 | 0.11503993199569883207281783290987742388 | 0.020326935859141676358018479759191755761
f(z) = 287/46*z^3 - 241/46*z + 1
*
-1 | 0.12783730589719482375603321357887113787 | 0.022574288898114637921766824339500035218
f(z) = 288/41*z^3 - 247/41*z + 1
*
-1 | 0.12787711533665736195934010290550774064 | 0.022581318691029876936744408443164683107
f(z) = 288/43*z^3 - 245/43*z + 1
*
[ 1/6 ] 
f(z) = 288/47*z^3 - 243/47*z + 1
*
-1 | 0.12795633918195010130353171946380786268 | 0.022595308519419221000110079751491174612
f(z) = 288/47*z^3 - 241/47*z + 1
*
[ 1/6 ] 
f(z) = 288/49*z^3 - 253/49*z + 1
*
[ 11/12 ] 
f(z) = 288/55*z^3 - 247/55*z + 1
*
-1 | 0.11932140323347637431904801550287761715 | 0.021057609989696000410507686622903874110
f(z) = 289/40*z^3 - 249/40*z + 1
*
-1 | 0.12789866603580944447830636549209552838 | 0.022571308705736440205617810217313172460
f(z) = 289/41*z^3 - 248/41*z + 1
*
15/17 | 0.10835707153750479547123108391709821969 | 0.019122645981607164678993574902009994980
f(z) = 289/42*z^3 - 253/42*z + 1
*
-1 | 0.12793834733157497241408806674832252258 | 0.022578311583908106156069289716197341901
f(z) = 289/43*z^3 - 246/43*z + 1
*
-1 | 0.11940076610378639784907559330563474865 | 0.021071615795237704231286210071337667817
f(z) = 289/44*z^3 - 245/44*z + 1
*
-1 | 0.11441478273368387259872207613862533659 | 0.020191699113254931119523853929253486040
f(z) = 289/45*z^3 - 244/45*z + 1
*
-1 | 0.11516156468540988270798814798584484844 | 0.020323489744781617978836837190465458746
f(z) = 289/46*z^3 - 243/46*z + 1
*
-1 | 0.12801731736779865204357647385480605032 | 0.022592248062851591027826804867257068902
f(z) = 289/47*z^3 - 242/47*z + 1
*
[ 16/17 ] 
f(z) = 289/48*z^3 - 259/48*z + 1
*
-1 | 0.099135967897965737236990581626667295902 | 0.017495323482423690755289550535233430367
f(z) = 289/48*z^3 - 241/48*z + 1
*
[ -19/17 ] 
f(z) = 289/57*z^3 - 253/57*z + 1
*
-1 | 0.12795982329627060161722525680009178447 | 0.022568344033053379783774760338781481561
f(z) = 290/41*z^3 - 249/41*z + 1
*
-1 | 0.12799937727192216036713211439204210978 | 0.022575320189376388800069534284493428304
f(z) = 290/43*z^3 - 247/43*z + 1
*
-1 | 0.12807809512299015774708741426186584531 | 0.022589203699830540860706820269606602668
f(z) = 290/47*z^3 - 243/47*z + 1
*
-1 | 0.12811726116585565261784966916664095032 | 0.022596111436235859621130878660409029132
f(z) = 290/49*z^3 - 241/49*z + 1
*
-1 | 0.11944364374711429458767154893985972418 | 0.021053558579725431836292892057277667925
f(z) = 291/40*z^3 - 251/40*z + 1
*
-1 | 0.12802077901721893089895889216586183538 | 0.022565394741034264888546004230677561359
f(z) = 291/41*z^3 - 250/41*z + 1
*
-1 | 0.12806020648841263728397828594825563866 | 0.022572344366383811284542027347770901824
f(z) = 291/43*z^3 - 248/43*z + 1
*
-1 | 0.11952249896307916231391013843322152201 | 0.021067457878646253247073009280095055244
f(z) = 291/44*z^3 - 247/44*z + 1
*
-1 | 0.11528304616625672475308835332588383349 | 0.020320196952875656239699604810158678090
f(z) = 291/46*z^3 - 245/46*z + 1
*
-1 | 0.12813867376267451488500525825556109217 | 0.022586175285329665476772876563157868695
f(z) = 291/47*z^3 - 244/47*z + 1
*
-1 | 0.12817771571303704847220610441898601269 | 0.022593056957415662869305674276979392402
f(z) = 291/49*z^3 - 242/49*z + 1
*
-1 | 0.11536178246968705704438929825003519453 | 0.020334075291853083710882401908336753937
f(z) = 291/50*z^3 - 241/50*z + 1
*
-1 | 0.12808153452407560155111930095731203836 | 0.022562460692393879011320081259472874854
f(z) = 292/41*z^3 - 251/41*z + 1
*
-1 | 0.12812083629864221717403127289610271189 | 0.022569383975653214948323214042422011650
f(z) = 292/43*z^3 - 249/43*z + 1
*
-1 | 0.11459689462192064694370363460164027841 | 0.020187046790038831200556705107934711346
f(z) = 292/45*z^3 - 247/45*z + 1
*
-1 | 0.12819905458908235159335955929254745936 | 0.022583162676150826883594989692325923185
f(z) = 292/47*z^3 - 245/47*z + 1
*
-1 | 0.12823797323234458430932870437530275112 | 0.022590018468143546710219226514204026843
f(z) = 292/49*z^3 - 243/49*z + 1
*
-1 | 0.10793209425796648558121308567494139961 | 0.019012995457868836060975264977893659886
f(z) = 292/51*z^3 - 241/51*z + 1
*
-1 | 0.11956508176406594274510056086790460361 | 0.021049550778485274657974385846972693233
f(z) = 293/40*z^3 - 253/40*z + 1
*
-1 | 0.12814209112921598124707617187067499499 | 0.022559541751564921615595856882425987216
f(z) = 293/41*z^3 - 252/41*z + 1
*
-1 | 0.094982650476363684053413915505436040149 | 0.016721789462098771963005795132776712233
f(z) = 293/42*z^3 - 251/42*z + 1
*
-1 | 0.12818126800726085721813710562049266221 | 0.022566438879652663897032176872761753180
f(z) = 293/43*z^3 - 250/43*z + 1
*
-1 | 0.11964343578866020669814416240536078553 | 0.021063345081931243850958546126113770716
f(z) = 293/44*z^3 - 249/44*z + 1
*
-1 | 0.11465720223300076726255682433155648475 | 0.020185513737907652891193874953842608811
f(z) = 293/45*z^3 - 248/45*z + 1
*
-1 | 0.11540373479939607239360803209409888927 | 0.020316941533818328536763750869966170184
f(z) = 293/46*z^3 - 247/46*z + 1
*
-1 | 0.12825923889169390354671620445757330746 | 0.022580165730894696645655179217840842310
f(z) = 293/47*z^3 - 246/47*z + 1
*
-1 | 0.099377641622065449086573715517826237263 | 0.017495531995683909240410745793651249327
f(z) = 293/48*z^3 - 245/48*z + 1
*
-1 | 0.12829803500581035103865503280510423319 | 0.022586995825116632801720880324058096386
f(z) = 293/49*z^3 - 244/49*z + 1
*
-1 | 0.11548132728615870573344432181363937365 | 0.020330601767776616721671991185720511598
f(z) = 293/50*z^3 - 243/50*z + 1
*
-1 | 0.10799306788844570139035397763748812889 | 0.019012286302182197097985900265999700563
f(z) = 293/51*z^3 - 242/51*z + 1
*
-1 | 0.11979862283050267625852266569456781971 | 0.021090665913977107347952752617655483476
f(z) = 293/52*z^3 - 241/52*z + 1
*
-1 | 0.12820245013214045587349058909149563773 | 0.022556637784670496637249357556648288429
f(z) = 294/41*z^3 - 253/41*z + 1
*
[ 1/7 ] 
f(z) = 294/41*z^3 - 252/41*z + 1
*
-1 | 0.12824150290614188434534230998674787697 | 0.022563508942567470222035781689286312322
f(z) = 294/43*z^3 - 251/43*z + 1
*
-1 | 0.12831922794740513621741306870647528470 | 0.022577184309931874501121612353674653928
f(z) = 294/47*z^3 - 247/47*z + 1
*
-1 | 0.12843487980752911635216868232288213602 | 0.022597532728509297538733400290698018939
f(z) = 294/53*z^3 - 241/53*z + 1
*
-1 | 0.12826261281964245992381127338030317681 | 0.022553748659497136213079292325137461397
f(z) = 295/41*z^3 - 254/41*z + 1
*
-1 | 0.095102014640593498991337448038551066782 | 0.016722775936522058703193833708477382355
f(z) = 295/42*z^3 - 253/42*z + 1
*
-1 | 0.12830154227454846286674765504623310302 | 0.022560594030272763810195938532524468973
f(z) = 295/43*z^3 - 252/43*z + 1
*
-1 | 0.11976358693653368778060607472952635396 | 0.021059276580655773127246021415015533152
f(z) = 295/44*z^3 - 251/44*z + 1
*
-1 | 0.11552364088053674087007987338522917049 | 0.020313722786182183544418496170250484604
f(z) = 295/46*z^3 - 249/46*z + 1
*
-1 | 0.12837902302069116728351497178849237926 | 0.022574218275374569844499792836040518006
f(z) = 295/47*z^3 - 248/47*z + 1
*
-1 | 0.099497304183218434376297148396524868038 | 0.017495645391235816569870873716147027021
f(z) = 295/48*z^3 - 247/48*z + 1
*
-1 | 0.12841757638105592370334658425613566412 | 0.022580997513537045310712123812863709019
f(z) = 295/49*z^3 - 246/49*z + 1
*
-1 | 0.10811133441191528866622897166524460357 | 0.019010339879773377075097041340098040957
f(z) = 295/51*z^3 - 244/51*z + 1
*
-1 | 0.11991780291631852931766406540406947631 | 0.021086393979645892209322246595692162149
f(z) = 295/52*z^3 - 243/52*z + 1
*
-1 | 0.12849431415313922786223489553707967973 | 0.022594491113785858973060305425457223700
f(z) = 295/53*z^3 - 242/53*z + 1
*
-1 | 0.10211424888547474296320871132684890833 | 0.017955809984588405653119139825588922195
f(z) = 295/54*z^3 - 241/54*z + 1
*
-1 | 0.12832258046597377204669302288912480804 | 0.022550874245468347408867306094227449636
f(z) = 296/41*z^3 - 255/41*z + 1
*
-1 | 0.12836138737929735701825446428746235829 | 0.022557694010306594296183676276608528808
f(z) = 296/43*z^3 - 253/43*z + 1
*
-1 | 0.11483695399314746569643446173565118641 | 0.020180966583030839609541108720502680886
f(z) = 296/45*z^3 - 251/45*z + 1
*
-1 | 0.12843862536376704172650647935790887872 | 0.022571267491048833199572456390752211549
f(z) = 296/47*z^3 - 249/47*z + 1
*
-1 | 0.12847705848509409039539592792218980913 | 0.022578021567243060900893562540421188230
f(z) = 296/49*z^3 - 247/49*z + 1
*
-1 | 0.10817173064216554729478133773579185541 | 0.019009648074159301370647324747039657184
f(z) = 296/51*z^3 - 245/51*z + 1
*
-1 | 0.12855355801650211774719572236161652340 | 0.022591465275329005444590937117459073445
f(z) = 296/53*z^3 - 243/53*z + 1
*
-1 | 0.12859162640170605607401819123533959691 | 0.022598155254320580476599036423076086479
f(z) = 296/55*z^3 - 241/55*z + 1
*
-1 | 0.11980559201913079922640047872150870511 | 0.021041662849338745006121307012602230595
f(z) = 297/40*z^3 - 257/40*z + 1
*
-1 | 0.12838235433300712903766109185649270726 | 0.022548014413618670038602053963807123659
f(z) = 297/41*z^3 - 256/41*z + 1
*
-1 | 0.12842103947492004104056233945233752351 | 0.022554808751843553035407670181813216385
f(z) = 297/43*z^3 - 254/43*z + 1
*
-1 | 0.11564277450588377871658124492492523927 | 0.020310540026598721597750414080255332316
f(z) = 297/46*z^3 - 251/46*z + 1
*
-1 | 0.12849803621674591096949408588653712987 | 0.022568331822467325144671674367016907100
f(z) = 297/47*z^3 - 250/47*z + 1
*
-1 | 0.12853634984812327934728967529393053233 | 0.022575060911655813930666762018759514948
f(z) = 297/49*z^3 - 248/49*z + 1
*
-1 | 0.11572005415722571764677307780876957855 | 0.020324112785108957662198920184995404651
f(z) = 297/50*z^3 - 247/50*z + 1
*
-1 | 0.12003621957960419950165725851940197472 | 0.021082168365729598184805371906555632708
f(z) = 297/52*z^3 - 245/52*z + 1
*
-1 | 0.12861261261673758597362200936472065144 | 0.022588455073297977775272867625409092241
f(z) = 297/53*z^3 - 244/53*z + 1
*
-1 | 0.12011212200889521068179149253737110323 | 0.021095499240354650750311535984705333104
f(z) = 297/56*z^3 - 241/56*z + 1
*
-1 | 0.12844193567039621035388905069218357535 | 0.022545169036568233977470207450137034556
f(z) = 298/41*z^3 - 257/41*z + 1
*
-1 | 0.12848049980382120823302715233113809145 | 0.022551938125668903292234090866876363275
f(z) = 298/43*z^3 - 255/43*z + 1
*
-1 | 0.11495582517045903972593150770097739234 | 0.020177977672782215603235515120873968803
f(z) = 298/45*z^3 - 253/45*z + 1
*
-1 | 0.12855725680779466624718692417088501651 | 0.022565411136802610479985929229982388271
f(z) = 298/47*z^3 - 251/47*z + 1
*
-1 | 0.12859545169131807028944572636771711878 | 0.022572115412169317297556255600659980690
f(z) = 298/49*z^3 - 249/49*z + 1
*
-1 | 0.10828988708792192010883520718836651546 | 0.019007918220830690024419322375375387843
f(z) = 298/51*z^3 - 247/51*z + 1
*
-1 | 0.12867147916128035201339533857077676426 | 0.022585460369583543784602870784578695101
f(z) = 298/53*z^3 - 245/53*z + 1
*
-1 | 0.12870931368744083529511342389409265091 | 0.022592101392106713045332745489485262445
f(z) = 298/55*z^3 - 243/55*z + 1
*
-1 | 0.10840235800215518602560138083652615273 | 0.019027660026805907668963899649462202102
f(z) = 298/57*z^3 - 241/57*z + 1
*
-1 | 0.11992468460783544170689221360362442596 | 0.021037781194368164328638808808015949108
f(z) = 299/40*z^3 - 259/40*z + 1
*
-1 | 0.12850132571573304405474457631542361981 | 0.022542337988497804673022857217066889989
f(z) = 299/41*z^3 - 258/41*z + 1
*
-1 | 0.095340865841086323587651404933997334925 | 0.016725166140777450019934999298890876878
f(z) = 299/42*z^3 - 257/42*z + 1
*
-1 | 0.12853976959643472925700616603855552229 | 0.022549082004153207145486291074427615751
f(z) = 299/43*z^3 - 256/43*z + 1
*
-1 | 0.12000157262325715978581643808812173836 | 0.021051269270240123928291631960137545571
f(z) = 299/44*z^3 - 255/44*z + 1
*
-1 | 0.11501497546619396796522194551410399840 | 0.020176495738520537222512472028845713686
f(z) = 299/45*z^3 - 254/45*z + 1
*
-1 | 0.12861628835328707526927606516745479546 | 0.022562505302860965744618921632822130990
f(z) = 299/47*z^3 - 252/47*z + 1
*
-1 | 0.099734330899453319805738719711016904501 | 0.017495889506740656101150857071686480882
f(z) = 299/48*z^3 - 251/48*z + 1
*
-1 | 0.12865436522414685316456371460573401735 | 0.022569184935835058908815613022485765392
f(z) = 299/49*z^3 - 250/49*z + 1
*
-1 | 0.11583729956373759239136669076000779871 | 0.020320751898055591969842994184132798081
f(z) = 299/50*z^3 - 249/50*z + 1
*
-1 | 0.10834868333675723739947055257075326586 | 0.019007061808755042357174177314906565444
f(z) = 299/51*z^3 - 248/51*z + 1
*
-1 | 0.12873015884602913303139581607100545809 | 0.022582481027780619030962740073928571000
f(z) = 299/53*z^3 - 246/53*z + 1
*
-1 | 0.10234985935428087661890446195087079857 | 0.017954718441919784936979878897977826345
f(z) = 299/54*z^3 - 245/54*z + 1
*
-1 | 0.12876787751938940178517648065356644290 | 0.022589097823978082884240498851050656633
f(z) = 299/55*z^3 - 244/55*z + 1
*
-1 | 0.12022932013693043445515829336365993342 | 0.021091221865286654306909122783062811323
f(z) = 299/56*z^3 - 243/56*z + 1
*
-1 | 0.10846184030052995527014615410033224066 | 0.019026912362894535552120262466107579613
f(z) = 299/57*z^3 - 242/57*z + 1
*
-1 | 0.11598817661644823263328532220603763628 | 0.020347219496720180963287766645019876937
f(z) = 299/58*z^3 - 241/58*z + 1
*
[ 7/9 ] 
f(z) = 288/49*z^3 - 242/63*z + 1
*
[ 12/17 ] 
f(z) = 289/40*z^3 - 241/60*z + 1
*
[ -18/17 ] 
f(z) = 289/56*z^3 - 242/63*z + 1
*
[ 4/5 ] 
f(z) = 295/48*z^3 - 251/60*z + 1
*
[ 1/2 ] 
f(z) = 286/49*z^3 - 241/98*z + 1
*
[ 2/7 ] 
f(z) = 287/48*z^3 - 251/84*z + 1
*
[ 21/34 ] 
f(z) = 289/49*z^3 - 241/84*z + 1
*
[ 12/17 ] 
f(z) = 289/56*z^3 - 251/84*z + 1
*
[ 1/2 ] 
f(z) = 290/49*z^3 - 243/98*z + 1
*
[ 2/7 ] 
f(z) = 294/41*z^3 - 253/82*z + 1
*
[ 1/2 ] 
f(z) = 294/47*z^3 - 241/94*z + 1
*
[ 1/2 ] 
f(z) = 298/47*z^3 - 243/94*z + 1
*
[ 1/2 ] 
f(z) = 298/49*z^3 - 247/98*z + 1
*
[ 1/2 ] 
f(z) = 282/53*z^3 - 247/106*z + 1
*
[ 1/2 ] 
f(z) = 282/55*z^3 - 251/110*z + 1
*
[ 1/2 ] 
f(z) = 282/59*z^3 - 259/118*z + 1
*
[ 7/15 ] 
f(z) = 285/49*z^3 - 253/105*z + 1
*
[ -14/15 ] 
f(z) = 285/56*z^3 - 248/105*z + 1
*
[ 1/2 ] 
f(z) = 286/51*z^3 - 245/102*z + 1
*
[ 1/2 ] 
f(z) = 286/53*z^3 - 249/106*z + 1
*
[ 1/2 ] 
f(z) = 286/57*z^3 - 257/114*z + 1
*
[ 11/24 ] 
f(z) = 288/55*z^3 - 251/110*z + 1
*
[ 8/17 ] 
f(z) = 289/52*z^3 - 245/104*z + 1
*
[ 1/2 ] 
f(z) = 290/51*z^3 - 247/102*z + 1
*
[ 1/2 ] 
f(z) = 290/53*z^3 - 251/106*z + 1
*
[ 1/2 ] 
f(z) = 290/57*z^3 - 259/114*z + 1
*
[ 1/2 ] 
f(z) = 294/53*z^3 - 253/106*z + 1
*
[ 1/2 ] 
f(z) = 294/55*z^3 - 257/110*z + 1
*
[ 1/2 ] 
f(z) = 298/51*z^3 - 251/102*z + 1
*
[ 1/2 ] 
f(z) = 298/53*z^3 - 255/106*z + 1
*
[ 1/2 ] 
f(z) = 298/55*z^3 - 259/110*z + 1
*
[ -7/4 ] 
f(z) = 296/49*z^3 - 237/14*z + 1
*
[ 7/3 ] 
f(z) = 297/49*z^3 - 227/7*z + 1
*
[ -7/3 ] 
f(z) = 297/49*z^3 - 221/7*z + 1
*
[ 22/17 ] 
f(z) = 289/44*z^3 - 237/22*z + 1
*
[ -4/3 ] 
f(z) = 297/40*z^3 - 229/20*z + 1
*
[ 7/6 ] 
f(z) = 297/49*z^3 - 227/28*z + 1
*
[ -14/9 ] 
f(z) = 297/56*z^3 - 235/21*z + 1
*
-1 | 0.12733895603282786715394226865594292445 | 0.022598706429288313739800803790746897308
f(z) = 280/41*z^3 - 239/41*z + 1
*
-1 | 0.12737982125694703765062925525127501538 | 0.022605958736294805362052302472116451338
f(z) = 280/43*z^3 - 237/43*z + 1
*
-1 | 0.12746113597149429472213275103537008337 | 0.022620389570500491082039899202266828953
f(z) = 280/47*z^3 - 233/47*z + 1
*
-1 | 0.10719723228152214480937960137192047526 | 0.019024176558647332760954626003406577827
f(z) = 280/51*z^3 - 229/51*z + 1
*
-1 | 0.12758208647003485428485663022551291812 | 0.022641854524306846472184059137161963224
f(z) = 280/53*z^3 - 227/53*z + 1
*
-1 | 0.10731841414898731970985430817199969385 | 0.019045682573245822289674510940383543480
f(z) = 280/57*z^3 - 223/57*z + 1
*
-1 | 0.12770183867699920509830509303248772033 | 0.022663106818606707639683627148512427666
f(z) = 280/59*z^3 - 221/59*z + 1
*
-1 | 0.12740198903373222830620679418065168285 | 0.022595596854992919485994120885827591861
f(z) = 281/41*z^3 - 240/41*z + 1
*
-1 | 0.094241640554056382727118638940259851300 | 0.016714386745946298138824040126756076348
f(z) = 281/42*z^3 - 239/42*z + 1
*
-1 | 0.12744271922737056847499551670622466715 | 0.022602820627888914522445523667502572574
f(z) = 281/43*z^3 - 238/43*z + 1
*
-1 | 0.11890565986925877382992619541584875783 | 0.021088715918487834345312967782658873711
f(z) = 281/44*z^3 - 237/44*z + 1
*
-1 | 0.11392019666395086693500036681611324751 | 0.020204510596601438639888518534036205915
f(z) = 281/45*z^3 - 236/45*z + 1
*
-1 | 0.11466749708643916930566281752145678117 | 0.020337049336413740455827640041293328461
f(z) = 281/46*z^3 - 235/46*z + 1
*
-1 | 0.12752376655631424530229337655790677272 | 0.022617194915016413324675027449982259118
f(z) = 281/47*z^3 - 234/47*z + 1
*
-1 | 0.098641898584934584813525503872646983419 | 0.017494802006946216233551392303353783332
f(z) = 281/48*z^3 - 233/48*z + 1
*
-1 | 0.12756408605233749468503120412117830227 | 0.022624345847937065108022251715564024770
f(z) = 281/49*z^3 - 232/49*z + 1
*
-1 | 0.11474878850718730041898102110264310669 | 0.020351466914859144793262546645151604510
f(z) = 281/50*z^3 - 231/50*z + 1
*
-1 | 0.10726063258839164616314983435517005257 | 0.019023392262244131197924020393143482406
f(z) = 281/51*z^3 - 230/51*z + 1
*
-1 | 0.11906694074692664322107728732414701075 | 0.021117320163365343459232660085900502629
f(z) = 281/52*z^3 - 229/52*z + 1
*
-1 | 0.12764432249478018159147291700884913145 | 0.022638576318907449810336527866195580079
f(z) = 281/53*z^3 - 228/53*z + 1
*
-1 | 0.10126577713507766824928882401793305213 | 0.017960164458232582924579932669858695705
f(z) = 281/54*z^3 - 227/54*z + 1
*
-1 | 0.12768424171138889140541532512071878231 | 0.022645656259590469464083365284593268542
f(z) = 281/55*z^3 - 226/55*z + 1
*
-1 | 0.11914677945845946513252461010059906285 | 0.021131480094092485181457820779283993753
f(z) = 281/56*z^3 - 225/56*z + 1
*
-1 | 0.10738039135149437567296511820814624786 | 0.019044632281740258560687774357989650967
f(z) = 281/57*z^3 - 224/57*z + 1
*
-1 | 0.11490846815686611003603160560760827678 | 0.020379787171218200352245868091130292733
f(z) = 281/58*z^3 - 223/58*z + 1
*
-1 | 0.12776368770200391442077495301814269340 | 0.022659746538630047994789837543879315868
f(z) = 281/59*z^3 - 222/59*z + 1
*
-1 | 0.12750540400365024519318686644125999324 | 0.022599699427954094267524282343615420429
f(z) = 282/43*z^3 - 239/43*z + 1
*
-1 | 0.12762637368639985827800246798820313383 | 0.022621140703258456686438848069819428154
f(z) = 282/49*z^3 - 233/49*z + 1
*
-1 | 0.12770634965311876936618668300356370894 | 0.022635316046048286262008889202324668695
f(z) = 282/53*z^3 - 229/53*z + 1
*
-1 | 0.12774613988516049754423205634795511928 | 0.022642368667004538917637597469537524137
f(z) = 282/55*z^3 - 227/55*z + 1
*
-1 | 0.12782533036101842975745219668726571987 | 0.022656404785441485228381565276789571836
f(z) = 282/59*z^3 - 223/59*z + 1
*
-1 | 0.12756787702799334751059133096733377113 | 0.022596594980150845519585739186381963816
f(z) = 283/43*z^3 - 240/43*z + 1
*
-1 | 0.11903068463476982215836500952060209679 | 0.021084368836143099555054488996706426412
f(z) = 283/44*z^3 - 239/44*z + 1
*
-1 | 0.11404508883287250565311300764266937528 | 0.020201250831086915997191937818892081745
f(z) = 283/45*z^3 - 238/45*z + 1
*
-1 | 0.11479225709447696781808979707345491256 | 0.020333599655750624532891129838699273010
f(z) = 283/46*z^3 - 237/46*z + 1
*
-1 | 0.12764839483638152287034912335530209399 | 0.022610857413196099833347835418580210108
f(z) = 283/47*z^3 - 236/47*z + 1
*
-1 | 0.098766395567176653559624111665501699956 | 0.017494876376998235510177817749019153135
f(z) = 283/48*z^3 - 235/48*z + 1
*
-1 | 0.12768845216415564728402566647504775322 | 0.022617952923702247158171909176676697746
f(z) = 283/49*z^3 - 234/49*z + 1
*
-1 | 0.11487237203390882629650832441756008902 | 0.020347790727048328787503625259902058522
f(z) = 283/50*z^3 - 233/50*z + 1
*
-1 | 0.10738473823070819552457010313646654075 | 0.019021476984494761044566668706133526246
f(z) = 283/51*z^3 - 232/51*z + 1
*
-1 | 0.11919091678479515153994536315288707700 | 0.021112751381038211454079869868329243485
f(z) = 283/52*z^3 - 231/52*z + 1
*
-1 | 0.12776816934486074489040619748640442414 | 0.022632073538447268768405895619810710188
f(z) = 283/53*z^3 - 230/53*z + 1
*
-1 | 0.10138949521140258171347920588019109228 | 0.017959516234884592370431254119231203822
f(z) = 283/54*z^3 - 229/54*z + 1
*
-1 | 0.12780783142538517047496473456136408280 | 0.022639099037268448543535547010027320859
f(z) = 283/55*z^3 - 228/55*z + 1
*
-1 | 0.11927024121897113262751432270916102715 | 0.021126802427060643453957327745131531970
f(z) = 283/56*z^3 - 227/56*z + 1
*
-1 | 0.10750269194838362810539104829260064727 | 0.019042370585978227984036566266786882309
f(z) = 283/57*z^3 - 226/57*z + 1
*
-1 | 0.11503102308736498491260043651876519847 | 0.020375893206149210859654767703022299451
f(z) = 283/58*z^3 - 225/58*z + 1
*
-1 | 0.12788676802962543168399217162475361291 | 0.022653081385463631157187079634393463418
f(z) = 283/59*z^3 - 224/59*z + 1
*
-1 | 0.11410722001876309326776937625417471134 | 0.020199635404233328711367018026931017625
f(z) = 284/45*z^3 - 239/45*z + 1
*
-1 | 0.12771039536711811392199322571488243320 | 0.022607714247372641997702251312587474728
f(z) = 284/47*z^3 - 237/47*z + 1
*
-1 | 0.12775032288779475646655523782301520769 | 0.022614782348410688035253005358461167106
f(z) = 284/49*z^3 - 235/49*z + 1
*
-1 | 0.10744544636816269799611564284889901829 | 0.019020346320987506561038575256738646246
f(z) = 284/51*z^3 - 233/51*z + 1
*
-1 | 0.12782978295576691486915654421854536721 | 0.022628848630999723774609354901217430568
f(z) = 284/53*z^3 - 231/53*z + 1
*
-1 | 0.12786931770975702246661655283791111386 | 0.022635847203187048270131490207132579456
f(z) = 284/55*z^3 - 229/55*z + 1
*
-1 | 0.10756508532889333792391435529033401848 | 0.019041525203327317607640415672461561273
f(z) = 284/57*z^3 - 227/57*z + 1
*
-1 | 0.12794800206967124345208837594834729024 | 0.022649776167384242676297590411315132838
f(z) = 284/59*z^3 - 225/59*z + 1
*
-1 | 0.11491683310762898584696750166942698814 | 0.020330305718898738081572452546170958276
f(z) = 285/46*z^3 - 239/46*z + 1
*
-1 | 0.12777218869154870233439315596888107495 | 0.022604587928724875134960315204371000065
f(z) = 285/47*z^3 - 238/47*z + 1
*
-1 | 0.12781198724543259986805591277019880815 | 0.022611628818608012601645763757956758326
f(z) = 285/49*z^3 - 236/49*z + 1
*
-1 | 0.11931406682388065231268345086320678430 | 0.021108234446582331012188080306197562792
f(z) = 285/52*z^3 - 233/52*z + 1
*
-1 | 0.12789119185773644800549048499158435258 | 0.022625641160742223235260750007596236393
f(z) = 285/53*z^3 - 232/53*z + 1
*
-1 | 0.11939288358090000012999177628418413723 | 0.021122178171993513812212854777435715265
f(z) = 285/56*z^3 - 229/56*z + 1
*
-1 | 0.11515406615261163281525068318038301590 | 0.020372275378179248512773529239015578309
f(z) = 285/58*z^3 - 227/58*z + 1
*
-1 | 0.12800903382944846020384867827509217111 | 0.022646488962118538550127464665163796116
f(z) = 285/59*z^3 - 226/59*z + 1
*
-1 | 0.12783377619205296518753415175082854270 | 0.022601478302622062084255944889508540104
f(z) = 286/47*z^3 - 239/47*z + 1
*
-1 | 0.12787344661129810989471805087819282429 | 0.022608492177566020739607752473050106973
f(z) = 286/49*z^3 - 237/49*z + 1
*
-1 | 0.10756831464132447743667750598336101185 | 0.019018470719060700862065862924830990143
f(z) = 286/51*z^3 - 235/51*z + 1
*
-1 | 0.12795239740899142937146765494360858281 | 0.022622450966817145084364420193132815822
f(z) = 286/53*z^3 - 233/53*z + 1
*
-1 | 0.10768616333604067657895015381229232807 | 0.019039306798506706394486026011302065541
f(z) = 286/57*z^3 - 229/57*z + 1
*
-1 | 0.12806986464387554790197971656001478613 | 0.022643219602772275880521493563874009703
f(z) = 286/59*z^3 - 227/59*z + 1
*
-1 | 0.12789515923720365621598080410357766083 | 0.022598385216418149973266799064277620637
f(z) = 287/47*z^3 - 240/47*z + 1
*
-1 | 0.099012902443058403571149208759935854571 | 0.017495046131136008389682225455252090806
f(z) = 287/48*z^3 - 239/48*z + 1
*
-1 | 0.11511836634713581298469197801371347867 | 0.020340794786239029799971700875905428209
f(z) = 287/50*z^3 - 237/50*z + 1
*
-1 | 0.10762944387936718215006193058102301572 | 0.019017542555334464530030218269753625780
f(z) = 287/51*z^3 - 236/51*z + 1
*
-1 | 0.11943640181696714996458804596912989676 | 0.021103768377322532504206416769674396366
f(z) = 287/52*z^3 - 235/52*z + 1
*
-1 | 0.12801340095425834901936420703572184738 | 0.022619277890437944960320238076633416085
f(z) = 287/53*z^3 - 234/53*z + 1
*
-1 | 0.10163382206374323195537030229353728523 | 0.017958148500004049094217585227820299128
f(z) = 287/54*z^3 - 233/54*z + 1
*
-1 | 0.12805255859942811863510176032808701144 | 0.022626196835259563034651308112625893437
f(z) = 287/55*z^3 - 232/55*z + 1
*
-1 | 0.10774795148383491284829077898475155251 | 0.019038482210226873180237096523557830282
f(z) = 287/57*z^3 - 230/57*z + 1
*
-1 | 0.11527565169856020605484657005917658176 | 0.020368586259986647554442629484507941148
f(z) = 287/58*z^3 - 229/58*z + 1
*
-1 | 0.12813049583467347220563949031318788147 | 0.022639967924605568296437781166305072369
f(z) = 287/59*z^3 - 228/59*z + 1
*
[ 1/6 ] 
f(z) = 288/43*z^3 - 223/43*z + 1
*
-1 | 0.12799575579630157991290961413982472952 | 0.022602268944887444004178312269906658310
f(z) = 288/49*z^3 - 239/49*z + 1
*
-1 | 0.12807420382494658582560302648595939973 | 0.022616121774855122443078884142238902567
f(z) = 288/53*z^3 - 235/53*z + 1
*
-1 | 0.12811323736490429813832824962385189824 | 0.022623014554717286564584006526834074171
f(z) = 288/55*z^3 - 233/55*z + 1
*
-1 | 0.12819092871053941612785218090941076813 | 0.022636733764997428395756599151662692623
f(z) = 288/59*z^3 - 229/59*z + 1
*
2/17 | 0.16613830472177236079924766370050933171 | 0.029319766030029660230056471686572737438
f(z) = 289/45*z^3 - 229/45*z + 1
*
[ 3/17 ] 
f(z) = 289/48*z^3 - 233/48*z + 1
*
-1 | 0.12805660829611350514516771283213980239 | 0.022599182049732120399367381103265164983
f(z) = 289/49*z^3 - 240/49*z + 1
*
-1 | 0.11524079894968727834517433057344677360 | 0.020337472854179930816584440894250898122
f(z) = 289/50*z^3 - 239/50*z + 1
*
[ 5/34 ] 
f(z) = 289/50*z^3 - 237/40*z + 1
*
15/34 | 0.14148555923377498614609203106574182391 | 0.020061130767276760401142136976714570129
f(z) = 289/50*z^3 - 229/40*z + 1
*
-1 | 0.12813480733932394614718022506485353742 | 0.022612982465322865511902023274010243949
f(z) = 289/53*z^3 - 236/53*z + 1
*
-1 | 0.10175510454218709729947409407580509101 | 0.017957543641331955386735397832732230248
f(z) = 289/54*z^3 - 235/54*z + 1
*
-1 | 0.12817371756024770770899532541477343091 | 0.022619849265700851715649919983013894208
f(z) = 289/55*z^3 - 234/55*z + 1
*
-1 | 0.11963575320023277852921499330366365301 | 0.021113085862597678890305406776551693593
f(z) = 289/56*z^3 - 233/56*z + 1
*
-1 | 0.10786886456682780527336380910808325998 | 0.019036488161600210891326393305137118706
f(z) = 289/57*z^3 - 232/57*z + 1
*
-1 | 0.11539579027726172629584924140181701940 | 0.020364825423286596128519920813971427644
f(z) = 289/58*z^3 - 231/58*z + 1
*
-1 | 0.12825116456731764395320770111866170553 | 0.022633516963411017441071156314373375283
f(z) = 289/59*z^3 - 230/59*z + 1
*
-1 | 0.10781266164650833212008281773387060856 | 0.019014978111715583446513360009825345217
f(z) = 290/51*z^3 - 239/51*z + 1
*
-1 | 0.12819521280268931549496289471341880552 | 0.022609859809066357370084481569343390640
f(z) = 290/53*z^3 - 237/53*z + 1
*
-1 | 0.10792902571213172366984947825101766904 | 0.019035501305624605042999378615402045251
f(z) = 290/57*z^3 - 233/57*z + 1
*
-1 | 0.12831120468816756757310120822828573950 | 0.022630317361359585768307246301380842256
f(z) = 290/59*z^3 - 231/59*z + 1
*
-1 | 0.11967866939812654054340696043736891182 | 0.021094985031197396165916311489927382100
f(z) = 291/52*z^3 - 239/52*z + 1
*
-1 | 0.12825542150754248008903985859899520240 | 0.022606753655249730207618581321094603832
f(z) = 291/53*z^3 - 238/53*z + 1
*
-1 | 0.12829408741916090828945599900300282254 | 0.022613569045418340427238834222476210197
f(z) = 291/55*z^3 - 236/55*z + 1
*
-1 | 0.11975600147497991833453917414566538835 | 0.021108615856237960561924448472122408663
f(z) = 291/56*z^3 - 235/56*z + 1
*
-1 | 0.11551579651304924891851682829895333073 | 0.020361222351188374776482747237610417076
f(z) = 291/58*z^3 - 233/58*z + 1
*
-1 | 0.12837105034372907010895044071295688376 | 0.022627134802373087810178079597932906216
f(z) = 291/59*z^3 - 232/59*z + 1
*
-1 | 0.12831543473375117385725156373623824275 | 0.022603663854944650884597639154610167461
f(z) = 292/53*z^3 - 239/53*z + 1
*
-1 | 0.12835397964044712561287770404297551297 | 0.022610453810619767572430576822498733552
f(z) = 292/55*z^3 - 237/55*z + 1
*
-1 | 0.10804772998330606366067604161131842930 | 0.019033365501976328106906422409403311544
f(z) = 292/57*z^3 - 235/57*z + 1
*
-1 | 0.12843070279228514044064139643585759873 | 0.022623969131965456066273291081473496176
f(z) = 292/59*z^3 - 233/59*z + 1
*
-1 | 0.12837525374871540516807250994623116426 | 0.022600590261099523917595327083389589701
f(z) = 293/53*z^3 - 240/53*z + 1
*
-1 | 0.10199530779202620891304664893119629654 | 0.017956374711238945374851640004948106244
f(z) = 293/54*z^3 - 239/54*z + 1
*
-1 | 0.12841367840736183794992050727715841542 | 0.022607354960218954731120898069644130611
f(z) = 293/55*z^3 - 238/55*z + 1
*
-1 | 0.11987547239682644237422926689617012058 | 0.021104195356058105067256287512121492772
f(z) = 293/56*z^3 - 237/56*z + 1
*
-1 | 0.10810834286052104638168401266299008504 | 0.019032580574911224763132429997693673559
f(z) = 293/57*z^3 - 236/57*z + 1
*
-1 | 0.11563568055048182985363290184609808261 | 0.020357775812466402016267822467992800143
f(z) = 293/58*z^3 - 235/58*z + 1
*
-1 | 0.12849016327992187103690897580989732187 | 0.022620820197602518768454977378269114834
f(z) = 293/59*z^3 - 234/59*z + 1
*
-1 | 0.12847318496790160847294709745112517544 | 0.022604272347189872227299391899974689682
f(z) = 294/55*z^3 - 239/55*z + 1
*
-1 | 0.12854943304068587029550426480080024022 | 0.022617687848670546394620004913872384753
f(z) = 294/59*z^3 - 235/59*z + 1
*
-1 | 0.11999417597060455028881339280500494226 | 0.021099823447772720042834264024891175967
f(z) = 295/56*z^3 - 239/56*z + 1
*
-1 | 0.10822692822116508708486232431614158598 | 0.019030665940993412933480355546186708891
f(z) = 295/57*z^3 - 238/57*z + 1
*
-1 | 0.11575349592017659846402166708995703657 | 0.020354140587427553109158165224222432211
f(z) = 295/58*z^3 - 237/58*z + 1
*
-1 | 0.10828490315079795483720576739586859077 | 0.019029536538067571457832484907964042067
f(z) = 296/57*z^3 - 239/57*z + 1
*
-1 | 0.12866740525851146291515239153463955550 | 0.022611472314062355325431298032657728649
f(z) = 296/59*z^3 - 237/59*z + 1
*
[ -10/11 ] 
f(z) = 297/40*z^3 - 222/55*z + 1
*
-1 | 0.11587120879801164465358707207337784540 | 0.020350660335485592064079042280001229435
f(z) = 297/58*z^3 - 239/58*z + 1
*
-1 | 0.12872611012485036004203039981795486391 | 0.022608388836486324877720781305566065106
f(z) = 297/59*z^3 - 238/59*z + 1
*
-1 | 0.12878462908316864478607368407111119633 | 0.022605321360482904803002747306820943977
f(z) = 298/59*z^3 - 239/59*z + 1
*
-1 | 0.12884296330958963924381820281175062876 | 0.022602269744589793387710655072742436812
f(z) = 299/59*z^3 - 240/59*z + 1
*
[ 3/4 ] 
f(z) = 284/45*z^3 - 233/60*z + 1
*
[ 2/3 ] 
f(z) = 285/44*z^3 - 223/66*z + 1
*
[ 2/3 ] 
f(z) = 285/52*z^3 - 229/78*z + 1
*
[ 7/11 ] 
f(z) = 286/49*z^3 - 226/77*z + 1
*
[ 5/7 ] 
f(z) = 287/50*z^3 - 233/70*z + 1
*
15/34 | 0.16488832244105063262579543640220614050 | 0.023379390917353587728541208888781228050
f(z) = 289/45*z^3 - 223/60*z + 1
*
[ 9/34 ] 
f(z) = 289/54*z^3 - 227/72*z + 1
*
[ 7/10 ] 
f(z) = 290/49*z^3 - 233/70*z + 1
*
[ 2/3 ] 
f(z) = 291/44*z^3 - 227/66*z + 1
*
[ 2/3 ] 
f(z) = 291/52*z^3 - 233/78*z + 1
*
[ 3/4 ] 
f(z) = 292/45*z^3 - 239/60*z + 1
*
-4/5 | 0.11653858612048119901426175003156841719 | 0.015972037469317330968993844210869564996
f(z) = 295/48*z^3 - 221/60*z + 1
*
[ 7/11 ] 
f(z) = 297/49*z^3 - 233/77*z + 1
*
2/3 | 0.17194178915166017463923735035005762325 | 0.021249345824443797650233355506996251020
f(z) = 297/56*z^3 - 227/77*z + 1
*
[ 1/2 ] 
f(z) = 282/41*z^3 - 223/82*z + 1
*
[ 1/2 ] 
f(z) = 282/43*z^3 - 227/86*z + 1
*
[ 1/2 ] 
f(z) = 282/49*z^3 - 239/98*z + 1
*
[ 3/7 ] 
f(z) = 283/54*z^3 - 225/98*z + 1
*
[ 1/2 ] 
f(z) = 286/41*z^3 - 225/82*z + 1
*
[ 1/2 ] 
f(z) = 286/43*z^3 - 229/86*z + 1
*
[ 1/2 ] 
f(z) = 286/45*z^3 - 233/90*z + 1
*
[ 1/2 ] 
f(z) = 286/47*z^3 - 237/94*z + 1
*
[ 7/13 ] 
f(z) = 286/49*z^3 - 232/91*z + 1
*
[ 4/7 ] 
f(z) = 287/48*z^3 - 227/84*z + 1
*
[ 8/17 ] 
f(z) = 289/44*z^3 - 227/88*z + 1
*
[ 3/7 ] 
f(z) = 289/54*z^3 - 227/98*z + 1
*
[ 1/2 ] 
f(z) = 290/41*z^3 - 227/82*z + 1
*
[ 1/2 ] 
f(z) = 290/43*z^3 - 231/86*z + 1
*
[ 1/2 ] 
f(z) = 290/47*z^3 - 239/94*z + 1
*
[ 1/2 ] 
f(z) = 294/41*z^3 - 229/82*z + 1
*
[ 1/2 ] 
f(z) = 294/43*z^3 - 233/86*z + 1
*
[ 3/7 ] 
f(z) = 295/54*z^3 - 229/98*z + 1
*
[ 1/2 ] 
f(z) = 298/41*z^3 - 231/82*z + 1
*
[ 1/2 ] 
f(z) = 298/43*z^3 - 235/86*z + 1
*
[ 1/2 ] 
f(z) = 298/45*z^3 - 239/90*z + 1
*
[ 7/13 ] 
f(z) = 299/49*z^3 - 239/91*z + 1
*
[ 12/23 ] 
f(z) = 299/54*z^3 - 223/92*z + 1
*
[ 3/2 ] 
f(z) = 284/45*z^3 - 208/15*z + 1
*
[ 7/3 ] 
f(z) = 288/49*z^3 - 220/7*z + 1
*
[ -7/3 ] 
f(z) = 288/49*z^3 - 214/7*z + 1
*
[ 3/2 ] 
f(z) = 292/45*z^3 - 214/15*z + 1
*
[ 3/2 ] 
f(z) = 296/45*z^3 - 217/15*z + 1
*
20/17 | 0.15785380893756771661607056040864760767 | 0.026072407354255553102174612568615230171
f(z) = 289/40*z^3 - 213/20*z + 1
*
-20/17 | 0.14465497124567683276128660826257189572 | 0.024083660650961217982526611102246131834
f(z) = 289/40*z^3 - 203/20*z + 1
*
[ -22/17 ] 
f(z) = 289/44*z^3 - 203/22*z + 1
*
[ -24/17 ] 
f(z) = 289/54*z^3 - 215/24*z + 1
*
-6/5 | 0.22029447317586008361195297265342098812 | 0.029181621345907371132775865804902028865
f(z) = 295/54*z^3 - 211/30*z + 1
*
[ 10/9 ] 
f(z) = 297/50*z^3 - 217/30*z + 1
*
[ -4/3 ] 
f(z) = 297/56*z^3 - 215/28*z + 1
*
[ -1 ] 
f(z) = 281/40*z^3 - 201/40*z + 1
*
[ -1 ] 
f(z) = 283/40*z^3 - 203/40*z + 1
*
[ -1 ] 
f(z) = 283/41*z^3 - 201/41*z + 1
*
[ -1 ] 
f(z) = 284/41*z^3 - 202/41*z + 1
*
[ -1 ] 
f(z) = 285/41*z^3 - 203/41*z + 1
*
[ -1 ] 
f(z) = 286/41*z^3 - 204/41*z + 1
*
[ -1 ] 
f(z) = 287/40*z^3 - 207/40*z + 1
*
[ -1 ] 
f(z) = 287/43*z^3 - 201/43*z + 1
*
[ 3/14 ] 
f(z) = 287/54*z^3 - 219/56*z + 1
*
[ 1/6 ] 
f(z) = 288/41*z^3 - 213/41*z + 1
*
[ -1 ] 
f(z) = 288/41*z^3 - 206/41*z + 1
*
[ -1 ] 
f(z) = 288/43*z^3 - 202/43*z + 1
*
[ 5/6 ] 
f(z) = 288/55*z^3 - 211/55*z + 1
*
[ -1 ] 
f(z) = 289/40*z^3 - 209/40*z + 1
*
[ -1 ] 
f(z) = 289/41*z^3 - 207/41*z + 1
*
[ -1 ] 
f(z) = 289/43*z^3 - 203/43*z + 1
*
[ -1 ] 
f(z) = 289/44*z^3 - 201/44*z + 1
*
1/17 | 0.16070548667672155323376783708723386578 | 0.028360992830607829005044384285927897803
f(z) = 289/52*z^3 - 209/52*z + 1
*
[ -1 ] 
f(z) = 290/41*z^3 - 208/41*z + 1
*
[ -1 ] 
f(z) = 290/43*z^3 - 204/43*z + 1
*
[ -1 ] 
f(z) = 291/40*z^3 - 211/40*z + 1
*
[ -1 ] 
f(z) = 291/41*z^3 - 209/41*z + 1
*
[ -1 ] 
f(z) = 291/43*z^3 - 205/43*z + 1
*
[ -1 ] 
f(z) = 291/44*z^3 - 203/44*z + 1
*
[ -1 ] 
f(z) = 292/41*z^3 - 210/41*z + 1
*
[ -1 ] 
f(z) = 292/43*z^3 - 206/43*z + 1
*
[ -1 ] 
f(z) = 292/45*z^3 - 202/45*z + 1
*
[ -1 ] 
f(z) = 293/40*z^3 - 213/40*z + 1
*
[ -1 ] 
f(z) = 293/41*z^3 - 211/41*z + 1
*
[ -1 ] 
f(z) = 293/42*z^3 - 209/42*z + 1
*
[ -1 ] 
f(z) = 293/43*z^3 - 207/43*z + 1
*
[ -1 ] 
f(z) = 293/44*z^3 - 205/44*z + 1
*
[ -1 ] 
f(z) = 293/45*z^3 - 203/45*z + 1
*
[ -1 ] 
f(z) = 293/46*z^3 - 201/46*z + 1
*
[ -1 ] 
f(z) = 294/41*z^3 - 212/41*z + 1
*
[ -1 ] 
f(z) = 294/43*z^3 - 208/43*z + 1
*
[ -1 ] 
f(z) = 295/41*z^3 - 213/41*z + 1
*
[ -1 ] 
f(z) = 295/42*z^3 - 211/42*z + 1
*
[ -1 ] 
f(z) = 295/43*z^3 - 209/43*z + 1
*
[ -1 ] 
f(z) = 295/44*z^3 - 207/44*z + 1
*
[ -1 ] 
f(z) = 295/46*z^3 - 203/46*z + 1
*
[ -1 ] 
f(z) = 295/47*z^3 - 201/47*z + 1
*
[ -1 ] 
f(z) = 296/41*z^3 - 214/41*z + 1
*
[ -1 ] 
f(z) = 296/43*z^3 - 210/43*z + 1
*
[ -1 ] 
f(z) = 296/45*z^3 - 206/45*z + 1
*
[ -1 ] 
f(z) = 296/47*z^3 - 202/47*z + 1
*
[ -1 ] 
f(z) = 297/40*z^3 - 217/40*z + 1
*
[ -1 ] 
f(z) = 297/41*z^3 - 215/41*z + 1
*
[ -1 ] 
f(z) = 297/43*z^3 - 211/43*z + 1
*
[ -1 ] 
f(z) = 297/46*z^3 - 205/46*z + 1
*
[ -1 ] 
f(z) = 297/47*z^3 - 203/47*z + 1
*
[ -1 ] 
f(z) = 298/41*z^3 - 216/41*z + 1
*
[ -1 ] 
f(z) = 298/43*z^3 - 212/43*z + 1
*
[ -1 ] 
f(z) = 298/45*z^3 - 208/45*z + 1
*
[ -1 ] 
f(z) = 298/47*z^3 - 204/47*z + 1
*
[ -1 ] 
f(z) = 299/40*z^3 - 219/40*z + 1
*
[ -1 ] 
f(z) = 299/41*z^3 - 217/41*z + 1
*
[ -1 ] 
f(z) = 299/42*z^3 - 215/42*z + 1
*
[ -1 ] 
f(z) = 299/43*z^3 - 213/43*z + 1
*
[ -1 ] 
f(z) = 299/44*z^3 - 211/44*z + 1
*
[ -1 ] 
f(z) = 299/45*z^3 - 209/45*z + 1
*
[ -1 ] 
f(z) = 299/47*z^3 - 205/47*z + 1
*
[ -1 ] 
f(z) = 299/48*z^3 - 203/48*z + 1
*
[ -1 ] 
f(z) = 299/49*z^3 - 201/49*z + 1
*
[ 12/17 ] 
f(z) = 289/45*z^3 - 217/60*z + 1
*
6/17 | 0.15165823334339179724297281601876604197 | 0.021503506559344148368526962238885980053
f(z) = 289/45*z^3 - 203/60*z + 1
*
[ 7/18 ] 
f(z) = 297/49*z^3 - 209/84*z + 1
*
[ -3/2 ] 
f(z) = 284/45*z^3 - 188/15*z + 1
*
[ -3/2 ] 
f(z) = 292/45*z^3 - 194/15*z + 1
*
[ -3/2 ] 
f(z) = 296/45*z^3 - 197/15*z + 1
*
[ 20/17 ] 
f(z) = 289/40*z^3 - 197/20*z + 1
*
4/17 | 0.17197509329692028409738152572289261268 | 0.028875048566407265578071041498926114396
f(z) = 289/40*z^3 - 193/20*z + 1
*
[ 21/17 ] 
f(z) = 289/49*z^3 - 185/21*z + 1
*
[ 2/17 ] 
f(z) = 289/52*z^3 - 197/26*z + 1
*
[ -6/5 ] 
f(z) = 295/54*z^3 - 181/30*z + 1
*
-10/9 | 0.19150037297876267276588081643634547348 | 0.027866240290464051331306953065015795877
f(z) = 297/50*z^3 - 193/30*z + 1
*
[ -1 ] 
f(z) = 280/41*z^3 - 198/41*z + 1
*
[ -1 ] 
f(z) = 280/43*z^3 - 194/43*z + 1
*
[ -1 ] 
f(z) = 280/47*z^3 - 186/47*z + 1
*
[ -1 ] 
f(z) = 281/41*z^3 - 199/41*z + 1
*
[ -1 ] 
f(z) = 281/42*z^3 - 197/42*z + 1
*
[ -1 ] 
f(z) = 281/43*z^3 - 195/43*z + 1
*
[ -1 ] 
f(z) = 281/44*z^3 - 193/44*z + 1
*
[ -1 ] 
f(z) = 281/45*z^3 - 191/45*z + 1
*
[ -1 ] 
f(z) = 281/46*z^3 - 189/46*z + 1
*
[ -1 ] 
f(z) = 281/47*z^3 - 187/47*z + 1
*
[ -1 ] 
f(z) = 281/48*z^3 - 185/48*z + 1
*
[ -1 ] 
f(z) = 281/49*z^3 - 183/49*z + 1
*
[ -1 ] 
f(z) = 281/50*z^3 - 181/50*z + 1
*
[ -1 ] 
f(z) = 282/41*z^3 - 200/41*z + 1
*
[ -1 ] 
f(z) = 282/43*z^3 - 196/43*z + 1
*
[ -1 ] 
f(z) = 282/49*z^3 - 184/49*z + 1
*
[ -1 ] 
f(z) = 283/42*z^3 - 199/42*z + 1
*
[ -1 ] 
f(z) = 283/43*z^3 - 197/43*z + 1
*
[ -1 ] 
f(z) = 283/44*z^3 - 195/44*z + 1
*
[ -1 ] 
f(z) = 283/45*z^3 - 193/45*z + 1
*
[ -1 ] 
f(z) = 283/46*z^3 - 191/46*z + 1
*
[ -1 ] 
f(z) = 283/47*z^3 - 189/47*z + 1
*
[ -1 ] 
f(z) = 283/48*z^3 - 187/48*z + 1
*
[ -1 ] 
f(z) = 283/49*z^3 - 185/49*z + 1
*
[ -1 ] 
f(z) = 283/50*z^3 - 183/50*z + 1
*
[ -1 ] 
f(z) = 283/51*z^3 - 181/51*z + 1
*
[ -1 ] 
f(z) = 284/43*z^3 - 198/43*z + 1
*
[ -1 ] 
f(z) = 284/45*z^3 - 194/45*z + 1
*
[ -1 ] 
f(z) = 284/47*z^3 - 190/47*z + 1
*
[ -1 ] 
f(z) = 284/49*z^3 - 186/49*z + 1
*
[ -1 ] 
f(z) = 284/51*z^3 - 182/51*z + 1
*
[ -1 ] 
f(z) = 285/43*z^3 - 199/43*z + 1
*
[ -1 ] 
f(z) = 285/44*z^3 - 197/44*z + 1
*
[ -1 ] 
f(z) = 285/46*z^3 - 193/46*z + 1
*
[ -1 ] 
f(z) = 285/47*z^3 - 191/47*z + 1
*
[ -1 ] 
f(z) = 285/49*z^3 - 187/49*z + 1
*
[ -1 ] 
f(z) = 285/52*z^3 - 181/52*z + 1
*
[ -1 ] 
f(z) = 286/43*z^3 - 200/43*z + 1
*
[ -1 ] 
f(z) = 286/45*z^3 - 196/45*z + 1
*
[ -1 ] 
f(z) = 286/47*z^3 - 192/47*z + 1
*
[ -1 ] 
f(z) = 286/49*z^3 - 188/49*z + 1
*
[ -1 ] 
f(z) = 286/51*z^3 - 184/51*z + 1
*
[ -1 ] 
f(z) = 287/44*z^3 - 199/44*z + 1
*
[ -1 ] 
f(z) = 287/45*z^3 - 197/45*z + 1
*
[ -1 ] 
f(z) = 287/46*z^3 - 195/46*z + 1
*
[ -1 ] 
f(z) = 287/47*z^3 - 193/47*z + 1
*
[ -1 ] 
f(z) = 287/48*z^3 - 191/48*z + 1
*
[ -1 ] 
f(z) = 287/50*z^3 - 187/50*z + 1
*
[ -1 ] 
f(z) = 287/51*z^3 - 185/51*z + 1
*
[ -1 ] 
f(z) = 287/52*z^3 - 183/52*z + 1
*
[ -1 ] 
f(z) = 287/53*z^3 - 181/53*z + 1
*
[ -1 ] 
f(z) = 288/47*z^3 - 194/47*z + 1
*
[ -1 ] 
f(z) = 288/49*z^3 - 190/49*z + 1
*
[ -1 ] 
f(z) = 288/53*z^3 - 182/53*z + 1
*
[ 1/4 ] 
f(z) = 288/55*z^3 - 183/55*z + 1
*
[ 1/4 ] 
f(z) = 288/59*z^3 - 195/59*z + 1
*
[ 10/51 ] 
f(z) = 289/40*z^3 - 197/45*z + 1
*
[ -1 ] 
f(z) = 289/45*z^3 - 199/45*z + 1
*
[ -1 ] 
f(z) = 289/46*z^3 - 197/46*z + 1
*
[ -1 ] 
f(z) = 289/47*z^3 - 195/47*z + 1
*
[ -1 ] 
f(z) = 289/49*z^3 - 191/49*z + 1
*
[ -1 ] 
f(z) = 289/50*z^3 - 189/50*z + 1
*
[ -1 ] 
f(z) = 289/53*z^3 - 183/53*z + 1
*
21/34 | 0.22572761165486652833294497902891939899 | 0.025084660842397963413986351886606133357
f(z) = 289/54*z^3 - 197/56*z + 1
*
[ -1 ] 
f(z) = 289/54*z^3 - 181/54*z + 1
*
[ -1 ] 
f(z) = 290/47*z^3 - 196/47*z + 1
*
[ -1 ] 
f(z) = 290/49*z^3 - 192/49*z + 1
*
[ -1 ] 
f(z) = 290/51*z^3 - 188/51*z + 1
*
[ -1 ] 
f(z) = 290/53*z^3 - 184/53*z + 1
*
[ -1 ] 
f(z) = 291/46*z^3 - 199/46*z + 1
*
[ -1 ] 
f(z) = 291/47*z^3 - 197/47*z + 1
*
[ -1 ] 
f(z) = 291/49*z^3 - 193/49*z + 1
*
[ -1 ] 
f(z) = 291/50*z^3 - 191/50*z + 1
*
[ -1 ] 
f(z) = 291/52*z^3 - 187/52*z + 1
*
[ -1 ] 
f(z) = 291/53*z^3 - 185/53*z + 1
*
[ -1 ] 
f(z) = 291/55*z^3 - 181/55*z + 1
*
[ -1 ] 
f(z) = 292/47*z^3 - 198/47*z + 1
*
[ -1 ] 
f(z) = 292/49*z^3 - 194/49*z + 1
*
[ -1 ] 
f(z) = 292/51*z^3 - 190/51*z + 1
*
[ -1 ] 
f(z) = 292/53*z^3 - 186/53*z + 1
*
[ -1 ] 
f(z) = 292/55*z^3 - 182/55*z + 1
*
[ -1 ] 
f(z) = 293/47*z^3 - 199/47*z + 1
*
[ -1 ] 
f(z) = 293/48*z^3 - 197/48*z + 1
*
[ -1 ] 
f(z) = 293/49*z^3 - 195/49*z + 1
*
[ -1 ] 
f(z) = 293/50*z^3 - 193/50*z + 1
*
[ -1 ] 
f(z) = 293/51*z^3 - 191/51*z + 1
*
[ -1 ] 
f(z) = 293/52*z^3 - 189/52*z + 1
*
[ -1 ] 
f(z) = 293/53*z^3 - 187/53*z + 1
*
[ -1 ] 
f(z) = 293/54*z^3 - 185/54*z + 1
*
[ -1 ] 
f(z) = 293/55*z^3 - 183/55*z + 1
*
[ -1 ] 
f(z) = 293/56*z^3 - 181/56*z + 1
*
[ -1 ] 
f(z) = 294/47*z^3 - 200/47*z + 1
*
[ -1 ] 
f(z) = 294/53*z^3 - 188/53*z + 1
*
[ -1 ] 
f(z) = 294/55*z^3 - 184/55*z + 1
*
[ -1 ] 
f(z) = 295/48*z^3 - 199/48*z + 1
*
[ -1 ] 
f(z) = 295/49*z^3 - 197/49*z + 1
*
[ -1 ] 
f(z) = 295/51*z^3 - 193/51*z + 1
*
[ -1 ] 
f(z) = 295/52*z^3 - 191/52*z + 1
*
[ -1 ] 
f(z) = 295/53*z^3 - 189/53*z + 1
*
[ -1 ] 
f(z) = 295/54*z^3 - 187/54*z + 1
*
[ -1 ] 
f(z) = 295/56*z^3 - 183/56*z + 1
*
[ -1 ] 
f(z) = 295/57*z^3 - 181/57*z + 1
*
[ -1 ] 
f(z) = 296/49*z^3 - 198/49*z + 1
*
[ -1 ] 
f(z) = 296/51*z^3 - 194/51*z + 1
*
[ -1 ] 
f(z) = 296/53*z^3 - 190/53*z + 1
*
[ -1 ] 
f(z) = 296/55*z^3 - 186/55*z + 1
*
[ -1 ] 
f(z) = 296/57*z^3 - 182/57*z + 1
*
[ -1 ] 
f(z) = 297/49*z^3 - 199/49*z + 1
*
[ -1 ] 
f(z) = 297/50*z^3 - 197/50*z + 1
*
[ -1 ] 
f(z) = 297/52*z^3 - 193/52*z + 1
*
[ -1 ] 
f(z) = 297/53*z^3 - 191/53*z + 1
*
[ -1 ] 
f(z) = 297/56*z^3 - 185/56*z + 1
*
[ -1 ] 
f(z) = 297/58*z^3 - 181/58*z + 1
*
[ -1 ] 
f(z) = 298/49*z^3 - 200/49*z + 1
*
[ -1 ] 
f(z) = 298/51*z^3 - 196/51*z + 1
*
[ -1 ] 
f(z) = 298/53*z^3 - 192/53*z + 1
*
[ -1 ] 
f(z) = 298/55*z^3 - 188/55*z + 1
*
[ -1 ] 
f(z) = 298/57*z^3 - 184/57*z + 1
*
[ -1 ] 
f(z) = 299/50*z^3 - 199/50*z + 1
*
[ -1 ] 
f(z) = 299/51*z^3 - 197/51*z + 1
*
[ -1 ] 
f(z) = 299/53*z^3 - 193/53*z + 1
*
[ -1 ] 
f(z) = 299/54*z^3 - 191/54*z + 1
*
[ -1 ] 
f(z) = 299/55*z^3 - 189/55*z + 1
*
[ -1 ] 
f(z) = 299/56*z^3 - 187/56*z + 1
*
[ -1 ] 
f(z) = 299/57*z^3 - 185/57*z + 1
*
[ -1 ] 
f(z) = 299/58*z^3 - 183/58*z + 1
*
[ -1 ] 
f(z) = 299/59*z^3 - 181/59*z + 1
*
10/17 | 0.17882856647148798908712629588898025784 | 0.024578325228599654629558616732484653560
f(z) = 289/48*z^3 - 191/60*z + 1
*
[ 6/17 ] 
f(z) = 289/52*z^3 - 197/78*z + 1
*
[ 14/51 ] 
f(z) = 289/56*z^3 - 191/63*z + 1
*
[ 2/3 ] 
f(z) = 299/56*z^3 - 181/63*z + 1
*
[ 4/9 ] 
f(z) = 297/56*z^3 - 193/84*z + 1
*
-26/17 | 0.15583863828696911644605296313525397400 | 0.024049007193962108452153457844248211073
f(z) = 289/48*z^3 - 163/12*z + 1
*
[ 5/3 ] 
f(z) = 297/50*z^3 - 161/10*z + 1
*
[ 14/17 ] 
f(z) = 289/40*z^3 - 179/35*z + 1
*
-14/17 | 0.22055532499769997785350253548624040639 | 0.028973405895653986598726510437234255033
f(z) = 289/40*z^3 - 164/35*z + 1
*
[ -20/17 ] 
f(z) = 289/40*z^3 - 163/20*z + 1
*
[ 2/17 ] 
f(z) = 289/44*z^3 - 167/22*z + 1
*
[ -18/17 ] 
f(z) = 289/48*z^3 - 173/36*z + 1
*
[ -7/6 ] 
f(z) = 297/49*z^3 - 179/28*z + 1
*
[ -10/9 ] 
f(z) = 297/50*z^3 - 163/30*z + 1
*
[ -1 ] 
f(z) = 280/51*z^3 - 178/51*z + 1
*
[ -1 ] 
f(z) = 280/53*z^3 - 174/53*z + 1
*
[ -1 ] 
f(z) = 280/57*z^3 - 166/57*z + 1
*
[ -1 ] 
f(z) = 280/59*z^3 - 162/59*z + 1
*
[ 2/3 ] 
f(z) = 281/40*z^3 - 163/45*z + 1
*
[ -1 ] 
f(z) = 281/51*z^3 - 179/51*z + 1
*
[ -1 ] 
f(z) = 281/52*z^3 - 177/52*z + 1
*
[ -1 ] 
f(z) = 281/53*z^3 - 175/53*z + 1
*
[ -1 ] 
f(z) = 281/54*z^3 - 173/54*z + 1
*
[ -1 ] 
f(z) = 281/55*z^3 - 171/55*z + 1
*
[ -1 ] 
f(z) = 281/56*z^3 - 169/56*z + 1
*
[ -1 ] 
f(z) = 281/57*z^3 - 167/57*z + 1
*
[ -1 ] 
f(z) = 281/58*z^3 - 165/58*z + 1
*
[ -1 ] 
f(z) = 281/59*z^3 - 163/59*z + 1
*
[ -1 ] 
f(z) = 282/53*z^3 - 176/53*z + 1
*
[ -1 ] 
f(z) = 282/55*z^3 - 172/55*z + 1
*
[ -1 ] 
f(z) = 282/59*z^3 - 164/59*z + 1
*
[ 2/3 ] 
f(z) = 283/40*z^3 - 164/45*z + 1
*
[ -1 ] 
f(z) = 283/52*z^3 - 179/52*z + 1
*
[ -1 ] 
f(z) = 283/53*z^3 - 177/53*z + 1
*
[ -1 ] 
f(z) = 283/54*z^3 - 175/54*z + 1
*
[ -1 ] 
f(z) = 283/55*z^3 - 173/55*z + 1
*
[ -1 ] 
f(z) = 283/56*z^3 - 171/56*z + 1
*
[ -1 ] 
f(z) = 283/57*z^3 - 169/57*z + 1
*
[ -1 ] 
f(z) = 283/58*z^3 - 167/58*z + 1
*
[ -1 ] 
f(z) = 283/59*z^3 - 165/59*z + 1
*
[ -1 ] 
f(z) = 284/53*z^3 - 178/53*z + 1
*
[ -1 ] 
f(z) = 284/55*z^3 - 174/55*z + 1
*
[ -1 ] 
f(z) = 284/57*z^3 - 170/57*z + 1
*
[ -1 ] 
f(z) = 284/59*z^3 - 166/59*z + 1
*
[ -1 ] 
f(z) = 285/53*z^3 - 179/53*z + 1
*
[ -1 ] 
f(z) = 285/56*z^3 - 173/56*z + 1
*
[ -1 ] 
f(z) = 285/58*z^3 - 169/58*z + 1
*
[ -1 ] 
f(z) = 285/59*z^3 - 167/59*z + 1
*
[ -1 ] 
f(z) = 286/53*z^3 - 180/53*z + 1
*
[ -1 ] 
f(z) = 286/57*z^3 - 172/57*z + 1
*
[ -1 ] 
f(z) = 286/59*z^3 - 168/59*z + 1
*
[ 2/3 ] 
f(z) = 287/40*z^3 - 166/45*z + 1
*
[ -1 ] 
f(z) = 287/54*z^3 - 179/54*z + 1
*
[ -1 ] 
f(z) = 287/55*z^3 - 177/55*z + 1
*
[ -1 ] 
f(z) = 287/57*z^3 - 173/57*z + 1
*
[ -1 ] 
f(z) = 287/58*z^3 - 171/58*z + 1
*
[ -1 ] 
f(z) = 287/59*z^3 - 169/59*z + 1
*
[ 1/4 ] 
f(z) = 288/49*z^3 - 165/49*z + 1
*
[ 1/4 ] 
f(z) = 288/53*z^3 - 177/53*z + 1
*
[ -1 ] 
f(z) = 288/55*z^3 - 178/55*z + 1
*
[ -1 ] 
f(z) = 288/59*z^3 - 170/59*z + 1
*
3/17 | 0.15965200203600905735223615406015065827 | 0.028175075902939357449292639318294482108
f(z) = 289/40*z^3 - 169/40*z + 1
*
[ 2/3 ] 
f(z) = 289/40*z^3 - 167/45*z + 1
*
9/17 | 0.15182738364874686320671053667765125573 | 0.026794202414594856069615536048275263091
f(z) = 289/40*z^3 - 161/40*z + 1
*
-14/17 | 0.16044542058638373911441976935802267342 | 0.028315096871010680161202785060886165703
f(z) = 289/42*z^3 - 169/42*z + 1
*
4/17 | 0.12147802763078471953162025193324540734 | 0.021438206883649065506883615978608807984
f(z) = 289/42*z^3 - 163/42*z + 1
*
3/85 | 0.16689808727689478611022129692365959321 | 0.018783613392236403425529377441933537158
f(z) = 289/54*z^3 - 167/50*z + 1
*
[ -1 ] 
f(z) = 289/55*z^3 - 179/55*z + 1
*
[ -1 ] 
f(z) = 289/56*z^3 - 177/56*z + 1
*
[ -1 ] 
f(z) = 289/57*z^3 - 175/57*z + 1
*
[ -1 ] 
f(z) = 289/58*z^3 - 173/58*z + 1
*
[ -1 ] 
f(z) = 289/59*z^3 - 171/59*z + 1
*
[ -1 ] 
f(z) = 290/57*z^3 - 176/57*z + 1
*
[ -1 ] 
f(z) = 290/59*z^3 - 172/59*z + 1
*
[ -1 ] 
f(z) = 291/56*z^3 - 179/56*z + 1
*
[ -1 ] 
f(z) = 291/58*z^3 - 175/58*z + 1
*
[ -1 ] 
f(z) = 291/59*z^3 - 173/59*z + 1
*
[ -1 ] 
f(z) = 292/57*z^3 - 178/57*z + 1
*
[ -1 ] 
f(z) = 292/59*z^3 - 174/59*z + 1
*
[ 2/3 ] 
f(z) = 293/40*z^3 - 169/45*z + 1
*
[ -1 ] 
f(z) = 293/57*z^3 - 179/57*z + 1
*
[ -1 ] 
f(z) = 293/58*z^3 - 177/58*z + 1
*
[ -1 ] 
f(z) = 293/59*z^3 - 175/59*z + 1
*
[ 5/7 ] 
f(z) = 294/55*z^3 - 172/55*z + 1
*
[ -1 ] 
f(z) = 294/59*z^3 - 176/59*z + 1
*
[ -1 ] 
f(z) = 295/58*z^3 - 179/58*z + 1
*
[ -1 ] 
f(z) = 296/59*z^3 - 178/59*z + 1
*
[ 10/33 ] 
f(z) = 297/40*z^3 - 164/55*z + 1
*
[ 5/6 ] 
f(z) = 297/50*z^3 - 173/40*z + 1
*
[ 2/3 ] 
f(z) = 297/58*z^3 - 161/58*z + 1
*
[ -1 ] 
f(z) = 297/59*z^3 - 179/59*z + 1
*
[ -1 ] 
f(z) = 298/59*z^3 - 180/59*z + 1
*
[ 2/3 ] 
f(z) = 299/40*z^3 - 172/45*z + 1
*
[ 2/3 ] 
f(z) = 281/56*z^3 - 172/63*z + 1
*
[ 2/3 ] 
f(z) = 283/56*z^3 - 173/63*z + 1
*
[ 6/17 ] 
f(z) = 289/44*z^3 - 175/66*z + 1
*
[ 10/17 ] 
f(z) = 289/48*z^3 - 167/60*z + 1
*
[ 2/3 ] 
f(z) = 289/56*z^3 - 176/63*z + 1
*
[ 2/3 ] 
f(z) = 293/56*z^3 - 178/63*z + 1
*
[ 2/3 ] 
f(z) = 295/56*z^3 - 179/63*z + 1
*
[ 4/9 ] 
f(z) = 297/40*z^3 - 163/60*z + 1
*
[ 14/33 ] 
f(z) = 297/56*z^3 - 178/77*z + 1
*
-2 | 0.11764082532015805497121602219917732867 | 0.016704919744514557316047834066376856249
f(z) = 281/40*z^3 - 143/5*z + 1
*
-2 | 0.11747936222334324974457324920395328612 | 0.016665500803828806497304977935059225875
f(z) = 281/56*z^3 - 144/7*z + 1
*
-2 | 0.11777486607049419902090204432436664435 | 0.016707420673915146682923398184674143259
f(z) = 283/40*z^3 - 144/5*z + 1
*
-2 | 0.11761490122417585929768430761434025923 | 0.016668364445140133415454422135077420137
f(z) = 283/56*z^3 - 145/7*z + 1
*
-2 | 0.11774944567212122597531471400549763165 | 0.016671193930473829216983416325495284573
f(z) = 285/56*z^3 - 146/7*z + 1
*
-2 | 0.11804005821599021065752217183303282323 | 0.016712339415701495664912904024079779818
f(z) = 287/40*z^3 - 146/5*z + 1
*
[ 2 ] 
f(z) = 287/40*z^3 - 141/5*z + 1
*
-2 | 0.11817123719429271874058502821470339695 | 0.016714758289488431293927377150874278782
f(z) = 289/40*z^3 - 147/5*z + 1
*
[ 2 ] 
f(z) = 289/40*z^3 - 142/5*z + 1
*
[ -30/17 ] 
f(z) = 289/54*z^3 - 151/10*z + 1
*
-2 | 0.11801560914875088838743824982140633728 | 0.016676753198128178786839710013662996919
f(z) = 289/56*z^3 - 148/7*z + 1
*
[ 2 ] 
f(z) = 289/56*z^3 - 141/7*z + 1
*
-2 | 0.11830148933930952627891167835691479049 | 0.016717150849053922610906158516462837599
f(z) = 291/40*z^3 - 148/5*z + 1
*
[ 2 ] 
f(z) = 291/40*z^3 - 143/5*z + 1
*
-2 | 0.11814725649565522165774723661963423811 | 0.016679484314170947917397219286973649456
f(z) = 291/56*z^3 - 149/7*z + 1
*
[ 2 ] 
f(z) = 291/56*z^3 - 142/7*z + 1
*
-2 | 0.11843082771661596501846234260536900116 | 0.016719517590205071981168152205062890620
f(z) = 293/40*z^3 - 149/5*z + 1
*
[ 2 ] 
f(z) = 293/40*z^3 - 144/5*z + 1
*
-2 | 0.11827796594499911835259133366334759978 | 0.016682183943081656916778406781080616008
f(z) = 293/56*z^3 - 150/7*z + 1
*
[ 2 ] 
f(z) = 293/56*z^3 - 143/7*z + 1
*
-2 | 0.11840775089629682231969893778378699930 | 0.016684852706083203412756317620732537343
f(z) = 295/56*z^3 - 151/7*z + 1
*
[ 2 ] 
f(z) = 295/56*z^3 - 144/7*z + 1
*
-2 | 0.11868681405982852375063121206758932992 | 0.016724175535407931913854267816486139991
f(z) = 297/40*z^3 - 151/5*z + 1
*
10/9 | 0.094835219968998304124145279894881124788 | 0.013401138792748597279021828918689941598
f(z) = 297/40*z^3 - 148/15*z + 1
*
[ 2 ] 
f(z) = 297/40*z^3 - 146/5*z + 1
*
[ -2 ] 
f(z) = 297/40*z^3 - 141/5*z + 1
*
[ -5/3 ] 
f(z) = 297/50*z^3 - 149/10*z + 1
*
-2 | 0.11853662446102590751029754225374957219 | 0.016687491207300184054986214616082076049
f(z) = 297/56*z^3 - 152/7*z + 1
*
[ 2 ] 
f(z) = 297/56*z^3 - 145/7*z + 1
*
-2 | 0.11881348680925896200059729164329280076 | 0.016726467667299605167344051033941428554
f(z) = 299/40*z^3 - 152/5*z + 1
*
[ 2 ] 
f(z) = 299/40*z^3 - 147/5*z + 1
*
[ -2 ] 
f(z) = 299/40*z^3 - 142/5*z + 1
*
-2 | 0.11866459947091027256874056064732776797 | 0.016690100034358916644049923700352484441
f(z) = 299/56*z^3 - 153/7*z + 1
*
[ 2 ] 
f(z) = 299/56*z^3 - 146/7*z + 1
*
2/7 | 0.20753380257025657231363265551615254548 | 0.027287718057831798641790932874949465985
f(z) = 287/40*z^3 - 143/35*z + 1
*
[ -21/17 ] 
f(z) = 289/49*z^3 - 151/21*z + 1
*
[ 20/17 ] 
f(z) = 289/50*z^3 - 157/20*z + 1
*
-96/85 | 0.22873195067769837072402617659175478235 | 0.025341630411686964521627242257137505503
f(z) = 289/54*z^3 - 154/25*z + 1
*
[ 1/4 ] 
f(z) = 288/41*z^3 - 141/41*z + 1
*
[ 1/4 ] 
f(z) = 288/43*z^3 - 147/43*z + 1
*
[ 1/4 ] 
f(z) = 288/47*z^3 - 159/47*z + 1
*
[ 1/3 ] 
f(z) = 288/55*z^3 - 142/55*z + 1
*
[ 1/3 ] 
f(z) = 288/59*z^3 - 150/59*z + 1
*
6/17 | 0.12401915273456452684442541485878642641 | 0.015771191848178780761614087345817993191
f(z) = 289/40*z^3 - 143/45*z + 1
*
[ 4/17 ] 
f(z) = 289/44*z^3 - 159/44*z + 1
*
[ 11/17 ] 
f(z) = 289/44*z^3 - 145/44*z + 1
*
[ -16/17 ] 
f(z) = 289/48*z^3 - 157/48*z + 1
*
[ 21/34 ] 
f(z) = 289/54*z^3 - 149/56*z + 1
*
[ 5/17 ] 
f(z) = 289/55*z^3 - 157/55*z + 1
*
[ 11/17 ] 
f(z) = 289/55*z^3 - 151/55*z + 1
*
[ 2/3 ] 
f(z) = 297/46*z^3 - 155/46*z + 1
*
[ 2/3 ] 
f(z) = 297/50*z^3 - 157/50*z + 1
*
[ 1/3 ] 
f(z) = 297/56*z^3 - 145/56*z + 1
*
[ 1/3 ] 
f(z) = 297/58*z^3 - 149/58*z + 1
*
[ 1/3 ] 
f(z) = 297/59*z^3 - 151/59*z + 1
*
[ 7/18 ] 
f(z) = 288/49*z^3 - 155/63*z + 1
*
[ 15/34 ] 
f(z) = 289/45*z^3 - 151/60*z + 1
*
14/51 | 0.14806840764104996567765958026576080302 | 0.018829472803764027758537948888452219939
f(z) = 289/56*z^3 - 155/63*z + 1
*
[ 2/5 ] 
f(z) = 295/48*z^3 - 149/60*z + 1
*
[ 2 ] 
f(z) = 281/40*z^3 - 138/5*z + 1
*
[ -2 ] 
f(z) = 281/40*z^3 - 133/5*z + 1
*
[ 2 ] 
f(z) = 281/56*z^3 - 137/7*z + 1
*
[ -2 ] 
f(z) = 281/56*z^3 - 130/7*z + 1
*
[ 2 ] 
f(z) = 283/40*z^3 - 139/5*z + 1
*
[ -2 ] 
f(z) = 283/40*z^3 - 134/5*z + 1
*
[ 2 ] 
f(z) = 283/56*z^3 - 138/7*z + 1
*
[ -2 ] 
f(z) = 283/56*z^3 - 131/7*z + 1
*
[ 2 ] 
f(z) = 285/56*z^3 - 139/7*z + 1
*
[ -2 ] 
f(z) = 285/56*z^3 - 132/7*z + 1
*
[ -2 ] 
f(z) = 287/40*z^3 - 136/5*z + 1
*
[ 7/4 ] 
f(z) = 288/49*z^3 - 123/7*z + 1
*
[ -2 ] 
f(z) = 289/40*z^3 - 137/5*z + 1
*
[ -2 ] 
f(z) = 289/56*z^3 - 134/7*z + 1
*
[ -2 ] 
f(z) = 291/40*z^3 - 138/5*z + 1
*
[ -2 ] 
f(z) = 291/56*z^3 - 135/7*z + 1
*
[ -2 ] 
f(z) = 293/40*z^3 - 139/5*z + 1
*
[ -2 ] 
f(z) = 293/56*z^3 - 136/7*z + 1
*
[ -2 ] 
f(z) = 295/56*z^3 - 137/7*z + 1
*
-10/9 | 0.18633861807383596982320060328587100662 | 0.026566989400292092740931148188745198026
f(z) = 297/40*z^3 - 139/15*z + 1
*
[ 10/9 ] 
f(z) = 297/40*z^3 - 136/15*z + 1
*
[ -2 ] 
f(z) = 297/56*z^3 - 138/7*z + 1
*
[ -2 ] 
f(z) = 299/56*z^3 - 139/7*z + 1
*
12/17 | 0.13879033854527699982213336947796388958 | 0.021823842510732692351347824606667323204
f(z) = 289/45*z^3 - 131/30*z + 1
*
[ 15/17 ] 
f(z) = 289/50*z^3 - 139/30*z + 1
*
[ -20/17 ] 
f(z) = 289/50*z^3 - 123/20*z + 1
*
4/17 | 0.16013914361452969676909318219596890603 | 0.028261045704603360491330808505376641821
f(z) = 289/56*z^3 - 127/28*z + 1
*
[ 3/4 ] 
f(z) = 296/45*z^3 - 121/30*z + 1
*
-10/9 | 0.17293879882412587064262431559414063287 | 0.024978058199320887658708398205647572422
f(z) = 297/56*z^3 - 127/21*z + 1
*
[ 1/2 ] 
f(z) = 280/51*z^3 - 121/51*z + 1
*
[ 1/2 ] 
f(z) = 280/53*z^3 - 123/53*z + 1
*
[ 1/2 ] 
f(z) = 280/57*z^3 - 127/57*z + 1
*
[ 1/2 ] 
f(z) = 280/59*z^3 - 129/59*z + 1
*
[ 3/5 ] 
f(z) = 281/54*z^3 - 127/50*z + 1
*
[ 1/2 ] 
f(z) = 284/51*z^3 - 122/51*z + 1
*
[ 1/2 ] 
f(z) = 284/53*z^3 - 124/53*z + 1
*
[ 1/2 ] 
f(z) = 284/55*z^3 - 126/55*z + 1
*
[ 1/2 ] 
f(z) = 284/57*z^3 - 128/57*z + 1
*
[ 1/2 ] 
f(z) = 284/59*z^3 - 130/59*z + 1
*
[ 3/5 ] 
f(z) = 287/54*z^3 - 129/50*z + 1
*
[ 1/3 ] 
f(z) = 288/47*z^3 - 126/47*z + 1
*
[ 7/16 ] 
f(z) = 288/49*z^3 - 135/56*z + 1
*
[ 1/3 ] 
f(z) = 288/49*z^3 - 130/49*z + 1
*
[ 1/2 ] 
f(z) = 288/49*z^3 - 121/49*z + 1
*
[ 1/3 ] 
f(z) = 288/53*z^3 - 138/53*z + 1
*
[ 1/2 ] 
f(z) = 288/53*z^3 - 125/53*z + 1
*
[ 1/2 ] 
f(z) = 288/59*z^3 - 131/59*z + 1
*
22/51 | 0.20930008210471436699323991318042954521 | 0.026616144973816179585415354301321445344
f(z) = 289/40*z^3 - 128/45*z + 1
*
[ 5/17 ] 
f(z) = 289/40*z^3 - 121/40*z + 1
*
4/17 | 0.10810780514773645937005875217092273701 | 0.019078655932235967342701298264414543179
f(z) = 289/42*z^3 - 121/42*z + 1
*
10/17 | 0.11118317724683243293959916995894184101 | 0.019621391640005341843666502587576519738
f(z) = 289/45*z^3 - 136/45*z + 1
*
[ 5/17 ] 
f(z) = 289/45*z^3 - 133/45*z + 1
*
[ 9/17 ] 
f(z) = 289/45*z^3 - 121/45*z + 1
*
[ 7/17 ] 
f(z) = 289/56*z^3 - 129/56*z + 1
*
[ 8/17 ] 
f(z) = 289/56*z^3 - 127/56*z + 1
*
[ 1/2 ] 
f(z) = 292/49*z^3 - 122/49*z + 1
*
[ 1/2 ] 
f(z) = 292/51*z^3 - 124/51*z + 1
*
[ 1/2 ] 
f(z) = 292/53*z^3 - 126/53*z + 1
*
[ 1/2 ] 
f(z) = 292/55*z^3 - 128/55*z + 1
*
[ 1/2 ] 
f(z) = 292/57*z^3 - 130/57*z + 1
*
[ 1/2 ] 
f(z) = 292/59*z^3 - 132/59*z + 1
*
[ 3/5 ] 
f(z) = 293/54*z^3 - 131/50*z + 1
*
[ 1/2 ] 
f(z) = 296/47*z^3 - 121/47*z + 1
*
[ -7/8 ] 
f(z) = 296/49*z^3 - 139/56*z + 1
*
[ 1/2 ] 
f(z) = 296/49*z^3 - 123/49*z + 1
*
[ 1/2 ] 
f(z) = 296/51*z^3 - 125/51*z + 1
*
[ 1/2 ] 
f(z) = 296/53*z^3 - 127/53*z + 1
*
[ 1/2 ] 
f(z) = 296/55*z^3 - 129/55*z + 1
*
[ 1/2 ] 
f(z) = 296/57*z^3 - 131/57*z + 1
*
[ 1/2 ] 
f(z) = 296/59*z^3 - 133/59*z + 1
*
[ 1/3 ] 
f(z) = 297/46*z^3 - 125/46*z + 1
*
[ 1/3 ] 
f(z) = 297/47*z^3 - 127/47*z + 1
*
[ 1/3 ] 
f(z) = 297/49*z^3 - 131/49*z + 1
*
[ 1/3 ] 
f(z) = 297/50*z^3 - 133/50*z + 1
*
[ 1/3 ] 
f(z) = 297/52*z^3 - 137/52*z + 1
*
[ 1/3 ] 
f(z) = 297/53*z^3 - 139/53*z + 1
*
[ -12/13 ] 
f(z) = 299/54*z^3 - 137/52*z + 1
*
[ 3/5 ] 
f(z) = 299/54*z^3 - 133/50*z + 1
*
[ -7/4 ] 
f(z) = 288/49*z^3 - 115/7*z + 1
*
[ 18/17 ] 
f(z) = 289/54*z^3 - 107/18*z + 1
*
30/17 | 0.19760043733671637981396987397982680777 | 0.028918413533569802319617906705508604155
f(z) = 289/56*z^3 - 116/7*z + 1
*
-30/17 | 0.15615093401605824852723879335731308667 | 0.023062441355015237659545013958292320786
f(z) = 289/56*z^3 - 109/7*z + 1
*
[ -10/9 ] 
f(z) = 297/40*z^3 - 109/15*z + 1
*
[ 3/4 ] 
f(z) = 283/54*z^3 - 105/32*z + 1
*
[ 2/7 ] 
f(z) = 287/40*z^3 - 108/35*z + 1
*
[ 7/34 ] 
f(z) = 289/49*z^3 - 115/28*z + 1
*
[ 3/4 ] 
f(z) = 289/54*z^3 - 107/32*z + 1
*
[ 3/4 ] 
f(z) = 295/54*z^3 - 109/32*z + 1
*
[ 1/2 ] 
f(z) = 280/41*z^3 - 111/41*z + 1
*
[ 1/2 ] 
f(z) = 280/43*z^3 - 113/43*z + 1
*
[ 1/2 ] 
f(z) = 280/47*z^3 - 117/47*z + 1
*
[ 1/2 ] 
f(z) = 284/41*z^3 - 112/41*z + 1
*
[ 1/2 ] 
f(z) = 284/43*z^3 - 114/43*z + 1
*
[ 1/2 ] 
f(z) = 284/45*z^3 - 116/45*z + 1
*
[ 1/2 ] 
f(z) = 284/47*z^3 - 118/47*z + 1
*
[ 1/2 ] 
f(z) = 284/49*z^3 - 120/49*z + 1
*
[ 1/3 ] 
f(z) = 288/41*z^3 - 114/41*z + 1
*
[ 1/2 ] 
f(z) = 288/41*z^3 - 113/41*z + 1
*
[ 1/3 ] 
f(z) = 288/43*z^3 - 118/43*z + 1
*
[ 1/2 ] 
f(z) = 288/43*z^3 - 115/43*z + 1
*
[ 1/2 ] 
f(z) = 288/47*z^3 - 119/47*z + 1
*
[ 8/17 ] 
f(z) = 289/40*z^3 - 109/40*z + 1
*
[ 6/17 ] 
f(z) = 289/42*z^3 - 113/42*z + 1
*
[ 1/2 ] 
f(z) = 292/41*z^3 - 114/41*z + 1
*
[ 1/2 ] 
f(z) = 292/43*z^3 - 116/43*z + 1
*
[ 1/2 ] 
f(z) = 292/45*z^3 - 118/45*z + 1
*
[ 1/2 ] 
f(z) = 292/47*z^3 - 120/47*z + 1
*
[ 3/10 ] 
f(z) = 295/54*z^3 - 113/40*z + 1
*
[ 1/2 ] 
f(z) = 296/41*z^3 - 115/41*z + 1
*
[ 1/2 ] 
f(z) = 296/43*z^3 - 117/43*z + 1
*
[ 1/2 ] 
f(z) = 296/45*z^3 - 119/45*z + 1
*
[ 1/3 ] 
f(z) = 297/40*z^3 - 113/40*z + 1
*
[ 1/3 ] 
f(z) = 297/41*z^3 - 115/41*z + 1
*
[ 1/3 ] 
f(z) = 297/43*z^3 - 119/43*z + 1
*
[ -3 ] 
f(z) = 281/54*z^3 - 91/2*z + 1
*
[ 3/2 ] 
f(z) = 281/54*z^3 - 91/8*z + 1
*
[ 3 ] 
f(z) = 283/54*z^3 - 93/2*z + 1
*
[ -3/2 ] 
f(z) = 283/54*z^3 - 81/8*z + 1
*
[ -3 ] 
f(z) = 287/54*z^3 - 93/2*z + 1
*
[ 3/2 ] 
f(z) = 287/54*z^3 - 93/8*z + 1
*
3/17 | 0.16781346420068599618557504055089887171 | 0.029615394928295995162049036322464110022
f(z) = 289/45*z^3 - 88/15*z + 1
*
9/17 | 0.12521497401753502600102192087961402383 | 0.022070833640326394477732106638352909577
f(z) = 289/54*z^3 - 97/18*z + 1
*
[ 3 ] 
f(z) = 289/54*z^3 - 95/2*z + 1
*
[ -21/17 ] 
f(z) = 289/54*z^3 - 89/14*z + 1
*
[ -3 ] 
f(z) = 293/54*z^3 - 95/2*z + 1
*
[ 3/2 ] 
f(z) = 293/54*z^3 - 95/8*z + 1
*
[ 3 ] 
f(z) = 295/54*z^3 - 97/2*z + 1
*
[ -3/2 ] 
f(z) = 295/54*z^3 - 85/8*z + 1
*
[ -3 ] 
f(z) = 299/54*z^3 - 97/2*z + 1
*
[ 3/2 ] 
f(z) = 299/54*z^3 - 97/8*z + 1
*
[ 2/5 ] 
f(z) = 285/56*z^3 - 81/35*z + 1
*
[ -14/17 ] 
f(z) = 289/40*z^3 - 94/35*z + 1
*
-14/17 | 0.073390853508554814613671357989946943128 | 0.010406033784158142722411406611991018268
f(z) = 289/49*z^3 - 99/28*z + 1
*
15/68 | 0.11552556370974510795838655077909732880 | 0.013689459977526394484995635012944924807
f(z) = 289/54*z^3 - 83/32*z + 1
*
[ 4/17 ] 
f(z) = 289/56*z^3 - 99/28*z + 1
*
[ 10/17 ] 
f(z) = 289/56*z^3 - 87/35*z + 1
*
[ 2/5 ] 
f(z) = 295/56*z^3 - 82/35*z + 1
*
[ 7/9 ] 
f(z) = 297/49*z^3 - 83/21*z + 1
*
2/9 | 0.19359013023215068364530190528555633313 | 0.028501224032338376888180488681668241025
f(z) = 297/56*z^3 - 100/21*z + 1
*
[ 3/7 ] 
f(z) = 287/54*z^3 - 97/42*z + 1
*
[ 7/8 ] 
f(z) = 288/49*z^3 - 65/14*z + 1
*
[ 15/17 ] 
f(z) = 289/45*z^3 - 77/15*z + 1
*
[ 3/17 ] 
f(z) = 289/45*z^3 - 73/15*z + 1
*
12/17 | 0.15272576899997054862505324945212519202 | 0.026903715454234661702045752524824791110
f(z) = 289/48*z^3 - 73/12*z + 1
*
12/17 | 0.086433171157584850185871691319039911910 | 0.015253558532560310369051566117204027187
f(z) = 289/48*z^3 - 71/12*z + 1
*
5/17 | 0.11218940169061035569179104643268309831 | 0.018764265801700884517250298792991150299
f(z) = 289/50*z^3 - 79/10*z + 1
*
[ -18/17 ] 
f(z) = 289/54*z^3 - 73/18*z + 1
*
22/17 | 0.18514189264609219864350420283303447965 | 0.029678143375701562010823749382150484546
f(z) = 289/56*z^3 - 64/7*z + 1
*
2/3 | 0.20180568124611277623234231162882879316 | 0.029800295584929319716827842288108683717
f(z) = 291/40*z^3 - 71/15*z + 1
*
[ 6/5 ] 
f(z) = 295/54*z^3 - 77/10*z + 1
*
[ 4/17 ] 
f(z) = 289/40*z^3 - 73/20*z + 1
*
[ 6/17 ] 
f(z) = 289/45*z^3 - 79/30*z + 1
*
[ 3/5 ] 
f(z) = 295/54*z^3 - 79/30*z + 1
*
[ 5/9 ] 
f(z) = 297/50*z^3 - 79/30*z + 1
*
[ 2/3 ] 
f(z) = 297/52*z^3 - 79/26*z + 1
*
[ 2/9 ] 
f(z) = 297/56*z^3 - 79/21*z + 1
*
[ 6/13 ] 
f(z) = 299/54*z^3 - 61/26*z + 1
*
[ 6/7 ] 
f(z) = 287/54*z^3 - 57/14*z + 1
*
[ 7/6 ] 
f(z) = 288/49*z^3 - 55/7*z + 1
*
[ -7/6 ] 
f(z) = 288/49*z^3 - 43/7*z + 1
*
[ 7/24 ] 
f(z) = 288/49*z^3 - 41/14*z + 1
*
2/17 | 0.14414312906822179790743056495005909945 | 0.024679331060526758895416626851218627426
f(z) = 289/40*z^3 - 43/5*z + 1
*
[ 6/17 ] 
f(z) = 289/40*z^3 - 41/15*z + 1
*
[ -15/17 ] 
f(z) = 289/45*z^3 - 43/15*z + 1
*
12/17 | 0.057623393322691571189518884145562338905 | 0.010169264775555888879103777996064449047
f(z) = 289/48*z^3 - 49/12*z + 1
*
12/17 | 0.10442505729749889474017357168281897114 | 0.018428731729040400957644898699181752976
f(z) = 289/48*z^3 - 47/12*z + 1
*
[ 12/17 ] 
f(z) = 289/48*z^3 - 41/12*z + 1
*
[ 14/17 ] 
f(z) = 289/49*z^3 - 59/14*z + 1
*
21/17 | 0.14996075290589188390158597904604915971 | 0.024314609150610023649800596793630448658
f(z) = 289/54*z^3 - 53/6*z + 1
*
[ 15/17 ] 
f(z) = 289/54*z^3 - 43/10*z + 1
*
[ 9/17 ] 
f(z) = 289/54*z^3 - 43/18*z + 1
*
-22/17 | 0.16054016296876901378348087919714437198 | 0.026221372235715614854542698429619014968
f(z) = 289/56*z^3 - 57/7*z + 1
*
[ 2/17 ] 
f(z) = 289/56*z^3 - 53/7*z + 1
*
[ 2/3 ] 
f(z) = 291/40*z^3 - 56/15*z + 1
*
[ 2/9 ] 
f(z) = 297/40*z^3 - 58/15*z + 1
*
[ 2/3 ] 
f(z) = 285/56*z^3 - 58/21*z + 1
*
-12/17 | 0.11552907275538576627363923831427315833 | 0.020388346856715471616022134380282409763
f(z) = 289/40*z^3 - 57/20*z + 1
*
[ 8/17 ] 
f(z) = 289/48*z^3 - 59/24*z + 1
*
[ 6/17 ] 
f(z) = 289/56*z^3 - 52/21*z + 1
*
[ 2/3 ] 
f(z) = 291/56*z^3 - 59/21*z + 1
*
[ 2/17 ] 
f(z) = 289/40*z^3 - 38/5*z + 1
*
-14/17 | 0.15083079850710194623190135844847322812 | 0.026618327000246754135433174642562417476
f(z) = 289/40*z^3 - 22/5*z + 1
*
4/17 | 0.15403374040751984737045500197121824925 | 0.027183575979314521256365025177954356464
f(z) = 289/48*z^3 - 37/12*z + 1
*
[ -14/17 ]
f(z) = 289/49*z^3 - 25/14*z + 1
*
[ 5/17 ] 
f(z) = 289/50*z^3 - 29/10*z + 1
*
[ 10/17 ] 
f(z) = 289/50*z^3 - 27/10*z + 1
*
[ 12/17 ] 
f(z) = 289/54*z^3 - 37/12*z + 1
*
3/34 | 0.084356146945998657084153496277772485060 | 0.011960794473103496209059398727352835838
f(z) = 289/54*z^3 - 35/8*z + 1
*
[ 3/17 ] 
f(z) = 289/54*z^3 - 29/6*z + 1
*
3/34 | 0.19915859773419432452269489429420233968 | 0.028238547412260465641952087263623155676
f(z) = 289/54*z^3 - 27/8*z + 1
*
10/17 | 0.16075331428826103112347320521593012647 | 0.028250115933555976730656061514045945924
f(z) = 289/56*z^3 - 37/7*z + 1
*
14/17 | 0.16808128846554244064998606238263625476 | 0.029662660035496325068848364990788249199
f(z) = 289/56*z^3 - 32/7*z + 1
*
[ 14/17 ] 
f(z) = 289/56*z^3 - 26/7*z + 1
*
[ 7/12 ] 
f(z) = 288/49*z^3 - 19/7*z + 1
*
2/17 | 0.10935016687596554876357054725770179988 | 0.019297905522252799955857603417408357947
f(z) = 289/40*z^3 - 18/5*z + 1
*
[ 10/17 ] 
f(z) = 289/40*z^3 - 16/5*z + 1
*
[ -12/17 ]
f(z) = 289/48*z^3 - 7/12*z + 1
*
[ 7/17 ] 
f(z) = 289/49*z^3 - 17/7*z + 1
*
15/17 | 0.15636175463599047404378737426903739334 | 0.027462084766929488646254904848768081746
f(z) = 289/54*z^3 - 11/2*z + 1
*
[ 6/17 ] 
f(z) = 289/54*z^3 - 5/2*z + 1
*
[ -12/17 ]
f(z) = 289/54*z^3 - 1/4*z + 1
*
[ -14/17 ]
f(z) = 289/56*z^3 - 9/7*z + 1
*
[ 2/3 ] 
f(z) = 297/40*z^3 - 19/5*z + 1
*
[ 2/3 ] 
f(z) = 297/56*z^3 - 20/7*z + 1
*
[ -7/12 ]
f(z) = 288/49*z^3 + 5/7*z + 1
*
[ -10/17 ]
f(z) = 289/40*z^3 + 1/5*z + 1
*
[ -7/17 ]
f(z) = 289/49*z^3 + 17/7*z + 1
*
[ -10/17 ]
f(z) = 289/50*z^3 + 7/10*z + 1
*
[ -6/17 ]
f(z) = 289/54*z^3 + 19/6*z + 1
*
[ -5/17 ]
f(z) = 289/50*z^3 + 39/10*z + 1
*
-2 | 0.11739204908300974578270057265797521562 | 0.016644930128888009753658533022215681229
f(z) = 281/64*z^3 - 289/16*z + 1
*
-2 | 0.11752844653077183394767789059337659875 | 0.016647990403867931748629477765252712950
f(z) = 283/64*z^3 - 291/16*z + 1
*
-2 | 0.11766383331095255400031229950258921955 | 0.016651012989688122155880483299251348476
f(z) = 285/64*z^3 - 293/16*z + 1
*
-2 | 0.11779822450411019455982408732270749523 | 0.016653998675228826628046610842798389688
f(z) = 287/64*z^3 - 295/16*z + 1
*
-2 | 0.11793163485074356263539043390539580042 | 0.016656948226399007552942208743101782675
f(z) = 289/64*z^3 - 297/16*z + 1
*
[ 2 ] 
f(z) = 289/64*z^3 - 281/16*z + 1
*
-2 | 0.11806407876159532124221999569156841960 | 0.016659862386988215941412463172557104381
f(z) = 291/64*z^3 - 299/16*z + 1
*
[ 2 ] 
f(z) = 291/64*z^3 - 283/16*z + 1
*
[ 2 ] 
f(z) = 293/64*z^3 - 285/16*z + 1
*
[ 2 ] 
f(z) = 295/64*z^3 - 287/16*z + 1
*
[ 2 ] 
f(z) = 297/64*z^3 - 289/16*z + 1
*
[ 2 ] 
f(z) = 299/64*z^3 - 291/16*z + 1
*
[ 2/17 ] 
f(z) = 289/76*z^3 - 287/38*z + 1
*
18/17 | 0.16092287097727997791120989000042412697 | 0.022885209374951610069498479966686033475
f(z) = 289/64*z^3 - 283/48*z + 1
*
[ -6/5 ] 
f(z) = 281/72*z^3 - 284/75*z + 1
*
[ -6/5 ] 
f(z) = 283/72*z^3 - 287/75*z + 1
*
[ -6/5 ] 
f(z) = 287/72*z^3 - 293/75*z + 1
*
15/17 | 0.17003076976394277686727509284351095773 | 0.029934085012491542522477896155808113687
f(z) = 289/60*z^3 - 293/60*z + 1
*
[ -6/5 ] 
f(z) = 289/72*z^3 - 296/75*z + 1
*
[ 8/33 ] 
f(z) = 297/64*z^3 - 299/88*z + 1
*
[ 4/11 ] 
f(z) = 281/64*z^3 - 282/121*z + 1
*
[ 4/11 ] 
f(z) = 285/64*z^3 - 283/121*z + 1
*
[ 1/2 ] 
f(z) = 286/69*z^3 - 281/138*z + 1
*
[ 4/11 ] 
f(z) = 289/64*z^3 - 284/121*z + 1
*
[ 10/17 ] 
f(z) = 289/65*z^3 - 291/130*z + 1
*
[ 1/2 ] 
f(z) = 290/69*z^3 - 283/138*z + 1
*
[ 4/11 ] 
f(z) = 293/64*z^3 - 285/121*z + 1
*
[ 1/2 ] 
f(z) = 294/67*z^3 - 281/134*z + 1
*
[ 1/2 ] 
f(z) = 298/67*z^3 - 283/134*z + 1
*
[ 1/2 ] 
f(z) = 298/69*z^3 - 287/138*z + 1
*
[ 1/2 ] 
f(z) = 282/71*z^3 - 283/142*z + 1
*
[ 1/2 ] 
f(z) = 282/73*z^3 - 287/146*z + 1
*
[ 1/2 ] 
f(z) = 282/77*z^3 - 295/154*z + 1
*
[ 1/2 ] 
f(z) = 282/79*z^3 - 299/158*z + 1
*
[ 1/2 ] 
f(z) = 286/71*z^3 - 285/142*z + 1
*
[ 1/2 ] 
f(z) = 286/73*z^3 - 289/146*z + 1
*
[ 1/2 ] 
f(z) = 286/75*z^3 - 293/150*z + 1
*
[ 8/17 ] 
f(z) = 289/76*z^3 - 299/152*z + 1
*
[ 1/2 ] 
f(z) = 290/71*z^3 - 287/142*z + 1
*
[ 1/2 ] 
f(z) = 290/73*z^3 - 291/146*z + 1
*
[ 1/2 ] 
f(z) = 290/77*z^3 - 299/154*z + 1
*
[ 1/2 ] 
f(z) = 294/71*z^3 - 289/142*z + 1
*
[ 1/2 ] 
f(z) = 294/73*z^3 - 293/146*z + 1
*
[ 1/2 ] 
f(z) = 298/71*z^3 - 291/142*z + 1
*
[ 1/2 ] 
f(z) = 298/73*z^3 - 295/146*z + 1
*
[ 1/2 ] 
f(z) = 298/75*z^3 - 299/150*z + 1
*
[ 2 ] 
f(z) = 281/64*z^3 - 273/16*z + 1
*
[ 2 ] 
f(z) = 283/64*z^3 - 275/16*z + 1
*
[ 2 ] 
f(z) = 285/64*z^3 - 277/16*z + 1
*
[ -2 ] 
f(z) = 285/64*z^3 - 261/16*z + 1
*
[ 2 ] 
f(z) = 287/64*z^3 - 279/16*z + 1
*
[ -2 ] 
f(z) = 287/64*z^3 - 263/16*z + 1
*
[ -2 ] 
f(z) = 289/64*z^3 - 265/16*z + 1
*
[ -2 ] 
f(z) = 291/64*z^3 - 267/16*z + 1
*
[ -2 ] 
f(z) = 293/64*z^3 - 269/16*z + 1
*
[ -2 ] 
f(z) = 295/64*z^3 - 271/16*z + 1
*
[ -2 ] 
f(z) = 297/64*z^3 - 273/16*z + 1
*
[ -2 ] 
f(z) = 299/64*z^3 - 275/16*z + 1
*
[ 12/7 ] 
f(z) = 287/64*z^3 - 268/21*z + 1
*
4/3 | 0.20128555032846517813938188727851310507 | 0.020644946959278585691199349709269869984
f(z) = 297/64*z^3 - 268/33*z + 1
*
[ 4/21 ] 
f(z) = 287/64*z^3 - 278/63*z + 1
*
14/17 | 0.12975001893218523870798294692125841258 | 0.022898031876841739792556383087075174845
f(z) = 289/70*z^3 - 261/70*z + 1
*
[ 4/17 ] 
f(z) = 289/76*z^3 - 263/76*z + 1
*
13/17 | 0.16622662636689721539899658435201835861 | 0.029335352862787974059752059510432373240
f(z) = 289/78*z^3 - 271/78*z + 1
*
[ 28/33 ] 
f(z) = 297/64*z^3 - 271/77*z + 1
*
[ 4/15 ] 
f(z) = 295/64*z^3 - 277/90*z + 1
*
[ 12/19 ] 
f(z) = 285/64*z^3 - 269/114*z + 1
*
[ 6/17 ] 
f(z) = 289/76*z^3 - 263/114*z + 1
*
[ 1/2 ] 
f(z) = 282/61*z^3 - 263/122*z + 1
*
[ 1/2 ] 
f(z) = 282/65*z^3 - 271/130*z + 1
*
[ 1/2 ] 
f(z) = 282/67*z^3 - 275/134*z + 1
*
[ 1/2 ] 
f(z) = 286/61*z^3 - 265/122*z + 1
*
[ 1/2 ] 
f(z) = 286/63*z^3 - 269/126*z + 1
*
[ 1/2 ] 
f(z) = 286/67*z^3 - 277/134*z + 1
*
[ 13/24 ] 
f(z) = 288/65*z^3 - 279/130*z + 1
*
[ 8/17 ] 
f(z) = 289/60*z^3 - 263/120*z + 1
*
[ 28/51 ] 
f(z) = 289/64*z^3 - 275/126*z + 1
*
[ 1/2 ] 
f(z) = 290/61*z^3 - 267/122*z + 1
*
[ 1/2 ] 
f(z) = 290/63*z^3 - 271/126*z + 1
*
[ 1/2 ] 
f(z) = 290/67*z^3 - 279/134*z + 1
*
[ 1/2 ] 
f(z) = 294/61*z^3 - 269/122*z + 1
*
[ 1/2 ] 
f(z) = 294/65*z^3 - 277/130*z + 1
*
[ 1/2 ] 
f(z) = 298/61*z^3 - 271/122*z + 1
*
[ 1/2 ] 
f(z) = 298/63*z^3 - 275/126*z + 1
*
[ 1/2 ] 
f(z) = 298/65*z^3 - 279/130*z + 1
*
[ -2 ] 
f(z) = 281/64*z^3 - 257/16*z + 1
*
[ -2 ] 
f(z) = 283/64*z^3 - 259/16*z + 1
*
[ 8/3 ] 
f(z) = 297/64*z^3 - 259/8*z + 1
*
[ -8/3 ] 
f(z) = 297/64*z^3 - 253/8*z + 1
*
2/17 | 0.15005798078907451464148442799504606969 | 0.024039188348084937472410068120239332219
f(z) = 289/60*z^3 - 257/30*z + 1
*
2/3 | 0.14670937257082143768231953901221989083 | 0.021226090335432166610451503547283537117
f(z) = 297/64*z^3 - 251/48*z + 1
*
[ -5/4 ] 
f(z) = 284/75*z^3 - 247/60*z + 1
*
2/7 | 0.14930113862067319938094630722172058222 | 0.019630958070143724154646963660725920840
f(z) = 287/72*z^3 - 241/63*z + 1
*
[ 1/4 ] 
f(z) = 288/79*z^3 - 255/79*z + 1
*
[ -5/4 ] 
f(z) = 292/75*z^3 - 257/60*z + 1
*
[ 3/4 ] 
f(z) = 284/63*z^3 - 241/84*z + 1
*
[ 3/4 ] 
f(z) = 292/63*z^3 - 247/84*z + 1
*
[ 8/11 ] 
f(z) = 297/64*z^3 - 249/88*z + 1
*
[ 2/3 ] 
f(z) = 285/68*z^3 - 241/102*z + 1
*
[ 5/7 ] 
f(z) = 287/75*z^3 - 247/105*z + 1
*
[ 3/5 ] 
f(z) = 290/63*z^3 - 244/105*z + 1
*
[ 2/3 ] 
f(z) = 291/68*z^3 - 245/102*z + 1
*
[ 2/3 ] 
f(z) = 291/76*z^3 - 251/114*z + 1
*
[ 3/5 ] 
f(z) = 295/63*z^3 - 247/105*z + 1
*
[ 20/33 ] 
f(z) = 297/64*z^3 - 259/110*z + 1
*
[ 8/13 ] 
f(z) = 299/64*z^3 - 249/104*z + 1
*
[ 8/15 ] 
f(z) = 285/64*z^3 - 257/120*z + 1
*
[ 3/5 ] 
f(z) = 295/72*z^3 - 257/120*z + 1
*
[ 5/8 ] 
f(z) = 296/75*z^3 - 257/120*z + 1
*
[ -8/7 ] 
f(z) = 287/64*z^3 - 223/56*z + 1
*
[ 4/23 ] 
f(z) = 299/64*z^3 - 225/46*z + 1
*
-1 | 0.098882457242886374874189488208981676761 | 0.017537466697633404876034348973849013099
f(z) = 281/60*z^3 - 221/60*z + 1
*
-1 | 0.12786473276859743309896371790465146333 | 0.022663388666438385744124004464592736561
f(z) = 282/61*z^3 - 221/61*z + 1
*
-1 | 0.099004377610586269494320625176248668345 | 0.017537031063371951028339353328018721738
f(z) = 283/60*z^3 - 223/60*z + 1
*
-1 | 0.12792604469700225856195715697937344052 | 0.022660038614552655697249393720566264907
f(z) = 283/61*z^3 - 222/61*z + 1
*
-1 | 0.11510957668501241364553101150246652163 | 0.020389807710894658366066763276459816686
f(z) = 283/62*z^3 - 221/62*z + 1
*
-1 | 0.12798715379940264965109876708937678402 | 0.022656706935357465095045348390710787877
f(z) = 284/61*z^3 - 223/61*z + 1
*
-1 | 0.11446306528103584345097614036737168006 | 0.020262628302991631624951573033101738282
f(z) = 284/63*z^3 - 221/63*z + 1
*
-1 | 0.12804806141640597663524700487200520762 | 0.022653393457768658756993587732725165755
f(z) = 285/61*z^3 - 224/61*z + 1
*
-1 | 0.11523146944525787559976997328803348033 | 0.020385969043072307887766058294375903707
f(z) = 285/62*z^3 - 223/62*z + 1
*
-1 | 0.11954899650965883821347215623117168279 | 0.021149796611194386086197752102773077730
f(z) = 285/64*z^3 - 221/64*z + 1
*
-1 | 0.12810876887534363753166640409690642776 | 0.022650098012920194808875643435771364487
f(z) = 286/61*z^3 - 225/61*z + 1
*
-1 | 0.11458443439081313585108026662754625459 | 0.020258946303920441190067408901796323799
f(z) = 286/63*z^3 - 223/63*z + 1
*
-1 | 0.099248891140846181490285894602230402402 | 0.017536744061934453930994299016556205547
f(z) = 287/60*z^3 - 227/60*z + 1
*
-1 | 0.12816927749044611920502662583055745282 | 0.022646820434127491352521605318806951487
f(z) = 287/61*z^3 - 226/61*z + 1
*
-1 | 0.11535321526349809372516620821934261062 | 0.020382291323803599051752789658088974738
f(z) = 287/62*z^3 - 225/62*z + 1
*
-1 | 0.11966984652753125826283896721667835318 | 0.021145016799291957338985433202479819223
f(z) = 287/64*z^3 - 223/64*z + 1
*
-1 | 0.12824647194641298946858877400818185505 | 0.022660460278378951580839620629673761744
f(z) = 287/65*z^3 - 222/65*z + 1
*
-1 | 0.095085997146802704085528369356383042041 | 0.016801183133330187648932205290939527678
f(z) = 287/66*z^3 - 221/66*z + 1
*
-1 | 0.12822958856301517731201244189416547608 | 0.022643560556851507008290653763478589818
f(z) = 288/61*z^3 - 227/61*z + 1
*
-1 | 0.12830654164932910540075194532194394411 | 0.022657149400811103339556498548485984639
f(z) = 288/65*z^3 - 223/65*z + 1
*
-1 | 0.12834483685485595741496617127694491525 | 0.022663911801089399594489959579203221535
f(z) = 288/67*z^3 - 221/67*z + 1
*
[ 1/4 ] 
f(z) = 288/71*z^3 - 231/71*z + 1
*
[ 1/4 ] 
f(z) = 288/73*z^3 - 237/73*z + 1
*
[ 15/17 ] 
f(z) = 289/60*z^3 - 233/60*z + 1
*
-1 | 0.12828970338159319189730519324585754027 | 0.022640318218663538104103044389926914808
f(z) = 289/61*z^3 - 228/61*z + 1
*
-1 | 0.11547286815462608507086243967757081262 | 0.020378427977701719871921293089906137233
f(z) = 289/62*z^3 - 227/62*z + 1
*
-1 | 0.11476500572595653681013461144022380761 | 0.020253505788175370000779166610714298785
f(z) = 289/63*z^3 - 226/63*z + 1
*
-1 | 0.11978991094554235254936973284943703947 | 0.021140291322721778046654646355980027037
f(z) = 289/64*z^3 - 225/64*z + 1
*
-1 | 0.12836641660815234865993957901596187799 | 0.022653856420211277714315945738366761422
f(z) = 289/65*z^3 - 224/65*z + 1
*
11/17 | 0.12036226032154030451225172023829929993 | 0.021241298431346103994244421341439896124
f(z) = 289/66*z^3 - 235/66*z + 1
*
-1 | 0.12840459297436547126600196986694526256 | 0.022660593711332190407198165101692706936
f(z) = 289/67*z^3 - 222/67*z + 1
*
-16/17 | 0.16399011545886420023541055856685636581 | 0.028940657752247678874065972073448387167
f(z) = 289/70*z^3 - 221/70*z + 1
*
1/17 | 0.14815961953233934444236944012042805633 | 0.026146922511706126824944209065752579016
f(z) = 289/78*z^3 - 235/78*z + 1
*
-1 | 0.12834962322212975414245390509203804285 | 0.022637093259210715747990544072448284185
f(z) = 290/61*z^3 - 229/61*z + 1
*
-1 | 0.11482480602132678522030065734429151669 | 0.020251713850979105378080812774364956015
f(z) = 290/63*z^3 - 227/63*z + 1
*
-1 | 0.12846415634960604311833410577076189315 | 0.022657293529557148644845997441345164130
f(z) = 290/67*z^3 - 223/67*z + 1
*
-1 | 0.10815845804562778910236692453625255188 | 0.019075966411790442893783432610626427990
f(z) = 290/69*z^3 - 221/69*z + 1
*
-1 | 0.12840934934814553849906553577324202644 | 0.022633885520182186470261536945721704386
f(z) = 291/61*z^3 - 230/61*z + 1
*
-1 | 0.11559239476622574309526981623217036444 | 0.020374723829875430663269537747672550477
f(z) = 291/62*z^3 - 229/62*z + 1
*
-1 | 0.11990919993615388290163561269249485758 | 0.021135619158175722978340972601202259365
f(z) = 291/64*z^3 - 227/64*z + 1
*
-1 | 0.12848558732836821421691120645242502531 | 0.022647323495885743572997624508487504885
f(z) = 291/65*z^3 - 226/65*z + 1
*
-1 | 0.12852352822321997173792381435692800119 | 0.022654011092037949692004083217843961104
f(z) = 291/67*z^3 - 224/67*z + 1
*
-1 | 0.11998508196136323445593379222551277168 | 0.021148994391991225880800972451141417971
f(z) = 291/68*z^3 - 223/68*z + 1
*
-1 | 0.11574481284011321468072002833071574967 | 0.020401589577993369579014048831749873882
f(z) = 291/70*z^3 - 221/70*z + 1
*
-1 | 0.12846888301089351320080481818371040700 | 0.022630694845275960556959397215446361069
f(z) = 292/61*z^3 - 231/61*z + 1
*
-1 | 0.11494382894519571823632516784373996579 | 0.020248161704540926649461030870008469617
f(z) = 292/63*z^3 - 229/63*z + 1
*
-1 | 0.12854488557671481952660114337426702821 | 0.022644083230340491221706604950460475329
f(z) = 292/65*z^3 - 227/65*z + 1
*
-1 | 0.12858270982584223276518505085580308085 | 0.022650746237130093346409765786820989637
f(z) = 292/67*z^3 - 225/67*z + 1
*
-1 | 0.10827574528879780412038965119545465753 | 0.019073531997377384874828472486469130233
f(z) = 292/69*z^3 - 223/69*z + 1
*
-1 | 0.12865800892509673547519620058421045001 | 0.022664010701624645702600047729633772068
f(z) = 292/71*z^3 - 221/71*z + 1
*
-1 | 0.099608198290722506966327313887987949092 | 0.017536121724997954654910821288526512019
f(z) = 293/60*z^3 - 233/60*z + 1
*
-1 | 0.12852822544951754094393356699664966764 | 0.022627521080166412618782124411837591082
f(z) = 293/61*z^3 - 232/61*z + 1
*
-1 | 0.11571180512965338781959504205790679897 | 0.020371177619842944230289033378315984860
f(z) = 293/62*z^3 - 231/62*z + 1
*
-1 | 0.11500305405027723274377102273701902448 | 0.020246401292051243229876081215027175405
f(z) = 293/63*z^3 - 230/63*z + 1
*
-1 | 0.12002772347508166403332408166703764337 | 0.021130999308813612639866523219607160172
f(z) = 293/64*z^3 - 229/64*z + 1
*
-1 | 0.12860399405519081845142467308133525392 | 0.022640860218056869962161028046446485979
f(z) = 293/65*z^3 - 228/65*z + 1
*
-1 | 0.095442131872107130918244231135493990227 | 0.016802681615800938842648756378176301084
f(z) = 293/66*z^3 - 227/66*z + 1
*
-1 | 0.12864170237625501678829544122964847608 | 0.022647498805237185178189765705359567026
f(z) = 293/67*z^3 - 226/67*z + 1
*
-1 | 0.12010314034856189456170624709459838001 | 0.021144276523903962004651150554349386688
f(z) = 293/68*z^3 - 225/68*z + 1
*
-1 | 0.10833462260143075367525631547647593586 | 0.019072417346869614978171339446114238475
f(z) = 293/69*z^3 - 224/69*z + 1
*
-1 | 0.11586198858814114800405212429020932581 | 0.020397617566095519268155344211945285141
f(z) = 293/70*z^3 - 223/70*z + 1
*
-1 | 0.12871677168210743216495956260759379596 | 0.022660714830703250344153137457494394455
f(z) = 293/71*z^3 - 222/71*z + 1
*
-1 | 0.10661498003607773768136761243767906808 | 0.018769672574180287544348715819130458161
f(z) = 293/72*z^3 - 221/72*z + 1
*
-1 | 0.12858737789120842035259746378924587139 | 0.022624364072472419349464808332889499393
f(z) = 294/61*z^3 - 233/61*z + 1
*
-1 | 0.12866291397750593643166429537560903422 | 0.022637654303170260969521236552435198644
f(z) = 294/65*z^3 - 229/65*z + 1
*
-1 | 0.12870050708153978433432534836793404285 | 0.022644268638777879397588882388312641144
f(z) = 294/67*z^3 - 227/67*z + 1
*
-1 | 0.12877534799783464481660645384739531975 | 0.022657436557476749793923437740024096422
f(z) = 294/71*z^3 - 223/71*z + 1
*
-1 | 0.12881259761173460907750822238664919209 | 0.022663990457558177924509522552292514652
f(z) = 294/73*z^3 - 221/73*z + 1
*
-1 | 0.12864634155135741770187590776257753899 | 0.022621223671726119825225347679635024619
f(z) = 295/61*z^3 - 234/61*z + 1
*
-1 | 0.11582980480448697595839557204607502340 | 0.020367558771880437826261975152912339455
f(z) = 295/62*z^3 - 233/62*z + 1
*
-1 | 0.11512093764894828568196656719532565244 | 0.020242911290377208222491759369701004747
f(z) = 295/63*z^3 - 232/63*z + 1
*
-1 | 0.12014549134634695993077610192946588991 | 0.021126430803398716171210031444286643391
f(z) = 295/64*z^3 - 231/64*z + 1
*
-1 | 0.095560702942988710823931943111677458934 | 0.016803431869360569731831147450505162232
f(z) = 295/66*z^3 - 229/66*z + 1
*
-1 | 0.12875912513722688558512513326111552773 | 0.022641055582153468019085551319560630420
f(z) = 295/67*z^3 - 228/67*z + 1
*
-1 | 0.12022044875662144777614474197630730078 | 0.021139611344121637643339567753380170005
f(z) = 295/68*z^3 - 227/68*z + 1
*
-1 | 0.10845181699515051881903290148627244234 | 0.019070210472118332708588209247392401238
f(z) = 295/69*z^3 - 226/69*z + 1
*
-1 | 0.12883373905492971144484035518293125724 | 0.022654175723006486931964365825579764424
f(z) = 295/71*z^3 - 224/71*z + 1
*
-1 | 0.10673183439841431447071290667251818056 | 0.018767768050802268117298248148092031641
f(z) = 295/72*z^3 - 223/72*z + 1
*
-1 | 0.12887087616703446428193088301827744616 | 0.022660705927513765571231293991462736731
f(z) = 295/73*z^3 - 222/73*z + 1
*
-1 | 0.11605399588692527235979149819450999755 | 0.020406980620647264111703374511568620778
f(z) = 295/74*z^3 - 221/74*z + 1
*
-1 | 0.12870511763370733725786758492870413643 | 0.022618099729342284082643701995787577686
f(z) = 296/61*z^3 - 235/61*z + 1
*
-1 | 0.11517959854836545589257626260356718938 | 0.020241181505825851660079239321612717422
f(z) = 296/63*z^3 - 233/63*z + 1
*
-1 | 0.12878019295047687038300459995067741923 | 0.022631293151897072597715210497221989646
f(z) = 296/65*z^3 - 231/65*z + 1
*
-1 | 0.12881755772744279155287445641122971184 | 0.022637859481716101510432814276825784690
f(z) = 296/67*z^3 - 229/67*z + 1
*
-1 | 0.10851117005944497057128395749568684000 | 0.019069299739401904959541220753563083452
f(z) = 296/69*z^3 - 227/69*z + 1
*
-1 | 0.12889194602479783234510444820454589001 | 0.022650932170348893187125459782041123449
f(z) = 296/71*z^3 - 225/71*z + 1
*
-1 | 0.12892897131551430908245601141962584219 | 0.022657438840272590450885622917418111957
f(z) = 296/73*z^3 - 223/73*z + 1
*
-1 | 0.10862224680103231332238546838107919895 | 0.019088819901964383572328678442278077816
f(z) = 296/75*z^3 - 221/75*z + 1
*
-1 | 0.12876370733050117750893931765156091572 | 0.022614992098588276086676739435302328987
f(z) = 297/61*z^3 - 236/61*z + 1
*
-1 | 0.11594640344087345458693274983779963087 | 0.020363866900358807571282374729035310409
f(z) = 297/62*z^3 - 235/62*z + 1
*
-1 | 0.12026251314716650435540275502669103064 | 0.021121912695467226262776888269019727194
f(z) = 297/64*z^3 - 233/64*z + 1
*
-1 | 0.12883855437097968394492231478060014671 | 0.022628137613455128528026642903791251576
f(z) = 297/65*z^3 - 232/65*z + 1
*
-1 | 0.12887580602505498240558352622579647388 | 0.022634680185737626503941731951872863415
f(z) = 297/67*z^3 - 230/67*z + 1
*
-1 | 0.12033701667864930047095949522965413834 | 0.021134997879256441715947621225823501203
f(z) = 297/68*z^3 - 229/68*z + 1
*
2/3 | 0.15843127638482798595324902971402110866 | 0.027825558442611165354023641959771309681
f(z) = 297/70*z^3 - 237/70*z + 1
*
-1 | 0.11609541229055917783091996915794952040 | 0.020390037581741978050179895834963974723
f(z) = 297/70*z^3 - 227/70*z + 1
*
-1 | 0.12894997006774054000632848389398309310 | 0.022647705744523599373268166454592083276
f(z) = 297/71*z^3 - 226/71*z + 1
*
-1 | 0.12898688421129400525446657215969494059 | 0.022654189039250777687524086415963133033
f(z) = 297/73*z^3 - 224/73*z + 1
*
-1 | 0.11616924079314567095550338165611780122 | 0.020403004209041382070334421227660943302
f(z) = 297/74*z^3 - 223/74*z + 1
*
-1 | 0.12048467540771783874128591987297277401 | 0.021160931436626000117489354558507511399
f(z) = 297/76*z^3 - 221/76*z + 1
*
-1 | 0.12882211182262841950489416616564122489 | 0.022611900634554597563781183247370738894
f(z) = 298/61*z^3 - 237/61*z + 1
*
-1 | 0.11529636447607031741556865191783068997 | 0.020237751890357880559430100516625582624
f(z) = 298/63*z^3 - 235/63*z + 1
*
-1 | 0.12889673197530554088997728386982080554 | 0.022624998568238479125964155184768971246
f(z) = 298/65*z^3 - 233/65*z + 1
*
-1 | 0.12893387119181453761485705866507793021 | 0.022631517544379026524614693626748173437
f(z) = 298/67*z^3 - 231/67*z + 1
*
-1 | 0.10862725929011236396901028406901085417 | 0.019067136522757728942389335206428294433
f(z) = 298/69*z^3 - 229/69*z + 1
*
-1 | 0.12900781233309591540496770287824962563 | 0.022644496292482163807950923698946402503
f(z) = 298/71*z^3 - 227/71*z + 1
*
-1 | 0.12904461599760496865319121349113946397 | 0.022650956369817427724381639199716813994
f(z) = 298/73*z^3 - 225/73*z + 1
*
-1 | 0.10873767113814397209013868320270853166 | 0.019086516904753063675398720424970491036
f(z) = 298/75*z^3 - 223/75*z + 1
*
-1 | 0.12911789378703725228479283577074647179 | 0.022663818681030304135704772692792881649
f(z) = 298/77*z^3 - 221/77*z + 1
*
-1 | 0.099960651197456302034354146514703881429 | 0.017535591732556806831053523979175280043
f(z) = 299/60*z^3 - 239/60*z + 1
*
-1 | 0.12888033227976899249041866318569277530 | 0.022608825194125999527689351319686847819
f(z) = 299/61*z^3 - 238/61*z + 1
*
-1 | 0.11606291478430445090180194233736407916 | 0.020360330435701331720590998651392566796
f(z) = 299/62*z^3 - 237/62*z + 1
*
-1 | 0.11535447184210536233454673308301406291 | 0.020236051871572382904996723315783073801
f(z) = 299/63*z^3 - 236/63*z + 1
*
-1 | 0.12037879829268730268587145062607056149 | 0.021117444062530150041125676788787036608
f(z) = 299/64*z^3 - 235/64*z + 1
*
-1 | 0.095793175940266675702808097721439651633 | 0.016804512615022315336953726023017179743
f(z) = 299/66*z^3 - 233/66*z + 1
*
-1 | 0.12899175437849647160612493730481951490 | 0.022628371409660452055915522525260954548
f(z) = 299/67*z^3 - 232/67*z + 1
*
-1 | 0.12045285342821809708767223725265053328 | 0.021130435180603220553791182866269625825
f(z) = 299/68*z^3 - 231/68*z + 1
*
-1 | 0.11621167895046874213004379938723065393 | 0.020386427381359861354770847456468389396
f(z) = 299/70*z^3 - 229/70*z + 1
*
-1 | 0.12906547395937659340128775390755583578 | 0.022641303663077403708860881244000357881
f(z) = 299/71*z^3 - 228/71*z + 1
*
-1 | 0.10696334734840512337409425575953531329 | 0.018764039319273912212617576903871740619
f(z) = 299/72*z^3 - 227/72*z + 1
*
-1 | 0.12910216780692703500180344660058379358 | 0.022647740679263604758668600176366569358
f(z) = 299/73*z^3 - 226/73*z + 1
*
-1 | 0.11628441471800495322286762243930327798 | 0.020399187049375125482659271450205947813
f(z) = 299/74*z^3 - 225/74*z + 1
*
-1 | 0.10879511376284475122991979583957164190 | 0.019085376841671326819458729778754588076
f(z) = 299/75*z^3 - 224/75*z + 1
*
-1 | 0.12059963093636770044510808998485569214 | 0.021156183616888907438331134291986471401
f(z) = 299/76*z^3 - 223/76*z + 1
*
-1 | 0.12917522785223040472224704076550224063 | 0.022660557233688318203085102440542769189
f(z) = 299/77*z^3 - 222/77*z + 1
*
[ 12/17 ] 
f(z) = 289/63*z^3 - 227/84*z + 1
*
[ 4/7 ] 
f(z) = 295/64*z^3 - 221/98*z + 1
*
[ 4/7 ] 
f(z) = 299/64*z^3 - 223/98*z + 1
*
-30/17 | 0.18164242132250222457675998969067291483 | 0.026845591875402591263556465049184239854
f(z) = 289/64*z^3 - 217/16*z + 1
*
[ 3/2 ] 
f(z) = 284/63*z^3 - 206/21*z + 1
*
6/17 | 0.090707960329155877626894781298170264535 | 0.015102002482846098956440564563473085648
f(z) = 289/60*z^3 - 203/30*z + 1
*
[ 24/17 ] 
f(z) = 289/64*z^3 - 209/24*z + 1
*
[ 3/2 ] 
f(z) = 292/63*z^3 - 212/21*z + 1
*
[ 3/2 ] 
f(z) = 296/63*z^3 - 215/21*z + 1
*
-18/17 | 0.16815957607460921806940394468881013614 | 0.024857148148263258967060711101674583080
f(z) = 289/64*z^3 - 203/48*z + 1
*
-1 | 0.12774149500389413550604591456900297614 | 0.022670144583933850639439443146871960245
f(z) = 280/61*z^3 - 219/61*z + 1
*
-1 | 0.12785969589877902637837711664193909054 | 0.022691121568561352892944055560737623909
f(z) = 280/67*z^3 - 213/67*z + 1
*
-1 | 0.10755520528663215029206130306976363034 | 0.019087705639645967735299161946298398569
f(z) = 280/69*z^3 - 211/69*z + 1
*
-1 | 0.12793786693315713679100872580443776273 | 0.022704994497256710682133312930379218980
f(z) = 280/71*z^3 - 209/71*z + 1
*
-1 | 0.12797676666553293079598569173616386925 | 0.022711897990575061931926959508284563715
f(z) = 280/73*z^3 - 207/73*z + 1
*
-1 | 0.12809273471564933102655333728219064555 | 0.022732478714662998556716013668038627786
f(z) = 280/79*z^3 - 201/79*z + 1
*
-1 | 0.12780321666012683034308349621025493922 | 0.022666757264354328629305512840187109335
f(z) = 281/61*z^3 - 220/61*z + 1
*
-1 | 0.11498687420158098970509221774124767233 | 0.020393693008880616237888077314295038751
f(z) = 281/62*z^3 - 219/62*z + 1
*
-1 | 0.11427950301820486420123735539168060105 | 0.020268235987309514578940163585970582882
f(z) = 281/63*z^3 - 218/63*z + 1
*
-1 | 0.11930489796926336946033362769813243188 | 0.021159523472006238937410312324719962714
f(z) = 281/64*z^3 - 217/64*z + 1
*
-1 | 0.12788189185875481336039761235992798237 | 0.022680710838267634733021360477416265507
f(z) = 281/65*z^3 - 216/65*z + 1
*
-1 | 0.094722436537364793273902970234368129402 | 0.016799659136830716134886454709588372618
f(z) = 281/66*z^3 - 215/66*z + 1
*
-1 | 0.12792104020149167406624112721684170945 | 0.022687654059301562110325060607593732289
f(z) = 281/67*z^3 - 214/67*z + 1
*
-1 | 0.11938319491257481016625458410341877716 | 0.021173409959803341746699102797510643696
f(z) = 281/68*z^3 - 213/68*z + 1
*
-1 | 0.10761642535674300759949749744641608829 | 0.019086494494937379557575501159320937360
f(z) = 281/69*z^3 - 212/69*z + 1
*
-1 | 0.11514347015098519676530419663265251085 | 0.020421466350322918796440154400390964810
f(z) = 281/70*z^3 - 211/70*z + 1
*
-1 | 0.12799896353084402657725504807882848767 | 0.022701474284158321661130670964038745709
f(z) = 281/71*z^3 - 210/71*z + 1
*
-1 | 0.10589788004540700053013499585971315497 | 0.018781698962885636813380845780495471901
f(z) = 281/72*z^3 - 209/72*z + 1
*
-1 | 0.12803774054174537740512040859065387242 | 0.022708351647001821695864161871189728861
f(z) = 281/73*z^3 - 208/73*z + 1
*
-1 | 0.11522102442111815799075911272191456265 | 0.020435221120052955200666129752998790089
f(z) = 281/74*z^3 - 207/74*z + 1
*
-1 | 0.10773172376635969571890201900207644224 | 0.019106943440840655329372894014293715061
f(z) = 281/75*z^3 - 206/75*z + 1
*
-1 | 0.11953830543955773313838754253909565305 | 0.021200919851620993500425678347533015577
f(z) = 281/76*z^3 - 205/76*z + 1
*
-1 | 0.12811493022286586017231301354158338959 | 0.022722041754426299102717375678647263821
f(z) = 281/77*z^3 - 204/77*z + 1
*
-1 | 0.094953421539256704126939233906858324616 | 0.016840625875434125969003994327850599239
f(z) = 281/78*z^3 - 203/78*z + 1
*
-1 | 0.12815334484313235570865104656327532505 | 0.022728854844861249479241495642444434598
f(z) = 281/79*z^3 - 202/79*z + 1
*
-1 | 0.12794315723020733847795069227816042163 | 0.022677289012655337040935783295142973371
f(z) = 282/65*z^3 - 217/65*z + 1
*
-1 | 0.12798218136712956899408956873161470324 | 0.022684205847057528238282600025301379638
f(z) = 282/67*z^3 - 215/67*z + 1
*
-1 | 0.12805985856309830553349548093721794507 | 0.022697973744151909250139382449248196022
f(z) = 282/71*z^3 - 211/71*z + 1
*
-1 | 0.12809851362804297486620210117795977949 | 0.022704825162379583447575725500602190426
f(z) = 282/73*z^3 - 209/73*z + 1
*
-1 | 0.12817546161388750140763111961159847341 | 0.022718463810602077466821339252462144238
f(z) = 282/77*z^3 - 205/77*z + 1
*
-1 | 0.12821375646734346619266020112900397039 | 0.022725251383132866647475266750157941562
f(z) = 282/79*z^3 - 203/79*z + 1
*
-1 | 0.11440208033956033838824172081397160889 | 0.020264486127275223658358617765822587937
f(z) = 283/63*z^3 - 220/63*z + 1
*
-1 | 0.11942735051749816665894956120399128410 | 0.021154631809105246738060010926076061695
f(z) = 283/64*z^3 - 219/64*z + 1
*
-1 | 0.12800422002043173062854786403166987590 | 0.022673886114112364129286148710453742120
f(z) = 283/65*z^3 - 218/65*z + 1
*
-1 | 0.094844640696674251037080489487535824757 | 0.016800200660158247498765615120510880319
f(z) = 283/66*z^3 - 217/66*z + 1
*
-1 | 0.12804312074027161070761267705753599234 | 0.022680776750149720121567275665465762071
f(z) = 283/67*z^3 - 216/67*z + 1
*
-1 | 0.11950515221033037459076025428037772355 | 0.021168413126021837915456887148551010598
f(z) = 283/68*z^3 - 215/68*z + 1
*
-1 | 0.10773825979066605219612927000229577174 | 0.019084097635502113299668646376733462684
f(z) = 283/69*z^3 - 214/69*z + 1
*
-1 | 0.11526583423532729252214054398514761160 | 0.020417486219460580852062267432673142500
f(z) = 283/70*z^3 - 213/70*z + 1
*
-1 | 0.12812055335952068652078729609588225014 | 0.022694492691624858436655454536981315102
f(z) = 283/71*z^3 - 212/71*z + 1
*
-1 | 0.10601934812813890427682169579516532902 | 0.018779620116947341474752781208312066018
f(z) = 283/72*z^3 - 211/72*z + 1
*
-1 | 0.12815908724666221183220361750810968160 | 0.022701318349157411220789531419729821525
f(z) = 283/73*z^3 - 210/73*z + 1
*
-1 | 0.11534225011413086675026472488878560464 | 0.020431022061740042375635740760320952573
f(z) = 283/74*z^3 - 209/74*z + 1
*
-1 | 0.10785386242759971336049450036973090030 | 0.019104574780895495873186963972343116361
f(z) = 283/75*z^3 - 208/75*z + 1
*
-1 | 0.11965929019771158707045305384537357048 | 0.021195716188148869755796354571698632635
f(z) = 283/76*z^3 - 207/76*z + 1
*
-1 | 0.12823579505371848846193183164116681772 | 0.022714905901825438133349697558987004178
f(z) = 283/77*z^3 - 206/77*z + 1
*
-1 | 0.095075200416446586555452282168309762533 | 0.016841040601433505185695765394335264016
f(z) = 283/78*z^3 - 205/78*z + 1
*
-1 | 0.12827397088890646769127104873769372199 | 0.022721668136220719791022421697575558484
f(z) = 283/79*z^3 - 204/79*z + 1
*
-1 | 0.12806508156818785347819381424439186633 | 0.022670501965304454204494239873926254038
f(z) = 284/65*z^3 - 219/65*z + 1
*
-1 | 0.12810385965215756631525293752186968604 | 0.022677366589275962254096264302775872907
f(z) = 284/67*z^3 - 217/67*z + 1
*
-1 | 0.10779784319890941716238013896678565033 | 0.019082728767054640269775852430418503952
f(z) = 284/69*z^3 - 215/69*z + 1
*
-1 | 0.12821946270678449038614923397905511761 | 0.022697831022242566461274726962974520724
f(z) = 284/73*z^3 - 211/73*z + 1
*
-1 | 0.10791411819275015814360577621223737530 | 0.019103312148910987623106337496264674081
f(z) = 284/75*z^3 - 209/75*z + 1
*
-1 | 0.12829593183723655974212106170651343600 | 0.022711367839234134256650499294706969014
f(z) = 284/77*z^3 - 207/77*z + 1
*
-1 | 0.12833398939566314510909341184026586785 | 0.022718104913404076560771009450046214312
f(z) = 284/79*z^3 - 205/79*z + 1
*
-1 | 0.12816439942086433263247890129080311897 | 0.022673975187471824098518584275686521585
f(z) = 285/67*z^3 - 218/67*z + 1
*
-1 | 0.11962630920201344856680036397040559590 | 0.021163474247699111929668841686354529899
f(z) = 285/68*z^3 - 217/68*z + 1
*
-1 | 0.12824134749770328133061808254303522033 | 0.022687588318675604929688739654461714648
f(z) = 285/71*z^3 - 214/71*z + 1
*
-1 | 0.12827964130470786607692614711322482155 | 0.022694362998959515658888273661043946994
f(z) = 285/73*z^3 - 212/73*z + 1
*
-1 | 0.11546333681156840909811061585965045292 | 0.020426989442920205225332402511093218899
f(z) = 285/74*z^3 - 211/74*z + 1
*
-1 | 0.12835587324661642014520395983880161961 | 0.022707849436434647797001660461188567732
f(z) = 285/77*z^3 - 208/77*z + 1
*
-1 | 0.12839381326284067893256949563267841155 | 0.022714561526456278865537492931492569274
f(z) = 285/79*z^3 - 206/79*z + 1
*
-1 | 0.12822474135147929062301841394587127635 | 0.022670602370071808601796704384059066433
f(z) = 286/67*z^3 - 219/67*z + 1
*
-1 | 0.10791848341749520870729425652225971205 | 0.019080381837018980451625203685767990664
f(z) = 286/69*z^3 - 217/69*z + 1
*
-1 | 0.12830144943361242046971603675135746055 | 0.022684164639024600947756048614632254845
f(z) = 286/71*z^3 - 215/71*z + 1
*
-1 | 0.12833962432401596680515167359983164151 | 0.022690914099009765384051237078710170546
f(z) = 286/73*z^3 - 213/73*z + 1
*
-1 | 0.10803404265468944480532376888175083173 | 0.019100813132017175551189489716623827994
f(z) = 286/75*z^3 - 211/75*z + 1
*
-1 | 0.12845344375321632236300885569658726851 | 0.022711037789603273704215006942025530969
f(z) = 286/79*z^3 - 207/79*z + 1
*
-1 | 0.12828488673627080961101326740050990306 | 0.022667247964671321009663018548174237968
f(z) = 287/67*z^3 - 220/67*z + 1
*
-1 | 0.11974667635136370580974425274787744645 | 0.021158592215010820124485354679867030373
f(z) = 287/68*z^3 - 219/68*z + 1
*
-1 | 0.10797954281078886289157460891283398838 | 0.019079403149303075513379791046712348333
f(z) = 287/69*z^3 - 218/69*z + 1
*
-1 | 0.12836135632232546909612862321739763483 | 0.022680759728316715849768699817842722387
f(z) = 287/71*z^3 - 216/71*z + 1
*
-1 | 0.10625991214579556542391306433647050204 | 0.018775553680493942238772590544683158293
f(z) = 287/72*z^3 - 215/72*z + 1
*
-1 | 0.12839941303574414609675466721513128324 | 0.022687484144432505161812501010518490486
f(z) = 287/73*z^3 - 214/73*z + 1
*
-1 | 0.11558233838693043853583453636437853213 | 0.020422776144622422260331667795846019028
f(z) = 287/74*z^3 - 213/74*z + 1
*
-1 | 0.10809371389216333002596237648058194364 | 0.019099576563940998000921127823834761992
f(z) = 287/75*z^3 - 212/75*z + 1
*
-1 | 0.11989890555787442425721329565437234641 | 0.021185490295207417420084574573116667073
f(z) = 287/76*z^3 - 211/76*z + 1
*
-1 | 0.095314997801993752659447127783979445832 | 0.016841646314670940724739186290506477328
f(z) = 287/78*z^3 - 209/78*z + 1
*
-1 | 0.12851288211727939339395756006151297514 | 0.022707533519482978285119745925311264190
f(z) = 287/79*z^3 - 208/79*z + 1
*
[ 1/4 ] 
f(z) = 288/61*z^3 - 201/61*z + 1
*
[ 1/4 ] 
f(z) = 288/67*z^3 - 219/67*z + 1
*
-1 | 0.12842106942940462118806782466626615744 | 0.022677373412699804779905210531820050478
f(z) = 288/71*z^3 - 217/71*z + 1
*
-1 | 0.12845900869854292502843191976739425764 | 0.022684072959566039146463179636070491115
f(z) = 288/73*z^3 - 215/73*z + 1
*
-1 | 0.12853453786459683506852159809132806511 | 0.022697410359026770836915989013542725849
f(z) = 288/77*z^3 - 211/77*z + 1
*
-1 | 0.12857212959339063430751258040378122799 | 0.022704048535105459771360271062271054871
f(z) = 288/79*z^3 - 209/79*z + 1
*
-15/17 | 0.16615875657255207620640745309934607652 | 0.029323375333018194651809303288102964176
f(z) = 289/60*z^3 - 217/60*z + 1
*
-1 | 0.10809901206261034555956438772402410164 | 0.019077104145614504335118506114182317168
f(z) = 289/69*z^3 - 220/69*z + 1
*
-1 | 0.12848059000810174399214754412595062076 | 0.022674005520558577561941505566635244388
f(z) = 289/71*z^3 - 218/71*z + 1
*
-1 | 0.12851841255883877582895341679018980299 | 0.022680680371009988073325256199020395363
f(z) = 289/73*z^3 - 216/73*z + 1
*
-1 | 0.11570122134975042650123341412147867652 | 0.020418727307013330386789354964522576911
f(z) = 289/74*z^3 - 215/74*z + 1
*
-1 | 0.10821248063934911413195150460219745369 | 0.019097128860127587814099719368591424274
f(z) = 289/75*z^3 - 214/75*z + 1
*
[ -20/17 ] 
f(z) = 289/75*z^3 - 209/60*z + 1
*
[ -19/17 ] 
f(z) = 289/76*z^3 - 217/76*z + 1
*
-1 | 0.12001755643203447383643021347861557214 | 0.021180465756985561534718610454272549136
f(z) = 289/76*z^3 - 213/76*z + 1
*
-1 | 0.12859371035086612646983464058832130869 | 0.022693968779414762372668433553742929611
f(z) = 289/77*z^3 - 212/77*z + 1
*
-1 | 0.095432765810528181258615719788588434937 | 0.016841789555088764694217540707098342678
f(z) = 289/78*z^3 - 211/78*z + 1
*
-1 | 0.12863118740793898986955195463060827264 | 0.022700582657813910521513171539438786731
f(z) = 289/79*z^3 - 210/79*z + 1
*
-1 | 0.12853991929951790401580360014557674167 | 0.022670655882477963451164888891477552276
f(z) = 290/71*z^3 - 219/71*z + 1
*
-1 | 0.12857762585099229897243613045773998003 | 0.022677306207588243462399312492445886372
f(z) = 290/73*z^3 - 217/73*z + 1
*
-1 | 0.12865269368904389948320914504232415318 | 0.022690545963250014778409881661268594749
f(z) = 290/77*z^3 - 213/77*z + 1
*
-1 | 0.12869005677549585434023642751815264399 | 0.022697135711246400209240447793656477880
f(z) = 290/79*z^3 - 211/79*z + 1
*
-1 | 0.12859905853276031179314838890271225325 | 0.022667324331207202363883683593789897759
f(z) = 291/71*z^3 - 220/71*z + 1
*
-1 | 0.12863664979745384440323825296151317846 | 0.022673950300312656531544727098539322080
f(z) = 291/73*z^3 - 218/73*z + 1
*
-1 | 0.11581934345722494792428227042075458547 | 0.020414726607843757679821898901454321533
f(z) = 291/74*z^3 - 217/74*z + 1
*
-1 | 0.12013544929098571880177899437484889765 | 0.021175498668680795148177763247982359765
f(z) = 291/76*z^3 - 215/76*z + 1
*
-1 | 0.12871148908848106807342678750555996922 | 0.022687141738117774897517525456308242908
f(z) = 291/77*z^3 - 214/77*z + 1
*
-1 | 0.12874873889896683628264455554087350455 | 0.022693707521298386704272331751802612235
f(z) = 291/79*z^3 - 212/79*z + 1
*
-1 | 0.10838920985704271867426937060208824147 | 0.019093519576933781541526738410369529789
f(z) = 292/75*z^3 - 217/75*z + 1
*
-1 | 0.12877009774693288040026511506031593434 | 0.022683755933801414963812992402779581299
f(z) = 292/77*z^3 - 215/77*z + 1
*
-1 | 0.12880723496974108904815534562828332888 | 0.022690297916085968080927023268017707326
f(z) = 292/79*z^3 - 213/79*z + 1
*
-1 | 0.12875413448446738035897540462325247341 | 0.022667292588974299379698921821005605827
f(z) = 293/73*z^3 - 220/73*z + 1
*
-1 | 0.11593736655533642361077978459702335543 | 0.020410887931695961731282968512502406014
f(z) = 293/74*z^3 - 219/74*z + 1
*
-1 | 0.10844774551742856158080951016306556984 | 0.019092332747999895665968865766942120996
f(z) = 293/75*z^3 - 218/75*z + 1
*
-1 | 0.12025259378928089214130300543760711675 | 0.021170587949807066723918521785898930543
f(z) = 293/76*z^3 - 217/76*z + 1
*
-1 | 0.12882852085070708196467940758570571280 | 0.022680388382246781268073468681922386028
f(z) = 293/77*z^3 - 216/77*z + 1
*
-1 | 0.095667350112530160673684478920451222775 | 0.016842331509549854851791314615432211359
f(z) = 293/78*z^3 - 215/78*z + 1
*
-1 | 0.12886554616783825374134326901920745158 | 0.022686906725909858589549694031220765460
f(z) = 293/79*z^3 - 214/79*z + 1
*
-1 | 0.12892367366205306041888003264447955934 | 0.022683533783220071881412246057483809841
f(z) = 294/79*z^3 - 215/79*z + 1
*
-1 | 0.12036899939766383111431840605934810393 | 0.021165732547702514710769285965464308908
f(z) = 295/76*z^3 - 219/76*z + 1
*
-1 | 0.12894481508308859492889444188540133278 | 0.022673707375809423087542177604420727174
f(z) = 295/77*z^3 - 218/77*z + 1
*
-1 | 0.095784185429507430613989816369279578908 | 0.016842729118340131831023429762101472165
f(z) = 295/78*z^3 - 217/78*z + 1
*
-1 | 0.12898161861009763225545212379606814166 | 0.022680178922581295219190075308763926220
f(z) = 295/79*z^3 - 216/79*z + 1
*
-1 | 0.12900268852837452131010024904307353530 | 0.022670393595319601599664363153937366179
f(z) = 296/77*z^3 - 219/77*z + 1
*
-1 | 0.12903938215874153641423451039088055489 | 0.022676841980638938833572764492537769119
f(z) = 296/79*z^3 - 217/79*z + 1
*
-1 | 0.12909696544394962438926505284393795586 | 0.022673522796085845002306093937673802504
f(z) = 297/79*z^3 - 218/79*z + 1
*
-1 | 0.12915436959101770364142081873346058696 | 0.022670221209629641831421146366819916537
f(z) = 298/79*z^3 - 219/79*z + 1
*
[ 6/23 ] 
f(z) = 299/72*z^3 - 215/69*z + 1
*
-1 | 0.12921159571470608142790900269343965963 | 0.022666937063960727109985593515494468037
f(z) = 299/79*z^3 - 220/79*z + 1
*
[ 4/7 ] 
f(z) = 283/64*z^3 - 215/98*z + 1
*
[ 4/7 ] 
f(z) = 291/64*z^3 - 219/98*z + 1
*
-30/17 | 0.24784771429791251759993364734040125275 | 0.029345287354242115249002886688211011670
f(z) = 289/72*z^3 - 194/15*z + 1
*
[ 30/17 ] 
f(z) = 289/72*z^3 - 181/15*z + 1
*
[ 24/17 ] 
f(z) = 289/72*z^3 - 185/24*z + 1
*
[ -3/2 ] 
f(z) = 292/63*z^3 - 184/21*z + 1
*
[ -3/2 ] 
f(z) = 296/63*z^3 - 187/21*z + 1
*
4/27 | 0.24982451543825216339988316769095372487 | 0.026635904882804348501090537811732702777
f(z) = 297/64*z^3 - 185/27*z + 1
*
-12/11 | 0.22924144452663328231443822998698374291 | 0.024441369578548328379465726416158946108
f(z) = 297/64*z^3 - 185/33*z + 1
*
[ 1/3 ] 
f(z) = 288/79*z^3 - 190/79*z + 1
*
5/17 | 0.061279672193148989319732587893125323397 | 0.010814517784498527640787825328691149553
f(z) = 289/60*z^3 - 181/60*z + 1
*
8/17 | 0.14208241857586403289987028059569433662 | 0.025074429864933754275172825424219431658
f(z) = 289/63*z^3 - 190/63*z + 1
*
[ 13/17 ] 
f(z) = 289/65*z^3 - 189/65*z + 1
*
[ 5/17 ] 
f(z) = 289/65*z^3 - 181/65*z + 1
*
[ 5/17 ] 
f(z) = 289/70*z^3 - 193/70*z + 1
*
10/17 | 0.10142500840100133750933448606468437337 | 0.017899288914084135025400855923558284454
f(z) = 289/70*z^3 - 191/70*z + 1
*
[ 14/17 ] 
f(z) = 289/72*z^3 - 185/63*z + 1
*
[ 13/17 ] 
f(z) = 289/78*z^3 - 193/78*z + 1
*
8/17 | 0.14249887228141553886717734651104156341 | 0.025147924807774042332932618456070366528
f(z) = 289/78*z^3 - 181/78*z + 1
*
[ 1/3 ] 
f(z) = 297/74*z^3 - 181/74*z + 1
*
[ 1/3 ] 
f(z) = 297/76*z^3 - 185/76*z + 1
*
[ 1/3 ] 
f(z) = 297/79*z^3 - 191/79*z + 1
*
[ 2/3 ] 
f(z) = 281/72*z^3 - 181/81*z + 1
*
[ 2/3 ] 
f(z) = 283/72*z^3 - 182/81*z + 1
*
[ 2/3 ] 
f(z) = 287/72*z^3 - 184/81*z + 1
*
[ 21/34 ] 
f(z) = 289/63*z^3 - 199/84*z + 1
*
[ 10/17 ] 
f(z) = 289/64*z^3 - 181/80*z + 1
*
[ 2/3 ] 
f(z) = 289/72*z^3 - 185/81*z + 1
*
[ 2/3 ] 
f(z) = 293/72*z^3 - 187/81*z + 1
*
[ 2/3 ] 
f(z) = 295/72*z^3 - 188/81*z + 1
*
[ 2/3 ] 
f(z) = 299/72*z^3 - 190/81*z + 1
*
[ -36/17 ] 
f(z) = 289/64*z^3 - 169/9*z + 1
*
[ -30/17 ] 
f(z) = 289/72*z^3 - 164/15*z + 1
*
[ -3/2 ] 
f(z) = 284/63*z^3 - 178/21*z + 1
*
4/5 | 0.19425175131199587737906555314625615773 | 0.022537548624006998320136374453460373290
f(z) = 285/64*z^3 - 173/30*z + 1
*
[ -24/17 ] 
f(z) = 289/64*z^3 - 175/24*z + 1
*
18/17 | 0.15087355587956368782230543440883088303 | 0.025806061037229292141110254021326014709
f(z) = 289/66*z^3 - 173/33*z + 1
*
21/17 | 0.091012634254133782584874409922296446971 | 0.014697562426105950359564306727502418359
f(z) = 289/72*z^3 - 163/24*z + 1
*
[ 5/4 ] 
f(z) = 296/75*z^3 - 179/30*z + 1
*
[ 4/33 ] 
f(z) = 297/64*z^3 - 161/22*z + 1
*
3/4 | 0.17940793438171689419937837716442741013 | 0.028104918604032578884326339748035066996
f(z) = 296/63*z^3 - 167/42*z + 1
*
[ 2/9 ] 
f(z) = 297/64*z^3 - 179/48*z + 1
*
[ 4/5 ] 
f(z) = 297/64*z^3 - 161/50*z + 1
*
[ -1 ] 
f(z) = 281/60*z^3 - 161/60*z + 1
*
[ -1 ] 
f(z) = 283/60*z^3 - 163/60*z + 1
*
[ -1 ] 
f(z) = 283/61*z^3 - 161/61*z + 1
*
[ -1 ] 
f(z) = 284/61*z^3 - 162/61*z + 1
*
[ -1 ] 
f(z) = 285/61*z^3 - 163/61*z + 1
*
[ -1 ] 
f(z) = 285/62*z^3 - 161/62*z + 1
*
[ -1 ] 
f(z) = 286/61*z^3 - 164/61*z + 1
*
[ -1 ] 
f(z) = 287/60*z^3 - 167/60*z + 1
*
[ -1 ] 
f(z) = 287/61*z^3 - 165/61*z + 1
*
[ -1 ] 
f(z) = 287/62*z^3 - 163/62*z + 1
*
[ 2/7 ] 
f(z) = 287/72*z^3 - 178/63*z + 1
*
[ -1 ] 
f(z) = 288/61*z^3 - 166/61*z + 1
*
[ 1/3 ] 
f(z) = 288/65*z^3 - 162/65*z + 1
*
[ 1/3 ] 
f(z) = 288/67*z^3 - 166/67*z + 1
*
[ 1/3 ] 
f(z) = 288/71*z^3 - 174/71*z + 1
*
[ 1/3 ] 
f(z) = 288/73*z^3 - 178/73*z + 1
*
[ -1 ] 
f(z) = 289/61*z^3 - 167/61*z + 1
*
[ -1 ] 
f(z) = 289/62*z^3 - 165/62*z + 1
*
[ -1 ] 
f(z) = 289/63*z^3 - 163/63*z + 1
*
[ -1 ] 
f(z) = 289/64*z^3 - 161/64*z + 1
*
11/17 | 0.13321705618370763847879926799718536790 | 0.023509887891637780418072802325580177644
f(z) = 289/66*z^3 - 169/66*z + 1
*
5/34 | 0.17961504182913457880295318657147424287 | 0.025467481355821578128000022089520957926
f(z) = 289/75*z^3 - 173/60*z + 1
*
15/34 | 0.17882805167507779702486014930036537109 | 0.025355894615248243758429343460045227943
f(z) = 289/75*z^3 - 161/60*z + 1
*
[ 6/17 ] 
f(z) = 289/78*z^3 - 179/78*z + 1
*
[ -1 ] 
f(z) = 290/61*z^3 - 168/61*z + 1
*
[ -1 ] 
f(z) = 290/63*z^3 - 164/63*z + 1
*
[ -1 ] 
f(z) = 291/61*z^3 - 169/61*z + 1
*
[ -1 ] 
f(z) = 291/62*z^3 - 167/62*z + 1
*
[ -1 ] 
f(z) = 291/64*z^3 - 163/64*z + 1
*
[ -1 ] 
f(z) = 291/65*z^3 - 161/65*z + 1
*
[ -1 ] 
f(z) = 292/61*z^3 - 170/61*z + 1
*
[ -1 ] 
f(z) = 292/63*z^3 - 166/63*z + 1
*
[ -1 ] 
f(z) = 292/65*z^3 - 162/65*z + 1
*
[ -1 ] 
f(z) = 293/60*z^3 - 173/60*z + 1
*
[ -1 ] 
f(z) = 293/61*z^3 - 171/61*z + 1
*
[ -1 ] 
f(z) = 293/62*z^3 - 169/62*z + 1
*
[ -1 ] 
f(z) = 293/63*z^3 - 167/63*z + 1
*
[ -1 ] 
f(z) = 293/64*z^3 - 165/64*z + 1
*
[ -1 ] 
f(z) = 293/65*z^3 - 163/65*z + 1
*
[ -1 ] 
f(z) = 293/66*z^3 - 161/66*z + 1
*
[ -1 ] 
f(z) = 294/61*z^3 - 172/61*z + 1
*
[ 5/7 ] 
f(z) = 294/65*z^3 - 176/65*z + 1
*
[ -1 ] 
f(z) = 294/65*z^3 - 164/65*z + 1
*
[ -1 ] 
f(z) = 295/61*z^3 - 173/61*z + 1
*
[ -1 ] 
f(z) = 295/62*z^3 - 171/62*z + 1
*
[ -1 ] 
f(z) = 295/63*z^3 - 169/63*z + 1
*
[ -1 ] 
f(z) = 295/64*z^3 - 167/64*z + 1
*
[ -1 ] 
f(z) = 295/66*z^3 - 163/66*z + 1
*
[ -1 ] 
f(z) = 295/67*z^3 - 161/67*z + 1
*
[ -1 ] 
f(z) = 296/61*z^3 - 174/61*z + 1
*
[ -1 ] 
f(z) = 296/63*z^3 - 170/63*z + 1
*
[ -1 ] 
f(z) = 296/65*z^3 - 166/65*z + 1
*
[ -1 ] 
f(z) = 296/67*z^3 - 162/67*z + 1
*
[ -1 ] 
f(z) = 297/61*z^3 - 175/61*z + 1
*
[ -1 ] 
f(z) = 297/62*z^3 - 173/62*z + 1
*
[ 2/3 ] 
f(z) = 297/62*z^3 - 163/62*z + 1
*
20/33 | 0.21023379105632428766087052058503914723 | 0.022875767979171053806447589181512513395
f(z) = 297/64*z^3 - 173/66*z + 1
*
[ -1 ] 
f(z) = 297/64*z^3 - 169/64*z + 1
*
[ 1/3 ] 
f(z) = 297/64*z^3 - 161/64*z + 1
*
[ -1 ] 
f(z) = 297/65*z^3 - 167/65*z + 1
*
[ 1/3 ] 
f(z) = 297/65*z^3 - 163/65*z + 1
*
[ 1/3 ] 
f(z) = 297/67*z^3 - 167/67*z + 1
*
[ -1 ] 
f(z) = 297/67*z^3 - 163/67*z + 1
*
[ 1/3 ] 
f(z) = 297/68*z^3 - 169/68*z + 1
*
[ -1 ] 
f(z) = 297/68*z^3 - 161/68*z + 1
*
[ 1/3 ] 
f(z) = 297/70*z^3 - 173/70*z + 1
*
[ 2/3 ] 
f(z) = 297/70*z^3 - 167/70*z + 1
*
[ 1/3 ] 
f(z) = 297/71*z^3 - 175/71*z + 1
*
[ 1/3 ] 
f(z) = 297/73*z^3 - 179/73*z + 1
*
[ 2/3 ] 
f(z) = 297/74*z^3 - 169/74*z + 1
*
[ -1 ] 
f(z) = 298/61*z^3 - 176/61*z + 1
*
[ -1 ] 
f(z) = 298/63*z^3 - 172/63*z + 1
*
[ -1 ] 
f(z) = 298/65*z^3 - 168/65*z + 1
*
[ -1 ] 
f(z) = 298/67*z^3 - 164/67*z + 1
*
[ -1 ] 
f(z) = 299/60*z^3 - 179/60*z + 1
*
[ -1 ] 
f(z) = 299/61*z^3 - 177/61*z + 1
*
[ -1 ] 
f(z) = 299/62*z^3 - 175/62*z + 1
*
[ -1 ] 
f(z) = 299/63*z^3 - 173/63*z + 1
*
[ -1 ] 
f(z) = 299/64*z^3 - 171/64*z + 1
*
[ -1 ] 
f(z) = 299/66*z^3 - 167/66*z + 1
*
[ -1 ] 
f(z) = 299/67*z^3 - 165/67*z + 1
*
[ -1 ] 
f(z) = 299/68*z^3 - 163/68*z + 1
*
[ 4/9 ] 
f(z) = 283/64*z^3 - 172/81*z + 1
*
[ 2/5 ] 
f(z) = 285/64*z^3 - 177/80*z + 1
*
[ 4/9 ] 
f(z) = 287/64*z^3 - 173/81*z + 1
*
[ 2/5 ] 
f(z) = 295/64*z^3 - 179/80*z + 1
*
[ 4/9 ] 
f(z) = 295/64*z^3 - 175/81*z + 1
*
[ 4/9 ] 
f(z) = 299/64*z^3 - 176/81*z + 1
*
-2 | 0.10373689607729153797904512132292780902 | 0.014701575839681953668561583783977547089
f(z) = 281/72*z^3 - 145/9*z + 1
*
-2 | 0.10387423377991605550821698017538188069 | 0.014706714633259299676354980066665599154
f(z) = 283/72*z^3 - 146/9*z + 1
*
[ 4 ] 
f(z) = 285/64*z^3 - 141/2*z + 1
*
[ -4 ] 
f(z) = 287/64*z^3 - 141/2*z + 1
*
-2 | 0.10414583805804693627244423121307181539 | 0.014716819668465496300326720864173985479
f(z) = 287/72*z^3 - 148/9*z + 1
*
[ -28/17 ] 
f(z) = 289/64*z^3 - 149/14*z + 1
*
[ 4 ] 
f(z) = 289/64*z^3 - 143/2*z + 1
*
-2 | 0.10428013546179823530160935110675266601 | 0.014721788176085563107052408949202712251
f(z) = 289/72*z^3 - 149/9*z + 1
*
[ -4 ] 
f(z) = 291/64*z^3 - 143/2*z + 1
*
[ 4 ] 
f(z) = 293/64*z^3 - 145/2*z + 1
*
-2 | 0.10454579524448185667818191665744154187 | 0.014731562600342130126010835905488309664
f(z) = 293/72*z^3 - 151/9*z + 1
*
[ 2 ] 
f(z) = 293/72*z^3 - 142/9*z + 1
*
[ -4 ] 
f(z) = 295/64*z^3 - 145/2*z + 1
*
[ 4/3 ] 
f(z) = 295/64*z^3 - 143/18*z + 1
*
-2 | 0.10467718639681181038298302763756228909 | 0.014736370598911867880643475793100177484
f(z) = 295/72*z^3 - 152/9*z + 1
*
[ 2 ] 
f(z) = 295/72*z^3 - 143/9*z + 1
*
[ 4 ] 
f(z) = 297/64*z^3 - 147/2*z + 1
*
[ -4 ] 
f(z) = 299/64*z^3 - 147/2*z + 1
*
[ 4/3 ] 
f(z) = 299/64*z^3 - 145/18*z + 1
*
-2 | 0.10493716076577477585696485253233565636 | 0.014745833162272434594367596059869709790
f(z) = 299/72*z^3 - 154/9*z + 1
*
[ 2 ] 
f(z) = 299/72*z^3 - 145/9*z + 1
*
6/17 | 0.095433467410028699780017435976973853723 | 0.015708317998954753173779909238837099632
f(z) = 289/63*z^3 - 145/21*z + 1
*
[ 21/17 ] 
f(z) = 289/63*z^3 - 143/21*z + 1
*
[ -24/17 ] 
f(z) = 289/72*z^3 - 151/24*z + 1
*
[ 4/27 ] 
f(z) = 297/64*z^3 - 158/27*z + 1
*
[ 4/5 ] 
f(z) = 281/64*z^3 - 153/50*z + 1
*
[ 4/5 ] 
f(z) = 289/64*z^3 - 157/50*z + 1
*
-18/17 | 0.19951931698998309645544428723178873693 | 0.029492707680589541038744675339062766154
f(z) = 289/64*z^3 - 155/48*z + 1
*
[ 4/5 ] 
f(z) = 293/64*z^3 - 159/50*z + 1
*
[ -1 ] 
f(z) = 280/61*z^3 - 158/61*z + 1
*
[ -1 ] 
f(z) = 280/67*z^3 - 146/67*z + 1
*
[ -1 ] 
f(z) = 280/69*z^3 - 142/69*z + 1
*
[ 1/2 ] 
f(z) = 280/71*z^3 - 141/71*z + 1
*
[ 1/2 ] 
f(z) = 280/73*z^3 - 143/73*z + 1
*
[ 1/2 ] 
f(z) = 280/79*z^3 - 149/79*z + 1
*
[ -1 ] 
f(z) = 281/61*z^3 - 159/61*z + 1
*
[ -1 ] 
f(z) = 281/62*z^3 - 157/62*z + 1
*
[ -1 ] 
f(z) = 281/63*z^3 - 155/63*z + 1
*
[ -1 ] 
f(z) = 281/64*z^3 - 153/64*z + 1
*
[ -1 ] 
f(z) = 281/65*z^3 - 151/65*z + 1
*
[ -1 ] 
f(z) = 281/66*z^3 - 149/66*z + 1
*
[ -1 ] 
f(z) = 281/67*z^3 - 147/67*z + 1
*
[ -1 ] 
f(z) = 281/68*z^3 - 145/68*z + 1
*
[ -1 ] 
f(z) = 281/69*z^3 - 143/69*z + 1
*
[ -1 ] 
f(z) = 281/70*z^3 - 141/70*z + 1
*
[ -1 ] 
f(z) = 282/61*z^3 - 160/61*z + 1
*
[ -1 ] 
f(z) = 282/65*z^3 - 152/65*z + 1
*
[ -1 ] 
f(z) = 282/67*z^3 - 148/67*z + 1
*
[ -1 ] 
f(z) = 283/62*z^3 - 159/62*z + 1
*
[ -1 ] 
f(z) = 283/63*z^3 - 157/63*z + 1
*
[ -1 ] 
f(z) = 283/64*z^3 - 155/64*z + 1
*
[ -1 ] 
f(z) = 283/65*z^3 - 153/65*z + 1
*
[ -1 ] 
f(z) = 283/66*z^3 - 151/66*z + 1
*
[ -1 ] 
f(z) = 283/67*z^3 - 149/67*z + 1
*
[ -1 ] 
f(z) = 283/68*z^3 - 147/68*z + 1
*
[ -1 ] 
f(z) = 283/69*z^3 - 145/69*z + 1
*
[ -1 ] 
f(z) = 283/70*z^3 - 143/70*z + 1
*
[ -1 ] 
f(z) = 284/63*z^3 - 158/63*z + 1
*
[ -1 ] 
f(z) = 284/65*z^3 - 154/65*z + 1
*
[ -1 ] 
f(z) = 284/67*z^3 - 150/67*z + 1
*
[ -1 ] 
f(z) = 284/69*z^3 - 146/69*z + 1
*
[ 1/2 ] 
f(z) = 284/73*z^3 - 144/73*z + 1
*
[ 1/2 ] 
f(z) = 284/75*z^3 - 146/75*z + 1
*
[ 1/2 ] 
f(z) = 284/77*z^3 - 148/77*z + 1
*
[ 1/2 ] 
f(z) = 284/79*z^3 - 150/79*z + 1
*
[ -1 ] 
f(z) = 285/64*z^3 - 157/64*z + 1
*
[ -1 ] 
f(z) = 285/67*z^3 - 151/67*z + 1
*
[ -1 ] 
f(z) = 285/68*z^3 - 149/68*z + 1
*
[ -1 ] 
f(z) = 285/71*z^3 - 143/71*z + 1
*
[ -1 ] 
f(z) = 286/63*z^3 - 160/63*z + 1
*
[ -1 ] 
f(z) = 286/67*z^3 - 152/67*z + 1
*
[ -1 ] 
f(z) = 286/69*z^3 - 148/69*z + 1
*
[ -1 ] 
f(z) = 286/71*z^3 - 144/71*z + 1
*
[ -1 ] 
f(z) = 287/64*z^3 - 159/64*z + 1
*
[ -1 ] 
f(z) = 287/65*z^3 - 157/65*z + 1
*
[ -1 ] 
f(z) = 287/66*z^3 - 155/66*z + 1
*
[ -1 ] 
f(z) = 287/67*z^3 - 153/67*z + 1
*
[ -1 ] 
f(z) = 287/68*z^3 - 151/68*z + 1
*
[ -1 ] 
f(z) = 287/69*z^3 - 149/69*z + 1
*
[ -1 ] 
f(z) = 287/71*z^3 - 145/71*z + 1
*
[ 1/3 ] 
f(z) = 288/61*z^3 - 154/61*z + 1
*
[ -1 ] 
f(z) = 288/65*z^3 - 158/65*z + 1
*
[ 5/12 ] 
f(z) = 288/65*z^3 - 141/65*z + 1
*
[ -1 ] 
f(z) = 288/67*z^3 - 154/67*z + 1
*
[ -1 ] 
f(z) = 288/71*z^3 - 146/71*z + 1
*
[ 1/2 ] 
f(z) = 288/71*z^3 - 143/71*z + 1
*
[ 1/2 ] 
f(z) = 288/73*z^3 - 145/73*z + 1
*
[ 7/12 ] 
f(z) = 288/77*z^3 - 153/77*z + 1
*
[ 1/2 ] 
f(z) = 288/77*z^3 - 149/77*z + 1
*
[ 1/2 ] 
f(z) = 288/79*z^3 - 151/79*z + 1
*
-15/17 | 0.16291743297279813270218543153537231642 | 0.028751352826037931435544404766960700568
f(z) = 289/60*z^3 - 157/60*z + 1
*
[ -1 ] 
f(z) = 289/65*z^3 - 159/65*z + 1
*
[ -1 ] 
f(z) = 289/67*z^3 - 155/67*z + 1
*
[ -1 ] 
f(z) = 289/69*z^3 - 151/69*z + 1
*
[ -1 ] 
f(z) = 289/71*z^3 - 147/71*z + 1
*
[ 7/17 ] 
f(z) = 289/77*z^3 - 159/77*z + 1
*
[ -1 ] 
f(z) = 290/67*z^3 - 156/67*z + 1
*
[ -1 ] 
f(z) = 290/69*z^3 - 152/69*z + 1
*
[ -1 ] 
f(z) = 290/71*z^3 - 148/71*z + 1
*
[ -1 ] 
f(z) = 291/67*z^3 - 157/67*z + 1
*
[ -1 ] 
f(z) = 291/68*z^3 - 155/68*z + 1
*
[ -1 ] 
f(z) = 291/70*z^3 - 151/70*z + 1
*
[ -1 ] 
f(z) = 291/71*z^3 - 149/71*z + 1
*
[ -1 ] 
f(z) = 292/67*z^3 - 158/67*z + 1
*
[ -1 ] 
f(z) = 292/69*z^3 - 154/69*z + 1
*
[ 1/2 ] 
f(z) = 292/69*z^3 - 142/69*z + 1
*
[ -1 ] 
f(z) = 292/71*z^3 - 150/71*z + 1
*
[ 1/2 ] 
f(z) = 292/71*z^3 - 144/71*z + 1
*
[ 1/2 ] 
f(z) = 292/75*z^3 - 148/75*z + 1
*
[ 1/2 ] 
f(z) = 292/77*z^3 - 150/77*z + 1
*
[ 1/2 ] 
f(z) = 292/79*z^3 - 152/79*z + 1
*
[ -1 ] 
f(z) = 293/67*z^3 - 159/67*z + 1
*
[ -1 ] 
f(z) = 293/68*z^3 - 157/68*z + 1
*
[ -1 ] 
f(z) = 293/69*z^3 - 155/69*z + 1
*
[ -1 ] 
f(z) = 293/70*z^3 - 153/70*z + 1
*
[ -1 ] 
f(z) = 293/71*z^3 - 151/71*z + 1
*
[ -1 ] 
f(z) = 293/72*z^3 - 149/72*z + 1
*
[ -1 ] 
f(z) = 293/73*z^3 - 147/73*z + 1
*
[ -1 ] 
f(z) = 294/67*z^3 - 160/67*z + 1
*
[ -1 ] 
f(z) = 294/71*z^3 - 152/71*z + 1
*
[ -1 ] 
f(z) = 294/73*z^3 - 148/73*z + 1
*
[ -1 ] 
f(z) = 295/68*z^3 - 159/68*z + 1
*
[ -1 ] 
f(z) = 295/69*z^3 - 157/69*z + 1
*
[ -1 ] 
f(z) = 295/71*z^3 - 153/71*z + 1
*
[ -1 ] 
f(z) = 295/72*z^3 - 151/72*z + 1
*
[ -1 ] 
f(z) = 295/73*z^3 - 149/73*z + 1
*
[ 1/2 ] 
f(z) = 296/67*z^3 - 141/67*z + 1
*
[ -1 ] 
f(z) = 296/69*z^3 - 158/69*z + 1
*
[ 1/2 ] 
f(z) = 296/69*z^3 - 143/69*z + 1
*
[ -1 ] 
f(z) = 296/71*z^3 - 154/71*z + 1
*
[ 1/2 ] 
f(z) = 296/71*z^3 - 145/71*z + 1
*
[ -1 ] 
f(z) = 296/73*z^3 - 150/73*z + 1
*
[ 1/2 ] 
f(z) = 296/73*z^3 - 147/73*z + 1
*
[ 1/2 ] 
f(z) = 296/75*z^3 - 149/75*z + 1
*
[ 1/2 ] 
f(z) = 296/77*z^3 - 151/77*z + 1
*
[ 1/2 ] 
f(z) = 296/79*z^3 - 153/79*z + 1
*
[ 1/3 ] 
f(z) = 297/61*z^3 - 155/61*z + 1
*
[ 1/3 ] 
f(z) = 297/62*z^3 - 157/62*z + 1
*
[ -1 ] 
f(z) = 297/70*z^3 - 157/70*z + 1
*
[ -1 ] 
f(z) = 297/71*z^3 - 155/71*z + 1
*
[ -1 ] 
f(z) = 297/73*z^3 - 151/73*z + 1
*
[ -1 ] 
f(z) = 297/74*z^3 - 149/74*z + 1
*
[ -1 ] 
f(z) = 298/69*z^3 - 160/69*z + 1
*
[ -1 ] 
f(z) = 298/71*z^3 - 156/71*z + 1
*
[ -1 ] 
f(z) = 298/73*z^3 - 152/73*z + 1
*
[ 12/23 ] 
f(z) = 299/64*z^3 - 151/69*z + 1
*
[ -1 ] 
f(z) = 299/70*z^3 - 159/70*z + 1
*
[ -1 ] 
f(z) = 299/71*z^3 - 157/71*z + 1
*
[ -1 ] 
f(z) = 299/72*z^3 - 155/72*z + 1
*
[ -1 ] 
f(z) = 299/73*z^3 - 153/73*z + 1
*
[ -1 ] 
f(z) = 299/74*z^3 - 151/74*z + 1
*
[ 4 ] 
f(z) = 281/64*z^3 - 139/2*z + 1
*
[ 2 ] 
f(z) = 281/72*z^3 - 136/9*z + 1
*
[ -2 ] 
f(z) = 281/72*z^3 - 127/9*z + 1
*
[ -4 ] 
f(z) = 283/64*z^3 - 139/2*z + 1
*
[ 4/3 ] 
f(z) = 283/64*z^3 - 137/18*z + 1
*
[ 2 ] 
f(z) = 283/72*z^3 - 137/9*z + 1
*
[ -2 ] 
f(z) = 283/72*z^3 - 128/9*z + 1
*
[ 4/3 ] 
f(z) = 287/64*z^3 - 139/18*z + 1
*
[ 2 ] 
f(z) = 287/72*z^3 - 139/9*z + 1
*
[ -2 ] 
f(z) = 287/72*z^3 - 130/9*z + 1
*
[ 2/17 ] 
f(z) = 289/64*z^3 - 121/16*z + 1
*
[ 2 ] 
f(z) = 289/72*z^3 - 140/9*z + 1
*
[ -2 ] 
f(z) = 289/72*z^3 - 131/9*z + 1
*
[ -2 ] 
f(z) = 293/72*z^3 - 133/9*z + 1
*
[ -2 ] 
f(z) = 295/72*z^3 - 134/9*z + 1
*
[ -2 ] 
f(z) = 299/72*z^3 - 136/9*z + 1
*
-18/17 | 0.076669040524798872148528163267955353086 | 0.013530403682031652119405799185532876693
f(z) = 289/60*z^3 - 137/30*z + 1
*
3/17 | 0.15235096263126263201762514444323820623 | 0.025810677036154482980303328132833138155
f(z) = 289/63*z^3 - 122/21*z + 1
*
14/17 | 0.14306352981772293026057935609379826157 | 0.025247574475437083589237960708944178492
f(z) = 289/66*z^3 - 131/33*z + 1
*
3/17 | 0.14938669297124962141598556314136114990 | 0.024761239518090140588461353944119465029
f(z) = 289/72*z^3 - 139/24*z + 1
*
-21/17 | 0.13679775617611616820714576382651826952 | 0.022899584195705705317920524772449255727
f(z) = 289/72*z^3 - 131/24*z + 1
*
[ 4/17 ] 
f(z) = 289/72*z^3 - 125/36*z + 1
*
[ -5/4 ] 
f(z) = 296/75*z^3 - 131/30*z + 1
*
4/99 | 0.22456033580379010432795334154086735400 | 0.024434654930405437356379058513507948610
f(z) = 297/64*z^3 - 124/33*z + 1
*
[ 2/3 ] 
f(z) = 291/64*z^3 - 121/48*z + 1
*
[ 3/4 ] 
f(z) = 296/63*z^3 - 125/42*z + 1
*
[ 1/2 ] 
f(z) = 280/61*z^3 - 131/61*z + 1
*
[ 1/2 ] 
f(z) = 280/67*z^3 - 137/67*z + 1
*
[ 1/2 ] 
f(z) = 280/69*z^3 - 139/69*z + 1
*
[ 1/2 ] 
f(z) = 284/61*z^3 - 132/61*z + 1
*
[ 1/2 ] 
f(z) = 284/63*z^3 - 134/63*z + 1
*
[ 1/2 ] 
f(z) = 284/65*z^3 - 136/65*z + 1
*
[ 1/2 ] 
f(z) = 284/67*z^3 - 138/67*z + 1
*
[ 1/2 ] 
f(z) = 284/69*z^3 - 140/69*z + 1
*
[ 1/2 ] 
f(z) = 288/61*z^3 - 133/61*z + 1
*
[ 1/2 ] 
f(z) = 288/65*z^3 - 137/65*z + 1
*
[ 1/2 ] 
f(z) = 288/67*z^3 - 139/67*z + 1
*
[ 7/17 ] 
f(z) = 289/63*z^3 - 139/63*z + 1
*
[ 9/17 ] 
f(z) = 289/63*z^3 - 137/63*z + 1
*
10/17 | 0.17882877261002837007298148378166734100 | 0.025355996836071319062211376235766079621
f(z) = 289/75*z^3 - 137/60*z + 1
*
[ 15/34 ] 
f(z) = 289/75*z^3 - 121/60*z + 1
*
[ 1/2 ] 
f(z) = 292/61*z^3 - 134/61*z + 1
*
[ 1/2 ] 
f(z) = 292/63*z^3 - 136/63*z + 1
*
[ 1/2 ] 
f(z) = 292/65*z^3 - 138/65*z + 1
*
[ 1/2 ] 
f(z) = 292/67*z^3 - 140/67*z + 1
*
[ 1/2 ] 
f(z) = 296/61*z^3 - 135/61*z + 1
*
[ 1/2 ] 
f(z) = 296/63*z^3 - 137/63*z + 1
*
[ 1/2 ] 
f(z) = 296/65*z^3 - 139/65*z + 1
*
[ -4/3 ] 
f(z) = 281/64*z^3 - 109/18*z + 1
*
[ -4/3 ] 
f(z) = 289/64*z^3 - 113/18*z + 1
*
[ 4/51 ] 
f(z) = 289/64*z^3 - 106/9*z + 1
*
[ -4/3 ] 
f(z) = 293/64*z^3 - 115/18*z + 1
*
14/17 | 0.084195322290732061409818607545573829008 | 0.014858627301640556200953129581305387164
f(z) = 289/60*z^3 - 113/30*z + 1
*
2/17 | 0.075850881573349700665499934240388369052 | 0.013386016575927273675404529966084474118
f(z) = 289/60*z^3 - 107/30*z + 1
*
[ -21/17 ] 
f(z) = 289/63*z^3 - 109/21*z + 1
*
[ 3/17 ] 
f(z) = 289/63*z^3 - 101/21*z + 1
*
2/17 | 0.13122191498496564415167296961152152808 | 0.023157789239602346704724961942904655504
f(z) = 289/66*z^3 - 101/33*z + 1
*
[ 3/17 ] 
f(z) = 289/72*z^3 - 115/24*z + 1
*
[ -12/11 ] 
f(z) = 297/64*z^3 - 119/33*z + 1
*
[ 4/7 ] 
f(z) = 281/64*z^3 - 107/49*z + 1
*
[ 2/3 ] 
f(z) = 285/64*z^3 - 119/48*z + 1
*
[ 4/9 ] 
f(z) = 285/64*z^3 - 115/54*z + 1
*
[ 4/7 ] 
f(z) = 285/64*z^3 - 108/49*z + 1
*
[ 6/17 ] 
f(z) = 289/63*z^3 - 101/42*z + 1
*
[ 6/17 ] 
f(z) = 289/64*z^3 - 115/48*z + 1
*
[ 4/7 ] 
f(z) = 289/64*z^3 - 109/49*z + 1
*
[ 20/51 ] 
f(z) = 289/64*z^3 - 101/45*z + 1
*
[ 4/7 ] 
f(z) = 293/64*z^3 - 110/49*z + 1
*
[ 4/7 ] 
f(z) = 297/64*z^3 - 111/49*z + 1
*
[ 28/17 ] 
f(z) = 289/64*z^3 - 83/7*z + 1
*
-6/5 | 0.19864388955277220080330698284905874735 | 0.025835105801019541288548996368320136793
f(z) = 295/72*z^3 - 91/15*z + 1
*
[ 6/5 ] 
f(z) = 295/72*z^3 - 86/15*z + 1
*
4/17 | 0.16302462588495875121863631821549211778 | 0.028770270023428925301885172270407834772
f(z) = 289/78*z^3 - 86/39*z + 1
*
6/17 | 0.16302462588495875121863631821549211778 | 0.028770270023428925301885172270407834772
f(z) = 289/78*z^3 - 83/39*z + 1
*
[ 8/9 ] 
f(z) = 297/64*z^3 - 91/24*z + 1
*
[ 2/3 ] 
f(z) = 297/68*z^3 - 83/34*z + 1
*
[ 2/3 ] 
f(z) = 297/76*z^3 - 85/38*z + 1
*
[ 4/5 ] 
f(z) = 299/64*z^3 - 81/25*z + 1
*
[ 10/17 ] 
f(z) = 289/72*z^3 - 94/45*z + 1
*
[ 2/5 ] 
f(z) = 295/72*z^3 - 97/45*z + 1
*
[ -4 ] 
f(z) = 281/64*z^3 - 69*z + 1
*
[ 4/3 ] 
f(z) = 281/64*z^3 - 68/9*z + 1
*
[ 4 ] 
f(z) = 283/64*z^3 - 70*z + 1
*
[ 4/19 ] 
f(z) = 285/64*z^3 - 75/19*z + 1
*
[ -4 ] 
f(z) = 285/64*z^3 - 70*z + 1
*
[ 4 ] 
f(z) = 287/64*z^3 - 71*z + 1
*
[ -4 ] 
f(z) = 289/64*z^3 - 71*z + 1
*
[ 4/3 ] 
f(z) = 289/64*z^3 - 70/9*z + 1
*
[ 16/17 ] 
f(z) = 289/64*z^3 - 65/16*z + 1
*
[ 20/17 ] 
f(z) = 289/64*z^3 - 61/10*z + 1
*
[ 2/17 ] 
f(z) = 289/72*z^3 - 68/9*z + 1
*
-20/17 | 0.11239909580124685737176994606262758595 | 0.019141151426270691865276668540166091629
f(z) = 289/75*z^3 - 71/15*z + 1
*
[ 4 ] 
f(z) = 291/64*z^3 - 72*z + 1
*
[ -4 ] 
f(z) = 293/64*z^3 - 72*z + 1
*
[ 4/3 ] 
f(z) = 293/64*z^3 - 71/9*z + 1
*
[ 4 ] 
f(z) = 295/64*z^3 - 73*z + 1
*
[ -6/5 ] 
f(z) = 295/72*z^3 - 61/15*z + 1
*
[ -4 ] 
f(z) = 297/64*z^3 - 73*z + 1
*
[ 4 ] 
f(z) = 299/64*z^3 - 74*z + 1
*
[ 4/5 ] 
f(z) = 283/64*z^3 - 77/25*z + 1
*
[ 4/5 ] 
f(z) = 287/64*z^3 - 78/25*z + 1
*
[ 6/7 ] 
f(z) = 287/72*z^3 - 65/21*z + 1
*
[ 6/17 ] 
f(z) = 289/60*z^3 - 73/30*z + 1
*
[ 10/17 ] 
f(z) = 289/60*z^3 - 71/30*z + 1
*
12/17 | 0.12221632579082146344759738669230953034 | 0.021568500312060592631245839078782338307
f(z) = 289/63*z^3 - 62/21*z + 1
*
[ 10/17 ] 
f(z) = 289/75*z^3 - 61/30*z + 1
*
[ 4/5 ] 
f(z) = 291/64*z^3 - 79/25*z + 1
*
[ 4/15 ] 
f(z) = 297/64*z^3 - 77/25*z + 1
*
[ 6/13 ] 
f(z) = 299/72*z^3 - 80/39*z + 1
*
[ -4/3 ] 
f(z) = 283/64*z^3 - 55/9*z + 1
*
[ 4/15 ] 
f(z) = 285/64*z^3 - 46/15*z + 1
*
[ -4/3 ] 
f(z) = 287/64*z^3 - 56/9*z + 1
*
18/17 | 0.069173562699932683262239964486167791637 | 0.011797052138579794063195468291060181811
f(z) = 289/72*z^3 - 44/9*z + 1
*
-18/17 | 0.067881314038846654290191350233514267249 | 0.011717789500891733258145023198167140948
f(z) = 289/72*z^3 - 41/9*z + 1
*
[ 15/17 ] 
f(z) = 289/75*z^3 - 47/15*z + 1
*
[ 5/17 ] 
f(z) = 289/75*z^3 - 41/15*z + 1
*
[ 4/3 ] 
f(z) = 291/64*z^3 - 47/6*z + 1
*
[ -4/3 ] 
f(z) = 295/64*z^3 - 58/9*z + 1
*
[ 2/3 ] 
f(z) = 297/64*z^3 - 41/16*z + 1
*
[ -4/3 ] 
f(z) = 299/64*z^3 - 59/9*z + 1
*
[ 4/9 ] 
f(z) = 291/64*z^3 - 58/27*z + 1
*
[ -4/3 ] 
f(z) = 285/64*z^3 - 37/6*z + 1
*
[ 4/5 ] 
f(z) = 285/64*z^3 - 31/10*z + 1
*
[ 4/3 ] 
f(z) = 285/64*z^3 - 23/3*z + 1
*
[ 4/7 ] 
f(z) = 287/64*z^3 - 31/14*z + 1
*
4/51 | 0.10958920008010411430693068817205150693 | 0.013936172444678169363360798948510976000
f(z) = 289/64*z^3 - 34/9*z + 1
*
[ -16/17 ]
f(z) = 289/64*z^3 - 31/16*z + 1
*
4/17 | 0.12463001390540061763040826965535950715 | 0.018879816589305509792059494641359531020
f(z) = 289/64*z^3 - 23/2*z + 1
*
[ -20/17 ] 
f(z) = 289/64*z^3 - 22/5*z + 1
*
[ 18/17 ] 
f(z) = 289/72*z^3 - 40/9*z + 1
*
[ 12/17 ] 
f(z) = 289/72*z^3 - 29/12*z + 1
*
[ -18/17 ] 
f(z) = 289/72*z^3 - 23/9*z + 1
*
-15/17 | 0.059608811571633347207435530860229171834 | 0.010519647540254314238256675898048528239
f(z) = 289/75*z^3 - 38/15*z + 1
*
4/9 | 0.20339151468484857698078811793370256041 | 0.028741198875797896190332956956782720930
f(z) = 297/64*z^3 - 37/6*z + 1
*
[ 4/11 ] 
f(z) = 297/64*z^3 - 26/11*z + 1
*
[ 4/13 ] 
f(z) = 299/64*z^3 - 35/13*z + 1
*
[ 8/17 ] 
f(z) = 289/64*z^3 - 17/8*z + 1
*
12/17 | 0.20526277072931104912842926322408278485 | 0.029613158141030532526644858331650330272
f(z) = 289/64*z^3 - 16/3*z + 1
*
[ 12/17 ] 
f(z) = 289/64*z^3 - 8/3*z + 1
*
[ 4/17 ] 
f(z) = 289/64*z^3 - 7/2*z + 1
*
-20/17 | 0.16163656359117814907778089337899007828 | 0.027162875632798351546230547678360367517
f(z) = 289/64*z^3 - 6*z + 1
*
[ 6/17 ] 
f(z) = 289/72*z^3 - 7/3*z + 1
*
[ -15/17 ]
f(z) = 289/75*z^3 - 13/15*z + 1
*
[ -4/3 ] 
f(z) = 291/64*z^3 - 19/3*z + 1
*
[ 4/5 ] 
f(z) = 295/64*z^3 - 16/5*z + 1
*
[ -4/3 ] 
f(z) = 297/64*z^3 - 13/2*z + 1
*
[ 4/9 ] 
f(z) = 297/64*z^3 - 13/6*z + 1
*
[ 4/3 ] 
f(z) = 297/64*z^3 - 8*z + 1
*
[ -12/17 ]
f(z) = 289/64*z^3 + 1/6*z + 1
*
[ -4/17 ]
f(z) = 289/64*z^3 + 5*z + 1
*
[ -8/17 ]
f(z) = 289/64*z^3 + 17/8*z + 1
*
[ -12/17 ]
f(z) = 289/72*z^3 + 5/12*z + 1
*
[ -6/17 ]
f(z) = 289/72*z^3 + 10/3*z + 1
*
[ -9/4 ] 
f(z) = 280/81*z^3 - 289/18*z + 1
*
[ 3 ] 
f(z) = 287/81*z^3 - 281/9*z + 1
*
[ 3 ] 
f(z) = 289/81*z^3 - 283/9*z + 1
*
[ 3 ] 
f(z) = 290/81*z^3 - 284/9*z + 1
*
[ 3 ] 
f(z) = 292/81*z^3 - 286/9*z + 1
*
[ 3 ] 
f(z) = 293/81*z^3 - 287/9*z + 1
*
[ -3 ] 
f(z) = 293/81*z^3 - 281/9*z + 1
*
[ 3 ] 
f(z) = 295/81*z^3 - 289/9*z + 1
*
[ -3 ] 
f(z) = 295/81*z^3 - 283/9*z + 1
*
[ 3 ] 
f(z) = 296/81*z^3 - 290/9*z + 1
*
[ -3 ] 
f(z) = 296/81*z^3 - 284/9*z + 1
*
[ 3 ] 
f(z) = 298/81*z^3 - 292/9*z + 1
*
[ -3 ] 
f(z) = 298/81*z^3 - 286/9*z + 1
*
[ 3 ] 
f(z) = 299/81*z^3 - 293/9*z + 1
*
[ -3 ] 
f(z) = 299/81*z^3 - 287/9*z + 1
*
-2 | 0.11720295775922080164319622554555797633 | 0.016601884681336071433172851994150790903
f(z) = 281/80*z^3 - 291/20*z + 1
*
-2 | 0.096648836735527369760801789624330488967 | 0.013677108680188762184089075272512679950
f(z) = 281/96*z^3 - 293/24*z + 1
*
-2 | 0.11734132548623508299684493984191796680 | 0.016605373800248704121666795378635987404
f(z) = 283/80*z^3 - 293/20*z + 1
*
-2 | 0.096789572047440235853414991679047351550 | 0.013683851445467172255024530265813464846
f(z) = 283/96*z^3 - 295/24*z + 1
*
-2 | 0.11761492845749703742920898489020511100 | 0.016612215852410013595271755118827369468
f(z) = 287/80*z^3 - 297/20*z + 1
*
-2 | 0.097067761771174135845506956235246227808 | 0.013697100509174932717774319509118132458
f(z) = 287/96*z^3 - 299/24*z + 1
*
-2 | 0.11775019570577471960552732680173317258 | 0.016615570773735230741402821150252729374
f(z) = 289/80*z^3 - 299/20*z + 1
*
[ 30/17 ] 
f(z) = 289/90*z^3 - 287/30*z + 1
*
[ 2 ] 
f(z) = 291/80*z^3 - 281/20*z + 1
*
[ 2 ] 
f(z) = 293/80*z^3 - 283/20*z + 1
*
[ 3/2 ] 
f(z) = 293/81*z^3 - 281/36*z + 1
*
[ 2 ] 
f(z) = 293/96*z^3 - 281/24*z + 1
*
[ 3/2 ] 
f(z) = 295/81*z^3 - 283/36*z + 1
*
[ 2 ] 
f(z) = 295/96*z^3 - 283/24*z + 1
*
[ 2 ] 
f(z) = 297/80*z^3 - 287/20*z + 1
*
[ 2 ] 
f(z) = 299/80*z^3 - 289/20*z + 1
*
[ 3/2 ] 
f(z) = 299/81*z^3 - 287/36*z + 1
*
[ 2 ] 
f(z) = 299/96*z^3 - 287/24*z + 1
*
[ 14/9 ] 
f(z) = 297/98*z^3 - 293/42*z + 1
*
12/17 | 0.15186412752060721643651924877278873330 | 0.021490814032300483411860463487528733063
f(z) = 289/80*z^3 - 293/60*z + 1
*
[ -4/3 ] 
f(z) = 291/80*z^3 - 283/60*z + 1
*
[ -7/5 ] 
f(z) = 295/98*z^3 - 293/70*z + 1
*
-10/9 | 0.075583964994822230841351781039605901198 | 0.010759820834770044678803342623388631212
f(z) = 297/80*z^3 - 281/60*z + 1
*
[ 3/11 ] 
f(z) = 286/81*z^3 - 290/99*z + 1
*
[ -5/4 ] 
f(z) = 288/85*z^3 - 297/85*z + 1
*
[ 1/4 ] 
f(z) = 288/89*z^3 - 285/89*z + 1
*
[ 1/4 ] 
f(z) = 288/91*z^3 - 291/91*z + 1
*
5/17 | 0.16648551798336268393115754048423360316 | 0.029240138792052819202234761732360834080
f(z) = 289/80*z^3 - 297/80*z + 1
*
[ -6/5 ] 
f(z) = 290/81*z^3 - 299/90*z + 1
*
3/34 | 0.18182324195832032552368714268204482456 | 0.025780580387212604959402290912237570153
f(z) = 289/90*z^3 - 283/120*z + 1
*
[ 14/33 ] 
f(z) = 297/98*z^3 - 293/154*z + 1
*
[ 21/34 ] 
f(z) = 289/98*z^3 - 293/168*z + 1
*
[ 3/5 ] 
f(z) = 290/99*z^3 - 284/165*z + 1
*
[ 3/5 ] 
f(z) = 295/99*z^3 - 287/165*z + 1
*
[ 3 ] 
f(z) = 280/81*z^3 - 274/9*z + 1
*
[ -3 ] 
f(z) = 280/81*z^3 - 268/9*z + 1
*
[ 3 ] 
f(z) = 281/81*z^3 - 275/9*z + 1
*
[ -3 ] 
f(z) = 281/81*z^3 - 269/9*z + 1
*
[ 3 ] 
f(z) = 283/81*z^3 - 277/9*z + 1
*
[ -3 ] 
f(z) = 283/81*z^3 - 271/9*z + 1
*
[ 3 ] 
f(z) = 284/81*z^3 - 278/9*z + 1
*
[ -3 ] 
f(z) = 284/81*z^3 - 272/9*z + 1
*
[ 3 ] 
f(z) = 286/81*z^3 - 280/9*z + 1
*
[ -3 ] 
f(z) = 286/81*z^3 - 274/9*z + 1
*
[ -3 ] 
f(z) = 287/81*z^3 - 275/9*z + 1
*
[ -3 ] 
f(z) = 289/81*z^3 - 277/9*z + 1
*
[ -3 ] 
f(z) = 290/81*z^3 - 278/9*z + 1
*
[ -3 ] 
f(z) = 292/81*z^3 - 280/9*z + 1
*
[ 2 ] 
f(z) = 281/80*z^3 - 271/20*z + 1
*
[ 3/2 ] 
f(z) = 281/81*z^3 - 269/36*z + 1
*
[ 2 ] 
f(z) = 281/96*z^3 - 269/24*z + 1
*
[ 2 ] 
f(z) = 283/80*z^3 - 273/20*z + 1
*
[ 3/2 ] 
f(z) = 283/81*z^3 - 271/36*z + 1
*
[ 2 ] 
f(z) = 283/96*z^3 - 271/24*z + 1
*
[ 2 ] 
f(z) = 287/80*z^3 - 277/20*z + 1
*
[ 3/2 ] 
f(z) = 287/81*z^3 - 275/36*z + 1
*
[ 2 ] 
f(z) = 287/96*z^3 - 275/24*z + 1
*
[ 2 ] 
f(z) = 289/80*z^3 - 279/20*z + 1
*
[ 3/2 ] 
f(z) = 289/81*z^3 - 277/36*z + 1
*
[ 2 ] 
f(z) = 289/96*z^3 - 277/24*z + 1
*
[ -2 ] 
f(z) = 291/80*z^3 - 261/20*z + 1
*
[ -2 ] 
f(z) = 293/80*z^3 - 263/20*z + 1
*
[ -2 ] 
f(z) = 297/80*z^3 - 267/20*z + 1
*
[ -2 ] 
f(z) = 299/80*z^3 - 269/20*z + 1
*
[ -2 ] 
f(z) = 299/96*z^3 - 263/24*z + 1
*
22/17 | 0.17888795693144804261852368764730342919 | 0.028552171852130391062262366366611494299
f(z) = 289/84*z^3 - 263/42*z + 1
*
[ -7/5 ] 
f(z) = 285/98*z^3 - 279/70*z + 1
*
[ 10/9 ] 
f(z) = 297/80*z^3 - 269/60*z + 1
*
9/10 | 0.11434814744136965963658470984370778308 | 0.014406293241598176377108875607521931681
f(z) = 280/81*z^3 - 277/90*z + 1
*
[ 1/4 ] 
f(z) = 288/83*z^3 - 267/83*z + 1
*
[ 1/4 ] 
f(z) = 288/85*z^3 - 273/85*z + 1
*
[ -5/4 ] 
f(z) = 288/95*z^3 - 279/95*z + 1
*
[ 16/17 ] 
f(z) = 289/80*z^3 - 261/80*z + 1
*
[ 9/10 ] 
f(z) = 290/81*z^3 - 271/90*z + 1
*
[ 27/34 ] 
f(z) = 289/81*z^3 - 271/108*z + 1
*
[ 12/17 ] 
f(z) = 289/88*z^3 - 271/132*z + 1
*
[ 2/3 ] 
f(z) = 291/92*z^3 - 263/138*z + 1
*
[ 3/4 ] 
f(z) = 292/99*z^3 - 263/132*z + 1
*
[ 4/7 ] 
f(z) = 287/80*z^3 - 269/140*z + 1
*
[ 7/11 ] 
f(z) = 297/98*z^3 - 277/154*z + 1
*
[ 3/5 ] 
f(z) = 280/99*z^3 - 278/165*z + 1
*
[ -2 ] 
f(z) = 281/80*z^3 - 251/20*z + 1
*
[ -2 ] 
f(z) = 281/96*z^3 - 245/24*z + 1
*
[ -2 ] 
f(z) = 283/80*z^3 - 253/20*z + 1
*
[ -2 ] 
f(z) = 283/96*z^3 - 247/24*z + 1
*
[ -2 ] 
f(z) = 287/80*z^3 - 257/20*z + 1
*
[ -2 ] 
f(z) = 287/96*z^3 - 251/24*z + 1
*
6/17 | 0.20880685885515072966976837359326512042 | 0.027010384565927585665703641763688679058
f(z) = 289/81*z^3 - 253/36*z + 1
*
[ -30/17 ] 
f(z) = 289/90*z^3 - 253/30*z + 1
*
6/17 | 0.15465480292425705095334447992097626531 | 0.023404174983310837932770201461730083537
f(z) = 289/90*z^3 - 247/30*z + 1
*
[ -2 ] 
f(z) = 289/96*z^3 - 253/24*z + 1
*
[ -2 ] 
f(z) = 293/96*z^3 - 257/24*z + 1
*
[ -2 ] 
f(z) = 295/96*z^3 - 259/24*z + 1
*
[ -9/7 ] 
f(z) = 280/81*z^3 - 248/63*z + 1
*
[ 3/14 ] 
f(z) = 280/81*z^3 - 241/63*z + 1
*
[ -9/7 ] 
f(z) = 287/81*z^3 - 257/63*z + 1
*
-20/17 | 0.19371241285279974870832373433475788706 | 0.025367414053463195875653118854068119296
f(z) = 289/96*z^3 - 259/60*z + 1
*
-18/17 | 0.16647758554364577223994525647498986591 | 0.024142292045719766830087381355748882622
f(z) = 289/96*z^3 - 247/72*z + 1
*
[ 20/17 ] 
f(z) = 289/96*z^3 - 241/60*z + 1
*
[ 9/11 ] 
f(z) = 286/81*z^3 - 256/99*z + 1
*
5/17 | 0.11557705243348274084144508806905439381 | 0.020396814217318165177979246957083743874
f(z) = 289/80*z^3 - 249/80*z + 1
*
11/17 | 0.16149788155399680311564989395443030135 | 0.028500833142834511665595475232696825928
f(z) = 289/88*z^3 - 257/88*z + 1
*
10/17 | 0.14550432617261703755250795991263462694 | 0.025678321485720414634239196965339159973
f(z) = 289/90*z^3 - 253/90*z + 1
*
[ 5/17 ] 
f(z) = 289/90*z^3 - 241/90*z + 1
*
[ 5/17 ] 
f(z) = 289/95*z^3 - 253/95*z + 1
*
[ 9/13 ] 
f(z) = 286/81*z^3 - 250/117*z + 1
*
[ 9/13 ] 
f(z) = 299/81*z^3 - 259/117*z + 1
*
[ 3/4 ] 
f(z) = 284/99*z^3 - 257/132*z + 1
*
[ 2/3 ] 
f(z) = 285/92*z^3 - 259/138*z + 1
*
[ -18/17 ] 
f(z) = 289/84*z^3 - 241/126*z + 1
*
[ 12/17 ] 
f(z) = 289/99*z^3 - 247/132*z + 1
*
[ 7/3 ] 
f(z) = 297/98*z^3 - 223/14*z + 1
*
[ -3/2 ] 
f(z) = 281/81*z^3 - 221/36*z + 1
*
[ -3/2 ] 
f(z) = 283/81*z^3 - 223/36*z + 1
*
[ -3/2 ] 
f(z) = 287/81*z^3 - 227/36*z + 1
*
-24/17 | 0.21930684196243264128723357376068232763 | 0.028642063645597294751859751049626617462
f(z) = 289/81*z^3 - 235/36*z + 1
*
[ 27/17 ] 
f(z) = 289/81*z^3 - 233/27*z + 1
*
2/17 | 0.19273335409552301356721241157063878339 | 0.028259954784541353146687311452214068240
f(z) = 289/96*z^3 - 229/24*z + 1
*
[ -3/2 ] 
f(z) = 293/81*z^3 - 233/36*z + 1
*
[ -3/2 ] 
f(z) = 295/81*z^3 - 235/36*z + 1
*
[ -3/2 ] 
f(z) = 299/81*z^3 - 239/36*z + 1
*
[ 7/34 ] 
f(z) = 289/98*z^3 - 223/56*z + 1
*
[ -14/9 ] 
f(z) = 297/98*z^3 - 239/42*z + 1
*
[ 7/6 ] 
f(z) = 297/98*z^3 - 223/56*z + 1
*
[ -21/17 ] 
f(z) = 289/81*z^3 - 229/63*z + 1
*
[ 18/17 ] 
f(z) = 289/96*z^3 - 239/72*z + 1
*
[ 2/9 ] 
f(z) = 297/80*z^3 - 221/60*z + 1
*
[ -7/6 ] 
f(z) = 288/91*z^3 - 223/91*z + 1
*
[ 1/3 ] 
f(z) = 288/95*z^3 - 222/95*z + 1
*
[ 1/3 ] 
f(z) = 288/97*z^3 - 226/97*z + 1
*
-18/17 | 0.15739804888086600985257780045887673434 | 0.027777302618433338090749668453568026250
f(z) = 289/90*z^3 - 239/90*z + 1
*
[ 3/10 ] 
f(z) = 290/81*z^3 - 239/90*z + 1
*
-9/10 | 0.11654009884663360909873953185545467577 | 0.014617823219706454206237354471762903041
f(z) = 290/81*z^3 - 221/90*z + 1
*
[ 1/3 ] 
f(z) = 297/94*z^3 - 221/94*z + 1
*
[ 1/3 ] 
f(z) = 297/95*z^3 - 223/95*z + 1
*
[ 1/3 ] 
f(z) = 297/97*z^3 - 227/97*z + 1
*
[ 1/3 ] 
f(z) = 297/98*z^3 - 229/98*z + 1
*
[ 15/34 ] 
f(z) = 289/90*z^3 - 227/120*z + 1
*
10/17 | 0.20877723881316928338724872128567045363 | 0.028694492032945034451724326757546755113
f(z) = 289/96*z^3 - 233/120*z + 1
*
[ 2/5 ] 
f(z) = 295/96*z^3 - 239/120*z + 1
*
[ -7/3 ] 
f(z) = 297/98*z^3 - 211/14*z + 1
*
[ 3/2 ] 
f(z) = 284/99*z^3 - 202/33*z + 1
*
-45/34 | 0.14612238156252137515299366778326840184 | 0.019430561701924007786032694848358397860
f(z) = 289/81*z^3 - 205/36*z + 1
*
[ 28/17 ] 
f(z) = 289/98*z^3 - 213/28*z + 1
*
[ 3/2 ] 
f(z) = 292/99*z^3 - 208/33*z + 1
*
[ 3/2 ] 
f(z) = 296/99*z^3 - 211/33*z + 1
*
[ 2/7 ] 
f(z) = 287/88*z^3 - 213/77*z + 1
*
-1 | 0.11961513491936321527239288250596703763 | 0.021214546074927474620207539398542120256
f(z) = 281/80*z^3 - 201/80*z + 1
*
-1 | 0.11973564210311981422144217603945232605 | 0.021209240698571614358761007355715273972
f(z) = 283/80*z^3 - 203/80*z + 1
*
-1 | 0.11474891459434072144593162374479685446 | 0.020325922229867061578712936516669907695
f(z) = 283/81*z^3 - 202/81*z + 1
*
-1 | 0.11549495580527398062136441451767607740 | 0.020458071415655117331116124970157071312
f(z) = 283/82*z^3 - 201/82*z + 1
*
-1 | 0.11480881552087636181773990851710789746 | 0.020323834147674871551404835643946945986
f(z) = 284/81*z^3 - 203/81*z + 1
*
-1 | 0.12840975515814675746907814809764778977 | 0.022731517217884380727364377022094222526
f(z) = 284/83*z^3 - 201/83*z + 1
*
-1 | 0.11561444704609373009923546716343922365 | 0.020453722839430331594135200426042566184
f(z) = 285/82*z^3 - 203/82*z + 1
*
-1 | 0.12846934600389291907721325225565455449 | 0.022727924266064150213575921854279533197
f(z) = 285/83*z^3 - 202/83*z + 1
*
-1 | 0.11492803689632885997040675290649414726 | 0.020319696481255991102952337068065236747
f(z) = 286/81*z^3 - 205/81*z + 1
*
-1 | 0.12852874490999975905261003571733667156 | 0.022724351309018097886259418889123341798
f(z) = 286/83*z^3 - 203/83*z + 1
*
-1 | 0.12856622466305733347747557825139564695 | 0.022730977866182815850165799137071795183
f(z) = 286/85*z^3 - 201/85*z + 1
*
-1 | 0.11997432000100290685288814095976866682 | 0.021198815620785520751412349043128461254
f(z) = 287/80*z^3 - 207/80*z + 1
*
-1 | 0.11498735984502198789984830147586364324 | 0.020317646643508053611721283770001675123
f(z) = 287/81*z^3 - 206/81*z + 1
*
-1 | 0.12858795311362147435878348697367058208 | 0.022720798159865279559652261954025818714
f(z) = 287/83*z^3 - 204/83*z + 1
*
-1 | 0.12862531878412141513954760819428941481 | 0.022727400472422405516585355112173490695
f(z) = 287/85*z^3 - 202/85*z + 1
*
-1 | 0.11580790064783689864950407176684521003 | 0.020462631780227805098618789426879938543
f(z) = 287/86*z^3 - 201/86*z + 1
*
-1 | 0.12864697183994919150486679939251308686 | 0.022717264634144307473592697894119888613
f(z) = 288/83*z^3 - 205/83*z + 1
*
[ 5/6 ] 
f(z) = 288/85*z^3 - 217/85*z + 1
*
-1 | 0.12868422412449804922744994717673018648 | 0.022723842869093947001770364419803164685
f(z) = 288/85*z^3 - 203/85*z + 1
*
[ 1/3 ] 
f(z) = 288/85*z^3 - 202/85*z + 1
*
[ 1/3 ] 
f(z) = 288/89*z^3 - 210/89*z + 1
*
[ 1/3 ] 
f(z) = 288/91*z^3 - 214/91*z + 1
*
[ 5/6 ] 
f(z) = 288/95*z^3 - 219/95*z + 1
*
[ 5/17 ] 
f(z) = 289/80*z^3 - 217/80*z + 1
*
-1 | 0.12009251076907733603217890955267496512 | 0.021193693553120312297429020872387295384
f(z) = 289/80*z^3 - 209/80*z + 1
*
-1 | 0.11510543642320326907005743905516893966 | 0.020313584337847762320766684977098884762
f(z) = 289/81*z^3 - 208/81*z + 1
*
-1 | 0.11585178394642962845735930966563056720 | 0.020445298302274782628792144278215101307
f(z) = 289/82*z^3 - 207/82*z + 1
*
-1 | 0.12870580230236516857682493854113157185 | 0.022713750549773531726221634428832732626
f(z) = 289/83*z^3 - 206/83*z + 1
*
-1 | 0.11592541119972217783394843615825120777 | 0.020458291897241256229912243343115279731
f(z) = 289/86*z^3 - 203/86*z + 1
*
-1 | 0.10843529871232828058185582086414007806 | 0.019136451361810458847493363229989643719
f(z) = 289/87*z^3 - 202/87*z + 1
*
-1 | 0.12024107127475933306224430499061120443 | 0.021219911223242765546888634479587893123
f(z) = 289/88*z^3 - 201/88*z + 1
*
-16/17 | 0.091313489978095164637924087508003062316 | 0.016114827739616092204013126010208778663
f(z) = 289/90*z^3 - 211/90*z + 1
*
-1 | 0.11516419248065723614245282043550594658 | 0.020311571626466927023979162761323839690
f(z) = 290/81*z^3 - 209/81*z + 1
*
-1 | 0.12876444570259451436290544922815636941 | 0.022710255727012014481976944177422960651
f(z) = 290/83*z^3 - 207/83*z + 1
*
-1 | 0.12887519892421801853492550891913101212 | 0.022729789333295457181415756001824207637
f(z) = 290/89*z^3 - 201/89*z + 1
*
-1 | 0.12020994913099519314761701446138964416 | 0.021188630273650419448963324843936475904
f(z) = 291/80*z^3 - 211/80*z + 1
*
-1 | 0.11596899702896198325406931282762033844 | 0.020441105075047098804036343996371648804
f(z) = 291/82*z^3 - 209/82*z + 1
*
-1 | 0.12882290323085447249721041475840963723 | 0.022706779988421278466738359401031652648
f(z) = 291/83*z^3 - 208/83*z + 1
*
-1 | 0.12885981947356346433600448243129818628 | 0.022713286975767232560628126716325749476
f(z) = 291/85*z^3 - 206/85*z + 1
*
-1 | 0.11604282972574274873597346574167446963 | 0.020454119086994557548464067164079787824
f(z) = 291/86*z^3 - 205/86*z + 1
*
-1 | 0.12035761621551646677892739779413860917 | 0.021214658595599874470024576242918835664
f(z) = 291/88*z^3 - 203/88*z + 1
*
-1 | 0.12893332433996864500221841039685769310 | 0.022726243203174634898276410755985904788
f(z) = 291/89*z^3 - 202/89*z + 1
*
-1 | 0.11528114611508066021575077654492601075 | 0.020307582490016977926562888129041932561
f(z) = 292/81*z^3 - 211/81*z + 1
*
-1 | 0.12888117606600131746765214598604558316 | 0.022703323158827811755585445706182449120
f(z) = 292/83*z^3 - 209/83*z + 1
*
-1 | 0.12891798164594830083236434733248334575 | 0.022709806719896159800110346568417895571
f(z) = 292/85*z^3 - 207/85*z + 1
*
-1 | 0.10861103997211419230253597173650276006 | 0.019132596507658315718002587890398571618
f(z) = 292/87*z^3 - 205/87*z + 1
*
-1 | 0.12899126706077291412410667629626277106 | 0.022722716459754057171747668617545744846
f(z) = 292/89*z^3 - 203/89*z + 1
*
-1 | 0.12902774854282783664589022574955339211 | 0.022729142928705440175103831529368903277
f(z) = 292/91*z^3 - 201/91*z + 1
*
-1 | 0.12032664463881047375960572382764545020 | 0.021183624675031231318759774072263575979
f(z) = 293/80*z^3 - 213/80*z + 1
*
-1 | 0.11533934605093745902196826407499297328 | 0.020305605831034156348637855230777010257
f(z) = 293/81*z^3 - 212/81*z + 1
*
-1 | 0.11608481783723888712707979433832634996 | 0.020436846875561222088384765558131458668
f(z) = 293/82*z^3 - 211/82*z + 1
*
-1 | 0.12893926537567490828457731428998240276 | 0.022699885065286311337404088727841295040
f(z) = 293/83*z^3 - 210/83*z + 1
*
-1 | 0.10005661575273329275991404541622118693 | 0.017615066062234984985872527668534876018
f(z) = 293/84*z^3 - 209/84*z + 1
*
-1 | 0.12897596095823248963665139096338289078 | 0.022706345358851920320866466330980511161
f(z) = 293/85*z^3 - 208/85*z + 1
*
-1 | 0.11615820921012166265339894937687075615 | 0.020449767499270133573345834897464679614
f(z) = 293/86*z^3 - 207/86*z + 1
*
-1 | 0.10866787629223249612505386235901377117 | 0.019131086988399999872338587638178230411
f(z) = 293/87*z^3 - 206/87*z + 1
*
-1 | 0.12047342904677278231054701644675817667 | 0.021209466215080435746989380397654286861
f(z) = 293/88*z^3 - 205/88*z + 1
*
-1 | 0.12904902823617391360942532511213921459 | 0.022719208925326191248493032105733009260
f(z) = 293/89*z^3 - 204/89*z + 1
*
-1 | 0.10266870674065373334835526038660620532 | 0.018074927261483374234366187462168689437
f(z) = 293/90*z^3 - 203/90*z + 1
*
-1 | 0.12908540156476952051928474230137402470 | 0.022725612485763397958443971049997720571
f(z) = 293/91*z^3 - 202/91*z + 1
*
-1 | 0.12054617590456721095526629584130225828 | 0.021222273371271243338883521648765104902
f(z) = 293/92*z^3 - 201/92*z + 1
*
-1 | 0.12899717231644094458321378825218828886 | 0.022696465537043648405013349852120814793
f(z) = 294/83*z^3 - 211/83*z + 1
*
-1 | 0.12903375856096160234337132049007687908 | 0.022702902720301092006325517338945343526
f(z) = 294/85*z^3 - 209/85*z + 1
*
-1 | 0.12910660900485992342335106927915934816 | 0.022715720424438362005740820639585521168
f(z) = 294/89*z^3 - 205/89*z + 1
*
-1 | 0.11545519797332415420742540679363067564 | 0.020301687758258897969771266019088261847
f(z) = 295/81*z^3 - 214/81*z + 1
*
-1 | 0.11620055997149028924812058951491600428 | 0.020432752507350030947166737063224378936
f(z) = 295/82*z^3 - 213/82*z + 1
*
-1 | 0.12905489803393096893604073605875066860 | 0.022693064405503538770061221597030326011
f(z) = 295/83*z^3 - 212/83*z + 1
*
-1 | 0.10017213924535602958432729415851312245 | 0.017614308655950915341991349364422446931
f(z) = 295/84*z^3 - 211/84*z + 1
*
-1 | 0.11627351529552163941400428353358421620 | 0.020445581000434675639902745994712571490
f(z) = 295/86*z^3 - 209/86*z + 1
*
-1 | 0.10878410774897723372273409785791937262 | 0.019128640609934259474929060968614364519
f(z) = 295/87*z^3 - 208/87*z + 1
*
-1 | 0.12058851894540887360226159930648556640 | 0.021204332951957884461894304784811776748
f(z) = 295/88*z^3 - 207/88*z + 1
*
-1 | 0.12916401049480108175088708111930719202 | 0.022712250783856396345396199612361157866
f(z) = 295/89*z^3 - 206/89*z + 1
*
-1 | 0.12920016944164353208955578602274702406 | 0.022718608987396374846237281243475939912
f(z) = 295/91*z^3 - 204/91*z + 1
*
-1 | 0.12066083703634388258113881295712066200 | 0.021217049393722378663416113435295418029
f(z) = 295/92*z^3 - 203/92*z + 1
*
-1 | 0.10889258537851357321816424649598947899 | 0.019147715359293848139451615436529549481
f(z) = 295/93*z^3 - 202/93*z + 1
*
-1 | 0.11641880519479757566471493534945429305 | 0.020471128833891342124252944618606517721
f(z) = 295/94*z^3 - 201/94*z + 1
*
-1 | 0.11551285225226590115657467929902544588 | 0.020299746119638992820814038123872005075
f(z) = 296/81*z^3 - 215/81*z + 1
*
-1 | 0.12911244366298015817945948197427652379 | 0.022689681504191902239114093528244293534
f(z) = 296/83*z^3 - 213/83*z + 1
*
-1 | 0.12914881318576715219164538760548309665 | 0.022696072932199030521953208363720611281
f(z) = 296/85*z^3 - 211/85*z + 1
*
-1 | 0.10884143790970324597338714295357256971 | 0.019127339631768863852355645783301585757
f(z) = 296/87*z^3 - 209/87*z + 1
*
-1 | 0.12922123382338390110519014623036173569 | 0.022708799832528976643047853245301557024
f(z) = 296/89*z^3 - 207/89*z + 1
*
-1 | 0.12925728653046355522216196005035115569 | 0.022715135584667140417960251568984123393
f(z) = 296/91*z^3 - 205/91*z + 1
*
-1 | 0.10894856319693582978443263531487203674 | 0.019146165382249561539987150237574956381
f(z) = 296/93*z^3 - 203/93*z + 1
*
-1 | 0.12932908063337295217938302273333242734 | 0.022727752380404858036263285067938274902
f(z) = 296/95*z^3 - 201/95*z + 1
*
-1 | 0.12055784439835793620602604679547213166 | 0.021173782232704279228067688109594637081
f(z) = 297/80*z^3 - 217/80*z + 1
*
-1 | 0.11631623257768608178147087997919303788 | 0.020428820629792661184140516668654870199
f(z) = 297/82*z^3 - 215/82*z + 1
*
-1 | 0.12916981032776294561202768735156527277 | 0.022686316668722895211583249236601010813
f(z) = 297/83*z^3 - 214/83*z + 1
*
-1 | 0.12920607245517290425799721218122687306 | 0.022692685448729743933606730543583312038
f(z) = 297/85*z^3 - 212/85*z + 1
*
[ 1/3 ] 
f(z) = 297/85*z^3 - 203/85*z + 1
*
-1 | 0.11638875703332398010404921098308362994 | 0.020441558225076367145459961301189692425
f(z) = 297/86*z^3 - 211/86*z + 1
*
[ 1/3 ] 
f(z) = 297/86*z^3 - 205/86*z + 1
*
[ 1/3 ] 
f(z) = 297/89*z^3 - 211/89*z + 1
*
-1 | 0.12927828009754367512639117829882744660 | 0.022705367401552687054241527535850313867
f(z) = 297/89*z^3 - 208/89*z + 1
*
[ 1/3 ] 
f(z) = 297/91*z^3 - 215/91*z + 1
*
-1 | 0.12931422719140477969821443330694473220 | 0.022711680851673764170465578580652074160
f(z) = 297/91*z^3 - 206/91*z + 1
*
[ 1/3 ] 
f(z) = 297/92*z^3 - 217/92*z + 1
*
-1 | 0.12077478929792377042071029222500263379 | 0.021211884639750679946382228161739998232
f(z) = 297/92*z^3 - 205/92*z + 1
*
-1 | 0.11653189520917686478370913719942340993 | 0.020466697829884503472381341610069647038
f(z) = 297/94*z^3 - 203/94*z + 1
*
-1 | 0.12938581180407766175381888233020350656 | 0.022724253380715837292898436005477973216
f(z) = 297/95*z^3 - 202/95*z + 1
*
-1 | 0.11562762309597642701342769931950802744 | 0.020295897086797215021284964982401702643
f(z) = 298/81*z^3 - 217/81*z + 1
*
-1 | 0.12922699914192651499831303703178605577 | 0.022682969736765601171819011855872770832
f(z) = 298/83*z^3 - 215/83*z + 1
*
-1 | 0.12926315450994917341698926111395778136 | 0.022689316019849826302079038127046285218
f(z) = 298/85*z^3 - 213/85*z + 1
*
-1 | 0.10895556627553284959576805015043229671 | 0.019124763624401424987773631054777082637
f(z) = 298/87*z^3 - 211/87*z + 1
*
-1 | 0.12933515041389481572562697419456756701 | 0.022701953324137736904009684061703112917
f(z) = 298/89*z^3 - 209/89*z + 1
*
-1 | 0.12937099251551713678103988186607650758 | 0.022708244620165653516365157351644114995
f(z) = 298/91*z^3 - 207/91*z + 1
*
-1 | 0.10906309334984394445926815352182087680 | 0.019143637647544241964922773231552737351
f(z) = 298/93*z^3 - 205/93*z + 1
*
-1 | 0.12944236886541267071449353157606603241 | 0.022720773175307780237283006097281823450
f(z) = 298/95*z^3 - 203/95*z + 1
*
-1 | 0.12947790462641929378993174997642240863 | 0.022727010699949212916543923249636291513
f(z) = 298/97*z^3 - 201/97*z + 1
*
-1 | 0.12067236686578040467941764180304865554 | 0.021168943313301346462768847919901447919
f(z) = 299/80*z^3 - 219/80*z + 1
*
-1 | 0.11568474188916279852126742951159136017 | 0.020293989476393017580001598069823261876
f(z) = 299/81*z^3 - 218/81*z + 1
*
-1 | 0.11642988821257538746463510271121743442 | 0.020424706729150484614919807146830133292
f(z) = 299/82*z^3 - 217/82*z + 1
*
-1 | 0.12928401120872220641244717176987589788 | 0.022679640548011364147270367221072849660
f(z) = 299/83*z^3 - 216/83*z + 1
*
-1 | 0.10040103795887595591674991934983552301 | 0.017612846555931491513945621138982771561
f(z) = 299/84*z^3 - 215/84*z + 1
*
-1 | 0.12932006044768067313315622819243044082 | 0.022685964483770809659607079716300887106
f(z) = 299/85*z^3 - 214/85*z + 1
*
-1 | 0.11650263902730510353688915557371683728 | 0.020437469036818840866864520803255416870
f(z) = 299/86*z^3 - 213/86*z + 1
*
-1 | 0.10901236667484642052646025974185786713 | 0.019123488421797440563112656265643809599
f(z) = 299/87*z^3 - 212/87*z + 1
*
-1 | 0.12081656579625618281586959459291879944 | 0.021194239402740577071508600938461372223
f(z) = 299/88*z^3 - 211/88*z + 1
*
-1 | 0.12939184585885915936040281076014826398 | 0.022698557435574345796794422736390488089
f(z) = 299/89*z^3 - 210/89*z + 1
*
-1 | 0.10301055398212179363154531094403658994 | 0.018070620760631437159114518878846501640
f(z) = 299/90*z^3 - 209/90*z + 1
*
-1 | 0.10911854699608673137572332500900172143 | 0.019142115098804814855628747523764498128
f(z) = 299/93*z^3 - 206/93*z + 1
*
-1 | 0.11664493969510522019922266188295357723 | 0.020462432123632710451876689403001184892
f(z) = 299/94*z^3 - 205/94*z + 1
*
-1 | 0.12949875288746616255843010053205135697 | 0.022717311595181510143059516462646510093
f(z) = 299/95*z^3 - 204/95*z + 1
*
-1 | 0.10061547098527754011946057560163139096 | 0.017650463457781471073376186065586584050
f(z) = 299/96*z^3 - 203/96*z + 1
*
-1 | 0.12953418596661020509034036118400999310 | 0.022723527441139435579972361612497195637
f(z) = 299/97*z^3 - 202/97*z + 1
*
-1 | 0.11671645817710827277907631093078057534 | 0.020474978249400343057615062786940276129
f(z) = 299/98*z^3 - 201/98*z + 1
*
[ 10/17 ] 
f(z) = 289/96*z^3 - 209/120*z + 1
*
[ 3/2 ] 
f(z) = 280/99*z^3 - 199/33*z + 1
*
[ -27/17 ] 
f(z) = 289/81*z^3 - 199/27*z + 1
*
6/17 | 0.10718368325368068481078978150997953137 | 0.016070727033668686542622474856929000446
f(z) = 289/96*z^3 - 197/24*z + 1
*
[ 21/17 ] 
f(z) = 289/98*z^3 - 181/42*z + 1
*
[ 14/17 ] 
f(z) = 289/88*z^3 - 188/77*z + 1
*
2/3 | 0.18953178629520940156497174952911597973 | 0.027987830766016608547488502804118951112
f(z) = 291/80*z^3 - 187/60*z + 1
*
4/5 | 0.20286377898040036489070735732280722037 | 0.027630092515957141005871580677823866874
f(z) = 295/96*z^3 - 193/60*z + 1
*
[ -9/8 ] 
f(z) = 296/81*z^3 - 197/72*z + 1
*
-1 | 0.11456803560117619810948506907496168668 | 0.020332265030221922595576591306028170111
f(z) = 280/81*z^3 - 199/81*z + 1
*
-1 | 0.12816944720812767671095901014569128788 | 0.022746092797509179584962872879039387205
f(z) = 280/83*z^3 - 197/83*z + 1
*
-1 | 0.10790205054856231689066465399213662654 | 0.019149259892130405806961839397028497842
f(z) = 280/87*z^3 - 193/87*z + 1
*
-1 | 0.12828363559914333492544050239514968432 | 0.022766357687426530486592921276829893144
f(z) = 280/89*z^3 - 191/89*z + 1
*
-1 | 0.10801554662743760347439794669044845793 | 0.019169401918163010729002936295729571703
f(z) = 280/93*z^3 - 187/93*z + 1
*
-1 | 0.12843428186363859971766631334582649855 | 0.022793092716612098446656720132167337522
f(z) = 280/97*z^3 - 183/97*z + 1
*
-1 | 0.11490854807360863754023089806254925996 | 0.020392695409422047561228741164214577924
f(z) = 280/99*z^3 - 181/99*z + 1
*
-1 | 0.11462852592171837998406531457880480823 | 0.020330137539088760483286112167141240936
f(z) = 281/81*z^3 - 200/81*z + 1
*
-1 | 0.11537468529497964919927610750847726930 | 0.020462473906171081482473946472096226659
f(z) = 281/82*z^3 - 199/82*z + 1
*
-1 | 0.12822981842877477705274526890203831644 | 0.022742417947952005885838162261399812128
f(z) = 281/83*z^3 - 198/83*z + 1
*
-1 | 0.099346818804744649062669678139771204086 | 0.017619824333697676319299874700651006242
f(z) = 281/84*z^3 - 197/84*z + 1
*
-1 | 0.12826787927345169784874231258843548406 | 0.022749168293914442165601583416160666900
f(z) = 281/85*z^3 - 196/85*z + 1
*
-1 | 0.11545145935432565906004609629066257670 | 0.020476090300287537771488141252871955652
f(z) = 281/86*z^3 - 195/86*z + 1
*
-1 | 0.10796218565727745510972026358559650223 | 0.019147817402205876052650787872175159629
f(z) = 281/87*z^3 - 194/87*z + 1
*
-1 | 0.11976738060452195653252570036647954878 | 0.021241547867841777281308439171238161421
f(z) = 281/88*z^3 - 193/88*z + 1
*
[ 2/3 ] 
f(z) = 281/88*z^3 - 190/99*z + 1
*
-1 | 0.12834365367951893506488452613825566455 | 0.022762607392820256664975983927783692875
f(z) = 281/89*z^3 - 192/89*z + 1
*
-1 | 0.10196335201774275239350223923146015641 | 0.018083884040198417798113595828791729014
f(z) = 281/90*z^3 - 191/90*z + 1
*
-1 | 0.12838136905275551896361726520382806715 | 0.022769296467106716995575160221232070003
f(z) = 281/91*z^3 - 190/91*z + 1
*
-1 | 0.11984281157339907019589412218210730651 | 0.021254926055859528732511569737625819336
f(z) = 281/92*z^3 - 189/92*z + 1
*
-1 | 0.10807429905019256907119654392405124605 | 0.019167701464044852528723262380179247680
f(z) = 281/93*z^3 - 188/93*z + 1
*
-1 | 0.11560167093202054625591175168118059193 | 0.020502731330606518555848341634544700688
f(z) = 281/94*z^3 - 187/94*z + 1
*
-1 | 0.12845646058793338296604115401231842873 | 0.022782614454282351189544712436575893422
f(z) = 281/95*z^3 - 186/95*z + 1
*
-1 | 0.099574152445309426692143751814930314148 | 0.017660143478891080839683914281622707486
f(z) = 281/96*z^3 - 185/96*z + 1
*
-1 | 0.12849383849737100642056994534284340633 | 0.022789243677101716719508127335706502259
f(z) = 281/97*z^3 - 184/97*z + 1
*
-1 | 0.11567707910479594436411146729659286478 | 0.020516105475582806237468810724591454900
f(z) = 281/98*z^3 - 183/98*z + 1
*
-1 | 0.11496799097415851832047922132342825258 | 0.020390343941904539914780728557732815393
f(z) = 281/99*z^3 - 182/99*z + 1
*
-1 | 0.12828999263836134332583162739285183836 | 0.022738763865713548517809552244223367759
f(z) = 282/83*z^3 - 199/83*z + 1
*
-1 | 0.12832793581857700177346112911264860264 | 0.022745489105909564261192138808526249441
f(z) = 282/85*z^3 - 197/85*z + 1
*
-1 | 0.12840347694081331314091987633298978903 | 0.022758878394546633338946297360439920439
f(z) = 282/89*z^3 - 193/89*z + 1
*
-1 | 0.12844107667882814561313084386904583283 | 0.022765542761318732713349691846643444694
f(z) = 282/91*z^3 - 191/91*z + 1
*
-1 | 0.12851593891826955863924878426164138151 | 0.022778811721353015099077823871611211193
f(z) = 282/95*z^3 - 187/95*z + 1
*
-1 | 0.12855320315209001305964839335516424808 | 0.022785416621673405926370214222220728285
f(z) = 282/97*z^3 - 185/97*z + 1
*
-1 | 0.12834997112348727284336049596155390747 | 0.022735130353819920378670508830760682350
f(z) = 283/83*z^3 - 200/83*z + 1
*
-1 | 0.099467887644999068357104157462487272798 | 0.017619134401303673833226950897778170275
f(z) = 283/84*z^3 - 199/84*z + 1
*
-1 | 0.12838779736908242859070263518444823038 | 0.022741830664048849604165992501685205703
f(z) = 283/85*z^3 - 198/85*z + 1
*
-1 | 0.11557126066241949614708244724551379332 | 0.020471587592235818133056546981604736175
f(z) = 283/86*z^3 - 197/86*z + 1
*
-1 | 0.10808187051650632004910882966388548754 | 0.019144962741855998666229496884161735125
f(z) = 283/87*z^3 - 196/87*z + 1
*
-1 | 0.11988694935157990630492498150197743433 | 0.021236042340886814805635986534453068097
f(z) = 283/88*z^3 - 195/88*z + 1
*
[ 2/3 ] 
f(z) = 283/88*z^3 - 191/99*z + 1
*
-1 | 0.12846310664913812370220164232045643098 | 0.022755170490181504206199750312933494533
f(z) = 283/89*z^3 - 194/89*z + 1
*
-1 | 0.10208268954270923680797939021994837823 | 0.018082304447027024838091955334194167510
f(z) = 283/90*z^3 - 193/90*z + 1
*
-1 | 0.12850059146392491081865162955044857493 | 0.022761810321441352850058555883780764314
f(z) = 283/91*z^3 - 192/91*z + 1
*
-1 | 0.11996191919971203558516093249704206887 | 0.021249322042120640312073709509205673599
f(z) = 283/92*z^3 - 191/92*z + 1
*
-1 | 0.10819432583511106747124845497356465002 | 0.019164882390493858195220834037610170631
f(z) = 283/93*z^3 - 190/93*z + 1
*
-1 | 0.11572054996785947213894088143862092259 | 0.020498031788443260749960199770004411505
f(z) = 283/94*z^3 - 189/94*z + 1
*
-1 | 0.12857522581440095760243027318373191877 | 0.022775030594668473952962246754528401085
f(z) = 283/95*z^3 - 188/95*z + 1
*
-1 | 0.099691770567417657651392227762585772501 | 0.017658791655455165722873837508903389435
f(z) = 283/96*z^3 - 187/96*z + 1
*
-1 | 0.12861237706755490058861391372146807112 | 0.022781611340856955903116167983503195069
f(z) = 283/97*z^3 - 186/97*z + 1
*
-1 | 0.11579550482440279194160655374469458724 | 0.020511308834158562871473972497660535189
f(z) = 283/98*z^3 - 185/98*z + 1
*
-1 | 0.11508630415914593357671339731181757208 | 0.020385685357733176061513244696512923953
f(z) = 283/99*z^3 - 184/99*z + 1
*
-1 | 0.12844746519214766282450116364692226929 | 0.022738192772137426909473020330734702559
f(z) = 284/85*z^3 - 199/85*z + 1
*
-1 | 0.10814142280032614620382425396829441072 | 0.019143550358184531387112825551894086963
f(z) = 284/87*z^3 - 197/87*z + 1
*
-1 | 0.12852254405825570672258903309800993464 | 0.022751483479962018223480795679025621526
f(z) = 284/89*z^3 - 195/89*z + 1
*
-1 | 0.12855991465520265457278126085165433165 | 0.022758098945951311233444112623793863975
f(z) = 284/91*z^3 - 193/91*z + 1
*
-1 | 0.10825250184143222824960229841782752260 | 0.019163213935397487364902166348346495097
f(z) = 284/93*z^3 - 191/93*z + 1
*
-1 | 0.12863432251047334797855080218526278509 | 0.022771270869230415062165870385348275948
f(z) = 284/95*z^3 - 189/95*z + 1
*
-1 | 0.12867136147150339118338382995623140150 | 0.022777827627938895158393443835361710107
f(z) = 284/97*z^3 - 187/97*z + 1
*
-1 | 0.11514517689831159914220339183033443449 | 0.020383377945053690205644150875844049975
f(z) = 284/99*z^3 - 185/99*z + 1
*
-1 | 0.11568963634615892255300368007349650990 | 0.020467024819791065140863969792283173688
f(z) = 285/86*z^3 - 199/86*z + 1
*
-1 | 0.12000574747014132658754948685579491299 | 0.021230601889349872974471083773259929093
f(z) = 285/88*z^3 - 197/88*z + 1
*
-1 | 0.12858179040973969546655819903775842739 | 0.022747817166742189574478161679536847042
f(z) = 285/89*z^3 - 196/89*z + 1
*
-1 | 0.12861904748771160839711677186230484841 | 0.022754408435966015347925206340929256428
f(z) = 285/91*z^3 - 194/91*z + 1
*
-1 | 0.12008026184088634193281675829570531026 | 0.021243784465798692260697509525009034746
f(z) = 285/92*z^3 - 193/92*z + 1
*
-1 | 0.11583866680611771227628393453632198508 | 0.020493390276708526525444809529908331003
f(z) = 285/94*z^3 - 191/94*z + 1
*
-1 | 0.12873015757980713315574355206700041894 | 0.022774065278916441647976708584404358773
f(z) = 285/97*z^3 - 188/97*z + 1
*
-1 | 0.11591317385501119095019190336166106589 | 0.020506571557825094273709403767348293489
f(z) = 285/98*z^3 - 187/98*z + 1
*
-1 | 0.10825995331735779309500264948512061223 | 0.019140754961889733636988272154414878212
f(z) = 286/87*z^3 - 199/87*z + 1
*
-1 | 0.12864084693313301463561386023430028117 | 0.022744171355949355034986190901564120446
f(z) = 286/89*z^3 - 197/89*z + 1
*
-1 | 0.10837138692344374145278493832481990231 | 0.019160456830246893745745756279690596362
f(z) = 286/93*z^3 - 193/93*z + 1
*
-1 | 0.12875195017945181347076038049378523386 | 0.022763814815493666874074892851279986968
f(z) = 286/95*z^3 - 191/95*z + 1
*
-1 | 0.12878876659662467274085665081018674126 | 0.022770324092452383443101480822816930760
f(z) = 286/97*z^3 - 189/97*z + 1
*
-1 | 0.10831893401071757990888292035446994049 | 0.019139371744837068830516715585701557867
f(z) = 287/87*z^3 - 200/87*z + 1
*
-1 | 0.12012378487111908099113501863547407994 | 0.021225225257642399330826721263780493168
f(z) = 287/88*z^3 - 199/88*z + 1
*
[ 2/3 ] 
f(z) = 287/88*z^3 - 193/99*z + 1
*
-1 | 0.12869971484610331963288269959331126425 | 0.022740545855541507514299168195472680526
f(z) = 287/89*z^3 - 198/89*z + 1
*
-1 | 0.10231972320479286925407070601822515657 | 0.018079343534267015674168513731942143013
f(z) = 287/90*z^3 - 197/90*z + 1
*
-1 | 0.12019784930409937855858862601689432974 | 0.021238312043704568547929240521047453826
f(z) = 287/92*z^3 - 195/92*z + 1
*
-1 | 0.10842899757160009913975392635036712646 | 0.019158819382745715636750375875404727691
f(z) = 287/93*z^3 - 194/93*z + 1
*
-1 | 0.11595668334224355070327515114445187702 | 0.020488920880314089634881733927481341088
f(z) = 287/94*z^3 - 193/94*z + 1
*
-1 | 0.12881048356153718650158997359257222759 | 0.022760118090458231143567569319561773211
f(z) = 287/95*z^3 - 192/95*z + 1
*
-1 | 0.099927839069482206314388927122263250262 | 0.017656710501045332166095562843274613134
f(z) = 287/96*z^3 - 191/96*z + 1
*
-1 | 0.12884718971455196146053456720103999588 | 0.022766603869830867306896338301397512200
f(z) = 287/97*z^3 - 190/97*z + 1
*
-1 | 0.11532067418330515991213796663614851301 | 0.020376541490346693998441070329613955649
f(z) = 287/99*z^3 - 188/99*z + 1
*
[ 1/3 ] 
f(z) = 288/83*z^3 - 198/83*z + 1
*
-1 | 0.12875839535459592662936981329056208974 | 0.022736940475965485126220520577103485776
f(z) = 288/89*z^3 - 199/89*z + 1
*
-1 | 0.12879531600480227067099448593499054560 | 0.022743460148906140668041335753725475623
f(z) = 288/91*z^3 - 197/91*z + 1
*
-1 | 0.12886883156222313973601927127712940442 | 0.022756441973109000766203636951952202371
f(z) = 288/95*z^3 - 193/95*z + 1
*
[ 5/12 ] 
f(z) = 288/95*z^3 - 183/95*z + 1
*
-1 | 0.12890542811477044666466186592725963045 | 0.022762904414914073788006206595643807847
f(z) = 288/97*z^3 - 191/97*z + 1
*
[ 2/3 ] 
f(z) = 289/88*z^3 - 194/99*z + 1
*
[ 22/51 ] 
f(z) = 289/88*z^3 - 191/99*z + 1
*
3/17 | 0.16316720814262316087949454970304567701 | 0.028795432663927483636153542354256838262
f(z) = 289/88*z^3 - 185/88*z + 1
*
-1 | 0.12881688965298428199152450521098044551 | 0.022733355030115995699986400431666898607
f(z) = 289/89*z^3 - 200/89*z + 1
*
-1 | 0.10243613459137705408891376550171952743 | 0.018077730504530712776314216126149950553
f(z) = 289/90*z^3 - 199/90*z + 1
*
-1 | 0.12885369951603840091097632625588190867 | 0.022739851163407782946550868023386763357
f(z) = 289/91*z^3 - 198/91*z + 1
*
[ 13/17 ] 
f(z) = 289/91*z^3 - 197/91*z + 1
*
-1 | 0.12031469120840818671657495331206796205 | 0.021232903526452705691376902102032717592
f(z) = 289/92*z^3 - 197/92*z + 1
*
-1 | 0.10854676274808330926457470629693328679 | 0.019156122318815667883125327534366893423
f(z) = 289/93*z^3 - 196/93*z + 1
*
-1 | 0.11607265272740072629715887065469934449 | 0.020484276796681929435499469419688678929
f(z) = 289/94*z^3 - 195/94*z + 1
*
-1 | 0.12892699535744627698736223686761649390 | 0.022752786271447148046026192941609451643
f(z) = 289/95*z^3 - 194/95*z + 1
*
[ -19/17 ] 
f(z) = 289/95*z^3 - 181/95*z + 1
*
-1 | 0.10004424144200734811243744174935444480 | 0.017655613837180608962956014488752394317
f(z) = 289/96*z^3 - 193/96*z + 1
*
-1 | 0.12896348296719279178197013334489778602 | 0.022759225534099758017355595689663920400
f(z) = 289/97*z^3 - 192/97*z + 1
*
-1 | 0.11614562814726928812219633495982478149 | 0.020497155357349034965805333900322644043
f(z) = 289/98*z^3 - 191/98*z + 1
*
-1 | 0.11543675009987037055953226716935573947 | 0.020372053933397663773320984031276200646
f(z) = 289/99*z^3 - 190/99*z + 1
*
-1 | 0.12891189866755515697957748262665082510 | 0.022736262087103811638768348902823518128
f(z) = 290/91*z^3 - 199/91*z + 1
*
-1 | 0.10860381877991589540783138456337756117 | 0.019154514928124008309165499207427415564
f(z) = 290/93*z^3 - 197/93*z + 1
*
-1 | 0.12902135543060627176764641642913963193 | 0.022755567036279635953351423223688181284
f(z) = 290/97*z^3 - 193/97*z + 1
*
-1 | 0.11549451486813814451056283346494038637 | 0.020369830766644295308541606337914052237
f(z) = 290/99*z^3 - 191/99*z + 1
*
-1 | 0.12896991462496714661116790791450852236 | 0.022732692736063097318118187947892495911
f(z) = 291/91*z^3 - 200/91*z + 1
*
-1 | 0.12043079698954612681967337794606319591 | 0.021227557697340316143567319779130176794
f(z) = 291/92*z^3 - 199/92*z + 1
*
-1 | 0.11618854076676393872058526060511640117 | 0.020479802629806993843450005245092420840
f(z) = 291/94*z^3 - 197/94*z + 1
*
-1 | 0.12904277497939928450632418758464784678 | 0.022745535359513402372166626525651329854
f(z) = 291/95*z^3 - 196/95*z + 1
*
-1 | 0.11626108431062178010654656609519290273 | 0.020492589411106344848455331688921395393
f(z) = 291/98*z^3 - 193/98*z + 1
*
-1 | 0.10872048522752092426515604899962484369 | 0.019151876057066112919387316306817686535
f(z) = 292/93*z^3 - 199/93*z + 1
*
-1 | 0.12910039310257557991075496727993378746 | 0.022741939777446478831110802696821262039
f(z) = 292/95*z^3 - 197/95*z + 1
*
-1 | 0.12913655777077324763341192636485300073 | 0.022748310437414719354581937313169399964
f(z) = 292/97*z^3 - 195/97*z + 1
*
-1 | 0.11560950373469123204731769945703462313 | 0.020365424987868367703134867252174161808
f(z) = 292/99*z^3 - 193/99*z + 1
*
[ 2/3 ] 
f(z) = 293/88*z^3 - 196/99*z + 1
*
-1 | 0.10877699708044097733717520063927453717 | 0.019150297810978746147042689825881928787
f(z) = 293/93*z^3 - 200/93*z + 1
*
-1 | 0.11630435666994276591462024775293906171 | 0.020475496903969754758677958310307762739
f(z) = 293/94*z^3 - 199/94*z + 1
*
-1 | 0.12915783161345965281777749032756642933 | 0.022738363867398377189893102559147877695
f(z) = 293/95*z^3 - 198/95*z + 1
*
-1 | 0.10027382912949146243822721615740304119 | 0.017653306691826654673421031109761842966
f(z) = 293/96*z^3 - 197/96*z + 1
*
-1 | 0.12919388991073324533768287464126484486 | 0.022744711966260082780530370327547177589
f(z) = 293/97*z^3 - 196/97*z + 1
*
-1 | 0.11637582131889198679916988454315490255 | 0.020488078326026502357344151594052922022
f(z) = 293/98*z^3 - 195/98*z + 1
*
-1 | 0.11566673008475056920054233723977181033 | 0.020363242113652293681109435112899971388
f(z) = 293/99*z^3 - 194/99*z + 1
*
[ 5/7 ] 
f(z) = 294/85*z^3 - 184/85*z + 1
*
-1 | 0.12921509163339463915746005249386438678 | 0.022734807449337374267596271455853837709
f(z) = 294/95*z^3 - 199/95*z + 1
*
[ 5/7 ] 
f(z) = 294/95*z^3 - 188/95*z + 1
*
-1 | 0.12925104418836859663497056747948691676 | 0.022741133137802338338742802122552337387
f(z) = 294/97*z^3 - 197/97*z + 1
*
[ 2/3 ] 
f(z) = 295/88*z^3 - 197/99*z + 1
*
-1 | 0.10038909983064364903961526963892460887 | 0.017652459091233838199981344041766583836
f(z) = 295/96*z^3 - 199/96*z + 1
*
-1 | 0.12930802170891225584979964446806146108 | 0.022737573772807039662591082236581606781
f(z) = 295/97*z^3 - 198/97*z + 1
*
-1 | 0.11648984811739520753117155006730445899 | 0.020483621049550134010868405690707037063
f(z) = 295/98*z^3 - 197/98*z + 1
*
-1 | 0.11578065216887243423587762126559322038 | 0.020358915752958306127589200667337052755
f(z) = 295/99*z^3 - 196/99*z + 1
*
-1 | 0.12936482356728576301558715747836058991 | 0.022734033694300705170436701144220520339
f(z) = 296/97*z^3 - 199/97*z + 1
*
-1 | 0.11583735009206290321769084435691521944 | 0.020356772014470718899042912491243072167
f(z) = 296/99*z^3 - 197/99*z + 1
*
[ 1/3 ] 
f(z) = 297/80*z^3 - 193/80*z + 1
*
[ 1/3 ] 
f(z) = 297/82*z^3 - 197/82*z + 1
*
[ 1/3 ] 
f(z) = 297/83*z^3 - 199/83*z + 1
*
-1 | 0.12942145084822755709783050461245525356 | 0.022730512727534598890339380200837805776
f(z) = 297/97*z^3 - 200/97*z + 1
*
-1 | 0.11660382562425437049770579341960554117 | 0.020479331092799578280327549758126560001
f(z) = 297/98*z^3 - 199/98*z + 1
*
[ 2/3 ] 
f(z) = 297/98*z^3 - 181/98*z + 1
*
-1 | 0.11595022509744504901968528311280813911 | 0.020352522803442511987201282108748042196
f(z) = 298/99*z^3 - 199/99*z + 1
*
[ 2/3 ] 
f(z) = 299/88*z^3 - 199/99*z + 1
*
-1 | 0.11600640430842897718528332341379877387 | 0.020350417088582300303708230521185882863
f(z) = 299/99*z^3 - 200/99*z + 1
*
4/17 | 0.21379546155937069999567427381406376434 | 0.029856174025529613974473325792221806098
f(z) = 289/96*z^3 - 161/12*z + 1
*
26/17 | 0.17989492279788542479087642467897061707 | 0.027365937835253735496194140139620263276
f(z) = 289/80*z^3 - 179/20*z + 1
*
18/17 | 0.10045413413102946830267667093113279323 | 0.013709900887999768758506365726355463929
f(z) = 289/81*z^3 - 169/36*z + 1
*
3/17 | 0.13948806631024937613393114063158734214 | 0.022311294114076223384254303157524774316
f(z) = 289/90*z^3 - 173/30*z + 1
*
[ -28/17 ] 
f(z) = 289/98*z^3 - 179/28*z + 1
*
[ -3/2 ] 
f(z) = 292/99*z^3 - 164/33*z + 1
*
[ -3/2 ] 
f(z) = 296/99*z^3 - 167/33*z + 1
*
[ -9/8 ] 
f(z) = 280/81*z^3 - 179/72*z + 1
*
[ 3/4 ] 
f(z) = 286/81*z^3 - 167/72*z + 1
*
[ 3/4 ] 
f(z) = 290/81*z^3 - 169/72*z + 1
*
[ -10/9 ] 
f(z) = 297/80*z^3 - 161/60*z + 1
*
[ 3/4 ] 
f(z) = 298/81*z^3 - 173/72*z + 1
*
[ 9/20 ] 
f(z) = 280/81*z^3 - 173/90*z + 1
*
[ 1/2 ] 
f(z) = 280/93*z^3 - 163/93*z + 1
*
[ 1/2 ] 
f(z) = 280/97*z^3 - 167/97*z + 1
*
[ 1/2 ] 
f(z) = 280/99*z^3 - 169/99*z + 1
*
[ 1/2 ] 
f(z) = 284/91*z^3 - 162/91*z + 1
*
[ 1/2 ] 
f(z) = 284/93*z^3 - 164/93*z + 1
*
[ 1/2 ] 
f(z) = 284/95*z^3 - 166/95*z + 1
*
[ 1/2 ] 
f(z) = 284/97*z^3 - 168/97*z + 1
*
[ 1/2 ] 
f(z) = 284/99*z^3 - 170/99*z + 1
*
[ 5/12 ] 
f(z) = 288/85*z^3 - 169/85*z + 1
*
[ 1/2 ] 
f(z) = 288/89*z^3 - 161/89*z + 1
*
[ 1/2 ] 
f(z) = 288/95*z^3 - 167/95*z + 1
*
[ 1/2 ] 
f(z) = 288/97*z^3 - 169/97*z + 1
*
[ 12/17 ] 
f(z) = 289/84*z^3 - 179/84*z + 1
*
[ 11/17 ] 
f(z) = 289/88*z^3 - 169/88*z + 1
*
[ 8/17 ] 
f(z) = 289/88*z^3 - 163/88*z + 1
*
[ 10/17 ] 
f(z) = 289/90*z^3 - 163/90*z + 1
*
[ 9/17 ] 
f(z) = 289/90*z^3 - 161/90*z + 1
*
[ 7/17 ] 
f(z) = 289/91*z^3 - 179/91*z + 1
*
[ 11/17 ] 
f(z) = 289/99*z^3 - 175/99*z + 1
*
[ 9/17 ] 
f(z) = 289/99*z^3 - 169/99*z + 1
*
[ 1/2 ] 
f(z) = 292/89*z^3 - 162/89*z + 1
*
[ 1/2 ] 
f(z) = 292/91*z^3 - 164/91*z + 1
*
[ 1/2 ] 
f(z) = 292/93*z^3 - 166/93*z + 1
*
[ 1/2 ] 
f(z) = 292/95*z^3 - 168/95*z + 1
*
[ 1/2 ] 
f(z) = 292/97*z^3 - 170/97*z + 1
*
[ 1/2 ] 
f(z) = 292/99*z^3 - 172/99*z + 1
*
[ 1/2 ] 
f(z) = 296/87*z^3 - 161/87*z + 1
*
[ 1/2 ] 
f(z) = 296/89*z^3 - 163/89*z + 1
*
[ 1/2 ] 
f(z) = 296/91*z^3 - 165/91*z + 1
*
[ 1/2 ] 
f(z) = 296/93*z^3 - 167/93*z + 1
*
[ 1/2 ] 
f(z) = 296/95*z^3 - 169/95*z + 1
*
[ 1/2 ] 
f(z) = 296/97*z^3 - 171/97*z + 1
*
[ 1/2 ] 
f(z) = 296/99*z^3 - 173/99*z + 1
*
[ 2/3 ] 
f(z) = 297/82*z^3 - 173/82*z + 1
*
[ 2/3 ] 
f(z) = 297/86*z^3 - 175/86*z + 1
*
[ 2/3 ] 
f(z) = 297/94*z^3 - 179/94*z + 1
*
-2 | 0.11710056666975378776276175822292702643 | 0.016579324388123693469386412400524738594
f(z) = 281/88*z^3 - 146/11*z + 1
*
-2 | 0.11724006338252746383933342142775043050 | 0.016583048191847940981073275553521365636
f(z) = 283/88*z^3 - 147/11*z + 1
*
-2 | 0.11737848712981540459547468977943319953 | 0.016586721661253357928882306470917691315
f(z) = 285/88*z^3 - 148/11*z + 1
*
-2 | 0.11751585480556518019252899397113725674 | 0.016590345938061595271052335870903376372
f(z) = 287/88*z^3 - 149/11*z + 1
*
-2 | 0.11765218289498217388889041134105071728 | 0.016593922128081390392364840335941476819
f(z) = 289/88*z^3 - 150/11*z + 1
*
-2 | 0.11778748748802549623339646592155813701 | 0.016597451302647679760798685120429938433
f(z) = 291/88*z^3 - 151/11*z + 1
*
-2 | 0.11792178429233524115051710332973585176 | 0.016600934499990757288636085850447464368
f(z) = 293/88*z^3 - 152/11*z + 1
*
[ 2 ] 
f(z) = 293/88*z^3 - 141/11*z + 1
*
-2 | 0.11805508864562032833651181604954454340 | 0.016604372726539472026213518663770962296
f(z) = 295/88*z^3 - 153/11*z + 1
*
[ 2 ] 
f(z) = 295/88*z^3 - 142/11*z + 1
*
[ 3/2 ] 
f(z) = 298/81*z^3 - 143/18*z + 1
*
-2 | 0.11831877957106558267681945774803760854 | 0.016611118141349060150072439571206201461
f(z) = 299/88*z^3 - 155/11*z + 1
*
[ 2 ] 
f(z) = 299/88*z^3 - 144/11*z + 1
*
[ -3/2 ] 
f(z) = 280/99*z^3 - 155/33*z + 1
*
[ -3/2 ] 
f(z) = 284/99*z^3 - 158/33*z + 1
*
-26/17 | 0.096157153544060578978283181537293215904 | 0.014896079896000263801844336881386264082
f(z) = 289/80*z^3 - 159/20*z + 1
*
[ 2/17 ] 
f(z) = 289/80*z^3 - 151/20*z + 1
*
[ 3/17 ] 
f(z) = 289/90*z^3 - 143/30*z + 1
*
-24/17 | 0.12853123071642480252871912625009374436 | 0.020071795335466991891769035248285227937
f(z) = 289/96*z^3 - 151/24*z + 1
*
[ 3/17 ] 
f(z) = 289/99*z^3 - 157/33*z + 1
*
-18/17 | 0.13816949121418324326356994531229961550 | 0.024085722980410920320074591657100093242
f(z) = 289/84*z^3 - 155/42*z + 1
*
[ 4/17 ] 
f(z) = 289/88*z^3 - 151/44*z + 1
*
[ 3/8 ] 
f(z) = 280/81*z^3 - 155/72*z + 1
*
6/17 | 0.15187374213875852248723870797530714447 | 0.022449795582853345184976737222700976224
f(z) = 289/80*z^3 - 157/60*z + 1
*
[ 6/17 ] 
f(z) = 289/99*z^3 - 145/66*z + 1
*
[ 3/8 ] 
f(z) = 296/81*z^3 - 157/72*z + 1
*
2/3 | 0.089414250973870910533334493493078325206 | 0.013163974814387484334621459924380447683
f(z) = 297/80*z^3 - 149/60*z + 1
*
[ 1/2 ] 
f(z) = 280/81*z^3 - 151/81*z + 1
*
[ 1/2 ] 
f(z) = 280/83*z^3 - 153/83*z + 1
*
[ 1/2 ] 
f(z) = 280/87*z^3 - 157/87*z + 1
*
[ 1/2 ] 
f(z) = 280/89*z^3 - 159/89*z + 1
*
[ 1/2 ] 
f(z) = 284/81*z^3 - 152/81*z + 1
*
[ 1/2 ] 
f(z) = 284/83*z^3 - 154/83*z + 1
*
[ 1/2 ] 
f(z) = 284/85*z^3 - 156/85*z + 1
*
[ 1/2 ] 
f(z) = 284/87*z^3 - 158/87*z + 1
*
[ 1/2 ] 
f(z) = 284/89*z^3 - 160/89*z + 1
*
[ 4/7 ] 
f(z) = 287/96*z^3 - 145/84*z + 1
*
[ 1/2 ] 
f(z) = 288/83*z^3 - 155/83*z + 1
*
[ 1/2 ] 
f(z) = 288/85*z^3 - 157/85*z + 1
*
[ 1/2 ] 
f(z) = 292/81*z^3 - 154/81*z + 1
*
[ 1/2 ] 
f(z) = 292/83*z^3 - 156/83*z + 1
*
[ 1/2 ] 
f(z) = 292/85*z^3 - 158/85*z + 1
*
[ 1/2 ] 
f(z) = 292/87*z^3 - 160/87*z + 1
*
[ 1/2 ] 
f(z) = 296/81*z^3 - 155/81*z + 1
*
[ 1/2 ] 
f(z) = 296/83*z^3 - 157/83*z + 1
*
[ 1/2 ] 
f(z) = 296/85*z^3 - 159/85*z + 1
*
[ 2 ] 
f(z) = 281/88*z^3 - 135/11*z + 1
*
[ -2 ] 
f(z) = 281/88*z^3 - 124/11*z + 1
*
[ 2 ] 
f(z) = 283/88*z^3 - 136/11*z + 1
*
[ -2 ] 
f(z) = 283/88*z^3 - 125/11*z + 1
*
[ 2 ] 
f(z) = 285/88*z^3 - 137/11*z + 1
*
[ -2 ] 
f(z) = 285/88*z^3 - 126/11*z + 1
*
[ 3/2 ] 
f(z) = 286/81*z^3 - 137/18*z + 1
*
[ 2 ] 
f(z) = 287/88*z^3 - 138/11*z + 1
*
[ -2 ] 
f(z) = 287/88*z^3 - 127/11*z + 1
*
6/17 | 0.12739823618917351653950677451182029798 | 0.018013381834516072753771979471965941839
f(z) = 289/81*z^3 - 131/18*z + 1
*
[ 2 ] 
f(z) = 289/88*z^3 - 139/11*z + 1
*
[ -2 ] 
f(z) = 289/88*z^3 - 128/11*z + 1
*
[ 3/2 ] 
f(z) = 290/81*z^3 - 139/18*z + 1
*
[ 2 ] 
f(z) = 291/88*z^3 - 140/11*z + 1
*
[ -2 ] 
f(z) = 291/88*z^3 - 129/11*z + 1
*
[ -2 ] 
f(z) = 293/88*z^3 - 130/11*z + 1
*
[ -2 ] 
f(z) = 295/88*z^3 - 131/11*z + 1
*
[ -2 ] 
f(z) = 299/88*z^3 - 133/11*z + 1
*
8/17 | 0.12769441949782905815727998153019221979 | 0.020202357301086459263191447294828464491
f(z) = 289/96*z^3 - 139/24*z + 1
*
[ 24/17 ] 
f(z) = 289/96*z^3 - 137/24*z + 1
*
[ 4/3 ] 
f(z) = 297/80*z^3 - 127/20*z + 1
*
[ 9/10 ] 
f(z) = 280/81*z^3 - 131/45*z + 1
*
[ 15/17 ] 
f(z) = 289/81*z^3 - 131/45*z + 1
*
[ 16/17 ] 
f(z) = 289/96*z^3 - 131/48*z + 1
*
[ -7/6 ] 
f(z) = 297/98*z^3 - 127/56*z + 1
*
[ 9/14 ] 
f(z) = 280/81*z^3 - 125/63*z + 1
*
[ 3/7 ] 
f(z) = 280/81*z^3 - 124/63*z + 1
*
[ 3/4 ] 
f(z) = 280/99*z^3 - 127/66*z + 1
*
[ 3/7 ] 
f(z) = 287/81*z^3 - 125/63*z + 1
*
[ 6/17 ] 
f(z) = 289/80*z^3 - 137/60*z + 1
*
[ 12/17 ] 
f(z) = 289/80*z^3 - 133/60*z + 1
*
[ 12/17 ] 
f(z) = 289/90*z^3 - 121/60*z + 1
*
[ -20/17 ] 
f(z) = 289/96*z^3 - 139/60*z + 1
*
[ 2/3 ] 
f(z) = 291/80*z^3 - 127/60*z + 1
*
[ 4/5 ] 
f(z) = 295/96*z^3 - 133/60*z + 1
*
[ 3/4 ] 
f(z) = 296/99*z^3 - 133/66*z + 1
*
[ -3/2 ] 
f(z) = 286/81*z^3 - 113/18*z + 1
*
18/17 | 0.15210228355323252407717060969687361805 | 0.021965458115753556829001213085357755276
f(z) = 289/81*z^3 - 113/18*z + 1
*
[ -3/2 ] 
f(z) = 290/81*z^3 - 115/18*z + 1
*
[ -3/2 ] 
f(z) = 298/81*z^3 - 119/18*z + 1
*
20/17 | 0.16952453430471371909955440789926551691 | 0.027978393710219978352783810911854153802
f(z) = 289/80*z^3 - 107/20*z + 1
*
-20/17 | 0.10655858666686516723847067207738872018 | 0.017697753435614410764849385711653733043
f(z) = 289/80*z^3 - 103/20*z + 1
*
[ 9/34 ] 
f(z) = 289/81*z^3 - 109/36*z + 1
*
15/17 | 0.16342765717684786968662520659038642709 | 0.028504784432661047964493273441621670732
f(z) = 289/90*z^3 - 103/30*z + 1
*
[ -24/17 ] 
f(z) = 289/96*z^3 - 103/24*z + 1
*
[ 3/10 ] 
f(z) = 280/81*z^3 - 119/45*z + 1
*
[ 2/5 ] 
f(z) = 285/88*z^3 - 111/55*z + 1
*
[ 10/17 ] 
f(z) = 289/88*z^3 - 101/55*z + 1
*
[ -21/17 ] 
f(z) = 289/98*z^3 - 113/42*z + 1
*
[ 2/5 ] 
f(z) = 295/88*z^3 - 112/55*z + 1
*
[ 4/9 ] 
f(z) = 297/80*z^3 - 119/60*z + 1
*
[ 2/17 ] 
f(z) = 289/88*z^3 - 83/11*z + 1
*
21/17 | 0.13783346630540809177816239554309820767 | 0.021275489876159187010185790577823328733
f(z) = 289/98*z^3 - 93/14*z + 1
*
[ 3/4 ] 
f(z) = 284/81*z^3 - 83/36*z + 1
*
10/17 | 0.083117726069744831766274351108699814710 | 0.013895999028683313895077515259534711535
f(z) = 289/80*z^3 - 99/20*z + 1
*
[ 20/17 ] 
f(z) = 289/80*z^3 - 97/20*z + 1
*
15/17 | 0.070528849878283419927021281394118486452 | 0.012431664221638206639233229556367475372
f(z) = 289/90*z^3 - 97/30*z + 1
*
12/17 | 0.13262634535692103656937864632843734316 | 0.023405640389764006746908291085995378358
f(z) = 289/90*z^3 - 83/30*z + 1
*
[ 3/4 ] 
f(z) = 292/81*z^3 - 85/36*z + 1
*
[ -4/3 ] 
f(z) = 297/80*z^3 - 97/20*z + 1
*
[ 3/5 ] 
f(z) = 280/81*z^3 - 86/45*z + 1
*
[ 6/17 ] 
f(z) = 289/84*z^3 - 95/42*z + 1
*
[ 3/5 ] 
f(z) = 290/81*z^3 - 88/45*z + 1
*
[ 3/5 ] 
f(z) = 295/81*z^3 - 89/45*z + 1
*
[ 2/3 ] 
f(z) = 297/92*z^3 - 89/46*z + 1
*
[ 7/9 ] 
f(z) = 297/98*z^3 - 89/42*z + 1
*
[ 3/2 ] 
f(z) = 280/81*z^3 - 67/9*z + 1
*
[ 3/2 ] 
f(z) = 284/81*z^3 - 68/9*z + 1
*
[ 18/17 ] 
f(z) = 289/81*z^3 - 71/18*z + 1
*
20/17 | 0.15609935551424715900276967915863483625 | 0.024302250310546159803058228777014607829
f(z) = 289/96*z^3 - 77/12*z + 1
*
[ 3/2 ] 
f(z) = 292/81*z^3 - 70/9*z + 1
*
[ 3/2 ] 
f(z) = 296/81*z^3 - 71/9*z + 1
*
[ 2/3 ] 
f(z) = 285/88*z^3 - 64/33*z + 1
*
2/17 | 0.13790761380820297986379435333279983430 | 0.024337668410590869224510061014327082810
f(z) = 289/80*z^3 - 71/20*z + 1
*
[ 4/17 ] 
f(z) = 289/80*z^3 - 69/20*z + 1
*
[ -20/17 ] 
f(z) = 289/80*z^3 - 63/20*z + 1
*
[ 12/17 ] 
f(z) = 289/81*z^3 - 79/36*z + 1
*
[ 6/17 ] 
f(z) = 289/88*z^3 - 74/33*z + 1
*
[ 15/17 ] 
f(z) = 289/90*z^3 - 79/30*z + 1
*
[ 6/17 ] 
f(z) = 289/90*z^3 - 67/30*z + 1
*
[ 2/3 ] 
f(z) = 291/88*z^3 - 65/33*z + 1
*
[ 8/17 ] 
f(z) = 289/80*z^3 - 77/40*z + 1
*
[ -3/2 ] 
f(z) = 280/81*z^3 - 55/9*z + 1
*
[ 3/4 ] 
f(z) = 280/81*z^3 - 41/18*z + 1
*
[ -3/2 ] 
f(z) = 284/81*z^3 - 56/9*z + 1
*
[ 6/17 ] 
f(z) = 289/81*z^3 - 41/18*z + 1
*
[ 22/17 ] 
f(z) = 289/88*z^3 - 58/11*z + 1
*
[ -22/17 ] 
f(z) = 289/88*z^3 - 41/11*z + 1
*
20/17 | 0.15911535439454280879184989568308970676 | 0.026301217329985993122021124519691295056
f(z) = 289/96*z^3 - 53/12*z + 1
*
-20/17 | 0.093617505259400251286299855727567187904 | 0.015788194256892466274983534166059061894
f(z) = 289/96*z^3 - 47/12*z + 1
*
[ 4/17 ] 
f(z) = 289/96*z^3 - 41/12*z + 1
*
[ -3/2 ] 
f(z) = 292/81*z^3 - 58/9*z + 1
*
[ -3/2 ] 
f(z) = 296/81*z^3 - 59/9*z + 1
*
[ 3/4 ] 
f(z) = 296/81*z^3 - 43/18*z + 1
*
[ 6/17 ] 
f(z) = 289/96*z^3 - 53/24*z + 1
*
[ 8/17 ] 
f(z) = 289/96*z^3 - 43/24*z + 1
*
[ 2/3 ] 
f(z) = 297/80*z^3 - 43/20*z + 1
*
18/17 | 0.11956017183491714111022732104240747123 | 0.020584924016786596336107961235992288913
f(z) = 289/81*z^3 - 37/9*z + 1
*
[ -18/17 ] 
f(z) = 289/81*z^3 - 37/18*z + 1
*
3/17 | 0.11847820650339599497612863325360763324 | 0.020699999107723883537317570843042172195
f(z) = 289/81*z^3 - 34/9*z + 1
*
6/17 | 0.081379424126007883580237489294193257504 | 0.014361683050931085923619460954437223157
f(z) = 289/81*z^3 - 25/9*z + 1
*
-15/17 | 0.081378688049489606770018165697964867011 | 0.014361553149573706497637013360534023957
f(z) = 289/81*z^3 - 22/9*z + 1
*
[ 12/17 ] 
f(z) = 289/96*z^3 - 23/12*z + 1
*
[ 14/17 ] 
f(z) = 289/98*z^3 - 31/14*z + 1
*
[ 7/17 ] 
f(z) = 289/98*z^3 - 27/14*z + 1
*
[ 9/17 ] 
f(z) = 289/81*z^3 - 17/9*z + 1
*
[ -9/17 ]
f(z) = 289/81*z^3 + 17/9*z + 1
*
[ -12/17 ]
f(z) = 289/96*z^3 + 11/12*z + 1
*
[ -14/17 ]
f(z) = 289/98*z^3 + 3/14*z + 1
*
[ 3 ] 
f(z) = 289/108*z^3 - 281/12*z + 1
*
[ 3 ] 
f(z) = 295/108*z^3 - 287/12*z + 1
*
[ -3 ] 
f(z) = 299/108*z^3 - 283/12*z + 1
*
-2 | 0.11675750983827977567192406524449610661 | 0.016506865212572721314644834003487539474
f(z) = 281/112*z^3 - 295/28*z + 1
*
-2 | 0.11690110288264484238811074966238484283 | 0.016511393408474245885563309552721440561
f(z) = 283/112*z^3 - 297/28*z + 1
*
-2 | 0.11704353165420507073177522254588419167 | 0.016515854365692486830798612204311305656
f(z) = 285/112*z^3 - 299/28*z + 1
*
[ 2 ] 
f(z) = 295/112*z^3 - 281/28*z + 1
*
[ 2 ] 
f(z) = 297/112*z^3 - 283/28*z + 1
*
[ 2 ] 
f(z) = 299/112*z^3 - 285/28*z + 1
*
[ 3/2 ] 
f(z) = 299/108*z^3 - 283/48*z + 1
*
[ -10/7 ] 
f(z) = 287/100*z^3 - 291/70*z + 1
*
[ 10/33 ] 
f(z) = 297/100*z^3 - 283/110*z + 1
*
[ 10/11 ] 
f(z) = 297/100*z^3 - 281/110*z + 1
*
[ -6/5 ] 
f(z) = 281/108*z^3 - 287/150*z + 1
*
[ -6/5 ] 
f(z) = 287/108*z^3 - 299/150*z + 1
*
[ 12/17 ] 
f(z) = 289/104*z^3 - 281/156*z + 1
*
[ 26/33 ] 
f(z) = 297/104*z^3 - 292/143*z + 1
*
[ 4/9 ] 
f(z) = 297/104*z^3 - 283/156*z + 1
*
[ 2/3 ] 
f(z) = 291/116*z^3 - 281/174*z + 1
*
[ 3/5 ] 
f(z) = 280/117*z^3 - 298/195*z + 1
*
[ -3 ] 
f(z) = 281/108*z^3 - 265/12*z + 1
*
[ 3 ] 
f(z) = 283/108*z^3 - 275/12*z + 1
*
[ -3 ] 
f(z) = 287/108*z^3 - 271/12*z + 1
*
[ -3 ] 
f(z) = 293/108*z^3 - 277/12*z + 1
*
[ 2 ] 
f(z) = 281/112*z^3 - 267/28*z + 1
*
[ 2 ] 
f(z) = 283/112*z^3 - 269/28*z + 1
*
[ 2 ] 
f(z) = 285/112*z^3 - 271/28*z + 1
*
[ 2 ] 
f(z) = 289/112*z^3 - 275/28*z + 1
*
2/17 | 0.20292108263021559451885902880220502896 | 0.029098706649145887906055725536251507268
f(z) = 289/112*z^3 - 267/28*z + 1
*
[ 2 ] 
f(z) = 291/112*z^3 - 277/28*z + 1
*
[ 2 ] 
f(z) = 293/112*z^3 - 279/28*z + 1
*
[ 3/2 ] 
f(z) = 281/108*z^3 - 265/48*z + 1
*
[ 3/2 ] 
f(z) = 287/108*z^3 - 271/48*z + 1
*
[ 3/2 ] 
f(z) = 293/108*z^3 - 277/48*z + 1
*
[ 1/3 ] 
f(z) = 288/115*z^3 - 262/115*z + 1
*
[ 1/3 ] 
f(z) = 288/119*z^3 - 270/119*z + 1
*
[ 5/17 ] 
f(z) = 289/105*z^3 - 277/105*z + 1
*
[ 16/17 ] 
f(z) = 289/112*z^3 - 263/112*z + 1
*
[ 1/3 ] 
f(z) = 297/115*z^3 - 263/115*z + 1
*
[ 1/3 ] 
f(z) = 297/116*z^3 - 265/116*z + 1
*
[ 1/3 ] 
f(z) = 297/118*z^3 - 269/118*z + 1
*
[ 1/3 ] 
f(z) = 297/119*z^3 - 271/119*z + 1
*
[ 10/13 ] 
f(z) = 299/100*z^3 - 269/130*z + 1
*
[ 3/4 ] 
f(z) = 284/117*z^3 - 265/156*z + 1
*
[ 2/5 ] 
f(z) = 285/112*z^3 - 267/140*z + 1
*
[ 4/5 ] 
f(z) = 285/112*z^3 - 263/140*z + 1
*
[ 5/7 ] 
f(z) = 287/100*z^3 - 261/140*z + 1
*
[ 2/3 ] 
f(z) = 291/100*z^3 - 269/150*z + 1
*
[ 3/4 ] 
f(z) = 292/117*z^3 - 271/156*z + 1
*
[ 4/5 ] 
f(z) = 295/112*z^3 - 271/140*z + 1
*
[ 2/5 ] 
f(z) = 295/112*z^3 - 269/140*z + 1
*
[ 2/3 ] 
f(z) = 285/116*z^3 - 277/174*z + 1
*
[ -2 ] 
f(z) = 283/112*z^3 - 241/28*z + 1
*
[ -2 ] 
f(z) = 285/112*z^3 - 243/28*z + 1
*
[ 30/17 ] 
f(z) = 289/100*z^3 - 257/30*z + 1
*
[ -2 ] 
f(z) = 291/112*z^3 - 249/28*z + 1
*
[ -2 ] 
f(z) = 293/112*z^3 - 251/28*z + 1
*
[ -2 ] 
f(z) = 295/112*z^3 - 253/28*z + 1
*
[ -2 ] 
f(z) = 297/112*z^3 - 255/28*z + 1
*
[ -2 ] 
f(z) = 299/112*z^3 - 257/28*z + 1
*
[ 4/3 ] 
f(z) = 297/104*z^3 - 251/52*z + 1
*
[ 2/7 ] 
f(z) = 287/104*z^3 - 248/91*z + 1
*
[ -4/3 ] 
f(z) = 291/112*z^3 - 241/84*z + 1
*
[ 1/3 ] 
f(z) = 288/107*z^3 - 246/107*z + 1
*
[ 1/3 ] 
f(z) = 288/109*z^3 - 250/109*z + 1
*
[ 1/3 ] 
f(z) = 288/113*z^3 - 258/113*z + 1
*
[ -5/4 ] 
f(z) = 288/115*z^3 - 243/115*z + 1
*
14/17 | 0.12544962410452486062787806281610017205 | 0.022139106532112202463379621784263868732
f(z) = 289/105*z^3 - 256/105*z + 1
*
[ -21/17 ] 
f(z) = 289/105*z^3 - 251/105*z + 1
*
[ 6/17 ] 
f(z) = 289/114*z^3 - 245/114*z + 1
*
[ 1/3 ] 
f(z) = 297/104*z^3 - 241/104*z + 1
*
[ 1/3 ] 
f(z) = 297/106*z^3 - 245/106*z + 1
*
[ 1/3 ] 
f(z) = 297/107*z^3 - 247/107*z + 1
*
[ 1/3 ] 
f(z) = 297/109*z^3 - 251/109*z + 1
*
[ 1/3 ] 
f(z) = 297/112*z^3 - 257/112*z + 1
*
[ 1/3 ] 
f(z) = 297/113*z^3 - 259/113*z + 1
*
[ -20/17 ] 
f(z) = 289/112*z^3 - 241/140*z + 1
*
[ 12/17 ] 
f(z) = 289/117*z^3 - 257/156*z + 1
*
[ -2 ] 
f(z) = 281/112*z^3 - 239/28*z + 1
*
[ -30/17 ] 
f(z) = 289/100*z^3 - 223/30*z + 1
*
30/17 | 0.11237920793596155542185560368082793028 | 0.016375225435570431111496102567855877428
f(z) = 289/112*z^3 - 239/28*z + 1
*
4/17 | 0.15083513182303619389360773527364722435 | 0.024618631031673274998835515621457810403
f(z) = 289/104*z^3 - 229/52*z + 1
*
3/13 | 0.22544718083161128558422272663633679891 | 0.025774596366682130559517034884725747382
f(z) = 299/108*z^3 - 233/52*z + 1
*
[ -4/3 ] 
f(z) = 285/112*z^3 - 233/84*z + 1
*
-10/9 | 0.087401423437156171575818750792947680986 | 0.012782970466119580019783940136933809456
f(z) = 297/112*z^3 - 233/84*z + 1
*
[ 1/3 ] 
f(z) = 288/101*z^3 - 234/101*z + 1
*
[ 1/3 ] 
f(z) = 288/103*z^3 - 238/103*z + 1
*
[ 5/6 ] 
f(z) = 288/115*z^3 - 223/115*z + 1
*
[ 15/17 ] 
f(z) = 289/105*z^3 - 239/105*z + 1
*
1/17 | 0.16502876183399955507867756289716679513 | 0.029123956051564658622742990733984651736
f(z) = 289/112*z^3 - 225/112*z + 1
*
[ 1/3 ] 
f(z) = 297/100*z^3 - 233/100*z + 1
*
[ 1/3 ] 
f(z) = 297/101*z^3 - 235/101*z + 1
*
[ 1/3 ] 
f(z) = 297/103*z^3 - 239/103*z + 1
*
[ 10/17 ] 
f(z) = 289/112*z^3 - 223/140*z + 1
*
[ -42/17 ] 
f(z) = 289/108*z^3 - 209/14*z + 1
*
[ 12/7 ] 
f(z) = 287/108*z^3 - 207/28*z + 1
*
[ -30/17 ] 
f(z) = 289/108*z^3 - 203/30*z + 1
*
28/17 | 0.18877621814114054396182732093101333613 | 0.027862142887551434417142007093165628516
f(z) = 289/112*z^3 - 219/28*z + 1
*
-28/17 | 0.13374957227603995246135142151363490334 | 0.019906133416147040575349062157266965709
f(z) = 289/112*z^3 - 207/28*z + 1
*
[ 3/2 ] 
f(z) = 292/117*z^3 - 206/39*z + 1
*
[ 3/2 ] 
f(z) = 296/117*z^3 - 209/39*z + 1
*
-14/9 | 0.19462292142302041142134698317132985795 | 0.026189620918354014035465569017263819649
f(z) = 297/104*z^3 - 211/39*z + 1
*
[ -3/2 ] 
f(z) = 283/108*z^3 - 203/48*z + 1
*
[ -3/2 ] 
f(z) = 295/108*z^3 - 215/48*z + 1
*
[ 6/7 ] 
f(z) = 283/108*z^3 - 205/98*z + 1
*
[ 6/7 ] 
f(z) = 289/108*z^3 - 209/98*z + 1
*
[ 6/7 ] 
f(z) = 295/108*z^3 - 213/98*z + 1
*
[ 2/3 ] 
f(z) = 287/104*z^3 - 202/117*z + 1
*
[ 5/12 ] 
f(z) = 288/115*z^3 - 211/115*z + 1
*
[ 2/3 ] 
f(z) = 289/104*z^3 - 203/117*z + 1
*
[ 13/17 ] 
f(z) = 289/104*z^3 - 201/104*z + 1
*
[ 7/17 ] 
f(z) = 289/112*z^3 - 209/112*z + 1
*
[ 13/17 ] 
f(z) = 289/117*z^3 - 205/117*z + 1
*
[ 2/3 ] 
f(z) = 293/104*z^3 - 205/117*z + 1
*
[ 2/3 ] 
f(z) = 295/104*z^3 - 206/117*z + 1
*
[ -6 ] 
f(z) = 281/108*z^3 - 185/2*z + 1
*
[ 6 ] 
f(z) = 283/108*z^3 - 187/2*z + 1
*
[ -6 ] 
f(z) = 287/108*z^3 - 189/2*z + 1
*
[ 6 ] 
f(z) = 289/108*z^3 - 191/2*z + 1
*
-3/34 | 0.17826172848590783339421148150848815754 | 0.020905695813847306485181834250108091428
f(z) = 289/108*z^3 - 187/16*z + 1
*
[ -6 ] 
f(z) = 293/108*z^3 - 193/2*z + 1
*
[ 6 ] 
f(z) = 295/108*z^3 - 195/2*z + 1
*
[ -6 ] 
f(z) = 299/108*z^3 - 197/2*z + 1
*
[ 3/2 ] 
f(z) = 280/117*z^3 - 197/39*z + 1
*
[ 3/2 ] 
f(z) = 284/117*z^3 - 200/39*z + 1
*
[ 28/17 ] 
f(z) = 289/112*z^3 - 185/28*z + 1
*
-30/17 | 0.13027083330940515366500865579483753446 | 0.019750631943203753918005120038841379397
f(z) = 289/112*z^3 - 183/28*z + 1
*
[ 3/17 ] 
f(z) = 289/117*z^3 - 185/39*z + 1
*
[ 6/5 ] 
f(z) = 287/108*z^3 - 183/50*z + 1
*
[ 6/5 ] 
f(z) = 293/108*z^3 - 187/50*z + 1
*
[ 6/5 ] 
f(z) = 299/108*z^3 - 191/50*z + 1
*
[ 3/13 ] 
f(z) = 299/108*z^3 - 181/52*z + 1
*
[ 14/17 ] 
f(z) = 289/104*z^3 - 191/91*z + 1
*
[ -21/17 ] 
f(z) = 289/108*z^3 - 191/84*z + 1
*
[ 6/17 ] 
f(z) = 289/112*z^3 - 181/84*z + 1
*
[ 5/6 ] 
f(z) = 297/100*z^3 - 181/80*z + 1
*
[ 1/2 ] 
f(z) = 280/111*z^3 - 181/111*z + 1
*
[ 1/2 ] 
f(z) = 280/113*z^3 - 183/113*z + 1
*
[ 1/2 ] 
f(z) = 280/117*z^3 - 187/117*z + 1
*
-1 | 0.11999232535667318932783464368558180666 | 0.021281443327659989340388760389944808374
f(z) = 281/100*z^3 - 181/100*z + 1
*
[ 2/3 ] 
f(z) = 281/104*z^3 - 199/117*z + 1
*
-1 | 0.12862740210220633507360831309427810615 | 0.022798568016969958464470755010899874556
f(z) = 282/101*z^3 - 181/101*z + 1
*
-1 | 0.12011052632120256386522893658665714739 | 0.021275645400427768518437532778512274120
f(z) = 283/100*z^3 - 183/100*z + 1
*
-1 | 0.12868635194753056056988819487401887790 | 0.022794714799505471704337167925110023658
f(z) = 283/101*z^3 - 182/101*z + 1
*
-1 | 0.095525732861347779339322666578654992043 | 0.016920845168382717511940071828103776635
f(z) = 283/102*z^3 - 181/102*z + 1
*
[ 2/3 ] 
f(z) = 283/104*z^3 - 200/117*z + 1
*
-1 | 0.12874511364216317517190420805933551912 | 0.022790883479771526459259622926098579542
f(z) = 284/101*z^3 - 183/101*z + 1
*
-1 | 0.12878182849517095083012450039511075657 | 0.022797382863811862725040915935958347728
f(z) = 284/103*z^3 - 181/103*z + 1
*
[ 1/2 ] 
f(z) = 284/111*z^3 - 182/111*z + 1
*
[ 1/2 ] 
f(z) = 284/113*z^3 - 184/113*z + 1
*
[ 1/2 ] 
f(z) = 284/115*z^3 - 186/115*z + 1
*
[ 1/2 ] 
f(z) = 284/117*z^3 - 188/117*z + 1
*
[ 1/2 ] 
f(z) = 284/119*z^3 - 190/119*z + 1
*
-1 | 0.12880368838950451441142640905459715331 | 0.022787073850424027708690719525728677840
f(z) = 285/101*z^3 - 184/101*z + 1
*
-1 | 0.12884029347754719003671045296311958335 | 0.022793549774017204027695078715594558419
f(z) = 285/103*z^3 - 182/103*z + 1
*
-1 | 0.12030118369464056464601500927311807074 | 0.021282868459895558940170879198629971021
f(z) = 285/104*z^3 - 181/104*z + 1
*
-1 | 0.12886207738139515759050493526013072664 | 0.022783285706829236339664797771254687249
f(z) = 286/101*z^3 - 185/101*z + 1
*
-1 | 0.12889857336470158769848643082421798401 | 0.022789738329910587638198409238752168619
f(z) = 286/103*z^3 - 183/103*z + 1
*
-1 | 0.10859132574087657057425314991201137722 | 0.019199342816080905825987022811438564500
f(z) = 286/105*z^3 - 181/105*z + 1
*
-1 | 0.12034467595419837927226064266745930668 | 0.021264255521305777601370182021480607726
f(z) = 287/100*z^3 - 187/100*z + 1
*
-1 | 0.12892028179826406341960226476036240220 | 0.022779518847018809838450674685471545072
f(z) = 287/101*z^3 - 186/101*z + 1
*
-1 | 0.095758791395948188763175779343300901209 | 0.016920062250446590070716266380819024598
f(z) = 287/102*z^3 - 185/102*z + 1
*
-1 | 0.12895666933106792424672527800078293846 | 0.022785948327917704554336353954871226670
f(z) = 287/103*z^3 - 184/103*z + 1
*
-1 | 0.12041745121660030193445986111355040738 | 0.021277114517876041529121432305007215089
f(z) = 287/104*z^3 - 183/104*z + 1
*
-1 | 0.11617499581192682549877013662169788468 | 0.020527495516890445178262597423467755685
f(z) = 287/106*z^3 - 181/106*z + 1
*
-1 | 0.12897830280927433312014231237649413480 | 0.022775773071645744466021391341088664610
f(z) = 288/101*z^3 - 187/101*z + 1
*
-1 | 0.12901458253988719353643087670311375478 | 0.022782179567106929368958563701573989956
f(z) = 288/103*z^3 - 185/103*z + 1
*
-1 | 0.12908683067104955643318147363214946884 | 0.022794937581473405840753430723413668976
f(z) = 288/107*z^3 - 181/107*z + 1
*
[ 1/2 ] 
f(z) = 288/109*z^3 - 181/109*z + 1
*
[ 1/2 ] 
f(z) = 288/113*z^3 - 185/113*z + 1
*
[ 1/2 ] 
f(z) = 288/115*z^3 - 187/115*z + 1
*
[ 1/2 ] 
f(z) = 288/119*z^3 - 191/119*z + 1
*
[ 7/12 ] 
f(z) = 288/119*z^3 - 183/119*z + 1
*
-1 | 0.12046064365120243192198140637704920851 | 0.021258660930691330730974177231960430758
f(z) = 289/100*z^3 - 189/100*z + 1
*
-1 | 0.12903614157246664655246605578250352794 | 0.022772048183941197754036245447404913183
f(z) = 289/101*z^3 - 188/101*z + 1
*
-1 | 0.12907231414334991825955064282256524160 | 0.022778431849145789204988717752716538479
f(z) = 289/103*z^3 - 186/103*z + 1
*
[ 26/51 ] 
f(z) = 289/104*z^3 - 197/117*z + 1
*
-1 | 0.12053298898649669647084693925779819903 | 0.021271428295253910788920544639508969864
f(z) = 289/104*z^3 - 185/104*z + 1
*
[ 8/17 ] 
f(z) = 289/104*z^3 - 181/104*z + 1
*
[ 7/17 ] 
f(z) = 289/105*z^3 - 199/105*z + 1
*
-1 | 0.10876474486560282759691849738810679138 | 0.019194591380451428902015917409653284848
f(z) = 289/105*z^3 - 184/105*z + 1
*
-1 | 0.11629032036612959645878852651199789604 | 0.020522690359710198026370881122849130004
f(z) = 289/106*z^3 - 183/106*z + 1
*
-1 | 0.12914434969233861237978406145593785230 | 0.022791144543221549001454775418103932990
f(z) = 289/107*z^3 - 182/107*z + 1
*
-1 | 0.10704180736228057962591337464555902238 | 0.018890530709034504047098440306727573588
f(z) = 289/108*z^3 - 181/108*z + 1
*
[ 9/17 ] 
f(z) = 289/117*z^3 - 185/117*z + 1
*
-1 | 0.12909379923490041591088900134971212176 | 0.022768343989672170726693194777892323738
f(z) = 290/101*z^3 - 189/101*z + 1
*
-1 | 0.12912986528273620368472976546761917087 | 0.022774704978258299396566050125518369837
f(z) = 290/103*z^3 - 187/103*z + 1
*
-1 | 0.12920168950838822189518682363411759955 | 0.022787372656226792242193011769380207978
f(z) = 290/107*z^3 - 183/107*z + 1
*
-1 | 0.12923744919543583272312389505783602322 | 0.022793679611793120577454408986291085845
f(z) = 290/109*z^3 - 181/109*z + 1
*
-1 | 0.12057588565354226762266786609507901943 | 0.021253131537779779872933787154616257808
f(z) = 291/100*z^3 - 191/100*z + 1
*
-1 | 0.12915127693279270053427096286737326155 | 0.022764660297100029805277655179257719136
f(z) = 291/101*z^3 - 190/101*z + 1
*
-1 | 0.12918723708855357282072532512478867145 | 0.022770998761183145710563674796867231735
f(z) = 291/103*z^3 - 188/103*z + 1
*
-1 | 0.12064780615539702824933660334075736076 | 0.021265808499494781441632611073157665379
f(z) = 291/104*z^3 - 187/104*z + 1
*
-1 | 0.11640492683704405754634421957259843725 | 0.020517943602935077350983620910942667147
f(z) = 291/106*z^3 - 185/106*z + 1
*
-1 | 0.12925885123844877153062564008236515582 | 0.022783621724219571247328567502038544862
f(z) = 291/107*z^3 - 184/107*z + 1
*
-1 | 0.12929450672939555287750228336008146720 | 0.022789906487006331650895310927434580207
f(z) = 291/109*z^3 - 182/109*z + 1
*
-1 | 0.11647623800286686540394642068864221193 | 0.020530513160928616637964666235683703319
f(z) = 291/110*z^3 - 181/110*z + 1
*
-1 | 0.12920857579165492541248855082898785078 | 0.022760996916939848887084179874240690715
f(z) = 292/101*z^3 - 191/101*z + 1
*
-1 | 0.12924443068067262514384940740866975280 | 0.022767313007132693441882059121135883901
f(z) = 292/103*z^3 - 189/103*z + 1
*
-1 | 0.10893654543576360584458265018666264265 | 0.019189936578231633536813120073343763213
f(z) = 292/105*z^3 - 187/105*z + 1
*
-1 | 0.12931583599126888780767772224936663153 | 0.022779891553443391463842481182068311005
f(z) = 292/107*z^3 - 185/107*z + 1
*
-1 | 0.12935138789737662532115873982903257903 | 0.022786154271071471777170993862079824582
f(z) = 292/109*z^3 - 183/109*z + 1
*
[ 1/2 ] 
f(z) = 292/109*z^3 - 182/109*z + 1
*
[ 1/2 ] 
f(z) = 292/111*z^3 - 184/111*z + 1
*
-1 | 0.10904320188380903026896172378621451241 | 0.019208724859661560497629469462780749627
f(z) = 292/111*z^3 - 181/111*z + 1
*
[ 1/2 ] 
f(z) = 292/113*z^3 - 186/113*z + 1
*
[ 1/2 ] 
f(z) = 292/115*z^3 - 188/115*z + 1
*
[ 1/2 ] 
f(z) = 292/117*z^3 - 190/117*z + 1
*
[ 1/2 ] 
f(z) = 292/119*z^3 - 192/119*z + 1
*
-1 | 0.12069041103126909139007208999174953514 | 0.021247666107835782314357849069043350913
f(z) = 293/100*z^3 - 193/100*z + 1
*
-1 | 0.12926569692642744502572429580793952470 | 0.022757353662320552609176586147978772760
f(z) = 293/101*z^3 - 192/101*z + 1
*
-1 | 0.096103887445822723563038149342060718237 | 0.016919184338388115111535394103005725266
f(z) = 293/102*z^3 - 191/102*z + 1
*
-1 | 0.12930144716846056009728684023471009273 | 0.022763647527752804238879775684138117098
f(z) = 293/103*z^3 - 190/103*z + 1
*
-1 | 0.12076191170254345030070370432854680084 | 0.021260253871658461610584030743529162219
f(z) = 293/104*z^3 - 189/104*z + 1
*
-1 | 0.10899345783865373367175450850979919149 | 0.019188405941331885901683511432185017533
f(z) = 293/105*z^3 - 188/105*z + 1
*
-1 | 0.11651882415915302571305102543814868834 | 0.020513254117345594863279021920903218718
f(z) = 293/106*z^3 - 187/106*z + 1
*
-1 | 0.12937264486522691789719034723186318063 | 0.022776181952614001950950856338859840013
f(z) = 293/107*z^3 - 186/107*z + 1
*
-1 | 0.10726989447187353003064646475952824134 | 0.018884970907677431542380114873847116173
f(z) = 293/108*z^3 - 185/108*z + 1
*
-1 | 0.12940809379233985669459643863679515899 | 0.022782422771256848282004138400820204498
f(z) = 293/109*z^3 - 184/109*z + 1
*
-1 | 0.11658972219432322874918150590319157662 | 0.020525735786486714797802583704423812751
f(z) = 293/110*z^3 - 183/110*z + 1
*
-1 | 0.10909877172735642741522949981187203842 | 0.019206946555491306299878107905552389371
f(z) = 293/111*z^3 - 182/111*z + 1
*
-1 | 0.12090370922048325247693911168197429290 | 0.021285217464792005435775565423052262492
f(z) = 293/112*z^3 - 181/112*z + 1
*
-1 | 0.12932264144161199323385510180785639851 | 0.022753730348745842310715434689277566900
f(z) = 294/101*z^3 - 193/101*z + 1
*
-1 | 0.12935828765091260566114687456889879237 | 0.022760002137083442022617850236187506055
f(z) = 294/103*z^3 - 191/103*z + 1
*
-1 | 0.12942927894846035266723139008846842121 | 0.022772492732879370907480760779033977969
f(z) = 294/107*z^3 - 187/107*z + 1
*
-1 | 0.12946462549706969324947467068172162439 | 0.022778711797281785636446491127505255822
f(z) = 294/109*z^3 - 185/109*z + 1
*
-1 | 0.12953502398363435366865192854094829118 | 0.022791098090682506972601127301016076316
f(z) = 294/113*z^3 - 181/113*z + 1
*
[ 5/7 ] 
f(z) = 294/115*z^3 - 196/115*z + 1
*
-1 | 0.12937941043140205903676040397938875255 | 0.022750126794055886695835379877983272293
f(z) = 295/101*z^3 - 194/101*z + 1
*
-1 | 0.096217497082927390773342668481996362039 | 0.016918922811167885317770471968818949876
f(z) = 295/102*z^3 - 193/102*z + 1
*
-1 | 0.12941495321678139140599232281391506966 | 0.022756376651520049855778712140944052417
f(z) = 295/103*z^3 - 192/103*z + 1
*
-1 | 0.12087531443964390689238415357515981871 | 0.021254763185300695539312723842090630940
f(z) = 295/104*z^3 - 191/104*z + 1
*
-1 | 0.11663267323982391268573625937379192600 | 0.020508735475669368766819131226296881874
f(z) = 295/106*z^3 - 189/106*z + 1
*
-1 | 0.12948573931899323071339544439087195250 | 0.022768823707780444445559707578478423031
f(z) = 295/107*z^3 - 188/107*z + 1
*
-1 | 0.10738288670967635960634571980094044109 | 0.018882249347180008587588961250945542538
f(z) = 295/108*z^3 - 187/108*z + 1
*
-1 | 0.12952098408430065799913007700656850073 | 0.022775021161277079796228284782818803934
f(z) = 295/109*z^3 - 186/109*z + 1
*
-1 | 0.10921249254860984831152505251617618896 | 0.019203967962839886671547515856372491477
f(z) = 295/111*z^3 - 184/111*z + 1
*
-1 | 0.12101629528115249626791093891146607355 | 0.021279553312332180639156339826982977319
f(z) = 295/112*z^3 - 183/112*z + 1
*
-1 | 0.12959118060394166287115462272653570564 | 0.022787364545104609493983087324021076329
f(z) = 295/113*z^3 - 182/113*z + 1
*
-1 | 0.12943600497981122715242190290951626839 | 0.022746542818389759672795964442266745964
f(z) = 296/101*z^3 - 195/101*z + 1
*
-1 | 0.12947144494470430457869860401063163903 | 0.022752770889775680094677045324964399407
f(z) = 296/103*z^3 - 193/103*z + 1
*
-1 | 0.10916314699630344342542156953228886190 | 0.019183875442763322768668808464392829967
f(z) = 296/105*z^3 - 191/105*z + 1
*
-1 | 0.12954202704486156114059588469788554780 | 0.022765174693212670664224567421825393041
f(z) = 296/107*z^3 - 189/107*z + 1
*
[ 1/2 ] 
f(z) = 296/107*z^3 - 181/107*z + 1
*
-1 | 0.12957717061684182413726207753413576217 | 0.022771350677746223754035571046599151389
f(z) = 296/109*z^3 - 187/109*z + 1
*
[ 1/2 ] 
f(z) = 296/109*z^3 - 183/109*z + 1
*
[ 1/2 ] 
f(z) = 296/113*z^3 - 187/113*z + 1
*
-1 | 0.12964716633648893652326217352206666902 | 0.022783651433121865828303303326731757874
f(z) = 296/113*z^3 - 183/113*z + 1
*
[ 1/2 ] 
f(z) = 296/115*z^3 - 189/115*z + 1
*
[ 1/2 ] 
f(z) = 296/117*z^3 - 191/117*z + 1
*
[ 1/2 ] 
f(z) = 296/119*z^3 - 193/119*z + 1
*
-1 | 0.12091734734881055079749797489979548286 | 0.021236922356210021155268577049212719345
f(z) = 297/100*z^3 - 197/100*z + 1
*
-1 | 0.12949242616079952150761749926997930099 | 0.022742978244148608304837001444004506993
f(z) = 297/101*z^3 - 196/101*z + 1
*
-1 | 0.12952776390332886692720326085933337875 | 0.022749184672843860621190595441045929168
f(z) = 297/103*z^3 - 194/103*z + 1
*
-1 | 0.12098802301502953659863813718409614336 | 0.021249335245418020981921390003395325476
f(z) = 297/104*z^3 - 193/104*z + 1
*
-1 | 0.11674452626666572967480119173484258057 | 0.020504042589403446663467344091188682361
f(z) = 297/106*z^3 - 191/106*z + 1
*
[ 2/3 ] 
f(z) = 297/106*z^3 - 185/106*z + 1
*
-1 | 0.12959814318423680204232103340657404366 | 0.022761545507388271547243848979288614528
f(z) = 297/107*z^3 - 190/107*z + 1
*
-1 | 0.12963318614769936129813145514994465466 | 0.022767700163527386695002685870071699809
f(z) = 297/109*z^3 - 188/109*z + 1
*
-1 | 0.12112819662057367564429248747808155069 | 0.021273954177627504110607366254530433906
f(z) = 297/112*z^3 - 185/112*z + 1
*
-1 | 0.12970298222409308295002808205989286146 | 0.022779958568856654370260242643756065866
f(z) = 297/113*z^3 - 184/113*z + 1
*
[ 2/3 ] 
f(z) = 297/118*z^3 - 191/118*z + 1
*
-1 | 0.12954867503839778890520730887897527099 | 0.022739432895959534254305464305516107849
f(z) = 298/101*z^3 - 197/101*z + 1
*
-1 | 0.12958391115143616914940775672321413229 | 0.022745617823962180401169561446606995643
f(z) = 298/103*z^3 - 195/103*z + 1
*
-1 | 0.10927437681786642909662498183807841449 | 0.019180723833425331632188908327928297059
f(z) = 298/105*z^3 - 193/105*z + 1
*
-1 | 0.12965408878554743082064259884072800846 | 0.022757935970799245666242269725259159413
f(z) = 298/107*z^3 - 191/107*z + 1
*
-1 | 0.12968903172019719043804147682280143630 | 0.022764069437756129605973784294668092884
f(z) = 298/109*z^3 - 189/109*z + 1
*
-1 | 0.10938023993327895198218374529698992489 | 0.019199305785022804765969971867014970439
f(z) = 298/111*z^3 - 187/111*z + 1
*
-1 | 0.12975862930000830606030927226340522852 | 0.022776285768763505572036523763909025889
f(z) = 298/113*z^3 - 185/113*z + 1
*
-1 | 0.12102977559698530413462475130662832995 | 0.021231641720294314699033713345567856890
f(z) = 299/100*z^3 - 199/100*z + 1
*
-1 | 0.12960475266683015932187378805151329085 | 0.022735906600640172534629793663315074773
f(z) = 299/101*z^3 - 198/101*z + 1
*
-1 | 0.096443287328375772070720000668171842502 | 0.016918558369486718003816441264842616797
f(z) = 299/102*z^3 - 197/102*z + 1
*
-1 | 0.12963988773806239905060051812034265894 | 0.022742070168576578052382112874359996189
f(z) = 299/103*z^3 - 196/103*z + 1
*
-1 | 0.10933128651403134594340892431180270577 | 0.019179434917026973796601622292280094205
f(z) = 299/105*z^3 - 194/105*z + 1
*
-1 | 0.11685634810506447694635571236040217155 | 0.020499518432309827784287928338450831747
f(z) = 299/106*z^3 - 193/106*z + 1
*
-1 | 0.12970986488759864170746596034255321255 | 0.022754345906181085113573868920378311174
f(z) = 299/107*z^3 - 192/107*z + 1
*
-1 | 0.10760681137229491697552217721075590245 | 0.018876918960236142479015675831997488612
f(z) = 299/108*z^3 - 191/108*z + 1
*
-1 | 0.12974470836809578234393100815031355238 | 0.022760458321828840635815250395017158724
f(z) = 299/109*z^3 - 190/109*z + 1
*
-1 | 0.11692668737778000630716258093835663661 | 0.020511857695353122990364059944010719124
f(z) = 299/110*z^3 - 189/110*z + 1
*
-1 | 0.10943581764499976157275171299348190431 | 0.019197772284921704024571896570146115410
f(z) = 299/111*z^3 - 188/111*z + 1
*
-1 | 0.12123942156338864972735658752166803162 | 0.021268418852407675110749221162375697576
f(z) = 299/112*z^3 - 187/112*z + 1
*
-1 | 0.12981410858804313720793682465461403823 | 0.022772632851591982357641737285786868676
f(z) = 299/113*z^3 - 186/113*z + 1
*
-1 | 0.096651702105253639334815390985045866201 | 0.016955119520245359732896424566837099566
f(z) = 299/114*z^3 - 185/114*z + 1
*
-5/3 | 0.18489011398774452661015234727549102144 | 0.027339569592163922791024602772791223163
f(z) = 297/100*z^3 - 173/20*z + 1
*
[ 6/5 ] 
f(z) = 281/108*z^3 - 179/50*z + 1
*
[ 4/17 ] 
f(z) = 289/104*z^3 - 177/52*z + 1
*
[ -4/3 ] 
f(z) = 297/104*z^3 - 173/52*z + 1
*
[ 6/17 ] 
f(z) = 289/117*z^3 - 167/78*z + 1
*
-1 | 0.12850893308717713261455163060965345867 | 0.022806340988294956989777531473722601889
f(z) = 280/101*z^3 - 179/101*z + 1
*
[ 1/2 ] 
f(z) = 280/101*z^3 - 171/101*z + 1
*
-1 | 0.12854609372485946099792601852826721327 | 0.022812935846364090153511675202867794945
f(z) = 280/103*z^3 - 177/103*z + 1
*
[ 1/2 ] 
f(z) = 280/103*z^3 - 173/103*z + 1
*
[ 1/2 ] 
f(z) = 280/107*z^3 - 177/107*z + 1
*
-1 | 0.12862008922868804262438830361517428900 | 0.022826067748181145283977743125328080090
f(z) = 280/107*z^3 - 173/107*z + 1
*
[ 1/2 ] 
f(z) = 280/109*z^3 - 179/109*z + 1
*
-1 | 0.12856826289107985214079627153173817181 | 0.022802443342265320209715803716576465057
f(z) = 281/101*z^3 - 180/101*z + 1
*
-1 | 0.095407103263010590126094239844135874002 | 0.016921089370613207199729834850105790826
f(z) = 281/102*z^3 - 179/102*z + 1
*
-1 | 0.12860531106142803452089558129079086936 | 0.022809014083646610465507921782977835405
f(z) = 281/103*z^3 - 178/103*z + 1
*
-1 | 0.12006642190441441995142416472548185722 | 0.021294584847143364836630513054777564455
f(z) = 281/104*z^3 - 177/104*z + 1
*
-1 | 0.10829861259235529017013892757094254979 | 0.019207484974539985505395105993127679239
f(z) = 281/105*z^3 - 176/105*z + 1
*
-1 | 0.11582462171733964673204388719406831237 | 0.020542273147039546416223435109406911180
f(z) = 281/106*z^3 - 175/106*z + 1
*
-1 | 0.12867908349020535757186610498682230831 | 0.022822098118458851240097873443891899567
f(z) = 281/107*z^3 - 174/107*z + 1
*
-1 | 0.10657697243552841019317841456315691533 | 0.018902140550892666953098960401091898660
f(z) = 281/108*z^3 - 173/108*z + 1
*
-1 | 0.12866433849018381534482024768718225295 | 0.022805114808243381306822346007844619974
f(z) = 282/103*z^3 - 179/103*z + 1
*
-1 | 0.12873788919792796624270639726229718044 | 0.022818151305799857575119560127863976304
f(z) = 282/107*z^3 - 175/107*z + 1
*
-1 | 0.12872317723180168190571254404653306691 | 0.022801237805555974900294671605207961871
f(z) = 283/103*z^3 - 180/103*z + 1
*
-1 | 0.12018417709329545251249926532780147664 | 0.021288691448584493734064510919300165273
f(z) = 283/104*z^3 - 179/104*z + 1
*
-1 | 0.10841522348871348903995543799425939019 | 0.019204010852351260140745816748825375832
f(z) = 283/105*z^3 - 178/105*z + 1
*
-1 | 0.11594215585769446733374072939897802416 | 0.020537285702943370093576392313600797810
f(z) = 283/106*z^3 - 177/106*z + 1
*
-1 | 0.12879650756011400486412598638065226481 | 0.022814227092257606195523847030856580757
f(z) = 283/107*z^3 - 176/107*z + 1
*
-1 | 0.10669428673528268423425037275098115427 | 0.018899174621556275360163181624460470608
f(z) = 283/108*z^3 - 175/108*z + 1
*
[ 3/5 ] 
f(z) = 283/108*z^3 - 161/100*z + 1
*
[ 1/2 ] 
f(z) = 284/101*z^3 - 172/101*z + 1
*
[ 1/2 ] 
f(z) = 284/103*z^3 - 174/103*z + 1
*
-1 | 0.10847376492721817571201738305246967041 | 0.019202382654612247081477135232581076340
f(z) = 284/105*z^3 - 179/105*z + 1
*
[ 1/2 ] 
f(z) = 284/105*z^3 - 176/105*z + 1
*
[ 1/2 ] 
f(z) = 284/107*z^3 - 178/107*z + 1
*
-1 | 0.12885493977338899954951813716990862651 | 0.022810325262756462466108022599044053753
f(z) = 284/107*z^3 - 177/107*z + 1
*
[ 1/2 ] 
f(z) = 284/109*z^3 - 180/109*z + 1
*
-1 | 0.12889133778529989450702117022796658321 | 0.022816768558543688936249975726334634026
f(z) = 284/109*z^3 - 175/109*z + 1
*
-1 | 0.11605959620857959981114731213623156006 | 0.020532475606271490366539186881095517064
f(z) = 285/106*z^3 - 179/106*z + 1
*
-1 | 0.12891318702289530685669291298153317734 | 0.022806445605043748752225432750939744251
f(z) = 285/107*z^3 - 178/107*z + 1
*
-1 | 0.12894947705362811536320248711936904610 | 0.022812865790837201915495196482142338974
f(z) = 285/109*z^3 - 176/109*z + 1
*
-1 | 0.12897125048243915468099939866038961327 | 0.022802587909642746447900637398799236245
f(z) = 286/107*z^3 - 179/107*z + 1
*
-1 | 0.12900743317717177044980610118865138786 | 0.022808985142160551487148234454331538532
f(z) = 286/109*z^3 - 177/109*z + 1
*
-1 | 0.12902913131463532968538115228510290822 | 0.022798751969806643597853662113513263912
f(z) = 287/107*z^3 - 180/107*z + 1
*
-1 | 0.10692669487561911410904299248658201118 | 0.018893370594551344656145143703113020539
f(z) = 287/108*z^3 - 179/108*z + 1
*
-1 | 0.12906520731271979563643573642538248986 | 0.022805126404199953869283089654121127466
f(z) = 287/109*z^3 - 178/109*z + 1
*
-1 | 0.11624780013754805494400926140487585757 | 0.020540359648774894890083291878143244212
f(z) = 287/110*z^3 - 177/110*z + 1
*
[ 1/2 ] 
f(z) = 288/101*z^3 - 173/101*z + 1
*
[ 1/2 ] 
f(z) = 288/103*z^3 - 175/103*z + 1
*
[ 1/2 ] 
f(z) = 288/107*z^3 - 179/107*z + 1
*
-1 | 0.12912280060608275181837842780683569084 | 0.022801289371347159627786072282644685692
f(z) = 288/109*z^3 - 179/109*z + 1
*
-1 | 0.12918021419223185955918852804222667661 | 0.022797473840654883334010353624791317814
f(z) = 289/109*z^3 - 180/109*z + 1
*
-1 | 0.11636204955289614552018834535193638336 | 0.020535348987574744365405781237996749792
f(z) = 289/110*z^3 - 179/110*z + 1
*
[ 10/17 ] 
f(z) = 289/110*z^3 - 177/110*z + 1
*
-1 | 0.10887233911321067770543515161262953998 | 0.019213579404744334964920898910478281268
f(z) = 289/111*z^3 - 178/111*z + 1
*
-1 | 0.10892946986123904920417988037415458877 | 0.019211950187478973187991043611126740259
f(z) = 290/111*z^3 - 179/111*z + 1
*
-1 | 0.12079042995852265011106595298267446486 | 0.021290947874850123879774262833224053005
f(z) = 291/112*z^3 - 179/112*z + 1
*
[ 1/2 ] 
f(z) = 292/101*z^3 - 174/101*z + 1
*
[ 1/2 ] 
f(z) = 292/103*z^3 - 176/103*z + 1
*
[ 1/2 ] 
f(z) = 292/105*z^3 - 178/105*z + 1
*
[ 1/2 ] 
f(z) = 292/107*z^3 - 180/107*z + 1
*
[ 1/2 ] 
f(z) = 296/101*z^3 - 175/101*z + 1
*
[ 1/2 ] 
f(z) = 296/103*z^3 - 177/103*z + 1
*
[ 1/2 ] 
f(z) = 296/105*z^3 - 179/105*z + 1
*
-2 | 0.11687827593386114554606861527637544961 | 0.016531875081536117374875068873628177749
f(z) = 281/104*z^3 - 147/13*z + 1
*
-2 | 0.11702037185599365739973087994130230157 | 0.016536116490623108442802309668398663603
f(z) = 283/104*z^3 - 148/13*z + 1
*
-2 | 0.11716133800375261162831723696322748281 | 0.016540296892401696769275400993080612478
f(z) = 285/104*z^3 - 149/13*z + 1
*
-2 | 0.11730119306274878836307314304284792924 | 0.016544417751702517822463855252238385337
f(z) = 287/104*z^3 - 150/13*z + 1
*
-2 | 0.11743995523640001219073044128829006322 | 0.016548480484562780271015941079309457170
f(z) = 289/104*z^3 - 151/13*z + 1
*
-2 | 0.11757764226312183096229155112419102942 | 0.016552486460301138457182634406379837163
f(z) = 291/104*z^3 - 152/13*z + 1
*
-2 | 0.11771427143272977537332376230167864055 | 0.016556437003485275350335168079308406650
f(z) = 293/104*z^3 - 153/13*z + 1
*
-2 | 0.11784985960209750375782424008563419140 | 0.016560333395798726400468056829733577455
f(z) = 295/104*z^3 - 154/13*z + 1
*
[ 2 ] 
f(z) = 295/104*z^3 - 141/13*z + 1
*
-2 | 0.11798442321011219312860195542462332491 | 0.016564176877813017712983299231591784613
f(z) = 297/104*z^3 - 155/13*z + 1
*
[ 2 ] 
f(z) = 297/104*z^3 - 142/13*z + 1
*
[ -3/2 ] 
f(z) = 280/117*z^3 - 145/39*z + 1
*
[ -3/2 ] 
f(z) = 284/117*z^3 - 148/39*z + 1
*
[ -3/2 ] 
f(z) = 292/117*z^3 - 154/39*z + 1
*
[ -3/2 ] 
f(z) = 296/117*z^3 - 157/39*z + 1
*
[ 5/3 ] 
f(z) = 297/100*z^3 - 157/20*z + 1
*
[ 2/9 ] 
f(z) = 297/104*z^3 - 142/39*z + 1
*
[ 15/17 ] 
f(z) = 289/100*z^3 - 143/60*z + 1
*
[ 15/34 ] 
f(z) = 289/108*z^3 - 143/80*z + 1
*
[ 12/17 ] 
f(z) = 289/112*z^3 - 143/84*z + 1
*
[ 4/9 ] 
f(z) = 297/112*z^3 - 149/84*z + 1
*
[ 2 ] 
f(z) = 281/104*z^3 - 134/13*z + 1
*
[ -2 ] 
f(z) = 281/104*z^3 - 121/13*z + 1
*
[ 2 ] 
f(z) = 283/104*z^3 - 135/13*z + 1
*
[ -2 ] 
f(z) = 283/104*z^3 - 122/13*z + 1
*
[ 2 ] 
f(z) = 285/104*z^3 - 136/13*z + 1
*
[ -2 ] 
f(z) = 285/104*z^3 - 123/13*z + 1
*
[ 2 ] 
f(z) = 287/104*z^3 - 137/13*z + 1
*
[ -2 ] 
f(z) = 287/104*z^3 - 124/13*z + 1
*
[ 2 ] 
f(z) = 289/104*z^3 - 138/13*z + 1
*
[ -2 ] 
f(z) = 289/104*z^3 - 125/13*z + 1
*
[ 2 ] 
f(z) = 291/104*z^3 - 139/13*z + 1
*
[ -2 ] 
f(z) = 291/104*z^3 - 126/13*z + 1
*
[ 2 ] 
f(z) = 293/104*z^3 - 140/13*z + 1
*
[ -2 ] 
f(z) = 293/104*z^3 - 127/13*z + 1
*
[ -2 ] 
f(z) = 295/104*z^3 - 128/13*z + 1
*
[ -2 ] 
f(z) = 297/104*z^3 - 129/13*z + 1
*
[ 24/17 ] 
f(z) = 289/108*z^3 - 121/24*z + 1
*
22/17 | 0.16785299095520425731277090763140423128 | 0.026679034630618054612105935693713221170
f(z) = 289/112*z^3 - 135/28*z + 1
*
[ -5/3 ] 
f(z) = 297/100*z^3 - 133/20*z + 1
*
-4/3 | 0.13230937064255256297395887729951961657 | 0.020932482331760546547128600790036239096
f(z) = 297/112*z^3 - 139/28*z + 1
*
[ 4/3 ] 
f(z) = 297/112*z^3 - 125/28*z + 1
*
[ 6/23 ] 
f(z) = 299/108*z^3 - 139/46*z + 1
*
[ 12/13 ] 
f(z) = 299/108*z^3 - 127/52*z + 1
*
[ 3/4 ] 
f(z) = 280/117*z^3 - 131/78*z + 1
*
[ 2/5 ] 
f(z) = 285/104*z^3 - 126/65*z + 1
*
[ 15/17 ] 
f(z) = 289/108*z^3 - 133/60*z + 1
*
[ 2/5 ] 
f(z) = 295/104*z^3 - 127/65*z + 1
*
[ 3/4 ] 
f(z) = 296/117*z^3 - 137/78*z + 1
*
[ 6/13 ] 
f(z) = 299/108*z^3 - 137/78*z + 1
*
[ 3/4 ] 
f(z) = 299/108*z^3 - 121/64*z + 1
*
[ 2/3 ] 
f(z) = 285/112*z^3 - 137/84*z + 1
*
[ 2/3 ] 
f(z) = 291/112*z^3 - 139/84*z + 1
*
-57/34 | 0.20156803445660905152545867199743884247 | 0.025068253372010065797429334437266134008
f(z) = 289/108*z^3 - 115/16*z + 1
*
[ 21/17 ] 
f(z) = 289/108*z^3 - 109/28*z + 1
*
[ 6/5 ] 
f(z) = 295/108*z^3 - 113/30*z + 1
*
[ 10/9 ] 
f(z) = 297/100*z^3 - 107/30*z + 1
*
-4/3 | 0.17217462221043794282561464680153009374 | 0.028244681330156347168344673709672178926
f(z) = 297/112*z^3 - 111/28*z + 1
*
3/34 | 0.20877416920900486760961450984592584856 | 0.029601932041779760526017914310045753256
f(z) = 289/108*z^3 - 113/48*z + 1
*
[ -6/5 ] 
f(z) = 289/108*z^3 - 101/50*z + 1
*
[ 3/4 ] 
f(z) = 281/108*z^3 - 115/64*z + 1
*
[ 3/4 ] 
f(z) = 287/108*z^3 - 117/64*z + 1
*
[ 10/17 ] 
f(z) = 289/104*z^3 - 108/65*z + 1
*
[ 3/4 ] 
f(z) = 293/108*z^3 - 119/64*z + 1
*
[ 5/9 ] 
f(z) = 297/100*z^3 - 103/60*z + 1
*
[ 3 ] 
f(z) = 281/108*z^3 - 91/4*z + 1
*
[ -3 ] 
f(z) = 283/108*z^3 - 89/4*z + 1
*
[ 3/2 ] 
f(z) = 283/108*z^3 - 89/16*z + 1
*
[ 3 ] 
f(z) = 287/108*z^3 - 93/4*z + 1
*
[ 2/17 ] 
f(z) = 289/104*z^3 - 98/13*z + 1
*
[ 3 ] 
f(z) = 293/108*z^3 - 95/4*z + 1
*
[ -3 ] 
f(z) = 295/108*z^3 - 93/4*z + 1
*
[ 3/2 ] 
f(z) = 295/108*z^3 - 93/16*z + 1
*
[ 3 ] 
f(z) = 299/108*z^3 - 97/4*z + 1
*
[ 6/17 ] 
f(z) = 289/104*z^3 - 85/39*z + 1
*
[ 4/17 ] 
f(z) = 289/112*z^3 - 95/28*z + 1
*
-21/17 | 0.16956709424944805341527701598334208949 | 0.029924872160647909080580153000809453338
f(z) = 289/117*z^3 - 82/39*z + 1
*
[ -4/3 ] 
f(z) = 297/112*z^3 - 83/28*z + 1
*
[ -6/5 ] 
f(z) = 283/108*z^3 - 97/50*z + 1
*
[ 6/7 ] 
f(z) = 287/108*z^3 - 89/42*z + 1
*
[ 8/17 ] 
f(z) = 289/112*z^3 - 95/56*z + 1
*
[ 2/3 ] 
f(z) = 297/100*z^3 - 91/50*z + 1
*
[ 2/3 ] 
f(z) = 297/116*z^3 - 95/58*z + 1
*
[ -3/2 ] 
f(z) = 281/108*z^3 - 67/16*z + 1
*
[ -3/2 ] 
f(z) = 287/108*z^3 - 69/16*z + 1
*
[ 26/17 ] 
f(z) = 289/104*z^3 - 80/13*z + 1
*
[ -26/17 ] 
f(z) = 289/104*z^3 - 63/13*z + 1
*
[ 30/17 ] 
f(z) = 289/108*z^3 - 79/10*z + 1
*
24/17 | 0.15615067611864236995709993265186026928 | 0.024507248693512608005395338884151728124
f(z) = 289/108*z^3 - 65/12*z + 1
*
[ -3/2 ] 
f(z) = 293/108*z^3 - 71/16*z + 1
*
[ -3/2 ] 
f(z) = 299/108*z^3 - 73/16*z + 1
*
[ 2/3 ] 
f(z) = 285/104*z^3 - 67/39*z + 1
*
3/7 | 0.20080823094899098914750540991983188163 | 0.026197100084892498461939332999883010804
f(z) = 287/108*z^3 - 79/28*z + 1
*
[ 20/17 ] 
f(z) = 289/100*z^3 - 77/20*z + 1
*
[ 2/3 ] 
f(z) = 291/104*z^3 - 68/39*z + 1
*
[ -1 ]
f(z) = 282/101*z^3 - 80/101*z + 1
*
[ 18/17 ] 
f(z) = 289/108*z^3 - 53/18*z + 1
*
6/17 | 0.15161051802907633635064900965389005935 | 0.022354205952454455556588866123286778925
f(z) = 289/108*z^3 - 49/6*z + 1
*
15/17 | 0.14701155950493049223470429212762806239 | 0.024871699765403485976505303087380728066
f(z) = 289/108*z^3 - 41/12*z + 1
*
[ 3/7 ] 
f(z) = 287/108*z^3 - 51/28*z + 1
*
[ 5/17 ] 
f(z) = 289/100*z^3 - 53/20*z + 1
*
[ -20/17 ] 
f(z) = 289/100*z^3 - 43/20*z + 1
*
[ 9/17 ] 
f(z) = 289/108*z^3 - 59/36*z + 1
*
[ 14/17 ] 
f(z) = 289/112*z^3 - 55/28*z + 1
*
6/17 | 0.15803663713894939654766753469326388700 | 0.027889999436592669043756557495714920409
f(z) = 289/112*z^3 - 51/28*z + 1
*
[ -10/9 ] 
f(z) = 297/100*z^3 - 53/30*z + 1
*
[ 2/3 ] 
f(z) = 297/112*z^3 - 47/28*z + 1
*
15/34 | 0.19165942071085711287966719530755893310 | 0.027175244756308478873571932448807191840
f(z) = 289/108*z^3 - 35/16*z + 1
*
[ -24/17 ] 
f(z) = 289/108*z^3 - 29/8*z + 1
*
[ -6/5 ] 
f(z) = 295/108*z^3 - 21/10*z + 1
*
[ 2/3 ] 
f(z) = 297/104*z^3 - 23/13*z + 1
*
[ 3/5 ] 
f(z) = 295/108*z^3 - 33/20*z + 1
*
[ 10/17 ] 
f(z) = 289/100*z^3 - 17/10*z + 1
*
[ -18/17 ]
f(z) = 289/108*z^3 - 19/18*z + 1
*
[ 6/17 ] 
f(z) = 289/108*z^3 - 13/6*z + 1
*
[ -10/17 ]
f(z) = 289/100*z^3 + 17/10*z + 1
*
[ -6/17 ]
f(z) = 289/108*z^3 + 7/2*z + 1
*
[ -12/17 ]
f(z) = 289/108*z^3 + 13/12*z + 1
*
[ 5 ] 
f(z) = 286/125*z^3 - 282/5*z + 1
*
[ 5 ] 
f(z) = 287/125*z^3 - 283/5*z + 1
*
[ -5 ] 
f(z) = 287/125*z^3 - 281/5*z + 1
*
[ 4 ] 
f(z) = 287/128*z^3 - 281/8*z + 1
*
[ 5 ] 
f(z) = 288/125*z^3 - 284/5*z + 1
*
[ -5 ] 
f(z) = 288/125*z^3 - 282/5*z + 1
*
[ -5 ] 
f(z) = 289/125*z^3 - 283/5*z + 1
*
[ 4 ] 
f(z) = 289/128*z^3 - 283/8*z + 1
*
[ 5 ] 
f(z) = 291/125*z^3 - 287/5*z + 1
*
[ 4 ] 
f(z) = 291/128*z^3 - 285/8*z + 1
*
[ -4 ] 
f(z) = 291/128*z^3 - 281/8*z + 1
*
[ 5 ] 
f(z) = 292/125*z^3 - 288/5*z + 1
*
[ -5 ] 
f(z) = 292/125*z^3 - 286/5*z + 1
*
[ 5 ] 
f(z) = 293/125*z^3 - 289/5*z + 1
*
[ -5 ] 
f(z) = 293/125*z^3 - 287/5*z + 1
*
[ 4 ] 
f(z) = 293/128*z^3 - 287/8*z + 1
*
[ -4 ] 
f(z) = 293/128*z^3 - 283/8*z + 1
*
[ 3 ] 
f(z) = 293/135*z^3 - 283/15*z + 1
*
[ -5 ] 
f(z) = 294/125*z^3 - 288/5*z + 1
*
[ 4 ] 
f(z) = 295/128*z^3 - 289/8*z + 1
*
[ -4 ] 
f(z) = 295/128*z^3 - 285/8*z + 1
*
[ 5 ] 
f(z) = 296/125*z^3 - 292/5*z + 1
*
[ 3 ] 
f(z) = 296/135*z^3 - 286/15*z + 1
*
[ 5 ] 
f(z) = 297/125*z^3 - 293/5*z + 1
*
[ -5 ] 
f(z) = 297/125*z^3 - 291/5*z + 1
*
[ 4 ] 
f(z) = 297/128*z^3 - 291/8*z + 1
*
[ -4 ] 
f(z) = 297/128*z^3 - 287/8*z + 1
*
[ 5 ] 
f(z) = 298/125*z^3 - 294/5*z + 1
*
[ -5 ] 
f(z) = 298/125*z^3 - 292/5*z + 1
*
[ -5 ] 
f(z) = 299/125*z^3 - 293/5*z + 1
*
[ 4 ] 
f(z) = 299/128*z^3 - 293/8*z + 1
*
[ -4 ] 
f(z) = 299/128*z^3 - 289/8*z + 1
*
[ 3 ] 
f(z) = 299/135*z^3 - 289/15*z + 1
*
-2 | 0.11649412556906565728887956804541194304 | 0.016453910952217389388975060775187344373
f(z) = 281/128*z^3 - 297/32*z + 1
*
-2 | 0.11664119374954076177194304693389971100 | 0.016459081008418327215063488389752496375
f(z) = 283/128*z^3 - 299/32*z + 1
*
[ 33/17 ] 
f(z) = 289/121*z^3 - 281/33*z + 1
*
[ -35/17 ] 
f(z) = 289/125*z^3 - 291/35*z + 1
*
[ 5/2 ] 
f(z) = 293/125*z^3 - 281/20*z + 1
*
20/9 | 0.25057019862521390118439925673498976813 | 0.029790974324740639901682449947322304044
f(z) = 297/128*z^3 - 281/24*z + 1
*
[ 2 ] 
f(z) = 297/128*z^3 - 281/32*z + 1
*
[ 5/2 ] 
f(z) = 299/125*z^3 - 287/20*z + 1
*
[ 2 ] 
f(z) = 299/128*z^3 - 283/32*z + 1
*
-85/48 | 0.18822442202696004357105387028530217640 | 0.021118893907842737443220080474349429880
f(z) = 288/125*z^3 - 297/40*z + 1
*
[ 5/36 ] 
f(z) = 288/125*z^3 - 281/45*z + 1
*
[ -25/14 ] 
f(z) = 294/125*z^3 - 297/50*z + 1
*
[ 5/3 ] 
f(z) = 299/125*z^3 - 281/45*z + 1
*
3/13 | 0.24394196290530696423302875278877300477 | 0.027218789252549229907781353507463205814
f(z) = 286/135*z^3 - 289/65*z + 1
*
12/17 | 0.25328040190451169135075757159454223424 | 0.029940124520817934675092148851452547442
f(z) = 289/128*z^3 - 295/72*z + 1
*
22/17 | 0.17130538090825741280876554497587431768 | 0.026793297772837111963705642434957571512
f(z) = 289/132*z^3 - 299/66*z + 1
*
22/17 | 0.13459228204039300681466616645990787409 | 0.021118080762322094081677786344723448819
f(z) = 289/132*z^3 - 293/66*z + 1
*
20/21 | 0.15907193357394205445260262190644889677 | 0.017959556734813723655534283198608432408
f(z) = 294/125*z^3 - 281/60*z + 1
*
[ 5/24 ] 
f(z) = 296/125*z^3 - 281/72*z + 1
*
[ 4/3 ] 
f(z) = 299/128*z^3 - 281/72*z + 1
*
[ -10/7 ] 
f(z) = 281/125*z^3 - 283/98*z + 1
*
[ -10/7 ] 
f(z) = 286/125*z^3 - 291/98*z + 1
*
[ 15/68 ] 
f(z) = 289/135*z^3 - 291/80*z + 1
*
[ -10/7 ] 
f(z) = 291/125*z^3 - 299/98*z + 1
*
[ 5/4 ] 
f(z) = 297/125*z^3 - 281/80*z + 1
*
[ 8/33 ] 
f(z) = 297/128*z^3 - 287/88*z + 1
*
[ 5/4 ] 
f(z) = 299/125*z^3 - 283/80*z + 1
*
[ 2/7 ] 
f(z) = 287/120*z^3 - 283/105*z + 1
*
3/7 | 0.22907362442176597830216429507571306296 | 0.029169401822066978071954243857848661450
f(z) = 287/135*z^3 - 286/105*z + 1
*
[ 1/3 ] 
f(z) = 288/125*z^3 - 282/125*z + 1
*
[ 1/3 ] 
f(z) = 288/127*z^3 - 286/127*z + 1
*
[ 1/3 ] 
f(z) = 288/131*z^3 - 294/131*z + 1
*
[ 1/3 ] 
f(z) = 288/133*z^3 - 298/133*z + 1
*
[ 1/3 ] 
f(z) = 297/124*z^3 - 281/124*z + 1
*
[ 1/3 ] 
f(z) = 297/125*z^3 - 283/125*z + 1
*
[ 1/3 ] 
f(z) = 297/127*z^3 - 287/127*z + 1
*
[ 1/3 ] 
f(z) = 297/128*z^3 - 289/128*z + 1
*
[ 1/3 ] 
f(z) = 297/130*z^3 - 293/130*z + 1
*
[ 1/3 ] 
f(z) = 297/131*z^3 - 295/131*z + 1
*
[ 1/3 ] 
f(z) = 297/133*z^3 - 299/133*z + 1
*
[ 11/28 ] 
f(z) = 280/121*z^3 - 293/154*z + 1
*
[ 5/14 ] 
f(z) = 287/125*z^3 - 293/140*z + 1
*
[ 2/5 ] 
f(z) = 285/128*z^3 - 297/160*z + 1
*
12/17 | 0.15889575451965738780948992180396340498 | 0.022529709230021642834380437328110261306
f(z) = 289/126*z^3 - 283/168*z + 1
*
[ 2/5 ] 
f(z) = 295/128*z^3 - 299/160*z + 1
*
[ 16/33 ] 
f(z) = 297/128*z^3 - 283/176*z + 1
*
[ 2/3 ] 
f(z) = 285/124*z^3 - 283/186*z + 1
*
[ 2/3 ] 
f(z) = 291/124*z^3 - 287/186*z + 1
*
[ 5 ] 
f(z) = 281/125*z^3 - 277/5*z + 1
*
[ 4 ] 
f(z) = 281/128*z^3 - 275/8*z + 1
*
[ -4 ] 
f(z) = 281/128*z^3 - 271/8*z + 1
*
[ 3 ] 
f(z) = 281/135*z^3 - 271/15*z + 1
*
[ 5 ] 
f(z) = 282/125*z^3 - 278/5*z + 1
*
[ -5 ] 
f(z) = 282/125*z^3 - 276/5*z + 1
*
[ 5 ] 
f(z) = 283/125*z^3 - 279/5*z + 1
*
[ -5 ] 
f(z) = 283/125*z^3 - 277/5*z + 1
*
[ 4 ] 
f(z) = 283/128*z^3 - 277/8*z + 1
*
[ -4 ] 
f(z) = 283/128*z^3 - 273/8*z + 1
*
[ -3 ] 
f(z) = 283/135*z^3 - 263/15*z + 1
*
[ -5 ] 
f(z) = 284/125*z^3 - 278/5*z + 1
*
[ 3 ] 
f(z) = 284/135*z^3 - 274/15*z + 1
*
[ 4 ] 
f(z) = 285/128*z^3 - 279/8*z + 1
*
[ -4 ] 
f(z) = 285/128*z^3 - 275/8*z + 1
*
[ -3 ] 
f(z) = 286/135*z^3 - 266/15*z + 1
*
[ -4 ] 
f(z) = 287/128*z^3 - 277/8*z + 1
*
[ 3 ] 
f(z) = 287/135*z^3 - 277/15*z + 1
*
[ -4 ] 
f(z) = 289/128*z^3 - 279/8*z + 1
*
[ -3 ] 
f(z) = 289/135*z^3 - 269/15*z + 1
*
[ -3 ] 
f(z) = 292/135*z^3 - 272/15*z + 1
*
-20/7 | 0.26124230962918071077733189126447322212 | 0.029640860590417132605118570698048284852
f(z) = 294/125*z^3 - 269/15*z + 1
*
[ -3 ] 
f(z) = 298/135*z^3 - 278/15*z + 1
*
[ 5/2 ] 
f(z) = 281/125*z^3 - 269/20*z + 1
*
[ 2 ] 
f(z) = 281/128*z^3 - 265/32*z + 1
*
[ 5/2 ] 
f(z) = 283/125*z^3 - 271/20*z + 1
*
[ 2 ] 
f(z) = 283/128*z^3 - 267/32*z + 1
*
[ 2 ] 
f(z) = 285/128*z^3 - 269/32*z + 1
*
[ 2 ] 
f(z) = 287/128*z^3 - 271/32*z + 1
*
[ 5/2 ] 
f(z) = 289/125*z^3 - 277/20*z + 1
*
[ -5/2 ] 
f(z) = 289/125*z^3 - 261/20*z + 1
*
-32/17 | 0.17501178319618518603088401901568141941 | 0.025043136208227050373325378442631898649
f(z) = 289/128*z^3 - 271/32*z + 1
*
[ 5/2 ] 
f(z) = 291/125*z^3 - 279/20*z + 1
*
[ -5/2 ] 
f(z) = 291/125*z^3 - 263/20*z + 1
*
[ 2 ] 
f(z) = 291/128*z^3 - 275/32*z + 1
*
[ 2 ] 
f(z) = 293/128*z^3 - 277/32*z + 1
*
-15/7 | 0.29142228163335098557453286902143163688 | 0.027881079813162911655655403431122442036
f(z) = 294/125*z^3 - 277/27*z + 1
*
[ 2 ] 
f(z) = 295/128*z^3 - 279/32*z + 1
*
[ -5/2 ] 
f(z) = 297/125*z^3 - 269/20*z + 1
*
[ -5/2 ] 
f(z) = 299/125*z^3 - 271/20*z + 1
*
[ 5/3 ] 
f(z) = 281/125*z^3 - 263/45*z + 1
*
[ 5/3 ] 
f(z) = 284/125*z^3 - 266/45*z + 1
*
[ 5/3 ] 
f(z) = 286/125*z^3 - 268/45*z + 1
*
[ 5/3 ] 
f(z) = 287/125*z^3 - 269/45*z + 1
*
[ 5/3 ] 
f(z) = 289/125*z^3 - 271/45*z + 1
*
[ 5/3 ] 
f(z) = 292/125*z^3 - 274/45*z + 1
*
[ 5/3 ] 
f(z) = 296/125*z^3 - 278/45*z + 1
*
[ -16/9 ] 
f(z) = 297/128*z^3 - 277/48*z + 1
*
[ 4/3 ] 
f(z) = 281/128*z^3 - 263/72*z + 1
*
[ 4/3 ] 
f(z) = 283/128*z^3 - 265/72*z + 1
*
[ 3/2 ] 
f(z) = 283/135*z^3 - 263/60*z + 1
*
[ 4/3 ] 
f(z) = 287/128*z^3 - 269/72*z + 1
*
-24/17 | 0.18158574054571133089179788374504368147 | 0.021740758508819010687611393952882488051
f(z) = 289/128*z^3 - 265/72*z + 1
*
[ 3/2 ] 
f(z) = 289/135*z^3 - 269/60*z + 1
*
[ 4/3 ] 
f(z) = 293/128*z^3 - 275/72*z + 1
*
[ 4/3 ] 
f(z) = 295/128*z^3 - 277/72*z + 1
*
[ 5/4 ] 
f(z) = 283/125*z^3 - 267/80*z + 1
*
[ 5/4 ] 
f(z) = 287/125*z^3 - 271/80*z + 1
*
[ 5/4 ] 
f(z) = 293/125*z^3 - 277/80*z + 1
*
6/11 | 0.23744231805474181280529760162981339237 | 0.026685041644424237709858041476417326452
f(z) = 286/135*z^3 - 271/110*z + 1
*
[ 10/33 ] 
f(z) = 297/125*z^3 - 277/110*z + 1
*
[ 1/3 ] 
f(z) = 288/121*z^3 - 274/121*z + 1
*
[ 1/3 ] 
f(z) = 297/122*z^3 - 277/122*z + 1
*
[ 8/19 ] 
f(z) = 285/128*z^3 - 269/152*z + 1
*
[ 11/13 ] 
f(z) = 299/121*z^3 - 279/143*z + 1
*
[ 11/15 ] 
f(z) = 285/121*z^3 - 269/165*z + 1
*
[ 10/3 ] 
f(z) = 288/125*z^3 - 249/10*z + 1
*
[ -10/3 ] 
f(z) = 288/125*z^3 - 243/10*z + 1
*
[ 10/3 ] 
f(z) = 297/125*z^3 - 257/10*z + 1
*
[ -10/3 ] 
f(z) = 297/125*z^3 - 251/10*z + 1
*
[ -5/2 ] 
f(z) = 281/125*z^3 - 253/20*z + 1
*
[ -5/2 ] 
f(z) = 287/125*z^3 - 259/20*z + 1
*
[ -33/17 ] 
f(z) = 289/121*z^3 - 247/33*z + 1
*
[ -2 ] 
f(z) = 291/128*z^3 - 243/32*z + 1
*
[ -2 ] 
f(z) = 293/128*z^3 - 245/32*z + 1
*
[ -2 ] 
f(z) = 295/128*z^3 - 247/32*z + 1
*
[ -2 ] 
f(z) = 297/128*z^3 - 249/32*z + 1
*
[ -2 ] 
f(z) = 299/128*z^3 - 251/32*z + 1
*
-8/5 | 0.21741282585266381747850643585322586085 | 0.026303172950388144711905913547075879162
f(z) = 285/128*z^3 - 243/40*z + 1
*
[ -28/17 ] 
f(z) = 289/128*z^3 - 253/56*z + 1
*
24/17 | 0.18118079957503030077110759926271596305 | 0.020557681008807842954483996969614216154
f(z) = 289/135*z^3 - 249/40*z + 1
*
-8/5 | 0.24286024782150562000129656287767670640 | 0.029267176248590174200699455323720296400
f(z) = 295/128*z^3 - 251/40*z + 1
*
[ -15/8 ] 
f(z) = 296/135*z^3 - 247/40*z + 1
*
-22/17 | 0.17527294527796242356665486712722027922 | 0.028078608826431013686942845655248241666
f(z) = 289/132*z^3 - 257/66*z + 1
*
-10/7 | 0.24098961167714880166832700521707567487 | 0.027559532375920309703140993893312576158
f(z) = 294/125*z^3 - 251/60*z + 1
*
[ 4/3 ] 
f(z) = 297/136*z^3 - 247/68*z + 1
*
[ 11/36 ] 
f(z) = 288/121*z^3 - 247/99*z + 1
*
[ 55/48 ] 
f(z) = 288/125*z^3 - 255/88*z + 1
*
[ 10/9 ] 
f(z) = 288/125*z^3 - 247/90*z + 1
*
[ 55/51 ] 
f(z) = 289/125*z^3 - 259/99*z + 1
*
15/68 | 0.26182084728303987787413566959208815021 | 0.029789950693212189858507563512307251713
f(z) = 289/135*z^3 - 243/80*z + 1
*
[ -11/8 ] 
f(z) = 296/121*z^3 - 255/88*z + 1
*
-4/33 | 0.19973152011291606519530117617883945816 | 0.024140103356456190676435728114229971012
f(z) = 297/128*z^3 - 245/88*z + 1
*
[ 4/13 ] 
f(z) = 299/128*z^3 - 257/104*z + 1
*
4/5 | 0.15359454547016214288678191214661319262 | 0.018371367978052339310256343296324347115
f(z) = 285/128*z^3 - 241/120*z + 1
*
[ 15/41 ] 
f(z) = 287/125*z^3 - 251/123*z + 1
*
[ 15/16 ] 
f(z) = 288/125*z^3 - 251/120*z + 1
*
5/22 | 0.23974436660081493521995836226268246127 | 0.022667573820428662973728022993249942077
f(z) = 297/125*z^3 - 245/132*z + 1
*
[ 5/12 ] 
f(z) = 287/125*z^3 - 259/144*z + 1
*
[ 21/34 ] 
f(z) = 289/126*z^3 - 251/168*z + 1
*
[ 5/8 ] 
f(z) = 294/125*z^3 - 243/160*z + 1
*
[ -2 ] 
f(z) = 281/128*z^3 - 233/32*z + 1
*
5/3 | 0.24744406986661712253781539343835869090 | 0.028715674080941692396514837359280927607
f(z) = 282/125*z^3 - 221/30*z + 1
*
[ -2 ] 
f(z) = 283/128*z^3 - 235/32*z + 1
*
[ -2 ] 
f(z) = 285/128*z^3 - 237/32*z + 1
*
[ -2 ] 
f(z) = 287/128*z^3 - 239/32*z + 1
*
[ 25/12 ] 
f(z) = 288/125*z^3 - 237/25*z + 1
*
[ 15/8 ] 
f(z) = 288/125*z^3 - 229/30*z + 1
*
[ 5/42 ] 
f(z) = 294/125*z^3 - 223/30*z + 1
*
[ 5/28 ] 
f(z) = 288/125*z^3 - 229/49*z + 1
*
[ -5/3 ] 
f(z) = 293/125*z^3 - 221/45*z + 1
*
[ 8/5 ] 
f(z) = 295/128*z^3 - 221/40*z + 1
*
[ -5/3 ] 
f(z) = 296/125*z^3 - 224/45*z + 1
*
[ -5/3 ] 
f(z) = 298/125*z^3 - 226/45*z + 1
*
[ -5/3 ] 
f(z) = 299/125*z^3 - 227/45*z + 1
*
[ 5/26 ] 
f(z) = 299/125*z^3 - 223/52*z + 1
*
[ 3/13 ] 
f(z) = 286/135*z^3 - 224/65*z + 1
*
[ 22/17 ] 
f(z) = 289/132*z^3 - 227/66*z + 1
*
-3/34 | 0.19450207994260111345528573069057730444 | 0.025607921334585127728753108198683293522
f(z) = 289/135*z^3 - 221/60*z + 1
*
[ 25/21 ] 
f(z) = 294/125*z^3 - 238/75*z + 1
*
20/21 | 0.20412116839636358370611088964584756518 | 0.023688088172210300457470692878876526204
f(z) = 294/125*z^3 - 221/60*z + 1
*
[ -11/8 ] 
f(z) = 280/121*z^3 - 233/88*z + 1
*
[ 10/11 ] 
f(z) = 297/125*z^3 - 227/110*z + 1
*
[ 7/17 ] 
f(z) = 289/126*z^3 - 229/126*z + 1
*
[ 14/17 ] 
f(z) = 289/126*z^3 - 223/126*z + 1
*
11/17 | 0.15033218285978580413098626317507327098 | 0.026530332277159241975232462106139791984
f(z) = 289/132*z^3 - 229/132*z + 1
*
[ 7/17 ] 
f(z) = 289/133*z^3 - 239/133*z + 1
*
[ 10/13 ] 
f(z) = 299/125*z^3 - 223/130*z + 1
*
[ 2/3 ] 
f(z) = 293/136*z^3 - 223/153*z + 1
*
[ 25/42 ] 
f(z) = 294/125*z^3 - 227/150*z + 1
*
[ 2/3 ] 
f(z) = 295/136*z^3 - 224/153*z + 1
*
[ 2/3 ] 
f(z) = 299/136*z^3 - 226/153*z + 1
*
[ 5/8 ] 
f(z) = 282/125*z^3 - 237/160*z + 1
*
[ 5/8 ] 
f(z) = 286/125*z^3 - 239/160*z + 1
*
[ 10/17 ] 
f(z) = 289/128*z^3 - 237/160*z + 1
*
[ -25/12 ] 
f(z) = 288/125*z^3 - 213/25*z + 1
*
[ 30/17 ] 
f(z) = 289/125*z^3 - 203/30*z + 1
*
[ -32/17 ] 
f(z) = 289/128*z^3 - 207/32*z + 1
*
[ 3/34 ] 
f(z) = 289/135*z^3 - 207/20*z + 1
*
[ -5/3 ] 
f(z) = 281/125*z^3 - 209/45*z + 1
*
[ -5/3 ] 
f(z) = 283/125*z^3 - 211/45*z + 1
*
[ -5/3 ] 
f(z) = 284/125*z^3 - 212/45*z + 1
*
[ 8/5 ] 
f(z) = 285/128*z^3 - 213/40*z + 1
*
[ -5/3 ] 
f(z) = 286/125*z^3 - 214/45*z + 1
*
[ 15/11 ] 
f(z) = 286/135*z^3 - 202/55*z + 1
*
18/17 | 0.19102915764998817913381979894805130584 | 0.029465678615833938107649984058917793801
f(z) = 289/135*z^3 - 218/45*z + 1
*
[ -10/7 ] 
f(z) = 287/125*z^3 - 209/70*z + 1
*
-20/17 | 0.16926017439516693853610777095350394345 | 0.028044187740026266385650695613316435478
f(z) = 289/120*z^3 - 209/60*z + 1
*
[ 4/17 ] 
f(z) = 289/120*z^3 - 203/60*z + 1
*
8/51 | 0.17350572344792668638202284574455084210 | 0.021356004479967644391751677844427227399
f(z) = 289/128*z^3 - 211/72*z + 1
*
6/17 | 0.15427918648081031549970158989972322942 | 0.025644141664767577545974208971834655079
f(z) = 289/132*z^3 - 205/66*z + 1
*
[ 5/14 ] 
f(z) = 286/125*z^3 - 205/98*z + 1
*
[ 6/17 ] 
f(z) = 289/128*z^3 - 203/96*z + 1
*
[ 18/17 ] 
f(z) = 289/135*z^3 - 211/90*z + 1
*
[ 10/11 ] 
f(z) = 286/125*z^3 - 219/110*z + 1
*
[ 6/7 ] 
f(z) = 287/120*z^3 - 202/105*z + 1
*
[ 15/37 ] 
f(z) = 296/125*z^3 - 206/111*z + 1
*
[ 1/2 ] 
f(z) = 280/131*z^3 - 201/131*z + 1
*
[ 1/2 ] 
f(z) = 280/137*z^3 - 207/137*z + 1
*
[ 1/2 ] 
f(z) = 280/139*z^3 - 209/139*z + 1
*
[ 2/3 ] 
f(z) = 281/120*z^3 - 208/135*z + 1
*
[ 5/9 ] 
f(z) = 282/125*z^3 - 202/135*z + 1
*
[ 2/3 ] 
f(z) = 283/120*z^3 - 209/135*z + 1
*
[ 5/11 ] 
f(z) = 284/125*z^3 - 202/121*z + 1
*
[ 1/2 ] 
f(z) = 284/131*z^3 - 202/131*z + 1
*
[ 1/2 ] 
f(z) = 284/133*z^3 - 204/133*z + 1
*
[ 1/2 ] 
f(z) = 284/135*z^3 - 206/135*z + 1
*
[ 1/2 ] 
f(z) = 284/137*z^3 - 208/137*z + 1
*
[ 1/2 ] 
f(z) = 284/139*z^3 - 210/139*z + 1
*
[ 2/3 ] 
f(z) = 287/120*z^3 - 211/135*z + 1
*
[ 1/2 ] 
f(z) = 288/131*z^3 - 203/131*z + 1
*
[ 1/2 ] 
f(z) = 288/133*z^3 - 205/133*z + 1
*
[ 1/2 ] 
f(z) = 288/137*z^3 - 209/137*z + 1
*
[ 1/2 ] 
f(z) = 288/139*z^3 - 211/139*z + 1
*
[ 2/3 ] 
f(z) = 289/120*z^3 - 212/135*z + 1
*
[ 5/11 ] 
f(z) = 289/125*z^3 - 203/121*z + 1
*
-18/17 | 0.14950281604230949447789202371156386541 | 0.026383967228579996416931695529402103647
f(z) = 289/126*z^3 - 205/126*z + 1
*
[ 13/17 ] 
f(z) = 289/130*z^3 - 209/130*z + 1
*
[ 1/2 ] 
f(z) = 292/129*z^3 - 202/129*z + 1
*
[ 1/2 ] 
f(z) = 292/131*z^3 - 204/131*z + 1
*
[ 1/2 ] 
f(z) = 292/133*z^3 - 206/133*z + 1
*
[ 1/2 ] 
f(z) = 292/135*z^3 - 208/135*z + 1
*
[ 1/2 ] 
f(z) = 292/137*z^3 - 210/137*z + 1
*
[ 1/2 ] 
f(z) = 292/139*z^3 - 212/139*z + 1
*
[ 2/3 ] 
f(z) = 293/120*z^3 - 214/135*z + 1
*
[ 5/12 ] 
f(z) = 294/125*z^3 - 217/120*z + 1
*
[ 5/9 ] 
f(z) = 294/125*z^3 - 206/135*z + 1
*
[ 5/11 ] 
f(z) = 294/125*z^3 - 204/121*z + 1
*
[ 1/2 ] 
f(z) = 296/127*z^3 - 201/127*z + 1
*
[ 1/2 ] 
f(z) = 296/129*z^3 - 203/129*z + 1
*
[ 1/2 ] 
f(z) = 296/131*z^3 - 205/131*z + 1
*
[ 1/2 ] 
f(z) = 296/133*z^3 - 207/133*z + 1
*
[ 1/2 ] 
f(z) = 296/135*z^3 - 209/135*z + 1
*
[ 1/2 ] 
f(z) = 296/137*z^3 - 211/137*z + 1
*
[ 1/2 ] 
f(z) = 296/139*z^3 - 213/139*z + 1
*
[ 2/3 ] 
f(z) = 299/120*z^3 - 217/135*z + 1
*
[ 5/11 ] 
f(z) = 299/125*z^3 - 205/121*z + 1
*
[ 6/13 ] 
f(z) = 299/135*z^3 - 213/130*z + 1
*
[ 2/3 ] 
f(z) = 281/136*z^3 - 217/153*z + 1
*
[ 2/3 ] 
f(z) = 283/136*z^3 - 218/153*z + 1
*
[ 2/3 ] 
f(z) = 287/136*z^3 - 220/153*z + 1
*
[ 21/34 ] 
f(z) = 289/135*z^3 - 201/140*z + 1
*
[ 11/4 ] 
f(z) = 288/121*z^3 - 191/11*z + 1
*
[ -11/4 ] 
f(z) = 288/121*z^3 - 183/11*z + 1
*
5/24 | 0.21177944990956672501943616894461775006 | 0.025031189064488885467495883698662326972
f(z) = 288/125*z^3 - 189/10*z + 1
*
38/17 | 0.10584442598577501189940872652291945960 | 0.014467757164329986353491721195707401997
f(z) = 289/120*z^3 - 188/15*z + 1
*
[ -15/8 ] 
f(z) = 288/125*z^3 - 197/30*z + 1
*
5/3 | 0.27155608044649185568619629138249058008 | 0.026856115450378022688353530185759359120
f(z) = 288/125*z^3 - 197/32*z + 1
*
[ 30/17 ] 
f(z) = 289/135*z^3 - 187/30*z + 1
*
10/21 | 0.22271309604113493076362527951345722416 | 0.026164047170661459885833146346460149256
f(z) = 294/125*z^3 - 199/30*z + 1
*
65/42 | 0.15949031870701848443122529747754117001 | 0.018804347976308216774878132680542502398
f(z) = 294/125*z^3 - 193/30*z + 1
*
[ -55/34 ] 
f(z) = 289/125*z^3 - 195/44*z + 1
*
70/51 | 0.13509728402066227184828031207825883630 | 0.015987873699932939155650720288351441372
f(z) = 289/125*z^3 - 187/45*z + 1
*
[ 3/17 ] 
f(z) = 289/126*z^3 - 199/42*z + 1
*
24/17 | 0.23963221838814514957674811693455031292 | 0.028067919651090055739459055826609001402
f(z) = 289/135*z^3 - 189/40*z + 1
*
[ 5/28 ] 
f(z) = 294/125*z^3 - 187/40*z + 1
*
[ 2/9 ] 
f(z) = 297/136*z^3 - 184/51*z + 1
*
[ -3/2 ] 
f(z) = 281/135*z^3 - 181/60*z + 1
*
[ -3/2 ] 
f(z) = 287/135*z^3 - 187/60*z + 1
*
[ 20/17 ] 
f(z) = 289/120*z^3 - 191/60*z + 1
*
4/51 | 0.10115253461549075621705752943925358755 | 0.012540772330619353319220459645907766768
f(z) = 289/128*z^3 - 199/72*z + 1
*
[ -3/2 ] 
f(z) = 293/135*z^3 - 193/60*z + 1
*
[ 11/42 ] 
f(z) = 294/121*z^3 - 197/66*z + 1
*
[ -3/2 ] 
f(z) = 299/135*z^3 - 199/60*z + 1
*
[ 15/13 ] 
f(z) = 299/135*z^3 - 183/65*z + 1
*
-5/4 | 0.12655274433317775350478782733406261801 | 0.014795724147188523322532583079235300740
f(z) = 288/125*z^3 - 187/90*z + 1
*
[ 4/11 ] 
f(z) = 297/128*z^3 - 181/88*z + 1
*
[ 3/7 ] 
f(z) = 287/135*z^3 - 181/105*z + 1
*
[ 14/17 ] 
f(z) = 289/120*z^3 - 194/105*z + 1
*
[ 1/2 ] 
f(z) = 280/121*z^3 - 191/121*z + 1
*
[ 1/2 ] 
f(z) = 280/123*z^3 - 193/123*z + 1
*
[ 1/2 ] 
f(z) = 280/127*z^3 - 197/127*z + 1
*
[ 1/2 ] 
f(z) = 280/129*z^3 - 199/129*z + 1
*
[ 1/2 ] 
f(z) = 284/121*z^3 - 192/121*z + 1
*
[ 1/2 ] 
f(z) = 284/123*z^3 - 194/123*z + 1
*
[ 1/2 ] 
f(z) = 284/125*z^3 - 196/125*z + 1
*
[ 1/2 ] 
f(z) = 284/127*z^3 - 198/127*z + 1
*
[ 1/2 ] 
f(z) = 284/129*z^3 - 200/129*z + 1
*
[ 8/15 ] 
f(z) = 285/128*z^3 - 181/120*z + 1
*
[ 15/26 ] 
f(z) = 286/135*z^3 - 187/130*z + 1
*
[ 1/2 ] 
f(z) = 288/121*z^3 - 193/121*z + 1
*
[ 1/2 ] 
f(z) = 288/125*z^3 - 197/125*z + 1
*
[ 1/2 ] 
f(z) = 288/127*z^3 - 199/127*z + 1
*
[ 7/12 ] 
f(z) = 288/133*z^3 - 193/133*z + 1
*
[ 8/17 ] 
f(z) = 289/120*z^3 - 199/120*z + 1
*
[ 10/17 ] 
f(z) = 289/130*z^3 - 191/130*z + 1
*
[ 12/17 ] 
f(z) = 289/132*z^3 - 199/132*z + 1
*
[ 11/17 ] 
f(z) = 289/132*z^3 - 193/132*z + 1
*
[ 1/2 ] 
f(z) = 292/121*z^3 - 194/121*z + 1
*
[ 1/2 ] 
f(z) = 292/123*z^3 - 196/123*z + 1
*
[ 1/2 ] 
f(z) = 292/125*z^3 - 198/125*z + 1
*
[ 1/2 ] 
f(z) = 292/127*z^3 - 200/127*z + 1
*
[ 3/5 ] 
f(z) = 293/135*z^3 - 181/125*z + 1
*
[ 1/2 ] 
f(z) = 296/121*z^3 - 195/121*z + 1
*
[ 1/2 ] 
f(z) = 296/123*z^3 - 197/123*z + 1
*
[ 1/2 ] 
f(z) = 296/125*z^3 - 199/125*z + 1
*
[ 3/5 ] 
f(z) = 296/135*z^3 - 182/125*z + 1
*
[ 2/3 ] 
f(z) = 297/122*z^3 - 193/122*z + 1
*
[ 2/3 ] 
f(z) = 297/130*z^3 - 197/130*z + 1
*
[ 2/3 ] 
f(z) = 297/134*z^3 - 199/134*z + 1
*
[ 3/5 ] 
f(z) = 299/135*z^3 - 183/125*z + 1
*
-38/17 | 0.14357427244202875679651940585187318600 | 0.019850624893635366465107776191278745421
f(z) = 289/120*z^3 - 173/15*z + 1
*
52/17 | 0.22961366704837742115409974572426032861 | 0.029012679778368472149449822159415322270
f(z) = 289/128*z^3 - 171/8*z + 1
*
-20/9 | 0.21875628702623185179045535822094806281 | 0.026128990985084500686502513962360440507
f(z) = 297/125*z^3 - 173/15*z + 1
*
[ -30/17 ] 
f(z) = 289/125*z^3 - 169/30*z + 1
*
-5/84 | 0.17717497575741991520795813405733110827 | 0.017750148384745665640135522544471139119
f(z) = 294/125*z^3 - 173/24*z + 1
*
-5/42 | 0.22238834374956846610602439756971719322 | 0.026637243908029686184689265815225313864
f(z) = 294/125*z^3 - 169/30*z + 1
*
[ -15/8 ] 
f(z) = 296/125*z^3 - 163/24*z + 1
*
-5/3 | 0.25749084722696908865261767081020412259 | 0.025841825415188086786711770635822340561
f(z) = 297/125*z^3 - 170/33*z + 1
*
[ -8/5 ] 
f(z) = 285/128*z^3 - 163/40*z + 1
*
-8/7 | 0.21309823661432511557239632966306516140 | 0.026925883723305570544044968037905463991
f(z) = 287/128*z^3 - 171/56*z + 1
*
-65/48 | 0.22662174490692998721122630381733281918 | 0.027302903001272381708232401865854245694
f(z) = 288/125*z^3 - 161/40*z + 1
*
[ 15/68 ] 
f(z) = 289/125*z^3 - 175/48*z + 1
*
[ -8/5 ] 
f(z) = 295/128*z^3 - 171/40*z + 1
*
[ -4/3 ] 
f(z) = 287/128*z^3 - 161/72*z + 1
*
[ -4/3 ] 
f(z) = 289/128*z^3 - 163/72*z + 1
*
[ -4/3 ] 
f(z) = 293/128*z^3 - 167/72*z + 1
*
[ 22/21 ] 
f(z) = 294/121*z^3 - 173/66*z + 1
*
[ -4/3 ] 
f(z) = 295/128*z^3 - 169/72*z + 1
*
[ 5/18 ] 
f(z) = 297/125*z^3 - 167/60*z + 1
*
[ -4/3 ] 
f(z) = 299/128*z^3 - 173/72*z + 1
*
[ 5/6 ] 
f(z) = 286/125*z^3 - 161/90*z + 1
*
[ -11/9 ] 
f(z) = 288/121*z^3 - 172/99*z + 1
*
15/68 | 0.20881504986842204051082480292302847056 | 0.024744006227582758969404202260039498376
f(z) = 289/135*z^3 - 163/80*z + 1
*
[ 11/28 ] 
f(z) = 294/121*z^3 - 169/88*z + 1
*
[ 5/12 ] 
f(z) = 296/125*z^3 - 163/90*z + 1
*
[ 5/6 ] 
f(z) = 298/125*z^3 - 167/90*z + 1
*
[ 11/20 ] 
f(z) = 280/121*z^3 - 167/110*z + 1
*
[ 6/11 ] 
f(z) = 286/135*z^3 - 161/110*z + 1
*
[ 25/34 ] 
f(z) = 289/125*z^3 - 161/100*z + 1
*
[ 3/5 ] 
f(z) = 281/135*z^3 - 177/125*z + 1
*
[ 3/5 ] 
f(z) = 284/135*z^3 - 178/125*z + 1
*
[ 3/5 ] 
f(z) = 287/135*z^3 - 179/125*z + 1
*
-2 | 0.096284984846141943445088643112891208573 | 0.013606004667914018086390873684042602155
f(z) = 281/120*z^3 - 148/15*z + 1
*
-2 | 0.11635023987650019633800541756230746131 | 0.016425789802757532241323381263023639959
f(z) = 281/136*z^3 - 149/17*z + 1
*
-2 | 0.096431262197152359943732315520732793136 | 0.013613720478327461497050281154201647869
f(z) = 283/120*z^3 - 149/15*z + 1
*
-2 | 0.11649933032189178842402840989068870224 | 0.016431321270602221438832117082053290461
f(z) = 283/136*z^3 - 150/17*z + 1
*
-2 | 0.11664711917495014432805225117713285337 | 0.016436761844480276257062538137640773741
f(z) = 285/136*z^3 - 151/17*z + 1
*
-2 | 0.096717125936537146596511924309535111579 | 0.013628423715438465136245827654382568373
f(z) = 287/120*z^3 - 151/15*z + 1
*
-2 | 0.11679363121406442432794940824178277098 | 0.016442114011726197532626927172110496019
f(z) = 287/136*z^3 - 152/17*z + 1
*
-2 | 0.096858821350560211097340068020384059197 | 0.013635707419426070995402407678689343391
f(z) = 289/120*z^3 - 152/15*z + 1
*
2/17 | 0.18835879223688330684207126039414774753 | 0.026746824488247306725907444861210495012
f(z) = 289/120*z^3 - 143/15*z + 1
*
[ 10/3 ] 
f(z) = 291/125*z^3 - 151/6*z + 1
*
-2 | 0.11708292017869879265417003674289508173 | 0.016452562605160989866274646828791093456
f(z) = 291/136*z^3 - 154/17*z + 1
*
-2 | 0.097139839442228698354541559006210699101 | 0.013650148864063941594637233079723291874
f(z) = 293/120*z^3 - 154/15*z + 1
*
-2 | 0.11722574297339050089615960174064491541 | 0.016457663549249471555962527115084697007
f(z) = 293/136*z^3 - 155/17*z + 1
*
[ 15/7 ] 
f(z) = 294/125*z^3 - 154/15*z + 1
*
[ -10/3 ] 
f(z) = 294/125*z^3 - 149/6*z + 1
*
[ 5/2 ] 
f(z) = 294/125*z^3 - 141/10*z + 1
*
-2 | 0.11736738075339523923804777801906869274 | 0.016462685131022569657096597457550443396
f(z) = 295/136*z^3 - 156/17*z + 1
*
-2 | 0.11750785479248313746830017607925684373 | 0.016467629406636287247376198166055801771
f(z) = 297/136*z^3 - 157/17*z + 1
*
[ 5/2 ] 
f(z) = 298/125*z^3 - 143/10*z + 1
*
-2 | 0.097551584738968239467883680576021182336 | 0.013670944366641332415632475188928381819
f(z) = 299/120*z^3 - 157/15*z + 1
*
[ 2 ] 
f(z) = 299/120*z^3 - 142/15*z + 1
*
-2 | 0.11764718574925077489858800798456786959 | 0.016472498357946376999179271444243779778
f(z) = 299/136*z^3 - 158/17*z + 1
*
[ 2 ] 
f(z) = 299/136*z^3 - 141/17*z + 1
*
55/34 | 0.11837507167731414289020043423892156734 | 0.014304934352272112600322859933054921144
f(z) = 289/125*z^3 - 157/20*z + 1
*
3/34 | 0.16538007782953931534114383362212379717 | 0.019958327299384886123333554072900213201
f(z) = 289/135*z^3 - 147/20*z + 1
*
[ 11/10 ] 
f(z) = 280/121*z^3 - 149/55*z + 1
*
[ 10/9 ] 
f(z) = 282/125*z^3 - 145/54*z + 1
*
[ 8/7 ] 
f(z) = 287/128*z^3 - 157/56*z + 1
*
[ 24/17 ] 
f(z) = 289/135*z^3 - 159/40*z + 1
*
[ 5/22 ] 
f(z) = 297/125*z^3 - 155/44*z + 1
*
[ 5/4 ] 
f(z) = 298/125*z^3 - 141/40*z + 1
*
[ -4/3 ] 
f(z) = 281/128*z^3 - 155/72*z + 1
*
[ -4/3 ] 
f(z) = 283/128*z^3 - 157/72*z + 1
*
[ 5/16 ] 
f(z) = 284/125*z^3 - 155/64*z + 1
*
-39/34 | 0.19303815431866461182894048862870440412 | 0.026806495422407517081908299196953275222
f(z) = 289/135*z^3 - 149/60*z + 1
*
[ -4/3 ] 
f(z) = 297/136*z^3 - 145/68*z + 1
*
[ 3/8 ] 
f(z) = 284/135*z^3 - 157/80*z + 1
*
[ 2/3 ] 
f(z) = 285/128*z^3 - 143/96*z + 1
*
[ 2/5 ] 
f(z) = 285/136*z^3 - 156/85*z + 1
*
[ -5/4 ] 
f(z) = 287/125*z^3 - 143/80*z + 1
*
[ 11/18 ] 
f(z) = 288/121*z^3 - 151/99*z + 1
*
[ 10/21 ] 
f(z) = 288/125*z^3 - 159/98*z + 1
*
5/36 | 0.17079190540693962758117146198830862476 | 0.019967879260847489899222594123740019045
f(z) = 288/125*z^3 - 157/90*z + 1
*
-57/68 | 0.24449074330100265669483535801686457383 | 0.028971477288817809402364139987871356739
f(z) = 289/135*z^3 - 147/80*z + 1
*
[ -5/4 ] 
f(z) = 291/125*z^3 - 147/80*z + 1
*
[ 2/3 ] 
f(z) = 291/128*z^3 - 145/96*z + 1
*
[ -5/4 ] 
f(z) = 293/125*z^3 - 149/80*z + 1
*
[ 2/5 ] 
f(z) = 295/136*z^3 - 157/85*z + 1
*
[ -5/4 ] 
f(z) = 297/125*z^3 - 153/80*z + 1
*
[ 8/11 ] 
f(z) = 297/128*z^3 - 141/88*z + 1
*
[ 8/13 ] 
f(z) = 299/128*z^3 - 157/104*z + 1
*
[ 2 ] 
f(z) = 281/120*z^3 - 133/15*z + 1
*
[ 2 ] 
f(z) = 281/136*z^3 - 132/17*z + 1
*
[ -5/2 ] 
f(z) = 282/125*z^3 - 127/10*z + 1
*
[ 2 ] 
f(z) = 283/120*z^3 - 134/15*z + 1
*
[ 2 ] 
f(z) = 283/136*z^3 - 133/17*z + 1
*
[ 2 ] 
f(z) = 285/136*z^3 - 134/17*z + 1
*
[ 5/2 ] 
f(z) = 286/125*z^3 - 137/10*z + 1
*
[ -5/2 ] 
f(z) = 286/125*z^3 - 129/10*z + 1
*
[ 2 ] 
f(z) = 287/120*z^3 - 136/15*z + 1
*
[ -2 ] 
f(z) = 287/120*z^3 - 121/15*z + 1
*
[ 2 ] 
f(z) = 287/136*z^3 - 135/17*z + 1
*
[ 2 ] 
f(z) = 289/120*z^3 - 137/15*z + 1
*
40/17 | 0.21641951357700978197994146353165749865 | 0.026738022948140947387546114548086907393
f(z) = 289/125*z^3 - 131/10*z + 1
*
4/17 | 0.17719791146966311325263222895915598719 | 0.023362322070345668863949605465541902696
f(z) = 289/128*z^3 - 123/8*z + 1
*
[ 2 ] 
f(z) = 291/136*z^3 - 137/17*z + 1
*
[ 2 ] 
f(z) = 293/120*z^3 - 139/15*z + 1
*
[ -2 ] 
f(z) = 293/120*z^3 - 124/15*z + 1
*
[ 2 ] 
f(z) = 293/136*z^3 - 138/17*z + 1
*
[ -2 ] 
f(z) = 293/136*z^3 - 121/17*z + 1
*
[ -5/2 ] 
f(z) = 294/125*z^3 - 133/10*z + 1
*
[ 2 ] 
f(z) = 295/136*z^3 - 139/17*z + 1
*
[ -2 ] 
f(z) = 295/136*z^3 - 122/17*z + 1
*
[ 8/3 ] 
f(z) = 297/128*z^3 - 127/8*z + 1
*
[ -8/3 ] 
f(z) = 297/128*z^3 - 121/8*z + 1
*
[ 2 ] 
f(z) = 297/136*z^3 - 140/17*z + 1
*
[ -2 ] 
f(z) = 297/136*z^3 - 123/17*z + 1
*
[ -2 ] 
f(z) = 299/120*z^3 - 127/15*z + 1
*
[ -2 ] 
f(z) = 299/136*z^3 - 124/17*z + 1
*
[ 3/2 ] 
f(z) = 286/135*z^3 - 133/30*z + 1
*
5/4 | 0.21750471452884083384561042042064308897 | 0.026975445549766897191872276304394759624
f(z) = 288/125*z^3 - 127/30*z + 1
*
30/17 | 0.19160721455896321192615417272849407116 | 0.023542276320635588127650928210236741233
f(z) = 289/125*z^3 - 137/20*z + 1
*
[ 45/34 ] 
f(z) = 289/125*z^3 - 137/36*z + 1
*
24/17 | 0.21022448361342191765173679100776330369 | 0.027776684567965124530291221532010315052
f(z) = 289/128*z^3 - 121/24*z + 1
*
-24/17 | 0.19632425244605379933864410491229936858 | 0.027699782831478584858805741023721514386
f(z) = 289/135*z^3 - 133/30*z + 1
*
10/7 | 0.23553906562750923282659437885134809661 | 0.024235748156576102253608504655764443912
f(z) = 294/125*z^3 - 133/24*z + 1
*
[ 15/11 ] 
f(z) = 297/125*z^3 - 137/33*z + 1
*
[ 5/27 ] 
f(z) = 297/125*z^3 - 121/27*z + 1
*
4/9 | 0.22688307656559422159377539465464063791 | 0.029493795564474219941452246604115921115
f(z) = 297/128*z^3 - 137/24*z + 1
*
4/3 | 0.16377541560788939521461319330984756379 | 0.021546838218176012811147468674673053084
f(z) = 297/128*z^3 - 125/24*z + 1
*
[ 3/2 ] 
f(z) = 298/135*z^3 - 139/30*z + 1
*
[ 5/4 ] 
f(z) = 282/125*z^3 - 133/40*z + 1
*
[ 25/24 ] 
f(z) = 288/125*z^3 - 123/50*z + 1
*
40/51 | 0.13288253049052953724891006911159100582 | 0.016480403532987375552784674081598908221
f(z) = 289/125*z^3 - 127/45*z + 1
*
[ 21/17 ] 
f(z) = 289/126*z^3 - 139/42*z + 1
*
[ 5/4 ] 
f(z) = 294/125*z^3 - 139/40*z + 1
*
-40/33 | 0.23834975207032402315482370590500009809 | 0.029456342951307782888229333151816913611
f(z) = 297/125*z^3 - 126/55*z + 1
*
[ 11/14 ] 
f(z) = 280/121*z^3 - 131/77*z + 1
*
[ 5/13 ] 
f(z) = 286/125*z^3 - 126/65*z + 1
*
[ 6/7 ] 
f(z) = 287/135*z^3 - 121/70*z + 1
*
[ 35/36 ] 
f(z) = 288/125*z^3 - 139/63*z + 1
*
40/51 | 0.14555898254578083912346558435149973443 | 0.018510355766326845045062440804918023826
f(z) = 289/128*z^3 - 127/72*z + 1
*
[ 6/17 ] 
f(z) = 289/132*z^3 - 139/66*z + 1
*
[ -22/17 ] 
f(z) = 289/132*z^3 - 125/66*z + 1
*
[ 20/21 ] 
f(z) = 294/125*z^3 - 131/60*z + 1
*
-10/9 | 0.24344695776496986818160829826156200700 | 0.029766195091606358746302468631034918322
f(z) = 297/125*z^3 - 137/60*z + 1
*
[ 5/13 ] 
f(z) = 299/125*z^3 - 127/65*z + 1
*
[ -5/4 ] 
f(z) = 281/125*z^3 - 137/80*z + 1
*
[ 5/9 ] 
f(z) = 281/125*z^3 - 121/81*z + 1
*
[ -5/4 ] 
f(z) = 283/125*z^3 - 139/80*z + 1
*
[ 3/4 ] 
f(z) = 283/135*z^3 - 121/80*z + 1
*
[ 5/9 ] 
f(z) = 286/125*z^3 - 122/81*z + 1
*
[ 11/16 ] 
f(z) = 288/121*z^3 - 139/88*z + 1
*
[ 12/17 ] 
f(z) = 289/126*z^3 - 131/84*z + 1
*
[ 3/4 ] 
f(z) = 289/135*z^3 - 123/80*z + 1
*
[ 5/8 ] 
f(z) = 292/125*z^3 - 121/80*z + 1
*
[ 5/9 ] 
f(z) = 296/125*z^3 - 124/81*z + 1
*
[ -2 ] 
f(z) = 281/120*z^3 - 118/15*z + 1
*
[ -2 ] 
f(z) = 281/136*z^3 - 115/17*z + 1
*
[ -2 ] 
f(z) = 283/120*z^3 - 119/15*z + 1
*
[ -2 ] 
f(z) = 283/136*z^3 - 116/17*z + 1
*
[ -2 ] 
f(z) = 285/136*z^3 - 117/17*z + 1
*
[ -2 ] 
f(z) = 287/136*z^3 - 118/17*z + 1
*
35/16 | 0.25625568981801492498701214298596382814 | 0.027135857879836019837362478506659586200
f(z) = 288/125*z^3 - 101/8*z + 1
*
-30/17 | 0.15556104721759676452783420560579780274 | 0.022681281934119454868034196047214169869
f(z) = 289/120*z^3 - 119/15*z + 1
*
[ 2/17 ] 
f(z) = 289/120*z^3 - 113/15*z + 1
*
-30/17 | 0.13647690619761568031111194318282864206 | 0.020212002570252348051138996338401294258
f(z) = 289/120*z^3 - 107/15*z + 1
*
[ 30/17 ] 
f(z) = 289/120*z^3 - 106/15*z + 1
*
[ -2 ] 
f(z) = 291/136*z^3 - 120/17*z + 1
*
15/7 | 0.16024619853469017379599515460006962497 | 0.020211653894305900067842600534381066657
f(z) = 294/125*z^3 - 111/10*z + 1
*
-4/3 | 0.20730491843738929319051237176590435898 | 0.028060784707219475327336749858487166881
f(z) = 285/128*z^3 - 101/24*z + 1
*
[ 5/34 ] 
f(z) = 289/125*z^3 - 117/20*z + 1
*
[ 25/17 ] 
f(z) = 289/125*z^3 - 117/25*z + 1
*
20/17 | 0.21075539709359002666021765325019781881 | 0.026582316344250126227946155669046472330
f(z) = 289/125*z^3 - 111/20*z + 1
*
12/17 | 0.22314375538680945630979753399961752465 | 0.029896255449598183186187200544873535891
f(z) = 289/128*z^3 - 109/24*z + 1
*
[ 24/17 ] 
f(z) = 289/128*z^3 - 101/24*z + 1
*
-4/3 | 0.20622114866678209023709849055674008323 | 0.027840192189314562356643473517087741828
f(z) = 291/128*z^3 - 103/24*z + 1
*
-55/42 | 0.13569562871946720346833497291916119613 | 0.017154461585924059359530313773627971147
f(z) = 294/125*z^3 - 109/30*z + 1
*
20/21 | 0.18320523531448336502174060808067045240 | 0.023327534256491125567741465726805346190
f(z) = 294/125*z^3 - 103/30*z + 1
*
[ 15/13 ] 
f(z) = 299/125*z^3 - 119/39*z + 1
*
[ 18/17 ] 
f(z) = 289/120*z^3 - 119/45*z + 1
*
[ 11/34 ] 
f(z) = 289/121*z^3 - 103/44*z + 1
*
[ 20/17 ] 
f(z) = 289/128*z^3 - 119/40*z + 1
*
[ 5/14 ] 
f(z) = 296/125*z^3 - 103/49*z + 1
*
3/8 | 0.21623533636875337422062655529958150858 | 0.026778501286962275515080644823226315939
f(z) = 296/135*z^3 - 119/40*z + 1
*
[ 15/22 ] 
f(z) = 286/125*z^3 - 101/66*z + 1
*
[ 15/34 ] 
f(z) = 289/125*z^3 - 103/60*z + 1
*
[ 15/34 ] 
f(z) = 289/135*z^3 - 101/60*z + 1
*
[ 5/6 ] 
f(z) = 291/125*z^3 - 109/60*z + 1
*
5/18 | 0.24344695776496986818160829826156200700 | 0.029766195091606358746302468631034918322
f(z) = 297/125*z^3 - 107/60*z + 1
*
[ 15/23 ] 
f(z) = 299/125*z^3 - 107/69*z + 1
*
[ 5/8 ] 
f(z) = 284/125*z^3 - 119/80*z + 1
*
[ -3 ] 
f(z) = 281/135*z^3 - 87/5*z + 1
*
[ 5/3 ] 
f(z) = 282/125*z^3 - 88/15*z + 1
*
[ 3 ] 
f(z) = 283/135*z^3 - 91/5*z + 1
*
[ -3 ] 
f(z) = 284/135*z^3 - 88/5*z + 1
*
[ 3 ] 
f(z) = 286/135*z^3 - 92/5*z + 1
*
[ -3 ] 
f(z) = 287/135*z^3 - 89/5*z + 1
*
[ 11/6 ] 
f(z) = 288/121*z^3 - 83/11*z + 1
*
[ 15/4 ] 
f(z) = 288/125*z^3 - 95/3*z + 1
*
5/48 | 0.27209860609732411293251270815365208752 | 0.029349545196158972001047546065317241384
f(z) = 288/125*z^3 - 85/8*z + 1
*
-5/72 | 0.17101150420218451662466928586608652319 | 0.018493419469398456878275235648881405048
f(z) = 288/125*z^3 - 83/18*z + 1
*
[ -30/17 ] 
f(z) = 289/120*z^3 - 89/15*z + 1
*
10/17 | 0.14294107818319364650135126938142061078 | 0.021996748509097962050291373742403144139
f(z) = 289/120*z^3 - 83/15*z + 1
*
[ -40/17 ] 
f(z) = 289/125*z^3 - 91/8*z + 1
*
[ 5/51 ] 
f(z) = 289/125*z^3 - 83/9*z + 1
*
[ 3 ] 
f(z) = 289/135*z^3 - 93/5*z + 1
*
6/17 | 0.17921544131382619803345540708933153250 | 0.023304132100154931675011400437139303257
f(z) = 289/135*z^3 - 81/10*z + 1
*
[ 5/3 ] 
f(z) = 291/125*z^3 - 91/15*z + 1
*
[ 3 ] 
f(z) = 292/135*z^3 - 94/5*z + 1
*
[ -3 ] 
f(z) = 293/135*z^3 - 91/5*z + 1
*
5/21 | 0.20765183182170145647451697791890420024 | 0.022132553050244766241172037239016030360
f(z) = 294/125*z^3 - 95/6*z + 1
*
[ 5/3 ] 
f(z) = 294/125*z^3 - 92/15*z + 1
*
[ -3 ] 
f(z) = 296/135*z^3 - 92/5*z + 1
*
[ 3 ] 
f(z) = 298/135*z^3 - 96/5*z + 1
*
[ -3 ] 
f(z) = 299/135*z^3 - 93/5*z + 1
*
[ 3/2 ] 
f(z) = 281/135*z^3 - 87/20*z + 1
*
[ 4/3 ] 
f(z) = 285/128*z^3 - 89/24*z + 1
*
[ 3/2 ] 
f(z) = 287/135*z^3 - 89/20*z + 1
*
[ 11/8 ] 
f(z) = 288/121*z^3 - 93/22*z + 1
*
[ 22/17 ] 
f(z) = 289/121*z^3 - 83/22*z + 1
*
[ -25/17 ] 
f(z) = 289/125*z^3 - 83/25*z + 1
*
-21/17 | 0.22202889674276120053460415245449563095 | 0.028247286179565557246858005453541421401
f(z) = 289/135*z^3 - 96/35*z + 1
*
6/17 | 0.17328024768981688529826313267902942694 | 0.022324908642619057399882773759493284213
f(z) = 289/135*z^3 - 87/20*z + 1
*
[ 4/3 ] 
f(z) = 291/128*z^3 - 91/24*z + 1
*
[ 3/2 ] 
f(z) = 293/135*z^3 - 91/20*z + 1
*
-4/3 | 0.10950795073940648669534864872053377058 | 0.015081194888239934818514870281591335027
f(z) = 297/128*z^3 - 89/24*z + 1
*
[ 3/2 ] 
f(z) = 299/135*z^3 - 93/20*z + 1
*
[ 5/11 ] 
f(z) = 286/125*z^3 - 92/55*z + 1
*
[ 4/7 ] 
f(z) = 287/128*z^3 - 83/56*z + 1
*
[ 6/17 ] 
f(z) = 289/126*z^3 - 89/42*z + 1
*
[ 5/6 ] 
f(z) = 292/125*z^3 - 82/45*z + 1
*
[ 5/6 ] 
f(z) = 296/125*z^3 - 83/45*z + 1
*
[ 5/11 ] 
f(z) = 297/125*z^3 - 93/55*z + 1
*
[ 5/8 ] 
f(z) = 283/125*z^3 - 95/64*z + 1
*
[ 3/4 ] 
f(z) = 284/135*z^3 - 91/60*z + 1
*
[ 12/17 ] 
f(z) = 289/120*z^3 - 97/60*z + 1
*
[ 12/17 ] 
f(z) = 289/135*z^3 - 89/60*z + 1
*
[ 5/8 ] 
f(z) = 293/125*z^3 - 97/64*z + 1
*
[ 2/3 ] 
f(z) = 297/124*z^3 - 97/62*z + 1
*
[ 5/2 ] 
f(z) = 284/125*z^3 - 68/5*z + 1
*
[ -5/2 ] 
f(z) = 284/125*z^3 - 64/5*z + 1
*
[ -11/6 ] 
f(z) = 288/121*z^3 - 71/11*z + 1
*
[ 5/2 ] 
f(z) = 288/125*z^3 - 69/5*z + 1
*
[ 5/48 ] 
f(z) = 288/125*z^3 - 69/8*z + 1
*
10/17 | 0.078424904305911478056088190653660596960 | 0.012209542113381363671750378555277744396
f(z) = 289/120*z^3 - 77/15*z + 1
*
2/17 | 0.17773016501143369065063859357179936935 | 0.028215843317065290033508139718464855286
f(z) = 289/120*z^3 - 68/15*z + 1
*
6/17 | 0.17042312955658456998645622764849118708 | 0.027458478163903341977365926791995841602
f(z) = 289/120*z^3 - 62/15*z + 1
*
[ 35/17 ] 
f(z) = 289/125*z^3 - 65/7*z + 1
*
-30/17 | 0.22558025787625420040491915087268155643 | 0.029844513883468414594581806812020125038
f(z) = 289/135*z^3 - 71/10*z + 1
*
[ 3/17 ] 
f(z) = 289/135*z^3 - 71/15*z + 1
*
[ -5/3 ] 
f(z) = 291/125*z^3 - 73/15*z + 1
*
[ -5/2 ] 
f(z) = 292/125*z^3 - 66/5*z + 1
*
[ 3/2 ] 
f(z) = 292/135*z^3 - 68/15*z + 1
*
[ 11/7 ] 
f(z) = 294/121*z^3 - 62/11*z + 1
*
5/14 | 0.21273533439691058011719328872047882094 | 0.028434638846919789347527248259129674184
f(z) = 294/125*z^3 - 71/10*z + 1
*
[ 5/2 ] 
f(z) = 296/125*z^3 - 71/5*z + 1
*
[ -5/2 ] 
f(z) = 296/125*z^3 - 67/5*z + 1
*
[ -3/2 ] 
f(z) = 283/135*z^3 - 61/20*z + 1
*
[ 5/4 ] 
f(z) = 284/125*z^3 - 67/20*z + 1
*
[ -11/8 ] 
f(z) = 288/121*z^3 - 61/22*z + 1
*
-5/4 | 0.19804197429078035005982991296735729006 | 0.026098250774712128280104934807090580872
f(z) = 288/125*z^3 - 79/30*z + 1
*
35/34 | 0.13824410127910234028785364129269636949 | 0.018279773637031912165508714999184142470
f(z) = 289/125*z^3 - 77/20*z + 1
*
[ 5/6 ] 
f(z) = 289/125*z^3 - 65/36*z + 1
*
[ 20/17 ] 
f(z) = 289/125*z^3 - 61/20*z + 1
*
[ -24/17 ] 
f(z) = 289/128*z^3 - 67/24*z + 1
*
12/17 | 0.16785489053010478977847520856907646979 | 0.026219472288069620827628218685289192449
f(z) = 289/135*z^3 - 67/30*z + 1
*
[ 5/4 ] 
f(z) = 292/125*z^3 - 69/20*z + 1
*
[ 5/12 ] 
f(z) = 292/125*z^3 - 65/36*z + 1
*
[ 15/14 ] 
f(z) = 294/125*z^3 - 79/30*z + 1
*
-4/3 | 0.18755886050764966233916275154585610687 | 0.026998633753734376220549016255675885070
f(z) = 297/128*z^3 - 65/24*z + 1
*
[ 5/6 ] 
f(z) = 299/125*z^3 - 67/36*z + 1
*
[ 5/7 ] 
f(z) = 282/125*z^3 - 76/49*z + 1
*
[ -5/4 ] 
f(z) = 282/125*z^3 - 69/40*z + 1
*
[ 4/5 ] 
f(z) = 285/128*z^3 - 67/40*z + 1
*
[ 2/3 ] 
f(z) = 285/136*z^3 - 73/51*z + 1
*
[ -5/4 ] 
f(z) = 286/125*z^3 - 71/40*z + 1
*
[ 3/4 ] 
f(z) = 286/135*z^3 - 61/40*z + 1
*
[ 5/9 ] 
f(z) = 288/125*z^3 - 68/45*z + 1
*
10/51 | 0.17079190540693962758117146198830862476 | 0.021719160685236121368205962139210391317
f(z) = 289/125*z^3 - 76/45*z + 1
*
[ -21/17 ] 
f(z) = 289/126*z^3 - 71/42*z + 1
*
[ 9/17 ] 
f(z) = 289/135*z^3 - 67/45*z + 1
*
[ 2/3 ] 
f(z) = 291/136*z^3 - 74/51*z + 1
*
[ 5/7 ] 
f(z) = 292/125*z^3 - 78/49*z + 1
*
[ 4/5 ] 
f(z) = 295/128*z^3 - 69/40*z + 1
*
[ 5/8 ] 
f(z) = 296/125*z^3 - 61/40*z + 1
*
[ 3/8 ] 
f(z) = 296/135*z^3 - 79/40*z + 1
*
[ 5/7 ] 
f(z) = 297/125*z^3 - 79/49*z + 1
*
[ 20/33 ] 
f(z) = 297/125*z^3 - 67/44*z + 1
*
[ -5/4 ] 
f(z) = 298/125*z^3 - 77/40*z + 1
*
[ 3/4 ] 
f(z) = 298/135*z^3 - 63/40*z + 1
*
[ -5 ] 
f(z) = 281/125*z^3 - 55*z + 1
*
[ 5/4 ] 
f(z) = 281/125*z^3 - 53/16*z + 1
*
[ 5/3 ] 
f(z) = 283/125*z^3 - 53/9*z + 1
*
[ -5/2 ] 
f(z) = 283/125*z^3 - 51/4*z + 1
*
[ 5 ] 
f(z) = 284/125*z^3 - 56*z + 1
*
[ -3/2 ] 
f(z) = 284/135*z^3 - 46/15*z + 1
*
[ -5 ] 
f(z) = 286/125*z^3 - 56*z + 1
*
[ 5/2 ] 
f(z) = 287/125*z^3 - 55/4*z + 1
*
[ -5/3 ] 
f(z) = 287/125*z^3 - 43/9*z + 1
*
35/24 | 0.15353282258939886426768986360177467559 | 0.021356133028986004062917844650091280905
f(z) = 288/125*z^3 - 53/10*z + 1
*
-5/4 | 0.16902911529227817969113663280672341431 | 0.023574100022739132983001772604474366852
f(z) = 288/125*z^3 - 52/15*z + 1
*
5/8 | 0.14733517299905949408389362871510614136 | 0.016977107720321626698123045247656107238
f(z) = 288/125*z^3 - 47/18*z + 1
*
[ -35/24 ] 
f(z) = 288/125*z^3 - 45/14*z + 1
*
5/6 | 0.092705389288083268250842890559147417992 | 0.013281429898114009638357351016379582897
f(z) = 288/125*z^3 - 43/10*z + 1
*
10/17 | 0.14802218639323208855896824830523523951 | 0.024963312434258993644208690831905749533
f(z) = 289/120*z^3 - 47/15*z + 1
*
[ 5 ] 
f(z) = 289/125*z^3 - 57*z + 1
*
5/17 | 0.20698474852199756202261632083899176362 | 0.028791197542356741084845206634944280779
f(z) = 289/125*z^3 - 53/5*z + 1
*
28/17 | 0.13008091235387368030741145639321959565 | 0.019186196261421475064661578866690127879
f(z) = 289/128*z^3 - 55/8*z + 1
*
28/17 | 0.16030781676356447898935933590474735088 | 0.024205677067927706916122106659920169401
f(z) = 289/128*z^3 - 47/8*z + 1
*
20/17 | 0.10191720854395806523307775449985253696 | 0.015598485208498836880961736066808417503
f(z) = 289/128*z^3 - 43/8*z + 1
*
12/17 | 0.17971132199294595486062389106697838904 | 0.028880533439993634346469179269033715134
f(z) = 289/135*z^3 - 56/15*z + 1
*
[ -30/17 ] 
f(z) = 289/135*z^3 - 51/10*z + 1
*
[ -5 ] 
f(z) = 291/125*z^3 - 57*z + 1
*
[ 5/4 ] 
f(z) = 291/125*z^3 - 55/16*z + 1
*
[ -5/3 ] 
f(z) = 292/125*z^3 - 44/9*z + 1
*
[ 5/3 ] 
f(z) = 293/125*z^3 - 55/9*z + 1
*
[ -5/2 ] 
f(z) = 293/125*z^3 - 53/4*z + 1
*
[ -11/7 ] 
f(z) = 294/121*z^3 - 48/11*z + 1
*
-10/7 | 0.12981928830398794560976264212533350049 | 0.017792206050001141183763112219498978572
f(z) = 294/125*z^3 - 59/15*z + 1
*
[ 5 ] 
f(z) = 294/125*z^3 - 58*z + 1
*
5/7 | 0.17702064699507543382478122053360503825 | 0.025277594224537029700532084449618786831
f(z) = 294/125*z^3 - 44/15*z + 1
*
5/7 | 0.13855981864166395930973688684404180605 | 0.019987141743987059088579623972345957404
f(z) = 294/125*z^3 - 41/10*z + 1
*
[ -5 ] 
f(z) = 296/125*z^3 - 58*z + 1
*
[ -3/2 ] 
f(z) = 296/135*z^3 - 49/15*z + 1
*
[ 5/2 ] 
f(z) = 297/125*z^3 - 57/4*z + 1
*
[ 5/3 ] 
f(z) = 298/125*z^3 - 56/9*z + 1
*
-3/2 | 0.20304688968498715361958050803070236127 | 0.028772258132071596593602979605593190355
f(z) = 298/135*z^3 - 43/10*z + 1
*
[ 5 ] 
f(z) = 299/125*z^3 - 59*z + 1
*
[ 5/6 ] 
f(z) = 282/125*z^3 - 53/30*z + 1
*
[ 5/12 ] 
f(z) = 282/125*z^3 - 43/24*z + 1
*
[ -4/3 ] 
f(z) = 285/128*z^3 - 53/24*z + 1
*
[ 10/13 ] 
f(z) = 286/125*z^3 - 43/26*z + 1
*
[ -22/17 ] 
f(z) = 289/121*z^3 - 49/22*z + 1
*
-45/34 | 0.21503618255512378965953647836496107387 | 0.029611448835833935596597128263290174507
f(z) = 289/125*z^3 - 57/20*z + 1
*
6/17 | 0.16386723039549231719514650165682647438 | 0.022328618096781841672149535616763117868
f(z) = 289/135*z^3 - 57/20*z + 1
*
[ -21/17 ] 
f(z) = 289/135*z^3 - 51/35*z + 1
*
3/34 | 0.18420721927101522705746855813089267496 | 0.025777724553315900554664693264820220562
f(z) = 289/135*z^3 - 47/20*z + 1
*
[ 5/9 ] 
f(z) = 291/125*z^3 - 41/27*z + 1
*
[ -4/3 ] 
f(z) = 291/128*z^3 - 55/24*z + 1
*
[ 11/21 ] 
f(z) = 294/121*z^3 - 52/33*z + 1
*
-5/84 | 0.20032015201937435042163681596093776657 | 0.022605330023086139031832615725670905951
f(z) = 294/125*z^3 - 53/24*z + 1
*
[ 10/21 ] 
f(z) = 294/125*z^3 - 49/30*z + 1
*
[ 3/4 ] 
f(z) = 296/135*z^3 - 47/30*z + 1
*
[ 2/3 ] 
f(z) = 297/128*z^3 - 49/32*z + 1
*
[ 8/9 ] 
f(z) = 297/128*z^3 - 47/24*z + 1
*
[ 4/9 ] 
f(z) = 297/128*z^3 - 41/24*z + 1
*
[ 5/8 ] 
f(z) = 298/125*z^3 - 49/32*z + 1
*
[ 5/2 ] 
f(z) = 282/125*z^3 - 27/2*z + 1
*
[ 3/2 ] 
f(z) = 284/135*z^3 - 22/5*z + 1
*
[ 5/4 ] 
f(z) = 286/125*z^3 - 27/8*z + 1
*
[ -3/2 ] 
f(z) = 286/135*z^3 - 31/10*z + 1
*
[ 11/12 ] 
f(z) = 288/121*z^3 - 23/11*z + 1
*
[ 5/24 ] 
f(z) = 288/125*z^3 - 39/10*z + 1
*
5/12 | 0.097790853001834775930530510552700881260 | 0.014497765227946441429566594549062294198
f(z) = 288/125*z^3 - 34/5*z + 1
*
5/12 | 0.17179625371461786932306448396192020346 | 0.025582493780505638448231940874620951360
f(z) = 288/125*z^3 - 33/10*z + 1
*
5/8 | 0.21349028187490148441543584266034383786 | 0.026049347534441800251769161214993562941
f(z) = 288/125*z^3 - 29/6*z + 1
*
[ 5/18 ] 
f(z) = 288/125*z^3 - 25/9*z + 1
*
10/17 | 0.11589351933673049899053121454983948418 | 0.020271638583843853155800584496426598033
f(z) = 289/120*z^3 - 38/15*z + 1
*
[ 10/17 ] 
f(z) = 289/120*z^3 - 23/15*z + 1
*
30/17 | 0.081869470487836432201169516657774578369 | 0.011940483396799182449537505232594075319
f(z) = 289/125*z^3 - 38/5*z + 1
*
-20/17 | 0.18677554912892493753314100090218861274 | 0.028074461822653723359587782396529051971
f(z) = 289/125*z^3 - 31/10*z + 1
*
[ 15/17 ] 
f(z) = 289/125*z^3 - 29/15*z + 1
*
[ -5/4 ] 
f(z) = 289/125*z^3 - 29/16*z + 1
*
-55/34 | 0.14408933811093476249165198483958732547 | 0.017905547893179086146983667307308838571
f(z) = 289/125*z^3 - 25/4*z + 1
*
10/17 | 0.18485965914352408914272507852638972176 | 0.023480694254751219809158649143787746931
f(z) = 289/125*z^3 - 21/4*z + 1
*
24/17 | 0.080350082592561856474419377211636088909 | 0.012697674666909322795746913181436440974
f(z) = 289/128*z^3 - 35/8*z + 1
*
-24/17 | 0.14469519541601191495600406740289925924 | 0.023080710339715626037814245206666249128
f(z) = 289/128*z^3 - 33/8*z + 1
*
[ 16/17 ] 
f(z) = 289/128*z^3 - 33/16*z + 1
*
[ 4/17 ] 
f(z) = 289/128*z^3 - 27/8*z + 1
*
3/17 | 0.15044723339456722588866692056381740801 | 0.026550636172561751230612773867473310326
f(z) = 289/135*z^3 - 26/15*z + 1
*
[ 6/17 ] 
f(z) = 289/135*z^3 - 21/10*z + 1
*
5/21 | 0.24675033461631254454929249265603412149 | 0.029432286337203528466455765687036145340
f(z) = 294/125*z^3 - 35/6*z + 1
*
[ -10/7 ] 
f(z) = 294/125*z^3 - 31/10*z + 1
*
[ -15/7 ] 
f(z) = 294/125*z^3 - 28/3*z + 1
*
[ 3/2 ] 
f(z) = 296/135*z^3 - 23/5*z + 1
*
-10/9 | 0.089415006850731995311821233310135429101 | 0.013040983389338953038505099303504776685
f(z) = 297/125*z^3 - 38/15*z + 1
*
[ 5/3 ] 
f(z) = 297/125*z^3 - 31/5*z + 1
*
[ 5/12 ] 
f(z) = 297/125*z^3 - 29/16*z + 1
*
[ 5/9 ] 
f(z) = 297/125*z^3 - 23/15*z + 1
*
[ 4/3 ] 
f(z) = 297/128*z^3 - 31/8*z + 1
*
[ 2/3 ] 
f(z) = 297/136*z^3 - 25/17*z + 1
*
[ -5/2 ] 
f(z) = 298/125*z^3 - 27/2*z + 1
*
[ -3/2 ] 
f(z) = 298/135*z^3 - 33/10*z + 1
*
[ -5/4 ] 
f(z) = 299/125*z^3 - 31/16*z + 1
*
[ 11/24 ] 
f(z) = 288/121*z^3 - 37/22*z + 1
*
-20/17 | 0.12122475829106955789815932070993328667 | 0.017188367077734440633263028488458301562
f(z) = 289/125*z^3 - 37/20*z + 1
*
[ -20/17 ]
f(z) = 289/125*z^3 - 27/20*z + 1
*
[ 12/17 ] 
f(z) = 289/128*z^3 - 37/24*z + 1
*
[ -5/4 ] 
f(z) = 292/125*z^3 - 37/20*z + 1
*
[ 3/4 ] 
f(z) = 292/135*z^3 - 31/20*z + 1
*
[ 11/14 ] 
f(z) = 294/121*z^3 - 39/22*z + 1
*
[ 15/28 ] 
f(z) = 294/125*z^3 - 37/24*z + 1
*
[ 5/6 ] 
f(z) = 297/125*z^3 - 37/20*z + 1
*
[ -1 ]
f(z) = 282/121*z^3 - 40/121*z + 1
*
[ -5/3 ] 
f(z) = 282/125*z^3 - 14/3*z + 1
*
[ 5/6 ] 
f(z) = 284/125*z^3 - 16/9*z + 1
*
[ -5/4 ] 
f(z) = 284/125*z^3 - 7/4*z + 1
*
[ 5/7 ] 
f(z) = 287/125*z^3 - 11/7*z + 1
*
[ 5/4 ] 
f(z) = 288/125*z^3 - 17/5*z + 1
*
[ -5/2 ] 
f(z) = 288/125*z^3 - 13*z + 1
*
[ 5/3 ] 
f(z) = 288/125*z^3 - 6*z + 1
*
[ 5/8 ] 
f(z) = 288/125*z^3 - 3/2*z + 1
*
[ 11/17 ] 
f(z) = 289/121*z^3 - 17/11*z + 1
*
[ 10/17 ] 
f(z) = 289/125*z^3 - 3/2*z + 1
*
-20/17 | 0.11334076964883092688038267170541901677 | 0.020002159365550065842176688870416573008
f(z) = 289/128*z^3 - 15/8*z + 1
*
[ 8/17 ] 
f(z) = 289/128*z^3 - 13/8*z + 1
*
[ 15/17 ] 
f(z) = 289/135*z^3 - 9/5*z + 1
*
[ 5/2 ] 
f(z) = 292/125*z^3 - 14*z + 1
*
[ -3/2 ] 
f(z) = 292/135*z^3 - 16/5*z + 1
*
10/7 | 0.12843638291253493136203746975038121410 | 0.016897517577178934448262611677042625125
f(z) = 294/125*z^3 - 16/3*z + 1
*
[ -5/4 ] 
f(z) = 294/125*z^3 - 15/8*z + 1
*
[ 5/6 ] 
f(z) = 294/125*z^3 - 11/6*z + 1
*
[ 5/21 ] 
f(z) = 294/125*z^3 - 10/3*z + 1
*
[ 10/7 ] 
f(z) = 294/125*z^3 - 9/2*z + 1
*
[ 5/7 ] 
f(z) = 294/125*z^3 - 8/5*z + 1
*
[ -5/4 ] 
f(z) = 296/125*z^3 - 19/10*z + 1
*
[ 5/4 ] 
f(z) = 296/125*z^3 - 7/2*z + 1
*
[ 10/9 ] 
f(z) = 297/125*z^3 - 17/6*z + 1
*
10/9 | 0.15143183230247523655853484458729216739 | 0.019922875357039941885365815985733124000
f(z) = 297/125*z^3 - 16/3*z + 1
*
[ -5/3 ] 
f(z) = 297/125*z^3 - 5*z + 1
*
[ -4/3 ] 
f(z) = 297/128*z^3 - 19/8*z + 1
*
[ -11/12 ]
f(z) = 288/121*z^3 + 1/11*z + 1
*
[ -11/17 ]
f(z) = 289/121*z^3 + 17/11*z + 1
*
[ -15/17 ]
f(z) = 289/125*z^3 + 1/3*z + 1
*
[ -10/17 ]
f(z) = 289/125*z^3 + 19/10*z + 1
*
[ -16/17 ]
f(z) = 289/128*z^3 + 1/16*z + 1
*
[ -15/17 ]
f(z) = 289/135*z^3 + 7/15*z + 1
*
[ -5/7 ]
f(z) = 294/125*z^3 + 6/5*z + 1
*
[ -5/17 ]
f(z) = 289/125*z^3 + 21/5*z + 1
*
[ -8/17 ]
f(z) = 289/128*z^3 + 21/8*z + 1
*
[ -5/24 ]
f(z) = 288/125*z^3 + 57/10*z + 1
*
-2 | 0.10263410781380682060565135227984956551 | 0.014482560066741753720489453759062985091
f(z) = 281/144*z^3 - 299/36*z + 1
*
[ 2 ] 
f(z) = 299/144*z^3 - 281/36*z + 1
*
[ -30/17 ] 
f(z) = 289/144*z^3 - 281/60*z + 1
*
-20/17 | 0.18215533545335084709614802630619796497 | 0.024988349503354338594598531020386134849
f(z) = 289/150*z^3 - 293/120*z + 1
*
1/17 | 0.13791182945648596261584216739742538449 | 0.024338412380029638588494192374014721445
f(z) = 289/140*z^3 - 281/140*z + 1
*
[ -4/3 ] 
f(z) = 297/140*z^3 - 283/140*z + 1
*
[ 12/13 ] 
f(z) = 299/144*z^3 - 289/156*z + 1
*
[ 7/8 ] 
f(z) = 296/147*z^3 - 283/168*z + 1
*
[ 4/5 ] 
f(z) = 295/144*z^3 - 281/180*z + 1
*
[ 3/4 ] 
f(z) = 284/153*z^3 - 281/204*z + 1
*
[ 5/7 ] 
f(z) = 287/150*z^3 - 289/210*z + 1
*
[ -22/17 ] 
f(z) = 289/152*z^3 - 295/209*z + 1
*
[ 7/10 ] 
f(z) = 290/147*z^3 - 293/210*z + 1
*
[ 2/3 ] 
f(z) = 291/140*z^3 - 299/210*z + 1
*
[ 3/4 ] 
f(z) = 292/153*z^3 - 287/204*z + 1
*
[ 2 ] 
f(z) = 281/144*z^3 - 263/36*z + 1
*
[ 2 ] 
f(z) = 283/144*z^3 - 265/36*z + 1
*
[ 2 ] 
f(z) = 287/144*z^3 - 269/36*z + 1
*
[ 2 ] 
f(z) = 293/144*z^3 - 275/36*z + 1
*
[ 2 ] 
f(z) = 295/144*z^3 - 277/36*z + 1
*
[ -3/2 ] 
f(z) = 290/153*z^3 - 265/102*z + 1
*
[ -3/2 ] 
f(z) = 298/153*z^3 - 277/102*z + 1
*
-5/34 | 0.19247581053088693927905362934794277411 | 0.026717354503420073131557444482168611847
f(z) = 289/150*z^3 - 269/120*z + 1
*
[ 5/12 ] 
f(z) = 288/155*z^3 - 267/155*z + 1
*
[ 16/17 ] 
f(z) = 289/144*z^3 - 265/144*z + 1
*
[ 7/17 ] 
f(z) = 289/154*z^3 - 269/154*z + 1
*
[ -4/3 ] 
f(z) = 297/148*z^3 - 269/148*z + 1
*
-12/13 | 0.17694871376165998574373943968618290261 | 0.021408384966329152387297298306427027294
f(z) = 299/144*z^3 - 263/156*z + 1
*
[ -2 ] 
f(z) = 295/144*z^3 - 241/36*z + 1
*
[ -2 ] 
f(z) = 299/144*z^3 - 245/36*z + 1
*
[ 7/4 ] 
f(z) = 296/147*z^3 - 241/42*z + 1
*
[ 4/17 ] 
f(z) = 289/152*z^3 - 255/76*z + 1
*
[ 4/3 ] 
f(z) = 297/152*z^3 - 245/76*z + 1
*
[ -3/2 ] 
f(z) = 286/153*z^3 - 259/102*z + 1
*
[ 11/12 ] 
f(z) = 288/143*z^3 - 255/143*z + 1
*
[ 5/12 ] 
f(z) = 288/145*z^3 - 253/145*z + 1
*
[ 7/17 ] 
f(z) = 289/140*z^3 - 249/140*z + 1
*
[ 6/13 ] 
f(z) = 299/144*z^3 - 251/156*z + 1
*
[ 10/17 ] 
f(z) = 289/144*z^3 - 251/180*z + 1
*
[ -2 ] 
f(z) = 281/144*z^3 - 227/36*z + 1
*
[ -2 ] 
f(z) = 283/144*z^3 - 229/36*z + 1
*
[ -2 ] 
f(z) = 287/144*z^3 - 233/36*z + 1
*
[ -2 ] 
f(z) = 289/144*z^3 - 235/36*z + 1
*
[ -2 ] 
f(z) = 293/144*z^3 - 239/36*z + 1
*
[ 3/17 ] 
f(z) = 289/144*z^3 - 227/48*z + 1
*
[ -7/5 ] 
f(z) = 290/147*z^3 - 226/105*z + 1
*
[ -7/5 ] 
f(z) = 295/147*z^3 - 233/105*z + 1
*
-45/34 | 0.18215430183692995737396682910346339752 | 0.025827521117790013402327366582868947946
f(z) = 289/150*z^3 - 221/120*z + 1
*
[ 1/2 ] 
f(z) = 280/151*z^3 - 221/151*z + 1
*
[ 1/2 ] 
f(z) = 280/153*z^3 - 223/153*z + 1
*
[ 1/2 ] 
f(z) = 280/157*z^3 - 227/157*z + 1
*
[ 1/2 ] 
f(z) = 280/159*z^3 - 229/159*z + 1
*
[ 1/2 ] 
f(z) = 284/151*z^3 - 222/151*z + 1
*
[ 1/2 ] 
f(z) = 284/153*z^3 - 224/153*z + 1
*
[ 1/2 ] 
f(z) = 284/155*z^3 - 226/155*z + 1
*
[ 1/2 ] 
f(z) = 284/157*z^3 - 228/157*z + 1
*
[ 1/2 ] 
f(z) = 284/159*z^3 - 230/159*z + 1
*
[ 5/6 ] 
f(z) = 288/145*z^3 - 229/145*z + 1
*
[ 1/2 ] 
f(z) = 288/149*z^3 - 221/149*z + 1
*
[ 1/2 ] 
f(z) = 288/151*z^3 - 223/151*z + 1
*
[ 5/6 ] 
f(z) = 288/155*z^3 - 231/155*z + 1
*
[ 1/2 ] 
f(z) = 288/155*z^3 - 227/155*z + 1
*
[ 1/2 ] 
f(z) = 288/157*z^3 - 229/157*z + 1
*
[ 8/17 ] 
f(z) = 289/152*z^3 - 235/152*z + 1
*
[ 14/17 ] 
f(z) = 289/154*z^3 - 229/154*z + 1
*
[ 1/2 ] 
f(z) = 292/149*z^3 - 222/149*z + 1
*
[ 1/2 ] 
f(z) = 292/151*z^3 - 224/151*z + 1
*
[ 1/2 ] 
f(z) = 292/153*z^3 - 226/153*z + 1
*
[ 1/2 ] 
f(z) = 292/155*z^3 - 228/155*z + 1
*
[ 1/2 ] 
f(z) = 292/157*z^3 - 230/157*z + 1
*
[ 1/2 ] 
f(z) = 292/159*z^3 - 232/159*z + 1
*
[ 1/2 ] 
f(z) = 296/147*z^3 - 221/147*z + 1
*
[ 1/2 ] 
f(z) = 296/149*z^3 - 223/149*z + 1
*
[ 1/2 ] 
f(z) = 296/151*z^3 - 225/151*z + 1
*
[ 1/2 ] 
f(z) = 296/153*z^3 - 227/153*z + 1
*
[ 1/2 ] 
f(z) = 296/155*z^3 - 229/155*z + 1
*
[ 1/2 ] 
f(z) = 296/157*z^3 - 231/157*z + 1
*
[ 1/2 ] 
f(z) = 296/159*z^3 - 233/159*z + 1
*
[ 2/3 ] 
f(z) = 281/152*z^3 - 226/171*z + 1
*
[ 2/3 ] 
f(z) = 283/152*z^3 - 227/171*z + 1
*
[ 2/3 ] 
f(z) = 287/152*z^3 - 229/171*z + 1
*
[ 38/51 ] 
f(z) = 289/152*z^3 - 239/171*z + 1
*
[ 2/3 ] 
f(z) = 289/152*z^3 - 230/171*z + 1
*
[ 2/3 ] 
f(z) = 293/152*z^3 - 232/171*z + 1
*
[ 2/3 ] 
f(z) = 295/152*z^3 - 233/171*z + 1
*
[ 2/3 ] 
f(z) = 299/152*z^3 - 235/171*z + 1
*
[ 3/2 ] 
f(z) = 292/153*z^3 - 202/51*z + 1
*
[ 3/2 ] 
f(z) = 296/153*z^3 - 205/51*z + 1
*
[ 2/9 ] 
f(z) = 297/152*z^3 - 205/57*z + 1
*
[ -26/17 ] 
f(z) = 289/156*z^3 - 209/78*z + 1
*
[ 1/2 ] 
f(z) = 280/141*z^3 - 211/141*z + 1
*
[ 1/2 ] 
f(z) = 280/143*z^3 - 213/143*z + 1
*
[ 1/2 ] 
f(z) = 280/149*z^3 - 219/149*z + 1
*
[ 1/2 ] 
f(z) = 284/141*z^3 - 212/141*z + 1
*
[ 1/2 ] 
f(z) = 284/143*z^3 - 214/143*z + 1
*
[ 1/2 ] 
f(z) = 284/145*z^3 - 216/145*z + 1
*
[ 1/2 ] 
f(z) = 284/147*z^3 - 218/147*z + 1
*
[ 1/2 ] 
f(z) = 284/149*z^3 - 220/149*z + 1
*
[ 1/2 ] 
f(z) = 288/143*z^3 - 215/143*z + 1
*
[ 1/2 ] 
f(z) = 288/145*z^3 - 217/145*z + 1
*
[ 13/17 ] 
f(z) = 289/143*z^3 - 213/143*z + 1
*
[ 9/17 ] 
f(z) = 289/144*z^3 - 209/144*z + 1
*
[ -22/17 ] 
f(z) = 289/154*z^3 - 211/154*z + 1
*
[ 11/17 ] 
f(z) = 289/154*z^3 - 205/154*z + 1
*
[ 12/17 ] 
f(z) = 289/156*z^3 - 209/156*z + 1
*
[ 1/2 ] 
f(z) = 292/141*z^3 - 214/141*z + 1
*
[ 1/2 ] 
f(z) = 292/143*z^3 - 216/143*z + 1
*
[ 1/2 ] 
f(z) = 292/145*z^3 - 218/145*z + 1
*
[ 1/2 ] 
f(z) = 292/147*z^3 - 220/147*z + 1
*
[ 5/7 ] 
f(z) = 294/145*z^3 - 208/145*z + 1
*
[ 5/7 ] 
f(z) = 294/155*z^3 - 212/155*z + 1
*
[ 1/2 ] 
f(z) = 296/141*z^3 - 215/141*z + 1
*
[ 1/2 ] 
f(z) = 296/143*z^3 - 217/143*z + 1
*
[ 1/2 ] 
f(z) = 296/145*z^3 - 219/145*z + 1
*
[ 2/3 ] 
f(z) = 297/142*z^3 - 203/142*z + 1
*
[ 2/3 ] 
f(z) = 297/146*z^3 - 205/146*z + 1
*
[ 2/3 ] 
f(z) = 297/158*z^3 - 211/158*z + 1
*
2/17 | 0.087506155737057950036908590452208161139 | 0.012023480943126570388400003336232485764
f(z) = 289/152*z^3 - 181/19*z + 1
*
[ 3/2 ] 
f(z) = 280/153*z^3 - 193/51*z + 1
*
[ 3/2 ] 
f(z) = 284/153*z^3 - 196/51*z + 1
*
[ -7/4 ] 
f(z) = 296/147*z^3 - 193/42*z + 1
*
8/17 | 0.16309058522029431215332452739914720273 | 0.027579352722877534945987281462279244080
f(z) = 289/144*z^3 - 185/72*z + 1
*
-6/5 | 0.13607624420527798423770125750863470272 | 0.017635559223626036342949847547248924703
f(z) = 295/144*z^3 - 187/60*z + 1
*
[ 15/34 ] 
f(z) = 289/150*z^3 - 197/120*z + 1
*
[ 14/17 ] 
f(z) = 289/152*z^3 - 200/133*z + 1
*
[ 11/17 ] 
f(z) = 289/143*z^3 - 199/143*z + 1
*
[ 38/17 ] 
f(z) = 289/152*z^3 - 170/19*z + 1
*
[ 30/17 ] 
f(z) = 289/150*z^3 - 167/30*z + 1
*
10/17 | 0.17904911709872922603061076261738315439 | 0.026760325482938944788468001799646552617
f(z) = 289/150*z^3 - 161/30*z + 1
*
21/17 | 0.17807060150539456547358638594407245175 | 0.028328134820936103516165575591572735292
f(z) = 289/144*z^3 - 179/48*z + 1
*
[ 6/17 ] 
f(z) = 289/156*z^3 - 161/78*z + 1
*
[ 6/5 ] 
f(z) = 295/144*z^3 - 167/60*z + 1
*
[ 2/5 ] 
f(z) = 295/152*z^3 - 172/95*z + 1
*
-2 | 0.11603417403050041920988934296612645470 | 0.016365714606222476049531949320929088071
f(z) = 281/152*z^3 - 150/19*z + 1
*
-2 | 0.11618802423773160958854702854973454794 | 0.016372070712796604267965506489585095386
f(z) = 283/152*z^3 - 151/19*z + 1
*
-2 | 0.11649145403361785474682419681945989966 | 0.016384448518242583862615227746970991289
f(z) = 287/152*z^3 - 153/19*z + 1
*
-2 | 0.11664109269753921776014003770036517139 | 0.016390476740857607061212917901223923774
f(z) = 289/152*z^3 - 154/19*z + 1
*
[ -38/17 ] 
f(z) = 289/152*z^3 - 153/19*z + 1
*
[ 2/17 ] 
f(z) = 289/152*z^3 - 143/19*z + 1
*
-2 | 0.11678938490831376639899442694756413335 | 0.016396401969327862169332991795763941185
f(z) = 291/152*z^3 - 155/19*z + 1
*
-2 | 0.11693635775566539959377624819751475985 | 0.016402227141329802856818792132692238379
f(z) = 293/152*z^3 - 156/19*z + 1
*
-2 | 0.11708203743357571516892431451650650906 | 0.016407955077002889588102684894123341645
f(z) = 295/152*z^3 - 157/19*z + 1
*
-2 | 0.11722644928221804600685364157369504575 | 0.016413588485022630300844398901798770273
f(z) = 297/152*z^3 - 158/19*z + 1
*
-2 | 0.11736961782735725002020279056381114459 | 0.016419129968288514205429235211246867336
f(z) = 299/152*z^3 - 159/19*z + 1
*
[ 20/17 ] 
f(z) = 289/150*z^3 - 151/60*z + 1
*
[ 3/4 ] 
f(z) = 296/153*z^3 - 145/102*z + 1
*
[ 2 ] 
f(z) = 281/152*z^3 - 131/19*z + 1
*
[ 2 ] 
f(z) = 283/152*z^3 - 132/19*z + 1
*
[ 2 ] 
f(z) = 287/152*z^3 - 134/19*z + 1
*
[ 2 ] 
f(z) = 289/152*z^3 - 135/19*z + 1
*
[ 2 ] 
f(z) = 291/152*z^3 - 136/19*z + 1
*
[ 2 ] 
f(z) = 293/152*z^3 - 137/19*z + 1
*
[ 2 ] 
f(z) = 295/152*z^3 - 138/19*z + 1
*
[ 2 ] 
f(z) = 297/152*z^3 - 139/19*z + 1
*
[ 2 ] 
f(z) = 299/152*z^3 - 140/19*z + 1
*
[ -2 ] 
f(z) = 299/152*z^3 - 121/19*z + 1
*
20/17 | 0.097242321247589930466513787823856064255 | 0.015607513169850430455899720767478689494
f(z) = 289/144*z^3 - 127/36*z + 1
*
[ 4/17 ] 
f(z) = 289/144*z^3 - 121/36*z + 1
*
[ -30/17 ] 
f(z) = 289/150*z^3 - 133/30*z + 1
*
[ -3/2 ] 
f(z) = 280/153*z^3 - 125/51*z + 1
*
[ -3/2 ] 
f(z) = 284/153*z^3 - 128/51*z + 1
*
[ -3/2 ] 
f(z) = 292/153*z^3 - 134/51*z + 1
*
[ -3/2 ] 
f(z) = 296/153*z^3 - 137/51*z + 1
*
[ -4/3 ] 
f(z) = 297/152*z^3 - 131/76*z + 1
*
[ 6/7 ] 
f(z) = 287/144*z^3 - 137/84*z + 1
*
[ 10/17 ] 
f(z) = 289/152*z^3 - 129/95*z + 1
*
[ 3/4 ] 
f(z) = 280/153*z^3 - 139/102*z + 1
*
[ -2 ] 
f(z) = 281/152*z^3 - 112/19*z + 1
*
[ -2 ] 
f(z) = 283/152*z^3 - 113/19*z + 1
*
[ -2 ] 
f(z) = 287/152*z^3 - 115/19*z + 1
*
6/17 | 0.20236271058640608011363167946383488901 | 0.028198931585210199360223589854355648851
f(z) = 289/144*z^3 - 109/12*z + 1
*
[ -2 ] 
f(z) = 289/152*z^3 - 116/19*z + 1
*
[ -2 ] 
f(z) = 291/152*z^3 - 117/19*z + 1
*
[ -2 ] 
f(z) = 293/152*z^3 - 118/19*z + 1
*
[ -2 ] 
f(z) = 295/152*z^3 - 119/19*z + 1
*
[ -2 ] 
f(z) = 297/152*z^3 - 120/19*z + 1
*
14/17 | 0.15575337678002592997757426922112442742 | 0.025868256564202254458881160553293772729
f(z) = 289/144*z^3 - 103/36*z + 1
*
-28/17 | 0.14172044155008723689184243111861348539 | 0.021181255763327499385896677558677782733
f(z) = 289/147*z^3 - 115/21*z + 1
*
20/17 | 0.15701847443442968655986889752134975856 | 0.024778726936210432834523998531775790653
f(z) = 289/150*z^3 - 113/30*z + 1
*
[ 6/17 ] 
f(z) = 289/152*z^3 - 118/57*z + 1
*
[ 14/17 ] 
f(z) = 289/140*z^3 - 113/70*z + 1
*
[ 8/17 ] 
f(z) = 289/144*z^3 - 113/72*z + 1
*
[ 2/3 ] 
f(z) = 297/140*z^3 - 101/70*z + 1
*
[ 2/3 ] 
f(z) = 297/148*z^3 - 103/74*z + 1
*
[ 21/34 ] 
f(z) = 289/147*z^3 - 115/84*z + 1
*
[ 24/17 ] 
f(z) = 289/144*z^3 - 89/24*z + 1
*
-18/17 | 0.17341226767126739603778518346977519445 | 0.029872219784690774974545241435402339573
f(z) = 289/144*z^3 - 83/36*z + 1
*
[ 10/17 ] 
f(z) = 289/140*z^3 - 99/70*z + 1
*
[ 18/17 ] 
f(z) = 289/144*z^3 - 79/36*z + 1
*
[ 5/17 ] 
f(z) = 289/150*z^3 - 77/30*z + 1
*
[ 14/17 ] 
f(z) = 289/147*z^3 - 65/42*z + 1
*
[ 2/3 ] 
f(z) = 291/152*z^3 - 77/57*z + 1
*
[ -24/17 ] 
f(z) = 289/144*z^3 - 55/24*z + 1
*
[ 21/17 ] 
f(z) = 289/147*z^3 - 59/21*z + 1
*
[ 15/17 ] 
f(z) = 289/150*z^3 - 49/30*z + 1
*
[ 10/17 ] 
f(z) = 289/150*z^3 - 41/30*z + 1
*
[ 6/17 ] 
f(z) = 289/144*z^3 - 25/12*z + 1
*
[ 2/3 ] 
f(z) = 297/152*z^3 - 26/19*z + 1
*
[ 7/17 ] 
f(z) = 289/147*z^3 - 37/21*z + 1
*
[ 12/17 ] 
f(z) = 289/144*z^3 - 17/12*z + 1
*
[ -12/17 ]
f(z) = 289/144*z^3 + 17/12*z + 1
*
[ -7/17 ]
f(z) = 289/147*z^3 + 65/21*z + 1
*
[ 3 ] 
f(z) = 293/162*z^3 - 281/18*z + 1
*
[ 3 ] 
f(z) = 295/162*z^3 - 283/18*z + 1
*
[ 3 ] 
f(z) = 299/162*z^3 - 287/18*z + 1
*
36/17 | 0.21084338629693517732593306473470333217 | 0.026696916390128272698086081105382391474
f(z) = 289/162*z^3 - 299/36*z + 1
*
[ -39/17 ] 
f(z) = 289/169*z^3 - 295/39*z + 1
*
35/24 | 0.19084590736053944473655476916833557559 | 0.026180535544242917616880448931655935515
f(z) = 288/175*z^3 - 293/70*z + 1
*
[ 4/17 ] 
f(z) = 289/168*z^3 - 281/84*z + 1
*
[ -13/8 ] 
f(z) = 280/169*z^3 - 287/104*z + 1
*
[ 13/48 ] 
f(z) = 288/169*z^3 - 293/104*z + 1
*
2/5 | 0.16156773930286428357338961224528159108 | 0.020830798108885927227149518266692479866
f(z) = 295/168*z^3 - 292/105*z + 1
*
-6/5 | 0.18375993739057277150439434832838035367 | 0.023788037695813704637184054230242834892
f(z) = 295/168*z^3 - 283/105*z + 1
*
-21/17 | 0.22525496737322070957262139245924980642 | 0.028570428105340384952393820624230855246
f(z) = 289/162*z^3 - 295/126*z + 1
*
-10/9 | 0.099398271806084808294774095596515031717 | 0.014107496983690488690230979170322145541
f(z) = 297/160*z^3 - 287/120*z + 1
*
[ 20/17 ] 
f(z) = 289/175*z^3 - 299/140*z + 1
*
[ 7/17 ] 
f(z) = 289/175*z^3 - 299/175*z + 1
*
[ -4/3 ] 
f(z) = 299/160*z^3 - 283/180*z + 1
*
[ 27/34 ] 
f(z) = 289/162*z^3 - 299/216*z + 1
*
[ 3/4 ] 
f(z) = 284/171*z^3 - 289/228*z + 1
*
[ 4/5 ] 
f(z) = 285/176*z^3 - 283/220*z + 1
*
[ 12/17 ] 
f(z) = 289/171*z^3 - 287/228*z + 1
*
[ 3/4 ] 
f(z) = 292/171*z^3 - 295/228*z + 1
*
[ 4/5 ] 
f(z) = 295/176*z^3 - 291/220*z + 1
*
[ 20/33 ] 
f(z) = 297/160*z^3 - 293/220*z + 1
*
[ 3 ] 
f(z) = 281/162*z^3 - 269/18*z + 1
*
[ 3 ] 
f(z) = 283/162*z^3 - 271/18*z + 1
*
[ 3 ] 
f(z) = 287/162*z^3 - 275/18*z + 1
*
[ -3 ] 
f(z) = 287/162*z^3 - 263/18*z + 1
*
[ 3 ] 
f(z) = 289/162*z^3 - 277/18*z + 1
*
[ -3 ] 
f(z) = 289/162*z^3 - 265/18*z + 1
*
[ -3 ] 
f(z) = 293/162*z^3 - 269/18*z + 1
*
[ -3 ] 
f(z) = 295/162*z^3 - 271/18*z + 1
*
[ -3 ] 
f(z) = 299/162*z^3 - 275/18*z + 1
*
[ 36/17 ] 
f(z) = 289/162*z^3 - 269/36*z + 1
*
-2/17 | 0.21156063019348661749499664637949869680 | 0.027649217493447184746980113279829290643
f(z) = 289/168*z^3 - 263/21*z + 1
*
[ 2 ] 
f(z) = 281/160*z^3 - 261/40*z + 1
*
[ 2 ] 
f(z) = 283/160*z^3 - 263/40*z + 1
*
[ 2 ] 
f(z) = 283/176*z^3 - 261/44*z + 1
*
[ 2 ] 
f(z) = 285/176*z^3 - 263/44*z + 1
*
[ 2 ] 
f(z) = 287/160*z^3 - 267/40*z + 1
*
[ 2 ] 
f(z) = 287/176*z^3 - 265/44*z + 1
*
[ 2 ] 
f(z) = 289/160*z^3 - 269/40*z + 1
*
-2/17 | 0.12379894928049167513451594569064204074 | 0.017810710456931131838866829119710360132
f(z) = 289/160*z^3 - 261/40*z + 1
*
[ 3/17 ] 
f(z) = 289/171*z^3 - 269/57*z + 1
*
[ 2 ] 
f(z) = 289/176*z^3 - 267/44*z + 1
*
[ 2 ] 
f(z) = 291/160*z^3 - 271/40*z + 1
*
[ 2 ] 
f(z) = 291/176*z^3 - 269/44*z + 1
*
[ 2 ] 
f(z) = 293/160*z^3 - 273/40*z + 1
*
[ 2 ] 
f(z) = 293/176*z^3 - 271/44*z + 1
*
[ 2 ] 
f(z) = 295/176*z^3 - 273/44*z + 1
*
[ 2 ] 
f(z) = 297/160*z^3 - 277/40*z + 1
*
[ 2 ] 
f(z) = 299/160*z^3 - 279/40*z + 1
*
[ 2 ] 
f(z) = 299/176*z^3 - 277/44*z + 1
*
[ 3/2 ] 
f(z) = 287/162*z^3 - 263/72*z + 1
*
[ 5/24 ] 
f(z) = 288/175*z^3 - 271/70*z + 1
*
[ 3/2 ] 
f(z) = 293/162*z^3 - 269/72*z + 1
*
[ 3/2 ] 
f(z) = 295/162*z^3 - 271/72*z + 1
*
[ 3/2 ] 
f(z) = 299/162*z^3 - 275/72*z + 1
*
[ 6/17 ] 
f(z) = 289/176*z^3 - 269/132*z + 1
*
2/3 | 0.20247699222535844755362212211866760019 | 0.028882736753783400517436867113994293059
f(z) = 291/160*z^3 - 277/120*z + 1
*
[ 10/9 ] 
f(z) = 297/160*z^3 - 263/120*z + 1
*
[ 7/17 ] 
f(z) = 289/161*z^3 - 279/161*z + 1
*
[ 16/17 ] 
f(z) = 289/176*z^3 - 267/176*z + 1
*
[ 13/28 ] 
f(z) = 280/169*z^3 - 275/182*z + 1
*
[ 13/15 ] 
f(z) = 285/169*z^3 - 277/195*z + 1
*
[ -4/3 ] 
f(z) = 289/160*z^3 - 263/180*z + 1
*
[ -4/3 ] 
f(z) = 293/160*z^3 - 271/180*z + 1
*
[ 5/6 ] 
f(z) = 282/175*z^3 - 277/210*z + 1
*
[ 10/17 ] 
f(z) = 289/176*z^3 - 279/220*z + 1
*
[ -3 ] 
f(z) = 281/162*z^3 - 257/18*z + 1
*
[ -3 ] 
f(z) = 283/162*z^3 - 259/18*z + 1
*
[ 2 ] 
f(z) = 281/176*z^3 - 259/44*z + 1
*
[ 3/2 ] 
f(z) = 281/162*z^3 - 257/72*z + 1
*
[ 3/2 ] 
f(z) = 283/162*z^3 - 259/72*z + 1
*
[ -28/17 ] 
f(z) = 289/168*z^3 - 257/84*z + 1
*
10/17 | 0.21116871479561151553818445375961378003 | 0.027916718317219892838598457530184495953
f(z) = 289/168*z^3 - 241/105*z + 1
*
[ -3/2 ] 
f(z) = 290/171*z^3 - 245/114*z + 1
*
[ 6/5 ] 
f(z) = 295/168*z^3 - 248/105*z + 1
*
5/9 | 0.18283036506275048052170032250546772071 | 0.025726818332051220564845525619441239594
f(z) = 297/175*z^3 - 244/105*z + 1
*
[ -3/2 ] 
f(z) = 298/171*z^3 - 257/114*z + 1
*
[ 6/17 ] 
f(z) = 289/160*z^3 - 247/120*z + 1
*
[ 35/34 ] 
f(z) = 289/175*z^3 - 241/140*z + 1
*
[ 13/33 ] 
f(z) = 297/169*z^3 - 259/143*z + 1
*
[ 1/2 ] 
f(z) = 280/171*z^3 - 241/171*z + 1
*
[ 1/2 ] 
f(z) = 280/173*z^3 - 243/173*z + 1
*
[ 1/2 ] 
f(z) = 280/177*z^3 - 247/177*z + 1
*
[ 1/2 ] 
f(z) = 280/179*z^3 - 249/179*z + 1
*
[ 1/2 ] 
f(z) = 284/171*z^3 - 242/171*z + 1
*
[ 1/2 ] 
f(z) = 284/173*z^3 - 244/173*z + 1
*
[ 1/2 ] 
f(z) = 284/175*z^3 - 246/175*z + 1
*
[ 1/2 ] 
f(z) = 284/177*z^3 - 248/177*z + 1
*
[ 1/2 ] 
f(z) = 284/179*z^3 - 250/179*z + 1
*
[ 1/2 ] 
f(z) = 288/169*z^3 - 241/169*z + 1
*
[ 1/2 ] 
f(z) = 288/173*z^3 - 245/173*z + 1
*
[ 1/2 ] 
f(z) = 288/175*z^3 - 247/175*z + 1
*
[ 1/2 ] 
f(z) = 288/179*z^3 - 251/179*z + 1
*
[ -23/17 ] 
f(z) = 289/161*z^3 - 249/161*z + 1
*
[ 15/17 ] 
f(z) = 289/165*z^3 - 247/165*z + 1
*
[ 8/17 ] 
f(z) = 289/168*z^3 - 253/168*z + 1
*
[ 1/2 ] 
f(z) = 292/169*z^3 - 242/169*z + 1
*
[ 1/2 ] 
f(z) = 292/171*z^3 - 244/171*z + 1
*
[ 1/2 ] 
f(z) = 292/173*z^3 - 246/173*z + 1
*
[ 1/2 ] 
f(z) = 292/175*z^3 - 248/175*z + 1
*
[ 1/2 ] 
f(z) = 292/177*z^3 - 250/177*z + 1
*
[ 1/2 ] 
f(z) = 292/179*z^3 - 252/179*z + 1
*
[ 1/2 ] 
f(z) = 296/167*z^3 - 241/167*z + 1
*
[ 1/2 ] 
f(z) = 296/169*z^3 - 243/169*z + 1
*
[ 1/2 ] 
f(z) = 296/171*z^3 - 245/171*z + 1
*
[ 1/2 ] 
f(z) = 296/173*z^3 - 247/173*z + 1
*
[ 1/2 ] 
f(z) = 296/175*z^3 - 249/175*z + 1
*
[ 1/2 ] 
f(z) = 296/177*z^3 - 251/177*z + 1
*
[ 1/2 ] 
f(z) = 296/179*z^3 - 253/179*z + 1
*
[ -4/3 ] 
f(z) = 297/164*z^3 - 241/164*z + 1
*
[ -4/3 ] 
f(z) = 281/160*z^3 - 247/180*z + 1
*
[ -4/3 ] 
f(z) = 283/160*z^3 - 251/180*z + 1
*
[ -4/3 ] 
f(z) = 287/160*z^3 - 259/180*z + 1
*
[ 2/3 ] 
f(z) = 293/168*z^3 - 241/189*z + 1
*
[ 2/3 ] 
f(z) = 295/168*z^3 - 242/189*z + 1
*
[ 2/3 ] 
f(z) = 299/168*z^3 - 244/189*z + 1
*
[ 13/4 ] 
f(z) = 288/169*z^3 - 225/13*z + 1
*
[ -36/17 ] 
f(z) = 289/162*z^3 - 235/36*z + 1
*
-42/17 | 0.22091993438309491286837841235508708590 | 0.029336766650011088178041839844292049254
f(z) = 289/168*z^3 - 233/21*z + 1
*
[ 35/17 ] 
f(z) = 289/175*z^3 - 227/35*z + 1
*
[ -2 ] 
f(z) = 281/160*z^3 - 221/40*z + 1
*
[ -2 ] 
f(z) = 283/160*z^3 - 223/40*z + 1
*
[ -2 ] 
f(z) = 287/160*z^3 - 227/40*z + 1
*
[ -2 ] 
f(z) = 287/176*z^3 - 221/44*z + 1
*
[ 27/17 ] 
f(z) = 289/162*z^3 - 223/54*z + 1
*
[ -2 ] 
f(z) = 291/160*z^3 - 231/40*z + 1
*
[ -2 ] 
f(z) = 291/176*z^3 - 225/44*z + 1
*
[ -2 ] 
f(z) = 293/160*z^3 - 233/40*z + 1
*
[ -2 ] 
f(z) = 293/176*z^3 - 227/44*z + 1
*
[ -2 ] 
f(z) = 295/176*z^3 - 229/44*z + 1
*
[ -2 ] 
f(z) = 297/160*z^3 - 237/40*z + 1
*
[ -2 ] 
f(z) = 299/160*z^3 - 239/40*z + 1
*
[ -2 ] 
f(z) = 299/176*z^3 - 233/44*z + 1
*
-35/24 | 0.10497566066688559950852509424782755307 | 0.014923211758119027335481133566458959344
f(z) = 288/175*z^3 - 227/70*z + 1
*
[ 35/24 ] 
f(z) = 288/175*z^3 - 223/70*z + 1
*
[ 24/17 ] 
f(z) = 289/162*z^3 - 235/72*z + 1
*
[ 6/5 ] 
f(z) = 295/162*z^3 - 221/90*z + 1
*
[ -3/2 ] 
f(z) = 286/171*z^3 - 239/114*z + 1
*
[ 13/36 ] 
f(z) = 288/169*z^3 - 233/117*z + 1
*
[ 6/17 ] 
f(z) = 289/171*z^3 - 233/114*z + 1
*
[ -24/17 ] 
f(z) = 289/160*z^3 - 227/120*z + 1
*
-10/9 | 0.092742118095900826284994730015854207220 | 0.013513826259196241917505956486592744019
f(z) = 297/160*z^3 - 239/120*z + 1
*
[ 1/2 ] 
f(z) = 280/163*z^3 - 233/163*z + 1
*
[ 1/2 ] 
f(z) = 280/167*z^3 - 237/167*z + 1
*
[ 1/2 ] 
f(z) = 280/169*z^3 - 239/169*z + 1
*
[ 1/2 ] 
f(z) = 284/161*z^3 - 232/161*z + 1
*
[ 1/2 ] 
f(z) = 284/163*z^3 - 234/163*z + 1
*
[ 1/2 ] 
f(z) = 284/165*z^3 - 236/165*z + 1
*
[ 1/2 ] 
f(z) = 284/167*z^3 - 238/167*z + 1
*
[ 1/2 ] 
f(z) = 284/169*z^3 - 240/169*z + 1
*
[ 1/2 ] 
f(z) = 288/161*z^3 - 233/161*z + 1
*
[ 1/2 ] 
f(z) = 288/163*z^3 - 235/163*z + 1
*
[ 1/2 ] 
f(z) = 288/167*z^3 - 239/167*z + 1
*
[ 7/12 ] 
f(z) = 288/175*z^3 - 223/175*z + 1
*
[ 9/17 ] 
f(z) = 289/171*z^3 - 233/171*z + 1
*
[ 1/2 ] 
f(z) = 292/161*z^3 - 234/161*z + 1
*
[ 1/2 ] 
f(z) = 292/163*z^3 - 236/163*z + 1
*
[ 1/2 ] 
f(z) = 292/165*z^3 - 238/165*z + 1
*
[ 1/2 ] 
f(z) = 292/167*z^3 - 240/167*z + 1
*
[ 1/2 ] 
f(z) = 296/161*z^3 - 235/161*z + 1
*
[ 1/2 ] 
f(z) = 296/163*z^3 - 237/163*z + 1
*
[ 1/2 ] 
f(z) = 296/165*z^3 - 239/165*z + 1
*
[ -4/3 ] 
f(z) = 297/172*z^3 - 227/172*z + 1
*
[ 2/3 ] 
f(z) = 297/178*z^3 - 221/178*z + 1
*
[ 2/3 ] 
f(z) = 281/168*z^3 - 235/189*z + 1
*
[ 2/3 ] 
f(z) = 283/168*z^3 - 236/189*z + 1
*
[ 2/3 ] 
f(z) = 289/168*z^3 - 239/189*z + 1
*
[ -13/4 ] 
f(z) = 288/169*z^3 - 217/13*z + 1
*
6/17 | 0.18658455904302471073795683537664182877 | 0.025107930940641325091340179604887593643
f(z) = 289/168*z^3 - 211/21*z + 1
*
[ 42/17 ] 
f(z) = 289/168*z^3 - 208/21*z + 1
*
[ -2 ] 
f(z) = 281/176*z^3 - 215/44*z + 1
*
[ -2 ] 
f(z) = 283/176*z^3 - 217/44*z + 1
*
[ -2 ] 
f(z) = 285/176*z^3 - 219/44*z + 1
*
10/17 | 0.13036166471293386486314085590222603952 | 0.019319747022820422107081040282144189968
f(z) = 289/160*z^3 - 213/40*z + 1
*
[ 3/2 ] 
f(z) = 296/171*z^3 - 203/57*z + 1
*
[ 9/34 ] 
f(z) = 289/162*z^3 - 209/72*z + 1
*
-4/3 | 0.22060018058675718294330152242764266210 | 0.029723369004983913328509786277914758992
f(z) = 291/160*z^3 - 209/60*z + 1
*
[ -13/9 ] 
f(z) = 288/169*z^3 - 218/117*z + 1
*
[ 3/7 ] 
f(z) = 287/162*z^3 - 209/126*z + 1
*
[ 13/18 ] 
f(z) = 297/169*z^3 - 203/156*z + 1
*
[ 7/12 ] 
f(z) = 288/161*z^3 - 213/161*z + 1
*
[ 11/17 ] 
f(z) = 289/165*z^3 - 211/165*z + 1
*
[ 11/17 ] 
f(z) = 289/176*z^3 - 217/176*z + 1
*
[ 2/3 ] 
f(z) = 297/166*z^3 - 215/166*z + 1
*
[ 2/3 ] 
f(z) = 297/170*z^3 - 217/170*z + 1
*
6/17 | 0.12055901268788548252118772081649261307 | 0.016301183179699729251984292481360813092
f(z) = 289/162*z^3 - 181/18*z + 1
*
2/17 | 0.17948564480190145977671204604889579787 | 0.024327935764034563876906207183211169755
f(z) = 289/168*z^3 - 200/21*z + 1
*
[ -42/17 ] 
f(z) = 289/168*z^3 - 191/21*z + 1
*
[ -35/17 ] 
f(z) = 289/175*z^3 - 193/35*z + 1
*
[ 3/2 ] 
f(z) = 280/171*z^3 - 191/57*z + 1
*
[ 3/2 ] 
f(z) = 284/171*z^3 - 194/57*z + 1
*
10/17 | 0.18102703248416872497000141480824019472 | 0.027491688300634434262796249832012148819
f(z) = 289/160*z^3 - 181/40*z + 1
*
26/17 | 0.096192640495500797274388326241979012113 | 0.014489968853293564000758603178799372841
f(z) = 289/176*z^3 - 191/44*z + 1
*
[ 3/2 ] 
f(z) = 292/171*z^3 - 200/57*z + 1
*
12/17 | 0.15142449692643492113649149685467544673 | 0.020298421854856467600258789903251825249
f(z) = 289/162*z^3 - 193/72*z + 1
*
-45/34 | 0.18659147523185040687175533150096784585 | 0.025155302013458703899138515467132596203
f(z) = 289/162*z^3 - 185/72*z + 1
*
[ 26/21 ] 
f(z) = 294/169*z^3 - 193/78*z + 1
*
[ 13/42 ] 
f(z) = 294/169*z^3 - 187/78*z + 1
*
[ 2/5 ] 
f(z) = 295/168*z^3 - 187/105*z + 1
*
[ 6/7 ] 
f(z) = 287/162*z^3 - 185/126*z + 1
*
[ 4/7 ] 
f(z) = 287/160*z^3 - 187/140*z + 1
*
[ 5/6 ] 
f(z) = 297/175*z^3 - 193/140*z + 1
*
[ 13/10 ] 
f(z) = 280/169*z^3 - 167/65*z + 1
*
[ -3/2 ] 
f(z) = 281/162*z^3 - 161/72*z + 1
*
[ -3/2 ] 
f(z) = 283/162*z^3 - 163/72*z + 1
*
[ -3/2 ] 
f(z) = 287/162*z^3 - 167/72*z + 1
*
[ 4/3 ] 
f(z) = 291/160*z^3 - 179/60*z + 1
*
[ -3/2 ] 
f(z) = 293/162*z^3 - 173/72*z + 1
*
[ -3/2 ] 
f(z) = 295/162*z^3 - 175/72*z + 1
*
[ 5/4 ] 
f(z) = 296/175*z^3 - 171/70*z + 1
*
[ -3/2 ] 
f(z) = 299/162*z^3 - 179/72*z + 1
*
15/17 | 0.18786916330419705062766656910180624086 | 0.025558635463463317009157805393436214429
f(z) = 289/162*z^3 - 173/90*z + 1
*
[ 13/20 ] 
f(z) = 280/169*z^3 - 161/130*z + 1
*
[ 2/3 ] 
f(z) = 285/176*z^3 - 161/132*z + 1
*
[ 12/17 ] 
f(z) = 289/176*z^3 - 163/132*z + 1
*
[ 2/3 ] 
f(z) = 291/176*z^3 - 163/132*z + 1
*
-8/9 | 0.15636054060107010691811214984794211080 | 0.023020113639804388427762244747942755728
f(z) = 297/160*z^3 - 161/120*z + 1
*
-2 | 0.095328935816980101677762575822965516352 | 0.013432813651928900532137708775707137824
f(z) = 281/168*z^3 - 151/21*z + 1
*
-2 | 0.095489808314336145061859957143502973617 | 0.013442978858877429329993465563390526465
f(z) = 283/168*z^3 - 152/21*z + 1
*
[ 5/3 ] 
f(z) = 288/175*z^3 - 146/35*z + 1
*
[ 2/17 ] 
f(z) = 289/168*z^3 - 158/21*z + 1
*
-2 | 0.095958743903577810777735170300734776048 | 0.013471927596416759154818418644913886984
f(z) = 289/168*z^3 - 155/21*z + 1
*
-2 | 0.096264463480233696322777349304304294878 | 0.013490566332103342085674987002903082326
f(z) = 293/168*z^3 - 157/21*z + 1
*
-2 | 0.096415146971245029719976160143637383733 | 0.013499671412030411857561206609496570455
f(z) = 295/168*z^3 - 158/21*z + 1
*
[ 5/3 ] 
f(z) = 297/175*z^3 - 151/35*z + 1
*
-2 | 0.096713351981075612009599644046775216498 | 0.013517617252144710168626666956445323067
f(z) = 299/168*z^3 - 160/21*z + 1
*
24/17 | 0.13525758314173043112168513651458388039 | 0.021166273727190628862301496131113832890
f(z) = 289/160*z^3 - 149/40*z + 1
*
[ -27/17 ] 
f(z) = 289/162*z^3 - 155/54*z + 1
*
-39/34 | 0.17123110034429733206484455181291368139 | 0.023868426984407442425715353795371947570
f(z) = 289/162*z^3 - 145/72*z + 1
*
[ 3/4 ] 
f(z) = 280/171*z^3 - 143/114*z + 1
*
[ 13/18 ] 
f(z) = 288/169*z^3 - 149/117*z + 1
*
[ 13/16 ] 
f(z) = 288/169*z^3 - 141/104*z + 1
*
[ 15/17 ] 
f(z) = 289/175*z^3 - 149/105*z + 1
*
[ 13/28 ] 
f(z) = 294/169*z^3 - 159/104*z + 1
*
[ 3/4 ] 
f(z) = 296/171*z^3 - 149/114*z + 1
*
[ 2/3 ] 
f(z) = 291/160*z^3 - 157/120*z + 1
*
33/17 | 0.15666481610500362742241112252421760973 | 0.022249063623212826574412636529708417466
f(z) = 289/162*z^3 - 127/18*z + 1
*
[ 2 ] 
f(z) = 281/168*z^3 - 130/21*z + 1
*
[ 2 ] 
f(z) = 283/168*z^3 - 131/21*z + 1
*
-2/17 | 0.18369892324993778862515633478130710952 | 0.026244868644904217210895302774441608034
f(z) = 289/168*z^3 - 137/21*z + 1
*
[ 2 ] 
f(z) = 289/168*z^3 - 134/21*z + 1
*
[ 2 ] 
f(z) = 293/168*z^3 - 136/21*z + 1
*
[ 2 ] 
f(z) = 295/168*z^3 - 137/21*z + 1
*
[ 13/9 ] 
f(z) = 297/169*z^3 - 131/39*z + 1
*
[ 2 ] 
f(z) = 299/168*z^3 - 139/21*z + 1
*
-22/17 | 0.14528520558546078029678610519407591525 | 0.023202970300073890272054773963225865381
f(z) = 289/176*z^3 - 131/44*z + 1
*
[ -3/2 ] 
f(z) = 292/171*z^3 - 124/57*z + 1
*
[ -3/2 ] 
f(z) = 296/171*z^3 - 127/57*z + 1
*
2/3 | 0.13505377839663223525493333395064502372 | 0.021516878985713747042062934109103800276
f(z) = 297/160*z^3 - 133/40*z + 1
*
[ -35/24 ] 
f(z) = 288/175*z^3 - 127/70*z + 1
*
[ -24/17 ] 
f(z) = 289/162*z^3 - 133/72*z + 1
*
[ 13/14 ] 
f(z) = 280/169*z^3 - 137/91*z + 1
*
[ 16/17 ] 
f(z) = 289/160*z^3 - 133/80*z + 1
*
[ 15/17 ] 
f(z) = 289/162*z^3 - 137/90*z + 1
*
[ 8/17 ] 
f(z) = 289/176*z^3 - 131/88*z + 1
*
[ 10/17 ] 
f(z) = 289/168*z^3 - 136/105*z + 1
*
[ 5/9 ] 
f(z) = 297/175*z^3 - 139/105*z + 1
*
-3/17 | 0.19888057951011668002048588505588753837 | 0.028648241165002355068698839388602152316
f(z) = 289/162*z^3 - 115/18*z + 1
*
[ -2 ] 
f(z) = 281/168*z^3 - 109/21*z + 1
*
[ -2 ] 
f(z) = 283/168*z^3 - 110/21*z + 1
*
[ 13/8 ] 
f(z) = 288/169*z^3 - 107/26*z + 1
*
[ -5/3 ] 
f(z) = 288/175*z^3 - 104/35*z + 1
*
-2/17 | 0.16763648066072910444299802529007529277 | 0.024533250717449038862482428849428500276
f(z) = 289/168*z^3 - 116/21*z + 1
*
[ -2 ] 
f(z) = 289/168*z^3 - 113/21*z + 1
*
[ -2 ] 
f(z) = 293/168*z^3 - 115/21*z + 1
*
[ -2 ] 
f(z) = 295/168*z^3 - 116/21*z + 1
*
[ -5/3 ] 
f(z) = 297/175*z^3 - 109/35*z + 1
*
[ -2 ] 
f(z) = 299/168*z^3 - 118/21*z + 1
*
[ -3/2 ] 
f(z) = 280/171*z^3 - 115/57*z + 1
*
[ -3/2 ] 
f(z) = 284/171*z^3 - 118/57*z + 1
*
-22/17 | 0.15137263312619311346918729863124584415 | 0.024688801398193618266863827489306921279
f(z) = 289/176*z^3 - 115/44*z + 1
*
[ 18/17 ] 
f(z) = 289/168*z^3 - 118/63*z + 1
*
[ 12/17 ] 
f(z) = 289/168*z^3 - 107/84*z + 1
*
[ 3/5 ] 
f(z) = 295/162*z^3 - 119/90*z + 1
*
[ 2/3 ] 
f(z) = 297/164*z^3 - 107/82*z + 1
*
[ 2/3 ] 
f(z) = 297/172*z^3 - 109/86*z + 1
*
[ 13/6 ] 
f(z) = 288/169*z^3 - 97/13*z + 1
*
[ -13/6 ] 
f(z) = 288/169*z^3 - 85/13*z + 1
*
[ 3/17 ] 
f(z) = 289/162*z^3 - 85/18*z + 1
*
[ 5/4 ] 
f(z) = 288/175*z^3 - 83/35*z + 1
*
12/17 | 0.13114750604684773714908995314771228647 | 0.019834647933360610372044056543884457232
f(z) = 289/160*z^3 - 93/20*z + 1
*
10/17 | 0.19283241635716460714452300953020433144 | 0.029513108112345739521069455535865377458
f(z) = 289/168*z^3 - 86/21*z + 1
*
[ 26/17 ] 
f(z) = 289/169*z^3 - 95/26*z + 1
*
[ 5/17 ] 
f(z) = 289/175*z^3 - 89/35*z + 1
*
[ 13/34 ] 
f(z) = 289/169*z^3 - 97/52*z + 1
*
[ 5/8 ] 
f(z) = 288/175*z^3 - 87/70*z + 1
*
[ 10/17 ] 
f(z) = 289/175*z^3 - 89/70*z + 1
*
[ -4/3 ] 
f(z) = 291/160*z^3 - 89/60*z + 1
*
[ 4/9 ] 
f(z) = 297/160*z^3 - 97/60*z + 1
*
24/17 | 0.13005743457293973893091265134250939609 | 0.019805683314225662968079496682515741497
f(z) = 289/162*z^3 - 79/18*z + 1
*
24/17 | 0.084328650714020262798546974872480236855 | 0.013368315586058035728636098487679538535
f(z) = 289/162*z^3 - 61/18*z + 1
*
[ 13/7 ] 
f(z) = 294/169*z^3 - 72/13*z + 1
*
[ -13/8 ] 
f(z) = 288/169*z^3 - 75/26*z + 1
*
[ 4/17 ] 
f(z) = 289/160*z^3 - 67/20*z + 1
*
22/17 | 0.11405422330550605965928541772254785219 | 0.017983607656711241589684460882976775755
f(z) = 289/168*z^3 - 71/21*z + 1
*
14/17 | 0.16848149065414082503550448723149742042 | 0.026940534467827356362785731014680020911
f(z) = 289/168*z^3 - 65/21*z + 1
*
[ -26/17 ] 
f(z) = 289/169*z^3 - 61/26*z + 1
*
[ 4/3 ] 
f(z) = 297/160*z^3 - 61/20*z + 1
*
[ -13/9 ] 
f(z) = 297/169*z^3 - 77/39*z + 1
*
-20/17 | 0.13892131911069091754596996932282139376 | 0.024516565157744518084069236437648172906
f(z) = 289/176*z^3 - 67/44*z + 1
*
[ 12/17 ] 
f(z) = 289/160*z^3 - 79/60*z + 1
*
3/17 | 0.096235836590051564025887994846705877701 | 0.015804750754606530056293835203200841463
f(z) = 289/162*z^3 - 49/18*z + 1
*
[ -13/7 ] 
f(z) = 294/169*z^3 - 58/13*z + 1
*
[ 5/12 ] 
f(z) = 288/175*z^3 - 59/35*z + 1
*
[ 5/6 ] 
f(z) = 288/175*z^3 - 47/35*z + 1
*
[ 20/17 ] 
f(z) = 289/160*z^3 - 47/20*z + 1
*
[ 12/17 ] 
f(z) = 289/162*z^3 - 47/36*z + 1
*
14/17 | 0.12715379103526390774529263106228133194 | 0.021018081536352348366769520730769855615
f(z) = 289/168*z^3 - 53/21*z + 1
*
-22/17 | 0.14661532970615747941788035636392102844 | 0.024470699701782794283464495250517061541
f(z) = 289/168*z^3 - 50/21*z + 1
*
18/17 | 0.074543549828428689506612020515142767294 | 0.012712864707222169734279551721059412245
f(z) = 289/168*z^3 - 44/21*z + 1
*
[ 6/17 ] 
f(z) = 289/168*z^3 - 43/21*z + 1
*
[ 13/21 ] 
f(z) = 294/169*z^3 - 50/39*z + 1
*
[ 13/14 ] 
f(z) = 294/169*z^3 - 41/26*z + 1
*
[ 10/17 ] 
f(z) = 289/160*z^3 - 53/40*z + 1
*
[ 2/3 ] 
f(z) = 297/160*z^3 - 53/40*z + 1
*
[ 13/12 ] 
f(z) = 288/169*z^3 - 25/13*z + 1
*
[ 6/17 ] 
f(z) = 289/162*z^3 - 37/18*z + 1
*
[ 18/17 ] 
f(z) = 289/162*z^3 - 35/18*z + 1
*
[ 9/17 ] 
f(z) = 289/162*z^3 - 25/18*z + 1
*
[ 13/24 ] 
f(z) = 288/169*z^3 - 35/26*z + 1
*
-20/17 | 0.12545933202192977610411127538640095665 | 0.022047698924642483679411976206191428858
f(z) = 289/160*z^3 - 37/20*z + 1
*
[ 14/17 ] 
f(z) = 289/168*z^3 - 29/21*z + 1
*
[ -4/3 ] 
f(z) = 297/160*z^3 - 31/20*z + 1
*
[ -13/12 ]
f(z) = 288/169*z^3 - 1/13*z + 1
*
[ -18/17 ]
f(z) = 289/162*z^3 - 1/18*z + 1
*
[ 13/17 ] 
f(z) = 289/169*z^3 - 17/13*z + 1
*
[ -20/17 ]
f(z) = 289/160*z^3 - 13/20*z + 1
*
[ -13/17 ]
f(z) = 289/169*z^3 + 17/13*z + 1
*
[ -1 ]
f(z) = 282/161*z^3 + 40/161*z + 1
*
[ -44/17 ] 
f(z) = 289/192*z^3 - 287/33*z + 1
*
[ 3 ] 
f(z) = 295/189*z^3 - 281/21*z + 1
*
-12/5 | 0.24494663867016479664928834128729264646 | 0.026884175637246139991333948359571659351
f(z) = 295/192*z^3 - 283/30*z + 1
*
[ 3 ] 
f(z) = 298/189*z^3 - 284/21*z + 1
*
10/17 | 0.16256389114946120657813540166652512787 | 0.023049811557080656387389783267225883131
f(z) = 289/192*z^3 - 289/48*z + 1
*
[ 3/17 ] 
f(z) = 289/180*z^3 - 283/60*z + 1
*
-3/17 | 0.17861510731888709613314492963215203547 | 0.026402672317475603763247818759173732722
f(z) = 289/198*z^3 - 289/66*z + 1
*
[ 14/15 ] 
f(z) = 285/196*z^3 - 281/210*z + 1
*
[ 6/7 ] 
f(z) = 287/180*z^3 - 281/210*z + 1
*
[ 46/51 ] 
f(z) = 289/184*z^3 - 287/207*z + 1
*
[ 10/17 ] 
f(z) = 289/192*z^3 - 293/240*z + 1
*
-60/17 | 0.27914841663863353951407032394744444801 | 0.028523813102003264505822647098060794755
f(z) = 289/192*z^3 - 278/15*z + 1
*
[ -60/17 ] 
f(z) = 289/192*z^3 - 262/15*z + 1
*
[ 3 ] 
f(z) = 283/189*z^3 - 269/21*z + 1
*
[ 3 ] 
f(z) = 286/189*z^3 - 272/21*z + 1
*
[ 3 ] 
f(z) = 289/189*z^3 - 275/21*z + 1
*
[ -3 ] 
f(z) = 290/189*z^3 - 262/21*z + 1
*
[ 3 ] 
f(z) = 292/189*z^3 - 278/21*z + 1
*
[ -3 ] 
f(z) = 293/189*z^3 - 265/21*z + 1
*
[ -3 ] 
f(z) = 296/189*z^3 - 268/21*z + 1
*
[ -3 ] 
f(z) = 299/189*z^3 - 271/21*z + 1
*
[ 2 ] 
f(z) = 287/192*z^3 - 263/48*z + 1
*
[ 2 ] 
f(z) = 289/192*z^3 - 265/48*z + 1
*
[ 2 ] 
f(z) = 293/192*z^3 - 269/48*z + 1
*
[ 2 ] 
f(z) = 295/192*z^3 - 271/48*z + 1
*
[ 2 ] 
f(z) = 299/192*z^3 - 275/48*z + 1
*
[ -33/17 ] 
f(z) = 289/198*z^3 - 263/66*z + 1
*
[ 3/2 ] 
f(z) = 293/189*z^3 - 265/84*z + 1
*
[ 3/2 ] 
f(z) = 299/189*z^3 - 271/84*z + 1
*
[ 21/68 ] 
f(z) = 289/189*z^3 - 267/112*z + 1
*
[ -8/5 ] 
f(z) = 295/192*z^3 - 277/120*z + 1
*
[ 1/2 ] 
f(z) = 280/191*z^3 - 261/191*z + 1
*
[ 1/2 ] 
f(z) = 280/193*z^3 - 263/193*z + 1
*
[ 1/2 ] 
f(z) = 280/197*z^3 - 267/197*z + 1
*
[ 1/2 ] 
f(z) = 280/199*z^3 - 269/199*z + 1
*
[ 1/2 ] 
f(z) = 284/191*z^3 - 262/191*z + 1
*
[ 1/2 ] 
f(z) = 284/193*z^3 - 264/193*z + 1
*
[ 1/2 ] 
f(z) = 284/195*z^3 - 266/195*z + 1
*
[ 1/2 ] 
f(z) = 284/197*z^3 - 268/197*z + 1
*
[ 1/2 ] 
f(z) = 284/199*z^3 - 270/199*z + 1
*
[ 6/13 ] 
f(z) = 286/189*z^3 - 271/182*z + 1
*
[ 1/2 ] 
f(z) = 288/191*z^3 - 263/191*z + 1
*
[ 1/2 ] 
f(z) = 288/193*z^3 - 265/193*z + 1
*
[ 1/2 ] 
f(z) = 288/197*z^3 - 269/197*z + 1
*
[ 1/2 ] 
f(z) = 288/199*z^3 - 271/199*z + 1
*
[ 8/17 ] 
f(z) = 289/184*z^3 - 271/184*z + 1
*
[ 1/2 ] 
f(z) = 292/189*z^3 - 262/189*z + 1
*
[ 1/2 ] 
f(z) = 292/191*z^3 - 264/191*z + 1
*
[ 1/2 ] 
f(z) = 292/193*z^3 - 266/193*z + 1
*
[ 1/2 ] 
f(z) = 292/195*z^3 - 268/195*z + 1
*
[ 1/2 ] 
f(z) = 292/197*z^3 - 270/197*z + 1
*
[ 1/2 ] 
f(z) = 292/199*z^3 - 272/199*z + 1
*
[ 1/2 ] 
f(z) = 296/187*z^3 - 261/187*z + 1
*
[ 1/2 ] 
f(z) = 296/189*z^3 - 263/189*z + 1
*
[ 1/2 ] 
f(z) = 296/191*z^3 - 265/191*z + 1
*
[ 1/2 ] 
f(z) = 296/193*z^3 - 267/193*z + 1
*
[ 1/2 ] 
f(z) = 296/195*z^3 - 269/195*z + 1
*
[ 1/2 ] 
f(z) = 296/197*z^3 - 271/197*z + 1
*
[ 1/2 ] 
f(z) = 296/199*z^3 - 273/199*z + 1
*
[ -3 ] 
f(z) = 281/189*z^3 - 253/21*z + 1
*
[ -3 ] 
f(z) = 284/189*z^3 - 256/21*z + 1
*
42/17 | 0.20937612461390751538044216499791508068 | 0.027474639449769748919426244927720357257
f(z) = 289/184*z^3 - 255/23*z + 1
*
[ 46/17 ] 
f(z) = 289/184*z^3 - 250/23*z + 1
*
[ 2 ] 
f(z) = 281/192*z^3 - 257/48*z + 1
*
[ 2 ] 
f(z) = 283/192*z^3 - 259/48*z + 1
*
[ 2/9 ] 
f(z) = 297/184*z^3 - 247/69*z + 1
*
[ 3/2 ] 
f(z) = 281/189*z^3 - 253/84*z + 1
*
[ 4/3 ] 
f(z) = 297/184*z^3 - 241/92*z + 1
*
-18/17 | 0.10647745595047617382203733072642162950 | 0.015405287740568735152503316108634729248
f(z) = 289/192*z^3 - 251/144*z + 1
*
[ 14/33 ] 
f(z) = 297/196*z^3 - 251/154*z + 1
*
[ 1/2 ] 
f(z) = 280/181*z^3 - 251/181*z + 1
*
[ 1/2 ] 
f(z) = 280/183*z^3 - 253/183*z + 1
*
[ 1/2 ] 
f(z) = 280/187*z^3 - 257/187*z + 1
*
[ 1/2 ] 
f(z) = 284/181*z^3 - 252/181*z + 1
*
[ 1/2 ] 
f(z) = 284/183*z^3 - 254/183*z + 1
*
[ 1/2 ] 
f(z) = 284/185*z^3 - 256/185*z + 1
*
[ 1/2 ] 
f(z) = 284/187*z^3 - 258/187*z + 1
*
[ 1/2 ] 
f(z) = 284/189*z^3 - 260/189*z + 1
*
[ 1/2 ] 
f(z) = 288/181*z^3 - 253/181*z + 1
*
[ 1/2 ] 
f(z) = 288/185*z^3 - 257/185*z + 1
*
[ 9/17 ] 
f(z) = 289/180*z^3 - 241/180*z + 1
*
[ 28/51 ] 
f(z) = 289/192*z^3 - 241/189*z + 1
*
[ 15/17 ] 
f(z) = 289/195*z^3 - 251/195*z + 1
*
[ 9/17 ] 
f(z) = 289/198*z^3 - 257/198*z + 1
*
[ 1/2 ] 
f(z) = 292/181*z^3 - 254/181*z + 1
*
[ 1/2 ] 
f(z) = 292/183*z^3 - 256/183*z + 1
*
[ 1/2 ] 
f(z) = 292/185*z^3 - 258/185*z + 1
*
[ 1/2 ] 
f(z) = 292/187*z^3 - 260/187*z + 1
*
[ 1/2 ] 
f(z) = 296/181*z^3 - 255/181*z + 1
*
[ 1/2 ] 
f(z) = 296/183*z^3 - 257/183*z + 1
*
[ 2/3 ] 
f(z) = 281/184*z^3 - 244/207*z + 1
*
[ 2/3 ] 
f(z) = 283/184*z^3 - 245/207*z + 1
*
[ 2/3 ] 
f(z) = 287/184*z^3 - 247/207*z + 1
*
[ 2/3 ] 
f(z) = 289/184*z^3 - 248/207*z + 1
*
[ 2/3 ] 
f(z) = 293/184*z^3 - 250/207*z + 1
*
[ 2/3 ] 
f(z) = 295/184*z^3 - 251/207*z + 1
*
[ -46/17 ] 
f(z) = 289/184*z^3 - 233/23*z + 1
*
[ -12/5 ] 
f(z) = 295/192*z^3 - 223/30*z + 1
*
[ -2 ] 
f(z) = 293/192*z^3 - 221/48*z + 1
*
[ -2 ] 
f(z) = 295/192*z^3 - 223/48*z + 1
*
[ -2 ] 
f(z) = 299/192*z^3 - 227/48*z + 1
*
15/17 | 0.19153898931660371611626634659235324777 | 0.029361103692693675335428404204377946681
f(z) = 289/180*z^3 - 227/60*z + 1
*
[ 18/17 ] 
f(z) = 289/192*z^3 - 235/144*z + 1
*
[ 21/26 ] 
f(z) = 286/189*z^3 - 223/182*z + 1
*
[ 5/6 ] 
f(z) = 288/185*z^3 - 237/185*z + 1
*
[ 14/17 ] 
f(z) = 289/182*z^3 - 235/182*z + 1
*
[ 13/17 ] 
f(z) = 289/182*z^3 - 225/182*z + 1
*
[ 10/17 ] 
f(z) = 289/190*z^3 - 233/190*z + 1
*
[ 13/17 ] 
f(z) = 289/195*z^3 - 229/195*z + 1
*
[ 11/17 ] 
f(z) = 289/198*z^3 - 229/198*z + 1
*
[ 5/7 ] 
f(z) = 294/185*z^3 - 224/185*z + 1
*
[ 2/3 ] 
f(z) = 297/182*z^3 - 223/182*z + 1
*
[ 2/3 ] 
f(z) = 297/190*z^3 - 227/190*z + 1
*
[ 2/3 ] 
f(z) = 297/194*z^3 - 229/194*z + 1
*
[ 7/3 ] 
f(z) = 297/196*z^3 - 215/28*z + 1
*
[ -2 ] 
f(z) = 281/192*z^3 - 209/48*z + 1
*
[ -2 ] 
f(z) = 283/192*z^3 - 211/48*z + 1
*
[ -2 ] 
f(z) = 287/192*z^3 - 215/48*z + 1
*
[ 3/11 ] 
f(z) = 286/189*z^3 - 214/77*z + 1
*
[ -21/13 ] 
f(z) = 286/189*z^3 - 212/91*z + 1
*
10/17 | 0.16944359623631392951566124184858429743 | 0.028210728162968915683386332289233809186
f(z) = 289/180*z^3 - 203/90*z + 1
*
[ 2/5 ] 
f(z) = 285/184*z^3 - 201/115*z + 1
*
[ 3/8 ] 
f(z) = 292/189*z^3 - 211/112*z + 1
*
[ 2/5 ] 
f(z) = 295/184*z^3 - 202/115*z + 1
*
[ 7/6 ] 
f(z) = 297/196*z^3 - 215/112*z + 1
*
[ 18/17 ] 
f(z) = 289/189*z^3 - 209/126*z + 1
*
[ 15/34 ] 
f(z) = 289/189*z^3 - 219/140*z + 1
*
[ 3/5 ] 
f(z) = 283/189*z^3 - 211/175*z + 1
*
[ 3/5 ] 
f(z) = 286/189*z^3 - 212/175*z + 1
*
[ 14/17 ] 
f(z) = 289/184*z^3 - 206/161*z + 1
*
[ 3/5 ] 
f(z) = 289/189*z^3 - 213/175*z + 1
*
[ 3/5 ] 
f(z) = 292/189*z^3 - 214/175*z + 1
*
[ 3/5 ] 
f(z) = 298/189*z^3 - 216/175*z + 1
*
[ 3/4 ] 
f(z) = 298/189*z^3 - 205/168*z + 1
*
36/17 | 0.27999672266186258675008975795305571089 | 0.029670105927673073937724738306230353991
f(z) = 289/192*z^3 - 196/27*z + 1
*
[ -7/3 ] 
f(z) = 297/196*z^3 - 191/28*z + 1
*
-24/17 | 0.16267936953181576526967859255329128859 | 0.025700875593089362648088815253589877119
f(z) = 289/180*z^3 - 187/60*z + 1
*
6/17 | 0.17824333575573010314425025961521639032 | 0.027885739535368424858132809768337153881
f(z) = 289/198*z^3 - 199/66*z + 1
*
[ 4/13 ] 
f(z) = 299/192*z^3 - 187/78*z + 1
*
39/34 | 0.097070693446478593900550887594740755141 | 0.012976622390412577284743490317718620901
f(z) = 289/189*z^3 - 197/84*z + 1
*
[ 12/23 ] 
f(z) = 299/192*z^3 - 185/138*z + 1
*
[ 4/7 ] 
f(z) = 283/192*z^3 - 181/147*z + 1
*
[ 4/5 ] 
f(z) = 287/192*z^3 - 181/150*z + 1
*
[ 4/7 ] 
f(z) = 295/192*z^3 - 184/147*z + 1
*
[ 4/5 ] 
f(z) = 299/192*z^3 - 187/150*z + 1
*
[ 4/7 ] 
f(z) = 299/192*z^3 - 185/147*z + 1
*
[ 3/4 ] 
f(z) = 286/189*z^3 - 199/168*z + 1
*
[ 2/17 ] 
f(z) = 289/184*z^3 - 173/23*z + 1
*
[ 12/7 ] 
f(z) = 287/192*z^3 - 167/42*z + 1
*
24/17 | 0.11587471361832937638701226548099968871 | 0.015892897334619881555747351569726789415
f(z) = 289/189*z^3 - 163/42*z + 1
*
-21/17 | 0.17749457876343247829513423826709154239 | 0.028551684935041607408071011915778639973
f(z) = 289/180*z^3 - 167/60*z + 1
*
[ 3/10 ] 
f(z) = 290/189*z^3 - 173/70*z + 1
*
-3/2 | 0.15960602969555808144692196960273950553 | 0.018969484387759191324322898993438879617
f(z) = 290/189*z^3 - 167/70*z + 1
*
[ 21/17 ] 
f(z) = 289/196*z^3 - 173/84*z + 1
*
[ -24/17 ] 
f(z) = 289/180*z^3 - 179/120*z + 1
*
[ 4/5 ] 
f(z) = 283/192*z^3 - 179/150*z + 1
*
[ -7/5 ] 
f(z) = 295/196*z^3 - 173/140*z + 1
*
[ 4 ] 
f(z) = 295/192*z^3 - 143/6*z + 1
*
[ 4 ] 
f(z) = 299/192*z^3 - 145/6*z + 1
*
-2 | 0.11525766618345939381068661675294180357 | 0.016225882082906852351669581323079834300
f(z) = 281/184*z^3 - 152/23*z + 1
*
-2 | 0.11542520944976854113170296939663575531 | 0.016234481899344578598510210497843581417
f(z) = 283/184*z^3 - 153/23*z + 1
*
-2 | 0.11559087382822202710390477214470743539 | 0.016242899351515160134101665644506757445
f(z) = 285/184*z^3 - 154/23*z + 1
*
-2 | 0.11575471041234567148755849383240063634 | 0.016251141002703001395291553930262956530
f(z) = 287/184*z^3 - 155/23*z + 1
*
-2 | 0.11591676795329911344402086082743573971 | 0.016259213079233404471867481405496774410
f(z) = 289/184*z^3 - 156/23*z + 1
*
-2 | 0.11607709301062139952279583704348387367 | 0.016267121493063305578781128203045150578
f(z) = 291/184*z^3 - 157/23*z + 1
*
-2 | 0.11623573009065639556901476705139720511 | 0.016274871862502068401788312753739560542
f(z) = 293/184*z^3 - 158/23*z + 1
*
-2 | 0.11639272177386613384564714258437852272 | 0.016282469531246176735637809385108280924
f(z) = 295/184*z^3 - 159/23*z + 1
*
-2 | 0.11654810883210293696089850087016677538 | 0.016289919585890794966557896506638770605
f(z) = 297/184*z^3 - 160/23*z + 1
*
[ 28/17 ] 
f(z) = 289/192*z^3 - 155/42*z + 1
*
15/17 | 0.16898718305906207905299765895133785108 | 0.027878971230723167964720107215538606672
f(z) = 289/180*z^3 - 143/60*z + 1
*
20/17 | 0.27325136355078654178532606369167659292 | 0.029778390589602494588666163006104416137
f(z) = 289/192*z^3 - 151/75*z + 1
*
[ 6/5 ] 
f(z) = 290/189*z^3 - 143/70*z + 1
*
[ -3/2 ] 
f(z) = 283/189*z^3 - 143/84*z + 1
*
[ 18/17 ] 
f(z) = 289/180*z^3 - 157/90*z + 1
*
[ -3/2 ] 
f(z) = 289/189*z^3 - 149/84*z + 1
*
[ -3/2 ] 
f(z) = 295/189*z^3 - 155/84*z + 1
*
[ 10/17 ] 
f(z) = 289/184*z^3 - 143/115*z + 1
*
[ 12/17 ] 
f(z) = 289/198*z^3 - 151/132*z + 1
*
[ -4 ] 
f(z) = 281/192*z^3 - 133/6*z + 1
*
[ 4 ] 
f(z) = 283/192*z^3 - 137/6*z + 1
*
[ 4 ] 
f(z) = 287/192*z^3 - 139/6*z + 1
*
[ -4 ] 
f(z) = 289/192*z^3 - 137/6*z + 1
*
[ -4 ] 
f(z) = 293/192*z^3 - 139/6*z + 1
*
[ 12/5 ] 
f(z) = 295/192*z^3 - 124/15*z + 1
*
[ 2 ] 
f(z) = 281/184*z^3 - 129/23*z + 1
*
[ 2 ] 
f(z) = 283/184*z^3 - 130/23*z + 1
*
[ 2 ] 
f(z) = 285/184*z^3 - 131/23*z + 1
*
[ 2 ] 
f(z) = 287/184*z^3 - 132/23*z + 1
*
[ 30/17 ] 
f(z) = 289/180*z^3 - 137/30*z + 1
*
[ 2 ] 
f(z) = 289/184*z^3 - 133/23*z + 1
*
21/17 | 0.093939334431235698394345924519826810937 | 0.013900269427971012733650567943689252630
f(z) = 289/196*z^3 - 123/28*z + 1
*
[ 2 ] 
f(z) = 291/184*z^3 - 134/23*z + 1
*
[ 2 ] 
f(z) = 293/184*z^3 - 135/23*z + 1
*
[ 2 ] 
f(z) = 295/184*z^3 - 136/23*z + 1
*
[ 2 ] 
f(z) = 297/184*z^3 - 137/23*z + 1
*
[ 4/3 ] 
f(z) = 281/192*z^3 - 127/54*z + 1
*
[ 4/3 ] 
f(z) = 289/192*z^3 - 131/54*z + 1
*
[ 3/2 ] 
f(z) = 290/189*z^3 - 131/42*z + 1
*
[ 4/3 ] 
f(z) = 293/192*z^3 - 133/54*z + 1
*
[ 14/9 ] 
f(z) = 297/196*z^3 - 139/42*z + 1
*
[ 6/17 ] 
f(z) = 289/184*z^3 - 140/69*z + 1
*
[ 6/17 ] 
f(z) = 289/198*z^3 - 133/66*z + 1
*
[ 3/4 ] 
f(z) = 281/189*z^3 - 131/112*z + 1
*
[ 15/17 ] 
f(z) = 289/189*z^3 - 139/105*z + 1
*
[ 3/5 ] 
f(z) = 290/189*z^3 - 128/105*z + 1
*
[ 3/4 ] 
f(z) = 293/189*z^3 - 135/112*z + 1
*
[ 3/4 ] 
f(z) = 299/189*z^3 - 137/112*z + 1
*
[ -42/17 ] 
f(z) = 289/189*z^3 - 111/14*z + 1
*
[ -2 ] 
f(z) = 281/184*z^3 - 106/23*z + 1
*
[ -2 ] 
f(z) = 283/184*z^3 - 107/23*z + 1
*
[ -2 ] 
f(z) = 285/184*z^3 - 108/23*z + 1
*
[ -2 ] 
f(z) = 287/184*z^3 - 109/23*z + 1
*
-12/7 | 0.17773860327501913815927914548366052177 | 0.020257411710082816690442605890150470618
f(z) = 287/192*z^3 - 101/21*z + 1
*
[ -30/17 ] 
f(z) = 289/180*z^3 - 103/30*z + 1
*
[ -2 ] 
f(z) = 289/184*z^3 - 110/23*z + 1
*
-3/34 | 0.22339003591271136405253802434995380521 | 0.028168234148569367332477673481610571868
f(z) = 289/189*z^3 - 103/28*z + 1
*
[ 28/17 ] 
f(z) = 289/196*z^3 - 101/28*z + 1
*
[ -2 ] 
f(z) = 291/184*z^3 - 111/23*z + 1
*
[ -2 ] 
f(z) = 293/184*z^3 - 112/23*z + 1
*
[ -2 ] 
f(z) = 295/184*z^3 - 113/23*z + 1
*
[ -2 ] 
f(z) = 297/184*z^3 - 114/23*z + 1
*
15/17 | 0.12317320323389802197995493385741902470 | 0.021341845235197982546830650537071776598
f(z) = 289/180*z^3 - 107/60*z + 1
*
[ 10/17 ] 
f(z) = 289/180*z^3 - 113/90*z + 1
*
[ 21/34 ] 
f(z) = 289/189*z^3 - 101/84*z + 1
*
[ 3/4 ] 
f(z) = 292/189*z^3 - 101/84*z + 1
*
[ 2/3 ] 
f(z) = 297/188*z^3 - 113/94*z + 1
*
[ 2/3 ] 
f(z) = 297/196*z^3 - 115/98*z + 1
*
[ 7/9 ] 
f(z) = 297/196*z^3 - 101/84*z + 1
*
[ 3 ] 
f(z) = 281/189*z^3 - 89/7*z + 1
*
[ -3 ] 
f(z) = 283/189*z^3 - 85/7*z + 1
*
[ 3 ] 
f(z) = 284/189*z^3 - 90/7*z + 1
*
[ -3 ] 
f(z) = 286/189*z^3 - 86/7*z + 1
*
[ -3 ] 
f(z) = 289/189*z^3 - 87/7*z + 1
*
[ -36/17 ] 
f(z) = 289/192*z^3 - 95/18*z + 1
*
[ 3 ] 
f(z) = 290/189*z^3 - 92/7*z + 1
*
[ -3 ] 
f(z) = 292/189*z^3 - 88/7*z + 1
*
[ 3 ] 
f(z) = 293/189*z^3 - 93/7*z + 1
*
[ -3 ] 
f(z) = 295/189*z^3 - 89/7*z + 1
*
[ 3 ] 
f(z) = 296/189*z^3 - 94/7*z + 1
*
[ -3 ] 
f(z) = 298/189*z^3 - 90/7*z + 1
*
[ 3 ] 
f(z) = 299/189*z^3 - 95/7*z + 1
*
[ 3/2 ] 
f(z) = 283/189*z^3 - 85/28*z + 1
*
-28/17 | 0.24117579956000270647735667684674194159 | 0.027714418537979585311849898228508054091
f(z) = 289/192*z^3 - 94/21*z + 1
*
[ 3/2 ] 
f(z) = 295/189*z^3 - 89/28*z + 1
*
[ 6/17 ] 
f(z) = 289/189*z^3 - 85/42*z + 1
*
[ -14/9 ] 
f(z) = 297/196*z^3 - 85/42*z + 1
*
[ 4/5 ] 
f(z) = 281/192*z^3 - 89/75*z + 1
*
[ 2/3 ] 
f(z) = 285/184*z^3 - 82/69*z + 1
*
[ 15/17 ] 
f(z) = 289/180*z^3 - 83/60*z + 1
*
[ 9/17 ] 
f(z) = 289/189*z^3 - 83/63*z + 1
*
[ 4/5 ] 
f(z) = 289/192*z^3 - 91/75*z + 1
*
[ 2/3 ] 
f(z) = 291/184*z^3 - 83/69*z + 1
*
[ 4/5 ] 
f(z) = 293/192*z^3 - 92/75*z + 1
*
-12/13 | 0.22510743852937096296835337232610227464 | 0.027234934916295712101401369237067249542
f(z) = 299/192*z^3 - 97/78*z + 1
*
[ 4 ] 
f(z) = 281/192*z^3 - 68/3*z + 1
*
[ -4 ] 
f(z) = 283/192*z^3 - 67/3*z + 1
*
[ -4 ] 
f(z) = 287/192*z^3 - 68/3*z + 1
*
[ 4 ] 
f(z) = 289/192*z^3 - 70/3*z + 1
*
[ 4 ] 
f(z) = 293/192*z^3 - 71/3*z + 1
*
[ -4 ] 
f(z) = 295/192*z^3 - 70/3*z + 1
*
[ -4 ] 
f(z) = 299/192*z^3 - 71/3*z + 1
*
[ 4/3 ] 
f(z) = 283/192*z^3 - 64/27*z + 1
*
[ 3/2 ] 
f(z) = 284/189*z^3 - 64/21*z + 1
*
3/4 | 0.20081913684893132147047933275946445967 | 0.027113133503475561773300758520413376674
f(z) = 284/189*z^3 - 61/28*z + 1
*
[ 4/3 ] 
f(z) = 287/192*z^3 - 65/27*z + 1
*
[ 6/17 ] 
f(z) = 289/180*z^3 - 61/30*z + 1
*
-20/17 | 0.21364255197915319457789053283144742108 | 0.027852753123385650718857493779461078396
f(z) = 289/192*z^3 - 67/30*z + 1
*
[ 24/17 ] 
f(z) = 289/192*z^3 - 65/24*z + 1
*
[ -28/17 ] 
f(z) = 289/196*z^3 - 67/28*z + 1
*
[ 4/3 ] 
f(z) = 295/192*z^3 - 67/27*z + 1
*
[ 3/2 ] 
f(z) = 296/189*z^3 - 67/21*z + 1
*
[ 4/3 ] 
f(z) = 299/192*z^3 - 68/27*z + 1
*
[ -3/2 ] 
f(z) = 286/189*z^3 - 73/42*z + 1
*
[ -24/17 ] 
f(z) = 289/189*z^3 - 75/56*z + 1
*
[ 16/17 ] 
f(z) = 289/192*z^3 - 67/48*z + 1
*
-16/17 | 0.12107153210166720597984462425070401425 | 0.021366469340486229135460515912069106360
f(z) = 289/192*z^3 - 61/48*z + 1
*
[ 3/4 ] 
f(z) = 290/189*z^3 - 67/56*z + 1
*
[ -3/2 ] 
f(z) = 298/189*z^3 - 79/42*z + 1
*
[ 12/17 ] 
f(z) = 289/180*z^3 - 73/60*z + 1
*
[ 3/2 ] 
f(z) = 286/189*z^3 - 43/14*z + 1
*
30/17 | 0.17090597841714543123657614958355646779 | 0.024062793934390327872239969781839723936
f(z) = 289/189*z^3 - 45/7*z + 1
*
-24/17 | 0.18563334885028085296213837660972723029 | 0.026136341525938000812021679874191568049
f(z) = 289/189*z^3 - 45/14*z + 1
*
4/17 | 0.13296563471185837854592508027633714612 | 0.016177194236208820693076880224901225356
f(z) = 289/192*z^3 - 58/3*z + 1
*
[ 36/17 ] 
f(z) = 289/192*z^3 - 56/9*z + 1
*
52/17 | 0.18465475417495310530045502145302162030 | 0.023314749294177453931687295886615995632
f(z) = 289/192*z^3 - 43/3*z + 1
*
[ 3/2 ] 
f(z) = 298/189*z^3 - 45/14*z + 1
*
[ -3/2 ] 
f(z) = 281/189*z^3 - 47/28*z + 1
*
[ -12/7 ] 
f(z) = 287/192*z^3 - 59/21*z + 1
*
4/7 | 0.23238370363593191610554195046098559109 | 0.029015209552029412992607383956985071378
f(z) = 287/192*z^3 - 47/21*z + 1
*
[ -28/17 ] 
f(z) = 289/192*z^3 - 52/21*z + 1
*
[ 7/17 ] 
f(z) = 289/196*z^3 - 47/28*z + 1
*
[ -3/2 ] 
f(z) = 293/189*z^3 - 51/28*z + 1
*
[ 3/5 ] 
f(z) = 295/189*z^3 - 43/35*z + 1
*
[ -3/2 ] 
f(z) = 299/189*z^3 - 53/28*z + 1
*
[ 12/13 ] 
f(z) = 299/192*z^3 - 55/39*z + 1
*
[ 3/17 ] 
f(z) = 289/189*z^3 - 33/7*z + 1
*
21/17 | 0.16142639454921078349555074485872398023 | 0.024489439421938723816602492919976047084
f(z) = 289/189*z^3 - 27/7*z + 1
*
28/17 | 0.11737560364957942951148723171560382178 | 0.017177675772584035609227219512916169522
f(z) = 289/192*z^3 - 29/6*z + 1
*
[ 20/17 ] 
f(z) = 289/192*z^3 - 29/15*z + 1
*
12/17 | 0.18765508921037871578275589827664314263 | 0.028427290949601575289595598264546789501
f(z) = 289/192*z^3 - 23/6*z + 1
*
[ -3/2 ] 
f(z) = 290/189*z^3 - 25/14*z + 1
*
[ 3/2 ] 
f(z) = 292/189*z^3 - 22/7*z + 1
*
3/4 | 0.19511383915490293193072206259476156639 | 0.028992413042487136112585966718721076750
f(z) = 296/189*z^3 - 31/14*z + 1
*
[ 3/4 ] 
f(z) = 284/189*z^3 - 33/28*z + 1
*
[ 4/7 ] 
f(z) = 287/192*z^3 - 26/21*z + 1
*
[ 12/17 ] 
f(z) = 289/189*z^3 - 33/28*z + 1
*
-21/17 | 0.13203918322962981392781843622036409870 | 0.023302019155499558025901865182869000039
f(z) = 289/189*z^3 - 29/21*z + 1
*
[ 8/17 ] 
f(z) = 289/192*z^3 - 35/24*z + 1
*
[ -24/17 ] 
f(z) = 289/192*z^3 - 31/24*z + 1
*
[ -3/2 ] 
f(z) = 292/189*z^3 - 38/21*z + 1
*
[ 4/5 ] 
f(z) = 295/192*z^3 - 37/30*z + 1
*
[ 2/3 ] 
f(z) = 297/184*z^3 - 28/23*z + 1
*
[ -3/2 ] 
f(z) = 284/189*z^3 - 12/7*z + 1
*
[ 21/17 ] 
f(z) = 289/189*z^3 - 15/7*z + 1
*
20/17 | 0.095128776250053598616285997481057631422 | 0.014147999238130202434736056718512667887
f(z) = 289/192*z^3 - 13/3*z + 1
*
[ 4/17 ] 
f(z) = 289/192*z^3 - 10/3*z + 1
*
20/17 | 0.15403270679109895764827380476848368179 | 0.025231437155516143715753456448134640671
f(z) = 289/192*z^3 - 7/3*z + 1
*
[ 12/17 ] 
f(z) = 289/192*z^3 - 7/6*z + 1
*
4/17 | 0.15403374040751984737045500197121824925 | 0.027183575979314521256365025177954356464
f(z) = 289/192*z^3 - 4/3*z + 1
*
[ 14/17 ] 
f(z) = 289/196*z^3 - 17/14*z + 1
*
[ 3/4 ] 
f(z) = 296/189*z^3 - 17/14*z + 1
*
[ -3/2 ] 
f(z) = 296/189*z^3 - 13/7*z + 1
*
[ -12/17 ]
f(z) = 289/192*z^3 + 5/3*z + 1
*
[ -14/17 ]
f(z) = 289/196*z^3 + 17/14*z + 1
*
[ -1 ]
f(z) = 282/181*z^3 + 80/181*z + 1
*
[ 50/17 ] 
f(z) = 289/200*z^3 - 296/25*z + 1
*
[ 3 ] 
f(z) = 299/216*z^3 - 283/24*z + 1
*
[ 40/17 ] 
f(z) = 289/200*z^3 - 297/40*z + 1
*
-2/17 | 0.20407434619308645847089233486018717247 | 0.028964067192075013320786365998939866828
f(z) = 289/208*z^3 - 287/52*z + 1
*
[ 12/7 ] 
f(z) = 287/216*z^3 - 293/84*z + 1
*
10/17 | 0.22260424302715983605948481442707143894 | 0.028700185226878018192829227254361786517
f(z) = 289/216*z^3 - 292/135*z + 1
*
[ -5/3 ] 
f(z) = 291/200*z^3 - 293/120*z + 1
*
[ -3/2 ] 
f(z) = 280/201*z^3 - 295/201*z + 1
*
[ 1/2 ] 
f(z) = 280/211*z^3 - 281/211*z + 1
*
[ 1/2 ] 
f(z) = 280/213*z^3 - 283/213*z + 1
*
[ 1/2 ] 
f(z) = 280/219*z^3 - 289/219*z + 1
*
[ 1/2 ] 
f(z) = 284/211*z^3 - 282/211*z + 1
*
[ 1/2 ] 
f(z) = 284/215*z^3 - 286/215*z + 1
*
[ 1/2 ] 
f(z) = 284/217*z^3 - 288/217*z + 1
*
[ 1/2 ] 
f(z) = 284/219*z^3 - 290/219*z + 1
*
[ 1/2 ] 
f(z) = 288/209*z^3 - 281/209*z + 1
*
[ 1/2 ] 
f(z) = 288/211*z^3 - 283/211*z + 1
*
[ 1/2 ] 
f(z) = 288/215*z^3 - 287/215*z + 1
*
[ 1/2 ] 
f(z) = 288/217*z^3 - 289/217*z + 1
*
[ 1/2 ] 
f(z) = 292/209*z^3 - 282/209*z + 1
*
[ 1/2 ] 
f(z) = 292/211*z^3 - 284/211*z + 1
*
[ 1/2 ] 
f(z) = 292/213*z^3 - 286/213*z + 1
*
[ 1/2 ] 
f(z) = 292/215*z^3 - 288/215*z + 1
*
[ 1/2 ] 
f(z) = 292/217*z^3 - 290/217*z + 1
*
[ 1/2 ] 
f(z) = 296/207*z^3 - 281/207*z + 1
*
[ 1/2 ] 
f(z) = 296/209*z^3 - 283/209*z + 1
*
[ 1/2 ] 
f(z) = 296/211*z^3 - 285/211*z + 1
*
[ 1/2 ] 
f(z) = 296/213*z^3 - 287/213*z + 1
*
[ 1/2 ] 
f(z) = 296/215*z^3 - 289/215*z + 1
*
[ 1/2 ] 
f(z) = 296/217*z^3 - 291/217*z + 1
*
[ 1/2 ] 
f(z) = 296/219*z^3 - 293/219*z + 1
*
[ -10/7 ] 
f(z) = 281/200*z^3 - 286/245*z + 1
*
[ -10/7 ] 
f(z) = 283/200*z^3 - 291/245*z + 1
*
[ 4/5 ] 
f(z) = 285/208*z^3 - 293/260*z + 1
*
[ 3 ] 
f(z) = 281/216*z^3 - 265/24*z + 1
*
[ 3 ] 
f(z) = 287/216*z^3 - 271/24*z + 1
*
[ -50/17 ] 
f(z) = 289/200*z^3 - 279/25*z + 1
*
[ 3 ] 
f(z) = 293/216*z^3 - 277/24*z + 1
*
[ -3 ] 
f(z) = 295/216*z^3 - 263/24*z + 1
*
[ 2 ] 
f(z) = 287/208*z^3 - 261/52*z + 1
*
[ -40/17 ] 
f(z) = 289/200*z^3 - 263/40*z + 1
*
[ 2 ] 
f(z) = 289/208*z^3 - 263/52*z + 1
*
[ 2 ] 
f(z) = 291/208*z^3 - 265/52*z + 1
*
[ 2 ] 
f(z) = 293/208*z^3 - 267/52*z + 1
*
[ 2 ] 
f(z) = 295/208*z^3 - 269/52*z + 1
*
[ 2 ] 
f(z) = 297/208*z^3 - 271/52*z + 1
*
[ 2/9 ] 
f(z) = 297/200*z^3 - 268/75*z + 1
*
[ 3/2 ] 
f(z) = 295/216*z^3 - 263/96*z + 1
*
[ 18/13 ] 
f(z) = 299/216*z^3 - 278/117*z + 1
*
[ 6/17 ] 
f(z) = 289/207*z^3 - 277/138*z + 1
*
5/9 | 0.18881162690991634783477731019483926641 | 0.026181812595011649292472980150102482382
f(z) = 297/200*z^3 - 271/120*z + 1
*
[ 3/7 ] 
f(z) = 287/216*z^3 - 265/168*z + 1
*
[ 1/2 ] 
f(z) = 280/201*z^3 - 271/201*z + 1
*
[ 1/2 ] 
f(z) = 280/207*z^3 - 277/207*z + 1
*
[ 1/2 ] 
f(z) = 280/209*z^3 - 279/209*z + 1
*
[ -3/2 ] 
f(z) = 280/213*z^3 - 275/213*z + 1
*
[ -3/2 ] 
f(z) = 280/219*z^3 - 265/219*z + 1
*
[ 1/2 ] 
f(z) = 284/201*z^3 - 272/201*z + 1
*
[ 1/2 ] 
f(z) = 284/203*z^3 - 274/203*z + 1
*
[ 1/2 ] 
f(z) = 284/205*z^3 - 276/205*z + 1
*
[ 1/2 ] 
f(z) = 284/207*z^3 - 278/207*z + 1
*
[ 1/2 ] 
f(z) = 284/209*z^3 - 280/209*z + 1
*
[ -3/2 ] 
f(z) = 284/219*z^3 - 274/219*z + 1
*
[ 1/2 ] 
f(z) = 288/203*z^3 - 275/203*z + 1
*
[ 1/2 ] 
f(z) = 288/205*z^3 - 277/205*z + 1
*
[ 11/12 ] 
f(z) = 288/209*z^3 - 261/209*z + 1
*
[ 9/17 ] 
f(z) = 289/207*z^3 - 265/207*z + 1
*
[ 16/17 ] 
f(z) = 289/208*z^3 - 269/208*z + 1
*
[ 1/2 ] 
f(z) = 292/201*z^3 - 274/201*z + 1
*
[ 1/2 ] 
f(z) = 292/203*z^3 - 276/203*z + 1
*
[ 1/2 ] 
f(z) = 292/205*z^3 - 278/205*z + 1
*
[ 1/2 ] 
f(z) = 292/207*z^3 - 280/207*z + 1
*
[ 1/2 ] 
f(z) = 296/201*z^3 - 275/201*z + 1
*
[ 1/2 ] 
f(z) = 296/203*z^3 - 277/203*z + 1
*
[ 1/2 ] 
f(z) = 296/205*z^3 - 279/205*z + 1
*
[ 20/33 ] 
f(z) = 297/200*z^3 - 263/220*z + 1
*
[ 2/3 ] 
f(z) = 299/200*z^3 - 262/225*z + 1
*
[ 2/3 ] 
f(z) = 281/216*z^3 - 262/243*z + 1
*
[ 2/3 ] 
f(z) = 283/216*z^3 - 263/243*z + 1
*
[ 2/3 ] 
f(z) = 287/216*z^3 - 265/243*z + 1
*
[ 2/3 ] 
f(z) = 289/216*z^3 - 266/243*z + 1
*
[ 2/3 ] 
f(z) = 293/216*z^3 - 268/243*z + 1
*
[ 2/3 ] 
f(z) = 295/216*z^3 - 269/243*z + 1
*
[ 2/3 ] 
f(z) = 299/216*z^3 - 271/243*z + 1
*
[ -3 ] 
f(z) = 283/216*z^3 - 251/24*z + 1
*
[ -3 ] 
f(z) = 289/216*z^3 - 257/24*z + 1
*
2/17 | 0.21231241325277978201559269785317747975 | 0.027831411506890731990962158200805121513
f(z) = 289/216*z^3 - 257/27*z + 1
*
[ 2 ] 
f(z) = 281/208*z^3 - 255/52*z + 1
*
[ 2 ] 
f(z) = 283/208*z^3 - 257/52*z + 1
*
[ 2 ] 
f(z) = 285/208*z^3 - 259/52*z + 1
*
[ 3/2 ] 
f(z) = 283/216*z^3 - 251/96*z + 1
*
[ 3/2 ] 
f(z) = 289/216*z^3 - 257/96*z + 1
*
[ 30/23 ] 
f(z) = 299/216*z^3 - 244/115*z + 1
*
[ 10/27 ] 
f(z) = 297/200*z^3 - 257/135*z + 1
*
[ 6/13 ] 
f(z) = 281/216*z^3 - 244/169*z + 1
*
[ 6/13 ] 
f(z) = 287/216*z^3 - 245/169*z + 1
*
[ 6/13 ] 
f(z) = 293/216*z^3 - 246/169*z + 1
*
[ 7/12 ] 
f(z) = 288/203*z^3 - 243/203*z + 1
*
[ 5/6 ] 
f(z) = 288/205*z^3 - 241/205*z + 1
*
[ 5/6 ] 
f(z) = 288/215*z^3 - 243/215*z + 1
*
[ 7/12 ] 
f(z) = 288/217*z^3 - 253/217*z + 1
*
[ 15/17 ] 
f(z) = 289/210*z^3 - 253/210*z + 1
*
[ 10/17 ] 
f(z) = 289/210*z^3 - 247/210*z + 1
*
[ 14/17 ] 
f(z) = 289/210*z^3 - 241/210*z + 1
*
[ 2/3 ] 
f(z) = 297/218*z^3 - 241/218*z + 1
*
[ 2/3 ] 
f(z) = 281/200*z^3 - 253/225*z + 1
*
[ 2/3 ] 
f(z) = 283/200*z^3 - 254/225*z + 1
*
[ 2/3 ] 
f(z) = 287/200*z^3 - 256/225*z + 1
*
[ 2/3 ] 
f(z) = 289/200*z^3 - 257/225*z + 1
*
[ 21/34 ] 
f(z) = 289/216*z^3 - 253/224*z + 1
*
[ 2/3 ] 
f(z) = 293/200*z^3 - 259/225*z + 1
*
[ 10/3 ] 
f(z) = 291/200*z^3 - 232/15*z + 1
*
[ -10/3 ] 
f(z) = 291/200*z^3 - 223/15*z + 1
*
30/17 | 0.27070613515657422138702867073615886964 | 0.029760841099428819445741937232089126314
f(z) = 289/200*z^3 - 223/45*z + 1
*
26/17 | 0.17655599640397931738747440062550948475 | 0.025854948129557563641887232817184717509
f(z) = 289/208*z^3 - 231/52*z + 1
*
[ 4/3 ] 
f(z) = 297/200*z^3 - 239/100*z + 1
*
[ 10/9 ] 
f(z) = 291/200*z^3 - 229/135*z + 1
*
[ 2/5 ] 
f(z) = 295/216*z^3 - 232/135*z + 1
*
[ 4/9 ] 
f(z) = 297/208*z^3 - 239/156*z + 1
*
[ 3/5 ] 
f(z) = 281/216*z^3 - 227/200*z + 1
*
[ 3/5 ] 
f(z) = 287/216*z^3 - 229/200*z + 1
*
[ 30/41 ] 
f(z) = 287/216*z^3 - 221/205*z + 1
*
[ 13/17 ] 
f(z) = 289/208*z^3 - 233/208*z + 1
*
[ 11/17 ] 
f(z) = 289/209*z^3 - 235/209*z + 1
*
[ 3/5 ] 
f(z) = 293/216*z^3 - 231/200*z + 1
*
[ 5/7 ] 
f(z) = 294/205*z^3 - 232/205*z + 1
*
[ 5/7 ] 
f(z) = 294/215*z^3 - 236/215*z + 1
*
[ 2/3 ] 
f(z) = 297/202*z^3 - 233/202*z + 1
*
[ 2/3 ] 
f(z) = 297/206*z^3 - 235/206*z + 1
*
[ 2/3 ] 
f(z) = 297/214*z^3 - 239/214*z + 1
*
[ 3/5 ] 
f(z) = 299/216*z^3 - 233/200*z + 1
*
[ 18/23 ] 
f(z) = 299/216*z^3 - 233/207*z + 1
*
[ -66/17 ] 
f(z) = 289/216*z^3 - 208/11*z + 1
*
[ 2/17 ] 
f(z) = 289/216*z^3 - 203/27*z + 1
*
[ -2 ] 
f(z) = 281/208*z^3 - 203/52*z + 1
*
[ -2 ] 
f(z) = 283/208*z^3 - 205/52*z + 1
*
[ -2 ] 
f(z) = 285/208*z^3 - 207/52*z + 1
*
[ -2 ] 
f(z) = 287/208*z^3 - 209/52*z + 1
*
-30/17 | 0.25808558778444332983339648316418797738 | 0.028685269167902972511623818902947248232
f(z) = 289/200*z^3 - 202/45*z + 1
*
[ -2 ] 
f(z) = 289/208*z^3 - 211/52*z + 1
*
[ -2 ] 
f(z) = 291/208*z^3 - 213/52*z + 1
*
[ -2 ] 
f(z) = 293/208*z^3 - 215/52*z + 1
*
[ -2 ] 
f(z) = 295/208*z^3 - 217/52*z + 1
*
[ -2 ] 
f(z) = 297/208*z^3 - 219/52*z + 1
*
[ 6/23 ] 
f(z) = 299/216*z^3 - 202/69*z + 1
*
[ -3/2 ] 
f(z) = 290/207*z^3 - 205/138*z + 1
*
[ -3/2 ] 
f(z) = 298/207*z^3 - 217/138*z + 1
*
[ 14/17 ] 
f(z) = 289/200*z^3 - 209/175*z + 1
*
[ 14/17 ] 
f(z) = 289/216*z^3 - 212/189*z + 1
*
[ 2/17 ] 
f(z) = 289/200*z^3 - 188/25*z + 1
*
[ 36/17 ] 
f(z) = 289/216*z^3 - 197/36*z + 1
*
[ 10/51 ] 
f(z) = 289/200*z^3 - 187/45*z + 1
*
26/17 | 0.17372437916957688496804516275354615676 | 0.026168954612932885692798709126720293149
f(z) = 289/208*z^3 - 191/52*z + 1
*
5/3 | 0.20085144953779442785121714786360583736 | 0.029316308297529583390043043801011651840
f(z) = 297/200*z^3 - 189/40*z + 1
*
[ 3/2 ] 
f(z) = 280/207*z^3 - 187/69*z + 1
*
[ 3/2 ] 
f(z) = 284/207*z^3 - 190/69*z + 1
*
[ 3/2 ] 
f(z) = 292/207*z^3 - 196/69*z + 1
*
[ 3/2 ] 
f(z) = 296/207*z^3 - 199/69*z + 1
*
[ 10/23 ] 
f(z) = 299/200*z^3 - 182/115*z + 1
*
[ -3/2 ] 
f(z) = 286/207*z^3 - 199/138*z + 1
*
[ 12/13 ] 
f(z) = 299/216*z^3 - 197/156*z + 1
*
[ 5/6 ] 
f(z) = 297/200*z^3 - 197/160*z + 1
*
[ -36/17 ] 
f(z) = 289/216*z^3 - 163/36*z + 1
*
3/17 | 0.19030583826885619012143353888600840750 | 0.026145835950277197308972368336832242585
f(z) = 289/216*z^3 - 161/24*z + 1
*
-2 | 0.10191133691107818826928219684307888181 | 0.014231745556238485968517921296043126893
f(z) = 295/216*z^3 - 161/27*z + 1
*
-2 | 0.11613288288680972070770157154089272447 | 0.016217760359670596708470218623034759329
f(z) = 297/200*z^3 - 161/25*z + 1
*
-2 | 0.11629429788448532385831872366122401322 | 0.016226270864161873029548793345022506233
f(z) = 299/200*z^3 - 162/25*z + 1
*
-2 | 0.10225646745019972696561653995306261243 | 0.014255365131889303268501719919835648011
f(z) = 299/216*z^3 - 163/27*z + 1
*
-10/51 | 0.18264374953345303354955571259926763500 | 0.020589639065618279283813073998645160416
f(z) = 289/200*z^3 - 178/45*z + 1
*
[ 4/17 ] 
f(z) = 289/208*z^3 - 173/52*z + 1
*
[ 6/7 ] 
f(z) = 283/216*z^3 - 166/147*z + 1
*
[ 2/3 ] 
f(z) = 285/208*z^3 - 173/156*z + 1
*
[ 12/17 ] 
f(z) = 289/208*z^3 - 173/156*z + 1
*
[ 6/7 ] 
f(z) = 289/216*z^3 - 169/147*z + 1
*
[ 2/3 ] 
f(z) = 291/208*z^3 - 175/156*z + 1
*
[ 6/7 ] 
f(z) = 295/216*z^3 - 172/147*z + 1
*
[ -48/17 ] 
f(z) = 289/216*z^3 - 149/16*z + 1
*
[ 6 ] 
f(z) = 289/216*z^3 - 142/3*z + 1
*
[ -6 ] 
f(z) = 293/216*z^3 - 143/3*z + 1
*
[ 6 ] 
f(z) = 295/216*z^3 - 145/3*z + 1
*
[ -6 ] 
f(z) = 299/216*z^3 - 146/3*z + 1
*
-2 | 0.11477065183593891612395703712976197608 | 0.016142418789522632032169039652912908655
f(z) = 281/200*z^3 - 153/25*z + 1
*
-2 | 0.10062550132698623169621408387845778778 | 0.014139956175769771903233322218843394666
f(z) = 281/216*z^3 - 154/27*z + 1
*
-2 | 0.11494840952193191184295696148699128514 | 0.016152619879456497656194326278614899387
f(z) = 283/200*z^3 - 154/25*z + 1
*
-2 | 0.10081738301051386188960029604079927282 | 0.014154046094461427426002196767354641179
f(z) = 283/216*z^3 - 155/27*z + 1
*
-2 | 0.11529717586439159878826203140252971634 | 0.016172305205820187124281712546000463184
f(z) = 287/200*z^3 - 156/25*z + 1
*
-2 | 0.10119253022975668115173941924745510633 | 0.014181188904233750191850720162854414185
f(z) = 287/216*z^3 - 157/27*z + 1
*
-2 | 0.11546832726077560601038942452696065568 | 0.016181808653495113036295898386092262859
f(z) = 289/200*z^3 - 157/25*z + 1
*
-2 | 0.10137601885605789497623378563004021167 | 0.014194273271447033596703747145808302466
f(z) = 289/216*z^3 - 158/27*z + 1
*
[ -42/17 ] 
f(z) = 289/216*z^3 - 142/21*z + 1
*
-2 | 0.11563741295220130934884284192172789214 | 0.016191097839197007333132614331403597249
f(z) = 291/200*z^3 - 158/25*z + 1
*
-2 | 0.11580449520946959176678839497188437934 | 0.016200181043046162584642340904216001170
f(z) = 293/200*z^3 - 159/25*z + 1
*
-2 | 0.10173533064362451292138086380003410633 | 0.014219538796773388495143604851744484083
f(z) = 293/216*z^3 - 160/27*z + 1
*
[ 26/17 ] 
f(z) = 289/208*z^3 - 151/52*z + 1
*
[ 5/3 ] 
f(z) = 297/200*z^3 - 149/40*z + 1
*
[ 6/17 ] 
f(z) = 289/200*z^3 - 151/75*z + 1
*
[ 8/17 ] 
f(z) = 289/208*z^3 - 149/104*z + 1
*
[ 3/4 ] 
f(z) = 280/207*z^3 - 151/138*z + 1
*
[ 6/11 ] 
f(z) = 283/216*z^3 - 148/121*z + 1
*
[ 15/17 ] 
f(z) = 289/200*z^3 - 151/120*z + 1
*
[ 10/17 ] 
f(z) = 289/216*z^3 - 157/135*z + 1
*
[ 6/11 ] 
f(z) = 289/216*z^3 - 149/121*z + 1
*
[ 6/11 ] 
f(z) = 295/216*z^3 - 150/121*z + 1
*
[ 3/4 ] 
f(z) = 295/216*z^3 - 141/128*z + 1
*
[ 3/4 ] 
f(z) = 296/207*z^3 - 157/138*z + 1
*
[ 5/9 ] 
f(z) = 297/200*z^3 - 151/120*z + 1
*
[ -6 ] 
f(z) = 281/216*z^3 - 137/3*z + 1
*
[ 6 ] 
f(z) = 283/216*z^3 - 139/3*z + 1
*
[ -6 ] 
f(z) = 287/216*z^3 - 140/3*z + 1
*
[ 2 ] 
f(z) = 281/200*z^3 - 128/25*z + 1
*
[ 2 ] 
f(z) = 281/216*z^3 - 127/27*z + 1
*
[ 2 ] 
f(z) = 283/200*z^3 - 129/25*z + 1
*
[ 2 ] 
f(z) = 283/216*z^3 - 128/27*z + 1
*
[ 2 ] 
f(z) = 287/200*z^3 - 131/25*z + 1
*
[ 2 ] 
f(z) = 287/216*z^3 - 130/27*z + 1
*
-12/7 | 0.25978462201427876205843035776723698725 | 0.029572144315016841048113860145257936343
f(z) = 287/216*z^3 - 121/28*z + 1
*
[ 2 ] 
f(z) = 289/200*z^3 - 132/25*z + 1
*
[ 2 ] 
f(z) = 289/216*z^3 - 131/27*z + 1
*
[ 2 ] 
f(z) = 291/200*z^3 - 133/25*z + 1
*
[ 2 ] 
f(z) = 293/200*z^3 - 134/25*z + 1
*
[ 2 ] 
f(z) = 293/216*z^3 - 133/27*z + 1
*
[ 2 ] 
f(z) = 295/216*z^3 - 134/27*z + 1
*
[ -12/5 ] 
f(z) = 295/216*z^3 - 129/20*z + 1
*
[ 2 ] 
f(z) = 297/200*z^3 - 136/25*z + 1
*
[ 2 ] 
f(z) = 299/200*z^3 - 137/25*z + 1
*
[ 2 ] 
f(z) = 299/216*z^3 - 136/27*z + 1
*
-26/17 | 0.14449783066124888638725963391811589452 | 0.023077221522640630448527598296306162418
f(z) = 289/208*z^3 - 131/52*z + 1
*
[ 10/33 ] 
f(z) = 297/200*z^3 - 134/55*z + 1
*
[ 6/5 ] 
f(z) = 281/216*z^3 - 128/75*z + 1
*
[ 6/5 ] 
f(z) = 287/216*z^3 - 131/75*z + 1
*
[ 6/5 ] 
f(z) = 293/216*z^3 - 134/75*z + 1
*
[ 6/5 ] 
f(z) = 299/216*z^3 - 137/75*z + 1
*
[ -3/2 ] 
f(z) = 281/216*z^3 - 121/96*z + 1
*
[ -3/2 ] 
f(z) = 287/216*z^3 - 127/96*z + 1
*
[ -3/2 ] 
f(z) = 293/216*z^3 - 133/96*z + 1
*
[ -3/2 ] 
f(z) = 299/216*z^3 - 139/96*z + 1
*
[ 3/4 ] 
f(z) = 283/216*z^3 - 137/128*z + 1
*
[ 3/4 ] 
f(z) = 289/216*z^3 - 139/128*z + 1
*
[ 3/5 ] 
f(z) = 295/216*z^3 - 139/120*z + 1
*
[ -2 ] 
f(z) = 281/200*z^3 - 103/25*z + 1
*
[ -2 ] 
f(z) = 283/200*z^3 - 104/25*z + 1
*
[ -2 ] 
f(z) = 283/216*z^3 - 101/27*z + 1
*
[ -2 ] 
f(z) = 287/200*z^3 - 106/25*z + 1
*
[ -2 ] 
f(z) = 287/216*z^3 - 103/27*z + 1
*
[ -2 ] 
f(z) = 289/200*z^3 - 107/25*z + 1
*
[ 3/17 ] 
f(z) = 289/216*z^3 - 113/24*z + 1
*
[ -2 ] 
f(z) = 289/216*z^3 - 104/27*z + 1
*
[ -2 ] 
f(z) = 291/200*z^3 - 108/25*z + 1
*
[ -2 ] 
f(z) = 293/200*z^3 - 109/25*z + 1
*
[ -2 ] 
f(z) = 293/216*z^3 - 106/27*z + 1
*
[ -2 ] 
f(z) = 295/216*z^3 - 107/27*z + 1
*
[ -2 ] 
f(z) = 297/200*z^3 - 111/25*z + 1
*
[ -2 ] 
f(z) = 299/200*z^3 - 112/25*z + 1
*
[ -2 ] 
f(z) = 299/216*z^3 - 109/27*z + 1
*
[ 5/17 ] 
f(z) = 289/200*z^3 - 101/40*z + 1
*
[ -5/3 ] 
f(z) = 297/200*z^3 - 101/40*z + 1
*
[ 4/3 ] 
f(z) = 297/208*z^3 - 119/52*z + 1
*
[ -3/2 ] 
f(z) = 292/207*z^3 - 104/69*z + 1
*
[ -3/2 ] 
f(z) = 296/207*z^3 - 107/69*z + 1
*
[ 12/23 ] 
f(z) = 299/216*z^3 - 119/92*z + 1
*
[ 2/3 ] 
f(z) = 297/212*z^3 - 119/106*z + 1
*
[ -3 ] 
f(z) = 281/216*z^3 - 83/8*z + 1
*
[ 3 ] 
f(z) = 283/216*z^3 - 89/8*z + 1
*
[ -3 ] 
f(z) = 287/216*z^3 - 85/8*z + 1
*
[ -3 ] 
f(z) = 293/216*z^3 - 87/8*z + 1
*
[ 3 ] 
f(z) = 295/216*z^3 - 93/8*z + 1
*
[ -3 ] 
f(z) = 299/216*z^3 - 89/8*z + 1
*
[ -2 ] 
f(z) = 281/216*z^3 - 100/27*z + 1
*
[ 3/2 ] 
f(z) = 281/216*z^3 - 83/32*z + 1
*
[ 10/7 ] 
f(z) = 287/200*z^3 - 92/35*z + 1
*
[ 3/2 ] 
f(z) = 287/216*z^3 - 85/32*z + 1
*
-30/17 | 0.29059066682485009951924016189079822919 | 0.029562739780462007327922266082804741574
f(z) = 289/216*z^3 - 86/25*z + 1
*
[ 3/2 ] 
f(z) = 293/216*z^3 - 87/32*z + 1
*
[ 3/2 ] 
f(z) = 299/216*z^3 - 89/32*z + 1
*
-6/17 | 0.16715578114250362105663923342605056594 | 0.028562884097090448657550852574615610257
f(z) = 289/208*z^3 - 87/52*z + 1
*
[ -26/17 ] 
f(z) = 289/208*z^3 - 83/52*z + 1
*
[ -3/2 ] 
f(z) = 280/207*z^3 - 95/69*z + 1
*
[ -3/2 ] 
f(z) = 284/207*z^3 - 98/69*z + 1
*
[ 9/17 ] 
f(z) = 289/216*z^3 - 91/72*z + 1
*
[ 2/3 ] 
f(z) = 291/200*z^3 - 86/75*z + 1
*
[ 30/17 ] 
f(z) = 289/200*z^3 - 61/15*z + 1
*
[ 10/3 ] 
f(z) = 297/200*z^3 - 79/5*z + 1
*
[ -10/3 ] 
f(z) = 297/200*z^3 - 76/5*z + 1
*
[ -12/7 ] 
f(z) = 287/216*z^3 - 65/28*z + 1
*
21/17 | 0.085914136482757372571261065234076851686 | 0.013483893643032057139874589227993170909
f(z) = 289/216*z^3 - 65/24*z + 1
*
[ 10/11 ] 
f(z) = 297/200*z^3 - 73/55*z + 1
*
[ 10/13 ] 
f(z) = 299/200*z^3 - 77/65*z + 1
*
[ 6 ] 
f(z) = 281/216*z^3 - 46*z + 1
*
[ -6 ] 
f(z) = 283/216*z^3 - 46*z + 1
*
[ 6 ] 
f(z) = 287/216*z^3 - 47*z + 1
*
[ -30/17 ] 
f(z) = 289/200*z^3 - 44/15*z + 1
*
[ 30/17 ] 
f(z) = 289/216*z^3 - 56/15*z + 1
*
[ 42/17 ] 
f(z) = 289/216*z^3 - 53/7*z + 1
*
[ -6 ] 
f(z) = 289/216*z^3 - 47*z + 1
*
-3/17 | 0.11001814602037166978067917312380995348 | 0.015589849721022971951264921862804419437
f(z) = 289/216*z^3 - 43/8*z + 1
*
[ 6 ] 
f(z) = 293/216*z^3 - 48*z + 1
*
[ -6 ] 
f(z) = 295/216*z^3 - 48*z + 1
*
[ 6 ] 
f(z) = 299/216*z^3 - 49*z + 1
*
[ 6/5 ] 
f(z) = 283/216*z^3 - 43/25*z + 1
*
[ -3/2 ] 
f(z) = 283/216*z^3 - 41/32*z + 1
*
[ -10/7 ] 
f(z) = 287/200*z^3 - 43/35*z + 1
*
[ 6/5 ] 
f(z) = 289/216*z^3 - 44/25*z + 1
*
[ -3/2 ] 
f(z) = 289/216*z^3 - 43/32*z + 1
*
[ -3/2 ] 
f(z) = 295/216*z^3 - 45/32*z + 1
*
[ 6/7 ] 
f(z) = 281/216*z^3 - 55/49*z + 1
*
[ 15/17 ] 
f(z) = 289/216*z^3 - 47/40*z + 1
*
[ 6/7 ] 
f(z) = 293/216*z^3 - 57/49*z + 1
*
[ 2/3 ] 
f(z) = 297/208*z^3 - 59/52*z + 1
*
[ 6/7 ] 
f(z) = 299/216*z^3 - 58/49*z + 1
*
-30/17 | 0.19066923193157757775140899726852154096 | 0.027939447801423479040032559876346527843
f(z) = 289/200*z^3 - 23/5*z + 1
*
[ 10/9 ] 
f(z) = 297/200*z^3 - 26/15*z + 1
*
[ 20/17 ] 
f(z) = 289/200*z^3 - 37/20*z + 1
*
[ -24/17 ]
f(z) = 289/216*z^3 - 23/24*z + 1
*
[ 2/3 ] 
f(z) = 297/200*z^3 - 29/25*z + 1
*
[ 6/7 ] 
f(z) = 287/216*z^3 - 8/7*z + 1
*
[ 10/17 ] 
f(z) = 289/200*z^3 - 6/5*z + 1
*
-66/17 | 0.20799862877775520043959850555852189818 | 0.024847492937016552471681710788324338819
f(z) = 289/216*z^3 - 20*z + 1
*
-30/17 | 0.23754255210004875884669216014948510432 | 0.028551757356023544869630100530047781934
f(z) = 289/216*z^3 - 19/5*z + 1
*
[ -30/17 ] 
f(z) = 289/216*z^3 - 13/5*z + 1
*
[ 18/17 ] 
f(z) = 289/216*z^3 - 13/9*z + 1
*
[ 12/17 ] 
f(z) = 289/216*z^3 - 13/12*z + 1
*
6/17 | 0.20728505471803075314679889567993459438 | 0.026666721115275930937399662492968858311
f(z) = 289/216*z^3 - 11*z + 1
*
[ 6/17 ] 
f(z) = 289/216*z^3 - 2*z + 1
*
[ 6/5 ] 
f(z) = 295/216*z^3 - 9/5*z + 1
*
[ 6/13 ] 
f(z) = 299/216*z^3 - 19/13*z + 1
*
[ -20/17 ]
f(z) = 289/200*z^3 - 3/20*z + 1
*
[ -10/17 ]
f(z) = 289/200*z^3 + 11/5*z + 1
*
[ -18/17 ]
f(z) = 289/216*z^3 + 4/9*z + 1
*
[ -12/17 ]
f(z) = 289/216*z^3 + 7/4*z + 1
*
[ -6/17 ]
f(z) = 289/216*z^3 + 11/3*z + 1
*
[ -5/2 ] 
f(z) = 284/225*z^3 - 292/45*z + 1
*
-26/17 | 0.18195786779951157670646037579720328043 | 0.028706344901500874642874188001410252899
f(z) = 289/220*z^3 - 283/110*z + 1
*
[ 6/17 ] 
f(z) = 289/225*z^3 - 299/150*z + 1
*
[ 20/17 ] 
f(z) = 289/225*z^3 - 293/180*z + 1
*
[ 1/2 ] 
f(z) = 280/221*z^3 - 291/221*z + 1
*
[ 1/2 ] 
f(z) = 280/223*z^3 - 293/223*z + 1
*
[ 1/2 ] 
f(z) = 280/227*z^3 - 297/227*z + 1
*
[ 1/2 ] 
f(z) = 280/229*z^3 - 299/229*z + 1
*
[ 1/2 ] 
f(z) = 284/221*z^3 - 292/221*z + 1
*
[ 1/2 ] 
f(z) = 284/223*z^3 - 294/223*z + 1
*
[ 1/2 ] 
f(z) = 284/225*z^3 - 296/225*z + 1
*
[ 1/2 ] 
f(z) = 284/227*z^3 - 298/227*z + 1
*
[ 1/2 ] 
f(z) = 288/221*z^3 - 293/221*z + 1
*
[ 1/2 ] 
f(z) = 288/223*z^3 - 295/223*z + 1
*
[ 1/2 ] 
f(z) = 288/227*z^3 - 299/227*z + 1
*
[ 9/17 ] 
f(z) = 289/225*z^3 - 281/225*z + 1
*
[ 1/2 ] 
f(z) = 292/221*z^3 - 294/221*z + 1
*
[ 1/2 ] 
f(z) = 292/223*z^3 - 296/223*z + 1
*
[ 1/2 ] 
f(z) = 292/225*z^3 - 298/225*z + 1
*
[ 1/2 ] 
f(z) = 296/221*z^3 - 295/221*z + 1
*
[ 1/2 ] 
f(z) = 296/223*z^3 - 297/223*z + 1
*
[ 1/2 ] 
f(z) = 296/225*z^3 - 299/225*z + 1
*
[ -3/2 ] 
f(z) = 296/231*z^3 - 281/231*z + 1
*
[ 2 ] 
f(z) = 289/224*z^3 - 261/56*z + 1
*
[ 2 ] 
f(z) = 291/224*z^3 - 263/56*z + 1
*
[ 2 ] 
f(z) = 293/224*z^3 - 265/56*z + 1
*
[ 2 ] 
f(z) = 295/224*z^3 - 267/56*z + 1
*
[ 2 ] 
f(z) = 297/224*z^3 - 269/56*z + 1
*
[ 2 ] 
f(z) = 299/224*z^3 - 271/56*z + 1
*
-2/17 | 0.14725436646128809066194342218889589519 | 0.023310199078743592580633606216928745148
f(z) = 289/220*z^3 - 277/110*z + 1
*
-22/17 | 0.16596734150237894217003696238719317473 | 0.026426254930112350757309323618778844472
f(z) = 289/220*z^3 - 267/110*z + 1
*
-20/17 | 0.17646798511424104507677212774485200158 | 0.022972934766529774750945261527428401903
f(z) = 289/224*z^3 - 271/140*z + 1
*
[ -14/9 ] 
f(z) = 297/224*z^3 - 263/168*z + 1
*
[ 10/17 ] 
f(z) = 289/230*z^3 - 261/230*z + 1
*
[ -3/2 ] 
f(z) = 292/231*z^3 - 272/231*z + 1
*
[ -3/2 ] 
f(z) = 292/237*z^3 - 262/237*z + 1
*
[ -3/2 ] 
f(z) = 296/237*z^3 - 271/237*z + 1
*
[ 2/3 ] 
f(z) = 281/232*z^3 - 271/261*z + 1
*
[ 2/3 ] 
f(z) = 283/232*z^3 - 272/261*z + 1
*
[ 2/3 ] 
f(z) = 287/232*z^3 - 274/261*z + 1
*
[ 2/3 ] 
f(z) = 289/232*z^3 - 275/261*z + 1
*
[ 2/3 ] 
f(z) = 293/232*z^3 - 277/261*z + 1
*
[ 2/3 ] 
f(z) = 295/232*z^3 - 278/261*z + 1
*
[ 2/3 ] 
f(z) = 299/232*z^3 - 280/261*z + 1
*
[ 2 ] 
f(z) = 281/224*z^3 - 253/56*z + 1
*
[ 2 ] 
f(z) = 283/224*z^3 - 255/56*z + 1
*
[ 2 ] 
f(z) = 285/224*z^3 - 257/56*z + 1
*
35/17 | 0.10103549692617174762963628493222347673 | 0.014137220886465970973862836351636358967
f(z) = 289/225*z^3 - 254/45*z + 1
*
5/4 | 0.19830597605844560344194309873805815705 | 0.027702114731134015023360519485117672879
f(z) = 296/225*z^3 - 257/90*z + 1
*
[ 2/5 ] 
f(z) = 285/232*z^3 - 246/145*z + 1
*
[ 2/5 ] 
f(z) = 295/232*z^3 - 247/145*z + 1
*
[ -3/2 ] 
f(z) = 284/231*z^3 - 254/231*z + 1
*
[ -3/2 ] 
f(z) = 284/237*z^3 - 244/237*z + 1
*
[ 5/6 ] 
f(z) = 288/235*z^3 - 247/235*z + 1
*
[ 11/17 ] 
f(z) = 289/220*z^3 - 241/220*z + 1
*
[ -25/17 ] 
f(z) = 289/225*z^3 - 247/225*z + 1
*
[ 13/17 ] 
f(z) = 289/234*z^3 - 241/234*z + 1
*
[ 5/7 ] 
f(z) = 294/235*z^3 - 244/235*z + 1
*
[ 2/3 ] 
f(z) = 297/226*z^3 - 245/226*z + 1
*
[ 2/3 ] 
f(z) = 297/230*z^3 - 247/230*z + 1
*
[ 2/3 ] 
f(z) = 297/238*z^3 - 251/238*z + 1
*
[ 6/17 ] 
f(z) = 289/228*z^3 - 227/114*z + 1
*
[ 4/3 ] 
f(z) = 297/232*z^3 - 235/116*z + 1
*
[ 20/17 ] 
f(z) = 289/224*z^3 - 229/140*z + 1
*
8/9 | 0.19795956530319046530063829128674892237 | 0.028845482794419499202805666291756987776
f(z) = 297/224*z^3 - 239/168*z + 1
*
-5/4 | 0.18328942814847368180696136173605669190 | 0.025950471228352634124843573685994890798
f(z) = 292/225*z^3 - 221/180*z + 1
*
[ 12/17 ] 
f(z) = 289/228*z^3 - 239/228*z + 1
*
[ 2/17 ] 
f(z) = 289/232*z^3 - 218/29*z + 1
*
[ -2 ] 
f(z) = 285/224*z^3 - 201/56*z + 1
*
[ -2 ] 
f(z) = 291/224*z^3 - 207/56*z + 1
*
[ -2 ] 
f(z) = 293/224*z^3 - 209/56*z + 1
*
[ -2 ] 
f(z) = 295/224*z^3 - 211/56*z + 1
*
[ -2 ] 
f(z) = 297/224*z^3 - 213/56*z + 1
*
[ -2 ] 
f(z) = 299/224*z^3 - 215/56*z + 1
*
[ 22/17 ] 
f(z) = 289/220*z^3 - 217/110*z + 1
*
-5/4 | 0.19271733079637234253316677785590875558 | 0.027393030994732068088408239172713031780
f(z) = 284/225*z^3 - 211/180*z + 1
*
[ 14/17 ] 
f(z) = 289/232*z^3 - 215/203*z + 1
*
[ -2 ] 
f(z) = 281/224*z^3 - 197/56*z + 1
*
[ -2 ] 
f(z) = 283/224*z^3 - 199/56*z + 1
*
-30/17 | 0.14409997683669353010792434260700321906 | 0.021605820242429092317589891119447058611
f(z) = 289/224*z^3 - 197/56*z + 1
*
[ 3/2 ] 
f(z) = 284/225*z^3 - 188/75*z + 1
*
[ 3/2 ] 
f(z) = 292/225*z^3 - 194/75*z + 1
*
[ 3/2 ] 
f(z) = 296/225*z^3 - 197/75*z + 1
*
[ -3/2 ] 
f(z) = 298/225*z^3 - 197/150*z + 1
*
[ 2/3 ] 
f(z) = 291/224*z^3 - 181/168*z + 1
*
[ 8/9 ] 
f(z) = 297/224*z^3 - 197/168*z + 1
*
-2 | 0.11469127961442436459060677886582811281 | 0.016016442904836983207664154994011798574
f(z) = 293/232*z^3 - 161/29*z + 1
*
-2 | 0.11488246758389628245170006950550296992 | 0.016029281490750426618523147624310310871
f(z) = 295/232*z^3 - 162/29*z + 1
*
-2 | 0.11507062717145992333963262337206011378 | 0.016041760948602568434945909164965771963
f(z) = 297/232*z^3 - 163/29*z + 1
*
-2 | 0.11525588546441255623188157154299071299 | 0.016053899060186818911322363973411656998
f(z) = 299/232*z^3 - 164/29*z + 1
*
18/17 | 0.13346165806720017708734501481504821482 | 0.020557105322462158836577155336507128610
f(z) = 289/224*z^3 - 165/56*z + 1
*
[ 4/3 ] 
f(z) = 285/224*z^3 - 169/84*z + 1
*
[ 6/17 ] 
f(z) = 289/232*z^3 - 173/87*z + 1
*
[ 4/3 ] 
f(z) = 291/224*z^3 - 173/84*z + 1
*
[ 5/4 ] 
f(z) = 296/225*z^3 - 167/90*z + 1
*
[ -3/2 ] 
f(z) = 286/225*z^3 - 179/150*z + 1
*
[ 10/17 ] 
f(z) = 289/232*z^3 - 164/145*z + 1
*
[ 12/17 ] 
f(z) = 289/234*z^3 - 161/156*z + 1
*
[ 3/4 ] 
f(z) = 296/225*z^3 - 161/150*z + 1
*
[ 2/3 ] 
f(z) = 285/224*z^3 - 179/168*z + 1
*
-2 | 0.11347204606932898661416411048816533872 | 0.015930671105900856745230863184762033307
f(z) = 281/232*z^3 - 155/29*z + 1
*
-2 | 0.11368471107503687888153722506237905531 | 0.015946130778636001445155823709237108971
f(z) = 283/232*z^3 - 156/29*z + 1
*
-2 | 0.11389333367310015026931459828508462809 | 0.015961087998135765523937469913786189847
f(z) = 285/232*z^3 - 157/29*z + 1
*
-2 | 0.11409812026044326994961861690156413091 | 0.015975572102853206691599495902407576112
f(z) = 287/232*z^3 - 158/29*z + 1
*
4/17 | 0.19813095733932171497867079333450652773 | 0.027971214001185194848043376990931171806
f(z) = 289/224*z^3 - 149/28*z + 1
*
-2 | 0.11429925991019305197895276229611575120 | 0.015989609904883041483958446226543507040
f(z) = 289/232*z^3 - 159/29*z + 1
*
-2 | 0.11449692634210102512818120451697220711 | 0.016003225977964016780463089494991524059
f(z) = 291/232*z^3 - 160/29*z + 1
*
[ 6/17 ] 
f(z) = 289/234*z^3 - 155/78*z + 1
*
[ 4/5 ] 
f(z) = 285/224*z^3 - 149/140*z + 1
*
[ 4/5 ] 
f(z) = 295/224*z^3 - 153/140*z + 1
*
[ 2 ] 
f(z) = 281/232*z^3 - 126/29*z + 1
*
[ 2 ] 
f(z) = 283/232*z^3 - 127/29*z + 1
*
[ 2 ] 
f(z) = 285/232*z^3 - 128/29*z + 1
*
[ 2 ] 
f(z) = 287/232*z^3 - 129/29*z + 1
*
[ 2 ] 
f(z) = 289/232*z^3 - 130/29*z + 1
*
[ 2 ] 
f(z) = 291/232*z^3 - 131/29*z + 1
*
[ 2 ] 
f(z) = 293/232*z^3 - 132/29*z + 1
*
[ 2 ] 
f(z) = 295/232*z^3 - 133/29*z + 1
*
[ 2 ] 
f(z) = 297/232*z^3 - 134/29*z + 1
*
[ 2 ] 
f(z) = 299/232*z^3 - 135/29*z + 1
*
[ 4/9 ] 
f(z) = 297/224*z^3 - 127/84*z + 1
*
[ 10/17 ] 
f(z) = 289/220*z^3 - 127/110*z + 1
*
[ 16/17 ] 
f(z) = 289/224*z^3 - 135/112*z + 1
*
[ 2/3 ] 
f(z) = 297/236*z^3 - 125/118*z + 1
*
20/17 | 0.18753790569730737439056227287099860819 | 0.027551433386674812979625741483229020389
f(z) = 289/224*z^3 - 113/28*z + 1
*
[ 30/17 ] 
f(z) = 289/225*z^3 - 107/30*z + 1
*
[ -2 ] 
f(z) = 289/232*z^3 - 101/29*z + 1
*
[ -2 ] 
f(z) = 291/232*z^3 - 102/29*z + 1
*
[ -2 ] 
f(z) = 293/232*z^3 - 103/29*z + 1
*
[ -2 ] 
f(z) = 295/232*z^3 - 104/29*z + 1
*
[ -2 ] 
f(z) = 297/232*z^3 - 105/29*z + 1
*
[ -2 ] 
f(z) = 299/232*z^3 - 106/29*z + 1
*
[ 5/17 ] 
f(z) = 289/225*z^3 - 113/45*z + 1
*
[ 10/17 ] 
f(z) = 289/225*z^3 - 103/90*z + 1
*
[ -2 ] 
f(z) = 281/232*z^3 - 97/29*z + 1
*
[ -2 ] 
f(z) = 283/232*z^3 - 98/29*z + 1
*
[ -2 ] 
f(z) = 285/232*z^3 - 99/29*z + 1
*
[ -2 ] 
f(z) = 287/232*z^3 - 100/29*z + 1
*
[ 4/17 ] 
f(z) = 289/224*z^3 - 93/28*z + 1
*
[ 28/17 ] 
f(z) = 289/224*z^3 - 87/28*z + 1
*
2/17 | 0.11808972075805159753861141753739318658 | 0.020259190684724018428882943824798394490
f(z) = 289/224*z^3 - 85/56*z + 1
*
[ -3/2 ] 
f(z) = 284/225*z^3 - 88/75*z + 1
*
[ 15/34 ] 
f(z) = 289/225*z^3 - 91/60*z + 1
*
[ -3/2 ] 
f(z) = 292/225*z^3 - 94/75*z + 1
*
[ -3/2 ] 
f(z) = 296/225*z^3 - 97/75*z + 1
*
[ 2/3 ] 
f(z) = 285/232*z^3 - 91/87*z + 1
*
[ 12/17 ] 
f(z) = 289/224*z^3 - 89/84*z + 1
*
[ 2/3 ] 
f(z) = 291/232*z^3 - 92/87*z + 1
*
[ -30/17 ] 
f(z) = 289/225*z^3 - 73/30*z + 1
*
[ 8/17 ] 
f(z) = 289/224*z^3 - 79/56*z + 1
*
[ 14/17 ] 
f(z) = 289/224*z^3 - 61/56*z + 1
*
[ 2/3 ] 
f(z) = 297/224*z^3 - 61/56*z + 1
*
[ -28/17 ] 
f(z) = 289/224*z^3 - 53/28*z + 1
*
[ 4/3 ] 
f(z) = 297/224*z^3 - 59/28*z + 1
*
[ 2/3 ] 
f(z) = 297/232*z^3 - 31/29*z + 1
*
[ 15/17 ] 
f(z) = 289/225*z^3 - 17/15*z + 1
*
[ -15/17 ]
f(z) = 289/225*z^3 + 17/15*z + 1
*
[ -1 ]
f(z) = 282/221*z^3 + 160/221*z + 1
*
[ 5 ] 
f(z) = 289/250*z^3 - 281/10*z + 1
*
[ 5 ] 
f(z) = 291/250*z^3 - 283/10*z + 1
*
[ -5 ] 
f(z) = 293/250*z^3 - 281/10*z + 1
*
[ 4 ] 
f(z) = 293/256*z^3 - 281/16*z + 1
*
[ 4 ] 
f(z) = 295/256*z^3 - 283/16*z + 1
*
[ 5 ] 
f(z) = 297/250*z^3 - 289/10*z + 1
*
[ 4 ] 
f(z) = 297/256*z^3 - 285/16*z + 1
*
[ 5 ] 
f(z) = 299/250*z^3 - 291/10*z + 1
*
[ -5 ] 
f(z) = 299/250*z^3 - 287/10*z + 1
*
[ 4 ] 
f(z) = 299/256*z^3 - 287/16*z + 1
*
10/3 | 0.21456224171550997265289418889183260738 | 0.020404787714799124733957930468061543993
f(z) = 297/250*z^3 - 295/22*z + 1
*
[ 3 ] 
f(z) = 299/243*z^3 - 281/27*z + 1
*
[ -44/17 ] 
f(z) = 289/242*z^3 - 291/44*z + 1
*
-30/17 | 0.11120160382263021114122247703856701859 | 0.012544850554710466595460373937576443308
f(z) = 289/250*z^3 - 283/90*z + 1
*
[ 8/33 ] 
f(z) = 297/256*z^3 - 281/88*z + 1
*
[ -65/34 ] 
f(z) = 289/250*z^3 - 281/104*z + 1
*
[ 28/17 ] 
f(z) = 289/256*z^3 - 299/112*z + 1
*
[ 9/28 ] 
f(z) = 280/243*z^3 - 281/126*z + 1
*
24/17 | 0.16945290850617466259250931694833737704 | 0.026587855952764138679008905400030141035
f(z) = 289/240*z^3 - 293/120*z + 1
*
8/17 | 0.18385360002456322810667493857443951321 | 0.028941338862153662474269109339113116827
f(z) = 289/240*z^3 - 287/120*z + 1
*
-45/34 | 0.26260188266778720219939683331937281578 | 0.029441919382217538436523715623568005165
f(z) = 289/250*z^3 - 299/120*z + 1
*
[ -7/4 ] 
f(z) = 292/245*z^3 - 291/140*z + 1
*
[ 3/7 ] 
f(z) = 280/243*z^3 - 292/189*z + 1
*
[ 3/7 ] 
f(z) = 287/243*z^3 - 293/189*z + 1
*
[ 7/6 ] 
f(z) = 282/245*z^3 - 299/210*z + 1
*
[ 16/15 ] 
f(z) = 285/256*z^3 - 289/240*z + 1
*
[ 7/12 ] 
f(z) = 288/259*z^3 - 283/259*z + 1
*
[ 2/3 ] 
f(z) = 283/248*z^3 - 281/279*z + 1
*
[ 2/3 ] 
f(z) = 287/248*z^3 - 283/279*z + 1
*
[ 2/3 ] 
f(z) = 289/248*z^3 - 284/279*z + 1
*
[ 2/3 ] 
f(z) = 293/248*z^3 - 286/279*z + 1
*
[ 2/3 ] 
f(z) = 295/248*z^3 - 287/279*z + 1
*
[ 2/3 ] 
f(z) = 299/248*z^3 - 289/279*z + 1
*
[ 45/68 ] 
f(z) = 289/250*z^3 - 293/288*z + 1
*
[ 32/51 ] 
f(z) = 289/256*z^3 - 299/288*z + 1
*
[ 7/8 ] 
f(z) = 296/245*z^3 - 299/280*z + 1
*
[ 5 ] 
f(z) = 281/250*z^3 - 273/10*z + 1
*
[ -5 ] 
f(z) = 281/250*z^3 - 269/10*z + 1
*
[ 4 ] 
f(z) = 281/256*z^3 - 269/16*z + 1
*
[ -4 ] 
f(z) = 281/256*z^3 - 261/16*z + 1
*
[ -5 ] 
f(z) = 283/250*z^3 - 271/10*z + 1
*
[ 4 ] 
f(z) = 283/256*z^3 - 271/16*z + 1
*
[ -4 ] 
f(z) = 283/256*z^3 - 263/16*z + 1
*
[ 4 ] 
f(z) = 285/256*z^3 - 273/16*z + 1
*
[ -4 ] 
f(z) = 285/256*z^3 - 265/16*z + 1
*
[ 5 ] 
f(z) = 287/250*z^3 - 279/10*z + 1
*
[ 4 ] 
f(z) = 287/256*z^3 - 275/16*z + 1
*
[ -4 ] 
f(z) = 287/256*z^3 - 267/16*z + 1
*
[ -5 ] 
f(z) = 289/250*z^3 - 277/10*z + 1
*
[ 4 ] 
f(z) = 289/256*z^3 - 277/16*z + 1
*
[ -4 ] 
f(z) = 289/256*z^3 - 269/16*z + 1
*
[ -5 ] 
f(z) = 291/250*z^3 - 279/10*z + 1
*
[ 4 ] 
f(z) = 291/256*z^3 - 279/16*z + 1
*
[ -4 ] 
f(z) = 291/256*z^3 - 271/16*z + 1
*
[ -4 ] 
f(z) = 293/256*z^3 - 273/16*z + 1
*
[ -4 ] 
f(z) = 295/256*z^3 - 275/16*z + 1
*
[ -4 ] 
f(z) = 297/256*z^3 - 277/16*z + 1
*
[ -4 ] 
f(z) = 299/256*z^3 - 279/16*z + 1
*
[ 3 ] 
f(z) = 280/243*z^3 - 262/27*z + 1
*
[ 3 ] 
f(z) = 281/243*z^3 - 263/27*z + 1
*
[ 3 ] 
f(z) = 283/243*z^3 - 265/27*z + 1
*
[ 3 ] 
f(z) = 284/243*z^3 - 266/27*z + 1
*
[ 3 ] 
f(z) = 286/243*z^3 - 268/27*z + 1
*
[ 3 ] 
f(z) = 287/243*z^3 - 269/27*z + 1
*
[ 3 ] 
f(z) = 289/243*z^3 - 271/27*z + 1
*
42/17 | 0.22428881896151036831335302214765074744 | 0.029700392780536632886184561173635251571
f(z) = 289/245*z^3 - 272/35*z + 1
*
[ 3 ] 
f(z) = 290/243*z^3 - 272/27*z + 1
*
[ 3 ] 
f(z) = 292/243*z^3 - 274/27*z + 1
*
[ 3 ] 
f(z) = 293/243*z^3 - 275/27*z + 1
*
[ 3 ] 
f(z) = 295/243*z^3 - 277/27*z + 1
*
[ 3 ] 
f(z) = 296/243*z^3 - 278/27*z + 1
*
[ 3 ] 
f(z) = 298/243*z^3 - 280/27*z + 1
*
[ -3 ] 
f(z) = 298/243*z^3 - 262/27*z + 1
*
[ -3 ] 
f(z) = 299/243*z^3 - 263/27*z + 1
*
[ 5/2 ] 
f(z) = 287/250*z^3 - 263/40*z + 1
*
[ 42/17 ] 
f(z) = 289/252*z^3 - 269/42*z + 1
*
[ 5/2 ] 
f(z) = 291/250*z^3 - 267/40*z + 1
*
[ 5/2 ] 
f(z) = 293/250*z^3 - 269/40*z + 1
*
[ 5/2 ] 
f(z) = 297/250*z^3 - 273/40*z + 1
*
[ 33/17 ] 
f(z) = 289/242*z^3 - 265/66*z + 1
*
-104/51 | 0.26286475615600880126198872311430598113 | 0.028941872122147912332548292620969575815
f(z) = 289/256*z^3 - 275/72*z + 1
*
[ 2 ] 
f(z) = 293/240*z^3 - 263/60*z + 1
*
[ 2 ] 
f(z) = 293/256*z^3 - 261/64*z + 1
*
[ 2 ] 
f(z) = 295/256*z^3 - 263/64*z + 1
*
[ 2 ] 
f(z) = 297/256*z^3 - 265/64*z + 1
*
[ 2 ] 
f(z) = 299/240*z^3 - 269/60*z + 1
*
[ 2 ] 
f(z) = 299/256*z^3 - 267/64*z + 1
*
[ 5/3 ] 
f(z) = 299/250*z^3 - 263/90*z + 1
*
27/34 | 0.11459439106842762783820392320351143199 | 0.014651687013989159195772764557365710791
f(z) = 289/243*z^3 - 277/108*z + 1
*
[ 3/2 ] 
f(z) = 299/243*z^3 - 263/108*z + 1
*
[ -7/4 ] 
f(z) = 284/245*z^3 - 277/140*z + 1
*
[ 2/5 ] 
f(z) = 285/248*z^3 - 261/155*z + 1
*
[ 2/5 ] 
f(z) = 295/248*z^3 - 262/155*z + 1
*
[ 4/3 ] 
f(z) = 299/256*z^3 - 263/144*z + 1
*
[ 5/4 ] 
f(z) = 293/250*z^3 - 261/160*z + 1
*
[ 5/4 ] 
f(z) = 299/250*z^3 - 267/160*z + 1
*
[ -8/5 ] 
f(z) = 293/256*z^3 - 261/200*z + 1
*
[ -14/9 ] 
f(z) = 297/245*z^3 - 271/210*z + 1
*
[ -8/5 ] 
f(z) = 297/256*z^3 - 269/200*z + 1
*
[ -8/5 ] 
f(z) = 299/256*z^3 - 273/200*z + 1
*
-4/5 | 0.21734137325450529260822472630243824758 | 0.025952115000489692733431655011143383381
f(z) = 285/256*z^3 - 271/240*z + 1
*
[ 9/14 ] 
f(z) = 287/243*z^3 - 263/252*z + 1
*
[ 20/21 ] 
f(z) = 287/250*z^3 - 275/252*z + 1
*
[ 11/12 ] 
f(z) = 288/253*z^3 - 265/253*z + 1
*
[ 16/17 ] 
f(z) = 289/240*z^3 - 271/240*z + 1
*
[ 2/3 ] 
f(z) = 281/248*z^3 - 280/279*z + 1
*
[ 15/22 ] 
f(z) = 297/250*z^3 - 269/264*z + 1
*
[ 35/48 ] 
f(z) = 288/245*z^3 - 279/280*z + 1
*
[ -70/17 ] 
f(z) = 289/250*z^3 - 257/14*z + 1
*
[ -3 ] 
f(z) = 280/243*z^3 - 244/27*z + 1
*
[ -3 ] 
f(z) = 281/243*z^3 - 245/27*z + 1
*
[ -3 ] 
f(z) = 283/243*z^3 - 247/27*z + 1
*
[ -3 ] 
f(z) = 284/243*z^3 - 248/27*z + 1
*
[ -3 ] 
f(z) = 286/243*z^3 - 250/27*z + 1
*
[ -3 ] 
f(z) = 287/243*z^3 - 251/27*z + 1
*
[ -3 ] 
f(z) = 289/243*z^3 - 253/27*z + 1
*
[ 55/17 ] 
f(z) = 289/250*z^3 - 251/22*z + 1
*
[ -3 ] 
f(z) = 290/243*z^3 - 254/27*z + 1
*
[ -3 ] 
f(z) = 292/243*z^3 - 256/27*z + 1
*
[ -3 ] 
f(z) = 293/243*z^3 - 257/27*z + 1
*
[ -3 ] 
f(z) = 295/243*z^3 - 259/27*z + 1
*
[ -3 ] 
f(z) = 296/243*z^3 - 260/27*z + 1
*
[ 5/2 ] 
f(z) = 281/250*z^3 - 257/40*z + 1
*
[ 5/2 ] 
f(z) = 283/250*z^3 - 259/40*z + 1
*
[ -5/2 ] 
f(z) = 297/250*z^3 - 241/40*z + 1
*
[ -5/2 ] 
f(z) = 299/250*z^3 - 243/40*z + 1
*
[ 2 ] 
f(z) = 281/240*z^3 - 251/60*z + 1
*
[ 2 ] 
f(z) = 281/256*z^3 - 249/64*z + 1
*
[ 2 ] 
f(z) = 283/240*z^3 - 253/60*z + 1
*
[ 2 ] 
f(z) = 283/256*z^3 - 251/64*z + 1
*
[ 2 ] 
f(z) = 285/256*z^3 - 253/64*z + 1
*
[ 2 ] 
f(z) = 287/240*z^3 - 257/60*z + 1
*
[ 2 ] 
f(z) = 287/256*z^3 - 255/64*z + 1
*
-30/17 | 0.16756354574757464198439283503662279999 | 0.024243297456993721702766836827025425974
f(z) = 289/240*z^3 - 251/60*z + 1
*
20/17 | 0.18067687201219613705179081566160352567 | 0.026295222151088726967855705855756850201
f(z) = 289/240*z^3 - 241/60*z + 1
*
[ 2 ] 
f(z) = 289/256*z^3 - 257/64*z + 1
*
[ 2 ] 
f(z) = 291/256*z^3 - 259/64*z + 1
*
[ 5/3 ] 
f(z) = 283/250*z^3 - 247/90*z + 1
*
[ 5/3 ] 
f(z) = 287/250*z^3 - 251/90*z + 1
*
[ 5/3 ] 
f(z) = 289/250*z^3 - 253/90*z + 1
*
[ 5/3 ] 
f(z) = 293/250*z^3 - 257/90*z + 1
*
[ 3/2 ] 
f(z) = 281/243*z^3 - 245/108*z + 1
*
[ 3/2 ] 
f(z) = 283/243*z^3 - 247/108*z + 1
*
[ 3/2 ] 
f(z) = 287/243*z^3 - 251/108*z + 1
*
[ 3/2 ] 
f(z) = 293/243*z^3 - 257/108*z + 1
*
[ 3/2 ] 
f(z) = 295/243*z^3 - 259/108*z + 1
*
[ 24/17 ] 
f(z) = 289/240*z^3 - 253/120*z + 1
*
[ 4/3 ] 
f(z) = 281/256*z^3 - 245/144*z + 1
*
[ 4/3 ] 
f(z) = 283/256*z^3 - 247/144*z + 1
*
[ 4/3 ] 
f(z) = 287/256*z^3 - 251/144*z + 1
*
[ 4/3 ] 
f(z) = 289/256*z^3 - 253/144*z + 1
*
[ 4/3 ] 
f(z) = 293/256*z^3 - 257/144*z + 1
*
[ 4/3 ] 
f(z) = 295/256*z^3 - 259/144*z + 1
*
[ 5/4 ] 
f(z) = 281/250*z^3 - 249/160*z + 1
*
[ 5/4 ] 
f(z) = 283/250*z^3 - 251/160*z + 1
*
[ 5/4 ] 
f(z) = 289/250*z^3 - 257/160*z + 1
*
[ 5/4 ] 
f(z) = 291/250*z^3 - 259/160*z + 1
*
[ 5/12 ] 
f(z) = 297/250*z^3 - 257/160*z + 1
*
[ -8/5 ] 
f(z) = 283/256*z^3 - 241/200*z + 1
*
[ -8/5 ] 
f(z) = 287/256*z^3 - 249/200*z + 1
*
[ -8/5 ] 
f(z) = 289/256*z^3 - 253/200*z + 1
*
[ -8/5 ] 
f(z) = 291/256*z^3 - 257/200*z + 1
*
[ 8/15 ] 
f(z) = 297/256*z^3 - 241/200*z + 1
*
[ 9/10 ] 
f(z) = 292/243*z^3 - 244/225*z + 1
*
[ 9/10 ] 
f(z) = 296/243*z^3 - 247/225*z + 1
*
[ 10/11 ] 
f(z) = 281/250*z^3 - 249/242*z + 1
*
[ 5/6 ] 
f(z) = 288/245*z^3 - 249/245*z + 1
*
[ 15/17 ] 
f(z) = 289/240*z^3 - 257/240*z + 1
*
[ 13/17 ] 
f(z) = 289/247*z^3 - 245/247*z + 1
*
[ 11/17 ] 
f(z) = 289/253*z^3 - 259/253*z + 1
*
[ 10/11 ] 
f(z) = 291/250*z^3 - 257/242*z + 1
*
[ -3/2 ] 
f(z) = 296/249*z^3 - 251/249*z + 1
*
[ 2/3 ] 
f(z) = 297/250*z^3 - 257/250*z + 1
*
[ 2/3 ] 
f(z) = 297/254*z^3 - 259/254*z + 1
*
[ 10 ] 
f(z) = 281/250*z^3 - 223/2*z + 1
*
[ -10 ] 
f(z) = 289/250*z^3 - 229/2*z + 1
*
[ 10 ] 
f(z) = 291/250*z^3 - 231/2*z + 1
*
[ -10 ] 
f(z) = 299/250*z^3 - 237/2*z + 1
*
[ 2/17 ] 
f(z) = 289/248*z^3 - 233/31*z + 1
*
[ -5/2 ] 
f(z) = 283/250*z^3 - 227/40*z + 1
*
[ -5/2 ] 
f(z) = 287/250*z^3 - 231/40*z + 1
*
[ -42/17 ] 
f(z) = 289/252*z^3 - 235/42*z + 1
*
[ 40/17 ] 
f(z) = 289/256*z^3 - 227/40*z + 1
*
[ -5/2 ] 
f(z) = 293/250*z^3 - 237/40*z + 1
*
6/17 | 0.19868784029361705213216829721501919865 | 0.028951602666292230397260531513888600864
f(z) = 289/240*z^3 - 239/60*z + 1
*
[ -35/17 ] 
f(z) = 289/250*z^3 - 239/70*z + 1
*
[ 7/4 ] 
f(z) = 296/245*z^3 - 229/70*z + 1
*
21/17 | 0.16076001693695088704382767487092923956 | 0.024642980229591518636495788412169879267
f(z) = 289/252*z^3 - 227/84*z + 1
*
[ 4/3 ] 
f(z) = 297/248*z^3 - 233/124*z + 1
*
[ 5/13 ] 
f(z) = 299/250*z^3 - 231/130*z + 1
*
[ 8/19 ] 
f(z) = 285/256*z^3 - 239/152*z + 1
*
[ -28/17 ] 
f(z) = 289/245*z^3 - 223/140*z + 1
*
-80/51 | 0.15361334443335138306960983818438304851 | 0.018718928586327464806843665228533560118
f(z) = 289/256*z^3 - 229/144*z + 1
*
[ 16/33 ] 
f(z) = 297/256*z^3 - 235/176*z + 1
*
[ 10/9 ] 
f(z) = 299/250*z^3 - 223/162*z + 1
*
[ 18/17 ] 
f(z) = 289/240*z^3 - 233/180*z + 1
*
[ 20/21 ] 
f(z) = 297/250*z^3 - 221/196*z + 1
*
[ -8/5 ] 
f(z) = 281/256*z^3 - 237/200*z + 1
*
[ 8/9 ] 
f(z) = 291/256*z^3 - 221/216*z + 1
*
[ 3/4 ] 
f(z) = 298/243*z^3 - 221/216*z + 1
*
[ 9/10 ] 
f(z) = 284/243*z^3 - 238/225*z + 1
*
[ 20/33 ] 
f(z) = 297/250*z^3 - 239/220*z + 1
*
[ 9/2 ] 
f(z) = 280/243*z^3 - 203/9*z + 1
*
[ -10/3 ] 
f(z) = 283/250*z^3 - 203/18*z + 1
*
[ 9/2 ] 
f(z) = 284/243*z^3 - 206/9*z + 1
*
[ -9/2 ] 
f(z) = 284/243*z^3 - 202/9*z + 1
*
[ 10/3 ] 
f(z) = 287/250*z^3 - 217/18*z + 1
*
[ 9/2 ] 
f(z) = 292/243*z^3 - 212/9*z + 1
*
[ -9/2 ] 
f(z) = 292/243*z^3 - 208/9*z + 1
*
[ -10/3 ] 
f(z) = 293/250*z^3 - 211/18*z + 1
*
[ 9/2 ] 
f(z) = 296/243*z^3 - 215/9*z + 1
*
[ -9/2 ] 
f(z) = 296/243*z^3 - 211/9*z + 1
*
[ 7/3 ] 
f(z) = 288/245*z^3 - 204/35*z + 1
*
[ 7/3 ] 
f(z) = 297/245*z^3 - 211/35*z + 1
*
4/3 | 0.10162495129649301888639154085511198259 | 0.012479690718658599426070141838665385955
f(z) = 297/256*z^3 - 215/48*z + 1
*
[ -2 ] 
f(z) = 293/240*z^3 - 203/60*z + 1
*
[ -2 ] 
f(z) = 297/256*z^3 - 201/64*z + 1
*
[ -2 ] 
f(z) = 299/240*z^3 - 209/60*z + 1
*
[ -2 ] 
f(z) = 299/256*z^3 - 203/64*z + 1
*
[ 10/7 ] 
f(z) = 293/250*z^3 - 205/98*z + 1
*
-20/99 | 0.29472766940441057563135518607442545257 | 0.028951148678580800714058774019271142520
f(z) = 297/250*z^3 - 211/132*z + 1
*
5/6 | 0.17926666326867863582816087960802713959 | 0.021010893635188341974536314052472098456
f(z) = 297/250*z^3 - 203/120*z + 1
*
[ 9/8 ] 
f(z) = 292/243*z^3 - 203/144*z + 1
*
[ 7/6 ] 
f(z) = 297/245*z^3 - 211/140*z + 1
*
[ 20/41 ] 
f(z) = 287/250*z^3 - 217/164*z + 1
*
[ 10/9 ] 
f(z) = 289/250*z^3 - 215/162*z + 1
*
[ 8/9 ] 
f(z) = 285/256*z^3 - 217/216*z + 1
*
[ 3/4 ] 
f(z) = 286/243*z^3 - 215/216*z + 1
*
[ 14/17 ] 
f(z) = 289/248*z^3 - 218/217*z + 1
*
[ 3/4 ] 
f(z) = 290/243*z^3 - 217/216*z + 1
*
[ -9/2 ] 
f(z) = 280/243*z^3 - 199/9*z + 1
*
[ 9/4 ] 
f(z) = 284/243*z^3 - 193/36*z + 1
*
[ 9/4 ] 
f(z) = 292/243*z^3 - 199/36*z + 1
*
[ -7/3 ] 
f(z) = 297/245*z^3 - 181/35*z + 1
*
20/9 | 0.19343552440246683584932876823632415178 | 0.022751554273615379812688437079991438113
f(z) = 297/250*z^3 - 197/30*z + 1
*
[ 15/7 ] 
f(z) = 287/250*z^3 - 199/42*z + 1
*
[ -40/17 ] 
f(z) = 289/250*z^3 - 199/40*z + 1
*
[ -40/17 ] 
f(z) = 289/256*z^3 - 193/40*z + 1
*
-16/9 | 0.23292121670040568216799618340404914521 | 0.028913507655244386190313480876028522229
f(z) = 297/256*z^3 - 197/48*z + 1
*
[ -2 ] 
f(z) = 281/240*z^3 - 191/60*z + 1
*
[ -2 ] 
f(z) = 281/256*z^3 - 185/64*z + 1
*
[ -2 ] 
f(z) = 283/240*z^3 - 193/60*z + 1
*
[ -2 ] 
f(z) = 283/256*z^3 - 187/64*z + 1
*
[ -2 ] 
f(z) = 285/256*z^3 - 189/64*z + 1
*
[ -2 ] 
f(z) = 287/240*z^3 - 197/60*z + 1
*
[ -2 ] 
f(z) = 287/256*z^3 - 191/64*z + 1
*
-7/24 | 0.20566239859240821064790804091024985318 | 0.028655686337241226883187813688495756589
f(z) = 288/245*z^3 - 187/70*z + 1
*
10/17 | 0.19183217304398497699321459300277997288 | 0.028989042027889760058122378274303978687
f(z) = 289/240*z^3 - 187/60*z + 1
*
[ -33/17 ] 
f(z) = 289/242*z^3 - 197/66*z + 1
*
[ -2 ] 
f(z) = 289/256*z^3 - 193/64*z + 1
*
[ -2 ] 
f(z) = 291/256*z^3 - 195/64*z + 1
*
[ -2 ] 
f(z) = 293/256*z^3 - 197/64*z + 1
*
[ -2 ] 
f(z) = 295/256*z^3 - 199/64*z + 1
*
[ 10/7 ] 
f(z) = 283/250*z^3 - 197/98*z + 1
*
[ 11/34 ] 
f(z) = 289/242*z^3 - 195/88*z + 1
*
[ 6/17 ] 
f(z) = 289/248*z^3 - 184/93*z + 1
*
-3/17 | 0.13096891775898853332380313238143842445 | 0.020489770977251438973715957065193405357
f(z) = 289/252*z^3 - 199/84*z + 1
*
[ 9/8 ] 
f(z) = 284/243*z^3 - 197/144*z + 1
*
[ -11/7 ] 
f(z) = 287/242*z^3 - 199/154*z + 1
*
[ 35/33 ] 
f(z) = 297/250*z^3 - 197/154*z + 1
*
[ 5/9 ] 
f(z) = 287/250*z^3 - 187/162*z + 1
*
[ 2/3 ] 
f(z) = 285/256*z^3 - 191/192*z + 1
*
[ 2/3 ] 
f(z) = 291/256*z^3 - 193/192*z + 1
*
[ 9/10 ] 
f(z) = 295/243*z^3 - 197/180*z + 1
*
[ 25/34 ] 
f(z) = 289/250*z^3 - 197/200*z + 1
*
-52/17 | 0.22304895301548462161235802388879432538 | 0.028310970982997665396468437526240860405
f(z) = 289/256*z^3 - 165/16*z + 1
*
[ -9/4 ] 
f(z) = 284/243*z^3 - 161/36*z + 1
*
[ 8/3 ] 
f(z) = 285/256*z^3 - 175/24*z + 1
*
[ -7/3 ] 
f(z) = 288/245*z^3 - 174/35*z + 1
*
[ 36/17 ] 
f(z) = 289/243*z^3 - 173/36*z + 1
*
-2 | 0.11372012418615136855826306651853995920 | 0.015880822694469213331441163648340657417
f(z) = 291/248*z^3 - 161/31*z + 1
*
[ 8/3 ] 
f(z) = 291/256*z^3 - 179/24*z + 1
*
[ -8/3 ] 
f(z) = 291/256*z^3 - 161/24*z + 1
*
[ -9/4 ] 
f(z) = 292/243*z^3 - 167/36*z + 1
*
-2 | 0.11393862307005931530637425493608814996 | 0.015897589077504299845621125306533157601
f(z) = 293/248*z^3 - 162/31*z + 1
*
-2 | 0.11415253490393851123557587356986217500 | 0.015913771582016481058518302484549075833
f(z) = 295/248*z^3 - 163/31*z + 1
*
-2 | 0.11436212092669191212121607286224438605 | 0.015929407320660232237111088736955239518
f(z) = 297/248*z^3 - 164/31*z + 1
*
20/9 | 0.17323295834756963286943111862743817905 | 0.020779137240292257675444971047040053035
f(z) = 297/250*z^3 - 167/30*z + 1
*
-2 | 0.11456761812861609087808783765461135414 | 0.015944529902174186789755441070938774736
f(z) = 299/248*z^3 - 165/31*z + 1
*
16/9 | 0.17144012929530801087717910789625465383 | 0.021727182821080586859777426561012714205
f(z) = 297/256*z^3 - 167/48*z + 1
*
[ 7/24 ] 
f(z) = 288/245*z^3 - 177/70*z + 1
*
-30/17 | 0.13008561628128149503734499790012574513 | 0.019788856922959615800723863076011390140
f(z) = 289/240*z^3 - 179/60*z + 1
*
4/17 | 0.18745479080893689838663707846550182946 | 0.028767531689342000635798142948897192555
f(z) = 289/240*z^3 - 169/60*z + 1
*
21/17 | 0.082429632221735751910970200496762935232 | 0.013259587447136290691617790597410444251
f(z) = 289/252*z^3 - 167/84*z + 1
*
[ 21/17 ] 
f(z) = 289/245*z^3 - 169/105*z + 1
*
[ -28/17 ] 
f(z) = 289/256*z^3 - 163/112*z + 1
*
[ 8/17 ] 
f(z) = 289/240*z^3 - 167/120*z + 1
*
[ 15/34 ] 
f(z) = 289/250*z^3 - 179/120*z + 1
*
[ 35/34 ] 
f(z) = 289/245*z^3 - 171/140*z + 1
*
[ 10/17 ] 
f(z) = 289/248*z^3 - 171/155*z + 1
*
-52/17 | 0.18496971057109791334157975495779995907 | 0.023785620446727814315109979451305123054
f(z) = 289/256*z^3 - 149/16*z + 1
*
-2 | 0.11254745925115963689057018699510901035 | 0.015786612703247490503635623281682697563
f(z) = 281/248*z^3 - 156/31*z + 1
*
-2 | 0.11279396021673972175970064272919520212 | 0.015807021066262931542820197255276882354
f(z) = 283/248*z^3 - 157/31*z + 1
*
-2 | 0.11303404787504851212830949614388553308 | 0.015826584853311091251527661488790068315
f(z) = 285/248*z^3 - 158/31*z + 1
*
[ -8/3 ] 
f(z) = 285/256*z^3 - 157/24*z + 1
*
-2 | 0.11326817663538744370106999203432701689 | 0.015845369081656847148021050795184354613
f(z) = 287/248*z^3 - 159/31*z + 1
*
-9/34 | 0.22663237151171369007050071247669359693 | 0.027176550152254718897696467894108882457
f(z) = 289/243*z^3 - 155/36*z + 1
*
14/17 | 0.10677035202989794588204821419981451238 | 0.015234397243917805527408079515327055721
f(z) = 289/245*z^3 - 158/35*z + 1
*
[ 35/17 ] 
f(z) = 289/245*z^3 - 157/35*z + 1
*
-2 | 0.11349674914641023543359855002748417549 | 0.015863431293582515211890940751604797003
f(z) = 289/248*z^3 - 160/31*z + 1
*
-20/9 | 0.11713355875709870168007654940558424496 | 0.011897054034916439070171645610073005615
f(z) = 297/250*z^3 - 151/24*z + 1
*
[ 9/5 ] 
f(z) = 280/243*z^3 - 148/45*z + 1
*
5/34 | 0.11264964807236506398097430469237877236 | 0.013655638703695621329505928729330213208
f(z) = 289/250*z^3 - 153/40*z + 1
*
30/17 | 0.19861505579616208048827397377817920291 | 0.029003344453242841381039515256353575674
f(z) = 289/252*z^3 - 157/42*z + 1
*
[ 9/5 ] 
f(z) = 290/243*z^3 - 154/45*z + 1
*
[ 9/5 ] 
f(z) = 295/243*z^3 - 157/45*z + 1
*
[ 20/11 ] 
f(z) = 297/250*z^3 - 153/44*z + 1
*
[ 16/9 ] 
f(z) = 297/256*z^3 - 155/48*z + 1
*
[ 10/7 ] 
f(z) = 287/250*z^3 - 143/70*z + 1
*
[ 35/24 ] 
f(z) = 288/245*z^3 - 153/70*z + 1
*
[ -7/4 ] 
f(z) = 296/245*z^3 - 149/70*z + 1
*
[ -5/3 ] 
f(z) = 287/250*z^3 - 143/90*z + 1
*
-24/17 | 0.12230311351869200679323568539925509114 | 0.020177181023390264796778741114012423949
f(z) = 289/252*z^3 - 143/84*z + 1
*
[ -5/3 ] 
f(z) = 293/250*z^3 - 149/90*z + 1
*
[ 5/11 ] 
f(z) = 297/250*z^3 - 159/110*z + 1
*
[ 3/5 ] 
f(z) = 280/243*z^3 - 146/135*z + 1
*
[ 8/15 ] 
f(z) = 285/256*z^3 - 143/120*z + 1
*
[ 15/17 ] 
f(z) = 289/243*z^3 - 143/135*z + 1
*
[ 18/17 ] 
f(z) = 289/252*z^3 - 155/126*z + 1
*
[ 3/5 ] 
f(z) = 290/243*z^3 - 148/135*z + 1
*
[ 3/5 ] 
f(z) = 295/243*z^3 - 149/135*z + 1
*
36/17 | 0.19869375925875777902928060347752911517 | 0.024409480908055457482459994882870847683
f(z) = 289/243*z^3 - 127/18*z + 1
*
[ -45/17 ] 
f(z) = 289/250*z^3 - 121/18*z + 1
*
[ 2 ] 
f(z) = 281/248*z^3 - 125/31*z + 1
*
[ 2 ] 
f(z) = 283/248*z^3 - 126/31*z + 1
*
[ 2 ] 
f(z) = 285/248*z^3 - 127/31*z + 1
*
[ 2 ] 
f(z) = 287/248*z^3 - 128/31*z + 1
*
[ -36/17 ] 
f(z) = 289/243*z^3 - 139/36*z + 1
*
45/34 | 0.23921897320835487641825086243798084490 | 0.029276462155106414140100435417417084515
f(z) = 289/243*z^3 - 131/36*z + 1
*
[ 3/17 ] 
f(z) = 289/243*z^3 - 127/27*z + 1
*
18/17 | 0.21596142414224824029404786720421118752 | 0.026530809418184202019385508378512434557
f(z) = 289/243*z^3 - 127/36*z + 1
*
[ -35/17 ] 
f(z) = 289/245*z^3 - 123/35*z + 1
*
[ 2 ] 
f(z) = 289/248*z^3 - 129/31*z + 1
*
15/17 | 0.12271805127838486578684672822098937827 | 0.015161470502358423094020635185983342258
f(z) = 289/250*z^3 - 131/30*z + 1
*
15/17 | 0.10347150145036612641778649722830467261 | 0.012910269332192252199028365973579236737
f(z) = 289/250*z^3 - 121/30*z + 1
*
[ 2 ] 
f(z) = 291/248*z^3 - 130/31*z + 1
*
[ 2 ] 
f(z) = 293/248*z^3 - 131/31*z + 1
*
[ 2 ] 
f(z) = 295/248*z^3 - 132/31*z + 1
*
[ 2 ] 
f(z) = 297/248*z^3 - 133/31*z + 1
*
5/3 | 0.16772884153801506885867718505808118694 | 0.020608403204008340459244206104443750607
f(z) = 297/250*z^3 - 137/30*z + 1
*
[ 2 ] 
f(z) = 299/248*z^3 - 134/31*z + 1
*
-8/5 | 0.23484635116249390319715449772936244896 | 0.028207914061406116061002289870760901026
f(z) = 285/256*z^3 - 129/40*z + 1
*
[ 3/2 ] 
f(z) = 286/243*z^3 - 125/54*z + 1
*
-55/34 | 0.18720267740920588348958003373649260701 | 0.023172410185589199965748910245895686155
f(z) = 289/250*z^3 - 129/40*z + 1
*
[ 3/2 ] 
f(z) = 290/243*z^3 - 127/54*z + 1
*
-8/5 | 0.24271599531447318462324392945350659081 | 0.029046616257901176237761875949712856083
f(z) = 295/256*z^3 - 133/40*z + 1
*
[ 3/2 ] 
f(z) = 298/243*z^3 - 131/54*z + 1
*
[ 20/13 ] 
f(z) = 299/250*z^3 - 129/52*z + 1
*
[ -30/17 ] 
f(z) = 289/240*z^3 - 131/60*z + 1
*
12/17 | 0.18383814619333652097417276740133283517 | 0.029737240585874585445702757162686072149
f(z) = 289/240*z^3 - 121/60*z + 1
*
-56/51 | 0.15470178688964739940558852700368520250 | 0.018652141426988657962591012002786156574
f(z) = 289/256*z^3 - 125/72*z + 1
*
[ 9/20 ] 
f(z) = 280/243*z^3 - 131/90*z + 1
*
[ -5/3 ] 
f(z) = 281/250*z^3 - 137/90*z + 1
*
[ -5/3 ] 
f(z) = 283/250*z^3 - 139/90*z + 1
*
-15/17 | 0.23825330189229428642861982615172594229 | 0.029221523541113204514537299992056331465
f(z) = 289/250*z^3 - 139/90*z + 1
*
[ 21/17 ] 
f(z) = 289/252*z^3 - 131/84*z + 1
*
20/17 | 0.22161329771242752985793820501637742711 | 0.029035855694223351162330741143260320843
f(z) = 289/256*z^3 - 129/80*z + 1
*
[ 4/7 ] 
f(z) = 287/256*z^3 - 125/112*z + 1
*
[ 9/13 ] 
f(z) = 299/243*z^3 - 121/117*z + 1
*
[ 5/8 ] 
f(z) = 281/250*z^3 - 133/128*z + 1
*
[ 14/17 ] 
f(z) = 289/252*z^3 - 125/126*z + 1
*
[ 5/8 ] 
f(z) = 291/250*z^3 - 135/128*z + 1
*
[ 5/6 ] 
f(z) = 291/250*z^3 - 121/120*z + 1
*
[ 2/3 ] 
f(z) = 297/244*z^3 - 127/122*z + 1
*
[ 10/13 ] 
f(z) = 299/250*z^3 - 131/130*z + 1
*
-55/17 | 0.23591935496759250912580381837852651268 | 0.029559940367727616346377460352905586657
f(z) = 289/250*z^3 - 117/10*z + 1
*
[ 9/4 ] 
f(z) = 296/243*z^3 - 101/18*z + 1
*
[ -10/3 ] 
f(z) = 297/250*z^3 - 119/10*z + 1
*
[ 7/4 ] 
f(z) = 288/245*z^3 - 111/35*z + 1
*
[ 9/34 ] 
f(z) = 289/243*z^3 - 103/36*z + 1
*
[ 32/17 ] 
f(z) = 289/256*z^3 - 113/32*z + 1
*
[ -2 ] 
f(z) = 295/248*z^3 - 101/31*z + 1
*
[ -2 ] 
f(z) = 297/248*z^3 - 102/31*z + 1
*
-5/3 | 0.13082644138154452974800006748603546266 | 0.016699834372528801505687025808368037162
f(z) = 297/250*z^3 - 101/30*z + 1
*
[ -2 ] 
f(z) = 299/248*z^3 - 103/31*z + 1
*
[ 5/14 ] 
f(z) = 287/250*z^3 - 109/56*z + 1
*
[ 6/17 ] 
f(z) = 289/243*z^3 - 107/54*z + 1
*
-80/51 | 0.25427373984993311674878778815838177765 | 0.029256639488548180130288361329092067242
f(z) = 289/250*z^3 - 119/45*z + 1
*
[ 25/17 ] 
f(z) = 289/250*z^3 - 109/50*z + 1
*
[ -9/5 ] 
f(z) = 290/243*z^3 - 104/45*z + 1
*
[ -9/5 ] 
f(z) = 295/243*z^3 - 107/45*z + 1
*
[ 8/5 ] 
f(z) = 295/256*z^3 - 103/40*z + 1
*
4/3 | 0.10414144299329273058811387449734429922 | 0.013790441164004023438678448740345198753
f(z) = 297/256*z^3 - 119/48*z + 1
*
[ -16/9 ] 
f(z) = 297/256*z^3 - 101/48*z + 1
*
[ 9/7 ] 
f(z) = 280/243*z^3 - 106/63*z + 1
*
[ 9/7 ] 
f(z) = 287/243*z^3 - 109/63*z + 1
*
[ 6/17 ] 
f(z) = 289/240*z^3 - 119/60*z + 1
*
-20/17 | 0.081149674999270549208656897555677047303 | 0.013352163840850509534090304801772323092
f(z) = 289/240*z^3 - 109/60*z + 1
*
[ 9/8 ] 
f(z) = 296/243*z^3 - 103/72*z + 1
*
[ 20/17 ] 
f(z) = 289/256*z^3 - 113/80*z + 1
*
[ 3/4 ] 
f(z) = 284/243*z^3 - 107/108*z + 1
*
[ 9/13 ] 
f(z) = 286/243*z^3 - 118/117*z + 1
*
[ 3/4 ] 
f(z) = 292/243*z^3 - 109/108*z + 1
*
[ -3/2 ] 
f(z) = 293/243*z^3 - 113/108*z + 1
*
[ -3/2 ] 
f(z) = 295/243*z^3 - 115/108*z + 1
*
[ 7/9 ] 
f(z) = 297/245*z^3 - 107/105*z + 1
*
[ 10/11 ] 
f(z) = 297/250*z^3 - 119/110*z + 1
*
[ -3/2 ] 
f(z) = 299/243*z^3 - 119/108*z + 1
*
[ 8/13 ] 
f(z) = 299/256*z^3 - 111/104*z + 1
*
[ 9/4 ] 
f(z) = 280/243*z^3 - 95/18*z + 1
*
[ -9/4 ] 
f(z) = 296/243*z^3 - 85/18*z + 1
*
[ -2 ] 
f(z) = 281/248*z^3 - 94/31*z + 1
*
[ -2 ] 
f(z) = 283/248*z^3 - 95/31*z + 1
*
[ -2 ] 
f(z) = 285/248*z^3 - 96/31*z + 1
*
[ -2 ] 
f(z) = 287/248*z^3 - 97/31*z + 1
*
-33/17 | 0.11354025824040064690900457093021235246 | 0.017099756242725975318621568007853158822
f(z) = 289/243*z^3 - 85/27*z + 1
*
[ -2 ] 
f(z) = 289/248*z^3 - 98/31*z + 1
*
[ -2 ] 
f(z) = 291/248*z^3 - 99/31*z + 1
*
[ -2 ] 
f(z) = 293/248*z^3 - 100/31*z + 1
*
[ -9/5 ] 
f(z) = 280/243*z^3 - 98/45*z + 1
*
[ 8/5 ] 
f(z) = 285/256*z^3 - 99/40*z + 1
*
[ 4/3 ] 
f(z) = 285/256*z^3 - 83/48*z + 1
*
-5/34 | 0.11936402145571926257609542499532669588 | 0.015486711982024787803542195881303413516
f(z) = 289/250*z^3 - 89/40*z + 1
*
[ 6/17 ] 
f(z) = 289/252*z^3 - 83/42*z + 1
*
[ 4/3 ] 
f(z) = 291/256*z^3 - 85/48*z + 1
*
[ 9/8 ] 
f(z) = 280/243*z^3 - 97/72*z + 1
*
[ 2/3 ] 
f(z) = 285/248*z^3 - 94/93*z + 1
*
[ 9/11 ] 
f(z) = 286/243*z^3 - 100/99*z + 1
*
[ 5/7 ] 
f(z) = 289/250*z^3 - 97/98*z + 1
*
[ 12/17 ] 
f(z) = 289/252*z^3 - 83/84*z + 1
*
[ 9/10 ] 
f(z) = 290/243*z^3 - 97/90*z + 1
*
[ 2/3 ] 
f(z) = 291/248*z^3 - 95/93*z + 1
*
[ 8/11 ] 
f(z) = 297/256*z^3 - 87/88*z + 1
*
[ 5/7 ] 
f(z) = 299/250*z^3 - 99/98*z + 1
*
[ 20/23 ] 
f(z) = 299/250*z^3 - 97/92*z + 1
*
[ -9/4 ] 
f(z) = 280/243*z^3 - 79/18*z + 1
*
40/17 | 0.21476291908956692501283387402086823849 | 0.028397721929991156858921899633812714466
f(z) = 289/250*z^3 - 77/10*z + 1
*
-10/51 | 0.18202602175346682598998042580784693515 | 0.020022676230491377304730303074768936529
f(z) = 289/250*z^3 - 71/18*z + 1
*
10/17 | 0.10965608956521461506024380379904754882 | 0.014960413959177641760065807986631384182
f(z) = 289/250*z^3 - 61/10*z + 1
*
12/17 | 0.19031625741651364520731434134948026695 | 0.027162057325907998600061653154381376095
f(z) = 289/256*z^3 - 69/16*z + 1
*
28/17 | 0.10744967345465300709410422321009750495 | 0.015609828935039511820299001636400150684
f(z) = 289/256*z^3 - 61/16*z + 1
*
[ 8/3 ] 
f(z) = 297/256*z^3 - 61/8*z + 1
*
[ 3/2 ] 
f(z) = 280/243*z^3 - 61/27*z + 1
*
[ 3/2 ] 
f(z) = 284/243*z^3 - 62/27*z + 1
*
[ -7/4 ] 
f(z) = 288/245*z^3 - 71/35*z + 1
*
[ 27/17 ] 
f(z) = 289/243*z^3 - 71/27*z + 1
*
20/17 | 0.12715456384129656793583330953318550949 | 0.016756607815910826265672694682417571864
f(z) = 289/250*z^3 - 79/20*z + 1
*
15/17 | 0.15408344714784182118175231813687170114 | 0.020595107927688773280134767223825875193
f(z) = 289/250*z^3 - 71/30*z + 1
*
[ -30/17 ] 
f(z) = 289/250*z^3 - 61/30*z + 1
*
[ -32/17 ] 
f(z) = 289/256*z^3 - 79/32*z + 1
*
[ 3/2 ] 
f(z) = 292/243*z^3 - 64/27*z + 1
*
[ 3/2 ] 
f(z) = 296/243*z^3 - 65/27*z + 1
*
[ 8/7 ] 
f(z) = 287/256*z^3 - 75/56*z + 1
*
10/51 | 0.23206397680060410797069803843269480810 | 0.028245069188003770611549743158389109583
f(z) = 289/250*z^3 - 74/45*z + 1
*
[ 35/34 ] 
f(z) = 289/250*z^3 - 67/56*z + 1
*
[ 4/9 ] 
f(z) = 297/256*z^3 - 71/48*z + 1
*
[ 9/14 ] 
f(z) = 280/243*z^3 - 65/63*z + 1
*
[ 5/6 ] 
f(z) = 283/250*z^3 - 71/72*z + 1
*
[ 5/7 ] 
f(z) = 287/250*z^3 - 69/70*z + 1
*
[ 7/8 ] 
f(z) = 288/245*z^3 - 73/70*z + 1
*
[ 10/17 ] 
f(z) = 289/240*z^3 - 67/60*z + 1
*
[ 12/17 ] 
f(z) = 289/240*z^3 - 61/60*z + 1
*
[ 14/17 ] 
f(z) = 289/245*z^3 - 71/70*z + 1
*
[ 40/51 ] 
f(z) = 289/250*z^3 - 71/72*z + 1
*
[ 5/6 ] 
f(z) = 293/250*z^3 - 73/72*z + 1
*
[ 2/3 ] 
f(z) = 297/256*z^3 - 65/64*z + 1
*
[ 4/5 ] 
f(z) = 285/256*z^3 - 77/80*z + 1
*
[ 4/5 ] 
f(z) = 295/256*z^3 - 79/80*z + 1
*
[ 5/3 ] 
f(z) = 281/250*z^3 - 49/18*z + 1
*
[ -5/2 ] 
f(z) = 281/250*z^3 - 45/8*z + 1
*
[ 5 ] 
f(z) = 283/250*z^3 - 55/2*z + 1
*
[ -5 ] 
f(z) = 287/250*z^3 - 55/2*z + 1
*
[ 5/2 ] 
f(z) = 289/250*z^3 - 53/8*z + 1
*
-30/17 | 0.16784025066779580917580698354712035443 | 0.021293268842081386806872454689148219115
f(z) = 289/250*z^3 - 53/15*z + 1
*
35/17 | 0.13535903512454728602186649237114708834 | 0.018929476489446323304409358973434315424
f(z) = 289/250*z^3 - 51/10*z + 1
*
[ -5/2 ] 
f(z) = 291/250*z^3 - 47/8*z + 1
*
[ 5 ] 
f(z) = 293/250*z^3 - 57/2*z + 1
*
10/9 | 0.22623422895402528476462213465548896913 | 0.028376944912742923273611446269495337009
f(z) = 297/250*z^3 - 58/15*z + 1
*
[ -5 ] 
f(z) = 297/250*z^3 - 57/2*z + 1
*
[ -20/9 ] 
f(z) = 297/250*z^3 - 53/12*z + 1
*
[ -8/3 ] 
f(z) = 297/256*z^3 - 55/8*z + 1
*
[ 5/2 ] 
f(z) = 299/250*z^3 - 55/8*z + 1
*
[ 5/4 ] 
f(z) = 287/250*z^3 - 51/32*z + 1
*
[ 7/6 ] 
f(z) = 288/245*z^3 - 51/35*z + 1
*
-18/17 | 0.19745155526520898349104387006500129671 | 0.026778995201671484600618371707578004676
f(z) = 289/243*z^3 - 59/36*z + 1
*
-45/34 | 0.18310335239005905396103456681866620881 | 0.025071763508923128119206357183292861468
f(z) = 289/243*z^3 - 55/36*z + 1
*
[ 7/17 ] 
f(z) = 289/245*z^3 - 57/35*z + 1
*
[ 24/17 ] 
f(z) = 289/256*z^3 - 47/24*z + 1
*
[ -5/3 ] 
f(z) = 291/250*z^3 - 49/30*z + 1
*
[ 10/33 ] 
f(z) = 297/250*z^3 - 53/22*z + 1
*
[ 5/4 ] 
f(z) = 297/250*z^3 - 53/32*z + 1
*
[ 10/9 ] 
f(z) = 297/250*z^3 - 41/30*z + 1
*
[ 3/4 ] 
f(z) = 280/243*z^3 - 53/54*z + 1
*
[ 9/10 ] 
f(z) = 280/243*z^3 - 47/45*z + 1
*
[ -8/5 ] 
f(z) = 285/256*z^3 - 49/40*z + 1
*
[ 12/17 ] 
f(z) = 289/256*z^3 - 47/48*z + 1
*
[ -3/2 ] 
f(z) = 290/243*z^3 - 55/54*z + 1
*
[ -8/5 ] 
f(z) = 295/256*z^3 - 53/40*z + 1
*
[ 3/4 ] 
f(z) = 296/243*z^3 - 55/54*z + 1
*
[ 5/6 ] 
f(z) = 297/250*z^3 - 41/40*z + 1
*
[ -3/2 ] 
f(z) = 298/243*z^3 - 59/54*z + 1
*
[ -35/24 ]
f(z) = 288/245*z^3 - 57/70*z + 1
*
[ 18/17 ] 
f(z) = 289/243*z^3 - 23/18*z + 1
*
-30/17 | 0.12384819310254673531969458627171815013 | 0.018133518794618125587072052687382302580
f(z) = 289/250*z^3 - 37/10*z + 1
*
[ -5/3 ] 
f(z) = 289/250*z^3 - 29/18*z + 1
*
24/17 | 0.19450793043587284568632517438887277178 | 0.027485862034310981762390748322777654432
f(z) = 289/256*z^3 - 37/8*z + 1
*
5/9 | 0.13592982823550005749264776429088581761 | 0.016106896204983467258627510211992267864
f(z) = 297/250*z^3 - 37/6*z + 1
*
[ 5/3 ] 
f(z) = 297/250*z^3 - 29/10*z + 1
*
[ 10/3 ] 
f(z) = 297/250*z^3 - 25/2*z + 1
*
[ 4/3 ] 
f(z) = 297/256*z^3 - 29/16*z + 1
*
[ -5/3 ] 
f(z) = 299/250*z^3 - 31/18*z + 1
*
[ 7/12 ] 
f(z) = 288/245*z^3 - 39/35*z + 1
*
[ 22/17 ] 
f(z) = 289/242*z^3 - 39/22*z + 1
*
[ 11/17 ] 
f(z) = 289/242*z^3 - 23/22*z + 1
*
[ -27/17 ] 
f(z) = 289/243*z^3 - 37/27*z + 1
*
15/17 | 0.14241270408660681184753178997143851727 | 0.024881730864459095562727906797467094506
f(z) = 289/243*z^3 - 34/27*z + 1
*
[ 15/17 ] 
f(z) = 289/250*z^3 - 31/30*z + 1
*
[ 20/17 ] 
f(z) = 289/250*z^3 - 29/20*z + 1
*
[ -3/2 ] 
f(z) = 292/243*z^3 - 28/27*z + 1
*
[ -3/2 ] 
f(z) = 296/243*z^3 - 29/27*z + 1
*
[ 2/3 ] 
f(z) = 297/248*z^3 - 32/31*z + 1
*
[ 8/9 ] 
f(z) = 297/256*z^3 - 25/24*z + 1
*
[ 9/17 ] 
f(z) = 289/243*z^3 - 11/9*z + 1
*
[ 30/17 ] 
f(z) = 289/250*z^3 - 19/6*z + 1
*
20/17 | 0.089413869496803740175400143289466386770 | 0.014774050249609005675758087886282601959
f(z) = 289/250*z^3 - 17/10*z + 1
*
-20/17 | 0.15359351185374125316460071494387862517 | 0.020774793198218718711422501443257632889
f(z) = 289/250*z^3 - 13/8*z + 1
*
[ 10/17 ] 
f(z) = 289/250*z^3 - 11/10*z + 1
*
[ 5/17 ] 
f(z) = 289/250*z^3 - 5/2*z + 1
*
[ 16/17 ] 
f(z) = 289/256*z^3 - 17/16*z + 1
*
-24/17 | 0.15403270679109895764827380476848368179 | 0.024949472527684057164762437782489850349
f(z) = 289/256*z^3 - 15/8*z + 1
*
[ 8/17 ] 
f(z) = 289/256*z^3 - 11/8*z + 1
*
[ 5/3 ] 
f(z) = 291/250*z^3 - 17/6*z + 1
*
-20/9 | 0.24545406536401751745213770240856755076 | 0.029379250186069435972999267112477977120
f(z) = 297/250*z^3 - 17/3*z + 1
*
[ -5/3 ] 
f(z) = 297/250*z^3 - 17/10*z + 1
*
[ 5/9 ] 
f(z) = 297/250*z^3 - 7/6*z + 1
*
[ -22/17 ]
f(z) = 289/242*z^3 - 5/22*z + 1
*
[ -24/17 ]
f(z) = 289/256*z^3 - 13/24*z + 1
*
[ -18/17 ]
f(z) = 289/243*z^3 + 11/18*z + 1
*
[ -20/17 ]
f(z) = 289/250*z^3 + 1/4*z + 1
*
[ -16/17 ]
f(z) = 289/256*z^3 + 17/16*z + 1
*
[ -9/17 ]
f(z) = 289/243*z^3 + 23/9*z + 1
*
[ -10/17 ]
f(z) = 289/250*z^3 + 23/10*z + 1
*
[ -8/17 ]
f(z) = 289/256*z^3 + 23/8*z + 1
*
[ -1 ]
f(z) = 282/241*z^3 + 200/241*z + 1
*
[ -5/2 ] 
f(z) = 288/275*z^3 - 283/55*z + 1
*
[ -5/2 ] 
f(z) = 292/275*z^3 - 288/55*z + 1
*
[ -5/2 ] 
f(z) = 296/275*z^3 - 293/55*z + 1
*
[ 26/17 ] 
f(z) = 289/260*z^3 - 293/130*z + 1
*
[ 4/9 ] 
f(z) = 297/272*z^3 - 299/204*z + 1
*
[ 20/17 ] 
f(z) = 289/275*z^3 - 287/220*z + 1
*
[ 2/3 ] 
f(z) = 281/264*z^3 - 289/297*z + 1
*
[ 2/3 ] 
f(z) = 283/264*z^3 - 290/297*z + 1
*
[ 2/3 ] 
f(z) = 287/264*z^3 - 292/297*z + 1
*
[ 2/3 ] 
f(z) = 289/264*z^3 - 293/297*z + 1
*
[ 2/3 ] 
f(z) = 293/264*z^3 - 295/297*z + 1
*
[ 2/3 ] 
f(z) = 295/264*z^3 - 296/297*z + 1
*
[ 2/3 ] 
f(z) = 299/264*z^3 - 298/297*z + 1
*
[ 3 ] 
f(z) = 283/270*z^3 - 263/30*z + 1
*
[ 3 ] 
f(z) = 289/270*z^3 - 269/30*z + 1
*
[ -5/2 ] 
f(z) = 284/275*z^3 - 278/55*z + 1
*
[ 2 ] 
f(z) = 295/272*z^3 - 261/68*z + 1
*
[ 2 ] 
f(z) = 297/272*z^3 - 263/68*z + 1
*
[ 2 ] 
f(z) = 299/272*z^3 - 265/68*z + 1
*
[ -33/17 ] 
f(z) = 289/270*z^3 - 277/110*z + 1
*
[ 6/17 ] 
f(z) = 289/276*z^3 - 271/138*z + 1
*
[ 2/5 ] 
f(z) = 295/264*z^3 - 277/165*z + 1
*
[ 3/5 ] 
f(z) = 283/270*z^3 - 261/250*z + 1
*
[ 3/5 ] 
f(z) = 289/270*z^3 - 263/250*z + 1
*
[ 11/12 ] 
f(z) = 288/275*z^3 - 267/275*z + 1
*
[ 11/17 ] 
f(z) = 289/264*z^3 - 265/264*z + 1
*
14/17 | 0.15560621518359638326606167260819489697 | 0.027461083280234062448214293356112446349
f(z) = 289/273*z^3 - 274/273*z + 1
*
[ 11/17 ] 
f(z) = 289/275*z^3 - 271/275*z + 1
*
[ -11/7 ] 
f(z) = 294/275*z^3 - 276/275*z + 1
*
[ 2/3 ] 
f(z) = 297/262*z^3 - 263/262*z + 1
*
[ 2/3 ] 
f(z) = 297/266*z^3 - 265/266*z + 1
*
[ 2/3 ] 
f(z) = 297/274*z^3 - 269/274*z + 1
*
[ 2/3 ] 
f(z) = 297/278*z^3 - 271/278*z + 1
*
[ 12/13 ] 
f(z) = 299/270*z^3 - 267/260*z + 1
*
[ -3 ] 
f(z) = 281/270*z^3 - 241/30*z + 1
*
[ -3 ] 
f(z) = 287/270*z^3 - 247/30*z + 1
*
[ 2/17 ] 
f(z) = 289/264*z^3 - 248/33*z + 1
*
-3/17 | 0.19563091184475167271996478773601050856 | 0.025332005826681758749554494696275551280
f(z) = 289/270*z^3 - 251/30*z + 1
*
[ -60/17 ] 
f(z) = 289/270*z^3 - 241/20*z + 1
*
[ -3 ] 
f(z) = 293/270*z^3 - 253/30*z + 1
*
[ -3 ] 
f(z) = 299/270*z^3 - 259/30*z + 1
*
[ 2 ] 
f(z) = 281/272*z^3 - 247/68*z + 1
*
[ 2 ] 
f(z) = 283/272*z^3 - 249/68*z + 1
*
[ 2 ] 
f(z) = 285/272*z^3 - 251/68*z + 1
*
[ 2 ] 
f(z) = 287/272*z^3 - 253/68*z + 1
*
[ 2 ] 
f(z) = 291/272*z^3 - 257/68*z + 1
*
[ 2 ] 
f(z) = 293/272*z^3 - 259/68*z + 1
*
[ 3/2 ] 
f(z) = 281/270*z^3 - 241/120*z + 1
*
[ 3/2 ] 
f(z) = 287/270*z^3 - 247/120*z + 1
*
[ 3/2 ] 
f(z) = 293/270*z^3 - 253/120*z + 1
*
[ 3/2 ] 
f(z) = 299/270*z^3 - 259/120*z + 1
*
[ -55/34 ] 
f(z) = 289/275*z^3 - 249/220*z + 1
*
[ 5/6 ] 
f(z) = 288/265*z^3 - 253/265*z + 1
*
[ 13/17 ] 
f(z) = 289/260*z^3 - 249/260*z + 1
*
[ 14/17 ] 
f(z) = 289/266*z^3 - 253/266*z + 1
*
[ 13/17 ] 
f(z) = 289/273*z^3 - 253/273*z + 1
*
[ 12/17 ] 
f(z) = 289/276*z^3 - 259/276*z + 1
*
[ 5/7 ] 
f(z) = 294/265*z^3 - 256/265*z + 1
*
[ -15/7 ] 
f(z) = 287/270*z^3 - 239/70*z + 1
*
18/17 | 0.13445021749936867995229259163067482518 | 0.021975822408053874790616631256821901480
f(z) = 289/260*z^3 - 227/130*z + 1
*
[ 24/17 ] 
f(z) = 289/270*z^3 - 221/120*z + 1
*
[ -5/3 ] 
f(z) = 291/275*z^3 - 221/165*z + 1
*
[ -5/3 ] 
f(z) = 294/275*z^3 - 226/165*z + 1
*
[ 6/5 ] 
f(z) = 295/264*z^3 - 238/165*z + 1
*
[ 6/7 ] 
f(z) = 287/264*z^3 - 223/231*z + 1
*
[ 14/17 ] 
f(z) = 289/264*z^3 - 221/231*z + 1
*
[ 15/23 ] 
f(z) = 299/270*z^3 - 231/230*z + 1
*
[ 5/14 ] 
f(z) = 294/275*z^3 - 213/110*z + 1
*
[ 10/7 ] 
f(z) = 294/275*z^3 - 207/110*z + 1
*
39/34 | 0.16082123026053048824024593219846065994 | 0.021330323683599367356284848810164990913
f(z) = 289/270*z^3 - 209/120*z + 1
*
[ -5/3 ] 
f(z) = 282/275*z^3 - 206/165*z + 1
*
-3/34 | 0.25622341893098773009732742114896459669 | 0.030048675630218888138011641101364764753
f(z) = 289/270*z^3 - 187/40*z + 1
*
5/17 | 0.20518772237536227769828043311358238587 | 0.029880546945118826820676514443515413474
f(z) = 289/275*z^3 - 192/55*z + 1
*
[ -2 ] 
f(z) = 283/272*z^3 - 181/68*z + 1
*
[ -2 ] 
f(z) = 285/272*z^3 - 183/68*z + 1
*
[ -2 ] 
f(z) = 287/272*z^3 - 185/68*z + 1
*
[ -2 ] 
f(z) = 291/272*z^3 - 189/68*z + 1
*
[ -2 ] 
f(z) = 293/272*z^3 - 191/68*z + 1
*
[ -2 ] 
f(z) = 295/272*z^3 - 193/68*z + 1
*
[ -2 ] 
f(z) = 297/272*z^3 - 195/68*z + 1
*
[ -2 ] 
f(z) = 299/272*z^3 - 197/68*z + 1
*
[ 3/2 ] 
f(z) = 280/261*z^3 - 181/87*z + 1
*
[ 3/2 ] 
f(z) = 284/261*z^3 - 184/87*z + 1
*
[ 3/2 ] 
f(z) = 284/279*z^3 - 182/93*z + 1
*
[ 3/2 ] 
f(z) = 292/261*z^3 - 190/87*z + 1
*
[ 3/2 ] 
f(z) = 292/279*z^3 - 188/93*z + 1
*
[ 3/2 ] 
f(z) = 296/261*z^3 - 193/87*z + 1
*
[ 3/2 ] 
f(z) = 296/279*z^3 - 191/93*z + 1
*
[ 2/3 ] 
f(z) = 285/272*z^3 - 197/204*z + 1
*
[ 6/7 ] 
f(z) = 287/270*z^3 - 199/210*z + 1
*
[ 2/3 ] 
f(z) = 291/272*z^3 - 199/204*z + 1
*
-69/17 | 0.20985213128629690469910305746371398876 | 0.024837133470903101970561536111373204756
f(z) = 289/270*z^3 - 173/10*z + 1
*
-2 | 0.092082686726007095645274083548772320900 | 0.012859191208165728229269477846860474669
f(z) = 289/264*z^3 - 161/33*z + 1
*
-3/17 | 0.15101285953345006146469748662147277259 | 0.020747432068614540674707697271729283017
f(z) = 289/270*z^3 - 161/30*z + 1
*
-2 | 0.092610129576049300347578691015107395036 | 0.012910588884376573553323631203463559861
f(z) = 293/264*z^3 - 163/33*z + 1
*
-2 | 0.092863266710779895697543964597659036108 | 0.012934849306540493293420931421488524744
f(z) = 295/264*z^3 - 164/33*z + 1
*
-2 | 0.093345415018560259152537932338859724466 | 0.012980092097781631720553050628704367141
f(z) = 299/264*z^3 - 166/33*z + 1
*
[ -2 ] 
f(z) = 281/272*z^3 - 179/68*z + 1
*
3/7 | 0.23170809392739776478515470057170428990 | 0.027349912707166582800729160124632519027
f(z) = 287/270*z^3 - 177/70*z + 1
*
[ 3/2 ] 
f(z) = 280/279*z^3 - 179/93*z + 1
*
[ 5/4 ] 
f(z) = 296/275*z^3 - 163/110*z + 1
*
[ 3/4 ] 
f(z) = 280/261*z^3 - 163/174*z + 1
*
[ 10/17 ] 
f(z) = 289/264*z^3 - 178/165*z + 1
*
[ 3/4 ] 
f(z) = 296/261*z^3 - 169/174*z + 1
*
[ 3/4 ] 
f(z) = 280/279*z^3 - 167/186*z + 1
*
[ 3/4 ] 
f(z) = 296/279*z^3 - 173/186*z + 1
*
-2 | 0.090902426771085494936270203761828570768 | 0.012739126919419240795209622119724089238
f(z) = 281/264*z^3 - 157/33*z + 1
*
-2 | 0.091215937162614940190006629162153413024 | 0.012771698409617787104856158833011076172
f(z) = 283/264*z^3 - 158/33*z + 1
*
-2 | 0.091804688550639197036325706262233227180 | 0.012831533768188711740522367155492786941
f(z) = 287/264*z^3 - 160/33*z + 1
*
[ 10/17 ] 
f(z) = 289/260*z^3 - 141/130*z + 1
*
[ 3/4 ] 
f(z) = 281/270*z^3 - 147/160*z + 1
*
[ 3/4 ] 
f(z) = 287/270*z^3 - 149/160*z + 1
*
[ 15/17 ] 
f(z) = 289/275*z^3 - 157/165*z + 1
*
[ 3/4 ] 
f(z) = 293/270*z^3 - 151/160*z + 1
*
[ 3/4 ] 
f(z) = 299/270*z^3 - 153/160*z + 1
*
[ 2 ] 
f(z) = 281/264*z^3 - 124/33*z + 1
*
[ 2 ] 
f(z) = 283/264*z^3 - 125/33*z + 1
*
[ 2 ] 
f(z) = 287/264*z^3 - 127/33*z + 1
*
26/17 | 0.19470507167698793350723165036032534587 | 0.027905578425691085420507694894177331454
f(z) = 289/264*z^3 - 134/33*z + 1
*
[ 2 ] 
f(z) = 289/264*z^3 - 128/33*z + 1
*
[ 2 ] 
f(z) = 293/264*z^3 - 130/33*z + 1
*
[ 2 ] 
f(z) = 295/264*z^3 - 131/33*z + 1
*
[ 2 ] 
f(z) = 299/264*z^3 - 133/33*z + 1
*
[ 5/3 ] 
f(z) = 288/275*z^3 - 138/55*z + 1
*
15/34 | 0.18491137063348560928938692135229256934 | 0.022805980101034757087425802039719838926
f(z) = 289/270*z^3 - 123/40*z + 1
*
[ 5/17 ] 
f(z) = 289/275*z^3 - 137/55*z + 1
*
[ 12/17 ] 
f(z) = 289/264*z^3 - 127/132*z + 1
*
[ 2/3 ] 
f(z) = 297/260*z^3 - 131/130*z + 1
*
[ 2/3 ] 
f(z) = 297/268*z^3 - 133/134*z + 1
*
15/17 | 0.12249617523067672062249749915998227686 | 0.017558782043800001738194933358838254359
f(z) = 289/270*z^3 - 119/30*z + 1
*
[ 3/7 ] 
f(z) = 287/270*z^3 - 107/70*z + 1
*
[ 21/17 ] 
f(z) = 289/270*z^3 - 101/70*z + 1
*
[ 4/3 ] 
f(z) = 297/272*z^3 - 115/68*z + 1
*
[ 18/17 ] 
f(z) = 289/264*z^3 - 116/99*z + 1
*
[ 9/17 ] 
f(z) = 289/270*z^3 - 107/90*z + 1
*
[ 18/17 ] 
f(z) = 289/270*z^3 - 103/90*z + 1
*
[ 5/8 ] 
f(z) = 288/275*z^3 - 111/110*z + 1
*
[ 10/17 ] 
f(z) = 289/275*z^3 - 117/110*z + 1
*
[ 3 ] 
f(z) = 281/270*z^3 - 87/10*z + 1
*
[ -3 ] 
f(z) = 283/270*z^3 - 81/10*z + 1
*
[ 3 ] 
f(z) = 287/270*z^3 - 89/10*z + 1
*
[ -3 ] 
f(z) = 289/270*z^3 - 83/10*z + 1
*
[ 3 ] 
f(z) = 293/270*z^3 - 91/10*z + 1
*
[ 3 ] 
f(z) = 299/270*z^3 - 93/10*z + 1
*
[ -2 ] 
f(z) = 281/264*z^3 - 91/33*z + 1
*
[ -2 ] 
f(z) = 283/264*z^3 - 92/33*z + 1
*
[ -2 ] 
f(z) = 287/264*z^3 - 94/33*z + 1
*
6/17 | 0.17205483005953540406448258560225280211 | 0.025816967346114199950163311469644421654
f(z) = 289/264*z^3 - 98/33*z + 1
*
[ -2 ] 
f(z) = 289/264*z^3 - 95/33*z + 1
*
-30/17 | 0.094863621303370742777820051887937800694 | 0.014188691935773341301072812091987113802
f(z) = 289/270*z^3 - 89/30*z + 1
*
[ -2 ] 
f(z) = 293/264*z^3 - 97/33*z + 1
*
[ -2 ] 
f(z) = 295/264*z^3 - 98/33*z + 1
*
[ -2 ] 
f(z) = 299/264*z^3 - 100/33*z + 1
*
[ 3/2 ] 
f(z) = 283/270*z^3 - 81/40*z + 1
*
[ 5/12 ] 
f(z) = 288/275*z^3 - 87/55*z + 1
*
3/17 | 0.18621634162595081535574309739842654731 | 0.024827092805720339939688313230110944497
f(z) = 289/270*z^3 - 67/10*z + 1
*
-22/17 | 0.17172458074212865852662087219018365933 | 0.027262416954358421215827355284762267782
f(z) = 289/264*z^3 - 68/33*z + 1
*
[ 6/17 ] 
f(z) = 289/264*z^3 - 65/33*z + 1
*
[ 5/4 ] 
f(z) = 288/275*z^3 - 79/55*z + 1
*
[ -5/3 ] 
f(z) = 288/275*z^3 - 72/55*z + 1
*
[ 2/3 ] 
f(z) = 297/272*z^3 - 67/68*z + 1
*
-30/17 | 0.19625119630096456092646986295748557734 | 0.028234272216829203090954446049739744204
f(z) = 289/270*z^3 - 58/15*z + 1
*
39/17 | 0.097532833560924836761795726011390446115 | 0.013422943154453501305201044254460364427
f(z) = 289/270*z^3 - 53/10*z + 1
*
21/17 | 0.19884343695980085869932578056237450064 | 0.028176618242966897156860399309299454012
f(z) = 289/270*z^3 - 43/10*z + 1
*
[ 22/17 ] 
f(z) = 289/264*z^3 - 53/33*z + 1
*
[ -30/17 ] 
f(z) = 289/270*z^3 - 53/30*z + 1
*
[ 5/6 ] 
f(z) = 288/275*z^3 - 51/55*z + 1
*
[ 15/34 ] 
f(z) = 289/270*z^3 - 59/40*z + 1
*
[ 5/7 ] 
f(z) = 294/275*z^3 - 52/55*z + 1
*
[ 30/17 ] 
f(z) = 289/270*z^3 - 29/10*z + 1
*
-33/17 | 0.19262017021979058026273449755398123621 | 0.029221739128931992186424522552467638202
f(z) = 289/270*z^3 - 27/10*z + 1
*
-24/17 | 0.089414903113224629897581340492200954225 | 0.013903016649913075604815139081917344389
f(z) = 289/270*z^3 - 23/10*z + 1
*
-26/17 | 0.083270327803554863763613799432886738202 | 0.014695386067245388097167150732138379725
f(z) = 289/264*z^3 - 35/33*z + 1
*
[ 15/17 ] 
f(z) = 289/270*z^3 - 29/30*z + 1
*
[ 12/17 ] 
f(z) = 289/270*z^3 - 19/20*z + 1
*
[ 17/4 ] 
f(z) = 288/289*z^3 - 293/17*z + 1
*
[ -17/4 ] 
f(z) = 288/289*z^3 - 285/17*z + 1
*
[ -66/17 ] 
f(z) = 289/297*z^3 - 295/22*z + 1
*
42/17 | 0.25783746558761602511502721339840474781 | 0.028791544246888986937953972918611898836
f(z) = 289/297*z^3 - 287/44*z + 1
*
[ 30/17 ] 
f(z) = 289/280*z^3 - 292/105*z + 1
*
[ 21/17 ] 
f(z) = 289/297*z^3 - 299/231*z + 1
*
[ 17/15 ] 
f(z) = 285/289*z^3 - 293/255*z + 1
*
[ -28/17 ] 
f(z) = 289/288*z^3 - 281/252*z + 1
*
[ 3/5 ] 
f(z) = 293/297*z^3 - 281/275*z + 1
*
[ 3/5 ] 
f(z) = 296/297*z^3 - 282/275*z + 1
*
[ 3/5 ] 
f(z) = 299/297*z^3 - 283/275*z + 1
*
[ 11/17 ] 
f(z) = 289/297*z^3 - 283/297*z + 1
*
[ 2/3 ] 
f(z) = 297/298*z^3 - 281/298*z + 1
*
[ 3 ] 
f(z) = 284/297*z^3 - 262/33*z + 1
*
[ 3 ] 
f(z) = 287/297*z^3 - 265/33*z + 1
*
[ 2/17 ] 
f(z) = 289/280*z^3 - 263/35*z + 1
*
[ 2/17 ] 
f(z) = 289/296*z^3 - 278/37*z + 1
*
[ 3 ] 
f(z) = 290/297*z^3 - 268/33*z + 1
*
[ 3 ] 
f(z) = 293/297*z^3 - 271/33*z + 1
*
[ 3 ] 
f(z) = 296/297*z^3 - 274/33*z + 1
*
[ 3 ] 
f(z) = 299/297*z^3 - 277/33*z + 1
*
[ -12/5 ] 
f(z) = 295/288*z^3 - 269/60*z + 1
*
[ 2 ] 
f(z) = 299/288*z^3 - 263/72*z + 1
*
[ 17/48 ] 
f(z) = 288/289*z^3 - 265/136*z + 1
*
[ 4/7 ] 
f(z) = 287/288*z^3 - 271/252*z + 1
*
[ 3/5 ] 
f(z) = 281/297*z^3 - 277/275*z + 1
*
[ 3/5 ] 
f(z) = 284/297*z^3 - 278/275*z + 1
*
[ 3/5 ] 
f(z) = 287/297*z^3 - 279/275*z + 1
*
15/17 | 0.22323293634610557104933859678277632925 | 0.025016415929123524033645734229252703531
f(z) = 289/297*z^3 - 278/275*z + 1
*
[ 15/17 ] 
f(z) = 289/285*z^3 - 263/285*z + 1
*
[ 11/17 ] 
f(z) = 289/286*z^3 - 277/286*z + 1
*
[ 13/17 ] 
f(z) = 289/299*z^3 - 261/299*z + 1
*
[ 5/7 ] 
f(z) = 294/295*z^3 - 268/295*z + 1
*
[ 2/3 ] 
f(z) = 297/290*z^3 - 277/290*z + 1
*
[ 3 ] 
f(z) = 281/297*z^3 - 259/33*z + 1
*
[ -3 ] 
f(z) = 289/297*z^3 - 245/33*z + 1
*
[ -3 ] 
f(z) = 292/297*z^3 - 248/33*z + 1
*
[ -3 ] 
f(z) = 295/297*z^3 - 251/33*z + 1
*
[ -3 ] 
f(z) = 298/297*z^3 - 254/33*z + 1
*
[ 2 ] 
f(z) = 281/288*z^3 - 245/72*z + 1
*
[ 2 ] 
f(z) = 283/288*z^3 - 247/72*z + 1
*
[ 2 ] 
f(z) = 287/288*z^3 - 251/72*z + 1
*
[ 2 ] 
f(z) = 289/288*z^3 - 253/72*z + 1
*
[ 2 ] 
f(z) = 293/288*z^3 - 257/72*z + 1
*
[ 2 ] 
f(z) = 295/288*z^3 - 259/72*z + 1
*
3/8 | 0.23910116602402531711273685045976515534 | 0.027154463460235685133996510320439715028
f(z) = 296/297*z^3 - 247/88*z + 1
*
6/5 | 0.25731257405130664790535629224901241200 | 0.029304555904165587166239542292134702149
f(z) = 280/297*z^3 - 241/110*z + 1
*
-39/34 | 0.23171917982377703070248528340876711330 | 0.029913527750551682412197672809702753489
f(z) = 289/297*z^3 - 257/132*z + 1
*
[ 3/2 ] 
f(z) = 289/297*z^3 - 245/132*z + 1
*
[ 3/2 ] 
f(z) = 295/297*z^3 - 251/132*z + 1
*
-15/28 | 0.19318359099528017534709483552861434224 | 0.021939653620389889352866045732890073162
f(z) = 280/297*z^3 - 247/154*z + 1
*
[ 5/6 ] 
f(z) = 288/295*z^3 - 259/295*z + 1
*
[ 13/17 ] 
f(z) = 289/286*z^3 - 257/286*z + 1
*
[ -3 ] 
f(z) = 280/297*z^3 - 236/33*z + 1
*
[ -3 ] 
f(z) = 283/297*z^3 - 239/33*z + 1
*
-2/17 | 0.20519190004500473356087643099381897880 | 0.027326903184508812710034298902856947487
f(z) = 289/280*z^3 - 228/35*z + 1
*
[ 42/17 ] 
f(z) = 289/294*z^3 - 227/42*z + 1
*
75/34 | 0.24636095411615171867440211654381506004 | 0.028307561715568631002742707337866165534
f(z) = 289/297*z^3 - 223/44*z + 1
*
14/17 | 0.13524108102798920479780359399792690733 | 0.019830022949578539475586652911082288250
f(z) = 289/288*z^3 - 229/72*z + 1
*
[ 33/20 ] 
f(z) = 280/297*z^3 - 239/110*z + 1
*
[ 34/21 ] 
f(z) = 294/289*z^3 - 233/102*z + 1
*
[ 3/2 ] 
f(z) = 283/297*z^3 - 239/132*z + 1
*
[ 4/3 ] 
f(z) = 297/280*z^3 - 229/140*z + 1
*
[ 4/3 ] 
f(z) = 297/296*z^3 - 227/148*z + 1
*
[ 33/68 ] 
f(z) = 289/297*z^3 - 227/176*z + 1
*
[ -17/10 ] 
f(z) = 290/289*z^3 - 223/170*z + 1
*
[ 20/17 ] 
f(z) = 289/288*z^3 - 223/180*z + 1
*
[ 17/33 ] 
f(z) = 297/289*z^3 - 227/187*z + 1
*
[ 17/28 ] 
f(z) = 280/289*z^3 - 239/238*z + 1
*
[ 14/17 ] 
f(z) = 289/296*z^3 - 227/259*z + 1
*
[ 3/4 ] 
f(z) = 290/297*z^3 - 233/264*z + 1
*
10/17 | 0.14914663835823007658350870269276927136 | 0.022229821572304490275536478099227969228
f(z) = 289/288*z^3 - 205/72*z + 1
*
[ 17/10 ] 
f(z) = 280/289*z^3 - 203/85*z + 1
*
[ 12/7 ] 
f(z) = 287/288*z^3 - 211/84*z + 1
*
[ 6/17 ] 
f(z) = 289/280*z^3 - 206/105*z + 1
*
[ 6/17 ] 
f(z) = 289/296*z^3 - 217/111*z + 1
*
[ 17/36 ] 
f(z) = 288/289*z^3 - 205/153*z + 1
*
-28/17 | 0.17232729784680701497398308926379398077 | 0.028597930753081608806471349753802884665
f(z) = 289/280*z^3 - 207/140*z + 1
*
[ 18/17 ] 
f(z) = 289/297*z^3 - 205/198*z + 1
*
-3/17 | 0.18999621621123838658412511797674909043 | 0.022226692178207608156844091800353119273
f(z) = 289/297*z^3 - 191/11*z + 1
*
-42/17 | 0.21253966116029178456774964411556887423 | 0.028847457669162016394513920982816466360
f(z) = 289/280*z^3 - 198/35*z + 1
*
4/17 | 0.20296718528570175933289077736843932464 | 0.027683452797030123828786377501779602732
f(z) = 289/288*z^3 - 191/36*z + 1
*
[ -42/17 ] 
f(z) = 289/294*z^3 - 193/42*z + 1
*
[ -2 ] 
f(z) = 289/288*z^3 - 181/72*z + 1
*
[ -2 ] 
f(z) = 293/288*z^3 - 185/72*z + 1
*
[ -2 ] 
f(z) = 295/288*z^3 - 187/72*z + 1
*
[ -2 ] 
f(z) = 299/288*z^3 - 191/72*z + 1
*
[ 28/17 ] 
f(z) = 289/294*z^3 - 191/84*z + 1
*
[ -30/17 ] 
f(z) = 289/288*z^3 - 187/120*z + 1
*
[ 10/17 ] 
f(z) = 289/296*z^3 - 192/185*z + 1
*
[ 17/18 ] 
f(z) = 297/289*z^3 - 199/204*z + 1
*
-2 | 0.10690450024439910491622960664059326470 | 0.014929032357044238396524229130162646050
f(z) = 285/296*z^3 - 161/37*z + 1
*
-2 | 0.10538508579014889472874301521930973397 | 0.014704134064874235848714849987514731185
f(z) = 287/296*z^3 - 162/37*z + 1
*
-2 | 0.11079778395843285047047776008305630706 | 0.015459355156382672570025755833234539322
f(z) = 289/280*z^3 - 162/35*z + 1
*
-4/17 | 0.21208280201460849762193609170745222569 | 0.029322636135126493247779446276509633553
f(z) = 289/288*z^3 - 173/36*z + 1
*
-2 | 0.10590198435670533121420293693127830828 | 0.014763579192990349488042431439884576389
f(z) = 289/296*z^3 - 163/37*z + 1
*
-2 | 0.11117417046717531218583362136361369483 | 0.015498563883172682369359496269544493221
f(z) = 291/280*z^3 - 163/35*z + 1
*
-2 | 0.10733916611485997146025491778517425887 | 0.014951185625524189059553790876854822054
f(z) = 291/296*z^3 - 164/37*z + 1
*
-2 | 0.11152732652640072450773438799399794340 | 0.015534551101602252093873543458931425324
f(z) = 293/280*z^3 - 164/35*z + 1
*
-2 | 0.10852522994051351870295104629719278186 | 0.015103602590256182320822418882689262464
f(z) = 293/296*z^3 - 165/37*z + 1
*
-2 | 0.10930490869985012902353069567313301323 | 0.015199330158653897269460072125601945742
f(z) = 295/296*z^3 - 166/37*z + 1
*
-2 | 0.11217810053752431429101800130507773207 | 0.015598860169422931789172652652965083802
f(z) = 297/280*z^3 - 166/35*z + 1
*
-2 | 0.10992401050522459064328588374362475943 | 0.015272663816655016284876654028843139088
f(z) = 297/296*z^3 - 167/37*z + 1
*
-2 | 0.11248077826660406349713767530205057352 | 0.015627896984525600609449548287077886457
f(z) = 299/280*z^3 - 167/35*z + 1
*
-2 | 0.11045164645790640994312977000841261693 | 0.015333253991411973355795269028213073746
f(z) = 299/296*z^3 - 168/37*z + 1
*
[ 17/9 ] 
f(z) = 297/289*z^3 - 163/51*z + 1
*
[ -2 ] 
f(z) = 281/288*z^3 - 173/72*z + 1
*
[ -2 ] 
f(z) = 283/288*z^3 - 175/72*z + 1
*
[ -2 ] 
f(z) = 287/288*z^3 - 179/72*z + 1
*
[ -30/17 ] 
f(z) = 289/280*z^3 - 173/105*z + 1
*
[ -30/17 ] 
f(z) = 289/297*z^3 - 161/110*z + 1
*
[ 17/42 ] 
f(z) = 294/289*z^3 - 167/102*z + 1
*
[ 20/17 ] 
f(z) = 289/280*z^3 - 179/140*z + 1
*
[ -28/17 ] 
f(z) = 289/280*z^3 - 167/140*z + 1
*
[ 3/5 ] 
f(z) = 280/297*z^3 - 166/165*z + 1
*
[ 21/34 ] 
f(z) = 289/294*z^3 - 167/168*z + 1
*
[ 3/5 ] 
f(z) = 295/297*z^3 - 169/165*z + 1
*
[ 4/5 ] 
f(z) = 295/288*z^3 - 163/180*z + 1
*
-66/17 | 0.19971142760381522712006167018873864051 | 0.023893408478564127609537703183539712097
f(z) = 289/297*z^3 - 158/11*z + 1
*
-2 | 0.10891108529147659581029757935822818569 | 0.015249303773825556195516491503735090343
f(z) = 281/280*z^3 - 158/35*z + 1
*
-2 | 0.10730120554750698309607124157392482989 | 0.015010634542834031395745993107250952761
f(z) = 281/296*z^3 - 159/37*z + 1
*
-2 | 0.10946467740376909446341791106268772888 | 0.015313288042506774183855306907646258544
f(z) = 283/280*z^3 - 159/35*z + 1
*
-2 | 0.10724221627654642470941457802732496871 | 0.014989235748769624961623434221215925678
f(z) = 283/296*z^3 - 160/37*z + 1
*
42/17 | 0.19812732684726964425345246248752506278 | 0.026602301741472117484485088575517162362
f(z) = 289/288*z^3 - 143/24*z + 1
*
[ 36/17 ] 
f(z) = 289/288*z^3 - 143/36*z + 1
*
[ 3/17 ] 
f(z) = 289/297*z^3 - 155/33*z + 1
*
[ 24/17 ] 
f(z) = 289/297*z^3 - 145/88*z + 1
*
[ 3/8 ] 
f(z) = 296/297*z^3 - 159/88*z + 1
*
[ 17/14 ] 
f(z) = 280/289*z^3 - 149/119*z + 1
*
-3/2 | 0.22263065501822482964788691449114106409 | 0.026823671221994628518883117621384480559
f(z) = 280/297*z^3 - 149/110*z + 1
*
-10/9 | 0.14673798158181927642859524428750174690 | 0.020735503729401199907307342686340939899
f(z) = 297/280*z^3 - 148/105*z + 1
*
[ 17/16 ] 
f(z) = 288/289*z^3 - 145/136*z + 1
*
[ 6/5 ] 
f(z) = 295/288*z^3 - 157/120*z + 1
*
[ 17/18 ] 
f(z) = 288/289*z^3 - 145/153*z + 1
*
[ 12/13 ] 
f(z) = 299/288*z^3 - 151/156*z + 1
*
[ 17/20 ] 
f(z) = 280/289*z^3 - 149/170*z + 1
*
[ 3/4 ] 
f(z) = 283/297*z^3 - 153/176*z + 1
*
[ 6/7 ] 
f(z) = 287/288*z^3 - 151/168*z + 1
*
[ 3/4 ] 
f(z) = 289/297*z^3 - 155/176*z + 1
*
[ 3/4 ] 
f(z) = 295/297*z^3 - 157/176*z + 1
*
[ 17/6 ] 
f(z) = 288/289*z^3 - 125/17*z + 1
*
[ 2 ] 
f(z) = 281/280*z^3 - 123/35*z + 1
*
[ 2 ] 
f(z) = 281/296*z^3 - 122/37*z + 1
*
[ 2 ] 
f(z) = 283/280*z^3 - 124/35*z + 1
*
[ 2 ] 
f(z) = 283/296*z^3 - 123/37*z + 1
*
[ 2 ] 
f(z) = 285/296*z^3 - 124/37*z + 1
*
[ 2 ] 
f(z) = 287/296*z^3 - 125/37*z + 1
*
[ 17/8 ] 
f(z) = 288/289*z^3 - 135/34*z + 1
*
[ 2 ] 
f(z) = 289/280*z^3 - 127/35*z + 1
*
[ 2 ] 
f(z) = 289/296*z^3 - 126/37*z + 1
*
-33/17 | 0.19208993133963524952482936695031596322 | 0.026989515934903260650206858105089470955
f(z) = 289/297*z^3 - 137/33*z + 1
*
42/17 | 0.21935032921627216949563331077838057687 | 0.026947135597789429223016755136413440780
f(z) = 289/297*z^3 - 127/22*z + 1
*
[ 2 ] 
f(z) = 291/280*z^3 - 128/35*z + 1
*
[ 2 ] 
f(z) = 291/296*z^3 - 127/37*z + 1
*
[ 2 ] 
f(z) = 293/280*z^3 - 129/35*z + 1
*
[ 2 ] 
f(z) = 293/296*z^3 - 128/37*z + 1
*
[ 2 ] 
f(z) = 295/296*z^3 - 129/37*z + 1
*
[ 2 ] 
f(z) = 297/280*z^3 - 131/35*z + 1
*
[ 2 ] 
f(z) = 297/296*z^3 - 130/37*z + 1
*
[ 2 ] 
f(z) = 299/280*z^3 - 132/35*z + 1
*
[ 2 ] 
f(z) = 299/296*z^3 - 131/37*z + 1
*
[ 3/10 ] 
f(z) = 280/297*z^3 - 133/55*z + 1
*
[ 3/2 ] 
f(z) = 298/297*z^3 - 127/66*z + 1
*
[ 6/5 ] 
f(z) = 280/297*z^3 - 131/110*z + 1
*
[ 6/5 ] 
f(z) = 295/297*z^3 - 139/110*z + 1
*
[ 10/9 ] 
f(z) = 297/280*z^3 - 127/105*z + 1
*
[ 33/34 ] 
f(z) = 289/297*z^3 - 125/132*z + 1
*
[ 17/28 ] 
f(z) = 294/289*z^3 - 139/136*z + 1
*
[ 6/7 ] 
f(z) = 287/297*z^3 - 135/154*z + 1
*
[ 16/17 ] 
f(z) = 289/288*z^3 - 137/144*z + 1
*
[ 2/3 ] 
f(z) = 297/284*z^3 - 137/142*z + 1
*
[ 2/3 ] 
f(z) = 297/292*z^3 - 139/146*z + 1
*
[ -17/6 ] 
f(z) = 288/289*z^3 - 113/17*z + 1
*
[ -17/8 ] 
f(z) = 288/289*z^3 - 103/34*z + 1
*
[ 4/17 ] 
f(z) = 289/288*z^3 - 119/36*z + 1
*
[ -36/17 ] 
f(z) = 289/288*z^3 - 109/36*z + 1
*
[ -17/9 ] 
f(z) = 297/289*z^3 - 109/51*z + 1
*
[ 3/7 ] 
f(z) = 280/297*z^3 - 116/77*z + 1
*
[ -17/10 ] 
f(z) = 280/289*z^3 - 103/85*z + 1
*
[ -12/7 ] 
f(z) = 287/288*z^3 - 113/84*z + 1
*
[ 9/17 ] 
f(z) = 289/297*z^3 - 115/99*z + 1
*
[ 2/3 ] 
f(z) = 285/296*z^3 - 103/111*z + 1
*
[ 2/3 ] 
f(z) = 291/280*z^3 - 101/105*z + 1
*
[ 2/3 ] 
f(z) = 291/296*z^3 - 104/111*z + 1
*
[ -34/21 ] 
f(z) = 294/289*z^3 - 107/102*z + 1
*
[ 3/4 ] 
f(z) = 284/297*z^3 - 115/132*z + 1
*
[ 12/17 ] 
f(z) = 289/297*z^3 - 119/132*z + 1
*
[ 3 ] 
f(z) = 280/297*z^3 - 86/11*z + 1
*
[ 3 ] 
f(z) = 283/297*z^3 - 87/11*z + 1
*
[ -3 ] 
f(z) = 287/297*z^3 - 81/11*z + 1
*
[ 3 ] 
f(z) = 289/297*z^3 - 89/11*z + 1
*
[ -3 ] 
f(z) = 290/297*z^3 - 82/11*z + 1
*
[ 3 ] 
f(z) = 292/297*z^3 - 90/11*z + 1
*
[ -3 ] 
f(z) = 293/297*z^3 - 83/11*z + 1
*
[ 17/7 ] 
f(z) = 294/289*z^3 - 92/17*z + 1
*
[ 3 ] 
f(z) = 295/297*z^3 - 91/11*z + 1
*
[ -3 ] 
f(z) = 296/297*z^3 - 84/11*z + 1
*
[ 3 ] 
f(z) = 298/297*z^3 - 92/11*z + 1
*
[ -3 ] 
f(z) = 299/297*z^3 - 85/11*z + 1
*
[ -2 ] 
f(z) = 281/280*z^3 - 88/35*z + 1
*
[ -2 ] 
f(z) = 281/296*z^3 - 85/37*z + 1
*
[ -2 ] 
f(z) = 283/280*z^3 - 89/35*z + 1
*
[ -2 ] 
f(z) = 283/296*z^3 - 86/37*z + 1
*
[ -2 ] 
f(z) = 285/296*z^3 - 87/37*z + 1
*
[ -2 ] 
f(z) = 287/296*z^3 - 88/37*z + 1
*
[ -2 ] 
f(z) = 289/280*z^3 - 92/35*z + 1
*
14/17 | 0.19220270038383861991493711377929266331 | 0.026840781506688145404190255719183631868
f(z) = 289/294*z^3 - 92/21*z + 1
*
[ -2 ] 
f(z) = 289/296*z^3 - 89/37*z + 1
*
[ -2 ] 
f(z) = 291/280*z^3 - 93/35*z + 1
*
[ -2 ] 
f(z) = 291/296*z^3 - 90/37*z + 1
*
[ -2 ] 
f(z) = 293/280*z^3 - 94/35*z + 1
*
[ -2 ] 
f(z) = 293/296*z^3 - 91/37*z + 1
*
[ -2 ] 
f(z) = 295/296*z^3 - 92/37*z + 1
*
[ -2 ] 
f(z) = 297/280*z^3 - 96/35*z + 1
*
[ -2 ] 
f(z) = 297/296*z^3 - 93/37*z + 1
*
[ -2 ] 
f(z) = 299/280*z^3 - 97/35*z + 1
*
[ -2 ] 
f(z) = 299/296*z^3 - 94/37*z + 1
*
[ 3/2 ] 
f(z) = 287/297*z^3 - 81/44*z + 1
*
-21/17 | 0.13347926076146621222347551586622477295 | 0.020893476995556264734024470856620939188
f(z) = 289/294*z^3 - 85/42*z + 1
*
[ 3/2 ] 
f(z) = 293/297*z^3 - 83/44*z + 1
*
[ 3/2 ] 
f(z) = 299/297*z^3 - 85/44*z + 1
*
[ 8/17 ] 
f(z) = 289/288*z^3 - 97/72*z + 1
*
-18/17 | 0.14555898254578083912346558435149973443 | 0.024971751684562491193207211514455235146
f(z) = 289/288*z^3 - 85/72*z + 1
*
[ -28/17 ] 
f(z) = 289/294*z^3 - 89/84*z + 1
*
[ -3 ] 
f(z) = 281/297*z^3 - 79/11*z + 1
*
[ -3 ] 
f(z) = 284/297*z^3 - 80/11*z + 1
*
[ -17/7 ] 
f(z) = 294/289*z^3 - 78/17*z + 1
*
24/17 | 0.19018400647800239589747638836473525813 | 0.028185486132234850106518125955067317370
f(z) = 289/288*z^3 - 71/24*z + 1
*
[ -33/17 ] 
f(z) = 289/297*z^3 - 71/33*z + 1
*
[ 3/2 ] 
f(z) = 292/297*z^3 - 62/33*z + 1
*
[ 3/2 ] 
f(z) = 281/297*z^3 - 79/44*z + 1
*
[ 7/17 ] 
f(z) = 289/294*z^3 - 67/42*z + 1
*
[ 18/17 ] 
f(z) = 289/288*z^3 - 77/72*z + 1
*
[ 3/4 ] 
f(z) = 298/297*z^3 - 79/88*z + 1
*
12/17 | 0.20486226110060755441063751485382266560 | 0.028235088410720928755151127059582781910
f(z) = 289/288*z^3 - 59/12*z + 1
*
-3/17 | 0.14682674754430532424033305675256747785 | 0.019913101027160051644454921505762568389
f(z) = 289/297*z^3 - 59/11*z + 1
*
33/17 | 0.18727804623586917828888048755340808292 | 0.025774116027613436276245070353569663893
f(z) = 289/297*z^3 - 53/11*z + 1
*
[ 3/2 ] 
f(z) = 280/297*z^3 - 59/33*z + 1
*
[ 24/17 ] 
f(z) = 289/288*z^3 - 41/24*z + 1
*
[ 6/17 ] 
f(z) = 289/297*z^3 - 43/22*z + 1
*
[ 3/2 ] 
f(z) = 290/297*z^3 - 41/22*z + 1
*
[ 17/14 ] 
f(z) = 294/289*z^3 - 45/34*z + 1
*
[ 21/17 ] 
f(z) = 289/294*z^3 - 55/42*z + 1
*
3/34 | 0.19843920842230448707530580897057249554 | 0.026912943800451837643392754517804709346
f(z) = 289/297*z^3 - 59/44*z + 1
*
6/17 | 0.16883556307911472727207193763766966468 | 0.023235971753506551729104474516403974679
f(z) = 289/297*z^3 - 53/44*z + 1
*
[ 15/17 ] 
f(z) = 289/297*z^3 - 49/55*z + 1
*
[ 3/5 ] 
f(z) = 290/297*z^3 - 56/55*z + 1
*
[ 17/21 ] 
f(z) = 294/289*z^3 - 46/51*z + 1
*
[ 3/4 ] 
f(z) = 296/297*z^3 - 59/66*z + 1
*
[ 17/12 ] 
f(z) = 288/289*z^3 - 29/17*z + 1
*
[ 33/17 ] 
f(z) = 289/297*z^3 - 35/11*z + 1
*
-30/17 | 0.13331564900362108748635345214762881501 | 0.020341318836369435784382561768037590585
f(z) = 289/297*z^3 - 26/11*z + 1
*
[ 3/2 ] 
f(z) = 296/297*z^3 - 21/11*z + 1
*
[ 17/24 ] 
f(z) = 288/289*z^3 - 31/34*z + 1
*
[ 10/17 ] 
f(z) = 289/280*z^3 - 37/35*z + 1
*
[ 14/17 ] 
f(z) = 289/280*z^3 - 32/35*z + 1
*
[ 2/3 ] 
f(z) = 297/280*z^3 - 34/35*z + 1
*
[ 2/3 ] 
f(z) = 297/296*z^3 - 35/37*z + 1
*
[ 14/17 ] 
f(z) = 289/294*z^3 - 37/42*z + 1
*
[ 3/4 ] 
f(z) = 292/297*z^3 - 39/44*z + 1
*
[ 3/2 ] 
f(z) = 284/297*z^3 - 20/11*z + 1
*
[ 12/17 ] 
f(z) = 289/288*z^3 - 11/12*z + 1
*
[ 3/4 ] 
f(z) = 280/297*z^3 - 19/22*z + 1
*
[ -24/17 ]
f(z) = 289/288*z^3 - 7/24*z + 1
*
[ -12/17 ]
f(z) = 289/288*z^3 + 23/12*z + 1
*
TOTAL: 432131